[
  {
    "path": ".appveyor.yml",
    "content": "version: 4.6.0.99.{build}\n\nimage: Visual Studio 2017\nplatform: x64\nconfiguration:\n  - '3.9'\n\n# only build on 'master' and pull requests targeting it\nbranches:\n  only:\n    - master\n\nenvironment:\n  matrix:\n    - COMPILER: MSVC\n      TASK: python\n    - COMPILER: MINGW\n      TASK: python\n\nclone_depth: 5\n\ninstall:\n  - git submodule update --init --recursive  # get `external_libs` folder\n  - set PATH=C:\\mingw-w64\\x86_64-8.1.0-posix-seh-rt_v6-rev0\\mingw64\\bin;%PATH%\n  - set PYTHON_VERSION=%CONFIGURATION%\n  - ps: |\n      $env:APPVEYOR = \"true\"\n      $env:CMAKE_BUILD_PARALLEL_LEVEL = 4\n      $env:MINICONDA = \"C:\\Miniconda3-x64\"\n      $env:PATH = \"$env:MINICONDA;$env:MINICONDA\\Scripts;$env:PATH\"\n      $env:BUILD_SOURCESDIRECTORY = \"$env:APPVEYOR_BUILD_FOLDER\"\n      # tell scripts where to put artifacts\n      # (this variable name is left over from when jobs ran on Azure DevOps)\n      $env:BUILD_ARTIFACTSTAGINGDIRECTORY = \"$env:APPVEYOR_BUILD_FOLDER/artifacts\"\n\nbuild: false\n\ntest_script:\n  - conda config --remove channels defaults\n  - conda config --add channels nodefaults\n  - conda config --add channels conda-forge\n  - conda config --set channel_priority strict\n  - conda init powershell\n  - powershell.exe -ExecutionPolicy Bypass -File %APPVEYOR_BUILD_FOLDER%\\.ci\\test-windows.ps1\n"
  },
  {
    "path": ".ci/README.md",
    "content": "﻿Helper Scripts for CI\r\n=====================\r\n\r\nThis folder contains scripts which are run on CI services.\r\n\r\nDockerfile used on CI service is maintained in a separate [GitHub repository](https://github.com/guolinke/lightgbm-ci-docker) and can be pulled from [Docker Hub](https://hub.docker.com/r/lightgbm/vsts-agent).\r\n"
  },
  {
    "path": ".ci/append-comment.sh",
    "content": "#!/bin/bash\n#\n# [description]\n#     Post a comment to a pull request.\n#\n# [usage]\n#     append-comment.sh <PULL_REQUEST_ID> <BODY>\n#\n# PULL_REQUEST_ID: ID of PR to post the comment on.\n#\n# BODY: Text of the comment to be posted.\n\nset -e -E -u -o pipefail\n\nif [ -z \"$GITHUB_ACTIONS\" ]; then\n  echo \"Must be run inside GitHub Actions CI\"\n  exit 1\nfi\n\nif [ $# -ne 2 ]; then\n  echo \"Usage: $0 <PULL_REQUEST_ID> <BODY>\"\n  exit 1\nfi\n\npr_id=$1\nbody=$2\n\nbody=${body/failure/failure ❌}\nbody=${body/error/failure ❌}\nbody=${body/cancelled/failure ❌}\nbody=${body/timed_out/failure ❌}\nbody=${body/success/success ✔️}\ndata=$(\n  jq -n \\\n    --argjson body \"\\\"$body\\\"\" \\\n    '{\"body\": $body}'\n)\ncurl -sL \\\n  --fail \\\n  -X POST \\\n  -H \"Accept: application/vnd.github.v3+json\" \\\n  -H \"Authorization: token ${GITHUB_TOKEN}\" \\\n  -d \"$data\" \\\n  \"${GITHUB_API_URL}/repos/lightgbm-org/LightGBM/issues/${pr_id}/comments\"\n"
  },
  {
    "path": ".ci/build-docs.sh",
    "content": "#!/bin/bash\n\nset -e -E -u -o pipefail\n\nconda env create \\\n    --name test-env \\\n    --file ./docs/env.yml \\\n|| exit 1\n\n# shellcheck disable=SC1091\nsource activate test-env\n\nmake -C docs html || exit 1\n"
  },
  {
    "path": ".ci/check-dynamic-dependencies.sh",
    "content": "#!/bin/bash\n#\n# [description]\n#     Helper script for checking versions in the dynamic symbol table.\n#     This script checks that LightGBM library is linked to the appropriate symbol versions.\n#     Linking to newer symbol versions at compile time is problematic because it could result\n#     in built artifacts being unusable on older platforms.\n#\n#     Version history for these symbols can be found at the following:\n#         * GLIBC: https://sourceware.org/glibc/wiki/Glibc%20Timeline\n#         * GLIBCXX: https://gcc.gnu.org/onlinedocs/libstdc++/manual/abi.html\n#         * OMP/GOMP: https://github.com/gcc-mirror/gcc/blob/master/libgomp/libgomp.map\n#\n# [usage]\n#     check-dynamic-dependencies.sh <PATH>\n#\n# PATH: Path to the file.\n#       Path to the file with the dynamic symbol table entries of the file\n#       (result of `objdump -T` command).\n\nset -e -E -u -o pipefail\n\nif [ \"$#\" -ne 1 ]; then\n    echo \"Usage: $0 <PATH>\"\n    exit 1\nfi\n\nINPUT_FILE=\"$1\"\n\nif [ ! -f \"$INPUT_FILE\" ]; then\n    echo \"Error: File '$INPUT_FILE' not found.\"\n    exit 1\nfi\n\nawk '\nBEGIN {\n    glibc_count = 0\n    glibcxx_count = 0\n    gomp_count = 0\n\n    has_error = 0\n}\n\n# --- Check GLIBC ---\n/0{16}[ \\t\\(]+GLIBC_[0-9]+\\.[0-9]+/ {\n    match($0, /GLIBC_([0-9]+)\\.([0-9]+)/, parts)\n    if (RSTART > 0) {\n        match($0, /GLIBC_[0-9]+\\.[0-9]+/)\n        ver_str = substr($0, RSTART+6, RLENGTH-6)  # skip \"GLIBC_\"\n        split(ver_str, v, \".\")\n        major = v[1] + 0\n        minor = v[2] + 0\n\n        glibc_count++\n\n        if (major > 2 || (major == 2 && minor > 28)) {\n            print \"Error: found unexpected GLIBC version: \\x27\" major \".\" minor \"\\x27\"\n            has_error = 1\n        }\n    }\n}\n\n# --- Check GLIBCXX ---\n/0{16}[ \\t\\(]+GLIBCXX_[0-9]+\\.[0-9]+/ {\n    match($0, /GLIBCXX_[0-9]+\\.[0-9]+(\\.[0-9]+)?/)\n    if (RSTART > 0) {\n        ver_str = substr($0, RSTART+8, RLENGTH-8)  # skip \"GLIBCXX_\"\n        n = split(ver_str, v, \".\")\n        major = v[1] + 0\n        minor = v[2] + 0\n        patch = (n >= 3) ? v[3] + 0 : 0\n        patch_str = (n >= 3) ? v[3] : \"\"\n\n        glibcxx_count++\n\n        msg_ver = major \".\" minor\n        if (n >= 3) msg_ver = msg_ver \".\" patch\n\n        if (major != 3 || minor != 4) {\n             print \"Error: found unexpected GLIBCXX version: \\x27\" msg_ver \"\\x27\"\n             has_error = 1\n        }\n        if (n >= 3 && patch > 22) {\n             print \"Error: found unexpected GLIBCXX version: \\x27\" msg_ver \"\\x27\"\n             has_error = 1\n        }\n    }\n}\n\n# --- Check OMP/GOMP ---\n/0{16}[ \\t\\(]+G?OMP_[0-9]+\\.[0-9]+/ {\n    match($0, /G?OMP_[0-9]+\\.[0-9]+/)\n    if (RSTART > 0) {\n        full_match = substr($0, RSTART, RLENGTH)\n        us_idx = index(full_match, \"_\")\n        ver_str = substr(full_match, us_idx + 1)\n\n        split(ver_str, v, \".\")\n        major = v[1] + 0\n        minor = v[2] + 0\n\n        gomp_count++\n\n        if (major > 4 || (major == 4 && minor > 5)) {\n            print \"Error: found unexpected OMP/GOMP version: \\x27\" major \".\" minor \"\\x27\"\n            has_error = 1\n        }\n    }\n}\n\nEND {\n    if (glibc_count <= 1) {\n        print \"Error: Not enough GLIBC symbols found (found \" glibc_count \", expected > 1)\"\n        has_error = 1\n    }\n    if (glibcxx_count <= 1) {\n        print \"Error: Not enough GLIBCXX symbols found (found \" glibcxx_count \", expected > 1)\"\n        has_error = 1\n    }\n    if (gomp_count <= 1) {\n        print \"Error: Not enough OMP/GOMP symbols found (found \" gomp_count \", expected > 1)\"\n        has_error = 1\n    }\n\n    if (has_error == 1) {\n        exit 1\n    }\n}\n' \"$INPUT_FILE\"\n"
  },
  {
    "path": ".ci/check-omp-pragmas.sh",
    "content": "#!/bin/bash\n\nset -e -u\n\necho \"checking that all OpenMP pragmas specify num_threads()\"\nget_omp_pragmas_without_num_threads() {\n    grep \\\n        -n \\\n        -R \\\n        --include='*.c' \\\n        --include='*.cc' \\\n        --include='*.cpp' \\\n        --include='*.h' \\\n        --include='*.hpp' \\\n        'pragma omp parallel' \\\n    | grep -v ' num_threads'\n}\n\n# 'grep' returns a non-0 exit code if 0 lines were found.\n# Turning off '-e -o pipefail' options here so that bash doesn't\n# consider this a failure and stop execution of the script.\n#\n# ref: https://www.gnu.org/software/grep/manual/html_node/Exit-Status.html\nset +e\nPROBLEMATIC_LINES=$(\n    get_omp_pragmas_without_num_threads\n)\nset -e\nif test \"${PROBLEMATIC_LINES}\" != \"\"; then\n    get_omp_pragmas_without_num_threads\n    echo \"Found '#pragma omp parallel' not using explicit num_threads() configuration. Fix those.\"\n    echo \"For details, see https://www.openmp.org/spec-html/5.0/openmpse14.html#x54-800002.6\"\n    exit 1\nfi\necho \"done checking OpenMP pragmas\"\n"
  },
  {
    "path": ".ci/check-python-dists.sh",
    "content": "#!/bin/sh\n\nset -e -u\n\nDIST_DIR=${1}\n\n# defaults\nMETHOD=${METHOD:-\"\"}\nTASK=${TASK:-\"\"}\n\necho \"checking Python-package distributions in '${DIST_DIR}'\"\n\npip install \\\n    -qq \\\n    check-wheel-contents \\\n    twine || exit 1\n\necho \"twine check...\"\ntwine check --strict \"$(echo \"${DIST_DIR}\"/*)\" || exit 1\n\nif { test \"${TASK}\" = \"bdist\" || test \"${METHOD}\" = \"wheel\"; }; then\n    echo \"check-wheel-contents...\"\n    check-wheel-contents \"$(echo \"${DIST_DIR}\"/*.whl)\" || exit 1\nfi\n\nPY_MINOR_VER=$(python -c \"import sys; print(sys.version_info.minor)\")\nif [ \"$PY_MINOR_VER\" -gt 7 ]; then\n    echo \"pydistcheck...\"\n    pip install 'pydistcheck>=0.9.1'\n    if { test \"${TASK}\" = \"cuda\" || test \"${METHOD}\" = \"wheel\"; }; then\n        pydistcheck \\\n            --inspect \\\n            --ignore 'compiled-objects-have-debug-symbols'\\\n            --ignore 'distro-too-large-compressed' \\\n            --max-allowed-size-uncompressed '500M' \\\n            --max-allowed-files 800 \\\n            \"$(echo \"${DIST_DIR}\"/*)\" || exit 1\n    elif { test \"$(uname -m)\" = \"aarch64\"; }; then\n        pydistcheck \\\n            --inspect \\\n            --ignore 'compiled-objects-have-debug-symbols' \\\n            --max-allowed-size-compressed '5M' \\\n            --max-allowed-size-uncompressed '15M' \\\n            --max-allowed-files 800 \\\n            \"$(echo \"${DIST_DIR}\"/*)\" || exit 1\n    else\n        pydistcheck \\\n            --inspect \\\n            --max-allowed-size-compressed '5M' \\\n            --max-allowed-size-uncompressed '15M' \\\n            --max-allowed-files 800 \\\n            \"$(echo \"${DIST_DIR}\"/*)\" || exit 1\n    fi\nelse\n    echo \"skipping pydistcheck (does not support Python 3.${PY_MINOR_VER})\"\nfi\n\necho \"done checking Python-package distributions\"\n"
  },
  {
    "path": ".ci/check-workflow-status.sh",
    "content": "#!/bin/bash\n\n# [description]\n#\n#   Look for the last run of a given GitHub Actions workflow on a given branch.\n#   If there's never been one (as might be the case with optional workflows like valgrind),\n#   exit with 0.\n#\n#   Otherwise, check the status of that latest run.\n#   If it wasn't successful, exit with a non-0 exit code.\n#\n# [usage]\n#\n#     check-workflow-status.sh <BRANCH> <WORKFLOW_FILE>\n#\n# BRANCH: name of a branch involved in a pull request.\n#\n# WORKFLOW_FILE: filename (e.g. 'r_valgrind.yml') defining the GitHub Actions workflow.\n#\n\nset -e -u -o pipefail\n\nBRANCH=\"${1}\"\nWORKFLOW_FILE=\"${2}\"\nPR_NUMBER=\"${3}\"\n\n# Limit how much data is pulled from the API and needs to be parsed locally.\nOLDEST_ALLOWED_RUN_DATE=$(date --date='7 days ago' '+%F')\n\necho \"Searching for latest run of '${WORKFLOW_FILE}' on branch '${BRANCH}' \"\n\nLATEST_RUN_ID=$(\n    gh run list  \\\n        --repo 'lightgbm-org/LightGBM' \\\n        --event 'workflow_dispatch' \\\n        --created \">= ${OLDEST_ALLOWED_RUN_DATE}\" \\\n        --workflow \"${WORKFLOW_FILE}\" \\\n        --json 'createdAt,databaseId,name' \\\n        --jq \"sort_by(.createdAt) | reverse | map(select(.name | contains (\\\"pr=${PR_NUMBER}\\\"))) | .[0] | .databaseId\"\n)\n\nif [[ \"${LATEST_RUN_ID}\" == \"\" ]]; then\n    echo \"No runs of '${WORKFLOW_FILE}' found on branch from pull request ${PR_NUMBER} (on or after ${OLDEST_ALLOWED_RUN_DATE}).\"\n    exit 0\nfi\n\necho \"Checking status of workflow run '${LATEST_RUN_ID}'\"\ngh run view \\\n    --repo \"lightgbm-org/LightGBM\" \\\n    --exit-status \\\n    \"${LATEST_RUN_ID}\"\n"
  },
  {
    "path": ".ci/conda-envs/README.md",
    "content": "# conda-envs\n\nThis directory contains files used to create `conda` environments for development\nand testing of LightGBM.\n\nThe `.txt` files here are intended to be used with `conda create --file`.\n\nFor details on that, see the `conda` docs:\n\n* `conda create` docs ([link](https://conda.io/projects/conda/en/latest/commands/create.html))\n* \"Managing Environments\" ([link](https://conda.io/projects/conda/en/latest/user-guide/tasks/manage-environments.html))\n"
  },
  {
    "path": ".ci/conda-envs/ci-core-py39.txt",
    "content": "# [description]\n#\n#   Similar to ci-core.txt, but specific to Python 3.9.\n#\n#   Unlike ci-core.txt, this includes a Python version and uses\n#   `=` and `<=` pins to make solves faster and prevent against\n#   issues like https://github.com/lightgbm-org/LightGBM/pull/6370.\n#\n# [usage]\n#\n#   conda create \\\n#     --name test-env \\\n#     --file ./.ci/conda-envs/ci-core-py39.txt\n#\n\n# python\npython=3.9.*\n\n# direct imports\ncffi=1.15.*\n# dask and distributed versions below are the first versions that support tornado >=6.2\n# which is required for testing\ndask=2022.12.*\ndistributed=2022.12.*\njoblib=1.3.*\nmatplotlib-base=3.5.*\nnumpy=1.22.*\npandas=1.3.*\npyarrow=9.0.*\npython-graphviz=0.20.*\nscikit-learn=1.0.*\nscipy=1.7.*\n\n# testing-only dependencies\ncloudpickle=2.2.*\npluggy=1.0.*\npsutil=5.9.3\npytest=7.4.*\n\n# https://github.com/lightgbm-org/LightGBM/issues/6990\ngraphite2=1.3.14=*_0\n\n# other recursive dependencies, just\n# pinned here to help speed up solves\nbokeh=2.4.*\nfsspec=2023.1.*\nmsgpack-python=1.0.*\npytz=2024.1\nsetuptools=59.8.*\nsnappy=1.1.*\ntomli=2.0.*\ntornado=6.2.*\nwheel=0.42.*\nzict=2.2.*\nzipp=3.15.*\n"
  },
  {
    "path": ".ci/conda-envs/ci-core.txt",
    "content": "# [description]\n#\n#   Core dependencies used across most LightGBM continuous integration (CI) jobs.\n#\n#   'python' constraint is intentionally omitted, so this file can be reused across\n#   Python versions.\n#\n#   These floors are not the oldest versions LightGBM supports... they're here just to make conda\n#   solves faster, and should generally be the latest versions that work for all CI jobs using this.\n#\n# [usage]\n#\n#   conda create \\\n#     --name test-env \\\n#     --file ./.ci/conda-envs/ci-core.txt \\\n#     python=3.10\n#\n\n# direct imports\ncffi>=1.16\ndask>=2023.5.0,<2024.12\njoblib>=1.3.2\nmatplotlib-base>=3.7.3\nnumpy>=1.24.4\npandas>2.0\npyarrow-core>=6.0\npython-graphviz>=0.20.3\nscikit-learn>=1.3.2\nscipy>=1.1\n\n# testing-only dependencies\ncloudpickle>=3.0.0\npsutil>=5.9.8\npytest>=8.1.1\n\n# other recursive dependencies, just\n# pinned here to help speed up solves\npluggy>=1.4.0\nsetuptools>=69.2\nwheel>=0.43\n"
  },
  {
    "path": ".ci/create-nuget.py",
    "content": "# coding: utf-8\n\"\"\"Script for generating files with NuGet package metadata.\"\"\"\n\nimport datetime\nimport sys\nfrom pathlib import Path\nfrom shutil import copyfile\n\nif __name__ == \"__main__\":\n    source = Path(sys.argv[1])\n    nuget_dir = Path(__file__).absolute().parent / \"nuget\"\n    print(f\"Creating nuget directory '{nuget_dir}'\")\n    linux_folder_path = nuget_dir / \"runtimes\" / \"linux-x64\" / \"native\"\n    linux_folder_path.mkdir(parents=True, exist_ok=True)\n    osx_folder_path = nuget_dir / \"runtimes\" / \"osx-x64\" / \"native\"\n    osx_folder_path.mkdir(parents=True, exist_ok=True)\n    windows_folder_path = nuget_dir / \"runtimes\" / \"win-x64\" / \"native\"\n    windows_folder_path.mkdir(parents=True, exist_ok=True)\n    build_folder_path = nuget_dir / \"build\"\n    build_folder_path.mkdir(parents=True, exist_ok=True)\n    print(f\"Looking for libraries in '{source}'\")\n    copyfile(source / \"lib_lightgbm.so\", linux_folder_path / \"lib_lightgbm.so\")\n    copyfile(source / \"lib_lightgbm.dylib\", osx_folder_path / \"lib_lightgbm.dylib\")\n    copyfile(source / \"lib_lightgbm.dll\", windows_folder_path / \"lib_lightgbm.dll\")\n    copyfile(source / \"lightgbm.exe\", windows_folder_path / \"lightgbm.exe\")\n    version = (nuget_dir.parents[1] / \"VERSION.txt\").read_text(encoding=\"utf-8\").strip().replace(\"rc\", \"-rc\")\n    print(f\"Setting version to '{version}'\")\n    nuget_str = rf\"\"\"<?xml version=\"1.0\"?>\n    <package xmlns=\"http://schemas.microsoft.com/packaging/2013/05/nuspec.xsd\">\n    <metadata>\n        <id>LightGBM</id>\n        <version>{version}</version>\n        <authors>Guolin Ke</authors>\n        <owners>Guolin Ke</owners>\n        <license type=\"expression\">MIT</license>\n        <projectUrl>https://github.com/lightgbm-org/LightGBM</projectUrl>\n        <requireLicenseAcceptance>false</requireLicenseAcceptance>\n        <description>A fast, distributed, high performance gradient boosting framework</description>\n        <copyright>Copyright {datetime.datetime.now().year} @ Microsoft</copyright>\n        <tags>machine-learning data-mining distributed native boosting gbdt</tags>\n        <dependencies> </dependencies>\n    </metadata>\n        <files>\n        <file src=\"build\\**\" target=\"build\"/>\n        <file src=\"runtimes\\**\" target=\"runtimes\"/>\n        </files>\n    </package>\n    \"\"\"\n    prop_str = r\"\"\"\n    <Project xmlns=\"http://schemas.microsoft.com/developer/msbuild/2003\">\n    <ItemGroup Condition=\"Exists('packages.config') OR\n                            Exists('$(MSBuildProjectName).packages.config') OR\n                            Exists('packages.$(MSBuildProjectName).config')\">\n        <Content Include=\"$(MSBuildThisFileDirectory)/../runtimes/win-x64/native/*.dll\"\n                Condition=\"'$(PlatformTarget)' == 'x64'\">\n        <CopyToOutputDirectory>PreserveNewest</CopyToOutputDirectory>\n        <Visible>false</Visible>\n        </Content>\n        <Content Include=\"$(MSBuildThisFileDirectory)/../runtimes/win-x64/native/*.exe\"\n                Condition=\"'$(PlatformTarget)' == 'x64'\">\n        <CopyToOutputDirectory>PreserveNewest</CopyToOutputDirectory>\n        <Visible>false</Visible>\n        </Content>\n    </ItemGroup>\n    </Project>\n    \"\"\"\n    target_str = r\"\"\"\n    <Project xmlns=\"http://schemas.microsoft.com/developer/msbuild/2003\">\n    <PropertyGroup>\n        <EnableLightGBMUnsupportedPlatformTargetCheck Condition=\"'$(EnableLightGBMUnsupportedPlatformTargetCheck)' == ''\">true</EnableLightGBMUnsupportedPlatformTargetCheck>\n    </PropertyGroup>\n    <Target Name=\"_LightGBMCheckForUnsupportedPlatformTarget\"\n            Condition=\"'$(EnableLightGBMUnsupportedPlatformTargetCheck)' == 'true'\"\n            AfterTargets=\"_CheckForInvalidConfigurationAndPlatform\">\n        <Error Condition=\"'$(PlatformTarget)' != 'x64' AND\n                        ('$(OutputType)' == 'Exe' OR '$(OutputType)'=='WinExe') AND\n                        !('$(TargetFrameworkIdentifier)' == '.NETCoreApp' AND '$(PlatformTarget)' == '')\"\n            Text=\"LightGBM currently supports 'x64' processor architectures. Please ensure your application is targeting 'x64'.\" />\n    </Target>\n    </Project>\n    \"\"\"\n    (nuget_dir / \"LightGBM.nuspec\").write_text(nuget_str, encoding=\"utf-8\")\n    (nuget_dir / \"build\" / \"LightGBM.props\").write_text(prop_str, encoding=\"utf-8\")\n    (nuget_dir / \"build\" / \"LightGBM.targets\").write_text(target_str, encoding=\"utf-8\")\n    print(\"Done creating NuGet package\")\n"
  },
  {
    "path": ".ci/download-artifacts.sh",
    "content": "#!/bin/bash\n\n# [description]\n#     Collect and download artifacts from all workflow runs for a commit.\n#\n# [usage]\n#     ./download-artifacts.sh <COMMIT_ID>\n#\n\nset -e -u -E -o pipefail\n\nCOMMIT_ID=\"${1}\"\nOUTPUT_DIR=\"./release-artifacts\"\n\nget-latest-run-id() {\n     gh run list                      \\\n        --repo \"lightgbm-org/LightGBM\"   \\\n        --commit \"${1}\"               \\\n        --workflow \"${2}\"             \\\n        --json 'createdAt,databaseId' \\\n        --jq 'sort_by(.createdAt) | reverse | .[0] | .databaseId'\n}\n\n# ensure directory for storing artifacts exists\necho \"preparing to download artifacts for commit '${COMMIT_ID}' to '${OUTPUT_DIR}'\"\nmkdir -p \"${OUTPUT_DIR}\"\n\n# get core artifacts\necho \"downloading core artifacts\"\ngh run download \\\n    --repo \"lightgbm-org/LightGBM\" \\\n    --dir \"${OUTPUT_DIR}\" \\\n    \"$(get-latest-run-id \"${COMMIT_ID}\" 'build.yml')\"\necho \"done downloading core artifacts\"\n\n# get python-package artifacts\necho \"downloading python-package artifacts and NuGet package\"\ngh run download \\\n    --repo \"lightgbm-org/LightGBM\" \\\n    --dir \"${OUTPUT_DIR}\" \\\n    \"$(get-latest-run-id \"${COMMIT_ID}\" 'python_package.yml')\"\necho \"done downloading python-package artifacts and NuGet package\"\n\n# get R-package artifacts\necho \"downloading R-package artifacts\"\ngh run download \\\n    --repo \"lightgbm-org/LightGBM\" \\\n    --dir \"${OUTPUT_DIR}\" \\\n    \"$(get-latest-run-id \"${COMMIT_ID}\" 'r_package.yml')\"\necho \"done downloading R-package artifacts\"\n\n# get SWIG artifacts\necho \"downloading SWIG artifacts\"\ngh run download \\\n    --repo \"lightgbm-org/LightGBM\" \\\n    --dir \"${OUTPUT_DIR}\" \\\n    \"$(get-latest-run-id \"${COMMIT_ID}\" 'swig.yml')\"\necho \"done downloading SWIG artifacts\"\n\n# 'gh run download' unpackages into nested directories like {artifact-name}/{file}.\n#\n# This moves all files to the top level and then deletes those {artifact-name}/ directories,\n# to make it easier to bulk upload all files to a release.\necho \"flattening directory structure\"\nfind \"${OUTPUT_DIR}\" -type f -mindepth 2 -exec mv -i '{}' \"${OUTPUT_DIR}\" \\;\nfind \"${OUTPUT_DIR}\" -type d -mindepth 1 -exec rm -r '{}' \\+\n\necho \"downloaded artifacts:\"\nfind \"${OUTPUT_DIR}\" -type f\n"
  },
  {
    "path": ".ci/install-opencl.ps1",
    "content": "Write-Output \"Installing OpenCL CPU platform\"\n\n$installer = \"AMD-APP-SDKInstaller-v3.0.130.135-GA-windows-F-x64.exe\"\n\nWrite-Output \"Downloading OpenCL platform installer\"\n$ProgressPreference = \"SilentlyContinue\"  # progress bar bug extremely slows down download speed\n$params = @{\n    OutFile = \"$installer\"\n    Uri = \"https://github.com/lightgbm-org/LightGBM/releases/download/v2.0.12/$installer\"\n}\nInvoke-WebRequest @params\n\nif (Test-Path \"$installer\") {\n    Write-Output \"Successfully downloaded OpenCL platform installer\"\n} else {\n    Write-Output \"Unable to download OpenCL platform installer\"\n    Write-Output \"Setting EXIT\"\n    $host.SetShouldExit(-1)\n    exit 1\n}\n\n# Install OpenCL platform from installer executable\nWrite-Output \"Running OpenCL installer\"\nInvoke-Command -ScriptBlock {\n    Start-Process \"$installer\" -ArgumentList '/S /V\"/quiet /norestart /passive /log opencl.log\"' -Wait\n}\n\n$property = Get-ItemProperty -Path Registry::HKEY_LOCAL_MACHINE\\SOFTWARE\\Khronos\\OpenCL\\Vendors\nif ($null -eq $property) {\n    Write-Output \"Unable to install OpenCL CPU platform\"\n    Write-Output \"OpenCL installation log:\"\n    Get-Content \"opencl.log\"\n    Write-Output \"Setting EXIT\"\n    $host.SetShouldExit(-1)\n    exit 1\n} else {\n    Write-Output \"Successfully installed OpenCL CPU platform\"\n    Write-Output \"Current OpenCL drivers:\"\n    Write-Output $property\n}\n"
  },
  {
    "path": ".ci/install-r-deps.R",
    "content": "# Install R dependencies, using only base R.\n#\n# Supported arguments:\n#\n#  --all                     Install all the 'Depends', 'Imports', 'LinkingTo', and 'Suggests' dependencies\n#                            (automatically implies --build --test).\n#\n#  --build                   Install the packages needed to build.\n#\n#  --exclude=<pkg1,pkg2,...> Comma-delimited list of packages to NOT install.\n#\n#  --include=<pkg1,pkg2,...> Comma-delimited list of additional packages to install.\n#                            These will always be installed, unless also used in \"--exclude\".\n#\n#  --test                    Install packages needed to run tests.\n#\n\n\n# [description] Parse command line arguments into an R list.\n#               Returns a list where keys are arguments and values\n#               are either TRUE (for flags) or a vector of values passed via a\n#               comma-delimited list.\n.parse_args <- function(args) {\n    out <- list(\n        \"--all\"       = FALSE\n        , \"--build\"   = FALSE\n        , \"--exclude\" = character(0L)\n        , \"--include\" = character(0L)\n        , \"--test\"    = FALSE\n    )\n    for (arg in args) {\n        parsed_arg <- unlist(strsplit(arg, \"=\", fixed = TRUE))\n        arg_name <- parsed_arg[[1L]]\n        if (!(arg_name %in% names(out))) {\n            stop(sprintf(\"Unrecognized argument: '%s'\", arg_name))\n        }\n        if (length(parsed_arg) == 2L) {\n            # lists, like \"--include=roxygen2,testthat\"\n            values <- unlist(strsplit(parsed_arg[[2L]], \",\", fixed = TRUE))\n            out[[arg_name]] <- values\n        } else {\n            # flags, like \"--build\"\n            out[[arg]] <- TRUE\n        }\n    }\n    return(out)\n}\n\nargs <- .parse_args(\n    commandArgs(trailingOnly = TRUE)\n)\n\n# which dependencies to install\nALL_DEPS     <- isTRUE(args[[\"--all\"]])\nBUILD_DEPS   <- ALL_DEPS || isTRUE(args[[\"--build\"]])\nTEST_DEPS    <- ALL_DEPS || isTRUE(args[[\"--test\"]])\n\n# force downloading of binary packages on macOS\nCOMPILE_FROM_SOURCE <- \"both\"\nPACKAGE_TYPE <- getOption(\"pkgType\")\n\n# CRAN has precompiled binaries for macOS and Windows... prefer those,\n# for faster installation.\nif (Sys.info()[[\"sysname\"]] == \"Darwin\" || .Platform$OS.type == \"windows\") {\n    COMPILE_FROM_SOURCE <- \"never\"\n    PACKAGE_TYPE <- \"binary\"\n}\noptions(\n    install.packages.check.source = \"no\"\n    , install.packages.compile.from.source = COMPILE_FROM_SOURCE\n)\n\n# always use the same CRAN mirror\nCRAN_MIRROR <- Sys.getenv(\"CRAN_MIRROR\", unset = \"https://cran.r-project.org\")\n\n# we always want these\ndeps_to_install <- c(\n    \"data.table\"\n    , \"jsonlite\"\n    , \"Matrix\"\n    , \"R6\"\n)\n\nif (isTRUE(BUILD_DEPS)) {\n    deps_to_install <- c(\n        deps_to_install\n        , \"knitr\"\n        , \"markdown\"\n    )\n}\n\nif (isTRUE(TEST_DEPS)) {\n    deps_to_install <- c(\n        deps_to_install\n        , \"RhpcBLASctl\"\n        , \"testthat\"\n    )\n}\n\n# add packages passed through '--include'\ndeps_to_install <- unique(c(\n    deps_to_install\n    , args[[\"--include\"]]\n))\n\n# remove packages passed through '--exclude'\ndeps_to_install <- setdiff(\n    x = deps_to_install\n    , args[[\"--exclude\"]]\n)\n\nmsg <- sprintf(\n    \"[install-r-deps] installing R packages: %s\\n\"\n    , toString(sort(deps_to_install))\n)\ncat(msg)\n\ninstall.packages(  # nolint: undesirable_function.\n    pkgs = deps_to_install\n    , dependencies = c(\"Depends\", \"Imports\", \"LinkingTo\")\n    , lib = Sys.getenv(\"R_LIB_PATH\", unset = .libPaths()[[1L]])\n    , repos = CRAN_MIRROR\n    , type = PACKAGE_TYPE\n    , Ncpus = parallel::detectCores()\n)\n"
  },
  {
    "path": ".ci/lint-all.sh",
    "content": "#!/bin/bash\n\nset -e -E -u -o pipefail\n\npwsh -command \"Install-Module -Name PSScriptAnalyzer -Scope CurrentUser -SkipPublisherCheck\"\necho \"Linting PowerShell code\"\npwsh -file ./.ci/lint-powershell.ps1 || exit 1\n\nconda create -q -y -n test-env \\\n    \"python=3.13[build=*_cp*]\" \\\n    'pre-commit>=3.8.0' \\\n    'r-lintr>=3.3.0'\n\n# shellcheck disable=SC1091\nsource activate test-env\n\necho \"Running pre-commit checks\"\npre-commit run --all-files || exit 1\n\necho \"Linting R code\"\nRscript ./.ci/lint-r-code.R \"$(pwd)\" || exit 1\n"
  },
  {
    "path": ".ci/lint-powershell.ps1",
    "content": "$ErrorActionPreference = 'Stop'\r\n\r\n$settings = @{\r\n    Severity = @(\r\n        'Information',\r\n        'Warning',\r\n        'Error'\r\n    )\r\n    IncludeDefaultRules = $true\r\n    # Additional rules that are disabled by default\r\n    Rules = @{\r\n        PSAvoidExclaimOperator = @{\r\n            Enable = $true\r\n        }\r\n        PSAvoidLongLines = @{\r\n            Enable = $true\r\n            MaximumLineLength = 120\r\n        }\r\n        PSAvoidSemicolonsAsLineTerminators = @{\r\n            Enable = $true\r\n        }\r\n        PSPlaceCloseBrace = @{\r\n            Enable = $true\r\n            NoEmptyLineBefore = $true\r\n            IgnoreOneLineBlock = $true\r\n            NewLineAfter = $false\r\n        }\r\n        PSPlaceOpenBrace = @{\r\n            Enable = $true\r\n            OnSameLine = $true\r\n            NewLineAfter = $true\r\n            IgnoreOneLineBlock = $true\r\n        }\r\n        PSUseConsistentIndentation = @{\r\n            Enable = $true\r\n            IndentationSize = 4\r\n            PipelineIndentation = 'IncreaseIndentationAfterEveryPipeline'\r\n            Kind = 'space'\r\n        }\r\n        PSUseConsistentWhitespace = @{\r\n            Enable = $true\r\n            CheckInnerBrace = $true\r\n            CheckOpenBrace = $true\r\n            CheckOpenParen = $true\r\n            CheckOperator = $true\r\n            CheckSeparator = $true\r\n            CheckPipe = $true\r\n            CheckPipeForRedundantWhitespace = $true\r\n            CheckParameter = $true\r\n            IgnoreAssignmentOperatorInsideHashTable = $false\r\n        }\r\n        PSUseCorrectCasing = @{\r\n            Enable = $true\r\n        }\r\n    }\r\n}\r\n\r\nInvoke-ScriptAnalyzer -Path ./ -Recurse -EnableExit -Settings $settings\r\n"
  },
  {
    "path": ".ci/lint-r-code.R",
    "content": "loadNamespace(\"lintr\")\n\nargs <- commandArgs(\n    trailingOnly = TRUE\n)\nSOURCE_DIR <- args[[1L]]\n\nFILES_TO_LINT <- list.files(\n    path = SOURCE_DIR\n    , pattern = \"\\\\.r$|\\\\.rmd$\"\n    , all.files = TRUE\n    , ignore.case = TRUE\n    , full.names = TRUE\n    , recursive = TRUE\n    , include.dirs = FALSE\n)\n\n# text to use for pipe operators from packages like 'magrittr'\npipe_text <- paste0(\n    \"For consistency and the sake of being explicit, this project's code \"\n    , \"does not use the pipe operator.\"\n)\n\n# text to use for functions that should only be called interactively\ninteractive_text <- paste0(\n    \"Functions like '?', 'help', and 'install.packages()' should only be used \"\n    , \"interactively, not in package code.\"\n)\n\nLINTERS_TO_USE <- list(\n    \"absolute_path\"          = lintr::absolute_path_linter()\n    , \"any_duplicated\"       = lintr::any_duplicated_linter()\n    , \"any_is_na\"            = lintr::any_is_na_linter()\n    , \"assignment\"           = lintr::assignment_linter()\n    , \"backport\"             = lintr::backport_linter()\n    , \"boolean_arithmetic\"   = lintr::boolean_arithmetic_linter()\n    , \"braces\"               = lintr::brace_linter()\n    , \"class_equals\"         = lintr::class_equals_linter()\n    , \"commas\"               = lintr::commas_linter()\n    , \"conjunct_test\"        = lintr::conjunct_test_linter()\n    , \"duplicate_argument\"   = lintr::duplicate_argument_linter()\n    , \"empty_assignment\"     = lintr::empty_assignment_linter()\n    , \"equals_na\"            = lintr::equals_na_linter()\n    , \"fixed_regex\"          = lintr::fixed_regex_linter()\n    , \"for_loop_index\"       = lintr::for_loop_index_linter()\n    , \"function_left\"        = lintr::function_left_parentheses_linter()\n    , \"function_return\"      = lintr::function_return_linter()\n    , \"implicit_assignment\"  = lintr::implicit_assignment_linter()\n    , \"implicit_integers\"    = lintr::implicit_integer_linter()\n    , \"infix_spaces\"         = lintr::infix_spaces_linter()\n    , \"inner_combine\"        = lintr::inner_combine_linter()\n    , \"is_numeric\"           = lintr::is_numeric_linter()\n    , \"lengths\"              = lintr::lengths_linter()\n    , \"length_levels\"        = lintr::length_levels_linter()\n    , \"length_test\"          = lintr::length_test_linter()\n    , \"line_length\"          = lintr::line_length_linter(length = 120L)\n    , \"literal_coercion\"     = lintr::literal_coercion_linter()\n    , \"matrix\"               = lintr::matrix_apply_linter()\n    , \"missing_argument\"     = lintr::missing_argument_linter()\n    , \"non_portable_path\"    = lintr::nonportable_path_linter()\n    , \"numeric_leading_zero\" = lintr::numeric_leading_zero_linter()\n    , \"outer_negation\"       = lintr::outer_negation_linter()\n    , \"package_hooks\"        = lintr::package_hooks_linter()\n    , \"paren_body\"           = lintr::paren_body_linter()\n    , \"paste\"                = lintr::paste_linter()\n    , \"quotes\"               = lintr::quotes_linter()\n    , \"redundant_equals\"     = lintr::redundant_equals_linter()\n    , \"regex_subset\"         = lintr::regex_subset_linter()\n    , \"routine_registration\" = lintr::routine_registration_linter()\n    , \"scalar_in\"            = lintr::scalar_in_linter()\n    , \"semicolon\"            = lintr::semicolon_linter()\n    , \"seq\"                  = lintr::seq_linter()\n    , \"spaces_inside\"        = lintr::spaces_inside_linter()\n    , \"spaces_left_parens\"   = lintr::spaces_left_parentheses_linter()\n    , \"sprintf\"              = lintr::sprintf_linter()\n    , \"string_boundary\"      = lintr::string_boundary_linter()\n    , \"todo_comments\"        = lintr::todo_comment_linter(c(\"todo\", \"fixme\", \"to-do\"))\n    , \"trailing_blank\"       = lintr::trailing_blank_lines_linter()\n    , \"trailing_white\"       = lintr::trailing_whitespace_linter()\n    , \"true_false\"           = lintr::T_and_F_symbol_linter()\n    , \"undesirable_function\" = lintr::undesirable_function_linter(\n        fun = c(\n            \"cbind\" = paste0(\n                \"cbind is an unsafe way to build up a data frame. merge() or direct \"\n                , \"column assignment is preferred.\"\n            )\n            , \"dyn.load\" = \"Directly loading or unloading .dll or .so files in package code should not be necessary.\"\n            , \"dyn.unload\" = \"Directly loading or unloading .dll or .so files in package code should not be necessary.\"\n            , \"help\" = interactive_text\n            , \"ifelse\" = \"The use of ifelse() is dangerous because it will silently allow mixing types.\"\n            , \"install.packages\" = interactive_text\n            , \"is.list\" = paste0(\n                \"This project uses data.table, and is.list(x) is TRUE for a data.table. \"\n                , \"identical(class(x), 'list') is a safer way to check that something is an R list object.\"\n            )\n            , \"rbind\" = \"data.table::rbindlist() is faster and safer than rbind(), and is preferred in this project.\"\n            , \"require\" = paste0(\n                \"library() is preferred to require() because it will raise an error immediately \"\n                , \"if a package is missing.\"\n            )\n        )\n    )\n    , \"undesirable_operator\" = lintr::undesirable_operator_linter(\n        op = c(\n            \"%>%\" = pipe_text\n            , \"%.%\" = pipe_text\n            , \"%..%\" = pipe_text\n            , \"|>\" = pipe_text\n            , \"?\" = interactive_text\n            , \"??\" = interactive_text\n        )\n    )\n    , \"unnecessary_concatenation\" = lintr::unnecessary_concatenation_linter()\n    , \"unnecessary_lambda\"        = lintr::unnecessary_lambda_linter()\n    , \"unreachable_code\"          = lintr::unreachable_code_linter()\n    , \"unused_import\"             = lintr::unused_import_linter()\n    , \"vector_logic\"              = lintr::vector_logic_linter()\n    , \"whitespace\"                = lintr::whitespace_linter()\n)\n\nnoquote(paste0(length(FILES_TO_LINT), \" R files need linting\"))\n\nresults <- NULL\n\nfor (r_file in FILES_TO_LINT) {\n\n    this_result <- lintr::lint(\n        filename = r_file\n        , linters = LINTERS_TO_USE\n        , cache = FALSE\n    )\n\n    print(\n        sprintf(\n            \"Found %i linting errors in %s\"\n            , length(this_result)\n            , r_file\n        )\n        , quote = FALSE\n    )\n\n    results <- c(results, this_result)\n\n}\n\nissues_found <- length(results)\n\nnoquote(paste0(\"Total linting issues found: \", issues_found))\n\nif (issues_found > 0L) {\n    print(results)\n}\n\nquit(save = \"no\", status = issues_found)\n"
  },
  {
    "path": ".ci/parameter-generator.py",
    "content": "# coding: utf-8\n\"\"\"Helper script for generating config file and parameters list.\n\nThis script generates LightGBM/src/io/config_auto.cpp file\nwith list of all parameters, aliases table and other routines\nalong with parameters description in LightGBM/docs/Parameters.rst file\nfrom the information in LightGBM/include/LightGBM/config.h file.\n\"\"\"\n\nimport re\nfrom collections import defaultdict\nfrom pathlib import Path\nfrom typing import Dict, List, Tuple\n\n\ndef get_parameter_infos(config_hpp: Path) -> Tuple[List[Tuple[str, int]], List[List[Dict[str, List]]]]:\n    \"\"\"Parse config header file.\n\n    Parameters\n    ----------\n    config_hpp : pathlib.Path\n        Path to the config header file.\n\n    Returns\n    -------\n    infos : tuple\n        Tuple with names and content of sections.\n    \"\"\"\n    is_inparameter = False\n    cur_key = None\n    key_lvl = 0\n    cur_info: Dict[str, List] = {}\n    keys = []\n    member_infos: List[List[Dict[str, List]]] = []\n    with open(config_hpp) as config_hpp_file:\n        for line in config_hpp_file:\n            if line.strip() in {\"#ifndef __NVCC__\", \"#endif  // __NVCC__\"}:\n                continue\n            if \"#pragma region Parameters\" in line:\n                is_inparameter = True\n            elif \"#pragma region\" in line and \"Parameters\" in line:\n                key_lvl += 1\n                cur_key = line.split(\"region\")[1].strip()\n                keys.append((cur_key, key_lvl))\n                member_infos.append([])\n            elif \"#pragma endregion\" in line:\n                key_lvl -= 1\n                if cur_key is not None:\n                    cur_key = None\n                elif is_inparameter:\n                    is_inparameter = False\n            elif cur_key is not None:\n                line = line.strip()\n                if line.startswith(\"//\"):\n                    key, _, val = line[2:].partition(\"=\")\n                    key = key.strip()\n                    val = val.strip()\n                    if key not in cur_info:\n                        if key == \"descl2\" and \"desc\" not in cur_info:\n                            cur_info[\"desc\"] = []\n                        elif key != \"descl2\":\n                            cur_info[key] = []\n                    if key == \"desc\":\n                        cur_info[\"desc\"].append((\"l1\", val))\n                    elif key == \"descl2\":\n                        cur_info[\"desc\"].append((\"l2\", val))\n                    else:\n                        cur_info[key].append(val)\n                elif line:\n                    has_eqsgn = False\n                    tokens = line.split(\"=\")\n                    if len(tokens) == 2:\n                        if \"default\" not in cur_info:\n                            cur_info[\"default\"] = [tokens[1][:-1].strip()]\n                        has_eqsgn = True\n                    tokens = line.split()\n                    cur_info[\"inner_type\"] = [tokens[0].strip()]\n                    if \"name\" not in cur_info:\n                        if has_eqsgn:\n                            cur_info[\"name\"] = [tokens[1].strip()]\n                        else:\n                            cur_info[\"name\"] = [tokens[1][:-1].strip()]\n                    member_infos[-1].append(cur_info)\n                    cur_info = {}\n\n    return keys, member_infos\n\n\ndef get_names(infos: List[List[Dict[str, List]]]) -> List[str]:\n    \"\"\"Get names of all parameters.\n\n    Parameters\n    ----------\n    infos : list\n        Content of the config header file.\n\n    Returns\n    -------\n    names : list\n        Names of all parameters.\n    \"\"\"\n    names = []\n    for x in infos:\n        for y in x:\n            names.append(y[\"name\"][0])\n    return names\n\n\ndef get_alias(infos: List[List[Dict[str, List]]]) -> List[Tuple[str, str]]:\n    \"\"\"Get aliases of all parameters.\n\n    Parameters\n    ----------\n    infos : list\n        Content of the config header file.\n\n    Returns\n    -------\n    pairs : list\n        List of tuples (param alias, param name).\n    \"\"\"\n    pairs = []\n    for x in infos:\n        for y in x:\n            if \"alias\" in y:\n                name = y[\"name\"][0]\n                alias = y[\"alias\"][0].split(\",\")\n                for name2 in alias:\n                    pairs.append((name2.strip(), name))\n    return pairs\n\n\ndef parse_check(check: str, reverse: bool = False) -> Tuple[str, str]:\n    \"\"\"Parse the constraint.\n\n    Parameters\n    ----------\n    check : str\n        String representation of the constraint.\n    reverse : bool, optional (default=False)\n        Whether to reverse the sign of the constraint.\n\n    Returns\n    -------\n    pair : tuple\n        Parsed constraint in the form of tuple (value, sign).\n    \"\"\"\n    try:\n        idx = 1\n        float(check[idx:])\n    except ValueError:\n        idx = 2\n        float(check[idx:])\n    if reverse:\n        reversed_sign = {\"<\": \">\", \">\": \"<\", \"<=\": \">=\", \">=\": \"<=\"}\n        return check[idx:], reversed_sign[check[:idx]]\n    else:\n        return check[idx:], check[:idx]\n\n\ndef set_one_var_from_string(name: str, param_type: str, checks: List[str]) -> str:\n    \"\"\"Construct code for auto config file for one param value.\n\n    Parameters\n    ----------\n    name : str\n        Name of the parameter.\n    param_type : str\n        Type of the parameter.\n    checks : list\n        Constraints of the parameter.\n\n    Returns\n    -------\n    ret : str\n        Lines of auto config file with getting and checks of one parameter value.\n    \"\"\"\n    ret = \"\"\n    univar_mapper = {\"int\": \"GetInt\", \"double\": \"GetDouble\", \"bool\": \"GetBool\", \"std::string\": \"GetString\"}\n    if \"vector\" not in param_type:\n        ret += f'  {univar_mapper[param_type]}(params, \"{name}\", &{name});\\n'\n        if len(checks) > 0:\n            check_mapper = {\"<\": \"LT\", \">\": \"GT\", \"<=\": \"LE\", \">=\": \"GE\"}\n            for check in checks:\n                value, sign = parse_check(check)\n                ret += f\"  CHECK_{check_mapper[sign]}({name}, {value});\\n\"\n        ret += \"\\n\"\n    else:\n        ret += f'  if (GetString(params, \"{name}\", &tmp_str)) {{\\n'\n        type2 = param_type.split(\"<\")[1][:-1]\n        if type2 == \"std::string\":\n            ret += f\"    {name} = Common::Split(tmp_str.c_str(), ',');\\n\"\n        else:\n            ret += f\"    {name} = Common::StringToArray<{type2}>(tmp_str, ',');\\n\"\n        ret += \"  }\\n\\n\"\n    return ret\n\n\ndef gen_parameter_description(\n    sections: List[Tuple[str, int]], descriptions: List[List[Dict[str, List]]], params_rst: Path\n) -> None:\n    \"\"\"Write descriptions of parameters to the documentation file.\n\n    Parameters\n    ----------\n    sections : list\n        Names of parameters sections.\n    descriptions : list\n        Structured descriptions of parameters.\n    params_rst : pathlib.Path\n        Path to the file with parameters documentation.\n    \"\"\"\n    params_to_write = []\n    lvl_mapper = {1: \"-\", 2: \"~\"}\n    for (section_name, section_lvl), section_params in zip(sections, descriptions):\n        heading_sign = lvl_mapper[section_lvl]\n        params_to_write.append(f\"{section_name}\\n{heading_sign * len(section_name)}\")\n        for param_desc in section_params:\n            name = param_desc[\"name\"][0]\n            default_raw = param_desc[\"default\"][0]\n            default = default_raw.strip('\"') if len(default_raw.strip('\"')) > 0 else default_raw\n            param_type = param_desc.get(\"type\", param_desc[\"inner_type\"])[0].split(\":\")[-1].split(\"<\")[-1].strip(\">\")\n            options = param_desc.get(\"options\", [])\n            if len(options) > 0:\n                opts = \"``, ``\".join([x.strip() for x in options[0].split(\",\")])\n                options_str = f\", options: ``{opts}``\"\n            else:\n                options_str = \"\"\n            aliases = param_desc.get(\"alias\", [])\n            if len(aliases) > 0:\n                aliases_joined = \"``, ``\".join([x.strip() for x in aliases[0].split(\",\")])\n                aliases_str = f\", aliases: ``{aliases_joined}``\"\n            else:\n                aliases_str = \"\"\n            checks = sorted(param_desc.get(\"check\", []))\n            checks_len = len(checks)\n            if checks_len > 1:\n                number1, sign1 = parse_check(checks[0])\n                number2, sign2 = parse_check(checks[1], reverse=True)\n                checks_str = f\", constraints: ``{number2} {sign2} {name} {sign1} {number1}``\"\n            elif checks_len == 1:\n                number, sign = parse_check(checks[0])\n                checks_str = f\", constraints: ``{name} {sign} {number}``\"\n            else:\n                checks_str = \"\"\n            main_desc = f'-  ``{name}`` :raw-html:`<a id=\"{name}\" title=\"Permalink to this parameter\" href=\"#{name}\">&#x1F517;&#xFE0E;</a>`, default = ``{default}``, type = {param_type}{options_str}{aliases_str}{checks_str}'\n            params_to_write.append(main_desc)\n            params_to_write.extend([f\"{' ' * 3 * int(desc[0][-1])}-  {desc[1]}\" for desc in param_desc[\"desc\"]])\n\n    with open(params_rst) as original_params_file:\n        all_lines = original_params_file.read()\n        before, start_sep, _ = all_lines.partition(\".. start params list\\n\\n\")\n        _, end_sep, after = all_lines.partition(\"\\n\\n.. end params list\")\n\n    with open(params_rst, \"w\") as new_params_file:\n        new_params_file.write(before)\n        new_params_file.write(start_sep)\n        new_params_file.write(\"\\n\\n\".join(params_to_write))\n        new_params_file.write(end_sep)\n        new_params_file.write(after)\n\n\ndef gen_parameter_code(\n    config_hpp: Path, config_out_cpp: Path\n) -> Tuple[List[Tuple[str, int]], List[List[Dict[str, List]]]]:\n    \"\"\"Generate auto config file.\n\n    Parameters\n    ----------\n    config_hpp : pathlib.Path\n        Path to the config header file.\n    config_out_cpp : pathlib.Path\n        Path to the auto config file.\n\n    Returns\n    -------\n    infos : tuple\n        Tuple with names and content of sections.\n    \"\"\"\n    keys, infos = get_parameter_infos(config_hpp)\n    names = get_names(infos)\n    alias = get_alias(infos)\n    names_with_aliases = defaultdict(list)\n    str_to_write = r\"\"\"/*!\n * Copyright (c) 2018-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2018-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n *\n * \\note\n * This file is auto generated by LightGBM\\.ci\\parameter-generator.py from LightGBM\\include\\LightGBM\\config.h file.\n */\n\"\"\"\n    str_to_write += \"#include <LightGBM/config.h>\\n\\n\"\n    str_to_write += \"#include <string>\\n\"\n    str_to_write += \"#include <unordered_map>\\n\"\n    str_to_write += \"#include <unordered_set>\\n\"\n    str_to_write += \"#include <vector>\\n\\n\"\n    str_to_write += \"namespace LightGBM {\\n\"\n\n    # alias table\n    str_to_write += \"const std::unordered_map<std::string, std::string>& Config::alias_table() {\\n\"\n    str_to_write += \"  static std::unordered_map<std::string, std::string> aliases({\\n\"\n\n    for pair in alias:\n        str_to_write += f'  {{\"{pair[0]}\", \"{pair[1]}\"}},\\n'\n        names_with_aliases[pair[1]].append(pair[0])\n    str_to_write += \"  });\\n\"\n    str_to_write += \"  return aliases;\\n\"\n    str_to_write += \"}\\n\\n\"\n\n    # names\n    str_to_write += \"const std::unordered_set<std::string>& Config::parameter_set() {\\n\"\n    str_to_write += \"  static std::unordered_set<std::string> params({\\n\"\n\n    for name in names:\n        str_to_write += f'  \"{name}\",\\n'\n    str_to_write += \"  });\\n\"\n    str_to_write += \"  return params;\\n\"\n    str_to_write += \"}\\n\\n\"\n    # from strings\n    str_to_write += \"void Config::GetMembersFromString(const std::unordered_map<std::string, std::string>& params) {\\n\"\n    str_to_write += '  std::string tmp_str = \"\";\\n'\n    for x in infos:\n        for y in x:\n            if \"[no-automatically-extract]\" in y:\n                continue\n            param_type = y[\"inner_type\"][0]\n            name = y[\"name\"][0]\n            checks = []\n            if \"check\" in y:\n                checks = y[\"check\"]\n            tmp = set_one_var_from_string(name, param_type, checks)\n            str_to_write += tmp\n    # tails\n    str_to_write = f\"{str_to_write.strip()}\\n}}\\n\\n\"\n    str_to_write += \"std::string Config::SaveMembersToString() const {\\n\"\n    str_to_write += \"  std::stringstream str_buf;\\n\"\n    for x in infos:\n        for y in x:\n            if \"[no-save]\" in y:\n                continue\n            param_type = y[\"inner_type\"][0]\n            name = y[\"name\"][0]\n            if \"vector\" in param_type:\n                if \"int8\" in param_type:\n                    str_to_write += f'  str_buf << \"[{name}: \" << Common::Join(Common::ArrayCast<int8_t, int>({name}), \",\") << \"]\\\\n\";\\n'\n                else:\n                    str_to_write += f'  str_buf << \"[{name}: \" << Common::Join({name}, \",\") << \"]\\\\n\";\\n'\n            else:\n                str_to_write += f'  str_buf << \"[{name}: \" << {name} << \"]\\\\n\";\\n'\n    # tails\n    str_to_write += \"  return str_buf.str();\\n\"\n    str_to_write += \"}\\n\\n\"\n\n    str_to_write += \"\"\"const std::unordered_map<std::string, std::vector<std::string>>& Config::parameter2aliases() {\n  static std::unordered_map<std::string, std::vector<std::string>> map({\"\"\"\n    for name in names:\n        str_to_write += '\\n    {\"' + name + '\", '\n        if names_with_aliases[name]:\n            str_to_write += '{\"' + '\", \"'.join(names_with_aliases[name]) + '\"}},'\n        else:\n            str_to_write += \"{}},\"\n    str_to_write += \"\"\"\n  });\n  return map;\n}\n\n\"\"\"\n    str_to_write += \"\"\"const std::unordered_map<std::string, std::string>& Config::ParameterTypes() {\n  static std::unordered_map<std::string, std::string> map({\"\"\"\n    int_t_pat = re.compile(r\"int\\d+_t\")\n    # the following are stored as comma separated strings but are arrays in the wrappers\n    overrides = {\n        \"categorical_feature\": \"vector<int>\",\n        \"ignore_column\": \"vector<int>\",\n        \"interaction_constraints\": \"vector<vector<int>>\",\n    }\n    for x in infos:\n        for y in x:\n            name = y[\"name\"][0]\n            if name == \"task\":\n                continue\n            if name in overrides:\n                param_type = overrides[name]\n            else:\n                param_type = int_t_pat.sub(\"int\", y[\"inner_type\"][0]).replace(\"std::\", \"\")\n            str_to_write += '\\n    {\"' + name + '\", \"' + param_type + '\"},'\n    str_to_write += \"\"\"\n  });\n  return map;\n}\n\n\"\"\"\n\n    str_to_write += \"}  // namespace LightGBM\\n\"\n    with open(config_out_cpp, \"w\") as config_out_cpp_file:\n        config_out_cpp_file.write(str_to_write)\n\n    return keys, infos\n\n\nif __name__ == \"__main__\":\n    current_dir = Path(__file__).absolute().parent\n    config_hpp = current_dir.parent / \"include\" / \"LightGBM\" / \"config.h\"\n    config_out_cpp = current_dir.parent / \"src\" / \"io\" / \"config_auto.cpp\"\n    params_rst = current_dir.parent / \"docs\" / \"Parameters.rst\"\n    sections, descriptions = gen_parameter_code(config_hpp, config_out_cpp)\n    gen_parameter_description(sections, descriptions, params_rst)\n"
  },
  {
    "path": ".ci/pip-envs/requirements-latest.txt",
    "content": "# nightlies for: matplotlib, numpy, pandas, pyarrow, scipy, scikit-learn\n--extra-index-url https://pypi.anaconda.org/scientific-python-nightly-wheels/simple\n\n# runtime dependencies (using `.dev0` suffix to allow nightlies)\n#\n# pinning rules:\n#\n#   * latest versions of lightgbm's dependencies,\n#   * including pre-releases and nightlies\n#\ncffi>=1.17.1\nmatplotlib>=3.11.0.dev0\nnumpy>=2.4.0.dev0\npandas>=3.0.0.dev0\npyarrow>=21.0.0.dev0\nscikit-learn>=1.8.dev0\nscipy>=1.17.0.dev0\n\n# testing-only dependencies\ncloudpickle>=3.1.1\npsutil>=7.0\npytest>=8.4.1\n"
  },
  {
    "path": ".ci/pip-envs/requirements-oldest.txt",
    "content": "# oldest versions of dependencies published after\n# minimum supported Python version's first release,\n# for which there are wheels compatible with the\n# python:{version} image\n#\n# see https://devguide.python.org/versions/\n#\ncffi==1.15.1\nnumpy==1.19.3\npandas==1.1.3\npyarrow==6.0.1\nscikit-learn==0.24.2\nscipy==1.6.0\n"
  },
  {
    "path": ".ci/rerun-workflow.sh",
    "content": "#!/bin/bash\n#\n# [description]\n#     Rerun specified workflow for given pull request.\n#\n# [usage]\n#     rerun-workflow.sh <WORKFLOW_ID> <PR_BRANCH>\n#\n# WORKFLOW_ID: Identifier (config name of ID) of a workflow to be rerun.\n#\n# PR_BRANCH: Name of pull request's branch.\n\nset -e -E -u -o pipefail\n\nif [ -z \"$GITHUB_ACTIONS\" ]; then\n  echo \"Must be run inside GitHub Actions CI\"\n  exit 1\nfi\n\nif [ $# -ne 2 ]; then\n  echo \"Usage: $0 <WORKFLOW_ID> <PR_BRANCH>\"\n  exit 1\nfi\n\nworkflow_id=$1\npr_branch=$2\n\n# --branch for some GitHub GLI commands does not respect the difference between forks and branches\n# on the main repo. While some parts of the GitHub API refer to the branch of a workflow\n# as '{org}:{branch}' for branches from forks, others expect only '{branch}'.\n#\n# This expansion trims a leading '{org}:' from 'pr_branch' if one is present.\npr_branch_no_fork_prefix=\"${pr_branch/*:/}\"\n\nRUN_ID=$(\n  gh run list                              \\\n    --repo 'lightgbm-org/LightGBM'            \\\n    --workflow \"${workflow_id}\"            \\\n    --event \"pull_request\"                 \\\n    --branch \"${pr_branch_no_fork_prefix}\" \\\n    --json 'createdAt,databaseId'          \\\n    --jq 'sort_by(.createdAt) | reverse | .[0] | .databaseId'\n)\n\nif [[ -z \"${RUN_ID}\" ]]; then\n  echo \"ERROR: failed to find a run of workflow '${workflow_id}' for branch '${pr_branch}'\"\n  exit 1\nfi\n\necho \"Re-running workflow '${workflow_id}' (run ID ${RUN_ID})\"\n\ngh run rerun                  \\\n  --repo 'lightgbm-org/LightGBM' \\\n  \"${RUN_ID}\"\n"
  },
  {
    "path": ".ci/run-r-cmd-check.sh",
    "content": "#!/bin/bash\n\nset -e -u -o pipefail\n\nPKG_TARBALL=\"${1}\"\ndeclare -i ALLOWED_CHECK_NOTES=${2}\n\n# 'R CMD check' redirects installation logs to a file, and returns\n# a non-0 exit code if ERRORs are raised.\n#\n# The '||' here gives us an opportunity to echo out the installation\n# logs prior to exiting the script.\ncheck_succeeded=\"yes\"\nR CMD check \"${PKG_TARBALL}\" \\\n    --as-cran \\\n    --run-donttest \\\n|| check_succeeded=\"no\"\n\nCHECK_LOG_FILE=lightgbm.Rcheck/00check.log\nBUILD_LOG_FILE=lightgbm.Rcheck/00install.out\n\necho \"R CMD check build logs:\"\ncat \"${BUILD_LOG_FILE}\"\n\nif [[ $check_succeeded == \"no\" ]]; then\n    echo \"R CMD check failed\"\n    exit 1\nfi\n\n# WARNINGs or ERRORs should be treated as a failure\nif grep -q -E \"WARNING|ERROR\" \"${CHECK_LOG_FILE}\"; then\n    echo \"WARNINGs or ERRORs have been found by R CMD check\"\n    exit 1\nfi\n\n# Allow a configurable number of NOTEs.\n# Sometimes NOTEs are raised in CI that wouldn't show up on an actual CRAN submission.\nset +e\nNUM_CHECK_NOTES=$(\n    grep -o -E '[0-9]+ NOTE' \"${CHECK_LOG_FILE}\" \\\n    | sed 's/[^0-9]*//g'\n)\nif [[ ${NUM_CHECK_NOTES} -gt ${ALLOWED_CHECK_NOTES} ]]; then\n    echo \"Found ${NUM_CHECK_NOTES} NOTEs from R CMD check. Only ${ALLOWED_CHECK_NOTES} are allowed\"\n    exit 1\nfi\n"
  },
  {
    "path": ".ci/set-commit-status.sh",
    "content": "#!/bin/bash\n#\n# [description]\n#     Set a status with a given name to the specified commit.\n#\n# [usage]\n#     set-commit-status.sh <NAME> <STATUS> <SHA>\n#\n# NAME: Name of status.\n#       Status with existing name overwrites a previous one.\n#\n# STATUS: Status to be set.\n#         Can be \"error\", \"failure\", \"pending\" or \"success\".\n#\n# SHA: SHA of a commit to set a status on.\n\nset -e -E -u -o pipefail\n\nif [ -z \"$GITHUB_ACTIONS\" ]; then\n  echo \"Must be run inside GitHub Actions CI\"\n  exit 1\nfi\n\nif [ $# -ne 3 ]; then\n  echo \"Usage: $0 <NAME> <STATUS> <SHA>\"\n  exit 1\nfi\n\nname=$1\n\nstatus=$2\nstatus=${status/error/failure}\nstatus=${status/cancelled/failure}\nstatus=${status/timed_out/failure}\nstatus=${status/in_progress/pending}\nstatus=${status/queued/pending}\n\nsha=$3\n\ndata=$(\n  jq -n \\\n    --arg state \"${status}\" \\\n    --arg url \"${GITHUB_SERVER_URL}/lightgbm-org/LightGBM/actions/runs/${GITHUB_RUN_ID}\" \\\n    --arg name \"${name}\" \\\n    '{\"state\":$state,\"target_url\":$url,\"context\":$name}'\n)\n\ncurl -sL \\\n  --fail \\\n  -X POST \\\n  -H \"Accept: application/vnd.github.v3+json\" \\\n  -H \"Authorization: token ${GITHUB_TOKEN}\" \\\n  -d \"$data\" \\\n  \"${GITHUB_API_URL}/repos/lightgbm-org/LightGBM/statuses/$sha\"\n"
  },
  {
    "path": ".ci/setup.sh",
    "content": "#!/bin/bash\n\nset -e -E -u -o pipefail\n\n# defaults\nIN_UBUNTU_BASE_CONTAINER=${IN_UBUNTU_BASE_CONTAINER:-\"false\"}\nSETUP_CONDA=${SETUP_CONDA:-\"true\"}\n\nARCH=$(uname -m)\n\n\nif [[ $OS_NAME == \"macos\" ]]; then\n    # Check https://github.com/actions/runner-images/tree/main/images/macos for available\n    # versions of Xcode\n    macos_ver=$(sw_vers --productVersion)\n    if [[ \"${macos_ver}\" =~ 15. ]]; then\n        xcode_path=\"/Applications/Xcode_16.0.app/Contents/Developer\"\n    else\n        xcode_path=\"/Applications/Xcode_15.0.app/Contents/Developer\"\n    fi\n    sudo xcode-select -s \"${xcode_path}\" || exit 1\n    if  [[ $COMPILER == \"clang\" ]]; then\n        brew install libomp\n    else  # gcc\n        brew install 'gcc@14'\n    fi\n    if [[ $TASK == \"mpi\" ]]; then\n        brew install open-mpi\n    fi\n    if [[ $TASK == \"swig\" ]]; then\n        brew install swig\n    fi\nelse  # Linux\n    if type -f apt > /dev/null 2>&1; then\n        sudo apt-get update\n        sudo apt-get install --no-install-recommends -y \\\n            ca-certificates \\\n            curl\n    else\n        sudo yum update -y\n        sudo yum install -y \\\n            ca-certificates \\\n            curl\n    fi\n    CMAKE_VERSION=\"3.30.0\"\n    curl -O -L \\\n        \"https://github.com/Kitware/CMake/releases/download/v${CMAKE_VERSION}/cmake-${CMAKE_VERSION}-linux-${ARCH}.sh\" \\\n    || exit 1\n    sudo mkdir /opt/cmake || exit 1\n    sudo sh \"cmake-${CMAKE_VERSION}-linux-${ARCH}.sh\" --skip-license --prefix=/opt/cmake || exit 1\n    sudo ln -sf /opt/cmake/bin/cmake /usr/local/bin/cmake || exit 1\n\n    if [[ $IN_UBUNTU_BASE_CONTAINER == \"true\" ]]; then\n        # fixes error \"unable to initialize frontend: Dialog\"\n        # https://github.com/moby/moby/issues/27988#issuecomment-462809153\n        echo 'debconf debconf/frontend select Noninteractive' | sudo debconf-set-selections\n\n        sudo apt-get update\n        sudo apt-get install --no-install-recommends -y \\\n            software-properties-common\n\n        sudo apt-get install --no-install-recommends -y \\\n            build-essential \\\n            git \\\n            libcurl4 \\\n            libicu-dev \\\n            libssl-dev \\\n            locales \\\n            locales-all || exit 1\n        if [[ $COMPILER == \"clang\" ]]; then\n            sudo apt-get install --no-install-recommends -y \\\n                clang \\\n                libomp-dev\n        elif [[ $COMPILER == \"clang-17\" ]]; then\n            sudo apt-get install --no-install-recommends -y \\\n                wget\n            wget -qO- https://apt.llvm.org/llvm-snapshot.gpg.key | sudo tee /etc/apt/trusted.gpg.d/apt.llvm.org.asc\n            sudo apt-add-repository deb http://apt.llvm.org/jammy/ llvm-toolchain-jammy-17 main\n            sudo apt-add-repository deb-src http://apt.llvm.org/jammy/ llvm-toolchain-jammy-17 main\n            sudo apt-get update\n            sudo apt-get install -y \\\n                clang-17 \\\n                libomp-17-dev\n        fi\n\n        export LANG=\"en_US.UTF-8\"\n        sudo update-locale LANG=${LANG}\n        export LC_ALL=\"${LANG}\"\n    fi\n    if [[ $TASK == \"r-package\" ]] && [[ $COMPILER == \"clang\" ]]; then\n        sudo apt-get install --no-install-recommends -y \\\n            libomp-dev\n    fi\n    if [[ $TASK == \"mpi\" ]]; then\n        if [[ $IN_UBUNTU_BASE_CONTAINER == \"true\" ]]; then\n            sudo apt-get update\n            sudo apt-get install --no-install-recommends -y \\\n                libopenmpi-dev \\\n                openmpi-bin\n        else  # in manylinux image\n            sudo yum update -y\n            sudo yum install -y \\\n                openmpi-devel \\\n            || exit 1\n        fi\n    fi\n    if [[ $TASK == \"gpu\" ]]; then\n        if [[ $IN_UBUNTU_BASE_CONTAINER == \"true\" ]]; then\n            sudo apt-get update\n            sudo apt-get install --no-install-recommends -y \\\n                libboost1.74-dev \\\n                libboost-filesystem1.74-dev \\\n                ocl-icd-opencl-dev\n        else  # in manylinux image\n            sudo yum update -y\n            sudo yum install -y \\\n                boost-devel \\\n                ocl-icd-devel \\\n                opencl-headers \\\n            || exit 1\n        fi\n    fi\n    if [[ $TASK == \"gpu\" || $TASK == \"bdist\" ]]; then\n        if [[ $IN_UBUNTU_BASE_CONTAINER == \"true\" ]]; then\n            sudo apt-get update\n            sudo apt-get install --no-install-recommends -y \\\n                patchelf \\\n                pocl-opencl-icd\n        elif [[ $(uname -m) == \"x86_64\" ]]; then\n            sudo yum update -y\n            sudo yum install -y \\\n                ocl-icd-devel \\\n                opencl-headers \\\n            || exit 1\n        fi\n    fi\n    if [[ $TASK == \"cuda\" ]]; then\n        echo 'debconf debconf/frontend select Noninteractive' | debconf-set-selections\n        if [[ $COMPILER == \"clang\" ]]; then\n            apt-get update\n            apt-get install --no-install-recommends -y \\\n                clang \\\n                libomp-dev\n        fi\n    fi\nfi\n\nif [[ \"${TASK}\" != \"cpp-tests\" ]] && [[ \"${TASK}\" != \"r-package\" ]] && [[ \"${TASK}\" != \"swig\" ]]; then\n    if [[ $SETUP_CONDA != \"false\" ]]; then\n        curl \\\n            -sL \\\n            -o miniforge.sh \\\n            \"https://github.com/conda-forge/miniforge/releases/latest/download/Miniforge3-$(uname)-${ARCH}.sh\"\n        sh miniforge.sh -b -p \"${CONDA}\"\n    fi\n    conda config --set always_yes yes --set changeps1 no\n    conda update -q -y conda\n\n    # print output of 'conda info', to help in submitting bug reports\n    echo \"conda info:\"\n    conda info\nfi\n"
  },
  {
    "path": ".ci/test-python-latest.sh",
    "content": "#!/bin/bash\n\nset -e -E -u -o pipefail\n\necho \"installing lightgbm and its dependencies\"\npip install \\\n    --prefer-binary \\\n    --upgrade \\\n    -r ./.ci/pip-envs/requirements-latest.txt \\\n    dist/*.whl\n\necho \"installed package versions:\"\npip freeze\n\necho \"\"\necho \"running tests\"\npytest tests/c_api_test/\npytest tests/python_package_test/\n"
  },
  {
    "path": ".ci/test-python-oldest.sh",
    "content": "#!/bin/bash\n\nset -e -E -u -o pipefail\n\necho \"installing lightgbm and its dependencies\"\npip install \\\n    --prefer-binary \\\n    --upgrade \\\n    -r ./.ci/pip-envs/requirements-oldest.txt \\\n    dist/*.whl\n\necho \"installed package versions:\"\npip freeze\n\necho \"\"\necho \"checking that examples run without error\"\n\n# run a few examples to test that Python-package minimally works\necho \"\"\necho \"--- advanced_example.py ---\"\necho \"\"\npython ./examples/python-guide/advanced_example.py || exit 1\n\necho \"\"\necho \"--- logistic_regression.py ---\"\necho \"\"\npython ./examples/python-guide/logistic_regression.py || exit 1\n\necho \"\"\necho \"--- simple_example.py ---\"\necho \"\"\npython ./examples/python-guide/simple_example.py || exit 1\n\necho \"\"\necho \"--- sklearn_example.py ---\"\necho \"\"\npython ./examples/python-guide/sklearn_example.py || exit 1\n\necho \"\"\necho \"done testing on oldest supported Python version\"\n"
  },
  {
    "path": ".ci/test-r-package-valgrind.sh",
    "content": "#!/bin/bash\n\nset -e -E -u -o pipefail\n\nRDscriptvalgrind ./.ci/install-r-deps.R --test || exit 1\nsh build-cran-package.sh \\\n  --r-executable=RDvalgrind \\\n  --no-build-vignettes \\\n  || exit 1\n\nRDvalgrind CMD INSTALL --preclean --install-tests lightgbm_*.tar.gz || exit 1\n\ncd R-package/tests\n\nALL_LOGS_FILE=\"out.log\"\nVALGRIND_LOGS_FILE=\"valgrind-logs.log\"\n\nRDvalgrind \\\n  --no-readline \\\n  --vanilla \\\n  -d \"valgrind --tool=memcheck --leak-check=full --track-origins=yes --gen-suppressions=all\" \\\n  -f testthat.R \\\n  > ${ALL_LOGS_FILE} 2>&1 || exit 1\n\ncat ${ALL_LOGS_FILE}\n\necho \"writing valgrind output to ${VALGRIND_LOGS_FILE}\"\ncat ${ALL_LOGS_FILE} | grep -E \"^\\=\" > ${VALGRIND_LOGS_FILE}\n\nbytes_definitely_lost=$(\n  cat ${VALGRIND_LOGS_FILE} \\\n      | grep -E \"definitely lost\\: .*\" \\\n      | sed 's/^.*definitely lost\\: \\(.*\\) bytes.*$/\\1/' \\\n      | tr -d \",\"\n)\necho \"valgrind found ${bytes_definitely_lost} bytes definitely lost\"\nif [[ ${bytes_definitely_lost} -gt 0 ]]; then\n    exit 1\nfi\n\nbytes_indirectly_lost=$(\n    cat ${VALGRIND_LOGS_FILE} \\\n    | grep -E \"indirectly lost\\: .*\" \\\n    | sed 's/^.*indirectly lost\\: \\(.*\\) bytes.*$/\\1/' \\\n    | tr -d \",\"\n)\necho \"valgrind found ${bytes_indirectly_lost} bytes indirectly lost\"\nif [[ ${bytes_indirectly_lost} -gt 0 ]]; then\n    exit 1\nfi\n\n# one error caused by a false positive between valgrind and openmp is allowed\n# ==2063== 352 bytes in 1 blocks are possibly lost in loss record 153 of 2,709\n# ==2063==    at 0x483DD99: calloc (in /usr/lib/x86_64-linux-gnu/valgrind/vgpreload_memcheck-amd64-linux.so)\n# ==2063==    by 0x40149CA: allocate_dtv (dl-tls.c:286)\n# ==2063==    by 0x40149CA: _dl_allocate_tls (dl-tls.c:532)\n# ==2063==    by 0x5702322: allocate_stack (allocatestack.c:622)\n# ==2063==    by 0x5702322: pthread_create@@GLIBC_2.2.5 (pthread_create.c:660)\n# ==2063==    by 0x56D0DDA: ??? (in /usr/lib/x86_64-linux-gnu/libgomp.so.1.0.0)\n# ==2063==    by 0x56C88E0: GOMP_parallel (in /usr/lib/x86_64-linux-gnu/libgomp.so.1.0.0)\n# ==2063==    by 0x1544D29C: LGBM_DatasetCreateFromCSC (c_api.cpp:1286)\n# ==2063==    by 0x1546F980: LGBM_DatasetCreateFromCSC_R (lightgbm_R.cpp:91)\n# ==2063==    by 0x4941E2F: R_doDotCall (dotcode.c:634)\n# ==2063==    by 0x494CCC6: do_dotcall (dotcode.c:1281)\n# ==2063==    by 0x499FB01: bcEval (eval.c:7078)\n# ==2063==    by 0x498B67F: Rf_eval (eval.c:727)\n# ==2063==    by 0x498E414: R_execClosure (eval.c:1895)\nbytes_possibly_lost=$(\n    cat ${VALGRIND_LOGS_FILE} \\\n    | grep -E \"possibly lost\\: .*\" \\\n    | sed 's/^.*possibly lost\\: \\(.*\\) bytes.*$/\\1/' \\\n    | tr -d \",\"\n)\necho \"valgrind found ${bytes_possibly_lost} bytes possibly lost\"\nif [[ ${bytes_possibly_lost} -gt 1104 ]]; then\n    exit 1\nfi\n\n# ensure 'grep --count' doesn't cause failures\nset +e\n\necho \"checking for invalid reads\"\ninvalid_reads=$(\n  cat ${VALGRIND_LOGS_FILE} \\\n    | grep --count -i \"Invalid read\"\n)\nif [[ ${invalid_reads} -gt 0 ]]; then\n    echo \"valgrind found invalid reads: ${invalid_reads}\"\n    exit 1\nfi\n\necho \"checking for invalid writes\"\ninvalid_writes=$(\n  cat ${VALGRIND_LOGS_FILE} \\\n    | grep --count -i \"Invalid write\"\n)\nif [[ ${invalid_writes} -gt 0 ]]; then\n    echo \"valgrind found invalid writes: ${invalid_writes}\"\n    exit 1\nfi\n"
  },
  {
    "path": ".ci/test-r-package-windows.ps1",
    "content": "# Download a file and retry upon failure. This looks like\n# an infinite loop but CI-level timeouts will kill it\nfunction Get-File-With-Tenacity {\n    param(\n        [Parameter(Mandatory = $true)][string]$url,\n        [Parameter(Mandatory = $true)][string]$destfile\n    )\n    $ProgressPreference = \"SilentlyContinue\"  # progress bar bug extremely slows down download speed\n    do {\n        Write-Output \"Downloading ${url}\"\n        sleep 5\n        Invoke-WebRequest -Uri $url -OutFile $destfile\n    } while (-not $?)\n}\n\n# External utilities like R.exe / Rscript.exe writing to stderr (even for harmless\n# status information) can cause failures in GitHub Actions PowerShell jobs.\n# See https://github.community/t/powershell-steps-fail-nondeterministically/115496\n#\n# Using standard PowerShell redirection does not work to avoid these errors.\n# This function uses R's built-in redirection mechanism, sink(). Any place where\n# this function is used is a command that writes harmless messages to stderr\nfunction Invoke-R-Code-Redirect-Stderr {\n    param(\n        [Parameter(Mandatory = $true)][string]$rcode\n    )\n    $decorated_code = \"out_file <- file(tempfile(), open = 'wt'); sink(out_file, type = 'message'); $rcode; sink()\"\n    Rscript --vanilla -e $decorated_code\n}\n\n# Remove all items matching some pattern from PATH environment variable\nfunction Remove-From-Path {\n    [CmdletBinding(SupportsShouldProcess)]\n    param(\n        [Parameter(Mandatory = $true)][string]$pattern_to_remove\n    )\n    if ($PSCmdlet.ShouldProcess($env:PATH, \"Removing ${pattern_to_remove}\")) {\n        $env:PATH = ($env:PATH.Split(';') | Where-Object { $_ -notmatch \"$pattern_to_remove\" }) -join ';'\n    }\n}\n\n# remove some details that exist in the GitHub Actions images which might\n# cause conflicts with R and other components installed by this script\n$env:RTOOLS40_HOME = \"\"\nRemove-From-Path \".*Amazon.*\"\nRemove-From-Path \".*Anaconda.*\"\nRemove-From-Path \".*android.*\"\nRemove-From-Path \".*Android.*\"\nRemove-From-Path \".*chocolatey.*\"\nRemove-From-Path \".*Chocolatey.*\"\nRemove-From-Path \".*cmake.*\"\nRemove-From-Path \".*CMake.*\"\nRemove-From-Path \".*\\\\Git\\\\.*\"\nRemove-From-Path \"(?!.*pandoc.*).*hostedtoolcache.*\"\nRemove-From-Path \".*Microsoft SDKs.*\"\nRemove-From-Path \".*mingw.*\"\nRemove-From-Path \".*msys64.*\"\nRemove-From-Path \".*PostgreSQL.*\"\nRemove-From-Path \".*\\\\R\\\\.*\"\nRemove-From-Path \".*R Client.*\"\nRemove-From-Path \".*rtools40.*\"\nRemove-From-Path \".*rtools42.*\"\nRemove-From-Path \".*rtools43.*\"\nRemove-From-Path \".*rtools44.*\"\nRemove-From-Path \".*rtools45.*\"\nRemove-From-Path \".*shells.*\"\nRemove-From-Path \".*Strawberry.*\"\nRemove-From-Path \".*tools.*\"\n\nRemove-Item C:\\rtools40 -Force -Recurse -ErrorAction Ignore\nRemove-Item C:\\rtools42 -Force -Recurse -ErrorAction Ignore\nRemove-Item C:\\rtools43 -Force -Recurse -ErrorAction Ignore\nRemove-Item C:\\rtools44 -Force -Recurse -ErrorAction Ignore\nRemove-Item C:\\rtools45 -Force -Recurse -ErrorAction Ignore\n\n# Get details needed for installing R components\n#\n# NOTES:\n#    * some paths and file names are different on R4.0\n$env:R_MAJOR_VERSION = $env:R_VERSION.split('.')[0]\nif ($env:R_MAJOR_VERSION -eq \"4\") {\n    $RTOOLS_INSTALL_PATH = \"C:\\rtools43\"\n    $env:RTOOLS_BIN = \"$RTOOLS_INSTALL_PATH\\usr\\bin\"\n    $env:RTOOLS_MINGW_BIN = \"$RTOOLS_INSTALL_PATH\\x86_64-w64-mingw32.static.posix\\bin\"\n    $env:RTOOLS_EXE_FILE = \"rtools43-5550-5548.exe\"\n    $env:R_WINDOWS_VERSION = \"4.3.1\"\n} else {\n    Write-Output \"[ERROR] Unrecognized R version: $env:R_VERSION\"\n    Assert-Output $false\n}\n$env:CMAKE_VERSION = \"3.30.0\"\n\n$env:R_LIB_PATH = \"$env:BUILD_SOURCESDIRECTORY/RLibrary\" -replace '[\\\\]', '/'\n$env:R_LIBS = \"$env:R_LIB_PATH\"\n$env:CMAKE_PATH = \"$env:BUILD_SOURCESDIRECTORY/CMake_installation\"\n$env:PATH = @(\n    \"$env:RTOOLS_BIN\",\n    \"$env:RTOOLS_MINGW_BIN\",\n    \"$env:R_LIB_PATH/R/bin/x64\",\n    \"$env:CMAKE_PATH/cmake-$env:CMAKE_VERSION-windows-x86_64/bin\",\n    \"$env:PATH\"\n) -join \";\"\n$env:CRAN_MIRROR = \"https://cran.rstudio.com\"\n$env:MIKTEX_EXCEPTION_PATH = \"$env:TEMP\\miktex\"\n\n# don't fail builds for long-running examples unless they're very long.\n# See https://github.com/lightgbm-org/LightGBM/issues/4049#issuecomment-793412254.\nif ($env:R_BUILD_TYPE -ne \"cran\") {\n    $env:_R_CHECK_EXAMPLE_TIMING_THRESHOLD_ = 30\n}\n\nif (($env:COMPILER -eq \"MINGW\") -and ($env:R_BUILD_TYPE -eq \"cmake\")) {\n    $env:CXX = \"$env:RTOOLS_MINGW_BIN/g++.exe\"\n    $env:CC = \"$env:RTOOLS_MINGW_BIN/gcc.exe\"\n}\n\nSet-Location \"$env:BUILD_SOURCESDIRECTORY\"\ntzutil /s \"GMT Standard Time\"\n[Void][System.IO.Directory]::CreateDirectory(\"$env:R_LIB_PATH\")\n[Void][System.IO.Directory]::CreateDirectory(\"$env:CMAKE_PATH\")\n\n# download R, RTools and CMake\nWrite-Output \"Downloading R, Rtools and CMake\"\n$params = @{\n    url = \"$env:CRAN_MIRROR/bin/windows/base/old/$env:R_WINDOWS_VERSION/R-$env:R_WINDOWS_VERSION-win.exe\"\n    destfile = \"R-win.exe\"\n}\nGet-File-With-Tenacity @params\n\n$params = @{\n    url = \"https://github.com/lightgbm-org/LightGBM/releases/download/v2.0.12/$env:RTOOLS_EXE_FILE\"\n    destfile = \"Rtools.exe\"\n}\nGet-File-With-Tenacity @params\n\n$params = @{\n    url = \"https://github.com/Kitware/CMake/releases/download/v{0}/cmake-{0}-windows-x86_64.zip\" -f $env:CMAKE_VERSION\n    destfile = \"$env:CMAKE_PATH/cmake.zip\"\n}\nGet-File-With-Tenacity @params\n\n# Install R\nWrite-Output \"Installing R\"\n$params = @{\n    FilePath = \"R-win.exe\"\n    NoNewWindow = $true\n    Wait = $true\n    ArgumentList = \"/VERYSILENT /DIR=$env:R_LIB_PATH/R /COMPONENTS=main,x64,i386\"\n}\nStart-Process @params ; Assert-Output $?\nWrite-Output \"Done installing R\"\n\nWrite-Output \"Installing Rtools\"\n$params = @{\n    FilePath = \"Rtools.exe\"\n    NoNewWindow = $true\n    Wait = $true\n    ArgumentList = \"/VERYSILENT /SUPPRESSMSGBOXES /DIR=$RTOOLS_INSTALL_PATH\"\n}\nStart-Process @params; Assert-Output $?\nWrite-Output \"Done installing Rtools\"\n\nWrite-Output \"Installing CMake\"\nAdd-Type -AssemblyName System.IO.Compression.FileSystem\n[System.IO.Compression.ZipFile]::ExtractToDirectory(\"$env:CMAKE_PATH/cmake.zip\", \"$env:CMAKE_PATH\") ; Assert-Output $?\n# Remove old CMake shipped with RTools\nRemove-Item \"$env:RTOOLS_MINGW_BIN/cmake.exe\" -Force -ErrorAction Ignore\nWrite-Output \"Done installing CMake\"\n\nWrite-Output \"Installing dependencies\"\nRscript.exe --vanilla \".ci/install-r-deps.R\" --build --include=processx --test ; Assert-Output $?\n\nWrite-Output \"Building R-package\"\n\n# R CMD check is not used for MSVC builds\nif ($env:COMPILER -ne \"MSVC\") {\n\n    $PKG_FILE_NAME = \"lightgbm_$env:LGB_VER.tar.gz\"\n    $LOG_FILE_NAME = \"lightgbm.Rcheck/00check.log\"\n\n    if ($env:R_BUILD_TYPE -eq \"cmake\") {\n        if ($env:TOOLCHAIN -eq \"MINGW\") {\n            Write-Output \"Telling R to use MinGW\"\n            $env:BUILD_R_FLAGS = \"c('--skip-install', '--use-mingw', '-j4')\"\n        } elseif ($env:TOOLCHAIN -eq \"MSYS\") {\n            Write-Output \"Telling R to use MSYS\"\n            $env:BUILD_R_FLAGS = \"c('--skip-install', '--use-msys2', '-j4')\"\n        } elseif ($env:TOOLCHAIN -eq \"MSVC\") {\n            $env:BUILD_R_FLAGS = \"'--skip-install'\"\n        } else {\n            Write-Output \"[ERROR] Unrecognized toolchain: $env:TOOLCHAIN\"\n            Assert-Output $false\n        }\n        Invoke-R-Code-Redirect-Stderr \"commandArgs <- function(...){$env:BUILD_R_FLAGS}; source('build_r.R')\"\n        Assert-Output $?\n    } elseif ($env:R_BUILD_TYPE -eq \"cran\") {\n        $params = -join @(\n            \"result <- processx::run(command = 'sh', args = 'build-cran-package.sh', \",\n            \"echo = TRUE, windows_verbatim_args = FALSE, error_on_status = TRUE)\"\n        )\n        Invoke-R-Code-Redirect-Stderr $params ; Assert-Output $?\n        Remove-From-Path \".*msys64.*\"\n        # Test CRAN source .tar.gz in a directory that is not this repo or below it.\n        # When people install.packages('lightgbm'), they won't have the LightGBM\n        # git repo around. This is to protect against the use of relative paths\n        # like ../../CMakeLists.txt that would only work if you are in the repoo\n        $R_CMD_CHECK_DIR = \"tmp-r-cmd-check\"\n        New-Item -Path \"C:\\\" -Name $R_CMD_CHECK_DIR -ItemType \"directory\" > $null\n        Move-Item -Path \"$PKG_FILE_NAME\" -Destination \"C:\\$R_CMD_CHECK_DIR\\\" > $null\n        Set-Location \"C:\\$R_CMD_CHECK_DIR\\\"\n    }\n\n    Write-Output \"Running R CMD check\"\n    if ($env:R_BUILD_TYPE -eq \"cran\") {\n        # CRAN packages must pass without --no-multiarch (build on 64-bit and 32-bit)\n        $check_args = \"c('CMD', 'check', '--as-cran', '--run-donttest', '$PKG_FILE_NAME')\"\n    } else {\n        $check_args = \"c('CMD', 'check', '--no-multiarch', '--as-cran', '--run-donttest', '$PKG_FILE_NAME')\"\n    }\n    $params = -join (\n        \"result <- processx::run(command = 'R.exe', args = $check_args, \",\n        \"echo = TRUE, windows_verbatim_args = FALSE, error_on_status = TRUE)\"\n    )\n    Invoke-R-Code-Redirect-Stderr $params ; $check_succeeded = $?\n\n    Write-Output \"R CMD check build logs:\"\n    $INSTALL_LOG_FILE_NAME = \"lightgbm.Rcheck\\00install.out\"\n    Get-Content -Path \"$INSTALL_LOG_FILE_NAME\"\n\n    Assert-Output $check_succeeded\n\n    Write-Output \"Looking for issues with R CMD check results\"\n    if (Get-Content \"$LOG_FILE_NAME\" | Select-String -Pattern \"NOTE|WARNING|ERROR\" -CaseSensitive -Quiet) {\n        Write-Output \"NOTEs, WARNINGs, or ERRORs have been found by R CMD check\"\n        Assert-Output $False\n    }\n} else {\n    $INSTALL_LOG_FILE_NAME = \"$env:BUILD_SOURCESDIRECTORY\\00install_out.txt\"\n    Invoke-R-Code-Redirect-Stderr \"source('build_r.R')\" 1> $INSTALL_LOG_FILE_NAME ; $install_succeeded = $?\n    Write-Output \"----- build and install logs -----\"\n    Get-Content -Path \"$INSTALL_LOG_FILE_NAME\"\n    Write-Output \"----- end of build and install logs -----\"\n    Assert-Output $install_succeeded\n    # some errors are not raised above, but can be found in the logs\n    if (Get-Content \"$INSTALL_LOG_FILE_NAME\" | Select-String -Pattern \"ERROR\" -CaseSensitive -Quiet) {\n        Write-Output \"ERRORs have been found installing lightgbm\"\n        Assert-Output $False\n    }\n}\n\n# Checking that the correct R version was used\nif ($env:TOOLCHAIN -ne \"MSVC\") {\n    $checks = Select-String -Path \"${LOG_FILE_NAME}\" -Pattern \"using R version $env:R_WINDOWS_VERSION\"\n    $checks_cnt = $checks.Matches.length\n} else {\n    $checksParams = @{\n        Path = \"${INSTALL_LOG_FILE_NAME}\"\n        Pattern = \"R version passed into FindLibR.* $env:R_WINDOWS_VERSION\"\n    }\n    $checks = Select-String @checksParams\n    $checks_cnt = $checks.Matches.length\n}\nif ($checks_cnt -eq 0) {\n    Write-Output \"Wrong R version was found (expected '$env:R_WINDOWS_VERSION'). Check the build logs.\"\n    Assert-Output $False\n}\n\n# Checking that we actually got the expected compiler. The R-package has some logic\n# to fail back to MinGW if MSVC fails, but for CI builds we need to check that the correct\n# compiler was used.\nif ($env:R_BUILD_TYPE -eq \"cmake\") {\n    $checks = Select-String -Path \"${INSTALL_LOG_FILE_NAME}\" -Pattern \"Check for working CXX compiler.*$env:COMPILER\"\n    if ($checks.Matches.length -eq 0) {\n        Write-Output \"The wrong compiler was used. Check the build logs.\"\n        Assert-Output $False\n    }\n}\n\n# Checking that we got the right toolchain for MinGW. If using MinGW, both\n# MinGW and MSYS toolchains are supported\nif (($env:COMPILER -eq \"MINGW\") -and ($env:R_BUILD_TYPE -eq \"cmake\")) {\n    $checks = Select-String -Path \"${INSTALL_LOG_FILE_NAME}\" -Pattern \"Trying to build with.*$env:TOOLCHAIN\"\n    if ($checks.Matches.length -eq 0) {\n        Write-Output \"The wrong toolchain was used. Check the build logs.\"\n        Assert-Output $False\n    }\n}\n\n# Checking that MM_PREFETCH preprocessor definition is actually used in CI builds.\nif ($env:R_BUILD_TYPE -eq \"cran\") {\n    $checks = Select-String -Path \"${INSTALL_LOG_FILE_NAME}\" -Pattern \"checking whether MM_PREFETCH work.*yes\"\n    $checks_cnt = $checks.Matches.length\n} elseif ($env:TOOLCHAIN -ne \"MSVC\") {\n    $checks = Select-String -Path \"${INSTALL_LOG_FILE_NAME}\" -Pattern \".*Performing Test MM_PREFETCH - Success\"\n    $checks_cnt = $checks.Matches.length\n} else {\n    $checks_cnt = 1\n}\nif ($checks_cnt -eq 0) {\n    Write-Output \"MM_PREFETCH preprocessor definition wasn't used. Check the build logs.\"\n    Assert-Output $False\n}\n\n# Checking that MM_MALLOC preprocessor definition is actually used in CI builds.\nif ($env:R_BUILD_TYPE -eq \"cran\") {\n    $checks = Select-String -Path \"${INSTALL_LOG_FILE_NAME}\" -Pattern \"checking whether MM_MALLOC work.*yes\"\n    $checks_cnt = $checks.Matches.length\n} elseif ($env:TOOLCHAIN -ne \"MSVC\") {\n    $checks = Select-String -Path \"${INSTALL_LOG_FILE_NAME}\" -Pattern \".*Performing Test MM_MALLOC - Success\"\n    $checks_cnt = $checks.Matches.length\n} else {\n    $checks_cnt = 1\n}\nif ($checks_cnt -eq 0) {\n    Write-Output \"MM_MALLOC preprocessor definition wasn't used. Check the build logs.\"\n    Assert-Output $False\n}\n\n# Checking that OpenMP is actually used in CMake builds.\nif ($env:R_BUILD_TYPE -eq \"cmake\") {\n    $checks = Select-String -Path \"${INSTALL_LOG_FILE_NAME}\" -Pattern \".*Found OpenMP: TRUE.*\"\n    if ($checks.Matches.length -eq 0) {\n        Write-Output \"OpenMP wasn't found. Check the build logs.\"\n        Assert-Output $False\n    }\n}\n\nif ($env:COMPILER -eq \"MSVC\") {\n    Write-Output \"Running tests with testthat.R\"\n    Set-Location R-package/tests\n    # NOTE: using Rscript.exe intentionally here, instead of Invoke-R-Code-Redirect-Stderr,\n    #       because something about the interaction between Invoke-R-Code-Redirect-Stderr\n    #       and testthat results in failing tests not exiting with a non-0 exit code.\n    Rscript.exe --vanilla \"testthat.R\" ; Assert-Output $?\n}\n\nWrite-Output \"No issues were found checking the R-package\"\n"
  },
  {
    "path": ".ci/test-r-package.sh",
    "content": "#!/bin/bash\n\nset -e -E -u -o pipefail\n\n# defaults\nARCH=$(uname -m)\n\n# set up R environment\nexport CRAN_MIRROR=\"https://cran.rstudio.com\"\nexport R_LIB_PATH=~/Rlib\nmkdir -p $R_LIB_PATH\nexport R_LIBS=$R_LIB_PATH\nexport PATH=\"$R_LIB_PATH/R/bin:$PATH\"\n\n# don't fail builds for long-running examples unless they're very long.\n# See https://github.com/lightgbm-org/LightGBM/issues/4049#issuecomment-793412254.\nif [[ $R_BUILD_TYPE != \"cran\" ]]; then\n    export _R_CHECK_EXAMPLE_TIMING_THRESHOLD_=30\nfi\n\n# Get details needed for installing R components\nR_MAJOR_VERSION=\"${R_VERSION%.*}\"\nif [[ \"${R_MAJOR_VERSION}\" == \"4\" ]]; then\n    export R_MAC_VERSION=4.3.1\n    export R_MAC_PKG_URL=${CRAN_MIRROR}/bin/macosx/big-sur-${ARCH}/base/R-${R_MAC_VERSION}-${ARCH}.pkg\n    export R_LINUX_VERSION=\"4.3.1-1.2204.0\"\n    export R_APT_REPO=\"jammy-cran40/\"\nelse\n    echo \"Unrecognized R version: ${R_VERSION}\"\n    exit 1\nfi\n\n# installing precompiled R for Ubuntu\n# https://cran.r-project.org/bin/linux/ubuntu/#installation\n# adding steps from https://stackoverflow.com/a/56378217/3986677 to get latest version\n#\n# `devscripts` is required for 'checkbashisms' (https://github.com/r-lib/actions/issues/111)\nif [[ $OS_NAME == \"linux\" ]]; then\n    mkdir -p ~/.gnupg\n    echo \"disable-ipv6\" >> ~/.gnupg/dirmngr.conf\n    sudo apt-key adv \\\n        --homedir ~/.gnupg \\\n        --keyserver keyserver.ubuntu.com \\\n        --recv-keys E298A3A825C0D65DFD57CBB651716619E084DAB9 || exit 1\n    sudo add-apt-repository \\\n        \"deb ${CRAN_MIRROR}/bin/linux/ubuntu ${R_APT_REPO}\" || exit 1\n    sudo apt-get update\n    sudo apt-get install \\\n        --no-install-recommends \\\n        -y \\\n            devscripts \\\n            r-base-core=${R_LINUX_VERSION} \\\n            r-base-dev=${R_LINUX_VERSION} \\\n            texinfo \\\n            texlive-latex-extra \\\n            texlive-latex-recommended \\\n            texlive-fonts-recommended \\\n            texlive-fonts-extra \\\n            tidy \\\n            qpdf \\\n            || exit 1\n\n    if [[ $R_BUILD_TYPE == \"cran\" ]]; then\n        sudo apt-get install \\\n            --no-install-recommends \\\n            -y \\\n                \"autoconf=$(cat R-package/AUTOCONF_UBUNTU_VERSION)\" \\\n                automake \\\n                || exit 1\n    fi\nfi\n\n# Installing R precompiled for Mac OS 10.11 or higher\nif [[ $OS_NAME == \"macos\" ]]; then\n    brew update-reset --auto-update\n    brew update --auto-update\n    if [[ $R_BUILD_TYPE == \"cran\" ]]; then\n        brew install automake || exit 1\n    fi\n    brew install \\\n        checkbashisms \\\n        qpdf || exit 1\n    brew install basictex || exit 1\n    export PATH=\"/Library/TeX/texbin:$PATH\"\n    sudo tlmgr --verify-repo=none update --self || exit 1\n    sudo tlmgr --verify-repo=none install inconsolata helvetic rsfs || exit 1\n\n    curl -sL \"${R_MAC_PKG_URL}\" -o R.pkg || exit 1\n    sudo installer \\\n        -pkg \"$(pwd)/R.pkg\" \\\n        -target / || exit 1\n\n    # install tidy v5.8.0\n    # ref: https://groups.google.com/g/r-sig-mac/c/7u_ivEj4zhM\n    TIDY_URL=https://github.com/htacg/tidy-html5/releases/download/5.8.0/tidy-5.8.0-macos-x86_64+arm64.pkg\n    curl -sL ${TIDY_URL} -o tidy.pkg\n    sudo installer \\\n        -pkg \"$(pwd)/tidy.pkg\" \\\n        -target /\n\n    # ensure that this newer version of 'tidy' is used by 'R CMD check'\n    # ref: https://cran.r-project.org/doc/manuals/R-exts.html#Checking-packages\n    export R_TIDYCMD=/usr/local/bin/tidy\nfi\n\n# {Matrix} needs {lattice}, so this needs to run before manually installing {Matrix}.\n# This should be unnecessary on R >=4.4.0\n# ref: https://github.com/lightgbm-org/LightGBM/issues/6433\nRscript --vanilla -e \"install.packages('lattice', repos = '${CRAN_MIRROR}', lib = '${R_LIB_PATH}')\"\n\n# manually install {Matrix}, as {Matrix}=1.7-0 raised its R floor all the way to R 4.4.0\n# ref: https://github.com/lightgbm-org/LightGBM/issues/6433\nRscript --vanilla -e \"install.packages('https://cran.r-project.org/src/contrib/Archive/Matrix/Matrix_1.6-5.tar.gz', repos = NULL, lib = '${R_LIB_PATH}')\"\n\n# Manually install dependencies to avoid a CI-time dependency on devtools (for devtools::install_deps())\nRscript --vanilla ./.ci/install-r-deps.R --build --test --exclude=Matrix || exit 1\n\ncd \"${BUILD_DIRECTORY}\"\nPKG_TARBALL=\"lightgbm_$(head -1 VERSION.txt).tar.gz\"\nBUILD_LOG_FILE=\"lightgbm.Rcheck/00install.out\"\nLOG_FILE_NAME=\"lightgbm.Rcheck/00check.log\"\nif [[ $R_BUILD_TYPE == \"cmake\" ]]; then\n    Rscript build_r.R -j4 --skip-install || exit 1\nelif [[ $R_BUILD_TYPE == \"cran\" ]]; then\n\n    # on Linux, we recreate configure in CI to test if\n    # a change in a PR has changed configure.ac\n    if [[ $OS_NAME == \"linux\" ]]; then\n        ./R-package/recreate-configure.sh\n\n        num_files_changed=$(\n            git diff --name-only | wc -l\n        )\n        if [[ ${num_files_changed} -gt 0 ]]; then\n            echo \"'configure' in the R-package has changed. Please recreate it and commit the changes.\"\n            echo \"Changed files:\"\n            git diff --compact-summary\n            echo \"See R-package/README.md for details on how to recreate this script.\"\n            echo \"\"\n            exit 1\n        fi\n    fi\n\n    ./build-cran-package.sh || exit 1\n\n    # Test CRAN source .tar.gz in a directory that is not this repo or below it.\n    # When people install.packages('lightgbm'), they won't have the LightGBM\n    # git repo around. This is to protect against the use of relative paths\n    # like ../../CMakeLists.txt that would only work if you are in the repo\n    R_CMD_CHECK_DIR=\"${HOME}/tmp-r-cmd-check/\"\n    mkdir -p \"${R_CMD_CHECK_DIR}\"\n    mv \"${PKG_TARBALL}\" \"${R_CMD_CHECK_DIR}\"\n    cd \"${R_CMD_CHECK_DIR}\"\nfi\n\nif [[ $PRODUCES_ARTIFACTS == \"true\" ]]; then\n    cp \"${PKG_TARBALL}\" \"${BUILD_ARTIFACTSTAGINGDIRECTORY}/lightgbm-${LGB_VER}-r-cran.tar.gz\"\nfi\n\ndeclare -i allowed_notes=0\nbash \"${BUILD_DIRECTORY}/.ci/run-r-cmd-check.sh\" \\\n    \"${PKG_TARBALL}\" \\\n    \"${allowed_notes}\"\n\n# ensure 'grep --count' doesn't cause failures\nset +e\n\nused_correct_r_version=$(\n    cat $LOG_FILE_NAME \\\n    | grep --count \"using R version ${R_VERSION}\"\n)\nif [[ $used_correct_r_version -ne 1 ]]; then\n    echo \"Unexpected R version was used. Expected '${R_VERSION}'.\"\n    exit 1\nfi\n\nif [[ $R_BUILD_TYPE == \"cmake\" ]]; then\n    passed_correct_r_version_to_cmake=$(\n        cat $BUILD_LOG_FILE \\\n        | grep --count \"R version passed into FindLibR.cmake: ${R_VERSION}\"\n    )\n    if [[ $passed_correct_r_version_to_cmake -ne 1 ]]; then\n        echo \"Unexpected R version was passed into cmake. Expected '${R_VERSION}'.\"\n        exit 1\n    fi\nfi\n\n# this check makes sure that CI builds of the package actually use OpenMP\nif [[ $OS_NAME == \"macos\" ]] && [[ $R_BUILD_TYPE == \"cran\" ]]; then\n    omp_working=$(\n        cat $BUILD_LOG_FILE \\\n        | grep --count -E \"checking whether OpenMP will work .*yes\"\n    )\nelif [[ $R_BUILD_TYPE == \"cmake\" ]]; then\n    omp_working=$(\n        cat $BUILD_LOG_FILE \\\n        | grep --count -E \".*Found OpenMP: TRUE.*\"\n    )\nelse\n    omp_working=1\nfi\nif [[ $omp_working -ne 1 ]]; then\n    echo \"OpenMP was not found\"\n    exit 1\nfi\n\n# this check makes sure that CI builds of the package\n# actually use MM_PREFETCH preprocessor definition\n#\n# _mm_prefetch will not work on arm64 architecture\n# ref: https://github.com/lightgbm-org/LightGBM/issues/4124\nif [[ $ARCH != \"arm64\" ]]; then\n    if [[ $R_BUILD_TYPE == \"cran\" ]]; then\n        mm_prefetch_working=$(\n            cat $BUILD_LOG_FILE \\\n            | grep --count -E \"checking whether MM_PREFETCH work.*yes\"\n        )\n    else\n        mm_prefetch_working=$(\n            cat $BUILD_LOG_FILE \\\n            | grep --count -E \".*Performing Test MM_PREFETCH - Success\"\n        )\n    fi\n    if [[ $mm_prefetch_working -ne 1 ]]; then\n        echo \"MM_PREFETCH test was not passed\"\n        exit 1\n    fi\nfi\n\n# this check makes sure that CI builds of the package\n# actually use MM_MALLOC preprocessor definition\nif [[ $R_BUILD_TYPE == \"cran\" ]]; then\n    mm_malloc_working=$(\n        cat $BUILD_LOG_FILE \\\n        | grep --count -E \"checking whether MM_MALLOC work.*yes\"\n    )\nelse\n    mm_malloc_working=$(\n        cat $BUILD_LOG_FILE \\\n        | grep --count -E \".*Performing Test MM_MALLOC - Success\"\n    )\nfi\nif [[ $mm_malloc_working -ne 1 ]]; then\n    echo \"MM_MALLOC test was not passed\"\n    exit 1\nfi\n\n# this check makes sure that no \"warning: unknown pragma ignored\" logs\n# reach the user leading them to believe that something went wrong\nif [[ $R_BUILD_TYPE == \"cran\" ]]; then\n    pragma_warning_present=$(\n        cat $BUILD_LOG_FILE \\\n        | grep --count -E \"warning: unknown pragma ignored\"\n    )\n    if [[ $pragma_warning_present -ne 0 ]]; then\n        echo \"Unknown pragma warning is present, pragmas should have been removed before build\"\n        exit 1\n    fi\nfi\n"
  },
  {
    "path": ".ci/test-windows.ps1",
    "content": "function Assert-Output {\n    param( [Parameter(Mandatory = $true)][bool]$success )\n    if (-not $success) {\n        $host.SetShouldExit(-1)\n        exit 1\n    }\n}\n\n$env:CONDA_ENV = \"test-env\"\n$env:LGB_VER = (Get-Content $env:BUILD_SOURCESDIRECTORY\\VERSION.txt).trim()\n# Use custom temp directory to avoid\n# > warning MSB8029: The Intermediate directory or Output directory cannot reside under the Temporary directory\n# > as it could lead to issues with incremental build.\n# And make sure this directory is always clean\n$env:TMPDIR = \"$env:USERPROFILE\\tmp\"\nRemove-Item $env:TMPDIR -Force -Recurse -ErrorAction Ignore\n[Void][System.IO.Directory]::CreateDirectory($env:TMPDIR)\n\n# create the artifact upload directory if it doesn't exist yet\n[Void][System.IO.Directory]::CreateDirectory($env:BUILD_ARTIFACTSTAGINGDIRECTORY)\n\nif ($env:TASK -eq \"r-package\") {\n    & .\\.ci\\test-r-package-windows.ps1 ; Assert-Output $?\n    exit 0\n}\n\nif ($env:TASK -eq \"cpp-tests\") {\n    cmake -B build -S . -DBUILD_CPP_TEST=ON -DUSE_DEBUG=ON -A x64\n    cmake --build build --target testlightgbm --config Debug ; Assert-Output $?\n    .\\Debug\\testlightgbm.exe ; Assert-Output $?\n    exit 0\n}\n\nif ($env:TASK -eq \"swig\") {\n    $env:JAVA_HOME = $env:JAVA_HOME_8_X64  # there is pre-installed Eclipse Temurin 8 somewhere\n    $ProgressPreference = \"SilentlyContinue\"  # progress bar bug extremely slows down download speed\n    $params = @{\n        Uri = \"https://sourceforge.net/projects/swig/files/latest/download\"\n        OutFile = \"$env:BUILD_SOURCESDIRECTORY/swig/swigwin.zip\"\n        UserAgent = \"curl\"\n    }\n    Invoke-WebRequest @params\n    Add-Type -AssemblyName System.IO.Compression.FileSystem\n    [System.IO.Compression.ZipFile]::ExtractToDirectory(\n        \"$env:BUILD_SOURCESDIRECTORY/swig/swigwin.zip\",\n        \"$env:BUILD_SOURCESDIRECTORY/swig\"\n    ) ; Assert-Output $?\n    $SwigFolder = Get-ChildItem -Name -Path \"$env:BUILD_SOURCESDIRECTORY/swig\" -Attributes Directory\n    $env:PATH = @(\"$env:BUILD_SOURCESDIRECTORY/swig/$SwigFolder\", \"$env:PATH\") -join \";\"\n    $BuildLogFileName = \"$env:BUILD_SOURCESDIRECTORY\\cmake_build.log\"\n    cmake -B build -S . -A x64 -DUSE_SWIG=ON *> \"$BuildLogFileName\" ; $build_succeeded = $?\n    Write-Output \"CMake build logs:\"\n    Get-Content -Path \"$BuildLogFileName\"\n    Assert-Output $build_succeeded\n    $checks = Select-String -Path \"${BuildLogFileName}\" -Pattern \"-- Found SWIG.*${SwigFolder}/swig.exe\"\n    $checks_cnt = $checks.Matches.length\n    if ($checks_cnt -eq 0) {\n        Write-Output \"Wrong SWIG version was found (expected '${SwigFolder}'). Check the build logs.\"\n        Assert-Output $False\n    }\n    cmake --build build --target ALL_BUILD --config Release ; Assert-Output $?\n    if ($env:PRODUCES_ARTIFACTS -eq \"true\") {\n        cp ./build/lightgbmlib.jar $env:BUILD_ARTIFACTSTAGINGDIRECTORY/lightgbmlib_win.jar ; Assert-Output $?\n    }\n    exit 0\n}\n\n# setup for Python\nconda activate ; Assert-Output $?\nconda config --set always_yes yes --set changeps1 no ; Assert-Output $?\nconda config --remove channels defaults ; Assert-Output $?\nconda config --add channels nodefaults ; Assert-Output $?\nconda config --add channels conda-forge ; Assert-Output $?\nconda config --set channel_priority strict ; Assert-Output $?\nconda install -q -y conda \"python=$env:PYTHON_VERSION[build=*_cp*]\" ; Assert-Output $?\n\n# print output of 'conda info', to help in submitting bug reports\nWrite-Output \"conda info:\"\nconda info\n\nif ($env:PYTHON_VERSION -eq \"3.9\") {\n    $env:CONDA_REQUIREMENT_FILE = \"$env:BUILD_SOURCESDIRECTORY/.ci/conda-envs/ci-core-py39.txt\"\n} else {\n    $env:CONDA_REQUIREMENT_FILE = \"$env:BUILD_SOURCESDIRECTORY/.ci/conda-envs/ci-core.txt\"\n}\n\n$condaParams = @(\n    \"-y\",\n    \"-n\", \"$env:CONDA_ENV\",\n    \"--file\", \"$env:CONDA_REQUIREMENT_FILE\",\n    \"python=$env:PYTHON_VERSION[build=*_cp*]\"\n)\nconda create @condaParams ; Assert-Output $?\n\n# print output of 'conda list', to help in submitting bug reports\nWrite-Output \"conda list:\"\nconda list -n $env:CONDA_ENV\n\nif ($env:TASK -ne \"bdist\") {\n    conda activate $env:CONDA_ENV\n}\n\nSet-Location \"$env:BUILD_SOURCESDIRECTORY\"\nif ($env:TASK -eq \"regular\") {\n    cmake -B build -S . -A x64 ; Assert-Output $?\n    cmake --build build --target ALL_BUILD --config Release ; Assert-Output $?\n    sh ./build-python.sh install --precompile ; Assert-Output $?\n    cp ./Release/lib_lightgbm.dll \"$env:BUILD_ARTIFACTSTAGINGDIRECTORY\"\n    cp ./Release/lightgbm.exe \"$env:BUILD_ARTIFACTSTAGINGDIRECTORY\"\n} elseif ($env:TASK -eq \"sdist\") {\n    sh ./build-python.sh sdist ; Assert-Output $?\n    sh ./.ci/check-python-dists.sh ./dist ; Assert-Output $?\n    Set-Location dist; pip install @(Get-ChildItem *.gz) -v ; Assert-Output $?\n} elseif ($env:TASK -eq \"bdist\") {\n    # Import the Chocolatey profile module so that the RefreshEnv command\n    # invoked below properly updates the current PowerShell session environment.\n    $module = \"$env:ChocolateyInstall\\helpers\\chocolateyProfile.psm1\"\n    Import-Module \"$module\" ; Assert-Output $?\n    RefreshEnv\n\n    Write-Output \"Current OpenCL drivers:\"\n    Get-ItemProperty -Path Registry::HKEY_LOCAL_MACHINE\\SOFTWARE\\Khronos\\OpenCL\\Vendors\n\n    conda activate $env:CONDA_ENV\n    # TODO: restore --integrated-opencl as part of https://github.com/lightgbm-org/LightGBM/issues/6968\n    sh \"build-python.sh\" bdist_wheel ; Assert-Output $?\n    sh ./.ci/check-python-dists.sh ./dist ; Assert-Output $?\n    Set-Location dist; pip install @(Get-ChildItem *py3-none-win_amd64.whl) ; Assert-Output $?\n    cp @(Get-ChildItem *py3-none-win_amd64.whl) \"$env:BUILD_ARTIFACTSTAGINGDIRECTORY\"\n} elseif (($env:APPVEYOR -eq \"true\") -and ($env:TASK -eq \"python\")) {\n    if ($env:COMPILER -eq \"MINGW\") {\n        sh ./build-python.sh install --mingw ; Assert-Output $?\n    } else {\n        sh ./build-python.sh install; Assert-Output $?\n    }\n}\n\nif (($env:TASK -eq \"sdist\") -or (($env:APPVEYOR -eq \"true\") -and ($env:TASK -eq \"python\"))) {\n    # cannot test C API with \"sdist\" task\n    $tests = \"$env:BUILD_SOURCESDIRECTORY/tests/python_package_test\"\n} else {\n    $tests = \"$env:BUILD_SOURCESDIRECTORY/tests\"\n}\nif ($env:TASK -eq \"bdist\") {\n    # Make sure we can do both CPU and GPU; see tests/python_package_test/test_dual.py\n    # TODO: set LIGHTGBM_TEST_DUAL_CPU_GPU back to \"1\" as part of https://github.com/lightgbm-org/LightGBM/issues/6968\n    $env:LIGHTGBM_TEST_DUAL_CPU_GPU = \"0\"\n}\n\npytest $tests ; Assert-Output $?\n\nif (($env:TASK -eq \"regular\") -or (($env:APPVEYOR -eq \"true\") -and ($env:TASK -eq \"python\"))) {\n    Set-Location \"$env:BUILD_SOURCESDIRECTORY/examples/python-guide\"\n    @(\"import matplotlib\", \"matplotlib.use('Agg')\") + (Get-Content \"plot_example.py\") | Set-Content \"plot_example.py\"\n    # Prevent interactive window mode\n    (Get-Content \"plot_example.py\").replace(\n        'graph.render(view=True)',\n        'graph.render(view=False)'\n    ) | Set-Content \"plot_example.py\"\n    conda install -y -n $env:CONDA_ENV \"h5py>=3.10\" \"ipywidgets>=8.1.2\" \"notebook>=7.1.2\"\n    # Run all examples\n    foreach ($file in @(Get-ChildItem *.py)) {\n        @(\n            \"import sys, warnings\",\n            -join @(\n                \"warnings.showwarning = lambda message, category, filename, lineno, file=None, line=None: \",\n                \"sys.stdout.write(warnings.formatwarning(message, category, filename, lineno, line))\"\n            )\n        ) + (Get-Content $file) | Set-Content $file\n        python $file ; Assert-Output $?\n    }\n    # Run all notebooks\n    Set-Location \"$env:BUILD_SOURCESDIRECTORY/examples/python-guide/notebooks\"\n    (Get-Content \"interactive_plot_example.ipynb\").replace(\n        'INTERACTIVE = False',\n        'assert False, \\\"Interactive mode disabled\\\"'\n    ) | Set-Content \"interactive_plot_example.ipynb\"\n    jupyter nbconvert --ExecutePreprocessor.timeout=180 --to notebook --execute --inplace *.ipynb ; Assert-Output $?\n}\n"
  },
  {
    "path": ".ci/test.sh",
    "content": "#!/bin/bash\n\nset -e -E -o -u pipefail\n\n# defaults\nCONDA_ENV=\"test-env\"\nIN_UBUNTU_BASE_CONTAINER=${IN_UBUNTU_BASE_CONTAINER:-\"false\"}\nMETHOD=${METHOD:-\"\"}\nPRODUCES_ARTIFACTS=${PRODUCES_ARTIFACTS:-\"false\"}\nSANITIZERS=${SANITIZERS:-\"\"}\n\nARCH=$(uname -m)\n\nLGB_VER=$(head -n 1 \"${BUILD_DIRECTORY}/VERSION.txt\")\n\n# create the artifact upload directory if it doesn't exist yet\nmkdir -p \"${BUILD_ARTIFACTSTAGINGDIRECTORY}\"\n\nif [[ $OS_NAME == \"macos\" ]] && [[ $COMPILER == \"gcc\" ]]; then\n    export CXX=g++-14\n    export CC=gcc-14\nelif [[ $OS_NAME == \"linux\" ]] && [[ $COMPILER == \"clang\" ]]; then\n    export CXX=clang++\n    export CC=clang\nelif [[ $OS_NAME == \"linux\" ]] && [[ $COMPILER == \"clang-17\" ]]; then\n    export CXX=clang++-17\n    export CC=clang-17\nfi\n\nif [[ $IN_UBUNTU_BASE_CONTAINER == \"true\" ]]; then\n    export LANG=\"en_US.UTF-8\"\n    export LC_ALL=\"en_US.UTF-8\"\nfi\n\n# Setting MACOSX_DEPLOYMENT_TARGET prevents CMake from building against too-new\n# macOS features, and helps tools like Python build tools determine the appropriate\n# wheel compatibility tags.\n#\n# ref:\n#   * https://cmake.org/cmake/help/latest/envvar/MACOSX_DEPLOYMENT_TARGET.html\n#   * https://github.com/scikit-build/scikit-build-core/blob/acb7d0346e4a05bcb47a4ea3939c705ab71e3145/src/scikit_build_core/builder/macos.py#L36\nif [[ $ARCH == \"x86_64\" ]]; then\n    export MACOSX_DEPLOYMENT_TARGET=10.15\nelse\n    export MACOSX_DEPLOYMENT_TARGET=12.0\nfi\n\nif [[ \"${TASK}\" == \"r-package\" ]]; then\n    bash \"${BUILD_DIRECTORY}/.ci/test-r-package.sh\" || exit 1\n    exit 0\nfi\n\ncd \"${BUILD_DIRECTORY}\"\n\nif [[ $TASK == \"swig\" ]]; then\n    cmake -B build -S . -DUSE_SWIG=ON\n    cmake --build build -j4 || exit 1\n    if [[ $OS_NAME == \"linux\" ]] && [[ $COMPILER == \"gcc\" ]]; then\n        objdump -T ./lib_lightgbm.so > ./objdump.log || exit 1\n        objdump -T ./lib_lightgbm_swig.so >> ./objdump.log || exit 1\n        ./.ci/check-dynamic-dependencies.sh ./objdump.log || exit 1\n    fi\n    if [[ $PRODUCES_ARTIFACTS == \"true\" ]]; then\n        cp ./build/lightgbmlib.jar \"${BUILD_ARTIFACTSTAGINGDIRECTORY}/lightgbmlib_${OS_NAME}.jar\"\n    fi\n    exit 0\nfi\n\nif [[ \"$TASK\" == \"cpp-tests\" ]]; then\n    cmake_args=(\n        -DBUILD_CPP_TEST=ON\n        -DUSE_DEBUG=ON\n    )\n    if [[ $METHOD == \"with-sanitizers\" ]]; then\n        cmake_args+=(\"-DUSE_SANITIZER=ON\")\n        if [[ -n $SANITIZERS ]]; then\n            cmake_args+=(\"-DENABLED_SANITIZERS=$SANITIZERS\")\n        fi\n    fi\n    cmake -B build -S . \"${cmake_args[@]}\"\n    cmake --build build --target testlightgbm -j4 || exit 1\n    ./testlightgbm || exit 1\n    exit 0\nfi\n\n# including python=version=[build=*_cp*] to ensure that conda prefers CPython and doesn't fall back to\n# other implementations like pypy\nCONDA_PYTHON_REQUIREMENT=\"python=${PYTHON_VERSION}[build=*_cp*]\"\n\nif [[ $TASK == \"if-else\" ]]; then\n    conda create -q -y -n \"${CONDA_ENV}\" \"${CONDA_PYTHON_REQUIREMENT}\" numpy\n    # shellcheck disable=SC1091\n    source activate \"${CONDA_ENV}\"\n    cmake -B build -S . || exit 1\n    cmake --build build --target lightgbm -j4 || exit 1\n    cd \"$BUILD_DIRECTORY/tests/cpp_tests\"\n    ../../lightgbm config=train.conf convert_model_language=cpp convert_model=../../src/boosting/gbdt_prediction.cpp\n    ../../lightgbm config=predict.conf output_result=origin.pred\n    ../../lightgbm config=predict.conf output_result=ifelse.pred\n    python test.py\n    exit 0\nfi\n\nif [[ $PYTHON_VERSION == \"3.9\" ]]; then\n    CONDA_REQUIREMENT_FILE=\"${BUILD_DIRECTORY}/.ci/conda-envs/ci-core-py39.txt\"\nelse\n    CONDA_REQUIREMENT_FILE=\"${BUILD_DIRECTORY}/.ci/conda-envs/ci-core.txt\"\nfi\n\nconda create \\\n    -y \\\n    -n \"${CONDA_ENV}\" \\\n    --file \"${CONDA_REQUIREMENT_FILE}\" \\\n    \"${CONDA_PYTHON_REQUIREMENT}\" \\\n|| exit 1\n\n# print output of 'conda list', to help in submitting bug reports\necho \"conda list:\"\nconda list -n ${CONDA_ENV}\n\n# shellcheck disable=SC1091\nsource activate $CONDA_ENV\n\ncd \"${BUILD_DIRECTORY}\"\n\nif [[ $TASK == \"sdist\" ]]; then\n    sh ./build-python.sh sdist || exit 1\n    sh .ci/check-python-dists.sh ./dist || exit 1\n    pip install \"./dist/lightgbm-${LGB_VER}.tar.gz\" -v || exit 1\n    if [[ $PRODUCES_ARTIFACTS == \"true\" ]]; then\n        cp \"./dist/lightgbm-${LGB_VER}.tar.gz\" \"${BUILD_ARTIFACTSTAGINGDIRECTORY}\" || exit 1\n    fi\n    pytest ./tests/python_package_test || exit 1\n    exit 0\nelif [[ $TASK == \"bdist\" ]]; then\n    if [[ $OS_NAME == \"macos\" ]]; then\n        sh ./build-python.sh bdist_wheel || exit 1\n        sh .ci/check-python-dists.sh ./dist || exit 1\n        if [[ $PRODUCES_ARTIFACTS == \"true\" ]]; then\n            cp \"$(echo \"dist/lightgbm-${LGB_VER}-py3-none-macosx\"*.whl)\" \"${BUILD_ARTIFACTSTAGINGDIRECTORY}\" || exit 1\n        fi\n    else\n        sh ./build-python.sh bdist_wheel --integrated-opencl || exit 1\n\n        # print some debugging logs about the wheel's GLIBC version and dependencies on shared libraries\n        pip install 'auditwheel>=6.5.1'\n        auditwheel show ./dist/lightgbm*.whl\n\n        # pass through 'auditwheel repair' to set the appropriate wheel tags.\n        #\n        # intentionally avoid vendoring libgomp, to reduce the risk of multiple OpenMP libraries\n        # being loaded in the same process.\n        auditwheel repair \\\n            --exclude 'libgomp.so*' \\\n            --lib-sdir '' \\\n            --wheel-dir dist-fixed/ \\\n            ./dist/lightgbm*.whl\n\n        # overwrite the original wheel with the new one\n        rm ./dist/lightgbm*.whl\n        mv ./dist-fixed/lightgbm*.whl ./dist\n\n        # check wheel properties\n        sh .ci/check-python-dists.sh ./dist || exit 1\n\n        if [[ $PRODUCES_ARTIFACTS == \"true\" ]]; then\n            # hard-code expected tag so CI will fail if 'auditwheel repair' has a surprising result (e.g. newer\n            # manylinux tag than we intended)\n            if [[ $ARCH == \"x86_64\" ]]; then\n                PLATFORM=\"manylinux_2_27_x86_64.manylinux_2_28_x86_64\"\n            else\n                PLATFORM=\"manylinux2014_aarch64.manylinux_2_17_aarch64\"\n            fi\n            cp \"dist/lightgbm-${LGB_VER}-py3-none-${PLATFORM}.whl\" \"${BUILD_ARTIFACTSTAGINGDIRECTORY}\" || exit 1\n        fi\n        # Make sure we can do both CPU and GPU; see tests/python_package_test/test_dual.py\n        export LIGHTGBM_TEST_DUAL_CPU_GPU=1\n    fi\n    pip install -v ./dist/*.whl || exit 1\n    pytest ./tests || exit 1\n    exit 0\nfi\n\nif [[ $TASK == \"gpu\" ]]; then\n    sed -i'.bak' 's/std::string device_type = \"cpu\";/std::string device_type = \"gpu\";/' ./include/LightGBM/config.h\n    grep -q 'std::string device_type = \"gpu\"' ./include/LightGBM/config.h || exit 1  # make sure that changes were really done\n    if [[ $METHOD == \"pip\" ]]; then\n        sh ./build-python.sh sdist || exit 1\n        sh .ci/check-python-dists.sh ./dist || exit 1\n        pip install \\\n            -v \\\n            --config-settings=cmake.define.USE_GPU=ON \\\n            \"./dist/lightgbm-${LGB_VER}.tar.gz\" \\\n        || exit 1\n        pytest ./tests/python_package_test || exit 1\n        exit 0\n    elif [[ $METHOD == \"wheel\" ]]; then\n        sh ./build-python.sh bdist_wheel --gpu || exit 1\n        sh ./.ci/check-python-dists.sh ./dist || exit 1\n        pip install \"$(echo \"./dist/lightgbm-${LGB_VER}\"*.whl)\" -v || exit 1\n        pytest ./tests || exit 1\n        exit 0\n    elif [[ $METHOD == \"source\" ]]; then\n        cmake -B build -S . -DUSE_GPU=ON\n    fi\nelif [[ $TASK == \"cuda\" ]]; then\n    sed -i'.bak' 's/std::string device_type = \"cpu\";/std::string device_type = \"cuda\";/' ./include/LightGBM/config.h\n    grep -q 'std::string device_type = \"cuda\"' ./include/LightGBM/config.h || exit 1  # make sure that changes were really done\n    # by default ``gpu_use_dp=false`` for efficiency. change to ``true`` here for exact results in ci tests\n    sed -i'.bak' 's/gpu_use_dp = false;/gpu_use_dp = true;/' ./include/LightGBM/config.h\n    grep -q 'gpu_use_dp = true' ./include/LightGBM/config.h || exit 1  # make sure that changes were really done\n    if [[ $METHOD == \"pip\" ]]; then\n        sh ./build-python.sh sdist || exit 1\n        sh ./.ci/check-python-dists.sh ./dist || exit 1\n        pip install \\\n            -v \\\n            --config-settings=cmake.define.USE_CUDA=ON \\\n            \"./dist/lightgbm-${LGB_VER}.tar.gz\" \\\n        || exit 1\n        pytest ./tests/python_package_test || exit 1\n        exit 0\n    elif [[ $METHOD == \"wheel\" ]]; then\n        sh ./build-python.sh bdist_wheel --cuda || exit 1\n        sh ./.ci/check-python-dists.sh ./dist || exit 1\n        pip install \"$(echo \"./dist/lightgbm-${LGB_VER}\"*.whl)\" -v || exit 1\n        pytest ./tests || exit 1\n        exit 0\n    elif [[ $METHOD == \"source\" ]]; then\n        cmake -B build -S . -DUSE_CUDA=ON\n    fi\nelif [[ $TASK == \"mpi\" ]]; then\n    if [[ $METHOD == \"pip\" ]]; then\n        sh ./build-python.sh sdist || exit 1\n        sh ./.ci/check-python-dists.sh ./dist || exit 1\n        pip install \\\n            -v \\\n            --config-settings=cmake.define.USE_MPI=ON \\\n            \"./dist/lightgbm-${LGB_VER}.tar.gz\" \\\n        || exit 1\n        pytest ./tests/python_package_test || exit 1\n        exit 0\n    elif [[ $METHOD == \"wheel\" ]]; then\n        sh ./build-python.sh bdist_wheel --mpi || exit 1\n        sh ./.ci/check-python-dists.sh ./dist || exit 1\n        pip install \"$(echo \"./dist/lightgbm-${LGB_VER}\"*.whl)\" -v || exit 1\n        pytest ./tests || exit 1\n        exit 0\n    elif [[ $METHOD == \"source\" ]]; then\n        cmake -B build -S . -DUSE_MPI=ON -DUSE_DEBUG=ON\n    fi\nelse\n    cmake -B build -S .\nfi\n\ncmake --build build --target _lightgbm -j4 || exit 1\n\nsh ./build-python.sh install --precompile || exit 1\npytest ./tests || exit 1\n\nif [[ $TASK == \"regular\" ]]; then\n    if [[ $PRODUCES_ARTIFACTS == \"true\" ]]; then\n        if [[ $OS_NAME == \"macos\" ]]; then\n            cp ./lib_lightgbm.dylib \"${BUILD_ARTIFACTSTAGINGDIRECTORY}/lib_lightgbm.dylib\"\n        else\n            if [[ $COMPILER == \"gcc\" ]]; then\n                objdump -T ./lib_lightgbm.so > ./objdump.log || exit 1\n                ./.ci/check-dynamic-dependencies.sh ./objdump.log || exit 1\n            fi\n            cp ./lib_lightgbm.so \"${BUILD_ARTIFACTSTAGINGDIRECTORY}/lib_lightgbm.so\"\n        fi\n    fi\n    cd \"$BUILD_DIRECTORY/examples/python-guide\"\n    sed -i'.bak' '/import lightgbm as lgb/a\\\nimport matplotlib\\\nmatplotlib.use\\(\\\"Agg\\\"\\)\\\n' plot_example.py  # prevent interactive window mode\n    sed -i'.bak' 's/graph.render(view=True)/graph.render(view=False)/' plot_example.py\n    # requirements for examples\n    conda install -y -n $CONDA_ENV \\\n        'h5py>=3.10' \\\n        'ipywidgets>=8.1.2' \\\n        'notebook>=7.1.2'\n    for f in *.py **/*.py; do python \"${f}\" || exit 1; done  # run all examples\n    cd \"$BUILD_DIRECTORY/examples/python-guide/notebooks\"\n    sed -i'.bak' 's/INTERACTIVE = False/assert False, \\\\\"Interactive mode disabled\\\\\"/' interactive_plot_example.ipynb\n    jupyter nbconvert --ExecutePreprocessor.timeout=180 --to notebook --execute --inplace ./*.ipynb || exit 1  # run all notebooks\n\n    # importing the library should succeed even if all optional dependencies are not present\n    conda uninstall -n $CONDA_ENV --force --yes \\\n        cffi \\\n        dask \\\n        distributed \\\n        joblib \\\n        matplotlib-base \\\n        pandas \\\n        psutil \\\n        pyarrow \\\n        python-graphviz \\\n        scikit-learn || exit 1\n    python -c \"import lightgbm\" || exit 1\nfi\n"
  },
  {
    "path": ".editorconfig",
    "content": "root = true\n\n[*]\ncharset = utf-8\ntrim_trailing_whitespace = true\ninsert_final_newline = true\nend_of_line = lf\nindent_style = space\nindent_size = 2\n\n[*.{py,sh,ps1,js,json}]\nindent_size = 4\nmax_line_length = 120\nskip = external_libs\nknown_first_party = lightgbm\n\n# Tabs matter for Makefile and .gitmodules\n[{makefile*,Makefile*,*.mk,*.mak,*.makefile,*.Makefile,GNUmakefile,BSDmakefile,make.bat,Makevars*,*.gitmodules}]\nindent_style = tab\n"
  },
  {
    "path": ".git-blame-ignore-revs",
    "content": "# introduce ruff-format (#6308)\n6330d6269c81dfd4c96e664b99239b8ff39ccf91\n# enable ruff format on tests and examples (#6317)\n1b792e716682254c33ddb5eb845357e84018636d\n# enable ruff-format on main library Python code (#6336)\ndd31208ab7a7aea86762830697b00666f843ded9\n# enable whitespace/indent_namespace rule from cpplint (#7056)\n50f11a9f3c066eadee475ea567f9e9d49e6bb827\n"
  },
  {
    "path": ".github/CODEOWNERS",
    "content": "# This file controls default reviewers for LightGBM code.\n# See https://help.github.com/en/articles/about-code-owners\n# for details\n#\n# Maintainers are encouraged to use their best discretion in\n# setting reviewers on PRs manually, but this file should\n# offer a reasonable automatic best-guess\n\n# catch-all rule (this only gets matched if no rules below match)\n*    @guolinke @jameslamb @shiyu1994 @jmoralez @borchero @StrikerRUS\n"
  },
  {
    "path": ".github/ISSUE_TEMPLATE/BUG_REPORT.md",
    "content": "---\nname: Bug Report 🐞\nabout: Something isn't working as expected? Here is the right place to report.\n---\n\n## Description\n<!-- A clear description of the bug -->\n\n## Reproducible example\n<!-- Minimal code that exhibits this behavior -->\n\n## Environment info\n\nLightGBM version or commit hash:\n\nCommand(s) you used to install LightGBM\n\n```shell\n\n```\n\n<!-- Put any additional environment information here -->\n\n\n## Additional Comments\n<!-- What else should we know? -->\n"
  },
  {
    "path": ".github/ISSUE_TEMPLATE/FEATURE_REQUEST.md",
    "content": "---\nname: Feature Request 💡\nabout: Suggest a new idea for the project.\nlabels: enhancement, feature-request\n---\n\n<!--\nPlease search your feature on previous issues and our feature requests consolidation hub (https://github.com/lightgbm-org/LightGBM/issues/2302) before you open a new one.\n-->\n\n## Summary\n\n<!-- Briefly explain your feature proposal. -->\n\n## Motivation\n\n<!-- Why is it useful to have this feature in the LightGBM project? -->\n\n## Description\n\n<!-- Detailed description of the new feature. -->\n\n## References\n\n<!-- Any useful references, for instance, papers, implementations in other projects, draft code snippets, etc. -->\n"
  },
  {
    "path": ".github/dependabot.yml",
    "content": "version: 2\nupdates:\n  - package-ecosystem: github-actions\n    directory: /\n    schedule:\n      interval: monthly\n    groups:\n      ci-dependencies:\n        patterns:\n          - \"*\"\n    cooldown:\n      # only accept releases that have been out for at least 15 days\n      default-days: 15\n    commit-message:\n      prefix: \"[ci]\"\n    labels:\n      - maintenance\n"
  },
  {
    "path": ".github/release-drafter.yml",
    "content": "name-template: 'v$NEXT_PATCH_VERSION'\ntag-template: 'v$NEXT_PATCH_VERSION'\ncategories:\n  - title: '💡 New Features'\n    label: 'feature'\n  - title: '🔨 Breaking'\n    label: 'breaking'\n  - title: '🚀 Efficiency Improvement'\n    label: 'efficiency'\n  - title: '🐛 Bug Fixes'\n    label: 'fix'\n  - title: '📖 Documentation'\n    label: 'doc'\n  - title: '🧰 Maintenance'\n    label: 'maintenance'\nchange-template: '- $TITLE @$AUTHOR (#$NUMBER)'\ntemplate: |\n  ## Changes\n\n  $CHANGES\n"
  },
  {
    "path": ".github/workflows/build.yml",
    "content": "# builds core artifacts, intended to be attached to releases\n# or used by other workflows\nname: Build\n\non:\n  push:\n    branches:\n      - master\n  pull_request:\n    branches:\n      - master\n\n# automatically cancel in-progress builds if another commit is pushed\nconcurrency:\n  group: ${{ github.workflow }}-${{ github.ref }}\n  cancel-in-progress: true\n\nenv:\n  # tell scripts where to put artifacts\n  BUILD_ARTIFACTSTAGINGDIRECTORY: '${{ github.workspace }}/artifacts'\n\njobs:\n  archive:\n    runs-on: ubuntu-latest\n    timeout-minutes: 15\n    steps:\n      - name: Checkout repository\n        uses: actions/checkout@de0fac2e4500dabe0009e67214ff5f5447ce83dd  # v6.0.2\n        with:\n          fetch-depth: 5\n          persist-credentials: false\n          submodules: true\n      - name: Create source archive\n        run: |\n          mkdir -p \"${BUILD_ARTIFACTSTAGINGDIRECTORY}\"\n          tar \\\n            -czvf \\\n            /tmp/LightGBM-complete_source_code_tar_gz.tar.gz \\\n            .\n          mv \\\n            /tmp/LightGBM-complete_source_code_tar_gz.tar.gz \\\n            ${BUILD_ARTIFACTSTAGINGDIRECTORY}/\n      - name: Create commit.txt\n        shell: bash\n        run: |\n          # for pull requests, github.sha refers to the merge commit from merging the PR and\n          # target branch... we want the actual commit that was pushed\n          if [[ \"${{ github.event_name }}\" == \"pull_request\" ]]; then\n            COMMIT_SHA=\"${{ github.event.pull_request.head.sha }}\"\n          else\n            COMMIT_SHA=\"${{ github.sha }}\"\n          fi\n          echo \"${COMMIT_SHA}\" > \"${BUILD_ARTIFACTSTAGINGDIRECTORY}/commit.txt\"\n      - name: Upload artifacts\n        uses: actions/upload-artifact@bbbca2ddaa5d8feaa63e36b76fdaad77386f024f  # v7.0.0\n        with:\n          name: source-archive\n          path: |\n            ${{ env.BUILD_ARTIFACTSTAGINGDIRECTORY }}/commit.txt\n            ${{ env.BUILD_ARTIFACTSTAGINGDIRECTORY }}/LightGBM-complete_source_code_tar_gz.tar.gz\n          if-no-files-found: error\n  all-build-jobs-successful:\n    if: always()\n    runs-on: ubuntu-latest\n    needs:\n      - archive\n    steps:\n      - name: Note that all tests succeeded\n        uses: re-actors/alls-green@05ac9388f0aebcb5727afa17fcccfecd6f8ec5fe  # v1.2.2\n        with:\n          jobs: ${{ toJSON(needs) }}\n"
  },
  {
    "path": ".github/workflows/cpp.yml",
    "content": "name: C++\n\non:\n  push:\n    branches:\n      - master\n  pull_request:\n    branches:\n      - master\n\n# automatically cancel in-progress builds if another commit is pushed\nconcurrency:\n  group: ${{ github.workflow }}-${{ github.ref }}\n  cancel-in-progress: true\n\nenv:\n  # tell scripts where to put artifacts\n  # (this variable name is left over from when jobs ran on Azure DevOps)\n  BUILD_ARTIFACTSTAGINGDIRECTORY: '${{ github.workspace }}/artifacts'\n  # where repo sources are cloned to\n  BUILD_DIRECTORY: '${{ github.workspace }}'\n  # in CMake-driven builds, parallelize compilation\n  CMAKE_BUILD_PARALLEL_LEVEL: 4\n\njobs:\n  test:\n    name: ${{ matrix.task }} (${{ matrix.os-display-name || matrix.os }}, ${{ matrix.compiler }})\n    runs-on: ${{ matrix.os }}\n    container: ${{ matrix.container }}\n    timeout-minutes: 60\n    strategy:\n      fail-fast: false\n      matrix:\n        include:\n          #############\n          # C++ tests #\n          #############\n          - os: ubuntu-latest\n            task: cpp-tests\n            compiler: clang-17\n            method: with-sanitizers\n            container: 'ubuntu:22.04'\n            os-display-name: 'ubuntu22.04'\n          - os: macos-15-intel\n            task: cpp-tests\n            compiler: clang\n            method: with-sanitizers\n            sanitizers: \"address;undefined\"\n            container: null\n          - os: windows-2022\n            task: cpp-tests\n            compiler: msvc\n            container: null\n          ###########\n          # if-else #\n          ###########\n          # These test CLI-generated C++ inference code.\n          #\n          # They need Python because they're written with pytest, but they\n          # do not need the LightGBM Python package\n          - os: ubuntu-latest\n            task: if-else\n            compiler: clang-17\n            container: 'ubuntu:22.04'\n            os-display-name: 'ubuntu22.04'\n            python_version: '3.13'\n            setup-conda: 'true'\n          - os: macos-15-intel\n            task: if-else\n            compiler: clang\n            python_version: '3.10'\n            container: null\n          - os: ubuntu-latest\n            task: if-else\n            compiler: gcc\n            python_version: '3.11'\n            container: 'lightgbm.azurecr.io/vsts-agent:manylinux_2_28_x86_64'\n            os-display-name: 'manylinux_2_28'\n    steps:\n      - name: Install packages used by third-party actions\n        if: matrix.container == 'ubuntu:22.04'\n        shell: bash\n        run: |\n          apt-get update -y\n          apt-get install --no-install-recommends -y \\\n            dirmngr \\\n            gpg \\\n            gpg-agent \\\n            software-properties-common \\\n            sudo\n          # install newest version of git\n          # ref:\n          #     - https://unix.stackexchange.com/a/170831/550004\n          #     - https://git-scm.com/download/linux\n          add-apt-repository ppa:git-core/ppa -y\n          apt-get update -y\n          apt-get install --no-install-recommends -y \\\n            git\n      - name: Trust git cloning LightGBM\n        if: startsWith(matrix.os, 'ubuntu')\n        run: |\n          git config --global --add safe.directory \"${GITHUB_WORKSPACE}\"\n      - name: Checkout repository\n        uses: actions/checkout@de0fac2e4500dabe0009e67214ff5f5447ce83dd  # v6.0.2\n        with:\n          fetch-depth: 5\n          persist-credentials: false\n          submodules: true\n      - name: Setup and run tests on Linux and macOS\n        if: startsWith(matrix.os, 'macos') || startsWith(matrix.os, 'ubuntu')\n        shell: bash\n        run: |\n          export COMPILER=\"${{ matrix.compiler }}\"\n          export CONDA=\"${HOME}/miniforge\"\n          export METHOD=\"${{ matrix.method }}\"\n          export PATH=${CONDA}/bin:${PATH}\n          export PYTHON_VERSION=\"${{ matrix.python_version }}\"\n          export SANITIZERS=\"${{ matrix.sanitizers }}\"\n          export SETUP_CONDA=\"${{ matrix.setup-conda }}\"\n          export TASK=\"${{ matrix.task }}\"\n          if [[ \"${{ matrix.os }}\" =~ ^macos ]]; then\n              export OS_NAME=\"macos\"\n          elif [[ \"${{ matrix.os }}\" == \"ubuntu-latest\" ]]; then\n              export OS_NAME=\"linux\"\n          fi\n          if [[ \"${{ matrix.container }}\" == \"ubuntu:22.04\" ]]; then\n            export DEBIAN_FRONTEND=noninteractive\n            export IN_UBUNTU_BASE_CONTAINER=\"true\"\n          fi\n          $GITHUB_WORKSPACE/.ci/setup.sh\n          $GITHUB_WORKSPACE/.ci/test.sh\n      - name: Setup and run tests on Windows\n        if: startsWith(matrix.os, 'windows')\n        shell: pwsh -command \". {0}\"\n        run: |\n          $env:BUILD_SOURCESDIRECTORY = $env:BUILD_DIRECTORY\n          $env:TASK = \"${{ matrix.task }}\"\n          & \"$env:GITHUB_WORKSPACE/.ci/test-windows.ps1\"\n  all-cpp-jobs-successful:\n    if: always()\n    runs-on: ubuntu-latest\n    needs:\n      - test\n    steps:\n      - name: Note that all tests succeeded\n        uses: re-actors/alls-green@05ac9388f0aebcb5727afa17fcccfecd6f8ec5fe  # v1.2.2\n        with:\n          jobs: ${{ toJSON(needs) }}\n"
  },
  {
    "path": ".github/workflows/cuda.yml",
    "content": "name: CUDA Version\n\non:\n  # Run manually by clicking a button in the UI\n  workflow_dispatch:\n\n# automatically cancel in-progress builds if another commit is pushed\nconcurrency:\n  group: ${{ github.workflow }}-${{ github.ref }}\n  cancel-in-progress: true\n\njobs:\n  test:\n    # yamllint disable-line rule:line-length\n    name: ${{ matrix.task }} ${{ matrix.cuda_version }} ${{ matrix.method }} (${{ matrix.linux_version }}, ${{ matrix.compiler }}, Python ${{ matrix.python_version }})\n    # yamllint disable-line rule:line-length\n    # ref: https://docs.github.com/en/actions/concepts/runners/about-larger-runners#specifications-for-gpu-larger-runners\n    runs-on: github-hosted-linux-gpu-amd64\n    container:\n      image: nvcr.io/nvidia/cuda:${{ matrix.cuda_version }}-devel-${{ matrix.linux_version }}\n      env:\n        CMAKE_BUILD_PARALLEL_LEVEL: 4\n        COMPILER: ${{ matrix.compiler }}\n        CONDA: /tmp/miniforge\n        DEBIAN_FRONTEND: noninteractive\n        METHOD: ${{ matrix.method }}\n        OS_NAME: linux\n        PYTHON_VERSION: ${{ matrix.python_version }}\n        TASK: ${{ matrix.task }}\n        SKBUILD_STRICT_CONFIG: true\n      options: --gpus all\n    timeout-minutes: 30\n    strategy:\n      fail-fast: false\n      matrix:\n        include:\n          - method: wheel\n            compiler: gcc\n            python_version: \"3.11\"\n            cuda_version: \"12.8.0\"\n            linux_version: \"ubuntu22.04\"\n            task: cuda\n          - method: source\n            compiler: gcc\n            python_version: \"3.13\"\n            cuda_version: \"12.2.2\"\n            linux_version: \"ubuntu22.04\"\n            task: cuda\n          - method: pip\n            compiler: clang\n            python_version: \"3.12\"\n            cuda_version: \"11.8.0\"\n            linux_version: \"ubuntu20.04\"\n            task: cuda\n    steps:\n      - name: Install latest git and sudo\n        run: |\n          apt-get update\n          apt-get install --no-install-recommends -y \\\n              ca-certificates \\\n              software-properties-common\n          add-apt-repository ppa:git-core/ppa -y\n          apt-get update\n          apt-get install --no-install-recommends -y \\\n              git \\\n              sudo\n      - name: Checkout repository\n        uses: actions/checkout@de0fac2e4500dabe0009e67214ff5f5447ce83dd  # v6.0.2\n        with:\n          fetch-depth: 5\n          persist-credentials: false\n          submodules: true\n      - name: Setup and run tests\n        run: |\n          export BUILD_ARTIFACTSTAGINGDIRECTORY=\"${{ github.workspace }}/artifacts\"\n          export BUILD_DIRECTORY=\"$GITHUB_WORKSPACE\"\n          export PATH=$CONDA/bin:$PATH\n\n          # check GPU usage\n          nvidia-smi\n\n          # build and test\n          $GITHUB_WORKSPACE/.ci/setup.sh\n          $GITHUB_WORKSPACE/.ci/test.sh\n  all-cuda-jobs-successful:\n    if: always()\n    runs-on: ubuntu-latest\n    needs: [test]\n    steps:\n      - name: Note that all tests succeeded\n        uses: re-actors/alls-green@05ac9388f0aebcb5727afa17fcccfecd6f8ec5fe  # v1.2.2\n        with:\n          jobs: ${{ toJSON(needs) }}\n"
  },
  {
    "path": ".github/workflows/lock.yml",
    "content": "name: 'Lock Inactive Threads'\n\non:\n  schedule:\n    # midnight UTC, every Wednesday, for Issues\n    - cron: '0 0 * * 3'\n    # midnight UTC, every Thursday, for PRs\n    - cron: '0 0 * * 4'\n  # allow manual triggering from GitHub UI\n  workflow_dispatch:\n\npermissions:\n  issues: write\n  pull-requests: write\n\nconcurrency:\n  group: lock\n\njobs:\n  action:\n    runs-on: ubuntu-latest\n    steps:\n      - uses: dessant/lock-threads@7266a7ce5c1df01b1c6db85bf8cd86c737dadbe7  # v6.0.0\n        with:\n          github-token: ${{ github.token }}\n          # after how many days of inactivity should a closed issue/PR be locked?\n          issue-inactive-days: '365'\n          pr-inactive-days: '365'\n          # do not close feature request issues...\n          # we close those but track them in https://github.com/lightgbm-org/LightGBM/issues/2302\n          exclude-any-issue-labels: 'feature request'\n          # what labels should be removed prior to locking?\n          remove-issue-labels: 'awaiting response,awaiting review,blocking,in progress'\n          remove-pr-labels: 'awaiting response,awaiting review,blocking,in progress'\n          # what message should be posted prior to locking?\n          issue-comment: >\n            This issue has been automatically locked\n            since there has not been any recent activity since it was closed.\n\n            To start a new related discussion,\n            open a new issue at https://github.com/lightgbm-org/LightGBM/issues\n            including a reference to this.\n          pr-comment: >\n            This pull request has been automatically locked\n            since there has not been any recent activity since it was closed.\n\n            To start a new related discussion,\n            open a new issue at https://github.com/lightgbm-org/LightGBM/issues\n            including a reference to this.\n          # what should the locking status be?\n          issue-lock-reason: 'resolved'\n          pr-lock-reason: 'resolved'\n          process-only: ${{ github.event.schedule == '0 0 * * 3' && 'issues' || 'prs' }}\n"
  },
  {
    "path": ".github/workflows/lychee.yml",
    "content": "name: Link checks\n\non:\n  # Run manually by clicking a button in the UI\n  workflow_dispatch:\n  # Run once a day at 8:00am UTC\n  schedule:\n    - cron: '0 8 * * *'\n\nenv:\n  COMPILER: gcc\n  OS_NAME: 'linux'\n  TASK: 'check-links'\n\njobs:\n  check-links:\n    timeout-minutes: 60\n    runs-on: ubuntu-latest\n    steps:\n      - name: Checkout repository\n        uses: actions/checkout@de0fac2e4500dabe0009e67214ff5f5447ce83dd  # v6.0.2\n        with:\n          fetch-depth: 5\n          persist-credentials: false\n          submodules: false\n      - name: Build docs\n        run: |\n          export CONDA=${HOME}/miniforge\n          export PATH=${CONDA}/bin:${HOME}/.local/bin:${PATH}\n          $GITHUB_WORKSPACE/.ci/setup.sh || exit 1\n          $GITHUB_WORKSPACE/.ci/build-docs.sh || exit 1\n      - name: Check links\n        uses: lycheeverse/lychee-action@8646ba30535128ac92d33dfc9133794bfdd9b411  # v2.8.0\n        with:\n          args: >-\n            --config=./docs/.lychee.toml\n            --\n            \"**/*.rst\"\n            \"**/*.md\"\n            \"./R-package/**/*.Rd\"\n            \"./docs/_build/html/*.html\"\n          fail: true\n          failIfEmpty: true\n"
  },
  {
    "path": ".github/workflows/no_response.yml",
    "content": "name: No Response Bot\n\npermissions:\n  issues: write\n  pull-requests: write\n\non:\n  issue_comment:\n    types: [created]\n  schedule:\n    # \"every day at 04:00 UTC\"\n    - cron: '0 4 * * *'\n\njobs:\n  noResponse:\n    runs-on: ubuntu-latest\n    steps:\n      - uses: lee-dohm/no-response@9bb0a4b5e6a45046f00353d5de7d90fb8bd773bb  # v0.5.0\n        with:\n          closeComment: >\n              This issue has been automatically closed\n              because it has been awaiting a response for too long.\n\n              When you have time to to work with the maintainers to resolve this issue,\n              please post a new comment and it will be re-opened.\n              If the issue has been locked for editing by the time you return to it,\n              please open a new issue and reference this one.\n\n              Thank you for taking the time to improve LightGBM!\n          daysUntilClose: 30\n          responseRequiredLabel: awaiting response\n          token: ${{ github.token }}\n"
  },
  {
    "path": ".github/workflows/optional_checks.yml",
    "content": "name: Optional checks\n\non:\n  pull_request:\n    branches:\n      - master\n\njobs:\n  all-optional-checks-successful:\n    timeout-minutes: 30\n    runs-on: ubuntu-latest\n    env:\n      GITHUB_TOKEN: ${{ github.token }}\n    steps:\n      - name: Checkout repository\n        uses: actions/checkout@de0fac2e4500dabe0009e67214ff5f5447ce83dd  # v6.0.2\n        with:\n          fetch-depth: 5\n          persist-credentials: false\n          submodules: false\n      - name: Check valgrind workflow\n        shell: bash\n        run: |\n            # ref: https://docs.github.com/en/actions/reference/workflows-and-actions/contexts#github-context\n            PR_BRANCH=\"${GITHUB_HEAD_REF:-${GITHUB_REF#refs/heads/}}\"\n            echo \"checking status for branch '${PR_BRANCH}'\"\n            ./.ci/check-workflow-status.sh \\\n                \"${PR_BRANCH}\" \\\n                'r_valgrind.yml' \\\n                ${{ github.event.number }}\n"
  },
  {
    "path": ".github/workflows/python_package.yml",
    "content": "name: Python-package\n\non:\n  push:\n    branches:\n      - master\n  pull_request:\n    branches:\n      - master\n\n# automatically cancel in-progress builds if another commit is pushed\nconcurrency:\n  group: ${{ github.workflow }}-${{ github.ref }}\n  cancel-in-progress: true\n\nenv:\n  # tell scripts where to put artifacts\n  # (this variable name is left over from when jobs ran on Azure DevOps)\n  BUILD_ARTIFACTSTAGINGDIRECTORY: '${{ github.workspace }}/artifacts'\n  # where repo sources are cloned to\n  BUILD_SOURCESDIRECTORY: '${{ github.workspace }}'\n  CMAKE_BUILD_PARALLEL_LEVEL: 4\n  # avoid interactive prompts in Debian-based distributions\n  DEBIAN_FRONTEND: noninteractive\n  # On runners using nvidia-container-runtime with Docker, ensure GPUs are available to running processes.\n  #\n  # ref: https://docs.nvidia.com/datacenter/cloud-native/container-toolkit/latest/docker-specialized.html\n  NVIDIA_VISIBLE_DEVICES: 'all'\n  SKBUILD_STRICT_CONFIG: true\n\njobs:\n  test-linux-aarch64:\n    name: bdist wheel (manylinux2014-arm, gcc, Python 3.13)\n    runs-on: ubuntu-24.04-arm\n    timeout-minutes: 60\n    steps:\n      - name: Checkout repository\n        uses: actions/checkout@de0fac2e4500dabe0009e67214ff5f5447ce83dd  # v6.0.2\n        with:\n          fetch-depth: 5\n          persist-credentials: false\n          submodules: true\n      - name: Setup and run tests\n        shell: bash\n        # this uses 'docker run' instead of just setting 'container:'\n        # because actions/checkout requires GLIBC 2.28 and that is too\n        # new for manylinux2014\n        env:\n          BUILD_DIRECTORY: /LightGBM\n        run: |\n          cat > ./docker-script.sh <<EOF\n          mkdir -p \\$BUILD_ARTIFACTSTAGINGDIRECTORY\n          export CONDA=\\$HOME/miniforge\n          export PATH=\\$CONDA/bin:\\$PATH\n          ${{ env.BUILD_DIRECTORY }}/.ci/setup.sh || exit 1\n          ${{ env.BUILD_DIRECTORY }}/.ci/test.sh || exit 1\n          EOF\n          IMAGE_URI=\"lightgbm/vsts-agent:manylinux2014_aarch64\"\n          docker pull \"${IMAGE_URI}\" || exit 1\n          docker run \\\n            --platform \"${PLATFORM}\" \\\n            --rm \\\n            --env BUILD_DIRECTORY=${{ env.BUILD_DIRECTORY }} \\\n            --env BUILD_ARTIFACTSTAGINGDIRECTORY=${{ env.BUILD_DIRECTORY }}/artifacts/ \\\n            --env COMPILER=gcc \\\n            --env METHOD=wheel \\\n            --env OS_NAME=linux \\\n            --env PRODUCES_ARTIFACTS=true \\\n            --env PYTHON_VERSION=\"3.13\" \\\n            --env TASK=bdist \\\n            -v \"${PWD}\":\"${{ env.BUILD_DIRECTORY }}\" \\\n            -w ${{ env.BUILD_DIRECTORY }} \\\n            \"${IMAGE_URI}\" \\\n            /bin/bash ./docker-script.sh\n      - name: Upload artifacts\n        uses: actions/upload-artifact@bbbca2ddaa5d8feaa63e36b76fdaad77386f024f  # v7.0.0\n        with:\n          name: linux-aarch64-wheel\n          path: artifacts/*.whl\n          if-no-files-found: error\n  test:\n    # yamllint disable-line rule:line-length\n    name: ${{ matrix.task }} ${{ matrix.method }} (${{ matrix.os-display-name || matrix.os }}, ${{ matrix.compiler }}, Python ${{ matrix.python_version }})\n    runs-on: ${{ matrix.os }}\n    container: ${{ matrix.container }}\n    timeout-minutes: 60\n    strategy:\n      fail-fast: false\n      matrix:\n        include:\n          - os: macos-15-intel\n            task: regular\n            compiler: gcc\n            python_version: '3.11'\n          - os: macos-15-intel\n            task: sdist\n            compiler: clang\n            python_version: '3.10'\n          - os: macos-15-intel\n            task: sdist\n            compiler: gcc\n            python_version: '3.12'\n          - os: macos-15-intel\n            task: bdist\n            method: wheel\n            compiler: gcc\n            python_version: '3.9'\n          - os: windows-2022\n            task: sdist\n            compiler: MSVC\n            python_version: '3.10'\n          - os: ubuntu-latest\n            container: &ubuntu_latest_image ubuntu:22.04\n            os-display-name: &ubuntu_latest_display_name 'ubuntu22.04'\n            task: regular\n            compiler: clang-17\n            python_version: '3.13'\n            in-ubuntu-base-container: 'true'\n          - os: ubuntu-latest\n            container: *ubuntu_latest_image\n            os-display-name: *ubuntu_latest_display_name\n            task: sdist\n            compiler: clang-17\n            python_version: '3.13'\n            in-ubuntu-base-container: 'true'\n          #########################\n          # OpenCL-based GPU jobs #\n          #########################\n          # clang-17 jobs are run on machines with actual GPUs because\n          # the package built with that compiler toolchain can't target the\n          # CPUs on GitHub's runners.\n          #\n          # ref: https://github.com/lightgbm-org/LightGBM/pull/7096/files#r2590879590\n          # TODO(jameslamb): restore these GPU jobs when we've clarified handling of GPU CI\n          #             ref: https://github.com/lightgbm-org/LightGBM/issues/7187\n          # - os: github-hosted-linux-gpu-amd64\n          #   container: nvcr.io/nvidia/cuda:12.9.1-devel-ubuntu22.04\n          #   os-display-name: ubuntu22.04-with-gpu\n          #   task: bdist\n          #   compiler: clang-17\n          #   method: wheel\n          #   python_version: '3.11'\n          #   in-ubuntu-base-container: 'true'\n          # - os: github-hosted-linux-gpu-amd64\n          #   container: nvcr.io/nvidia/cuda:12.9.1-devel-ubuntu22.04\n          #   os-display-name: ubuntu22.04-with-gpu\n          #   task: gpu\n          #   compiler: clang-17\n          #   method: source\n          #   python_version: '3.12'\n          #   in-ubuntu-base-container: 'true'\n          - os: ubuntu-latest\n            container: &manylinux_amd64_image lightgbm.azurecr.io/vsts-agent:manylinux_2_28_x86_64\n            os-display-name: &manylinux_amd64_display_name 'manylinux_2_28'\n            task: gpu\n            method: source\n            compiler: gcc\n            python_version: '3.13'\n            in-ubuntu-base-container: 'false'\n            setup-conda: 'false'\n          ############\n          # MPI jobs #\n          ############\n          - os: macos-15-intel\n            task: mpi\n            compiler: gcc\n            method: source\n            python_version: '3.12'\n          - os: macos-15-intel\n            task: mpi\n            compiler: gcc\n            method: pip\n            python_version: '3.13'\n          - os: macos-15-intel\n            task: mpi\n            compiler: gcc\n            method: wheel\n            python_version: '3.10'\n          - os: ubuntu-latest\n            container: *manylinux_amd64_image\n            os-display-name: *manylinux_amd64_display_name\n            task: mpi\n            compiler: gcc\n            method: source\n            python_version: '3.10'\n            in-ubuntu-base-container: 'false'\n            setup-conda: 'false'\n          - os: ubuntu-latest\n            container: *ubuntu_latest_image\n            os-display-name: *ubuntu_latest_display_name\n            task: mpi\n            compiler: clang-17\n            method: source\n            python_version: '3.13'\n            in-ubuntu-base-container: 'true'\n          - os: ubuntu-latest\n            container: *ubuntu_latest_image\n            os-display-name: *ubuntu_latest_display_name\n            task: mpi\n            compiler: clang-17\n            method: pip\n            python_version: '3.12'\n            in-ubuntu-base-container: 'true'\n          - os: ubuntu-latest\n            container: *ubuntu_latest_image\n            os-display-name: *ubuntu_latest_display_name\n            task: mpi\n            compiler: clang-17\n            method: wheel\n            python_version: '3.10'\n            in-ubuntu-base-container: 'true'\n          #####################\n          # jobs that create  #\n          # release artifacts #\n          #####################\n          - os: macos-15-intel\n            task: bdist\n            compiler: clang\n            method: wheel\n            produces-artifacts: 'true'\n            artifact-name: 'macosx-amd64-wheel'\n            python_version: '3.13'\n          - os: macos-14\n            task: bdist\n            compiler: clang\n            method: wheel\n            produces-artifacts: 'true'\n            artifact-name: 'macosx-arm64-wheel'\n            python_version: '3.11'\n          - os: macos-15-intel\n            task: regular\n            compiler: clang\n            produces-artifacts: 'true'\n            artifact-name: 'macosx-amd64-liblightgbm'\n            python_version: '3.11'\n          - os: ubuntu-latest\n            container: *manylinux_amd64_image\n            os-display-name: *manylinux_amd64_display_name\n            task: regular\n            compiler: gcc\n            python_version: '3.11'\n            in-ubuntu-base-container: 'false'\n            setup-conda: 'false'\n            produces-artifacts: 'true'\n            artifact-name: 'linux-amd64-liblightgbm'\n          - os: ubuntu-latest\n            container: *manylinux_amd64_image\n            os-display-name: *manylinux_amd64_display_name\n            task: bdist\n            compiler: gcc\n            method: wheel\n            python_version: '3.10'\n            in-ubuntu-base-container: 'false'\n            setup-conda: 'false'\n            produces-artifacts: 'true'\n            artifact-name: 'linux-amd64-wheel'\n          - os: ubuntu-latest\n            container: *manylinux_amd64_image\n            os-display-name: *manylinux_amd64_display_name\n            task: sdist\n            compiler: gcc\n            python_version: '3.9'\n            in-ubuntu-base-container: 'false'\n            setup-conda: 'false'\n            produces-artifacts: 'true'\n            artifact-name: 'sdist'\n          - os: windows-2022\n            task: bdist\n            compiler: MSVC\n            method: wheel\n            produces-artifacts: 'true'\n            artifact-name: 'windows-amd64-wheel'\n            python_version: '3.13'\n          - os: windows-2022\n            task: regular\n            compiler: MSVC\n            produces-artifacts: 'true'\n            artifact-name: 'windows-amd64-cli-and-liblightgbm'\n            python_version: '3.11'\n    steps:\n      - name: Install packages used by third-party actions\n        if: ${{ matrix.in-ubuntu-base-container == 'true' }}\n        shell: bash\n        run: |\n          apt-get update -y\n          apt-get install --no-install-recommends -y \\\n            ca-certificates \\\n            dirmngr \\\n            gpg \\\n            gpg-agent \\\n            software-properties-common \\\n            sudo\n          # install newest version of git\n          # ref:\n          #     - https://unix.stackexchange.com/a/170831/550004\n          #     - https://git-scm.com/download/linux\n          add-apt-repository ppa:git-core/ppa -y\n          apt-get update -y\n          apt-get install --no-install-recommends -y \\\n            git\n      - name: Trust git cloning LightGBM\n        if: startsWith(matrix.os, 'ubuntu')\n        run: |\n          git config --global --add safe.directory \"${GITHUB_WORKSPACE}\"\n      - name: Checkout repository\n        uses: actions/checkout@de0fac2e4500dabe0009e67214ff5f5447ce83dd  # v6.0.2\n        with:\n          fetch-depth: 5\n          persist-credentials: false\n          submodules: true\n      - name: Setup and run tests on Linux and macOS\n        if: startsWith(matrix.os, 'macos') || startsWith(matrix.os, 'ubuntu') || endsWith(matrix.os, 'gpu-amd64')\n        shell: bash\n        run: |\n          export COMPILER=\"${{ matrix.compiler }}\"\n          export IN_UBUNTU_BASE_CONTAINER=\"${{ matrix.in-ubuntu-base-container }}\"\n          export SETUP_CONDA=\"${{ matrix.setup-conda }}\"\n          export TASK=\"${{ matrix.task }}\"\n          export METHOD=\"${{ matrix.method }}\"\n          if [[ \"${{ matrix.os }}\" =~ ^macos ]]; then\n              export OS_NAME=\"macos\"\n          elif \\\n            [[ \"${{ matrix.os }}\" == \"ubuntu-latest\" ]] \\\n            || [[ \"${{ matrix.os }}\" == \"github-hosted-linux-gpu-amd64\" ]];\n          then\n              export OS_NAME=\"linux\"\n              export PATH=\"/usr/lib64/openmpi/bin:${PATH}\"\n          fi\n          export PYTHON_VERSION=\"${{ matrix.python_version }}\"\n          export BUILD_DIRECTORY=\"$GITHUB_WORKSPACE\"\n          # some pre-built images already have 'CONDA' set\n          if [[ -z \"${CONDA:-}\" ]]; then\n            export CONDA=${HOME}/miniforge\n          fi\n          export PATH=${CONDA}/bin:${PATH}\n          export PRODUCES_ARTIFACTS=\"${{ matrix.produces-artifacts }}\"\n          $GITHUB_WORKSPACE/.ci/setup.sh || exit 1\n          $GITHUB_WORKSPACE/.ci/test.sh || exit 1\n      - name: Install OpenCL on Windows\n        if: startsWith(matrix.os, 'windows') && (matrix.task == 'bdist')\n        shell: pwsh -command \". {0}\"\n        run: |\n          & \"$env:GITHUB_WORKSPACE/.ci/install-opencl.ps1\"\n      # 'conda init powershell' needs to be run in a separate process\n      # ref: https://docs.conda.io/projects/conda/en/stable/dev-guide/deep-dives/activation.html\n      - name: Initialize conda on Windows\n        if: startsWith(matrix.os, 'windows')\n        shell: pwsh -command \". {0}\"\n        run: |\n          $env:PATH = \"$env:CONDA/Scripts;$env:PATH\"\n          conda init powershell\n      - name: Setup and run tests on Windows\n        if: startsWith(matrix.os, 'windows')\n        shell: pwsh -command \". {0}\"\n        run: |\n          $env:COMPILER = \"${{ matrix.compiler }}\"\n          $env:METHOD = \"${{ matrix.method }}\"\n          $env:PRODUCES_ARTIFACTS = \"${{ matrix.produces-artifacts }}\"\n          $env:PYTHON_VERSION = \"${{ matrix.python_version }}\"\n          $env:TASK = \"${{ matrix.task }}\"\n          & \"$env:GITHUB_WORKSPACE/.ci/test-windows.ps1\"\n      - name: Upload artifacts\n        if: ${{ matrix.produces-artifacts == 'true' }}\n        uses: actions/upload-artifact@bbbca2ddaa5d8feaa63e36b76fdaad77386f024f  # v7.0.0\n        with:\n          name: ${{ matrix.artifact-name }}\n          path: |\n            artifacts/*.dll\n            artifacts/*.dylib\n            artifacts/*.exe\n            artifacts/*.so\n            artifacts/*.tar.gz\n            artifacts/*.whl\n          if-no-files-found: error\n  create-nuget:\n    name: NuGet package\n    runs-on: ubuntu-latest\n    timeout-minutes: 30\n    needs: [test]\n    steps:\n      - name: Checkout repository\n        uses: actions/checkout@de0fac2e4500dabe0009e67214ff5f5447ce83dd  # v6.0.2\n        with:\n          fetch-depth: 5\n          persist-credentials: false\n          submodules: false\n      - name: Download lib_lightgbm (all operating systems) and Windows CLI\n        uses: actions/download-artifact@70fc10c6e5e1ce46ad2ea6f2b72d43f7d47b13c3  # v8.0.0\n        with:\n          merge-multiple: true\n          path: ${{ env.BUILD_ARTIFACTSTAGINGDIRECTORY }}\n          pattern: '*amd64*-liblightgbm'\n          run-id: ${{ github.run_id }}\n      - name: Setup NuGet CLI\n        uses: NuGet/setup-nuget@323ab0502cd38fdc493335025a96c8fdb0edc71f  # v2.0.1\n      # ref: https://github.com/NuGet/setup-nuget/issues/168\n      - name: Setup mono\n        run: |\n          sudo apt-get update -y\n          sudo apt-get install --no-install-recommends -y \\\n            mono-devel\n      - name: Create NuGet package\n        run: |\n          python .ci/create-nuget.py \"${{ env.BUILD_ARTIFACTSTAGINGDIRECTORY }}\"\n          nuget pack \\\n            $(pwd)/.ci/nuget/LightGBM.nuspec \\\n            -NonInteractive \\\n            -Verbosity detailed \\\n            -OutputDirectory \"${{ env.BUILD_ARTIFACTSTAGINGDIRECTORY }}\"\n      - name: Upload artifacts\n        uses: actions/upload-artifact@bbbca2ddaa5d8feaa63e36b76fdaad77386f024f  # v7.0.0\n        with:\n          name: nuget-package\n          path: artifacts/*.nupkg\n          if-no-files-found: error\n\n  test-latest-versions:\n    name: Python - latest versions (manylinux_2_28)\n    runs-on: ubuntu-latest\n    timeout-minutes: 60\n    steps:\n      - name: Checkout repository\n        uses: actions/checkout@de0fac2e4500dabe0009e67214ff5f5447ce83dd  # v6.0.2\n        with:\n          fetch-depth: 5\n          persist-credentials: false\n          submodules: true\n      - name: Create wheel\n        run: |\n          docker run \\\n            --rm \\\n            --env CMAKE_BUILD_PARALLEL_LEVEL=${{ env.CMAKE_BUILD_PARALLEL_LEVEL }} \\\n            -v $(pwd):/opt/lgb-build \\\n            -w /opt/lgb-build \\\n            lightgbm/vsts-agent:manylinux_2_28_x86_64 \\\n            /bin/bash -c 'PATH=/opt/miniforge/bin:$PATH sh ./build-python.sh bdist_wheel --nomp'\n      - name: Test compatibility\n        run: |\n          docker run \\\n            --rm \\\n            -v $(pwd):/opt/lgb-build \\\n            -w /opt/lgb-build \\\n            python:3.13 \\\n            /bin/bash ./.ci/test-python-latest.sh\n  test-old-versions:\n    name: Python - oldest supported versions (manylinux_2_28, Python ${{ matrix.python_version }})\n    runs-on: ubuntu-latest\n    timeout-minutes: 60\n    strategy:\n      fail-fast: false\n      matrix:\n        # This should always include at least the oldest\n        # not-yet-end-of-life Python version\n        python_version:\n          - '3.9'\n    steps:\n      - name: Checkout repository\n        uses: actions/checkout@de0fac2e4500dabe0009e67214ff5f5447ce83dd  # v6.0.2\n        with:\n          fetch-depth: 5\n          persist-credentials: false\n          submodules: true\n      - name: Create wheel\n        run: |\n          docker run \\\n            --rm \\\n            --env CMAKE_BUILD_PARALLEL_LEVEL=${{ env.CMAKE_BUILD_PARALLEL_LEVEL }} \\\n            -v $(pwd):/opt/lgb-build \\\n            -w /opt/lgb-build \\\n            lightgbm/vsts-agent:manylinux_2_28_x86_64 \\\n            /bin/bash -c 'PATH=/opt/miniforge/bin:$PATH sh ./build-python.sh bdist_wheel --nomp'\n      - name: Test compatibility\n        run: |\n          docker run \\\n            --rm \\\n            -v $(pwd):/opt/lgb-build \\\n            -w /opt/lgb-build \\\n            python:${{ matrix.python_version }} \\\n            /bin/bash ./.ci/test-python-oldest.sh\n  all-python-package-jobs-successful:\n    if: always()\n    runs-on: ubuntu-latest\n    needs:\n      - test-latest-versions\n      - test\n      - test-linux-aarch64\n      - test-old-versions\n    steps:\n      - name: Note that all tests succeeded\n        uses: re-actors/alls-green@05ac9388f0aebcb5727afa17fcccfecd6f8ec5fe  # v1.2.2\n        with:\n          jobs: ${{ toJSON(needs) }}\n"
  },
  {
    "path": ".github/workflows/r_configure.yml",
    "content": "name: R generate configure\n\non:\n  workflow_dispatch:\n    inputs:\n      pr-branch:\n        type: string\n        description: |\n          Branch in lightgbm-org/LightGBM to update.\n\npermissions:\n  actions: none\n  checks: none\n  contents: write\n  deployments: none\n  discussions: none\n  id-token: write\n  issues: none\n  packages: none\n  pages: none\n  pull-requests: read\n  repository-projects: none\n  security-events: none\n  statuses: none\n\njobs:\n  r-configure:\n    name: r-configure\n    timeout-minutes: 60\n    runs-on: ubuntu-latest\n    container: \"ubuntu:22.04\"\n    steps:\n      - name: Install essential software before checkout\n        run: |\n          apt-get update\n          apt-get install --no-install-recommends -y \\\n            ca-certificates \\\n            git\n      - name: Trust git cloning LightGBM\n        run: |\n          git config --global --add safe.directory \"${GITHUB_WORKSPACE}\"\n      - name: Checkout repository\n        uses: actions/checkout@de0fac2e4500dabe0009e67214ff5f5447ce83dd  # v6.0.2\n        with:\n          fetch-depth: 5\n          submodules: false\n          repository: lightgbm-org/LightGBM\n          ref: \"refs/heads/${{ inputs.pr-branch }}\"\n          token: ${{ github.token }}\n          persist-credentials: true\n      - name: Update configure\n        shell: bash\n        run: ./R-package/recreate-configure.sh || exit 1\n      - name: Push changes\n        run: |\n          # source for this user and email: https://github.com/orgs/community/discussions/160496\n          git config --global user.name \"github-actions[bot]\"\n          git config --global user.email \"github-actions[bot]@users.noreply.github.com\"\n          git add \"./R-package/configure\"\n          git commit --allow-empty -m \"Auto-update configure\"\n          git push\n"
  },
  {
    "path": ".github/workflows/r_package.yml",
    "content": "name: R-package\n\non:\n  push:\n    branches:\n      - master\n  pull_request:\n    branches:\n      - master\n\n# automatically cancel in-progress builds if another commit is pushed\nconcurrency:\n  group: ${{ github.workflow }}-${{ github.ref }}\n  cancel-in-progress: true\n\nenv:\n  # tell scripts where to put artifacts\n  # (this variable name is left over from when jobs ran on Azure DevOps)\n  BUILD_ARTIFACTSTAGINGDIRECTORY: '${{ github.workspace }}/artifacts'\n  # in CMake-driven builds, parallelize compilation\n  CMAKE_BUILD_PARALLEL_LEVEL: 4\n  # on Debian-based images, avoid interactive prompts\n  DEBIAN_FRONTEND: noninteractive\n  # Fix issues like the following that can show up running 'R CMD check' on\n  # specific clang versions:\n  #\n  #   * checking for detritus in the temp directory ... NOTE\n  #   Found the following files/directories:\n  #     ‘dsymutil-63923a’ ‘dsymutil-9aa721’ ‘dsymutil-b7e1bb’\n  #\n  # These are unlikely to show up in CRAN's checks. They come from\n  # 'dsymutil ---gen-reproducer' being run (not something LightGBM explicitly does).\n  #\n  # ref:\n  #   - https://github.com/llvm/llvm-project/issues/61920\n  #   - https://github.com/golang/go/issues/59026#issuecomment-1520487072\n  DSYMUTIL_REPRODUCER_PATH: /dev/null\n  # parallelize compilation (extra important for Linux, where CRAN doesn't supply pre-compiled binaries)\n  MAKEFLAGS: \"-j4\"\n  # hack to get around this:\n  # https://stat.ethz.ch/pipermail/r-package-devel/2020q3/005930.html\n  _R_CHECK_SYSTEM_CLOCK_: 0\n  # ignore R CMD CHECK NOTE checking how long it has\n  # been since the last submission\n  _R_CHECK_CRAN_INCOMING_REMOTE_: 0\n  # CRAN ignores the \"installed size is too large\" NOTE,\n  # so our CI can too. Setting to a large value here just\n  # to catch extreme problems\n  _R_CHECK_PKG_SIZES_THRESHOLD_: 100\n\njobs:\n  test:\n    # yamllint disable-line rule:line-length\n    name: ${{ matrix.task }} (${{ matrix.os-display-name || matrix.os }}, ${{ matrix.compiler }}, R ${{ matrix.r_version }}, ${{ matrix.build_type }})\n    runs-on: ${{ matrix.os }}\n    container: ${{ matrix.container }}\n    timeout-minutes: 60\n    strategy:\n      fail-fast: false\n      matrix:\n        include:\n          ################\n          # CMake builds #\n          ################\n          - os: ubuntu-latest\n            task: r-package\n            compiler: gcc\n            r_version: 4.3\n            build_type: cmake\n            container: 'ubuntu:22.04'\n            os-display-name: 'ubuntu22.04'\n          - os: ubuntu-latest\n            task: r-package\n            compiler: clang\n            r_version: 4.3\n            build_type: cmake\n            container: 'ubuntu:22.04'\n            os-display-name: 'ubuntu22.04'\n          - os: macos-15-intel\n            task: r-package\n            compiler: gcc\n            r_version: 4.3\n            build_type: cmake\n            container: null\n          - os: macos-15-intel\n            task: r-package\n            compiler: clang\n            r_version: 4.3\n            build_type: cmake\n            container: null\n          - os: windows-latest\n            task: r-package\n            compiler: MINGW\n            toolchain: MSYS\n            r_version: 4.3\n            build_type: cmake\n            container: null\n          # Visual Studio 2022\n          - os: windows-2022\n            task: r-package\n            compiler: MSVC\n            toolchain: MSVC\n            r_version: 4.3\n            build_type: cmake\n            container: null\n          ###############\n          # CRAN builds #\n          ###############\n          - os: windows-latest\n            task: r-package\n            compiler: MINGW\n            toolchain: MSYS\n            r_version: 4.3\n            build_type: cran\n            container: null\n          - os: ubuntu-latest\n            task: r-package\n            compiler: gcc\n            r_version: 4.3\n            build_type: cran\n            container: 'ubuntu:22.04'\n            os-display-name: 'ubuntu22.04'\n            produces-artifacts: 'true'\n            artifact-name: r-cran-package\n          - os: macos-15-intel\n            task: r-package\n            compiler: clang\n            r_version: 4.3\n            build_type: cran\n            container: null\n          # macos-14 = arm64\n          - os: macos-14\n            task: r-package\n            compiler: clang\n            r_version: 4.3\n            build_type: cran\n            container: null\n    steps:\n      - name: Prevent conversion of line endings on Windows\n        if: startsWith(matrix.os, 'windows')\n        shell: pwsh\n        run: git config --global core.autocrlf false\n      - name: Install packages used by third-party actions\n        if: startsWith(matrix.os, 'ubuntu')\n        shell: bash\n        run: |\n          apt-get update -y\n          apt-get install --no-install-recommends -y \\\n            ca-certificates \\\n            dirmngr \\\n            gpg \\\n            gpg-agent \\\n            software-properties-common \\\n            sudo\n          # install newest version of git\n          # ref:\n          #     - https://unix.stackexchange.com/a/170831/550004\n          #     - https://git-scm.com/download/linux\n          add-apt-repository ppa:git-core/ppa -y\n          apt-get update -y\n          apt-get install --no-install-recommends -y \\\n            git\n      - name: Trust git cloning LightGBM\n        if: startsWith(matrix.os, 'ubuntu')\n        run: |\n          git config --global --add safe.directory \"${GITHUB_WORKSPACE}\"\n      - name: Checkout repository\n        uses: actions/checkout@de0fac2e4500dabe0009e67214ff5f5447ce83dd  # v6.0.2\n        with:\n          fetch-depth: 5\n          persist-credentials: false\n          submodules: true\n      - name: Install pandoc\n        uses: r-lib/actions/setup-pandoc@6f6e5bc62fba3a704f74e7ad7ef7676c5c6a2590  # v2.11.4\n      - name: Install tinytex\n        if: startsWith(matrix.os, 'windows')\n        uses: r-lib/actions/setup-tinytex@6f6e5bc62fba3a704f74e7ad7ef7676c5c6a2590  # v2.11.4\n        env:\n          CTAN_MIRROR: https://ctan.math.illinois.edu/systems/win32/miktex\n          TINYTEX_INSTALLER: TinyTeX\n      - name: Setup and run tests on Linux and macOS\n        if: startsWith(matrix.os, 'macos') || startsWith(matrix.os, 'ubuntu')\n        shell: bash\n        run: |\n          export TASK=\"${{ matrix.task }}\"\n          export COMPILER=\"${{ matrix.compiler }}\"\n          if [[ \"${{ matrix.os }}\" =~ ^macos ]]; then\n              export OS_NAME=\"macos\"\n          elif [[ \"${{ matrix.os }}\" == \"ubuntu-latest\" ]]; then\n              export OS_NAME=\"linux\"\n              export IN_UBUNTU_BASE_CONTAINER=\"true\"\n          fi\n          export BUILD_DIRECTORY=\"$GITHUB_WORKSPACE\"\n          export LGB_VER=$(head -n 1 \"${BUILD_DIRECTORY}/VERSION.txt\")\n          export PRODUCES_ARTIFACTS=\"${{ matrix.produces-artifacts }}\"\n          export R_VERSION=\"${{ matrix.r_version }}\"\n          export R_BUILD_TYPE=\"${{ matrix.build_type }}\"\n          $GITHUB_WORKSPACE/.ci/setup.sh\n          $GITHUB_WORKSPACE/.ci/test.sh\n      - name: Setup and run tests on Windows\n        if: startsWith(matrix.os, 'windows')\n        shell: pwsh -command \". {0}\"\n        run: |\n          $env:BUILD_SOURCESDIRECTORY = $env:GITHUB_WORKSPACE\n          $env:LGB_VER = (Get-Content -TotalCount 1 $env:BUILD_SOURCESDIRECTORY\\VERSION.txt).trim().replace('rc', '-')\n          $env:TOOLCHAIN = \"${{ matrix.toolchain }}\"\n          $env:R_VERSION = \"${{ matrix.r_version }}\"\n          $env:R_BUILD_TYPE = \"${{ matrix.build_type }}\"\n          $env:COMPILER = \"${{ matrix.compiler }}\"\n          $env:TASK = \"${{ matrix.task }}\"\n          & \"$env:GITHUB_WORKSPACE/.ci/test-windows.ps1\"\n      - name: Upload artifacts\n        if: ${{ matrix.produces-artifacts == 'true' }}\n        uses: actions/upload-artifact@bbbca2ddaa5d8feaa63e36b76fdaad77386f024f  # v7.0.0\n        with:\n          name: ${{ matrix.artifact-name }}\n          path: ${{ env.BUILD_ARTIFACTSTAGINGDIRECTORY }}/*.tar.gz\n          if-no-files-found: error\n  test-r-sanitizers:\n    name: r-sanitizers (ubuntu-latest, R-devel, ${{ matrix.compiler }} ASAN/UBSAN)\n    timeout-minutes: 60\n    runs-on: ubuntu-latest\n    container: wch1/r-debug\n    strategy:\n      fail-fast: false\n      matrix:\n        include:\n          - r_customization: san\n            compiler: gcc\n          - r_customization: csan\n            compiler: clang\n    steps:\n      - name: Trust git cloning LightGBM\n        run: |\n          git config --global --add safe.directory \"${GITHUB_WORKSPACE}\"\n      - name: Checkout repository\n        uses: actions/checkout@de0fac2e4500dabe0009e67214ff5f5447ce83dd  # v6.0.2\n        with:\n          fetch-depth: 5\n          persist-credentials: false\n          submodules: true\n      - name: Install packages\n        shell: bash\n        run: |\n          RDscript${{ matrix.r_customization }} ./.ci/install-r-deps.R --build --test\n          sh build-cran-package.sh --r-executable=RD${{ matrix.r_customization }}\n          RD${{ matrix.r_customization }} CMD INSTALL lightgbm_*.tar.gz || exit 1\n      - name: Run tests with sanitizers\n        shell: bash\n        run: |\n          cd R-package/tests\n          exit_code=0\n          RDscript${{ matrix.r_customization }} testthat.R >> tests.log 2>&1 || exit_code=-1\n          cat ./tests.log\n          exit ${exit_code}\n  test-r-extra-checks:\n    name: r-package (${{ matrix.image }}, R-devel)\n    timeout-minutes: 60\n    strategy:\n      fail-fast: false\n      matrix:\n        # references:\n        #   * CRAN \"additional checks\": https://cran.r-project.org/web/checks/check_issue_kinds.html\n        #   * images: https://r-hub.github.io/containers/containers.html\n        image:\n          - clang16\n          - clang17\n          - clang18\n          - clang19\n          - clang20\n          - gcc14\n          - intel\n          - rchk\n    runs-on: ubuntu-latest\n    container: ghcr.io/r-hub/containers/${{ matrix.image }}:latest\n    steps:\n      - name: Checkout repository\n        uses: actions/checkout@de0fac2e4500dabe0009e67214ff5f5447ce83dd  # v6.0.2\n        with:\n          fetch-depth: 5\n          persist-credentials: false\n          submodules: true\n      - name: Install pandoc\n        uses: r-lib/actions/setup-pandoc@6f6e5bc62fba3a704f74e7ad7ef7676c5c6a2590  # v2.11.4\n      - name: Install LaTeX\n        shell: bash\n        run: |\n          if type -f apt 2>&1 > /dev/null; then\n            apt-get update\n            apt-get install --no-install-recommends -y \\\n                devscripts \\\n                texinfo \\\n                texlive-latex-extra \\\n                texlive-latex-recommended \\\n                texlive-fonts-recommended \\\n                texlive-fonts-extra \\\n                tidy \\\n                qpdf\n          else\n            yum update -y\n            yum install -y \\\n                devscripts \\\n                qpdf \\\n                texinfo \\\n                texinfo-tex \\\n                texlive-latex \\\n                tidy\n          fi\n      - name: Install packages and run tests\n        shell: bash\n        run: |\n          Rscript ./.ci/install-r-deps.R --build --test --exclude=testthat\n          sh build-cran-package.sh\n\n          # 'rchk' isn't run through 'R CMD check', use the approach documented at\n          # https://r-hub.github.io/containers/local.html\n          if [[ \"${{ matrix.image }}\" =~ \"rchk\" ]]; then\n            r-check \"$(pwd)\" \\\n            | tee ./rchk-logs.txt 2>&1\n\n            # the '-v' exceptions below are from R/rchk itself and not LightGBM:\n            # https://github.com/kalibera/rchk/issues/22#issuecomment-656036156\n            if grep -E '\\[PB\\]|ERROR' ./rchk-logs.txt \\\n               | grep -v 'too many states' \\\n               > /dev/null; \\\n            then\n                echo \"rchk found issues\"\n                exit 1\n            else\n                echo \"rchk did not find any issues\"\n                exit 0\n            fi\n          fi\n\n          # 'testthat' is not needed by 'rchk', so avoid installing it until here\n          Rscript -e \"install.packages('testthat', repos = 'https://cran.rstudio.com', Ncpus = parallel::detectCores())\"\n\n          if [[ \"${{ matrix.image }}\" =~ \"clang\" ]]; then\n            # allowing the following NOTEs (produced by default in the clang images):\n            #\n            #   * checking compilation flags used ... NOTE\n            #       Compilation used the following non-portable flag(s):\n            #       ‘-Wp,-D_FORTIFY_SOURCE=3’\n            #\n            # even though CRAN itself sets that:\n            # https://www.stats.ox.ac.uk/pub/bdr/Rconfig/r-devel-linux-x86_64-fedora-clang\n            #\n            declare -i allowed_notes=1\n          else\n            declare -i allowed_notes=0\n          fi\n\n          bash .ci/run-r-cmd-check.sh \\\n            \"$(echo lightgbm_$(head -1 VERSION.txt).tar.gz)\" \\\n            \"${allowed_notes}\"\n  all-r-package-jobs-successful:\n    if: always()\n    runs-on: ubuntu-latest\n    needs: [test, test-r-sanitizers, test-r-extra-checks]\n    steps:\n      - name: Note that all tests succeeded\n        uses: re-actors/alls-green@05ac9388f0aebcb5727afa17fcccfecd6f8ec5fe  # v1.2.2\n        with:\n          jobs: ${{ toJSON(needs) }}\n"
  },
  {
    "path": ".github/workflows/r_valgrind.yml",
    "content": "name: R valgrind tests\n\n# 'run-name' is used here to distinguish in the API between different runs from forks.\n#\n# When this was added, it was the only way to feed workflow inputs into something that\n# would show up in the output of 'gh run list'.\n#\n# See https://github.com/orgs/community/discussions/73223#discussioncomment-11862624\nrun-name: R valgrind tests (pr=${{ inputs.pr-number }})\n\non:\n  workflow_dispatch:\n    inputs:\n      pr-branch:\n        type: string\n        description: |\n          Branch the PR was submitted from.\n          Branches from forks should be prefixed with the user/org they originate from,\n          like '{user}:{branch}'.\n      pr-number:\n        type: string\n        description: Pull request ID, found in the PR URL.\n\npermissions:\n  actions: write\n  checks: write\n  contents: read\n  deployments: none\n  discussions: none\n  id-token: write\n  issues: none\n  packages: none\n  pages: none\n  pull-requests: write\n  repository-projects: none\n  security-events: none\n  statuses: write\n\njobs:\n  test-r-valgrind:\n    name: r-package (ubuntu-latest, R-devel, valgrind)\n    timeout-minutes: 360\n    runs-on: ubuntu-latest\n    container: wch1/r-debug\n    env:\n      GITHUB_TOKEN: ${{ github.token }}\n    steps:\n      - name: Install essential software before checkout\n        shell: bash\n        run: |\n          apt-get update\n          apt-get install --no-install-recommends -y \\\n            curl \\\n            jq\n      - name: Install GitHub CLI\n        run: |\n          GH_CLI_VERSION=\"2.83.0\"\n          curl \\\n            --fail \\\n            -O \\\n            -L \\\n            https://github.com/cli/cli/releases/download/v${GH_CLI_VERSION}/gh_${GH_CLI_VERSION}_linux_amd64.tar.gz\n          tar -xvf ./gh_${GH_CLI_VERSION}_linux_amd64.tar.gz\n          mv ./gh_${GH_CLI_VERSION}_linux_amd64/bin/gh /usr/local/bin/\n      - name: Trust git cloning LightGBM\n        run: |\n          git config --global --add safe.directory \"${GITHUB_WORKSPACE}\"\n      - name: Checkout repository\n        uses: actions/checkout@de0fac2e4500dabe0009e67214ff5f5447ce83dd  # v6.0.2\n        with:\n          fetch-depth: 5\n          submodules: true\n          persist-credentials: false\n          repository: lightgbm-org/LightGBM\n          ref: \"refs/pull/${{ inputs.pr-number }}/merge\"\n      - name: Run tests with valgrind\n        shell: bash\n        run: ./.ci/test-r-package-valgrind.sh\n      - name: Send final status\n        if: ${{ always() }}\n        run: |\n          $GITHUB_WORKSPACE/.ci/set-commit-status.sh \\\n            \"${{ github.workflow }}\" \\\n            \"${{ job.status }}\" \\\n            \"${{ github.sha }}\"\n          comment=\"Workflow **${{ github.workflow }}** has been triggered! 🚀\\r\\n\"\n          comment=\"${comment}\\r\\n${GITHUB_SERVER_URL}/lightgbm-org/LightGBM/actions/runs/${GITHUB_RUN_ID} \\r\\n\"\n          comment=\"${comment}\\r\\nStatus: ${{ job.status }}\"\n          $GITHUB_WORKSPACE/.ci/append-comment.sh \\\n            \"${{ inputs.pr-number }}\" \\\n            \"${comment}\"\n      - name: Rerun workflow-indicator\n        if: ${{ always() }}\n        run: |\n          bash $GITHUB_WORKSPACE/.ci/rerun-workflow.sh \\\n            \"optional_checks.yml\" \\\n            \"${{ inputs.pr-branch }}\" \\\n            || true\n"
  },
  {
    "path": ".github/workflows/release_drafter.yml",
    "content": "name: Release Drafter\n\npermissions:\n  contents: read\n\non:\n  push:\n    branches:\n      - master\n\njobs:\n  updateReleaseDraft:\n    permissions:\n      contents: write\n      pull-requests: read\n    runs-on: ubuntu-latest\n    steps:\n      - uses: release-drafter/release-drafter@6a93d829887aa2e0748befe2e808c66c0ec6e4c7  # v6.4.0\n        with:\n          config-name: release-drafter.yml\n          disable-autolabeler: true\n        env:\n          GITHUB_TOKEN: ${{ github.token }}\n"
  },
  {
    "path": ".github/workflows/static_analysis.yml",
    "content": "# contains non-functional tests, like checks on docs\n# and code style\nname: Static Analysis\n\non:\n  push:\n    branches:\n      - master\n  pull_request:\n    branches:\n      - master\n\n# automatically cancel in-progress builds if another commit is pushed\nconcurrency:\n  group: ${{ github.workflow }}-${{ github.ref }}\n  cancel-in-progress: true\n\nenv:\n  COMPILER: 'gcc'\n  MAKEFLAGS: '-j4'\n  OS_NAME: 'linux'\n\njobs:\n  lint:\n    name: lint\n    runs-on: ubuntu-latest\n    timeout-minutes: 60\n    steps:\n      - name: Checkout repository\n        uses: actions/checkout@de0fac2e4500dabe0009e67214ff5f5447ce83dd  # v6.0.2\n        with:\n          fetch-depth: 5\n          persist-credentials: false\n          submodules: false\n      - name: Setup and run tests\n        shell: bash\n        run: |\n          export TASK=lint\n          export CONDA=${HOME}/miniforge\n          export PATH=${CONDA}/bin:$HOME/.local/bin:${PATH}\n          $GITHUB_WORKSPACE/.ci/setup.sh || exit 1\n          $GITHUB_WORKSPACE/.ci/lint-all.sh || exit 1\n  check-docs:\n    name: check-docs\n    runs-on: ubuntu-latest\n    timeout-minutes: 60\n    steps:\n      - name: Checkout repository\n        uses: actions/checkout@de0fac2e4500dabe0009e67214ff5f5447ce83dd  # v6.0.2\n        with:\n          fetch-depth: 5\n          persist-credentials: false\n          submodules: false\n      - name: Setup and run tests\n        shell: bash\n        run: |\n          export TASK=check-docs\n          export CONDA=${HOME}/miniforge\n          export PATH=${CONDA}/bin:$HOME/.local/bin:${PATH}\n          $GITHUB_WORKSPACE/.ci/setup.sh || exit 1\n          $GITHUB_WORKSPACE/.ci/build-docs.sh || exit 1\n  r-check-docs:\n    name: r-package-check-docs\n    timeout-minutes: 60\n    runs-on: ubuntu-latest\n    container: rocker/verse\n    steps:\n      - name: Trust git cloning LightGBM\n        run: |\n          git config --global --add safe.directory \"${GITHUB_WORKSPACE}\"\n      - name: Checkout repository\n        uses: actions/checkout@de0fac2e4500dabe0009e67214ff5f5447ce83dd  # v6.0.2\n        with:\n          fetch-depth: 5\n          persist-credentials: false\n          submodules: true\n      - name: Install packages\n        shell: bash\n        run: |\n          Rscript ./.ci/install-r-deps.R --build --include=roxygen2\n          sh build-cran-package.sh || exit 1\n          R CMD INSTALL --with-keep.source lightgbm_*.tar.gz || exit 1\n      - name: Test documentation\n        shell: bash --noprofile --norc {0}\n        run: |\n          Rscript --vanilla -e \"roxygen2::roxygenize('R-package/', load = 'installed')\" || exit 1\n          num_doc_files_changed=$(\n              git diff --name-only | grep --count -E \"\\.Rd|NAMESPACE\"\n          )\n          if [[ ${num_doc_files_changed} -gt 0 ]]; then\n              echo \"Some R documentation files have changed. Please re-generate them and commit those changes.\"\n              echo \"\"\n              echo \"    sh build-cran-package.sh\"\n              echo \"    R CMD INSTALL --with-keep.source lightgbm_*.tar.gz\"\n              echo \"    Rscript -e \\\"roxygen2::roxygenize('R-package/', load = 'installed')\\\"\"\n              echo \"\"\n              exit 1\n          fi\n  all-static-analysis-jobs-successful:\n    if: always()\n    runs-on: ubuntu-latest\n    needs: [lint, check-docs, r-check-docs]\n    steps:\n      - name: Note that all tests succeeded\n        uses: re-actors/alls-green@05ac9388f0aebcb5727afa17fcccfecd6f8ec5fe  # v1.2.2\n        with:\n          jobs: ${{ toJSON(needs) }}\n"
  },
  {
    "path": ".github/workflows/swig.yml",
    "content": "name: SWIG\n\non:\n  push:\n    branches:\n      - master\n  pull_request:\n    branches:\n      - master\n\n# automatically cancel in-progress builds if another commit is pushed\nconcurrency:\n  group: ${{ github.workflow }}-${{ github.ref }}\n  cancel-in-progress: true\n\nenv:\n  # tell scripts where to put artifacts\n  # (this variable name is left over from when jobs ran on Azure DevOps)\n  BUILD_ARTIFACTSTAGINGDIRECTORY: '${{ github.workspace }}/artifacts'\n  # in CMake-driven builds, parallelize compilation\n  CMAKE_BUILD_PARALLEL_LEVEL: 4\n  # all SWIG jobs produce artifacts\n  PRODUCES_ARTIFACTS: 'true'\n  # all jobs here have the same 'TASK'\n  TASK: swig\n\njobs:\n  test-swig:\n    name: swig (${{ matrix.os-display-name || matrix.os }}, ${{ matrix.compiler }})\n    runs-on: ${{ matrix.os }}\n    container: ${{ matrix.container }}\n    timeout-minutes: 60\n    strategy:\n      fail-fast: false\n      matrix:\n        include:\n          - os: ubuntu-latest\n            compiler: gcc\n            container: 'lightgbm.azurecr.io/vsts-agent:manylinux_2_28_x86_64'\n            artifact-name: swig-linux-x86_64-jar\n            os-display-name: 'manylinux_2_28'\n          - os: macos-15-intel\n            compiler: clang\n            container: null\n            artifact-name: swig-macos-x86_64-jar\n          # Visual Studio 2022\n          - os: windows-2022\n            compiler: msvc\n            container: null\n            artifact-name: swig-windows-x86_64-jar\n    steps:\n      - name: Checkout repository\n        uses: actions/checkout@de0fac2e4500dabe0009e67214ff5f5447ce83dd  # v6.0.2\n        with:\n          fetch-depth: 5\n          persist-credentials: false\n          submodules: true\n      - name: Setup and run tests on Linux and macOS\n        if: startsWith(matrix.os, 'macos') || startsWith(matrix.os, 'ubuntu')\n        shell: bash\n        run: |\n          export BUILD_DIRECTORY=\"${GITHUB_WORKSPACE}\"\n          export COMPILER=\"${{ matrix.compiler }}\"\n          export CONDA=\"${HOME}/miniforge\"\n          export PATH=${CONDA}/bin:${PATH}\n          if [[ \"${{ matrix.os }}\" =~ ^macos ]]; then\n              export OS_NAME=\"macos\"\n          elif [[ \"${{ matrix.os }}\" == \"ubuntu-latest\" ]]; then\n              export OS_NAME=\"linux\"\n          fi\n          $GITHUB_WORKSPACE/.ci/setup.sh\n          $GITHUB_WORKSPACE/.ci/test.sh\n      - name: Setup and run tests on Windows\n        if: startsWith(matrix.os, 'windows')\n        shell: pwsh -command \". {0}\"\n        run: |\n          $env:BUILD_DIRECTORY = $env:GITHUB_WORKSPACE\n          $env:BUILD_SOURCESDIRECTORY = $env:BUILD_DIRECTORY\n          & \"$env:GITHUB_WORKSPACE/.ci/test-windows.ps1\"\n      - name: Upload artifacts\n        uses: actions/upload-artifact@bbbca2ddaa5d8feaa63e36b76fdaad77386f024f  # v7.0.0\n        with:\n          name: ${{ matrix.artifact-name }}\n          path: ${{ env.BUILD_ARTIFACTSTAGINGDIRECTORY }}/*.jar\n          if-no-files-found: error\n  all-swig-jobs-successful:\n    if: always()\n    runs-on: ubuntu-latest\n    needs:\n      - test-swig\n    steps:\n      - name: Note that all tests succeeded\n        uses: re-actors/alls-green@05ac9388f0aebcb5727afa17fcccfecd6f8ec5fe  # v1.2.2\n        with:\n          jobs: ${{ toJSON(needs) }}\n"
  },
  {
    "path": ".gitignore",
    "content": "## Ignore Visual Studio temporary files, build results, and\n## files generated by popular Visual Studio add-ons.\n\n# User-specific files\n*.suo\n*.user\n*.userosscache\n*.sln.docstates\n\n# User-specific files (MonoDevelop/Xamarin Studio)\n*.userprefs\n\n# Build results\n[Dd]ebug/\n[Dd]ebugPublic/\n[Rr]elease/\n[Rr]eleases/\nx64/\nx86/\nbld/\n[Bb]in/\n[Oo]bj/\n[Ll]og/\n[Bb]uild/\n\n# Visual Studio 2015 cache/options directory\n.vs/\n# Uncomment if you have tasks that create the project's static files in wwwroot\n#wwwroot/\n\n# MSTest test Results\n[Tt]est[Rr]esult*/\n[Bb]uild[Ll]og.*\n\n# NUNIT\n*.VisualState.xml\nTestResult.xml\n\n# Build Results of an ATL Project\n[Dd]ebugPS/\n[Rr]eleasePS/\ndlldata.c\n\n# DNX\nproject.lock.json\nartifacts/\n\n*_i.c\n*_p.c\n*_i.h\n*.ilk\n*.meta\n*.obj\n*.pch\n*.pdb\n*.pgc\n*.pgd\n*.rsp\n*.sbr\n*.tlb\n*.tli\n*.tlh\n*.tmp\n*.tmp_proj\n*.log\n*.vspscc\n*.vssscc\n.builds\n*.pidb\n*.svclog\n*.scc\n\n# Chutzpah Test files\n_Chutzpah*\n\n# Visual C++ cache files\nipch/\n*.aps\n*.ncb\n*.opendb\n*.opensdf\n*.sdf\n*.cachefile\n\n# Visual Studio profiler\n*.psess\n*.vsp\n*.vspx\n*.sap\n\n# TFS 2012 Local Workspace\n$tf/\n\n# Guidance Automation Toolkit\n*.gpState\n\n# ReSharper is a .NET coding add-in\n_ReSharper*/\n*.[Rr]e[Ss]harper\n*.DotSettings.user\n\n# JustCode is a .NET coding add-in\n.JustCode\n\n# TeamCity is a build add-in\n_TeamCity*\n\n# DotCover is a Code Coverage Tool\n*.dotCover\n\n# NCrunch\n_NCrunch_*\n.*crunch*.local.xml\nnCrunchTemp_*\n\n# MightyMoose\n*.mm.*\nAutoTest.Net/\n\n# Web workbench (sass)\n.sass-cache/\n\n# Installshield output folder\n[Ee]xpress/\n\n# DocProject is a documentation generator add-in\nDocProject/buildhelp/\nDocProject/Help/*.HxT\nDocProject/Help/*.HxC\nDocProject/Help/*.hhc\nDocProject/Help/*.hhk\nDocProject/Help/*.hhp\nDocProject/Help/Html2\nDocProject/Help/html\n\n# Click-Once directory\npublish/\n\n# Publish Web Output\n*.[Pp]ublish.xml\n*.azurePubxml\n*.pubxml\n*.publishproj\n\n# NuGet Packages\n*.nupkg\nnuget/\n# The packages folder can be ignored because of Package Restore\n**/packages/*\n# except build/, which is used as an MSBuild target.\n!**/packages/build/\n# Uncomment if necessary however generally it will be regenerated when needed\n#!**/packages/repositories.config\n# NuGet v3's project.json files produces more ignoreable files\n*.nuget.props\n*.nuget.targets\n\n# Microsoft Azure Build Output\ncsx/\n*.build.csdef\n\n# Microsoft Azure Emulator\necf/\nrcf/\n\n# Microsoft Azure ApplicationInsights config file\nApplicationInsights.config\n\n# Windows Store app package directory\nAppPackages/\nBundleArtifacts/\n\n# Visual Studio cache files\n# files ending in .cache can be ignored\n*.[Cc]ache\n# but keep track of directories ending in .cache\n!*.[Cc]ache/\n\n# Others\nClientBin/\n~$*\n*~\n.*.swp\n*.dbmdl\n*.dbproj.schemaview\n*.pfx\n*.publishsettings\nnode_modules/\norleans.codegen.cs\n\n# RIA/Silverlight projects\nGenerated_Code/\n\n# Backup & report files from converting an old project file\n# to a newer Visual Studio version. Backup files are not needed,\n# because we have git ;-)\n_UpgradeReport_Files/\nBackup*/\nUpgradeLog*.XML\nUpgradeLog*.htm\n\n# SQL Server files\n*.mdf\n*.ldf\n\n# Business Intelligence projects\n*.rdl.data\n*.bim.layout\n*.bim_*.settings\n\n# Microsoft Fakes\nFakesAssemblies/\n\n# GhostDoc plugin setting file\n*.GhostDoc.xml\n\n# Node.js Tools for Visual Studio\n.ntvs_analysis.dat\n\n# Visual Studio 6 build log\n*.plg\n\n# Visual Studio 6 workspace options file\n*.opt\n\n# Visual Studio LightSwitch build output\n**/*.HTMLClient/GeneratedArtifacts\n**/*.DesktopClient/GeneratedArtifacts\n**/*.DesktopClient/ModelManifest.xml\n**/*.Server/GeneratedArtifacts\n**/*.Server/ModelManifest.xml\n_Pvt_Extensions\n\n# Paket dependency manager\n.paket/paket.exe\n\n# FAKE - F# Make\n.fake/\n\n\n# Compiled Object files\n*.slo\n*.lo\n*.o\n*.obj\n\n# Precompiled Headers\n*.gch\n*.pch\n\n# Compiled Dynamic libraries\n*.so\n*.dylib\n*.dll\n\n# Fortran module files\n*.mod\n\n# Compiled Static libraries\n*.lai\n*.la\n*.a\n*.lib\n\n# Executables\n*.exe\n*.out\n*.app\n/windows/LightGBM.VC.db\n/lightgbm\n/testlightgbm\n\n# Created by https://www.gitignore.io/api/python\n\n### Python ###\n!/python-package/lightgbm/\n\n# Byte-compiled / optimized / DLL files\n__pycache__/\n*.py[cod]\n*$py.class\n\n# C extensions\n*.so\n\n# Distribution / packaging\n.Python\nenv/\nbuild/\ndevelop-eggs/\ndist/\ndownloads/\neggs/\n.eggs/\nlib/\nlib64/\nparts/\nsdist/\nvar/\n*.egg-info/\n.installed.cfg\n*.egg\n\n# PyInstaller\n#  Usually these files are written by a python script from a template\n#  before PyInstaller builds the exe, so as to inject date/other infos into it.\n*.manifest\n*.spec\n\n# Installer logs\npip-log.txt\npip-delete-this-directory.txt\n\n# Unit test / coverage reports\nhtmlcov/\n.tox/\n.nox/\n.coverage\n.coverage.*\n.cache\nnosetests.xml\nprof/\n*.prof\ncoverage.xml\n*.cover\n*.py.cover\n.hypothesis/\n.pytest_cache/\ncover/\n**/coverage.html\n**/coverage.html.zip\n**/Rplots.pdf\n\n# Translations\n*.mo\n*.pot\n\n# Django stuff:\n*.log\nlocal_settings.py\n\n# Flask stuff:\ninstance/\n.webassets-cache\n\n# Scrapy stuff:\n.scrapy\n\n# Sphinx documentation\ndocs/_build/\ndocs/pythonapi/\n*.flag\n\n# Doxygen documentation\ndocs/doxyoutput/\n\n# PyBuilder\ntarget/\n\n# Jupyter Notebook\n.ipynb_checkpoints\nUntitled*.ipynb\n\n# pyenv\n.python-version\n\n# celery beat schedule file\ncelerybeat-schedule\n\n# dotenv\n.env\n\n# virtualenv\n.venv/\nvenv/\nENV/\n\n# Spyder project settings\n.spyderproject\n\n# Rope project settings\n.ropeproject\n\n# R testing artefact\nlightgbm.model\n\n# saved or dumped model/data\n*.model\n*.pkl\n*.bin\n*.h5\n\n# macOS\n**/.DS_Store\n\n# VSCode\n.vscode\n\n# IntelliJ/CLion\n.idea\n*.iml\n/cmake-build-debug/\n\n# Files from local Python install\nlightgbm-python/\npython-package/LICENSE\npython-package/build_cpp/\npython-package/compile/\npython-package/lightgbm/VERSION.txt\n\n# R build artefacts\n**/autom4te.cache/\nR-package/conftest*\nR-package/config.status\n!R-package/data/agaricus.test.rda\n!R-package/data/agaricus.train.rda\n!R-package/data/bank.rda\nR-package/docs\nR-package/src/CMakeLists.txt\nR-package/src/Makevars\nR-package/src/lib_lightgbm.so.dSYM/\nR-package/src/src/\nR-package/src-x64\nR-package/src-i386\nR-package/**/VERSION.txt\n**/Makevars.win\nlightgbm_r/*\nlightgbm*.tar.gz\nlightgbm*.tgz\nlightgbm.Rcheck/\nmiktex*.zip\n*.def\n\n# Files created by examples and tests\n*.buffer\n**/lgb-Dataset.data\n**/lgb.Dataset.data\n**/model.txt\n**/lgb-model.txt\nexamples/**/*.txt\ntests/distributed/mlist.txt\ntests/distributed/train*\ntests/distributed/model*\ntests/distributed/predict*\n\n\n# Files from interactive R sessions\n.Rproj.user\n**/.Rapp.history\n**/.Rhistory\n*.rda\n*.RData\n*.rds\n\n# Files generated by aspell\n**/*.bak\n\n# GraphViz artifacts\n*.gv\n*.gv.*\n\n# Files from local Dask work\ndask-worker-space/\n\n# credentials and key material\n*.env\n*.pem\n*.pub\n*.rdp\n*_rsa\n\n# hipify-perl -inplace leaves behind *.prehip files\n*.prehip\n\n# pixi environments\n.pixi\n\n# mypy\n.mypy_cache/\n.dmypy.json\ndmypy.json\n\n# files created by release tasks\n/release-artifacts\n"
  },
  {
    "path": ".gitmodules",
    "content": "[submodule \"include/boost/compute\"]\n\tpath = external_libs/compute\n\turl = https://github.com/boostorg/compute\n[submodule \"eigen\"]\n\tpath = external_libs/eigen\n\turl = https://gitlab.com/libeigen/eigen.git\n[submodule \"external_libs/fmt\"]\n\tpath = external_libs/fmt\n\turl = https://github.com/fmtlib/fmt.git\n[submodule \"external_libs/fast_double_parser\"]\n\tpath = external_libs/fast_double_parser\n\turl = https://github.com/lemire/fast_double_parser.git\n"
  },
  {
    "path": ".pre-commit-config.yaml",
    "content": "# exclude files which are auto-generated by build tools\nexclude: |\n  (?x)^(\n      build|\n      external_libs|\n      lightgbm-python|\n      lightgbm_r|\n  )$\n  |R-package/configure$\n  |R-package/inst/Makevars$\n  |R-package/inst/Makevars.win$\n  |R-package/man/.*Rd$\n\nrepos:\n  - repo: https://github.com/pre-commit/pre-commit-hooks\n    rev: v6.0.0\n    hooks:\n      - id: check-toml\n      - id: check-xml\n      - id: end-of-file-fixer\n      - id: trailing-whitespace\n  - repo: https://github.com/cmake-lint/cmake-lint\n    rev: '1.4.3'\n    hooks:\n      - id: cmakelint\n        args: [\"--linelength=120\"]\n  - repo: https://github.com/cpplint/cpplint\n    rev: '2.0.2'\n    hooks:\n      - id: cpplint\n        args:\n          - --root=..  # workaround to get correct header guard pattern\n          - --recursive\n          - --filter=-build/include_subdir,-whitespace/line_length\n  - repo: local\n    hooks:\n      - id: check-omp-pragmas\n        name: check-omp-pragmas\n        entry: sh\n        args:\n          - .ci/check-omp-pragmas.sh\n        language: system\n        pass_filenames: false\n  - repo: https://github.com/adrienverge/yamllint\n    rev: v1.37.1\n    hooks:\n      - id: yamllint\n        args: [\"--strict\"]\n  - repo: local\n    hooks:\n      - id: regenerate-parameters\n        name: regenerate-parameters\n        entry: python\n        args:\n          - ./.ci/parameter-generator.py\n        language: python\n        pass_filenames: false\n  - repo: https://github.com/rstcheck/rstcheck\n    rev: v6.2.5\n    hooks:\n      - id: rstcheck\n        args: [\"--config\", \"./python-package/pyproject.toml\"]\n        additional_dependencies:\n          - breathe>=4.36.0\n          - sphinx>=8.1.3\n          - sphinx_rtd_theme>=3.0.1\n  - repo: https://github.com/astral-sh/ruff-pre-commit\n    rev: v0.14.10\n    hooks:\n      - id: ruff-check\n        args: [\"--config\", \"python-package/pyproject.toml\"]\n        types_or: [python, jupyter]\n      - id: ruff-format\n        args: [\"--config\", \"python-package/pyproject.toml\"]\n        types_or: [python, jupyter]\n  - repo: https://github.com/biomejs/pre-commit\n    rev: v2.3.10\n    hooks:\n      - id: biome-ci\n        args:\n          - --config-path=./biome.json\n          - --diagnostic-level=info\n          - --error-on-warnings\n  - repo: https://github.com/shellcheck-py/shellcheck-py\n    rev: v0.11.0.1\n    hooks:\n      - id: shellcheck\n  - repo: https://github.com/crate-ci/typos\n    rev: v1.40.0\n    hooks:\n      - id: typos\n        args: [\"--force-exclude\"]\n        exclude: (\\.gitignore$)|(^\\.editorconfig$)\n  - repo: https://github.com/henryiii/validate-pyproject-schema-store\n    rev: 2025.11.21\n    hooks:\n      - id: validate-pyproject\n        files: python-package/pyproject.toml$\n  - repo: https://github.com/pre-commit/mirrors-mypy\n    rev: v1.19.1\n    hooks:\n      - id: mypy\n        args: [\"--config-file\", \"python-package/pyproject.toml\", \"python-package/\"]\n        pass_filenames: false\n        verbose: true\n        additional_dependencies:\n          - matplotlib>=3.9.1\n          - pandas>=2.0\n          - pyarrow>=17.0\n          - scikit-learn>=1.5.2\n"
  },
  {
    "path": ".readthedocs.yaml",
    "content": "version: 2\nbuild:\n  os: \"ubuntu-24.04\"\n  tools:\n    python: \"mambaforge-23.11\"\nconda:\n  environment: docs/env.yml\nformats:\n  - pdf\nsphinx:\n  builder: html\n  configuration: docs/conf.py\n  fail_on_warning: true\nsubmodules:\n  include: all\n  recursive: true\n"
  },
  {
    "path": ".typos.toml",
    "content": "default.extend-ignore-re = [\n  \"/Ot\",\n  \"mis-alignment\",\n  \"mis-spelled\",\n  \"posix-seh-rt\",\n]\n\n[default.extend-words]\nMAPE = \"MAPE\"\ndatas = \"datas\"\nindx = \"indx\"\ninterprete = \"interprete\"\nmape = \"mape\"\nsplitted = \"splitted\"\n\n[default.extend-identifiers]\nERRORs = \"ERRORs\"\nGAM = \"GAM\"\nND24s = \"ND24s\"\nWARNINGs = \"WARNINGs\"\nfullset = \"fullset\"\nthess = \"thess\"\n"
  },
  {
    "path": ".yamllint.yml",
    "content": "# default config: https://yamllint.readthedocs.io/en/stable/configuration.html#default-configuration\nextends: default\n\nrules:\n  document-start: disable\n  line-length:\n    max: 120\n  truthy:\n    # prevent treating GitHub Workflow \"on\" key as boolean value\n    check-keys: false\n"
  },
  {
    "path": "CMakeLists.txt",
    "content": "option(USE_MPI \"Enable MPI-based distributed learning\" OFF)\noption(USE_OPENMP \"Enable OpenMP\" ON)\noption(USE_GPU \"Enable GPU-accelerated training\" OFF)\noption(USE_SWIG \"Enable SWIG to generate Java API\" OFF)\noption(USE_TIMETAG \"Set to ON to output time costs\" OFF)\noption(USE_CUDA \"Enable CUDA-accelerated training \" OFF)\noption(USE_ROCM \"Enable ROCm-accelerated training \" OFF)\noption(USE_DEBUG \"Set to ON for Debug mode\" OFF)\noption(USE_SANITIZER \"Use sanitizer flags\" OFF)\nset(\n  ENABLED_SANITIZERS\n  \"address\" \"leak\" \"undefined\"\n  CACHE\n  STRING\n  \"Semicolon separated list of sanitizer names, e.g., 'address;leak'. \\\nSupported sanitizers are address, leak, undefined and thread.\"\n)\noption(USE_HOMEBREW_FALLBACK \"(macOS-only) also look in 'brew --prefix' for libraries (e.g. OpenMP)\" ON)\noption(BUILD_CLI \"Build the 'lightgbm' command-line interface in addition to lib_lightgbm\" ON)\noption(BUILD_CPP_TEST \"Build C++ tests with Google Test\" OFF)\noption(BUILD_STATIC_LIB \"Build static library\" OFF)\noption(INSTALL_HEADERS \"Install headers to CMAKE_INSTALL_PREFIX (e.g. '/usr/local/include')\" ON)\noption(__BUILD_FOR_PYTHON \"Set to ON if building lib_lightgbm for use with the Python-package\" OFF)\noption(__BUILD_FOR_R \"Set to ON if building lib_lightgbm for use with the R-package\" OFF)\noption(__INTEGRATE_OPENCL \"Set to ON if building LightGBM with the OpenCL ICD Loader and its dependencies included\" OFF)\n\ncmake_minimum_required(VERSION 3.28)\n\n# If using Visual Studio generators, always target v10.x of the Windows SDK.\n# Doing this avoids lookups that could fall back to very old versions, e.g. by finding\n# outdated registry entries.\n# ref: https://cmake.org/cmake/help/latest/variable/CMAKE_VS_WINDOWS_TARGET_PLATFORM_VERSION.html\nif(CMAKE_GENERATOR MATCHES \"Visual Studio\")\n    set(CMAKE_SYSTEM_VERSION 10.0 CACHE INTERNAL \"target Windows SDK version\" FORCE)\nendif()\n\nproject(lightgbm LANGUAGES C CXX)\n\nset(CMAKE_CXX_STANDARD 17)\nset(CMAKE_CXX_STANDARD_REQUIRED ON)\n\nlist(APPEND CMAKE_MODULE_PATH \"${PROJECT_SOURCE_DIR}/cmake/modules\")\n\n#-- Sanitizer\nif(USE_SANITIZER)\n  if(MSVC)\n    message(FATAL_ERROR \"Sanitizers are not supported with MSVC.\")\n  endif()\n  include(cmake/Sanitizer.cmake)\n  enable_sanitizers(\"${ENABLED_SANITIZERS}\")\nendif()\n\nif(__INTEGRATE_OPENCL)\n  set(__INTEGRATE_OPENCL ON CACHE BOOL \"\" FORCE)\n  set(USE_GPU OFF CACHE BOOL \"\" FORCE)\n  message(STATUS \"Building library with integrated OpenCL components\")\nendif()\n\nif(__BUILD_FOR_PYTHON OR __BUILD_FOR_R OR USE_SWIG)\n    # the SWIG wrapper, the Python and R packages don't require the CLI\n    set(BUILD_CLI OFF)\n    # installing the SWIG wrapper, the R and Python packages shouldn't place LightGBM's headers\n    # outside of where the package is installed\n    set(INSTALL_HEADERS OFF)\nendif()\n\nif(CMAKE_CXX_COMPILER_ID STREQUAL \"GNU\")\n  if(CMAKE_CXX_COMPILER_VERSION VERSION_LESS \"4.8.2\")\n    message(FATAL_ERROR \"Insufficient gcc version (${CMAKE_CXX_COMPILER_VERSION})\")\n  endif()\nelseif(CMAKE_CXX_COMPILER_ID STREQUAL \"Clang\")\n  if(CMAKE_CXX_COMPILER_VERSION VERSION_LESS \"3.8\")\n    message(FATAL_ERROR \"Insufficient Clang version (${CMAKE_CXX_COMPILER_VERSION})\")\n  endif()\nelseif(CMAKE_CXX_COMPILER_ID STREQUAL \"AppleClang\")\n  if(CMAKE_CXX_COMPILER_VERSION VERSION_LESS \"8.1.0\")\n    message(FATAL_ERROR \"Insufficient AppleClang version (${CMAKE_CXX_COMPILER_VERSION})\")\n  endif()\nelseif(MSVC)\n  if(MSVC_VERSION LESS 1900)\n    message(FATAL_ERROR \"Insufficient MSVC version (${MSVC_VERSION})\")\n  endif()\nendif()\n\nif(USE_SWIG)\n  find_package(SWIG REQUIRED)\n  find_package(Java REQUIRED)\n  find_package(JNI REQUIRED)\n  include(UseJava)\n  include(UseSWIG)\n  set(SWIG_CXX_EXTENSION \"cxx\")\n  set(SWIG_EXTRA_LIBRARIES \"\")\n  set(SWIG_JAVA_EXTRA_FILE_EXTENSIONS \".java\" \"JNI.java\")\n  set(SWIG_MODULE_JAVA_LANGUAGE \"JAVA\")\n  set(SWIG_MODULE_JAVA_SWIG_LANGUAGE_FLAG \"java\")\n  set(CMAKE_SWIG_OUTDIR \"${CMAKE_CURRENT_BINARY_DIR}/java\")\n  include_directories(Java_INCLUDE_DIRS)\n  include_directories(JNI_INCLUDE_DIRS)\n  include_directories($ENV{JAVA_HOME}/include)\n  if(WIN32)\n      set(LGBM_SWIG_DESTINATION_DIR \"${CMAKE_CURRENT_BINARY_DIR}/com/microsoft/ml/lightgbm/windows/x86_64\")\n      include_directories($ENV{JAVA_HOME}/include/win32)\n  elseif(APPLE)\n      set(LGBM_SWIG_DESTINATION_DIR \"${CMAKE_CURRENT_BINARY_DIR}/com/microsoft/ml/lightgbm/osx/x86_64\")\n      include_directories($ENV{JAVA_HOME}/include/darwin)\n  else()\n      set(LGBM_SWIG_DESTINATION_DIR \"${CMAKE_CURRENT_BINARY_DIR}/com/microsoft/ml/lightgbm/linux/x86_64\")\n      include_directories($ENV{JAVA_HOME}/include/linux)\n  endif()\n  file(MAKE_DIRECTORY \"${LGBM_SWIG_DESTINATION_DIR}\")\nendif()\n\nset(EIGEN_DIR \"${PROJECT_SOURCE_DIR}/external_libs/eigen\")\ninclude_directories(${EIGEN_DIR})\n\n# See https://gitlab.com/libeigen/eigen/-/blob/master/COPYING.README\nadd_definitions(-DEIGEN_MPL2_ONLY)\nadd_definitions(-DEIGEN_DONT_PARALLELIZE)\n\nset(FAST_DOUBLE_PARSER_INCLUDE_DIR \"${PROJECT_SOURCE_DIR}/external_libs/fast_double_parser/include\")\ninclude_directories(${FAST_DOUBLE_PARSER_INCLUDE_DIR})\n\nset(FMT_INCLUDE_DIR \"${PROJECT_SOURCE_DIR}/external_libs/fmt/include\")\ninclude_directories(${FMT_INCLUDE_DIR})\n\nif(__BUILD_FOR_R)\n    find_package(LibR REQUIRED)\n    message(STATUS \"LIBR_EXECUTABLE: ${LIBR_EXECUTABLE}\")\n    message(STATUS \"LIBR_INCLUDE_DIRS: ${LIBR_INCLUDE_DIRS}\")\n    message(STATUS \"LIBR_LIBS_DIR: ${LIBR_LIBS_DIR}\")\n    message(STATUS \"LIBR_CORE_LIBRARY: ${LIBR_CORE_LIBRARY}\")\n    include_directories(${LIBR_INCLUDE_DIRS})\n    add_definitions(-DLGB_R_BUILD)\nendif()\n\nif(USE_TIMETAG)\n    add_definitions(-DTIMETAG)\nendif()\n\nif(USE_DEBUG)\n    add_definitions(-DDEBUG)\nendif()\n\nif(USE_MPI)\n    find_package(MPI REQUIRED)\n    add_definitions(-DUSE_MPI)\nelse()\n    add_definitions(-DUSE_SOCKET)\nendif()\n\nif(USE_CUDA)\n    set(CMAKE_CUDA_HOST_COMPILER \"${CMAKE_CXX_COMPILER}\")\n    enable_language(CUDA)\n    set(USE_OPENMP ON CACHE BOOL \"CUDA requires OpenMP\" FORCE)\nendif()\n\nif(USE_ROCM)\n    enable_language(HIP)\n    set(USE_OPENMP ON CACHE BOOL \"ROCm requires OpenMP\" FORCE)\nendif()\n\nif(USE_OPENMP)\n    if(APPLE)\n        find_package(OpenMP)\n        if(NOT OpenMP_FOUND)\n            if(USE_HOMEBREW_FALLBACK)\n                # libomp 15.0+ from brew is keg-only, so have to search in other locations.\n                # See https://github.com/Homebrew/homebrew-core/issues/112107#issuecomment-1278042927.\n                execute_process(COMMAND brew --prefix libomp\n                            OUTPUT_VARIABLE HOMEBREW_LIBOMP_PREFIX\n                            OUTPUT_STRIP_TRAILING_WHITESPACE)\n                set(OpenMP_C_FLAGS \"-Xpreprocessor -fopenmp -I${HOMEBREW_LIBOMP_PREFIX}/include\")\n                set(OpenMP_CXX_FLAGS \"-Xpreprocessor -fopenmp -I${HOMEBREW_LIBOMP_PREFIX}/include\")\n                set(OpenMP_C_LIB_NAMES omp)\n                set(OpenMP_CXX_LIB_NAMES omp)\n                set(OpenMP_omp_LIBRARY ${HOMEBREW_LIBOMP_PREFIX}/lib/libomp.dylib)\n            endif()\n            find_package(OpenMP REQUIRED)\n        endif()\n    else()\n        find_package(OpenMP REQUIRED)\n    endif()\n    set(CMAKE_CXX_FLAGS \"${CMAKE_CXX_FLAGS} ${OpenMP_CXX_FLAGS}\")\nendif()\n\nif(USE_GPU)\n    set(BOOST_COMPUTE_HEADER_DIR ${PROJECT_SOURCE_DIR}/external_libs/compute/include)\n    include_directories(${BOOST_COMPUTE_HEADER_DIR})\n    find_package(OpenCL REQUIRED)\n    include_directories(${OpenCL_INCLUDE_DIRS})\n    message(STATUS \"OpenCL include directory: \" ${OpenCL_INCLUDE_DIRS})\n    if(WIN32)\n        set(Boost_USE_STATIC_LIBS ON)\n    endif()\n    find_package(Boost 1.56.0 COMPONENTS filesystem system REQUIRED)\n    if(WIN32)\n        # disable autolinking in boost\n        add_definitions(-DBOOST_ALL_NO_LIB)\n    endif()\n    include_directories(${Boost_INCLUDE_DIRS})\n    add_definitions(-DUSE_GPU)\nendif()\n\nif(__INTEGRATE_OPENCL)\n    if(APPLE)\n        message(FATAL_ERROR \"Integrated OpenCL build is not available on macOS\")\n    else()\n        include(cmake/IntegratedOpenCL.cmake)\n        add_definitions(-DUSE_GPU)\n    endif()\nendif()\n\nif(BUILD_CPP_TEST AND MSVC)\n  # Use /MT flag to statically link the C runtime\n  set(CMAKE_MSVC_RUNTIME_LIBRARY \"MultiThreaded$<$<CONFIG:Debug>:Debug>\")\nendif()\n\nif(USE_CUDA)\n    find_package(CUDAToolkit 11.0 REQUIRED)\n    find_package(NCCL REQUIRED)\n    include_directories(${CUDAToolkit_INCLUDE_DIRS})\n    set(CMAKE_CUDA_FLAGS \"${CMAKE_CUDA_FLAGS} -Xcompiler=${OpenMP_CXX_FLAGS} -Xcompiler=-fPIC -Xcompiler=-Wall\")\n\n    # reference for mapping of CUDA toolkit component versions to supported architectures (\"compute capabilities\"):\n    # https://en.wikipedia.org/wiki/CUDA#GPUs_supported\n    set(CUDA_ARCHS \"60\" \"61\" \"62\" \"70\" \"75\")\n    if(CUDAToolkit_VERSION VERSION_GREATER_EQUAL \"11.0\")\n        list(APPEND CUDA_ARCHS \"80\")\n    endif()\n    if(CUDAToolkit_VERSION VERSION_GREATER_EQUAL \"11.1\")\n        list(APPEND CUDA_ARCHS \"86\")\n    endif()\n    if(CUDAToolkit_VERSION VERSION_GREATER_EQUAL \"11.5\")\n        list(APPEND CUDA_ARCHS \"87\")\n    endif()\n    if(CUDAToolkit_VERSION VERSION_GREATER_EQUAL \"11.8\")\n        list(APPEND CUDA_ARCHS \"89\")\n        list(APPEND CUDA_ARCHS \"90\")\n    endif()\n    if(CUDAToolkit_VERSION VERSION_GREATER_EQUAL \"12.8\")\n        list(APPEND CUDA_ARCHS \"100\")\n        list(APPEND CUDA_ARCHS \"120\")\n    endif()\n    # Generate PTX for the most recent architecture for forwards compatibility\n    list(POP_BACK CUDA_ARCHS CUDA_LAST_SUPPORTED_ARCH)\n    list(TRANSFORM CUDA_ARCHS APPEND \"-real\")\n    list(APPEND CUDA_ARCHS \"${CUDA_LAST_SUPPORTED_ARCH}-real\" \"${CUDA_LAST_SUPPORTED_ARCH}-virtual\")\n    message(STATUS \"CUDA_ARCHITECTURES: ${CUDA_ARCHS}\")\n    if(USE_DEBUG)\n      set(CMAKE_CUDA_FLAGS \"${CMAKE_CUDA_FLAGS} -g\")\n    else()\n      set(CMAKE_CUDA_FLAGS \"${CMAKE_CUDA_FLAGS} -O3 -lineinfo\")\n    endif()\n    message(STATUS \"CMAKE_CUDA_FLAGS: ${CMAKE_CUDA_FLAGS}\")\n\n    add_definitions(-DUSE_CUDA)\n\n    if(NOT DEFINED CMAKE_CUDA_STANDARD)\n      set(CMAKE_CUDA_STANDARD 17)\n      set(CMAKE_CUDA_STANDARD_REQUIRED ON)\n    endif()\nendif()\n\nif(USE_ROCM)\n    find_package(HIP)\n    include_directories(${HIP_INCLUDE_DIRS})\n    set(CMAKE_CXX_FLAGS \"${CMAKE_CXX_FLAGS} -D__HIP_PLATFORM_AMD__\")\n    set(CMAKE_HIP_FLAGS \"${CMAKE_HIP_FLAGS} ${OpenMP_CXX_FLAGS} -fPIC -Wall\")\n\n    # avoid warning: unused variable 'mask' due to __shfl_down_sync work-around\n    set(DISABLED_WARNINGS \"${DISABLED_WARNINGS} -Wno-unused-variable\")\n    # avoid warning: 'hipHostAlloc' is deprecated: use hipHostMalloc instead\n    set(DISABLED_WARNINGS \"${DISABLED_WARNINGS} -Wno-deprecated-declarations\")\n    # avoid many warnings about missing overrides\n    set(DISABLED_WARNINGS \"${DISABLED_WARNINGS} -Wno-inconsistent-missing-override\")\n    # avoid warning: shift count >= width of type in feature_histogram.hpp\n    set(DISABLED_WARNINGS \"${DISABLED_WARNINGS} -Wno-shift-count-overflow\")\n\n    set(CMAKE_CXX_FLAGS \"${CMAKE_CXX_FLAGS} ${DISABLED_WARNINGS}\")\n    set(CMAKE_HIP_FLAGS \"${CMAKE_HIP_FLAGS} ${DISABLED_WARNINGS}\")\n\n    if(USE_DEBUG)\n      set(CMAKE_HIP_FLAGS \"${CMAKE_HIP_FLAGS} -g -O0\")\n    else()\n      set(CMAKE_HIP_FLAGS \"${CMAKE_HIP_FLAGS} -O3\")\n    endif()\n    message(STATUS \"CMAKE_HIP_FLAGS: ${CMAKE_HIP_FLAGS}\")\n\n    # Building for ROCm almost always means USE_CUDA.\n    # Exceptions to this will be guarded by USE_ROCM.\n    add_definitions(-DUSE_CUDA)\n    add_definitions(-DUSE_ROCM)\nendif()\n\ninclude(CheckCXXSourceCompiles)\ncheck_cxx_source_compiles(\"\n#include <xmmintrin.h>\nint main() {\n  int a = 0;\n  _mm_prefetch(&a, _MM_HINT_NTA);\n  return 0;\n}\n\" MM_PREFETCH)\n\nif(${MM_PREFETCH})\n  message(STATUS \"Using _mm_prefetch\")\n  add_definitions(-DMM_PREFETCH)\nendif()\n\ninclude(CheckCXXSourceCompiles)\ncheck_cxx_source_compiles(\"\n#include <mm_malloc.h>\nint main() {\n  char *a = (char*)_mm_malloc(8, 16);\n  _mm_free(a);\n  return 0;\n}\n\" MM_MALLOC)\n\nif(${MM_MALLOC})\n  message(STATUS \"Using _mm_malloc\")\n  add_definitions(-DMM_MALLOC)\nendif()\n\nif(UNIX OR MINGW OR CYGWIN)\n  set(\n    CMAKE_CXX_FLAGS\n    \"${CMAKE_CXX_FLAGS} -pthread -Wextra -Wall -Wno-ignored-attributes -Wno-unknown-pragmas -Wno-return-type\"\n  )\n  if(MINGW)\n    # ignore this warning: https://gcc.gnu.org/bugzilla/show_bug.cgi?id=95353\n    set(\n      CMAKE_CXX_FLAGS\n      \"${CMAKE_CXX_FLAGS} -Wno-stringop-overflow\"\n    )\n  endif()\n  if(USE_DEBUG)\n      set(CMAKE_CXX_FLAGS \"${CMAKE_CXX_FLAGS} -g -O0\")\n  else()\n      set(CMAKE_CXX_FLAGS \"${CMAKE_CXX_FLAGS} -O3\")\n  endif()\n  if(USE_SWIG)\n      set(CMAKE_CXX_FLAGS \"${CMAKE_CXX_FLAGS} -fno-strict-aliasing\")\n  endif()\n  if(NOT USE_OPENMP)\n      set(CMAKE_CXX_FLAGS \"${CMAKE_CXX_FLAGS} -Wno-unknown-pragmas -Wno-unused-private-field\")\n  endif()\n  if(__BUILD_FOR_R AND CMAKE_CXX_COMPILER_ID STREQUAL \"GNU\")\n      set(CMAKE_CXX_FLAGS \"${CMAKE_CXX_FLAGS} -Wno-cast-function-type\")\n  endif()\nendif()\n\nif(WIN32 AND MINGW)\n    set(CMAKE_CXX_FLAGS \"${CMAKE_CXX_FLAGS} -static-libstdc++\")\nendif()\n\n# Check if inet_pton is already available, to avoid conflicts with the implementation in LightGBM.\n# As of 2022, MinGW started including a definition of inet_pton.\nif(WIN32)\n  include(CheckSymbolExists)\n  list(APPEND CMAKE_REQUIRED_LIBRARIES \"ws2_32\")\n  check_symbol_exists(inet_pton \"ws2tcpip.h\" WIN_INET_PTON_FOUND)\n  if(WIN_INET_PTON_FOUND)\n    add_definitions(-DWIN_HAS_INET_PTON)\n  endif()\n  list(REMOVE_ITEM CMAKE_REQUIRED_LIBRARIES \"ws2_32\")\nendif()\n\nif(MSVC)\n    # compiling 'fmt' on MSVC: \"Unicode support requires compiling with /utf-8\"\n    set(CMAKE_CXX_FLAGS \"${CMAKE_CXX_FLAGS} /W4 /MP /utf-8\")\n    if(__BUILD_FOR_R)\n        # MSVC does not like this commit:\n        # https://github.com/wch/r-source/commit/fb52ac1a610571fcb8ac92d886b9fefcffaa7d48\n        #\n        # and raises \"error C3646: 'private_data_c': unknown override specifier\"\n        add_definitions(-DR_LEGACY_RCOMPLEX)\n    endif()\n    if(USE_DEBUG)\n        set(CMAKE_CXX_FLAGS \"${CMAKE_CXX_FLAGS} /Od\")\n    else()\n        set(CMAKE_CXX_FLAGS \"${CMAKE_CXX_FLAGS} /O2 /Ob2 /Oi /Ot /Oy\")\n    endif()\nelse()\n    if(NOT BUILD_STATIC_LIB)\n      set(CMAKE_CXX_FLAGS \"${CMAKE_CXX_FLAGS} -fPIC\")\n    endif()\n    if(NOT USE_DEBUG)\n      set(CMAKE_CXX_FLAGS \"${CMAKE_CXX_FLAGS} -funroll-loops\")\n    endif()\nendif()\n\nset(LightGBM_HEADER_DIR ${PROJECT_SOURCE_DIR}/include)\n\nset(EXECUTABLE_OUTPUT_PATH ${PROJECT_SOURCE_DIR})\nset(LIBRARY_OUTPUT_PATH ${PROJECT_SOURCE_DIR})\n\ninclude_directories(${LightGBM_HEADER_DIR})\n\nif(USE_MPI)\n  include_directories(${MPI_CXX_INCLUDE_PATH})\nendif()\n\nset(\n    LGBM_SOURCES\n      src/boosting/boosting.cpp\n      src/boosting/gbdt_model_text.cpp\n      src/boosting/gbdt_prediction.cpp\n      src/boosting/gbdt.cpp\n      src/boosting/prediction_early_stop.cpp\n      src/boosting/sample_strategy.cpp\n      src/io/bin.cpp\n      src/io/config_auto.cpp\n      src/io/config.cpp\n      src/io/dataset_loader.cpp\n      src/io/dataset.cpp\n      src/io/file_io.cpp\n      src/io/json11.cpp\n      src/io/metadata.cpp\n      src/io/parser.cpp\n      src/io/train_share_states.cpp\n      src/io/tree.cpp\n      src/metric/dcg_calculator.cpp\n      src/metric/metric.cpp\n      src/network/linker_topo.cpp\n      src/network/linkers_mpi.cpp\n      src/network/linkers_socket.cpp\n      src/network/network.cpp\n      src/objective/objective_function.cpp\n      src/treelearner/data_parallel_tree_learner.cpp\n      src/treelearner/feature_histogram.cpp\n      src/treelearner/feature_parallel_tree_learner.cpp\n      src/treelearner/gpu_tree_learner.cpp\n      src/treelearner/gradient_discretizer.cpp\n      src/treelearner/linear_tree_learner.cpp\n      src/treelearner/serial_tree_learner.cpp\n      src/treelearner/tree_learner.cpp\n      src/treelearner/voting_parallel_tree_learner.cpp\n      src/utils/openmp_wrapper.cpp\n)\nset(\n    LGBM_CUDA_SOURCES\n      src/boosting/cuda/cuda_score_updater.cpp\n      src/boosting/cuda/cuda_score_updater.cu\n      src/boosting/cuda/nccl_gbdt.cpp\n      src/metric/cuda/cuda_binary_metric.cpp\n      src/metric/cuda/cuda_pointwise_metric.cpp\n      src/metric/cuda/cuda_regression_metric.cpp\n      src/metric/cuda/cuda_pointwise_metric.cu\n      src/objective/cuda/cuda_binary_objective.cpp\n      src/objective/cuda/cuda_multiclass_objective.cpp\n      src/objective/cuda/cuda_rank_objective.cpp\n      src/objective/cuda/cuda_regression_objective.cpp\n      src/objective/cuda/cuda_binary_objective.cu\n      src/objective/cuda/cuda_multiclass_objective.cu\n      src/objective/cuda/cuda_rank_objective.cu\n      src/objective/cuda/cuda_regression_objective.cu\n      src/treelearner/cuda/cuda_best_split_finder.cpp\n      src/treelearner/cuda/cuda_data_partition.cpp\n      src/treelearner/cuda/cuda_histogram_constructor.cpp\n      src/treelearner/cuda/cuda_leaf_splits.cpp\n      src/treelearner/cuda/cuda_single_gpu_tree_learner.cpp\n      src/treelearner/cuda/cuda_best_split_finder.cu\n      src/treelearner/cuda/cuda_data_partition.cu\n      src/treelearner/cuda/cuda_gradient_discretizer.cu\n      src/treelearner/cuda/cuda_histogram_constructor.cu\n      src/treelearner/cuda/cuda_leaf_splits.cu\n      src/treelearner/cuda/cuda_single_gpu_tree_learner.cu\n      src/io/cuda/cuda_column_data.cu\n      src/io/cuda/cuda_tree.cu\n      src/io/cuda/cuda_column_data.cpp\n      src/io/cuda/cuda_metadata.cpp\n      src/io/cuda/cuda_row_data.cpp\n      src/io/cuda/cuda_tree.cpp\n      src/cuda/cuda_utils.cpp\n      src/cuda/cuda_algorithms.cu\n)\n\nif(USE_CUDA OR USE_ROCM)\n  list(APPEND LGBM_SOURCES ${LGBM_CUDA_SOURCES})\nendif()\n\nif(USE_ROCM)\n  set(CU_FILES \"\")\n  foreach(file IN LISTS LGBM_CUDA_SOURCES)\n      string(REGEX MATCH \"\\\\.cu$\" is_cu_file \"${file}\")\n      if(is_cu_file)\n          list(APPEND CU_FILES \"${file}\")\n      endif()\n  endforeach()\n  set_source_files_properties(${CU_FILES} PROPERTIES LANGUAGE HIP)\nendif()\n\nadd_library(lightgbm_objs OBJECT ${LGBM_SOURCES})\n\nif(BUILD_CLI)\n    add_executable(lightgbm src/main.cpp src/application/application.cpp)\n    target_link_libraries(lightgbm PRIVATE lightgbm_objs)\nendif()\n\nset(API_SOURCES \"src/c_api.cpp\")\n# Only build the R part of the library if building for\n# use with the R-package\nif(__BUILD_FOR_R)\n  list(APPEND API_SOURCES \"src/lightgbm_R.cpp\")\nendif()\n\nadd_library(lightgbm_capi_objs OBJECT ${API_SOURCES})\n\nif(BUILD_STATIC_LIB)\n  add_library(_lightgbm STATIC)\nelse()\n  add_library(_lightgbm SHARED)\nendif()\n\n# R expects libraries of the form <project>.{dll,dylib,so}, not lib_<project>.{dll,dylib,so}\nif(__BUILD_FOR_R)\n  set_target_properties(\n    _lightgbm\n    PROPERTIES\n      PREFIX \"\"\n      OUTPUT_NAME \"lightgbm\"\n  )\nendif()\n\n# LightGBM headers include openmp, cuda, R etc. headers,\n# thus PUBLIC is required for building _lightgbm_swig target.\ntarget_link_libraries(_lightgbm PUBLIC lightgbm_capi_objs lightgbm_objs)\n\nif(MSVC AND NOT __BUILD_FOR_R)\n  set_target_properties(_lightgbm PROPERTIES OUTPUT_NAME \"lib_lightgbm\")\nendif()\n\nif(USE_SWIG)\n  set_property(SOURCE swig/lightgbmlib.i PROPERTY CPLUSPLUS ON)\n  list(APPEND swig_options -package com.microsoft.ml.lightgbm)\n  set_property(SOURCE swig/lightgbmlib.i PROPERTY SWIG_FLAGS \"${swig_options}\")\n  swig_add_library(_lightgbm_swig LANGUAGE java SOURCES swig/lightgbmlib.i)\n  swig_link_libraries(_lightgbm_swig _lightgbm)\n  set_target_properties(\n    _lightgbm_swig\n    PROPERTIES\n      # needed to ensure Linux build does not have lib prefix specified twice, e.g. liblib_lightgbm_swig\n      PREFIX \"\"\n      # needed in some versions of CMake for VS and MinGW builds to ensure output dll has lib prefix\n      OUTPUT_NAME \"lib_lightgbm_swig\"\n  )\n  if(WIN32)\n    set(LGBM_SWIG_LIB_DESTINATION_PATH \"${LGBM_SWIG_DESTINATION_DIR}/lib_lightgbm_swig.dll\")\n    if(MINGW OR CYGWIN)\n        set(LGBM_LIB_SOURCE_PATH \"${PROJECT_SOURCE_DIR}/lib_lightgbm.dll\")\n        set(LGBM_SWIG_LIB_SOURCE_PATH \"${PROJECT_SOURCE_DIR}/lib_lightgbm_swig.dll\")\n    else()\n        set(LGBM_LIB_SOURCE_PATH \"${PROJECT_SOURCE_DIR}/Release/lib_lightgbm.dll\")\n        set(LGBM_SWIG_LIB_SOURCE_PATH \"${PROJECT_SOURCE_DIR}/Release/lib_lightgbm_swig.dll\")\n    endif()\n  elseif(APPLE)\n    set(LGBM_LIB_SOURCE_PATH \"${PROJECT_SOURCE_DIR}/lib_lightgbm.dylib\")\n    set(LGBM_SWIG_LIB_SOURCE_PATH \"${PROJECT_SOURCE_DIR}/lib_lightgbm_swig.jnilib\")\n    set(LGBM_SWIG_LIB_DESTINATION_PATH \"${LGBM_SWIG_DESTINATION_DIR}/lib_lightgbm_swig.dylib\")\n  else()\n    set(LGBM_LIB_SOURCE_PATH \"${PROJECT_SOURCE_DIR}/lib_lightgbm.so\")\n    set(LGBM_SWIG_LIB_SOURCE_PATH \"${PROJECT_SOURCE_DIR}/lib_lightgbm_swig.so\")\n    set(LGBM_SWIG_LIB_DESTINATION_PATH \"${LGBM_SWIG_DESTINATION_DIR}/lib_lightgbm_swig.so\")\n  endif()\n  add_custom_command(\n      TARGET _lightgbm_swig\n      POST_BUILD\n      COMMAND \"${Java_JAVAC_EXECUTABLE}\" -d . java/*.java\n      COMMAND\n        \"${CMAKE_COMMAND}\"\n        -E\n        copy_if_different\n        \"${LGBM_LIB_SOURCE_PATH}\"\n        \"${LGBM_SWIG_DESTINATION_DIR}\"\n      COMMAND\n        \"${CMAKE_COMMAND}\"\n        -E\n        copy_if_different\n        \"${LGBM_SWIG_LIB_SOURCE_PATH}\"\n        \"${LGBM_SWIG_LIB_DESTINATION_PATH}\"\n      COMMAND \"${Java_JAR_EXECUTABLE}\" -cf lightgbmlib.jar com\n    )\nendif()\n\nif(USE_MPI)\n  target_link_libraries(lightgbm_objs PUBLIC ${MPI_CXX_LIBRARIES})\nendif()\n\nif(USE_OPENMP)\n  if(CMAKE_CXX_COMPILER_ID MATCHES \"Clang\")\n    target_link_libraries(lightgbm_objs PUBLIC OpenMP::OpenMP_CXX)\n    # c_api headers also includes OpenMP headers, thus compiling\n    # lightgbm_capi_objs needs include directory for OpenMP.\n    # Specifying OpenMP in target_link_libraries will get include directory\n    # requirements for compilation.\n    # This uses CMake's Transitive Usage Requirements. Refer to CMake doc:\n    # https://cmake.org/cmake/help/v3.16/manual/cmake-buildsystem.7.html#transitive-usage-requirements\n    target_link_libraries(lightgbm_capi_objs PUBLIC OpenMP::OpenMP_CXX)\n  endif()\nendif()\n\nif(USE_GPU)\n  target_link_libraries(lightgbm_objs PUBLIC ${OpenCL_LIBRARY} ${Boost_LIBRARIES})\nendif()\n\nif(USE_CUDA)\n  target_link_libraries(lightgbm_objs PUBLIC ${NCCL_LIBRARY})\nendif()\n\nif(USE_ROCM)\n  find_package(rccl)\n  target_link_libraries(lightgbm_objs PUBLIC ${RCCL_LIBRARY})\nendif()\n\nif(__INTEGRATE_OPENCL)\n  # targets OpenCL and Boost are added in IntegratedOpenCL.cmake\n  add_dependencies(lightgbm_objs OpenCL Boost)\n  # variables INTEGRATED_OPENCL_* are set in IntegratedOpenCL.cmake\n  target_include_directories(lightgbm_objs PRIVATE ${INTEGRATED_OPENCL_INCLUDES})\n  target_compile_definitions(lightgbm_objs PRIVATE ${INTEGRATED_OPENCL_DEFINITIONS})\n  target_link_libraries(lightgbm_objs PUBLIC ${INTEGRATED_OPENCL_LIBRARIES} ${CMAKE_DL_LIBS})\nendif()\n\nif(USE_CUDA)\n\n  set_target_properties(\n    lightgbm_objs\n    PROPERTIES\n      CUDA_ARCHITECTURES \"${CUDA_ARCHS}\"\n      CUDA_SEPARABLE_COMPILATION ON\n  )\n\n  set_target_properties(\n    _lightgbm\n    PROPERTIES\n      CUDA_ARCHITECTURES \"${CUDA_ARCHS}\"\n      CUDA_RESOLVE_DEVICE_SYMBOLS ON\n  )\n\n  if(BUILD_CLI)\n    set_target_properties(\n      lightgbm\n      PROPERTIES\n        CUDA_ARCHITECTURES \"${CUDA_ARCHS}\"\n        CUDA_RESOLVE_DEVICE_SYMBOLS ON\n    )\n  endif()\nendif()\n\nif(USE_ROCM)\n  target_link_libraries(lightgbm_objs PUBLIC hip::host)\nendif()\n\nif(WIN32)\n    if(MINGW OR CYGWIN)\n      target_link_libraries(lightgbm_objs PUBLIC ws2_32 iphlpapi)\n    endif()\nendif()\n\nif(__BUILD_FOR_R)\n  # utils/log.h and capi uses R headers, thus both object libraries need to link\n  # with R lib.\n  if(MSVC)\n    set(R_LIB ${LIBR_MSVC_CORE_LIBRARY})\n  else()\n    set(R_LIB ${LIBR_CORE_LIBRARY})\n  endif()\n  target_link_libraries(lightgbm_objs PUBLIC ${R_LIB})\n  target_link_libraries(lightgbm_capi_objs PUBLIC ${R_LIB})\nendif()\n\n#-- Google C++ tests\nif(BUILD_CPP_TEST)\n  find_package(GTest CONFIG)\n  if(NOT GTEST_FOUND)\n    message(STATUS \"Did not find Google Test in the system root. Fetching Google Test now...\")\n    include(FetchContent)\n# lint_cmake: -readability/wonkycase\n    FetchContent_Declare(\n# lint_cmake: +readability/wonkycase\n      googletest\n      GIT_REPOSITORY https://github.com/google/googletest.git\n      GIT_TAG        v1.14.0\n    )\n# lint_cmake: -readability/wonkycase\n    FetchContent_MakeAvailable(googletest)\n# lint_cmake: +readability/wonkycase\n    add_library(GTest::GTest ALIAS gtest)\n  endif()\n\n  set(LightGBM_TEST_HEADER_DIR ${PROJECT_SOURCE_DIR}/tests/cpp_tests)\n  include_directories(${LightGBM_TEST_HEADER_DIR})\n\n  set(\n    CPP_TEST_SOURCES\n      tests/cpp_tests/test_array_args.cpp\n      tests/cpp_tests/test_arrow.cpp\n      tests/cpp_tests/test_byte_buffer.cpp\n      tests/cpp_tests/test_chunked_array.cpp\n      tests/cpp_tests/test_common.cpp\n      tests/cpp_tests/test_main.cpp\n      tests/cpp_tests/test_serialize.cpp\n      tests/cpp_tests/test_single_row.cpp\n      tests/cpp_tests/test_stream.cpp\n      tests/cpp_tests/testutils.cpp\n    )\n  if(MSVC)\n    set(CMAKE_CXX_FLAGS \"${CMAKE_CXX_FLAGS} /permissive-\")\n  endif()\n  add_executable(testlightgbm ${CPP_TEST_SOURCES})\n  target_link_libraries(testlightgbm PRIVATE lightgbm_objs lightgbm_capi_objs GTest::GTest)\nendif()\n\nif(BUILD_CLI)\n    install(\n      TARGETS lightgbm\n      RUNTIME DESTINATION ${CMAKE_INSTALL_PREFIX}/bin\n    )\nendif()\n\nif(__BUILD_FOR_PYTHON)\n    set(CMAKE_INSTALL_PREFIX \"lightgbm\")\nendif()\n\n# The macOS linker puts an absolute path to linked libraries in lib_lightgbm.dylib.\n# This block overrides that information for LightGBM's OpenMP dependency, to allow\n# finding that library in more places.\n#\n# This reduces the risk of runtime issues resulting from multiple {libgomp,libiomp,libomp}.dylib being loaded.\n#\nif(APPLE AND USE_OPENMP AND NOT BUILD_STATIC_LIB)\n  # store path to {libgomp,libiomp,libomp}.dylib found at build time in a variable\n  get_target_property(\n    OpenMP_LIBRARY_LOCATION\n    OpenMP::OpenMP_CXX\n    INTERFACE_LINK_LIBRARIES\n  )\n  # get just the filename of that path\n  # (to deal with the possibility that it might be 'libomp.dylib' or 'libgomp.dylib' or 'libiomp.dylib')\n  get_filename_component(\n    OpenMP_LIBRARY_NAME\n    ${OpenMP_LIBRARY_LOCATION}\n    NAME\n  )\n  # get directory of that path\n  get_filename_component(\n    OpenMP_LIBRARY_DIR\n    ${OpenMP_LIBRARY_LOCATION}\n    DIRECTORY\n  )\n  # get exact name of the library in a variable\n  get_target_property(\n    __LIB_LIGHTGBM_OUTPUT_NAME\n    _lightgbm\n    OUTPUT_NAME\n  )\n  if(NOT __LIB_LIGHTGBM_OUTPUT_NAME)\n    set(__LIB_LIGHTGBM_OUTPUT_NAME \"lib_lightgbm\")\n  endif()\n\n  if(CMAKE_SHARED_LIBRARY_SUFFIX_CXX)\n    set(\n      __LIB_LIGHTGBM_FILENAME \"${__LIB_LIGHTGBM_OUTPUT_NAME}${CMAKE_SHARED_LIBRARY_SUFFIX_CXX}\"\n      CACHE INTERNAL \"lightgbm shared library filename\"\n    )\n  else()\n    set(\n      __LIB_LIGHTGBM_FILENAME \"${__LIB_LIGHTGBM_OUTPUT_NAME}.dylib\"\n      CACHE INTERNAL \"lightgbm shared library filename\"\n    )\n  endif()\n\n  # Override the absolute path to OpenMP with a relative one using @rpath.\n  #\n  # This also ensures that if a {libgomp,libiomp,libomp}.dylib has already been loaded, it'll just use that.\n  add_custom_command(\n    TARGET _lightgbm\n    POST_BUILD\n      COMMAND\n        install_name_tool\n        -change\n        ${OpenMP_LIBRARY_LOCATION}\n        \"@rpath/${OpenMP_LIBRARY_NAME}\"\n        \"${__LIB_LIGHTGBM_FILENAME}\"\n      WORKING_DIRECTORY ${CMAKE_CURRENT_SOURCE_DIR}\n      COMMENT \"Replacing hard-coded OpenMP install_name with '@rpath/${OpenMP_LIBRARY_NAME}'...\"\n  )\n  # add RPATH entries to ensure the loader looks in the following, in the following order:\n  #\n  #   - (R-only) ${LIBR_LIBS_DIR}    (wherever R for macOS stores vendored third-party libraries)\n  #   - ${OpenMP_LIBRARY_DIR}        (wherever find_package(OpenMP) found OpenMP at build time)\n  #   - /opt/homebrew/opt/libomp/lib (where 'brew install' / 'brew link' puts libomp.dylib)\n  #   - /opt/local/lib/libomp        (where 'port install' puts libomp.dylib)\n  #\n\n  # with some compilers, OpenMP ships with the compiler (e.g. libgomp with gcc)\n  list(APPEND __omp_install_rpaths \"${OpenMP_LIBRARY_DIR}\")\n\n  # with clang, libomp doesn't ship with the compiler and might be supplied separately\n  if(CMAKE_CXX_COMPILER_ID MATCHES \"Clang\")\n      list(\n        APPEND __omp_install_rpaths\n          \"/opt/homebrew/opt/libomp/lib\"\n          \"/opt/local/lib/libomp\"\n      )\n      # It appears that CRAN's macOS binaries compiled with -fopenmp have install names\n      # of the form:\n      #\n      #   /Library/Frameworks/R.framework/Versions/4.3-arm64/Resources/lib/libomp.dylib\n      #\n      # That corresponds to the libomp.dylib that ships with the R framework for macOS, available\n      # from https://cran.r-project.org/bin/macosx/.\n      #\n      # That absolute-path install name leads to that library being loaded unconditionally.\n      #\n      # That can result in e.g. 'library(data.table)' loading R's libomp.dylib and 'library(lightgbm)' loading\n      # Homebrew's. Having 2 loaded in the same process can lead to segfaults and unpredictable behavior.\n      #\n      # This can't be easily avoided by forcing R-package builds in LightGBM to use R's libomp.dylib\n      # at build time... LightGBM's CMake uses find_package(OpenMP), and R for macOS only provides the\n      # library, not CMake config files for it.\n      #\n      # Best we can do, to allow CMake-based builds of the R-package here to continue to work\n      # alongside CRAN-prepared binaries of other packages with OpenMP dependencies, is to\n      # ensure that R's library directory is the first place the loader searches for\n      # libomp.dylib when clang is used.\n      #\n      # ref: https://github.com/lightgbm-org/LightGBM/issues/6628\n      #\n      if(__BUILD_FOR_R)\n        list(PREPEND __omp_install_rpaths \"${LIBR_LIBS_DIR}\")\n      endif()\n  endif()\n  set_target_properties(\n    _lightgbm\n    PROPERTIES\n      BUILD_WITH_INSTALL_RPATH TRUE\n      INSTALL_RPATH \"${__omp_install_rpaths}\"\n      INSTALL_RPATH_USE_LINK_PATH FALSE\n  )\nendif()\n\ninstall(\n  TARGETS _lightgbm\n  RUNTIME DESTINATION ${CMAKE_INSTALL_PREFIX}/bin\n  LIBRARY DESTINATION ${CMAKE_INSTALL_PREFIX}/lib\n  ARCHIVE DESTINATION ${CMAKE_INSTALL_PREFIX}/lib\n)\n\nif(INSTALL_HEADERS)\n    install(\n      DIRECTORY ${LightGBM_HEADER_DIR}/LightGBM\n      DESTINATION ${CMAKE_INSTALL_PREFIX}/include\n    )\n    install(\n      FILES ${FAST_DOUBLE_PARSER_INCLUDE_DIR}/fast_double_parser.h\n      DESTINATION ${CMAKE_INSTALL_PREFIX}/include/LightGBM/utils\n    )\n    install(\n      DIRECTORY ${FMT_INCLUDE_DIR}/\n      DESTINATION ${CMAKE_INSTALL_PREFIX}/include/LightGBM/utils\n      FILES_MATCHING PATTERN \"*.h\"\n    )\nendif()\n"
  },
  {
    "path": "CODE_OF_CONDUCT.md",
    "content": "# Microsoft Open Source Code of Conduct\n\nThis code of conduct outlines expectations for participation in Microsoft-managed open source communities, as well as steps for reporting unacceptable behavior. We are committed to providing a welcoming and inspiring community for all. People violating this code of conduct may be banned from the community.\n\n## Our open source communities strive to:\n\n* Be friendly and patient: Remember you might not be communicating in someone else's primary spoken or programming language, and others may not have your level of understanding.\n* Be welcoming: Our communities welcome and support people of all backgrounds and identities. This includes, but is not limited to members of any race, ethnicity, culture, national origin, color, immigration status, social and economic class, educational level, sex, sexual orientation, gender identity and expression, age, size, family status, political belief, religion, and mental and physical ability.\n* Be respectful: We are a world-wide community of professionals, and we conduct ourselves professionally. Disagreement is no excuse for poor behavior and poor manners. Disrespectful and unacceptable behavior includes, but is not limited to:\n    1. Violent threats or language.\n    2. Discriminatory or derogatory jokes and language.\n    3. Posting sexually explicit or violent material.\n    4. Posting, or threatening to post, people's personally identifying information (\"doxing\").\n    5. Insults, especially those using discriminatory terms or slurs.\nBehavior that could be perceived as sexual attention.\nAdvocating for or encouraging any of the above behaviors.\n* Understand disagreements: Disagreements, both social and technical, are useful learning opportunities. Seek to understand the other viewpoints and resolve differences constructively.\n* This code is not exhaustive or complete. It serves to capture our common understanding of a productive, collaborative environment. We expect the code to be followed in spirit as much as in the letter.\n\n## Scope\n\nThis code of conduct applies to all repos and communities for Microsoft-managed open source projects regardless of whether or not the repo explicitly calls out its use of this code. The code also applies in public spaces when an individual is representing a project or its community. Examples include using an official project e-mail address, posting via an official social media account, or acting as an appointed representative at an online or offline event. Representation of a project may be further defined and clarified by project maintainers.\n\nNote: Some Microsoft-managed communities have codes of conduct that pre-date this document and issue resolution process. While communities are not required to change their code, they are expected to use the resolution process outlined here. The review team will coordinate with the communities involved to address your concerns.\n\n## Reporting Code of Conduct Issues\n\nWe encourage all communities to resolve issues on their own whenever possible. This builds a broader and deeper understanding and ultimately a healthier interaction. In the event that an issue cannot be resolved locally, please feel free to report your concerns by contacting opencode@microsoft.com. Your report will be handled in accordance with the issue resolution process described in the Code of Conduct FAQ.\n\nIn your report please include:\n\n* Your contact information.\n* Names (real, usernames or pseudonyms) of any individuals involved. If there are additional witnesses, please include them as well.\n* Your account of what occurred, and if you believe the incident is ongoing. If there is a publicly available record (e.g. a mailing list archive or a public chat log), please include a link or attachment.\n* Any additional information that may be helpful.\n\nAll reports will be reviewed by a multi-person team and will result in a response that is deemed necessary and appropriate to the circumstances. Where additional perspectives are needed, the team may seek insight from others with relevant expertise or experience. The confidentiality of the person reporting the incident will be kept at all times. Involved parties are never part of the review team.\n\nAnyone asked to stop unacceptable behavior is expected to comply immediately. If an individual engages in unacceptable behavior, the review team may take any action they deem appropriate, including a permanent ban from the community.\n\nThis code of conduct is based on the template established by the TODO Group and used by numerous other large communities (e.g., Facebook, Yahoo, Twitter, GitHub) and the Scope section from the Contributor Covenant version 1.4.\n"
  },
  {
    "path": "CONTRIBUTING.md",
    "content": "# contributing\n\nLightGBM has been developed and used by many active community members.\n\nYour help is very valuable to make it better for everyone.\n\n## How to Contribute\n\n- Check the [Feature Requests Hub](https://github.com/lightgbm-org/LightGBM/issues/2302), and submit pull requests to address chosen issue. If you need development guideline, you can check the [Development Guide](https://github.com/lightgbm-org/LightGBM/blob/master/docs/Development-Guide.rst) or directly ask us in Issues/Pull Requests.\n- Contribute to the [tests](https://github.com/lightgbm-org/LightGBM/tree/master/tests) to make it more reliable.\n- Contribute to the [documentation](https://github.com/lightgbm-org/LightGBM/tree/master/docs) to make it clearer for everyone.\n- Contribute to the [examples](https://github.com/lightgbm-org/LightGBM/tree/master/examples) to share your experience with other users.\n- Add your stories and experience to [Awesome LightGBM](https://github.com/lightgbm-org/LightGBM/blob/master/examples/README.md). If LightGBM helped you in a machine learning competition or some research application, we want to hear about it!\n- [Open an issue](https://github.com/lightgbm-org/LightGBM/issues) to report problems or recommend new features.\n\n## Development Guide\n\n### Linting\n\nEvery commit in the repository is tested with multiple static analyzers.\n\nWhen developing locally, run some of them using `pre-commit` ([pre-commit docs](https://pre-commit.com/)).\n\n```shell\npre-commit run --all-files\n```\n\nThat command will check for some issues and automatically reformat the code.\n"
  },
  {
    "path": "LICENSE",
    "content": "The MIT License (MIT)\n\nCopyright (c) Microsoft Corporation\nCopyright (c) The LightGBM developers\n\nPermission is hereby granted, free of charge, to any person obtaining a copy\nof this software and associated documentation files (the \"Software\"), to deal\nin the Software without restriction, including without limitation the rights\nto use, copy, modify, merge, publish, distribute, sublicense, and/or sell\ncopies of the Software, and to permit persons to whom the Software is\nfurnished to do so, subject to the following conditions:\n\nThe above copyright notice and this permission notice shall be included in all\ncopies or substantial portions of the Software.\n\nTHE SOFTWARE IS PROVIDED \"AS IS\", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR\nIMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,\nFITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE\nAUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER\nLIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,\nOUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE\nSOFTWARE.\n"
  },
  {
    "path": "MAINTAINING.md",
    "content": "# maintaining\n\nThis document is for LightGBM maintainers.\n\n## Releasing\n\n### Step 1: Put up a Release PR\n\nCreate a pull request into `master` which prepares the source code for release.\n\nCopy the description and checklist from the previous release PR (for example: https://github.com/lightgbm-org/LightGBM/pull/6796).\n\nThis should usually also include a checklist of other issues and PRs that should be completed for the release,\nand the PR should be used to discuss what makes it into the release.\n\n### Step 2: Merge the Release PR\n\nOnce the PR is approved, merge it.\n\nDo not merge any other PRs into `master` until the rest of the release is complete.\n\n### Step 3: Wait for a New CI Run on `master`\n\nWait for all CI runs triggered by the merge to `master` to complete successfully.\n\nThese runs build and test the official artifacts that will be attached to the GitHub release and published to package managers.\n\n### Step 4: Create a Release\n\nNavigate to https://github.com/lightgbm-org/LightGBM/releases.\n\nClick \"edit\" on the draft release that `release-drafter` has created there.\n\n* update the tag and release title to match the version of LightGBM, in the format `v{major}.{minor}.{patch}`\n* ensure that tag points at the commit on ``master`` created by merging the release PR\n\nWhen you're satisfied with the state of the release, click \"Publish release\".\n\n### Step 5: Upload Artifacts\n\nAfter creating a release, run the following from the root of the repo to populate it with artifacts.\n\n```shell\n# download all artifacts to a local directory\n./.ci/downloads-artifacts.sh ${COMMIT_ID}\n\n# attach them to the GitHub release\ngh release upload \\\n    --repo lightgbm-org/LightGBM \\\n    \"${TAG}\" \\\n    ./release-artifacts/*\n```\n\nWhere:\n\n* `COMMIT_ID` = full commit hash of the commit on `master` corresponding to the release\n* `TAG` = the tag for the release (e.g. `v4.6.0`)\n\n### Step 6: Complete All Other Post-merge Release Steps\n\nThese include things like publishing to package managers, updating build configs for repackagers like ``conda-forge``, and many other steps.\n\nSee the release checklist on the PR for details.\n"
  },
  {
    "path": "R-package/.Rbuildignore",
    "content": "\\.appveyor\\.yml\nAUTOCONF_UBUNTU_VERSION\n^autom4te.cache/.*$\n^.*\\.bin\n^build_r.R$\n\\.clang-format\n^.*\\.clusterfuzzlite$\n^cran-comments\\.md$\n^docs$\n^.*\\.dll\n\\.drone\\.yml\n^.*\\.dylib\n\\.git\n\\.gitkeep$\n^.*\\.history\n^Makefile$\n^.*\\.o\n^.*\\.out\n^pkgdown$\n^recreate-configure\\.sh$\n^.*\\.so\n^src/build/.*$\n^src/CMakeLists.txt$\n^src/external_libs/compute/.appveyor.yml$\n^src/external_libs/compute/.coveralls.yml$\n^src/external_libs/compute/.travis.yml$\n^src/external_libs/compute/test/.*$\n^src/external_libs/compute/index.html$\n^src/external_libs/compute/.git$\n^src/external_libs/compute/.gitignore$\n^src/external_libs/compute/CONTRIBUTING.md$\n^src/external_libs/compute/README.md$\nsrc/external_libs/fast_double_parser/benchmarks\nsrc/external_libs/fast_double_parser/Makefile\nsrc/external_libs/fast_double_parser/.*\\.md\nsrc/external_libs/fast_double_parser/tests\nsrc/external_libs/fast_double_parser/.*\\.yaml\nsrc/external_libs/fast_double_parser/.*\\.yml\nsrc/external_libs/fmt/.*\\.md\nsrc/external_libs/fmt/.travis.yml\nsrc/external_libs/fmt/doc\nsrc/external_libs/fmt/support/Android\\.mk\nsrc/external_libs/fmt/support/bazel/.bazel.*\nsrc/external_libs/fmt/support/.*\\.gradle\nsrc/external_libs/fmt/support/.*\\.pro\nsrc/external_libs/fmt/support/.*\\.py\nsrc/external_libs/fmt/support/rtd\nsrc/external_libs/fmt/support/.*sublime-syntax\nsrc/external_libs/fmt/support/Vagrantfile\nsrc/external_libs/fmt/support/.*\\.xml\nsrc/external_libs/fmt/support/.*\\.yml\nsrc/external_libs/fmt/test\n"
  },
  {
    "path": "R-package/AUTOCONF_UBUNTU_VERSION",
    "content": "2.71-2\n"
  },
  {
    "path": "R-package/DESCRIPTION",
    "content": "Package: lightgbm\nType: Package\nTitle: Light Gradient Boosting Machine\nVersion: ~~VERSION~~\nDate: ~~DATE~~\nAuthors@R: c(\n    person(\"Yu\", \"Shi\", email = \"yushi2@microsoft.com\", role = c(\"aut\")),\n    person(\"Guolin\", \"Ke\", email = \"guolin.ke@outlook.com\", role = c(\"aut\")),\n    person(\"Damien\", \"Soukhavong\", email = \"damien.soukhavong@skema.edu\", role = c(\"aut\")),\n    person(\"James\", \"Lamb\", email=\"jaylamb20@gmail.com\", role = c(\"aut\", \"cre\")),\n    person(\"Qi\", \"Meng\", role = c(\"aut\")),\n    person(\"Thomas\", \"Finley\", role = c(\"aut\")),\n    person(\"Taifeng\", \"Wang\", role = c(\"aut\")),\n    person(\"Wei\", \"Chen\", role = c(\"aut\")),\n    person(\"Weidong\", \"Ma\", role = c(\"aut\")),\n    person(\"Qiwei\", \"Ye\", role = c(\"aut\")),\n    person(\"Tie-Yan\", \"Liu\", role = c(\"aut\")),\n    person(\"Nikita\", \"Titov\", role = c(\"aut\")),\n    person(\"Yachen\", \"Yan\", role = c(\"ctb\")),\n    person(\"Microsoft Corporation\", role = c(\"cph\")),\n    person(\"Dropbox, Inc.\", role = c(\"cph\")),\n    person(\"Alberto\", \"Ferreira\", role = c(\"ctb\")),\n    person(\"Daniel\", \"Lemire\", role = c(\"ctb\")),\n    person(\"Victor\", \"Zverovich\", role = c(\"cph\")),\n    person(\"IBM Corporation\", role = c(\"ctb\")),\n    person(\"David\", \"Cortes\", role = c(\"aut\")),\n    person(\"Michael\", \"Mayer\", role = c(\"ctb\"))\n    )\nDescription: Tree based algorithms can be improved by introducing boosting frameworks.\n    'LightGBM' is one such framework, based on Ke, Guolin et al. (2017) <https://proceedings.neurips.cc/paper/2017/hash/6449f44a102fde848669bdd9eb6b76fa-Abstract.html>.\n    This package offers an R interface to work with it.\n    It is designed to be distributed and efficient with the following advantages:\n        1. Faster training speed and higher efficiency.\n        2. Lower memory usage.\n        3. Better accuracy.\n        4. Parallel learning supported.\n        5. Capable of handling large-scale data.\n    In recognition of these advantages, 'LightGBM' has been widely-used in many winning solutions of machine learning competitions.\n    Comparison experiments on public datasets suggest that 'LightGBM' can outperform existing boosting frameworks on both efficiency and accuracy, with significantly lower memory consumption. In addition, parallel experiments suggest that in certain circumstances, 'LightGBM' can achieve a linear speed-up in training time by using multiple machines.\nEncoding: UTF-8\nLicense: MIT + file LICENSE\nURL: https://github.com/lightgbm-org/LightGBM\nBugReports: https://github.com/lightgbm-org/LightGBM/issues\nNeedsCompilation: yes\nBiarch: true\nVignetteBuilder: knitr\nSuggests:\n    knitr,\n    markdown,\n    processx,\n    RhpcBLASctl,\n    testthat\nDepends:\n    R (>= 4.0)\nImports:\n    R6 (>= 2.4.0),\n    data.table (>= 1.9.6),\n    graphics,\n    jsonlite (>= 1.0),\n    Matrix (>= 1.1-0),\n    methods,\n    parallel,\n    utils\nSystemRequirements:\n    C++17\nRoxygenNote: 7.3.3\n"
  },
  {
    "path": "R-package/LICENSE",
    "content": "YEAR: 2016\nCOPYRIGHT HOLDER: Microsoft Corporation\n"
  },
  {
    "path": "R-package/NAMESPACE",
    "content": "# Generated by roxygen2: do not edit by hand\n\nS3method(\"dimnames<-\",lgb.Dataset)\nS3method(dim,lgb.Dataset)\nS3method(dimnames,lgb.Dataset)\nS3method(get_field,lgb.Dataset)\nS3method(predict,lgb.Booster)\nS3method(print,lgb.Booster)\nS3method(set_field,lgb.Dataset)\nS3method(summary,lgb.Booster)\nexport(getLGBMthreads)\nexport(get_field)\nexport(lgb.Dataset)\nexport(lgb.Dataset.construct)\nexport(lgb.Dataset.create.valid)\nexport(lgb.Dataset.save)\nexport(lgb.Dataset.set.categorical)\nexport(lgb.Dataset.set.reference)\nexport(lgb.configure_fast_predict)\nexport(lgb.convert_with_rules)\nexport(lgb.cv)\nexport(lgb.drop_serialized)\nexport(lgb.dump)\nexport(lgb.get.eval.result)\nexport(lgb.importance)\nexport(lgb.interprete)\nexport(lgb.load)\nexport(lgb.make_serializable)\nexport(lgb.model.dt.tree)\nexport(lgb.plot.importance)\nexport(lgb.plot.interpretation)\nexport(lgb.restore_handle)\nexport(lgb.save)\nexport(lgb.slice.Dataset)\nexport(lgb.train)\nexport(lightgbm)\nexport(setLGBMthreads)\nexport(set_field)\nimport(methods)\nimportClassesFrom(Matrix,CsparseMatrix)\nimportClassesFrom(Matrix,RsparseMatrix)\nimportClassesFrom(Matrix,dgCMatrix)\nimportClassesFrom(Matrix,dgRMatrix)\nimportClassesFrom(Matrix,dsparseMatrix)\nimportClassesFrom(Matrix,dsparseVector)\nimportFrom(Matrix,Matrix)\nimportFrom(R6,R6Class)\nimportFrom(data.table,\":=\")\nimportFrom(data.table,as.data.table)\nimportFrom(data.table,data.table)\nimportFrom(data.table,rbindlist)\nimportFrom(data.table,set)\nimportFrom(data.table,setnames)\nimportFrom(data.table,setorder)\nimportFrom(data.table,setorderv)\nimportFrom(graphics,barplot)\nimportFrom(graphics,par)\nimportFrom(jsonlite,fromJSON)\nimportFrom(methods,is)\nimportFrom(methods,new)\nimportFrom(parallel,detectCores)\nimportFrom(stats,quantile)\nimportFrom(utils,modifyList)\nimportFrom(utils,read.delim)\nuseDynLib(lightgbm , .registration = TRUE)\n"
  },
  {
    "path": "R-package/R/aliases.R",
    "content": "# Central location for parameter aliases.\n# See https://lightgbm.readthedocs.io/en/latest/Parameters.html#core-parameters\n\n# [description] List of respected parameter aliases specific to lgb.Dataset. Wrapped in a function to\n#               take advantage of lazy evaluation (so it doesn't matter what order\n#               R sources files during installation).\n# [return] A named list, where each key is a parameter relevant to lgb.Dataset and each value is a character\n#          vector of corresponding aliases.\n.DATASET_PARAMETERS <- function() {\n    all_aliases <- .PARAMETER_ALIASES()\n    return(all_aliases[c(\n        \"bin_construct_sample_cnt\"\n        , \"categorical_feature\"\n        , \"data_random_seed\"\n        , \"enable_bundle\"\n        , \"feature_pre_filter\"\n        , \"forcedbins_filename\"\n        , \"group_column\"\n        , \"header\"\n        , \"ignore_column\"\n        , \"is_enable_sparse\"\n        , \"label_column\"\n        , \"linear_tree\"\n        , \"max_bin\"\n        , \"max_bin_by_feature\"\n        , \"min_data_in_bin\"\n        , \"pre_partition\"\n        , \"precise_float_parser\"\n        , \"two_round\"\n        , \"use_missing\"\n        , \"weight_column\"\n        , \"zero_as_missing\"\n    )])\n}\n\n# [description] Non-exported environment, used for caching details that only need to be\n#               computed once per R session.\n.lgb_session_cache_env <- new.env()\n\n# [description] List of respected parameter aliases. Wrapped in a function to take advantage of\n#               lazy evaluation (so it doesn't matter what order R sources files during installation).\n# [return] A named list, where each key is a main LightGBM parameter and each value is a character\n#          vector of corresponding aliases.\n.PARAMETER_ALIASES <- function() {\n    if (exists(\"PARAMETER_ALIASES\", where = .lgb_session_cache_env)) {\n        return(get(\"PARAMETER_ALIASES\", envir = .lgb_session_cache_env))\n    }\n    params_to_aliases <- jsonlite::fromJSON(\n        .Call(\n            LGBM_DumpParamAliases_R\n        )\n    )\n    for (main_name in names(params_to_aliases)) {\n        aliases_with_main_name <- c(main_name, unlist(params_to_aliases[[main_name]]))\n        params_to_aliases[[main_name]] <- aliases_with_main_name\n    }\n    # store in cache so the next call to `.PARAMETER_ALIASES()` doesn't need to recompute this\n    assign(\n        x = \"PARAMETER_ALIASES\"\n        , value = params_to_aliases\n        , envir = .lgb_session_cache_env\n    )\n    return(params_to_aliases)\n}\n\n# [description]\n#     Per https://github.com/lightgbm-org/LightGBM/blob/master/docs/Parameters.rst#metric,\n#     a few different strings can be used to indicate \"no metrics\".\n# [returns]\n#     A character vector\n.NO_METRIC_STRINGS <- function() {\n    return(\n        c(\n            \"na\"\n            , \"None\"\n            , \"null\"\n            , \"custom\"\n        )\n    )\n}\n\n.MULTICLASS_OBJECTIVES <- function() {\n    return(\n        c(\n            \"multi_logloss\"\n            , \"multiclass\"\n            , \"softmax\"\n            , \"multiclassova\"\n            , \"multiclass_ova\"\n            , \"ova\"\n            , \"ovr\"\n        )\n    )\n}\n\n.BINARY_OBJECTIVES <- function() {\n    return(\n        c(\n            \"binary_logloss\"\n            , \"binary\"\n            , \"binary_error\"\n        )\n    )\n}\n"
  },
  {
    "path": "R-package/R/callback.R",
    "content": "# constants that control naming in lists\n.EVAL_KEY <- function() {\n  return(\"eval\")\n}\n.EVAL_ERR_KEY <- function() {\n  return(\"eval_err\")\n}\n\n#' @importFrom R6 R6Class\nCB_ENV <- R6::R6Class(\n  \"lgb.cb_env\",\n  cloneable = FALSE,\n  public = list(\n    model = NULL,\n    iteration = NULL,\n    begin_iteration = NULL,\n    end_iteration = NULL,\n    eval_list = list(),\n    eval_err_list = list(),\n    best_iter = -1L,\n    best_score = NA,\n    met_early_stop = FALSE\n  )\n)\n\n# Format the evaluation metric string\n.format_eval_string <- function(eval_res, eval_err) {\n\n  # Check for empty evaluation string\n  if (is.null(eval_res) || length(eval_res) == 0L) {\n    stop(\"no evaluation results\")\n  }\n\n  # Check for empty evaluation error\n  if (!is.null(eval_err)) {\n    return(sprintf(\"%s\\'s %s:%g+%g\", eval_res$data_name, eval_res$name, eval_res$value, eval_err))\n  } else {\n    return(sprintf(\"%s\\'s %s:%g\", eval_res$data_name, eval_res$name, eval_res$value))\n  }\n\n}\n\n.merge_eval_string <- function(env) {\n\n  # Check length of evaluation list\n  if (length(env$eval_list) <= 0L) {\n    return(\"\")\n  }\n\n  # Get evaluation\n  msg <- list(sprintf(\"[%d]:\", env$iteration))\n\n  # Set if evaluation error\n  is_eval_err <- length(env$eval_err_list) > 0L\n\n  # Loop through evaluation list\n  for (j in seq_along(env$eval_list)) {\n\n    # Store evaluation error\n    eval_err <- NULL\n    if (isTRUE(is_eval_err)) {\n      eval_err <- env$eval_err_list[[j]]\n    }\n\n    # Set error message\n    msg <- c(msg, .format_eval_string(eval_res = env$eval_list[[j]], eval_err = eval_err))\n\n  }\n\n  return(paste(msg, collapse = \"  \"))\n\n}\n\ncb_print_evaluation <- function(period) {\n\n  # Create callback\n  callback <- function(env) {\n\n    # Check if period is at least 1 or more\n    if (period > 0L) {\n\n      # Store iteration\n      i <- env$iteration\n\n      # Check if iteration matches moduo\n      if ((i - 1L) %% period == 0L || is.element(i, c(env$begin_iteration, env$end_iteration))) {\n\n        # Merge evaluation string\n        msg <- .merge_eval_string(env = env)\n\n        # Check if message is existing\n        if (nchar(msg) > 0L) {\n          cat(.merge_eval_string(env = env), \"\\n\")\n        }\n\n      }\n\n    }\n\n    return(invisible(NULL))\n\n  }\n\n  # Store attributes\n  attr(callback, \"call\") <- match.call()\n  attr(callback, \"name\") <- \"cb_print_evaluation\"\n\n  return(callback)\n\n}\n\ncb_record_evaluation <- function() {\n\n  # Create callback\n  callback <- function(env) {\n\n    if (length(env$eval_list) <= 0L) {\n      return()\n    }\n\n    # Set if evaluation error\n    is_eval_err <- length(env$eval_err_list) > 0L\n\n    # Check length of recorded evaluation\n    if (length(env$model$record_evals) == 0L) {\n\n      # Loop through each evaluation list element\n      for (j in seq_along(env$eval_list)) {\n\n        # Store names\n        data_name <- env$eval_list[[j]]$data_name\n        name <- env$eval_list[[j]]$name\n        env$model$record_evals$start_iter <- env$begin_iteration\n\n        # Check if evaluation record exists\n        if (is.null(env$model$record_evals[[data_name]])) {\n          env$model$record_evals[[data_name]] <- list()\n        }\n\n        # Create dummy lists\n        env$model$record_evals[[data_name]][[name]] <- list()\n        env$model$record_evals[[data_name]][[name]][[.EVAL_KEY()]] <- list()\n        env$model$record_evals[[data_name]][[name]][[.EVAL_ERR_KEY()]] <- list()\n\n      }\n\n    }\n\n    # Loop through each evaluation list element\n    for (j in seq_along(env$eval_list)) {\n\n      # Get evaluation data\n      eval_res <- env$eval_list[[j]]\n      eval_err <- NULL\n      if (isTRUE(is_eval_err)) {\n        eval_err <- env$eval_err_list[[j]]\n      }\n\n      # Store names\n      data_name <- eval_res$data_name\n      name <- eval_res$name\n\n      # Store evaluation data\n      env$model$record_evals[[data_name]][[name]][[.EVAL_KEY()]] <- c(\n        env$model$record_evals[[data_name]][[name]][[.EVAL_KEY()]]\n        , eval_res$value\n      )\n      env$model$record_evals[[data_name]][[name]][[.EVAL_ERR_KEY()]] <- c(\n        env$model$record_evals[[data_name]][[name]][[.EVAL_ERR_KEY()]]\n        , eval_err\n      )\n\n    }\n\n    return(invisible(NULL))\n\n  }\n\n  # Store attributes\n  attr(callback, \"call\") <- match.call()\n  attr(callback, \"name\") <- \"cb_record_evaluation\"\n\n  return(callback)\n\n}\n\ncb_early_stop <- function(stopping_rounds, first_metric_only, verbose) {\n\n  factor_to_bigger_better <- NULL\n  best_iter <- NULL\n  best_score <- NULL\n  best_msg <- NULL\n  eval_len <- NULL\n\n  # Initialization function\n  init <- function(env) {\n\n    # Early stopping cannot work without metrics\n    if (length(env$eval_list) == 0L) {\n      stop(\"For early stopping, valids must have at least one element\")\n    }\n\n    # Store evaluation length\n    eval_len <<- length(env$eval_list)\n\n    # Check if verbose or not\n    if (isTRUE(verbose)) {\n      msg <- paste0(\n        \"Will train until there is no improvement in \"\n        , stopping_rounds\n        , \" rounds.\\n\"\n      )\n      cat(msg)\n    }\n\n    # Internally treat everything as a maximization task\n    factor_to_bigger_better <<- rep.int(1.0, eval_len)\n    best_iter <<- rep.int(-1L, eval_len)\n    best_score <<- rep.int(-Inf, eval_len)\n    best_msg <<- list()\n\n    # Loop through evaluation elements\n    for (i in seq_len(eval_len)) {\n\n      # Prepend message\n      best_msg <<- c(best_msg, \"\")\n\n      # Internally treat everything as a maximization task\n      if (!isTRUE(env$eval_list[[i]]$higher_better)) {\n        factor_to_bigger_better[i] <<- -1.0\n      }\n\n    }\n\n    return(invisible(NULL))\n\n  }\n\n  # Create callback\n  callback <- function(env) {\n\n    # Check for empty evaluation\n    if (is.null(eval_len)) {\n      init(env = env)\n    }\n\n    # Store iteration\n    cur_iter <- env$iteration\n\n    # By default, any metric can trigger early stopping. This can be disabled\n    # with 'first_metric_only = TRUE'\n    if (isTRUE(first_metric_only)) {\n      evals_to_check <- 1L\n    } else {\n      evals_to_check <- seq_len(eval_len)\n    }\n\n    # Loop through evaluation\n    for (i in evals_to_check) {\n\n      # Store score\n      score <- env$eval_list[[i]]$value * factor_to_bigger_better[i]\n\n        # Check if score is better\n        if (score > best_score[i]) {\n\n          # Store new scores\n          best_score[i] <<- score\n          best_iter[i] <<- cur_iter\n\n          # Prepare to print if verbose\n          if (verbose) {\n            best_msg[[i]] <<- as.character(.merge_eval_string(env = env))\n          }\n\n        } else {\n\n          # Check if early stopping is required\n          if (cur_iter - best_iter[i] >= stopping_rounds) {\n\n            if (!is.null(env$model)) {\n              env$model$best_score <- best_score[i]\n              env$model$best_iter <- best_iter[i]\n            }\n\n            if (isTRUE(verbose)) {\n              cat(paste0(\"Early stopping, best iteration is: \", best_msg[[i]], \"\\n\"))\n            }\n\n            # Store best iteration and stop\n            env$best_iter <- best_iter[i]\n            env$met_early_stop <- TRUE\n          }\n\n        }\n\n      if (!isTRUE(env$met_early_stop) && cur_iter == env$end_iteration) {\n\n        if (!is.null(env$model)) {\n          env$model$best_score <- best_score[i]\n          env$model$best_iter <- best_iter[i]\n        }\n\n        if (isTRUE(verbose)) {\n          cat(paste0(\"Did not meet early stopping, best iteration is: \", best_msg[[i]], \"\\n\"))\n        }\n\n        # Store best iteration and stop\n        env$best_iter <- best_iter[i]\n        env$met_early_stop <- TRUE\n      }\n    }\n\n    return(invisible(NULL))\n\n  }\n\n  attr(callback, \"call\") <- match.call()\n  attr(callback, \"name\") <- \"cb_early_stop\"\n\n  return(callback)\n\n}\n\n# Extract callback names from the list of callbacks\n.callback_names <- function(cb_list) {\n  return(unlist(lapply(cb_list, attr, \"name\")))\n}\n\n.add_cb <- function(cb_list, cb) {\n\n  # Combine two elements\n  cb_list <- c(cb_list, cb)\n\n  # Set names of elements\n  names(cb_list) <- .callback_names(cb_list = cb_list)\n\n  if (\"cb_early_stop\" %in% names(cb_list)) {\n\n    # Concatenate existing elements\n    cb_list <- c(cb_list, cb_list[\"cb_early_stop\"])\n\n    # Remove only the first one\n    cb_list[\"cb_early_stop\"] <- NULL\n\n  }\n\n  return(cb_list)\n\n}\n\n.categorize_callbacks <- function(cb_list) {\n\n  # Check for pre-iteration or post-iteration\n  return(\n    list(\n      pre_iter = Filter(function(x) {\n        pre <- attr(x, \"is_pre_iteration\")\n        !is.null(pre) && pre\n      }, cb_list),\n      post_iter = Filter(function(x) {\n        pre <- attr(x, \"is_pre_iteration\")\n        is.null(pre) || !pre\n      }, cb_list)\n    )\n  )\n\n}\n"
  },
  {
    "path": "R-package/R/lgb.Booster.R",
    "content": "#' @importFrom R6 R6Class\n#' @importFrom utils modifyList\nBooster <- R6::R6Class(\n  classname = \"lgb.Booster\",\n  cloneable = FALSE,\n  public = list(\n\n    best_iter = -1L,\n    best_score = NA_real_,\n    params = list(),\n    record_evals = list(),\n    data_processor = NULL,\n\n    # Initialize will create a starter booster\n    initialize = function(params = list(),\n                          train_set = NULL,\n                          modelfile = NULL,\n                          model_str = NULL) {\n\n      handle <- NULL\n\n      if (!is.null(train_set)) {\n\n        if (!.is_Dataset(train_set)) {\n          stop(\"lgb.Booster: Can only use lgb.Dataset as training data\")\n        }\n        train_set_handle <- train_set$.__enclos_env__$private$get_handle()\n        params <- utils::modifyList(params, train_set$get_params())\n        params_str <- .params2str(params = params)\n        # Store booster handle\n        handle <- .Call(\n          LGBM_BoosterCreate_R\n          , train_set_handle\n          , params_str\n        )\n\n        # Create private booster information\n        private$train_set <- train_set\n        private$train_set_version <- train_set$.__enclos_env__$private$version\n        private$num_dataset <- 1L\n        private$init_predictor <- train_set$.__enclos_env__$private$predictor\n\n        if (!is.null(private$init_predictor)) {\n\n          # Merge booster\n          .Call(\n            LGBM_BoosterMerge_R\n            , handle\n            , private$init_predictor$.__enclos_env__$private$handle\n          )\n\n        }\n\n        # Check current iteration\n        private$is_predicted_cur_iter <- c(private$is_predicted_cur_iter, FALSE)\n\n      } else if (!is.null(modelfile)) {\n\n        # Do we have a model file as character?\n        if (!is.character(modelfile)) {\n          stop(\"lgb.Booster: Can only use a string as model file path\")\n        }\n\n        modelfile <- path.expand(modelfile)\n\n        # Create booster from model\n        handle <- .Call(\n          LGBM_BoosterCreateFromModelfile_R\n          , modelfile\n        )\n        params <- private$get_loaded_param(handle)\n\n      } else if (!is.null(model_str)) {\n\n        # Do we have a model_str as character/raw?\n        if (!is.raw(model_str) && !is.character(model_str)) {\n          stop(\"lgb.Booster: Can only use a character/raw vector as model_str\")\n        }\n\n        # Create booster from model\n        handle <- .Call(\n          LGBM_BoosterLoadModelFromString_R\n          , model_str\n        )\n\n      } else {\n\n        # Booster non existent\n        stop(\n          \"lgb.Booster: Need at least either training dataset, \"\n          , \"model file, or model_str to create booster instance\"\n        )\n\n      }\n\n      class(handle) <- \"lgb.Booster.handle\"\n      private$handle <- handle\n      private$num_class <- 1L\n      .Call(\n        LGBM_BoosterGetNumClasses_R\n        , private$handle\n        , private$num_class\n      )\n\n      self$params <- params\n\n      return(invisible(NULL))\n\n    },\n\n    # Set training data name\n    set_train_data_name = function(name) {\n\n      # Set name\n      private$name_train_set <- name\n      return(invisible(self))\n\n    },\n\n    # Add validation data\n    add_valid = function(data, name) {\n\n      if (!.is_Dataset(data)) {\n        stop(\"lgb.Booster.add_valid: Can only use lgb.Dataset as validation data\")\n      }\n\n      if (!identical(data$.__enclos_env__$private$predictor, private$init_predictor)) {\n        stop(\n          \"lgb.Booster.add_valid: Failed to add validation data; \"\n          , \"you should use the same predictor for these data\"\n        )\n      }\n\n      if (!is.character(name)) {\n        stop(\"lgb.Booster.add_valid: Can only use characters as data name\")\n      }\n\n      # Add validation data to booster\n      .Call(\n        LGBM_BoosterAddValidData_R\n        , private$handle\n        , data$.__enclos_env__$private$get_handle()\n      )\n\n      private$valid_sets <- c(private$valid_sets, data)\n      private$name_valid_sets <- c(private$name_valid_sets, name)\n      private$num_dataset <- private$num_dataset + 1L\n      private$is_predicted_cur_iter <- c(private$is_predicted_cur_iter, FALSE)\n\n      return(invisible(self))\n\n    },\n\n    reset_parameter = function(params) {\n\n      if (methods::is(self$params, \"list\")) {\n        params <- utils::modifyList(self$params, params)\n      }\n\n      params_str <- .params2str(params = params)\n\n      self$restore_handle()\n\n      .Call(\n        LGBM_BoosterResetParameter_R\n        , private$handle\n        , params_str\n      )\n      self$params <- params\n\n      return(invisible(self))\n\n    },\n\n    # Perform boosting update iteration\n    update = function(train_set = NULL, fobj = NULL) {\n\n      if (is.null(train_set)) {\n        if (private$train_set$.__enclos_env__$private$version != private$train_set_version) {\n          train_set <- private$train_set\n        }\n      }\n\n      if (!is.null(train_set)) {\n\n        if (!.is_Dataset(train_set)) {\n          stop(\"lgb.Booster.update: Only can use lgb.Dataset as training data\")\n        }\n\n        if (!identical(train_set$predictor, private$init_predictor)) {\n          stop(\"lgb.Booster.update: Change train_set failed, you should use the same predictor for these data\")\n        }\n\n        .Call(\n          LGBM_BoosterResetTrainingData_R\n          , private$handle\n          , train_set$.__enclos_env__$private$get_handle()\n        )\n\n        private$train_set <- train_set\n        private$train_set_version <- train_set$.__enclos_env__$private$version\n\n      }\n\n      # Check if objective is empty\n      if (is.null(fobj)) {\n        if (private$set_objective_to_none) {\n          stop(\"lgb.Booster.update: cannot update due to null objective function\")\n        }\n        # Boost iteration from known objective\n        .Call(\n          LGBM_BoosterUpdateOneIter_R\n          , private$handle\n        )\n\n      } else {\n\n        if (!is.function(fobj)) {\n          stop(\"lgb.Booster.update: fobj should be a function\")\n        }\n        if (!private$set_objective_to_none) {\n          self$reset_parameter(params = list(objective = \"none\"))\n          private$set_objective_to_none <- TRUE\n        }\n        # Perform objective calculation\n        preds <- private$inner_predict(1L)\n        gpair <- fobj(preds, private$train_set)\n\n        # Check for gradient and hessian as list\n        if (is.null(gpair$grad) || is.null(gpair$hess)) {\n          stop(\"lgb.Booster.update: custom objective should\n            return a list with attributes (hess, grad)\")\n        }\n\n        # Check grad and hess have the right shape\n        n_grad <- length(gpair$grad)\n        n_hess <- length(gpair$hess)\n        n_preds <- length(preds)\n        if (n_grad != n_preds) {\n          stop(sprintf(\"Expected custom objective function to return grad with length %d, got %d.\", n_preds, n_grad))\n        }\n        if (n_hess != n_preds) {\n          stop(sprintf(\"Expected custom objective function to return hess with length %d, got %d.\", n_preds, n_hess))\n        }\n\n        # Return custom boosting gradient/hessian\n        .Call(\n          LGBM_BoosterUpdateOneIterCustom_R\n          , private$handle\n          , gpair$grad\n          , gpair$hess\n          , n_preds\n        )\n\n      }\n\n      # Loop through each iteration\n      for (i in seq_along(private$is_predicted_cur_iter)) {\n        private$is_predicted_cur_iter[[i]] <- FALSE\n      }\n\n      return(invisible(self))\n\n    },\n\n    # Return one iteration behind\n    rollback_one_iter = function() {\n\n      self$restore_handle()\n\n      .Call(\n        LGBM_BoosterRollbackOneIter_R\n        , private$handle\n      )\n\n      # Loop through each iteration\n      for (i in seq_along(private$is_predicted_cur_iter)) {\n        private$is_predicted_cur_iter[[i]] <- FALSE\n      }\n\n      return(invisible(self))\n\n    },\n\n    # Get current iteration\n    current_iter = function() {\n\n      self$restore_handle()\n\n      cur_iter <- 0L\n      .Call(\n        LGBM_BoosterGetCurrentIteration_R\n        , private$handle\n        , cur_iter\n      )\n      return(cur_iter)\n\n    },\n\n    # Number of trees per iteration\n    num_trees_per_iter = function() {\n\n      self$restore_handle()\n\n      trees_per_iter <- 1L\n      .Call(\n        LGBM_BoosterNumModelPerIteration_R\n        , private$handle\n        , trees_per_iter\n      )\n      return(trees_per_iter)\n\n    },\n\n    # Total number of trees\n    num_trees = function() {\n\n      self$restore_handle()\n\n      ntrees <- 0L\n      .Call(\n        LGBM_BoosterNumberOfTotalModel_R\n        , private$handle\n        , ntrees\n      )\n      return(ntrees)\n\n    },\n\n    # Number of iterations (= rounds)\n    num_iter = function() {\n\n      ntrees <- self$num_trees()\n      trees_per_iter <- self$num_trees_per_iter()\n\n      return(ntrees / trees_per_iter)\n\n    },\n\n    # Get upper bound\n    upper_bound = function() {\n\n      self$restore_handle()\n\n      upper_bound <- 0.0\n      .Call(\n        LGBM_BoosterGetUpperBoundValue_R\n        , private$handle\n        , upper_bound\n      )\n      return(upper_bound)\n\n    },\n\n    # Get lower bound\n    lower_bound = function() {\n\n      self$restore_handle()\n\n      lower_bound <- 0.0\n      .Call(\n        LGBM_BoosterGetLowerBoundValue_R\n        , private$handle\n        , lower_bound\n      )\n      return(lower_bound)\n\n    },\n\n    # Evaluate data on metrics\n    eval = function(data, name, feval = NULL) {\n\n      if (!.is_Dataset(data)) {\n        stop(\"lgb.Booster.eval: Can only use lgb.Dataset to eval\")\n      }\n\n      # Check for identical data\n      data_idx <- 0L\n      if (identical(data, private$train_set)) {\n        data_idx <- 1L\n      } else {\n\n        # Check for validation data\n        if (length(private$valid_sets) > 0L) {\n\n          for (i in seq_along(private$valid_sets)) {\n\n            # Check for identical validation data with training data\n            if (identical(data, private$valid_sets[[i]])) {\n\n              # Found identical data, skip\n              data_idx <- i + 1L\n              break\n\n            }\n\n          }\n\n        }\n\n      }\n\n      # Check if evaluation was not done\n      if (data_idx == 0L) {\n\n        # Add validation data by name\n        self$add_valid(data, name)\n        data_idx <- private$num_dataset\n\n      }\n\n      # Evaluate data\n      return(\n        private$inner_eval(\n          data_name = name\n          , data_idx = data_idx\n          , feval = feval\n        )\n      )\n\n    },\n\n    # Evaluation training data\n    eval_train = function(feval = NULL) {\n      return(private$inner_eval(private$name_train_set, 1L, feval))\n    },\n\n    # Evaluation validation data\n    eval_valid = function(feval = NULL) {\n\n      ret <- list()\n\n      if (length(private$valid_sets) <= 0L) {\n        return(ret)\n      }\n\n      for (i in seq_along(private$valid_sets)) {\n        ret <- append(\n          x = ret\n          , values = private$inner_eval(private$name_valid_sets[[i]], i + 1L, feval)\n        )\n      }\n\n      return(ret)\n\n    },\n\n    # Save model\n    save_model = function(\n      filename\n      , num_iteration = NULL\n      , feature_importance_type = 0L\n      , start_iteration = 1L\n    ) {\n\n      self$restore_handle()\n\n      if (is.null(num_iteration)) {\n        num_iteration <- self$best_iter\n      }\n\n      filename <- path.expand(filename)\n\n      .Call(\n        LGBM_BoosterSaveModel_R\n        , private$handle\n        , as.integer(num_iteration)\n        , as.integer(feature_importance_type)\n        , filename\n        , as.integer(start_iteration) - 1L  # Turn to 0-based\n      )\n\n      return(invisible(self))\n    },\n\n    save_model_to_string = function(\n      num_iteration = NULL\n      , feature_importance_type = 0L\n      , as_char = TRUE\n      , start_iteration = 1L\n    ) {\n\n      self$restore_handle()\n\n      if (is.null(num_iteration)) {\n        num_iteration <- self$best_iter\n      }\n\n      model_str <- .Call(\n          LGBM_BoosterSaveModelToString_R\n          , private$handle\n          , as.integer(num_iteration)\n          , as.integer(feature_importance_type)\n          , as.integer(start_iteration) - 1L  # Turn to 0-based\n      )\n\n      if (as_char) {\n        model_str <- rawToChar(model_str)\n      }\n\n      return(model_str)\n\n    },\n\n    # Dump model in memory\n    dump_model = function(\n      num_iteration = NULL, feature_importance_type = 0L, start_iteration = 1L\n    ) {\n\n      self$restore_handle()\n\n      if (is.null(num_iteration)) {\n        num_iteration <- self$best_iter\n      }\n\n      model_str <- .Call(\n        LGBM_BoosterDumpModel_R\n        , private$handle\n        , as.integer(num_iteration)\n        , as.integer(feature_importance_type)\n        , as.integer(start_iteration) - 1L  # Turn to 0-based\n      )\n\n      return(model_str)\n\n    },\n\n    # Predict on new data\n    predict = function(data,\n                       start_iteration = NULL,\n                       num_iteration = NULL,\n                       rawscore = FALSE,\n                       predleaf = FALSE,\n                       predcontrib = FALSE,\n                       header = FALSE,\n                       params = list()) {\n\n      self$restore_handle()\n\n      if (is.null(num_iteration)) {\n        num_iteration <- self$best_iter\n      }\n\n      if (is.null(start_iteration)) {\n        start_iteration <- 0L\n      }\n\n      # possibly override keyword arguments with parameters\n      #\n      # NOTE: this length() check minimizes the latency introduced by these checks,\n      #       for the common case where params is empty\n      #\n      # NOTE: doing this here instead of in Predictor$predict() to keep\n      #       Predictor$predict() as fast as possible\n      if (length(params) > 0L) {\n        params <- .check_wrapper_param(\n          main_param_name = \"predict_raw_score\"\n          , params = params\n          , alternative_kwarg_value = rawscore\n        )\n        params <- .check_wrapper_param(\n          main_param_name = \"predict_leaf_index\"\n          , params = params\n          , alternative_kwarg_value = predleaf\n        )\n        params <- .check_wrapper_param(\n          main_param_name = \"predict_contrib\"\n          , params = params\n          , alternative_kwarg_value = predcontrib\n        )\n        rawscore <- params[[\"predict_raw_score\"]]\n        predleaf <- params[[\"predict_leaf_index\"]]\n        predcontrib <- params[[\"predict_contrib\"]]\n      }\n\n      # Predict on new data\n      predictor <- Predictor$new(\n        modelfile = private$handle\n        , params = params\n        , fast_predict_config = private$fast_predict_config\n      )\n      return(\n        predictor$predict(\n          data = data\n          , start_iteration = start_iteration\n          , num_iteration = num_iteration\n          , rawscore = rawscore\n          , predleaf = predleaf\n          , predcontrib = predcontrib\n          , header = header\n        )\n      )\n\n    },\n\n    # Transform into predictor\n    to_predictor = function() {\n      return(Predictor$new(modelfile = private$handle))\n    },\n\n    configure_fast_predict = function(csr = FALSE,\n                                      start_iteration = NULL,\n                                      num_iteration = NULL,\n                                      rawscore = FALSE,\n                                      predleaf = FALSE,\n                                      predcontrib = FALSE,\n                                      params = list()) {\n\n      self$restore_handle()\n      ncols <- .Call(LGBM_BoosterGetNumFeature_R, private$handle)\n\n      if (is.null(num_iteration)) {\n        num_iteration <- -1L\n      }\n      if (is.null(start_iteration)) {\n        start_iteration <- 0L\n      }\n\n      if (!csr) {\n        fun <- LGBM_BoosterPredictForMatSingleRowFastInit_R\n      } else {\n        fun <- LGBM_BoosterPredictForCSRSingleRowFastInit_R\n      }\n\n      fast_handle <- .Call(\n        fun\n        , private$handle\n        , ncols\n        , rawscore\n        , predleaf\n        , predcontrib\n        , start_iteration\n        , num_iteration\n        , .params2str(params = params)\n      )\n\n      private$fast_predict_config <- list(\n        handle = fast_handle\n        , csr = as.logical(csr)\n        , ncols = ncols\n        , start_iteration = start_iteration\n        , num_iteration = num_iteration\n        , rawscore = as.logical(rawscore)\n        , predleaf = as.logical(predleaf)\n        , predcontrib = as.logical(predcontrib)\n        , params = params\n      )\n\n      return(invisible(NULL))\n    },\n\n    # Used for serialization\n    raw = NULL,\n\n    # Store serialized raw bytes in model object\n    save_raw = function() {\n      if (is.null(self$raw)) {\n        self$raw <- self$save_model_to_string(NULL, as_char = FALSE)\n      }\n      return(invisible(NULL))\n\n    },\n\n    drop_raw = function() {\n      self$raw <- NULL\n      return(invisible(NULL))\n    },\n\n    check_null_handle = function() {\n      return(.is_null_handle(private$handle))\n    },\n\n    restore_handle = function() {\n      if (self$check_null_handle()) {\n        if (is.null(self$raw)) {\n          .Call(LGBM_NullBoosterHandleError_R)\n        }\n        private$handle <- .Call(LGBM_BoosterLoadModelFromString_R, self$raw)\n      }\n      return(invisible(NULL))\n    },\n\n    get_handle = function() {\n      return(private$handle)\n    }\n\n  ),\n  private = list(\n    handle = NULL,\n    train_set = NULL,\n    name_train_set = \"training\",\n    valid_sets = list(),\n    name_valid_sets = list(),\n    predict_buffer = list(),\n    is_predicted_cur_iter = list(),\n    num_class = 1L,\n    num_dataset = 0L,\n    init_predictor = NULL,\n    eval_names = NULL,\n    higher_better_inner_eval = NULL,\n    set_objective_to_none = FALSE,\n    train_set_version = 0L,\n    fast_predict_config = list(),\n\n    # finalize() will free up the handles\n    finalize = function() {\n      .Call(\n        LGBM_BoosterFree_R\n        , private$handle\n      )\n      private$handle <- NULL\n      return(invisible(NULL))\n    },\n\n    # Predict data\n    inner_predict = function(idx) {\n\n      # Store data name\n      data_name <- private$name_train_set\n\n      if (idx > 1L) {\n        data_name <- private$name_valid_sets[[idx - 1L]]\n      }\n\n      # Check for unknown dataset (over the maximum provided range)\n      if (idx > private$num_dataset) {\n        stop(\"data_idx should not be greater than num_dataset\")\n      }\n\n      # Check for prediction buffer\n      if (is.null(private$predict_buffer[[data_name]])) {\n\n        # Store predictions\n        npred <- 0L\n        .Call(\n          LGBM_BoosterGetNumPredict_R\n          , private$handle\n          , as.integer(idx - 1L)\n          , npred\n        )\n        private$predict_buffer[[data_name]] <- numeric(npred)\n\n      }\n\n      # Check if current iteration was already predicted\n      if (!private$is_predicted_cur_iter[[idx]]) {\n\n        # Use buffer\n        .Call(\n          LGBM_BoosterGetPredict_R\n          , private$handle\n          , as.integer(idx - 1L)\n          , private$predict_buffer[[data_name]]\n        )\n        private$is_predicted_cur_iter[[idx]] <- TRUE\n      }\n\n      return(private$predict_buffer[[data_name]])\n    },\n\n    # Get evaluation information\n    get_eval_info = function() {\n\n      if (is.null(private$eval_names)) {\n        eval_names <- .Call(\n          LGBM_BoosterGetEvalNames_R\n          , private$handle\n        )\n\n        if (length(eval_names) > 0L) {\n\n          # Parse and store privately names\n          private$eval_names <- eval_names\n\n          # some metrics don't map cleanly to metric names, for example \"ndcg@1\" is just the\n          # ndcg metric evaluated at the first \"query result\" in learning-to-rank\n          metric_names <- gsub(\"@.*\", \"\", eval_names)\n          private$higher_better_inner_eval <- .METRICS_HIGHER_BETTER()[metric_names]\n\n        }\n\n      }\n\n      return(private$eval_names)\n\n    },\n\n    get_loaded_param = function(handle) {\n      params_str <- .Call(\n        LGBM_BoosterGetLoadedParam_R\n        , handle\n      )\n      params <- jsonlite::fromJSON(params_str)\n      if (\"interaction_constraints\" %in% names(params)) {\n        params[[\"interaction_constraints\"]] <- lapply(params[[\"interaction_constraints\"]], function(x) x + 1L)\n      }\n\n      return(params)\n\n    },\n\n    inner_eval = function(data_name, data_idx, feval = NULL) {\n\n      # Check for unknown dataset (over the maximum provided range)\n      if (data_idx > private$num_dataset) {\n        stop(\"data_idx should not be greater than num_dataset\")\n      }\n\n      self$restore_handle()\n\n      private$get_eval_info()\n\n      ret <- list()\n\n      if (length(private$eval_names) > 0L) {\n\n        # Create evaluation values\n        tmp_vals <- numeric(length(private$eval_names))\n        .Call(\n          LGBM_BoosterGetEval_R\n          , private$handle\n          , as.integer(data_idx - 1L)\n          , tmp_vals\n        )\n\n        for (i in seq_along(private$eval_names)) {\n\n          # Store evaluation and append to return\n          res <- list()\n          res$data_name <- data_name\n          res$name <- private$eval_names[i]\n          res$value <- tmp_vals[i]\n          res$higher_better <- private$higher_better_inner_eval[i]\n          ret <- append(ret, list(res))\n\n        }\n\n      }\n\n      # Check if there are evaluation metrics\n      if (!is.null(feval)) {\n\n        # Check if evaluation metric is a function\n        if (!is.function(feval)) {\n          stop(\"lgb.Booster.eval: feval should be a function\")\n        }\n\n        data <- private$train_set\n\n        # Check if data to assess is existing differently\n        if (data_idx > 1L) {\n          data <- private$valid_sets[[data_idx - 1L]]\n        }\n\n        # Perform function evaluation\n        res <- feval(private$inner_predict(data_idx), data)\n\n        if (is.null(res$name) || is.null(res$value) ||  is.null(res$higher_better)) {\n          stop(\n            \"lgb.Booster.eval: custom eval function should return a list with attribute (name, value, higher_better)\"\n          )\n        }\n\n        # Append names and evaluation\n        res$data_name <- data_name\n        ret <- append(ret, list(res))\n      }\n\n      return(ret)\n\n    }\n\n  )\n)\n\n#' @name lgb_predict_shared_params\n#' @title Shared prediction parameter docs\n#' @param type Type of prediction to output. Allowed types are:\\itemize{\n#'             \\item \\code{\"response\"}: will output the predicted score according to the objective function being\n#'                   optimized (depending on the link function that the objective uses), after applying any necessary\n#'                   transformations - for example, for \\code{objective=\"binary\"}, it will output class probabilities.\n#'             \\item \\code{\"class\"}: for classification objectives, will output the class with the highest predicted\n#'                   probability. For other objectives, will output the same as \"response\". Note that \\code{\"class\"} is\n#'                   not a supported type for \\link{lgb.configure_fast_predict} (see the documentation of that function\n#'                   for more details).\n#'             \\item \\code{\"raw\"}: will output the non-transformed numbers (sum of predictions from boosting iterations'\n#'                   results) from which the \"response\" number is produced for a given objective function - for example,\n#'                   for \\code{objective=\"binary\"}, this corresponds to log-odds. For many objectives such as\n#'                   \"regression\", since no transformation is applied, the output will be the same as for \"response\".\n#'             \\item \\code{\"leaf\"}: will output the index of the terminal node / leaf at which each observations falls\n#'                   in each tree in the model, outputted as integers, with one column per tree.\n#'             \\item \\code{\"contrib\"}: will return the per-feature contributions for each prediction, including an\n#'                   intercept (each feature will produce one column).\n#'             }\n#'\n#'             Note that, if using custom objectives, types \"class\" and \"response\" will not be available and will\n#'             default towards using \"raw\" instead.\n#'\n#'             If the model was fit through function \\link{lightgbm} and it was passed a factor as labels,\n#'             passing the prediction type through \\code{params} instead of through this argument might\n#'             result in factor levels for classification objectives not being applied correctly to the\n#'             resulting output.\n#'\n#'             \\emph{New in version 4.0.0}\n#'\n#' @param start_iteration int or None, optional (default=None)\n#'                        Start index of the iteration to predict.\n#'                        If None or <= 0, starts from the first iteration.\n#' @param num_iteration int or None, optional (default=None)\n#'                      Limit number of iterations in the prediction.\n#'                      If None, if the best iteration exists and start_iteration is None or <= 0, the\n#'                      best iteration is used; otherwise, all iterations from start_iteration are used.\n#'                      If <= 0, all iterations from start_iteration are used (no limits).\n#' @param params a list of additional named parameters. See\n#'               \\href{https://lightgbm.readthedocs.io/en/latest/Parameters.html#predict-parameters}{\n#'               the \"Predict Parameters\" section of the documentation} for a list of parameters and\n#'               valid values. Where these conflict with the values of keyword arguments to this function,\n#'               the values in \\code{params} take precedence.\n#' @details This page contains shared documentation for prediction-related parameters used throughout the package.\n#' @keywords internal\nNULL\n\n#' @name predict.lgb.Booster\n#' @title Predict method for LightGBM model\n#' @description Predicted values based on class \\code{lgb.Booster}\n#'\n#'              \\emph{New in version 4.0.0}\n#'\n#' @details If the model object has been configured for fast single-row predictions through\n#'          \\link{lgb.configure_fast_predict}, this function will use the prediction parameters\n#'          that were configured for it - as such, extra prediction parameters should not be passed\n#'          here, otherwise the configuration will be ignored and the slow route will be taken.\n#' @inheritParams lgb_predict_shared_params\n#' @param object Object of class \\code{lgb.Booster}\n#' @param newdata a \\code{matrix} object, a \\code{dgCMatrix}, a \\code{dgRMatrix} object, a \\code{dsparseVector} object,\n#'                or a character representing a path to a text file (CSV, TSV, or LibSVM).\n#'\n#'                For sparse inputs, if predictions are only going to be made for a single row, it will be faster to\n#'                use CSR format, in which case the data may be passed as either a single-row CSR matrix (class\n#'                \\code{dgRMatrix} from package \\code{Matrix}) or as a sparse numeric vector (class\n#'                \\code{dsparseVector} from package \\code{Matrix}).\n#'\n#'                If single-row predictions are going to be performed frequently, it is recommended to\n#'                pre-configure the model object for fast single-row sparse predictions through function\n#'                \\link{lgb.configure_fast_predict}.\n#'\n#'                \\emph{Changed from 'data', in version 4.0.0}\n#'\n#' @param header only used for prediction for text file. True if text file has header\n#' @param ... ignored\n#' @return For prediction types that are meant to always return one output per observation (e.g. when predicting\n#'         \\code{type=\"response\"} or \\code{type=\"raw\"} on a binary classification or regression objective), will\n#'         return a vector with one element per row in \\code{newdata}.\n#'\n#'         For prediction types that are meant to return more than one output per observation (e.g. when predicting\n#'         \\code{type=\"response\"} or \\code{type=\"raw\"} on a multi-class objective, or when predicting\n#'         \\code{type=\"leaf\"}, regardless of objective), will return a matrix with one row per observation in\n#'         \\code{newdata} and one column per output.\n#'\n#'         For \\code{type=\"leaf\"} predictions, will return a matrix with one row per observation in \\code{newdata}\n#'         and one column per tree. Note that for multiclass objectives, LightGBM trains one tree per class at each\n#'         boosting iteration. That means that, for example, for a multiclass model with 3 classes, the leaf\n#'         predictions for the first class can be found in columns 1, 4, 7, 10, etc.\n#'\n#'         For \\code{type=\"contrib\"}, will return a matrix of SHAP values with one row per observation in\n#'         \\code{newdata} and columns corresponding to features. For regression, ranking, cross-entropy, and binary\n#'         classification objectives, this matrix contains one column per feature plus a final column containing the\n#'         Shapley base value. For multiclass objectives, this matrix will represent \\code{num_classes} such matrices,\n#'         in the order \"feature contributions for first class, feature contributions for second class, feature\n#'         contributions for third class, etc.\".\n#'\n#'         If the model was fit through function \\link{lightgbm} and it was passed a factor as labels, predictions\n#'         returned from this function will retain the factor levels (either as values for \\code{type=\"class\"}, or\n#'         as column names for \\code{type=\"response\"} and \\code{type=\"raw\"} for multi-class objectives). Note that\n#'         passing the requested prediction type under \\code{params} instead of through \\code{type} might result in\n#'         the factor levels not being present in the output.\n#' @examples\n#' \\donttest{\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' data(agaricus.train, package = \"lightgbm\")\n#' train <- agaricus.train\n#' dtrain <- lgb.Dataset(train$data, label = train$label)\n#' data(agaricus.test, package = \"lightgbm\")\n#' test <- agaricus.test\n#' dtest <- lgb.Dataset.create.valid(dtrain, test$data, label = test$label)\n#' params <- list(\n#'   objective = \"regression\"\n#'   , metric = \"l2\"\n#'   , min_data = 1L\n#'   , learning_rate = 1.0\n#'   , num_threads = 2L\n#' )\n#' valids <- list(test = dtest)\n#' model <- lgb.train(\n#'   params = params\n#'   , data = dtrain\n#'   , nrounds = 5L\n#'   , valids = valids\n#' )\n#' preds <- predict(model, test$data)\n#'\n#' # pass other prediction parameters\n#' preds <- predict(\n#'     model,\n#'     test$data,\n#'     params = list(\n#'         predict_disable_shape_check = TRUE\n#'    )\n#' )\n#' }\n#' @importFrom utils modifyList\n#' @export\npredict.lgb.Booster <- function(object,\n                                newdata,\n                                type = \"response\",\n                                start_iteration = NULL,\n                                num_iteration = NULL,\n                                header = FALSE,\n                                params = list(),\n                                ...) {\n\n  if (!.is_Booster(x = object)) {\n    stop(\"predict.lgb.Booster: object should be an \", sQuote(\"lgb.Booster\", q = FALSE))\n  }\n\n  additional_params <- list(...)\n  if (length(additional_params) > 0L) {\n    additional_params_names <- names(additional_params)\n    if (\"reshape\" %in% additional_params_names) {\n      stop(\"'reshape' argument is no longer supported.\")\n    }\n\n    old_args_for_type <- list(\n      \"rawscore\" = \"raw\"\n      , \"predleaf\" = \"leaf\"\n      , \"predcontrib\" = \"contrib\"\n    )\n    for (arg in names(old_args_for_type)) {\n      if (arg %in% additional_params_names) {\n        stop(sprintf(\"Argument '%s' is no longer supported. Use type='%s' instead.\"\n                     , arg\n                     , old_args_for_type[[arg]]))\n      }\n    }\n\n    warning(paste0(\n      \"predict.lgb.Booster: Found the following passed through '...': \"\n      , toString(names(additional_params))\n      , \". These are ignored. Use argument 'params' instead.\"\n    ))\n  }\n\n  if (!is.null(object$params$objective) && object$params$objective == \"none\" && type %in% c(\"class\", \"response\")) {\n    warning(\"Prediction types 'class' and 'response' are not supported for custom objectives.\")\n    type <- \"raw\"\n  }\n\n  rawscore <- FALSE\n  predleaf <- FALSE\n  predcontrib <- FALSE\n  if (type == \"raw\") {\n    rawscore <- TRUE\n  } else if (type == \"leaf\") {\n    predleaf <- TRUE\n  } else if (type == \"contrib\") {\n    predcontrib <- TRUE\n  }\n\n  pred <- object$predict(\n    data = newdata\n    , start_iteration = start_iteration\n    , num_iteration = num_iteration\n    , rawscore = rawscore\n    , predleaf =  predleaf\n    , predcontrib =  predcontrib\n    , header = header\n    , params = params\n  )\n  if (type == \"class\") {\n    if (object$params$objective %in% .BINARY_OBJECTIVES()) {\n      pred <- as.integer(pred >= 0.5)\n    } else if (object$params$objective %in% .MULTICLASS_OBJECTIVES()) {\n      pred <- max.col(pred) - 1L\n    }\n  }\n  if (!is.null(object$data_processor)) {\n    pred <- object$data_processor$process_predictions(\n      pred = pred\n      , type = type\n    )\n  }\n  return(pred)\n}\n\n#' @title Configure Fast Single-Row Predictions\n#' @description Pre-configures a LightGBM model object to produce fast single-row predictions\n#'              for a given input data type, prediction type, and parameters.\n#' @details Calling this function multiple times with different parameters might not override\n#'          the previous configuration and might trigger undefined behavior.\n#'\n#'          Any saved configuration for fast predictions might be lost after making a single-row\n#'          prediction of a different type than what was configured (except for types \"response\" and\n#'          \"class\", which can be switched between each other at any time without losing the configuration).\n#'\n#'          In some situations, setting a fast prediction configuration for one type of prediction\n#'          might cause the prediction function to keep using that configuration for single-row\n#'          predictions even if the requested type of prediction is different from what was configured.\n#'\n#'          Note that this function will not accept argument \\code{type=\"class\"} - for such cases, one\n#'          can pass \\code{type=\"response\"} to this function and then \\code{type=\"class\"} to the\n#'          \\code{predict} function - the fast configuration will not be lost or altered if the switch\n#'          is between \"response\" and \"class\".\n#'\n#'          The configuration does not survive de-serializations, so it has to be generated\n#'          anew in every R process that is going to use it (e.g. if loading a model object\n#'          through \\code{readRDS}, whatever configuration was there previously will be lost).\n#'\n#'          Requesting a different prediction type or passing parameters to \\link{predict.lgb.Booster}\n#'          will cause it to ignore the fast-predict configuration and take the slow route instead\n#'          (but be aware that an existing configuration might not always be overridden by supplying\n#'          different parameters or prediction type, so make sure to check that the output is what\n#'          was expected when a prediction is to be made on a single row for something different than\n#'          what is configured).\n#'\n#'          Note that, if configuring a non-default prediction type (such as leaf indices),\n#'          then that type must also be passed in the call to \\link{predict.lgb.Booster} in\n#'          order for it to use the configuration. This also applies for \\code{start_iteration}\n#'          and \\code{num_iteration}, but \\bold{the \\code{params} list must be empty} in the call to \\code{predict}.\n#'\n#'          Predictions about feature contributions do not allow a fast route for CSR inputs,\n#'          and as such, this function will produce an error if passing \\code{csr=TRUE} and\n#'          \\code{type = \"contrib\"} together.\n#' @inheritParams lgb_predict_shared_params\n#' @param model LightGBM model object (class \\code{lgb.Booster}).\n#'\n#'              \\bold{The object will be modified in-place}.\n#' @param csr Whether the prediction function is going to be called on sparse CSR inputs.\n#'            If \\code{FALSE}, will be assumed that predictions are going to be called on single-row\n#'            regular R matrices.\n#' @return The same \\code{model} that was passed as input, invisibly, with the desired\n#'         configuration stored inside it and available to be used in future calls to\n#'         \\link{predict.lgb.Booster}.\n#' @examples\n#' \\donttest{\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' library(lightgbm)\n#' data(mtcars)\n#' X <- as.matrix(mtcars[, -1L])\n#' y <- mtcars[, 1L]\n#' dtrain <- lgb.Dataset(X, label = y, params = list(max_bin = 5L))\n#' params <- list(\n#'   min_data_in_leaf = 2L\n#'   , num_threads = 2L\n#' )\n#' model <- lgb.train(\n#'   params = params\n#'  , data = dtrain\n#'  , obj = \"regression\"\n#'  , nrounds = 5L\n#'  , verbose = -1L\n#' )\n#' lgb.configure_fast_predict(model)\n#'\n#' x_single <- X[11L, , drop = FALSE]\n#' predict(model, x_single)\n#'\n#' # Will not use it if the prediction to be made\n#' # is different from what was configured\n#' predict(model, x_single, type = \"leaf\")\n#' }\n#' @export\nlgb.configure_fast_predict <- function(model,\n                                       csr = FALSE,\n                                       start_iteration = NULL,\n                                       num_iteration = NULL,\n                                       type = \"response\",\n                                       params = list()) {\n  if (!.is_Booster(x = model)) {\n    stop(\"lgb.configure_fast_predict: model should be an \", sQuote(\"lgb.Booster\", q = FALSE))\n  }\n  if (type == \"class\") {\n    stop(\"type='class' is not supported for 'lgb.configure_fast_predict'. Use 'response' instead.\")\n  }\n\n  rawscore <- FALSE\n  predleaf <- FALSE\n  predcontrib <- FALSE\n  if (type == \"raw\") {\n    rawscore <- TRUE\n  } else if (type == \"leaf\") {\n    predleaf <- TRUE\n  } else if (type == \"contrib\") {\n    predcontrib <- TRUE\n  }\n\n  if (csr && predcontrib) {\n    stop(\"'lgb.configure_fast_predict' does not support feature contributions for CSR data.\")\n  }\n  model$configure_fast_predict(\n    csr = csr\n    , start_iteration = start_iteration\n    , num_iteration = num_iteration\n    , rawscore = rawscore\n    , predleaf = predleaf\n    , predcontrib = predcontrib\n    , params = params\n  )\n  return(invisible(model))\n}\n\n#' @name print.lgb.Booster\n#' @title Print method for LightGBM model\n#' @description Show summary information about a LightGBM model object (same as \\code{summary}).\n#'\n#'              \\emph{New in version 4.0.0}\n#'\n#' @param x Object of class \\code{lgb.Booster}\n#' @param ... Not used\n#' @return The same input \\code{x}, returned as invisible.\n#' @export\nprint.lgb.Booster <- function(x, ...) {\n  # nolint start\n  handle <- x$.__enclos_env__$private$handle\n  handle_is_null <- .is_null_handle(handle)\n\n  if (!handle_is_null) {\n    ntrees <- x$current_iter()\n    if (ntrees == 1L) {\n      cat(\"LightGBM Model (1 tree)\\n\")\n    } else {\n      cat(sprintf(\"LightGBM Model (%d trees)\\n\", ntrees))\n    }\n  } else {\n    cat(\"LightGBM Model\\n\")\n  }\n\n  if (!handle_is_null) {\n    obj <- x$params$objective\n    if (is.null(obj)) {\n      obj <- \"(default)\"\n    }\n    if (obj == \"none\") {\n      obj <- \"custom\"\n    }\n    num_class <- x$.__enclos_env__$private$num_class\n    if (num_class == 1L) {\n      cat(sprintf(\"Objective: %s\\n\", obj))\n    } else {\n      cat(sprintf(\"Objective: %s (%d classes)\\n\"\n          , obj\n          , num_class))\n    }\n  } else {\n    cat(\"(Booster handle is invalid)\\n\")\n  }\n\n  if (!handle_is_null) {\n    ncols <- .Call(LGBM_BoosterGetNumFeature_R, handle)\n    cat(sprintf(\"Fitted to dataset with %d columns\\n\", ncols))\n  }\n  # nolint end\n\n  return(invisible(x))\n}\n\n#' @name summary.lgb.Booster\n#' @title Summary method for LightGBM model\n#' @description Show summary information about a LightGBM model object (same as \\code{print}).\n#'\n#'              \\emph{New in version 4.0.0}\n#'\n#' @param object Object of class \\code{lgb.Booster}\n#' @param ... Not used\n#' @return The same input \\code{object}, returned as invisible.\n#' @export\nsummary.lgb.Booster <- function(object, ...) {\n  print(object)\n}\n\n#' @name lgb.load\n#' @title Load LightGBM model\n#' @description Load LightGBM takes in either a file path or model string.\n#'              If both are provided, Load will default to loading from file\n#' @param filename path of model file\n#' @param model_str a str containing the model (as a \\code{character} or \\code{raw} vector)\n#'\n#' @return lgb.Booster\n#'\n#' @examples\n#' \\donttest{\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' data(agaricus.train, package = \"lightgbm\")\n#' train <- agaricus.train\n#' dtrain <- lgb.Dataset(train$data, label = train$label)\n#' data(agaricus.test, package = \"lightgbm\")\n#' test <- agaricus.test\n#' dtest <- lgb.Dataset.create.valid(dtrain, test$data, label = test$label)\n#' params <- list(\n#'   objective = \"regression\"\n#'   , metric = \"l2\"\n#'   , min_data = 1L\n#'   , learning_rate = 1.0\n#'   , num_threads = 2L\n#' )\n#' valids <- list(test = dtest)\n#' model <- lgb.train(\n#'   params = params\n#'   , data = dtrain\n#'   , nrounds = 5L\n#'   , valids = valids\n#'   , early_stopping_rounds = 3L\n#' )\n#' model_file <- tempfile(fileext = \".txt\")\n#' lgb.save(model, model_file)\n#' load_booster <- lgb.load(filename = model_file)\n#' model_string <- model$save_model_to_string(NULL) # saves best iteration\n#' load_booster_from_str <- lgb.load(model_str = model_string)\n#' }\n#' @export\nlgb.load <- function(filename = NULL, model_str = NULL) {\n\n  filename_provided <- !is.null(filename)\n  model_str_provided <- !is.null(model_str)\n\n  if (filename_provided) {\n    if (!is.character(filename)) {\n      stop(\"lgb.load: filename should be character\")\n    }\n    filename <- path.expand(filename)\n    if (!file.exists(filename)) {\n      stop(sprintf(\"lgb.load: file '%s' passed to filename does not exist\", filename))\n    }\n    return(invisible(Booster$new(modelfile = filename)))\n  }\n\n  if (model_str_provided) {\n    if (!is.raw(model_str) && !is.character(model_str)) {\n      stop(\"lgb.load: model_str should be a character/raw vector\")\n    }\n    return(invisible(Booster$new(model_str = model_str)))\n  }\n\n  stop(\"lgb.load: either filename or model_str must be given\")\n}\n\n#' @name lgb.save\n#' @title Save LightGBM model\n#' @description Save LightGBM model\n#' @param booster Object of class \\code{lgb.Booster}\n#' @param filename Saved filename\n#' @param num_iteration Number of iterations to save, NULL or <= 0 means use best iteration\n#' @param start_iteration Index (1-based) of the first boosting round to save.\n#'        For example, passing \\code{start_iteration=5, num_iteration=3} for a regression model\n#'        means \"save the fifth, sixth, and seventh tree\"\n#'\n#'        \\emph{New in version 4.4.0}\n#'\n#' @return lgb.Booster\n#'\n#' @examples\n#' \\donttest{\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' library(lightgbm)\n#' data(agaricus.train, package = \"lightgbm\")\n#' train <- agaricus.train\n#' dtrain <- lgb.Dataset(train$data, label = train$label)\n#' data(agaricus.test, package = \"lightgbm\")\n#' test <- agaricus.test\n#' dtest <- lgb.Dataset.create.valid(dtrain, test$data, label = test$label)\n#' params <- list(\n#'   objective = \"regression\"\n#'   , metric = \"l2\"\n#'   , min_data = 1L\n#'   , learning_rate = 1.0\n#'   , num_threads = 2L\n#' )\n#' valids <- list(test = dtest)\n#' model <- lgb.train(\n#'   params = params\n#'   , data = dtrain\n#'   , nrounds = 10L\n#'   , valids = valids\n#'   , early_stopping_rounds = 5L\n#' )\n#' lgb.save(model, tempfile(fileext = \".txt\"))\n#' }\n#' @export\nlgb.save <- function(\n    booster, filename, num_iteration = NULL, start_iteration = 1L\n  ) {\n\n  if (!.is_Booster(x = booster)) {\n    stop(\"lgb.save: booster should be an \", sQuote(\"lgb.Booster\", q = FALSE))\n  }\n\n  if (!(is.character(filename) && length(filename) == 1L)) {\n    stop(\"lgb.save: filename should be a string\")\n  }\n  filename <- path.expand(filename)\n\n  # Store booster\n  return(\n    invisible(booster$save_model(\n      filename = filename\n      , num_iteration = num_iteration\n      , start_iteration = start_iteration\n    ))\n  )\n\n}\n\n#' @name lgb.dump\n#' @title Dump LightGBM model to json\n#' @description Dump LightGBM model to json\n#' @param booster Object of class \\code{lgb.Booster}\n#' @param num_iteration Number of iterations to be dumped. NULL or <= 0 means use best iteration\n#' @param start_iteration Index (1-based) of the first boosting round to dump.\n#'        For example, passing \\code{start_iteration=5, num_iteration=3} for a regression model\n#'        means \"dump the fifth, sixth, and seventh tree\"\n#'\n#'        \\emph{New in version 4.4.0}\n#'\n#' @return json format of model\n#'\n#' @examples\n#' \\donttest{\n#' library(lightgbm)\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' data(agaricus.train, package = \"lightgbm\")\n#' train <- agaricus.train\n#' dtrain <- lgb.Dataset(train$data, label = train$label)\n#' data(agaricus.test, package = \"lightgbm\")\n#' test <- agaricus.test\n#' dtest <- lgb.Dataset.create.valid(dtrain, test$data, label = test$label)\n#' params <- list(\n#'   objective = \"regression\"\n#'   , metric = \"l2\"\n#'   , min_data = 1L\n#'   , learning_rate = 1.0\n#'   , num_threads = 2L\n#' )\n#' valids <- list(test = dtest)\n#' model <- lgb.train(\n#'   params = params\n#'   , data = dtrain\n#'   , nrounds = 10L\n#'   , valids = valids\n#'   , early_stopping_rounds = 5L\n#' )\n#' json_model <- lgb.dump(model)\n#' }\n#' @export\nlgb.dump <- function(booster, num_iteration = NULL, start_iteration = 1L) {\n\n  if (!.is_Booster(x = booster)) {\n    stop(\"lgb.dump: booster should be an \", sQuote(\"lgb.Booster\", q = FALSE))\n  }\n\n  # Return booster at requested iteration\n  return(\n    booster$dump_model(\n      num_iteration = num_iteration, start_iteration = start_iteration\n    )\n  )\n\n}\n\n#' @name lgb.get.eval.result\n#' @title Get record evaluation result from booster\n#' @description Given a \\code{lgb.Booster}, return evaluation results for a\n#'              particular metric on a particular dataset.\n#' @param booster Object of class \\code{lgb.Booster}\n#' @param data_name Name of the dataset to return evaluation results for.\n#' @param eval_name Name of the evaluation metric to return results for.\n#' @param iters An integer vector of iterations you want to get evaluation results for. If NULL\n#'              (the default), evaluation results for all iterations will be returned.\n#' @param is_err TRUE will return evaluation error instead\n#'\n#' @return numeric vector of evaluation result\n#'\n#' @examples\n#' \\donttest{\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' # train a regression model\n#' data(agaricus.train, package = \"lightgbm\")\n#' train <- agaricus.train\n#' dtrain <- lgb.Dataset(train$data, label = train$label)\n#' data(agaricus.test, package = \"lightgbm\")\n#' test <- agaricus.test\n#' dtest <- lgb.Dataset.create.valid(dtrain, test$data, label = test$label)\n#' params <- list(\n#'   objective = \"regression\"\n#'   , metric = \"l2\"\n#'   , min_data = 1L\n#'   , learning_rate = 1.0\n#'   , num_threads = 2L\n#' )\n#' valids <- list(test = dtest)\n#' model <- lgb.train(\n#'   params = params\n#'   , data = dtrain\n#'   , nrounds = 5L\n#'   , valids = valids\n#' )\n#'\n#' # Examine valid data_name values\n#' print(setdiff(names(model$record_evals), \"start_iter\"))\n#'\n#' # Examine valid eval_name values for dataset \"test\"\n#' print(names(model$record_evals[[\"test\"]]))\n#'\n#' # Get L2 values for \"test\" dataset\n#' lgb.get.eval.result(model, \"test\", \"l2\")\n#' }\n#' @export\nlgb.get.eval.result <- function(booster, data_name, eval_name, iters = NULL, is_err = FALSE) {\n\n  if (!.is_Booster(x = booster)) {\n    stop(\"lgb.get.eval.result: Can only use \", sQuote(\"lgb.Booster\", q = FALSE), \" to get eval result\")\n  }\n\n  if (!is.character(data_name) || !is.character(eval_name)) {\n    stop(\"lgb.get.eval.result: data_name and eval_name should be characters\")\n  }\n\n  # NOTE: \"start_iter\" exists in booster$record_evals but is not a valid data_name\n  data_names <- setdiff(names(booster$record_evals), \"start_iter\")\n  if (!(data_name %in% data_names)) {\n    stop(paste0(\n      \"lgb.get.eval.result: data_name \"\n      , shQuote(data_name)\n      , \" not found. Only the following datasets exist in record evals: [\"\n      , toString(data_names)\n      , \"]\"\n    ))\n  }\n\n  # Check if evaluation result is existing\n  eval_names <- names(booster$record_evals[[data_name]])\n  if (!(eval_name %in% eval_names)) {\n    stop(paste0(\n      \"lgb.get.eval.result: eval_name \"\n      , shQuote(eval_name)\n      , \" not found. Only the following eval_names exist for dataset \"\n      , shQuote(data_name)\n      , \": [\"\n      , toString(eval_names)\n      , \"]\"\n    ))\n  }\n\n  result <- booster$record_evals[[data_name]][[eval_name]][[.EVAL_KEY()]]\n\n  # Check if error is requested\n  if (is_err) {\n    result <- booster$record_evals[[data_name]][[eval_name]][[.EVAL_ERR_KEY()]]\n  }\n\n  if (is.null(iters)) {\n    return(as.numeric(result))\n  }\n\n  # Parse iteration and booster delta\n  iters <- as.integer(iters)\n  delta <- booster$record_evals$start_iter - 1.0\n  iters <- iters - delta\n\n  return(as.numeric(result[iters]))\n}\n"
  },
  {
    "path": "R-package/R/lgb.DataProcessor.R",
    "content": "DataProcessor <- R6::R6Class(\n  classname = \"lgb.DataProcessor\",\n  public = list(\n    factor_levels = NULL,\n\n    process_label = function(label, objective, params) {\n\n      if (is.character(label)) {\n        label <- factor(label)\n      }\n\n      if (is.factor(label)) {\n\n        self$factor_levels <- levels(label)\n        if (length(self$factor_levels) <= 1L) {\n          stop(\"Labels to predict is a factor with <2 possible values.\")\n        }\n\n        label <- as.numeric(label) - 1.0\n        out <- list(label = label)\n        if (length(self$factor_levels) == 2L) {\n          if (objective == \"auto\") {\n            objective <- \"binary\"\n          }\n          if (!(objective %in% .BINARY_OBJECTIVES())) {\n            stop(\"Two-level factors as labels only allowed for objective='binary' or objective='auto'.\")\n          }\n        } else {\n          if (objective == \"auto\") {\n            objective <- \"multiclass\"\n          }\n          if (!(objective %in% .MULTICLASS_OBJECTIVES())) {\n            stop(\n              sprintf(\n                \"Factors with >2 levels as labels only allowed for multi-class objectives. Got: %s (allowed: %s)\"\n                , objective\n                , toString(.MULTICLASS_OBJECTIVES())\n              )\n            )\n          }\n          data_num_class <- length(self$factor_levels)\n          params <- .check_wrapper_param(\n              main_param_name = \"num_class\"\n              , params = params\n              , alternative_kwarg_value = data_num_class\n          )\n          if (params[[\"num_class\"]] != data_num_class) {\n            warning(\n              sprintf(\n                \"Found num_class=%d in params, but 'label' is a factor with %d levels. 'num_class' will be ignored.\"\n                , params[[\"num_class\"]]\n                , data_num_class\n              )\n            )\n            params$num_class <- data_num_class\n          }\n        }\n        out$objective <- objective\n        out$params <- params\n        return(out)\n\n      } else {\n\n        label <- as.numeric(label)\n        if (objective == \"auto\") {\n          objective <- \"regression\"\n        }\n        out <- list(\n          label = label\n          , objective = objective\n          , params = params\n        )\n        return(out)\n\n      }\n    },\n\n    process_predictions = function(pred, type) {\n      if (NROW(self$factor_levels)) {\n        if (type == \"class\") {\n          pred <- as.integer(pred) + 1L\n          attributes(pred)$levels <- self$factor_levels\n          attributes(pred)$class <- \"factor\"\n        } else if (type %in% c(\"response\", \"raw\")) {\n          if (is.matrix(pred) && ncol(pred) == length(self$factor_levels)) {\n            colnames(pred) <- self$factor_levels\n          }\n        }\n      }\n\n      return(pred)\n    }\n  )\n)\n"
  },
  {
    "path": "R-package/R/lgb.Dataset.R",
    "content": "#' @name lgb_shared_dataset_params\n#' @title Shared Dataset parameter docs\n#' @description Parameter docs for fields used in \\code{lgb.Dataset} construction\n#' @param label vector of labels to use as the target variable\n#' @param weight numeric vector of sample weights\n#' @param init_score initial score is the base prediction lightgbm will boost from\n#' @param group used for learning-to-rank tasks. An integer vector describing how to\n#'              group rows together as ordered results from the same set of candidate results\n#'              to be ranked. For example, if you have a 100-document dataset with\n#'              \\code{group = c(10, 20, 40, 10, 10, 10)}, that means that you have 6 groups,\n#'              where the first 10 records are in the first group, records 11-30 are in the\n#'              second group, etc.\n#' @details This page contains shared documentation for dataset-related parameters used throughout the package.\n#' @keywords internal\nNULL\n\n# [description] List of valid keys for \"info\" arguments in lgb.Dataset.\n#               Wrapped in a function to take advantage of lazy evaluation\n#               (so it doesn't matter what order R sources files during installation).\n# [return] A character vector of names.\n.INFO_KEYS <- function() {\n  return(c(\"label\", \"weight\", \"init_score\", \"group\"))\n}\n\n#' @importFrom methods is\n#' @importFrom R6 R6Class\n#' @importFrom utils modifyList\nDataset <- R6::R6Class(\n\n  classname = \"lgb.Dataset\",\n  cloneable = FALSE,\n  public = list(\n\n    # Initialize will create a starter dataset\n    initialize = function(data,\n                          params = list(),\n                          reference = NULL,\n                          colnames = NULL,\n                          categorical_feature = NULL,\n                          predictor = NULL,\n                          free_raw_data = TRUE,\n                          used_indices = NULL,\n                          label = NULL,\n                          weight = NULL,\n                          group = NULL,\n                          init_score = NULL) {\n\n      # validate inputs early to avoid unnecessary computation\n      if (!(is.null(reference) || .is_Dataset(reference))) {\n          stop(\"lgb.Dataset: If provided, reference must be a \", sQuote(\"lgb.Dataset\", q = FALSE))\n      }\n      if (!(is.null(predictor) || .is_Predictor(predictor))) {\n          stop(\"lgb.Dataset: If provided, predictor must be a \", sQuote(\"lgb.Predictor\", q = FALSE))\n      }\n\n      info <- list()\n      if (!is.null(label)) {\n        info[[\"label\"]] <- label\n      }\n      if (!is.null(weight)) {\n        info[[\"weight\"]] <- weight\n      }\n      if (!is.null(group)) {\n        info[[\"group\"]] <- group\n      }\n      if (!is.null(init_score)) {\n        info[[\"init_score\"]] <- init_score\n      }\n\n      # Check for matrix format\n      if (is.matrix(data)) {\n        # Check whether matrix is the correct type first (\"double\")\n        if (storage.mode(data) != \"double\") {\n          storage.mode(data) <- \"double\"\n        }\n      }\n\n      # Setup private attributes\n      private$raw_data <- data\n      private$params <- params\n      private$reference <- reference\n      private$colnames <- colnames\n\n      private$categorical_feature <- categorical_feature\n      private$predictor <- predictor\n      private$free_raw_data <- free_raw_data\n      private$used_indices <- sort(used_indices, decreasing = FALSE)\n      private$info <- info\n      private$version <- 0L\n\n      return(invisible(NULL))\n\n    },\n\n    create_valid = function(data,\n                            label = NULL,\n                            weight = NULL,\n                            group = NULL,\n                            init_score = NULL,\n                            params = list()) {\n\n      # the Dataset's existing parameters should be overwritten by any passed in to this call\n      params <- modifyList(private$params, params)\n\n      # Create new dataset\n      ret <- Dataset$new(\n        data = data\n        , params = params\n        , reference = self\n        , colnames = private$colnames\n        , categorical_feature = private$categorical_feature\n        , predictor = private$predictor\n        , free_raw_data = private$free_raw_data\n        , used_indices = NULL\n        , label = label\n        , weight = weight\n        , group = group\n        , init_score = init_score\n      )\n\n      return(invisible(ret))\n\n    },\n\n    # Dataset constructor\n    construct = function() {\n\n      # Check for handle null\n      if (!.is_null_handle(x = private$handle)) {\n        return(invisible(self))\n      }\n\n      # Get feature names\n      cnames <- NULL\n      if (is.matrix(private$raw_data) || methods::is(private$raw_data, \"dgCMatrix\")) {\n        cnames <- colnames(private$raw_data)\n      }\n\n      # set feature names if they do not exist\n      if (is.null(private$colnames) && !is.null(cnames)) {\n        private$colnames <- as.character(cnames)\n      }\n\n      # Get categorical feature index\n      if (!is.null(private$categorical_feature)) {\n\n        # Check for character name\n        if (is.character(private$categorical_feature)) {\n\n            cate_indices <- as.list(match(private$categorical_feature, private$colnames) - 1L)\n\n            # Provided indices, but some indices are missing?\n            if (anyNA(cate_indices)) {\n              stop(\n                \"lgb.Dataset.construct: supplied an unknown feature in categorical_feature: \"\n                , sQuote(private$categorical_feature[is.na(cate_indices)], q = FALSE)\n              )\n            }\n\n          } else {\n\n            # Check if more categorical features were output over the feature space\n            data_is_not_filename <- !is.character(private$raw_data)\n            if (\n              data_is_not_filename\n              && !is.null(private$raw_data)\n              && is.null(private$used_indices)\n              && max(private$categorical_feature) > ncol(private$raw_data)\n            ) {\n              stop(\n                \"lgb.Dataset.construct: supplied a too large value in categorical_feature: \"\n                , max(private$categorical_feature)\n                , \" but only \"\n                , ncol(private$raw_data)\n                , \" features\"\n              )\n            }\n\n            # Store indices as [0, n-1] indexed instead of [1, n] indexed\n            cate_indices <- as.list(private$categorical_feature - 1L)\n\n          }\n\n        # Store indices for categorical features\n        private$params$categorical_feature <- cate_indices\n\n      }\n\n      # Generate parameter str\n      params_str <- .params2str(params = private$params)\n\n      # Get handle of reference dataset\n      ref_handle <- NULL\n      if (!is.null(private$reference)) {\n        ref_handle <- private$reference$.__enclos_env__$private$get_handle()\n      }\n\n      # not subsetting, constructing from raw data\n      if (is.null(private$used_indices)) {\n\n        if (is.null(private$raw_data)) {\n          stop(paste0(\n            \"Attempting to create a Dataset without any raw data. \"\n            , \"This can happen if the Dataset's finalizer was called or if this Dataset was saved with saveRDS(). \"\n            , \"To avoid this error in the future, use lgb.Dataset.save() or \"\n            , \"Dataset$save_binary() to save lightgbm Datasets.\"\n          ))\n        }\n\n        # Are we using a data file?\n        if (is.character(private$raw_data)) {\n\n          handle <- .Call(\n            LGBM_DatasetCreateFromFile_R\n            , path.expand(private$raw_data)\n            , params_str\n            , ref_handle\n          )\n\n        } else if (is.matrix(private$raw_data)) {\n\n          # Are we using a matrix?\n          handle <- .Call(\n            LGBM_DatasetCreateFromMat_R\n            , private$raw_data\n            , nrow(private$raw_data)\n            , ncol(private$raw_data)\n            , params_str\n            , ref_handle\n          )\n\n        } else if (methods::is(private$raw_data, \"dgCMatrix\")) {\n          if (length(private$raw_data@p) > 2147483647L) {\n            stop(\"Cannot support large CSC matrix\")\n          }\n          # Are we using a dgCMatrix (sparse matrix column compressed)\n          handle <- .Call(\n            LGBM_DatasetCreateFromCSC_R\n            , private$raw_data@p\n            , private$raw_data@i\n            , private$raw_data@x\n            , length(private$raw_data@p)\n            , length(private$raw_data@x)\n            , nrow(private$raw_data)\n            , params_str\n            , ref_handle\n          )\n\n        } else {\n\n          # Unknown data type\n          stop(\n            \"lgb.Dataset.construct: does not support constructing from \"\n            , sQuote(class(private$raw_data), q = FALSE)\n          )\n\n        }\n\n      } else {\n\n        # Reference is empty\n        if (is.null(private$reference)) {\n          stop(\"lgb.Dataset.construct: reference cannot be NULL for constructing data subset\")\n        }\n\n        # Construct subset\n        handle <- .Call(\n          LGBM_DatasetGetSubset_R\n          , ref_handle\n          , c(private$used_indices)\n          , length(private$used_indices)\n          , params_str\n        )\n\n      }\n      if (.is_null_handle(x = handle)) {\n        stop(\"lgb.Dataset.construct: cannot create Dataset handle\")\n      }\n      # Setup class and private type\n      class(handle) <- \"lgb.Dataset.handle\"\n      private$handle <- handle\n\n      # Set feature names\n      if (!is.null(private$colnames)) {\n        self$set_colnames(colnames = private$colnames)\n      }\n\n      # Ensure that private$colnames matches the feature names on the C++ side. This line is necessary\n      # in cases like constructing from a file or from a matrix with no column names.\n      private$colnames <- .Call(\n          LGBM_DatasetGetFeatureNames_R\n          , private$handle\n      )\n\n      # Load init score if requested\n      if (!is.null(private$predictor) && is.null(private$used_indices)) {\n\n        # Setup initial scores\n        init_score <- private$predictor$predict(\n          data = private$raw_data\n          , rawscore = TRUE\n        )\n\n        # Not needed to transpose, for is col_marjor\n        init_score <- as.vector(init_score)\n        private$info$init_score <- init_score\n\n      }\n\n      # Should we free raw data?\n      if (isTRUE(private$free_raw_data)) {\n        private$raw_data <- NULL\n      }\n\n      # Get private information\n      if (length(private$info) > 0L) {\n\n        # Set infos\n        for (i in seq_along(private$info)) {\n\n          p <- private$info[i]\n          self$set_field(\n            field_name = names(p)\n            , data = p[[1L]]\n          )\n\n        }\n\n      }\n\n      # Get label information existence\n      if (is.null(self$get_field(field_name = \"label\"))) {\n        stop(\"lgb.Dataset.construct: label should be set\")\n      }\n\n      return(invisible(self))\n\n    },\n\n    # Dimension function\n    dim = function() {\n\n      # Check for handle\n      if (!.is_null_handle(x = private$handle)) {\n\n        num_row <- 0L\n        num_col <- 0L\n\n        # Get numeric data and numeric features\n        .Call(\n          LGBM_DatasetGetNumData_R\n          , private$handle\n          , num_row\n        )\n        .Call(\n          LGBM_DatasetGetNumFeature_R\n          , private$handle\n          , num_col\n        )\n        return(\n          c(num_row, num_col)\n        )\n\n      } else if (is.matrix(private$raw_data) || methods::is(private$raw_data, \"dgCMatrix\")) {\n\n        # Check if dgCMatrix (sparse matrix column compressed)\n        # NOTE: requires Matrix package\n        return(dim(private$raw_data))\n\n      } else {\n\n        # Trying to work with unknown dimensions is not possible\n        stop(\n          \"dim: cannot get dimensions before dataset has been constructed, \"\n          , \"please call lgb.Dataset.construct explicitly\"\n        )\n\n      }\n\n    },\n\n    # Get number of bins for feature\n    get_feature_num_bin = function(feature) {\n      if (.is_null_handle(x = private$handle)) {\n        stop(\"Cannot get number of bins in feature before constructing Dataset.\")\n      }\n      if (is.character(feature)) {\n        feature_name <- feature\n        feature <- which(private$colnames == feature_name)\n        if (length(feature) == 0L) {\n          stop(sprintf(\"feature '%s' not found\", feature_name))\n        }\n      }\n      num_bin <- integer(1L)\n      .Call(\n        LGBM_DatasetGetFeatureNumBin_R\n        , private$handle\n        , feature - 1L\n        , num_bin\n      )\n      return(num_bin)\n    },\n\n    # Get column names\n    get_colnames = function() {\n\n      # Check for handle\n      if (!.is_null_handle(x = private$handle)) {\n        private$colnames <- .Call(\n          LGBM_DatasetGetFeatureNames_R\n          , private$handle\n        )\n        return(private$colnames)\n\n      } else if (is.matrix(private$raw_data) || methods::is(private$raw_data, \"dgCMatrix\")) {\n\n        # Check if dgCMatrix (sparse matrix column compressed)\n        return(colnames(private$raw_data))\n\n      } else {\n\n        # Trying to work with unknown formats is not possible\n        stop(\n          \"Dataset$get_colnames(): cannot get column names before dataset has been constructed, please call \"\n          , \"lgb.Dataset.construct() explicitly\"\n        )\n\n      }\n\n    },\n\n    # Set column names\n    set_colnames = function(colnames) {\n\n      # Check column names non-existence\n      if (is.null(colnames)) {\n        return(invisible(self))\n      }\n\n      # Check empty column names\n      colnames <- as.character(colnames)\n      if (length(colnames) == 0L) {\n        return(invisible(self))\n      }\n\n      # Write column names\n      private$colnames <- colnames\n      if (!.is_null_handle(x = private$handle)) {\n\n        # Merge names with tab separation\n        merged_name <- paste(as.list(private$colnames), collapse = \"\\t\")\n        .Call(\n          LGBM_DatasetSetFeatureNames_R\n          , private$handle\n          , merged_name\n        )\n\n      }\n\n      return(invisible(self))\n\n    },\n\n    get_field = function(field_name) {\n\n      # Check if attribute key is in the known attribute list\n      if (!is.character(field_name) || length(field_name) != 1L || !field_name %in% .INFO_KEYS()) {\n        stop(\n          \"Dataset$get_field(): field_name must be one of the following: \"\n          , toString(sQuote(.INFO_KEYS(), q = FALSE))\n        )\n      }\n\n      # Check for info name and handle\n      if (is.null(private$info[[field_name]])) {\n\n        if (.is_null_handle(x = private$handle)) {\n          stop(\"Cannot perform Dataset$get_field() before constructing Dataset.\")\n        }\n\n        # Get field size of info\n        info_len <- 0L\n        .Call(\n          LGBM_DatasetGetFieldSize_R\n          , private$handle\n          , field_name\n          , info_len\n        )\n\n        if (info_len > 0L) {\n\n          # Get back fields\n          if (field_name == \"group\") {\n            ret <- integer(info_len)\n          } else {\n            ret <- numeric(info_len)\n          }\n\n          .Call(\n            LGBM_DatasetGetField_R\n            , private$handle\n            , field_name\n            , ret\n          )\n\n          private$info[[field_name]] <- ret\n\n        }\n      }\n\n      return(private$info[[field_name]])\n\n    },\n\n    set_field = function(field_name, data) {\n\n      # Check if attribute key is in the known attribute list\n      if (!is.character(field_name) || length(field_name) != 1L || !field_name %in% .INFO_KEYS()) {\n        stop(\n          \"Dataset$set_field(): field_name must be one of the following: \"\n          , toString(sQuote(.INFO_KEYS(), q = FALSE))\n        )\n      }\n\n      # Check for type of information\n      data <- if (field_name == \"group\") {\n        as.integer(data)\n      } else {\n        as.numeric(data)\n      }\n\n      # Store information privately\n      private$info[[field_name]] <- data\n\n      if (!.is_null_handle(x = private$handle) && !is.null(data)) {\n\n        if (length(data) > 0L) {\n\n          .Call(\n            LGBM_DatasetSetField_R\n            , private$handle\n            , field_name\n            , data\n            , length(data)\n          )\n\n          private$version <- private$version + 1L\n\n        }\n\n      }\n\n      return(invisible(self))\n\n    },\n\n    slice = function(idxset) {\n\n      return(\n        Dataset$new(\n          data = NULL\n          , params = private$params\n          , reference = self\n          , colnames = private$colnames\n          , categorical_feature = private$categorical_feature\n          , predictor = private$predictor\n          , free_raw_data = private$free_raw_data\n          , used_indices = sort(idxset, decreasing = FALSE)\n        )\n      )\n\n    },\n\n    # [description] Update Dataset parameters. If it has not been constructed yet,\n    #               this operation just happens on the R side (updating private$params).\n    #               If it has been constructed, parameters will be updated on the C++ side.\n    update_params = function(params) {\n      if (length(params) == 0L) {\n        return(invisible(self))\n      }\n      new_params <- utils::modifyList(private$params, params)\n      if (.is_null_handle(x = private$handle)) {\n        private$params <- new_params\n      } else {\n        tryCatch({\n          .Call(\n            LGBM_DatasetUpdateParamChecking_R\n            , .params2str(params = private$params)\n            , .params2str(params = new_params)\n          )\n          private$params <- new_params\n        }, error = function(e) {\n          # If updating failed but raw data is not available, raise an error because\n          # achieving what the user asked for is not possible\n          if (is.null(private$raw_data)) {\n            stop(e)\n          }\n\n          # If updating failed but raw data is available, modify the params\n          # on the R side and re-set (\"deconstruct\") the Dataset\n          private$params <- new_params\n          private$finalize()\n        })\n      }\n      return(invisible(self))\n\n    },\n\n    # [description] Get only Dataset-specific parameters. This is primarily used by\n    #               Booster to update its parameters based on the characteristics of\n    #               a Dataset. It should not be used by other methods in this class,\n    #               since \"verbose\" is not a Dataset parameter and needs to be passed\n    #               through to avoid globally re-setting verbosity.\n    get_params = function() {\n      dataset_params <- unname(unlist(.DATASET_PARAMETERS()))\n      ret <- list()\n      for (param_key in names(private$params)) {\n        if (param_key %in% dataset_params) {\n          ret[[param_key]] <- private$params[[param_key]]\n        }\n      }\n      return(ret)\n    },\n\n    # Set categorical feature parameter\n    set_categorical_feature = function(categorical_feature) {\n\n      # Check for identical input\n      if (identical(private$categorical_feature, categorical_feature)) {\n        return(invisible(self))\n      }\n\n      # Check for empty data\n      if (is.null(private$raw_data)) {\n        stop(\"set_categorical_feature: cannot set categorical feature after freeing raw data,\n          please set \", sQuote(\"free_raw_data = FALSE\"), \" when you construct lgb.Dataset\")\n      }\n\n      # Overwrite categorical features\n      private$categorical_feature <- categorical_feature\n\n      # Finalize and return self\n      private$finalize()\n      return(invisible(self))\n\n    },\n\n    set_reference = function(reference) {\n\n      # setting reference to this same Dataset object doesn't require any changes\n      if (identical(private$reference, reference)) {\n        return(invisible(self))\n      }\n\n      # changing the reference removes the Dataset object on the C++ side, so it should only\n      # be done if you still have the raw_data available, so that the new Dataset can be reconstructed\n      if (is.null(private$raw_data)) {\n        stop(\"set_reference: cannot set reference after freeing raw data,\n          please set \", sQuote(\"free_raw_data = FALSE\"), \" when you construct lgb.Dataset\")\n      }\n\n      if (!.is_Dataset(reference)) {\n        stop(\"set_reference: Can only use lgb.Dataset as a reference\")\n      }\n\n      # Set known references\n      self$set_categorical_feature(categorical_feature = reference$.__enclos_env__$private$categorical_feature)\n      self$set_colnames(colnames = reference$get_colnames())\n      private$set_predictor(predictor = reference$.__enclos_env__$private$predictor)\n\n      # Store reference\n      private$reference <- reference\n\n      # Finalize and return self\n      private$finalize()\n      return(invisible(self))\n\n    },\n\n    # Save binary model\n    save_binary = function(fname) {\n\n      # Store binary data\n      self$construct()\n      .Call(\n        LGBM_DatasetSaveBinary_R\n        , private$handle\n        , path.expand(fname)\n      )\n      return(invisible(self))\n    }\n\n  ),\n  private = list(\n    handle = NULL,\n    raw_data = NULL,\n    params = list(),\n    reference = NULL,\n    colnames = NULL,\n    categorical_feature = NULL,\n    predictor = NULL,\n    free_raw_data = TRUE,\n    used_indices = NULL,\n    info = NULL,\n    version = 0L,\n\n    # finalize() will free up the handles\n    finalize = function() {\n      .Call(\n        LGBM_DatasetFree_R\n        , private$handle\n      )\n      private$handle <- NULL\n      return(invisible(NULL))\n    },\n\n    get_handle = function() {\n\n      # Get handle and construct if needed\n      if (.is_null_handle(x = private$handle)) {\n        self$construct()\n      }\n      return(private$handle)\n\n    },\n\n    set_predictor = function(predictor) {\n\n      if (identical(private$predictor, predictor)) {\n        return(invisible(self))\n      }\n\n      # Check for empty data\n      if (is.null(private$raw_data)) {\n        stop(\"set_predictor: cannot set predictor after free raw data,\n          please set \", sQuote(\"free_raw_data = FALSE\"), \" when you construct lgb.Dataset\")\n      }\n\n      # Check for empty predictor\n      if (!is.null(predictor)) {\n\n        # Predictor is unknown\n        if (!.is_Predictor(predictor)) {\n          stop(\"set_predictor: Can only use lgb.Predictor as predictor\")\n        }\n\n      }\n\n      # Store predictor\n      private$predictor <- predictor\n\n      # Finalize and return self\n      private$finalize()\n      return(invisible(self))\n\n    }\n\n  )\n)\n\n#' @title Construct \\code{lgb.Dataset} object\n#' @description LightGBM does not train on raw data.\n#'              It discretizes continuous features into histogram bins, tries to\n#'              combine categorical features, and automatically handles missing and\n#               infinite values.\n#'\n#'              The \\code{Dataset} class handles that preprocessing, and holds that\n#'              alternative representation of the input data.\n#' @inheritParams lgb_shared_dataset_params\n#' @param data a \\code{matrix} object, a \\code{dgCMatrix} object,\n#'             a character representing a path to a text file (CSV, TSV, or LibSVM),\n#'             or a character representing a path to a binary \\code{lgb.Dataset} file\n#' @param params a list of parameters. See\n#'               \\href{https://lightgbm.readthedocs.io/en/latest/Parameters.html#dataset-parameters}{\n#'               The \"Dataset Parameters\" section of the documentation} for a list of parameters\n#'               and valid values.\n#' @param reference reference dataset. When LightGBM creates a Dataset, it does some preprocessing like binning\n#'                  continuous features into histograms. If you want to apply the same bin boundaries from an existing\n#'                  dataset to new \\code{data}, pass that existing Dataset to this argument.\n#' @param colnames names of columns\n#' @param categorical_feature categorical features. This can either be a character vector of feature\n#'                            names or an integer vector with the indices of the features (e.g.\n#'                            \\code{c(1L, 10L)} to say \"the first and tenth columns\").\n#' @param free_raw_data LightGBM constructs its data format, called a \"Dataset\", from tabular data.\n#'                      By default, that Dataset object on the R side does not keep a copy of the raw data.\n#'                      This reduces LightGBM's memory consumption, but it means that the Dataset object\n#'                      cannot be changed after it has been constructed. If you'd prefer to be able to\n#'                      change the Dataset object after construction, set \\code{free_raw_data = FALSE}.\n#'\n#' @return constructed dataset\n#'\n#' @examples\n#' \\donttest{\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' data(agaricus.train, package = \"lightgbm\")\n#' train <- agaricus.train\n#' dtrain <- lgb.Dataset(train$data, label = train$label)\n#' data_file <- tempfile(fileext = \".data\")\n#' lgb.Dataset.save(dtrain, data_file)\n#' dtrain <- lgb.Dataset(data_file)\n#' lgb.Dataset.construct(dtrain)\n#' }\n#' @export\nlgb.Dataset <- function(data,\n                        params = list(),\n                        reference = NULL,\n                        colnames = NULL,\n                        categorical_feature = NULL,\n                        free_raw_data = TRUE,\n                        label = NULL,\n                        weight = NULL,\n                        group = NULL,\n                        init_score = NULL) {\n\n  return(\n    invisible(Dataset$new(\n      data = data\n      , params = params\n      , reference = reference\n      , colnames = colnames\n      , categorical_feature = categorical_feature\n      , predictor = NULL\n      , free_raw_data = free_raw_data\n      , used_indices = NULL\n      , label = label\n      , weight = weight\n      , group = group\n      , init_score = init_score\n    ))\n  )\n\n}\n\n#' @name lgb.Dataset.create.valid\n#' @title Construct validation data\n#' @description Construct validation data according to training data\n#' @inheritParams lgb_shared_dataset_params\n#' @param dataset \\code{lgb.Dataset} object, training data\n#' @param data a \\code{matrix} object, a \\code{dgCMatrix} object,\n#'             a character representing a path to a text file (CSV, TSV, or LibSVM),\n#'             or a character representing a path to a binary \\code{Dataset} file\n#' @param params a list of parameters. See\n#'               \\href{https://lightgbm.readthedocs.io/en/latest/Parameters.html#dataset-parameters}{\n#'               The \"Dataset Parameters\" section of the documentation} for a list of parameters\n#'               and valid values. If this is an empty list (the default), the validation Dataset\n#'               will have the same parameters as the Dataset passed to argument \\code{dataset}.\n#'\n#' @return constructed dataset\n#'\n#' @examples\n#' \\donttest{\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' data(agaricus.train, package = \"lightgbm\")\n#' train <- agaricus.train\n#' dtrain <- lgb.Dataset(train$data, label = train$label)\n#' data(agaricus.test, package = \"lightgbm\")\n#' test <- agaricus.test\n#' dtest <- lgb.Dataset.create.valid(dtrain, test$data, label = test$label)\n#'\n#' # parameters can be changed between the training data and validation set,\n#' # for example to account for training data in a text file with a header row\n#' # and validation data in a text file without it\n#' train_file <- tempfile(pattern = \"train_\", fileext = \".csv\")\n#' write.table(\n#'   data.frame(y = rnorm(100L), x1 = rnorm(100L), x2 = rnorm(100L))\n#'   , file = train_file\n#'   , sep = \",\"\n#'   , col.names = TRUE\n#'   , row.names = FALSE\n#'   , quote = FALSE\n#' )\n#'\n#' valid_file <- tempfile(pattern = \"valid_\", fileext = \".csv\")\n#' write.table(\n#'   data.frame(y = rnorm(100L), x1 = rnorm(100L), x2 = rnorm(100L))\n#'   , file = valid_file\n#'   , sep = \",\"\n#'   , col.names = FALSE\n#'   , row.names = FALSE\n#'   , quote = FALSE\n#' )\n#'\n#' dtrain <- lgb.Dataset(\n#'   data = train_file\n#'   , params = list(has_header = TRUE)\n#' )\n#' dtrain$construct()\n#'\n#' dvalid <- lgb.Dataset(\n#'   data = valid_file\n#'   , params = list(has_header = FALSE)\n#' )\n#' dvalid$construct()\n#' }\n#' @export\nlgb.Dataset.create.valid <- function(dataset,\n                                     data,\n                                     label = NULL,\n                                     weight = NULL,\n                                     group = NULL,\n                                     init_score = NULL,\n                                     params = list()) {\n\n  if (!.is_Dataset(x = dataset)) {\n    stop(\"lgb.Dataset.create.valid: input data should be an lgb.Dataset object\")\n  }\n\n  # Create validation dataset\n  return(invisible(\n    dataset$create_valid(\n      data = data\n      , label = label\n      , weight = weight\n      , group = group\n      , init_score = init_score\n      , params = params\n    )\n  ))\n\n}\n\n#' @name lgb.Dataset.construct\n#' @title Construct Dataset explicitly\n#' @description Construct Dataset explicitly\n#' @param dataset Object of class \\code{lgb.Dataset}\n#'\n#' @examples\n#' \\donttest{\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' data(agaricus.train, package = \"lightgbm\")\n#' train <- agaricus.train\n#' dtrain <- lgb.Dataset(train$data, label = train$label)\n#' lgb.Dataset.construct(dtrain)\n#' }\n#' @return constructed dataset\n#' @export\nlgb.Dataset.construct <- function(dataset) {\n\n  if (!.is_Dataset(x = dataset)) {\n    stop(\"lgb.Dataset.construct: input data should be an lgb.Dataset object\")\n  }\n\n  return(invisible(dataset$construct()))\n\n}\n\n#' @title Dimensions of an \\code{lgb.Dataset}\n#' @description Returns a vector of numbers of rows and of columns in an \\code{lgb.Dataset}.\n#' @param x Object of class \\code{lgb.Dataset}\n#'\n#' @return a vector of numbers of rows and of columns\n#'\n#' @details\n#' Note: since \\code{nrow} and \\code{ncol} internally use \\code{dim}, they can also\n#' be directly used with an \\code{lgb.Dataset} object.\n#'\n#' @examples\n#' \\donttest{\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' data(agaricus.train, package = \"lightgbm\")\n#' train <- agaricus.train\n#' dtrain <- lgb.Dataset(train$data, label = train$label)\n#'\n#' stopifnot(nrow(dtrain) == nrow(train$data))\n#' stopifnot(ncol(dtrain) == ncol(train$data))\n#' stopifnot(all(dim(dtrain) == dim(train$data)))\n#' }\n#' @rdname dim\n#' @export\ndim.lgb.Dataset <- function(x) {\n\n  if (!.is_Dataset(x = x)) {\n    stop(\"dim.lgb.Dataset: input data should be an lgb.Dataset object\")\n  }\n\n  return(x$dim())\n\n}\n\n#' @title Handling of column names of \\code{lgb.Dataset}\n#' @description Only column names are supported for \\code{lgb.Dataset}, thus setting of\n#'              row names would have no effect and returned row names would be NULL.\n#' @param x object of class \\code{lgb.Dataset}\n#' @param value a list of two elements: the first one is ignored\n#'              and the second one is column names\n#'\n#' @details\n#' Generic \\code{dimnames} methods are used by \\code{colnames}.\n#' Since row names are irrelevant, it is recommended to use \\code{colnames} directly.\n#'\n#' @examples\n#' \\donttest{\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' data(agaricus.train, package = \"lightgbm\")\n#' train <- agaricus.train\n#' dtrain <- lgb.Dataset(train$data, label = train$label)\n#' lgb.Dataset.construct(dtrain)\n#' dimnames(dtrain)\n#' colnames(dtrain)\n#' colnames(dtrain) <- make.names(seq_len(ncol(train$data)))\n#' print(dtrain, verbose = TRUE)\n#' }\n#' @rdname dimnames.lgb.Dataset\n#' @return A list with the dimension names of the dataset\n#' @export\ndimnames.lgb.Dataset <- function(x) {\n\n  if (!.is_Dataset(x = x)) {\n    stop(\"dimnames.lgb.Dataset: input data should be an lgb.Dataset object\")\n  }\n\n  # Return dimension names\n  return(list(NULL, x$get_colnames()))\n\n}\n\n#' @rdname dimnames.lgb.Dataset\n#' @export\n`dimnames<-.lgb.Dataset` <- function(x, value) {\n\n  # Check if invalid element list\n  if (!identical(class(value), \"list\") || length(value) != 2L) {\n    stop(\"invalid \", sQuote(\"value\", q = FALSE), \" given: must be a list of two elements\")\n  }\n\n  # Check for unknown row names\n  if (!is.null(value[[1L]])) {\n    stop(\"lgb.Dataset does not have rownames\")\n  }\n\n  if (is.null(value[[2L]])) {\n\n    x$set_colnames(colnames = NULL)\n    return(x)\n\n  }\n\n  # Check for unmatching column size\n  if (ncol(x) != length(value[[2L]])) {\n    stop(\n      \"can't assign \"\n      , sQuote(length(value[[2L]]), q = FALSE)\n      , \" colnames to an lgb.Dataset with \"\n      , sQuote(ncol(x), q = FALSE)\n      , \" columns\"\n    )\n  }\n\n  # Set column names properly, and return\n  x$set_colnames(colnames = value[[2L]])\n  return(x)\n\n}\n\n#' @title Slice a dataset\n#' @description Get a new \\code{lgb.Dataset} containing the specified rows of\n#'              original \\code{lgb.Dataset} object\n#'\n#'              \\emph{Renamed from} \\code{slice()} \\emph{in 4.4.0}\n#'\n#' @param dataset Object of class \\code{lgb.Dataset}\n#' @param idxset an integer vector of indices of rows needed\n#' @return constructed sub dataset\n#'\n#' @examples\n#' \\donttest{\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' data(agaricus.train, package = \"lightgbm\")\n#' train <- agaricus.train\n#' dtrain <- lgb.Dataset(train$data, label = train$label)\n#'\n#' dsub <- lgb.slice.Dataset(dtrain, seq_len(42L))\n#' lgb.Dataset.construct(dsub)\n#' labels <- lightgbm::get_field(dsub, \"label\")\n#' }\n#' @export\nlgb.slice.Dataset <- function(dataset, idxset) {\n\n  if (!.is_Dataset(x = dataset)) {\n    stop(\"lgb.slice.Dataset: input dataset should be an lgb.Dataset object\")\n  }\n\n  return(invisible(dataset$slice(idxset = idxset)))\n\n}\n\n#' @name get_field\n#' @title Get one attribute of a \\code{lgb.Dataset}\n#' @description Get one attribute of a \\code{lgb.Dataset}\n#' @param dataset Object of class \\code{lgb.Dataset}\n#' @param field_name String with the name of the attribute to get. One of the following.\n#' \\itemize{\n#'     \\item \\code{label}: label lightgbm learns from ;\n#'     \\item \\code{weight}: to do a weight rescale ;\n#'     \\item{\\code{group}: used for learning-to-rank tasks. An integer vector describing how to\n#'         group rows together as ordered results from the same set of candidate results to be ranked.\n#'         For example, if you have a 100-document dataset with \\code{group = c(10, 20, 40, 10, 10, 10)},\n#'         that means that you have 6 groups, where the first 10 records are in the first group,\n#'         records 11-30 are in the second group, etc.}\n#'     \\item \\code{init_score}: initial score is the base prediction lightgbm will boost from.\n#' }\n#' @return requested attribute\n#'\n#' @examples\n#' \\donttest{\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' data(agaricus.train, package = \"lightgbm\")\n#' train <- agaricus.train\n#' dtrain <- lgb.Dataset(train$data, label = train$label)\n#' lgb.Dataset.construct(dtrain)\n#'\n#' labels <- lightgbm::get_field(dtrain, \"label\")\n#' lightgbm::set_field(dtrain, \"label\", 1 - labels)\n#'\n#' labels2 <- lightgbm::get_field(dtrain, \"label\")\n#' stopifnot(all(labels2 == 1 - labels))\n#' }\n#' @export\nget_field <- function(dataset, field_name) {\n  UseMethod(\"get_field\")\n}\n\n#' @rdname get_field\n#' @export\nget_field.lgb.Dataset <- function(dataset, field_name) {\n\n  # Check if dataset is not a dataset\n  if (!.is_Dataset(x = dataset)) {\n    stop(\"get_field.lgb.Dataset(): input dataset should be an lgb.Dataset object\")\n  }\n\n  return(dataset$get_field(field_name = field_name))\n\n}\n\n#' @name set_field\n#' @title Set one attribute of a \\code{lgb.Dataset} object\n#' @description Set one attribute of a \\code{lgb.Dataset}\n#' @param dataset Object of class \\code{lgb.Dataset}\n#' @param field_name String with the name of the attribute to set. One of the following.\n#' \\itemize{\n#'     \\item \\code{label}: label lightgbm learns from ;\n#'     \\item \\code{weight}: to do a weight rescale ;\n#'     \\item{\\code{group}: used for learning-to-rank tasks. An integer vector describing how to\n#'         group rows together as ordered results from the same set of candidate results to be ranked.\n#'         For example, if you have a 100-document dataset with \\code{group = c(10, 20, 40, 10, 10, 10)},\n#'         that means that you have 6 groups, where the first 10 records are in the first group,\n#'         records 11-30 are in the second group, etc.}\n#'     \\item \\code{init_score}: initial score is the base prediction lightgbm will boost from.\n#' }\n#' @param data The data for the field. See examples.\n#' @return The \\code{lgb.Dataset} you passed in.\n#'\n#' @examples\n#' \\donttest{\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' data(agaricus.train, package = \"lightgbm\")\n#' train <- agaricus.train\n#' dtrain <- lgb.Dataset(train$data, label = train$label)\n#' lgb.Dataset.construct(dtrain)\n#'\n#' labels <- lightgbm::get_field(dtrain, \"label\")\n#' lightgbm::set_field(dtrain, \"label\", 1 - labels)\n#'\n#' labels2 <- lightgbm::get_field(dtrain, \"label\")\n#' stopifnot(all.equal(labels2, 1 - labels))\n#' }\n#' @export\nset_field <- function(dataset, field_name, data) {\n  UseMethod(\"set_field\")\n}\n\n#' @rdname set_field\n#' @export\nset_field.lgb.Dataset <- function(dataset, field_name, data) {\n\n  if (!.is_Dataset(x = dataset)) {\n    stop(\"set_field.lgb.Dataset: input dataset should be an lgb.Dataset object\")\n  }\n\n  return(invisible(dataset$set_field(field_name = field_name, data = data)))\n}\n\n#' @name lgb.Dataset.set.categorical\n#' @title Set categorical feature of \\code{lgb.Dataset}\n#' @description Set the categorical features of an \\code{lgb.Dataset} object. Use this function\n#'              to tell LightGBM which features should be treated as categorical.\n#' @param dataset object of class \\code{lgb.Dataset}\n#' @param categorical_feature categorical features. This can either be a character vector of feature\n#'                            names or an integer vector with the indices of the features (e.g.\n#'                            \\code{c(1L, 10L)} to say \"the first and tenth columns\").\n#' @return the dataset you passed in\n#'\n#' @examples\n#' \\donttest{\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' data(agaricus.train, package = \"lightgbm\")\n#' train <- agaricus.train\n#' dtrain <- lgb.Dataset(train$data, label = train$label)\n#' data_file <- tempfile(fileext = \".data\")\n#' lgb.Dataset.save(dtrain, data_file)\n#' dtrain <- lgb.Dataset(data_file)\n#' lgb.Dataset.set.categorical(dtrain, 1L:2L)\n#' }\n#' @rdname lgb.Dataset.set.categorical\n#' @export\nlgb.Dataset.set.categorical <- function(dataset, categorical_feature) {\n\n  if (!.is_Dataset(x = dataset)) {\n    stop(\"lgb.Dataset.set.categorical: input dataset should be an lgb.Dataset object\")\n  }\n\n  return(invisible(dataset$set_categorical_feature(categorical_feature = categorical_feature)))\n\n}\n\n#' @name lgb.Dataset.set.reference\n#' @title Set reference of \\code{lgb.Dataset}\n#' @description If you want to use validation data, you should set reference to training data\n#' @param dataset object of class \\code{lgb.Dataset}\n#' @param reference object of class \\code{lgb.Dataset}\n#'\n#' @return the dataset you passed in\n#'\n#' @examples\n#' \\donttest{\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' # create training Dataset\n#' data(agaricus.train, package =\"lightgbm\")\n#' train <- agaricus.train\n#' dtrain <- lgb.Dataset(train$data, label = train$label)\n#'\n#' # create a validation Dataset, using dtrain as a reference\n#' data(agaricus.test, package = \"lightgbm\")\n#' test <- agaricus.test\n#' dtest <- lgb.Dataset(test$data, label = test$label)\n#' lgb.Dataset.set.reference(dtest, dtrain)\n#' }\n#' @rdname lgb.Dataset.set.reference\n#' @export\nlgb.Dataset.set.reference <- function(dataset, reference) {\n\n  if (!.is_Dataset(x = dataset)) {\n    stop(\"lgb.Dataset.set.reference: input dataset should be an lgb.Dataset object\")\n  }\n\n  return(invisible(dataset$set_reference(reference = reference)))\n}\n\n#' @name lgb.Dataset.save\n#' @title Save \\code{lgb.Dataset} to a binary file\n#' @description Please note that \\code{init_score} is not saved in binary file.\n#'              If you need it, please set it again after loading Dataset.\n#' @param dataset object of class \\code{lgb.Dataset}\n#' @param fname object filename of output file\n#'\n#' @return the dataset you passed in\n#'\n#' @examples\n#' \\donttest{\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' data(agaricus.train, package = \"lightgbm\")\n#' train <- agaricus.train\n#' dtrain <- lgb.Dataset(train$data, label = train$label)\n#' lgb.Dataset.save(dtrain, tempfile(fileext = \".bin\"))\n#' }\n#' @export\nlgb.Dataset.save <- function(dataset, fname) {\n\n  if (!.is_Dataset(x = dataset)) {\n    stop(\"lgb.Dataset.save: input dataset should be an lgb.Dataset object\")\n  }\n\n  if (!is.character(fname)) {\n    stop(\"lgb.Dataset.save: fname should be a character or a file connection\")\n  }\n\n  return(invisible(dataset$save_binary(fname = fname)))\n}\n"
  },
  {
    "path": "R-package/R/lgb.Predictor.R",
    "content": "#' @importFrom methods is new\n#' @importFrom R6 R6Class\n#' @importFrom utils read.delim\n#' @importClassesFrom Matrix dsparseMatrix dsparseVector dgCMatrix dgRMatrix CsparseMatrix RsparseMatrix\nPredictor <- R6::R6Class(\n\n  classname = \"lgb.Predictor\",\n  cloneable = FALSE,\n  public = list(\n\n    # Initialize will create a starter model\n    initialize = function(modelfile, params = list(), fast_predict_config = list()) {\n      private$params <- .params2str(params = params)\n      handle <- NULL\n\n      if (is.character(modelfile)) {\n\n        # Create handle on it\n        handle <- .Call(\n          LGBM_BoosterCreateFromModelfile_R\n          , path.expand(modelfile)\n        )\n        private$need_free_handle <- TRUE\n\n      } else if (methods::is(modelfile, \"lgb.Booster.handle\") || inherits(modelfile, \"externalptr\")) {\n\n        # Check if model file is a booster handle already\n        handle <- modelfile\n        private$need_free_handle <- FALSE\n\n      } else if (.is_Booster(modelfile)) {\n\n        handle <- modelfile$get_handle()\n        private$need_free_handle <- FALSE\n\n      } else {\n\n        stop(\"lgb.Predictor: modelfile must be either a character filename or an lgb.Booster.handle\")\n\n      }\n\n      private$fast_predict_config <- fast_predict_config\n\n      # Override class and store it\n      class(handle) <- \"lgb.Booster.handle\"\n      private$handle <- handle\n\n      return(invisible(NULL))\n\n    },\n\n    # Get current iteration\n    current_iter = function() {\n\n      cur_iter <- 0L\n      .Call(\n        LGBM_BoosterGetCurrentIteration_R\n        , private$handle\n        , cur_iter\n      )\n      return(cur_iter)\n\n    },\n\n    # Predict from data\n    predict = function(data,\n                       start_iteration = NULL,\n                       num_iteration = NULL,\n                       rawscore = FALSE,\n                       predleaf = FALSE,\n                       predcontrib = FALSE,\n                       header = FALSE) {\n\n      # Check if number of iterations is existing - if not, then set it to -1 (use all)\n      if (is.null(num_iteration)) {\n        num_iteration <- -1L\n      }\n      # Check if start iterations is existing - if not, then set it to 0 (start from the first iteration)\n      if (is.null(start_iteration)) {\n        start_iteration <- 0L\n      }\n\n      # Check if data is a file name and not a matrix\n      if (identical(class(data), \"character\") && length(data) == 1L) {\n\n        data <- path.expand(data)\n\n        # Data is a filename, create a temporary file with a \"lightgbm_\" pattern in it\n        tmp_filename <- tempfile(pattern = \"lightgbm_\")\n        on.exit(unlink(tmp_filename), add = TRUE)\n\n        # Predict from temporary file\n        .Call(\n          LGBM_BoosterPredictForFile_R\n          , private$handle\n          , data\n          , as.integer(header)\n          , as.integer(rawscore)\n          , as.integer(predleaf)\n          , as.integer(predcontrib)\n          , as.integer(start_iteration)\n          , as.integer(num_iteration)\n          , private$params\n          , tmp_filename\n        )\n\n        # Get predictions from file\n        preds <- utils::read.delim(tmp_filename, header = FALSE, sep = \"\\t\")\n        num_row <- nrow(preds)\n        preds <- as.vector(t(preds))\n\n      } else if (predcontrib && inherits(data, c(\"dsparseMatrix\", \"dsparseVector\"))) {\n\n        ncols <- .Call(LGBM_BoosterGetNumFeature_R, private$handle)\n        ncols_out <- integer(1L)\n        .Call(LGBM_BoosterGetNumClasses_R, private$handle, ncols_out)\n        ncols_out <- (ncols + 1L) * max(ncols_out, 1L)\n        if (is.na(ncols_out)) {\n          ncols_out <- as.numeric(ncols + 1L) * as.numeric(max(ncols_out, 1L))\n        }\n        if (!inherits(data, \"dsparseVector\") && ncols_out > .Machine$integer.max) {\n          stop(\"Resulting matrix of feature contributions is too large for R to handle.\")\n        }\n\n        if (inherits(data, \"dsparseVector\")) {\n\n          if (length(data) > ncols) {\n            stop(sprintf(\"Model was fitted to data with %d columns, input data has %.0f columns.\"\n                         , ncols\n                         , length(data)))\n          }\n          res <- .Call(\n            LGBM_BoosterPredictSparseOutput_R\n            , private$handle\n            , c(0L, as.integer(length(data@x)))\n            , data@i - 1L\n            , data@x\n            , TRUE\n            , 1L\n            , ncols\n            , start_iteration\n            , num_iteration\n            , private$params\n          )\n          out <- methods::new(\"dsparseVector\")\n          out@i <- res$indices + 1L\n          out@x <- res$data\n          out@length <- ncols_out\n          return(out)\n\n        } else if (inherits(data, \"dgRMatrix\")) {\n\n          if (ncol(data) > ncols) {\n            stop(sprintf(\"Model was fitted to data with %d columns, input data has %.0f columns.\"\n                         , ncols\n                         , ncol(data)))\n          }\n          res <- .Call(\n            LGBM_BoosterPredictSparseOutput_R\n            , private$handle\n            , data@p\n            , data@j\n            , data@x\n            , TRUE\n            , nrow(data)\n            , ncols\n            , start_iteration\n            , num_iteration\n            , private$params\n          )\n          out <- methods::new(\"dgRMatrix\")\n          out@p <- res$indptr\n          out@j <- res$indices\n          out@x <- res$data\n          out@Dim <- as.integer(c(nrow(data), ncols_out))\n\n        } else if (inherits(data, \"dgCMatrix\")) {\n\n          if (ncol(data) != ncols) {\n            stop(sprintf(\"Model was fitted to data with %d columns, input data has %.0f columns.\"\n                         , ncols\n                         , ncol(data)))\n          }\n          res <- .Call(\n            LGBM_BoosterPredictSparseOutput_R\n            , private$handle\n            , data@p\n            , data@i\n            , data@x\n            , FALSE\n            , nrow(data)\n            , ncols\n            , start_iteration\n            , num_iteration\n            , private$params\n          )\n          out <- methods::new(\"dgCMatrix\")\n          out@p <- res$indptr\n          out@i <- res$indices\n          out@x <- res$data\n          out@Dim <- as.integer(c(nrow(data), length(res$indptr) - 1L))\n\n        } else {\n\n          stop(sprintf(\"Predictions on sparse inputs are only allowed for '%s', '%s', '%s' - got: %s\"\n                       , \"dsparseVector\"\n                       , \"dgRMatrix\"\n                       , \"dgCMatrix\"\n                       , toString(class(data))))\n        }\n\n        if (NROW(row.names(data))) {\n          out@Dimnames[[1L]] <- row.names(data)\n        }\n        return(out)\n\n      } else {\n\n        # Not a file, we need to predict from R object\n        num_row <- nrow(data)\n        if (is.null(num_row)) {\n          num_row <- 1L\n        }\n\n        npred <- 0L\n\n        # Check number of predictions to do\n        .Call(\n          LGBM_BoosterCalcNumPredict_R\n          , private$handle\n          , as.integer(num_row)\n          , as.integer(rawscore)\n          , as.integer(predleaf)\n          , as.integer(predcontrib)\n          , as.integer(start_iteration)\n          , as.integer(num_iteration)\n          , npred\n        )\n\n        # Pre-allocate empty vector\n        preds <- numeric(npred)\n\n        # Check if data is a matrix\n        if (is.matrix(data)) {\n          # this if() prevents the memory and computational costs\n          # of converting something that is already \"double\" to \"double\"\n          if (storage.mode(data) != \"double\") {\n            storage.mode(data) <- \"double\"\n          }\n\n          if (nrow(data) == 1L) {\n\n            use_fast_config <- private$check_can_use_fast_predict_config(\n              csr = FALSE\n              , rawscore = rawscore\n              , predleaf = predleaf\n              , predcontrib = predcontrib\n              , start_iteration = start_iteration\n              , num_iteration = num_iteration\n            )\n\n            if (use_fast_config) {\n              .Call(\n                LGBM_BoosterPredictForMatSingleRowFast_R\n                , private$fast_predict_config$handle\n                , data\n                , preds\n              )\n            } else {\n              .Call(\n                LGBM_BoosterPredictForMatSingleRow_R\n                , private$handle\n                , data\n                , rawscore\n                , predleaf\n                , predcontrib\n                , start_iteration\n                , num_iteration\n                , private$params\n                , preds\n              )\n            }\n\n          } else {\n            .Call(\n              LGBM_BoosterPredictForMat_R\n              , private$handle\n              , data\n              , as.integer(nrow(data))\n              , as.integer(ncol(data))\n              , as.integer(rawscore)\n              , as.integer(predleaf)\n              , as.integer(predcontrib)\n              , as.integer(start_iteration)\n              , as.integer(num_iteration)\n              , private$params\n              , preds\n            )\n          }\n\n        } else if (inherits(data, \"dsparseVector\")) {\n\n          if (length(self$fast_predict_config)) {\n            ncols <- self$fast_predict_config$ncols\n            use_fast_config <- private$check_can_use_fast_predict_config(\n                csr = TRUE\n                , rawscore = rawscore\n                , predleaf = predleaf\n                , predcontrib = predcontrib\n                , start_iteration = start_iteration\n                , num_iteration = num_iteration\n              )\n          } else {\n            ncols <- .Call(LGBM_BoosterGetNumFeature_R, private$handle)\n            use_fast_config <- FALSE\n          }\n\n          if (length(data) > ncols) {\n            stop(sprintf(\"Model was fitted to data with %d columns, input data has %.0f columns.\"\n                         , ncols\n                         , length(data)))\n          }\n\n          if (use_fast_config) {\n            .Call(\n              LGBM_BoosterPredictForCSRSingleRowFast_R\n              , self$fast_predict_config$handle\n              , data@i - 1L\n              , data@x\n              , preds\n            )\n          } else {\n            .Call(\n              LGBM_BoosterPredictForCSRSingleRow_R\n              , private$handle\n              , data@i - 1L\n              , data@x\n              , ncols\n              , as.integer(rawscore)\n              , as.integer(predleaf)\n              , as.integer(predcontrib)\n              , start_iteration\n              , num_iteration\n              , private$params\n              , preds\n            )\n          }\n\n        } else if (inherits(data, \"dgRMatrix\")) {\n\n          ncols <- .Call(LGBM_BoosterGetNumFeature_R, private$handle)\n          if (ncol(data) > ncols) {\n            stop(sprintf(\"Model was fitted to data with %d columns, input data has %.0f columns.\"\n                         , ncols\n                         , ncol(data)))\n          }\n\n          if (nrow(data) == 1L) {\n\n            if (length(self$fast_predict_config)) {\n              ncols <- self$fast_predict_config$ncols\n              use_fast_config <- private$check_can_use_fast_predict_config(\n                csr = TRUE\n                , rawscore = rawscore\n                , predleaf = predleaf\n                , predcontrib = predcontrib\n                , start_iteration = start_iteration\n                , num_iteration = num_iteration\n              )\n            } else {\n              ncols <- .Call(LGBM_BoosterGetNumFeature_R, private$handle)\n              use_fast_config <- FALSE\n            }\n\n            if (use_fast_config) {\n              .Call(\n                LGBM_BoosterPredictForCSRSingleRowFast_R\n                , self$fast_predict_config$handle\n                , data@j\n                , data@x\n                , preds\n              )\n            } else {\n              .Call(\n                LGBM_BoosterPredictForCSRSingleRow_R\n                , private$handle\n                , data@j\n                , data@x\n                , ncols\n                , as.integer(rawscore)\n                , as.integer(predleaf)\n                , as.integer(predcontrib)\n                , start_iteration\n                , num_iteration\n                , private$params\n                , preds\n              )\n            }\n\n          } else {\n\n            .Call(\n              LGBM_BoosterPredictForCSR_R\n              , private$handle\n              , data@p\n              , data@j\n              , data@x\n              , ncols\n              , as.integer(rawscore)\n              , as.integer(predleaf)\n              , as.integer(predcontrib)\n              , start_iteration\n              , num_iteration\n              , private$params\n              , preds\n            )\n\n          }\n\n        } else if (methods::is(data, \"dgCMatrix\")) {\n          if (length(data@p) > 2147483647L) {\n            stop(\"Cannot support large CSC matrix\")\n          }\n          # Check if data is a dgCMatrix (sparse matrix, column compressed format)\n          .Call(\n            LGBM_BoosterPredictForCSC_R\n            , private$handle\n            , data@p\n            , data@i\n            , data@x\n            , length(data@p)\n            , length(data@x)\n            , nrow(data)\n            , as.integer(rawscore)\n            , as.integer(predleaf)\n            , as.integer(predcontrib)\n            , as.integer(start_iteration)\n            , as.integer(num_iteration)\n            , private$params\n            , preds\n          )\n\n        } else {\n\n          stop(\"predict: cannot predict on data of class \", sQuote(class(data), q = FALSE))\n\n        }\n      }\n\n      # Check if number of rows is strange (not a multiple of the dataset rows)\n      if (length(preds) %% num_row != 0L) {\n        stop(\n          \"predict: prediction length \"\n          , sQuote(length(preds), q = FALSE)\n          , \" is not a multiple of nrows(data): \"\n          , sQuote(num_row, q = FALSE)\n        )\n      }\n\n      # Get number of cases per row\n      npred_per_case <- length(preds) / num_row\n\n      # Data reshaping\n      if (npred_per_case > 1L || predleaf || predcontrib) {\n        preds <- matrix(preds, ncol = npred_per_case, byrow = TRUE)\n      }\n\n      # Keep row names if possible\n      if (NROW(row.names(data)) && NROW(data) == NROW(preds)) {\n        if (is.null(dim(preds))) {\n          names(preds) <- row.names(data)\n        } else {\n          row.names(preds) <- row.names(data)\n        }\n      }\n\n      return(preds)\n    }\n\n  ),\n  private = list(\n    handle = NULL\n    , need_free_handle = FALSE\n    , params = \"\"\n    , fast_predict_config = list()\n    , check_can_use_fast_predict_config = function(csr,\n                                                   rawscore,\n                                                   predleaf,\n                                                   predcontrib,\n                                                   start_iteration,\n                                                   num_iteration) {\n\n      if (!NROW(private$fast_predict_config)) {\n        return(FALSE)\n      }\n\n      if (.is_null_handle(private$fast_predict_config$handle)) {\n        warning(paste0(\"Model had fast CSR predict configuration, but it is inactive.\"\n                       , \" Try re-generating it through 'lgb.configure_fast_predict'.\"))\n        return(FALSE)\n      }\n\n      if (isTRUE(csr) != private$fast_predict_config$csr) {\n        return(FALSE)\n      }\n\n      return(\n        private$params == \"\" &&\n        private$fast_predict_config$rawscore == rawscore &&\n        private$fast_predict_config$predleaf == predleaf &&\n        private$fast_predict_config$predcontrib == predcontrib &&\n        .equal_or_both_null(private$fast_predict_config$start_iteration, start_iteration) &&\n        .equal_or_both_null(private$fast_predict_config$num_iteration, num_iteration)\n      )\n    }\n\n    # finalize() will free up the handles\n    , finalize = function() {\n      if (private$need_free_handle) {\n        .Call(\n          LGBM_BoosterFree_R\n          , private$handle\n        )\n        private$handle <- NULL\n      }\n      return(invisible(NULL))\n    }\n  )\n)\n"
  },
  {
    "path": "R-package/R/lgb.convert_with_rules.R",
    "content": "# [description] get all column classes of a data.table or data.frame.\n#               This function collapses the result of class() into a single string\n.get_column_classes <- function(df) {\n    return(\n        vapply(\n            X = df\n            , FUN = function(x) {\n                paste(class(x), collapse = \",\")\n            }\n            , FUN.VALUE = character(1L)\n        )\n    )\n}\n\n# [description] check a data frame or data table for columns that are any\n#               type other than numeric and integer. This is used by lgb.convert_with_rules()\n#               to warn if more action is needed by users\n#               before a dataset can be converted to a lgb.Dataset.\n.warn_for_unconverted_columns <- function(df, function_name) {\n    column_classes <- .get_column_classes(df = df)\n    unconverted_columns <- column_classes[!(column_classes %in% c(\"numeric\", \"integer\"))]\n    if (length(unconverted_columns) > 0L) {\n        col_detail_string <- toString(\n            paste0(\n                names(unconverted_columns)\n                , \" (\"\n                , unconverted_columns\n                , \")\"\n            )\n        )\n        msg <- paste0(\n            function_name\n            , \": \"\n            , length(unconverted_columns)\n            , \" columns are not numeric or integer. These need to be dropped or converted to \"\n            , \"be used in an lgb.Dataset object. \"\n            , col_detail_string\n        )\n        warning(msg)\n    }\n    return(invisible(NULL))\n}\n\n.LGB_CONVERT_DEFAULT_FOR_LOGICAL_NA <- function() {\n    return(-1L)\n}\n.LGB_CONVERT_DEFAULT_FOR_NON_LOGICAL_NA <- function() {\n    return(0L)\n}\n\n\n#' @name lgb.convert_with_rules\n#' @title Data preparator for LightGBM datasets with rules (integer)\n#' @description Attempts to prepare a clean dataset to prepare to put in a \\code{lgb.Dataset}.\n#'              Factor, character, and logical columns are converted to integer. Missing values\n#'              in factors and characters will be filled with 0L. Missing values in logicals\n#'              will be filled with -1L.\n#'\n#'              This function returns and optionally takes in \"rules\" the describe exactly\n#'              how to convert values in columns.\n#'\n#'              Columns that contain only NA values will be converted by this function but will\n#'              not show up in the returned \\code{rules}.\n#'\n#'              NOTE: In previous releases of LightGBM, this function was called \\code{lgb.prepare_rules2}.\n#' @param data A data.frame or data.table to prepare.\n#' @param rules A set of rules from the data preparator, if already used. This should be an R list,\n#'              where names are column names in \\code{data} and values are named character\n#'              vectors whose names are column values and whose values are new values to\n#'              replace them with.\n#' @return A list with the cleaned dataset (\\code{data}) and the rules (\\code{rules}).\n#'         Note that the data must be converted to a matrix format (\\code{as.matrix}) for input in\n#'         \\code{lgb.Dataset}.\n#'\n#' @examples\n#' \\donttest{\n#' data(iris)\n#'\n#' str(iris)\n#'\n#' new_iris <- lgb.convert_with_rules(data = iris)\n#' str(new_iris$data)\n#'\n#' data(iris) # Erase iris dataset\n#' iris$Species[1L] <- \"NEW FACTOR\" # Introduce junk factor (NA)\n#'\n#' # Use conversion using known rules\n#' # Unknown factors become 0, excellent for sparse datasets\n#' newer_iris <- lgb.convert_with_rules(data = iris, rules = new_iris$rules)\n#'\n#' # Unknown factor is now zero, perfect for sparse datasets\n#' newer_iris$data[1L, ] # Species became 0 as it is an unknown factor\n#'\n#' newer_iris$data[1L, 5L] <- 1.0 # Put back real initial value\n#'\n#' # Is the newly created dataset equal? YES!\n#' all.equal(new_iris$data, newer_iris$data)\n#'\n#' # Can we test our own rules?\n#' data(iris) # Erase iris dataset\n#'\n#' # We remapped values differently\n#' personal_rules <- list(\n#'   Species = c(\n#'     \"setosa\" = 3L\n#'     , \"versicolor\" = 2L\n#'     , \"virginica\" = 1L\n#'   )\n#' )\n#' newest_iris <- lgb.convert_with_rules(data = iris, rules = personal_rules)\n#' str(newest_iris$data) # SUCCESS!\n#' }\n#' @importFrom data.table set\n#' @export\nlgb.convert_with_rules <- function(data, rules = NULL) {\n\n    column_classes <- .get_column_classes(df = data)\n\n    is_data_table <- data.table::is.data.table(x = data)\n    is_data_frame <- is.data.frame(data)\n\n    if (!(is_data_table || is_data_frame)) {\n        stop(\n            \"lgb.convert_with_rules: you provided \"\n            , paste(class(data), collapse = \" & \")\n            , \" but data should have class data.frame or data.table\"\n        )\n    }\n\n    # if user didn't provide rules, create them\n    if (is.null(rules)) {\n        rules <- list()\n        columns_to_fix <- which(column_classes %in% c(\"character\", \"factor\", \"logical\"))\n\n        for (i in columns_to_fix) {\n\n          col_values <- data[[i]]\n\n          # Get unique values\n          if (is.factor(col_values)) {\n              unique_vals <- levels(col_values)\n              unique_vals <- unique_vals[!is.na(unique_vals)]\n              mini_numeric <- seq_along(unique_vals) # respect ordinal\n          } else if (is.character(col_values)) {\n              unique_vals <- as.factor(unique(col_values))\n              unique_vals <- unique_vals[!is.na(unique_vals)]\n              mini_numeric <- as.integer(unique_vals)  # no respect for ordinal\n          } else if (is.logical(col_values)) {\n              unique_vals <- c(FALSE, TRUE)\n              mini_numeric <- c(0L, 1L)\n          }\n\n          # don't add rules for all-NA columns\n          if (length(unique_vals) > 0L) {\n              col_name <- names(data)[i]\n              rules[[col_name]] <- mini_numeric\n              names(rules[[col_name]]) <- unique_vals\n          }\n        }\n    }\n\n    for (col_name in names(rules)) {\n        if (column_classes[[col_name]] == \"logical\") {\n            default_value_for_na <- .LGB_CONVERT_DEFAULT_FOR_LOGICAL_NA()\n        } else {\n            default_value_for_na <- .LGB_CONVERT_DEFAULT_FOR_NON_LOGICAL_NA()\n        }\n        if (is_data_table) {\n            data.table::set(\n                x = data\n                , j = col_name\n                , value = unname(rules[[col_name]][data[[col_name]]])\n            )\n            data[is.na(get(col_name)), (col_name) := default_value_for_na]\n        } else {\n            data[[col_name]] <- unname(rules[[col_name]][data[[col_name]]])\n            data[is.na(data[col_name]), col_name] <- default_value_for_na\n        }\n    }\n\n    # if any all-NA columns exist, they won't be in rules. Convert them\n    all_na_cols <- which(\n        sapply(\n            X = data\n            , FUN = function(x) {\n                (is.factor(x) || is.character(x) || is.logical(x)) && all(is.na(unique(x)))\n            }\n        )\n    )\n    for (col_name in all_na_cols) {\n        if (column_classes[[col_name]] == \"logical\") {\n            default_value_for_na <- .LGB_CONVERT_DEFAULT_FOR_LOGICAL_NA()\n        } else {\n            default_value_for_na <- .LGB_CONVERT_DEFAULT_FOR_NON_LOGICAL_NA()\n        }\n        if (is_data_table) {\n            data[, (col_name) := rep(default_value_for_na, .N)]\n        } else {\n            data[[col_name]] <- default_value_for_na\n        }\n    }\n\n    .warn_for_unconverted_columns(df = data, function_name = \"lgb.convert_with_rules\")\n\n    return(list(data = data, rules = rules))\n\n}\n"
  },
  {
    "path": "R-package/R/lgb.cv.R",
    "content": "#' @importFrom R6 R6Class\nCVBooster <- R6::R6Class(\n  classname = \"lgb.CVBooster\",\n  cloneable = FALSE,\n  public = list(\n    best_iter = -1L,\n    best_score = NA,\n    record_evals = list(),\n    boosters = list(),\n    initialize = function(x) {\n      self$boosters <- x\n      return(invisible(NULL))\n    },\n    reset_parameter = function(new_params) {\n      for (x in self$boosters) {\n        x[[\"booster\"]]$reset_parameter(params = new_params)\n      }\n      return(invisible(self))\n    }\n  )\n)\n\n#' @name lgb.cv\n#' @title Main CV logic for LightGBM\n#' @description Cross validation logic used by LightGBM\n#' @inheritParams lgb_shared_params\n#' @param nfold the original dataset is randomly partitioned into \\code{nfold} equal size subsamples.\n#' @param record Boolean, TRUE will record iteration message to \\code{booster$record_evals}\n#' @param showsd \\code{boolean}, whether to show standard deviation of cross validation.\n#'               This parameter defaults to \\code{TRUE}. Setting it to \\code{FALSE} can lead to a\n#'               slight speedup by avoiding unnecessary computation.\n#' @param stratified a \\code{boolean} indicating whether sampling of folds should be stratified\n#'                   by the values of outcome labels.\n#' @param folds \\code{list} provides a possibility to use a list of pre-defined CV folds\n#'              (each element must be a vector of test fold's indices). When folds are supplied,\n#'              the \\code{nfold} and \\code{stratified} parameters are ignored.\n#' @param callbacks List of callback functions that are applied at each iteration.\n#' @param reset_data Boolean, setting it to TRUE (not the default value) will transform the booster model\n#'                   into a predictor model which frees up memory and the original datasets\n#' @param eval_train_metric \\code{boolean}, whether to add the cross validation results on the\n#'               training data. This parameter defaults to \\code{FALSE}. Setting it to \\code{TRUE}\n#'               will increase run time.\n#' @inheritSection lgb_shared_params Early Stopping\n#' @return a trained model \\code{lgb.CVBooster}.\n#'\n#' @examples\n#' \\donttest{\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' data(agaricus.train, package = \"lightgbm\")\n#' train <- agaricus.train\n#' dtrain <- lgb.Dataset(train$data, label = train$label)\n#' params <- list(\n#'   objective = \"regression\"\n#'   , metric = \"l2\"\n#'   , min_data = 1L\n#'   , learning_rate = 1.0\n#'   , num_threads = 2L\n#' )\n#' model <- lgb.cv(\n#'   params = params\n#'   , data = dtrain\n#'   , nrounds = 5L\n#'   , nfold = 3L\n#' )\n#' }\n#'\n#' @importFrom data.table data.table setorderv\n#' @export\nlgb.cv <- function(params = list()\n                   , data\n                   , nrounds = 100L\n                   , nfold = 3L\n                   , obj = NULL\n                   , eval = NULL\n                   , verbose = 1L\n                   , record = TRUE\n                   , eval_freq = 1L\n                   , showsd = TRUE\n                   , stratified = TRUE\n                   , folds = NULL\n                   , init_model = NULL\n                   , early_stopping_rounds = NULL\n                   , callbacks = list()\n                   , reset_data = FALSE\n                   , serializable = TRUE\n                   , eval_train_metric = FALSE\n                   ) {\n\n  if (nrounds <= 0L) {\n    stop(\"nrounds should be greater than zero\")\n  }\n  if (!.is_Dataset(x = data)) {\n    stop(\"lgb.cv: data must be an lgb.Dataset instance\")\n  }\n\n  # set some parameters, resolving the way they were passed in with other parameters\n  # in `params`.\n  # this ensures that the model stored with Booster$save() correctly represents\n  # what was passed in\n  params <- .check_wrapper_param(\n    main_param_name = \"verbosity\"\n    , params = params\n    , alternative_kwarg_value = verbose\n  )\n  params <- .check_wrapper_param(\n    main_param_name = \"num_iterations\"\n    , params = params\n    , alternative_kwarg_value = nrounds\n  )\n  params <- .check_wrapper_param(\n    main_param_name = \"metric\"\n    , params = params\n    , alternative_kwarg_value = NULL\n  )\n  params <- .check_wrapper_param(\n    main_param_name = \"objective\"\n    , params = params\n    , alternative_kwarg_value = obj\n  )\n  params <- .check_wrapper_param(\n    main_param_name = \"early_stopping_round\"\n    , params = params\n    , alternative_kwarg_value = early_stopping_rounds\n  )\n  early_stopping_rounds <- params[[\"early_stopping_round\"]]\n\n  # extract any function objects passed for objective or metric\n  fobj <- NULL\n  if (is.function(params$objective)) {\n    fobj <- params$objective\n    params$objective <- \"none\"\n  }\n\n  # If eval is a single function, store it as a 1-element list\n  # (for backwards compatibility). If it is a list of functions, store\n  # all of them. This makes it possible to pass any mix of strings like \"auc\"\n  # and custom functions to eval\n  params <- .check_eval(params = params, eval = eval)\n  eval_functions <- list(NULL)\n  if (is.function(eval)) {\n    eval_functions <- list(eval)\n  }\n  if (methods::is(eval, \"list\")) {\n    eval_functions <- Filter(\n      f = is.function\n      , x = eval\n    )\n  }\n\n  # Init predictor to empty\n  predictor <- NULL\n\n  # Check for boosting from a trained model\n  if (is.character(init_model)) {\n    predictor <- Predictor$new(modelfile = init_model)\n  } else if (.is_Booster(x = init_model)) {\n    predictor <- init_model$to_predictor()\n  }\n\n  # Set the iteration to start from / end to (and check for boosting from a trained model, again)\n  begin_iteration <- 1L\n  if (!is.null(predictor)) {\n    begin_iteration <- predictor$current_iter() + 1L\n  }\n  end_iteration <- begin_iteration + params[[\"num_iterations\"]] - 1L\n\n  # pop interaction_constraints off of params. It needs some preprocessing on the\n  # R side before being passed into the Dataset object\n  interaction_constraints <- params[[\"interaction_constraints\"]]\n  params[\"interaction_constraints\"] <- NULL\n\n  # Construct datasets, if needed\n  data$update_params(params = params)\n  data$construct()\n\n  # Check interaction constraints\n  params[[\"interaction_constraints\"]] <- .check_interaction_constraints(\n    interaction_constraints = interaction_constraints\n    , column_names = data$get_colnames()\n  )\n\n  # Update parameters with parsed parameters\n  data$update_params(params = params)\n\n  # Create the predictor set\n  data$.__enclos_env__$private$set_predictor(predictor = predictor)\n\n  if (!is.null(folds)) {\n\n    # Check for list of folds or for single value\n    if (!identical(class(folds), \"list\") || length(folds) < 2L) {\n      stop(sQuote(\"folds\"), \" must be a list with 2 or more elements that are vectors of indices for each CV-fold\")\n    }\n\n  } else {\n\n    if (nfold <= 1L) {\n      stop(sQuote(\"nfold\"), \" must be > 1\")\n    }\n\n    # Create folds\n    folds <- .generate_cv_folds(\n      nfold = nfold\n      , nrows = nrow(data)\n      , stratified = stratified\n      , label = get_field(dataset = data, field_name = \"label\")\n      , group = get_field(dataset = data, field_name = \"group\")\n      , params = params\n    )\n\n  }\n\n  # Add printing log callback\n  if (params[[\"verbosity\"]] > 0L && eval_freq > 0L) {\n    callbacks <- .add_cb(cb_list = callbacks, cb = cb_print_evaluation(period = eval_freq))\n  }\n\n  # Add evaluation log callback\n  if (record) {\n    callbacks <- .add_cb(cb_list = callbacks, cb = cb_record_evaluation())\n  }\n\n  # Did user pass parameters that indicate they want to use early stopping?\n  using_early_stopping <- !is.null(early_stopping_rounds) && early_stopping_rounds > 0L\n\n  boosting_param_names <- .PARAMETER_ALIASES()[[\"boosting\"]]\n  using_dart <- any(\n    sapply(\n      X = boosting_param_names\n      , FUN = function(param) {\n        identical(params[[param]], \"dart\")\n      }\n    )\n  )\n\n  # Cannot use early stopping with 'dart' boosting\n  if (using_dart) {\n    if (using_early_stopping) {\n      warning(\"Early stopping is not available in 'dart' mode.\")\n    }\n    using_early_stopping <- FALSE\n\n    # Remove the cb_early_stop() function if it was passed in to callbacks\n    callbacks <- Filter(\n      f = function(cb_func) {\n        !identical(attr(cb_func, \"name\"), \"cb_early_stop\")\n      }\n      , x = callbacks\n    )\n  }\n\n  # If user supplied early_stopping_rounds, add the early stopping callback\n  if (using_early_stopping) {\n    callbacks <- .add_cb(\n      cb_list = callbacks\n      , cb = cb_early_stop(\n        stopping_rounds = early_stopping_rounds\n        , first_metric_only = isTRUE(params[[\"first_metric_only\"]])\n        , verbose = params[[\"verbosity\"]] > 0L\n      )\n    )\n  }\n\n  cb <- .categorize_callbacks(cb_list = callbacks)\n\n  # Construct booster for each fold. The data.table() code below is used to\n  # guarantee that indices are sorted while keeping init_score and weight together\n  # with the correct indices. Note that it takes advantage of the fact that\n  # someDT$some_column returns NULL is 'some_column' does not exist in the data.table\n  bst_folds <- lapply(\n    X = seq_along(folds)\n    , FUN = function(k) {\n\n      # For learning-to-rank, each fold is a named list with two elements:\n      #   * `fold` = an integer vector of row indices\n      #   * `group` = an integer vector describing which groups are in the fold\n      # For classification or regression tasks, it will just be an integer\n      # vector of row indices\n      folds_have_group <- \"group\" %in% names(folds[[k]])\n      if (folds_have_group) {\n        test_indices <- folds[[k]]$fold\n        test_group_indices <- folds[[k]]$group\n        test_groups <- get_field(dataset = data, field_name = \"group\")[test_group_indices]\n        train_groups <- get_field(dataset = data, field_name = \"group\")[-test_group_indices]\n      } else {\n        test_indices <- folds[[k]]\n      }\n      train_indices <- seq_len(nrow(data))[-test_indices]\n\n      # set up test set\n      indexDT <- data.table::data.table(\n        indices = test_indices\n        , weight = get_field(dataset = data, field_name = \"weight\")[test_indices]\n        , init_score = get_field(dataset = data, field_name = \"init_score\")[test_indices]\n      )\n      data.table::setorderv(x = indexDT, cols = \"indices\", order = 1L)\n      dtest <- lgb.slice.Dataset(data, indexDT$indices)\n      set_field(dataset = dtest, field_name = \"weight\", data = indexDT$weight)\n      set_field(dataset = dtest, field_name = \"init_score\", data = indexDT$init_score)\n\n      # set up training set\n      indexDT <- data.table::data.table(\n        indices = train_indices\n        , weight = get_field(dataset = data, field_name = \"weight\")[train_indices]\n        , init_score = get_field(dataset = data, field_name = \"init_score\")[train_indices]\n      )\n      data.table::setorderv(x = indexDT, cols = \"indices\", order = 1L)\n      dtrain <- lgb.slice.Dataset(data, indexDT$indices)\n      set_field(dataset = dtrain, field_name = \"weight\", data = indexDT$weight)\n      set_field(dataset = dtrain, field_name = \"init_score\", data = indexDT$init_score)\n\n      if (folds_have_group) {\n        set_field(dataset = dtest, field_name = \"group\", data = test_groups)\n        set_field(dataset = dtrain, field_name = \"group\", data = train_groups)\n      }\n\n      booster <- Booster$new(params = params, train_set = dtrain)\n      if (isTRUE(eval_train_metric)) {\n        booster$add_valid(data = dtrain, name = \"train\")\n      }\n      booster$add_valid(data = dtest, name = \"valid\")\n      return(\n        list(booster = booster)\n      )\n    }\n  )\n\n  # Create new booster\n  cv_booster <- CVBooster$new(x = bst_folds)\n\n  # Callback env\n  env <- CB_ENV$new()\n  env$model <- cv_booster\n  env$begin_iteration <- begin_iteration\n  env$end_iteration <- end_iteration\n\n  # Start training model using number of iterations to start and end with\n  for (i in seq.int(from = begin_iteration, to = end_iteration)) {\n\n    # Overwrite iteration in environment\n    env$iteration <- i\n    env$eval_list <- list()\n\n    for (f in cb$pre_iter) {\n      f(env)\n    }\n\n    # Update one boosting iteration\n    msg <- lapply(cv_booster$boosters, function(fd) {\n      fd$booster$update(fobj = fobj)\n      out <- list()\n      for (eval_function in eval_functions) {\n        out <- append(out, fd$booster$eval_valid(feval = eval_function))\n      }\n      return(out)\n    })\n\n    # Prepare collection of evaluation results\n    merged_msg <- .merge_cv_result(\n      msg = msg\n      , showsd = showsd\n    )\n\n    # Write evaluation result in environment\n    env$eval_list <- merged_msg$eval_list\n\n    # Check for standard deviation requirement\n    if (showsd) {\n      env$eval_err_list <- merged_msg$eval_err_list\n    }\n\n    # Loop through env\n    for (f in cb$post_iter) {\n      f(env)\n    }\n\n    # Check for early stopping and break if needed\n    if (env$met_early_stop) break\n\n  }\n\n  # When early stopping is not activated, we compute the best iteration / score ourselves\n  # based on the first first metric\n  if (record && is.na(env$best_score)) {\n    # when using a custom eval function, the metric name is returned from the\n    # function, so figure it out from record_evals\n    if (!is.null(eval_functions[1L])) {\n      first_metric <- names(cv_booster$record_evals[[\"valid\"]])[1L]\n    } else {\n      first_metric <- cv_booster$.__enclos_env__$private$eval_names[1L]\n    }\n    .find_best <- which.min\n    if (isTRUE(env$eval_list[[1L]]$higher_better[1L])) {\n      .find_best <- which.max\n    }\n    cv_booster$best_iter <- unname(\n      .find_best(\n        unlist(\n          cv_booster$record_evals[[\"valid\"]][[first_metric]][[.EVAL_KEY()]]\n        )\n      )\n    )\n    cv_booster$best_score <- cv_booster$record_evals[[\"valid\"]][[first_metric]][[.EVAL_KEY()]][[cv_booster$best_iter]]\n  }\n  # Propagate the best_iter attribute from the cv_booster to the individual boosters\n  for (bst in cv_booster$boosters) {\n    bst$booster$best_iter <- cv_booster$best_iter\n  }\n\n  if (reset_data) {\n    lapply(cv_booster$boosters, function(fd) {\n      # Store temporarily model data elsewhere\n      booster_old <- list(\n        best_iter = fd$booster$best_iter\n        , best_score = fd$booster$best_score\n        , record_evals = fd$booster$record_evals\n      )\n      # Reload model\n      fd$booster <- lgb.load(model_str = fd$booster$save_model_to_string())\n      fd$booster$best_iter <- booster_old$best_iter\n      fd$booster$best_score <- booster_old$best_score\n      fd$booster$record_evals <- booster_old$record_evals\n    })\n  }\n\n  if (serializable) {\n    lapply(cv_booster$boosters, function(model) model$booster$save_raw())\n  }\n\n  return(cv_booster)\n\n}\n\n# Generates random (stratified if needed) CV folds\n.generate_cv_folds <- function(nfold, nrows, stratified, label, group, params) {\n\n  # Check for group existence\n  if (is.null(group)) {\n\n    # Shuffle\n    rnd_idx <- sample.int(nrows)\n\n    # Request stratified folds\n    if (isTRUE(stratified) && params$objective %in% c(\"binary\", \"multiclass\") && length(label) == length(rnd_idx)) {\n\n      y <- label[rnd_idx]\n      y <- as.factor(y)\n      folds <- .stratified_folds(y = y, k = nfold)\n\n    } else {\n\n      # Make simple non-stratified folds\n      folds <- list()\n\n      # Loop through each fold\n      for (i in seq_len(nfold)) {\n        kstep <- length(rnd_idx) %/% (nfold - i + 1L)\n        folds[[i]] <- rnd_idx[seq_len(kstep)]\n        rnd_idx <- rnd_idx[-seq_len(kstep)]\n      }\n\n    }\n\n  } else {\n\n    # When doing group, stratified is not possible (only random selection)\n    if (nfold > length(group)) {\n      stop(\"\\nYou requested too many folds for the number of available groups.\\n\")\n    }\n\n    # Degroup the groups\n    ungrouped <- inverse.rle(list(lengths = group, values = seq_along(group)))\n\n    # Can't stratify, shuffle\n    rnd_idx <- sample.int(length(group))\n\n    # Make simple non-stratified folds\n    folds <- list()\n\n    # Loop through each fold\n    for (i in seq_len(nfold)) {\n      kstep <- length(rnd_idx) %/% (nfold - i + 1L)\n      folds[[i]] <- list(\n        fold = which(ungrouped %in% rnd_idx[seq_len(kstep)])\n        , group = rnd_idx[seq_len(kstep)]\n      )\n      rnd_idx <- rnd_idx[-seq_len(kstep)]\n    }\n\n  }\n\n  return(folds)\n\n}\n\n# Creates CV folds stratified by the values of y.\n# It was borrowed from caret::createFolds and simplified\n# by always returning an unnamed list of fold indices.\n#' @importFrom stats quantile\n.stratified_folds <- function(y, k) {\n\n  # Group the numeric data based on their magnitudes\n  # and sample within those groups.\n  # When the number of samples is low, we may have\n  # issues further slicing the numeric data into\n  # groups. The number of groups will depend on the\n  # ratio of the number of folds to the sample size.\n  # At most, we will use quantiles. If the sample\n  # is too small, we just do regular unstratified CV\n  if (is.numeric(y)) {\n\n    cuts <- length(y) %/% k\n    if (cuts < 2L) {\n      cuts <- 2L\n    }\n    if (cuts > 5L) {\n      cuts <- 5L\n    }\n    y <- cut(\n      y\n      , unique(stats::quantile(y, probs = seq.int(0.0, 1.0, length.out = cuts)))\n      , include.lowest = TRUE\n    )\n\n  }\n\n  if (k < length(y)) {\n\n    # Reset levels so that the possible levels and\n    # the levels in the vector are the same\n    y <- as.factor(as.character(y))\n    numInClass <- table(y)\n    foldVector <- vector(mode = \"integer\", length(y))\n\n    # For each class, balance the fold allocation as far\n    # as possible, then resample the remainder.\n    # The final assignment of folds is also randomized.\n    for (i in seq_along(numInClass)) {\n\n      # Create a vector of integers from 1:k as many times as possible without\n      # going over the number of samples in the class. Note that if the number\n      # of samples in a class is less than k, nothing is produced here.\n      seqVector <- rep(seq_len(k), numInClass[i] %/% k)\n\n      # Add enough random integers to get length(seqVector) == numInClass[i]\n      if (numInClass[i] %% k > 0L) {\n        seqVector <- c(seqVector, sample.int(k, numInClass[i] %% k))\n      }\n\n      # Shuffle the integers for fold assignment and assign to this classes's data\n      foldVector[y == dimnames(numInClass)$y[i]] <- sample(seqVector)\n\n    }\n\n  } else {\n\n    foldVector <- seq(along = y)\n\n  }\n\n  out <- split(seq(along = y), foldVector)\n  names(out) <- NULL\n  return(out)\n}\n\n.merge_cv_result <- function(msg, showsd) {\n\n  if (length(msg) == 0L) {\n    stop(\"lgb.cv: size of cv result error\")\n  }\n\n  eval_len <- length(msg[[1L]])\n\n  if (eval_len == 0L) {\n    stop(\"lgb.cv: should provide at least one metric for CV\")\n  }\n\n  # Get evaluation results using a list apply\n  eval_result <- lapply(seq_len(eval_len), function(j) {\n    as.numeric(lapply(seq_along(msg), function(i) {\n      msg[[i]][[j]]$value }))\n  })\n\n  # Get evaluation. Just taking the first element here to\n  # get structure (name, higher_better, data_name)\n  ret_eval <- msg[[1L]]\n\n  for (j in seq_len(eval_len)) {\n    ret_eval[[j]]$value <- mean(eval_result[[j]])\n  }\n\n  ret_eval_err <- NULL\n\n  # Check for standard deviation\n  if (showsd) {\n\n    # Parse standard deviation\n    for (j in seq_len(eval_len)) {\n      ret_eval_err <- c(\n        ret_eval_err\n        , sqrt(mean(eval_result[[j]] ^ 2L) - mean(eval_result[[j]]) ^ 2L)\n      )\n    }\n\n    ret_eval_err <- as.list(ret_eval_err)\n\n  }\n\n  return(\n    list(\n      eval_list = ret_eval\n      , eval_err_list = ret_eval_err\n    )\n  )\n\n}\n"
  },
  {
    "path": "R-package/R/lgb.drop_serialized.R",
    "content": "#' @name lgb.drop_serialized\n#' @title Drop serialized raw bytes in a LightGBM model object\n#' @description If a LightGBM model object was produced with argument `serializable=TRUE`, the R object will keep\n#' a copy of the underlying C++ object as raw bytes, which can be used to reconstruct such object after getting\n#' serialized and de-serialized, but at the cost of extra memory usage. If these raw bytes are not needed anymore,\n#' they can be dropped through this function in order to save memory. Note that the object will be modified in-place.\n#'\n#'              \\emph{New in version 4.0.0}\n#'\n#' @param model \\code{lgb.Booster} object which was produced with `serializable=TRUE`.\n#'\n#' @return \\code{lgb.Booster} (the same `model` object that was passed as input, as invisible).\n#' @seealso \\link{lgb.restore_handle}, \\link{lgb.make_serializable}.\n#' @export\nlgb.drop_serialized <- function(model) {\n  if (!.is_Booster(x = model)) {\n    stop(\"lgb.drop_serialized: model should be an \", sQuote(\"lgb.Booster\", q = FALSE))\n  }\n  model$drop_raw()\n  return(invisible(model))\n}\n"
  },
  {
    "path": "R-package/R/lgb.importance.R",
    "content": "#' @name lgb.importance\n#' @title Compute feature importance in a model\n#' @description Creates a \\code{data.table} of feature importances in a model.\n#' @param model object of class \\code{lgb.Booster}.\n#' @param percentage whether to show importance in relative percentage.\n#'\n#' @return For a tree model, a \\code{data.table} with the following columns:\n#' \\itemize{\n#'   \\item{\\code{Feature}: Feature names in the model.}\n#'   \\item{\\code{Gain}: The total gain of this feature's splits.}\n#'   \\item{\\code{Cover}: The number of observation related to this feature.}\n#'   \\item{\\code{Frequency}: The number of times a feature split in trees.}\n#' }\n#'\n#' @examples\n#' \\donttest{\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' data(agaricus.train, package = \"lightgbm\")\n#' train <- agaricus.train\n#' dtrain <- lgb.Dataset(train$data, label = train$label)\n#'\n#' params <- list(\n#'   objective = \"binary\"\n#'   , learning_rate = 0.1\n#'   , max_depth = -1L\n#'   , min_data_in_leaf = 1L\n#'   , min_sum_hessian_in_leaf = 1.0\n#'   , num_threads = 2L\n#' )\n#' model <- lgb.train(\n#'     params = params\n#'     , data = dtrain\n#'     , nrounds = 5L\n#' )\n#'\n#' tree_imp1 <- lgb.importance(model, percentage = TRUE)\n#' tree_imp2 <- lgb.importance(model, percentage = FALSE)\n#' }\n#' @importFrom data.table := setnames setorderv\n#' @export\nlgb.importance <- function(model, percentage = TRUE) {\n\n  if (!.is_Booster(x = model)) {\n    stop(\"'model' has to be an object of class lgb.Booster\")\n  }\n\n  # Setup importance\n  tree_dt <- lgb.model.dt.tree(model = model)\n\n  # Extract elements\n  tree_imp_dt <- tree_dt[\n    !is.na(split_index)\n    , .(Gain = sum(split_gain), Cover = sum(internal_count), Frequency = .N)\n    , by = \"split_feature\"\n  ]\n\n  data.table::setnames(\n    x = tree_imp_dt\n    , old = \"split_feature\"\n    , new = \"Feature\"\n  )\n\n  # Sort features by Gain\n  data.table::setorderv(\n    x = tree_imp_dt\n    , cols = \"Gain\"\n    , order = -1L\n  )\n\n  # Check if relative values are requested\n  if (percentage) {\n    tree_imp_dt[, `:=`(\n      Gain = Gain / sum(Gain)\n      , Cover = Cover / sum(Cover)\n      , Frequency = Frequency / sum(Frequency)\n    )]\n  }\n\n  # adding an empty [] to ensure the table is printed the first time print.data.table() is called\n  return(tree_imp_dt[])\n\n}\n"
  },
  {
    "path": "R-package/R/lgb.interprete.R",
    "content": "#' @name lgb.interprete\n#' @title Compute feature contribution of prediction\n#' @description Computes feature contribution components of rawscore prediction.\n#' @param model object of class \\code{lgb.Booster}.\n#' @param data a matrix object or a dgCMatrix object.\n#' @param idxset an integer vector of indices of rows needed.\n#' @param num_iteration number of iteration want to predict with, NULL or <= 0 means use best iteration.\n#'\n#' @return For regression, binary classification and lambdarank model, a \\code{list} of \\code{data.table}\n#'         with the following columns:\n#'         \\itemize{\n#'             \\item{\\code{Feature}: Feature names in the model.}\n#'             \\item{\\code{Contribution}: The total contribution of this feature's splits.}\n#'         }\n#'         For multiclass classification, a \\code{list} of \\code{data.table} with the Feature column and\n#'         Contribution columns to each class.\n#'\n#' @examples\n#' \\donttest{\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' Logit <- function(x) log(x / (1.0 - x))\n#' data(agaricus.train, package = \"lightgbm\")\n#' train <- agaricus.train\n#' dtrain <- lgb.Dataset(train$data, label = train$label)\n#' set_field(\n#'   dataset = dtrain\n#'   , field_name = \"init_score\"\n#'   , data = rep(Logit(mean(train$label)), length(train$label))\n#' )\n#' data(agaricus.test, package = \"lightgbm\")\n#' test <- agaricus.test\n#'\n#' params <- list(\n#'     objective = \"binary\"\n#'     , learning_rate = 0.1\n#'     , max_depth = -1L\n#'     , min_data_in_leaf = 1L\n#'     , min_sum_hessian_in_leaf = 1.0\n#'     , num_threads = 2L\n#' )\n#' model <- lgb.train(\n#'     params = params\n#'     , data = dtrain\n#'     , nrounds = 3L\n#' )\n#'\n#' tree_interpretation <- lgb.interprete(model, test$data, 1L:5L)\n#' }\n#' @importFrom data.table as.data.table\n#' @export\nlgb.interprete <- function(model,\n                           data,\n                           idxset,\n                           num_iteration = NULL) {\n\n  # Get tree model\n  tree_dt <- lgb.model.dt.tree(model = model, num_iteration = num_iteration)\n\n  # Check number of classes\n  num_class <- model$.__enclos_env__$private$num_class\n\n  # Get vector list\n  tree_interpretation_dt_list <- vector(mode = \"list\", length = length(idxset))\n\n  # Get parsed predictions of data\n  pred_mat <- t(\n    model$predict(\n      data = data[idxset, , drop = FALSE]\n      , num_iteration = num_iteration\n      , predleaf = TRUE\n    )\n  )\n  leaf_index_dt <- data.table::as.data.table(x = pred_mat)\n  leaf_index_mat_list <- lapply(\n    X = leaf_index_dt\n    , FUN = matrix\n    , ncol = num_class\n    , byrow = TRUE\n  )\n\n  # Get list of trees\n  tree_index_mat_list <- lapply(\n    X = leaf_index_mat_list\n    , FUN = function(x) {\n      matrix(seq_along(x) - 1L, ncol = num_class, byrow = TRUE)\n    }\n  )\n\n  for (i in seq_along(idxset)) {\n    tree_interpretation_dt_list[[i]] <- .single_row_interprete(\n      tree_dt = tree_dt\n      , num_class = num_class\n      , tree_index_mat = tree_index_mat_list[[i]]\n      , leaf_index_mat = leaf_index_mat_list[[i]]\n    )\n  }\n\n  return(tree_interpretation_dt_list)\n\n}\n\n#' @importFrom data.table data.table\nsingle.tree.interprete <- function(tree_dt,\n                                   tree_id,\n                                   leaf_id) {\n\n  # Match tree id\n  single_tree_dt <- tree_dt[tree_index == tree_id, ]\n\n  # Get leaves\n  leaf_dt <- single_tree_dt[leaf_index == leaf_id, .(leaf_index, leaf_parent, leaf_value)]\n\n  # Get nodes\n  node_dt <- single_tree_dt[!is.na(split_index), .(split_index, split_feature, node_parent, internal_value)]\n\n  # Prepare sequences\n  feature_seq <- character(0L)\n  value_seq <- numeric(0L)\n\n  # Get to root from leaf\n  leaf_to_root <- function(parent_id, current_value) {\n\n    value_seq <<- c(current_value, value_seq)\n\n    if (!is.na(parent_id)) {\n\n      # Not null means existing node\n      this_node <- node_dt[split_index == parent_id, ]\n      feature_seq <<- c(this_node[[\"split_feature\"]], feature_seq)\n      leaf_to_root(\n        parent_id = this_node[[\"node_parent\"]]\n        , current_value = this_node[[\"internal_value\"]]\n      )\n\n    }\n\n  }\n\n  # Perform leaf to root conversion\n  leaf_to_root(\n    parent_id = leaf_dt[[\"leaf_parent\"]]\n    , current_value = leaf_dt[[\"leaf_value\"]]\n  )\n\n  return(\n    data.table::data.table(\n      Feature = feature_seq\n      , Contribution = diff.default(value_seq)\n    )\n  )\n\n}\n\n#' @importFrom data.table := rbindlist setorder\n.multiple_tree_interprete <- function(tree_dt,\n                                     tree_index,\n                                     leaf_index) {\n\n  interp_dt <- data.table::rbindlist(\n    l = mapply(\n      FUN = single.tree.interprete\n      , tree_id = tree_index\n      , leaf_id = leaf_index\n      , MoreArgs = list(\n        tree_dt = tree_dt\n      )\n      , SIMPLIFY = FALSE\n      , USE.NAMES = TRUE\n    )\n    , use.names = TRUE\n  )\n\n  interp_dt <- interp_dt[, .(Contribution = sum(Contribution)), by = \"Feature\"]\n\n  # Sort features in descending order by contribution\n  interp_dt[, abs_contribution := abs(Contribution)]\n  data.table::setorder(\n    x = interp_dt\n    , -abs_contribution\n  )\n\n  # Drop absolute value of contribution (only needed for sorting)\n  interp_dt[, abs_contribution := NULL]\n\n  return(interp_dt)\n\n}\n\n#' @importFrom data.table set setnames\n.single_row_interprete <- function(tree_dt, num_class, tree_index_mat, leaf_index_mat) {\n\n  # Prepare vector list\n  tree_interpretation <- vector(mode = \"list\", length = num_class)\n\n  # Loop throughout each class\n  for (i in seq_len(num_class)) {\n\n    next_interp_dt <- .multiple_tree_interprete(\n      tree_dt = tree_dt\n      , tree_index = tree_index_mat[, i]\n      , leaf_index = leaf_index_mat[, i]\n    )\n\n    if (num_class > 1L) {\n      data.table::setnames(\n        x = next_interp_dt\n        , old = \"Contribution\"\n        , new = paste(\"Class\", i - 1L)\n      )\n    }\n\n    tree_interpretation[[i]] <- next_interp_dt\n\n  }\n\n  if (num_class == 1L) {\n\n    tree_interpretation_dt <- tree_interpretation[[1L]]\n\n  } else {\n\n    # Full interpretation elements\n    tree_interpretation_dt <- Reduce(\n      f = function(x, y) {\n        merge(x, y, by = \"Feature\", all = TRUE)\n      }\n      , x = tree_interpretation\n    )\n\n    # Loop throughout each tree\n    for (j in 2L:ncol(tree_interpretation_dt)) {\n\n      data.table::set(\n        x = tree_interpretation_dt\n        , i = which(is.na(tree_interpretation_dt[[j]]))\n        , j = j\n        , value = 0.0\n      )\n\n    }\n\n  }\n\n  return(tree_interpretation_dt)\n}\n"
  },
  {
    "path": "R-package/R/lgb.make_serializable.R",
    "content": "#' @name lgb.make_serializable\n#' @title Make a LightGBM object serializable by keeping raw bytes\n#' @description If a LightGBM model object was produced with argument `serializable=FALSE`, the R object will not\n#' be serializable (e.g. cannot save and load with \\code{saveRDS} and \\code{readRDS}) as it will lack the raw bytes\n#' needed to reconstruct its underlying C++ object. This function can be used to forcibly produce those serialized\n#' raw bytes and make the object serializable. Note that the object will be modified in-place.\n#'\n#'              \\emph{New in version 4.0.0}\n#'\n#' @param model \\code{lgb.Booster} object which was produced with `serializable=FALSE`.\n#'\n#' @return \\code{lgb.Booster} (the same `model` object that was passed as input, as invisible).\n#' @seealso \\link{lgb.restore_handle}, \\link{lgb.drop_serialized}.\n#' @export\nlgb.make_serializable <- function(model) {\n  if (!.is_Booster(x = model)) {\n    stop(\"lgb.make_serializable: model should be an \", sQuote(\"lgb.Booster\", q = FALSE))\n  }\n  model$save_raw()\n  return(invisible(model))\n}\n"
  },
  {
    "path": "R-package/R/lgb.model.dt.tree.R",
    "content": "#' @name lgb.model.dt.tree\n#' @title Parse a LightGBM model json dump\n#' @description Parse a LightGBM model json dump into a \\code{data.table} structure.\n#' @param model object of class \\code{lgb.Booster}.\n#' @param num_iteration Number of iterations to include. NULL or <= 0 means use best iteration.\n#' @param start_iteration Index (1-based) of the first boosting round to include in the output.\n#'        For example, passing \\code{start_iteration=5, num_iteration=3} for a regression model\n#'        means \"return information about the fifth, sixth, and seventh trees\".\n#'\n#'        \\emph{New in version 4.4.0}\n#'\n#' @return\n#' A \\code{data.table} with detailed information about model trees' nodes and leaves.\n#'\n#' The columns of the \\code{data.table} are:\n#'\n#' \\itemize{\n#'  \\item{\\code{tree_index}: ID of a tree in a model (integer)}\n#'  \\item{\\code{split_index}: ID of a node in a tree (integer)}\n#'  \\item{\\code{split_feature}: for a node, it's a feature name (character);\n#'                              for a leaf, it simply labels it as \\code{\"NA\"}}\n#'  \\item{\\code{node_parent}: ID of the parent node for current node (integer)}\n#'  \\item{\\code{leaf_index}: ID of a leaf in a tree (integer)}\n#'  \\item{\\code{leaf_parent}: ID of the parent node for current leaf (integer)}\n#'  \\item{\\code{split_gain}: Split gain of a node}\n#'  \\item{\\code{threshold}: Splitting threshold value of a node}\n#'  \\item{\\code{decision_type}: Decision type of a node}\n#'  \\item{\\code{default_left}: Determine how to handle NA value, TRUE -> Left, FALSE -> Right}\n#'  \\item{\\code{internal_value}: Node value}\n#'  \\item{\\code{internal_count}: The number of observation collected by a node}\n#'  \\item{\\code{leaf_value}: Leaf value}\n#'  \\item{\\code{leaf_count}: The number of observation collected by a leaf}\n#' }\n#'\n#' @examples\n#' \\donttest{\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' data(agaricus.train, package = \"lightgbm\")\n#' train <- agaricus.train\n#' dtrain <- lgb.Dataset(train$data, label = train$label)\n#'\n#' params <- list(\n#'   objective = \"binary\"\n#'   , learning_rate = 0.01\n#'   , num_leaves = 63L\n#'   , max_depth = -1L\n#'   , min_data_in_leaf = 1L\n#'   , min_sum_hessian_in_leaf = 1.0\n#'   , num_threads = 2L\n#' )\n#' model <- lgb.train(params, dtrain, 10L)\n#'\n#' tree_dt <- lgb.model.dt.tree(model)\n#' }\n#' @importFrom data.table := rbindlist\n#' @importFrom jsonlite fromJSON\n#' @export\nlgb.model.dt.tree <- function(\n    model, num_iteration = NULL, start_iteration = 1L\n  ) {\n\n  json_model <- lgb.dump(\n    booster = model\n    , num_iteration = num_iteration\n    , start_iteration = start_iteration\n  )\n\n  parsed_json_model <- jsonlite::fromJSON(\n    txt = json_model\n    , simplifyVector = TRUE\n    , simplifyDataFrame = FALSE\n    , simplifyMatrix = FALSE\n    , flatten = FALSE\n  )\n\n  # Parse tree model\n  tree_list <- lapply(\n    X = parsed_json_model$tree_info\n    , FUN = .single_tree_parse\n  )\n\n  # Combine into single data.table\n  tree_dt <- data.table::rbindlist(l = tree_list, use.names = TRUE)\n\n  # Substitute feature index with the actual feature name\n\n  # Since the index comes from C++ (which is 0-indexed), be sure\n  # to add 1 (e.g. index 28 means the 29th feature in feature_names)\n  split_feature_indx <- tree_dt[, split_feature] + 1L\n\n  # Get corresponding feature names. Positions in split_feature_indx\n  # which are NA will result in an NA feature name\n  feature_names <- parsed_json_model$feature_names[split_feature_indx]\n  tree_dt[, split_feature := feature_names]\n\n  return(tree_dt)\n}\n\n\n#' @importFrom data.table := data.table rbindlist\n.single_tree_parse <- function(lgb_tree) {\n  tree_info_cols <- c(\n    \"split_index\"\n    , \"split_feature\"\n    , \"split_gain\"\n    , \"threshold\"\n    , \"decision_type\"\n    , \"default_left\"\n    , \"internal_value\"\n    , \"internal_count\"\n  )\n\n  # Traverse tree function\n  pre_order_traversal <- function(env = NULL, tree_node_leaf, current_depth = 0L, parent_index = NA_integer_) {\n\n    if (is.null(env)) {\n      # Setup initial default data.table with default types\n      env <- new.env(parent = emptyenv())\n      env$single_tree_dt <- list()\n      env$single_tree_dt[[1L]] <- data.table::data.table(\n        tree_index = integer(0L)\n        , depth = integer(0L)\n        , split_index = integer(0L)\n        , split_feature = integer(0L)\n        , node_parent = integer(0L)\n        , leaf_index = integer(0L)\n        , leaf_parent = integer(0L)\n        , split_gain = numeric(0L)\n        , threshold = numeric(0L)\n        , decision_type = character(0L)\n        , default_left = character(0L)\n        , internal_value = integer(0L)\n        , internal_count = integer(0L)\n        , leaf_value = integer(0L)\n        , leaf_count = integer(0L)\n      )\n      # start tree traversal\n      pre_order_traversal(\n        env = env\n        , tree_node_leaf = tree_node_leaf\n        , current_depth = current_depth\n        , parent_index = parent_index\n      )\n    } else {\n\n      # Check if split index is not null in leaf\n      if (!is.null(tree_node_leaf$split_index)) {\n\n        # update data.table\n        env$single_tree_dt[[length(env$single_tree_dt) + 1L]] <- c(\n          tree_node_leaf[tree_info_cols]\n          , list(\"depth\" = current_depth, \"node_parent\" = parent_index)\n        )\n\n        # Traverse tree again both left and right\n        pre_order_traversal(\n          env = env\n          , tree_node_leaf = tree_node_leaf$left_child\n          , current_depth = current_depth + 1L\n          , parent_index = tree_node_leaf$split_index\n        )\n        pre_order_traversal(\n          env = env\n          , tree_node_leaf = tree_node_leaf$right_child\n          , current_depth = current_depth + 1L\n          , parent_index = tree_node_leaf$split_index\n        )\n      } else if (!is.null(tree_node_leaf$leaf_index)) {\n\n        # update list\n        env$single_tree_dt[[length(env$single_tree_dt) + 1L]] <- c(\n          tree_node_leaf[c(\"leaf_index\", \"leaf_value\", \"leaf_count\")]\n          , list(\"depth\" = current_depth, \"leaf_parent\" = parent_index)\n        )\n      }\n    }\n    return(env$single_tree_dt)\n  }\n\n  # Traverse structure and rowbind everything\n  single_tree_dt <- data.table::rbindlist(\n    pre_order_traversal(tree_node_leaf = lgb_tree$tree_structure)\n    , use.names = TRUE\n    , fill = TRUE\n  )\n\n  # Store index\n  single_tree_dt[, tree_index := lgb_tree$tree_index]\n\n  return(single_tree_dt)\n}\n"
  },
  {
    "path": "R-package/R/lgb.plot.importance.R",
    "content": "#' @name lgb.plot.importance\n#' @title Plot feature importance as a bar graph\n#' @description Plot previously calculated feature importance: Gain, Cover and Frequency, as a bar graph.\n#' @param tree_imp a \\code{data.table} returned by \\code{\\link{lgb.importance}}.\n#' @param top_n maximal number of top features to include into the plot.\n#' @param measure the name of importance measure to plot, can be \"Gain\", \"Cover\" or \"Frequency\".\n#' @param left_margin (base R barplot) allows to adjust the left margin size to fit feature names.\n#' @param cex (base R barplot) passed as \\code{cex.names} parameter to \\code{\\link[graphics]{barplot}}.\n#'            Set a number smaller than 1.0 to make the bar labels smaller than R's default and values\n#'            greater than 1.0 to make them larger.\n#'\n#' @details\n#' The graph represents each feature as a horizontal bar of length proportional to the defined importance of a feature.\n#' Features are shown ranked in a decreasing importance order.\n#'\n#' @return\n#' The \\code{lgb.plot.importance} function creates a \\code{barplot}\n#' and silently returns a processed data.table with \\code{top_n} features sorted by defined importance.\n#'\n#' @examples\n#' \\donttest{\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' data(agaricus.train, package = \"lightgbm\")\n#' train <- agaricus.train\n#' dtrain <- lgb.Dataset(train$data, label = train$label)\n#'\n#' params <- list(\n#'     objective = \"binary\"\n#'     , learning_rate = 0.1\n#'     , min_data_in_leaf = 1L\n#'     , min_sum_hessian_in_leaf = 1.0\n#'     , num_threads = 2L\n#' )\n#'\n#' model <- lgb.train(\n#'     params = params\n#'     , data = dtrain\n#'     , nrounds = 5L\n#' )\n#'\n#' tree_imp <- lgb.importance(model, percentage = TRUE)\n#' lgb.plot.importance(tree_imp, top_n = 5L, measure = \"Gain\")\n#' }\n#' @importFrom graphics barplot par\n#' @export\nlgb.plot.importance <- function(tree_imp,\n                                top_n = 10L,\n                                measure = \"Gain\",\n                                left_margin = 10L,\n                                cex = NULL\n                                ) {\n\n  # Check for measurement (column names) correctness\n  measure <- match.arg(\n    measure\n    , choices = c(\"Gain\", \"Cover\", \"Frequency\")\n    , several.ok = FALSE\n  )\n\n  # Get top N importance (defaults to 10)\n  top_n <- min(top_n, nrow(tree_imp))\n\n  # Parse importance\n  tree_imp <- tree_imp[order(abs(get(measure)), decreasing = TRUE), ][seq_len(top_n), ]\n\n  # Attempt to setup a correct cex\n  if (is.null(cex)) {\n    cex <- 2.5 / log2(1.0 + top_n)\n  }\n\n  # Refresh plot\n  op <- graphics::par(no.readonly = TRUE)\n  on.exit(graphics::par(op))\n\n  graphics::par(\n    mar = c(\n      op$mar[1L]\n      , left_margin\n      , op$mar[3L]\n      , op$mar[4L]\n    )\n  )\n\n  tree_imp[rev(seq_len(.N)),\n           graphics::barplot(\n               height = get(measure)\n               , names.arg = Feature\n               , horiz = TRUE\n               , border = NA\n               , main = \"Feature Importance\"\n               , xlab = measure\n               , cex.names = cex\n               , las = 1L\n           )]\n\n  return(invisible(tree_imp))\n\n}\n"
  },
  {
    "path": "R-package/R/lgb.plot.interpretation.R",
    "content": "#' @name lgb.plot.interpretation\n#' @title Plot feature contribution as a bar graph\n#' @description Plot previously calculated feature contribution as a bar graph.\n#' @param tree_interpretation_dt a \\code{data.table} returned by \\code{\\link{lgb.interprete}}.\n#' @param top_n maximal number of top features to include into the plot.\n#' @param cols the column numbers of layout, will be used only for multiclass classification feature contribution.\n#' @param left_margin (base R barplot) allows to adjust the left margin size to fit feature names.\n#' @param cex (base R barplot) passed as \\code{cex.names} parameter to \\code{barplot}.\n#'\n#' @details\n#' The graph represents each feature as a horizontal bar of length proportional to the defined\n#' contribution of a feature. Features are shown ranked in a decreasing contribution order.\n#'\n#' @return\n#' The \\code{lgb.plot.interpretation} function creates a \\code{barplot}.\n#'\n#' @examples\n#' \\donttest{\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' Logit <- function(x) {\n#'   log(x / (1.0 - x))\n#' }\n#' data(agaricus.train, package = \"lightgbm\")\n#' labels <- agaricus.train$label\n#' dtrain <- lgb.Dataset(\n#'   agaricus.train$data\n#'   , label = labels\n#' )\n#' set_field(\n#'   dataset = dtrain\n#'   , field_name = \"init_score\"\n#'   , data = rep(Logit(mean(labels)), length(labels))\n#' )\n#'\n#' data(agaricus.test, package = \"lightgbm\")\n#'\n#' params <- list(\n#'   objective = \"binary\"\n#'   , learning_rate = 0.1\n#'   , max_depth = -1L\n#'   , min_data_in_leaf = 1L\n#'   , min_sum_hessian_in_leaf = 1.0\n#'   , num_threads = 2L\n#' )\n#' model <- lgb.train(\n#'   params = params\n#'   , data = dtrain\n#'   , nrounds = 5L\n#' )\n#'\n#' tree_interpretation <- lgb.interprete(\n#'   model = model\n#'   , data = agaricus.test$data\n#'   , idxset = 1L:5L\n#' )\n#' lgb.plot.interpretation(\n#'   tree_interpretation_dt = tree_interpretation[[1L]]\n#'   , top_n = 3L\n#' )\n#' }\n#' @importFrom data.table setnames\n#' @importFrom graphics barplot par\n#' @export\nlgb.plot.interpretation <- function(tree_interpretation_dt,\n                                    top_n = 10L,\n                                    cols = 1L,\n                                    left_margin = 10L,\n                                    cex = NULL) {\n\n  num_class <- ncol(tree_interpretation_dt) - 1L\n\n  # Refresh plot\n  op <- graphics::par(no.readonly = TRUE)\n  on.exit(graphics::par(op))\n\n  # Do some magic plotting\n  bottom_margin <- 3.0\n  top_margin <- 2.0\n  right_margin <- op$mar[4L]\n\n  graphics::par(\n    mar = c(\n      bottom_margin\n      , left_margin\n      , top_margin\n      , right_margin\n    )\n  )\n\n  if (num_class == 1L) {\n\n    # Only one class, plot straight away\n    .multiple_tree_plot_interpretation(\n      tree_interpretation = tree_interpretation_dt\n      , top_n = top_n\n      , title = NULL\n      , cex = cex\n    )\n\n  } else {\n\n    # More than one class, shape data first\n    layout_mat <- matrix(\n      seq.int(to = cols * ceiling(num_class / cols))\n      , ncol = cols\n      , nrow = ceiling(num_class / cols)\n    )\n\n    # Shape output\n    graphics::par(mfcol = c(nrow(layout_mat), ncol(layout_mat)))\n\n    # Loop throughout all classes\n    for (i in seq_len(num_class)) {\n\n      # Prepare interpretation, perform T, get the names, and plot straight away\n      plot_dt <- tree_interpretation_dt[, c(1L, i + 1L), with = FALSE]\n      data.table::setnames(\n        x = plot_dt\n        , old = names(plot_dt)\n        , new = c(\"Feature\", \"Contribution\")\n      )\n      .multiple_tree_plot_interpretation(\n        tree_interpretation = plot_dt\n        , top_n = top_n\n        , title = paste(\"Class\", i - 1L)\n        , cex = cex\n      )\n\n    }\n  }\n  return(invisible(NULL))\n}\n\n#' @importFrom graphics barplot\n.multiple_tree_plot_interpretation <- function(tree_interpretation,\n                                              top_n,\n                                              title,\n                                              cex) {\n\n  # Parse tree\n  tree_interpretation <- tree_interpretation[order(abs(Contribution), decreasing = TRUE), ][seq_len(min(top_n, .N)), ]\n\n  # Attempt to setup a correct cex\n  if (is.null(cex)) {\n    cex <- 2.5 / log2(1.0 + top_n)\n  }\n\n  # create plot\n  tree_interpretation[abs(Contribution) > 0.0, bar_color := \"firebrick\"]\n  tree_interpretation[Contribution == 0.0, bar_color := \"steelblue\"]\n  tree_interpretation[rev(seq_len(.N)),\n                      graphics::barplot(\n                          height = Contribution\n                          , names.arg = Feature\n                          , horiz = TRUE\n                          , col = bar_color\n                          , border = NA\n                          , main = title\n                          , cex.names = cex\n                          , las = 1L\n                      )]\n\n  return(invisible(NULL))\n\n}\n"
  },
  {
    "path": "R-package/R/lgb.restore_handle.R",
    "content": "#' @name lgb.restore_handle\n#' @title Restore the C++ component of a de-serialized LightGBM model\n#' @description After a LightGBM model object is de-serialized through functions such as \\code{save} or\n#' \\code{saveRDS}, its underlying C++ object will be blank and needs to be restored to able to use it. Such\n#' object is restored automatically when calling functions such as \\code{predict}, but this function can be\n#' used to forcibly restore it beforehand. Note that the object will be modified in-place.\n#'\n#'              \\emph{New in version 4.0.0}\n#'\n#' @details Be aware that fast single-row prediction configurations are not restored through this\n#' function. If you wish to make fast single-row predictions using a \\code{lgb.Booster} loaded this way,\n#' call \\link{lgb.configure_fast_predict} on the loaded \\code{lgb.Booster} object.\n#' @param model \\code{lgb.Booster} object which was de-serialized and whose underlying C++ object and R handle\n#' need to be restored.\n#'\n#' @return \\code{lgb.Booster} (the same `model` object that was passed as input, invisibly).\n#' @seealso \\link{lgb.make_serializable}, \\link{lgb.drop_serialized}.\n#' @examples\n#' \\donttest{\n#' library(lightgbm)\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' data(\"agaricus.train\")\n#' model <- lightgbm(\n#'   agaricus.train$data\n#'   , agaricus.train$label\n#'   , params = list(objective = \"binary\")\n#'   , nrounds = 5L\n#'   , verbose = 0\n#'   , num_threads = 2L\n#' )\n#' fname <- tempfile(fileext=\"rds\")\n#' saveRDS(model, fname)\n#'\n#' model_new <- readRDS(fname)\n#' model_new$check_null_handle()\n#' lgb.restore_handle(model_new)\n#' model_new$check_null_handle()\n#' }\n#' @export\nlgb.restore_handle <- function(model) {\n  if (!.is_Booster(x = model)) {\n    stop(\"lgb.restore_handle: model should be an \", sQuote(\"lgb.Booster\", q = FALSE))\n  }\n  model$restore_handle()\n  return(invisible(model))\n}\n"
  },
  {
    "path": "R-package/R/lgb.train.R",
    "content": "#' @name lgb.train\n#' @title Main training logic for LightGBM\n#' @description Low-level R interface to train a LightGBM model. Unlike \\code{\\link{lightgbm}},\n#'              this function is focused on performance (e.g. speed, memory efficiency). It is also\n#'              less likely to have breaking API changes in new releases than \\code{\\link{lightgbm}}.\n#' @inheritParams lgb_shared_params\n#' @param valids a list of \\code{lgb.Dataset} objects, used for validation\n#' @param record Boolean, TRUE will record iteration message to \\code{booster$record_evals}\n#' @param callbacks List of callback functions that are applied at each iteration.\n#' @param reset_data Boolean, setting it to TRUE (not the default value) will transform the\n#'                   booster model into a predictor model which frees up memory and the\n#'                   original datasets\n#' @inheritSection lgb_shared_params Early Stopping\n#' @return a trained booster model \\code{lgb.Booster}.\n#'\n#' @examples\n#' \\donttest{\n#' \\dontshow{setLGBMthreads(2L)}\n#' \\dontshow{data.table::setDTthreads(1L)}\n#' data(agaricus.train, package = \"lightgbm\")\n#' train <- agaricus.train\n#' dtrain <- lgb.Dataset(train$data, label = train$label)\n#' data(agaricus.test, package = \"lightgbm\")\n#' test <- agaricus.test\n#' dtest <- lgb.Dataset.create.valid(dtrain, test$data, label = test$label)\n#' params <- list(\n#'   objective = \"regression\"\n#'   , metric = \"l2\"\n#'   , min_data = 1L\n#'   , learning_rate = 1.0\n#'   , num_threads = 2L\n#' )\n#' valids <- list(test = dtest)\n#' model <- lgb.train(\n#'   params = params\n#'   , data = dtrain\n#'   , nrounds = 5L\n#'   , valids = valids\n#'   , early_stopping_rounds = 3L\n#' )\n#' }\n#'\n#' @export\nlgb.train <- function(params = list(),\n                      data,\n                      nrounds = 100L,\n                      valids = list(),\n                      obj = NULL,\n                      eval = NULL,\n                      verbose = 1L,\n                      record = TRUE,\n                      eval_freq = 1L,\n                      init_model = NULL,\n                      early_stopping_rounds = NULL,\n                      callbacks = list(),\n                      reset_data = FALSE,\n                      serializable = TRUE) {\n\n  # validate inputs early to avoid unnecessary computation\n  if (nrounds <= 0L) {\n    stop(\"nrounds should be greater than zero\")\n  }\n  if (!.is_Dataset(x = data)) {\n    stop(\"lgb.train: data must be an lgb.Dataset instance\")\n  }\n  if (length(valids) > 0L) {\n    if (!identical(class(valids), \"list\") || !all(vapply(valids, .is_Dataset, logical(1L)))) {\n      stop(\"lgb.train: valids must be a list of lgb.Dataset elements\")\n    }\n    evnames <- names(valids)\n    if (is.null(evnames) || !all(nzchar(evnames))) {\n      stop(\"lgb.train: each element of valids must have a name\")\n    }\n  }\n\n  # set some parameters, resolving the way they were passed in with other parameters\n  # in `params`.\n  # this ensures that the model stored with Booster$save() correctly represents\n  # what was passed in\n  params <- .check_wrapper_param(\n    main_param_name = \"verbosity\"\n    , params = params\n    , alternative_kwarg_value = verbose\n  )\n  params <- .check_wrapper_param(\n    main_param_name = \"num_iterations\"\n    , params = params\n    , alternative_kwarg_value = nrounds\n  )\n  params <- .check_wrapper_param(\n    main_param_name = \"metric\"\n    , params = params\n    , alternative_kwarg_value = NULL\n  )\n  params <- .check_wrapper_param(\n    main_param_name = \"objective\"\n    , params = params\n    , alternative_kwarg_value = obj\n  )\n  params <- .check_wrapper_param(\n    main_param_name = \"early_stopping_round\"\n    , params = params\n    , alternative_kwarg_value = early_stopping_rounds\n  )\n  early_stopping_rounds <- params[[\"early_stopping_round\"]]\n\n  # extract any function objects passed for objective or metric\n  fobj <- NULL\n  if (is.function(params$objective)) {\n    fobj <- params$objective\n    params$objective <- \"none\"\n  }\n\n  # If eval is a single function, store it as a 1-element list\n  # (for backwards compatibility). If it is a list of functions, store\n  # all of them. This makes it possible to pass any mix of strings like \"auc\"\n  # and custom functions to eval\n  params <- .check_eval(params = params, eval = eval)\n  eval_functions <- list(NULL)\n  if (is.function(eval)) {\n    eval_functions <- list(eval)\n  }\n  if (methods::is(eval, \"list\")) {\n    eval_functions <- Filter(\n      f = is.function\n      , x = eval\n    )\n  }\n\n  # Init predictor to empty\n  predictor <- NULL\n\n  # Check for boosting from a trained model\n  if (is.character(init_model)) {\n    predictor <- Predictor$new(modelfile = init_model)\n  } else if (.is_Booster(x = init_model)) {\n    predictor <- init_model$to_predictor()\n  }\n\n  # Set the iteration to start from / end to (and check for boosting from a trained model, again)\n  begin_iteration <- 1L\n  if (!is.null(predictor)) {\n    begin_iteration <- predictor$current_iter() + 1L\n  }\n  end_iteration <- begin_iteration + params[[\"num_iterations\"]] - 1L\n\n  # pop interaction_constraints off of params. It needs some preprocessing on the\n  # R side before being passed into the Dataset object\n  interaction_constraints <- params[[\"interaction_constraints\"]]\n  params[\"interaction_constraints\"] <- NULL\n\n  # Construct datasets, if needed\n  data$update_params(params = params)\n  data$construct()\n\n  # Check interaction constraints\n  params[[\"interaction_constraints\"]] <- .check_interaction_constraints(\n    interaction_constraints = interaction_constraints\n    , column_names = data$get_colnames()\n  )\n\n  # Update parameters with parsed parameters\n  data$update_params(params)\n\n  # Create the predictor set\n  data$.__enclos_env__$private$set_predictor(predictor)\n\n  valid_contain_train <- FALSE\n  train_data_name <- \"train\"\n  reduced_valid_sets <- list()\n\n  # Parse validation datasets\n  if (length(valids) > 0L) {\n\n    for (key in names(valids)) {\n\n      # Use names to get validation datasets\n      valid_data <- valids[[key]]\n\n      # Check for duplicate train/validation dataset\n      if (identical(data, valid_data)) {\n        valid_contain_train <- TRUE\n        train_data_name <- key\n        next\n      }\n\n      # Update parameters, data\n      valid_data$update_params(params)\n      valid_data$set_reference(data)\n      reduced_valid_sets[[key]] <- valid_data\n\n    }\n\n  }\n\n  # Add printing log callback\n  if (params[[\"verbosity\"]] > 0L && eval_freq > 0L) {\n    callbacks <- .add_cb(\n        cb_list = callbacks\n        , cb = cb_print_evaluation(period = eval_freq)\n    )\n  }\n\n  # Add evaluation log callback\n  if (record && length(valids) > 0L) {\n    callbacks <- .add_cb(\n        cb_list = callbacks\n        , cb = cb_record_evaluation()\n    )\n  }\n\n  # Did user pass parameters that indicate they want to use early stopping?\n  using_early_stopping <- !is.null(early_stopping_rounds) && early_stopping_rounds > 0L\n\n  boosting_param_names <- .PARAMETER_ALIASES()[[\"boosting\"]]\n  using_dart <- any(\n    sapply(\n      X = boosting_param_names\n      , FUN = function(param) {\n        identical(params[[param]], \"dart\")\n      }\n    )\n  )\n\n  # Cannot use early stopping with 'dart' boosting\n  if (using_dart) {\n    if (using_early_stopping) {\n      warning(\"Early stopping is not available in 'dart' mode.\")\n    }\n    using_early_stopping <- FALSE\n\n    # Remove the cb_early_stop() function if it was passed in to callbacks\n    callbacks <- Filter(\n      f = function(cb_func) {\n        !identical(attr(cb_func, \"name\"), \"cb_early_stop\")\n      }\n      , x = callbacks\n    )\n  }\n\n  # If user supplied early_stopping_rounds, add the early stopping callback\n  if (using_early_stopping) {\n    callbacks <- .add_cb(\n      cb_list = callbacks\n      , cb = cb_early_stop(\n        stopping_rounds = early_stopping_rounds\n        , first_metric_only = isTRUE(params[[\"first_metric_only\"]])\n        , verbose = params[[\"verbosity\"]] > 0L\n      )\n    )\n  }\n\n  cb <- .categorize_callbacks(cb_list = callbacks)\n\n  # Construct booster with datasets\n  booster <- Booster$new(params = params, train_set = data)\n  if (valid_contain_train) {\n    booster$set_train_data_name(name = train_data_name)\n  }\n\n  for (key in names(reduced_valid_sets)) {\n    booster$add_valid(data = reduced_valid_sets[[key]], name = key)\n  }\n\n  # Callback env\n  env <- CB_ENV$new()\n  env$model <- booster\n  env$begin_iteration <- begin_iteration\n  env$end_iteration <- end_iteration\n\n  # Start training model using number of iterations to start and end with\n  for (i in seq.int(from = begin_iteration, to = end_iteration)) {\n\n    # Overwrite iteration in environment\n    env$iteration <- i\n    env$eval_list <- list()\n\n    # Loop through \"pre_iter\" element\n    for (f in cb$pre_iter) {\n      f(env)\n    }\n\n    # Update one boosting iteration\n    booster$update(fobj = fobj)\n\n    # Prepare collection of evaluation results\n    eval_list <- list()\n\n    # Collection: Has validation dataset?\n    if (length(valids) > 0L) {\n\n      # Get evaluation results with passed-in functions\n      for (eval_function in eval_functions) {\n\n        # Validation has training dataset?\n        if (valid_contain_train) {\n          eval_list <- append(eval_list, booster$eval_train(feval = eval_function))\n        }\n\n        eval_list <- append(eval_list, booster$eval_valid(feval = eval_function))\n      }\n\n      # Calling booster$eval_valid() will get\n      # evaluation results with the metrics in params$metric by calling LGBM_BoosterGetEval_R\",\n      # so need to be sure that gets called, which it wouldn't be above if no functions\n      # were passed in\n      if (length(eval_functions) == 0L) {\n        if (valid_contain_train) {\n          eval_list <- append(eval_list, booster$eval_train(feval = eval_function))\n        }\n        eval_list <- append(eval_list, booster$eval_valid(feval = eval_function))\n      }\n\n    }\n\n    # Write evaluation result in environment\n    env$eval_list <- eval_list\n\n    # Loop through env\n    for (f in cb$post_iter) {\n      f(env)\n    }\n\n    # Check for early stopping and break if needed\n    if (env$met_early_stop) break\n\n  }\n\n  # check if any valids were given other than the training data\n  non_train_valid_names <- names(valids)[!(names(valids) == train_data_name)]\n  first_valid_name <- non_train_valid_names[1L]\n\n  # When early stopping is not activated, we compute the best iteration / score ourselves by\n  # selecting the first metric and the first dataset\n  if (record && length(non_train_valid_names) > 0L && is.na(env$best_score)) {\n\n    # when using a custom eval function, the metric name is returned from the\n    # function, so figure it out from record_evals\n    if (!is.null(eval_functions[1L])) {\n      first_metric <- names(booster$record_evals[[first_valid_name]])[1L]\n    } else {\n      first_metric <- booster$.__enclos_env__$private$eval_names[1L]\n    }\n\n    .find_best <- which.min\n    if (isTRUE(env$eval_list[[1L]]$higher_better[1L])) {\n      .find_best <- which.max\n    }\n    booster$best_iter <- unname(\n      .find_best(\n        unlist(\n          booster$record_evals[[first_valid_name]][[first_metric]][[.EVAL_KEY()]]\n        )\n      )\n    )\n    booster$best_score <- booster$record_evals[[first_valid_name]][[first_metric]][[.EVAL_KEY()]][[booster$best_iter]]\n  }\n\n  # Check for booster model conversion to predictor model\n  if (reset_data) {\n\n    # Store temporarily model data elsewhere\n    booster_old <- list(\n      best_iter = booster$best_iter\n      , best_score = booster$best_score\n      , record_evals = booster$record_evals\n    )\n\n    # Reload model\n    booster <- lgb.load(model_str = booster$save_model_to_string())\n    booster$best_iter <- booster_old$best_iter\n    booster$best_score <- booster_old$best_score\n    booster$record_evals <- booster_old$record_evals\n\n  }\n\n  if (serializable) {\n    booster$save_raw()\n  }\n\n  return(booster)\n\n}\n"
  },
  {
    "path": "R-package/R/lightgbm.R",
    "content": "#' @name lgb_shared_params\n#' @title Shared parameter docs\n#' @description Parameter docs shared by \\code{lgb.train}, \\code{lgb.cv}, and \\code{lightgbm}\n#' @param callbacks List of callback functions that are applied at each iteration.\n#' @param data a \\code{lgb.Dataset} object, used for training. Some functions, such as \\code{\\link{lgb.cv}},\n#'             may allow you to pass other types of data like \\code{matrix} and then separately supply\n#'             \\code{label} as a keyword argument.\n#' @param early_stopping_rounds int. Activates early stopping. When this parameter is non-null,\n#'                              training will stop if the evaluation of any metric on any validation set\n#'                              fails to improve for \\code{early_stopping_rounds} consecutive boosting rounds.\n#'                              If training stops early, the returned model will have attribute \\code{best_iter}\n#'                              set to the iteration number of the best iteration.\n#' @param eval evaluation function(s). This can be a character vector, function, or list with a mixture of\n#'             strings and functions.\n#'\n#'             \\itemize{\n#'                 \\item{\\bold{a. character vector}:\n#'                     If you provide a character vector to this argument, it should contain strings with valid\n#'                     evaluation metrics.\n#'                     See \\href{https://lightgbm.readthedocs.io/en/latest/Parameters.html#metric}{\n#'                     The \"metric\" section of the documentation}\n#'                     for a list of valid metrics.\n#'                 }\n#'                 \\item{\\bold{b. function}:\n#'                      You can provide a custom evaluation function. This\n#'                      should accept the keyword arguments \\code{preds} and \\code{dtrain} and should return a named\n#'                      list with three elements:\n#'                      \\itemize{\n#'                          \\item{\\code{name}: A string with the name of the metric, used for printing\n#'                              and storing results.\n#'                          }\n#'                          \\item{\\code{value}: A single number indicating the value of the metric for the\n#'                              given predictions and true values\n#'                          }\n#'                          \\item{\n#'                              \\code{higher_better}: A boolean indicating whether higher values indicate a better fit.\n#'                              For example, this would be \\code{FALSE} for metrics like MAE or RMSE.\n#'                          }\n#'                      }\n#'                 }\n#'                 \\item{\\bold{c. list}:\n#'                     If a list is given, it should only contain character vectors and functions.\n#'                     These should follow the requirements from the descriptions above.\n#'                 }\n#'             }\n#' @param eval_freq evaluation output frequency, only effective when verbose > 0 and \\code{valids} has been provided\n#' @param init_model path of model file or \\code{lgb.Booster} object, will continue training from this model\n#' @param nrounds number of training rounds\n#' @param obj objective function, can be character or custom objective function. Examples include\n#'            \\code{regression}, \\code{regression_l1}, \\code{huber},\n#'            \\code{binary}, \\code{lambdarank}, \\code{multiclass}, \\code{multiclass}\n#' @param params a list of parameters. See \\href{https://lightgbm.readthedocs.io/en/latest/Parameters.html}{\n#'               the \"Parameters\" section of the documentation} for a list of parameters and valid values.\n#' @param verbose verbosity for output, if <= 0 and \\code{valids} has been provided, also will disable the\n#'                printing of evaluation during training\n#' @param serializable whether to make the resulting objects serializable through functions such as\n#'                     \\code{save} or \\code{saveRDS} (see section \"Model serialization\").\n#' @section Early Stopping:\n#'\n#'          \"early stopping\" refers to stopping the training process if the model's performance on a given\n#'          validation set does not improve for several consecutive iterations.\n#'\n#'          If multiple arguments are given to \\code{eval}, their order will be preserved. If you enable\n#'          early stopping by setting \\code{early_stopping_rounds} in \\code{params}, by default all\n#'          metrics will be considered for early stopping.\n#'\n#'          If you want to only consider the first metric for early stopping, pass\n#'          \\code{first_metric_only = TRUE} in \\code{params}. Note that if you also specify \\code{metric}\n#'          in \\code{params}, that metric will be considered the \"first\" one. If you omit \\code{metric},\n#'          a default metric will be used based on your choice for the parameter \\code{obj} (keyword argument)\n#'          or \\code{objective} (passed into \\code{params}).\n#'\n#'          \\bold{NOTE:} if using \\code{boosting_type=\"dart\"}, any early stopping configuration will be ignored\n#'          and early stopping will not be performed.\n#' @section Model serialization:\n#'\n#'          LightGBM model objects can be serialized and de-serialized through functions such as \\code{save}\n#'          or \\code{saveRDS}, but similarly to libraries such as 'xgboost', serialization works a bit differently\n#'          from typical R objects. In order to make models serializable in R, a copy of the underlying C++ object\n#'          as serialized raw bytes is produced and stored in the R model object, and when this R object is\n#'          de-serialized, the underlying C++ model object gets reconstructed from these raw bytes, but will only\n#'          do so once some function that uses it is called, such as \\code{predict}. In order to forcibly\n#'          reconstruct the C++ object after deserialization (e.g. after calling \\code{readRDS} or similar), one\n#'          can use the function \\link{lgb.restore_handle} (for example, if one makes predictions in parallel or in\n#'          forked processes, it will be faster to restore the handle beforehand).\n#'\n#'          Producing and keeping these raw bytes however uses extra memory, and if they are not required,\n#'          it is possible to avoid producing them by passing `serializable=FALSE`. In such cases, these raw\n#'          bytes can be added to the model on demand through function \\link{lgb.make_serializable}.\n#'\n#'          \\emph{New in version 4.0.0}\n#'\n#' @keywords internal\nNULL\n\n#' @name lightgbm\n#' @title Train a LightGBM model\n#' @description High-level R interface to train a LightGBM model. Unlike \\code{\\link{lgb.train}}, this function\n#'              is focused on compatibility with other statistics and machine learning interfaces in R.\n#'              This focus on compatibility means that this interface may experience more frequent breaking API changes\n#'              than \\code{\\link{lgb.train}}.\n#'              For efficiency-sensitive applications, or for applications where breaking API changes across releases\n#'              is very expensive, use \\code{\\link{lgb.train}}.\n#' @inheritParams lgb_shared_params\n#' @param label Vector of labels, used if \\code{data} is not an \\code{\\link{lgb.Dataset}}\n#' @param weights Sample / observation weights for rows in the input data. If \\code{NULL}, will assume that all\n#'                observations / rows have the same importance / weight.\n#'\n#'                \\emph{Changed from 'weight', in version 4.0.0}\n#'\n#' @param objective Optimization objective (e.g. `\"regression\"`, `\"binary\"`, etc.).\n#'                  For a list of accepted objectives, see\n#'                  \\href{https://lightgbm.readthedocs.io/en/latest/Parameters.html#objective}{\n#'                  the \"objective\" item of the \"Parameters\" section of the documentation}.\n#'\n#'                  If passing \\code{\"auto\"} and \\code{data} is not of type \\code{lgb.Dataset}, the objective will\n#'                  be determined according to what is passed for \\code{label}:\\itemize{\n#'                  \\item If passing a factor with two variables, will use objective \\code{\"binary\"}.\n#'                  \\item If passing a factor with more than two variables, will use objective \\code{\"multiclass\"}\n#'                  (note that parameter \\code{num_class} in this case will also be determined automatically from\n#'                  \\code{label}).\n#'                  \\item Otherwise (or if passing \\code{lgb.Dataset} as input), will use objective \\code{\"regression\"}.\n#'                  }\n#'\n#'                  \\emph{New in version 4.0.0}\n#'\n#' @param init_score initial score is the base prediction lightgbm will boost from\n#'\n#'                   \\emph{New in version 4.0.0}\n#'\n#' @param num_threads Number of parallel threads to use. For best speed, this should be set to the number of\n#'                    physical cores in the CPU - in a typical x86-64 machine, this corresponds to half the\n#'                    number of maximum threads.\n#'\n#'                    Be aware that using too many threads can result in speed degradation in smaller datasets\n#'                    (see the parameters documentation for more details).\n#'\n#'                    If passing zero, will use the default number of threads configured for OpenMP\n#'                    (typically controlled through an environment variable \\code{OMP_NUM_THREADS}).\n#'\n#'                    If passing \\code{NULL} (the default), will try to use the number of physical cores in the\n#'                    system, but be aware that getting the number of cores detected correctly requires package\n#'                    \\code{RhpcBLASctl} to be installed.\n#'\n#'                    This parameter gets overridden by \\code{num_threads} and its aliases under \\code{params}\n#'                    if passed there.\n#'\n#'                    \\emph{New in version 4.0.0}\n#'\n#' @param colnames Character vector of features. Only used if \\code{data} is not an \\code{\\link{lgb.Dataset}}.\n#' @param categorical_feature categorical features. This can either be a character vector of feature\n#'                            names or an integer vector with the indices of the features (e.g.\n#'                            \\code{c(1L, 10L)} to say \"the first and tenth columns\").\n#'                            Only used if \\code{data} is not an \\code{\\link{lgb.Dataset}}.\n#'\n#' @param ... Additional arguments passed to \\code{\\link{lgb.train}}. For example\n#'     \\itemize{\n#'        \\item{\\code{valids}: a list of \\code{lgb.Dataset} objects, used for validation}\n#'        \\item{\\code{obj}: objective function, can be character or custom objective function. Examples include\n#'                   \\code{regression}, \\code{regression_l1}, \\code{huber},\n#'                    \\code{binary}, \\code{lambdarank}, \\code{multiclass}, \\code{multiclass}}\n#'        \\item{\\code{eval}: evaluation function, can be (a list of) character or custom eval function}\n#'        \\item{\\code{record}: Boolean, TRUE will record iteration message to \\code{booster$record_evals}}\n#'        \\item{\\code{reset_data}: Boolean, setting it to TRUE (not the default value) will transform the booster model\n#'                          into a predictor model which frees up memory and the original datasets}\n#'     }\n#' @inheritSection lgb_shared_params Early Stopping\n#' @return a trained \\code{lgb.Booster}\n#' @export\nlightgbm <- function(data,\n                     label = NULL,\n                     weights = NULL,\n                     params = list(),\n                     nrounds = 100L,\n                     verbose = 1L,\n                     eval_freq = 1L,\n                     early_stopping_rounds = NULL,\n                     init_model = NULL,\n                     callbacks = list(),\n                     serializable = TRUE,\n                     objective = \"auto\",\n                     init_score = NULL,\n                     num_threads = NULL,\n                     colnames = NULL,\n                     categorical_feature = NULL,\n                     ...) {\n\n  # validate inputs early to avoid unnecessary computation\n  if (nrounds <= 0L) {\n    stop(\"nrounds should be greater than zero\")\n  }\n\n  if (is.null(num_threads)) {\n    num_threads <- .get_default_num_threads()\n  }\n  params <- .check_wrapper_param(\n    main_param_name = \"num_threads\"\n    , params = params\n    , alternative_kwarg_value = num_threads\n  )\n  params <- .check_wrapper_param(\n    main_param_name = \"verbosity\"\n    , params = params\n    , alternative_kwarg_value = verbose\n  )\n\n  # Process factors as labels and auto-determine objective\n  if (!.is_Dataset(data)) {\n    data_processor <- DataProcessor$new()\n    temp <- data_processor$process_label(\n        label = label\n        , objective = objective\n        , params = params\n    )\n    label <- temp$label\n    objective <- temp$objective\n    params <- temp$params\n    rm(temp)\n  } else {\n    data_processor <- NULL\n    if (objective == \"auto\") {\n      objective <- \"regression\"\n    }\n  }\n\n  # Set data to a temporary variable\n  dtrain <- data\n\n  # Check whether data is lgb.Dataset, if not then create lgb.Dataset manually\n  if (!.is_Dataset(x = dtrain)) {\n    dtrain <- lgb.Dataset(\n      data = data\n      , label = label\n      , weight = weights\n      , init_score = init_score\n      , categorical_feature = categorical_feature\n      , colnames = colnames\n    )\n  }\n\n  train_args <- list(\n    \"params\" = params\n    , \"data\" = dtrain\n    , \"nrounds\" = nrounds\n    , \"obj\" = objective\n    , \"verbose\" = params[[\"verbosity\"]]\n    , \"eval_freq\" = eval_freq\n    , \"early_stopping_rounds\" = early_stopping_rounds\n    , \"init_model\" = init_model\n    , \"callbacks\" = callbacks\n    , \"serializable\" = serializable\n  )\n  train_args <- append(train_args, list(...))\n\n  if (! \"valids\" %in% names(train_args)) {\n    train_args[[\"valids\"]] <- list()\n  }\n\n  # Train a model using the regular way\n  bst <- do.call(\n    what = lgb.train\n    , args = train_args\n  )\n  bst$data_processor <- data_processor\n\n  return(bst)\n}\n\n#' @name agaricus.train\n#' @title Training part from Mushroom Data Set\n#' @description This data set is originally from the Mushroom data set,\n#'              UCI Machine Learning Repository.\n#'              This data set includes the following fields:\n#'\n#'               \\itemize{\n#'                   \\item{\\code{label}: the label for each record}\n#'                   \\item{\\code{data}: a sparse Matrix of \\code{dgCMatrix} class, with 126 columns.}\n#'                }\n#'\n#' @references\n#' https://archive.ics.uci.edu/ml/datasets/Mushroom\n#'\n#' Bache, K. & Lichman, M. (2013). UCI Machine Learning Repository\n#' [https://archive.ics.uci.edu/ml]. Irvine, CA: University of California,\n#' School of Information and Computer Science.\n#'\n#' @docType data\n#' @keywords datasets\n#' @usage data(agaricus.train)\n#' @format A list containing a label vector, and a dgCMatrix object with 6513\n#' rows and 127 variables\nNULL\n\n#' @name agaricus.test\n#' @title Test part from Mushroom Data Set\n#' @description This data set is originally from the Mushroom data set,\n#'              UCI Machine Learning Repository.\n#'              This data set includes the following fields:\n#'\n#'              \\itemize{\n#'                  \\item{\\code{label}: the label for each record}\n#'                  \\item{\\code{data}: a sparse Matrix of \\code{dgCMatrix} class, with 126 columns.}\n#'              }\n#' @references\n#' https://archive.ics.uci.edu/ml/datasets/Mushroom\n#'\n#' Bache, K. & Lichman, M. (2013). UCI Machine Learning Repository\n#' [https://archive.ics.uci.edu/ml]. Irvine, CA: University of California,\n#' School of Information and Computer Science.\n#'\n#' @docType data\n#' @keywords datasets\n#' @usage data(agaricus.test)\n#' @format A list containing a label vector, and a dgCMatrix object with 1611\n#' rows and 126 variables\nNULL\n\n#' @name bank\n#' @title Bank Marketing Data Set\n#' @description This data set is originally from the Bank Marketing data set,\n#'              UCI Machine Learning Repository.\n#'\n#'              It contains only the following: bank.csv with 10% of the examples and 17 inputs,\n#'              randomly selected from 3 (older version of this dataset with less inputs).\n#'\n#' @references\n#' https://archive.ics.uci.edu/ml/datasets/Bank+Marketing\n#'\n#' S. Moro, P. Cortez and P. Rita. (2014)\n#' A Data-Driven Approach to Predict the Success of Bank Telemarketing. Decision Support Systems\n#'\n#' @docType data\n#' @keywords datasets\n#' @usage data(bank)\n#' @format A data.table with 4521 rows and 17 variables\nNULL\n\n# Various imports\n#' @import methods\n#' @importFrom Matrix Matrix\n#' @importFrom R6 R6Class\n#' @useDynLib lightgbm , .registration = TRUE\nNULL\n\n# Suppress false positive warnings from R CMD CHECK about\n# \"unrecognized global variable\"\nglobalVariables(c(\n    \".\"\n    , \".N\"\n    , \".SD\"\n    , \"abs_contribution\"\n    , \"bar_color\"\n    , \"Contribution\"\n    , \"Cover\"\n    , \"Feature\"\n    , \"Frequency\"\n    , \"Gain\"\n    , \"internal_count\"\n    , \"internal_value\"\n    , \"leaf_index\"\n    , \"leaf_parent\"\n    , \"leaf_value\"\n    , \"node_parent\"\n    , \"split_feature\"\n    , \"split_gain\"\n    , \"split_index\"\n    , \"tree_index\"\n))\n"
  },
  {
    "path": "R-package/R/metrics.R",
    "content": "# [description] List of metrics known to LightGBM. The most up to date list can be found\n#               at https://lightgbm.readthedocs.io/en/latest/Parameters.html#metric-parameters\n#\n# [return] A named logical vector, where each key is a metric name and each value is a boolean.\n#          TRUE if higher values of the metric are desirable, FALSE if lower values are desirable.\n#          Note that only the 'main' metrics are stored here, not aliases, since only the 'main' metrics\n#          are returned from the C++ side. For example, if you use `metric = \"mse\"` in your code,\n#          the metric name `\"l2\"` will be returned.\n.METRICS_HIGHER_BETTER <- function() {\n    return(\n        c(\n            \"l1\" = FALSE\n            , \"l2\" = FALSE\n            , \"mape\" = FALSE\n            , \"rmse\" = FALSE\n            , \"quantile\" = FALSE\n            , \"huber\" = FALSE\n            , \"fair\" = FALSE\n            , \"poisson\" = FALSE\n            , \"gamma\" = FALSE\n            , \"gamma_deviance\" = FALSE\n            , \"tweedie\" = FALSE\n            , \"ndcg\" = TRUE\n            , \"map\" = TRUE\n            , \"auc\" = TRUE\n            , \"average_precision\" = TRUE\n            , \"r2\" = TRUE\n            , \"binary_logloss\" = FALSE\n            , \"binary_error\" = FALSE\n            , \"auc_mu\" = TRUE\n            , \"multi_logloss\" = FALSE\n            , \"multi_error\" = FALSE\n            , \"cross_entropy\" = FALSE\n            , \"cross_entropy_lambda\" = FALSE\n            , \"kullback_leibler\" = FALSE\n        )\n    )\n}\n"
  },
  {
    "path": "R-package/R/multithreading.R",
    "content": "#' @name setLGBMThreads\n#' @title Set maximum number of threads used by LightGBM\n#' @description LightGBM attempts to speed up many operations by using multi-threading.\n#'              The number of threads used in those operations can be controlled via the\n#'              \\code{num_threads} parameter passed through \\code{params} to functions like\n#'              \\link{lgb.train} and \\link{lgb.Dataset}. However, some operations (like materializing\n#'              a model from a text file) are done via code paths that don't explicitly accept thread-control\n#'              configuration.\n#'\n#'              Use this function to set the maximum number of threads LightGBM will use for such operations.\n#'\n#'              This function affects all LightGBM operations in the same process.\n#'\n#'              So, for example, if you call \\code{setLGBMthreads(4)}, no other multi-threaded LightGBM\n#'              operation in the same process will use more than 4 threads.\n#'\n#'              Call \\code{setLGBMthreads(-1)} to remove this limitation.\n#' @param num_threads maximum number of threads to be used by LightGBM in multi-threaded operations\n#' @return NULL\n#' @seealso \\link{getLGBMthreads}\n#' @export\nsetLGBMthreads <- function(num_threads) {\n    .Call(\n        LGBM_SetMaxThreads_R,\n        num_threads\n    )\n    return(invisible(NULL))\n}\n\n#' @name getLGBMThreads\n#' @title Get default number of threads used by LightGBM\n#' @description LightGBM attempts to speed up many operations by using multi-threading.\n#'              The number of threads used in those operations can be controlled via the\n#'              \\code{num_threads} parameter passed through \\code{params} to functions like\n#'              \\link{lgb.train} and \\link{lgb.Dataset}. However, some operations (like materializing\n#'              a model from a text file) are done via code paths that don't explicitly accept thread-control\n#'              configuration.\n#'\n#'              Use this function to see the default number of threads LightGBM will use for such operations.\n#' @return number of threads as an integer. \\code{-1} means that in situations where parameter \\code{num_threads} is\n#'         not explicitly supplied, LightGBM will choose a number of threads to use automatically.\n#' @seealso \\link{setLGBMthreads}\n#' @export\ngetLGBMthreads <- function() {\n    out <- 0L\n    .Call(\n        LGBM_GetMaxThreads_R,\n        out\n    )\n    return(out)\n}\n"
  },
  {
    "path": "R-package/R/utils.R",
    "content": ".is_Booster <- function(x) {\n  return(all(c(\"R6\", \"lgb.Booster\") %in% class(x)))  # nolint: class_equals.\n}\n\n.is_Dataset <- function(x) {\n  return(all(c(\"R6\", \"lgb.Dataset\") %in% class(x)))  # nolint: class_equals.\n}\n\n.is_Predictor <- function(x) {\n  return(all(c(\"R6\", \"lgb.Predictor\") %in% class(x)))  # nolint: class_equals.\n}\n\n.is_null_handle <- function(x) {\n  if (is.null(x)) {\n    return(TRUE)\n  }\n  return(\n    isTRUE(.Call(LGBM_HandleIsNull_R, x))\n  )\n}\n\n.params2str <- function(params) {\n\n  if (!identical(class(params), \"list\")) {\n    stop(\"params must be a list\")\n  }\n\n  names(params) <- gsub(\".\", \"_\", names(params), fixed = TRUE)\n  param_names <- names(params)\n  ret <- list()\n\n  # Perform key value join\n  for (i in seq_along(params)) {\n\n    # If a parameter has multiple values, join those values together with commas.\n    # trimws() is necessary because format() will pad to make strings the same width\n    val <- paste(\n      trimws(\n        format(\n          x = unname(params[[i]])\n          , scientific = FALSE\n        )\n      )\n      , collapse = \",\"\n    )\n    if (nchar(val) <= 0L) next # Skip join\n\n    # Join key value\n    pair <- paste(c(param_names[[i]], val), collapse = \"=\")\n    ret <- c(ret, pair)\n\n  }\n\n  if (length(ret) == 0L) {\n    return(\"\")\n  }\n\n  return(paste(ret, collapse = \" \"))\n\n}\n\n# [description]\n#\n#     Besides applying checks, this function\n#\n#         1. turns feature *names* into 1-based integer positions, then\n#         2. adds an extra list element with skipped features, then\n#         3. turns 1-based integer positions into 0-based positions, and finally\n#         4. collapses the values of each list element into a string like \"[0, 1]\".\n#\n.check_interaction_constraints <- function(interaction_constraints, column_names) {\n  if (is.null(interaction_constraints)) {\n    return(list())\n  }\n  if (!identical(class(interaction_constraints), \"list\")) {\n    stop(\"interaction_constraints must be a list\")\n  }\n\n  column_indices <- seq_along(column_names)\n\n  # Convert feature names to 1-based integer positions and apply checks\n  for (j in seq_along(interaction_constraints)) {\n    constraint <- interaction_constraints[[j]]\n\n    if (is.character(constraint)) {\n      constraint_indices <- match(constraint, column_names)\n    } else if (is.numeric(constraint)) {\n      constraint_indices <- as.integer(constraint)\n    } else {\n      stop(\"every element in interaction_constraints must be a character vector or numeric vector\")\n    }\n\n    # Features outside range?\n    bad <- !(constraint_indices %in% column_indices)\n    if (any(bad)) {\n      stop(\n        \"unknown feature(s) in interaction_constraints: \"\n        , toString(sQuote(constraint[bad], q = FALSE))\n      )\n    }\n\n    interaction_constraints[[j]] <- constraint_indices\n  }\n\n  # Add missing features as new interaction set\n  remaining_indices <- setdiff(\n    column_indices, sort(unique(unlist(interaction_constraints)))\n  )\n  if (length(remaining_indices) > 0L) {\n    interaction_constraints <- c(\n      interaction_constraints, list(remaining_indices)\n    )\n  }\n\n  # Turn indices 0-based and convert to string\n  for (j in seq_along(interaction_constraints)) {\n    interaction_constraints[[j]] <- paste0(\n      \"[\", paste(interaction_constraints[[j]] - 1L, collapse = \",\"), \"]\"\n    )\n  }\n  return(interaction_constraints)\n}\n\n\n# [description]\n#     Take any character values from eval and store them in params$metric.\n#     This has to account for the fact that `eval` could be a character vector,\n#     a function, a list of functions, or a list with a mix of strings and\n#     functions\n.check_eval <- function(params, eval) {\n\n  if (is.null(params$metric)) {\n    params$metric <- list()\n  } else if (is.character(params$metric)) {\n    params$metric <- as.list(params$metric)\n  }\n\n  # if 'eval' is a character vector or list, find the character\n  # elements and add them to 'metric'\n  if (!is.function(eval)) {\n    for (i in seq_along(eval)) {\n      element <- eval[[i]]\n      if (is.character(element)) {\n        params$metric <- append(params$metric, element)\n      }\n    }\n  }\n\n  # If more than one character metric was given, then \"None\" should\n  # not be included\n  if (length(params$metric) > 1L) {\n    params$metric <- Filter(\n        f = function(metric) {\n          !(metric %in% .NO_METRIC_STRINGS())\n        }\n        , x = params$metric\n    )\n  }\n\n  # duplicate metrics should be filtered out\n  params$metric <- as.list(unique(unlist(params$metric)))\n\n  return(params)\n}\n\n\n# [description]\n#\n#     Resolve differences between passed-in keyword arguments, parameters,\n#     and parameter aliases. This function exists because some functions in the\n#     package take in parameters through their own keyword arguments other than\n#     the `params` list.\n#\n#     If the same underlying parameter is provided multiple\n#     ways, the first item in this list is used:\n#\n#         1. the main (non-alias) parameter found in `params`\n#         2. the alias with the highest priority found in `params`\n#         3. the keyword argument passed in\n#\n#     For example, \"num_iterations\" can also be provided to lgb.train()\n#     via keyword \"nrounds\". lgb.train() will choose one value for this parameter\n#     based on the first match in this list:\n#\n#         1. params[[\"num_iterations]]\n#         2. the highest priority alias of \"num_iterations\" found in params\n#         3. the nrounds keyword argument\n#\n#     If multiple aliases are found in `params` for the same parameter, they are\n#     all removed before returning `params`.\n#\n# [return]\n#     params with num_iterations set to the chosen value, and other aliases\n#     of num_iterations removed\n.check_wrapper_param <- function(main_param_name, params, alternative_kwarg_value) {\n\n  aliases <- .PARAMETER_ALIASES()[[main_param_name]]\n  aliases_provided <- aliases[aliases %in% names(params)]\n  aliases_provided <- aliases_provided[aliases_provided != main_param_name]\n\n  # prefer the main parameter\n  if (!is.null(params[[main_param_name]])) {\n    for (param in aliases_provided) {\n      params[[param]] <- NULL\n    }\n    return(params)\n  }\n\n  # if the main parameter wasn't provided, prefer the first alias\n  if (length(aliases_provided) > 0L) {\n    first_param <- aliases_provided[1L]\n    params[[main_param_name]] <- params[[first_param]]\n    for (param in aliases_provided) {\n      params[[param]] <- NULL\n    }\n    return(params)\n  }\n\n  # if not provided in params at all, use the alternative value provided\n  # through a keyword argument from lgb.train(), lgb.cv(), etc.\n  params[[main_param_name]] <- alternative_kwarg_value\n  return(params)\n}\n\n#' @importFrom parallel detectCores\n.get_default_num_threads <- function() {\n  if (requireNamespace(\"RhpcBLASctl\", quietly = TRUE)) {  # nolint: undesirable_function.\n    return(RhpcBLASctl::get_num_cores())\n  } else {\n    msg <- \"Optional package 'RhpcBLASctl' not found.\"\n    cores <- 0L\n    if (Sys.info()[\"sysname\"] != \"Linux\") {\n      cores <- parallel::detectCores(logical = FALSE)\n      if (is.na(cores) || cores < 0L) {\n        cores <- 0L\n      }\n    }\n    if (cores == 0L) {\n      msg <- paste(msg, \"Will use default number of OpenMP threads.\", sep = \" \")\n    } else {\n      msg <- paste(msg, \"Detection of CPU cores might not be accurate.\", sep = \" \")\n    }\n    warning(msg)\n    return(cores)\n  }\n}\n\n.equal_or_both_null <- function(a, b) {\n  if (is.null(a)) {\n    if (!is.null(b)) {\n      return(FALSE)\n    }\n    return(TRUE)\n  } else {\n    if (is.null(b)) {\n      return(FALSE)\n    }\n    return(a == b)\n  }\n}\n"
  },
  {
    "path": "R-package/README.md",
    "content": "# LightGBM R-package\n\n[![CRAN Version](https://www.r-pkg.org/badges/version/lightgbm)](https://cran.r-project.org/package=lightgbm)\n[![Downloads](https://cranlogs.r-pkg.org/badges/grand-total/lightgbm)](https://cran.r-project.org/package=lightgbm)\n[![API Docs](https://readthedocs.org/projects/lightgbm/badge/?version=latest)](https://lightgbm.readthedocs.io/en/latest/R/reference/)\n\n<img src=\"man/figures/logo.svg\" align=\"right\" alt=\"\" width=\"175\" />\n\n### Contents\n\n* [Installation](#installation)\n    - [Installing the CRAN Package](#installing-the-cran-package)\n    - [Installing from Source with CMake](#install)\n    - [Installing a GPU-enabled Build](#installing-a-gpu-enabled-build)\n    - [Installing Precompiled Binaries](#installing-precompiled-binaries)\n    - [Installing from a Pre-compiled lib_lightgbm](#lib_lightgbm)\n* [Examples](#examples)\n* [Testing](#testing)\n    - [Running the Tests](#running-the-tests)\n    - [Code Coverage](#code-coverage)\n* [Updating Documentation](#updating-documentation)\n* [Preparing a CRAN Package](#preparing-a-cran-package)\n* [Known Issues](#known-issues)\n\nInstallation\n------------\n\nFor the easiest installation, go to [\"Installing the CRAN package\"](#installing-the-cran-package).\n\nIf you experience any issues with that, try [\"Installing from Source with CMake\"](#install). This can produce a more efficient version of the library on Windows systems with Visual Studio.\n\nTo build a GPU-enabled version of the package, follow the steps in [\"Installing a GPU-enabled Build\"](#installing-a-gpu-enabled-build).\n\nIf any of the above options do not work for you or do not meet your needs, please let the maintainers know by [opening an issue](https://github.com/lightgbm-org/LightGBM/issues).\n\nWhen your package installation is done, you can check quickly if your LightGBM R-package is working by running the following:\n\n```r\nlibrary(lightgbm)\ndata(agaricus.train, package='lightgbm')\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\nmodel <- lgb.cv(\n    params = list(\n        objective = \"regression\"\n        , metric = \"l2\"\n    )\n    , data = dtrain\n)\n```\n\n### Installing the CRAN package\n\n`{lightgbm}` is [available on CRAN](https://cran.r-project.org/package=lightgbm), and can be installed with the following R code.\n\n```r\ninstall.packages(\"lightgbm\", repos = \"https://cran.r-project.org\")\n```\n\nThis is the easiest way to install `{lightgbm}`. It does not require `CMake` or `Visual Studio`, and should work well on many different operating systems and compilers.\n\nEach CRAN package is also available on [LightGBM releases](https://github.com/lightgbm-org/LightGBM/releases), with a name like `lightgbm-{VERSION}-r-cran.tar.gz`.\n\n#### Custom Installation (Linux, Mac)\n\nThe steps above should work on most systems, but users with highly-customized environments might want to change how R builds packages from source.\n\nTo change the compiler used when installing the CRAN package, you can create a file `~/.R/Makevars` which overrides `CC` (`C` compiler) and `CXX` (`C++` compiler).\n\nFor example, to use `gcc-14` instead of `clang` on macOS, you could use something like the following:\n\n```make\n# ~/.R/Makevars\nCC=gcc-14\nCC17=gcc-14\nCXX=g++-14\nCXX17=g++-14\n```\n\nTo check the values R is using, run the following:\n\n```shell\nR CMD config --all\n```\n\n### Installing from Source with CMake <a id=\"install\"></a>\n\nYou need to install git and [CMake](https://cmake.org/) first.\n\nNote: this method is only supported on 64-bit systems. If you need to run LightGBM on 32-bit Windows (i386), follow the instructions in [\"Installing the CRAN Package\"](#installing-the-cran-package).\n\n#### Windows Preparation\n\nNOTE: Windows users may need to run with administrator rights (either R or the command prompt, depending on the way you are installing this package).\n\nInstalling a 64-bit version of [Rtools](https://cran.r-project.org/bin/windows/Rtools/) is mandatory.\n\nAfter installing `Rtools` and `CMake`, be sure the following paths are added to the environment variable `PATH`. These may have been automatically added when installing other software.\n\n* `Rtools`\n    - If you have `Rtools` 4.0, example:\n        - `C:\\rtools40\\mingw64\\bin`\n        - `C:\\rtools40\\usr\\bin`\n    - If you have `Rtools` 4.2+, example:\n        - `C:\\rtools42\\x86_64-w64-mingw32.static.posix\\bin`\n        - `C:\\rtools42\\usr\\bin`\n        - **NOTE**: this is e.g. `rtools43\\` for R 4.3\n* `CMake`\n    - example: `C:\\Program Files\\CMake\\bin`\n* `R`\n    - example: `C:\\Program Files\\R\\R-4.5.1\\bin`\n\nNOTE: Two `Rtools` paths are required from `Rtools` 4.0 onwards because paths and the list of included software was changed in `Rtools` 4.0.\n\nNOTE: `Rtools42` and later take a very different approach to the compiler toolchain than previous releases, and how you install it changes what is required to build packages. See [\"Howto: Building R 4.2 and packages on Windows\"](https://cran.r-project.org/bin/windows/base/howto-R-4.2.html).\n\n#### Windows Toolchain Options\n\nA \"toolchain\" refers to the collection of software used to build the library. The R-package can be built with three different toolchains.\n\n**Warning for Windows users**: it is recommended to use *Visual Studio* for its better multi-threading efficiency in Windows for many core systems. For very simple systems (dual core computers or worse), MinGW64 is recommended for maximum performance. If you do not know what to choose, it is recommended to use [Visual Studio](https://visualstudio.microsoft.com/downloads/), the default compiler. **Do not try using MinGW in Windows on many core systems. It may result in 10x slower results than Visual Studio.**\n\n**Visual Studio (default)**\n\nBy default, the package will be built with [Visual Studio Build Tools](https://visualstudio.microsoft.com/downloads/).\n\n**MSYS2 (R 4.x)**\n\nIf you are using R 4.x and installation fails with Visual Studio, `LightGBM` will fall back to using [MSYS2](https://www.msys2.org/). This should work with the tools already bundled in `Rtools` 4.0.\n\nIf you want to force `LightGBM` to use MSYS2 (for any R version), pass `--use-msys2` to the installation script.\n\n```shell\nRscript build_r.R --use-msys2\n```\n\n**MinGW**\n\nIf you want to force `LightGBM` to use [MinGW](https://www.mingw-w64.org/) (for any R version), pass `--use-mingw` to the installation script.\n\n```shell\nRscript build_r.R --use-mingw\n```\n\n#### Mac OS Preparation\n\nYou can perform installation either with **Apple Clang** or **gcc**. In case you prefer **Apple Clang**, you should install **OpenMP** (details for installation can be found in [Installation Guide](https://github.com/lightgbm-org/LightGBM/blob/master/docs/Installation-Guide.rst#apple-clang)) first. In case you prefer **gcc**, you need to install it (details for installation can be found in [Installation Guide](https://github.com/lightgbm-org/LightGBM/blob/master/docs/Installation-Guide.rst#gcc)) and set some environment variables to tell R to use `gcc` and `g++`. If you install these from Homebrew, your versions of `g++` and `gcc` are most likely in `/usr/local/bin`, as shown below.\n\n```\n# replace 8 with version of gcc installed on your machine\nexport CXX=/usr/local/bin/g++-8 CC=/usr/local/bin/gcc-8\n```\n\n#### Install with CMake\n\nAfter following the \"preparation\" steps above for your operating system, build and install the R-package with the following commands:\n\n```sh\ngit clone --recursive https://github.com/lightgbm-org/LightGBM\ncd LightGBM\nRscript build_r.R\n```\n\nThe `build_r.R` script builds the package in a temporary directory called `lightgbm_r`. It will destroy and recreate that directory each time you run the script. That script supports the following command-line options:\n\n- `--no-build-vignettes`: Skip building vignettes.\n- `-j[jobs]`: Number of threads to use when compiling LightGBM. E.g., `-j4` will try to compile 4 objects at a time.\n    - by default, this script uses single-thread compilation\n    - for best results, set `-j` to the number of physical CPUs\n- `--skip-install`: Build the package tarball, but do not install it.\n- `--use-gpu`: Build a GPU-enabled version of the library.\n- `--use-mingw`: Force the use of MinGW toolchain, regardless of R version.\n- `--use-msys2`: Force the use of MSYS2 toolchain, regardless of R version.\n\nNote: for the build with Visual Studio/VS Build Tools in Windows, you should use the Windows CMD or PowerShell.\n\n### Installing a GPU-enabled Build\n\nYou will need to install Boost and OpenCL first: details for installation can be found in [Installation-Guide](https://github.com/lightgbm-org/LightGBM/blob/master/docs/Installation-Guide.rst#build-gpu-version).\n\nAfter installing these other libraries, follow the steps in [\"Installing from Source with CMake\"](#install). When you reach the step that mentions `build_r.R`, pass the flag `--use-gpu`.\n\n```shell\nRscript build_r.R --use-gpu\n```\n\nYou may also need or want to provide additional configuration, depending on your setup. For example, you may need to provide locations for Boost and OpenCL.\n\n```shell\nRscript build_r.R \\\n    --use-gpu \\\n    --opencl-library=/usr/lib/x86_64-linux-gnu/libOpenCL.so \\\n    --boost-librarydir=/usr/lib/x86_64-linux-gnu\n```\n\nThe following options correspond to the [CMake FindBoost options](https://cmake.org/cmake/help/latest/module/FindBoost.html) by the same names.\n\n* `--boost-root`\n* `--boost-dir`\n* `--boost-include-dir`\n* `--boost-librarydir`\n\nThe following options correspond to the [CMake FindOpenCL options](https://cmake.org/cmake/help/latest/module/FindOpenCL.html) by the same names.\n\n* `--opencl-include-dir`\n* `--opencl-library`\n\n### Installing Precompiled Binaries\n\nPrecompiled binaries for Mac and Windows are prepared by CRAN a few days after each release to CRAN. They can be installed with the following R code.\n\n```r\ninstall.packages(\n    \"lightgbm\"\n    , type = \"both\"\n    , repos = \"https://cran.r-project.org\"\n)\n```\n\nThese packages do not require compilation, so they will be faster and easier to install than packages that are built from source.\n\nCRAN does not prepare precompiled binaries for Linux, and as of this writing neither does this project.\n\n### Installing from a Pre-compiled lib_lightgbm <a id=\"lib_lightgbm\"></a>\n\nPrevious versions of LightGBM offered the ability to first compile the C++ library (`lib_lightgbm.{dll,dylib,so}`) and then build an R-package that wraps it.\n\nAs of version 3.0.0, this is no longer supported. If building from source is difficult for you, please [open an issue](https://github.com/lightgbm-org/LightGBM/issues).\n\nExamples\n--------\n\nPlease visit [demo](https://github.com/lightgbm-org/LightGBM/tree/master/R-package/demo):\n\n* [Basic walkthrough of wrappers](https://github.com/lightgbm-org/LightGBM/blob/master/R-package/demo/basic_walkthrough.R)\n* [Boosting from existing prediction](https://github.com/lightgbm-org/LightGBM/blob/master/R-package/demo/boost_from_prediction.R)\n* [Early Stopping](https://github.com/lightgbm-org/LightGBM/blob/master/R-package/demo/early_stopping.R)\n* [Cross Validation](https://github.com/lightgbm-org/LightGBM/blob/master/R-package/demo/cross_validation.R)\n* [Multiclass Training/Prediction](https://github.com/lightgbm-org/LightGBM/blob/master/R-package/demo/multiclass.R)\n* [Leaf (in)Stability](https://github.com/lightgbm-org/LightGBM/blob/master/R-package/demo/leaf_stability.R)\n* [Weight-Parameter Adjustment Relationship](https://github.com/lightgbm-org/LightGBM/blob/master/R-package/demo/weight_param.R)\n\nTesting\n-------\n\nThe R-package's unit tests are run automatically on every commit, via integrations like [GitHub Actions](https://github.com/lightgbm-org/LightGBM/actions). Adding new tests in `R-package/tests/testthat` is a valuable way to improve the reliability of the R-package.\n\n### Running the Tests\n\nWhile developing the R-package, run the code below to run the unit tests.\n\n```shell\nsh build-cran-package.sh \\\n    --no-build-vignettes\n\nR CMD INSTALL --with-keep.source lightgbm*.tar.gz\ncd R-package/tests\nRscript testthat.R\n```\n\nTo run the tests with more verbose logs, set environment variable `LIGHTGBM_TEST_VERBOSITY` to a valid value for parameter [`verbosity`](https://lightgbm.readthedocs.io/en/latest/Parameters.html#verbosity).\n\n```shell\nexport LIGHTGBM_TEST_VERBOSITY=1\ncd R-package/tests\nRscript testthat.R\n```\n\n### Code Coverage\n\nWhen adding tests, you may want to use test coverage to identify untested areas and to check if the tests you've added are covering all branches of the intended code.\n\nThe example below shows how to generate code coverage for the R-package on a macOS or Linux setup. To adjust for your environment, refer to [the customization step described above](#custom-installation-linux-mac).\n\n```shell\n# Install\nsh build-cran-package.sh \\\n    --no-build-vignettes\n\n# Get coverage\nRscript -e \" \\\n    library(covr);\n    coverage <- covr::package_coverage('./lightgbm_r', type = 'tests', quiet = FALSE);\n    print(coverage);\n    covr::report(coverage, file = file.path(getwd(), 'coverage.html'), browse = TRUE);\n    \"\n```\n\nUpdating Documentation\n----------------------\n\nThe R-package uses [`{roxygen2}`](https://CRAN.R-project.org/package=roxygen2) to generate its documentation.\nThe generated `DESCRIPTION`, `NAMESPACE`, and `man/` files are checked into source control.\nTo regenerate those files, run the following.\n\n```shell\nRscript \\\n    --vanilla \\\n    -e \"install.packages('roxygen2', repos = 'https://cran.rstudio.com')\"\n\nsh build-cran-package.sh --no-build-vignettes\nR CMD INSTALL \\\n  --with-keep.source \\\n  ./lightgbm_*.tar.gz\n\ncd R-package\nRscript \\\n    --vanilla \\\n    -e \"roxygen2::roxygenize(load = 'installed')\"\n```\n\nPreparing a CRAN Package\n------------------------\n\nThis section is primarily for maintainers, but may help users and contributors to understand the structure of the R-package.\n\nMost of `LightGBM` uses `CMake` to handle tasks like setting compiler and linker flags, including header file locations, and linking to other libraries. Because CRAN packages typically do not assume the presence of `CMake`, the R-package uses an alternative method that is in the CRAN-supported toolchain for building R packages with C++ code: `Autoconf`.\n\nFor more information on this approach, see [\"Writing R Extensions\"](https://cran.r-project.org/doc/manuals/r-release/R-exts.html#Configure-and-cleanup).\n\n### Build a CRAN Package\n\nFrom the root of the repository, run the following.\n\n```shell\ngit submodule update --init --recursive\nsh build-cran-package.sh\n```\n\nThis will create a file `lightgbm_${VERSION}.tar.gz`, where `VERSION` is the version of `LightGBM`.\n\nThat script supports the following command-line options:\n\n- `--no-build-vignettes`: Skip building vignettes.\n- `--r-executable=[path-to-executable]`: Use an alternative build of R.\n\n### Standard Installation from CRAN Package\n\nAfter building the package, install it with a command like the following:\n\n```shell\nR CMD install lightgbm_*.tar.gz\n```\n\n### Changing the CRAN Package\n\nA lot of details are handled automatically by `R CMD build` and `R CMD install`, so it can be difficult to understand how the files in the R-package are related to each other. An extensive treatment of those details is available in [\"Writing R Extensions\"](https://cran.r-project.org/doc/manuals/r-release/R-exts.html).\n\nThis section briefly explains the key files for building a CRAN package. To update the package, edit the files relevant to your change and re-run the steps in [Build a CRAN Package](#build-a-cran-package).\n\n**Linux or Mac**\n\nAt build time, `configure` will be run and used to create a file `Makevars`, using `Makevars.in` as a template.\n\n1. Edit `configure.ac`.\n2. Create `configure` with `autoconf`. Do not edit it by hand. This file must be generated on Ubuntu 22.04.\n\n    If you have an Ubuntu 22.04 environment available, run the provided script from the root of the `LightGBM` repository.\n\n    ```shell\n    ./R-package/recreate-configure.sh\n    ```\n\n    If you do not have easy access to an Ubuntu 22.04 environment, the `configure` script can be generated using Docker by running the code below from the root of this repo.\n\n    ```shell\n    docker run \\\n        --rm \\\n        -v $(pwd):/opt/LightGBM \\\n        -w /opt/LightGBM \\\n        ubuntu:22.04 \\\n        ./R-package/recreate-configure.sh\n    ```\n\n    The version of `autoconf` used by this project is stored in `R-package/AUTOCONF_UBUNTU_VERSION`. To update that version, update that file and run the commands above. To see available versions, see https://packages.ubuntu.com/search?keywords=autoconf.\n\n3. Edit `src/Makevars.in`.\n\nAlternatively, GitHub Actions can re-generate this file for you.\n\n1. navigate to https://github.com/lightgbm-org/LightGBM/actions/workflows/r_configure.yml\n2. click \"Run workflow\" (drop-down)\n3. enter the branch from the pull request for the `pr-branch` input\n4. click \"Run workflow\" (button)\n\n**Configuring for Windows**\n\nAt build time, `configure.win` will be run and used to create a file `Makevars.win`, using `Makevars.win.in` as a template.\n\n1. Edit `configure.win` directly.\n2. Edit `src/Makevars.win.in`.\n\n### Testing the CRAN Package\n\n`{lightgbm}` is tested automatically on every commit, across many combinations of operating system, R version, and compiler. This section describes how to test the package locally while you are developing.\n\n#### Windows, Mac, and Linux\n\n```shell\nsh build-cran-package.sh\nR CMD check --as-cran lightgbm_*.tar.gz\n```\n\n#### <a id=\"UBSAN\"></a>ASAN and UBSAN\n\nAll packages uploaded to CRAN must pass builds using `gcc` and `clang`, instrumented with two sanitizers: the Address Sanitizer (ASAN) and the Undefined Behavior Sanitizer (UBSAN).\n\nFor more background, see\n\n* [this blog post](https://dirk.eddelbuettel.com/code/sanitizers.html)\n* [top-level CRAN documentation on these checks](https://cran.r-project.org/web/checks/check_issue_kinds.html)\n* [CRAN's configuration of these checks](https://www.stats.ox.ac.uk/pub/bdr/memtests/README.txt)\n\nYou can replicate these checks locally using Docker.\nFor more information on the image used for testing, see https://github.com/wch/r-debug.\n\nIn the code below, environment variable `R_CUSTOMIZATION` should be set to one of two values.\n\n* `\"san\"` = replicates CRAN's `gcc-ASAN` and `gcc-UBSAN` checks\n* `\"csan\"` = replicates CRAN's `clang-ASAN` and `clang-UBSAN` checks\n\n```shell\ndocker run \\\n  --rm \\\n  -it \\\n  -v $(pwd):/opt/LightGBM \\\n  -w /opt/LightGBM \\\n  --env R_CUSTOMIZATION=san \\\n  wch1/r-debug:latest \\\n  /bin/bash\n\n# install dependencies\nRDscript${R_CUSTOMIZATION} \\\n  -e \"install.packages(c('R6', 'data.table', 'jsonlite', 'knitr', 'markdown', 'Matrix', 'RhpcBLASctl', 'testthat'), repos = 'https://cran.r-project.org', Ncpus = parallel::detectCores())\"\n\n# install lightgbm\nsh build-cran-package.sh --r-executable=RD${R_CUSTOMIZATION}\nRD${R_CUSTOMIZATION} \\\n  CMD INSTALL lightgbm_*.tar.gz\n\n# run tests\ncd R-package/tests\nrm -f ./tests.log\nRDscript${R_CUSTOMIZATION} testthat.R >> tests.log 2>&1\n\n# check that tests passed\necho \"test exit code: $?\"\ntail -300 ./tests.log\n```\n\n#### Valgrind\n\nAll packages uploaded to CRAN must be built and tested without raising any issues from `valgrind`. `valgrind` is a profiler that can catch serious issues like memory leaks and illegal writes. For more information, see [this blog post](https://reside-ic.github.io/blog/debugging-and-fixing-crans-additional-checks-errors/).\n\nYou can replicate these checks locally using Docker. Note that instrumented versions of R built to use `valgrind` run much slower, and these tests may take as long as 20 minutes to run.\n\n```shell\ndocker run \\\n    --rm \\\n    -v $(pwd):/opt/LightGBM \\\n    -w /opt/LightGBM \\\n    -it \\\n        wch1/r-debug\n\nRDscriptvalgrind -e \"install.packages(c('R6', 'data.table', 'jsonlite', 'knitr', 'markdown', 'Matrix', 'RhpcBLASctl', 'testthat'), repos = 'https://cran.rstudio.com', Ncpus = parallel::detectCores())\"\n\nsh build-cran-package.sh \\\n    --r-executable=RDvalgrind\n\nRDvalgrind CMD INSTALL \\\n    --preclean \\\n    --install-tests \\\n        lightgbm_*.tar.gz\n\ncd R-package/tests\n\nRDvalgrind \\\n    --no-readline \\\n    --vanilla \\\n    -d \"valgrind --tool=memcheck --leak-check=full --track-origins=yes\" \\\n        -f testthat.R \\\n2>&1 \\\n| tee out.log \\\n| cat\n```\n\nThese tests can also be triggered on a pull request branch, using GitHub Actions.\n\n1. navigate to https://github.com/lightgbm-org/LightGBM/actions/workflows/r_valgrind.yml\n2. click \"Run workflow\" (drop-down)\n3. enter the branch from the pull request for the `pr-branch` input\n4. enter the pull request ID for the `pr-number` input\n5. click \"Run workflow\" (button)\n\nOr by using the GitHub CLI, using a command similar to this:\n\n```shell\ngh workflow run \\\n    --repo lightgbm-org/LightGBM \\\n    r_valgrind.yml \\\n    -f pr-branch=ci/fix-rerun-workflow \\\n    -f pr-number=7072\n```\n\nKnown Issues\n------------\n\nFor information about known issues with the R-package, see the [R-package section of LightGBM's main FAQ page](https://lightgbm.readthedocs.io/en/latest/FAQ.html#r-package).\n"
  },
  {
    "path": "R-package/cleanup",
    "content": "#!/bin/sh\nrm -f src/Makevars\n"
  },
  {
    "path": "R-package/configure",
    "content": "#! /bin/sh\n# Guess values for system-dependent variables and create Makefiles.\n# Generated by GNU Autoconf 2.71 for lightgbm 4.6.0.99.\n#\n#\n# Copyright (C) 1992-1996, 1998-2017, 2020-2021 Free Software Foundation,\n# Inc.\n#\n#\n# This configure script is free software; the Free Software Foundation\n# gives unlimited permission to copy, distribute and modify it.\n## -------------------- ##\n## M4sh Initialization. ##\n## -------------------- ##\n\n# Be more Bourne compatible\nDUALCASE=1; export DUALCASE # for MKS sh\nas_nop=:\nif test ${ZSH_VERSION+y} && (emulate sh) >/dev/null 2>&1\nthen :\n  emulate sh\n  NULLCMD=:\n  # Pre-4.2 versions of Zsh do word splitting on ${1+\"$@\"}, which\n  # is contrary to our usage.  Disable this feature.\n  alias -g '${1+\"$@\"}'='\"$@\"'\n  setopt NO_GLOB_SUBST\nelse $as_nop\n  case `(set -o) 2>/dev/null` in #(\n  *posix*) :\n    set -o posix ;; #(\n  *) :\n     ;;\nesac\nfi\n\n\n\n# Reset variables that may have inherited troublesome values from\n# the environment.\n\n# IFS needs to be set, to space, tab, and newline, in precisely that order.\n# (If _AS_PATH_WALK were called with IFS unset, it would have the\n# side effect of setting IFS to empty, thus disabling word splitting.)\n# Quoting is to prevent editors from complaining about space-tab.\nas_nl='\n'\nexport as_nl\nIFS=\" \"\"\t$as_nl\"\n\nPS1='$ '\nPS2='> '\nPS4='+ '\n\n# Ensure predictable behavior from utilities with locale-dependent output.\nLC_ALL=C\nexport LC_ALL\nLANGUAGE=C\nexport LANGUAGE\n\n# We cannot yet rely on \"unset\" to work, but we need these variables\n# to be unset--not just set to an empty or harmless value--now, to\n# avoid bugs in old shells (e.g. pre-3.0 UWIN ksh).  This construct\n# also avoids known problems related to \"unset\" and subshell syntax\n# in other old shells (e.g. bash 2.01 and pdksh 5.2.14).\nfor as_var in BASH_ENV ENV MAIL MAILPATH CDPATH\ndo eval test \\${$as_var+y} \\\n  && ( (unset $as_var) || exit 1) >/dev/null 2>&1 && unset $as_var || :\ndone\n\n# Ensure that fds 0, 1, and 2 are open.\nif (exec 3>&0) 2>/dev/null; then :; else exec 0</dev/null; fi\nif (exec 3>&1) 2>/dev/null; then :; else exec 1>/dev/null; fi\nif (exec 3>&2)            ; then :; else exec 2>/dev/null; fi\n\n# The user is always right.\nif ${PATH_SEPARATOR+false} :; then\n  PATH_SEPARATOR=:\n  (PATH='/bin;/bin'; FPATH=$PATH; sh -c :) >/dev/null 2>&1 && {\n    (PATH='/bin:/bin'; FPATH=$PATH; sh -c :) >/dev/null 2>&1 ||\n      PATH_SEPARATOR=';'\n  }\nfi\n\n\n# Find who we are.  Look in the path if we contain no directory separator.\nas_myself=\ncase $0 in #((\n  *[\\\\/]* ) as_myself=$0 ;;\n  *) as_save_IFS=$IFS; IFS=$PATH_SEPARATOR\nfor as_dir in $PATH\ndo\n  IFS=$as_save_IFS\n  case $as_dir in #(((\n    '') as_dir=./ ;;\n    */) ;;\n    *) as_dir=$as_dir/ ;;\n  esac\n    test -r \"$as_dir$0\" && as_myself=$as_dir$0 && break\n  done\nIFS=$as_save_IFS\n\n     ;;\nesac\n# We did not find ourselves, most probably we were run as `sh COMMAND'\n# in which case we are not to be found in the path.\nif test \"x$as_myself\" = x; then\n  as_myself=$0\nfi\nif test ! -f \"$as_myself\"; then\n  printf \"%s\\n\" \"$as_myself: error: cannot find myself; rerun with an absolute file name\" >&2\n  exit 1\nfi\n\n\n# Use a proper internal environment variable to ensure we don't fall\n  # into an infinite loop, continuously re-executing ourselves.\n  if test x\"${_as_can_reexec}\" != xno && test \"x$CONFIG_SHELL\" != x; then\n    _as_can_reexec=no; export _as_can_reexec;\n    # We cannot yet assume a decent shell, so we have to provide a\n# neutralization value for shells without unset; and this also\n# works around shells that cannot unset nonexistent variables.\n# Preserve -v and -x to the replacement shell.\nBASH_ENV=/dev/null\nENV=/dev/null\n(unset BASH_ENV) >/dev/null 2>&1 && unset BASH_ENV ENV\ncase $- in # ((((\n  *v*x* | *x*v* ) as_opts=-vx ;;\n  *v* ) as_opts=-v ;;\n  *x* ) as_opts=-x ;;\n  * ) as_opts= ;;\nesac\nexec $CONFIG_SHELL $as_opts \"$as_myself\" ${1+\"$@\"}\n# Admittedly, this is quite paranoid, since all the known shells bail\n# out after a failed `exec'.\nprintf \"%s\\n\" \"$0: could not re-execute with $CONFIG_SHELL\" >&2\nexit 255\n  fi\n  # We don't want this to propagate to other subprocesses.\n          { _as_can_reexec=; unset _as_can_reexec;}\nif test \"x$CONFIG_SHELL\" = x; then\n  as_bourne_compatible=\"as_nop=:\nif test \\${ZSH_VERSION+y} && (emulate sh) >/dev/null 2>&1\nthen :\n  emulate sh\n  NULLCMD=:\n  # Pre-4.2 versions of Zsh do word splitting on \\${1+\\\"\\$@\\\"}, which\n  # is contrary to our usage.  Disable this feature.\n  alias -g '\\${1+\\\"\\$@\\\"}'='\\\"\\$@\\\"'\n  setopt NO_GLOB_SUBST\nelse \\$as_nop\n  case \\`(set -o) 2>/dev/null\\` in #(\n  *posix*) :\n    set -o posix ;; #(\n  *) :\n     ;;\nesac\nfi\n\"\n  as_required=\"as_fn_return () { (exit \\$1); }\nas_fn_success () { as_fn_return 0; }\nas_fn_failure () { as_fn_return 1; }\nas_fn_ret_success () { return 0; }\nas_fn_ret_failure () { return 1; }\n\nexitcode=0\nas_fn_success || { exitcode=1; echo as_fn_success failed.; }\nas_fn_failure && { exitcode=1; echo as_fn_failure succeeded.; }\nas_fn_ret_success || { exitcode=1; echo as_fn_ret_success failed.; }\nas_fn_ret_failure && { exitcode=1; echo as_fn_ret_failure succeeded.; }\nif ( set x; as_fn_ret_success y && test x = \\\"\\$1\\\" )\nthen :\n\nelse \\$as_nop\n  exitcode=1; echo positional parameters were not saved.\nfi\ntest x\\$exitcode = x0 || exit 1\nblah=\\$(echo \\$(echo blah))\ntest x\\\"\\$blah\\\" = xblah || exit 1\ntest -x / || exit 1\"\n  as_suggested=\"  as_lineno_1=\";as_suggested=$as_suggested$LINENO;as_suggested=$as_suggested\" as_lineno_1a=\\$LINENO\n  as_lineno_2=\";as_suggested=$as_suggested$LINENO;as_suggested=$as_suggested\" as_lineno_2a=\\$LINENO\n  eval 'test \\\"x\\$as_lineno_1'\\$as_run'\\\" != \\\"x\\$as_lineno_2'\\$as_run'\\\" &&\n  test \\\"x\\`expr \\$as_lineno_1'\\$as_run' + 1\\`\\\" = \\\"x\\$as_lineno_2'\\$as_run'\\\"' || exit 1\"\n  if (eval \"$as_required\") 2>/dev/null\nthen :\n  as_have_required=yes\nelse $as_nop\n  as_have_required=no\nfi\n  if test x$as_have_required = xyes && (eval \"$as_suggested\") 2>/dev/null\nthen :\n\nelse $as_nop\n  as_save_IFS=$IFS; IFS=$PATH_SEPARATOR\nas_found=false\nfor as_dir in /bin$PATH_SEPARATOR/usr/bin$PATH_SEPARATOR$PATH\ndo\n  IFS=$as_save_IFS\n  case $as_dir in #(((\n    '') as_dir=./ ;;\n    */) ;;\n    *) as_dir=$as_dir/ ;;\n  esac\n  as_found=:\n  case $as_dir in #(\n\t /*)\n\t   for as_base in sh bash ksh sh5; do\n\t     # Try only shells that exist, to save several forks.\n\t     as_shell=$as_dir$as_base\n\t     if { test -f \"$as_shell\" || test -f \"$as_shell.exe\"; } &&\n\t\t    as_run=a \"$as_shell\" -c \"$as_bourne_compatible\"\"$as_required\" 2>/dev/null\nthen :\n  CONFIG_SHELL=$as_shell as_have_required=yes\n\t\t   if as_run=a \"$as_shell\" -c \"$as_bourne_compatible\"\"$as_suggested\" 2>/dev/null\nthen :\n  break 2\nfi\nfi\n\t   done;;\n       esac\n  as_found=false\ndone\nIFS=$as_save_IFS\nif $as_found\nthen :\n\nelse $as_nop\n  if { test -f \"$SHELL\" || test -f \"$SHELL.exe\"; } &&\n\t      as_run=a \"$SHELL\" -c \"$as_bourne_compatible\"\"$as_required\" 2>/dev/null\nthen :\n  CONFIG_SHELL=$SHELL as_have_required=yes\nfi\nfi\n\n\n      if test \"x$CONFIG_SHELL\" != x\nthen :\n  export CONFIG_SHELL\n             # We cannot yet assume a decent shell, so we have to provide a\n# neutralization value for shells without unset; and this also\n# works around shells that cannot unset nonexistent variables.\n# Preserve -v and -x to the replacement shell.\nBASH_ENV=/dev/null\nENV=/dev/null\n(unset BASH_ENV) >/dev/null 2>&1 && unset BASH_ENV ENV\ncase $- in # ((((\n  *v*x* | *x*v* ) as_opts=-vx ;;\n  *v* ) as_opts=-v ;;\n  *x* ) as_opts=-x ;;\n  * ) as_opts= ;;\nesac\nexec $CONFIG_SHELL $as_opts \"$as_myself\" ${1+\"$@\"}\n# Admittedly, this is quite paranoid, since all the known shells bail\n# out after a failed `exec'.\nprintf \"%s\\n\" \"$0: could not re-execute with $CONFIG_SHELL\" >&2\nexit 255\nfi\n\n    if test x$as_have_required = xno\nthen :\n  printf \"%s\\n\" \"$0: This script requires a shell more modern than all\"\n  printf \"%s\\n\" \"$0: the shells that I found on your system.\"\n  if test ${ZSH_VERSION+y} ; then\n    printf \"%s\\n\" \"$0: In particular, zsh $ZSH_VERSION has bugs and should\"\n    printf \"%s\\n\" \"$0: be upgraded to zsh 4.3.4 or later.\"\n  else\n    printf \"%s\\n\" \"$0: Please tell bug-autoconf@gnu.org about your system,\n$0: including any error possibly output before this\n$0: message. Then install a modern shell, or manually run\n$0: the script under such a shell if you do have one.\"\n  fi\n  exit 1\nfi\nfi\nfi\nSHELL=${CONFIG_SHELL-/bin/sh}\nexport SHELL\n# Unset more variables known to interfere with behavior of common tools.\nCLICOLOR_FORCE= GREP_OPTIONS=\nunset CLICOLOR_FORCE GREP_OPTIONS\n\n## --------------------- ##\n## M4sh Shell Functions. ##\n## --------------------- ##\n# as_fn_unset VAR\n# ---------------\n# Portably unset VAR.\nas_fn_unset ()\n{\n  { eval $1=; unset $1;}\n}\nas_unset=as_fn_unset\n\n\n# as_fn_set_status STATUS\n# -----------------------\n# Set $? to STATUS, without forking.\nas_fn_set_status ()\n{\n  return $1\n} # as_fn_set_status\n\n# as_fn_exit STATUS\n# -----------------\n# Exit the shell with STATUS, even in a \"trap 0\" or \"set -e\" context.\nas_fn_exit ()\n{\n  set +e\n  as_fn_set_status $1\n  exit $1\n} # as_fn_exit\n# as_fn_nop\n# ---------\n# Do nothing but, unlike \":\", preserve the value of $?.\nas_fn_nop ()\n{\n  return $?\n}\nas_nop=as_fn_nop\n\n# as_fn_mkdir_p\n# -------------\n# Create \"$as_dir\" as a directory, including parents if necessary.\nas_fn_mkdir_p ()\n{\n\n  case $as_dir in #(\n  -*) as_dir=./$as_dir;;\n  esac\n  test -d \"$as_dir\" || eval $as_mkdir_p || {\n    as_dirs=\n    while :; do\n      case $as_dir in #(\n      *\\'*) as_qdir=`printf \"%s\\n\" \"$as_dir\" | sed \"s/'/'\\\\\\\\\\\\\\\\''/g\"`;; #'(\n      *) as_qdir=$as_dir;;\n      esac\n      as_dirs=\"'$as_qdir' $as_dirs\"\n      as_dir=`$as_dirname -- \"$as_dir\" ||\n$as_expr X\"$as_dir\" : 'X\\(.*[^/]\\)//*[^/][^/]*/*$' \\| \\\n\t X\"$as_dir\" : 'X\\(//\\)[^/]' \\| \\\n\t X\"$as_dir\" : 'X\\(//\\)$' \\| \\\n\t X\"$as_dir\" : 'X\\(/\\)' \\| . 2>/dev/null ||\nprintf \"%s\\n\" X\"$as_dir\" |\n    sed '/^X\\(.*[^/]\\)\\/\\/*[^/][^/]*\\/*$/{\n\t    s//\\1/\n\t    q\n\t  }\n\t  /^X\\(\\/\\/\\)[^/].*/{\n\t    s//\\1/\n\t    q\n\t  }\n\t  /^X\\(\\/\\/\\)$/{\n\t    s//\\1/\n\t    q\n\t  }\n\t  /^X\\(\\/\\).*/{\n\t    s//\\1/\n\t    q\n\t  }\n\t  s/.*/./; q'`\n      test -d \"$as_dir\" && break\n    done\n    test -z \"$as_dirs\" || eval \"mkdir $as_dirs\"\n  } || test -d \"$as_dir\" || as_fn_error $? \"cannot create directory $as_dir\"\n\n\n} # as_fn_mkdir_p\n\n# as_fn_executable_p FILE\n# -----------------------\n# Test if FILE is an executable regular file.\nas_fn_executable_p ()\n{\n  test -f \"$1\" && test -x \"$1\"\n} # as_fn_executable_p\n# as_fn_append VAR VALUE\n# ----------------------\n# Append the text in VALUE to the end of the definition contained in VAR. Take\n# advantage of any shell optimizations that allow amortized linear growth over\n# repeated appends, instead of the typical quadratic growth present in naive\n# implementations.\nif (eval \"as_var=1; as_var+=2; test x\\$as_var = x12\") 2>/dev/null\nthen :\n  eval 'as_fn_append ()\n  {\n    eval $1+=\\$2\n  }'\nelse $as_nop\n  as_fn_append ()\n  {\n    eval $1=\\$$1\\$2\n  }\nfi # as_fn_append\n\n# as_fn_arith ARG...\n# ------------------\n# Perform arithmetic evaluation on the ARGs, and store the result in the\n# global $as_val. Take advantage of shells that can avoid forks. The arguments\n# must be portable across $(()) and expr.\nif (eval \"test \\$(( 1 + 1 )) = 2\") 2>/dev/null\nthen :\n  eval 'as_fn_arith ()\n  {\n    as_val=$(( $* ))\n  }'\nelse $as_nop\n  as_fn_arith ()\n  {\n    as_val=`expr \"$@\" || test $? -eq 1`\n  }\nfi # as_fn_arith\n\n# as_fn_nop\n# ---------\n# Do nothing but, unlike \":\", preserve the value of $?.\nas_fn_nop ()\n{\n  return $?\n}\nas_nop=as_fn_nop\n\n# as_fn_error STATUS ERROR [LINENO LOG_FD]\n# ----------------------------------------\n# Output \"`basename $0`: error: ERROR\" to stderr. If LINENO and LOG_FD are\n# provided, also output the error to LOG_FD, referencing LINENO. Then exit the\n# script with STATUS, using 1 if that was 0.\nas_fn_error ()\n{\n  as_status=$1; test $as_status -eq 0 && as_status=1\n  if test \"$4\"; then\n    as_lineno=${as_lineno-\"$3\"} as_lineno_stack=as_lineno_stack=$as_lineno_stack\n    printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: error: $2\" >&$4\n  fi\n  printf \"%s\\n\" \"$as_me: error: $2\" >&2\n  as_fn_exit $as_status\n} # as_fn_error\n\nif expr a : '\\(a\\)' >/dev/null 2>&1 &&\n   test \"X`expr 00001 : '.*\\(...\\)'`\" = X001; then\n  as_expr=expr\nelse\n  as_expr=false\nfi\n\nif (basename -- /) >/dev/null 2>&1 && test \"X`basename -- / 2>&1`\" = \"X/\"; then\n  as_basename=basename\nelse\n  as_basename=false\nfi\n\nif (as_dir=`dirname -- /` && test \"X$as_dir\" = X/) >/dev/null 2>&1; then\n  as_dirname=dirname\nelse\n  as_dirname=false\nfi\n\nas_me=`$as_basename -- \"$0\" ||\n$as_expr X/\"$0\" : '.*/\\([^/][^/]*\\)/*$' \\| \\\n\t X\"$0\" : 'X\\(//\\)$' \\| \\\n\t X\"$0\" : 'X\\(/\\)' \\| . 2>/dev/null ||\nprintf \"%s\\n\" X/\"$0\" |\n    sed '/^.*\\/\\([^/][^/]*\\)\\/*$/{\n\t    s//\\1/\n\t    q\n\t  }\n\t  /^X\\/\\(\\/\\/\\)$/{\n\t    s//\\1/\n\t    q\n\t  }\n\t  /^X\\/\\(\\/\\).*/{\n\t    s//\\1/\n\t    q\n\t  }\n\t  s/.*/./; q'`\n\n# Avoid depending upon Character Ranges.\nas_cr_letters='abcdefghijklmnopqrstuvwxyz'\nas_cr_LETTERS='ABCDEFGHIJKLMNOPQRSTUVWXYZ'\nas_cr_Letters=$as_cr_letters$as_cr_LETTERS\nas_cr_digits='0123456789'\nas_cr_alnum=$as_cr_Letters$as_cr_digits\n\n\n  as_lineno_1=$LINENO as_lineno_1a=$LINENO\n  as_lineno_2=$LINENO as_lineno_2a=$LINENO\n  eval 'test \"x$as_lineno_1'$as_run'\" != \"x$as_lineno_2'$as_run'\" &&\n  test \"x`expr $as_lineno_1'$as_run' + 1`\" = \"x$as_lineno_2'$as_run'\"' || {\n  # Blame Lee E. McMahon (1931-1989) for sed's syntax.  :-)\n  sed -n '\n    p\n    /[$]LINENO/=\n  ' <$as_myself |\n    sed '\n      s/[$]LINENO.*/&-/\n      t lineno\n      b\n      :lineno\n      N\n      :loop\n      s/[$]LINENO\\([^'$as_cr_alnum'_].*\\n\\)\\(.*\\)/\\2\\1\\2/\n      t loop\n      s/-\\n.*//\n    ' >$as_me.lineno &&\n  chmod +x \"$as_me.lineno\" ||\n    { printf \"%s\\n\" \"$as_me: error: cannot create $as_me.lineno; rerun with a POSIX shell\" >&2; as_fn_exit 1; }\n\n  # If we had to re-execute with $CONFIG_SHELL, we're ensured to have\n  # already done that, so ensure we don't try to do so again and fall\n  # in an infinite loop.  This has already happened in practice.\n  _as_can_reexec=no; export _as_can_reexec\n  # Don't try to exec as it changes $[0], causing all sort of problems\n  # (the dirname of $[0] is not the place where we might find the\n  # original and so on.  Autoconf is especially sensitive to this).\n  . \"./$as_me.lineno\"\n  # Exit status is that of the last command.\n  exit\n}\n\n\n# Determine whether it's possible to make 'echo' print without a newline.\n# These variables are no longer used directly by Autoconf, but are AC_SUBSTed\n# for compatibility with existing Makefiles.\nECHO_C= ECHO_N= ECHO_T=\ncase `echo -n x` in #(((((\n-n*)\n  case `echo 'xy\\c'` in\n  *c*) ECHO_T='\t';;\t# ECHO_T is single tab character.\n  xy)  ECHO_C='\\c';;\n  *)   echo `echo ksh88 bug on AIX 6.1` > /dev/null\n       ECHO_T='\t';;\n  esac;;\n*)\n  ECHO_N='-n';;\nesac\n\n# For backward compatibility with old third-party macros, we provide\n# the shell variables $as_echo and $as_echo_n.  New code should use\n# AS_ECHO([\"message\"]) and AS_ECHO_N([\"message\"]), respectively.\nas_echo='printf %s\\n'\nas_echo_n='printf %s'\n\n\nrm -f conf$$ conf$$.exe conf$$.file\nif test -d conf$$.dir; then\n  rm -f conf$$.dir/conf$$.file\nelse\n  rm -f conf$$.dir\n  mkdir conf$$.dir 2>/dev/null\nfi\nif (echo >conf$$.file) 2>/dev/null; then\n  if ln -s conf$$.file conf$$ 2>/dev/null; then\n    as_ln_s='ln -s'\n    # ... but there are two gotchas:\n    # 1) On MSYS, both `ln -s file dir' and `ln file dir' fail.\n    # 2) DJGPP < 2.04 has no symlinks; `ln -s' creates a wrapper executable.\n    # In both cases, we have to default to `cp -pR'.\n    ln -s conf$$.file conf$$.dir 2>/dev/null && test ! -f conf$$.exe ||\n      as_ln_s='cp -pR'\n  elif ln conf$$.file conf$$ 2>/dev/null; then\n    as_ln_s=ln\n  else\n    as_ln_s='cp -pR'\n  fi\nelse\n  as_ln_s='cp -pR'\nfi\nrm -f conf$$ conf$$.exe conf$$.dir/conf$$.file conf$$.file\nrmdir conf$$.dir 2>/dev/null\n\nif mkdir -p . 2>/dev/null; then\n  as_mkdir_p='mkdir -p \"$as_dir\"'\nelse\n  test -d ./-p && rmdir ./-p\n  as_mkdir_p=false\nfi\n\nas_test_x='test -x'\nas_executable_p=as_fn_executable_p\n\n# Sed expression to map a string onto a valid CPP name.\nas_tr_cpp=\"eval sed 'y%*$as_cr_letters%P$as_cr_LETTERS%;s%[^_$as_cr_alnum]%_%g'\"\n\n# Sed expression to map a string onto a valid variable name.\nas_tr_sh=\"eval sed 'y%*+%pp%;s%[^_$as_cr_alnum]%_%g'\"\n\n\ntest -n \"$DJDIR\" || exec 7<&0 </dev/null\nexec 6>&1\n\n# Name of the host.\n# hostname on some systems (SVR3.2, old GNU/Linux) returns a bogus exit status,\n# so uname gets run too.\nac_hostname=`(hostname || uname -n) 2>/dev/null | sed 1q`\n\n#\n# Initializations.\n#\nac_default_prefix=/usr/local\nac_clean_files=\nac_config_libobj_dir=.\nLIBOBJS=\ncross_compiling=no\nsubdirs=\nMFLAGS=\nMAKEFLAGS=\n\n# Identity of this package.\nPACKAGE_NAME='lightgbm'\nPACKAGE_TARNAME='lightgbm'\nPACKAGE_VERSION='4.6.0.99'\nPACKAGE_STRING='lightgbm 4.6.0.99'\nPACKAGE_BUGREPORT=''\nPACKAGE_URL=''\n\nac_subst_vars='LTLIBOBJS\nLIBOBJS\nLGB_CPPFLAGS\nOPENMP_LIB\nOPENMP_CXXFLAGS\ntarget_alias\nhost_alias\nbuild_alias\nLIBS\nECHO_T\nECHO_N\nECHO_C\nDEFS\nmandir\nlocaledir\nlibdir\npsdir\npdfdir\ndvidir\nhtmldir\ninfodir\ndocdir\noldincludedir\nincludedir\nrunstatedir\nlocalstatedir\nsharedstatedir\nsysconfdir\ndatadir\ndatarootdir\nlibexecdir\nsbindir\nbindir\nprogram_transform_name\nprefix\nexec_prefix\nPACKAGE_URL\nPACKAGE_BUGREPORT\nPACKAGE_STRING\nPACKAGE_VERSION\nPACKAGE_TARNAME\nPACKAGE_NAME\nPATH_SEPARATOR\nSHELL'\nac_subst_files=''\nac_user_opts='\nenable_option_checking\n'\n      ac_precious_vars='build_alias\nhost_alias\ntarget_alias'\n\n\n# Initialize some variables set by options.\nac_init_help=\nac_init_version=false\nac_unrecognized_opts=\nac_unrecognized_sep=\n# The variables have the same names as the options, with\n# dashes changed to underlines.\ncache_file=/dev/null\nexec_prefix=NONE\nno_create=\nno_recursion=\nprefix=NONE\nprogram_prefix=NONE\nprogram_suffix=NONE\nprogram_transform_name=s,x,x,\nsilent=\nsite=\nsrcdir=\nverbose=\nx_includes=NONE\nx_libraries=NONE\n\n# Installation directory options.\n# These are left unexpanded so users can \"make install exec_prefix=/foo\"\n# and all the variables that are supposed to be based on exec_prefix\n# by default will actually change.\n# Use braces instead of parens because sh, perl, etc. also accept them.\n# (The list follows the same order as the GNU Coding Standards.)\nbindir='${exec_prefix}/bin'\nsbindir='${exec_prefix}/sbin'\nlibexecdir='${exec_prefix}/libexec'\ndatarootdir='${prefix}/share'\ndatadir='${datarootdir}'\nsysconfdir='${prefix}/etc'\nsharedstatedir='${prefix}/com'\nlocalstatedir='${prefix}/var'\nrunstatedir='${localstatedir}/run'\nincludedir='${prefix}/include'\noldincludedir='/usr/include'\ndocdir='${datarootdir}/doc/${PACKAGE_TARNAME}'\ninfodir='${datarootdir}/info'\nhtmldir='${docdir}'\ndvidir='${docdir}'\npdfdir='${docdir}'\npsdir='${docdir}'\nlibdir='${exec_prefix}/lib'\nlocaledir='${datarootdir}/locale'\nmandir='${datarootdir}/man'\n\nac_prev=\nac_dashdash=\nfor ac_option\ndo\n  # If the previous option needs an argument, assign it.\n  if test -n \"$ac_prev\"; then\n    eval $ac_prev=\\$ac_option\n    ac_prev=\n    continue\n  fi\n\n  case $ac_option in\n  *=?*) ac_optarg=`expr \"X$ac_option\" : '[^=]*=\\(.*\\)'` ;;\n  *=)   ac_optarg= ;;\n  *)    ac_optarg=yes ;;\n  esac\n\n  case $ac_dashdash$ac_option in\n  --)\n    ac_dashdash=yes ;;\n\n  -bindir | --bindir | --bindi | --bind | --bin | --bi)\n    ac_prev=bindir ;;\n  -bindir=* | --bindir=* | --bindi=* | --bind=* | --bin=* | --bi=*)\n    bindir=$ac_optarg ;;\n\n  -build | --build | --buil | --bui | --bu)\n    ac_prev=build_alias ;;\n  -build=* | --build=* | --buil=* | --bui=* | --bu=*)\n    build_alias=$ac_optarg ;;\n\n  -cache-file | --cache-file | --cache-fil | --cache-fi \\\n  | --cache-f | --cache- | --cache | --cach | --cac | --ca | --c)\n    ac_prev=cache_file ;;\n  -cache-file=* | --cache-file=* | --cache-fil=* | --cache-fi=* \\\n  | --cache-f=* | --cache-=* | --cache=* | --cach=* | --cac=* | --ca=* | --c=*)\n    cache_file=$ac_optarg ;;\n\n  --config-cache | -C)\n    cache_file=config.cache ;;\n\n  -datadir | --datadir | --datadi | --datad)\n    ac_prev=datadir ;;\n  -datadir=* | --datadir=* | --datadi=* | --datad=*)\n    datadir=$ac_optarg ;;\n\n  -datarootdir | --datarootdir | --datarootdi | --datarootd | --dataroot \\\n  | --dataroo | --dataro | --datar)\n    ac_prev=datarootdir ;;\n  -datarootdir=* | --datarootdir=* | --datarootdi=* | --datarootd=* \\\n  | --dataroot=* | --dataroo=* | --dataro=* | --datar=*)\n    datarootdir=$ac_optarg ;;\n\n  -disable-* | --disable-*)\n    ac_useropt=`expr \"x$ac_option\" : 'x-*disable-\\(.*\\)'`\n    # Reject names that are not valid shell variable names.\n    expr \"x$ac_useropt\" : \".*[^-+._$as_cr_alnum]\" >/dev/null &&\n      as_fn_error $? \"invalid feature name: \\`$ac_useropt'\"\n    ac_useropt_orig=$ac_useropt\n    ac_useropt=`printf \"%s\\n\" \"$ac_useropt\" | sed 's/[-+.]/_/g'`\n    case $ac_user_opts in\n      *\"\n\"enable_$ac_useropt\"\n\"*) ;;\n      *) ac_unrecognized_opts=\"$ac_unrecognized_opts$ac_unrecognized_sep--disable-$ac_useropt_orig\"\n\t ac_unrecognized_sep=', ';;\n    esac\n    eval enable_$ac_useropt=no ;;\n\n  -docdir | --docdir | --docdi | --doc | --do)\n    ac_prev=docdir ;;\n  -docdir=* | --docdir=* | --docdi=* | --doc=* | --do=*)\n    docdir=$ac_optarg ;;\n\n  -dvidir | --dvidir | --dvidi | --dvid | --dvi | --dv)\n    ac_prev=dvidir ;;\n  -dvidir=* | --dvidir=* | --dvidi=* | --dvid=* | --dvi=* | --dv=*)\n    dvidir=$ac_optarg ;;\n\n  -enable-* | --enable-*)\n    ac_useropt=`expr \"x$ac_option\" : 'x-*enable-\\([^=]*\\)'`\n    # Reject names that are not valid shell variable names.\n    expr \"x$ac_useropt\" : \".*[^-+._$as_cr_alnum]\" >/dev/null &&\n      as_fn_error $? \"invalid feature name: \\`$ac_useropt'\"\n    ac_useropt_orig=$ac_useropt\n    ac_useropt=`printf \"%s\\n\" \"$ac_useropt\" | sed 's/[-+.]/_/g'`\n    case $ac_user_opts in\n      *\"\n\"enable_$ac_useropt\"\n\"*) ;;\n      *) ac_unrecognized_opts=\"$ac_unrecognized_opts$ac_unrecognized_sep--enable-$ac_useropt_orig\"\n\t ac_unrecognized_sep=', ';;\n    esac\n    eval enable_$ac_useropt=\\$ac_optarg ;;\n\n  -exec-prefix | --exec_prefix | --exec-prefix | --exec-prefi \\\n  | --exec-pref | --exec-pre | --exec-pr | --exec-p | --exec- \\\n  | --exec | --exe | --ex)\n    ac_prev=exec_prefix ;;\n  -exec-prefix=* | --exec_prefix=* | --exec-prefix=* | --exec-prefi=* \\\n  | --exec-pref=* | --exec-pre=* | --exec-pr=* | --exec-p=* | --exec-=* \\\n  | --exec=* | --exe=* | --ex=*)\n    exec_prefix=$ac_optarg ;;\n\n  -gas | --gas | --ga | --g)\n    # Obsolete; use --with-gas.\n    with_gas=yes ;;\n\n  -help | --help | --hel | --he | -h)\n    ac_init_help=long ;;\n  -help=r* | --help=r* | --hel=r* | --he=r* | -hr*)\n    ac_init_help=recursive ;;\n  -help=s* | --help=s* | --hel=s* | --he=s* | -hs*)\n    ac_init_help=short ;;\n\n  -host | --host | --hos | --ho)\n    ac_prev=host_alias ;;\n  -host=* | --host=* | --hos=* | --ho=*)\n    host_alias=$ac_optarg ;;\n\n  -htmldir | --htmldir | --htmldi | --htmld | --html | --htm | --ht)\n    ac_prev=htmldir ;;\n  -htmldir=* | --htmldir=* | --htmldi=* | --htmld=* | --html=* | --htm=* \\\n  | --ht=*)\n    htmldir=$ac_optarg ;;\n\n  -includedir | --includedir | --includedi | --included | --include \\\n  | --includ | --inclu | --incl | --inc)\n    ac_prev=includedir ;;\n  -includedir=* | --includedir=* | --includedi=* | --included=* | --include=* \\\n  | --includ=* | --inclu=* | --incl=* | --inc=*)\n    includedir=$ac_optarg ;;\n\n  -infodir | --infodir | --infodi | --infod | --info | --inf)\n    ac_prev=infodir ;;\n  -infodir=* | --infodir=* | --infodi=* | --infod=* | --info=* | --inf=*)\n    infodir=$ac_optarg ;;\n\n  -libdir | --libdir | --libdi | --libd)\n    ac_prev=libdir ;;\n  -libdir=* | --libdir=* | --libdi=* | --libd=*)\n    libdir=$ac_optarg ;;\n\n  -libexecdir | --libexecdir | --libexecdi | --libexecd | --libexec \\\n  | --libexe | --libex | --libe)\n    ac_prev=libexecdir ;;\n  -libexecdir=* | --libexecdir=* | --libexecdi=* | --libexecd=* | --libexec=* \\\n  | --libexe=* | --libex=* | --libe=*)\n    libexecdir=$ac_optarg ;;\n\n  -localedir | --localedir | --localedi | --localed | --locale)\n    ac_prev=localedir ;;\n  -localedir=* | --localedir=* | --localedi=* | --localed=* | --locale=*)\n    localedir=$ac_optarg ;;\n\n  -localstatedir | --localstatedir | --localstatedi | --localstated \\\n  | --localstate | --localstat | --localsta | --localst | --locals)\n    ac_prev=localstatedir ;;\n  -localstatedir=* | --localstatedir=* | --localstatedi=* | --localstated=* \\\n  | --localstate=* | --localstat=* | --localsta=* | --localst=* | --locals=*)\n    localstatedir=$ac_optarg ;;\n\n  -mandir | --mandir | --mandi | --mand | --man | --ma | --m)\n    ac_prev=mandir ;;\n  -mandir=* | --mandir=* | --mandi=* | --mand=* | --man=* | --ma=* | --m=*)\n    mandir=$ac_optarg ;;\n\n  -nfp | --nfp | --nf)\n    # Obsolete; use --without-fp.\n    with_fp=no ;;\n\n  -no-create | --no-create | --no-creat | --no-crea | --no-cre \\\n  | --no-cr | --no-c | -n)\n    no_create=yes ;;\n\n  -no-recursion | --no-recursion | --no-recursio | --no-recursi \\\n  | --no-recurs | --no-recur | --no-recu | --no-rec | --no-re | --no-r)\n    no_recursion=yes ;;\n\n  -oldincludedir | --oldincludedir | --oldincludedi | --oldincluded \\\n  | --oldinclude | --oldinclud | --oldinclu | --oldincl | --oldinc \\\n  | --oldin | --oldi | --old | --ol | --o)\n    ac_prev=oldincludedir ;;\n  -oldincludedir=* | --oldincludedir=* | --oldincludedi=* | --oldincluded=* \\\n  | --oldinclude=* | --oldinclud=* | --oldinclu=* | --oldincl=* | --oldinc=* \\\n  | --oldin=* | --oldi=* | --old=* | --ol=* | --o=*)\n    oldincludedir=$ac_optarg ;;\n\n  -prefix | --prefix | --prefi | --pref | --pre | --pr | --p)\n    ac_prev=prefix ;;\n  -prefix=* | --prefix=* | --prefi=* | --pref=* | --pre=* | --pr=* | --p=*)\n    prefix=$ac_optarg ;;\n\n  -program-prefix | --program-prefix | --program-prefi | --program-pref \\\n  | --program-pre | --program-pr | --program-p)\n    ac_prev=program_prefix ;;\n  -program-prefix=* | --program-prefix=* | --program-prefi=* \\\n  | --program-pref=* | --program-pre=* | --program-pr=* | --program-p=*)\n    program_prefix=$ac_optarg ;;\n\n  -program-suffix | --program-suffix | --program-suffi | --program-suff \\\n  | --program-suf | --program-su | --program-s)\n    ac_prev=program_suffix ;;\n  -program-suffix=* | --program-suffix=* | --program-suffi=* \\\n  | --program-suff=* | --program-suf=* | --program-su=* | --program-s=*)\n    program_suffix=$ac_optarg ;;\n\n  -program-transform-name | --program-transform-name \\\n  | --program-transform-nam | --program-transform-na \\\n  | --program-transform-n | --program-transform- \\\n  | --program-transform | --program-transfor \\\n  | --program-transfo | --program-transf \\\n  | --program-trans | --program-tran \\\n  | --progr-tra | --program-tr | --program-t)\n    ac_prev=program_transform_name ;;\n  -program-transform-name=* | --program-transform-name=* \\\n  | --program-transform-nam=* | --program-transform-na=* \\\n  | --program-transform-n=* | --program-transform-=* \\\n  | --program-transform=* | --program-transfor=* \\\n  | --program-transfo=* | --program-transf=* \\\n  | --program-trans=* | --program-tran=* \\\n  | --progr-tra=* | --program-tr=* | --program-t=*)\n    program_transform_name=$ac_optarg ;;\n\n  -pdfdir | --pdfdir | --pdfdi | --pdfd | --pdf | --pd)\n    ac_prev=pdfdir ;;\n  -pdfdir=* | --pdfdir=* | --pdfdi=* | --pdfd=* | --pdf=* | --pd=*)\n    pdfdir=$ac_optarg ;;\n\n  -psdir | --psdir | --psdi | --psd | --ps)\n    ac_prev=psdir ;;\n  -psdir=* | --psdir=* | --psdi=* | --psd=* | --ps=*)\n    psdir=$ac_optarg ;;\n\n  -q | -quiet | --quiet | --quie | --qui | --qu | --q \\\n  | -silent | --silent | --silen | --sile | --sil)\n    silent=yes ;;\n\n  -runstatedir | --runstatedir | --runstatedi | --runstated \\\n  | --runstate | --runstat | --runsta | --runst | --runs \\\n  | --run | --ru | --r)\n    ac_prev=runstatedir ;;\n  -runstatedir=* | --runstatedir=* | --runstatedi=* | --runstated=* \\\n  | --runstate=* | --runstat=* | --runsta=* | --runst=* | --runs=* \\\n  | --run=* | --ru=* | --r=*)\n    runstatedir=$ac_optarg ;;\n\n  -sbindir | --sbindir | --sbindi | --sbind | --sbin | --sbi | --sb)\n    ac_prev=sbindir ;;\n  -sbindir=* | --sbindir=* | --sbindi=* | --sbind=* | --sbin=* \\\n  | --sbi=* | --sb=*)\n    sbindir=$ac_optarg ;;\n\n  -sharedstatedir | --sharedstatedir | --sharedstatedi \\\n  | --sharedstated | --sharedstate | --sharedstat | --sharedsta \\\n  | --sharedst | --shareds | --shared | --share | --shar \\\n  | --sha | --sh)\n    ac_prev=sharedstatedir ;;\n  -sharedstatedir=* | --sharedstatedir=* | --sharedstatedi=* \\\n  | --sharedstated=* | --sharedstate=* | --sharedstat=* | --sharedsta=* \\\n  | --sharedst=* | --shareds=* | --shared=* | --share=* | --shar=* \\\n  | --sha=* | --sh=*)\n    sharedstatedir=$ac_optarg ;;\n\n  -site | --site | --sit)\n    ac_prev=site ;;\n  -site=* | --site=* | --sit=*)\n    site=$ac_optarg ;;\n\n  -srcdir | --srcdir | --srcdi | --srcd | --src | --sr)\n    ac_prev=srcdir ;;\n  -srcdir=* | --srcdir=* | --srcdi=* | --srcd=* | --src=* | --sr=*)\n    srcdir=$ac_optarg ;;\n\n  -sysconfdir | --sysconfdir | --sysconfdi | --sysconfd | --sysconf \\\n  | --syscon | --sysco | --sysc | --sys | --sy)\n    ac_prev=sysconfdir ;;\n  -sysconfdir=* | --sysconfdir=* | --sysconfdi=* | --sysconfd=* | --sysconf=* \\\n  | --syscon=* | --sysco=* | --sysc=* | --sys=* | --sy=*)\n    sysconfdir=$ac_optarg ;;\n\n  -target | --target | --targe | --targ | --tar | --ta | --t)\n    ac_prev=target_alias ;;\n  -target=* | --target=* | --targe=* | --targ=* | --tar=* | --ta=* | --t=*)\n    target_alias=$ac_optarg ;;\n\n  -v | -verbose | --verbose | --verbos | --verbo | --verb)\n    verbose=yes ;;\n\n  -version | --version | --versio | --versi | --vers | -V)\n    ac_init_version=: ;;\n\n  -with-* | --with-*)\n    ac_useropt=`expr \"x$ac_option\" : 'x-*with-\\([^=]*\\)'`\n    # Reject names that are not valid shell variable names.\n    expr \"x$ac_useropt\" : \".*[^-+._$as_cr_alnum]\" >/dev/null &&\n      as_fn_error $? \"invalid package name: \\`$ac_useropt'\"\n    ac_useropt_orig=$ac_useropt\n    ac_useropt=`printf \"%s\\n\" \"$ac_useropt\" | sed 's/[-+.]/_/g'`\n    case $ac_user_opts in\n      *\"\n\"with_$ac_useropt\"\n\"*) ;;\n      *) ac_unrecognized_opts=\"$ac_unrecognized_opts$ac_unrecognized_sep--with-$ac_useropt_orig\"\n\t ac_unrecognized_sep=', ';;\n    esac\n    eval with_$ac_useropt=\\$ac_optarg ;;\n\n  -without-* | --without-*)\n    ac_useropt=`expr \"x$ac_option\" : 'x-*without-\\(.*\\)'`\n    # Reject names that are not valid shell variable names.\n    expr \"x$ac_useropt\" : \".*[^-+._$as_cr_alnum]\" >/dev/null &&\n      as_fn_error $? \"invalid package name: \\`$ac_useropt'\"\n    ac_useropt_orig=$ac_useropt\n    ac_useropt=`printf \"%s\\n\" \"$ac_useropt\" | sed 's/[-+.]/_/g'`\n    case $ac_user_opts in\n      *\"\n\"with_$ac_useropt\"\n\"*) ;;\n      *) ac_unrecognized_opts=\"$ac_unrecognized_opts$ac_unrecognized_sep--without-$ac_useropt_orig\"\n\t ac_unrecognized_sep=', ';;\n    esac\n    eval with_$ac_useropt=no ;;\n\n  --x)\n    # Obsolete; use --with-x.\n    with_x=yes ;;\n\n  -x-includes | --x-includes | --x-include | --x-includ | --x-inclu \\\n  | --x-incl | --x-inc | --x-in | --x-i)\n    ac_prev=x_includes ;;\n  -x-includes=* | --x-includes=* | --x-include=* | --x-includ=* | --x-inclu=* \\\n  | --x-incl=* | --x-inc=* | --x-in=* | --x-i=*)\n    x_includes=$ac_optarg ;;\n\n  -x-libraries | --x-libraries | --x-librarie | --x-librari \\\n  | --x-librar | --x-libra | --x-libr | --x-lib | --x-li | --x-l)\n    ac_prev=x_libraries ;;\n  -x-libraries=* | --x-libraries=* | --x-librarie=* | --x-librari=* \\\n  | --x-librar=* | --x-libra=* | --x-libr=* | --x-lib=* | --x-li=* | --x-l=*)\n    x_libraries=$ac_optarg ;;\n\n  -*) as_fn_error $? \"unrecognized option: \\`$ac_option'\nTry \\`$0 --help' for more information\"\n    ;;\n\n  *=*)\n    ac_envvar=`expr \"x$ac_option\" : 'x\\([^=]*\\)='`\n    # Reject names that are not valid shell variable names.\n    case $ac_envvar in #(\n      '' | [0-9]* | *[!_$as_cr_alnum]* )\n      as_fn_error $? \"invalid variable name: \\`$ac_envvar'\" ;;\n    esac\n    eval $ac_envvar=\\$ac_optarg\n    export $ac_envvar ;;\n\n  *)\n    # FIXME: should be removed in autoconf 3.0.\n    printf \"%s\\n\" \"$as_me: WARNING: you should use --build, --host, --target\" >&2\n    expr \"x$ac_option\" : \".*[^-._$as_cr_alnum]\" >/dev/null &&\n      printf \"%s\\n\" \"$as_me: WARNING: invalid host type: $ac_option\" >&2\n    : \"${build_alias=$ac_option} ${host_alias=$ac_option} ${target_alias=$ac_option}\"\n    ;;\n\n  esac\ndone\n\nif test -n \"$ac_prev\"; then\n  ac_option=--`echo $ac_prev | sed 's/_/-/g'`\n  as_fn_error $? \"missing argument to $ac_option\"\nfi\n\nif test -n \"$ac_unrecognized_opts\"; then\n  case $enable_option_checking in\n    no) ;;\n    fatal) as_fn_error $? \"unrecognized options: $ac_unrecognized_opts\" ;;\n    *)     printf \"%s\\n\" \"$as_me: WARNING: unrecognized options: $ac_unrecognized_opts\" >&2 ;;\n  esac\nfi\n\n# Check all directory arguments for consistency.\nfor ac_var in\texec_prefix prefix bindir sbindir libexecdir datarootdir \\\n\t\tdatadir sysconfdir sharedstatedir localstatedir includedir \\\n\t\toldincludedir docdir infodir htmldir dvidir pdfdir psdir \\\n\t\tlibdir localedir mandir runstatedir\ndo\n  eval ac_val=\\$$ac_var\n  # Remove trailing slashes.\n  case $ac_val in\n    */ )\n      ac_val=`expr \"X$ac_val\" : 'X\\(.*[^/]\\)' \\| \"X$ac_val\" : 'X\\(.*\\)'`\n      eval $ac_var=\\$ac_val;;\n  esac\n  # Be sure to have absolute directory names.\n  case $ac_val in\n    [\\\\/$]* | ?:[\\\\/]* )  continue;;\n    NONE | '' ) case $ac_var in *prefix ) continue;; esac;;\n  esac\n  as_fn_error $? \"expected an absolute directory name for --$ac_var: $ac_val\"\ndone\n\n# There might be people who depend on the old broken behavior: `$host'\n# used to hold the argument of --host etc.\n# FIXME: To remove some day.\nbuild=$build_alias\nhost=$host_alias\ntarget=$target_alias\n\n# FIXME: To remove some day.\nif test \"x$host_alias\" != x; then\n  if test \"x$build_alias\" = x; then\n    cross_compiling=maybe\n  elif test \"x$build_alias\" != \"x$host_alias\"; then\n    cross_compiling=yes\n  fi\nfi\n\nac_tool_prefix=\ntest -n \"$host_alias\" && ac_tool_prefix=$host_alias-\n\ntest \"$silent\" = yes && exec 6>/dev/null\n\n\nac_pwd=`pwd` && test -n \"$ac_pwd\" &&\nac_ls_di=`ls -di .` &&\nac_pwd_ls_di=`cd \"$ac_pwd\" && ls -di .` ||\n  as_fn_error $? \"working directory cannot be determined\"\ntest \"X$ac_ls_di\" = \"X$ac_pwd_ls_di\" ||\n  as_fn_error $? \"pwd does not report name of working directory\"\n\n\n# Find the source files, if location was not specified.\nif test -z \"$srcdir\"; then\n  ac_srcdir_defaulted=yes\n  # Try the directory containing this script, then the parent directory.\n  ac_confdir=`$as_dirname -- \"$as_myself\" ||\n$as_expr X\"$as_myself\" : 'X\\(.*[^/]\\)//*[^/][^/]*/*$' \\| \\\n\t X\"$as_myself\" : 'X\\(//\\)[^/]' \\| \\\n\t X\"$as_myself\" : 'X\\(//\\)$' \\| \\\n\t X\"$as_myself\" : 'X\\(/\\)' \\| . 2>/dev/null ||\nprintf \"%s\\n\" X\"$as_myself\" |\n    sed '/^X\\(.*[^/]\\)\\/\\/*[^/][^/]*\\/*$/{\n\t    s//\\1/\n\t    q\n\t  }\n\t  /^X\\(\\/\\/\\)[^/].*/{\n\t    s//\\1/\n\t    q\n\t  }\n\t  /^X\\(\\/\\/\\)$/{\n\t    s//\\1/\n\t    q\n\t  }\n\t  /^X\\(\\/\\).*/{\n\t    s//\\1/\n\t    q\n\t  }\n\t  s/.*/./; q'`\n  srcdir=$ac_confdir\n  if test ! -r \"$srcdir/$ac_unique_file\"; then\n    srcdir=..\n  fi\nelse\n  ac_srcdir_defaulted=no\nfi\nif test ! -r \"$srcdir/$ac_unique_file\"; then\n  test \"$ac_srcdir_defaulted\" = yes && srcdir=\"$ac_confdir or ..\"\n  as_fn_error $? \"cannot find sources ($ac_unique_file) in $srcdir\"\nfi\nac_msg=\"sources are in $srcdir, but \\`cd $srcdir' does not work\"\nac_abs_confdir=`(\n\tcd \"$srcdir\" && test -r \"./$ac_unique_file\" || as_fn_error $? \"$ac_msg\"\n\tpwd)`\n# When building in place, set srcdir=.\nif test \"$ac_abs_confdir\" = \"$ac_pwd\"; then\n  srcdir=.\nfi\n# Remove unnecessary trailing slashes from srcdir.\n# Double slashes in file names in object file debugging info\n# mess up M-x gdb in Emacs.\ncase $srcdir in\n*/) srcdir=`expr \"X$srcdir\" : 'X\\(.*[^/]\\)' \\| \"X$srcdir\" : 'X\\(.*\\)'`;;\nesac\nfor ac_var in $ac_precious_vars; do\n  eval ac_env_${ac_var}_set=\\${${ac_var}+set}\n  eval ac_env_${ac_var}_value=\\$${ac_var}\n  eval ac_cv_env_${ac_var}_set=\\${${ac_var}+set}\n  eval ac_cv_env_${ac_var}_value=\\$${ac_var}\ndone\n\n#\n# Report the --help message.\n#\nif test \"$ac_init_help\" = \"long\"; then\n  # Omit some internal or obsolete options to make the list less imposing.\n  # This message is too long to be a string in the A/UX 3.1 sh.\n  cat <<_ACEOF\n\\`configure' configures lightgbm 4.6.0.99 to adapt to many kinds of systems.\n\nUsage: $0 [OPTION]... [VAR=VALUE]...\n\nTo assign environment variables (e.g., CC, CFLAGS...), specify them as\nVAR=VALUE.  See below for descriptions of some of the useful variables.\n\nDefaults for the options are specified in brackets.\n\nConfiguration:\n  -h, --help              display this help and exit\n      --help=short        display options specific to this package\n      --help=recursive    display the short help of all the included packages\n  -V, --version           display version information and exit\n  -q, --quiet, --silent   do not print \\`checking ...' messages\n      --cache-file=FILE   cache test results in FILE [disabled]\n  -C, --config-cache      alias for \\`--cache-file=config.cache'\n  -n, --no-create         do not create output files\n      --srcdir=DIR        find the sources in DIR [configure dir or \\`..']\n\nInstallation directories:\n  --prefix=PREFIX         install architecture-independent files in PREFIX\n                          [$ac_default_prefix]\n  --exec-prefix=EPREFIX   install architecture-dependent files in EPREFIX\n                          [PREFIX]\n\nBy default, \\`make install' will install all the files in\n\\`$ac_default_prefix/bin', \\`$ac_default_prefix/lib' etc.  You can specify\nan installation prefix other than \\`$ac_default_prefix' using \\`--prefix',\nfor instance \\`--prefix=\\$HOME'.\n\nFor better control, use the options below.\n\nFine tuning of the installation directories:\n  --bindir=DIR            user executables [EPREFIX/bin]\n  --sbindir=DIR           system admin executables [EPREFIX/sbin]\n  --libexecdir=DIR        program executables [EPREFIX/libexec]\n  --sysconfdir=DIR        read-only single-machine data [PREFIX/etc]\n  --sharedstatedir=DIR    modifiable architecture-independent data [PREFIX/com]\n  --localstatedir=DIR     modifiable single-machine data [PREFIX/var]\n  --runstatedir=DIR       modifiable per-process data [LOCALSTATEDIR/run]\n  --libdir=DIR            object code libraries [EPREFIX/lib]\n  --includedir=DIR        C header files [PREFIX/include]\n  --oldincludedir=DIR     C header files for non-gcc [/usr/include]\n  --datarootdir=DIR       read-only arch.-independent data root [PREFIX/share]\n  --datadir=DIR           read-only architecture-independent data [DATAROOTDIR]\n  --infodir=DIR           info documentation [DATAROOTDIR/info]\n  --localedir=DIR         locale-dependent data [DATAROOTDIR/locale]\n  --mandir=DIR            man documentation [DATAROOTDIR/man]\n  --docdir=DIR            documentation root [DATAROOTDIR/doc/lightgbm]\n  --htmldir=DIR           html documentation [DOCDIR]\n  --dvidir=DIR            dvi documentation [DOCDIR]\n  --pdfdir=DIR            pdf documentation [DOCDIR]\n  --psdir=DIR             ps documentation [DOCDIR]\n_ACEOF\n\n  cat <<\\_ACEOF\n_ACEOF\nfi\n\nif test -n \"$ac_init_help\"; then\n  case $ac_init_help in\n     short | recursive ) echo \"Configuration of lightgbm 4.6.0.99:\";;\n   esac\n  cat <<\\_ACEOF\n\nReport bugs to the package provider.\n_ACEOF\nac_status=$?\nfi\n\nif test \"$ac_init_help\" = \"recursive\"; then\n  # If there are subdirs, report their specific --help.\n  for ac_dir in : $ac_subdirs_all; do test \"x$ac_dir\" = x: && continue\n    test -d \"$ac_dir\" ||\n      { cd \"$srcdir\" && ac_pwd=`pwd` && srcdir=. && test -d \"$ac_dir\"; } ||\n      continue\n    ac_builddir=.\n\ncase \"$ac_dir\" in\n.) ac_dir_suffix= ac_top_builddir_sub=. ac_top_build_prefix= ;;\n*)\n  ac_dir_suffix=/`printf \"%s\\n\" \"$ac_dir\" | sed 's|^\\.[\\\\/]||'`\n  # A \"..\" for each directory in $ac_dir_suffix.\n  ac_top_builddir_sub=`printf \"%s\\n\" \"$ac_dir_suffix\" | sed 's|/[^\\\\/]*|/..|g;s|/||'`\n  case $ac_top_builddir_sub in\n  \"\") ac_top_builddir_sub=. ac_top_build_prefix= ;;\n  *)  ac_top_build_prefix=$ac_top_builddir_sub/ ;;\n  esac ;;\nesac\nac_abs_top_builddir=$ac_pwd\nac_abs_builddir=$ac_pwd$ac_dir_suffix\n# for backward compatibility:\nac_top_builddir=$ac_top_build_prefix\n\ncase $srcdir in\n  .)  # We are building in place.\n    ac_srcdir=.\n    ac_top_srcdir=$ac_top_builddir_sub\n    ac_abs_top_srcdir=$ac_pwd ;;\n  [\\\\/]* | ?:[\\\\/]* )  # Absolute name.\n    ac_srcdir=$srcdir$ac_dir_suffix;\n    ac_top_srcdir=$srcdir\n    ac_abs_top_srcdir=$srcdir ;;\n  *) # Relative name.\n    ac_srcdir=$ac_top_build_prefix$srcdir$ac_dir_suffix\n    ac_top_srcdir=$ac_top_build_prefix$srcdir\n    ac_abs_top_srcdir=$ac_pwd/$srcdir ;;\nesac\nac_abs_srcdir=$ac_abs_top_srcdir$ac_dir_suffix\n\n    cd \"$ac_dir\" || { ac_status=$?; continue; }\n    # Check for configure.gnu first; this name is used for a wrapper for\n    # Metaconfig's \"Configure\" on case-insensitive file systems.\n    if test -f \"$ac_srcdir/configure.gnu\"; then\n      echo &&\n      $SHELL \"$ac_srcdir/configure.gnu\" --help=recursive\n    elif test -f \"$ac_srcdir/configure\"; then\n      echo &&\n      $SHELL \"$ac_srcdir/configure\" --help=recursive\n    else\n      printf \"%s\\n\" \"$as_me: WARNING: no configuration information is in $ac_dir\" >&2\n    fi || ac_status=$?\n    cd \"$ac_pwd\" || { ac_status=$?; break; }\n  done\nfi\n\ntest -n \"$ac_init_help\" && exit $ac_status\nif $ac_init_version; then\n  cat <<\\_ACEOF\nlightgbm configure 4.6.0.99\ngenerated by GNU Autoconf 2.71\n\nCopyright (C) 2021 Free Software Foundation, Inc.\nThis configure script is free software; the Free Software Foundation\ngives unlimited permission to copy, distribute and modify it.\n_ACEOF\n  exit\nfi\n\n## ------------------------ ##\n## Autoconf initialization. ##\n## ------------------------ ##\nac_configure_args_raw=\nfor ac_arg\ndo\n  case $ac_arg in\n  *\\'*)\n    ac_arg=`printf \"%s\\n\" \"$ac_arg\" | sed \"s/'/'\\\\\\\\\\\\\\\\''/g\"` ;;\n  esac\n  as_fn_append ac_configure_args_raw \" '$ac_arg'\"\ndone\n\ncase $ac_configure_args_raw in\n  *$as_nl*)\n    ac_safe_unquote= ;;\n  *)\n    ac_unsafe_z='|&;<>()$`\\\\\"*?[ ''\t' # This string ends in space, tab.\n    ac_unsafe_a=\"$ac_unsafe_z#~\"\n    ac_safe_unquote=\"s/ '\\\\([^$ac_unsafe_a][^$ac_unsafe_z]*\\\\)'/ \\\\1/g\"\n    ac_configure_args_raw=`      printf \"%s\\n\" \"$ac_configure_args_raw\" | sed \"$ac_safe_unquote\"`;;\nesac\n\ncat >config.log <<_ACEOF\nThis file contains any messages produced by compilers while\nrunning configure, to aid debugging if configure makes a mistake.\n\nIt was created by lightgbm $as_me 4.6.0.99, which was\ngenerated by GNU Autoconf 2.71.  Invocation command line was\n\n  $ $0$ac_configure_args_raw\n\n_ACEOF\nexec 5>>config.log\n{\ncat <<_ASUNAME\n## --------- ##\n## Platform. ##\n## --------- ##\n\nhostname = `(hostname || uname -n) 2>/dev/null | sed 1q`\nuname -m = `(uname -m) 2>/dev/null || echo unknown`\nuname -r = `(uname -r) 2>/dev/null || echo unknown`\nuname -s = `(uname -s) 2>/dev/null || echo unknown`\nuname -v = `(uname -v) 2>/dev/null || echo unknown`\n\n/usr/bin/uname -p = `(/usr/bin/uname -p) 2>/dev/null || echo unknown`\n/bin/uname -X     = `(/bin/uname -X) 2>/dev/null     || echo unknown`\n\n/bin/arch              = `(/bin/arch) 2>/dev/null              || echo unknown`\n/usr/bin/arch -k       = `(/usr/bin/arch -k) 2>/dev/null       || echo unknown`\n/usr/convex/getsysinfo = `(/usr/convex/getsysinfo) 2>/dev/null || echo unknown`\n/usr/bin/hostinfo      = `(/usr/bin/hostinfo) 2>/dev/null      || echo unknown`\n/bin/machine           = `(/bin/machine) 2>/dev/null           || echo unknown`\n/usr/bin/oslevel       = `(/usr/bin/oslevel) 2>/dev/null       || echo unknown`\n/bin/universe          = `(/bin/universe) 2>/dev/null          || echo unknown`\n\n_ASUNAME\n\nas_save_IFS=$IFS; IFS=$PATH_SEPARATOR\nfor as_dir in $PATH\ndo\n  IFS=$as_save_IFS\n  case $as_dir in #(((\n    '') as_dir=./ ;;\n    */) ;;\n    *) as_dir=$as_dir/ ;;\n  esac\n    printf \"%s\\n\" \"PATH: $as_dir\"\n  done\nIFS=$as_save_IFS\n\n} >&5\n\ncat >&5 <<_ACEOF\n\n\n## ----------- ##\n## Core tests. ##\n## ----------- ##\n\n_ACEOF\n\n\n# Keep a trace of the command line.\n# Strip out --no-create and --no-recursion so they do not pile up.\n# Strip out --silent because we don't want to record it for future runs.\n# Also quote any args containing shell meta-characters.\n# Make two passes to allow for proper duplicate-argument suppression.\nac_configure_args=\nac_configure_args0=\nac_configure_args1=\nac_must_keep_next=false\nfor ac_pass in 1 2\ndo\n  for ac_arg\n  do\n    case $ac_arg in\n    -no-create | --no-c* | -n | -no-recursion | --no-r*) continue ;;\n    -q | -quiet | --quiet | --quie | --qui | --qu | --q \\\n    | -silent | --silent | --silen | --sile | --sil)\n      continue ;;\n    *\\'*)\n      ac_arg=`printf \"%s\\n\" \"$ac_arg\" | sed \"s/'/'\\\\\\\\\\\\\\\\''/g\"` ;;\n    esac\n    case $ac_pass in\n    1) as_fn_append ac_configure_args0 \" '$ac_arg'\" ;;\n    2)\n      as_fn_append ac_configure_args1 \" '$ac_arg'\"\n      if test $ac_must_keep_next = true; then\n\tac_must_keep_next=false # Got value, back to normal.\n      else\n\tcase $ac_arg in\n\t  *=* | --config-cache | -C | -disable-* | --disable-* \\\n\t  | -enable-* | --enable-* | -gas | --g* | -nfp | --nf* \\\n\t  | -q | -quiet | --q* | -silent | --sil* | -v | -verb* \\\n\t  | -with-* | --with-* | -without-* | --without-* | --x)\n\t    case \"$ac_configure_args0 \" in\n\t      \"$ac_configure_args1\"*\" '$ac_arg' \"* ) continue ;;\n\t    esac\n\t    ;;\n\t  -* ) ac_must_keep_next=true ;;\n\tesac\n      fi\n      as_fn_append ac_configure_args \" '$ac_arg'\"\n      ;;\n    esac\n  done\ndone\n{ ac_configure_args0=; unset ac_configure_args0;}\n{ ac_configure_args1=; unset ac_configure_args1;}\n\n# When interrupted or exit'd, cleanup temporary files, and complete\n# config.log.  We remove comments because anyway the quotes in there\n# would cause problems or look ugly.\n# WARNING: Use '\\'' to represent an apostrophe within the trap.\n# WARNING: Do not start the trap code with a newline, due to a FreeBSD 4.0 bug.\ntrap 'exit_status=$?\n  # Sanitize IFS.\n  IFS=\" \"\"\t$as_nl\"\n  # Save into config.log some information that might help in debugging.\n  {\n    echo\n\n    printf \"%s\\n\" \"## ---------------- ##\n## Cache variables. ##\n## ---------------- ##\"\n    echo\n    # The following way of writing the cache mishandles newlines in values,\n(\n  for ac_var in `(set) 2>&1 | sed -n '\\''s/^\\([a-zA-Z_][a-zA-Z0-9_]*\\)=.*/\\1/p'\\''`; do\n    eval ac_val=\\$$ac_var\n    case $ac_val in #(\n    *${as_nl}*)\n      case $ac_var in #(\n      *_cv_*) { printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: WARNING: cache variable $ac_var contains a newline\" >&5\nprintf \"%s\\n\" \"$as_me: WARNING: cache variable $ac_var contains a newline\" >&2;} ;;\n      esac\n      case $ac_var in #(\n      _ | IFS | as_nl) ;; #(\n      BASH_ARGV | BASH_SOURCE) eval $ac_var= ;; #(\n      *) { eval $ac_var=; unset $ac_var;} ;;\n      esac ;;\n    esac\n  done\n  (set) 2>&1 |\n    case $as_nl`(ac_space='\\'' '\\''; set) 2>&1` in #(\n    *${as_nl}ac_space=\\ *)\n      sed -n \\\n\t\"s/'\\''/'\\''\\\\\\\\'\\'''\\''/g;\n\t  s/^\\\\([_$as_cr_alnum]*_cv_[_$as_cr_alnum]*\\\\)=\\\\(.*\\\\)/\\\\1='\\''\\\\2'\\''/p\"\n      ;; #(\n    *)\n      sed -n \"/^[_$as_cr_alnum]*_cv_[_$as_cr_alnum]*=/p\"\n      ;;\n    esac |\n    sort\n)\n    echo\n\n    printf \"%s\\n\" \"## ----------------- ##\n## Output variables. ##\n## ----------------- ##\"\n    echo\n    for ac_var in $ac_subst_vars\n    do\n      eval ac_val=\\$$ac_var\n      case $ac_val in\n      *\\'\\''*) ac_val=`printf \"%s\\n\" \"$ac_val\" | sed \"s/'\\''/'\\''\\\\\\\\\\\\\\\\'\\'''\\''/g\"`;;\n      esac\n      printf \"%s\\n\" \"$ac_var='\\''$ac_val'\\''\"\n    done | sort\n    echo\n\n    if test -n \"$ac_subst_files\"; then\n      printf \"%s\\n\" \"## ------------------- ##\n## File substitutions. ##\n## ------------------- ##\"\n      echo\n      for ac_var in $ac_subst_files\n      do\n\teval ac_val=\\$$ac_var\n\tcase $ac_val in\n\t*\\'\\''*) ac_val=`printf \"%s\\n\" \"$ac_val\" | sed \"s/'\\''/'\\''\\\\\\\\\\\\\\\\'\\'''\\''/g\"`;;\n\tesac\n\tprintf \"%s\\n\" \"$ac_var='\\''$ac_val'\\''\"\n      done | sort\n      echo\n    fi\n\n    if test -s confdefs.h; then\n      printf \"%s\\n\" \"## ----------- ##\n## confdefs.h. ##\n## ----------- ##\"\n      echo\n      cat confdefs.h\n      echo\n    fi\n    test \"$ac_signal\" != 0 &&\n      printf \"%s\\n\" \"$as_me: caught signal $ac_signal\"\n    printf \"%s\\n\" \"$as_me: exit $exit_status\"\n  } >&5\n  rm -f core *.core core.conftest.* &&\n    rm -f -r conftest* confdefs* conf$$* $ac_clean_files &&\n    exit $exit_status\n' 0\nfor ac_signal in 1 2 13 15; do\n  trap 'ac_signal='$ac_signal'; as_fn_exit 1' $ac_signal\ndone\nac_signal=0\n\n# confdefs.h avoids OS command line length limits that DEFS can exceed.\nrm -f -r conftest* confdefs.h\n\nprintf \"%s\\n\" \"/* confdefs.h */\" > confdefs.h\n\n# Predefined preprocessor variables.\n\nprintf \"%s\\n\" \"#define PACKAGE_NAME \\\"$PACKAGE_NAME\\\"\" >>confdefs.h\n\nprintf \"%s\\n\" \"#define PACKAGE_TARNAME \\\"$PACKAGE_TARNAME\\\"\" >>confdefs.h\n\nprintf \"%s\\n\" \"#define PACKAGE_VERSION \\\"$PACKAGE_VERSION\\\"\" >>confdefs.h\n\nprintf \"%s\\n\" \"#define PACKAGE_STRING \\\"$PACKAGE_STRING\\\"\" >>confdefs.h\n\nprintf \"%s\\n\" \"#define PACKAGE_BUGREPORT \\\"$PACKAGE_BUGREPORT\\\"\" >>confdefs.h\n\nprintf \"%s\\n\" \"#define PACKAGE_URL \\\"$PACKAGE_URL\\\"\" >>confdefs.h\n\n\n# Let the site file select an alternate cache file if it wants to.\n# Prefer an explicitly selected file to automatically selected ones.\nif test -n \"$CONFIG_SITE\"; then\n  ac_site_files=\"$CONFIG_SITE\"\nelif test \"x$prefix\" != xNONE; then\n  ac_site_files=\"$prefix/share/config.site $prefix/etc/config.site\"\nelse\n  ac_site_files=\"$ac_default_prefix/share/config.site $ac_default_prefix/etc/config.site\"\nfi\n\nfor ac_site_file in $ac_site_files\ndo\n  case $ac_site_file in #(\n  */*) :\n     ;; #(\n  *) :\n    ac_site_file=./$ac_site_file ;;\nesac\n  if test -f \"$ac_site_file\" && test -r \"$ac_site_file\"; then\n    { printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: loading site script $ac_site_file\" >&5\nprintf \"%s\\n\" \"$as_me: loading site script $ac_site_file\" >&6;}\n    sed 's/^/| /' \"$ac_site_file\" >&5\n    . \"$ac_site_file\" \\\n      || { { printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: error: in \\`$ac_pwd':\" >&5\nprintf \"%s\\n\" \"$as_me: error: in \\`$ac_pwd':\" >&2;}\nas_fn_error $? \"failed to load site script $ac_site_file\nSee \\`config.log' for more details\" \"$LINENO\" 5; }\n  fi\ndone\n\nif test -r \"$cache_file\"; then\n  # Some versions of bash will fail to source /dev/null (special files\n  # actually), so we avoid doing that.  DJGPP emulates it as a regular file.\n  if test /dev/null != \"$cache_file\" && test -f \"$cache_file\"; then\n    { printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: loading cache $cache_file\" >&5\nprintf \"%s\\n\" \"$as_me: loading cache $cache_file\" >&6;}\n    case $cache_file in\n      [\\\\/]* | ?:[\\\\/]* ) . \"$cache_file\";;\n      *)                      . \"./$cache_file\";;\n    esac\n  fi\nelse\n  { printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: creating cache $cache_file\" >&5\nprintf \"%s\\n\" \"$as_me: creating cache $cache_file\" >&6;}\n  >$cache_file\nfi\n\n# Check that the precious variables saved in the cache have kept the same\n# value.\nac_cache_corrupted=false\nfor ac_var in $ac_precious_vars; do\n  eval ac_old_set=\\$ac_cv_env_${ac_var}_set\n  eval ac_new_set=\\$ac_env_${ac_var}_set\n  eval ac_old_val=\\$ac_cv_env_${ac_var}_value\n  eval ac_new_val=\\$ac_env_${ac_var}_value\n  case $ac_old_set,$ac_new_set in\n    set,)\n      { printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: error: \\`$ac_var' was set to \\`$ac_old_val' in the previous run\" >&5\nprintf \"%s\\n\" \"$as_me: error: \\`$ac_var' was set to \\`$ac_old_val' in the previous run\" >&2;}\n      ac_cache_corrupted=: ;;\n    ,set)\n      { printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: error: \\`$ac_var' was not set in the previous run\" >&5\nprintf \"%s\\n\" \"$as_me: error: \\`$ac_var' was not set in the previous run\" >&2;}\n      ac_cache_corrupted=: ;;\n    ,);;\n    *)\n      if test \"x$ac_old_val\" != \"x$ac_new_val\"; then\n\t# differences in whitespace do not lead to failure.\n\tac_old_val_w=`echo x $ac_old_val`\n\tac_new_val_w=`echo x $ac_new_val`\n\tif test \"$ac_old_val_w\" != \"$ac_new_val_w\"; then\n\t  { printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: error: \\`$ac_var' has changed since the previous run:\" >&5\nprintf \"%s\\n\" \"$as_me: error: \\`$ac_var' has changed since the previous run:\" >&2;}\n\t  ac_cache_corrupted=:\n\telse\n\t  { printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: warning: ignoring whitespace changes in \\`$ac_var' since the previous run:\" >&5\nprintf \"%s\\n\" \"$as_me: warning: ignoring whitespace changes in \\`$ac_var' since the previous run:\" >&2;}\n\t  eval $ac_var=\\$ac_old_val\n\tfi\n\t{ printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}:   former value:  \\`$ac_old_val'\" >&5\nprintf \"%s\\n\" \"$as_me:   former value:  \\`$ac_old_val'\" >&2;}\n\t{ printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}:   current value: \\`$ac_new_val'\" >&5\nprintf \"%s\\n\" \"$as_me:   current value: \\`$ac_new_val'\" >&2;}\n      fi;;\n  esac\n  # Pass precious variables to config.status.\n  if test \"$ac_new_set\" = set; then\n    case $ac_new_val in\n    *\\'*) ac_arg=$ac_var=`printf \"%s\\n\" \"$ac_new_val\" | sed \"s/'/'\\\\\\\\\\\\\\\\''/g\"` ;;\n    *) ac_arg=$ac_var=$ac_new_val ;;\n    esac\n    case \" $ac_configure_args \" in\n      *\" '$ac_arg' \"*) ;; # Avoid dups.  Use of quotes ensures accuracy.\n      *) as_fn_append ac_configure_args \" '$ac_arg'\" ;;\n    esac\n  fi\ndone\nif $ac_cache_corrupted; then\n  { printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: error: in \\`$ac_pwd':\" >&5\nprintf \"%s\\n\" \"$as_me: error: in \\`$ac_pwd':\" >&2;}\n  { printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: error: changes in the environment can compromise the build\" >&5\nprintf \"%s\\n\" \"$as_me: error: changes in the environment can compromise the build\" >&2;}\n  as_fn_error $? \"run \\`${MAKE-make} distclean' and/or \\`rm $cache_file'\n\t    and start over\" \"$LINENO\" 5\nfi\n## -------------------- ##\n## Main body of script. ##\n## -------------------- ##\n\nac_ext=c\nac_cpp='$CPP $CPPFLAGS'\nac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'\nac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'\nac_compiler_gnu=$ac_cv_c_compiler_gnu\n\n\n\n###########################\n# find compiler and flags #\n###########################\n\n{ printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: checking location of R\" >&5\nprintf %s \"checking location of R... \" >&6; }\n{ printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: result: ${R_HOME}\" >&5\nprintf \"%s\\n\" \"${R_HOME}\" >&6; }\n\n# set up CPP flags\n# find the compiler and compiler flags used by R.\n: ${R_HOME=`R HOME`}\nif test -z \"${R_HOME}\"; then\n    echo \"could not determine R_HOME\"\n    exit 1\nfi\nCXX17=`\"${R_HOME}/bin/R\" CMD config CXX17`\nCXX17STD=`\"${R_HOME}/bin/R\" CMD config CXX17STD`\nCXX=\"${CXX17} ${CXX17STD}\"\nCPPFLAGS=`\"${R_HOME}/bin/R\" CMD config CPPFLAGS`\nCXXFLAGS=`\"${R_HOME}/bin/R\" CMD config CXX17FLAGS`\nLDFLAGS=`\"${R_HOME}/bin/R\" CMD config LDFLAGS`\nac_ext=cpp\nac_cpp='$CXXCPP $CPPFLAGS'\nac_compile='$CXX -c $CXXFLAGS $CPPFLAGS conftest.$ac_ext >&5'\nac_link='$CXX -o conftest$ac_exeext $CXXFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'\nac_compiler_gnu=$ac_cv_cxx_compiler_gnu\n\n\n# LightGBM-specific flags\nLGB_CPPFLAGS=\"\"\n\n#########\n# Eigen #\n#########\n\nLGB_CPPFLAGS=\"${LGB_CPPFLAGS} -DEIGEN_MPL2_ONLY -DEIGEN_DONT_PARALLELIZE\"\n\n###############\n# MM_PREFETCH #\n###############\n\n{ printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: checking whether MM_PREFETCH works\" >&5\nprintf %s \"checking whether MM_PREFETCH works... \" >&6; }\nac_mmprefetch=no\ncat confdefs.h - <<_ACEOF >conftest.$ac_ext\n/* end confdefs.h.  */\n\n\n                #include <xmmintrin.h>\n\nint\nmain (void)\n{\n\n                int a = 0;\n                _mm_prefetch(&a, _MM_HINT_NTA);\n                return 0;\n\n\n  ;\n  return 0;\n}\n\n\n_ACEOF\n${CXX} ${CPPFLAGS} ${CXXFLAGS} -o conftest conftest.cpp 2>/dev/null && ./conftest && ac_mmprefetch=yes\n{ printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: result: ${ac_mmprefetch}\" >&5\nprintf \"%s\\n\" \"${ac_mmprefetch}\" >&6; }\nif test \"${ac_mmprefetch}\" = yes; then\n    LGB_CPPFLAGS=\"${LGB_CPPFLAGS} -DMM_PREFETCH=1\"\nfi\n\n############\n# MM_ALLOC #\n############\n\n{ printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: checking whether MM_MALLOC works\" >&5\nprintf %s \"checking whether MM_MALLOC works... \" >&6; }\nac_mm_malloc=no\ncat confdefs.h - <<_ACEOF >conftest.$ac_ext\n/* end confdefs.h.  */\n\n\n                #include <mm_malloc.h>\n\nint\nmain (void)\n{\n\n                char *a = (char*)_mm_malloc(8, 16);\n                _mm_free(a);\n                return 0;\n\n\n  ;\n  return 0;\n}\n\n\n_ACEOF\n${CXX} ${CPPFLAGS} ${CXXFLAGS} -o conftest conftest.cpp 2>/dev/null && ./conftest && ac_mm_malloc=yes\n{ printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: result: ${ac_mm_malloc}\" >&5\nprintf \"%s\\n\" \"${ac_mm_malloc}\" >&6; }\nif test \"${ac_mm_malloc}\" = yes; then\n    LGB_CPPFLAGS=\"${LGB_CPPFLAGS} -DMM_MALLOC=1\"\nfi\n\n##########\n# OpenMP #\n##########\n\nOPENMP_CXXFLAGS=\"\"\n\nif test `uname -s` = \"Linux\"\nthen\n    OPENMP_CXXFLAGS=\"\\$(SHLIB_OPENMP_CXXFLAGS)\"\nfi\n\nif test `uname -s` = \"Darwin\"\nthen\n    OPENMP_CXXFLAGS='-Xclang -fopenmp'\n    OPENMP_LIB='-lomp'\n\n    # libomp 15.0+ from brew is keg-only (i.e. not symlinked into the standard paths search by the linker),\n    # so need to search in other locations.\n    # See https://github.com/Homebrew/homebrew-core/issues/112107#issuecomment-1278042927.\n    #\n    # If Homebrew is found and libomp was installed with it, this code adds the necessary\n    # flags for the compiler to find libomp headers and for the linker to find libomp.dylib.\n    HOMEBREW_LIBOMP_PREFIX=\"\"\n    if command -v brew >/dev/null 2>&1; then\n        ac_brew_openmp=no\n        { printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: checking whether OpenMP was installed via Homebrew\" >&5\nprintf %s \"checking whether OpenMP was installed via Homebrew... \" >&6; }\n        brew --prefix libomp >/dev/null 2>&1 && ac_brew_openmp=yes\n        { printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: result: ${ac_brew_openmp}\" >&5\nprintf \"%s\\n\" \"${ac_brew_openmp}\" >&6; }\n        if test \"${ac_brew_openmp}\" = yes; then\n            HOMEBREW_LIBOMP_PREFIX=`brew --prefix libomp`\n            OPENMP_CXXFLAGS=\"${OPENMP_CXXFLAGS} -I${HOMEBREW_LIBOMP_PREFIX}/include\"\n            OPENMP_LIB=\"${OPENMP_LIB} -L${HOMEBREW_LIBOMP_PREFIX}/lib\"\n        fi\n    fi\n    ac_pkg_openmp=no\n    { printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: checking whether OpenMP will work in a package\" >&5\nprintf %s \"checking whether OpenMP will work in a package... \" >&6; }\n    cat confdefs.h - <<_ACEOF >conftest.$ac_ext\n/* end confdefs.h.  */\n\n\n                    #include <omp.h>\n\nint\nmain (void)\n{\n\n                    return (omp_get_max_threads() <= 1);\n\n\n  ;\n  return 0;\n}\n\n\n_ACEOF\n    ${CXX} ${CPPFLAGS} ${CXXFLAGS} ${LDFLAGS} ${OPENMP_CXXFLAGS} ${OPENMP_LIB} -o conftest conftest.cpp 2>/dev/null && ./conftest && ac_pkg_openmp=yes\n\n    # -Xclang is not portable (it is clang-specific)\n    # if compilation above failed, try without that flag\n    if test \"${ac_pkg_openmp}\" = no; then\n        if test -f \"./conftest\"; then\n            rm ./conftest\n        fi\n        OPENMP_CXXFLAGS=\"-fopenmp\"\n        ${CXX} ${CPPFLAGS} ${CXXFLAGS} ${LDFLAGS} ${OPENMP_CXXFLAGS} ${OPENMP_LIB} -o conftest conftest.cpp 2>/dev/null && ./conftest && ac_pkg_openmp=yes\n    fi\n\n    { printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: result: ${ac_pkg_openmp}\" >&5\nprintf \"%s\\n\" \"${ac_pkg_openmp}\" >&6; }\n    if test \"${ac_pkg_openmp}\" = no; then\n        OPENMP_CXXFLAGS=''\n        OPENMP_LIB=''\n        echo '***********************************************************************************************'\n        echo ' OpenMP is unavailable on this macOS system. LightGBM code will run single-threaded as a result.'\n        echo ' To use all CPU cores for training jobs, you should install OpenMP by running'\n        echo ''\n        echo '     brew install libomp'\n        echo '***********************************************************************************************'\n    fi\nfi\n\n# substitute variables from this script into Makevars.in\n\n\n\nac_config_files=\"$ac_config_files src/Makevars\"\n\n\n# write out Autoconf output\ncat >confcache <<\\_ACEOF\n# This file is a shell script that caches the results of configure\n# tests run on this system so they can be shared between configure\n# scripts and configure runs, see configure's option --config-cache.\n# It is not useful on other systems.  If it contains results you don't\n# want to keep, you may remove or edit it.\n#\n# config.status only pays attention to the cache file if you give it\n# the --recheck option to rerun configure.\n#\n# `ac_cv_env_foo' variables (set or unset) will be overridden when\n# loading this file, other *unset* `ac_cv_foo' will be assigned the\n# following values.\n\n_ACEOF\n\n# The following way of writing the cache mishandles newlines in values,\n# but we know of no workaround that is simple, portable, and efficient.\n# So, we kill variables containing newlines.\n# Ultrix sh set writes to stderr and can't be redirected directly,\n# and sets the high bit in the cache file unless we assign to the vars.\n(\n  for ac_var in `(set) 2>&1 | sed -n 's/^\\([a-zA-Z_][a-zA-Z0-9_]*\\)=.*/\\1/p'`; do\n    eval ac_val=\\$$ac_var\n    case $ac_val in #(\n    *${as_nl}*)\n      case $ac_var in #(\n      *_cv_*) { printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: WARNING: cache variable $ac_var contains a newline\" >&5\nprintf \"%s\\n\" \"$as_me: WARNING: cache variable $ac_var contains a newline\" >&2;} ;;\n      esac\n      case $ac_var in #(\n      _ | IFS | as_nl) ;; #(\n      BASH_ARGV | BASH_SOURCE) eval $ac_var= ;; #(\n      *) { eval $ac_var=; unset $ac_var;} ;;\n      esac ;;\n    esac\n  done\n\n  (set) 2>&1 |\n    case $as_nl`(ac_space=' '; set) 2>&1` in #(\n    *${as_nl}ac_space=\\ *)\n      # `set' does not quote correctly, so add quotes: double-quote\n      # substitution turns \\\\\\\\ into \\\\, and sed turns \\\\ into \\.\n      sed -n \\\n\t\"s/'/'\\\\\\\\''/g;\n\t  s/^\\\\([_$as_cr_alnum]*_cv_[_$as_cr_alnum]*\\\\)=\\\\(.*\\\\)/\\\\1='\\\\2'/p\"\n      ;; #(\n    *)\n      # `set' quotes correctly as required by POSIX, so do not add quotes.\n      sed -n \"/^[_$as_cr_alnum]*_cv_[_$as_cr_alnum]*=/p\"\n      ;;\n    esac |\n    sort\n) |\n  sed '\n     /^ac_cv_env_/b end\n     t clear\n     :clear\n     s/^\\([^=]*\\)=\\(.*[{}].*\\)$/test ${\\1+y} || &/\n     t end\n     s/^\\([^=]*\\)=\\(.*\\)$/\\1=${\\1=\\2}/\n     :end' >>confcache\nif diff \"$cache_file\" confcache >/dev/null 2>&1; then :; else\n  if test -w \"$cache_file\"; then\n    if test \"x$cache_file\" != \"x/dev/null\"; then\n      { printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: updating cache $cache_file\" >&5\nprintf \"%s\\n\" \"$as_me: updating cache $cache_file\" >&6;}\n      if test ! -f \"$cache_file\" || test -h \"$cache_file\"; then\n\tcat confcache >\"$cache_file\"\n      else\n        case $cache_file in #(\n        */* | ?:*)\n\t  mv -f confcache \"$cache_file\"$$ &&\n\t  mv -f \"$cache_file\"$$ \"$cache_file\" ;; #(\n        *)\n\t  mv -f confcache \"$cache_file\" ;;\n\tesac\n      fi\n    fi\n  else\n    { printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: not updating unwritable cache $cache_file\" >&5\nprintf \"%s\\n\" \"$as_me: not updating unwritable cache $cache_file\" >&6;}\n  fi\nfi\nrm -f confcache\n\ntest \"x$prefix\" = xNONE && prefix=$ac_default_prefix\n# Let make expand exec_prefix.\ntest \"x$exec_prefix\" = xNONE && exec_prefix='${prefix}'\n\n# Transform confdefs.h into DEFS.\n# Protect against shell expansion while executing Makefile rules.\n# Protect against Makefile macro expansion.\n#\n# If the first sed substitution is executed (which looks for macros that\n# take arguments), then branch to the quote section.  Otherwise,\n# look for a macro that doesn't take arguments.\nac_script='\n:mline\n/\\\\$/{\n N\n s,\\\\\\n,,\n b mline\n}\nt clear\n:clear\ns/^[\t ]*#[\t ]*define[\t ][\t ]*\\([^\t (][^\t (]*([^)]*)\\)[\t ]*\\(.*\\)/-D\\1=\\2/g\nt quote\ns/^[\t ]*#[\t ]*define[\t ][\t ]*\\([^\t ][^\t ]*\\)[\t ]*\\(.*\\)/-D\\1=\\2/g\nt quote\nb any\n:quote\ns/[\t `~#$^&*(){}\\\\|;'\\''\"<>?]/\\\\&/g\ns/\\[/\\\\&/g\ns/\\]/\\\\&/g\ns/\\$/$$/g\nH\n:any\n${\n\tg\n\ts/^\\n//\n\ts/\\n/ /g\n\tp\n}\n'\nDEFS=`sed -n \"$ac_script\" confdefs.h`\n\n\nac_libobjs=\nac_ltlibobjs=\nU=\nfor ac_i in : $LIBOBJS; do test \"x$ac_i\" = x: && continue\n  # 1. Remove the extension, and $U if already installed.\n  ac_script='s/\\$U\\././;s/\\.o$//;s/\\.obj$//'\n  ac_i=`printf \"%s\\n\" \"$ac_i\" | sed \"$ac_script\"`\n  # 2. Prepend LIBOBJDIR.  When used with automake>=1.10 LIBOBJDIR\n  #    will be set to the directory where LIBOBJS objects are built.\n  as_fn_append ac_libobjs \" \\${LIBOBJDIR}$ac_i\\$U.$ac_objext\"\n  as_fn_append ac_ltlibobjs \" \\${LIBOBJDIR}$ac_i\"'$U.lo'\ndone\nLIBOBJS=$ac_libobjs\n\nLTLIBOBJS=$ac_ltlibobjs\n\n\n\n: \"${CONFIG_STATUS=./config.status}\"\nac_write_fail=0\nac_clean_files_save=$ac_clean_files\nac_clean_files=\"$ac_clean_files $CONFIG_STATUS\"\n{ printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: creating $CONFIG_STATUS\" >&5\nprintf \"%s\\n\" \"$as_me: creating $CONFIG_STATUS\" >&6;}\nas_write_fail=0\ncat >$CONFIG_STATUS <<_ASEOF || as_write_fail=1\n#! $SHELL\n# Generated by $as_me.\n# Run this file to recreate the current configuration.\n# Compiler output produced by configure, useful for debugging\n# configure, is in config.log if it exists.\n\ndebug=false\nac_cs_recheck=false\nac_cs_silent=false\n\nSHELL=\\${CONFIG_SHELL-$SHELL}\nexport SHELL\n_ASEOF\ncat >>$CONFIG_STATUS <<\\_ASEOF || as_write_fail=1\n## -------------------- ##\n## M4sh Initialization. ##\n## -------------------- ##\n\n# Be more Bourne compatible\nDUALCASE=1; export DUALCASE # for MKS sh\nas_nop=:\nif test ${ZSH_VERSION+y} && (emulate sh) >/dev/null 2>&1\nthen :\n  emulate sh\n  NULLCMD=:\n  # Pre-4.2 versions of Zsh do word splitting on ${1+\"$@\"}, which\n  # is contrary to our usage.  Disable this feature.\n  alias -g '${1+\"$@\"}'='\"$@\"'\n  setopt NO_GLOB_SUBST\nelse $as_nop\n  case `(set -o) 2>/dev/null` in #(\n  *posix*) :\n    set -o posix ;; #(\n  *) :\n     ;;\nesac\nfi\n\n\n\n# Reset variables that may have inherited troublesome values from\n# the environment.\n\n# IFS needs to be set, to space, tab, and newline, in precisely that order.\n# (If _AS_PATH_WALK were called with IFS unset, it would have the\n# side effect of setting IFS to empty, thus disabling word splitting.)\n# Quoting is to prevent editors from complaining about space-tab.\nas_nl='\n'\nexport as_nl\nIFS=\" \"\"\t$as_nl\"\n\nPS1='$ '\nPS2='> '\nPS4='+ '\n\n# Ensure predictable behavior from utilities with locale-dependent output.\nLC_ALL=C\nexport LC_ALL\nLANGUAGE=C\nexport LANGUAGE\n\n# We cannot yet rely on \"unset\" to work, but we need these variables\n# to be unset--not just set to an empty or harmless value--now, to\n# avoid bugs in old shells (e.g. pre-3.0 UWIN ksh).  This construct\n# also avoids known problems related to \"unset\" and subshell syntax\n# in other old shells (e.g. bash 2.01 and pdksh 5.2.14).\nfor as_var in BASH_ENV ENV MAIL MAILPATH CDPATH\ndo eval test \\${$as_var+y} \\\n  && ( (unset $as_var) || exit 1) >/dev/null 2>&1 && unset $as_var || :\ndone\n\n# Ensure that fds 0, 1, and 2 are open.\nif (exec 3>&0) 2>/dev/null; then :; else exec 0</dev/null; fi\nif (exec 3>&1) 2>/dev/null; then :; else exec 1>/dev/null; fi\nif (exec 3>&2)            ; then :; else exec 2>/dev/null; fi\n\n# The user is always right.\nif ${PATH_SEPARATOR+false} :; then\n  PATH_SEPARATOR=:\n  (PATH='/bin;/bin'; FPATH=$PATH; sh -c :) >/dev/null 2>&1 && {\n    (PATH='/bin:/bin'; FPATH=$PATH; sh -c :) >/dev/null 2>&1 ||\n      PATH_SEPARATOR=';'\n  }\nfi\n\n\n# Find who we are.  Look in the path if we contain no directory separator.\nas_myself=\ncase $0 in #((\n  *[\\\\/]* ) as_myself=$0 ;;\n  *) as_save_IFS=$IFS; IFS=$PATH_SEPARATOR\nfor as_dir in $PATH\ndo\n  IFS=$as_save_IFS\n  case $as_dir in #(((\n    '') as_dir=./ ;;\n    */) ;;\n    *) as_dir=$as_dir/ ;;\n  esac\n    test -r \"$as_dir$0\" && as_myself=$as_dir$0 && break\n  done\nIFS=$as_save_IFS\n\n     ;;\nesac\n# We did not find ourselves, most probably we were run as `sh COMMAND'\n# in which case we are not to be found in the path.\nif test \"x$as_myself\" = x; then\n  as_myself=$0\nfi\nif test ! -f \"$as_myself\"; then\n  printf \"%s\\n\" \"$as_myself: error: cannot find myself; rerun with an absolute file name\" >&2\n  exit 1\nfi\n\n\n\n# as_fn_error STATUS ERROR [LINENO LOG_FD]\n# ----------------------------------------\n# Output \"`basename $0`: error: ERROR\" to stderr. If LINENO and LOG_FD are\n# provided, also output the error to LOG_FD, referencing LINENO. Then exit the\n# script with STATUS, using 1 if that was 0.\nas_fn_error ()\n{\n  as_status=$1; test $as_status -eq 0 && as_status=1\n  if test \"$4\"; then\n    as_lineno=${as_lineno-\"$3\"} as_lineno_stack=as_lineno_stack=$as_lineno_stack\n    printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: error: $2\" >&$4\n  fi\n  printf \"%s\\n\" \"$as_me: error: $2\" >&2\n  as_fn_exit $as_status\n} # as_fn_error\n\n\n\n# as_fn_set_status STATUS\n# -----------------------\n# Set $? to STATUS, without forking.\nas_fn_set_status ()\n{\n  return $1\n} # as_fn_set_status\n\n# as_fn_exit STATUS\n# -----------------\n# Exit the shell with STATUS, even in a \"trap 0\" or \"set -e\" context.\nas_fn_exit ()\n{\n  set +e\n  as_fn_set_status $1\n  exit $1\n} # as_fn_exit\n\n# as_fn_unset VAR\n# ---------------\n# Portably unset VAR.\nas_fn_unset ()\n{\n  { eval $1=; unset $1;}\n}\nas_unset=as_fn_unset\n\n# as_fn_append VAR VALUE\n# ----------------------\n# Append the text in VALUE to the end of the definition contained in VAR. Take\n# advantage of any shell optimizations that allow amortized linear growth over\n# repeated appends, instead of the typical quadratic growth present in naive\n# implementations.\nif (eval \"as_var=1; as_var+=2; test x\\$as_var = x12\") 2>/dev/null\nthen :\n  eval 'as_fn_append ()\n  {\n    eval $1+=\\$2\n  }'\nelse $as_nop\n  as_fn_append ()\n  {\n    eval $1=\\$$1\\$2\n  }\nfi # as_fn_append\n\n# as_fn_arith ARG...\n# ------------------\n# Perform arithmetic evaluation on the ARGs, and store the result in the\n# global $as_val. Take advantage of shells that can avoid forks. The arguments\n# must be portable across $(()) and expr.\nif (eval \"test \\$(( 1 + 1 )) = 2\") 2>/dev/null\nthen :\n  eval 'as_fn_arith ()\n  {\n    as_val=$(( $* ))\n  }'\nelse $as_nop\n  as_fn_arith ()\n  {\n    as_val=`expr \"$@\" || test $? -eq 1`\n  }\nfi # as_fn_arith\n\n\nif expr a : '\\(a\\)' >/dev/null 2>&1 &&\n   test \"X`expr 00001 : '.*\\(...\\)'`\" = X001; then\n  as_expr=expr\nelse\n  as_expr=false\nfi\n\nif (basename -- /) >/dev/null 2>&1 && test \"X`basename -- / 2>&1`\" = \"X/\"; then\n  as_basename=basename\nelse\n  as_basename=false\nfi\n\nif (as_dir=`dirname -- /` && test \"X$as_dir\" = X/) >/dev/null 2>&1; then\n  as_dirname=dirname\nelse\n  as_dirname=false\nfi\n\nas_me=`$as_basename -- \"$0\" ||\n$as_expr X/\"$0\" : '.*/\\([^/][^/]*\\)/*$' \\| \\\n\t X\"$0\" : 'X\\(//\\)$' \\| \\\n\t X\"$0\" : 'X\\(/\\)' \\| . 2>/dev/null ||\nprintf \"%s\\n\" X/\"$0\" |\n    sed '/^.*\\/\\([^/][^/]*\\)\\/*$/{\n\t    s//\\1/\n\t    q\n\t  }\n\t  /^X\\/\\(\\/\\/\\)$/{\n\t    s//\\1/\n\t    q\n\t  }\n\t  /^X\\/\\(\\/\\).*/{\n\t    s//\\1/\n\t    q\n\t  }\n\t  s/.*/./; q'`\n\n# Avoid depending upon Character Ranges.\nas_cr_letters='abcdefghijklmnopqrstuvwxyz'\nas_cr_LETTERS='ABCDEFGHIJKLMNOPQRSTUVWXYZ'\nas_cr_Letters=$as_cr_letters$as_cr_LETTERS\nas_cr_digits='0123456789'\nas_cr_alnum=$as_cr_Letters$as_cr_digits\n\n\n# Determine whether it's possible to make 'echo' print without a newline.\n# These variables are no longer used directly by Autoconf, but are AC_SUBSTed\n# for compatibility with existing Makefiles.\nECHO_C= ECHO_N= ECHO_T=\ncase `echo -n x` in #(((((\n-n*)\n  case `echo 'xy\\c'` in\n  *c*) ECHO_T='\t';;\t# ECHO_T is single tab character.\n  xy)  ECHO_C='\\c';;\n  *)   echo `echo ksh88 bug on AIX 6.1` > /dev/null\n       ECHO_T='\t';;\n  esac;;\n*)\n  ECHO_N='-n';;\nesac\n\n# For backward compatibility with old third-party macros, we provide\n# the shell variables $as_echo and $as_echo_n.  New code should use\n# AS_ECHO([\"message\"]) and AS_ECHO_N([\"message\"]), respectively.\nas_echo='printf %s\\n'\nas_echo_n='printf %s'\n\nrm -f conf$$ conf$$.exe conf$$.file\nif test -d conf$$.dir; then\n  rm -f conf$$.dir/conf$$.file\nelse\n  rm -f conf$$.dir\n  mkdir conf$$.dir 2>/dev/null\nfi\nif (echo >conf$$.file) 2>/dev/null; then\n  if ln -s conf$$.file conf$$ 2>/dev/null; then\n    as_ln_s='ln -s'\n    # ... but there are two gotchas:\n    # 1) On MSYS, both `ln -s file dir' and `ln file dir' fail.\n    # 2) DJGPP < 2.04 has no symlinks; `ln -s' creates a wrapper executable.\n    # In both cases, we have to default to `cp -pR'.\n    ln -s conf$$.file conf$$.dir 2>/dev/null && test ! -f conf$$.exe ||\n      as_ln_s='cp -pR'\n  elif ln conf$$.file conf$$ 2>/dev/null; then\n    as_ln_s=ln\n  else\n    as_ln_s='cp -pR'\n  fi\nelse\n  as_ln_s='cp -pR'\nfi\nrm -f conf$$ conf$$.exe conf$$.dir/conf$$.file conf$$.file\nrmdir conf$$.dir 2>/dev/null\n\n\n# as_fn_mkdir_p\n# -------------\n# Create \"$as_dir\" as a directory, including parents if necessary.\nas_fn_mkdir_p ()\n{\n\n  case $as_dir in #(\n  -*) as_dir=./$as_dir;;\n  esac\n  test -d \"$as_dir\" || eval $as_mkdir_p || {\n    as_dirs=\n    while :; do\n      case $as_dir in #(\n      *\\'*) as_qdir=`printf \"%s\\n\" \"$as_dir\" | sed \"s/'/'\\\\\\\\\\\\\\\\''/g\"`;; #'(\n      *) as_qdir=$as_dir;;\n      esac\n      as_dirs=\"'$as_qdir' $as_dirs\"\n      as_dir=`$as_dirname -- \"$as_dir\" ||\n$as_expr X\"$as_dir\" : 'X\\(.*[^/]\\)//*[^/][^/]*/*$' \\| \\\n\t X\"$as_dir\" : 'X\\(//\\)[^/]' \\| \\\n\t X\"$as_dir\" : 'X\\(//\\)$' \\| \\\n\t X\"$as_dir\" : 'X\\(/\\)' \\| . 2>/dev/null ||\nprintf \"%s\\n\" X\"$as_dir\" |\n    sed '/^X\\(.*[^/]\\)\\/\\/*[^/][^/]*\\/*$/{\n\t    s//\\1/\n\t    q\n\t  }\n\t  /^X\\(\\/\\/\\)[^/].*/{\n\t    s//\\1/\n\t    q\n\t  }\n\t  /^X\\(\\/\\/\\)$/{\n\t    s//\\1/\n\t    q\n\t  }\n\t  /^X\\(\\/\\).*/{\n\t    s//\\1/\n\t    q\n\t  }\n\t  s/.*/./; q'`\n      test -d \"$as_dir\" && break\n    done\n    test -z \"$as_dirs\" || eval \"mkdir $as_dirs\"\n  } || test -d \"$as_dir\" || as_fn_error $? \"cannot create directory $as_dir\"\n\n\n} # as_fn_mkdir_p\nif mkdir -p . 2>/dev/null; then\n  as_mkdir_p='mkdir -p \"$as_dir\"'\nelse\n  test -d ./-p && rmdir ./-p\n  as_mkdir_p=false\nfi\n\n\n# as_fn_executable_p FILE\n# -----------------------\n# Test if FILE is an executable regular file.\nas_fn_executable_p ()\n{\n  test -f \"$1\" && test -x \"$1\"\n} # as_fn_executable_p\nas_test_x='test -x'\nas_executable_p=as_fn_executable_p\n\n# Sed expression to map a string onto a valid CPP name.\nas_tr_cpp=\"eval sed 'y%*$as_cr_letters%P$as_cr_LETTERS%;s%[^_$as_cr_alnum]%_%g'\"\n\n# Sed expression to map a string onto a valid variable name.\nas_tr_sh=\"eval sed 'y%*+%pp%;s%[^_$as_cr_alnum]%_%g'\"\n\n\nexec 6>&1\n## ----------------------------------- ##\n## Main body of $CONFIG_STATUS script. ##\n## ----------------------------------- ##\n_ASEOF\ntest $as_write_fail = 0 && chmod +x $CONFIG_STATUS || ac_write_fail=1\n\ncat >>$CONFIG_STATUS <<\\_ACEOF || ac_write_fail=1\n# Save the log message, to keep $0 and so on meaningful, and to\n# report actual input values of CONFIG_FILES etc. instead of their\n# values after options handling.\nac_log=\"\nThis file was extended by lightgbm $as_me 4.6.0.99, which was\ngenerated by GNU Autoconf 2.71.  Invocation command line was\n\n  CONFIG_FILES    = $CONFIG_FILES\n  CONFIG_HEADERS  = $CONFIG_HEADERS\n  CONFIG_LINKS    = $CONFIG_LINKS\n  CONFIG_COMMANDS = $CONFIG_COMMANDS\n  $ $0 $@\n\non `(hostname || uname -n) 2>/dev/null | sed 1q`\n\"\n\n_ACEOF\n\ncase $ac_config_files in *\"\n\"*) set x $ac_config_files; shift; ac_config_files=$*;;\nesac\n\n\n\ncat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1\n# Files that config.status was made for.\nconfig_files=\"$ac_config_files\"\n\n_ACEOF\n\ncat >>$CONFIG_STATUS <<\\_ACEOF || ac_write_fail=1\nac_cs_usage=\"\\\n\\`$as_me' instantiates files and other configuration actions\nfrom templates according to the current configuration.  Unless the files\nand actions are specified as TAGs, all are instantiated by default.\n\nUsage: $0 [OPTION]... [TAG]...\n\n  -h, --help       print this help, then exit\n  -V, --version    print version number and configuration settings, then exit\n      --config     print configuration, then exit\n  -q, --quiet, --silent\n                   do not print progress messages\n  -d, --debug      don't remove temporary files\n      --recheck    update $as_me by reconfiguring in the same conditions\n      --file=FILE[:TEMPLATE]\n                   instantiate the configuration file FILE\n\nConfiguration files:\n$config_files\n\nReport bugs to the package provider.\"\n\n_ACEOF\nac_cs_config=`printf \"%s\\n\" \"$ac_configure_args\" | sed \"$ac_safe_unquote\"`\nac_cs_config_escaped=`printf \"%s\\n\" \"$ac_cs_config\" | sed \"s/^ //; s/'/'\\\\\\\\\\\\\\\\''/g\"`\ncat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1\nac_cs_config='$ac_cs_config_escaped'\nac_cs_version=\"\\\\\nlightgbm config.status 4.6.0.99\nconfigured by $0, generated by GNU Autoconf 2.71,\n  with options \\\\\"\\$ac_cs_config\\\\\"\n\nCopyright (C) 2021 Free Software Foundation, Inc.\nThis config.status script is free software; the Free Software Foundation\ngives unlimited permission to copy, distribute and modify it.\"\n\nac_pwd='$ac_pwd'\nsrcdir='$srcdir'\ntest -n \"\\$AWK\" || AWK=awk\n_ACEOF\n\ncat >>$CONFIG_STATUS <<\\_ACEOF || ac_write_fail=1\n# The default lists apply if the user does not specify any file.\nac_need_defaults=:\nwhile test $# != 0\ndo\n  case $1 in\n  --*=?*)\n    ac_option=`expr \"X$1\" : 'X\\([^=]*\\)='`\n    ac_optarg=`expr \"X$1\" : 'X[^=]*=\\(.*\\)'`\n    ac_shift=:\n    ;;\n  --*=)\n    ac_option=`expr \"X$1\" : 'X\\([^=]*\\)='`\n    ac_optarg=\n    ac_shift=:\n    ;;\n  *)\n    ac_option=$1\n    ac_optarg=$2\n    ac_shift=shift\n    ;;\n  esac\n\n  case $ac_option in\n  # Handling of the options.\n  -recheck | --recheck | --rechec | --reche | --rech | --rec | --re | --r)\n    ac_cs_recheck=: ;;\n  --version | --versio | --versi | --vers | --ver | --ve | --v | -V )\n    printf \"%s\\n\" \"$ac_cs_version\"; exit ;;\n  --config | --confi | --conf | --con | --co | --c )\n    printf \"%s\\n\" \"$ac_cs_config\"; exit ;;\n  --debug | --debu | --deb | --de | --d | -d )\n    debug=: ;;\n  --file | --fil | --fi | --f )\n    $ac_shift\n    case $ac_optarg in\n    *\\'*) ac_optarg=`printf \"%s\\n\" \"$ac_optarg\" | sed \"s/'/'\\\\\\\\\\\\\\\\''/g\"` ;;\n    '') as_fn_error $? \"missing file argument\" ;;\n    esac\n    as_fn_append CONFIG_FILES \" '$ac_optarg'\"\n    ac_need_defaults=false;;\n  --he | --h |  --help | --hel | -h )\n    printf \"%s\\n\" \"$ac_cs_usage\"; exit ;;\n  -q | -quiet | --quiet | --quie | --qui | --qu | --q \\\n  | -silent | --silent | --silen | --sile | --sil | --si | --s)\n    ac_cs_silent=: ;;\n\n  # This is an error.\n  -*) as_fn_error $? \"unrecognized option: \\`$1'\nTry \\`$0 --help' for more information.\" ;;\n\n  *) as_fn_append ac_config_targets \" $1\"\n     ac_need_defaults=false ;;\n\n  esac\n  shift\ndone\n\nac_configure_extra_args=\n\nif $ac_cs_silent; then\n  exec 6>/dev/null\n  ac_configure_extra_args=\"$ac_configure_extra_args --silent\"\nfi\n\n_ACEOF\ncat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1\nif \\$ac_cs_recheck; then\n  set X $SHELL '$0' $ac_configure_args \\$ac_configure_extra_args --no-create --no-recursion\n  shift\n  \\printf \"%s\\n\" \"running CONFIG_SHELL=$SHELL \\$*\" >&6\n  CONFIG_SHELL='$SHELL'\n  export CONFIG_SHELL\n  exec \"\\$@\"\nfi\n\n_ACEOF\ncat >>$CONFIG_STATUS <<\\_ACEOF || ac_write_fail=1\nexec 5>>config.log\n{\n  echo\n  sed 'h;s/./-/g;s/^.../## /;s/...$/ ##/;p;x;p;x' <<_ASBOX\n## Running $as_me. ##\n_ASBOX\n  printf \"%s\\n\" \"$ac_log\"\n} >&5\n\n_ACEOF\ncat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1\n_ACEOF\n\ncat >>$CONFIG_STATUS <<\\_ACEOF || ac_write_fail=1\n\n# Handling of arguments.\nfor ac_config_target in $ac_config_targets\ndo\n  case $ac_config_target in\n    \"src/Makevars\") CONFIG_FILES=\"$CONFIG_FILES src/Makevars\" ;;\n\n  *) as_fn_error $? \"invalid argument: \\`$ac_config_target'\" \"$LINENO\" 5;;\n  esac\ndone\n\n\n# If the user did not use the arguments to specify the items to instantiate,\n# then the envvar interface is used.  Set only those that are not.\n# We use the long form for the default assignment because of an extremely\n# bizarre bug on SunOS 4.1.3.\nif $ac_need_defaults; then\n  test ${CONFIG_FILES+y} || CONFIG_FILES=$config_files\nfi\n\n# Have a temporary directory for convenience.  Make it in the build tree\n# simply because there is no reason against having it here, and in addition,\n# creating and moving files from /tmp can sometimes cause problems.\n# Hook for its removal unless debugging.\n# Note that there is a small window in which the directory will not be cleaned:\n# after its creation but before its name has been assigned to `$tmp'.\n$debug ||\n{\n  tmp= ac_tmp=\n  trap 'exit_status=$?\n  : \"${ac_tmp:=$tmp}\"\n  { test ! -d \"$ac_tmp\" || rm -fr \"$ac_tmp\"; } && exit $exit_status\n' 0\n  trap 'as_fn_exit 1' 1 2 13 15\n}\n# Create a (secure) tmp directory for tmp files.\n\n{\n  tmp=`(umask 077 && mktemp -d \"./confXXXXXX\") 2>/dev/null` &&\n  test -d \"$tmp\"\n}  ||\n{\n  tmp=./conf$$-$RANDOM\n  (umask 077 && mkdir \"$tmp\")\n} || as_fn_error $? \"cannot create a temporary directory in .\" \"$LINENO\" 5\nac_tmp=$tmp\n\n# Set up the scripts for CONFIG_FILES section.\n# No need to generate them if there are no CONFIG_FILES.\n# This happens for instance with `./config.status config.h'.\nif test -n \"$CONFIG_FILES\"; then\n\n\nac_cr=`echo X | tr X '\\015'`\n# On cygwin, bash can eat \\r inside `` if the user requested igncr.\n# But we know of no other shell where ac_cr would be empty at this\n# point, so we can use a bashism as a fallback.\nif test \"x$ac_cr\" = x; then\n  eval ac_cr=\\$\\'\\\\r\\'\nfi\nac_cs_awk_cr=`$AWK 'BEGIN { print \"a\\rb\" }' </dev/null 2>/dev/null`\nif test \"$ac_cs_awk_cr\" = \"a${ac_cr}b\"; then\n  ac_cs_awk_cr='\\\\r'\nelse\n  ac_cs_awk_cr=$ac_cr\nfi\n\necho 'BEGIN {' >\"$ac_tmp/subs1.awk\" &&\n_ACEOF\n\n\n{\n  echo \"cat >conf$$subs.awk <<_ACEOF\" &&\n  echo \"$ac_subst_vars\" | sed 's/.*/&!$&$ac_delim/' &&\n  echo \"_ACEOF\"\n} >conf$$subs.sh ||\n  as_fn_error $? \"could not make $CONFIG_STATUS\" \"$LINENO\" 5\nac_delim_num=`echo \"$ac_subst_vars\" | grep -c '^'`\nac_delim='%!_!# '\nfor ac_last_try in false false false false false :; do\n  . ./conf$$subs.sh ||\n    as_fn_error $? \"could not make $CONFIG_STATUS\" \"$LINENO\" 5\n\n  ac_delim_n=`sed -n \"s/.*$ac_delim\\$/X/p\" conf$$subs.awk | grep -c X`\n  if test $ac_delim_n = $ac_delim_num; then\n    break\n  elif $ac_last_try; then\n    as_fn_error $? \"could not make $CONFIG_STATUS\" \"$LINENO\" 5\n  else\n    ac_delim=\"$ac_delim!$ac_delim _$ac_delim!! \"\n  fi\ndone\nrm -f conf$$subs.sh\n\ncat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1\ncat >>\"\\$ac_tmp/subs1.awk\" <<\\\\_ACAWK &&\n_ACEOF\nsed -n '\nh\ns/^/S[\"/; s/!.*/\"]=/\np\ng\ns/^[^!]*!//\n:repl\nt repl\ns/'\"$ac_delim\"'$//\nt delim\n:nl\nh\ns/\\(.\\{148\\}\\)..*/\\1/\nt more1\ns/[\"\\\\]/\\\\&/g; s/^/\"/; s/$/\\\\n\"\\\\/\np\nn\nb repl\n:more1\ns/[\"\\\\]/\\\\&/g; s/^/\"/; s/$/\"\\\\/\np\ng\ns/.\\{148\\}//\nt nl\n:delim\nh\ns/\\(.\\{148\\}\\)..*/\\1/\nt more2\ns/[\"\\\\]/\\\\&/g; s/^/\"/; s/$/\"/\np\nb\n:more2\ns/[\"\\\\]/\\\\&/g; s/^/\"/; s/$/\"\\\\/\np\ng\ns/.\\{148\\}//\nt delim\n' <conf$$subs.awk | sed '\n/^[^\"\"]/{\n  N\n  s/\\n//\n}\n' >>$CONFIG_STATUS || ac_write_fail=1\nrm -f conf$$subs.awk\ncat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1\n_ACAWK\ncat >>\"\\$ac_tmp/subs1.awk\" <<_ACAWK &&\n  for (key in S) S_is_set[key] = 1\n  FS = \"\u0007\"\n\n}\n{\n  line = $ 0\n  nfields = split(line, field, \"@\")\n  substed = 0\n  len = length(field[1])\n  for (i = 2; i < nfields; i++) {\n    key = field[i]\n    keylen = length(key)\n    if (S_is_set[key]) {\n      value = S[key]\n      line = substr(line, 1, len) \"\" value \"\" substr(line, len + keylen + 3)\n      len += length(value) + length(field[++i])\n      substed = 1\n    } else\n      len += 1 + keylen\n  }\n\n  print line\n}\n\n_ACAWK\n_ACEOF\ncat >>$CONFIG_STATUS <<\\_ACEOF || ac_write_fail=1\nif sed \"s/$ac_cr//\" < /dev/null > /dev/null 2>&1; then\n  sed \"s/$ac_cr\\$//; s/$ac_cr/$ac_cs_awk_cr/g\"\nelse\n  cat\nfi < \"$ac_tmp/subs1.awk\" > \"$ac_tmp/subs.awk\" \\\n  || as_fn_error $? \"could not setup config files machinery\" \"$LINENO\" 5\n_ACEOF\n\n# VPATH may cause trouble with some makes, so we remove sole $(srcdir),\n# ${srcdir} and @srcdir@ entries from VPATH if srcdir is \".\", strip leading and\n# trailing colons and then remove the whole line if VPATH becomes empty\n# (actually we leave an empty line to preserve line numbers).\nif test \"x$srcdir\" = x.; then\n  ac_vpsub='/^[\t ]*VPATH[\t ]*=[\t ]*/{\nh\ns///\ns/^/:/\ns/[\t ]*$/:/\ns/:\\$(srcdir):/:/g\ns/:\\${srcdir}:/:/g\ns/:@srcdir@:/:/g\ns/^:*//\ns/:*$//\nx\ns/\\(=[\t ]*\\).*/\\1/\nG\ns/\\n//\ns/^[^=]*=[\t ]*$//\n}'\nfi\n\ncat >>$CONFIG_STATUS <<\\_ACEOF || ac_write_fail=1\nfi # test -n \"$CONFIG_FILES\"\n\n\neval set X \"  :F $CONFIG_FILES      \"\nshift\nfor ac_tag\ndo\n  case $ac_tag in\n  :[FHLC]) ac_mode=$ac_tag; continue;;\n  esac\n  case $ac_mode$ac_tag in\n  :[FHL]*:*);;\n  :L* | :C*:*) as_fn_error $? \"invalid tag \\`$ac_tag'\" \"$LINENO\" 5;;\n  :[FH]-) ac_tag=-:-;;\n  :[FH]*) ac_tag=$ac_tag:$ac_tag.in;;\n  esac\n  ac_save_IFS=$IFS\n  IFS=:\n  set x $ac_tag\n  IFS=$ac_save_IFS\n  shift\n  ac_file=$1\n  shift\n\n  case $ac_mode in\n  :L) ac_source=$1;;\n  :[FH])\n    ac_file_inputs=\n    for ac_f\n    do\n      case $ac_f in\n      -) ac_f=\"$ac_tmp/stdin\";;\n      *) # Look for the file first in the build tree, then in the source tree\n\t # (if the path is not absolute).  The absolute path cannot be DOS-style,\n\t # because $ac_f cannot contain `:'.\n\t test -f \"$ac_f\" ||\n\t   case $ac_f in\n\t   [\\\\/$]*) false;;\n\t   *) test -f \"$srcdir/$ac_f\" && ac_f=\"$srcdir/$ac_f\";;\n\t   esac ||\n\t   as_fn_error 1 \"cannot find input file: \\`$ac_f'\" \"$LINENO\" 5;;\n      esac\n      case $ac_f in *\\'*) ac_f=`printf \"%s\\n\" \"$ac_f\" | sed \"s/'/'\\\\\\\\\\\\\\\\''/g\"`;; esac\n      as_fn_append ac_file_inputs \" '$ac_f'\"\n    done\n\n    # Let's still pretend it is `configure' which instantiates (i.e., don't\n    # use $as_me), people would be surprised to read:\n    #    /* config.h.  Generated by config.status.  */\n    configure_input='Generated from '`\n\t  printf \"%s\\n\" \"$*\" | sed 's|^[^:]*/||;s|:[^:]*/|, |g'\n\t`' by configure.'\n    if test x\"$ac_file\" != x-; then\n      configure_input=\"$ac_file.  $configure_input\"\n      { printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: creating $ac_file\" >&5\nprintf \"%s\\n\" \"$as_me: creating $ac_file\" >&6;}\n    fi\n    # Neutralize special characters interpreted by sed in replacement strings.\n    case $configure_input in #(\n    *\\&* | *\\|* | *\\\\* )\n       ac_sed_conf_input=`printf \"%s\\n\" \"$configure_input\" |\n       sed 's/[\\\\\\\\&|]/\\\\\\\\&/g'`;; #(\n    *) ac_sed_conf_input=$configure_input;;\n    esac\n\n    case $ac_tag in\n    *:-:* | *:-) cat >\"$ac_tmp/stdin\" \\\n      || as_fn_error $? \"could not create $ac_file\" \"$LINENO\" 5 ;;\n    esac\n    ;;\n  esac\n\n  ac_dir=`$as_dirname -- \"$ac_file\" ||\n$as_expr X\"$ac_file\" : 'X\\(.*[^/]\\)//*[^/][^/]*/*$' \\| \\\n\t X\"$ac_file\" : 'X\\(//\\)[^/]' \\| \\\n\t X\"$ac_file\" : 'X\\(//\\)$' \\| \\\n\t X\"$ac_file\" : 'X\\(/\\)' \\| . 2>/dev/null ||\nprintf \"%s\\n\" X\"$ac_file\" |\n    sed '/^X\\(.*[^/]\\)\\/\\/*[^/][^/]*\\/*$/{\n\t    s//\\1/\n\t    q\n\t  }\n\t  /^X\\(\\/\\/\\)[^/].*/{\n\t    s//\\1/\n\t    q\n\t  }\n\t  /^X\\(\\/\\/\\)$/{\n\t    s//\\1/\n\t    q\n\t  }\n\t  /^X\\(\\/\\).*/{\n\t    s//\\1/\n\t    q\n\t  }\n\t  s/.*/./; q'`\n  as_dir=\"$ac_dir\"; as_fn_mkdir_p\n  ac_builddir=.\n\ncase \"$ac_dir\" in\n.) ac_dir_suffix= ac_top_builddir_sub=. ac_top_build_prefix= ;;\n*)\n  ac_dir_suffix=/`printf \"%s\\n\" \"$ac_dir\" | sed 's|^\\.[\\\\/]||'`\n  # A \"..\" for each directory in $ac_dir_suffix.\n  ac_top_builddir_sub=`printf \"%s\\n\" \"$ac_dir_suffix\" | sed 's|/[^\\\\/]*|/..|g;s|/||'`\n  case $ac_top_builddir_sub in\n  \"\") ac_top_builddir_sub=. ac_top_build_prefix= ;;\n  *)  ac_top_build_prefix=$ac_top_builddir_sub/ ;;\n  esac ;;\nesac\nac_abs_top_builddir=$ac_pwd\nac_abs_builddir=$ac_pwd$ac_dir_suffix\n# for backward compatibility:\nac_top_builddir=$ac_top_build_prefix\n\ncase $srcdir in\n  .)  # We are building in place.\n    ac_srcdir=.\n    ac_top_srcdir=$ac_top_builddir_sub\n    ac_abs_top_srcdir=$ac_pwd ;;\n  [\\\\/]* | ?:[\\\\/]* )  # Absolute name.\n    ac_srcdir=$srcdir$ac_dir_suffix;\n    ac_top_srcdir=$srcdir\n    ac_abs_top_srcdir=$srcdir ;;\n  *) # Relative name.\n    ac_srcdir=$ac_top_build_prefix$srcdir$ac_dir_suffix\n    ac_top_srcdir=$ac_top_build_prefix$srcdir\n    ac_abs_top_srcdir=$ac_pwd/$srcdir ;;\nesac\nac_abs_srcdir=$ac_abs_top_srcdir$ac_dir_suffix\n\n\n  case $ac_mode in\n  :F)\n  #\n  # CONFIG_FILE\n  #\n\n_ACEOF\n\ncat >>$CONFIG_STATUS <<\\_ACEOF || ac_write_fail=1\n# If the template does not know about datarootdir, expand it.\n# FIXME: This hack should be removed a few years after 2.60.\nac_datarootdir_hack=; ac_datarootdir_seen=\nac_sed_dataroot='\n/datarootdir/ {\n  p\n  q\n}\n/@datadir@/p\n/@docdir@/p\n/@infodir@/p\n/@localedir@/p\n/@mandir@/p'\ncase `eval \"sed -n \\\"\\$ac_sed_dataroot\\\" $ac_file_inputs\"` in\n*datarootdir*) ac_datarootdir_seen=yes;;\n*@datadir@*|*@docdir@*|*@infodir@*|*@localedir@*|*@mandir@*)\n  { printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: WARNING: $ac_file_inputs seems to ignore the --datarootdir setting\" >&5\nprintf \"%s\\n\" \"$as_me: WARNING: $ac_file_inputs seems to ignore the --datarootdir setting\" >&2;}\n_ACEOF\ncat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1\n  ac_datarootdir_hack='\n  s&@datadir@&$datadir&g\n  s&@docdir@&$docdir&g\n  s&@infodir@&$infodir&g\n  s&@localedir@&$localedir&g\n  s&@mandir@&$mandir&g\n  s&\\\\\\${datarootdir}&$datarootdir&g' ;;\nesac\n_ACEOF\n\n# Neutralize VPATH when `$srcdir' = `.'.\n# Shell code in configure.ac might set extrasub.\n# FIXME: do we really want to maintain this feature?\ncat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1\nac_sed_extra=\"$ac_vpsub\n$extrasub\n_ACEOF\ncat >>$CONFIG_STATUS <<\\_ACEOF || ac_write_fail=1\n:t\n/@[a-zA-Z_][a-zA-Z_0-9]*@/!b\ns|@configure_input@|$ac_sed_conf_input|;t t\ns&@top_builddir@&$ac_top_builddir_sub&;t t\ns&@top_build_prefix@&$ac_top_build_prefix&;t t\ns&@srcdir@&$ac_srcdir&;t t\ns&@abs_srcdir@&$ac_abs_srcdir&;t t\ns&@top_srcdir@&$ac_top_srcdir&;t t\ns&@abs_top_srcdir@&$ac_abs_top_srcdir&;t t\ns&@builddir@&$ac_builddir&;t t\ns&@abs_builddir@&$ac_abs_builddir&;t t\ns&@abs_top_builddir@&$ac_abs_top_builddir&;t t\n$ac_datarootdir_hack\n\"\neval sed \\\"\\$ac_sed_extra\\\" \"$ac_file_inputs\" | $AWK -f \"$ac_tmp/subs.awk\" \\\n  >$ac_tmp/out || as_fn_error $? \"could not create $ac_file\" \"$LINENO\" 5\n\ntest -z \"$ac_datarootdir_hack$ac_datarootdir_seen\" &&\n  { ac_out=`sed -n '/\\${datarootdir}/p' \"$ac_tmp/out\"`; test -n \"$ac_out\"; } &&\n  { ac_out=`sed -n '/^[\t ]*datarootdir[\t ]*:*=/p' \\\n      \"$ac_tmp/out\"`; test -z \"$ac_out\"; } &&\n  { printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: WARNING: $ac_file contains a reference to the variable \\`datarootdir'\nwhich seems to be undefined.  Please make sure it is defined\" >&5\nprintf \"%s\\n\" \"$as_me: WARNING: $ac_file contains a reference to the variable \\`datarootdir'\nwhich seems to be undefined.  Please make sure it is defined\" >&2;}\n\n  rm -f \"$ac_tmp/stdin\"\n  case $ac_file in\n  -) cat \"$ac_tmp/out\" && rm -f \"$ac_tmp/out\";;\n  *) rm -f \"$ac_file\" && mv \"$ac_tmp/out\" \"$ac_file\";;\n  esac \\\n  || as_fn_error $? \"could not create $ac_file\" \"$LINENO\" 5\n ;;\n\n\n\n  esac\n\ndone # for ac_tag\n\n\nas_fn_exit 0\n_ACEOF\nac_clean_files=$ac_clean_files_save\n\ntest $ac_write_fail = 0 ||\n  as_fn_error $? \"write failure creating $CONFIG_STATUS\" \"$LINENO\" 5\n\n\n# configure is writing to config.log, and then calls config.status.\n# config.status does its own redirection, appending to config.log.\n# Unfortunately, on DOS this fails, as config.log is still kept open\n# by configure, so config.status won't be able to write to it; its\n# output is simply discarded.  So we exec the FD to /dev/null,\n# effectively closing config.log, so it can be properly (re)opened and\n# appended to by config.status.  When coming back to configure, we\n# need to make the FD available again.\nif test \"$no_create\" != yes; then\n  ac_cs_success=:\n  ac_config_status_args=\n  test \"$silent\" = yes &&\n    ac_config_status_args=\"$ac_config_status_args --quiet\"\n  exec 5>/dev/null\n  $SHELL $CONFIG_STATUS $ac_config_status_args || ac_cs_success=false\n  exec 5>>config.log\n  # Use ||, not &&, to avoid exiting from the if with $? = 1, which\n  # would make configure fail if this is the last instruction.\n  $ac_cs_success || as_fn_exit 1\nfi\nif test -n \"$ac_unrecognized_opts\" && test \"$enable_option_checking\" != no; then\n  { printf \"%s\\n\" \"$as_me:${as_lineno-$LINENO}: WARNING: unrecognized options: $ac_unrecognized_opts\" >&5\nprintf \"%s\\n\" \"$as_me: WARNING: unrecognized options: $ac_unrecognized_opts\" >&2;}\nfi\n\n\n"
  },
  {
    "path": "R-package/configure.ac",
    "content": "### configure.ac                    -*- Autoconf -*-\n# Template used by Autoconf to generate 'configure' script. For more see:\n#   * https://unconj.ca/blog/an-autoconf-primer-for-r-package-authors.html\n#   * https://cran.r-project.org/doc/manuals/r-release/R-exts.html#Configure-and-cleanup\n\nAC_PREREQ(2.69)\nAC_INIT([lightgbm], [~~VERSION~~], [], [lightgbm], [])\n\n###########################\n# find compiler and flags #\n###########################\n\nAC_MSG_CHECKING([location of R])\nAC_MSG_RESULT([${R_HOME}])\n\n# set up CPP flags\n# find the compiler and compiler flags used by R.\n: ${R_HOME=`R HOME`}\nif test -z \"${R_HOME}\"; then\n    echo \"could not determine R_HOME\"\n    exit 1\nfi\nCXX17=`\"${R_HOME}/bin/R\" CMD config CXX17`\nCXX17STD=`\"${R_HOME}/bin/R\" CMD config CXX17STD`\nCXX=\"${CXX17} ${CXX17STD}\"\nCPPFLAGS=`\"${R_HOME}/bin/R\" CMD config CPPFLAGS`\nCXXFLAGS=`\"${R_HOME}/bin/R\" CMD config CXX17FLAGS`\nLDFLAGS=`\"${R_HOME}/bin/R\" CMD config LDFLAGS`\nAC_LANG(C++)\n\n# LightGBM-specific flags\nLGB_CPPFLAGS=\"\"\n\n#########\n# Eigen #\n#########\n\nLGB_CPPFLAGS=\"${LGB_CPPFLAGS} -DEIGEN_MPL2_ONLY -DEIGEN_DONT_PARALLELIZE\"\n\n###############\n# MM_PREFETCH #\n###############\n\nAC_MSG_CHECKING([whether MM_PREFETCH works])\nac_mmprefetch=no\nAC_LANG_CONFTEST(\n    [\n        AC_LANG_PROGRAM(\n            [[\n                #include <xmmintrin.h>\n            ]],\n            [[\n                int a = 0;\n                _mm_prefetch(&a, _MM_HINT_NTA);\n                return 0;\n            ]]\n        )\n    ]\n)\n${CXX} ${CPPFLAGS} ${CXXFLAGS} -o conftest conftest.cpp 2>/dev/null && ./conftest && ac_mmprefetch=yes\nAC_MSG_RESULT([${ac_mmprefetch}])\nif test \"${ac_mmprefetch}\" = yes; then\n    LGB_CPPFLAGS=\"${LGB_CPPFLAGS} -DMM_PREFETCH=1\"\nfi\n\n############\n# MM_ALLOC #\n############\n\nAC_MSG_CHECKING([whether MM_MALLOC works])\nac_mm_malloc=no\nAC_LANG_CONFTEST(\n    [\n        AC_LANG_PROGRAM(\n            [[\n                #include <mm_malloc.h>\n            ]],\n            [[\n                char *a = (char*)_mm_malloc(8, 16);\n                _mm_free(a);\n                return 0;\n            ]]\n        )\n    ]\n)\n${CXX} ${CPPFLAGS} ${CXXFLAGS} -o conftest conftest.cpp 2>/dev/null && ./conftest && ac_mm_malloc=yes\nAC_MSG_RESULT([${ac_mm_malloc}])\nif test \"${ac_mm_malloc}\" = yes; then\n    LGB_CPPFLAGS=\"${LGB_CPPFLAGS} -DMM_MALLOC=1\"\nfi\n\n##########\n# OpenMP #\n##########\n\nOPENMP_CXXFLAGS=\"\"\n\nif test `uname -s` = \"Linux\"\nthen\n    OPENMP_CXXFLAGS=\"\\$(SHLIB_OPENMP_CXXFLAGS)\"\nfi\n\nif test `uname -s` = \"Darwin\"\nthen\n    OPENMP_CXXFLAGS='-Xclang -fopenmp'\n    OPENMP_LIB='-lomp'\n\n    # libomp 15.0+ from brew is keg-only (i.e. not symlinked into the standard paths search by the linker),\n    # so need to search in other locations.\n    # See https://github.com/Homebrew/homebrew-core/issues/112107#issuecomment-1278042927.\n    #\n    # If Homebrew is found and libomp was installed with it, this code adds the necessary\n    # flags for the compiler to find libomp headers and for the linker to find libomp.dylib.\n    HOMEBREW_LIBOMP_PREFIX=\"\"\n    if command -v brew >/dev/null 2>&1; then\n        ac_brew_openmp=no\n        AC_MSG_CHECKING([whether OpenMP was installed via Homebrew])\n        brew --prefix libomp >/dev/null 2>&1 && ac_brew_openmp=yes\n        AC_MSG_RESULT([${ac_brew_openmp}])\n        if test \"${ac_brew_openmp}\" = yes; then\n            HOMEBREW_LIBOMP_PREFIX=`brew --prefix libomp`\n            OPENMP_CXXFLAGS=\"${OPENMP_CXXFLAGS} -I${HOMEBREW_LIBOMP_PREFIX}/include\"\n            OPENMP_LIB=\"${OPENMP_LIB} -L${HOMEBREW_LIBOMP_PREFIX}/lib\"\n        fi\n    fi\n    ac_pkg_openmp=no\n    AC_MSG_CHECKING([whether OpenMP will work in a package])\n    AC_LANG_CONFTEST(\n        [\n            AC_LANG_PROGRAM(\n                [[\n                    #include <omp.h>\n                ]],\n                [[\n                    return (omp_get_max_threads() <= 1);\n                ]]\n            )\n        ]\n    )\n    ${CXX} ${CPPFLAGS} ${CXXFLAGS} ${LDFLAGS} ${OPENMP_CXXFLAGS} ${OPENMP_LIB} -o conftest conftest.cpp 2>/dev/null && ./conftest && ac_pkg_openmp=yes\n\n    # -Xclang is not portable (it is clang-specific)\n    # if compilation above failed, try without that flag\n    if test \"${ac_pkg_openmp}\" = no; then\n        if test -f \"./conftest\"; then\n            rm ./conftest\n        fi\n        OPENMP_CXXFLAGS=\"-fopenmp\"\n        ${CXX} ${CPPFLAGS} ${CXXFLAGS} ${LDFLAGS} ${OPENMP_CXXFLAGS} ${OPENMP_LIB} -o conftest conftest.cpp 2>/dev/null && ./conftest && ac_pkg_openmp=yes\n    fi\n\n    AC_MSG_RESULT([${ac_pkg_openmp}])\n    if test \"${ac_pkg_openmp}\" = no; then\n        OPENMP_CXXFLAGS=''\n        OPENMP_LIB=''\n        echo '***********************************************************************************************'\n        echo ' OpenMP is unavailable on this macOS system. LightGBM code will run single-threaded as a result.'\n        echo ' To use all CPU cores for training jobs, you should install OpenMP by running'\n        echo ''\n        echo '     brew install libomp'\n        echo '***********************************************************************************************'\n    fi\nfi\n\n# substitute variables from this script into Makevars.in\nAC_SUBST(OPENMP_CXXFLAGS)\nAC_SUBST(OPENMP_LIB)\nAC_SUBST(LGB_CPPFLAGS)\nAC_CONFIG_FILES([src/Makevars])\n\n# write out Autoconf output\nAC_OUTPUT\n"
  },
  {
    "path": "R-package/configure.win",
    "content": "# Script used to generate `Makevars.win` from `Makevars.win.in`\n# on Windows\n\n###########################\n# find compiler and flags #\n###########################\n\nR_EXE=\"${R_HOME}/bin${R_ARCH_BIN}/R\"\n\nCXX17=`\"${R_EXE}\" CMD config CXX17`\nCXX17STD=`\"${R_EXE}\" CMD config CXX17STD`\nCXX=\"${CXX17} ${CXX17STD}\"\nCXXFLAGS=`\"${R_EXE}\" CMD config CXX17FLAGS`\nCPPFLAGS=`\"${R_EXE}\" CMD config CPPFLAGS`\n\n# LightGBM-specific flags\nLGB_CPPFLAGS=\"\"\n\n#########\n# Eigen #\n#########\n\nLGB_CPPFLAGS=\"${LGB_CPPFLAGS} -DEIGEN_MPL2_ONLY -DEIGEN_DONT_PARALLELIZE\"\n\n###############\n# MM_PREFETCH #\n###############\n\nac_mm_prefetch=\"no\"\n\ncat > conftest.cpp <<EOL\n#include <xmmintrin.h>\nint main() {\n  int a = 0;\n  _mm_prefetch(&a, _MM_HINT_NTA);\n  return 0;\n}\nEOL\n\n${CXX} ${CXXFLAGS} ${CPPFLAGS} -o conftest conftest.cpp 2>/dev/null && ./conftest && ac_mm_prefetch=\"yes\"\nrm -f ./conftest\nrm -f ./conftest.cpp\necho \"checking whether MM_PREFETCH works...${ac_mm_prefetch}\"\n\nif test \"${ac_mm_prefetch}\" = \"yes\";\nthen\n    LGB_CPPFLAGS=\"${LGB_CPPFLAGS} -DMM_PREFETCH=1\"\nfi\n\n############\n# MM_ALLOC #\n############\nac_mm_malloc=\"no\"\n\ncat > conftest.cpp <<EOL\n#include <mm_malloc.h>\nint main() {\n    char *a = (char*)_mm_malloc(8, 16);\n    _mm_free(a);\n    return 0;\n}\nEOL\n\n${CXX} ${CXXFLAGS} ${CPPFLAGS} -o conftest conftest.cpp 2>/dev/null && ./conftest && ac_mm_malloc=\"yes\"\nrm -f ./conftest\nrm -f ./conftest.cpp\necho \"checking whether MM_MALLOC works...${ac_mm_malloc}\"\n\nif test \"${ac_mm_malloc}\" = \"yes\";\nthen\n    LGB_CPPFLAGS=\"${LGB_CPPFLAGS} -DMM_MALLOC=1\"\nfi\n\n#############\n# INET_PTON #\n#############\n\nac_inet_pton=\"no\"\n\ncat > conftest.cpp <<EOL\n#include <ws2tcpip.h>\nint main() {\n  int (*fptr)(int, const char*, void*);\n  fptr = &inet_pton;\n  return 0;\n}\nEOL\n\n${CXX} ${CXXFLAGS} ${CPPFLAGS} -o conftest conftest.cpp 2>/dev/null && ./conftest && ac_inet_pton=\"yes\"\nrm -f ./conftest\nrm -f ./conftest.cpp\necho \"checking whether INET_PTON works...${ac_inet_pton}\"\n\nif test \"${ac_inet_pton}\" = \"yes\";\nthen\n    LGB_CPPFLAGS=\"${LGB_CPPFLAGS} -DWIN_HAS_INET_PTON=1\"\nfi\n\n# Generate Makevars.win from Makevars.win.in\nsed -e \\\n    \"s/@LGB_CPPFLAGS@/$LGB_CPPFLAGS/\" \\\n    < src/Makevars.win.in > src/Makevars.win\n"
  },
  {
    "path": "R-package/cran-comments.md",
    "content": "# CRAN Submission History\n\n## v4.6.0 - Submission 1 - (February 13, 2025)\n\n### CRAN response\n\nAccepted to CRAN\n\n### Maintainer Notes\n\nThis release fixed several issues reported by CRAN.\nBashisms in `configure`\n\n```text\npossible bashism in configure.ac line 63 (should be VAR=\"${VAR}foo\"):\n    LGB_CPPFLAGS+=\" -DMM_PREFETCH=1\"\npossible bashism in configure.ac line 89 (should be VAR=\"${VAR}foo\"):\n    LGB_CPPFLAGS+=\" -DMM_MALLOC=1\"\n```\n\nCompilation errors on GCC 15.\n\n```text\nio/json11.cpp:97:28: error: 'uint8_t' does not name a type\n   97 |     } else if (static_cast<uint8_t>(ch) == 0xe2 &&\n      |                            ^~~~~~~\nio/json11.cpp:97:28: note: 'uint8_t' is defined in header '<cstdint>'; this is probably fixable by adding '#include <cstdint>'\nio/json11.cpp:98:28: error: 'uint8_t' does not name a type\n   98 |                static_cast<uint8_t>(value[i + 1]) == 0x80 &&\n```\n\nThis release contains fixes for those issues.\n\n## v4.5.0 - Submission 1 - (July 25, 2024)\n\n### CRAN response\n\nAccepted to CRAN\n\n### Maintainer Notes\n\nThis release was a response to a request from CRAN.\nOn July 4, 2024, CRAN notified us that the following compiler warnings raised by `gcc` 14 needed to be fixed by August 3, 2024.\n\n```text\nResult: WARN\n  Found the following significant warnings:\n    io/dense_bin.hpp:617:27: warning: template-id not allowed for constructor in C++20 [-Wtemplate-id-cdtor]\n    io/multi_val_dense_bin.hpp:346:26: warning: template-id not allowed for constructor in C++20 [-Wtemplate-id-cdtor]\n    io/multi_val_sparse_bin.hpp:433:36: warning: template-id not allowed for constructor in C++20 [-Wtemplate-id-cdtor]\n    io/sparse_bin.hpp:785:19: warning: template-id not allowed for constructor in C++20 [-Wtemplate-id-cdtor]\n  See ‘/data/gannet/ripley/R/packages/tests-devel/lightgbm.Rcheck/00install.out’ for details.\n```\n\nThis release contains fixes for those issues.\n\n## v4.4.0 - Submission 1 - (June 14, 2024)\n\n### CRAN response\n\nAccepted to CRAN\n\n### Maintainer Notes\n\nThis was a standard release of `{lightgbm}`, not intended to fix any particular R-specific issues.\n\n## v4.3.0 - Submission 1 - (January 18, 2024)\n\n### CRAN response\n\nAccepted to CRAN\n\n### Maintainer Notes\n\nThis submission was put up in response to CRAN saying the package would be archived if the following\nwarning was not fixed within 14 days.\n\n```text\n/usr/local/clang-trunk/bin/../include/c++/v1/__fwd/string_view.h:22:41:\nwarning: 'char_traits<fmt::detail::char8_type>' is deprecated:\nchar_traits<T> for T not equal to char, wchar_t, char8_t, char16_t or char32_t is non-standard and is provided for a temporary period.\nIt will be removed in LLVM 19, so please migrate off of it. [-Wdeprecated-declarations]\n```\n\nSee https://github.com/lightgbm-org/LightGBM/issues/6264.\n\n## v4.2.0 - Submission 1 - (December 7, 2023)\n\n### CRAN response\n\nAccepted to CRAN\n\n### Maintainer Notes\n\nThis submission included many changes from the last 2 years, as well as fixes for a warning\nCRAN said could cause the package to be archived: https://github.com/lightgbm-org/LightGBM/issues/6221.\n\n## v4.1.0 - not submitted\n\nv4.1.0 was not submitted to CRAN, because https://github.com/lightgbm-org/LightGBM/issues/5987 had not been resolved.\n\n## v4.0.0 - Submission 2 - (July 19, 2023)\n\n### CRAN response\n\n> Dear maintainer,\n> package lightgbm_4.0.0.tar.gz does not pass the incoming checks automatically.\n\nThe logs linked from those messagges showed one issue remaining on Debian (0 on Windows).\n\n```text\n* checking examples ... [7s/4s] NOTE\nExamples with CPU time > 2.5 times elapsed time\n                    user system elapsed  ratio\nlgb.restore_handle 1.206  0.085   0.128 10.08\n```\n\n### Maintainer Notes\n\nChose to document the issue and need for a fix in https://github.com/lightgbm-org/LightGBM/issues/5987, but not resubmit,\nto avoid annoying CRAN maintainers.\n\n## v4.0.0 - Submission 1 - (July 16, 2023)\n\n### CRAN response\n\n> Dear maintainer,\n> package lightgbm_4.0.0.tar.gz does not pass the incoming checks automatically.\n\nThe logs linked from those messages showed the following issues from `R CMD check`.\n\n```text\n* checking S3 generic/method consistency ... NOTE\nMismatches for apparent methods not registered:\nmerge:\n  function(x, y, ...)\nmerge.eval.string:\n  function(env)\n\nformat:\n  function(x, ...)\nformat.eval.string:\n  function(eval_res, eval_err)\nSee section 'Registering S3 methods' in the 'Writing R Extensions'\nmanual.\n```\n\n```text\n* checking examples ... [8s/4s] NOTE\nExamples with CPU time > 2.5 times elapsed time\n                    user system elapsed ratio\nlgb.restore_handle 1.819  0.128   0.165  11.8\n```\n\n### Maintainer Notes\n\nAttempted to fix these with https://github.com/lightgbm-org/LightGBM/pull/5988 and resubmitted.\n\n## v3.3.5 - Submission 2 - (January 16, 2023)\n\n### CRAN response\n\n> Reason was\n>\n> Flavor: r-devel-windows-x86_64\n> Check: OOverall checktime, Result: NOTE\n>  Overall checktime 14 min > 10 min\n>\n> but the maintainer cannot do much to reduce this, so I triggered revdep checks now.\n> Please reply to the archival message in case the issue is not fixable easily.\n>\n> Best,\n> Uwe Ligges\n\n### Maintainer Notes\n\nThis was technically not a \"resubmission\".\nWe asked CRAN why the first v3.3.5 submission had been archived, and they responded with the response above... and then v3.3.5 passed all checks with no further work from LightGBM maintainers.\n\n## v3.3.5 - Submission 1 - (January 11, 2023)\n\n### CRAN response\n\nArchived without a response.\n\n### Maintainer Notes\n\nSubmitted with the following comment.\n\n> This submission contains {lightgbm} 3.3.5\n\n> Per CRAN's policies, I am submitting it on behalf of the project's maintainer (Yu Shi), with his permission.\n\n> This submission includes patches to address the following warnings observed on the fedora and debian CRAN checks.\n\n> Found the following significant warnings:\n>  io/json11.cpp:207:47: warning: unqualified call to 'std::move' [-Wunqualified-std-cast-call]\n> io/json11.cpp:216:51: warning: unqualified call to 'std::move' [-Wunqualified-std-cast-call]\n> io/json11.cpp:225:53: warning: unqualified call to 'std::move' [-Wunqualified-std-cast-call]\n> io/json11.cpp:268:60: warning: unqualified call to 'std::move' [-Wunqualified-std-cast-call]\n> io/json11.cpp:272:36: warning: unqualified call to 'std::move' [-Wunqualified-std-cast-call]\n> io/json11.cpp:276:37: warning: unqualified call to 'std::move' [-Wunqualified-std-cast-call]\n> io/json11.cpp:381:41: warning: unqualified call to 'std::move' [-Wunqualified-std-cast-call]\n> io/json11.cpp:150:39: warning: unqualified call to 'std::move' [-Wunqualified-std-cast-call]\n\nThank you very much for your time and consideration.\n\n## v3.3.4 - Submission 1 - (December 15, 2022)\n\n### CRAN response\n\nAccepted to CRAN\n\n### Maintainer Notes\n\nSubmitted with the following comment:\n\n> This submission contains {lightgbm} 3.3.4\n\n> Per CRAN's policies, I am submitting it on behalf of the project's maintainer (Yu Shi), with his permission.\n\n> This submission includes patches to address the following warnings observed on the fedora and debian CRAN checks.\n>\n> Compiled code should not call entry points which might terminate R nor write to stdout/stderr instead of to the console, nor use Fortran I/O nor system RNGs nor [v]sprintf.\n\n> Thank you very much for your time and consideration.\n\n## v3.3.3 - Submission 1 - (October 10, 2022)\n\n### CRAN response\n\nAccepted to CRAN\n\n### Maintainer Notes\n\nSubmitted with the following comment:\n\n> This submission contains {lightgbm} 3.3.3.\n\n> Per CRAN's policies, I am submitting on it on behalf of the project's maintainer (Yu Shi), with his permission (https://github.com/lightgbm-org/LightGBM/pull/5525).\n\n> This submission includes two patches:\n> * a change to testing to avoid a failed test related to non-ASCII strings on the `r-devel-linux-x86_64-debian-clang` check flavor (https://github.com/lightgbm-org/LightGBM/pull/5526)\n> * modifications to allow compatibility with the RTools42 build toolchain (https://github.com/lightgbm-org/LightGBM/pull/5503)\n\n> Thank you very much for your time and consideration.\n\n## v3.3.2 - Submission 1 - (January 7, 2022)\n\n### CRAN response\n\nAccepted to CRAN on January 14, 2022.\n\n### Maintainer Notes\n\nIn this submission, we uploaded a patch that CRAN stuff provided us via e-mail. The full text of the e-mail from CRAN:\n\n```text\nDear maintainers,\n\nThis concerns the CRAN packages\n\nCairo cepreader gpboost httpuv ipaddress lightgbm proj4 prophet\nRcppCWB RcppParallel RDieHarder re2 redux rgeolocate RGtk2 tth\nudunits2 unrtf\n\nmaintained by one of you:\n\nAndreas Blaette andreas.blaette@uni-due.de: RcppCWB\nDavid Hall david.hall.physics@gmail.com: ipaddress\nDirk Eddelbuettel edd@debian.org: RDieHarder\nFabio Sigrist fabiosigrist@gmail.com: gpboost\nFriedrich Leisch Friedrich.Leisch@R-project.org: tth\nGirish Palya girishji@gmail.com: re2\nJames Hiebert hiebert@uvic.ca: udunits2\nJari Oksanen jhoksane@gmail.com: cepreader\nKevin Ushey kevin@rstudio.com: RcppParallel\nORPHANED: RGtk2\nOs Keyes ironholds@gmail.com: rgeolocate\nRich FitzJohn rich.fitzjohn@gmail.com: redux\nSean Taylor sjtz@pm.me: prophet\nSimon Urbanek simon.urbanek@r-project.org: proj4\nSimon Urbanek Simon.Urbanek@r-project.org: Cairo\nWinston Chang winston@rstudio.com: httpuv\nYu Shi yushi2@microsoft.com: lightgbm\n\nyour packages need to be updated for R-devel/R 4.2 to work on Windows,\nfollowing the recent switch to UCRT and Rtools42.\n\nSorry for the group message, please feel free to respond individually\nregarding your package or ask specifically about what needs to be fixed.\n\nI've created patches for you, so please review them and fix your packages:\n\nhttps://nam06.safelinks.protection.outlook.com/?url=https%3A%2F%2Fsvn.r-project.org%2FR-dev-web%2Ftrunk%2FWindowsBuilds%2Fwinutf8%2Fucrt3%2Fr_packages%2Fpatches%2FCRAN%2F&amp;data=04%7C01%7Cyushi2%40microsoft.com%7C8e6c353d1a8842c81eeb08d9bef5d835%7C72f988bf86f141af91ab2d7cd011db47%7C1%7C0%7C637750786169848244%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C3000&amp;sdata=rFGf7Y4Dvo6g1kzV%2BeAJDLGm1TUtzQsLsavElTw6H1U%3D&amp;reserved=0\n\nYou can apply them as follows\n\ntar xfz package_1.0.0.tar.gz\n\nwget\nhttps://nam06.safelinks.protection.outlook.com/?url=https%3A%2F%2Fsvn.r-project.org%2FR-dev-web%2Ftrunk%2FWindowsBuilds%2Fwinutf8%2Fucrt3%2Fr_packages%2Fpatches%2FCRAN%2Fpackage.diff&amp;data=04%7C01%7Cyushi2%40microsoft.com%7C8e6c353d1a8842c81eeb08d9bef5d835%7C72f988bf86f141af91ab2d7cd011db47%7C1%7C0%7C637750786169848244%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C3000&amp;sdata=iyTjhoqvzj3IbQ8HGCZeh1IQl34FAGpIdVyZWkzNvO0%3D&amp;reserved=0\n\npatch --binary < package.diff\n\nThese patches are currently automatically applied by R-devel on Windows\nat installation time, which makes most of your packages pass their\nchecks (as OK or NOTE), but please check your results carefully and\ncarefully review the patches. Usually these changes were because of\nnewer GCC or newer MinGW in the toolchain, but some for other reasons,\nand some of them will definitely have to be improved so that the package\nkeeps building also for older versions of R using Rtools40. We have only\nbeen testing the patches with UCRT (and Rtools42) on Windows.\n\nFor more information, please see\n\nhttps://nam06.safelinks.protection.outlook.com/?url=https%3A%2F%2Fdeveloper.r-project.org%2FBlog%2Fpublic%2F2021%2F12%2F07%2Fupcoming-changes-in-r-4.2-on-windows%2F&amp;data=04%7C01%7Cyushi2%40microsoft.com%7C8e6c353d1a8842c81eeb08d9bef5d835%7C72f988bf86f141af91ab2d7cd011db47%7C1%7C0%7C637750786169848244%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C3000&amp;sdata=SY77zgtbDbHvTxTgPLOoe%2Fw5OZDhXvJoxpVOoEaKoYo%3D&amp;reserved=0\nhttps://nam06.safelinks.protection.outlook.com/?url=https%3A%2F%2Fdeveloper.r-project.org%2FWindowsBuilds%2Fwinutf8%2Fucrt3%2Fhowto.html&amp;data=04%7C01%7Cyushi2%40microsoft.com%7C8e6c353d1a8842c81eeb08d9bef5d835%7C72f988bf86f141af91ab2d7cd011db47%7C1%7C0%7C637750786169848244%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C3000&amp;sdata=dlVJ4nhQlmDPd56bHoVsWZuRfrUUorvOWxoUTmVDM%2Bg%3D&amp;reserved=0\n\nOnce you add your patches/fix the issues, your package will probably\nshow a warning during R CMD check (as patching would be attempted to be\napplied again). That's ok, at that point please let me know and I will\nremove my patch from the repository of automatically applied patches.\n\nIf you end up just applying the patch as is, there is probably no need\ntesting on your end, but you can do so using Winbuilder, r-hub, github\nactions (e.g. https://nam06.safelinks.protection.outlook.com/?url=https%3A%2F%2Fgithub.com%2Fkalibera%2Fucrt3&amp;data=04%7C01%7Cyushi2%40microsoft.com%7C8e6c353d1a8842c81eeb08d9bef5d835%7C72f988bf86f141af91ab2d7cd011db47%7C1%7C0%7C637750786169848244%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C3000&amp;sdata=msqoPzqDStlAUn%2Bb6gGevwFPD%2FaNL5dTxiNud2Sqzy8%3D&amp;reserved=0).\n\nIf you wanted to test locally on your Windows machine and do not have a\nUCRT version of R-devel yet, please uninstall your old version of\nR-devel, delete the old library used with that, install a new UCRT\nversion of R-devel , and install Rtools42. You can keep Rtools40\ninstalled if you need it with R 4.1 or earlier.\n\nCurrently, the new R-devel can be downloaded from\nhttps://nam06.safelinks.protection.outlook.com/?url=https%3A%2F%2Fwww.r-project.org%2Fnosvn%2Fwinutf8%2Fucrt3%2Fweb%2Frdevel.html&amp;data=04%7C01%7Cyushi2%40microsoft.com%7C8e6c353d1a8842c81eeb08d9bef5d835%7C72f988bf86f141af91ab2d7cd011db47%7C1%7C0%7C637750786169848244%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C3000&amp;sdata=0hCwONzLmcW0GIXNqiOZQEIuhNA%2BjHhQvXsofs8J98o%3D&amp;reserved=0\n\nAnd Rtools42 from\nhttps://nam06.safelinks.protection.outlook.com/?url=https%3A%2F%2Fwww.r-project.org%2Fnosvn%2Fwinutf8%2Fucrt3%2Fweb%2Frtools.html&amp;data=04%7C01%7Cyushi2%40microsoft.com%7C8e6c353d1a8842c81eeb08d9bef5d835%7C72f988bf86f141af91ab2d7cd011db47%7C1%7C0%7C637750786169848244%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C3000&amp;sdata=WLWLbOyQKbaYz8gkfKz2sqoGknjIOtl1aGAhUF%2Bpylg%3D&amp;reserved=0\n\nIf you end up testing locally, you can use R_INSTALL_TIME_PATCHES\nenvironment variable to disable the automated patching, see the \"howto\"\ndocument above. That way you could also see what the original issue was\ncausing.\n\nIf you wanted to find libraries to link for yourself, e.g. in a newer\nversion of your package, please look for \"Using findLinkingOrder with\nRtools42 (tiff package example)\" in the \"howto\" document above. I\ncreated the patches for you manually before we finished this script, so\nyou may be able to create a shorter version using it, but - it's\nprobably not worth the effort.\n\nIf you wanted to try in a virtual machine, but did not have a license,\nyou can use also an automated setup of a free trial VM from\nhttps://nam06.safelinks.protection.outlook.com/?url=https%3A%2F%2Fdeveloper.r-project.org%2FBlog%2Fpublic%2F2021%2F03%2F18%2Fvirtual-windows-machine-for-checking-r-packages&amp;data=04%7C01%7Cyushi2%40microsoft.com%7C8e6c353d1a8842c81eeb08d9bef5d835%7C72f988bf86f141af91ab2d7cd011db47%7C1%7C0%7C637750786169848244%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C3000&amp;sdata=aFFQYuC9CoBwBiLgZHi8N3yUnSiHu5Xtdqb2YBiMIHQ%3D&amp;reserved=0\n\n(but that needs a very good and un-metered network connection to install)\n\nPlease let us know if you have any questions.\n\nThanks,\nTomas & Uwe\n```\n\n## v3.3.1 - Submission 1 - (October 27, 2021)\n\n### CRAN response\n\nAccepted to CRAN on October 30, 2021.\n\nCRAN completed its checks and preparation of binaries on November 6, 2021.\n\n### Maintainer Notes\n\nSubmitted v3.3.1 to CRAN, with the following fixes for the issues that caused CRAN to reject v3.3.0 and archive the package:\n\n* https://github.com/lightgbm-org/LightGBM/pull/4673\n* https://github.com/lightgbm-org/LightGBM/pull/4714\n\nSubmitted with the following comment:\n\n> This submission contains {lightgbm} 3.3.1.\n> Per CRAN's policies, I am submitting on it on behalf of the project's maintainer (Yu Shi), with his permission (https://github.com/lightgbm-org/LightGBM/pull/4715#issuecomment-952537783).\n\n> {lightgbm} was removed from CRAN on October 25, 2021 due to issues detected in the gcc-ASAN and clang-ASAN checks. To the best of our knowledge, we believe this release fixes those issues. We have introduced automated testing that we believe faithfully reproduces CRAN's tests with sanitizers (https://github.com/lightgbm-org/LightGBM/pull/4678).\n\n> Thank you very much for your time and consideration.\n\nProgress on the submission was tracked in https://github.com/lightgbm-org/LightGBM/issues/4713.\n\n## v3.3.0 - Submission 1 - (October 8, 2021)\n\n### CRAN response\n\n`{lightgbm}` was removed from CRAN entirely on October 25, 2021.\n\nOn October 12, 2021, maintainers received the following message from CRAN (ripley@stats.ox.ac.uk):\n\n> Dear maintainer,\n\n> Please see the problems shown on https://cran.r-project.org/web/checks/check_results_lightgbm.html\n\n> Please correct before 2021-10-25 to safely retain your package on CRAN.\n\n> Do remember to look at the 'Additional issues'.\n\n> The CRAN Team\n\nWe failed to produce a new submission prior to that date, so the package was removed entirely.\n\nSee https://github.com/lightgbm-org/LightGBM/issues/4713 for additional background and links explaining the specific failed CRAN checks.\n\n### Maintainer Notes\n\nIn this submission, we attempted to switch the maintainer of the package (in the CRAN official sense) from Guolin Ke to Yu Shi.\nDid this by adding a note in the CRAN submission web form explaining Guolin's departure from Microsoft.\n\n## v3.2.1 - Submission 1 - (April 12, 2021)\n\n### CRAN response\n\nAccepted to CRAN.\n\n### Maintainer Notes\n\n## v3.2.0 - Submission 1 - (March 22, 2021)\n\n### CRAN response\n\nPackage is failing checks in the `r-devel-linux-x86_64-debian-clang` environment (described [here](https://cran.r-project.org/web/checks/check_flavors.html#r-devel-linux-x86_64-debian-clang)). Specifically, one unit test on the use of non-ASCII feature names in `Booster$dump_model()` fails.\n\n> Apparently your package fails its checks in a strict Latin-1* locale,\ne.g. under Linux using LANG=en_US.iso88591 (see the debian-clang\nresults).\n\n> Please correct before 2021-04-21 to safely retain your package on CRAN.\n\n### Maintainer Notes\n\nSubmitted a version 3.2.1 to correct the errors noted.\n\n## v3.1.1 - Submission 1 - (December 7, 2020)\n\n### CRAN response\n\nAccepted to CRAN, December 8.\n\n### Maintainer Notes\n\nSubmitted a fix to 3.1.0 that skips some learning-to-rank tests on 32-bit Windows.\n\n## v3.1.0 - Submission 1 - (November 15, 2020)\n\n### CRAN response\n\nAccepted to CRAN, November 18.\n\nOn November 21, found out that the CRAN's `r-oldrel-windows-ix86+x86_64` check was failing, with an issue similar to the one faced on Solaris and fixed in https://github.com/lightgbm-org/LightGBM/pull/3534.\n\nCRAN did not ask for a re-submission, but this was fixed in 3.1.1.\n\n### Maintainer Notes\n\nThis package was submitted with the following information in the \"optional comments\" box.\n\n```text\nHello,\n\nI'm submitting {lightgbm} 3.1.0 on behalf of the maintainer, Guolin Ke. I am a co-author on the package, and he has asked me to handle this submission. We saw in https://cran.r-project.org/web/packages/policies.html#Submission that this is permitted.\n\n{lightgbm} was removed from CRAN in October for issues found by valgrind checks. We have invested significant effort in addressing those issues and creating an automatic test that tries to replicate CRAN's valgrind checks: https://github.com/lightgbm-org/LightGBM/blob/742d72f8bb051105484fd5cca11620493ffb0b2b/.github/workflows/r_valgrind.yml.\n\nWe see two warnings from valgrind that we believe are not problematic.\n\n==2063== Conditional jump or move depends on uninitialised value(s)\n==2063==    at 0x49CF138: gregexpr_Regexc (grep.c:2439)\n==2063==    by 0x49D1F13: do_regexpr (grep.c:3100)\n==2063==    by 0x49A0058: bcEval (eval.c:7121)\n==2063==    by 0x498B67F: Rf_eval (eval.c:727)\n==2063==    by 0x498E414: R_execClosure (eval.c:1895)\n==2063==    by 0x498E0C7: Rf_applyClosure (eval.c:1821)\n==2063==    by 0x499FC8C: bcEval (eval.c:7089)\n==2063==    by 0x498B67F: Rf_eval (eval.c:727)\n==2063==    by 0x498B1CB: forcePromise (eval.c:555)\n==2063==    by 0x49963AB: FORCE_PROMISE (eval.c:5142)\n==2063==    by 0x4996566: getvar (eval.c:5183)\n==2063==    by 0x499D1A5: bcEval (eval.c:6873)\n==2063==  Uninitialised value was created by a stack allocation\n==2063==    at 0x49CEC37: gregexpr_Regexc (grep.c:2369)\n\nThis seems to be related to R itself and not any code in {lightgbm}.\n\n==2063== 336 bytes in 1 blocks are possibly lost in loss record 153 of 2,709\n==2063==    at 0x483DD99: calloc (in /usr/lib/x86_64-linux-gnu/valgrind/vgpreload_memcheck-amd64-linux.so)\n==2063==    by 0x40149CA: allocate_dtv (dl-tls.c:286)\n==2063==    by 0x40149CA: _dl_allocate_tls (dl-tls.c:532)\n==2063==    by 0x5702322: allocate_stack (allocatestack.c:622)\n==2063==    by 0x5702322: pthread_create@@GLIBC_2.2.5 (pthread_create.c:660)\n==2063==    by 0x56D0DDA: ??? (in /usr/lib/x86_64-linux-gnu/libgomp.so.1.0.0)\n==2063==    by 0x56C88E0: GOMP_parallel (in /usr/lib/x86_64-linux-gnu/libgomp.so.1.0.0)\n==2063==    by 0x1544D29C: LGBM_DatasetCreateFromCSC (c_api.cpp:1286)\n==2063==    by 0x1546F980: LGBM_DatasetCreateFromCSC_R (lightgbm_R.cpp:91)\n==2063==    by 0x4941E2F: R_doDotCall (dotcode.c:634)\n==2063==    by 0x494CCC6: do_dotcall (dotcode.c:1281)\n==2063==    by 0x499FB01: bcEval (eval.c:7078)\n==2063==    by 0x498B67F: Rf_eval (eval.c:727)\n==2063==    by 0x498E414: R_execClosure (eval.c:1895)\n\nWe believe this is a false positive, and related to a misunderstanding between valgrind and openmp (https://gcc.gnu.org/bugzilla/show_bug.cgi?id=36298).\n\nWe have also added automated tests with ASAN/UBSAN to our testing setup, and have checked the package on Solaris 10 and found no issues.\n\nThanks for your time and consideration.\n```\n\n## v3.0.0.2 - Submission 1 - (September 29, 2020)\n\n### CRAN response\n\nFirst response was a message talking about failing checks on 3.0.0.\n\n```text\npackage lightgbm_3.0.0.2.tar.gz has been auto-processed.\nThe auto-check found additional issues for the last version released on CRAN:\ngcc-UBSAN <link>\nvalgrind <link>\nCRAN incoming checks do not test for these additional issues and you will need an appropriately instrumented build of R to reproduce these.\nHence please reply-all and explain: Have these been fixed?\n\nPlease correct before 2020-10-05 to safely retain your package on CRAN.\n\nThere is still a valgrind error. This did not happen when tested on\nsubmission, but the tests did run until timeout at 4 hours. When you\nwrite illegally, corruption is common.\n\nIllegal writes are serious errors.\n```\n\nThen in later responses to email correspondence with CRAN, CRAN expressed frustration with the number of failed submission and banned this package from new submissions for a month.\n\nThe content of that frustrated message was regrettable and it does not need to be preserved forever in this file.\n\n### Maintainer Notes\n\nThe 3.0.0.x series is officially not making it to CRAN. We will wait until November, and try again.\n\nDetailed plan about what will be tried before November 2020 to increase the likelihood of success for that package: https://github.com/lightgbm-org/LightGBM/pull/3338#issuecomment-702756840.\n\n## v3.0.0.1 - Submission 1 - (September 24, 2020)\n\n### CRAN response\n\n```text\nThanks, we see:\n\nStill lots of alignment errors, such as\n\nlightgbm.Rcheck/tests/testthat.Rout:io/dataset_loader.cpp:340:59:\nruntime error: reference binding to misaligned address 0x7f51fefad81e for type 'const value_type', which requires 4 byte alignment\nlightgbm.Rcheck/tests/testthat.Rout:/usr/include/c++/10/bits/stl_vector.h:1198:21:\nruntime error: reference binding to misaligned address 0x7f51fefad81e for type 'const int', which requires 4 byte alignment lightgbm.Rcheck/tests/testthat.Rout:/usr/include/c++/10/bits/vector.tcc:449:28:runtime\nerror: reference binding to misaligned address 0x7f51fefad81e for type 'const type', which requires 4 byte alignment\nlightgbm.Rcheck/tests/testthat.Rout:/usr/include/c++/10/bits/move.h:77:36:\nruntime error: reference binding to misaligned address 0x7f51fefad81e for type 'const int', which requires 4 byte alignment\nlightgbm.Rcheck/tests/testthat.Rout:/usr/include/c++/10/bits/alloc_traits.h:512:17:\nruntime error: reference binding to misaligned address 0x7f51fefad81e for type 'const type', which requires 4 byte alignment\n\nPlease fix and resubmit.\n```\n\n### Maintainer Notes\n\nOk, these are the notes from the UBSAN tests. Was able to reproduce them with https://github.com/lightgbm-org/LightGBM/pull/3338#issuecomment-700399862, and they were fixed in https://github.com/lightgbm-org/LightGBM/pull/3415.\n\nStruggling to replicate the valgrind result (running `R CMD check --use-valgrind` returns no issues), so trying submission again. Hoping that the fixes for mis-alignment fix the other errors too.\n\n## v3.0.0 - Submission 6 - (September 24, 2020)\n\n### CRAN response\n\nFailing pre-checks.\n\n### `R CMD check` results\n\n```text\n* checking CRAN incoming feasibility ... WARNING\nMaintainer: ‘Guolin Ke <guolin.ke@microsoft.com>’\n\nInsufficient package version (submitted: 3.0.0, existing: 3.0.0)\n\nDays since last update: 4\n```\n\n### Maintainer Notes\n\nDid not think the version needed to be incremented if submitting a package in response to CRAN saying \"you are failing checks and will be kicked off if you don't fix it\", but I guess you do!\n\nThis can be fixed by just re-submitting but with the version changed from `3.0.0` to `3.0.0.1`.\n\n## v3.0.0 - Submission 5 - (September 11, 2020)\n\n### CRAN Response\n\nAccepted to CRAN!\n\nPlease correct the problems below before 2020-10-05 to safely retain your package on CRAN:\n\n```text\nchecking installed package size ... NOTE\n  installed size is 49.7Mb\n  sub-directories of 1Mb or more:\n    libs 49.1Mb\n\n\"network/socket_wrapper.hpp\", line 30: Error: Could not open include file<ifaddrs.h>.\n\"network/socket_wrapper.hpp\", line 216: Error: The type \"ifaddrs\" is incomplete.\n\"network/socket_wrapper.hpp\", line 217: Error: The type \"ifaddrs\" is incomplete.\n\"network/socket_wrapper.hpp\", line 220: Error: The type \"ifaddrs\" is incomplete.\n\"network/socket_wrapper.hpp\", line 222: Error: The type \"ifaddrs\" is incomplete.\n\"network/socket_wrapper.hpp\", line 214: Error: The function \"getifaddrs\" must have a prototype.\n\"network/socket_wrapper.hpp\", line 228: Error: The function \"freeifaddrs\" must have a prototype.\n\"network/linkers_socket.cpp\", line 76: Warning: A non-POD object of type \"std::chrono::duration<double, std::ratio<1, 1000>>\" passed as a variable argument to function \"static LightGBM::Log::Info(const char*, ...)\".\n7 Error(s) and 1 Warning(s) detected.\n*** Error code 2\nmake: Fatal error: Command failed for target `network/linkers_socket.o'\nCurrent working directory /tmp/RtmpNfaavG/R.INSTALL40a84f70130a/lightgbm/src\nERROR: compilation failed for package ‘lightgbm’\n* removing ‘/home/ripley/R/Lib32/lightgbm’\n```\n\n### Maintainer Notes\n\nAdded a patch that `psutil` has used to fix missing `ifaddrs.h` on Solaris 10: https://github.com/lightgbm-org/LightGBM/issues/629#issuecomment-665091451.\n\n## v3.0.0 - Submission 4 - (September 4, 2020)\n\n### CRAN Response\n\n> Thanks, if the running time is the only reason to wrap the examples in\n\\donttest, please replace \\donttest by \\donttest (\\donttest examples are\nnot executed in the CRAN checks).\n\n> Please replace cat() by message() or warning() in your functions (except\nfor print() and summary() functions). Messages and warnings can be\nsuppressed if needed.\n\n> Missing Rd-tags:\n  lightgbm/man/dimnames.lgb.Dataset.Rd: \\value\n  lightgbm/man/lgb.Dataset.construct.Rd: \\value\n  lightgbm/man/lgb.prepare.Rd: \\value\n  ...\n\n> Please add the tag and explain in detail the returned objects.\n\n### Maintainer Notes\n\nResponded to CRAN with the following:\n\nAll examples have been wrapped with `\\donttest` as requested. We have replied to Swetlana Herbrandt asking for clarification on the donttest news item in the R 4.0.2 changelog (https://cran.r-project.org/doc/manuals/r-devel/NEWS.html).\n\nAll uses of `cat()` have been replaced with `print()`. We chose `print()` over `message()` because it's important that they be written to stdout alongside all the other logs coming from the library's C++ code. `message()` and `warning()` write to stderr.\n\nAll exported objects now have `\\value{}` statements in their documentation files in `man/`.\n\n**We also replied directly to CRAN's feedback email**\n\n> Swetlana,\n\n> Thank you for your comments. I've just created a new submission that I believe addresses them.\n\n> Can you help us understand something? In your message you said \"\\donttest examples are\nnot executed in the CRAN checks)\", but in https://cran.r-project.org/doc/manuals/r-devel/NEWS.html  we see the following:\n\n> > \"`R CMD check --as-cran` now runs \\donttest examples (which are run by example()) instead of instructing the tester to do so. This can be temporarily circumvented during development by setting environment variable `_R_CHECK_DONTTEST_EXAMPLES_` to a false value.\"\n\n> Could you help us understand how both of those statements can be true?\n\n## v3.0.0 - Submission 3 - (August 29, 2020)\n\n### CRAN response\n\n* Please write references in the description of the DESCRIPTION file in\nthe form\n  - authors (year) doi:...\n  - authors (year) arXiv:...\n  - authors (year, ISBN:...)\n* if those are not available: authors (year) https:... with no space after 'doi:', 'arXiv:', 'https:' and angle brackets for auto-linking.\n* (If you want to add a title as well please put it in quotes: \"Title\")\n\n* \\donttest{} should only be used if the example really cannot be executed (e.g. because of missing additional software, missing API keys, ...) by the user. That's why wrapping examples in \\donttest{} adds the comment (\"# Not run:\") as a warning for the user. Does not seem necessary. Please unwrap the examples if they are executable in < 5 sec, or replace\n\\donttest{} with \\donttest{}.\n\n* Please do not modify the global environment (e.g. by using <<-) in your\nfunctions. This is not allowed by the CRAN policies.\n\n* Please always add all authors, contributors and copyright holders in the Authors@R field with the appropriate roles. From CRAN policies you agreed to: \"The ownership of copyright and intellectual property rights of all components of the package must be clear and unambiguous (including from the authors specification in the DESCRIPTION file). Where code is copied (or derived) from the work of others (including from R itself), care must be taken that any copyright/license statements are preserved and authorship is not misrepresented.\" e.g.: Microsoft Corporation, Dropbox Inc. Please explain in the submission comments what you did about this issue.\n\nPlease fix and resubmit\n\n### Maintainer Notes\n\nResponded to CRAN with the following:\n\nThe paper citation has been adjusted as requested. We were using 'glmnet' as a  guide on how to include the URL but maybe they are no longer in compliance with CRAN policies: https://github.com/cran/glmnet/blob/b1a4b50de01e0cd24343959d7cf86452bac17b26/DESCRIPTION\n\nAll authors from the original LightGBM paper have been added to Authors@R as `\"aut\"`. We have also added Microsoft and DropBox, Inc. as `\"cph\"` (copyright holders). These roles were chosen based on the guidance in https://journal.r-project.org/archive/2012/RJ-2012-009/index.html.\n\nlightgbm's code does use `<<-`, but it does not modify the global environment. The uses of `<<-` in R/lgb.interprete.R and R/callback.R are in functions which are called in an environment created by the lightgbm functions that call them, and this operator is used to reach one level up into the calling function's environment.\n\nWe chose to wrap our examples in `\\donttest{}` because we found, through testing on https://r-hub.github.io/rhub/ and in our own continuous integration environments, that their run time varies a lot between platforms, and we cannot guarantee that all examples will run in under 5 seconds. We intentionally chose `\\donttest{}` over `\\donttest{}` because this item in the R 4.0.0 changelog (https://cran.r-project.org/doc/manuals/r-devel/NEWS.html) seems to indicate that \\donttest will be ignored by CRAN's automated checks:\n\n> \"`R CMD check --as-cran` now runs \\donttest examples (which are run by example()) instead of instructing the tester to do so. This can be temporarily circumvented during development by setting environment variable `_R_CHECK_DONTTEST_EXAMPLES_` to a false value.\"\n\nWe run all examples with `R CMD check --as-cran --run-dontrun` in our continuous integration tests on every commit to the package, so we have high confidence that they are working correctly.\n\n## v3.0.0 - Submission 2 - (August 28, 2020)\n\n### CRAN response\n\nFailing pre-checks.\n\n### `R CMD check` results\n\n* Debian: 2 NOTEs\n\n    ```text\n    * checking CRAN incoming feasibility ... NOTE\n    Maintainer: 'Guolin Ke <guolin.ke@microsoft.com>'\n\n    New submission\n\n    Possibly mis-spelled words in DESCRIPTION:\n      Guolin (13:52)\n      Ke (13:48)\n      LightGBM (14:20)\n      al (13:62)\n      et (13:59)\n\n    * checking top-level files ... NOTE\n    Non-standard files/directories found at top level:\n      'docs' 'lightgbm-hex-logo.png' 'lightgbm-hex-logo.svg'\n    ```\n\n* Windows: 2 NOTEs\n\n    ```text\n    * checking CRAN incoming feasibility ... NOTE\n    Maintainer: 'Guolin Ke <guolin.ke@microsoft.com>'\n\n    New submission\n\n    Possibly mis-spelled words in DESCRIPTION:\n      Guolin (13:52)\n      Ke (13:48)\n      LightGBM (14:20)\n      al (13:62)\n      et (13:59)\n\n    * checking top-level files ... NOTE\n    Non-standard files/directories found at top level:\n      'docs' 'lightgbm-hex-logo.png' 'lightgbm-hex-logo.svg'\n    ```\n\n### Maintainer Notes\n\nWe should tell them the misspellings note is a false positive.\n\nFor the note about included files, that is my fault. I had extra files laying around when I generated the package. I'm surprised to see `docs/` in that list, since it is ignored in  `.Rbuildignore`. I even tested that with [the exact code Rbuildignore uses](https://github.com/wch/r-source/blob/9d13622f41cfa0f36db2595bd6a5bf93e2010e21/src/library/tools/R/build.R#L85). For now, I added `rm -r  docs/` to `build-cran-package.sh`. We can figure out what is happening with `.Rbuildignore` in the future, but it shouldn't block a release.\n\n## v3.0.0 - Submission 1 - (August 24, 2020)\n\nNOTE: 3.0.0-1 was never released to CRAN. CRAN was on vacation August 14-24, 2020, and in that time version 3.0.0-1 (a release candidate) became 3.0.0.\n\n### CRAN response\n\n> Please only ship the CRAN template for the MIT license.\n\n> Is there some reference about the method you can add in the Description field in the form Authors (year) doi:.....?\n\n> Please fix and resubmit.\n\n### `R CMD check` results\n\n* Debian: 1 NOTE\n\n    ```text\n    * checking CRAN incoming feasibility ... NOTE\n    Maintainer: ‘Guolin Ke <guolin.ke@microsoft.com>’\n\n    New submission\n\n    License components with restrictions and base license permitting such:\n      MIT + file LICENSE\n    ```\n\n* Windows: 1 NOTE\n\n    ```text\n    * checking CRAN incoming feasibility ... NOTE\n    Maintainer: 'Guolin Ke <guolin.ke@microsoft.com>'\n\n    New submission\n\n    License components with restrictions and base license permitting such:\n      MIT + file LICENSE\n    ```\n\n### Maintainer Notes\n\nTried updating `LICENSE` file to this template:\n\n```yaml\nYEAR: 2016\nCOPYRIGHT HOLDER: Microsoft Corporation\n```\n\nAdded a citation and link for [the main paper](https://proceedings.neurips.cc/paper/2017/hash/6449f44a102fde848669bdd9eb6b76fa-Abstract.html) in `DESCRIPTION`.\n\n## v3.0.0-1 - Submission 3 - (August 12, 2020)\n\n### CRAN response\n\nFailing pre-checks.\n\n### `R CMD check` results\n\n* Debian: 1 NOTE\n\n    ```text\n    * checking CRAN incoming feasibility ... NOTE\n    Maintainer: ‘Guolin Ke <guolin.ke@microsoft.com>’\n\n    New submission\n\n    License components with restrictions and base license permitting such:\n      MIT + file LICENSE\n    ```\n\n* Windows: 1 ERROR, 1 NOTE\n\n    ```text\n    * checking CRAN incoming feasibility ... NOTE\n    Maintainer: ‘Guolin Ke <guolin.ke@microsoft.com>’\n\n    New submission\n\n    License components with restrictions and base license permitting such:\n      MIT + file LICENSE\n\n    ** running tests for arch 'i386' ... [9s] ERROR\n      Running 'testthat.R' [8s]\n    Running the tests in 'tests/testthat.R' failed.\n    Complete output:\n      > library(testthat)\n      > library(lightgbm)\n      Loading required package: R6\n      >\n      > test_check(\n      +     package = \"lightgbm\"\n      +     , stop_on_failure = TRUE\n      +     , stop_on_warning = FALSE\n      + )\n      -- 1. Error: predictions do not fail for integer input (@test_Predictor.R#7)  --\n      lgb.Dataset.construct: cannot create Dataset handle\n      Backtrace:\n       1. lightgbm::lgb.train(...)\n       2. data$construct()\n    ```\n\n### Maintainer Notes\n\nThe \"checking CRAN incoming feasibility\" NOTE can be safely ignored. It only shows up the first time you submit a package to CRAN.\n\nSo the only thing I see broken right now is the test error on 32-bit Windows. This is documented in https://github.com/lightgbm-org/LightGBM/issues/3187.\n\n## v3.0.0-1 - Submission 2 - (August 10, 2020)\n\n### CRAN response\n\nFailing pre-checks.\n\n### `R CMD check` results\n\n* Debian: 2 NOTEs\n\n    ```text\n    * checking CRAN incoming feasibility ... NOTE\n    Maintainer: ‘Guolin Ke <guolin.ke@microsoft.com>’\n\n    New submission\n\n    License components with restrictions and base license permitting such:\n      MIT + file LICENSE\n\n    Non-standard files/directories found at top level:\n    ‘cran-comments.md’ ‘docs’\n    ```\n\n* Windows: 1 ERROR, 2 NOTEs\n\n    ```text\n    * checking CRAN incoming feasibility ... NOTE\n    Maintainer: 'Guolin Ke <guolin.ke@microsoft.com>'\n\n    New submission\n\n    License components with restrictions and base license permitting such:\n      MIT + file LICENSE\n\n    * checking top-level files ... NOTE\n    Non-standard files/directories found at top level:\n      'cran-comments.md' 'docs'\n\n    ** checking whether the package can be loaded ... ERROR\n    Loading this package had a fatal error status code 1\n    Loading log:\n    Error: package 'lightgbm' is not installed for 'arch = i386'\n    Execution halted\n    ```\n\n### Maintainer Notes\n\nSeems removing `Biarch` field didn't work. Noticed this in the install logs:\n\n> Warning: this package has a non-empty 'configure.win' file, so building only the main architecture\n\nTried adding `Biarch: true` to `DESCRIPTION` to overcome this.\n\nNOTE about non-standard files was the result of a mistake in `.Rbuildignore` syntax, and something strange with how `cran-comments.md` line in `.Rbuildignore`  was treated. Updated `.Rbuildignore` and added an `rm cran-comments.md` to `build-cran-package.sh`.\n\n## v3.0.0-1 - Submission 1 - (August 9, 2020)\n\n### CRAN response\n\nFailing pre-checks.\n\n### `R CMD check` results\n\n* Debian: 1 NOTE\n\n    ```text\n    Possibly mis-spelled words in DESCRIPTION:\n      LightGBM (12:88, 19:41, 20:60, 20:264)\n    ```\n\n* Windows: 1 ERROR, 1 NOTE\n\n    ```text\n    Possibly mis-spelled words in DESCRIPTION:\n      LightGBM (12:88, 19:41, 20:60, 20:264)\n\n    ** checking whether the package can be loaded ... ERROR\n    Loading this package had a fatal error status code 1\n    Loading log:\n    Error: package 'lightgbm' is not installed for 'arch = i386'\n    Execution halted\n    ```\n\n### Maintainer Notes\n\nThought the issue on Windows was caused by `Biarch: false` in `DESCRIPTION`. Removed `Biarch` field.\n\nThought the \"misspellings\" issue could be resolved by adding single quotes around LightGBM, like `'LightGBM'`.\n"
  },
  {
    "path": "R-package/demo/00Index",
    "content": "basic_walkthrough               Basic feature walkthrough\nboost_from_prediction           Boosting from existing prediction\ncategorical_features_rules       Categorical Feature Preparation with Rules\ncross_validation                Cross Validation\nearly_stopping                  Early Stop in training\nefficient_many_training         Efficiency for Many Model Trainings\nmulticlass                      Multiclass training/prediction\nmulticlass_custom_objective     Multiclass with Custom Objective Function\nleaf_stability                  Leaf (in)Stability example\nweight_param                    Weight-Parameter adjustment relationship\n"
  },
  {
    "path": "R-package/demo/basic_walkthrough.R",
    "content": "library(lightgbm)\n\n# We load in the agaricus dataset\n# In this example, we are aiming to predict whether a mushroom is edible\ndata(agaricus.train, package = \"lightgbm\")\ndata(agaricus.test, package = \"lightgbm\")\ntrain <- agaricus.train\ntest <- agaricus.test\n\n# The loaded data is stored in sparseMatrix, and label is a numeric vector in {0,1}\nclass(train$label)\nclass(train$data)\n\n# Set parameters for model training\ntrain_params <- list(\n    num_leaves = 4L\n    , learning_rate = 1.0\n    , objective = \"binary\"\n    , nthread = 2L\n)\n\n#--------------------Basic Training using lightgbm----------------\n# This is the basic usage of lightgbm you can put matrix in data field\n# Note: we are putting in sparse matrix here, lightgbm naturally handles sparse input\n# Use sparse matrix when your feature is sparse (e.g. when you are using one-hot encoding vector)\nprint(\"Training lightgbm with sparseMatrix\")\nbst <- lightgbm(\n    data = train$data\n    , params = train_params\n    , label = train$label\n    , nrounds = 2L\n)\n\n# Alternatively, you can put in dense matrix, i.e. basic R-matrix\nprint(\"Training lightgbm with Matrix\")\nbst <- lightgbm(\n    data = as.matrix(train$data)\n    , params = train_params\n    , label = train$label\n    , nrounds = 2L\n)\n\n# You can also put in lgb.Dataset object, which stores label, data and other meta datas needed for advanced features\nprint(\"Training lightgbm with lgb.Dataset\")\ndtrain <- lgb.Dataset(\n    data = train$data\n    , label = train$label\n)\nbst <- lightgbm(\n    data = dtrain\n    , params = train_params\n    , nrounds = 2L\n)\n\n# Verbose = 0,1,2\nprint(\"Train lightgbm with verbose 0, no message\")\nbst <- lightgbm(\n    data = dtrain\n    , params = train_params\n    , nrounds = 2L\n    , verbose = 0L\n)\n\nprint(\"Train lightgbm with verbose 1, print evaluation metric\")\nbst <- lightgbm(\n    data = dtrain\n    , params = train_params\n    , nrounds = 2L\n    , verbose = 1L\n)\n\nprint(\"Train lightgbm with verbose 2, also print information about tree\")\nbst <- lightgbm(\n    data = dtrain\n    , params = train_params\n    , nrounds = 2L\n    , verbose = 2L\n)\n\n# You can also specify data as file path to a LibSVM/TCV/CSV format input\n# Since we do not have this file with us, the following line is just for illustration\n# bst <- lightgbm(\n#     data = \"agaricus.train.svm\"\n#     , num_leaves = 4L\n#     , learning_rate = 1.0\n#     , nrounds = 2L\n#     , objective = \"binary\"\n# )\n\n#--------------------Basic prediction using lightgbm--------------\n# You can do prediction using the following line\n# You can put in Matrix, sparseMatrix, or lgb.Dataset\npred <- predict(bst, test$data)\nerr <- mean(as.numeric(pred > 0.5) != test$label)\nprint(paste(\"test-error=\", err))\n\n#--------------------Save and load models-------------------------\n# Save model to binary local file\nlgb.save(bst, \"lightgbm.model\")\n\n# Load binary model to R\nbst2 <- lgb.load(\"lightgbm.model\")\npred2 <- predict(bst2, test$data)\n\n# pred2 should be identical to pred\nprint(paste(\"sum(abs(pred2-pred))=\", sum(abs(pred2 - pred))))\n\n#--------------------Advanced features ---------------------------\n# To use advanced features, we need to put data in lgb.Dataset\ndtrain <- lgb.Dataset(data = train$data, label = train$label, free_raw_data = FALSE)\ndtest <- lgb.Dataset.create.valid(dtrain, data = test$data, label = test$label)\n\n#--------------------Using validation set-------------------------\n# valids is a list of lgb.Dataset, each of them is tagged with name\nvalids <- list(train = dtrain, test = dtest)\n\n# To train with valids, use lgb.train, which contains more advanced features\n# valids allows us to monitor the evaluation result on all data in the list\nprint(\"Train lightgbm using lgb.train with valids\")\nbst <- lgb.train(\n    data = dtrain\n    , params = train_params\n    , nrounds = 2L\n    , valids = valids\n)\n\n# We can change evaluation metrics, or use multiple evaluation metrics\nprint(\"Train lightgbm using lgb.train with valids, watch logloss and error\")\nbst <- lgb.train(\n    data = dtrain\n    , params = train_params\n    , nrounds = 2L\n    , valids = valids\n    , eval = c(\"binary_error\", \"binary_logloss\")\n)\n\n# lgb.Dataset can also be saved using lgb.Dataset.save\nlgb.Dataset.save(dtrain, \"dtrain.buffer\")\n\n# To load it in, simply call lgb.Dataset\ndtrain2 <- lgb.Dataset(\"dtrain.buffer\")\nbst <- lgb.train(\n    data = dtrain2\n    , params = train_params\n    , nrounds = 2L\n    , valids = valids\n)\n\n# information can be extracted from lgb.Dataset using get_field()\nlabel <- get_field(dtest, \"label\")\npred <- predict(bst, test$data)\nerr <- as.numeric(sum(as.integer(pred > 0.5) != label)) / length(label)\nprint(paste(\"test-error=\", err))\n"
  },
  {
    "path": "R-package/demo/boost_from_prediction.R",
    "content": "library(lightgbm)\n\n# Load in the agaricus dataset\ndata(agaricus.train, package = \"lightgbm\")\ndata(agaricus.test, package = \"lightgbm\")\ndtrain <- lgb.Dataset(agaricus.train$data, label = agaricus.train$label)\ndtest <- lgb.Dataset.create.valid(dtrain, data = agaricus.test$data, label = agaricus.test$label)\n\nvalids <- list(eval = dtest, train = dtrain)\n#--------------------Advanced features ---------------------------\n# advanced: start from an initial base prediction\nprint(\"Start running example to start from an initial prediction\")\n\n# Train lightgbm for 1 round\nparam <- list(\n    num_leaves = 4L\n    , learning_rate = 1.0\n    , nthread = 2L\n    , objective = \"binary\"\n)\nbst <- lgb.train(param, dtrain, 1L, valids = valids)\n\n# Note: we need the margin value instead of transformed prediction in set_init_score\nptrain <- predict(bst, agaricus.train$data, type = \"raw\")\nptest  <- predict(bst, agaricus.test$data, type = \"raw\")\n\n# set the init_score property of dtrain and dtest\n# base margin is the base prediction we will boost from\nset_field(dtrain, \"init_score\", ptrain)\nset_field(dtest, \"init_score\", ptest)\n\nprint(\"This is result of boost from initial prediction\")\nbst <- lgb.train(\n    params = param\n    , data = dtrain\n    , nrounds = 5L\n    , valids = valids\n)\n"
  },
  {
    "path": "R-package/demo/categorical_features_rules.R",
    "content": "# Here we are going to try training a model with categorical features\n\n# Load libraries\nlibrary(data.table)\nlibrary(lightgbm)\n\n# Load data and look at the structure\n#\n# Classes 'data.table' and 'data.frame':\t4521 obs. of  17 variables:\n# $ age      : int  30 33 35 30 59 35 36 39 41 43 ...\n# $ job      : chr  \"unemployed\" \"services\" \"management\" \"management\" ...\n# $ marital  : chr  \"married\" \"married\" \"single\" \"married\" ...\n# $ education: chr  \"primary\" \"secondary\" \"tertiary\" \"tertiary\" ...\n# $ default  : chr  \"no\" \"no\" \"no\" \"no\" ...\n# $ balance  : int  1787 4789 1350 1476 0 747 307 147 221 -88 ...\n# $ housing  : chr  \"no\" \"yes\" \"yes\" \"yes\" ...\n# $ loan     : chr  \"no\" \"yes\" \"no\" \"yes\" ...\n# $ contact  : chr  \"cellular\" \"cellular\" \"cellular\" \"unknown\" ...\n# $ day      : int  19 11 16 3 5 23 14 6 14 17 ...\n# $ month    : chr  \"oct\" \"may\" \"apr\" \"jun\" ...\n# $ duration : int  79 220 185 199 226 141 341 151 57 313 ...\n# $ campaign : int  1 1 1 4 1 2 1 2 2 1 ...\n# $ pdays    : int  -1 339 330 -1 -1 176 330 -1 -1 147 ...\n# $ previous : int  0 4 1 0 0 3 2 0 0 2 ...\n# $ poutcome : chr  \"unknown\" \"failure\" \"failure\" \"unknown\" ...\n# $ y        : chr  \"no\" \"no\" \"no\" \"no\" ...\ndata(bank, package = \"lightgbm\")\nstr(bank)\n\n# We are dividing the dataset into two: one train, one validation\nbank_train <- bank[1L:4000L, ]\nbank_test <- bank[4001L:4521L, ]\n\n# We must now transform the data to fit in LightGBM\n# For this task, we use lgb.convert_with_rules\n# The function transforms the data into a fittable data\n#\n# Classes 'data.table' and 'data.frame':\t521 obs. of  17 variables:\n# $ age      : int  53 36 58 26 34 55 55 34 41 38 ...\n# $ job      : num  1 10 10 9 10 2 2 3 3 4 ...\n# $ marital  : num  1 2 1 3 3 2 2 2 1 1 ...\n# $ education: num  2 2 2 2 2 1 2 3 2 2 ...\n# $ default  : num  1 1 1 1 1 1 1 1 1 1 ...\n# $ balance  : int  26 191 -123 -147 179 1086 471 105 1588 70 ...\n# $ housing  : num  2 1 1 1 1 2 2 2 2 1 ...\n# $ loan     : num  1 1 1 1 1 1 1 1 2 1 ...\n# $ contact  : num  1 1 1 3 1 1 3 3 3 1 ...\n# $ day      : int  7 31 5 4 19 6 30 28 20 27 ...\n# $ month    : num  9 2 2 7 2 9 9 9 7 11 ...\n# $ duration : int  56 69 131 95 294 146 58 249 10 255 ...\n# $ campaign : int  1 1 2 2 3 1 2 2 8 3 ...\n# $ pdays    : int  359 -1 -1 -1 -1 272 -1 -1 -1 148 ...\n# $ previous : int  1 0 0 0 0 2 0 0 0 1 ...\n# $ poutcome : num  1 4 4 4 4 1 4 4 4 3 ...\n# $ y        : num  1 1 1 1 1 1 1 1 1 2 ...\nbank_rules <- lgb.convert_with_rules(data = bank_train)\nbank_train <- bank_rules$data\nbank_test <- lgb.convert_with_rules(data = bank_test, rules = bank_rules$rules)$data\nstr(bank_test)\n\n# Remove 1 to label because it must be between 0 and 1\nbank_train$y <- bank_train$y - 1L\nbank_test$y <- bank_test$y - 1L\n\n# Data input to LightGBM must be a matrix, without the label\nmy_data_train <- as.matrix(bank_train[, 1L:16L, with = FALSE])\nmy_data_test <- as.matrix(bank_test[, 1L:16L, with = FALSE])\n\n# Creating the LightGBM dataset with categorical features\n# The categorical features can be passed to lgb.train to not copy and paste a lot\ndtrain <- lgb.Dataset(\n    data = my_data_train\n    , label = bank_train$y\n    , categorical_feature = c(2L, 3L, 4L, 5L, 7L, 8L, 9L, 11L, 16L)\n)\ndtest <- lgb.Dataset.create.valid(\n    dtrain\n    , data = my_data_test\n    , label = bank_test$y\n)\n\n# We can now train a model\nparams <- list(\n    objective = \"binary\"\n    , metric = \"l2\"\n    , min_data = 1L\n    , learning_rate = 0.1\n    , min_hessian = 1.0\n    , max_depth = 2L\n)\nmodel <- lgb.train(\n    params = params\n    , data = dtrain\n    , nrounds = 100L\n    , valids = list(train = dtrain, valid = dtest)\n)\n\n# Try to find split_feature: 11\n# If you find it, it means it used a categorical feature in the first tree\nlgb.dump(model, num_iteration = 1L)\n"
  },
  {
    "path": "R-package/demo/cross_validation.R",
    "content": "library(lightgbm)\n\n# load in the agaricus dataset\ndata(agaricus.train, package = \"lightgbm\")\ndata(agaricus.test, package = \"lightgbm\")\ndtrain <- lgb.Dataset(agaricus.train$data, label = agaricus.train$label)\ndtest <- lgb.Dataset.create.valid(dtrain, data = agaricus.test$data, label = agaricus.test$label)\n\nnrounds <- 2L\nparam <- list(\n  num_leaves = 4L\n  , learning_rate = 1.0\n  , objective = \"binary\"\n)\n\nprint(\"Running cross validation\")\n# Do cross validation, this will print result out as\n# [iteration]  metric_name:mean_value+std_value\n# std_value is standard deviation of the metric\nlgb.cv(\n  param\n  , dtrain\n  , nrounds\n  , nfold = 5L\n  , eval = \"binary_error\"\n)\n\nprint(\"Running cross validation, disable standard deviation display\")\n# do cross validation, this will print result out as\n# [iteration]  metric_name:mean_value+std_value\n# std_value is standard deviation of the metric\nlgb.cv(\n  param\n  , dtrain\n  , nrounds\n  , nfold = 5L\n  , eval = \"binary_error\"\n  , showsd = FALSE\n)\n\n# You can also do cross validation with customized loss function\nprint(\"Running cross validation, with cutomsized loss function\")\n\nlogregobj <- function(preds, dtrain) {\n  labels <- get_field(dtrain, \"label\")\n  preds <- 1.0 / (1.0 + exp(-preds))\n  grad <- preds - labels\n  hess <- preds * (1.0 - preds)\n  return(list(grad = grad, hess = hess))\n}\n\n# User-defined evaluation function returns a pair (metric_name, result, higher_better)\n# NOTE: when you do customized loss function, the default prediction value is margin\n# This may make built-in evaluation metric calculate wrong results\n# For example, we are doing logistic loss, the prediction is score before logistic transformation\n# Keep this in mind when you use the customization, and maybe you need write customized evaluation function\nevalerror <- function(preds, dtrain) {\n  labels <- get_field(dtrain, \"label\")\n  preds <- 1.0 / (1.0 + exp(-preds))\n  err <- as.numeric(sum(labels != (preds > 0.5))) / length(labels)\n  return(list(name = \"error\", value = err, higher_better = FALSE))\n}\n\n# train with customized objective\nlgb.cv(\n  params = param\n  , data = dtrain\n  , nrounds = nrounds\n  , obj = logregobj\n  , eval = evalerror\n  , nfold = 5L\n)\n"
  },
  {
    "path": "R-package/demo/early_stopping.R",
    "content": "library(lightgbm)\n\n# Load in the agaricus dataset\ndata(agaricus.train, package = \"lightgbm\")\ndata(agaricus.test, package = \"lightgbm\")\n\ndtrain <- lgb.Dataset(agaricus.train$data, label = agaricus.train$label)\ndtest <- lgb.Dataset.create.valid(dtrain, data = agaricus.test$data, label = agaricus.test$label)\n\n# Note: for customized objective function, we leave objective as default\n# Note: what we are getting is margin value in prediction\n# You must know what you are doing\nparam <- list(\n  num_leaves = 4L\n  , learning_rate = 1.0\n)\nvalids <- list(eval = dtest)\nnum_round <- 20L\n\n# User define objective function, given prediction, return gradient and second order gradient\n# This is loglikelihood loss\nlogregobj <- function(preds, dtrain) {\n  labels <- get_field(dtrain, \"label\")\n  preds <- 1.0 / (1.0 + exp(-preds))\n  grad <- preds - labels\n  hess <- preds * (1.0 - preds)\n  return(list(grad = grad, hess = hess))\n}\n\n# User-defined evaluation function returns a pair (metric_name, result, higher_better)\n# NOTE: when you do customized loss function, the default prediction value is margin\n# This may make built-in evaluation metric calculate wrong results\n# For example, we are doing logistic loss, the prediction is score before logistic transformation\n# The built-in evaluation error assumes input is after logistic transformation\n# Keep this in mind when you use the customization, and maybe you need write customized evaluation function\nevalerror <- function(preds, dtrain) {\n  labels <- get_field(dtrain, \"label\")\n  err <- as.numeric(sum(labels != (preds > 0.5))) / length(labels)\n  return(list(name = \"error\", value = err, higher_better = FALSE))\n}\nprint(\"Start training with early Stopping setting\")\n\nbst <- lgb.train(\n  param\n  , dtrain\n  , num_round\n  , valids\n  , obj = logregobj\n  , eval = evalerror\n  , early_stopping_round = 3L\n)\n"
  },
  {
    "path": "R-package/demo/efficient_many_training.R",
    "content": "# Efficient training means training without giving up too much RAM\n# In the case of many trainings (like 100+ models), RAM will be eaten very quickly\n# Therefore, it is essential to know a strategy to deal with such issue\n\n# More results can be found here: https://github.com/lightgbm-org/LightGBM/issues/879#issuecomment-326656580\n# Quote: \"@Laurae2 Thanks for nice easily reproducible example (unlike mine).\n# With reset=FALSE you get after 500 iterations (not 1000): OS reports 27GB usage, while R gc() reports 1.5GB.\n# Just doing reset=TRUE will already improve things: OS reports 4.6GB.\n# Doing reset=TRUE and calling gc() in the loop will have OS 1.3GB. Thanks for the latest tip.\"\n\n# Load library\nlibrary(lightgbm)\n\n# Generate fictive data of size 1M x 100\nset.seed(11111L)\nx_data <- matrix(rnorm(n = 100000000L, mean = 0.0, sd = 100.0), nrow = 1000000L, ncol = 100L)\ny_data <- rnorm(n = 1000000L, mean = 0.0, sd = 5.0)\n\n# Create lgb.Dataset for training\ndata <- lgb.Dataset(x_data, label = y_data)\ndata$construct()\n\n# Loop through a training of 1000 models, please check your RAM on your task manager\n# It MUST remain constant (if not increasing very slightly)\ngbm <- list()\n\nfor (i in 1L:1000L) {\n  print(i)\n  gbm[[i]] <- lgb.train(\n      params = list(objective = \"regression\")\n      , data = data\n      , 1L\n      , reset_data = TRUE\n  )\n  gc(verbose = FALSE)\n}\n"
  },
  {
    "path": "R-package/demo/leaf_stability.R",
    "content": "# We are going to look at how iterating too much might generate observation instability.\n# Obviously, we are in a controlled environment, without issues (real rules).\n# Do not do this in a real scenario.\n\nlibrary(lightgbm)\n\n# define helper functions for creating plots\n\n# output of `RColorBrewer::brewer.pal(10, \"RdYlGn\")`, hardcooded here to avoid a dependency\n.diverging_palette <- c(\n  \"#A50026\", \"#D73027\", \"#F46D43\", \"#FDAE61\", \"#FEE08B\"\n  , \"#D9EF8B\", \"#A6D96A\", \"#66BD63\", \"#1A9850\", \"#006837\"\n)\n\n.prediction_depth_plot <- function(df) {\n  plot(\n    x = df$X\n    , y = df$Y\n    , type = \"p\"\n    , main = \"Prediction Depth\"\n    , xlab = \"Leaf Bin\"\n    , ylab = \"Prediction Probability\"\n    , pch = 19L\n    , col = .diverging_palette[df$binned + 1L]\n  )\n  legend(\n    \"topright\"\n    , title = \"bin\"\n    , legend = sort(unique(df$binned))\n    , pch = 19L\n    , col = .diverging_palette[sort(unique(df$binned + 1L))]\n    , cex = 0.7\n  )\n}\n\n.prediction_depth_spread_plot <- function(df) {\n  plot(\n    x = df$binned\n    , xlim = c(0L, 9L)\n    , y = df$Z\n    , type = \"p\"\n    , main = \"Prediction Depth Spread\"\n    , xlab = \"Leaf Bin\"\n    , ylab = \"Logloss\"\n    , pch = 19L\n    , col = .diverging_palette[df$binned + 1L]\n  )\n  legend(\n    \"topright\"\n    , title = \"bin\"\n    , legend = sort(unique(df$binned))\n    , pch = 19L\n    , col = .diverging_palette[sort(unique(df$binned + 1L))]\n    , cex = 0.7\n  )\n}\n\n.depth_density_plot <- function(df) {\n  plot(\n    x = density(df$Y)\n    , xlim = c(min(df$Y), max(df$Y))\n    , type = \"p\"\n    , main = \"Depth Density\"\n    , xlab = \"Prediction Probability\"\n    , ylab = \"Bin Density\"\n    , pch = 19L\n    , col = .diverging_palette[df$binned + 1L]\n  )\n  legend(\n    \"topright\"\n    , title = \"bin\"\n    , legend = sort(unique(df$binned))\n    , pch = 19L\n    , col = .diverging_palette[sort(unique(df$binned + 1L))]\n    , cex = 0.7\n  )\n}\n\n# load some data\ndata(agaricus.train, package = \"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\ndata(agaricus.test, package = \"lightgbm\")\ntest <- agaricus.test\ndtest <- lgb.Dataset.create.valid(dtrain, test$data, label = test$label)\n\n# setup parameters and we train a model\nparams <- list(\n  objective = \"regression\"\n  , metric = \"l2\"\n  , min_data = 1L\n  , learning_rate = 0.1\n  , bagging_fraction = 0.1\n  , bagging_freq = 1L\n  , bagging_seed = 1L\n)\nvalids <- list(test = dtest)\nmodel <- lgb.train(\n    params\n    , dtrain\n    , 50L\n    , valids\n)\n\n# We create a data.frame with the following structure:\n# X = average leaf of the observation throughout all trees\n# Y = prediction probability (clamped to [1e-15, 1-1e-15])\n# Z = logloss\n# binned = binned quantile of average leaf\nnew_data <- data.frame(\n    X = rowMeans(predict(\n        model\n        , agaricus.test$data\n        , type = \"leaf\"\n    ))\n    , Y = pmin(\n        pmax(\n            predict(model, agaricus.test$data)\n            , 1e-15\n        )\n        , 1.0 - 1e-15\n    )\n)\nnew_data$Z <- -1.0 * (agaricus.test$label * log(new_data$Y) + (1L - agaricus.test$label) * log(1L - new_data$Y))\nnew_data$binned <- .bincode(\n    x = new_data$X\n    , breaks = quantile(\n        x = new_data$X\n        , probs = seq_len(9L) / 10.0\n    )\n    , right = TRUE\n    , include.lowest = TRUE\n)\nnew_data$binned[is.na(new_data$binned)] <- 0L\n\n# We can check the binned content\ntable(new_data$binned)\n\n# We can plot the binned content\n# On the second plot, we clearly notice the lower the bin (the lower the leaf value), the higher the loss\n# On the third plot, it is smooth!\n.prediction_depth_plot(df = new_data)\n.prediction_depth_spread_plot(df = new_data)\n.depth_density_plot(df = new_data)\n\n# Now, let's show with other parameters\nparams <- list(\n  objective = \"regression\"\n  , metric = \"l2\"\n  , min_data = 1L\n  , learning_rate = 1.0\n)\nmodel2 <- lgb.train(\n    params\n    , dtrain\n    , 100L\n    , valids\n)\n\n# We create the data structure, but for model2\nnew_data2 <- data.frame(\n    X = rowMeans(predict(\n        model2\n        , agaricus.test$data\n        , type = \"leaf\"\n    ))\n    , Y = pmin(\n        pmax(\n            predict(\n                model2\n                , agaricus.test$data\n            )\n            , 1e-15\n        )\n      , 1.0 - 1e-15\n     )\n)\nnew_data2$Z <- -1.0 * (agaricus.test$label * log(new_data2$Y) + (1L - agaricus.test$label) * log(1L - new_data2$Y))\nnew_data2$binned <- .bincode(\n    x = new_data2$X\n    , breaks = quantile(\n        x = new_data2$X\n        , probs = seq_len(9L) / 10.0\n    )\n    , right = TRUE\n    , include.lowest = TRUE\n)\nnew_data2$binned[is.na(new_data2$binned)] <- 0L\n\n# We can check the binned content\ntable(new_data2$binned)\n\n# We can plot the binned content\n# On the second plot, we clearly notice the lower the bin (the lower the leaf value), the higher the loss\n# On the third plot, it is clearly not smooth! We are severely overfitting the data, but the rules are\n# real thus it is not an issue\n# However, if the rules were not true, the loss would explode.\n.prediction_depth_plot(df = new_data2)\n.prediction_depth_spread_plot(df = new_data2)\n.depth_density_plot(df = new_data2)\n\n# Now, try with very severe overfitting\nparams <- list(\n  objective = \"regression\"\n  , metric = \"l2\"\n  , min_data = 1L\n  , learning_rate = 1.0\n)\nmodel3 <- lgb.train(\n    params\n    , dtrain\n    , 1000L\n    , valids\n)\n\n# We create the data structure, but for model3\nnew_data3 <- data.frame(\n    X = rowMeans(predict(\n        model3\n        , agaricus.test$data\n        , type = \"leaf\"\n    ))\n    , Y = pmin(\n        pmax(\n            predict(\n                model3\n                , agaricus.test$data\n            )\n            , 1e-15\n        )\n        , 1.0 - 1e-15\n    )\n)\nnew_data3$Z <- -1.0 * (agaricus.test$label * log(new_data3$Y) + (1L - agaricus.test$label) * log(1L - new_data3$Y))\nnew_data3$binned <- .bincode(\n    x = new_data3$X\n    , breaks = quantile(\n        x = new_data3$X\n        , probs = seq_len(9L) / 10.0\n    )\n    , right = TRUE\n    , include.lowest = TRUE\n)\nnew_data3$binned[is.na(new_data3$binned)] <- 0L\n\n# We can check the binned content\ntable(new_data3$binned)\n\n# We can plot the binned content\n# On the third plot, it is clearly not smooth! We are severely overfitting the data, but the rules\n# are real thus it is not an issue.\n# However, if the rules were not true, the loss would explode. See the sudden spikes?\n.depth_density_plot(df = new_data3)\n\n# Compare with our second model, the difference is severe. This is smooth.\n.depth_density_plot(df = new_data2)\n"
  },
  {
    "path": "R-package/demo/multiclass.R",
    "content": "library(lightgbm)\n\n# We load the default iris dataset shipped with R\ndata(iris)\n\n# We must convert factors to numeric\n# They must be starting from number 0 to use multiclass\n# For instance: 0, 1, 2, 3, 4, 5...\niris$Species <- as.numeric(as.factor(iris$Species)) - 1L\n\n# We cut the data set into 80% train and 20% validation\n# The 10 last samples of each class are for validation\n\ntrain <- as.matrix(iris[c(1L:40L, 51L:90L, 101L:140L), ])\ntest <- as.matrix(iris[c(41L:50L, 91L:100L, 141L:150L), ])\ndtrain <- lgb.Dataset(data = train[, 1L:4L], label = train[, 5L])\ndtest <- lgb.Dataset.create.valid(dtrain, data = test[, 1L:4L], label = test[, 5L])\nvalids <- list(test = dtest)\n\n# Method 1 of training\nparams <- list(\n    objective = \"multiclass\"\n    , metric = \"multi_error\"\n    , num_class = 3L\n    , min_data = 1L\n    , learning_rate = 1.0\n)\nmodel <- lgb.train(\n    params\n    , dtrain\n    , 100L\n    , valids\n    , early_stopping_rounds = 10L\n)\n\n# We can predict on test data, outputs a 90-length vector\n# Order: obs1 class1, obs1 class2, obs1 class3, obs2 class1, obs2 class2, obs2 class3...\nmy_preds <- predict(model, test[, 1L:4L])\n\n# Method 2 of training, identical\nparams <- list(\n    min_data = 1L\n    , learning_rate = 1.0\n    , objective = \"multiclass\"\n    , metric = \"multi_error\"\n    , num_class = 3L\n)\nmodel <- lgb.train(\n    params\n    , dtrain\n    , 100L\n    , valids\n    , early_stopping_rounds = 10L\n)\n\n# We can predict on test data, identical\nmy_preds <- predict(model, test[, 1L:4L])\n\n# A (30x3) matrix with the predictions\n# class1 class2 class3\n#   obs1   obs1   obs1\n#   obs2   obs2   obs2\n#   ....   ....   ....\nmy_preds <- predict(model, test[, 1L:4L])\n\n# We can also get the predicted scores before the Sigmoid/Softmax application\nmy_preds <- predict(model, test[, 1L:4L], type = \"raw\")\n\n# We can also get the leaf index\nmy_preds <- predict(model, test[, 1L:4L], type = \"leaf\")\n"
  },
  {
    "path": "R-package/demo/multiclass_custom_objective.R",
    "content": "library(lightgbm)\n\n# We load the default iris dataset shipped with R\ndata(iris)\n\n# We must convert factors to numeric\n# They must be starting from number 0 to use multiclass\n# For instance: 0, 1, 2, 3, 4, 5...\niris$Species <- as.numeric(as.factor(iris$Species)) - 1L\n\n# Create imbalanced training data (20, 30, 40 examples for classes 0, 1, 2)\ntrain <- as.matrix(iris[c(1L:20L, 51L:80L, 101L:140L), ])\n# The 10 last samples of each class are for validation\ntest <- as.matrix(iris[c(41L:50L, 91L:100L, 141L:150L), ])\n\ndtrain <- lgb.Dataset(data = train[, 1L:4L], label = train[, 5L])\ndtest <- lgb.Dataset.create.valid(dtrain, data = test[, 1L:4L], label = test[, 5L])\nvalids <- list(train = dtrain, test = dtest)\n\n# Method 1 of training with built-in multiclass objective\n# Note: need to turn off boost from average to match custom objective\n# (https://github.com/lightgbm-org/LightGBM/issues/1846)\nparams <- list(\n    min_data = 1L\n    , learning_rate = 1.0\n    , num_class = 3L\n    , boost_from_average = FALSE\n    , metric = \"multi_logloss\"\n)\nmodel_builtin <- lgb.train(\n    params\n    , dtrain\n    , 100L\n    , valids\n    , early_stopping_rounds = 10L\n    , obj = \"multiclass\"\n)\n\npreds_builtin <- predict(model_builtin, test[, 1L:4L], type = \"raw\")\nprobs_builtin <- exp(preds_builtin) / rowSums(exp(preds_builtin))\n\n# Method 2 of training with custom objective function\n\n# User defined objective function, given prediction, return gradient and second order gradient\ncustom_multiclass_obj <- function(preds, dtrain) {\n    labels <- get_field(dtrain, \"label\")\n\n    # preds is a matrix with rows corresponding to samples and columns corresponding to choices\n    preds <- matrix(preds, nrow = length(labels))\n\n    # to prevent overflow, normalize preds by row\n    preds <- preds - apply(preds, MARGIN = 1L, max)\n    prob <- exp(preds) / rowSums(exp(preds))\n\n    # compute gradient\n    grad <- prob\n    subset_index <- as.matrix(\n        data.frame(\n            seq_along(labels)\n            , labels + 1L\n            , fix.empty.names = FALSE\n        )\n        , nrow = length(labels)\n        , dimnames = NULL\n    )\n    grad[subset_index] <- grad[subset_index] - 1L\n\n    # compute hessian (approximation)\n    hess <- 2.0 * prob * (1.0 - prob)\n\n    return(list(grad = grad, hess = hess))\n}\n\n# define custom metric\ncustom_multiclass_metric <- function(preds, dtrain) {\n    labels <- get_field(dtrain, \"label\")\n    preds <- matrix(preds, nrow = length(labels))\n    preds <- preds - apply(preds, 1L, max)\n    prob <- exp(preds) / rowSums(exp(preds))\n\n    subset_index <- as.matrix(\n        data.frame(\n            seq_along(labels)\n            , labels + 1L\n            , fix.empty.names = FALSE\n        )\n        , nrow = length(labels)\n        , dimnames = NULL\n    )\n    return(list(\n        name = \"error\"\n        , value = -mean(log(prob[subset_index]))\n        , higher_better = FALSE\n    ))\n}\n\nparams <- list(\n    min_data = 1L\n    , learning_rate = 1.0\n    , num_class = 3L\n)\nmodel_custom <- lgb.train(\n    params\n    , dtrain\n    , 100L\n    , valids\n    , early_stopping_rounds = 10L\n    , obj = custom_multiclass_obj\n    , eval = custom_multiclass_metric\n)\n\npreds_custom <- predict(model_custom, test[, 1L:4L], type = \"raw\")\nprobs_custom <- exp(preds_custom) / rowSums(exp(preds_custom))\n\n# compare predictions\nstopifnot(identical(probs_builtin, probs_custom))\nstopifnot(identical(preds_builtin, preds_custom))\n"
  },
  {
    "path": "R-package/demo/weight_param.R",
    "content": "# This demo R code is to provide a demonstration of hyperparameter adjustment\n# when scaling weights for appropriate learning\n# As with any optimizers, bad parameters can impair performance\n\n# Load library\nlibrary(lightgbm)\n\n# We will train a model with the following scenarii:\n# - Run 1: sum of weights equal to 6513 (x 1e-5) without adjusted regularization (not learning)\n# - Run 2: sum of weights equal to 6513 (x 1e-5) adjusted regularization (learning)\n# - Run 3: sum of weights equal to 6513 with adjusted regularization (learning)\n\n# Setup small weights\nweights1 <- rep(1e-5, 6513L)\nweights2 <- rep(1e-5, 1611L)\n\n# Load data and create datasets\ndata(agaricus.train, package = \"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label, weight = weights1)\ndata(agaricus.test, package = \"lightgbm\")\ntest <- agaricus.test\ndtest <- lgb.Dataset.create.valid(dtrain, test$data, label = test$label, weight = weights2)\nvalids <- list(test = dtest)\n\n# Run 1: sum of weights equal to 6513 (x 1e-5) without adjusted regularization (not learning)\n# It cannot learn because regularization is too large!\n# min_sum_hessian alone is bigger than the sum of weights, thus you will never learn anything\nparams <- list(\n    objective = \"regression\"\n    , metric = \"l2\"\n    , device = \"cpu\"\n    , min_sum_hessian = 10.0\n    , num_leaves = 7L\n    , max_depth = 3L\n    , nthread = 1L\n    , min_data = 1L\n    , learning_rate = 1.0\n)\nmodel <- lgb.train(\n    params\n    , dtrain\n    , 50L\n    , valids\n    , early_stopping_rounds = 10L\n)\nweight_loss <- as.numeric(model$record_evals$test$l2$eval)\nplot(weight_loss) # Shows how poor the learning was: a straight line!\n\n# Run 2: sum of weights equal to 6513 (x 1e-5) with adjusted regularization (learning)\n# Adjusted regularization just consisting in multiplicating results by 1e4 (x10000)\n# Notice how it learns, there is no issue as we adjusted regularization ourselves\nparams <- list(\n    objective = \"regression\"\n    , metric = \"l2\"\n    , device = \"cpu\"\n    , min_sum_hessian = 1e-4\n    , num_leaves = 7L\n    , max_depth = 3L\n    , nthread = 1L\n    , min_data = 1L\n    , learning_rate = 1.0\n)\nmodel <- lgb.train(\n    params\n    , dtrain\n    , 50L\n    , valids\n    , early_stopping_rounds = 10L\n)\nsmall_weight_loss <- as.numeric(model$record_evals$test$l2$eval)\nplot(small_weight_loss) # It learns!\n\n# Run 3: sum of weights equal to 6513 with adjusted regularization (learning)\ndtrain <- lgb.Dataset(train$data, label = train$label)\ndtest <- lgb.Dataset.create.valid(dtrain, test$data, label = test$label)\nvalids <- list(test = dtest)\n\n# Setup parameters and run model...\nparams <- list(\n    objective = \"regression\"\n    , metric = \"l2\"\n    , device = \"cpu\"\n    , min_sum_hessian = 10.0\n    , num_leaves = 7L\n    , max_depth = 3L\n    , nthread = 1L\n    , min_data = 1L\n    , learning_rate = 1.0\n)\nmodel <- lgb.train(\n    params\n    , dtrain\n    , 50L\n    , valids\n    , early_stopping_rounds = 10L\n)\nlarge_weight_loss <- as.numeric(model$record_evals$test$l2$eval)\nplot(large_weight_loss) # It learns!\n\n\n# Do you want to compare the learning? They both converge.\nplot(small_weight_loss, large_weight_loss)\ncurve(1.0 * x, from = 0L, to = 0.02, add = TRUE)\n"
  },
  {
    "path": "R-package/inst/Makevars",
    "content": "\n"
  },
  {
    "path": "R-package/inst/make-r-def.R",
    "content": "# [description]\n#     Create a definition file (.def) from a .dll file, using objdump.\n#\n# [usage]\n#\n#     Rscript make-r-def.R something.dll something.def\n#\n# [references]\n#    * https://www.cs.colorado.edu/~main/cs1300/doc/mingwfaq.html\n\nargs <- commandArgs(trailingOnly = TRUE)\n\nIN_DLL_FILE <- args[[1L]]\nOUT_DEF_FILE <- args[[2L]]\nDLL_BASE_NAME <- basename(IN_DLL_FILE)\n\nmessage(sprintf(\"Creating '%s' from '%s'\", OUT_DEF_FILE, IN_DLL_FILE))\n\n# system() will not raise an R exception if the process called\n# fails. Wrapping it here to get that behavior.\n#\n# system() introduces a lot of overhead, at least on Windows,\n# so trying processx if it is available\n.pipe_shell_command_to_stdout <- function(command, args, out_file) {\n    has_processx <- suppressMessages({\n      suppressWarnings({\n        require(\"processx\")  # nolint: undesirable_function.\n      })\n    })\n    if (has_processx) {\n        p <- processx::process$new(\n            command = command\n            , args = args\n            , stdout = out_file\n            , windows_verbatim_args = FALSE\n        )\n        invisible(p$wait())\n    } else {\n        message(paste0(\n          \"Using system2() to run shell commands. Installing \"\n          , \"'processx' with install.packages('processx') might \"\n          , \"make this faster.\"\n        ))\n        # shQuote() is necessary here since one of the arguments\n        # is a file-path to R.dll, which may have spaces. processx\n        # does such quoting but system2() does not\n        exit_code <- system2(\n            command = command\n            , args = shoQuote(args)\n            , stdout = out_file\n        )\n        if (exit_code != 0L) {\n            stop(paste0(\"Command failed with exit code: \", exit_code))\n        }\n    }\n    return(invisible(NULL))\n}\n\n# use objdump to dump all the symbols\nOBJDUMP_FILE <- \"objdump-out.txt\"\n.pipe_shell_command_to_stdout(\n    command = \"objdump\"\n    , args = c(\"-p\", IN_DLL_FILE)\n    , out_file = OBJDUMP_FILE\n)\n\nobjdump_results <- readLines(OBJDUMP_FILE)\ninvisible(file.remove(OBJDUMP_FILE))\n\n# Only one table in the objdump results matters for our purposes,\n# see https://www.cs.colorado.edu/~main/cs1300/doc/mingwfaq.html\nstart_index <- which(\n    grepl(\n        pattern = \"[Ordinal/Name Pointer] Table\"  # nolint: non_portable_path.\n        , x = objdump_results\n        , fixed = TRUE\n    )\n)\nempty_lines <- which(objdump_results == \"\")\nend_of_table <- empty_lines[empty_lines > start_index][1L]\n\n# Read the contents of the table\nexported_symbols <- objdump_results[(start_index + 1L):end_of_table]\nexported_symbols <- gsub(\"\\t\", \"\", exported_symbols, fixed = TRUE)\nexported_symbols <- gsub(\".*\\\\] \", \"\", exported_symbols)\nexported_symbols <- gsub(\" \", \"\", exported_symbols, fixed = TRUE)\n\n# Write R.def file\nwriteLines(\n    text = c(\n        paste0(\"LIBRARY \\\"\", DLL_BASE_NAME, \"\\\"\")\n        , \"EXPORTS\"\n        , exported_symbols\n    )\n    , con = OUT_DEF_FILE\n    , sep = \"\\n\"\n)\nmessage(sprintf(\"Successfully created '%s'\", OUT_DEF_FILE))\n"
  },
  {
    "path": "R-package/man/agaricus.test.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lightgbm.R\n\\docType{data}\n\\name{agaricus.test}\n\\alias{agaricus.test}\n\\title{Test part from Mushroom Data Set}\n\\format{\nA list containing a label vector, and a dgCMatrix object with 1611\nrows and 126 variables\n}\n\\usage{\ndata(agaricus.test)\n}\n\\description{\nThis data set is originally from the Mushroom data set,\n             UCI Machine Learning Repository.\n             This data set includes the following fields:\n\n             \\itemize{\n                 \\item{\\code{label}: the label for each record}\n                 \\item{\\code{data}: a sparse Matrix of \\code{dgCMatrix} class, with 126 columns.}\n             }\n}\n\\references{\nhttps://archive.ics.uci.edu/ml/datasets/Mushroom\n\nBache, K. & Lichman, M. (2013). UCI Machine Learning Repository\n[https://archive.ics.uci.edu/ml]. Irvine, CA: University of California,\nSchool of Information and Computer Science.\n}\n\\keyword{datasets}\n"
  },
  {
    "path": "R-package/man/agaricus.train.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lightgbm.R\n\\docType{data}\n\\name{agaricus.train}\n\\alias{agaricus.train}\n\\title{Training part from Mushroom Data Set}\n\\format{\nA list containing a label vector, and a dgCMatrix object with 6513\nrows and 127 variables\n}\n\\usage{\ndata(agaricus.train)\n}\n\\description{\nThis data set is originally from the Mushroom data set,\n             UCI Machine Learning Repository.\n             This data set includes the following fields:\n\n              \\itemize{\n                  \\item{\\code{label}: the label for each record}\n                  \\item{\\code{data}: a sparse Matrix of \\code{dgCMatrix} class, with 126 columns.}\n               }\n}\n\\references{\nhttps://archive.ics.uci.edu/ml/datasets/Mushroom\n\nBache, K. & Lichman, M. (2013). UCI Machine Learning Repository\n[https://archive.ics.uci.edu/ml]. Irvine, CA: University of California,\nSchool of Information and Computer Science.\n}\n\\keyword{datasets}\n"
  },
  {
    "path": "R-package/man/bank.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lightgbm.R\n\\docType{data}\n\\name{bank}\n\\alias{bank}\n\\title{Bank Marketing Data Set}\n\\format{\nA data.table with 4521 rows and 17 variables\n}\n\\usage{\ndata(bank)\n}\n\\description{\nThis data set is originally from the Bank Marketing data set,\n             UCI Machine Learning Repository.\n\n             It contains only the following: bank.csv with 10% of the examples and 17 inputs,\n             randomly selected from 3 (older version of this dataset with less inputs).\n}\n\\references{\nhttps://archive.ics.uci.edu/ml/datasets/Bank+Marketing\n\nS. Moro, P. Cortez and P. Rita. (2014)\nA Data-Driven Approach to Predict the Success of Bank Telemarketing. Decision Support Systems\n}\n\\keyword{datasets}\n"
  },
  {
    "path": "R-package/man/dim.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.Dataset.R\n\\name{dim.lgb.Dataset}\n\\alias{dim.lgb.Dataset}\n\\title{Dimensions of an \\code{lgb.Dataset}}\n\\usage{\n\\method{dim}{lgb.Dataset}(x)\n}\n\\arguments{\n\\item{x}{Object of class \\code{lgb.Dataset}}\n}\n\\value{\na vector of numbers of rows and of columns\n}\n\\description{\nReturns a vector of numbers of rows and of columns in an \\code{lgb.Dataset}.\n}\n\\details{\nNote: since \\code{nrow} and \\code{ncol} internally use \\code{dim}, they can also\nbe directly used with an \\code{lgb.Dataset} object.\n}\n\\examples{\n\\donttest{\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\ndata(agaricus.train, package = \"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\n\nstopifnot(nrow(dtrain) == nrow(train$data))\nstopifnot(ncol(dtrain) == ncol(train$data))\nstopifnot(all(dim(dtrain) == dim(train$data)))\n}\n}\n"
  },
  {
    "path": "R-package/man/dimnames.lgb.Dataset.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.Dataset.R\n\\name{dimnames.lgb.Dataset}\n\\alias{dimnames.lgb.Dataset}\n\\alias{dimnames<-.lgb.Dataset}\n\\title{Handling of column names of \\code{lgb.Dataset}}\n\\usage{\n\\method{dimnames}{lgb.Dataset}(x)\n\n\\method{dimnames}{lgb.Dataset}(x) <- value\n}\n\\arguments{\n\\item{x}{object of class \\code{lgb.Dataset}}\n\n\\item{value}{a list of two elements: the first one is ignored\nand the second one is column names}\n}\n\\value{\nA list with the dimension names of the dataset\n}\n\\description{\nOnly column names are supported for \\code{lgb.Dataset}, thus setting of\n             row names would have no effect and returned row names would be NULL.\n}\n\\details{\nGeneric \\code{dimnames} methods are used by \\code{colnames}.\nSince row names are irrelevant, it is recommended to use \\code{colnames} directly.\n}\n\\examples{\n\\donttest{\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\ndata(agaricus.train, package = \"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\nlgb.Dataset.construct(dtrain)\ndimnames(dtrain)\ncolnames(dtrain)\ncolnames(dtrain) <- make.names(seq_len(ncol(train$data)))\nprint(dtrain, verbose = TRUE)\n}\n}\n"
  },
  {
    "path": "R-package/man/getLGBMThreads.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/multithreading.R\n\\name{getLGBMThreads}\n\\alias{getLGBMThreads}\n\\alias{getLGBMthreads}\n\\title{Get default number of threads used by LightGBM}\n\\usage{\ngetLGBMthreads()\n}\n\\value{\nnumber of threads as an integer. \\code{-1} means that in situations where parameter \\code{num_threads} is\n        not explicitly supplied, LightGBM will choose a number of threads to use automatically.\n}\n\\description{\nLightGBM attempts to speed up many operations by using multi-threading.\n             The number of threads used in those operations can be controlled via the\n             \\code{num_threads} parameter passed through \\code{params} to functions like\n             \\link{lgb.train} and \\link{lgb.Dataset}. However, some operations (like materializing\n             a model from a text file) are done via code paths that don't explicitly accept thread-control\n             configuration.\n\n             Use this function to see the default number of threads LightGBM will use for such operations.\n}\n\\seealso{\n\\link{setLGBMthreads}\n}\n"
  },
  {
    "path": "R-package/man/get_field.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.Dataset.R\n\\name{get_field}\n\\alias{get_field}\n\\alias{get_field.lgb.Dataset}\n\\title{Get one attribute of a \\code{lgb.Dataset}}\n\\usage{\nget_field(dataset, field_name)\n\n\\method{get_field}{lgb.Dataset}(dataset, field_name)\n}\n\\arguments{\n\\item{dataset}{Object of class \\code{lgb.Dataset}}\n\n\\item{field_name}{String with the name of the attribute to get. One of the following.\n\\itemize{\n    \\item \\code{label}: label lightgbm learns from ;\n    \\item \\code{weight}: to do a weight rescale ;\n    \\item{\\code{group}: used for learning-to-rank tasks. An integer vector describing how to\n        group rows together as ordered results from the same set of candidate results to be ranked.\n        For example, if you have a 100-document dataset with \\code{group = c(10, 20, 40, 10, 10, 10)},\n        that means that you have 6 groups, where the first 10 records are in the first group,\n        records 11-30 are in the second group, etc.}\n    \\item \\code{init_score}: initial score is the base prediction lightgbm will boost from.\n}}\n}\n\\value{\nrequested attribute\n}\n\\description{\nGet one attribute of a \\code{lgb.Dataset}\n}\n\\examples{\n\\donttest{\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\ndata(agaricus.train, package = \"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\nlgb.Dataset.construct(dtrain)\n\nlabels <- lightgbm::get_field(dtrain, \"label\")\nlightgbm::set_field(dtrain, \"label\", 1 - labels)\n\nlabels2 <- lightgbm::get_field(dtrain, \"label\")\nstopifnot(all(labels2 == 1 - labels))\n}\n}\n"
  },
  {
    "path": "R-package/man/lgb.Dataset.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.Dataset.R\n\\name{lgb.Dataset}\n\\alias{lgb.Dataset}\n\\title{Construct \\code{lgb.Dataset} object}\n\\usage{\nlgb.Dataset(\n  data,\n  params = list(),\n  reference = NULL,\n  colnames = NULL,\n  categorical_feature = NULL,\n  free_raw_data = TRUE,\n  label = NULL,\n  weight = NULL,\n  group = NULL,\n  init_score = NULL\n)\n}\n\\arguments{\n\\item{data}{a \\code{matrix} object, a \\code{dgCMatrix} object,\na character representing a path to a text file (CSV, TSV, or LibSVM),\nor a character representing a path to a binary \\code{lgb.Dataset} file}\n\n\\item{params}{a list of parameters. See\n\\href{https://lightgbm.readthedocs.io/en/latest/Parameters.html#dataset-parameters}{\nThe \"Dataset Parameters\" section of the documentation} for a list of parameters\nand valid values.}\n\n\\item{reference}{reference dataset. When LightGBM creates a Dataset, it does some preprocessing like binning\ncontinuous features into histograms. If you want to apply the same bin boundaries from an existing\ndataset to new \\code{data}, pass that existing Dataset to this argument.}\n\n\\item{colnames}{names of columns}\n\n\\item{categorical_feature}{categorical features. This can either be a character vector of feature\nnames or an integer vector with the indices of the features (e.g.\n\\code{c(1L, 10L)} to say \"the first and tenth columns\").}\n\n\\item{free_raw_data}{LightGBM constructs its data format, called a \"Dataset\", from tabular data.\nBy default, that Dataset object on the R side does not keep a copy of the raw data.\nThis reduces LightGBM's memory consumption, but it means that the Dataset object\ncannot be changed after it has been constructed. If you'd prefer to be able to\nchange the Dataset object after construction, set \\code{free_raw_data = FALSE}.}\n\n\\item{label}{vector of labels to use as the target variable}\n\n\\item{weight}{numeric vector of sample weights}\n\n\\item{group}{used for learning-to-rank tasks. An integer vector describing how to\ngroup rows together as ordered results from the same set of candidate results\nto be ranked. For example, if you have a 100-document dataset with\n\\code{group = c(10, 20, 40, 10, 10, 10)}, that means that you have 6 groups,\nwhere the first 10 records are in the first group, records 11-30 are in the\nsecond group, etc.}\n\n\\item{init_score}{initial score is the base prediction lightgbm will boost from}\n}\n\\value{\nconstructed dataset\n}\n\\description{\nLightGBM does not train on raw data.\n             It discretizes continuous features into histogram bins, tries to\n             combine categorical features, and automatically handles missing and\n\n             The \\code{Dataset} class handles that preprocessing, and holds that\n             alternative representation of the input data.\n}\n\\examples{\n\\donttest{\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\ndata(agaricus.train, package = \"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\ndata_file <- tempfile(fileext = \".data\")\nlgb.Dataset.save(dtrain, data_file)\ndtrain <- lgb.Dataset(data_file)\nlgb.Dataset.construct(dtrain)\n}\n}\n"
  },
  {
    "path": "R-package/man/lgb.Dataset.construct.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.Dataset.R\n\\name{lgb.Dataset.construct}\n\\alias{lgb.Dataset.construct}\n\\title{Construct Dataset explicitly}\n\\usage{\nlgb.Dataset.construct(dataset)\n}\n\\arguments{\n\\item{dataset}{Object of class \\code{lgb.Dataset}}\n}\n\\value{\nconstructed dataset\n}\n\\description{\nConstruct Dataset explicitly\n}\n\\examples{\n\\donttest{\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\ndata(agaricus.train, package = \"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\nlgb.Dataset.construct(dtrain)\n}\n}\n"
  },
  {
    "path": "R-package/man/lgb.Dataset.create.valid.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.Dataset.R\n\\name{lgb.Dataset.create.valid}\n\\alias{lgb.Dataset.create.valid}\n\\title{Construct validation data}\n\\usage{\nlgb.Dataset.create.valid(\n  dataset,\n  data,\n  label = NULL,\n  weight = NULL,\n  group = NULL,\n  init_score = NULL,\n  params = list()\n)\n}\n\\arguments{\n\\item{dataset}{\\code{lgb.Dataset} object, training data}\n\n\\item{data}{a \\code{matrix} object, a \\code{dgCMatrix} object,\na character representing a path to a text file (CSV, TSV, or LibSVM),\nor a character representing a path to a binary \\code{Dataset} file}\n\n\\item{label}{vector of labels to use as the target variable}\n\n\\item{weight}{numeric vector of sample weights}\n\n\\item{group}{used for learning-to-rank tasks. An integer vector describing how to\ngroup rows together as ordered results from the same set of candidate results\nto be ranked. For example, if you have a 100-document dataset with\n\\code{group = c(10, 20, 40, 10, 10, 10)}, that means that you have 6 groups,\nwhere the first 10 records are in the first group, records 11-30 are in the\nsecond group, etc.}\n\n\\item{init_score}{initial score is the base prediction lightgbm will boost from}\n\n\\item{params}{a list of parameters. See\n\\href{https://lightgbm.readthedocs.io/en/latest/Parameters.html#dataset-parameters}{\nThe \"Dataset Parameters\" section of the documentation} for a list of parameters\nand valid values. If this is an empty list (the default), the validation Dataset\nwill have the same parameters as the Dataset passed to argument \\code{dataset}.}\n}\n\\value{\nconstructed dataset\n}\n\\description{\nConstruct validation data according to training data\n}\n\\examples{\n\\donttest{\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\ndata(agaricus.train, package = \"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\ndata(agaricus.test, package = \"lightgbm\")\ntest <- agaricus.test\ndtest <- lgb.Dataset.create.valid(dtrain, test$data, label = test$label)\n\n# parameters can be changed between the training data and validation set,\n# for example to account for training data in a text file with a header row\n# and validation data in a text file without it\ntrain_file <- tempfile(pattern = \"train_\", fileext = \".csv\")\nwrite.table(\n  data.frame(y = rnorm(100L), x1 = rnorm(100L), x2 = rnorm(100L))\n  , file = train_file\n  , sep = \",\"\n  , col.names = TRUE\n  , row.names = FALSE\n  , quote = FALSE\n)\n\nvalid_file <- tempfile(pattern = \"valid_\", fileext = \".csv\")\nwrite.table(\n  data.frame(y = rnorm(100L), x1 = rnorm(100L), x2 = rnorm(100L))\n  , file = valid_file\n  , sep = \",\"\n  , col.names = FALSE\n  , row.names = FALSE\n  , quote = FALSE\n)\n\ndtrain <- lgb.Dataset(\n  data = train_file\n  , params = list(has_header = TRUE)\n)\ndtrain$construct()\n\ndvalid <- lgb.Dataset(\n  data = valid_file\n  , params = list(has_header = FALSE)\n)\ndvalid$construct()\n}\n}\n"
  },
  {
    "path": "R-package/man/lgb.Dataset.save.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.Dataset.R\n\\name{lgb.Dataset.save}\n\\alias{lgb.Dataset.save}\n\\title{Save \\code{lgb.Dataset} to a binary file}\n\\usage{\nlgb.Dataset.save(dataset, fname)\n}\n\\arguments{\n\\item{dataset}{object of class \\code{lgb.Dataset}}\n\n\\item{fname}{object filename of output file}\n}\n\\value{\nthe dataset you passed in\n}\n\\description{\nPlease note that \\code{init_score} is not saved in binary file.\n             If you need it, please set it again after loading Dataset.\n}\n\\examples{\n\\donttest{\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\ndata(agaricus.train, package = \"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\nlgb.Dataset.save(dtrain, tempfile(fileext = \".bin\"))\n}\n}\n"
  },
  {
    "path": "R-package/man/lgb.Dataset.set.categorical.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.Dataset.R\n\\name{lgb.Dataset.set.categorical}\n\\alias{lgb.Dataset.set.categorical}\n\\title{Set categorical feature of \\code{lgb.Dataset}}\n\\usage{\nlgb.Dataset.set.categorical(dataset, categorical_feature)\n}\n\\arguments{\n\\item{dataset}{object of class \\code{lgb.Dataset}}\n\n\\item{categorical_feature}{categorical features. This can either be a character vector of feature\nnames or an integer vector with the indices of the features (e.g.\n\\code{c(1L, 10L)} to say \"the first and tenth columns\").}\n}\n\\value{\nthe dataset you passed in\n}\n\\description{\nSet the categorical features of an \\code{lgb.Dataset} object. Use this function\n             to tell LightGBM which features should be treated as categorical.\n}\n\\examples{\n\\donttest{\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\ndata(agaricus.train, package = \"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\ndata_file <- tempfile(fileext = \".data\")\nlgb.Dataset.save(dtrain, data_file)\ndtrain <- lgb.Dataset(data_file)\nlgb.Dataset.set.categorical(dtrain, 1L:2L)\n}\n}\n"
  },
  {
    "path": "R-package/man/lgb.Dataset.set.reference.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.Dataset.R\n\\name{lgb.Dataset.set.reference}\n\\alias{lgb.Dataset.set.reference}\n\\title{Set reference of \\code{lgb.Dataset}}\n\\usage{\nlgb.Dataset.set.reference(dataset, reference)\n}\n\\arguments{\n\\item{dataset}{object of class \\code{lgb.Dataset}}\n\n\\item{reference}{object of class \\code{lgb.Dataset}}\n}\n\\value{\nthe dataset you passed in\n}\n\\description{\nIf you want to use validation data, you should set reference to training data\n}\n\\examples{\n\\donttest{\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\n# create training Dataset\ndata(agaricus.train, package =\"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\n\n# create a validation Dataset, using dtrain as a reference\ndata(agaricus.test, package = \"lightgbm\")\ntest <- agaricus.test\ndtest <- lgb.Dataset(test$data, label = test$label)\nlgb.Dataset.set.reference(dtest, dtrain)\n}\n}\n"
  },
  {
    "path": "R-package/man/lgb.configure_fast_predict.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.Booster.R\n\\name{lgb.configure_fast_predict}\n\\alias{lgb.configure_fast_predict}\n\\title{Configure Fast Single-Row Predictions}\n\\usage{\nlgb.configure_fast_predict(\n  model,\n  csr = FALSE,\n  start_iteration = NULL,\n  num_iteration = NULL,\n  type = \"response\",\n  params = list()\n)\n}\n\\arguments{\n\\item{model}{LightGBM model object (class \\code{lgb.Booster}).\n\n             \\bold{The object will be modified in-place}.}\n\n\\item{csr}{Whether the prediction function is going to be called on sparse CSR inputs.\nIf \\code{FALSE}, will be assumed that predictions are going to be called on single-row\nregular R matrices.}\n\n\\item{start_iteration}{int or None, optional (default=None)\nStart index of the iteration to predict.\nIf None or <= 0, starts from the first iteration.}\n\n\\item{num_iteration}{int or None, optional (default=None)\nLimit number of iterations in the prediction.\nIf None, if the best iteration exists and start_iteration is None or <= 0, the\nbest iteration is used; otherwise, all iterations from start_iteration are used.\nIf <= 0, all iterations from start_iteration are used (no limits).}\n\n\\item{type}{Type of prediction to output. Allowed types are:\\itemize{\n            \\item \\code{\"response\"}: will output the predicted score according to the objective function being\n                  optimized (depending on the link function that the objective uses), after applying any necessary\n                  transformations - for example, for \\code{objective=\"binary\"}, it will output class probabilities.\n            \\item \\code{\"class\"}: for classification objectives, will output the class with the highest predicted\n                  probability. For other objectives, will output the same as \"response\". Note that \\code{\"class\"} is\n                  not a supported type for \\link{lgb.configure_fast_predict} (see the documentation of that function\n                  for more details).\n            \\item \\code{\"raw\"}: will output the non-transformed numbers (sum of predictions from boosting iterations'\n                  results) from which the \"response\" number is produced for a given objective function - for example,\n                  for \\code{objective=\"binary\"}, this corresponds to log-odds. For many objectives such as\n                  \"regression\", since no transformation is applied, the output will be the same as for \"response\".\n            \\item \\code{\"leaf\"}: will output the index of the terminal node / leaf at which each observations falls\n                  in each tree in the model, outputted as integers, with one column per tree.\n            \\item \\code{\"contrib\"}: will return the per-feature contributions for each prediction, including an\n                  intercept (each feature will produce one column).\n            }\n\n            Note that, if using custom objectives, types \"class\" and \"response\" will not be available and will\n            default towards using \"raw\" instead.\n\n            If the model was fit through function \\link{lightgbm} and it was passed a factor as labels,\n            passing the prediction type through \\code{params} instead of through this argument might\n            result in factor levels for classification objectives not being applied correctly to the\n            resulting output.\n\n            \\emph{New in version 4.0.0}}\n\n\\item{params}{a list of additional named parameters. See\n\\href{https://lightgbm.readthedocs.io/en/latest/Parameters.html#predict-parameters}{\nthe \"Predict Parameters\" section of the documentation} for a list of parameters and\nvalid values. Where these conflict with the values of keyword arguments to this function,\nthe values in \\code{params} take precedence.}\n}\n\\value{\nThe same \\code{model} that was passed as input, invisibly, with the desired\n        configuration stored inside it and available to be used in future calls to\n        \\link{predict.lgb.Booster}.\n}\n\\description{\nPre-configures a LightGBM model object to produce fast single-row predictions\n             for a given input data type, prediction type, and parameters.\n}\n\\details{\nCalling this function multiple times with different parameters might not override\n         the previous configuration and might trigger undefined behavior.\n\n         Any saved configuration for fast predictions might be lost after making a single-row\n         prediction of a different type than what was configured (except for types \"response\" and\n         \"class\", which can be switched between each other at any time without losing the configuration).\n\n         In some situations, setting a fast prediction configuration for one type of prediction\n         might cause the prediction function to keep using that configuration for single-row\n         predictions even if the requested type of prediction is different from what was configured.\n\n         Note that this function will not accept argument \\code{type=\"class\"} - for such cases, one\n         can pass \\code{type=\"response\"} to this function and then \\code{type=\"class\"} to the\n         \\code{predict} function - the fast configuration will not be lost or altered if the switch\n         is between \"response\" and \"class\".\n\n         The configuration does not survive de-serializations, so it has to be generated\n         anew in every R process that is going to use it (e.g. if loading a model object\n         through \\code{readRDS}, whatever configuration was there previously will be lost).\n\n         Requesting a different prediction type or passing parameters to \\link{predict.lgb.Booster}\n         will cause it to ignore the fast-predict configuration and take the slow route instead\n         (but be aware that an existing configuration might not always be overridden by supplying\n         different parameters or prediction type, so make sure to check that the output is what\n         was expected when a prediction is to be made on a single row for something different than\n         what is configured).\n\n         Note that, if configuring a non-default prediction type (such as leaf indices),\n         then that type must also be passed in the call to \\link{predict.lgb.Booster} in\n         order for it to use the configuration. This also applies for \\code{start_iteration}\n         and \\code{num_iteration}, but \\bold{the \\code{params} list must be empty} in the call to \\code{predict}.\n\n         Predictions about feature contributions do not allow a fast route for CSR inputs,\n         and as such, this function will produce an error if passing \\code{csr=TRUE} and\n         \\code{type = \"contrib\"} together.\n}\n\\examples{\n\\donttest{\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\nlibrary(lightgbm)\ndata(mtcars)\nX <- as.matrix(mtcars[, -1L])\ny <- mtcars[, 1L]\ndtrain <- lgb.Dataset(X, label = y, params = list(max_bin = 5L))\nparams <- list(\n  min_data_in_leaf = 2L\n  , num_threads = 2L\n)\nmodel <- lgb.train(\n  params = params\n , data = dtrain\n , obj = \"regression\"\n , nrounds = 5L\n , verbose = -1L\n)\nlgb.configure_fast_predict(model)\n\nx_single <- X[11L, , drop = FALSE]\npredict(model, x_single)\n\n# Will not use it if the prediction to be made\n# is different from what was configured\npredict(model, x_single, type = \"leaf\")\n}\n}\n"
  },
  {
    "path": "R-package/man/lgb.convert_with_rules.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.convert_with_rules.R\n\\name{lgb.convert_with_rules}\n\\alias{lgb.convert_with_rules}\n\\title{Data preparator for LightGBM datasets with rules (integer)}\n\\usage{\nlgb.convert_with_rules(data, rules = NULL)\n}\n\\arguments{\n\\item{data}{A data.frame or data.table to prepare.}\n\n\\item{rules}{A set of rules from the data preparator, if already used. This should be an R list,\nwhere names are column names in \\code{data} and values are named character\nvectors whose names are column values and whose values are new values to\nreplace them with.}\n}\n\\value{\nA list with the cleaned dataset (\\code{data}) and the rules (\\code{rules}).\n        Note that the data must be converted to a matrix format (\\code{as.matrix}) for input in\n        \\code{lgb.Dataset}.\n}\n\\description{\nAttempts to prepare a clean dataset to prepare to put in a \\code{lgb.Dataset}.\n             Factor, character, and logical columns are converted to integer. Missing values\n             in factors and characters will be filled with 0L. Missing values in logicals\n             will be filled with -1L.\n\n             This function returns and optionally takes in \"rules\" the describe exactly\n             how to convert values in columns.\n\n             Columns that contain only NA values will be converted by this function but will\n             not show up in the returned \\code{rules}.\n\n             NOTE: In previous releases of LightGBM, this function was called \\code{lgb.prepare_rules2}.\n}\n\\examples{\n\\donttest{\ndata(iris)\n\nstr(iris)\n\nnew_iris <- lgb.convert_with_rules(data = iris)\nstr(new_iris$data)\n\ndata(iris) # Erase iris dataset\niris$Species[1L] <- \"NEW FACTOR\" # Introduce junk factor (NA)\n\n# Use conversion using known rules\n# Unknown factors become 0, excellent for sparse datasets\nnewer_iris <- lgb.convert_with_rules(data = iris, rules = new_iris$rules)\n\n# Unknown factor is now zero, perfect for sparse datasets\nnewer_iris$data[1L, ] # Species became 0 as it is an unknown factor\n\nnewer_iris$data[1L, 5L] <- 1.0 # Put back real initial value\n\n# Is the newly created dataset equal? YES!\nall.equal(new_iris$data, newer_iris$data)\n\n# Can we test our own rules?\ndata(iris) # Erase iris dataset\n\n# We remapped values differently\npersonal_rules <- list(\n  Species = c(\n    \"setosa\" = 3L\n    , \"versicolor\" = 2L\n    , \"virginica\" = 1L\n  )\n)\nnewest_iris <- lgb.convert_with_rules(data = iris, rules = personal_rules)\nstr(newest_iris$data) # SUCCESS!\n}\n}\n"
  },
  {
    "path": "R-package/man/lgb.cv.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.cv.R\n\\name{lgb.cv}\n\\alias{lgb.cv}\n\\title{Main CV logic for LightGBM}\n\\usage{\nlgb.cv(\n  params = list(),\n  data,\n  nrounds = 100L,\n  nfold = 3L,\n  obj = NULL,\n  eval = NULL,\n  verbose = 1L,\n  record = TRUE,\n  eval_freq = 1L,\n  showsd = TRUE,\n  stratified = TRUE,\n  folds = NULL,\n  init_model = NULL,\n  early_stopping_rounds = NULL,\n  callbacks = list(),\n  reset_data = FALSE,\n  serializable = TRUE,\n  eval_train_metric = FALSE\n)\n}\n\\arguments{\n\\item{params}{a list of parameters. See \\href{https://lightgbm.readthedocs.io/en/latest/Parameters.html}{\nthe \"Parameters\" section of the documentation} for a list of parameters and valid values.}\n\n\\item{data}{a \\code{lgb.Dataset} object, used for training. Some functions, such as \\code{\\link{lgb.cv}},\nmay allow you to pass other types of data like \\code{matrix} and then separately supply\n\\code{label} as a keyword argument.}\n\n\\item{nrounds}{number of training rounds}\n\n\\item{nfold}{the original dataset is randomly partitioned into \\code{nfold} equal size subsamples.}\n\n\\item{obj}{objective function, can be character or custom objective function. Examples include\n\\code{regression}, \\code{regression_l1}, \\code{huber},\n\\code{binary}, \\code{lambdarank}, \\code{multiclass}, \\code{multiclass}}\n\n\\item{eval}{evaluation function(s). This can be a character vector, function, or list with a mixture of\n            strings and functions.\n\n            \\itemize{\n                \\item{\\bold{a. character vector}:\n                    If you provide a character vector to this argument, it should contain strings with valid\n                    evaluation metrics.\n                    See \\href{https://lightgbm.readthedocs.io/en/latest/Parameters.html#metric}{\n                    The \"metric\" section of the documentation}\n                    for a list of valid metrics.\n                }\n                \\item{\\bold{b. function}:\n                     You can provide a custom evaluation function. This\n                     should accept the keyword arguments \\code{preds} and \\code{dtrain} and should return a named\n                     list with three elements:\n                     \\itemize{\n                         \\item{\\code{name}: A string with the name of the metric, used for printing\n                             and storing results.\n                         }\n                         \\item{\\code{value}: A single number indicating the value of the metric for the\n                             given predictions and true values\n                         }\n                         \\item{\n                             \\code{higher_better}: A boolean indicating whether higher values indicate a better fit.\n                             For example, this would be \\code{FALSE} for metrics like MAE or RMSE.\n                         }\n                     }\n                }\n                \\item{\\bold{c. list}:\n                    If a list is given, it should only contain character vectors and functions.\n                    These should follow the requirements from the descriptions above.\n                }\n            }}\n\n\\item{verbose}{verbosity for output, if <= 0 and \\code{valids} has been provided, also will disable the\nprinting of evaluation during training}\n\n\\item{record}{Boolean, TRUE will record iteration message to \\code{booster$record_evals}}\n\n\\item{eval_freq}{evaluation output frequency, only effective when verbose > 0 and \\code{valids} has been provided}\n\n\\item{showsd}{\\code{boolean}, whether to show standard deviation of cross validation.\nThis parameter defaults to \\code{TRUE}. Setting it to \\code{FALSE} can lead to a\nslight speedup by avoiding unnecessary computation.}\n\n\\item{stratified}{a \\code{boolean} indicating whether sampling of folds should be stratified\nby the values of outcome labels.}\n\n\\item{folds}{\\code{list} provides a possibility to use a list of pre-defined CV folds\n(each element must be a vector of test fold's indices). When folds are supplied,\nthe \\code{nfold} and \\code{stratified} parameters are ignored.}\n\n\\item{init_model}{path of model file or \\code{lgb.Booster} object, will continue training from this model}\n\n\\item{early_stopping_rounds}{int. Activates early stopping. When this parameter is non-null,\ntraining will stop if the evaluation of any metric on any validation set\nfails to improve for \\code{early_stopping_rounds} consecutive boosting rounds.\nIf training stops early, the returned model will have attribute \\code{best_iter}\nset to the iteration number of the best iteration.}\n\n\\item{callbacks}{List of callback functions that are applied at each iteration.}\n\n\\item{reset_data}{Boolean, setting it to TRUE (not the default value) will transform the booster model\ninto a predictor model which frees up memory and the original datasets}\n\n\\item{serializable}{whether to make the resulting objects serializable through functions such as\n\\code{save} or \\code{saveRDS} (see section \"Model serialization\").}\n\n\\item{eval_train_metric}{\\code{boolean}, whether to add the cross validation results on the\ntraining data. This parameter defaults to \\code{FALSE}. Setting it to \\code{TRUE}\nwill increase run time.}\n}\n\\value{\na trained model \\code{lgb.CVBooster}.\n}\n\\description{\nCross validation logic used by LightGBM\n}\n\\section{Early Stopping}{\n\n\n         \"early stopping\" refers to stopping the training process if the model's performance on a given\n         validation set does not improve for several consecutive iterations.\n\n         If multiple arguments are given to \\code{eval}, their order will be preserved. If you enable\n         early stopping by setting \\code{early_stopping_rounds} in \\code{params}, by default all\n         metrics will be considered for early stopping.\n\n         If you want to only consider the first metric for early stopping, pass\n         \\code{first_metric_only = TRUE} in \\code{params}. Note that if you also specify \\code{metric}\n         in \\code{params}, that metric will be considered the \"first\" one. If you omit \\code{metric},\n         a default metric will be used based on your choice for the parameter \\code{obj} (keyword argument)\n         or \\code{objective} (passed into \\code{params}).\n\n         \\bold{NOTE:} if using \\code{boosting_type=\"dart\"}, any early stopping configuration will be ignored\n         and early stopping will not be performed.\n}\n\n\\examples{\n\\donttest{\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\ndata(agaricus.train, package = \"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\nparams <- list(\n  objective = \"regression\"\n  , metric = \"l2\"\n  , min_data = 1L\n  , learning_rate = 1.0\n  , num_threads = 2L\n)\nmodel <- lgb.cv(\n  params = params\n  , data = dtrain\n  , nrounds = 5L\n  , nfold = 3L\n)\n}\n\n}\n"
  },
  {
    "path": "R-package/man/lgb.drop_serialized.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.drop_serialized.R\n\\name{lgb.drop_serialized}\n\\alias{lgb.drop_serialized}\n\\title{Drop serialized raw bytes in a LightGBM model object}\n\\usage{\nlgb.drop_serialized(model)\n}\n\\arguments{\n\\item{model}{\\code{lgb.Booster} object which was produced with `serializable=TRUE`.}\n}\n\\value{\n\\code{lgb.Booster} (the same `model` object that was passed as input, as invisible).\n}\n\\description{\nIf a LightGBM model object was produced with argument `serializable=TRUE`, the R object will keep\na copy of the underlying C++ object as raw bytes, which can be used to reconstruct such object after getting\nserialized and de-serialized, but at the cost of extra memory usage. If these raw bytes are not needed anymore,\nthey can be dropped through this function in order to save memory. Note that the object will be modified in-place.\n\n             \\emph{New in version 4.0.0}\n}\n\\seealso{\n\\link{lgb.restore_handle}, \\link{lgb.make_serializable}.\n}\n"
  },
  {
    "path": "R-package/man/lgb.dump.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.Booster.R\n\\name{lgb.dump}\n\\alias{lgb.dump}\n\\title{Dump LightGBM model to json}\n\\usage{\nlgb.dump(booster, num_iteration = NULL, start_iteration = 1L)\n}\n\\arguments{\n\\item{booster}{Object of class \\code{lgb.Booster}}\n\n\\item{num_iteration}{Number of iterations to be dumped. NULL or <= 0 means use best iteration}\n\n\\item{start_iteration}{Index (1-based) of the first boosting round to dump.\n       For example, passing \\code{start_iteration=5, num_iteration=3} for a regression model\n       means \"dump the fifth, sixth, and seventh tree\"\n\n       \\emph{New in version 4.4.0}}\n}\n\\value{\njson format of model\n}\n\\description{\nDump LightGBM model to json\n}\n\\examples{\n\\donttest{\nlibrary(lightgbm)\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\ndata(agaricus.train, package = \"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\ndata(agaricus.test, package = \"lightgbm\")\ntest <- agaricus.test\ndtest <- lgb.Dataset.create.valid(dtrain, test$data, label = test$label)\nparams <- list(\n  objective = \"regression\"\n  , metric = \"l2\"\n  , min_data = 1L\n  , learning_rate = 1.0\n  , num_threads = 2L\n)\nvalids <- list(test = dtest)\nmodel <- lgb.train(\n  params = params\n  , data = dtrain\n  , nrounds = 10L\n  , valids = valids\n  , early_stopping_rounds = 5L\n)\njson_model <- lgb.dump(model)\n}\n}\n"
  },
  {
    "path": "R-package/man/lgb.get.eval.result.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.Booster.R\n\\name{lgb.get.eval.result}\n\\alias{lgb.get.eval.result}\n\\title{Get record evaluation result from booster}\n\\usage{\nlgb.get.eval.result(\n  booster,\n  data_name,\n  eval_name,\n  iters = NULL,\n  is_err = FALSE\n)\n}\n\\arguments{\n\\item{booster}{Object of class \\code{lgb.Booster}}\n\n\\item{data_name}{Name of the dataset to return evaluation results for.}\n\n\\item{eval_name}{Name of the evaluation metric to return results for.}\n\n\\item{iters}{An integer vector of iterations you want to get evaluation results for. If NULL\n(the default), evaluation results for all iterations will be returned.}\n\n\\item{is_err}{TRUE will return evaluation error instead}\n}\n\\value{\nnumeric vector of evaluation result\n}\n\\description{\nGiven a \\code{lgb.Booster}, return evaluation results for a\n             particular metric on a particular dataset.\n}\n\\examples{\n\\donttest{\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\n# train a regression model\ndata(agaricus.train, package = \"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\ndata(agaricus.test, package = \"lightgbm\")\ntest <- agaricus.test\ndtest <- lgb.Dataset.create.valid(dtrain, test$data, label = test$label)\nparams <- list(\n  objective = \"regression\"\n  , metric = \"l2\"\n  , min_data = 1L\n  , learning_rate = 1.0\n  , num_threads = 2L\n)\nvalids <- list(test = dtest)\nmodel <- lgb.train(\n  params = params\n  , data = dtrain\n  , nrounds = 5L\n  , valids = valids\n)\n\n# Examine valid data_name values\nprint(setdiff(names(model$record_evals), \"start_iter\"))\n\n# Examine valid eval_name values for dataset \"test\"\nprint(names(model$record_evals[[\"test\"]]))\n\n# Get L2 values for \"test\" dataset\nlgb.get.eval.result(model, \"test\", \"l2\")\n}\n}\n"
  },
  {
    "path": "R-package/man/lgb.importance.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.importance.R\n\\name{lgb.importance}\n\\alias{lgb.importance}\n\\title{Compute feature importance in a model}\n\\usage{\nlgb.importance(model, percentage = TRUE)\n}\n\\arguments{\n\\item{model}{object of class \\code{lgb.Booster}.}\n\n\\item{percentage}{whether to show importance in relative percentage.}\n}\n\\value{\nFor a tree model, a \\code{data.table} with the following columns:\n\\itemize{\n  \\item{\\code{Feature}: Feature names in the model.}\n  \\item{\\code{Gain}: The total gain of this feature's splits.}\n  \\item{\\code{Cover}: The number of observation related to this feature.}\n  \\item{\\code{Frequency}: The number of times a feature split in trees.}\n}\n}\n\\description{\nCreates a \\code{data.table} of feature importances in a model.\n}\n\\examples{\n\\donttest{\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\ndata(agaricus.train, package = \"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\n\nparams <- list(\n  objective = \"binary\"\n  , learning_rate = 0.1\n  , max_depth = -1L\n  , min_data_in_leaf = 1L\n  , min_sum_hessian_in_leaf = 1.0\n  , num_threads = 2L\n)\nmodel <- lgb.train(\n    params = params\n    , data = dtrain\n    , nrounds = 5L\n)\n\ntree_imp1 <- lgb.importance(model, percentage = TRUE)\ntree_imp2 <- lgb.importance(model, percentage = FALSE)\n}\n}\n"
  },
  {
    "path": "R-package/man/lgb.interprete.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.interprete.R\n\\name{lgb.interprete}\n\\alias{lgb.interprete}\n\\title{Compute feature contribution of prediction}\n\\usage{\nlgb.interprete(model, data, idxset, num_iteration = NULL)\n}\n\\arguments{\n\\item{model}{object of class \\code{lgb.Booster}.}\n\n\\item{data}{a matrix object or a dgCMatrix object.}\n\n\\item{idxset}{an integer vector of indices of rows needed.}\n\n\\item{num_iteration}{number of iteration want to predict with, NULL or <= 0 means use best iteration.}\n}\n\\value{\nFor regression, binary classification and lambdarank model, a \\code{list} of \\code{data.table}\n        with the following columns:\n        \\itemize{\n            \\item{\\code{Feature}: Feature names in the model.}\n            \\item{\\code{Contribution}: The total contribution of this feature's splits.}\n        }\n        For multiclass classification, a \\code{list} of \\code{data.table} with the Feature column and\n        Contribution columns to each class.\n}\n\\description{\nComputes feature contribution components of rawscore prediction.\n}\n\\examples{\n\\donttest{\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\nLogit <- function(x) log(x / (1.0 - x))\ndata(agaricus.train, package = \"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\nset_field(\n  dataset = dtrain\n  , field_name = \"init_score\"\n  , data = rep(Logit(mean(train$label)), length(train$label))\n)\ndata(agaricus.test, package = \"lightgbm\")\ntest <- agaricus.test\n\nparams <- list(\n    objective = \"binary\"\n    , learning_rate = 0.1\n    , max_depth = -1L\n    , min_data_in_leaf = 1L\n    , min_sum_hessian_in_leaf = 1.0\n    , num_threads = 2L\n)\nmodel <- lgb.train(\n    params = params\n    , data = dtrain\n    , nrounds = 3L\n)\n\ntree_interpretation <- lgb.interprete(model, test$data, 1L:5L)\n}\n}\n"
  },
  {
    "path": "R-package/man/lgb.load.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.Booster.R\n\\name{lgb.load}\n\\alias{lgb.load}\n\\title{Load LightGBM model}\n\\usage{\nlgb.load(filename = NULL, model_str = NULL)\n}\n\\arguments{\n\\item{filename}{path of model file}\n\n\\item{model_str}{a str containing the model (as a \\code{character} or \\code{raw} vector)}\n}\n\\value{\nlgb.Booster\n}\n\\description{\nLoad LightGBM takes in either a file path or model string.\n             If both are provided, Load will default to loading from file\n}\n\\examples{\n\\donttest{\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\ndata(agaricus.train, package = \"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\ndata(agaricus.test, package = \"lightgbm\")\ntest <- agaricus.test\ndtest <- lgb.Dataset.create.valid(dtrain, test$data, label = test$label)\nparams <- list(\n  objective = \"regression\"\n  , metric = \"l2\"\n  , min_data = 1L\n  , learning_rate = 1.0\n  , num_threads = 2L\n)\nvalids <- list(test = dtest)\nmodel <- lgb.train(\n  params = params\n  , data = dtrain\n  , nrounds = 5L\n  , valids = valids\n  , early_stopping_rounds = 3L\n)\nmodel_file <- tempfile(fileext = \".txt\")\nlgb.save(model, model_file)\nload_booster <- lgb.load(filename = model_file)\nmodel_string <- model$save_model_to_string(NULL) # saves best iteration\nload_booster_from_str <- lgb.load(model_str = model_string)\n}\n}\n"
  },
  {
    "path": "R-package/man/lgb.make_serializable.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.make_serializable.R\n\\name{lgb.make_serializable}\n\\alias{lgb.make_serializable}\n\\title{Make a LightGBM object serializable by keeping raw bytes}\n\\usage{\nlgb.make_serializable(model)\n}\n\\arguments{\n\\item{model}{\\code{lgb.Booster} object which was produced with `serializable=FALSE`.}\n}\n\\value{\n\\code{lgb.Booster} (the same `model` object that was passed as input, as invisible).\n}\n\\description{\nIf a LightGBM model object was produced with argument `serializable=FALSE`, the R object will not\nbe serializable (e.g. cannot save and load with \\code{saveRDS} and \\code{readRDS}) as it will lack the raw bytes\nneeded to reconstruct its underlying C++ object. This function can be used to forcibly produce those serialized\nraw bytes and make the object serializable. Note that the object will be modified in-place.\n\n             \\emph{New in version 4.0.0}\n}\n\\seealso{\n\\link{lgb.restore_handle}, \\link{lgb.drop_serialized}.\n}\n"
  },
  {
    "path": "R-package/man/lgb.model.dt.tree.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.model.dt.tree.R\n\\name{lgb.model.dt.tree}\n\\alias{lgb.model.dt.tree}\n\\title{Parse a LightGBM model json dump}\n\\usage{\nlgb.model.dt.tree(model, num_iteration = NULL, start_iteration = 1L)\n}\n\\arguments{\n\\item{model}{object of class \\code{lgb.Booster}.}\n\n\\item{num_iteration}{Number of iterations to include. NULL or <= 0 means use best iteration.}\n\n\\item{start_iteration}{Index (1-based) of the first boosting round to include in the output.\n       For example, passing \\code{start_iteration=5, num_iteration=3} for a regression model\n       means \"return information about the fifth, sixth, and seventh trees\".\n\n       \\emph{New in version 4.4.0}}\n}\n\\value{\nA \\code{data.table} with detailed information about model trees' nodes and leaves.\n\nThe columns of the \\code{data.table} are:\n\n\\itemize{\n \\item{\\code{tree_index}: ID of a tree in a model (integer)}\n \\item{\\code{split_index}: ID of a node in a tree (integer)}\n \\item{\\code{split_feature}: for a node, it's a feature name (character);\n                             for a leaf, it simply labels it as \\code{\"NA\"}}\n \\item{\\code{node_parent}: ID of the parent node for current node (integer)}\n \\item{\\code{leaf_index}: ID of a leaf in a tree (integer)}\n \\item{\\code{leaf_parent}: ID of the parent node for current leaf (integer)}\n \\item{\\code{split_gain}: Split gain of a node}\n \\item{\\code{threshold}: Splitting threshold value of a node}\n \\item{\\code{decision_type}: Decision type of a node}\n \\item{\\code{default_left}: Determine how to handle NA value, TRUE -> Left, FALSE -> Right}\n \\item{\\code{internal_value}: Node value}\n \\item{\\code{internal_count}: The number of observation collected by a node}\n \\item{\\code{leaf_value}: Leaf value}\n \\item{\\code{leaf_count}: The number of observation collected by a leaf}\n}\n}\n\\description{\nParse a LightGBM model json dump into a \\code{data.table} structure.\n}\n\\examples{\n\\donttest{\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\ndata(agaricus.train, package = \"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\n\nparams <- list(\n  objective = \"binary\"\n  , learning_rate = 0.01\n  , num_leaves = 63L\n  , max_depth = -1L\n  , min_data_in_leaf = 1L\n  , min_sum_hessian_in_leaf = 1.0\n  , num_threads = 2L\n)\nmodel <- lgb.train(params, dtrain, 10L)\n\ntree_dt <- lgb.model.dt.tree(model)\n}\n}\n"
  },
  {
    "path": "R-package/man/lgb.plot.importance.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.plot.importance.R\n\\name{lgb.plot.importance}\n\\alias{lgb.plot.importance}\n\\title{Plot feature importance as a bar graph}\n\\usage{\nlgb.plot.importance(\n  tree_imp,\n  top_n = 10L,\n  measure = \"Gain\",\n  left_margin = 10L,\n  cex = NULL\n)\n}\n\\arguments{\n\\item{tree_imp}{a \\code{data.table} returned by \\code{\\link{lgb.importance}}.}\n\n\\item{top_n}{maximal number of top features to include into the plot.}\n\n\\item{measure}{the name of importance measure to plot, can be \"Gain\", \"Cover\" or \"Frequency\".}\n\n\\item{left_margin}{(base R barplot) allows to adjust the left margin size to fit feature names.}\n\n\\item{cex}{(base R barplot) passed as \\code{cex.names} parameter to \\code{\\link[graphics]{barplot}}.\nSet a number smaller than 1.0 to make the bar labels smaller than R's default and values\ngreater than 1.0 to make them larger.}\n}\n\\value{\nThe \\code{lgb.plot.importance} function creates a \\code{barplot}\nand silently returns a processed data.table with \\code{top_n} features sorted by defined importance.\n}\n\\description{\nPlot previously calculated feature importance: Gain, Cover and Frequency, as a bar graph.\n}\n\\details{\nThe graph represents each feature as a horizontal bar of length proportional to the defined importance of a feature.\nFeatures are shown ranked in a decreasing importance order.\n}\n\\examples{\n\\donttest{\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\ndata(agaricus.train, package = \"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\n\nparams <- list(\n    objective = \"binary\"\n    , learning_rate = 0.1\n    , min_data_in_leaf = 1L\n    , min_sum_hessian_in_leaf = 1.0\n    , num_threads = 2L\n)\n\nmodel <- lgb.train(\n    params = params\n    , data = dtrain\n    , nrounds = 5L\n)\n\ntree_imp <- lgb.importance(model, percentage = TRUE)\nlgb.plot.importance(tree_imp, top_n = 5L, measure = \"Gain\")\n}\n}\n"
  },
  {
    "path": "R-package/man/lgb.plot.interpretation.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.plot.interpretation.R\n\\name{lgb.plot.interpretation}\n\\alias{lgb.plot.interpretation}\n\\title{Plot feature contribution as a bar graph}\n\\usage{\nlgb.plot.interpretation(\n  tree_interpretation_dt,\n  top_n = 10L,\n  cols = 1L,\n  left_margin = 10L,\n  cex = NULL\n)\n}\n\\arguments{\n\\item{tree_interpretation_dt}{a \\code{data.table} returned by \\code{\\link{lgb.interprete}}.}\n\n\\item{top_n}{maximal number of top features to include into the plot.}\n\n\\item{cols}{the column numbers of layout, will be used only for multiclass classification feature contribution.}\n\n\\item{left_margin}{(base R barplot) allows to adjust the left margin size to fit feature names.}\n\n\\item{cex}{(base R barplot) passed as \\code{cex.names} parameter to \\code{barplot}.}\n}\n\\value{\nThe \\code{lgb.plot.interpretation} function creates a \\code{barplot}.\n}\n\\description{\nPlot previously calculated feature contribution as a bar graph.\n}\n\\details{\nThe graph represents each feature as a horizontal bar of length proportional to the defined\ncontribution of a feature. Features are shown ranked in a decreasing contribution order.\n}\n\\examples{\n\\donttest{\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\nLogit <- function(x) {\n  log(x / (1.0 - x))\n}\ndata(agaricus.train, package = \"lightgbm\")\nlabels <- agaricus.train$label\ndtrain <- lgb.Dataset(\n  agaricus.train$data\n  , label = labels\n)\nset_field(\n  dataset = dtrain\n  , field_name = \"init_score\"\n  , data = rep(Logit(mean(labels)), length(labels))\n)\n\ndata(agaricus.test, package = \"lightgbm\")\n\nparams <- list(\n  objective = \"binary\"\n  , learning_rate = 0.1\n  , max_depth = -1L\n  , min_data_in_leaf = 1L\n  , min_sum_hessian_in_leaf = 1.0\n  , num_threads = 2L\n)\nmodel <- lgb.train(\n  params = params\n  , data = dtrain\n  , nrounds = 5L\n)\n\ntree_interpretation <- lgb.interprete(\n  model = model\n  , data = agaricus.test$data\n  , idxset = 1L:5L\n)\nlgb.plot.interpretation(\n  tree_interpretation_dt = tree_interpretation[[1L]]\n  , top_n = 3L\n)\n}\n}\n"
  },
  {
    "path": "R-package/man/lgb.restore_handle.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.restore_handle.R\n\\name{lgb.restore_handle}\n\\alias{lgb.restore_handle}\n\\title{Restore the C++ component of a de-serialized LightGBM model}\n\\usage{\nlgb.restore_handle(model)\n}\n\\arguments{\n\\item{model}{\\code{lgb.Booster} object which was de-serialized and whose underlying C++ object and R handle\nneed to be restored.}\n}\n\\value{\n\\code{lgb.Booster} (the same `model` object that was passed as input, invisibly).\n}\n\\description{\nAfter a LightGBM model object is de-serialized through functions such as \\code{save} or\n\\code{saveRDS}, its underlying C++ object will be blank and needs to be restored to able to use it. Such\nobject is restored automatically when calling functions such as \\code{predict}, but this function can be\nused to forcibly restore it beforehand. Note that the object will be modified in-place.\n\n             \\emph{New in version 4.0.0}\n}\n\\details{\nBe aware that fast single-row prediction configurations are not restored through this\nfunction. If you wish to make fast single-row predictions using a \\code{lgb.Booster} loaded this way,\ncall \\link{lgb.configure_fast_predict} on the loaded \\code{lgb.Booster} object.\n}\n\\examples{\n\\donttest{\nlibrary(lightgbm)\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\ndata(\"agaricus.train\")\nmodel <- lightgbm(\n  agaricus.train$data\n  , agaricus.train$label\n  , params = list(objective = \"binary\")\n  , nrounds = 5L\n  , verbose = 0\n  , num_threads = 2L\n)\nfname <- tempfile(fileext=\"rds\")\nsaveRDS(model, fname)\n\nmodel_new <- readRDS(fname)\nmodel_new$check_null_handle()\nlgb.restore_handle(model_new)\nmodel_new$check_null_handle()\n}\n}\n\\seealso{\n\\link{lgb.make_serializable}, \\link{lgb.drop_serialized}.\n}\n"
  },
  {
    "path": "R-package/man/lgb.save.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.Booster.R\n\\name{lgb.save}\n\\alias{lgb.save}\n\\title{Save LightGBM model}\n\\usage{\nlgb.save(booster, filename, num_iteration = NULL, start_iteration = 1L)\n}\n\\arguments{\n\\item{booster}{Object of class \\code{lgb.Booster}}\n\n\\item{filename}{Saved filename}\n\n\\item{num_iteration}{Number of iterations to save, NULL or <= 0 means use best iteration}\n\n\\item{start_iteration}{Index (1-based) of the first boosting round to save.\n       For example, passing \\code{start_iteration=5, num_iteration=3} for a regression model\n       means \"save the fifth, sixth, and seventh tree\"\n\n       \\emph{New in version 4.4.0}}\n}\n\\value{\nlgb.Booster\n}\n\\description{\nSave LightGBM model\n}\n\\examples{\n\\donttest{\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\nlibrary(lightgbm)\ndata(agaricus.train, package = \"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\ndata(agaricus.test, package = \"lightgbm\")\ntest <- agaricus.test\ndtest <- lgb.Dataset.create.valid(dtrain, test$data, label = test$label)\nparams <- list(\n  objective = \"regression\"\n  , metric = \"l2\"\n  , min_data = 1L\n  , learning_rate = 1.0\n  , num_threads = 2L\n)\nvalids <- list(test = dtest)\nmodel <- lgb.train(\n  params = params\n  , data = dtrain\n  , nrounds = 10L\n  , valids = valids\n  , early_stopping_rounds = 5L\n)\nlgb.save(model, tempfile(fileext = \".txt\"))\n}\n}\n"
  },
  {
    "path": "R-package/man/lgb.slice.Dataset.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.Dataset.R\n\\name{lgb.slice.Dataset}\n\\alias{lgb.slice.Dataset}\n\\title{Slice a dataset}\n\\usage{\nlgb.slice.Dataset(dataset, idxset)\n}\n\\arguments{\n\\item{dataset}{Object of class \\code{lgb.Dataset}}\n\n\\item{idxset}{an integer vector of indices of rows needed}\n}\n\\value{\nconstructed sub dataset\n}\n\\description{\nGet a new \\code{lgb.Dataset} containing the specified rows of\n             original \\code{lgb.Dataset} object\n\n             \\emph{Renamed from} \\code{slice()} \\emph{in 4.4.0}\n}\n\\examples{\n\\donttest{\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\ndata(agaricus.train, package = \"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\n\ndsub <- lgb.slice.Dataset(dtrain, seq_len(42L))\nlgb.Dataset.construct(dsub)\nlabels <- lightgbm::get_field(dsub, \"label\")\n}\n}\n"
  },
  {
    "path": "R-package/man/lgb.train.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.train.R\n\\name{lgb.train}\n\\alias{lgb.train}\n\\title{Main training logic for LightGBM}\n\\usage{\nlgb.train(\n  params = list(),\n  data,\n  nrounds = 100L,\n  valids = list(),\n  obj = NULL,\n  eval = NULL,\n  verbose = 1L,\n  record = TRUE,\n  eval_freq = 1L,\n  init_model = NULL,\n  early_stopping_rounds = NULL,\n  callbacks = list(),\n  reset_data = FALSE,\n  serializable = TRUE\n)\n}\n\\arguments{\n\\item{params}{a list of parameters. See \\href{https://lightgbm.readthedocs.io/en/latest/Parameters.html}{\nthe \"Parameters\" section of the documentation} for a list of parameters and valid values.}\n\n\\item{data}{a \\code{lgb.Dataset} object, used for training. Some functions, such as \\code{\\link{lgb.cv}},\nmay allow you to pass other types of data like \\code{matrix} and then separately supply\n\\code{label} as a keyword argument.}\n\n\\item{nrounds}{number of training rounds}\n\n\\item{valids}{a list of \\code{lgb.Dataset} objects, used for validation}\n\n\\item{obj}{objective function, can be character or custom objective function. Examples include\n\\code{regression}, \\code{regression_l1}, \\code{huber},\n\\code{binary}, \\code{lambdarank}, \\code{multiclass}, \\code{multiclass}}\n\n\\item{eval}{evaluation function(s). This can be a character vector, function, or list with a mixture of\n            strings and functions.\n\n            \\itemize{\n                \\item{\\bold{a. character vector}:\n                    If you provide a character vector to this argument, it should contain strings with valid\n                    evaluation metrics.\n                    See \\href{https://lightgbm.readthedocs.io/en/latest/Parameters.html#metric}{\n                    The \"metric\" section of the documentation}\n                    for a list of valid metrics.\n                }\n                \\item{\\bold{b. function}:\n                     You can provide a custom evaluation function. This\n                     should accept the keyword arguments \\code{preds} and \\code{dtrain} and should return a named\n                     list with three elements:\n                     \\itemize{\n                         \\item{\\code{name}: A string with the name of the metric, used for printing\n                             and storing results.\n                         }\n                         \\item{\\code{value}: A single number indicating the value of the metric for the\n                             given predictions and true values\n                         }\n                         \\item{\n                             \\code{higher_better}: A boolean indicating whether higher values indicate a better fit.\n                             For example, this would be \\code{FALSE} for metrics like MAE or RMSE.\n                         }\n                     }\n                }\n                \\item{\\bold{c. list}:\n                    If a list is given, it should only contain character vectors and functions.\n                    These should follow the requirements from the descriptions above.\n                }\n            }}\n\n\\item{verbose}{verbosity for output, if <= 0 and \\code{valids} has been provided, also will disable the\nprinting of evaluation during training}\n\n\\item{record}{Boolean, TRUE will record iteration message to \\code{booster$record_evals}}\n\n\\item{eval_freq}{evaluation output frequency, only effective when verbose > 0 and \\code{valids} has been provided}\n\n\\item{init_model}{path of model file or \\code{lgb.Booster} object, will continue training from this model}\n\n\\item{early_stopping_rounds}{int. Activates early stopping. When this parameter is non-null,\ntraining will stop if the evaluation of any metric on any validation set\nfails to improve for \\code{early_stopping_rounds} consecutive boosting rounds.\nIf training stops early, the returned model will have attribute \\code{best_iter}\nset to the iteration number of the best iteration.}\n\n\\item{callbacks}{List of callback functions that are applied at each iteration.}\n\n\\item{reset_data}{Boolean, setting it to TRUE (not the default value) will transform the\nbooster model into a predictor model which frees up memory and the\noriginal datasets}\n\n\\item{serializable}{whether to make the resulting objects serializable through functions such as\n\\code{save} or \\code{saveRDS} (see section \"Model serialization\").}\n}\n\\value{\na trained booster model \\code{lgb.Booster}.\n}\n\\description{\nLow-level R interface to train a LightGBM model. Unlike \\code{\\link{lightgbm}},\n             this function is focused on performance (e.g. speed, memory efficiency). It is also\n             less likely to have breaking API changes in new releases than \\code{\\link{lightgbm}}.\n}\n\\section{Early Stopping}{\n\n\n         \"early stopping\" refers to stopping the training process if the model's performance on a given\n         validation set does not improve for several consecutive iterations.\n\n         If multiple arguments are given to \\code{eval}, their order will be preserved. If you enable\n         early stopping by setting \\code{early_stopping_rounds} in \\code{params}, by default all\n         metrics will be considered for early stopping.\n\n         If you want to only consider the first metric for early stopping, pass\n         \\code{first_metric_only = TRUE} in \\code{params}. Note that if you also specify \\code{metric}\n         in \\code{params}, that metric will be considered the \"first\" one. If you omit \\code{metric},\n         a default metric will be used based on your choice for the parameter \\code{obj} (keyword argument)\n         or \\code{objective} (passed into \\code{params}).\n\n         \\bold{NOTE:} if using \\code{boosting_type=\"dart\"}, any early stopping configuration will be ignored\n         and early stopping will not be performed.\n}\n\n\\examples{\n\\donttest{\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\ndata(agaricus.train, package = \"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\ndata(agaricus.test, package = \"lightgbm\")\ntest <- agaricus.test\ndtest <- lgb.Dataset.create.valid(dtrain, test$data, label = test$label)\nparams <- list(\n  objective = \"regression\"\n  , metric = \"l2\"\n  , min_data = 1L\n  , learning_rate = 1.0\n  , num_threads = 2L\n)\nvalids <- list(test = dtest)\nmodel <- lgb.train(\n  params = params\n  , data = dtrain\n  , nrounds = 5L\n  , valids = valids\n  , early_stopping_rounds = 3L\n)\n}\n\n}\n"
  },
  {
    "path": "R-package/man/lgb_predict_shared_params.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.Booster.R\n\\name{lgb_predict_shared_params}\n\\alias{lgb_predict_shared_params}\n\\title{Shared prediction parameter docs}\n\\arguments{\n\\item{type}{Type of prediction to output. Allowed types are:\\itemize{\n            \\item \\code{\"response\"}: will output the predicted score according to the objective function being\n                  optimized (depending on the link function that the objective uses), after applying any necessary\n                  transformations - for example, for \\code{objective=\"binary\"}, it will output class probabilities.\n            \\item \\code{\"class\"}: for classification objectives, will output the class with the highest predicted\n                  probability. For other objectives, will output the same as \"response\". Note that \\code{\"class\"} is\n                  not a supported type for \\link{lgb.configure_fast_predict} (see the documentation of that function\n                  for more details).\n            \\item \\code{\"raw\"}: will output the non-transformed numbers (sum of predictions from boosting iterations'\n                  results) from which the \"response\" number is produced for a given objective function - for example,\n                  for \\code{objective=\"binary\"}, this corresponds to log-odds. For many objectives such as\n                  \"regression\", since no transformation is applied, the output will be the same as for \"response\".\n            \\item \\code{\"leaf\"}: will output the index of the terminal node / leaf at which each observations falls\n                  in each tree in the model, outputted as integers, with one column per tree.\n            \\item \\code{\"contrib\"}: will return the per-feature contributions for each prediction, including an\n                  intercept (each feature will produce one column).\n            }\n\n            Note that, if using custom objectives, types \"class\" and \"response\" will not be available and will\n            default towards using \"raw\" instead.\n\n            If the model was fit through function \\link{lightgbm} and it was passed a factor as labels,\n            passing the prediction type through \\code{params} instead of through this argument might\n            result in factor levels for classification objectives not being applied correctly to the\n            resulting output.\n\n            \\emph{New in version 4.0.0}}\n\n\\item{start_iteration}{int or None, optional (default=None)\nStart index of the iteration to predict.\nIf None or <= 0, starts from the first iteration.}\n\n\\item{num_iteration}{int or None, optional (default=None)\nLimit number of iterations in the prediction.\nIf None, if the best iteration exists and start_iteration is None or <= 0, the\nbest iteration is used; otherwise, all iterations from start_iteration are used.\nIf <= 0, all iterations from start_iteration are used (no limits).}\n\n\\item{params}{a list of additional named parameters. See\n\\href{https://lightgbm.readthedocs.io/en/latest/Parameters.html#predict-parameters}{\nthe \"Predict Parameters\" section of the documentation} for a list of parameters and\nvalid values. Where these conflict with the values of keyword arguments to this function,\nthe values in \\code{params} take precedence.}\n}\n\\description{\nShared prediction parameter docs\n}\n\\details{\nThis page contains shared documentation for prediction-related parameters used throughout the package.\n}\n\\keyword{internal}\n"
  },
  {
    "path": "R-package/man/lgb_shared_dataset_params.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.Dataset.R\n\\name{lgb_shared_dataset_params}\n\\alias{lgb_shared_dataset_params}\n\\title{Shared Dataset parameter docs}\n\\arguments{\n\\item{label}{vector of labels to use as the target variable}\n\n\\item{weight}{numeric vector of sample weights}\n\n\\item{init_score}{initial score is the base prediction lightgbm will boost from}\n\n\\item{group}{used for learning-to-rank tasks. An integer vector describing how to\ngroup rows together as ordered results from the same set of candidate results\nto be ranked. For example, if you have a 100-document dataset with\n\\code{group = c(10, 20, 40, 10, 10, 10)}, that means that you have 6 groups,\nwhere the first 10 records are in the first group, records 11-30 are in the\nsecond group, etc.}\n}\n\\description{\nParameter docs for fields used in \\code{lgb.Dataset} construction\n}\n\\details{\nThis page contains shared documentation for dataset-related parameters used throughout the package.\n}\n\\keyword{internal}\n"
  },
  {
    "path": "R-package/man/lgb_shared_params.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lightgbm.R\n\\name{lgb_shared_params}\n\\alias{lgb_shared_params}\n\\title{Shared parameter docs}\n\\arguments{\n\\item{callbacks}{List of callback functions that are applied at each iteration.}\n\n\\item{data}{a \\code{lgb.Dataset} object, used for training. Some functions, such as \\code{\\link{lgb.cv}},\nmay allow you to pass other types of data like \\code{matrix} and then separately supply\n\\code{label} as a keyword argument.}\n\n\\item{early_stopping_rounds}{int. Activates early stopping. When this parameter is non-null,\ntraining will stop if the evaluation of any metric on any validation set\nfails to improve for \\code{early_stopping_rounds} consecutive boosting rounds.\nIf training stops early, the returned model will have attribute \\code{best_iter}\nset to the iteration number of the best iteration.}\n\n\\item{eval}{evaluation function(s). This can be a character vector, function, or list with a mixture of\n            strings and functions.\n\n            \\itemize{\n                \\item{\\bold{a. character vector}:\n                    If you provide a character vector to this argument, it should contain strings with valid\n                    evaluation metrics.\n                    See \\href{https://lightgbm.readthedocs.io/en/latest/Parameters.html#metric}{\n                    The \"metric\" section of the documentation}\n                    for a list of valid metrics.\n                }\n                \\item{\\bold{b. function}:\n                     You can provide a custom evaluation function. This\n                     should accept the keyword arguments \\code{preds} and \\code{dtrain} and should return a named\n                     list with three elements:\n                     \\itemize{\n                         \\item{\\code{name}: A string with the name of the metric, used for printing\n                             and storing results.\n                         }\n                         \\item{\\code{value}: A single number indicating the value of the metric for the\n                             given predictions and true values\n                         }\n                         \\item{\n                             \\code{higher_better}: A boolean indicating whether higher values indicate a better fit.\n                             For example, this would be \\code{FALSE} for metrics like MAE or RMSE.\n                         }\n                     }\n                }\n                \\item{\\bold{c. list}:\n                    If a list is given, it should only contain character vectors and functions.\n                    These should follow the requirements from the descriptions above.\n                }\n            }}\n\n\\item{eval_freq}{evaluation output frequency, only effective when verbose > 0 and \\code{valids} has been provided}\n\n\\item{init_model}{path of model file or \\code{lgb.Booster} object, will continue training from this model}\n\n\\item{nrounds}{number of training rounds}\n\n\\item{obj}{objective function, can be character or custom objective function. Examples include\n\\code{regression}, \\code{regression_l1}, \\code{huber},\n\\code{binary}, \\code{lambdarank}, \\code{multiclass}, \\code{multiclass}}\n\n\\item{params}{a list of parameters. See \\href{https://lightgbm.readthedocs.io/en/latest/Parameters.html}{\nthe \"Parameters\" section of the documentation} for a list of parameters and valid values.}\n\n\\item{verbose}{verbosity for output, if <= 0 and \\code{valids} has been provided, also will disable the\nprinting of evaluation during training}\n\n\\item{serializable}{whether to make the resulting objects serializable through functions such as\n\\code{save} or \\code{saveRDS} (see section \"Model serialization\").}\n}\n\\description{\nParameter docs shared by \\code{lgb.train}, \\code{lgb.cv}, and \\code{lightgbm}\n}\n\\section{Early Stopping}{\n\n\n         \"early stopping\" refers to stopping the training process if the model's performance on a given\n         validation set does not improve for several consecutive iterations.\n\n         If multiple arguments are given to \\code{eval}, their order will be preserved. If you enable\n         early stopping by setting \\code{early_stopping_rounds} in \\code{params}, by default all\n         metrics will be considered for early stopping.\n\n         If you want to only consider the first metric for early stopping, pass\n         \\code{first_metric_only = TRUE} in \\code{params}. Note that if you also specify \\code{metric}\n         in \\code{params}, that metric will be considered the \"first\" one. If you omit \\code{metric},\n         a default metric will be used based on your choice for the parameter \\code{obj} (keyword argument)\n         or \\code{objective} (passed into \\code{params}).\n\n         \\bold{NOTE:} if using \\code{boosting_type=\"dart\"}, any early stopping configuration will be ignored\n         and early stopping will not be performed.\n}\n\n\\section{Model serialization}{\n\n\n         LightGBM model objects can be serialized and de-serialized through functions such as \\code{save}\n         or \\code{saveRDS}, but similarly to libraries such as 'xgboost', serialization works a bit differently\n         from typical R objects. In order to make models serializable in R, a copy of the underlying C++ object\n         as serialized raw bytes is produced and stored in the R model object, and when this R object is\n         de-serialized, the underlying C++ model object gets reconstructed from these raw bytes, but will only\n         do so once some function that uses it is called, such as \\code{predict}. In order to forcibly\n         reconstruct the C++ object after deserialization (e.g. after calling \\code{readRDS} or similar), one\n         can use the function \\link{lgb.restore_handle} (for example, if one makes predictions in parallel or in\n         forked processes, it will be faster to restore the handle beforehand).\n\n         Producing and keeping these raw bytes however uses extra memory, and if they are not required,\n         it is possible to avoid producing them by passing `serializable=FALSE`. In such cases, these raw\n         bytes can be added to the model on demand through function \\link{lgb.make_serializable}.\n\n         \\emph{New in version 4.0.0}\n}\n\n\\keyword{internal}\n"
  },
  {
    "path": "R-package/man/lightgbm.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lightgbm.R\n\\name{lightgbm}\n\\alias{lightgbm}\n\\title{Train a LightGBM model}\n\\usage{\nlightgbm(\n  data,\n  label = NULL,\n  weights = NULL,\n  params = list(),\n  nrounds = 100L,\n  verbose = 1L,\n  eval_freq = 1L,\n  early_stopping_rounds = NULL,\n  init_model = NULL,\n  callbacks = list(),\n  serializable = TRUE,\n  objective = \"auto\",\n  init_score = NULL,\n  num_threads = NULL,\n  colnames = NULL,\n  categorical_feature = NULL,\n  ...\n)\n}\n\\arguments{\n\\item{data}{a \\code{lgb.Dataset} object, used for training. Some functions, such as \\code{\\link{lgb.cv}},\nmay allow you to pass other types of data like \\code{matrix} and then separately supply\n\\code{label} as a keyword argument.}\n\n\\item{label}{Vector of labels, used if \\code{data} is not an \\code{\\link{lgb.Dataset}}}\n\n\\item{weights}{Sample / observation weights for rows in the input data. If \\code{NULL}, will assume that all\n               observations / rows have the same importance / weight.\n\n               \\emph{Changed from 'weight', in version 4.0.0}}\n\n\\item{params}{a list of parameters. See \\href{https://lightgbm.readthedocs.io/en/latest/Parameters.html}{\nthe \"Parameters\" section of the documentation} for a list of parameters and valid values.}\n\n\\item{nrounds}{number of training rounds}\n\n\\item{verbose}{verbosity for output, if <= 0 and \\code{valids} has been provided, also will disable the\nprinting of evaluation during training}\n\n\\item{eval_freq}{evaluation output frequency, only effective when verbose > 0 and \\code{valids} has been provided}\n\n\\item{early_stopping_rounds}{int. Activates early stopping. When this parameter is non-null,\ntraining will stop if the evaluation of any metric on any validation set\nfails to improve for \\code{early_stopping_rounds} consecutive boosting rounds.\nIf training stops early, the returned model will have attribute \\code{best_iter}\nset to the iteration number of the best iteration.}\n\n\\item{init_model}{path of model file or \\code{lgb.Booster} object, will continue training from this model}\n\n\\item{callbacks}{List of callback functions that are applied at each iteration.}\n\n\\item{serializable}{whether to make the resulting objects serializable through functions such as\n\\code{save} or \\code{saveRDS} (see section \"Model serialization\").}\n\n\\item{objective}{Optimization objective (e.g. `\"regression\"`, `\"binary\"`, etc.).\n                 For a list of accepted objectives, see\n                 \\href{https://lightgbm.readthedocs.io/en/latest/Parameters.html#objective}{\n                 the \"objective\" item of the \"Parameters\" section of the documentation}.\n\n                 If passing \\code{\"auto\"} and \\code{data} is not of type \\code{lgb.Dataset}, the objective will\n                 be determined according to what is passed for \\code{label}:\\itemize{\n                 \\item If passing a factor with two variables, will use objective \\code{\"binary\"}.\n                 \\item If passing a factor with more than two variables, will use objective \\code{\"multiclass\"}\n                 (note that parameter \\code{num_class} in this case will also be determined automatically from\n                 \\code{label}).\n                 \\item Otherwise (or if passing \\code{lgb.Dataset} as input), will use objective \\code{\"regression\"}.\n                 }\n\n                 \\emph{New in version 4.0.0}}\n\n\\item{init_score}{initial score is the base prediction lightgbm will boost from\n\n                  \\emph{New in version 4.0.0}}\n\n\\item{num_threads}{Number of parallel threads to use. For best speed, this should be set to the number of\n                   physical cores in the CPU - in a typical x86-64 machine, this corresponds to half the\n                   number of maximum threads.\n\n                   Be aware that using too many threads can result in speed degradation in smaller datasets\n                   (see the parameters documentation for more details).\n\n                   If passing zero, will use the default number of threads configured for OpenMP\n                   (typically controlled through an environment variable \\code{OMP_NUM_THREADS}).\n\n                   If passing \\code{NULL} (the default), will try to use the number of physical cores in the\n                   system, but be aware that getting the number of cores detected correctly requires package\n                   \\code{RhpcBLASctl} to be installed.\n\n                   This parameter gets overridden by \\code{num_threads} and its aliases under \\code{params}\n                   if passed there.\n\n                   \\emph{New in version 4.0.0}}\n\n\\item{colnames}{Character vector of features. Only used if \\code{data} is not an \\code{\\link{lgb.Dataset}}.}\n\n\\item{categorical_feature}{categorical features. This can either be a character vector of feature\nnames or an integer vector with the indices of the features (e.g.\n\\code{c(1L, 10L)} to say \"the first and tenth columns\").\nOnly used if \\code{data} is not an \\code{\\link{lgb.Dataset}}.}\n\n\\item{...}{Additional arguments passed to \\code{\\link{lgb.train}}. For example\n\\itemize{\n   \\item{\\code{valids}: a list of \\code{lgb.Dataset} objects, used for validation}\n   \\item{\\code{obj}: objective function, can be character or custom objective function. Examples include\n              \\code{regression}, \\code{regression_l1}, \\code{huber},\n               \\code{binary}, \\code{lambdarank}, \\code{multiclass}, \\code{multiclass}}\n   \\item{\\code{eval}: evaluation function, can be (a list of) character or custom eval function}\n   \\item{\\code{record}: Boolean, TRUE will record iteration message to \\code{booster$record_evals}}\n   \\item{\\code{reset_data}: Boolean, setting it to TRUE (not the default value) will transform the booster model\n                     into a predictor model which frees up memory and the original datasets}\n}}\n}\n\\value{\na trained \\code{lgb.Booster}\n}\n\\description{\nHigh-level R interface to train a LightGBM model. Unlike \\code{\\link{lgb.train}}, this function\n             is focused on compatibility with other statistics and machine learning interfaces in R.\n             This focus on compatibility means that this interface may experience more frequent breaking API changes\n             than \\code{\\link{lgb.train}}.\n             For efficiency-sensitive applications, or for applications where breaking API changes across releases\n             is very expensive, use \\code{\\link{lgb.train}}.\n}\n\\section{Early Stopping}{\n\n\n         \"early stopping\" refers to stopping the training process if the model's performance on a given\n         validation set does not improve for several consecutive iterations.\n\n         If multiple arguments are given to \\code{eval}, their order will be preserved. If you enable\n         early stopping by setting \\code{early_stopping_rounds} in \\code{params}, by default all\n         metrics will be considered for early stopping.\n\n         If you want to only consider the first metric for early stopping, pass\n         \\code{first_metric_only = TRUE} in \\code{params}. Note that if you also specify \\code{metric}\n         in \\code{params}, that metric will be considered the \"first\" one. If you omit \\code{metric},\n         a default metric will be used based on your choice for the parameter \\code{obj} (keyword argument)\n         or \\code{objective} (passed into \\code{params}).\n\n         \\bold{NOTE:} if using \\code{boosting_type=\"dart\"}, any early stopping configuration will be ignored\n         and early stopping will not be performed.\n}\n\n"
  },
  {
    "path": "R-package/man/predict.lgb.Booster.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.Booster.R\n\\name{predict.lgb.Booster}\n\\alias{predict.lgb.Booster}\n\\title{Predict method for LightGBM model}\n\\usage{\n\\method{predict}{lgb.Booster}(\n  object,\n  newdata,\n  type = \"response\",\n  start_iteration = NULL,\n  num_iteration = NULL,\n  header = FALSE,\n  params = list(),\n  ...\n)\n}\n\\arguments{\n\\item{object}{Object of class \\code{lgb.Booster}}\n\n\\item{newdata}{a \\code{matrix} object, a \\code{dgCMatrix}, a \\code{dgRMatrix} object, a \\code{dsparseVector} object,\n               or a character representing a path to a text file (CSV, TSV, or LibSVM).\n\n               For sparse inputs, if predictions are only going to be made for a single row, it will be faster to\n               use CSR format, in which case the data may be passed as either a single-row CSR matrix (class\n               \\code{dgRMatrix} from package \\code{Matrix}) or as a sparse numeric vector (class\n               \\code{dsparseVector} from package \\code{Matrix}).\n\n               If single-row predictions are going to be performed frequently, it is recommended to\n               pre-configure the model object for fast single-row sparse predictions through function\n               \\link{lgb.configure_fast_predict}.\n\n               \\emph{Changed from 'data', in version 4.0.0}}\n\n\\item{type}{Type of prediction to output. Allowed types are:\\itemize{\n            \\item \\code{\"response\"}: will output the predicted score according to the objective function being\n                  optimized (depending on the link function that the objective uses), after applying any necessary\n                  transformations - for example, for \\code{objective=\"binary\"}, it will output class probabilities.\n            \\item \\code{\"class\"}: for classification objectives, will output the class with the highest predicted\n                  probability. For other objectives, will output the same as \"response\". Note that \\code{\"class\"} is\n                  not a supported type for \\link{lgb.configure_fast_predict} (see the documentation of that function\n                  for more details).\n            \\item \\code{\"raw\"}: will output the non-transformed numbers (sum of predictions from boosting iterations'\n                  results) from which the \"response\" number is produced for a given objective function - for example,\n                  for \\code{objective=\"binary\"}, this corresponds to log-odds. For many objectives such as\n                  \"regression\", since no transformation is applied, the output will be the same as for \"response\".\n            \\item \\code{\"leaf\"}: will output the index of the terminal node / leaf at which each observations falls\n                  in each tree in the model, outputted as integers, with one column per tree.\n            \\item \\code{\"contrib\"}: will return the per-feature contributions for each prediction, including an\n                  intercept (each feature will produce one column).\n            }\n\n            Note that, if using custom objectives, types \"class\" and \"response\" will not be available and will\n            default towards using \"raw\" instead.\n\n            If the model was fit through function \\link{lightgbm} and it was passed a factor as labels,\n            passing the prediction type through \\code{params} instead of through this argument might\n            result in factor levels for classification objectives not being applied correctly to the\n            resulting output.\n\n            \\emph{New in version 4.0.0}}\n\n\\item{start_iteration}{int or None, optional (default=None)\nStart index of the iteration to predict.\nIf None or <= 0, starts from the first iteration.}\n\n\\item{num_iteration}{int or None, optional (default=None)\nLimit number of iterations in the prediction.\nIf None, if the best iteration exists and start_iteration is None or <= 0, the\nbest iteration is used; otherwise, all iterations from start_iteration are used.\nIf <= 0, all iterations from start_iteration are used (no limits).}\n\n\\item{header}{only used for prediction for text file. True if text file has header}\n\n\\item{params}{a list of additional named parameters. See\n\\href{https://lightgbm.readthedocs.io/en/latest/Parameters.html#predict-parameters}{\nthe \"Predict Parameters\" section of the documentation} for a list of parameters and\nvalid values. Where these conflict with the values of keyword arguments to this function,\nthe values in \\code{params} take precedence.}\n\n\\item{...}{ignored}\n}\n\\value{\nFor prediction types that are meant to always return one output per observation (e.g. when predicting\n        \\code{type=\"response\"} or \\code{type=\"raw\"} on a binary classification or regression objective), will\n        return a vector with one element per row in \\code{newdata}.\n\n        For prediction types that are meant to return more than one output per observation (e.g. when predicting\n        \\code{type=\"response\"} or \\code{type=\"raw\"} on a multi-class objective, or when predicting\n        \\code{type=\"leaf\"}, regardless of objective), will return a matrix with one row per observation in\n        \\code{newdata} and one column per output.\n\n        For \\code{type=\"leaf\"} predictions, will return a matrix with one row per observation in \\code{newdata}\n        and one column per tree. Note that for multiclass objectives, LightGBM trains one tree per class at each\n        boosting iteration. That means that, for example, for a multiclass model with 3 classes, the leaf\n        predictions for the first class can be found in columns 1, 4, 7, 10, etc.\n\n        For \\code{type=\"contrib\"}, will return a matrix of SHAP values with one row per observation in\n        \\code{newdata} and columns corresponding to features. For regression, ranking, cross-entropy, and binary\n        classification objectives, this matrix contains one column per feature plus a final column containing the\n        Shapley base value. For multiclass objectives, this matrix will represent \\code{num_classes} such matrices,\n        in the order \"feature contributions for first class, feature contributions for second class, feature\n        contributions for third class, etc.\".\n\n        If the model was fit through function \\link{lightgbm} and it was passed a factor as labels, predictions\n        returned from this function will retain the factor levels (either as values for \\code{type=\"class\"}, or\n        as column names for \\code{type=\"response\"} and \\code{type=\"raw\"} for multi-class objectives). Note that\n        passing the requested prediction type under \\code{params} instead of through \\code{type} might result in\n        the factor levels not being present in the output.\n}\n\\description{\nPredicted values based on class \\code{lgb.Booster}\n\n             \\emph{New in version 4.0.0}\n}\n\\details{\nIf the model object has been configured for fast single-row predictions through\n         \\link{lgb.configure_fast_predict}, this function will use the prediction parameters\n         that were configured for it - as such, extra prediction parameters should not be passed\n         here, otherwise the configuration will be ignored and the slow route will be taken.\n}\n\\examples{\n\\donttest{\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\ndata(agaricus.train, package = \"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\ndata(agaricus.test, package = \"lightgbm\")\ntest <- agaricus.test\ndtest <- lgb.Dataset.create.valid(dtrain, test$data, label = test$label)\nparams <- list(\n  objective = \"regression\"\n  , metric = \"l2\"\n  , min_data = 1L\n  , learning_rate = 1.0\n  , num_threads = 2L\n)\nvalids <- list(test = dtest)\nmodel <- lgb.train(\n  params = params\n  , data = dtrain\n  , nrounds = 5L\n  , valids = valids\n)\npreds <- predict(model, test$data)\n\n# pass other prediction parameters\npreds <- predict(\n    model,\n    test$data,\n    params = list(\n        predict_disable_shape_check = TRUE\n   )\n)\n}\n}\n"
  },
  {
    "path": "R-package/man/print.lgb.Booster.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.Booster.R\n\\name{print.lgb.Booster}\n\\alias{print.lgb.Booster}\n\\title{Print method for LightGBM model}\n\\usage{\n\\method{print}{lgb.Booster}(x, ...)\n}\n\\arguments{\n\\item{x}{Object of class \\code{lgb.Booster}}\n\n\\item{...}{Not used}\n}\n\\value{\nThe same input \\code{x}, returned as invisible.\n}\n\\description{\nShow summary information about a LightGBM model object (same as \\code{summary}).\n\n             \\emph{New in version 4.0.0}\n}\n"
  },
  {
    "path": "R-package/man/setLGBMThreads.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/multithreading.R\n\\name{setLGBMThreads}\n\\alias{setLGBMThreads}\n\\alias{setLGBMthreads}\n\\title{Set maximum number of threads used by LightGBM}\n\\usage{\nsetLGBMthreads(num_threads)\n}\n\\arguments{\n\\item{num_threads}{maximum number of threads to be used by LightGBM in multi-threaded operations}\n}\n\\description{\nLightGBM attempts to speed up many operations by using multi-threading.\n             The number of threads used in those operations can be controlled via the\n             \\code{num_threads} parameter passed through \\code{params} to functions like\n             \\link{lgb.train} and \\link{lgb.Dataset}. However, some operations (like materializing\n             a model from a text file) are done via code paths that don't explicitly accept thread-control\n             configuration.\n\n             Use this function to set the maximum number of threads LightGBM will use for such operations.\n\n             This function affects all LightGBM operations in the same process.\n\n             So, for example, if you call \\code{setLGBMthreads(4)}, no other multi-threaded LightGBM\n             operation in the same process will use more than 4 threads.\n\n             Call \\code{setLGBMthreads(-1)} to remove this limitation.\n}\n\\seealso{\n\\link{getLGBMthreads}\n}\n"
  },
  {
    "path": "R-package/man/set_field.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.Dataset.R\n\\name{set_field}\n\\alias{set_field}\n\\alias{set_field.lgb.Dataset}\n\\title{Set one attribute of a \\code{lgb.Dataset} object}\n\\usage{\nset_field(dataset, field_name, data)\n\n\\method{set_field}{lgb.Dataset}(dataset, field_name, data)\n}\n\\arguments{\n\\item{dataset}{Object of class \\code{lgb.Dataset}}\n\n\\item{field_name}{String with the name of the attribute to set. One of the following.\n\\itemize{\n    \\item \\code{label}: label lightgbm learns from ;\n    \\item \\code{weight}: to do a weight rescale ;\n    \\item{\\code{group}: used for learning-to-rank tasks. An integer vector describing how to\n        group rows together as ordered results from the same set of candidate results to be ranked.\n        For example, if you have a 100-document dataset with \\code{group = c(10, 20, 40, 10, 10, 10)},\n        that means that you have 6 groups, where the first 10 records are in the first group,\n        records 11-30 are in the second group, etc.}\n    \\item \\code{init_score}: initial score is the base prediction lightgbm will boost from.\n}}\n\n\\item{data}{The data for the field. See examples.}\n}\n\\value{\nThe \\code{lgb.Dataset} you passed in.\n}\n\\description{\nSet one attribute of a \\code{lgb.Dataset}\n}\n\\examples{\n\\donttest{\n\\dontshow{setLGBMthreads(2L)}\n\\dontshow{data.table::setDTthreads(1L)}\ndata(agaricus.train, package = \"lightgbm\")\ntrain <- agaricus.train\ndtrain <- lgb.Dataset(train$data, label = train$label)\nlgb.Dataset.construct(dtrain)\n\nlabels <- lightgbm::get_field(dtrain, \"label\")\nlightgbm::set_field(dtrain, \"label\", 1 - labels)\n\nlabels2 <- lightgbm::get_field(dtrain, \"label\")\nstopifnot(all.equal(labels2, 1 - labels))\n}\n}\n"
  },
  {
    "path": "R-package/man/summary.lgb.Booster.Rd",
    "content": "% Generated by roxygen2: do not edit by hand\n% Please edit documentation in R/lgb.Booster.R\n\\name{summary.lgb.Booster}\n\\alias{summary.lgb.Booster}\n\\title{Summary method for LightGBM model}\n\\usage{\n\\method{summary}{lgb.Booster}(object, ...)\n}\n\\arguments{\n\\item{object}{Object of class \\code{lgb.Booster}}\n\n\\item{...}{Not used}\n}\n\\value{\nThe same input \\code{object}, returned as invisible.\n}\n\\description{\nShow summary information about a LightGBM model object (same as \\code{print}).\n\n             \\emph{New in version 4.0.0}\n}\n"
  },
  {
    "path": "R-package/pkgdown/_pkgdown.yml",
    "content": "template:\n  params:\n    bootswatch: cerulean\n\nsite:\n  root: ''\n  title: LightGBM, Light Gradient Boosting Machine\n\nrepo:\n  url:\n    home: https://github.com/lightgbm-org/LightGBM/\n    source: https://github.com/lightgbm-org/LightGBM/tree/master/R-package/\n    issue: https://github.com/lightgbm-org/LightGBM/issues/\n    user: https://github.com/\n\ndevelopment:\n  mode: unreleased\n\nauthors:\n  Yu Shi:\n    href: https://github.com/shiyu1994\n    html: <img src=\"https://avatars.githubusercontent.com/u/14541765?s=400&v=4\" height=\"48\" /> Yu Shi\n  Guolin Ke:\n    href: https://github.com/guolinke\n    html: <img src=\"https://avatars.githubusercontent.com/u/16040950?s=400&v=4\" height=\"48\" /> Guolin Ke\n  Damien Soukhavong:\n    href: https://github.com/Laurae2\n    html: <img src=\"https://avatars.githubusercontent.com/u/9083669?s=400&v=4\" height=\"48\" /> Damien Soukhavong\n  Yachen Yan:\n    href: https://github.com/yanyachen\n    html: <img src=\"https://avatars.githubusercontent.com/u/6893682?s=400&v=4\" height=\"48\" /> Yachen Yan\n  James Lamb:\n    href: https://github.com/jameslamb\n    html: <img src=\"https://avatars.githubusercontent.com/u/7608904?s=400&v=4\" height=\"48\" /> James Lamb\n\nnavbar:\n  title: LightGBM\n  type: default\n  left:\n    - icon: fa-reply fa-lg\n      href: ../\n    - icon: fa-home fa-lg\n      href: index.html\n    - text: Articles\n      href: articles/index.html\n    - text: Reference\n      href: reference/index.html\n  right:\n    - icon: fa-github fa-lg\n      href: https://github.com/lightgbm-org/LightGBM/tree/master/R-package\n\nreference:\n  - title: Datasets\n    desc: Datasets included with the R-package\n    contents:\n      - '`agaricus.train`'\n      - '`agaricus.test`'\n      - '`bank`'\n  - title: Data Input / Output\n    desc: Data I/O required for LightGBM\n    contents:\n      - '`dim.lgb.Dataset`'\n      - '`dimnames.lgb.Dataset`'\n      - '`get_field`'\n      - '`set_field`'\n      - '`lgb.Dataset`'\n      - '`lgb.Dataset.construct`'\n      - '`lgb.Dataset.create.valid`'\n      - '`lgb.Dataset.save`'\n      - '`lgb.Dataset.set.categorical`'\n      - '`lgb.Dataset.set.reference`'\n      - '`lgb.convert_with_rules`'\n      - '`lgb.slice.Dataset`'\n  - title: Machine Learning\n    desc: Train models with LightGBM and then use them to make predictions on new data\n    contents:\n      - '`lightgbm`'\n      - '`lgb.train`'\n      - '`predict.lgb.Booster`'\n      - '`lgb.cv`'\n      - '`lgb.configure_fast_predict`'\n  - title: Saving / Loading Models\n    desc: Save and load LightGBM models\n    contents:\n      - '`lgb.dump`'\n      - '`lgb.save`'\n      - '`lgb.load`'\n      - '`lgb.model.dt.tree`'\n      - '`lgb.drop_serialized`'\n      - '`lgb.make_serializable`'\n      - '`lgb.restore_handle`'\n  - title: Model Interpretation\n    desc: Analyze your models\n    contents:\n      - '`lgb.get.eval.result`'\n      - '`lgb.importance`'\n      - '`lgb.interprete`'\n      - '`lgb.plot.importance`'\n      - '`lgb.plot.interpretation`'\n      - '`print.lgb.Booster`'\n      - '`summary.lgb.Booster`'\n  - title: Multithreading Control\n    desc: Manage degree of parallelism used by LightGBM\n    contents:\n      - '`getLGBMThreads`'\n      - '`setLGBMThreads`'\n"
  },
  {
    "path": "R-package/recreate-configure.sh",
    "content": "#!/bin/bash\n\nset -e -E -u -o pipefail\n\n# recreates 'configure' from 'configure.ac'\n# this script should run on Ubuntu 22.04\nAUTOCONF_VERSION=$(cat R-package/AUTOCONF_UBUNTU_VERSION)\n\n# R packages cannot have versions like 3.0.0rc1, but\n# 3.0.0-1 is acceptable\nLGB_VERSION=$(sed \"s/rc/-/g\" < VERSION.txt)\n\n# this script changes configure.ac. Copying to a temporary file\n# so changes to configure.ac don't get committed in git\nTMP_CONFIGURE_AC=\".configure.ac\"\n\necho \"Creating 'configure' script with Autoconf ${AUTOCONF_VERSION}\"\n\napt update\napt-get install \\\n    --no-install-recommends \\\n    -y \\\n        autoconf=\"${AUTOCONF_VERSION}\"\n\ncd R-package\n\ncp configure.ac ${TMP_CONFIGURE_AC}\nsed -i.bak -e \"s/~~VERSION~~/${LGB_VERSION}/\" ${TMP_CONFIGURE_AC}\n\nautoconf \\\n    --output configure \\\n    ${TMP_CONFIGURE_AC} \\\n    || exit 1\n\nrm ${TMP_CONFIGURE_AC}\n\nrm -r autom4te.cache || echo \"no autoconf cache found\"\n\necho \"done creating 'configure' script\"\n"
  },
  {
    "path": "R-package/src/Makevars.in",
    "content": "CXX_STD = CXX17\n\nPKGROOT=.\n\nLGB_CPPFLAGS = \\\n    @LGB_CPPFLAGS@ \\\n    -DUSE_SOCKET \\\n    -DLGB_R_BUILD\n\nPKG_CPPFLAGS = \\\n    -I$(PKGROOT)/include \\\n    $(LGB_CPPFLAGS)\n\nPKG_CXXFLAGS = \\\n    @OPENMP_CXXFLAGS@ \\\n    -pthread\n\nPKG_LIBS = \\\n    @OPENMP_CXXFLAGS@ \\\n    @OPENMP_LIB@ \\\n    -pthread\n\nOBJECTS = \\\n    boosting/boosting.o \\\n    boosting/gbdt.o \\\n    boosting/gbdt_model_text.o \\\n    boosting/gbdt_prediction.o \\\n    boosting/prediction_early_stop.o \\\n    boosting/sample_strategy.o \\\n    io/bin.o \\\n    io/config.o \\\n    io/config_auto.o \\\n    io/dataset.o \\\n    io/dataset_loader.o \\\n    io/file_io.o \\\n    io/json11.o \\\n    io/metadata.o \\\n    io/parser.o \\\n    io/train_share_states.o \\\n    io/tree.o \\\n    metric/dcg_calculator.o \\\n    metric/metric.o \\\n    objective/objective_function.o \\\n    network/linker_topo.o \\\n    network/linkers_mpi.o \\\n    network/linkers_socket.o \\\n    network/network.o \\\n    treelearner/data_parallel_tree_learner.o \\\n    treelearner/feature_histogram.o \\\n    treelearner/feature_parallel_tree_learner.o \\\n    treelearner/gpu_tree_learner.o \\\n    treelearner/gradient_discretizer.o \\\n    treelearner/linear_tree_learner.o \\\n    treelearner/serial_tree_learner.o \\\n    treelearner/tree_learner.o \\\n    treelearner/voting_parallel_tree_learner.o \\\n    utils/openmp_wrapper.o \\\n    c_api.o \\\n    lightgbm_R.o\n"
  },
  {
    "path": "R-package/src/Makevars.win.in",
    "content": "CXX_STD = CXX17\n\nPKGROOT=.\n\nLGB_CPPFLAGS = \\\n    @LGB_CPPFLAGS@ \\\n    -DUSE_SOCKET \\\n    -DLGB_R_BUILD\n\nPKG_CPPFLAGS = \\\n    -I$(PKGROOT)/include \\\n    $(LGB_CPPFLAGS)\n\nPKG_CXXFLAGS = \\\n    ${SHLIB_OPENMP_CXXFLAGS} \\\n    ${SHLIB_PTHREAD_FLAGS}\n\nPKG_LIBS = \\\n    ${SHLIB_OPENMP_CXXFLAGS} \\\n    ${SHLIB_PTHREAD_FLAGS} \\\n    -lws2_32 \\\n    -liphlpapi\n\nOBJECTS = \\\n    boosting/boosting.o \\\n    boosting/gbdt.o \\\n    boosting/gbdt_model_text.o \\\n    boosting/gbdt_prediction.o \\\n    boosting/prediction_early_stop.o \\\n    boosting/sample_strategy.o \\\n    io/bin.o \\\n    io/config.o \\\n    io/config_auto.o \\\n    io/dataset.o \\\n    io/dataset_loader.o \\\n    io/file_io.o \\\n    io/json11.o \\\n    io/metadata.o \\\n    io/parser.o \\\n    io/train_share_states.o \\\n    io/tree.o \\\n    metric/dcg_calculator.o \\\n    metric/metric.o \\\n    objective/objective_function.o \\\n    network/linker_topo.o \\\n    network/linkers_mpi.o \\\n    network/linkers_socket.o \\\n    network/network.o \\\n    treelearner/data_parallel_tree_learner.o \\\n    treelearner/feature_histogram.o \\\n    treelearner/feature_parallel_tree_learner.o \\\n    treelearner/gpu_tree_learner.o \\\n    treelearner/gradient_discretizer.o \\\n    treelearner/linear_tree_learner.o \\\n    treelearner/serial_tree_learner.o \\\n    treelearner/tree_learner.o \\\n    treelearner/voting_parallel_tree_learner.o \\\n    utils/openmp_wrapper.o \\\n    c_api.o \\\n    lightgbm_R.o\n"
  },
  {
    "path": "R-package/src/install.libs.R",
    "content": "# User options\nuse_gpu <- FALSE\nmake_args_from_build_script <- character(0L)\n\n# For Windows, the package will be built with Visual Studio\n# unless you set one of these to TRUE\nuse_mingw <- FALSE\nuse_msys2 <- FALSE\n\nif (use_mingw && use_msys2) {\n  stop(\"Cannot use both MinGW and MSYS2. Please choose only one.\")\n}\n\nif (.Machine$sizeof.pointer != 8L) {\n  stop(\"LightGBM only supports 64-bit R, please check the version of R and Rtools.\")\n}\n\n# Get some paths\nsource_dir <- file.path(R_PACKAGE_SOURCE, \"src\", fsep = \"/\")\nbuild_dir <- file.path(source_dir, \"build\", fsep = \"/\")\ninst_dir <- file.path(R_PACKAGE_SOURCE, \"inst\", fsep = \"/\")\n\n# system() will not raise an R exception if the process called\n# fails. Wrapping it here to get that behavior.\n#\n# system() introduces a lot of overhead, at least on Windows,\n# so trying processx if it is available\n.run_shell_command <- function(cmd, args, strict = TRUE) {\n    on_windows <- .Platform$OS.type == \"windows\"\n    has_processx <- suppressMessages({\n      suppressWarnings({\n        require(\"processx\")  # nolint: undesirable_function, unused_import.\n      })\n    })\n    if (has_processx && on_windows) {\n      result <- processx::run(\n        command = cmd\n        , args = args\n        , windows_verbatim_args = TRUE\n        , error_on_status = FALSE\n        , echo = TRUE\n      )\n      exit_code <- result$status\n    } else {\n      if (on_windows) {\n        message(paste0(\n          \"Using system() to run shell commands. Installing \"\n          , \"'processx' with install.packages('processx') might \"\n          , \"make this faster.\"\n        ))\n      }\n      cmd <- paste0(cmd, \" \", paste(args, collapse = \" \"))\n      exit_code <- system(cmd)\n    }\n\n    if (exit_code != 0L && isTRUE(strict)) {\n        stop(paste0(\"Command failed with exit code: \", exit_code))\n    }\n    return(invisible(exit_code))\n}\n\n# try to generate Visual Studio build files\n.generate_vs_makefiles <- function(cmake_args) {\n  vs_versions <- c(\n    \"Visual Studio 17 2022\"\n    , \"Visual Studio 16 2019\"\n    , \"Visual Studio 15 2017\"\n  )\n  working_vs_version <- NULL\n  for (vs_version in vs_versions) {\n    message(sprintf(\"Trying '%s'\", vs_version))\n    # if the build directory is not empty, clean it\n    if (file.exists(\"CMakeCache.txt\")) {\n      file.remove(\"CMakeCache.txt\")\n    }\n    vs_cmake_args <- c(\n      cmake_args\n      , \"-G\"\n      , shQuote(vs_version)\n      , \"-A\"\n      , \"x64\"\n    )\n    exit_code <- .run_shell_command(\"cmake\", c(vs_cmake_args, \"..\"), strict = FALSE)\n    if (exit_code == 0L) {\n      message(sprintf(\"Successfully created build files for '%s'\", vs_version))\n      return(invisible(TRUE))\n    }\n\n  }\n  return(invisible(FALSE))\n}\n\n# Move in CMakeLists.txt\nwrite_succeeded <- file.copy(\n  file.path(inst_dir, \"bin\", \"CMakeLists.txt\")\n  , \"CMakeLists.txt\"\n  , overwrite = TRUE\n)\nif (!write_succeeded) {\n  stop(\"Copying CMakeLists.txt failed\")\n}\n\n# Prepare building package\ndir.create(\n  build_dir\n  , recursive = TRUE\n  , showWarnings = FALSE\n)\nsetwd(build_dir)\n\nuse_visual_studio <- !(use_mingw || use_msys2)\n\n# If using MSVC to build, pull in the script used\n# to create R.def from R.dll\nif (WINDOWS && use_visual_studio) {\n  write_succeeded <- file.copy(\n    file.path(inst_dir, \"make-r-def.R\")\n    , file.path(build_dir, \"make-r-def.R\")\n    , overwrite = TRUE\n  )\n  if (!write_succeeded) {\n    stop(\"Copying make-r-def.R failed\")\n  }\n}\n\n# Prepare installation steps\ncmake_args <- c(\n  \"-D__BUILD_FOR_R=ON\"\n  # pass in R version, to help FindLibR find the R library\n  , sprintf(\"-DCMAKE_R_VERSION='%s.%s'\", R.Version()[[\"major\"]], R.Version()[[\"minor\"]])\n  # ensure CMake build respects how R is configured (`R CMD config SHLIB_EXT`)\n  , sprintf(\"-DCMAKE_SHARED_LIBRARY_SUFFIX_CXX='%s'\", SHLIB_EXT)\n)\nbuild_cmd <- \"make\"\nbuild_args <- c(\"_lightgbm\", make_args_from_build_script)\nlib_folder <- file.path(source_dir, fsep = \"/\")\n\n# add in command-line arguments\n# NOTE: build_r.R replaces the line below\ncommand_line_args <- NULL\ncmake_args <- c(cmake_args, command_line_args)\n\nWINDOWS_BUILD_TOOLS <- list(\n  \"MinGW\" = c(\n    build_tool = \"mingw32-make.exe\"\n    , makefile_generator = \"MinGW Makefiles\"\n  )\n  , \"MSYS2\" = c(\n    build_tool = \"make.exe\"\n    , makefile_generator = \"MSYS Makefiles\"\n  )\n)\n\nif (use_mingw) {\n  windows_toolchain <- \"MinGW\"\n} else if (use_msys2) {\n  windows_toolchain <- \"MSYS2\"\n} else {\n  # Rtools 4.0 moved from MinGW to MSYS toolchain. If user tries\n  # Visual Studio install but that fails, fall back to the toolchain\n  # supported in Rtools\n  windows_toolchain <- \"MSYS2\"\n}\nwindows_build_tool <- WINDOWS_BUILD_TOOLS[[windows_toolchain]][[\"build_tool\"]]\nwindows_makefile_generator <- WINDOWS_BUILD_TOOLS[[windows_toolchain]][[\"makefile_generator\"]]\n\nif (use_gpu) {\n  cmake_args <- c(cmake_args, \"-DUSE_GPU=ON\")\n}\n\n# the checks below might already run `cmake -G`. If they do, set this flag\n# to TRUE to avoid re-running it later\nmakefiles_already_generated <- FALSE\n\n# Check if Windows installation (for gcc vs Visual Studio)\nif (WINDOWS) {\n  if (!use_visual_studio) {\n    message(sprintf(\"Trying to build with %s\", windows_toolchain))\n    # Must build twice for Windows due sh.exe in Rtools\n    cmake_args <- c(cmake_args, \"-G\", shQuote(windows_makefile_generator))\n    .run_shell_command(\"cmake\", c(cmake_args, \"..\"), strict = FALSE)\n    build_cmd <- windows_build_tool\n    build_args <- c(\"_lightgbm\", make_args_from_build_script)\n  } else {\n    visual_studio_succeeded <- .generate_vs_makefiles(cmake_args)\n    if (!isTRUE(visual_studio_succeeded)) {\n      warning(sprintf(\"Building with Visual Studio failed. Attempting with %s\", windows_toolchain))\n      # Must build twice for Windows due sh.exe in Rtools\n      cmake_args <- c(cmake_args, \"-G\", shQuote(windows_makefile_generator))\n      .run_shell_command(\"cmake\", c(cmake_args, \"..\"), strict = FALSE)\n      build_cmd <- windows_build_tool\n      build_args <- c(\"_lightgbm\", make_args_from_build_script)\n    } else {\n      build_cmd <- \"cmake\"\n      build_args <- c(\"--build\", \".\", \"--target\", \"_lightgbm\", \"--config\", \"Release\")\n      lib_folder <- file.path(source_dir, \"Release\", fsep = \"/\")\n      makefiles_already_generated <- TRUE\n    }\n  }\n} else {\n    .run_shell_command(\"cmake\", c(cmake_args, \"..\"))\n    makefiles_already_generated <- TRUE\n}\n\n# generate build files\nif (!makefiles_already_generated) {\n  .run_shell_command(\"cmake\", c(cmake_args, \"..\"))\n}\n\n# build the library\nmessage(paste0(\"Building lightgbm\", SHLIB_EXT))\n.run_shell_command(build_cmd, build_args)\nsrc <- file.path(lib_folder, paste0(\"lightgbm\", SHLIB_EXT), fsep = \"/\")\n\n# Packages with install.libs.R need to copy some artifacts into the\n# expected places in the package structure.\n# see https://cran.r-project.org/doc/manuals/r-devel/R-exts.html#Package-subdirectories,\n# especially the paragraph on install.libs.R\ndest <- file.path(R_PACKAGE_DIR, paste0(\"libs\", R_ARCH), fsep = \"/\")\ndir.create(dest, recursive = TRUE, showWarnings = FALSE)\nif (file.exists(src)) {\n  message(paste0(\"Found library file: \", src, \" to move to \", dest))\n  file.copy(src, dest, overwrite = TRUE)\n\n  symbols_file <- file.path(source_dir, \"symbols.rds\")\n  if (file.exists(symbols_file)) {\n    file.copy(symbols_file, dest, overwrite = TRUE)\n  }\n\n} else {\n  stop(paste0(\"Cannot find lightgbm\", SHLIB_EXT))\n}\n\n# clean up the \"build\" directory\nif (dir.exists(build_dir)) {\n  message(\"Removing 'build/' directory\")\n  unlink(\n    x = build_dir\n    , recursive = TRUE\n    , force = TRUE\n  )\n}\n"
  },
  {
    "path": "R-package/src/lightgbm_R.cpp",
    "content": "/*!\n * Copyright (c) 2017-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2017-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#include \"lightgbm_R.h\"\n\n#include <LightGBM/utils/common.h>\n#include <LightGBM/utils/log.h>\n#include <LightGBM/utils/openmp_wrapper.h>\n#include <LightGBM/utils/text_reader.h>\n\n#include <R_ext/Rdynload.h>\n#include <R_ext/Altrep.h>\n\n#ifndef R_NO_REMAP\n#define R_NO_REMAP\n#endif\n\n#ifndef R_USE_C99_IN_CXX\n#define R_USE_C99_IN_CXX\n#endif\n\n#include <R_ext/Error.h>\n\n#include <string>\n#include <cstdio>\n#include <cstdlib>\n#include <cstring>\n#include <memory>\n#include <utility>\n#include <vector>\n#include <algorithm>\n#include <type_traits>\n\nR_altrep_class_t lgb_altrepped_char_vec;\nR_altrep_class_t lgb_altrepped_int_arr;\nR_altrep_class_t lgb_altrepped_dbl_arr;\n\ntemplate <class T>\nvoid delete_cpp_array(SEXP R_ptr) {\n  T *ptr_to_cpp_obj = static_cast<T*>(R_ExternalPtrAddr(R_ptr));\n  delete[] ptr_to_cpp_obj;\n  R_ClearExternalPtr(R_ptr);\n}\n\nvoid delete_cpp_char_vec(SEXP R_ptr) {\n  std::vector<char> *ptr_to_cpp_obj = static_cast<std::vector<char>*>(R_ExternalPtrAddr(R_ptr));\n  delete ptr_to_cpp_obj;\n  R_ClearExternalPtr(R_ptr);\n}\n\n// Note: MSVC has issues with Altrep classes, so they are disabled for it.\n// See: https://github.com/lightgbm-org/LightGBM/pull/6213#issuecomment-2111025768\n#ifdef _MSC_VER\n#  define LGB_NO_ALTREP\n#endif\n\n#ifndef LGB_NO_ALTREP\nSEXP make_altrepped_raw_vec(void *void_ptr) {\n  std::unique_ptr<std::vector<char>> *ptr_to_cpp_vec = static_cast<std::unique_ptr<std::vector<char>>*>(void_ptr);\n  SEXP R_ptr = Rf_protect(R_MakeExternalPtr(nullptr, R_NilValue, R_NilValue));\n  SEXP R_raw = Rf_protect(R_new_altrep(lgb_altrepped_char_vec, R_NilValue, R_NilValue));\n\n  R_SetExternalPtrAddr(R_ptr, ptr_to_cpp_vec->get());\n  R_RegisterCFinalizerEx(R_ptr, delete_cpp_char_vec, TRUE);\n  ptr_to_cpp_vec->release();\n\n  R_set_altrep_data1(R_raw, R_ptr);\n  Rf_unprotect(2);\n  return R_raw;\n}\n#else\nSEXP make_r_raw_vec(void *void_ptr) {\n  std::unique_ptr<std::vector<char>> *ptr_to_cpp_vec = static_cast<std::unique_ptr<std::vector<char>>*>(void_ptr);\n  R_xlen_t len = ptr_to_cpp_vec->get()->size();\n  SEXP out = Rf_protect(Rf_allocVector(RAWSXP, len));\n  std::copy(ptr_to_cpp_vec->get()->begin(), ptr_to_cpp_vec->get()->end(), reinterpret_cast<char*>(RAW(out)));\n  Rf_unprotect(1);\n  return out;\n}\n#define make_altrepped_raw_vec make_r_raw_vec\n#endif\n\nstd::vector<char>* get_ptr_from_altrepped_raw(SEXP R_raw) {\n  return static_cast<std::vector<char>*>(R_ExternalPtrAddr(R_altrep_data1(R_raw)));\n}\n\nR_xlen_t get_altrepped_raw_len(SEXP R_raw) {\n  return get_ptr_from_altrepped_raw(R_raw)->size();\n}\n\nconst void* get_altrepped_raw_dataptr_or_null(SEXP R_raw) {\n  return get_ptr_from_altrepped_raw(R_raw)->data();\n}\n\nvoid* get_altrepped_raw_dataptr(SEXP R_raw, Rboolean writeable) {\n  return get_ptr_from_altrepped_raw(R_raw)->data();\n}\n\n#ifndef LGB_NO_ALTREP\ntemplate <class T>\nR_altrep_class_t get_altrep_class_for_type() {\n  if (std::is_same<T, double>::value) {\n    return lgb_altrepped_dbl_arr;\n  } else {\n    return lgb_altrepped_int_arr;\n  }\n}\n#else\ntemplate <class T>\nSEXPTYPE get_sexptype_class_for_type() {\n  if (std::is_same<T, double>::value) {\n    return REALSXP;\n  } else {\n    return INTSXP;\n  }\n}\n\ntemplate <class T>\nT* get_r_vec_ptr(SEXP x) {\n  if (std::is_same<T, double>::value) {\n    return static_cast<T*>(static_cast<void*>(REAL(x)));\n  } else {\n    return static_cast<T*>(static_cast<void*>(INTEGER(x)));\n  }\n}\n#endif\n\ntemplate <class T>\nstruct arr_and_len {\n  T *arr;\n  int64_t len;\n};\n\n#ifndef LGB_NO_ALTREP\ntemplate <class T>\nSEXP make_altrepped_vec_from_arr(void *void_ptr) {\n  T *arr = static_cast<arr_and_len<T>*>(void_ptr)->arr;\n  uint64_t len = static_cast<arr_and_len<T>*>(void_ptr)->len;\n  SEXP R_ptr = Rf_protect(R_MakeExternalPtr(nullptr, R_NilValue, R_NilValue));\n  SEXP R_len = Rf_protect(Rf_allocVector(REALSXP, 1));\n  SEXP R_vec = Rf_protect(R_new_altrep(get_altrep_class_for_type<T>(), R_NilValue, R_NilValue));\n\n  REAL(R_len)[0] = static_cast<double>(len);\n  R_SetExternalPtrAddr(R_ptr, arr);\n  R_RegisterCFinalizerEx(R_ptr, delete_cpp_array<T>, TRUE);\n\n  R_set_altrep_data1(R_vec, R_ptr);\n  R_set_altrep_data2(R_vec, R_len);\n  Rf_unprotect(3);\n  return R_vec;\n}\n#else\ntemplate <class T>\nSEXP make_R_vec_from_arr(void *void_ptr) {\n  T *arr = static_cast<arr_and_len<T>*>(void_ptr)->arr;\n  uint64_t len = static_cast<arr_and_len<T>*>(void_ptr)->len;\n  SEXP out = Rf_protect(Rf_allocVector(get_sexptype_class_for_type<T>(), len));\n  std::copy(arr, arr + len, get_r_vec_ptr<T>(out));\n  Rf_unprotect(1);\n  return out;\n}\n#define make_altrepped_vec_from_arr make_R_vec_from_arr\n#endif\n\nR_xlen_t get_altrepped_vec_len(SEXP R_vec) {\n  return static_cast<R_xlen_t>(Rf_asReal(R_altrep_data2(R_vec)));\n}\n\nconst void* get_altrepped_vec_dataptr_or_null(SEXP R_vec) {\n  return R_ExternalPtrAddr(R_altrep_data1(R_vec));\n}\n\nvoid* get_altrepped_vec_dataptr(SEXP R_vec, Rboolean writeable) {\n  return R_ExternalPtrAddr(R_altrep_data1(R_vec));\n}\n\n#define COL_MAJOR (0)\n\n#define MAX_LENGTH_ERR_MSG 1024\nchar R_errmsg_buffer[MAX_LENGTH_ERR_MSG];\nstruct LGBM_R_ErrorClass { SEXP cont_token; };\nvoid LGBM_R_save_exception_msg(const std::exception &err);\nvoid LGBM_R_save_exception_msg(const std::string &err);\n\n#define R_API_BEGIN() \\\n  try {\n#define R_API_END() } \\\n  catch(LGBM_R_ErrorClass &cont) { R_ContinueUnwind(cont.cont_token); } \\\n  catch(std::exception& ex) { LGBM_R_save_exception_msg(ex); } \\\n  catch(std::string& ex) { LGBM_R_save_exception_msg(ex); } \\\n  catch(...) { Rf_error(\"unknown exception\"); } \\\n  Rf_error(\"%s\", R_errmsg_buffer); \\\n  return R_NilValue; /* <- won't be reached */\n\n#define CHECK_CALL(x) \\\n  if ((x) != 0) { \\\n    throw std::runtime_error(LGBM_GetLastError()); \\\n  }\n\n// These are helper functions to allow doing a stack unwind\n// after an R allocation error, which would trigger a long jump.\nvoid LGBM_R_save_exception_msg(const std::exception &err) {\n  std::snprintf(R_errmsg_buffer, MAX_LENGTH_ERR_MSG, \"%s\\n\", err.what());\n}\n\nvoid LGBM_R_save_exception_msg(const std::string &err) {\n  std::snprintf(R_errmsg_buffer, MAX_LENGTH_ERR_MSG, \"%s\\n\", err.c_str());\n}\n\nSEXP wrapped_R_string(void *len) {\n  return Rf_allocVector(STRSXP, *(reinterpret_cast<R_xlen_t*>(len)));\n}\n\nSEXP wrapped_R_raw(void *len) {\n  return Rf_allocVector(RAWSXP, *(reinterpret_cast<R_xlen_t*>(len)));\n}\n\nSEXP wrapped_R_int(void *len) {\n  return Rf_allocVector(INTSXP, *(reinterpret_cast<R_xlen_t*>(len)));\n}\n\nSEXP wrapped_R_real(void *len) {\n  return Rf_allocVector(REALSXP, *(reinterpret_cast<R_xlen_t*>(len)));\n}\n\nSEXP wrapped_Rf_mkChar(void *txt) {\n  return Rf_mkChar(reinterpret_cast<char*>(txt));\n}\n\nvoid throw_R_memerr(void *ptr_cont_token, Rboolean jump) {\n  if (jump) {\n    LGBM_R_ErrorClass err{*(reinterpret_cast<SEXP*>(ptr_cont_token))};\n    throw err;\n  }\n}\n\nSEXP safe_R_string(R_xlen_t len, SEXP *cont_token) {\n  return R_UnwindProtect(wrapped_R_string, reinterpret_cast<void*>(&len), throw_R_memerr, cont_token, *cont_token);\n}\n\nSEXP safe_R_raw(R_xlen_t len, SEXP *cont_token) {\n  return R_UnwindProtect(wrapped_R_raw, reinterpret_cast<void*>(&len), throw_R_memerr, cont_token, *cont_token);\n}\n\nSEXP safe_R_int(R_xlen_t len, SEXP *cont_token) {\n  return R_UnwindProtect(wrapped_R_int, reinterpret_cast<void*>(&len), throw_R_memerr, cont_token, *cont_token);\n}\n\nSEXP safe_R_real(R_xlen_t len, SEXP *cont_token) {\n  return R_UnwindProtect(wrapped_R_real, reinterpret_cast<void*>(&len), throw_R_memerr, cont_token, *cont_token);\n}\n\nSEXP safe_R_mkChar(char *txt, SEXP *cont_token) {\n  return R_UnwindProtect(wrapped_Rf_mkChar, reinterpret_cast<void*>(txt), throw_R_memerr, cont_token, *cont_token);\n}\n\nusing LightGBM::Common::Split;\nusing LightGBM::Log;\n\nSEXP LGBM_HandleIsNull_R(SEXP handle) {\n  return Rf_ScalarLogical(R_ExternalPtrAddr(handle) == NULL);\n}\n\nvoid _DatasetFinalizer(SEXP handle) {\n  LGBM_DatasetFree_R(handle);\n}\n\nSEXP LGBM_NullBoosterHandleError_R() {\n  Rf_error(\n      \"Attempting to use a Booster which no longer exists and/or cannot be restored. \"\n      \"This can happen if the Booster's finalizer was called \"\n      \"or if this Booster was saved through saveRDS() using 'serializable=FALSE'.\");\n  return R_NilValue;\n}\n\nvoid _AssertBoosterHandleNotNull(SEXP handle) {\n  if (Rf_isNull(handle) || !R_ExternalPtrAddr(handle)) {\n    LGBM_NullBoosterHandleError_R();\n  }\n}\n\nvoid _AssertDatasetHandleNotNull(SEXP handle) {\n  if (Rf_isNull(handle) || !R_ExternalPtrAddr(handle)) {\n    Rf_error(\n      \"Attempting to use a Dataset which no longer exists. \"\n      \"This can happen if the Dataset's finalizer was called or if this Dataset was saved with saveRDS(). \"\n      \"To avoid this error in the future, use lgb.Dataset.save() or Dataset$save_binary() to save lightgbm Datasets.\");\n  }\n}\n\nSEXP LGBM_DatasetCreateFromFile_R(SEXP filename,\n  SEXP parameters,\n  SEXP reference) {\n  R_API_BEGIN();\n  SEXP ret = Rf_protect(R_MakeExternalPtr(nullptr, R_NilValue, R_NilValue));\n  DatasetHandle handle = nullptr;\n  DatasetHandle ref = nullptr;\n  if (!Rf_isNull(reference)) {\n    ref = R_ExternalPtrAddr(reference);\n  }\n  const char* filename_ptr = CHAR(Rf_protect(Rf_asChar(filename)));\n  const char* parameters_ptr = CHAR(Rf_protect(Rf_asChar(parameters)));\n  CHECK_CALL(LGBM_DatasetCreateFromFile(filename_ptr, parameters_ptr, ref, &handle));\n  R_SetExternalPtrAddr(ret, handle);\n  R_RegisterCFinalizerEx(ret, _DatasetFinalizer, TRUE);\n  Rf_unprotect(3);\n  return ret;\n  R_API_END();\n}\n\nSEXP LGBM_DatasetCreateFromCSC_R(SEXP indptr,\n  SEXP indices,\n  SEXP data,\n  SEXP num_indptr,\n  SEXP nelem,\n  SEXP num_row,\n  SEXP parameters,\n  SEXP reference) {\n  R_API_BEGIN();\n  SEXP ret = Rf_protect(R_MakeExternalPtr(nullptr, R_NilValue, R_NilValue));\n  const int* p_indptr = INTEGER(indptr);\n  const int* p_indices = INTEGER(indices);\n  const double* p_data = REAL(data);\n  int64_t nindptr = static_cast<int64_t>(Rf_asInteger(num_indptr));\n  int64_t ndata = static_cast<int64_t>(Rf_asInteger(nelem));\n  int64_t nrow = static_cast<int64_t>(Rf_asInteger(num_row));\n  const char* parameters_ptr = CHAR(Rf_protect(Rf_asChar(parameters)));\n  DatasetHandle handle = nullptr;\n  DatasetHandle ref = nullptr;\n  if (!Rf_isNull(reference)) {\n    ref = R_ExternalPtrAddr(reference);\n  }\n  CHECK_CALL(LGBM_DatasetCreateFromCSC(p_indptr, C_API_DTYPE_INT32, p_indices,\n    p_data, C_API_DTYPE_FLOAT64, nindptr, ndata,\n    nrow, parameters_ptr, ref, &handle));\n  R_SetExternalPtrAddr(ret, handle);\n  R_RegisterCFinalizerEx(ret, _DatasetFinalizer, TRUE);\n  Rf_unprotect(2);\n  return ret;\n  R_API_END();\n}\n\nSEXP LGBM_DatasetCreateFromMat_R(SEXP data,\n  SEXP num_row,\n  SEXP num_col,\n  SEXP parameters,\n  SEXP reference) {\n  R_API_BEGIN();\n  SEXP ret = Rf_protect(R_MakeExternalPtr(nullptr, R_NilValue, R_NilValue));\n  int32_t nrow = static_cast<int32_t>(Rf_asInteger(num_row));\n  int32_t ncol = static_cast<int32_t>(Rf_asInteger(num_col));\n  double* p_mat = REAL(data);\n  const char* parameters_ptr = CHAR(Rf_protect(Rf_asChar(parameters)));\n  DatasetHandle handle = nullptr;\n  DatasetHandle ref = nullptr;\n  if (!Rf_isNull(reference)) {\n    ref = R_ExternalPtrAddr(reference);\n  }\n  CHECK_CALL(LGBM_DatasetCreateFromMat(p_mat, C_API_DTYPE_FLOAT64, nrow, ncol, COL_MAJOR,\n    parameters_ptr, ref, &handle));\n  R_SetExternalPtrAddr(ret, handle);\n  R_RegisterCFinalizerEx(ret, _DatasetFinalizer, TRUE);\n  Rf_unprotect(2);\n  return ret;\n  R_API_END();\n}\n\nSEXP LGBM_DatasetGetSubset_R(SEXP handle,\n  SEXP used_row_indices,\n  SEXP len_used_row_indices,\n  SEXP parameters) {\n  R_API_BEGIN();\n  _AssertDatasetHandleNotNull(handle);\n  SEXP ret = Rf_protect(R_MakeExternalPtr(nullptr, R_NilValue, R_NilValue));\n  int32_t len = static_cast<int32_t>(Rf_asInteger(len_used_row_indices));\n  std::unique_ptr<int32_t[]> idxvec(new int32_t[len]);\n  // convert from one-based to zero-based index\n  const int *used_row_indices_ = INTEGER(used_row_indices);\n#ifndef _MSC_VER\n#pragma omp simd\n#endif\n  for (int32_t i = 0; i < len; ++i) {\n    idxvec[i] = static_cast<int32_t>(used_row_indices_[i] - 1);\n  }\n  const char* parameters_ptr = CHAR(Rf_protect(Rf_asChar(parameters)));\n  DatasetHandle res = nullptr;\n  CHECK_CALL(LGBM_DatasetGetSubset(R_ExternalPtrAddr(handle),\n    idxvec.get(), len, parameters_ptr,\n    &res));\n  R_SetExternalPtrAddr(ret, res);\n  R_RegisterCFinalizerEx(ret, _DatasetFinalizer, TRUE);\n  Rf_unprotect(2);\n  return ret;\n  R_API_END();\n}\n\nSEXP LGBM_DatasetSetFeatureNames_R(SEXP handle,\n  SEXP feature_names) {\n  R_API_BEGIN();\n  _AssertDatasetHandleNotNull(handle);\n  auto vec_names = Split(CHAR(Rf_protect(Rf_asChar(feature_names))), '\\t');\n  int len = static_cast<int>(vec_names.size());\n  std::unique_ptr<const char*[]> vec_sptr(new const char*[len]);\n  for (int i = 0; i < len; ++i) {\n    vec_sptr[i] = vec_names[i].c_str();\n  }\n  CHECK_CALL(LGBM_DatasetSetFeatureNames(R_ExternalPtrAddr(handle),\n    vec_sptr.get(), len));\n  Rf_unprotect(1);\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_DatasetGetFeatureNames_R(SEXP handle) {\n  SEXP cont_token = Rf_protect(R_MakeUnwindCont());\n  R_API_BEGIN();\n  _AssertDatasetHandleNotNull(handle);\n  SEXP feature_names;\n  int len = 0;\n  CHECK_CALL(LGBM_DatasetGetNumFeature(R_ExternalPtrAddr(handle), &len));\n  const size_t reserved_string_size = 256;\n  std::vector<std::vector<char>> names(len);\n  std::vector<char*> ptr_names(len);\n  for (int i = 0; i < len; ++i) {\n    names[i].resize(reserved_string_size);\n    ptr_names[i] = names[i].data();\n  }\n  int out_len;\n  size_t required_string_size;\n  CHECK_CALL(\n    LGBM_DatasetGetFeatureNames(\n      R_ExternalPtrAddr(handle),\n      len, &out_len,\n      reserved_string_size, &required_string_size,\n      ptr_names.data()));\n  // if any feature names were larger than allocated size,\n  // allow for a larger size and try again\n  if (required_string_size > reserved_string_size) {\n    for (int i = 0; i < len; ++i) {\n      names[i].resize(required_string_size);\n      ptr_names[i] = names[i].data();\n    }\n    CHECK_CALL(\n      LGBM_DatasetGetFeatureNames(\n        R_ExternalPtrAddr(handle),\n        len,\n        &out_len,\n        required_string_size,\n        &required_string_size,\n        ptr_names.data()));\n  }\n  CHECK_EQ(len, out_len);\n  feature_names = Rf_protect(safe_R_string(static_cast<R_xlen_t>(len), &cont_token));\n  for (int i = 0; i < len; ++i) {\n    SET_STRING_ELT(feature_names, i, safe_R_mkChar(ptr_names[i], &cont_token));\n  }\n  Rf_unprotect(2);\n  return feature_names;\n  R_API_END();\n}\n\nSEXP LGBM_DatasetSaveBinary_R(SEXP handle,\n  SEXP filename) {\n  R_API_BEGIN();\n  _AssertDatasetHandleNotNull(handle);\n  const char* filename_ptr = CHAR(Rf_protect(Rf_asChar(filename)));\n  CHECK_CALL(LGBM_DatasetSaveBinary(R_ExternalPtrAddr(handle),\n    filename_ptr));\n  Rf_unprotect(1);\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_DatasetFree_R(SEXP handle) {\n  R_API_BEGIN();\n  if (!Rf_isNull(handle) && R_ExternalPtrAddr(handle)) {\n    CHECK_CALL(LGBM_DatasetFree(R_ExternalPtrAddr(handle)));\n    R_ClearExternalPtr(handle);\n  }\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_DatasetSetField_R(SEXP handle,\n  SEXP field_name,\n  SEXP field_data,\n  SEXP num_element) {\n  R_API_BEGIN();\n  _AssertDatasetHandleNotNull(handle);\n  int len = Rf_asInteger(num_element);\n  const char* name = CHAR(Rf_protect(Rf_asChar(field_name)));\n  if (!strcmp(\"group\", name) || !strcmp(\"query\", name)) {\n    CHECK_CALL(LGBM_DatasetSetField(R_ExternalPtrAddr(handle), name, INTEGER(field_data), len, C_API_DTYPE_INT32));\n  } else if (!strcmp(\"init_score\", name)) {\n    CHECK_CALL(LGBM_DatasetSetField(R_ExternalPtrAddr(handle), name, REAL(field_data), len, C_API_DTYPE_FLOAT64));\n  } else {\n    std::unique_ptr<float[]> vec(new float[len]);\n    std::copy(REAL(field_data), REAL(field_data) + len, vec.get());\n    CHECK_CALL(LGBM_DatasetSetField(R_ExternalPtrAddr(handle), name, vec.get(), len, C_API_DTYPE_FLOAT32));\n  }\n  Rf_unprotect(1);\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_DatasetGetField_R(SEXP handle,\n  SEXP field_name,\n  SEXP field_data) {\n  R_API_BEGIN();\n  _AssertDatasetHandleNotNull(handle);\n  const char* name = CHAR(Rf_protect(Rf_asChar(field_name)));\n  int out_len = 0;\n  int out_type = 0;\n  const void* res;\n  CHECK_CALL(LGBM_DatasetGetField(R_ExternalPtrAddr(handle), name, &out_len, &res, &out_type));\n  if (!strcmp(\"group\", name) || !strcmp(\"query\", name)) {\n    auto p_data = reinterpret_cast<const int32_t*>(res);\n    // convert from boundaries to size\n    int *field_data_ = INTEGER(field_data);\n#ifndef _MSC_VER\n#pragma omp simd\n#endif\n    for (int i = 0; i < out_len - 1; ++i) {\n      field_data_[i] = p_data[i + 1] - p_data[i];\n    }\n  } else if (!strcmp(\"init_score\", name)) {\n    auto p_data = reinterpret_cast<const double*>(res);\n    std::copy(p_data, p_data + out_len, REAL(field_data));\n  } else {\n    auto p_data = reinterpret_cast<const float*>(res);\n    std::copy(p_data, p_data + out_len, REAL(field_data));\n  }\n  Rf_unprotect(1);\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_DatasetGetFieldSize_R(SEXP handle,\n  SEXP field_name,\n  SEXP out) {\n  R_API_BEGIN();\n  _AssertDatasetHandleNotNull(handle);\n  const char* name = CHAR(Rf_protect(Rf_asChar(field_name)));\n  int out_len = 0;\n  int out_type = 0;\n  const void* res;\n  CHECK_CALL(LGBM_DatasetGetField(R_ExternalPtrAddr(handle), name, &out_len, &res, &out_type));\n  if (!strcmp(\"group\", name) || !strcmp(\"query\", name)) {\n    out_len -= 1;\n  }\n  INTEGER(out)[0] = out_len;\n  Rf_unprotect(1);\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_DatasetUpdateParamChecking_R(SEXP old_params,\n  SEXP new_params) {\n  R_API_BEGIN();\n  const char* old_params_ptr = CHAR(Rf_protect(Rf_asChar(old_params)));\n  const char* new_params_ptr = CHAR(Rf_protect(Rf_asChar(new_params)));\n  CHECK_CALL(LGBM_DatasetUpdateParamChecking(old_params_ptr, new_params_ptr));\n  Rf_unprotect(2);\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_DatasetGetNumData_R(SEXP handle, SEXP out) {\n  R_API_BEGIN();\n  _AssertDatasetHandleNotNull(handle);\n  int nrow;\n  CHECK_CALL(LGBM_DatasetGetNumData(R_ExternalPtrAddr(handle), &nrow));\n  INTEGER(out)[0] = nrow;\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_DatasetGetNumFeature_R(SEXP handle,\n  SEXP out) {\n  R_API_BEGIN();\n  _AssertDatasetHandleNotNull(handle);\n  int nfeature;\n  CHECK_CALL(LGBM_DatasetGetNumFeature(R_ExternalPtrAddr(handle), &nfeature));\n  INTEGER(out)[0] = nfeature;\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_DatasetGetFeatureNumBin_R(SEXP handle, SEXP feature_idx, SEXP out) {\n  R_API_BEGIN();\n  _AssertDatasetHandleNotNull(handle);\n  int feature = Rf_asInteger(feature_idx);\n  int nbins;\n  CHECK_CALL(LGBM_DatasetGetFeatureNumBin(R_ExternalPtrAddr(handle), feature, &nbins));\n  INTEGER(out)[0] = nbins;\n  return R_NilValue;\n  R_API_END();\n}\n\n// --- start Booster interfaces\n\nvoid _BoosterFinalizer(SEXP handle) {\n  LGBM_BoosterFree_R(handle);\n}\n\nSEXP LGBM_BoosterFree_R(SEXP handle) {\n  R_API_BEGIN();\n  if (!Rf_isNull(handle) && R_ExternalPtrAddr(handle)) {\n    CHECK_CALL(LGBM_BoosterFree(R_ExternalPtrAddr(handle)));\n    R_ClearExternalPtr(handle);\n  }\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterCreate_R(SEXP train_data,\n  SEXP parameters) {\n  R_API_BEGIN();\n  _AssertDatasetHandleNotNull(train_data);\n  SEXP ret = Rf_protect(R_MakeExternalPtr(nullptr, R_NilValue, R_NilValue));\n  const char* parameters_ptr = CHAR(Rf_protect(Rf_asChar(parameters)));\n  BoosterHandle handle = nullptr;\n  CHECK_CALL(LGBM_BoosterCreate(R_ExternalPtrAddr(train_data), parameters_ptr, &handle));\n  R_SetExternalPtrAddr(ret, handle);\n  R_RegisterCFinalizerEx(ret, _BoosterFinalizer, TRUE);\n  Rf_unprotect(2);\n  return ret;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterCreateFromModelfile_R(SEXP filename) {\n  R_API_BEGIN();\n  SEXP ret = Rf_protect(R_MakeExternalPtr(nullptr, R_NilValue, R_NilValue));\n  int out_num_iterations = 0;\n  const char* filename_ptr = CHAR(Rf_protect(Rf_asChar(filename)));\n  BoosterHandle handle = nullptr;\n  CHECK_CALL(LGBM_BoosterCreateFromModelfile(filename_ptr, &out_num_iterations, &handle));\n  R_SetExternalPtrAddr(ret, handle);\n  R_RegisterCFinalizerEx(ret, _BoosterFinalizer, TRUE);\n  Rf_unprotect(2);\n  return ret;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterLoadModelFromString_R(SEXP model_str) {\n  R_API_BEGIN();\n  SEXP ret = Rf_protect(R_MakeExternalPtr(nullptr, R_NilValue, R_NilValue));\n  SEXP temp = NULL;\n  int n_protected = 1;\n  int out_num_iterations = 0;\n  const char* model_str_ptr = nullptr;\n  switch (TYPEOF(model_str)) {\n    case RAWSXP: {\n      model_str_ptr = reinterpret_cast<const char*>(RAW(model_str));\n      break;\n    }\n    case CHARSXP: {\n      model_str_ptr = reinterpret_cast<const char*>(CHAR(model_str));\n      break;\n    }\n    case STRSXP: {\n      temp = Rf_protect(STRING_ELT(model_str, 0));\n      n_protected++;\n      model_str_ptr = reinterpret_cast<const char*>(CHAR(temp));\n    }\n  }\n  BoosterHandle handle = nullptr;\n  CHECK_CALL(LGBM_BoosterLoadModelFromString(model_str_ptr, &out_num_iterations, &handle));\n  R_SetExternalPtrAddr(ret, handle);\n  R_RegisterCFinalizerEx(ret, _BoosterFinalizer, TRUE);\n  Rf_unprotect(n_protected);\n  return ret;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterMerge_R(SEXP handle,\n  SEXP other_handle) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  _AssertBoosterHandleNotNull(other_handle);\n  CHECK_CALL(LGBM_BoosterMerge(R_ExternalPtrAddr(handle), R_ExternalPtrAddr(other_handle)));\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterAddValidData_R(SEXP handle,\n  SEXP valid_data) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  _AssertDatasetHandleNotNull(valid_data);\n  CHECK_CALL(LGBM_BoosterAddValidData(R_ExternalPtrAddr(handle), R_ExternalPtrAddr(valid_data)));\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterResetTrainingData_R(SEXP handle,\n  SEXP train_data) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  _AssertDatasetHandleNotNull(train_data);\n  CHECK_CALL(LGBM_BoosterResetTrainingData(R_ExternalPtrAddr(handle), R_ExternalPtrAddr(train_data)));\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterResetParameter_R(SEXP handle,\n  SEXP parameters) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  const char* parameters_ptr = CHAR(Rf_protect(Rf_asChar(parameters)));\n  CHECK_CALL(LGBM_BoosterResetParameter(R_ExternalPtrAddr(handle), parameters_ptr));\n  Rf_unprotect(1);\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterGetNumClasses_R(SEXP handle,\n  SEXP out) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  int num_class;\n  CHECK_CALL(LGBM_BoosterGetNumClasses(R_ExternalPtrAddr(handle), &num_class));\n  INTEGER(out)[0] = num_class;\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterGetNumFeature_R(SEXP handle) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  int out = 0;\n  CHECK_CALL(LGBM_BoosterGetNumFeature(R_ExternalPtrAddr(handle), &out));\n  return Rf_ScalarInteger(out);\n  R_API_END();\n}\n\nSEXP LGBM_BoosterUpdateOneIter_R(SEXP handle) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  int produced_empty_tree = 0;\n  CHECK_CALL(LGBM_BoosterUpdateOneIter(R_ExternalPtrAddr(handle), &produced_empty_tree));\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterUpdateOneIterCustom_R(SEXP handle,\n  SEXP grad,\n  SEXP hess,\n  SEXP len) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  int produced_empty_tree = 0;\n  int int_len = Rf_asInteger(len);\n  std::unique_ptr<float[]> tgrad(new float[int_len]), thess(new float[int_len]);\n  std::copy(REAL(grad), REAL(grad) + int_len, tgrad.get());\n  std::copy(REAL(hess), REAL(hess) + int_len, thess.get());\n  CHECK_CALL(LGBM_BoosterUpdateOneIterCustom(R_ExternalPtrAddr(handle), tgrad.get(), thess.get(),\n    &produced_empty_tree));\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterRollbackOneIter_R(SEXP handle) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  CHECK_CALL(LGBM_BoosterRollbackOneIter(R_ExternalPtrAddr(handle)));\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterGetCurrentIteration_R(SEXP handle, SEXP out) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  int out_iteration;\n  CHECK_CALL(LGBM_BoosterGetCurrentIteration(R_ExternalPtrAddr(handle), &out_iteration));\n  INTEGER(out)[0] = out_iteration;\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterNumModelPerIteration_R(SEXP handle, SEXP out) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  int models_per_iter;\n  CHECK_CALL(LGBM_BoosterNumModelPerIteration(R_ExternalPtrAddr(handle), &models_per_iter));\n  INTEGER(out)[0] = models_per_iter;\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterNumberOfTotalModel_R(SEXP handle, SEXP out) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  int total_models;\n  CHECK_CALL(LGBM_BoosterNumberOfTotalModel(R_ExternalPtrAddr(handle), &total_models));\n  INTEGER(out)[0] = total_models;\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterGetUpperBoundValue_R(SEXP handle,\n  SEXP out_result) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  double* ptr_ret = REAL(out_result);\n  CHECK_CALL(LGBM_BoosterGetUpperBoundValue(R_ExternalPtrAddr(handle), ptr_ret));\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterGetLowerBoundValue_R(SEXP handle,\n  SEXP out_result) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  double* ptr_ret = REAL(out_result);\n  CHECK_CALL(LGBM_BoosterGetLowerBoundValue(R_ExternalPtrAddr(handle), ptr_ret));\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterGetEvalNames_R(SEXP handle) {\n  SEXP cont_token = Rf_protect(R_MakeUnwindCont());\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  SEXP eval_names;\n  int len;\n  CHECK_CALL(LGBM_BoosterGetEvalCounts(R_ExternalPtrAddr(handle), &len));\n  const size_t reserved_string_size = 128;\n  std::vector<std::vector<char>> names(len);\n  std::vector<char*> ptr_names(len);\n  for (int i = 0; i < len; ++i) {\n    names[i].resize(reserved_string_size);\n    ptr_names[i] = names[i].data();\n  }\n\n  int out_len;\n  size_t required_string_size;\n  CHECK_CALL(\n    LGBM_BoosterGetEvalNames(\n      R_ExternalPtrAddr(handle),\n      len, &out_len,\n      reserved_string_size, &required_string_size,\n      ptr_names.data()));\n  // if any eval names were larger than allocated size,\n  // allow for a larger size and try again\n  if (required_string_size > reserved_string_size) {\n    for (int i = 0; i < len; ++i) {\n      names[i].resize(required_string_size);\n      ptr_names[i] = names[i].data();\n    }\n    CHECK_CALL(\n      LGBM_BoosterGetEvalNames(\n        R_ExternalPtrAddr(handle),\n        len,\n        &out_len,\n        required_string_size,\n        &required_string_size,\n        ptr_names.data()));\n  }\n  CHECK_EQ(out_len, len);\n  eval_names = Rf_protect(safe_R_string(static_cast<R_xlen_t>(len), &cont_token));\n  for (int i = 0; i < len; ++i) {\n    SET_STRING_ELT(eval_names, i, safe_R_mkChar(ptr_names[i], &cont_token));\n  }\n  Rf_unprotect(2);\n  return eval_names;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterGetEval_R(SEXP handle,\n  SEXP data_idx,\n  SEXP out_result) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  int len;\n  CHECK_CALL(LGBM_BoosterGetEvalCounts(R_ExternalPtrAddr(handle), &len));\n  double* ptr_ret = REAL(out_result);\n  int out_len;\n  CHECK_CALL(LGBM_BoosterGetEval(R_ExternalPtrAddr(handle), Rf_asInteger(data_idx), &out_len, ptr_ret));\n  CHECK_EQ(out_len, len);\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterGetNumPredict_R(SEXP handle,\n  SEXP data_idx,\n  SEXP out) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  int64_t len;\n  CHECK_CALL(LGBM_BoosterGetNumPredict(R_ExternalPtrAddr(handle), Rf_asInteger(data_idx), &len));\n  INTEGER(out)[0] = static_cast<int>(len);\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterGetPredict_R(SEXP handle,\n  SEXP data_idx,\n  SEXP out_result) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  double* ptr_ret = REAL(out_result);\n  int64_t out_len;\n  CHECK_CALL(LGBM_BoosterGetPredict(R_ExternalPtrAddr(handle), Rf_asInteger(data_idx), &out_len, ptr_ret));\n  return R_NilValue;\n  R_API_END();\n}\n\nint GetPredictType(SEXP is_rawscore, SEXP is_leafidx, SEXP is_predcontrib) {\n  int pred_type = C_API_PREDICT_NORMAL;\n  if (Rf_asInteger(is_rawscore)) {\n    pred_type = C_API_PREDICT_RAW_SCORE;\n  }\n  if (Rf_asInteger(is_leafidx)) {\n    pred_type = C_API_PREDICT_LEAF_INDEX;\n  }\n  if (Rf_asInteger(is_predcontrib)) {\n    pred_type = C_API_PREDICT_CONTRIB;\n  }\n  return pred_type;\n}\n\nSEXP LGBM_BoosterPredictForFile_R(SEXP handle,\n  SEXP data_filename,\n  SEXP data_has_header,\n  SEXP is_rawscore,\n  SEXP is_leafidx,\n  SEXP is_predcontrib,\n  SEXP start_iteration,\n  SEXP num_iteration,\n  SEXP parameter,\n  SEXP result_filename) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  const char* data_filename_ptr = CHAR(Rf_protect(Rf_asChar(data_filename)));\n  const char* parameter_ptr = CHAR(Rf_protect(Rf_asChar(parameter)));\n  const char* result_filename_ptr = CHAR(Rf_protect(Rf_asChar(result_filename)));\n  int pred_type = GetPredictType(is_rawscore, is_leafidx, is_predcontrib);\n  CHECK_CALL(LGBM_BoosterPredictForFile(R_ExternalPtrAddr(handle), data_filename_ptr,\n    Rf_asInteger(data_has_header), pred_type, Rf_asInteger(start_iteration), Rf_asInteger(num_iteration), parameter_ptr,\n    result_filename_ptr));\n  Rf_unprotect(3);\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterCalcNumPredict_R(SEXP handle,\n  SEXP num_row,\n  SEXP is_rawscore,\n  SEXP is_leafidx,\n  SEXP is_predcontrib,\n  SEXP start_iteration,\n  SEXP num_iteration,\n  SEXP out_len) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  int pred_type = GetPredictType(is_rawscore, is_leafidx, is_predcontrib);\n  int64_t len = 0;\n  CHECK_CALL(LGBM_BoosterCalcNumPredict(R_ExternalPtrAddr(handle), Rf_asInteger(num_row),\n    pred_type, Rf_asInteger(start_iteration), Rf_asInteger(num_iteration), &len));\n  INTEGER(out_len)[0] = static_cast<int>(len);\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterPredictForCSC_R(SEXP handle,\n  SEXP indptr,\n  SEXP indices,\n  SEXP data,\n  SEXP num_indptr,\n  SEXP nelem,\n  SEXP num_row,\n  SEXP is_rawscore,\n  SEXP is_leafidx,\n  SEXP is_predcontrib,\n  SEXP start_iteration,\n  SEXP num_iteration,\n  SEXP parameter,\n  SEXP out_result) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  int pred_type = GetPredictType(is_rawscore, is_leafidx, is_predcontrib);\n  const int* p_indptr = INTEGER(indptr);\n  const int32_t* p_indices = reinterpret_cast<const int32_t*>(INTEGER(indices));\n  const double* p_data = REAL(data);\n  int64_t nindptr = static_cast<int64_t>(Rf_asInteger(num_indptr));\n  int64_t ndata = static_cast<int64_t>(Rf_asInteger(nelem));\n  int64_t nrow = static_cast<int64_t>(Rf_asInteger(num_row));\n  double* ptr_ret = REAL(out_result);\n  int64_t out_len;\n  const char* parameter_ptr = CHAR(Rf_protect(Rf_asChar(parameter)));\n  CHECK_CALL(LGBM_BoosterPredictForCSC(R_ExternalPtrAddr(handle),\n    p_indptr, C_API_DTYPE_INT32, p_indices,\n    p_data, C_API_DTYPE_FLOAT64, nindptr, ndata,\n    nrow, pred_type, Rf_asInteger(start_iteration), Rf_asInteger(num_iteration), parameter_ptr, &out_len, ptr_ret));\n  Rf_unprotect(1);\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterPredictForCSR_R(SEXP handle,\n  SEXP indptr,\n  SEXP indices,\n  SEXP data,\n  SEXP ncols,\n  SEXP is_rawscore,\n  SEXP is_leafidx,\n  SEXP is_predcontrib,\n  SEXP start_iteration,\n  SEXP num_iteration,\n  SEXP parameter,\n  SEXP out_result) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  int pred_type = GetPredictType(is_rawscore, is_leafidx, is_predcontrib);\n  const char* parameter_ptr = CHAR(Rf_protect(Rf_asChar(parameter)));\n  int64_t out_len;\n  CHECK_CALL(LGBM_BoosterPredictForCSR(R_ExternalPtrAddr(handle),\n    INTEGER(indptr), C_API_DTYPE_INT32, INTEGER(indices),\n    REAL(data), C_API_DTYPE_FLOAT64,\n    Rf_xlength(indptr), Rf_xlength(data), Rf_asInteger(ncols),\n    pred_type, Rf_asInteger(start_iteration), Rf_asInteger(num_iteration),\n    parameter_ptr, &out_len, REAL(out_result)));\n  Rf_unprotect(1);\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterPredictForCSRSingleRow_R(SEXP handle,\n  SEXP indices,\n  SEXP data,\n  SEXP ncols,\n  SEXP is_rawscore,\n  SEXP is_leafidx,\n  SEXP is_predcontrib,\n  SEXP start_iteration,\n  SEXP num_iteration,\n  SEXP parameter,\n  SEXP out_result) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  int pred_type = GetPredictType(is_rawscore, is_leafidx, is_predcontrib);\n  const char* parameter_ptr = CHAR(Rf_protect(Rf_asChar(parameter)));\n  int nnz = static_cast<int>(Rf_xlength(data));\n  const int indptr[] = {0, nnz};\n  int64_t out_len;\n  CHECK_CALL(LGBM_BoosterPredictForCSRSingleRow(R_ExternalPtrAddr(handle),\n    indptr, C_API_DTYPE_INT32, INTEGER(indices),\n    REAL(data), C_API_DTYPE_FLOAT64,\n    2, nnz, Rf_asInteger(ncols),\n    pred_type, Rf_asInteger(start_iteration), Rf_asInteger(num_iteration),\n    parameter_ptr, &out_len, REAL(out_result)));\n  Rf_unprotect(1);\n  return R_NilValue;\n  R_API_END();\n}\n\nvoid LGBM_FastConfigFree_wrapped(SEXP handle) {\n  LGBM_FastConfigFree(static_cast<FastConfigHandle*>(R_ExternalPtrAddr(handle)));\n}\n\nSEXP LGBM_BoosterPredictForCSRSingleRowFastInit_R(SEXP handle,\n  SEXP ncols,\n  SEXP is_rawscore,\n  SEXP is_leafidx,\n  SEXP is_predcontrib,\n  SEXP start_iteration,\n  SEXP num_iteration,\n  SEXP parameter) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  int pred_type = GetPredictType(is_rawscore, is_leafidx, is_predcontrib);\n  SEXP ret = Rf_protect(R_MakeExternalPtr(nullptr, R_NilValue, R_NilValue));\n  const char* parameter_ptr = CHAR(Rf_protect(Rf_asChar(parameter)));\n  FastConfigHandle out_fastConfig;\n  CHECK_CALL(LGBM_BoosterPredictForCSRSingleRowFastInit(R_ExternalPtrAddr(handle),\n    pred_type, Rf_asInteger(start_iteration), Rf_asInteger(num_iteration),\n    C_API_DTYPE_FLOAT64, Rf_asInteger(ncols),\n    parameter_ptr, &out_fastConfig));\n  R_SetExternalPtrAddr(ret, out_fastConfig);\n  R_RegisterCFinalizerEx(ret, LGBM_FastConfigFree_wrapped, TRUE);\n  Rf_unprotect(2);\n  return ret;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterPredictForCSRSingleRowFast_R(SEXP handle_fastConfig,\n  SEXP indices,\n  SEXP data,\n  SEXP out_result) {\n  R_API_BEGIN();\n  int nnz = static_cast<int>(Rf_xlength(data));\n  const int indptr[] = {0, nnz};\n  int64_t out_len;\n  CHECK_CALL(LGBM_BoosterPredictForCSRSingleRowFast(R_ExternalPtrAddr(handle_fastConfig),\n    indptr, C_API_DTYPE_INT32, INTEGER(indices),\n    REAL(data),\n    2, nnz,\n    &out_len, REAL(out_result)));\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterPredictForMat_R(SEXP handle,\n  SEXP data,\n  SEXP num_row,\n  SEXP num_col,\n  SEXP is_rawscore,\n  SEXP is_leafidx,\n  SEXP is_predcontrib,\n  SEXP start_iteration,\n  SEXP num_iteration,\n  SEXP parameter,\n  SEXP out_result) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  int pred_type = GetPredictType(is_rawscore, is_leafidx, is_predcontrib);\n  int32_t nrow = static_cast<int32_t>(Rf_asInteger(num_row));\n  int32_t ncol = static_cast<int32_t>(Rf_asInteger(num_col));\n  const double* p_mat = REAL(data);\n  double* ptr_ret = REAL(out_result);\n  const char* parameter_ptr = CHAR(Rf_protect(Rf_asChar(parameter)));\n  int64_t out_len;\n  CHECK_CALL(LGBM_BoosterPredictForMat(R_ExternalPtrAddr(handle),\n    p_mat, C_API_DTYPE_FLOAT64, nrow, ncol, COL_MAJOR,\n    pred_type, Rf_asInteger(start_iteration), Rf_asInteger(num_iteration), parameter_ptr, &out_len, ptr_ret));\n  Rf_unprotect(1);\n  return R_NilValue;\n  R_API_END();\n}\n\nstruct SparseOutputPointers {\n  void* indptr;\n  int32_t* indices;\n  void* data;\n  SparseOutputPointers(void* indptr, int32_t* indices, void* data)\n  : indptr(indptr), indices(indices), data(data) {}\n};\n\nvoid delete_SparseOutputPointers(SparseOutputPointers *ptr) {\n  LGBM_BoosterFreePredictSparse(ptr->indptr, ptr->indices, ptr->data, C_API_DTYPE_INT32, C_API_DTYPE_FLOAT64);\n  delete ptr;\n}\n\nSEXP LGBM_BoosterPredictSparseOutput_R(SEXP handle,\n  SEXP indptr,\n  SEXP indices,\n  SEXP data,\n  SEXP is_csr,\n  SEXP nrows,\n  SEXP ncols,\n  SEXP start_iteration,\n  SEXP num_iteration,\n  SEXP parameter) {\n  SEXP cont_token = Rf_protect(R_MakeUnwindCont());\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  const char* out_names[] = {\"indptr\", \"indices\", \"data\", \"\"};\n  SEXP out = Rf_protect(Rf_mkNamed(VECSXP, out_names));\n  const char* parameter_ptr = CHAR(Rf_protect(Rf_asChar(parameter)));\n\n  int64_t out_len[2];\n  void *out_indptr;\n  int32_t *out_indices;\n  void *out_data;\n\n  CHECK_CALL(LGBM_BoosterPredictSparseOutput(R_ExternalPtrAddr(handle),\n    INTEGER(indptr), C_API_DTYPE_INT32, INTEGER(indices),\n    REAL(data), C_API_DTYPE_FLOAT64,\n    Rf_xlength(indptr), Rf_xlength(data),\n    Rf_asLogical(is_csr)? Rf_asInteger(ncols) : Rf_asInteger(nrows),\n    C_API_PREDICT_CONTRIB, Rf_asInteger(start_iteration), Rf_asInteger(num_iteration),\n    parameter_ptr,\n    Rf_asLogical(is_csr)? C_API_MATRIX_TYPE_CSR : C_API_MATRIX_TYPE_CSC,\n    out_len, &out_indptr, &out_indices, &out_data));\n\n  std::unique_ptr<SparseOutputPointers, decltype(&delete_SparseOutputPointers)> pointers_struct = {\n    new SparseOutputPointers(\n      out_indptr,\n      out_indices,\n      out_data),\n    &delete_SparseOutputPointers\n  };\n\n  arr_and_len<int> indptr_str{static_cast<int*>(out_indptr), out_len[1]};\n  SET_VECTOR_ELT(\n    out, 0,\n    R_UnwindProtect(make_altrepped_vec_from_arr<int>,\n      static_cast<void*>(&indptr_str), throw_R_memerr, &cont_token, cont_token));\n  pointers_struct->indptr = nullptr;\n\n  arr_and_len<int> indices_str{static_cast<int*>(out_indices), out_len[0]};\n  SET_VECTOR_ELT(\n    out, 1,\n    R_UnwindProtect(make_altrepped_vec_from_arr<int>,\n      static_cast<void*>(&indices_str), throw_R_memerr, &cont_token, cont_token));\n  pointers_struct->indices = nullptr;\n\n  arr_and_len<double> data_str{static_cast<double*>(out_data), out_len[0]};\n  SET_VECTOR_ELT(\n    out, 2,\n    R_UnwindProtect(make_altrepped_vec_from_arr<double>,\n      static_cast<void*>(&data_str), throw_R_memerr, &cont_token, cont_token));\n  pointers_struct->data = nullptr;\n\n  Rf_unprotect(3);\n  return out;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterPredictForMatSingleRow_R(SEXP handle,\n  SEXP data,\n  SEXP is_rawscore,\n  SEXP is_leafidx,\n  SEXP is_predcontrib,\n  SEXP start_iteration,\n  SEXP num_iteration,\n  SEXP parameter,\n  SEXP out_result) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  int pred_type = GetPredictType(is_rawscore, is_leafidx, is_predcontrib);\n  const char* parameter_ptr = CHAR(Rf_protect(Rf_asChar(parameter)));\n  double* ptr_ret = REAL(out_result);\n  int64_t out_len;\n  CHECK_CALL(LGBM_BoosterPredictForMatSingleRow(R_ExternalPtrAddr(handle),\n    REAL(data), C_API_DTYPE_FLOAT64, Rf_xlength(data), 1,\n    pred_type, Rf_asInteger(start_iteration), Rf_asInteger(num_iteration),\n    parameter_ptr, &out_len, ptr_ret));\n  Rf_unprotect(1);\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterPredictForMatSingleRowFastInit_R(SEXP handle,\n  SEXP ncols,\n  SEXP is_rawscore,\n  SEXP is_leafidx,\n  SEXP is_predcontrib,\n  SEXP start_iteration,\n  SEXP num_iteration,\n  SEXP parameter) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  int pred_type = GetPredictType(is_rawscore, is_leafidx, is_predcontrib);\n  SEXP ret = Rf_protect(R_MakeExternalPtr(nullptr, R_NilValue, R_NilValue));\n  const char* parameter_ptr = CHAR(Rf_protect(Rf_asChar(parameter)));\n  FastConfigHandle out_fastConfig;\n  CHECK_CALL(LGBM_BoosterPredictForMatSingleRowFastInit(R_ExternalPtrAddr(handle),\n    pred_type, Rf_asInteger(start_iteration), Rf_asInteger(num_iteration),\n    C_API_DTYPE_FLOAT64, Rf_asInteger(ncols),\n    parameter_ptr, &out_fastConfig));\n  R_SetExternalPtrAddr(ret, out_fastConfig);\n  R_RegisterCFinalizerEx(ret, LGBM_FastConfigFree_wrapped, TRUE);\n  Rf_unprotect(2);\n  return ret;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterPredictForMatSingleRowFast_R(SEXP handle_fastConfig,\n  SEXP data,\n  SEXP out_result) {\n  R_API_BEGIN();\n  int64_t out_len;\n  CHECK_CALL(LGBM_BoosterPredictForMatSingleRowFast(R_ExternalPtrAddr(handle_fastConfig),\n    REAL(data), &out_len, REAL(out_result)));\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterSaveModel_R(SEXP handle,\n  SEXP num_iteration,\n  SEXP feature_importance_type,\n  SEXP filename,\n  SEXP start_iteration) {\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  const char* filename_ptr = CHAR(Rf_protect(Rf_asChar(filename)));\n  CHECK_CALL(LGBM_BoosterSaveModel(R_ExternalPtrAddr(handle), Rf_asInteger(start_iteration), Rf_asInteger(num_iteration), Rf_asInteger(feature_importance_type), filename_ptr));\n  Rf_unprotect(1);\n  return R_NilValue;\n  R_API_END();\n}\n\n// Note: for some reason, MSVC crashes when an error is thrown here\n// if the buffer variable is defined as 'std::unique_ptr<std::vector<char>>',\n// but not if it is defined as '<std::vector<char>'.\n#ifndef _MSC_VER\nSEXP LGBM_BoosterSaveModelToString_R(SEXP handle,\n  SEXP num_iteration,\n  SEXP feature_importance_type,\n  SEXP start_iteration) {\n  SEXP cont_token = Rf_protect(R_MakeUnwindCont());\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  int64_t out_len = 0;\n  int64_t buf_len = 1024 * 1024;\n  int num_iter = Rf_asInteger(num_iteration);\n  int start_iter = Rf_asInteger(start_iteration);\n  int importance_type = Rf_asInteger(feature_importance_type);\n  std::unique_ptr<std::vector<char>> inner_char_buf(new std::vector<char>(buf_len));\n  CHECK_CALL(LGBM_BoosterSaveModelToString(R_ExternalPtrAddr(handle), start_iter, num_iter, importance_type, buf_len, &out_len, inner_char_buf->data()));\n  inner_char_buf->resize(out_len);\n  if (out_len > buf_len) {\n    CHECK_CALL(LGBM_BoosterSaveModelToString(R_ExternalPtrAddr(handle), start_iter, num_iter, importance_type, out_len, &out_len, inner_char_buf->data()));\n  }\n  SEXP out = R_UnwindProtect(make_altrepped_raw_vec, &inner_char_buf, throw_R_memerr, &cont_token, cont_token);\n  Rf_unprotect(1);\n  return out;\n  R_API_END();\n}\n#else\nSEXP LGBM_BoosterSaveModelToString_R(SEXP handle,\n  SEXP num_iteration,\n  SEXP feature_importance_type,\n  SEXP start_iteration) {\n  SEXP cont_token = Rf_protect(R_MakeUnwindCont());\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  int64_t out_len = 0;\n  int64_t buf_len = 1024 * 1024;\n  int num_iter = Rf_asInteger(num_iteration);\n  int start_iter = Rf_asInteger(start_iteration);\n  int importance_type = Rf_asInteger(feature_importance_type);\n  std::vector<char> inner_char_buf(buf_len);\n  CHECK_CALL(LGBM_BoosterSaveModelToString(R_ExternalPtrAddr(handle), start_iter, num_iter, importance_type, buf_len, &out_len, inner_char_buf.data()));\n  SEXP model_str = Rf_protect(safe_R_raw(out_len, &cont_token));\n  // if the model string was larger than the initial buffer, call the function again, writing directly to the R object\n  if (out_len > buf_len) {\n    CHECK_CALL(LGBM_BoosterSaveModelToString(R_ExternalPtrAddr(handle), start_iter, num_iter, importance_type, out_len, &out_len, reinterpret_cast<char*>(RAW(model_str))));\n  } else {\n    std::copy(inner_char_buf.begin(), inner_char_buf.begin() + out_len, reinterpret_cast<char*>(RAW(model_str)));\n  }\n  Rf_unprotect(2);\n  return model_str;\n  R_API_END();\n}\n#endif\n\nSEXP LGBM_BoosterDumpModel_R(SEXP handle,\n  SEXP num_iteration,\n  SEXP feature_importance_type,\n  SEXP start_iteration) {\n  SEXP cont_token = Rf_protect(R_MakeUnwindCont());\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  SEXP model_str;\n  int64_t out_len = 0;\n  int64_t buf_len = 1024 * 1024;\n  int num_iter = Rf_asInteger(num_iteration);\n  int start_iter = Rf_asInteger(start_iteration);\n  int importance_type = Rf_asInteger(feature_importance_type);\n  std::vector<char> inner_char_buf(buf_len);\n  CHECK_CALL(LGBM_BoosterDumpModel(R_ExternalPtrAddr(handle), start_iter, num_iter, importance_type, buf_len, &out_len, inner_char_buf.data()));\n  // if the model string was larger than the initial buffer, allocate a bigger buffer and try again\n  if (out_len > buf_len) {\n    inner_char_buf.resize(out_len);\n    CHECK_CALL(LGBM_BoosterDumpModel(R_ExternalPtrAddr(handle), start_iter, num_iter, importance_type, out_len, &out_len, inner_char_buf.data()));\n  }\n  model_str = Rf_protect(safe_R_string(static_cast<R_xlen_t>(1), &cont_token));\n  SET_STRING_ELT(model_str, 0, safe_R_mkChar(inner_char_buf.data(), &cont_token));\n  Rf_unprotect(2);\n  return model_str;\n  R_API_END();\n}\n\nSEXP LGBM_DumpParamAliases_R() {\n  SEXP cont_token = Rf_protect(R_MakeUnwindCont());\n  R_API_BEGIN();\n  SEXP aliases_str;\n  int64_t out_len = 0;\n  int64_t buf_len = 1024 * 1024;\n  std::vector<char> inner_char_buf(buf_len);\n  CHECK_CALL(LGBM_DumpParamAliases(buf_len, &out_len, inner_char_buf.data()));\n  // if aliases string was larger than the initial buffer, allocate a bigger buffer and try again\n  if (out_len > buf_len) {\n    inner_char_buf.resize(out_len);\n    CHECK_CALL(LGBM_DumpParamAliases(out_len, &out_len, inner_char_buf.data()));\n  }\n  aliases_str = Rf_protect(safe_R_string(static_cast<R_xlen_t>(1), &cont_token));\n  SET_STRING_ELT(aliases_str, 0, safe_R_mkChar(inner_char_buf.data(), &cont_token));\n  Rf_unprotect(2);\n  return aliases_str;\n  R_API_END();\n}\n\nSEXP LGBM_BoosterGetLoadedParam_R(SEXP handle) {\n  SEXP cont_token = Rf_protect(R_MakeUnwindCont());\n  R_API_BEGIN();\n  _AssertBoosterHandleNotNull(handle);\n  SEXP params_str;\n  int64_t out_len = 0;\n  int64_t buf_len = 1024 * 1024;\n  std::vector<char> inner_char_buf(buf_len);\n  CHECK_CALL(LGBM_BoosterGetLoadedParam(R_ExternalPtrAddr(handle), buf_len, &out_len, inner_char_buf.data()));\n  // if aliases string was larger than the initial buffer, allocate a bigger buffer and try again\n  if (out_len > buf_len) {\n    inner_char_buf.resize(out_len);\n    CHECK_CALL(LGBM_BoosterGetLoadedParam(R_ExternalPtrAddr(handle), out_len, &out_len, inner_char_buf.data()));\n  }\n  params_str = Rf_protect(safe_R_string(static_cast<R_xlen_t>(1), &cont_token));\n  SET_STRING_ELT(params_str, 0, safe_R_mkChar(inner_char_buf.data(), &cont_token));\n  Rf_unprotect(2);\n  return params_str;\n  R_API_END();\n}\n\nSEXP LGBM_GetMaxThreads_R(SEXP out) {\n  R_API_BEGIN();\n  int num_threads;\n  CHECK_CALL(LGBM_GetMaxThreads(&num_threads));\n  INTEGER(out)[0] = num_threads;\n  return R_NilValue;\n  R_API_END();\n}\n\nSEXP LGBM_SetMaxThreads_R(SEXP num_threads) {\n  R_API_BEGIN();\n  int new_num_threads = Rf_asInteger(num_threads);\n  CHECK_CALL(LGBM_SetMaxThreads(new_num_threads));\n  return R_NilValue;\n  R_API_END();\n}\n\n// .Call() calls\nstatic const R_CallMethodDef CallEntries[] = {\n  {\"LGBM_HandleIsNull_R\"                         , (DL_FUNC) &LGBM_HandleIsNull_R                         , 1},\n  {\"LGBM_DatasetCreateFromFile_R\"                , (DL_FUNC) &LGBM_DatasetCreateFromFile_R                , 3},\n  {\"LGBM_DatasetCreateFromCSC_R\"                 , (DL_FUNC) &LGBM_DatasetCreateFromCSC_R                 , 8},\n  {\"LGBM_DatasetCreateFromMat_R\"                 , (DL_FUNC) &LGBM_DatasetCreateFromMat_R                 , 5},\n  {\"LGBM_DatasetGetSubset_R\"                     , (DL_FUNC) &LGBM_DatasetGetSubset_R                     , 4},\n  {\"LGBM_DatasetSetFeatureNames_R\"               , (DL_FUNC) &LGBM_DatasetSetFeatureNames_R               , 2},\n  {\"LGBM_DatasetGetFeatureNames_R\"               , (DL_FUNC) &LGBM_DatasetGetFeatureNames_R               , 1},\n  {\"LGBM_DatasetSaveBinary_R\"                    , (DL_FUNC) &LGBM_DatasetSaveBinary_R                    , 2},\n  {\"LGBM_DatasetFree_R\"                          , (DL_FUNC) &LGBM_DatasetFree_R                          , 1},\n  {\"LGBM_DatasetSetField_R\"                      , (DL_FUNC) &LGBM_DatasetSetField_R                      , 4},\n  {\"LGBM_DatasetGetFieldSize_R\"                  , (DL_FUNC) &LGBM_DatasetGetFieldSize_R                  , 3},\n  {\"LGBM_DatasetGetField_R\"                      , (DL_FUNC) &LGBM_DatasetGetField_R                      , 3},\n  {\"LGBM_DatasetUpdateParamChecking_R\"           , (DL_FUNC) &LGBM_DatasetUpdateParamChecking_R           , 2},\n  {\"LGBM_DatasetGetNumData_R\"                    , (DL_FUNC) &LGBM_DatasetGetNumData_R                    , 2},\n  {\"LGBM_DatasetGetNumFeature_R\"                 , (DL_FUNC) &LGBM_DatasetGetNumFeature_R                 , 2},\n  {\"LGBM_DatasetGetFeatureNumBin_R\"              , (DL_FUNC) &LGBM_DatasetGetFeatureNumBin_R              , 3},\n  {\"LGBM_BoosterCreate_R\"                        , (DL_FUNC) &LGBM_BoosterCreate_R                        , 2},\n  {\"LGBM_BoosterFree_R\"                          , (DL_FUNC) &LGBM_BoosterFree_R                          , 1},\n  {\"LGBM_BoosterCreateFromModelfile_R\"           , (DL_FUNC) &LGBM_BoosterCreateFromModelfile_R           , 1},\n  {\"LGBM_BoosterLoadModelFromString_R\"           , (DL_FUNC) &LGBM_BoosterLoadModelFromString_R           , 1},\n  {\"LGBM_BoosterMerge_R\"                         , (DL_FUNC) &LGBM_BoosterMerge_R                         , 2},\n  {\"LGBM_BoosterAddValidData_R\"                  , (DL_FUNC) &LGBM_BoosterAddValidData_R                  , 2},\n  {\"LGBM_BoosterResetTrainingData_R\"             , (DL_FUNC) &LGBM_BoosterResetTrainingData_R             , 2},\n  {\"LGBM_BoosterResetParameter_R\"                , (DL_FUNC) &LGBM_BoosterResetParameter_R                , 2},\n  {\"LGBM_BoosterGetNumClasses_R\"                 , (DL_FUNC) &LGBM_BoosterGetNumClasses_R                 , 2},\n  {\"LGBM_BoosterGetNumFeature_R\"                 , (DL_FUNC) &LGBM_BoosterGetNumFeature_R                 , 1},\n  {\"LGBM_BoosterGetLoadedParam_R\"                , (DL_FUNC) &LGBM_BoosterGetLoadedParam_R                , 1},\n  {\"LGBM_BoosterUpdateOneIter_R\"                 , (DL_FUNC) &LGBM_BoosterUpdateOneIter_R                 , 1},\n  {\"LGBM_BoosterUpdateOneIterCustom_R\"           , (DL_FUNC) &LGBM_BoosterUpdateOneIterCustom_R           , 4},\n  {\"LGBM_BoosterRollbackOneIter_R\"               , (DL_FUNC) &LGBM_BoosterRollbackOneIter_R               , 1},\n  {\"LGBM_BoosterGetCurrentIteration_R\"           , (DL_FUNC) &LGBM_BoosterGetCurrentIteration_R           , 2},\n  {\"LGBM_BoosterNumModelPerIteration_R\"          , (DL_FUNC) &LGBM_BoosterNumModelPerIteration_R          , 2},\n  {\"LGBM_BoosterNumberOfTotalModel_R\"            , (DL_FUNC) &LGBM_BoosterNumberOfTotalModel_R            , 2},\n  {\"LGBM_BoosterGetUpperBoundValue_R\"            , (DL_FUNC) &LGBM_BoosterGetUpperBoundValue_R            , 2},\n  {\"LGBM_BoosterGetLowerBoundValue_R\"            , (DL_FUNC) &LGBM_BoosterGetLowerBoundValue_R            , 2},\n  {\"LGBM_BoosterGetEvalNames_R\"                  , (DL_FUNC) &LGBM_BoosterGetEvalNames_R                  , 1},\n  {\"LGBM_BoosterGetEval_R\"                       , (DL_FUNC) &LGBM_BoosterGetEval_R                       , 3},\n  {\"LGBM_BoosterGetNumPredict_R\"                 , (DL_FUNC) &LGBM_BoosterGetNumPredict_R                 , 3},\n  {\"LGBM_BoosterGetPredict_R\"                    , (DL_FUNC) &LGBM_BoosterGetPredict_R                    , 3},\n  {\"LGBM_BoosterPredictForFile_R\"                , (DL_FUNC) &LGBM_BoosterPredictForFile_R                , 10},\n  {\"LGBM_BoosterCalcNumPredict_R\"                , (DL_FUNC) &LGBM_BoosterCalcNumPredict_R                , 8},\n  {\"LGBM_BoosterPredictForCSC_R\"                 , (DL_FUNC) &LGBM_BoosterPredictForCSC_R                 , 14},\n  {\"LGBM_BoosterPredictForCSR_R\"                 , (DL_FUNC) &LGBM_BoosterPredictForCSR_R                 , 12},\n  {\"LGBM_BoosterPredictForCSRSingleRow_R\"        , (DL_FUNC) &LGBM_BoosterPredictForCSRSingleRow_R        , 11},\n  {\"LGBM_BoosterPredictForCSRSingleRowFastInit_R\", (DL_FUNC) &LGBM_BoosterPredictForCSRSingleRowFastInit_R, 8},\n  {\"LGBM_BoosterPredictForCSRSingleRowFast_R\"    , (DL_FUNC) &LGBM_BoosterPredictForCSRSingleRowFast_R    , 4},\n  {\"LGBM_BoosterPredictSparseOutput_R\"           , (DL_FUNC) &LGBM_BoosterPredictSparseOutput_R           , 10},\n  {\"LGBM_BoosterPredictForMat_R\"                 , (DL_FUNC) &LGBM_BoosterPredictForMat_R                 , 11},\n  {\"LGBM_BoosterPredictForMatSingleRow_R\"        , (DL_FUNC) &LGBM_BoosterPredictForMatSingleRow_R        , 9},\n  {\"LGBM_BoosterPredictForMatSingleRowFastInit_R\", (DL_FUNC) &LGBM_BoosterPredictForMatSingleRowFastInit_R, 8},\n  {\"LGBM_BoosterPredictForMatSingleRowFast_R\"    , (DL_FUNC) &LGBM_BoosterPredictForMatSingleRowFast_R    , 3},\n  {\"LGBM_BoosterSaveModel_R\"                     , (DL_FUNC) &LGBM_BoosterSaveModel_R                     , 5},\n  {\"LGBM_BoosterSaveModelToString_R\"             , (DL_FUNC) &LGBM_BoosterSaveModelToString_R             , 4},\n  {\"LGBM_BoosterDumpModel_R\"                     , (DL_FUNC) &LGBM_BoosterDumpModel_R                     , 4},\n  {\"LGBM_NullBoosterHandleError_R\"               , (DL_FUNC) &LGBM_NullBoosterHandleError_R               , 0},\n  {\"LGBM_DumpParamAliases_R\"                     , (DL_FUNC) &LGBM_DumpParamAliases_R                     , 0},\n  {\"LGBM_GetMaxThreads_R\"                        , (DL_FUNC) &LGBM_GetMaxThreads_R                        , 1},\n  {\"LGBM_SetMaxThreads_R\"                        , (DL_FUNC) &LGBM_SetMaxThreads_R                        , 1},\n  {NULL, NULL, 0}\n};\n\nLIGHTGBM_C_EXPORT void R_init_lightgbm(DllInfo *dll);\n\nvoid R_init_lightgbm(DllInfo *dll) {\n  R_registerRoutines(dll, NULL, CallEntries, NULL, NULL);\n  R_useDynamicSymbols(dll, FALSE);\n\n#ifndef LGB_NO_ALTREP\n  lgb_altrepped_char_vec = R_make_altraw_class(\"lgb_altrepped_char_vec\", \"lightgbm\", dll);\n  R_set_altrep_Length_method(lgb_altrepped_char_vec, get_altrepped_raw_len);\n  R_set_altvec_Dataptr_method(lgb_altrepped_char_vec, get_altrepped_raw_dataptr);\n  R_set_altvec_Dataptr_or_null_method(lgb_altrepped_char_vec, get_altrepped_raw_dataptr_or_null);\n\n  lgb_altrepped_int_arr = R_make_altinteger_class(\"lgb_altrepped_int_arr\", \"lightgbm\", dll);\n  R_set_altrep_Length_method(lgb_altrepped_int_arr, get_altrepped_vec_len);\n  R_set_altvec_Dataptr_method(lgb_altrepped_int_arr, get_altrepped_vec_dataptr);\n  R_set_altvec_Dataptr_or_null_method(lgb_altrepped_int_arr, get_altrepped_vec_dataptr_or_null);\n\n  lgb_altrepped_dbl_arr = R_make_altreal_class(\"lgb_altrepped_dbl_arr\", \"lightgbm\", dll);\n  R_set_altrep_Length_method(lgb_altrepped_dbl_arr, get_altrepped_vec_len);\n  R_set_altvec_Dataptr_method(lgb_altrepped_dbl_arr, get_altrepped_vec_dataptr);\n  R_set_altvec_Dataptr_or_null_method(lgb_altrepped_dbl_arr, get_altrepped_vec_dataptr_or_null);\n#endif\n}\n"
  },
  {
    "path": "R-package/src/lightgbm_R.h",
    "content": "/*!\n * Copyright (c) 2017-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2017-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_R_PACKAGE_SRC_LIGHTGBM_R_H_\n#define LIGHTGBM_R_PACKAGE_SRC_LIGHTGBM_R_H_\n\n#include <LightGBM/c_api.h>\n\n#ifndef R_NO_REMAP\n#define R_NO_REMAP\n#endif\n\n#ifndef R_USE_C99_IN_CXX\n#define R_USE_C99_IN_CXX\n#endif\n\n#include <Rinternals.h>\n\n/*!\n* \\brief check if an R external pointer (like a Booster or Dataset handle) is a null pointer\n* \\param handle handle for a Booster, Dataset, or Predictor\n* \\return R logical, TRUE if the handle is a null pointer\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_HandleIsNull_R(\n  SEXP handle\n);\n\n/*!\n* \\brief Throw a standardized error message when encountering a null Booster handle\n* \\return No return, will throw an error\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_NullBoosterHandleError_R();\n\n// --- start Dataset interface\n\n/*!\n* \\brief load Dataset from file like the command_line LightGBM does\n* \\param filename the name of the file\n* \\param parameters additional parameters\n* \\param reference used to align bin mapper with other Dataset, nullptr means not used\n* \\return Dataset handle\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_DatasetCreateFromFile_R(\n  SEXP filename,\n  SEXP parameters,\n  SEXP reference\n);\n\n/*!\n* \\brief create a Dataset from Compressed Sparse Column (CSC) format\n* \\param indptr pointer to row headers\n* \\param indices findex\n* \\param data fvalue\n* \\param num_indptr number of cols in the matrix + 1\n* \\param nelem number of nonzero elements in the matrix\n* \\param num_row number of rows\n* \\param parameters additional parameters\n* \\param reference used to align bin mapper with other Dataset, nullptr means not used\n* \\return Dataset handle\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_DatasetCreateFromCSC_R(\n  SEXP indptr,\n  SEXP indices,\n  SEXP data,\n  SEXP num_indptr,\n  SEXP nelem,\n  SEXP num_row,\n  SEXP parameters,\n  SEXP reference\n);\n\n/*!\n* \\brief create Dataset from dense matrix\n* \\param data matrix data\n* \\param num_row number of rows\n* \\param num_col number columns\n* \\param parameters additional parameters\n* \\param reference used to align bin mapper with other Dataset, nullptr means not used\n* \\return Dataset handle\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_DatasetCreateFromMat_R(\n  SEXP data,\n  SEXP num_row,\n  SEXP num_col,\n  SEXP parameters,\n  SEXP reference\n);\n\n/*!\n* \\brief Create subset of a Dataset\n* \\param handle handle of full Dataset\n* \\param used_row_indices Indices used in subset\n* \\param len_used_row_indices length of Indices used in subset\n* \\param parameters additional parameters\n* \\return Dataset handle\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_DatasetGetSubset_R(\n  SEXP handle,\n  SEXP used_row_indices,\n  SEXP len_used_row_indices,\n  SEXP parameters\n);\n\n/*!\n* \\brief save feature names to Dataset\n* \\param handle handle\n* \\param feature_names feature names\n* \\return R character vector of feature names\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_DatasetSetFeatureNames_R(\n  SEXP handle,\n  SEXP feature_names\n);\n\n/*!\n* \\brief get feature names from Dataset\n* \\param handle Dataset handle\n* \\return an R character vector with feature names from the Dataset or NULL if no feature names\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_DatasetGetFeatureNames_R(\n  SEXP handle\n);\n\n/*!\n* \\brief save Dataset to binary file\n* \\param handle an instance of Dataset\n* \\param filename file name\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_DatasetSaveBinary_R(\n  SEXP handle,\n  SEXP filename\n);\n\n/*!\n* \\brief free Dataset\n* \\param handle an instance of Dataset\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_DatasetFree_R(\n  SEXP handle\n);\n\n/*!\n* \\brief set vector to a content in info\n*        Note: group and group_id only work for C_API_DTYPE_INT32\n*              label and weight only work for C_API_DTYPE_FLOAT32\n* \\param handle an instance of Dataset\n* \\param field_name field name, can be label, weight, group, group_id\n* \\param field_data pointer to vector\n* \\param num_element number of element in field_data\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_DatasetSetField_R(\n  SEXP handle,\n  SEXP field_name,\n  SEXP field_data,\n  SEXP num_element\n);\n\n/*!\n* \\brief get size of info vector from Dataset\n* \\param handle an instance of Dataset\n* \\param field_name field name\n* \\param out size of info vector from Dataset\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_DatasetGetFieldSize_R(\n  SEXP handle,\n  SEXP field_name,\n  SEXP out\n);\n\n/*!\n* \\brief get info vector from Dataset\n* \\param handle an instance of Dataset\n* \\param field_name field name\n* \\param field_data pointer to vector\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_DatasetGetField_R(\n  SEXP handle,\n  SEXP field_name,\n  SEXP field_data\n);\n\n/*!\n * \\brief Raise errors for attempts to update Dataset parameters.\n *        Some parameters cannot be updated after construction.\n * \\param old_params Current Dataset parameters\n * \\param new_params New Dataset parameters\n * \\return R NULL value\n */\nLIGHTGBM_C_EXPORT SEXP LGBM_DatasetUpdateParamChecking_R(\n  SEXP old_params,\n  SEXP new_params\n);\n\n/*!\n* \\brief get number of data.\n* \\param handle the handle to the Dataset\n* \\param out The address to hold number of data\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_DatasetGetNumData_R(\n  SEXP handle,\n  SEXP out\n);\n\n/*!\n* \\brief get number of features\n* \\param handle the handle to the Dataset\n* \\param out The output of number of features\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_DatasetGetNumFeature_R(\n  SEXP handle,\n  SEXP out\n);\n\n/*!\n* \\brief get number of bins for feature\n* \\param handle the handle to the Dataset\n* \\param feature the index of the feature\n* \\param out The output of number of bins\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_DatasetGetFeatureNumBin_R(\n  SEXP handle,\n  SEXP feature,\n  SEXP out\n);\n\n// --- start Booster interfaces\n\n/*!\n* \\brief create a new boosting learner\n* \\param train_data training Dataset\n* \\param parameters format: 'key1=value1 key2=value2'\n* \\return Booster handle\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterCreate_R(\n  SEXP train_data,\n  SEXP parameters\n);\n\n/*!\n* \\brief free Booster\n* \\param handle handle to be freed\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterFree_R(\n  SEXP handle\n);\n\n/*!\n* \\brief load an existing Booster from model file\n* \\param filename filename of model\n* \\return Booster handle\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterCreateFromModelfile_R(\n  SEXP filename\n);\n\n/*!\n* \\brief load an existing Booster from a string\n* \\param model_str string containing the model\n* \\return Booster handle\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterLoadModelFromString_R(\n  SEXP model_str\n);\n\n/*!\n* \\brief Get parameters as JSON string.\n* \\param handle Booster handle\n* \\return R character vector (length=1) with parameters in JSON format\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterGetLoadedParam_R(\n  SEXP handle\n);\n\n/*!\n* \\brief Merge model in two Boosters to first handle\n* \\param handle handle primary Booster handle, will merge other handle to this\n* \\param other_handle secondary Booster handle\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterMerge_R(\n  SEXP handle,\n  SEXP other_handle\n);\n\n/*!\n* \\brief Add new validation to Booster\n* \\param handle Booster handle\n* \\param valid_data validation Dataset\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterAddValidData_R(\n  SEXP handle,\n  SEXP valid_data\n);\n\n/*!\n* \\brief Reset training data for Booster\n* \\param handle Booster handle\n* \\param train_data training Dataset\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterResetTrainingData_R(\n  SEXP handle,\n  SEXP train_data\n);\n\n/*!\n* \\brief Reset config for current Booster\n* \\param handle Booster handle\n* \\param parameters format: 'key1=value1 key2=value2'\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterResetParameter_R(\n  SEXP handle,\n  SEXP parameters\n);\n\n/*!\n* \\brief Get number of classes\n* \\param handle Booster handle\n* \\param out number of classes\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterGetNumClasses_R(\n  SEXP handle,\n  SEXP out\n);\n\n/*!\n* \\brief Get number of features.\n* \\param handle Booster handle\n* \\return Total number of features, as R integer\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterGetNumFeature_R(\n  SEXP handle\n);\n\n/*!\n* \\brief update the model in one round\n* \\param handle Booster handle\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterUpdateOneIter_R(\n  SEXP handle\n);\n\n/*!\n* \\brief update the model, by directly specifying gradient and second order gradient,\n*       this can be used to support customized loss function\n* \\param handle Booster handle\n* \\param grad gradient statistics\n* \\param hess second order gradient statistics\n* \\param len length of grad/hess\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterUpdateOneIterCustom_R(\n  SEXP handle,\n  SEXP grad,\n  SEXP hess,\n  SEXP len\n);\n\n/*!\n* \\brief Rollback one iteration\n* \\param handle Booster handle\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterRollbackOneIter_R(\n  SEXP handle\n);\n\n/*!\n* \\brief Get iteration of current boosting rounds\n* \\param handle Booster handle\n* \\param out iteration of boosting rounds\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterGetCurrentIteration_R(\n  SEXP handle,\n  SEXP out\n);\n\n/*!\n * \\brief Get number of trees per iteration\n * \\param handle Booster handle\n * \\param out Number of trees per iteration\n * \\return R NULL value\n */\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterNumModelPerIteration_R(\n    SEXP handle,\n    SEXP out\n);\n\n/*!\n * \\brief Get total number of trees\n * \\param handle Booster handle\n * \\param out Total number of trees of Booster\n * \\return R NULL value\n */\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterNumberOfTotalModel_R(\n    SEXP handle,\n    SEXP out\n);\n\n/*!\n* \\brief Get model upper bound value.\n* \\param handle Handle of Booster\n* \\param[out] out_results Result pointing to max value\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterGetUpperBoundValue_R(\n    SEXP handle,\n    SEXP out_result\n);\n\n/*!\n* \\brief Get model lower bound value.\n* \\param handle Handle of Booster\n* \\param[out] out_results Result pointing to min value\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterGetLowerBoundValue_R(\n    SEXP handle,\n    SEXP out_result\n);\n\n/*!\n* \\brief Get names of eval metrics\n* \\param handle Handle of booster\n* \\return R character vector with names of eval metrics\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterGetEvalNames_R(\n  SEXP handle\n);\n\n/*!\n* \\brief get evaluation for training data and validation data\n* \\param handle Booster handle\n* \\param data_idx 0:training data, 1: 1st valid data, 2:2nd valid data ...\n* \\param out_result float array containing result\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterGetEval_R(\n  SEXP handle,\n  SEXP data_idx,\n  SEXP out_result\n);\n\n/*!\n* \\brief Get number of prediction for training data and validation data\n* \\param handle Booster handle\n* \\param data_idx 0:training data, 1: 1st valid data, 2:2nd valid data ...\n* \\param out size of predict\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterGetNumPredict_R(\n  SEXP handle,\n  SEXP data_idx,\n  SEXP out\n);\n\n/*!\n* \\brief Get prediction for training data and validation data.\n*        This can be used to support customized eval function\n* \\param handle Booster handle\n* \\param data_idx 0:training data, 1: 1st valid data, 2:2nd valid data ...\n* \\param out_result, used to store predict result, should pre-allocate memory\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterGetPredict_R(\n  SEXP handle,\n  SEXP data_idx,\n  SEXP out_result\n);\n\n/*!\n* \\brief make prediction for file\n* \\param handle Booster handle\n* \\param data_filename filename of data file\n* \\param data_has_header data file has header or not\n* \\param is_rawscore 1 to get raw predictions, before transformations like\n*                    converting to probabilities, 0 otherwise\n* \\param is_leafidx 1 to get record of which leaf in each tree\n*                   observations fell into, 0 otherwise\n* \\param is_predcontrib 1 to get feature contributions, 0 otherwise\n* \\param start_iteration Start index of the iteration to predict\n* \\param num_iteration number of iteration for prediction, <= 0 means no limit\n* \\param parameter additional parameters\n* \\param result_filename filename of file to write predictions to\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterPredictForFile_R(\n  SEXP handle,\n  SEXP data_filename,\n  SEXP data_has_header,\n  SEXP is_rawscore,\n  SEXP is_leafidx,\n  SEXP is_predcontrib,\n  SEXP start_iteration,\n  SEXP num_iteration,\n  SEXP parameter,\n  SEXP result_filename\n);\n\n/*!\n* \\brief Get number of prediction\n* \\param handle Booster handle\n* \\param num_row number of rows in input\n* \\param is_rawscore 1 to get raw predictions, before transformations like\n*                    converting to probabilities, 0 otherwise\n* \\param is_leafidx 1 to get record of which leaf in each tree\n*                   observations fell into, 0 otherwise\n* \\param is_predcontrib 1 to get feature contributions, 0 otherwise\n* \\param start_iteration Start index of the iteration to predict\n* \\param num_iteration number of iteration for prediction, <= 0 means no limit\n* \\param out_len length of prediction\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterCalcNumPredict_R(\n  SEXP handle,\n  SEXP num_row,\n  SEXP is_rawscore,\n  SEXP is_leafidx,\n  SEXP is_predcontrib,\n  SEXP start_iteration,\n  SEXP num_iteration,\n  SEXP out_len\n);\n\n/*!\n* \\brief make prediction for a new Dataset\n*        Note:  should pre-allocate memory for out_result,\n*               for normal and raw score: its length is equal to num_class * num_data\n*               for leaf index, its length is equal to num_class * num_data * num_iteration\n*               for feature contributions, its length is equal to num_class * num_data * (num_features + 1)\n* \\param handle Booster handle\n* \\param indptr pointer to row headers\n* \\param indices findex\n* \\param data fvalue\n* \\param num_indptr number of cols in the matrix + 1\n* \\param nelem number of non-zero elements in the matrix\n* \\param num_row number of rows\n* \\param is_rawscore 1 to get raw predictions, before transformations like\n*                    converting to probabilities, 0 otherwise\n* \\param is_leafidx 1 to get record of which leaf in each tree\n*                   observations fell into, 0 otherwise\n* \\param is_predcontrib 1 to get feature contributions, 0 otherwise\n* \\param start_iteration start index of the iteration to predict\n* \\param num_iteration number of iteration for prediction, <= 0 means no limit\n* \\param parameter additional parameters\n* \\param out_result prediction result\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterPredictForCSC_R(\n  SEXP handle,\n  SEXP indptr,\n  SEXP indices,\n  SEXP data,\n  SEXP num_indptr,\n  SEXP nelem,\n  SEXP num_row,\n  SEXP is_rawscore,\n  SEXP is_leafidx,\n  SEXP is_predcontrib,\n  SEXP start_iteration,\n  SEXP num_iteration,\n  SEXP parameter,\n  SEXP out_result\n);\n\n/*!\n* \\brief make prediction for a new Dataset\n*        Note:  should pre-allocate memory for out_result,\n*               for normal and raw score: its length is equal to num_class * num_data\n*               for leaf index, its length is equal to num_class * num_data * num_iteration\n*               for feature contributions, its length is equal to num_class * num_data * (num_features + 1)\n* \\param handle Booster handle\n* \\param indptr array with the index pointer of the data in CSR format\n* \\param indices array with the non-zero indices of the data in CSR format\n* \\param data array with the non-zero values of the data in CSR format\n* \\param ncols number of columns in the data\n* \\param is_rawscore 1 to get raw predictions, before transformations like\n*                    converting to probabilities, 0 otherwise\n* \\param is_leafidx 1 to get record of which leaf in each tree\n*                   observations fell into, 0 otherwise\n* \\param is_predcontrib 1 to get feature contributions, 0 otherwise\n* \\param start_iteration start index of the iteration to predict\n* \\param num_iteration number of iteration for prediction, <= 0 means no limit\n* \\param parameter additional parameters\n* \\param out_result prediction result\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterPredictForCSR_R(\n  SEXP handle,\n  SEXP indptr,\n  SEXP indices,\n  SEXP data,\n  SEXP ncols,\n  SEXP is_rawscore,\n  SEXP is_leafidx,\n  SEXP is_predcontrib,\n  SEXP start_iteration,\n  SEXP num_iteration,\n  SEXP parameter,\n  SEXP out_result\n);\n\n/*!\n* \\brief make prediction for a single row of data\n*        Note:  should pre-allocate memory for out_result,\n*               for normal and raw score: its length is equal to num_class\n*               for leaf index, its length is equal to num_class * num_iteration\n*               for feature contributions, its length is equal to num_class * (num_features + 1)\n* \\param handle Booster handle\n* \\param indices array corresponding to the indices of the columns with non-zero values of the row to predict on\n* \\param data array corresponding to the non-zero values of row to predict on\n* \\param ncols number of columns in the data\n* \\param is_rawscore 1 to get raw predictions, before transformations like\n*                    converting to probabilities, 0 otherwise\n* \\param is_leafidx 1 to get record of which leaf in each tree\n*                   observations fell into, 0 otherwise\n* \\param is_predcontrib 1 to get feature contributions, 0 otherwise\n* \\param start_iteration start index of the iteration to predict\n* \\param num_iteration number of iteration for prediction, <= 0 means no limit\n* \\param parameter additional parameters\n* \\param out_result prediction result\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterPredictForCSRSingleRow_R(\n  SEXP handle,\n  SEXP indices,\n  SEXP data,\n  SEXP ncols,\n  SEXP is_rawscore,\n  SEXP is_leafidx,\n  SEXP is_predcontrib,\n  SEXP start_iteration,\n  SEXP num_iteration,\n  SEXP parameter,\n  SEXP out_result\n);\n\n/*!\n* \\brief Initialize and return a fast configuration handle to use with ``LGBM_BoosterPredictForCSRSingleRowFast_R``.\n* \\param handle Booster handle\n* \\param ncols number columns in the data\n* \\param is_rawscore 1 to get raw predictions, before transformations like\n*                    converting to probabilities, 0 otherwise\n* \\param is_leafidx 1 to get record of which leaf in each tree\n*                   observations fell into, 0 otherwise\n* \\param is_predcontrib 1 to get feature contributions, 0 otherwise\n* \\param start_iteration start index of the iteration to predict\n* \\param num_iteration number of iteration for prediction, <= 0 means no limit\n* \\param parameter additional parameters\n* \\return Fast configuration handle\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterPredictForCSRSingleRowFastInit_R(\n  SEXP handle,\n  SEXP ncols,\n  SEXP is_rawscore,\n  SEXP is_leafidx,\n  SEXP is_predcontrib,\n  SEXP start_iteration,\n  SEXP num_iteration,\n  SEXP parameter\n);\n\n/*!\n* \\brief make prediction for a single row of data\n*        Note:  should pre-allocate memory for out_result,\n*               for normal and raw score: its length is equal to num_class\n*               for leaf index, its length is equal to num_class * num_iteration\n*               for feature contributions, its length is equal to num_class * (num_features + 1)\n* \\param handle_fastConfig Fast configuration handle\n* \\param indices array corresponding to the indices of the columns with non-zero values of the row to predict on\n* \\param data array corresponding to the non-zero values of row to predict on\n* \\param out_result prediction result\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterPredictForCSRSingleRowFast_R(\n  SEXP handle_fastConfig,\n  SEXP indices,\n  SEXP data,\n  SEXP out_result\n);\n\n/*!\n* \\brief make feature contribution prediction for a new Dataset\n* \\param handle Booster handle\n* \\param indptr array with the index pointer of the data in CSR or CSC format\n* \\param indices array with the non-zero indices of the data in CSR or CSC format\n* \\param data array with the non-zero values of the data in CSR or CSC format\n* \\param is_csr whether the input data is in CSR format or not (pass FALSE for CSC)\n* \\param nrows number of rows in the data\n* \\param ncols number of columns in the data\n* \\param start_iteration start index of the iteration to predict\n* \\param num_iteration number of iteration for prediction, <= 0 means no limit\n* \\param parameter additional parameters\n* \\return An R list with entries \"indptr\", \"indices\", \"data\", constituting the\n*         feature contributions in sparse format, in the same storage order as\n*         the input data.\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterPredictSparseOutput_R(\n  SEXP handle,\n  SEXP indptr,\n  SEXP indices,\n  SEXP data,\n  SEXP is_csr,\n  SEXP nrows,\n  SEXP ncols,\n  SEXP start_iteration,\n  SEXP num_iteration,\n  SEXP parameter\n);\n\n/*!\n* \\brief make prediction for a new Dataset\n*        Note:  should pre-allocate memory for out_result,\n*               for normal and raw score: its length is equal to num_class * num_data\n*               for leaf index, its length is equal to num_class * num_data * num_iteration\n*               for feature contributions, its length is equal to num_class * num_data * (num_features + 1)\n* \\param handle Booster handle\n* \\param data pointer to the data space\n* \\param num_row number of rows\n* \\param num_col number columns\n* \\param is_rawscore 1 to get raw predictions, before transformations like\n*                    converting to probabilities, 0 otherwise\n* \\param is_leafidx 1 to get record of which leaf in each tree\n*                   observations fell into, 0 otherwise\n* \\param is_predcontrib 1 to get feature contributions, 0 otherwise\n* \\param start_iteration start index of the iteration to predict\n* \\param num_iteration number of iteration for prediction, <= 0 means no limit\n* \\param parameter additional parameters\n* \\param out_result prediction result\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterPredictForMat_R(\n  SEXP handle,\n  SEXP data,\n  SEXP num_row,\n  SEXP num_col,\n  SEXP is_rawscore,\n  SEXP is_leafidx,\n  SEXP is_predcontrib,\n  SEXP start_iteration,\n  SEXP num_iteration,\n  SEXP parameter,\n  SEXP out_result\n);\n\n/*!\n* \\brief make prediction for a single row of data\n*        Note:  should pre-allocate memory for out_result,\n*               for normal and raw score: its length is equal to num_class\n*               for leaf index, its length is equal to num_class * num_iteration\n*               for feature contributions, its length is equal to num_class * (num_features + 1)\n* \\param handle Booster handle\n* \\param data array corresponding to the row to predict on\n* \\param is_rawscore 1 to get raw predictions, before transformations like\n*                    converting to probabilities, 0 otherwise\n* \\param is_leafidx 1 to get record of which leaf in each tree\n*                   observations fell into, 0 otherwise\n* \\param is_predcontrib 1 to get feature contributions, 0 otherwise\n* \\param start_iteration start index of the iteration to predict\n* \\param num_iteration number of iteration for prediction, <= 0 means no limit\n* \\param parameter additional parameters\n* \\param out_result prediction result\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterPredictForMatSingleRow_R(\n  SEXP handle,\n  SEXP data,\n  SEXP is_rawscore,\n  SEXP is_leafidx,\n  SEXP is_predcontrib,\n  SEXP start_iteration,\n  SEXP num_iteration,\n  SEXP parameter,\n  SEXP out_result\n);\n\n/*!\n* \\brief Initialize and return a fast configuration handle to use with ``LGBM_BoosterPredictForMatSingleRowFast_R``.\n* \\param handle Booster handle\n* \\param ncols number columns in the data\n* \\param is_rawscore 1 to get raw predictions, before transformations like\n*                    converting to probabilities, 0 otherwise\n* \\param is_leafidx 1 to get record of which leaf in each tree\n*                   observations fell into, 0 otherwise\n* \\param is_predcontrib 1 to get feature contributions, 0 otherwise\n* \\param start_iteration start index of the iteration to predict\n* \\param num_iteration number of iteration for prediction, <= 0 means no limit\n* \\param parameter additional parameters\n* \\return Fast configuration handle\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterPredictForMatSingleRowFastInit_R(\n  SEXP handle,\n  SEXP ncols,\n  SEXP is_rawscore,\n  SEXP is_leafidx,\n  SEXP is_predcontrib,\n  SEXP start_iteration,\n  SEXP num_iteration,\n  SEXP parameter\n);\n\n/*!\n* \\brief make prediction for a single row of data\n*        Note:  should pre-allocate memory for out_result,\n*               for normal and raw score: its length is equal to num_class\n*               for leaf index, its length is equal to num_class * num_iteration\n*               for feature contributions, its length is equal to num_class * (num_features + 1)\n* \\param handle_fastConfig Fast configuration handle\n* \\param data array corresponding to the row to predict on\n* \\param out_result prediction result\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterPredictForMatSingleRowFast_R(\n  SEXP handle_fastConfig,\n  SEXP data,\n  SEXP out_result\n);\n\n/*!\n* \\brief save model into file\n* \\param handle Booster handle\n* \\param num_iteration, <= 0 means save all\n* \\param feature_importance_type type of feature importance, 0: split, 1: gain\n* \\param filename file name\n* \\param start_iteration Starting iteration (0 based)\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterSaveModel_R(\n  SEXP handle,\n  SEXP num_iteration,\n  SEXP feature_importance_type,\n  SEXP filename,\n  SEXP start_iteration\n);\n\n/*!\n* \\brief create string containing model\n* \\param handle Booster handle\n* \\param num_iteration, <= 0 means save all\n* \\param feature_importance_type type of feature importance, 0: split, 1: gain\n* \\param start_iteration Starting iteration (0 based)\n* \\return R character vector (length=1) with model string\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterSaveModelToString_R(\n  SEXP handle,\n  SEXP num_iteration,\n  SEXP feature_importance_type,\n  SEXP start_iteration\n);\n\n/*!\n* \\brief dump model to JSON\n* \\param handle Booster handle\n* \\param num_iteration, <= 0 means save all\n* \\param feature_importance_type type of feature importance, 0: split, 1: gain\n* \\param start_iteration Index of starting iteration (0 based)\n* \\return R character vector (length=1) with model JSON\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_BoosterDumpModel_R(\n  SEXP handle,\n  SEXP num_iteration,\n  SEXP feature_importance_type,\n  SEXP start_iteration\n);\n\n/*!\n* \\brief Dump parameter aliases to JSON\n* \\return R character vector (length=1) with aliases JSON\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_DumpParamAliases_R();\n\n/*!\n* \\brief Get current maximum number of threads used by LightGBM routines in this process.\n* \\param[out] out current maximum number of threads used by LightGBM. -1 means defaulting to omp_get_num_threads().\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_GetMaxThreads_R(\n  SEXP out\n);\n\n\n/*!\n* \\brief Set maximum number of threads used by LightGBM routines in this process.\n* \\param num_threads maximum number of threads used by LightGBM. -1 means defaulting to omp_get_num_threads().\n* \\return R NULL value\n*/\nLIGHTGBM_C_EXPORT SEXP LGBM_SetMaxThreads_R(\n  SEXP num_threads\n);\n\n#endif  // LIGHTGBM_R_PACKAGE_SRC_LIGHTGBM_R_H_\n"
  },
  {
    "path": "R-package/tests/testthat/helper.R",
    "content": "# ref for this file:\n#\n# * https://r-pkgs.org/testing-design.html#testthat-helper-files\n# * https://r-pkgs.org/testing-design.html#testthat-setup-files\n\n# LightGBM-internal fix to comply with CRAN policy of only using up to 2 threads in tests and example.\n#\n# per https://cran.r-project.org/web/packages/policies.html\n#\n# > If running a package uses multiple threads/cores it must never use more than two simultaneously:\n#   the check farm is a shared resource and will typically be running many checks simultaneously.\n#\n.LGB_MAX_THREADS <- 2L\nsetLGBMthreads(.LGB_MAX_THREADS)\n\n# control data.table parallelism\n# ref: https://github.com/Rdatatable/data.table/issues/5658\ndata.table::setDTthreads(1L)\n\n# by default, how much should results in tests be allowed to differ from hard-coded expected numbers?\n.LGB_NUMERIC_TOLERANCE <- 1e-6\n\n# are the tests running on Windows?\n.LGB_ON_WINDOWS <- .Platform$OS.type == \"windows\"\n.LGB_ON_32_BIT_WINDOWS <- .LGB_ON_WINDOWS && .Machine$sizeof.pointer != 8L\n\n# are the tests running in a UTF-8 locale?\n.LGB_UTF8_LOCALE <- all(endsWith(\n  Sys.getlocale(category = \"LC_CTYPE\")\n  , \"UTF-8\"\n))\n\n# control how many loud LightGBM's logger is in tests\n.LGB_VERBOSITY <- as.integer(\n  Sys.getenv(\"LIGHTGBM_TEST_VERBOSITY\", \"-1\")\n)\n\n\n# [description]\n#    test that every element of 'x' is in 'y'\n#\n#    testthat::expect_in() was added in {testthat} v3.1.19.\n#    This is here to support a similar interface on older {testthat} versions.\n.expect_in <- function(x, y) {\n  if (exists(\"expect_in\")) {\n    expect_in(x, y)\n  } else {\n    missing_items <- x[!(x %in% y)]\n    if (length(missing_items) != 0L) {\n      error_msg <- paste0(\"Some expected items not found: \", toString(missing_items))\n      stop(error_msg)\n    }\n  }\n}\n"
  },
  {
    "path": "R-package/tests/testthat/test_Predictor.R",
    "content": "library(Matrix)\n\ntest_that(\"Predictor's finalizer should not fail\", {\n    X <- as.matrix(as.integer(iris[, \"Species\"]), ncol = 1L)\n    y <- iris[[\"Sepal.Length\"]]\n    dtrain <- lgb.Dataset(X, label = y)\n    bst <- lgb.train(\n        data = dtrain\n        , params = list(\n            objective = \"regression\"\n            , num_threads = .LGB_MAX_THREADS\n        )\n        , verbose = .LGB_VERBOSITY\n        , nrounds = 3L\n    )\n    model_file <- tempfile(fileext = \".model\")\n    bst$save_model(filename = model_file)\n    predictor <- Predictor$new(modelfile = model_file)\n\n    expect_true(.is_Predictor(predictor))\n\n    expect_false(.is_null_handle(predictor$.__enclos_env__$private$handle))\n\n    predictor$.__enclos_env__$private$finalize()\n    expect_true(.is_null_handle(predictor$.__enclos_env__$private$handle))\n\n    # calling finalize() a second time shouldn't cause any issues\n    predictor$.__enclos_env__$private$finalize()\n    expect_true(.is_null_handle(predictor$.__enclos_env__$private$handle))\n})\n\ntest_that(\"predictions do not fail for integer input\", {\n    X <- as.matrix(as.integer(iris[, \"Species\"]), ncol = 1L)\n    y <- iris[[\"Sepal.Length\"]]\n    dtrain <- lgb.Dataset(X, label = y)\n    fit <- lgb.train(\n        data = dtrain\n        , params = list(\n            objective = \"regression\"\n            , num_threads = .LGB_MAX_THREADS\n        )\n        , verbose = .LGB_VERBOSITY\n        , nrounds = 3L\n    )\n    X_double <- X[c(1L, 51L, 101L), , drop = FALSE]\n    X_integer <- X_double\n    storage.mode(X_double) <- \"double\"\n    pred_integer <- predict(fit, X_integer)\n    pred_double <- predict(fit, X_double)\n    expect_equal(pred_integer, pred_double)\n})\n\ntest_that(\"start_iteration works correctly\", {\n    set.seed(708L)\n    data(agaricus.train, package = \"lightgbm\")\n    data(agaricus.test, package = \"lightgbm\")\n    train <- agaricus.train\n    test <- agaricus.test\n    dtrain <- lgb.Dataset(\n        agaricus.train$data\n        , label = agaricus.train$label\n    )\n    dtest <- lgb.Dataset.create.valid(\n        dtrain\n        , agaricus.test$data\n        , label = agaricus.test$label\n    )\n    bst <- lightgbm(\n        data = as.matrix(train$data)\n        , label = train$label\n        , params = list(\n            num_leaves = 4L\n            , learning_rate = 0.6\n            , objective = \"binary\"\n            , verbosity = .LGB_VERBOSITY\n            , num_threads = .LGB_MAX_THREADS\n        )\n        , nrounds = 50L\n        , valids = list(\"test\" = dtest)\n        , early_stopping_rounds = 2L\n    )\n    expect_true(.is_Booster(bst))\n    pred1 <- predict(bst, newdata = test$data, type = \"raw\")\n    pred_contrib1 <- predict(bst, test$data, type = \"contrib\")\n    pred2 <- rep(0.0, length(pred1))\n    pred_contrib2 <- rep(0.0, length(pred2))\n    step <- 11L\n    end_iter <- 49L\n    if (bst$best_iter != -1L) {\n        end_iter <- bst$best_iter - 1L\n    }\n    start_iters <- seq(0L, end_iter, by = step)\n    for (start_iter in start_iters) {\n        n_iter <- min(c(end_iter - start_iter + 1L, step))\n        inc_pred <- predict(bst, test$data\n            , start_iteration = start_iter\n            , num_iteration = n_iter\n            , type = \"raw\"\n        )\n        inc_pred_contrib <- bst$predict(test$data\n            , start_iteration = start_iter\n            , num_iteration = n_iter\n            , predcontrib = TRUE\n        )\n        pred2 <- pred2 + inc_pred\n        pred_contrib2 <- pred_contrib2 + inc_pred_contrib\n    }\n    expect_equal(pred2, pred1)\n    expect_equal(pred_contrib2, pred_contrib1)\n\n    pred_leaf1 <- predict(bst, test$data, type = \"leaf\")\n    pred_leaf2 <- predict(bst, test$data, start_iteration = 0L, num_iteration = end_iter + 1L, type = \"leaf\")\n    expect_equal(pred_leaf1, pred_leaf2)\n})\n\ntest_that(\"Feature contributions from sparse inputs produce sparse outputs\", {\n    data(mtcars)\n    X <- as.matrix(mtcars[, -1L])\n    y <- as.numeric(mtcars[, 1L])\n    dtrain <- lgb.Dataset(X, label = y, params = list(max_bins = 5L))\n    bst <- lgb.train(\n      data = dtrain\n      , obj = \"regression\"\n      , nrounds = 5L\n      , verbose = .LGB_VERBOSITY\n      , params = list(min_data_in_leaf = 5L, num_threads = .LGB_MAX_THREADS)\n    )\n\n    pred_dense <- predict(bst, X, type = \"contrib\")\n\n    Xcsc <- as(X, \"CsparseMatrix\")\n    pred_csc <- predict(bst, Xcsc, type = \"contrib\")\n    expect_s4_class(pred_csc, \"dgCMatrix\")\n    expect_equal(unname(pred_dense), unname(as.matrix(pred_csc)))\n\n    Xcsr <- as(X, \"RsparseMatrix\")\n    pred_csr <- predict(bst, Xcsr, type = \"contrib\")\n    expect_s4_class(pred_csr, \"dgRMatrix\")\n    expect_equal(as(pred_csr, \"CsparseMatrix\"), pred_csc)\n\n    Xspv <- as(X[1L, , drop = FALSE], \"sparseVector\")\n    pred_spv <- predict(bst, Xspv, type = \"contrib\")\n    expect_s4_class(pred_spv, \"dsparseVector\")\n    expect_equal(Matrix::t(as(pred_spv, \"CsparseMatrix\")), unname(pred_csc[1L, , drop = FALSE]))\n})\n\ntest_that(\"Sparse feature contribution predictions do not take inputs with wrong number of columns\", {\n    data(mtcars)\n    X <- as.matrix(mtcars[, -1L])\n    y <- as.numeric(mtcars[, 1L])\n    dtrain <- lgb.Dataset(X, label = y, params = list(max_bins = 5L))\n    bst <- lgb.train(\n      data = dtrain\n      , obj = \"regression\"\n      , nrounds = 5L\n      , verbose = .LGB_VERBOSITY\n      , params = list(min_data_in_leaf = 5L, num_threads = .LGB_MAX_THREADS)\n    )\n\n    X_wrong <- X[, c(1L:10L, 1L:10L)]\n    X_wrong <- as(X_wrong, \"CsparseMatrix\")\n    expect_error(predict(bst, X_wrong, type = \"contrib\"), regexp = \"input data has 20 columns\")\n\n    X_wrong <- as(X_wrong, \"RsparseMatrix\")\n    expect_error(predict(bst, X_wrong, type = \"contrib\"), regexp = \"input data has 20 columns\")\n\n    X_wrong <- as(X_wrong, \"CsparseMatrix\")\n    X_wrong <- X_wrong[, 1L:3L]\n    expect_error(predict(bst, X_wrong, type = \"contrib\"), regexp = \"input data has 3 columns\")\n})\n\ntest_that(\"Feature contribution predictions do not take non-general CSR or CSC inputs\", {\n    set.seed(123L)\n    y <- runif(25L)\n    Dmat <- matrix(runif(625L), nrow = 25L, ncol = 25L)\n    Dmat <- crossprod(Dmat)\n    Dmat <- as(Dmat, \"symmetricMatrix\")\n    SmatC <- as(Dmat, \"sparseMatrix\")\n    SmatR <- as(SmatC, \"RsparseMatrix\")\n\n    dtrain <- lgb.Dataset(as.matrix(Dmat), label = y, params = list(max_bins = 5L))\n    bst <- lgb.train(\n      data = dtrain\n      , obj = \"regression\"\n      , nrounds = 5L\n      , verbose = .LGB_VERBOSITY\n      , params = list(min_data_in_leaf = 5L, num_threads = .LGB_MAX_THREADS)\n    )\n\n    expect_error(\n      predict(bst, SmatC, type = \"contrib\")\n      , regexp = \"Predictions on sparse inputs are only allowed for 'dsparseVector', 'dgRMatrix', 'dgCMatrix' - got: dsCMatrix\"  # nolint: line_length.\n    )\n    expect_error(\n      predict(bst, SmatR, type = \"contrib\")\n      , regexp = \"Predictions on sparse inputs are only allowed for 'dsparseVector', 'dgRMatrix', 'dgCMatrix' - got: dsRMatrix\" # nolint: line_length.\n    )\n})\n\ntest_that(\"predict() params should override keyword argument for raw-score predictions\", {\n  data(agaricus.train, package = \"lightgbm\")\n  X <- agaricus.train$data\n  y <- agaricus.train$label\n  bst <- lgb.train(\n    data = lgb.Dataset(\n      data = X\n      , label = y\n      , params = list(\n        data_seed = 708L\n        , min_data_in_bin = 5L\n      )\n    )\n    , params = list(\n      objective = \"binary\"\n      , min_data_in_leaf = 1L\n      , seed = 708L\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , nrounds = 10L\n    , verbose = .LGB_VERBOSITY\n  )\n\n  # check that the predictions from predict.lgb.Booster() really look like raw score predictions\n  preds_prob <- predict(bst, X)\n  preds_raw_s3_keyword <- predict(bst, X, type = \"raw\")\n  preds_prob_from_raw <- 1.0 / (1.0 + exp(-preds_raw_s3_keyword))\n  expect_equal(preds_prob, preds_prob_from_raw, tolerance = .LGB_NUMERIC_TOLERANCE)\n  accuracy <- sum(as.integer(preds_prob_from_raw > 0.5) == y) / length(y)\n  expect_equal(accuracy, 1.0)\n\n  # should get the same results from Booster$predict() method\n  preds_raw_r6_keyword <- bst$predict(X, rawscore = TRUE)\n  expect_equal(preds_raw_s3_keyword, preds_raw_r6_keyword)\n\n  # using a parameter alias of predict_raw_score should result in raw scores being returned\n  aliases <- .PARAMETER_ALIASES()[[\"predict_raw_score\"]]\n  expect_true(length(aliases) > 1L)\n  for (rawscore_alias in aliases) {\n    params <- as.list(\n      stats::setNames(\n        object = TRUE\n        , nm = rawscore_alias\n      )\n    )\n    preds_raw_s3_param <- predict(bst, X, params = params)\n    preds_raw_r6_param <- bst$predict(X, params = params)\n    expect_equal(preds_raw_s3_keyword, preds_raw_s3_param)\n    expect_equal(preds_raw_s3_keyword, preds_raw_r6_param)\n  }\n})\n\ntest_that(\"predict() params should override keyword argument for leaf-index predictions\", {\n  data(mtcars)\n  X <- as.matrix(mtcars[, which(names(mtcars) != \"mpg\")])\n  y <- as.numeric(mtcars[, \"mpg\"])\n  bst <- lgb.train(\n    data = lgb.Dataset(\n      data = X\n      , label = y\n      , params = list(\n        min_data_in_bin = 1L\n        , data_seed = 708L\n      )\n    )\n    , params = list(\n      objective = \"regression\"\n      , min_data_in_leaf = 1L\n      , seed = 708L\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , nrounds = 10L\n    , verbose = .LGB_VERBOSITY\n  )\n\n  # check that predictions really look like leaf index predictions\n  preds_leaf_s3_keyword <- predict(bst, X, type = \"leaf\")\n  expect_true(is.matrix(preds_leaf_s3_keyword))\n  expect_equal(dim(preds_leaf_s3_keyword), c(nrow(X), bst$current_iter()))\n  expect_true(min(preds_leaf_s3_keyword) >= 0L)\n  trees_dt <- lgb.model.dt.tree(bst)\n  max_leaf_by_tree_from_dt <- trees_dt[, .(idx = max(leaf_index, na.rm = TRUE)), by = tree_index]$idx\n  max_leaf_by_tree_from_preds <- apply(preds_leaf_s3_keyword, 2L, max, na.rm = TRUE)\n  expect_equal(max_leaf_by_tree_from_dt, max_leaf_by_tree_from_preds)\n\n  # should get the same results from Booster$predict() method\n  preds_leaf_r6_keyword <- bst$predict(X, predleaf = TRUE)\n  expect_equal(preds_leaf_s3_keyword, preds_leaf_r6_keyword)\n\n  # using a parameter alias of predict_leaf_index should result in leaf indices being returned\n  aliases <- .PARAMETER_ALIASES()[[\"predict_leaf_index\"]]\n  expect_true(length(aliases) > 1L)\n  for (predleaf_alias in aliases) {\n    params <- as.list(\n      stats::setNames(\n        object = TRUE\n        , nm = predleaf_alias\n      )\n    )\n    preds_leaf_s3_param <- predict(bst, X, params = params)\n    preds_leaf_r6_param <- bst$predict(X, params = params)\n    expect_equal(preds_leaf_s3_keyword, preds_leaf_s3_param)\n    expect_equal(preds_leaf_s3_keyword, preds_leaf_r6_param)\n  }\n})\n\ntest_that(\"predict() params should override keyword argument for feature contributions\", {\n  data(mtcars)\n  X <- as.matrix(mtcars[, which(names(mtcars) != \"mpg\")])\n  y <- as.numeric(mtcars[, \"mpg\"])\n  bst <- lgb.train(\n    data = lgb.Dataset(\n      data = X\n      , label = y\n      , params = list(\n        min_data_in_bin = 1L\n        , data_seed = 708L\n      )\n    )\n    , params = list(\n      objective = \"regression\"\n      , min_data_in_leaf = 1L\n      , seed = 708L\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , nrounds = 10L\n    , verbose = .LGB_VERBOSITY\n  )\n\n  # check that predictions really look like feature contributions\n  preds_contrib_s3_keyword <- predict(bst, X, type = \"contrib\")\n  num_features <- ncol(X)\n  shap_base_value <- unname(preds_contrib_s3_keyword[, ncol(preds_contrib_s3_keyword)])\n  expect_true(is.matrix(preds_contrib_s3_keyword))\n  expect_equal(dim(preds_contrib_s3_keyword), c(nrow(X), num_features + 1L))\n  expect_equal(length(unique(shap_base_value)), 1L)\n  expect_equal(mean(y), shap_base_value[1L])\n  expect_equal(predict(bst, X), rowSums(preds_contrib_s3_keyword))\n\n  # should get the same results from Booster$predict() method\n  preds_contrib_r6_keyword <- bst$predict(X, predcontrib = TRUE)\n  expect_equal(preds_contrib_s3_keyword, preds_contrib_r6_keyword)\n\n  # using a parameter alias of predict_contrib should result in feature contributions being returned\n  aliases <- .PARAMETER_ALIASES()[[\"predict_contrib\"]]\n  expect_true(length(aliases) > 1L)\n  for (predcontrib_alias in aliases) {\n    params <- as.list(\n      stats::setNames(\n        object = TRUE\n        , nm = predcontrib_alias\n      )\n    )\n    preds_contrib_s3_param <- predict(bst, X, params = params)\n    preds_contrib_r6_param <- bst$predict(X, params = params)\n    expect_equal(preds_contrib_s3_keyword, preds_contrib_s3_param)\n    expect_equal(preds_contrib_s3_keyword, preds_contrib_r6_param)\n  }\n})\n\n.expect_has_row_names <- function(pred, X) {\n    if (is.vector(pred)) {\n        rnames <- names(pred)\n    } else {\n        rnames <- row.names(pred)\n    }\n    expect_false(is.null(rnames))\n    expect_true(is.vector(rnames))\n    expect_true(length(rnames) > 0L)\n    expect_equal(row.names(X), rnames)\n}\n\n.expect_doesnt_have_row_names <- function(pred) {\n    if (is.vector(pred)) {\n        expect_null(names(pred))\n    } else {\n        expect_null(row.names(pred))\n    }\n}\n\n.check_all_row_name_expectations <- function(bst, X) {\n\n    # dense matrix with row names\n    pred <- predict(bst, X)\n    .expect_has_row_names(pred, X)\n    pred <- predict(bst, X, type = \"raw\")\n    .expect_has_row_names(pred, X)\n    pred <- predict(bst, X, type = \"leaf\")\n    .expect_has_row_names(pred, X)\n    pred <- predict(bst, X, type = \"contrib\")\n    .expect_has_row_names(pred, X)\n\n    # dense matrix without row names\n    Xcopy <- X\n    row.names(Xcopy) <- NULL\n    pred <- predict(bst, Xcopy)\n    .expect_doesnt_have_row_names(pred)\n\n    # sparse matrix with row names\n    Xcsc <- as(X, \"CsparseMatrix\")\n    pred <- predict(bst, Xcsc)\n    .expect_has_row_names(pred, Xcsc)\n    pred <- predict(bst, Xcsc, type = \"raw\")\n    .expect_has_row_names(pred, Xcsc)\n    pred <- predict(bst, Xcsc, type = \"leaf\")\n    .expect_has_row_names(pred, Xcsc)\n    pred <- predict(bst, Xcsc, type = \"contrib\")\n    .expect_has_row_names(pred, Xcsc)\n    pred <- predict(bst, as(Xcsc, \"RsparseMatrix\"), type = \"contrib\")\n    .expect_has_row_names(pred, Xcsc)\n\n    # sparse matrix without row names\n    Xcopy <- Xcsc\n    row.names(Xcopy) <- NULL\n    pred <- predict(bst, Xcopy)\n    .expect_doesnt_have_row_names(pred)\n}\n\ntest_that(\"predict() keeps row names from data (regression)\", {\n    data(\"mtcars\")\n    X <- as.matrix(mtcars[, -1L])\n    y <- as.numeric(mtcars[, 1L])\n    dtrain <- lgb.Dataset(\n      X\n      , label = y\n      , params = list(\n        max_bins = 5L\n        , min_data_in_bin = 1L\n      )\n    )\n    bst <- lgb.train(\n        data = dtrain\n        , obj = \"regression\"\n        , nrounds = 5L\n        , verbose = .LGB_VERBOSITY\n        , params = list(min_data_in_leaf = 1L, num_threads = .LGB_MAX_THREADS)\n    )\n    .check_all_row_name_expectations(bst, X)\n})\n\ntest_that(\"predict() keeps row names from data (binary classification)\", {\n    data(agaricus.train, package = \"lightgbm\")\n    X <- as.matrix(agaricus.train$data)\n    y <- agaricus.train$label\n    row.names(X) <- paste0(\"rname\", seq(1L, nrow(X)))\n    dtrain <- lgb.Dataset(X, label = y, params = list(max_bins = 5L))\n    bst <- lgb.train(\n        data = dtrain\n        , obj = \"binary\"\n        , nrounds = 5L\n        , verbose = .LGB_VERBOSITY\n        , params = list(num_threads = .LGB_MAX_THREADS)\n    )\n    .check_all_row_name_expectations(bst, X)\n})\n\ntest_that(\"predict() keeps row names from data (multi-class classification)\", {\n    data(iris)\n    y <- as.numeric(iris$Species) - 1.0\n    X <- as.matrix(iris[, names(iris) != \"Species\"])\n    row.names(X) <- paste0(\"rname\", seq(1L, nrow(X)))\n    dtrain <- lgb.Dataset(X, label = y, params = list(max_bins = 5L))\n    bst <- lgb.train(\n        data = dtrain\n        , obj = \"multiclass\"\n        , params = list(num_class = 3L, num_threads = .LGB_MAX_THREADS)\n        , nrounds = 5L\n        , verbose = .LGB_VERBOSITY\n    )\n    .check_all_row_name_expectations(bst, X)\n})\n\ntest_that(\"predictions for regression and binary classification are returned as vectors\", {\n    data(mtcars)\n    X <- as.matrix(mtcars[, -1L])\n    y <- as.numeric(mtcars[, 1L])\n    dtrain <- lgb.Dataset(\n      X\n      , label = y\n      , params = list(\n        max_bins = 5L\n        , min_data_in_bin = 1L\n      )\n    )\n    model <- lgb.train(\n      data = dtrain\n      , obj = \"regression\"\n      , nrounds = 5L\n      , verbose = .LGB_VERBOSITY\n      , params = list(min_data_in_leaf = 1L, num_threads = .LGB_MAX_THREADS)\n    )\n    pred <- predict(model, X)\n    expect_true(is.vector(pred))\n    expect_equal(length(pred), nrow(X))\n    pred <- predict(model, X, type = \"raw\")\n    expect_true(is.vector(pred))\n    expect_equal(length(pred), nrow(X))\n\n    data(agaricus.train, package = \"lightgbm\")\n    X <- agaricus.train$data\n    y <- agaricus.train$label\n    dtrain <- lgb.Dataset(X, label = y)\n    model <- lgb.train(\n      data = dtrain\n      , obj = \"binary\"\n      , nrounds = 5L\n      , verbose = .LGB_VERBOSITY\n      , params = list(num_threads = .LGB_MAX_THREADS)\n    )\n    pred <- predict(model, X)\n    expect_true(is.vector(pred))\n    expect_equal(length(pred), nrow(X))\n    pred <- predict(model, X, type = \"raw\")\n    expect_true(is.vector(pred))\n    expect_equal(length(pred), nrow(X))\n})\n\ntest_that(\"predictions for multiclass classification are returned as matrix\", {\n    data(iris)\n    X <- as.matrix(iris[, -5L])\n    y <- as.numeric(iris$Species) - 1.0\n    dtrain <- lgb.Dataset(X, label = y)\n    model <- lgb.train(\n      data = dtrain\n      , obj = \"multiclass\"\n      , nrounds = 5L\n      , verbose = .LGB_VERBOSITY\n      , params = list(num_class = 3L, num_threads = .LGB_MAX_THREADS)\n    )\n    pred <- predict(model, X)\n    expect_true(is.matrix(pred))\n    expect_equal(nrow(pred), nrow(X))\n    expect_equal(ncol(pred), 3L)\n    pred <- predict(model, X, type = \"raw\")\n    expect_true(is.matrix(pred))\n    expect_equal(nrow(pred), nrow(X))\n    expect_equal(ncol(pred), 3L)\n})\n\ntest_that(\"Single-row predictions are identical to multi-row ones\", {\n    data(mtcars)\n    X <- as.matrix(mtcars[, -1L])\n    y <- mtcars[, 1L]\n    dtrain <- lgb.Dataset(X, label = y, params = list(max_bin = 5L))\n    params <- list(min_data_in_leaf = 2L, num_threads = .LGB_MAX_THREADS)\n    model <- lgb.train(\n      params = params\n     , data = dtrain\n     , obj = \"regression\"\n     , nrounds = 5L\n     , verbose = -1L\n    )\n\n    x1 <- X[1L, , drop = FALSE]\n    x11 <- X[11L, , drop = FALSE]\n    x1_spv <- as(x1, \"sparseVector\")\n    x11_spv <- as(x11, \"sparseVector\")\n    x1_csr <- as(x1, \"RsparseMatrix\")\n    x11_csr <- as(x11, \"RsparseMatrix\")\n\n    pred_all <- predict(model, X)\n    pred1_wo_config <- predict(model, x1)\n    pred11_wo_config <- predict(model, x11)\n    pred1_spv_wo_config <- predict(model, x1_spv)\n    pred11_spv_wo_config <- predict(model, x11_spv)\n    pred1_csr_wo_config <- predict(model, x1_csr)\n    pred11_csr_wo_config <- predict(model, x11_csr)\n\n    lgb.configure_fast_predict(model)\n    pred1_w_config <- predict(model, x1)\n    pred11_w_config <- predict(model, x11)\n\n    model <- lgb.train(\n      params = params\n     , data = dtrain\n     , obj = \"regression\"\n     , nrounds = 5L\n     , verbose = -1L\n    )\n    lgb.configure_fast_predict(model, csr = TRUE)\n    pred1_spv_w_config <- predict(model, x1_spv)\n    pred11_spv_w_config <- predict(model, x11_spv)\n    pred1_csr_w_config <- predict(model, x1_csr)\n    pred11_csr_w_config <- predict(model, x11_csr)\n\n    expect_equal(pred1_wo_config, pred_all[1L])\n    expect_equal(pred11_wo_config, pred_all[11L])\n    expect_equal(pred1_spv_wo_config, unname(pred_all[1L]))\n    expect_equal(pred11_spv_wo_config, unname(pred_all[11L]))\n    expect_equal(pred1_csr_wo_config, pred_all[1L])\n    expect_equal(pred11_csr_wo_config, pred_all[11L])\n\n    expect_equal(pred1_w_config, pred_all[1L])\n    expect_equal(pred11_w_config, pred_all[11L])\n    expect_equal(pred1_spv_w_config, unname(pred_all[1L]))\n    expect_equal(pred11_spv_w_config, unname(pred_all[11L]))\n    expect_equal(pred1_csr_w_config, pred_all[1L])\n    expect_equal(pred11_csr_w_config, pred_all[11L])\n})\n\ntest_that(\"Fast-predict configuration accepts non-default prediction types\", {\n    data(mtcars)\n    X <- as.matrix(mtcars[, -1L])\n    y <- mtcars[, 1L]\n    dtrain <- lgb.Dataset(X, label = y, params = list(max_bin = 5L))\n    params <- list(min_data_in_leaf = 2L, num_threads = .LGB_MAX_THREADS)\n    model <- lgb.train(\n      params = params\n     , data = dtrain\n     , obj = \"regression\"\n     , nrounds = 5L\n     , verbose = -1L\n    )\n\n    x1 <- X[1L, , drop = FALSE]\n    x11 <- X[11L, , drop = FALSE]\n\n    pred_all <- predict(model, X, type = \"leaf\")\n    pred1_wo_config <- predict(model, x1, type = \"leaf\")\n    pred11_wo_config <- predict(model, x11, type = \"leaf\")\n    expect_equal(pred1_wo_config, pred_all[1L, , drop = FALSE])\n    expect_equal(pred11_wo_config, pred_all[11L, , drop = FALSE])\n\n    lgb.configure_fast_predict(model, type = \"leaf\")\n    pred1_w_config <- predict(model, x1, type = \"leaf\")\n    pred11_w_config <- predict(model, x11, type = \"leaf\")\n    expect_equal(pred1_w_config, pred_all[1L, , drop = FALSE])\n    expect_equal(pred11_w_config, pred_all[11L, , drop = FALSE])\n})\n\ntest_that(\"Fast-predict configuration does not block other prediction types\", {\n    data(mtcars)\n    X <- as.matrix(mtcars[, -1L])\n    y <- mtcars[, 1L]\n    dtrain <- lgb.Dataset(X, label = y, params = list(max_bin = 5L))\n    params <- list(min_data_in_leaf = 2L, num_threads = .LGB_MAX_THREADS)\n    model <- lgb.train(\n      params = params\n     , data = dtrain\n     , obj = \"regression\"\n     , nrounds = 5L\n     , verbose = -1L\n    )\n\n    x1 <- X[1L, , drop = FALSE]\n    x11 <- X[11L, , drop = FALSE]\n\n    pred_all <- predict(model, X)\n    pred_all_leaf <- predict(model, X, type = \"leaf\")\n\n    lgb.configure_fast_predict(model)\n    pred1_w_config <- predict(model, x1)\n    pred11_w_config <- predict(model, x11)\n    pred1_leaf_w_config <- predict(model, x1, type = \"leaf\")\n    pred11_leaf_w_config <- predict(model, x11, type = \"leaf\")\n\n    expect_equal(pred1_w_config, pred_all[1L])\n    expect_equal(pred11_w_config, pred_all[11L])\n    expect_equal(pred1_leaf_w_config, pred_all_leaf[1L, , drop = FALSE])\n    expect_equal(pred11_leaf_w_config, pred_all_leaf[11L, , drop = FALSE])\n})\n\ntest_that(\"predict type='class' returns predicted class for classification objectives\", {\n    data(agaricus.train, package = \"lightgbm\")\n    X <- as.matrix(agaricus.train$data)\n    y <- agaricus.train$label\n    dtrain <- lgb.Dataset(X, label = y, params = list(max_bins = 5L))\n    bst <- lgb.train(\n        data = dtrain\n        , obj = \"binary\"\n        , nrounds = 5L\n        , verbose = .LGB_VERBOSITY\n        , params = list(num_threads = .LGB_MAX_THREADS)\n    )\n    pred <- predict(bst, X, type = \"class\")\n    expect_true(all(pred %in% c(0L, 1L)))\n\n    data(iris)\n    X <- as.matrix(iris[, -5L])\n    y <- as.numeric(iris$Species) - 1.0\n    dtrain <- lgb.Dataset(X, label = y)\n    model <- lgb.train(\n      data = dtrain\n      , obj = \"multiclass\"\n      , nrounds = 5L\n      , verbose = .LGB_VERBOSITY\n      , params = list(num_class = 3L, num_threads = .LGB_MAX_THREADS)\n    )\n    pred <- predict(model, X, type = \"class\")\n    expect_true(all(pred %in% c(0L, 1L, 2L)))\n})\n\ntest_that(\"predict type='class' returns values in the target's range for regression objectives\", {\n    data(agaricus.train, package = \"lightgbm\")\n    X <- as.matrix(agaricus.train$data)\n    y <- agaricus.train$label\n    dtrain <- lgb.Dataset(X, label = y, params = list(max_bins = 5L))\n    bst <- lgb.train(\n        data = dtrain\n        , obj = \"regression\"\n        , nrounds = 5L\n        , verbose = .LGB_VERBOSITY\n        , params = list(num_threads = .LGB_MAX_THREADS)\n    )\n    pred <- predict(bst, X, type = \"class\")\n    expect_true(!any(pred %in% c(0.0, 1.0)))\n})\n"
  },
  {
    "path": "R-package/tests/testthat/test_basic.R",
    "content": "data(agaricus.train, package = \"lightgbm\")\ndata(agaricus.test, package = \"lightgbm\")\ntrain <- agaricus.train\ntest <- agaricus.test\n\nset.seed(708L)\n\n# [description] Every time this function is called, it adds 0.1\n#               to an accumulator then returns the current value.\n#               This is used to mock the situation where an evaluation\n#               metric increases every iteration\nACCUMULATOR_NAME <- \"INCREASING_METRIC_ACCUMULATOR\"\nassign(x = ACCUMULATOR_NAME, value = 0.0, envir = .GlobalEnv)\n\n.increasing_metric <- function(preds, dtrain) {\n  if (!exists(ACCUMULATOR_NAME, envir = .GlobalEnv)) {\n    assign(ACCUMULATOR_NAME, 0.0, envir = .GlobalEnv)\n  }\n  assign(\n    x = ACCUMULATOR_NAME\n    , value = get(ACCUMULATOR_NAME, envir = .GlobalEnv) + 0.1\n    , envir = .GlobalEnv\n  )\n  return(list(\n    name = \"increasing_metric\"\n    , value = get(ACCUMULATOR_NAME, envir = .GlobalEnv)\n    , higher_better = TRUE\n  ))\n}\n\n# [description] Evaluation function that always returns the\n#               same value\nCONSTANT_METRIC_VALUE <- 0.2\n.constant_metric <- function(preds, dtrain) {\n  return(list(\n    name = \"constant_metric\"\n    , value = CONSTANT_METRIC_VALUE\n    , higher_better = FALSE\n  ))\n}\n\n# sample datasets to test early stopping\nDTRAIN_RANDOM_REGRESSION <- lgb.Dataset(\n  data = as.matrix(rnorm(100L), ncol = 1L, drop = FALSE)\n  , label = rnorm(100L)\n  , params = list(num_threads = .LGB_MAX_THREADS)\n)\nDVALID_RANDOM_REGRESSION <- lgb.Dataset(\n  data = as.matrix(rnorm(50L), ncol = 1L, drop = FALSE)\n  , label = rnorm(50L)\n  , params = list(num_threads = .LGB_MAX_THREADS)\n)\nDTRAIN_RANDOM_CLASSIFICATION <- lgb.Dataset(\n  data = as.matrix(rnorm(120L), ncol = 1L, drop = FALSE)\n  , label = sample(c(0L, 1L), size = 120L, replace = TRUE)\n  , params = list(num_threads = .LGB_MAX_THREADS)\n)\nDVALID_RANDOM_CLASSIFICATION <- lgb.Dataset(\n  data = as.matrix(rnorm(37L), ncol = 1L, drop = FALSE)\n  , label = sample(c(0L, 1L), size = 37L, replace = TRUE)\n  , params = list(num_threads = .LGB_MAX_THREADS)\n)\n\ntest_that(\"train and predict binary classification\", {\n  nrounds <- 10L\n  bst <- lightgbm(\n    data = train$data\n    , label = train$label\n    , params = list(\n        num_leaves = 5L\n        , objective = \"binary\"\n        , metric = \"binary_error\"\n        , verbose = .LGB_VERBOSITY\n        , num_threads = .LGB_MAX_THREADS\n    )\n    , nrounds = nrounds\n    , valids = list(\n      \"train\" = lgb.Dataset(\n        data = train$data\n        , label = train$label\n      )\n    )\n  )\n  expect_false(is.null(bst$record_evals))\n  record_results <- lgb.get.eval.result(bst, \"train\", \"binary_error\")\n  expect_lt(min(record_results), 0.02)\n\n  pred <- predict(bst, test$data)\n  expect_equal(length(pred), 1611L)\n\n  pred1 <- predict(bst, train$data, num_iteration = 1L)\n  expect_equal(length(pred1), 6513L)\n  err_pred1 <- sum((pred1 > 0.5) != train$label) / length(train$label)\n  err_log <- record_results[1L]\n  expect_lt(abs(err_pred1 - err_log), .LGB_NUMERIC_TOLERANCE)\n})\n\n\ntest_that(\"train and predict softmax\", {\n  set.seed(708L)\n  X_mat <- as.matrix(iris[, -5L])\n  lb <- as.numeric(iris$Species) - 1L\n\n  bst <- lightgbm(\n    data = X_mat\n    , label = lb\n    , params = list(\n        num_leaves = 4L\n        , learning_rate = 0.05\n        , min_data = 20L\n        , min_hessian = 10.0\n        , objective = \"multiclass\"\n        , metric = \"multi_error\"\n        , num_class = 3L\n        , verbose = .LGB_VERBOSITY\n        , num_threads = .LGB_MAX_THREADS\n    )\n    , nrounds = 20L\n    , valids = list(\n      \"train\" = lgb.Dataset(\n        data = X_mat\n        , label = lb\n      )\n    )\n  )\n\n  expect_false(is.null(bst$record_evals))\n  record_results <- lgb.get.eval.result(bst, \"train\", \"multi_error\")\n  expect_lt(min(record_results), 0.06)\n\n  pred <- predict(bst, as.matrix(iris[, -5L]))\n  expect_equal(length(pred), nrow(iris) * 3L)\n})\n\n\ntest_that(\"use of multiple eval metrics works\", {\n  metrics <- list(\"binary_error\", \"auc\", \"binary_logloss\")\n  bst <- lightgbm(\n    data = train$data\n    , label = train$label\n    , params = list(\n        num_leaves = 4L\n        , learning_rate = 1.0\n        , objective = \"binary\"\n        , metric = metrics\n        , verbose = .LGB_VERBOSITY\n        , num_threads = .LGB_MAX_THREADS\n    )\n    , nrounds = 10L\n    , valids = list(\n      \"train\" = lgb.Dataset(\n        data = train$data\n        , label = train$label\n        , params = list(num_threads = .LGB_MAX_THREADS)\n      )\n    )\n  )\n  expect_false(is.null(bst$record_evals))\n  expect_named(\n    bst$record_evals[[\"train\"]]\n    , unlist(metrics)\n    , ignore.order = FALSE\n    , ignore.case = FALSE\n  )\n})\n\ntest_that(\"lgb.Booster.upper_bound() and lgb.Booster.lower_bound() work as expected for binary classification\", {\n  set.seed(708L)\n  nrounds <- 10L\n  bst <- lightgbm(\n    data = train$data\n    , label = train$label\n    , params = list(\n        num_leaves = 5L\n        , objective = \"binary\"\n        , metric = \"binary_error\"\n        , verbose = .LGB_VERBOSITY\n        , num_threads = .LGB_MAX_THREADS\n    )\n    , nrounds = nrounds\n  )\n  expect_true(abs(bst$lower_bound() - -1.590853) < .LGB_NUMERIC_TOLERANCE)\n  expect_true(abs(bst$upper_bound() - 1.871015) <  .LGB_NUMERIC_TOLERANCE)\n})\n\ntest_that(\"lgb.Booster.upper_bound() and lgb.Booster.lower_bound() work as expected for regression\", {\n  set.seed(708L)\n  nrounds <- 10L\n  bst <- lightgbm(\n    data = train$data\n    , label = train$label\n    , params = list(\n        num_leaves = 5L\n        , objective = \"regression\"\n        , metric = \"l2\"\n        , verbose = .LGB_VERBOSITY\n        , num_threads = .LGB_MAX_THREADS\n    )\n    , nrounds = nrounds\n  )\n  expect_true(abs(bst$lower_bound() - 0.1513859) < .LGB_NUMERIC_TOLERANCE)\n  expect_true(abs(bst$upper_bound() - 0.9080349) < .LGB_NUMERIC_TOLERANCE)\n})\n\ntest_that(\"lightgbm() rejects negative or 0 value passed to nrounds\", {\n  dtrain <- lgb.Dataset(train$data, label = train$label)\n  params <- list(objective = \"regression\", metric = \"l2,l1\", num_threads = .LGB_MAX_THREADS)\n  for (nround_value in c(-10L, 0L)) {\n    expect_error({\n      bst <- lightgbm(\n        data = dtrain\n        , params = params\n        , nrounds = nround_value\n      )\n    }, \"nrounds should be greater than zero\")\n  }\n})\n\ntest_that(\"lightgbm() accepts nrounds as either a top-level argument or parameter\", {\n  nrounds <- 15L\n\n  set.seed(708L)\n  top_level_bst <- lightgbm(\n    data = train$data\n    , label = train$label\n    , nrounds = nrounds\n    , params = list(\n      objective = \"regression\"\n      , metric = \"l2\"\n      , num_leaves = 5L\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n  )\n\n  set.seed(708L)\n  param_bst <- lightgbm(\n    data = train$data\n    , label = train$label\n    , params = list(\n      objective = \"regression\"\n      , metric = \"l2\"\n      , num_leaves = 5L\n      , nrounds = nrounds\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n  )\n\n  set.seed(708L)\n  both_customized <- lightgbm(\n    data = train$data\n    , label = train$label\n    , nrounds = 20L\n    , params = list(\n      objective = \"regression\"\n      , metric = \"l2\"\n      , num_leaves = 5L\n      , nrounds = nrounds\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n  )\n\n  top_level_l2 <- top_level_bst$eval_train()[[1L]][[\"value\"]]\n  params_l2 <- param_bst$eval_train()[[1L]][[\"value\"]]\n  both_l2 <- both_customized$eval_train()[[1L]][[\"value\"]]\n\n  # check type just to be sure the subsetting didn't return a NULL\n  expect_true(is.numeric(top_level_l2))\n  expect_true(is.numeric(params_l2))\n  expect_true(is.numeric(both_l2))\n\n  # check that model produces identical performance\n  expect_identical(top_level_l2, params_l2)\n  expect_identical(both_l2, params_l2)\n\n  expect_identical(param_bst$current_iter(), top_level_bst$current_iter())\n  expect_identical(param_bst$current_iter(), both_customized$current_iter())\n  expect_identical(param_bst$current_iter(), nrounds)\n\n})\n\ntest_that(\"lightgbm() performs evaluation on validation sets if they are provided\", {\n  set.seed(708L)\n  dvalid1 <- lgb.Dataset(\n    data = train$data\n    , label = train$label\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  dvalid2 <- lgb.Dataset(\n    data = train$data\n    , label = train$label\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  nrounds <- 10L\n  bst <- lightgbm(\n    data = train$data\n    , label = train$label\n    , params = list(\n        num_leaves = 5L\n        , objective = \"binary\"\n        , metric = c(\n            \"binary_error\"\n            , \"auc\"\n        )\n        , verbose = .LGB_VERBOSITY\n        , num_threads = .LGB_MAX_THREADS\n    )\n    , nrounds = nrounds\n    , valids = list(\n      \"valid1\" = dvalid1\n      , \"valid2\" = dvalid2\n      , \"train\" = lgb.Dataset(\n        data = train$data\n        , label = train$label\n        , params = list(num_threads = .LGB_MAX_THREADS)\n      )\n    )\n  )\n\n  expect_named(\n    bst$record_evals\n    , c(\"train\", \"valid1\", \"valid2\", \"start_iter\")\n    , ignore.order = TRUE\n    , ignore.case = FALSE\n  )\n  for (valid_name in c(\"train\", \"valid1\", \"valid2\")) {\n    eval_results <- bst$record_evals[[valid_name]][[\"binary_error\"]]\n    expect_length(eval_results[[\"eval\"]], nrounds)\n  }\n  expect_true(abs(bst$record_evals[[\"train\"]][[\"binary_error\"]][[\"eval\"]][[1L]] - 0.02226317) < .LGB_NUMERIC_TOLERANCE)\n  expect_true(abs(bst$record_evals[[\"valid1\"]][[\"binary_error\"]][[\"eval\"]][[1L]] - 0.02226317) < .LGB_NUMERIC_TOLERANCE)\n  expect_true(abs(bst$record_evals[[\"valid2\"]][[\"binary_error\"]][[\"eval\"]][[1L]] - 0.02226317) < .LGB_NUMERIC_TOLERANCE)\n})\n\ntest_that(\"training continuation works\", {\n  dtrain <- lgb.Dataset(\n    train$data\n    , label = train$label\n    , free_raw_data = FALSE\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  watchlist <- list(train = dtrain)\n  param <- list(\n    objective = \"binary\"\n    , metric = \"binary_logloss\"\n    , num_leaves = 5L\n    , learning_rate = 1.0\n    , verbose = .LGB_VERBOSITY\n    , num_threads = .LGB_MAX_THREADS\n  )\n\n  # train for 10 consecutive iterations\n  bst <- lgb.train(param, dtrain, nrounds = 10L, watchlist)\n  err_bst <- lgb.get.eval.result(bst, \"train\", \"binary_logloss\", 10L)\n\n  #  train for 5 iterations, save, load, train for 5 more\n  bst1 <- lgb.train(param, dtrain, nrounds = 5L, watchlist)\n  model_file <- tempfile(fileext = \".model\")\n  lgb.save(bst1, model_file)\n  bst2 <- lgb.train(param, dtrain, nrounds = 5L, watchlist, init_model = bst1)\n  err_bst2 <- lgb.get.eval.result(bst2, \"train\", \"binary_logloss\", 10L)\n\n  # evaluation metrics should be nearly identical for the model trained in 10 coonsecutive\n  # iterations and the one trained in 5-then-5.\n  expect_lt(abs(err_bst - err_bst2), 0.01)\n})\n\ntest_that(\"cv works\", {\n  dtrain <- lgb.Dataset(train$data, label = train$label)\n  params <- list(\n    objective = \"regression\"\n    , metric = \"l2,l1\"\n    , min_data = 1L\n    , learning_rate = 1.0\n    , verbose = .LGB_VERBOSITY\n    , num_threads = .LGB_MAX_THREADS\n  )\n  bst <- lgb.cv(\n    params\n    , dtrain\n    , 10L\n    , nfold = 5L\n    , early_stopping_rounds = 10L\n  )\n  expect_false(is.null(bst$record_evals))\n})\n\ntest_that(\"CVBooster$reset_parameter() works as expected\", {\n  dtrain <- lgb.Dataset(train$data, label = train$label)\n  n_folds <- 2L\n  cv_bst <- lgb.cv(\n    params = list(\n      objective = \"regression\"\n      , min_data = 1L\n      , num_leaves = 7L\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = dtrain\n    , nrounds = 3L\n    , nfold = n_folds\n  )\n  expect_true(methods::is(cv_bst, \"lgb.CVBooster\"))\n  expect_length(cv_bst$boosters, n_folds)\n  for (bst in cv_bst$boosters) {\n    expect_equal(bst[[\"booster\"]]$params[[\"num_leaves\"]], 7L)\n  }\n  cv_bst$reset_parameter(list(num_leaves = 11L))\n  for (bst in cv_bst$boosters) {\n    expect_equal(bst[[\"booster\"]]$params[[\"num_leaves\"]], 11L)\n  }\n})\n\ntest_that(\"lgb.cv() rejects negative or 0 value passed to nrounds\", {\n  dtrain <- lgb.Dataset(train$data, label = train$label, params = list(num_threads = 2L))\n  params <- list(\n    objective = \"regression\"\n    , metric = \"l2,l1\"\n    , min_data = 1L\n    , num_threads = .LGB_MAX_THREADS\n  )\n  for (nround_value in c(-10L, 0L)) {\n    expect_error({\n      bst <- lgb.cv(\n        params\n        , dtrain\n        , nround_value\n        , nfold = 5L\n      )\n    }, \"nrounds should be greater than zero\")\n  }\n})\n\ntest_that(\"lgb.cv() throws an informative error if 'data' is not an lgb.Dataset\", {\n  bad_values <- list(\n    4L\n    , \"hello\"\n    , list(a = TRUE, b = seq_len(10L))\n    , data.frame(x = seq_len(5L), y = seq_len(5L))\n    , data.table::data.table(x = seq_len(5L),  y = seq_len(5L))\n    , matrix(data = seq_len(10L), 2L, 5L)\n  )\n  for (val in bad_values) {\n    expect_error({\n      bst <- lgb.cv(\n        params = list(\n            objective = \"regression\"\n            , metric = \"l2,l1\"\n            , min_data = 1L\n        )\n        , data = val\n        , 10L\n        , nfold = 5L\n      )\n    }, regexp = \"lgb.cv: data must be an lgb.Dataset instance\", fixed = TRUE)\n  }\n})\n\ntest_that(\"lightgbm.cv() gives the correct best_score and best_iter for a metric where higher values are better\", {\n  set.seed(708L)\n  dtrain <- lgb.Dataset(\n    data = as.matrix(runif(n = 500L, min = 0.0, max = 15.0), drop = FALSE)\n    , label = rep(c(0L, 1L), 250L)\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  nrounds <- 10L\n  cv_bst <- lgb.cv(\n    data = dtrain\n    , nfold = 5L\n    , nrounds = nrounds\n    , params = list(\n      objective = \"binary\"\n      , metric = \"auc,binary_error\"\n      , learning_rate = 1.5\n      , num_leaves = 5L\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n  )\n  expect_true(methods::is(cv_bst, \"lgb.CVBooster\"))\n  expect_named(\n    cv_bst$record_evals\n    , c(\"start_iter\", \"valid\")\n    , ignore.order = FALSE\n    , ignore.case = FALSE\n  )\n  auc_scores <- unlist(cv_bst$record_evals[[\"valid\"]][[\"auc\"]][[\"eval\"]])\n  expect_length(auc_scores, nrounds)\n  expect_identical(cv_bst$best_iter, which.max(auc_scores))\n  expect_identical(cv_bst$best_score, auc_scores[which.max(auc_scores)])\n})\n\ntest_that(\"lgb.cv() fit on linearly-relatead data improves when using linear learners\", {\n  set.seed(708L)\n  .new_dataset <- function() {\n    X <- matrix(rnorm(1000L), ncol = 1L)\n    return(lgb.Dataset(\n      data = X\n      , label = 2L * X + runif(nrow(X), 0L, 0.1)\n      , params = list(num_threads = .LGB_MAX_THREADS)\n    ))\n  }\n\n  params <- list(\n    objective = \"regression\"\n    , verbose = -1L\n    , metric = \"mse\"\n    , seed = 0L\n    , num_leaves = 2L\n    , num_threads = .LGB_MAX_THREADS\n  )\n\n  dtrain <- .new_dataset()\n  cv_bst <- lgb.cv(\n    data = dtrain\n    , nrounds = 10L\n    , params = params\n    , nfold = 5L\n  )\n  expect_true(methods::is(cv_bst, \"lgb.CVBooster\"))\n\n  dtrain <- .new_dataset()\n  cv_bst_linear <- lgb.cv(\n    data = dtrain\n    , nrounds = 10L\n    , params = utils::modifyList(params, list(linear_tree = TRUE))\n    , nfold = 5L\n  )\n  expect_true(methods::is(cv_bst_linear, \"lgb.CVBooster\"))\n\n  expect_true(cv_bst_linear$best_score < cv_bst$best_score)\n})\n\ntest_that(\"lgb.cv() respects showsd argument\", {\n  dtrain <- lgb.Dataset(train$data, label = train$label, params = list(num_threads = .LGB_MAX_THREADS))\n  params <- list(\n    objective = \"regression\"\n    , metric = \"l2\"\n    , min_data = 1L\n    , verbose = .LGB_VERBOSITY\n    , num_threads = .LGB_MAX_THREADS\n  )\n  nrounds <- 5L\n  set.seed(708L)\n  bst_showsd <- lgb.cv(\n    params = params\n    , data = dtrain\n    , nrounds = nrounds\n    , nfold = 3L\n    , showsd = TRUE\n  )\n  evals_showsd <- bst_showsd$record_evals[[\"valid\"]][[\"l2\"]]\n  set.seed(708L)\n  bst_no_showsd <- lgb.cv(\n    params = params\n    , data = dtrain\n    , nrounds = nrounds\n    , nfold = 3L\n    , showsd = FALSE\n  )\n  evals_no_showsd <- bst_no_showsd$record_evals[[\"valid\"]][[\"l2\"]]\n  expect_equal(\n    evals_showsd[[\"eval\"]]\n    , evals_no_showsd[[\"eval\"]]\n  )\n  expect_true(methods::is(evals_showsd[[\"eval_err\"]], \"list\"))\n  expect_equal(length(evals_showsd[[\"eval_err\"]]), nrounds)\n  expect_identical(evals_no_showsd[[\"eval_err\"]], list())\n})\n\ntest_that(\"lgb.cv() raises an informative error for unrecognized objectives\", {\n  dtrain <- lgb.Dataset(\n    data = train$data\n    , label = train$label\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  expect_error({\n    capture.output({\n      bst <- lgb.cv(\n        data = dtrain\n        , params = list(\n          objective_type = \"not_a_real_objective\"\n          , verbosity = .LGB_VERBOSITY\n          , num_threads = .LGB_MAX_THREADS\n        )\n      )\n    }, type = \"message\")\n  }, regexp = \"Unknown objective type name: not_a_real_objective\")\n})\n\ntest_that(\"lgb.cv() respects parameter aliases for objective\", {\n  nrounds <- 3L\n  nfold <- 4L\n  dtrain <- lgb.Dataset(\n    data = train$data\n    , label = train$label\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  cv_bst <- lgb.cv(\n    data = dtrain\n    , params = list(\n      num_leaves = 5L\n      , application = \"binary\"\n      , num_iterations = nrounds\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , nfold = nfold\n  )\n  expect_equal(cv_bst$best_iter, nrounds)\n  expect_named(cv_bst$record_evals[[\"valid\"]], \"binary_logloss\")\n  expect_length(cv_bst$record_evals[[\"valid\"]][[\"binary_logloss\"]][[\"eval\"]], nrounds)\n  expect_length(cv_bst$boosters, nfold)\n})\n\ntest_that(\"lgb.cv() prefers objective in params to keyword argument\", {\n  data(\"EuStockMarkets\")\n  cv_bst <- lgb.cv(\n    data = lgb.Dataset(\n      data = EuStockMarkets[, c(\"SMI\", \"CAC\", \"FTSE\")]\n      , label = EuStockMarkets[, \"DAX\"]\n      , params = list(num_threads = .LGB_MAX_THREADS)\n    )\n    , params = list(\n      application = \"regression_l1\"\n      , verbosity = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , nrounds = 5L\n    , obj = \"regression_l2\"\n  )\n  for (bst_list in cv_bst$boosters) {\n    bst <- bst_list[[\"booster\"]]\n    expect_equal(bst$params$objective, \"regression_l1\")\n    # NOTE: using save_model_to_string() since that is the simplest public API in the R-package\n    #       allowing access to the \"objective\" attribute of the Booster object on the C++ side\n    model_txt_lines <- strsplit(\n      x = bst$save_model_to_string()\n      , split = \"\\n\"\n      , fixed = TRUE\n    )[[1L]]\n    expect_true(any(model_txt_lines == \"objective=regression_l1\"))\n    expect_false(any(model_txt_lines == \"objective=regression_l2\"))\n  }\n})\n\ntest_that(\"lgb.cv() respects parameter aliases for metric\", {\n  nrounds <- 3L\n  nfold <- 4L\n  dtrain <- lgb.Dataset(\n    data = train$data\n    , label = train$label\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  cv_bst <- lgb.cv(\n    data = dtrain\n    , params = list(\n      num_leaves = 5L\n      , objective = \"binary\"\n      , num_iterations = nrounds\n      , metric_types = c(\"auc\", \"binary_logloss\")\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , nfold = nfold\n  )\n  expect_equal(cv_bst$best_iter, nrounds)\n  expect_named(cv_bst$record_evals[[\"valid\"]], c(\"auc\", \"binary_logloss\"))\n  expect_length(cv_bst$record_evals[[\"valid\"]][[\"binary_logloss\"]][[\"eval\"]], nrounds)\n  expect_length(cv_bst$record_evals[[\"valid\"]][[\"auc\"]][[\"eval\"]], nrounds)\n  expect_length(cv_bst$boosters, nfold)\n})\n\ntest_that(\"lgb.cv() respects eval_train_metric argument\", {\n  dtrain <- lgb.Dataset(train$data, label = train$label)\n  params <- list(\n    objective = \"regression\"\n    , metric = \"l2\"\n    , min_data = 1L\n    , verbose = .LGB_VERBOSITY\n    , num_threads = .LGB_MAX_THREADS\n  )\n  nrounds <- 5L\n  set.seed(708L)\n  bst_train <- lgb.cv(\n    params = params\n    , data = dtrain\n    , nrounds = nrounds\n    , nfold = 3L\n    , showsd = FALSE\n    , eval_train_metric = TRUE\n  )\n  set.seed(708L)\n  bst_no_train <- lgb.cv(\n    params = params\n    , data = dtrain\n    , nrounds = nrounds\n    , nfold = 3L\n    , showsd = FALSE\n    , eval_train_metric = FALSE\n  )\n  expect_equal(\n    bst_train$record_evals[[\"valid\"]][[\"l2\"]]\n    , bst_no_train$record_evals[[\"valid\"]][[\"l2\"]]\n  )\n  expect_true(\"train\" %in% names(bst_train$record_evals))\n  expect_false(\"train\" %in% names(bst_no_train$record_evals))\n  expect_true(methods::is(bst_train$record_evals[[\"train\"]][[\"l2\"]][[\"eval\"]], \"list\"))\n  expect_equal(\n    length(bst_train$record_evals[[\"train\"]][[\"l2\"]][[\"eval\"]])\n    , nrounds\n  )\n})\n\ntest_that(\"lgb.train() works as expected with multiple eval metrics\", {\n  metrics <- c(\"binary_error\", \"auc\", \"binary_logloss\")\n  bst <- lgb.train(\n    data = lgb.Dataset(\n      train$data\n      , label = train$label\n      , params = list(num_threads = .LGB_MAX_THREADS)\n    )\n    , nrounds = 10L\n    , params = list(\n      objective = \"binary\"\n      , metric = metrics\n      , learning_rate = 1.0\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , valids = list(\n      \"train\" = lgb.Dataset(\n        train$data\n        , label = train$label\n        , params = list(num_threads = .LGB_MAX_THREADS)\n      )\n    )\n  )\n  expect_false(is.null(bst$record_evals))\n  expect_named(\n    bst$record_evals[[\"train\"]]\n    , unlist(metrics)\n    , ignore.order = FALSE\n    , ignore.case = FALSE\n  )\n})\n\ntest_that(\"lgb.train() raises an informative error for unrecognized objectives\", {\n  dtrain <- lgb.Dataset(\n    data = train$data\n    , label = train$label\n  )\n  expect_error({\n    capture.output({\n      bst <- lgb.train(\n        data = dtrain\n        , params = list(\n          objective_type = \"not_a_real_objective\"\n          , verbosity = .LGB_VERBOSITY\n        )\n      )\n    }, type = \"message\")\n  }, regexp = \"Unknown objective type name: not_a_real_objective\")\n})\n\ntest_that(\"lgb.train() respects parameter aliases for objective\", {\n  nrounds <- 3L\n  dtrain <- lgb.Dataset(\n    data = train$data\n    , label = train$label\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  bst <- lgb.train(\n    data = dtrain\n    , params = list(\n      num_leaves = 5L\n      , application = \"binary\"\n      , num_iterations = nrounds\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , valids = list(\n      \"the_training_data\" = dtrain\n    )\n  )\n  expect_named(bst$record_evals[[\"the_training_data\"]], \"binary_logloss\")\n  expect_length(bst$record_evals[[\"the_training_data\"]][[\"binary_logloss\"]][[\"eval\"]], nrounds)\n  expect_equal(bst$params[[\"objective\"]], \"binary\")\n})\n\ntest_that(\"lgb.train() prefers objective in params to keyword argument\", {\n  data(\"EuStockMarkets\")\n  bst <- lgb.train(\n    data = lgb.Dataset(\n      data = EuStockMarkets[, c(\"SMI\", \"CAC\", \"FTSE\")]\n      , label = EuStockMarkets[, \"DAX\"]\n      , params = list(num_threads = .LGB_MAX_THREADS)\n    )\n    , params = list(\n        loss = \"regression_l1\"\n        , verbosity = .LGB_VERBOSITY\n        , num_threads = .LGB_MAX_THREADS\n    )\n    , nrounds = 5L\n    , obj = \"regression_l2\"\n  )\n  expect_equal(bst$params$objective, \"regression_l1\")\n  # NOTE: using save_model_to_string() since that is the simplest public API in the R-package\n  #       allowing access to the \"objective\" attribute of the Booster object on the C++ side\n  model_txt_lines <- strsplit(\n    x = bst$save_model_to_string()\n    , split = \"\\n\"\n    , fixed = TRUE\n  )[[1L]]\n  expect_true(any(model_txt_lines == \"objective=regression_l1\"))\n  expect_false(any(model_txt_lines == \"objective=regression_l2\"))\n})\n\ntest_that(\"lgb.train() respects parameter aliases for metric\", {\n  nrounds <- 3L\n  dtrain <- lgb.Dataset(\n    data = train$data\n    , label = train$label\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  bst <- lgb.train(\n    data = dtrain\n    , params = list(\n      num_leaves = 5L\n      , objective = \"binary\"\n      , num_iterations = nrounds\n      , metric_types = c(\"auc\", \"binary_logloss\")\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , valids = list(\n      \"train\" = dtrain\n    )\n  )\n  record_results <- bst$record_evals[[\"train\"]]\n  expect_equal(sort(names(record_results)), c(\"auc\", \"binary_logloss\"))\n  expect_length(record_results[[\"auc\"]][[\"eval\"]], nrounds)\n  expect_length(record_results[[\"binary_logloss\"]][[\"eval\"]], nrounds)\n  expect_equal(bst$params[[\"metric\"]], list(\"auc\", \"binary_logloss\"))\n})\n\ntest_that(\"lgb.train() rejects negative or 0 value passed to nrounds\", {\n  dtrain <- lgb.Dataset(train$data, label = train$label, params = list(num_threads = .LGB_MAX_THREADS))\n  params <- list(\n    objective = \"regression\"\n    , metric = \"l2,l1\"\n    , verbose = .LGB_VERBOSITY\n    , num_threads = .LGB_MAX_THREADS\n  )\n  for (nround_value in c(-10L, 0L)) {\n    expect_error({\n      bst <- lgb.train(\n        params\n        , dtrain\n        , nround_value\n      )\n    }, \"nrounds should be greater than zero\")\n  }\n})\n\n\ntest_that(\"lgb.train() accepts nrounds as either a top-level argument or parameter\", {\n  nrounds <- 15L\n\n  set.seed(708L)\n  top_level_bst <- lgb.train(\n    data = lgb.Dataset(\n      train$data\n      , label = train$label\n      , params = list(num_threads = .LGB_MAX_THREADS)\n    )\n    , nrounds = nrounds\n    , params = list(\n      objective = \"regression\"\n      , metric = \"l2\"\n      , num_leaves = 5L\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n  )\n\n  set.seed(708L)\n  param_bst <- lgb.train(\n    data = lgb.Dataset(\n      train$data\n      , label = train$label\n      , params = list(num_threads = .LGB_MAX_THREADS)\n    )\n    , params = list(\n      objective = \"regression\"\n      , metric = \"l2\"\n      , num_leaves = 5L\n      , nrounds = nrounds\n      , verbose = .LGB_VERBOSITY\n    )\n  )\n\n  set.seed(708L)\n  both_customized <- lgb.train(\n    data = lgb.Dataset(\n      train$data\n      , label = train$label\n      , params = list(num_threads = .LGB_MAX_THREADS)\n    )\n    , nrounds = 20L\n    , params = list(\n      objective = \"regression\"\n      , metric = \"l2\"\n      , num_leaves = 5L\n      , nrounds = nrounds\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n  )\n\n  top_level_l2 <- top_level_bst$eval_train()[[1L]][[\"value\"]]\n  params_l2 <- param_bst$eval_train()[[1L]][[\"value\"]]\n  both_l2 <- both_customized$eval_train()[[1L]][[\"value\"]]\n\n  # check type just to be sure the subsetting didn't return a NULL\n  expect_true(is.numeric(top_level_l2))\n  expect_true(is.numeric(params_l2))\n  expect_true(is.numeric(both_l2))\n\n  # check that model produces identical performance\n  expect_identical(top_level_l2, params_l2)\n  expect_identical(both_l2, params_l2)\n\n  expect_identical(param_bst$current_iter(), top_level_bst$current_iter())\n  expect_identical(param_bst$current_iter(), both_customized$current_iter())\n  expect_identical(param_bst$current_iter(), nrounds)\n\n})\n\n\ntest_that(\"lgb.train() throws an informative error if 'data' is not an lgb.Dataset\", {\n  bad_values <- list(\n    4L\n    , \"hello\"\n    , list(a = TRUE, b = seq_len(10L))\n    , data.frame(x = seq_len(5L), y = seq_len(5L))\n    , data.table::data.table(x = seq_len(5L),  y = seq_len(5L))\n    , matrix(data = seq_len(10L), 2L, 5L)\n  )\n  for (val in bad_values) {\n    expect_error({\n      bst <- lgb.train(\n        params = list(\n            objective = \"regression\"\n            , metric = \"l2,l1\"\n            , verbose = .LGB_VERBOSITY\n        )\n        , data = val\n        , 10L\n      )\n    }, regexp = \"data must be an lgb.Dataset instance\", fixed = TRUE)\n  }\n})\n\ntest_that(\"lgb.train() throws an informative error if 'valids' is not a list of lgb.Dataset objects\", {\n  valids <- list(\n    \"valid1\" = data.frame(x = rnorm(5L), y = rnorm(5L))\n    , \"valid2\" = data.frame(x = rnorm(5L), y = rnorm(5L))\n  )\n  expect_error({\n    bst <- lgb.train(\n      params = list(\n        objective = \"regression\"\n        , metric = \"l2,l1\"\n        , verbose = .LGB_VERBOSITY\n      )\n      , data = lgb.Dataset(train$data, label = train$label)\n      , 10L\n      , valids = valids\n    )\n  }, regexp = \"valids must be a list of lgb.Dataset elements\")\n})\n\ntest_that(\"lgb.train() errors if 'valids' is a list of lgb.Dataset objects but some do not have names\", {\n  valids <- list(\n    \"valid1\" = lgb.Dataset(matrix(rnorm(10L), 5L, 2L))\n    , lgb.Dataset(matrix(rnorm(10L), 2L, 5L))\n  )\n  expect_error({\n    bst <- lgb.train(\n      params = list(\n        objective = \"regression\"\n        , metric = \"l2,l1\"\n        , verbose = .LGB_VERBOSITY\n      )\n      , data = lgb.Dataset(train$data, label = train$label)\n      , 10L\n      , valids = valids\n    )\n  }, regexp = \"each element of valids must have a name\")\n})\n\ntest_that(\"lgb.train() throws an informative error if 'valids' contains lgb.Dataset objects but none have names\", {\n  valids <- list(\n    lgb.Dataset(matrix(rnorm(10L), 5L, 2L))\n    , lgb.Dataset(matrix(rnorm(10L), 2L, 5L))\n  )\n  expect_error({\n    bst <- lgb.train(\n      params = list(\n        objective = \"regression\"\n        , metric = \"l2,l1\"\n        , verbose = .LGB_VERBOSITY\n    )\n      , data = lgb.Dataset(train$data, label = train$label)\n      , 10L\n      , valids = valids\n    )\n  }, regexp = \"each element of valids must have a name\")\n})\n\ntest_that(\"lgb.train() works with force_col_wise and force_row_wise\", {\n  set.seed(1234L)\n  nrounds <- 10L\n  dtrain <- lgb.Dataset(\n    train$data\n    , label = train$label\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  params <- list(\n    objective = \"binary\"\n    , metric = \"binary_error\"\n    , force_col_wise = TRUE\n    , verbose = .LGB_VERBOSITY\n    , num_threads = .LGB_MAX_THREADS\n  )\n  bst_col_wise <- lgb.train(\n    params = params\n    , data = dtrain\n    , nrounds = nrounds\n  )\n\n  params <- list(\n    objective = \"binary\"\n    , metric = \"binary_error\"\n    , force_row_wise = TRUE\n    , verbose = .LGB_VERBOSITY\n    , num_threads = .LGB_MAX_THREADS\n  )\n  bst_row_wise <- lgb.train(\n    params = params\n    , data = dtrain\n    , nrounds = nrounds\n  )\n\n  expected_error <- 0.003070782\n  expect_equal(bst_col_wise$eval_train()[[1L]][[\"value\"]], expected_error)\n  expect_equal(bst_row_wise$eval_train()[[1L]][[\"value\"]], expected_error)\n\n  # check some basic details of the boosters just to be sure force_col_wise\n  # and force_row_wise are not causing any weird side effects\n  for (bst in list(bst_row_wise, bst_col_wise)) {\n    expect_equal(bst$current_iter(), nrounds)\n    parsed_model <- jsonlite::fromJSON(bst$dump_model())\n    expect_equal(parsed_model$objective, \"binary sigmoid:1\")\n    expect_false(parsed_model$average_output)\n  }\n})\n\ntest_that(\"lgb.train() works as expected with sparse features\", {\n  set.seed(708L)\n  num_obs <- 70000L\n  trainDF <- data.frame(\n    y = sample(c(0L, 1L), size = num_obs, replace = TRUE)\n    , x = sample(c(1.0:10.0, rep(NA_real_, 50L)), size = num_obs, replace = TRUE)\n  )\n  dtrain <- lgb.Dataset(\n    data = as.matrix(trainDF[[\"x\"]], drop = FALSE)\n    , label = trainDF[[\"y\"]]\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  nrounds <- 1L\n  bst <- lgb.train(\n    params = list(\n      objective = \"binary\"\n      , min_data = 1L\n      , min_data_in_bin = 1L\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = dtrain\n    , nrounds = nrounds\n  )\n\n  expect_true(.is_Booster(bst))\n  expect_equal(bst$current_iter(), nrounds)\n  parsed_model <- jsonlite::fromJSON(bst$dump_model())\n  expect_equal(parsed_model$objective, \"binary sigmoid:1\")\n  expect_false(parsed_model$average_output)\n  expected_error <- 0.6931268\n  expect_true(abs(bst$eval_train()[[1L]][[\"value\"]] - expected_error) < .LGB_NUMERIC_TOLERANCE)\n})\n\ntest_that(\"lgb.train() works with early stopping for classification\", {\n  trainDF <- data.frame(\n    \"feat1\" = rep(c(5.0, 10.0), 500L)\n    , \"target\" = rep(c(0L, 1L), 500L)\n  )\n  validDF <- data.frame(\n    \"feat1\" = rep(c(5.0, 10.0), 50L)\n    , \"target\" = rep(c(0L, 1L), 50L)\n  )\n  dtrain <- lgb.Dataset(\n    data = as.matrix(trainDF[[\"feat1\"]], drop = FALSE)\n    , label = trainDF[[\"target\"]]\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  dvalid <- lgb.Dataset(\n    data = as.matrix(validDF[[\"feat1\"]], drop = FALSE)\n    , label = validDF[[\"target\"]]\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  nrounds <- 10L\n\n  ################################\n  # train with no early stopping #\n  ################################\n  bst <- lgb.train(\n    params = list(\n      objective = \"binary\"\n      , metric = \"binary_error\"\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = dtrain\n    , nrounds = nrounds\n    , valids = list(\n      \"valid1\" = dvalid\n    )\n  )\n\n  # a perfect model should be trivial to obtain, but all 10 rounds\n  # should happen\n  expect_equal(bst$best_score, 0.0)\n  expect_equal(bst$best_iter, 1L)\n  expect_equal(length(bst$record_evals[[\"valid1\"]][[\"binary_error\"]][[\"eval\"]]), nrounds)\n\n  #############################\n  # train with early stopping #\n  #############################\n  early_stopping_rounds <- 5L\n  bst <- lgb.train(\n    params = list(\n      objective = \"binary\"\n      , metric = \"binary_error\"\n      , early_stopping_rounds = early_stopping_rounds\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = dtrain\n    , nrounds = nrounds\n    , valids = list(\n      \"valid1\" = dvalid\n    )\n  )\n\n  # a perfect model should be trivial to obtain, and only 6 rounds\n  # should have happen (1 with improvement, 5 consecutive with no improvement)\n  expect_equal(bst$best_score, 0.0)\n  expect_equal(bst$best_iter, 1L)\n  expect_equal(\n    length(bst$record_evals[[\"valid1\"]][[\"binary_error\"]][[\"eval\"]])\n    , early_stopping_rounds + 1L\n  )\n\n})\n\ntest_that(\"lgb.train() treats early_stopping_rounds<=0 as disabling early stopping\", {\n  set.seed(708L)\n  trainDF <- data.frame(\n    \"feat1\" = rep(c(5.0, 10.0), 500L)\n    , \"target\" = rep(c(0L, 1L), 500L)\n  )\n  validDF <- data.frame(\n    \"feat1\" = rep(c(5.0, 10.0), 50L)\n    , \"target\" = rep(c(0L, 1L), 50L)\n  )\n  dtrain <- lgb.Dataset(\n    data = as.matrix(trainDF[[\"feat1\"]], drop = FALSE)\n    , label = trainDF[[\"target\"]]\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  dvalid <- lgb.Dataset(\n    data = as.matrix(validDF[[\"feat1\"]], drop = FALSE)\n    , label = validDF[[\"target\"]]\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  nrounds <- 5L\n\n  for (value in c(-5L, 0L)) {\n\n    #----------------------------#\n    # passed as keyword argument #\n    #----------------------------#\n    bst <- lgb.train(\n      params = list(\n        objective = \"binary\"\n        , metric = \"binary_error\"\n        , verbose = .LGB_VERBOSITY\n        , num_threads = .LGB_MAX_THREADS\n      )\n      , data = dtrain\n      , nrounds = nrounds\n      , valids = list(\n        \"valid1\" = dvalid\n      )\n      , early_stopping_rounds = value\n    )\n\n    # a perfect model should be trivial to obtain, but all 10 rounds\n    # should happen\n    expect_equal(bst$best_score, 0.0)\n    expect_equal(bst$best_iter, 1L)\n    expect_equal(length(bst$record_evals[[\"valid1\"]][[\"binary_error\"]][[\"eval\"]]), nrounds)\n\n    #---------------------------#\n    # passed as parameter alias #\n    #---------------------------#\n    bst <- lgb.train(\n      params = list(\n        objective = \"binary\"\n        , metric = \"binary_error\"\n        , n_iter_no_change = value\n        , verbose = .LGB_VERBOSITY\n        , num_threads = .LGB_MAX_THREADS\n      )\n      , data = dtrain\n      , nrounds = nrounds\n      , valids = list(\n        \"valid1\" = dvalid\n      )\n    )\n\n    # a perfect model should be trivial to obtain, but all 10 rounds\n    # should happen\n    expect_equal(bst$best_score, 0.0)\n    expect_equal(bst$best_iter, 1L)\n    expect_equal(length(bst$record_evals[[\"valid1\"]][[\"binary_error\"]][[\"eval\"]]), nrounds)\n  }\n})\n\ntest_that(\"lgb.train() works with early stopping for classification with a metric that should be maximized\", {\n  set.seed(708L)\n  dtrain <- lgb.Dataset(\n    data = train$data\n    , label = train$label\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  dvalid <- lgb.Dataset(\n    data = test$data\n    , label = test$label\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  nrounds <- 10L\n\n  #############################\n  # train with early stopping #\n  #############################\n  early_stopping_rounds <- 5L\n  # the harsh max_depth guarantees that AUC improves over at least the first few iterations\n  bst_auc <- lgb.train(\n    params = list(\n      objective = \"binary\"\n      , metric = \"auc\"\n      , max_depth = 3L\n      , early_stopping_rounds = early_stopping_rounds\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = dtrain\n    , nrounds = nrounds\n    , valids = list(\n      \"valid1\" = dvalid\n    )\n  )\n  bst_binary_error <- lgb.train(\n    params = list(\n      objective = \"binary\"\n      , metric = \"binary_error\"\n      , max_depth = 3L\n      , early_stopping_rounds = early_stopping_rounds\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = dtrain\n    , nrounds = nrounds\n    , valids = list(\n      \"valid1\" = dvalid\n    )\n  )\n\n  # early stopping should have been hit for binary_error (higher_better = FALSE)\n  eval_info <- bst_binary_error$.__enclos_env__$private$get_eval_info()\n  expect_identical(eval_info, \"binary_error\")\n  expect_identical(\n    unname(bst_binary_error$.__enclos_env__$private$higher_better_inner_eval)\n    , FALSE\n  )\n  expect_identical(bst_binary_error$best_iter, 1L)\n  expect_identical(bst_binary_error$current_iter(), early_stopping_rounds + 1L)\n  expect_true(abs(bst_binary_error$best_score - 0.01613904) < .LGB_NUMERIC_TOLERANCE)\n\n  # early stopping should not have been hit for AUC (higher_better = TRUE)\n  eval_info <- bst_auc$.__enclos_env__$private$get_eval_info()\n  expect_identical(eval_info, \"auc\")\n  expect_identical(\n    unname(bst_auc$.__enclos_env__$private$higher_better_inner_eval)\n    , TRUE\n  )\n  expect_identical(bst_auc$best_iter, 9L)\n  expect_identical(bst_auc$current_iter(), nrounds)\n  expect_true(abs(bst_auc$best_score - 0.9999969) < .LGB_NUMERIC_TOLERANCE)\n})\n\ntest_that(\"lgb.train() works with early stopping for regression\", {\n  set.seed(708L)\n  trainDF <- data.frame(\n    \"feat1\" = rep(c(10.0, 100.0), 500L)\n    , \"target\" = rep(c(-50.0, 50.0), 500L)\n  )\n  validDF <- data.frame(\n    \"feat1\" = rep(50.0, 4L)\n    , \"target\" = rep(50.0, 4L)\n  )\n  dtrain <- lgb.Dataset(\n    data = as.matrix(trainDF[[\"feat1\"]], drop = FALSE)\n    , label = trainDF[[\"target\"]]\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  dvalid <- lgb.Dataset(\n    data = as.matrix(validDF[[\"feat1\"]], drop = FALSE)\n    , label = validDF[[\"target\"]]\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  nrounds <- 10L\n\n  ################################\n  # train with no early stopping #\n  ################################\n  bst <- lgb.train(\n    params = list(\n      objective = \"regression\"\n      , metric = \"rmse\"\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = dtrain\n    , nrounds = nrounds\n    , valids = list(\n      \"valid1\" = dvalid\n    )\n  )\n\n  # the best possible model should come from the first iteration, but\n  # all 10 training iterations should happen\n  expect_equal(bst$best_score, 55.0)\n  expect_equal(bst$best_iter, 1L)\n  expect_equal(length(bst$record_evals[[\"valid1\"]][[\"rmse\"]][[\"eval\"]]), nrounds)\n\n  #############################\n  # train with early stopping #\n  #############################\n  early_stopping_rounds <- 5L\n  bst <- lgb.train(\n    params = list(\n      objective = \"regression\"\n      , metric = \"rmse\"\n      , early_stopping_rounds = early_stopping_rounds\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = dtrain\n    , nrounds = nrounds\n    , valids = list(\n      \"valid1\" = dvalid\n    )\n  )\n\n  # the best model should be from the first iteration, and only 6 rounds\n  # should have happen (1 with improvement, 5 consecutive with no improvement)\n  expect_equal(bst$best_score, 55.0)\n  expect_equal(bst$best_iter, 1L)\n  expect_equal(\n    length(bst$record_evals[[\"valid1\"]][[\"rmse\"]][[\"eval\"]])\n    , early_stopping_rounds + 1L\n  )\n})\n\ntest_that(\"lgb.train() does not stop early if early_stopping_rounds is not given\", {\n  set.seed(708L)\n\n  increasing_metric_starting_value <- get(\n    ACCUMULATOR_NAME\n    , envir = .GlobalEnv\n  )\n  nrounds <- 10L\n  metrics <- list(\n    .constant_metric\n    , .increasing_metric\n  )\n  bst <- lgb.train(\n    params = list(\n      objective = \"regression\"\n      , metric = \"None\"\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = DTRAIN_RANDOM_REGRESSION\n    , nrounds = nrounds\n    , valids = list(\"valid1\" = DVALID_RANDOM_REGRESSION)\n    , eval = metrics\n  )\n\n  # Only the two functions provided to \"eval\" should have been evaluated\n  expect_equal(length(bst$record_evals[[\"valid1\"]]), 2L)\n\n  # all 10 iterations should have happen, and the best_iter should be\n  # the first one (based on constant_metric)\n  best_iter <- 1L\n  expect_equal(bst$best_iter, best_iter)\n\n  # best_score should be taken from the first metric\n  expect_equal(\n    bst$best_score\n    , bst$record_evals[[\"valid1\"]][[\"constant_metric\"]][[\"eval\"]][[best_iter]]\n  )\n\n  # early stopping should not have happened. Even though constant_metric\n  # had 9 consecutive iterations with no improvement, it is ignored because of\n  # first_metric_only = TRUE\n  expect_equal(\n    length(bst$record_evals[[\"valid1\"]][[\"constant_metric\"]][[\"eval\"]])\n    , nrounds\n  )\n  expect_equal(\n    length(bst$record_evals[[\"valid1\"]][[\"increasing_metric\"]][[\"eval\"]])\n    , nrounds\n  )\n})\n\ntest_that(\"If first_metric_only is not given or is FALSE, lgb.train() decides to stop early based on all metrics\", {\n  set.seed(708L)\n\n  early_stopping_rounds <- 3L\n  param_variations <- list(\n    list(\n      objective = \"regression\"\n      , metric = \"None\"\n      , early_stopping_rounds = early_stopping_rounds\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , list(\n      objective = \"regression\"\n      , metric = \"None\"\n      , early_stopping_rounds = early_stopping_rounds\n      , first_metric_only = FALSE\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n  )\n\n  for (params in param_variations) {\n\n    nrounds <- 10L\n    bst <- lgb.train(\n      params = params\n      , data = DTRAIN_RANDOM_REGRESSION\n      , nrounds = nrounds\n      , valids = list(\n        \"valid1\" = DVALID_RANDOM_REGRESSION\n      )\n      , eval = list(\n        .increasing_metric\n        , .constant_metric\n      )\n    )\n\n    # Only the two functions provided to \"eval\" should have been evaluated\n    expect_equal(length(bst$record_evals[[\"valid1\"]]), 2L)\n\n    # early stopping should have happened, and should have stopped early_stopping_rounds + 1 rounds in\n    # because constant_metric never improves\n    #\n    # the best iteration should be the last one, because increasing_metric was first\n    # and gets better every iteration\n    best_iter <- early_stopping_rounds + 1L\n    expect_equal(bst$best_iter, best_iter)\n\n    # best_score should be taken from \"increasing_metric\" because it was first\n    expect_equal(\n      bst$best_score\n      , bst$record_evals[[\"valid1\"]][[\"increasing_metric\"]][[\"eval\"]][[best_iter]]\n    )\n\n    # early stopping should not have happened. even though increasing_metric kept\n    # getting better, early stopping should have happened because \"constant_metric\"\n    # did not improve\n    expect_equal(\n      length(bst$record_evals[[\"valid1\"]][[\"constant_metric\"]][[\"eval\"]])\n      , early_stopping_rounds + 1L\n    )\n    expect_equal(\n      length(bst$record_evals[[\"valid1\"]][[\"increasing_metric\"]][[\"eval\"]])\n      , early_stopping_rounds + 1L\n    )\n  }\n\n})\n\ntest_that(\"If first_metric_only is TRUE, lgb.train() decides to stop early based on only the first metric\", {\n  set.seed(708L)\n  nrounds <- 10L\n  early_stopping_rounds <- 3L\n  increasing_metric_starting_value <- get(ACCUMULATOR_NAME, envir = .GlobalEnv)\n  bst <- lgb.train(\n    params = list(\n      objective = \"regression\"\n      , metric = \"None\"\n      , early_stopping_rounds = early_stopping_rounds\n      , first_metric_only = TRUE\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = DTRAIN_RANDOM_REGRESSION\n    , nrounds = nrounds\n    , valids = list(\n      \"valid1\" = DVALID_RANDOM_REGRESSION\n    )\n    , eval = list(\n      .increasing_metric\n      , .constant_metric\n    )\n  )\n\n  # Only the two functions provided to \"eval\" should have been evaluated\n  expect_equal(length(bst$record_evals[[\"valid1\"]]), 2L)\n\n  # all 10 iterations should happen, and the best_iter should be the final one\n  expect_equal(bst$best_iter, nrounds)\n\n  # best_score should be taken from \"increasing_metric\"\n  expect_equal(\n    bst$best_score\n    , increasing_metric_starting_value + 0.1 * nrounds\n  )\n\n  # early stopping should not have happened. Even though constant_metric\n  # had 9 consecutive iterations with no improvement, it is ignored because of\n  # first_metric_only = TRUE\n  expect_equal(\n    length(bst$record_evals[[\"valid1\"]][[\"constant_metric\"]][[\"eval\"]])\n    , nrounds\n  )\n  expect_equal(\n    length(bst$record_evals[[\"valid1\"]][[\"increasing_metric\"]][[\"eval\"]])\n    , nrounds\n  )\n})\n\ntest_that(\"lgb.train() works when a mixture of functions and strings are passed to eval\", {\n  set.seed(708L)\n  nrounds <- 10L\n  increasing_metric_starting_value <- get(ACCUMULATOR_NAME, envir = .GlobalEnv)\n  bst <- lgb.train(\n    params = list(\n      objective = \"regression\"\n      , metric = \"None\"\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = DTRAIN_RANDOM_REGRESSION\n    , nrounds = nrounds\n    , valids = list(\n      \"valid1\" = DVALID_RANDOM_REGRESSION\n    )\n    , eval = list(\n      .increasing_metric\n      , \"rmse\"\n      , .constant_metric\n      , \"l2\"\n    )\n  )\n\n  # all 4 metrics should have been used\n  expect_named(\n    bst$record_evals[[\"valid1\"]]\n    , expected = c(\"rmse\", \"l2\", \"increasing_metric\", \"constant_metric\")\n    , ignore.order = TRUE\n    , ignore.case = FALSE\n  )\n\n  # the difference metrics shouldn't have been mixed up with each other\n  results <- bst$record_evals[[\"valid1\"]]\n  expect_true(abs(results[[\"rmse\"]][[\"eval\"]][[1L]] - 1.105012) < .LGB_NUMERIC_TOLERANCE)\n  expect_true(abs(results[[\"l2\"]][[\"eval\"]][[1L]] - 1.221051) < .LGB_NUMERIC_TOLERANCE)\n  expected_increasing_metric <- increasing_metric_starting_value + 0.1\n  expect_true(\n    abs(\n      results[[\"increasing_metric\"]][[\"eval\"]][[1L]] - expected_increasing_metric\n    ) < .LGB_NUMERIC_TOLERANCE\n  )\n  expect_true(abs(results[[\"constant_metric\"]][[\"eval\"]][[1L]] - CONSTANT_METRIC_VALUE) < .LGB_NUMERIC_TOLERANCE)\n\n})\n\ntest_that(\"lgb.train() works when a list of strings or a character vector is passed to eval\", {\n\n  # testing list and character vector, as well as length-1 and length-2\n  eval_variations <- list(\n    c(\"binary_error\", \"binary_logloss\")\n    , \"binary_logloss\"\n    , list(\"binary_error\", \"binary_logloss\")\n    , list(\"binary_logloss\")\n  )\n\n  for (eval_variation in eval_variations) {\n\n    set.seed(708L)\n    nrounds <- 10L\n    increasing_metric_starting_value <- get(ACCUMULATOR_NAME, envir = .GlobalEnv)\n    bst <- lgb.train(\n      params = list(\n        objective = \"binary\"\n        , metric = \"None\"\n        , verbose = .LGB_VERBOSITY\n        , num_threads = .LGB_MAX_THREADS\n      )\n      , data = DTRAIN_RANDOM_CLASSIFICATION\n      , nrounds = nrounds\n      , valids = list(\n        \"valid1\" = DVALID_RANDOM_CLASSIFICATION\n      )\n      , eval = eval_variation\n    )\n\n    # both metrics should have been used\n    expect_named(\n      bst$record_evals[[\"valid1\"]]\n      , expected = unlist(eval_variation)\n      , ignore.order = TRUE\n      , ignore.case = FALSE\n    )\n\n    # the difference metrics shouldn't have been mixed up with each other\n    results <- bst$record_evals[[\"valid1\"]]\n    if (\"binary_error\" %in% unlist(eval_variation)) {\n      expect_true(abs(results[[\"binary_error\"]][[\"eval\"]][[1L]] - 0.4864865) < .LGB_NUMERIC_TOLERANCE)\n    }\n    if (\"binary_logloss\" %in% unlist(eval_variation)) {\n      expect_true(abs(results[[\"binary_logloss\"]][[\"eval\"]][[1L]] - 0.6932548) < .LGB_NUMERIC_TOLERANCE)\n    }\n  }\n})\n\ntest_that(\"lgb.train() works when you specify both 'metric' and 'eval' with strings\", {\n  set.seed(708L)\n  nrounds <- 10L\n  increasing_metric_starting_value <- get(ACCUMULATOR_NAME, envir = .GlobalEnv)\n  bst <- lgb.train(\n    params = list(\n      objective = \"binary\"\n      , metric = \"binary_error\"\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = DTRAIN_RANDOM_CLASSIFICATION\n    , nrounds = nrounds\n    , valids = list(\n      \"valid1\" = DVALID_RANDOM_CLASSIFICATION\n    )\n    , eval = \"binary_logloss\"\n  )\n\n  # both metrics should have been used\n  expect_named(\n    bst$record_evals[[\"valid1\"]]\n    , expected = c(\"binary_error\", \"binary_logloss\")\n    , ignore.order = TRUE\n    , ignore.case = FALSE\n  )\n\n  # the difference metrics shouldn't have been mixed up with each other\n  results <- bst$record_evals[[\"valid1\"]]\n  expect_true(abs(results[[\"binary_error\"]][[\"eval\"]][[1L]] - 0.4864865) < .LGB_NUMERIC_TOLERANCE)\n  expect_true(abs(results[[\"binary_logloss\"]][[\"eval\"]][[1L]] - 0.6932548) < .LGB_NUMERIC_TOLERANCE)\n})\n\ntest_that(\"lgb.train() works when you give a function for eval\", {\n  set.seed(708L)\n  nrounds <- 10L\n  increasing_metric_starting_value <- get(ACCUMULATOR_NAME, envir = .GlobalEnv)\n  bst <- lgb.train(\n    params = list(\n      objective = \"binary\"\n      , metric = \"None\"\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = DTRAIN_RANDOM_CLASSIFICATION\n    , nrounds = nrounds\n    , valids = list(\n      \"valid1\" = DVALID_RANDOM_CLASSIFICATION\n    )\n    , eval = .constant_metric\n  )\n\n  # the difference metrics shouldn't have been mixed up with each other\n  results <- bst$record_evals[[\"valid1\"]]\n  expect_true(abs(results[[\"constant_metric\"]][[\"eval\"]][[1L]] - CONSTANT_METRIC_VALUE) < .LGB_NUMERIC_TOLERANCE)\n})\n\ntest_that(\"lgb.train() works with early stopping for regression with a metric that should be minimized\", {\n  set.seed(708L)\n  trainDF <- data.frame(\n    \"feat1\" = rep(c(10.0, 100.0), 500L)\n    , \"target\" = rep(c(-50.0, 50.0), 500L)\n  )\n  validDF <- data.frame(\n    \"feat1\" = rep(50.0, 4L)\n    , \"target\" = rep(50.0, 4L)\n  )\n  dtrain <- lgb.Dataset(\n    data = as.matrix(trainDF[[\"feat1\"]], drop = FALSE)\n    , label = trainDF[[\"target\"]]\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  dvalid <- lgb.Dataset(\n    data = as.matrix(validDF[[\"feat1\"]], drop = FALSE)\n    , label = validDF[[\"target\"]]\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  nrounds <- 10L\n\n  #############################\n  # train with early stopping #\n  #############################\n  early_stopping_rounds <- 5L\n  bst <- lgb.train(\n    params = list(\n      objective = \"regression\"\n      , metric = c(\n          \"mape\"\n          , \"rmse\"\n          , \"mae\"\n      )\n      , min_data_in_bin = 5L\n      , early_stopping_rounds = early_stopping_rounds\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = dtrain\n    , nrounds = nrounds\n    , valids = list(\n      \"valid1\" = dvalid\n    )\n  )\n\n  # the best model should be from the first iteration, and only 6 rounds\n  # should have happened (1 with improvement, 5 consecutive with no improvement)\n  expect_equal(bst$best_score, 1.1)\n  expect_equal(bst$best_iter, 1L)\n  expect_equal(\n    length(bst$record_evals[[\"valid1\"]][[\"mape\"]][[\"eval\"]])\n    , early_stopping_rounds + 1L\n  )\n\n  # Booster should understand that all three of these metrics should be minimized\n  eval_info <- bst$.__enclos_env__$private$get_eval_info()\n  expect_identical(eval_info, c(\"mape\", \"rmse\", \"l1\"))\n  expect_identical(\n    unname(bst$.__enclos_env__$private$higher_better_inner_eval)\n    , rep(FALSE, 3L)\n  )\n})\n\n\ntest_that(\"lgb.train() supports non-ASCII feature names\", {\n  # content below is equivalent to\n  #\n  #  feature_names <- c(\"F_零\", \"F_一\", \"F_二\", \"F_三\")\n  #\n  # but using rawToChar() to avoid weird issues when {testthat}\n  # sources files and converts their encodings prior to evaluating the code\n  feature_names <- c(\n    rawToChar(as.raw(c(0x46, 0x5f, 0xe9, 0x9b, 0xb6)))\n    , rawToChar(as.raw(c(0x46, 0x5f, 0xe4, 0xb8, 0x80)))\n    , rawToChar(as.raw(c(0x46, 0x5f, 0xe4, 0xba, 0x8c)))\n    , rawToChar(as.raw(c(0x46, 0x5f, 0xe4, 0xb8, 0x89)))\n  )\n  dtrain <- lgb.Dataset(\n    data = matrix(rnorm(400L), ncol =  4L)\n    , label = rnorm(100L)\n    , params = list(num_threads = .LGB_MAX_THREADS)\n    , colnames = feature_names\n  )\n  bst <- lgb.train(\n    data = dtrain\n    , nrounds = 5L\n    , obj = \"regression\"\n    , params = list(\n      metric = \"rmse\"\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n  )\n  expect_true(.is_Booster(bst))\n  dumped_model <- jsonlite::fromJSON(bst$dump_model())\n\n  # UTF-8 strings are not well-supported on Windows\n  # * https://developer.r-project.org/Blog/public/2020/05/02/utf-8-support-on-windows/\n  # * https://developer.r-project.org/Blog/public/2020/07/30/windows/utf-8-build-of-r-and-cran-packages/index.html\n  if (.LGB_UTF8_LOCALE && !.LGB_ON_WINDOWS) {\n    expect_identical(\n      dumped_model[[\"feature_names\"]]\n      , feature_names\n    )\n  } else {\n    expect_identical(\n      dumped_model[[\"feature_names\"]]\n      , iconv(feature_names, to = \"UTF-8\")\n    )\n  }\n})\n\ntest_that(\"lgb.train() works with integer, double, and numeric data\", {\n  data(mtcars)\n  X <- as.matrix(mtcars[, -1L])\n  y <- mtcars[, 1L, drop = TRUE]\n  expected_mae <- 4.263667\n  for (data_mode in c(\"numeric\", \"double\", \"integer\")) {\n    mode(X) <- data_mode\n    nrounds <- 10L\n    bst <- lightgbm(\n      data = X\n      , label = y\n      , params = list(\n        objective = \"regression\"\n        , min_data_in_bin = 1L\n        , min_data_in_leaf = 1L\n        , learning_rate = 0.01\n        , seed = 708L\n        , verbose = .LGB_VERBOSITY\n      )\n      , nrounds = nrounds\n    )\n\n    # should have trained for 10 iterations and found splits\n    modelDT <- lgb.model.dt.tree(bst)\n    expect_equal(modelDT[, max(tree_index)], nrounds - 1L)\n    expect_gt(nrow(modelDT), nrounds * 3L)\n\n    # should have achieved expected performance\n    preds <- predict(bst, X)\n    mae <- mean(abs(y - preds))\n    expect_true(abs(mae - expected_mae) < .LGB_NUMERIC_TOLERANCE)\n  }\n})\n\ntest_that(\"lgb.train() updates params based on keyword arguments\", {\n  dtrain <- lgb.Dataset(\n    data = matrix(rnorm(400L), ncol =  4L)\n    , label = rnorm(100L)\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n\n  # defaults from keyword arguments should be used if not specified in params\n  invisible(\n    capture.output({\n      bst <- lgb.train(\n        data = dtrain\n        , obj = \"regression\"\n        , params = list(num_threads = .LGB_MAX_THREADS)\n      )\n    })\n  )\n  expect_equal(bst$params[[\"verbosity\"]], 1L)\n  expect_equal(bst$params[[\"num_iterations\"]], 100L)\n\n  # main param names should be preferred to keyword arguments\n  invisible(\n    capture.output({\n      bst <- lgb.train(\n        data = dtrain\n        , obj = \"regression\"\n        , params = list(\n          \"verbosity\" = 5L\n          , \"num_iterations\" = 2L\n          , num_threads = .LGB_MAX_THREADS\n        )\n      )\n    })\n  )\n  expect_equal(bst$params[[\"verbosity\"]], 5L)\n  expect_equal(bst$params[[\"num_iterations\"]], 2L)\n\n  # aliases should be preferred to keyword arguments, and converted to main parameter name\n  invisible(\n    capture.output({\n      bst <- lgb.train(\n        data = dtrain\n        , obj = \"regression\"\n        , params = list(\n          \"verbose\" = 5L\n          , \"num_boost_round\" = 2L\n          , num_threads = .LGB_MAX_THREADS\n        )\n      )\n    })\n  )\n  expect_equal(bst$params[[\"verbosity\"]], 5L)\n  expect_false(\"verbose\" %in% bst$params)\n  expect_equal(bst$params[[\"num_iterations\"]], 2L)\n  expect_false(\"num_boost_round\" %in% bst$params)\n})\n\ntest_that(\"when early stopping is not activated, best_iter and best_score come from valids and not training data\", {\n  set.seed(708L)\n  trainDF <- data.frame(\n    \"feat1\" = rep(c(10.0, 100.0), 500L)\n    , \"target\" = rep(c(-50.0, 50.0), 500L)\n  )\n  validDF <- data.frame(\n    \"feat1\" = rep(50.0, 4L)\n    , \"target\" = rep(50.0, 4L)\n  )\n  dtrain <- lgb.Dataset(\n    data = as.matrix(trainDF[[\"feat1\"]], drop = FALSE)\n    , label = trainDF[[\"target\"]]\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  dvalid1 <- lgb.Dataset(\n    data = as.matrix(validDF[[\"feat1\"]], drop = FALSE)\n    , label = validDF[[\"target\"]]\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  dvalid2 <- lgb.Dataset(\n    data = as.matrix(validDF[1L:10L, \"feat1\"], drop = FALSE)\n    , label = validDF[1L:10L, \"target\"]\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  nrounds <- 10L\n  train_params <- list(\n    objective = \"regression\"\n    , metric = \"rmse\"\n    , learning_rate = 1.5\n    , num_leaves = 5L\n    , verbose = .LGB_VERBOSITY\n    , num_threads = .LGB_MAX_THREADS\n  )\n\n  # example 1: two valids, neither are the training data\n  bst <- lgb.train(\n    data = dtrain\n    , nrounds = nrounds\n    , valids = list(\n      \"valid1\" = dvalid1\n      , \"valid2\" = dvalid2\n    )\n    , params = train_params\n  )\n  expect_named(\n    bst$record_evals\n    , c(\"start_iter\", \"valid1\", \"valid2\")\n    , ignore.order = FALSE\n    , ignore.case = FALSE\n  )\n  rmse_scores <- unlist(bst$record_evals[[\"valid1\"]][[\"rmse\"]][[\"eval\"]])\n  expect_length(rmse_scores, nrounds)\n  expect_identical(bst$best_iter, which.min(rmse_scores))\n  expect_identical(bst$best_score, rmse_scores[which.min(rmse_scores)])\n\n  # example 2: train first (called \"train\") and two valids\n  bst <- lgb.train(\n    data = dtrain\n    , nrounds = nrounds\n    , valids = list(\n      \"train\" = dtrain\n      , \"valid1\" = dvalid1\n      , \"valid2\" = dvalid2\n    )\n    , params = train_params\n  )\n  expect_named(\n    bst$record_evals\n    , c(\"start_iter\", \"train\", \"valid1\", \"valid2\")\n    , ignore.order = FALSE\n    , ignore.case = FALSE\n  )\n  rmse_scores <- unlist(bst$record_evals[[\"valid1\"]][[\"rmse\"]][[\"eval\"]])\n  expect_length(rmse_scores, nrounds)\n  expect_identical(bst$best_iter, which.min(rmse_scores))\n  expect_identical(bst$best_score, rmse_scores[which.min(rmse_scores)])\n\n  # example 3: train second (called \"train\") and two valids\n  bst <- lgb.train(\n    data = dtrain\n    , nrounds = nrounds\n    , valids = list(\n      \"valid1\" = dvalid1\n      , \"train\" = dtrain\n      , \"valid2\" = dvalid2\n    )\n    , params = train_params\n  )\n  # note that \"train\" still ends up as the first one\n  expect_named(\n    bst$record_evals\n    , c(\"start_iter\", \"train\", \"valid1\", \"valid2\")\n    , ignore.order = FALSE\n    , ignore.case = FALSE\n  )\n  rmse_scores <- unlist(bst$record_evals[[\"valid1\"]][[\"rmse\"]][[\"eval\"]])\n  expect_length(rmse_scores, nrounds)\n  expect_identical(bst$best_iter, which.min(rmse_scores))\n  expect_identical(bst$best_score, rmse_scores[which.min(rmse_scores)])\n\n  # example 4: train third (called \"train\") and two valids\n  bst <- lgb.train(\n    data = dtrain\n    , nrounds = nrounds\n    , valids = list(\n      \"valid1\" = dvalid1\n      , \"valid2\" = dvalid2\n      , \"train\" = dtrain\n    )\n    , params = train_params\n  )\n  # note that \"train\" still ends up as the first one\n  expect_named(\n    bst$record_evals\n    , c(\"start_iter\", \"train\", \"valid1\", \"valid2\")\n    , ignore.order = FALSE\n    , ignore.case = FALSE\n  )\n  rmse_scores <- unlist(bst$record_evals[[\"valid1\"]][[\"rmse\"]][[\"eval\"]])\n  expect_length(rmse_scores, nrounds)\n  expect_identical(bst$best_iter, which.min(rmse_scores))\n  expect_identical(bst$best_score, rmse_scores[which.min(rmse_scores)])\n\n  # example 5: train second (called \"something-random-we-would-not-hardcode\") and two valids\n  bst <- lgb.train(\n    data = dtrain\n    , nrounds = nrounds\n    , valids = list(\n      \"valid1\" = dvalid1\n      , \"something-random-we-would-not-hardcode\" = dtrain\n      , \"valid2\" = dvalid2\n    )\n    , params = train_params\n  )\n  # note that \"something-random-we-would-not-hardcode\" was recognized as the training\n  # data even though it isn't named \"train\"\n  expect_named(\n    bst$record_evals\n    , c(\"start_iter\", \"something-random-we-would-not-hardcode\", \"valid1\", \"valid2\")\n    , ignore.order = FALSE\n    , ignore.case = FALSE\n  )\n  rmse_scores <- unlist(bst$record_evals[[\"valid1\"]][[\"rmse\"]][[\"eval\"]])\n  expect_length(rmse_scores, nrounds)\n  expect_identical(bst$best_iter, which.min(rmse_scores))\n  expect_identical(bst$best_score, rmse_scores[which.min(rmse_scores)])\n\n  # example 6: the only valid supplied is the training data\n  bst <- lgb.train(\n    data = dtrain\n    , nrounds = nrounds\n    , valids = list(\n      \"train\" = dtrain\n    )\n    , params = train_params\n  )\n  expect_identical(bst$best_iter, -1L)\n  expect_identical(bst$best_score, NA_real_)\n})\n\ntest_that(\"lightgbm.train() gives the correct best_score and best_iter for a metric where higher values are better\", {\n  set.seed(708L)\n  trainDF <- data.frame(\n    \"feat1\" = runif(n = 500L, min = 0.0, max = 15.0)\n    , \"target\" = rep(c(0L, 1L), 500L)\n  )\n  validDF <- data.frame(\n    \"feat1\" = runif(n = 50L, min = 0.0, max = 15.0)\n    , \"target\" = rep(c(0L, 1L), 50L)\n  )\n  dtrain <- lgb.Dataset(\n    data = as.matrix(trainDF[[\"feat1\"]], drop = FALSE)\n    , label = trainDF[[\"target\"]]\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  dvalid1 <- lgb.Dataset(\n    data = as.matrix(validDF[1L:25L, \"feat1\"], drop = FALSE)\n    , label = validDF[1L:25L, \"target\"]\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  nrounds <- 10L\n  bst <- lgb.train(\n    data = dtrain\n    , nrounds = nrounds\n    , valids = list(\n      \"valid1\" = dvalid1\n      , \"something-random-we-would-not-hardcode\" = dtrain\n    )\n    , params = list(\n      objective = \"binary\"\n      , metric = \"auc\"\n      , learning_rate = 1.5\n      , num_leaves = 5L\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n  )\n  # note that \"something-random-we-would-not-hardcode\" was recognized as the training\n  # data even though it isn't named \"train\"\n  expect_named(\n    bst$record_evals\n    , c(\"start_iter\", \"something-random-we-would-not-hardcode\", \"valid1\")\n    , ignore.order = FALSE\n    , ignore.case = FALSE\n  )\n  auc_scores <- unlist(bst$record_evals[[\"valid1\"]][[\"auc\"]][[\"eval\"]])\n  expect_length(auc_scores, nrounds)\n  expect_identical(bst$best_iter, which.max(auc_scores))\n  expect_identical(bst$best_score, auc_scores[which.max(auc_scores)])\n})\n\ntest_that(\"using lightgbm() without early stopping, best_iter and best_score come from valids and not training data\", {\n  set.seed(708L)\n  # example: train second (called \"something-random-we-would-not-hardcode\"), two valids,\n  #          and a metric where higher values are better (\"auc\")\n  trainDF <- data.frame(\n    \"feat1\" = runif(n = 500L, min = 0.0, max = 15.0)\n    , \"target\" = rep(c(0L, 1L), 500L)\n  )\n  validDF <- data.frame(\n    \"feat1\" = runif(n = 50L, min = 0.0, max = 15.0)\n    , \"target\" = rep(c(0L, 1L), 50L)\n  )\n  dtrain <- lgb.Dataset(\n    data = as.matrix(trainDF[[\"feat1\"]], drop = FALSE)\n    , label = trainDF[[\"target\"]]\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  dvalid1 <- lgb.Dataset(\n    data = as.matrix(validDF[1L:25L, \"feat1\"], drop = FALSE)\n    , label = validDF[1L:25L, \"target\"]\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  dvalid2 <- lgb.Dataset(\n    data = as.matrix(validDF[26L:50L, \"feat1\"], drop = FALSE)\n    , label = validDF[26L:50L, \"target\"]\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  nrounds <- 10L\n  bst <- lightgbm(\n    data = dtrain\n    , nrounds = nrounds\n    , valids = list(\n      \"valid1\" = dvalid1\n      , \"something-random-we-would-not-hardcode\" = dtrain\n      , \"valid2\" = dvalid2\n    )\n    , params = list(\n      objective = \"binary\"\n      , metric = \"auc\"\n      , learning_rate = 1.5\n      , num_leaves = 5L\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , verbose = -7L\n  )\n  # when verbose <= 0 is passed to lightgbm(), 'valids' is passed through to lgb.train()\n  # untouched. If you set verbose to > 0, the training data will still be first but called \"train\"\n  expect_named(\n    bst$record_evals\n    , c(\"start_iter\", \"something-random-we-would-not-hardcode\", \"valid1\", \"valid2\")\n    , ignore.order = FALSE\n    , ignore.case = FALSE\n  )\n  auc_scores <- unlist(bst$record_evals[[\"valid1\"]][[\"auc\"]][[\"eval\"]])\n  expect_length(auc_scores, nrounds)\n  expect_identical(bst$best_iter, which.max(auc_scores))\n  expect_identical(bst$best_score, auc_scores[which.max(auc_scores)])\n})\n\ntest_that(\"lgb.cv() works when you specify both 'metric' and 'eval' with strings\", {\n  set.seed(708L)\n  nrounds <- 10L\n  nfolds <- 4L\n  increasing_metric_starting_value <- get(ACCUMULATOR_NAME, envir = .GlobalEnv)\n  bst <- lgb.cv(\n    params = list(\n      objective = \"binary\"\n      , metric = \"binary_error\"\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = DTRAIN_RANDOM_CLASSIFICATION\n    , nrounds = nrounds\n    , nfold = nfolds\n    , eval = \"binary_logloss\"\n  )\n\n  # both metrics should have been used\n  expect_named(\n    bst$record_evals[[\"valid\"]]\n    , expected = c(\"binary_error\", \"binary_logloss\")\n    , ignore.order = TRUE\n    , ignore.case = FALSE\n  )\n\n  # the difference metrics shouldn't have been mixed up with each other\n  results <- bst$record_evals[[\"valid\"]]\n  expect_true(abs(results[[\"binary_error\"]][[\"eval\"]][[1L]] - 0.5005654) < .LGB_NUMERIC_TOLERANCE)\n  expect_true(abs(results[[\"binary_logloss\"]][[\"eval\"]][[1L]] - 0.7011232) < .LGB_NUMERIC_TOLERANCE)\n\n  # all boosters should have been created\n  expect_length(bst$boosters, nfolds)\n})\n\ntest_that(\"lgb.cv() works when you give a function for eval\", {\n  set.seed(708L)\n  nrounds <- 10L\n  nfolds <- 3L\n  increasing_metric_starting_value <- get(ACCUMULATOR_NAME, envir = .GlobalEnv)\n  bst <- lgb.cv(\n    params = list(\n      objective = \"binary\"\n      , metric = \"None\"\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = DTRAIN_RANDOM_CLASSIFICATION\n    , nfold = nfolds\n    , nrounds = nrounds\n    , eval = .constant_metric\n  )\n\n  # the difference metrics shouldn't have been mixed up with each other\n  results <- bst$record_evals[[\"valid\"]]\n  expect_true(abs(results[[\"constant_metric\"]][[\"eval\"]][[1L]] - CONSTANT_METRIC_VALUE) < .LGB_NUMERIC_TOLERANCE)\n  expect_named(results, \"constant_metric\")\n})\n\ntest_that(\"If first_metric_only is TRUE, lgb.cv() decides to stop early based on only the first metric\", {\n  set.seed(708L)\n  nrounds <- 10L\n  nfolds <- 5L\n  early_stopping_rounds <- 3L\n  increasing_metric_starting_value <- get(ACCUMULATOR_NAME, envir = .GlobalEnv)\n  bst <- lgb.cv(\n    params = list(\n      objective = \"regression\"\n      , metric = \"None\"\n      , early_stopping_rounds = early_stopping_rounds\n      , first_metric_only = TRUE\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = DTRAIN_RANDOM_REGRESSION\n    , nfold = nfolds\n    , nrounds = nrounds\n    , eval = list(\n      .increasing_metric\n      , .constant_metric\n    )\n  )\n\n  # Only the two functions provided to \"eval\" should have been evaluated\n  expect_named(bst$record_evals[[\"valid\"]], c(\"increasing_metric\", \"constant_metric\"))\n\n  # all 10 iterations should happen, and the best_iter should be the final one\n  expect_equal(bst$best_iter, nrounds)\n\n  # best_score should be taken from \"increasing_metric\"\n  #\n  # this expected value looks magical and confusing, but it's because\n  # evaluation metrics are averaged over all folds.\n  #\n  # consider 5-fold CV with a metric that adds 0.1 to a global accumulator\n  # each time it's called\n  #\n  # * iter 1: [0.1, 0.2, 0.3, 0.4, 0.5] (mean = 0.3)\n  # * iter 2: [0.6, 0.7, 0.8, 0.9, 1.0] (mean = 1.3)\n  # * iter 3: [1.1, 1.2, 1.3, 1.4, 1.5] (mean = 1.8)\n  #\n  cv_value <- increasing_metric_starting_value + mean(seq_len(nfolds) / 10.0) + (nrounds  - 1L) * 0.1 * nfolds\n  expect_equal(bst$best_score, cv_value)\n\n  # early stopping should not have happened. Even though constant_metric\n  # had 9 consecutive iterations with no improvement, it is ignored because of\n  # first_metric_only = TRUE\n  expect_equal(\n    length(bst$record_evals[[\"valid\"]][[\"constant_metric\"]][[\"eval\"]])\n    , nrounds\n  )\n  expect_equal(\n    length(bst$record_evals[[\"valid\"]][[\"increasing_metric\"]][[\"eval\"]])\n    , nrounds\n  )\n})\n\ntest_that(\"early stopping works with lgb.cv()\", {\n  set.seed(708L)\n  nrounds <- 10L\n  nfolds <- 5L\n  early_stopping_rounds <- 3L\n  increasing_metric_starting_value <- get(ACCUMULATOR_NAME, envir = .GlobalEnv)\n  bst <- lgb.cv(\n    params = list(\n      objective = \"regression\"\n      , metric = \"None\"\n      , early_stopping_rounds = early_stopping_rounds\n      , first_metric_only = TRUE\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = DTRAIN_RANDOM_REGRESSION\n    , nfold = nfolds\n    , nrounds = nrounds\n    , eval = list(\n      .constant_metric\n      , .increasing_metric\n    )\n  )\n\n  # only the two functions provided to \"eval\" should have been evaluated\n  expect_named(bst$record_evals[[\"valid\"]], c(\"constant_metric\", \"increasing_metric\"))\n\n  # best_iter should be based on the first metric. Since constant_metric\n  # never changes, its first iteration was the best oone\n  expect_equal(bst$best_iter, 1L)\n\n  # best_score should be taken from the first metric\n  expect_equal(bst$best_score, 0.2)\n\n  # early stopping should have happened, since constant_metric was the first\n  # one passed to eval and it will not improve over consecutive iterations\n  #\n  # note that this test is identical to the previous one, but with the\n  # order of the eval metrics switched\n  expect_equal(\n    length(bst$record_evals[[\"valid\"]][[\"constant_metric\"]][[\"eval\"]])\n    , early_stopping_rounds + 1L\n  )\n  expect_equal(\n    length(bst$record_evals[[\"valid\"]][[\"increasing_metric\"]][[\"eval\"]])\n    , early_stopping_rounds + 1L\n  )\n\n  # every booster's predict method should use best_iter as num_iteration in predict\n  random_data <- as.matrix(rnorm(10L), ncol = 1L, drop = FALSE)\n  for (x in bst$boosters) {\n    expect_equal(x$booster$best_iter, bst$best_iter)\n    expect_gt(x$booster$current_iter(), bst$best_iter)\n    preds_iter <- predict(x$booster, random_data, num_iteration = bst$best_iter)\n    preds_no_iter <- predict(x$booster, random_data)\n    expect_equal(preds_iter, preds_no_iter)\n  }\n})\n\ntest_that(\"lgb.cv() respects changes to logging verbosity\", {\n  dtrain <- lgb.Dataset(\n    data = train$data\n    , label = train$label\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  # (verbose = 1) should be INFO and WARNING level logs\n  lgb_cv_logs <- capture.output({\n    cv_bst <- lgb.cv(\n      params = list(num_threads = .LGB_MAX_THREADS)\n      , nfold = 2L\n      , nrounds = 5L\n      , data = dtrain\n      , obj = \"binary\"\n      , verbose = 1L\n    )\n  })\n  expect_true(any(grepl(\"[LightGBM] [Info]\", lgb_cv_logs, fixed = TRUE)))\n  expect_true(any(grepl(\"[LightGBM] [Warning]\", lgb_cv_logs, fixed = TRUE)))\n\n  # (verbose = 0) should be WARNING level logs only\n  lgb_cv_logs <- capture.output({\n    cv_bst <- lgb.cv(\n      params = list(num_threads = .LGB_MAX_THREADS)\n      , nfold = 2L\n      , nrounds = 5L\n      , data = dtrain\n      , obj = \"binary\"\n      , verbose = 0L\n    )\n  })\n  expect_false(any(grepl(\"[LightGBM] [Info]\", lgb_cv_logs, fixed = TRUE)))\n  expect_true(any(grepl(\"[LightGBM] [Warning]\", lgb_cv_logs, fixed = TRUE)))\n\n  # (verbose = -1) no logs\n  lgb_cv_logs <- capture.output({\n    cv_bst <- lgb.cv(\n      params = list(num_threads = .LGB_MAX_THREADS)\n      , nfold = 2L\n      , nrounds = 5L\n      , data = dtrain\n      , obj = \"binary\"\n      , verbose = -1L\n    )\n  })\n  # NOTE: this is not length(lgb_cv_logs) == 0 because lightgbm's\n  #       dependencies might print other messages\n  expect_false(any(grepl(\"[LightGBM] [Info]\", lgb_cv_logs, fixed = TRUE)))\n  expect_false(any(grepl(\"[LightGBM] [Warning]\", lgb_cv_logs, fixed = TRUE)))\n})\n\ntest_that(\"lgb.cv() updates params based on keyword arguments\", {\n  dtrain <- lgb.Dataset(\n    data = matrix(rnorm(400L), ncol =  4L)\n    , label = rnorm(100L)\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n\n  # defaults from keyword arguments should be used if not specified in params\n  invisible(\n    capture.output({\n      cv_bst <- lgb.cv(\n        data = dtrain\n        , obj = \"regression\"\n        , params = list(num_threads = .LGB_MAX_THREADS)\n        , nfold = 2L\n      )\n    })\n  )\n\n  for (bst in cv_bst$boosters) {\n    bst_params <- bst[[\"booster\"]]$params\n    expect_equal(bst_params[[\"verbosity\"]], 1L)\n    expect_equal(bst_params[[\"num_iterations\"]], 100L)\n  }\n\n  # main param names should be preferred to keyword arguments\n  invisible(\n    capture.output({\n      cv_bst <- lgb.cv(\n        data = dtrain\n        , obj = \"regression\"\n        , params = list(\n          \"verbosity\" = 5L\n          , \"num_iterations\" = 2L\n          , num_threads = .LGB_MAX_THREADS\n        )\n        , nfold = 2L\n      )\n    })\n  )\n  for (bst in cv_bst$boosters) {\n    bst_params <- bst[[\"booster\"]]$params\n    expect_equal(bst_params[[\"verbosity\"]], 5L)\n    expect_equal(bst_params[[\"num_iterations\"]], 2L)\n  }\n\n  # aliases should be preferred to keyword arguments, and converted to main parameter name\n  invisible(\n    capture.output({\n      cv_bst <- lgb.cv(\n        data = dtrain\n        , obj = \"regression\"\n        , params = list(\n          \"verbose\" = 5L\n          , \"num_boost_round\" = 2L\n          , num_threads = .LGB_MAX_THREADS\n        )\n        , nfold = 2L\n      )\n    })\n  )\n  for (bst in cv_bst$boosters) {\n    bst_params <- bst[[\"booster\"]]$params\n    expect_equal(bst_params[[\"verbosity\"]], 5L)\n    expect_false(\"verbose\" %in% bst_params)\n    expect_equal(bst_params[[\"num_iterations\"]], 2L)\n    expect_false(\"num_boost_round\" %in% bst_params)\n  }\n\n})\n\ntest_that(\"lgb.train() fit on linearly-relatead data improves when using linear learners\", {\n  set.seed(708L)\n  .new_dataset <- function() {\n    X <- matrix(rnorm(100L), ncol = 1L)\n    return(lgb.Dataset(\n      data = X\n      , label = 2L * X + runif(nrow(X), 0L, 0.1)\n      , params = list(num_threads = .LGB_MAX_THREADS)\n    ))\n  }\n\n  params <- list(\n    objective = \"regression\"\n    , verbose = .LGB_VERBOSITY\n    , metric = \"mse\"\n    , seed = 0L\n    , num_leaves = 2L\n    , num_threads = .LGB_MAX_THREADS\n  )\n\n  dtrain <- .new_dataset()\n  bst <- lgb.train(\n    data = dtrain\n    , nrounds = 10L\n    , params = params\n    , valids = list(\"train\" = dtrain)\n  )\n  expect_true(.is_Booster(bst))\n\n  dtrain <- .new_dataset()\n  bst_linear <- lgb.train(\n    data = dtrain\n    , nrounds = 10L\n    , params = utils::modifyList(params, list(linear_tree = TRUE))\n    , valids = list(\"train\" = dtrain)\n  )\n  expect_true(.is_Booster(bst_linear))\n\n  bst_last_mse <- bst$record_evals[[\"train\"]][[\"l2\"]][[\"eval\"]][[10L]]\n  bst_lin_last_mse <- bst_linear$record_evals[[\"train\"]][[\"l2\"]][[\"eval\"]][[10L]]\n  expect_true(bst_lin_last_mse <  bst_last_mse)\n})\n\n\ntest_that(\"lgb.train() with linear learner fails already-constructed dataset with linear=false\", {\n  set.seed(708L)\n  params <- list(\n    objective = \"regression\"\n    , verbose = .LGB_VERBOSITY\n    , metric = \"mse\"\n    , seed = 0L\n    , num_leaves = 2L\n    , num_threads = .LGB_MAX_THREADS\n  )\n\n  dtrain <- lgb.Dataset(\n    data = matrix(rnorm(100L), ncol = 1L)\n    , label = rnorm(100L)\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  dtrain$construct()\n  expect_error({\n    capture.output({\n      bst_linear <- lgb.train(\n        data = dtrain\n        , nrounds = 10L\n        , params = utils::modifyList(params, list(linear_tree = TRUE))\n      )\n    }, type = \"message\")\n  }, regexp = \"Cannot change linear_tree after constructed Dataset handle\")\n})\n\ntest_that(\"lgb.train() works with linear learners even if Dataset has missing values\", {\n  set.seed(708L)\n  .new_dataset <- function() {\n    values <- rnorm(100L)\n    values[sample(seq_along(values), size = 10L)] <- NA_real_\n    X <- matrix(\n      data = sample(values, size = 100L)\n      , ncol = 1L\n    )\n    return(lgb.Dataset(\n      data = X\n      , label = 2L * X + runif(nrow(X), 0L, 0.1)\n      , params = list(num_threads = .LGB_MAX_THREADS)\n    ))\n  }\n\n  params <- list(\n    objective = \"regression\"\n    , verbose = .LGB_VERBOSITY\n    , metric = \"mse\"\n    , seed = 0L\n    , num_leaves = 2L\n    , num_threads = .LGB_MAX_THREADS\n  )\n\n  dtrain <- .new_dataset()\n  bst <- lgb.train(\n    data = dtrain\n    , nrounds = 10L\n    , params = params\n    , valids = list(\"train\" = dtrain)\n  )\n  expect_true(.is_Booster(bst))\n\n  dtrain <- .new_dataset()\n  bst_linear <- lgb.train(\n    data = dtrain\n    , nrounds = 10L\n    , params = utils::modifyList(params, list(linear_tree = TRUE))\n    , valids = list(\"train\" = dtrain)\n  )\n  expect_true(.is_Booster(bst_linear))\n\n  bst_last_mse <- bst$record_evals[[\"train\"]][[\"l2\"]][[\"eval\"]][[10L]]\n  bst_lin_last_mse <- bst_linear$record_evals[[\"train\"]][[\"l2\"]][[\"eval\"]][[10L]]\n  expect_true(bst_lin_last_mse <  bst_last_mse)\n})\n\ntest_that(\"lgb.train() works with linear learners, bagging, and a Dataset that has missing values\", {\n  set.seed(708L)\n  .new_dataset <- function() {\n    values <- rnorm(100L)\n    values[sample(seq_along(values), size = 10L)] <- NA_real_\n    X <- matrix(\n      data = sample(values, size = 100L)\n      , ncol = 1L\n    )\n    return(lgb.Dataset(\n      data = X\n      , label = 2L * X + runif(nrow(X), 0L, 0.1)\n      , params = list(num_threads = .LGB_MAX_THREADS)\n    ))\n  }\n\n  params <- list(\n    objective = \"regression\"\n    , verbose = .LGB_VERBOSITY\n    , metric = \"mse\"\n    , seed = 0L\n    , num_leaves = 2L\n    , bagging_freq = 1L\n    , subsample = 0.8\n    , num_threads = .LGB_MAX_THREADS\n  )\n\n  dtrain <- .new_dataset()\n  bst <- lgb.train(\n    data = dtrain\n    , nrounds = 10L\n    , params = params\n    , valids = list(\"train\" = dtrain)\n  )\n  expect_true(.is_Booster(bst))\n\n  dtrain <- .new_dataset()\n  bst_linear <- lgb.train(\n    data = dtrain\n    , nrounds = 10L\n    , params = utils::modifyList(params, list(linear_tree = TRUE))\n    , valids = list(\"train\" = dtrain)\n  )\n  expect_true(.is_Booster(bst_linear))\n\n  bst_last_mse <- bst$record_evals[[\"train\"]][[\"l2\"]][[\"eval\"]][[10L]]\n  bst_lin_last_mse <- bst_linear$record_evals[[\"train\"]][[\"l2\"]][[\"eval\"]][[10L]]\n  expect_true(bst_lin_last_mse <  bst_last_mse)\n})\n\ntest_that(\"lgb.train() works with linear learners and data where a feature has only 1 non-NA value\", {\n  set.seed(708L)\n  .new_dataset <- function() {\n    values <- c(rnorm(100L), rep(NA_real_, 100L))\n    values[118L] <- rnorm(1L)\n    X <- matrix(\n      data = values\n      , ncol = 2L\n    )\n    return(lgb.Dataset(\n      data = X\n      , label = 2L * X[, 1L] + runif(nrow(X), 0L, 0.1)\n      , params = list(\n        feature_pre_filter = FALSE\n        , num_threads = .LGB_MAX_THREADS\n      )\n    ))\n  }\n\n  params <- list(\n    objective = \"regression\"\n    , verbose = -1L\n    , metric = \"mse\"\n    , seed = 0L\n    , num_leaves = 2L\n    , num_threads = .LGB_MAX_THREADS\n  )\n\n  dtrain <- .new_dataset()\n  bst_linear <- lgb.train(\n    data = dtrain\n    , nrounds = 10L\n    , params = utils::modifyList(params, list(linear_tree = TRUE))\n  )\n  expect_true(.is_Booster(bst_linear))\n})\n\ntest_that(\"lgb.train() works with linear learners when Dataset has categorical features\", {\n  set.seed(708L)\n  .new_dataset <- function() {\n    X <- matrix(numeric(200L), nrow = 100L, ncol = 2L)\n    X[, 1L] <- rnorm(100L)\n    X[, 2L] <- sample(seq_len(4L), size = 100L, replace = TRUE)\n    return(lgb.Dataset(\n      data = X\n      , label = 2L * X[, 1L] + runif(nrow(X), 0L, 0.1)\n      , params = list(num_threads = .LGB_MAX_THREADS)\n    ))\n  }\n\n  params <- list(\n    objective = \"regression\"\n    , verbose = -1L\n    , metric = \"mse\"\n    , seed = 0L\n    , num_leaves = 2L\n    , categorical_feature = 1L\n    , num_threads = .LGB_MAX_THREADS\n  )\n\n  dtrain <- .new_dataset()\n  bst <- lgb.train(\n    data = dtrain\n    , nrounds = 10L\n    , params = params\n    , valids = list(\"train\" = dtrain)\n  )\n  expect_true(.is_Booster(bst))\n\n  dtrain <- .new_dataset()\n  bst_linear <- lgb.train(\n    data = dtrain\n    , nrounds = 10L\n    , params = utils::modifyList(params, list(linear_tree = TRUE))\n    , valids = list(\"train\" = dtrain)\n  )\n  expect_true(.is_Booster(bst_linear))\n\n  bst_last_mse <- bst$record_evals[[\"train\"]][[\"l2\"]][[\"eval\"]][[10L]]\n  bst_lin_last_mse <- bst_linear$record_evals[[\"train\"]][[\"l2\"]][[\"eval\"]][[10L]]\n  expect_true(bst_lin_last_mse <  bst_last_mse)\n})\n\ntest_that(\"lgb.train() throws an informative error if interaction_constraints is not a list\", {\n  dtrain <- lgb.Dataset(train$data, label = train$label)\n  params <- list(objective = \"regression\", interaction_constraints = \"[1,2],[3]\")\n    expect_error({\n      bst <- lightgbm(\n        data = dtrain\n        , params = params\n        , nrounds = 2L\n      )\n    }, \"interaction_constraints must be a list\")\n})\n\ntest_that(paste0(\"lgb.train() throws an informative error if the members of interaction_constraints \",\n                 \"are not character or numeric vectors\"), {\n  dtrain <- lgb.Dataset(train$data, label = train$label)\n  params <- list(objective = \"regression\", interaction_constraints = list(list(1L, 2L), list(3L)))\n    expect_error({\n      bst <- lightgbm(\n        data = dtrain\n        , params = params\n        , nrounds = 2L\n      )\n    }, \"every element in interaction_constraints must be a character vector or numeric vector\")\n})\n\ntest_that(\"lgb.train() throws an informative error if interaction_constraints contains a too large index\", {\n  dtrain <- lgb.Dataset(train$data, label = train$label)\n  params <- list(objective = \"regression\",\n                 interaction_constraints = list(c(1L, ncol(train$data) + 1L:2L), 3L))\n    expect_error(\n      lightgbm(data = dtrain, params = params, nrounds = 2L)\n      , \"unknown feature(s) in interaction_constraints: '127', '128'\"\n      , fixed = TRUE\n    )\n})\n\ntest_that(paste0(\"lgb.train() gives same result when interaction_constraints is specified as a list of \",\n                 \"character vectors, numeric vectors, or a combination\"), {\n  set.seed(1L)\n  dtrain <- lgb.Dataset(train$data, label = train$label, params = list(num_threads = .LGB_MAX_THREADS))\n\n  params <- list(\n    objective = \"regression\"\n    , interaction_constraints = list(c(1L, 2L), 3L)\n    , verbose = .LGB_VERBOSITY\n    , num_threads = .LGB_MAX_THREADS\n  )\n  bst <- lightgbm(\n    data = dtrain\n    , params = params\n    , nrounds = 2L\n  )\n  pred1 <- bst$predict(test$data)\n\n  cnames <- colnames(train$data)\n  params <- list(\n    objective = \"regression\"\n    , interaction_constraints = list(c(cnames[[1L]], cnames[[2L]]), cnames[[3L]])\n    , verbose = .LGB_VERBOSITY\n    , num_threads = .LGB_MAX_THREADS\n  )\n  bst <- lightgbm(\n    data = dtrain\n    , params = params\n    , nrounds = 2L\n  )\n  pred2 <- bst$predict(test$data)\n\n  params <- list(\n    objective = \"regression\"\n    , interaction_constraints = list(c(cnames[[1L]], cnames[[2L]]), 3L)\n    , verbose = .LGB_VERBOSITY\n    , num_threads = .LGB_MAX_THREADS\n  )\n  bst <- lightgbm(\n    data = dtrain\n    , params = params\n    , nrounds = 2L\n  )\n  pred3 <- bst$predict(test$data)\n\n  expect_equal(pred1, pred2)\n  expect_equal(pred2, pred3)\n\n})\n\ntest_that(paste0(\"lgb.train() gives same results when using interaction_constraints and specifying colnames\"), {\n  set.seed(1L)\n  dtrain <- lgb.Dataset(\n    train$data\n    , label = train$label\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n\n  params <- list(\n    objective = \"regression\"\n    , interaction_constraints = list(c(1L, 2L), 3L)\n    , verbose = .LGB_VERBOSITY\n    , num_threads = .LGB_MAX_THREADS\n  )\n  bst <- lightgbm(\n    data = dtrain\n    , params = params\n    , nrounds = 2L\n  )\n  pred1 <- bst$predict(test$data)\n\n  new_colnames <- paste0(colnames(train$data), \"_x\")\n  dtrain$set_colnames(new_colnames)\n  params <- list(\n    objective = \"regression\"\n    , interaction_constraints = list(c(new_colnames[1L], new_colnames[2L]), new_colnames[3L])\n    , verbose = .LGB_VERBOSITY\n    , num_threads = .LGB_MAX_THREADS\n  )\n  bst <- lightgbm(\n    data = dtrain\n    , params = params\n    , nrounds = 2L\n  )\n  pred2 <- bst$predict(test$data)\n\n  expect_equal(pred1, pred2)\n\n})\n\ntest_that(\"Interaction constraints add missing features correctly as new group\", {\n  dtrain <- lgb.Dataset(\n    train$data[, 1L:6L]  # Pick only some columns\n    , label = train$label\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n\n  list_of_constraints <- list(\n    list(3L, 1L:2L)\n    , list(\"cap-shape=convex\", c(\"cap-shape=bell\", \"cap-shape=conical\"))\n  )\n\n  for (constraints in list_of_constraints) {\n    params <- list(\n      objective = \"regression\"\n      , interaction_constraints = constraints\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    bst <- lightgbm(data = dtrain, params = params, nrounds = 10L)\n\n    expected_list <- list(\"[2]\", \"[0,1]\", \"[3,4,5]\")\n    expect_equal(bst$params$interaction_constraints, expected_list)\n\n    expected_string <- \"[interaction_constraints: [2],[0,1],[3,4,5]]\"\n    expect_true(\n      grepl(expected_string, bst$save_model_to_string(), fixed = TRUE)\n    )\n  }\n})\n\n.generate_trainset_for_monotone_constraints_tests <- function(x3_to_categorical) {\n  n_samples <- 3000L\n  x1_positively_correlated_with_y <- runif(n = n_samples, min = 0.0, max = 1.0)\n  x2_negatively_correlated_with_y <- runif(n = n_samples, min = 0.0, max = 1.0)\n  x3_negatively_correlated_with_y <- runif(n = n_samples, min = 0.0, max = 1.0)\n  if (x3_to_categorical) {\n    x3_negatively_correlated_with_y <- as.integer(x3_negatively_correlated_with_y / 0.01)\n    categorical_features <- \"feature_3\"\n  } else {\n    categorical_features <- NULL\n  }\n  X <- matrix(\n    data = c(\n        x1_positively_correlated_with_y\n        , x2_negatively_correlated_with_y\n        , x3_negatively_correlated_with_y\n    )\n    , ncol = 3L\n  )\n  zs <- rnorm(n = n_samples, mean = 0.0, sd = 0.01)\n  scales <- 10.0 * (runif(n = 6L, min = 0.0, max = 1.0) + 0.5)\n  y <- (\n    scales[1L] * x1_positively_correlated_with_y\n    + sin(scales[2L] * pi * x1_positively_correlated_with_y)\n    - scales[3L] * x2_negatively_correlated_with_y\n    - cos(scales[4L] * pi * x2_negatively_correlated_with_y)\n    - scales[5L] * x3_negatively_correlated_with_y\n    - cos(scales[6L] * pi * x3_negatively_correlated_with_y)\n    + zs\n  )\n  return(lgb.Dataset(\n    data = X\n    , label = y\n    , categorical_feature = categorical_features\n    , free_raw_data = FALSE\n    , colnames = c(\"feature_1\", \"feature_2\", \"feature_3\")\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  ))\n}\n\n.is_increasing <- function(y) {\n  return(all(diff(y) >= 0.0))\n}\n\n.is_decreasing <- function(y) {\n  return(all(diff(y) <= 0.0))\n}\n\n.is_non_monotone <- function(y) {\n  return(any(diff(y) < 0.0) & any(diff(y) > 0.0))\n}\n\n# R equivalent of numpy.linspace()\n.linspace <- function(start_val, stop_val, num) {\n  weights <- (seq_len(num) - 1L) / (num - 1L)\n  return(start_val + weights * (stop_val - start_val))\n}\n\n.is_correctly_constrained <- function(learner, x3_to_categorical) {\n  iterations <- 10L\n  n <- 1000L\n  variable_x <- .linspace(0L, 1L, n)\n  fixed_xs_values <- .linspace(0L, 1L, n)\n  for (i in seq_len(iterations)) {\n    fixed_x <- fixed_xs_values[i] * rep(1.0, n)\n    monotonically_increasing_x <- matrix(\n      data = c(variable_x, fixed_x, fixed_x)\n      , ncol = 3L\n    )\n    monotonically_increasing_y <- predict(\n      learner\n      , monotonically_increasing_x\n    )\n\n    monotonically_decreasing_x <- matrix(\n      data = c(fixed_x, variable_x, fixed_x)\n      , ncol = 3L\n    )\n    monotonically_decreasing_y <- predict(\n      learner\n      , monotonically_decreasing_x\n    )\n\n    if (x3_to_categorical) {\n      non_monotone_data <- c(\n        fixed_x\n        , fixed_x\n        , as.integer(variable_x / 0.01)\n      )\n    } else {\n      non_monotone_data <- c(fixed_x, fixed_x, variable_x)\n    }\n    non_monotone_x <- matrix(\n      data = non_monotone_data\n      , ncol = 3L\n    )\n    non_monotone_y <- predict(\n      learner\n      , non_monotone_x\n    )\n    if (!(.is_increasing(monotonically_increasing_y) &&\n          .is_decreasing(monotonically_decreasing_y) &&\n          .is_non_monotone(non_monotone_y)\n    )) {\n      return(FALSE)\n    }\n  }\n  return(TRUE)\n}\n\nfor (x3_to_categorical in c(TRUE, FALSE)) {\n  set.seed(708L)\n  dtrain <- .generate_trainset_for_monotone_constraints_tests(\n    x3_to_categorical = x3_to_categorical\n  )\n  for (monotone_constraints_method in c(\"basic\", \"intermediate\", \"advanced\")) {\n    test_msg <- paste0(\n      \"lgb.train() supports monotone constraints (\"\n      , \"categoricals=\"\n      , x3_to_categorical\n      , \", method=\"\n      , monotone_constraints_method\n      , \")\"\n    )\n    test_that(test_msg, {\n      params <- list(\n        min_data = 20L\n        , num_leaves = 20L\n        , monotone_constraints = c(1L, -1L, 0L)\n        , monotone_constraints_method = monotone_constraints_method\n        , use_missing = FALSE\n        , verbose = .LGB_VERBOSITY\n        , num_threads = .LGB_MAX_THREADS\n      )\n      constrained_model <- lgb.train(\n        params = params\n        , data = dtrain\n        , obj = \"regression_l2\"\n        , nrounds = 100L\n      )\n      expect_true({\n        .is_correctly_constrained(\n          learner = constrained_model\n          , x3_to_categorical = x3_to_categorical\n        )\n      })\n    })\n  }\n}\n\ntest_that(\"lightgbm() accepts objective as function argument and under params\", {\n  bst1 <- lightgbm(\n    data = train$data\n    , label = train$label\n    , params = list(objective = \"regression_l1\", num_threads = .LGB_MAX_THREADS)\n    , nrounds = 5L\n    , verbose = .LGB_VERBOSITY\n  )\n  expect_equal(bst1$params$objective, \"regression_l1\")\n  model_txt_lines <- strsplit(\n    x = bst1$save_model_to_string()\n    , split = \"\\n\"\n    , fixed = TRUE\n  )[[1L]]\n  expect_true(any(model_txt_lines == \"objective=regression_l1\"))\n  expect_false(any(model_txt_lines == \"objective=regression_l2\"))\n\n  bst2 <- lightgbm(\n    data = train$data\n    , label = train$label\n    , objective = \"regression_l1\"\n    , nrounds = 5L\n    , verbose = .LGB_VERBOSITY\n  )\n  expect_equal(bst2$params$objective, \"regression_l1\")\n  model_txt_lines <- strsplit(\n    x = bst2$save_model_to_string()\n    , split = \"\\n\"\n    , fixed = TRUE\n  )[[1L]]\n  expect_true(any(model_txt_lines == \"objective=regression_l1\"))\n  expect_false(any(model_txt_lines == \"objective=regression_l2\"))\n})\n\ntest_that(\"lightgbm() prioritizes objective under params over objective as function argument\", {\n  bst1 <- lightgbm(\n    data = train$data\n    , label = train$label\n    , objective = \"regression\"\n    , params = list(objective = \"regression_l1\", num_threads = .LGB_MAX_THREADS)\n    , nrounds = 5L\n    , verbose = .LGB_VERBOSITY\n  )\n  expect_equal(bst1$params$objective, \"regression_l1\")\n  model_txt_lines <- strsplit(\n    x = bst1$save_model_to_string()\n    , split = \"\\n\"\n    , fixed = TRUE\n  )[[1L]]\n  expect_true(any(model_txt_lines == \"objective=regression_l1\"))\n  expect_false(any(model_txt_lines == \"objective=regression_l2\"))\n\n  bst2 <- lightgbm(\n    data = train$data\n    , label = train$label\n    , objective = \"regression\"\n    , params = list(loss = \"regression_l1\", num_threads = .LGB_MAX_THREADS)\n    , nrounds = 5L\n    , verbose = .LGB_VERBOSITY\n  )\n  expect_equal(bst2$params$objective, \"regression_l1\")\n  model_txt_lines <- strsplit(\n    x = bst2$save_model_to_string()\n    , split = \"\\n\"\n    , fixed = TRUE\n  )[[1L]]\n  expect_true(any(model_txt_lines == \"objective=regression_l1\"))\n  expect_false(any(model_txt_lines == \"objective=regression_l2\"))\n})\n\ntest_that(\"lightgbm() accepts init_score as function argument\", {\n  bst1 <- lightgbm(\n    data = train$data\n    , label = train$label\n    , objective = \"binary\"\n    , nrounds = 5L\n    , verbose = .LGB_VERBOSITY\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  pred1 <- predict(bst1, train$data, type = \"raw\")\n\n  bst2 <- lightgbm(\n    data = train$data\n    , label = train$label\n    , init_score = pred1\n    , objective = \"binary\"\n    , nrounds = 5L\n    , verbose = .LGB_VERBOSITY\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  pred2 <- predict(bst2, train$data, type = \"raw\")\n\n  expect_true(any(pred1 != pred2))\n})\n\ntest_that(\"lightgbm() defaults to 'regression' objective if objective not otherwise provided\", {\n  bst <- lightgbm(\n    data = train$data\n    , label = train$label\n    , nrounds = 5L\n    , verbose = .LGB_VERBOSITY\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  expect_equal(bst$params$objective, \"regression\")\n  model_txt_lines <- strsplit(\n    x = bst$save_model_to_string()\n    , split = \"\\n\"\n    , fixed = TRUE\n  )[[1L]]\n  expect_true(any(model_txt_lines == \"objective=regression\"))\n  expect_false(any(model_txt_lines == \"objective=regression_l1\"))\n})\n\ntest_that(\"lightgbm() accepts 'num_threads' as either top-level argument or under params\", {\n  bst <- lightgbm(\n    data = train$data\n    , label = train$label\n    , nrounds = 5L\n    , verbose = .LGB_VERBOSITY\n    , num_threads = 1L\n  )\n  expect_equal(bst$params$num_threads, 1L)\n  model_txt_lines <- strsplit(\n    x = bst$save_model_to_string()\n    , split = \"\\n\"\n    , fixed = TRUE\n  )[[1L]]\n  expect_true(any(grepl(\"[num_threads: 1]\", model_txt_lines, fixed = TRUE)))\n\n  bst <- lightgbm(\n    data = train$data\n    , label = train$label\n    , nrounds = 5L\n    , verbose = .LGB_VERBOSITY\n    , params = list(num_threads = 1L)\n  )\n  expect_equal(bst$params$num_threads, 1L)\n  model_txt_lines <- strsplit(\n    x = bst$save_model_to_string()\n    , split = \"\\n\"\n    , fixed = TRUE\n  )[[1L]]\n  expect_true(any(grepl(\"[num_threads: 1]\", model_txt_lines, fixed = TRUE)))\n\n  bst <- lightgbm(\n    data = train$data\n    , label = train$label\n    , nrounds = 5L\n    , verbose = .LGB_VERBOSITY\n    , num_threads = 10L\n    , params = list(num_threads = 1L)\n  )\n  expect_equal(bst$params$num_threads, 1L)\n  model_txt_lines <- strsplit(\n    x = bst$save_model_to_string()\n    , split = \"\\n\"\n    , fixed = TRUE\n  )[[1L]]\n  expect_true(any(grepl(\"[num_threads: 1]\", model_txt_lines, fixed = TRUE)))\n})\n\ntest_that(\"lightgbm() accepts 'weight' and 'weights'\", {\n  data(mtcars)\n  X <- as.matrix(mtcars[, -1L])\n  y <- as.numeric(mtcars[, 1L])\n  w <- rep(1.0, nrow(X))\n  model <- lightgbm(\n    X\n    , y\n    , weights = w\n    , obj = \"regression\"\n    , nrounds = 5L\n    , verbose = .LGB_VERBOSITY\n    , params = list(\n      min_data_in_bin = 1L\n      , min_data_in_leaf = 1L\n      , num_threads = .LGB_MAX_THREADS\n    )\n  )\n  expect_equal(model$.__enclos_env__$private$train_set$get_field(\"weight\"), w)\n\n  # Avoid a bad CRAN check due to partial argument matches\n  lgb_args <- list(\n    X\n    , y\n    , weight = w\n    , obj = \"regression\"\n    , nrounds = 5L\n    , verbose = -1L\n  )\n  model <- do.call(lightgbm, lgb_args)\n  expect_equal(model$.__enclos_env__$private$train_set$get_field(\"weight\"), w)\n})\n\n.assert_has_expected_logs <- function(log_txt, lgb_info, lgb_warn, early_stopping, valid_eval_msg) {\n  expect_identical(\n    object = any(grepl(\"[LightGBM] [Info]\", log_txt, fixed = TRUE))\n    , expected = lgb_info\n  )\n  expect_identical(\n    object = any(grepl(\"[LightGBM] [Warning]\", log_txt, fixed = TRUE))\n    , expected = lgb_warn\n  )\n  expect_identical(\n    object = any(grepl(\"Will train until there is no improvement in 5 rounds\", log_txt, fixed = TRUE))\n    , expected = early_stopping\n  )\n  expect_identical(\n    object = any(grepl(\"Did not meet early stopping\", log_txt, fixed = TRUE))\n    , expected = early_stopping\n  )\n  expect_identical(\n    object = any(grepl(\"valid's auc\\\\:[0-9]+\", log_txt))\n    , expected = valid_eval_msg\n  )\n}\n\n.assert_has_expected_record_evals <- function(fitted_model) {\n  record_evals <- fitted_model$record_evals\n  expect_equal(record_evals$start_iter, 1L)\n  if (inherits(fitted_model, \"lgb.CVBooster\")) {\n    expected_valid_auc <- c(0.979056, 0.9844697, 0.9900813, 0.9908026, 0.9935588)\n  } else {\n    expected_valid_auc <-  c(0.9805752, 0.9805752, 0.9934957, 0.9934957, 0.9949372)\n  }\n  expect_equal(\n    object = unlist(record_evals[[\"valid\"]][[\"auc\"]][[\"eval\"]])\n    , expected = expected_valid_auc\n    , tolerance = .LGB_NUMERIC_TOLERANCE\n  )\n   expect_named(record_evals, c(\"start_iter\", \"valid\"), ignore.order = TRUE, ignore.case = FALSE)\n  expect_equal(record_evals[[\"valid\"]][[\"auc\"]][[\"eval_err\"]], list())\n}\n\n.train_for_verbosity_test <- function(train_function, verbose_kwarg, verbose_param) {\n  set.seed(708L)\n  nrounds <- 5L\n  params <- list(\n    num_leaves = 5L\n    , objective = \"binary\"\n    , metric =  \"auc\"\n    , early_stopping_round = nrounds\n    , num_threads = .LGB_MAX_THREADS\n    # include a nonsense parameter just to trigger a WARN-level log\n    , nonsense_param = 1.0\n  )\n  if (!is.null(verbose_param)) {\n    params[[\"verbose\"]] <- verbose_param\n  }\n  train_kwargs <- list(\n    params = params\n    , nrounds = nrounds\n  )\n  if (!is.null(verbose_kwarg)) {\n    train_kwargs[[\"verbose\"]] <- verbose_kwarg\n  }\n  function_name <- deparse(substitute(train_function))\n  if (function_name == \"lgb.train\") {\n    train_kwargs[[\"data\"]] <- lgb.Dataset(\n      data = train$data\n      , label = train$label\n      , params = list(num_threads = .LGB_MAX_THREADS)\n    )\n    train_kwargs[[\"valids\"]] <- list(\n      \"valid\" = lgb.Dataset(data = test$data, label = test$label)\n    )\n  } else if (function_name == \"lightgbm\") {\n    train_kwargs[[\"data\"]] <- train$data\n    train_kwargs[[\"label\"]] <- train$label\n    train_kwargs[[\"valids\"]] <- list(\n      \"valid\" = lgb.Dataset(data = test$data, label = test$label)\n    )\n  } else if (function_name == \"lgb.cv\") {\n    train_kwargs[[\"data\"]] <- lgb.Dataset(\n      data = train$data\n      , label = train$label\n    )\n    train_kwargs[[\"nfold\"]] <- 3L\n    train_kwargs[[\"showsd\"]] <- FALSE\n  }\n  log_txt <- capture.output({\n    bst <- do.call(\n      what = train_function\n      , args = train_kwargs\n    )\n  })\n  return(list(booster = bst, logs = log_txt))\n}\n\ntest_that(\"lgb.train() only prints eval metrics when expected to\", {\n\n  # regardless of value passed to keyword argument 'verbose', value in params\n  # should take precedence\n  for (verbose_keyword_arg in c(-5L, -1L, 0L, 1L, 5L)) {\n\n    # (verbose = -1) should not be any logs, should be record evals\n    out <- .train_for_verbosity_test(\n      train_function = lgb.train\n      , verbose_kwarg = verbose_keyword_arg\n      , verbose_param = -1L\n    )\n    .assert_has_expected_logs(\n      log_txt = out[[\"logs\"]]\n      , lgb_info = FALSE\n      , lgb_warn = FALSE\n      , early_stopping = FALSE\n      , valid_eval_msg = FALSE\n    )\n    .assert_has_expected_record_evals(\n      fitted_model = out[[\"booster\"]]\n    )\n\n    # (verbose = 0) should be only WARN-level LightGBM logs\n    out <- .train_for_verbosity_test(\n      train_function = lgb.train\n      , verbose_kwarg = verbose_keyword_arg\n      , verbose_param = 0L\n    )\n    .assert_has_expected_logs(\n      log_txt = out[[\"logs\"]]\n      , lgb_info = FALSE\n      , lgb_warn = TRUE\n      , early_stopping = FALSE\n      , valid_eval_msg = FALSE\n    )\n    .assert_has_expected_record_evals(\n      fitted_model = out[[\"booster\"]]\n    )\n\n    # (verbose > 0) should be INFO- and WARN-level LightGBM logs, and record eval messages\n    out <- .train_for_verbosity_test(\n      train_function = lgb.train\n      , verbose_kwarg = verbose_keyword_arg\n      , verbose_param = 1L\n    )\n    .assert_has_expected_logs(\n      log_txt = out[[\"logs\"]]\n      , lgb_info = TRUE\n      , lgb_warn = TRUE\n      , early_stopping = TRUE\n      , valid_eval_msg = TRUE\n    )\n    .assert_has_expected_record_evals(\n      fitted_model = out[[\"booster\"]]\n    )\n  }\n\n  # if verbosity isn't specified in `params`, changing keyword argument `verbose` should\n  # alter what messages are printed\n\n  # (verbose = -1) should not be any logs, should be record evals\n  out <- .train_for_verbosity_test(\n    train_function = lgb.train\n    , verbose_kwarg = -1L\n    , verbose_param = NULL\n  )\n  .assert_has_expected_logs(\n    log_txt = out[[\"logs\"]]\n    , lgb_info = FALSE\n    , lgb_warn = FALSE\n    , early_stopping = FALSE\n    , valid_eval_msg = FALSE\n  )\n  .assert_has_expected_record_evals(\n    fitted_model = out[[\"booster\"]]\n  )\n\n  # (verbose = 0) should be only WARN-level LightGBM logs\n  out <- .train_for_verbosity_test(\n    train_function = lgb.train\n    , verbose_kwarg = 0L\n    , verbose_param = NULL\n  )\n  .assert_has_expected_logs(\n    log_txt = out[[\"logs\"]]\n    , lgb_info = FALSE\n    , lgb_warn = TRUE\n    , early_stopping = FALSE\n    , valid_eval_msg = FALSE\n  )\n  .assert_has_expected_record_evals(\n    fitted_model = out[[\"booster\"]]\n  )\n\n  # (verbose > 0) should be INFO- and WARN-level LightGBM logs, and record eval messages\n  out <- .train_for_verbosity_test(\n    train_function = lgb.train\n    , verbose_kwarg = 1L\n    , verbose_param = NULL\n  )\n  .assert_has_expected_logs(\n    log_txt = out[[\"logs\"]]\n    , lgb_info = TRUE\n    , lgb_warn = TRUE\n    , early_stopping = TRUE\n    , valid_eval_msg = TRUE\n  )\n  .assert_has_expected_record_evals(\n    fitted_model = out[[\"booster\"]]\n  )\n})\n\ntest_that(\"lightgbm() only prints eval metrics when expected to\", {\n\n  # regardless of value passed to keyword argument 'verbose', value in params\n  # should take precedence\n  for (verbose_keyword_arg in c(-5L, -1L, 0L, 1L, 5L)) {\n\n    # (verbose = -1) should not be any logs, train should not be in valids\n    out <- .train_for_verbosity_test(\n      train_function = lightgbm\n      , verbose_kwarg = verbose_keyword_arg\n      , verbose_param = -1L\n    )\n    .assert_has_expected_logs(\n      log_txt = out[[\"logs\"]]\n      , lgb_info = FALSE\n      , lgb_warn = FALSE\n      , early_stopping = FALSE\n      , valid_eval_msg = FALSE\n    )\n    .assert_has_expected_record_evals(\n      fitted_model = out[[\"booster\"]]\n    )\n\n    # (verbose = 0) should be only WARN-level LightGBM logs, train should not be in valids\n    out <- .train_for_verbosity_test(\n      train_function = lightgbm\n      , verbose_kwarg = verbose_keyword_arg\n      , verbose_param = 0L\n    )\n    .assert_has_expected_logs(\n      log_txt = out[[\"logs\"]]\n      , lgb_info = FALSE\n      , lgb_warn = TRUE\n      , early_stopping = FALSE\n      , valid_eval_msg = FALSE\n    )\n    .assert_has_expected_record_evals(\n      fitted_model = out[[\"booster\"]]\n    )\n\n    # (verbose > 0) should be INFO- and WARN-level LightGBM logs, and record eval messages, and\n    #               train should be in valids\n    out <- .train_for_verbosity_test(\n      train_function = lightgbm\n      , verbose_kwarg = verbose_keyword_arg\n      , verbose_param = 1L\n    )\n    .assert_has_expected_logs(\n      log_txt = out[[\"logs\"]]\n      , lgb_info = TRUE\n      , lgb_warn = TRUE\n      , early_stopping = TRUE\n      , valid_eval_msg = TRUE\n    )\n    .assert_has_expected_record_evals(\n      fitted_model = out[[\"booster\"]]\n    )\n  }\n\n  # if verbosity isn't specified in `params`, changing keyword argument `verbose` should\n  # alter what messages are printed\n\n  # (verbose = -1) should not be any logs, train should not be in valids\n  out <- .train_for_verbosity_test(\n    train_function = lightgbm\n    , verbose_kwarg = -1L\n    , verbose_param = NULL\n  )\n  .assert_has_expected_logs(\n    log_txt = out[[\"logs\"]]\n    , lgb_info = FALSE\n    , lgb_warn = FALSE\n    , early_stopping = FALSE\n    , valid_eval_msg = FALSE\n  )\n  .assert_has_expected_record_evals(\n    fitted_model = out[[\"booster\"]]\n  )\n\n  # (verbose = 0) should be only WARN-level LightGBM logs, train should not be in valids\n  out <- .train_for_verbosity_test(\n    train_function = lightgbm\n    , verbose_kwarg = 0L\n    , verbose_param = NULL\n  )\n  .assert_has_expected_logs(\n    log_txt = out[[\"logs\"]]\n    , lgb_info = FALSE\n    , lgb_warn = TRUE\n    , early_stopping = FALSE\n    , valid_eval_msg = FALSE\n  )\n  .assert_has_expected_record_evals(\n    fitted_model = out[[\"booster\"]]\n  )\n\n  # (verbose > 0) should be INFO- and WARN-level LightGBM logs, and record eval messages, and\n  #               train should be in valids\n  out <- .train_for_verbosity_test(\n    train_function = lightgbm\n    , verbose_kwarg = 1L\n    , verbose_param = NULL\n  )\n  .assert_has_expected_logs(\n    log_txt = out[[\"logs\"]]\n    , lgb_info = TRUE\n    , lgb_warn = TRUE\n    , early_stopping = TRUE\n    , valid_eval_msg = TRUE\n  )\n  .assert_has_expected_record_evals(\n    fitted_model = out[[\"booster\"]]\n  )\n})\n\ntest_that(\"lgb.cv() only prints eval metrics when expected to\", {\n\n  # regardless of value passed to keyword argument 'verbose', value in params\n  # should take precedence\n  for (verbose_keyword_arg in c(-5L, -1L, 0L, 1L, 5L)) {\n\n    # (verbose = -1) should not be any logs, should be record evals\n    out <- .train_for_verbosity_test(\n      verbose_kwarg = verbose_keyword_arg\n      , verbose_param = -1L\n      , train_function = lgb.cv\n    )\n    .assert_has_expected_logs(\n      log_txt = out[[\"logs\"]]\n      , lgb_info = FALSE\n      , lgb_warn = FALSE\n      , early_stopping = FALSE\n      , valid_eval_msg = FALSE\n    )\n    .assert_has_expected_record_evals(\n      fitted_model = out[[\"booster\"]]\n    )\n\n    # (verbose = 0) should be only WARN-level LightGBM logs\n    out <- .train_for_verbosity_test(\n      verbose_kwarg = verbose_keyword_arg\n      , verbose_param = 0L\n      , train_function = lgb.cv\n    )\n    .assert_has_expected_logs(\n      log_txt = out[[\"logs\"]]\n      , lgb_info = FALSE\n      , lgb_warn = TRUE\n      , early_stopping = FALSE\n      , valid_eval_msg = FALSE\n    )\n    .assert_has_expected_record_evals(\n      fitted_model = out[[\"booster\"]]\n    )\n\n    # (verbose > 0) should be INFO- and WARN-level LightGBM logs, and record eval messages\n    out <- .train_for_verbosity_test(\n      verbose_kwarg = verbose_keyword_arg\n      , verbose_param = 1L\n      , train_function = lgb.cv\n    )\n    .assert_has_expected_logs(\n      log_txt = out[[\"logs\"]]\n      , lgb_info = TRUE\n      , lgb_warn = TRUE\n      , early_stopping = TRUE\n      , valid_eval_msg = TRUE\n    )\n    .assert_has_expected_record_evals(\n      fitted_model = out[[\"booster\"]]\n    )\n  }\n\n  # if verbosity isn't specified in `params`, changing keyword argument `verbose` should\n  # alter what messages are printed\n\n  # (verbose = -1) should not be any logs, should be record evals\n  out <- .train_for_verbosity_test(\n    verbose_kwarg = verbose_keyword_arg\n    , verbose_param = -1L\n    , train_function = lgb.cv\n  )\n  .assert_has_expected_logs(\n    log_txt = out[[\"logs\"]]\n    , lgb_info = FALSE\n    , lgb_warn = FALSE\n    , early_stopping = FALSE\n    , valid_eval_msg = FALSE\n  )\n  .assert_has_expected_record_evals(\n    fitted_model = out[[\"booster\"]]\n  )\n\n  # (verbose = 0) should be only WARN-level LightGBM logs\n  out <- .train_for_verbosity_test(\n    verbose_kwarg = verbose_keyword_arg\n    , verbose_param = 0L\n    , train_function = lgb.cv\n  )\n  .assert_has_expected_logs(\n    log_txt = out[[\"logs\"]]\n    , lgb_info = FALSE\n    , lgb_warn = TRUE\n    , early_stopping = FALSE\n    , valid_eval_msg = FALSE\n  )\n  .assert_has_expected_record_evals(\n    fitted_model = out[[\"booster\"]]\n  )\n\n  # (verbose > 0) should be INFO- and WARN-level LightGBM logs, and record eval messages\n  out <- .train_for_verbosity_test(\n    verbose_kwarg = verbose_keyword_arg\n    , verbose_param = 1L\n    , train_function = lgb.cv\n  )\n  .assert_has_expected_logs(\n    log_txt = out[[\"logs\"]]\n    , lgb_info = TRUE\n    , lgb_warn = TRUE\n    , early_stopping = TRUE\n    , valid_eval_msg = TRUE\n  )\n  .assert_has_expected_record_evals(\n    fitted_model = out[[\"booster\"]]\n  )\n})\n\ntest_that(\"lightgbm() changes objective='auto' appropriately\", {\n  # Regression\n  data(\"mtcars\")\n  y <- mtcars$mpg\n  x <- as.matrix(mtcars[, -1L])\n  model <- lightgbm(x, y, objective = \"auto\", verbose = .LGB_VERBOSITY, nrounds = 5L, num_threads = .LGB_MAX_THREADS)\n  expect_equal(model$params$objective, \"regression\")\n  model_txt_lines <- strsplit(\n    x = model$save_model_to_string()\n    , split = \"\\n\"\n    , fixed = TRUE\n  )[[1L]]\n  expect_true(any(grepl(\"objective=regression\", model_txt_lines, fixed = TRUE)))\n  expect_false(any(grepl(\"objective=regression_l1\", model_txt_lines, fixed = TRUE)))\n\n  # Binary classification\n  x <- train$data\n  y <- factor(train$label)\n  model <- lightgbm(x, y, objective = \"auto\", verbose = .LGB_VERBOSITY, nrounds = 5L, num_threads = .LGB_MAX_THREADS)\n  expect_equal(model$params$objective, \"binary\")\n  model_txt_lines <- strsplit(\n    x = model$save_model_to_string()\n    , split = \"\\n\"\n    , fixed = TRUE\n  )[[1L]]\n  expect_true(any(grepl(\"objective=binary\", model_txt_lines, fixed = TRUE)))\n\n  # Multi-class classification\n  data(\"iris\")\n  y <- factor(iris$Species)\n  x <- as.matrix(iris[, -5L])\n  model <- lightgbm(x, y, objective = \"auto\", verbose = .LGB_VERBOSITY, nrounds = 5L, num_threads = .LGB_MAX_THREADS)\n  expect_equal(model$params$objective, \"multiclass\")\n  expect_equal(model$params$num_class, 3L)\n  model_txt_lines <- strsplit(\n    x = model$save_model_to_string()\n    , split = \"\\n\"\n    , fixed = TRUE\n  )[[1L]]\n  expect_true(any(grepl(\"objective=multiclass\", model_txt_lines, fixed = TRUE)))\n})\n\ntest_that(\"lightgbm() determines number of classes for non-default multiclass objectives\", {\n  data(\"iris\")\n  y <- factor(iris$Species)\n  x <- as.matrix(iris[, -5L])\n  model <- lightgbm(\n    x\n    , y\n    , objective = \"multiclassova\"\n    , verbose = .LGB_VERBOSITY\n    , nrounds = 5L\n    , num_threads = .LGB_MAX_THREADS\n  )\n  expect_equal(model$params$objective, \"multiclassova\")\n  expect_equal(model$params$num_class, 3L)\n  model_txt_lines <- strsplit(\n    x = model$save_model_to_string()\n    , split = \"\\n\"\n    , fixed = TRUE\n  )[[1L]]\n  expect_true(any(grepl(\"objective=multiclassova\", model_txt_lines, fixed = TRUE)))\n})\n\ntest_that(\"lightgbm() doesn't accept binary classification with non-binary factors\", {\n  data(\"iris\")\n  y <- factor(iris$Species)\n  x <- as.matrix(iris[, -5L])\n  expect_error({\n    lightgbm(x, y, objective = \"binary\", verbose = .LGB_VERBOSITY, nrounds = 5L, num_threads = .LGB_MAX_THREADS)\n  }, regexp = \"Factors with >2 levels as labels only allowed for multi-class objectives\")\n})\n\ntest_that(\"lightgbm() doesn't accept multi-class classification with binary factors\", {\n  data(\"iris\")\n  y <- as.character(iris$Species)\n  y[y == \"setosa\"] <- \"versicolor\"\n  y <- factor(y)\n  x <- as.matrix(iris[, -5L])\n  expect_error({\n    lightgbm(x, y, objective = \"multiclass\", verbose = .LGB_VERBOSITY, nrounds = 5L, num_threads = .LGB_MAX_THREADS)\n  }, regexp = \"Two-level factors as labels only allowed for objective='binary'\")\n})\n\ntest_that(\"lightgbm() model predictions retain factor levels for multiclass classification\", {\n  data(\"iris\")\n  y <- factor(iris$Species)\n  x <- as.matrix(iris[, -5L])\n  model <- lightgbm(x, y, objective = \"auto\", verbose = .LGB_VERBOSITY, nrounds = 5L, num_threads = .LGB_MAX_THREADS)\n\n  pred <- predict(model, x, type = \"class\")\n  expect_true(is.factor(pred))\n  expect_equal(levels(pred), levels(y))\n\n  pred <- predict(model, x, type = \"response\")\n  expect_equal(colnames(pred), levels(y))\n\n  pred <- predict(model, x, type = \"raw\")\n  expect_equal(colnames(pred), levels(y))\n})\n\ntest_that(\"lightgbm() model predictions retain factor levels for binary classification\", {\n  data(\"iris\")\n  y <- as.character(iris$Species)\n  y[y == \"setosa\"] <- \"versicolor\"\n  y <- factor(y)\n  x <- as.matrix(iris[, -5L])\n  model <- lightgbm(x, y, objective = \"auto\", verbose = .LGB_VERBOSITY, nrounds = 5L, num_threads = .LGB_MAX_THREADS)\n\n  pred <- predict(model, x, type = \"class\")\n  expect_true(is.factor(pred))\n  expect_equal(levels(pred), levels(y))\n\n  pred <- predict(model, x, type = \"response\")\n  expect_true(is.vector(pred))\n  expect_true(is.numeric(pred))\n  expect_false(any(pred %in% y))\n\n  pred <- predict(model, x, type = \"raw\")\n  expect_true(is.vector(pred))\n  expect_true(is.numeric(pred))\n  expect_false(any(pred %in% y))\n})\n\ntest_that(\"lightgbm() accepts named categorical_features\", {\n  data(mtcars)\n  y <- mtcars$mpg\n  x <- as.matrix(mtcars[, -1L])\n  model <- lightgbm(\n    x\n    , y\n    , categorical_feature = \"cyl\"\n    , verbose = .LGB_VERBOSITY\n    , nrounds = 5L\n    , num_threads = .LGB_MAX_THREADS\n  )\n  expect_true(length(model$params$categorical_feature) > 0L)\n})\n\ntest_that(\"lightgbm() correctly sets objective when passing lgb.Dataset as input\", {\n  data(mtcars)\n  y <- mtcars$mpg\n  x <- as.matrix(mtcars[, -1L])\n  ds <- lgb.Dataset(x, label = y)\n  model <- lightgbm(\n    ds\n    , objective = \"auto\"\n    , verbose = .LGB_VERBOSITY\n    , nrounds = 5L\n    , num_threads = .LGB_MAX_THREADS\n  )\n  expect_equal(model$params$objective, \"regression\")\n})\n\ntest_that(\"Evaluation metrics aren't printed as a single-element vector\", {\n  log_txt <- capture_output({\n    data(mtcars)\n    y <- mtcars$mpg\n    x <- as.matrix(mtcars[, -1L])\n    cv_result <- lgb.cv(\n        data = lgb.Dataset(x, label = y)\n        , params = list(\n            objective = \"regression\"\n            , metric = \"l2\"\n            , min_data_in_leaf = 5L\n            , max_depth = 3L\n            , num_threads = .LGB_MAX_THREADS\n        )\n        , nrounds = 2L\n        , nfold = 3L\n        , verbose = 1L\n        , eval_train_metric = TRUE\n    )\n  })\n  expect_false(grepl(\"[1] \\\"[1]\", log_txt, fixed = TRUE))\n})\n"
  },
  {
    "path": "R-package/tests/testthat/test_custom_objective.R",
    "content": "data(agaricus.train, package = \"lightgbm\")\ndata(agaricus.test, package = \"lightgbm\")\ndtrain <- lgb.Dataset(agaricus.train$data, label = agaricus.train$label)\ndtest <- lgb.Dataset(agaricus.test$data, label = agaricus.test$label)\nwatchlist <- list(eval = dtest, train = dtrain)\n\nlogregobj <- function(preds, dtrain) {\n  labels <- get_field(dtrain, \"label\")\n  preds <- 1.0 / (1.0 + exp(-preds))\n  grad <- preds - labels\n  hess <- preds * (1.0 - preds)\n  return(list(grad = grad, hess = hess))\n}\n\n# User-defined evaluation function returns a pair (metric_name, result, higher_better)\n# NOTE: when you do customized loss function, the default prediction value is margin\n# This may make built-in evaluation metric calculate wrong results\n# Keep this in mind when you use the customization, and maybe you need write customized evaluation function\nevalerror <- function(preds, dtrain) {\n  labels <- get_field(dtrain, \"label\")\n  preds <- 1.0 / (1.0 + exp(-preds))\n  err <- as.numeric(sum(labels != (preds > 0.5))) / length(labels)\n  return(list(\n    name = \"error\"\n    , value = err\n    , higher_better = FALSE\n  ))\n}\n\nparam <- list(\n  num_leaves = 8L\n  , learning_rate = 1.0\n  , objective = logregobj\n  , metric = \"auc\"\n  , verbose = .LGB_VERBOSITY\n  , num_threads = .LGB_MAX_THREADS\n)\nnum_round <- 10L\n\ntest_that(\"custom objective works\", {\n  bst <- lgb.train(param, dtrain, num_round, watchlist, eval = evalerror)\n  expect_false(is.null(bst$record_evals))\n})\n\ntest_that(\"using a custom objective, custom eval, and no other metrics works\", {\n  set.seed(708L)\n  bst <- lgb.train(\n    params = list(\n      num_leaves = 8L\n      , learning_rate = 1.0\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = dtrain\n    , nrounds = 4L\n    , valids = watchlist\n    , obj = logregobj\n    , eval = evalerror\n  )\n  expect_false(is.null(bst$record_evals))\n  expect_equal(bst$best_iter, 4L)\n  expect_true(abs(bst$best_score - 0.000621) < .LGB_NUMERIC_TOLERANCE)\n\n  eval_results <- bst$eval_valid(feval = evalerror)[[1L]]\n  expect_true(eval_results[[\"data_name\"]] == \"eval\")\n  expect_true(abs(eval_results[[\"value\"]] - 0.0006207325) < .LGB_NUMERIC_TOLERANCE)\n  expect_true(eval_results[[\"name\"]] == \"error\")\n  expect_false(eval_results[[\"higher_better\"]])\n})\n\ntest_that(\"using a custom objective that returns wrong shape grad or hess raises an informative error\", {\n  bad_grad <- function(preds, dtrain) {\n    return(list(grad = numeric(0L), hess = rep(1.0, length(preds))))\n  }\n  bad_hess <- function(preds, dtrain) {\n    return(list(grad = rep(1.0, length(preds)), hess = numeric(0L)))\n  }\n  params <- list(num_leaves = 3L, verbose = .LGB_VERBOSITY)\n  expect_error({\n    lgb.train(params = params, data = dtrain, obj = bad_grad)\n  }, sprintf(\"Expected custom objective function to return grad with length %d, got 0.\", nrow(dtrain)))\n  expect_error({\n    lgb.train(params = params, data = dtrain, obj = bad_hess)\n  }, sprintf(\"Expected custom objective function to return hess with length %d, got 0.\", nrow(dtrain)))\n})\n"
  },
  {
    "path": "R-package/tests/testthat/test_dataset.R",
    "content": "data(agaricus.train, package = \"lightgbm\")\ntrain_data <- agaricus.train$data[seq_len(1000L), ]\ntrain_label <- agaricus.train$label[seq_len(1000L)]\n\ndata(agaricus.test, package = \"lightgbm\")\ntest_data <- agaricus.test$data[1L:100L, ]\ntest_label <- agaricus.test$label[1L:100L]\n\ntest_that(\"lgb.Dataset: basic construction, saving, loading\", {\n  # from sparse matrix\n  dtest1 <- lgb.Dataset(\n    test_data\n    , label = test_label\n    , params = list(\n      verbose = .LGB_VERBOSITY\n    )\n  )\n  # from dense matrix\n  dtest2 <- lgb.Dataset(as.matrix(test_data), label = test_label)\n  expect_equal(get_field(dtest1, \"label\"), get_field(dtest2, \"label\"))\n\n  # save to a local file\n  tmp_file <- tempfile(\"lgb.Dataset_\")\n  lgb.Dataset.save(dtest1, tmp_file)\n  # read from a local file\n  dtest3 <- lgb.Dataset(\n    tmp_file\n    , params = list(\n      verbose = .LGB_VERBOSITY\n    )\n  )\n  lgb.Dataset.construct(dtest3)\n  unlink(tmp_file)\n  expect_equal(get_field(dtest1, \"label\"), get_field(dtest3, \"label\"))\n})\n\ntest_that(\"lgb.Dataset: get_field & set_field\", {\n  dtest <- lgb.Dataset(test_data)\n  dtest$construct()\n\n  set_field(dtest, \"label\", test_label)\n  labels <- get_field(dtest, \"label\")\n  expect_equal(test_label, get_field(dtest, \"label\"))\n\n  expect_true(length(get_field(dtest, \"weight\")) == 0L)\n  expect_true(length(get_field(dtest, \"init_score\")) == 0L)\n\n  # any other label should error\n  expect_error(\n    set_field(dtest, \"asdf\", test_label)\n    , regexp = \"Dataset$set_field(): field_name must be one of the following: 'label', 'weight', 'init_score', 'group'\"  # nolint: line_length.\n    , fixed = TRUE\n  )\n})\n\ntest_that(\"lgb.Dataset: slice, dim\", {\n  dtest <- lgb.Dataset(test_data, label = test_label)\n  lgb.Dataset.construct(dtest)\n  expect_equal(dim(dtest), dim(test_data))\n  dsub1 <- lgb.slice.Dataset(dtest, seq_len(42L))\n  lgb.Dataset.construct(dsub1)\n  expect_equal(nrow(dsub1), 42L)\n  expect_equal(ncol(dsub1), ncol(test_data))\n})\n\ntest_that(\"Dataset$set_reference() on a constructed Dataset fails if raw data has been freed\", {\n  dtrain <- lgb.Dataset(train_data, label = train_label)\n  dtrain$construct()\n  dtest <- lgb.Dataset(test_data, label = test_label)\n  dtest$construct()\n  expect_error({\n    dtest$set_reference(dtrain)\n  }, regexp = \"cannot set reference after freeing raw data\")\n})\n\ntest_that(\"Dataset$set_reference() fails if reference is not a Dataset\", {\n  dtrain <- lgb.Dataset(\n    train_data\n    , label = train_label\n    , free_raw_data = FALSE\n  )\n  expect_error({\n    dtrain$set_reference(reference = data.frame(x = rnorm(10L)))\n  }, regexp = \"Can only use lgb.Dataset as a reference\")\n\n  # passing NULL when the Dataset already has a reference raises an error\n  dtest <- lgb.Dataset(\n    test_data\n    , label = test_label\n    , free_raw_data = FALSE\n  )\n  dtrain$set_reference(dtest)\n  expect_error({\n    dtrain$set_reference(reference = NULL)\n  }, regexp = \"Can only use lgb.Dataset as a reference\")\n})\n\ntest_that(\"Dataset$set_reference() setting reference to the same Dataset has no side effects\", {\n  dtrain <- lgb.Dataset(\n    train_data\n    , label = train_label\n    , free_raw_data = FALSE\n    , categorical_feature = c(2L, 3L)\n  )\n  dtrain$construct()\n\n  cat_features_before <- dtrain$.__enclos_env__$private$categorical_feature\n  colnames_before <- dtrain$get_colnames()\n  predictor_before <- dtrain$.__enclos_env__$private$predictor\n\n  dtrain$set_reference(dtrain)\n  expect_identical(\n    cat_features_before\n    , dtrain$.__enclos_env__$private$categorical_feature\n  )\n  expect_identical(\n    colnames_before\n    , dtrain$get_colnames()\n  )\n  expect_identical(\n    predictor_before\n    , dtrain$.__enclos_env__$private$predictor\n  )\n})\n\ntest_that(\"Dataset$set_reference() updates categorical_feature, colnames, and predictor\", {\n  dtrain <- lgb.Dataset(\n    train_data\n    , label = train_label\n    , free_raw_data = FALSE\n    , categorical_feature = c(2L, 3L)\n  )\n  dtrain$construct()\n  bst <- Booster$new(\n    train_set = dtrain\n    , params = list(verbose = -1L, num_threads = .LGB_MAX_THREADS)\n  )\n  dtrain$.__enclos_env__$private$predictor <- bst$to_predictor()\n\n  test_original_feature_names <- paste0(\"feature_col_\", seq_len(ncol(test_data)))\n  dtest <- lgb.Dataset(\n    test_data\n    , label = test_label\n    , free_raw_data = FALSE\n    , colnames = test_original_feature_names\n  )\n  dtest$construct()\n\n  # at this point, dtest should not have categorical_feature\n  expect_null(dtest$.__enclos_env__$private$predictor)\n  expect_null(dtest$.__enclos_env__$private$categorical_feature)\n  expect_identical(\n    dtest$get_colnames()\n    , test_original_feature_names\n  )\n\n  dtest$set_reference(dtrain)\n\n  # after setting reference to dtrain, those attributes should have dtrain's values\n  expect_true(methods::is(\n    dtest$.__enclos_env__$private$predictor\n    , \"lgb.Predictor\"\n  ))\n  expect_identical(\n    dtest$.__enclos_env__$private$predictor$.__enclos_env__$private$handle\n    , dtrain$.__enclos_env__$private$predictor$.__enclos_env__$private$handle\n  )\n  expect_identical(\n    dtest$.__enclos_env__$private$categorical_feature\n    , dtrain$.__enclos_env__$private$categorical_feature\n  )\n  expect_identical(\n    dtest$get_colnames()\n    , dtrain$get_colnames()\n  )\n  expect_false(\n    identical(dtest$get_colnames(), test_original_feature_names)\n  )\n})\n\ntest_that(\"lgb.Dataset: colnames\", {\n  dtest <- lgb.Dataset(test_data, label = test_label)\n  expect_equal(colnames(dtest), colnames(test_data))\n  lgb.Dataset.construct(dtest)\n  expect_equal(colnames(dtest), colnames(test_data))\n  expect_error({\n    colnames(dtest) <- \"asdf\"\n  }, regexp = \"can't assign '1' colnames to an lgb.Dataset with '126' columns\")\n  new_names <- make.names(seq_len(ncol(test_data)))\n  expect_silent({\n    colnames(dtest) <- new_names\n  })\n  expect_equal(colnames(dtest), new_names)\n})\n\ntest_that(\"lgb.Dataset: nrow is correct for a very sparse matrix\", {\n  nr <- 1000L\n  x <- Matrix::rsparsematrix(nr, 100L, density = 0.0005)\n  # we want it very sparse, so that last rows are empty\n  expect_lt(max(x@i), nr)\n  dtest <- lgb.Dataset(x)\n  expect_equal(dim(dtest), dim(x))\n})\n\ntest_that(\"lgb.Dataset: Dataset should be able to construct from matrix and return non-null handle\", {\n  rawData <- matrix(runif(1000L), ncol = 10L)\n  ref_handle <- NULL\n  handle <- .Call(\n    LGBM_DatasetCreateFromMat_R\n    , rawData\n    , nrow(rawData)\n    , ncol(rawData)\n    , lightgbm:::.params2str(params = list())\n    , ref_handle\n  )\n  expect_true(methods::is(handle, \"externalptr\"))\n  expect_false(is.null(handle))\n  .Call(LGBM_DatasetFree_R, handle)\n  handle <- NULL\n})\n\ntest_that(\"cpp errors should be raised as proper R errors\", {\n  testthat::skip_if(\n    Sys.getenv(\"COMPILER\", \"\") == \"MSVC\"\n    , message = \"Skipping on Visual Studio\"\n  )\n  data(agaricus.train, package = \"lightgbm\")\n  train <- agaricus.train\n  dtrain <- lgb.Dataset(\n    train$data\n    , label = train$label\n    , init_score = seq_len(10L)\n  )\n  expect_error({\n    capture.output({\n      dtrain$construct()\n    }, type = \"message\")\n  }, regexp = \"Initial score size doesn't match data size\")\n})\n\ntest_that(\"lgb.Dataset$set_field() should convert 'group' to integer\", {\n  ds <- lgb.Dataset(\n    data = matrix(rnorm(100L), nrow = 50L, ncol = 2L)\n    , label = sample(c(0L, 1L), size = 50L, replace = TRUE)\n  )\n  ds$construct()\n  current_group <- ds$get_field(\"group\")\n  expect_null(current_group)\n  group_as_numeric <- rep(25.0, 2L)\n  ds$set_field(\"group\", group_as_numeric)\n  expect_identical(ds$get_field(\"group\"), as.integer(group_as_numeric))\n})\n\ntest_that(\"lgb.Dataset should throw an error if 'reference' is provided but of the wrong format\", {\n  data(agaricus.test, package = \"lightgbm\")\n  test_data <- agaricus.test$data[1L:100L, ]\n  test_label <- agaricus.test$label[1L:100L]\n  # Try to trick lgb.Dataset() into accepting bad input\n  expect_error({\n    dtest <- lgb.Dataset(\n      data = test_data\n      , label = test_label\n      , reference = data.frame(x = seq_len(10L), y = seq_len(10L))\n    )\n  }, regexp = \"reference must be a\")\n})\n\ntest_that(\"Dataset$new() should throw an error if 'predictor' is provided but of the wrong format\", {\n  data(agaricus.test, package = \"lightgbm\")\n  test_data <- agaricus.test$data[1L:100L, ]\n  test_label <- agaricus.test$label[1L:100L]\n  expect_error({\n    dtest <- Dataset$new(\n      data = test_data\n      , label = test_label\n      , predictor = data.frame(x = seq_len(10L), y = seq_len(10L))\n    )\n  }, regexp = \"predictor must be a\", fixed = TRUE)\n})\n\ntest_that(\"Dataset$get_params() successfully returns parameters if you passed them\", {\n  # note that this list uses one \"main\" parameter (feature_pre_filter) and one that\n  # is an alias (is_sparse), to check that aliases are handled correctly\n  params <- list(\n    \"feature_pre_filter\" = TRUE\n    , \"is_sparse\" = FALSE\n  )\n  ds <- lgb.Dataset(\n    test_data\n    , label = test_label\n    , params = params\n  )\n  returned_params <- ds$get_params()\n  expect_identical(class(returned_params), \"list\")\n  expect_identical(length(params), length(returned_params))\n  expect_identical(sort(names(params)), sort(names(returned_params)))\n  for (param_name in names(params)) {\n    expect_identical(params[[param_name]], returned_params[[param_name]])\n  }\n})\n\ntest_that(\"Dataset$get_params() ignores irrelevant parameters\", {\n  params <- list(\n    \"feature_pre_filter\" = TRUE\n    , \"is_sparse\" = FALSE\n    , \"nonsense_parameter\" = c(1.0, 2.0, 5.0)\n  )\n  ds <- lgb.Dataset(\n    test_data\n    , label = test_label\n    , params = params\n  )\n  returned_params <- ds$get_params()\n  expect_false(\"nonsense_parameter\" %in% names(returned_params))\n})\n\ntest_that(\"Dataset$update_parameters() does nothing for empty inputs\", {\n  ds <- lgb.Dataset(\n    test_data\n    , label = test_label\n  )\n  initial_params <- ds$get_params()\n  expect_identical(initial_params, list())\n\n  # update_params() should return \"self\" so it can be chained\n  res <- ds$update_params(\n    params = list()\n  )\n  expect_true(.is_Dataset(res))\n\n  new_params <- ds$get_params()\n  expect_identical(new_params, initial_params)\n})\n\ntest_that(\"Dataset$update_params() works correctly for recognized Dataset parameters\", {\n  ds <- lgb.Dataset(\n    test_data\n    , label = test_label\n  )\n  initial_params <- ds$get_params()\n  expect_identical(initial_params, list())\n\n  new_params <- list(\n    \"data_random_seed\" = 708L\n    , \"enable_bundle\" = FALSE\n  )\n  res <- ds$update_params(\n    params = new_params\n  )\n  expect_true(.is_Dataset(res))\n\n  updated_params <- ds$get_params()\n  for (param_name in names(new_params)) {\n    expect_identical(new_params[[param_name]], updated_params[[param_name]])\n  }\n})\n\ntest_that(\"Dataset's finalizer should not fail on an already-finalized Dataset\", {\n  dtest <- lgb.Dataset(\n    data = test_data\n    , label = test_label\n  )\n  expect_true(.is_null_handle(dtest$.__enclos_env__$private$handle))\n\n  dtest$construct()\n  expect_false(.is_null_handle(dtest$.__enclos_env__$private$handle))\n\n  dtest$.__enclos_env__$private$finalize()\n  expect_true(.is_null_handle(dtest$.__enclos_env__$private$handle))\n\n  # calling finalize() a second time shouldn't cause any issues\n  dtest$.__enclos_env__$private$finalize()\n  expect_true(.is_null_handle(dtest$.__enclos_env__$private$handle))\n})\n\ntest_that(\"lgb.Dataset: should be able to run lgb.train() immediately after using lgb.Dataset() on a file\", {\n  dtest <- lgb.Dataset(\n    data = test_data\n    , label = test_label\n    , params = list(\n      verbose = .LGB_VERBOSITY\n    )\n  )\n  tmp_file <- tempfile(pattern = \"lgb.Dataset_\")\n  lgb.Dataset.save(\n    dataset = dtest\n    , fname = tmp_file\n  )\n\n  # read from a local file\n  dtest_read_in <- lgb.Dataset(data = tmp_file)\n\n  param <- list(\n    objective = \"binary\"\n    , metric = \"binary_logloss\"\n    , num_leaves = 5L\n    , learning_rate = 1.0\n    , verbose = .LGB_VERBOSITY\n    , num_threads = .LGB_MAX_THREADS\n  )\n\n  # should be able to train right away\n  bst <- lgb.train(\n    params = param\n    , data = dtest_read_in\n  )\n\n  expect_true(.is_Booster(x = bst))\n})\n\ntest_that(\"lgb.Dataset: should be able to run lgb.cv() immediately after using lgb.Dataset() on a file\", {\n  dtest <- lgb.Dataset(\n    data = test_data\n    , label = test_label\n    , params = list(\n      verbosity = .LGB_VERBOSITY\n    )\n  )\n  tmp_file <- tempfile(pattern = \"lgb.Dataset_\")\n  lgb.Dataset.save(\n    dataset = dtest\n    , fname = tmp_file\n  )\n\n  # read from a local file\n  dtest_read_in <- lgb.Dataset(data = tmp_file)\n\n  param <- list(\n    objective = \"binary\"\n    , metric = \"binary_logloss\"\n    , num_leaves = 5L\n    , learning_rate = 1.0\n    , num_iterations = 5L\n    , verbosity = .LGB_VERBOSITY\n    , num_threads = .LGB_MAX_THREADS\n  )\n\n  # should be able to train right away\n  bst <- lgb.cv(\n    params = param\n    , data = dtest_read_in\n  )\n\n  expect_true(methods::is(bst, \"lgb.CVBooster\"))\n})\n\ntest_that(\"lgb.Dataset: should be able to be used in lgb.cv() when constructed with categorical feature indices\", {\n  data(\"mtcars\")\n  y <- mtcars$mpg\n  x <- as.matrix(mtcars[, -1L])\n  categorical_feature <- which(names(mtcars) %in% c(\"cyl\", \"vs\", \"am\", \"gear\", \"carb\")) - 1L\n  dtrain <- lgb.Dataset(\n    data = x\n    , label = y\n    , categorical_feature = categorical_feature\n    , free_raw_data = TRUE\n    , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n  # constructing the Dataset frees the raw data\n  dtrain$construct()\n  params <- list(\n    objective = \"regression\"\n    , num_leaves = 2L\n    , verbose = .LGB_VERBOSITY\n    , num_threads = .LGB_MAX_THREADS\n  )\n  # cv should reuse the same categorical features without checking the indices\n  bst <- lgb.cv(params = params, data = dtrain, stratified = FALSE, nrounds = 1L)\n  expect_equal(\n    unlist(bst$boosters[[1L]]$booster$params$categorical_feature)\n    , categorical_feature - 1L  # 0-based\n  )\n})\n\n\ntest_that(\"lgb.Dataset: should be able to use and retrieve long feature names\", {\n  # set one feature to a value longer than the default buffer size used\n  # in LGBM_DatasetGetFeatureNames_R\n  feature_names <- names(iris)\n  long_name <- strrep(\"a\", 1000L)\n  feature_names[1L] <- long_name\n  names(iris) <- feature_names\n  # check that feature name survived the trip from R to C++ and back\n  dtrain <- lgb.Dataset(\n    data = as.matrix(iris[, -5L])\n    , label = as.numeric(iris$Species) - 1L\n  )\n  dtrain$construct()\n  col_names <- dtrain$get_colnames()\n  expect_equal(col_names[1L], long_name)\n  expect_equal(nchar(col_names[1L]), 1000L)\n})\n\ntest_that(\"lgb.Dataset: should be able to create a Dataset from a text file with a header\", {\n  train_file <- tempfile(pattern = \"train_\", fileext = \".csv\")\n  write.table(\n    data.frame(y = rnorm(100L), x1 = rnorm(100L), x2 = rnorm(100L))\n    , file = train_file\n    , sep = \",\"\n    , col.names = TRUE\n    , row.names = FALSE\n    , quote = FALSE\n  )\n\n  dtrain <- lgb.Dataset(\n    data = train_file\n    , params = list(\n      header = TRUE\n      , verbosity = .LGB_VERBOSITY\n    )\n  )\n  dtrain$construct()\n  expect_identical(dtrain$get_colnames(), c(\"x1\", \"x2\"))\n  expect_identical(dtrain$get_params(), list(header = TRUE))\n  expect_identical(dtrain$dim(), c(100L, 2L))\n})\n\ntest_that(\"lgb.Dataset: should be able to create a Dataset from a text file without a header\", {\n  train_file <- tempfile(pattern = \"train_\", fileext = \".csv\")\n  write.table(\n    data.frame(y = rnorm(100L), x1 = rnorm(100L), x2 = rnorm(100L))\n    , file = train_file\n    , sep = \",\"\n    , col.names = FALSE\n    , row.names = FALSE\n    , quote = FALSE\n  )\n\n  dtrain <- lgb.Dataset(\n    data = train_file\n    , params = list(\n      header = FALSE\n      , verbosity = .LGB_VERBOSITY\n    )\n  )\n  dtrain$construct()\n  expect_identical(dtrain$get_colnames(), c(\"Column_0\", \"Column_1\"))\n  expect_identical(dtrain$get_params(), list(header = FALSE))\n  expect_identical(dtrain$dim(), c(100L, 2L))\n})\n\ntest_that(\"Dataset: method calls on a Dataset with a null handle should raise an informative error and not segfault\", {\n  data(agaricus.train, package = \"lightgbm\")\n  train <- agaricus.train\n  dtrain <- lgb.Dataset(train$data, label = train$label)\n  dtrain$construct()\n  dvalid <- dtrain$create_valid(\n    data = train$data[seq_len(100L), ]\n    , label = train$label[seq_len(100L)]\n  )\n  dvalid$construct()\n  tmp_file <- tempfile(fileext = \".rds\")\n  saveRDS(dtrain, tmp_file)\n  rm(dtrain)\n  dtrain <- readRDS(tmp_file)\n  expect_error({\n    dtrain$construct()\n  }, regexp = \"Attempting to create a Dataset without any raw data\")\n  expect_error({\n    dtrain$dim()\n  }, regexp = \"cannot get dimensions before dataset has been constructed\")\n  expect_error({\n    dtrain$get_colnames()\n  }, regexp = \"cannot get column names before dataset has been constructed\")\n  expect_error({\n    dtrain$get_feature_num_bin(1L)\n  }, regexp = \"Cannot get number of bins in feature before constructing Dataset.\")\n  expect_error({\n    dtrain$save_binary(fname = tempfile(fileext = \".bin\"))\n  }, regexp = \"Attempting to create a Dataset without any raw data\")\n  expect_error({\n    dtrain$set_categorical_feature(categorical_feature = 1L)\n  }, regexp = \"cannot set categorical feature after freeing raw data\")\n  expect_error({\n    dtrain$set_reference(reference = dvalid)\n  }, regexp = \"cannot set reference after freeing raw data\")\n\n  tmp_valid_file <- tempfile(fileext = \".rds\")\n  saveRDS(dvalid, tmp_valid_file)\n  rm(dvalid)\n  dvalid <- readRDS(tmp_valid_file)\n  dtrain <- lgb.Dataset(\n    train$data\n    , label = train$label\n    , free_raw_data = FALSE\n  )\n  dtrain$construct()\n  expect_error({\n    dtrain$set_reference(reference = dvalid)\n  }, regexp = \"cannot get column names before dataset has been constructed\")\n})\n\ntest_that(\"lgb.Dataset$get_feature_num_bin() works\", {\n  raw_df <- data.frame(\n    all_random = runif(100L)\n    , two_vals = rep(c(1.0, 2.0), 50L)\n    , three_vals = c(rep(c(0.0, 1.0, 2.0), 33L), 0.0)\n    , two_vals_plus_missing = c(rep(c(1.0, 2.0), 49L), NA_real_, NA_real_)\n    , all_zero = rep(0.0, 100L)\n    , categorical = sample.int(2L, 100L, replace = TRUE)\n  )\n  n_features <- ncol(raw_df)\n  raw_mat <- data.matrix(raw_df)\n  min_data_in_bin <- 2L\n  ds <- lgb.Dataset(\n    raw_mat\n    , params = list(min_data_in_bin = min_data_in_bin)\n    , categorical_feature = n_features\n  )\n  ds$construct()\n  expected_num_bins <- c(\n    100L %/% min_data_in_bin + 1L  # extra bin for zero\n    , 3L  # 0, 1, 2\n    , 3L  # 0, 1, 2\n    , 4L  # 0, 1, 2 + NA\n    , 0L  # unused\n    , 3L  # 1, 2 + NA\n  )\n  actual_num_bins <- sapply(1L:n_features, ds$get_feature_num_bin)\n  expect_identical(actual_num_bins, expected_num_bins)\n  # test using defined feature names\n  bins_by_name <- sapply(colnames(raw_mat), ds$get_feature_num_bin)\n  expect_identical(unname(bins_by_name), expected_num_bins)\n  # test using default feature names\n  no_names_mat <- raw_mat\n  colnames(no_names_mat) <- NULL\n  ds_no_names <- lgb.Dataset(\n    no_names_mat\n    , params = list(min_data_in_bin = min_data_in_bin)\n    , categorical_feature = n_features\n  )\n  ds_no_names$construct()\n  default_names <- lapply(\n    X = seq(1L, ncol(raw_mat))\n    , FUN = function(i) {\n      sprintf(\"Column_%d\", i - 1L)\n    }\n  )\n  bins_by_default_name <- sapply(default_names, ds_no_names$get_feature_num_bin)\n  expect_identical(bins_by_default_name, expected_num_bins)\n})\n\ntest_that(\"lgb.Dataset can be constructed with categorical features and without colnames\", {\n  # check that dataset can be constructed\n  raw_mat <- matrix(rep(c(0L, 1L), 50L), ncol = 1L)\n  ds <- lgb.Dataset(raw_mat, categorical_feature = 1L)$construct()\n  sparse_mat <- as(raw_mat, \"dgCMatrix\")\n  ds2 <- lgb.Dataset(sparse_mat, categorical_feature = 1L)$construct()\n  # check that the column names are the default ones\n  expect_equal(ds$.__enclos_env__$private$colnames, \"Column_0\")\n  expect_equal(ds2$.__enclos_env__$private$colnames, \"Column_0\")\n  # check for error when index is greater than the number of columns\n  expect_error({\n    lgb.Dataset(raw_mat, categorical_feature = 2L)$construct()\n  }, regexp = \"supplied a too large value in categorical_feature: 2 but only 1 features\")\n})\n\ntest_that(\"lgb.Dataset.slice fails with a categorical feature index greater than the number of features\", {\n  data <- matrix(runif(100L), nrow = 50L, ncol = 2L)\n  ds <- lgb.Dataset(data = data, categorical_feature = 3L)\n  subset <- ds$slice(1L:20L)\n  expect_error({\n    subset$construct()\n  }, regexp = \"supplied a too large value in categorical_feature: 3 but only 2 features\")\n})\n"
  },
  {
    "path": "R-package/tests/testthat/test_learning_to_rank.R",
    "content": "test_that(\"learning-to-rank with lgb.train() works as expected\", {\n    set.seed(708L)\n    data(agaricus.train, package = \"lightgbm\")\n    # just keep a few features,to generate an model with imperfect fit\n    train <- agaricus.train\n    train_data <- train$data[1L:6000L, 1L:20L]\n    dtrain <- lgb.Dataset(\n        train_data\n        , label = train$label[1L:6000L]\n        , group = rep(150L, 40L)\n    )\n    ndcg_at <- \"1,2,3\"\n    eval_names <- paste0(\"ndcg@\", strsplit(ndcg_at, \",\", fixed = TRUE)[[1L]])\n    params <- list(\n        objective = \"lambdarank\"\n        , metric = \"ndcg\"\n        , ndcg_at = ndcg_at\n        , lambdarank_truncation_level = 3L\n        , learning_rate = 0.001\n        , verbose = .LGB_VERBOSITY\n        , num_threads = .LGB_MAX_THREADS\n    )\n    model <- lgb.train(\n        params = params\n        , data = dtrain\n        , nrounds = 10L\n    )\n    expect_true(.is_Booster(model))\n\n    dumped_model <- jsonlite::fromJSON(\n        model$dump_model()\n    )\n    expect_equal(dumped_model[[\"objective\"]], \"lambdarank\")\n    expect_equal(dumped_model[[\"max_feature_idx\"]], ncol(train_data) - 1L)\n\n    # check that evaluation results make sense (0.0 < nDCG < 1.0)\n    eval_results <- model$eval_train()\n    expect_equal(length(eval_results), length(eval_names))\n    for (result in eval_results) {\n        expect_true(result[[\"value\"]] > 0.0)\n        expect_true(result[[\"value\"]] < 1.0)\n        expect_true(result[[\"higher_better\"]])\n        expect_identical(result[[\"data_name\"]], \"training\")\n    }\n    expect_identical(\n        sapply(\n            X = eval_results\n            , FUN = function(x) {\n                x$name\n            }\n        )\n        , eval_names\n    )\n    expect_equal(eval_results[[1L]][[\"value\"]], 0.775)\n    if (!.LGB_ON_32_BIT_WINDOWS) {\n        expect_true(abs(eval_results[[2L]][[\"value\"]] - 0.745986) < .LGB_NUMERIC_TOLERANCE)\n        expect_true(abs(eval_results[[3L]][[\"value\"]] - 0.7351959) < .LGB_NUMERIC_TOLERANCE)\n    }\n})\n\ntest_that(\"learning-to-rank with lgb.cv() works as expected\", {\n    testthat::skip_if(\n        .LGB_ON_32_BIT_WINDOWS\n        , message = \"Skipping on 32-bit Windows\"\n    )\n    set.seed(708L)\n    data(agaricus.train, package = \"lightgbm\")\n    # just keep a few features,to generate an model with imperfect fit\n    train <- agaricus.train\n    train_data <- train$data[1L:6000L, 1L:20L]\n    dtrain <- lgb.Dataset(\n        train_data\n        , label = train$label[1L:6000L]\n        , group = rep(150L, 40L)\n    )\n    ndcg_at <- \"1,2,3\"\n    eval_names <- paste0(\"ndcg@\", strsplit(ndcg_at, \",\", fixed = TRUE)[[1L]])\n    params <- list(\n        objective = \"lambdarank\"\n        , metric = \"ndcg\"\n        , ndcg_at = ndcg_at\n        , lambdarank_truncation_level = 3L\n        , label_gain = \"0,1,3\"\n        , min_data = 1L\n        , learning_rate = 0.01\n        , verbose = .LGB_VERBOSITY\n        , num_threads = .LGB_MAX_THREADS\n    )\n    nfold <- 4L\n    nrounds <- 10L\n    cv_bst <- lgb.cv(\n        params = params\n        , data = dtrain\n        , nrounds = nrounds\n        , nfold = nfold\n    )\n    expect_true(methods::is(cv_bst, \"lgb.CVBooster\"))\n    expect_equal(length(cv_bst$boosters), nfold)\n\n    # \"valid\" should contain results for each metric\n    eval_results <- cv_bst$record_evals[[\"valid\"]]\n    eval_names <- c(\"ndcg@1\", \"ndcg@2\", \"ndcg@3\")\n    expect_identical(names(eval_results), eval_names)\n\n    # check that best score and iter make sense (0.0 < nDCG < 1.0)\n    best_iter <- cv_bst$best_iter\n    best_score <- cv_bst$best_score\n    expect_true(best_iter > 0L)\n    expect_true(best_iter <= nrounds)\n    expect_true(best_score > 0.0)\n    expect_true(best_score < 1.0)\n    expect_true(abs(best_score - 0.75) < .LGB_NUMERIC_TOLERANCE)\n\n    # best_score should be set for the first metric\n    first_metric <- eval_names[[1L]]\n    expect_equal(best_score, eval_results[[first_metric]][[\"eval\"]][[best_iter]])\n\n    for (eval_name in eval_names) {\n        results_for_this_metric <- eval_results[[eval_name]]\n\n        # each set of metrics should have eval and eval_err\n        expect_identical(names(results_for_this_metric), c(\"eval\", \"eval_err\"))\n\n        # there should be one \"eval\" and \"eval_err\" per round\n        expect_equal(length(results_for_this_metric[[\"eval\"]]), nrounds)\n        expect_equal(length(results_for_this_metric[[\"eval_err\"]]), nrounds)\n\n        # check that evaluation results make sense (0.0 < nDCG < 1.0)\n        all_evals <- unlist(results_for_this_metric[[\"eval\"]])\n        expect_true(all(all_evals > 0.0 & all_evals < 1.0))\n    }\n\n    # first and last value of each metric should be as expected\n    ndcg1_values <- c(0.675, 0.725, 0.65, 0.725, 0.75, 0.725, 0.75, 0.725, 0.75, 0.75)\n    expect_true(all(abs(unlist(eval_results[[\"ndcg@1\"]][[\"eval\"]]) - ndcg1_values) < .LGB_NUMERIC_TOLERANCE))\n\n    ndcg2_values <- c(\n        0.6556574, 0.6669721, 0.6306574, 0.6476294, 0.6629581,\n        0.6476294, 0.6629581, 0.6379581, 0.7113147, 0.6823008\n    )\n    expect_true(all(abs(unlist(eval_results[[\"ndcg@2\"]][[\"eval\"]]) - ndcg2_values) < .LGB_NUMERIC_TOLERANCE))\n\n    ndcg3_values <- c(\n        0.6484639, 0.6571238, 0.6469279, 0.6540516, 0.6481857,\n        0.6481857, 0.6481857, 0.6466496, 0.7027939, 0.6629898\n    )\n    expect_true(all(abs(unlist(eval_results[[\"ndcg@3\"]][[\"eval\"]]) - ndcg3_values) < .LGB_NUMERIC_TOLERANCE))\n\n    # check details of each booster\n    for (bst in cv_bst$boosters) {\n        dumped_model <- jsonlite::fromJSON(\n            bst$booster$dump_model()\n        )\n        expect_equal(dumped_model[[\"objective\"]], \"lambdarank\")\n        expect_equal(dumped_model[[\"max_feature_idx\"]], ncol(train_data) - 1L)\n    }\n})\n"
  },
  {
    "path": "R-package/tests/testthat/test_lgb.Booster.R",
    "content": "test_that(\"Booster's finalizer should not fail\", {\n    X <- as.matrix(as.integer(iris[, \"Species\"]), ncol = 1L)\n    y <- iris[[\"Sepal.Length\"]]\n    dtrain <- lgb.Dataset(X, label = y)\n    bst <- lgb.train(\n        data = dtrain\n        , params = list(\n            objective = \"regression\"\n            , num_threads = .LGB_MAX_THREADS\n        )\n        , verbose = .LGB_VERBOSITY\n        , nrounds = 3L\n    )\n    expect_true(.is_Booster(bst))\n\n    expect_false(.is_null_handle(bst$.__enclos_env__$private$handle))\n\n    bst$.__enclos_env__$private$finalize()\n    expect_true(.is_null_handle(bst$.__enclos_env__$private$handle))\n\n    # calling finalize() a second time shouldn't cause any issues\n    bst$.__enclos_env__$private$finalize()\n    expect_true(.is_null_handle(bst$.__enclos_env__$private$handle))\n})\n\ntest_that(\"lgb.get.eval.result() should throw an informative error if booster is not an lgb.Booster\", {\n    bad_inputs <- list(\n        matrix(1.0:10.0, 2L, 5L)\n        , TRUE\n        , c(\"a\", \"b\")\n        , NA\n        , 10L\n        , lgb.Dataset(\n            data = matrix(1.0:10.0, 2L, 5L)\n            , params = list()\n        )\n    )\n    for (bad_input in bad_inputs) {\n        expect_error({\n            lgb.get.eval.result(\n                booster = bad_input\n                , data_name = \"test\"\n                , eval_name = \"l2\"\n            )\n        }, regexp = \"Can only use\", fixed = TRUE)\n    }\n})\n\ntest_that(\"lgb.get.eval.result() should throw an informative error for incorrect data_name\", {\n    data(agaricus.train, package = \"lightgbm\")\n    data(agaricus.test, package = \"lightgbm\")\n    dtrain <- lgb.Dataset(\n        agaricus.train$data\n        , label = agaricus.train$label\n    )\n    model <- lgb.train(\n        params = list(\n            objective = \"regression\"\n            , metric = \"l2\"\n            , min_data = 1L\n            , learning_rate = 1.0\n            , verbose = .LGB_VERBOSITY\n            , num_threads = .LGB_MAX_THREADS\n        )\n        , data = dtrain\n        , nrounds = 5L\n        , valids = list(\n            \"test\" = lgb.Dataset.create.valid(\n                dtrain\n                , agaricus.test$data\n                , label = agaricus.test$label\n            )\n        )\n    )\n    expect_error({\n        eval_results <- lgb.get.eval.result(\n            booster = model\n            , data_name = \"testing\"\n            , eval_name = \"l2\"\n        )\n    }, regexp = \"Only the following datasets exist in record evals: [test]\", fixed = TRUE)\n})\n\ntest_that(\"lgb.get.eval.result() should throw an informative error for incorrect eval_name\", {\n    data(agaricus.train, package = \"lightgbm\")\n    data(agaricus.test, package = \"lightgbm\")\n    dtrain <- lgb.Dataset(\n        agaricus.train$data\n        , label = agaricus.train$label\n    )\n    model <- lgb.train(\n        params = list(\n            objective = \"regression\"\n            , metric = \"l2\"\n            , min_data = 1L\n            , learning_rate = 1.0\n            , verbose = .LGB_VERBOSITY\n        )\n        , data = dtrain\n        , nrounds = 5L\n        , valids = list(\n            \"test\" = lgb.Dataset.create.valid(\n                dtrain\n                , agaricus.test$data\n                , label = agaricus.test$label\n            )\n        )\n    )\n    expect_error({\n        eval_results <- lgb.get.eval.result(\n            booster = model\n            , data_name = \"test\"\n            , eval_name = \"l1\"\n        )\n    }, regexp = \"Only the following eval_names exist for dataset.*\\\\: \\\\[l2\\\\]\", fixed = FALSE)\n})\n\ntest_that(\"lgb.load() gives the expected error messages given different incorrect inputs\", {\n    set.seed(708L)\n    data(agaricus.train, package = \"lightgbm\")\n    data(agaricus.test, package = \"lightgbm\")\n    train <- agaricus.train\n    test <- agaricus.test\n    bst <- lightgbm(\n        data = as.matrix(train$data)\n        , label = train$label\n        , params = list(\n            objective = \"binary\"\n            , num_leaves = 4L\n            , learning_rate = 1.0\n            , verbose = .LGB_VERBOSITY\n        )\n        , nrounds = 2L\n    )\n\n    # you have to give model_str or filename\n    expect_error({\n        lgb.load()\n    }, regexp = \"either filename or model_str must be given\")\n    expect_error({\n        lgb.load(filename = NULL, model_str = NULL)\n    }, regexp = \"either filename or model_str must be given\")\n\n    # if given, filename should be a string that points to an existing file\n    model_file <- tempfile(fileext = \".model\")\n    expect_error({\n        lgb.load(filename = list(model_file))\n    }, regexp = \"filename should be character\")\n    file_to_check <- paste0(\"a.model\")\n    while (file.exists(file_to_check)) {\n        file_to_check <- paste0(\"a\", file_to_check)\n    }\n    expect_error({\n        lgb.load(filename = file_to_check)\n    }, regexp = \"passed to filename does not exist\")\n\n    # if given, model_str should be a string\n    expect_error({\n        lgb.load(model_str = c(4.0, 5.0, 6.0))\n    }, regexp = \"lgb.load: model_str should be a character/raw vector\")\n\n})\n\ntest_that(\"Loading a Booster from a text file works\", {\n    set.seed(708L)\n    data(agaricus.train, package = \"lightgbm\")\n    data(agaricus.test, package = \"lightgbm\")\n    train <- agaricus.train\n    test <- agaricus.test\n    params <- list(\n        num_leaves = 4L\n        , boosting = \"rf\"\n        , bagging_fraction = 0.8\n        , bagging_freq = 1L\n        , boost_from_average = FALSE\n        , categorical_feature = c(1L, 2L)\n        , interaction_constraints = list(1L:2L, 3L, 4L:ncol(train$data))\n        , feature_contri = rep(0.5, ncol(train$data))\n        , metric = c(\"mape\", \"average_precision\")\n        , learning_rate = 1.0\n        , objective = \"binary\"\n        , verbosity = .LGB_VERBOSITY\n        , num_threads = .LGB_MAX_THREADS\n    )\n    bst <- lightgbm(\n        data = as.matrix(train$data)\n        , label = train$label\n        , params = params\n        , nrounds = 2L\n    )\n    expect_true(.is_Booster(bst))\n\n    pred <- predict(bst, test$data)\n    model_file <- tempfile(fileext = \".model\")\n    lgb.save(bst, model_file)\n\n    # finalize the booster and destroy it so you know we aren't cheating\n    bst$.__enclos_env__$private$finalize()\n    expect_null(bst$.__enclos_env__$private$handle)\n    rm(bst)\n\n    bst2 <- lgb.load(\n        filename = model_file\n    )\n    pred2 <- predict(bst2, test$data)\n    expect_identical(pred, pred2)\n\n    # check that the parameters are loaded correctly\n    expect_equal(bst2$params[names(params)], params)\n})\n\ntest_that(\"boosters with linear models at leaves can be written to text file and re-loaded successfully\", {\n    X <- matrix(rnorm(100L), ncol = 1L)\n    labels <- 2L * X + runif(nrow(X), 0L, 0.1)\n    dtrain <- lgb.Dataset(\n        data = X\n        , label = labels\n    )\n\n    params <- list(\n        objective = \"regression\"\n        , verbose = -1L\n        , metric = \"mse\"\n        , seed = 0L\n        , num_leaves = 2L\n        , num_threads = .LGB_MAX_THREADS\n    )\n\n    bst <- lgb.train(\n        data = dtrain\n        , nrounds = 10L\n        , params = params\n        , verbose = .LGB_VERBOSITY\n    )\n    expect_true(.is_Booster(bst))\n\n    # save predictions, then write the model to a file and destroy it in R\n    preds <- predict(bst, X)\n    model_file <- tempfile(fileext = \".model\")\n    lgb.save(bst, model_file)\n    bst$.__enclos_env__$private$finalize()\n    expect_null(bst$.__enclos_env__$private$handle)\n    rm(bst)\n\n    # load the booster and make predictions...should be the same\n    bst2 <- lgb.load(\n        filename = model_file\n    )\n    preds2 <- predict(bst2, X)\n    expect_identical(preds, preds2)\n})\n\n\ntest_that(\"Loading a Booster from a string works\", {\n    set.seed(708L)\n    data(agaricus.train, package = \"lightgbm\")\n    data(agaricus.test, package = \"lightgbm\")\n    train <- agaricus.train\n    test <- agaricus.test\n    bst <- lightgbm(\n        data = as.matrix(train$data)\n        , label = train$label\n        , params = list(\n            num_leaves = 4L\n            , learning_rate = 1.0\n            , objective = \"binary\"\n            , verbose = .LGB_VERBOSITY\n            , num_threads = .LGB_MAX_THREADS\n        )\n        , nrounds = 2L\n    )\n    expect_true(.is_Booster(bst))\n\n    pred <- predict(bst, test$data)\n    model_string <- bst$save_model_to_string()\n\n    # finalize the booster and destroy it so you know we aren't cheating\n    bst$.__enclos_env__$private$finalize()\n    expect_null(bst$.__enclos_env__$private$handle)\n    rm(bst)\n\n    bst2 <- lgb.load(\n        model_str = model_string\n    )\n    pred2 <- predict(bst2, test$data)\n    expect_identical(pred, pred2)\n})\n\ntest_that(\"Saving a large model to string should work\", {\n    set.seed(708L)\n    data(agaricus.train, package = \"lightgbm\")\n    train <- agaricus.train\n    bst <- lightgbm(\n        data = as.matrix(train$data)\n        , label = train$label\n        , params = list(\n            num_leaves = 100L\n            , learning_rate = 0.01\n            , objective = \"binary\"\n            , num_threads = .LGB_MAX_THREADS\n        )\n        , nrounds = 500L\n        , verbose = .LGB_VERBOSITY\n    )\n\n    pred <- predict(bst, train$data)\n    pred_leaf_indx <- predict(bst, train$data, type = \"leaf\")\n    pred_raw_score <- predict(bst, train$data, type = \"raw\")\n    model_string <- bst$save_model_to_string()\n\n    # make sure this test is still producing a model bigger than the default\n    # buffer size used in LGBM_BoosterSaveModelToString_R\n    expect_gt(nchar(model_string), 1024L * 1024L)\n\n    # finalize the booster and destroy it so you know we aren't cheating\n    bst$.__enclos_env__$private$finalize()\n    expect_null(bst$.__enclos_env__$private$handle)\n    rm(bst)\n\n    # make sure a new model can be created from this string, and that it\n    # produces expected results\n    bst2 <- lgb.load(\n        model_str = model_string\n    )\n    pred2 <- predict(bst2, train$data)\n    pred2_leaf_indx <- predict(bst2, train$data, type = \"leaf\")\n    pred2_raw_score <- predict(bst2, train$data, type = \"raw\")\n    expect_identical(pred, pred2)\n    expect_identical(pred_leaf_indx, pred2_leaf_indx)\n    expect_identical(pred_raw_score, pred2_raw_score)\n})\n\ntest_that(\"Saving a large model to JSON should work\", {\n    set.seed(708L)\n    data(agaricus.train, package = \"lightgbm\")\n    train <- agaricus.train\n    bst <- lightgbm(\n        data = as.matrix(train$data)\n        , label = train$label\n        , params = list(\n            num_leaves = 100L\n            , learning_rate = 0.01\n            , objective = \"binary\"\n            , num_threads = .LGB_MAX_THREADS\n        )\n        , nrounds = 200L\n        , verbose = .LGB_VERBOSITY\n    )\n\n    model_json <- bst$dump_model()\n\n    # make sure this test is still producing a model bigger than the default\n    # buffer size used in LGBM_BoosterDumpModel_R\n    expect_gt(nchar(model_json), 1024L * 1024L)\n\n    # check that it is valid JSON that looks like a LightGBM model\n    model_list <- jsonlite::fromJSON(model_json)\n    expect_equal(model_list[[\"objective\"]], \"binary sigmoid:1\")\n})\n\ntest_that(\"If a string and a file are both passed to lgb.load() the file is used model_str is totally ignored\", {\n    set.seed(708L)\n    data(agaricus.train, package = \"lightgbm\")\n    data(agaricus.test, package = \"lightgbm\")\n    train <- agaricus.train\n    test <- agaricus.test\n    bst <- lightgbm(\n        data = as.matrix(train$data)\n        , label = train$label\n        , params = list(\n            num_leaves = 4L\n            , learning_rate = 1.0\n            , objective = \"binary\"\n            , verbose = .LGB_VERBOSITY\n            , num_threads = .LGB_MAX_THREADS\n        )\n        , nrounds = 2L\n    )\n    expect_true(.is_Booster(bst))\n\n    pred <- predict(bst, test$data)\n    model_file <- tempfile(fileext = \".model\")\n    lgb.save(bst, model_file)\n\n    # finalize the booster and destroy it so you know we aren't cheating\n    bst$.__enclos_env__$private$finalize()\n    expect_null(bst$.__enclos_env__$private$handle)\n    rm(bst)\n\n    bst2 <- lgb.load(\n        filename = model_file\n        , model_str = 4.0\n    )\n    pred2 <- predict(bst2, test$data)\n    expect_identical(pred, pred2)\n})\n\ntest_that(\"Creating a Booster from a Dataset should work\", {\n    set.seed(708L)\n    data(agaricus.train, package = \"lightgbm\")\n    data(agaricus.test, package = \"lightgbm\")\n    dtrain <- lgb.Dataset(\n        agaricus.train$data\n        , label = agaricus.train$label\n    )\n    bst <- Booster$new(\n        params = list(\n            objective = \"binary\"\n            , verbose = .LGB_VERBOSITY\n            , num_threads = .LGB_MAX_THREADS\n        ),\n        train_set = dtrain\n    )\n    expect_true(.is_Booster(bst))\n    expect_equal(bst$current_iter(), 0L)\n    expect_true(is.na(bst$best_score))\n    expect_true(all(bst$predict(agaricus.train$data) == 0.5))\n})\n\ntest_that(\"Creating a Booster from a Dataset with an existing predictor should work\", {\n    set.seed(708L)\n    data(agaricus.train, package = \"lightgbm\")\n    nrounds <- 2L\n    bst <- lightgbm(\n        data = as.matrix(agaricus.train$data)\n        , label = agaricus.train$label\n        , params = list(\n            num_leaves = 4L\n            , learning_rate = 1.0\n            , objective = \"binary\"\n            , verbose = .LGB_VERBOSITY\n            , num_threads = .LGB_MAX_THREADS\n        )\n        , nrounds = nrounds\n    )\n    data(agaricus.test, package = \"lightgbm\")\n    dtest <- Dataset$new(\n        data = agaricus.test$data\n        , label = agaricus.test$label\n        , predictor = bst$to_predictor()\n    )\n    bst_from_ds <- Booster$new(\n        train_set = dtest\n        , params = list(\n            verbose = .LGB_VERBOSITY\n            , num_threads = .LGB_MAX_THREADS\n        )\n    )\n    expect_true(.is_Booster(bst))\n    expect_equal(bst$current_iter(), nrounds)\n    expect_equal(bst$eval_train()[[1L]][[\"value\"]], 0.1115352)\n    expect_true(.is_Booster(bst_from_ds))\n    expect_equal(bst_from_ds$current_iter(), nrounds)\n    expect_equal(bst_from_ds$eval_train()[[1L]][[\"value\"]], 5.65704892)\n    dumped_model <- jsonlite::fromJSON(bst$dump_model())\n})\n\ntest_that(\"Booster$eval() should work on a Dataset stored in a binary file\", {\n    set.seed(708L)\n    data(agaricus.train, package = \"lightgbm\")\n    train <- agaricus.train\n    dtrain <- lgb.Dataset(train$data, label = train$label)\n\n    bst <- lgb.train(\n        params = list(\n            objective = \"regression\"\n            , metric = \"l2\"\n            , num_leaves = 4L\n            , verbose = .LGB_VERBOSITY\n            , num_threads = .LGB_MAX_THREADS\n        )\n        , data = dtrain\n        , nrounds = 2L\n    )\n\n    data(agaricus.test, package = \"lightgbm\")\n    test <- agaricus.test\n    dtest <- lgb.Dataset.create.valid(\n        dataset = dtrain\n        , data = test$data\n        , label = test$label\n    )\n    dtest$construct()\n\n    eval_in_mem <- bst$eval(\n        data = dtest\n        , name = \"test\"\n    )\n\n    test_file <- tempfile(pattern = \"lgb.Dataset_\")\n    lgb.Dataset.save(\n        dataset = dtest\n        , fname = test_file\n    )\n    rm(dtest)\n\n    eval_from_file <- bst$eval(\n        data = lgb.Dataset(\n            data = test_file\n            , params = list(verbose = .LGB_VERBOSITY, num_threads = .LGB_MAX_THREADS)\n        )$construct()\n        , name = \"test\"\n    )\n\n    expect_true(abs(eval_in_mem[[1L]][[\"value\"]] - 0.1744423) < .LGB_NUMERIC_TOLERANCE)\n    # refer to https://github.com/lightgbm-org/LightGBM/issues/4680\n    if (isTRUE(.LGB_ON_WINDOWS)) {\n      expect_equal(eval_in_mem, eval_from_file)\n    } else {\n      expect_identical(eval_in_mem, eval_from_file)\n    }\n})\n\ntest_that(\"Booster$rollback_one_iter() should work as expected\", {\n    set.seed(708L)\n    data(agaricus.train, package = \"lightgbm\")\n    data(agaricus.test, package = \"lightgbm\")\n    train <- agaricus.train\n    test <- agaricus.test\n    nrounds <- 5L\n    bst <- lightgbm(\n        data = as.matrix(train$data)\n        , label = train$label\n        , params = list(\n            num_leaves = 4L\n            , learning_rate = 1.0\n            , objective = \"binary\"\n            , verbose = .LGB_VERBOSITY\n            , num_threads = .LGB_MAX_THREADS\n        )\n        , nrounds = nrounds\n    )\n    expect_equal(bst$current_iter(), nrounds)\n    expect_true(.is_Booster(bst))\n    logloss <- bst$eval_train()[[1L]][[\"value\"]]\n    expect_equal(logloss, 0.01904786)\n\n    x <- bst$rollback_one_iter()\n\n    # rollback_one_iter() should return a booster and modify the original\n    # booster in place\n    expect_true(.is_Booster(x))\n    expect_equal(bst$current_iter(), nrounds - 1L)\n\n    # score should now come from the model as of 4 iterations\n    logloss <- bst$eval_train()[[1L]][[\"value\"]]\n    expect_equal(logloss, 0.027915146)\n})\n\ntest_that(\"Booster$update() passing a train_set works as expected\", {\n    set.seed(708L)\n    data(agaricus.train, package = \"lightgbm\")\n    nrounds <- 2L\n\n    # train with 2 rounds and then update\n    bst <- lightgbm(\n        data = as.matrix(agaricus.train$data)\n        , label = agaricus.train$label\n        , params = list(\n            num_leaves = 4L\n            , learning_rate = 1.0\n            , objective = \"binary\"\n            , verbose = .LGB_VERBOSITY\n            , num_threads = .LGB_MAX_THREADS\n        )\n        , nrounds = nrounds\n    )\n    expect_true(.is_Booster(bst))\n    expect_equal(bst$current_iter(), nrounds)\n    bst$update(\n        train_set = Dataset$new(\n            data = agaricus.train$data\n            , label = agaricus.train$label\n            , params = list(verbose = .LGB_VERBOSITY)\n        )\n    )\n    expect_true(.is_Booster(bst))\n    expect_equal(bst$current_iter(), nrounds + 1L)\n\n    # train with 3 rounds directly\n    bst2 <- lightgbm(\n        data = as.matrix(agaricus.train$data)\n        , label = agaricus.train$label\n        , params = list(\n            num_leaves = 4L\n            , learning_rate = 1.0\n            , objective = \"binary\"\n            , verbose = .LGB_VERBOSITY\n            , num_threads = .LGB_MAX_THREADS\n        )\n        , nrounds = nrounds +  1L\n    )\n    expect_true(.is_Booster(bst2))\n    expect_equal(bst2$current_iter(), nrounds +  1L)\n\n    # model with 2 rounds + 1 update should be identical to 3 rounds\n    expect_equal(bst2$eval_train()[[1L]][[\"value\"]], 0.04806585)\n    expect_equal(bst$eval_train()[[1L]][[\"value\"]], bst2$eval_train()[[1L]][[\"value\"]])\n})\n\ntest_that(\"Booster$update() throws an informative error if you provide a non-Dataset to update()\", {\n    set.seed(708L)\n    data(agaricus.train, package = \"lightgbm\")\n    nrounds <- 2L\n\n    # train with 2 rounds and then update\n    bst <- lightgbm(\n        data = as.matrix(agaricus.train$data)\n        , label = agaricus.train$label\n        , params = list(\n            num_leaves = 4L\n            , learning_rate = 1.0\n            , objective = \"binary\"\n            , verbose = .LGB_VERBOSITY\n            , num_threads = .LGB_MAX_THREADS\n        )\n        , nrounds = nrounds\n    )\n    expect_error({\n        bst$update(\n            train_set = data.frame(x = rnorm(10L))\n        )\n    }, regexp = \"lgb.Booster.update: Only can use lgb.Dataset\", fixed = TRUE)\n})\n\ntest_that(\"Booster$num_trees_per_iter() works as expected\", {\n  set.seed(708L)\n\n  X <- data.matrix(iris[2L:4L])\n  y_reg <- iris[, 1L]\n  y_binary <- as.integer(y_reg > median(y_reg))\n  y_class <- as.integer(iris[, 5L]) - 1L\n  num_class <- 3L\n\n  nrounds <- 10L\n\n  # Regression and binary probabilistic classification (1 iteration = 1 tree)\n  fit_reg <- lgb.train(\n    params = list(\n      objective = \"mse\"\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = lgb.Dataset(X, label = y_reg)\n    , nrounds = nrounds\n  )\n\n  fit_binary <- lgb.train(\n    params = list(\n      objective = \"binary\"\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = lgb.Dataset(X, label = y_binary)\n    , nrounds = nrounds\n  )\n\n  # Multiclass probabilistic classification (1 iteration = num_class trees)\n  fit_class <- lgb.train(\n    params = list(\n      objective = \"multiclass\"\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n      , num_class = num_class\n    )\n    , data = lgb.Dataset(X, label = y_class)\n    , nrounds = nrounds\n  )\n\n  expect_equal(fit_reg$num_trees_per_iter(), 1L)\n  expect_equal(fit_binary$num_trees_per_iter(), 1L)\n  expect_equal(fit_class$num_trees_per_iter(), num_class)\n})\n\ntest_that(\"Booster$num_trees() and $num_iter() works (no early stopping)\", {\n  set.seed(708L)\n\n  X <- data.matrix(iris[2L:4L])\n  y_reg <- iris[, 1L]\n  y_binary <- as.integer(y_reg > median(y_reg))\n  y_class <- as.integer(iris[, 5L]) - 1L\n  num_class <- 3L\n  nrounds <- 10L\n\n  # Regression and binary probabilistic classification (1 iteration = 1 tree)\n  fit_reg <- lgb.train(\n    params = list(\n      objective = \"mse\"\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = lgb.Dataset(X, label = y_reg)\n    , nrounds = nrounds\n  )\n\n  fit_binary <- lgb.train(\n    params = list(\n      objective = \"binary\"\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = lgb.Dataset(X, label = y_binary)\n    , nrounds = nrounds\n  )\n\n  # Multiclass probabilistic classification (1 iteration = num_class trees)\n  fit_class <- lgb.train(\n    params = list(\n      objective = \"multiclass\"\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n      , num_class = num_class\n    )\n    , data = lgb.Dataset(X, label = y_class)\n    , nrounds = nrounds\n  )\n\n  expect_equal(fit_reg$num_trees(), nrounds)\n  expect_equal(fit_binary$num_trees(), nrounds)\n  expect_equal(fit_class$num_trees(), num_class * nrounds)\n\n  expect_equal(fit_reg$num_iter(), nrounds)\n  expect_equal(fit_binary$num_iter(), nrounds)\n  expect_equal(fit_class$num_iter(), nrounds)\n})\n\ntest_that(\"Booster$num_trees() and $num_iter() work (with early stopping)\", {\n  set.seed(708L)\n\n  X <- data.matrix(iris[2L:4L])\n  y_reg <- iris[, 1L]\n  y_binary <- as.integer(y_reg > median(y_reg))\n  y_class <- as.integer(iris[, 5L]) - 1L\n  train_ix <- c(1L:40L, 51L:90L, 101L:140L)\n  X_train <- X[train_ix, ]\n  X_valid <- X[-train_ix, ]\n\n  num_class <- 3L\n  nrounds <- 1000L\n  early_stopping <- 2L\n\n  # Regression and binary probabilistic classification (1 iteration = 1 tree)\n  fit_reg <- lgb.train(\n    params = list(\n      objective = \"mse\"\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = lgb.Dataset(X_train, label = y_reg[train_ix])\n    , valids = list(valid = lgb.Dataset(X_valid, label = y_reg[-train_ix]))\n    , nrounds = nrounds\n    , early_stopping_round = early_stopping\n  )\n\n  fit_binary <- lgb.train(\n    params = list(\n      objective = \"binary\"\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n    )\n    , data = lgb.Dataset(X_train, label = y_binary[train_ix])\n    , valids = list(valid = lgb.Dataset(X_valid, label = y_binary[-train_ix]))\n    , nrounds = nrounds\n    , early_stopping_round = early_stopping\n  )\n\n  # Multiclass probabilistic classification (1 iteration = num_class trees)\n  fit_class <- lgb.train(\n    params = list(\n      objective = \"multiclass\"\n      , verbose = .LGB_VERBOSITY\n      , num_threads = .LGB_MAX_THREADS\n      , num_class = num_class\n    )\n    , data = lgb.Dataset(X_train, label = y_class[train_ix])\n    , valids = list(valid = lgb.Dataset(X_valid, label = y_class[-train_ix]))\n    , nrounds = nrounds\n    , early_stopping_round = early_stopping\n  )\n\n  expected_trees_reg <- fit_reg$best_iter + early_stopping\n  expected_trees_binary <- fit_binary$best_iter + early_stopping\n  expected_trees_class <- (fit_class$best_iter + early_stopping) * num_class\n\n  expect_equal(fit_reg$num_trees(), expected_trees_reg)\n  expect_equal(fit_binary$num_trees(), expected_trees_binary)\n  expect_equal(fit_class$num_trees(), expected_trees_class)\n\n  expect_equal(fit_reg$num_iter(), expected_trees_reg)\n  expect_equal(fit_binary$num_iter(), expected_trees_binary)\n  expect_equal(fit_class$num_iter(), expected_trees_class / num_class)\n})\n\ntest_that(\"Booster should store parameters and Booster$reset_parameter() should update them\", {\n    data(agaricus.train, package = \"lightgbm\")\n    dtrain <- lgb.Dataset(\n        agaricus.train$data\n        , label = agaricus.train$label\n    )\n    # testing that this works for some cases that could break it:\n    #    - multiple metrics\n    #    - using \"metric\", \"boosting\", \"num_class\" in params\n    params <- list(\n        objective = \"multiclass\"\n        , max_depth = 4L\n        , bagging_fraction = 0.8\n        , metric = c(\"multi_logloss\", \"multi_error\")\n        , boosting = \"gbdt\"\n        , num_class = 5L\n        , verbose = .LGB_VERBOSITY\n        , num_threads = .LGB_MAX_THREADS\n    )\n    bst <- Booster$new(\n        params = params\n        , train_set = dtrain\n    )\n    expect_identical(bst$params, params)\n\n    params[[\"bagging_fraction\"]] <- 0.9\n    ret_bst <- bst$reset_parameter(params = params)\n    expect_identical(ret_bst$params, params)\n    expect_identical(bst$params, params)\n})\n\ntest_that(\"Booster$params should include dataset params, before and after Booster$reset_parameter()\", {\n    data(agaricus.train, package = \"lightgbm\")\n    dtrain <- lgb.Dataset(\n        agaricus.train$data\n        , label = agaricus.train$label\n        , params = list(\n            max_bin = 17L\n        )\n    )\n    params <- list(\n        objective = \"binary\"\n        , max_depth = 4L\n        , bagging_fraction = 0.8\n        , verbose = .LGB_VERBOSITY\n        , num_threads = .LGB_MAX_THREADS\n    )\n    bst <- Booster$new(\n        params = params\n        , train_set = dtrain\n    )\n    expect_identical(\n        bst$params\n        , list(\n            objective = \"binary\"\n            , max_depth = 4L\n            , bagging_fraction = 0.8\n            , verbose = .LGB_VERBOSITY\n            , num_threads = .LGB_MAX_THREADS\n            , max_bin = 17L\n        )\n    )\n\n    params[[\"bagging_fraction\"]] <- 0.9\n    ret_bst <- bst$reset_parameter(params = params)\n    expected_params <- list(\n        objective = \"binary\"\n        , max_depth = 4L\n        , bagging_fraction = 0.9\n        , verbose = .LGB_VERBOSITY\n        , num_threads = .LGB_MAX_THREADS\n        , max_bin = 17L\n    )\n    expect_identical(ret_bst$params, expected_params)\n    expect_identical(bst$params, expected_params)\n})\n\ntest_that(\"Saving a model with different feature importance types works\", {\n    set.seed(708L)\n    data(agaricus.train, package = \"lightgbm\")\n    train <- agaricus.train\n    bst <- lightgbm(\n        data = as.matrix(train$data)\n        , label = train$label\n        , params = list(\n            num_leaves = 4L\n            , learning_rate = 1.0\n            , objective = \"binary\"\n            , verbose = .LGB_VERBOSITY\n            , num_threads = .LGB_MAX_THREADS\n        )\n        , nrounds = 2L\n    )\n    expect_true(.is_Booster(bst))\n\n    .feat_importance_from_string <- function(model_string) {\n        file_lines <- strsplit(model_string, \"\\n\", fixed = TRUE)[[1L]]\n        start_indx <- which(file_lines == \"feature_importances:\") + 1L\n        blank_line_indices <- which(file_lines == \"\")\n        end_indx <- blank_line_indices[blank_line_indices > start_indx][1L] - 1L\n        importances <- file_lines[start_indx: end_indx]\n        return(importances)\n    }\n\n    GAIN_IMPORTANCE <- 1L\n    model_string <- bst$save_model_to_string(feature_importance_type = GAIN_IMPORTANCE)\n    expect_equal(\n        .feat_importance_from_string(model_string)\n        , c(\n            \"odor=none=4010\"\n            , \"stalk-root=club=1163\"\n            , \"stalk-root=rooted=573\"\n            , \"stalk-surface-above-ring=silky=450\"\n            , \"spore-print-color=green=397\"\n            , \"gill-color=buff=281\"\n        )\n    )\n\n    SPLIT_IMPORTANCE <- 0L\n    model_string <- bst$save_model_to_string(feature_importance_type = SPLIT_IMPORTANCE)\n    expect_equal(\n        .feat_importance_from_string(model_string)\n        , c(\n            \"odor=none=1\"\n            , \"gill-color=buff=1\"\n            , \"stalk-root=club=1\"\n            , \"stalk-root=rooted=1\"\n            , \"stalk-surface-above-ring=silky=1\"\n            , \"spore-print-color=green=1\"\n        )\n    )\n})\n\ntest_that(\"Saving a model with unknown importance type fails\", {\n    set.seed(708L)\n    data(agaricus.train, package = \"lightgbm\")\n    train <- agaricus.train\n    bst <- lightgbm(\n        data = as.matrix(train$data)\n        , label = train$label\n        , params = list(\n            num_leaves = 4L\n            , learning_rate = 1.0\n            , objective = \"binary\"\n            , verbose = .LGB_VERBOSITY\n            , num_threads = .LGB_MAX_THREADS\n        )\n        , nrounds = 2L\n    )\n    expect_true(.is_Booster(bst))\n\n    UNSUPPORTED_IMPORTANCE <- 2L\n    expect_error({\n        capture.output({\n          model_string <- bst$save_model_to_string(\n            feature_importance_type = UNSUPPORTED_IMPORTANCE\n          )\n        }, type = \"message\")\n    }, \"Unknown importance type\")\n})\n\n\n.params_from_model_string <- function(model_str) {\n    file_lines <- strsplit(model_str, \"\\n\", fixed = TRUE)[[1L]]\n    start_indx <- which(file_lines == \"parameters:\") + 1L\n    blank_line_indices <- which(file_lines == \"\")\n    end_indx <- blank_line_indices[blank_line_indices > start_indx][1L] - 1L\n    params <- file_lines[start_indx: end_indx]\n    return(params)\n}\n\ntest_that(\"all parameters are stored correctly with save_model_to_string()\", {\n    dtrain <- lgb.Dataset(\n        data = matrix(rnorm(500L), nrow = 100L)\n        , label = rnorm(100L)\n    )\n    bst <- lgb.train(\n        params = list(\n            objective = \"mape\"\n            , metric = c(\"l2\", \"mae\")\n            , num_threads = .LGB_MAX_THREADS\n            , seed = 708L\n            , data_sample_strategy = \"bagging\"\n            , sub_row = 0.8234\n        )\n        , data = dtrain\n        , nrounds = 3L\n        , verbose = .LGB_VERBOSITY\n    )\n\n    # entries whose values should reflect params passed to lgb.train()\n    non_default_param_entries <- c(\n        \"[objective: mape]\"\n        # 'l1' was passed in with alias 'mae'\n        , \"[metric: l2,l1]\"\n        , \"[data_sample_strategy: bagging]\"\n        , \"[seed: 708]\"\n        # this was passed in with alias 'sub_row'\n        , \"[bagging_fraction: 0.8234]\"\n        , \"[num_iterations: 3]\"\n    )\n\n    # entries with default values of params\n    default_param_entries <- c(\n        \"[boosting: gbdt]\"\n        , \"[tree_learner: serial]\"\n        , \"[device_type: cpu]\"\n        , \"[data: ]\"\n        , \"[valid: ]\"\n        , \"[learning_rate: 0.1]\"\n        , \"[num_leaves: 31]\"\n        , sprintf(\"[num_threads: %i]\", .LGB_MAX_THREADS)\n        , \"[deterministic: 0]\"\n        , \"[histogram_pool_size: -1]\"\n        , \"[max_depth: -1]\"\n        , \"[min_data_in_leaf: 20]\"\n        , \"[min_sum_hessian_in_leaf: 0.001]\"\n        , \"[pos_bagging_fraction: 1]\"\n        , \"[neg_bagging_fraction: 1]\"\n        , \"[bagging_freq: 0]\"\n        , \"[bagging_seed: 15415]\"\n        , \"[feature_fraction: 1]\"\n        , \"[feature_fraction_bynode: 1]\"\n        , \"[feature_fraction_seed: 32671]\"\n        , \"[extra_trees: 0]\"\n        , \"[extra_seed: 6642]\"\n        , \"[early_stopping_round: 0]\"\n        , \"[early_stopping_min_delta: 0]\"\n        , \"[first_metric_only: 0]\"\n        , \"[max_delta_step: 0]\"\n        , \"[lambda_l1: 0]\"\n        , \"[lambda_l2: 0]\"\n        , \"[linear_lambda: 0]\"\n        , \"[min_gain_to_split: 0]\"\n        , \"[drop_rate: 0.1]\"\n        , \"[max_drop: 50]\"\n        , \"[skip_drop: 0.5]\"\n        , \"[xgboost_dart_mode: 0]\"\n        , \"[uniform_drop: 0]\"\n        , \"[drop_seed: 20623]\"\n        , \"[top_rate: 0.2]\"\n        , \"[other_rate: 0.1]\"\n        , \"[min_data_per_group: 100]\"\n        , \"[max_cat_threshold: 32]\"\n        , \"[cat_l2: 10]\"\n        , \"[cat_smooth: 10]\"\n        , \"[max_cat_to_onehot: 4]\"\n        , \"[top_k: 20]\"\n        , \"[monotone_constraints: ]\"\n        , \"[monotone_constraints_method: basic]\"\n        , \"[monotone_penalty: 0]\"\n        , \"[feature_contri: ]\"\n        , \"[forcedsplits_filename: ]\"\n        , \"[force_col_wise: 0]\"\n        , \"[force_row_wise: 0]\"\n        , \"[refit_decay_rate: 0.9]\"\n        , \"[cegb_tradeoff: 1]\"\n        , \"[cegb_penalty_split: 0]\"\n        , \"[cegb_penalty_feature_lazy: ]\"\n        , \"[cegb_penalty_feature_coupled: ]\"\n        , \"[path_smooth: 0]\"\n        , \"[interaction_constraints: ]\"\n        , sprintf(\"[verbosity: %i]\", .LGB_VERBOSITY)\n        , \"[saved_feature_importance_type: 0]\"\n        , \"[use_quantized_grad: 0]\"\n        , \"[num_grad_quant_bins: 4]\"\n        , \"[quant_train_renew_leaf: 0]\"\n        , \"[stochastic_rounding: 1]\"\n        , \"[linear_tree: 0]\"\n        , \"[max_bin: 255]\"\n        , \"[max_bin_by_feature: ]\"\n        , \"[min_data_in_bin: 3]\"\n        , \"[bin_construct_sample_cnt: 200000]\"\n        , \"[data_random_seed: 2350]\"\n        , \"[is_enable_sparse: 1]\"\n        , \"[enable_bundle: 1]\"\n        , \"[use_missing: 1]\"\n        , \"[zero_as_missing: 0]\"\n        , \"[feature_pre_filter: 1]\"\n        , \"[pre_partition: 0]\"\n        , \"[two_round: 0]\"\n        , \"[header: 0]\"\n        , \"[label_column: ]\"\n        , \"[weight_column: ]\"\n        , \"[group_column: ]\"\n        , \"[ignore_column: ]\"\n        , \"[categorical_feature: ]\"\n        , \"[forcedbins_filename: ]\"\n        , \"[precise_float_parser: 0]\"\n        , \"[parser_config_file: ]\"\n        , \"[objective_seed: 4309]\"\n        , \"[num_class: 1]\"\n        , \"[is_unbalance: 0]\"\n        , \"[scale_pos_weight: 1]\"\n        , \"[sigmoid: 1]\"\n        , \"[boost_from_average: 1]\"\n        , \"[reg_sqrt: 0]\"\n        , \"[alpha: 0.9]\"\n        , \"[fair_c: 1]\"\n        , \"[poisson_max_delta_step: 0.7]\"\n        , \"[tweedie_variance_power: 1.5]\"\n        , \"[lambdarank_truncation_level: 30]\"\n        , \"[lambdarank_norm: 1]\"\n        , \"[label_gain: ]\"\n        , \"[lambdarank_position_bias_regularization: 0]\"\n        , \"[eval_at: ]\"\n        , \"[multi_error_top_k: 1]\"\n        , \"[auc_mu_weights: ]\"\n        , \"[num_machines: 1]\"\n        , \"[local_listen_port: 12400]\"\n        , \"[time_out: 120]\"\n        , \"[machine_list_filename: ]\"\n        , \"[machines: ]\"\n        , \"[gpu_platform_id: -1]\"\n        , \"[gpu_device_id: -1]\"\n        , \"[gpu_use_dp: 0]\"\n        , \"[num_gpu: 1]\"\n    )\n    all_param_entries <- c(non_default_param_entries, default_param_entries)\n\n    # parameters should match what was passed from the R-package\n    model_str <- bst$save_model_to_string()\n    params_in_file <- .params_from_model_string(model_str = model_str)\n    .expect_in(all_param_entries, params_in_file)\n\n    # early stopping should be off by default\n    expect_equal(sum(startsWith(params_in_file, \"[early_stopping_round:\")), 1L)\n    expect_equal(sum(params_in_file == \"[early_stopping_round: 0]\"), 1L)\n\n    # since save_model_to_string() is used when serializing with saveRDS(), check that parameters all\n    # roundtrip saveRDS()/loadRDS() successfully\n    rds_file <- tempfile()\n    saveRDS(bst, rds_file)\n    bst_rds <- readRDS(rds_file)\n    model_str <- bst_rds$save_model_to_string()\n    params_in_file <- .params_from_model_string(model_str = model_str)\n    .expect_in(all_param_entries, params_in_file)\n})\n\ntest_that(\"early_stopping, num_iterations are stored correctly in model string even with aliases\", {\n    dtrain <- lgb.Dataset(\n        data = matrix(rnorm(500L), nrow = 100L)\n        , label = rnorm(100L)\n    )\n    dvalid <- lgb.Dataset(\n        data = matrix(rnorm(500L), nrow = 100L)\n        , label = rnorm(100L)\n    )\n\n    # num_iterations values (all different)\n    num_iterations <- 4L\n    num_boost_round <- 2L\n    n_iter <- 3L\n    nrounds_kwarg <- 6L\n\n    # early_stopping_round values (all different)\n    early_stopping_round <- 2L\n    early_stopping_round_kwarg <- 3L\n    n_iter_no_change <- 4L\n\n    params <- list(\n        objective = \"regression\"\n        , metric = \"l2\"\n        , num_boost_round = num_boost_round\n        , num_iterations = num_iterations\n        , n_iter = n_iter\n        , early_stopping_round = early_stopping_round\n        , n_iter_no_change = n_iter_no_change\n        , num_threads = .LGB_MAX_THREADS\n    )\n\n    bst <- lgb.train(\n        params = params\n        , data = dtrain\n        , nrounds = nrounds_kwarg\n        , early_stopping_rounds = early_stopping_round_kwarg\n        , valids = list(\n            \"random_valid\" = dvalid\n        )\n        , verbose = .LGB_VERBOSITY\n    )\n\n    model_str <- bst$save_model_to_string()\n    params_in_file <- .params_from_model_string(model_str = model_str)\n\n    # parameters should match what was passed from the R-package, and the \"main\" (non-alias)\n    # params values in `params` should be preferred to keyword argumentts or aliases\n    expect_equal(sum(startsWith(params_in_file, \"[num_iterations:\")), 1L)\n    expect_equal(sum(params_in_file == sprintf(\"[num_iterations: %s]\", num_iterations)), 1L)\n    expect_equal(sum(startsWith(params_in_file, \"[early_stopping_round:\")), 1L)\n    expect_equal(sum(params_in_file == sprintf(\"[early_stopping_round: %s]\", early_stopping_round)), 1L)\n\n    # none of the aliases shouold have been written to the model file\n    expect_equal(sum(startsWith(params_in_file, \"[num_boost_round:\")), 0L)\n    expect_equal(sum(startsWith(params_in_file, \"[n_iter:\")), 0L)\n    expect_equal(sum(startsWith(params_in_file, \"[n_iter_no_change:\")), 0L)\n\n})\n\ntest_that(\"Booster: method calls Booster with a null handle should raise an informative error and not segfault\", {\n    data(agaricus.train, package = \"lightgbm\")\n    train <- agaricus.train\n    dtrain <- lgb.Dataset(train$data, label = train$label)\n    bst <- lgb.train(\n        params = list(\n            objective = \"regression\"\n            , metric = \"l2\"\n            , num_leaves = 8L\n            , num_threads = .LGB_MAX_THREADS\n        )\n        , data = dtrain\n        , verbose = .LGB_VERBOSITY\n        , nrounds = 5L\n        , valids = list(\n            train = dtrain\n        )\n        , serializable = FALSE\n    )\n    tmp_file <- tempfile(fileext = \".rds\")\n    saveRDS(bst, tmp_file)\n    rm(bst)\n    bst <- readRDS(tmp_file)\n    .expect_booster_error <- function(object) {\n        error_regexp <- \"Attempting to use a Booster which no longer exists\"\n        expect_error(object, regexp = error_regexp)\n    }\n    .expect_booster_error({\n        bst$current_iter()\n    })\n    .expect_booster_error({\n        bst$dump_model()\n    })\n    .expect_booster_error({\n        bst$eval(data = dtrain, name = \"valid\")\n    })\n    .expect_booster_error({\n        bst$eval_train()\n    })\n    .expect_booster_error({\n        bst$lower_bound()\n    })\n    .expect_booster_error({\n        bst$predict(data = train$data[seq_len(5L), ])\n    })\n    .expect_booster_error({\n        bst$reset_parameter(params = list(learning_rate = 0.123))\n    })\n    .expect_booster_error({\n        bst$rollback_one_iter()\n    })\n    .expect_booster_error({\n        bst$save_raw()\n    })\n    .expect_booster_error({\n        bst$save_model(filename = tempfile(fileext = \".model\"))\n    })\n    .expect_booster_error({\n        bst$save_model_to_string()\n    })\n    .expect_booster_error({\n        bst$update()\n    })\n    .expect_booster_error({\n        bst$upper_bound()\n    })\n    predictor <- bst$to_predictor()\n    .expect_booster_error({\n        predictor$current_iter()\n    })\n    .expect_booster_error({\n        predictor$predict(data = train$data[seq_len(5L), ])\n    })\n})\n\ntest_that(\"Booster$new() using a Dataset with a null handle should raise an informative error and not segfault\", {\n    data(agaricus.train, package = \"lightgbm\")\n    train <- agaricus.train\n    dtrain <- lgb.Dataset(train$data, label = train$label)\n    dtrain$construct()\n    tmp_file <- tempfile(fileext = \".bin\")\n    saveRDS(dtrain, tmp_file)\n    rm(dtrain)\n    dtrain <- readRDS(tmp_file)\n    expect_error({\n        bst <- Booster$new(\n            train_set = dtrain\n            , params = list(\n                verbose = .LGB_VERBOSITY\n            )\n        )\n    }, regexp = \"Attempting to create a Dataset without any raw data\")\n})\n\ntest_that(\"Booster$new() raises informative errors for malformed inputs\", {\n  data(agaricus.train, package = \"lightgbm\")\n  train <- agaricus.train\n  dtrain <- lgb.Dataset(train$data, label = train$label)\n\n  # no inputs\n  expect_error({\n    Booster$new()\n  }, regexp = \"lgb.Booster: Need at least either training dataset, model file, or model_str\")\n\n  # unrecognized objective\n  expect_error({\n    capture.output({\n      Booster$new(\n        params = list(objective = \"not_a_real_objective\")\n        , train_set = dtrain\n      )\n    }, type = \"message\")\n  }, regexp = \"Unknown objective type name: not_a_real_objective\")\n\n  # train_set is not a Dataset\n  expect_error({\n    Booster$new(\n      train_set = data.table::data.table(rnorm(1L:10L))\n    )\n  }, regexp = \"lgb.Booster: Can only use lgb.Dataset as training data\")\n\n  # model file isn't a string\n  expect_error({\n    Booster$new(\n      modelfile = list()\n    )\n  }, regexp = \"lgb.Booster: Can only use a string as model file path\")\n\n  # model file doesn't exist\n  expect_error({\n    capture.output({\n      Booster$new(\n        params = list()\n        , modelfile = \"file-that-does-not-exist.model\"\n      )\n    }, type = \"message\")\n  }, regexp = \"Could not open file-that-does-not-exist.model\")\n\n  # model file doesn't contain a valid LightGBM model\n  model_file <- tempfile(fileext = \".model\")\n  writeLines(\n    text = c(\"make\", \"good\", \"predictions\")\n    , con = model_file\n  )\n  expect_error({\n    capture.output({\n      Booster$new(\n        params = list()\n        , modelfile = model_file\n      )\n    }, type = \"message\")\n  }, regexp = \"Unknown model format or submodel type in model file\")\n\n  # malformed model string\n  expect_error({\n    capture.output({\n      Booster$new(\n        params = list()\n        , model_str = \"a\\nb\\n\"\n      )\n    }, type = \"message\")\n  }, regexp = \"Model file doesn't specify the number of classes\")\n\n  # model string isn't character or raw\n  expect_error({\n    Booster$new(\n      model_str = numeric()\n    )\n  }, regexp = \"lgb.Booster: Can only use a character/raw vector as model_str\")\n})\n\n# this is almost identical to the test above it, but for lgb.cv(). A lot of code\n# is duplicated between lgb.train() and lgb.cv(), and this will catch cases where\n# one is updated and the other isn't\ntest_that(\"lgb.cv() correctly handles passing through params to the model file\", {\n    dtrain <- lgb.Dataset(\n        data = matrix(rnorm(500L), nrow = 100L)\n        , label = rnorm(100L)\n    )\n\n    # num_iterations values (all different)\n    num_iterations <- 4L\n    num_boost_round <- 2L\n    n_iter <- 3L\n    nrounds_kwarg <- 6L\n\n    # early_stopping_round values (all different)\n    early_stopping_round <- 2L\n    early_stopping_round_kwarg <- 3L\n    n_iter_no_change <- 4L\n\n    params <- list(\n        objective = \"regression\"\n        , metric = \"l2\"\n        , num_boost_round = num_boost_round\n        , num_iterations = num_iterations\n        , n_iter = n_iter\n        , early_stopping_round = early_stopping_round\n        , n_iter_no_change = n_iter_no_change\n        , verbose = .LGB_VERBOSITY\n        , num_threads = .LGB_MAX_THREADS\n    )\n\n    cv_bst <- lgb.cv(\n        params = params\n        , data = dtrain\n        , nrounds = nrounds_kwarg\n        , early_stopping_rounds = early_stopping_round_kwarg\n        , nfold = 3L\n        , verbose = .LGB_VERBOSITY\n    )\n\n    for (bst in cv_bst$boosters) {\n        model_str <- bst[[\"booster\"]]$save_model_to_string()\n        params_in_file <- .params_from_model_string(model_str = model_str)\n\n        # parameters should match what was passed from the R-package, and the \"main\" (non-alias)\n        # params values in `params` should be preferred to keyword argumentts or aliases\n        expect_equal(sum(startsWith(params_in_file, \"[num_iterations:\")), 1L)\n        expect_equal(sum(params_in_file == sprintf(\"[num_iterations: %s]\", num_iterations)), 1L)\n        expect_equal(sum(startsWith(params_in_file, \"[early_stopping_round:\")), 1L)\n        expect_equal(sum(params_in_file == sprintf(\"[early_stopping_round: %s]\", early_stopping_round)), 1L)\n\n        # none of the aliases shouold have been written to the model file\n        expect_equal(sum(startsWith(params_in_file, \"[num_boost_round:\")), 0L)\n        expect_equal(sum(startsWith(params_in_file, \"[n_iter:\")), 0L)\n        expect_equal(sum(startsWith(params_in_file, \"[n_iter_no_change:\")), 0L)\n    }\n\n})\n\ntest_that(\"params (including dataset params) should be stored in .rds file for Booster\", {\n    data(agaricus.train, package = \"lightgbm\")\n    dtrain <- lgb.Dataset(\n        agaricus.train$data\n        , label = agaricus.train$label\n        , params = list(\n            max_bin = 17L\n        )\n    )\n    params <- list(\n        objective = \"binary\"\n        , max_depth = 4L\n        , bagging_fraction = 0.8\n        , verbose = .LGB_VERBOSITY\n        , num_threads = .LGB_MAX_THREADS\n    )\n    bst <- Booster$new(\n        params = params\n        , train_set = dtrain\n    )\n    bst_file <- tempfile(fileext = \".rds\")\n    saveRDS(bst, file = bst_file)\n\n    bst_from_file <- readRDS(file = bst_file)\n    expect_identical(\n        bst_from_file$params\n        , list(\n            objective = \"binary\"\n            , max_depth = 4L\n            , bagging_fraction = 0.8\n            , verbose = .LGB_VERBOSITY\n            , num_threads = .LGB_MAX_THREADS\n            , max_bin = 17L\n        )\n    )\n})\n\ntest_that(\"Handle is automatically restored when calling predict\", {\n    data(agaricus.train, package = \"lightgbm\")\n    bst <- lightgbm(\n        agaricus.train$data\n        , agaricus.train$label\n        , nrounds = 5L\n        , obj = \"binary\"\n        , params = list(\n            verbose = .LGB_VERBOSITY\n        )\n        , num_threads = .LGB_MAX_THREADS\n    )\n    bst_file <- tempfile(fileext = \".rds\")\n    saveRDS(bst, file = bst_file)\n\n    bst_from_file <- readRDS(file = bst_file)\n\n    pred_before <- predict(bst, agaricus.train$data)\n    pred_after <- predict(bst_from_file, agaricus.train$data)\n    expect_equal(pred_before, pred_after)\n})\n\ntest_that(\"boosters with linear models at leaves can be written to RDS and re-loaded successfully\", {\n    X <- matrix(rnorm(100L), ncol = 1L)\n    labels <- 2L * X + runif(nrow(X), 0L, 0.1)\n    dtrain <- lgb.Dataset(\n        data = X\n        , label = labels\n    )\n\n    params <- list(\n        objective = \"regression\"\n        , verbose = .LGB_VERBOSITY\n        , metric = \"mse\"\n        , seed = 0L\n        , num_leaves = 2L\n        , num_threads = .LGB_MAX_THREADS\n    )\n\n    bst <- lgb.train(\n        data = dtrain\n        , nrounds = 10L\n        , params = params\n    )\n    expect_true(.is_Booster(bst))\n\n    # save predictions, then write the model to a file and destroy it in R\n    preds <- predict(bst, X)\n    model_file <- tempfile(fileext = \".rds\")\n    saveRDS(bst, file = model_file)\n    bst$.__enclos_env__$private$finalize()\n    expect_null(bst$.__enclos_env__$private$handle)\n    rm(bst)\n\n    # load the booster and make predictions...should be the same\n    bst2 <- readRDS(file = model_file)\n    preds2 <- predict(bst2, X)\n    expect_identical(preds, preds2)\n})\n\n.have_same_handle <- function(model, other_model) {\n  expect_equal(\n    model$.__enclos_env__$private$handle\n    , other_model$.__enclos_env__$private$handle\n  )\n}\n\n.has_expected_content_for_fitted_model <- function(printed_txt) {\n  expect_true(any(startsWith(printed_txt, \"LightGBM Model\")))\n  expect_true(any(startsWith(printed_txt, \"Fitted to dataset\")))\n}\n\n.has_expected_content_for_finalized_model <- function(printed_txt) {\n  expect_true(any(printed_txt == \"LightGBM Model\"))\n  expect_true(any(grepl(\"Booster handle is invalid\", printed_txt, fixed = TRUE)))\n}\n\n.check_methods_work <- function(model) {\n\n   #--- should work for fitted models --- #\n\n   # print()\n   log_txt <- capture.output({\n     ret <- print(model)\n   })\n   .have_same_handle(ret, model)\n   .has_expected_content_for_fitted_model(log_txt)\n\n   # show()\n   log_txt <- capture.output({\n     ret <- show(model)\n   })\n   expect_null(ret)\n   .has_expected_content_for_fitted_model(log_txt)\n\n   # summary()\n   log_txt <- capture.output({\n     ret <- summary(model)\n   })\n   .have_same_handle(ret, model)\n   .has_expected_content_for_fitted_model(log_txt)\n\n   #--- should not fail for finalized models ---#\n   model$.__enclos_env__$private$finalize()\n\n   # print()\n   log_txt <- capture.output({\n     ret <- print(model)\n   })\n   .has_expected_content_for_finalized_model(log_txt)\n\n   # show()\n   .have_same_handle(ret, model)\n   log_txt <- capture.output({\n     ret <- show(model)\n   })\n   expect_null(ret)\n   .has_expected_content_for_finalized_model(log_txt)\n\n   # summary()\n   log_txt <- capture.output({\n     ret <- summary(model)\n   })\n   .have_same_handle(ret, model)\n   .has_expected_content_for_finalized_model(log_txt)\n}\n\ntest_that(\"Booster's print, show, and summary work correctly for built-in objectives\", {\n    data(\"mtcars\")\n    model <- lgb.train(\n        params = list(\n          objective = \"regression\"\n          , min_data_in_leaf = 1L\n          , num_threads = .LGB_MAX_THREADS\n        )\n        , data = lgb.Dataset(\n            as.matrix(mtcars[, -1L])\n            , label = mtcars$mpg\n            , params = list(\n              min_data_in_bin = 1L\n            )\n        )\n        , verbose = .LGB_VERBOSITY\n        , nrounds = 5L\n    )\n    .check_methods_work(model)\n\n    data(\"iris\")\n    model <- lgb.train(\n        params = list(objective = \"multiclass\", num_class = 3L, num_threads = .LGB_MAX_THREADS)\n        , data = lgb.Dataset(\n            as.matrix(iris[, -5L])\n            , label = as.numeric(factor(iris$Species)) - 1.0\n        )\n        , verbose = .LGB_VERBOSITY\n        , nrounds = 5L\n    )\n    .check_methods_work(model)\n})\n\ntest_that(\"Booster's print, show, and summary work correctly for custom objective\", {\n    .logregobj <- function(preds, dtrain) {\n        labels <- get_field(dtrain, \"label\")\n        preds <- 1.0 / (1.0 + exp(-preds))\n        grad <- preds - labels\n        hess <- preds * (1.0 - preds)\n        return(list(grad = grad, hess = hess))\n    }\n\n    .evalerror <- function(preds, dtrain) {\n        labels <- get_field(dtrain, \"label\")\n        preds <- 1.0 / (1.0 + exp(-preds))\n        err <- as.numeric(sum(labels != (preds > 0.5))) / length(labels)\n        return(list(\n            name = \"error\"\n            , value = err\n            , higher_better = FALSE\n        ))\n    }\n\n    data(\"iris\")\n    model <- lgb.train(\n        data = lgb.Dataset(\n            as.matrix(iris[, -5L])\n            , label = as.numeric(iris$Species == \"virginica\")\n        )\n        , obj = .logregobj\n        , eval = .evalerror\n        , verbose = .LGB_VERBOSITY\n        , nrounds = 5L\n        , params = list(num_threads = .LGB_MAX_THREADS)\n    )\n\n    .check_methods_work(model)\n})\n\ntest_that(\"Booster's print, show, and summary work correctly when objective is not provided\", {\n  data(\"iris\")\n  model <- lgb.train(\n      data = lgb.Dataset(\n          as.matrix(iris[, seq_len(3L)])\n          , label = iris[, 4L]\n      )\n      , verbose = .LGB_VERBOSITY\n      , nrounds = 5L\n      , params = list(num_threads = .LGB_MAX_THREADS)\n  )\n\n  log_txt <- capture.output(print(model))\n  expect_true(any(log_txt == \"Objective: (default)\"))\n\n  .check_methods_work(model)\n})\n\ntest_that(\"LGBM_BoosterGetNumFeature_R returns correct outputs\", {\n    data(\"mtcars\")\n    model <- lgb.train(\n        params = list(\n          objective = \"regression\"\n          , min_data_in_leaf = 1L\n          , num_threads = .LGB_MAX_THREADS\n        )\n        , data = lgb.Dataset(\n            as.matrix(mtcars[, -1L])\n            , label = mtcars$mpg\n            , params = list(\n              min_data_in_bin = 1L\n            )\n        )\n        , verbose = .LGB_VERBOSITY\n        , nrounds = 5L\n    )\n    ncols <- .Call(LGBM_BoosterGetNumFeature_R, model$.__enclos_env__$private$handle)\n    expect_equal(ncols, ncol(mtcars) - 1L)\n\n    data(\"iris\")\n    model <- lgb.train(\n        params = list(objective = \"multiclass\", num_class = 3L)\n        , data = lgb.Dataset(\n            as.matrix(iris[, -5L])\n            , label = as.numeric(factor(iris$Species)) - 1.0\n        )\n        , verbose = .LGB_VERBOSITY\n        , nrounds = 5L\n    )\n    ncols <- .Call(LGBM_BoosterGetNumFeature_R, model$.__enclos_env__$private$handle)\n    expect_equal(ncols, ncol(iris) - 1L)\n})\n\n# Helper function that creates a fitted model with nrounds boosting rounds\n.get_test_model <- function(nrounds) {\n    set.seed(1L)\n    data(agaricus.train, package = \"lightgbm\")\n    train <- agaricus.train\n    bst <- lightgbm(\n        data = as.matrix(train$data)\n        , label = train$label\n        , params = list(objective = \"binary\", num_threads = .LGB_MAX_THREADS)\n        , nrounds = nrounds\n        , verbose = .LGB_VERBOSITY\n    )\n    return(bst)\n}\n\n# Simplified version of lgb.model.dt.tree()\n.get_trees_from_dump <- function(x) {\n  parsed <- jsonlite::fromJSON(\n    txt = x\n    , simplifyVector = TRUE\n    , simplifyDataFrame = FALSE\n    , simplifyMatrix = FALSE\n    , flatten = FALSE\n  )\n  return(lapply(parsed$tree_info, FUN = .single_tree_parse))\n}\n\ntest_that(\"num_iteration and start_iteration work for lgb.dump()\", {\n  bst <- .get_test_model(5L)\n\n  first2 <- .get_trees_from_dump(lgb.dump(bst, num_iteration = 2L))\n  last3 <- .get_trees_from_dump(\n    lgb.dump(bst, num_iteration = 3L, start_iteration = 3L)\n  )\n  all5 <- .get_trees_from_dump(lgb.dump(bst))\n  too_many <- .get_trees_from_dump(lgb.dump(bst, num_iteration = 10L))\n\n  expect_equal(\n    data.table::rbindlist(c(first2, last3)), data.table::rbindlist(all5)\n  )\n  expect_equal(too_many, all5)\n})\n\ntest_that(\"num_iteration and start_iteration work for lgb.save()\", {\n  .get_n_trees <- function(x) {\n    return(length(.get_trees_from_dump(lgb.dump(x))))\n  }\n\n  .save_and_load <- function(bst, ...) {\n    model_file <- tempfile(fileext = \".model\")\n    lgb.save(bst, model_file, ...)\n    return(lgb.load(model_file))\n  }\n\n  bst <- .get_test_model(5L)\n  n_first2 <- .get_n_trees(.save_and_load(bst, num_iteration = 2L))\n  n_last3 <- .get_n_trees(\n    .save_and_load(bst, num_iteration = 3L, start_iteration = 3L)\n  )\n  n_all5 <- .get_n_trees(.save_and_load(bst))\n  n_too_many <- .get_n_trees(.save_and_load(bst, num_iteration = 10L))\n\n  expect_equal(n_first2, 2L)\n  expect_equal(n_last3, 3L)\n  expect_equal(n_all5, 5L)\n  expect_equal(n_too_many, 5L)\n})\n\ntest_that(\"num_iteration and start_iteration work for save_model_to_string()\", {\n  .get_n_trees_from_string <- function(x) {\n    return(sum(gregexpr(\"Tree=\", x, fixed = TRUE)[[1L]] > 0L))\n  }\n\n  bst <- .get_test_model(5L)\n\n  n_first2 <- .get_n_trees_from_string(\n    bst$save_model_to_string(num_iteration = 2L)\n  )\n  n_last3 <- .get_n_trees_from_string(\n    bst$save_model_to_string(num_iteration = 3L, start_iteration = 3L)\n  )\n  n_all5 <- .get_n_trees_from_string(bst$save_model_to_string())\n  n_too_many <- .get_n_trees_from_string(\n    bst$save_model_to_string(num_iteration = 10L)\n  )\n\n  expect_equal(n_first2, 2L)\n  expect_equal(n_last3, 3L)\n  expect_equal(n_all5, 5L)\n  expect_equal(n_too_many, 5L)\n})\n"
  },
  {
    "path": "R-package/tests/testthat/test_lgb.convert_with_rules.R",
    "content": "test_that(\"lgb.convert_with_rules() rejects inputs that are not a data.table or data.frame\", {\n    bad_inputs <- list(\n        matrix(1.0:10.0, 2L, 5L)\n        , TRUE\n        , c(\"a\", \"b\")\n        , NA\n        , 10L\n        , lgb.Dataset(\n            data = matrix(1.0:10.0, 2L, 5L)\n            , params = list()\n        )\n    )\n    for (bad_input in bad_inputs) {\n        expect_error({\n            conversion_result <- lgb.convert_with_rules(bad_input)\n        }, regexp = \"lgb.convert_with_rules: you provided\", fixed = TRUE)\n    }\n})\n\ntest_that(\"lgb.convert_with_rules() should work correctly for a dataset with only character columns\", {\n    testDF <- data.frame(\n        col1 = c(\"a\", \"b\", \"c\")\n        , col2 =  c(\"green\", \"green\", \"red\")\n        , stringsAsFactors = FALSE\n    )\n    testDT <- data.table::as.data.table(testDF)\n    for (input_data in list(testDF, testDT)) {\n        conversion_result <- lgb.convert_with_rules(input_data)\n        # dataset should have been converted to integer\n        converted_dataset <- conversion_result[[\"data\"]]\n        expect_identical(class(input_data), class(converted_dataset))\n        expect_identical(class(converted_dataset[[\"col1\"]]), \"integer\")\n        expect_identical(class(converted_dataset[[\"col2\"]]), \"integer\")\n        expect_identical(converted_dataset[[\"col1\"]], c(1L, 2L, 3L))\n        expect_identical(converted_dataset[[\"col2\"]], c(1L, 1L, 2L))\n        # rules should be returned and correct\n        rules <- conversion_result$rules\n        expect_true(methods::is(rules, \"list\"))\n        expect_length(rules, ncol(input_data))\n        expect_identical(rules[[\"col1\"]], c(\"a\" = 1L, \"b\" = 2L, \"c\" = 3L))\n        expect_identical(rules[[\"col2\"]], c(\"green\" = 1L, \"red\" = 2L))\n    }\n})\n\ntest_that(\"lgb.convert_with_rules() should work correctly for a dataset with only factor columns\", {\n    testDF <- data.frame(\n        col1 = as.factor(c(\"a\", \"b\", \"c\"))\n        , col2 =  as.factor(c(\"green\", \"green\", \"red\"))\n        , stringsAsFactors = FALSE\n    )\n    testDT <- data.table::as.data.table(testDF)\n    for (input_data in list(testDF, testDT)) {\n        conversion_result <- lgb.convert_with_rules(input_data)\n        # dataset should have been converted to integer\n        converted_dataset <- conversion_result[[\"data\"]]\n        expect_identical(class(input_data), class(converted_dataset))\n        expect_identical(class(converted_dataset[[\"col1\"]]), \"integer\")\n        expect_identical(class(converted_dataset[[\"col2\"]]), \"integer\")\n        expect_identical(converted_dataset[[\"col1\"]], c(1L, 2L, 3L))\n        expect_identical(converted_dataset[[\"col2\"]], c(1L, 1L, 2L))\n        # rules should be returned and correct\n        rules <- conversion_result$rules\n        expect_true(methods::is(rules, \"list\"))\n        expect_length(rules, ncol(input_data))\n        expect_identical(rules[[\"col1\"]], c(\"a\" = 1L, \"b\" = 2L, \"c\" = 3L))\n        expect_identical(rules[[\"col2\"]], c(\"green\" = 1L, \"red\" = 2L))\n    }\n})\n\ntest_that(\"lgb.convert_with_rules() should not change a dataset with only integer columns\", {\n    testDF <- data.frame(\n        col1 = 11L:15L\n        , col2 = 16L:20L\n        , stringsAsFactors = FALSE\n    )\n    testDT <- data.table::as.data.table(testDF)\n    for (input_data in list(testDF, testDT)) {\n        conversion_result <- lgb.convert_with_rules(input_data)\n        # dataset should have been converted to integer\n        converted_dataset <- conversion_result[[\"data\"]]\n        expect_identical(converted_dataset, input_data)\n        # rules should be returned and correct\n        rules <- conversion_result$rules\n        expect_identical(rules, list())\n    }\n})\n\ntest_that(\"lgb.convert_with_rules() should work correctly for a dataset with numeric, factor, and character columns\", {\n    testDF <- data.frame(\n        character_col = c(\"a\", \"b\", \"c\")\n        , numeric_col = c(1.0, 9.0, 10.0)\n        , factor_col = as.factor(c(\"n\", \"n\", \"y\"))\n        , stringsAsFactors = FALSE\n    )\n    testDT <- data.table::as.data.table(testDF)\n    for (input_data in list(testDF, testDT)) {\n        conversion_result <- lgb.convert_with_rules(input_data)\n        # dataset should have been converted to numeric\n        converted_dataset <- conversion_result[[\"data\"]]\n        expect_identical(class(input_data), class(converted_dataset))\n        expect_identical(class(converted_dataset[[\"character_col\"]]), \"integer\")\n        expect_identical(class(converted_dataset[[\"factor_col\"]]), \"integer\")\n        expect_identical(converted_dataset[[\"character_col\"]], c(1L, 2L, 3L))\n        expect_identical(converted_dataset[[\"factor_col\"]], c(1L, 1L, 2L))\n        # rules should be returned and correct\n        rules <- conversion_result$rules\n        expect_true(methods::is(rules, \"list\"))\n        expect_length(rules, 2L)\n        expect_identical(rules[[\"character_col\"]], c(\"a\" = 1L, \"b\" = 2L, \"c\" = 3L))\n        expect_identical(rules[[\"factor_col\"]], c(\"n\" = 1L, \"y\" = 2L))\n\n        # today, lgb.convert_with_rules() does not convert numeric columns\n        expect_identical(class(converted_dataset[[\"numeric_col\"]]), \"numeric\")\n        expect_identical(converted_dataset[[\"numeric_col\"]], c(1.0, 9.0, 10.0))\n    }\n})\n\ntest_that(\"lgb.convert_with_rules() should convert missing values to the expected value\", {\n    testDF <- data.frame(\n        character_col = c(\"a\", NA_character_, \"c\")\n        , na_col = rep(NA, 3L)\n        , na_real_col = rep(NA_real_, 3L)\n        , na_int_col = rep(NA_integer_,  3L)\n        , na_character_col = rep(NA_character_, 3L)\n        , numeric_col = c(1.0, 9.0, NA_real_)\n        , factor_col = as.factor(c(\"n\", \"n\", \"y\"))\n        , integer_col = c(1L, 9L, NA_integer_)\n        , stringsAsFactors = FALSE\n    )\n    testDT <- data.table::as.data.table(testDF)\n    for (input_data in list(testDF, testDT)) {\n        conversion_result <- lgb.convert_with_rules(input_data)\n        # dataset should have been converted to integer\n        converted_dataset <- conversion_result[[\"data\"]]\n        expect_identical(class(input_data), class(converted_dataset))\n\n        expect_identical(class(converted_dataset[[\"character_col\"]]), \"integer\")\n        expect_identical(converted_dataset[[\"character_col\"]], c(1L, 0L, 2L))\n\n        # does not try to fill 0s in for already-integer columns\n        expect_identical(class(converted_dataset[[\"integer_col\"]]), \"integer\")\n        expect_identical(converted_dataset[[\"integer_col\"]], c(1L, 9L, NA_integer_))\n        expect_identical(class(converted_dataset[[\"na_int_col\"]]), \"integer\")\n        expect_identical(converted_dataset[[\"na_int_col\"]], rep(NA_integer_, nrow(converted_dataset)))\n\n        expect_identical(class(converted_dataset[[\"factor_col\"]]), \"integer\")\n        expect_identical(converted_dataset[[\"factor_col\"]], c(1L, 1L, 2L))\n\n        # NAs in character columns should be converted to 0\n        expect_identical(class(converted_dataset[[\"na_character_col\"]]), \"integer\")\n        expect_identical(converted_dataset[[\"na_character_col\"]], rep(0L, nrow(converted_dataset)))\n\n        # logical should be converted to integer\n        expect_identical(class(converted_dataset[[\"na_col\"]]), \"integer\")\n        expect_identical(converted_dataset[[\"na_col\"]], rep(-1L, 3L))\n\n        # lgb.convert_with_rules() should not convert numeric columns to integer\n        expect_identical(class(converted_dataset[[\"na_real_col\"]]), \"numeric\")\n        expect_identical(converted_dataset[[\"na_real_col\"]], rep(NA_real_, nrow(converted_dataset)))\n        expect_identical(class(converted_dataset[[\"numeric_col\"]]), \"numeric\")\n        expect_identical(converted_dataset[[\"numeric_col\"]], c(1.0, 9.0, NA_real_))\n\n        # rules should be returned and correct\n        rules <- conversion_result$rules\n        expect_true(methods::is(rules, \"list\"))\n        expect_length(rules, 3L)\n        expect_identical(rules[[\"character_col\"]], c(\"a\" = 1L, \"c\" = 2L))\n        expect_identical(rules[[\"factor_col\"]], c(\"n\" = 1L, \"y\" = 2L))\n        expect_identical(rules[[\"na_col\"]], stats::setNames(c(0L, 1L), c(FALSE, TRUE)))\n    }\n})\n\ntest_that(\"lgb.convert_with_rules() should work correctly if you provide your own well-formed rules\", {\n    testDF <- data.frame(\n        character_col = c(\"a\", NA_character_, \"c\", \"a\", \"a\", \"c\")\n        , na_col = rep(NA, 6L)\n        , na_real_col = rep(NA_real_, 6L)\n        , na_int_col = rep(NA_integer_, 6L)\n        , na_character_col = rep(NA_character_, 6L)\n        , numeric_col = c(1.0, 9.0, NA_real_, 10.0, 11.0, 12.0)\n        , factor_col = as.factor(c(\"n\", \"n\", \"y\", \"y\", \"n\", \"n\"))\n        , integer_col = c(1L, 9L, NA_integer_, 1L, 1L, 1L)\n        , stringsAsFactors = FALSE\n    )\n    testDT <- data.table::as.data.table(testDF)\n\n    # value used by lgb.convert_with_rules() when it encounters a categorical value that\n    # is not in the provided rules\n    UNKNOWN_FACTOR_VALUE <- 0L\n    UNKNOWN_LOGICAL_VALUE <- -1L\n    for (input_data in list(testDF, testDT)) {\n        custom_rules <- list(\n            \"character_col\" = c(\n                \"a\" = 5L\n                , \"c\" = -10L\n            )\n            , \"factor_col\" = c(\n                \"n\" = 65L\n                , \"y\" = 66L\n            )\n        )\n        conversion_result <- lgb.convert_with_rules(\n            data = input_data\n            , rules = custom_rules\n        )\n\n        # dataset should have been converted to integer\n        converted_dataset <- conversion_result[[\"data\"]]\n        expect_identical(class(input_data), class(converted_dataset))\n\n        expect_identical(class(converted_dataset[[\"character_col\"]]), \"integer\")\n        expect_identical(converted_dataset[[\"character_col\"]], c(5L, UNKNOWN_FACTOR_VALUE, -10L, 5L, 5L, -10L))\n\n        expect_identical(class(converted_dataset[[\"factor_col\"]]), \"integer\")\n        expect_identical(converted_dataset[[\"factor_col\"]], c(65L, 65L, 66L, 66L, 65L, 65L))\n\n        # columns not specified in rules are not going to be converted, unless they are all NA\n        for (col in c(\"na_real_col\", \"na_int_col\", \"numeric_col\", \"integer_col\")) {\n            expect_identical(converted_dataset[[col]], input_data[[col]])\n        }\n\n        # non-numeric/integer columns that are all NA should have been filled in\n        expect_identical(converted_dataset[[\"na_col\"]], rep(UNKNOWN_LOGICAL_VALUE, 6L))\n        expect_identical(converted_dataset[[\"na_character_col\"]], rep(UNKNOWN_FACTOR_VALUE, 6L))\n\n        # the rules you passed in should be returned unchanged\n        rules <- conversion_result$rules\n        expect_identical(rules, custom_rules)\n    }\n})\n\ntest_that(\"lgb.convert_with_rules() should modify data.tables in-place\", {\n    testDT <- data.table::data.table(\n        character_col = c(\"a\", NA_character_, \"c\")\n        , na_col = rep(NA, 3L)\n        , na_real_col = rep(NA_real_, 3L)\n        , na_int_col = rep(NA_integer_,  3L)\n        , na_character_col = rep(NA_character_, 3L)\n        , numeric_col = c(1.0, 9.0, NA_real_)\n        , factor_col = as.factor(c(\"n\", \"n\", \"y\"))\n        , integer_col = c(1L, 9L, NA_integer_)\n    )\n    conversion_result <- lgb.convert_with_rules(testDT)\n    resultDT <- conversion_result[[\"data\"]]\n    expect_identical(resultDT, testDT)\n})\n"
  },
  {
    "path": "R-package/tests/testthat/test_lgb.importance.R",
    "content": "test_that(\"lgb.importance() should reject bad inputs\", {\n    bad_inputs <- list(\n        .Machine$integer.max\n        , Inf\n        , -Inf\n        , NA\n        , NA_real_\n        , -10L:10L\n        , list(c(\"a\", \"b\", \"c\"))\n        , data.frame(\n            x = rnorm(20L)\n            , y = sample(\n                x = c(1L, 2L)\n                , size = 20L\n                , replace = TRUE\n            )\n        )\n        , data.table::data.table(\n            x = rnorm(20L)\n            , y = sample(\n                x = c(1L, 2L)\n                , size = 20L\n                , replace = TRUE\n            )\n        )\n        , lgb.Dataset(\n            data = matrix(rnorm(100L), ncol = 2L)\n            , label = matrix(sample(c(0L, 1L), 50L, replace = TRUE))\n        )\n        , \"lightgbm.model\"\n    )\n    for (input in bad_inputs) {\n        expect_error({\n            lgb.importance(input)\n        }, regexp = \"'model' has to be an object of class lgb\\\\.Booster\")\n    }\n})\n"
  },
  {
    "path": "R-package/tests/testthat/test_lgb.interprete.R",
    "content": ".sigmoid <- function(x) {\n    1.0 / (1.0 + exp(-x))\n}\n.logit <- function(x) {\n    log(x / (1.0 - x))\n}\n\ntest_that(\"lgb.interprete works as expected for binary classification\", {\n    data(agaricus.train, package = \"lightgbm\")\n    train <- agaricus.train\n    dtrain <- lgb.Dataset(train$data, label = train$label)\n    set_field(\n        dataset = dtrain\n        , field_name = \"init_score\"\n        , data = rep(\n            .logit(mean(train$label))\n            , length(train$label)\n        )\n    )\n    data(agaricus.test, package = \"lightgbm\")\n    test <- agaricus.test\n    params <- list(\n        objective = \"binary\"\n        , learning_rate = 0.01\n        , num_leaves = 63L\n        , max_depth = -1L\n        , min_data_in_leaf = 1L\n        , min_sum_hessian_in_leaf = 1.0\n        , verbose = .LGB_VERBOSITY\n        , num_threads = .LGB_MAX_THREADS\n    )\n    model <- lgb.train(\n        params = params\n        , data = dtrain\n        , nrounds = 3L\n    )\n    num_trees <- 5L\n    tree_interpretation <- lgb.interprete(\n        model = model\n        , data = test$data\n        , idxset = seq_len(num_trees)\n    )\n    expect_identical(class(tree_interpretation), \"list\")\n    expect_true(length(tree_interpretation) == num_trees)\n    expect_null(names(tree_interpretation))\n    expect_true(all(\n        sapply(\n            X = tree_interpretation\n            , FUN = function(treeDT) {\n                checks <- c(\n                    data.table::is.data.table(treeDT)\n                    , identical(names(treeDT), c(\"Feature\", \"Contribution\"))\n                    , is.character(treeDT[, Feature])\n                    , is.numeric(treeDT[, Contribution])\n                )\n                return(all(checks))\n            }\n        )\n    ))\n})\n\ntest_that(\"lgb.intereprete works as expected for multiclass classification\", {\n    data(iris)\n\n    # We must convert factors to numeric\n    # They must be starting from number 0 to use multiclass\n    # For instance: 0, 1, 2, 3, 4, 5...\n    iris$Species <- as.numeric(as.factor(iris$Species)) - 1L\n\n    # Create imbalanced training data (20, 30, 40 examples for classes 0, 1, 2)\n    train <- as.matrix(iris[c(1L:20L, 51L:80L, 101L:140L), ])\n    # The 10 last samples of each class are for validation\n    test <- as.matrix(iris[c(41L:50L, 91L:100L, 141L:150L), ])\n    dtrain <- lgb.Dataset(data = train[, 1L:4L], label = train[, 5L])\n    dtest <- lgb.Dataset.create.valid(dtrain, data = test[, 1L:4L], label = test[, 5L])\n    params <- list(\n        objective = \"multiclass\"\n        , metric = \"multi_logloss\"\n        , num_class = 3L\n        , learning_rate = 0.00001\n        , min_data = 1L\n        , verbose = .LGB_VERBOSITY\n        , num_threads = .LGB_MAX_THREADS\n    )\n    model <- lgb.train(\n        params = params\n        , data = dtrain\n        , nrounds = 3L\n    )\n    num_trees <- 5L\n    tree_interpretation <- lgb.interprete(\n        model = model\n        , data = test[, 1L:4L]\n        , idxset = seq_len(num_trees)\n    )\n    expect_identical(class(tree_interpretation), \"list\")\n    expect_true(length(tree_interpretation) == num_trees)\n    expect_null(names(tree_interpretation))\n    expect_true(all(\n        sapply(\n            X = tree_interpretation\n            , FUN = function(treeDT) {\n                checks <- c(\n                    data.table::is.data.table(treeDT)\n                    , identical(names(treeDT), c(\"Feature\", \"Class 0\", \"Class 1\", \"Class 2\"))\n                    , is.character(treeDT[, Feature])\n                    , is.numeric(treeDT[, `Class 0`])\n                    , is.numeric(treeDT[, `Class 1`])\n                    , is.numeric(treeDT[, `Class 2`])\n                )\n                return(all(checks))\n            }\n        )\n    ))\n})\n"
  },
  {
    "path": "R-package/tests/testthat/test_lgb.model.dt.tree.R",
    "content": "NROUNDS <- 10L\nMAX_DEPTH <- 3L\nN <- nrow(iris)\nX <- data.matrix(iris[2L:4L])\nFEAT <- colnames(X)\nNCLASS <- nlevels(iris[, 5L])\n\nmodel_reg <- lgb.train(\n  params = list(\n    objective = \"regression\"\n    , num_threads = .LGB_MAX_THREADS\n    , max.depth = MAX_DEPTH\n  )\n  , data = lgb.Dataset(X, label = iris[, 1L])\n  , verbose = .LGB_VERBOSITY\n  , nrounds = NROUNDS\n)\n\nmodel_binary <- lgb.train(\n  params = list(\n    objective = \"binary\"\n    , num_threads = .LGB_MAX_THREADS\n    , max.depth = MAX_DEPTH\n  )\n  , data = lgb.Dataset(X, label = iris[, 5L] == \"setosa\")\n  , verbose = .LGB_VERBOSITY\n  , nrounds = NROUNDS\n)\n\nmodel_multiclass <- lgb.train(\n  params = list(\n    objective = \"multiclass\"\n    , num_threads = .LGB_MAX_THREADS\n    , max.depth = MAX_DEPTH\n    , num_classes = NCLASS\n  )\n  , data = lgb.Dataset(X, label = as.integer(iris[, 5L]) - 1L)\n  , verbose = .LGB_VERBOSITY\n  , nrounds = NROUNDS\n)\n\nmodel_rank <- lgb.train(\n  params = list(\n    objective = \"lambdarank\"\n    , num_threads = .LGB_MAX_THREADS\n    , max.depth = MAX_DEPTH\n    , lambdarank_truncation_level = 3L\n  )\n  , data = lgb.Dataset(\n    X\n    , label = as.integer(iris[, 1L] > 5.8)\n    , group = rep(10L, times = 15L)\n  )\n  , verbose = .LGB_VERBOSITY\n  , nrounds = NROUNDS\n)\n\nmodels <- list(\n  reg = model_reg\n  , bin = model_binary\n  , multi = model_multiclass\n  , rank = model_rank\n)\n\nfor (model_name in names(models)) {\n  model <- models[[model_name]]\n  expected_n_trees <- NROUNDS\n  if (model_name == \"multi\") {\n    expected_n_trees <- NROUNDS * NCLASS\n  }\n  df <- as.data.frame(lgb.model.dt.tree(model))\n  df_list <- split(df, f = df$tree_index, drop = TRUE)\n\n  df_leaf <- df[!is.na(df$leaf_index), ]\n  df_internal <- df[is.na(df$leaf_index), ]\n\n  test_that(\"lgb.model.dt.tree() returns the right number of trees\", {\n    expect_equal(length(unique(df$tree_index)), expected_n_trees)\n  })\n\n  test_that(\"num_iteration can return less trees\", {\n    expect_equal(\n      length(unique(lgb.model.dt.tree(model, num_iteration = 2L)$tree_index))\n      , 2L * (if (model_name == \"multi\") NCLASS else 1L)\n    )\n  })\n\n  test_that(\"Tree index from lgb.model.dt.tree() is in 0:(NROUNS-1)\", {\n    expect_equal(unique(df$tree_index), (0L:(expected_n_trees - 1L)))\n  })\n\n  test_that(\"Depth calculated from lgb.model.dt.tree() respects max.depth\", {\n    expect_true(max(df$depth) <= MAX_DEPTH)\n  })\n\n  test_that(\"Each tree from lgb.model.dt.tree() has single root node\", {\n    expect_equal(\n      unname(sapply(df_list, function(df) sum(df$depth == 0L)))\n      , rep(1L, expected_n_trees)\n    )\n  })\n\n  test_that(\"Each tree from lgb.model.dt.tree() has two depth 1 nodes\", {\n    expect_equal(\n      unname(sapply(df_list, function(df) sum(df$depth == 1L)))\n      , rep(2L, expected_n_trees)\n    )\n  })\n\n  test_that(\"leaves from lgb.model.dt.tree() do not have split info\", {\n    internal_node_cols <- c(\n      \"split_index\"\n      , \"split_feature\"\n      , \"split_gain\"\n      , \"threshold\"\n      , \"decision_type\"\n      , \"default_left\"\n      , \"internal_value\"\n      , \"internal_count\"\n    )\n    expect_true(all(is.na(df_leaf[internal_node_cols])))\n  })\n\n  test_that(\"leaves from lgb.model.dt.tree() have valid leaf info\", {\n    expect_true(all(df_leaf$leaf_index %in% 0L:(2.0^MAX_DEPTH - 1.0)))\n    expect_true(all(is.finite(df_leaf$leaf_value)))\n    expect_true(all(df_leaf$leaf_count > 0L & df_leaf$leaf_count <= N))\n  })\n\n  test_that(\"non-leaves from lgb.model.dt.tree() do not have leaf info\", {\n    leaf_node_cols <- c(\n      \"leaf_index\", \"leaf_parent\", \"leaf_value\", \"leaf_count\"\n    )\n    expect_true(all(is.na(df_internal[leaf_node_cols])))\n  })\n\n  test_that(\"non-leaves from lgb.model.dt.tree() have valid split info\", {\n    expect_true(\n      all(\n        sapply(\n          split(df_internal, df_internal$tree_index),\n          function(x) all(x$split_index %in% 0L:(nrow(x) - 1L))\n        )\n      )\n    )\n\n    expect_true(all(df_internal$split_feature %in% FEAT))\n\n    num_cols <- c(\"split_gain\", \"threshold\", \"internal_value\")\n    expect_true(all(is.finite(unlist(df_internal[, num_cols]))))\n\n    # range of decision type?\n    expect_true(all(df_internal$default_left %in% c(TRUE, FALSE)))\n\n    counts <- df_internal$internal_count\n    expect_true(all(counts > 1L & counts <= N))\n  })\n}\n\ntest_that(\"num_iteration and start_iteration work as expected\", {\n  set.seed(1L)\n  data(agaricus.train, package = \"lightgbm\")\n  train <- agaricus.train\n  bst <- lightgbm(\n    data = as.matrix(train$data)\n    , label = train$label\n    , params = list(objective = \"binary\", num_threads = .LGB_MAX_THREADS)\n    , nrounds = 5L\n    , verbose = .LGB_VERBOSITY\n  )\n\n  first2 <- lgb.model.dt.tree(bst, num_iteration = 2L)\n  last3 <- lgb.model.dt.tree(bst, num_iteration = 3L, start_iteration = 3L)\n  all5 <- lgb.model.dt.tree(bst)\n  too_many <- lgb.model.dt.tree(bst, num_iteration = 10L)\n\n  expect_equal(data.table::rbindlist(list(first2, last3)), all5)\n  expect_equal(too_many, all5)\n\n  # Check tree indices\n  expect_equal(unique(first2[[\"tree_index\"]]), 0L:1L)\n  expect_equal(unique(last3[[\"tree_index\"]]), 2L:4L)\n  expect_equal(unique(all5[[\"tree_index\"]]), 0L:4L)\n})\n"
  },
  {
    "path": "R-package/tests/testthat/test_lgb.plot.importance.R",
    "content": "test_that(\"lgb.plot.importance() should run without error for well-formed inputs\", {\n    data(agaricus.train, package = \"lightgbm\")\n    train <- agaricus.train\n    dtrain <- lgb.Dataset(train$data, label = train$label)\n    params <- list(\n        objective = \"binary\"\n        , learning_rate = 0.01\n        , num_leaves = 63L\n        , max_depth = -1L\n        , min_data_in_leaf = 1L\n        , min_sum_hessian_in_leaf = 1.0\n        , verbosity = .LGB_VERBOSITY\n        , num_threads = .LGB_MAX_THREADS\n    )\n    model <- lgb.train(params, dtrain, 3L)\n    tree_imp <- lgb.importance(model, percentage = TRUE)\n\n    # Check that there are no plots present before plotting\n    expect_null(dev.list())\n\n    args_no_cex <- list(\n        \"tree_imp\" = tree_imp\n        , top_n = 10L\n        , measure = \"Gain\"\n    )\n    args_cex <- args_no_cex\n    args_cex[[\"cex\"]] <- 0.75\n\n    for (arg_list in list(args_no_cex, args_cex)) {\n\n        resDT <- do.call(\n            what = lgb.plot.importance\n            , args = arg_list\n        )\n\n        # Check that lgb.plot.importance() returns the data.table of the plotted data\n        expect_true(data.table::is.data.table(resDT))\n        expect_named(resDT, c(\"Feature\", \"Gain\", \"Cover\", \"Frequency\"))\n\n        # Check that a plot was produced\n        expect_false(is.null(dev.list()))\n\n        # remove all plots\n        dev.off()\n        expect_null(dev.list())\n    }\n})\n"
  },
  {
    "path": "R-package/tests/testthat/test_lgb.plot.interpretation.R",
    "content": ".sigmoid <- function(x) {\n    1.0 / (1.0 + exp(-x))\n}\n.logit <- function(x) {\n    log(x / (1.0 - x))\n}\n\ntest_that(\"lgb.plot.interpretation works as expected for binary classification\", {\n    data(agaricus.train, package = \"lightgbm\")\n    train <- agaricus.train\n    dtrain <- lgb.Dataset(train$data, label = train$label)\n    set_field(\n        dataset = dtrain\n        , field_name = \"init_score\"\n        , data = rep(\n            .logit(mean(train$label))\n            , length(train$label)\n        )\n    )\n    data(agaricus.test, package = \"lightgbm\")\n    test <- agaricus.test\n    params <- list(\n        objective = \"binary\"\n        , learning_rate = 0.01\n        , num_leaves = 63L\n        , max_depth = -1L\n        , min_data_in_leaf = 1L\n        , min_sum_hessian_in_leaf = 1.0\n        , verbosity = .LGB_VERBOSITY\n        , num_threads = .LGB_MAX_THREADS\n    )\n    model <- lgb.train(\n        params = params\n        , data = dtrain\n        , nrounds = 3L\n    )\n    num_trees <- 5L\n    tree_interpretation <- lgb.interprete(\n        model = model\n        , data = test$data\n        , idxset = seq_len(num_trees)\n    )\n    expect_true({\n        lgb.plot.interpretation(\n            tree_interpretation_dt = tree_interpretation[[1L]]\n            , top_n = 5L\n        )\n        TRUE\n    })\n\n    # should also work when you explicitly pass cex\n    plot_res <- lgb.plot.interpretation(\n        tree_interpretation_dt = tree_interpretation[[1L]]\n        , top_n = 5L\n        , cex = 0.95\n    )\n    expect_null(plot_res)\n})\n\ntest_that(\"lgb.plot.interpretation works as expected for multiclass classification\", {\n    data(iris)\n\n    # We must convert factors to numeric\n    # They must be starting from number 0 to use multiclass\n    # For instance: 0, 1, 2, 3, 4, 5...\n    iris$Species <- as.numeric(as.factor(iris$Species)) - 1L\n\n    # Create imbalanced training data (20, 30, 40 examples for classes 0, 1, 2)\n    train <- as.matrix(iris[c(1L:20L, 51L:80L, 101L:140L), ])\n    # The 10 last samples of each class are for validation\n    test <- as.matrix(iris[c(41L:50L, 91L:100L, 141L:150L), ])\n    dtrain <- lgb.Dataset(data = train[, 1L:4L], label = train[, 5L])\n    dtest <- lgb.Dataset.create.valid(dtrain, data = test[, 1L:4L], label = test[, 5L])\n    params <- list(\n        objective = \"multiclass\"\n        , metric = \"multi_logloss\"\n        , num_class = 3L\n        , learning_rate = 0.00001\n        , min_data = 1L\n        , num_threads = .LGB_MAX_THREADS\n    )\n    model <- lgb.train(\n        params = params\n        , data = dtrain\n        , nrounds = 3L\n        , verbose = .LGB_VERBOSITY\n    )\n    num_trees <- 5L\n    tree_interpretation <- lgb.interprete(\n        model = model\n        , data = test[, 1L:4L]\n        , idxset = seq_len(num_trees)\n    )\n    plot_res <- lgb.plot.interpretation(\n        tree_interpretation_dt = tree_interpretation[[1L]]\n        , top_n = 5L\n    )\n    expect_null(plot_res)\n})\n"
  },
  {
    "path": "R-package/tests/testthat/test_metrics.R",
    "content": "test_that(\".METRICS_HIGHER_BETTER() should be well formed\", {\n    metrics <- .METRICS_HIGHER_BETTER()\n    metric_names <- names(.METRICS_HIGHER_BETTER())\n    # should be a logical vector\n    expect_true(is.logical(metrics))\n    # no metrics should be repeated\n    expect_true(length(unique(metric_names)) == length(metrics))\n    # should not be any NAs\n    expect_false(anyNA(metrics))\n})\n"
  },
  {
    "path": "R-package/tests/testthat/test_multithreading.R",
    "content": "test_that(\"getLGBMthreads() and setLGBMthreads() work as expected\", {\n    # works with integer input\n    ret <- setLGBMthreads(2L)\n    expect_null(ret)\n    expect_equal(getLGBMthreads(), 2L)\n\n    # works with float input\n    ret <- setLGBMthreads(1.0)\n    expect_null(ret)\n    expect_equal(getLGBMthreads(), 1L)\n\n    # setting to any negative number sets max threads to -1\n    ret <- setLGBMthreads(-312L)\n    expect_null(ret)\n    expect_equal(getLGBMthreads(), -1L)\n})\n"
  },
  {
    "path": "R-package/tests/testthat/test_parameters.R",
    "content": "data(agaricus.train, package = \"lightgbm\")\ndata(agaricus.test, package = \"lightgbm\")\ntrain <- agaricus.train\ntest <- agaricus.test\n\ntest_that(\"Feature penalties work properly\", {\n  # Fit a series of models with varying penalty on most important variable\n  var_name <- \"odor=none\"\n  var_index <- which(train$data@Dimnames[[2L]] == var_name)\n\n  bst <- lapply(seq(1.0, 0.0, by = -0.1), function(x) {\n    feature_penalties <- rep(1.0, ncol(train$data))\n    feature_penalties[var_index] <- x\n    lightgbm(\n      data = train$data\n      , label = train$label\n      , params = list(\n        num_leaves = 5L\n        , learning_rate = 0.05\n        , objective = \"binary\"\n        , feature_penalty = paste(feature_penalties, collapse = \",\")\n        , metric = \"binary_error\"\n        , num_threads = .LGB_MAX_THREADS\n      )\n      , nrounds = 5L\n      , verbose = -1L\n    )\n  })\n\n  var_gain <- lapply(bst, function(x) lgb.importance(x)[Feature == var_name, Gain])\n  var_cover <- lapply(bst, function(x) lgb.importance(x)[Feature == var_name, Cover])\n  var_freq <- lapply(bst, function(x) lgb.importance(x)[Feature == var_name, Frequency])\n\n  # Ensure that feature gain, cover, and frequency decreases with stronger penalties\n  expect_true(all(diff(unlist(var_gain)) <= 0.0))\n  expect_true(all(diff(unlist(var_cover)) <= 0.0))\n  expect_true(all(diff(unlist(var_freq)) <= 0.0))\n\n  expect_lt(min(diff(unlist(var_gain))), 0.0)\n  expect_lt(min(diff(unlist(var_cover))), 0.0)\n  expect_lt(min(diff(unlist(var_freq))), 0.0)\n\n  # Ensure that feature is not used when feature_penalty = 0\n  expect_length(var_gain[[length(var_gain)]], 0L)\n})\n\ntest_that(\".PARAMETER_ALIASES() returns a named list of character vectors, where names are unique\", {\n  param_aliases <- .PARAMETER_ALIASES()\n  expect_identical(class(param_aliases), \"list\")\n  expect_true(length(param_aliases) > 100L)\n  expect_true(is.character(names(param_aliases)))\n  expect_true(is.character(param_aliases[[\"boosting\"]]))\n  expect_true(is.character(param_aliases[[\"early_stopping_round\"]]))\n  expect_true(is.character(param_aliases[[\"num_iterations\"]]))\n  expect_true(is.character(param_aliases[[\"pre_partition\"]]))\n  expect_true(length(names(param_aliases)) == length(param_aliases))\n  expect_true(all(sapply(param_aliases, is.character)))\n  expect_true(length(unique(names(param_aliases))) == length(param_aliases))\n  expect_equal(sort(param_aliases[[\"task\"]]), c(\"task\", \"task_type\"))\n  expect_equal(param_aliases[[\"bagging_fraction\"]], c(\"bagging_fraction\", \"bagging\", \"sub_row\", \"subsample\"))\n})\n\ntest_that(\".PARAMETER_ALIASES() uses the internal session cache\", {\n\n  cache_key <- \"PARAMETER_ALIASES\"\n\n  # clear cache, so this test isn't reliant on the order unit tests are run in\n  if (exists(cache_key, where = .lgb_session_cache_env)) {\n    rm(list = cache_key, envir = .lgb_session_cache_env)\n  }\n  expect_false(exists(cache_key, where = .lgb_session_cache_env))\n\n  # check that result looks correct for at least one parameter\n  iter_aliases <- .PARAMETER_ALIASES()[[\"num_iterations\"]]\n  expect_true(is.character(iter_aliases))\n  expect_true(all(c(\"num_round\", \"nrounds\") %in% iter_aliases))\n\n  # patch the cache to check that .PARAMETER_ALIASES() checks it\n  assign(\n    x = cache_key\n    , value = list(num_iterations = c(\"test\", \"other_test\"))\n    , envir = .lgb_session_cache_env\n  )\n  iter_aliases <- .PARAMETER_ALIASES()[[\"num_iterations\"]]\n  expect_equal(iter_aliases, c(\"test\", \"other_test\"))\n\n  # re-set cache so this doesn't interfere with other unit tests\n  if (exists(cache_key, where = .lgb_session_cache_env)) {\n    rm(list = cache_key, envir = .lgb_session_cache_env)\n  }\n  expect_false(exists(cache_key, where = .lgb_session_cache_env))\n})\n\ntest_that(\"training should warn if you use 'dart' boosting with early stopping\", {\n  for (boosting_param in .PARAMETER_ALIASES()[[\"boosting\"]]) {\n    params <- list(\n        num_leaves = 5L\n        , learning_rate = 0.05\n        , objective = \"binary\"\n        , metric = \"binary_error\"\n        , num_threads = .LGB_MAX_THREADS\n    )\n    params[[boosting_param]] <- \"dart\"\n\n    # warning: early stopping requested\n    expect_warning({\n      result <- lightgbm(\n        data = train$data\n        , label = train$label\n        , params = params\n        , nrounds = 2L\n        , verbose = .LGB_VERBOSITY\n        , early_stopping_rounds = 1L\n      )\n    }, regexp = \"Early stopping is not available in 'dart' mode\")\n\n    # no warning: early stopping not requested\n    expect_silent({\n      result <- lightgbm(\n        data = train$data\n        , label = train$label\n        , params = params\n        , nrounds = 2L\n        , verbose = .LGB_VERBOSITY\n        , early_stopping_rounds = NULL\n      )\n    })\n  }\n})\n\ntest_that(\"lgb.cv() should warn if you use 'dart' boosting with early stopping\", {\n  for (boosting_param in .PARAMETER_ALIASES()[[\"boosting\"]]) {\n    params <- list(\n      num_leaves = 5L\n      , objective = \"binary\"\n      , metric = \"binary_error\"\n      , num_threads = .LGB_MAX_THREADS\n    )\n    params[[boosting_param]] <- \"dart\"\n\n    # warning: early stopping requested\n    expect_warning({\n      result <- lgb.cv(\n        data = lgb.Dataset(\n          data  = train$data\n          , label = train$label\n        )\n        , params = params\n        , nrounds = 2L\n        , verbose = .LGB_VERBOSITY\n        , early_stopping_rounds = 1L\n      )\n    }, regexp = \"Early stopping is not available in 'dart' mode\")\n\n    # no warning: early stopping not requested\n    expect_silent({\n      result <- lgb.cv(\n        data = lgb.Dataset(\n          data  = train$data\n          , label = train$label\n        )\n        , params = params\n        , nrounds = 2L\n        , verbose = .LGB_VERBOSITY\n        , early_stopping_rounds = NULL\n      )\n    })\n  }\n})\n"
  },
  {
    "path": "R-package/tests/testthat/test_utils.R",
    "content": "test_that(\".params2str() works as expected for empty lists\", {\n    out_str <- .params2str(\n        params = list()\n    )\n    expect_identical(class(out_str), \"character\")\n    expect_equal(out_str, \"\")\n})\n\ntest_that(\".params2str() works as expected for a key in params with multiple different-length elements\", {\n    metrics <- c(\"a\", \"ab\", \"abc\", \"abcdefg\")\n    params <- list(\n        objective = \"magic\"\n        , metric = metrics\n        , nrounds = 10L\n        , learning_rate = 0.0000001\n    )\n    out_str <- .params2str(\n        params = params\n    )\n    expect_identical(class(out_str), \"character\")\n    expect_identical(\n        out_str\n        , \"objective=magic metric=a,ab,abc,abcdefg nrounds=10 learning_rate=0.0000001\"\n    )\n})\n\ntest_that(\".params2str() passes through duplicated params\", {\n    out_str <- .params2str(\n        params = list(\n            objective = \"regression\"\n            , bagging_fraction = 0.8\n            , bagging_fraction = 0.5  # nolint: duplicate_argument.\n        )\n    )\n    expect_equal(out_str, \"objective=regression bagging_fraction=0.8 bagging_fraction=0.5\")\n})\n\ntest_that(\".check_eval works as expected with no metric\", {\n    params <- .check_eval(\n        params = list(device = \"cpu\")\n        , eval = \"binary_error\"\n    )\n    expect_named(params, c(\"device\", \"metric\"))\n    expect_identical(params[[\"metric\"]], list(\"binary_error\"))\n})\n\ntest_that(\".check_eval adds eval to metric in params\", {\n    params <- .check_eval(\n        params = list(metric = \"auc\")\n        , eval = \"binary_error\"\n    )\n    expect_named(params, \"metric\")\n    expect_identical(params[[\"metric\"]], list(\"auc\", \"binary_error\"))\n})\n\ntest_that(\".check_eval adds eval to metric in params if two evaluation names are provided\", {\n    params <- .check_eval(\n        params = list(metric = \"auc\")\n        , eval = c(\"binary_error\", \"binary_logloss\")\n    )\n    expect_named(params, \"metric\")\n    expect_identical(params[[\"metric\"]], list(\"auc\", \"binary_error\", \"binary_logloss\"))\n})\n\ntest_that(\".check_eval adds eval to metric in params if a list is provided\", {\n    params <- .check_eval(\n        params = list(metric = \"auc\")\n        , eval = list(\"binary_error\", \"binary_logloss\")\n    )\n    expect_named(params, \"metric\")\n    expect_identical(params[[\"metric\"]], list(\"auc\", \"binary_error\", \"binary_logloss\"))\n})\n\ntest_that(\".check_eval drops duplicate metrics and preserves order\", {\n    params <- .check_eval(\n        params = list(metric = \"l1\")\n        , eval = list(\"l2\", \"rmse\", \"l1\", \"rmse\")\n    )\n    expect_named(params, \"metric\")\n    expect_identical(params[[\"metric\"]], list(\"l1\", \"l2\", \"rmse\"))\n})\n\ntest_that(\".check_wrapper_param() uses passed-in keyword arg if no alias found in params\", {\n    kwarg_val <- sample(seq_len(100L), size = 1L)\n    params <- .check_wrapper_param(\n        main_param_name = \"num_iterations\"\n        , params = list()\n        , alternative_kwarg_value = kwarg_val\n    )\n    expect_equal(params[[\"num_iterations\"]], kwarg_val)\n})\n\ntest_that(\".check_wrapper_param() prefers main parameter to alias and keyword arg\", {\n    num_iterations <- sample(seq_len(100L), size = 1L)\n    kwarg_val <- sample(seq_len(100L), size = 1L)\n    params <- .check_wrapper_param(\n        main_param_name = \"num_iterations\"\n        , params = list(\n            num_iterations = num_iterations\n            , num_tree = sample(seq_len(100L), size = 1L)\n            , n_estimators = sample(seq_len(100L), size = 1L)\n        )\n        , alternative_kwarg_value = kwarg_val\n    )\n    expect_equal(params[[\"num_iterations\"]], num_iterations)\n\n    # aliases should be removed\n    expect_identical(params, list(num_iterations = num_iterations))\n})\n\ntest_that(\".check_wrapper_param() prefers alias to keyword arg\", {\n    n_estimators <- sample(seq_len(100L), size = 1L)\n    num_tree <- sample(seq_len(100L), size = 1L)\n    kwarg_val <- sample(seq_len(100L), size = 1L)\n    params <- .check_wrapper_param(\n        main_param_name = \"num_iterations\"\n        , params = list(\n            num_tree = num_tree\n            , n_estimators = n_estimators\n        )\n        , alternative_kwarg_value = kwarg_val\n    )\n    expect_equal(params[[\"num_iterations\"]], num_tree)\n    expect_identical(params, list(num_iterations = num_tree))\n\n    # switching the order shouldn't switch which one is chosen\n    params2 <- .check_wrapper_param(\n        main_param_name = \"num_iterations\"\n        , params = list(\n            n_estimators = n_estimators\n            , num_tree = num_tree\n        )\n        , alternative_kwarg_value = kwarg_val\n    )\n    expect_equal(params2[[\"num_iterations\"]], num_tree)\n    expect_identical(params2, list(num_iterations = num_tree))\n})\n\ntest_that(\".equal_or_both_null produces expected results\", {\n    expect_true(.equal_or_both_null(NULL, NULL))\n    expect_false(.equal_or_both_null(1.0, NULL))\n    expect_false(.equal_or_both_null(NULL, 1.0))\n    expect_true(.equal_or_both_null(1.0, 1.0))\n    expect_true(.equal_or_both_null(1.0, 1L))\n    expect_false(.equal_or_both_null(NA, NULL))\n    expect_false(.equal_or_both_null(NULL, NA))\n    expect_false(.equal_or_both_null(10.0, 1L))\n    expect_true(.equal_or_both_null(0L, 0L))\n})\n\ntest_that(\".check_interaction_constraints() adds skipped features\", {\n  ref <- letters[1L:5L]\n  ic_num <- list(1L, c(2L, 3L))\n  ic_char <- list(\"a\", c(\"b\", \"c\"))\n  expected <- list(\"[0]\", \"[1,2]\", \"[3,4]\")\n\n  ic_checked_num <- .check_interaction_constraints(\n    interaction_constraints = ic_num, column_names = ref\n  )\n\n  ic_checked_char <- .check_interaction_constraints(\n    interaction_constraints = ic_char, column_names = ref\n  )\n\n  expect_equal(ic_checked_num, expected)\n  expect_equal(ic_checked_char, expected)\n})\n"
  },
  {
    "path": "R-package/tests/testthat/test_weighted_loss.R",
    "content": "test_that(\"Gamma regression reacts on 'weight'\", {\n  n <- 100L\n  set.seed(87L)\n  X <- matrix(runif(2L * n), ncol = 2L)\n  y <- X[, 1L] + X[, 2L] + runif(n)\n  X_pred <- X[1L:5L, ]\n\n  params <- list(objective = \"gamma\", num_threads = .LGB_MAX_THREADS)\n\n  # Unweighted\n  dtrain <- lgb.Dataset(X, label = y)\n  bst <- lgb.train(\n    params = params\n    , data = dtrain\n    , nrounds = 4L\n    , verbose = .LGB_VERBOSITY\n  )\n  pred_unweighted <- predict(bst, X_pred)\n\n  # Constant weight 1\n  dtrain <- lgb.Dataset(\n    X\n    , label = y\n    , weight = rep(1.0, n)\n  )\n  bst <- lgb.train(\n    params = params\n    , data = dtrain\n    , nrounds = 4L\n    , verbose = .LGB_VERBOSITY\n  )\n  pred_weighted_1 <- predict(bst, X_pred)\n\n  # Constant weight 2\n  dtrain <- lgb.Dataset(\n    X\n    , label = y\n    , weight = rep(2.0, n)\n  )\n  bst <- lgb.train(\n    params = params\n    , data = dtrain\n    , nrounds = 4L\n    , verbose = .LGB_VERBOSITY\n  )\n  pred_weighted_2 <- predict(bst, X_pred)\n\n  # Non-constant weights\n  dtrain <- lgb.Dataset(\n    X\n    , label = y\n    , weight = seq(0.0, 1.0, length.out = n)\n  )\n  bst <- lgb.train(\n    params = params\n    , data = dtrain\n    , nrounds = 4L\n    , verbose = .LGB_VERBOSITY\n  )\n  pred_weighted <- predict(bst, X_pred)\n\n  expect_equal(pred_unweighted, pred_weighted_1)\n  expect_equal(pred_weighted_1, pred_weighted_2)\n  expect_false(all(pred_unweighted == pred_weighted))\n})\n"
  },
  {
    "path": "R-package/tests/testthat.R",
    "content": "library(testthat)\nlibrary(lightgbm)  # nolint: unused_import.\n\ntest_check(\n    package = \"lightgbm\"\n    , stop_on_failure = TRUE\n    , stop_on_warning = FALSE\n    , reporter = testthat::SummaryReporter$new()\n)\n"
  },
  {
    "path": "R-package/vignettes/basic_walkthrough.Rmd",
    "content": "---\ntitle:\n  \"Basic Walkthrough\"\ndescription: >\n  This vignette describes how to train a LightGBM model for binary classification.\noutput:\n  markdown::html_format:\n    options:\n      toc: true\n      number_sections: true\nvignette: >\n  %\\VignetteIndexEntry{Basic Walkthrough}\n  %\\VignetteEngine{knitr::knitr}\n  %\\VignetteEncoding{UTF-8}\n---\n\n```{r, include = FALSE}\nknitr::opts_chunk$set(\n  collapse = TRUE\n  , comment = \"#>\"\n  , warning = FALSE\n  , message = FALSE\n)\n```\n\n## Introduction\n\nWelcome to the world of [LightGBM](https://lightgbm.readthedocs.io/en/latest/), a highly efficient gradient boosting implementation (Ke et al. 2017).\n\n```{r}\nlibrary(lightgbm)\n```\n\n```{r, include=FALSE}\n# limit number of threads used, to be respectful of CRAN's resources when it checks this vignette\ndata.table::setDTthreads(1L)\nsetLGBMthreads(2L)\n```\n\nThis vignette will guide you through its basic usage. It will show how to build a simple binary classification model based on a subset of the `bank` dataset (Moro, Cortez, and Rita 2014). You will use the two input features \"age\" and \"balance\" to predict whether a client has subscribed a term deposit.\n\n## The dataset\n\nThe dataset looks as follows.\n\n```{r}\ndata(bank, package = \"lightgbm\")\n\nbank[1L:5L, c(\"y\", \"age\", \"balance\")]\n\n# Distribution of the response\ntable(bank$y)\n```\n\n## Training the model\n\nThe R-package of LightGBM offers two functions to train a model:\n\n- `lgb.train()`: This is the main training logic. It offers full flexibility but requires a `Dataset` object created by the `lgb.Dataset()` function.\n- `lightgbm()`: Simpler, but less flexible. Data can be passed without having to bother with `lgb.Dataset()`.\n\n### Using the `lightgbm()` function\n\nIn a first step, you need to convert data to numeric. Afterwards, you are ready to fit the model by the `lightgbm()` function.\n\n```{r}\n# Numeric response and feature matrix\ny <- as.numeric(bank$y == \"yes\")\nX <- data.matrix(bank[, c(\"age\", \"balance\")])\n\n# Train\nfit <- lightgbm(\n  data = X\n  , label = y\n  , params = list(\n    num_leaves = 4L\n    , learning_rate = 1.0\n    , objective = \"binary\"\n  )\n  , nrounds = 10L\n  , verbose = -1L\n)\n\n# Result\nsummary(predict(fit, X))\n```\n\nIt seems to have worked! And the predictions are indeed probabilities between 0 and 1.\n\n### Using the `lgb.train()` function\n\nAlternatively, you can go for the more flexible interface `lgb.train()`. Here, as an additional step, you need to prepare `y` and `X` by the data API `lgb.Dataset()` of LightGBM. Parameters are passed to `lgb.train()` as a named list.\n\n```{r}\n# Data interface\ndtrain <- lgb.Dataset(X, label = y)\n\n# Parameters\nparams <- list(\n  objective = \"binary\"\n  , num_leaves = 4L\n  , learning_rate = 1.0\n)\n\n# Train\nfit <- lgb.train(\n  params\n  , data = dtrain\n  , nrounds = 10L\n  , verbose = -1L\n)\n```\n\nTry it out! If stuck, visit LightGBM's [documentation](https://lightgbm.readthedocs.io/en/latest/R/index.html) for more details.\n\n```{r, echo = FALSE, results = \"hide\"}\n# Cleanup\nif (file.exists(\"lightgbm.model\")) {\n  file.remove(\"lightgbm.model\")\n}\n```\n\n## References\n\nKe, Guolin, Qi Meng, Thomas Finley, Taifeng Wang, Wei Chen, Weidong Ma, Qiwei Ye, and Tie-Yan Liu. 2017. \"LightGBM: A Highly Efficient Gradient Boosting Decision Tree.\" In Advances in Neural Information Processing Systems 30 (NIPS 2017).\n\nMoro, Sérgio, Paulo Cortez, and Paulo Rita. 2014. \"A Data-Driven Approach to Predict the Success of Bank Telemarketing.\" Decision Support Systems 62: 22–31.\n"
  },
  {
    "path": "README.md",
    "content": "<img src=https://github.com/lightgbm-org/LightGBM/blob/master/docs/logo/LightGBM_logo_black_text.svg width=300 />\n\n> [!NOTE]\n> This project moved from `Microsoft/LightGBM` to `lightgbm-org/LightGBM` in March 2026.\n> This repository is still the official LightGBM source code, managed by the same maintainers (including the creator of LightGBM).\n> For details, see https://github.com/lightgbm-org/LightGBM/issues/7187\n\nLight Gradient Boosting Machine\n===============================\n\n[![C++ GitHub Actions Build Status](https://github.com/lightgbm-org/LightGBM/actions/workflows/cpp.yml/badge.svg?branch=master)](https://github.com/lightgbm-org/LightGBM/actions/workflows/cpp.yml)\n[![Python-package GitHub Actions Build Status](https://github.com/lightgbm-org/LightGBM/actions/workflows/python_package.yml/badge.svg?branch=master)](https://github.com/lightgbm-org/LightGBM/actions/workflows/python_package.yml)\n[![R-package GitHub Actions Build Status](https://github.com/lightgbm-org/LightGBM/actions/workflows/r_package.yml/badge.svg?branch=master)](https://github.com/lightgbm-org/LightGBM/actions/workflows/r_package.yml)\n[![CUDA Version GitHub Actions Build Status](https://github.com/lightgbm-org/LightGBM/actions/workflows/cuda.yml/badge.svg?branch=master)](https://github.com/lightgbm-org/LightGBM/actions/workflows/cuda.yml)\n[![SWIG Wrapper GitHub Actions Build Status](https://github.com/lightgbm-org/LightGBM/actions/workflows/swig.yml/badge.svg?branch=master)](https://github.com/lightgbm-org/LightGBM/actions/workflows/swig.yml)\n[![Static Analysis GitHub Actions Build Status](https://github.com/lightgbm-org/LightGBM/actions/workflows/static_analysis.yml/badge.svg?branch=master)](https://github.com/lightgbm-org/LightGBM/actions/workflows/static_analysis.yml)\n[![Appveyor Build Status](https://ci.appveyor.com/api/projects/status/1ys5ot401m0fep6l/branch/master?svg=true)](https://ci.appveyor.com/project/guolinke/lightgbm/branch/master)\n[![Documentation Status](https://readthedocs.org/projects/lightgbm/badge/?version=latest)](https://lightgbm.readthedocs.io/)\n[![Link checks](https://github.com/lightgbm-org/LightGBM/actions/workflows/lychee.yml/badge.svg?branch=master)](https://github.com/lightgbm-org/LightGBM/actions/workflows/lychee.yml)\n[![License](https://img.shields.io/github/license/lightgbm-org/lightgbm.svg)](https://github.com/lightgbm-org/LightGBM/blob/master/LICENSE)\n[![EffVer Versioning](https://img.shields.io/badge/version_scheme-EffVer-0097a7)](https://jacobtomlinson.dev/effver)\n[![StackOverflow questions](https://img.shields.io/stackexchange/stackoverflow/t/lightgbm?logo=stackoverflow&logoColor=white&label=StackOverflow%20questions)](https://stackoverflow.com/questions/tagged/lightgbm?sort=votes)\n[![Python Versions](https://img.shields.io/pypi/pyversions/lightgbm.svg?logo=python&logoColor=white)](https://pypi.org/project/lightgbm)\n[![PyPI Version](https://img.shields.io/pypi/v/lightgbm.svg?logo=pypi&logoColor=white)](https://pypi.org/project/lightgbm)\n[![conda Version](https://img.shields.io/conda/vn/conda-forge/lightgbm?logo=conda-forge&logoColor=white&label=conda)](https://anaconda.org/conda-forge/lightgbm)\n[![CRAN Version](https://www.r-pkg.org/badges/version/lightgbm)](https://cran.r-project.org/package=lightgbm)\n[![NuGet Version](https://img.shields.io/nuget/v/lightgbm?logo=nuget&logoColor=white)](https://www.nuget.org/packages/LightGBM)\n[![Winget Version](https://img.shields.io/winget/v/Microsoft.LightGBM)](https://github.com/microsoft/winget-pkgs/tree/master/manifests/m/Microsoft/LightGBM)\n\nLightGBM is a gradient boosting framework that uses tree based learning algorithms. It is designed to be distributed and efficient with the following advantages:\n\n- Faster training speed and higher efficiency.\n- Lower memory usage.\n- Better accuracy.\n- Support of parallel, distributed, and GPU learning.\n- Capable of handling large-scale data.\n\nFor further details, please refer to [Features](https://github.com/lightgbm-org/LightGBM/blob/master/docs/Features.rst).\n\nBenefiting from these advantages, LightGBM is being widely-used in many [winning solutions](https://github.com/lightgbm-org/LightGBM/blob/master/examples/README.md#machine-learning-challenge-winning-solutions) of machine learning competitions.\n\n[Comparison experiments](https://github.com/lightgbm-org/LightGBM/blob/master/docs/Experiments.rst#comparison-experiment) on public datasets show that LightGBM can outperform existing boosting frameworks on both efficiency and accuracy, with significantly lower memory consumption. What's more, [distributed learning experiments](https://github.com/lightgbm-org/LightGBM/blob/master/docs/Experiments.rst#parallel-experiment) show that LightGBM can achieve a linear speed-up by using multiple machines for training in specific settings.\n\nGet Started and Documentation\n-----------------------------\n\nOur primary documentation is at https://lightgbm.readthedocs.io/ and is generated from this repository. If you are new to LightGBM, follow [the installation instructions](https://lightgbm.readthedocs.io/en/latest/Installation-Guide.html) on that site.\n\nNext you may want to read:\n\n- [**Examples**](https://github.com/lightgbm-org/LightGBM/tree/master/examples) showing command line usage of common tasks.\n- [**Features**](https://github.com/lightgbm-org/LightGBM/blob/master/docs/Features.rst) and algorithms supported by LightGBM.\n- [**Parameters**](https://github.com/lightgbm-org/LightGBM/blob/master/docs/Parameters.rst) is an exhaustive list of customization you can make.\n- [**Distributed Learning**](https://github.com/lightgbm-org/LightGBM/blob/master/docs/Parallel-Learning-Guide.rst) and [**GPU Learning**](https://github.com/lightgbm-org/LightGBM/blob/master/docs/GPU-Tutorial.rst) can speed up computation.\n- [**FLAML**](https://www.microsoft.com/en-us/research/project/fast-and-lightweight-automl-for-large-scale-data/articles/flaml-a-fast-and-lightweight-automl-library/) provides automated tuning for LightGBM ([code examples](https://microsoft.github.io/FLAML/docs/Examples/AutoML-for-LightGBM/)).\n- [**Optuna Hyperparameter Tuner**](https://medium.com/optuna/lightgbm-tuner-new-optuna-integration-for-hyperparameter-optimization-8b7095e99258) provides automated tuning for LightGBM hyperparameters ([code examples](https://github.com/optuna/optuna-examples/blob/main/lightgbm/lightgbm_tuner_simple.py)).\n- [**Understanding LightGBM Parameters (and How to Tune Them using Neptune)**](https://neptune.ai/blog/lightgbm-parameters-guide).\n\nDocumentation for contributors:\n\n- [**How we update readthedocs.io**](https://github.com/lightgbm-org/LightGBM/blob/master/docs/README.rst).\n- Check out the [**Development Guide**](https://github.com/lightgbm-org/LightGBM/blob/master/docs/Development-Guide.rst).\n\nNews\n----\n\nPlease refer to changelogs at [GitHub releases](https://github.com/lightgbm-org/LightGBM/releases) page.\n\nExternal (Unofficial) Repositories\n----------------------------------\n\nProjects listed here offer alternative ways to use LightGBM.\nThey are not maintained or officially endorsed by the `LightGBM` development team.\n\nJPMML (Java PMML converter): https://github.com/jpmml/jpmml-lightgbm\n\nNyoka (Python PMML converter): https://github.com/SoftwareAG/nyoka\n\nTreelite (model compiler for efficient deployment): https://github.com/dmlc/treelite\n\nlleaves (LLVM-based model compiler for efficient inference): https://github.com/siboehm/lleaves\n\nHummingbird (model compiler into tensor computations): https://github.com/microsoft/hummingbird\n\nGBNet (use `LightGBM` as a [PyTorch Module](https://docs.pytorch.org/docs/stable/generated/torch.nn.Module.html)): https://github.com/mthorrell/gbnet\n\ncuML Forest Inference Library (GPU-accelerated inference): https://github.com/rapidsai/cuml\n\ndaal4py (Intel CPU-accelerated inference): https://github.com/intel/scikit-learn-intelex/tree/master/daal4py\n\nm2cgen (model appliers for various languages): https://github.com/BayesWitnesses/m2cgen\n\nleaves (Go model applier): https://github.com/dmitryikh/leaves\n\nONNXMLTools (ONNX converter): https://github.com/onnx/onnxmltools\n\nSHAP (model output explainer): https://github.com/slundberg/shap\n\nShapash (model visualization and interpretation): https://github.com/MAIF/shapash\n\ndtreeviz (decision tree visualization and model interpretation): https://github.com/parrt/dtreeviz\n\nsupertree (interactive visualization of decision trees): https://github.com/mljar/supertree\n\nSynapseML (LightGBM on Spark): https://github.com/microsoft/SynapseML\n\nKubeflow Fairing (LightGBM on Kubernetes): https://github.com/kubeflow/fairing\n\nKubeflow Operator (LightGBM on Kubernetes): https://github.com/kubeflow/xgboost-operator\n\nlightgbm_ray (LightGBM on Ray): https://github.com/ray-project/lightgbm_ray\n\nRay (distributed computing framework): https://github.com/ray-project/ray\n\nMars (LightGBM on Mars): https://github.com/mars-project/mars\n\nML.NET (.NET/C#-package): https://github.com/dotnet/machinelearning\n\nLightGBM.NET (.NET/C#-package): https://github.com/rca22/LightGBM.Net\n\nLightGBM Ruby (Ruby gem): https://github.com/ankane/lightgbm-ruby\n\nLightGBM4j (Java high-level binding): https://github.com/metarank/lightgbm4j\n\nLightGBM4J (JVM interface for LightGBM written in Scala): https://github.com/seek-oss/lightgbm4j\n\nJulia-package: https://github.com/IQVIA-ML/LightGBM.jl\n\nlightgbm3 (Rust binding): https://github.com/Mottl/lightgbm3-rs\n\nMLServer (inference server for LightGBM): https://github.com/SeldonIO/MLServer\n\nMLflow (experiment tracking, model monitoring framework): https://github.com/mlflow/mlflow\n\nFLAML (AutoML library for hyperparameter optimization): https://github.com/microsoft/FLAML\n\nMLJAR AutoML (AutoML on tabular data): https://github.com/mljar/mljar-supervised\n\nOptuna (hyperparameter optimization framework): https://github.com/optuna/optuna\n\nLightGBMLSS (probabilistic modelling with LightGBM): https://github.com/StatMixedML/LightGBMLSS\n\nmlforecast (time series forecasting with LightGBM): https://github.com/Nixtla/mlforecast\n\nskforecast (time series forecasting with LightGBM): https://github.com/JoaquinAmatRodrigo/skforecast\n\n`{bonsai}` (R `{parsnip}`-compliant interface): https://github.com/tidymodels/bonsai\n\n`{mlr3extralearners}` (R `{mlr3}`-compliant interface): https://github.com/mlr-org/mlr3extralearners\n\nlightgbm-transform (feature transformation binding): https://github.com/lightgbm-org/LightGBM-transform\n\n`postgresml` (LightGBM training and prediction in SQL, via a Postgres extension): https://github.com/postgresml/postgresml\n\n`pyodide` (run `lightgbm` Python-package in a web browser): https://github.com/pyodide/pyodide\n\n`vaex-ml` (Python DataFrame library with its own interface to LightGBM): https://github.com/vaexio/vaex\n\nSupport\n-------\n\n- Ask a question [on Stack Overflow with the `lightgbm` tag](https://stackoverflow.com/questions/ask?tags=lightgbm), we monitor this for new questions.\n- Open **bug reports** and **feature requests** on [GitHub issues](https://github.com/lightgbm-org/LightGBM/issues).\n\nHow to Contribute\n-----------------\n\nCheck [CONTRIBUTING](https://github.com/lightgbm-org/LightGBM/blob/master/CONTRIBUTING.md) page.\n\nMicrosoft Open Source Code of Conduct\n-------------------------------------\n\nThis project has adopted the [Microsoft Open Source Code of Conduct](https://opensource.microsoft.com/codeofconduct/). For more information see the [Code of Conduct FAQ](https://opensource.microsoft.com/codeofconduct/faq/) or contact [opencode@microsoft.com](mailto:opencode@microsoft.com) with any additional questions or comments.\n\nReference Papers\n----------------\n\nYu Shi, Guolin Ke, Zhuoming Chen, Shuxin Zheng, Tie-Yan Liu. \"Quantized Training of Gradient Boosting Decision Trees\" ([link](https://proceedings.neurips.cc/paper/2022/hash/77911ed9e6e864ca1a3d165b2c3cb258-Abstract.html)). Advances in Neural Information Processing Systems 35 (NeurIPS 2022), pp. 18822-18833.\n\nGuolin Ke, Qi Meng, Thomas Finley, Taifeng Wang, Wei Chen, Weidong Ma, Qiwei Ye, Tie-Yan Liu. \"[LightGBM: A Highly Efficient Gradient Boosting Decision Tree](https://proceedings.neurips.cc/paper/2017/hash/6449f44a102fde848669bdd9eb6b76fa-Abstract.html)\". Advances in Neural Information Processing Systems 30 (NIPS 2017), pp. 3149-3157.\n\nQi Meng, Guolin Ke, Taifeng Wang, Wei Chen, Qiwei Ye, Zhi-Ming Ma, Tie-Yan Liu. \"[A Communication-Efficient Parallel Algorithm for Decision Tree](https://proceedings.neurips.cc/paper/2016/hash/10a5ab2db37feedfdeaab192ead4ac0e-Abstract.html)\". Advances in Neural Information Processing Systems 29 (NIPS 2016), pp. 1279-1287.\n\nHuan Zhang, Si Si and Cho-Jui Hsieh. \"[GPU Acceleration for Large-scale Tree Boosting](https://arxiv.org/abs/1706.08359)\". SysML Conference, 2018.\n\nLicense\n-------\n\nThis project is licensed under the terms of the MIT license. See [LICENSE](https://github.com/lightgbm-org/LightGBM/blob/master/LICENSE) for additional details.\n"
  },
  {
    "path": "SECURITY.md",
    "content": "<!-- BEGIN MICROSOFT SECURITY.MD V0.0.7 BLOCK -->\n\n## Security\n\nMicrosoft takes the security of our software products and services seriously, which includes all source code repositories managed through our GitHub organizations, which include [Microsoft](https://github.com/Microsoft), [Azure](https://github.com/Azure), [DotNet](https://github.com/dotnet), [AspNet](https://github.com/aspnet), [Xamarin](https://github.com/xamarin), and [our GitHub organizations](https://opensource.microsoft.com/).\n\nIf you believe you have found a security vulnerability in any Microsoft-owned repository that meets [Microsoft's definition of a security vulnerability](https://aka.ms/opensource/security/definition), please report it to us as described below.\n\n## Reporting Security Issues\n\n**Please do not report security vulnerabilities through public GitHub issues.**\n\nInstead, please report them to the Microsoft Security Response Center (MSRC) at [https://msrc.microsoft.com/create-report](https://aka.ms/opensource/security/create-report).\n\nIf you prefer to submit without logging in, send email to [secure@microsoft.com](mailto:secure@microsoft.com).  If possible, encrypt your message with our PGP key; please download it from the [Microsoft Security Response Center PGP Key page](https://aka.ms/opensource/security/pgpkey).\n\nYou should receive a response within 24 hours. If for some reason you do not, please follow up via email to ensure we received your original message. Additional information can be found at [microsoft.com/msrc](https://aka.ms/opensource/security/msrc).\n\nPlease include the requested information listed below (as much as you can provide) to help us better understand the nature and scope of the possible issue:\n\n  * Type of issue (e.g. buffer overflow, SQL injection, cross-site scripting, etc.)\n  * Full paths of source file(s) related to the manifestation of the issue\n  * The location of the affected source code (tag/branch/commit or direct URL)\n  * Any special configuration required to reproduce the issue\n  * Step-by-step instructions to reproduce the issue\n  * Proof-of-concept or exploit code (if possible)\n  * Impact of the issue, including how an attacker might exploit the issue\n\nThis information will help us triage your report more quickly.\n\nIf you are reporting for a bug bounty, more complete reports can contribute to a higher bounty award. Please visit our [Microsoft Bug Bounty Program](https://aka.ms/opensource/security/bounty) page for more details about our active programs.\n\n## Preferred Languages\n\nWe prefer all communications to be in English.\n\n## Policy\n\nMicrosoft follows the principle of [Coordinated Vulnerability Disclosure](https://aka.ms/opensource/security/cvd).\n\n<!-- END MICROSOFT SECURITY.MD BLOCK -->\n"
  },
  {
    "path": "VERSION.txt",
    "content": "4.6.0.99\n"
  },
  {
    "path": "biome.json",
    "content": "{\n    \"root\": false,\n    \"vcs\": {\n        \"enabled\": true,\n        \"clientKind\": \"git\",\n        \"useIgnoreFile\": true\n    },\n    \"files\": {\n        \"includes\": [\n            \"**\",\n            \"!build\",\n            \"!external_libs\",\n            \"!lightgbm-python\",\n            \"!lightgbm_r\"\n        ]\n    },\n    \"formatter\": {\n        \"enabled\": true,\n        \"expand\": \"always\",\n        \"useEditorconfig\": true,\n        \"lineWidth\": 120\n    },\n    \"assist\": {\n        \"enabled\": true,\n        \"actions\": {\n            \"recommended\": true\n        }\n    },\n    \"linter\": {\n        \"enabled\": true,\n        \"domains\": {\n            \"project\": \"all\"\n        },\n        \"rules\": {\n            \"recommended\": true\n        }\n    }\n}\n"
  },
  {
    "path": "build-cran-package.sh",
    "content": "#!/bin/sh\n\n# [description]\n#     Prepare a source distribution of the R-package\n#     to be submitted to CRAN.\n#\n# [arguments]\n#\n#     --r-executable Customize the R executable used by `R CMD build`.\n#                    Useful if building the R-package in an environment with\n#                    non-standard builds of R, such as those provided in\n#                    https://github.com/wch/r-debug.\n#\n#     --no-build-vignettes Pass this flag to skip creating vignettes.\n#                          You might want to do this to avoid installing\n#                          vignette-only dependencies, or to avoid\n#                          portability issues.\n#\n# [usage]\n#\n#     # default usage\n#     sh build-cran-package.sh\n#\n#     # custom R build\n#     sh build-cran-package.sh --r-executable=RDvalgrind\n#\n#     # skip vignette building\n#     sh build-cran-package.sh --no-build-vignettes\n\nset -e -u\n\n# Default values of arguments\nBUILD_VIGNETTES=true\nLGB_R_EXECUTABLE=R\n\nwhile [ $# -gt 0 ]; do\n  case \"$1\" in\n    --r-executable=*)\n      LGB_R_EXECUTABLE=\"${1#*=}\"\n      ;;\n    --no-build-vignettes*)\n      BUILD_VIGNETTES=false\n      ;;\n    *)\n      echo \"invalid argument '${1}'\"\n      exit 1\n      ;;\n  esac\n  shift\ndone\n\necho \"Building lightgbm with R executable: ${LGB_R_EXECUTABLE}\"\n\nORIG_WD=\"$(pwd)\"\nTEMP_R_DIR=\"$(pwd)/lightgbm_r\"\n\nif test -d \"${TEMP_R_DIR}\"; then\n    rm -r \"${TEMP_R_DIR}\"\nfi\nmkdir -p \"${TEMP_R_DIR}\"\n\nCURRENT_DATE=$(date +'%Y-%m-%d')\n\n# R packages cannot have versions like 3.0.0rc1, but\n# 3.0.0-1 is acceptable\nLGB_VERSION=$(head -1 ./VERSION.txt | sed \"s/rc/-/g\")\n\n# move relevant files\ncp -R R-package/* \"${TEMP_R_DIR}\"\ncp -R include \"${TEMP_R_DIR}/src/\"\ncp -R src/* \"${TEMP_R_DIR}/src/\"\n\nif ${BUILD_VIGNETTES} ; then\n    cp docs/logo/LightGBM_logo_black_text.svg \"${TEMP_R_DIR}/vignettes/\"\nfi\n\ncp \\\n    external_libs/fast_double_parser/include/fast_double_parser.h \\\n    \"${TEMP_R_DIR}/src/include/LightGBM/utils\"\n\nmkdir -p \"${TEMP_R_DIR}/src/include/LightGBM/utils/fmt\"\ncp \\\n    external_libs/fmt/include/fmt/*.h \\\n    \"${TEMP_R_DIR}/src/include/LightGBM/utils/fmt\"\n\n# including only specific files from Eigen, to keep the R-package\n# small and avoid redistributing code with licenses incompatible with\n# LightGBM's license\nEIGEN_R_DIR=\"${TEMP_R_DIR}/src/include/Eigen\"\nmkdir -p \"${EIGEN_R_DIR}\"\n\nmodules=\"Cholesky Core Dense Eigenvalues Geometry Householder Jacobi LU QR SVD\"\nfor eigen_module in ${modules}; do\n    cp \"external_libs/eigen/Eigen/${eigen_module}\" \"${EIGEN_R_DIR}/${eigen_module}\"\n    if [ \"${eigen_module}\" != \"Dense\" ]; then\n        mkdir -p \"${EIGEN_R_DIR}/src/${eigen_module}/\"\n        cp -R \"external_libs/eigen/Eigen/src/${eigen_module}\"/* \"${EIGEN_R_DIR}/src/${eigen_module}/\"\n    fi\ndone\n\nmkdir -p \"${EIGEN_R_DIR}/src/misc\"\ncp -R external_libs/eigen/Eigen/src/misc/* \"${EIGEN_R_DIR}/src/misc/\"\n\nmkdir -p \"${EIGEN_R_DIR}/src/plugins\"\ncp -R external_libs/eigen/Eigen/src/plugins/* \"${EIGEN_R_DIR}/src/plugins/\"\n\ncd \"${TEMP_R_DIR}\"\n\n    # Remove files not needed for CRAN\n    echo \"Removing files not needed for CRAN\"\n    rm src/install.libs.R\n    rm -r inst/\n    rm -r pkgdown/\n    rm cran-comments.md\n    rm AUTOCONF_UBUNTU_VERSION\n    rm recreate-configure.sh\n\n    # files only used by the lightgbm CLI aren't needed for\n    # the R-package\n    rm src/application/application.cpp\n    rm src/include/LightGBM/application.h\n    rm src/main.cpp\n\n    # configure.ac and DESCRIPTION have placeholders for version\n    # and date so they don't have to be updated manually\n    sed -i.bak -e \"s/~~VERSION~~/${LGB_VERSION}/\" configure.ac\n    sed -i.bak -e \"s/~~VERSION~~/${LGB_VERSION}/\" DESCRIPTION\n    sed -i.bak -e \"s/~~DATE~~/${CURRENT_DATE}/\" DESCRIPTION\n\n    # Remove 'region', 'endregion', and 'warning' pragmas.\n    # This won't change the correctness of the code. CRAN does\n    # not allow you to use compiler flag '-Wno-unknown-pragmas' or\n    # pragmas that suppress warnings.\n    echo \"Removing unknown pragmas in headers\"\n    find . \\( -name '*.h' -o -name '*.hpp' -o -name '*.cpp' \\) -exec \\\n      sed \\\n        -i.bak \\\n        -e 's/^.*#pragma clang diagnostic.*$//' \\\n        -e 's/^.*#pragma diag_suppress.*$//' \\\n        -e 's/^.*#pragma GCC diagnostic.*$//' \\\n        -e 's/^.*#pragma region.*$//' \\\n        -e 's/^.*#pragma endregion.*$//' \\\n        -e 's/^.*#pragma warning.*$//' \\\n        {} +\n\n    # 'processx' is listed as a 'Suggests' dependency in DESCRIPTION\n    # because it is used in install.libs.R, a file that is not\n    # included in the CRAN distribution of the package\n    sed \\\n        -i.bak \\\n        '/processx/d' \\\n        DESCRIPTION\n\n    echo \"Cleaning sed backup files\"\n    find . -name '*.bak' -exec rm {} \\;\n\ncd \"${ORIG_WD}\"\n\nif ${BUILD_VIGNETTES} ; then\n    \"${LGB_R_EXECUTABLE}\" CMD build \\\n        --keep-empty-dirs \\\n        lightgbm_r\n\n    echo \"removing object files created by vignettes\"\n    rm -rf ./_tmp\n    mkdir _tmp\n    TARBALL_NAME=\"lightgbm_${LGB_VERSION}.tar.gz\"\n    mv \"${TARBALL_NAME}\" _tmp/\n\n    echo \"untarring ${TARBALL_NAME}\"\n    cd _tmp\n        tar -xf \"${TARBALL_NAME}\" > /dev/null 2>&1\n        rm -f \"${TARBALL_NAME}\"\n        echo \"done untarring ${TARBALL_NAME}\"\n\n        # Object files are left behind from compiling the library to generate vignettes.\n        # Approaches like using tar --exclude=*.so to exclude them are not portable\n        # (for example, don't work with some versions of tar on Windows).\n        #\n        # Removing them manually here removes the need to use tar --exclude.\n        #\n        # For background, see https://github.com/lightgbm-org/LightGBM/pull/3946#pullrequestreview-799415812.\n        rm -f ./lightgbm/src/*.o\n        rm -f ./lightgbm/src/boosting/*.o\n        rm -f ./lightgbm/src/io/*.o\n        rm -f ./lightgbm/src/metric/*.o\n        rm -f ./lightgbm/src/network/*.o\n        rm -f ./lightgbm/src/objective/*.o\n        rm -f ./lightgbm/src/treelearner/*.o\n        rm -f ./lightgbm/src/utils/*.o\n\n        echo \"re-tarring ${TARBALL_NAME}\"\n        # --no-xattrs is the default in GNU tar but not some distributions of BSD tar.\n        # Enable it here to avoid errors on macOS.\n        # ref: https://stackoverflow.com/a/74373784/3986677\n        tar \\\n            -cz \\\n            --no-xattrs \\\n            -f \"${TARBALL_NAME}\" \\\n            lightgbm \\\n        > /dev/null 2>&1\n        mv \"${TARBALL_NAME}\" ../\n    cd ..\n    echo \"Done creating ${TARBALL_NAME}\"\n\n    rm -rf ./_tmp\nelse\n    \"${LGB_R_EXECUTABLE}\" CMD build \\\n        --keep-empty-dirs \\\n        --no-build-vignettes \\\n        lightgbm_r\nfi\n\necho \"Done building R-package\"\n"
  },
  {
    "path": "build-python.sh",
    "content": "#!/bin/sh\n\n# [description]\n#\n#     Prepare a source distribution (sdist) or built distribution (wheel)\n#     of the Python-package, and optionally install it.\n#\n# [usage]\n#\n#     # build sdist and put it in dist/\n#     sh ./build-python.sh sdist\n#\n#     # build wheel and put it in dist/\n#     sh ./build-python.sh bdist_wheel [OPTIONS]\n#\n#     # compile lib_lightgbm and install the Python-package wrapping it\n#     sh ./build-python.sh install [OPTIONS]\n#\n#     # install the Python-package using a pre-compiled lib_lightgbm\n#     # (assumes lib_lightgbm.{dll,so} is located at the root of the repo)\n#     sh ./build-python.sh install --precompile\n#\n# [options]\n#\n#     --boost-dir=FILEPATH\n#                                   Directory with Boost package configuration file.\n#     --boost-include-dir=FILEPATH\n#                                   Directory containing Boost headers.\n#     --boost-librarydir=FILEPATH\n#                                   Preferred Boost library directory.\n#     --boost-root=FILEPATH\n#                                   Boost preferred installation prefix.\n#     --opencl-include-dir=FILEPATH\n#                                   OpenCL include directory.\n#     --opencl-library=FILEPATH\n#                                   Path to OpenCL library.\n#     --bit32\n#                                   Compile 32-bit version.\n#     --cuda\n#                                   Compile CUDA version.\n#     --gpu\n#                                   Compile GPU version.\n#     --integrated-opencl\n#                                   Compile integrated OpenCL version.\n#     --mingw\n#                                   Compile with MinGW.\n#     --mpi\n#                                   Compile MPI version.\n#     --no-isolation\n#                                   Assume all build and install dependencies are already installed,\n#                                   don't go to the internet to get them.\n#     --nomp\n#                                   Compile version without OpenMP support.\n#     --precompile\n#                                   Use precompiled library.\n#                                   Only used with 'install' command.\n#     --rocm\n#                                   Compile ROCm version.\n#     --time-costs\n#                                   Compile version that outputs time costs for different internal routines.\n#     --user\n#                                   Install into user-specific instead of global site-packages directory.\n#                                   Only used with 'install' command.\n\nset -e -u\n\necho \"[INFO] building lightgbm\"\n\n# Default values of arguments\nINSTALL=\"false\"\nBUILD_SDIST=\"false\"\nBUILD_WHEEL=\"false\"\n\nPIP_INSTALL_ARGS=\"\"\nBUILD_ARGS=\"\"\nPRECOMPILE=\"false\"\n\nwhile [ $# -gt 0 ]; do\n  case \"$1\" in\n    ############################\n    # sub-commands of setup.py #\n    ############################\n    install)\n      INSTALL=\"true\"\n      ;;\n    sdist)\n      BUILD_SDIST=\"true\"\n      ;;\n    bdist_wheel)\n      BUILD_WHEEL=\"true\"\n      ;;\n    ############################\n    # customized library paths #\n    ############################\n    --boost-dir|--boost-dir=*)\n        if echo \"$1\" | grep -q '^*=*$';\n            then shift;\n        fi\n        BOOST_DIR=\"${1#*=}\"\n        BUILD_ARGS=\"${BUILD_ARGS} --config-setting=cmake.define.Boost_DIR='${BOOST_DIR}'\"\n        ;;\n    --boost-include-dir|--boost-include-dir=*)\n        if echo \"$1\" | grep -q '^*=*$';\n            then shift;\n        fi\n        BOOST_INCLUDE_DIR=\"${1#*=}\"\n        BUILD_ARGS=\"${BUILD_ARGS} --config-setting=cmake.define.Boost_INCLUDE_DIR='${BOOST_INCLUDE_DIR}'\"\n        ;;\n    --boost-librarydir|--boost-librarydir=*)\n        if echo \"$1\" | grep -q '^*=*$';\n            then shift;\n        fi\n        BOOST_LIBRARY_DIR=\"${1#*=}\"\n        BUILD_ARGS=\"${BUILD_ARGS} --config-setting=cmake.define.BOOST_LIBRARYDIR='${BOOST_LIBRARY_DIR}'\"\n        ;;\n    --boost-root|--boost-root=*)\n        if echo \"$1\" | grep -q '^*=*$';\n            then shift;\n        fi\n        BOOST_ROOT=\"${1#*=}\"\n        BUILD_ARGS=\"${BUILD_ARGS} --config-setting=cmake.define.Boost_ROOT='${BOOST_ROOT}'\"\n        ;;\n    --opencl-include-dir|--opencl-include-dir=*)\n        if echo \"$1\" | grep -q '^*=*$';\n            then shift;\n        fi\n        OPENCL_INCLUDE_DIR=\"${1#*=}\"\n        BUILD_ARGS=\"${BUILD_ARGS} --config-setting=cmake.define.OpenCL_INCLUDE_DIR='${OPENCL_INCLUDE_DIR}'\"\n        ;;\n    --opencl-library|--opencl-library=*)\n        if echo \"$1\" | grep -q '^*=*$';\n            then shift;\n        fi\n        OPENCL_LIBRARY=\"${1#*=}\"\n        BUILD_ARGS=\"${BUILD_ARGS} --config-setting=cmake.define.OpenCL_LIBRARY='${OPENCL_LIBRARY}'\"\n        ;;\n    #########\n    # flags #\n    #########\n    --bit32)\n        echo \"[INFO] Attempting to build 32-bit version of LightGBM, which is only supported on Windows with Visual Studio.\"\n        BUILD_ARGS=\"${BUILD_ARGS} --config-setting=cmake.args=-AWin32\"\n        ;;\n    --cuda)\n        BUILD_ARGS=\"${BUILD_ARGS} --config-setting=cmake.define.USE_CUDA=ON\"\n        ;;\n    --rocm)\n        BUILD_ARGS=\"${BUILD_ARGS} --config-setting=cmake.define.USE_ROCM=ON\"\n        ;;\n    --gpu)\n        BUILD_ARGS=\"${BUILD_ARGS} --config-setting=cmake.define.USE_GPU=ON\"\n        ;;\n    --integrated-opencl)\n        BUILD_ARGS=\"${BUILD_ARGS} --config-setting=cmake.define.__INTEGRATE_OPENCL=ON\"\n        ;;\n    --mingw)\n        # ref: https://stackoverflow.com/a/45104058/3986677\n        BUILD_ARGS=\"${BUILD_ARGS} --config-setting=cmake.define.CMAKE_SH=CMAKE_SH-NOTFOUND\"\n        BUILD_ARGS=\"${BUILD_ARGS} --config-setting=cmake.args=-G'MinGW Makefiles'\"\n        ;;\n    --mpi)\n        BUILD_ARGS=\"${BUILD_ARGS} --config-setting=cmake.define.USE_MPI=ON\"\n        ;;\n    --no-isolation)\n        BUILD_ARGS=\"${BUILD_ARGS} --no-isolation\"\n        PIP_INSTALL_ARGS=\"${PIP_INSTALL_ARGS} --no-build-isolation\"\n        ;;\n    --nomp)\n        BUILD_ARGS=\"${BUILD_ARGS} --config-setting=cmake.define.USE_OPENMP=OFF\"\n        ;;\n    --precompile)\n        PRECOMPILE=\"true\"\n        ;;\n    --time-costs)\n        BUILD_ARGS=\"${BUILD_ARGS} --config-setting=cmake.define.USE_TIMETAG=ON\"\n        ;;\n    --user)\n        PIP_INSTALL_ARGS=\"${PIP_INSTALL_ARGS} --user\"\n        ;;\n    *)\n        echo \"[ERROR] invalid argument '${1}'. Aborting\"\n        exit 1\n        ;;\n  esac\n  shift\ndone\n\npip install --prefer-binary 'build>=0.10.0'\n\n# create a new directory that just contains the files needed\n# to build the Python-package\ncreate_isolated_source_dir() {\n    rm -rf \\\n        ./lightgbm-python \\\n        ./lightgbm \\\n        ./python-package/build \\\n        ./python-package/build_cpp \\\n        ./python-package/compile \\\n        ./python-package/dist \\\n        ./python-package/lightgbm.egg-info\n\n    cp -R ./python-package ./lightgbm-python\n\n    cp LICENSE ./lightgbm-python/\n    cp VERSION.txt ./lightgbm-python/lightgbm/VERSION.txt\n\n    cp -R ./cmake ./lightgbm-python\n    cp CMakeLists.txt ./lightgbm-python\n    cp -R ./include ./lightgbm-python\n    cp -R ./src ./lightgbm-python\n    cp -R ./swig ./lightgbm-python\n\n    # include only specific files from external_libs, to keep the package\n    # small and avoid redistributing code with licenses incompatible with\n    # LightGBM's license\n\n    ######################\n    # fast_double_parser #\n    ######################\n    mkdir -p ./lightgbm-python/external_libs/fast_double_parser\n    cp \\\n        external_libs/fast_double_parser/CMakeLists.txt \\\n        ./lightgbm-python/external_libs/fast_double_parser/CMakeLists.txt\n    cp \\\n        external_libs/fast_double_parser/LICENSE* \\\n        ./lightgbm-python/external_libs/fast_double_parser/\n\n    mkdir -p ./lightgbm-python/external_libs/fast_double_parser/include/\n    cp \\\n        external_libs/fast_double_parser/include/fast_double_parser.h \\\n        ./lightgbm-python/external_libs/fast_double_parser/include/\n\n    #######\n    # fmt #\n    #######\n    mkdir -p ./lightgbm-python/external_libs/fmt\n    cp \\\n        external_libs/fast_double_parser/CMakeLists.txt \\\n        ./lightgbm-python/external_libs/fmt/CMakeLists.txt\n    cp \\\n        external_libs/fmt/LICENSE* \\\n        ./lightgbm-python/external_libs/fmt/\n\n    mkdir -p ./lightgbm-python/external_libs/fmt/include/fmt\n    cp \\\n        external_libs/fmt/include/fmt/*.h \\\n        ./lightgbm-python/external_libs/fmt/include/fmt/\n\n    #########\n    # Eigen #\n    #########\n    mkdir -p ./lightgbm-python/external_libs/eigen/Eigen\n    cp \\\n        external_libs/eigen/CMakeLists.txt \\\n        ./lightgbm-python/external_libs/eigen/CMakeLists.txt\n\n    modules=\"Cholesky Core Dense Eigenvalues Geometry Householder Jacobi LU QR SVD\"\n    for eigen_module in ${modules}; do\n        cp \\\n            \"external_libs/eigen/Eigen/${eigen_module}\" \\\n            \"./lightgbm-python/external_libs/eigen/Eigen/${eigen_module}\"\n        if [ \"${eigen_module}\" != \"Dense\" ]; then\n            mkdir -p \"./lightgbm-python/external_libs/eigen/Eigen/src/${eigen_module}/\"\n            cp \\\n                -R \\\n                \"external_libs/eigen/Eigen/src/${eigen_module}\"/* \\\n                \"./lightgbm-python/external_libs/eigen/Eigen/src/${eigen_module}/\"\n        fi\n    done\n\n    mkdir -p ./lightgbm-python/external_libs/eigen/Eigen/misc\n    cp \\\n        -R \\\n        external_libs/eigen/Eigen/src/misc \\\n        ./lightgbm-python/external_libs/eigen/Eigen/src/misc/\n\n    mkdir -p ./lightgbm-python/external_libs/eigen/Eigen/plugins\n    cp \\\n        -R \\\n        external_libs/eigen/Eigen/src/plugins \\\n        ./lightgbm-python/external_libs/eigen/Eigen/src/plugins/\n\n    ###################\n    # compute (Boost) #\n    ###################\n    mkdir -p ./lightgbm-python/external_libs/compute\n    cp \\\n        -R \\\n        external_libs/compute/include \\\n        ./lightgbm-python/external_libs/compute/include/\n}\n\ncreate_isolated_source_dir\n\ncd ./lightgbm-python\n\n# if 'install' was passed, choose the type of package to build and install\nif test \"${INSTALL}\" = true; then\n    if test \"${PRECOMPILE}\" = true; then\n        BUILD_SDIST=false\n        BUILD_WHEEL=true\n        BUILD_ARGS=\"\"\n        rm -rf \\\n            ./cmake \\\n            ./CMakeLists.txt \\\n            ./external_libs \\\n            ./include \\\n            ./src \\\n            ./swig\n        # avoid trying to recompile, just use hatchling and copy in relevant files\n        sed -i.bak -e '/start:build-system/,/end:build-system/d' pyproject.toml\n\n# replace build backend configuration\ncat >> ./pyproject.toml <<EOF\n\n[build-system]\nrequires = [\"hatchling>=1.27.0\"]\nbuild-backend = \"hatchling.build\"\n\n[tool.hatch.build.targets.wheel]\n# do not consider .gitignore when choosing files to include / exclude\nignore-vcs = true\npackages = [\"lightgbm\"]\n\nEOF\n        mkdir -p ./lightgbm/lib\n        if test -f ../lib_lightgbm.so; then\n            echo \"[INFO] found pre-compiled lib_lightgbm.so\"\n            cp ../lib_lightgbm.so ./lightgbm/lib/lib_lightgbm.so\n        elif test -f ../lib_lightgbm.dylib; then\n            echo \"[INFO] found pre-compiled lib_lightgbm.dylib\"\n            cp ../lib_lightgbm.dylib ./lightgbm/lib/lib_lightgbm.dylib\n        elif test -f ../lib_lightgbm.dll; then\n            echo \"[INFO] found pre-compiled lib_lightgbm.dll\"\n            cp ../lib_lightgbm.dll ./lightgbm/lib/lib_lightgbm.dll\n        elif test -f ../Release/lib_lightgbm.dll; then\n            echo \"[INFO] found pre-compiled Release/lib_lightgbm.dll\"\n            cp ../Release/lib_lightgbm.dll ./lightgbm/lib/lib_lightgbm.dll\n        elif test -f ../windows/x64/DLL/lib_lightgbm.dll; then\n            echo \"[INFO] found pre-compiled windows/x64/DLL/lib_lightgbm.dll\"\n            cp ../windows/x64/DLL/lib_lightgbm.dll ./lightgbm/lib/lib_lightgbm.dll\n            cp ../windows/x64/DLL/lib_lightgbm.lib ./lightgbm/lib/lib_lightgbm.lib\n        elif test -f ../windows/x64/Debug_DLL/lib_lightgbm.dll; then\n            echo \"[INFO] found pre-compiled windows/x64/Debug_DLL/lib_lightgbm.dll\"\n            cp ../windows/x64/Debug_DLL/lib_lightgbm.dll ./lightgbm/lib/lib_lightgbm.dll\n            cp ../windows/x64/Debug_DLL/lib_lightgbm.lib ./lightgbm/lib/lib_lightgbm.lib\n        else\n            echo \"[ERROR] cannot find pre-compiled library. Aborting\"\n            exit 1\n        fi\n        rm -f ./*.bak\n    fi\n\n    # at this point, if 'install' was passed but the package type wasn't indicated, prefer wheel\n    if test \"${BUILD_SDIST}\" = false && test \"${BUILD_WHEEL}\" = false; then\n        echo \"[INFO] 'install' passed but no package type ('bdist_wheel', 'sdist') chosen. Defaulting to 'bdist_wheel'.\"\n        BUILD_SDIST=\"false\"\n        BUILD_WHEEL=\"true\"\n    fi\nfi\n\nif test \"${BUILD_SDIST}\" = true; then\n    echo \"[INFO] --- building sdist ---\"\n    rm -f ../dist/*.tar.gz\n    # use xargs to work with args that contain whitespaces\n    # note that empty echo string leads to that xargs doesn't run the command\n    # in some implementations of xargs\n    # ref: https://stackoverflow.com/a/8296746\n    echo \"--sdist --outdir ../dist ${BUILD_ARGS} .\" | xargs python -m build\nfi\n\nif test \"${BUILD_WHEEL}\" = true; then\n    echo \"[INFO] --- building wheel ---\"\n    rm -f ../dist/*.whl || true\n    # use xargs to work with args that contain whitespaces\n    # note that empty echo string leads to that xargs doesn't run the command\n    # in some implementations of xargs\n    # ref: https://stackoverflow.com/a/8296746\n    echo \"--wheel --outdir ../dist ${BUILD_ARGS} .\" | xargs python -m build\nfi\n\nif test \"${INSTALL}\" = true; then\n    echo \"[INFO] --- installing lightgbm ---\"\n    cd ..\n    if test \"${BUILD_WHEEL}\" = true; then\n        PACKAGE_FILE=\"$(echo dist/lightgbm*.whl)\"\n    else\n        PACKAGE_FILE=\"$(echo dist/lightgbm*.tar.gz)\"\n    fi\n    # shellcheck disable=SC2086\n    pip install \\\n        ${PIP_INSTALL_ARGS} \\\n        --force-reinstall \\\n        --no-cache-dir \\\n        --no-deps \\\n        \"${PACKAGE_FILE}\"\nfi\n\necho \"[INFO] cleaning up\"\nrm -rf ./lightgbm-python\n"
  },
  {
    "path": "build_r.R",
    "content": "# For macOS users who have decided to use gcc\n# (replace 8 with version of gcc installed on your machine)\n# NOTE: your gcc / g++ from Homebrew is probably in /usr/local/bin\n#export CXX=/usr/local/bin/g++-8 CC=/usr/local/bin/gcc-8\n# Sys.setenv(\"CXX\" = \"/usr/local/bin/g++-8\")\n# Sys.setenv(\"CC\" = \"/usr/local/bin/gcc-8\")\n\nargs <- commandArgs(trailingOnly = TRUE)\nINSTALL_AFTER_BUILD <- !(\"--skip-install\" %in% args)\nTEMP_R_DIR <- file.path(getwd(), \"lightgbm_r\")\nTEMP_SOURCE_DIR <- file.path(TEMP_R_DIR, \"src\")\n\n# [description]\n#     Parse the content of commandArgs() into a structured\n#     list. This returns a list with two sections.\n#       * \"flags\" = a character of vector of flags like \"--use-gpu\"\n#       * \"keyword_args\" = a named character vector, where names\n#           refer to options and values are the option values. For\n#           example, c(\"--boost-librarydir\" = \"/usr/lib/x86_64-linux-gnu\")\n.parse_args <- function(args) {\n  out_list <- list(\n    \"flags\" = character(0L)\n    , \"keyword_args\" = character(0L)\n    , \"make_args\" = character(0L)\n  )\n  for (arg in args) {\n    if (any(grepl(\"^\\\\-j[0-9]+\", arg))) {  # nolint: non_portable_path.\n        out_list[[\"make_args\"]] <- arg\n    } else if (any(grepl(\"=\", arg, fixed = TRUE))) {\n      split_arg <- strsplit(arg, \"=\", fixed = TRUE)[[1L]]\n      arg_name <- split_arg[[1L]]\n      arg_value <- split_arg[[2L]]\n      out_list[[\"keyword_args\"]][[arg_name]] <- arg_value\n    } else {\n      out_list[[\"flags\"]] <- c(out_list[[\"flags\"]], arg)\n    }\n  }\n  return(out_list)\n}\nparsed_args <- .parse_args(args)\n\nSKIP_VIGNETTES <- \"--no-build-vignettes\" %in% parsed_args[[\"flags\"]]\nUSING_GPU <- \"--use-gpu\" %in% parsed_args[[\"flags\"]]\nUSING_MINGW <- \"--use-mingw\" %in% parsed_args[[\"flags\"]]\nUSING_MSYS2 <- \"--use-msys2\" %in% parsed_args[[\"flags\"]]\n\n# this maps command-line arguments to defines passed into CMake,\nARGS_TO_DEFINES <- c(\n  \"--boost-root\" = \"-DBOOST_ROOT\"\n  , \"--boost-dir\" = \"-DBoost_DIR\"\n  , \"--boost-include-dir\" = \"-DBoost_INCLUDE_DIR\"\n  , \"--boost-librarydir\" = \"-DBOOST_LIBRARYDIR\"\n  , \"--opencl-include-dir\" = \"-DOpenCL_INCLUDE_DIR\"\n  , \"--opencl-library\" = \"-DOpenCL_LIBRARY\"\n)\n\nrecognized_args <- c(\n  \"--no-build-vignettes\"\n  , \"--skip-install\"\n  , \"--use-gpu\"\n  , \"--use-mingw\"\n  , \"--use-msys2\"\n  , names(ARGS_TO_DEFINES)\n)\ngiven_args <- c(\n  parsed_args[[\"flags\"]]\n  , names(parsed_args[[\"keyword_args\"]])\n)\nunrecognized_args <- setdiff(given_args, recognized_args)\nif (length(unrecognized_args) > 0L) {\n  msg <- paste0(\n    \"Unrecognized arguments: \"\n    , toString(unrecognized_args)\n  )\n  stop(msg)\n}\n\n# [description] Replace statements in install.libs.R code based on\n#               command-line flags\n.replace_flag <- function(variable_name, value, content) {\n  out <- gsub(\n    pattern = paste0(variable_name, \" <-.*\")\n    , replacement = paste0(variable_name, \" <- \", as.character(value))\n    , x = content\n  )\n  return(out)\n}\n\ninstall_libs_content <- readLines(\n  file.path(\"R-package\", \"src\", \"install.libs.R\")\n)\ninstall_libs_content <- .replace_flag(\"use_gpu\", USING_GPU, install_libs_content)\ninstall_libs_content <- .replace_flag(\"use_mingw\", USING_MINGW, install_libs_content)\ninstall_libs_content <- .replace_flag(\"use_msys2\", USING_MSYS2, install_libs_content)\n\n# set up extra flags based on keyword arguments\nkeyword_args <- parsed_args[[\"keyword_args\"]]\nif (length(keyword_args) > 0L) {\n  cmake_args_to_add <- NULL\n  for (i in seq_along(keyword_args)) {\n    arg_name <- names(keyword_args)[[i]]\n    define_name <- ARGS_TO_DEFINES[[arg_name]]\n    arg_value <- shQuote(normalizePath(keyword_args[[arg_name]], winslash = \"/\"))\n    cmake_args_to_add <- c(cmake_args_to_add, paste0(define_name, \"=\", arg_value))\n  }\n  install_libs_content <- gsub(\n    pattern = paste0(\"command_line_args <- NULL\")\n    , replacement = paste0(\n      \"command_line_args <- c(\\'\"\n      , paste(cmake_args_to_add, collapse = \"', '\")\n      , \"')\"\n    )\n    , x = install_libs_content\n    , fixed = TRUE\n  )\n}\n\n# if provided, set '-j' in 'make' commands in install.libs.R\nif (length(parsed_args[[\"make_args\"]]) > 0L) {\n  install_libs_content <- gsub(\n    pattern = \"make_args_from_build_script <- character(0L)\"\n    , replacement = paste0(\n      \"make_args_from_build_script <- c(\\\"\"\n      , paste(parsed_args[[\"make_args\"]], collapse = \"\\\", \\\"\")\n      , \"\\\")\"\n    )\n    , x = install_libs_content\n    , fixed = TRUE\n  )\n}\n\n# R returns FALSE (not a non-zero exit code) if a file copy operation\n# breaks. Let's fix that\n.handle_result <- function(res) {\n  if (!all(res)) {\n    stop(\"Copying files failed!\")\n  }\n  return(invisible(NULL))\n}\n\n# system() will not raise an R exception if the process called\n# fails. Wrapping it here to get that behavior.\n#\n# system() introduces a lot of overhead, at least on Windows,\n# so trying processx if it is available\n.run_shell_command <- function(cmd, args, strict = TRUE) {\n    on_windows <- .Platform$OS.type == \"windows\"\n    has_processx <- suppressMessages({\n      suppressWarnings({\n        require(\"processx\")  # nolint: undesirable_function, unused_import.\n      })\n    })\n    if (has_processx && on_windows) {\n      result <- processx::run(\n        command = cmd\n        , args = args\n        , windows_verbatim_args = TRUE\n        , error_on_status = FALSE\n        , echo = TRUE\n      )\n      exit_code <- result$status\n    } else {\n      if (on_windows) {\n        message(paste0(\n          \"Using system() to run shell commands. Installing \"\n          , \"'processx' with install.packages('processx') might \"\n          , \"make this faster.\"\n        ))\n      }\n      cmd <- paste0(cmd, \" \", paste(args, collapse = \" \"))\n      exit_code <- system(cmd)\n    }\n\n    if (exit_code != 0L && isTRUE(strict)) {\n        stop(paste0(\"Command failed with exit code: \", exit_code))\n    }\n    return(invisible(exit_code))\n}\n\n# Make a new temporary folder to work in\nunlink(x = TEMP_R_DIR, recursive = TRUE)\ndir.create(TEMP_R_DIR)\n\n# copy in the relevant files\nresult <- file.copy(\n  from = \"R-package/./\"\n  , to = sprintf(\"%s/\", TEMP_R_DIR)\n  , recursive = TRUE\n  , overwrite = TRUE\n)\n.handle_result(result)\n\n# overwrite src/install.libs.R with new content based on command-line flags\nwriteLines(\n  text = install_libs_content\n  , con = file.path(TEMP_SOURCE_DIR, \"install.libs.R\")\n)\n\n# Add blank Makevars files\nresult <- file.copy(\n  from = file.path(TEMP_R_DIR, \"inst\", \"Makevars\")\n  , to = file.path(TEMP_SOURCE_DIR, \"Makevars\")\n  , overwrite = TRUE\n)\n.handle_result(result)\nresult <- file.copy(\n  from = file.path(TEMP_R_DIR, \"inst\", \"Makevars.win\")\n  , to = file.path(TEMP_SOURCE_DIR, \"Makevars.win\")\n  , overwrite = TRUE\n)\n.handle_result(result)\n\nresult <- file.copy(\n  from = \"include/\"\n  , to =  sprintf(\"%s/\", TEMP_SOURCE_DIR)\n  , recursive = TRUE\n  , overwrite = TRUE\n)\n.handle_result(result)\n\nresult <- file.copy(\n  from = \"src/\"\n  , to = sprintf(\"%s/\", TEMP_SOURCE_DIR)\n  , recursive = TRUE\n  , overwrite = TRUE\n)\n.handle_result(result)\n\nEIGEN_R_DIR <- file.path(TEMP_SOURCE_DIR, \"include\", \"Eigen\")\ndir.create(EIGEN_R_DIR)\n\neigen_modules <- c(\n  \"Cholesky\"\n  , \"Core\"\n  , \"Dense\"\n  , \"Eigenvalues\"\n  , \"Geometry\"\n  , \"Householder\"\n  , \"Jacobi\"\n  , \"LU\"\n  , \"QR\"\n  , \"SVD\"\n)\nfor (eigen_module in eigen_modules) {\n  result <- file.copy(\n    from = file.path(\"external_libs\", \"eigen\", \"Eigen\", eigen_module)\n    , to = EIGEN_R_DIR\n    , recursive = FALSE\n    , overwrite = TRUE\n  )\n  .handle_result(result)\n}\n\ndir.create(file.path(EIGEN_R_DIR, \"src\"))\n\nfor (eigen_module in c(eigen_modules, \"misc\", \"plugins\")) {\n  if (eigen_module == \"Dense\") {\n    next\n  }\n  module_dir <- file.path(EIGEN_R_DIR, \"src\", eigen_module)\n  dir.create(module_dir, recursive = TRUE)\n  result <- file.copy(\n    from = sprintf(\"%s/\", file.path(\"external_libs\", \"eigen\", \"Eigen\", \"src\", eigen_module))\n    , to = sprintf(\"%s/\", file.path(EIGEN_R_DIR, \"src\"))\n    , recursive = TRUE\n    , overwrite = TRUE\n  )\n  .handle_result(result)\n}\n\n.replace_pragmas <- function(filepath) {\n  pragma_patterns <- c(\n    \"^.*#pragma clang diagnostic.*$\"\n    , \"^.*#pragma diag_suppress.*$\"\n    , \"^.*#pragma GCC diagnostic.*$\"\n    , \"^.*#pragma region.*$\"\n    , \"^.*#pragma endregion.*$\"\n    , \"^.*#pragma warning.*$\"\n  )\n  content <- readLines(filepath)\n  for (pragma_pattern in pragma_patterns) {\n    content <- content[!grepl(pragma_pattern, content)]\n  }\n  writeLines(content, filepath)\n}\n\n# remove pragmas that suppress warnings, to appease R CMD check\n.replace_pragmas(\n  file.path(EIGEN_R_DIR, \"src\", \"Core\", \"arch\", \"SSE\", \"Complex.h\")\n)\n.replace_pragmas(\n  file.path(EIGEN_R_DIR, \"src\", \"Core\", \"util\", \"DisableStupidWarnings.h\")\n)\n\nresult <- file.copy(\n  from = \"CMakeLists.txt\"\n  , to = file.path(TEMP_R_DIR, \"inst\", \"bin/\")\n  , overwrite = TRUE\n)\n.handle_result(result)\n\n# remove CRAN-specific files\nresult <- file.remove(\n  file.path(TEMP_R_DIR, \"cleanup\")\n  , file.path(TEMP_R_DIR, \"configure\")\n  , file.path(TEMP_R_DIR, \"configure.ac\")\n  , file.path(TEMP_R_DIR, \"configure.win\")\n  , file.path(TEMP_SOURCE_DIR, \"Makevars.in\")\n  , file.path(TEMP_SOURCE_DIR, \"Makevars.win.in\")\n)\n.handle_result(result)\n\n#------------#\n# submodules #\n#------------#\nEXTERNAL_LIBS_R_DIR <- file.path(TEMP_SOURCE_DIR, \"external_libs\")\ndir.create(EXTERNAL_LIBS_R_DIR)\nfor (submodule in list.dirs(\n  path = \"external_libs\"\n  , full.names = FALSE\n  , recursive = FALSE\n)) {\n  # compute/ is a submodule with boost, only needed if\n  # building the R-package with GPU support;\n  # eigen/ has a special treatment due to licensing aspects\n  if ((submodule == \"compute\" && !USING_GPU) || submodule == \"eigen\") {\n    next\n  }\n  result <- file.copy(\n    from = sprintf(\"%s/\", file.path(\"external_libs\", submodule))\n    , to = sprintf(\"%s/\", EXTERNAL_LIBS_R_DIR)\n    , recursive = TRUE\n    , overwrite = TRUE\n  )\n  .handle_result(result)\n}\n\n# copy files into the place CMake expects\nCMAKE_MODULES_R_DIR <- file.path(TEMP_SOURCE_DIR, \"cmake\", \"modules\")\ndir.create(CMAKE_MODULES_R_DIR, recursive = TRUE)\nresult <- file.copy(\n  from = file.path(\"cmake\", \"modules\", \"FindLibR.cmake\")\n  , to = sprintf(\"%s/\", CMAKE_MODULES_R_DIR)\n  , overwrite = TRUE\n)\n.handle_result(result)\nfor (src_file in c(\"lightgbm_R.cpp\", \"lightgbm_R.h\")) {\n  result <- file.copy(\n    from = file.path(TEMP_SOURCE_DIR, src_file)\n    , to = file.path(TEMP_SOURCE_DIR, \"src\", src_file)\n    , overwrite = TRUE\n  )\n  .handle_result(result)\n  result <- file.remove(\n    file.path(TEMP_SOURCE_DIR, src_file)\n  )\n  .handle_result(result)\n}\n\nresult <- file.copy(\n  from = file.path(\"R-package\", \"inst\", \"make-r-def.R\")\n  , to = file.path(TEMP_R_DIR, \"inst\", \"bin/\")\n  , overwrite = TRUE\n)\n.handle_result(result)\n\n# R packages cannot have versions like 3.0.0rc1, but\n# 3.0.0-1 is acceptable\nLGB_VERSION <- readLines(\"VERSION.txt\")[1L]\nLGB_VERSION <- gsub(\n  pattern = \"rc\"\n  , replacement = \"-\"\n  , x = LGB_VERSION\n  , fixed = TRUE\n)\n\n# DESCRIPTION has placeholders for version\n# and date so it doesn't have to be updated manually\nDESCRIPTION_FILE <- file.path(TEMP_R_DIR, \"DESCRIPTION\")\ndescription_contents <- readLines(DESCRIPTION_FILE)\ndescription_contents <- gsub(\n  pattern = \"~~VERSION~~\"\n  , replacement = LGB_VERSION\n  , x = description_contents\n  , fixed = TRUE\n)\ndescription_contents <- gsub(\n  pattern = \"~~DATE~~\"\n  , replacement = as.character(Sys.Date())\n  , x = description_contents\n  , fixed = TRUE\n)\nwriteLines(description_contents, DESCRIPTION_FILE)\n\n# NOTE: --keep-empty-dirs is necessary to keep the deep paths expected\n#       by CMake while also meeting the CRAN req to create object files\n#       on demand\nr_build_args <- c(\"CMD\", \"build\", TEMP_R_DIR, \"--keep-empty-dirs\")\nif (isTRUE(SKIP_VIGNETTES)) {\n  r_build_args <- c(r_build_args, \"--no-build-vignettes\")\n}\n.run_shell_command(\"R\", r_build_args)\n\n# Install the package\nversion <- gsub(\n  pattern = \"Version: \",\n  replacement = \"\",\n  x = grep(\n    pattern = \"Version: \"\n    , x = readLines(con = file.path(TEMP_R_DIR, \"DESCRIPTION\"))\n    , value = TRUE\n    , fixed = TRUE\n  )\n  , fixed = TRUE\n)\ntarball <- file.path(getwd(), sprintf(\"lightgbm_%s.tar.gz\", version))\n\ninstall_cmd <- \"R\"\ninstall_args <- c(\"CMD\", \"INSTALL\", \"--no-multiarch\", \"--with-keep.source\", tarball)\nif (INSTALL_AFTER_BUILD) {\n  .run_shell_command(install_cmd, install_args)\n} else {\n  cmd <- paste0(install_cmd, \" \", paste(install_args, collapse = \" \"))\n  print(sprintf(\"Skipping installation. Install the package with command '%s'\", cmd))\n}\n"
  },
  {
    "path": "cmake/IntegratedOpenCL.cmake",
    "content": "set(BUILD_SHARED_LIBS OFF CACHE BOOL \"\" FORCE)\nset(BOOST_VERSION_DOT \"1.74\")\nstring(REPLACE \".\" \"_\" BOOST_VERSION_UNDERSCORE ${BOOST_VERSION_DOT})\n\nset(OPENCL_HEADER_REPOSITORY \"https://github.com/KhronosGroup/OpenCL-Headers.git\")\nset(OPENCL_HEADER_TAG \"1b2a1850f410aaaaeaa56cead5a179b5aea4918e\")\n\nset(OPENCL_LOADER_REPOSITORY \"https://github.com/KhronosGroup/OpenCL-ICD-Loader.git\")\nset(OPENCL_LOADER_TAG \"98ca71fb9f8484f1cd1999f55224bf9e8d18693b\")\n\nset(BOOST_REPOSITORY \"https://github.com/boostorg/boost.git\")\nset(BOOST_TAG \"boost-${BOOST_VERSION_DOT}.0\")\n\n# Build Independent OpenCL library\ninclude(FetchContent)\n# lint_cmake: -readability/wonkycase\nFetchContent_Declare(OpenCL-Headers GIT_REPOSITORY ${OPENCL_HEADER_REPOSITORY} GIT_TAG ${OPENCL_HEADER_TAG})\nFetchContent_GetProperties(OpenCL-Headers)\n# lint_cmake: +readability/wonkycase\nif(NOT OpenCL-Headers_POPULATED)\n# lint_cmake: -readability/wonkycase\n  FetchContent_MakeAvailable(OpenCL-Headers)\n# lint_cmake: +readability/wonkycase\n  message(STATUS \"Populated OpenCL Headers\")\nendif()\nset(OPENCL_ICD_LOADER_HEADERS_DIR ${opencl-headers_SOURCE_DIR} CACHE PATH \"\") # for OpenCL ICD Loader\nset(OpenCL_INCLUDE_DIR ${opencl-headers_SOURCE_DIR} CACHE PATH \"\") # for Boost::Compute\n\n# lint_cmake: -readability/wonkycase\nFetchContent_Declare(\n# lint_cmake: +readability/wonkycase\n  OpenCL-ICD-Loader\n  GIT_REPOSITORY\n  ${OPENCL_LOADER_REPOSITORY}\n  GIT_TAG\n  ${OPENCL_LOADER_TAG}\n  EXCLUDE_FROM_ALL\n)\n# lint_cmake: -readability/wonkycase\nFetchContent_GetProperties(OpenCL-ICD-Loader)\n# lint_cmake: +readability/wonkycase\nif(NOT OpenCL-ICD-Loader_POPULATED)\n# lint_cmake: -readability/wonkycase\n  FetchContent_MakeAvailable(OpenCL-ICD-Loader)\n# lint_cmake: +readability/wonkycase\n  if(WIN32)\n    set(USE_DYNAMIC_VCXX_RUNTIME ON)\n  endif()\n  message(STATUS \"Populated OpenCL ICD Loader\")\nendif()\nlist(APPEND INTEGRATED_OPENCL_INCLUDES ${OPENCL_ICD_LOADER_HEADERS_DIR})\nlist(APPEND INTEGRATED_OPENCL_DEFINITIONS CL_TARGET_OPENCL_VERSION=120)\nif(WIN32)\n  list(\n    APPEND\n    INTEGRATED_OPENCL_LIBRARIES\n      ${opencl-icd-loader_BINARY_DIR}/Release/OpenCL.lib\n      cfgmgr32.lib\n      runtimeobject.lib\n  )\nelse()\n  list(\n    APPEND\n    INTEGRATED_OPENCL_LIBRARIES\n      ${opencl-icd-loader_BINARY_DIR}/libOpenCL.a\n  )\n  set_property(TARGET OpenCL PROPERTY POSITION_INDEPENDENT_CODE ON)\nendif()\n\n# Build Independent Boost libraries\ninclude(ExternalProject)\ninclude(ProcessorCount)\n# lint_cmake: -readability/wonkycase\nProcessorCount(J)\n# lint_cmake: +readability/wonkycase\nset(BOOST_BASE \"${PROJECT_BINARY_DIR}/Boost\")\nset(BOOST_INCLUDE \"${BOOST_BASE}/source\" CACHE PATH \"\")\nset(BOOST_LIBRARY \"${BOOST_BASE}/source/stage/lib\" CACHE PATH \"\")\nif(WIN32)\n  if(MSVC)\n    # references:\n    #\n    #  * range of MSVC versions: https://learn.microsoft.com/en-us/cpp/overview/compiler-versions\n    #  * MSVC toolchain IDs: not sure...\n    #    comments like https://learn.microsoft.com/en-us/answers/questions/769911/visual-studio-2019-build-tools-v143\n    #\n    if(${MSVC_VERSION} GREATER 1929)\n      set(MSVC_TOOLCHAIN_ID \"143\")\n    elseif(${MSVC_VERSION} GREATER 1919)\n      set(MSVC_TOOLCHAIN_ID \"142\")\n    elseif(${MSVC_VERSION} GREATER 1909)\n      set(MSVC_TOOLCHAIN_ID \"141\")\n    else()\n      message(FATAL_ERROR \"Unsupported MSVC version number: ${MSVC_VERSION}\")\n    endif()\n    list(\n      APPEND\n        BOOST_BUILD_BYPRODUCTS\n          ${BOOST_LIBRARY}/libboost_filesystem-vc${MSVC_TOOLCHAIN_ID}-mt-x64-${BOOST_VERSION_UNDERSCORE}.lib\n          ${BOOST_LIBRARY}/libboost_system-vc${MSVC_TOOLCHAIN_ID}-mt-x64-${BOOST_VERSION_UNDERSCORE}.lib\n          ${BOOST_LIBRARY}/libboost_chrono-vc${MSVC_TOOLCHAIN_ID}-mt-x64-${BOOST_VERSION_UNDERSCORE}.lib\n    )\n  else()\n    message(FATAL_ERROR \"Integrated OpenCL build is not yet available for MinGW\")\n  endif()\n  set(BOOST_BOOTSTRAP \"${BOOST_BASE}/source/bootstrap.bat\")\n  set(BOOST_BUILD \"${BOOST_BASE}/source/b2.exe\")\n  set(BOOST_FLAGS \"\")\nelse()\n  set(BOOST_BOOTSTRAP \"${BOOST_BASE}/source/bootstrap.sh\")\n  set(BOOST_BUILD \"${BOOST_BASE}/source/b2\")\n  set(BOOST_FLAGS \"-fPIC\")\n  list(\n    APPEND\n    BOOST_BUILD_BYPRODUCTS\n      ${BOOST_LIBRARY}/libboost_filesystem.a\n      ${BOOST_LIBRARY}/libboost_system.a\n      ${BOOST_LIBRARY}/libboost_chrono.a\n  )\nendif()\nlist(\n  APPEND\n  BOOST_SUBMODULES\n    \"libs/algorithm\"\n    \"libs/align\"\n    \"libs/any\"\n    \"libs/array\"\n    \"libs/assert\"\n    \"libs/bind\"\n    \"libs/chrono\"\n    \"libs/compute\"\n    \"libs/concept_check\"\n    \"libs/config\"\n    \"libs/container\"\n    \"libs/container_hash\"\n    \"libs/core\"\n    \"libs/detail\"\n    \"libs/filesystem\"\n    \"libs/foreach\"\n    \"libs/format\"\n    \"libs/function\"\n    \"libs/function_types\"\n    \"libs/fusion\"\n    \"libs/headers\"\n    \"libs/integer\"\n    \"libs/io\"\n    \"libs/iterator\"\n    \"libs/lexical_cast\"\n    \"libs/math\"\n    \"libs/move\"\n    \"libs/mpl\"\n    \"libs/multi_index\"\n    \"libs/numeric/conversion\"\n    \"libs/optional\"\n    \"libs/predef\"\n    \"libs/preprocessor\"\n    \"libs/property_tree\"\n    \"libs/range\"\n    \"libs/ratio\"\n    \"libs/serialization\"\n    \"libs/smart_ptr\"\n    \"libs/static_assert\"\n    \"libs/system\"\n    \"libs/throw_exception\"\n    \"libs/tuple\"\n    \"libs/typeof\"\n    \"libs/type_index\"\n    \"libs/type_traits\"\n    \"libs/utility\"\n    \"libs/uuid\"\n    \"libs/winapi\"\n    \"tools/boost_install\"\n    \"tools/build\"\n)\n# lint_cmake: -readability/wonkycase\nExternalProject_Add(\n# lint_cmake: +readability/wonkycase\n  Boost\n  TMP_DIR \"${BOOST_BASE}/tmp\"\n  STAMP_DIR \"${BOOST_BASE}/stamp\"\n  DOWNLOAD_DIR \"${BOOST_BASE}/download\"\n  SOURCE_DIR \"${BOOST_BASE}/source\"\n  BINARY_DIR \"${BOOST_BASE}/source\"\n  INSTALL_DIR \"${BOOST_BASE}/install\"\n  GIT_REPOSITORY ${BOOST_REPOSITORY}\n  GIT_TAG ${BOOST_TAG}\n  GIT_SUBMODULES ${BOOST_SUBMODULES}\n  GIT_SHALLOW ON\n  UPDATE_COMMAND \"\"\n  PATCH_COMMAND \"\"\n  CONFIGURE_COMMAND ${BOOST_BOOTSTRAP}\n  BUILD_COMMAND\n    ${BOOST_BUILD}\n    -sBOOST_ROOT=${BOOST_BASE}/source\n    -a\n    -q\n    -j ${J}\n    --with-headers\n    --with-chrono\n    --with-filesystem\n    --with-system\n    link=static\n    runtime-link=shared\n    variant=release\n    threading=multi\n    cxxflags=\"${BOOST_FLAGS}\"\n  INSTALL_COMMAND \"\"\n  # BUILD_BYPRODUCTS is necessary to support 'Ninja' builds.\n  # ref:\n  #  - https://cmake.org/cmake/help/latest/module/ExternalProject.html\n  #  - https://stackoverflow.com/a/65803911/3986677\n  BUILD_BYPRODUCTS ${BOOST_BUILD_BYPRODUCTS}\n)\nlist(APPEND INTEGRATED_OPENCL_INCLUDES ${BOOST_INCLUDE})\nlist(APPEND INTEGRATED_OPENCL_LIBRARIES ${BOOST_BUILD_BYPRODUCTS})\n\nset(BUILD_SHARED_LIBS ON CACHE BOOL \"\" FORCE)\n"
  },
  {
    "path": "cmake/Sanitizer.cmake",
    "content": "# Set appropriate compiler and linker flags for sanitizers.\n#\n# Usage of this module:\n#  enable_sanitizers(\"address;leak\")\n\n# Add flags\nmacro(enable_sanitizer sanitizer)\n  if(${sanitizer} MATCHES \"address\")\n    set(SAN_COMPILE_FLAGS \"${SAN_COMPILE_FLAGS} -fsanitize=address\")\n\n  elseif(${sanitizer} MATCHES \"thread\")\n    set(SAN_COMPILE_FLAGS \"${SAN_COMPILE_FLAGS} -fsanitize=thread\")\n\n  elseif(${sanitizer} MATCHES \"leak\")\n    set(SAN_COMPILE_FLAGS \"${SAN_COMPILE_FLAGS} -fsanitize=leak\")\n\n  elseif(${sanitizer} MATCHES \"undefined\")\n    set(SAN_COMPILE_FLAGS \"${SAN_COMPILE_FLAGS} -fsanitize=undefined -fno-sanitize-recover=undefined\")\n\n  else()\n    message(FATAL_ERROR \"Sanitizer ${sanitizer} not supported.\")\n  endif()\nendmacro()\n\nmacro(enable_sanitizers SANITIZERS)\n  # Check sanitizers compatibility.\n  foreach(_san ${SANITIZERS})\n    string(TOLOWER ${_san} _san)\n    if(_san MATCHES \"thread\")\n      if(${_use_other_sanitizers})\n        message(FATAL_ERROR \"thread sanitizer is not compatible with ${_san} sanitizer.\")\n      endif()\n      set(_use_thread_sanitizer 1)\n    else()\n      if(${_use_thread_sanitizer})\n        message(FATAL_ERROR \"${_san} sanitizer is not compatible with thread sanitizer.\")\n      endif()\n      set(_use_other_sanitizers 1)\n    endif()\n  endforeach()\n\n  message(STATUS \"Sanitizers: ${SANITIZERS}\")\n\n  foreach(_san ${SANITIZERS})\n    string(TOLOWER ${_san} _san)\n    enable_sanitizer(${_san})\n  endforeach()\n  message(STATUS \"Sanitizers compile flags: ${SAN_COMPILE_FLAGS}\")\n  set(CMAKE_CXX_FLAGS \"${CMAKE_CXX_FLAGS} ${SAN_COMPILE_FLAGS}\")\n  set(CMAKE_C_FLAGS \"${CMAKE_C_FLAGS} ${SAN_COMPILE_FLAGS}\")\nendmacro()\n"
  },
  {
    "path": "cmake/modules/FindLibR.cmake",
    "content": "# CMake module used to find the location of R's\n# dll and header files.\n#\n# Borrows heavily from xgboost's R package:\n#\n# * https://github.com/dmlc/xgboost/blob/master/cmake/modules/FindLibR.cmake\n#\n# Defines the following:\n#  LIBR_FOUND\n#  LIBR_HOME\n#  LIBR_EXECUTABLE\n#  LIBR_MSVC_CORE_LIBRARY\n#  LIBR_INCLUDE_DIRS\n#  LIBR_LIBS_DIR\n#  LIBR_CORE_LIBRARY\n# and a CMake function to create R.lib for MSVC\n\n# lint_cmake: -convention/filename\n\nif(NOT R_ARCH)\n  if(\"${CMAKE_SIZEOF_VOID_P}\" STREQUAL \"4\")\n    set(R_ARCH \"i386\")\n  else()\n    set(R_ARCH \"x64\")\n  endif()\nendif()\n\nif(NOT (\"${R_ARCH}\" STREQUAL \"x64\"))\n  message(FATAL_ERROR \"LightGBM's R-package currently only supports 64-bit operating systems\")\nendif()\n\n# Creates R.lib and R.def in the build directory for linking with MSVC\n# https://docs.microsoft.com/en-us/cpp/build/reference/link-input-files?redirectedfrom=MSDN&view=vs-2019\nfunction(create_rlib_for_msvc)\n\n  message(STATUS \"Creating R.lib and R.def\")\n\n  # various checks and warnings\n  if(NOT WIN32 OR NOT MSVC)\n    message(FATAL_ERROR \"create_rlib_for_msvc() can only be used with MSVC\")\n  endif()\n\n  if(NOT EXISTS \"${LIBR_CORE_LIBRARY}\")\n    message(FATAL_ERROR \"LIBR_CORE_LIBRARY, '${LIBR_CORE_LIBRARY}', not found\")\n  endif()\n\n  find_program(DLLTOOL_EXE dlltool)\n\n  if(NOT DLLTOOL_EXE)\n    message(FATAL_ERROR \"dlltool.exe not found!\\nDo you have Rtools installed with its MinGW's bin/ in PATH?\")\n  endif()\n\n  set(LIBR_MSVC_CORE_LIBRARY \"${CMAKE_CURRENT_BINARY_DIR}/R.lib\" CACHE PATH \"R.lib filepath\")\n\n  get_filename_component(\n    LIBR_RSCRIPT_EXECUTABLE_DIR\n    ${LIBR_EXECUTABLE}\n    DIRECTORY\n  )\n  set(LIBR_RSCRIPT_EXECUTABLE \"${LIBR_RSCRIPT_EXECUTABLE_DIR}/Rscript\")\n\n  execute_process(\n    COMMAND ${LIBR_RSCRIPT_EXECUTABLE}\n    \"${CMAKE_CURRENT_BINARY_DIR}/make-r-def.R\"\n    \"${LIBR_CORE_LIBRARY}\" \"${CMAKE_CURRENT_BINARY_DIR}/R.def\"\n  )\n  execute_process(\n    COMMAND ${DLLTOOL_EXE}\n    \"--input-def\" \"${CMAKE_CURRENT_BINARY_DIR}/R.def\"\n    \"--output-lib\" \"${LIBR_MSVC_CORE_LIBRARY}\"\n  )\nendfunction()\n\n# R version information is used to search for R's libraries in\n# the registry on Windows. Since this code is orchestrated by\n# an R script (src/install.libs.R), that script uses R's built-ins to\n# find the version of R and pass it through as a CMake variable\nif(CMAKE_R_VERSION)\n  message(STATUS \"R version passed into FindLibR.cmake: ${CMAKE_R_VERSION}\")\nelseif(WIN32)\n  message(\n    FATAL_ERROR\n    \"Expected CMAKE_R_VERSION to be passed in on Windows but none was provided. Check src/install.libs.R\"\n  )\nendif()\n\n\nif(NOT LIBR_EXECUTABLE)\n  find_program(\n    LIBR_EXECUTABLE\n    NAMES R R.exe\n  )\n\n  # CRAN may run RD CMD CHECK instead of R CMD CHECK,\n  # which can lead to this infamous error:\n  # 'R' should not be used without a path -- see par. 1.6 of the manual\n  if(LIBR_EXECUTABLE MATCHES \".*\\\\.Rcheck.*\")\n    unset(LIBR_EXECUTABLE CACHE)\n  endif()\n\n  # ignore the R bundled with R.app on Mac, since that is GUI-only\n  if(LIBR_EXECUTABLE MATCHES \".+R\\\\.app.*\")\n    unset(LIBR_EXECUTABLE CACHE)\n  endif()\nendif()\n\n# Find R executable unless it has been provided directly or already found\nif(NOT LIBR_EXECUTABLE)\n  if(APPLE)\n\n    find_library(LIBR_LIBRARIES R)\n\n    if(LIBR_LIBRARIES MATCHES \".*\\\\.framework\")\n      set(LIBR_HOME \"${LIBR_LIBRARIES}/Resources\")\n      set(LIBR_EXECUTABLE \"${LIBR_HOME}/R\")\n    else()\n      get_filename_component(_LIBR_LIBRARIES \"${LIBR_LIBRARIES}\" REALPATH)\n      get_filename_component(_LIBR_LIBRARIES_DIR \"${_LIBR_LIBRARIES}\" DIRECTORY)\n      set(LIBR_EXECUTABLE \"${_LIBR_LIBRARIES_DIR}/../bin/R\")\n    endif()\n\n  elseif(UNIX)\n\n    # attempt to find R executable\n    if(NOT LIBR_EXECUTABLE)\n      find_program(\n        LIBR_EXECUTABLE\n        NO_DEFAULT_PATH\n        HINTS \"${CMAKE_CURRENT_BINARY_DIR}\" \"/usr/bin\" \"/usr/lib/\" \"/usr/local/bin/\"\n        NAMES R\n      )\n    endif()\n\n  # Windows\n  else()\n\n    # if R executable not available, query R_HOME path from registry\n    if(NOT LIBR_HOME)\n\n      # Try to find R's location in the registry\n      # ref: https://cran.r-project.org/bin/windows/base/rw-FAQ.html#Does-R-use-the-Registry_003f\n      get_filename_component(\n        LIBR_HOME\n        \"[HKEY_LOCAL_MACHINE\\\\SOFTWARE\\\\R-core\\\\R\\\\${CMAKE_R_VERSION};InstallPath]\"\n        ABSOLUTE\n      )\n    endif()\n\n    if(NOT LIBR_HOME)\n      get_filename_component(\n        LIBR_HOME\n        \"[HKEY_CURRENT_USER\\\\SOFTWARE\\\\R-core\\\\R\\\\${CMAKE_R_VERSION};InstallPath]\"\n        ABSOLUTE\n      )\n    endif()\n\n    if(NOT LIBR_HOME)\n      message(\n        FATAL_ERROR\n        \"Unable to locate R executable.\\\n\\nEither add its location to PATH or provide it through the LIBR_EXECUTABLE CMake variable\"\n      )\n    endif()\n\n    # set exe location based on R_ARCH\n    set(LIBR_EXECUTABLE \"${LIBR_HOME}/bin/${R_ARCH}/R.exe\")\n\n  endif()\n\n  if(NOT LIBR_EXECUTABLE)\n    message(\n      FATAL_ERROR\n      \"Unable to locate R executable.\\\n\\nEither add its location to PATH or provide it through the LIBR_EXECUTABLE CMake variable\"\n    )\n  endif()\n\nendif()\n\n# ask R for the home path\nexecute_process(\n  COMMAND ${LIBR_EXECUTABLE} \"--slave\" \"--vanilla\" \"-e\" \"cat(normalizePath(R.home(), winslash='/'))\"\n  OUTPUT_VARIABLE LIBR_HOME\n)\n\n# ask R for the include dir\nexecute_process(\n  COMMAND ${LIBR_EXECUTABLE} \"--slave\" \"--vanilla\" \"-e\" \"cat(normalizePath(R.home('include'), winslash='/'))\"\n  OUTPUT_VARIABLE LIBR_INCLUDE_DIRS\n)\n\n# ask R for the lib dir\nexecute_process(\n  COMMAND ${LIBR_EXECUTABLE} \"--slave\" \"--vanilla\" \"-e\" \"cat(normalizePath(R.home('lib'), winslash='/'))\"\n  OUTPUT_VARIABLE LIBR_LIBS_DIR\n)\n\nset(LIBR_HOME ${LIBR_HOME} CACHE PATH \"R home directory\")\nset(LIBR_EXECUTABLE ${LIBR_EXECUTABLE} CACHE PATH \"R executable\")\nset(LIBR_INCLUDE_DIRS ${LIBR_INCLUDE_DIRS} CACHE PATH \"R include directory\")\nset(LIBR_LIBS_DIR ${LIBR_LIBS_DIR} CACHE PATH \"Where R stores vendored third-party libraries\")\n\n# where is R.so / R.dll / libR.so likely to be found?\nset(\n  LIBR_PATH_HINTS\n    \"${CMAKE_CURRENT_BINARY_DIR}\"\n    \"${LIBR_HOME}/lib\"\n    \"${LIBR_HOME}/bin/${R_ARCH}\"\n    \"${LIBR_HOME}/bin\"\n    \"${LIBR_LIBRARIES}\"\n)\n\n# look for the core R library\nfind_library(\n  LIBR_CORE_LIBRARY\n  NAMES R R.dll\n  HINTS ${LIBR_PATH_HINTS}\n)\n\n# starting from CMake 3.17, find_library() will not find .dll files by default\n# https://cmake.org/cmake/help/v3.17/release/3.17.html#other-changes\nif(WIN32 AND NOT LIBR_CORE_LIBRARY)\n  find_file(\n    LIBR_CORE_LIBRARY\n    NAME R.dll\n    HINTS ${LIBR_PATH_HINTS}\n  )\nendif()\n\nset(LIBR_CORE_LIBRARY ${LIBR_CORE_LIBRARY} CACHE PATH \"R core shared library\")\n\nif(WIN32 AND MSVC)\n\n  # create a local R.lib import library for R.dll if it doesn't exist\n  if(NOT EXISTS \"${CMAKE_CURRENT_BINARY_DIR}/R.lib\")\n    create_rlib_for_msvc()\n  endif()\n\nendif()\n\n# define find requirements\ninclude(FindPackageHandleStandardArgs)\n\nif(WIN32 AND MSVC)\n# lint_cmake: -package/stdargs\n  find_package_handle_standard_args(\n# lint_cmake: +package/stdargs\n    LibR DEFAULT_MSG\n    LIBR_HOME\n    LIBR_EXECUTABLE\n    LIBR_INCLUDE_DIRS\n    LIBR_LIBS_DIR\n    LIBR_CORE_LIBRARY\n    LIBR_MSVC_CORE_LIBRARY\n  )\nelse()\n# lint_cmake: -package/stdargs\n  find_package_handle_standard_args(\n# lint_cmake: +package/stdargs\n    LibR DEFAULT_MSG\n    LIBR_HOME\n    LIBR_EXECUTABLE\n    LIBR_INCLUDE_DIRS\n    LIBR_LIBS_DIR\n    LIBR_CORE_LIBRARY\n  )\nendif()\n"
  },
  {
    "path": "cmake/modules/FindNCCL.cmake",
    "content": "#\n# Licensed under the Apache License, Version 2.0 (the \"License\");\n# you may not use this file except in compliance with the License.\n# You may obtain a copy of the License at\n#\n# http://www.apache.org/licenses/LICENSE-2.0\n#\n# Unless required by applicable law or agreed to in writing, software\n# distributed under the License is distributed on an \"AS IS\" BASIS,\n# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n# See the License for the specific language governing permissions and\n# limitations under the License.\n#\n# Tries to find NCCL headers and libraries.\n#\n# Usage of this module as follows:\n#\n#  find_package(NCCL)\n#\n# Variables used by this module, they can change the default behaviour and need\n# to be set before calling find_package:\n#\n#  NCCL_ROOT - When set, this path is inspected instead of standard library\n#              locations as the root of the NCCL installation.\n#              The environment variable NCCL_ROOT overrides this variable.\n#\n# This module defines\n#  NCCL_FOUND, whether nccl has been found\n#  NCCL_INCLUDE_DIR, directory containing header\n#  NCCL_LIBRARY, directory containing nccl library\n#  NCCL_LIB_NAME, nccl library name\n#  USE_NCCL_LIB_PATH, when set, NCCL_LIBRARY path is also inspected for the\n#                     location of the nccl library. This would disable\n#                     switching between static and shared.\n#\n# This module assumes that the user has already called find_package(CUDA)\n\nif(NCCL_LIBRARY)\n  if(NOT USE_NCCL_LIB_PATH)\n    # Don't cache NCCL_LIBRARY to enable switching between static and shared.\n    unset(NCCL_LIBRARY CACHE)\n  endif()\nendif()\n\nif(BUILD_WITH_SHARED_NCCL)\n  # libnccl.so\n  set(NCCL_LIB_NAME nccl)\nelse()\n  # libnccl_static.a\n  set(NCCL_LIB_NAME nccl_static)\nendif()\n\nfind_path(NCCL_INCLUDE_DIR\n  NAMES nccl.h\n  PATHS $ENV{NCCL_ROOT}/include ${NCCL_ROOT}/include)\n\nfind_library(NCCL_LIBRARY\n  NAMES ${NCCL_LIB_NAME}\n  PATHS $ENV{NCCL_ROOT}/lib/ ${NCCL_ROOT}/lib)\n\nmessage(STATUS \"Using nccl library: ${NCCL_LIBRARY}\")\n\ninclude(FindPackageHandleStandardArgs)\nfind_package_handle_standard_args(NCCL DEFAULT_MSG\n                                  NCCL_INCLUDE_DIR NCCL_LIBRARY)\n\nmark_as_advanced(\n  NCCL_INCLUDE_DIR\n  NCCL_LIBRARY\n)\n"
  },
  {
    "path": "docker/README.md",
    "content": "﻿# Using LightGBM via Docker\n\nThis directory contains `Dockerfile`s to make it easy to build and run LightGBM via [Docker](https://www.docker.com/).\n\nThese builds of LightGBM all train on the CPU. For GPU-enabled builds, see [the gpu/ directory](./gpu).\n\n## Installing Docker\n\nFollow the general installation instructions [on the Docker site](https://docs.docker.com/install/):\n\n* [macOS](https://docs.docker.com/docker-for-mac/install/)\n* [Ubuntu](https://docs.docker.com/install/linux/docker-ce/ubuntu/)\n* [Windows](https://docs.docker.com/docker-for-windows/install/)\n\n## Using CLI Version of LightGBM via Docker\n\nBuild an image with the LightGBM CLI.\n\n```shell\nmkdir lightgbm-docker\ncd lightgbm-docker\nwget https://raw.githubusercontent.com/lightgbm-org/LightGBM/master/docker/dockerfile-cli\ndocker build \\\n    -t lightgbm-cli \\\n    -f dockerfile-cli \\\n    .\n```\n\nOnce that completes, the built image can be used to run the CLI in a container.\nTo try it out, run the following.\n\n```shell\n# configure the CLI\ncat << EOF > train.conf\ntask = train\nobjective = binary\ndata = binary.train\nnum_trees = 10\noutput_model = LightGBM-CLI-model.txt\nEOF\n\n# get training data\ncurl -O https://raw.githubusercontent.com/lightgbm-org/LightGBM/master/examples/binary_classification/binary.train\n\n# train, and save model to a text file\ndocker run \\\n  --rm \\\n  --volume \"${PWD}\":/opt/training \\\n  --workdir /opt/training \\\n  lightgbm-cli \\\n  config=train.conf\n```\n\nAfter this runs, a LightGBM model can be found at `LightGBM-CLI-model.txt`.\n\nFor more details on how to configure and use the LightGBM CLI, see https://lightgbm.readthedocs.io/en/latest/Quick-Start.html.\n\n## Running the Python-package Container\n\nBuild an image with the LightGBM Python-package installed.\n\n```shell\nmkdir lightgbm-docker\ncd lightgbm-docker\nwget https://raw.githubusercontent.com/lightgbm-org/LightGBM/master/docker/dockerfile-python\ndocker build \\\n    -t lightgbm-python \\\n    -f dockerfile-python \\\n    .\n```\n\nOnce that completes, the built image can be used to run LightGBM's Python-package in a container.\nRun the following to produce a model using the Python-package.\n\n```shell\n# get training data\ncurl -O https://raw.githubusercontent.com/lightgbm-org/LightGBM/master/examples/binary_classification/binary.train\n\n# create training script\ncat << EOF > train.py\nimport lightgbm as lgb\nimport numpy as np\nparams = {\n    \"objective\": \"binary\",\n    \"num_trees\": 10\n}\n\nbst = lgb.train(\n    train_set=lgb.Dataset(\"binary.train\"),\n    params=params\n)\nbst.save_model(\"LightGBM-python-model.txt\")\nEOF\n\n# run training in a container\ndocker run \\\n    --rm \\\n    --volume \"${PWD}\":/opt/training \\\n    --workdir /opt/training \\\n    lightgbm-python \\\n    python train.py\n```\n\nAfter this runs, a LightGBM model can be found at `LightGBM-python-model.txt`.\n\nOr run an interactive Python session in a container.\n\n```shell\ndocker run \\\n    --rm \\\n    --volume \"${PWD}\":/opt/training \\\n    --workdir /opt/training \\\n    -it lightgbm-python \\\n    python\n```\n\n## Running the R-package Container\n\nBuild an image with the LightGBM R-package installed.\n\n```shell\nmkdir lightgbm-docker\ncd lightgbm-docker\nwget https://raw.githubusercontent.com/lightgbm-org/LightGBM/master/docker/dockerfile-r\n\ndocker build \\\n    -t lightgbm-r \\\n    -f dockerfile-r \\\n    .\n```\n\nOnce that completes, the built image can be used to run LightGBM's R-package in a container.\nRun the following to produce a model using the R-package.\n\n```shell\n# get training data\ncurl -O https://raw.githubusercontent.com/lightgbm-org/LightGBM/master/examples/binary_classification/binary.train\n\n# create training script\ncat << EOF > train.R\nlibrary(lightgbm)\nparams <- list(\n    objective = \"binary\"\n    , num_trees = 10L\n)\n\nbst <- lgb.train(\n    data = lgb.Dataset(\"binary.train\"),\n    params = params\n)\nlgb.save(bst, \"LightGBM-R-model.txt\")\nEOF\n\n# run training in a container\ndocker run \\\n    --rm \\\n    --volume \"${PWD}\":/opt/training \\\n    --workdir /opt/training \\\n    lightgbm-r \\\n    Rscript train.R\n```\n\nAfter this runs, a LightGBM model can be found at `LightGBM-R-model.txt`.\n\nRun the following to get an interactive R session in a container.\n\n```shell\ndocker run \\\n    --rm \\\n    -it lightgbm-r \\\n    R\n```\n\nTo use [RStudio](https://www.rstudio.com/products/rstudio/), an interactive development environment, run the following.\n\n```shell\ndocker run \\\n    --rm \\\n    --env PASSWORD=\"lightgbm\" \\\n    -p 8787:8787 \\\n    lightgbm-r\n```\n\nThen navigate to `localhost:8787` in your local web browser, and log in with username `rstudio` and password `lightgbm`.\n\nTo target a different R version, pass any [valid rocker/verse tag](https://hub.docker.com/r/rocker/verse/tags) to `docker build`.\n\nFor example, to test LightGBM with R 4.5:\n\n```shell\ndocker build \\\n    -t lightgbm-r-45 \\\n    -f dockerfile-r \\\n    --build-arg R_VERSION=4.5 \\\n    .\n```\n"
  },
  {
    "path": "docker/dockerfile-cli",
    "content": "FROM ubuntu:20.04\n\nENV \\\n    DEBIAN_FRONTEND=noninteractive \\\n    LANG=C.UTF-8 \\\n    LC_ALL=C.UTF-8\n\nRUN apt-get update -y && \\\n    apt-get install -y --no-install-recommends \\\n        ca-certificates \\\n        curl \\\n        build-essential \\\n        gcc \\\n        g++ \\\n        git \\\n        libomp-dev && \\\n    rm -rf /var/lib/apt/lists/*\n\nRUN curl -L -o cmake.sh https://github.com/Kitware/CMake/releases/download/v3.29.2/cmake-3.29.2-linux-x86_64.sh && \\\n    chmod +x cmake.sh && \\\n    sh ./cmake.sh --prefix=/usr/local --skip-license && \\\n    rm cmake.sh\n\nRUN git clone \\\n        --recursive \\\n        --branch stable \\\n        --depth 1 \\\n        https://github.com/lightgbm-org/LightGBM && \\\n    cd ./LightGBM && \\\n    cmake -B build -S . && \\\n    cmake --build build -j4 && \\\n    cmake --install build && \\\n    cd \"${HOME}\" && \\\n    rm -rf LightGBM\n\nENTRYPOINT [\"lightgbm\"]\n"
  },
  {
    "path": "docker/dockerfile-python",
    "content": "FROM ubuntu:20.04\n\nARG CONDA_DIR=/opt/miniforge\n\nENV \\\n    DEBIAN_FRONTEND=noninteractive \\\n    LANG=C.UTF-8 \\\n    LC_ALL=C.UTF-8 \\\n    PATH=$CONDA_DIR/bin:$PATH\n\nRUN apt-get update && \\\n    apt-get install -y --no-install-recommends \\\n        ca-certificates \\\n        cmake \\\n        build-essential \\\n        gcc \\\n        g++ \\\n        curl \\\n        git \\\n        libomp-dev && \\\n    # python environment\n    curl -sL https://github.com/conda-forge/miniforge/releases/latest/download/Miniforge3-Linux-x86_64.sh -o miniforge.sh && \\\n    /bin/bash miniforge.sh -f -b -p $CONDA_DIR && \\\n    export PATH=\"$CONDA_DIR/bin:$PATH\" && \\\n    conda config --set always_yes yes --set changeps1 no && \\\n    # lightgbm\n    conda install -q -y numpy scipy scikit-learn pandas && \\\n    git clone --recursive --branch stable --depth 1 https://github.com/lightgbm-org/LightGBM && \\\n    cd ./LightGBM && \\\n    sh ./build-python.sh install && \\\n    # clean\n    apt-get autoremove -y && apt-get clean && \\\n    conda clean -a -y && \\\n    rm -rf /usr/local/src/*\n"
  },
  {
    "path": "docker/dockerfile-r",
    "content": "ARG R_VERSION=latest\nFROM rocker/verse:${R_VERSION}\n\nRUN apt-get update && \\\n    apt-get install -y --no-install-recommends \\\n        build-essential \\\n        libomp-dev && \\\n    git clone \\\n        --recursive \\\n        --branch stable \\\n        --depth 1 https://github.com/lightgbm-org/LightGBM && \\\n    cd ./LightGBM && \\\n    sh build-cran-package.sh --no-build-vignettes && \\\n    R CMD INSTALL ./lightgbm_*.tar.gz && \\\n    cd .. && \\\n    rm -rf ./LightGBM\n"
  },
  {
    "path": "docker/gpu/README.md",
    "content": "# Tiny Distroless Dockerfile for LightGBM GPU CLI-only Version\r\n\r\n`dockerfile-cli-only-distroless.gpu` - A multi-stage build based on the `nvidia/opencl:devel-ubuntu18.04` (build) and `distroless/cc-debian10` (production) images. LightGBM (CLI-only) can be utilized in GPU and CPU modes. The resulting image size is around 15 MB.\r\n\r\n---\r\n\r\n# Small Dockerfile for LightGBM GPU CLI-only Version\r\n\r\n`dockerfile-cli-only.gpu` - A multi-stage build based on the `nvidia/opencl:devel` (build) and `nvidia/opencl:runtime` (production) images. LightGBM (CLI-only) can be utilized in GPU and CPU modes. The resulting image size is around 100 MB.\r\n\r\n---\r\n\r\n# Dockerfile for LightGBM GPU Version with Python\r\n\r\n`dockerfile.gpu` - A docker file with LightGBM utilizing nvidia-docker. The file is based on the `nvidia/cuda:8.0-cudnn5-devel` image.\r\nLightGBM can be utilized in GPU and CPU modes and via Python.\r\n\r\n## Contents\r\n\r\n- LightGBM (cpu + gpu)\r\n- Python (conda) + scikit-learn, notebooks, pandas, matplotlib\r\n\r\nRunning the container starts a Jupyter Notebook at `localhost:8888`.\r\n\r\nJupyter password: `keras`.\r\n\r\n## Requirements\r\n\r\nRequires docker and [nvidia-docker](https://github.com/NVIDIA/nvidia-docker) on host machine.\r\n\r\n## Quickstart\r\n\r\n### Build Docker Image\r\n\r\n```sh\r\nmkdir lightgbm-docker\r\ncd lightgbm-docker\r\nwget https://raw.githubusercontent.com/lightgbm-org/LightGBM/master/docker/gpu/dockerfile.gpu\r\ndocker build -f dockerfile.gpu -t lightgbm-gpu .\r\n```\r\n\r\n### Run Image\r\n\r\n```sh\r\nnvidia-docker run --rm -d --name lightgbm-gpu -p 8888:8888 -v /home:/home lightgbm-gpu\r\n```\r\n\r\n### Attach with Command Line Access (if required)\r\n\r\n```sh\r\ndocker exec -it lightgbm-gpu bash\r\n```\r\n\r\n### Jupyter Notebook\r\n\r\n```sh\r\nlocalhost:8888\r\n```\r\n"
  },
  {
    "path": "docker/gpu/dockerfile-cli-only-distroless.gpu",
    "content": "# Copyright (c) 2020 The Rector and Visitors of the University of Virginia\n#\n# Permission is hereby granted, free of charge, to any person obtaining a copy of this software and associated\n# documentation files (the \"Software\"), to deal in the Software without restriction, including without\n# limitation the rights to use, copy, modify, merge, publish, distribute, sublicense, and/or sell copies of the\n# Software, and to permit persons to whom the Software is furnished to do so, subject to the following\n# conditions:\n#\n# The above copyright notice and this permission notice shall be included in all copies or substantial portions\n# of the Software.\n#\n# THE SOFTWARE IS PROVIDED \"AS IS\", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED\n# TO THE WARRANTIES OF MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL\n# THE AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION OF\n# CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER\n# DEALINGS IN THE SOFTWARE.\n\nFROM nvidia/opencl:devel-ubuntu18.04 AS build\nARG DEBIAN_FRONTEND=noninteractive\nARG OPENCL_LIBRARIES=/usr/lib/x86_64-linux-gnu\nARG OPENCL_INCLUDE_DIR=/usr/include/CL\n\n# SYSTEM\nRUN apt-get update && apt-get install -y --no-install-recommends \\\n        build-essential \\\n        git \\\n        ca-certificates \\\n        libglib2.0-0 \\\n        libxext6 \\\n        libsm6 \\\n        libxrender1 \\\n        cmake \\\n        libboost-dev \\\n        libboost-system-dev \\\n        libboost-filesystem-dev \\\n        gcc \\\n        g++ && \\\n    rm -rf /var/lib/apt/lists/*\n\n# LightGBM\nWORKDIR /opt\nRUN git clone --recursive --branch stable --depth 1 https://github.com/lightgbm-org/LightGBM && \\\n    cd LightGBM && \\\n    cmake -B build -S . -DUSE_GPU=1 -DOpenCL_LIBRARY=${OPENCL_LIBRARIES}/libOpenCL.so.1 -DOpenCL_INCLUDE_DIR=$OPENCL_INCLUDE_DIR && \\\n    OPENCL_HEADERS=$OPENCL_INCLUDE_DIR LIBOPENCL=$OPENCL_LIBRARIES cmake --build build\n\nFROM gcr.io/distroless/cc-debian10\nCOPY --from=build \\\n    /opt/LightGBM/lightgbm \\\n    /opt/LightGBM/lib_lightgbm.so \\\n    /opt/LightGBM/\nCOPY --from=build \\\n    /usr/lib/x86_64-linux-gnu/libOpenCL.so.1 \\\n    /usr/lib/x86_64-linux-gnu/libboost_filesystem.so.1.65.1 \\\n    /usr/lib/x86_64-linux-gnu/libboost_system.so.1.65.1 \\\n    /usr/lib/x86_64-linux-gnu/libgomp.so.1 \\\n    /usr/lib/x86_64-linux-gnu/libstdc++.so.6 \\\n    /usr/lib/x86_64-linux-gnu/\nCOPY --from=build \\\n    /lib/x86_64-linux-gnu/libm.so.6 \\\n    /lib/x86_64-linux-gnu/libgcc_s.so.1 \\\n    /lib/x86_64-linux-gnu/libpthread.so.0 \\\n    /lib/x86_64-linux-gnu/libc.so.6 \\\n    /lib/x86_64-linux-gnu/libdl.so.2 \\\n    /lib/x86_64-linux-gnu/\nCOPY --from=build \\\n    /lib64/ld-linux-x86-64.so.2 \\\n    /lib64/\nCOPY --from=build /etc/OpenCL/vendors/nvidia.icd /etc/OpenCL/vendors/nvidia.icd\n\nENV PATH /opt/LightGBM:${PATH}\nENV LANG C.UTF-8\nENV LC_ALL C.UTF-8\n\nENTRYPOINT [\"lightgbm\"]\n"
  },
  {
    "path": "docker/gpu/dockerfile-cli-only.gpu",
    "content": "# Copyright (c) 2020 The Rector and Visitors of the University of Virginia\n#\n# Permission is hereby granted, free of charge, to any person obtaining a copy of this software and associated\n# documentation files (the \"Software\"), to deal in the Software without restriction, including without\n# limitation the rights to use, copy, modify, merge, publish, distribute, sublicense, and/or sell copies of the\n# Software, and to permit persons to whom the Software is furnished to do so, subject to the following\n# conditions:\n#\n# The above copyright notice and this permission notice shall be included in all copies or substantial portions\n# of the Software.\n#\n# THE SOFTWARE IS PROVIDED \"AS IS\", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED\n# TO THE WARRANTIES OF MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL\n# THE AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION OF\n# CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER\n# DEALINGS IN THE SOFTWARE.\n\nFROM nvidia/opencl:devel AS build\nARG DEBIAN_FRONTEND=noninteractive\nARG OPENCL_LIBRARIES=/usr/lib/x86_64-linux-gnu\nARG OPENCL_INCLUDE_DIR=/usr/include/CL\n\n# SYSTEM\nRUN apt-get update && apt-get install -y --no-install-recommends \\\n        build-essential \\\n        git \\\n        ca-certificates \\\n        libglib2.0-0 \\\n        libxext6 \\\n        libsm6 \\\n        libxrender1 \\\n        cmake \\\n        libboost-dev \\\n        libboost-system-dev \\\n        libboost-filesystem-dev \\\n        gcc \\\n        g++ && \\\n    rm -rf /var/lib/apt/lists/*\n\n# LightGBM\nWORKDIR /opt\nRUN git clone --recursive --branch stable --depth 1 https://github.com/lightgbm-org/LightGBM && \\\n    cd LightGBM && \\\n    cmake -B build -S . -DUSE_GPU=1 -DOpenCL_LIBRARY=${OPENCL_LIBRARIES}/libOpenCL.so.1 -DOpenCL_INCLUDE_DIR=$OPENCL_INCLUDE_DIR && \\\n    OPENCL_HEADERS=$OPENCL_INCLUDE_DIR LIBOPENCL=$OPENCL_LIBRARIES cmake --build build\n\nFROM nvidia/opencl:runtime\nRUN apt-get update && apt-get install -y --no-install-recommends \\\n        libxext6 \\\n        libsm6 \\\n        libxrender1 \\\n        libboost-system-dev \\\n        libboost-filesystem-dev \\\n        gcc \\\n        g++ && \\\n    rm -rf /var/lib/apt/lists/*\n\nCOPY --from=build \\\n    /opt/LightGBM/lightgbm \\\n    /opt/LightGBM/lib_lightgbm.so \\\n    /opt/LightGBM/\n\nENV PATH /opt/LightGBM:${PATH}\nENV LANG C.UTF-8\nENV LC_ALL C.UTF-8\n\nENTRYPOINT [\"lightgbm\"]\n"
  },
  {
    "path": "docker/gpu/dockerfile.gpu",
    "content": "FROM nvidia/cuda:8.0-cudnn5-devel\n\n#################################################################################################################\n#           Global\n#################################################################################################################\n# apt-get to skip any interactive post-install configuration steps with DEBIAN_FRONTEND=noninteractive and apt-get install -y\n\nENV LANG=C.UTF-8 LC_ALL=C.UTF-8\nARG DEBIAN_FRONTEND=noninteractive\n\n#################################################################################################################\n#           Global Path Setting\n#################################################################################################################\n\nENV CUDA_HOME /usr/local/cuda\nENV LD_LIBRARY_PATH ${LD_LIBRARY_PATH}:${CUDA_HOME}/lib64\nENV LD_LIBRARY_PATH ${LD_LIBRARY_PATH}:/usr/local/lib\n\nENV OPENCL_LIBRARIES /usr/local/cuda/lib64\nENV OPENCL_INCLUDE_DIR /usr/local/cuda/include\n\n#################################################################################################################\n#           TINI\n#################################################################################################################\n\n# Install tini\nENV TINI_VERSION v0.14.0\nADD https://github.com/krallin/tini/releases/download/${TINI_VERSION}/tini /tini\nRUN chmod +x /tini\n\n#################################################################################################################\n#           SYSTEM\n#################################################################################################################\n# update: downloads the package lists from the repositories and \"updates\" them to get information on the newest versions of packages and their\n# dependencies. It will do this for all repositories and PPAs.\n\nRUN apt-get update && \\\napt-get install -y --no-install-recommends \\\nbuild-essential \\\ncurl \\\nbzip2 \\\nca-certificates \\\nlibglib2.0-0 \\\nlibxext6 \\\nlibsm6 \\\nlibxrender1 \\\ngit \\\nvim \\\nmercurial \\\nsubversion \\\ncmake \\\nlibboost-dev \\\nlibboost-system-dev \\\nlibboost-filesystem-dev \\\ngcc \\\ng++\n\n# Add OpenCL ICD files for LightGBM\nRUN mkdir -p /etc/OpenCL/vendors && \\\n    echo \"libnvidia-opencl.so.1\" > /etc/OpenCL/vendors/nvidia.icd\n\n#################################################################################################################\n#           CONDA\n#################################################################################################################\n\nARG CONDA_DIR=/opt/miniforge\n# add to path\nENV PATH $CONDA_DIR/bin:$PATH\n\n# Install miniforge\nRUN echo \"export PATH=$CONDA_DIR/bin:\"'$PATH' > /etc/profile.d/conda.sh && \\\n    curl -sL https://github.com/conda-forge/miniforge/releases/latest/download/Miniforge3-Linux-x86_64.sh -o ~/miniforge.sh && \\\n    /bin/bash ~/miniforge.sh -b -p $CONDA_DIR && \\\n    rm ~/miniforge.sh\n\nRUN conda config --set always_yes yes --set changeps1 no && \\\n    conda create -y -q -n py3 numpy scipy scikit-learn jupyter notebook ipython pandas matplotlib\n\n#################################################################################################################\n#           LightGBM\n#################################################################################################################\n\nRUN cd /usr/local/src && mkdir lightgbm && cd lightgbm && \\\n    git clone --recursive --branch stable --depth 1 https://github.com/lightgbm-org/LightGBM && \\\n    cd LightGBM && \\\n    cmake -B build -S . -DUSE_GPU=1 -DOpenCL_LIBRARY=/usr/local/cuda/lib64/libOpenCL.so -DOpenCL_INCLUDE_DIR=/usr/local/cuda/include/ && \\\n    OPENCL_HEADERS=/usr/local/cuda-8.0/targets/x86_64-linux/include LIBOPENCL=/usr/local/cuda-8.0/targets/x86_64-linux/lib cmake --build build\n\nENV PATH /usr/local/src/lightgbm/LightGBM:${PATH}\n\nRUN /bin/bash -c \"source activate py3 && cd /usr/local/src/lightgbm/LightGBM && sh ./build-python.sh install --precompile && source deactivate\"\n\n#################################################################################################################\n#           System CleanUp\n#################################################################################################################\n# apt-get autoremove: used to remove packages that were automatically installed to satisfy dependencies for some package and that are no more needed.\n# apt-get clean: removes the aptitude cache in /var/cache/apt/archives. You'd be amazed how much is in there! the only drawback is that the packages\n# have to be downloaded again if you reinstall them.\n\nRUN apt-get autoremove -y && apt-get clean && \\\n    rm -rf /var/lib/apt/lists/* && \\\n    conda clean -a -y\n\n#################################################################################################################\n#           JUPYTER\n#################################################################################################################\n\n# password: keras\n# password key: --NotebookApp.password='sha1:98b767162d34:8da1bc3c75a0f29145769edc977375a373407824'\n\n# Add a notebook profile.\nRUN mkdir -p -m 700 ~/.jupyter/ && \\\n    echo \"c.NotebookApp.ip = '*'\" >> ~/.jupyter/jupyter_notebook_config.py\n\nVOLUME /home\nWORKDIR /home\n\n# IPython\nEXPOSE 8888\n\nENTRYPOINT [ \"/tini\", \"--\" ]\nCMD /bin/bash -c \"source activate py3 && jupyter notebook --allow-root --no-browser --NotebookApp.password='sha1:98b767162d34:8da1bc3c75a0f29145769edc977375a373407824' && source deactivate\"\n"
  },
  {
    "path": "docs/.lychee.toml",
    "content": "verbose = \"info\"\nno_progress = false\ncache = false\nscheme = [\"http\", \"https\", \"file\"]\ninclude_mail = false\ninclude_fragments = true\nno_ignore = true\ninsecure = false\nrequire_https = true\naccept = [\"100..=103\", \"200..=299\"]\nuser_agent = \"curl/7.88.1\"\nheader = {\"User-Agent\" = \"curl/7.88.1\"}\ntimeout = 30\nretry_wait_time = 10\nmax_concurrency = 10\n# remove anchors from GitHub URLs to overcome https://github.com/lycheeverse/lychee/issues/1729\nremap = [\n    '(?P<host>^https://github\\.com)/(?P<path>.*)#(?P<anchor>.*)$ $host/$path/',\n]\nexclude = [\n    '^https://www\\.swig\\.org/download\\.html$',\n    '^https://proceedings\\.neurips\\.cc/.*',\n    '^https://www\\.amd\\.com/en/support\\.html$',\n    '^https://www\\.jstor\\.org/stable/2281952$',\n    '^https://dl\\.acm\\.org/doi/10\\.1145/3298689\\.3347033$',\n    '^https://packages\\.ubuntu\\.com/search.*',\n    '^https://stackoverflow\\.com/.*',\n    '^https://.*\\.stackexchange\\.com/.*',\n]\nexclude_path = [\n    \"(^|/)docs/.*\\\\.rst\",\n]\n"
  },
  {
    "path": "docs/Advanced-Topics.rst",
    "content": "Advanced Topics\n===============\n\nMissing Value Handle\n--------------------\n\n-  LightGBM enables the missing value handle by default. Disable it by setting ``use_missing=false``.\n\n-  LightGBM uses NA (NaN) to represent missing values by default. Change it to use zero by setting ``zero_as_missing=true``.\n\n-  When ``zero_as_missing=false`` (default), the unrecorded values in sparse matrices (and LightSVM) are treated as zeros.\n\n-  When ``zero_as_missing=true``, NA and zeros (including unrecorded values in sparse matrices (and LightSVM)) are treated as missing.\n\nCategorical Feature Support\n---------------------------\n\n-  LightGBM offers good accuracy with integer-encoded categorical features. LightGBM applies\n   `Fisher (1958) <https://www.jstor.org/stable/2281952>`_\n   to find the optimal split over categories as\n   `described here <./Features.rst#optimal-split-for-categorical-features>`_. This often performs better than one-hot encoding.\n\n-  Use ``categorical_feature`` to specify the categorical features.\n   Refer to the parameter ``categorical_feature`` in `Parameters <./Parameters.rst#categorical_feature>`__.\n\n-  Categorical features will be cast to ``int32`` (integer codes will be extracted from pandas categoricals in the Python-package) so they must be encoded as non-negative integers (negative values will be treated as missing)\n   less than ``Int32.MaxValue`` (2147483647).\n   It is best to use a contiguous range of integers started from zero.\n   Floating point numbers in categorical features will be rounded towards 0.\n\n-  Use ``min_data_per_group``, ``cat_smooth`` to deal with over-fitting (when ``#data`` is small or ``#category`` is large).\n\n-  For a categorical feature with high cardinality (``#category`` is large), it often works best to\n   treat the feature as numeric, either by simply ignoring the categorical interpretation of the integers or\n   by embedding the categories in a low-dimensional numeric space.\n\nLambdaRank\n----------\n\n-  The label should be of type ``int``, such that larger numbers correspond to higher relevance (e.g. 0:bad, 1:fair, 2:good, 3:perfect).\n\n-  Use ``label_gain`` to set the gain(weight) of ``int`` label.\n\n-  Use ``lambdarank_truncation_level`` to truncate the max DCG.\n\nCost Efficient Gradient Boosting\n--------------------------------\n\n`Cost Efficient Gradient Boosting <https://proceedings.neurips.cc/paper/2017/hash/4fac9ba115140ac4f1c22da82aa0bc7f-Abstract.html>`_ (CEGB)  makes it possible to penalise boosting based on the cost of obtaining feature values.\nCEGB penalises learning in the following ways:\n\n- Each time a tree is split, a penalty of ``cegb_penalty_split`` is applied.\n- When a feature is used for the first time, ``cegb_penalty_feature_coupled`` is applied. This penalty can be different for each feature and should be specified as one ``double`` per feature.\n- When a feature is used for the first time for a data row, ``cegb_penalty_feature_lazy`` is applied. Like ``cegb_penalty_feature_coupled``, this penalty is specified as one ``double`` per feature.\n\nEach of the penalties above is scaled by ``cegb_tradeoff``.\nUsing this parameter, it is possible to change the overall strength of the CEGB penalties by changing only one parameter.\n\nParameters Tuning\n-----------------\n\n-  Refer to `Parameters Tuning <./Parameters-Tuning.rst>`__.\n\n.. _Parallel Learning:\n\nDistributed Learning\n--------------------\n\n-  Refer to `Distributed Learning Guide <./Parallel-Learning-Guide.rst>`__.\n\nGPU Support\n-----------\n\n-  Refer to `GPU Tutorial <./GPU-Tutorial.rst>`__ and `GPU Targets <./GPU-Targets.rst>`__.\n\nSupport for Position Bias Treatment\n------------------------------------\n\nOften the relevance labels provided in Learning-to-Rank tasks might be derived from implicit user feedback (e.g., clicks) and therefore might be biased due to their position/location on the screen when having been presented to a user.\nLightGBM can make use of positional data.\n\nFor example, consider the case where you expect that the first 3 results from a search engine will be visible in users' browsers without scrolling, and all other results for a query would require scrolling.\n\nLightGBM could be told to account for the position bias from results being \"above the fold\" by providing a ``positions`` array encoded as follows:\n\n::\n\n    0\n    0\n    0\n    1\n    1\n    0\n    0\n    0\n    1\n    ...\n\nWhere ``0 = \"above the fold\"`` and ``1 = \"requires scrolling\"``.\nThe specific values are not important, as long as they are consistent across all observations in the training data.\nAn encoding like ``100 = \"above the fold\"`` and ``17 = \"requires scrolling\"`` would result in exactly the same trained model.\n\nIn that way, ``positions`` in LightGBM's API are similar to a categorical feature.\nJust as with non-ordinal categorical features, an integer representation is just used for memory and computational efficiency... LightGBM does not care about the absolute or relative magnitude of the values.\n\nUnlike a categorical feature, however, ``positions`` are used to adjust the target to reduce the bias in predictions made by the trained model.\n\nThe position file corresponds with training data file line by line, and has one position per line. And if the name of training data file is ``train.txt``, the position file should be named as ``train.txt.position`` and placed in the same folder as the data file.\nIn this case, LightGBM will load the position file automatically if it exists. The positions can also be specified through the ``Dataset`` constructor when using Python API. If the positions are specified in both approaches, the ``.position`` file will be ignored.\n\nCurrently, implemented is an approach to model position bias by using an idea of Generalized Additive Models (`GAM <https://en.wikipedia.org/wiki/Generalized_additive_model>`_) to linearly decompose the document score ``s`` into the sum of a relevance component ``f`` and a positional component ``g``:  ``s(x, pos) = f(x) + g(pos)`` where the former component depends on the original query-document features and the latter depends on the position of an item.\nDuring the training, the compound scoring function ``s(x, pos)`` is fit with a standard ranking algorithm (e.g., LambdaMART) which boils down to jointly learning the relevance component ``f(x)`` (it is later returned as an unbiased model) and the position factors ``g(pos)`` that help better explain the observed (biased) labels.\nSimilar score decomposition ideas have previously been applied for classification & pointwise ranking tasks with assumptions of binary labels and binary relevance (a.k.a. \"two-tower\" models, refer to the papers: `Towards Disentangling Relevance and Bias in Unbiased Learning to Rank <https://arxiv.org/abs/2212.13937>`_, `PAL: a position-bias aware learning framework for CTR prediction in live recommender systems <https://dl.acm.org/doi/10.1145/3298689.3347033>`_, `A General Framework for Debiasing in CTR Prediction <https://arxiv.org/abs/2112.02767>`_).\nIn LightGBM, we adapt this idea to general pairwise Lerarning-to-Rank with arbitrary ordinal relevance labels.\nBesides, GAMs have been used in the context of explainable ML (`Accurate Intelligible Models with Pairwise Interactions <https://www.cs.cornell.edu/~yinlou/projects/gam/>`_) to linearly decompose the contribution of each feature (and possibly their pairwise interactions) to the overall score, for subsequent analysis and interpretation of their effects in the trained models.\n"
  },
  {
    "path": "docs/C-API.rst",
    "content": "C API\n=====\n\n.. doxygenfile:: c_api.h\n"
  },
  {
    "path": "docs/Development-Guide.rst",
    "content": "Development Guide\n=================\n\nAlgorithms\n----------\n\nRefer to `Features <./Features.rst>`__ for understanding of important algorithms used in LightGBM.\n\nClasses and Code Structure\n--------------------------\n\nImportant Classes\n~~~~~~~~~~~~~~~~~\n\n+-------------------------+----------------------------------------------------------------------------------------+\n| Class                   | Description                                                                            |\n+=========================+========================================================================================+\n| ``Application``         | The entrance of application, including training and prediction logic                   |\n+-------------------------+----------------------------------------------------------------------------------------+\n| ``Bin``                 | Data structure used for storing feature discrete values (converted from float values)  |\n+-------------------------+----------------------------------------------------------------------------------------+\n| ``Boosting``            | Boosting interface (GBDT, DART, etc.)                                                  |\n+-------------------------+----------------------------------------------------------------------------------------+\n| ``Config``              | Stores parameters and configurations                                                   |\n+-------------------------+----------------------------------------------------------------------------------------+\n| ``Dataset``             | Stores information of dataset                                                          |\n+-------------------------+----------------------------------------------------------------------------------------+\n| ``DatasetLoader``       | Used to construct dataset                                                              |\n+-------------------------+----------------------------------------------------------------------------------------+\n| ``FeatureGroup``        | Stores the data of feature, could be multiple features                                 |\n+-------------------------+----------------------------------------------------------------------------------------+\n| ``Metric``              | Evaluation metrics                                                                     |\n+-------------------------+----------------------------------------------------------------------------------------+\n| ``Network``             | Network interfaces and communication algorithms                                        |\n+-------------------------+----------------------------------------------------------------------------------------+\n| ``ObjectiveFunction``   | Objective functions used to train                                                      |\n+-------------------------+----------------------------------------------------------------------------------------+\n| ``Tree``                | Stores information of tree model                                                       |\n+-------------------------+----------------------------------------------------------------------------------------+\n| ``TreeLearner``         | Used to learn trees                                                                    |\n+-------------------------+----------------------------------------------------------------------------------------+\n\nCode Structure\n~~~~~~~~~~~~~~\n\n+---------------------+------------------------------------------------------------------------------------------------------------------------------------+\n| Path                | Description                                                                                                                        |\n+=====================+====================================================================================================================================+\n| ./include           | Header files                                                                                                                       |\n+---------------------+------------------------------------------------------------------------------------------------------------------------------------+\n| ./include/utils     | Some common functions                                                                                                              |\n+---------------------+------------------------------------------------------------------------------------------------------------------------------------+\n| ./src/application   | Implementations of training and prediction logic                                                                                   |\n+---------------------+------------------------------------------------------------------------------------------------------------------------------------+\n| ./src/boosting      | Implementations of Boosting                                                                                                        |\n+---------------------+------------------------------------------------------------------------------------------------------------------------------------+\n| ./src/io            | Implementations of IO related classes, including ``Bin``, ``Config``, ``Dataset``, ``DatasetLoader``, ``Feature`` and ``Tree``     |\n+---------------------+------------------------------------------------------------------------------------------------------------------------------------+\n| ./src/metric        | Implementations of metrics                                                                                                         |\n+---------------------+------------------------------------------------------------------------------------------------------------------------------------+\n| ./src/network       | Implementations of network functions                                                                                               |\n+---------------------+------------------------------------------------------------------------------------------------------------------------------------+\n| ./src/objective     | Implementations of objective functions                                                                                             |\n+---------------------+------------------------------------------------------------------------------------------------------------------------------------+\n| ./src/treelearner   | Implementations of tree learners                                                                                                   |\n+---------------------+------------------------------------------------------------------------------------------------------------------------------------+\n\nDocuments API\n-------------\n\nRefer to `docs README <./README.rst>`__.\n\nC API\n-----\n\nRefer to `C API <./C-API.rst>`__ or the comments in `c\\_api.h <https://github.com/lightgbm-org/LightGBM/blob/master/include/LightGBM/c_api.h>`__ file, from which the documentation is generated.\n\nTests\n-----\n\nC++ unit tests are located in the ``./tests/cpp_tests`` folder and written with the help of Google Test framework.\nTo run tests locally first refer to the `Installation Guide <./Installation-Guide.rst#build-c-unit-tests>`__ for how to build tests and then simply run compiled executable file.\nIt is highly recommended to build tests with `sanitizers <./Installation-Guide.rst#sanitizers>`__.\n\nHigh Level Language Package\n---------------------------\n\nSee the implementations at `Python-package <https://github.com/lightgbm-org/LightGBM/tree/master/python-package>`__ and `R-package <https://github.com/lightgbm-org/LightGBM/tree/master/R-package>`__.\n\nQuestions\n---------\n\nRefer to `FAQ <./FAQ.rst>`__.\n\nAlso feel free to open `issues <https://github.com/lightgbm-org/LightGBM/issues>`__ if you met problems.\n"
  },
  {
    "path": "docs/Experiments.rst",
    "content": "Experiments\n===========\n\nComparison Experiment\n---------------------\n\nFor the detailed experiment scripts and output logs, please refer to this `repo`_.\n\nHistory\n^^^^^^^\n\n08 Mar, 2020: update according to the latest master branch (`1b97eaf <https://github.com/dmlc/xgboost/commit/1b97eaf7a74315bfa2c132d59f937a35408bcfd1>`__ for XGBoost, `bcad692 <https://github.com/lightgbm-org/LightGBM/commit/bcad692e263e0317cab11032dd017c78f9e58e5f>`__ for LightGBM). (``xgboost_exact`` is not updated for it is too slow.)\n\n27 Feb, 2017: first version.\n\nData\n^^^^\n\nWe used 5 datasets to conduct our comparison experiments. Details of data are listed in the following table:\n\n+-----------+-----------------------+---------------------------------------------------------------------------------+-------------+----------+----------------------------------------------+\n| Data      | Task                  | Link                                                                            | #Train\\_Set | #Feature | Comments                                     |\n+===========+=======================+=================================================================================+=============+==========+==============================================+\n| Higgs     | Binary classification | `link <https://archive.ics.uci.edu/dataset/280/higgs>`__                        | 10,500,000  | 28       | last 500,000 samples were used as test set   |\n+-----------+-----------------------+---------------------------------------------------------------------------------+-------------+----------+----------------------------------------------+\n| Yahoo LTR | Learning to rank      | `link <https://proceedings.mlr.press/v14/chapelle11a.html>`__                   | 473,134     | 700      | set1.train as train, set1.test as test       |\n+-----------+-----------------------+---------------------------------------------------------------------------------+-------------+----------+----------------------------------------------+\n| MS LTR    | Learning to rank      | `link <https://www.microsoft.com/en-us/research/project/mslr/>`__               | 2,270,296   | 137      | {S1,S2,S3} as train set, {S5} as test set    |\n+-----------+-----------------------+---------------------------------------------------------------------------------+-------------+----------+----------------------------------------------+\n| Expo      | Binary classification | `link <https://community.amstat.org/jointscsg-section/dataexpo/dataexpo2009>`__ | 11,000,000  | 700      | last 1,000,000 samples were used as test set |\n+-----------+-----------------------+---------------------------------------------------------------------------------+-------------+----------+----------------------------------------------+\n| Allstate  | Binary classification | `link <https://www.kaggle.com/c/ClaimPredictionChallenge>`__                    | 13,184,290  | 4228     | last 1,000,000 samples were used as test set |\n+-----------+-----------------------+---------------------------------------------------------------------------------+-------------+----------+----------------------------------------------+\n\nEnvironment\n^^^^^^^^^^^\n\nWe ran all experiments on a single Linux server (Azure ND24s) with the following specifications:\n\n+------------------+-----------------+---------------------+\n| OS               | CPU             | Memory              |\n+==================+=================+=====================+\n| Ubuntu 16.04 LTS | 2 \\* E5-2690 v4 | 448GB               |\n+------------------+-----------------+---------------------+\n\nBaseline\n^^^^^^^^\n\nWe used `xgboost`_ as a baseline.\n\nBoth xgboost and LightGBM were built with OpenMP support.\n\nSettings\n^^^^^^^^\n\nWe set up total 3 settings for experiments. The parameters of these settings are:\n\n1. xgboost:\n\n   .. code:: text\n\n       eta = 0.1\n       max_depth = 8\n       num_round = 500\n       nthread = 16\n       tree_method = exact\n       min_child_weight = 100\n\n2. xgboost\\_hist (using histogram based algorithm):\n\n   .. code:: text\n\n       eta = 0.1\n       num_round = 500\n       nthread = 16\n       min_child_weight = 100\n       tree_method = hist\n       grow_policy = lossguide\n       max_depth = 0\n       max_leaves = 255\n\n3. LightGBM:\n\n   .. code:: text\n\n       learning_rate = 0.1\n       num_leaves = 255\n       num_trees = 500\n       num_threads = 16\n       min_data_in_leaf = 0\n       min_sum_hessian_in_leaf = 100\n\nxgboost grows trees depth-wise and controls model complexity by ``max_depth``.\nLightGBM uses a leaf-wise algorithm instead and controls model complexity by ``num_leaves``.\nSo we cannot compare them in the exact same model setting. For the tradeoff, we use xgboost with ``max_depth=8``, which will have max number leaves to 255, to compare with LightGBM with ``num_leaves=255``.\n\nOther parameters are default values.\n\nResult\n^^^^^^\n\nSpeed\n'''''\n\nWe compared speed using only the training task without any test or metric output. We didn't count the time for IO.\nFor the ranking tasks, since XGBoost and LightGBM implement different ranking objective functions, we used ``regression`` objective for speed benchmark, for the fair comparison.\n\nThe following table is the comparison of time cost:\n\n+-----------+-----------+---------------+---------------+\n| Data      | xgboost   | xgboost\\_hist | LightGBM      |\n+===========+===========+===============+===============+\n| Higgs     | 3794.34 s | 165.575 s     | **130.094 s** |\n+-----------+-----------+---------------+---------------+\n| Yahoo LTR | 674.322 s | 131.462 s     | **76.229 s**  |\n+-----------+-----------+---------------+---------------+\n| MS LTR    | 1251.27 s | 98.386 s      | **70.417 s**  |\n+-----------+-----------+---------------+---------------+\n| Expo      | 1607.35 s | 137.65 s      | **62.607 s**  |\n+-----------+-----------+---------------+---------------+\n| Allstate  | 2867.22 s | 315.256 s     | **148.231 s** |\n+-----------+-----------+---------------+---------------+\n\nLightGBM ran faster than xgboost on all experiment data sets.\n\nAccuracy\n''''''''\n\nWe computed all accuracy metrics only on the test data set.\n\n+-----------+-----------------+----------+-------------------+--------------+\n| Data      | Metric          | xgboost  | xgboost\\_hist     | LightGBM     |\n+===========+=================+==========+===================+==============+\n| Higgs     | AUC             | 0.839593 | 0.845314          | **0.845724** |\n+-----------+-----------------+----------+-------------------+--------------+\n| Yahoo LTR | NDCG\\ :sub:`1`  | 0.719748 | 0.720049          | **0.732981** |\n|           +-----------------+----------+-------------------+--------------+\n|           | NDCG\\ :sub:`3`  | 0.717813 | 0.722573          | **0.735689** |\n|           +-----------------+----------+-------------------+--------------+\n|           | NDCG\\ :sub:`5`  | 0.737849 | 0.740899          | **0.75352**  |\n|           +-----------------+----------+-------------------+--------------+\n|           | NDCG\\ :sub:`10` | 0.78089  | 0.782957          | **0.793498** |\n+-----------+-----------------+----------+-------------------+--------------+\n| MS LTR    | NDCG\\ :sub:`1`  | 0.483956 | 0.485115          | **0.517767** |\n|           +-----------------+----------+-------------------+--------------+\n|           | NDCG\\ :sub:`3`  | 0.467951 | 0.47313           | **0.501063** |\n|           +-----------------+----------+-------------------+--------------+\n|           | NDCG\\ :sub:`5`  | 0.472476 | 0.476375          | **0.504648** |\n|           +-----------------+----------+-------------------+--------------+\n|           | NDCG\\ :sub:`10` | 0.492429 | 0.496553          | **0.524252** |\n+-----------+-----------------+----------+-------------------+--------------+\n| Expo      | AUC             | 0.756713 | 0.776224          | **0.776935** |\n+-----------+-----------------+----------+-------------------+--------------+\n| Allstate  | AUC             | 0.607201 | **0.609465**      |  0.609072    |\n+-----------+-----------------+----------+-------------------+--------------+\n\nMemory Consumption\n''''''''''''''''''\n\nWe monitored RES while running training task. And we set ``two_round=true`` (this will increase data-loading time and\nreduce peak memory usage but not affect training speed or accuracy) in LightGBM to reduce peak memory usage.\n\n+-----------+---------+---------------+--------------------+--------------------+\n| Data      | xgboost | xgboost\\_hist | LightGBM (col-wise)|LightGBM (row-wise) |\n+===========+=========+===============+====================+====================+\n| Higgs     | 4.853GB | 7.335GB       | **0.897GB**        |     1.401GB        |\n+-----------+---------+---------------+--------------------+--------------------+\n| Yahoo LTR | 1.907GB | 4.023GB       | **1.741GB**        |     2.161GB        |\n+-----------+---------+---------------+--------------------+--------------------+\n| MS LTR    | 5.469GB | 7.491GB       | **0.940GB**        |     1.296GB        |\n+-----------+---------+---------------+--------------------+--------------------+\n| Expo      | 1.553GB | 2.606GB       | **0.555GB**        |     0.711GB        |\n+-----------+---------+---------------+--------------------+--------------------+\n| Allstate  | 6.237GB | 12.090GB      | **1.116GB**        |     1.755GB        |\n+-----------+---------+---------------+--------------------+--------------------+\n\nParallel Experiment\n-------------------\n\nHistory\n^^^^^^^\n\n27 Feb, 2017: first version.\n\nData\n^^^^\n\nWe used a terabyte click log dataset to conduct parallel experiments. Details are listed in following table:\n\n+--------+-----------------------+---------+---------------+----------+\n| Data   | Task                  | Link    | #Data         | #Feature |\n+========+=======================+=========+===============+==========+\n| Criteo | Binary classification | `link`_ | 1,700,000,000 | 67       |\n+--------+-----------------------+---------+---------------+----------+\n\nThis data contains 13 integer features and 26 categorical features for 24 days of click logs.\nWe statisticized the click-through rate (CTR) and count for these 26 categorical features from the first ten days.\nThen we used next ten days' data, after replacing the categorical features by the corresponding CTR and count, as training data.\nThe processed training data have a total of 1.7 billions records and 67 features.\n\nEnvironment\n^^^^^^^^^^^\n\nWe ran our experiments on 16 Windows servers with the following specifications:\n\n+---------------------+-----------------+---------------------+-------------------------------------------+\n| OS                  | CPU             | Memory              | Network Adapter                           |\n+=====================+=================+=====================+===========================================+\n| Windows Server 2012 | 2 \\* E5-2670 v2 | DDR3 1600Mhz, 256GB | Mellanox ConnectX-3, 54Gbps, RDMA support |\n+---------------------+-----------------+---------------------+-------------------------------------------+\n\nSettings\n^^^^^^^^\n\n.. code:: text\n\n    learning_rate = 0.1\n    num_leaves = 255\n    num_trees = 100\n    num_thread = 16\n    tree_learner = data\n\nWe used data parallel here because this data is large in ``#data`` but small in ``#feature``. Other parameters were default values.\n\nResults\n^^^^^^^\n\n+----------+---------------+---------------------------+\n| #Machine | Time per Tree | Memory Usage(per Machine) |\n+==========+===============+===========================+\n| 1        | 627.8 s       | 176GB                     |\n+----------+---------------+---------------------------+\n| 2        | 311 s         | 87GB                      |\n+----------+---------------+---------------------------+\n| 4        | 156 s         | 43GB                      |\n+----------+---------------+---------------------------+\n| 8        | 80 s          | 22GB                      |\n+----------+---------------+---------------------------+\n| 16       | 42 s          | 11GB                      |\n+----------+---------------+---------------------------+\n\nThe results show that LightGBM achieves a linear speedup with distributed learning.\n\nGPU Experiments\n---------------\n\nRefer to `GPU Performance <./GPU-Performance.rst>`__.\n\n.. _repo: https://github.com/guolinke/boosting_tree_benchmarks\n\n.. _xgboost: https://github.com/dmlc/xgboost\n\n.. _link: https://ailab.criteo.com/download-criteo-1tb-click-logs-dataset/\n"
  },
  {
    "path": "docs/FAQ.rst",
    "content": ".. role:: raw-html(raw)\n    :format: html\n\nLightGBM FAQ\n############\n\n.. contents:: LightGBM Frequently Asked Questions\n    :depth: 1\n    :local:\n    :backlinks: none\n\n------\n\nPlease post questions, feature requests, and bug reports at https://github.com/lightgbm-org/LightGBM/issues.\n\nThis project is mostly maintained by volunteers, so please be patient.\nIf your request is time-sensitive or more than a month goes by without a response, please tag the maintainers below for help.\n\n-  `@guolinke <https://github.com/guolinke>`__ **Guolin Ke**\n-  `@shiyu1994 <https://github.com/shiyu1994>`__ **Yu Shi**\n-  `@jameslamb <https://github.com/jameslamb>`__ **James Lamb**\n-  `@jmoralez <https://github.com/jmoralez>`__ **José Morales**\n\n--------------\n\nGeneral LightGBM Questions\n==========================\n\n.. contents::\n    :local:\n    :backlinks: none\n\n1. Where do I find more details about LightGBM parameters?\n----------------------------------------------------------\n\nTake a look at `Parameters <./Parameters.rst>`__.\n\n2. On datasets with millions of features, training does not start (or starts after a very long time).\n-----------------------------------------------------------------------------------------------------\n\nUse a smaller value for ``bin_construct_sample_cnt`` and a larger value for ``min_data``.\n\n3. When running LightGBM on a large dataset, my computer runs out of RAM.\n-------------------------------------------------------------------------\n\n**Multiple Solutions**: set the ``histogram_pool_size`` parameter to the MB you want to use for LightGBM (histogram\\_pool\\_size + dataset size = approximately RAM used),\nlower ``num_leaves`` or lower ``max_bin`` (see `lightgbm-org/LightGBM#562 <https://github.com/lightgbm-org/LightGBM/issues/562>`__).\n\n4. I am using Windows. Should I use Visual Studio or MinGW for compiling LightGBM?\n----------------------------------------------------------------------------------\n\nVisual Studio `performs best for LightGBM <https://github.com/lightgbm-org/LightGBM/issues/542>`__.\n\n5. When using LightGBM GPU, I cannot reproduce results over several runs.\n-------------------------------------------------------------------------\n\nThis is normal and expected behaviour, but you may try to use ``gpu_use_dp = true`` for reproducibility\n(see `lightgbm-org/LightGBM#560 <https://github.com/lightgbm-org/LightGBM/pull/560#issuecomment-304561654>`__).\nYou may also use the CPU version.\n\n6. Bagging is not reproducible when changing the number of threads.\n-------------------------------------------------------------------\n\n:raw-html:`<strike>`\nLightGBM bagging is multithreaded, so its output depends on the number of threads used.\nThere is `no workaround currently <https://github.com/lightgbm-org/LightGBM/issues/632>`__.\n:raw-html:`</strike>`\n\nStarting from `#2804 <https://github.com/lightgbm-org/LightGBM/pull/2804>`__ bagging result doesn't depend on the number of threads.\nSo this issue should be solved in the latest version.\n\n7. I tried to use Random Forest mode, and LightGBM crashes!\n-----------------------------------------------------------\n\nThis is expected behaviour for arbitrary parameters. To enable Random Forest,\nyou must use ``bagging_fraction`` and ``feature_fraction`` different from 1, along with a ``bagging_freq``.\n`This thread <https://github.com/lightgbm-org/LightGBM/issues/691>`__ includes an example.\n\n8. CPU usage is low (like 10%) in Windows when using LightGBM on very large datasets with many-core systems.\n------------------------------------------------------------------------------------------------------------\n\nPlease use `Visual Studio <https://visualstudio.microsoft.com/downloads/>`__\nas it may be `10x faster than MinGW <https://github.com/lightgbm-org/LightGBM/issues/749>`__ especially for very large trees.\n\n9. When I'm trying to specify a categorical column with the ``categorical_feature`` parameter, I get the following sequence of warnings, but there are no negative values in the column.\n----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------\n\n.. code-block:: console\n\n   [LightGBM] [Warning] Met negative value in categorical features, will convert it to NaN\n   [LightGBM] [Warning] There are no meaningful features, as all feature values are constant.\n\nThe column you're trying to pass via ``categorical_feature`` likely contains very large values.\nCategorical features in LightGBM are limited by int32 range,\nso you cannot pass values that are greater than ``Int32.MaxValue`` (2147483647) as categorical features (see `lightgbm-org/LightGBM#1359 <https://github.com/lightgbm-org/LightGBM/issues/1359>`__).\nYou should convert them to integers ranging from zero to the number of categories first.\n\n10. LightGBM crashes randomly with the error like: ``Initializing libiomp5.dylib, but found libomp.dylib already initialized.``\n-------------------------------------------------------------------------------------------------------------------------------\n\n.. code-block:: console\n\n   OMP: Error #15: Initializing libiomp5.dylib, but found libomp.dylib already initialized.\n   OMP: Hint: This means that multiple copies of the OpenMP runtime have been linked into the program. That is dangerous, since it can degrade performance or cause incorrect results. The best thing to do is to ensure that only a single OpenMP runtime is linked into the process, e.g. by avoiding static linking of the OpenMP runtime in any library. As an unsafe, unsupported, undocumented workaround you can set the environment variable KMP_DUPLICATE_LIB_OK=TRUE to allow the program to continue to execute, but that may cause crashes or silently produce incorrect results. For more information, please see http://www.intel.com/software/products/support/.\n\n**Possible Cause**: This error means that you have multiple OpenMP libraries installed on your machine and they conflict with each other.\n(File extensions in the error message may differ depending on the operating system).\n\nIf you are using Python distributed by Conda, then it is highly likely that the error is caused by the ``numpy`` package from Conda which includes the ``mkl`` package which in turn conflicts with the system-wide library.\nIn this case you can update the ``numpy`` package in Conda or replace the Conda's OpenMP library instance with system-wide one by creating a symlink to it in Conda environment folder ``$CONDA_PREFIX/lib``.\n\n**Solution**: Assuming you are using macOS with Homebrew, the command which overwrites OpenMP library files in the current active Conda environment with symlinks to the system-wide library ones installed by Homebrew:\n\n.. code-block:: bash\n\n   ln -sf `ls -d \"$(brew --cellar libomp)\"/*/lib`/* $CONDA_PREFIX/lib\n\nThe described above fix worked fine before the release of OpenMP 8.0.0 version.\nStarting from 8.0.0 version, Homebrew formula for OpenMP includes ``-DLIBOMP_INSTALL_ALIASES=OFF`` option which leads to that the fix doesn't work anymore.\nHowever, you can create symlinks to library aliases manually:\n\n.. code-block:: bash\n\n   for LIBOMP_ALIAS in libgomp.dylib libiomp5.dylib libomp.dylib; do sudo ln -sf \"$(brew --cellar libomp)\"/*/lib/libomp.dylib $CONDA_PREFIX/lib/$LIBOMP_ALIAS; done\n\nAnother workaround would be removing MKL optimizations from Conda's packages completely:\n\n.. code-block:: bash\n\n    conda install nomkl\n\nIf this is not your case, then you should find conflicting OpenMP library installations on your own and leave only one of them.\n\n11. LightGBM hangs when multithreading (OpenMP) and using forking in Linux at the same time.\n--------------------------------------------------------------------------------------------\n\nUse ``nthreads=1`` to disable multithreading of LightGBM. There is a bug with OpenMP which hangs forked sessions\nwith multithreading activated. A more expensive solution is to use new processes instead of using fork, however,\nkeep in mind it is creating new processes where you have to copy memory and load libraries (example: if you want to\nfork 16 times your current process, then you will require to make 16 copies of your dataset in memory)\n(see `lightgbm-org/LightGBM#1789 <https://github.com/lightgbm-org/LightGBM/issues/1789#issuecomment-433713383>`__).\n\nAn alternative, if multithreading is really necessary inside the forked sessions, would be to compile LightGBM with\nIntel toolchain. Intel compilers are unaffected by this bug.\n\nFor C/C++ users, any OpenMP feature cannot be used before the fork happens. If an OpenMP feature is used before the\nfork happens (example: using OpenMP for forking), OpenMP will hang inside the forked sessions. Use new processes instead\nand copy memory as required by creating new processes instead of forking (or, use Intel compilers).\n\nCloud platform container services may cause LightGBM to hang, if they use Linux fork to run multiple containers on a\nsingle instance. For example, LightGBM hangs in AWS Batch array jobs, which `use the ECS agent\n<https://aws.amazon.com/batch/faqs>`__ to manage multiple running jobs. Setting ``nthreads=1`` mitigates the issue.\n\n12. Why is early stopping not enabled by default in LightGBM?\n-------------------------------------------------------------\n\nEarly stopping involves choosing a validation set, a special type of holdout which is used to evaluate the current state of the model after each iteration to see if training can stop.\n\nIn ``LightGBM``, `we have decided to require that users specify this set directly <./Parameters.rst#valid>`_. Many options exist for splitting training data into training, test, and validation sets.\n\nThe appropriate splitting strategy depends on the task and domain of the data, information that a modeler has but which ``LightGBM`` as a general-purpose tool does not.\n\n13. Does LightGBM support direct loading data from zero-based or one-based LibSVM format file?\n----------------------------------------------------------------------------------------------\n\nLightGBM supports loading data from zero-based LibSVM format file directly.\n\n14. Why CMake cannot find the compiler when compiling LightGBM with MinGW?\n--------------------------------------------------------------------------\n\n.. code-block:: bash\n\n    CMake Error: CMAKE_C_COMPILER not set, after EnableLanguage\n    CMake Error: CMAKE_CXX_COMPILER not set, after EnableLanguage\n\nThis is a known issue of CMake when using MinGW. The easiest solution is to run again your ``cmake`` command to bypass the one time stopper from CMake. Or you can upgrade your version of CMake to at least version 3.17.0.\n\nSee `lightgbm-org/LightGBM#3060 <https://github.com/lightgbm-org/LightGBM/issues/3060#issuecomment-626338538>`__ for more details.\n\n15. Where can I find LightGBM's logo to use it in my presentation?\n------------------------------------------------------------------\n\nYou can find LightGBM's logo in different file formats and resolutions `here <https://github.com/lightgbm-org/LightGBM/tree/master/docs/logo>`__.\n\n16. LightGBM crashes randomly or operating system hangs during or after running LightGBM.\n-----------------------------------------------------------------------------------------\n\n**Possible Cause**: This behavior may indicate that you have multiple OpenMP libraries installed on your machine and they conflict with each other, similarly to the ``FAQ #10``.\n\nIf you are using any Python-package that depends on ``threadpoolctl``, you also may see the following warning in your logs in this case:\n\n.. code-block:: console\n\n    /root/miniconda/envs/test-env/lib/python3.8/site-packages/threadpoolctl.py:546: RuntimeWarning:\n    Found Intel OpenMP ('libiomp') and LLVM OpenMP ('libomp') loaded at\n    the same time. Both libraries are known to be incompatible and this\n    can cause random crashes or deadlocks on Linux when loaded in the\n    same Python program.\n    Using threadpoolctl may cause crashes or deadlocks. For more\n    information and possible workarounds, please see\n        https://github.com/joblib/threadpoolctl/blob/master/multiple_openmp.md\n\nDetailed description of conflicts between multiple OpenMP instances is provided in the `following document <https://github.com/joblib/threadpoolctl/blob/master/multiple_openmp.md>`__.\n\n**Solution**: Assuming you are using LightGBM Python-package and conda as a package manager, we strongly recommend using ``conda-forge`` channel as the only source of all your Python package installations because it contains built-in patches to workaround OpenMP conflicts. Some other workarounds are listed `here <https://github.com/joblib/threadpoolctl/blob/master/multiple_openmp.md>`__ under the \"Workarounds for Intel OpenMP and LLVM OpenMP case\" section.\n\nIf this is not your case, then you should find conflicting OpenMP library installations on your own and leave only one of them.\n\n17. Loading LightGBM fails like: ``cannot allocate memory in static TLS block``\n-------------------------------------------------------------------------------\n\nWhen loading LightGBM, you may encounter errors like the following.\n\n.. code-block:: console\n\n   lib/libgomp.so.1: cannot allocate memory in static TLS block\n\nThis most commonly happens on aarch64 Linux systems.\n\n``gcc``'s OpenMP library (``libgomp.so``) tries to allocate a small amount of static thread-local storage (\"TLS\")\nwhen it's dynamically loaded.\n\nThat error can happen when the loader isn't able to find a large enough block of memory.\n\nOn aarch64 Linux, processes and loaded libraries share the same pool of static TLS,\nwhich makes such failures more likely. See these discussions:\n\n* https://bugzilla.redhat.com/show_bug.cgi?id=1722181#c6\n* https://gcc.gcc.gnu.narkive.com/vOXMQqLA/failure-to-dlopen-libgomp-due-to-static-tls-data\n\nIf you are experiencing this issue when using the ``lightgbm`` Python-package, try upgrading\nto at least ``v4.6.0``.\n\nFor older versions of the Python-package, or for other LightGBM APIs, this issue can\noften be avoided by loading ``libgomp.so.1``. That can be done directly by setting environment\nvariable ``LD_PRELOAD``, like this:\n\n.. code-block:: console\n\n    export LD_PRELOAD=/root/miniconda3/envs/test-env/lib/libgomp.so.1\n\nIt can also be done indirectly by changing the order that other libraries are loaded\ninto processes, which varies by programming language and application type.\n\nFor more details, see these discussions:\n\n* https://github.com/lightgbm-org/LightGBM/pull/6654#issuecomment-2352014275\n* https://github.com/lightgbm-org/LightGBM/issues/6509\n* https://maskray.me/blog/2021-02-14-all-about-thread-local-storage\n* https://bugzilla.redhat.com/show_bug.cgi?id=1722181#c6\n\n------\n\nR-package\n=========\n\n.. contents::\n    :local:\n    :backlinks: none\n\n1. Any training command using LightGBM does not work after an error occurred during the training of a previous LightGBM model.\n------------------------------------------------------------------------------------------------------------------------------\n\nIn older versions of the R-package (prior to ``v3.3.0``), this could happen occasionally and the solution was to run ``lgb.unloader(wipe = TRUE)`` to remove all LightGBM-related objects. Some conversation about this could be found in `lightgbm-org/LightGBM#698 <https://github.com/lightgbm-org/LightGBM/issues/698>`__.\n\nThat is no longer necessary as of ``v3.3.0``, and function ``lgb.unloader()`` has since been removed from the R-package.\n\n2. I used ``setinfo()``, tried to print my ``lgb.Dataset``, and now the R console froze!\n----------------------------------------------------------------------------------------\n\nAs of at least LightGBM v3.3.0, this issue has been resolved and printing a ``Dataset`` object does not cause the console to freeze.\n\nIn older versions, avoid printing the ``Dataset`` after calling ``setinfo()``.\n\nAs of LightGBM v4.0.0, ``setinfo()`` has been replaced by a new method, ``set_field()``.\n\n3. ``error in data.table::data.table()...argument 2 is NULL``.\n--------------------------------------------------------------\n\nIf you are experiencing this error when running ``lightgbm``, you may be facing the same issue reported in `#2715 <https://github.com/lightgbm-org/LightGBM/issues/2715>`_ and later in `#2989 <https://github.com/lightgbm-org/LightGBM/pull/2989#issuecomment-614374151>`_. We have seen that in some situations, using ``data.table`` 1.11.x results in this error. To get around this, you can upgrade your version of ``data.table`` to at least version 1.12.0.\n\n4. ``package/dependency ‘Matrix’ is not available ...``\n-------------------------------------------------------\n\nIn April 2024, ``Matrix==1.7-0`` was published to CRAN.\nThat version had a floor of ``R (>=4.4.0)``.\n``{Matrix}`` is a hard runtime dependency of ``{lightgbm}``, so on any version of R older than ``4.4.0``, running ``install.packages(\"lightgbm\")`` results in something like the following.\n\n.. code-block:: text\n\n    package ‘Matrix’ is not available for this version of R\n\nTo fix that without upgrading to R 4.4.0 or greater, manually install an older version of ``{Matrix}``.\n\n.. code-block:: R\n\n    install.packages('https://cran.r-project.org/src/contrib/Archive/Matrix/Matrix_1.6-5.tar.gz', repos = NULL)\n\n------\n\nPython-package\n==============\n\n.. contents::\n    :local:\n    :backlinks: none\n\n1. ``Error: setup script specifies an absolute path`` when installing from GitHub using ``python setup.py install``.\n--------------------------------------------------------------------------------------------------------------------\n\n.. note::\n    As of v4.0.0, ``lightgbm`` does not support directly invoking ``setup.py``.\n    This answer refers only to versions of ``lightgbm`` prior to v4.0.0.\n\n.. code-block:: console\n\n   error: Error: setup script specifies an absolute path:\n   /Users/Microsoft/LightGBM/python-package/lightgbm/../../lib_lightgbm.so\n   setup() arguments must *always* be /-separated paths relative to the setup.py directory, *never* absolute paths.\n\nThis error should be solved in latest version.\nIf you still meet this error, try to remove ``lightgbm.egg-info`` folder in your Python-package and reinstall,\nor check `this thread on stackoverflow <https://stackoverflow.com/questions/18085571/pip-install-error-setup-script-specifies-an-absolute-path>`__.\n\n2. Error messages: ``Cannot ... before construct dataset``.\n-----------------------------------------------------------\n\nI see error messages like...\n\n.. code-block:: console\n\n   Cannot get/set label/weight/init_score/group/num_data/num_feature before construct dataset\n\nbut I've already constructed a dataset by some code like:\n\n.. code-block:: python\n\n    train = lightgbm.Dataset(X_train, y_train)\n\nor error messages like\n\n.. code-block:: console\n\n    Cannot set predictor/reference/categorical feature after freed raw data, set free_raw_data=False when construct Dataset to avoid this.\n\n**Solution**: Because LightGBM constructs bin mappers to build trees, and train and valid Datasets within one Booster share the same bin mappers,\ncategorical features and feature names etc., the Dataset objects are constructed when constructing a Booster.\nIf you set ``free_raw_data=True`` (default), the raw data (with Python data struct) will be freed.\nSo, if you want to:\n\n-  get label (or weight/init\\_score/group/data) before constructing a dataset, it's same as get ``self.label``;\n\n-  set label (or weight/init\\_score/group) before constructing a dataset, it's same as ``self.label=some_label_array``;\n\n-  get num\\_data (or num\\_feature) before constructing a dataset, you can get data with ``self.data``.\n   Then, if your data is ``numpy.ndarray``, use some code like ``self.data.shape``. But do not do this after subsetting the Dataset, because you'll get always ``None``;\n\n-  set predictor (or reference/categorical feature) after constructing a dataset,\n   you should set ``free_raw_data=False`` or init a Dataset object with the same raw data.\n\n3. I encounter segmentation faults (segfaults) randomly after installing LightGBM from PyPI using ``pip install lightgbm``.\n---------------------------------------------------------------------------------------------------------------------------\n\nWe are doing our best to provide universal wheels which have high running speed and are compatible with any hardware, OS, compiler, etc. at the same time.\nHowever, sometimes it's just impossible to guarantee the possibility of usage of LightGBM in any specific environment (see `lightgbm-org/LightGBM#1743 <https://github.com/lightgbm-org/LightGBM/issues/1743>`__).\n\nTherefore, the first thing you should try in case of segfaults is **compiling from the source** using ``pip install --no-binary lightgbm lightgbm``.\nFor the OS-specific prerequisites see https://github.com/lightgbm-org/LightGBM/blob/master/python-package/README.rst.\n\nAlso, feel free to post a new issue in our GitHub repository. We always look at each case individually and try to find a root cause.\n\n4. I would like to install LightGBM from conda. What channel should I choose?\n-----------------------------------------------------------------------------\n\nWe strongly recommend installation from the ``conda-forge`` channel and not from the ``default`` one.\n\nFor some specific examples, see `this comment <https://github.com/lightgbm-org/LightGBM/issues/4948#issuecomment-1013766397>`__.\n\nIn addition, as of ``lightgbm==4.4.0``, the ``conda-forge`` package automatically supports CUDA-based GPU acceleration.\n\n5. How do I subclass ``scikit-learn`` estimators?\n-------------------------------------------------\n\nFor ``lightgbm <= 4.5.0``, copy all of the constructor arguments from the corresponding\n``lightgbm`` class into the constructor of your custom estimator.\n\nFor later versions, just ensure that the constructor of your custom estimator calls ``super().__init__()``.\n\nConsider the example below, which implements a regressor that allows creation of truncated predictions.\nThis pattern will work with ``lightgbm > 4.5.0``.\n\n.. code-block:: python\n\n    import numpy as np\n    from lightgbm import LGBMRegressor\n    from sklearn.datasets import make_regression\n\n    class TruncatedRegressor(LGBMRegressor):\n\n        def __init__(self, **kwargs):\n            super().__init__(**kwargs)\n\n        def predict(self, X, max_score: float = np.inf):\n            preds = super().predict(X)\n            np.clip(preds, a_min=None, a_max=max_score, out=preds)\n            return preds\n\n    X, y = make_regression(n_samples=1_000, n_features=4)\n\n    reg_trunc = TruncatedRegressor().fit(X, y)\n\n    preds = reg_trunc.predict(X)\n    print(f\"mean: {preds.mean():.2f}, max: {preds.max():.2f}\")\n    # mean: -6.81, max: 345.10\n\n    preds_trunc = reg_trunc.predict(X, max_score=preds.mean())\n    print(f\"mean: {preds_trunc.mean():.2f}, max: {preds_trunc.max():.2f}\")\n    # mean: -56.50, max: -6.81\n"
  },
  {
    "path": "docs/Features.rst",
    "content": "Features\n========\n\nThis is a conceptual overview of how LightGBM works\\ `[1] <#references>`__. We assume familiarity with decision tree boosting algorithms to focus instead on aspects of LightGBM that may differ from other boosting packages. For detailed algorithms, please refer to the citations or source code.\n\nOptimization in Speed and Memory Usage\n--------------------------------------\n\nMany boosting tools use pre-sort-based algorithms\\ `[2, 3] <#references>`__ (e.g. default algorithm in xgboost) for decision tree learning. It is a simple solution, but not easy to optimize.\n\nLightGBM uses histogram-based algorithms\\ `[4, 5, 6] <#references>`__, which bucket continuous feature (attribute) values into discrete bins. This speeds up training and reduces memory usage. Advantages of histogram-based algorithms include the following:\n\n-  **Reduced cost of calculating the gain for each split**\n\n   -  Pre-sort-based algorithms have time complexity ``O(#data)``\n\n   -  Computing the histogram has time complexity ``O(#data)``, but this involves only a fast sum-up operation. Once the histogram is constructed, a histogram-based algorithm has time complexity ``O(#bins)``, and ``#bins`` is far smaller than ``#data``.\n\n-  **Use histogram subtraction for further speedup**\n\n   -  To get one leaf's histograms in a binary tree, use the histogram subtraction of its parent and its neighbor\n\n   -  So it needs to construct histograms for only one leaf (with smaller ``#data`` than its neighbor). It then can get histograms of its neighbor by histogram subtraction with small cost (``O(#bins)``)\n\n-  **Reduce memory usage**\n\n   -  Replaces continuous values with discrete bins. If ``#bins`` is small, can use small data type, e.g. uint8\\_t, to store training data\n\n   -  No need to store additional information for pre-sorting feature values\n\n-  **Reduce communication cost for distributed learning**\n\nSparse Optimization\n-------------------\n\n-  Need only ``O(2 * #non_zero_data)`` to construct histogram for sparse features\n\nOptimization in Accuracy\n------------------------\n\nLeaf-wise (Best-first) Tree Growth\n~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\nMost decision tree learning algorithms grow trees by level (depth)-wise, like the following image:\n\n.. image:: ./_static/images/level-wise.png\n   :align: center\n   :alt: A diagram depicting level wise tree growth in which the best possible node is split one level down. The strategy results in a symmetric tree, where every node in a level has child nodes resulting in an additional layer of depth.\n\nLightGBM grows trees leaf-wise (best-first)\\ `[7] <#references>`__. It will choose the leaf with max delta loss to grow.\nHolding ``#leaf`` fixed, leaf-wise algorithms tend to achieve lower loss than level-wise algorithms.\n\nLeaf-wise may cause over-fitting when ``#data`` is small, so LightGBM includes the ``max_depth`` parameter to limit tree depth. However, trees still grow leaf-wise even when ``max_depth`` is specified.\n\n.. image:: ./_static/images/leaf-wise.png\n   :align: center\n   :alt: A diagram depicting leaf wise tree growth in which only the node with the highest loss change is split and not bother with the rest of the nodes in the same level. This results in an asymmetrical tree where subsequent splitting is happening only on one side of the tree.\n\nOptimal Split for Categorical Features\n~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\nIt is common to represent categorical features with one-hot encoding, but this approach is suboptimal for tree learners. Particularly for high-cardinality categorical features, a tree built on one-hot features tends to be unbalanced and needs to grow very deep to achieve good accuracy.\n\nInstead of one-hot encoding, the optimal solution is to split on a categorical feature by partitioning its categories into 2 subsets. If the feature has ``k`` categories, there are ``2^(k-1) - 1`` possible partitions.\nBut there is an efficient solution for regression trees\\ `[8] <#references>`__. It needs about ``O(k * log(k))`` to find the optimal partition.\n\nThe basic idea is to sort the categories according to the training objective at each split.\nMore specifically, LightGBM sorts the histogram (for a categorical feature) according to its accumulated values (``sum_gradient / sum_hessian``) and then finds the best split on the sorted histogram.\n\nOptimization in Network Communication\n-------------------------------------\n\nIt only needs to use some collective communication algorithms, like \"All reduce\", \"All gather\" and \"Reduce scatter\", in distributed learning of LightGBM.\nLightGBM implements state-of-the-art algorithms\\ `[9] <#references>`__.\nThese collective communication algorithms can provide much better performance than point-to-point communication.\n\n.. _Optimization in Parallel Learning:\n\nOptimization in Distributed Learning\n------------------------------------\n\nLightGBM provides the following distributed learning algorithms.\n\nFeature Parallel\n~~~~~~~~~~~~~~~~\n\nTraditional Algorithm\n^^^^^^^^^^^^^^^^^^^^^\n\nFeature parallel aims to parallelize the \"Find Best Split\" in the decision tree. The procedure of traditional feature parallel is:\n\n1. Partition data vertically (different machines have different feature set).\n\n2. Workers find local best split point {feature, threshold} on local feature set.\n\n3. Communicate local best splits with each other and get the best one.\n\n4. Worker with best split to perform split, then send the split result of data to other workers.\n\n5. Other workers split data according to received data.\n\nThe shortcomings of traditional feature parallel:\n\n-  Has computation overhead, since it cannot speed up \"split\", whose time complexity is ``O(#data)``.\n   Thus, feature parallel cannot speed up well when ``#data`` is large.\n\n-  Need communication of split result, which costs about ``O(#data / 8)`` (one bit for one data).\n\nFeature Parallel in LightGBM\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nSince feature parallel cannot speed up well when ``#data`` is large, we make a little change: instead of partitioning data vertically, every worker holds the full data.\nThus, LightGBM doesn't need to communicate for split result of data since every worker knows how to split data.\nAnd ``#data`` won't be larger, so it is reasonable to hold the full data in every machine.\n\nThe procedure of feature parallel in LightGBM:\n\n1. Workers find local best split point {feature, threshold} on local feature set.\n\n2. Communicate local best splits with each other and get the best one.\n\n3. Perform best split.\n\nHowever, this feature parallel algorithm still suffers from computation overhead for \"split\" when ``#data`` is large.\nSo it will be better to use data parallel when ``#data`` is large.\n\nData Parallel\n~~~~~~~~~~~~~\n\nTraditional Algorithm\n^^^^^^^^^^^^^^^^^^^^^\n\nData parallel aims to parallelize the whole decision learning. The procedure of data parallel is:\n\n1. Partition data horizontally.\n\n2. Workers use local data to construct local histograms.\n\n3. Merge global histograms from all local histograms.\n\n4. Find best split from merged global histograms, then perform splits.\n\nThe shortcomings of traditional data parallel:\n\n-  High communication cost.\n   If using point-to-point communication algorithm, communication cost for one machine is about ``O(#machine * #feature * #bin)``.\n   If using collective communication algorithm (e.g. \"All Reduce\"), communication cost is about ``O(2 * #feature * #bin)`` (check cost of \"All Reduce\" in chapter 4.5 at `[9] <#references>`__).\n\nData Parallel in LightGBM\n^^^^^^^^^^^^^^^^^^^^^^^^^\n\nWe reduce communication cost of data parallel in LightGBM:\n\n1. Instead of \"Merge global histograms from all local histograms\", LightGBM uses \"Reduce Scatter\" to merge histograms of different (non-overlapping) features for different workers.\n   Then workers find the local best split on local merged histograms and sync up the global best split.\n\n2. As aforementioned, LightGBM uses histogram subtraction to speed up training.\n   Based on this, we can communicate histograms only for one leaf, and get its neighbor's histograms by subtraction as well.\n\nAll things considered, data parallel in LightGBM has time complexity ``O(0.5 * #feature * #bin)``.\n\nVoting Parallel\n~~~~~~~~~~~~~~~\n\nVoting parallel further reduces the communication cost in `Data Parallel <#data-parallel>`__ to constant cost.\nIt uses two-stage voting to reduce the communication cost of feature histograms\\ `[10] <#references>`__.\n\nGPU Support\n-----------\n\nThanks `@huanzhang12 <https://github.com/huanzhang12>`__ for contributing this feature. Please read `[11] <#references>`__ to get more details.\n\n- `GPU Installation <./Installation-Guide.rst#build-gpu-version>`__\n\n- `GPU Tutorial <./GPU-Tutorial.rst>`__\n\nApplications and Metrics\n------------------------\n\nLightGBM supports the following applications:\n\n-  regression, the objective function is L2 loss\n\n-  binary classification, the objective function is logloss\n\n-  multi classification\n\n-  cross-entropy, the objective function is logloss and supports training on non-binary labels\n\n-  LambdaRank, the objective function is LambdaRank with NDCG\n\nLightGBM supports the following metrics:\n\n-  L1 loss\n\n-  L2 loss\n\n-  Log loss\n\n-  Classification error rate\n\n-  AUC\n\n-  NDCG\n\n-  MAP\n\n-  Multi-class log loss\n\n-  Multi-class error rate\n\n-  AUC-mu ``(new in v3.0.0)``\n\n-  Average precision ``(new in v3.1.0)``\n\n-  Fair\n\n-  Huber\n\n-  Poisson\n\n-  Quantile\n\n-  MAPE\n\n-  Kullback-Leibler\n\n-  Gamma\n\n-  Tweedie\n\nFor more details, please refer to `Parameters <./Parameters.rst#metric-parameters>`__.\n\nOther Features\n--------------\n\n-  Limit ``max_depth`` of tree while grows tree leaf-wise\n\n-  `DART <https://arxiv.org/abs/1505.01866>`__\n\n-  L1/L2 regularization\n\n-  Bagging\n\n-  Column (feature) sub-sample\n\n-  Continued train with input GBDT model\n\n-  Continued train with the input score file\n\n-  Weighted training\n\n-  Validation metric output during training\n\n-  Multiple validation data\n\n-  Multiple metrics\n\n-  Early stopping (both training and prediction)\n\n-  Prediction for leaf index\n\nFor more details, please refer to `Parameters <./Parameters.rst>`__.\n\nReferences\n----------\n\n[1] Guolin Ke, Qi Meng, Thomas Finley, Taifeng Wang, Wei Chen, Weidong Ma, Qiwei Ye, Tie-Yan Liu. \"`LightGBM\\: A Highly Efficient Gradient Boosting Decision Tree`_.\" Advances in Neural Information Processing Systems 30 (NIPS 2017), pp. 3149-3157.\n\n[2] Mehta, Manish, Rakesh Agrawal, and Jorma Rissanen. \"SLIQ: A fast scalable classifier for data mining.\" International Conference on Extending Database Technology. Springer Berlin Heidelberg, 1996.\n\n[3] Shafer, John, Rakesh Agrawal, and Manish Mehta. \"SPRINT: A scalable parallel classifier for data mining.\" Proc. 1996 Int. Conf. Very Large Data Bases. 1996.\n\n[4] Ranka, Sanjay, and V. Singh. \"CLOUDS: A decision tree classifier for large datasets.\" Proceedings of the 4th Knowledge Discovery and Data Mining Conference. 1998.\n\n[5] Machado, F. P. \"Communication and memory efficient parallel decision tree construction.\" (2003).\n\n[6] Li, Ping, Qiang Wu, and Christopher J. Burges. \"Mcrank: Learning to rank using multiple classification and gradient boosting.\" Advances in Neural Information Processing Systems 20 (NIPS 2007).\n\n[7] Shi, Haijian. \"Best-first decision tree learning.\" Diss. The University of Waikato, 2007.\n\n[8] Walter D. Fisher. \"`On Grouping for Maximum Homogeneity`_.\" Journal of the American Statistical Association. Vol. 53, No. 284 (Dec., 1958), pp. 789-798.\n\n[9] Thakur, Rajeev, Rolf Rabenseifner, and William Gropp. \"`Optimization of collective communication operations in MPICH`_.\" International Journal of High Performance Computing Applications 19.1 (2005), pp. 49-66.\n\n[10] Qi Meng, Guolin Ke, Taifeng Wang, Wei Chen, Qiwei Ye, Zhi-Ming Ma, Tie-Yan Liu. \"`A Communication-Efficient Parallel Algorithm for Decision Tree`_.\" Advances in Neural Information Processing Systems 29 (NIPS 2016), pp. 1279-1287.\n\n[11] Huan Zhang, Si Si and Cho-Jui Hsieh. \"`GPU Acceleration for Large-scale Tree Boosting`_.\" SysML Conference, 2018.\n\n.. _LightGBM\\: A Highly Efficient Gradient Boosting Decision Tree: https://proceedings.neurips.cc/paper/2017/hash/6449f44a102fde848669bdd9eb6b76fa-Abstract.html\n\n.. _On Grouping for Maximum Homogeneity: https://www.jstor.org/stable/2281952\n\n.. _Optimization of collective communication operations in MPICH: https://www.mpich.org/2012/10/24/optimization-of-collective-communication-operations-in-mpich/\n\n.. _A Communication-Efficient Parallel Algorithm for Decision Tree: https://proceedings.neurips.cc/paper/2016/hash/10a5ab2db37feedfdeaab192ead4ac0e-Abstract.html\n\n.. _GPU Acceleration for Large-scale Tree Boosting: https://arxiv.org/abs/1706.08359\n"
  },
  {
    "path": "docs/GPU-Performance.rst",
    "content": "GPU Tuning Guide and Performance Comparison\n===========================================\n\nHow It Works?\n-------------\n\nIn LightGBM, the main computation cost during training is building the feature histograms. We use an efficient algorithm on GPU to accelerate this process.\nThe implementation is highly modular, and works for all learning tasks (classification, ranking, regression, etc). GPU acceleration also works in distributed learning settings.\nGPU algorithm implementation is based on OpenCL and can work with a wide range of GPUs.\n\nSupported Hardware\n------------------\n\nWe target AMD Graphics Core Next (GCN) architecture and NVIDIA Maxwell and Pascal architectures.\nMost AMD GPUs released after 2012 and NVIDIA GPUs released after 2014 should be supported. We have tested the GPU implementation on the following GPUs:\n\n-  AMD RX 480 with AMDGPU-pro driver 16.60 on Ubuntu 16.10\n\n-  AMD R9 280X (aka Radeon HD 7970) with fglrx driver 15.302.2301 on Ubuntu 16.10\n\n-  NVIDIA GTX 1080 with driver 375.39 and CUDA 8.0 on Ubuntu 16.10\n\n-  NVIDIA Titan X (Pascal) with driver 367.48 and CUDA 8.0 on Ubuntu 16.04\n\n-  NVIDIA Tesla M40 with driver 375.39 and CUDA 7.5 on Ubuntu 16.04\n\nUsing the following hardware is discouraged:\n\n-  NVIDIA Kepler (K80, K40, K20, most GeForce GTX 700 series GPUs) or earlier NVIDIA GPUs. They don't support hardware atomic operations in local memory space and thus histogram construction will be slow.\n\n-  AMD VLIW4-based GPUs, including Radeon HD 6xxx series and earlier GPUs. These GPUs have been discontinued for years and are rarely seen nowadays.\n\nHow to Achieve Good Speedup on GPU\n----------------------------------\n\n#.  You want to run a few datasets that we have verified with good speedup (including Higgs, epsilon, Bosch, etc) to ensure your setup is correct.\n    If you have multiple GPUs, make sure to set ``gpu_platform_id`` and ``gpu_device_id`` to use the desired GPU.\n    Also make sure your system is idle (especially when using a shared computer) to get accuracy performance measurements.\n\n#.  GPU works best on large scale and dense datasets. If dataset is too small, computing it on GPU is inefficient as the data transfer overhead can be significant.\n    If you have categorical features, use the ``categorical_column`` option and input them into LightGBM directly; do not convert them into one-hot variables.\n\n#.  To get good speedup with GPU, it is suggested to use a smaller number of bins.\n    Setting ``max_bin=63`` is recommended, as it usually does not noticeably affect training accuracy on large datasets, but GPU training can be significantly faster than using the default bin size of 255.\n    For some dataset, even using 15 bins is enough (``max_bin=15``); using 15 bins will maximize GPU performance. Make sure to check the run log and verify that the desired number of bins is used.\n\n#.  Try to use single precision training (``gpu_use_dp=false``) when possible, because most GPUs (especially NVIDIA consumer GPUs) have poor double-precision performance.\n\nPerformance Comparison\n----------------------\n\nWe evaluate the training performance of GPU acceleration on the following datasets:\n\n+-----------+----------------+----------+------------+-----------+------------+\n| Data      | Task           | Link     | #Examples  | #Features | Comments   |\n+===========+================+==========+============+===========+============+\n| Higgs     | Binary         | `link1`_ | 10,500,000 | 28        | use last   |\n|           | classification |          |            |           | 500,000    |\n|           |                |          |            |           | samples    |\n|           |                |          |            |           | as test    |\n|           |                |          |            |           | set        |\n+-----------+----------------+----------+------------+-----------+------------+\n| Epsilon   | Binary         | `link2`_ | 400,000    | 2,000     | use the    |\n|           | classification |          |            |           | provided   |\n|           |                |          |            |           | test set   |\n+-----------+----------------+----------+------------+-----------+------------+\n| Bosch     | Binary         | `link3`_ | 1,000,000  | 968       | use the    |\n|           | classification |          |            |           | provided   |\n|           |                |          |            |           | test set   |\n+-----------+----------------+----------+------------+-----------+------------+\n| Yahoo LTR | Learning to    | `link4`_ | 473,134    | 700       | set1.train |\n|           | rank           |          |            |           | as train,  |\n|           |                |          |            |           | set1.test  |\n|           |                |          |            |           | as test    |\n+-----------+----------------+----------+------------+-----------+------------+\n| MS LTR    | Learning to    | `link5`_ | 2,270,296  | 137       | {S1,S2,S3} |\n|           | rank           |          |            |           | as train   |\n|           |                |          |            |           | set, {S5}  |\n|           |                |          |            |           | as test    |\n|           |                |          |            |           | set        |\n+-----------+----------------+----------+------------+-----------+------------+\n| Expo      | Binary         | `link6`_ | 11,000,000 | 700       | use last   |\n|           | classification |          |            |           | 1,000,000  |\n|           | (Categorical)  |          |            |           | as test    |\n|           |                |          |            |           | set        |\n+-----------+----------------+----------+------------+-----------+------------+\n\nWe used the following hardware to evaluate the performance of LightGBM GPU training.\nOur CPU reference is **a high-end dual socket Haswell-EP Xeon server with 28 cores**;\nGPUs include a budget GPU (RX 480) and a mainstream (GTX 1080) GPU installed on the same server.\nIt is worth mentioning that **the GPUs used are not the best GPUs in the market**;\nif you are using a better GPU (like AMD RX 580, NVIDIA GTX 1080 Ti, Titan X Pascal, Titan Xp, Tesla P100, etc), you are likely to get a better speedup.\n\n+--------------------------------+----------------+------------------+---------------+\n| Hardware                       | Peak FLOPS     | Peak Memory BW   | Cost (MSRP)   |\n+================================+================+==================+===============+\n| AMD Radeon RX 480              | 5,161 GFLOPS   | 256 GB/s         | $199          |\n+--------------------------------+----------------+------------------+---------------+\n| NVIDIA GTX 1080                | 8,228 GFLOPS   | 320 GB/s         | $499          |\n+--------------------------------+----------------+------------------+---------------+\n| 2x Xeon E5-2683v3 (28 cores)   | 1,792 GFLOPS   | 133 GB/s         | $3,692        |\n+--------------------------------+----------------+------------------+---------------+\n\nDuring benchmarking on CPU we used only 28 physical cores of the CPU, and did not use hyper-threading cores,\nbecause we found that using too many threads actually makes performance worse.\nThe following shows the training configuration we used:\n\n::\n\n    max_bin = 63\n    num_leaves = 255\n    num_iterations = 500\n    learning_rate = 0.1\n    tree_learner = serial\n    task = train\n    is_training_metric = false\n    min_data_in_leaf = 1\n    min_sum_hessian_in_leaf = 100\n    ndcg_eval_at = 1,3,5,10\n    device = gpu\n    gpu_platform_id = 0\n    gpu_device_id = 0\n    num_thread = 28\n\nWe use the configuration shown above, except for the Bosch dataset, we use a smaller ``learning_rate=0.015`` and set ``min_sum_hessian_in_leaf=5``.\nFor all GPU training we vary the max number of bins (255, 63 and 15).\nThe GPU implementation is from commit `0bb4a82`_ of LightGBM, when the GPU support was just merged in.\n\nThe following table lists the accuracy on test set that CPU and GPU learner can achieve after 500 iterations.\nGPU with the same number of bins can achieve a similar level of accuracy as on the CPU, despite using single precision arithmetic.\nFor most datasets, using 63 bins is sufficient.\n\n+---------------------------+----------------+---------------+---------------+----------------+---------------+---------------+\n|                           | CPU 255 bins   | CPU 63 bins   | CPU 15 bins   | GPU 255 bins   | GPU 63 bins   | GPU 15 bins   |\n+===========================+================+===============+===============+================+===============+===============+\n| Higgs AUC                 | 0.845612       | 0.845239      | 0.841066      | 0.845612       | 0.845209      | 0.840748      |\n+---------------------------+----------------+---------------+---------------+----------------+---------------+---------------+\n| Epsilon AUC               | 0.950243       | 0.949952      | 0.948365      | 0.950057       | 0.949876      | 0.948365      |\n+---------------------------+----------------+---------------+---------------+----------------+---------------+---------------+\n| Yahoo-LTR NDCG\\ :sub:`1`  | 0.730824       | 0.730165      | 0.729647      | 0.730936       | 0.732257      | 0.73114       |\n+---------------------------+----------------+---------------+---------------+----------------+---------------+---------------+\n| Yahoo-LTR NDCG\\ :sub:`3`  | 0.738687       | 0.737243      | 0.736445      | 0.73698        | 0.739474      | 0.735868      |\n+---------------------------+----------------+---------------+---------------+----------------+---------------+---------------+\n| Yahoo-LTR NDCG\\ :sub:`5`  | 0.756609       | 0.755729      | 0.754607      | 0.756206       | 0.757007      | 0.754203      |\n+---------------------------+----------------+---------------+---------------+----------------+---------------+---------------+\n| Yahoo-LTR NDCG\\ :sub:`10` | 0.79655        | 0.795827      | 0.795273      | 0.795894       | 0.797302      | 0.795584      |\n+---------------------------+----------------+---------------+---------------+----------------+---------------+---------------+\n| Expo AUC                  | 0.776217       | 0.771566      | 0.743329      | 0.776285       | 0.77098       | 0.744078      |\n+---------------------------+----------------+---------------+---------------+----------------+---------------+---------------+\n| MS-LTR NDCG\\ :sub:`1`     | 0.521265       | 0.521392      | 0.518653      | 0.521789       | 0.522163      | 0.516388      |\n+---------------------------+----------------+---------------+---------------+----------------+---------------+---------------+\n| MS-LTR NDCG\\ :sub:`3`     | 0.503153       | 0.505753      | 0.501697      | 0.503886       | 0.504089      | 0.501691      |\n+---------------------------+----------------+---------------+---------------+----------------+---------------+---------------+\n| MS-LTR NDCG\\ :sub:`5`     | 0.509236       | 0.510391      | 0.507193      | 0.509861       | 0.510095      | 0.50663       |\n+---------------------------+----------------+---------------+---------------+----------------+---------------+---------------+\n| MS-LTR NDCG\\ :sub:`10`    | 0.527835       | 0.527304      | 0.524603      | 0.528009       | 0.527059      | 0.524722      |\n+---------------------------+----------------+---------------+---------------+----------------+---------------+---------------+\n| Bosch AUC                 | 0.718115       | 0.721791      | 0.716677      | 0.717184       | 0.724761      | 0.717005      |\n+---------------------------+----------------+---------------+---------------+----------------+---------------+---------------+\n\nWe record the wall clock time after 500 iterations, as shown in the figure below:\n\n.. image:: ./_static/images/gpu-performance-comparison.png\n   :align: center\n   :target: ./_static/images/gpu-performance-comparison.png\n   :alt: A performance chart which is a record of the wall clock time after 500 iterations on G P U for Higgs, epsilon, Bosch, Microsoft L T R, Expo and Yahoo L T R and bin size of 63 performs comparatively better.\n\nWhen using a GPU, it is advisable to use a bin size of 63 rather than 255, because it can speed up training significantly without noticeably affecting accuracy.\nOn CPU, using a smaller bin size only marginally improves performance, sometimes even slows down training,\nlike in Higgs (we can reproduce the same slowdown on two different machines, with different GCC versions).\nWe found that GPU can achieve impressive acceleration on large and dense datasets like Higgs and Epsilon.\nEven on smaller and sparse datasets, a *budget* GPU can still compete and be faster than a 28-core Haswell server.\n\nMemory Usage\n------------\n\nThe next table shows GPU memory usage reported by ``nvidia-smi`` during training with 63 bins.\nWe can see that even the largest dataset just uses about 1 GB of GPU memory,\nindicating that our GPU implementation can scale to huge datasets over 10x larger than Bosch or Epsilon.\nAlso, we can observe that generally a larger dataset (using more GPU memory, like Epsilon or Bosch) has better speedup,\nbecause the overhead of invoking GPU functions becomes significant when the dataset is small.\n\n+-------------------------+---------+-----------+---------+----------+--------+-------------+\n| Datasets                | Higgs   | Epsilon   | Bosch   | MS-LTR   | Expo   | Yahoo-LTR   |\n+=========================+=========+===========+=========+==========+========+=============+\n| GPU Memory Usage (MB)   | 611     | 901       | 1067    | 413      | 405    | 291         |\n+-------------------------+---------+-----------+---------+----------+--------+-------------+\n\nFurther Reading\n---------------\n\nYou can find more details about the GPU algorithm and benchmarks in the\nfollowing article:\n\nHuan Zhang, Si Si and Cho-Jui Hsieh. `GPU Acceleration for Large-scale Tree Boosting`_. SysML Conference, 2018.\n\n.. _link1: https://archive.ics.uci.edu/dataset/280/higgs\n\n.. _link2: https://www.csie.ntu.edu.tw/~cjlin/libsvmtools/datasets/binary.html\n\n.. _link3: https://www.kaggle.com/c/bosch-production-line-performance/data\n\n.. _link4: https://proceedings.mlr.press/v14/chapelle11a.html\n\n.. _link5: https://www.microsoft.com/en-us/research/project/mslr/\n\n.. _link6: https://community.amstat.org/jointscsg-section/dataexpo/dataexpo2009\n\n.. _0bb4a82: https://github.com/lightgbm-org/LightGBM/commit/0bb4a82\n\n.. _GPU Acceleration for Large-scale Tree Boosting: https://arxiv.org/abs/1706.08359\n"
  },
  {
    "path": "docs/GPU-Targets.rst",
    "content": "GPU SDK Correspondence and Device Targeting Table\n~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\nGPU Targets Table\n=================\n\nOpenCL is a universal massively parallel programming framework that targets multiple backends (GPU, CPU, FPGA, etc).\nBasically, to use a device from a vendor, you have to install drivers from that specific vendor.\nIntel's and AMD's OpenCL runtime also include x86 CPU target support.\nNVIDIA's OpenCL runtime only supports NVIDIA GPU (no CPU support).\nIn general, OpenCL CPU backends are quite slow, and should be used for testing and debugging only.\n\nYou can find below a table of correspondence:\n\n+---------------------------+-----------------+-----------------+-----------------+--------------+\n| SDK                       | CPU Intel/AMD   | GPU Intel       | GPU AMD         | GPU NVIDIA   |\n+===========================+=================+=================+=================+==============+\n| `Intel SDK for OpenCL`_   | Supported       | Supported       | Not Supported   | Not Supported|\n+---------------------------+-----------------+-----------------+-----------------+--------------+\n| AMD APP SDK \\*            | Supported       | Not Supported   | Supported       | Not Supported|\n+---------------------------+-----------------+-----------------+-----------------+--------------+\n| `PoCL`_                   | Supported       | Not Supported   | Supported       | Not Supported|\n+---------------------------+-----------------+-----------------+-----------------+--------------+\n| `NVIDIA CUDA Toolkit`_    | Not Supported   | Not Supported   | Not Supported   | Supported    |\n+---------------------------+-----------------+-----------------+-----------------+--------------+\n\nLegend:\n\n\\* AMD APP SDK is deprecated. On Windows, OpenCL is included in AMD graphics driver. On Linux, newer generation AMD cards are supported by the `ROCm`_ driver. You can download an archived copy of AMD APP SDK from our GitHub repo (`for Linux`_ and `for Windows`_).\n\n\n--------------\n\nQuery OpenCL Devices in Your System\n===================================\n\nYour system might have multiple GPUs from different vendors (\"platforms\") installed. Setting up LightGBM GPU device requires two parameters: `OpenCL Platform ID <./Parameters.rst#gpu_platform_id>`__ (``gpu_platform_id``) and `OpenCL Device ID <./Parameters.rst#gpu_device_id>`__ (``gpu_device_id``). Generally speaking, each vendor provides an OpenCL platform, and devices from the same vendor have different device IDs under that platform. For example, if your system has an Intel integrated GPU and two discrete GPUs from AMD, you will have two OpenCL platforms (with ``gpu_platform_id=0`` and ``gpu_platform_id=1``). If the platform 0 is Intel, it has one device (``gpu_device_id=0``) representing the Intel GPU; if the platform 1 is AMD, it has two devices (``gpu_device_id=0``, ``gpu_device_id=1``) representing the two AMD GPUs. If you have a discrete GPU by AMD/NVIDIA and an integrated GPU by Intel, make sure to select the correct ``gpu_platform_id`` to use the discrete GPU as it usually provides better performance.\n\nOn Windows, OpenCL devices can be queried using `GPUCapsViewer`_, under the OpenCL tab. Note that the platform and device IDs reported by this utility start from 1. So you should minus the reported IDs by 1.\n\nOn Linux, OpenCL devices can be listed using the ``clinfo`` command. On Ubuntu, you can install ``clinfo`` by executing ``sudo apt-get install clinfo``.\n\n\nExamples\n===============\n\nWe provide test R code below, but you can use the language of your choice with the examples of your choices:\n\n.. code:: r\n\n    library(lightgbm)\n    data(agaricus.train, package = \"lightgbm\")\n    train <- agaricus.train\n    train$data[, 1] <- 1:6513\n    dtrain <- lgb.Dataset(train$data, label = train$label)\n    data(agaricus.test, package = \"lightgbm\")\n    test <- agaricus.test\n    dtest <- lgb.Dataset.create.valid(dtrain, test$data, label = test$label)\n    valids <- list(test = dtest)\n\n    params <- list(objective = \"regression\",\n                   metric = \"rmse\",\n                   device = \"gpu\",\n                   gpu_platform_id = 0,\n                   gpu_device_id = 0,\n                   nthread = 1,\n                   boost_from_average = FALSE,\n                   num_tree_per_iteration = 10,\n                   max_bin = 32)\n    model <- lgb.train(params,\n                       dtrain,\n                       2,\n                       valids,\n                       min_data = 1,\n                       learning_rate = 1,\n                       early_stopping_rounds = 10)\n\nMake sure you list the OpenCL devices in your system and set ``gpu_platform_id`` and ``gpu_device_id`` correctly. In the following examples, our system has 1 GPU platform (``gpu_platform_id = 0``) from AMD APP SDK. The first device ``gpu_device_id = 0`` is a GPU device (AMD Oland), and the second device ``gpu_device_id = 1`` is the x86 CPU backend.\n\nExample of using GPU (``gpu_platform_id = 0`` and ``gpu_device_id = 0`` in our system):\n\n.. code:: r\n\n    > params <- list(objective = \"regression\",\n    +                metric = \"rmse\",\n    +                device = \"gpu\",\n    +                gpu_platform_id = 0,\n    +                gpu_device_id = 0,\n    +                nthread = 1,\n    +                boost_from_average = FALSE,\n    +                num_tree_per_iteration = 10,\n    +                max_bin = 32)\n    > model <- lgb.train(params,\n    +                    dtrain,\n    +                    2,\n    +                    valids,\n    +                    min_data = 1,\n    +                    learning_rate = 1,\n    +                    early_stopping_rounds = 10)\n    [LightGBM] [Info] This is the GPU trainer!!\n    [LightGBM] [Info] Total Bins 232\n    [LightGBM] [Info] Number of data: 6513, number of used features: 116\n    [LightGBM] [Info] Using GPU Device: Oland, Vendor: Advanced Micro Devices, Inc.\n    [LightGBM] [Info] Compiling OpenCL Kernel with 16 bins...\n    [LightGBM] [Info] GPU programs have been built\n    [LightGBM] [Info] Size of histogram bin entry: 12\n    [LightGBM] [Info] 40 dense feature groups (0.12 MB) transferred to GPU in 0.004211 secs. 76 sparse feature groups.\n    [LightGBM] [Info] No further splits with positive gain, best gain: -inf\n    [LightGBM] [Info] Trained a tree with leaves=16 and depth=8\n    [1]:    test's rmse:1.10643e-17\n    [LightGBM] [Info] No further splits with positive gain, best gain: -inf\n    [LightGBM] [Info] Trained a tree with leaves=7 and depth=5\n    [2]:    test's rmse:0\n\nRunning on OpenCL CPU backend devices is in generally slow, and we observe crashes on some Windows and macOS systems. Make sure you check the ``Using GPU Device`` line in the log and it is not using a CPU. The above log shows that we are using ``Oland`` GPU from AMD and not CPU.\n\nExample of using CPU (``gpu_platform_id = 0``, ``gpu_device_id = 1``). The GPU device reported is ``Intel(R) Core(TM) i7-4600U CPU``, so it is using the CPU backend rather than a real GPU.\n\n.. code:: r\n\n    > params <- list(objective = \"regression\",\n    +                metric = \"rmse\",\n    +                device = \"gpu\",\n    +                gpu_platform_id = 0,\n    +                gpu_device_id = 1,\n    +                nthread = 1,\n    +                boost_from_average = FALSE,\n    +                num_tree_per_iteration = 10,\n    +                max_bin = 32)\n    > model <- lgb.train(params,\n    +                    dtrain,\n    +                    2,\n    +                    valids,\n    +                    min_data = 1,\n    +                    learning_rate = 1,\n    +                    early_stopping_rounds = 10)\n    [LightGBM] [Info] This is the GPU trainer!!\n    [LightGBM] [Info] Total Bins 232\n    [LightGBM] [Info] Number of data: 6513, number of used features: 116\n    [LightGBM] [Info] Using requested OpenCL platform 0 device 1\n    [LightGBM] [Info] Using GPU Device: Intel(R) Core(TM) i7-4600U CPU @ 2.10GHz, Vendor: GenuineIntel\n    [LightGBM] [Info] Compiling OpenCL Kernel with 16 bins...\n    [LightGBM] [Info] GPU programs have been built\n    [LightGBM] [Info] Size of histogram bin entry: 12\n    [LightGBM] [Info] 40 dense feature groups (0.12 MB) transferred to GPU in 0.004540 secs. 76 sparse feature groups.\n    [LightGBM] [Info] No further splits with positive gain, best gain: -inf\n    [LightGBM] [Info] Trained a tree with leaves=16 and depth=8\n    [1]:    test's rmse:1.10643e-17\n    [LightGBM] [Info] No further splits with positive gain, best gain: -inf\n    [LightGBM] [Info] Trained a tree with leaves=7 and depth=5\n    [2]:    test's rmse:0\n\n\nKnown issues:\n\n- Using a bad combination of ``gpu_platform_id`` and ``gpu_device_id`` can potentially lead to a **crash** due to OpenCL driver issues on some machines (you will lose your entire session content). Beware of it.\n\n- On some systems, if you have integrated graphics card (Intel HD Graphics) and a dedicated graphics card (AMD, NVIDIA), the dedicated graphics card will automatically override the integrated graphics card. The workaround is to disable your dedicated graphics card to be able to use your integrated graphics card.\n\n.. _Intel SDK for OpenCL: https://software.intel.com/en-us/articles/opencl-drivers\n\n.. _ROCm: https://rocmdocs.amd.com/en/latest/\n\n.. _for Linux: https://github.com/lightgbm-org/LightGBM/releases/download/v2.0.12/AMD-APP-SDKInstaller-v3.0.130.136-GA-linux64.tar.bz2\n\n.. _for Windows: https://github.com/lightgbm-org/LightGBM/releases/download/v2.0.12/AMD-APP-SDKInstaller-v3.0.130.135-GA-windows-F-x64.exe\n\n.. _NVIDIA CUDA Toolkit: https://developer.nvidia.com/cuda-downloads\n\n.. _clinfo: https://github.com/Oblomov/clinfo\n\n.. _GPUCapsViewer: https://www.ozone3d.net/gpu_caps_viewer/\n\n.. _PoCL: https://portablecl.org/\n"
  },
  {
    "path": "docs/GPU-Tutorial.rst",
    "content": "LightGBM GPU Tutorial\n=====================\n\nThe purpose of this document is to give you a quick step-by-step tutorial on GPU training.\n\nWe will use the GPU instance on `Microsoft Azure cloud computing platform`_ for demonstration,\nbut you can use any machine with modern AMD or NVIDIA GPUs.\n\nGPU Setup\n---------\n\nYou need to launch a ``NV`` type instance on Azure (available in East US, North Central US, South Central US, West Europe and Southeast Asia zones)\nand select Ubuntu 16.04 LTS as the operating system.\n\nFor testing, the smallest ``NV6`` type virtual machine is sufficient, which includes 1/2 M60 GPU, with 8 GB memory, 180 GB/s memory bandwidth and 4,825 GFLOPS peak computation power.\nDon't use the ``NC`` type instance as the GPUs (K80) are based on an older architecture (Kepler).\n\nFirst we need to install minimal NVIDIA drivers and OpenCL development environment:\n\n::\n\n    sudo apt-get update\n    sudo apt-get install --no-install-recommends nvidia-375\n    sudo apt-get install --no-install-recommends nvidia-opencl-icd-375 nvidia-opencl-dev opencl-headers\n\nAfter installing the drivers you need to restart the server.\n\n::\n\n    sudo init 6\n\nAfter about 30 seconds, the server should be up again.\n\nIf you are using an AMD GPU, you should download and install the `AMDGPU-Pro`_ driver and also install packages ``ocl-icd-libopencl1`` and ``ocl-icd-opencl-dev``.\n\nBuild LightGBM\n--------------\n\nNow install necessary building tools and dependencies:\n\n::\n\n    sudo apt-get install --no-install-recommends git cmake build-essential libboost-dev libboost-system-dev libboost-filesystem-dev\n\nThe ``NV6`` GPU instance has a 320 GB ultra-fast SSD mounted at ``/mnt``.\nLet's use it as our workspace (skip this if you are using your own machine):\n\n::\n\n    sudo mkdir -p /mnt/workspace\n    sudo chown $(whoami):$(whoami) /mnt/workspace\n    cd /mnt/workspace\n\nNow we are ready to checkout LightGBM and compile it with GPU support:\n\n::\n\n    git clone --recursive https://github.com/lightgbm-org/LightGBM\n    cd LightGBM\n    cmake -B build -S . -DUSE_GPU=1\n    # if you have installed NVIDIA CUDA to a customized location, you should specify paths to OpenCL headers and library like the following:\n    # cmake -B build -S . -DUSE_GPU=1 -DOpenCL_LIBRARY=/usr/local/cuda/lib64/libOpenCL.so -DOpenCL_INCLUDE_DIR=/usr/local/cuda/include/\n    cmake --build build -j$(nproc)\n\nYou will see two binaries are generated, ``lightgbm`` and ``lib_lightgbm.so``.\n\nIf you are building on macOS, you probably need to remove macro ``BOOST_COMPUTE_USE_OFFLINE_CACHE`` in ``src/treelearner/gpu_tree_learner.h`` to avoid a known crash bug in Boost.Compute.\n\nInstall Python Interface (optional)\n-----------------------------------\n\nIf you want to use the Python interface of LightGBM, you can install it now (along with some necessary Python-package dependencies):\n\n::\n\n    sudo apt-get -y install python3-pip python3-venv\n    sudo -H pip install numpy scipy scikit-learn -U\n    sudo sh ./build-python.sh install --precompile\n\nYou need to set an additional parameter ``\"device\" : \"gpu\"`` (along with your other options like ``learning_rate``, ``num_leaves``, etc) to use GPU in Python.\n\nYou can read our `Python-package Examples`_ for more information on how to use the Python interface.\n\nDataset Preparation\n-------------------\n\nUsing the following commands to prepare the Higgs dataset:\n\n::\n\n    git clone https://github.com/guolinke/boosting_tree_benchmarks.git\n    cd boosting_tree_benchmarks/data\n    wget \"https://archive.ics.uci.edu/ml/machine-learning-databases/00280/HIGGS.csv.gz\"\n    gunzip HIGGS.csv.gz\n    python higgs2libsvm.py\n    cd ../..\n    ln -s boosting_tree_benchmarks/data/higgs.train\n    ln -s boosting_tree_benchmarks/data/higgs.test\n\nNow we create a configuration file for LightGBM by running the following commands (please copy the entire block and run it as a whole):\n\n::\n\n    cat > lightgbm_gpu.conf <<EOF\n    max_bin = 63\n    num_leaves = 255\n    num_iterations = 50\n    learning_rate = 0.1\n    tree_learner = serial\n    task = train\n    is_training_metric = false\n    min_data_in_leaf = 1\n    min_sum_hessian_in_leaf = 100\n    ndcg_eval_at = 1,3,5,10\n    device = gpu\n    gpu_platform_id = 0\n    gpu_device_id = 0\n    EOF\n    echo \"num_threads=$(nproc)\" >> lightgbm_gpu.conf\n\nGPU is enabled in the configuration file we just created by setting ``device=gpu``.\nIn this configuration we use the first GPU installed on the system (``gpu_platform_id=0`` and ``gpu_device_id=0``). If ``gpu_platform_id`` or ``gpu_device_id`` is not set, the default platform and GPU will be selected.\nYou might have multiple platforms (AMD/Intel/NVIDIA) or GPUs. You can use the `clinfo`_ utility to identify the GPUs on each platform. On Ubuntu, you can install ``clinfo`` by executing ``sudo apt-get install clinfo``. If you have a discrete GPU by AMD/NVIDIA and an integrated GPU by Intel, make sure to select the correct ``gpu_platform_id`` to use the discrete GPU.\n\nRun Your First Learning Task on GPU\n-----------------------------------\n\nNow we are ready to start GPU training!\n\nFirst we want to verify the GPU works correctly.\nRun the following command to train on GPU, and take a note of the AUC after 50 iterations:\n\n::\n\n    ./lightgbm config=lightgbm_gpu.conf data=higgs.train valid=higgs.test objective=binary metric=auc\n\nNow train the same dataset on CPU using the following command. You should observe a similar AUC:\n\n::\n\n    ./lightgbm config=lightgbm_gpu.conf data=higgs.train valid=higgs.test objective=binary metric=auc device=cpu\n\nNow we can make a speed test on GPU without calculating AUC after each iteration.\n\n::\n\n    ./lightgbm config=lightgbm_gpu.conf data=higgs.train objective=binary metric=auc\n\nSpeed test on CPU:\n\n::\n\n    ./lightgbm config=lightgbm_gpu.conf data=higgs.train objective=binary metric=auc device=cpu\n\nYou should observe over three times speedup on this GPU.\n\nThe GPU acceleration can be used on other tasks/metrics (regression, multi-class classification, ranking, etc) as well.\nFor example, we can train the Higgs dataset on GPU as a regression task:\n\n::\n\n    ./lightgbm config=lightgbm_gpu.conf data=higgs.train objective=regression_l2 metric=l2\n\nAlso, you can compare the training speed with CPU:\n\n::\n\n    ./lightgbm config=lightgbm_gpu.conf data=higgs.train objective=regression_l2 metric=l2 device=cpu\n\nFurther Reading\n---------------\n\n- `GPU Tuning Guide and Performance Comparison <./GPU-Performance.rst>`__\n\n- `GPU SDK Correspondence and Device Targeting Table <./GPU-Targets.rst>`__\n\nReference\n---------\n\nPlease kindly cite the following article in your publications if you find the GPU acceleration useful:\n\nHuan Zhang, Si Si and Cho-Jui Hsieh. \"`GPU Acceleration for Large-scale Tree Boosting`_.\" SysML Conference, 2018.\n\n.. _Microsoft Azure cloud computing platform: https://azure.microsoft.com/\n\n.. _AMDGPU-Pro: https://www.amd.com/en/support.html\n\n.. _Python-package Examples: https://github.com/lightgbm-org/LightGBM/tree/master/examples/python-guide\n\n.. _GPU Acceleration for Large-scale Tree Boosting: https://arxiv.org/abs/1706.08359\n\n.. _clinfo: https://github.com/Oblomov/clinfo\n"
  },
  {
    "path": "docs/GPU-Windows.rst",
    "content": "The content of this document was very outdated and is no longer available to avoid any misleadings.\n\nStarting from the ``3.2.0`` version LightGBM Python packages have been having built-in support of training on GPU devices.\n"
  },
  {
    "path": "docs/Installation-Guide.rst",
    "content": "Installation Guide\n==================\n\nVersioning\n~~~~~~~~~~\n\nLightGBM releases use a 3-part version number, with this format:\n\n.. code::\n\n   {major}.{minor}.{patch}\n\nThis version follows a scheme called Intended Effort Versioning (\"Effver\" for short).\nChanges to a component of the version indicate how much effort it will likely take to update\ncode using a previous version.\n\n* ``major`` = updating will require significant effort\n* ``minor`` = some effort\n* ``patch`` = no or very little effort\n\nThis means that **new minor versions can contain breaking changes**, but these are typically\nsmall or limited to less-frequently-used parts of the project.\n\nWhen built from source on an unreleased commit, this version takes the following form:\n\n.. code::\n\n   {major}.{minor}.{patch}.99\n\nThat ``.99`` is added to ensure that a version built from an unreleased commit is considered \"newer\"\nthan all previous releases, and \"older\" than all future releases.\n\n.. _nightly-builds:\n\nTo download such artifacts, run the following from the root of this repository.\n\n.. code:: sh\n\n   bash .ci/download-artifacts.sh ${COMMIT_ID}\n\nWhere `COMMIT_ID` is the full commit SHA pointing to a commit on ``master``.\nThe artifacts can then be found in the ``release-artifacts/`` directory.\n\nFor more details on why LightGBM uses EffVer instead of other schemes like semantic versioning,\nsee https://jacobtomlinson.dev/effver/.\n\nGeneral Installation Notes\n~~~~~~~~~~~~~~~~~~~~~~~~~~\n\nAll instructions below are aimed at compiling the 64-bit version of LightGBM.\nIt is worth compiling the 32-bit version only in very rare special cases involving environmental limitations.\nThe 32-bit version is slow and untested, so use it at your own risk and don't forget to adjust some of the commands below when installing.\n\nBy default, instructions below will use **VS Build Tools** or **make** tool to compile the code.\nIt it possible to use `Ninja`_ tool instead of make on all platforms, but VS Build Tools cannot be replaced with Ninja.\nYou can add ``-G Ninja`` to CMake flags to use Ninja.\n\nBy default, instructions below will produce a shared library file and an executable file with command-line interface.\nYou can add ``-DBUILD_CLI=OFF`` to CMake flags to disable the executable compilation.\n\nIf you need to build a static library instead of a shared one, you can add ``-DBUILD_STATIC_LIB=ON`` to CMake flags.\n\nBy default, instructions below will place header files into system-wide folder.\nYou can add ``-DINSTALL_HEADERS=OFF`` to CMake flags to disable headers installation.\n\nBy default, on macOS, CMake is looking into Homebrew standard folders for finding dependencies (e.g. OpenMP).\nYou can add ``-DUSE_HOMEBREW_FALLBACK=OFF`` to CMake flags to disable this behaviour.\n\nUsers who want to perform benchmarking can make LightGBM output time costs for different internal routines by adding ``-DUSE_TIMETAG=ON`` to CMake flags.\n\nIt is possible to build LightGBM in debug mode.\nIn this mode all compiler optimizations are disabled and LightGBM performs more checks internally.\nTo enable debug mode you can add ``-DUSE_DEBUG=ON`` to CMake flags or choose ``Debug_*`` configuration (e.g. ``Debug_DLL``, ``Debug_mpi``) in Visual Studio depending on how you are building LightGBM.\n\n.. _sanitizers:\n\nIn addition to the debug mode, LightGBM can be built with compiler sanitizers.\nTo enable them add ``-DUSE_SANITIZER=ON -DENABLED_SANITIZERS=\"address;leak;undefined\"`` to CMake flags.\nThese values refer to the following supported sanitizers:\n\n- ``address`` - AddressSanitizer (ASan);\n- ``leak`` - LeakSanitizer (LSan);\n- ``undefined`` - UndefinedBehaviorSanitizer (UBSan);\n- ``thread`` - ThreadSanitizer (TSan).\n\nPlease note, that ThreadSanitizer cannot be used together with other sanitizers.\nFor more info and additional sanitizers' parameters please refer to the `following docs`_.\nIt is very useful to build `C++ unit tests <#build-c-unit-tests>`__ with sanitizers.\n\n.. contents:: **Contents**\n    :depth: 1\n    :local:\n    :backlinks: none\n\nWindows\n~~~~~~~\n\nOn Windows, LightGBM can be built using\n\n- **Visual Studio**;\n- **CMake** and **VS Build Tools**;\n- **CMake** and **MinGW**.\n\nVisual Studio (or VS Build Tools)\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nWith GUI\n********\n\n1. Install `Visual Studio`_.\n\n2. Navigate to one of the releases at https://github.com/lightgbm-org/LightGBM/releases, download ``LightGBM-complete_source_code_zip.zip``, and unzip it.\n\n3. Go to ``LightGBM-complete_source_code_zip/windows`` folder.\n\n4. Open ``LightGBM.sln`` file with **Visual Studio**, choose ``Release`` configuration if you need executable file or ``DLL`` configuration if you need shared library and click ``Build`` -> ``Build Solution (Ctrl+Shift+B)``.\n\n   If you have errors about **Platform Toolset**, go to ``Project`` -> ``Properties`` -> ``Configuration Properties`` -> ``General`` and select the toolset installed on your machine.\n\n   If you have errors about **Windows SDK Version**, go to ``Project`` -> ``Properties`` -> ``Configuration Properties`` -> ``General`` and select the SDK installed on your machine.\n\nThe ``.exe`` file will be in ``LightGBM-complete_source_code_zip/windows/x64/Release`` folder.\nThe ``.dll`` file will be in ``LightGBM-complete_source_code_zip/windows/x64/DLL`` folder.\n\nFrom Command Line\n*****************\n\n1. Install `Git for Windows`_, `CMake`_ and `VS Build Tools`_ (**VS Build Tools** is not needed if **Visual Studio** is already installed).\n\n2. Run the following commands:\n\n   .. code:: console\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     cmake -B build -S . -A x64\n     cmake --build build --target ALL_BUILD --config Release\n\nThe ``.exe`` and ``.dll`` files will be in ``LightGBM/Release`` folder.\n\nMinGW-w64\n^^^^^^^^^\n\n1. Install `Git for Windows`_, `CMake`_ and `MinGW-w64`_.\n\n2. Run the following commands:\n\n   .. code:: console\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     cmake -B build -S . -G \"MinGW Makefiles\"\n     cmake --build build -j4\n\nThe ``.exe`` and ``.dll`` files will be in ``LightGBM/`` folder.\n\n**Note**: You may need to run the ``cmake -B build -S . -G \"MinGW Makefiles\"`` one more time or add ``-DCMAKE_SH=CMAKE_SH-NOTFOUND`` to CMake flags if you encounter the ``sh.exe was found in your PATH`` error.\n\nIt is recommended that you use **Visual Studio** since it has better multithreading efficiency in **Windows** for many-core systems\n(see `Question 4 <./FAQ.rst#i-am-using-windows-should-i-use-visual-studio-or-mingw-for-compiling-lightgbm>`__ and `Question 8 <./FAQ.rst#cpu-usage-is-low-like-10-in-windows-when-using-lightgbm-on-very-large-datasets-with-many-core-systems>`__).\n\nLinux\n~~~~~\n\nOn Linux, LightGBM can be built using\n\n- **CMake** and **gcc**;\n- **CMake** and **Clang**.\n\nAfter compilation the executable and ``.so`` files will be in ``LightGBM/`` folder.\n\ngcc\n^^^\n\n1. Install `CMake`_ and **gcc**.\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     cmake -B build -S .\n     cmake --build build -j4\n\nClang\n^^^^^\n\n1. Install `CMake`_, **Clang** and **OpenMP**.\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     export CXX=clang++-14 CC=clang-14  # replace \"14\" with version of Clang installed on your machine\n     cmake -B build -S .\n     cmake --build build -j4\n\nmacOS\n~~~~~\n\nOn macOS, LightGBM can be installed using\n\n- **Homebrew**;\n- **MacPorts**;\n\nor can be built using\n\n- **CMake** and **Apple Clang**;\n- **CMake** and **gcc**.\n\nInstall Using ``Homebrew``\n^^^^^^^^^^^^^^^^^^^^^^^^^^\n\n.. code:: sh\n\n  brew install lightgbm\n\nRefer to https://formulae.brew.sh/formula/lightgbm for more details.\n\nInstall Using ``MacPorts``\n^^^^^^^^^^^^^^^^^^^^^^^^^^\n\n.. code:: sh\n\n  sudo port install LightGBM\n\nRefer to https://ports.macports.org/port/LightGBM for more details.\n\n**Note**: Port for LightGBM is not maintained by LightGBM's maintainers.\n\nBuild from GitHub\n^^^^^^^^^^^^^^^^^\n\nAfter compilation the executable and ``.dylib`` files will be in ``LightGBM/`` folder.\n\nApple Clang\n***********\n\n1. Install `CMake`_ and **OpenMP**:\n\n   .. code:: sh\n\n     brew install cmake libomp\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     cmake -B build -S .\n     cmake --build build -j4\n\ngcc\n***\n\n1. Install `CMake`_ and **gcc**:\n\n   .. code:: sh\n\n     brew install cmake gcc\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     export CXX=g++-7 CC=gcc-7  # replace \"7\" with version of gcc installed on your machine\n     cmake -B build -S .\n     cmake --build build -j4\n\nDocker\n~~~~~~\n\nRefer to `Docker folder <https://github.com/lightgbm-org/LightGBM/tree/master/docker>`__.\n\nBuild Threadless Version (not Recommended)\n~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\nThe default build version of LightGBM is based on OpenMP.\nYou can build LightGBM without OpenMP support but it is **strongly not recommended**.\n\nWindows\n^^^^^^^\n\nOn Windows, a version of LightGBM without OpenMP support can be built using\n\n- **Visual Studio**;\n- **CMake** and **VS Build Tools**;\n- **CMake** and **MinGW**.\n\nVisual Studio (or VS Build Tools)\n*********************************\n\nWith GUI\n--------\n\n1. Install `Visual Studio`_.\n\n2. Navigate to one of the releases at https://github.com/lightgbm-org/LightGBM/releases, download ``LightGBM-complete_source_code_zip.zip``, and unzip it.\n\n3. Go to ``LightGBM-complete_source_code_zip/windows`` folder.\n\n4. Open ``LightGBM.sln`` file with **Visual Studio**, choose ``Release`` configuration if you need executable file or ``DLL`` configuration if you need shared library.\n\n5. Go to ``Project`` -> ``Properties`` -> ``Configuration Properties`` -> ``C/C++`` -> ``Language`` and change the ``OpenMP Support`` property to ``No (/openmp-)``.\n\n6. Get back to the project's main screen and click ``Build`` -> ``Build Solution (Ctrl+Shift+B)``.\n\n   If you have errors about **Platform Toolset**, go to ``Project`` -> ``Properties`` -> ``Configuration Properties`` -> ``General`` and select the toolset installed on your machine.\n\n   If you have errors about **Windows SDK Version**, go to ``Project`` -> ``Properties`` -> ``Configuration Properties`` -> ``General`` and select the SDK installed on your machine.\n\nThe ``.exe`` file will be in ``LightGBM-complete_source_code_zip/windows/x64/Release`` folder.\nThe ``.dll`` file will be in ``LightGBM-complete_source_code_zip/windows/x64/DLL`` folder.\n\nFrom Command Line\n-----------------\n\n1. Install `Git for Windows`_, `CMake`_ and `VS Build Tools`_ (**VS Build Tools** is not needed if **Visual Studio** is already installed).\n\n2. Run the following commands:\n\n   .. code:: console\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     cmake -B build -S . -A x64 -DUSE_OPENMP=OFF\n     cmake --build build --target ALL_BUILD --config Release\n\nThe ``.exe`` and ``.dll`` files will be in ``LightGBM/Release`` folder.\n\nMinGW-w64\n*********\n\n1. Install `Git for Windows`_, `CMake`_ and `MinGW-w64`_.\n\n2. Run the following commands:\n\n   .. code:: console\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     cmake -B build -S . -G \"MinGW Makefiles\" -DUSE_OPENMP=OFF\n     cmake --build build -j4\n\nThe ``.exe`` and ``.dll`` files will be in ``LightGBM/`` folder.\n\n**Note**: You may need to run the ``cmake -B build -S . -G \"MinGW Makefiles\" -DUSE_OPENMP=OFF`` one more time or add ``-DCMAKE_SH=CMAKE_SH-NOTFOUND`` to CMake flags if you encounter the ``sh.exe was found in your PATH`` error.\n\nLinux\n^^^^^\n\nOn Linux, a version of LightGBM without OpenMP support can be built using\n\n- **CMake** and **gcc**;\n- **CMake** and **Clang**.\n\nAfter compilation the executable and ``.so`` files will be in ``LightGBM/`` folder.\n\ngcc\n***\n\n1. Install `CMake`_ and **gcc**.\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     cmake -B build -S . -DUSE_OPENMP=OFF\n     cmake --build build -j4\n\nClang\n*****\n\n1. Install `CMake`_ and **Clang**.\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     export CXX=clang++-14 CC=clang-14  # replace \"14\" with version of Clang installed on your machine\n     cmake -B build -S . -DUSE_OPENMP=OFF\n     cmake --build build -j4\n\nmacOS\n^^^^^\n\nOn macOS, a version of LightGBM without OpenMP support can be built using\n\n- **CMake** and **Apple Clang**;\n- **CMake** and **gcc**.\n\nAfter compilation the executable and ``.dylib`` files will be in ``LightGBM/`` folder.\n\nApple Clang\n***********\n\n1. Install `CMake`_:\n\n   .. code:: sh\n\n     brew install cmake\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     cmake -B build -S . -DUSE_OPENMP=OFF\n     cmake --build build -j4\n\ngcc\n***\n\n1. Install `CMake`_ and **gcc**:\n\n   .. code:: sh\n\n     brew install cmake gcc\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     export CXX=g++-7 CC=gcc-7  # replace \"7\" with version of gcc installed on your machine\n     cmake -B build -S . -DUSE_OPENMP=OFF\n     cmake --build build -j4\n\nBuild MPI Version\n~~~~~~~~~~~~~~~~~\n\nThe default build version of LightGBM is based on socket. LightGBM also supports MPI.\n`MPI`_ is a high performance communication approach with `RDMA`_ support.\n\nIf you need to run a distributed learning application with high performance communication, you can build the LightGBM with MPI support.\n\nWindows\n^^^^^^^\n\nOn Windows, an MPI version of LightGBM can be built using\n\n- **MS MPI** and **Visual Studio**;\n- **MS MPI**, **CMake** and **VS Build Tools**.\n\n**Note**: Building MPI version by **MinGW** is not supported due to the miss of MPI library in it.\n\nWith GUI\n********\n\n1. You need to install `MS MPI`_ first. Both ``msmpisdk.msi`` and ``msmpisetup.exe`` are needed.\n\n2. Install `Visual Studio`_.\n\n3. Navigate to one of the releases at https://github.com/lightgbm-org/LightGBM/releases, download ``LightGBM-complete_source_code_zip.zip``, and unzip it.\n\n4. Go to ``LightGBM-complete_source_code_zip/windows`` folder.\n\n5. Open ``LightGBM.sln`` file with **Visual Studio**, choose ``Release_mpi`` configuration and click ``Build`` -> ``Build Solution (Ctrl+Shift+B)``.\n\n   If you have errors about **Platform Toolset**, go to ``Project`` -> ``Properties`` -> ``Configuration Properties`` -> ``General`` and select the toolset installed on your machine.\n\n   If you have errors about **Windows SDK Version**, go to ``Project`` -> ``Properties`` -> ``Configuration Properties`` -> ``General`` and select the SDK installed on your machine.\n\nThe ``.exe`` file will be in ``LightGBM-complete_source_code_zip/windows/x64/Release_mpi`` folder.\n\nFrom Command Line\n*****************\n\n1. You need to install `MS MPI`_ first. Both ``msmpisdk.msi`` and ``msmpisetup.exe`` are needed.\n\n2. Install `Git for Windows`_, `CMake`_ and `VS Build Tools`_ (**VS Build Tools** is not needed if **Visual Studio** is already installed).\n\n3. Run the following commands:\n\n   .. code:: console\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     cmake -B build -S . -A x64 -DUSE_MPI=ON\n     cmake --build build --target ALL_BUILD --config Release\n\nThe ``.exe`` and ``.dll`` files will be in ``LightGBM/Release`` folder.\n\nLinux\n^^^^^\n\nOn Linux, an MPI version of LightGBM can be built using\n\n- **CMake**, **gcc** and **Open MPI**;\n- **CMake**, **Clang** and **Open MPI**.\n\nAfter compilation the executable and ``.so`` files will be in ``LightGBM/`` folder.\n\ngcc\n***\n\n1. Install `CMake`_, **gcc** and `Open MPI`_.\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     cmake -B build -S . -DUSE_MPI=ON\n     cmake --build build -j4\n\nClang\n*****\n\n1. Install `CMake`_, **Clang**, **OpenMP** and `Open MPI`_.\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     export CXX=clang++-14 CC=clang-14  # replace \"14\" with version of Clang installed on your machine\n     cmake -B build -S . -DUSE_MPI=ON\n     cmake --build build -j4\n\nmacOS\n^^^^^\n\nOn macOS, an MPI version of LightGBM can be built using\n\n- **CMake**, **Open MPI** and **Apple Clang**;\n- **CMake**, **Open MPI** and **gcc**.\n\nAfter compilation the executable and ``.dylib`` files will be in ``LightGBM/`` folder.\n\nApple Clang\n***********\n\n1. Install `CMake`_, **OpenMP** and `Open MPI`_:\n\n   .. code:: sh\n\n     brew install cmake libomp open-mpi\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     cmake -B build -S . -DUSE_MPI=ON\n     cmake --build build -j4\n\ngcc\n***\n\n1. Install `CMake`_, `Open MPI`_ and  **gcc**:\n\n   .. code:: sh\n\n     brew install cmake open-mpi gcc\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     export CXX=g++-7 CC=gcc-7  # replace \"7\" with version of gcc installed on your machine\n     cmake -B build -S . -DUSE_MPI=ON\n     cmake --build build -j4\n\nBuild GPU Version\n~~~~~~~~~~~~~~~~~\n\nWindows\n^^^^^^^\n\nOn Windows, a GPU version of LightGBM (``device_type=gpu``) can be built using\n\n- **OpenCL**, **Boost**, **CMake** and **VS Build Tools**;\n- **OpenCL**, **Boost**, **CMake** and **MinGW**.\n\nIf you use **MinGW**, the build procedure is similar to the build on Linux.\n\nFollowing procedure is for the **MSVC** (Microsoft Visual C++) build.\n\n1. Install `Git for Windows`_, `CMake`_ and `VS Build Tools`_ (**VS Build Tools** is not needed if **Visual Studio** is installed).\n\n2. Install **OpenCL** for Windows. The installation depends on the brand (NVIDIA, AMD, Intel) of your GPU card.\n\n   - For running on Intel, get `Intel SDK for OpenCL`_.\n\n   - For running on AMD, get AMD APP SDK.\n\n   - For running on NVIDIA, get `CUDA Toolkit`_.\n\n   Further reading and correspondence table: `GPU SDK Correspondence and Device Targeting Table <./GPU-Targets.rst>`__.\n\n3. Install `Boost Binaries`_.\n\n   **Note**: Match your Visual C++ version:\n\n   Visual Studio 2017 -> ``msvc-14.1-64.exe``,\n\n   Visual Studio 2019 -> ``msvc-14.2-64.exe``,\n\n   Visual Studio 2022 -> ``msvc-14.3-64.exe``.\n\n4. Run the following commands:\n\n   .. code:: console\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     cmake -B build -S . -A x64 -DUSE_GPU=ON -DBOOST_ROOT=C:/local/boost_1_63_0 -DBOOST_LIBRARYDIR=C:/local/boost_1_63_0/lib64-msvc-14.3\n     # if you have installed NVIDIA CUDA to a customized location, you should specify paths to OpenCL headers and library like the following:\n     # cmake -B build -S . -A x64 -DUSE_GPU=ON -DBOOST_ROOT=C:/local/boost_1_63_0 -DBOOST_LIBRARYDIR=C:/local/boost_1_63_0/lib64-msvc-14.3 -DOpenCL_LIBRARY=\"C:/Program Files/NVIDIA GPU Computing Toolkit/CUDA/v10.0/lib/x64/OpenCL.lib\" -DOpenCL_INCLUDE_DIR=\"C:/Program Files/NVIDIA GPU Computing Toolkit/CUDA/v10.0/include\"\n     cmake --build build --target ALL_BUILD --config Release\n\n   **Note**: ``C:/local/boost_1_63_0`` and ``C:/local/boost_1_63_0/lib64-msvc-14.3`` are locations of your **Boost** binaries (assuming you've downloaded 1.63.0 version for Visual Studio 2022).\n\nThe ``.exe`` and ``.dll`` files will be in ``LightGBM/Release`` folder.\n\nLinux\n^^^^^\n\nOn Linux, a GPU version of LightGBM (``device_type=gpu``) can be built using\n\n- **CMake**, **OpenCL**, **Boost** and **gcc**;\n- **CMake**, **OpenCL**, **Boost** and **Clang**.\n\n**OpenCL** headers and libraries are usually provided by GPU manufacture.\nThe generic OpenCL ICD packages (for example, Debian packages ``ocl-icd-libopencl1``, ``ocl-icd-opencl-dev``, ``pocl-opencl-icd``) can also be used.\n\nRequired **Boost** libraries (Boost.Align, Boost.System, Boost.Filesystem, Boost.Chrono) should be provided by the following Debian packages: ``libboost-dev``, ``libboost-system-dev``, ``libboost-filesystem-dev``, ``libboost-chrono-dev``.\n\nAfter compilation the executable and ``.so`` files will be in ``LightGBM/`` folder.\n\ngcc\n***\n\n1. Install `CMake`_, **gcc**, **OpenCL** and **Boost**.\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     cmake -B build -S . -DUSE_GPU=ON\n     # if you have installed NVIDIA CUDA to a customized location, you should specify paths to OpenCL headers and library like the following:\n     # cmake -B build -S . -DUSE_GPU=ON -DOpenCL_LIBRARY=/usr/local/cuda/lib64/libOpenCL.so -DOpenCL_INCLUDE_DIR=/usr/local/cuda/include/\n     cmake --build build -j4\n\nClang\n*****\n\n1. Install `CMake`_, **Clang**, **OpenMP**, **OpenCL** and **Boost**.\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     export CXX=clang++-14 CC=clang-14  # replace \"14\" with version of Clang installed on your machine\n     cmake -B build -S . -DUSE_GPU=ON\n     # if you have installed NVIDIA CUDA to a customized location, you should specify paths to OpenCL headers and library like the following:\n     # cmake -B build -S . -DUSE_GPU=ON -DOpenCL_LIBRARY=/usr/local/cuda/lib64/libOpenCL.so -DOpenCL_INCLUDE_DIR=/usr/local/cuda/include/\n     cmake --build build -j4\n\nmacOS\n^^^^^\n\nThe GPU version is not supported on macOS.\n\nDocker\n^^^^^^\n\nRefer to `GPU Docker folder <https://github.com/lightgbm-org/LightGBM/tree/master/docker/gpu>`__.\n\nBuild CUDA Version\n~~~~~~~~~~~~~~~~~~\n\nThe `original GPU version <#build-gpu-version>`__ of LightGBM (``device_type=gpu``) is based on OpenCL, and only computes histograms on GPUs, with other parts of training in CPUs.\n\nThe CUDA-based version (``device_type=cuda``) is a separate implementation that runs significantly faster by putting all the training process on GPUs. It also supports multi-GPU, and multi-node multi-GPU training.\nUse this version in Linux environments with an NVIDIA GPU with compute capability 6.0 or higher.\n\nWindows\n^^^^^^^\n\nThe CUDA version is not supported on Windows.\nUse the `GPU version <#build-gpu-version>`__ (``device_type=gpu``) for GPU acceleration on Windows.\n\nLinux\n^^^^^\n\nOn Linux, a CUDA version of LightGBM can be built using\n\n- **CMake**, **gcc** and **CUDA**;\n- **CMake**, **Clang** and **CUDA**.\n\nPlease refer to `this detailed guide`_ for **CUDA** libraries installation.\n\nAfter compilation the executable and ``.so`` files will be in ``LightGBM/`` folder.\n\ngcc\n***\n\n1. Install `CMake`_, **gcc** and **CUDA**.\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     cmake -B build -S . -DUSE_CUDA=ON\n     cmake --build build -j4\n\nClang\n*****\n\n1. Install `CMake`_, **Clang**, **OpenMP** and **CUDA**.\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     export CXX=clang++-14 CC=clang-14  # replace \"14\" with version of Clang installed on your machine\n     cmake -B build -S . -DUSE_CUDA=ON\n     cmake --build build -j4\n\nmacOS\n^^^^^\n\nThe CUDA version is not supported on macOS.\n\nBuild ROCm Version\n~~~~~~~~~~~~~~~~~~\n\nThe `original GPU version <#build-gpu-version>`__ of LightGBM (``device_type=gpu``) is based on OpenCL.\n\nThe ROCm-based version (``device_type=cuda``) is a separate implementation. Yes, the ROCm version reuses the ``device_type=cuda`` as a convenience for users.  Use this version in Linux environments with an AMD GPU.\n\nWindows\n^^^^^^^\n\nThe ROCm version is not supported on Windows.\nUse the `GPU version <#build-gpu-version>`__ (``device_type=gpu``) for GPU acceleration on Windows.\n\nLinux\n^^^^^\n\nOn Linux, a ROCm version of LightGBM can be built using\n\n- **CMake**, **gcc** and **ROCm**;\n- **CMake**, **Clang** and **ROCm**.\n\nPlease refer to `the ROCm docs`_ for **ROCm** libraries installation.\n\nAfter compilation the executable and ``.so`` files will be in ``LightGBM/`` folder.\n\ngcc\n***\n\n1. Install `CMake`_, **gcc** and **ROCm**.\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     cmake -B build -S . -DUSE_ROCM=ON\n     cmake --build build -j4\n\nClang\n*****\n\n1. Install `CMake`_, **Clang**, **OpenMP** and **ROCm**.\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     export CXX=clang++-14 CC=clang-14  # replace \"14\" with version of Clang installed on your machine\n     cmake -B build -S . -DUSE_ROCM=ON\n     cmake --build build -j4\n\nmacOS\n^^^^^\n\nThe ROCm version is not supported on macOS.\n\nBuild Java Wrapper\n~~~~~~~~~~~~~~~~~~\n\nUsing the following instructions you can generate a JAR file containing the LightGBM `C API <./Development-Guide.rst#c-api>`__ wrapped by **SWIG**.\n\nAfter compilation the ``.jar`` file will be in ``LightGBM/build`` folder.\n\nWindows\n^^^^^^^\n\nOn Windows, a Java wrapper of LightGBM can be built using\n\n- **Java**, **SWIG**, **CMake** and **VS Build Tools**;\n- **Java**, **SWIG**, **CMake** and **MinGW**.\n\nVS Build Tools\n**************\n\n1. Install `Git for Windows`_, `CMake`_ and `VS Build Tools`_ (**VS Build Tools** is not needed if **Visual Studio** is already installed).\n\n2. Install `SWIG`_ and **Java** (also make sure that ``JAVA_HOME`` environment variable is set properly).\n\n3. Run the following commands:\n\n   .. code:: console\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     cmake -B build -S . -A x64 -DUSE_SWIG=ON\n     cmake --build build --target ALL_BUILD --config Release\n\nMinGW-w64\n*********\n\n1. Install `Git for Windows`_, `CMake`_ and `MinGW-w64`_.\n\n2. Install `SWIG`_ and **Java** (also make sure that ``JAVA_HOME`` environment variable is set properly).\n\n3. Run the following commands:\n\n   .. code:: console\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     cmake -B build -S . -G \"MinGW Makefiles\" -DUSE_SWIG=ON\n     cmake --build build -j4\n\n**Note**: You may need to run the ``cmake -B build -S . -G \"MinGW Makefiles\" -DUSE_SWIG=ON`` one more time or add ``-DCMAKE_SH=CMAKE_SH-NOTFOUND`` to CMake flags if you encounter the ``sh.exe was found in your PATH`` error.\n\nIt is recommended to use **VS Build Tools (Visual Studio)** since it has better multithreading efficiency in **Windows** for many-core systems\n(see `Question 4 <./FAQ.rst#i-am-using-windows-should-i-use-visual-studio-or-mingw-for-compiling-lightgbm>`__ and `Question 8 <./FAQ.rst#cpu-usage-is-low-like-10-in-windows-when-using-lightgbm-on-very-large-datasets-with-many-core-systems>`__).\n\nLinux\n^^^^^\n\nOn Linux, a Java wrapper of LightGBM can be built using\n\n- **CMake**, **gcc**, **Java** and **SWIG**;\n- **CMake**, **Clang**, **Java** and **SWIG**.\n\ngcc\n***\n\n1. Install `CMake`_, **gcc**, `SWIG`_ and **Java** (also make sure that ``JAVA_HOME`` environment variable is set properly).\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     cmake -B build -S . -DUSE_SWIG=ON\n     cmake --build build -j4\n\nClang\n*****\n\n1. Install `CMake`_, **Clang**, **OpenMP**, `SWIG`_ and **Java** (also make sure that ``JAVA_HOME`` environment variable is set properly).\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     export CXX=clang++-14 CC=clang-14  # replace \"14\" with version of Clang installed on your machine\n     cmake -B build -S . -DUSE_SWIG=ON\n     cmake --build build -j4\n\nmacOS\n^^^^^\n\nOn macOS, a Java wrapper of LightGBM can be built using\n\n- **CMake**, **Java**, **SWIG** and **Apple Clang**;\n- **CMake**, **Java**, **SWIG** and **gcc**.\n\nApple Clang\n***********\n\n1. Install `CMake`_, **Java** (also make sure that ``JAVA_HOME`` environment variable is set properly), `SWIG`_ and **OpenMP**:\n\n   .. code:: sh\n\n     brew install cmake openjdk swig libomp\n     export JAVA_HOME=\"$(brew --prefix openjdk)/libexec/openjdk.jdk/Contents/Home/\"\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     cmake -B build -S . -DUSE_SWIG=ON\n     cmake --build build -j4\n\ngcc\n***\n\n1. Install `CMake`_, **Java** (also make sure that ``JAVA_HOME`` environment variable is set properly), `SWIG`_ and **gcc**:\n\n   .. code:: sh\n\n     brew install cmake openjdk swig gcc\n     export JAVA_HOME=\"$(brew --prefix openjdk)/libexec/openjdk.jdk/Contents/Home/\"\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     export CXX=g++-7 CC=gcc-7  # replace \"7\" with version of gcc installed on your machine\n     cmake -B build -S . -DUSE_SWIG=ON\n     cmake --build build -j4\n\nBuild Python-package\n~~~~~~~~~~~~~~~~~~~~\n\nRefer to `Python-package folder <https://github.com/lightgbm-org/LightGBM/tree/master/python-package>`__.\n\nBuild R-package\n~~~~~~~~~~~~~~~\n\nRefer to `R-package folder <https://github.com/lightgbm-org/LightGBM/tree/master/R-package>`__.\n\nBuild C++ Unit Tests\n~~~~~~~~~~~~~~~~~~~~\n\nWindows\n^^^^^^^\n\nOn Windows, C++ unit tests of LightGBM can be built using\n\n- **CMake** and **VS Build Tools**;\n- **CMake** and **MinGW**.\n\nVS Build Tools\n**************\n\n1. Install `Git for Windows`_, `CMake`_ and `VS Build Tools`_ (**VS Build Tools** is not needed if **Visual Studio** is already installed).\n\n2. Run the following commands:\n\n   .. code:: console\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     cmake -B build -S . -A x64 -DBUILD_CPP_TEST=ON\n     cmake --build build --target testlightgbm --config Debug\n\nThe ``.exe`` file will be in ``LightGBM/Debug`` folder.\n\nMinGW-w64\n*********\n\n1. Install `Git for Windows`_, `CMake`_ and `MinGW-w64`_.\n\n2. Run the following commands:\n\n   .. code:: console\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     cmake -B build -S . -G \"MinGW Makefiles\" -DBUILD_CPP_TEST=ON\n     cmake --build build --target testlightgbm -j4\n\nThe ``.exe`` file will be in ``LightGBM/`` folder.\n\n**Note**: You may need to run the ``cmake -B build -S . -G \"MinGW Makefiles\" -DBUILD_CPP_TEST=ON`` one more time or add ``-DCMAKE_SH=CMAKE_SH-NOTFOUND`` to CMake flags if you encounter the ``sh.exe was found in your PATH`` error.\n\nLinux\n^^^^^\n\nOn Linux, a C++ unit tests of LightGBM can be built using\n\n- **CMake** and **gcc**;\n- **CMake** and **Clang**.\n\nAfter compilation the executable file will be in ``LightGBM/`` folder.\n\ngcc\n***\n\n1. Install `CMake`_ and **gcc**.\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     cmake -B build -S . -DBUILD_CPP_TEST=ON\n     cmake --build build --target testlightgbm -j4\n\nClang\n*****\n\n1. Install `CMake`_, **Clang** and **OpenMP**.\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     export CXX=clang++-14 CC=clang-14  # replace \"14\" with version of Clang installed on your machine\n     cmake -B build -S . -DBUILD_CPP_TEST=ON\n     cmake --build build --target testlightgbm -j4\n\nmacOS\n^^^^^\n\nOn macOS, a C++ unit tests of LightGBM can be built using\n\n- **CMake** and **Apple Clang**;\n- **CMake** and **gcc**.\n\nAfter compilation the executable file will be in ``LightGBM/`` folder.\n\nApple Clang\n***********\n\n1. Install `CMake`_ and **OpenMP**:\n\n   .. code:: sh\n\n     brew install cmake libomp\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     cmake -B build -S . -DBUILD_CPP_TEST=ON\n     cmake --build build --target testlightgbm -j4\n\ngcc\n***\n\n1. Install `CMake`_ and **gcc**:\n\n   .. code:: sh\n\n     brew install cmake gcc\n\n2. Run the following commands:\n\n   .. code:: sh\n\n     git clone --recursive https://github.com/lightgbm-org/LightGBM\n     cd LightGBM\n     export CXX=g++-7 CC=gcc-7  # replace \"7\" with version of gcc installed on your machine\n     cmake -B build -S . -DBUILD_CPP_TEST=ON\n     cmake --build build --target testlightgbm -j4\n\n.. _Visual Studio: https://visualstudio.microsoft.com/downloads/\n\n.. _Git for Windows: https://git-scm.com/download/win\n\n.. _CMake: https://cmake.org/\n\n.. _VS Build Tools: https://visualstudio.microsoft.com/downloads/\n\n.. _MinGW-w64: https://www.mingw-w64.org/downloads/\n\n.. _MPI: https://en.wikipedia.org/wiki/Message_Passing_Interface\n\n.. _RDMA: https://en.wikipedia.org/wiki/Remote_direct_memory_access\n\n.. _MS MPI: https://learn.microsoft.com/en-us/message-passing-interface/microsoft-mpi-release-notes\n\n.. _Open MPI: https://www.open-mpi.org/\n\n.. _Intel SDK for OpenCL: https://software.intel.com/en-us/articles/opencl-drivers\n\n.. _CUDA Toolkit: https://developer.nvidia.com/cuda-downloads\n\n.. _Boost Binaries: https://sourceforge.net/projects/boost/files/boost-binaries/\n\n.. _SWIG: https://www.swig.org/download.html\n\n.. _this detailed guide: https://docs.nvidia.com/cuda/cuda-installation-guide-linux/index.html\n\n.. _the ROCm docs: https://rocm.docs.amd.com/projects/install-on-linux/en/latest/\n\n.. _following docs: https://github.com/google/sanitizers/wiki\n\n.. _Ninja: https://ninja-build.org\n"
  },
  {
    "path": "docs/Key-Events.md",
    "content": "The content of this document was very outdated and is no longer available to avoid any misleadings.\n"
  },
  {
    "path": "docs/Makefile",
    "content": "# Minimal makefile for Sphinx documentation\n#\n\n# You can set these variables from the command line.\nSPHINXOPTS    = -W\nSPHINXBUILD   = sphinx-build\nSPHINXPROJ    = LightGBM\nSOURCEDIR     = .\nBUILDDIR      = _build\n\n# Put it first so that \"make\" without argument is like \"make help\".\nhelp:\n\t@$(SPHINXBUILD) -M help \"$(SOURCEDIR)\" \"$(BUILDDIR)\" $(SPHINXOPTS) $(O)\n\n.PHONY: help Makefile\n\n# Catch-all target: route all unknown targets to Sphinx using the new\n# \"make mode\" option.  $(O) is meant as a shortcut for $(SPHINXOPTS).\n%: Makefile\n\t@$(SPHINXBUILD) -M $@ \"$(SOURCEDIR)\" \"$(BUILDDIR)\" $(SPHINXOPTS) $(O)\n"
  },
  {
    "path": "docs/Parallel-Learning-Guide.rst",
    "content": "Distributed Learning Guide\n==========================\n\n.. _Parallel Learning Guide:\n\nThis guide describes distributed learning in LightGBM. Distributed learning allows the use of multiple machines to produce a single model.\n\nFollow the `Quick Start <./Quick-Start.rst>`__ to know how to use LightGBM first.\n\nHow Distributed LightGBM Works\n------------------------------\n\nThis section describes how distributed learning in LightGBM works. To learn how to do this in various programming languages and frameworks, please see `Integrations <#integrations>`__.\n\nChoose Appropriate Parallel Algorithm\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nLightGBM provides 3 distributed learning algorithms now.\n\n+--------------------+---------------------------+\n| Parallel Algorithm | How to Use                |\n+====================+===========================+\n| Data parallel      | ``tree_learner=data``     |\n+--------------------+---------------------------+\n| Feature parallel   | ``tree_learner=feature``  |\n+--------------------+---------------------------+\n| Voting parallel    | ``tree_learner=voting``   |\n+--------------------+---------------------------+\n\nThese algorithms are suited for different scenarios, which is listed in the following table:\n\n+-------------------------+-------------------+-----------------+\n|                         | #data is small    | #data is large  |\n+=========================+===================+=================+\n| **#feature is small**   | Feature Parallel  | Data Parallel   |\n+-------------------------+-------------------+-----------------+\n| **#feature is large**   | Feature Parallel  | Voting Parallel |\n+-------------------------+-------------------+-----------------+\n\nMore details about these parallel algorithms can be found in `optimization in distributed learning <./Features.rst#optimization-in-distributed-learning>`__.\n\nIntegrations\n------------\n\nThis section describes how to run distributed LightGBM training in various programming languages and frameworks. To learn how distributed learning in LightGBM works generally, please see `How Distributed LightGBM Works <#how-distributed-lightgbm-works>`__.\n\nApache Spark\n^^^^^^^^^^^^\n\nApache Spark users can use `SynapseML`_ for machine learning workflows with LightGBM. This project is not maintained by LightGBM's maintainers.\n\nSee `this SynapseML example`_ for additional information on using LightGBM on Spark.\n\n.. note::\n\n  ``SynapseML`` is not maintained by LightGBM's maintainers. Bug reports or feature requests should be directed to https://github.com/microsoft/SynapseML/issues.\n\nDask\n^^^^\n\n.. versionadded:: 3.2.0\n\nLightGBM's Python-package supports distributed learning via `Dask`_. This integration is maintained by LightGBM's maintainers.\n\n.. warning::\n\n    Dask integration is only tested on macOS and Linux.\n\nDask Examples\n'''''''''''''\n\nFor sample code using ``lightgbm.dask``, see `these Dask examples`_.\n\nTraining with Dask\n''''''''''''''''''\n\nThis section contains detailed information on performing LightGBM distributed training using Dask.\n\nConfiguring the Dask Cluster\n****************************\n\n**Allocating Threads**\n\nWhen setting up a Dask cluster for training, give each Dask worker process at least two threads. If you do not do this, training might be substantially slower because communication work and training work will block each other.\n\nIf you do not have other significant processes competing with Dask for resources, just accept the default ``nthreads`` from your chosen ``dask.distributed`` cluster.\n\n.. code:: python\n\n  from distributed import Client, LocalCluster\n\n  cluster = LocalCluster(n_workers=3)\n  client = Client(cluster)\n\n**Managing Memory**\n\nUse the Dask diagnostic dashboard or your preferred monitoring tool to monitor Dask workers' memory consumption during training. As described in `the Dask worker documentation`_, Dask workers will automatically start spilling data to disk if memory consumption gets too high. This can substantially slow down computations, since disk I/O is usually much slower than reading the same data from memory.\n\n  `At 60% of memory load, [Dask will] spill least recently used data to disk`\n\nTo reduce the risk of hitting memory limits, consider restarting each worker process before running any data loading or training code.\n\n.. code:: python\n\n  client.restart()\n\nSetting Up Training Data\n*************************\n\nThe estimators in ``lightgbm.dask`` expect that matrix-like or array-like data are provided in Dask DataFrame, Dask Array, or (in some cases) Dask Series format. See `the Dask DataFrame documentation`_ and `the Dask Array documentation`_ for more information on how to create such data structures.\n\n.. image:: ./_static/images/dask-initial-setup.svg\n  :align: center\n  :width: 600px\n  :alt: On the left, rectangles showing a 5 by 5 grid for a local dataset. On the right, two circles representing Dask workers, one with a 3 by 5 grid and one with a 2 by 5 grid.\n  :target: ./_static/images/dask-initial-setup.svg\n\nWhile setting up for training, ``lightgbm`` will concatenate all of the partitions on a worker into a single dataset. Distributed training then proceeds with one LightGBM worker process per Dask worker.\n\n.. image:: ./_static/images/dask-concat.svg\n  :align: center\n  :width: 600px\n  :alt: A section labeled \"before\" showing two grids and a section labeled \"after\" showing a single grid that looks like the two from \"before\" stacked one on top of the other.\n  :target: ./_static/images/dask-concat.svg\n\nWhen setting up data partitioning for LightGBM training with Dask, try to follow these suggestions:\n\n* ensure that each worker in the cluster has some of the training data\n* try to give each worker roughly the same amount of data, especially if your dataset is small\n* if you plan to train multiple models (for example, to tune hyperparameters) on the same data, use ``client.persist()`` before training to materialize the data one time\n\nUsing a Specific Dask Client\n****************************\n\nIn most situations, you should not need to tell ``lightgbm.dask`` to use a specific Dask client. By default, the client returned by ``distributed.default_client()`` will be used.\n\nHowever, you might want to explicitly control the Dask client used by LightGBM if you have multiple active clients in the same session. This is useful in more complex workflows like running multiple training jobs on different Dask clusters.\n\nLightGBM's Dask estimators support setting an attribute ``client`` to control the client that is used.\n\n.. code:: python\n\n  import lightgbm as lgb\n  from distributed import Client, LocalCluster\n\n  cluster = LocalCluster()\n  client = Client(cluster)\n\n  # option 1: keyword argument in constructor\n  dask_model = lgb.DaskLGBMClassifier(client=client)\n\n  # option 2: set_params() after construction\n  dask_model = lgb.DaskLGBMClassifier()\n  dask_model.set_params(client=client)\n\nUsing Specific Ports\n********************\n\nAt the beginning of training, ``lightgbm.dask`` sets up a LightGBM network where each Dask worker runs one long-running task that acts as a LightGBM worker. During training, LightGBM workers communicate with each other over TCP sockets. By default, random open ports are used when creating these sockets.\n\nIf the communication between Dask workers in the cluster used for training is restricted by firewall rules, you must tell LightGBM exactly what ports to use.\n\n**Option 1: provide a specific list of addresses and ports**\n\nLightGBM supports a parameter ``machines``, a comma-delimited string where each entry refers to one worker (host name or IP) and a port that that worker will accept connections on. If you provide this parameter to the estimators in ``lightgbm.dask``, LightGBM will not search randomly for ports.\n\nFor example, consider the case where you are running one Dask worker process on each of the following IP addresses:\n\n.. code:: text\n\n  10.0.1.0\n  10.0.2.0\n  10.0.3.0\n\nYou could edit your firewall rules to allow traffic on one additional port on each of these hosts, then provide ``machines`` directly.\n\n.. code:: python\n\n  import lightgbm as lgb\n\n  machines = \"10.0.1.0:12401,10.0.2.0:12402,10.0.3.0:15000\"\n  dask_model = lgb.DaskLGBMRegressor(machines=machines)\n\nIf you are running multiple Dask worker processes on physical host in the cluster, be sure that there are multiple entries for that IP address, with different ports. For example, if you were running a cluster with ``nprocs=2`` (2 Dask worker processes per machine), you might open two additional ports on each of these hosts, then provide ``machines`` as follows.\n\n.. code:: python\n\n  import lightgbm as lgb\n\n  machines = \",\".join([\n    \"10.0.1.0:16000\",\n    \"10.0.1.0:16001\",\n    \"10.0.2.0:16000\",\n    \"10.0.2.0:16001\",\n  ])\n  dask_model = lgb.DaskLGBMRegressor(machines=machines)\n\n.. warning::\n\n  Providing ``machines`` gives you complete control over the networking details of training, but it also makes the training process fragile. Training will fail if you use ``machines`` and any of the following are true:\n\n  * any of the ports mentioned in ``machines`` are not open when training begins\n  * some partitions of the training data are held by machines that that are not present in ``machines``\n  * some machines mentioned in ``machines`` do not hold any of the training data\n\n**Option 2: specify one port to use on every worker**\n\nIf you are only running one Dask worker process on each host, and if you can reliably identify a port that is open on every host, using ``machines`` is unnecessarily complicated. If ``local_listen_port`` is given and ``machines`` is not, LightGBM will not search for ports randomly, but it will limit the list of addresses in the LightGBM network to those Dask workers that have a piece of the training data.\n\nFor example, consider the case where you are running one Dask worker process on each of the following IP addresses:\n\n.. code:: text\n\n  10.0.1.0\n  10.0.2.0\n  10.0.3.0\n\nYou could edit your firewall rules to allow communication between any of the workers over one port, then provide that port via parameter ``local_listen_port``.\n\n.. code:: python\n\n  import lightgbm as lgb\n\n  dask_model = lgb.DaskLGBMRegressor(local_listen_port=12400)\n\n.. warning::\n\n  Providing ``local_listen_port`` is slightly less fragile than ``machines`` because LightGBM will automatically figure out which workers have pieces of the training data. However, using this method, training can fail if any of the following are true:\n\n  * the port ``local_listen_port`` is not open on any of the worker hosts\n  * any machine has multiple Dask worker processes running on it\n\nUsing Custom Objective Functions with Dask\n******************************************\n\n.. versionadded:: 4.0.0\n\nIt is possible to customize the boosting process by providing a custom objective function written in Python.\nSee the Dask API's documentation for details on how to implement such functions.\n\n.. warning::\n\n  Custom objective functions used with ``lightgbm.dask`` will be called by each worker process on only that worker's local data.\n\nFollow the example below to use a custom implementation of the ``regression_l2`` objective.\n\n.. code:: python\n\n  import dask.array as da\n  import lightgbm as lgb\n  import numpy as np\n  from distributed import Client, LocalCluster\n\n  cluster = LocalCluster(n_workers=2)\n  client = Client(cluster)\n\n  X = da.random.random((1000, 10), (500, 10))\n  y = da.random.random((1000,), (500,))\n\n  def custom_l2_obj(y_true, y_pred):\n      grad = y_pred - y_true\n      hess = np.ones(len(y_true))\n      return grad, hess\n\n  dask_model = lgb.DaskLGBMRegressor(\n      objective=custom_l2_obj\n  )\n  dask_model.fit(X, y)\n\nPrediction with Dask\n''''''''''''''''''''\n\nThe estimators from ``lightgbm.dask`` can be used to create predictions based on data stored in Dask collections. In that interface, ``.predict()`` expects a Dask Array or Dask DataFrame, and returns a Dask Array of predictions.\n\nSee `the Dask prediction example`_ for some sample code that shows how to perform Dask-based prediction.\n\nFor model evaluation, consider using `the metrics functions from dask-ml`_. Those functions are intended to provide the same API as equivalent functions in ``sklearn.metrics``, but they use distributed computation powered by Dask to compute metrics without all of the input data ever needing to be on a single machine.\n\nSaving Dask Models\n''''''''''''''''''\n\nAfter training with Dask, you have several options for saving a fitted model.\n\n**Option 1: pickle the Dask estimator**\n\nLightGBM's Dask estimators can be pickled directly with ``cloudpickle``, ``joblib``, or ``pickle``.\n\n.. code:: python\n\n  import dask.array as da\n  import pickle\n  import lightgbm as lgb\n  from distributed import Client, LocalCluster\n\n  cluster = LocalCluster(n_workers=2)\n  client = Client(cluster)\n\n  X = da.random.random((1000, 10), (500, 10))\n  y = da.random.random((1000,), (500,))\n\n  dask_model = lgb.DaskLGBMRegressor()\n  dask_model.fit(X, y)\n\n  with open(\"dask-model.pkl\", \"wb\") as f:\n      pickle.dump(dask_model, f)\n\nA model saved this way can then later be loaded with whichever serialization library you used to save it.\n\n.. code:: python\n\n  import pickle\n  with open(\"dask-model.pkl\", \"rb\") as f:\n      dask_model = pickle.load(f)\n\n.. note::\n\n  If you explicitly set a Dask client (see `Using a Specific Dask Client <#using-a-specific-dask-client>`__), it will not be saved when pickling the estimator. When loading a Dask estimator from disk, if you need to use a specific client you can add it after loading with ``dask_model.set_params(client=client)``.\n\n**Option 2: pickle the sklearn estimator**\n\nThe estimators available from ``lightgbm.dask`` can be converted to an instance of the equivalent class from ``lightgbm.sklearn``. Choosing this option allows you to use Dask for training but avoid depending on any Dask libraries at scoring time.\n\n.. code:: python\n\n  import dask.array as da\n  import joblib\n  import lightgbm as lgb\n  from distributed import Client, LocalCluster\n\n  cluster = LocalCluster(n_workers=2)\n  client = Client(cluster)\n\n  X = da.random.random((1000, 10), (500, 10))\n  y = da.random.random((1000,), (500,))\n\n  dask_model = lgb.DaskLGBMRegressor()\n  dask_model.fit(X, y)\n\n  # convert to sklearn equivalent\n  sklearn_model = dask_model.to_local()\n\n  print(type(sklearn_model))\n  #> lightgbm.sklearn.LGBMRegressor\n\n  joblib.dump(sklearn_model, \"sklearn-model.joblib\")\n\nA model saved this way can then later be loaded with whichever serialization library you used to save it.\n\n.. code:: python\n\n  import joblib\n\n  sklearn_model = joblib.load(\"sklearn-model.joblib\")\n\n**Option 3: save the LightGBM Booster**\n\nThe lowest-level model object in LightGBM is the ``lightgbm.Booster``. After training, you can extract a Booster from the Dask estimator.\n\n.. code:: python\n\n  import dask.array as da\n  import lightgbm as lgb\n  from distributed import Client, LocalCluster\n\n  cluster = LocalCluster(n_workers=2)\n  client = Client(cluster)\n\n  X = da.random.random((1000, 10), (500, 10))\n  y = da.random.random((1000,), (500,))\n\n  dask_model = lgb.DaskLGBMRegressor()\n  dask_model.fit(X, y)\n\n  # get underlying Booster object\n  bst = dask_model.booster_\n\nFrom the point forward, you can use any of the following methods to save the Booster:\n\n* serialize with ``cloudpickle``, ``joblib``, or ``pickle``\n* ``bst.dump_model()``: dump the model to a dictionary which could be written out as JSON\n* ``bst.model_to_string()``: dump the model to a string in memory\n* ``bst.save_model()``: write the output of ``bst.model_to_string()`` to a text file\n\nKubeflow\n^^^^^^^^\n\nKubeflow users can also use the `Kubeflow XGBoost Operator`_ for machine learning workflows with LightGBM. You can see `this example`_ for more details.\n\nKubeflow integrations for LightGBM are not maintained by LightGBM's maintainers.\n\n.. note::\n\n  The Kubeflow integrations for LightGBM are not maintained by LightGBM's maintainers. Bug reports or feature requests should be directed to https://github.com/kubeflow/fairing/issues or https://github.com/kubeflow/xgboost-operator/issues.\n\nLightGBM CLI\n^^^^^^^^^^^^\n\n.. _Build Parallel Version:\n\nPreparation\n'''''''''''\n\nBy default, distributed learning with LightGBM uses socket-based communication.\n\nIf you need to build distributed version with MPI support, please refer to `Installation Guide <./Installation-Guide.rst#build-mpi-version>`__.\n\nSocket Version\n**************\n\nIt needs to collect IP of all machines that want to run distributed learning in and allocate one TCP port (assume 12345 here) for all machines,\nand change firewall rules to allow income of this port (12345). Then write these IP and ports in one file (assume ``mlist.txt``), like following:\n\n.. code:: text\n\n    machine1_ip 12345\n    machine2_ip 12345\n\nMPI Version\n***********\n\nIt needs to collect IP (or hostname) of all machines that want to run distributed learning in.\nThen write these IP in one file (assume ``mlist.txt``) like following:\n\n.. code:: text\n\n    machine1_ip\n    machine2_ip\n\n**Note**: For Windows users, need to start \"smpd\" to start MPI service. More details can be found `here`_.\n\nRun Distributed Learning\n''''''''''''''''''''''''\n\n.. _Run Parallel Learning:\n\nSocket Version\n**************\n\n1. Edit following parameters in config file:\n\n   ``tree_learner=your_parallel_algorithm``, edit ``your_parallel_algorithm`` (e.g. feature/data) here.\n\n   ``num_machines=your_num_machines``, edit ``your_num_machines`` (e.g. 4) here.\n\n   ``machine_list_file=mlist.txt``, ``mlist.txt`` is created in `Preparation section <#preparation>`__.\n\n   ``local_listen_port=12345``, ``12345`` is allocated in `Preparation section <#preparation>`__.\n\n2. Copy data file, executable file, config file and ``mlist.txt`` to all machines.\n\n3. Run following command on all machines, you need to change ``your_config_file`` to real config file.\n\n   For Windows: ``lightgbm.exe config=your_config_file``\n\n   For Linux: ``./lightgbm config=your_config_file``\n\nMPI Version\n***********\n\n1. Edit following parameters in config file:\n\n   ``tree_learner=your_parallel_algorithm``, edit ``your_parallel_algorithm`` (e.g. feature/data) here.\n\n   ``num_machines=your_num_machines``, edit ``your_num_machines`` (e.g. 4) here.\n\n2. Copy data file, executable file, config file and ``mlist.txt`` to all machines.\n\n   **Note**: MPI needs to be run in the **same path on all machines**.\n\n3. Run following command on one machine (not need to run on all machines), need to change ``your_config_file`` to real config file.\n\n   For Windows:\n\n   .. code:: console\n\n       mpiexec.exe /machinefile mlist.txt lightgbm.exe config=your_config_file\n\n   For Linux:\n\n   .. code:: console\n\n       mpiexec --machinefile mlist.txt ./lightgbm config=your_config_file\n\nExample\n'''''''\n\n-  `A simple distributed learning example`_\n\nRay\n^^^\n\n`Ray`_ is a Python-based framework for distributed computing. Ray provides LightGBM support through the Ray Train API with ``LightGBMTrainer`` and the `lightgbm_ray`_ project maintained within the official Ray GitHub organization.\n\nFor the Ray Train API, see `the Ray documentation`_ for usage examples.\n\nFor the lightgbm_ray project, see `the lightgbm_ray documentation`_ for usage examples.\n\n.. note::\n\n  ``lightgbm_ray`` and ``ray`` are not maintained by LightGBM's maintainers. Bug reports or feature requests should be directed to https://github.com/ray-project/lightgbm_ray/issues and https://github.com/ray-project/ray/issues respectively.\n\nMars\n^^^^\n\n`Mars`_ is a tensor-based framework for large-scale data computation. LightGBM integration, maintained within the Mars GitHub repository, can be used to perform distributed LightGBM training using ``pymars``.\n\nSee `the mars documentation`_ for usage examples.\n\n.. note::\n\n  ``Mars`` is not maintained by LightGBM's maintainers. Bug reports or feature requests should be directed to https://github.com/mars-project/mars/issues.\n\n.. _Dask: https://docs.dask.org/en/latest/\n\n.. _SynapseML: https://aka.ms/spark\n\n.. _this SynapseML example: https://github.com/microsoft/SynapseML/tree/master/docs/Explore%20Algorithms/LightGBM\n\n.. _the Dask Array documentation: https://docs.dask.org/en/latest/array.html\n\n.. _the Dask DataFrame documentation: https://docs.dask.org/en/latest/dataframe.html\n\n.. _the Dask prediction example: https://github.com/lightgbm-org/LightGBM/blob/master/examples/python-guide/dask/prediction.py\n\n.. _the Dask worker documentation: https://distributed.dask.org/en/stable/worker-memory.html\n\n.. _the metrics functions from dask-ml: https://ml.dask.org/modules/api.html#dask-ml-metrics-metrics\n\n.. _these Dask examples: https://github.com/lightgbm-org/LightGBM/tree/master/examples/python-guide/dask\n\n.. _Kubeflow XGBoost Operator: https://github.com/kubeflow/xgboost-operator\n\n.. _this example: https://github.com/kubeflow/xgboost-operator/tree/master/config/samples/lightgbm-dist\n\n.. _here: https://www.youtube.com/watch?v=iqzXhp5TxUY\n\n.. _A simple distributed learning example: https://github.com/lightgbm-org/LightGBM/tree/master/examples/parallel_learning\n\n.. _lightgbm_ray: https://github.com/ray-project/lightgbm_ray\n\n.. _Ray: https://www.ray.io/\n\n.. _the lightgbm_ray documentation: https://docs.ray.io/en/latest/tune/api_docs/integration.html#lightgbm-tune-integration-lightgbm\n\n.. _the Ray documentation: https://docs.ray.io/en/latest/train/api/api.html#lightgbm\n\n.. _Mars: https://mars-project.readthedocs.io/en/latest/\n\n.. _the mars documentation: https://mars-project.readthedocs.io/en/latest/user_guide/learn/lightgbm.html\n"
  },
  {
    "path": "docs/Parameters-Tuning.rst",
    "content": "Parameters Tuning\n=================\n\nThis page contains parameters tuning guides for different scenarios.\n\n**List of other helpful links**\n\n-  `Parameters <./Parameters.rst>`__\n-  `Python API <./Python-API.rst>`__\n-  `FLAML`_ for automated hyperparameter tuning\n-  `Optuna`_ for automated hyperparameter tuning\n\nTune Parameters for the Leaf-wise (Best-first) Tree\n---------------------------------------------------\n\nLightGBM uses the `leaf-wise <./Features.rst#leaf-wise-best-first-tree-growth>`__ tree growth algorithm, while many other popular tools use depth-wise tree growth.\nCompared with depth-wise growth, the leaf-wise algorithm can converge much faster.\nHowever, the leaf-wise growth may be over-fitting if not used with the appropriate parameters.\n\nTo get good results using a leaf-wise tree, these are some important parameters:\n\n1. ``num_leaves``. This is the main parameter to control the complexity of the tree model.\n   Theoretically, we can set ``num_leaves = 2^(max_depth)`` to obtain the same number of leaves as depth-wise tree.\n   However, this simple conversion is not good in practice.\n   A leaf-wise tree is typically much deeper than a depth-wise tree for a fixed number of leaves. Unconstrained depth can induce over-fitting.\n   Thus, when trying to tune the ``num_leaves``, we should let it be smaller than ``2^(max_depth)``.\n   For example, when the ``max_depth=7`` the depth-wise tree can get good accuracy,\n   but setting ``num_leaves`` to ``127`` may cause over-fitting, and setting it to ``70`` or ``80`` may get better accuracy than depth-wise.\n\n2. ``min_data_in_leaf``. This is a very important parameter to prevent over-fitting in a leaf-wise tree.\n   Its optimal value depends on the number of training samples and ``num_leaves``.\n   Setting it to a large value can avoid growing too deep a tree, but may cause under-fitting.\n   In practice, setting it to hundreds or thousands is enough for a large dataset.\n\n3. ``max_depth``. You also can use ``max_depth`` to limit the tree depth explicitly.\n   If you set ``max_depth``, also explicitly set ``num_leaves`` to some value ``<= 2^max_depth``.\n\nFor Faster Speed\n----------------\n\nAdd More Computational Resources\n''''''''''''''''''''''''''''''''\n\nOn systems where it is available, LightGBM uses OpenMP to parallelize many operations. The maximum number of threads used by LightGBM is controlled by the parameter ``num_threads``. By default, this will defer to the default behavior of OpenMP (one thread per real CPU core or the value in environment variable ``OMP_NUM_THREADS``, if it is set). For best performance, set this to the number of **real** CPU cores available.\n\nYou might be able to achieve faster training by moving to a machine with more available CPU cores.\n\nUsing distributed (multi-machine) training might also reduce training time. See the `Distributed Learning Guide <./Parallel-Learning-Guide.rst>`_ for details.\n\nUse a GPU-enabled version of LightGBM\n'''''''''''''''''''''''''''''''''''''\n\nYou might find that training is faster using a GPU-enabled build of LightGBM. See the `GPU Tutorial <./GPU-Tutorial.rst>`__ for details.\n\nGrow Shallower Trees\n''''''''''''''''''''\n\nThe total training time for LightGBM increases with the total number of tree nodes added. LightGBM comes with several parameters that can be used to control the number of nodes per tree.\n\nThe suggestions below will speed up training, but might hurt training accuracy.\n\nDecrease ``max_depth``\n**********************\n\nThis parameter is an integer that controls the maximum distance between the root node of each tree and a leaf node. Decrease ``max_depth`` to reduce training time.\n\nDecrease ``num_leaves``\n***********************\n\nLightGBM adds nodes to trees based on the gain from adding that node, regardless of depth. This figure from `the feature documentation <./Features.rst#leaf-wise-best-first-tree-growth>`__ illustrates the process.\n\n.. image:: ./_static/images/leaf-wise.png\n   :align: center\n   :alt: Three consecutive images of decision trees, where each shows the tree with an additional two leaf nodes added. Shows that leaf-wise growth can result in trees that have some branches which are longer than others.\n\nBecause of this growth strategy, it isn't straightforward to use ``max_depth`` alone to limit the complexity of trees. The ``num_leaves`` parameter sets the maximum number of nodes per tree. Decrease ``num_leaves`` to reduce training time.\n\nIncrease ``min_gain_to_split``\n******************************\n\nWhen adding a new tree node, LightGBM chooses the split point that has the largest gain. Gain is basically the reduction in training loss that results from adding a split point. By default, LightGBM sets ``min_gain_to_split`` to 0.0, which means \"there is no improvement that is too small\". However, in practice you might find that very small improvements in the training loss don't have a meaningful impact on the generalization error of the model. Increase ``min_gain_to_split`` to reduce training time.\n\nIncrease ``min_data_in_leaf`` and ``min_sum_hessian_in_leaf``\n*************************************************************\n\nDepending on the size of the training data and the distribution of features, it's possible for LightGBM to add tree nodes that only describe a small number of observations. In the most extreme case, consider the addition of a tree node that only a single observation from the training data falls into. This is very unlikely to generalize well, and probably is a sign of overfitting.\n\nThis can be prevented indirectly with parameters like ``max_depth`` and ``num_leaves``, but LightGBM also offers parameters to help you directly avoid adding these overly-specific tree nodes.\n\n- ``min_data_in_leaf``: Minimum number of observations that must fall into a tree node for it to be added.\n- ``min_sum_hessian_in_leaf``: Minimum sum of the Hessian (second derivative of the objective function evaluated for each observation) for observations in a leaf. For some regression objectives, this is just the minimum number of records that have to fall into each node. For classification objectives, it represents a sum over a distribution of probabilities. See `this Stack Overflow answer <https://stats.stackexchange.com/questions/317073/explanation-of-min-child-weight-in-xgboost-algorithm>`_ for a good description of how to reason about values of this parameter.\n\nGrow Less Trees\n'''''''''''''''\n\nDecrease ``num_iterations``\n***************************\n\nThe ``num_iterations`` parameter controls the number of boosting rounds that will be performed. Since LightGBM uses decision trees as the learners, this can also be thought of as \"number of trees\".\n\nIf you try changing ``num_iterations``, change the ``learning_rate`` as well. ``learning_rate`` will not have any impact on training time, but it will impact the training accuracy. As a general rule, if you reduce ``num_iterations``, you should increase ``learning_rate``.\n\nChoosing the right value of ``num_iterations`` and ``learning_rate`` is highly dependent on the data and objective, so these parameters are often chosen from a set of possible values through hyperparameter tuning.\n\nDecrease ``num_iterations`` to reduce training time.\n\nUse Early Stopping\n******************\n\nIf early stopping is enabled, after each boosting round the model's training accuracy is evaluated against a validation set that contains data not available to the training process. That accuracy is then compared to the accuracy as of the previous boosting round. If the model's accuracy fails to improve for some number of consecutive rounds, LightGBM stops the training process.\n\nThat \"number of consecutive rounds\" is controlled by the parameter ``early_stopping_round``. For example, ``early_stopping_round=1`` says \"the first time accuracy on the validation set does not improve, stop training\".\n\nSet ``early_stopping_round`` and provide a validation set to possibly reduce training time.\n\nConsider Fewer Splits\n'''''''''''''''''''''\n\nThe parameters described in previous sections control how many trees are constructed and how many nodes are constructed per tree. Training time can be further reduced by reducing the amount of time needed to add a tree node to the model.\n\nThe suggestions below will speed up training, but might hurt training accuracy.\n\nEnable Feature Pre-Filtering When Creating Dataset\n**************************************************\n\nBy default, when a LightGBM ``Dataset`` object is constructed, some features will be filtered out based on the value of ``min_data_in_leaf``.\n\nFor a simple example, consider a 1000-observation dataset with a feature called ``feature_1``. ``feature_1`` takes on only two values: 25.0 (995 observations) and 50.0 (5 observations). If ``min_data_in_leaf = 10``, there is no split for this feature which will result in a valid split at least one of the leaf nodes will only have 5 observations.\n\nInstead of reconsidering this feature and then ignoring it every iteration, LightGBM filters this feature out at before training, when the ``Dataset`` is constructed.\n\nIf this default behavior has been overridden by setting ``feature_pre_filter=False``, set ``feature_pre_filter=True`` to reduce training time.\n\nDecrease ``max_bin`` or ``max_bin_by_feature`` When Creating Dataset\n********************************************************************\n\nLightGBM training `buckets continuous features into discrete bins <./Features.rst#optimization-in-speed-and-memory-usage>`_ to improve training speed and reduce memory requirements for training. This binning is done one time during ``Dataset`` construction. The number of splits considered when adding a node is ``O(#feature * #bin)``, so reducing the number of bins per feature can reduce the number of splits that need to be evaluated.\n\n``max_bin`` is controls the maximum number of bins that features will bucketed into. It is also possible to set this maximum feature-by-feature, by passing ``max_bin_by_feature``.\n\nReduce ``max_bin`` or ``max_bin_by_feature`` to reduce training time.\n\nIncrease ``min_data_in_bin`` When Creating Dataset\n**************************************************\n\nSome bins might contain a small number of observations, which might mean that the effort of evaluating that bin's boundaries as possible split points isn't likely to change the final model very much. You can control the granularity of the bins by setting ``min_data_in_bin``.\n\nIncrease ``min_data_in_bin`` to reduce training time.\n\nDecrease ``feature_fraction``\n*****************************\n\nBy default, LightGBM considers all features in a ``Dataset`` during the training process. This behavior can be changed by setting ``feature_fraction`` to a value ``> 0`` and ``<= 1.0``. Setting ``feature_fraction`` to ``0.5``, for example, tells LightGBM to randomly select ``50%`` of features at the beginning of constructing each tree. This reduces the total number of splits that have to be evaluated to add each tree node.\n\nDecrease ``feature_fraction`` to reduce training time.\n\nDecrease ``max_cat_threshold``\n******************************\n\nLightGBM uses a `custom approach for finding optimal splits for categorical features <./Advanced-Topics.html#categorical-feature-support>`_. In this process, LightGBM explores splits that break a categorical feature into two groups. These are sometimes called \"k-vs.-rest\" splits. Higher ``max_cat_threshold`` values correspond to more split points and larger possible group sizes to search.\n\nDecrease ``max_cat_threshold`` to reduce training time.\n\nUse Less Data\n'''''''''''''\n\nUse Bagging\n***********\n\nBy default, LightGBM uses all observations in the training data for each iteration. It is possible to instead tell LightGBM to randomly sample the training data. This process of training over multiple random samples without replacement is called \"bagging\".\n\nSet ``bagging_freq`` to an integer greater than 0 to control how often a new sample is drawn. Set ``bagging_fraction`` to a value ``> 0.0`` and ``< 1.0`` to control the size of the sample. For example, ``{\"bagging_freq\": 5, \"bagging_fraction\": 0.75}`` tells LightGBM \"re-sample without replacement every 5 iterations, and draw samples of 75% of the training data\".\n\nDecrease ``bagging_fraction`` to reduce training time.\n\n\nSave Constructed Datasets with ``save_binary``\n''''''''''''''''''''''''''''''''''''''''''''''\n\nThis only applies to the LightGBM CLI. If you pass parameter ``save_binary``, the training dataset and all validations sets will be saved in a binary format understood by LightGBM. This can speed up training next time, because binning and other work done when constructing a ``Dataset`` does not have to be re-done.\n\n\nFor Better Accuracy\n-------------------\n\n-  Use large ``max_bin`` (may be slower)\n\n-  Use small ``learning_rate`` with large ``num_iterations``\n\n-  Use large ``num_leaves`` (may cause over-fitting)\n\n-  Use bigger training data\n\n-  Try ``dart``\n\nDeal with Over-fitting\n----------------------\n\n-  Use small ``max_bin``\n\n-  Use small ``num_leaves``\n\n-  Use ``min_data_in_leaf`` and ``min_sum_hessian_in_leaf``\n\n-  Use bagging by set ``bagging_fraction`` and ``bagging_freq``\n\n-  Use feature sub-sampling by set ``feature_fraction``\n\n-  Use bigger training data\n\n-  Try ``lambda_l1``, ``lambda_l2`` and ``min_gain_to_split`` for regularization\n\n-  Try ``max_depth`` to avoid growing deep tree\n\n-  Try ``extra_trees``\n\n-  Try increasing ``path_smooth``\n\n.. _Optuna: https://medium.com/optuna/lightgbm-tuner-new-optuna-integration-for-hyperparameter-optimization-8b7095e99258\n\n.. _FLAML: https://github.com/microsoft/FLAML\n"
  },
  {
    "path": "docs/Parameters.rst",
    "content": "..  List of parameters is auto generated by LightGBM\\.ci\\parameter-generator.py from LightGBM\\include\\LightGBM\\config.h file.\n\n.. role:: raw-html(raw)\n    :format: html\n\nParameters\n==========\n\nThis page contains descriptions of all parameters in LightGBM.\n\n**List of other helpful links**\n\n- `Python API <./Python-API.rst>`__\n\n- `Parameters Tuning <./Parameters-Tuning.rst>`__\n\nParameters Format\n-----------------\n\nParameters are merged together in the following order (later items overwrite earlier ones):\n\n1. LightGBM's default values\n2. special files for ``weight``, ``init_score``, ``query``, and ``positions`` (see `Others <#others>`__)\n3. (CLI only) configuration in a file passed like ``config=train.conf``\n4. (CLI only) configuration passed via the command line\n5. (Python, R) special keyword arguments to some functions (e.g. ``num_boost_round`` in ``train()``)\n6. (Python, R) ``params`` function argument (including ``**kwargs`` in Python and ``...`` in R)\n7. (C API) ``parameters`` or ``params`` function argument\n\nMany parameters have \"aliases\", alternative names which refer to the same configuration.\n\nWhere a mix of the primary parameter name and aliases are given, the primary parameter name is always preferred to any aliases.\n\nFor example, in Python:\n\n.. code-block:: python\n\n   # use learning rate of 0.07, because 'learning_rate'\n   # is the primary parameter name\n   lgb.train(\n      params={\n         \"learning_rate\": 0.07,\n         \"shrinkage_rate\": 0.12\n      },\n      train_set=dtrain\n   )\n\nWhere multiple aliases are given, and the primary parameter name is not, the first alias\nappearing in the lists returned by ``Config::parameter2aliases()`` in the C++ library is used.\nThose lists are hard-coded in a fairly arbitrary way... wherever possible, avoid relying on this behavior.\n\nFor example, in Python:\n\n.. code-block:: python\n\n   # use learning rate of 0.12, LightGBM has a hard-coded preference for 'shrinkage_rate'\n   # over any other aliases, and 'learning_rate' is not provided\n   lgb.train(\n      params={\n         \"eta\": 0.19,\n         \"shrinkage_rate\": 0.12\n      },\n      train_set=dtrain\n   )\n\n**CLI**\n\nThe parameters format is ``key1=value1 key2=value2 ...``.\nParameters can be set both in config file and command line.\nBy using command line, parameters should not have spaces before and after ``=``.\nBy using config files, one line can only contain one parameter. You can use ``#`` to comment.\n\n**Python**\n\nAny parameters that accept multiple values should be passed as a Python list.\n\n.. code-block:: python\n\n   params = {\n      \"monotone_constraints\": [-1, 0, 1]\n   }\n\n\n**R**\n\nAny parameters that accept multiple values should be passed as an R list.\n\n.. code-block:: r\n\n   params <- list(\n      monotone_constraints = c(-1, 0, 1)\n   )\n\n.. start params list\n\nCore Parameters\n---------------\n\n-  ``config`` :raw-html:`<a id=\"config\" title=\"Permalink to this parameter\" href=\"#config\">&#x1F517;&#xFE0E;</a>`, default = ``\"\"``, type = string, aliases: ``config_file``\n\n   -  path of config file\n\n   -  **Note**: can be used only in CLI version\n\n-  ``task`` :raw-html:`<a id=\"task\" title=\"Permalink to this parameter\" href=\"#task\">&#x1F517;&#xFE0E;</a>`, default = ``train``, type = enum, options: ``train``, ``predict``, ``convert_model``, ``refit``, aliases: ``task_type``\n\n   -  ``train``, for training, aliases: ``training``\n\n   -  ``predict``, for prediction, aliases: ``prediction``, ``test``\n\n   -  ``convert_model``, for converting model file into if-else format, see more information in `Convert Parameters <#convert-parameters>`__\n\n   -  ``refit``, for refitting existing models with new data, aliases: ``refit_tree``\n\n   -  ``save_binary``, load train (and validation) data then save dataset to binary file. Typical usage: ``save_binary`` first, then run multiple ``train`` tasks in parallel using the saved binary file\n\n   -  **Note**: can be used only in CLI version; for language-specific packages you can use the correspondent functions\n\n-  ``objective`` :raw-html:`<a id=\"objective\" title=\"Permalink to this parameter\" href=\"#objective\">&#x1F517;&#xFE0E;</a>`, default = ``regression``, type = enum, options: ``regression``, ``regression_l1``, ``huber``, ``fair``, ``poisson``, ``quantile``, ``mape``, ``gamma``, ``tweedie``, ``binary``, ``multiclass``, ``multiclassova``, ``cross_entropy``, ``cross_entropy_lambda``, ``lambdarank``, ``rank_xendcg``, aliases: ``objective_type``, ``app``, ``application``, ``loss``\n\n   -  regression application\n\n      -  ``regression``, L2 loss, aliases: ``regression_l2``, ``l2``, ``mean_squared_error``, ``mse``, ``l2_root``, ``root_mean_squared_error``, ``rmse``\n\n      -  ``regression_l1``, L1 loss, aliases: ``l1``, ``mean_absolute_error``, ``mae``\n\n      -  ``huber``, `Huber loss <https://en.wikipedia.org/wiki/Huber_loss>`__\n\n      -  ``fair``, `Fair loss <https://www.kaggle.com/c/allstate-claims-severity/discussion/24520>`__\n\n      -  ``poisson``, `Poisson regression <https://en.wikipedia.org/wiki/Poisson_regression>`__\n\n      -  ``quantile``, `Quantile regression <https://en.wikipedia.org/wiki/Quantile_regression>`__\n\n      -  ``mape``, `MAPE loss <https://en.wikipedia.org/wiki/Mean_absolute_percentage_error>`__, aliases: ``mean_absolute_percentage_error``\n\n      -  ``gamma``, Gamma regression with log-link. It might be useful, e.g., for modeling insurance claims severity, or for any target that might be `gamma-distributed <https://en.wikipedia.org/wiki/Gamma_distribution#Occurrence_and_applications>`__\n\n      -  ``tweedie``, Tweedie regression with log-link. It might be useful, e.g., for modeling total loss in insurance, or for any target that might be `tweedie-distributed <https://en.wikipedia.org/wiki/Tweedie_distribution#Occurrence_and_applications>`__\n\n   -  binary classification application\n\n      -  ``binary``, binary `log loss <https://en.wikipedia.org/wiki/Cross_entropy>`__ classification (or logistic regression)\n\n      -  requires labels in {0, 1}; see ``cross-entropy`` application for general probability labels in [0, 1]\n\n   -  multi-class classification application\n\n      -  ``multiclass``, `softmax <https://en.wikipedia.org/wiki/Softmax_function>`__ objective function, aliases: ``softmax``\n\n      -  ``multiclassova``, `One-vs-All <https://en.wikipedia.org/wiki/Multiclass_classification#One-vs.-rest>`__ binary objective function, aliases: ``multiclass_ova``, ``ova``, ``ovr``\n\n      -  ``num_class`` should be set as well\n\n   -  cross-entropy application\n\n      -  ``cross_entropy``, objective function for cross-entropy (with optional linear weights), aliases: ``xentropy``\n\n      -  ``cross_entropy_lambda``, alternative parameterization of cross-entropy, aliases: ``xentlambda``\n\n      -  label is anything in interval [0, 1]\n\n   -  ranking application\n\n      -  ``lambdarank``, `lambdarank <https://proceedings.neurips.cc/paper/2006/hash/af44c4c56f385c43f2529f9b1b018f6a-Abstract.html>`__ objective. `label_gain <#label_gain>`__ can be used to set the gain (weight) of ``int`` label and all values in ``label`` must be smaller than number of elements in ``label_gain``\n\n      -  ``rank_xendcg``, `XE_NDCG_MART <https://arxiv.org/abs/1911.09798>`__ ranking objective function, aliases: ``xendcg``, ``xe_ndcg``, ``xe_ndcg_mart``, ``xendcg_mart``\n\n      -  ``rank_xendcg`` is faster than and achieves the similar performance as ``lambdarank``\n\n      -  label should be ``int`` type, and larger number represents the higher relevance (e.g. 0:bad, 1:fair, 2:good, 3:perfect)\n\n   -  custom objective function (gradients and hessians not computed directly by LightGBM)\n\n      -  ``custom``\n\n      -  must be passed through parameters explicitly in the C API\n\n      -  **Note**: cannot be used in CLI version\n\n-  ``boosting`` :raw-html:`<a id=\"boosting\" title=\"Permalink to this parameter\" href=\"#boosting\">&#x1F517;&#xFE0E;</a>`, default = ``gbdt``, type = enum, options: ``gbdt``, ``rf``, ``dart``, aliases: ``boosting_type``, ``boost``\n\n   -  ``gbdt``, traditional Gradient Boosting Decision Tree, aliases: ``gbrt``\n\n   -  ``rf``, Random Forest, aliases: ``random_forest``\n\n   -  ``dart``, `Dropouts meet Multiple Additive Regression Trees <https://arxiv.org/abs/1505.01866>`__\n\n      -  **Note**: internally, LightGBM uses ``gbdt`` mode for the first ``1 / learning_rate`` iterations\n\n-  ``data_sample_strategy`` :raw-html:`<a id=\"data_sample_strategy\" title=\"Permalink to this parameter\" href=\"#data_sample_strategy\">&#x1F517;&#xFE0E;</a>`, default = ``bagging``, type = enum, options: ``bagging``, ``goss``\n\n   -  ``bagging``, Randomly Bagging Sampling\n\n      -  **Note**: ``bagging`` is only effective when ``bagging_freq > 0`` and ``bagging_fraction < 1.0``\n\n   -  ``goss``, Gradient-based One-Side Sampling\n\n   -  *New in version 4.0.0*\n\n-  ``data`` :raw-html:`<a id=\"data\" title=\"Permalink to this parameter\" href=\"#data\">&#x1F517;&#xFE0E;</a>`, default = ``\"\"``, type = string, aliases: ``train``, ``train_data``, ``train_data_file``, ``data_filename``\n\n   -  path of training data, LightGBM will train from this data\n\n   -  **Note**: can be used only in CLI version\n\n-  ``valid`` :raw-html:`<a id=\"valid\" title=\"Permalink to this parameter\" href=\"#valid\">&#x1F517;&#xFE0E;</a>`, default = ``\"\"``, type = string, aliases: ``test``, ``valid_data``, ``valid_data_file``, ``test_data``, ``test_data_file``, ``valid_filenames``\n\n   -  path(s) of validation/test data, LightGBM will output metrics for these data\n\n   -  support multiple validation data, separated by ``,``\n\n   -  **Note**: can be used only in CLI version\n\n-  ``num_iterations`` :raw-html:`<a id=\"num_iterations\" title=\"Permalink to this parameter\" href=\"#num_iterations\">&#x1F517;&#xFE0E;</a>`, default = ``100``, type = int, aliases: ``num_iteration``, ``n_iter``, ``num_tree``, ``num_trees``, ``num_round``, ``num_rounds``, ``nrounds``, ``num_boost_round``, ``n_estimators``, ``max_iter``, constraints: ``num_iterations >= 0``\n\n   -  number of boosting iterations\n\n   -  **Note**: internally, LightGBM constructs ``num_class * num_iterations`` trees for multi-class classification problems\n\n-  ``learning_rate`` :raw-html:`<a id=\"learning_rate\" title=\"Permalink to this parameter\" href=\"#learning_rate\">&#x1F517;&#xFE0E;</a>`, default = ``0.1``, type = double, aliases: ``shrinkage_rate``, ``eta``, constraints: ``learning_rate > 0.0``\n\n   -  shrinkage rate\n\n   -  in ``dart``, it also affects on normalization weights of dropped trees\n\n-  ``num_leaves`` :raw-html:`<a id=\"num_leaves\" title=\"Permalink to this parameter\" href=\"#num_leaves\">&#x1F517;&#xFE0E;</a>`, default = ``31``, type = int, aliases: ``num_leaf``, ``max_leaves``, ``max_leaf``, ``max_leaf_nodes``, constraints: ``1 < num_leaves <= 131072``\n\n   -  max number of leaves in one tree\n\n-  ``tree_learner`` :raw-html:`<a id=\"tree_learner\" title=\"Permalink to this parameter\" href=\"#tree_learner\">&#x1F517;&#xFE0E;</a>`, default = ``serial``, type = enum, options: ``serial``, ``feature``, ``data``, ``voting``, aliases: ``tree``, ``tree_type``, ``tree_learner_type``\n\n   -  ``serial``, single machine tree learner\n\n   -  ``feature``, feature parallel tree learner, aliases: ``feature_parallel``\n\n   -  ``data``, data parallel tree learner, aliases: ``data_parallel``\n\n   -  ``voting``, voting parallel tree learner, aliases: ``voting_parallel``\n\n   -  refer to `Distributed Learning Guide <./Parallel-Learning-Guide.rst>`__ to get more details\n\n-  ``num_threads`` :raw-html:`<a id=\"num_threads\" title=\"Permalink to this parameter\" href=\"#num_threads\">&#x1F517;&#xFE0E;</a>`, default = ``0``, type = int, aliases: ``num_thread``, ``nthread``, ``nthreads``, ``n_jobs``\n\n   -  used only in ``train``, ``prediction`` and ``refit`` tasks or in correspondent functions of language-specific packages\n\n   -  number of threads for LightGBM\n\n   -  ``0`` means default number of threads in OpenMP\n\n   -  for the best speed, set this to the number of **real CPU cores**, not the number of threads (most CPUs use `hyper-threading <https://en.wikipedia.org/wiki/Hyper-threading>`__ to generate 2 threads per CPU core)\n\n   -  do not set it too large if your dataset is small (for instance, do not use 64 threads for a dataset with 10,000 rows)\n\n   -  be aware a task manager or any similar CPU monitoring tool might report that cores not being fully utilized. **This is normal**\n\n   -  for distributed learning, do not use all CPU cores because this will cause poor performance for the network communication\n\n   -  **Note**: please **don't** change this during training, especially when running multiple jobs simultaneously by external packages, otherwise it may cause undesirable errors\n\n-  ``device_type`` :raw-html:`<a id=\"device_type\" title=\"Permalink to this parameter\" href=\"#device_type\">&#x1F517;&#xFE0E;</a>`, default = ``cpu``, type = enum, options: ``cpu``, ``gpu``, ``cuda``, aliases: ``device``\n\n   -  device for the tree learning\n\n   -  ``cpu`` supports all LightGBM functionality and is portable across the widest range of operating systems and hardware\n\n   -  ``cuda`` offers faster training than ``gpu`` or ``cpu``, but only works on GPUs supporting CUDA or ROCm\n\n   -  ``gpu`` can be faster than ``cpu`` and works on a wider range of GPUs than CUDA\n\n   -  **Note**: it is recommended to use the smaller ``max_bin`` (e.g. 63) to get the better speed up\n\n   -  **Note**: for the faster speed, GPU uses 32-bit float point to sum up by default, so this may affect the accuracy for some tasks. You can set ``gpu_use_dp=true`` to enable 64-bit float point, but it will slow down the training\n\n   -  **Note**: refer to `Installation Guide <./Installation-Guide.rst>`__ to build LightGBM with GPU, CUDA, or ROCm support\n\n-  ``seed`` :raw-html:`<a id=\"seed\" title=\"Permalink to this parameter\" href=\"#seed\">&#x1F517;&#xFE0E;</a>`, default = ``None``, type = int, aliases: ``random_seed``, ``random_state``\n\n   -  this seed is used to generate other seeds, e.g. ``data_random_seed``, ``feature_fraction_seed``, etc.\n\n   -  by default, this seed is unused in favor of default values of other seeds\n\n   -  this seed has lower priority in comparison with other seeds, which means that it will be overridden, if you set other seeds explicitly\n\n-  ``deterministic`` :raw-html:`<a id=\"deterministic\" title=\"Permalink to this parameter\" href=\"#deterministic\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool\n\n   -  used only with ``cpu`` device type\n\n   -  setting this to ``true`` should ensure the stable results when using the same data and the same parameters (and different ``num_threads``)\n\n   -  when you use the different seeds, different LightGBM versions, the binaries compiled by different compilers, or in different systems, the results are expected to be different\n\n   -  you can `raise issues <https://github.com/lightgbm-org/LightGBM/issues>`__ in LightGBM GitHub repo when you meet the unstable results\n\n   -  **Note**: setting this to ``true`` may slow down the training\n\n   -  **Note**: to avoid potential instability due to numerical issues, please set ``force_col_wise=true`` or ``force_row_wise=true`` when setting ``deterministic=true``\n\nLearning Control Parameters\n---------------------------\n\n-  ``force_col_wise`` :raw-html:`<a id=\"force_col_wise\" title=\"Permalink to this parameter\" href=\"#force_col_wise\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool\n\n   -  used only with ``cpu`` device type\n\n   -  set this to ``true`` to force col-wise histogram building\n\n   -  enabling this is recommended when:\n\n      -  the number of columns is large, or the total number of bins is large\n\n      -  ``num_threads`` is large, e.g. ``> 20``\n\n      -  you want to reduce memory cost\n\n   -  **Note**: when both ``force_col_wise`` and ``force_row_wise`` are ``false``, LightGBM will firstly try them both, and then use the faster one. To remove the overhead of testing set the faster one to ``true`` manually\n\n   -  **Note**: this parameter cannot be used at the same time with ``force_row_wise``, choose only one of them\n\n-  ``force_row_wise`` :raw-html:`<a id=\"force_row_wise\" title=\"Permalink to this parameter\" href=\"#force_row_wise\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool\n\n   -  used only with ``cpu`` device type\n\n   -  set this to ``true`` to force row-wise histogram building\n\n   -  enabling this is recommended when:\n\n      -  the number of data points is large, and the total number of bins is relatively small\n\n      -  ``num_threads`` is relatively small, e.g. ``<= 16``\n\n      -  you want to use small ``bagging_fraction`` or ``goss`` sample strategy to speed up\n\n   -  **Note**: setting this to ``true`` will double the memory cost for Dataset object. If you have not enough memory, you can try setting ``force_col_wise=true``\n\n   -  **Note**: when both ``force_col_wise`` and ``force_row_wise`` are ``false``, LightGBM will firstly try them both, and then use the faster one. To remove the overhead of testing set the faster one to ``true`` manually\n\n   -  **Note**: this parameter cannot be used at the same time with ``force_col_wise``, choose only one of them\n\n-  ``histogram_pool_size`` :raw-html:`<a id=\"histogram_pool_size\" title=\"Permalink to this parameter\" href=\"#histogram_pool_size\">&#x1F517;&#xFE0E;</a>`, default = ``-1.0``, type = double, aliases: ``hist_pool_size``\n\n   -  max cache size in MB for historical histogram\n\n   -  ``< 0`` means no limit\n\n-  ``max_depth`` :raw-html:`<a id=\"max_depth\" title=\"Permalink to this parameter\" href=\"#max_depth\">&#x1F517;&#xFE0E;</a>`, default = ``-1``, type = int\n\n   -  limit the max depth for tree model. This is used to deal with over-fitting when ``#data`` is small. Tree still grows leaf-wise\n\n   -  ``<= 0`` means no limit\n\n-  ``min_data_in_leaf`` :raw-html:`<a id=\"min_data_in_leaf\" title=\"Permalink to this parameter\" href=\"#min_data_in_leaf\">&#x1F517;&#xFE0E;</a>`, default = ``20``, type = int, aliases: ``min_data_per_leaf``, ``min_data``, ``min_child_samples``, ``min_samples_leaf``, constraints: ``min_data_in_leaf >= 0``\n\n   -  minimal number of data in one leaf. Can be used to deal with over-fitting\n\n   -  **Note**: this is an approximation based on the Hessian, so occasionally you may observe splits which produce leaf nodes that have less than this many observations\n\n-  ``min_sum_hessian_in_leaf`` :raw-html:`<a id=\"min_sum_hessian_in_leaf\" title=\"Permalink to this parameter\" href=\"#min_sum_hessian_in_leaf\">&#x1F517;&#xFE0E;</a>`, default = ``1e-3``, type = double, aliases: ``min_sum_hessian_per_leaf``, ``min_sum_hessian``, ``min_hessian``, ``min_child_weight``, constraints: ``min_sum_hessian_in_leaf >= 0.0``\n\n   -  minimal sum hessian in one leaf. Like ``min_data_in_leaf``, it can be used to deal with over-fitting\n\n-  ``bagging_fraction`` :raw-html:`<a id=\"bagging_fraction\" title=\"Permalink to this parameter\" href=\"#bagging_fraction\">&#x1F517;&#xFE0E;</a>`, default = ``1.0``, type = double, aliases: ``sub_row``, ``subsample``, ``bagging``, constraints: ``0.0 < bagging_fraction <= 1.0``\n\n   -  like ``feature_fraction``, but this will randomly select part of data without resampling\n\n   -  can be used to speed up training\n\n   -  can be used to deal with over-fitting\n\n   -  **Note**: to enable bagging, ``bagging_freq`` should be set to a non zero value as well\n\n-  ``pos_bagging_fraction`` :raw-html:`<a id=\"pos_bagging_fraction\" title=\"Permalink to this parameter\" href=\"#pos_bagging_fraction\">&#x1F517;&#xFE0E;</a>`, default = ``1.0``, type = double, aliases: ``pos_sub_row``, ``pos_subsample``, ``pos_bagging``, constraints: ``0.0 < pos_bagging_fraction <= 1.0``\n\n   -  used only in ``binary`` application\n\n   -  used for imbalanced binary classification problem, will randomly sample ``#pos_samples * pos_bagging_fraction`` positive samples in bagging\n\n   -  should be used together with ``neg_bagging_fraction``\n\n   -  set this to ``1.0`` to disable\n\n   -  **Note**: to enable this, you need to set ``bagging_freq`` and ``neg_bagging_fraction`` as well\n\n   -  **Note**: if both ``pos_bagging_fraction`` and ``neg_bagging_fraction`` are set to ``1.0``,  balanced bagging is disabled\n\n   -  **Note**: if balanced bagging is enabled, ``bagging_fraction`` will be ignored\n\n-  ``neg_bagging_fraction`` :raw-html:`<a id=\"neg_bagging_fraction\" title=\"Permalink to this parameter\" href=\"#neg_bagging_fraction\">&#x1F517;&#xFE0E;</a>`, default = ``1.0``, type = double, aliases: ``neg_sub_row``, ``neg_subsample``, ``neg_bagging``, constraints: ``0.0 < neg_bagging_fraction <= 1.0``\n\n   -  used only in ``binary`` application\n\n   -  used for imbalanced binary classification problem, will randomly sample ``#neg_samples * neg_bagging_fraction`` negative samples in bagging\n\n   -  should be used together with ``pos_bagging_fraction``\n\n   -  set this to ``1.0`` to disable\n\n   -  **Note**: to enable this, you need to set ``bagging_freq`` and ``pos_bagging_fraction`` as well\n\n   -  **Note**: if both ``pos_bagging_fraction`` and ``neg_bagging_fraction`` are set to ``1.0``,  balanced bagging is disabled\n\n   -  **Note**: if balanced bagging is enabled, ``bagging_fraction`` will be ignored\n\n-  ``bagging_freq`` :raw-html:`<a id=\"bagging_freq\" title=\"Permalink to this parameter\" href=\"#bagging_freq\">&#x1F517;&#xFE0E;</a>`, default = ``0``, type = int, aliases: ``subsample_freq``\n\n   -  frequency for bagging\n\n   -  ``0`` means disable bagging; ``k`` means perform bagging at every ``k`` iteration. Every ``k``-th iteration, LightGBM will randomly select ``bagging_fraction * 100%`` of the data to use for the next ``k`` iterations\n\n   -  **Note**: bagging is only effective when ``0.0 < bagging_fraction < 1.0``\n\n-  ``bagging_seed`` :raw-html:`<a id=\"bagging_seed\" title=\"Permalink to this parameter\" href=\"#bagging_seed\">&#x1F517;&#xFE0E;</a>`, default = ``3``, type = int, aliases: ``bagging_fraction_seed``\n\n   -  random seed for bagging\n\n-  ``bagging_by_query`` :raw-html:`<a id=\"bagging_by_query\" title=\"Permalink to this parameter\" href=\"#bagging_by_query\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool\n\n   -  whether to do bagging sample by query\n\n   -  *New in version 4.6.0*\n\n-  ``feature_fraction`` :raw-html:`<a id=\"feature_fraction\" title=\"Permalink to this parameter\" href=\"#feature_fraction\">&#x1F517;&#xFE0E;</a>`, default = ``1.0``, type = double, aliases: ``sub_feature``, ``colsample_bytree``, constraints: ``0.0 < feature_fraction <= 1.0``\n\n   -  LightGBM will randomly select a subset of features on each iteration (tree) if ``feature_fraction`` is smaller than ``1.0``. For example, if you set it to ``0.8``, LightGBM will select 80% of features before training each tree\n\n   -  can be used to speed up training\n\n   -  can be used to deal with over-fitting\n\n-  ``feature_fraction_bynode`` :raw-html:`<a id=\"feature_fraction_bynode\" title=\"Permalink to this parameter\" href=\"#feature_fraction_bynode\">&#x1F517;&#xFE0E;</a>`, default = ``1.0``, type = double, aliases: ``sub_feature_bynode``, ``colsample_bynode``, constraints: ``0.0 < feature_fraction_bynode <= 1.0``\n\n   -  LightGBM will randomly select a subset of features on each tree node if ``feature_fraction_bynode`` is smaller than ``1.0``. For example, if you set it to ``0.8``, LightGBM will select 80% of features at each tree node\n\n   -  can be used to deal with over-fitting\n\n   -  **Note**: unlike ``feature_fraction``, this cannot speed up training\n\n   -  **Note**: if both ``feature_fraction`` and ``feature_fraction_bynode`` are smaller than ``1.0``, the final fraction of each node is ``feature_fraction * feature_fraction_bynode``\n\n-  ``feature_fraction_seed`` :raw-html:`<a id=\"feature_fraction_seed\" title=\"Permalink to this parameter\" href=\"#feature_fraction_seed\">&#x1F517;&#xFE0E;</a>`, default = ``2``, type = int\n\n   -  random seed for ``feature_fraction``\n\n-  ``extra_trees`` :raw-html:`<a id=\"extra_trees\" title=\"Permalink to this parameter\" href=\"#extra_trees\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool, aliases: ``extra_tree``\n\n   -  use extremely randomized trees\n\n   -  if set to ``true``, when evaluating node splits LightGBM will check only one randomly-chosen threshold for each feature\n\n   -  can be used to speed up training\n\n   -  can be used to deal with over-fitting\n\n-  ``extra_seed`` :raw-html:`<a id=\"extra_seed\" title=\"Permalink to this parameter\" href=\"#extra_seed\">&#x1F517;&#xFE0E;</a>`, default = ``6``, type = int\n\n   -  random seed for selecting thresholds when ``extra_trees`` is true\n\n-  ``early_stopping_round`` :raw-html:`<a id=\"early_stopping_round\" title=\"Permalink to this parameter\" href=\"#early_stopping_round\">&#x1F517;&#xFE0E;</a>`, default = ``0``, type = int, aliases: ``early_stopping_rounds``, ``early_stopping``, ``n_iter_no_change``\n\n   -  will stop training if one metric of one validation data doesn't improve in last ``early_stopping_round`` rounds\n\n   -  ``<= 0`` means disable\n\n   -  can be used to speed up training\n\n-  ``early_stopping_min_delta`` :raw-html:`<a id=\"early_stopping_min_delta\" title=\"Permalink to this parameter\" href=\"#early_stopping_min_delta\">&#x1F517;&#xFE0E;</a>`, default = ``0.0``, type = double, constraints: ``early_stopping_min_delta >= 0.0``\n\n   -  when early stopping is used (i.e. ``early_stopping_round > 0``), require the early stopping metric to improve by at least this delta to be considered an improvement\n\n   -  *New in version 4.4.0*\n\n-  ``first_metric_only`` :raw-html:`<a id=\"first_metric_only\" title=\"Permalink to this parameter\" href=\"#first_metric_only\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool\n\n   -  LightGBM allows you to provide multiple evaluation metrics. Set this to ``true``, if you want to use only the first metric for early stopping\n\n-  ``max_delta_step`` :raw-html:`<a id=\"max_delta_step\" title=\"Permalink to this parameter\" href=\"#max_delta_step\">&#x1F517;&#xFE0E;</a>`, default = ``0.0``, type = double, aliases: ``max_tree_output``, ``max_leaf_output``\n\n   -  used to limit the max output of tree leaves\n\n   -  ``<= 0`` means no constraint\n\n   -  the final max output of leaves is ``learning_rate * max_delta_step``\n\n-  ``lambda_l1`` :raw-html:`<a id=\"lambda_l1\" title=\"Permalink to this parameter\" href=\"#lambda_l1\">&#x1F517;&#xFE0E;</a>`, default = ``0.0``, type = double, aliases: ``reg_alpha``, ``l1_regularization``, constraints: ``lambda_l1 >= 0.0``\n\n   -  L1 regularization\n\n-  ``lambda_l2`` :raw-html:`<a id=\"lambda_l2\" title=\"Permalink to this parameter\" href=\"#lambda_l2\">&#x1F517;&#xFE0E;</a>`, default = ``0.0``, type = double, aliases: ``reg_lambda``, ``lambda``, ``l2_regularization``, constraints: ``lambda_l2 >= 0.0``\n\n   -  L2 regularization\n\n-  ``linear_lambda`` :raw-html:`<a id=\"linear_lambda\" title=\"Permalink to this parameter\" href=\"#linear_lambda\">&#x1F517;&#xFE0E;</a>`, default = ``0.0``, type = double, constraints: ``linear_lambda >= 0.0``\n\n   -  linear tree regularization, corresponds to the parameter ``lambda`` in Eq. 3 of `Gradient Boosting with Piece-Wise Linear Regression Trees <https://arxiv.org/abs/1802.05640>`__\n\n-  ``min_gain_to_split`` :raw-html:`<a id=\"min_gain_to_split\" title=\"Permalink to this parameter\" href=\"#min_gain_to_split\">&#x1F517;&#xFE0E;</a>`, default = ``0.0``, type = double, aliases: ``min_split_gain``, constraints: ``min_gain_to_split >= 0.0``\n\n   -  the minimal gain to perform split\n\n   -  can be used to speed up training\n\n-  ``drop_rate`` :raw-html:`<a id=\"drop_rate\" title=\"Permalink to this parameter\" href=\"#drop_rate\">&#x1F517;&#xFE0E;</a>`, default = ``0.1``, type = double, aliases: ``rate_drop``, constraints: ``0.0 <= drop_rate <= 1.0``\n\n   -  used only in ``dart``\n\n   -  dropout rate: a fraction of previous trees to drop during the dropout\n\n-  ``max_drop`` :raw-html:`<a id=\"max_drop\" title=\"Permalink to this parameter\" href=\"#max_drop\">&#x1F517;&#xFE0E;</a>`, default = ``50``, type = int\n\n   -  used only in ``dart``\n\n   -  max number of dropped trees during one boosting iteration\n\n   -  ``<=0`` means no limit\n\n-  ``skip_drop`` :raw-html:`<a id=\"skip_drop\" title=\"Permalink to this parameter\" href=\"#skip_drop\">&#x1F517;&#xFE0E;</a>`, default = ``0.5``, type = double, constraints: ``0.0 <= skip_drop <= 1.0``\n\n   -  used only in ``dart``\n\n   -  probability of skipping the dropout procedure during a boosting iteration\n\n-  ``xgboost_dart_mode`` :raw-html:`<a id=\"xgboost_dart_mode\" title=\"Permalink to this parameter\" href=\"#xgboost_dart_mode\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool\n\n   -  used only in ``dart``\n\n   -  set this to ``true``, if you want to use XGBoost DART mode\n\n-  ``uniform_drop`` :raw-html:`<a id=\"uniform_drop\" title=\"Permalink to this parameter\" href=\"#uniform_drop\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool\n\n   -  used only in ``dart``\n\n   -  set this to ``true``, if you want to use uniform drop\n\n-  ``drop_seed`` :raw-html:`<a id=\"drop_seed\" title=\"Permalink to this parameter\" href=\"#drop_seed\">&#x1F517;&#xFE0E;</a>`, default = ``4``, type = int\n\n   -  used only in ``dart``\n\n   -  random seed to choose dropping models\n\n-  ``top_rate`` :raw-html:`<a id=\"top_rate\" title=\"Permalink to this parameter\" href=\"#top_rate\">&#x1F517;&#xFE0E;</a>`, default = ``0.2``, type = double, constraints: ``0.0 <= top_rate <= 1.0``\n\n   -  used only in ``goss``\n\n   -  the retain ratio of large gradient data\n\n-  ``other_rate`` :raw-html:`<a id=\"other_rate\" title=\"Permalink to this parameter\" href=\"#other_rate\">&#x1F517;&#xFE0E;</a>`, default = ``0.1``, type = double, constraints: ``0.0 <= other_rate <= 1.0``\n\n   -  used only in ``goss``\n\n   -  the retain ratio of small gradient data\n\n-  ``min_data_per_group`` :raw-html:`<a id=\"min_data_per_group\" title=\"Permalink to this parameter\" href=\"#min_data_per_group\">&#x1F517;&#xFE0E;</a>`, default = ``100``, type = int, constraints: ``min_data_per_group > 0``\n\n   -  used for the categorical features\n\n   -  minimal number of data per categorical group\n\n-  ``max_cat_threshold`` :raw-html:`<a id=\"max_cat_threshold\" title=\"Permalink to this parameter\" href=\"#max_cat_threshold\">&#x1F517;&#xFE0E;</a>`, default = ``32``, type = int, constraints: ``max_cat_threshold > 0``\n\n   -  used for the categorical features\n\n   -  limit number of split points considered for categorical features. See `the documentation on how LightGBM finds optimal splits for categorical features <./Features.rst#optimal-split-for-categorical-features>`_ for more details\n\n   -  can be used to speed up training\n\n-  ``cat_l2`` :raw-html:`<a id=\"cat_l2\" title=\"Permalink to this parameter\" href=\"#cat_l2\">&#x1F517;&#xFE0E;</a>`, default = ``10.0``, type = double, constraints: ``cat_l2 >= 0.0``\n\n   -  used for the categorical features\n\n   -  L2 regularization in categorical split\n\n-  ``cat_smooth`` :raw-html:`<a id=\"cat_smooth\" title=\"Permalink to this parameter\" href=\"#cat_smooth\">&#x1F517;&#xFE0E;</a>`, default = ``10.0``, type = double, constraints: ``cat_smooth >= 0.0``\n\n   -  used for the categorical features\n\n   -  this can reduce the effect of noises in categorical features, especially for categories with few data\n\n-  ``max_cat_to_onehot`` :raw-html:`<a id=\"max_cat_to_onehot\" title=\"Permalink to this parameter\" href=\"#max_cat_to_onehot\">&#x1F517;&#xFE0E;</a>`, default = ``4``, type = int, constraints: ``max_cat_to_onehot > 0``\n\n   -  used for the categorical features\n\n   -  when number of categories of one feature smaller than or equal to ``max_cat_to_onehot``, one-vs-other split algorithm will be used\n\n-  ``top_k`` :raw-html:`<a id=\"top_k\" title=\"Permalink to this parameter\" href=\"#top_k\">&#x1F517;&#xFE0E;</a>`, default = ``20``, type = int, aliases: ``topk``, constraints: ``top_k > 0``\n\n   -  used only in ``voting`` tree learner, refer to `Voting parallel <./Parallel-Learning-Guide.rst#choose-appropriate-parallel-algorithm>`__\n\n   -  set this to larger value for more accurate result, but it will slow down the training speed\n\n-  ``monotone_constraints`` :raw-html:`<a id=\"monotone_constraints\" title=\"Permalink to this parameter\" href=\"#monotone_constraints\">&#x1F517;&#xFE0E;</a>`, default = ``None``, type = multi-int, aliases: ``mc``, ``monotone_constraint``, ``monotonic_cst``\n\n   -  used for constraints of monotonic features\n\n   -  ``1`` means increasing, ``-1`` means decreasing, ``0`` means non-constraint\n\n   -  you need to specify all features in order. For example, ``mc=-1,0,1`` means decreasing for the 1st feature, non-constraint for the 2nd feature and increasing for the 3rd feature\n\n-  ``monotone_constraints_method`` :raw-html:`<a id=\"monotone_constraints_method\" title=\"Permalink to this parameter\" href=\"#monotone_constraints_method\">&#x1F517;&#xFE0E;</a>`, default = ``basic``, type = enum, options: ``basic``, ``intermediate``, ``advanced``, aliases: ``monotone_constraining_method``, ``mc_method``\n\n   -  used only if ``monotone_constraints`` is set\n\n   -  monotone constraints method\n\n      -  ``basic``, the most basic monotone constraints method. It does not slow down the training speed at all, but over-constrains the predictions\n\n      -  ``intermediate``, a `more advanced method <https://hal.science/hal-02862802/document>`__, which may slow down the training speed very slightly. However, this method is much less constraining than the basic method and should significantly improve the results\n\n      -  ``advanced``, an `even more advanced method <https://hal.science/hal-02862802/document>`__, which may slow down the training speed. However, this method is even less constraining than the intermediate method and should again significantly improve the results\n\n-  ``monotone_penalty`` :raw-html:`<a id=\"monotone_penalty\" title=\"Permalink to this parameter\" href=\"#monotone_penalty\">&#x1F517;&#xFE0E;</a>`, default = ``0.0``, type = double, aliases: ``monotone_splits_penalty``, ``ms_penalty``, ``mc_penalty``, constraints: ``monotone_penalty >= 0.0``\n\n   -  used only if ``monotone_constraints`` is set\n\n   -  `monotone penalty <https://hal.science/hal-02862802/document>`__: a penalization parameter X forbids any monotone splits on the first X (rounded down) level(s) of the tree. The penalty applied to monotone splits on a given depth is a continuous, increasing function the penalization parameter\n\n   -  if ``0.0`` (the default), no penalization is applied\n\n-  ``feature_contri`` :raw-html:`<a id=\"feature_contri\" title=\"Permalink to this parameter\" href=\"#feature_contri\">&#x1F517;&#xFE0E;</a>`, default = ``None``, type = multi-double, aliases: ``feature_contrib``, ``fc``, ``fp``, ``feature_penalty``\n\n   -  used to control feature's split gain, will use ``gain[i] = max(0, feature_contri[i]) * gain[i]`` to replace the split gain of i-th feature\n\n   -  you need to specify all features in order\n\n-  ``forcedsplits_filename`` :raw-html:`<a id=\"forcedsplits_filename\" title=\"Permalink to this parameter\" href=\"#forcedsplits_filename\">&#x1F517;&#xFE0E;</a>`, default = ``\"\"``, type = string, aliases: ``fs``, ``forced_splits_filename``, ``forced_splits_file``, ``forced_splits``\n\n   -  path to a ``.json`` file that specifies splits to force at the top of every decision tree before best-first learning commences\n\n   -  ``.json`` file can be arbitrarily nested, and each split contains ``feature``, ``threshold`` fields, as well as ``left`` and ``right`` fields representing subsplits\n\n   -  categorical splits are forced in a one-hot fashion, with ``left`` representing the split containing the feature value and ``right`` representing other values\n\n   -  **Note**: the forced split logic will be ignored, if the split makes gain worse\n\n   -  see `this file <https://github.com/lightgbm-org/LightGBM/blob/master/examples/binary_classification/forced_splits.json>`__ as an example\n\n-  ``refit_decay_rate`` :raw-html:`<a id=\"refit_decay_rate\" title=\"Permalink to this parameter\" href=\"#refit_decay_rate\">&#x1F517;&#xFE0E;</a>`, default = ``0.9``, type = double, constraints: ``0.0 <= refit_decay_rate <= 1.0``\n\n   -  decay rate of ``refit`` task, will use ``leaf_output = refit_decay_rate * old_leaf_output + (1.0 - refit_decay_rate) * new_leaf_output`` to refit trees\n\n   -  used only in ``refit`` task in CLI version or as argument in ``refit`` function in language-specific package\n\n-  ``cegb_tradeoff`` :raw-html:`<a id=\"cegb_tradeoff\" title=\"Permalink to this parameter\" href=\"#cegb_tradeoff\">&#x1F517;&#xFE0E;</a>`, default = ``1.0``, type = double, constraints: ``cegb_tradeoff >= 0.0``\n\n   -  cost-effective gradient boosting multiplier for all penalties\n\n-  ``cegb_penalty_split`` :raw-html:`<a id=\"cegb_penalty_split\" title=\"Permalink to this parameter\" href=\"#cegb_penalty_split\">&#x1F517;&#xFE0E;</a>`, default = ``0.0``, type = double, constraints: ``cegb_penalty_split >= 0.0``\n\n   -  cost-effective gradient-boosting penalty for splitting a node\n\n-  ``cegb_penalty_feature_lazy`` :raw-html:`<a id=\"cegb_penalty_feature_lazy\" title=\"Permalink to this parameter\" href=\"#cegb_penalty_feature_lazy\">&#x1F517;&#xFE0E;</a>`, default = ``0,0,...,0``, type = multi-double\n\n   -  cost-effective gradient boosting penalty for using a feature\n\n   -  applied per data point\n\n-  ``cegb_penalty_feature_coupled`` :raw-html:`<a id=\"cegb_penalty_feature_coupled\" title=\"Permalink to this parameter\" href=\"#cegb_penalty_feature_coupled\">&#x1F517;&#xFE0E;</a>`, default = ``0,0,...,0``, type = multi-double\n\n   -  cost-effective gradient boosting penalty for using a feature\n\n   -  applied once per forest\n\n-  ``path_smooth`` :raw-html:`<a id=\"path_smooth\" title=\"Permalink to this parameter\" href=\"#path_smooth\">&#x1F517;&#xFE0E;</a>`, default = ``0``, type = double, constraints: ``path_smooth >=  0.0``\n\n   -  controls smoothing applied to tree nodes\n\n   -  helps prevent overfitting on leaves with few samples\n\n   -  if ``0.0`` (the default), no smoothing is applied\n\n   -  if ``path_smooth > 0`` then ``min_data_in_leaf`` must be at least ``2``\n\n   -  larger values give stronger regularization\n\n      -  the weight of each node is ``w * (n / path_smooth) / (n / path_smooth + 1) + w_p / (n / path_smooth + 1)``, where ``n`` is the number of samples in the node, ``w`` is the optimal node weight to minimise the loss (approximately ``-sum_gradients / sum_hessians``), and ``w_p`` is the weight of the parent node\n\n      -  note that the parent output ``w_p`` itself has smoothing applied, unless it is the root node, so that the smoothing effect accumulates with the tree depth\n\n-  ``interaction_constraints`` :raw-html:`<a id=\"interaction_constraints\" title=\"Permalink to this parameter\" href=\"#interaction_constraints\">&#x1F517;&#xFE0E;</a>`, default = ``\"\"``, type = string\n\n   -  controls which features can appear in the same branch\n\n   -  by default interaction constraints are disabled, to enable them you can specify\n\n      -  for CLI, lists separated by commas, e.g. ``[0,1,2],[2,3]``\n\n      -  for Python-package, list of lists, e.g. ``[[0, 1, 2], [2, 3]]``\n\n      -  for R-package, list of character or numeric vectors, e.g. ``list(c(\"var1\", \"var2\", \"var3\"), c(\"var3\", \"var4\"))`` or ``list(c(1L, 2L, 3L), c(3L, 4L))``. Numeric vectors should use 1-based indexing, where ``1L`` is the first feature, ``2L`` is the second feature, etc.\n\n   -  any two features can only appear in the same branch only if there exists a constraint containing both features\n\n-  ``verbosity`` :raw-html:`<a id=\"verbosity\" title=\"Permalink to this parameter\" href=\"#verbosity\">&#x1F517;&#xFE0E;</a>`, default = ``1``, type = int, aliases: ``verbose``\n\n   -  controls the level of LightGBM's verbosity\n\n   -  ``< 0``: Fatal, ``= 0``: Error (Warning), ``= 1``: Info, ``> 1``: Debug\n\n-  ``input_model`` :raw-html:`<a id=\"input_model\" title=\"Permalink to this parameter\" href=\"#input_model\">&#x1F517;&#xFE0E;</a>`, default = ``\"\"``, type = string, aliases: ``model_input``, ``model_in``\n\n   -  filename of input model\n\n   -  for ``prediction`` task, this model will be applied to prediction data\n\n   -  for ``train`` task, training will be continued from this model\n\n   -  **Note**: can be used only in CLI version\n\n-  ``output_model`` :raw-html:`<a id=\"output_model\" title=\"Permalink to this parameter\" href=\"#output_model\">&#x1F517;&#xFE0E;</a>`, default = ``LightGBM_model.txt``, type = string, aliases: ``model_output``, ``model_out``\n\n   -  filename of output model in training\n\n   -  **Note**: can be used only in CLI version\n\n-  ``saved_feature_importance_type`` :raw-html:`<a id=\"saved_feature_importance_type\" title=\"Permalink to this parameter\" href=\"#saved_feature_importance_type\">&#x1F517;&#xFE0E;</a>`, default = ``0``, type = int\n\n   -  the feature importance type in the saved model file\n\n   -  ``0``: count-based feature importance (numbers of splits are counted); ``1``: gain-based feature importance (values of gain are counted)\n\n   -  **Note**: can be used only in CLI version\n\n-  ``snapshot_freq`` :raw-html:`<a id=\"snapshot_freq\" title=\"Permalink to this parameter\" href=\"#snapshot_freq\">&#x1F517;&#xFE0E;</a>`, default = ``-1``, type = int, aliases: ``save_period``\n\n   -  frequency of saving model file snapshot\n\n   -  set this to positive value to enable this function. For example, the model file will be snapshotted at each iteration if ``snapshot_freq=1``\n\n   -  **Note**: can be used only in CLI version\n\n-  ``use_quantized_grad`` :raw-html:`<a id=\"use_quantized_grad\" title=\"Permalink to this parameter\" href=\"#use_quantized_grad\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool\n\n   -  whether to use gradient quantization when training\n\n   -  enabling this will discretize (quantize) the gradients and hessians into bins of ``num_grad_quant_bins``\n\n   -  with quantized training, most arithmetics in the training process will be integer operations\n\n   -  gradient quantization can accelerate training, with little accuracy drop in most cases\n\n   -  **Note**: works only with ``cpu`` and ``cuda`` device type\n\n   -  *New in version 4.0.0*\n\n-  ``num_grad_quant_bins`` :raw-html:`<a id=\"num_grad_quant_bins\" title=\"Permalink to this parameter\" href=\"#num_grad_quant_bins\">&#x1F517;&#xFE0E;</a>`, default = ``4``, type = int\n\n   -  used only if ``use_quantized_grad=true``\n\n   -  number of bins to quantization gradients and hessians\n\n   -  with more bins, the quantized training will be closer to full precision training\n\n   -  **Note**: works only with ``cpu`` and ``cuda`` device type\n\n   -  *New in version 4.0.0*\n\n-  ``quant_train_renew_leaf`` :raw-html:`<a id=\"quant_train_renew_leaf\" title=\"Permalink to this parameter\" href=\"#quant_train_renew_leaf\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool\n\n   -  used only if ``use_quantized_grad=true``\n\n   -  whether to renew the leaf values with original gradients when quantized training\n\n   -  renewing is very helpful for good quantized training accuracy for ranking objectives\n\n   -  **Note**: works only with ``cpu`` and ``cuda`` device type\n\n   -  *New in version 4.0.0*\n\n-  ``stochastic_rounding`` :raw-html:`<a id=\"stochastic_rounding\" title=\"Permalink to this parameter\" href=\"#stochastic_rounding\">&#x1F517;&#xFE0E;</a>`, default = ``true``, type = bool\n\n   -  used only if ``use_quantized_grad=true``\n\n   -  whether to use stochastic rounding in gradient quantization\n\n   -  **Note**: works only with ``cpu`` and ``cuda`` device type\n\n   -  *New in version 4.0.0*\n\nIO Parameters\n-------------\n\nDataset Parameters\n~~~~~~~~~~~~~~~~~~\n\n-  ``linear_tree`` :raw-html:`<a id=\"linear_tree\" title=\"Permalink to this parameter\" href=\"#linear_tree\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool, aliases: ``linear_trees``\n\n   -  fit piecewise linear gradient boosting tree\n\n   -  tree splits are chosen in the usual way, but the model at each leaf is linear instead of constant\n\n   -  the linear model at each leaf includes all the numerical features in that leaf's branch\n\n   -  the first tree has constant leaf values\n\n   -  categorical features are used for splits as normal but are not used in the linear models\n\n   -  missing values should not be encoded as ``0``. Use ``np.nan`` for Python, ``NA`` for the CLI, and ``NA``, ``NA_real_``, or ``NA_integer_`` for R\n\n   -  it is recommended to rescale data before training so that features have similar mean and standard deviation\n\n   -  **Note**: works only with ``cpu``, ``gpu`` device type and ``serial`` tree learner\n\n   -  **Note**: ``regression_l1`` objective is not supported with linear tree boosting\n\n   -  **Note**: setting ``linear_tree=true`` significantly increases the memory use of LightGBM\n\n   -  **Note**: if you specify ``monotone_constraints``, constraints will be enforced when choosing the split points, but not when fitting the linear models on leaves\n\n-  ``max_bin`` :raw-html:`<a id=\"max_bin\" title=\"Permalink to this parameter\" href=\"#max_bin\">&#x1F517;&#xFE0E;</a>`, default = ``255``, type = int, aliases: ``max_bins``, constraints: ``max_bin > 1``\n\n   -  max number of bins that feature values will be bucketed in\n\n   -  small number of bins may reduce training accuracy but may increase general power (deal with over-fitting)\n\n   -  LightGBM will auto compress memory according to ``max_bin``. For example, LightGBM will use ``uint8_t`` for feature value if ``max_bin=255``\n\n-  ``max_bin_by_feature`` :raw-html:`<a id=\"max_bin_by_feature\" title=\"Permalink to this parameter\" href=\"#max_bin_by_feature\">&#x1F517;&#xFE0E;</a>`, default = ``None``, type = multi-int\n\n   -  max number of bins for each feature\n\n   -  if not specified, will use ``max_bin`` for all features\n\n-  ``min_data_in_bin`` :raw-html:`<a id=\"min_data_in_bin\" title=\"Permalink to this parameter\" href=\"#min_data_in_bin\">&#x1F517;&#xFE0E;</a>`, default = ``3``, type = int, constraints: ``min_data_in_bin > 0``\n\n   -  minimal number of data inside one bin\n\n   -  use this to avoid one-data-one-bin (potential over-fitting)\n\n-  ``bin_construct_sample_cnt`` :raw-html:`<a id=\"bin_construct_sample_cnt\" title=\"Permalink to this parameter\" href=\"#bin_construct_sample_cnt\">&#x1F517;&#xFE0E;</a>`, default = ``200000``, type = int, aliases: ``subsample_for_bin``, constraints: ``bin_construct_sample_cnt > 0``\n\n   -  number of data that sampled to construct feature discrete bins\n\n   -  setting this to larger value will give better training result, but may increase data loading time\n\n   -  set this to larger value if data is very sparse\n\n   -  **Note**: don't set this to small values, otherwise, you may encounter unexpected errors and poor accuracy\n\n-  ``data_random_seed`` :raw-html:`<a id=\"data_random_seed\" title=\"Permalink to this parameter\" href=\"#data_random_seed\">&#x1F517;&#xFE0E;</a>`, default = ``1``, type = int, aliases: ``data_seed``\n\n   -  random seed for sampling data to construct histogram bins\n\n-  ``is_enable_sparse`` :raw-html:`<a id=\"is_enable_sparse\" title=\"Permalink to this parameter\" href=\"#is_enable_sparse\">&#x1F517;&#xFE0E;</a>`, default = ``true``, type = bool, aliases: ``is_sparse``, ``enable_sparse``, ``sparse``\n\n   -  used to enable/disable sparse optimization\n\n-  ``enable_bundle`` :raw-html:`<a id=\"enable_bundle\" title=\"Permalink to this parameter\" href=\"#enable_bundle\">&#x1F517;&#xFE0E;</a>`, default = ``true``, type = bool, aliases: ``is_enable_bundle``, ``bundle``\n\n   -  set this to ``false`` to disable Exclusive Feature Bundling (EFB), which is described in `LightGBM: A Highly Efficient Gradient Boosting Decision Tree <https://proceedings.neurips.cc/paper/2017/hash/6449f44a102fde848669bdd9eb6b76fa-Abstract.html>`__\n\n   -  **Note**: disabling this may cause the slow training speed for sparse datasets\n\n-  ``use_missing`` :raw-html:`<a id=\"use_missing\" title=\"Permalink to this parameter\" href=\"#use_missing\">&#x1F517;&#xFE0E;</a>`, default = ``true``, type = bool\n\n   -  set this to ``false`` to disable the special handle of missing value\n\n-  ``zero_as_missing`` :raw-html:`<a id=\"zero_as_missing\" title=\"Permalink to this parameter\" href=\"#zero_as_missing\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool\n\n   -  set this to ``true`` to treat all zero as missing values (including the unshown values in LibSVM / sparse matrices)\n\n   -  set this to ``false`` to use ``na`` for representing missing values\n\n-  ``feature_pre_filter`` :raw-html:`<a id=\"feature_pre_filter\" title=\"Permalink to this parameter\" href=\"#feature_pre_filter\">&#x1F517;&#xFE0E;</a>`, default = ``true``, type = bool\n\n   -  set this to ``true`` (the default) to tell LightGBM to ignore the features that are unsplittable based on ``min_data_in_leaf``\n\n   -  as dataset object is initialized only once and cannot be changed after that, you may need to set this to ``false`` when searching parameters with ``min_data_in_leaf``, otherwise features are filtered by ``min_data_in_leaf`` firstly if you don't reconstruct dataset object\n\n   -  **Note**: setting this to ``false`` may slow down the training\n\n-  ``pre_partition`` :raw-html:`<a id=\"pre_partition\" title=\"Permalink to this parameter\" href=\"#pre_partition\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool, aliases: ``is_pre_partition``\n\n   -  used for distributed learning (excluding the ``feature_parallel`` mode)\n\n   -  ``true`` if training data are pre-partitioned, and different machines use different partitions\n\n-  ``two_round`` :raw-html:`<a id=\"two_round\" title=\"Permalink to this parameter\" href=\"#two_round\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool, aliases: ``two_round_loading``, ``use_two_round_loading``\n\n   -  set this to ``true`` if data file is too big to fit in memory\n\n   -  by default, LightGBM will map data file to memory and load features from memory. This will provide faster data loading speed, but may cause run out of memory error when the data file is very big\n\n   -  **Note**: works only in case of loading data directly from text file\n\n-  ``header`` :raw-html:`<a id=\"header\" title=\"Permalink to this parameter\" href=\"#header\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool, aliases: ``has_header``\n\n   -  set this to ``true`` if input data has header\n\n   -  **Note**: works only in case of loading data directly from text file\n\n-  ``label_column`` :raw-html:`<a id=\"label_column\" title=\"Permalink to this parameter\" href=\"#label_column\">&#x1F517;&#xFE0E;</a>`, default = ``\"\"``, type = int or string, aliases: ``label``\n\n   -  used to specify the label column\n\n   -  use number for index, e.g. ``label=0`` means column\\_0 is the label\n\n   -  add a prefix ``name:`` for column name, e.g. ``label=name:is_click``\n\n   -  if omitted, the first column in the training data is used as the label\n\n   -  **Note**: works only in case of loading data directly from text file\n\n-  ``weight_column`` :raw-html:`<a id=\"weight_column\" title=\"Permalink to this parameter\" href=\"#weight_column\">&#x1F517;&#xFE0E;</a>`, default = ``\"\"``, type = int or string, aliases: ``weight``\n\n   -  used to specify the weight column\n\n   -  use number for index, e.g. ``weight=0`` means column\\_0 is the weight\n\n   -  add a prefix ``name:`` for column name, e.g. ``weight=name:weight``\n\n   -  **Note**: works only in case of loading data directly from text file\n\n   -  **Note**: index starts from ``0`` and it doesn't count the label column when passing type is ``int``, e.g. when label is column\\_0, and weight is column\\_1, the correct parameter is ``weight=0``\n\n   -  **Note**: weights should be non-negative\n\n-  ``group_column`` :raw-html:`<a id=\"group_column\" title=\"Permalink to this parameter\" href=\"#group_column\">&#x1F517;&#xFE0E;</a>`, default = ``\"\"``, type = int or string, aliases: ``group``, ``group_id``, ``query_column``, ``query``, ``query_id``\n\n   -  used to specify the query/group id column\n\n   -  use number for index, e.g. ``query=0`` means column\\_0 is the query id\n\n   -  add a prefix ``name:`` for column name, e.g. ``query=name:query_id``\n\n   -  **Note**: works only in case of loading data directly from text file\n\n   -  **Note**: data should be grouped by query\\_id, for more information, see `Query Data <#query-data>`__\n\n   -  **Note**: index starts from ``0`` and it doesn't count the label column when passing type is ``int``, e.g. when label is column\\_0 and query\\_id is column\\_1, the correct parameter is ``query=0``\n\n-  ``ignore_column`` :raw-html:`<a id=\"ignore_column\" title=\"Permalink to this parameter\" href=\"#ignore_column\">&#x1F517;&#xFE0E;</a>`, default = ``\"\"``, type = multi-int or string, aliases: ``ignore_feature``, ``blacklist``\n\n   -  used to specify some ignoring columns in training\n\n   -  use number for index, e.g. ``ignore_column=0,1,2`` means column\\_0, column\\_1 and column\\_2 will be ignored\n\n   -  add a prefix ``name:`` for column name, e.g. ``ignore_column=name:c1,c2,c3`` means c1, c2 and c3 will be ignored\n\n   -  **Note**: works only in case of loading data directly from text file\n\n   -  **Note**: index starts from ``0`` and it doesn't count the label column when passing type is ``int``\n\n   -  **Note**: despite the fact that specified columns will be completely ignored during the training, they still should have a valid format allowing LightGBM to load file successfully\n\n-  ``categorical_feature`` :raw-html:`<a id=\"categorical_feature\" title=\"Permalink to this parameter\" href=\"#categorical_feature\">&#x1F517;&#xFE0E;</a>`, default = ``\"\"``, type = multi-int or string, aliases: ``cat_feature``, ``categorical_column``, ``cat_column``, ``categorical_features``\n\n   -  used to specify categorical features\n\n   -  use number for index, e.g. ``categorical_feature=0,1,2`` means column\\_0, column\\_1 and column\\_2 are categorical features\n\n   -  add a prefix ``name:`` for column name, e.g. ``categorical_feature=name:c1,c2,c3`` means c1, c2 and c3 are categorical features\n\n   -  **Note**: all values will be cast to ``int32`` (integer codes will be extracted from pandas categoricals in the Python-package)\n\n   -  **Note**: index starts from ``0`` and it doesn't count the label column when passing type is ``int``\n\n   -  **Note**: all values should be less than ``Int32.MaxValue`` (2147483647)\n\n   -  **Note**: using large values could be memory consuming. Tree decision rule works best when categorical features are presented by consecutive integers starting from zero\n\n   -  **Note**: all negative values will be treated as **missing values**\n\n   -  **Note**: the output cannot be monotonically constrained with respect to a categorical feature\n\n   -  **Note**: floating point numbers in categorical features will be rounded towards 0\n\n-  ``forcedbins_filename`` :raw-html:`<a id=\"forcedbins_filename\" title=\"Permalink to this parameter\" href=\"#forcedbins_filename\">&#x1F517;&#xFE0E;</a>`, default = ``\"\"``, type = string\n\n   -  path to a ``.json`` file that specifies bin upper bounds for some or all features\n\n   -  ``.json`` file should contain an array of objects, each containing the word ``feature`` (integer feature index) and ``bin_upper_bound`` (array of thresholds for binning)\n\n   -  see `this file <https://github.com/lightgbm-org/LightGBM/blob/master/examples/regression/forced_bins.json>`__ as an example\n\n-  ``save_binary`` :raw-html:`<a id=\"save_binary\" title=\"Permalink to this parameter\" href=\"#save_binary\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool, aliases: ``is_save_binary``, ``is_save_binary_file``\n\n   -  if ``true``, LightGBM will save the dataset (including validation data) to a binary file. This speed ups the data loading for the next time\n\n   -  **Note**: ``init_score`` is not saved in binary file\n\n   -  **Note**: can be used only in CLI version; for language-specific packages you can use the correspondent function\n\n-  ``precise_float_parser`` :raw-html:`<a id=\"precise_float_parser\" title=\"Permalink to this parameter\" href=\"#precise_float_parser\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool\n\n   -  use precise floating point number parsing for text parser (e.g. CSV, TSV, LibSVM input)\n\n   -  **Note**: setting this to ``true`` may lead to much slower text parsing\n\n-  ``parser_config_file`` :raw-html:`<a id=\"parser_config_file\" title=\"Permalink to this parameter\" href=\"#parser_config_file\">&#x1F517;&#xFE0E;</a>`, default = ``\"\"``, type = string\n\n   -  path to a ``.json`` file that specifies customized parser initialized configuration\n\n   -  see `lightgbm-transform <https://github.com/lightgbm-org/LightGBM-transform>`__ for usage examples\n\n   -  **Note**: ``lightgbm-transform`` is not maintained by LightGBM's maintainers. Bug reports or feature requests should go to `issues page <https://github.com/lightgbm-org/LightGBM-transform/issues>`__\n\n   -  *New in version 4.0.0*\n\nPredict Parameters\n~~~~~~~~~~~~~~~~~~\n\n-  ``start_iteration_predict`` :raw-html:`<a id=\"start_iteration_predict\" title=\"Permalink to this parameter\" href=\"#start_iteration_predict\">&#x1F517;&#xFE0E;</a>`, default = ``0``, type = int\n\n   -  used only in ``prediction`` task\n\n   -  used to specify from which iteration to start the prediction\n\n   -  ``<= 0`` means from the first iteration\n\n-  ``num_iteration_predict`` :raw-html:`<a id=\"num_iteration_predict\" title=\"Permalink to this parameter\" href=\"#num_iteration_predict\">&#x1F517;&#xFE0E;</a>`, default = ``-1``, type = int\n\n   -  used only in ``prediction`` task\n\n   -  used to specify how many trained iterations will be used in prediction\n\n   -  ``<= 0`` means no limit\n\n-  ``predict_raw_score`` :raw-html:`<a id=\"predict_raw_score\" title=\"Permalink to this parameter\" href=\"#predict_raw_score\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool, aliases: ``is_predict_raw_score``, ``predict_rawscore``, ``raw_score``\n\n   -  used only in ``prediction`` task\n\n   -  set this to ``true`` to predict only the raw scores\n\n   -  set this to ``false`` to predict transformed scores\n\n-  ``predict_leaf_index`` :raw-html:`<a id=\"predict_leaf_index\" title=\"Permalink to this parameter\" href=\"#predict_leaf_index\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool, aliases: ``is_predict_leaf_index``, ``leaf_index``\n\n   -  used only in ``prediction`` task\n\n   -  set this to ``true`` to predict with leaf index of all trees\n\n-  ``predict_contrib`` :raw-html:`<a id=\"predict_contrib\" title=\"Permalink to this parameter\" href=\"#predict_contrib\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool, aliases: ``is_predict_contrib``, ``contrib``\n\n   -  used only in ``prediction`` task\n\n   -  set this to ``true`` to estimate `SHAP values <https://arxiv.org/abs/1706.06060>`__, which represent how each feature contributes to each prediction\n\n   -  produces ``#features + 1`` values where the last value is the expected value of the model output over the training data\n\n   -  **Note**: if you want to get more explanation for your model's predictions using SHAP values like SHAP interaction values, you can install `shap package <https://github.com/shap>`__\n\n   -  **Note**: unlike the shap package, with ``predict_contrib`` we return a matrix with an extra column, where the last column is the expected value\n\n   -  **Note**: this feature is not implemented for linear trees\n\n-  ``predict_disable_shape_check`` :raw-html:`<a id=\"predict_disable_shape_check\" title=\"Permalink to this parameter\" href=\"#predict_disable_shape_check\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool\n\n   -  used only in ``prediction`` task\n\n   -  control whether or not LightGBM raises an error when you try to predict on data with a different number of features than the training data\n\n   -  if ``false`` (the default), a fatal error will be raised if the number of features in the dataset you predict on differs from the number seen during training\n\n   -  if ``true``, LightGBM will attempt to predict on whatever data you provide. This is dangerous because you might get incorrect predictions, but you could use it in situations where it is difficult or expensive to generate some features and you are very confident that they were never chosen for splits in the model\n\n   -  **Note**: be very careful setting this parameter to ``true``\n\n-  ``pred_early_stop`` :raw-html:`<a id=\"pred_early_stop\" title=\"Permalink to this parameter\" href=\"#pred_early_stop\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool\n\n   -  used only in ``prediction`` task\n\n   -  used only in ``classification`` and ``ranking`` applications\n\n   -  used only for predicting normal or raw scores\n\n   -  if ``true``, will use early-stopping to speed up the prediction. May affect the accuracy\n\n   -  **Note**: cannot be used with ``rf`` boosting type or custom objective function\n\n-  ``pred_early_stop_freq`` :raw-html:`<a id=\"pred_early_stop_freq\" title=\"Permalink to this parameter\" href=\"#pred_early_stop_freq\">&#x1F517;&#xFE0E;</a>`, default = ``10``, type = int\n\n   -  used only in ``prediction`` task and if ``pred_early_stop=true``\n\n   -  the frequency of checking early-stopping prediction\n\n-  ``pred_early_stop_margin`` :raw-html:`<a id=\"pred_early_stop_margin\" title=\"Permalink to this parameter\" href=\"#pred_early_stop_margin\">&#x1F517;&#xFE0E;</a>`, default = ``10.0``, type = double\n\n   -  used only in ``prediction`` task and if ``pred_early_stop=true``\n\n   -  the threshold of margin in early-stopping prediction\n\n-  ``output_result`` :raw-html:`<a id=\"output_result\" title=\"Permalink to this parameter\" href=\"#output_result\">&#x1F517;&#xFE0E;</a>`, default = ``LightGBM_predict_result.txt``, type = string, aliases: ``predict_result``, ``prediction_result``, ``predict_name``, ``prediction_name``, ``pred_name``, ``name_pred``\n\n   -  used only in ``prediction`` task\n\n   -  filename of prediction result\n\n   -  **Note**: can be used only in CLI version\n\nConvert Parameters\n~~~~~~~~~~~~~~~~~~\n\n-  ``convert_model_language`` :raw-html:`<a id=\"convert_model_language\" title=\"Permalink to this parameter\" href=\"#convert_model_language\">&#x1F517;&#xFE0E;</a>`, default = ``\"\"``, type = string\n\n   -  used only in ``convert_model`` task\n\n   -  only ``cpp`` is supported yet; for conversion model to other languages consider using `m2cgen <https://github.com/BayesWitnesses/m2cgen>`__ utility\n\n   -  if ``convert_model_language`` is set and ``task=train``, the model will be also converted\n\n   -  **Note**: can be used only in CLI version\n\n-  ``convert_model`` :raw-html:`<a id=\"convert_model\" title=\"Permalink to this parameter\" href=\"#convert_model\">&#x1F517;&#xFE0E;</a>`, default = ``gbdt_prediction.cpp``, type = string, aliases: ``convert_model_file``\n\n   -  used only in ``convert_model`` task\n\n   -  output filename of converted model\n\n   -  **Note**: can be used only in CLI version\n\nObjective Parameters\n--------------------\n\n-  ``objective_seed`` :raw-html:`<a id=\"objective_seed\" title=\"Permalink to this parameter\" href=\"#objective_seed\">&#x1F517;&#xFE0E;</a>`, default = ``5``, type = int\n\n   -  used only in ``rank_xendcg`` objective\n\n   -  random seed for objectives, if random process is needed\n\n-  ``num_class`` :raw-html:`<a id=\"num_class\" title=\"Permalink to this parameter\" href=\"#num_class\">&#x1F517;&#xFE0E;</a>`, default = ``1``, type = int, aliases: ``num_classes``, constraints: ``num_class > 0``\n\n   -  used only in ``multi-class`` classification application\n\n-  ``is_unbalance`` :raw-html:`<a id=\"is_unbalance\" title=\"Permalink to this parameter\" href=\"#is_unbalance\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool, aliases: ``unbalance``, ``unbalanced_sets``\n\n   -  used only in ``binary`` and ``multiclassova`` applications\n\n   -  set this to ``true`` if training data are unbalanced\n\n   -  **Note**: while enabling this should increase the overall performance metric of your model, it will also result in poor estimates of the individual class probabilities\n\n   -  **Note**: this parameter cannot be used at the same time with ``scale_pos_weight``, choose only **one** of them\n\n-  ``scale_pos_weight`` :raw-html:`<a id=\"scale_pos_weight\" title=\"Permalink to this parameter\" href=\"#scale_pos_weight\">&#x1F517;&#xFE0E;</a>`, default = ``1.0``, type = double, constraints: ``scale_pos_weight > 0.0``\n\n   -  used only in ``binary`` and ``multiclassova`` applications\n\n   -  weight of labels with positive class\n\n   -  **Note**: while enabling this should increase the overall performance metric of your model, it will also result in poor estimates of the individual class probabilities\n\n   -  **Note**: this parameter cannot be used at the same time with ``is_unbalance``, choose only **one** of them\n\n-  ``sigmoid`` :raw-html:`<a id=\"sigmoid\" title=\"Permalink to this parameter\" href=\"#sigmoid\">&#x1F517;&#xFE0E;</a>`, default = ``1.0``, type = double, constraints: ``sigmoid > 0.0``\n\n   -  used only in ``binary`` and ``multiclassova`` classification and in ``lambdarank`` applications\n\n   -  parameter for the sigmoid function\n\n-  ``boost_from_average`` :raw-html:`<a id=\"boost_from_average\" title=\"Permalink to this parameter\" href=\"#boost_from_average\">&#x1F517;&#xFE0E;</a>`, default = ``true``, type = bool\n\n   -  used only in ``regression``, ``binary``, ``multiclassova`` and ``cross-entropy`` applications\n\n   -  adjusts initial score to the mean of labels for faster convergence\n\n-  ``reg_sqrt`` :raw-html:`<a id=\"reg_sqrt\" title=\"Permalink to this parameter\" href=\"#reg_sqrt\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool\n\n   -  used only in ``regression`` application\n\n   -  used to fit ``sqrt(label)`` instead of original values and prediction result will be also automatically converted to ``prediction^2``\n\n   -  might be useful in case of large-range labels\n\n-  ``alpha`` :raw-html:`<a id=\"alpha\" title=\"Permalink to this parameter\" href=\"#alpha\">&#x1F517;&#xFE0E;</a>`, default = ``0.9``, type = double, constraints: ``alpha > 0.0``\n\n   -  used only in ``huber`` and ``quantile`` ``regression`` applications\n\n   -  parameter for `Huber loss <https://en.wikipedia.org/wiki/Huber_loss>`__ and `Quantile regression <https://en.wikipedia.org/wiki/Quantile_regression>`__\n\n-  ``fair_c`` :raw-html:`<a id=\"fair_c\" title=\"Permalink to this parameter\" href=\"#fair_c\">&#x1F517;&#xFE0E;</a>`, default = ``1.0``, type = double, constraints: ``fair_c > 0.0``\n\n   -  used only in ``fair`` ``regression`` application\n\n   -  parameter for `Fair loss <https://www.kaggle.com/c/allstate-claims-severity/discussion/24520>`__\n\n-  ``poisson_max_delta_step`` :raw-html:`<a id=\"poisson_max_delta_step\" title=\"Permalink to this parameter\" href=\"#poisson_max_delta_step\">&#x1F517;&#xFE0E;</a>`, default = ``0.7``, type = double, constraints: ``poisson_max_delta_step > 0.0``\n\n   -  used only in ``poisson`` ``regression`` application\n\n   -  parameter for `Poisson regression <https://en.wikipedia.org/wiki/Poisson_regression>`__ to safeguard optimization\n\n-  ``tweedie_variance_power`` :raw-html:`<a id=\"tweedie_variance_power\" title=\"Permalink to this parameter\" href=\"#tweedie_variance_power\">&#x1F517;&#xFE0E;</a>`, default = ``1.5``, type = double, constraints: ``1.0 <= tweedie_variance_power < 2.0``\n\n   -  used only in ``tweedie`` ``regression`` application\n\n   -  used to control the variance of the tweedie distribution\n\n   -  set this closer to ``2`` to shift towards a **Gamma** distribution\n\n   -  set this closer to ``1`` to shift towards a **Poisson** distribution\n\n-  ``lambdarank_truncation_level`` :raw-html:`<a id=\"lambdarank_truncation_level\" title=\"Permalink to this parameter\" href=\"#lambdarank_truncation_level\">&#x1F517;&#xFE0E;</a>`, default = ``30``, type = int, constraints: ``lambdarank_truncation_level > 0``\n\n   -  used only in ``lambdarank`` application\n\n   -  controls the number of top-results to focus on during training, refer to \"truncation level\" in the Sec. 3 of `LambdaMART paper <https://www.microsoft.com/en-us/research/publication/from-ranknet-to-lambdarank-to-lambdamart-an-overview/>`__\n\n   -  this parameter is closely related to the desirable cutoff ``k`` in the metric **NDCG@k** that we aim at optimizing the ranker for. The optimal setting for this parameter is likely to be slightly higher than ``k`` (e.g., ``k + 3``) to include more pairs of documents to train on, but perhaps not too high to avoid deviating too much from the desired target metric **NDCG@k**\n\n-  ``lambdarank_norm`` :raw-html:`<a id=\"lambdarank_norm\" title=\"Permalink to this parameter\" href=\"#lambdarank_norm\">&#x1F517;&#xFE0E;</a>`, default = ``true``, type = bool\n\n   -  used only in ``lambdarank`` application\n\n   -  set this to ``true`` to normalize the lambdas for different queries, and improve the performance for unbalanced data\n\n   -  set this to ``false`` to enforce the original lambdarank algorithm\n\n-  ``label_gain`` :raw-html:`<a id=\"label_gain\" title=\"Permalink to this parameter\" href=\"#label_gain\">&#x1F517;&#xFE0E;</a>`, default = ``0,1,3,7,15,31,63,...,2^30-1``, type = multi-double\n\n   -  used only in ``lambdarank`` application\n\n   -  relevant gain for labels. For example, the gain of label ``2`` is ``3`` in case of default label gains\n\n   -  separate by ``,``\n\n-  ``lambdarank_position_bias_regularization`` :raw-html:`<a id=\"lambdarank_position_bias_regularization\" title=\"Permalink to this parameter\" href=\"#lambdarank_position_bias_regularization\">&#x1F517;&#xFE0E;</a>`, default = ``0.0``, type = double, constraints: ``lambdarank_position_bias_regularization >= 0.0``\n\n   -  used only in ``lambdarank`` application when positional information is provided and position bias is modeled\n\n   -  larger values reduce the inferred position bias factors\n\n   -  *New in version 4.1.0*\n\nMetric Parameters\n-----------------\n\n-  ``metric`` :raw-html:`<a id=\"metric\" title=\"Permalink to this parameter\" href=\"#metric\">&#x1F517;&#xFE0E;</a>`, default = ``\"\"``, type = multi-enum, aliases: ``metrics``, ``metric_types``\n\n   -  metric(s) to be evaluated on the evaluation set(s)\n\n      -  ``\"\"`` (empty string or not specified) means that metric corresponding to specified ``objective`` will be used (this is possible only for pre-defined objective functions, otherwise no evaluation metric will be added)\n\n      -  ``\"None\"`` (string, **not** a ``None`` value) means that no metric will be registered, aliases: ``na``, ``null``, ``custom``\n\n      -  ``l1``, absolute loss, aliases: ``mean_absolute_error``, ``mae``, ``regression_l1``\n\n      -  ``l2``, square loss, aliases: ``mean_squared_error``, ``mse``, ``regression_l2``, ``regression``\n\n      -  ``rmse``, root square loss, aliases: ``root_mean_squared_error``, ``l2_root``\n\n      -  ``quantile``, `Quantile regression <https://en.wikipedia.org/wiki/Quantile_regression>`__\n\n      -  ``mape``, `MAPE loss <https://en.wikipedia.org/wiki/Mean_absolute_percentage_error>`__, aliases: ``mean_absolute_percentage_error``\n\n      -  ``huber``, `Huber loss <https://en.wikipedia.org/wiki/Huber_loss>`__\n\n      -  ``fair``, `Fair loss <https://www.kaggle.com/c/allstate-claims-severity/discussion/24520>`__\n\n      -  ``poisson``, negative log-likelihood for `Poisson regression <https://en.wikipedia.org/wiki/Poisson_regression>`__\n\n      -  ``gamma``, negative log-likelihood for **Gamma** regression\n\n      -  ``gamma_deviance``, residual deviance for **Gamma** regression\n\n      -  ``tweedie``, negative log-likelihood for **Tweedie** regression\n\n      -  ``ndcg``, `NDCG <https://en.wikipedia.org/wiki/Discounted_cumulative_gain#Normalized_DCG>`__, aliases: ``lambdarank``, ``rank_xendcg``, ``xendcg``, ``xe_ndcg``, ``xe_ndcg_mart``, ``xendcg_mart``\n\n      -  ``map``, `MAP <https://makarandtapaswi.wordpress.com/2012/07/02/intuition-behind-average-precision-and-map/>`__, aliases: ``mean_average_precision``\n\n      -  ``auc``, `AUC <https://en.wikipedia.org/wiki/Receiver_operating_characteristic#Area_under_the_curve>`__\n\n      -  ``average_precision``, `average precision score <https://scikit-learn.org/stable/modules/generated/sklearn.metrics.average_precision_score.html>`__\n\n      -  ``r2``, `R-squared <https://scikit-learn.org/stable/modules/generated/sklearn.metrics.r2_score.html>`__\n\n      -  ``binary_logloss``, `log loss <https://en.wikipedia.org/wiki/Cross_entropy>`__, aliases: ``binary``\n\n      -  ``binary_error``, for one sample: ``0`` for correct classification, ``1`` for error classification\n\n      -  ``auc_mu``, `AUC-mu <https://proceedings.mlr.press/v97/kleiman19a.html>`__\n\n      -  ``multi_logloss``, log loss for multi-class classification, aliases: ``multiclass``, ``softmax``, ``multiclassova``, ``multiclass_ova``, ``ova``, ``ovr``\n\n      -  ``multi_error``, error rate for multi-class classification\n\n      -  ``cross_entropy``, cross-entropy (with optional linear weights), aliases: ``xentropy``\n\n      -  ``cross_entropy_lambda``, \"intensity-weighted\" cross-entropy, aliases: ``xentlambda``\n\n      -  ``kullback_leibler``, `Kullback-Leibler divergence <https://en.wikipedia.org/wiki/Kullback%E2%80%93Leibler_divergence>`__, aliases: ``kldiv``\n\n   -  support multiple metrics, separated by ``,``\n\n-  ``metric_freq`` :raw-html:`<a id=\"metric_freq\" title=\"Permalink to this parameter\" href=\"#metric_freq\">&#x1F517;&#xFE0E;</a>`, default = ``1``, type = int, aliases: ``output_freq``, constraints: ``metric_freq > 0``\n\n   -  frequency for metric output\n\n   -  **Note**: can be used only in CLI version\n\n-  ``is_provide_training_metric`` :raw-html:`<a id=\"is_provide_training_metric\" title=\"Permalink to this parameter\" href=\"#is_provide_training_metric\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool, aliases: ``training_metric``, ``is_training_metric``, ``train_metric``\n\n   -  set this to ``true`` to output metric result over training dataset\n\n   -  **Note**: can be used only in CLI version\n\n-  ``eval_at`` :raw-html:`<a id=\"eval_at\" title=\"Permalink to this parameter\" href=\"#eval_at\">&#x1F517;&#xFE0E;</a>`, default = ``1,2,3,4,5``, type = multi-int, aliases: ``ndcg_eval_at``, ``ndcg_at``, ``map_eval_at``, ``map_at``\n\n   -  used only with ``ndcg`` and ``map`` metrics\n\n   -  `NDCG <https://en.wikipedia.org/wiki/Discounted_cumulative_gain#Normalized_DCG>`__ and `MAP <https://makarandtapaswi.wordpress.com/2012/07/02/intuition-behind-average-precision-and-map/>`__ evaluation positions, separated by ``,``\n\n-  ``multi_error_top_k`` :raw-html:`<a id=\"multi_error_top_k\" title=\"Permalink to this parameter\" href=\"#multi_error_top_k\">&#x1F517;&#xFE0E;</a>`, default = ``1``, type = int, constraints: ``multi_error_top_k > 0``\n\n   -  used only with ``multi_error`` metric\n\n   -  threshold for top-k multi-error metric\n\n   -  the error on each sample is ``0`` if the true class is among the top ``multi_error_top_k`` predictions, and ``1`` otherwise\n\n      -  more precisely, the error on a sample is ``0`` if there are at least ``num_classes - multi_error_top_k`` predictions strictly less than the prediction on the true class\n\n   -  when ``multi_error_top_k=1`` this is equivalent to the usual multi-error metric\n\n-  ``auc_mu_weights`` :raw-html:`<a id=\"auc_mu_weights\" title=\"Permalink to this parameter\" href=\"#auc_mu_weights\">&#x1F517;&#xFE0E;</a>`, default = ``None``, type = multi-double\n\n   -  used only with ``auc_mu`` metric\n\n   -  list representing flattened matrix (in row-major order) giving loss weights for classification errors\n\n   -  list should have ``n * n`` elements, where ``n`` is the number of classes\n\n   -  the matrix co-ordinate ``[i, j]`` should correspond to the ``i * n + j``-th element of the list\n\n   -  if not specified, will use equal weights for all classes\n\nNetwork Parameters\n------------------\n\n-  ``num_machines`` :raw-html:`<a id=\"num_machines\" title=\"Permalink to this parameter\" href=\"#num_machines\">&#x1F517;&#xFE0E;</a>`, default = ``1``, type = int, aliases: ``num_machine``, constraints: ``num_machines > 0``\n\n   -  the number of machines for distributed learning application\n\n   -  this parameter is needed to be set in both **socket** and **MPI** versions\n\n-  ``local_listen_port`` :raw-html:`<a id=\"local_listen_port\" title=\"Permalink to this parameter\" href=\"#local_listen_port\">&#x1F517;&#xFE0E;</a>`, default = ``12400 (random for Dask-package)``, type = int, aliases: ``local_port``, ``port``, constraints: ``local_listen_port > 0``\n\n   -  TCP listen port for local machines\n\n   -  **Note**: don't forget to allow this port in firewall settings before training\n\n-  ``time_out`` :raw-html:`<a id=\"time_out\" title=\"Permalink to this parameter\" href=\"#time_out\">&#x1F517;&#xFE0E;</a>`, default = ``120``, type = int, constraints: ``time_out > 0``\n\n   -  socket time-out in minutes\n\n-  ``machine_list_filename`` :raw-html:`<a id=\"machine_list_filename\" title=\"Permalink to this parameter\" href=\"#machine_list_filename\">&#x1F517;&#xFE0E;</a>`, default = ``\"\"``, type = string, aliases: ``machine_list_file``, ``machine_list``, ``mlist``\n\n   -  path of file that lists machines for this distributed learning application\n\n   -  each line contains one IP and one port for one machine. The format is ``ip port`` (space as a separator)\n\n   -  **Note**: can be used only in CLI version\n\n-  ``machines`` :raw-html:`<a id=\"machines\" title=\"Permalink to this parameter\" href=\"#machines\">&#x1F517;&#xFE0E;</a>`, default = ``\"\"``, type = string, aliases: ``workers``, ``nodes``\n\n   -  list of machines in the following format: ``ip1:port1,ip2:port2``\n\nGPU Parameters\n--------------\n\n-  ``gpu_platform_id`` :raw-html:`<a id=\"gpu_platform_id\" title=\"Permalink to this parameter\" href=\"#gpu_platform_id\">&#x1F517;&#xFE0E;</a>`, default = ``-1``, type = int\n\n   -  used only with ``gpu`` device type\n\n   -  OpenCL platform ID. Usually each GPU vendor exposes one OpenCL platform\n\n   -  ``-1`` means the system-wide default platform\n\n   -  **Note**: refer to `GPU Targets <./GPU-Targets.rst#query-opencl-devices-in-your-system>`__ for more details\n\n-  ``gpu_device_id`` :raw-html:`<a id=\"gpu_device_id\" title=\"Permalink to this parameter\" href=\"#gpu_device_id\">&#x1F517;&#xFE0E;</a>`, default = ``-1``, type = int\n\n   -  OpenCL device ID in the specified platform or CUDA device ID. Each GPU in the selected platform has a unique device ID\n\n   -  ``-1`` means the default device in the selected platform\n\n   -  in multi-GPU case (``num_gpu>1``) means ID of the master GPU\n\n   -  **Note**: refer to `GPU Targets <./GPU-Targets.rst#query-opencl-devices-in-your-system>`__ for more details\n\n-  ``gpu_device_id_list`` :raw-html:`<a id=\"gpu_device_id_list\" title=\"Permalink to this parameter\" href=\"#gpu_device_id_list\">&#x1F517;&#xFE0E;</a>`, default = ``\"\"``, type = string\n\n   -  list of CUDA device IDs\n\n   -  **Note**: can be used only in CUDA implementation (``device_type=\"cuda\"``) and when ``num_gpu>1``\n\n   -  if empty, the devices with the smallest IDs will be used\n\n-  ``gpu_use_dp`` :raw-html:`<a id=\"gpu_use_dp\" title=\"Permalink to this parameter\" href=\"#gpu_use_dp\">&#x1F517;&#xFE0E;</a>`, default = ``false``, type = bool\n\n   -  set this to ``true`` to use double precision math on GPU (by default single precision is used)\n\n   -  **Note**: can be used only in OpenCL implementation (``device_type=\"gpu\"``), in CUDA implementation only double precision is currently supported\n\n-  ``num_gpu`` :raw-html:`<a id=\"num_gpu\" title=\"Permalink to this parameter\" href=\"#num_gpu\">&#x1F517;&#xFE0E;</a>`, default = ``1``, type = int, constraints: ``num_gpu > 0``\n\n   -  number of GPUs used for training in this node\n\n   -  **Note**: can be used only in CUDA implementation (``device_type=\"cuda\"``)\n\n   -  if ``0``, only 1 GPU will be used\n\n   -  used in both single-machine and distributed learning applications\n\n   -  in distributed learning application, each machine can use different number of GPUs\n\n.. end params list\n\nOthers\n------\n\nContinued Training with Input Score\n~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\nLightGBM supports continued training with initial scores.\nIt uses an additional file to store these initial scores, like the following:\n\n::\n\n    0.5\n    -0.1\n    0.9\n    ...\n\nIt means the initial score of the first data row is ``0.5``, second is ``-0.1``, and so on.\nThe initial score file corresponds with data file line by line, and has per score per line.\n\nIf the name of data file is ``train.txt``, the initial score file should be named as ``train.txt.init`` and placed in the same folder as the data file.\nIn this case, LightGBM will auto load initial score file if it exists.\n\nIf binary data files exist for raw data file ``train.txt``, for example in the name ``train.txt.bin``, then the initial score file should be named as ``train.txt.bin.init``.\n\nWeight Data\n~~~~~~~~~~~\n\nLightGBM supports weighted training.\nIt uses an additional file to store weight data, like the following:\n\n::\n\n    1.0\n    0.5\n    0.8\n    ...\n\nIt means the weight of the first data row is ``1.0``, second is ``0.5``, and so on. Weights should be non-negative.\n\nThe weight file corresponds with data file line by line, and has per weight per line.\n\nAnd if the name of data file is ``train.txt``, the weight file should be named as ``train.txt.weight`` and placed in the same folder as the data file.\nIn this case, LightGBM will load the weight file automatically if it exists.\n\nAlso, you can include weight column in your data file.\nPlease refer to the ``weight_column`` `parameter <#weight_column>`__ in above.\n\nQuery Data\n~~~~~~~~~~\n\nFor learning to rank, it needs query information for training data.\n\nLightGBM uses an additional file to store query data, like the following:\n\n::\n\n    27\n    18\n    67\n    ...\n\nFor wrapper libraries like in Python and R, this information can also be provided as an array-like via the Dataset parameter ``group``.\n\n::\n\n    [27, 18, 67, ...]\n\nFor example, if you have a 112-document dataset with ``group = [27, 18, 67]``, that means that you have 3 groups, where the first 27 records are in the first group, records 28-45 are in the second group, and records 46-112 are in the third group.\n\n**Note**: data should be ordered by the query.\n\nIf the name of data file is ``train.txt``, the query file should be named as ``train.txt.query`` and placed in the same folder as the data file.\nIn this case, LightGBM will load the query file automatically if it exists.\n\nAlso, you can include query/group id column in your data file.\nPlease refer to the ``group_column`` `parameter <#group_column>`__ in above.\n"
  },
  {
    "path": "docs/Python-API.rst",
    "content": "Python API\n==========\n\n.. currentmodule:: lightgbm\n\nData Structure API\n------------------\n\n.. autosummary::\n    :toctree: pythonapi/\n\n    Dataset\n    Booster\n    CVBooster\n    Sequence\n\nTraining API\n------------\n\n.. autosummary::\n    :toctree: pythonapi/\n\n    train\n    cv\n\nScikit-learn API\n----------------\n\n.. autosummary::\n    :toctree: pythonapi/\n\n    LGBMModel\n    LGBMClassifier\n    LGBMRegressor\n    LGBMRanker\n\nDask API\n--------\n\n.. versionadded:: 3.2.0\n\n.. autosummary::\n    :toctree: pythonapi/\n\n    DaskLGBMClassifier\n    DaskLGBMRegressor\n    DaskLGBMRanker\n\nCallbacks\n---------\n\n.. autosummary::\n    :toctree: pythonapi/\n\n    early_stopping\n    log_evaluation\n    record_evaluation\n    reset_parameter\n\nPlotting\n--------\n\n.. autosummary::\n    :toctree: pythonapi/\n\n    plot_importance\n    plot_split_value_histogram\n    plot_metric\n    plot_tree\n    create_tree_digraph\n\nUtilities\n---------\n\n.. autosummary::\n    :toctree: pythonapi/\n\n    register_logger\n"
  },
  {
    "path": "docs/Python-Intro.rst",
    "content": "Python-package Introduction\n===========================\n\nThis document gives a basic walk-through of LightGBM Python-package.\n\n**List of other helpful links**\n\n-  `Python Examples <https://github.com/lightgbm-org/LightGBM/tree/master/examples/python-guide>`__\n\n-  `Python API <./Python-API.rst>`__\n\n-  `Parameters Tuning <./Parameters-Tuning.rst>`__\n\nInstall\n-------\n\nThe preferred way to install LightGBM is via pip:\n\n::\n\n    pip install lightgbm\n\nRefer to `Python-package`_ folder for the detailed installation guide.\n\nTo verify your installation, try to ``import lightgbm`` in Python:\n\n::\n\n    import lightgbm as lgb\n\nData Interface\n--------------\n\nThe LightGBM Python module can load data from:\n\n-  LibSVM (zero-based) / TSV / CSV format text file\n\n-  NumPy 2D array(s), pandas DataFrame, pyarrow Table, SciPy sparse matrix\n\n-  LightGBM binary file\n\n-  LightGBM ``Sequence`` object(s)\n\nThe data is stored in a ``Dataset`` object.\n\nMany of the examples in this page use functionality from ``numpy``. To run the examples, be sure to import ``numpy`` in your session.\n\n.. code:: python\n\n    import numpy as np\n\n**To load a LibSVM (zero-based) text file or a LightGBM binary file into Dataset:**\n\n.. code:: python\n\n    train_data = lgb.Dataset('train.svm.bin')\n\n**To load a numpy array into Dataset:**\n\n.. code:: python\n\n    rng = np.random.default_rng()\n    data = rng.uniform(size=(500, 10))  # 500 entities, each contains 10 features\n    label = rng.integers(low=0, high=2, size=(500, ))  # binary target\n    train_data = lgb.Dataset(data, label=label)\n\n**To load a scipy.sparse.csr\\_matrix array into Dataset:**\n\n.. code:: python\n\n    import scipy\n    csr = scipy.sparse.csr_matrix((dat, (row, col)))\n    train_data = lgb.Dataset(csr)\n\n**Load from Sequence objects:**\n\nWe can implement ``Sequence`` interface to read binary files. The following example shows reading HDF5 file with ``h5py``.\n\n.. code:: python\n\n    import h5py\n\n    class HDFSequence(lgb.Sequence):\n        def __init__(self, hdf_dataset, batch_size):\n            self.data = hdf_dataset\n            self.batch_size = batch_size\n\n        def __getitem__(self, idx):\n            return self.data[idx]\n\n        def __len__(self):\n            return len(self.data)\n\n    f = h5py.File('train.hdf5', 'r')\n    train_data = lgb.Dataset(HDFSequence(f['X'], 8192), label=f['Y'][:])\n\nFeatures of using ``Sequence`` interface:\n\n- Data sampling uses random access, thus does not go through the whole dataset\n- Reading data in batch, thus saves memory when constructing ``Dataset`` object\n- Supports creating ``Dataset`` from multiple data files\n\nPlease refer to ``Sequence`` `API doc <./Python-API.rst#data-structure-api>`__.\n\n`dataset_from_multi_hdf5.py <https://github.com/lightgbm-org/LightGBM/blob/master/examples/python-guide/dataset_from_multi_hdf5.py>`__ is a detailed example.\n\n**Saving Dataset into a LightGBM binary file will make loading faster:**\n\n.. code:: python\n\n    train_data = lgb.Dataset('train.svm.txt')\n    train_data.save_binary('train.bin')\n\n**Create validation data:**\n\n.. code:: python\n\n    validation_data = train_data.create_valid('validation.svm')\n\nor\n\n.. code:: python\n\n    validation_data = lgb.Dataset('validation.svm', reference=train_data)\n\nIn LightGBM, the validation data should be aligned with training data.\n\n**Specific feature names and categorical features:**\n\n.. code:: python\n\n    train_data = lgb.Dataset(data, label=label, feature_name=['c1', 'c2', 'c3'], categorical_feature=['c3'])\n\nLightGBM can use categorical features as input directly.\nIt doesn't need to convert to one-hot encoding, and is much faster than one-hot encoding (about 8x speed-up).\n\n**Note**: You should convert your categorical features to ``int`` type before you construct ``Dataset``.\n\n**Weights can be set when needed:**\n\n.. code:: python\n\n    rng = np.random.default_rng()\n    w = rng.uniform(size=(500, ))\n    train_data = lgb.Dataset(data, label=label, weight=w)\n\nor\n\n.. code:: python\n\n    train_data = lgb.Dataset(data, label=label)\n    rng = np.random.default_rng()\n    w = rng.uniform(size=(500, ))\n    train_data.set_weight(w)\n\nAnd you can use ``Dataset.set_init_score()`` to set initial score, and ``Dataset.set_group()`` to set group/query data for ranking tasks.\n\n**Memory efficient usage:**\n\nThe ``Dataset`` object in LightGBM is very memory-efficient, it only needs to save discrete bins.\nHowever, Numpy/Array/Pandas object is memory expensive.\nIf you are concerned about your memory consumption, you can save memory by:\n\n1. Set ``free_raw_data=True`` (default is ``True``) when constructing the ``Dataset``\n\n2. Explicitly set ``raw_data=None`` after the ``Dataset`` has been constructed\n\n3. Call ``gc``\n\nSetting Parameters\n------------------\n\nLightGBM can use a dictionary to set `Parameters <./Parameters.rst>`__.\nFor instance:\n\n-  Booster parameters:\n\n   .. code:: python\n\n       param = {'num_leaves': 31, 'objective': 'binary'}\n       param['metric'] = 'auc'\n\n-  You can also specify multiple eval metrics:\n\n   .. code:: python\n\n       param['metric'] = ['auc', 'binary_logloss']\n\nTraining\n--------\n\nTraining a model requires a parameter list and data set:\n\n.. code:: python\n\n    num_round = 10\n    bst = lgb.train(param, train_data, num_round, valid_sets=[validation_data])\n\nAfter training, the model can be saved:\n\n.. code:: python\n\n    bst.save_model('model.txt')\n\nThe trained model can also be dumped to JSON format:\n\n.. code:: python\n\n    json_model = bst.dump_model()\n\nA saved model can be loaded:\n\n.. code:: python\n\n    bst = lgb.Booster(model_file='model.txt')  # init model\n\nCV\n--\n\nTraining with 5-fold CV:\n\n.. code:: python\n\n    lgb.cv(param, train_data, num_round, nfold=5)\n\nEarly Stopping\n--------------\n\nIf you have a validation set, you can use early stopping to find the optimal number of boosting rounds.\nEarly stopping requires at least one set in ``valid_sets``. If there is more than one, it will use all of them except the training data:\n\n.. code:: python\n\n    bst = lgb.train(param, train_data, num_round, valid_sets=valid_sets, callbacks=[lgb.early_stopping(stopping_rounds=5)])\n    bst.save_model('model.txt', num_iteration=bst.best_iteration)\n\nThe model will train until the validation score stops improving.\nValidation score needs to improve at least every ``stopping_rounds`` to continue training.\n\nThe index of iteration that has the best performance will be saved in the ``best_iteration`` field if early stopping logic is enabled by setting ``early_stopping`` callback.\nNote that ``train()`` will return a model from the best iteration.\n\nThis works with both metrics to minimize (L2, log loss, etc.) and to maximize (NDCG, AUC, etc.).\nNote that if you specify more than one evaluation metric, all of them will be used for early stopping.\nHowever, you can change this behavior and make LightGBM check only the first metric for early stopping by passing ``first_metric_only=True`` in ``early_stopping`` callback constructor.\n\nPrediction\n----------\n\nA model that has been trained or loaded can perform predictions on datasets:\n\n.. code:: python\n\n    # 7 entities, each contains 10 features\n    rng = np.random.default_rng()\n    data = rng.uniform(size=(7, 10))\n    ypred = bst.predict(data)\n\nIf early stopping is enabled during training, you can get predictions from the best iteration with ``bst.best_iteration``:\n\n.. code:: python\n\n    ypred = bst.predict(data, num_iteration=bst.best_iteration)\n\n.. _Python-package: https://github.com/lightgbm-org/LightGBM/tree/master/python-package\n"
  },
  {
    "path": "docs/Quick-Start.rst",
    "content": "Quick Start\n===========\n\nThis is a quick start guide for LightGBM CLI version.\n\nFollow the `Installation Guide <./Installation-Guide.rst>`__ to install LightGBM first.\n\n**List of other helpful links**\n\n-  `Parameters <./Parameters.rst>`__\n\n-  `Parameters Tuning <./Parameters-Tuning.rst>`__\n\n-  `Python-package Quick Start <./Python-Intro.rst>`__\n\n-  `Python API <./Python-API.rst>`__\n\nTraining Data Format\n--------------------\n\nLightGBM supports input data files with `CSV`_, `TSV`_ and `LibSVM`_ (zero-based) formats.\n\nFiles could be both with and without `headers <./Parameters.rst#header>`__.\n\n`Label column <./Parameters.rst#label_column>`__ could be specified both by index and by name.\n\nSome columns could be `ignored <./Parameters.rst#ignore_column>`__.\n\nCategorical Feature Support\n~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\nLightGBM can use categorical features directly (without one-hot encoding).\nThe experiment on `Expo data`_ shows about 8x speed-up compared with one-hot encoding.\n\nFor the setting details, please refer to the ``categorical_feature`` `parameter <./Parameters.rst#categorical_feature>`__.\n\nWeight and Query/Group Data\n~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\nLightGBM also supports weighted training, it needs an additional `weight data <./Parameters.rst#weight-data>`__.\nAnd it needs an additional `query data <./Parameters.rst#query-data>`_ for ranking task.\n\nAlso, `weight <./Parameters.rst#weight_column>`__ and `query <./Parameters.rst#group_column>`__ data could be specified as columns in training data in the same manner as label.\n\nParameters Quick Look\n---------------------\n\nThe parameters format is ``key1=value1 key2=value2 ...``.\n\nParameters can be set both in config file and command line.\nIf one parameter appears in both command line and config file, LightGBM will use the parameter from the command line.\n\nThe most important parameters which new users should take a look at are located into `Core Parameters <./Parameters.rst#core-parameters>`__\nand the top of `Learning Control Parameters <./Parameters.rst#learning-control-parameters>`__\nsections of the full detailed list of `LightGBM's parameters <./Parameters.rst>`__.\n\nRun LightGBM\n------------\n\n::\n\n    lightgbm config=your_config_file other_args ...\n\nParameters can be set both in the config file and command line, and the parameters in command line have higher priority than in the config file.\nFor example, the following command line will keep ``num_trees=10`` and ignore the same parameter in the config file.\n\n::\n\n    lightgbm config=train.conf num_trees=10\n\nExamples\n--------\n\n-  `Binary Classification <https://github.com/lightgbm-org/LightGBM/tree/master/examples/binary_classification>`__\n\n-  `Regression <https://github.com/lightgbm-org/LightGBM/tree/master/examples/regression>`__\n\n-  `Lambdarank <https://github.com/lightgbm-org/LightGBM/tree/master/examples/lambdarank>`__\n\n-  `Distributed Learning <https://github.com/lightgbm-org/LightGBM/tree/master/examples/parallel_learning>`__\n\n.. _CSV: https://en.wikipedia.org/wiki/Comma-separated_values\n\n.. _TSV: https://en.wikipedia.org/wiki/Tab-separated_values\n\n.. _LibSVM: https://www.csie.ntu.edu.tw/~cjlin/libsvm/\n\n.. _Expo data: https://community.amstat.org/jointscsg-section/dataexpo/dataexpo2009\n"
  },
  {
    "path": "docs/README.rst",
    "content": "Documentation\n=============\n\nDocumentation for LightGBM is generated using `Sphinx <https://www.sphinx-doc.org/>`__\nand `Breathe <https://breathe.readthedocs.io/>`__, which works on top of `Doxygen <https://www.doxygen.nl/index.html>`__ output.\n\nList of parameters and their descriptions in `Parameters.rst <./Parameters.rst>`__\nis generated automatically from comments in `config file <https://github.com/lightgbm-org/LightGBM/blob/master/include/LightGBM/config.h>`__\nby `this script <https://github.com/lightgbm-org/LightGBM/blob/master/.ci/parameter-generator.py>`__.\n\nAfter each commit on ``master``, documentation is updated and published to `Read the Docs <https://lightgbm.readthedocs.io/>`__.\n\nBuild\n-----\n\nIt is not necessary to re-build this documentation while modifying LightGBM's source code.\nThe HTML files generated using ``Sphinx`` are not checked into source control.\nHowever, you may want to build them locally during development to test changes.\n\nDocker\n^^^^^^\n\nThe most reliable way to build the documentation locally is with Docker, using `the same images Read the Docs uses <https://hub.docker.com/r/readthedocs/build>`_.\n\nRun the following from the root of this repository to pull the relevant image and run a container locally.\n\n.. code:: sh\n\n    docker run \\\n        --rm \\\n        --user=0 \\\n        -v $(pwd):/opt/LightGBM \\\n        --env C_API=true \\\n        --env CONDA=/opt/miniforge \\\n        --env READTHEDOCS=true \\\n        --workdir=/opt/LightGBM/docs \\\n        --entrypoint=\"\" \\\n        readthedocs/build:ubuntu-24.04-2024.06.17 \\\n        /bin/bash build-docs.sh\n\nWhen that code completes, open ``docs/_build/html/index.html`` in your browser.\n\n.. note::\n\n    The navigation in these locally-built docs does not link to the local copy of the R documentation. To view the local version of the R docs, open ``docs/_build/html/R/index.html`` in your browser.\n\nWithout Docker\n^^^^^^^^^^^^^^\n\nYou can build the documentation locally without Docker. Just install Doxygen and run in ``docs`` folder\n\n.. code:: sh\n\n    pip install breathe sphinx 'sphinx_rtd_theme>=0.5'\n    make html\n\nNote that this will not build the R documentation.\nConsider using common R utilities for documentation generation, if you need it.\nOr use the Docker-based approach described above to build the R documentation locally.\n\nOptionally, you may also install ``scikit-learn`` and get richer documentation for the classes in ``Scikit-learn API``.\n\nIf you faced any problems with Doxygen installation or you simply do not need documentation for C code, it is possible to build the documentation without it:\n\n.. code:: sh\n\n    pip install sphinx 'sphinx_rtd_theme>=0.5'\n    export C_API=NO || set C_API=NO\n    make html\n"
  },
  {
    "path": "docs/_static/js/script.js",
    "content": "$(() => {\n    /* Use wider container for the page content */\n    $(\".wy-nav-content\").each(function () {\n        this.style.setProperty(\"max-width\", \"none\", \"important\");\n    });\n\n    /* List each class property item on a new line\n       https://github.com/lightgbm-org/LightGBM/issues/5073 */\n    if (window.location.pathname.toLocaleLowerCase().indexOf(\"pythonapi\") !== -1) {\n        $(\".py.property\").each(function () {\n            this.style.setProperty(\"display\", \"inline\", \"important\");\n        });\n    }\n\n    /* Collapse specified sections in the installation guide */\n    if (window.location.pathname.toLocaleLowerCase().indexOf(\"installation-guide\") !== -1) {\n        $(\n            '<style>.closed, .opened {cursor: pointer;} .closed:before, .opened:before {font-family: FontAwesome; display: inline-block; padding-right: 6px;} .closed:before {content: \"\\\\f054\";} .opened:before {content: \"\\\\f078\";}</style>',\n        ).appendTo(\"body\");\n        const collapsible = [\n            \"#build-threadless-version-not-recommended\",\n            \"#build-mpi-version\",\n            \"#build-gpu-version\",\n            \"#build-cuda-version\",\n            \"#build-rocm-version\",\n            \"#build-java-wrapper\",\n            \"#build-python-package\",\n            \"#build-r-package\",\n            \"#build-c-unit-tests\",\n        ];\n        $.each(collapsible, (_, val) => {\n            const header = `${val} > :header:first`;\n            const content = `${val} :not(:header:first)`;\n            $(header).addClass(\"closed\");\n            $(content).hide();\n            $(header).click(() => {\n                $(header).toggleClass(\"closed opened\");\n                $(content).slideToggle(0);\n            });\n        });\n        /* Uncollapse parent sections when nested section is specified in the URL or before navigate to it from navbar */\n        function uncollapse(section) {\n            section.parents().each((_, val) => {\n                $(val).children(\".closed\").click();\n            });\n        }\n        uncollapse($(window.location.hash));\n        $(\".wy-menu.wy-menu-vertical li a.reference.internal\").click(function () {\n            uncollapse($($(this).attr(\"href\")));\n        });\n    }\n});\n"
  },
  {
    "path": "docs/build-docs.sh",
    "content": "#!/bin/bash\n\nset -e -E -u -o pipefail\n\nrm -f ./_FIRST_RUN.flag\n\nexport PATH=\"${CONDA}/bin:${PATH}\"\n\ncurl \\\n    -sL \\\n    -o \"${HOME}/miniforge.sh\" \\\n    https://github.com/conda-forge/miniforge/releases/latest/download/Miniforge3-Linux-x86_64.sh\n\n/bin/bash \"${HOME}/miniforge.sh\" -b -p \"${CONDA}\"\n\nconda config --set always_yes yes --set changeps1 no\nconda update -q -y conda\n\nconda env create \\\n    --name docs-env \\\n    --file env.yml || exit 1\n\n# shellcheck disable=SC1091\nsource activate docs-env\nmake clean html || exit 1\n\necho \"Done building docs. Open docs/_build/html/index.html in a web browser to view them.\"\n"
  },
  {
    "path": "docs/conf.py",
    "content": "#!/usr/bin/env python3\n# -*- coding: utf-8 -*-\n#\n# LightGBM documentation build configuration file, created by\n# sphinx-quickstart on Thu May  4 14:30:58 2017.\n#\n# This file is execfile()d with the current directory set to its\n# containing dir.\n#\n# Note that not all possible configuration values are present in this\n# autogenerated file.\n#\n# All configuration values have a default; values that are commented out\n# serve to show the default.\n\n# If extensions (or modules to document with autodoc) are in another directory,\n# add these directories to sys.path here. If the directory is relative to the\n# documentation root, use os.path.abspath to make it absolute.\n\"\"\"Sphinx configuration file.\"\"\"\n\nimport datetime\nimport os\nimport sys\nfrom pathlib import Path\nfrom re import compile\nfrom shutil import copytree\nfrom subprocess import PIPE, Popen\nfrom typing import Any, List\n\nimport sphinx\nfrom docutils.nodes import reference\nfrom docutils.parsers.rst import Directive\nfrom docutils.transforms import Transform\nfrom sphinx.application import Sphinx\nfrom sphinx.errors import VersionRequirementError\n\nCURR_PATH = Path(__file__).absolute().parent\nLIB_PATH = CURR_PATH.parent / \"python-package\"\nsys.path.insert(0, str(LIB_PATH))\n\nINTERNAL_REF_REGEX = compile(r\"(?P<url>\\.\\/.+)(?P<extension>\\.rst)(?P<anchor>$|#)\")\nRTD_R_REF_REGEX = compile(r\"(?P<begin>https://.+/)(?P<rtd_version>latest)(?P<end>/R/reference/)\")\n\n\nclass InternalRefTransform(Transform):\n    \"\"\"Replaces '.rst' with '.html' in all internal links like './[Something].rst[#anchor]'.\"\"\"\n\n    default_priority = 210\n    \"\"\"Numerical priority of this transform, 0 through 999.\"\"\"\n\n    def apply(self, **kwargs: Any) -> None:\n        \"\"\"Apply the transform to the document tree.\"\"\"\n        for section in self.document.traverse(reference):\n            if section.get(\"refuri\") is not None:\n                section[\"refuri\"] = INTERNAL_REF_REGEX.sub(r\"\\g<url>.html\\g<anchor>\", section[\"refuri\"])\n\n\nclass IgnoredDirective(Directive):\n    \"\"\"Stub for unknown directives.\"\"\"\n\n    has_content = True\n\n    def run(self) -> List:\n        \"\"\"Do nothing.\"\"\"\n        return []\n\n\n# -- General configuration ------------------------------------------------\n\nos.environ[\"LIGHTGBM_BUILD_DOC\"] = \"True\"\nC_API = os.environ.get(\"C_API\", \"\").lower().strip() != \"no\"\nRTD = bool(os.environ.get(\"READTHEDOCS\", \"\"))\nRTD_VERSION = os.environ.get(\"READTHEDOCS_VERSION\", \"stable\")\n\n# If your documentation needs a minimal Sphinx version, state it here.\nneeds_sphinx = \"2.1.0\"  # Due to sphinx.ext.napoleon, autodoc_typehints\nif needs_sphinx > sphinx.__version__:\n    message = f\"This project needs at least Sphinx v{needs_sphinx}\"\n    raise VersionRequirementError(message)\n\n# Add any Sphinx extension module names here, as strings. They can be\n# extensions coming with Sphinx (named 'sphinx.ext.*') or your custom\n# ones.\nextensions = [\n    \"sphinx.ext.autodoc\",\n    \"sphinx.ext.autosummary\",\n    \"sphinx.ext.todo\",\n    \"sphinx.ext.viewcode\",\n    \"sphinx.ext.napoleon\",\n    \"sphinx.ext.intersphinx\",\n]\n\nautodoc_default_flags = [\"members\", \"inherited-members\", \"show-inheritance\"]\nautodoc_default_options = {\n    \"members\": True,\n    \"inherited-members\": True,\n    \"show-inheritance\": True,\n}\n# mock out modules\nautodoc_mock_imports = [\n    \"dask\",\n    \"dask.distributed\",\n    \"graphviz\",\n    \"matplotlib\",\n    \"numpy\",\n    \"pandas\",\n    \"scipy\",\n    \"scipy.sparse\",\n]\ntry:\n    import sklearn  # noqa: F401\nexcept ImportError:\n    autodoc_mock_imports.append(\"sklearn\")\n# hide type hints in API docs\nautodoc_typehints = \"none\"\n\n# Generate autosummary pages. Output should be set with: `:toctree: pythonapi/`\nautosummary_generate = [\"Python-API.rst\"]\n\n# Only the class' docstring is inserted.\nautoclass_content = \"class\"\n\n# If true, `todo` and `todoList` produce output, else they produce nothing.\ntodo_include_todos = False\n\n# The master toctree document.\nmaster_doc = \"index\"\n\n# General information about the project.\nproject = \"LightGBM\"\ncopyright = f\"{datetime.datetime.now().year}, Microsoft Corporation\"\nauthor = \"Microsoft Corporation\"\n\n# The name of an image file (relative to this directory) to place at the top\n# of the sidebar.\nhtml_logo = str(CURR_PATH / \"logo\" / \"LightGBM_logo_grey_text.svg\")\n\n# The name of an image file (relative to this directory) to use as a favicon of\n# the docs.  This file should be a Windows icon file (.ico) being 16x16 or 32x32\n# pixels large.\nhtml_favicon = str(CURR_PATH / \"_static\" / \"images\" / \"favicon.ico\")\n\n# The version info for the project you're documenting, acts as replacement for\n# |version| and |release|, also used in various other places throughout the\n# built documents.\n# The short X.Y version.\nversion = (CURR_PATH.parent / \"VERSION.txt\").read_text(encoding=\"utf-8\").strip().replace(\"rc\", \"-rc\")\n# The full version, including alpha/beta/rc tags.\nrelease = version\n\n# The language for content autogenerated by Sphinx. Refer to documentation\n# for a list of supported languages.\n#\n# This is also used if you do content translation via gettext catalogs.\n# Usually you set \"language\" from the command line for these cases.\nlanguage = \"en\"\n\n# List of patterns, relative to source directory, that match files and\n# directories to ignore when looking for source files.\n# This patterns also effect to html_static_path and html_extra_path\nexclude_patterns = [\"_build\", \"Thumbs.db\", \".DS_Store\"]\n\n# The name of the Pygments (syntax highlighting) style to use.\npygments_style = \"default\"\n\n# -- Configuration for C API docs generation ------------------------------\n\nif C_API:\n    extensions.extend(\n        [\n            \"breathe\",\n        ]\n    )\n    breathe_projects = {\"LightGBM\": str(CURR_PATH / \"doxyoutput\" / \"xml\")}\n    breathe_default_project = \"LightGBM\"\n    breathe_domain_by_extension = {\n        \"h\": \"c\",\n    }\n    breathe_show_define_initializer = True\n    c_id_attributes = [\"LIGHTGBM_C_EXPORT\"]\n\n# -- Options for HTML output ----------------------------------------------\n\n# The theme to use for HTML and HTML Help pages.  See the documentation for\n# a list of builtin themes.\nhtml_theme = \"sphinx_rtd_theme\"\n\n# Theme options are theme-specific and customize the look and feel of a theme\n# further.  For a list of options available for each theme, see the\n# documentation.\nhtml_theme_options = {\n    \"includehidden\": False,\n    \"logo_only\": True,\n}\n\n# Add any paths that contain custom static files (such as style sheets) here,\n# relative to this directory. They are copied after the builtin static files,\n# so a file named \"default.css\" will overwrite the builtin \"default.css\".\nhtml_static_path = [\"_static\"]\n\n# -- Options for HTMLHelp output ------------------------------------------\n\n# Output file base name for HTML help builder.\nhtmlhelp_basename = \"LightGBMdoc\"\n\n# -- Options for LaTeX output ---------------------------------------------\n\n# The name of an image file (relative to this directory) to place at the top of\n# the title page.\nlatex_logo = str(CURR_PATH / \"logo\" / \"LightGBM_logo_black_text_small.png\")\n\n# intersphinx configuration\nintersphinx_mapping = {\n    \"sklearn\": (\"https://scikit-learn.org/stable/\", None),\n}\n\n\ndef generate_doxygen_xml(app: Sphinx) -> None:\n    \"\"\"Generate XML documentation for C API by Doxygen.\n\n    Parameters\n    ----------\n    app : sphinx.application.Sphinx\n        The application object representing the Sphinx process.\n    \"\"\"\n    doxygen_args = [\n        f\"INPUT={CURR_PATH.parent / 'include' / 'LightGBM' / 'c_api.h'}\",\n        f\"OUTPUT_DIRECTORY={CURR_PATH / 'doxyoutput'}\",\n        \"GENERATE_HTML=NO\",\n        \"GENERATE_LATEX=NO\",\n        \"GENERATE_XML=YES\",\n        \"XML_OUTPUT=xml\",\n        \"XML_PROGRAMLISTING=YES\",\n        r'ALIASES=\"rst=\\verbatim embed:rst:leading-asterisk\"',\n        r'ALIASES+=\"endrst=\\endverbatim\"',\n        \"ENABLE_PREPROCESSING=YES\",\n        \"MACRO_EXPANSION=YES\",\n        \"EXPAND_ONLY_PREDEF=NO\",\n        \"SKIP_FUNCTION_MACROS=NO\",\n        \"PREDEFINED=__cplusplus\",\n        \"SORT_BRIEF_DOCS=YES\",\n        \"WARN_AS_ERROR=YES\",\n    ]\n    doxygen_input = \"\\n\".join(doxygen_args)\n    doxygen_input = bytes(doxygen_input, \"utf-8\")\n    (CURR_PATH / \"doxyoutput\").mkdir(parents=True, exist_ok=True)\n    try:\n        # Warning! The following code can cause buffer overflows on RTD.\n        # Consider suppressing output completely if RTD project silently fails.\n        # Refer to https://github.com/svenevs/exhale\n        # /blob/fe7644829057af622e467bb529db6c03a830da99/exhale/deploy.py#L99-L111\n        process = Popen([\"doxygen\", \"-\"], stdin=PIPE, stdout=PIPE, stderr=PIPE)\n        stdout, stderr = process.communicate(doxygen_input)\n        output = \"\\n\".join([i.decode(\"utf-8\") for i in (stdout, stderr) if i is not None])\n        if process.returncode != 0:\n            raise RuntimeError(output)\n        print(output)\n    except BaseException as e:\n        raise Exception(f\"An error has occurred while executing Doxygen\\n{e}\")\n\n\ndef generate_r_docs(app: Sphinx) -> None:\n    \"\"\"Generate documentation for R-package.\n\n    Parameters\n    ----------\n    app : sphinx.application.Sphinx\n        The application object representing the Sphinx process.\n    \"\"\"\n    commands = f\"\"\"\n    export TAR=/bin/tar\n    cd {CURR_PATH.parent}\n    export R_LIBS=\"$CONDA_PREFIX/lib/R/library\"\n    sh build-cran-package.sh || exit 1\n    R CMD INSTALL --with-keep.source lightgbm_*.tar.gz || exit 1\n    cp -R \\\n        {CURR_PATH.parent / \"R-package\" / \"pkgdown\"} \\\n        {CURR_PATH.parent / \"lightgbm_r\" / \"pkgdown\"}\n    cd {CURR_PATH.parent / \"lightgbm_r\"}\n    Rscript -e \"roxygen2::roxygenize(load = 'installed')\" || exit 1\n    Rscript -e \"pkgdown::build_site( \\\n            lazy = FALSE \\\n            , install = FALSE \\\n            , devel = FALSE \\\n            , examples = TRUE \\\n            , run_dont_run = TRUE \\\n            , seed = 42L \\\n            , preview = FALSE \\\n            , new_process = TRUE \\\n        )\n        \" || exit 1\n    cd {CURR_PATH.parent}\n    \"\"\"\n    try:\n        print(\"Building R-package documentation\")\n        # Warning! The following code can cause buffer overflows on RTD.\n        # Consider suppressing output completely if RTD project silently fails.\n        # Refer to https://github.com/svenevs/exhale\n        # /blob/fe7644829057af622e467bb529db6c03a830da99/exhale/deploy.py#L99-L111\n        process = Popen([\"/bin/bash\"], stdin=PIPE, stdout=PIPE, stderr=PIPE, universal_newlines=True)\n        stdout, stderr = process.communicate(commands)\n        output = \"\\n\".join([i for i in (stdout, stderr) if i is not None])\n        if process.returncode != 0:\n            raise RuntimeError(output)\n        print(output)\n        print(\"Done building R-package documentation\")\n    except BaseException as e:\n        raise Exception(f\"An error has occurred while generating documentation for R-package\\n{e}\")\n\n\ndef replace_reference_to_r_docs(app: Sphinx) -> None:\n    \"\"\"Make reference to R-package documentation point to the actual version.\n\n    Parameters\n    ----------\n    app : sphinx.application.Sphinx\n        The application object representing the Sphinx process.\n    \"\"\"\n    index_doc_path = CURR_PATH / \"index.rst\"\n    with open(index_doc_path, \"r+t\", encoding=\"utf-8\") as index_doc:\n        content = index_doc.read()\n        content = RTD_R_REF_REGEX.sub(rf\"\\g<begin>{RTD_VERSION}\\g<end>\", content)\n        index_doc.seek(0)\n        index_doc.write(content)\n\n\ndef setup(app: Sphinx) -> None:\n    \"\"\"Add new elements at Sphinx initialization time.\n\n    Parameters\n    ----------\n    app : sphinx.application.Sphinx\n        The application object representing the Sphinx process.\n    \"\"\"\n    first_run = not (CURR_PATH / \"_FIRST_RUN.flag\").exists()\n    if first_run and RTD:\n        (CURR_PATH / \"_FIRST_RUN.flag\").touch()\n    if C_API:\n        app.connect(\"builder-inited\", generate_doxygen_xml)\n    else:\n        app.add_directive(\"doxygenfile\", IgnoredDirective)\n    if RTD:  # build R docs only on Read the Docs site\n        if first_run:\n            app.connect(\"builder-inited\", generate_r_docs)\n        app.connect(\n            \"build-finished\", lambda app, _: copytree(CURR_PATH.parent / \"lightgbm_r\" / \"docs\", Path(app.outdir) / \"R\")\n        )\n    app.connect(\"builder-inited\", replace_reference_to_r_docs)\n    app.add_transform(InternalRefTransform)\n    add_js_file = getattr(app, \"add_js_file\", False) or app.add_javascript\n    add_js_file(\"js/script.js\")\n"
  },
  {
    "path": "docs/env.yml",
    "content": "name: docs-env\nchannels:\n  - nodefaults\n  - conda-forge\ndependencies:\n  - breathe>=4.36\n  - doxygen>=1.13.2\n  - python=3.12\n  - r-base>=4.5.1\n  - r-data.table=1.17.8\n  - r-jsonlite=2.0.0\n  - r-knitr=1.50\n  - r-markdown=2.0\n  - r-matrix=1.7_4\n  - r-pkgdown=2.1.3\n  - r-roxygen2=7.3.3\n  # skipping scikit-learn 1.7.1 because of the problems described in\n  # https://github.com/lightgbm-org/LightGBM/issues/6978\n  - scikit-learn>=1.6.1,!=1.7.1\n  - sphinx>=8.1.3\n  - sphinx_rtd_theme>=3.0.1\n"
  },
  {
    "path": "docs/gcc-Tips.rst",
    "content": "The content of this document was very outdated and is no longer available to avoid any misleadings.\n"
  },
  {
    "path": "docs/index.rst",
    "content": ".. LightGBM documentation master file, created by\n   sphinx-quickstart on Thu May  4 14:30:58 2017.\n   You can adapt this file completely to your liking, but it should at least\n   contain the root `toctree` directive.\n\n.. image:: ./logo/LightGBM_logo_black_text.svg\n   :align: center\n   :width: 600\n   :alt: Light Gradient Boosting Machine logo.\n\n|\n\nWelcome to LightGBM's documentation!\n====================================\n\n**LightGBM** is a gradient boosting framework that uses tree based learning algorithms. It is designed to be distributed and efficient with the following advantages:\n\n- Faster training speed and higher efficiency.\n- Lower memory usage.\n- Better accuracy.\n- Support of parallel, distributed, and GPU learning.\n- Capable of handling large-scale data.\n\nFor more details, please refer to `Features <./Features.rst>`__.\n\n.. toctree::\n   :maxdepth: 1\n   :caption: Contents:\n\n   Installation Guide <Installation-Guide>\n   Quick Start <Quick-Start>\n   Python Quick Start <Python-Intro>\n   Features <Features>\n   Experiments <Experiments>\n   Parameters <Parameters>\n   Parameters Tuning <Parameters-Tuning>\n   C API <C-API>\n   Python API <Python-API>\n   R API <https://lightgbm.readthedocs.io/en/latest/R/reference/>\n   Distributed Learning Guide <Parallel-Learning-Guide>\n   GPU Tutorial <GPU-Tutorial>\n   Advanced Topics <Advanced-Topics>\n   FAQ <FAQ>\n   Development Guide <Development-Guide>\n\n.. toctree::\n   :hidden:\n\n   GPU-Performance\n   GPU-Targets\n   GPU-Windows\n   gcc-Tips\n   README\n\nIndices and Tables\n==================\n\n* :ref:`genindex`\n"
  },
  {
    "path": "docs/make.bat",
    "content": "@ECHO OFF\n\npushd %~dp0\n\nREM Command file for Sphinx documentation\n\nif \"%SPHINXBUILD%\" == \"\" (\n\tset SPHINXBUILD=sphinx-build\n)\nset SOURCEDIR=.\nset BUILDDIR=_build\nset SPHINXPROJ=LightGBM\nset SPHINXOPTS=-W\n\nif \"%1\" == \"\" goto help\n\n%SPHINXBUILD% >NUL 2>NUL\nif errorlevel 9009 (\n\techo.\n\techo.The 'sphinx-build' command was not found. Make sure you have Sphinx\n\techo.installed, then set the SPHINXBUILD environment variable to point\n\techo.to the full path of the 'sphinx-build' executable. Alternatively you\n\techo.may add the Sphinx directory to PATH.\n\techo.\n\techo.If you don't have Sphinx installed, grab it from\n\techo.https://www.sphinx-doc.org/\n\texit /b 1\n)\n\n%SPHINXBUILD% -M %1 %SOURCEDIR% %BUILDDIR% %SPHINXOPTS%\ngoto end\n\n:help\n%SPHINXBUILD% -M help %SOURCEDIR% %BUILDDIR% %SPHINXOPTS%\n\n:end\npopd\n"
  },
  {
    "path": "examples/README.md",
    "content": "Examples\n========\n\nYou can learn how to use LightGBM by these examples.\n\nComments in configuration files might be outdated. Actual information about parameters always can be found [here](https://github.com/lightgbm-org/LightGBM/blob/master/docs/Parameters.rst).\n\nMachine Learning Challenge Winning Solutions\n============================================\n\n**LightGBM is used in many winning solutions, but this table is updated very infrequently.**\n\n| Place         | Competition   | Solution  | Date |\n|---------|:------------- | --------- | -----|\n| 3rd     | [Water Supply Forecast Rodeo: Forecast Stage](https://drivendata.co/blog/water-supply-forecast-and-final-winners) | [link](https://github.com/drivendataorg/water-supply-forecast-rodeo/blob/main/overall/3rd%20place/) | 2024.3 |\n| 1st     | [American Express - Default Prediction](https://www.drivendata.org/competitions/group/competition-nasa-airport-pushback/) |  [link](https://www.kaggle.com/competitions/amex-default-prediction/writeups/lucky-shake-1st-solution-update-github-code) | 2022.8 |\n| 2nd     | [American Express - Default Prediction](https://www.drivendata.org/competitions/group/competition-nasa-airport-pushback/) |  [link](https://www.kaggle.com/competitions/amex-default-prediction/writeups/bydefault-junehomes-2nd-place-solution-team-juneho) | 2022.8 |\n| 3rd     | [American Express - Default Prediction](https://www.drivendata.org/competitions/group/competition-nasa-airport-pushback/) |  [link](https://www.kaggle.com/competitions/amex-default-prediction/writeups/aibank-3rd-solution-simple-is-the-best) | 2022.8 |\n| 1st     | [Ubiquant Market Prediction](https://www.kaggle.com/competitions/ubiquant-market-prediction/) |  [link](https://www.kaggle.com/competitions/ubiquant-market-prediction/writeups/k-i-y-1st-place-solution-our-betting-strategy) | 2022.7 |\n| 2nd     | [Ubiquant Market Prediction](https://www.kaggle.com/competitions/ubiquant-market-prediction/) |  [link](https://www.kaggle.com/competitions/ubiquant-market-prediction/writeups/davide-stenner-2nd-place-solution-robust-cv-and-lg) | 2022.7 |\n| 2nd     | [G-Research Crypto Forecasting](https://www.kaggle.com/competitions/g-research-crypto-forecasting/) |  [link](https://www.kaggle.com/competitions/g-research-crypto-forecasting/writeups/nathaniel-maddux-2nd-place-solution) | 2022.5 |\n| 3rd     | [G-Research Crypto Forecasting](https://www.kaggle.com/competitions/g-research-crypto-forecasting/) |  [link](https://www.kaggle.com/competitions/g-research-crypto-forecasting/writeups/gaba-3rd-place-solution) | 2022.5 |\n| 1st     | [NASA Airathon: Predict Air Quality (Particulate Track)](https://www.drivendata.org/competitions/88/competition-air-quality-pm/) |  [link](https://github.com/drivendataorg/nasa-airathon/tree/main/pm25/1st%20Place) | 2022.3 |\n| 2nd     | [NASA Airathon: Predict Air Quality (Particulate Track)](https://www.drivendata.org/competitions/88/competition-air-quality-pm/) |  [link](https://github.com/drivendataorg/nasa-airathon/tree/main/pm25/2nd%20Place) | 2022.3 |\n| 1st     | [M5 Forecasting - Uncertainty](https://www.kaggle.com/c/m5-forecasting-uncertainty) | [link](https://www.kaggle.com/c/m5-forecasting-uncertainty/discussion/163368) | 2020.7 |\n| 3rd     | [M5 Forecasting - Uncertainty](https://www.kaggle.com/c/m5-forecasting-uncertainty) | [link](https://www.kaggle.com/competitions/m5-forecasting-uncertainty/writeups/ouranos-3rd-place-solution) | 2020.7 |\n| 3rd     | [ALASKA2 Image Steganalysis](https://www.kaggle.com/c/alaska2-image-steganalysis) | [link](https://www.kaggle.com/competitions/alaska2-image-steganalysis/writeups/kaizaburochubachi-3rd-place-solution) | 2020.7 |\n| 1st     | [M5 Forecasting - Accuracy](https://www.kaggle.com/c/m5-forecasting-accuracy) | [link](https://www.kaggle.com/competitions/m5-forecasting-accuracy/writeups/yeonjun-in-stu-1st-place-solution) | 2020.6 |\n| 2nd     | [COVID19 Global Forecasting (Week 5)](https://www.kaggle.com/c/covid19-global-forecasting-week-5) | [link](https://www.kaggle.com/competitions/covid19-global-forecasting-week-5/writeups/kaz-some-ml-a-lot-of-judgement-and-luck) | 2020.5 |\n| 3rd     | [COVID19 Global Forecasting (Week 5)](https://www.kaggle.com/c/covid19-global-forecasting-week-5) | [link](https://www.kaggle.com/c/covid19-global-forecasting-week-5/discussion/143029) | 2020.5 |\n| 1st     | [COVID19 Global Forecasting (Week 4)](https://www.kaggle.com/c/covid19-global-forecasting-week-4) | [link](https://www.kaggle.com/c/covid19-global-forecasting-week-5/discussion/154804) | 2020.5 |\n| 2nd     | [COVID19 Global Forecasting (Week 4)](https://www.kaggle.com/c/covid19-global-forecasting-week-4) | [link](https://www.kaggle.com/c/covid19-global-forecasting-week-5/discussion/144081) | 2020.5 |\n| 2nd     | [2019 Data Science Bowl](https://www.kaggle.com/c/data-science-bowl-2019) | [link](https://www.kaggle.com/competitions/data-science-bowl-2019/writeups/fuson-2nd-place-solution) | 2020.1 |\n| 3rd     | [RSNA Intracranial Hemorrhage Detection](https://www.kaggle.com/c/rsna-intracranial-hemorrhage-detection) | [link](https://www.kaggle.com/competitions/rsna-intracranial-hemorrhage-detection/writeups/takuoko-3rd-place-solution-become-gm-updated-with-) | 2019.11 |\n| 1st     | [IEEE-CIS Fraud Detection](https://www.kaggle.com/c/ieee-fraud-detection) | [link](https://www.kaggle.com/competitions/ieee-fraud-detection/writeups/fraudsquad-1st-place-solution-part-2) | 2019.10 |\n| 2nd     | [IEEE-CIS Fraud Detection](https://www.kaggle.com/c/ieee-fraud-detection) | [link](https://www.kaggle.com/competitions/ieee-fraud-detection/writeups/2-uncles-and-3-puppies-2nd-solution-cpmp-view) | 2019.10 |\n| 2nd     | [Kuzushiji Recognition](https://www.kaggle.com/c/kuzushiji-recognition) | [link](https://www.kaggle.com/c/kuzushiji-recognition/discussion/112712) | 2019.10 |\n| 1st     | [Los Alamos National Laboratory Earthquake Prediction](https://www.kaggle.com/c/LANL-Earthquake-Prediction) | [link](https://www.kaggle.com/competitions/LANL-Earthquake-Prediction/writeups/the-zoo-1st-place-solution) | 2019.6 |\n| 3rd     | [Los Alamos National Laboratory Earthquake Prediction](https://www.kaggle.com/c/LANL-Earthquake-Prediction) | [link](https://www.kaggle.com/competitions/LANL-Earthquake-Prediction/writeups/character-ranking-3rd-place-memo) | 2019.6 |\n| 1st     | [Santander Customer Transaction Prediction](https://www.kaggle.com/c/santander-customer-transaction-prediction) | [link](https://www.kaggle.com/competitions/santander-customer-transaction-prediction/writeups/wizardry-1-solution) | 2019.4 |\n| 2nd     | [Santander Customer Transaction Prediction](https://www.kaggle.com/c/santander-customer-transaction-prediction) | [link](https://www.kaggle.com/competitions/santander-customer-transaction-prediction/writeups/2nd-place-solution) | 2019.4 |\n| 3rd     | [Santander Customer Transaction Prediction](https://www.kaggle.com/c/santander-customer-transaction-prediction) | [link](https://www.kaggle.com/competitions/santander-customer-transaction-prediction/writeups/rock-physics-science-3rd-place-solution-summary-an) | 2019.4 |\n| 1st     | [PetFinder.my Adoption Prediction](https://www.kaggle.com/c/petfinder-adoption-prediction) | [link](https://www.kaggle.com/competitions/petfinder-adoption-prediction/writeups/kaggler-ja-wodori-1st-place-solution-summary) | 2019.4 |\n| 1st     | [Google Analytics Customer Revenue Prediction](https://www.kaggle.com/c/ga-customer-revenue-prediction) | [link](https://www.kaggle.com/competitions/ga-customer-revenue-prediction/writeups/ml-keksika-winning-solution-link-to-kernel-inside) | 2019.3  |\n| 1st     | [VSB Power Line Fault Detection](https://www.kaggle.com/c/vsb-power-line-fault-detection) | [link](https://www.kaggle.com/competitions/vsb-power-line-fault-detection/writeups/mark4h-overview-of-1st-place-solution) | 2019.3 |\n| 5th     | [Elo Merchant Category Recommendation](https://www.kaggle.com/c/elo-merchant-category-recommendation) | [link](https://www.kaggle.com/competitions/elo-merchant-category-recommendation/writeups/evgeny-patekha-5-solution) | 2019.2 |\n| 2nd     | [PLAsTiCC Astronomical Classification](https://www.kaggle.com/c/PLAsTiCC-2018) | [link](https://www.kaggle.com/competitions/PLAsTiCC-2018/writeups/mike-silogram-2nd-place-solution-notes) | 2018.12 |\n| 1st     | [Google Research Doodle Recognition Challenge](https://www.kaggle.com/c/quickdraw-doodle-recognition) | [link](https://www.kaggle.com/competitions/quickdraw-doodle-recognition/writeups/ods-ai-pablos-1st-place-solution) | 2018.12 |\n| 1st     | [Home Credit Group Home Credit Default Risk](https://www.kaggle.com/c/home-credit-default-risk) | [link](https://www.kaggle.com/competitions/home-credit-default-risk/writeups/home-aloan-1st-place-solution) | 2018.8 |\n| 2nd     | [Home Credit Group Home Credit Default Risk](https://www.kaggle.com/c/home-credit-default-risk) | [link](https://www.kaggle.com/competitions/home-credit-default-risk/writeups/ikiri-ds-2nd-place-solution-team-ikiri-ds) | 2018.8 |\n| 3rd     | [Home Credit Group Home Credit Default Risk](https://www.kaggle.com/c/home-credit-default-risk) | [link](https://www.kaggle.com/competitions/home-credit-default-risk/writeups/alijs-evgeny-3rd-place-solution) | 2018.8 |\n| 2nd     | [Google AI Open Images - Visual Relationship Track](https://www.kaggle.com/c/google-ai-open-images-visual-relationship-track) | [link](https://www.kaggle.com/competitions/google-ai-open-images-visual-relationship-track/writeups/tito-brief-summary-of-2nd-place) | 2018.8 |\n| 2nd     | [Santander Value Prediction Challenge](https://www.kaggle.com/c/santander-value-prediction-challenge) | [link](https://www.kaggle.com/competitions/santander-value-prediction-challenge/writeups/adilism-2nd-place-solution-overview) | 2018.8 |\n| 1st     | [Avito Demand Prediction Challenge](https://www.kaggle.com/c/avito-demand-prediction) | [link](https://www.kaggle.com/competitions/avito-demand-prediction/writeups/dance-with-ensemble-dance-with-ensemble-sharing-th) | 2018.6 |\n| 2nd     | [Avito Demand Prediction Challenge](https://www.kaggle.com/c/avito-demand-prediction) | [link](https://www.kaggle.com/competitions/avito-demand-prediction/writeups/song-and-dance-ensemble-second-place-solution) | 2018.6 |\n| 3rd     | [Avito Demand Prediction Challenge](https://www.kaggle.com/c/avito-demand-prediction) | [link](https://www.kaggle.com/competitions/avito-demand-prediction/writeups/superanova-3-place-solution) | 2018.6 |\n| 1st     | [TalkingData AdTracking Fraud Detection Challenge](https://www.kaggle.com/c/talkingdata-adtracking-fraud-detection) | [link](https://www.kaggle.com/competitions/talkingdata-adtracking-fraud-detection/writeups/flowlight-komaki-shuffle-1st-place-solution)| 2018.5 |\n| 1st     | [DonorsChoose.org Application Screening](https://www.kaggle.com/c/donorschoose-application-screening)| [link](https://www.kaggle.com/shadowwarrior/1st-place-solution/notebook) | 2018.4 |\n| 1st     | [Toxic Comment Classification Challenge](https://www.kaggle.com/c/jigsaw-toxic-comment-classification-challenge)| [link](https://www.kaggle.com/competitions/jigsaw-toxic-comment-classification-challenge/writeups/toxic-crusaders-1st-place-solution-overview) | 2018.3 |\n| 1st     | [Mercari Price Suggestion Challenge](https://www.kaggle.com/c/mercari-price-suggestion-challenge) | [link](https://www.kaggle.com/competitions/mercari-price-suggestion-challenge/writeups/pawe-and-konstantin-1st-place-solution) | 2018.2 |\n| 1st     | [IEEE's Signal Processing Society, Camera Model Identification](https://www.kaggle.com/c/sp-society-camera-model-identification)| [link](https://www.kaggle.com/competitions/sp-society-camera-model-identification/writeups/ods-ai-stamp-1st-place-solution) | 2018.2 |\n| 1st     | [Recruit Restaurant Visitor Forecasting](https://www.kaggle.com/c/recruit-restaurant-visitor-forecasting) | [link](https://www.kaggle.com/competitions/recruit-restaurant-visitor-forecasting/writeups/pppp-solution-public-0-471-private-0-505) | 2018.2|\n| 1st     | [WSDM CUP 2018 - KKBox's Music Recommendation Challenge](https://www.kaggle.com/c/kkbox-music-recommendation-challenge) | [link](https://www.kaggle.com/competitions/kkbox-music-recommendation-challenge/writeups/bing-bai-a-brief-introduction-to-the-1st-place-sol) | 2017.12 |\n| 1st     | [Porto Seguro’s Safe Driver Prediction](https://www.kaggle.com/c/porto-seguro-safe-driver-prediction) | [link](https://www.kaggle.com/competitions/porto-seguro-safe-driver-prediction/writeups/michael-jahrer-1st-place-with-representation-learn) |2017.11 |\n| 1st     | [Quora Question Pairs](https://www.kaggle.com/c/quora-question-pairs) | [link](https://www.kaggle.com/competitions/quora-question-pairs/writeups/dl-guys-1st-place-solution) | 2017.6 |\n| 1st     | [Two Sigma Connect: Rental Listing Inquiries](https://www.kaggle.com/c/two-sigma-connect-rental-listing-inquiries) | [link](https://www.kaggle.com/competitions/two-sigma-connect-rental-listing-inquiries/writeups/plantsgo-my-best-single-model-and-solution) | 2017.4 |\n| 1st     | [CIKM2017 AnalytiCup - Lazada Product Title Quality Challenge](https://cikm2017.org/CIKM_AnalytiCup_task3.html) | [link](https://arxiv.org/abs/1804.01000) | 2017.9 |\n| 2nd     | [Two Sigma Connect: Rental Listing Inquiries](https://www.kaggle.com/c/two-sigma-connect-rental-listing-inquiries) | [link](https://www.kaggle.com/competitions/two-sigma-connect-rental-listing-inquiries/writeups/faron-2nd-place-solution) | 2017.4 |\n| 3rd     | [Two Sigma Connect: Rental Listing Inquiries](https://www.kaggle.com/c/two-sigma-connect-rental-listing-inquiries) | [link](https://www.kaggle.com/competitions/two-sigma-connect-rental-listing-inquiries/writeups/little-boat-3rd-place-solution-summary) | 2017.4 |\n| 3rd     | [Dogs vs. Cats Redux: Kernels Edition](https://www.kaggle.com/c/dogs-vs-cats-redux-kernels-edition) | [link](https://medium.com/kaggle-blog/dogs-vs-cats-redux-playground-competition-3rd-place-interview-marco-lugo-74893739b10f) | - |\n| 3rd     | [Bosch Production Line Performance](https://www.kaggle.com/c/bosch-production-line-performance) | [link](https://www.kaggle.com/competitions/bosch-production-line-performance/writeups/data-property-avengers-3-place-solution) | 2016.11 |\n| 1st     | [The 1st Di-Tech Competitions](https://web.archive.org/web/20170311212917/https://research.xiaojukeji.com/competition/main.action?competitionId=DiTech2016) | - | 2016.7 |\n"
  },
  {
    "path": "examples/binary_classification/README.md",
    "content": "Binary Classification Example\n=============================\n\nHere is an example for LightGBM to run binary classification task.\n\n***You must follow the [installation instructions](https://lightgbm.readthedocs.io/en/latest/Installation-Guide.html)\nfor the following commands to work. The `lightgbm` binary must be built and available at the root of this project.***\n\nTraining\n--------\n\nRun the following command in this folder:\n\n```bash\n\"../../lightgbm\" config=train.conf\n```\n\nPrediction\n----------\n\nYou should finish training first.\n\nRun the following command in this folder:\n\n```bash\n\"../../lightgbm\" config=predict.conf\n```\n"
  },
  {
    "path": "examples/binary_classification/binary.test",
    "content": "1\t0.644\t0.247\t-0.447\t0.862\t0.374\t0.854\t-1.126\t-0.790\t2.173\t1.015\t-0.201\t1.400\t0.000\t1.575\t1.807\t1.607\t0.000\t1.585\t-0.190\t-0.744\t3.102\t0.958\t1.061\t0.980\t0.875\t0.581\t0.905\t0.796\n0\t0.385\t1.800\t1.037\t1.044\t0.349\t1.502\t-0.966\t1.734\t0.000\t0.966\t-1.960\t-0.249\t0.000\t1.501\t0.465\t-0.354\t2.548\t0.834\t-0.440\t0.638\t3.102\t0.695\t0.909\t0.981\t0.803\t0.813\t1.149\t1.116\n0\t1.214\t-0.166\t0.004\t0.505\t1.434\t0.628\t-1.174\t-1.230\t1.087\t0.579\t-1.047\t-0.118\t0.000\t0.835\t0.340\t1.234\t2.548\t0.711\t-1.383\t1.355\t0.000\t0.848\t0.911\t1.043\t0.931\t1.058\t0.744\t0.696\n1\t0.420\t1.111\t0.137\t1.516\t-1.657\t0.854\t0.623\t1.605\t1.087\t1.511\t-1.297\t0.251\t0.000\t0.872\t-0.368\t-0.721\t0.000\t0.543\t0.731\t1.424\t3.102\t1.597\t1.282\t1.105\t0.730\t0.148\t1.231\t1.234\n0\t0.897\t-1.703\t-1.306\t1.022\t-0.729\t0.836\t0.859\t-0.333\t2.173\t1.336\t-0.965\t0.972\t2.215\t0.671\t1.021\t-1.439\t0.000\t0.493\t-2.019\t-0.289\t0.000\t0.805\t0.930\t0.984\t1.430\t2.198\t1.934\t1.684\n0\t0.756\t1.126\t-0.945\t2.355\t-0.555\t0.889\t0.800\t1.440\t0.000\t0.585\t0.271\t0.631\t2.215\t0.722\t1.744\t1.051\t0.000\t0.618\t0.924\t0.698\t1.551\t0.976\t0.864\t0.988\t0.803\t0.234\t0.822\t0.911\n0\t1.141\t-0.741\t0.953\t1.478\t-0.524\t1.197\t-0.871\t1.689\t2.173\t0.875\t1.321\t-0.518\t1.107\t0.540\t0.037\t-0.987\t0.000\t0.879\t1.187\t0.245\t0.000\t0.888\t0.701\t1.747\t1.358\t2.479\t1.491\t1.223\n1\t0.606\t-0.936\t-0.384\t1.257\t-1.162\t2.719\t-0.600\t0.100\t2.173\t3.303\t-0.284\t1.561\t1.107\t0.689\t1.786\t-0.326\t0.000\t0.780\t-0.532\t1.216\t0.000\t0.936\t2.022\t0.985\t1.574\t4.323\t2.263\t1.742\n1\t0.603\t0.429\t-0.279\t1.448\t1.301\t1.008\t2.423\t-1.295\t0.000\t0.452\t1.305\t0.533\t0.000\t1.076\t1.011\t1.256\t2.548\t2.021\t1.260\t-0.343\t0.000\t0.890\t0.969\t1.281\t0.763\t0.652\t0.827\t0.785\n0\t1.171\t-0.962\t0.521\t0.841\t-0.315\t1.196\t-0.744\t-0.882\t2.173\t0.726\t-1.305\t1.377\t1.107\t0.643\t-1.790\t-1.264\t0.000\t1.257\t0.222\t0.817\t0.000\t0.862\t0.911\t0.987\t0.846\t1.293\t0.899\t0.756\n1\t1.392\t-0.358\t0.235\t1.494\t-0.461\t0.895\t-0.848\t1.549\t2.173\t0.841\t-0.384\t0.666\t1.107\t1.199\t2.509\t-0.891\t0.000\t1.109\t-0.364\t-0.945\t0.000\t0.693\t2.135\t1.170\t1.362\t0.959\t2.056\t1.842\n1\t1.024\t1.076\t-0.886\t0.851\t1.530\t0.673\t-0.449\t0.187\t1.087\t0.628\t-0.895\t1.176\t2.215\t0.696\t-0.232\t-0.875\t0.000\t0.411\t1.501\t0.048\t0.000\t0.842\t0.919\t1.063\t1.193\t0.777\t0.964\t0.807\n1\t0.890\t-0.760\t1.182\t1.369\t0.751\t0.696\t-0.959\t-0.710\t1.087\t0.775\t-0.130\t-1.409\t2.215\t0.701\t-0.110\t-0.739\t0.000\t0.508\t-0.451\t0.390\t0.000\t0.762\t0.738\t0.998\t1.126\t0.788\t0.940\t0.790\n1\t0.460\t0.537\t0.636\t1.442\t-0.269\t0.585\t0.323\t-1.731\t2.173\t0.503\t1.034\t-0.927\t0.000\t0.928\t-1.024\t1.006\t2.548\t0.513\t-0.618\t-1.336\t0.000\t0.802\t0.831\t0.992\t1.019\t0.925\t1.056\t0.833\n1\t0.364\t1.648\t0.560\t1.720\t0.829\t1.110\t0.811\t-0.588\t0.000\t0.408\t1.045\t1.054\t2.215\t0.319\t-1.138\t1.545\t0.000\t0.423\t1.025\t-1.265\t3.102\t1.656\t0.928\t1.003\t0.544\t0.327\t0.670\t0.746\n1\t0.525\t-0.096\t1.206\t0.948\t-1.103\t1.519\t-0.582\t0.606\t2.173\t1.274\t-0.572\t-0.934\t0.000\t0.855\t-1.028\t-1.222\t0.000\t0.578\t-1.000\t-1.725\t3.102\t0.896\t0.878\t0.981\t0.498\t0.909\t0.772\t0.668\n0\t0.536\t-0.821\t-1.029\t0.703\t1.113\t0.363\t-0.711\t0.022\t1.087\t0.325\t1.503\t1.249\t2.215\t0.673\t1.041\t-0.401\t0.000\t0.480\t2.127\t1.681\t0.000\t0.767\t1.034\t0.990\t0.671\t0.836\t0.669\t0.663\n1\t1.789\t-0.583\t1.641\t0.897\t0.799\t0.515\t-0.100\t-1.483\t0.000\t1.101\t0.031\t-0.326\t2.215\t1.195\t0.001\t0.126\t2.548\t0.768\t-0.148\t0.601\t0.000\t0.916\t0.921\t1.207\t1.069\t0.483\t0.934\t0.795\n1\t1.332\t-0.571\t0.986\t0.580\t1.508\t0.582\t0.634\t-0.746\t1.087\t1.084\t-0.964\t-0.489\t0.000\t0.785\t0.274\t0.343\t2.548\t0.779\t0.721\t1.489\t0.000\t1.733\t1.145\t0.990\t1.270\t0.715\t0.897\t0.915\n0\t1.123\t0.629\t-1.708\t0.597\t-0.882\t0.752\t0.195\t1.522\t2.173\t1.671\t1.515\t-0.003\t0.000\t0.778\t0.514\t0.139\t1.274\t0.801\t1.260\t1.600\t0.000\t1.495\t0.976\t0.988\t0.676\t0.921\t1.010\t0.943\n0\t1.816\t-0.515\t0.171\t0.980\t-0.454\t0.870\t0.202\t-1.399\t2.173\t1.130\t1.066\t-1.593\t0.000\t0.844\t0.735\t1.275\t2.548\t1.125\t-1.133\t0.348\t0.000\t0.837\t0.693\t0.988\t1.112\t0.784\t1.009\t0.974\n1\t0.364\t0.694\t0.445\t1.862\t0.159\t0.963\t-1.356\t1.260\t1.087\t0.887\t-0.540\t-1.533\t2.215\t0.658\t-2.544\t-1.236\t0.000\t0.516\t-0.807\t0.039\t0.000\t0.891\t1.004\t0.991\t1.092\t0.976\t1.000\t0.953\n1\t0.790\t-1.175\t0.475\t1.846\t0.094\t0.999\t-1.090\t0.257\t0.000\t1.422\t0.854\t1.112\t2.215\t1.302\t1.004\t-1.702\t1.274\t2.557\t-0.787\t-1.048\t0.000\t0.890\t1.429\t0.993\t2.807\t0.840\t2.248\t1.821\n1\t0.765\t-0.500\t-0.603\t1.843\t-0.560\t1.068\t0.007\t0.746\t2.173\t1.154\t-0.017\t1.329\t0.000\t1.165\t1.791\t-1.585\t0.000\t1.116\t0.441\t-0.886\t0.000\t0.774\t0.982\t0.989\t1.102\t0.633\t1.178\t1.021\n1\t1.407\t1.293\t-1.418\t0.502\t-1.527\t2.005\t-2.122\t0.622\t0.000\t1.699\t1.508\t-0.649\t2.215\t1.665\t0.748\t-0.755\t0.000\t2.555\t0.811\t1.423\t1.551\t7.531\t5.520\t0.985\t1.115\t1.881\t4.487\t3.379\n1\t0.772\t-0.186\t-1.372\t0.823\t-0.140\t0.781\t0.763\t0.046\t2.173\t1.128\t0.516\t1.380\t0.000\t0.797\t-0.640\t-0.134\t2.548\t2.019\t-0.972\t-1.670\t0.000\t2.022\t1.466\t0.989\t0.856\t0.808\t1.230\t0.991\n1\t0.546\t-0.954\t0.715\t1.335\t-1.689\t0.783\t-0.443\t-1.735\t2.173\t1.081\t0.185\t-0.435\t0.000\t1.433\t-0.662\t-0.389\t0.000\t0.969\t0.924\t1.099\t0.000\t0.910\t0.879\t0.988\t0.683\t0.753\t0.878\t0.865\n1\t0.596\t0.276\t-1.054\t1.358\t1.355\t1.444\t1.813\t-0.208\t0.000\t1.175\t-0.949\t-1.573\t0.000\t0.855\t-1.228\t-0.925\t2.548\t1.837\t-0.400\t0.913\t0.000\t0.637\t0.901\t1.028\t0.553\t0.790\t0.679\t0.677\n0\t0.458\t2.292\t1.530\t0.291\t1.283\t0.749\t-0.930\t-0.198\t0.000\t0.300\t-1.560\t0.990\t0.000\t0.811\t-0.176\t0.995\t2.548\t1.085\t-0.178\t-1.213\t3.102\t0.891\t0.648\t0.999\t0.732\t0.655\t0.619\t0.620\n0\t0.638\t-0.575\t-1.048\t0.125\t0.178\t0.846\t-0.753\t-0.339\t1.087\t0.799\t-0.727\t1.182\t0.000\t0.888\t0.283\t0.717\t0.000\t1.051\t-1.046\t-1.557\t3.102\t0.889\t0.871\t0.989\t0.884\t0.923\t0.836\t0.779\n1\t0.434\t-1.119\t-0.313\t2.427\t0.461\t0.497\t0.261\t-1.177\t2.173\t0.618\t-0.737\t-0.688\t0.000\t1.150\t-1.237\t-1.652\t2.548\t0.757\t-0.054\t1.700\t0.000\t0.809\t0.741\t0.982\t1.450\t0.936\t1.086\t0.910\n1\t0.431\t-1.144\t-1.030\t0.778\t-0.655\t0.490\t0.047\t-1.546\t0.000\t1.583\t-0.014\t0.891\t2.215\t0.516\t0.956\t0.567\t2.548\t0.935\t-1.123\t-0.082\t0.000\t0.707\t0.995\t0.995\t0.700\t0.602\t0.770\t0.685\n1\t1.894\t0.222\t1.224\t1.578\t1.715\t0.966\t2.890\t-0.013\t0.000\t0.922\t-0.703\t-0.844\t0.000\t0.691\t2.056\t1.039\t0.000\t0.900\t-0.733\t-1.240\t3.102\t1.292\t1.992\t1.026\t0.881\t0.684\t1.759\t1.755\n0\t0.985\t-0.316\t0.141\t1.067\t-0.946\t0.819\t-1.177\t1.307\t2.173\t1.080\t-0.429\t0.557\t1.107\t1.726\t1.435\t-1.075\t0.000\t1.100\t1.547\t-0.647\t0.000\t0.873\t1.696\t1.179\t1.146\t1.015\t1.538\t1.270\n0\t0.998\t-0.187\t-0.236\t0.882\t0.755\t0.468\t0.950\t-0.439\t2.173\t0.579\t-0.550\t-0.624\t0.000\t1.847\t1.196\t1.384\t1.274\t0.846\t1.273\t-1.072\t0.000\t1.194\t0.797\t1.013\t1.319\t1.174\t0.963\t0.898\n0\t0.515\t0.246\t-0.593\t1.082\t1.591\t0.912\t-0.623\t-0.957\t2.173\t0.858\t0.418\t0.844\t0.000\t0.948\t2.519\t1.599\t0.000\t1.158\t1.385\t-0.095\t3.102\t0.973\t1.033\t0.988\t0.998\t1.716\t1.054\t0.901\n0\t0.919\t-1.001\t1.506\t1.389\t0.653\t0.507\t-0.616\t-0.689\t2.173\t0.808\t0.536\t-0.467\t2.215\t0.496\t2.187\t-0.859\t0.000\t0.822\t0.807\t1.163\t0.000\t0.876\t0.861\t1.088\t0.947\t0.614\t0.911\t1.087\n0\t0.794\t0.051\t1.477\t1.504\t-1.695\t0.716\t0.315\t0.264\t1.087\t0.879\t-0.135\t-1.094\t2.215\t1.433\t-0.741\t0.201\t0.000\t1.566\t0.534\t-0.989\t0.000\t0.627\t0.882\t0.974\t0.807\t1.130\t0.929\t0.925\n1\t0.455\t-0.946\t-1.175\t1.453\t-0.580\t0.763\t-0.856\t0.840\t0.000\t0.829\t1.223\t1.174\t2.215\t0.714\t0.638\t-0.466\t0.000\t1.182\t0.223\t-1.333\t0.000\t0.977\t0.938\t0.986\t0.713\t0.714\t0.796\t0.843\n1\t0.662\t-0.296\t-1.287\t1.212\t-0.707\t0.641\t1.457\t0.222\t0.000\t0.600\t0.525\t-1.700\t2.215\t0.784\t-0.835\t-0.961\t2.548\t0.865\t1.131\t1.162\t0.000\t0.854\t0.877\t0.978\t0.740\t0.734\t0.888\t0.811\n0\t0.390\t0.698\t-1.629\t1.888\t0.298\t0.990\t1.614\t-1.572\t0.000\t1.666\t0.170\t0.719\t2.215\t1.590\t1.064\t-0.886\t1.274\t0.952\t0.305\t-1.216\t0.000\t1.048\t0.897\t1.173\t0.891\t1.936\t1.273\t1.102\n0\t1.014\t0.117\t1.384\t0.686\t-1.047\t0.609\t-1.245\t-0.850\t0.000\t1.076\t-1.158\t0.814\t1.107\t1.598\t-0.389\t-0.111\t0.000\t0.907\t1.688\t-1.673\t0.000\t1.333\t0.866\t0.989\t0.975\t0.442\t0.797\t0.788\n0\t1.530\t-1.408\t-0.207\t0.440\t-1.357\t0.902\t-0.647\t1.325\t1.087\t1.320\t-0.819\t0.246\t1.107\t0.503\t1.407\t-1.683\t0.000\t1.189\t-0.972\t-0.925\t0.000\t0.386\t1.273\t0.988\t0.829\t1.335\t1.173\t1.149\n1\t1.689\t-0.590\t0.915\t2.076\t1.202\t0.644\t-0.478\t-0.238\t0.000\t0.809\t-1.660\t-1.184\t0.000\t1.227\t-0.224\t-0.808\t2.548\t1.655\t1.047\t-0.623\t0.000\t0.621\t1.192\t0.988\t1.309\t0.866\t0.924\t1.012\n0\t1.102\t0.402\t-1.622\t1.262\t1.022\t0.576\t0.271\t-0.269\t0.000\t0.591\t0.495\t-1.278\t0.000\t1.271\t0.209\t0.575\t2.548\t0.941\t0.964\t-0.685\t3.102\t0.989\t0.963\t1.124\t0.857\t0.858\t0.716\t0.718\n0\t2.491\t0.825\t0.581\t1.593\t0.205\t0.782\t-0.815\t1.499\t0.000\t1.179\t-0.999\t-1.509\t0.000\t0.926\t0.920\t-0.522\t2.548\t2.068\t-1.021\t-1.050\t3.102\t0.874\t0.943\t0.980\t0.945\t1.525\t1.570\t1.652\n0\t0.666\t0.254\t1.601\t1.303\t-0.250\t1.236\t-1.929\t0.793\t0.000\t1.074\t0.447\t-0.871\t0.000\t0.991\t1.059\t-0.342\t0.000\t1.703\t-0.393\t-1.419\t3.102\t0.921\t0.945\t1.285\t0.931\t0.462\t0.770\t0.729\n0\t0.937\t-1.126\t1.424\t1.395\t1.743\t0.760\t0.428\t-0.238\t2.173\t0.846\t0.494\t1.320\t2.215\t0.872\t-1.826\t-0.507\t0.000\t0.612\t1.860\t1.403\t0.000\t3.402\t2.109\t0.985\t1.298\t1.165\t1.404\t1.240\n1\t0.881\t-1.086\t-0.870\t0.513\t0.266\t2.049\t-1.870\t1.160\t0.000\t2.259\t-0.428\t-0.935\t2.215\t1.321\t-0.655\t-0.449\t2.548\t1.350\t-1.766\t-0.108\t0.000\t0.911\t1.852\t0.987\t1.167\t0.820\t1.903\t1.443\n0\t0.410\t0.835\t-0.819\t1.257\t1.112\t0.871\t-1.737\t-0.401\t0.000\t0.927\t0.158\t1.253\t0.000\t1.183\t0.405\t-1.570\t0.000\t0.807\t-0.704\t-0.438\t3.102\t0.932\t0.962\t0.987\t0.653\t0.315\t0.616\t0.648\n1\t0.634\t0.196\t-1.679\t1.379\t-0.967\t2.260\t-0.273\t1.114\t0.000\t1.458\t1.070\t-0.278\t1.107\t1.195\t0.110\t-0.688\t2.548\t0.907\t0.298\t-1.359\t0.000\t0.949\t1.129\t0.984\t0.675\t0.877\t0.938\t0.824\n1\t0.632\t-1.254\t1.201\t0.496\t-0.106\t0.235\t2.731\t-0.955\t0.000\t0.615\t-0.805\t0.600\t0.000\t0.633\t-0.934\t1.641\t0.000\t1.407\t-0.483\t-0.962\t1.551\t0.778\t0.797\t0.989\t0.578\t0.722\t0.576\t0.539\n0\t0.714\t1.122\t1.566\t2.399\t-1.431\t1.665\t0.299\t0.323\t0.000\t1.489\t1.087\t-0.861\t2.215\t1.174\t0.140\t1.083\t2.548\t0.404\t-0.968\t1.105\t0.000\t0.867\t0.969\t0.981\t1.039\t1.552\t1.157\t1.173\n1\t0.477\t-0.321\t-0.471\t1.966\t1.034\t2.282\t1.359\t-0.874\t0.000\t1.672\t-0.258\t1.109\t0.000\t1.537\t0.604\t0.231\t2.548\t1.534\t-0.640\t0.827\t0.000\t0.746\t1.337\t1.311\t0.653\t0.721\t0.795\t0.742\n1\t1.351\t0.460\t0.031\t1.194\t-1.185\t0.670\t-1.157\t-1.637\t2.173\t0.599\t-0.823\t0.680\t0.000\t0.478\t0.373\t1.716\t0.000\t0.809\t-0.919\t0.010\t1.551\t0.859\t0.839\t1.564\t0.994\t0.777\t0.971\t0.826\n1\t0.520\t-1.442\t-0.348\t0.840\t1.654\t1.273\t-0.760\t1.317\t0.000\t0.861\t2.579\t-0.791\t0.000\t1.779\t0.257\t-0.703\t0.000\t2.154\t1.928\t0.457\t0.000\t1.629\t3.194\t0.992\t0.730\t1.107\t2.447\t2.747\n0\t0.700\t-0.308\t0.920\t0.438\t-0.879\t0.516\t1.409\t1.101\t0.000\t0.960\t0.701\t-0.049\t2.215\t1.442\t-0.416\t-1.439\t2.548\t0.628\t1.009\t-0.364\t0.000\t0.848\t0.817\t0.987\t0.759\t1.421\t0.937\t0.920\n1\t0.720\t1.061\t-0.546\t0.798\t-1.521\t1.066\t0.173\t0.271\t1.087\t1.453\t0.114\t1.336\t1.107\t0.702\t0.616\t-0.367\t0.000\t0.543\t-0.386\t-1.301\t0.000\t0.653\t0.948\t0.989\t1.031\t1.500\t0.965\t0.790\n1\t0.735\t-0.416\t0.588\t1.308\t-0.382\t1.042\t0.344\t1.609\t0.000\t0.926\t0.163\t-0.520\t1.107\t1.050\t-0.427\t1.159\t2.548\t0.834\t0.613\t0.948\t0.000\t0.848\t1.189\t1.042\t0.844\t1.099\t0.829\t0.843\n1\t0.777\t-0.396\t1.540\t1.608\t0.638\t0.955\t0.040\t0.918\t2.173\t1.315\t1.116\t-0.823\t0.000\t0.781\t-0.762\t0.564\t2.548\t0.945\t-0.573\t1.379\t0.000\t0.679\t0.706\t1.124\t0.608\t0.593\t0.515\t0.493\n1\t0.934\t0.319\t-0.257\t0.970\t-0.980\t0.726\t0.774\t0.731\t0.000\t0.896\t0.038\t-1.465\t1.107\t0.773\t-0.055\t-0.831\t2.548\t1.439\t-0.229\t0.698\t0.000\t0.964\t1.031\t0.995\t0.845\t0.480\t0.810\t0.762\n0\t0.461\t0.771\t0.019\t2.055\t-1.288\t1.043\t0.147\t0.261\t2.173\t0.833\t-0.156\t1.425\t0.000\t0.832\t0.805\t-0.491\t2.548\t0.589\t1.252\t1.414\t0.000\t0.850\t0.906\t1.245\t1.364\t0.850\t0.908\t0.863\n1\t0.858\t-0.116\t-0.937\t0.966\t1.167\t0.825\t-0.108\t1.111\t1.087\t0.733\t1.163\t-0.634\t0.000\t0.894\t0.771\t0.020\t0.000\t0.846\t-1.124\t-1.195\t3.102\t0.724\t1.194\t1.195\t0.813\t0.969\t0.985\t0.856\n0\t0.720\t-0.335\t-0.307\t1.445\t0.540\t1.108\t-0.034\t-1.691\t1.087\t0.883\t-1.356\t-0.678\t2.215\t0.440\t1.093\t0.253\t0.000\t0.389\t-1.582\t-1.097\t0.000\t1.113\t1.034\t0.988\t1.256\t1.572\t1.062\t0.904\n1\t0.750\t-0.811\t-0.542\t0.985\t0.408\t0.471\t0.477\t0.355\t0.000\t1.347\t-0.875\t-1.556\t2.215\t0.564\t1.082\t-0.724\t0.000\t0.793\t-0.958\t-0.020\t3.102\t0.836\t0.825\t0.986\t1.066\t0.924\t0.927\t0.883\n0\t0.392\t-0.468\t-0.216\t0.680\t1.565\t1.086\t-0.765\t-0.581\t1.087\t1.264\t-1.035\t1.189\t2.215\t0.986\t-0.338\t0.747\t0.000\t0.884\t-1.328\t-0.965\t0.000\t1.228\t0.988\t0.982\t1.135\t1.741\t1.108\t0.956\n1\t0.434\t-1.269\t0.643\t0.713\t0.608\t0.597\t0.832\t1.627\t0.000\t0.708\t-0.422\t0.079\t2.215\t1.533\t-0.823\t-1.127\t2.548\t0.408\t-1.357\t-0.828\t0.000\t1.331\t1.087\t0.999\t1.075\t1.015\t0.875\t0.809\n0\t0.828\t-1.803\t0.342\t0.847\t-0.162\t1.585\t-1.128\t-0.272\t2.173\t1.974\t0.039\t-1.717\t0.000\t0.900\t0.764\t-1.741\t0.000\t1.349\t-0.079\t1.035\t3.102\t0.984\t0.815\t0.985\t0.780\t1.661\t1.403\t1.184\n1\t1.089\t-0.350\t-0.747\t1.472\t0.792\t1.087\t-0.069\t-1.192\t0.000\t0.512\t-0.841\t-1.284\t0.000\t2.162\t-0.821\t0.545\t2.548\t1.360\t2.243\t-0.183\t0.000\t0.977\t0.628\t1.725\t1.168\t0.635\t0.823\t0.822\n1\t0.444\t0.451\t-1.332\t1.176\t-0.247\t0.898\t0.194\t0.007\t0.000\t1.958\t0.576\t-1.618\t2.215\t0.584\t1.203\t0.268\t0.000\t0.939\t1.033\t1.264\t3.102\t0.829\t0.886\t0.985\t1.265\t0.751\t1.032\t0.948\n0\t0.629\t0.114\t1.177\t0.917\t-1.204\t0.845\t0.828\t-0.088\t0.000\t0.962\t-1.302\t0.823\t2.215\t0.732\t0.358\t-1.334\t2.548\t0.538\t0.582\t1.561\t0.000\t1.028\t0.834\t0.988\t0.904\t1.205\t1.039\t0.885\n1\t1.754\t-1.259\t-0.573\t0.959\t-1.483\t0.358\t0.448\t-1.452\t0.000\t0.711\t0.313\t0.499\t2.215\t1.482\t-0.390\t1.474\t2.548\t1.879\t-1.540\t0.668\t0.000\t0.843\t0.825\t1.313\t1.315\t0.939\t1.048\t0.871\n1\t0.549\t0.706\t-1.437\t0.894\t0.891\t0.680\t-0.762\t-1.568\t0.000\t0.981\t0.499\t-0.425\t2.215\t1.332\t0.678\t0.485\t1.274\t0.803\t0.022\t-0.893\t0.000\t0.793\t1.043\t0.987\t0.761\t0.899\t0.915\t0.794\n0\t0.475\t0.542\t-0.987\t1.569\t0.069\t0.551\t1.543\t-1.488\t0.000\t0.608\t0.301\t1.734\t2.215\t0.277\t0.499\t-0.522\t0.000\t1.375\t1.212\t0.696\t3.102\t0.652\t0.756\t0.987\t0.828\t0.830\t0.715\t0.679\n1\t0.723\t0.049\t-1.153\t1.300\t0.083\t0.723\t-0.749\t0.630\t0.000\t1.126\t0.412\t-0.384\t0.000\t1.272\t1.256\t1.358\t2.548\t3.108\t0.777\t-1.486\t3.102\t0.733\t1.096\t1.206\t1.269\t0.899\t1.015\t0.903\n1\t1.062\t0.296\t0.725\t0.285\t-0.531\t0.819\t1.277\t-0.667\t0.000\t0.687\t0.829\t-0.092\t0.000\t1.158\t0.447\t1.047\t2.548\t1.444\t-0.186\t-1.491\t3.102\t0.863\t1.171\t0.986\t0.769\t0.828\t0.919\t0.840\n0\t0.572\t-0.349\t1.396\t2.023\t0.795\t0.577\t0.457\t-0.533\t0.000\t1.351\t0.701\t-1.091\t0.000\t0.724\t-1.012\t-0.182\t2.548\t0.923\t-0.012\t0.789\t3.102\t0.936\t1.025\t0.985\t1.002\t0.600\t0.828\t0.909\n1\t0.563\t0.387\t0.412\t0.553\t1.050\t0.723\t-0.992\t-0.447\t0.000\t0.748\t0.948\t0.546\t2.215\t1.761\t-0.559\t-1.183\t0.000\t1.114\t-0.251\t1.192\t3.102\t0.936\t0.912\t0.976\t0.578\t0.722\t0.829\t0.892\n1\t1.632\t1.577\t-0.697\t0.708\t-1.263\t0.863\t0.012\t1.197\t2.173\t0.498\t0.990\t-0.806\t0.000\t0.627\t2.387\t-1.283\t0.000\t0.607\t1.290\t-0.174\t3.102\t0.916\t1.328\t0.986\t0.557\t0.971\t0.935\t0.836\n1\t0.562\t-0.360\t0.399\t0.803\t-1.334\t1.443\t-0.116\t1.628\t2.173\t0.750\t0.987\t0.135\t1.107\t0.795\t0.298\t-0.556\t0.000\t1.150\t-0.113\t-0.093\t0.000\t0.493\t1.332\t0.985\t1.001\t1.750\t1.013\t0.886\n1\t0.987\t0.706\t-0.492\t0.861\t0.607\t0.593\t0.088\t-0.184\t0.000\t0.802\t0.894\t1.608\t2.215\t0.782\t-0.471\t1.500\t2.548\t0.521\t0.772\t-0.960\t0.000\t0.658\t0.893\t1.068\t0.877\t0.664\t0.709\t0.661\n1\t1.052\t0.883\t-0.581\t1.566\t0.860\t0.931\t1.515\t-0.873\t0.000\t0.493\t0.145\t-0.672\t0.000\t1.133\t0.935\t1.581\t2.548\t1.630\t0.695\t0.923\t3.102\t1.105\t1.087\t1.713\t0.948\t0.590\t0.872\t0.883\n1\t2.130\t-0.516\t-0.291\t0.776\t-1.230\t0.689\t-0.257\t0.800\t2.173\t0.730\t-0.274\t-1.437\t0.000\t0.615\t0.241\t1.083\t0.000\t0.834\t0.757\t1.613\t3.102\t0.836\t0.806\t1.333\t1.061\t0.730\t0.889\t0.783\n1\t0.742\t0.797\t1.628\t0.311\t-0.418\t0.620\t0.685\t-1.457\t0.000\t0.683\t1.774\t-1.082\t0.000\t1.700\t1.104\t0.225\t2.548\t0.382\t-2.184\t-1.307\t0.000\t0.945\t1.228\t0.984\t0.864\t0.931\t0.988\t0.838\n0\t0.311\t-1.249\t-0.927\t1.272\t-1.262\t0.642\t-1.228\t-0.136\t0.000\t1.220\t-0.804\t-1.558\t2.215\t0.950\t-0.828\t0.495\t1.274\t2.149\t-1.672\t0.634\t0.000\t1.346\t0.887\t0.981\t0.856\t1.101\t1.001\t1.106\n0\t0.660\t-1.834\t-0.667\t0.601\t1.236\t0.932\t-0.933\t-0.135\t2.173\t1.373\t-0.122\t1.429\t0.000\t0.654\t-0.034\t-0.847\t2.548\t0.711\t0.911\t0.703\t0.000\t1.144\t0.942\t0.984\t0.822\t0.739\t0.992\t0.895\n0\t3.609\t-0.590\t0.851\t0.615\t0.455\t1.280\t0.003\t-0.866\t1.087\t1.334\t0.708\t-1.131\t0.000\t0.669\t0.480\t0.092\t0.000\t0.975\t0.983\t-1.429\t3.102\t1.301\t1.089\t0.987\t1.476\t0.934\t1.469\t1.352\n1\t0.905\t-0.403\t1.567\t2.651\t0.953\t1.194\t-0.241\t-0.567\t1.087\t0.308\t-0.384\t-0.007\t0.000\t0.608\t-0.175\t-1.163\t2.548\t0.379\t0.941\t1.662\t0.000\t0.580\t0.721\t1.126\t0.895\t0.544\t1.097\t0.836\n1\t0.983\t0.255\t1.093\t0.905\t-0.874\t0.863\t0.060\t-0.368\t0.000\t0.824\t-0.747\t-0.633\t0.000\t0.614\t0.961\t1.052\t0.000\t0.792\t-0.260\t1.632\t3.102\t0.874\t0.883\t1.280\t0.663\t0.406\t0.592\t0.645\n1\t1.160\t-1.027\t0.274\t0.460\t0.322\t2.085\t-1.623\t-0.840\t0.000\t1.634\t-1.046\t1.182\t2.215\t0.492\t-0.367\t1.174\t0.000\t0.824\t-0.998\t1.617\t0.000\t0.943\t0.884\t1.001\t1.209\t1.313\t1.034\t0.866\n0\t0.299\t0.028\t-1.372\t1.930\t-0.661\t0.840\t-0.979\t0.664\t1.087\t0.535\t-2.041\t1.434\t0.000\t1.087\t-1.797\t0.344\t0.000\t0.485\t-0.560\t-1.105\t3.102\t0.951\t0.890\t0.980\t0.483\t0.684\t0.730\t0.706\n0\t0.293\t1.737\t-1.418\t2.074\t0.794\t0.679\t1.024\t-1.457\t0.000\t1.034\t1.094\t-0.168\t1.107\t0.506\t1.680\t-0.661\t0.000\t0.523\t-0.042\t-1.274\t3.102\t0.820\t0.944\t0.987\t0.842\t0.694\t0.761\t0.750\n0\t0.457\t-0.393\t1.560\t0.738\t-0.007\t0.475\t-0.230\t0.246\t0.000\t0.776\t-1.264\t-0.606\t2.215\t0.865\t-0.731\t-1.576\t2.548\t1.153\t0.343\t1.436\t0.000\t1.060\t0.883\t0.988\t0.972\t0.703\t0.758\t0.720\n0\t0.935\t-0.582\t0.240\t2.401\t0.818\t1.231\t-0.618\t-1.289\t0.000\t0.799\t0.544\t-0.228\t2.215\t0.525\t-1.494\t-0.969\t0.000\t0.609\t-1.123\t1.168\t3.102\t0.871\t0.767\t1.035\t1.154\t0.919\t0.868\t1.006\n1\t0.902\t-0.745\t-1.215\t1.174\t-0.501\t1.215\t0.167\t1.162\t0.000\t0.896\t1.217\t-0.976\t0.000\t0.585\t-0.429\t1.036\t0.000\t1.431\t-0.416\t0.151\t3.102\t0.524\t0.952\t0.990\t0.707\t0.271\t0.592\t0.826\n1\t0.653\t0.337\t-0.320\t1.118\t-0.934\t1.050\t0.745\t0.529\t1.087\t1.075\t1.742\t-1.538\t0.000\t0.585\t1.090\t0.973\t0.000\t1.091\t-0.187\t1.160\t1.551\t1.006\t1.108\t0.978\t1.121\t0.838\t0.947\t0.908\n0\t1.157\t1.401\t0.340\t0.395\t-1.218\t0.945\t1.928\t-0.876\t0.000\t1.384\t0.320\t1.002\t1.107\t1.900\t1.177\t-0.462\t2.548\t1.122\t1.316\t1.720\t0.000\t1.167\t1.096\t0.989\t0.937\t1.879\t1.307\t1.041\n0\t0.960\t0.355\t-0.152\t0.872\t-0.338\t0.391\t0.348\t0.956\t1.087\t0.469\t2.664\t1.409\t0.000\t0.756\t-1.561\t1.500\t0.000\t0.525\t1.436\t1.728\t3.102\t1.032\t0.946\t0.996\t0.929\t0.470\t0.698\t0.898\n1\t1.038\t0.274\t0.825\t1.198\t0.963\t1.078\t-0.496\t-1.014\t2.173\t0.739\t-0.727\t-0.151\t2.215\t1.035\t-0.799\t0.398\t0.000\t1.333\t-0.872\t-1.498\t0.000\t0.849\t1.033\t0.985\t0.886\t0.936\t0.975\t0.823\n0\t0.490\t0.277\t0.318\t1.303\t0.694\t1.333\t-1.620\t-0.563\t0.000\t1.459\t-1.326\t1.140\t0.000\t0.779\t-0.673\t-1.324\t2.548\t0.860\t-1.247\t0.043\t0.000\t0.857\t0.932\t0.992\t0.792\t0.278\t0.841\t1.498\n0\t1.648\t-0.688\t-1.386\t2.790\t0.995\t1.087\t1.359\t-0.687\t0.000\t1.050\t-0.223\t-0.261\t2.215\t0.613\t-0.889\t1.335\t0.000\t1.204\t0.827\t0.309\t3.102\t0.464\t0.973\t2.493\t1.737\t0.827\t1.319\t1.062\n0\t1.510\t-0.662\t1.668\t0.860\t0.280\t0.705\t0.974\t-1.647\t1.087\t0.662\t-0.393\t-0.225\t0.000\t0.610\t-0.996\t0.532\t2.548\t0.464\t1.305\t0.102\t0.000\t0.859\t1.057\t1.498\t0.799\t1.260\t0.946\t0.863\n1\t0.850\t-1.185\t-0.117\t0.943\t-0.449\t1.142\t0.875\t-0.030\t0.000\t2.223\t-0.461\t1.627\t2.215\t0.767\t-1.761\t-1.692\t0.000\t1.012\t-0.727\t0.639\t3.102\t3.649\t2.062\t0.985\t1.478\t1.087\t1.659\t1.358\n0\t0.933\t1.259\t0.130\t0.326\t-0.890\t0.306\t1.136\t1.142\t0.000\t0.964\t0.705\t-1.373\t2.215\t0.546\t-0.196\t-0.001\t0.000\t0.578\t-1.169\t1.004\t3.102\t0.830\t0.836\t0.988\t0.837\t1.031\t0.749\t0.655\n0\t0.471\t0.697\t1.570\t1.109\t0.201\t1.248\t0.348\t-1.448\t0.000\t2.103\t0.773\t0.686\t2.215\t1.451\t-0.087\t-0.453\t2.548\t1.197\t-0.045\t-1.026\t0.000\t0.793\t1.094\t0.987\t0.851\t1.804\t1.378\t1.089\n1\t2.446\t-0.701\t-1.568\t0.059\t0.822\t1.401\t-0.600\t-0.044\t2.173\t0.324\t-0.001\t1.344\t2.215\t0.913\t-0.818\t1.049\t0.000\t0.442\t-1.088\t-0.005\t0.000\t0.611\t1.062\t0.979\t0.562\t0.988\t0.998\t0.806\n0\t0.619\t2.029\t0.933\t0.528\t-0.903\t0.974\t0.760\t-0.311\t2.173\t0.825\t0.658\t-1.466\t1.107\t0.894\t1.594\t0.370\t0.000\t0.882\t-0.258\t1.661\t0.000\t1.498\t1.088\t0.987\t0.867\t1.139\t0.900\t0.779\n1\t0.674\t-0.131\t-0.362\t0.518\t-1.574\t0.876\t0.442\t0.145\t1.087\t0.497\t-1.526\t-1.704\t0.000\t0.680\t2.514\t-1.374\t0.000\t0.792\t-0.479\t0.773\t1.551\t0.573\t1.198\t0.984\t0.800\t0.667\t0.987\t0.832\n1\t1.447\t1.145\t-0.937\t0.307\t-1.458\t0.478\t1.264\t0.816\t1.087\t0.558\t1.015\t-0.101\t2.215\t0.937\t-0.190\t1.177\t0.000\t0.699\t0.954\t-1.512\t0.000\t0.877\t0.838\t0.990\t0.873\t0.566\t0.646\t0.713\n1\t0.976\t0.308\t-0.844\t0.436\t0.610\t1.253\t0.149\t-1.585\t2.173\t1.415\t0.568\t0.096\t2.215\t0.953\t-0.855\t0.441\t0.000\t0.867\t-0.650\t1.643\t0.000\t0.890\t1.234\t0.988\t0.796\t2.002\t1.179\t0.977\n0\t0.697\t0.401\t-0.718\t0.920\t0.735\t0.958\t-0.172\t0.168\t2.173\t0.872\t-0.097\t-1.335\t0.000\t0.513\t-1.192\t-1.710\t1.274\t0.426\t-1.637\t1.368\t0.000\t0.997\t1.227\t1.072\t0.800\t1.013\t0.786\t0.749\n1\t1.305\t-2.157\t1.740\t0.661\t-0.912\t0.705\t-0.516\t0.759\t2.173\t0.989\t-0.716\t-0.300\t2.215\t0.627\t-1.052\t-1.736\t0.000\t0.467\t-2.467\t0.568\t0.000\t0.807\t0.964\t0.988\t1.427\t1.012\t1.165\t0.926\n0\t1.847\t1.663\t-0.618\t0.280\t1.258\t1.462\t-0.054\t1.371\t0.000\t0.900\t0.309\t-0.544\t0.000\t0.331\t-2.149\t-0.341\t0.000\t1.091\t-0.833\t0.710\t3.102\t1.496\t0.931\t0.989\t1.549\t0.115\t1.140\t1.150\n0\t0.410\t-0.323\t1.069\t2.160\t0.010\t0.892\t0.942\t-1.640\t2.173\t0.946\t0.938\t1.314\t0.000\t1.213\t-1.099\t-0.794\t2.548\t0.650\t0.053\t0.056\t0.000\t1.041\t0.916\t1.063\t0.985\t1.910\t1.246\t1.107\n1\t0.576\t1.092\t-0.088\t0.777\t-1.579\t0.757\t0.271\t0.109\t0.000\t0.819\t0.827\t-1.554\t2.215\t1.313\t2.341\t-1.568\t0.000\t2.827\t0.239\t-0.338\t0.000\t0.876\t0.759\t0.986\t0.692\t0.457\t0.796\t0.791\n1\t0.537\t0.925\t-1.406\t0.306\t-0.050\t0.906\t1.051\t0.037\t0.000\t1.469\t-0.177\t-1.320\t2.215\t1.872\t0.723\t1.158\t0.000\t1.313\t0.227\t-0.501\t3.102\t0.953\t0.727\t0.978\t0.755\t0.892\t0.932\t0.781\n0\t0.716\t-0.065\t-0.484\t1.313\t-1.563\t0.596\t-0.242\t0.678\t2.173\t0.426\t-1.909\t0.616\t0.000\t0.885\t-0.406\t-1.343\t2.548\t0.501\t-1.327\t-0.340\t0.000\t0.470\t0.728\t1.109\t0.919\t0.881\t0.665\t0.692\n1\t0.624\t-0.389\t0.128\t1.636\t-1.110\t1.025\t0.573\t-0.843\t2.173\t0.646\t-0.697\t1.064\t0.000\t0.632\t-1.442\t0.961\t0.000\t0.863\t-0.106\t1.717\t0.000\t0.825\t0.917\t1.257\t0.983\t0.713\t0.890\t0.824\n0\t0.484\t2.101\t1.714\t1.131\t-0.823\t0.750\t0.583\t-1.304\t1.087\t0.894\t0.421\t0.559\t2.215\t0.921\t-0.063\t0.282\t0.000\t0.463\t-0.474\t-1.387\t0.000\t0.742\t0.886\t0.995\t0.993\t1.201\t0.806\t0.754\n0\t0.570\t0.339\t-1.478\t0.528\t0.439\t0.978\t1.479\t-1.411\t2.173\t0.763\t1.541\t-0.734\t0.000\t1.375\t0.840\t0.903\t0.000\t0.965\t1.599\t0.364\t0.000\t0.887\t1.061\t0.992\t1.322\t1.453\t1.013\t0.969\n0\t0.940\t1.303\t1.636\t0.851\t-1.732\t0.803\t-0.030\t-0.177\t0.000\t0.480\t-0.125\t-0.954\t0.000\t0.944\t0.709\t0.296\t2.548\t1.342\t-0.418\t1.197\t3.102\t0.853\t0.989\t0.979\t0.873\t0.858\t0.719\t0.786\n1\t0.599\t0.544\t-0.238\t0.816\t1.043\t0.857\t0.660\t1.128\t2.173\t0.864\t-0.624\t-0.843\t0.000\t1.159\t0.367\t0.174\t0.000\t1.520\t-0.543\t-1.508\t0.000\t0.842\t0.828\t0.984\t0.759\t0.895\t0.918\t0.791\n1\t1.651\t1.897\t-0.914\t0.423\t0.315\t0.453\t0.619\t-1.607\t2.173\t0.532\t-0.424\t0.209\t1.107\t0.369\t2.479\t0.034\t0.000\t0.701\t0.217\t0.984\t0.000\t0.976\t0.951\t1.035\t0.879\t0.825\t0.915\t0.798\n1\t0.926\t-0.574\t-0.763\t0.285\t1.094\t0.672\t2.314\t1.545\t0.000\t1.124\t0.415\t0.809\t0.000\t1.387\t0.270\t-0.949\t2.548\t1.547\t-0.631\t-0.200\t3.102\t0.719\t0.920\t0.986\t0.889\t0.933\t0.797\t0.777\n0\t0.677\t1.698\t-0.890\t0.641\t-0.449\t0.607\t1.754\t1.720\t0.000\t0.776\t0.372\t0.782\t2.215\t0.511\t1.491\t-0.480\t0.000\t0.547\t-0.341\t0.853\t3.102\t0.919\t1.026\t0.997\t0.696\t0.242\t0.694\t0.687\n0\t1.266\t0.602\t0.958\t0.487\t1.256\t0.709\t0.843\t-1.196\t0.000\t0.893\t1.303\t-0.594\t1.107\t1.090\t1.320\t0.354\t0.000\t0.797\t1.846\t1.139\t0.000\t0.780\t0.896\t0.986\t0.661\t0.709\t0.790\t0.806\n1\t0.628\t-0.616\t-0.329\t0.764\t-1.150\t0.477\t-0.715\t1.187\t2.173\t1.250\t0.607\t1.026\t2.215\t0.983\t-0.023\t-0.583\t0.000\t0.377\t1.344\t-1.015\t0.000\t0.744\t0.954\t0.987\t0.837\t0.841\t0.795\t0.694\n1\t1.035\t-0.828\t-1.358\t1.870\t-1.060\t1.075\t0.130\t0.448\t2.173\t0.660\t0.697\t0.641\t0.000\t0.425\t1.006\t-1.035\t0.000\t0.751\t1.055\t1.364\t3.102\t0.826\t0.822\t0.988\t0.967\t0.901\t1.077\t0.906\n1\t0.830\t0.265\t-0.150\t0.660\t1.105\t0.592\t-0.557\t0.908\t2.173\t0.670\t-1.419\t-0.671\t0.000\t1.323\t-0.409\t1.644\t2.548\t0.850\t-0.033\t-0.615\t0.000\t0.760\t0.967\t0.984\t0.895\t0.681\t0.747\t0.770\n1\t1.395\t1.100\t1.167\t1.088\t0.218\t0.400\t-0.132\t0.024\t2.173\t0.743\t0.530\t-1.361\t2.215\t0.341\t-0.691\t-0.238\t0.000\t0.396\t-1.426\t-0.933\t0.000\t0.363\t0.472\t1.287\t0.922\t0.810\t0.792\t0.656\n1\t1.070\t1.875\t-1.298\t1.215\t-0.106\t0.767\t0.795\t0.514\t1.087\t0.401\t2.780\t1.276\t0.000\t0.686\t1.127\t1.721\t2.548\t0.391\t-0.259\t-1.167\t0.000\t1.278\t1.113\t1.389\t0.852\t0.824\t0.838\t0.785\n0\t1.114\t-0.071\t1.719\t0.399\t-1.383\t0.849\t0.254\t0.481\t0.000\t0.958\t-0.579\t0.742\t0.000\t1.190\t-0.140\t-0.862\t2.548\t0.479\t1.390\t0.856\t0.000\t0.952\t0.988\t0.985\t0.764\t0.419\t0.835\t0.827\n0\t0.714\t0.376\t-0.568\t1.578\t-1.165\t0.648\t0.141\t0.639\t2.173\t0.472\t0.569\t1.449\t1.107\t0.783\t1.483\t0.361\t0.000\t0.540\t-0.790\t0.032\t0.000\t0.883\t0.811\t0.982\t0.775\t0.572\t0.760\t0.745\n0\t0.401\t-1.731\t0.765\t0.974\t1.648\t0.652\t-1.024\t0.191\t0.000\t0.544\t-0.366\t-1.246\t2.215\t0.627\t0.140\t1.008\t2.548\t0.810\t0.409\t0.429\t0.000\t0.950\t0.934\t0.977\t0.621\t0.580\t0.677\t0.650\n1\t0.391\t1.679\t-1.298\t0.605\t-0.832\t0.549\t1.338\t0.522\t2.173\t1.244\t0.884\t1.070\t0.000\t1.002\t0.846\t-1.345\t2.548\t0.783\t-2.464\t-0.237\t0.000\t4.515\t2.854\t0.981\t0.877\t0.939\t1.942\t1.489\n1\t0.513\t-0.220\t-0.444\t1.699\t0.479\t1.109\t0.181\t-0.999\t2.173\t0.883\t-0.335\t-1.716\t2.215\t1.075\t-0.380\t1.352\t0.000\t0.857\t0.048\t0.147\t0.000\t0.937\t0.758\t0.986\t1.206\t0.958\t0.949\t0.876\n0\t1.367\t-0.388\t0.798\t1.158\t1.078\t0.811\t-1.024\t-1.628\t0.000\t1.504\t0.097\t-0.999\t2.215\t1.652\t-0.860\t0.054\t2.548\t0.573\t-0.142\t-1.401\t0.000\t0.869\t0.833\t1.006\t1.412\t1.641\t1.214\t1.041\n1\t1.545\t-0.533\t-1.517\t1.177\t1.289\t2.331\t-0.370\t-0.073\t0.000\t1.295\t-0.358\t-0.891\t2.215\t0.476\t0.756\t0.985\t0.000\t1.945\t-0.016\t-1.651\t3.102\t1.962\t1.692\t1.073\t0.656\t0.941\t1.312\t1.242\n0\t0.858\t0.978\t-1.258\t0.286\t0.161\t0.729\t1.230\t1.087\t2.173\t0.561\t2.670\t-0.109\t0.000\t0.407\t2.346\t0.938\t0.000\t1.078\t0.729\t-0.658\t3.102\t0.597\t0.921\t0.982\t0.579\t0.954\t0.733\t0.769\n1\t1.454\t-1.384\t0.870\t0.067\t0.394\t1.033\t-0.673\t0.318\t0.000\t1.166\t-0.763\t-1.533\t2.215\t2.848\t-0.045\t-0.856\t2.548\t0.697\t-0.140\t1.134\t0.000\t0.931\t1.293\t0.977\t1.541\t1.326\t1.201\t1.078\n1\t0.559\t-0.913\t0.486\t1.104\t-0.321\t1.073\t-0.348\t1.345\t0.000\t0.901\t-0.827\t-0.842\t0.000\t0.739\t0.047\t-0.415\t2.548\t0.433\t-1.132\t1.268\t0.000\t0.797\t0.695\t0.985\t0.868\t0.346\t0.674\t0.623\n1\t1.333\t0.780\t-0.964\t0.916\t1.202\t1.822\t-0.071\t0.742\t2.173\t1.486\t-0.399\t-0.824\t0.000\t0.740\t0.568\t-0.134\t0.000\t0.971\t-0.070\t-1.589\t3.102\t1.278\t0.929\t1.421\t1.608\t1.214\t1.215\t1.137\n1\t2.417\t0.631\t-0.317\t0.323\t0.581\t0.841\t1.524\t-1.738\t0.000\t0.543\t1.176\t-0.325\t0.000\t0.827\t0.700\t0.866\t0.000\t0.834\t-0.262\t-1.702\t3.102\t0.932\t0.820\t0.988\t0.646\t0.287\t0.595\t0.589\n0\t0.955\t-1.242\t0.938\t1.104\t0.474\t0.798\t-0.743\t1.535\t0.000\t1.356\t-1.357\t-1.080\t2.215\t1.320\t-1.396\t-0.132\t2.548\t0.728\t-0.529\t-0.633\t0.000\t0.832\t0.841\t0.988\t0.923\t1.077\t0.988\t0.816\n1\t1.305\t-1.918\t0.391\t1.161\t0.063\t0.724\t2.593\t1.481\t0.000\t0.592\t-1.207\t-0.329\t0.000\t0.886\t-0.836\t-1.168\t2.548\t1.067\t-1.481\t-1.440\t0.000\t0.916\t0.688\t0.991\t0.969\t0.550\t0.665\t0.638\n0\t1.201\t0.071\t-1.123\t2.242\t-1.533\t0.702\t-0.256\t0.688\t0.000\t0.967\t0.491\t1.040\t2.215\t1.271\t-0.558\t0.095\t0.000\t1.504\t0.676\t-0.383\t3.102\t0.917\t1.006\t0.985\t1.017\t1.057\t0.928\t1.057\n0\t0.994\t-1.607\t1.596\t0.774\t-1.391\t0.625\t-0.134\t-0.862\t2.173\t0.746\t-0.765\t-0.316\t2.215\t1.131\t-0.320\t0.869\t0.000\t0.607\t0.826\t0.301\t0.000\t0.798\t0.967\t0.999\t0.880\t0.581\t0.712\t0.774\n1\t0.482\t-0.467\t0.729\t1.419\t1.458\t0.824\t0.376\t-0.242\t0.000\t1.368\t0.023\t1.459\t2.215\t0.826\t0.669\t-1.079\t2.548\t0.936\t2.215\t-0.309\t0.000\t1.883\t1.216\t0.997\t1.065\t0.946\t1.224\t1.526\n1\t0.383\t1.588\t1.611\t0.748\t1.194\t0.866\t-0.279\t-0.636\t0.000\t0.707\t0.536\t0.801\t2.215\t1.647\t-1.155\t0.367\t0.000\t1.292\t0.303\t-1.681\t3.102\t2.016\t1.581\t0.986\t0.584\t0.684\t1.107\t0.958\n0\t0.629\t0.203\t0.736\t0.671\t-0.271\t1.350\t-0.486\t0.761\t2.173\t0.496\t-0.805\t-1.718\t0.000\t2.393\t0.044\t-1.046\t1.274\t0.651\t-0.116\t-0.541\t0.000\t0.697\t1.006\t0.987\t1.069\t2.317\t1.152\t0.902\n0\t0.905\t-0.564\t-0.570\t0.263\t1.096\t1.219\t-1.397\t-1.414\t1.087\t1.164\t-0.533\t-0.208\t0.000\t1.459\t1.965\t0.784\t0.000\t2.220\t-1.421\t0.452\t0.000\t0.918\t1.360\t0.993\t0.904\t0.389\t2.118\t1.707\n1\t1.676\t1.804\t1.171\t0.529\t1.175\t1.664\t0.354\t-0.530\t0.000\t1.004\t0.691\t-1.280\t2.215\t0.838\t0.373\t0.626\t2.548\t1.094\t1.774\t0.501\t0.000\t0.806\t1.100\t0.991\t0.769\t0.976\t0.807\t0.740\n1\t1.364\t-1.936\t0.020\t1.327\t0.428\t1.021\t-1.665\t-0.907\t2.173\t0.818\t-2.701\t1.303\t0.000\t0.716\t-0.590\t-1.629\t2.548\t0.895\t-2.280\t-1.602\t0.000\t1.211\t0.849\t0.989\t1.320\t0.864\t1.065\t0.949\n0\t0.629\t-0.626\t0.609\t1.828\t1.280\t0.644\t-0.856\t-0.873\t2.173\t0.555\t1.066\t-0.640\t0.000\t0.477\t-1.364\t-1.021\t2.548\t1.017\t0.036\t0.380\t0.000\t0.947\t0.941\t0.994\t1.128\t0.241\t0.793\t0.815\n1\t1.152\t-0.843\t0.926\t1.802\t0.800\t2.493\t-1.449\t-1.127\t0.000\t1.737\t0.833\t0.488\t0.000\t1.026\t0.929\t-0.990\t2.548\t1.408\t0.689\t1.142\t3.102\t1.171\t0.956\t0.993\t2.009\t0.867\t1.499\t1.474\n0\t2.204\t0.081\t0.008\t1.021\t-0.679\t2.676\t0.090\t1.163\t0.000\t2.210\t-1.686\t-1.195\t0.000\t1.805\t0.891\t-0.148\t2.548\t0.450\t-0.502\t-1.295\t3.102\t6.959\t3.492\t1.205\t0.908\t0.845\t2.690\t2.183\n1\t0.957\t0.954\t1.702\t0.043\t-0.503\t1.113\t0.033\t-0.308\t0.000\t0.757\t-0.363\t-1.129\t2.215\t1.635\t0.068\t1.048\t1.274\t0.415\t-2.098\t0.061\t0.000\t1.010\t0.979\t0.992\t0.704\t1.125\t0.761\t0.715\n0\t1.222\t0.418\t1.059\t1.303\t1.442\t0.282\t-1.499\t-1.286\t0.000\t1.567\t0.016\t-0.164\t2.215\t0.451\t2.229\t-1.229\t0.000\t0.660\t-0.513\t-0.296\t3.102\t2.284\t1.340\t0.985\t1.531\t0.314\t1.032\t1.094\n1\t0.603\t1.675\t-0.973\t0.703\t-1.709\t1.023\t0.652\t1.296\t2.173\t1.078\t0.363\t-0.263\t0.000\t0.734\t-0.457\t-0.745\t1.274\t0.561\t1.434\t-0.042\t0.000\t0.888\t0.771\t0.984\t0.847\t1.234\t0.874\t0.777\n0\t0.897\t0.949\t-0.848\t1.115\t-0.085\t0.522\t-1.267\t-1.418\t0.000\t0.684\t-0.599\t1.474\t0.000\t1.176\t0.922\t0.641\t2.548\t0.470\t0.103\t0.148\t3.102\t0.775\t0.697\t0.984\t0.839\t0.358\t0.847\t1.008\n1\t0.987\t1.013\t-1.504\t0.468\t-0.259\t1.160\t0.476\t-0.971\t2.173\t1.266\t0.919\t0.780\t0.000\t0.634\t1.695\t0.233\t0.000\t0.487\t-0.082\t0.719\t3.102\t0.921\t0.641\t0.991\t0.730\t0.828\t0.952\t0.807\n1\t0.847\t1.581\t-1.397\t1.629\t1.529\t1.053\t0.816\t-0.344\t2.173\t0.895\t0.779\t0.332\t0.000\t0.750\t1.311\t0.419\t2.548\t1.604\t0.844\t1.367\t0.000\t1.265\t0.798\t0.989\t1.328\t0.783\t0.930\t0.879\n1\t0.805\t1.416\t-1.327\t0.397\t0.589\t0.488\t0.982\t0.843\t0.000\t0.664\t-0.999\t0.129\t0.000\t0.624\t0.613\t-0.558\t0.000\t1.431\t-0.667\t-1.561\t3.102\t0.959\t1.103\t0.989\t0.590\t0.632\t0.926\t0.798\n0\t1.220\t-0.313\t-0.489\t1.759\t0.201\t1.698\t-0.220\t0.241\t2.173\t1.294\t1.390\t-1.682\t0.000\t1.447\t-1.623\t-1.296\t0.000\t1.710\t0.872\t-1.356\t3.102\t1.198\t0.981\t1.184\t0.859\t2.165\t1.807\t1.661\n0\t0.772\t-0.611\t-0.549\t0.465\t-1.528\t1.103\t-0.140\t0.001\t2.173\t0.854\t-0.406\t1.655\t0.000\t0.733\t-1.250\t1.072\t0.000\t0.883\t0.627\t-1.132\t3.102\t0.856\t0.927\t0.987\t1.094\t1.013\t0.938\t0.870\n1\t1.910\t0.771\t0.828\t0.231\t1.267\t1.398\t1.455\t-0.295\t2.173\t0.837\t-2.564\t0.770\t0.000\t0.540\t2.189\t1.287\t0.000\t1.345\t1.311\t-1.151\t0.000\t0.861\t0.869\t0.984\t1.359\t1.562\t1.105\t0.963\n1\t0.295\t0.832\t1.399\t1.222\t-0.517\t2.480\t0.013\t1.591\t0.000\t2.289\t0.436\t0.287\t2.215\t1.995\t-0.367\t-0.409\t1.274\t0.375\t1.367\t-1.716\t0.000\t1.356\t2.171\t0.990\t1.467\t1.664\t1.855\t1.705\n1\t1.228\t0.339\t-0.575\t0.417\t1.474\t0.480\t-1.416\t-1.498\t2.173\t0.614\t-0.933\t-0.961\t0.000\t1.189\t1.690\t1.003\t0.000\t1.690\t-1.065\t0.106\t3.102\t0.963\t1.147\t0.987\t1.086\t0.948\t0.930\t0.866\n0\t2.877\t-1.014\t1.440\t0.782\t0.483\t1.134\t-0.735\t-0.196\t2.173\t1.123\t0.084\t-0.596\t0.000\t1.796\t-0.356\t1.044\t2.548\t1.406\t1.582\t-0.991\t0.000\t0.939\t1.178\t1.576\t0.996\t1.629\t1.216\t1.280\n1\t2.178\t0.259\t1.107\t0.256\t1.222\t0.979\t-0.440\t-0.538\t1.087\t0.496\t-0.760\t-0.049\t0.000\t1.471\t1.683\t-1.486\t0.000\t0.646\t0.695\t-1.577\t3.102\t1.093\t1.070\t0.984\t0.608\t0.889\t0.962\t0.866\n1\t0.604\t0.592\t1.295\t0.964\t0.348\t1.178\t-0.016\t0.832\t2.173\t1.626\t-0.420\t-0.760\t0.000\t0.748\t0.461\t-0.906\t0.000\t0.728\t0.309\t-1.269\t1.551\t0.852\t0.604\t0.989\t0.678\t0.949\t1.021\t0.878\n0\t0.428\t-1.352\t-0.912\t1.713\t0.797\t1.894\t-1.452\t0.191\t2.173\t2.378\t2.113\t-1.190\t0.000\t0.860\t2.174\t0.949\t0.000\t1.693\t0.759\t1.426\t3.102\t0.885\t1.527\t1.186\t1.090\t3.294\t4.492\t3.676\n0\t0.473\t0.485\t0.154\t1.433\t-1.504\t0.766\t1.257\t-1.302\t2.173\t0.414\t0.119\t0.238\t0.000\t0.805\t0.242\t-0.691\t2.548\t0.734\t0.749\t0.753\t0.000\t0.430\t0.893\t1.137\t0.686\t0.724\t0.618\t0.608\n1\t0.763\t-0.601\t0.876\t0.182\t-1.678\t0.818\t0.599\t0.481\t2.173\t0.658\t-0.737\t-0.553\t0.000\t0.857\t-1.138\t-1.435\t0.000\t1.540\t-1.466\t-0.447\t0.000\t0.870\t0.566\t0.989\t0.728\t0.658\t0.821\t0.726\n0\t0.619\t-0.273\t-0.143\t0.992\t-1.267\t0.566\t0.876\t-1.396\t2.173\t0.515\t0.892\t0.618\t0.000\t0.434\t-0.902\t0.862\t2.548\t0.490\t-0.539\t0.549\t0.000\t0.568\t0.794\t0.984\t0.667\t0.867\t0.597\t0.578\n0\t0.793\t0.970\t0.324\t0.570\t0.816\t0.761\t-0.550\t1.519\t2.173\t1.150\t0.496\t-0.447\t0.000\t0.925\t0.724\t1.008\t1.274\t1.135\t-0.275\t-0.843\t0.000\t0.829\t1.068\t0.978\t1.603\t0.892\t1.041\t1.059\n1\t0.480\t0.364\t-0.067\t1.906\t-1.582\t1.397\t1.159\t0.140\t0.000\t0.639\t0.398\t-1.102\t0.000\t1.597\t-0.668\t1.607\t2.548\t1.306\t-0.797\t0.288\t3.102\t0.856\t1.259\t1.297\t1.022\t1.032\t1.049\t0.939\n0\t0.514\t1.304\t1.490\t1.741\t-0.220\t0.648\t0.155\t0.535\t0.000\t0.562\t-1.016\t0.837\t0.000\t0.863\t-0.780\t-0.815\t2.548\t1.688\t-0.130\t-1.545\t3.102\t0.887\t0.980\t1.309\t1.269\t0.654\t1.044\t1.035\n0\t1.225\t0.333\t0.656\t0.893\t0.859\t1.037\t-0.876\t1.603\t1.087\t1.769\t0.272\t-0.227\t2.215\t1.000\t0.579\t-1.690\t0.000\t1.385\t0.471\t-0.860\t0.000\t0.884\t1.207\t0.995\t1.097\t2.336\t1.282\t1.145\n0\t2.044\t-1.472\t-0.294\t0.392\t0.369\t0.927\t0.718\t1.492\t1.087\t1.619\t-0.736\t0.047\t2.215\t1.884\t-0.101\t-1.540\t0.000\t0.548\t-0.441\t1.117\t0.000\t0.798\t0.877\t0.981\t0.750\t2.272\t1.469\t1.276\n0\t1.037\t-0.276\t0.735\t3.526\t1.156\t2.498\t0.401\t-0.590\t1.087\t0.714\t-1.203\t1.393\t2.215\t0.681\t0.629\t1.534\t0.000\t0.719\t-0.355\t-0.706\t0.000\t0.831\t0.857\t0.988\t2.864\t2.633\t1.988\t1.466\n1\t0.651\t-1.218\t-0.791\t0.770\t-1.449\t0.610\t-0.535\t0.960\t2.173\t0.380\t-1.072\t-0.031\t2.215\t0.415\t2.123\t-1.100\t0.000\t0.776\t0.217\t0.420\t0.000\t0.986\t1.008\t1.001\t0.853\t0.588\t0.799\t0.776\n0\t1.586\t-0.409\t0.085\t3.258\t0.405\t1.647\t-0.674\t-1.519\t0.000\t0.640\t-1.027\t-1.681\t0.000\t1.452\t-0.444\t-0.957\t2.548\t0.927\t-0.017\t1.215\t3.102\t0.519\t0.866\t0.992\t0.881\t0.847\t1.018\t1.278\n0\t0.712\t0.092\t-0.466\t0.688\t1.236\t0.921\t-1.217\t-1.022\t2.173\t2.236\t-1.167\t0.868\t2.215\t0.851\t-1.892\t-0.753\t0.000\t0.475\t-1.216\t-0.383\t0.000\t0.668\t0.758\t0.988\t1.180\t2.093\t1.157\t0.934\n0\t0.419\t0.471\t0.974\t2.805\t0.235\t1.473\t-0.198\t1.255\t1.087\t0.931\t1.083\t-0.712\t0.000\t1.569\t1.358\t-1.179\t2.548\t2.506\t0.199\t-0.842\t0.000\t0.929\t0.991\t0.992\t1.732\t2.367\t1.549\t1.430\n1\t0.667\t1.003\t1.504\t0.368\t1.061\t0.885\t-0.318\t-0.353\t0.000\t1.438\t-1.939\t0.710\t0.000\t1.851\t0.277\t-1.460\t2.548\t1.403\t0.517\t-0.157\t0.000\t0.883\t1.019\t1.000\t0.790\t0.859\t0.938\t0.841\n1\t1.877\t-0.492\t0.372\t0.441\t0.955\t1.034\t-1.220\t-0.846\t1.087\t0.952\t-0.320\t1.125\t0.000\t0.542\t0.308\t-1.261\t2.548\t1.018\t-1.415\t-1.547\t0.000\t1.280\t0.932\t0.991\t1.273\t0.878\t0.921\t0.906\n0\t1.052\t0.901\t1.176\t1.280\t1.517\t0.562\t-1.150\t-0.079\t2.173\t1.228\t-0.308\t-0.354\t0.000\t0.790\t-1.492\t-0.963\t0.000\t0.942\t-0.672\t-1.588\t3.102\t1.116\t0.902\t0.988\t1.993\t0.765\t1.375\t1.325\n1\t0.518\t-0.254\t1.642\t0.865\t0.725\t0.980\t0.734\t0.023\t0.000\t1.448\t0.780\t-1.736\t2.215\t0.955\t0.513\t-0.519\t0.000\t0.365\t-0.444\t-0.243\t3.102\t0.833\t0.555\t0.984\t0.827\t0.795\t0.890\t0.786\n0\t0.870\t0.815\t-0.506\t0.663\t-0.518\t0.935\t0.289\t-1.675\t2.173\t1.188\t0.005\t0.635\t0.000\t0.580\t0.066\t-1.455\t2.548\t0.580\t-0.634\t-0.199\t0.000\t0.852\t0.788\t0.979\t1.283\t0.208\t0.856\t0.950\n0\t0.628\t1.382\t0.135\t0.683\t0.571\t1.097\t0.564\t-0.950\t2.173\t0.617\t-0.326\t0.371\t0.000\t1.093\t0.918\t1.667\t2.548\t0.460\t1.221\t0.708\t0.000\t0.743\t0.861\t0.975\t1.067\t1.007\t0.843\t0.762\n0\t4.357\t0.816\t-1.609\t1.845\t-1.288\t3.292\t0.726\t0.324\t2.173\t1.528\t0.583\t-0.801\t2.215\t0.605\t0.572\t1.406\t0.000\t0.794\t-0.791\t0.122\t0.000\t0.967\t1.132\t1.124\t3.602\t2.811\t2.460\t1.861\n0\t0.677\t-1.265\t1.559\t0.866\t-0.618\t0.823\t0.260\t0.185\t0.000\t1.133\t0.337\t1.589\t2.215\t0.563\t-0.830\t0.510\t0.000\t0.777\t0.117\t-0.941\t3.102\t0.839\t0.763\t0.986\t1.182\t0.649\t0.796\t0.851\n0\t2.466\t-1.838\t-1.648\t1.717\t1.533\t1.676\t-1.553\t-0.109\t2.173\t0.670\t-0.666\t0.284\t0.000\t0.334\t-2.480\t0.316\t0.000\t0.366\t-0.804\t-1.298\t3.102\t0.875\t0.894\t0.997\t0.548\t0.770\t1.302\t1.079\n1\t1.403\t0.129\t-1.307\t0.688\t0.306\t0.579\t0.753\t0.814\t1.087\t0.474\t0.694\t-1.400\t0.000\t0.520\t1.995\t0.185\t0.000\t0.929\t-0.504\t1.270\t3.102\t0.972\t0.998\t1.353\t0.948\t0.650\t0.688\t0.724\n1\t0.351\t1.188\t-0.360\t0.254\t-0.346\t1.129\t0.545\t1.691\t0.000\t0.652\t-0.039\t-0.258\t2.215\t1.089\t0.655\t0.472\t2.548\t0.554\t-0.493\t1.366\t0.000\t0.808\t1.045\t0.992\t0.570\t0.649\t0.809\t0.744\n0\t1.875\t-0.013\t-0.128\t0.236\t1.163\t0.902\t0.426\t0.590\t2.173\t1.251\t-1.210\t-0.616\t0.000\t1.035\t1.534\t0.912\t0.000\t1.944\t1.789\t-1.691\t0.000\t0.974\t1.113\t0.990\t0.925\t1.120\t0.956\t0.912\n0\t0.298\t0.750\t-0.507\t1.555\t1.463\t0.804\t1.200\t-0.665\t0.000\t0.439\t-0.829\t-0.252\t1.107\t0.770\t-1.090\t0.947\t2.548\t1.165\t-0.166\t-0.763\t0.000\t1.140\t0.997\t0.988\t1.330\t0.555\t1.005\t1.012\n0\t0.647\t0.342\t0.245\t4.340\t-0.157\t2.229\t0.068\t1.170\t2.173\t2.133\t-0.201\t-1.441\t0.000\t1.467\t0.697\t-0.532\t1.274\t1.457\t0.583\t-1.640\t0.000\t0.875\t1.417\t0.976\t2.512\t2.390\t1.794\t1.665\n1\t1.731\t-0.803\t-1.013\t1.492\t-0.020\t1.646\t-0.541\t1.121\t2.173\t0.459\t-1.251\t-1.495\t2.215\t0.605\t-1.711\t-0.232\t0.000\t0.658\t0.634\t-0.068\t0.000\t1.214\t0.886\t1.738\t1.833\t1.024\t1.192\t1.034\n0\t0.515\t1.416\t-1.089\t1.697\t1.426\t1.414\t0.941\t0.027\t0.000\t1.480\t0.133\t-1.595\t2.215\t1.110\t0.752\t0.760\t2.548\t1.062\t0.697\t-0.492\t0.000\t0.851\t0.955\t0.994\t1.105\t1.255\t1.175\t1.095\n0\t1.261\t0.858\t1.465\t0.757\t0.305\t2.310\t0.679\t1.080\t2.173\t1.544\t2.518\t-0.464\t0.000\t2.326\t0.270\t-0.841\t0.000\t2.163\t0.839\t-0.500\t3.102\t0.715\t0.825\t1.170\t0.980\t2.371\t1.527\t1.221\n1\t1.445\t1.509\t1.471\t0.414\t-1.285\t0.767\t0.864\t-0.677\t2.173\t0.524\t1.388\t0.171\t0.000\t0.826\t0.190\t0.121\t2.548\t0.572\t1.691\t-1.603\t0.000\t0.870\t0.935\t0.994\t0.968\t0.735\t0.783\t0.777\n1\t0.919\t-0.264\t-1.245\t0.681\t-1.722\t1.022\t1.010\t0.097\t2.173\t0.685\t0.403\t-1.351\t0.000\t1.357\t-0.429\t1.262\t1.274\t0.687\t1.021\t-0.563\t0.000\t0.953\t0.796\t0.991\t0.873\t1.749\t1.056\t0.917\n1\t0.293\t-2.258\t-1.427\t1.191\t1.202\t0.394\t-2.030\t1.438\t0.000\t0.723\t0.596\t-0.024\t2.215\t0.525\t-1.678\t-0.290\t0.000\t0.788\t-0.824\t-1.029\t3.102\t0.821\t0.626\t0.976\t1.080\t0.810\t0.842\t0.771\n0\t3.286\t0.386\t1.688\t1.619\t-1.620\t1.392\t-0.009\t0.280\t0.000\t1.179\t-0.776\t-0.110\t2.215\t1.256\t0.248\t-1.114\t2.548\t0.777\t0.825\t-0.156\t0.000\t1.026\t1.065\t0.964\t0.909\t1.249\t1.384\t1.395\n1\t1.075\t0.603\t0.561\t0.656\t-0.685\t0.985\t0.175\t0.979\t2.173\t1.154\t0.584\t-0.886\t0.000\t1.084\t-0.354\t-1.004\t2.548\t0.865\t1.224\t1.269\t0.000\t1.346\t1.073\t1.048\t0.873\t1.310\t1.003\t0.865\n1\t1.098\t-0.091\t1.466\t1.558\t0.915\t0.649\t1.314\t-1.182\t2.173\t0.791\t0.073\t0.351\t0.000\t0.517\t0.940\t1.195\t0.000\t1.150\t1.187\t-0.692\t3.102\t0.866\t0.822\t0.980\t1.311\t0.394\t1.119\t0.890\n1\t0.481\t-1.042\t0.148\t1.135\t-1.249\t1.202\t-0.344\t0.308\t1.087\t0.779\t-1.431\t1.581\t0.000\t0.860\t-0.860\t-1.125\t0.000\t0.785\t0.303\t1.199\t3.102\t0.878\t0.853\t0.988\t1.072\t0.827\t0.936\t0.815\n0\t1.348\t0.497\t0.318\t0.806\t0.976\t1.393\t-0.152\t0.632\t2.173\t2.130\t0.515\t-1.054\t0.000\t0.908\t0.062\t-0.780\t0.000\t1.185\t0.687\t1.668\t1.551\t0.720\t0.898\t0.985\t0.683\t1.292\t1.320\t1.131\n0\t2.677\t-0.420\t-1.685\t1.828\t1.433\t2.040\t-0.718\t-0.039\t0.000\t0.400\t-0.873\t0.472\t0.000\t0.444\t0.340\t-0.830\t2.548\t0.431\t0.768\t-1.417\t3.102\t0.869\t0.917\t0.996\t0.707\t0.193\t0.728\t1.154\n1\t1.300\t0.586\t-0.122\t1.306\t0.609\t0.727\t-0.556\t-1.652\t2.173\t0.636\t0.720\t1.393\t2.215\t0.328\t1.280\t-0.390\t0.000\t0.386\t0.752\t-0.905\t0.000\t0.202\t0.751\t1.106\t0.864\t0.799\t0.928\t0.717\n0\t0.637\t-0.176\t1.737\t1.322\t-0.414\t0.702\t-0.964\t-0.680\t0.000\t1.054\t-0.461\t0.889\t2.215\t0.861\t-0.267\t0.225\t0.000\t1.910\t-1.888\t1.027\t0.000\t0.919\t0.899\t1.186\t0.993\t1.109\t0.862\t0.775\n1\t0.723\t-0.104\t1.572\t0.428\t-0.840\t0.655\t0.544\t1.401\t2.173\t1.522\t-0.154\t-0.452\t2.215\t0.996\t0.190\t0.273\t0.000\t1.906\t-0.176\t0.966\t0.000\t0.945\t0.894\t0.990\t0.981\t1.555\t0.988\t0.893\n0\t2.016\t-0.570\t1.612\t0.798\t0.441\t0.334\t0.191\t-0.909\t0.000\t0.939\t0.146\t0.021\t2.215\t0.553\t-0.444\t1.156\t2.548\t0.781\t-1.545\t-0.520\t0.000\t0.922\t0.956\t1.528\t0.722\t0.699\t0.778\t0.901\n0\t1.352\t-0.707\t1.284\t0.665\t0.580\t0.694\t-1.040\t-0.899\t2.173\t0.692\t-2.048\t0.029\t0.000\t0.545\t-2.042\t1.259\t0.000\t0.661\t-0.808\t-1.251\t3.102\t0.845\t0.991\t0.979\t0.662\t0.225\t0.685\t0.769\n1\t1.057\t-1.561\t-0.411\t0.952\t-0.681\t1.236\t-1.107\t1.045\t2.173\t1.288\t-2.521\t-0.521\t0.000\t1.361\t-1.239\t1.546\t0.000\t0.373\t-1.540\t0.028\t0.000\t0.794\t0.782\t0.987\t0.889\t0.832\t0.972\t0.828\n0\t1.118\t-0.017\t-1.227\t1.077\t1.256\t0.714\t0.624\t-0.811\t0.000\t0.800\t0.704\t0.387\t1.107\t0.604\t0.234\t0.986\t0.000\t1.306\t-0.456\t0.094\t3.102\t0.828\t0.984\t1.195\t0.987\t0.672\t0.774\t0.748\n1\t0.602\t2.201\t0.212\t0.119\t0.182\t0.474\t2.130\t1.270\t0.000\t0.370\t2.088\t-0.573\t0.000\t0.780\t-0.725\t-1.033\t0.000\t1.642\t0.598\t0.303\t3.102\t0.886\t0.988\t0.985\t0.644\t0.756\t0.651\t0.599\n0\t1.677\t-0.844\t1.581\t0.585\t0.887\t1.012\t-2.315\t0.752\t0.000\t1.077\t0.748\t-0.195\t0.000\t0.718\t0.832\t-1.337\t1.274\t1.181\t-0.557\t-1.006\t3.102\t1.018\t1.247\t0.988\t0.908\t0.651\t1.311\t1.120\n1\t1.695\t0.259\t1.224\t1.344\t1.067\t0.718\t-1.752\t-0.215\t0.000\t0.473\t0.991\t-0.993\t0.000\t0.891\t1.285\t-1.500\t2.548\t0.908\t-0.131\t0.288\t0.000\t0.945\t0.824\t0.979\t1.009\t0.951\t0.934\t0.833\n0\t0.793\t0.628\t0.432\t1.707\t0.302\t0.919\t1.045\t-0.784\t0.000\t1.472\t0.175\t-1.284\t2.215\t1.569\t0.155\t0.971\t2.548\t0.435\t0.735\t1.625\t0.000\t0.801\t0.907\t0.992\t0.831\t1.446\t1.082\t1.051\n1\t0.537\t-0.664\t-0.244\t1.104\t1.272\t1.154\t0.394\t1.633\t0.000\t1.527\t0.963\t0.559\t2.215\t1.744\t0.650\t-0.912\t0.000\t1.097\t0.730\t-0.368\t3.102\t1.953\t1.319\t1.045\t1.309\t0.869\t1.196\t1.126\n1\t0.585\t-1.469\t1.005\t0.749\t-1.060\t1.224\t-0.717\t-0.323\t2.173\t1.012\t-0.201\t1.268\t0.000\t0.359\t-0.567\t0.476\t0.000\t1.117\t-1.124\t1.557\t3.102\t0.636\t1.281\t0.986\t0.616\t1.289\t0.890\t0.881\n1\t0.354\t-1.517\t0.667\t2.534\t-1.298\t1.020\t-0.375\t1.254\t0.000\t1.119\t-0.060\t-1.538\t2.215\t1.059\t-0.395\t-0.140\t0.000\t2.609\t0.199\t-0.778\t1.551\t0.957\t0.975\t1.286\t1.666\t1.003\t1.224\t1.135\n1\t0.691\t-1.619\t-1.380\t0.361\t1.727\t1.493\t-1.093\t-0.289\t0.000\t1.447\t-0.640\t1.341\t0.000\t1.453\t-0.617\t-1.456\t1.274\t1.061\t-1.481\t-0.091\t0.000\t0.744\t0.649\t0.987\t0.596\t0.727\t0.856\t0.797\n0\t1.336\t1.293\t-1.359\t0.357\t0.067\t1.110\t-0.058\t-0.515\t0.000\t0.976\t1.498\t1.207\t0.000\t1.133\t0.437\t1.053\t2.548\t0.543\t1.374\t0.171\t0.000\t0.764\t0.761\t0.984\t0.827\t0.553\t0.607\t0.612\n0\t0.417\t-1.111\t1.661\t2.209\t-0.683\t1.931\t-0.642\t0.959\t1.087\t1.514\t-2.032\t-0.686\t0.000\t1.521\t-0.539\t1.344\t0.000\t0.978\t-0.866\t0.363\t1.551\t2.813\t1.850\t1.140\t1.854\t0.799\t1.600\t1.556\n0\t1.058\t0.390\t-0.591\t0.134\t1.149\t0.346\t-1.550\t0.186\t0.000\t1.108\t-0.999\t0.843\t1.107\t1.124\t0.415\t-1.514\t0.000\t1.067\t-0.426\t-1.000\t3.102\t1.744\t1.050\t0.985\t1.006\t1.010\t0.883\t0.789\n1\t1.655\t0.253\t1.216\t0.270\t1.703\t0.500\t-0.006\t-1.418\t2.173\t0.690\t-0.350\t0.170\t2.215\t1.045\t-0.924\t-0.774\t0.000\t0.996\t-0.745\t-0.123\t0.000\t0.839\t0.820\t0.993\t0.921\t0.869\t0.725\t0.708\n0\t1.603\t-0.850\t0.564\t0.829\t0.093\t1.270\t-1.113\t-1.155\t2.173\t0.853\t-1.021\t1.248\t2.215\t0.617\t-1.270\t1.733\t0.000\t0.935\t-0.092\t0.136\t0.000\t1.011\t1.074\t0.977\t0.823\t1.269\t1.054\t0.878\n0\t1.568\t-0.792\t1.005\t0.545\t0.896\t0.895\t-1.698\t-0.988\t0.000\t0.608\t-1.634\t1.705\t0.000\t0.826\t0.208\t0.618\t1.274\t2.063\t-1.743\t-0.520\t0.000\t0.939\t0.986\t0.990\t0.600\t0.435\t1.033\t1.087\n0\t0.489\t-1.335\t-1.102\t1.738\t1.028\t0.628\t-0.992\t-0.627\t0.000\t0.652\t-0.064\t-0.215\t0.000\t1.072\t0.173\t-1.251\t2.548\t1.042\t0.057\t0.841\t3.102\t0.823\t0.895\t1.200\t1.164\t0.770\t0.837\t0.846\n1\t1.876\t0.870\t1.234\t0.556\t-1.262\t1.764\t0.855\t-0.467\t2.173\t1.079\t1.351\t0.852\t0.000\t0.773\t0.383\t0.874\t0.000\t1.292\t0.829\t-1.228\t3.102\t0.707\t0.969\t1.102\t1.601\t1.017\t1.112\t1.028\n0\t1.033\t0.407\t-0.374\t0.705\t-1.254\t0.690\t-0.231\t1.502\t2.173\t0.433\t-2.009\t-0.057\t0.000\t0.861\t1.151\t0.334\t0.000\t0.960\t-0.839\t1.299\t3.102\t2.411\t1.480\t0.982\t0.995\t0.377\t1.012\t0.994\n0\t1.092\t0.653\t-0.801\t0.463\t0.426\t0.529\t-1.055\t0.040\t0.000\t0.663\t0.999\t1.255\t1.107\t0.749\t-1.106\t1.185\t2.548\t0.841\t-0.745\t-1.029\t0.000\t0.841\t0.743\t0.988\t0.750\t1.028\t0.831\t0.868\n1\t0.799\t-0.285\t-0.011\t0.531\t1.392\t1.063\t0.854\t0.494\t2.173\t1.187\t-1.065\t-0.851\t0.000\t0.429\t-0.296\t1.072\t0.000\t0.942\t-1.985\t1.172\t0.000\t0.873\t0.693\t0.992\t0.819\t0.689\t1.131\t0.913\n0\t0.503\t1.973\t-0.377\t1.515\t-1.514\t0.708\t1.081\t-0.313\t2.173\t1.110\t-0.417\t0.839\t0.000\t0.712\t-1.153\t1.165\t0.000\t0.675\t-0.303\t-0.930\t1.551\t0.709\t0.761\t1.032\t0.986\t0.698\t0.963\t1.291\n0\t0.690\t-0.574\t-1.608\t1.182\t1.118\t0.557\t-2.243\t0.144\t0.000\t0.969\t0.216\t-1.383\t1.107\t1.054\t0.888\t-0.709\t2.548\t0.566\t1.663\t-0.550\t0.000\t0.752\t1.528\t0.987\t1.408\t0.740\t1.290\t1.123\n1\t0.890\t1.501\t0.786\t0.779\t-0.615\t1.126\t0.716\t1.541\t2.173\t0.887\t0.728\t-0.673\t2.215\t1.216\t0.332\t-0.020\t0.000\t0.965\t1.828\t0.101\t0.000\t0.827\t0.715\t1.099\t1.088\t1.339\t0.924\t0.878\n0\t0.566\t0.883\t0.655\t1.600\t0.034\t1.155\t2.028\t-1.499\t0.000\t0.723\t-0.871\t0.763\t0.000\t1.286\t-0.696\t-0.676\t2.548\t1.134\t-0.113\t1.207\t3.102\t4.366\t2.493\t0.984\t0.960\t0.962\t1.843\t1.511\n0\t1.146\t1.086\t-0.911\t0.838\t1.298\t0.821\t0.127\t-0.145\t0.000\t1.352\t0.474\t-1.580\t2.215\t1.619\t-0.081\t0.675\t2.548\t1.382\t-0.748\t0.127\t0.000\t0.958\t0.976\t1.239\t0.876\t1.481\t1.116\t1.076\n0\t1.739\t-0.326\t-1.661\t0.420\t-1.705\t1.193\t-0.031\t-1.212\t2.173\t1.783\t-0.442\t0.522\t0.000\t1.064\t-0.692\t0.027\t0.000\t1.314\t0.359\t-0.037\t3.102\t0.968\t0.897\t0.986\t0.907\t1.196\t1.175\t1.112\n1\t0.669\t0.194\t-0.703\t0.657\t-0.260\t0.899\t-2.511\t0.311\t0.000\t1.482\t0.773\t0.974\t2.215\t3.459\t0.037\t-1.299\t1.274\t2.113\t0.067\t1.516\t0.000\t0.740\t0.871\t0.979\t1.361\t2.330\t1.322\t1.046\n1\t1.355\t-1.033\t-1.173\t0.552\t-0.048\t0.899\t-0.482\t-1.287\t2.173\t1.422\t-1.227\t0.390\t1.107\t1.937\t-0.028\t0.914\t0.000\t0.849\t-0.230\t-1.734\t0.000\t0.986\t1.224\t1.017\t1.051\t1.788\t1.150\t1.009\n1\t0.511\t-0.202\t1.029\t0.780\t1.154\t0.816\t0.532\t-0.731\t0.000\t0.757\t0.517\t0.749\t2.215\t1.302\t0.289\t-1.188\t0.000\t0.584\t1.211\t-0.350\t0.000\t0.876\t0.943\t0.995\t0.963\t0.256\t0.808\t0.891\n1\t1.109\t0.572\t1.484\t0.753\t1.543\t1.711\t-0.145\t-0.746\t1.087\t1.759\t0.631\t0.845\t2.215\t0.945\t0.542\t0.003\t0.000\t0.378\t-1.150\t-0.044\t0.000\t0.764\t1.042\t0.992\t1.045\t2.736\t1.441\t1.140\n0\t0.712\t-0.025\t0.553\t0.928\t-0.711\t1.304\t0.045\t-0.300\t0.000\t0.477\t0.720\t0.969\t0.000\t1.727\t-0.474\t1.328\t1.274\t1.282\t2.222\t1.684\t0.000\t0.819\t0.765\t1.023\t0.961\t0.657\t0.799\t0.744\n1\t1.131\t-0.302\t1.079\t0.901\t0.236\t0.904\t-0.249\t1.694\t2.173\t1.507\t-0.702\t-1.128\t0.000\t0.774\t0.565\t0.284\t2.548\t1.802\t1.446\t-0.192\t0.000\t3.720\t2.108\t0.986\t0.930\t1.101\t1.484\t1.238\n0\t1.392\t1.253\t0.118\t0.864\t-1.358\t0.922\t-0.447\t-1.243\t1.087\t1.969\t1.031\t0.774\t2.215\t1.333\t-0.359\t-0.681\t0.000\t1.099\t-0.257\t1.473\t0.000\t1.246\t0.909\t1.475\t1.234\t2.531\t1.449\t1.306\n0\t1.374\t2.291\t-0.479\t1.339\t-0.243\t0.687\t2.345\t1.310\t0.000\t0.467\t1.081\t0.772\t0.000\t0.656\t1.155\t-1.636\t2.548\t0.592\t0.536\t-1.269\t3.102\t0.981\t0.821\t1.010\t0.877\t0.217\t0.638\t0.758\n1\t0.401\t-1.516\t0.909\t2.738\t0.519\t0.887\t0.566\t-1.202\t0.000\t0.909\t-0.176\t1.682\t0.000\t2.149\t-0.878\t-0.514\t2.548\t0.929\t-0.563\t-1.555\t3.102\t1.228\t0.803\t0.980\t1.382\t0.884\t1.025\t1.172\n1\t0.430\t-1.589\t1.417\t2.158\t1.226\t1.180\t-0.829\t-0.781\t2.173\t0.798\t1.400\t-0.111\t0.000\t0.939\t-0.878\t1.076\t2.548\t0.576\t1.335\t-0.826\t0.000\t0.861\t0.970\t0.982\t1.489\t1.308\t1.015\t0.992\n1\t1.943\t-0.391\t-0.840\t0.621\t-1.613\t2.026\t1.734\t1.025\t0.000\t0.930\t0.573\t-0.912\t0.000\t1.326\t0.847\t-0.220\t1.274\t1.181\t0.079\t0.709\t3.102\t1.164\t1.007\t0.987\t1.094\t0.821\t0.857\t0.786\n1\t0.499\t0.436\t0.887\t0.859\t1.509\t0.733\t-0.559\t1.111\t1.087\t1.011\t-0.796\t0.279\t2.215\t1.472\t-0.510\t-0.982\t0.000\t1.952\t0.379\t-0.733\t0.000\t1.076\t1.358\t0.991\t0.589\t0.879\t1.068\t0.922\n0\t0.998\t-0.407\t-1.711\t0.139\t0.652\t0.810\t-0.331\t-0.721\t0.000\t0.471\t-0.533\t0.442\t0.000\t0.531\t-1.405\t0.120\t2.548\t0.707\t0.098\t-1.176\t1.551\t1.145\t0.809\t0.988\t0.529\t0.612\t0.562\t0.609\n1\t1.482\t0.872\t0.638\t1.288\t0.362\t0.856\t0.900\t-0.511\t1.087\t1.072\t1.061\t-1.432\t2.215\t1.770\t-2.292\t-1.547\t0.000\t1.131\t1.374\t0.783\t0.000\t6.316\t4.381\t1.002\t1.317\t1.048\t2.903\t2.351\n1\t2.084\t-0.422\t1.289\t1.125\t0.735\t1.104\t-0.518\t-0.326\t2.173\t0.413\t-0.719\t-0.699\t0.000\t0.857\t0.108\t-1.631\t0.000\t0.527\t0.641\t-1.362\t3.102\t0.791\t0.952\t1.016\t0.776\t0.856\t0.987\t0.836\n0\t0.464\t0.674\t0.025\t0.430\t-1.703\t0.982\t-1.311\t-0.808\t2.173\t1.875\t1.060\t0.821\t2.215\t0.954\t-0.480\t-1.677\t0.000\t0.567\t0.702\t-0.939\t0.000\t0.781\t1.076\t0.989\t1.256\t3.632\t1.652\t1.252\n1\t0.457\t-1.944\t-1.010\t1.409\t0.931\t1.098\t-0.742\t-0.415\t0.000\t1.537\t-0.834\t0.945\t2.215\t1.752\t-0.287\t-1.269\t2.548\t0.692\t-1.537\t-0.223\t0.000\t0.801\t1.192\t1.094\t1.006\t1.659\t1.175\t1.122\n0\t3.260\t-0.943\t1.737\t0.920\t1.309\t0.946\t-0.139\t-0.271\t2.173\t0.994\t-0.952\t-0.311\t0.000\t0.563\t-0.136\t-0.881\t0.000\t1.236\t-0.507\t0.906\t1.551\t0.747\t0.869\t0.985\t1.769\t1.034\t1.179\t1.042\n0\t0.615\t-0.778\t0.246\t1.861\t1.619\t0.560\t-0.943\t-0.204\t2.173\t0.550\t-0.759\t-1.342\t2.215\t0.578\t0.076\t-0.973\t0.000\t0.939\t0.035\t0.680\t0.000\t0.810\t0.747\t1.401\t0.772\t0.702\t0.719\t0.662\n1\t2.370\t-0.064\t-0.237\t1.737\t0.154\t2.319\t-1.838\t-1.673\t0.000\t1.053\t-1.305\t-0.075\t0.000\t0.925\t0.149\t0.318\t1.274\t0.851\t-0.922\t0.981\t3.102\t0.919\t0.940\t0.989\t0.612\t0.598\t1.219\t1.626\n1\t1.486\t0.311\t-1.262\t1.354\t-0.847\t0.886\t-0.158\t1.213\t2.173\t1.160\t-0.218\t0.239\t0.000\t1.166\t0.494\t0.278\t2.548\t0.575\t1.454\t-1.701\t0.000\t0.429\t1.129\t0.983\t1.111\t1.049\t1.006\t0.920\n1\t1.294\t1.587\t-0.864\t0.487\t-0.312\t0.828\t1.051\t-0.031\t1.087\t2.443\t1.216\t1.609\t2.215\t1.167\t0.813\t0.921\t0.000\t1.751\t-0.415\t0.119\t0.000\t1.015\t1.091\t0.974\t1.357\t2.093\t1.178\t1.059\n1\t0.984\t0.465\t-1.661\t0.379\t-0.554\t0.977\t0.237\t0.365\t0.000\t0.510\t0.143\t1.101\t0.000\t1.099\t-0.662\t-1.593\t2.548\t1.104\t-0.197\t-0.648\t3.102\t0.925\t0.922\t0.986\t0.642\t0.667\t0.806\t0.722\n1\t0.930\t-0.009\t0.047\t0.667\t1.367\t1.065\t-0.231\t0.815\t0.000\t1.199\t-1.114\t-0.877\t2.215\t0.940\t0.824\t-1.583\t0.000\t1.052\t-0.407\t-0.076\t1.551\t1.843\t1.257\t1.013\t1.047\t0.751\t1.158\t0.941\n0\t0.767\t-0.011\t-0.637\t0.341\t-1.437\t1.438\t-0.425\t-0.450\t2.173\t1.073\t-0.718\t1.341\t2.215\t0.633\t-1.394\t0.486\t0.000\t0.603\t-1.945\t-1.626\t0.000\t0.703\t0.790\t0.984\t1.111\t1.848\t1.129\t1.072\n1\t1.779\t0.017\t0.432\t0.402\t1.022\t0.959\t1.480\t1.595\t2.173\t1.252\t1.365\t0.006\t0.000\t1.188\t-0.174\t-1.107\t0.000\t1.181\t0.518\t-0.258\t0.000\t1.057\t0.910\t0.991\t1.616\t0.779\t1.158\t1.053\n0\t0.881\t0.630\t1.029\t1.990\t0.508\t1.102\t0.742\t-1.298\t2.173\t1.565\t1.085\t0.686\t2.215\t2.691\t1.391\t-0.904\t0.000\t0.499\t1.388\t-1.199\t0.000\t0.347\t0.861\t0.997\t0.881\t1.920\t1.233\t1.310\n0\t1.754\t-0.266\t0.389\t0.347\t-0.030\t0.462\t-1.408\t-0.957\t2.173\t0.515\t-2.341\t-1.700\t0.000\t0.588\t-0.797\t1.355\t2.548\t0.608\t0.329\t-1.389\t0.000\t1.406\t0.909\t0.988\t0.760\t0.593\t0.768\t0.847\n0\t1.087\t0.311\t-1.447\t0.173\t0.567\t0.854\t0.362\t0.584\t0.000\t1.416\t-0.716\t-1.211\t2.215\t0.648\t-0.358\t-0.692\t1.274\t0.867\t-0.513\t0.206\t0.000\t0.803\t0.813\t0.984\t1.110\t0.491\t0.921\t0.873\n0\t0.279\t1.114\t-1.190\t3.004\t-0.738\t1.233\t0.896\t1.092\t2.173\t0.454\t-0.374\t0.117\t2.215\t0.357\t0.119\t1.270\t0.000\t0.458\t1.343\t0.316\t0.000\t0.495\t0.540\t0.988\t1.715\t1.139\t1.618\t1.183\n1\t1.773\t-0.694\t-1.518\t2.306\t-1.200\t3.104\t0.749\t0.362\t0.000\t1.871\t0.230\t-1.686\t2.215\t0.805\t-0.179\t-0.871\t1.274\t0.910\t0.607\t-0.246\t0.000\t1.338\t1.598\t0.984\t1.050\t0.919\t1.678\t1.807\n0\t0.553\t0.683\t0.827\t0.973\t-0.706\t1.488\t0.149\t1.140\t2.173\t1.788\t0.447\t-0.478\t0.000\t0.596\t1.043\t1.607\t0.000\t0.373\t-0.868\t-1.308\t1.551\t1.607\t1.026\t0.998\t1.134\t0.808\t1.142\t0.936\n1\t0.397\t1.101\t-1.139\t1.688\t0.146\t0.972\t0.541\t1.518\t0.000\t1.549\t-0.873\t-1.012\t0.000\t2.282\t-0.151\t0.314\t2.548\t1.174\t0.033\t-1.368\t0.000\t0.937\t0.776\t1.039\t1.143\t0.959\t0.986\t1.013\n1\t0.840\t1.906\t-0.959\t0.869\t0.576\t0.642\t0.554\t-1.351\t0.000\t0.756\t0.923\t-0.823\t2.215\t1.251\t1.130\t0.545\t2.548\t1.513\t0.410\t1.073\t0.000\t1.231\t0.985\t1.163\t0.812\t0.987\t0.816\t0.822\n1\t0.477\t1.665\t0.814\t0.763\t-0.382\t0.828\t-0.008\t0.280\t2.173\t1.213\t-0.001\t1.560\t0.000\t1.136\t0.311\t-1.289\t0.000\t0.797\t1.091\t-0.616\t3.102\t1.026\t0.964\t0.992\t0.772\t0.869\t0.916\t0.803\n0\t2.655\t0.020\t0.273\t1.464\t0.482\t1.709\t-0.107\t-1.456\t2.173\t0.825\t0.141\t-0.386\t0.000\t1.342\t-0.592\t1.635\t1.274\t0.859\t-0.175\t-0.874\t0.000\t0.829\t0.946\t1.003\t2.179\t0.836\t1.505\t1.176\n0\t0.771\t-1.992\t-0.720\t0.732\t-1.464\t0.869\t-1.290\t0.388\t2.173\t0.926\t-1.072\t-1.489\t2.215\t0.640\t-1.232\t0.840\t0.000\t0.528\t-2.440\t-0.446\t0.000\t0.811\t0.868\t0.993\t0.995\t1.317\t0.809\t0.714\n0\t1.357\t1.302\t0.076\t0.283\t-1.060\t0.783\t1.559\t-0.994\t0.000\t0.947\t1.212\t1.617\t0.000\t1.127\t0.311\t0.442\t2.548\t0.582\t-0.052\t1.186\t1.551\t1.330\t0.995\t0.985\t0.846\t0.404\t0.858\t0.815\n0\t0.442\t-0.381\t-0.424\t1.244\t0.591\t0.731\t0.605\t-0.713\t2.173\t0.629\t2.762\t1.040\t0.000\t0.476\t2.693\t-0.617\t0.000\t0.399\t0.442\t1.486\t3.102\t0.839\t0.755\t0.988\t0.869\t0.524\t0.877\t0.918\n0\t0.884\t0.422\t0.055\t0.818\t0.624\t0.950\t-0.763\t1.624\t0.000\t0.818\t-0.609\t-1.166\t0.000\t1.057\t-0.528\t1.070\t2.548\t1.691\t-0.124\t-0.335\t3.102\t1.104\t0.933\t0.985\t0.913\t1.000\t0.863\t1.056\n0\t1.276\t0.156\t1.714\t1.053\t-1.189\t0.672\t-0.464\t-0.030\t2.173\t0.469\t-2.483\t0.442\t0.000\t0.564\t2.580\t-0.253\t0.000\t0.444\t-0.628\t1.080\t1.551\t5.832\t2.983\t0.985\t1.162\t0.494\t1.809\t1.513\n0\t1.106\t-0.556\t0.406\t0.573\t-1.400\t0.769\t-0.518\t1.457\t2.173\t0.743\t-0.352\t-0.010\t0.000\t1.469\t-0.550\t-0.930\t2.548\t0.540\t1.236\t-0.571\t0.000\t0.962\t0.970\t1.101\t0.805\t1.107\t0.873\t0.773\n0\t0.539\t-0.964\t-0.464\t1.371\t-1.606\t0.667\t-0.160\t0.655\t0.000\t0.952\t0.352\t-0.740\t2.215\t0.952\t0.007\t1.123\t0.000\t1.061\t-0.505\t1.389\t3.102\t1.063\t0.991\t1.019\t0.633\t0.967\t0.732\t0.799\n1\t0.533\t-0.989\t-1.608\t0.462\t-1.723\t1.204\t-0.598\t-0.098\t2.173\t1.343\t-0.460\t1.632\t2.215\t0.577\t0.221\t-0.492\t0.000\t0.628\t-0.073\t0.472\t0.000\t0.518\t0.880\t0.988\t1.179\t1.874\t1.041\t0.813\n1\t1.024\t1.075\t-0.795\t0.286\t-1.436\t1.365\t0.857\t-0.309\t2.173\t0.804\t1.532\t1.435\t0.000\t1.511\t0.722\t1.494\t0.000\t1.778\t0.903\t0.753\t1.551\t0.686\t0.810\t0.999\t0.900\t1.360\t1.133\t0.978\n1\t2.085\t-0.269\t-1.423\t0.789\t1.298\t0.281\t1.652\t0.187\t0.000\t0.658\t-0.760\t-0.042\t2.215\t0.663\t0.024\t0.120\t0.000\t0.552\t-0.299\t-0.428\t3.102\t0.713\t0.811\t1.130\t0.705\t0.218\t0.675\t0.743\n1\t0.980\t-0.443\t0.813\t0.785\t-1.253\t0.719\t0.448\t-1.458\t0.000\t1.087\t0.595\t0.635\t1.107\t1.428\t0.029\t-0.995\t0.000\t1.083\t1.562\t-0.092\t0.000\t0.834\t0.891\t1.165\t0.967\t0.661\t0.880\t0.817\n1\t0.903\t-0.733\t-0.980\t0.634\t-0.639\t0.780\t0.266\t-0.287\t2.173\t1.264\t-0.936\t1.004\t0.000\t1.002\t-0.056\t-1.344\t2.548\t1.183\t-0.098\t1.169\t0.000\t0.733\t1.002\t0.985\t0.711\t0.916\t0.966\t0.875\n0\t0.734\t-0.304\t-1.175\t2.851\t1.674\t0.904\t-0.634\t0.412\t2.173\t1.363\t-1.050\t-0.282\t0.000\t1.476\t-1.603\t0.103\t0.000\t2.231\t-0.718\t1.708\t3.102\t0.813\t0.896\t1.088\t0.686\t1.392\t1.033\t1.078\n1\t1.680\t0.591\t-0.243\t0.111\t-0.478\t0.326\t-0.079\t-1.555\t2.173\t0.711\t0.714\t0.922\t2.215\t0.355\t0.858\t1.682\t0.000\t0.727\t1.620\t1.360\t0.000\t0.334\t0.526\t1.001\t0.862\t0.633\t0.660\t0.619\n1\t1.163\t0.225\t-0.202\t0.501\t-0.979\t1.609\t-0.938\t1.424\t0.000\t1.224\t-0.118\t-1.274\t0.000\t2.034\t1.241\t-0.254\t0.000\t1.765\t0.536\t0.237\t3.102\t0.894\t0.838\t0.988\t0.693\t0.579\t0.762\t0.726\n0\t1.223\t1.232\t1.471\t0.489\t1.728\t0.703\t-0.111\t0.411\t0.000\t1.367\t1.014\t-1.294\t1.107\t1.524\t-0.414\t-0.164\t2.548\t1.292\t0.833\t0.316\t0.000\t0.861\t0.752\t0.994\t0.836\t1.814\t1.089\t0.950\n0\t0.816\t1.637\t-1.557\t1.036\t-0.342\t0.913\t1.333\t0.949\t2.173\t0.812\t0.756\t-0.628\t2.215\t1.333\t0.470\t1.495\t0.000\t1.204\t-2.222\t-1.675\t0.000\t1.013\t0.924\t1.133\t0.758\t1.304\t0.855\t0.860\n0\t0.851\t-0.564\t-0.691\t0.692\t1.345\t1.219\t1.014\t0.318\t0.000\t1.422\t-0.262\t-1.635\t2.215\t0.531\t1.802\t0.008\t0.000\t0.508\t0.515\t-1.267\t3.102\t0.821\t0.787\t1.026\t0.783\t0.432\t1.149\t1.034\n0\t0.800\t-0.599\t0.204\t0.552\t-0.484\t0.974\t0.413\t0.961\t2.173\t1.269\t-0.984\t-1.039\t2.215\t0.380\t-1.213\t1.371\t0.000\t0.551\t0.332\t-0.659\t0.000\t0.694\t0.852\t0.984\t1.057\t2.037\t1.096\t0.846\n0\t0.744\t-0.071\t-0.255\t0.638\t0.512\t1.125\t0.407\t0.844\t2.173\t0.860\t-0.481\t-0.677\t0.000\t1.102\t0.181\t-1.194\t0.000\t1.011\t-1.081\t-1.713\t3.102\t0.854\t0.862\t0.982\t1.111\t1.372\t1.042\t0.920\n1\t0.400\t1.049\t-0.625\t0.880\t-0.407\t1.040\t2.150\t-1.359\t0.000\t0.747\t-0.144\t0.847\t2.215\t0.560\t-1.829\t0.698\t0.000\t1.663\t-0.668\t0.267\t0.000\t0.845\t0.964\t0.996\t0.820\t0.789\t0.668\t0.668\n0\t1.659\t-0.705\t-1.057\t1.803\t-1.436\t1.008\t0.693\t0.005\t0.000\t0.895\t-0.007\t0.681\t1.107\t1.085\t0.125\t1.476\t2.548\t1.214\t1.068\t0.486\t0.000\t0.867\t0.919\t0.986\t1.069\t0.692\t1.026\t1.313\n0\t0.829\t-0.153\t0.861\t0.615\t-0.548\t0.589\t1.077\t-0.041\t2.173\t1.056\t0.763\t-1.737\t0.000\t0.639\t0.970\t0.725\t0.000\t0.955\t1.227\t-0.799\t3.102\t1.020\t1.024\t0.985\t0.750\t0.525\t0.685\t0.671\n1\t0.920\t-0.806\t-0.840\t1.048\t0.278\t0.973\t-0.077\t-1.364\t2.173\t1.029\t0.309\t0.133\t0.000\t1.444\t1.484\t1.618\t1.274\t1.419\t-0.482\t0.417\t0.000\t0.831\t1.430\t1.151\t1.829\t1.560\t1.343\t1.224\n1\t0.686\t0.249\t-0.905\t0.343\t-1.731\t0.724\t-2.823\t-0.901\t0.000\t0.982\t0.303\t1.312\t1.107\t1.016\t0.245\t0.610\t0.000\t1.303\t-0.557\t-0.360\t3.102\t1.384\t1.030\t0.984\t0.862\t1.144\t0.866\t0.779\n0\t1.603\t0.444\t0.508\t0.586\t0.401\t0.610\t0.467\t-1.735\t2.173\t0.914\t0.626\t-1.019\t0.000\t0.812\t0.422\t-0.408\t2.548\t0.902\t1.679\t1.490\t0.000\t1.265\t0.929\t0.990\t1.004\t0.816\t0.753\t0.851\n1\t0.623\t0.780\t-0.203\t0.056\t0.015\t0.899\t0.793\t1.326\t1.087\t0.803\t1.478\t-1.499\t2.215\t1.561\t1.492\t-0.120\t0.000\t0.904\t0.795\t0.137\t0.000\t0.548\t1.009\t0.850\t0.924\t0.838\t0.914\t0.860\n0\t1.654\t-2.032\t-1.160\t0.859\t-1.583\t0.689\t-1.965\t0.891\t0.000\t0.646\t-1.014\t-0.288\t2.215\t0.630\t-0.815\t0.402\t0.000\t0.638\t0.316\t0.655\t3.102\t0.845\t0.879\t0.993\t1.067\t0.625\t1.041\t0.958\n1\t0.828\t-1.269\t-1.203\t0.744\t-0.213\t0.626\t-1.017\t-0.404\t0.000\t1.281\t-0.931\t1.733\t2.215\t0.699\t-0.351\t1.287\t0.000\t1.251\t-1.171\t0.197\t0.000\t0.976\t1.186\t0.987\t0.646\t0.655\t0.733\t0.671\n1\t0.677\t0.111\t1.090\t1.580\t1.591\t1.560\t0.654\t-0.341\t2.173\t0.794\t-0.266\t0.702\t0.000\t0.823\t0.651\t-1.239\t2.548\t0.730\t1.467\t-1.530\t0.000\t1.492\t1.023\t0.983\t1.909\t1.022\t1.265\t1.127\n1\t0.736\t0.882\t-1.060\t0.589\t0.168\t1.663\t0.781\t1.022\t2.173\t2.025\t1.648\t-1.292\t0.000\t1.240\t0.924\t-0.421\t1.274\t1.354\t0.065\t0.501\t0.000\t0.316\t0.925\t0.988\t0.664\t1.736\t0.992\t0.807\n1\t1.040\t-0.822\t1.638\t0.974\t-0.674\t0.393\t0.830\t0.011\t2.173\t0.770\t-0.140\t-0.402\t0.000\t0.294\t-0.133\t0.030\t0.000\t1.220\t0.807\t0.638\t0.000\t0.826\t1.063\t1.216\t1.026\t0.705\t0.934\t0.823\n1\t0.711\t0.602\t0.048\t1.145\t0.966\t0.934\t0.263\t-1.589\t2.173\t0.971\t-0.496\t-0.421\t1.107\t0.628\t-0.865\t0.845\t0.000\t0.661\t-0.008\t-0.565\t0.000\t0.893\t0.705\t0.988\t0.998\t1.339\t0.908\t0.872\n1\t0.953\t-1.651\t-0.167\t0.885\t1.053\t1.013\t-1.239\t0.133\t0.000\t1.884\t-1.122\t1.222\t2.215\t1.906\t-0.860\t-1.184\t1.274\t1.413\t-0.668\t-1.647\t0.000\t1.873\t1.510\t1.133\t1.050\t1.678\t1.246\t1.061\n1\t0.986\t-0.892\t-1.380\t0.917\t1.134\t0.950\t-1.162\t-0.469\t0.000\t0.569\t-1.393\t0.215\t0.000\t0.320\t2.667\t1.712\t0.000\t1.570\t-0.375\t1.457\t3.102\t0.925\t1.128\t1.011\t0.598\t0.824\t0.913\t0.833\n1\t1.067\t0.099\t1.154\t0.527\t-0.789\t1.085\t0.623\t-1.602\t2.173\t1.511\t-0.230\t0.022\t2.215\t0.269\t-0.377\t0.883\t0.000\t0.571\t-0.540\t-0.512\t0.000\t0.414\t0.803\t1.022\t0.959\t2.053\t1.041\t0.780\n0\t0.825\t-2.118\t0.217\t1.453\t-0.493\t0.819\t0.313\t-0.942\t0.000\t2.098\t-0.725\t1.096\t2.215\t0.484\t1.336\t1.458\t0.000\t0.482\t0.100\t1.163\t0.000\t0.913\t0.536\t0.990\t1.679\t0.957\t1.095\t1.143\n1\t1.507\t0.054\t1.120\t0.698\t-1.340\t0.912\t0.384\t0.015\t1.087\t0.720\t0.247\t-0.820\t0.000\t0.286\t0.154\t1.578\t2.548\t0.629\t1.582\t-0.576\t0.000\t0.828\t0.893\t1.136\t0.514\t0.632\t0.699\t0.709\n1\t0.610\t1.180\t-0.993\t0.816\t0.301\t0.932\t0.758\t1.539\t0.000\t0.726\t-0.830\t0.248\t2.215\t0.883\t0.857\t-1.305\t0.000\t1.338\t1.009\t-0.252\t3.102\t0.901\t1.074\t0.987\t0.875\t1.159\t1.035\t0.858\n1\t1.247\t-1.360\t1.502\t1.525\t-1.332\t0.618\t1.063\t0.755\t0.000\t0.582\t-0.155\t0.473\t2.215\t1.214\t-0.422\t-0.551\t2.548\t0.838\t-1.171\t-1.166\t0.000\t2.051\t1.215\t1.062\t1.091\t0.725\t0.896\t1.091\n0\t0.373\t-0.600\t1.291\t2.573\t0.207\t0.765\t-0.209\t1.667\t0.000\t0.668\t0.724\t-1.499\t0.000\t1.045\t-0.338\t-0.754\t2.548\t0.558\t-0.469\t0.029\t3.102\t0.868\t0.939\t1.124\t0.519\t0.383\t0.636\t0.838\n0\t0.791\t0.336\t-0.307\t0.494\t1.213\t1.158\t0.336\t1.081\t2.173\t0.918\t1.289\t-0.449\t0.000\t0.735\t-0.521\t-0.969\t0.000\t1.052\t0.499\t-1.188\t3.102\t0.699\t1.013\t0.987\t0.622\t1.050\t0.712\t0.661\n0\t1.321\t0.856\t0.464\t0.202\t0.901\t1.144\t0.120\t-1.651\t0.000\t0.803\t0.577\t-0.509\t2.215\t0.695\t-0.114\t0.423\t2.548\t0.621\t1.852\t-0.420\t0.000\t0.697\t0.964\t0.983\t0.527\t0.659\t0.719\t0.729\n0\t0.563\t2.081\t0.913\t0.982\t-0.533\t0.549\t-0.481\t-1.730\t0.000\t0.962\t0.921\t0.569\t2.215\t0.731\t1.184\t-0.679\t1.274\t0.918\t0.931\t-1.432\t0.000\t1.008\t0.919\t0.993\t0.895\t0.819\t0.810\t0.878\n1\t1.148\t0.345\t0.953\t0.921\t0.617\t0.991\t1.103\t-0.484\t0.000\t0.970\t1.978\t1.525\t0.000\t1.150\t0.689\t-0.757\t2.548\t0.517\t0.995\t1.245\t0.000\t1.093\t1.140\t0.998\t1.006\t0.756\t0.864\t0.838\n1\t1.400\t0.128\t-1.695\t1.169\t1.070\t1.094\t-0.345\t-0.249\t0.000\t1.224\t0.364\t-0.036\t2.215\t1.178\t0.530\t-1.544\t0.000\t1.334\t0.933\t1.604\t0.000\t0.560\t1.267\t1.073\t0.716\t0.780\t0.832\t0.792\n0\t0.330\t-2.133\t1.403\t0.628\t0.379\t1.686\t-0.995\t0.030\t1.087\t2.071\t0.127\t-0.457\t0.000\t4.662\t-0.855\t1.477\t0.000\t2.072\t-0.917\t-1.416\t3.102\t5.403\t3.074\t0.977\t0.936\t1.910\t2.325\t1.702\n0\t0.989\t0.473\t0.968\t1.970\t1.368\t0.844\t0.574\t-0.290\t2.173\t0.866\t-0.345\t-1.019\t0.000\t1.130\t0.605\t-0.752\t0.000\t0.956\t-0.888\t0.870\t3.102\t0.885\t0.886\t0.982\t1.157\t1.201\t1.100\t1.068\n1\t0.773\t0.418\t0.753\t1.388\t1.070\t1.104\t-0.378\t-0.758\t0.000\t1.027\t0.397\t-0.496\t2.215\t1.234\t0.027\t1.084\t2.548\t0.936\t0.209\t1.677\t0.000\t1.355\t1.020\t0.983\t0.550\t1.206\t0.916\t0.931\n0\t0.319\t2.015\t1.534\t0.570\t-1.134\t0.632\t0.124\t0.757\t0.000\t0.477\t0.598\t-1.109\t1.107\t0.449\t0.438\t-0.755\t2.548\t0.574\t-0.659\t0.691\t0.000\t0.440\t0.749\t0.985\t0.517\t0.158\t0.505\t0.522\n0\t1.215\t1.453\t-1.386\t1.276\t1.298\t0.643\t0.570\t-0.196\t2.173\t0.588\t2.104\t0.498\t0.000\t0.617\t-0.296\t-0.801\t2.548\t0.452\t0.110\t0.313\t0.000\t0.815\t0.953\t1.141\t1.166\t0.547\t0.892\t0.807\n1\t1.257\t-1.869\t-0.060\t0.265\t0.653\t1.527\t-0.346\t1.163\t2.173\t0.758\t-2.119\t-0.604\t0.000\t1.473\t-1.133\t-1.290\t2.548\t0.477\t-0.428\t-0.066\t0.000\t0.818\t0.841\t0.984\t1.446\t1.729\t1.211\t1.054\n1\t1.449\t0.464\t1.585\t1.418\t-1.488\t1.540\t0.942\t0.087\t0.000\t0.898\t0.402\t-0.631\t2.215\t0.753\t0.039\t-1.729\t0.000\t0.859\t0.849\t-1.054\t0.000\t0.791\t0.677\t0.995\t0.687\t0.527\t0.703\t0.606\n1\t1.084\t-1.997\t0.900\t1.333\t1.024\t0.872\t-0.864\t-1.500\t2.173\t1.072\t-0.813\t-0.421\t2.215\t0.924\t0.478\t0.304\t0.000\t0.992\t-0.398\t-1.022\t0.000\t0.741\t1.085\t0.980\t1.221\t1.176\t1.032\t0.961\n0\t1.712\t1.129\t0.125\t1.120\t-1.402\t1.749\t0.951\t-1.575\t2.173\t1.711\t0.445\t0.578\t0.000\t1.114\t0.234\t-1.011\t0.000\t1.577\t-0.088\t0.086\t3.102\t2.108\t1.312\t1.882\t1.597\t2.009\t1.441\t1.308\n0\t0.530\t0.248\t1.622\t1.450\t-1.012\t1.221\t-1.154\t-0.763\t2.173\t1.698\t-0.586\t0.733\t0.000\t0.889\t1.042\t1.038\t1.274\t0.657\t0.008\t0.701\t0.000\t0.430\t1.005\t0.983\t0.930\t2.264\t1.357\t1.146\n1\t0.921\t1.735\t0.883\t0.699\t-1.614\t0.821\t1.463\t0.319\t1.087\t1.099\t0.814\t-1.600\t2.215\t1.375\t0.702\t-0.691\t0.000\t0.869\t1.326\t-0.790\t0.000\t0.980\t0.900\t0.988\t0.832\t1.452\t0.816\t0.709\n0\t2.485\t-0.823\t-0.297\t0.886\t-1.404\t0.989\t0.835\t1.615\t2.173\t0.382\t0.588\t-0.224\t0.000\t1.029\t-0.456\t1.546\t2.548\t0.613\t-0.359\t-0.789\t0.000\t0.768\t0.977\t1.726\t2.007\t0.913\t1.338\t1.180\n1\t0.657\t-0.069\t-0.078\t1.107\t1.549\t0.804\t1.335\t-1.630\t2.173\t1.271\t0.481\t0.153\t1.107\t1.028\t0.144\t-0.762\t0.000\t1.098\t0.132\t1.570\t0.000\t0.830\t0.979\t1.175\t1.069\t1.624\t1.000\t0.868\n1\t2.032\t0.329\t-1.003\t0.493\t-0.136\t1.159\t-0.224\t0.750\t1.087\t0.396\t0.546\t0.587\t0.000\t0.620\t1.805\t0.982\t0.000\t1.236\t0.744\t-1.621\t0.000\t0.930\t1.200\t0.988\t0.482\t0.771\t0.887\t0.779\n0\t0.524\t-1.319\t0.634\t0.471\t1.221\t0.599\t-0.588\t-0.461\t0.000\t1.230\t-1.504\t-1.517\t1.107\t1.436\t-0.035\t0.104\t2.548\t0.629\t1.997\t-1.282\t0.000\t2.084\t1.450\t0.984\t1.084\t1.827\t1.547\t1.213\n1\t0.871\t0.618\t-1.544\t0.718\t0.186\t1.041\t-1.180\t0.434\t2.173\t1.133\t1.558\t-1.301\t0.000\t0.452\t-0.595\t0.522\t0.000\t0.665\t0.567\t0.130\t3.102\t1.872\t1.114\t1.095\t1.398\t0.979\t1.472\t1.168\n1\t3.308\t1.037\t-0.634\t0.690\t-0.619\t1.975\t0.949\t1.280\t0.000\t0.826\t0.546\t-0.139\t2.215\t0.635\t-0.045\t0.427\t0.000\t1.224\t0.112\t1.339\t3.102\t1.756\t1.050\t0.992\t0.738\t0.903\t0.968\t1.238\n0\t0.588\t2.104\t-0.872\t1.136\t1.743\t0.842\t0.638\t0.015\t0.000\t0.481\t0.928\t1.000\t2.215\t0.595\t0.125\t1.429\t0.000\t0.951\t-1.140\t-0.511\t3.102\t1.031\t1.057\t0.979\t0.673\t1.064\t1.001\t0.891\n0\t0.289\t0.823\t0.013\t0.615\t-1.601\t0.177\t2.403\t-0.015\t0.000\t0.258\t1.151\t1.036\t2.215\t0.694\t0.553\t-1.326\t2.548\t0.411\t0.366\t0.106\t0.000\t0.482\t0.562\t0.989\t0.670\t0.404\t0.516\t0.561\n1\t0.294\t-0.660\t-1.162\t1.752\t0.384\t0.860\t0.513\t1.119\t0.000\t2.416\t0.107\t-1.342\t0.000\t1.398\t0.361\t-0.350\t2.548\t1.126\t-0.902\t0.040\t1.551\t0.650\t1.125\t0.988\t0.531\t0.843\t0.912\t0.911\n0\t0.599\t-0.616\t1.526\t1.381\t0.507\t0.955\t-0.646\t-0.085\t2.173\t0.775\t-0.533\t1.116\t2.215\t0.789\t-0.136\t-1.176\t0.000\t2.449\t1.435\t-1.433\t0.000\t1.692\t1.699\t1.000\t0.869\t1.119\t1.508\t1.303\n1\t1.100\t-1.174\t-1.114\t1.601\t-1.576\t1.056\t-1.343\t0.547\t2.173\t0.555\t0.367\t0.592\t2.215\t0.580\t-1.862\t-0.914\t0.000\t0.904\t0.508\t-0.444\t0.000\t1.439\t1.105\t0.986\t1.408\t1.104\t1.190\t1.094\n1\t2.237\t-0.701\t1.470\t0.719\t-0.199\t0.745\t-0.132\t-0.737\t1.087\t0.976\t-0.227\t0.093\t2.215\t0.699\t0.057\t1.133\t0.000\t0.661\t0.573\t-0.679\t0.000\t0.785\t0.772\t1.752\t1.235\t0.856\t0.990\t0.825\n1\t0.455\t-0.880\t-1.482\t1.260\t-0.178\t1.499\t0.158\t1.022\t0.000\t1.867\t-0.435\t-0.675\t2.215\t1.234\t0.783\t1.586\t0.000\t0.641\t-0.454\t-0.409\t3.102\t1.002\t0.964\t0.986\t0.761\t0.240\t1.190\t0.995\n1\t1.158\t-0.778\t-0.159\t0.823\t1.641\t1.341\t-0.830\t-1.169\t2.173\t0.840\t-1.554\t0.934\t0.000\t0.693\t0.488\t-1.218\t2.548\t1.042\t1.395\t0.276\t0.000\t0.946\t0.785\t1.350\t1.079\t0.893\t1.267\t1.151\n1\t0.902\t-0.078\t-0.055\t0.872\t-0.012\t0.843\t1.276\t1.739\t2.173\t0.838\t1.492\t0.918\t0.000\t0.626\t0.904\t-0.648\t2.548\t0.412\t-2.027\t-0.883\t0.000\t2.838\t1.664\t0.988\t1.803\t0.768\t1.244\t1.280\n1\t0.649\t-1.028\t-1.521\t1.097\t0.774\t1.216\t-0.383\t-0.318\t2.173\t1.643\t-0.285\t-1.705\t0.000\t0.911\t-0.091\t0.341\t0.000\t0.592\t0.537\t0.732\t3.102\t0.911\t0.856\t1.027\t1.160\t0.874\t0.986\t0.893\n1\t1.192\t1.846\t-0.781\t1.326\t-0.747\t1.550\t1.177\t1.366\t0.000\t1.196\t0.151\t0.387\t2.215\t0.527\t2.261\t-0.190\t0.000\t0.390\t1.474\t0.381\t0.000\t0.986\t1.025\t1.004\t1.392\t0.761\t0.965\t1.043\n0\t0.438\t-0.358\t-1.549\t0.836\t0.436\t0.818\t0.276\t-0.708\t2.173\t0.707\t0.826\t0.392\t0.000\t1.050\t1.741\t-1.066\t0.000\t1.276\t-1.583\t0.842\t0.000\t1.475\t1.273\t0.986\t0.853\t1.593\t1.255\t1.226\n1\t1.083\t0.142\t1.701\t0.605\t-0.253\t1.237\t0.791\t1.183\t2.173\t0.842\t2.850\t-0.082\t0.000\t0.724\t-0.464\t-0.694\t0.000\t1.499\t0.456\t-0.226\t3.102\t0.601\t0.799\t1.102\t0.995\t1.389\t1.013\t0.851\n0\t0.828\t1.897\t-0.615\t0.572\t-0.545\t0.572\t0.461\t0.464\t2.173\t0.393\t0.356\t1.069\t2.215\t1.840\t0.088\t1.500\t0.000\t0.407\t-0.663\t-0.787\t0.000\t0.950\t0.965\t0.979\t0.733\t0.363\t0.618\t0.733\n0\t0.735\t1.438\t1.197\t1.123\t-0.214\t0.641\t0.949\t0.858\t0.000\t1.162\t0.524\t-0.896\t2.215\t0.992\t0.454\t-1.475\t2.548\t0.902\t1.079\t0.019\t0.000\t0.822\t0.917\t1.203\t1.032\t0.569\t0.780\t0.764\n0\t0.437\t-2.102\t0.044\t1.779\t-1.042\t1.231\t-0.181\t-0.515\t1.087\t2.666\t0.863\t1.466\t2.215\t1.370\t0.345\t-1.371\t0.000\t0.906\t0.363\t1.611\t0.000\t1.140\t1.362\t1.013\t3.931\t3.004\t2.724\t2.028\n1\t0.881\t1.814\t-0.987\t0.384\t0.800\t2.384\t1.422\t0.640\t0.000\t1.528\t0.292\t-0.962\t1.107\t2.126\t-0.371\t-1.401\t2.548\t0.700\t0.109\t0.203\t0.000\t0.450\t0.813\t0.985\t0.956\t1.013\t0.993\t0.774\n1\t0.630\t0.408\t0.152\t0.194\t0.316\t0.710\t-0.824\t-0.358\t2.173\t0.741\t0.535\t-0.851\t2.215\t0.933\t0.406\t1.148\t0.000\t0.523\t-0.479\t-0.625\t0.000\t0.873\t0.960\t0.988\t0.830\t0.921\t0.711\t0.661\n1\t0.870\t-0.448\t-1.134\t0.616\t0.135\t0.600\t0.649\t-0.622\t2.173\t0.768\t0.709\t-0.123\t0.000\t1.308\t0.500\t1.468\t0.000\t1.973\t-0.286\t1.462\t3.102\t0.909\t0.944\t0.990\t0.835\t1.250\t0.798\t0.776\n0\t1.290\t0.552\t1.330\t0.615\t-1.353\t0.661\t0.240\t-0.393\t0.000\t0.531\t0.053\t-1.588\t0.000\t0.675\t0.839\t-0.345\t1.274\t1.597\t0.020\t0.536\t3.102\t1.114\t0.964\t0.987\t0.783\t0.675\t0.662\t0.675\n1\t0.943\t0.936\t1.068\t1.373\t0.671\t2.170\t-2.011\t-1.032\t0.000\t0.640\t0.361\t-0.806\t0.000\t2.239\t-0.083\t0.590\t2.548\t1.224\t0.646\t-1.723\t0.000\t0.879\t0.834\t0.981\t1.436\t0.568\t0.916\t0.931\n1\t0.431\t1.686\t-1.053\t0.388\t1.739\t0.457\t-0.471\t-0.743\t2.173\t0.786\t1.432\t-0.547\t2.215\t0.537\t-0.413\t1.256\t0.000\t0.413\t2.311\t-0.408\t0.000\t1.355\t1.017\t0.982\t0.689\t1.014\t0.821\t0.715\n0\t1.620\t-0.055\t-0.862\t1.341\t-1.571\t0.634\t-0.906\t0.935\t2.173\t0.501\t-2.198\t-0.525\t0.000\t0.778\t-0.708\t-0.060\t0.000\t0.988\t-0.621\t0.489\t3.102\t0.870\t0.956\t1.216\t0.992\t0.336\t0.871\t0.889\n1\t0.549\t0.304\t-1.443\t1.309\t-0.312\t1.116\t0.644\t1.519\t2.173\t1.078\t-0.303\t-0.736\t0.000\t1.261\t0.387\t0.628\t2.548\t0.945\t-0.190\t0.090\t0.000\t0.893\t1.043\t1.000\t1.124\t1.077\t1.026\t0.886\n0\t0.412\t-0.618\t-1.486\t1.133\t-0.665\t0.646\t0.436\t1.520\t0.000\t0.993\t0.976\t0.106\t2.215\t0.832\t0.091\t0.164\t2.548\t0.672\t-0.650\t1.256\t0.000\t0.695\t1.131\t0.991\t1.017\t0.455\t1.226\t1.087\n0\t1.183\t-0.084\t1.644\t1.389\t0.967\t0.843\t0.938\t-0.670\t0.000\t0.480\t0.256\t0.123\t2.215\t0.437\t1.644\t0.491\t0.000\t0.501\t-0.416\t0.101\t3.102\t1.060\t0.804\t1.017\t0.775\t0.173\t0.535\t0.760\n0\t1.629\t-1.486\t-0.683\t2.786\t-0.492\t1.347\t-2.638\t1.453\t0.000\t1.857\t0.208\t0.873\t0.000\t0.519\t-1.265\t-1.602\t1.274\t0.903\t-1.102\t-0.329\t1.551\t6.892\t3.522\t0.998\t0.570\t0.477\t2.039\t2.006\n1\t2.045\t-0.671\t-1.235\t0.490\t-0.952\t0.525\t-1.252\t1.289\t0.000\t1.088\t-0.993\t0.648\t2.215\t0.975\t-0.109\t-0.254\t2.548\t0.556\t-1.095\t-0.194\t0.000\t0.803\t0.861\t0.980\t1.282\t0.945\t0.925\t0.811\n0\t0.448\t-0.058\t-0.974\t0.945\t-1.633\t1.181\t-1.139\t0.266\t2.173\t1.118\t-0.761\t1.502\t1.107\t1.706\t0.585\t-0.680\t0.000\t0.487\t-1.951\t0.945\t0.000\t2.347\t1.754\t0.993\t1.161\t1.549\t1.414\t1.176\n0\t0.551\t0.519\t0.448\t2.183\t1.293\t1.220\t0.628\t-0.627\t2.173\t1.019\t-0.002\t-0.652\t0.000\t1.843\t-0.386\t1.042\t2.548\t0.400\t-1.102\t-1.014\t0.000\t0.648\t0.792\t1.049\t0.888\t2.132\t1.262\t1.096\n0\t1.624\t0.488\t1.403\t0.760\t0.559\t0.812\t0.777\t-1.244\t2.173\t0.613\t0.589\t-0.030\t2.215\t0.692\t1.058\t0.683\t0.000\t1.054\t1.165\t-0.765\t0.000\t0.915\t0.875\t1.059\t0.821\t0.927\t0.792\t0.721\n1\t0.774\t0.444\t1.257\t0.515\t-0.689\t0.515\t1.448\t-1.271\t0.000\t0.793\t0.118\t0.811\t1.107\t0.679\t0.326\t-0.426\t0.000\t1.066\t-0.865\t-0.049\t3.102\t0.960\t1.046\t0.986\t0.716\t0.772\t0.855\t0.732\n1\t2.093\t-1.240\t1.615\t0.918\t-1.202\t1.412\t-0.541\t0.640\t1.087\t2.019\t0.872\t-0.639\t0.000\t0.672\t-0.936\t0.972\t0.000\t0.896\t0.235\t0.212\t0.000\t0.810\t0.700\t1.090\t0.797\t0.862\t1.049\t0.874\n1\t0.908\t1.069\t0.283\t0.400\t1.293\t0.609\t1.452\t-1.136\t0.000\t0.623\t0.417\t-0.098\t2.215\t1.023\t0.775\t1.054\t1.274\t0.706\t2.346\t-1.305\t0.000\t0.744\t1.006\t0.991\t0.606\t0.753\t0.796\t0.753\n0\t0.403\t-1.328\t-0.065\t0.901\t1.052\t0.708\t-0.354\t-0.718\t2.173\t0.892\t0.633\t1.684\t2.215\t0.999\t-1.205\t0.941\t0.000\t0.930\t1.072\t-0.809\t0.000\t2.105\t1.430\t0.989\t0.838\t1.147\t1.042\t0.883\n0\t1.447\t0.453\t0.118\t1.731\t0.650\t0.771\t0.446\t-1.564\t0.000\t0.973\t-2.014\t0.354\t0.000\t1.949\t-0.643\t-1.531\t1.274\t1.106\t-0.334\t-1.163\t0.000\t0.795\t0.821\t1.013\t1.699\t0.918\t1.118\t1.018\n1\t1.794\t0.123\t-0.454\t0.057\t1.489\t0.966\t-1.190\t1.090\t1.087\t0.539\t-0.535\t1.035\t0.000\t1.096\t-1.069\t-1.236\t2.548\t0.659\t-1.196\t-0.283\t0.000\t0.803\t0.756\t0.985\t1.343\t1.109\t0.993\t0.806\n0\t1.484\t-2.047\t0.813\t0.591\t-0.295\t0.923\t0.312\t-1.164\t2.173\t0.654\t-0.316\t0.752\t2.215\t0.599\t1.966\t-1.128\t0.000\t0.626\t-0.304\t-1.431\t0.000\t1.112\t0.910\t1.090\t0.986\t1.189\t1.350\t1.472\n0\t0.417\t-2.016\t0.849\t1.817\t0.040\t1.201\t-1.676\t-1.394\t0.000\t0.792\t0.537\t0.641\t2.215\t0.794\t-1.222\t0.187\t0.000\t0.825\t-0.217\t1.334\t3.102\t1.470\t0.931\t0.987\t1.203\t0.525\t0.833\t0.827\n1\t0.603\t1.009\t0.033\t0.486\t1.225\t0.884\t-0.617\t-1.058\t0.000\t0.500\t-1.407\t-0.567\t0.000\t1.476\t-0.876\t0.605\t2.548\t0.970\t0.560\t1.092\t3.102\t0.853\t1.153\t0.988\t0.846\t0.920\t0.944\t0.835\n1\t1.381\t-0.326\t0.552\t0.417\t-0.027\t1.030\t-0.835\t-1.287\t2.173\t0.941\t-0.421\t1.519\t2.215\t0.615\t-1.650\t0.377\t0.000\t0.606\t0.644\t0.650\t0.000\t1.146\t0.970\t0.990\t1.191\t0.884\t0.897\t0.826\n1\t0.632\t1.200\t-0.703\t0.438\t-1.700\t0.779\t-0.731\t0.958\t1.087\t0.605\t0.393\t-1.376\t0.000\t0.670\t-0.827\t-1.315\t2.548\t0.626\t-0.501\t0.417\t0.000\t0.904\t0.903\t0.998\t0.673\t0.803\t0.722\t0.640\n1\t1.561\t-0.569\t1.580\t0.329\t0.237\t1.059\t0.731\t0.415\t2.173\t0.454\t0.016\t-0.828\t0.000\t0.587\t0.008\t-0.291\t1.274\t0.597\t1.119\t1.191\t0.000\t0.815\t0.908\t0.988\t0.733\t0.690\t0.892\t0.764\n1\t2.102\t0.087\t0.449\t1.164\t-0.390\t1.085\t-0.408\t-1.116\t2.173\t0.578\t0.197\t-0.137\t0.000\t1.202\t0.917\t1.523\t0.000\t0.959\t-0.832\t1.404\t3.102\t1.380\t1.109\t1.486\t1.496\t0.886\t1.066\t1.025\n1\t1.698\t-0.489\t-0.552\t0.976\t-1.009\t1.620\t-0.721\t0.648\t1.087\t1.481\t-1.860\t-1.354\t0.000\t1.142\t-1.140\t1.401\t2.548\t1.000\t-1.274\t-0.158\t0.000\t1.430\t1.130\t0.987\t1.629\t1.154\t1.303\t1.223\n1\t1.111\t-0.249\t-1.457\t0.421\t0.939\t0.646\t-2.076\t0.362\t0.000\t1.315\t0.796\t-1.436\t2.215\t0.780\t0.130\t0.055\t0.000\t1.662\t-0.834\t0.461\t0.000\t0.920\t0.948\t0.990\t1.046\t0.905\t1.493\t1.169\n1\t0.945\t0.390\t-1.159\t1.675\t0.437\t0.356\t0.261\t0.543\t1.087\t0.574\t0.838\t1.599\t2.215\t0.496\t-1.220\t-0.022\t0.000\t0.558\t-2.454\t1.440\t0.000\t0.763\t0.983\t1.728\t1.000\t0.578\t0.922\t1.003\n1\t2.076\t0.014\t-1.314\t0.854\t-0.306\t3.446\t1.341\t0.598\t0.000\t2.086\t0.227\t-0.747\t2.215\t1.564\t-0.216\t1.649\t2.548\t0.965\t-0.857\t-1.062\t0.000\t0.477\t0.734\t1.456\t1.003\t1.660\t1.001\t0.908\n1\t1.992\t0.192\t-0.103\t0.108\t-1.599\t0.938\t0.595\t-1.360\t2.173\t0.869\t-1.012\t1.432\t0.000\t1.302\t0.850\t0.436\t2.548\t0.487\t1.051\t-1.027\t0.000\t0.502\t0.829\t0.983\t1.110\t1.394\t0.904\t0.836\n0\t0.460\t1.625\t1.485\t1.331\t1.242\t0.675\t-0.329\t-1.039\t1.087\t0.671\t-1.028\t-0.514\t0.000\t1.265\t-0.788\t0.415\t1.274\t0.570\t-0.683\t-1.738\t0.000\t0.725\t0.758\t1.004\t1.024\t1.156\t0.944\t0.833\n0\t0.871\t0.839\t-1.536\t0.428\t1.198\t0.875\t-1.256\t-0.466\t1.087\t0.684\t-0.768\t0.150\t0.000\t0.556\t-1.793\t0.389\t0.000\t0.942\t-1.126\t1.339\t1.551\t0.624\t0.734\t0.986\t1.357\t0.960\t1.474\t1.294\n1\t0.951\t1.651\t0.576\t1.273\t1.495\t0.834\t0.048\t-0.578\t2.173\t0.386\t-0.056\t-1.448\t0.000\t0.597\t-0.196\t0.162\t2.548\t0.524\t1.649\t1.625\t0.000\t0.737\t0.901\t1.124\t1.014\t0.556\t1.039\t0.845\n1\t1.049\t-0.223\t0.685\t0.256\t-1.191\t2.506\t0.238\t-0.359\t0.000\t1.510\t-0.904\t1.158\t1.107\t2.733\t-0.902\t1.679\t2.548\t0.407\t-0.474\t-1.572\t0.000\t1.513\t2.472\t0.982\t1.238\t0.978\t1.985\t1.510\n0\t0.455\t-0.028\t0.265\t1.286\t1.373\t0.459\t0.331\t-0.922\t0.000\t0.343\t0.634\t0.430\t0.000\t0.279\t-0.084\t-0.272\t0.000\t0.475\t0.926\t-0.123\t3.102\t0.803\t0.495\t0.987\t0.587\t0.211\t0.417\t0.445\n1\t2.074\t0.388\t0.878\t1.110\t1.557\t1.077\t-0.226\t-0.295\t2.173\t0.865\t-0.319\t-1.116\t2.215\t0.707\t-0.835\t0.722\t0.000\t0.632\t-0.608\t-0.728\t0.000\t0.715\t0.802\t1.207\t1.190\t0.960\t1.143\t0.926\n1\t1.390\t0.265\t1.196\t0.919\t-1.371\t1.858\t0.506\t0.786\t0.000\t1.280\t-1.367\t-0.720\t2.215\t1.483\t-0.441\t-0.675\t2.548\t1.076\t0.294\t-0.539\t0.000\t1.126\t0.830\t1.155\t1.551\t0.702\t1.103\t0.933\n1\t1.014\t-0.079\t1.597\t1.038\t-0.281\t1.135\t-0.722\t-0.177\t2.173\t0.544\t-1.475\t-1.501\t0.000\t1.257\t-1.315\t1.212\t0.000\t0.496\t-0.060\t1.180\t1.551\t0.815\t0.611\t1.411\t1.110\t0.792\t0.846\t0.853\n0\t0.335\t1.267\t-1.154\t2.011\t-0.574\t0.753\t0.618\t1.411\t0.000\t0.474\t0.748\t0.681\t2.215\t0.608\t-0.446\t-0.354\t2.548\t0.399\t1.295\t-0.581\t0.000\t0.911\t0.882\t0.975\t0.832\t0.598\t0.580\t0.678\n1\t0.729\t-0.189\t1.182\t0.293\t1.310\t0.412\t0.459\t-0.632\t0.000\t0.869\t-1.128\t-0.625\t2.215\t1.173\t-0.893\t0.478\t2.548\t0.584\t-2.394\t-1.727\t0.000\t2.016\t1.272\t0.995\t1.034\t0.905\t0.966\t1.038\n1\t1.225\t-1.215\t-0.088\t0.881\t-0.237\t0.600\t-0.976\t1.462\t2.173\t0.876\t0.506\t1.583\t2.215\t0.718\t1.228\t-0.031\t0.000\t0.653\t-1.292\t1.216\t0.000\t0.838\t1.108\t0.981\t1.805\t0.890\t1.251\t1.197\n1\t2.685\t-0.444\t0.847\t0.253\t0.183\t0.641\t-1.541\t-0.873\t2.173\t0.417\t2.874\t-0.551\t0.000\t0.706\t-1.431\t0.764\t0.000\t1.390\t-0.596\t-1.397\t0.000\t0.894\t0.829\t0.993\t0.789\t0.654\t0.883\t0.746\n0\t0.638\t-0.481\t0.683\t1.457\t-1.024\t0.707\t-1.338\t1.498\t0.000\t0.980\t0.518\t0.289\t2.215\t0.964\t-0.531\t-0.423\t0.000\t0.694\t-0.654\t-1.314\t3.102\t0.807\t1.283\t1.335\t0.658\t0.907\t0.797\t0.772\n1\t1.789\t-0.765\t-0.732\t0.421\t-0.020\t1.142\t-1.353\t1.439\t2.173\t0.725\t-1.518\t-1.261\t0.000\t0.812\t-2.597\t-0.463\t0.000\t1.203\t-0.120\t1.001\t0.000\t0.978\t0.673\t0.985\t1.303\t1.400\t1.078\t0.983\n1\t0.784\t-1.431\t1.724\t0.848\t0.559\t0.615\t-1.643\t-1.456\t0.000\t1.339\t-0.513\t0.040\t2.215\t0.394\t-2.483\t1.304\t0.000\t0.987\t0.889\t-0.339\t0.000\t0.732\t0.713\t0.987\t0.973\t0.705\t0.875\t0.759\n1\t0.911\t1.098\t-1.289\t0.421\t0.823\t1.218\t-0.503\t0.431\t0.000\t0.775\t0.432\t-1.680\t0.000\t0.855\t-0.226\t-0.460\t2.548\t0.646\t-0.947\t-1.243\t1.551\t2.201\t1.349\t0.985\t0.730\t0.451\t0.877\t0.825\n1\t0.959\t0.372\t-0.269\t1.255\t0.702\t1.151\t0.097\t0.805\t2.173\t0.993\t1.011\t0.767\t2.215\t1.096\t0.185\t0.381\t0.000\t1.001\t-0.205\t0.059\t0.000\t0.979\t0.997\t1.168\t0.796\t0.771\t0.839\t0.776\n0\t0.283\t-1.864\t-1.663\t0.219\t1.624\t0.955\t-1.213\t0.932\t2.173\t0.889\t0.395\t-0.268\t0.000\t0.597\t-1.083\t-0.921\t2.548\t0.584\t1.325\t-1.072\t0.000\t0.856\t0.927\t0.996\t0.937\t0.936\t1.095\t0.892\n0\t2.017\t-0.488\t-0.466\t1.029\t-0.870\t3.157\t0.059\t-0.343\t2.173\t3.881\t0.872\t1.502\t1.107\t3.631\t1.720\t0.963\t0.000\t0.633\t-1.264\t-1.734\t0.000\t4.572\t3.339\t1.005\t1.407\t5.590\t3.614\t3.110\n1\t1.088\t0.414\t-0.841\t0.485\t0.605\t0.860\t1.110\t-0.568\t0.000\t1.152\t-0.325\t1.203\t2.215\t0.324\t1.652\t-0.104\t0.000\t0.510\t1.095\t-1.728\t0.000\t0.880\t0.722\t0.989\t0.977\t0.711\t0.888\t0.762\n0\t0.409\t-1.717\t0.712\t0.809\t-1.301\t0.701\t-1.529\t-1.411\t0.000\t1.191\t-0.582\t0.438\t2.215\t1.147\t0.813\t-0.571\t2.548\t1.039\t0.543\t0.892\t0.000\t0.636\t0.810\t0.986\t0.861\t1.411\t0.907\t0.756\n1\t1.094\t1.577\t-0.988\t0.497\t-0.149\t0.891\t-2.459\t1.034\t0.000\t0.646\t0.792\t-1.022\t0.000\t1.573\t0.254\t-0.053\t2.548\t1.428\t0.190\t-1.641\t3.102\t4.322\t2.687\t0.985\t0.881\t1.135\t1.907\t1.831\n1\t0.613\t1.993\t-0.280\t0.544\t0.931\t0.909\t1.526\t1.559\t0.000\t0.840\t1.473\t-0.483\t2.215\t0.856\t0.352\t0.408\t2.548\t1.058\t1.733\t-1.396\t0.000\t0.801\t1.066\t0.984\t0.639\t0.841\t0.871\t0.748\n0\t0.958\t-1.202\t0.600\t0.434\t0.170\t0.783\t-0.214\t1.319\t0.000\t0.835\t-0.454\t-0.615\t2.215\t0.658\t-1.858\t-0.891\t0.000\t0.640\t0.172\t-1.204\t3.102\t1.790\t1.086\t0.997\t0.804\t0.403\t0.793\t0.756\n1\t1.998\t-0.238\t0.972\t0.058\t0.266\t0.759\t1.576\t-0.357\t2.173\t1.004\t-0.349\t-0.747\t2.215\t0.962\t0.490\t-0.453\t0.000\t1.592\t0.661\t-1.405\t0.000\t0.874\t1.086\t0.990\t1.436\t1.527\t1.177\t0.993\n1\t0.796\t-0.171\t-0.818\t0.574\t-1.625\t1.201\t-0.737\t1.451\t2.173\t0.651\t0.404\t-0.452\t0.000\t1.150\t-0.652\t-0.120\t0.000\t1.008\t-0.093\t0.531\t3.102\t0.884\t0.706\t0.979\t1.193\t0.937\t0.943\t0.881\n1\t0.773\t1.023\t0.527\t1.537\t-0.201\t2.967\t-0.574\t-1.534\t2.173\t2.346\t-0.307\t0.394\t2.215\t1.393\t0.135\t-0.027\t0.000\t3.015\t0.187\t0.516\t0.000\t0.819\t1.260\t0.982\t2.552\t3.862\t2.179\t1.786\n0\t1.823\t1.008\t-1.489\t0.234\t-0.962\t0.591\t0.461\t0.996\t2.173\t0.568\t-1.297\t-0.410\t0.000\t0.887\t2.157\t1.194\t0.000\t2.079\t0.369\t-0.085\t3.102\t0.770\t0.945\t0.995\t1.179\t0.971\t0.925\t0.983\n0\t0.780\t0.640\t0.490\t0.680\t-1.301\t0.715\t-0.137\t0.152\t2.173\t0.616\t-0.831\t1.668\t0.000\t1.958\t0.528\t-0.982\t2.548\t0.966\t-1.551\t0.462\t0.000\t1.034\t1.079\t1.008\t0.827\t1.369\t1.152\t0.983\n1\t0.543\t0.801\t1.543\t1.134\t-0.772\t0.954\t-0.849\t0.410\t1.087\t0.851\t-1.988\t1.686\t0.000\t0.799\t-0.912\t-1.156\t0.000\t0.479\t0.097\t1.334\t0.000\t0.923\t0.597\t0.989\t1.231\t0.759\t0.975\t0.867\n0\t1.241\t-0.014\t0.129\t1.158\t0.670\t0.445\t-0.732\t1.739\t2.173\t0.918\t0.659\t-1.340\t2.215\t0.557\t2.410\t-1.404\t0.000\t0.966\t-1.545\t-1.120\t0.000\t0.874\t0.918\t0.987\t1.001\t0.798\t0.904\t0.937\n0\t1.751\t-0.266\t-1.575\t0.489\t1.292\t1.112\t1.533\t0.137\t2.173\t1.204\t-0.414\t-0.928\t0.000\t0.879\t1.237\t-0.415\t2.548\t1.479\t1.469\t0.913\t0.000\t2.884\t1.747\t0.989\t1.742\t0.600\t1.363\t1.293\n1\t1.505\t1.208\t-1.476\t0.995\t-0.836\t2.800\t-1.600\t0.111\t0.000\t2.157\t1.241\t1.110\t2.215\t1.076\t2.619\t-0.913\t0.000\t1.678\t2.204\t-1.575\t0.000\t0.849\t1.224\t0.990\t1.412\t0.976\t1.271\t1.105\n0\t0.816\t0.611\t0.779\t1.694\t0.278\t0.575\t-0.787\t1.592\t2.173\t1.148\t1.076\t-0.831\t2.215\t0.421\t1.316\t0.632\t0.000\t0.589\t0.452\t-1.466\t0.000\t0.779\t0.909\t0.990\t1.146\t1.639\t1.236\t0.949\n1\t0.551\t-0.808\t0.330\t1.188\t-0.294\t0.447\t-0.035\t-0.993\t0.000\t0.432\t-0.276\t-0.481\t2.215\t1.959\t-0.288\t1.195\t2.548\t0.638\t0.583\t1.107\t0.000\t0.832\t0.924\t0.993\t0.723\t0.976\t0.968\t0.895\n0\t1.316\t-0.093\t0.995\t0.860\t-0.621\t0.593\t-0.560\t-1.599\t2.173\t0.524\t-0.318\t-0.240\t2.215\t0.566\t0.759\t-0.368\t0.000\t0.483\t-2.030\t-1.104\t0.000\t1.468\t1.041\t1.464\t0.811\t0.778\t0.690\t0.722\n1\t1.528\t0.067\t-0.855\t0.959\t-1.464\t1.143\t-0.082\t1.023\t0.000\t0.702\t-0.763\t-0.244\t0.000\t0.935\t-0.881\t0.206\t2.548\t0.614\t-0.831\t1.657\t3.102\t1.680\t1.105\t0.983\t1.078\t0.559\t0.801\t0.809\n0\t0.558\t-0.833\t-0.598\t1.436\t-1.724\t1.316\t-0.661\t1.593\t2.173\t1.148\t-0.503\t-0.132\t1.107\t1.584\t-0.125\t0.380\t0.000\t1.110\t-1.216\t-0.181\t0.000\t1.258\t0.860\t1.053\t0.790\t1.814\t1.159\t1.007\n1\t0.819\t0.879\t1.221\t0.598\t-1.450\t0.754\t0.417\t-0.369\t2.173\t0.477\t1.199\t0.274\t0.000\t1.073\t0.368\t0.273\t2.548\t1.599\t2.047\t1.690\t0.000\t0.933\t0.984\t0.983\t0.788\t0.613\t0.728\t0.717\n0\t0.981\t-1.007\t0.489\t0.923\t1.261\t0.436\t-0.698\t-0.506\t2.173\t0.764\t-1.105\t-1.241\t2.215\t0.577\t-2.573\t-0.036\t0.000\t0.565\t-1.628\t1.610\t0.000\t0.688\t0.801\t0.991\t0.871\t0.554\t0.691\t0.656\n0\t2.888\t0.568\t-1.416\t1.461\t-1.157\t1.756\t-0.900\t0.522\t0.000\t0.657\t0.409\t1.076\t2.215\t1.419\t0.672\t-0.019\t0.000\t1.436\t-0.184\t-0.980\t3.102\t0.946\t0.919\t0.995\t1.069\t0.890\t0.834\t0.856\n1\t0.522\t1.805\t-0.963\t1.136\t0.418\t0.727\t-0.195\t-1.695\t2.173\t0.309\t2.559\t-0.178\t0.000\t0.521\t1.794\t0.919\t0.000\t0.788\t0.174\t-0.406\t3.102\t0.555\t0.729\t1.011\t1.385\t0.753\t0.927\t0.832\n1\t0.793\t-0.162\t-1.643\t0.634\t0.337\t0.898\t-0.633\t1.689\t0.000\t0.806\t-0.826\t-0.356\t2.215\t0.890\t-0.142\t-1.268\t0.000\t1.293\t0.574\t0.725\t0.000\t0.833\t1.077\t0.988\t0.721\t0.679\t0.867\t0.753\n0\t1.298\t1.098\t0.280\t0.371\t-0.373\t0.855\t-0.306\t-1.186\t0.000\t0.977\t-0.421\t1.003\t0.000\t0.978\t0.956\t-1.249\t2.548\t0.735\t0.577\t-0.037\t3.102\t0.974\t1.002\t0.992\t0.549\t0.587\t0.725\t0.954\n1\t0.751\t-0.520\t-1.653\t0.168\t-0.419\t0.878\t-1.023\t-1.364\t2.173\t1.310\t-0.667\t0.863\t0.000\t1.196\t-0.827\t0.358\t0.000\t1.154\t-0.165\t-0.360\t1.551\t0.871\t0.950\t0.983\t0.907\t0.955\t0.959\t0.874\n0\t1.730\t0.666\t-1.432\t0.446\t1.302\t0.921\t-0.203\t0.621\t0.000\t1.171\t-0.365\t-0.611\t1.107\t0.585\t0.807\t1.150\t0.000\t0.415\t-0.843\t1.311\t0.000\t0.968\t0.786\t0.986\t1.059\t0.371\t0.790\t0.848\n1\t0.596\t-1.486\t0.690\t1.045\t-1.344\t0.928\t0.867\t0.820\t2.173\t0.610\t0.999\t-1.329\t2.215\t0.883\t-0.001\t-0.106\t0.000\t1.145\t2.184\t-0.808\t0.000\t2.019\t1.256\t1.056\t1.751\t1.037\t1.298\t1.518\n1\t0.656\t-1.993\t-0.519\t1.643\t-0.143\t0.815\t0.256\t1.220\t1.087\t0.399\t-1.184\t-1.458\t0.000\t0.738\t1.361\t-1.443\t0.000\t0.842\t0.033\t0.293\t0.000\t0.910\t0.891\t0.993\t0.668\t0.562\t0.958\t0.787\n1\t1.127\t-0.542\t0.645\t0.318\t-1.496\t0.661\t-0.640\t0.369\t2.173\t0.992\t0.358\t1.702\t0.000\t1.004\t0.316\t-1.109\t0.000\t1.616\t-0.936\t-0.707\t1.551\t0.875\t1.191\t0.985\t0.651\t0.940\t0.969\t0.834\n0\t0.916\t-1.423\t-1.490\t1.248\t-0.538\t0.625\t-0.535\t-0.174\t0.000\t0.769\t-0.389\t1.608\t2.215\t0.667\t-1.138\t-1.738\t1.274\t0.877\t-0.019\t0.482\t0.000\t0.696\t0.917\t1.121\t0.678\t0.347\t0.647\t0.722\n1\t2.756\t-0.637\t-1.715\t1.331\t1.124\t0.913\t-0.296\t-0.491\t0.000\t0.983\t-0.831\t0.000\t2.215\t1.180\t-0.428\t0.742\t0.000\t1.113\t0.005\t-1.157\t1.551\t1.681\t1.096\t1.462\t0.976\t0.917\t1.009\t1.040\n0\t0.755\t1.754\t0.701\t2.111\t0.256\t1.243\t0.057\t-1.502\t2.173\t0.565\t-0.034\t-1.078\t1.107\t0.529\t1.696\t-1.090\t0.000\t0.665\t0.292\t0.107\t0.000\t0.870\t0.780\t0.990\t2.775\t0.465\t1.876\t1.758\n1\t0.593\t-0.762\t1.743\t0.908\t0.442\t0.773\t-1.357\t-0.768\t2.173\t0.432\t1.421\t1.236\t0.000\t0.579\t0.291\t-0.403\t0.000\t0.966\t-0.309\t1.016\t3.102\t0.893\t0.743\t0.989\t0.857\t1.030\t0.943\t0.854\n1\t0.891\t-1.151\t-1.269\t0.504\t-0.622\t0.893\t-0.549\t0.700\t0.000\t0.828\t-0.825\t0.154\t2.215\t1.083\t0.632\t-1.141\t0.000\t1.059\t-0.557\t1.526\t3.102\t2.117\t1.281\t0.987\t0.819\t0.802\t0.917\t0.828\n1\t2.358\t-0.248\t0.080\t0.747\t-0.975\t1.019\t1.374\t1.363\t0.000\t0.935\t0.127\t-1.707\t2.215\t0.312\t-0.827\t0.017\t0.000\t0.737\t1.059\t-0.327\t0.000\t0.716\t0.828\t1.495\t0.953\t0.704\t0.880\t0.745\n0\t0.660\t-0.017\t-1.138\t0.453\t1.002\t0.645\t0.518\t0.703\t2.173\t0.751\t0.705\t-0.592\t2.215\t0.744\t-0.909\t-1.596\t0.000\t0.410\t-1.135\t0.481\t0.000\t0.592\t0.922\t0.989\t0.897\t0.948\t0.777\t0.701\n1\t0.718\t0.518\t0.225\t1.710\t-0.022\t1.888\t-0.424\t1.092\t0.000\t4.134\t0.185\t-1.366\t0.000\t1.415\t1.293\t0.242\t2.548\t2.351\t0.264\t-0.057\t3.102\t0.830\t1.630\t0.976\t1.215\t0.890\t1.422\t1.215\n1\t1.160\t0.203\t0.941\t0.594\t0.212\t0.636\t-0.556\t0.679\t2.173\t1.089\t-0.481\t-1.008\t1.107\t1.245\t-0.056\t-1.357\t0.000\t0.587\t1.007\t0.056\t0.000\t1.106\t0.901\t0.987\t0.786\t1.224\t0.914\t0.837\n1\t0.697\t0.542\t0.619\t0.985\t1.481\t0.745\t0.415\t1.644\t2.173\t0.903\t0.495\t-0.958\t2.215\t1.165\t1.195\t0.346\t0.000\t1.067\t-0.881\t-0.264\t0.000\t0.830\t1.025\t0.987\t0.690\t0.863\t0.894\t0.867\n0\t1.430\t0.190\t-0.700\t0.246\t0.518\t1.302\t0.660\t-0.247\t2.173\t1.185\t-0.539\t1.504\t0.000\t1.976\t-0.401\t1.079\t0.000\t0.855\t-0.958\t-1.110\t3.102\t0.886\t0.953\t0.993\t0.889\t1.400\t1.376\t1.119\n1\t1.122\t-0.795\t0.202\t0.397\t-1.553\t0.597\t-1.459\t-0.734\t2.173\t0.522\t1.044\t1.027\t2.215\t0.783\t-1.243\t1.701\t0.000\t0.371\t1.737\t0.199\t0.000\t1.719\t1.176\t0.988\t0.723\t1.583\t1.063\t0.914\n0\t1.153\t0.526\t1.236\t0.266\t0.001\t1.139\t-1.236\t-0.585\t2.173\t1.337\t-0.215\t-1.356\t2.215\t1.780\t1.129\t0.902\t0.000\t1.608\t-0.391\t-0.161\t0.000\t1.441\t1.633\t0.990\t1.838\t1.516\t1.635\t1.373\n1\t0.760\t1.012\t0.758\t0.937\t0.051\t0.941\t0.687\t-1.247\t2.173\t1.288\t-0.743\t0.822\t0.000\t1.552\t1.782\t-1.533\t0.000\t0.767\t1.349\t0.168\t0.000\t0.716\t0.862\t0.988\t0.595\t0.359\t0.697\t0.623\n1\t1.756\t-1.469\t1.395\t1.345\t-1.595\t0.817\t0.017\t-0.741\t2.173\t0.483\t-0.008\t0.293\t0.000\t1.768\t-0.663\t0.438\t1.274\t1.202\t-1.387\t-0.222\t0.000\t1.022\t1.058\t0.992\t1.407\t1.427\t1.356\t1.133\n0\t0.397\t0.582\t-0.758\t1.260\t-1.735\t0.889\t-0.515\t1.139\t2.173\t0.973\t1.616\t0.460\t0.000\t1.308\t1.001\t-0.709\t2.548\t0.858\t0.995\t-0.231\t0.000\t0.749\t0.888\t0.979\t1.487\t1.804\t1.208\t1.079\n0\t0.515\t-0.984\t0.425\t1.114\t-0.439\t1.999\t0.818\t1.561\t0.000\t1.407\t0.009\t-0.380\t0.000\t1.332\t0.230\t0.397\t0.000\t1.356\t-0.616\t-1.057\t3.102\t0.978\t1.017\t0.990\t1.118\t0.862\t0.835\t0.919\n1\t1.368\t-0.921\t-0.866\t0.842\t-0.598\t0.456\t-1.176\t1.219\t1.087\t0.419\t-1.974\t-0.819\t0.000\t0.791\t-1.640\t0.881\t0.000\t1.295\t-0.782\t0.442\t3.102\t0.945\t0.761\t0.974\t0.915\t0.535\t0.733\t0.651\n0\t2.276\t0.134\t0.399\t2.525\t0.376\t1.111\t-1.078\t-1.571\t0.000\t0.657\t2.215\t-0.900\t0.000\t1.183\t-0.662\t-0.508\t2.548\t1.436\t-0.517\t0.960\t3.102\t0.569\t0.931\t0.993\t1.170\t0.967\t0.879\t1.207\n0\t0.849\t0.907\t0.124\t0.652\t1.585\t0.715\t0.355\t-1.200\t0.000\t0.599\t-0.892\t1.301\t0.000\t1.106\t1.151\t0.582\t0.000\t1.895\t-0.279\t-0.568\t3.102\t0.881\t0.945\t0.998\t0.559\t0.649\t0.638\t0.660\n1\t2.105\t0.248\t-0.797\t0.530\t0.206\t1.957\t-2.175\t0.797\t0.000\t1.193\t0.637\t-1.646\t2.215\t0.881\t1.111\t-1.046\t0.000\t0.872\t-0.185\t1.085\t1.551\t0.986\t1.343\t1.151\t1.069\t0.714\t2.063\t1.951\n1\t1.838\t1.060\t1.637\t1.017\t1.370\t0.913\t0.461\t-0.609\t1.087\t0.766\t-0.461\t0.303\t2.215\t0.724\t-0.061\t0.886\t0.000\t0.941\t1.123\t-0.745\t0.000\t0.858\t0.847\t0.979\t1.313\t1.083\t1.094\t0.910\n0\t0.364\t1.274\t1.066\t1.570\t-0.394\t0.485\t0.012\t-1.716\t0.000\t0.317\t-1.233\t0.534\t2.215\t0.548\t-2.165\t0.762\t0.000\t0.729\t0.169\t-0.318\t3.102\t0.892\t0.944\t1.013\t0.594\t0.461\t0.688\t0.715\n1\t0.503\t1.343\t-0.031\t1.134\t-1.204\t0.590\t-0.309\t0.174\t2.173\t0.408\t2.372\t-0.628\t0.000\t1.850\t0.400\t1.147\t2.548\t0.664\t-0.458\t-0.885\t0.000\t1.445\t1.283\t0.989\t1.280\t1.118\t1.127\t1.026\n0\t1.873\t0.258\t0.103\t2.491\t0.530\t1.678\t0.644\t-1.738\t2.173\t1.432\t0.848\t-1.340\t0.000\t0.621\t1.323\t-1.316\t0.000\t0.628\t0.789\t-0.206\t1.551\t0.426\t0.802\t1.125\t0.688\t1.079\t1.338\t1.239\n1\t0.826\t-0.732\t1.587\t0.582\t-1.236\t0.495\t0.757\t-0.741\t2.173\t0.940\t1.474\t0.354\t2.215\t0.474\t1.055\t-1.657\t0.000\t0.415\t1.758\t0.841\t0.000\t0.451\t0.578\t0.984\t0.757\t0.922\t0.860\t0.696\n0\t0.935\t-1.614\t-0.597\t0.299\t1.223\t0.707\t-0.853\t-1.026\t0.000\t0.751\t0.007\t-1.691\t0.000\t1.062\t-0.125\t0.976\t2.548\t0.877\t1.275\t0.646\t0.000\t0.962\t1.074\t0.980\t0.608\t0.726\t0.741\t0.662\n1\t0.643\t0.542\t-1.285\t0.474\t-0.366\t0.667\t-0.446\t1.195\t2.173\t1.076\t0.145\t-0.126\t0.000\t0.970\t-0.661\t0.394\t1.274\t1.218\t-0.184\t-1.722\t0.000\t1.331\t1.019\t0.985\t1.192\t0.677\t0.973\t0.910\n0\t0.713\t0.164\t1.080\t1.427\t-0.460\t0.960\t-0.152\t-0.940\t2.173\t1.427\t-0.901\t1.036\t1.107\t0.440\t-1.269\t-0.194\t0.000\t0.452\t1.932\t-0.532\t0.000\t1.542\t1.210\t1.374\t1.319\t1.818\t1.220\t1.050\n0\t0.876\t-0.463\t-1.224\t2.458\t-1.689\t1.007\t-0.752\t0.398\t0.000\t2.456\t-1.285\t-0.152\t1.107\t1.641\t1.838\t1.717\t0.000\t0.458\t0.194\t0.488\t3.102\t4.848\t2.463\t0.986\t1.981\t0.974\t2.642\t2.258\n1\t0.384\t-0.275\t0.387\t1.403\t-0.994\t0.620\t-1.529\t1.685\t0.000\t1.091\t-1.644\t1.078\t0.000\t0.781\t-1.311\t0.326\t2.548\t1.228\t-0.728\t-0.633\t1.551\t0.920\t0.854\t0.987\t0.646\t0.609\t0.740\t0.884\n0\t0.318\t-1.818\t-1.008\t0.977\t1.268\t0.457\t2.451\t-1.522\t0.000\t0.881\t1.351\t0.461\t2.215\t0.929\t0.239\t-0.380\t2.548\t0.382\t-0.613\t1.330\t0.000\t1.563\t1.193\t0.994\t0.829\t0.874\t0.901\t1.026\n1\t0.612\t-1.120\t1.098\t0.402\t-0.480\t0.818\t0.188\t1.511\t0.000\t0.800\t-0.253\t0.977\t0.000\t1.175\t0.271\t-1.289\t1.274\t2.531\t0.226\t-0.409\t3.102\t0.889\t0.947\t0.979\t1.486\t0.940\t1.152\t1.119\n1\t0.587\t-0.737\t-0.228\t0.970\t1.119\t0.823\t0.184\t1.594\t0.000\t1.104\t0.301\t-0.818\t2.215\t0.819\t0.712\t-0.560\t0.000\t2.240\t-0.419\t0.340\t3.102\t1.445\t1.103\t0.988\t0.715\t1.363\t1.019\t0.926\n0\t1.030\t-0.694\t-1.638\t0.893\t-1.074\t1.160\t-0.766\t0.485\t0.000\t1.632\t-0.698\t-1.142\t2.215\t1.050\t-1.092\t0.952\t0.000\t1.475\t0.286\t0.125\t3.102\t0.914\t1.075\t0.982\t0.732\t1.493\t1.219\t1.079\n1\t2.142\t0.617\t1.517\t0.387\t-0.862\t0.345\t1.203\t-1.014\t2.173\t0.609\t1.092\t0.275\t0.000\t1.331\t0.582\t-0.183\t2.548\t0.557\t1.540\t-1.642\t0.000\t0.801\t0.737\t1.060\t0.715\t0.626\t0.749\t0.674\n0\t1.076\t0.240\t-0.246\t0.871\t-1.241\t0.496\t0.282\t0.746\t2.173\t1.095\t-0.648\t1.100\t2.215\t0.446\t-1.756\t0.764\t0.000\t0.434\t0.788\t-0.991\t0.000\t1.079\t0.868\t1.047\t0.818\t0.634\t0.795\t0.733\n0\t1.400\t0.901\t-1.617\t0.625\t-0.163\t0.661\t-0.411\t-1.616\t2.173\t0.685\t0.524\t0.425\t0.000\t0.881\t-0.766\t0.312\t0.000\t0.979\t0.255\t-0.667\t3.102\t0.898\t1.105\t1.253\t0.730\t0.716\t0.738\t0.795\n0\t3.302\t1.132\t1.051\t0.658\t0.768\t1.308\t0.251\t-0.374\t1.087\t1.673\t0.015\t-0.898\t0.000\t0.688\t-0.535\t1.363\t1.274\t0.871\t1.325\t-1.583\t0.000\t1.646\t1.249\t0.995\t1.919\t1.288\t1.330\t1.329\n0\t1.757\t0.202\t0.750\t0.767\t-0.362\t0.932\t-1.033\t-1.366\t0.000\t1.529\t-1.012\t-0.771\t0.000\t1.161\t-0.287\t0.059\t0.000\t2.185\t1.147\t1.099\t3.102\t0.795\t0.529\t1.354\t1.144\t1.491\t1.319\t1.161\n0\t1.290\t0.905\t-1.711\t1.017\t-0.695\t1.008\t-1.038\t0.693\t2.173\t1.202\t-0.595\t0.187\t0.000\t1.011\t0.139\t-1.607\t0.000\t0.789\t-0.613\t-1.041\t3.102\t1.304\t0.895\t1.259\t1.866\t0.955\t1.211\t1.200\n1\t1.125\t-0.004\t1.694\t0.373\t0.329\t0.978\t0.640\t-0.391\t0.000\t1.122\t-0.376\t1.521\t2.215\t0.432\t2.413\t-1.259\t0.000\t0.969\t0.730\t0.512\t3.102\t0.716\t0.773\t0.991\t0.624\t0.977\t0.981\t0.875\n0\t1.081\t0.861\t1.252\t1.621\t1.474\t1.293\t0.600\t0.630\t0.000\t1.991\t-0.090\t-0.675\t2.215\t0.861\t1.105\t-0.201\t0.000\t1.135\t2.489\t-1.659\t0.000\t1.089\t0.657\t0.991\t2.179\t0.412\t1.334\t1.071\n1\t0.652\t-0.294\t1.241\t1.034\t0.490\t1.033\t0.551\t-0.963\t2.173\t0.661\t1.031\t-1.654\t2.215\t1.376\t-0.018\t0.843\t0.000\t0.943\t-0.329\t-0.269\t0.000\t1.085\t1.067\t0.991\t1.504\t0.773\t1.135\t0.993\n1\t1.408\t-1.028\t-1.018\t0.252\t-0.242\t0.465\t-0.364\t-0.200\t0.000\t1.466\t0.669\t0.739\t1.107\t1.031\t0.415\t-1.468\t2.548\t0.457\t-1.091\t-1.722\t0.000\t0.771\t0.811\t0.979\t1.459\t1.204\t1.041\t0.866\n1\t0.781\t-1.143\t-0.659\t0.961\t1.266\t1.183\t-0.686\t0.119\t2.173\t1.126\t-0.064\t1.447\t0.000\t0.730\t1.430\t-1.535\t0.000\t1.601\t0.513\t1.658\t0.000\t0.871\t1.345\t1.184\t1.058\t0.620\t1.107\t0.978\n1\t1.300\t-0.616\t1.032\t0.751\t-0.731\t0.961\t-0.716\t1.592\t0.000\t2.079\t-1.063\t-0.271\t2.215\t0.475\t0.518\t1.695\t1.274\t0.395\t-2.204\t0.349\t0.000\t1.350\t0.983\t1.369\t1.265\t1.428\t1.135\t0.982\n1\t0.833\t0.809\t1.657\t1.637\t1.019\t0.705\t1.077\t-0.968\t2.173\t1.261\t0.114\t-0.298\t1.107\t1.032\t0.017\t0.236\t0.000\t0.640\t-0.026\t-1.598\t0.000\t0.894\t0.982\t0.981\t1.250\t1.054\t1.018\t0.853\n1\t1.686\t-1.090\t-0.301\t0.890\t0.557\t1.304\t-0.284\t-1.393\t2.173\t0.388\t2.118\t0.513\t0.000\t0.514\t-0.015\t0.891\t0.000\t0.460\t0.547\t0.627\t3.102\t0.942\t0.524\t1.186\t1.528\t0.889\t1.015\t1.122\n1\t0.551\t0.911\t0.879\t0.379\t-0.796\t1.154\t-0.808\t-0.966\t0.000\t1.168\t-0.513\t0.355\t2.215\t0.646\t-1.309\t0.773\t0.000\t0.544\t-0.283\t1.301\t3.102\t0.847\t0.705\t0.990\t0.772\t0.546\t0.790\t0.719\n1\t1.597\t0.793\t-1.119\t0.691\t-1.455\t0.370\t0.337\t1.354\t0.000\t0.646\t-1.005\t0.732\t2.215\t1.019\t0.040\t0.209\t0.000\t0.545\t0.958\t0.239\t3.102\t0.962\t0.793\t0.994\t0.719\t0.745\t0.812\t0.739\n0\t1.033\t-1.193\t-0.452\t0.247\t0.970\t0.503\t-1.424\t1.362\t0.000\t1.062\t-0.416\t-1.156\t2.215\t0.935\t-0.023\t0.555\t2.548\t0.410\t-1.766\t0.379\t0.000\t0.590\t0.953\t0.991\t0.717\t1.081\t0.763\t0.690\n1\t0.859\t-1.004\t1.521\t0.781\t-0.993\t0.677\t0.643\t-0.338\t2.173\t0.486\t0.409\t1.283\t0.000\t0.679\t0.110\t0.285\t0.000\t0.715\t-0.735\t-0.157\t1.551\t0.702\t0.773\t0.984\t0.627\t0.633\t0.694\t0.643\n0\t0.612\t-1.127\t1.074\t1.225\t-0.426\t0.927\t-2.141\t-0.473\t0.000\t1.290\t-0.927\t-1.085\t2.215\t1.183\t1.981\t-1.687\t0.000\t2.176\t0.406\t-1.581\t0.000\t0.945\t0.651\t1.170\t0.895\t1.604\t1.179\t1.142\n1\t0.535\t0.321\t-1.095\t0.281\t-0.960\t0.876\t-0.709\t-0.076\t0.000\t1.563\t-0.666\t1.536\t2.215\t0.773\t-0.321\t0.435\t0.000\t0.682\t-0.801\t-0.952\t3.102\t0.711\t0.667\t0.985\t0.888\t0.741\t0.872\t0.758\n1\t0.745\t1.586\t1.578\t0.863\t-1.423\t0.530\t1.714\t1.085\t0.000\t1.174\t0.679\t1.015\t0.000\t1.158\t0.609\t-1.186\t2.548\t1.851\t0.832\t-0.248\t3.102\t0.910\t1.164\t0.983\t0.947\t0.858\t0.928\t0.823\n0\t0.677\t-1.014\t-1.648\t1.455\t1.461\t0.596\t-2.358\t0.517\t0.000\t0.800\t0.849\t-0.743\t2.215\t1.024\t-0.282\t-1.004\t0.000\t1.846\t-0.977\t0.378\t3.102\t2.210\t1.423\t0.982\t1.074\t1.623\t1.417\t1.258\n1\t0.815\t-1.263\t0.057\t1.018\t-0.208\t0.339\t-0.347\t-1.646\t2.173\t1.223\t0.600\t-1.658\t2.215\t1.435\t0.042\t0.926\t0.000\t0.777\t1.698\t-0.698\t0.000\t1.022\t1.058\t1.000\t0.784\t0.477\t0.886\t0.836\n0\t3.512\t-1.094\t-0.220\t0.338\t-0.328\t1.962\t-1.099\t1.544\t1.087\t1.461\t-1.305\t-0.922\t2.215\t1.219\t-1.289\t0.400\t0.000\t0.731\t0.155\t1.249\t0.000\t1.173\t1.366\t0.993\t2.259\t2.000\t1.626\t1.349\n0\t0.904\t1.248\t0.325\t0.317\t-1.624\t0.685\t-0.538\t1.665\t2.173\t0.685\t-2.145\t-1.106\t0.000\t0.632\t-1.460\t1.017\t0.000\t1.085\t-0.182\t0.162\t3.102\t0.885\t0.801\t0.989\t0.930\t0.904\t1.012\t0.961\n"
  },
  {
    "path": "examples/binary_classification/binary.test.weight",
    "content": "1.2\n1.1\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n"
  },
  {
    "path": "examples/binary_classification/binary.train",
    "content": "1\t0.869\t-0.635\t0.226\t0.327\t-0.690\t0.754\t-0.249\t-1.092\t0.000\t1.375\t-0.654\t0.930\t1.107\t1.139\t-1.578\t-1.047\t0.000\t0.658\t-0.010\t-0.046\t3.102\t1.354\t0.980\t0.978\t0.920\t0.722\t0.989\t0.877\n1\t0.908\t0.329\t0.359\t1.498\t-0.313\t1.096\t-0.558\t-1.588\t2.173\t0.813\t-0.214\t1.271\t2.215\t0.500\t-1.261\t0.732\t0.000\t0.399\t-1.139\t-0.001\t0.000\t0.302\t0.833\t0.986\t0.978\t0.780\t0.992\t0.798\n1\t0.799\t1.471\t-1.636\t0.454\t0.426\t1.105\t1.282\t1.382\t0.000\t0.852\t1.541\t-0.820\t2.215\t0.993\t0.356\t-0.209\t2.548\t1.257\t1.129\t0.900\t0.000\t0.910\t1.108\t0.986\t0.951\t0.803\t0.866\t0.780\n0\t1.344\t-0.877\t0.936\t1.992\t0.882\t1.786\t-1.647\t-0.942\t0.000\t2.423\t-0.676\t0.736\t2.215\t1.299\t-1.431\t-0.365\t0.000\t0.745\t-0.678\t-1.360\t0.000\t0.947\t1.029\t0.999\t0.728\t0.869\t1.027\t0.958\n1\t1.105\t0.321\t1.522\t0.883\t-1.205\t0.681\t-1.070\t-0.922\t0.000\t0.801\t1.021\t0.971\t2.215\t0.597\t-0.350\t0.631\t0.000\t0.480\t-0.374\t0.113\t0.000\t0.756\t1.361\t0.987\t0.838\t1.133\t0.872\t0.808\n0\t1.596\t-0.608\t0.007\t1.818\t-0.112\t0.848\t-0.566\t1.581\t2.173\t0.755\t0.643\t1.426\t0.000\t0.922\t-1.190\t-1.616\t0.000\t0.651\t-0.654\t-1.274\t3.102\t0.824\t0.938\t0.972\t0.789\t0.431\t0.961\t0.958\n1\t0.409\t-1.885\t-1.027\t1.672\t-1.605\t1.338\t0.055\t0.013\t2.173\t0.510\t-1.038\t0.708\t0.000\t0.747\t-0.358\t-1.647\t0.000\t0.367\t0.069\t1.377\t3.102\t0.869\t1.222\t1.001\t0.545\t0.699\t0.977\t0.829\n1\t0.934\t0.629\t0.528\t0.238\t-0.967\t0.548\t-0.059\t-1.707\t2.173\t0.941\t-2.654\t-0.157\t0.000\t1.030\t-0.176\t0.523\t2.548\t1.374\t1.291\t-1.467\t0.000\t0.902\t1.084\t0.980\t0.783\t0.849\t0.894\t0.775\n1\t1.405\t0.537\t0.690\t1.180\t-0.110\t3.202\t-1.527\t-1.576\t0.000\t2.932\t0.567\t-0.130\t2.215\t1.787\t0.899\t0.585\t2.548\t0.402\t-0.151\t1.163\t0.000\t1.667\t4.039\t1.176\t1.045\t1.543\t3.535\t2.741\n1\t1.177\t0.104\t1.397\t0.480\t0.266\t1.136\t1.535\t-0.253\t0.000\t1.027\t0.534\t1.180\t0.000\t2.406\t0.088\t-0.977\t2.548\t1.250\t0.269\t0.530\t0.000\t0.833\t0.774\t0.986\t1.104\t0.849\t0.937\t0.812\n1\t0.946\t1.111\t1.218\t0.908\t0.822\t1.153\t-0.365\t-1.566\t0.000\t0.745\t0.721\t-0.376\t2.215\t0.609\t0.308\t-1.282\t0.000\t1.598\t-0.451\t0.064\t3.102\t0.829\t0.981\t0.994\t0.908\t0.776\t0.783\t0.725\n0\t0.739\t-0.178\t0.830\t0.505\t-0.130\t0.961\t-0.356\t-1.717\t2.173\t0.621\t-0.482\t-1.199\t0.000\t0.983\t0.081\t-0.290\t0.000\t1.065\t0.774\t0.399\t3.102\t0.945\t1.026\t0.982\t0.542\t1.251\t0.830\t0.761\n1\t1.384\t0.117\t-1.180\t0.763\t-0.080\t1.020\t0.877\t1.277\t2.173\t0.331\t1.410\t-1.474\t0.000\t1.283\t0.737\t-0.225\t0.000\t1.560\t0.847\t0.505\t3.102\t0.959\t0.807\t1.192\t1.221\t0.861\t0.929\t0.838\n1\t1.384\t0.889\t0.619\t1.082\t0.345\t0.956\t0.855\t-1.129\t2.173\t0.546\t-0.308\t-0.623\t2.215\t0.348\t1.024\t0.184\t0.000\t0.781\t-1.636\t1.144\t0.000\t0.522\t0.738\t0.986\t1.350\t0.813\t0.953\t0.780\n1\t1.344\t0.839\t-1.061\t2.472\t-0.573\t1.513\t1.144\t0.856\t0.000\t0.884\t1.475\t-1.361\t1.107\t1.587\t2.235\t0.078\t0.000\t1.609\t2.396\t0.757\t0.000\t0.934\t0.845\t1.078\t1.400\t0.948\t1.008\t0.901\n0\t0.547\t-0.350\t-0.647\t2.040\t0.276\t0.545\t0.839\t1.729\t0.000\t0.653\t1.472\t1.243\t0.000\t0.786\t-0.044\t-1.020\t2.548\t0.419\t-0.629\t1.571\t3.102\t0.689\t0.867\t1.082\t0.664\t0.354\t0.580\t0.817\n1\t1.484\t1.700\t-1.059\t2.700\t-1.056\t2.409\t0.457\t0.345\t0.000\t1.415\t1.114\t-1.449\t0.000\t1.013\t-2.057\t1.131\t0.000\t0.905\t2.182\t1.043\t0.000\t1.654\t0.994\t0.983\t0.741\t0.163\t0.592\t0.745\n0\t1.058\t-0.161\t-0.195\t2.705\t-0.751\t1.910\t-1.032\t0.865\t0.000\t1.301\t0.147\t-1.119\t1.107\t0.967\t-0.367\t1.108\t0.000\t0.555\t-0.714\t1.505\t3.102\t0.954\t0.651\t1.125\t0.894\t0.672\t1.182\t1.316\n0\t0.675\t1.121\t-0.280\t1.540\t0.735\t0.615\t-0.507\t0.795\t2.173\t0.219\t-1.894\t-0.581\t0.000\t1.246\t-0.348\t-0.856\t2.548\t0.753\t-1.146\t-1.375\t0.000\t0.907\t0.898\t1.120\t1.269\t1.089\t1.015\t0.915\n1\t0.643\t-1.430\t1.519\t0.941\t0.887\t1.615\t-1.337\t-0.267\t1.087\t1.667\t0.656\t-1.588\t0.000\t0.828\t1.836\t0.408\t0.000\t1.709\t-0.347\t-1.183\t3.102\t0.921\t1.373\t0.985\t1.423\t1.547\t1.783\t1.438\n1\t1.102\t0.427\t1.717\t0.934\t0.776\t1.279\t-0.250\t-0.926\t2.173\t1.067\t0.434\t0.681\t0.000\t1.054\t0.004\t0.255\t0.000\t0.743\t1.208\t-1.151\t0.000\t0.709\t0.522\t1.054\t1.273\t0.835\t0.935\t0.865\n1\t1.330\t0.202\t1.173\t0.135\t-1.083\t0.728\t1.109\t-0.540\t1.087\t0.462\t0.133\t-0.561\t0.000\t0.479\t1.187\t0.658\t0.000\t0.670\t1.007\t0.055\t3.102\t0.782\t0.672\t0.990\t0.734\t0.379\t0.765\t0.643\n0\t1.290\t-1.423\t-0.687\t0.131\t-1.136\t0.821\t0.296\t0.168\t2.173\t0.696\t-0.469\t-1.151\t1.107\t0.940\t0.273\t1.641\t0.000\t0.720\t1.106\t0.727\t0.000\t1.007\t0.868\t0.999\t1.110\t1.125\t0.883\t0.859\n1\t1.048\t-1.119\t-0.957\t0.996\t-1.550\t0.733\t0.283\t0.919\t2.173\t1.050\t-0.041\t0.109\t2.215\t0.943\t0.320\t-0.858\t0.000\t0.628\t-0.325\t1.217\t0.000\t0.873\t0.873\t0.976\t1.373\t0.888\t1.207\t0.999\n0\t0.488\t1.698\t0.791\t0.894\t-0.709\t1.563\t-0.076\t1.739\t2.173\t0.624\t2.395\t0.523\t0.000\t1.661\t0.266\t-0.218\t2.548\t0.947\t-0.077\t0.285\t0.000\t1.675\t1.414\t0.988\t1.333\t2.004\t1.551\t1.217\n0\t1.413\t-0.852\t0.310\t1.128\t-1.510\t0.820\t1.153\t-1.670\t2.173\t1.170\t0.100\t0.266\t0.000\t0.852\t0.401\t-1.334\t0.000\t1.370\t0.960\t-0.632\t0.000\t0.890\t0.938\t1.745\t0.974\t0.677\t1.136\t0.973\n1\t0.770\t-0.449\t-0.986\t0.966\t-1.301\t0.739\t-1.033\t0.875\t1.087\t1.369\t-1.181\t0.167\t1.107\t1.257\t-0.122\t-1.588\t0.000\t0.600\t0.611\t0.116\t0.000\t1.048\t1.106\t0.993\t1.132\t0.892\t0.974\t0.951\n0\t2.468\t0.664\t1.024\t0.317\t1.407\t0.996\t-0.453\t-0.500\t0.000\t0.348\t1.016\t-0.161\t0.000\t0.978\t-2.634\t-0.285\t0.000\t1.245\t-0.472\t1.464\t3.102\t1.006\t0.795\t0.996\t0.945\t0.322\t0.735\t1.470\n1\t1.014\t0.013\t-0.485\t0.695\t1.701\t0.597\t0.076\t0.143\t2.173\t0.917\t0.685\t1.713\t2.215\t0.531\t-0.987\t-1.654\t0.000\t0.963\t1.295\t0.264\t0.000\t1.576\t1.067\t1.072\t0.806\t1.130\t0.838\t0.752\n0\t1.251\t-0.750\t1.090\t0.462\t-0.381\t0.677\t0.340\t-0.711\t0.000\t0.601\t-0.461\t-1.247\t0.000\t0.822\t0.985\t-1.653\t0.000\t0.754\t-0.907\t0.279\t3.102\t0.848\t0.842\t1.021\t0.666\t0.411\t0.607\t0.638\n1\t1.114\t1.782\t1.450\t0.653\t1.513\t0.825\t1.851\t-0.480\t0.000\t0.846\t1.158\t0.514\t2.215\t0.520\t2.685\t1.542\t0.000\t1.042\t0.549\t-0.463\t1.551\t1.321\t1.037\t0.997\t0.824\t0.692\t0.804\t0.831\n1\t0.657\t-0.901\t-0.855\t1.176\t1.487\t0.745\t-1.236\t1.649\t2.173\t0.661\t-2.099\t0.137\t0.000\t1.780\t-1.036\t-0.213\t0.000\t1.236\t-0.185\t0.784\t3.102\t0.861\t1.016\t1.045\t0.759\t0.898\t0.849\t0.765\n0\t1.009\t-0.660\t-1.539\t1.316\t-1.693\t1.146\t2.025\t0.137\t0.000\t1.063\t-0.539\t1.052\t2.215\t1.124\t0.548\t-0.887\t2.548\t1.017\t-0.057\t0.172\t0.000\t1.076\t0.939\t0.974\t0.932\t1.346\t0.854\t0.822\n0\t2.122\t0.792\t0.723\t2.438\t1.064\t2.692\t0.361\t-0.993\t2.173\t1.725\t1.204\t0.488\t2.215\t0.267\t-0.767\t-1.134\t0.000\t1.372\t0.601\t-0.568\t0.000\t0.727\t0.981\t0.989\t2.837\t3.398\t2.152\t1.568\n1\t0.304\t-1.425\t-1.646\t1.166\t-1.469\t1.458\t-0.472\t0.510\t2.173\t0.867\t-0.309\t-1.605\t0.000\t1.317\t0.136\t-0.332\t2.548\t0.853\t0.744\t-1.365\t0.000\t0.760\t0.980\t0.986\t1.376\t1.309\t1.081\t0.957\n1\t1.167\t0.556\t-0.911\t0.908\t0.051\t1.078\t0.387\t1.253\t0.000\t1.213\t0.155\t-0.673\t2.215\t0.489\t-1.384\t0.704\t0.000\t1.348\t0.692\t-1.502\t3.102\t0.868\t0.829\t1.087\t0.782\t0.878\t0.642\t0.621\n1\t0.880\t0.617\t-0.649\t1.724\t1.104\t1.213\t-0.576\t1.216\t2.173\t0.782\t-0.913\t-0.102\t0.000\t1.183\t-0.576\t-0.783\t0.000\t0.432\t1.286\t-0.204\t0.000\t0.879\t0.616\t1.706\t1.435\t0.598\t0.911\t1.007\n0\t0.313\t1.256\t-0.904\t1.002\t1.290\t1.383\t1.295\t-1.528\t2.173\t1.160\t-0.765\t0.080\t1.107\t1.060\t2.309\t-0.340\t0.000\t0.852\t1.129\t0.378\t0.000\t0.911\t1.480\t0.988\t1.000\t2.976\t1.837\t1.444\n0\t1.263\t0.596\t0.460\t1.063\t1.060\t0.709\t-0.613\t-0.688\t0.000\t1.464\t1.079\t1.174\t2.215\t1.411\t0.369\t-0.596\t1.274\t0.611\t0.293\t-0.894\t0.000\t1.175\t1.244\t0.988\t0.905\t1.623\t1.442\t1.222\n1\t1.121\t-0.379\t1.363\t1.451\t0.782\t1.088\t-0.803\t-0.793\t1.087\t0.515\t0.368\t-0.665\t0.000\t0.708\t-1.372\t1.449\t0.000\t0.579\t0.441\t0.238\t3.102\t1.336\t0.869\t0.984\t1.459\t0.905\t0.950\t0.863\n0\t1.205\t0.916\t-1.209\t0.354\t-0.706\t1.124\t1.045\t0.787\t0.000\t0.489\t-0.457\t-1.033\t2.215\t0.388\t1.276\t0.000\t0.000\t0.443\t-0.889\t1.403\t0.000\t0.842\t0.653\t0.986\t0.500\t0.532\t0.580\t0.589\n1\t0.420\t-0.722\t0.732\t0.885\t-0.724\t0.741\t1.244\t1.619\t0.000\t1.248\t0.281\t0.076\t2.215\t1.085\t0.331\t1.242\t0.000\t1.025\t0.086\t-0.955\t1.551\t0.919\t0.927\t0.989\t0.744\t0.824\t0.923\t0.798\n0\t1.380\t1.427\t1.105\t1.788\t0.982\t1.955\t-0.205\t-0.852\t1.087\t0.901\t-0.193\t0.854\t0.000\t1.172\t0.352\t-0.512\t1.274\t0.445\t-0.158\t1.421\t0.000\t0.403\t0.882\t1.000\t2.450\t0.804\t1.608\t1.272\n1\t0.704\t0.369\t-0.230\t1.167\t-1.430\t0.721\t0.012\t1.508\t2.173\t0.683\t0.028\t0.688\t2.215\t1.013\t-0.764\t-0.222\t0.000\t0.930\t0.082\t-0.753\t0.000\t0.865\t0.748\t1.107\t0.835\t0.696\t0.681\t0.604\n1\t0.695\t0.420\t1.203\t0.769\t-0.911\t0.830\t1.168\t0.076\t0.000\t0.394\t0.392\t0.510\t2.215\t0.747\t1.559\t0.835\t0.000\t1.090\t-0.422\t-1.161\t3.102\t0.973\t0.654\t0.987\t0.688\t0.652\t0.784\t0.703\n1\t0.312\t1.722\t1.411\t1.133\t1.163\t0.756\t1.210\t-0.700\t2.173\t0.755\t-0.053\t-0.139\t2.215\t0.812\t-0.193\t1.153\t0.000\t0.847\t1.298\t1.682\t0.000\t1.010\t1.000\t0.996\t1.118\t0.931\t0.860\t0.794\n0\t0.431\t0.572\t-0.684\t2.262\t0.155\t1.178\t0.178\t-1.429\t2.173\t0.463\t0.649\t0.544\t2.215\t0.757\t0.955\t1.552\t0.000\t0.658\t1.073\t1.064\t0.000\t0.344\t0.840\t0.986\t0.580\t1.096\t0.957\t0.821\n0\t0.309\t-1.951\t-1.229\t1.592\t0.770\t0.633\t-0.197\t-1.568\t1.087\t0.898\t-1.885\t-0.257\t0.000\t0.897\t-0.933\t0.931\t2.548\t1.280\t-0.431\t-0.799\t0.000\t0.921\t0.862\t0.990\t0.812\t0.831\t1.026\t0.895\n1\t0.458\t0.129\t-0.519\t1.195\t0.737\t0.534\t-1.316\t-1.729\t0.000\t0.687\t0.351\t1.103\t2.215\t0.911\t1.049\t-0.219\t2.548\t0.808\t-1.014\t-0.367\t0.000\t0.888\t1.371\t0.984\t0.871\t0.852\t1.238\t1.006\n0\t0.637\t-0.037\t-1.732\t1.254\t-0.425\t0.486\t0.090\t0.024\t2.173\t0.675\t-1.119\t1.644\t0.000\t0.494\t-2.085\t0.544\t0.000\t0.386\t-0.239\t1.092\t0.000\t0.913\t0.912\t1.144\t0.698\t0.525\t0.741\t0.726\n1\t0.976\t0.291\t-1.128\t0.668\t-0.540\t0.950\t2.026\t1.060\t0.000\t0.678\t-0.571\t1.307\t2.215\t1.199\t1.293\t-0.273\t0.000\t0.602\t1.124\t0.825\t3.102\t1.891\t1.026\t0.990\t0.814\t0.693\t1.131\t1.181\n1\t0.535\t-1.391\t-0.825\t1.343\t-1.449\t1.111\t-0.852\t-0.484\t0.000\t1.677\t-0.700\t1.069\t2.215\t0.623\t0.018\t-1.653\t0.000\t0.925\t0.350\t0.169\t0.000\t0.852\t1.025\t0.986\t1.447\t0.755\t1.273\t1.138\n0\t2.638\t1.289\t-0.280\t0.991\t0.872\t1.152\t-0.702\t1.551\t2.173\t0.643\t-0.767\t-1.689\t0.000\t0.747\t-2.603\t0.907\t0.000\t1.259\t0.986\t-0.759\t0.000\t0.889\t0.937\t1.931\t2.569\t0.709\t1.666\t1.322\n0\t1.541\t0.058\t1.227\t1.217\t0.660\t0.524\t1.040\t-0.640\t0.000\t0.709\t-0.226\t-0.727\t2.215\t0.543\t1.360\t1.720\t0.000\t0.981\t0.326\t-0.429\t3.102\t0.842\t0.839\t0.988\t0.882\t0.311\t0.754\t0.792\n0\t2.559\t-0.021\t-1.615\t2.095\t-1.335\t1.720\t-0.641\t0.033\t2.173\t0.737\t-0.414\t-0.379\t0.000\t1.158\t-0.598\t-1.608\t2.548\t0.847\t1.549\t0.847\t0.000\t0.980\t0.951\t1.004\t0.748\t1.751\t1.606\t1.295\n1\t1.925\t-0.859\t1.353\t1.769\t-1.452\t0.756\t-0.342\t-0.809\t2.173\t1.734\t-0.850\t0.151\t0.000\t0.944\t-0.376\t0.932\t0.000\t0.606\t0.624\t-1.039\t0.000\t0.964\t0.931\t1.474\t1.062\t0.530\t0.907\t0.819\n1\t1.545\t0.059\t-1.732\t1.034\t0.807\t2.467\t-1.237\t-0.565\t0.000\t1.933\t2.370\t-1.639\t0.000\t3.921\t-0.645\t0.727\t2.548\t1.843\t-0.219\t-0.527\t3.102\t2.292\t2.692\t1.319\t1.447\t1.914\t3.176\t2.387\n0\t1.200\t-1.018\t-1.173\t0.845\t-0.439\t0.601\t-0.814\t1.627\t0.000\t0.706\t-1.103\t0.845\t0.000\t1.111\t-0.536\t0.424\t2.548\t1.038\t-0.456\t-0.630\t3.102\t0.923\t0.890\t0.990\t0.887\t0.667\t0.658\t0.694\n0\t0.609\t-0.521\t0.287\t0.650\t0.198\t0.511\t1.237\t-0.670\t2.173\t0.648\t-1.193\t-1.686\t2.215\t0.364\t1.444\t0.064\t0.000\t0.451\t1.152\t0.677\t0.000\t0.433\t0.925\t0.983\t0.770\t1.497\t0.925\t0.731\n0\t0.318\t-1.381\t-0.250\t2.482\t0.957\t1.383\t0.001\t-0.222\t2.173\t1.045\t-1.565\t1.525\t2.215\t0.904\t2.253\t1.645\t0.000\t1.349\t-0.541\t-1.383\t0.000\t0.992\t2.146\t1.091\t0.821\t2.375\t2.313\t2.267\n1\t0.947\t-0.329\t-0.033\t0.020\t-1.381\t1.245\t0.865\t0.799\t2.173\t1.130\t-0.013\t-1.688\t0.000\t1.371\t0.681\t-0.931\t0.000\t0.982\t0.958\t0.019\t0.000\t1.001\t0.587\t0.525\t0.860\t0.892\t0.820\t0.697\n0\t1.147\t0.502\t-1.131\t1.237\t-1.061\t0.869\t0.812\t0.520\t0.000\t1.011\t0.808\t1.346\t2.215\t0.635\t1.284\t-0.138\t0.000\t0.538\t0.612\t0.124\t3.102\t0.848\t0.987\t0.993\t0.677\t0.595\t0.704\t0.778\n1\t1.028\t-0.732\t1.243\t1.198\t-0.032\t0.756\t-1.491\t1.404\t0.000\t1.343\t-1.475\t-0.263\t2.215\t0.483\t-2.591\t1.686\t0.000\t0.707\t-0.687\t-1.342\t1.551\t0.831\t0.686\t1.402\t1.093\t0.791\t0.829\t0.856\n1\t0.303\t1.225\t0.629\t1.256\t-0.602\t0.897\t0.529\t0.974\t2.173\t0.913\t-0.667\t-0.299\t2.215\t0.991\t0.560\t1.376\t0.000\t0.534\t-1.176\t-0.672\t0.000\t0.771\t1.006\t0.988\t0.700\t1.491\t0.876\t0.757\n0\t0.534\t-0.766\t-0.533\t0.974\t-1.501\t0.797\t-1.574\t0.323\t2.173\t1.137\t0.271\t-0.998\t2.215\t2.434\t2.003\t1.210\t0.000\t1.956\t0.216\t-0.272\t0.000\t3.588\t2.573\t0.989\t1.251\t1.990\t2.742\t2.023\n0\t0.459\t-1.448\t-0.858\t0.262\t-0.304\t0.760\t1.090\t-0.338\t2.173\t1.076\t-1.079\t1.151\t2.215\t0.357\t-0.614\t1.522\t0.000\t0.506\t1.609\t-1.293\t0.000\t0.842\t0.866\t0.988\t0.935\t2.209\t1.120\t0.920\n0\t1.076\t1.912\t-0.667\t0.618\t-0.665\t0.496\t-1.524\t1.127\t0.000\t0.944\t-0.870\t0.103\t2.215\t0.935\t1.243\t1.271\t2.548\t1.235\t-0.512\t-1.578\t0.000\t0.961\t1.036\t0.975\t0.872\t1.634\t1.178\t1.285\n1\t0.442\t1.823\t-1.466\t0.988\t-1.565\t1.444\t-2.428\t0.846\t0.000\t2.252\t0.525\t-0.141\t1.107\t2.366\t0.328\t-1.663\t0.000\t1.064\t-0.091\t-0.788\t0.000\t0.657\t0.900\t0.991\t0.834\t1.460\t1.053\t0.845\n1\t0.575\t-0.588\t1.555\t0.501\t0.137\t0.407\t-1.782\t1.262\t0.000\t0.348\t-1.980\t0.111\t0.000\t0.942\t-0.695\t-1.028\t2.548\t0.607\t0.406\t-0.667\t3.102\t0.695\t0.884\t0.987\t0.705\t0.428\t0.634\t0.590\n0\t0.999\t1.633\t1.532\t1.019\t-0.793\t0.613\t-0.171\t1.109\t1.087\t0.817\t0.619\t0.904\t0.000\t1.225\t0.506\t-0.244\t0.000\t1.189\t1.033\t0.553\t0.000\t0.992\t0.948\t1.211\t1.278\t0.973\t1.015\t0.924\n1\t1.175\t-0.643\t0.099\t1.273\t-0.627\t0.584\t-0.133\t-1.130\t0.000\t0.561\t0.226\t1.221\t0.000\t1.565\t1.090\t1.382\t2.548\t0.522\t0.666\t0.624\t0.000\t0.936\t1.043\t1.030\t0.500\t1.077\t1.064\t0.882\n0\t0.733\t-0.490\t1.685\t2.278\t1.609\t1.372\t-1.278\t-0.212\t0.000\t1.102\t0.960\t1.197\t2.215\t1.219\t-0.308\t-0.175\t2.548\t0.483\t-0.242\t-0.916\t0.000\t0.982\t0.782\t0.988\t1.978\t1.458\t1.476\t1.445\n1\t1.792\t-0.344\t0.136\t0.841\t-0.813\t1.685\t0.625\t1.499\t0.000\t0.548\t0.587\t-1.315\t0.000\t0.806\t2.248\t-0.160\t0.000\t1.011\t1.329\t-0.285\t3.102\t1.160\t0.878\t1.283\t1.102\t0.299\t0.793\t1.010\n1\t0.641\t1.633\t0.001\t1.118\t1.010\t1.013\t0.750\t1.516\t0.000\t1.438\t0.526\t0.358\t2.215\t1.649\t0.175\t-0.915\t0.000\t1.605\t-0.493\t-0.864\t1.551\t0.845\t0.645\t0.987\t0.815\t1.472\t1.009\t0.965\n0\t0.442\t0.276\t0.929\t1.638\t-1.072\t1.752\t0.460\t-0.802\t2.173\t1.436\t-2.551\t0.752\t0.000\t1.424\t0.493\t0.587\t0.000\t1.545\t0.634\t1.463\t3.102\t0.521\t0.675\t1.148\t0.917\t1.574\t1.078\t0.926\n1\t1.152\t0.873\t-1.400\t0.290\t-0.264\t0.831\t0.373\t-0.288\t0.000\t1.157\t0.599\t0.723\t2.215\t1.550\t0.878\t1.527\t1.274\t1.283\t0.871\t-0.714\t0.000\t0.798\t1.181\t0.988\t0.758\t0.975\t0.987\t0.872\n0\t0.546\t0.444\t-0.292\t1.429\t-1.480\t1.474\t0.659\t-1.104\t2.173\t2.622\t0.481\t0.538\t0.000\t0.685\t-0.777\t1.058\t2.548\t0.564\t-1.013\t-1.035\t0.000\t0.413\t1.265\t1.073\t0.854\t1.565\t0.917\t0.799\n1\t1.274\t-0.150\t-0.628\t1.824\t-0.101\t2.833\t1.929\t-1.628\t0.000\t1.361\t0.040\t0.111\t2.215\t2.690\t0.230\t0.574\t1.274\t0.776\t0.382\t-1.153\t0.000\t2.074\t3.255\t0.990\t1.344\t0.851\t2.496\t2.299\n1\t0.625\t-0.506\t1.263\t0.814\t-1.314\t1.228\t-0.925\t-0.091\t0.000\t1.217\t0.430\t1.588\t2.215\t0.976\t0.010\t-0.291\t2.548\t0.518\t-1.251\t0.127\t0.000\t0.921\t0.750\t0.986\t0.647\t1.177\t1.064\t0.929\n0\t0.667\t1.941\t-0.188\t0.446\t0.506\t1.049\t0.577\t1.737\t1.087\t1.508\t0.766\t-0.323\t2.215\t0.930\t0.075\t1.093\t0.000\t0.677\t-0.442\t-0.886\t0.000\t0.930\t1.235\t0.988\t0.754\t1.785\t1.221\t1.047\n1\t1.864\t0.056\t-0.290\t0.550\t0.224\t0.604\t0.555\t0.877\t0.000\t1.060\t-0.375\t1.727\t2.215\t0.824\t-1.420\t-0.485\t0.000\t0.817\t0.925\t1.318\t0.000\t0.510\t0.916\t0.990\t0.821\t0.441\t0.842\t0.785\n0\t0.732\t-0.712\t-0.454\t0.451\t-0.392\t1.167\t0.448\t0.949\t2.173\t0.920\t0.120\t1.609\t0.000\t0.926\t1.528\t-0.666\t2.548\t0.615\t0.689\t-0.687\t0.000\t0.930\t0.983\t0.987\t1.117\t1.539\t0.967\t0.852\n1\t1.065\t-0.611\t-0.375\t1.116\t0.990\t0.582\t-1.434\t-0.946\t0.000\t0.986\t-0.550\t-1.030\t0.000\t1.145\t1.286\t0.130\t0.000\t1.169\t0.648\t1.056\t3.102\t0.936\t0.946\t1.424\t0.845\t0.724\t0.728\t0.717\n1\t0.910\t-1.631\t-0.125\t1.964\t-0.646\t1.310\t-0.927\t1.357\t2.173\t0.445\t-0.372\t0.368\t0.000\t1.188\t-1.481\t0.595\t0.000\t1.407\t-0.139\t-1.529\t3.102\t0.984\t0.993\t0.996\t1.619\t0.930\t1.159\t0.979\n0\t0.512\t0.589\t-1.486\t0.552\t-0.637\t0.439\t-0.923\t-0.210\t2.173\t1.266\t0.445\t1.368\t2.215\t0.366\t0.425\t-0.052\t0.000\t0.641\t-0.054\t0.686\t0.000\t0.360\t0.633\t0.983\t0.645\t1.362\t0.814\t0.639\n1\t1.377\t-0.587\t-0.869\t1.735\t-1.399\t0.433\t-0.277\t0.236\t2.173\t0.921\t0.321\t1.152\t1.107\t0.330\t-0.051\t1.366\t0.000\t1.935\t-2.212\t0.028\t0.000\t0.635\t0.758\t0.988\t0.980\t0.740\t0.923\t0.794\n1\t1.825\t0.661\t-0.885\t1.030\t0.833\t1.565\t2.020\t-0.009\t0.000\t1.341\t0.817\t1.398\t1.107\t1.286\t0.089\t-1.706\t0.000\t1.295\t1.032\t-1.295\t0.000\t1.000\t0.904\t1.900\t1.043\t0.663\t0.883\t0.810\n1\t1.477\t0.870\t0.367\t0.643\t0.024\t0.425\t0.141\t0.632\t0.000\t1.340\t0.221\t-1.515\t0.000\t0.334\t0.049\t-1.312\t2.548\t1.172\t1.080\t-1.022\t3.102\t1.499\t1.109\t0.984\t0.654\t0.340\t0.633\t0.750\n1\t1.074\t-0.203\t0.943\t1.242\t-1.727\t0.952\t-0.813\t-0.239\t2.173\t0.629\t-1.616\t1.494\t0.000\t0.759\t-0.793\t-1.276\t2.548\t0.668\t-0.085\t-0.832\t0.000\t0.921\t0.765\t1.075\t0.735\t0.852\t0.866\t0.765\n1\t0.652\t0.084\t-0.285\t0.344\t-0.839\t1.105\t0.260\t1.644\t2.173\t0.700\t0.765\t-0.311\t1.107\t0.762\t1.143\t0.745\t0.000\t0.977\t1.361\t0.130\t0.000\t0.532\t1.219\t0.991\t0.562\t1.316\t0.871\t0.769\n1\t1.748\t-1.259\t-1.568\t1.159\t-1.308\t2.531\t-0.895\t-0.116\t2.173\t1.097\t-0.529\t1.515\t1.107\t1.602\t0.505\t1.042\t0.000\t0.954\t-0.732\t-1.359\t0.000\t1.553\t1.095\t0.985\t2.288\t2.479\t1.717\t1.644\n1\t0.653\t0.816\t1.491\t1.173\t0.353\t0.999\t0.795\t0.099\t2.173\t1.032\t1.716\t-0.995\t0.000\t1.052\t0.893\t-1.388\t0.000\t1.044\t-0.757\t-1.378\t0.000\t0.849\t1.122\t1.037\t0.773\t1.037\t1.016\t0.879\n1\t0.603\t-1.305\t-0.295\t1.986\t-0.397\t1.038\t0.458\t1.221\t2.173\t0.430\t0.015\t1.719\t2.215\t0.470\t0.031\t-0.543\t0.000\t0.524\t-1.371\t0.515\t0.000\t0.682\t1.045\t0.984\t1.363\t0.480\t1.875\t1.364\n0\t0.510\t-0.400\t1.364\t1.352\t-0.990\t0.630\t-0.448\t0.685\t2.173\t0.594\t-0.795\t-0.770\t2.215\t0.600\t0.602\t0.801\t0.000\t0.456\t-0.936\t1.413\t0.000\t0.659\t0.725\t0.988\t0.901\t0.886\t0.668\t0.599\n1\t0.664\t-0.216\t0.435\t1.156\t1.437\t1.839\t-2.034\t0.306\t0.000\t2.575\t0.989\t-1.165\t2.215\t1.506\t1.083\t-1.623\t0.000\t0.631\t0.661\t0.674\t3.102\t0.839\t0.945\t0.988\t0.541\t1.154\t0.998\t0.837\n1\t1.436\t1.090\t0.733\t0.278\t-0.823\t2.421\t1.483\t0.320\t0.000\t2.447\t-1.403\t-1.503\t2.215\t2.000\t2.287\t-1.506\t0.000\t2.205\t1.306\t-0.221\t0.000\t1.660\t2.246\t0.983\t2.974\t1.665\t3.841\t2.825\n1\t0.709\t0.850\t0.672\t0.949\t-1.138\t1.241\t0.417\t1.582\t2.173\t0.957\t0.470\t-0.037\t2.215\t0.877\t0.102\t0.661\t0.000\t1.705\t1.461\t-0.759\t0.000\t0.972\t0.856\t1.134\t0.950\t1.595\t1.049\t0.923\n0\t1.135\t0.285\t-1.109\t1.089\t-0.896\t1.103\t0.127\t0.964\t0.000\t0.731\t-0.489\t0.048\t2.215\t0.754\t0.464\t0.380\t0.000\t0.715\t-1.183\t-0.956\t1.551\t0.883\t0.926\t0.987\t1.058\t0.600\t0.887\t0.971\n1\t1.124\t0.354\t0.040\t1.132\t1.620\t0.956\t1.375\t0.416\t0.000\t1.543\t0.437\t-0.805\t2.215\t1.724\t1.678\t-1.636\t0.000\t2.128\t-0.175\t1.562\t0.000\t0.852\t1.251\t1.546\t0.743\t0.139\t0.718\t0.746\n1\t0.341\t-1.223\t-1.373\t0.994\t0.692\t1.086\t0.319\t-1.186\t0.000\t1.213\t1.562\t0.163\t2.215\t1.057\t0.491\t1.657\t2.548\t0.565\t1.305\t0.426\t0.000\t1.430\t0.975\t0.988\t1.257\t1.353\t1.040\t0.963\n0\t1.218\t-0.308\t-1.602\t1.532\t-1.007\t0.556\t-0.059\t0.820\t2.173\t0.840\t-1.431\t0.502\t0.000\t0.463\t-0.801\t-0.215\t2.548\t0.407\t-1.488\t0.811\t0.000\t0.627\t0.812\t0.989\t0.704\t0.573\t0.709\t0.765\n1\t0.352\t-1.440\t0.063\t0.644\t1.519\t1.138\t0.660\t1.460\t2.173\t1.127\t-0.034\t-0.520\t0.000\t0.931\t0.095\t0.137\t0.000\t0.496\t0.796\t-0.591\t3.102\t0.883\t0.568\t0.995\t0.906\t0.773\t0.907\t0.786\n1\t0.637\t0.994\t1.198\t0.755\t1.183\t0.646\t-1.285\t0.844\t0.000\t1.288\t0.139\t-1.166\t2.215\t0.826\t-1.664\t-0.400\t0.000\t0.702\t0.662\t-0.712\t0.000\t0.925\t0.712\t1.001\t0.989\t0.705\t0.810\t0.732\n0\t0.802\t-0.507\t0.519\t1.249\t-1.030\t1.596\t0.474\t0.732\t0.000\t1.052\t-0.734\t-1.455\t0.000\t1.868\t0.130\t-0.997\t2.548\t0.906\t-0.195\t-0.393\t3.102\t0.782\t0.968\t1.366\t0.968\t0.548\t1.045\t0.989\n0\t1.178\t-1.468\t-0.931\t1.113\t0.177\t0.710\t-1.096\t0.586\t2.173\t0.659\t0.755\t1.437\t0.000\t0.792\t-1.703\t-0.403\t0.000\t1.131\t-0.379\t-1.623\t3.102\t0.736\t0.788\t1.333\t0.960\t0.921\t0.798\t0.689\n1\t0.775\t-1.014\t-0.295\t0.804\t-1.630\t0.743\t-0.163\t1.621\t2.173\t0.559\t-2.107\t-1.004\t0.000\t0.450\t-1.627\t0.467\t0.000\t0.984\t0.124\t0.343\t3.102\t0.761\t0.978\t1.020\t0.841\t0.839\t0.853\t0.737\n0\t0.928\t-0.440\t-0.658\t1.570\t-1.652\t1.047\t0.218\t-0.527\t2.173\t0.696\t-1.161\t1.125\t0.000\t1.395\t-0.149\t0.858\t0.000\t0.653\t0.972\t0.477\t1.551\t0.890\t0.900\t1.304\t1.137\t0.811\t0.990\t0.961\n0\t0.812\t-0.292\t0.794\t0.639\t-0.177\t1.133\t-0.240\t-0.137\t1.087\t1.422\t-0.659\t1.663\t2.215\t1.218\t0.176\t-1.177\t0.000\t1.184\t0.265\t1.585\t0.000\t0.903\t0.981\t0.995\t0.817\t1.910\t1.048\t0.878\n1\t1.263\t-0.147\t-1.176\t1.318\t-1.711\t1.417\t0.788\t-0.284\t2.173\t1.114\t-2.680\t0.734\t0.000\t0.449\t1.895\t1.423\t0.000\t0.646\t-0.064\t1.098\t1.551\t6.084\t3.149\t0.989\t1.753\t1.062\t2.739\t2.117\n0\t1.277\t-0.164\t0.024\t0.660\t-1.226\t0.841\t-0.443\t1.136\t2.173\t0.788\t0.152\t-1.739\t2.215\t0.597\t-0.002\t-0.640\t0.000\t0.701\t2.486\t-1.042\t0.000\t1.528\t1.286\t1.148\t0.997\t0.725\t1.191\t1.061\n0\t1.447\t-1.048\t1.596\t1.251\t-1.497\t1.650\t-0.449\t-0.184\t0.000\t1.313\t-0.575\t1.523\t2.215\t0.635\t-1.123\t0.221\t2.548\t0.422\t0.784\t1.142\t0.000\t1.526\t0.981\t0.986\t0.612\t0.949\t1.060\t1.045\n1\t0.923\t0.825\t-1.263\t0.812\t-0.403\t0.916\t0.648\t1.435\t2.173\t0.737\t1.715\t-0.442\t0.000\t1.649\t1.150\t0.529\t0.000\t1.227\t-1.071\t-1.294\t0.000\t0.923\t0.931\t0.989\t0.829\t0.607\t0.739\t0.695\n0\t0.863\t0.002\t-0.218\t1.329\t-1.344\t0.364\t1.067\t-0.937\t0.000\t0.431\t-0.404\t1.713\t0.000\t0.611\t-0.045\t0.202\t2.548\t1.152\t-0.293\t1.027\t0.000\t0.897\t0.744\t1.260\t0.757\t0.171\t0.557\t0.563\n0\t0.621\t0.645\t0.474\t0.697\t0.467\t1.350\t2.065\t-1.640\t0.000\t1.298\t0.237\t-0.505\t2.215\t1.846\t0.267\t0.252\t0.000\t2.003\t-0.829\t1.240\t0.000\t1.049\t1.014\t0.994\t1.248\t0.588\t0.902\t1.115\n1\t0.664\t0.845\t1.330\t0.592\t-0.368\t1.532\t0.473\t-1.002\t0.000\t1.232\t1.295\t1.302\t1.107\t1.087\t2.506\t0.963\t0.000\t2.042\t0.245\t0.262\t0.000\t0.706\t1.086\t0.987\t0.617\t1.044\t0.747\t0.678\n1\t1.302\t-0.364\t0.124\t0.147\t1.571\t0.709\t-1.391\t0.877\t0.000\t0.720\t0.189\t-0.711\t0.000\t0.985\t-0.285\t-1.221\t1.274\t1.175\t0.418\t1.662\t3.102\t2.017\t1.317\t0.990\t0.784\t0.547\t0.909\t0.824\n0\t1.073\t1.932\t-1.676\t0.803\t0.434\t1.031\t0.949\t-1.336\t2.173\t1.064\t0.704\t0.255\t2.215\t0.560\t-0.953\t-0.640\t0.000\t1.275\t-0.461\t0.544\t0.000\t0.848\t0.988\t1.216\t1.111\t1.537\t1.088\t1.172\n1\t0.415\t1.473\t-0.724\t0.829\t1.331\t0.606\t0.368\t-0.583\t0.000\t0.600\t-0.576\t0.055\t1.107\t0.394\t1.805\t0.495\t0.000\t1.022\t-0.054\t-0.292\t1.551\t0.837\t0.722\t0.991\t1.183\t0.288\t1.121\t0.948\n1\t1.565\t0.915\t-1.256\t0.485\t1.501\t0.549\t1.244\t-0.414\t0.000\t1.305\t1.168\t0.520\t2.215\t0.468\t-0.242\t-0.108\t2.548\t0.459\t0.355\t0.876\t0.000\t0.920\t0.893\t0.986\t0.723\t0.801\t0.836\t0.726\n0\t0.684\t0.813\t-1.557\t0.770\t0.439\t1.436\t0.458\t0.763\t2.173\t0.908\t-0.660\t-1.353\t2.215\t1.145\t2.230\t-1.641\t0.000\t1.706\t-0.599\t-0.662\t0.000\t0.705\t0.853\t0.988\t0.890\t1.882\t1.347\t1.173\n1\t0.818\t-0.868\t0.519\t0.705\t0.776\t1.202\t0.951\t-1.058\t2.173\t0.606\t0.685\t1.517\t2.215\t0.989\t0.391\t0.207\t0.000\t1.054\t0.289\t0.975\t0.000\t0.720\t0.695\t0.993\t1.427\t0.933\t0.971\t0.842\n1\t0.847\t-0.389\t0.605\t0.414\t-0.117\t0.884\t0.391\t1.665\t2.173\t0.436\t-0.325\t-0.601\t0.000\t0.765\t-1.419\t0.035\t0.000\t0.418\t0.291\t1.276\t0.000\t0.889\t0.796\t0.978\t1.225\t0.682\t0.863\t0.774\n0\t0.823\t1.163\t1.226\t1.047\t0.010\t0.742\t1.415\t-1.439\t2.173\t0.798\t-1.929\t1.047\t0.000\t0.402\t1.814\t-1.194\t0.000\t1.063\t-0.775\t-0.249\t3.102\t0.841\t0.844\t1.144\t0.947\t1.613\t1.691\t1.591\n0\t0.964\t0.029\t-0.104\t0.350\t0.913\t0.730\t0.093\t-1.261\t2.173\t0.442\t1.332\t-1.143\t2.215\t0.661\t2.238\t0.373\t0.000\t2.534\t1.524\t1.156\t0.000\t1.033\t0.915\t0.987\t0.883\t0.578\t1.050\t0.935\n1\t1.240\t0.152\t0.496\t0.770\t-0.247\t0.771\t2.734\t-0.009\t0.000\t0.775\t1.245\t1.534\t0.000\t1.190\t-0.475\t1.513\t2.548\t1.941\t0.445\t-1.070\t3.102\t2.091\t1.879\t0.990\t0.922\t1.061\t1.663\t1.504\n1\t0.617\t1.431\t-1.119\t0.798\t-0.421\t1.166\t0.250\t-0.175\t2.173\t1.347\t0.837\t1.512\t0.000\t0.416\t1.295\t1.737\t0.000\t0.500\t0.890\t-0.447\t0.000\t0.801\t0.700\t0.993\t0.812\t1.091\t1.019\t0.885\n1\t0.445\t-1.120\t-1.676\t0.837\t0.217\t1.127\t-0.084\t-0.095\t2.173\t0.933\t0.224\t1.700\t0.000\t0.526\t-0.430\t1.275\t0.000\t0.767\t0.662\t1.526\t0.000\t0.557\t1.286\t0.983\t0.931\t0.728\t0.952\t0.939\n1\t1.349\t-1.565\t-0.602\t1.033\t-1.097\t1.380\t-0.398\t0.928\t2.173\t0.385\t0.596\t1.480\t0.000\t0.600\t-0.880\t-1.298\t0.000\t1.038\t-0.545\t-0.047\t0.000\t0.982\t1.003\t0.977\t0.661\t0.848\t1.050\t0.904\n1\t0.524\t-1.114\t1.010\t0.394\t1.008\t0.602\t-1.107\t0.556\t2.173\t1.212\t-0.314\t-1.062\t2.215\t0.666\t-0.798\t-0.794\t0.000\t0.464\t-1.154\t-1.287\t0.000\t0.307\t0.675\t0.975\t0.940\t1.351\t0.836\t0.680\n1\t1.215\t0.744\t0.537\t0.534\t-1.342\t1.031\t0.398\t-1.499\t2.173\t0.964\t1.233\t0.606\t0.000\t0.837\t1.197\t-1.060\t2.548\t0.521\t-2.332\t-0.709\t0.000\t0.617\t1.543\t1.108\t0.994\t0.706\t1.188\t1.068\n0\t0.348\t-1.520\t0.332\t0.486\t-1.136\t1.203\t-0.862\t-1.639\t0.000\t0.895\t-1.623\t-1.204\t2.215\t1.856\t-0.118\t0.433\t2.548\t0.685\t-1.014\t0.913\t0.000\t0.935\t0.794\t0.985\t0.818\t1.792\t1.106\t0.912\n1\t1.599\t-1.367\t-1.364\t0.376\t0.956\t0.414\t-0.288\t0.354\t0.000\t0.710\t0.691\t-0.085\t2.215\t0.572\t-0.480\t1.130\t0.000\t0.617\t0.713\t-1.179\t3.102\t0.573\t0.700\t0.988\t0.850\t0.500\t0.873\t0.743\n1\t1.038\t1.267\t-0.809\t1.920\t-1.217\t2.402\t-1.935\t0.666\t0.000\t1.667\t0.815\t-1.069\t0.000\t1.486\t2.160\t-1.727\t0.000\t2.174\t0.159\t-0.459\t1.551\t0.702\t0.889\t0.989\t1.392\t0.525\t1.130\t1.038\n1\t1.040\t-0.629\t-1.578\t0.873\t1.250\t1.270\t-0.737\t-0.440\t1.087\t0.587\t-1.312\t-1.565\t0.000\t1.391\t-0.061\t0.561\t2.548\t0.701\t-1.555\t1.379\t0.000\t0.449\t1.047\t0.985\t1.287\t1.419\t1.071\t0.910\n0\t0.488\t-1.191\t1.315\t0.574\t-0.503\t0.440\t0.489\t1.144\t1.087\t0.723\t0.911\t1.517\t0.000\t1.571\t0.206\t-0.050\t2.548\t0.838\t0.142\t-0.965\t0.000\t0.892\t1.049\t0.988\t1.256\t0.923\t1.148\t1.103\n1\t0.395\t1.580\t-0.387\t1.730\t1.123\t0.801\t-0.316\t-0.692\t2.173\t0.687\t0.675\t1.167\t1.107\t0.557\t-0.132\t0.231\t0.000\t0.462\t0.820\t-1.510\t0.000\t0.884\t0.829\t1.120\t1.598\t1.230\t1.081\t0.927\n0\t0.368\t-0.881\t0.232\t1.259\t1.729\t0.726\t0.981\t-0.303\t0.000\t0.540\t2.865\t0.353\t0.000\t1.324\t-0.082\t1.687\t1.274\t0.819\t1.872\t-0.461\t0.000\t0.807\t0.757\t0.987\t0.882\t0.625\t0.870\t1.198\n1\t0.932\t0.790\t1.624\t0.789\t-0.636\t0.646\t-0.122\t1.068\t1.087\t0.691\t0.694\t-1.189\t2.215\t0.854\t2.067\t-0.058\t0.000\t1.282\t0.913\t0.298\t0.000\t0.805\t0.995\t1.062\t0.888\t0.975\t0.943\t0.820\n1\t0.876\t-0.059\t-0.512\t0.623\t1.056\t0.787\t0.152\t-0.092\t0.000\t1.525\t0.151\t-1.709\t2.215\t0.951\t0.673\t0.986\t1.274\t0.770\t1.160\t-0.496\t0.000\t0.892\t0.926\t1.011\t0.912\t0.918\t0.946\t0.803\n0\t1.861\t-0.667\t-0.277\t1.997\t-0.758\t0.721\t-1.048\t1.412\t0.000\t0.659\t-1.964\t1.670\t0.000\t1.140\t0.067\t0.124\t2.548\t1.639\t-1.440\t1.187\t0.000\t0.807\t0.936\t1.121\t0.968\t0.639\t0.911\t1.058\n0\t0.331\t1.639\t1.172\t0.843\t1.560\t0.537\t-0.534\t-1.733\t0.000\t0.811\t-0.430\t-0.969\t0.000\t2.548\t0.670\t0.310\t2.548\t1.293\t0.781\t-0.813\t3.102\t0.895\t0.947\t0.999\t1.144\t1.184\t1.131\t0.959\n1\t0.378\t-1.116\t-0.289\t1.450\t0.283\t0.884\t0.966\t-1.630\t2.173\t0.369\t1.390\t0.267\t0.000\t0.825\t0.734\t-0.766\t2.548\t0.383\t0.864\t1.276\t0.000\t0.399\t0.669\t0.986\t1.920\t0.753\t2.084\t1.657\n0\t1.399\t0.506\t1.676\t1.639\t1.095\t1.759\t1.332\t-1.423\t2.173\t1.874\t0.352\t-0.292\t2.215\t2.006\t0.346\t0.377\t0.000\t1.793\t0.421\t0.028\t0.000\t0.659\t0.947\t1.048\t1.462\t2.654\t1.669\t1.487\n0\t1.763\t-1.140\t0.063\t0.717\t-0.207\t1.013\t-0.222\t-1.663\t0.000\t0.689\t-1.374\t1.153\t1.107\t0.649\t0.861\t-1.090\t1.274\t0.903\t-0.892\t-1.149\t0.000\t0.913\t0.969\t0.992\t1.084\t1.228\t0.926\t0.942\n0\t0.598\t-1.099\t-0.297\t0.887\t1.681\t1.774\t-0.119\t-0.024\t2.173\t1.206\t-0.239\t-1.702\t0.000\t1.209\t0.951\t-1.688\t1.274\t0.810\t0.557\t1.213\t0.000\t0.879\t0.810\t0.987\t1.298\t2.139\t1.309\t1.136\n1\t0.685\t0.643\t-1.637\t0.794\t0.241\t0.645\t-1.297\t-0.422\t2.173\t0.442\t-0.656\t1.553\t0.000\t0.661\t-0.569\t1.007\t2.548\t1.208\t-0.553\t0.371\t0.000\t0.859\t0.709\t1.014\t0.691\t0.831\t0.802\t0.688\n0\t0.381\t-0.498\t-0.126\t0.379\t-0.311\t0.544\t0.665\t1.639\t2.173\t0.913\t-0.448\t-0.753\t2.215\t0.277\t-0.388\t-1.183\t0.000\t0.723\t0.095\t0.255\t0.000\t0.494\t0.590\t0.984\t0.889\t1.063\t0.753\t0.598\n1\t0.490\t-2.359\t-0.439\t0.467\t-0.508\t1.020\t-1.376\t-1.350\t0.000\t0.414\t0.153\t-0.294\t0.000\t1.583\t0.262\t0.810\t2.548\t1.155\t-0.548\t0.533\t1.551\t1.628\t1.221\t0.985\t1.198\t0.568\t1.080\t0.939\n0\t1.974\t-0.520\t-0.274\t1.046\t-0.317\t1.240\t0.975\t1.141\t1.087\t1.082\t0.029\t-1.722\t0.000\t0.638\t0.247\t0.819\t0.000\t0.732\t0.334\t-1.273\t3.102\t0.971\t1.057\t1.002\t0.898\t0.881\t1.491\t1.227\n1\t0.464\t-2.190\t0.863\t1.148\t-0.355\t0.479\t0.768\t0.208\t2.173\t0.599\t-1.474\t-1.680\t0.000\t0.808\t-0.366\t-1.517\t2.548\t0.430\t-0.155\t0.625\t0.000\t0.747\t1.047\t0.990\t0.857\t0.913\t0.925\t0.783\n0\t3.524\t0.413\t1.358\t0.502\t1.397\t1.182\t0.445\t-0.197\t2.173\t2.001\t0.849\t-0.630\t0.000\t1.133\t-0.419\t1.143\t2.548\t0.681\t0.639\t-0.851\t0.000\t0.311\t0.811\t0.987\t0.708\t1.509\t1.232\t1.297\n1\t1.032\t-0.978\t0.678\t0.604\t-1.027\t0.743\t-1.006\t-0.794\t1.087\t1.060\t-0.218\t1.430\t2.215\t1.286\t0.382\t0.398\t0.000\t0.456\t1.251\t-0.015\t0.000\t0.570\t1.009\t1.093\t0.820\t1.298\t0.992\t0.883\n1\t0.796\t-0.391\t0.418\t1.192\t-1.625\t0.721\t0.456\t-0.743\t0.000\t0.782\t0.667\t0.955\t2.215\t0.757\t1.490\t-0.856\t0.000\t1.124\t-0.781\t0.166\t3.102\t0.838\t1.091\t1.301\t0.825\t0.944\t0.923\t0.897\n1\t0.583\t1.687\t-0.278\t0.980\t1.532\t0.654\t2.241\t0.179\t0.000\t0.916\t0.640\t-1.499\t2.215\t0.730\t0.337\t-0.457\t2.548\t0.398\t1.153\t0.935\t0.000\t0.604\t0.858\t1.045\t0.820\t0.713\t0.803\t0.722\n0\t1.212\t0.266\t0.342\t0.968\t0.934\t0.798\t-0.127\t-1.372\t2.173\t0.661\t-0.117\t-0.256\t0.000\t0.689\t-0.790\t-0.920\t1.274\t0.748\t-0.763\t1.364\t0.000\t0.985\t0.905\t0.993\t0.855\t0.506\t0.797\t0.703\n0\t2.110\t0.969\t0.013\t0.566\t-1.518\t2.075\t-1.121\t1.561\t0.000\t1.281\t0.153\t-0.573\t2.215\t0.664\t-0.617\t1.216\t0.000\t0.524\t-2.282\t0.079\t0.000\t0.971\t0.762\t1.487\t1.092\t0.546\t0.840\t1.086\n0\t1.006\t0.503\t-0.135\t0.709\t0.959\t0.661\t1.545\t-0.028\t1.087\t0.637\t2.118\t-1.141\t0.000\t0.605\t1.485\t1.235\t1.274\t1.753\t-0.224\t-1.704\t0.000\t2.243\t1.345\t0.988\t0.800\t0.716\t1.039\t0.913\n0\t0.628\t-0.317\t-1.678\t0.587\t-0.446\t1.237\t0.947\t1.659\t2.173\t1.313\t0.604\t0.225\t0.000\t1.009\t-2.638\t-1.139\t0.000\t0.412\t1.205\t0.642\t3.102\t5.249\t3.002\t0.979\t1.526\t0.629\t2.510\t1.855\n1\t0.464\t-1.107\t-0.410\t0.525\t1.402\t0.962\t-1.204\t-0.155\t2.173\t0.769\t-0.136\t-1.737\t0.000\t0.774\t0.955\t-1.494\t0.000\t0.918\t2.343\t0.106\t0.000\t0.789\t0.724\t0.984\t0.914\t1.006\t1.024\t1.087\n1\t1.031\t1.057\t-0.080\t1.233\t-0.598\t0.590\t-0.332\t-1.222\t2.173\t0.506\t-0.231\t0.536\t0.000\t1.498\t0.105\t1.593\t0.000\t1.397\t1.207\t0.338\t0.000\t0.963\t0.824\t0.990\t1.114\t0.507\t0.998\t1.061\n0\t0.990\t0.753\t1.671\t0.664\t-0.394\t0.730\t-0.244\t-0.925\t2.173\t0.966\t0.689\t0.358\t2.215\t0.345\t2.219\t1.238\t0.000\t0.618\t0.003\t0.968\t0.000\t0.795\t1.088\t1.076\t0.836\t1.287\t0.824\t0.731\n0\t2.066\t0.020\t0.385\t1.332\t0.659\t1.167\t0.934\t-1.575\t1.087\t0.818\t0.447\t-1.135\t1.107\t0.788\t-2.658\t-0.248\t0.000\t0.462\t1.233\t-0.762\t0.000\t2.981\t2.199\t0.974\t1.680\t0.658\t1.993\t1.799\n0\t0.872\t0.717\t1.067\t0.425\t-1.153\t0.856\t-1.057\t0.204\t0.000\t1.407\t-1.190\t-1.741\t2.215\t1.543\t-1.330\t-0.421\t2.548\t0.617\t0.194\t0.694\t0.000\t0.907\t0.986\t0.987\t1.742\t1.465\t1.549\t1.312\n0\t0.625\t0.276\t0.272\t2.293\t0.929\t0.991\t0.450\t1.653\t2.173\t0.437\t-0.252\t-1.166\t0.000\t0.645\t-1.489\t-0.402\t0.000\t2.805\t0.934\t-0.404\t3.102\t0.901\t0.978\t0.990\t1.051\t1.797\t1.183\t0.965\n1\t1.067\t-0.284\t0.666\t0.562\t-0.683\t0.824\t-0.122\t-0.604\t0.000\t1.345\t0.099\t1.294\t2.215\t0.612\t-1.449\t1.524\t2.548\t1.019\t-1.009\t-0.562\t0.000\t0.802\t0.958\t1.006\t0.869\t0.939\t0.980\t0.830\n1\t0.471\t0.532\t1.703\t0.764\t-1.341\t0.834\t-0.732\t-0.231\t0.000\t1.166\t-0.564\t1.506\t1.107\t1.265\t-1.159\t0.236\t2.548\t0.599\t-2.162\t-1.436\t0.000\t1.498\t1.029\t0.996\t0.689\t1.261\t0.980\t0.866\n0\t0.923\t1.977\t0.963\t0.348\t-1.165\t0.964\t1.353\t0.241\t2.173\t0.877\t0.460\t-1.350\t0.000\t0.577\t1.670\t-0.859\t0.000\t0.755\t-0.619\t1.732\t3.102\t0.928\t0.879\t0.991\t0.829\t1.439\t0.958\t0.842\n1\t0.735\t1.285\t-0.067\t0.604\t0.201\t0.385\t-0.484\t-1.267\t2.173\t0.689\t0.040\t-1.695\t0.000\t0.531\t0.878\t-1.477\t2.548\t0.480\t1.001\t-0.409\t0.000\t0.889\t0.662\t0.985\t0.687\t0.458\t0.590\t0.566\n1\t0.470\t0.019\t-0.417\t1.425\t0.555\t1.138\t-0.645\t-1.303\t2.173\t0.393\t-1.135\t0.464\t1.107\t0.640\t-1.579\t-0.002\t0.000\t0.969\t-0.878\t1.387\t0.000\t0.878\t1.064\t0.982\t0.778\t1.016\t1.005\t0.918\n1\t0.690\t-0.866\t-1.684\t0.493\t0.323\t0.739\t1.529\t-0.242\t0.000\t1.197\t0.469\t-1.467\t2.215\t0.924\t1.691\t0.195\t0.000\t0.929\t-0.031\t1.188\t3.102\t0.818\t0.932\t0.985\t1.281\t0.695\t0.857\t1.106\n1\t1.052\t0.423\t-0.511\t1.364\t1.328\t1.202\t-0.309\t-1.602\t2.173\t0.932\t0.014\t-0.157\t0.000\t0.499\t0.470\t1.229\t2.548\t1.654\t-0.738\t0.246\t0.000\t0.947\t0.864\t1.654\t1.248\t0.676\t0.973\t0.956\n1\t0.675\t-0.414\t0.782\t0.170\t1.003\t1.559\t1.024\t1.680\t0.000\t2.118\t0.665\t-0.359\t1.107\t0.864\t0.753\t1.272\t0.000\t0.828\t-1.272\t-0.183\t0.000\t0.803\t0.914\t0.989\t1.107\t1.024\t0.875\t0.802\n1\t1.645\t-0.421\t-0.496\t0.371\t-0.958\t1.178\t-0.788\t1.118\t2.173\t0.568\t-0.388\t-1.170\t0.000\t0.632\t-0.688\t0.177\t1.274\t0.485\t-0.146\t-1.556\t0.000\t0.245\t0.880\t0.979\t0.657\t0.807\t0.925\t0.743\n1\t0.353\t1.209\t0.993\t0.777\t0.593\t0.734\t-0.475\t0.589\t1.087\t0.994\t0.301\t-1.078\t0.000\t0.716\t1.057\t-0.503\t0.000\t0.625\t0.274\t-1.448\t0.000\t0.950\t0.804\t0.996\t0.760\t0.903\t0.613\t0.587\n1\t0.424\t0.476\t1.372\t2.397\t-1.284\t0.818\t-0.252\t0.083\t2.173\t1.090\t0.366\t0.771\t2.215\t0.430\t0.300\t-0.351\t0.000\t0.523\t-1.048\t-1.537\t0.000\t0.650\t0.811\t0.989\t1.260\t0.922\t1.038\t0.816\n0\t1.330\t1.084\t0.755\t0.416\t0.198\t0.500\t0.181\t0.414\t0.000\t0.819\t-0.310\t-1.592\t2.215\t1.121\t0.477\t-0.994\t2.548\t1.493\t0.929\t-0.537\t0.000\t0.728\t0.752\t0.990\t1.000\t0.684\t0.822\t0.842\n1\t1.274\t-1.011\t-0.817\t0.246\t-0.339\t0.754\t-0.031\t0.790\t2.173\t0.961\t0.020\t-1.485\t2.215\t0.323\t0.139\t0.422\t0.000\t0.435\t-2.003\t1.055\t0.000\t0.721\t0.887\t0.989\t1.027\t1.111\t0.829\t0.731\n0\t1.045\t-1.383\t-0.047\t0.145\t0.425\t1.032\t-0.769\t1.020\t0.000\t1.052\t-1.520\t-0.524\t2.215\t1.971\t0.564\t-1.104\t2.548\t1.216\t0.284\t1.074\t0.000\t0.969\t1.347\t0.980\t1.303\t2.163\t1.358\t1.110\n1\t0.965\t0.728\t-0.924\t0.797\t-1.577\t0.774\t-0.019\t0.805\t0.000\t0.989\t-0.081\t0.423\t2.215\t1.061\t0.606\t-1.266\t2.548\t0.889\t-1.991\t0.894\t0.000\t1.884\t1.313\t0.997\t0.564\t1.165\t1.148\t1.047\n0\t1.842\t-0.780\t-0.583\t1.509\t-1.214\t0.591\t-1.562\t0.471\t0.000\t0.575\t-0.674\t0.889\t0.000\t0.701\t-1.324\t0.855\t0.000\t1.099\t-0.173\t-1.407\t3.102\t1.034\t0.858\t1.243\t0.798\t0.324\t0.578\t0.770\n1\t0.832\t1.305\t1.098\t1.187\t0.502\t0.977\t2.932\t0.745\t0.000\t1.699\t0.550\t-1.112\t0.000\t1.104\t0.231\t-0.695\t0.000\t0.945\t-0.453\t-1.724\t3.102\t0.839\t0.901\t0.983\t1.166\t0.555\t1.017\t1.085\n1\t0.399\t0.185\t-1.260\t1.759\t-0.670\t0.969\t1.055\t0.589\t0.000\t1.884\t-0.363\t1.360\t0.000\t1.489\t-1.122\t-0.162\t2.548\t1.935\t-0.867\t0.686\t3.102\t2.311\t1.624\t0.994\t0.778\t0.906\t1.241\t1.116\n1\t0.694\t-0.023\t0.247\t0.844\t0.997\t0.852\t-0.371\t1.057\t1.087\t0.578\t-0.083\t-0.531\t0.000\t1.575\t-0.947\t-0.407\t0.000\t1.338\t-0.710\t-1.604\t3.102\t0.745\t0.934\t0.982\t0.675\t0.811\t0.897\t0.792\n1\t0.351\t-1.542\t-1.212\t1.485\t1.533\t0.972\t-0.071\t0.116\t0.000\t1.430\t0.320\t-1.621\t2.215\t0.872\t-0.511\t-0.508\t1.274\t0.505\t1.521\t0.384\t0.000\t0.788\t0.976\t0.987\t1.314\t1.140\t1.776\t1.579\n1\t0.878\t-0.497\t0.312\t1.068\t0.529\t1.362\t-0.567\t-1.019\t2.173\t0.496\t-1.036\t0.853\t0.000\t0.619\t-0.368\t1.506\t2.548\t0.800\t0.672\t0.349\t0.000\t0.956\t0.676\t0.978\t1.514\t0.876\t1.003\t0.872\n0\t0.701\t-0.652\t0.516\t2.586\t0.100\t0.739\t-0.411\t-1.204\t2.173\t0.664\t0.324\t-1.287\t0.000\t0.553\t-0.857\t1.365\t0.000\t0.451\t1.125\t-1.626\t0.000\t0.897\t0.681\t0.974\t0.923\t0.659\t0.969\t0.906\n0\t3.291\t0.586\t-0.841\t0.297\t-0.460\t1.598\t-1.229\t1.031\t0.000\t0.792\t-0.490\t0.765\t2.215\t0.757\t-0.612\t-0.369\t2.548\t0.775\t-0.974\t1.610\t0.000\t0.848\t1.126\t0.988\t1.354\t0.705\t0.929\t1.339\n1\t1.037\t-0.375\t-0.433\t1.485\t-1.244\t0.969\t0.344\t0.853\t0.000\t0.798\t2.616\t1.576\t0.000\t1.285\t0.920\t0.123\t2.548\t1.324\t-0.055\t-0.813\t3.102\t0.811\t1.015\t1.146\t1.247\t0.933\t0.831\t0.890\n0\t0.465\t-0.020\t0.313\t1.280\t-1.013\t0.857\t0.325\t1.216\t2.173\t1.457\t-0.428\t-0.829\t1.107\t1.949\t-1.452\t0.568\t0.000\t0.747\t-1.525\t-0.120\t0.000\t0.789\t1.608\t0.994\t0.965\t1.711\t1.409\t1.169\n0\t1.149\t0.542\t-0.779\t0.412\t1.454\t0.634\t0.510\t1.730\t2.173\t0.806\t-0.062\t0.175\t2.215\t0.538\t-0.076\t1.196\t0.000\t0.484\t-0.450\t0.622\t0.000\t0.307\t0.525\t0.983\t0.769\t1.082\t0.688\t0.567\n1\t1.224\t-1.015\t1.297\t0.718\t0.394\t1.455\t-0.730\t1.726\t0.000\t2.353\t-0.191\t0.087\t2.215\t0.833\t0.346\t-0.651\t2.548\t0.856\t-1.437\t-1.468\t0.000\t0.982\t1.277\t0.987\t1.243\t1.017\t1.457\t1.187\n0\t0.940\t0.183\t1.100\t1.314\t0.247\t0.533\t-0.899\t-0.670\t0.000\t1.232\t0.200\t1.522\t2.215\t1.625\t0.124\t-0.710\t2.548\t0.554\t-0.782\t0.893\t0.000\t0.819\t1.086\t1.070\t1.061\t1.361\t0.942\t0.861\n1\t1.126\t-0.754\t1.556\t1.080\t1.743\t2.352\t-0.618\t-0.337\t0.000\t1.093\t-1.694\t0.298\t0.000\t1.396\t-1.219\t-1.700\t0.000\t2.313\t0.810\t1.721\t1.551\t0.863\t0.848\t0.985\t1.841\t0.872\t1.406\t1.290\n1\t0.380\t-1.178\t0.873\t1.237\t-1.067\t0.855\t0.226\t0.970\t0.000\t1.376\t-0.159\t-0.635\t2.215\t0.499\t1.295\t-0.745\t0.000\t0.804\t-0.397\t0.357\t1.551\t1.389\t0.915\t0.988\t0.786\t0.756\t0.881\t0.820\n1\t0.793\t1.258\t-1.374\t0.374\t0.317\t0.564\t0.302\t1.099\t2.173\t0.461\t2.217\t0.043\t0.000\t0.656\t1.539\t1.448\t0.000\t0.836\t-0.529\t-0.186\t3.102\t0.950\t0.880\t0.989\t0.700\t0.754\t0.655\t0.600\n1\t0.738\t-0.628\t-1.413\t1.892\t-0.735\t0.694\t-0.090\t1.403\t0.000\t1.238\t-0.707\t0.465\t1.107\t0.466\t0.374\t0.372\t0.000\t0.553\t0.863\t0.929\t3.102\t0.860\t0.954\t0.985\t0.983\t0.806\t0.928\t0.860\n1\t0.730\t-0.971\t0.273\t1.771\t1.435\t0.726\t-0.923\t-0.457\t0.000\t0.966\t0.787\t-0.450\t0.000\t0.788\t-0.719\t0.811\t2.548\t0.994\t-0.349\t-1.088\t0.000\t0.911\t0.946\t1.364\t0.714\t0.529\t0.641\t0.662\n0\t0.669\t0.758\t-0.462\t0.211\t0.475\t1.541\t-0.041\t0.031\t2.173\t2.259\t0.322\t-1.715\t0.000\t1.302\t-1.141\t-1.197\t2.548\t1.192\t2.222\t-0.355\t0.000\t0.899\t0.959\t0.978\t0.815\t1.945\t1.363\t1.107\n1\t1.337\t0.073\t-1.373\t0.259\t0.715\t1.040\t0.171\t1.256\t0.000\t1.326\t-0.272\t0.207\t2.215\t0.615\t-2.401\t-0.242\t0.000\t1.529\t0.254\t-0.705\t3.102\t0.934\t1.114\t0.985\t1.032\t1.015\t0.992\t0.864\n0\t0.299\t-1.604\t-0.905\t1.220\t-0.732\t1.313\t2.107\t1.474\t0.000\t1.890\t-0.639\t-0.258\t2.215\t1.279\t1.384\t1.245\t2.548\t1.910\t0.672\t0.574\t0.000\t0.975\t0.890\t0.990\t0.905\t2.710\t1.452\t1.214\n0\t0.617\t-0.042\t-1.005\t0.378\t1.614\t0.672\t0.984\t0.245\t1.087\t0.383\t-0.813\t-0.481\t0.000\t0.847\t-1.144\t1.130\t2.548\t0.873\t0.749\t-1.374\t0.000\t0.917\t0.964\t0.989\t0.662\t1.460\t0.958\t0.828\n0\t0.940\t-0.703\t1.332\t1.113\t-0.912\t0.504\t-0.749\t-1.210\t2.173\t0.601\t-0.754\t0.402\t2.215\t0.513\t0.242\t-0.533\t0.000\t0.650\t-0.944\t0.979\t0.000\t0.789\t0.657\t1.275\t0.839\t0.804\t0.628\t0.563\n0\t0.892\t1.239\t0.822\t0.256\t-1.493\t0.848\t0.461\t-0.262\t1.087\t0.330\t0.790\t0.309\t0.000\t1.024\t1.600\t-1.499\t0.000\t1.017\t0.236\t1.575\t3.102\t0.991\t1.084\t0.978\t0.579\t0.983\t0.758\t0.684\n1\t0.892\t0.780\t-1.602\t0.373\t-0.768\t0.603\t1.175\t-1.077\t2.173\t0.462\t-0.122\t1.005\t2.215\t0.526\t-1.449\t1.257\t0.000\t1.674\t0.657\t0.181\t0.000\t1.053\t0.973\t0.985\t0.725\t0.921\t0.780\t0.763\n1\t0.481\t1.083\t-1.015\t1.993\t-0.354\t1.192\t0.755\t1.679\t0.000\t1.114\t-0.428\t-0.413\t2.215\t0.921\t0.227\t0.266\t2.548\t2.434\t-1.435\t0.893\t0.000\t0.890\t1.097\t0.983\t1.730\t0.725\t1.186\t1.202\n0\t1.577\t2.017\t-1.364\t0.560\t0.205\t0.470\t1.358\t0.410\t0.000\t0.607\t-0.958\t0.699\t0.000\t1.002\t1.173\t-0.519\t2.548\t0.582\t0.038\t0.567\t0.000\t0.580\t0.687\t1.286\t0.753\t0.661\t0.631\t0.668\n0\t0.517\t1.836\t0.705\t2.437\t0.849\t0.604\t-1.041\t-0.422\t1.087\t0.586\t0.199\t-0.563\t0.000\t1.296\t-0.246\t-1.353\t2.548\t0.862\t1.006\t-1.193\t0.000\t0.694\t0.983\t0.997\t1.394\t0.932\t1.306\t1.065\n1\t0.871\t0.166\t-0.658\t1.662\t0.113\t0.883\t-0.065\t-1.450\t0.000\t0.552\t0.324\t-0.054\t2.215\t1.552\t0.404\t0.809\t0.000\t2.551\t-0.779\t-1.530\t0.000\t0.880\t1.017\t1.068\t1.031\t0.837\t0.759\t0.837\n0\t1.033\t-0.488\t-1.260\t0.761\t0.365\t1.177\t-1.283\t-1.533\t2.173\t1.050\t-0.422\t0.232\t2.215\t0.597\t-0.926\t1.075\t0.000\t0.724\t-2.056\t-0.037\t0.000\t0.838\t0.909\t1.222\t1.057\t1.790\t0.996\t0.872\n0\t2.931\t0.181\t-0.816\t1.290\t-1.261\t1.699\t1.014\t1.091\t0.000\t1.008\t1.223\t-0.743\t1.107\t0.968\t-0.651\t0.752\t2.548\t1.141\t0.309\t0.233\t0.000\t0.856\t1.289\t1.048\t0.972\t1.587\t1.212\t1.367\n1\t0.866\t-1.386\t1.434\t0.824\t0.737\t0.823\t0.116\t-1.009\t2.173\t0.318\t-1.644\t0.333\t0.000\t0.422\t-0.399\t0.623\t2.548\t0.727\t-0.996\t-0.526\t0.000\t0.477\t0.749\t0.978\t0.667\t0.759\t1.033\t0.774\n1\t0.526\t-0.454\t-0.254\t1.847\t0.634\t0.835\t0.982\t-1.610\t2.173\t0.623\t1.186\t-0.714\t0.000\t0.570\t0.919\t0.517\t0.000\t0.857\t-0.324\t-1.116\t3.102\t0.824\t0.886\t0.988\t0.791\t0.772\t1.004\t0.914\n0\t0.697\t-1.126\t0.719\t0.884\t-0.586\t0.677\t0.291\t0.103\t0.000\t1.430\t-0.933\t1.128\t1.107\t0.658\t0.649\t-0.868\t0.000\t1.880\t0.246\t-1.217\t1.551\t0.955\t0.936\t1.003\t0.926\t1.610\t1.102\t0.977\n1\t0.877\t0.080\t0.958\t1.354\t-0.028\t0.608\t-0.044\t1.594\t0.000\t0.897\t0.333\t0.204\t0.000\t0.878\t2.132\t-1.621\t0.000\t2.168\t0.305\t-1.249\t0.000\t1.024\t0.774\t1.171\t0.851\t0.682\t0.813\t0.818\n1\t0.838\t-0.008\t-0.861\t0.536\t1.464\t1.230\t0.532\t-0.581\t2.173\t1.309\t0.320\t1.087\t1.107\t0.717\t0.807\t1.713\t0.000\t0.375\t2.376\t1.015\t0.000\t0.739\t0.920\t0.984\t0.842\t1.873\t1.057\t0.870\n1\t0.693\t0.460\t1.485\t0.579\t0.584\t1.160\t1.208\t-0.611\t2.173\t0.821\t2.256\t1.369\t0.000\t1.488\t2.077\t0.782\t0.000\t0.801\t-0.015\t-0.918\t0.000\t0.855\t1.276\t0.993\t1.405\t0.778\t1.178\t1.257\n0\t0.753\t-0.642\t0.580\t0.686\t-0.609\t0.760\t0.133\t-1.106\t2.173\t0.846\t0.890\t1.018\t1.107\t0.564\t0.343\t0.032\t0.000\t0.795\t-0.282\t1.402\t0.000\t0.748\t0.774\t0.986\t1.185\t1.207\t0.973\t0.776\n1\t0.493\t-1.340\t-1.280\t1.537\t1.615\t1.157\t-0.847\t-0.157\t2.173\t0.739\t0.345\t0.179\t2.215\t1.269\t0.123\t0.981\t0.000\t0.876\t-2.150\t-1.471\t0.000\t1.185\t0.839\t0.996\t1.672\t0.963\t1.468\t1.594\n0\t0.438\t-0.827\t1.361\t0.702\t-1.052\t0.949\t0.046\t0.781\t2.173\t1.777\t-0.999\t-1.409\t0.000\t1.263\t-0.628\t0.189\t2.548\t1.393\t-0.299\t0.000\t0.000\t2.079\t1.526\t0.990\t0.905\t0.864\t1.213\t1.022\n0\t0.585\t0.462\t-0.588\t1.346\t0.294\t1.039\t-0.231\t-1.064\t2.173\t1.147\t1.579\t1.041\t2.215\t1.686\t-0.438\t1.187\t0.000\t1.818\t-0.603\t-0.517\t0.000\t0.910\t0.941\t0.989\t1.323\t2.294\t1.598\t1.284\n1\t0.307\t-1.864\t0.730\t0.868\t-0.308\t0.897\t-0.021\t-0.367\t0.000\t1.445\t0.238\t1.102\t2.215\t0.716\t-0.256\t-0.948\t0.000\t1.022\t0.253\t-1.404\t1.551\t0.744\t0.726\t0.981\t1.047\t0.848\t0.894\t0.797\n1\t0.687\t0.401\t-1.718\t0.229\t-0.528\t1.048\t-0.493\t0.765\t1.087\t0.918\t0.993\t-1.088\t0.000\t0.291\t-0.495\t-0.631\t0.000\t0.498\t0.513\t-0.293\t3.102\t0.756\t1.447\t0.988\t0.579\t0.769\t0.844\t0.743\n0\t2.058\t0.191\t1.474\t0.653\t-0.064\t0.814\t1.760\t-0.065\t0.000\t0.554\t1.753\t-0.800\t0.000\t0.467\t0.595\t-1.692\t1.274\t0.703\t1.335\t0.524\t3.102\t0.878\t0.839\t1.579\t0.960\t0.453\t0.626\t0.859\n1\t0.647\t1.255\t-1.699\t1.302\t0.762\t0.717\t1.893\t0.460\t0.000\t0.972\t-0.472\t-0.198\t2.215\t1.854\t-0.757\t-1.187\t1.274\t0.898\t0.444\t-1.050\t0.000\t1.507\t1.657\t1.014\t1.754\t1.137\t1.526\t1.340\n0\t0.580\t-0.676\t1.715\t1.587\t1.682\t1.179\t1.109\t-0.145\t2.173\t0.661\t1.213\t0.764\t0.000\t0.937\t0.093\t0.099\t0.000\t1.402\t-0.245\t-0.345\t3.102\t0.962\t1.289\t0.972\t3.017\t1.073\t1.935\t1.784\n1\t0.288\t-2.154\t-0.071\t1.130\t-1.398\t0.907\t-0.507\t-0.392\t2.173\t1.303\t-1.171\t0.840\t0.000\t1.030\t-0.936\t1.407\t0.000\t0.973\t-0.773\t-0.690\t1.551\t0.883\t0.976\t0.986\t0.873\t0.336\t0.918\t0.806\n1\t1.423\t1.049\t-1.648\t1.105\t-0.791\t0.488\t1.094\t-0.311\t2.173\t1.218\t0.504\t0.584\t2.215\t0.277\t0.555\t0.241\t0.000\t0.693\t-0.047\t-0.201\t0.000\t0.903\t0.884\t1.213\t1.267\t0.886\t0.895\t0.821\n0\t0.759\t0.896\t0.919\t1.366\t-1.734\t0.565\t0.676\t0.154\t0.000\t0.579\t-0.872\t-1.190\t2.215\t0.695\t0.123\t-0.635\t2.548\t0.961\t-0.907\t0.064\t0.000\t1.136\t1.035\t0.990\t0.784\t0.487\t0.700\t0.781\n1\t1.109\t-0.751\t0.057\t0.535\t1.697\t0.348\t-2.114\t0.209\t0.000\t0.646\t-0.625\t-1.280\t1.107\t0.476\t1.509\t1.123\t0.000\t1.036\t-1.012\t1.392\t0.000\t0.914\t0.857\t1.062\t0.854\t0.749\t0.859\t0.747\n1\t0.624\t-0.150\t1.539\t0.554\t1.434\t0.528\t0.985\t-1.187\t0.000\t1.411\t0.536\t-0.142\t1.107\t1.313\t0.494\t1.293\t0.000\t1.824\t0.571\t-0.790\t3.102\t1.135\t1.180\t0.990\t1.515\t0.804\t1.167\t1.044\n0\t0.569\t2.386\t1.580\t1.233\t-0.223\t0.426\t0.838\t0.922\t2.173\t0.451\t-1.694\t-1.301\t0.000\t0.707\t-0.124\t-0.199\t2.548\t0.863\t-1.071\t0.854\t0.000\t0.780\t1.113\t1.159\t1.264\t0.676\t0.917\t1.449\n0\t0.863\t-1.453\t0.273\t1.565\t0.306\t1.009\t-0.750\t-0.070\t2.173\t3.236\t0.454\t-1.606\t2.215\t0.696\t-2.400\t1.145\t0.000\t0.854\t0.322\t0.265\t0.000\t0.915\t1.116\t0.986\t4.261\t3.133\t2.832\t2.157\n1\t0.586\t-1.273\t1.394\t0.040\t0.717\t0.992\t-0.297\t0.132\t2.173\t1.030\t0.176\t-1.342\t0.000\t0.988\t0.370\t-0.731\t0.000\t1.313\t0.129\t0.964\t3.102\t0.857\t0.844\t0.907\t0.846\t0.868\t0.890\t0.756\n1\t1.674\t-0.130\t0.319\t1.216\t0.949\t0.840\t-0.960\t-0.382\t2.173\t0.754\t-0.284\t1.270\t1.107\t1.872\t-0.409\t-1.069\t0.000\t0.998\t0.776\t1.455\t0.000\t1.609\t1.159\t1.063\t1.175\t1.235\t1.016\t1.016\n0\t0.551\t1.170\t-0.672\t1.159\t0.359\t0.734\t0.593\t1.340\t0.000\t0.813\t-0.633\t0.108\t2.215\t1.183\t-0.654\t-1.264\t2.548\t0.548\t-1.177\t-0.394\t0.000\t1.502\t1.153\t0.984\t0.813\t0.985\t0.874\t0.850\n0\t0.389\t-0.963\t1.296\t0.386\t-0.569\t0.804\t-1.083\t0.729\t0.000\t0.708\t0.570\t-0.022\t2.215\t0.308\t2.066\t-0.021\t0.000\t0.629\t-0.614\t-1.068\t0.000\t0.905\t1.042\t0.986\t0.581\t0.736\t0.666\t0.634\n1\t0.782\t-0.170\t-0.049\t0.863\t1.490\t1.023\t0.352\t-1.291\t2.173\t0.891\t0.106\t0.827\t2.215\t1.264\t1.808\t-0.002\t0.000\t1.432\t1.041\t1.642\t0.000\t1.143\t0.971\t1.119\t0.956\t1.337\t0.819\t0.759\n1\t0.632\t-1.118\t-1.367\t0.996\t0.795\t1.022\t-0.367\t-1.664\t0.000\t1.673\t-0.159\t0.051\t2.215\t0.512\t0.009\t1.316\t0.000\t0.430\t-0.703\t1.390\t3.102\t1.112\t0.617\t1.021\t1.129\t0.763\t0.877\t0.796\n1\t0.680\t1.366\t-0.416\t1.004\t1.071\t1.351\t-0.737\t0.691\t0.000\t2.494\t1.615\t-0.978\t0.000\t1.081\t0.734\t0.653\t2.548\t0.867\t0.945\t-1.476\t3.102\t0.671\t0.595\t1.114\t0.697\t0.706\t0.873\t0.810\n0\t1.369\t0.372\t1.691\t0.342\t-0.556\t0.510\t2.220\t0.416\t0.000\t0.746\t1.225\t-0.587\t2.215\t0.764\t1.067\t-1.405\t2.548\t1.085\t0.682\t0.606\t0.000\t0.899\t0.906\t0.990\t0.559\t0.541\t0.675\t0.705\n0\t0.794\t1.949\t0.703\t0.324\t-1.319\t0.979\t-0.166\t1.632\t1.087\t1.493\t0.478\t-0.283\t2.215\t0.972\t0.729\t1.614\t0.000\t0.518\t-0.186\t0.244\t0.000\t0.849\t1.047\t0.992\t1.153\t1.856\t1.106\t0.890\n0\t0.534\t-0.706\t-1.284\t1.574\t-0.386\t0.963\t-1.186\t0.795\t0.000\t1.090\t-1.384\t1.648\t0.000\t0.758\t-0.493\t1.047\t0.000\t1.181\t0.782\t-1.090\t1.551\t0.959\t1.039\t0.991\t0.788\t1.021\t0.976\t0.889\n1\t1.950\t-0.143\t-0.222\t0.999\t-0.740\t0.557\t-0.133\t1.610\t0.000\t1.007\t0.326\t0.946\t2.215\t1.021\t0.549\t-1.434\t2.548\t0.412\t0.964\t0.419\t0.000\t0.925\t0.978\t0.996\t0.953\t0.916\t0.914\t0.878\n0\t0.415\t1.655\t-1.666\t1.441\t-0.762\t0.630\t1.022\t0.873\t0.000\t0.365\t-1.530\t1.388\t0.000\t0.450\t1.452\t0.366\t0.000\t0.871\t-0.061\t-0.898\t3.102\t0.837\t0.820\t0.996\t0.562\t0.429\t0.529\t0.596\n0\t0.301\t-0.435\t1.176\t2.128\t-1.580\t1.009\t-0.016\t-1.030\t2.173\t0.990\t-0.748\t0.609\t0.000\t0.370\t-2.559\t1.214\t0.000\t1.733\t-0.414\t-0.050\t0.000\t0.982\t0.637\t0.981\t1.359\t0.477\t0.878\t0.985\n0\t0.630\t0.685\t0.468\t0.919\t-1.254\t0.516\t2.425\t0.838\t0.000\t1.141\t-0.024\t1.388\t2.215\t1.271\t1.927\t-0.691\t0.000\t1.019\t1.328\t0.085\t0.000\t0.874\t0.501\t1.054\t0.854\t0.701\t0.980\t0.822\n1\t0.454\t-1.220\t1.122\t0.662\t1.024\t0.894\t-0.380\t-0.425\t0.000\t0.683\t-0.914\t0.068\t0.000\t1.402\t-0.409\t1.181\t2.548\t1.717\t-0.250\t-1.428\t3.102\t0.853\t1.096\t0.987\t0.618\t0.848\t0.914\t0.821\n0\t1.904\t-0.093\t-1.471\t1.313\t-1.123\t3.175\t-0.233\t0.654\t0.000\t2.244\t0.018\t-1.012\t2.215\t1.520\t-0.705\t-0.819\t0.000\t1.227\t0.523\t0.844\t3.102\t3.983\t2.262\t0.989\t0.780\t1.560\t2.031\t1.754\n1\t0.787\t-0.891\t0.909\t0.873\t-1.643\t2.202\t-0.040\t-0.601\t0.000\t1.164\t0.923\t0.477\t0.000\t1.368\t0.684\t1.033\t0.000\t1.596\t0.457\t1.509\t3.102\t0.949\t0.918\t0.988\t0.586\t0.731\t0.901\t1.072\n1\t1.474\t0.491\t0.744\t0.392\t-0.420\t1.040\t1.308\t0.470\t0.000\t1.285\t-0.710\t-1.403\t1.107\t0.690\t-0.517\t-0.637\t2.548\t0.987\t0.084\t-0.828\t0.000\t0.626\t0.692\t0.987\t0.819\t0.643\t0.904\t0.738\n0\t0.463\t1.242\t-1.314\t2.791\t1.720\t0.748\t1.157\t0.372\t0.000\t0.601\t1.056\t-0.308\t0.000\t0.898\t0.007\t0.125\t1.274\t0.934\t-1.066\t-0.693\t3.102\t0.822\t0.723\t0.979\t1.207\t0.674\t0.957\t1.029\n0\t1.079\t-0.575\t0.495\t0.313\t0.078\t0.524\t0.421\t-0.528\t0.000\t0.869\t-0.779\t-0.583\t0.000\t2.022\t-1.058\t1.205\t1.274\t1.743\t-0.434\t-1.414\t3.102\t0.937\t0.942\t0.985\t1.118\t1.114\t1.064\t0.958\n1\t0.920\t0.674\t0.591\t0.417\t-1.276\t0.574\t1.485\t1.671\t0.000\t1.258\t1.206\t-1.256\t0.000\t0.849\t1.905\t0.081\t0.000\t1.387\t0.827\t-0.189\t3.102\t0.899\t0.980\t0.989\t0.654\t0.569\t0.770\t0.688\n1\t0.697\t0.436\t1.342\t0.199\t-1.430\t1.067\t-1.009\t0.838\t2.173\t0.982\t-1.186\t-0.471\t0.000\t0.841\t-0.398\t-0.803\t0.000\t0.644\t-0.439\t-1.181\t3.102\t0.695\t1.354\t0.977\t0.536\t0.878\t0.821\t0.744\n1\t1.002\t0.348\t-1.265\t1.269\t1.351\t1.317\t0.496\t-0.267\t2.173\t0.646\t-0.247\t-1.579\t0.000\t0.580\t0.400\t0.681\t0.000\t0.854\t-0.422\t0.340\t3.102\t0.930\t0.915\t1.103\t1.352\t0.830\t0.933\t0.883\n1\t0.401\t2.052\t-1.082\t1.207\t0.977\t0.463\t1.540\t0.750\t0.000\t1.100\t1.368\t-0.910\t1.107\t1.013\t0.296\t-0.526\t2.548\t0.414\t1.733\t-0.760\t0.000\t0.678\t0.831\t0.988\t0.913\t0.742\t0.773\t0.675\n0\t0.645\t-1.241\t0.485\t2.162\t1.506\t1.458\t-1.382\t-0.385\t0.000\t0.868\t-1.593\t-1.584\t2.215\t1.103\t0.572\t0.574\t2.548\t0.775\t-0.624\t-0.384\t0.000\t0.533\t1.190\t1.302\t1.419\t1.742\t1.274\t1.213\n1\t0.934\t-0.787\t1.514\t0.149\t1.322\t0.499\t0.464\t-0.702\t0.000\t1.009\t1.198\t-0.343\t2.215\t0.447\t0.787\t0.885\t2.548\t0.900\t-1.064\t0.468\t0.000\t1.348\t0.904\t0.994\t1.143\t0.652\t0.808\t0.786\n1\t0.801\t0.080\t-0.663\t0.347\t-0.820\t0.847\t-0.042\t0.308\t0.000\t1.145\t1.244\t-1.143\t2.215\t1.157\t0.661\t0.984\t0.000\t1.263\t0.118\t-1.674\t0.000\t0.987\t1.133\t0.992\t0.606\t0.600\t0.672\t0.660\n0\t1.440\t-0.196\t-0.599\t1.265\t-0.270\t0.918\t0.980\t1.698\t0.000\t0.608\t-0.048\t0.489\t2.215\t0.658\t0.829\t0.983\t0.000\t0.470\t1.057\t-0.584\t3.102\t0.843\t0.956\t0.986\t0.546\t0.523\t0.617\t0.790\n1\t0.928\t0.249\t-1.091\t0.799\t1.270\t1.109\t-0.534\t-0.220\t0.000\t0.883\t-0.368\t1.682\t2.215\t0.734\t0.227\t0.242\t0.000\t1.005\t0.853\t1.170\t1.551\t0.927\t1.173\t1.012\t0.657\t0.749\t0.936\t0.826\n1\t0.417\t-0.870\t-1.429\t0.710\t-0.594\t1.157\t-0.427\t-1.612\t2.173\t1.013\t0.668\t0.813\t0.000\t1.154\t-1.378\t-0.811\t0.000\t1.113\t0.527\t0.270\t0.000\t0.820\t1.207\t0.979\t0.831\t0.948\t0.944\t0.823\n1\t0.943\t-0.893\t-0.091\t0.943\t-1.307\t0.968\t-0.080\t0.616\t0.000\t0.773\t-1.127\t-0.775\t0.000\t1.554\t-0.724\t-1.512\t1.274\t0.710\t0.497\t1.221\t1.551\t0.892\t0.701\t1.162\t0.834\t0.787\t0.794\t0.780\n0\t0.671\t-1.476\t-1.489\t1.633\t-0.633\t0.479\t-1.200\t0.092\t0.000\t0.804\t-0.665\t1.629\t1.107\t0.875\t-1.185\t1.122\t1.274\t0.666\t-1.675\t-0.445\t0.000\t0.536\t0.897\t1.011\t0.882\t0.483\t0.727\t0.671\n1\t0.932\t0.036\t-1.741\t1.614\t-1.197\t0.845\t-0.520\t0.913\t2.173\t0.668\t0.388\t-0.294\t2.215\t0.953\t0.397\t0.185\t0.000\t0.831\t0.852\t1.054\t0.000\t0.751\t0.900\t0.986\t0.855\t1.113\t0.957\t0.838\n1\t0.810\t1.075\t-0.641\t1.238\t1.640\t0.436\t2.313\t-0.797\t0.000\t0.875\t0.733\t0.239\t2.215\t0.535\t2.417\t0.696\t0.000\t0.846\t0.050\t1.516\t3.102\t0.858\t1.056\t1.227\t0.729\t0.761\t0.827\t0.787\n0\t1.256\t0.559\t0.839\t0.545\t1.684\t0.596\t0.949\t-0.895\t2.173\t0.445\t0.967\t-0.212\t0.000\t0.640\t0.068\t0.987\t0.000\t1.251\t-0.582\t-1.032\t1.551\t0.821\t0.849\t0.982\t0.888\t0.854\t0.827\t0.710\n0\t1.305\t0.256\t0.817\t0.433\t-1.628\t0.698\t1.286\t-0.805\t0.000\t1.097\t-0.728\t-0.882\t0.000\t2.087\t-0.792\t0.778\t2.548\t0.716\t-1.157\t-0.155\t0.000\t0.798\t0.783\t0.989\t0.840\t1.194\t0.905\t0.829\n1\t0.742\t0.523\t1.054\t1.258\t-1.253\t0.981\t-0.809\t1.417\t2.173\t1.091\t0.634\t-0.318\t0.000\t0.806\t-0.074\t0.290\t2.548\t0.472\t2.198\t-0.358\t0.000\t1.090\t0.941\t1.170\t1.160\t1.030\t1.250\t1.058\n0\t0.777\t2.260\t1.450\t1.346\t-1.116\t0.701\t1.864\t0.312\t0.000\t0.772\t0.291\t1.113\t0.000\t1.467\t1.356\t-0.605\t2.548\t0.846\t0.553\t0.381\t0.000\t0.765\t0.939\t1.046\t0.941\t0.914\t0.801\t0.841\n0\t0.451\t-2.143\t-0.834\t1.143\t0.252\t1.105\t-0.367\t0.946\t1.087\t1.451\t-1.128\t-0.730\t0.000\t0.413\t1.078\t1.694\t0.000\t1.474\t-0.703\t1.739\t1.551\t1.988\t1.327\t0.990\t1.117\t0.941\t1.146\t1.027\n0\t0.818\t-0.663\t1.109\t1.043\t1.611\t0.778\t-2.913\t-0.636\t0.000\t1.510\t-0.061\t0.308\t0.000\t1.067\t-0.136\t-0.453\t2.548\t2.652\t0.039\t-1.536\t3.102\t0.792\t0.866\t0.976\t0.760\t1.072\t0.975\t0.878\n1\t1.788\t0.170\t-0.595\t0.320\t-0.650\t0.803\t0.713\t1.321\t2.173\t1.119\t-0.299\t0.652\t1.107\t0.937\t0.698\t-0.704\t0.000\t0.525\t1.308\t1.318\t0.000\t0.815\t0.864\t0.986\t1.087\t1.090\t1.023\t0.894\n1\t0.558\t-0.627\t0.091\t1.325\t-1.043\t0.614\t-0.332\t0.386\t0.000\t0.691\t0.335\t-0.040\t0.000\t0.921\t2.498\t1.066\t0.000\t1.627\t0.759\t1.491\t3.102\t0.706\t0.938\t1.015\t1.115\t0.793\t0.811\t0.799\n0\t0.741\t0.706\t1.546\t0.985\t-0.670\t0.879\t1.520\t-0.497\t0.000\t1.305\t1.542\t1.493\t0.000\t0.511\t-0.274\t0.652\t1.274\t0.966\t1.260\t-0.069\t3.102\t2.219\t1.318\t1.079\t0.708\t0.645\t0.957\t0.840\n1\t0.744\t-0.659\t0.502\t0.939\t-0.808\t1.124\t0.855\t0.982\t0.000\t1.157\t-0.776\t-0.976\t0.000\t0.662\t-0.139\t-0.561\t2.548\t0.894\t-0.604\t1.446\t0.000\t1.085\t0.966\t1.071\t0.588\t0.305\t0.600\t0.589\n1\t1.780\t0.235\t-0.147\t0.885\t0.597\t0.338\t0.551\t1.357\t0.000\t1.500\t1.307\t1.716\t2.215\t0.715\t1.376\t-0.480\t0.000\t1.220\t0.869\t0.342\t0.000\t0.983\t0.940\t1.080\t0.761\t0.960\t1.047\t0.871\n1\t0.721\t-1.425\t0.859\t0.327\t-1.571\t1.067\t-1.671\t-0.301\t0.000\t0.890\t-0.866\t-1.106\t1.107\t0.827\t-1.035\t1.543\t2.548\t0.669\t-1.794\t0.511\t0.000\t0.915\t1.037\t0.989\t0.770\t0.634\t0.800\t0.758\n0\t1.954\t-0.564\t-1.073\t0.619\t1.349\t2.851\t0.887\t0.839\t0.000\t1.725\t0.325\t-0.817\t2.215\t1.199\t1.304\t-0.860\t0.000\t0.647\t0.368\t-0.191\t3.102\t1.596\t0.900\t1.247\t1.124\t0.512\t0.765\t0.842\n0\t1.815\t-1.727\t1.495\t1.537\t-1.659\t1.308\t0.802\t0.074\t0.000\t1.014\t0.513\t-0.236\t0.000\t1.117\t-1.150\t0.905\t2.548\t1.721\t0.944\t-0.701\t1.551\t0.760\t0.933\t1.003\t0.847\t1.912\t1.599\t1.859\n0\t0.439\t1.898\t0.440\t0.923\t-1.309\t0.589\t-0.361\t1.084\t0.000\t0.874\t1.102\t-0.024\t1.107\t0.672\t0.243\t-0.408\t2.548\t0.398\t0.327\t0.021\t0.000\t0.670\t0.945\t0.984\t1.030\t0.458\t0.807\t0.947\n1\t0.597\t-1.663\t-0.154\t0.568\t-0.946\t1.420\t-0.949\t1.455\t0.000\t1.441\t-0.599\t-0.582\t0.000\t1.014\t-1.290\t1.064\t2.548\t1.675\t-1.080\t0.650\t3.102\t0.887\t0.965\t0.985\t0.811\t0.368\t0.724\t0.668\n0\t1.971\t0.855\t0.367\t0.062\t-1.284\t0.873\t-0.975\t-0.945\t0.000\t0.922\t0.088\t0.865\t2.215\t1.025\t-1.606\t-1.251\t0.000\t0.987\t-0.066\t-1.730\t3.102\t0.822\t0.884\t0.986\t0.719\t0.624\t0.954\t1.118\n0\t2.475\t-1.448\t-0.413\t0.593\t-1.307\t0.890\t-0.545\t1.193\t2.173\t0.741\t-1.699\t0.980\t0.000\t0.614\t-0.074\t-1.439\t2.548\t0.477\t-0.576\t-0.653\t0.000\t0.881\t0.856\t1.210\t0.968\t0.676\t1.024\t0.865\n1\t0.939\t-0.172\t1.040\t0.513\t1.625\t1.879\t0.740\t-1.057\t0.000\t1.489\t-0.058\t0.641\t2.215\t0.848\t0.914\t0.063\t0.000\t0.919\t0.074\t-0.271\t0.000\t0.744\t1.445\t0.994\t0.913\t0.625\t1.322\t1.195\n1\t1.530\t0.627\t1.239\t0.681\t-1.076\t0.681\t-0.039\t-0.386\t2.173\t0.470\t0.094\t0.035\t0.000\t0.452\t1.011\t-0.274\t0.000\t0.971\t-0.738\t1.140\t3.102\t0.607\t0.655\t1.231\t1.063\t0.924\t0.820\t0.664\n1\t0.729\t0.312\t0.462\t1.264\t1.574\t1.043\t-0.424\t-1.411\t0.000\t1.822\t-0.677\t0.286\t2.215\t0.552\t-0.622\t-0.767\t0.000\t0.864\t-0.678\t1.218\t3.102\t0.868\t0.718\t1.121\t1.283\t0.846\t0.929\t0.891\n1\t0.879\t0.320\t-0.376\t2.413\t-0.045\t2.062\t-0.411\t1.571\t0.000\t1.145\t0.065\t-0.994\t2.215\t1.274\t-0.835\t-0.179\t0.000\t2.082\t-0.950\t-1.092\t3.102\t0.950\t1.329\t0.994\t1.210\t0.902\t1.353\t1.574\n1\t0.669\t0.353\t-1.717\t0.385\t-1.529\t0.786\t0.237\t0.715\t2.173\t0.652\t2.350\t-1.499\t0.000\t1.169\t0.929\t-0.239\t1.274\t1.153\t1.550\t-0.582\t0.000\t0.890\t0.946\t0.984\t0.941\t1.025\t1.024\t1.148\n0\t1.539\t-0.825\t-1.022\t0.991\t-0.049\t1.007\t0.232\t0.363\t2.173\t0.778\t0.959\t0.655\t0.000\t1.578\t-0.855\t-1.510\t1.274\t1.366\t0.533\t1.276\t0.000\t0.975\t0.989\t1.316\t1.338\t1.840\t1.142\t1.011\n1\t2.168\t0.073\t-0.688\t0.725\t-0.384\t1.384\t1.738\t0.897\t0.000\t1.365\t0.620\t0.905\t2.215\t0.614\t0.677\t-0.853\t1.274\t0.715\t-0.493\t-1.424\t0.000\t0.676\t0.960\t0.998\t0.513\t0.974\t0.922\t0.810\n1\t1.896\t-0.414\t-0.963\t0.636\t0.168\t1.093\t0.303\t0.748\t2.173\t0.290\t-0.549\t-1.624\t2.215\t0.332\t0.902\t1.217\t0.000\t0.544\t0.131\t-0.511\t0.000\t0.510\t0.645\t1.297\t0.680\t0.791\t0.895\t0.694\n1\t0.855\t-1.294\t0.416\t1.312\t1.036\t0.257\t-2.689\t-0.308\t0.000\t0.920\t-1.012\t-0.838\t2.215\t0.568\t1.189\t-0.558\t0.000\t0.543\t-1.191\t1.299\t0.000\t0.688\t0.758\t0.995\t1.534\t1.142\t1.158\t0.954\n1\t4.335\t-0.902\t-0.530\t0.835\t-1.042\t0.836\t-1.622\t1.248\t0.000\t1.913\t-0.266\t0.005\t2.215\t4.189\t1.139\t1.302\t0.000\t1.276\t-0.454\t-0.891\t0.000\t0.822\t1.007\t1.172\t0.755\t0.774\t0.945\t0.807\n0\t0.656\t0.761\t-1.076\t0.990\t-0.311\t0.513\t-1.057\t0.361\t0.000\t0.794\t0.382\t1.265\t2.215\t1.490\t-0.942\t-0.820\t2.548\t0.754\t-0.484\t1.629\t0.000\t0.894\t0.932\t0.990\t1.005\t1.421\t1.246\t1.129\n0\t2.683\t-0.605\t0.494\t0.890\t-0.386\t1.066\t-0.617\t-0.904\t2.173\t0.939\t0.447\t0.950\t2.215\t1.416\t-0.399\t-1.565\t0.000\t1.330\t-1.534\t1.240\t0.000\t1.067\t0.832\t1.524\t1.198\t1.687\t1.216\t1.095\n1\t0.565\t-0.095\t0.713\t0.188\t-1.350\t0.733\t-1.734\t-0.394\t0.000\t0.755\t-0.288\t-1.514\t2.215\t0.799\t-1.464\t1.537\t2.548\t1.071\t-0.961\t0.253\t0.000\t0.850\t0.913\t0.985\t0.736\t0.661\t0.800\t0.695\n1\t0.621\t-1.016\t0.577\t0.776\t-0.343\t0.619\t0.017\t1.555\t0.000\t0.560\t1.141\t-0.607\t2.215\t1.421\t-0.690\t-1.669\t0.000\t1.291\t-0.424\t0.013\t3.102\t0.776\t1.069\t0.993\t0.798\t0.832\t0.896\t0.798\n0\t1.013\t-0.552\t1.710\t0.265\t-0.847\t0.588\t1.633\t1.525\t1.087\t0.975\t-0.568\t0.404\t2.215\t1.554\t0.756\t-0.158\t0.000\t1.127\t0.070\t-1.269\t0.000\t1.350\t1.276\t0.990\t1.616\t1.789\t1.246\t1.156\n0\t2.391\t-1.293\t0.948\t1.210\t0.949\t1.694\t-0.775\t-0.618\t2.173\t0.754\t-1.064\t-1.365\t1.107\t0.359\t-0.875\t-1.729\t0.000\t0.637\t0.448\t0.233\t0.000\t0.675\t1.017\t0.996\t1.130\t1.068\t1.480\t1.157\n1\t0.948\t-0.014\t0.759\t0.496\t-1.070\t0.728\t0.192\t-0.249\t1.087\t0.995\t0.341\t-0.718\t0.000\t1.259\t-0.109\t1.494\t0.000\t0.670\t0.740\t1.408\t1.551\t1.617\t0.975\t0.988\t0.770\t0.782\t0.777\t0.699\n0\t0.950\t-1.377\t1.522\t1.153\t0.926\t0.463\t-0.557\t-0.747\t0.000\t0.866\t0.338\t-1.272\t1.107\t0.635\t-2.558\t-0.132\t0.000\t1.089\t-0.297\t0.784\t3.102\t1.301\t1.048\t0.984\t1.088\t0.899\t0.988\t0.897\n1\t0.529\t-0.590\t-0.818\t1.141\t1.610\t0.849\t0.508\t0.943\t0.000\t1.363\t-0.856\t-0.392\t2.215\t0.734\t-0.058\t1.704\t0.000\t0.747\t0.771\t-0.168\t3.102\t0.989\t0.835\t0.984\t1.085\t0.957\t1.006\t0.871\n1\t0.865\t-0.429\t-0.818\t0.711\t0.995\t0.885\t-0.933\t-0.535\t0.000\t0.687\t-2.766\t0.626\t0.000\t2.097\t-1.141\t1.208\t2.548\t1.836\t0.759\t-0.514\t0.000\t0.841\t0.931\t1.084\t0.985\t0.854\t0.914\t0.792\n0\t2.584\t-0.257\t-0.364\t2.446\t-0.585\t1.610\t0.245\t1.426\t2.173\t0.801\t-0.660\t1.577\t0.000\t0.482\t-1.194\t1.077\t0.000\t0.539\t0.287\t0.313\t3.102\t0.516\t0.953\t1.000\t0.700\t0.833\t1.426\t1.217\n1\t0.626\t1.159\t-0.123\t1.036\t-1.551\t0.809\t0.047\t0.559\t0.000\t0.826\t-0.442\t1.379\t2.215\t0.758\t0.461\t-1.064\t2.548\t0.590\t1.088\t-1.052\t0.000\t1.264\t0.946\t1.071\t1.037\t0.798\t0.738\t0.752\n1\t0.685\t0.490\t0.258\t2.455\t0.996\t1.325\t1.383\t-1.287\t0.000\t0.740\t2.909\t1.030\t0.000\t1.233\t0.078\t-0.595\t2.548\t1.876\t0.885\t-0.234\t3.102\t2.610\t1.936\t1.109\t1.200\t0.698\t1.478\t1.467\n1\t1.567\t0.410\t-0.444\t0.838\t0.329\t0.804\t-2.841\t-0.263\t0.000\t1.123\t-0.900\t-1.702\t2.215\t1.271\t-0.449\t1.271\t0.000\t1.168\t0.468\t1.398\t1.551\t3.238\t2.198\t1.020\t0.882\t0.914\t1.662\t1.689\n0\t0.983\t1.151\t-0.541\t1.881\t-1.054\t0.766\t0.843\t1.393\t2.173\t0.876\t2.034\t0.671\t0.000\t0.931\t1.825\t0.212\t0.000\t1.074\t0.867\t-1.294\t0.000\t0.908\t1.005\t0.981\t0.906\t0.452\t0.823\t0.794\n1\t0.749\t-0.875\t-1.195\t0.766\t-0.553\t0.394\t1.605\t0.657\t0.000\t0.879\t-0.696\t1.599\t2.215\t0.811\t-0.739\t0.055\t2.548\t1.469\t-1.674\t0.157\t0.000\t0.816\t1.087\t0.983\t0.899\t0.884\t0.896\t1.080\n0\t0.697\t0.026\t-1.442\t0.788\t0.333\t0.893\t-0.052\t0.780\t0.000\t1.273\t0.831\t-1.102\t2.215\t0.696\t-0.198\t-0.021\t0.000\t1.165\t-0.198\t1.723\t0.000\t0.945\t0.850\t1.026\t0.909\t0.570\t0.903\t0.766\n0\t1.791\t-0.412\t1.684\t0.433\t0.714\t0.749\t-0.996\t-0.356\t1.087\t0.330\t1.009\t0.025\t2.215\t0.539\t-0.604\t1.012\t0.000\t0.429\t-0.283\t-1.057\t0.000\t0.515\t0.657\t0.989\t0.806\t0.919\t0.837\t0.647\n1\t0.880\t-1.111\t-1.408\t2.535\t-1.146\t1.650\t2.276\t0.851\t0.000\t1.416\t-1.525\t-0.564\t0.000\t1.318\t0.221\t0.246\t2.548\t0.906\t-0.210\t1.615\t3.102\t1.712\t1.206\t0.987\t1.966\t0.816\t1.292\t1.182\n0\t1.210\t0.383\t-1.246\t0.442\t-1.513\t0.971\t-0.784\t0.149\t1.087\t1.459\t-0.110\t1.579\t2.215\t0.592\t-0.193\t-0.015\t0.000\t0.932\t-0.639\t-0.294\t0.000\t0.916\t1.085\t0.993\t1.196\t1.788\t1.045\t0.890\n1\t1.166\t0.383\t-0.953\t0.770\t-0.463\t1.174\t1.892\t0.787\t0.000\t1.117\t-0.070\t-0.848\t2.215\t1.190\t1.062\t1.516\t0.000\t0.919\t1.712\t-0.028\t0.000\t1.071\t0.958\t0.980\t0.771\t0.548\t1.222\t1.051\n0\t0.662\t0.429\t1.475\t1.126\t0.524\t1.216\t0.360\t-1.648\t1.087\t1.672\t0.175\t0.058\t2.215\t0.735\t-0.270\t-1.222\t0.000\t0.488\t0.375\t0.582\t0.000\t0.706\t0.899\t0.989\t1.065\t2.106\t1.136\t0.894\n1\t1.842\t-1.461\t0.324\t0.521\t-1.223\t0.971\t-0.175\t1.405\t2.173\t0.540\t-0.776\t-1.251\t0.000\t0.760\t0.386\t-0.453\t2.548\t0.868\t0.281\t-1.269\t0.000\t0.535\t0.790\t1.336\t1.140\t1.113\t1.085\t0.911\n0\t1.781\t0.188\t1.399\t0.115\t0.478\t0.706\t0.339\t-0.364\t2.173\t0.883\t0.814\t0.372\t2.215\t0.694\t1.483\t-1.025\t0.000\t1.101\t1.350\t0.928\t0.000\t0.931\t1.001\t0.983\t1.035\t0.772\t0.897\t0.898\n1\t1.542\t0.725\t-1.055\t0.750\t0.365\t1.171\t1.251\t1.177\t2.173\t1.266\t-0.753\t-0.372\t0.000\t0.615\t0.711\t0.725\t0.000\t1.246\t1.012\t-1.536\t3.102\t0.788\t0.900\t1.428\t0.838\t0.820\t0.878\t0.761\n1\t1.283\t-1.669\t0.700\t0.582\t-0.312\t1.563\t1.064\t-1.179\t0.000\t2.011\t-0.751\t0.245\t2.215\t1.446\t-1.420\t-1.636\t0.000\t1.081\t-1.181\t1.058\t0.000\t0.908\t0.720\t0.986\t0.894\t0.831\t0.959\t0.830\n1\t1.462\t-0.491\t1.483\t0.307\t-1.384\t0.931\t-1.114\t-1.440\t0.000\t1.163\t0.044\t0.734\t2.215\t1.423\t-1.297\t-0.229\t0.000\t1.308\t-0.330\t-0.400\t3.102\t0.961\t0.936\t0.986\t0.997\t0.982\t0.867\t0.826\n1\t0.705\t-1.570\t0.177\t1.320\t0.677\t0.990\t-0.449\t-1.302\t0.000\t0.498\t0.136\t0.772\t1.107\t0.751\t-0.535\t-0.324\t0.000\t0.685\t-0.037\t-1.726\t0.000\t0.785\t0.637\t0.991\t1.543\t0.443\t1.153\t0.967\n1\t1.210\t-1.128\t-0.022\t0.570\t-1.092\t0.738\t-1.743\t1.661\t0.000\t0.603\t-1.304\t1.010\t0.000\t1.044\t-0.185\t-0.078\t2.548\t0.883\t-0.846\t-1.243\t3.102\t0.841\t0.700\t0.987\t0.728\t0.706\t0.782\t0.729\n1\t1.165\t-0.590\t1.582\t0.222\t-0.160\t0.930\t-1.602\t-0.033\t0.000\t1.069\t-0.254\t0.951\t1.107\t1.406\t-0.435\t-1.094\t2.548\t1.433\t-1.433\t-1.366\t0.000\t1.646\t1.404\t0.990\t0.782\t1.263\t1.175\t0.959\n1\t1.449\t1.070\t0.521\t0.371\t1.673\t2.089\t-0.175\t-0.979\t0.000\t2.539\t0.602\t0.127\t2.215\t2.081\t-0.017\t-1.639\t0.000\t1.040\t1.750\t1.238\t0.000\t0.935\t0.767\t0.982\t1.070\t0.915\t1.183\t1.015\n1\t0.717\t-0.863\t1.272\t1.338\t-0.299\t0.845\t-0.658\t0.194\t0.000\t1.566\t0.017\t-1.366\t2.215\t0.439\t-1.509\t0.879\t0.000\t0.841\t-0.450\t1.129\t3.102\t0.851\t0.660\t1.340\t1.258\t0.858\t0.927\t0.857\n0\t0.837\t-0.180\t1.222\t0.715\t-1.527\t0.643\t-0.963\t-0.231\t2.173\t0.678\t-2.048\t0.504\t0.000\t1.049\t-0.427\t-0.928\t2.548\t0.375\t-2.198\t1.707\t0.000\t0.607\t1.020\t0.990\t1.125\t0.656\t0.814\t0.950\n1\t1.432\t-0.539\t-0.390\t0.872\t0.266\t1.837\t-0.474\t1.632\t0.000\t1.443\t-0.817\t0.128\t0.000\t1.037\t0.585\t-0.899\t2.548\t0.887\t-0.981\t0.743\t0.000\t0.816\t0.914\t0.985\t0.851\t0.646\t0.876\t0.774\n0\t0.371\t-1.945\t-1.516\t1.786\t-1.677\t0.495\t1.134\t0.234\t1.087\t0.884\t0.065\t0.222\t0.000\t0.611\t0.361\t1.535\t1.274\t0.737\t-0.802\t0.224\t0.000\t0.598\t0.664\t0.975\t0.662\t0.684\t0.899\t0.745\n0\t0.510\t-0.044\t0.945\t0.957\t-0.555\t0.859\t0.636\t0.131\t1.087\t0.792\t-0.678\t-1.614\t0.000\t0.586\t-1.731\t1.503\t0.000\t0.462\t0.642\t-1.662\t3.102\t0.750\t0.694\t0.989\t0.716\t0.668\t0.957\t0.824\n1\t0.731\t0.709\t-1.671\t1.584\t0.953\t0.627\t2.045\t-1.655\t0.000\t1.078\t-0.650\t-0.547\t0.000\t0.685\t-0.592\t0.772\t0.000\t1.178\t0.537\t-0.631\t3.102\t1.223\t0.969\t1.045\t0.649\t0.283\t0.613\t0.791\n0\t1.076\t0.028\t0.125\t1.631\t-0.604\t0.931\t0.793\t1.415\t0.000\t1.008\t0.624\t-1.311\t0.000\t1.294\t1.626\t0.248\t0.000\t1.117\t0.707\t1.128\t1.551\t1.311\t0.867\t1.120\t0.911\t0.566\t0.762\t0.871\n1\t0.785\t-1.019\t0.790\t0.688\t-1.245\t0.669\t-2.245\t-1.196\t0.000\t0.560\t-0.492\t-0.182\t2.215\t1.150\t-0.404\t1.195\t2.548\t0.745\t-1.913\t0.074\t0.000\t0.982\t1.033\t0.988\t0.653\t0.808\t0.911\t0.772\n1\t0.680\t0.577\t0.657\t0.565\t-0.732\t0.987\t1.558\t1.467\t0.000\t0.910\t-0.330\t-0.488\t0.000\t0.750\t0.910\t0.481\t2.548\t0.982\t0.541\t-1.308\t3.102\t0.544\t0.791\t0.984\t0.637\t0.666\t0.609\t0.626\n0\t1.612\t0.907\t-0.118\t1.128\t0.649\t0.525\t-1.080\t-1.293\t0.000\t0.386\t-1.181\t0.488\t0.000\t2.023\t-0.913\t1.520\t2.548\t1.865\t0.752\t-0.686\t3.102\t0.957\t0.878\t1.192\t0.937\t2.127\t1.493\t1.302\n0\t1.324\t0.518\t-1.578\t0.692\t-0.548\t0.973\t0.664\t-0.698\t0.000\t1.513\t-0.837\t0.978\t0.000\t1.712\t-0.406\t0.401\t2.548\t1.711\t-0.303\t-0.530\t0.000\t0.972\t0.829\t1.062\t1.201\t1.117\t0.910\t0.822\n0\t0.952\t-1.832\t0.426\t1.383\t1.005\t0.655\t1.308\t-0.956\t0.000\t0.503\t-0.889\t-0.591\t1.107\t0.277\t1.172\t1.346\t0.000\t0.759\t1.305\t-1.325\t0.000\t0.974\t0.676\t0.985\t1.044\t0.617\t0.837\t0.857\n1\t1.674\t0.081\t-1.698\t1.277\t-1.290\t0.903\t0.286\t0.439\t2.173\t0.641\t0.513\t1.006\t0.000\t1.194\t-0.183\t-0.444\t2.548\t0.431\t0.327\t-0.186\t0.000\t0.604\t0.753\t0.978\t1.386\t0.978\t1.029\t0.833\n0\t1.436\t0.264\t-0.970\t1.420\t-0.439\t1.127\t-0.676\t0.638\t2.173\t1.465\t-0.458\t1.314\t2.215\t0.629\t-1.381\t-1.115\t0.000\t0.377\t0.698\t-0.052\t0.000\t0.903\t1.000\t0.988\t1.641\t1.099\t1.355\t1.086\n0\t1.763\t1.187\t0.443\t0.876\t0.808\t0.564\t-0.542\t-1.087\t0.000\t0.703\t0.665\t-1.075\t2.215\t0.799\t1.860\t1.442\t0.000\t0.586\t-2.287\t-0.446\t0.000\t1.079\t0.913\t0.991\t1.029\t0.717\t0.739\t0.812\n1\t0.951\t-0.172\t0.304\t0.352\t0.219\t1.295\t-0.804\t0.925\t2.173\t1.121\t-0.104\t-0.956\t0.000\t1.316\t-0.407\t-0.269\t0.000\t1.345\t-2.407\t-1.548\t0.000\t0.904\t0.980\t0.989\t0.873\t0.951\t0.867\t0.782\n0\t1.690\t1.438\t0.949\t0.772\t-1.109\t0.720\t1.100\t0.316\t1.087\t0.717\t-1.314\t-1.479\t2.215\t0.553\t-1.301\t-0.125\t0.000\t0.915\t-0.059\t-1.219\t0.000\t0.881\t0.807\t1.520\t1.002\t1.966\t1.437\t1.233\n0\t1.552\t0.228\t0.776\t1.065\t-1.439\t0.885\t0.266\t-1.087\t2.173\t1.055\t-0.966\t1.285\t0.000\t0.881\t-0.021\t-0.509\t0.000\t1.628\t-0.524\t0.302\t3.102\t0.826\t1.113\t1.623\t1.170\t1.343\t0.984\t0.922\n1\t0.730\t0.076\t-0.712\t0.749\t1.059\t0.626\t0.958\t0.557\t1.087\t0.663\t-0.371\t1.699\t0.000\t0.785\t-1.320\t-1.239\t2.548\t1.186\t-0.283\t0.285\t0.000\t1.105\t1.040\t1.024\t0.813\t1.593\t0.902\t0.761\n1\t0.562\t0.301\t-1.472\t0.944\t-0.477\t1.072\t0.134\t-1.675\t0.000\t1.040\t0.045\t-0.025\t0.000\t1.083\t-0.337\t-0.560\t0.000\t0.955\t1.001\t0.855\t3.102\t0.968\t0.935\t0.984\t0.894\t1.024\t0.759\t0.709\n1\t0.667\t-0.357\t-1.584\t1.287\t-0.108\t1.336\t0.390\t-0.162\t2.173\t1.069\t0.453\t1.255\t2.215\t1.344\t0.321\t-1.683\t0.000\t0.588\t1.082\t-1.729\t0.000\t0.484\t0.578\t1.247\t1.018\t1.684\t1.022\t0.942\n1\t0.934\t0.111\t-1.263\t2.339\t1.684\t0.759\t1.012\t-0.094\t2.173\t1.016\t-0.570\t-0.576\t0.000\t0.911\t0.696\t0.805\t0.000\t1.817\t2.067\t0.498\t0.000\t0.958\t1.122\t0.985\t0.746\t0.420\t0.897\t0.874\n0\t0.463\t0.022\t-1.153\t0.431\t-0.343\t0.612\t-1.019\t-0.760\t0.000\t1.267\t-0.497\t0.817\t2.215\t1.331\t0.114\t-0.745\t0.000\t2.139\t0.837\t1.193\t0.000\t0.990\t0.927\t0.984\t1.293\t0.680\t0.923\t0.939\n0\t0.610\t-0.721\t0.047\t1.126\t0.749\t0.809\t0.640\t0.567\t1.087\t0.703\t1.973\t0.077\t0.000\t1.261\t-0.972\t-1.063\t0.000\t1.639\t-1.359\t-1.232\t0.000\t0.787\t0.881\t0.993\t0.981\t1.326\t0.937\t0.881\n1\t1.468\t0.169\t0.736\t0.469\t1.395\t0.628\t-0.368\t-1.245\t2.173\t1.108\t-0.791\t1.408\t2.215\t1.204\t-0.358\t-0.170\t0.000\t0.588\t-0.948\t-0.524\t0.000\t1.009\t0.908\t0.988\t1.031\t0.881\t0.876\t0.898\n1\t0.380\t1.267\t1.541\t0.874\t0.535\t0.950\t-0.452\t1.424\t2.173\t1.049\t-2.570\t-1.208\t0.000\t1.162\t-0.563\t0.083\t0.000\t0.815\t-0.269\t-0.378\t0.000\t1.057\t0.836\t0.988\t2.190\t0.355\t1.564\t1.363\n1\t1.131\t-0.147\t0.081\t2.441\t-1.303\t1.351\t-0.135\t-0.277\t2.173\t0.607\t0.242\t1.464\t0.000\t1.307\t0.486\t0.137\t2.548\t2.348\t-0.362\t1.247\t0.000\t0.988\t1.726\t2.182\t1.525\t0.826\t1.352\t1.312\n0\t0.518\t2.315\t0.329\t1.341\t-1.002\t1.079\t0.369\t0.688\t0.000\t0.643\t0.470\t-1.616\t0.000\t0.734\t1.039\t-0.324\t2.548\t0.863\t0.178\t-0.994\t3.102\t0.742\t0.831\t1.076\t0.991\t0.452\t0.694\t0.875\n0\t1.107\t1.540\t-1.021\t0.954\t-0.132\t0.880\t0.266\t-1.645\t0.000\t1.130\t0.018\t-0.303\t0.000\t0.966\t1.813\t1.514\t0.000\t2.144\t2.210\t0.483\t0.000\t0.816\t0.776\t1.023\t0.717\t0.523\t0.722\t0.775\n0\t2.144\t-0.219\t-1.342\t0.564\t-1.422\t0.759\t0.172\t0.152\t2.173\t1.137\t-0.799\t-0.749\t2.215\t1.417\t-0.633\t0.593\t0.000\t2.100\t0.169\t0.967\t0.000\t1.084\t0.984\t0.999\t1.002\t1.221\t1.034\t1.091\n1\t1.197\t-0.081\t0.919\t0.618\t-0.264\t0.433\t-1.525\t0.096\t2.173\t0.618\t-0.334\t-0.438\t0.000\t0.632\t-0.709\t1.717\t2.548\t1.101\t-2.163\t-1.515\t0.000\t0.813\t0.821\t1.043\t0.688\t0.696\t0.625\t0.593\n1\t1.061\t-0.736\t1.441\t0.997\t0.986\t1.499\t-0.812\t-0.800\t2.173\t0.569\t-0.875\t0.247\t2.215\t0.916\t0.182\t0.750\t0.000\t0.448\t-0.348\t-1.589\t0.000\t0.646\t1.264\t0.997\t0.748\t1.102\t1.033\t0.900\n1\t0.796\t2.221\t1.734\t0.569\t0.178\t0.432\t0.667\t0.774\t2.173\t0.356\t0.846\t-1.658\t0.000\t0.576\t0.075\t1.243\t0.000\t1.217\t-0.336\t-0.537\t3.102\t0.449\t0.686\t0.991\t0.735\t0.833\t0.823\t0.679\n1\t0.586\t-1.090\t-0.937\t1.280\t0.093\t1.070\t-0.254\t-1.575\t0.000\t0.740\t-1.108\t1.684\t0.000\t0.939\t0.358\t0.158\t1.274\t1.243\t-0.716\t-0.168\t0.000\t0.944\t0.821\t0.988\t0.960\t0.821\t0.848\t0.895\n0\t0.953\t-0.957\t0.828\t1.468\t1.565\t0.998\t-0.700\t-0.762\t2.173\t0.474\t-0.139\t0.643\t0.000\t0.426\t-0.026\t-0.852\t0.000\t0.810\t0.079\t0.122\t3.102\t0.673\t0.808\t1.011\t0.822\t0.785\t0.877\t0.722\n0\t1.127\t1.349\t-0.949\t1.410\t-0.310\t0.641\t-0.372\t1.146\t1.087\t0.442\t2.154\t0.874\t0.000\t1.092\t0.622\t1.157\t0.000\t1.001\t0.087\t-0.881\t3.102\t0.939\t0.999\t0.985\t1.408\t0.845\t0.935\t0.925\n1\t0.571\t-0.457\t-1.127\t1.556\t-0.934\t0.586\t0.263\t1.002\t0.000\t0.785\t0.834\t-1.295\t0.000\t0.699\t-0.105\t0.709\t2.548\t1.227\t1.004\t1.116\t3.102\t0.860\t0.821\t0.992\t0.887\t0.562\t0.747\t0.742\n1\t1.883\t-0.760\t1.158\t1.173\t1.232\t0.765\t-1.050\t-0.035\t2.173\t1.043\t-0.192\t-0.977\t2.215\t0.648\t-0.252\t1.740\t0.000\t0.871\t-0.488\t-0.458\t0.000\t0.771\t0.810\t0.991\t1.391\t1.147\t1.126\t0.902\n1\t0.609\t-0.069\t-1.094\t0.776\t0.386\t1.228\t-0.194\t0.991\t0.000\t1.191\t-0.244\t-0.561\t1.107\t1.030\t1.151\t-1.008\t0.000\t1.297\t-0.224\t0.443\t0.000\t0.919\t0.697\t0.990\t0.772\t0.577\t0.856\t0.752\n0\t0.805\t1.150\t1.305\t1.911\t0.250\t0.471\t-1.387\t1.229\t0.000\t0.545\t-1.035\t-0.475\t2.215\t0.600\t-0.439\t-1.436\t2.548\t1.271\t1.168\t-0.627\t0.000\t0.907\t0.885\t1.399\t1.137\t0.497\t1.029\t1.465\n0\t0.640\t0.104\t-1.140\t1.011\t1.345\t0.592\t0.328\t-0.640\t2.173\t0.910\t-1.596\t0.378\t2.215\t0.384\t0.133\t0.787\t0.000\t0.865\t-0.529\t-0.620\t0.000\t0.658\t0.784\t0.988\t0.845\t1.514\t0.929\t0.731\n1\t0.462\t0.106\t-0.497\t0.753\t-0.976\t0.819\t1.280\t0.529\t0.000\t1.223\t1.442\t-1.138\t2.215\t0.528\t1.678\t0.819\t0.000\t1.265\t0.419\t1.570\t3.102\t0.449\t0.833\t0.985\t0.659\t0.924\t0.855\t0.766\n1\t1.193\t-0.881\t-0.713\t0.668\t1.275\t2.249\t1.337\t0.157\t0.000\t1.605\t-0.887\t1.577\t1.107\t0.660\t-0.415\t-1.709\t2.548\t2.670\t-1.459\t1.743\t0.000\t0.672\t1.197\t1.207\t0.679\t0.319\t0.738\t0.692\n0\t1.116\t1.277\t0.465\t0.612\t-1.667\t0.891\t0.205\t1.204\t2.173\t0.766\t1.342\t-0.306\t2.215\t0.514\t-0.063\t-1.553\t0.000\t1.328\t0.772\t-0.698\t0.000\t0.792\t1.010\t1.076\t0.751\t1.409\t0.835\t0.764\n0\t0.566\t-0.800\t-0.360\t1.095\t1.021\t0.571\t0.507\t-1.188\t2.173\t0.518\t-1.229\t-1.066\t0.000\t0.839\t0.201\t0.979\t1.274\t0.405\t-1.411\t0.356\t0.000\t0.586\t0.874\t1.033\t0.677\t0.809\t0.708\t0.661\n0\t0.654\t-0.280\t-1.240\t1.077\t-0.091\t0.792\t0.294\t0.708\t2.173\t0.412\t-0.304\t1.168\t0.000\t0.541\t0.954\t1.561\t2.548\t0.793\t1.879\t-1.109\t0.000\t1.407\t0.813\t1.000\t0.903\t0.647\t0.710\t0.766\n0\t0.780\t-0.675\t1.168\t0.783\t-1.458\t1.448\t-0.427\t0.471\t1.087\t0.770\t0.130\t-1.340\t0.000\t0.678\t-1.095\t-1.018\t0.000\t1.022\t-1.272\t-0.559\t0.000\t0.858\t0.514\t0.987\t1.255\t0.714\t0.869\t0.837\n1\t0.651\t-0.058\t-0.599\t1.620\t0.657\t1.273\t-1.425\t-0.619\t0.000\t1.827\t-0.251\t0.944\t2.215\t3.026\t2.116\t-1.487\t0.000\t1.516\t-0.575\t-0.180\t0.000\t0.886\t1.854\t1.287\t0.963\t0.858\t1.446\t1.203\n1\t0.998\t0.385\t-0.033\t1.496\t1.038\t0.935\t1.078\t1.641\t2.173\t0.683\t0.925\t0.017\t2.215\t1.047\t0.565\t-0.977\t0.000\t0.876\t-2.352\t-0.508\t0.000\t0.497\t0.773\t1.392\t0.846\t1.172\t0.883\t0.805\n0\t1.818\t1.089\t1.715\t1.050\t-0.959\t2.660\t0.985\t0.185\t2.173\t2.121\t0.205\t-1.620\t1.107\t0.620\t0.966\t0.474\t0.000\t0.857\t1.063\t-0.285\t0.000\t0.516\t1.318\t1.280\t2.142\t3.762\t1.971\t1.439\n1\t1.116\t0.725\t0.711\t1.180\t1.478\t1.636\t-2.434\t0.743\t0.000\t1.676\t2.760\t-1.144\t0.000\t0.990\t0.595\t-1.250\t0.000\t2.721\t0.667\t-0.725\t3.102\t0.700\t0.636\t1.014\t0.843\t0.451\t0.848\t0.696\n1\t0.488\t0.183\t-1.314\t1.377\t-0.839\t1.020\t0.497\t1.353\t2.173\t1.009\t-0.135\t-0.349\t0.000\t0.720\t0.280\t0.475\t2.548\t0.483\t0.630\t-1.636\t0.000\t0.934\t1.218\t0.990\t0.864\t0.767\t0.870\t0.835\n0\t0.963\t0.638\t1.729\t0.933\t0.178\t1.512\t-0.013\t-0.216\t2.173\t2.022\t0.660\t1.005\t2.215\t0.805\t0.215\t-0.809\t0.000\t1.309\t-0.408\t1.688\t0.000\t0.976\t1.275\t1.293\t1.019\t2.466\t1.348\t1.111\n1\t1.042\t-0.348\t-0.758\t1.613\t-1.110\t1.710\t-0.231\t-0.539\t2.173\t1.172\t-0.332\t1.671\t1.107\t0.596\t-2.224\t0.319\t0.000\t1.442\t2.169\t0.928\t0.000\t0.930\t1.995\t0.999\t1.087\t1.904\t2.008\t1.918\n0\t0.408\t-2.071\t1.086\t1.695\t0.551\t0.520\t-2.288\t-1.098\t0.000\t0.653\t-0.978\t-1.530\t2.215\t0.623\t-1.358\t-0.614\t2.548\t0.658\t-2.475\t-0.044\t0.000\t0.787\t0.879\t0.979\t0.762\t0.525\t0.660\t0.747\n0\t1.003\t0.687\t-1.158\t0.648\t0.335\t1.169\t0.570\t0.912\t1.087\t1.743\t-0.246\t-0.998\t2.215\t0.345\t2.216\t0.807\t0.000\t0.553\t-0.369\t0.554\t0.000\t0.965\t0.847\t1.088\t1.015\t2.261\t1.201\t0.983\n0\t0.950\t-0.796\t0.636\t0.391\t-1.445\t0.262\t1.049\t-1.691\t0.000\t0.740\t-0.349\t-0.902\t2.215\t1.093\t1.759\t0.988\t0.000\t1.162\t1.066\t-0.425\t3.102\t0.771\t0.813\t0.988\t0.743\t0.841\t0.857\t0.862\n1\t1.089\t-0.397\t-1.419\t0.292\t0.574\t1.074\t-0.134\t1.248\t0.000\t0.926\t-0.930\t-1.088\t1.107\t2.335\t0.291\t0.078\t0.000\t1.343\t-1.071\t-0.056\t0.000\t1.760\t1.430\t0.983\t0.746\t0.563\t1.071\t0.910\n1\t0.302\t1.168\t0.252\t0.226\t0.045\t0.722\t-0.160\t-0.810\t2.173\t0.751\t-2.118\t1.693\t0.000\t0.544\t-1.115\t0.888\t0.000\t1.003\t0.038\t0.725\t3.102\t0.812\t0.986\t0.984\t0.745\t0.889\t0.915\t0.789\n1\t0.652\t0.543\t-1.645\t0.683\t0.227\t0.712\t-0.044\t1.111\t2.173\t0.948\t1.066\t-0.356\t0.000\t0.927\t1.266\t-1.276\t0.000\t0.785\t0.993\t0.411\t0.000\t0.944\t1.058\t0.986\t0.568\t0.737\t0.724\t0.642\n1\t1.559\t0.828\t-1.298\t1.116\t-0.771\t0.923\t0.179\t0.519\t2.173\t0.798\t-0.285\t-0.051\t2.215\t2.043\t0.635\t1.316\t0.000\t0.597\t0.107\t0.879\t0.000\t0.713\t0.746\t0.979\t1.015\t0.690\t0.974\t0.801\n0\t0.451\t1.024\t-1.245\t0.855\t0.187\t0.461\t0.596\t0.217\t2.173\t0.689\t0.160\t-1.070\t0.000\t1.022\t0.988\t1.031\t0.000\t0.826\t-1.129\t-1.409\t1.551\t1.006\t1.009\t0.991\t0.723\t0.989\t0.981\t0.863\n0\t1.579\t0.002\t-1.705\t0.922\t1.466\t0.838\t-0.732\t0.980\t2.173\t1.163\t-0.666\t-0.354\t0.000\t1.051\t-1.594\t-0.423\t0.000\t1.539\t-0.131\t0.212\t3.102\t0.952\t0.972\t0.987\t1.113\t0.845\t0.928\t1.150\n1\t0.809\t-0.003\t0.685\t0.716\t-1.615\t0.763\t-0.973\t-1.510\t0.000\t1.279\t0.281\t0.131\t2.215\t0.856\t-0.457\t-0.792\t2.548\t0.680\t-0.836\t1.116\t0.000\t0.770\t0.727\t0.988\t0.915\t0.938\t0.905\t0.777\n0\t0.595\t1.803\t0.639\t0.851\t-0.324\t0.872\t-0.593\t0.349\t2.173\t0.891\t-0.767\t-1.686\t0.000\t1.360\t1.389\t-1.475\t2.548\t0.639\t-0.289\t-0.446\t0.000\t0.910\t1.059\t0.979\t0.889\t2.196\t1.241\t1.098\n0\t0.775\t0.764\t-1.566\t0.592\t1.375\t1.671\t-0.304\t-0.108\t2.173\t1.266\t-0.480\t1.463\t2.215\t0.785\t-1.017\t-0.154\t0.000\t0.886\t0.808\t0.761\t0.000\t0.873\t0.962\t0.991\t1.371\t2.123\t1.172\t0.959\n1\t0.544\t-1.350\t-0.754\t0.636\t0.688\t1.030\t-1.729\t0.976\t0.000\t1.353\t-0.723\t-0.407\t2.215\t1.588\t0.296\t-1.119\t0.000\t0.981\t-0.656\t0.865\t3.102\t0.769\t0.606\t0.988\t1.053\t0.948\t0.939\t0.837\n0\t1.037\t0.854\t0.339\t0.543\t0.675\t1.020\t0.228\t1.326\t2.173\t0.529\t-0.171\t-0.546\t0.000\t0.470\t0.172\t0.575\t0.000\t0.968\t-1.496\t-1.171\t0.000\t0.977\t1.221\t0.989\t1.214\t1.363\t1.034\t1.150\n1\t0.669\t-0.383\t-1.047\t0.892\t0.760\t1.403\t-1.426\t-1.164\t0.000\t1.645\t-1.142\t0.322\t2.215\t0.390\t-0.969\t-0.689\t0.000\t0.408\t0.074\t0.606\t0.000\t0.912\t0.690\t1.069\t0.972\t0.307\t0.755\t0.685\n0\t0.552\t1.123\t0.951\t1.039\t-1.464\t0.667\t0.616\t0.033\t2.173\t0.576\t0.449\t1.545\t0.000\t1.125\t1.337\t0.336\t0.000\t1.127\t-0.101\t-1.002\t3.102\t1.272\t0.967\t0.990\t0.966\t0.816\t0.836\t0.797\n1\t0.933\t-0.060\t-1.544\t0.469\t-0.324\t1.087\t-1.162\t0.156\t2.173\t1.023\t-1.258\t-1.330\t0.000\t0.733\t-0.558\t1.640\t0.000\t1.179\t-0.261\t0.827\t3.102\t0.754\t0.896\t0.985\t1.039\t0.863\t0.916\t0.800\n1\t0.648\t0.439\t0.041\t1.678\t0.075\t0.943\t0.638\t-0.162\t0.000\t0.774\t0.645\t1.562\t2.215\t1.878\t-2.326\t1.112\t0.000\t0.857\t-0.085\t-1.281\t0.000\t0.588\t0.798\t1.007\t1.556\t0.979\t1.139\t0.996\n0\t1.038\t-1.641\t0.223\t0.790\t-0.829\t1.051\t1.667\t1.001\t0.000\t0.937\t0.075\t-0.693\t0.000\t0.521\t1.437\t0.175\t0.000\t0.743\t-0.313\t-1.107\t3.102\t0.906\t1.031\t1.018\t0.715\t0.328\t0.826\t1.448\n1\t1.106\t0.303\t-0.341\t1.223\t-0.646\t0.469\t-0.722\t1.392\t0.000\t1.034\t-0.496\t0.599\t1.107\t1.321\t0.236\t1.545\t2.548\t0.371\t-0.723\t-0.797\t0.000\t0.588\t0.677\t0.996\t1.128\t1.056\t0.942\t0.773\n1\t0.299\t0.479\t1.727\t1.487\t1.049\t1.138\t-0.706\t-0.896\t0.000\t0.886\t-1.420\t-1.493\t0.000\t1.033\t0.265\t0.616\t2.548\t1.431\t-1.125\t0.675\t0.000\t1.363\t1.149\t0.981\t0.942\t0.733\t1.075\t1.601\n0\t0.907\t0.334\t-0.775\t0.580\t-1.343\t0.339\t0.326\t0.912\t0.000\t0.690\t2.388\t0.191\t0.000\t0.878\t0.636\t1.686\t2.548\t0.453\t1.925\t-0.183\t0.000\t0.855\t0.695\t0.986\t0.562\t0.219\t0.503\t0.591\n1\t0.558\t0.003\t1.133\t1.205\t0.211\t0.695\t-1.330\t0.741\t1.087\t1.294\t-0.261\t-1.009\t2.215\t0.388\t-0.428\t-0.165\t0.000\t1.152\t0.337\t1.688\t0.000\t0.881\t1.172\t0.990\t1.224\t1.602\t1.251\t1.090\n1\t0.696\t0.696\t0.731\t0.731\t-1.701\t1.863\t0.404\t-0.606\t2.173\t2.216\t0.396\t0.907\t0.000\t0.865\t1.314\t1.335\t0.000\t0.806\t1.042\t-0.025\t0.000\t0.871\t0.753\t0.992\t1.298\t0.788\t0.895\t0.843\n1\t0.440\t-0.663\t0.928\t1.982\t-0.061\t0.484\t0.416\t-1.585\t2.173\t1.092\t1.215\t1.643\t1.107\t0.512\t1.192\t0.099\t0.000\t0.416\t0.329\t1.392\t0.000\t0.526\t0.644\t1.006\t1.067\t0.519\t1.164\t0.895\n1\t1.078\t0.892\t0.670\t1.059\t-0.855\t0.948\t1.322\t-1.627\t2.173\t1.076\t1.386\t0.246\t0.000\t0.837\t0.249\t0.669\t0.000\t1.508\t0.025\t-1.268\t1.551\t0.836\t0.914\t1.451\t1.094\t0.974\t0.858\t0.788\n1\t1.242\t0.567\t-0.166\t1.531\t1.725\t0.626\t1.722\t-0.065\t0.000\t0.978\t0.245\t1.551\t2.215\t0.365\t0.165\t0.746\t0.000\t0.683\t-0.294\t-0.744\t3.102\t0.936\t0.855\t1.893\t1.110\t0.687\t0.782\t0.822\n1\t0.538\t1.149\t1.727\t0.914\t1.430\t0.532\t-0.276\t0.474\t0.000\t0.610\t-0.806\t-0.154\t0.000\t1.149\t0.860\t-0.788\t2.548\t0.721\t1.107\t-0.643\t3.102\t0.732\t0.885\t0.984\t0.915\t0.162\t0.736\t0.758\n1\t1.693\t0.392\t1.691\t1.251\t1.241\t1.189\t0.564\t-0.424\t2.173\t0.647\t0.382\t0.145\t0.000\t0.443\t-2.715\t-1.276\t0.000\t0.615\t0.647\t0.578\t3.102\t2.285\t1.470\t1.001\t1.530\t0.717\t1.326\t1.373\n0\t0.917\t-0.250\t0.669\t0.803\t1.350\t1.759\t-2.767\t-0.384\t0.000\t0.872\t-0.621\t1.370\t0.000\t1.085\t-0.883\t-1.464\t1.274\t1.234\t-0.208\t-1.544\t3.102\t1.104\t0.949\t0.992\t0.783\t0.331\t0.660\t0.634\n1\t1.305\t1.039\t1.573\t1.512\t-1.052\t0.812\t0.768\t0.675\t2.173\t0.775\t1.466\t-0.012\t2.215\t0.637\t0.386\t-0.719\t0.000\t0.454\t1.074\t0.389\t0.000\t0.564\t0.690\t1.365\t1.095\t0.807\t0.948\t0.746\n1\t0.911\t0.276\t-0.320\t1.795\t-0.442\t0.603\t0.832\t1.302\t0.000\t0.613\t-0.271\t0.813\t2.215\t0.752\t-0.004\t1.535\t2.548\t0.517\t1.076\t-1.603\t0.000\t0.783\t0.635\t0.976\t0.954\t0.448\t0.750\t0.757\n1\t0.686\t-0.500\t0.939\t1.350\t-1.333\t0.745\t-0.845\t-0.527\t2.173\t0.846\t1.423\t-1.663\t0.000\t0.998\t-1.130\t0.519\t2.548\t0.946\t1.231\t0.935\t0.000\t0.941\t1.519\t1.185\t0.933\t0.894\t1.173\t1.002\n0\t1.154\t-0.132\t-1.172\t1.205\t-0.379\t0.479\t-1.096\t-0.309\t2.173\t1.043\t-0.651\t0.596\t1.107\t0.975\t-0.205\t1.443\t0.000\t0.816\t-1.059\t1.388\t0.000\t1.048\t0.959\t1.072\t1.092\t0.791\t0.781\t0.764\n1\t0.895\t-1.061\t0.742\t0.840\t-1.061\t1.095\t0.918\t-0.389\t2.173\t0.839\t0.630\t-1.238\t0.000\t0.934\t0.439\t-1.651\t0.000\t0.673\t0.306\t0.526\t1.551\t0.715\t1.312\t1.200\t0.758\t0.715\t1.035\t0.956\n1\t1.776\t1.181\t-1.527\t0.775\t-1.263\t0.720\t-0.094\t-0.055\t2.173\t0.604\t0.422\t0.387\t0.000\t0.604\t1.440\t0.657\t2.548\t0.448\t1.799\t1.255\t0.000\t0.815\t0.870\t0.984\t0.858\t0.915\t0.924\t0.795\n1\t0.999\t-2.310\t0.531\t0.385\t-0.514\t0.448\t1.585\t-1.032\t0.000\t0.688\t-0.803\t-1.696\t0.000\t0.773\t-0.943\t0.955\t0.000\t0.621\t-2.074\t1.410\t0.000\t0.843\t0.813\t0.979\t0.653\t0.223\t0.535\t0.582\n1\t0.879\t1.530\t-0.715\t0.825\t0.221\t0.556\t1.070\t1.175\t2.173\t0.480\t1.791\t0.360\t0.000\t1.072\t0.322\t-1.236\t2.548\t0.379\t-1.707\t-1.581\t0.000\t1.984\t1.301\t0.986\t0.890\t0.868\t0.910\t0.978\n1\t2.368\t0.796\t0.542\t1.064\t1.237\t0.410\t1.171\t-1.301\t0.000\t0.462\t-0.457\t1.680\t0.000\t1.201\t0.601\t-0.696\t2.548\t0.616\t-0.965\t-1.238\t3.102\t0.945\t0.820\t1.291\t1.188\t0.750\t0.978\t0.874\n1\t1.663\t-0.508\t0.134\t0.601\t0.287\t0.795\t-0.459\t1.634\t0.000\t1.157\t0.111\t-0.902\t2.215\t0.776\t0.324\t0.912\t2.548\t0.449\t0.664\t-1.671\t0.000\t0.631\t0.923\t1.002\t0.701\t1.013\t0.797\t0.802\n0\t0.413\t0.203\t1.624\t1.527\t1.027\t0.677\t-0.037\t-0.241\t2.173\t1.438\t0.046\t-1.649\t2.215\t1.186\t1.332\t-0.158\t0.000\t0.626\t1.445\t-0.770\t0.000\t0.923\t0.949\t0.983\t1.040\t1.387\t0.999\t1.078\n1\t1.084\t0.762\t1.222\t0.897\t-1.221\t0.584\t0.973\t0.305\t0.000\t0.424\t-0.638\t-0.397\t0.000\t0.739\t0.724\t-0.945\t2.548\t1.455\t0.211\t-0.150\t0.000\t0.886\t0.859\t1.104\t0.672\t0.797\t0.789\t0.882\n1\t0.952\t-0.757\t1.033\t0.522\t-0.883\t0.821\t-0.303\t1.364\t2.173\t0.752\t-0.788\t-0.168\t0.000\t1.113\t0.237\t-0.274\t0.000\t0.976\t-1.176\t-1.303\t3.102\t0.799\t0.935\t0.987\t0.686\t0.842\t0.872\t0.742\n1\t1.502\t1.209\t0.702\t0.759\t1.018\t0.895\t1.605\t-0.734\t0.000\t0.429\t0.898\t1.597\t0.000\t0.429\t2.044\t-1.154\t0.000\t0.453\t2.215\t0.697\t0.000\t1.074\t0.777\t0.983\t0.613\t0.241\t0.480\t0.681\n0\t0.510\t-0.845\t-0.825\t0.923\t1.316\t0.627\t0.712\t0.285\t2.173\t0.923\t-1.091\t-1.590\t2.215\t0.531\t-2.126\t-0.594\t0.000\t0.983\t-0.569\t0.180\t0.000\t0.896\t0.926\t0.987\t0.875\t1.622\t1.032\t0.863\n0\t0.937\t0.030\t-0.446\t0.814\t1.215\t0.240\t0.395\t1.715\t0.000\t0.525\t-0.233\t1.012\t2.215\t0.735\t0.064\t0.077\t2.548\t1.730\t-0.389\t-0.968\t0.000\t0.838\t0.707\t1.207\t0.692\t0.503\t0.514\t0.522\n1\t1.154\t-0.586\t-0.910\t1.279\t-0.295\t1.508\t-0.209\t1.276\t2.173\t0.619\t-0.247\t0.484\t0.000\t0.289\t2.100\t-0.482\t0.000\t0.553\t-0.039\t-0.364\t3.102\t1.186\t0.709\t0.984\t1.547\t0.965\t0.977\t0.926\n1\t1.046\t-0.419\t-0.646\t0.379\t-0.816\t0.884\t-0.646\t1.732\t0.000\t2.073\t-1.193\t-0.000\t0.000\t1.723\t-0.541\t1.309\t2.548\t0.396\t-2.305\t-0.722\t0.000\t1.230\t1.440\t0.988\t1.139\t0.682\t1.164\t1.099\n0\t1.434\t-0.903\t-0.793\t0.328\t0.160\t0.625\t-0.750\t-1.657\t0.000\t0.810\t-0.641\t1.026\t2.215\t0.901\t0.306\t0.206\t2.548\t0.445\t-0.961\t-0.075\t0.000\t0.813\t0.902\t0.988\t0.900\t0.772\t0.714\t0.667\n0\t1.759\t1.471\t-1.264\t1.191\t1.650\t0.904\t-0.670\t0.183\t2.173\t0.427\t1.040\t0.708\t2.215\t0.819\t-1.790\t-0.173\t0.000\t0.375\t-1.798\t1.201\t0.000\t0.581\t0.807\t0.988\t0.815\t0.996\t1.383\t1.565\n0\t1.088\t-0.611\t1.523\t0.421\t-0.635\t1.282\t0.556\t-1.466\t2.173\t1.269\t-0.915\t-0.515\t0.000\t2.838\t-0.261\t0.369\t2.548\t0.996\t-0.471\t1.077\t0.000\t0.872\t0.920\t0.993\t1.208\t2.586\t1.363\t1.051\n0\t3.865\t-1.225\t-0.169\t0.486\t0.408\t2.683\t-0.363\t1.606\t1.087\t1.958\t-1.265\t0.264\t2.215\t1.240\t-2.103\t-1.370\t0.000\t0.837\t-0.928\t-1.044\t0.000\t0.784\t1.563\t0.989\t2.964\t3.554\t2.220\t1.832\n0\t0.928\t0.878\t-0.710\t2.000\t-0.880\t0.622\t-0.708\t1.700\t2.173\t1.604\t-0.162\t0.867\t0.000\t0.733\t-0.312\t0.269\t1.274\t0.526\t1.809\t1.632\t0.000\t1.113\t1.023\t0.976\t0.885\t0.823\t0.850\t0.960\n0\t1.040\t0.987\t1.700\t1.159\t-0.835\t0.590\t-0.071\t0.455\t0.000\t0.777\t0.459\t0.033\t2.215\t0.614\t1.220\t0.784\t0.000\t1.232\t0.106\t-1.287\t3.102\t0.888\t0.942\t1.151\t0.934\t0.834\t0.690\t0.737\n0\t2.217\t-0.194\t0.202\t0.677\t-0.312\t1.576\t-0.361\t1.544\t2.173\t0.499\t-0.504\t-0.912\t2.215\t0.954\t0.392\t-0.859\t0.000\t0.374\t0.289\t-1.345\t0.000\t0.281\t1.065\t0.999\t0.800\t1.048\t1.146\t0.916\n0\t3.530\t-1.640\t-0.277\t1.379\t1.114\t3.102\t-0.125\t1.149\t1.087\t1.597\t-0.746\t1.243\t1.107\t0.826\t1.343\t-1.556\t0.000\t1.646\t-0.667\t-0.759\t0.000\t1.990\t1.895\t2.903\t3.876\t1.104\t2.520\t2.291\n1\t0.656\t-0.074\t-0.380\t0.778\t1.296\t0.957\t-0.518\t-0.730\t2.173\t0.808\t0.910\t-1.476\t0.000\t1.184\t0.268\t1.486\t0.000\t0.786\t1.260\t0.584\t0.000\t0.840\t0.850\t0.988\t0.846\t0.838\t0.894\t0.760\n1\t1.246\t0.206\t-1.344\t0.424\t-0.901\t1.368\t0.872\t1.430\t2.173\t1.848\t0.918\t-0.372\t0.000\t1.497\t0.392\t0.981\t2.548\t1.154\t-0.863\t0.132\t0.000\t1.020\t1.389\t0.984\t1.313\t0.813\t1.255\t1.152\n0\t0.607\t0.109\t1.623\t0.180\t-0.713\t0.492\t0.652\t0.752\t0.000\t1.722\t0.905\t-0.711\t2.215\t0.814\t0.403\t-1.359\t0.000\t1.841\t1.442\t0.404\t0.000\t0.934\t0.907\t0.985\t1.423\t1.404\t1.113\t1.140\n0\t0.686\t-1.481\t1.477\t1.200\t-1.048\t0.755\t-0.235\t-1.156\t2.173\t0.328\t0.687\t0.285\t0.000\t1.227\t-1.036\t0.522\t2.548\t0.487\t-0.995\t-0.596\t0.000\t0.684\t0.880\t0.988\t0.957\t1.321\t0.916\t0.831\n1\t0.899\t-0.758\t0.336\t0.892\t-1.491\t0.954\t-0.567\t-1.630\t0.000\t1.337\t-0.688\t0.071\t2.215\t1.042\t-0.162\t-0.929\t2.548\t0.810\t-0.912\t1.466\t0.000\t1.103\t0.837\t1.237\t0.928\t1.039\t0.878\t0.787\n1\t1.036\t1.431\t-0.434\t0.735\t-1.208\t0.853\t-0.021\t0.667\t2.173\t0.657\t0.803\t-1.566\t0.000\t0.813\t0.116\t-0.345\t0.000\t0.803\t1.398\t1.111\t0.000\t1.077\t1.105\t0.986\t0.465\t0.651\t0.733\t0.685\n0\t1.920\t-0.262\t-0.501\t0.125\t-1.455\t1.435\t1.362\t0.847\t0.000\t0.709\t-0.778\t-1.399\t0.000\t0.803\t1.271\t-0.271\t1.274\t0.543\t1.654\t1.534\t0.000\t0.886\t0.980\t0.985\t0.768\t0.448\t0.714\t1.073\n1\t0.935\t-0.677\t1.227\t1.685\t0.671\t1.040\t1.335\t-0.993\t1.087\t0.531\t1.327\t1.499\t0.000\t1.149\t0.405\t-0.811\t0.000\t0.990\t0.792\t0.209\t3.102\t0.915\t0.868\t0.986\t0.828\t0.973\t1.213\t0.983\n1\t0.289\t-1.962\t-0.349\t0.403\t-0.806\t1.102\t-0.800\t0.764\t2.173\t0.793\t-1.894\t-1.180\t0.000\t0.611\t-0.043\t-1.295\t2.548\t0.590\t-0.553\t0.267\t0.000\t1.056\t0.843\t0.978\t0.976\t1.058\t0.859\t0.770\n1\t0.929\t-0.410\t-1.322\t0.358\t0.787\t0.907\t-0.861\t1.236\t2.173\t1.703\t1.927\t-0.007\t0.000\t0.589\t-2.041\t-0.842\t0.000\t1.586\t-1.496\t-1.547\t0.000\t0.676\t1.083\t0.991\t0.591\t0.601\t0.731\t0.779\n0\t0.604\t-0.716\t-0.886\t0.424\t0.105\t0.489\t-0.521\t-0.287\t2.173\t0.617\t-0.564\t0.672\t1.107\t1.298\t-1.322\t1.363\t0.000\t0.868\t-1.460\t-1.005\t0.000\t1.006\t1.013\t0.982\t0.710\t0.615\t0.708\t0.738\n0\t1.520\t0.177\t-0.041\t0.385\t-1.280\t0.763\t-0.247\t-1.729\t0.000\t1.466\t-0.945\t0.210\t2.215\t0.832\t-0.771\t-1.434\t0.000\t1.637\t-1.318\t1.574\t3.102\t0.576\t0.761\t0.986\t0.943\t1.387\t1.006\t0.971\n1\t1.015\t0.441\t0.518\t0.486\t-0.352\t0.638\t-1.062\t1.286\t2.173\t0.600\t0.017\t-0.315\t0.000\t1.295\t-0.793\t-1.104\t1.274\t0.554\t0.676\t0.687\t0.000\t0.665\t0.964\t0.987\t0.947\t0.951\t0.808\t0.722\n1\t0.930\t-0.507\t-0.821\t1.348\t1.604\t0.279\t-0.406\t-0.183\t0.000\t0.620\t0.573\t-0.425\t2.215\t0.952\t0.460\t1.508\t1.274\t0.958\t-1.824\t0.475\t0.000\t0.912\t1.111\t1.267\t0.839\t0.805\t0.898\t0.846\n0\t1.520\t-0.439\t1.458\t0.798\t1.134\t0.687\t-0.530\t-0.491\t0.000\t0.494\t0.426\t0.417\t2.215\t0.316\t1.026\t-0.442\t2.548\t0.606\t0.683\t0.074\t0.000\t0.866\t0.694\t0.986\t0.731\t0.329\t0.565\t0.661\n1\t0.802\t-0.480\t0.089\t0.713\t1.225\t2.125\t0.779\t0.466\t0.000\t2.200\t0.875\t-1.341\t2.215\t1.891\t0.187\t-1.631\t2.548\t1.643\t1.121\t-0.408\t0.000\t0.889\t1.109\t0.991\t0.931\t0.951\t0.994\t0.924\n0\t0.547\t-1.312\t-0.111\t1.370\t1.409\t1.299\t2.403\t-0.697\t0.000\t1.469\t0.111\t-1.584\t2.215\t2.116\t0.956\t0.545\t0.000\t0.945\t0.363\t0.680\t3.102\t3.481\t2.120\t1.175\t1.273\t0.964\t1.864\t2.242\n0\t0.485\t0.296\t1.047\t0.483\t0.932\t0.500\t-0.995\t-0.115\t2.173\t0.750\t0.038\t-1.036\t2.215\t0.655\t1.879\t-1.513\t0.000\t0.578\t0.760\t-1.625\t0.000\t0.697\t0.729\t0.987\t0.874\t0.827\t0.685\t0.607\n0\t0.806\t-0.819\t-0.676\t0.840\t-1.487\t1.184\t-0.611\t-0.043\t2.173\t1.369\t-0.494\t1.612\t2.215\t1.187\t-0.002\t0.484\t0.000\t0.483\t-0.102\t1.476\t0.000\t0.653\t0.913\t0.989\t1.132\t1.870\t1.092\t0.940\n0\t0.819\t0.204\t0.528\t0.681\t0.399\t0.364\t-0.645\t-0.344\t1.087\t1.127\t-0.122\t-0.919\t2.215\t0.855\t-0.996\t1.038\t0.000\t1.343\t-0.409\t-1.585\t0.000\t0.904\t1.033\t0.990\t0.902\t0.530\t0.859\t0.903\n1\t0.808\t0.326\t-1.705\t0.460\t0.211\t0.703\t-0.672\t0.739\t2.173\t0.907\t0.208\t-0.624\t0.000\t1.145\t-0.488\t-1.145\t0.000\t0.995\t-0.784\t0.255\t0.000\t0.927\t0.718\t0.989\t0.740\t0.531\t0.760\t0.669\n1\t0.794\t-1.488\t-0.678\t0.386\t-0.735\t0.667\t0.554\t1.703\t2.173\t0.698\t0.322\t0.659\t0.000\t0.555\t-0.807\t0.380\t0.000\t0.616\t-0.439\t1.695\t3.102\t0.662\t0.928\t0.979\t0.584\t0.387\t0.652\t0.665\n1\t0.299\t1.251\t-1.641\t0.713\t-0.331\t0.875\t-0.458\t-1.640\t0.000\t1.323\t-0.835\t0.371\t0.000\t0.711\t-1.060\t1.310\t2.548\t1.053\t-0.014\t-0.401\t3.102\t2.266\t1.302\t0.991\t0.546\t0.773\t0.889\t0.779\n1\t0.770\t0.238\t-1.724\t0.857\t-0.297\t1.253\t-0.041\t0.474\t1.087\t1.185\t1.875\t1.483\t0.000\t1.244\t-0.300\t-0.849\t0.000\t1.078\t0.390\t-0.298\t1.551\t0.632\t0.565\t1.080\t1.016\t0.850\t0.877\t0.765\n1\t0.729\t-0.410\t-0.092\t0.613\t-1.276\t1.212\t0.098\t1.722\t2.173\t0.845\t0.853\t0.273\t0.000\t0.736\t0.321\t-0.329\t0.000\t0.539\t-0.419\t0.514\t3.102\t0.703\t0.553\t0.993\t0.951\t0.803\t0.840\t0.733\n1\t1.380\t1.749\t1.237\t0.261\t-0.646\t1.317\t0.820\t0.146\t2.173\t1.013\t2.789\t-1.036\t0.000\t0.890\t1.811\t-1.211\t0.000\t0.919\t0.822\t1.088\t1.551\t0.702\t1.069\t0.992\t1.161\t0.878\t1.293\t1.062\n0\t1.212\t-0.170\t-0.364\t0.344\t-0.602\t0.649\t-1.609\t0.900\t0.000\t1.054\t-0.528\t-0.579\t2.215\t1.369\t-0.245\t-1.438\t0.000\t2.053\t0.221\t0.656\t3.102\t1.092\t1.030\t0.986\t1.039\t1.313\t0.977\t0.859\n0\t2.060\t0.441\t0.342\t0.723\t-0.460\t1.045\t0.925\t-1.156\t0.000\t1.269\t-0.149\t0.971\t2.215\t0.617\t0.134\t-1.540\t0.000\t0.745\t-0.585\t-0.977\t3.102\t0.761\t0.753\t1.117\t1.061\t0.897\t0.920\t0.955\n1\t0.897\t2.121\t0.592\t1.129\t1.328\t1.486\t0.322\t-1.045\t0.000\t1.498\t1.112\t0.683\t1.107\t0.730\t-1.578\t-1.656\t0.000\t0.646\t-1.104\t-0.347\t3.102\t1.277\t1.218\t0.984\t0.790\t1.568\t1.331\t1.300\n1\t0.911\t1.825\t1.033\t0.276\t0.217\t0.779\t0.936\t-0.498\t0.000\t0.897\t0.972\t-1.069\t0.000\t1.146\t1.040\t1.347\t2.548\t1.413\t0.870\t0.427\t1.551\t0.875\t1.004\t0.999\t0.625\t0.719\t0.818\t0.741\n0\t0.568\t0.545\t-1.368\t3.152\t-0.728\t1.429\t0.490\t0.741\t2.173\t0.530\t0.157\t0.252\t0.000\t1.888\t1.186\t1.644\t0.000\t1.628\t1.345\t-0.333\t3.102\t0.962\t1.251\t1.012\t1.860\t1.635\t1.343\t1.246\n0\t0.495\t-0.522\t0.831\t0.778\t-1.338\t0.416\t-1.958\t-0.059\t0.000\t0.588\t0.936\t-1.432\t1.107\t0.561\t0.428\t-0.195\t1.274\t0.465\t1.257\t0.828\t0.000\t1.922\t1.177\t0.986\t1.067\t0.568\t0.925\t0.873\n1\t2.287\t-0.206\t-0.855\t1.496\t0.296\t1.100\t0.074\t0.650\t0.000\t0.942\t0.181\t-1.407\t0.000\t0.991\t-0.509\t1.578\t2.548\t0.374\t-0.678\t-1.486\t0.000\t1.023\t0.933\t2.208\t1.345\t1.049\t0.985\t0.934\n1\t0.487\t1.476\t-0.178\t0.848\t-1.075\t0.872\t0.103\t0.873\t0.000\t1.173\t0.796\t-0.840\t2.215\t1.040\t0.547\t1.395\t0.000\t1.247\t0.393\t0.039\t3.102\t0.886\t0.907\t0.981\t0.624\t0.800\t0.918\t0.798\n1\t1.847\t-0.658\t-0.506\t0.289\t-1.092\t1.252\t-0.533\t1.050\t2.173\t0.590\t-1.709\t1.563\t0.000\t0.356\t-1.737\t-1.208\t0.000\t0.644\t-1.067\t-1.351\t3.102\t0.743\t0.921\t0.989\t0.586\t0.867\t0.917\t0.763\n1\t0.916\t-1.572\t1.325\t0.251\t-0.371\t0.624\t-1.203\t-0.810\t0.000\t1.074\t-0.130\t1.187\t2.215\t1.870\t-0.493\t0.160\t2.548\t0.854\t-1.943\t-1.216\t0.000\t0.768\t1.293\t0.992\t0.778\t1.242\t1.104\t0.905\n1\t0.632\t1.011\t-1.116\t1.253\t1.276\t0.877\t0.580\t0.117\t2.173\t1.001\t0.446\t-0.349\t0.000\t1.070\t0.747\t-1.429\t2.548\t1.088\t-0.787\t1.509\t0.000\t1.703\t1.239\t1.028\t1.034\t1.196\t0.965\t0.906\n1\t0.496\t-0.645\t-0.882\t0.955\t1.070\t0.602\t0.041\t-1.731\t0.000\t1.136\t-0.089\t-0.037\t2.215\t0.682\t1.005\t0.572\t2.548\t0.638\t0.757\t-1.152\t0.000\t0.916\t1.059\t0.986\t0.949\t0.768\t0.880\t0.814\n0\t1.619\t0.557\t-1.233\t1.899\t-0.925\t2.482\t0.130\t0.869\t1.087\t1.486\t0.724\t-0.510\t2.215\t0.758\t0.402\t-0.067\t0.000\t0.550\t1.708\t-1.484\t0.000\t0.933\t0.821\t0.976\t2.565\t2.818\t1.887\t1.428\n1\t0.610\t-1.762\t-0.635\t0.832\t0.164\t0.988\t-0.941\t1.129\t0.000\t0.933\t-0.445\t-0.569\t2.215\t0.874\t0.405\t-1.210\t0.000\t0.700\t2.340\t-0.587\t0.000\t1.158\t0.946\t0.996\t0.661\t0.712\t0.628\t0.639\n0\t0.951\t1.868\t-0.565\t1.429\t-1.374\t1.180\t0.888\t0.859\t2.173\t0.590\t-0.433\t0.306\t2.215\t0.705\t0.993\t-1.305\t0.000\t0.960\t1.256\t0.216\t0.000\t0.910\t1.003\t1.075\t1.473\t1.065\t1.261\t0.995\n0\t1.031\t0.730\t0.885\t1.183\t-0.781\t0.457\t1.358\t-0.144\t2.173\t0.907\t0.032\t-1.634\t2.215\t0.618\t0.518\t-0.807\t0.000\t0.673\t1.537\t1.003\t0.000\t0.860\t0.852\t1.527\t0.875\t1.147\t0.810\t0.694\n1\t0.801\t-0.320\t-0.450\t0.124\t-1.296\t0.862\t0.546\t0.511\t1.087\t1.553\t0.375\t1.646\t0.000\t1.094\t0.281\t0.029\t0.000\t0.956\t1.089\t1.405\t3.102\t0.861\t0.879\t0.993\t0.728\t0.785\t0.690\t0.643\n1\t0.748\t1.009\t-0.466\t1.164\t1.214\t0.684\t1.051\t1.639\t2.173\t0.649\t0.309\t0.300\t0.000\t0.696\t-0.611\t-0.612\t1.274\t0.600\t-2.133\t0.054\t0.000\t1.630\t1.009\t1.290\t0.807\t1.141\t1.121\t1.083\n1\t1.193\t-1.403\t-0.085\t0.816\t-1.139\t0.949\t-0.738\t0.008\t2.173\t1.086\t-1.325\t-1.530\t0.000\t1.686\t-2.134\t0.954\t0.000\t0.816\t-0.341\t-0.807\t3.102\t1.944\t1.422\t1.111\t0.870\t0.643\t1.204\t1.008\n1\t1.839\t-1.074\t1.122\t0.806\t1.498\t1.029\t-1.038\t-0.306\t2.173\t0.822\t1.729\t-0.471\t0.000\t1.135\t-0.985\t-1.399\t0.000\t1.271\t-1.652\t0.831\t0.000\t1.349\t0.839\t1.001\t1.404\t0.705\t0.919\t0.855\n1\t1.063\t1.222\t0.546\t1.183\t1.151\t1.248\t-0.357\t0.025\t0.000\t1.352\t0.337\t-1.118\t2.215\t0.570\t0.225\t1.504\t2.548\t0.389\t1.878\t0.147\t0.000\t1.827\t1.229\t0.981\t1.259\t0.657\t1.032\t1.005\n1\t1.111\t-1.797\t0.036\t0.529\t-0.940\t0.751\t-1.832\t0.580\t0.000\t0.509\t-1.418\t1.428\t2.215\t1.410\t-0.030\t-1.366\t2.548\t0.694\t-0.463\t1.197\t0.000\t0.961\t0.685\t0.986\t1.125\t0.874\t0.877\t0.822\n1\t0.436\t1.636\t1.156\t0.631\t-0.584\t0.744\t0.446\t1.137\t1.087\t0.955\t0.376\t-1.404\t1.107\t0.816\t0.640\t-0.252\t0.000\t0.622\t0.678\t0.130\t0.000\t0.558\t0.922\t0.981\t0.762\t0.933\t0.806\t0.689\n1\t1.699\t0.749\t0.180\t0.391\t1.545\t0.379\t-1.137\t-0.713\t2.173\t1.090\t0.368\t-1.426\t2.215\t0.672\t-0.754\t0.404\t0.000\t0.488\t-0.996\t1.387\t0.000\t0.503\t0.933\t1.064\t1.051\t0.976\t0.902\t0.789\n1\t0.712\t1.437\t-0.315\t0.527\t-1.501\t0.490\t-1.566\t-0.437\t1.087\t0.450\t-0.086\t0.472\t0.000\t0.632\t-0.536\t1.711\t2.548\t0.972\t0.194\t1.352\t0.000\t0.630\t0.962\t0.992\t1.195\t0.740\t1.485\t1.142\n1\t1.067\t0.978\t0.296\t0.821\t1.644\t1.242\t0.979\t1.709\t2.173\t0.908\t0.877\t-0.734\t0.000\t0.726\t1.093\t0.830\t2.548\t1.254\t-0.110\t-0.301\t0.000\t0.919\t0.947\t1.216\t1.010\t0.853\t0.951\t0.848\n1\t2.015\t-0.442\t-0.686\t0.868\t0.486\t0.329\t1.213\t-1.220\t0.000\t1.093\t0.182\t1.307\t2.215\t0.429\t-0.187\t0.882\t0.000\t0.395\t0.669\t-0.501\t0.000\t0.828\t0.740\t1.596\t0.855\t0.595\t0.861\t0.756\n1\t0.369\t-1.946\t-1.683\t0.662\t0.100\t0.696\t-1.520\t-0.623\t0.000\t1.639\t-0.705\t1.190\t0.000\t1.087\t-2.389\t-0.667\t0.000\t1.033\t-0.630\t-1.279\t3.102\t0.897\t0.920\t0.980\t0.587\t0.720\t0.815\t0.735\n1\t1.133\t0.679\t-1.641\t1.875\t-1.571\t1.967\t1.177\t0.287\t0.000\t0.867\t2.400\t1.151\t0.000\t1.338\t-0.202\t-1.070\t2.548\t1.564\t-1.309\t-0.843\t3.102\t1.791\t1.956\t1.001\t1.346\t0.836\t1.803\t1.601\n1\t1.279\t-0.508\t-1.397\t0.827\t-0.518\t0.955\t-0.014\t-0.854\t1.087\t0.733\t-1.671\t0.266\t0.000\t0.906\t-0.311\t1.592\t2.548\t0.952\t1.784\t0.625\t0.000\t0.826\t0.916\t1.015\t0.691\t0.953\t0.943\t0.818\n0\t0.593\t1.520\t0.195\t0.986\t-1.719\t0.901\t0.099\t0.068\t2.173\t0.869\t1.364\t-0.191\t0.000\t1.478\t-0.479\t1.319\t2.548\t1.914\t-0.832\t-1.567\t0.000\t0.769\t1.118\t1.047\t1.300\t1.376\t1.167\t1.046\n1\t0.806\t0.343\t0.691\t1.028\t-1.710\t0.876\t-0.303\t0.237\t2.173\t0.912\t1.447\t-0.795\t0.000\t0.597\t-0.293\t-1.563\t1.274\t0.397\t0.279\t-1.466\t0.000\t0.653\t0.749\t1.047\t0.979\t0.900\t0.866\t0.789\n1\t0.645\t-1.552\t0.848\t0.814\t-0.964\t1.174\t-1.072\t-1.720\t2.173\t1.398\t-0.661\t-1.308\t2.215\t2.026\t-0.015\t0.443\t0.000\t2.718\t0.270\t-0.077\t0.000\t0.935\t1.633\t1.002\t0.872\t0.784\t1.289\t1.105\n1\t0.862\t-0.460\t0.781\t1.114\t-0.301\t0.960\t-0.170\t-1.666\t0.000\t1.435\t-1.251\t0.024\t2.215\t0.969\t-1.776\t1.203\t0.000\t0.823\t-0.013\t-0.717\t3.102\t1.978\t1.305\t1.123\t0.867\t0.902\t1.168\t0.998\n1\t0.799\t-0.496\t1.631\t0.505\t1.055\t2.129\t-0.470\t0.093\t0.000\t1.757\t-0.395\t-1.518\t0.000\t1.672\t0.337\t-1.476\t2.548\t1.597\t0.961\t0.797\t0.000\t0.937\t0.959\t0.980\t0.732\t0.636\t1.127\t1.001\n1\t1.883\t0.739\t-1.420\t1.654\t0.888\t0.328\t0.103\t-1.184\t0.000\t0.646\t0.844\t-0.333\t0.000\t1.210\t-0.167\t-0.383\t1.274\t1.231\t-0.634\t0.686\t3.102\t0.779\t0.938\t2.134\t1.481\t0.813\t1.119\t0.928\n0\t1.042\t-1.796\t-1.740\t0.744\t-0.539\t1.752\t1.248\t0.027\t0.000\t2.031\t-1.125\t1.676\t2.215\t0.516\t1.901\t-0.225\t0.000\t0.620\t0.533\t1.352\t3.102\t0.824\t0.944\t1.077\t1.012\t1.079\t2.281\t2.187\n1\t1.763\t1.357\t-1.215\t0.237\t-0.008\t0.816\t1.278\t0.268\t2.173\t0.394\t0.314\t0.241\t0.000\t0.540\t2.243\t1.471\t0.000\t0.847\t0.376\t1.437\t1.551\t1.109\t0.881\t0.989\t0.683\t0.854\t0.753\t0.699\n0\t1.048\t0.167\t1.301\t0.879\t-0.834\t0.753\t0.035\t-0.849\t0.000\t0.995\t-0.663\t-0.531\t0.000\t2.804\t-1.293\t1.050\t0.000\t1.763\t-0.006\t0.176\t3.102\t0.852\t0.989\t1.248\t0.719\t1.032\t0.749\t0.749\n0\t0.772\t-1.315\t0.988\t0.614\t-0.389\t1.371\t-1.362\t-0.232\t2.173\t0.884\t-2.188\t1.679\t0.000\t1.084\t-2.520\t-1.257\t0.000\t1.347\t-0.988\t1.448\t3.102\t0.815\t0.912\t0.983\t0.891\t1.442\t1.169\t0.942\n1\t0.830\t1.685\t-0.317\t1.009\t0.743\t0.922\t-0.428\t1.680\t0.000\t1.237\t0.735\t0.026\t2.215\t1.311\t1.807\t1.113\t0.000\t1.210\t1.379\t-1.370\t0.000\t0.807\t0.943\t1.035\t0.855\t0.754\t0.954\t1.042\n0\t0.438\t-0.581\t-1.598\t1.106\t0.362\t0.900\t-0.164\t-1.394\t2.173\t0.636\t0.517\t0.367\t0.000\t0.803\t0.589\t-1.005\t2.548\t0.736\t0.008\t1.362\t0.000\t0.735\t0.980\t0.989\t0.747\t0.572\t0.683\t0.647\n1\t1.208\t-1.938\t0.301\t0.617\t1.694\t0.651\t0.087\t0.301\t1.087\t0.737\t-1.155\t-1.454\t0.000\t0.841\t-0.535\t-1.140\t2.548\t0.465\t-1.413\t1.263\t0.000\t0.525\t1.045\t1.137\t0.941\t0.943\t0.948\t0.797\n0\t1.009\t0.489\t-0.344\t0.186\t1.110\t1.015\t0.395\t-1.268\t1.087\t0.755\t0.124\t0.525\t1.107\t0.407\t-0.249\t-0.562\t0.000\t0.779\t-0.857\t1.550\t0.000\t0.635\t0.807\t0.988\t0.750\t1.298\t0.814\t0.732\n0\t0.332\t-0.778\t-0.149\t1.561\t1.368\t0.991\t-0.288\t0.515\t2.173\t0.895\t-0.173\t-0.683\t1.107\t0.672\t-0.894\t-0.348\t0.000\t1.190\t-2.350\t-1.613\t0.000\t0.744\t0.926\t0.988\t0.926\t1.224\t0.836\t0.741\n1\t0.363\t1.356\t1.085\t1.256\t0.275\t1.007\t0.365\t-1.242\t0.000\t1.293\t0.655\t0.687\t2.215\t0.992\t-0.142\t-0.724\t0.000\t0.774\t1.065\t-1.575\t3.102\t0.941\t0.766\t0.986\t0.672\t0.853\t0.945\t0.859\n0\t1.176\t0.484\t-1.026\t1.331\t-1.547\t0.532\t0.422\t0.827\t2.173\t1.039\t-1.007\t1.358\t1.107\t1.281\t-0.297\t-0.239\t0.000\t1.843\t0.669\t-0.376\t0.000\t0.990\t0.872\t0.996\t1.120\t1.008\t0.909\t0.888\n1\t1.259\t-1.345\t1.469\t0.534\t-0.900\t1.459\t-2.898\t0.759\t0.000\t2.024\t-1.099\t-0.817\t1.107\t0.855\t-0.624\t1.630\t0.000\t2.036\t-0.473\t-0.282\t3.102\t3.096\t2.726\t0.990\t1.076\t0.998\t2.072\t1.571\n0\t1.235\t0.497\t-0.416\t0.199\t0.552\t0.635\t1.995\t-1.100\t0.000\t0.891\t0.123\t0.941\t1.107\t1.358\t-1.445\t0.873\t0.000\t0.998\t0.956\t-0.477\t0.000\t0.846\t0.884\t0.989\t0.847\t0.636\t0.878\t0.827\n1\t0.910\t1.750\t-0.856\t1.089\t-1.368\t0.842\t0.083\t1.142\t2.173\t0.472\t0.358\t0.473\t2.215\t0.292\t1.583\t-0.477\t0.000\t0.414\t2.071\t-0.488\t0.000\t0.914\t0.811\t0.976\t1.151\t0.543\t1.279\t1.083\n0\t2.233\t0.447\t1.075\t1.085\t-0.234\t2.101\t-0.109\t-0.154\t0.000\t1.976\t-0.249\t1.414\t1.107\t1.123\t0.113\t-0.847\t0.000\t2.001\t0.377\t-1.424\t3.102\t0.843\t0.785\t1.993\t1.519\t1.184\t1.154\t1.033\n1\t0.355\t-2.258\t-0.727\t0.916\t1.169\t1.029\t-1.102\t-0.624\t2.173\t0.416\t-2.371\t1.191\t0.000\t0.560\t-0.656\t-0.320\t0.000\t0.681\t1.521\t1.707\t0.000\t1.020\t0.995\t0.991\t0.572\t0.749\t0.660\t0.634\n0\t0.312\t1.518\t-0.017\t1.033\t1.697\t1.179\t0.583\t0.073\t2.173\t0.873\t-0.603\t-1.708\t2.215\t0.631\t-1.421\t1.234\t0.000\t0.601\t0.526\t-0.828\t0.000\t1.113\t0.799\t0.989\t1.036\t1.773\t1.041\t0.892\n0\t1.134\t0.540\t0.211\t0.764\t0.174\t1.170\t-0.832\t-1.057\t2.173\t1.225\t-0.467\t1.597\t0.000\t1.099\t0.245\t0.907\t2.548\t0.786\t-0.703\t0.014\t0.000\t1.286\t0.988\t0.983\t1.345\t1.611\t1.048\t0.962\n1\t1.043\t-0.499\t1.052\t0.746\t0.285\t0.667\t-0.071\t-1.052\t2.173\t0.662\t2.284\t-1.676\t0.000\t0.873\t-0.518\t0.084\t1.274\t1.043\t-2.102\t0.883\t0.000\t0.970\t0.943\t0.989\t0.947\t0.847\t0.902\t0.899\n1\t0.409\t1.029\t-0.046\t1.288\t0.841\t0.940\t0.643\t-1.218\t0.000\t1.298\t0.371\t0.025\t2.215\t0.804\t1.194\t-1.713\t0.000\t0.495\t-0.927\t1.021\t3.102\t0.855\t0.979\t0.987\t0.797\t0.820\t0.941\t0.859\n0\t1.599\t-0.018\t0.014\t0.778\t-1.280\t0.849\t-0.839\t1.739\t2.173\t1.350\t0.311\t-0.859\t1.107\t1.771\t-0.740\t0.658\t0.000\t0.551\t-0.125\t1.633\t0.000\t0.916\t1.015\t1.420\t0.977\t1.491\t1.081\t0.995\n0\t1.974\t-0.448\t-0.526\t1.002\t-0.852\t0.876\t-0.634\t1.166\t2.173\t0.415\t-1.481\t0.271\t2.215\t0.901\t0.037\t1.547\t0.000\t0.607\t-0.573\t0.268\t0.000\t0.804\t0.710\t0.987\t1.401\t0.759\t0.983\t0.820\n0\t1.430\t0.120\t0.450\t1.019\t-1.307\t0.893\t-0.345\t-1.481\t1.087\t1.210\t0.138\t-0.590\t2.215\t0.716\t1.340\t1.072\t0.000\t0.855\t-0.465\t1.272\t0.000\t1.047\t1.110\t1.673\t1.103\t1.165\t0.946\t0.904\n0\t1.815\t0.926\t-0.662\t0.132\t-0.394\t1.203\t1.021\t0.705\t0.000\t0.851\t0.540\t1.095\t0.000\t1.735\t0.749\t-1.074\t2.548\t0.630\t0.138\t1.638\t3.102\t0.900\t0.753\t0.979\t0.686\t0.579\t0.938\t0.915\n0\t0.841\t0.636\t1.168\t1.073\t0.417\t0.836\t0.149\t-1.182\t0.000\t0.829\t-0.105\t-1.723\t2.215\t0.891\t1.469\t0.202\t0.000\t0.968\t0.309\t-0.344\t3.102\t1.924\t1.125\t0.986\t0.824\t0.790\t0.852\t0.823\n1\t1.313\t-0.893\t-1.258\t0.920\t-0.460\t0.413\t0.123\t1.358\t0.000\t1.160\t0.363\t0.554\t2.215\t0.324\t0.818\t0.149\t2.548\t0.417\t0.767\t-0.727\t0.000\t0.684\t0.812\t1.003\t0.767\t0.289\t0.863\t0.698\n1\t0.986\t-0.412\t-1.647\t0.678\t0.520\t0.910\t-0.711\t0.528\t0.000\t1.273\t0.507\t-1.145\t2.215\t0.798\t-0.469\t-0.136\t2.548\t0.373\t-0.080\t-1.123\t0.000\t0.930\t0.668\t1.051\t0.975\t1.025\t0.889\t0.781\n1\t0.382\t-1.484\t-0.178\t0.268\t-0.258\t0.791\t0.137\t-1.506\t1.087\t1.132\t-0.921\t0.772\t2.215\t1.268\t0.047\t-0.749\t0.000\t1.064\t0.386\t0.755\t0.000\t1.279\t1.041\t0.983\t0.876\t1.466\t0.989\t0.828\n0\t1.480\t-1.407\t-1.710\t0.685\t-0.874\t0.381\t0.035\t-0.047\t2.173\t0.554\t-1.361\t0.097\t2.215\t0.509\t0.565\t1.204\t0.000\t0.724\t-0.637\t0.939\t0.000\t0.526\t0.704\t0.986\t1.012\t0.536\t0.742\t0.704\n1\t1.057\t-0.750\t-1.238\t1.709\t1.552\t0.723\t1.124\t0.143\t2.173\t0.590\t1.808\t0.371\t0.000\t0.488\t-0.659\t1.666\t0.000\t0.995\t-0.540\t-0.599\t3.102\t0.931\t1.075\t1.094\t1.717\t1.068\t1.143\t1.120\n1\t0.673\t-0.030\t-0.051\t1.008\t-1.395\t0.732\t-0.725\t0.806\t0.000\t0.882\t0.367\t-1.089\t2.215\t1.510\t0.104\t0.578\t0.000\t0.791\t-0.843\t-0.812\t3.102\t0.910\t0.978\t1.067\t0.661\t0.598\t0.895\t0.789\n0\t0.509\t2.377\t-1.043\t0.824\t1.685\t1.132\t0.635\t-0.696\t2.173\t1.184\t0.222\t0.997\t2.215\t1.313\t-0.632\t0.780\t0.000\t0.709\t0.377\t-0.125\t0.000\t1.008\t0.850\t0.997\t1.015\t1.738\t1.069\t1.045\n0\t0.674\t0.092\t0.431\t0.362\t1.076\t1.068\t0.104\t0.043\t2.173\t1.022\t-1.504\t-1.682\t0.000\t0.626\t-0.494\t0.535\t2.548\t1.326\t-1.342\t-0.858\t0.000\t1.027\t0.969\t0.986\t0.922\t0.551\t1.123\t0.919\n1\t0.557\t-0.410\t-0.034\t0.825\t0.782\t1.324\t0.211\t-0.554\t2.173\t0.481\t-0.954\t0.556\t0.000\t1.195\t-0.279\t1.252\t0.000\t1.071\t-0.192\t-1.481\t1.551\t0.792\t0.722\t0.987\t1.453\t0.976\t1.008\t0.919\n1\t0.301\t2.128\t1.126\t1.421\t0.364\t0.580\t-0.401\t-0.190\t2.173\t0.538\t0.145\t-1.080\t0.000\t1.145\t-1.000\t-1.047\t2.548\t0.936\t-2.157\t0.859\t0.000\t0.868\t0.839\t0.981\t1.411\t0.795\t0.996\t0.851\n0\t1.192\t-0.449\t-1.693\t1.264\t-1.267\t1.166\t1.036\t0.275\t0.000\t0.867\t0.355\t-0.236\t0.000\t1.510\t0.639\t1.220\t1.274\t0.895\t0.680\t-0.886\t3.102\t0.814\t1.119\t0.988\t0.665\t0.843\t0.724\t0.749\n0\t0.750\t1.800\t-1.700\t1.218\t0.896\t0.631\t-0.063\t0.765\t2.173\t0.960\t0.526\t-1.076\t2.215\t0.805\t-0.068\t0.109\t0.000\t0.411\t0.958\t-1.465\t0.000\t0.751\t0.737\t0.988\t1.041\t1.194\t0.937\t0.787\n1\t0.705\t-0.898\t1.526\t0.626\t0.688\t0.850\t0.157\t0.353\t0.000\t1.342\t0.490\t-1.238\t2.215\t0.843\t-1.412\t-0.721\t0.000\t0.681\t0.196\t1.248\t3.102\t0.678\t0.604\t0.995\t0.993\t0.686\t0.826\t0.735\n1\t0.661\t-2.283\t-0.198\t1.152\t-0.090\t1.541\t-1.150\t-1.728\t2.173\t0.944\t-1.168\t0.323\t0.000\t0.884\t-0.314\t0.595\t2.548\t0.903\t-0.209\t-1.041\t0.000\t1.127\t0.778\t0.996\t1.496\t1.399\t1.094\t0.936\n0\t2.199\t1.614\t-0.241\t1.571\t-0.502\t0.936\t-0.010\t1.277\t2.173\t0.913\t1.460\t1.511\t0.000\t0.798\t1.263\t-1.424\t2.548\t0.822\t0.400\t0.860\t0.000\t0.869\t0.968\t0.993\t0.934\t1.073\t1.298\t1.108\n1\t1.191\t0.989\t0.518\t1.176\t1.150\t0.413\t-0.268\t1.063\t0.000\t1.446\t-0.464\t-0.603\t2.215\t0.375\t-0.248\t-0.992\t2.548\t0.940\t0.615\t-1.255\t0.000\t0.966\t1.125\t0.990\t0.825\t0.281\t1.133\t0.941\n1\t1.050\t-1.317\t-0.205\t0.725\t0.486\t0.455\t-0.260\t0.756\t0.000\t1.160\t-0.952\t1.435\t1.107\t0.314\t-0.962\t0.007\t0.000\t0.669\t1.544\t-0.734\t0.000\t0.813\t1.333\t0.992\t1.220\t1.060\t1.010\t1.092\n0\t0.580\t-1.170\t0.179\t3.078\t-0.363\t1.778\t-0.790\t1.458\t1.087\t0.988\t-1.800\t1.164\t0.000\t0.672\t-0.779\t-0.365\t1.274\t0.875\t-1.647\t-0.785\t0.000\t1.193\t0.938\t0.985\t2.092\t1.358\t1.323\t1.211\n1\t1.011\t-1.861\t-0.189\t1.571\t-0.818\t1.393\t-0.656\t-1.475\t2.173\t1.303\t1.281\t0.233\t2.215\t1.160\t-2.356\t0.562\t0.000\t2.296\t-0.989\t1.227\t0.000\t0.947\t1.736\t0.989\t2.881\t3.037\t2.301\t1.989\n0\t0.720\t0.723\t-0.954\t0.482\t-0.483\t0.471\t0.969\t0.947\t2.173\t0.605\t0.106\t-1.387\t2.215\t0.400\t-0.362\t0.493\t0.000\t0.714\t0.703\t0.242\t0.000\t0.591\t0.630\t0.992\t0.815\t0.763\t0.696\t0.642\n1\t0.561\t-0.420\t1.258\t0.147\t-0.322\t0.740\t0.494\t-1.164\t0.000\t1.141\t0.799\t-0.712\t0.000\t0.679\t0.136\t0.328\t1.274\t0.663\t-1.141\t1.570\t3.102\t0.836\t0.937\t0.991\t0.754\t0.629\t0.806\t0.724\n1\t1.002\t0.494\t0.151\t1.539\t0.876\t1.007\t1.178\t-0.989\t1.087\t0.755\t0.040\t1.274\t0.000\t0.646\t2.427\t-0.058\t0.000\t1.261\t0.179\t-1.550\t3.102\t2.097\t1.403\t1.047\t1.371\t0.836\t1.051\t1.032\n1\t0.883\t0.562\t1.699\t1.298\t1.200\t1.130\t-0.247\t-0.472\t2.173\t0.774\t-0.236\t0.480\t0.000\t0.961\t0.332\t-1.219\t1.274\t0.435\t-0.170\t-1.701\t0.000\t0.698\t0.934\t0.989\t0.838\t0.905\t1.117\t0.937\n0\t0.903\t1.260\t-1.738\t0.151\t1.045\t0.684\t-0.091\t0.408\t0.000\t0.776\t-0.095\t-0.429\t2.215\t0.458\t-1.085\t0.819\t0.000\t0.377\t-2.003\t-1.166\t0.000\t0.686\t0.829\t0.991\t0.842\t0.623\t0.636\t0.686\n1\t2.631\t1.183\t0.485\t0.401\t-0.144\t0.981\t0.545\t1.675\t2.173\t1.456\t-1.294\t-1.231\t0.000\t0.747\t0.623\t-0.938\t0.000\t0.892\t0.712\t0.207\t3.102\t0.855\t1.026\t0.994\t0.488\t0.972\t0.887\t0.779\n0\t0.402\t-1.692\t0.078\t0.632\t-1.720\t0.785\t-1.067\t-0.747\t0.000\t0.898\t0.773\t0.695\t2.215\t1.291\t0.563\t1.532\t2.548\t0.542\t2.256\t0.179\t0.000\t0.893\t0.899\t0.995\t0.940\t0.790\t0.758\t0.807\n1\t0.828\t-0.961\t-0.164\t1.830\t-1.374\t1.110\t-0.991\t0.660\t1.087\t1.310\t0.073\t-1.368\t2.215\t0.786\t-1.699\t0.160\t0.000\t0.438\t1.429\t0.048\t0.000\t1.888\t1.441\t1.511\t1.143\t1.987\t1.280\t1.174\n0\t1.285\t-1.618\t-0.050\t0.488\t-1.005\t0.748\t-1.306\t-0.923\t0.000\t1.028\t1.738\t1.213\t0.000\t1.776\t1.136\t1.594\t2.548\t1.381\t-0.005\t0.220\t3.102\t4.556\t2.569\t0.988\t2.740\t1.386\t1.788\t2.032\n1\t0.982\t1.026\t0.656\t1.963\t-1.379\t0.553\t0.280\t0.942\t2.173\t0.898\t2.721\t-0.860\t0.000\t0.676\t-0.067\t-0.614\t0.000\t0.800\t-0.612\t-1.471\t3.102\t2.389\t1.892\t1.858\t1.169\t0.689\t1.346\t1.199\n1\t1.091\t1.280\t1.624\t1.175\t-1.139\t0.951\t0.962\t0.185\t2.173\t0.955\t2.604\t0.895\t0.000\t0.707\t0.810\t-1.679\t0.000\t1.522\t0.267\t-0.433\t3.102\t1.007\t1.012\t0.989\t1.234\t0.795\t0.944\t0.833\n1\t0.966\t0.273\t0.402\t1.043\t1.419\t1.141\t1.634\t1.460\t2.173\t1.050\t-0.243\t-0.726\t0.000\t1.049\t1.112\t0.145\t0.000\t0.630\t1.141\t-0.288\t3.102\t1.044\t1.177\t1.103\t0.724\t0.906\t0.847\t0.822\n0\t0.448\t1.679\t1.504\t1.756\t-0.115\t0.888\t-0.269\t-1.070\t0.000\t0.901\t-0.260\t0.855\t2.215\t0.306\t0.844\t0.935\t2.548\t0.443\t-1.456\t-1.329\t0.000\t0.804\t1.111\t1.221\t0.656\t0.356\t0.872\t1.086\n0\t0.879\t-0.948\t0.250\t0.758\t1.048\t1.244\t0.589\t-1.733\t1.087\t1.253\t-0.218\t-0.373\t0.000\t0.380\t0.778\t-0.974\t0.000\t0.706\t-0.042\t0.226\t3.102\t0.811\t0.576\t0.981\t1.862\t1.026\t1.188\t1.077\n0\t1.412\t-0.519\t0.589\t0.874\t-0.316\t0.785\t0.400\t-0.827\t0.000\t1.766\t-0.403\t1.612\t2.215\t0.455\t0.529\t-0.173\t1.274\t0.594\t1.253\t0.268\t0.000\t1.059\t0.620\t1.120\t1.295\t1.073\t0.940\t0.938\n1\t1.307\t0.127\t0.223\t0.472\t1.399\t1.694\t-2.066\t0.511\t0.000\t2.344\t0.364\t-1.028\t2.215\t2.016\t0.062\t-1.515\t2.548\t0.932\t-0.255\t1.629\t0.000\t0.659\t0.908\t0.985\t1.061\t1.043\t1.034\t0.810\n1\t0.994\t0.562\t1.612\t0.748\t0.186\t0.504\t0.049\t-0.551\t2.173\t1.022\t-0.060\t-1.419\t0.000\t0.479\t2.088\t-0.185\t0.000\t1.839\t0.059\t0.436\t3.102\t0.768\t0.965\t1.146\t0.792\t0.791\t0.793\t0.721\n0\t0.398\t0.529\t-0.313\t5.039\t-0.763\t1.475\t0.033\t0.790\t0.000\t1.848\t-0.333\t1.128\t0.000\t1.571\t1.478\t-1.056\t2.548\t2.096\t0.345\t1.138\t3.102\t1.190\t0.909\t0.982\t0.811\t1.555\t1.276\t1.516\n1\t1.436\t0.204\t0.466\t1.121\t1.171\t1.136\t0.153\t-1.441\t1.087\t1.030\t1.459\t0.235\t0.000\t1.047\t-0.051\t-0.516\t0.000\t0.736\t-0.404\t-1.238\t3.102\t0.994\t1.067\t1.043\t0.797\t0.361\t0.845\t0.823\n0\t0.423\t-0.607\t-0.638\t0.273\t1.480\t0.721\t-0.608\t0.209\t2.173\t0.977\t-0.514\t-1.727\t2.215\t0.690\t0.439\t0.899\t0.000\t0.966\t1.936\t1.378\t0.000\t1.024\t1.432\t0.988\t0.909\t1.217\t1.192\t0.957\n1\t1.279\t1.695\t0.754\t0.976\t-1.491\t0.699\t-1.401\t1.398\t0.000\t0.778\t-0.389\t-0.673\t2.215\t0.887\t0.547\t-1.413\t0.000\t2.165\t0.802\t0.136\t1.551\t0.527\t0.912\t1.393\t1.513\t1.162\t1.125\t0.906\n0\t1.500\t-1.729\t-0.283\t0.019\t-0.582\t0.464\t-0.285\t-1.665\t0.000\t0.895\t0.072\t1.251\t2.215\t0.572\t-1.110\t0.721\t0.000\t1.075\t0.147\t-0.737\t3.102\t0.895\t0.792\t0.998\t1.217\t0.865\t0.892\t0.774\n0\t1.405\t-0.187\t1.623\t1.148\t0.628\t0.562\t1.633\t-1.131\t0.000\t0.764\t1.009\t0.257\t2.215\t0.606\t0.696\t1.296\t0.000\t1.730\t-0.361\t-0.255\t1.551\t0.981\t0.928\t1.374\t1.078\t0.954\t0.903\t0.960\n0\t0.960\t-0.237\t1.295\t0.514\t0.684\t0.414\t0.725\t1.453\t0.000\t0.805\t-1.280\t-0.623\t0.000\t1.114\t-0.283\t-0.315\t2.548\t0.631\t-0.389\t0.667\t1.551\t0.952\t0.890\t0.979\t0.502\t0.498\t0.568\t0.597\n1\t0.524\t0.870\t1.305\t1.065\t-0.394\t2.409\t-0.012\t-1.642\t1.087\t3.340\t1.512\t0.178\t0.000\t0.686\t0.325\t-0.480\t0.000\t1.006\t-0.100\t0.677\t0.000\t0.822\t0.713\t1.034\t1.519\t0.829\t0.971\t0.888\n1\t1.047\t-0.444\t-0.637\t0.346\t0.503\t0.951\t-0.460\t0.555\t0.000\t0.835\t-0.422\t1.266\t0.000\t0.888\t0.164\t-0.336\t2.548\t2.631\t0.261\t-1.469\t3.102\t1.130\t1.077\t0.988\t1.110\t0.998\t1.022\t0.918\n1\t0.649\t-1.028\t0.278\t0.624\t-1.366\t0.968\t-0.061\t0.972\t0.000\t0.731\t0.831\t-0.275\t2.215\t0.751\t-0.307\t-1.193\t0.000\t0.589\t-0.952\t-1.349\t0.000\t1.196\t0.874\t0.990\t1.242\t0.697\t0.790\t0.825\n0\t1.609\t-0.811\t-1.614\t0.527\t-0.440\t0.894\t-0.232\t1.216\t2.173\t0.788\t-0.564\t-0.418\t0.000\t0.465\t0.111\t0.677\t1.274\t1.448\t-1.666\t-0.272\t0.000\t1.089\t0.938\t1.112\t0.960\t0.403\t0.947\t0.865\n0\t0.633\t-0.569\t-1.082\t0.861\t-0.066\t0.607\t1.311\t-1.466\t2.173\t0.436\t1.565\t-0.016\t0.000\t1.002\t-0.084\t1.031\t1.274\t0.724\t-1.265\t-0.342\t0.000\t1.079\t0.804\t0.991\t1.530\t1.062\t1.078\t0.923\n1\t2.545\t1.411\t-1.622\t0.611\t1.254\t2.032\t-0.686\t0.063\t0.000\t1.202\t-0.022\t-1.354\t2.215\t0.902\t1.518\t1.417\t0.000\t1.004\t0.650\t-0.342\t3.102\t0.856\t1.004\t0.984\t0.973\t0.884\t0.985\t0.828\n1\t2.268\t1.403\t-0.518\t0.437\t-0.299\t1.423\t-1.183\t1.099\t0.000\t0.682\t1.323\t-0.856\t0.000\t0.839\t-0.139\t-0.911\t2.548\t0.770\t-0.330\t0.449\t3.102\t0.926\t0.833\t0.992\t0.877\t0.583\t0.746\t0.689\n1\t0.522\t-1.186\t0.970\t1.017\t-1.117\t1.086\t2.217\t-0.099\t0.000\t2.026\t-0.854\t1.623\t1.107\t0.789\t0.406\t0.328\t0.000\t0.914\t-0.982\t0.442\t0.000\t0.853\t0.752\t0.986\t0.936\t0.843\t0.881\t0.803\n0\t0.844\t0.260\t-0.758\t0.919\t1.612\t0.726\t2.215\t-0.165\t0.000\t0.581\t-0.146\t0.499\t0.000\t0.656\t1.367\t0.538\t0.000\t1.443\t-0.281\t1.558\t3.102\t0.875\t0.943\t1.030\t0.574\t0.665\t0.667\t0.636\n0\t1.722\t-0.697\t1.243\t0.834\t1.258\t0.765\t-0.485\t0.585\t2.173\t1.837\t0.156\t-0.913\t2.215\t0.891\t0.788\t-0.280\t0.000\t0.482\t-1.043\t-0.238\t0.000\t0.917\t0.956\t0.993\t0.898\t1.797\t1.348\t1.145\n0\t0.772\t0.305\t0.990\t1.195\t-0.510\t1.097\t-1.251\t0.818\t2.173\t0.745\t-0.892\t-0.527\t0.000\t0.881\t0.495\t1.720\t0.000\t1.018\t0.602\t-1.080\t0.000\t0.693\t0.892\t1.299\t1.456\t1.639\t1.078\t0.953\n0\t0.688\t0.216\t1.378\t0.392\t1.109\t0.543\t-0.854\t-0.680\t0.000\t0.930\t-0.549\t1.728\t2.215\t0.844\t-0.523\t-0.175\t2.548\t0.655\t-1.196\t0.413\t0.000\t0.804\t0.893\t0.989\t0.743\t0.932\t0.627\t0.617\n1\t1.047\t-0.745\t-0.368\t1.504\t-1.445\t1.159\t-0.826\t1.220\t2.173\t1.018\t-0.507\t0.464\t0.000\t0.524\t-2.457\t-1.289\t0.000\t0.509\t-1.017\t-0.665\t0.000\t0.865\t1.024\t1.434\t0.858\t0.593\t0.854\t0.785\n0\t0.849\t0.632\t0.655\t0.427\t-0.225\t0.812\t-0.749\t0.041\t0.000\t1.112\t1.177\t-1.698\t2.215\t1.222\t-1.500\t-0.706\t0.000\t0.610\t-1.398\t0.818\t3.102\t1.132\t0.754\t0.994\t1.087\t1.596\t1.430\t1.162\n0\t0.629\t0.004\t1.257\t1.422\t0.356\t0.708\t-0.664\t-1.682\t2.173\t0.909\t1.207\t-1.668\t0.000\t1.006\t0.713\t-0.157\t2.548\t0.768\t1.084\t0.757\t0.000\t0.889\t0.918\t0.987\t0.949\t1.326\t0.951\t0.915\n1\t0.473\t-1.476\t-1.269\t1.489\t0.857\t0.538\t-0.103\t-1.303\t0.000\t0.854\t0.777\t-0.176\t2.215\t0.549\t0.883\t1.105\t2.548\t0.531\t-0.308\t0.855\t0.000\t0.767\t0.890\t1.094\t1.096\t0.668\t1.092\t0.891\n1\t1.677\t0.129\t0.400\t0.886\t1.061\t0.808\t-0.882\t-1.385\t2.173\t0.703\t-0.689\t0.385\t0.000\t0.917\t1.251\t-0.693\t0.000\t1.389\t-0.369\t-0.570\t0.000\t0.991\t1.077\t0.986\t0.976\t0.949\t1.002\t0.871\n1\t0.403\t-1.524\t-0.423\t0.179\t0.134\t0.722\t-0.265\t-1.027\t1.087\t0.855\t-1.027\t0.768\t0.000\t1.299\t-0.509\t1.611\t2.548\t1.569\t-0.866\t0.115\t0.000\t0.837\t1.048\t0.984\t0.708\t0.852\t0.893\t0.771\n0\t0.766\t1.705\t1.333\t1.245\t0.465\t1.304\t0.965\t-0.952\t2.173\t0.759\t0.528\t0.963\t0.000\t0.747\t-0.319\t0.129\t2.548\t0.500\t0.209\t1.525\t0.000\t0.406\t1.184\t0.991\t1.213\t1.343\t1.194\t0.983\n0\t1.471\t-0.052\t0.010\t0.417\t-1.663\t0.795\t-0.381\t0.576\t0.000\t1.033\t0.571\t-1.097\t0.000\t0.881\t-0.509\t-1.680\t1.274\t0.745\t-0.209\t1.351\t3.102\t0.903\t0.816\t1.082\t0.668\t0.265\t0.561\t0.609\n0\t0.924\t0.804\t0.949\t2.844\t0.574\t1.006\t0.319\t-1.077\t0.000\t0.756\t-0.525\t-1.423\t2.215\t1.035\t0.808\t-0.667\t0.000\t0.542\t1.319\t1.316\t3.102\t0.847\t0.921\t0.991\t0.594\t0.819\t1.064\t1.133\n0\t2.039\t-0.500\t1.510\t2.119\t1.485\t2.993\t-0.704\t1.712\t2.173\t3.991\t-0.281\t-0.192\t0.000\t1.751\t-1.763\t0.714\t0.000\t0.574\t0.619\t-1.358\t0.000\t2.015\t1.163\t0.974\t1.157\t1.955\t2.211\t1.913\n0\t0.559\t-1.689\t-0.223\t1.257\t-0.142\t0.458\t0.998\t0.525\t0.000\t0.379\t0.721\t0.878\t2.215\t1.139\t-0.842\t-1.510\t0.000\t0.514\t1.216\t-1.728\t0.000\t0.685\t0.622\t0.984\t0.823\t0.506\t0.651\t0.691\n1\t1.779\t-0.989\t-0.983\t0.410\t-0.168\t0.828\t-0.107\t1.078\t2.173\t0.347\t-1.834\t0.879\t0.000\t0.378\t0.032\t-0.703\t2.548\t0.626\t-1.652\t-0.074\t0.000\t0.460\t0.963\t0.991\t0.512\t0.699\t0.758\t0.711\n1\t0.531\t1.348\t1.628\t1.125\t0.808\t0.575\t1.047\t-0.075\t0.000\t1.004\t0.596\t-0.642\t0.000\t1.638\t0.311\t-1.616\t2.548\t1.627\t0.952\t1.172\t3.102\t0.868\t1.144\t0.985\t0.835\t0.895\t0.936\t0.832\n1\t2.287\t-0.327\t1.010\t0.560\t0.648\t0.492\t-0.601\t-0.038\t0.000\t0.697\t-1.186\t-0.752\t2.215\t0.822\t2.214\t-1.395\t0.000\t1.644\t-0.489\t-1.352\t3.102\t0.746\t0.715\t0.986\t1.206\t0.587\t0.933\t0.770\n0\t0.757\t-1.171\t1.622\t1.045\t0.412\t0.508\t-0.373\t-1.306\t0.000\t0.857\t-1.222\t0.699\t2.215\t0.973\t0.306\t-0.470\t1.274\t0.946\t-1.543\t-1.245\t0.000\t0.857\t0.992\t1.092\t0.631\t1.203\t0.860\t0.789\n0\t1.840\t0.130\t0.400\t0.929\t0.338\t1.292\t-0.661\t-1.251\t2.173\t0.771\t-0.334\t-0.309\t0.000\t0.740\t-1.042\t-1.620\t0.000\t1.245\t-0.175\t1.460\t3.102\t1.172\t1.039\t0.984\t0.888\t0.916\t1.112\t0.955\n1\t0.529\t-0.260\t-0.615\t0.935\t0.768\t0.845\t-0.527\t0.597\t0.000\t0.934\t0.364\t-1.099\t0.000\t0.620\t-1.135\t0.846\t0.000\t0.724\t1.184\t-1.373\t3.102\t0.556\t1.163\t0.990\t0.499\t0.325\t0.696\t0.625\n1\t0.670\t-1.182\t-1.325\t0.915\t1.046\t0.571\t-0.138\t1.443\t2.173\t0.856\t-2.268\t-0.118\t0.000\t0.819\t-0.315\t-0.330\t2.548\t0.486\t-1.855\t-0.628\t0.000\t0.954\t1.052\t0.986\t0.624\t0.856\t0.972\t0.838\n0\t0.413\t0.291\t0.041\t1.193\t-0.366\t0.434\t-0.542\t0.367\t1.087\t0.707\t-0.193\t1.132\t0.000\t0.737\t-0.859\t-1.639\t2.548\t1.140\t0.025\t-1.675\t0.000\t0.685\t0.731\t0.992\t0.765\t0.699\t0.586\t0.652\n1\t0.801\t1.721\t0.108\t0.865\t-1.604\t0.636\t-0.492\t1.591\t2.173\t0.638\t0.819\t-0.945\t0.000\t0.720\t-0.154\t0.643\t0.000\t0.770\t0.664\t0.238\t3.102\t0.879\t0.680\t1.153\t1.368\t0.865\t0.905\t0.837\n1\t0.725\t-1.768\t0.455\t0.344\t-0.315\t1.074\t-1.423\t-0.064\t2.173\t1.658\t-0.936\t-1.447\t2.215\t0.963\t-2.331\t1.379\t0.000\t0.517\t-0.513\t0.694\t0.000\t0.990\t1.196\t0.982\t1.066\t1.919\t1.141\t0.947\n1\t0.554\t0.461\t-0.626\t1.569\t1.021\t0.508\t0.505\t-0.987\t0.000\t0.594\t-0.149\t-0.880\t0.000\t0.738\t-0.986\t0.728\t2.548\t1.126\t0.326\t1.213\t3.102\t0.923\t0.957\t1.287\t0.669\t0.634\t0.666\t0.670\n0\t1.347\t0.691\t-0.587\t0.128\t-1.020\t0.494\t-0.152\t0.568\t1.087\t1.015\t-0.255\t-0.891\t0.000\t1.171\t0.323\t-1.648\t2.548\t2.220\t0.885\t1.045\t0.000\t1.224\t1.012\t0.979\t0.797\t0.896\t0.796\t0.710\n1\t0.619\t-0.955\t1.499\t2.304\t0.646\t1.729\t-1.755\t-0.690\t0.000\t1.276\t0.434\t1.140\t2.215\t0.368\t0.144\t-1.174\t2.548\t0.711\t0.580\t-0.391\t0.000\t0.183\t0.823\t1.150\t0.833\t0.643\t0.875\t0.788\n0\t3.324\t-0.673\t-0.990\t0.444\t0.717\t2.085\t-0.158\t1.118\t0.000\t0.854\t2.388\t0.184\t0.000\t0.963\t-0.667\t-0.377\t0.000\t0.930\t0.078\t-1.483\t0.000\t0.982\t0.738\t1.683\t0.935\t0.325\t0.728\t0.655\n1\t0.506\t-0.169\t0.456\t1.688\t1.549\t2.896\t-1.339\t1.687\t0.000\t3.969\t-0.389\t-0.054\t1.107\t0.818\t-1.375\t-0.081\t0.000\t1.053\t-0.051\t-0.597\t1.551\t2.775\t2.042\t1.067\t1.908\t0.923\t2.424\t1.903\n0\t1.529\t0.612\t1.162\t0.925\t-1.310\t1.713\t-0.112\t1.467\t2.173\t2.798\t-1.190\t-0.305\t0.000\t1.462\t-0.076\t-0.480\t2.548\t1.831\t-1.483\t-0.042\t0.000\t0.873\t1.127\t1.306\t1.092\t1.938\t1.782\t1.668\n1\t0.609\t0.022\t-0.221\t1.247\t-1.435\t0.511\t1.060\t0.783\t1.087\t0.284\t-0.889\t0.960\t0.000\t0.551\t1.712\t-0.446\t0.000\t0.523\t-1.789\t0.760\t0.000\t1.290\t0.907\t1.072\t0.607\t0.793\t0.661\t0.667\n0\t0.754\t-0.922\t-0.779\t1.369\t1.696\t1.165\t1.732\t-0.227\t0.000\t0.892\t-0.422\t1.617\t2.215\t1.055\t-1.325\t0.714\t2.548\t0.899\t-0.145\t0.297\t0.000\t0.998\t1.901\t1.113\t0.902\t0.930\t1.754\t1.595\n1\t0.801\t-1.643\t-1.022\t0.428\t-0.115\t0.465\t-2.446\t-0.140\t0.000\t0.826\t-1.072\t1.146\t2.215\t0.969\t-1.933\t1.421\t0.000\t0.889\t-2.385\t-1.282\t0.000\t0.864\t0.947\t0.992\t0.813\t0.298\t0.757\t0.724\n1\t0.558\t1.595\t-0.901\t1.174\t-0.242\t0.695\t0.478\t0.127\t0.000\t1.061\t-0.591\t1.006\t2.215\t0.662\t0.612\t-1.430\t1.274\t1.482\t0.055\t0.898\t0.000\t0.909\t1.069\t0.982\t0.965\t0.946\t1.571\t1.237\n1\t1.571\t0.860\t-1.020\t1.754\t1.663\t1.193\t0.637\t1.047\t2.173\t0.600\t-0.436\t0.128\t0.000\t0.953\t0.845\t-0.632\t0.000\t0.860\t0.923\t-0.204\t3.102\t0.805\t0.820\t1.522\t0.964\t1.001\t0.980\t0.833\n1\t0.401\t2.244\t-1.036\t0.387\t-0.595\t1.097\t1.629\t1.600\t2.173\t1.537\t0.234\t0.146\t2.215\t1.315\t0.016\t-1.606\t0.000\t0.947\t1.132\t-0.032\t0.000\t0.371\t0.944\t0.979\t0.978\t2.350\t1.169\t0.944\n0\t2.150\t-0.120\t-0.014\t0.601\t-0.461\t0.843\t0.469\t1.338\t0.000\t0.786\t0.436\t-0.754\t2.215\t1.344\t0.833\t-1.252\t2.548\t1.946\t1.240\t1.607\t0.000\t1.137\t1.043\t0.975\t0.834\t0.539\t0.890\t1.135\n0\t0.921\t0.714\t0.347\t1.167\t1.464\t0.900\t0.951\t-1.423\t2.173\t0.911\t1.700\t-0.067\t0.000\t0.506\t2.066\t1.493\t0.000\t0.694\t0.645\t0.102\t3.102\t1.062\t1.204\t1.214\t0.666\t0.824\t0.759\t0.766\n0\t0.816\t-0.033\t1.174\t0.643\t1.055\t1.187\t-1.315\t-0.455\t0.000\t1.308\t-1.020\t-1.624\t2.215\t1.318\t-0.503\t-0.418\t1.274\t0.671\t-1.267\t0.975\t0.000\t0.809\t0.927\t0.989\t1.174\t1.284\t1.154\t0.928\n0\t1.738\t-0.994\t-1.384\t2.604\t-1.554\t1.229\t-1.332\t0.369\t2.173\t0.791\t-1.036\t0.747\t0.000\t1.634\t-1.641\t0.059\t0.000\t1.970\t-0.542\t-0.926\t3.102\t1.207\t0.827\t0.975\t1.002\t1.623\t1.374\t1.288\n0\t0.720\t2.012\t-1.469\t0.695\t-1.509\t1.025\t0.928\t0.025\t2.173\t0.618\t0.574\t-0.727\t2.215\t1.040\t0.832\t1.399\t0.000\t1.053\t1.524\t1.587\t0.000\t1.011\t1.048\t0.983\t0.685\t0.762\t0.784\t0.743\n1\t0.861\t-0.006\t-1.528\t2.018\t1.669\t1.027\t-0.340\t0.471\t1.087\t0.341\t-0.258\t-1.085\t0.000\t0.662\t0.621\t-0.535\t2.548\t1.117\t-1.014\t0.134\t0.000\t0.819\t0.845\t0.977\t0.835\t0.978\t1.058\t0.958\n0\t0.882\t0.672\t-0.704\t0.539\t1.024\t0.396\t2.133\t1.030\t0.000\t0.648\t-1.635\t-0.751\t0.000\t0.641\t0.322\t-0.130\t2.548\t0.936\t-1.002\t1.455\t0.000\t0.909\t0.751\t0.986\t0.705\t0.443\t0.512\t0.570\n1\t1.666\t-0.272\t-1.441\t0.830\t1.219\t0.494\t-1.346\t0.426\t2.173\t0.650\t-1.086\t-1.006\t0.000\t0.799\t0.184\t0.125\t2.548\t0.689\t-0.563\t0.202\t0.000\t0.796\t0.736\t1.103\t1.043\t0.707\t0.805\t0.712\n0\t0.630\t-1.064\t-0.570\t0.612\t1.687\t0.523\t-0.144\t1.378\t2.173\t0.782\t0.246\t-0.064\t0.000\t0.782\t0.693\t0.677\t0.000\t1.022\t0.964\t-1.021\t3.102\t0.804\t0.871\t0.989\t0.762\t0.839\t0.677\t0.665\n0\t0.517\t-0.170\t0.380\t0.472\t-1.000\t1.124\t-0.353\t1.526\t2.173\t1.623\t0.311\t0.243\t2.215\t1.601\t-0.342\t-0.053\t0.000\t1.413\t-1.872\t-1.250\t0.000\t1.045\t0.879\t0.984\t0.983\t1.945\t1.118\t0.957\n0\t0.385\t0.705\t1.303\t1.534\t0.256\t1.033\t0.751\t1.573\t2.173\t1.228\t0.430\t-0.227\t2.215\t1.601\t0.740\t-1.213\t0.000\t1.317\t-0.229\t1.231\t0.000\t1.584\t1.153\t0.986\t0.941\t1.675\t1.085\t1.044\n1\t0.794\t0.715\t1.444\t0.500\t-0.958\t0.912\t0.779\t-0.365\t1.087\t1.066\t0.237\t0.747\t2.215\t1.990\t-1.218\t-1.018\t0.000\t1.854\t1.217\t0.921\t0.000\t0.817\t1.023\t0.988\t0.949\t1.286\t0.911\t0.803\n1\t2.172\t0.379\t0.295\t0.618\t0.826\t1.011\t1.058\t-1.160\t1.087\t0.997\t0.915\t1.040\t2.215\t1.002\t-1.083\t-0.797\t0.000\t1.070\t0.184\t-1.576\t0.000\t1.144\t1.435\t0.985\t1.511\t1.357\t1.164\t1.138\n1\t1.744\t-1.480\t0.661\t0.889\t-0.443\t1.301\t-2.118\t-1.511\t0.000\t1.756\t1.506\t0.675\t0.000\t1.648\t-1.363\t-1.076\t2.548\t1.030\t-0.538\t-0.445\t0.000\t1.097\t0.926\t1.447\t0.719\t0.761\t0.789\t0.855\n1\t0.748\t1.087\t-1.668\t0.021\t0.322\t0.524\t1.945\t0.958\t0.000\t0.776\t0.106\t-1.249\t2.215\t0.834\t0.624\t-0.197\t1.274\t1.300\t1.421\t0.122\t0.000\t0.878\t0.840\t0.690\t0.490\t0.738\t0.848\t0.714\n1\t1.617\t0.979\t-1.741\t1.253\t-1.586\t3.405\t-1.444\t0.365\t2.173\t1.975\t1.107\t-1.166\t0.000\t1.295\t-0.045\t-0.804\t2.548\t1.548\t1.527\t1.626\t0.000\t1.558\t1.539\t1.006\t5.880\t3.028\t3.975\t3.496\n0\t1.477\t-0.002\t0.347\t0.880\t-1.315\t1.873\t0.939\t-1.655\t2.173\t1.982\t0.217\t-0.102\t2.215\t0.516\t0.721\t0.250\t0.000\t0.672\t0.521\t0.894\t0.000\t0.576\t1.008\t1.575\t1.154\t2.985\t1.591\t1.149\n1\t0.982\t-2.058\t-0.774\t0.973\t-1.436\t0.958\t-0.267\t1.530\t0.000\t0.853\t-1.245\t0.380\t0.000\t1.048\t0.263\t-0.489\t2.548\t0.706\t-1.503\t-1.146\t0.000\t1.027\t0.880\t0.993\t1.183\t0.931\t1.002\t0.879\n1\t1.477\t0.231\t1.666\t0.759\t-1.208\t0.697\t-0.795\t0.604\t2.173\t0.620\t-0.667\t-0.180\t0.000\t0.873\t-1.018\t-0.486\t2.548\t0.614\t-1.329\t1.188\t0.000\t0.847\t0.684\t0.984\t1.114\t0.823\t0.989\t0.858\n1\t0.690\t-0.281\t-1.113\t0.448\t-0.466\t1.039\t1.168\t0.555\t2.173\t0.968\t0.857\t1.148\t2.215\t1.002\t0.729\t-1.465\t0.000\t0.865\t-1.735\t-0.748\t0.000\t0.974\t1.028\t0.994\t0.881\t0.783\t0.819\t0.741\n1\t1.136\t0.062\t-0.641\t0.160\t0.421\t1.112\t0.948\t1.643\t0.000\t0.890\t-1.225\t1.085\t1.107\t0.821\t0.140\t0.256\t0.000\t1.796\t0.486\t-0.225\t0.000\t0.633\t0.678\t0.986\t1.235\t0.737\t0.834\t0.783\n1\t0.691\t0.721\t-1.738\t0.830\t-0.919\t2.469\t0.751\t0.581\t0.000\t1.873\t0.557\t-1.002\t0.000\t1.120\t0.660\t-1.378\t1.274\t1.560\t1.375\t1.727\t3.102\t1.700\t1.740\t0.989\t0.621\t0.592\t1.268\t1.167\n0\t0.849\t-1.216\t1.586\t2.412\t-1.307\t1.565\t-0.936\t0.083\t0.000\t0.956\t-0.382\t1.445\t2.215\t0.693\t2.635\t-0.690\t0.000\t0.983\t-1.383\t0.564\t0.000\t1.055\t0.932\t1.011\t0.947\t0.484\t0.911\t1.086\n0\t1.220\t-0.315\t0.096\t2.332\t0.648\t2.569\t0.952\t-1.323\t2.173\t0.862\t-0.556\t1.176\t2.215\t0.453\t1.568\t-0.142\t0.000\t0.464\t-1.440\t0.170\t0.000\t1.384\t1.116\t1.117\t2.930\t2.512\t1.994\t1.579\n1\t1.451\t-0.627\t1.115\t1.625\t1.591\t1.349\t-0.182\t-0.080\t1.087\t0.888\t0.364\t-0.970\t2.215\t0.417\t-0.787\t-1.001\t0.000\t0.517\t-0.209\t-1.525\t0.000\t0.282\t0.818\t0.986\t1.293\t1.244\t1.310\t0.953\n0\t0.664\t1.185\t-0.422\t1.481\t-1.207\t1.031\t1.249\t0.369\t2.173\t0.544\t1.675\t1.094\t0.000\t0.516\t1.502\t-0.633\t0.000\t1.680\t-0.411\t1.696\t3.102\t0.813\t0.825\t0.990\t1.006\t1.896\t1.135\t0.960\n0\t1.043\t0.372\t-0.267\t0.310\t0.072\t0.619\t-0.301\t0.649\t0.000\t0.553\t0.387\t-0.545\t2.215\t0.678\t2.457\t1.286\t0.000\t1.260\t0.880\t-1.509\t3.102\t0.882\t0.834\t0.996\t0.579\t0.628\t0.596\t0.650\n1\t0.391\t1.039\t1.704\t0.533\t-1.271\t1.051\t0.932\t0.418\t0.000\t1.285\t-0.727\t0.382\t0.000\t1.198\t0.517\t1.507\t2.548\t2.418\t1.054\t-1.001\t1.551\t0.778\t1.044\t0.977\t1.084\t1.106\t0.957\t0.917\n1\t0.927\t-1.161\t1.473\t1.308\t-1.306\t1.304\t-1.396\t0.051\t2.173\t1.694\t-0.536\t-1.449\t0.000\t2.041\t-0.964\t0.478\t2.548\t0.552\t-1.847\t0.517\t0.000\t1.013\t1.733\t0.990\t1.380\t0.843\t1.414\t1.241\n0\t2.127\t-0.129\t0.684\t2.429\t0.732\t3.401\t-0.736\t-0.819\t1.087\t4.316\t-0.465\t0.838\t0.000\t0.704\t-2.230\t1.401\t0.000\t0.506\t-0.891\t1.672\t1.551\t3.346\t1.795\t0.998\t3.206\t1.108\t2.564\t2.174\n0\t1.605\t0.629\t-1.432\t0.182\t-0.363\t0.458\t1.947\t1.285\t0.000\t1.246\t-0.400\t-0.050\t1.107\t0.748\t0.302\t0.453\t0.000\t0.686\t-0.031\t-1.728\t3.102\t1.197\t0.863\t0.986\t1.305\t0.848\t0.952\t0.896\n0\t0.469\t-0.238\t-1.226\t1.624\t1.343\t0.399\t-0.451\t0.614\t1.087\t0.544\t0.182\t0.110\t0.000\t1.182\t0.726\t-0.970\t0.000\t0.735\t-0.546\t-0.170\t3.102\t1.086\t0.932\t0.987\t0.785\t0.377\t0.597\t0.671\n1\t0.656\t0.643\t1.658\t0.385\t-0.191\t1.029\t-0.732\t-0.989\t1.087\t1.102\t-0.426\t0.943\t0.000\t0.771\t-0.553\t0.397\t0.000\t0.592\t-1.219\t0.749\t0.000\t0.679\t0.604\t0.991\t1.483\t0.653\t0.952\t0.968\n0\t0.383\t1.191\t1.183\t1.646\t-1.455\t0.734\t0.222\t0.737\t2.173\t0.790\t-0.841\t0.192\t2.215\t1.241\t-0.794\t-0.722\t0.000\t0.551\t-1.286\t-1.725\t0.000\t0.814\t0.881\t0.984\t2.127\t0.832\t1.514\t1.317\n1\t2.841\t0.463\t-1.484\t0.259\t0.488\t0.834\t1.575\t-0.038\t2.173\t0.608\t1.416\t0.777\t0.000\t0.376\t0.169\t-0.359\t0.000\t0.703\t0.060\t0.977\t3.102\t1.013\t0.990\t1.164\t0.751\t0.933\t0.990\t0.875\n0\t1.423\t-0.578\t1.443\t0.463\t-0.952\t1.136\t1.436\t0.083\t0.000\t0.708\t-1.394\t-1.078\t0.000\t0.667\t0.009\t0.782\t2.548\t0.780\t1.126\t-1.093\t0.000\t0.808\t0.631\t0.986\t0.675\t0.531\t0.522\t0.550\n1\t0.736\t-0.884\t-1.632\t0.530\t0.101\t1.294\t-0.024\t-0.928\t2.173\t0.860\t0.057\t0.589\t0.000\t1.158\t-0.599\t1.088\t1.274\t0.486\t1.858\t0.227\t0.000\t1.138\t1.106\t0.989\t0.895\t1.558\t1.134\t0.926\n1\t0.793\t-0.120\t0.990\t2.447\t0.409\t0.750\t0.916\t-0.711\t2.173\t0.486\t1.452\t-1.697\t0.000\t0.620\t0.689\t1.494\t2.548\t1.253\t2.151\t-1.475\t0.000\t0.869\t0.729\t0.988\t0.881\t0.780\t1.000\t0.880\n1\t1.013\t-0.437\t-1.047\t0.905\t0.585\t1.257\t0.083\t1.734\t2.173\t1.329\t-0.690\t-0.305\t0.000\t0.878\t-0.125\t0.820\t0.000\t0.971\t-0.693\t0.338\t3.102\t1.486\t0.871\t1.320\t1.122\t1.244\t1.064\t0.913\n1\t1.119\t-0.804\t0.620\t1.092\t-0.100\t0.924\t0.228\t-1.687\t1.087\t0.561\t1.888\t-1.183\t0.000\t0.314\t-1.223\t-0.359\t0.000\t1.009\t0.563\t-0.729\t0.000\t0.896\t1.057\t0.981\t1.400\t0.801\t0.951\t1.195\n1\t1.152\t-0.448\t-0.949\t1.240\t-1.623\t0.702\t-0.169\t0.634\t2.173\t0.838\t-1.033\t-0.071\t2.215\t0.580\t-0.581\t-0.467\t0.000\t0.802\t0.094\t1.236\t0.000\t0.953\t1.009\t0.986\t0.965\t0.848\t0.874\t0.788\n0\t1.299\t-1.578\t0.576\t0.506\t-0.744\t0.747\t-0.239\t-0.193\t0.000\t0.988\t-1.110\t-1.409\t2.215\t1.467\t-0.578\t0.895\t2.548\t0.820\t0.937\t-1.522\t0.000\t0.870\t0.939\t1.042\t0.933\t1.166\t0.816\t0.757\n0\t1.631\t0.635\t-0.306\t0.215\t-0.452\t0.550\t0.697\t-1.597\t2.173\t0.520\t0.087\t1.156\t0.000\t0.705\t-1.460\t1.293\t0.000\t1.216\t-0.483\t0.347\t3.102\t0.891\t1.011\t1.001\t0.976\t1.039\t0.831\t0.928\n0\t1.011\t-0.372\t-0.521\t0.203\t-1.241\t1.022\t0.620\t-1.302\t0.000\t1.172\t-1.167\t-0.005\t2.215\t1.998\t0.005\t0.858\t2.548\t1.364\t0.729\t1.280\t0.000\t1.308\t1.061\t0.985\t1.041\t1.544\t1.072\t0.953\n0\t1.698\t0.254\t0.090\t1.329\t-0.614\t0.651\t0.267\t-1.228\t0.000\t1.012\t-0.919\t0.686\t2.215\t1.434\t2.257\t1.730\t0.000\t0.419\t1.549\t-1.509\t0.000\t0.730\t0.624\t1.232\t1.267\t0.703\t0.897\t0.890\n0\t1.687\t-1.122\t-0.905\t0.405\t0.100\t1.399\t-0.955\t-0.228\t2.173\t1.835\t-0.159\t1.432\t0.000\t1.108\t0.552\t0.820\t2.548\t1.018\t0.322\t1.717\t0.000\t0.671\t0.879\t0.989\t0.883\t1.842\t1.399\t1.270\n1\t0.704\t-0.200\t-0.918\t1.037\t1.565\t0.544\t-1.831\t0.627\t0.000\t0.828\t-0.151\t-0.573\t0.000\t1.228\t-0.568\t0.795\t2.548\t1.541\t-0.004\t-1.162\t3.102\t1.095\t1.039\t0.988\t0.598\t1.084\t0.779\t0.714\n1\t0.785\t-1.415\t0.797\t0.675\t-1.088\t0.358\t0.167\t0.618\t2.173\t0.638\t-1.648\t-1.198\t0.000\t0.819\t-0.841\t-0.793\t0.000\t1.364\t-0.596\t-1.383\t3.102\t0.857\t0.996\t1.001\t0.783\t0.795\t0.644\t0.663\n0\t0.629\t0.532\t-1.103\t0.638\t0.875\t0.655\t-0.656\t-0.131\t1.087\t0.517\t-1.705\t0.400\t0.000\t0.967\t-0.912\t1.497\t2.548\t0.687\t-1.628\t-1.119\t0.000\t0.765\t0.780\t0.985\t1.048\t1.001\t0.916\t0.946\n0\t0.580\t-0.427\t-0.570\t1.226\t0.234\t0.888\t0.334\t1.126\t0.000\t0.700\t0.935\t-1.360\t2.215\t0.427\t-0.247\t0.210\t0.000\t1.429\t-0.134\t-0.890\t3.102\t0.883\t0.948\t0.990\t0.847\t0.650\t0.909\t0.897\n1\t0.406\t-0.898\t-0.210\t0.259\t0.314\t1.769\t-0.435\t0.680\t0.000\t1.905\t-0.717\t-1.166\t1.107\t1.270\t0.100\t-1.704\t2.548\t0.649\t0.367\t-0.290\t0.000\t1.460\t1.442\t0.990\t1.229\t1.056\t1.388\t1.138\n1\t0.554\t0.356\t-0.511\t2.467\t0.625\t1.100\t-0.547\t-1.426\t1.087\t0.500\t0.123\t1.641\t1.107\t0.884\t-0.084\t0.054\t0.000\t1.244\t0.883\t-0.908\t0.000\t1.128\t0.865\t1.384\t1.641\t0.552\t1.057\t0.964\n1\t0.906\t0.291\t-0.761\t1.419\t-1.296\t0.613\t-0.392\t0.068\t0.000\t0.579\t0.050\t0.867\t2.215\t0.936\t-0.955\t0.972\t2.548\t0.452\t-0.751\t1.326\t0.000\t0.756\t0.657\t1.000\t0.892\t0.458\t0.758\t0.682\n1\t0.295\t1.668\t-0.353\t0.459\t0.955\t1.234\t-0.381\t-1.072\t2.173\t1.093\t-0.698\t1.074\t0.000\t1.028\t-0.634\t0.497\t0.000\t0.981\t0.007\t-0.667\t0.000\t0.808\t0.688\t0.990\t0.995\t0.900\t0.950\t0.814\n0\t0.703\t-0.281\t0.924\t1.084\t-0.744\t1.216\t-0.799\t-1.426\t2.173\t1.182\t-1.027\t0.247\t2.215\t2.000\t0.072\t0.222\t0.000\t0.627\t-0.109\t1.175\t0.000\t0.943\t0.960\t1.206\t1.016\t1.775\t1.196\t0.991\n0\t0.837\t-1.376\t-0.253\t0.859\t-0.871\t0.699\t1.501\t0.691\t0.000\t0.699\t0.106\t-1.391\t0.000\t0.772\t-0.047\t0.981\t2.548\t0.777\t-1.102\t-0.759\t0.000\t0.910\t0.818\t0.992\t0.680\t0.193\t0.747\t0.753\n0\t0.425\t1.198\t-0.499\t1.453\t0.767\t0.893\t0.060\t-0.704\t2.173\t1.395\t-0.141\t0.785\t1.107\t1.660\t-0.318\t-1.193\t0.000\t0.720\t-1.126\t-1.608\t0.000\t0.769\t0.893\t0.990\t1.053\t1.609\t1.079\t1.113\n1\t0.591\t1.441\t-1.402\t1.680\t0.797\t0.913\t-1.437\t-1.301\t0.000\t1.172\t0.257\t-0.222\t1.107\t0.610\t-0.734\t0.554\t0.000\t0.534\t0.646\t0.663\t3.102\t0.859\t1.021\t1.266\t1.292\t0.543\t0.953\t1.323\n1\t0.703\t-0.798\t-1.426\t0.580\t-1.334\t0.634\t0.633\t-1.243\t2.173\t1.110\t1.030\t0.336\t0.000\t0.552\t-0.812\t-0.805\t2.548\t0.543\t-0.363\t0.821\t0.000\t0.933\t0.997\t0.988\t0.607\t0.683\t0.799\t0.740\n1\t0.430\t1.295\t-1.078\t0.335\t-0.265\t1.109\t-0.608\t-1.155\t2.173\t1.182\t0.003\t0.553\t2.215\t0.616\t1.083\t0.512\t0.000\t0.427\t-0.350\t1.000\t0.000\t0.561\t1.178\t0.999\t0.842\t1.765\t0.946\t0.795\n1\t0.319\t0.162\t-0.815\t1.435\t1.057\t0.997\t-0.224\t-0.995\t0.000\t1.139\t-1.030\t-0.785\t0.000\t2.209\t0.224\t0.815\t0.000\t1.389\t-0.245\t0.181\t1.551\t1.061\t1.152\t0.987\t1.067\t0.905\t0.818\t0.964\n0\t0.645\t1.492\t1.414\t1.287\t0.782\t0.345\t-0.197\t-0.207\t2.173\t0.390\t-0.162\t0.309\t2.215\t0.672\t1.796\t-1.656\t0.000\t1.027\t1.113\t-0.733\t0.000\t0.748\t0.837\t0.988\t0.649\t0.242\t0.596\t0.635\n1\t0.976\t-0.919\t0.680\t0.233\t-0.734\t1.077\t-0.738\t1.454\t2.173\t1.119\t-0.310\t-1.023\t2.215\t1.600\t-0.531\t-0.202\t0.000\t0.580\t0.222\t1.051\t0.000\t1.067\t1.004\t0.984\t0.934\t1.320\t0.977\t0.893\n0\t0.340\t-0.962\t0.132\t1.928\t-0.755\t0.965\t-0.793\t-0.103\t2.173\t1.168\t-0.821\t1.158\t0.000\t1.510\t-0.867\t1.656\t2.548\t1.138\t-0.579\t0.490\t0.000\t0.858\t0.865\t0.989\t0.878\t1.508\t0.976\t0.962\n1\t1.072\t0.289\t1.245\t0.781\t-1.440\t0.679\t-0.312\t1.664\t2.173\t0.852\t1.236\t0.084\t0.000\t0.616\t-0.362\t0.255\t0.000\t0.784\t1.013\t-0.987\t0.000\t0.876\t1.088\t0.988\t0.725\t0.849\t0.922\t0.832\n0\t0.471\t-0.701\t-0.227\t1.114\t1.618\t0.811\t-0.490\t0.476\t0.000\t1.142\t-0.170\t-1.430\t2.215\t1.490\t0.476\t-0.090\t0.000\t0.979\t0.443\t1.637\t0.000\t0.965\t1.163\t0.999\t0.646\t0.698\t0.734\t0.673\n0\t0.706\t1.344\t-0.790\t0.354\t1.581\t1.100\t0.724\t1.582\t2.173\t0.982\t1.139\t-0.201\t1.107\t1.000\t2.159\t0.824\t0.000\t1.262\t1.888\t-0.437\t0.000\t1.126\t1.031\t0.993\t0.839\t1.565\t1.147\t0.974\n0\t0.692\t0.556\t0.290\t1.077\t0.173\t0.700\t0.330\t-1.043\t2.173\t0.490\t-0.794\t0.859\t0.000\t0.725\t0.636\t1.539\t0.000\t0.752\t-0.782\t-1.427\t3.102\t0.924\t0.959\t0.976\t1.218\t0.583\t0.965\t0.896\n1\t1.444\t-0.011\t0.918\t0.786\t0.033\t2.253\t-0.561\t-0.087\t0.000\t2.255\t-0.565\t-1.542\t2.215\t1.410\t0.507\t-1.294\t2.548\t1.322\t0.260\t1.190\t0.000\t2.687\t2.199\t1.056\t1.477\t1.213\t1.804\t1.458\n0\t0.282\t0.276\t-0.532\t0.852\t0.820\t0.330\t-0.286\t-0.258\t2.173\t0.777\t0.804\t1.500\t0.000\t0.662\t0.426\t-1.512\t2.548\t0.907\t1.056\t-0.308\t0.000\t1.118\t0.889\t0.989\t0.736\t0.573\t0.659\t0.632\n1\t0.664\t-0.406\t-0.535\t1.312\t-0.146\t0.978\t0.558\t0.113\t0.000\t1.107\t-1.199\t1.502\t0.000\t1.071\t0.003\t1.405\t0.000\t0.534\t1.065\t1.111\t0.000\t0.953\t0.858\t0.982\t1.001\t0.699\t0.820\t0.751\n0\t3.356\t-0.497\t0.920\t2.241\t1.150\t1.484\t-2.553\t-0.746\t0.000\t0.621\t-1.832\t-0.397\t0.000\t0.563\t-0.851\t-1.497\t2.548\t0.824\t-0.435\t-1.207\t3.102\t0.958\t1.094\t0.981\t1.045\t0.173\t0.851\t1.768\n1\t0.691\t-1.415\t1.141\t0.553\t0.480\t1.007\t-0.459\t-0.737\t1.087\t0.853\t-1.377\t0.648\t0.000\t0.865\t-0.344\t0.946\t0.000\t1.649\t-0.685\t-1.487\t3.102\t0.797\t0.999\t0.977\t1.031\t0.887\t0.943\t0.814\n1\t1.190\t-0.865\t-1.286\t0.551\t1.221\t1.078\t-1.198\t0.458\t0.000\t0.979\t-2.270\t-0.730\t0.000\t1.116\t-0.884\t1.405\t2.548\t1.137\t-0.885\t-1.046\t3.102\t1.008\t1.103\t0.985\t0.572\t0.693\t0.713\t0.656\n1\t0.603\t-0.301\t1.575\t0.651\t0.827\t2.186\t-1.834\t1.026\t0.000\t3.067\t0.263\t-0.854\t2.215\t1.088\t-0.333\t-0.127\t0.000\t0.686\t-0.094\t-1.218\t1.551\t0.609\t1.094\t0.986\t0.664\t0.492\t1.166\t0.963\n1\t1.447\t-1.325\t-0.344\t0.917\t0.129\t1.137\t-0.756\t1.313\t1.087\t0.330\t-1.542\t-0.826\t0.000\t0.715\t-1.161\t-1.284\t2.548\t0.594\t-1.498\t-1.708\t0.000\t0.416\t0.799\t0.987\t0.792\t0.857\t1.014\t0.774\n0\t2.057\t1.335\t1.524\t1.329\t0.278\t2.270\t0.973\t-0.001\t0.000\t1.256\t0.942\t-1.229\t0.000\t1.114\t-1.910\t1.428\t0.000\t1.918\t0.188\t-1.473\t3.102\t1.383\t2.253\t2.064\t1.208\t1.569\t2.755\t2.870\n1\t1.539\t-0.726\t0.540\t0.785\t0.528\t1.167\t0.037\t-1.166\t0.000\t0.684\t-1.443\t1.193\t0.000\t1.417\t0.120\t0.092\t2.548\t0.679\t-0.367\t-1.647\t3.102\t2.263\t1.198\t0.974\t1.036\t0.781\t1.015\t1.053\n1\t0.841\t0.120\t-0.965\t1.057\t1.716\t0.914\t-0.341\t-1.639\t1.087\t0.830\t-0.454\t1.237\t0.000\t1.051\t0.813\t-0.410\t2.548\t1.269\t-0.804\t-0.324\t0.000\t0.949\t0.806\t0.992\t0.612\t1.356\t0.914\t0.835\n0\t0.555\t-0.876\t-1.496\t1.017\t1.122\t0.737\t-1.337\t1.015\t0.000\t0.506\t0.767\t-0.742\t2.215\t0.795\t-0.222\t0.380\t0.000\t1.143\t-0.254\t-1.058\t3.102\t0.872\t0.843\t0.988\t0.694\t0.440\t0.578\t0.598\n0\t3.968\t-0.884\t1.743\t1.228\t1.674\t1.135\t1.306\t-0.194\t0.000\t1.021\t0.732\t0.053\t1.107\t1.950\t-0.837\t1.245\t2.548\t2.057\t-1.085\t-0.549\t0.000\t0.824\t0.666\t0.962\t0.915\t1.928\t1.559\t1.909\n1\t1.083\t-0.136\t1.574\t0.804\t0.047\t0.779\t0.070\t0.346\t0.000\t1.254\t0.487\t-1.579\t2.215\t1.179\t0.845\t-0.805\t1.274\t1.028\t1.132\t0.305\t0.000\t0.944\t1.068\t1.268\t0.968\t0.875\t0.957\t0.883\n0\t0.789\t1.014\t0.446\t0.338\t-1.201\t0.794\t1.247\t-1.205\t2.173\t0.778\t-0.132\t-1.351\t0.000\t2.059\t0.149\t0.616\t2.548\t0.640\t0.209\t0.231\t0.000\t0.927\t0.967\t0.985\t0.758\t1.835\t1.005\t0.824\n0\t1.148\t0.037\t0.824\t1.506\t0.223\t1.823\t-0.662\t-1.529\t0.000\t1.535\t-0.879\t-0.542\t0.000\t0.947\t-0.956\t0.725\t0.000\t1.128\t1.048\t-0.077\t3.102\t1.108\t1.061\t0.988\t0.784\t0.973\t0.745\t0.704\n1\t0.442\t0.931\t-1.322\t1.243\t0.125\t1.017\t0.422\t1.651\t0.000\t1.439\t0.039\t0.491\t1.107\t1.271\t-1.064\t-0.772\t0.000\t0.740\t2.471\t-0.838\t0.000\t0.900\t1.068\t0.991\t0.899\t0.626\t0.953\t0.911\n0\t1.705\t-0.324\t-1.051\t0.503\t1.617\t0.646\t-1.234\t0.642\t2.173\t0.729\t1.340\t-0.247\t0.000\t0.545\t-2.303\t-0.655\t0.000\t1.065\t-1.820\t1.396\t0.000\t0.821\t0.872\t0.987\t0.856\t0.760\t0.849\t0.952\n1\t0.365\t-0.571\t-0.945\t0.094\t-1.114\t0.731\t0.746\t-0.469\t0.000\t0.673\t0.163\t0.140\t0.000\t1.116\t0.286\t1.000\t2.548\t1.431\t-0.532\t-1.733\t3.102\t0.895\t1.010\t0.749\t0.680\t0.772\t0.858\t0.704\n1\t0.815\t0.519\t0.070\t1.116\t-0.367\t0.338\t-1.486\t-1.500\t0.000\t1.138\t-1.056\t1.444\t2.215\t0.707\t-1.203\t0.435\t2.548\t1.267\t-1.382\t-0.943\t0.000\t0.750\t0.804\t0.993\t1.368\t0.760\t1.396\t1.211\n0\t0.950\t-0.274\t0.300\t1.403\t-0.356\t0.601\t-2.283\t-0.202\t0.000\t1.082\t-0.716\t0.791\t2.215\t0.636\t-0.696\t-1.691\t0.000\t0.739\t0.165\t-0.373\t1.551\t1.435\t1.133\t0.989\t1.009\t0.802\t0.893\t0.945\n0\t0.919\t0.236\t-0.612\t1.227\t0.866\t0.665\t1.327\t0.908\t2.173\t0.907\t1.335\t-1.274\t2.215\t0.726\t1.873\t-0.761\t0.000\t0.777\t1.537\t0.308\t0.000\t0.686\t0.792\t1.429\t1.128\t1.054\t0.902\t0.822\n0\t0.770\t0.759\t0.736\t0.736\t-1.027\t0.330\t-0.940\t-0.272\t2.173\t0.295\t0.326\t1.407\t0.000\t0.530\t1.248\t-0.710\t2.548\t0.974\t1.705\t1.241\t0.000\t0.681\t1.113\t1.042\t0.589\t0.775\t0.718\t0.638\n0\t1.045\t0.237\t-1.715\t1.000\t0.388\t1.114\t0.780\t-1.023\t2.173\t1.398\t-1.402\t0.506\t0.000\t1.070\t2.054\t-1.315\t0.000\t0.955\t-1.307\t-0.241\t0.000\t0.943\t0.807\t1.342\t1.162\t1.755\t1.551\t1.295\n1\t0.737\t0.111\t-1.599\t1.047\t-1.551\t0.383\t0.519\t-1.677\t0.000\t0.917\t-0.411\t0.415\t0.000\t0.505\t1.139\t0.488\t1.274\t0.466\t-0.195\t-1.269\t3.102\t1.347\t0.900\t0.991\t0.569\t0.478\t0.567\t0.675\n1\t0.430\t-0.795\t0.753\t0.833\t1.400\t0.561\t-0.519\t1.514\t1.087\t0.685\t1.162\t-1.049\t0.000\t1.267\t-1.348\t0.172\t0.000\t1.024\t-0.045\t-0.336\t3.102\t0.804\t0.872\t0.984\t0.862\t0.820\t0.819\t1.297\n0\t1.267\t1.312\t-0.193\t0.674\t1.350\t0.788\t2.235\t1.519\t0.000\t0.603\t1.016\t-1.227\t2.215\t1.217\t0.161\t0.022\t0.000\t0.542\t0.396\t-0.487\t0.000\t0.956\t0.902\t1.259\t0.752\t0.347\t0.568\t0.654\n0\t0.411\t-2.314\t1.243\t0.286\t-1.179\t1.442\t-0.166\t0.026\t0.000\t1.954\t-1.225\t-1.559\t1.107\t0.416\t0.637\t1.702\t2.548\t0.632\t1.717\t-0.888\t0.000\t0.953\t0.987\t0.997\t0.839\t1.114\t1.345\t1.065\n0\t0.568\t-0.484\t-0.507\t0.522\t-0.660\t0.847\t-0.634\t0.902\t2.173\t0.953\t0.712\t1.556\t0.000\t1.203\t-0.088\t-0.938\t2.548\t1.134\t-0.078\t0.125\t0.000\t1.423\t1.120\t0.983\t1.069\t1.299\t0.941\t1.019\n1\t0.746\t0.534\t-1.727\t0.757\t0.116\t0.757\t-0.347\t-0.058\t2.173\t0.942\t-0.169\t0.665\t1.107\t1.354\t0.284\t-1.322\t0.000\t0.712\t1.602\t1.640\t0.000\t1.088\t1.261\t1.037\t0.841\t0.761\t1.000\t0.830\n1\t0.603\t1.177\t-0.435\t1.395\t0.143\t0.510\t0.599\t-1.483\t2.173\t0.647\t0.824\t-1.093\t0.000\t0.675\t-0.530\t0.131\t0.000\t2.241\t-0.716\t1.488\t3.102\t1.200\t0.870\t0.993\t2.475\t1.037\t1.606\t1.301\n0\t0.564\t-0.290\t0.604\t0.391\t-0.364\t1.268\t0.363\t-1.401\t2.173\t0.705\t-1.356\t0.811\t0.000\t0.652\t-2.372\t0.147\t0.000\t1.087\t-0.631\t-0.013\t3.102\t0.888\t0.773\t0.979\t1.441\t1.391\t1.387\t1.108\n1\t1.091\t-0.295\t0.673\t0.296\t0.463\t0.853\t-0.749\t-0.960\t1.087\t0.495\t-0.678\t1.098\t0.000\t0.962\t-0.557\t0.059\t0.000\t1.003\t-1.329\t1.602\t0.000\t0.853\t0.997\t0.996\t0.625\t0.539\t0.691\t0.640\n0\t1.251\t-0.903\t-1.037\t0.290\t1.112\t0.733\t-0.671\t0.212\t1.087\t0.796\t-0.140\t1.510\t0.000\t0.835\t-0.034\t0.612\t0.000\t0.819\t1.161\t-1.006\t3.102\t0.908\t0.939\t0.981\t0.858\t1.246\t0.818\t0.770\n1\t0.380\t2.223\t-1.632\t1.200\t1.213\t0.662\t1.012\t-1.054\t2.173\t2.048\t0.629\t-0.434\t2.215\t0.956\t0.456\t0.782\t0.000\t1.391\t1.210\t1.111\t0.000\t0.730\t1.054\t0.992\t1.387\t0.965\t1.036\t0.940\n1\t1.337\t-0.088\t-1.053\t0.569\t-0.497\t1.002\t-0.563\t1.051\t2.173\t0.578\t-0.901\t-1.281\t0.000\t1.331\t-1.320\t0.302\t2.548\t0.389\t2.295\t1.080\t0.000\t1.971\t1.675\t0.987\t1.367\t1.113\t1.350\t1.199\n0\t2.183\t-0.597\t0.334\t0.133\t0.096\t1.253\t-1.244\t-1.085\t0.000\t0.697\t0.675\t0.368\t0.000\t1.001\t-1.381\t-1.556\t0.000\t0.939\t0.149\t1.238\t3.102\t0.869\t0.848\t0.987\t0.738\t0.581\t0.777\t0.922\n0\t1.576\t1.712\t-1.165\t0.511\t1.131\t1.031\t0.142\t0.366\t0.000\t0.437\t-0.409\t-1.272\t2.215\t0.393\t0.616\t-1.734\t0.000\t0.920\t0.091\t0.686\t0.000\t1.128\t0.933\t1.092\t0.682\t0.182\t0.659\t0.818\n0\t1.148\t-0.158\t0.480\t0.532\t-0.813\t0.656\t-0.504\t-1.600\t2.173\t0.892\t-0.495\t-0.264\t0.000\t0.808\t0.685\t1.512\t2.548\t0.452\t-0.881\t0.842\t0.000\t0.732\t0.928\t0.994\t0.850\t0.680\t0.709\t0.659\n1\t1.229\t-1.187\t0.889\t0.634\t1.715\t1.019\t-0.305\t-0.382\t0.000\t0.850\t0.536\t1.684\t2.215\t0.640\t0.079\t-0.059\t2.548\t0.883\t-1.634\t-1.333\t0.000\t0.717\t0.812\t0.994\t0.957\t0.805\t0.819\t0.747\n0\t0.898\t-0.837\t-0.229\t0.972\t0.753\t2.051\t0.304\t1.445\t1.087\t1.007\t-1.240\t-0.751\t0.000\t1.833\t-0.029\t-0.390\t1.274\t0.563\t-1.022\t0.596\t0.000\t0.920\t1.031\t1.002\t1.647\t2.442\t1.546\t1.273\n1\t1.808\t-1.086\t-1.533\t0.992\t0.029\t2.164\t-1.137\t1.155\t2.173\t2.107\t1.035\t-0.170\t0.000\t1.183\t-1.559\t-0.868\t0.000\t1.322\t-0.453\t-0.846\t3.102\t4.772\t2.620\t1.831\t1.637\t1.826\t2.599\t2.091\n0\t1.280\t-0.733\t-1.638\t1.119\t1.336\t0.774\t-0.951\t-0.297\t0.000\t0.628\t-0.707\t0.770\t2.215\t0.986\t-0.025\t-0.015\t0.000\t1.391\t-0.084\t-1.051\t3.102\t0.855\t0.886\t0.976\t0.737\t0.883\t0.701\t0.809\n0\t1.132\t1.830\t1.010\t5.547\t1.284\t2.728\t0.134\t-0.603\t1.087\t1.193\t0.327\t-0.146\t0.000\t1.829\t2.140\t-0.235\t0.000\t2.644\t0.982\t1.489\t3.102\t2.693\t2.274\t0.980\t4.509\t3.117\t2.898\t2.586\n0\t0.283\t-0.993\t1.421\t1.151\t-1.511\t0.728\t-0.930\t0.526\t0.000\t0.875\t0.909\t1.584\t2.215\t1.163\t-0.685\t-0.131\t0.000\t0.888\t0.136\t-0.668\t1.551\t0.938\t0.861\t0.986\t0.614\t0.780\t0.983\t0.910\n0\t2.298\t0.328\t-0.186\t0.289\t0.452\t0.705\t0.860\t0.475\t2.173\t1.522\t0.658\t1.728\t2.215\t0.492\t0.228\t1.577\t0.000\t1.233\t1.768\t-1.530\t0.000\t0.947\t0.910\t0.991\t1.459\t1.385\t1.082\t0.952\n1\t0.824\t-1.436\t-0.667\t0.897\t0.891\t0.973\t-0.852\t-1.125\t0.000\t1.406\t0.101\t0.925\t2.215\t0.461\t-0.331\t-0.634\t2.548\t0.453\t-1.172\t-0.297\t0.000\t0.744\t0.490\t1.175\t1.270\t0.868\t0.882\t0.850\n0\t1.644\t-1.171\t-1.352\t0.854\t1.194\t1.289\t-0.954\t-0.691\t1.087\t1.059\t-0.819\t1.127\t2.215\t1.345\t0.220\t0.448\t0.000\t1.245\t-0.709\t0.359\t0.000\t0.827\t0.950\t1.231\t1.197\t1.718\t1.131\t1.077\n0\t2.114\t-0.490\t-1.230\t0.143\t-0.704\t1.362\t-0.346\t0.591\t1.087\t0.794\t-1.431\t0.319\t0.000\t1.385\t-1.097\t-0.813\t2.548\t0.760\t-0.571\t1.403\t0.000\t0.933\t0.978\t0.989\t0.812\t1.798\t1.174\t1.010\n1\t2.173\t0.688\t1.385\t0.494\t0.071\t0.449\t-0.254\t-1.673\t0.000\t0.778\t-0.364\t-0.812\t2.215\t1.611\t0.560\t0.121\t2.548\t0.611\t-0.493\t0.713\t0.000\t0.683\t0.985\t1.329\t1.166\t1.078\t0.971\t0.825\n0\t0.362\t-0.623\t-0.094\t0.652\t-0.853\t0.726\t1.193\t1.301\t0.000\t0.446\t0.007\t-1.514\t1.107\t0.989\t0.706\t-0.233\t2.548\t0.490\t-0.058\t0.537\t0.000\t0.849\t0.903\t0.989\t0.626\t0.703\t0.631\t0.605\n0\t0.722\t-1.687\t1.609\t0.718\t-0.895\t0.614\t-0.123\t-1.434\t2.173\t0.972\t-0.556\t1.142\t0.000\t0.773\t1.853\t-0.171\t0.000\t0.712\t0.842\t-0.137\t3.102\t2.581\t1.443\t0.988\t1.239\t0.768\t1.148\t1.561\n0\t0.501\t2.095\t-0.656\t3.431\t-1.148\t0.667\t0.755\t0.373\t2.173\t0.720\t1.580\t1.359\t0.000\t1.383\t1.522\t0.393\t0.000\t0.930\t0.064\t1.347\t3.102\t1.165\t1.122\t0.985\t1.450\t0.703\t1.160\t2.031\n1\t0.774\t-1.179\t0.285\t0.495\t-1.259\t0.698\t0.033\t-1.026\t1.087\t0.933\t-0.441\t1.151\t2.215\t0.910\t-1.478\t-0.938\t0.000\t0.706\t1.990\t-0.314\t0.000\t3.264\t1.910\t0.989\t0.897\t1.136\t1.327\t1.259\n1\t0.974\t0.339\t-1.483\t0.262\t0.377\t1.363\t-1.036\t0.863\t0.000\t2.333\t-0.469\t-0.472\t2.215\t1.337\t-0.766\t-1.492\t2.548\t1.009\t-0.055\t0.706\t0.000\t0.948\t1.278\t0.982\t1.408\t1.530\t1.396\t1.282\n1\t0.471\t-1.274\t-1.286\t1.530\t-1.608\t1.679\t0.282\t0.426\t2.173\t0.470\t0.560\t-0.707\t0.000\t1.042\t1.839\t-1.662\t0.000\t0.683\t-0.353\t-0.568\t1.551\t1.173\t1.002\t0.982\t3.275\t0.975\t2.001\t2.262\n1\t1.987\t0.656\t-0.793\t0.319\t0.549\t0.832\t1.639\t0.155\t0.000\t1.178\t-0.323\t-1.722\t1.107\t1.029\t0.371\t0.657\t2.548\t0.947\t1.495\t-0.278\t0.000\t0.974\t0.893\t1.032\t1.123\t1.079\t1.102\t0.992\n1\t1.098\t1.986\t0.505\t1.088\t-0.151\t1.104\t1.758\t-1.154\t0.000\t1.076\t1.207\t0.607\t0.000\t0.975\t1.459\t-0.352\t2.548\t1.103\t-0.872\t-1.398\t0.000\t0.826\t0.885\t0.985\t0.701\t0.779\t0.738\t0.801\n1\t1.879\t-0.505\t-1.528\t0.267\t0.397\t1.926\t-2.132\t0.358\t0.000\t1.979\t-0.797\t-1.689\t2.215\t1.056\t-0.679\t-0.355\t0.000\t1.159\t-0.324\t0.376\t0.000\t0.778\t0.788\t0.987\t0.691\t0.862\t0.911\t0.783\n1\t0.675\t0.805\t1.619\t1.846\t-1.444\t0.391\t0.688\t-0.920\t0.000\t1.352\t1.136\t0.148\t2.215\t1.016\t1.491\t-0.337\t0.000\t1.519\t0.426\t0.619\t3.102\t0.794\t0.942\t0.976\t1.538\t0.686\t1.078\t0.964\n0\t0.554\t0.619\t1.040\t3.079\t1.734\t1.070\t1.061\t0.049\t2.173\t0.653\t-1.762\t0.307\t0.000\t0.731\t0.096\t-0.934\t2.548\t0.599\t1.712\t0.434\t0.000\t0.970\t0.898\t1.059\t1.652\t1.017\t1.211\t1.324\n0\t0.749\t-0.649\t-0.470\t1.787\t-0.549\t1.492\t-0.448\t1.201\t2.173\t0.956\t-1.578\t-1.133\t2.215\t0.861\t-1.604\t0.803\t0.000\t1.030\t-0.922\t0.180\t0.000\t0.905\t1.030\t0.994\t1.383\t1.866\t1.457\t1.195\n1\t2.447\t-0.507\t1.655\t0.301\t-1.339\t0.716\t-0.085\t-0.443\t2.173\t0.818\t-0.895\t0.367\t2.215\t0.834\t-0.837\t-0.174\t0.000\t0.639\t-0.099\t0.999\t0.000\t0.776\t0.700\t0.986\t1.098\t0.893\t0.952\t0.789\n1\t1.113\t-0.430\t-1.397\t0.714\t1.551\t0.729\t0.332\t-0.191\t2.173\t0.382\t-0.755\t-0.532\t0.000\t0.760\t-1.037\t0.908\t0.000\t0.726\t-0.057\t1.149\t3.102\t0.811\t0.929\t0.980\t0.630\t0.737\t0.805\t0.701\n1\t0.336\t-1.917\t0.471\t0.572\t-1.013\t0.950\t-0.600\t1.223\t0.000\t1.313\t0.083\t-0.504\t2.215\t0.561\t-0.328\t0.454\t0.000\t0.645\t0.151\t-1.081\t3.102\t0.856\t0.774\t0.990\t0.812\t0.415\t0.837\t0.722\n1\t0.892\t0.137\t-0.084\t0.509\t1.530\t0.793\t1.255\t0.144\t0.000\t0.916\t-0.066\t-1.342\t2.215\t1.625\t0.534\t1.311\t2.548\t0.379\t2.063\t-0.849\t0.000\t0.846\t1.186\t0.987\t0.770\t0.984\t0.990\t0.825\n1\t0.395\t0.578\t0.747\t1.939\t-0.228\t0.831\t0.010\t-1.220\t2.173\t0.745\t1.928\t1.187\t0.000\t0.387\t-1.868\t0.355\t0.000\t0.587\t-1.185\t0.884\t3.102\t0.562\t0.880\t0.991\t0.798\t0.906\t0.790\t0.713\n0\t0.424\t-0.714\t0.029\t2.095\t-0.111\t0.609\t-0.530\t1.204\t0.000\t0.799\t0.599\t1.294\t0.000\t0.592\t-0.348\t-0.872\t2.548\t0.813\t0.645\t-1.435\t3.102\t0.909\t0.867\t0.990\t0.821\t0.414\t0.606\t0.781\n0\t0.582\t0.167\t1.192\t1.301\t-0.880\t0.395\t0.450\t-0.209\t2.173\t0.561\t0.658\t1.575\t0.000\t0.830\t-0.414\t0.728\t2.548\t0.610\t1.342\t0.048\t0.000\t0.834\t0.808\t1.154\t0.695\t0.630\t0.608\t0.607\n0\t1.225\t-0.893\t-1.589\t2.172\t-1.489\t1.795\t0.438\t0.813\t2.173\t2.186\t-1.190\t-1.400\t2.215\t2.578\t1.482\t-0.119\t0.000\t1.288\t0.683\t0.403\t0.000\t0.633\t0.867\t0.990\t0.642\t3.801\t2.230\t1.798\n1\t2.054\t1.082\t0.131\t0.331\t-0.898\t0.790\t-0.398\t0.630\t0.000\t0.641\t0.015\t-1.563\t0.000\t1.588\t0.730\t-1.139\t2.548\t1.213\t0.538\t-1.737\t3.102\t1.425\t1.032\t0.986\t1.064\t0.550\t0.886\t0.968\n0\t1.319\t0.241\t1.057\t1.784\t1.604\t0.810\t-0.905\t-0.576\t0.000\t0.593\t-0.062\t-0.008\t2.215\t1.083\t-0.516\t0.509\t0.000\t1.332\t0.431\t-1.042\t1.551\t1.428\t0.897\t1.006\t0.921\t0.686\t0.782\t0.952\n1\t1.471\t-1.212\t-1.277\t1.476\t-0.918\t0.295\t-1.307\t0.596\t0.000\t0.699\t0.250\t1.208\t2.215\t1.025\t-0.877\t0.145\t0.000\t0.636\t0.254\t0.223\t3.102\t0.429\t0.843\t0.982\t1.077\t0.467\t1.039\t0.894\n0\t1.424\t1.123\t-1.552\t0.217\t-1.560\t1.198\t1.323\t-0.368\t0.000\t0.558\t0.936\t-0.906\t0.000\t1.132\t0.134\t0.672\t2.548\t1.592\t-0.588\t1.259\t0.000\t0.872\t0.785\t0.998\t0.924\t0.255\t0.784\t0.807\n0\t0.440\t-0.386\t-0.493\t1.082\t-1.375\t0.707\t-1.804\t-0.421\t0.000\t1.262\t0.290\t0.561\t2.215\t1.206\t-0.315\t1.091\t0.000\t1.411\t-0.188\t-1.576\t3.102\t2.106\t1.459\t0.993\t1.048\t1.173\t1.219\t1.131\n0\t1.237\t-0.208\t-0.792\t0.863\t-1.743\t1.641\t-0.479\t0.974\t2.173\t2.302\t0.330\t-0.681\t2.215\t1.387\t-0.328\t0.530\t0.000\t0.665\t0.754\t0.998\t0.000\t0.837\t0.885\t1.081\t1.017\t3.098\t1.510\t1.241\n0\t0.376\t-1.987\t-1.713\t0.334\t-1.229\t1.472\t0.897\t-0.083\t1.087\t1.631\t0.038\t1.210\t1.107\t1.729\t-0.566\t-1.217\t0.000\t0.508\t2.080\t0.333\t0.000\t2.562\t1.945\t0.979\t1.494\t2.330\t1.661\t1.353\n1\t0.728\t-0.776\t1.739\t0.607\t-0.097\t1.218\t-1.424\t1.078\t0.000\t1.531\t0.614\t-1.048\t2.215\t2.581\t-0.009\t0.154\t1.274\t1.906\t-0.212\t-1.437\t0.000\t2.305\t2.340\t0.984\t1.302\t1.989\t1.899\t1.457\n1\t0.424\t-2.146\t-0.253\t0.266\t-1.690\t0.755\t-0.358\t0.744\t0.000\t0.992\t-0.434\t-1.321\t1.107\t0.685\t0.315\t0.167\t1.274\t0.404\t-0.654\t0.898\t0.000\t1.013\t1.008\t0.995\t0.712\t0.924\t0.692\t0.651\n0\t1.152\t1.118\t0.030\t0.354\t1.742\t0.860\t-0.251\t1.570\t0.000\t0.899\t0.847\t-0.980\t2.215\t0.921\t0.027\t0.827\t0.000\t1.090\t0.388\t-0.132\t3.102\t1.020\t1.010\t0.986\t0.775\t0.645\t0.850\t0.842\n0\t0.425\t0.551\t0.925\t1.083\t-0.025\t1.386\t0.275\t1.186\t2.173\t1.158\t0.717\t-0.674\t2.215\t0.748\t-0.445\t-1.391\t0.000\t0.766\t0.004\t0.735\t0.000\t0.872\t1.113\t0.991\t1.008\t1.903\t1.113\t0.917\n1\t0.892\t-0.333\t0.294\t1.400\t0.912\t0.369\t-0.190\t-0.816\t0.000\t0.570\t-0.783\t1.161\t0.000\t1.675\t-1.180\t-1.046\t1.274\t0.860\t-0.189\t-1.234\t3.102\t0.999\t0.948\t0.984\t0.796\t0.537\t0.967\t0.809\n0\t1.548\t-1.045\t-0.035\t0.455\t0.117\t0.941\t-0.445\t1.621\t0.000\t0.460\t-0.491\t0.883\t0.000\t0.614\t-0.933\t-0.659\t2.548\t1.069\t-0.628\t-1.110\t1.551\t0.865\t0.853\t0.987\t0.769\t0.259\t0.582\t0.703\n0\t2.321\t-0.783\t-0.100\t1.382\t0.565\t1.046\t-0.550\t-0.727\t1.087\t1.487\t-0.711\t1.577\t0.000\t0.640\t-0.143\t0.451\t0.000\t0.974\t-0.551\t-1.675\t0.000\t0.931\t0.941\t1.401\t1.443\t1.536\t1.213\t0.988\n0\t1.642\t-0.917\t-0.783\t0.243\t-0.061\t1.615\t-0.349\t1.021\t2.173\t0.927\t-0.055\t-0.550\t2.215\t0.888\t0.197\t1.673\t0.000\t0.610\t1.555\t-0.138\t0.000\t1.104\t0.997\t0.987\t1.497\t1.799\t1.134\t1.061\n0\t0.900\t0.096\t1.066\t1.948\t0.350\t0.672\t0.443\t-1.085\t2.173\t0.918\t-2.441\t-1.246\t0.000\t0.405\t-1.067\t1.671\t0.000\t0.569\t-0.688\t0.607\t0.000\t0.816\t1.816\t1.103\t0.743\t0.672\t1.390\t1.360\n0\t0.712\t-0.227\t0.050\t1.660\t1.078\t1.040\t0.764\t-1.236\t2.173\t1.019\t-2.099\t0.095\t0.000\t1.103\t1.036\t-0.736\t0.000\t1.793\t-0.762\t1.545\t3.102\t0.956\t0.967\t1.205\t0.886\t1.616\t1.102\t1.043\n1\t1.075\t0.719\t-0.168\t0.938\t1.391\t1.006\t0.266\t-0.973\t0.000\t1.000\t0.634\t0.852\t0.000\t1.129\t-0.088\t1.684\t2.548\t1.466\t0.073\t0.307\t3.102\t2.163\t1.391\t1.372\t0.842\t0.935\t0.962\t0.875\n0\t2.243\t-1.695\t-0.020\t1.125\t0.059\t1.318\t-1.387\t-1.604\t0.000\t1.218\t-1.428\t-1.245\t0.000\t1.487\t-1.289\t0.735\t1.274\t0.626\t-0.393\t0.823\t3.102\t0.863\t0.977\t0.988\t1.024\t0.366\t0.942\t1.171\n1\t0.531\t0.554\t1.743\t1.299\t-0.321\t0.922\t1.827\t-0.462\t0.000\t0.771\t1.311\t1.488\t0.000\t1.145\t1.275\t1.023\t2.548\t0.749\t0.937\t0.134\t0.000\t0.936\t0.783\t1.103\t0.934\t0.810\t0.696\t0.650\n0\t0.399\t1.909\t-1.123\t1.100\t1.127\t0.595\t0.555\t1.011\t2.173\t0.449\t2.066\t-0.598\t0.000\t0.805\t-0.167\t-0.519\t2.548\t1.426\t-0.024\t-1.391\t0.000\t0.857\t0.844\t0.983\t0.876\t0.908\t0.673\t0.646\n1\t0.331\t0.758\t1.528\t1.575\t-0.447\t0.653\t0.506\t1.115\t0.000\t0.925\t-0.416\t0.914\t0.000\t0.893\t0.449\t-0.995\t2.548\t1.245\t-0.567\t-0.702\t3.102\t0.858\t1.065\t0.989\t0.899\t0.543\t0.824\t0.850\n0\t0.561\t-1.671\t0.303\t1.009\t-0.794\t1.524\t-0.881\t0.071\t2.173\t1.164\t-0.005\t-1.721\t1.107\t0.723\t1.929\t1.327\t0.000\t0.713\t0.784\t-1.152\t0.000\t0.796\t1.070\t0.986\t0.892\t2.153\t1.618\t1.377\n0\t0.513\t1.738\t1.001\t1.013\t-0.600\t0.654\t0.783\t-1.149\t2.173\t0.650\t-0.163\t1.734\t0.000\t2.189\t0.679\t0.651\t2.548\t1.772\t0.919\t-0.430\t0.000\t0.820\t1.046\t0.990\t0.795\t1.489\t0.931\t0.827\n1\t0.757\t0.022\t-0.775\t1.862\t-0.070\t1.395\t-0.516\t1.154\t1.087\t1.058\t1.919\t-1.489\t0.000\t0.757\t0.364\t-0.395\t0.000\t1.589\t-0.477\t-1.284\t0.000\t0.804\t1.225\t0.988\t0.670\t0.467\t0.980\t0.825\n0\t1.177\t1.021\t0.804\t1.538\t0.044\t1.845\t0.051\t-1.582\t1.087\t0.436\t0.056\t-0.534\t1.107\t0.564\t2.532\t0.159\t0.000\t0.811\t-0.892\t0.122\t0.000\t0.523\t0.544\t1.179\t1.986\t1.070\t1.280\t1.171\n0\t3.211\t-1.053\t-1.274\t0.813\t-1.617\t3.254\t0.430\t0.376\t0.000\t3.664\t-0.912\t-1.600\t2.215\t3.134\t0.888\t0.385\t0.000\t1.896\t1.036\t-1.472\t3.102\t1.334\t1.170\t0.988\t0.858\t3.156\t2.371\t2.063\n0\t1.917\t-0.638\t1.101\t0.687\t1.539\t0.906\t0.047\t-0.920\t0.000\t1.027\t0.515\t-0.205\t2.215\t0.544\t0.615\t-1.685\t0.000\t1.233\t-0.315\t0.328\t3.102\t0.899\t0.984\t0.991\t1.480\t0.670\t0.985\t0.983\n1\t0.573\t1.144\t-0.806\t1.199\t1.644\t0.869\t0.572\t-0.790\t2.173\t1.125\t0.577\t-0.033\t2.215\t1.109\t-0.573\t1.332\t0.000\t0.737\t1.324\t0.771\t0.000\t0.774\t1.101\t0.992\t0.976\t0.918\t0.925\t0.979\n0\t1.536\t-0.761\t-0.482\t2.613\t-0.144\t1.034\t-1.478\t1.349\t0.000\t0.870\t-2.741\t1.663\t0.000\t0.733\t0.152\t0.849\t2.548\t0.573\t0.084\t1.225\t0.000\t1.047\t0.943\t0.990\t0.936\t0.433\t0.861\t1.078\n0\t0.687\t1.583\t-0.708\t1.385\t-1.613\t0.889\t1.434\t0.248\t0.000\t0.404\t0.328\t-0.463\t2.215\t0.641\t-0.559\t-1.331\t2.548\t1.164\t-0.127\t0.942\t0.000\t1.653\t1.051\t0.986\t0.996\t0.465\t0.842\t0.891\n0\t1.155\t-0.234\t-0.225\t1.264\t-0.759\t0.906\t-1.571\t1.637\t2.173\t0.784\t-0.632\t-1.240\t0.000\t1.311\t-0.049\t0.522\t2.548\t1.510\t-1.779\t0.649\t0.000\t1.817\t1.301\t0.983\t0.985\t1.620\t1.135\t1.086\n0\t0.670\t-0.980\t-0.184\t0.480\t1.275\t1.140\t0.324\t-0.626\t2.173\t0.711\t0.551\t1.229\t0.000\t0.758\t1.302\t0.612\t0.000\t0.680\t-0.862\t1.331\t0.000\t0.811\t1.296\t0.983\t0.583\t0.844\t0.798\t0.706\n1\t0.380\t-0.978\t0.445\t0.734\t-1.036\t1.221\t0.040\t-0.264\t0.000\t1.085\t-0.433\t0.985\t0.000\t0.999\t-0.838\t1.426\t2.548\t1.754\t0.886\t-1.355\t3.102\t1.062\t0.736\t0.982\t0.776\t1.321\t1.042\t0.876\n0\t0.347\t-2.251\t0.510\t1.561\t-1.457\t1.496\t0.562\t1.067\t2.173\t1.687\t-1.045\t-0.144\t2.215\t1.103\t0.672\t-0.846\t0.000\t0.902\t-0.972\t-1.094\t0.000\t0.678\t0.987\t1.000\t2.922\t2.984\t2.181\t1.584\n1\t1.528\t0.425\t-0.742\t0.329\t-1.267\t1.570\t-0.698\t1.034\t2.173\t0.489\t-0.703\t-0.528\t0.000\t0.273\t2.610\t-0.776\t0.000\t0.453\t-0.663\t0.060\t3.102\t1.168\t0.741\t0.989\t1.915\t0.688\t1.188\t1.038\n1\t0.766\t0.317\t-0.285\t0.773\t-1.326\t0.778\t-0.231\t1.325\t2.173\t0.446\t1.290\t-0.571\t0.000\t0.532\t-1.283\t-1.319\t1.274\t1.118\t0.325\t0.276\t0.000\t0.778\t0.999\t0.985\t0.874\t0.743\t0.807\t0.721\n0\t0.514\t-0.069\t-0.630\t0.477\t-1.693\t0.998\t0.226\t0.548\t0.000\t0.788\t1.281\t0.044\t2.215\t1.669\t0.616\t-1.390\t0.000\t0.448\t0.797\t-1.073\t3.102\t0.759\t0.859\t0.991\t0.473\t0.464\t0.572\t0.598\n0\t0.940\t-0.694\t1.330\t0.895\t-0.610\t0.658\t0.214\t-0.862\t0.000\t0.426\t-0.015\t1.434\t0.000\t0.898\t-0.959\t0.407\t2.548\t0.840\t1.838\t-0.224\t0.000\t0.996\t1.011\t1.251\t0.674\t0.142\t0.655\t0.640\n1\t0.407\t2.138\t1.044\t0.743\t0.819\t2.112\t0.373\t-1.540\t0.000\t2.009\t1.203\t0.381\t0.000\t1.791\t0.603\t-0.251\t1.274\t1.107\t0.137\t-1.202\t3.102\t0.841\t1.017\t0.995\t0.778\t0.857\t0.883\t0.806\n1\t0.787\t1.108\t-1.695\t0.872\t1.703\t0.854\t0.754\t-0.130\t2.173\t0.644\t0.076\t1.677\t2.215\t0.548\t-0.565\t-0.584\t0.000\t0.744\t-1.106\t1.149\t0.000\t0.897\t0.779\t0.995\t1.313\t1.154\t1.033\t0.842\n0\t1.365\t1.113\t1.709\t0.438\t-0.509\t0.784\t1.249\t1.034\t2.173\t1.186\t1.278\t-0.682\t2.215\t0.377\t1.205\t-0.290\t0.000\t1.466\t0.056\t0.292\t0.000\t0.687\t0.933\t0.987\t0.789\t1.419\t0.857\t0.781\n1\t0.717\t-0.525\t-0.352\t1.629\t-0.280\t1.262\t0.201\t1.026\t0.000\t0.930\t-1.141\t-0.897\t0.000\t0.927\t-0.576\t1.247\t2.548\t1.330\t-0.767\t-1.323\t1.551\t0.909\t1.119\t0.993\t1.078\t0.636\t0.875\t0.922\n1\t0.908\t0.115\t1.149\t1.646\t1.724\t1.225\t-0.293\t0.400\t2.173\t1.041\t-0.484\t-0.481\t2.215\t0.557\t0.108\t-1.742\t0.000\t1.101\t-0.088\t-1.007\t0.000\t0.540\t1.114\t0.993\t1.156\t1.197\t1.073\t0.878\n0\t0.326\t-1.718\t-0.762\t1.476\t-1.081\t1.009\t-0.526\t0.085\t2.173\t0.807\t0.924\t-1.573\t1.107\t0.401\t2.102\t0.554\t0.000\t0.737\t-2.058\t1.475\t0.000\t0.859\t0.825\t1.000\t1.087\t1.706\t1.022\t0.976\n1\t0.410\t-0.630\t-0.621\t0.106\t-1.494\t0.960\t0.757\t1.360\t0.000\t1.260\t-0.039\t-0.345\t2.215\t1.099\t0.236\t0.839\t2.548\t0.997\t1.162\t-1.681\t0.000\t1.058\t1.246\t0.894\t0.728\t1.111\t1.100\t0.872\n1\t0.815\t0.465\t1.062\t1.180\t-1.456\t0.486\t-2.050\t-0.383\t0.000\t1.334\t0.492\t-1.611\t1.107\t0.702\t1.159\t-0.504\t0.000\t0.596\t-1.142\t-0.013\t0.000\t1.281\t0.743\t1.042\t0.652\t0.855\t0.767\t0.713\n0\t0.677\t-1.636\t-0.558\t0.793\t-1.238\t1.291\t0.166\t0.707\t0.000\t0.964\t0.674\t1.077\t0.000\t1.057\t-0.317\t-0.370\t2.548\t1.123\t-0.462\t-1.004\t1.551\t0.998\t1.314\t0.981\t0.522\t0.458\t0.976\t0.969\n1\t0.716\t-0.196\t-1.450\t0.547\t0.205\t1.360\t0.703\t1.173\t2.173\t1.445\t1.036\t-0.685\t2.215\t0.664\t1.985\t-0.341\t0.000\t0.908\t1.186\t0.695\t0.000\t0.979\t0.779\t0.987\t0.947\t2.084\t1.108\t0.918\n1\t0.821\t-1.303\t-0.662\t0.255\t0.587\t0.949\t-1.584\t0.074\t0.000\t1.314\t-1.036\t1.250\t1.107\t1.682\t-0.910\t-1.430\t2.548\t0.405\t-2.460\t1.057\t0.000\t1.007\t1.273\t0.995\t0.816\t1.050\t1.046\t0.907\n1\t3.017\t-0.240\t-0.278\t0.742\t-0.499\t1.309\t-1.166\t1.318\t0.000\t0.456\t-0.627\t-1.579\t0.000\t1.095\t-0.002\t0.621\t2.548\t1.182\t0.617\t-1.491\t1.551\t0.939\t1.133\t0.991\t1.091\t0.886\t0.948\t1.190\n1\t0.525\t0.090\t-1.129\t1.475\t1.199\t1.179\t-0.271\t0.808\t1.087\t1.038\t-1.332\t-0.208\t0.000\t1.146\t-1.507\t-0.625\t0.000\t1.108\t-0.720\t-0.937\t0.000\t0.924\t0.923\t1.053\t0.872\t0.798\t0.960\t0.900\n0\t0.541\t1.873\t0.034\t0.982\t-1.227\t0.820\t0.544\t-1.361\t2.173\t0.948\t-1.400\t0.751\t0.000\t1.107\t1.254\t-0.361\t0.000\t1.776\t0.724\t0.680\t3.102\t0.987\t0.990\t0.988\t0.801\t1.248\t0.832\t0.729\n1\t0.861\t1.019\t-0.607\t0.939\t-1.434\t1.869\t0.577\t0.981\t0.000\t0.782\t0.873\t-1.518\t0.000\t1.714\t0.141\t-0.476\t2.548\t1.681\t1.314\t-1.022\t0.000\t0.867\t0.985\t0.988\t1.053\t0.880\t0.885\t0.774\n1\t0.382\t-1.725\t1.542\t2.375\t-0.686\t0.412\t-0.814\t0.416\t0.000\t0.622\t0.718\t0.890\t1.107\t0.843\t-1.152\t1.337\t0.000\t0.614\t-1.151\t1.673\t3.102\t0.817\t0.930\t1.197\t0.727\t0.796\t1.106\t0.926\n0\t1.356\t-0.852\t0.561\t0.841\t0.171\t1.106\t-1.225\t-1.355\t0.000\t0.685\t-0.324\t-0.375\t1.107\t0.518\t-1.494\t0.743\t0.000\t1.197\t-0.464\t-1.234\t3.102\t1.321\t0.862\t0.977\t0.850\t0.579\t0.741\t0.830\n1\t1.890\t-0.933\t0.683\t0.671\t1.065\t0.655\t0.224\t-1.491\t2.173\t0.613\t-0.680\t-1.113\t0.000\t0.688\t-1.341\t-0.954\t0.000\t0.841\t-0.399\t0.284\t0.000\t0.896\t0.827\t1.000\t0.760\t0.741\t0.914\t0.781\n1\t0.809\t-0.053\t-0.717\t1.257\t0.552\t0.864\t-0.223\t1.572\t0.000\t0.650\t0.470\t-1.404\t0.000\t0.960\t0.132\t-0.166\t2.548\t1.513\t-0.573\t0.553\t3.102\t0.910\t1.073\t1.272\t0.775\t0.682\t0.831\t0.781\n0\t0.655\t1.421\t-0.148\t1.282\t0.766\t0.921\t0.374\t1.032\t2.173\t1.782\t-0.174\t-0.749\t0.000\t0.993\t0.704\t-0.810\t0.000\t1.219\t-0.802\t1.357\t0.000\t1.014\t0.968\t0.987\t0.831\t0.347\t1.017\t0.965\n1\t0.589\t-1.288\t0.882\t0.706\t-1.282\t0.912\t-0.280\t1.587\t0.000\t1.092\t-1.156\t1.702\t2.215\t2.027\t1.958\t-0.071\t0.000\t1.698\t-1.373\t0.314\t0.000\t2.229\t1.465\t0.985\t1.327\t1.471\t1.195\t1.070\n1\t0.464\t2.117\t1.455\t1.277\t-0.532\t0.492\t0.348\t1.679\t0.000\t0.620\t-2.247\t-0.951\t0.000\t1.811\t0.032\t0.499\t2.548\t0.626\t1.016\t-1.669\t3.102\t0.577\t0.811\t1.041\t0.637\t0.911\t1.034\t0.860\n0\t0.883\t0.282\t1.525\t0.923\t-1.277\t0.667\t0.378\t-0.304\t0.000\t0.604\t-0.516\t-0.880\t1.107\t1.025\t-0.050\t0.353\t0.000\t1.043\t0.576\t0.908\t1.551\t0.892\t0.832\t0.994\t0.772\t0.854\t0.651\t0.709\n0\t1.139\t1.250\t-0.936\t0.608\t-1.478\t2.087\t0.351\t1.160\t1.087\t2.580\t0.803\t-0.582\t1.107\t1.468\t0.184\t0.788\t0.000\t1.053\t-0.524\t1.014\t0.000\t0.649\t0.844\t0.987\t0.961\t3.510\t1.749\t1.419\n0\t2.183\t1.059\t-1.225\t1.576\t-0.637\t1.106\t-1.504\t0.383\t2.173\t0.680\t-0.080\t0.720\t0.000\t0.640\t-2.077\t0.819\t0.000\t1.254\t-1.310\t1.662\t3.102\t1.355\t1.001\t1.299\t3.215\t1.139\t2.248\t1.881\n1\t0.950\t-0.127\t1.076\t1.207\t0.094\t1.257\t0.335\t-1.062\t2.173\t0.612\t1.214\t0.474\t0.000\t0.712\t-0.390\t0.511\t0.000\t0.597\t-0.307\t1.683\t3.102\t0.954\t0.739\t1.148\t1.321\t0.657\t0.850\t0.824\n0\t1.061\t-0.398\t-1.582\t1.375\t-1.049\t0.949\t0.906\t0.811\t0.000\t0.788\t-1.621\t-0.817\t0.000\t0.569\t2.087\t0.815\t0.000\t0.930\t-0.289\t0.216\t3.102\t0.984\t1.042\t0.983\t0.723\t0.375\t0.918\t0.986\n1\t0.625\t-0.581\t0.952\t1.814\t1.733\t1.494\t-0.925\t-0.238\t1.087\t0.768\t-0.362\t1.299\t2.215\t0.441\t-0.396\t1.636\t0.000\t0.484\t-1.153\t-1.126\t0.000\t0.644\t0.873\t0.989\t0.543\t1.613\t1.133\t0.867\n1\t0.282\t-0.038\t0.753\t0.129\t1.713\t1.088\t1.135\t-0.984\t2.173\t1.153\t1.030\t1.002\t2.215\t0.656\t0.901\t-0.295\t0.000\t0.736\t-0.278\t0.232\t0.000\t0.648\t0.966\t0.608\t0.488\t1.610\t0.912\t0.708\n1\t0.728\t1.193\t1.172\t1.265\t-1.518\t1.591\t-0.702\t0.414\t0.000\t1.005\t2.186\t0.308\t0.000\t1.749\t1.475\t-1.567\t0.000\t1.780\t0.022\t1.448\t3.102\t0.923\t0.960\t0.988\t0.764\t0.287\t0.719\t0.981\n0\t0.521\t-1.252\t-1.330\t1.137\t-1.274\t1.091\t-0.228\t-0.701\t2.173\t1.189\t-1.964\t0.395\t0.000\t0.946\t-0.794\t0.713\t0.000\t0.618\t-0.506\t1.521\t1.551\t1.088\t0.866\t0.995\t1.823\t0.806\t1.170\t1.186\n0\t0.425\t-0.942\t-0.408\t1.318\t-1.666\t0.931\t2.046\t-0.693\t0.000\t1.869\t0.591\t0.778\t2.215\t1.306\t0.330\t1.302\t0.000\t2.187\t0.303\t-0.676\t3.102\t0.738\t1.018\t0.989\t1.878\t1.777\t1.458\t1.139\n1\t1.152\t-0.412\t-0.081\t0.687\t0.449\t0.871\t-1.778\t-1.543\t0.000\t0.630\t-0.600\t-1.460\t0.000\t0.619\t-1.361\t0.102\t0.000\t1.057\t-1.064\t1.658\t1.551\t0.988\t1.231\t0.985\t0.813\t0.780\t0.745\t0.815\n1\t1.073\t1.471\t-0.864\t0.993\t0.145\t0.655\t2.136\t0.577\t0.000\t1.569\t0.246\t-1.630\t2.215\t0.466\t2.203\t1.451\t0.000\t1.315\t0.437\t-0.125\t1.551\t0.715\t1.036\t1.129\t1.403\t1.279\t1.183\t1.034\n0\t0.688\t0.289\t-0.299\t0.329\t-1.276\t0.630\t2.799\t0.546\t0.000\t0.519\t-1.509\t-1.140\t2.215\t1.299\t-1.524\t0.950\t0.000\t0.580\t-0.520\t-0.535\t0.000\t0.899\t1.022\t0.992\t0.659\t1.087\t1.650\t1.429\n0\t1.109\t0.433\t-0.468\t1.175\t0.241\t0.701\t-1.039\t1.730\t0.000\t0.377\t1.571\t1.412\t2.215\t0.591\t0.098\t0.501\t2.548\t0.502\t-1.305\t-0.971\t0.000\t0.634\t0.792\t0.985\t0.794\t0.555\t0.787\t0.868\n0\t0.946\t1.536\t0.058\t0.724\t-0.300\t1.641\t1.067\t0.425\t2.173\t1.580\t-0.824\t-1.154\t0.000\t2.171\t0.012\t-1.604\t2.548\t1.229\t-2.323\t1.184\t0.000\t2.579\t2.312\t0.994\t0.914\t2.625\t2.842\t2.275\n1\t0.617\t1.733\t-0.695\t1.110\t1.042\t1.355\t0.182\t-1.722\t1.087\t1.529\t-1.026\t-0.209\t0.000\t0.911\t-0.820\t0.991\t2.548\t0.591\t1.563\t-0.394\t0.000\t2.547\t1.688\t1.147\t1.466\t1.186\t1.458\t1.530\n1\t1.852\t0.057\t-1.327\t1.108\t1.144\t1.124\t-0.445\t0.673\t2.173\t0.650\t0.023\t-0.280\t2.215\t0.468\t0.818\t0.158\t0.000\t1.160\t-1.182\t-0.682\t0.000\t0.670\t0.666\t1.572\t1.054\t0.999\t1.013\t0.796\n0\t0.869\t0.150\t-0.228\t1.577\t0.290\t1.197\t1.356\t-1.683\t1.087\t0.635\t1.798\t1.358\t0.000\t0.743\t2.004\t0.641\t0.000\t0.851\t-1.142\t-1.462\t3.102\t0.799\t1.347\t0.987\t1.212\t1.979\t1.515\t1.322\n0\t1.687\t-0.743\t0.796\t1.179\t1.013\t2.338\t0.190\t-0.846\t2.173\t1.664\t-1.004\t0.541\t0.000\t0.810\t0.648\t-0.799\t2.548\t1.504\t-0.334\t-0.332\t0.000\t1.602\t1.480\t0.999\t2.247\t0.457\t1.549\t1.466\n0\t1.525\t0.148\t-0.799\t0.902\t-1.485\t1.169\t-1.336\t1.029\t1.087\t0.726\t-1.975\t0.299\t0.000\t1.173\t-0.496\t-0.983\t0.000\t1.220\t-0.316\t1.184\t1.551\t0.972\t0.808\t0.984\t1.646\t0.660\t1.081\t0.914\n0\t0.348\t-0.907\t0.642\t0.978\t-0.753\t1.609\t0.838\t-0.160\t1.087\t2.021\t-0.391\t1.533\t2.215\t0.926\t0.143\t0.604\t0.000\t1.303\t0.069\t-1.558\t0.000\t1.127\t1.077\t0.989\t2.618\t3.186\t2.117\t1.618\n0\t0.701\t-0.799\t-0.975\t0.621\t-1.159\t1.172\t-1.742\t1.184\t0.000\t1.609\t0.733\t-0.314\t2.215\t0.452\t-0.745\t0.490\t0.000\t0.637\t-0.571\t1.438\t3.102\t0.998\t0.662\t0.996\t0.982\t1.162\t1.587\t1.303\n1\t0.299\t1.678\t-0.207\t1.484\t-0.899\t0.966\t0.987\t-0.482\t2.173\t0.297\t2.175\t1.023\t0.000\t0.919\t-0.041\t1.075\t0.000\t0.379\t1.336\t1.696\t3.102\t0.924\t0.783\t0.993\t0.736\t0.624\t0.902\t0.799\n0\t1.447\t0.708\t-0.072\t0.402\t0.199\t1.086\t0.723\t-0.923\t2.173\t1.208\t0.486\t1.071\t2.215\t0.656\t2.218\t1.494\t0.000\t0.553\t0.968\t-1.527\t0.000\t0.527\t0.928\t0.989\t1.044\t1.653\t1.042\t0.912\n0\t1.186\t1.102\t0.204\t0.191\t-0.201\t0.836\t-2.042\t0.858\t0.000\t0.837\t-0.530\t-0.917\t2.215\t1.103\t1.021\t-1.524\t0.000\t1.402\t0.403\t-1.154\t0.000\t0.632\t0.919\t0.983\t0.510\t0.750\t0.705\t0.727\n1\t1.178\t0.413\t-0.465\t1.224\t-1.463\t1.037\t0.708\t0.693\t0.000\t0.561\t-0.348\t0.362\t0.000\t1.109\t0.341\t-1.441\t2.548\t0.671\t-1.031\t-0.785\t3.102\t1.028\t1.123\t1.301\t0.740\t0.695\t0.879\t0.868\n1\t0.598\t-1.435\t0.398\t1.088\t-1.164\t0.684\t-0.904\t0.101\t2.173\t0.911\t-1.215\t1.288\t0.000\t1.052\t-0.182\t1.330\t0.000\t1.886\t-0.185\t-0.505\t3.102\t0.906\t0.966\t1.102\t0.922\t0.755\t0.729\t0.747\n0\t0.847\t1.179\t-1.039\t1.368\t-1.346\t1.598\t1.575\t0.489\t2.173\t1.243\t-0.272\t-1.603\t1.107\t0.324\t0.160\t0.237\t0.000\t0.768\t1.562\t-0.414\t0.000\t0.608\t0.847\t0.983\t1.764\t2.981\t1.777\t1.306\n0\t0.714\t1.317\t-1.712\t0.959\t1.663\t1.010\t0.010\t-1.075\t2.173\t0.863\t1.840\t0.742\t0.000\t1.623\t0.889\t0.299\t2.548\t0.858\t1.811\t0.358\t0.000\t0.789\t0.952\t0.988\t0.893\t1.708\t1.250\t1.090\n1\t0.359\t1.363\t0.130\t0.783\t1.588\t1.052\t-1.057\t0.267\t0.000\t0.948\t0.501\t-0.992\t2.215\t0.832\t-0.601\t1.344\t2.548\t0.524\t-0.414\t1.721\t0.000\t1.143\t0.902\t0.981\t0.747\t1.003\t0.949\t0.830\n1\t0.790\t-0.299\t1.378\t1.729\t-1.729\t1.012\t-0.899\t0.180\t2.173\t0.687\t-0.128\t0.039\t0.000\t1.620\t-0.390\t-1.362\t2.548\t0.739\t-1.797\t0.015\t0.000\t0.788\t1.008\t0.999\t0.797\t1.616\t1.064\t1.023\n1\t0.552\t1.138\t0.037\t1.701\t-0.060\t0.905\t0.310\t1.545\t2.173\t0.868\t1.133\t1.550\t0.000\t1.112\t-0.243\t-1.115\t2.548\t1.414\t-0.557\t-0.012\t0.000\t2.081\t1.395\t0.998\t1.270\t0.922\t0.986\t0.992\n0\t1.524\t1.498\t-1.736\t0.578\t-1.106\t0.594\t-0.362\t-0.811\t0.000\t0.767\t0.914\t1.116\t1.107\t1.181\t0.357\t-0.364\t0.000\t2.530\t0.838\t0.506\t3.102\t0.831\t1.183\t0.981\t1.264\t0.658\t0.972\t1.090\n0\t0.918\t-1.183\t1.706\t0.657\t-0.908\t0.633\t-1.169\t-0.809\t0.000\t0.776\t-1.040\t0.794\t1.107\t1.051\t-1.412\t0.211\t2.548\t0.740\t-1.330\t1.560\t0.000\t0.911\t0.911\t0.989\t0.895\t0.535\t0.689\t0.666\n1\t0.957\t0.098\t1.073\t1.421\t-1.659\t1.546\t-0.670\t-0.233\t2.173\t1.539\t1.046\t1.485\t2.215\t0.667\t-0.376\t-0.640\t0.000\t0.911\t-0.877\t0.274\t0.000\t0.690\t0.640\t1.016\t0.902\t3.200\t1.604\t1.263\n1\t0.511\t0.488\t0.454\t1.708\t-0.561\t0.567\t0.471\t0.924\t0.000\t1.259\t-0.153\t1.512\t2.215\t0.547\t-0.798\t-0.891\t2.548\t0.372\t-1.061\t0.558\t0.000\t0.732\t0.759\t1.025\t0.722\t0.799\t0.839\t0.754\n1\t0.468\t0.755\t-0.715\t0.455\t-0.858\t0.648\t1.114\t0.868\t0.000\t1.271\t0.497\t1.190\t2.215\t1.252\t1.627\t-0.608\t0.000\t1.438\t-0.436\t-0.099\t0.000\t1.665\t1.045\t0.983\t1.084\t0.587\t0.882\t0.978\n1\t0.947\t-1.734\t1.738\t0.854\t-0.164\t1.258\t1.374\t-0.534\t0.000\t1.244\t-0.345\t1.712\t0.000\t1.372\t-1.133\t1.463\t2.548\t1.180\t-0.476\t0.451\t3.102\t0.887\t1.146\t1.233\t0.879\t0.838\t0.735\t0.851\n1\t0.672\t-0.078\t1.170\t1.109\t-0.142\t0.923\t-0.331\t1.683\t2.173\t0.715\t-0.892\t-0.063\t0.000\t0.861\t-2.060\t-0.595\t0.000\t0.633\t-0.388\t-0.371\t3.102\t0.941\t0.778\t1.106\t0.993\t0.779\t0.871\t0.880\n1\t1.321\t-0.501\t-1.721\t0.785\t0.955\t0.419\t-0.989\t0.146\t0.000\t1.245\t-1.063\t-0.729\t1.107\t0.397\t-0.758\t-1.328\t2.548\t0.892\t-0.100\t0.052\t0.000\t0.874\t1.030\t0.990\t0.530\t0.396\t0.673\t0.649\n0\t0.512\t1.691\t-1.331\t0.552\t0.373\t1.198\t0.838\t1.315\t2.173\t1.404\t0.310\t-0.260\t0.000\t0.540\t-0.149\t-0.932\t0.000\t0.851\t-0.241\t1.537\t1.551\t0.827\t0.880\t0.980\t0.856\t0.674\t0.990\t0.823\n1\t0.982\t-0.229\t-0.513\t2.079\t-1.097\t0.958\t1.377\t-0.057\t0.000\t1.838\t-0.866\t1.253\t1.107\t0.511\t0.332\t-1.728\t2.548\t0.694\t-1.417\t0.006\t0.000\t0.704\t1.081\t0.993\t1.624\t0.825\t1.040\t1.113\n1\t1.091\t-1.010\t0.509\t0.501\t1.338\t0.808\t0.018\t-0.627\t2.173\t0.425\t0.724\t1.649\t0.000\t0.837\t2.038\t0.871\t0.000\t0.425\t-0.526\t1.116\t0.000\t0.953\t0.771\t0.992\t1.003\t0.790\t0.878\t0.992\n1\t0.372\t-1.892\t0.776\t0.680\t-0.785\t0.806\t0.746\t-0.040\t2.173\t0.646\t-0.934\t-1.720\t0.000\t1.362\t-0.355\t1.195\t0.000\t0.634\t-0.010\t-0.593\t0.000\t0.822\t0.554\t0.989\t1.039\t0.671\t0.862\t0.772\n0\t1.050\t-0.001\t-1.376\t0.020\t0.805\t0.742\t0.660\t0.805\t0.000\t0.449\t-1.209\t-0.417\t2.215\t0.679\t-0.535\t-0.673\t1.274\t0.445\t-0.135\t0.680\t0.000\t0.388\t0.918\t0.461\t0.428\t0.238\t0.653\t0.585\n0\t0.904\t1.056\t0.005\t0.710\t0.367\t1.104\t0.943\t1.376\t0.000\t0.911\t1.294\t-0.810\t2.215\t0.370\t1.300\t-1.609\t1.274\t0.767\t1.655\t-0.306\t0.000\t1.597\t0.873\t0.990\t0.853\t0.408\t0.734\t0.763\n1\t0.541\t-1.546\t-0.236\t1.359\t1.513\t1.211\t-1.154\t-0.146\t2.173\t1.203\t-1.542\t1.533\t0.000\t1.003\t-0.439\t-0.550\t2.548\t0.660\t-0.964\t0.666\t0.000\t0.855\t1.091\t1.187\t1.188\t0.684\t0.964\t0.879\n0\t1.036\t0.784\t1.434\t1.159\t0.645\t0.872\t0.520\t-1.043\t2.173\t0.852\t0.779\t-0.635\t0.000\t1.874\t0.418\t0.517\t1.274\t1.150\t-0.359\t1.514\t0.000\t0.874\t1.007\t0.990\t0.752\t1.572\t0.957\t0.895\n1\t0.914\t-0.525\t0.572\t0.679\t-1.285\t1.191\t0.337\t1.619\t2.173\t0.820\t0.434\t0.604\t0.000\t1.828\t-0.379\t-0.370\t0.000\t1.657\t-0.428\t-0.949\t1.551\t0.399\t0.587\t1.086\t1.021\t1.274\t0.962\t0.836\n1\t0.620\t0.647\t-0.146\t1.161\t-1.632\t0.655\t-1.134\t0.078\t0.000\t1.126\t-0.900\t-1.117\t2.215\t1.084\t-0.192\t1.127\t0.000\t0.637\t0.863\t-0.773\t3.102\t1.066\t1.102\t1.144\t1.128\t0.908\t0.957\t0.960\n0\t0.756\t-0.342\t-0.004\t0.726\t1.286\t0.692\t0.599\t-0.880\t2.173\t0.485\t1.135\t-0.486\t2.215\t0.582\t-0.243\t0.536\t0.000\t0.731\t1.190\t1.430\t0.000\t0.859\t0.887\t0.984\t0.727\t0.384\t0.620\t0.604\n1\t0.810\t-0.507\t0.384\t0.888\t1.317\t0.867\t-1.311\t-0.965\t0.000\t0.920\t-1.167\t0.570\t2.215\t1.116\t-0.425\t-0.699\t0.000\t1.072\t0.097\t1.420\t3.102\t0.887\t1.098\t0.991\t0.790\t0.888\t0.923\t0.865\n0\t1.542\t1.087\t0.611\t0.407\t0.153\t0.475\t-2.321\t1.049\t0.000\t1.036\t-1.229\t-0.647\t1.107\t1.142\t-0.144\t-1.375\t2.548\t0.503\t-1.309\t1.622\t0.000\t1.177\t1.130\t0.982\t1.068\t0.975\t1.145\t1.194\n1\t0.385\t0.857\t-1.130\t1.611\t1.466\t1.363\t0.351\t0.016\t2.173\t0.393\t-0.509\t1.735\t0.000\t0.379\t0.639\t1.053\t2.548\t1.131\t0.402\t-0.900\t0.000\t0.755\t1.138\t0.994\t0.579\t0.737\t1.061\t0.940\n1\t1.010\t-0.625\t-0.011\t0.383\t1.620\t0.822\t-0.547\t-1.667\t0.000\t0.354\t-1.294\t1.425\t0.000\t0.917\t0.342\t0.170\t2.548\t0.900\t0.191\t-1.117\t3.102\t0.755\t0.684\t0.990\t0.632\t0.639\t0.517\t0.506\n0\t0.824\t-0.613\t-0.018\t0.446\t-1.459\t1.084\t-0.982\t-0.750\t1.087\t1.622\t1.438\t0.938\t0.000\t1.488\t2.255\t-1.242\t0.000\t2.901\t0.512\t1.231\t3.102\t0.938\t0.959\t0.990\t0.765\t2.483\t1.806\t1.545\n1\t1.115\t-0.809\t-1.350\t0.766\t-0.213\t1.114\t-1.178\t1.240\t0.000\t1.833\t-0.548\t-0.970\t2.215\t2.052\t-0.726\t0.318\t0.000\t1.338\t-0.088\t1.632\t3.102\t0.917\t0.824\t1.094\t0.784\t1.062\t0.839\t0.738\n0\t2.743\t0.288\t-1.303\t0.672\t-0.736\t1.816\t-1.435\t0.680\t1.087\t0.704\t-1.449\t0.044\t1.107\t1.750\t-0.910\t-1.157\t0.000\t1.002\t-0.533\t0.585\t0.000\t1.484\t1.106\t0.993\t2.713\t0.904\t1.800\t1.471\n0\t0.418\t0.799\t1.673\t0.528\t-1.454\t0.977\t-0.306\t-0.048\t1.087\t0.768\t-1.166\t-1.382\t0.000\t0.583\t-1.048\t0.599\t0.000\t0.697\t0.807\t1.098\t1.551\t1.003\t0.978\t0.987\t0.990\t0.958\t0.845\t0.754\n0\t1.177\t-1.178\t-0.344\t0.161\t1.077\t0.549\t0.131\t-0.908\t0.000\t0.851\t-0.954\t0.771\t2.215\t0.507\t-0.232\t1.512\t0.000\t0.725\t-0.570\t1.208\t3.102\t0.937\t1.033\t0.994\t0.639\t0.292\t0.630\t0.620\n1\t0.594\t0.915\t0.073\t0.854\t-1.619\t1.197\t-0.380\t0.974\t1.087\t0.848\t-0.812\t-1.081\t0.000\t0.648\t-0.581\t-0.152\t2.548\t0.519\t-0.368\t1.466\t0.000\t0.887\t1.222\t0.987\t0.790\t0.943\t0.866\t0.804\n1\t1.288\t-0.597\t-1.190\t2.446\t-1.338\t1.357\t1.603\t0.658\t0.000\t0.688\t-0.030\t-1.473\t0.000\t1.176\t0.181\t-0.238\t0.000\t1.301\t-0.251\t0.723\t1.551\t0.830\t0.737\t0.982\t1.092\t0.267\t0.935\t0.925\n1\t1.105\t1.192\t1.173\t0.676\t0.359\t0.945\t0.736\t1.559\t2.173\t1.215\t2.299\t-1.104\t0.000\t1.028\t2.122\t-0.095\t0.000\t0.922\t1.277\t0.574\t3.102\t0.791\t0.653\t0.985\t0.930\t0.865\t0.887\t0.782\n0\t0.936\t1.106\t-1.311\t0.717\t1.476\t0.441\t0.054\t-1.381\t0.000\t0.635\t1.199\t-0.002\t1.107\t1.050\t-0.509\t0.130\t2.548\t0.443\t1.650\t0.312\t0.000\t1.012\t0.993\t0.991\t0.830\t0.893\t0.992\t0.840\n0\t0.724\t-0.133\t-1.375\t1.353\t-0.875\t1.534\t0.876\t0.684\t2.173\t0.517\t1.248\t0.471\t0.000\t1.621\t-0.399\t-0.908\t0.000\t1.863\t0.000\t1.507\t3.102\t0.683\t0.977\t0.985\t1.535\t1.458\t1.152\t0.939\n0\t0.711\t0.427\t1.648\t0.862\t1.368\t0.456\t-1.998\t-0.954\t0.000\t1.134\t-1.110\t0.147\t2.215\t0.535\t-1.132\t-0.851\t2.548\t0.470\t-0.463\t1.201\t0.000\t0.867\t0.918\t0.992\t0.700\t0.649\t0.752\t0.701\n0\t0.441\t1.675\t-1.415\t0.804\t0.367\t1.767\t0.190\t-0.725\t2.173\t1.638\t1.090\t0.970\t2.215\t0.812\t1.275\t0.296\t0.000\t1.388\t0.750\t-1.514\t0.000\t0.909\t1.200\t0.986\t2.148\t2.776\t1.741\t1.426\n1\t1.700\t-0.424\t-1.294\t0.572\t-1.057\t0.740\t-0.733\t-0.783\t0.000\t1.960\t-1.319\t0.250\t2.215\t1.264\t1.533\t1.297\t0.000\t0.891\t-1.819\t0.660\t0.000\t0.868\t0.879\t0.983\t0.542\t1.278\t1.195\t0.996\n0\t1.246\t-1.193\t1.361\t0.574\t0.328\t0.594\t-0.467\t-1.062\t2.173\t0.557\t-0.922\t-0.554\t0.000\t0.969\t-0.370\t0.499\t2.548\t0.443\t-1.947\t0.746\t0.000\t0.770\t0.738\t0.990\t0.665\t0.933\t0.686\t0.630\n1\t0.538\t0.690\t-0.179\t1.195\t-0.928\t0.419\t1.353\t1.032\t0.000\t0.581\t-0.160\t-0.501\t2.215\t1.067\t-0.490\t0.765\t0.000\t0.849\t0.233\t-1.287\t1.551\t1.357\t0.970\t0.987\t0.874\t0.436\t0.711\t0.831\n0\t0.992\t-1.496\t-0.831\t0.806\t1.709\t1.118\t-0.779\t-1.099\t2.173\t1.240\t0.182\t0.337\t2.215\t1.330\t1.281\t0.537\t0.000\t1.106\t0.452\t1.061\t0.000\t0.852\t0.902\t0.986\t0.884\t1.884\t1.381\t1.496\n1\t1.963\t0.507\t0.777\t1.179\t-0.738\t1.353\t-0.155\t-1.415\t2.173\t0.549\t0.923\t1.473\t2.215\t0.579\t-0.164\t-0.941\t0.000\t1.763\t-1.087\t0.212\t0.000\t1.004\t1.143\t2.063\t1.677\t0.984\t1.115\t1.090\n0\t1.304\t1.487\t-0.030\t1.077\t0.961\t1.363\t1.330\t-1.425\t0.000\t1.301\t0.623\t0.497\t1.107\t1.045\t0.547\t-0.864\t2.548\t0.643\t0.682\t1.645\t0.000\t0.647\t0.795\t1.280\t0.933\t1.167\t1.022\t0.994\n0\t0.396\t-0.606\t0.851\t0.564\t-0.887\t0.757\t0.072\t-1.294\t0.000\t1.554\t0.412\t0.504\t2.215\t0.460\t-0.665\t0.179\t1.274\t0.966\t1.096\t-1.247\t0.000\t0.866\t0.886\t0.983\t1.592\t0.607\t0.983\t1.086\n1\t1.411\t-2.003\t-0.452\t0.329\t0.224\t0.687\t-1.568\t-1.417\t2.173\t1.022\t-0.311\t1.391\t2.215\t0.734\t-0.960\t-0.794\t0.000\t0.823\t2.281\t0.925\t0.000\t0.613\t0.849\t0.975\t0.868\t1.091\t0.947\t0.777\n0\t0.878\t-0.751\t1.327\t3.579\t1.408\t1.228\t-1.540\t-0.574\t0.000\t1.223\t1.277\t-0.747\t0.000\t1.139\t1.249\t0.496\t2.548\t1.530\t1.266\t-0.142\t0.000\t0.942\t0.998\t0.987\t0.852\t0.746\t1.038\t1.340\n0\t0.675\t-1.009\t-0.347\t1.295\t-0.716\t0.946\t1.286\t1.189\t0.000\t0.512\t2.521\t-1.234\t0.000\t0.459\t0.754\t-0.861\t2.548\t0.894\t-0.051\t1.146\t0.000\t1.033\t0.848\t0.986\t0.872\t0.610\t0.603\t0.831\n1\t1.667\t-0.565\t0.759\t1.695\t1.215\t1.524\t2.534\t-0.887\t0.000\t1.595\t-1.159\t-0.227\t2.215\t0.680\t-1.005\t-1.595\t2.548\t1.409\t-1.178\t0.974\t0.000\t0.729\t1.160\t0.987\t0.815\t1.046\t1.081\t0.876\n1\t0.822\t0.304\t-0.666\t1.194\t-0.132\t1.024\t0.116\t1.673\t2.173\t0.587\t0.497\t0.754\t0.000\t0.488\t-0.871\t-0.080\t2.548\t0.659\t0.414\t1.192\t0.000\t0.311\t0.692\t0.993\t0.518\t1.011\t0.835\t0.730\n0\t1.133\t-0.647\t-0.998\t0.112\t1.470\t0.848\t-0.343\t1.082\t0.000\t1.305\t0.181\t-0.200\t1.107\t1.737\t1.726\t-1.128\t0.000\t1.603\t0.174\t0.595\t3.102\t0.912\t0.922\t0.979\t0.861\t0.858\t0.992\t0.903\n0\t0.593\t0.250\t-0.005\t0.593\t-1.536\t1.027\t-0.787\t0.746\t2.173\t1.521\t0.237\t-0.282\t2.215\t2.315\t-1.293\t-1.360\t0.000\t1.642\t-1.183\t0.918\t0.000\t1.905\t1.676\t0.987\t0.876\t1.779\t1.613\t1.448\n0\t1.550\t-0.517\t-0.243\t1.418\t-1.149\t1.416\t-1.681\t-1.687\t0.000\t2.057\t-0.067\t0.424\t2.215\t0.548\t-0.472\t-1.688\t2.548\t0.938\t1.006\t0.208\t0.000\t0.819\t0.752\t1.495\t1.549\t1.097\t1.546\t1.396\n0\t0.769\t-2.183\t0.341\t0.621\t0.870\t0.685\t0.452\t-0.699\t1.087\t0.925\t-1.167\t-1.569\t2.215\t0.698\t-0.263\t0.496\t0.000\t0.554\t-0.487\t-1.667\t0.000\t0.646\t0.790\t0.981\t0.888\t1.364\t1.041\t0.818\n0\t0.767\t-0.494\t1.477\t1.613\t0.797\t0.715\t-1.306\t-1.343\t0.000\t0.910\t-1.513\t-0.492\t0.000\t0.794\t-0.889\t1.631\t1.274\t1.404\t-0.996\t-0.028\t3.102\t1.029\t0.871\t0.987\t0.721\t0.809\t0.730\t0.775\n1\t1.079\t-1.245\t-1.356\t0.789\t-1.554\t1.017\t-0.603\t0.136\t2.173\t0.555\t-0.534\t0.685\t0.000\t0.703\t-0.828\t1.088\t2.548\t0.448\t0.813\t-1.102\t0.000\t0.847\t0.841\t0.978\t0.694\t0.813\t0.841\t0.727\n0\t1.117\t-1.143\t1.593\t1.739\t-1.417\t0.309\t-0.462\t1.325\t0.000\t0.831\t-1.035\t-0.004\t2.215\t0.940\t0.674\t0.599\t2.548\t0.578\t-0.890\t0.290\t0.000\t0.989\t0.877\t0.982\t1.666\t1.083\t1.220\t1.185\n1\t0.433\t-0.543\t0.418\t0.843\t1.568\t1.073\t0.753\t-0.890\t0.000\t0.701\t0.248\t-0.434\t2.215\t0.724\t-2.226\t0.824\t0.000\t1.954\t0.645\t0.614\t3.102\t1.299\t0.973\t0.993\t1.435\t0.900\t1.062\t1.212\n1\t1.255\t-0.382\t-1.548\t0.619\t-0.308\t1.062\t0.288\t0.378\t2.173\t1.067\t-1.041\t-1.599\t0.000\t0.765\t-0.695\t-0.946\t1.274\t0.835\t-0.466\t0.414\t0.000\t1.009\t0.666\t1.099\t1.151\t1.214\t0.994\t0.854\n0\t1.279\t0.539\t-1.468\t0.312\t0.991\t0.667\t-1.582\t-0.684\t0.000\t0.945\t-0.145\t1.385\t2.215\t1.060\t-0.101\t-0.180\t2.548\t0.624\t-2.206\t0.456\t0.000\t1.002\t1.129\t0.984\t0.662\t1.050\t1.015\t0.981\n0\t2.094\t0.416\t-1.638\t0.462\t-0.603\t1.339\t1.348\t-0.356\t2.173\t1.630\t1.087\t1.506\t0.000\t1.023\t-0.107\t0.183\t0.000\t1.380\t0.423\t0.493\t3.102\t0.944\t0.954\t1.095\t1.484\t1.181\t1.088\t1.044\n0\t0.680\t-0.768\t0.564\t1.169\t1.527\t0.524\t-0.053\t-0.583\t0.000\t0.801\t0.341\t0.220\t0.000\t1.258\t0.538\t-1.330\t2.548\t1.138\t-0.083\t0.470\t1.551\t0.952\t1.012\t0.985\t0.733\t0.968\t0.837\t0.832\n1\t2.188\t0.051\t-1.652\t0.517\t0.457\t1.206\t0.545\t0.158\t2.173\t0.465\t-1.881\t0.693\t0.000\t1.532\t0.412\t-1.069\t2.548\t0.531\t0.804\t0.654\t0.000\t1.305\t1.398\t1.394\t1.465\t1.516\t1.174\t1.097\n1\t1.760\t-0.554\t0.291\t0.506\t0.694\t1.160\t0.212\t-1.118\t2.173\t0.438\t0.053\t-1.481\t0.000\t0.443\t0.119\t0.815\t0.000\t0.631\t0.753\t1.224\t3.102\t0.647\t0.689\t0.974\t0.870\t0.840\t1.065\t0.824\n1\t1.685\t0.469\t-0.039\t0.196\t0.391\t1.476\t1.456\t1.373\t2.173\t0.731\t0.138\t-0.689\t0.000\t0.820\t0.594\t-1.669\t0.000\t0.582\t2.296\t-0.783\t0.000\t0.967\t0.686\t0.993\t1.476\t1.074\t0.994\t0.930\n0\t1.534\t1.079\t0.443\t0.823\t1.317\t0.412\t2.041\t1.690\t0.000\t0.678\t0.288\t-0.426\t2.215\t0.429\t0.380\t-1.171\t0.000\t0.649\t0.673\t-1.384\t3.102\t0.946\t0.949\t1.104\t0.714\t0.481\t0.647\t0.653\n1\t0.590\t-0.970\t-0.212\t1.752\t1.189\t0.708\t-0.681\t-1.202\t0.000\t0.655\t-0.142\t1.271\t1.107\t0.765\t-1.462\t-0.995\t0.000\t1.625\t2.174\t-0.213\t0.000\t0.676\t1.006\t1.342\t0.790\t0.409\t0.726\t0.780\n0\t1.707\t0.327\t-1.150\t0.274\t0.035\t1.279\t-1.306\t0.536\t0.000\t0.510\t-1.738\t-0.003\t0.000\t0.999\t-0.884\t-1.137\t0.000\t1.211\t-0.034\t1.572\t3.102\t0.899\t1.280\t0.990\t0.854\t0.530\t0.750\t0.955\n0\t0.422\t0.755\t-0.656\t1.486\t-0.123\t0.597\t0.739\t1.603\t2.173\t0.661\t-0.740\t0.777\t0.000\t0.728\t-1.106\t-1.175\t2.548\t0.514\t2.157\t1.515\t0.000\t2.012\t1.281\t0.989\t1.804\t1.060\t1.274\t1.225\n0\t0.962\t1.619\t-1.155\t0.727\t0.245\t0.492\t1.882\t0.800\t0.000\t0.593\t0.460\t-1.629\t2.215\t0.673\t0.232\t-0.533\t2.548\t0.753\t0.898\t1.112\t0.000\t0.696\t0.756\t1.104\t0.750\t0.565\t0.618\t0.593\n0\t0.412\t0.253\t-1.542\t1.399\t-0.477\t1.000\t0.007\t0.499\t2.173\t0.800\t1.572\t-1.377\t0.000\t0.727\t0.762\t1.587\t1.274\t0.465\t0.210\t0.159\t0.000\t0.976\t0.667\t0.988\t1.143\t0.992\t0.844\t0.792\n1\t0.953\t0.033\t-1.679\t1.534\t-1.613\t0.872\t0.529\t0.135\t1.087\t1.122\t0.872\t0.961\t2.215\t0.880\t-1.567\t-0.103\t0.000\t0.937\t0.480\t-0.312\t0.000\t0.705\t0.730\t0.989\t1.304\t1.021\t0.994\t0.789\n0\t0.297\t1.121\t1.505\t1.861\t-0.493\t0.685\t-0.992\t1.602\t0.000\t0.759\t0.430\t0.642\t2.215\t0.564\t-0.762\t0.440\t0.000\t1.102\t0.159\t-1.512\t3.102\t0.973\t1.009\t1.003\t0.813\t0.777\t0.727\t0.937\n0\t0.860\t0.689\t-0.496\t0.426\t0.476\t1.227\t0.027\t0.623\t1.087\t0.886\t-0.615\t1.652\t2.215\t0.383\t0.137\t0.360\t0.000\t1.674\t-0.877\t-1.114\t0.000\t1.027\t0.830\t0.988\t0.899\t1.331\t0.941\t0.832\n1\t0.812\t0.543\t0.987\t0.471\t-0.626\t0.669\t-1.155\t0.297\t0.000\t0.908\t0.179\t-1.363\t2.215\t0.975\t0.443\t0.024\t2.548\t0.642\t-1.721\t-1.582\t0.000\t1.098\t1.191\t0.987\t0.731\t0.961\t0.975\t0.828\n0\t0.318\t1.916\t-1.528\t1.226\t-0.246\t0.461\t0.163\t1.165\t2.173\t0.359\t1.899\t1.459\t0.000\t0.665\t1.098\t0.421\t2.548\t0.536\t2.082\t-0.759\t0.000\t0.544\t0.830\t0.984\t0.595\t0.570\t0.580\t0.582\n0\t0.901\t0.831\t-1.387\t4.221\t-1.484\t1.743\t-1.194\t0.087\t0.000\t0.867\t-0.058\t0.357\t2.215\t0.780\t0.780\t1.346\t2.548\t0.887\t-0.033\t0.785\t0.000\t1.272\t1.104\t0.988\t0.872\t0.797\t1.252\t1.708\n1\t1.020\t-0.240\t-0.819\t1.867\t0.123\t1.243\t2.916\t1.640\t0.000\t1.422\t-0.629\t-0.174\t0.000\t1.607\t-0.531\t1.497\t0.000\t1.218\t0.206\t-0.076\t3.102\t2.315\t1.445\t1.436\t1.076\t0.673\t1.020\t0.949\n0\t0.911\t-1.205\t0.164\t0.787\t-1.690\t1.524\t-0.580\t-0.014\t1.087\t1.700\t0.042\t-1.671\t0.000\t0.839\t0.887\t-0.367\t0.000\t1.374\t-1.011\t0.986\t0.000\t0.578\t1.540\t1.167\t1.115\t1.804\t1.354\t1.185\n1\t0.792\t0.613\t1.578\t1.155\t-1.316\t2.242\t-0.825\t-0.035\t0.000\t1.424\t-0.087\t1.543\t1.107\t1.393\t-0.092\t0.973\t2.548\t1.249\t0.508\t-1.268\t0.000\t0.827\t0.894\t0.981\t0.697\t0.735\t0.664\t0.626\n1\t0.996\t-0.088\t-1.723\t0.728\t-0.582\t0.423\t0.613\t-0.434\t2.173\t0.772\t0.651\t-1.406\t2.215\t0.608\t-0.967\t-0.144\t0.000\t1.086\t0.429\t0.340\t0.000\t0.870\t0.995\t1.011\t0.683\t0.646\t0.653\t0.624\n1\t0.819\t-1.525\t-0.766\t0.873\t1.129\t0.731\t-0.920\t-0.389\t0.000\t0.500\t-0.073\t1.730\t0.000\t0.974\t-0.295\t1.031\t0.000\t0.936\t0.894\t-1.058\t3.102\t0.645\t0.790\t1.161\t0.680\t1.014\t0.868\t0.750\n0\t0.382\t1.907\t0.741\t0.098\t-0.924\t0.461\t0.789\t0.404\t0.000\t1.287\t0.096\t-1.020\t2.215\t0.434\t-0.826\t0.254\t2.548\t0.821\t0.044\t1.141\t0.000\t0.681\t1.071\t0.990\t0.639\t0.836\t0.700\t0.636\n0\t0.625\t0.544\t-1.069\t0.506\t0.281\t0.560\t-0.650\t-1.569\t0.000\t0.936\t-0.797\t0.513\t2.215\t0.875\t0.185\t1.166\t2.548\t0.863\t1.837\t-0.844\t0.000\t0.835\t0.856\t0.985\t0.764\t0.742\t0.859\t0.840\n1\t1.636\t-0.107\t1.626\t0.151\t0.679\t0.668\t0.901\t-0.472\t2.173\t0.392\t-0.551\t1.025\t0.000\t1.585\t0.536\t0.402\t2.548\t1.238\t-0.244\t-1.031\t0.000\t0.881\t0.965\t0.988\t1.001\t0.932\t0.871\t0.792\n1\t1.095\t-0.028\t1.404\t0.586\t0.748\t0.653\t-0.676\t0.787\t0.000\t1.153\t0.041\t-1.451\t2.215\t1.093\t0.184\t0.472\t0.000\t1.069\t0.617\t-0.444\t3.102\t0.815\t0.953\t0.978\t0.863\t0.866\t0.885\t0.793\n0\t1.015\t0.154\t1.097\t0.784\t1.205\t1.176\t0.768\t-0.982\t2.173\t1.263\t1.747\t1.063\t0.000\t1.677\t1.427\t-0.314\t0.000\t0.875\t1.182\t0.679\t0.000\t0.861\t1.159\t0.991\t0.811\t0.326\t0.991\t1.065\n1\t1.665\t-0.167\t0.929\t0.991\t-0.138\t1.314\t-1.467\t-0.968\t2.173\t0.623\t-2.753\t0.752\t0.000\t0.679\t0.065\t1.592\t0.000\t0.685\t-1.024\t-1.653\t3.102\t2.128\t1.185\t1.459\t1.800\t0.594\t1.136\t1.198\n0\t0.655\t-0.854\t-1.038\t1.626\t-1.230\t0.813\t-0.356\t0.861\t1.087\t0.322\t2.792\t-0.137\t0.000\t0.803\t-0.822\t0.517\t2.548\t0.524\t0.857\t-0.547\t0.000\t0.600\t1.371\t1.003\t1.497\t0.414\t1.086\t1.649\n0\t2.814\t1.249\t-0.195\t0.544\t1.183\t1.116\t0.659\t0.255\t2.173\t2.117\t-0.086\t1.738\t1.107\t0.688\t-2.364\t1.356\t0.000\t0.883\t1.439\t-1.264\t0.000\t3.737\t2.546\t1.623\t1.105\t2.367\t1.996\t2.005\n0\t0.984\t-0.227\t-0.807\t1.883\t-1.121\t0.602\t-1.129\t0.765\t0.000\t0.679\t0.790\t0.117\t2.215\t0.633\t0.278\t0.605\t0.000\t0.569\t-0.912\t1.471\t1.551\t0.888\t0.975\t0.993\t0.665\t0.814\t0.869\t0.874\n1\t0.724\t-0.539\t0.979\t1.230\t0.258\t0.406\t-1.160\t-0.796\t1.087\t0.618\t1.000\t-1.460\t0.000\t0.530\t-0.930\t1.683\t1.274\t0.561\t0.033\t0.316\t0.000\t0.863\t0.941\t0.996\t0.665\t0.457\t0.628\t0.742\n0\t1.771\t1.430\t-1.317\t1.005\t-1.657\t2.017\t0.973\t0.329\t2.173\t1.638\t0.053\t-1.562\t2.215\t1.384\t-0.076\t-0.440\t0.000\t1.237\t0.301\t0.910\t0.000\t1.392\t1.383\t0.996\t1.966\t2.946\t1.685\t1.427\n1\t0.741\t-0.897\t-1.012\t0.570\t-1.041\t1.318\t-0.287\t-0.145\t0.000\t1.097\t-0.642\t1.584\t2.215\t1.767\t-1.274\t0.871\t2.548\t1.251\t0.010\t1.320\t0.000\t0.830\t1.074\t0.976\t1.007\t1.048\t0.912\t0.868\n0\t1.203\t-1.280\t1.044\t0.561\t1.738\t1.449\t-0.130\t0.895\t2.173\t1.366\t-0.196\t-0.703\t0.000\t1.280\t0.381\t-1.051\t2.548\t0.602\t-0.918\t-0.229\t0.000\t0.921\t0.856\t0.992\t0.936\t1.733\t1.205\t1.062\n0\t0.943\t-1.171\t-0.799\t0.607\t-0.149\t0.934\t-1.570\t-1.099\t2.173\t1.199\t-2.631\t0.883\t0.000\t1.309\t-1.370\t0.718\t2.548\t0.655\t-0.508\t-0.482\t0.000\t1.809\t1.185\t0.986\t0.914\t1.375\t1.081\t1.058\n0\t0.532\t-0.051\t0.299\t0.856\t-1.708\t1.207\t1.661\t0.543\t0.000\t0.793\t1.166\t-0.169\t2.215\t0.800\t0.905\t0.968\t0.000\t3.044\t0.617\t-1.456\t3.102\t0.901\t0.941\t0.987\t0.805\t1.326\t1.153\t0.962\n1\t0.283\t1.950\t-0.709\t0.896\t1.250\t1.061\t1.257\t-1.517\t0.000\t1.402\t0.759\t0.363\t2.215\t0.983\t0.656\t-0.450\t2.548\t0.562\t1.300\t1.050\t0.000\t0.886\t0.986\t0.991\t0.858\t0.835\t0.948\t0.803\n1\t1.039\t-0.094\t0.708\t1.258\t1.289\t1.013\t-0.687\t-0.574\t2.173\t0.537\t-0.562\t0.516\t0.000\t0.551\t-1.487\t0.632\t0.000\t0.605\t0.553\t-1.311\t3.102\t0.469\t0.948\t0.997\t0.658\t0.793\t0.935\t0.831\n0\t1.053\t-0.766\t-0.682\t0.479\t0.737\t0.855\t-0.834\t0.172\t1.087\t0.464\t-1.537\t1.207\t2.215\t0.974\t-1.017\t-1.032\t0.000\t1.060\t-1.535\t1.701\t0.000\t0.913\t1.114\t0.986\t0.709\t0.822\t0.759\t0.670\n1\t0.844\t0.445\t-0.041\t0.150\t1.562\t1.254\t1.260\t-0.134\t2.173\t1.849\t1.394\t-1.716\t2.215\t0.449\t1.315\t-1.013\t0.000\t0.497\t0.879\t0.495\t0.000\t0.640\t0.783\t0.993\t1.509\t2.225\t1.368\t1.028\n1\t0.919\t-0.426\t-0.336\t0.495\t-0.147\t0.816\t-0.468\t1.345\t0.000\t0.634\t-0.630\t-1.334\t2.215\t0.712\t1.031\t1.021\t2.548\t0.909\t-2.463\t-0.486\t0.000\t2.467\t1.512\t0.980\t1.205\t0.945\t1.310\t1.112\n1\t1.391\t1.046\t-0.479\t1.945\t-1.100\t1.225\t0.565\t0.811\t2.173\t0.638\t0.566\t-1.656\t1.107\t0.375\t-0.242\t0.845\t0.000\t0.538\t0.111\t-0.022\t0.000\t0.447\t0.552\t1.209\t0.872\t1.034\t1.135\t0.842\n0\t0.347\t-1.265\t-0.788\t0.666\t1.196\t0.738\t-2.518\t-1.357\t0.000\t0.402\t-2.857\t-0.316\t0.000\t1.011\t-0.839\t0.566\t2.548\t0.629\t-0.604\t-0.347\t0.000\t0.884\t0.852\t0.979\t0.558\t0.357\t0.592\t0.672\n0\t0.476\t0.704\t-0.342\t1.287\t0.069\t0.871\t-1.401\t1.684\t2.173\t0.574\t0.591\t-1.326\t2.215\t0.587\t-2.209\t0.612\t0.000\t0.678\t-0.578\t-0.482\t0.000\t0.895\t0.945\t0.989\t0.882\t1.314\t1.003\t0.910\n1\t0.773\t0.965\t-0.158\t0.632\t-1.162\t0.660\t0.879\t-1.466\t0.000\t0.775\t1.477\t-0.984\t1.107\t1.732\t0.174\t0.534\t2.548\t0.705\t0.592\t0.940\t0.000\t0.891\t1.074\t0.982\t1.142\t1.493\t0.903\t0.844\n0\t0.930\t0.192\t0.893\t0.632\t-0.962\t0.527\t-1.255\t-0.858\t2.173\t0.759\t0.773\t0.234\t2.215\t0.813\t2.611\t1.099\t0.000\t1.362\t1.627\t-1.434\t0.000\t0.851\t0.929\t1.056\t0.917\t1.378\t1.279\t1.027\n1\t1.297\t-0.025\t-0.510\t0.437\t-0.018\t1.131\t0.322\t0.067\t0.000\t1.249\t2.397\t1.243\t0.000\t2.017\t0.420\t-1.127\t2.548\t1.207\t0.985\t0.101\t0.000\t0.950\t1.211\t0.984\t0.678\t0.713\t0.739\t0.695\n1\t1.719\t-0.291\t-0.375\t1.296\t0.956\t1.201\t-0.230\t-0.860\t2.173\t0.996\t0.259\t1.646\t2.215\t0.864\t0.070\t0.257\t0.000\t0.688\t-1.330\t-1.538\t0.000\t0.913\t0.795\t1.928\t1.384\t1.308\t1.116\t0.959\n0\t0.843\t1.415\t0.073\t1.151\t-0.419\t1.254\t-1.318\t-1.035\t0.000\t1.018\t-0.151\t0.908\t2.215\t0.964\t1.235\t1.555\t0.000\t1.038\t-1.372\t-1.494\t0.000\t0.909\t1.388\t0.984\t1.266\t0.673\t1.174\t1.077\n1\t1.149\t0.932\t1.718\t0.739\t-0.164\t1.262\t0.461\t0.631\t0.000\t1.337\t-1.573\t-0.825\t0.000\t1.944\t-0.064\t1.718\t2.548\t1.338\t0.521\t0.132\t3.102\t0.901\t1.275\t1.267\t1.059\t1.296\t1.089\t1.108\n0\t0.805\t0.035\t-0.385\t0.649\t0.696\t1.300\t-0.584\t-0.927\t2.173\t0.792\t0.124\t0.849\t2.215\t1.405\t-1.619\t-1.484\t0.000\t2.625\t-1.612\t0.762\t0.000\t1.912\t1.833\t0.990\t0.981\t1.589\t1.547\t1.237\n1\t1.275\t2.137\t-1.509\t1.461\t-0.172\t0.933\t0.510\t1.019\t2.173\t0.455\t0.867\t-1.676\t0.000\t0.726\t1.134\t-0.557\t0.000\t0.559\t0.538\t-0.213\t1.551\t0.762\t0.966\t1.766\t0.979\t0.687\t1.126\t0.906\n1\t0.415\t1.146\t1.261\t0.559\t-0.892\t0.908\t-0.319\t0.543\t0.000\t0.716\t-0.645\t1.135\t0.000\t1.925\t-1.073\t-1.116\t1.274\t0.683\t-1.525\t-0.713\t0.000\t0.919\t0.854\t0.992\t0.974\t0.966\t0.995\t0.858\n1\t0.574\t-2.051\t1.238\t1.484\t-1.151\t0.537\t-2.667\t-0.899\t0.000\t1.060\t0.053\t0.433\t2.215\t0.413\t-0.213\t0.076\t0.000\t0.397\t-1.119\t0.203\t0.000\t0.782\t1.329\t1.068\t1.681\t0.755\t1.211\t1.120\n1\t1.169\t0.480\t-0.727\t0.768\t-0.599\t1.149\t-0.167\t1.358\t1.087\t0.387\t-0.989\t0.083\t2.215\t0.436\t1.265\t-0.976\t0.000\t0.555\t0.956\t0.173\t0.000\t0.471\t1.036\t1.002\t0.676\t0.993\t0.896\t0.786\n0\t1.162\t1.122\t-1.049\t0.480\t1.708\t1.543\t0.872\t-0.492\t2.173\t1.163\t-1.207\t1.004\t0.000\t1.064\t-0.916\t1.492\t0.000\t1.125\t0.296\t0.678\t1.551\t0.755\t0.969\t0.983\t1.011\t1.268\t1.639\t1.351\n0\t0.488\t-2.176\t-0.504\t3.286\t-0.107\t1.953\t-1.331\t1.631\t1.087\t0.478\t-0.872\t-1.358\t0.000\t0.779\t-0.706\t0.380\t2.548\t0.373\t-1.455\t-0.322\t0.000\t0.504\t0.840\t0.972\t0.746\t1.457\t1.467\t1.080\n1\t1.404\t-0.574\t1.044\t1.573\t1.541\t0.380\t0.203\t-0.777\t0.000\t0.585\t-0.865\t1.486\t0.000\t1.587\t-0.374\t-0.224\t2.548\t1.071\t0.836\t-0.622\t3.102\t1.063\t0.985\t0.989\t1.324\t0.841\t1.102\t0.922\n0\t0.977\t1.238\t1.071\t0.767\t0.128\t0.679\t0.653\t-1.073\t2.173\t0.725\t0.453\t0.220\t2.215\t0.593\t0.823\t-1.467\t0.000\t1.519\t0.189\t1.562\t0.000\t0.810\t0.775\t0.989\t0.919\t0.955\t0.697\t0.637\n0\t0.713\t-0.977\t-0.273\t0.562\t1.301\t0.801\t-0.281\t0.032\t2.173\t0.982\t-1.762\t-1.240\t0.000\t0.644\t1.129\t1.193\t2.548\t0.810\t-1.071\t0.628\t0.000\t0.826\t1.421\t0.991\t1.174\t1.078\t1.195\t0.999\n0\t0.473\t0.280\t0.937\t0.552\t-1.172\t0.824\t-0.120\t0.750\t0.000\t0.935\t-0.335\t1.594\t0.000\t0.576\t-2.485\t-0.541\t0.000\t1.131\t0.080\t0.314\t3.102\t1.301\t0.929\t0.985\t0.659\t0.572\t0.714\t0.662\n1\t1.880\t1.683\t1.391\t0.678\t0.438\t0.687\t-0.475\t-1.475\t0.000\t1.250\t1.326\t-0.565\t2.215\t1.190\t0.499\t0.131\t2.548\t1.072\t1.984\t0.315\t0.000\t0.705\t0.871\t1.183\t1.257\t0.936\t1.001\t0.821\n1\t1.223\t0.954\t0.544\t1.366\t1.125\t0.967\t0.249\t-1.510\t2.173\t1.215\t-1.295\t-0.534\t0.000\t0.364\t0.059\t-0.533\t1.274\t0.399\t-0.818\t-1.490\t0.000\t0.707\t1.390\t0.992\t0.756\t0.575\t0.876\t1.221\n0\t2.197\t-1.095\t-0.518\t0.249\t1.504\t0.968\t-0.454\t0.142\t2.173\t0.966\t-0.598\t-1.230\t0.000\t1.666\t-1.038\t1.355\t2.548\t1.039\t-2.367\t1.283\t0.000\t0.992\t0.951\t0.993\t0.950\t1.509\t1.013\t0.906\n0\t0.747\t-1.363\t1.295\t0.653\t-0.908\t0.449\t-2.227\t0.369\t0.000\t0.596\t0.449\t1.153\t2.215\t0.621\t-0.001\t-0.581\t2.548\t0.671\t-1.282\t-1.073\t0.000\t0.863\t0.903\t0.982\t1.094\t0.664\t0.837\t0.783\n1\t0.563\t0.766\t-1.404\t1.130\t1.064\t0.829\t-0.451\t0.429\t2.173\t0.792\t-0.924\t-0.754\t2.215\t0.383\t-1.168\t1.656\t0.000\t0.424\t-2.226\t1.678\t0.000\t0.334\t0.884\t0.984\t0.982\t1.086\t0.840\t0.773\n0\t0.348\t-1.274\t0.396\t0.933\t-1.576\t0.795\t0.939\t1.230\t0.000\t0.977\t0.737\t-0.302\t0.000\t1.224\t-0.104\t-1.431\t2.548\t1.868\t0.413\t0.191\t1.551\t1.847\t1.241\t0.991\t1.252\t1.204\t1.346\t1.581\n1\t1.946\t1.190\t-0.132\t1.177\t-0.592\t0.930\t0.963\t-1.705\t1.087\t1.092\t1.496\t0.644\t2.215\t0.576\t1.659\t1.678\t0.000\t0.366\t2.036\t-1.492\t0.000\t0.214\t0.650\t0.982\t1.383\t1.337\t1.101\t0.854\n0\t1.871\t0.765\t-1.514\t0.093\t1.481\t0.586\t-1.006\t-0.479\t2.173\t0.856\t-1.500\t1.166\t0.000\t0.907\t0.698\t-0.032\t2.548\t1.215\t-0.918\t0.327\t0.000\t0.958\t0.984\t0.977\t0.892\t0.988\t0.939\t1.056\n1\t2.088\t0.777\t0.525\t0.263\t-0.637\t0.729\t-0.605\t-1.381\t2.173\t0.478\t0.891\t-0.095\t2.215\t0.670\t-0.218\t-0.937\t0.000\t0.803\t0.961\t-1.712\t0.000\t0.801\t0.759\t0.983\t0.564\t1.080\t0.932\t0.795\n0\t0.608\t0.357\t1.542\t0.345\t0.454\t0.829\t1.626\t0.251\t2.173\t0.742\t1.222\t-0.653\t0.000\t1.383\t0.645\t-1.690\t0.000\t1.023\t1.454\t-1.327\t0.000\t0.828\t0.698\t0.990\t0.795\t1.106\t0.865\t0.736\n0\t0.789\t0.004\t-0.300\t0.997\t-1.326\t0.858\t0.317\t0.012\t0.000\t0.968\t-0.259\t1.356\t2.215\t0.854\t-0.112\t-1.243\t0.000\t0.724\t-0.281\t0.855\t3.102\t1.434\t0.925\t0.987\t0.854\t0.331\t0.758\t0.704\n1\t1.450\t-0.258\t0.094\t0.563\t0.632\t0.576\t0.869\t-0.985\t2.173\t0.358\t-1.118\t-0.906\t0.000\t0.551\t0.514\t-1.692\t2.548\t0.580\t0.814\t1.134\t0.000\t0.950\t0.836\t0.996\t0.752\t0.432\t0.688\t0.642\n1\t2.154\t-0.461\t-0.590\t0.639\t-0.435\t0.983\t0.066\t1.562\t2.173\t0.824\t0.221\t0.443\t2.215\t0.575\t0.325\t-1.633\t0.000\t0.807\t-0.417\t0.470\t0.000\t0.786\t0.727\t0.988\t0.966\t1.126\t1.031\t0.825\n0\t1.407\t0.002\t-1.705\t0.547\t-1.212\t0.702\t-0.442\t-0.424\t2.173\t0.615\t1.400\t-1.461\t0.000\t0.722\t1.071\t0.382\t2.548\t0.732\t1.314\t0.078\t0.000\t0.862\t1.220\t0.995\t0.858\t0.994\t0.833\t0.794\n1\t2.178\t-0.161\t-1.600\t0.512\t-0.812\t0.457\t0.257\t-0.280\t0.000\t1.012\t1.729\t0.320\t0.000\t0.344\t-0.889\t-0.042\t2.548\t0.645\t0.847\t0.944\t3.102\t1.417\t0.865\t0.985\t0.691\t0.505\t0.682\t0.926\n0\t0.805\t0.089\t-0.785\t1.437\t-0.133\t0.768\t-2.669\t0.096\t0.000\t1.747\t-0.814\t1.323\t2.215\t1.233\t-1.311\t-1.076\t2.548\t1.490\t0.217\t-1.565\t0.000\t0.876\t1.013\t0.987\t1.388\t1.380\t1.375\t1.071\n1\t0.916\t0.395\t1.343\t1.113\t-0.929\t0.928\t-1.044\t1.565\t2.173\t0.815\t-1.244\t0.479\t0.000\t1.458\t2.320\t1.283\t0.000\t1.979\t-0.948\t-0.804\t0.000\t0.901\t0.770\t1.244\t1.217\t1.264\t0.901\t0.891\n0\t0.666\t1.839\t1.718\t0.602\t0.661\t1.133\t0.581\t-1.072\t1.087\t1.360\t-0.479\t0.289\t0.000\t0.745\t-1.339\t1.359\t2.548\t0.370\t0.445\t1.067\t0.000\t0.775\t0.888\t0.991\t1.010\t1.679\t1.120\t1.051\n1\t0.848\t-1.166\t-1.525\t0.438\t-0.142\t0.837\t0.250\t0.587\t2.173\t0.657\t0.924\t1.739\t2.215\t1.151\t-0.229\t-0.705\t0.000\t0.427\t0.219\t0.227\t0.000\t0.610\t0.885\t0.992\t0.877\t1.017\t0.815\t0.717\n0\t1.611\t-1.495\t0.112\t0.640\t0.646\t0.756\t-0.446\t-1.533\t0.000\t0.513\t1.221\t-0.239\t0.000\t0.725\t0.808\t1.002\t2.548\t1.709\t0.310\t-1.260\t3.102\t1.760\t1.099\t0.989\t1.567\t0.791\t1.362\t1.324\n1\t0.748\t0.541\t1.116\t1.108\t0.246\t0.888\t-0.448\t-0.682\t0.000\t0.502\t1.019\t-1.734\t0.000\t0.796\t-1.341\t-1.467\t1.274\t0.488\t1.466\t1.009\t0.000\t0.464\t1.175\t0.985\t0.498\t0.826\t0.748\t0.707\n1\t0.371\t-0.504\t-0.644\t1.314\t0.718\t0.728\t0.555\t1.234\t2.173\t0.864\t0.594\t-0.840\t0.000\t1.094\t1.112\t-1.212\t0.000\t1.594\t0.142\t0.302\t3.102\t0.674\t1.087\t0.987\t0.731\t0.879\t0.870\t0.794\n1\t0.479\t1.532\t1.644\t1.258\t0.374\t0.596\t-1.460\t-1.411\t0.000\t0.777\t0.164\t-0.827\t2.215\t0.426\t0.755\t1.325\t0.000\t0.922\t-0.491\t-0.872\t3.102\t1.072\t0.926\t0.986\t1.140\t0.299\t0.881\t0.800\n1\t0.559\t-1.952\t-1.249\t0.327\t0.073\t1.554\t-0.992\t0.946\t2.173\t1.168\t-0.464\t-0.416\t0.000\t0.913\t1.058\t-0.803\t0.000\t0.518\t-1.177\t-1.010\t0.000\t0.847\t0.699\t0.986\t1.047\t0.762\t0.885\t0.771\n0\t0.920\t0.594\t0.958\t0.506\t-0.675\t0.760\t-0.224\t0.955\t0.000\t0.830\t-1.259\t-0.470\t2.215\t0.632\t-0.610\t-1.658\t0.000\t0.938\t0.310\t-0.793\t3.102\t0.924\t0.878\t0.989\t1.214\t0.778\t0.813\t0.803\n0\t0.725\t-0.151\t-1.293\t1.845\t-0.418\t0.614\t-0.416\t0.599\t2.173\t0.844\t0.909\t1.447\t0.000\t0.721\t-0.906\t-0.983\t0.000\t0.850\t-1.024\t1.437\t0.000\t0.979\t0.979\t1.137\t0.898\t0.638\t0.767\t0.766\n0\t1.142\t-0.388\t-1.531\t0.440\t0.548\t0.909\t-1.397\t-1.004\t2.173\t1.388\t-0.665\t0.578\t2.215\t0.483\t-2.008\t-1.532\t0.000\t0.498\t1.733\t0.364\t0.000\t2.337\t1.698\t0.984\t0.870\t1.747\t1.382\t1.088\n0\t0.407\t1.116\t1.122\t0.508\t1.593\t0.728\t-1.158\t-1.629\t2.173\t0.693\t0.003\t-0.526\t0.000\t1.245\t-0.138\t0.018\t0.000\t0.485\t1.244\t0.761\t3.102\t0.680\t0.728\t0.984\t0.796\t1.224\t0.887\t0.773\n0\t0.941\t1.236\t0.309\t0.421\t-1.729\t1.072\t-0.268\t-1.018\t2.173\t1.029\t-0.012\t1.112\t2.215\t0.714\t0.390\t-0.114\t0.000\t0.766\t0.124\t0.651\t0.000\t0.531\t0.964\t0.989\t1.058\t1.466\t1.172\t0.919\n1\t1.898\t1.209\t1.677\t1.083\t1.127\t0.789\t0.204\t0.343\t2.173\t0.829\t0.597\t0.044\t0.000\t0.896\t0.837\t-1.000\t2.548\t0.472\t1.382\t-0.956\t0.000\t0.778\t0.728\t0.987\t0.854\t1.052\t0.938\t0.823\n0\t2.078\t0.116\t1.589\t0.687\t-1.296\t1.041\t0.058\t0.074\t1.087\t0.618\t0.450\t0.478\t1.107\t0.591\t-0.480\t-1.365\t0.000\t0.771\t-0.715\t-0.310\t0.000\t0.619\t0.852\t0.984\t0.900\t0.483\t0.951\t0.810\n0\t1.543\t0.633\t-0.593\t0.699\t-0.723\t1.187\t1.320\t1.010\t2.173\t0.527\t1.689\t0.190\t0.000\t1.164\t-1.048\t-1.006\t1.274\t1.050\t-0.152\t1.015\t0.000\t1.265\t1.093\t0.973\t0.950\t2.724\t1.485\t1.248\n0\t1.528\t-0.490\t0.185\t1.757\t-0.094\t0.714\t-0.966\t-0.363\t2.173\t1.141\t0.650\t1.302\t0.000\t1.764\t-1.653\t-1.292\t0.000\t1.726\t-0.474\t1.288\t3.102\t0.878\t0.930\t0.989\t0.858\t1.195\t1.040\t1.068\n1\t2.925\t-0.099\t0.405\t1.998\t0.024\t2.810\t-0.445\t-1.491\t0.000\t0.753\t0.831\t-0.707\t0.000\t0.887\t-0.433\t1.572\t2.548\t1.124\t-0.502\t-0.151\t3.102\t1.068\t0.937\t1.126\t0.707\t0.764\t0.828\t0.849\n0\t0.583\t-0.771\t-0.660\t2.118\t-0.751\t1.121\t0.582\t0.760\t2.173\t0.651\t1.387\t1.012\t0.000\t1.812\t0.609\t1.425\t2.548\t0.794\t0.839\t-0.147\t0.000\t0.834\t0.879\t0.980\t1.516\t1.004\t1.221\t1.018\n1\t1.063\t-1.308\t0.583\t1.148\t0.628\t1.123\t-0.293\t-1.074\t2.173\t0.592\t-0.667\t1.394\t0.000\t0.411\t-1.775\t0.286\t0.000\t1.318\t-0.084\t-0.206\t1.551\t0.815\t0.838\t0.983\t1.907\t0.917\t1.345\t1.053\n1\t0.688\t-0.766\t-0.142\t2.263\t-0.518\t0.956\t-0.227\t1.537\t2.173\t0.352\t1.092\t1.367\t0.000\t0.784\t0.362\t-0.140\t0.000\t0.639\t-0.198\t-1.442\t0.000\t0.842\t1.001\t0.977\t0.889\t0.837\t0.988\t0.842\n0\t0.481\t-0.444\t-1.645\t0.562\t1.072\t0.723\t-1.154\t-0.496\t2.173\t0.868\t-0.175\t-1.482\t0.000\t0.819\t-0.779\t0.873\t0.000\t0.529\t0.107\t-1.363\t3.102\t1.188\t1.156\t0.985\t0.670\t0.646\t0.694\t0.696\n1\t0.565\t0.263\t0.543\t1.933\t0.794\t0.721\t0.563\t-1.108\t2.173\t1.281\t2.108\t-0.517\t0.000\t0.846\t0.139\t1.511\t0.000\t0.569\t1.448\t-1.175\t0.000\t0.841\t0.714\t0.994\t0.757\t0.722\t0.938\t0.848\n1\t0.441\t0.802\t-0.334\t1.660\t0.779\t0.985\t0.869\t-1.440\t0.000\t0.892\t0.055\t-0.348\t2.215\t0.425\t2.491\t-0.158\t0.000\t0.574\t-0.522\t0.822\t3.102\t1.636\t1.272\t1.000\t0.908\t0.605\t0.971\t0.892\n1\t0.534\t-0.669\t-0.692\t0.991\t0.309\t0.906\t0.144\t-1.325\t0.000\t1.372\t0.508\t0.583\t2.215\t0.923\t0.809\t-0.903\t0.000\t1.382\t0.131\t1.189\t3.102\t0.875\t0.989\t0.987\t1.412\t0.685\t1.009\t1.112\n0\t0.647\t-0.899\t0.728\t1.828\t0.395\t1.032\t-0.623\t-1.280\t1.087\t0.824\t-0.388\t1.724\t0.000\t1.067\t-1.951\t-0.370\t0.000\t0.593\t0.244\t0.752\t3.102\t1.971\t1.278\t0.996\t1.435\t0.892\t0.963\t1.060\n1\t1.044\t-0.750\t0.623\t0.229\t0.514\t0.900\t0.209\t-1.175\t0.000\t0.701\t-1.290\t1.335\t2.215\t0.875\t0.304\t-0.646\t0.000\t1.105\t-0.078\t0.451\t3.102\t0.740\t0.948\t0.976\t0.809\t0.771\t0.879\t0.802\n0\t0.451\t0.161\t-0.277\t0.826\t1.434\t0.494\t0.729\t0.237\t2.173\t0.472\t1.295\t0.603\t0.000\t0.663\t-0.876\t-1.177\t2.548\t0.724\t0.652\t-1.408\t0.000\t0.769\t0.900\t0.985\t0.665\t0.964\t0.683\t0.612\n0\t0.881\t0.500\t0.990\t2.439\t0.462\t1.042\t2.367\t-0.563\t0.000\t1.659\t0.682\t1.662\t0.000\t1.394\t-0.484\t-0.332\t2.548\t1.389\t0.204\t-1.146\t0.000\t0.834\t0.851\t0.990\t1.040\t0.992\t1.027\t0.965\n0\t1.409\t-0.207\t0.458\t1.114\t-0.008\t1.252\t0.411\t-1.519\t1.087\t0.700\t1.425\t0.797\t2.215\t0.447\t-1.605\t-0.844\t0.000\t0.569\t1.222\t-0.920\t0.000\t1.344\t1.243\t0.995\t1.308\t1.417\t1.319\t1.137\n0\t0.456\t1.473\t-1.394\t1.272\t-0.052\t0.935\t-2.623\t-1.252\t0.000\t1.038\t-0.064\t0.183\t2.215\t0.903\t0.756\t-1.410\t0.000\t1.317\t0.516\t1.177\t0.000\t0.880\t1.103\t0.988\t0.583\t0.460\t0.680\t0.713\n0\t0.484\t0.081\t-1.641\t1.783\t1.640\t1.009\t0.608\t-0.083\t0.000\t1.281\t0.111\t-0.410\t0.000\t0.931\t0.394\t1.129\t2.548\t0.788\t0.493\t-1.679\t3.102\t0.929\t1.001\t0.991\t0.947\t0.379\t0.813\t1.092\n0\t1.496\t-1.081\t0.476\t0.509\t0.031\t0.897\t0.243\t-1.641\t2.173\t1.461\t-0.152\t0.787\t1.107\t1.100\t0.839\t-1.206\t0.000\t1.552\t-0.189\t-0.703\t0.000\t1.078\t0.978\t0.992\t1.165\t1.414\t1.256\t1.263\n1\t0.533\t1.277\t0.857\t0.958\t1.422\t0.837\t0.584\t-0.682\t1.087\t0.913\t-0.999\t0.251\t0.000\t1.016\t-0.729\t1.535\t2.548\t0.442\t-0.983\t-0.898\t0.000\t0.714\t0.810\t0.981\t1.028\t1.357\t0.911\t0.863\n1\t1.070\t0.556\t-0.033\t0.922\t-1.274\t0.976\t0.463\t-0.768\t2.173\t0.916\t1.619\t0.815\t0.000\t1.265\t1.312\t1.316\t0.000\t1.773\t0.869\t0.292\t0.000\t0.920\t0.981\t1.237\t0.795\t0.976\t0.998\t0.885\n1\t1.064\t-0.151\t1.454\t0.656\t-1.265\t0.819\t-0.729\t-0.449\t0.000\t1.092\t0.621\t0.436\t2.215\t0.789\t1.178\t-1.253\t0.000\t1.003\t0.747\t0.995\t0.000\t0.903\t0.916\t0.995\t0.740\t0.713\t0.810\t0.766\n1\t1.625\t0.938\t-0.590\t0.931\t-1.687\t0.934\t1.613\t-0.024\t0.000\t1.573\t2.497\t1.499\t0.000\t1.336\t0.678\t0.011\t0.000\t2.557\t-0.621\t0.823\t1.551\t0.919\t1.162\t1.423\t1.747\t1.029\t1.367\t1.238\n0\t0.396\t0.388\t0.182\t2.253\t-1.550\t1.976\t0.037\t-0.864\t2.173\t2.089\t0.743\t0.726\t0.000\t1.490\t-0.135\t0.498\t2.548\t1.115\t-0.152\t0.919\t0.000\t1.036\t0.886\t1.309\t1.315\t2.024\t1.605\t1.379\n1\t1.777\t-1.437\t0.545\t0.324\t0.447\t0.584\t-0.888\t0.906\t0.000\t1.861\t-0.663\t-1.038\t2.215\t0.332\t0.051\t-0.936\t0.000\t0.402\t-1.405\t-1.715\t3.102\t0.881\t1.174\t0.991\t0.612\t0.605\t0.934\t0.802\n1\t0.593\t-0.792\t0.136\t1.532\t-0.676\t0.681\t0.531\t1.226\t1.087\t0.536\t-0.048\t0.391\t0.000\t0.997\t-0.818\t1.686\t2.548\t0.487\t1.149\t-0.720\t0.000\t0.762\t0.906\t0.987\t1.116\t0.901\t0.868\t0.752\n1\t0.879\t-1.438\t0.430\t0.637\t-0.212\t0.715\t0.352\t-1.681\t2.173\t1.232\t1.380\t1.275\t0.000\t1.090\t0.707\t-0.688\t0.000\t0.853\t0.444\t0.489\t3.102\t1.063\t1.113\t0.983\t0.689\t0.769\t0.781\t0.789\n0\t2.928\t-0.278\t0.129\t0.425\t1.354\t1.341\t-0.324\t1.666\t1.087\t0.633\t-0.717\t-0.765\t2.215\t0.860\t0.126\t-1.065\t0.000\t0.432\t0.053\t0.757\t0.000\t0.671\t0.831\t1.380\t0.968\t1.137\t1.145\t0.897\n0\t0.496\t0.908\t0.904\t0.830\t-0.068\t1.198\t0.234\t0.905\t2.173\t2.000\t0.634\t-0.922\t2.215\t0.973\t0.890\t1.337\t0.000\t0.680\t1.283\t-1.458\t0.000\t0.995\t0.993\t0.986\t1.319\t2.321\t1.379\t1.088\n1\t1.563\t-1.398\t0.235\t0.742\t0.283\t1.325\t-0.746\t1.307\t2.173\t0.506\t1.028\t-0.961\t0.000\t1.667\t-1.021\t-1.202\t0.000\t1.395\t0.609\t0.019\t0.000\t0.907\t1.355\t0.983\t0.786\t0.705\t0.887\t0.880\n1\t0.578\t1.509\t0.206\t1.197\t1.189\t1.189\t0.429\t-0.579\t2.173\t1.082\t1.004\t1.388\t2.215\t0.472\t-0.632\t0.596\t0.000\t0.367\t-0.190\t-0.902\t0.000\t0.461\t0.802\t0.983\t1.572\t1.712\t1.193\t0.991\n0\t1.841\t2.155\t0.303\t0.209\t0.282\t1.315\t-1.245\t-1.571\t0.000\t0.625\t1.725\t-1.725\t0.000\t1.717\t-0.084\t-0.283\t2.548\t0.722\t0.715\t-0.385\t1.551\t4.184\t2.371\t0.986\t1.601\t0.427\t1.611\t1.885\n0\t0.871\t-1.296\t1.016\t0.655\t-1.494\t0.565\t-1.164\t-0.190\t2.173\t0.534\t-1.752\t0.463\t0.000\t0.780\t-0.413\t-1.238\t2.548\t1.080\t-1.257\t1.644\t0.000\t0.877\t0.824\t0.985\t0.820\t0.737\t0.639\t0.617\n0\t0.663\t-0.509\t0.123\t1.114\t0.846\t0.808\t-1.095\t-1.147\t2.173\t0.966\t-0.181\t-0.418\t2.215\t0.842\t-0.571\t1.143\t0.000\t0.610\t-1.639\t1.217\t0.000\t0.573\t1.013\t0.988\t1.042\t1.008\t0.885\t0.777\n1\t0.756\t-0.407\t-0.691\t0.920\t-1.523\t0.617\t-1.247\t-0.132\t0.000\t0.603\t-1.122\t1.412\t2.215\t0.983\t-1.259\t0.828\t0.000\t1.068\t0.581\t0.977\t3.102\t1.070\t0.865\t0.983\t0.979\t0.819\t0.809\t0.779\n0\t0.862\t0.015\t-1.363\t1.406\t1.358\t0.469\t-0.987\t0.583\t2.173\t0.865\t0.850\t-0.402\t0.000\t0.834\t1.324\t0.098\t2.548\t0.874\t0.589\t-0.959\t0.000\t0.878\t1.163\t0.986\t1.017\t1.257\t0.898\t0.838\n1\t1.089\t0.926\t1.253\t0.411\t-0.863\t0.948\t0.260\t0.973\t0.000\t1.369\t0.240\t-0.998\t2.215\t0.684\t0.766\t0.266\t2.548\t0.499\t1.237\t-1.226\t0.000\t0.956\t0.696\t0.987\t1.020\t0.984\t0.831\t0.781\n1\t1.014\t1.240\t-0.514\t0.689\t-0.232\t1.706\t0.788\t1.366\t2.173\t0.730\t0.083\t-0.645\t0.000\t0.657\t2.468\t-0.237\t0.000\t0.744\t0.800\t0.362\t3.102\t1.870\t1.091\t0.979\t1.756\t0.944\t1.193\t1.122\n0\t0.795\t-0.492\t0.453\t0.395\t-1.642\t0.408\t-0.771\t1.406\t0.000\t1.040\t-0.318\t-0.968\t2.215\t0.901\t-0.754\t-0.073\t2.548\t0.640\t-0.111\t1.002\t0.000\t0.379\t0.801\t0.991\t0.632\t0.787\t0.652\t0.600\n0\t1.831\t-0.047\t-1.168\t1.818\t-1.282\t1.438\t0.037\t0.238\t0.000\t0.794\t-0.241\t-0.187\t2.215\t1.335\t-1.116\t1.294\t0.000\t2.173\t2.007\t0.991\t0.000\t0.684\t1.108\t1.001\t0.824\t1.176\t0.884\t0.970\n1\t1.931\t0.996\t0.211\t0.586\t-0.922\t1.242\t1.125\t-1.636\t2.173\t0.755\t1.642\t-0.675\t0.000\t1.369\t-0.356\t1.010\t0.000\t0.484\t0.782\t0.748\t0.000\t0.814\t1.030\t1.256\t0.887\t0.900\t0.971\t0.826\n1\t0.749\t-0.553\t0.766\t0.880\t-0.468\t0.526\t-0.102\t-1.634\t2.173\t1.311\t-0.985\t1.262\t2.215\t1.163\t-1.190\t-0.574\t0.000\t1.058\t-0.735\t-0.162\t0.000\t0.515\t0.955\t1.008\t0.935\t0.845\t0.870\t0.766\n0\t1.049\t-1.407\t1.592\t0.688\t1.318\t0.897\t0.353\t-0.221\t0.000\t0.327\t-0.336\t0.303\t2.215\t0.296\t1.299\t-0.030\t0.000\t0.367\t1.160\t0.415\t0.000\t0.672\t0.739\t0.977\t0.847\t0.353\t0.550\t1.020\n0\t0.654\t-1.450\t0.128\t0.826\t-1.374\t0.777\t-1.263\t-1.186\t0.000\t1.035\t-2.167\t-1.257\t0.000\t1.778\t1.053\t0.698\t1.274\t1.582\t-0.023\t0.122\t3.102\t0.953\t1.697\t0.994\t1.861\t1.026\t2.076\t1.601\n0\t1.066\t-0.232\t-1.486\t0.040\t-1.530\t0.763\t-0.264\t0.437\t1.087\t0.361\t1.669\t0.550\t0.000\t1.345\t0.276\t-1.322\t2.548\t0.715\t1.024\t-0.832\t0.000\t0.648\t0.979\t0.692\t0.435\t1.313\t0.821\t0.705\n1\t1.928\t0.024\t-0.101\t0.851\t-0.782\t0.772\t0.495\t-1.334\t2.173\t0.630\t0.549\t-1.649\t2.215\t1.472\t0.272\t1.112\t0.000\t0.637\t0.872\t0.033\t0.000\t0.973\t1.032\t1.021\t0.952\t0.289\t0.793\t0.805\n1\t1.909\t2.020\t0.450\t0.509\t1.310\t0.747\t1.331\t-1.513\t2.173\t0.864\t0.538\t-0.642\t2.215\t0.805\t2.021\t1.631\t0.000\t0.946\t1.718\t-0.347\t0.000\t0.944\t1.052\t0.990\t1.114\t0.964\t0.999\t0.856\n1\t0.363\t-1.188\t-0.139\t2.492\t-1.121\t0.929\t0.323\t1.157\t2.173\t0.643\t-0.660\t0.235\t0.000\t0.942\t-0.420\t1.228\t0.000\t1.603\t0.069\t0.501\t0.000\t0.906\t0.902\t1.019\t1.677\t1.130\t1.072\t0.997\n0\t0.706\t0.967\t-1.518\t1.296\t1.045\t0.368\t1.534\t-0.688\t0.000\t0.690\t-1.752\t-0.161\t0.000\t1.451\t-1.397\t1.330\t2.548\t1.427\t-0.117\t-0.691\t0.000\t0.897\t0.872\t0.988\t1.605\t1.279\t1.139\t1.021\n1\t1.347\t-0.565\t1.673\t0.457\t1.554\t2.792\t-0.745\t0.474\t0.000\t2.670\t0.405\t-0.969\t2.215\t1.847\t0.243\t-1.408\t2.548\t0.595\t0.439\t1.097\t0.000\t0.671\t0.948\t0.986\t1.101\t0.926\t1.283\t0.992\n0\t0.956\t0.597\t-1.681\t0.213\t0.039\t0.859\t0.074\t-0.077\t2.173\t0.829\t-0.366\t-1.297\t2.215\t0.767\t0.036\t1.026\t0.000\t0.895\t0.790\t1.580\t0.000\t0.951\t0.976\t0.988\t0.895\t1.142\t0.805\t0.720\n1\t1.698\t-0.884\t-0.603\t0.720\t0.064\t0.674\t-0.693\t1.060\t2.173\t0.636\t-0.198\t0.027\t0.000\t1.237\t-0.221\t-1.697\t1.274\t1.113\t0.415\t1.551\t0.000\t1.144\t0.939\t0.988\t1.018\t0.742\t0.861\t0.806\n1\t1.044\t-1.352\t-1.229\t0.896\t-0.263\t1.325\t-0.786\t-1.511\t2.173\t0.737\t-1.496\t0.552\t0.000\t1.154\t-0.684\t0.172\t2.548\t1.219\t1.058\t0.747\t0.000\t0.661\t0.671\t1.025\t1.018\t1.539\t1.002\t0.870\n1\t1.321\t-0.470\t0.926\t0.517\t-0.192\t1.395\t-0.534\t-1.425\t0.000\t1.694\t0.479\t0.037\t2.215\t1.220\t1.999\t1.167\t0.000\t1.883\t0.593\t-0.386\t3.102\t0.770\t1.500\t0.986\t1.010\t0.625\t1.358\t1.135\n1\t0.787\t0.460\t-0.567\t1.286\t-1.215\t1.339\t-0.164\t-0.732\t2.173\t2.103\t-2.307\t0.867\t0.000\t0.949\t-0.867\t1.099\t0.000\t1.086\t-0.604\t0.172\t0.000\t0.841\t0.785\t0.990\t0.688\t0.850\t0.862\t0.773\n1\t2.035\t-0.779\t0.207\t1.149\t0.771\t1.028\t-0.347\t-1.063\t1.087\t0.701\t1.888\t-0.165\t0.000\t0.712\t-0.047\t-1.640\t1.274\t2.066\t1.162\t1.706\t0.000\t0.993\t1.066\t1.031\t0.979\t0.553\t1.016\t0.852\n0\t0.858\t-0.158\t-0.991\t0.605\t1.371\t0.806\t0.158\t1.463\t0.000\t0.744\t-0.008\t0.007\t2.215\t1.390\t1.293\t-0.586\t2.548\t0.838\t0.855\t0.922\t0.000\t0.813\t0.987\t0.991\t1.272\t1.003\t0.925\t0.898\n0\t1.084\t0.343\t1.013\t1.366\t1.570\t0.522\t-0.205\t0.056\t2.173\t0.774\t-0.523\t-0.741\t0.000\t0.458\t-2.346\t-0.399\t0.000\t1.218\t0.507\t1.621\t3.102\t1.135\t0.970\t0.986\t0.593\t0.905\t0.896\t0.915\n0\t1.823\t-0.803\t0.155\t0.827\t0.512\t0.969\t0.091\t-1.276\t2.173\t0.530\t0.507\t1.288\t0.000\t0.437\t1.185\t-0.948\t0.000\t0.402\t-0.971\t1.170\t3.102\t0.729\t0.785\t0.978\t0.560\t0.693\t0.991\t0.937\n1\t0.454\t0.409\t1.624\t0.502\t1.660\t1.147\t-1.001\t1.029\t2.173\t1.228\t-0.602\t-0.428\t2.215\t1.590\t1.235\t-0.293\t0.000\t0.803\t-0.842\t-1.686\t0.000\t0.538\t0.919\t0.987\t1.700\t1.723\t1.711\t1.392\n1\t1.254\t0.433\t-0.735\t0.152\t1.100\t0.928\t-0.161\t0.625\t2.173\t0.399\t-0.565\t1.568\t1.107\t0.427\t-2.404\t1.732\t0.000\t0.501\t-1.540\t-1.247\t0.000\t0.306\t1.219\t0.986\t0.652\t0.698\t0.744\t0.782\n0\t0.491\t1.219\t-1.519\t1.551\t1.009\t1.063\t0.179\t1.736\t2.173\t1.348\t0.804\t-0.252\t2.215\t1.319\t-0.218\t-0.323\t0.000\t0.620\t-0.769\t-1.553\t0.000\t0.958\t1.075\t0.989\t1.287\t1.813\t1.222\t1.179\n0\t0.569\t-1.331\t-1.239\t1.098\t1.564\t1.255\t-1.641\t-0.270\t0.000\t1.206\t1.206\t1.414\t0.000\t0.876\t0.350\t0.811\t2.548\t0.839\t0.617\t-0.481\t3.102\t1.114\t0.875\t0.982\t1.478\t0.613\t1.215\t1.608\n1\t1.307\t-0.702\t-1.619\t1.493\t-0.015\t0.427\t0.363\t-0.015\t2.173\t0.552\t-0.650\t0.640\t0.000\t0.690\t1.035\t-0.882\t2.548\t1.265\t-0.056\t1.413\t0.000\t0.920\t0.779\t1.920\t1.110\t0.546\t0.896\t0.770\n1\t1.596\t-0.384\t1.026\t1.259\t1.449\t0.437\t-0.998\t-0.115\t2.173\t0.700\t-1.327\t-1.342\t2.215\t0.615\t1.240\t-0.582\t0.000\t0.390\t-0.686\t-1.375\t0.000\t0.798\t1.031\t0.982\t0.943\t0.742\t0.773\t0.837\n1\t0.411\t0.919\t-1.575\t1.321\t0.230\t0.725\t1.090\t0.992\t2.173\t0.660\t1.415\t-0.544\t0.000\t0.756\t0.622\t1.572\t2.548\t0.415\t1.639\t-0.396\t0.000\t0.886\t0.906\t1.020\t0.708\t0.499\t0.602\t0.591\n1\t0.616\t1.620\t-0.370\t1.340\t-0.566\t2.037\t0.733\t0.902\t2.173\t1.775\t-2.561\t-1.128\t0.000\t0.893\t0.510\t-1.560\t0.000\t0.748\t0.577\t0.450\t0.000\t0.878\t1.104\t0.990\t0.454\t0.789\t1.026\t0.850\n0\t1.293\t1.119\t0.048\t0.432\t1.649\t0.875\t1.609\t1.048\t2.173\t1.277\t1.158\t-1.120\t1.107\t0.427\t0.394\t-0.721\t0.000\t0.366\t0.018\t0.269\t0.000\t0.351\t0.804\t1.027\t0.921\t1.481\t0.886\t0.704\n1\t2.075\t-1.040\t-1.303\t1.249\t-0.448\t0.669\t-2.452\t0.456\t0.000\t1.050\t-1.154\t0.270\t2.215\t1.211\t0.337\t1.439\t0.000\t0.711\t0.310\t-0.863\t0.000\t0.896\t0.707\t1.555\t1.276\t0.655\t0.855\t0.931\n1\t1.613\t1.361\t1.703\t0.769\t1.245\t0.911\t1.745\t-0.243\t0.000\t0.637\t0.889\t0.579\t2.215\t0.482\t0.751\t-1.353\t0.000\t0.510\t0.226\t-1.186\t1.551\t1.158\t0.943\t0.982\t0.709\t0.541\t0.639\t0.750\n0\t0.842\t0.981\t1.457\t1.649\t0.522\t0.521\t-0.264\t-1.033\t0.000\t0.773\t0.682\t-0.528\t2.215\t0.782\t-0.671\t-1.576\t0.000\t0.424\t-0.598\t1.281\t0.000\t0.646\t0.710\t1.218\t0.652\t0.494\t0.646\t0.697\n1\t1.868\t0.681\t-1.647\t0.801\t-1.618\t0.470\t-0.395\t0.517\t0.000\t1.147\t0.901\t-0.425\t2.215\t0.933\t1.144\t-0.773\t0.000\t1.020\t0.979\t0.397\t3.102\t0.874\t0.765\t0.982\t0.908\t0.670\t0.868\t0.747\n1\t0.346\t1.307\t0.018\t0.214\t-1.352\t0.991\t0.202\t-0.075\t0.000\t0.805\t0.938\t1.566\t2.215\t0.949\t0.075\t0.665\t0.000\t1.309\t0.275\t-1.189\t3.102\t0.910\t1.094\t0.984\t0.643\t0.641\t0.742\t0.665\n1\t0.679\t0.765\t0.946\t0.806\t1.301\t0.673\t-0.101\t-0.330\t2.173\t0.400\t-0.349\t0.813\t0.000\t0.679\t1.904\t-0.443\t0.000\t1.145\t1.108\t-1.406\t3.102\t1.439\t0.989\t0.988\t0.938\t1.053\t0.823\t0.839\n0\t0.538\t-1.744\t-0.236\t1.491\t-1.139\t0.290\t-1.425\t1.730\t0.000\t0.767\t-0.734\t0.362\t2.215\t0.522\t-2.175\t0.131\t0.000\t0.565\t-1.360\t0.855\t3.102\t0.775\t0.762\t0.989\t0.658\t0.371\t0.622\t0.574\n0\t1.056\t0.704\t1.188\t1.549\t-1.729\t1.054\t-2.542\t-0.295\t0.000\t0.831\t0.013\t1.146\t2.215\t1.535\t-0.066\t-0.085\t0.000\t1.038\t0.360\t-0.620\t1.551\t1.747\t1.031\t0.989\t0.633\t0.856\t0.810\t0.814\n0\t1.974\t-0.507\t-1.319\t0.254\t1.283\t0.744\t1.521\t0.952\t0.000\t0.890\t0.823\t-0.003\t2.215\t0.482\t1.107\t-1.527\t0.000\t0.513\t0.491\t-0.386\t3.102\t0.865\t0.957\t0.988\t0.645\t0.221\t0.747\t0.864\n0\t1.419\t0.386\t0.329\t3.072\t0.026\t1.708\t1.157\t-1.722\t1.087\t1.067\t0.698\t-1.057\t0.000\t1.743\t2.727\t1.667\t0.000\t0.895\t-1.022\t0.044\t3.102\t1.043\t1.026\t0.977\t2.329\t2.366\t1.745\t1.381\n1\t0.893\t0.521\t-0.511\t0.605\t0.911\t1.038\t1.163\t-0.473\t2.173\t1.056\t1.469\t-1.092\t2.215\t1.573\t0.378\t1.236\t0.000\t1.675\t0.259\t0.664\t0.000\t0.888\t1.482\t0.987\t0.839\t0.855\t1.184\t0.957\n1\t0.618\t-0.963\t-1.669\t0.662\t1.741\t1.219\t-0.260\t0.422\t0.000\t0.545\t-0.145\t-1.129\t2.215\t0.947\t1.119\t-1.358\t0.000\t1.085\t0.558\t-0.184\t3.102\t0.474\t0.700\t0.983\t1.463\t0.598\t1.006\t1.294\n0\t0.439\t-1.789\t1.531\t1.177\t-0.823\t0.950\t-1.118\t1.248\t1.087\t0.886\t0.575\t0.250\t0.000\t1.231\t0.870\t-1.059\t0.000\t0.494\t-1.366\t-0.438\t0.000\t1.277\t0.801\t0.991\t0.958\t1.116\t0.917\t0.852\n1\t0.467\t0.548\t1.247\t0.581\t-0.217\t2.671\t1.131\t-1.362\t0.000\t1.570\t-0.929\t0.798\t0.000\t2.021\t-0.485\t-0.082\t2.548\t2.711\t-0.010\t0.284\t1.551\t0.689\t1.126\t0.987\t0.765\t0.746\t0.911\t0.781\n0\t0.326\t-1.490\t-1.234\t0.604\t0.494\t0.686\t-1.240\t-0.310\t2.173\t0.886\t-1.046\t1.651\t0.000\t0.479\t0.088\t-0.726\t2.548\t0.956\t-1.241\t0.996\t0.000\t0.713\t1.034\t0.997\t0.558\t0.581\t0.704\t0.669\n1\t0.837\t-2.246\t0.393\t0.690\t-0.157\t0.650\t-1.549\t0.027\t1.087\t1.376\t-0.913\t-1.272\t1.107\t1.409\t-1.481\t-1.662\t0.000\t0.654\t-2.086\t1.566\t0.000\t0.538\t1.028\t0.974\t1.141\t1.356\t0.864\t0.831\n1\t1.227\t0.764\t-1.256\t0.257\t0.513\t0.852\t-0.716\t0.440\t0.000\t0.826\t0.276\t-1.117\t2.215\t0.530\t0.377\t0.920\t0.000\t0.524\t-0.111\t1.663\t3.102\t0.884\t1.166\t0.986\t0.517\t0.375\t0.694\t0.679\n1\t0.403\t1.827\t0.337\t0.616\t-1.165\t1.102\t1.084\t-0.087\t0.000\t1.028\t0.895\t-0.420\t0.000\t1.754\t0.517\t1.109\t0.000\t0.901\t-0.249\t1.556\t0.000\t0.825\t0.755\t0.987\t0.638\t0.757\t0.564\t0.596\n0\t0.781\t1.599\t0.839\t1.846\t-0.348\t0.996\t-0.652\t1.677\t1.087\t0.921\t-0.492\t-0.703\t0.000\t1.300\t0.219\t0.537\t1.274\t0.587\t-0.083\t1.263\t0.000\t0.959\t0.973\t1.458\t2.288\t1.381\t1.554\t1.301\n0\t2.006\t0.241\t-0.748\t0.146\t-1.374\t1.470\t-0.488\t-1.108\t2.173\t1.771\t-2.059\t0.661\t0.000\t1.613\t-0.483\t0.148\t2.548\t3.528\t0.089\t1.173\t0.000\t0.906\t1.192\t0.992\t0.839\t1.737\t1.259\t1.025\n1\t1.635\t-1.594\t0.945\t0.478\t1.327\t0.892\t-0.844\t-0.162\t2.173\t1.745\t-0.917\t-1.204\t0.000\t0.430\t-0.671\t-0.847\t0.000\t1.013\t0.092\t0.555\t3.102\t0.443\t1.057\t0.991\t1.308\t0.787\t1.017\t1.055\n1\t0.811\t-0.938\t0.851\t0.877\t-1.434\t0.743\t-1.007\t-0.032\t2.173\t1.564\t-0.496\t-1.350\t0.000\t0.850\t0.437\t0.425\t2.548\t1.328\t1.149\t0.049\t0.000\t2.721\t1.677\t1.032\t0.879\t0.904\t1.267\t1.094\n0\t1.600\t-0.949\t-0.531\t1.396\t-0.598\t2.468\t-1.353\t-0.604\t0.000\t1.386\t-0.191\t0.995\t1.107\t2.251\t0.605\t1.290\t1.274\t0.976\t-0.967\t0.802\t0.000\t2.276\t2.531\t0.999\t1.884\t0.970\t2.270\t1.826\n0\t0.482\t2.308\t1.577\t1.585\t1.346\t0.935\t1.048\t-1.272\t2.173\t0.817\t-1.365\t0.000\t0.000\t1.947\t-0.490\t0.495\t2.548\t1.852\t-0.219\t-0.640\t0.000\t1.303\t1.236\t1.004\t0.946\t2.245\t1.463\t1.505\n0\t2.797\t-0.806\t0.021\t1.439\t0.487\t1.557\t1.758\t1.079\t0.000\t1.273\t-1.175\t-1.049\t0.000\t1.544\t-0.657\t-1.552\t2.548\t2.237\t-0.361\t-1.071\t3.102\t6.909\t4.090\t1.134\t1.526\t0.632\t2.554\t2.418\n0\t0.577\t-1.617\t0.550\t1.626\t0.418\t0.806\t0.805\t-1.389\t1.087\t0.512\t1.808\t-1.115\t0.000\t0.608\t1.704\t0.415\t0.000\t0.777\t-0.875\t-1.338\t3.102\t0.840\t0.906\t0.981\t1.004\t0.899\t2.068\t2.443\n1\t1.149\t1.214\t-1.089\t0.707\t-0.564\t0.576\t1.837\t0.412\t0.000\t0.545\t0.172\t-1.410\t2.215\t0.674\t-0.338\t1.301\t0.000\t1.139\t0.437\t0.784\t3.102\t1.720\t1.012\t0.981\t0.858\t0.665\t0.757\t0.851\n1\t1.623\t0.303\t-0.872\t0.340\t-0.466\t2.228\t1.041\t1.409\t0.000\t2.718\t-0.044\t0.143\t0.000\t0.804\t-0.673\t-0.818\t2.548\t1.006\t2.146\t-1.477\t0.000\t2.248\t1.759\t0.993\t0.564\t0.467\t1.448\t1.345\n1\t0.436\t-0.509\t-1.555\t1.165\t-0.011\t0.800\t0.078\t-0.738\t0.000\t0.890\t0.289\t1.498\t1.107\t0.749\t1.136\t-0.742\t0.000\t1.384\t-0.087\t0.693\t1.551\t0.861\t1.090\t0.989\t0.857\t0.695\t0.837\t0.752\n1\t0.662\t0.176\t-0.210\t0.819\t1.440\t0.913\t-0.704\t-1.337\t2.173\t0.548\t-1.024\t0.729\t0.000\t1.171\t0.214\t0.782\t0.000\t1.452\t-0.949\t-0.495\t1.551\t0.850\t1.054\t1.016\t0.906\t0.879\t0.915\t0.808\n0\t0.617\t-1.438\t-1.351\t1.439\t-0.095\t0.629\t-0.615\t1.157\t2.173\t0.767\t-1.190\t-0.608\t1.107\t0.648\t-2.146\t1.180\t0.000\t0.524\t-1.539\t1.741\t0.000\t0.353\t0.736\t1.182\t1.026\t1.068\t0.765\t0.682\n0\t1.246\t-0.426\t1.734\t0.712\t0.462\t1.037\t-0.780\t-0.976\t2.173\t1.107\t2.167\t0.348\t0.000\t0.591\t-1.772\t0.876\t0.000\t0.880\t0.164\t-1.067\t0.000\t1.290\t1.085\t1.189\t0.677\t1.037\t0.766\t0.730\n1\t0.583\t0.393\t-1.245\t1.586\t1.218\t0.877\t-0.834\t0.087\t1.087\t0.929\t0.768\t-0.582\t0.000\t0.726\t-0.502\t-1.354\t2.548\t1.071\t-0.601\t1.087\t0.000\t1.687\t1.086\t1.062\t1.302\t0.968\t0.922\t0.912\n1\t0.950\t1.222\t0.941\t0.366\t0.017\t1.032\t2.527\t-1.316\t0.000\t0.722\t2.208\t-0.447\t0.000\t1.637\t1.281\t0.310\t2.548\t1.297\t0.852\t1.530\t1.551\t1.319\t1.301\t0.989\t0.757\t1.015\t1.116\t1.045\n1\t0.837\t1.281\t1.703\t1.308\t0.426\t1.582\t1.094\t-0.995\t0.000\t1.412\t0.366\t0.597\t0.000\t0.984\t1.162\t0.785\t1.274\t1.365\t1.303\t-0.757\t3.102\t1.270\t0.884\t1.324\t0.704\t0.881\t0.878\t0.894\n1\t1.037\t1.955\t0.489\t0.492\t-0.897\t1.252\t0.563\t-1.509\t2.173\t1.371\t-0.159\t0.300\t0.000\t0.998\t-1.029\t0.804\t0.000\t1.181\t0.540\t-0.581\t1.551\t1.015\t0.973\t0.987\t1.275\t0.957\t1.048\t1.049\n1\t1.408\t0.505\t0.460\t1.324\t-0.996\t0.710\t1.561\t1.053\t2.173\t0.825\t1.205\t0.531\t0.000\t1.201\t1.778\t-1.342\t0.000\t1.353\t0.037\t-0.293\t3.102\t0.689\t0.963\t1.829\t0.983\t1.307\t0.975\t0.967\n0\t0.627\t-0.368\t-0.204\t1.086\t-1.131\t0.674\t0.176\t0.406\t2.173\t1.090\t0.561\t-1.586\t2.215\t0.871\t1.295\t-0.232\t0.000\t0.791\t-1.121\t1.086\t0.000\t1.911\t1.228\t0.991\t1.117\t1.255\t0.993\t0.990\n0\t0.906\t0.053\t-1.025\t1.530\t-0.868\t0.543\t0.146\t0.708\t0.000\t0.869\t-0.134\t0.025\t2.215\t1.025\t-0.736\t1.142\t1.274\t0.635\t0.139\t1.171\t0.000\t0.824\t0.809\t0.975\t1.005\t0.914\t0.837\t0.836\n1\t0.848\t-0.304\t0.395\t0.451\t1.429\t0.383\t0.502\t0.928\t0.000\t0.620\t1.057\t-1.583\t1.107\t0.982\t-0.149\t-0.422\t0.000\t0.805\t-0.573\t-0.405\t1.551\t1.101\t0.932\t0.989\t0.667\t0.851\t0.646\t0.609\n1\t0.560\t-0.423\t-1.118\t0.705\t0.651\t0.681\t-0.886\t-1.730\t2.173\t1.277\t-0.933\t-0.917\t2.215\t0.999\t-1.344\t0.436\t0.000\t1.095\t-1.613\t0.896\t0.000\t0.822\t0.935\t0.989\t0.830\t0.920\t0.785\t0.686\n0\t0.292\t-1.473\t0.212\t2.889\t-0.722\t0.814\t-1.387\t0.609\t2.173\t1.048\t-1.752\t-1.058\t0.000\t0.844\t-0.834\t-0.199\t2.548\t2.633\t-1.540\t0.917\t0.000\t0.922\t0.974\t0.989\t1.293\t0.734\t0.888\t1.047\n0\t0.660\t-1.565\t-0.146\t1.221\t0.924\t0.965\t-0.930\t0.053\t2.173\t1.485\t-0.516\t-1.422\t2.215\t1.038\t-1.196\t1.543\t0.000\t0.792\t-1.485\t-0.900\t0.000\t0.841\t0.891\t1.022\t0.850\t1.748\t1.077\t0.910\n0\t0.512\t-0.689\t0.559\t1.678\t1.386\t1.204\t-0.541\t-1.189\t2.173\t0.957\t0.222\t0.093\t2.215\t0.851\t-1.175\t-0.108\t0.000\t0.865\t1.165\t0.767\t0.000\t1.820\t1.166\t0.986\t1.175\t1.576\t1.139\t1.027\n1\t1.583\t0.158\t-0.597\t0.434\t0.915\t0.736\t-1.038\t-1.544\t2.173\t0.449\t-1.431\t0.069\t2.215\t0.316\t-1.781\t0.437\t0.000\t0.454\t-1.104\t0.603\t0.000\t0.307\t0.682\t1.124\t0.845\t0.859\t0.814\t0.740\n1\t0.929\t0.634\t-1.486\t0.290\t-0.406\t1.568\t-1.725\t1.243\t0.000\t1.726\t-0.290\t-0.298\t2.215\t1.115\t1.417\t-0.738\t0.000\t1.302\t0.083\t0.645\t0.000\t0.922\t1.200\t0.988\t1.357\t0.920\t1.016\t0.993\n0\t1.532\t0.972\t1.010\t0.872\t1.291\t0.811\t0.208\t-1.183\t0.000\t0.816\t1.054\t-0.234\t2.215\t0.846\t-0.674\t0.228\t2.548\t0.386\t-0.663\t-0.375\t0.000\t0.724\t0.909\t0.969\t1.358\t0.990\t1.029\t0.985\n1\t0.468\t-0.263\t0.809\t0.941\t-0.254\t0.824\t0.866\t1.305\t2.173\t1.317\t0.874\t-1.557\t0.000\t1.041\t0.901\t0.192\t2.548\t1.156\t0.116\t-0.414\t0.000\t1.513\t1.215\t0.994\t0.902\t0.976\t0.907\t0.803\n1\t3.280\t-0.404\t1.408\t0.578\t-0.635\t0.672\t-0.732\t-0.046\t2.173\t2.028\t-0.005\t-0.710\t0.000\t0.519\t-0.747\t0.972\t2.548\t0.399\t1.031\t0.346\t0.000\t1.230\t1.076\t1.838\t1.409\t0.585\t0.889\t1.044\n1\t0.966\t-0.702\t-1.111\t0.749\t0.882\t0.524\t0.466\t0.339\t2.173\t0.294\t-1.392\t1.628\t0.000\t0.665\t-2.021\t0.159\t0.000\t0.713\t0.352\t-1.684\t3.102\t0.713\t0.879\t1.149\t0.900\t0.626\t0.788\t0.714\n0\t2.338\t-1.420\t0.795\t0.438\t0.075\t1.305\t-0.920\t-0.845\t2.173\t0.876\t-1.080\t-0.207\t0.000\t1.423\t-0.980\t1.453\t2.548\t0.642\t-1.350\t-1.646\t0.000\t0.959\t1.006\t0.986\t0.865\t1.494\t1.151\t0.966\n0\t0.433\t0.579\t1.001\t0.812\t-1.199\t1.224\t1.279\t1.078\t1.087\t1.404\t-0.135\t-0.652\t0.000\t0.740\t0.493\t-1.177\t0.000\t0.938\t-0.359\t0.403\t3.102\t0.895\t0.896\t0.993\t1.355\t1.279\t1.223\t1.027\n0\t1.920\t-0.563\t0.188\t0.787\t0.596\t0.835\t-1.803\t-1.487\t0.000\t0.900\t-0.889\t1.736\t1.107\t0.349\t1.577\t-1.561\t0.000\t0.685\t-0.170\t-0.885\t0.000\t0.682\t0.899\t0.986\t0.687\t1.195\t0.872\t0.802\n0\t1.451\t-0.442\t-0.441\t0.354\t0.333\t1.132\t-0.626\t-0.885\t2.173\t1.479\t-0.780\t1.024\t0.000\t0.770\t0.958\t1.257\t1.274\t0.513\t-0.180\t1.054\t0.000\t0.339\t0.915\t0.986\t0.811\t1.547\t1.085\t0.976\n1\t0.768\t-0.836\t1.352\t1.233\t-0.152\t0.774\t-0.076\t1.142\t0.000\t1.419\t-0.195\t-0.787\t2.215\t0.752\t-0.260\t0.547\t0.000\t0.857\t-0.114\t1.683\t3.102\t0.716\t1.340\t1.317\t0.797\t0.790\t0.815\t0.799\n1\t0.973\t0.524\t1.577\t0.499\t1.650\t1.053\t0.959\t0.079\t0.000\t0.518\t1.071\t1.192\t1.107\t0.436\t-0.327\t1.740\t2.548\t0.577\t-2.212\t-1.244\t0.000\t0.928\t0.998\t0.984\t0.710\t0.468\t0.701\t0.807\n1\t0.607\t-1.734\t1.443\t1.019\t0.645\t0.752\t0.781\t-1.011\t2.173\t0.520\t-0.568\t-1.528\t0.000\t0.629\t-0.682\t0.615\t1.274\t0.449\t1.810\t0.758\t0.000\t0.845\t0.786\t0.988\t0.515\t1.119\t0.930\t0.769\n1\t0.695\t1.537\t-0.672\t1.545\t-0.794\t0.799\t1.111\t0.742\t2.173\t1.166\t0.030\t1.022\t2.215\t0.657\t1.287\t-0.261\t0.000\t0.681\t1.884\t1.696\t0.000\t0.793\t0.831\t0.989\t2.218\t0.887\t1.554\t1.173\n0\t2.717\t-0.525\t0.903\t2.327\t0.516\t1.663\t-0.042\t-0.959\t2.173\t1.006\t-0.092\t-0.360\t2.215\t0.762\t0.082\t-1.431\t0.000\t0.945\t-0.021\t1.463\t0.000\t0.480\t0.900\t1.189\t1.402\t0.980\t1.637\t1.265\n1\t0.804\t0.922\t-0.244\t0.241\t0.738\t1.167\t0.144\t-1.053\t2.173\t0.715\t0.576\t0.686\t0.000\t0.888\t0.382\t1.720\t2.548\t0.391\t1.332\t1.203\t0.000\t0.476\t1.166\t0.985\t0.728\t0.779\t0.747\t0.693\n1\t0.488\t1.230\t1.552\t0.227\t1.537\t0.510\t0.869\t-0.654\t0.000\t0.613\t1.645\t-0.152\t0.000\t0.612\t-0.717\t1.200\t2.548\t0.481\t1.281\t1.027\t3.102\t0.719\t1.133\t0.989\t0.599\t0.602\t0.698\t0.673\n0\t0.999\t-0.495\t-0.580\t0.305\t0.785\t1.170\t2.173\t-0.569\t0.000\t1.042\t0.916\t0.537\t2.215\t0.889\t1.326\t1.586\t0.000\t2.062\t-0.591\t1.339\t3.102\t1.842\t1.641\t0.988\t0.879\t1.503\t1.814\t1.715\n1\t1.038\t-1.460\t0.819\t0.586\t-1.021\t1.135\t-0.043\t-0.539\t0.000\t0.713\t-0.447\t1.647\t0.000\t0.944\t-0.206\t-1.401\t2.548\t1.261\t0.646\t0.346\t0.000\t1.399\t0.983\t1.076\t0.521\t0.418\t0.614\t0.714\n1\t0.485\t1.309\t-0.784\t0.545\t-1.079\t0.965\t-0.525\t0.158\t0.000\t0.934\t0.702\t-0.993\t0.000\t1.659\t-0.335\t1.118\t2.548\t1.181\t0.056\t-0.299\t0.000\t0.923\t1.042\t0.996\t0.981\t0.827\t0.931\t0.807\n1\t1.403\t1.477\t1.714\t0.929\t-0.956\t1.201\t1.254\t-0.256\t2.173\t1.164\t1.502\t1.196\t0.000\t1.003\t0.255\t0.500\t2.548\t0.919\t1.642\t-1.047\t0.000\t1.247\t1.181\t1.062\t1.222\t1.110\t1.039\t0.969\n1\t0.538\t1.221\t0.603\t0.786\t-1.049\t1.723\t1.436\t1.285\t0.000\t2.041\t0.755\t-0.481\t0.000\t1.668\t0.233\t-1.071\t2.548\t1.448\t0.654\t-0.090\t0.000\t0.772\t1.111\t0.990\t0.844\t1.028\t0.982\t0.925\n0\t1.496\t1.807\t-0.762\t0.586\t-1.348\t0.803\t1.347\t0.745\t0.000\t0.433\t1.002\t-0.730\t2.215\t0.599\t1.272\t1.059\t0.000\t1.012\t0.841\t1.471\t1.551\t0.883\t0.777\t0.991\t0.876\t0.547\t0.618\t0.696\n1\t0.623\t-2.071\t-0.523\t1.502\t0.475\t0.701\t-0.932\t-1.679\t2.173\t0.380\t-1.715\t0.910\t0.000\t1.050\t-0.794\t-1.222\t1.274\t0.409\t-1.416\t-1.203\t0.000\t0.486\t0.569\t1.050\t1.184\t0.430\t0.909\t0.691\n0\t0.869\t-1.243\t-1.520\t1.482\t0.181\t1.598\t-0.898\t-1.025\t1.087\t1.036\t1.073\t1.064\t1.107\t0.718\t0.844\t0.159\t0.000\t0.680\t2.340\t0.641\t0.000\t0.898\t0.847\t1.571\t1.386\t2.877\t1.926\t1.842\n0\t0.601\t0.889\t1.639\t0.792\t-0.093\t0.861\t0.359\t1.598\t2.173\t1.388\t0.463\t1.014\t0.000\t2.567\t-0.430\t-0.316\t0.000\t1.168\t1.369\t-1.719\t0.000\t1.459\t1.054\t0.987\t0.662\t0.950\t0.871\t0.766\n0\t2.442\t-0.542\t-0.318\t0.938\t0.615\t0.572\t-1.347\t0.699\t0.000\t0.840\t-1.013\t1.191\t0.000\t1.383\t-1.054\t-1.459\t2.548\t0.802\t1.240\t1.684\t0.000\t0.673\t0.974\t1.563\t0.851\t0.180\t0.843\t0.853\n0\t0.748\t-0.178\t-0.751\t1.096\t-1.097\t0.534\t1.159\t-1.022\t0.000\t0.552\t1.885\t-1.740\t0.000\t1.430\t1.143\t0.869\t2.548\t1.566\t-0.111\t0.134\t3.102\t0.830\t1.010\t0.978\t0.926\t1.111\t0.938\t0.875\n0\t2.328\t-0.849\t-0.787\t0.845\t-1.232\t1.507\t-0.506\t0.771\t0.000\t0.920\t-1.056\t-1.622\t2.215\t0.736\t-1.174\t0.017\t2.548\t1.017\t0.271\t0.583\t0.000\t0.874\t0.940\t0.978\t0.834\t0.875\t0.920\t1.084\n0\t0.530\t1.968\t-0.666\t1.719\t-1.336\t0.811\t1.924\t1.282\t0.000\t1.155\t0.304\t0.217\t0.000\t1.035\t0.932\t0.643\t1.274\t1.272\t0.275\t-0.747\t1.551\t2.514\t1.423\t0.983\t1.440\t0.889\t1.158\t1.325\n1\t0.714\t1.096\t-1.608\t1.130\t-0.665\t0.467\t0.632\t1.157\t0.000\t0.513\t-0.905\t0.889\t2.215\t0.483\t-0.154\t-1.198\t0.000\t1.120\t0.142\t-0.386\t3.102\t0.922\t1.011\t0.992\t0.772\t0.740\t0.870\t0.763\n1\t1.123\t1.909\t-0.819\t0.267\t1.591\t1.142\t2.741\t1.347\t0.000\t1.035\t0.886\t-1.704\t0.000\t2.641\t0.299\t-0.137\t2.548\t0.800\t0.012\t-0.542\t0.000\t0.869\t1.075\t0.982\t0.473\t0.762\t0.787\t0.853\n0\t1.014\t-1.994\t1.303\t0.856\t0.353\t0.458\t-2.789\t0.058\t0.000\t0.620\t-2.831\t-1.428\t0.000\t0.346\t0.246\t-0.085\t0.000\t0.642\t-0.897\t-1.050\t1.551\t1.103\t0.872\t0.988\t0.843\t0.309\t0.800\t0.743\n0\t1.028\t-0.064\t0.594\t1.347\t1.069\t0.815\t-1.695\t-1.162\t0.000\t1.054\t-1.246\t-0.660\t1.107\t0.443\t-0.840\t0.870\t2.548\t0.392\t2.087\t0.055\t0.000\t3.586\t1.938\t0.995\t1.591\t0.725\t1.315\t1.315\n1\t0.590\t1.583\t0.880\t2.002\t1.030\t1.245\t0.454\t-0.029\t0.000\t0.925\t-1.633\t-1.702\t0.000\t0.975\t0.704\t-1.381\t0.000\t1.409\t0.543\t-0.534\t3.102\t0.605\t0.666\t1.002\t2.159\t0.625\t1.537\t1.286\n0\t0.573\t0.002\t-1.054\t1.101\t-0.091\t1.234\t0.158\t-0.794\t2.173\t1.285\t2.792\t0.701\t0.000\t0.913\t1.425\t1.564\t0.000\t1.650\t-1.087\t1.193\t0.000\t0.490\t0.552\t0.985\t0.891\t0.531\t0.849\t0.925\n0\t0.728\t2.079\t0.378\t1.072\t-1.296\t0.603\t1.038\t-0.997\t2.173\t0.515\t-0.350\t-0.123\t0.000\t1.324\t0.646\t1.181\t2.548\t0.833\t1.004\t0.568\t0.000\t0.891\t0.908\t1.222\t1.095\t1.046\t0.855\t0.855\n0\t0.860\t1.951\t0.577\t1.180\t-1.724\t1.987\t0.010\t-0.103\t0.000\t1.173\t-2.492\t1.607\t0.000\t0.740\t0.815\t-1.006\t1.274\t0.411\t2.024\t1.505\t0.000\t0.259\t0.600\t1.223\t0.746\t0.437\t0.615\t0.534\n1\t0.788\t-0.503\t-1.554\t0.544\t-1.085\t0.764\t0.483\t-0.384\t1.087\t0.716\t-0.335\t1.422\t2.215\t0.622\t1.316\t-0.784\t0.000\t0.985\t0.401\t1.459\t0.000\t0.892\t0.880\t0.983\t0.834\t1.182\t0.734\t0.681\n1\t1.602\t-0.482\t0.950\t1.322\t0.472\t0.677\t1.982\t-1.200\t0.000\t0.700\t-1.234\t-0.934\t2.215\t0.898\t0.361\t-0.506\t2.548\t0.811\t-0.927\t1.513\t0.000\t0.425\t0.690\t0.985\t1.082\t0.848\t0.917\t0.735\n1\t1.225\t0.116\t0.092\t0.736\t0.873\t1.149\t-0.047\t1.182\t0.000\t2.263\t0.312\t-0.762\t0.000\t0.911\t0.663\t0.838\t2.548\t1.177\t2.419\t-1.470\t0.000\t0.899\t0.789\t0.984\t0.588\t0.397\t0.512\t0.546\n1\t1.898\t-0.746\t0.746\t0.312\t-1.590\t1.130\t-0.815\t-0.686\t2.173\t0.491\t0.552\t-1.143\t2.215\t0.779\t-0.315\t1.072\t0.000\t0.374\t-0.082\t0.318\t0.000\t0.381\t0.964\t0.988\t0.908\t0.934\t0.934\t0.745\n0\t1.794\t-0.438\t0.286\t0.532\t0.221\t0.548\t1.236\t-1.684\t0.000\t1.048\t0.250\t-1.356\t2.215\t0.857\t-0.319\t1.316\t2.548\t1.275\t0.023\t-0.424\t0.000\t1.424\t1.003\t0.988\t0.821\t0.742\t0.853\t0.874\n1\t1.048\t-0.133\t-0.045\t1.171\t-0.480\t1.119\t-0.481\t1.593\t0.000\t1.116\t0.704\t1.170\t0.000\t1.673\t-0.078\t-0.633\t2.548\t0.851\t0.712\t0.208\t3.102\t0.819\t0.671\t0.982\t0.698\t0.769\t0.876\t0.818\n0\t2.582\t-1.329\t1.319\t1.076\t1.038\t1.456\t-1.316\t-0.651\t0.000\t0.828\t-0.905\t-0.453\t0.000\t0.724\t-0.299\t1.223\t2.548\t0.745\t-0.345\t0.074\t3.102\t0.624\t1.217\t0.993\t0.967\t0.484\t0.760\t1.087\n0\t0.291\t1.048\t-0.077\t1.333\t-0.877\t0.546\t1.539\t0.439\t0.000\t0.816\t-0.192\t1.308\t2.215\t0.828\t1.119\t1.270\t0.000\t1.163\t0.661\t-0.763\t3.102\t0.846\t1.052\t0.989\t0.843\t0.955\t1.154\t0.989\n1\t2.282\t-1.030\t-1.371\t0.678\t-0.296\t1.450\t-1.066\t1.378\t2.173\t1.634\t-0.654\t-0.119\t0.000\t0.751\t0.007\t0.628\t2.548\t0.701\t-1.102\t-0.813\t0.000\t0.938\t0.883\t1.420\t1.338\t1.099\t1.120\t1.077\n1\t0.880\t1.128\t-1.297\t0.348\t-0.336\t0.178\t1.480\t0.302\t0.000\t0.498\t-0.573\t-0.498\t2.215\t1.024\t0.453\t0.889\t2.548\t1.012\t2.151\t-1.219\t0.000\t0.850\t1.163\t0.984\t0.673\t0.840\t1.065\t0.912\n1\t0.669\t-1.065\t0.454\t1.022\t1.188\t1.509\t0.252\t1.534\t0.000\t2.303\t-0.294\t-0.544\t2.215\t0.437\t-0.311\t0.681\t0.000\t0.732\t0.767\t-0.359\t3.102\t1.108\t1.033\t0.987\t1.376\t0.787\t1.256\t1.075\n1\t0.783\t0.716\t0.830\t0.547\t-0.838\t1.076\t0.502\t1.729\t2.173\t0.893\t0.347\t-0.239\t1.107\t0.896\t1.196\t0.098\t0.000\t0.520\t1.227\t-1.239\t0.000\t0.706\t1.060\t0.985\t0.685\t1.417\t0.837\t0.719\n0\t1.150\t0.215\t1.537\t0.602\t-1.123\t0.707\t-0.017\t0.190\t0.000\t0.931\t-0.567\t-0.611\t0.000\t0.876\t0.895\t0.484\t2.548\t0.801\t1.320\t1.267\t0.000\t0.910\t0.936\t0.994\t0.568\t0.666\t0.622\t0.627\n1\t1.341\t-0.542\t1.479\t0.908\t-1.407\t0.429\t0.149\t-0.619\t0.000\t0.839\t-0.121\t-0.161\t2.215\t1.292\t0.830\t0.684\t1.274\t0.610\t1.166\t-0.352\t0.000\t0.552\t0.813\t0.986\t1.006\t0.971\t0.907\t0.788\n0\t0.878\t1.195\t0.358\t2.148\t0.590\t1.251\t1.208\t-0.915\t2.173\t0.741\t0.016\t-1.312\t2.215\t0.278\t0.172\t1.371\t0.000\t0.716\t1.457\t1.271\t0.000\t0.427\t0.888\t0.992\t1.617\t1.032\t1.394\t1.039\n1\t0.652\t-0.281\t0.657\t1.086\t0.993\t0.889\t0.225\t1.086\t1.087\t0.756\t0.826\t-0.581\t1.107\t1.388\t1.540\t-0.913\t0.000\t1.020\t2.040\t-0.675\t0.000\t0.581\t0.700\t0.994\t1.056\t1.262\t1.100\t1.572\n0\t0.892\t-0.959\t-1.325\t1.056\t0.391\t0.781\t-0.377\t0.155\t2.173\t0.948\t0.355\t-1.283\t0.000\t1.174\t1.167\t0.904\t1.274\t0.838\t0.391\t-0.029\t0.000\t1.052\t1.068\t1.344\t0.920\t1.337\t1.083\t0.982\n0\t0.644\t-0.473\t-0.491\t1.978\t-0.976\t1.653\t-0.471\t1.029\t2.173\t1.675\t-0.450\t-0.770\t1.107\t0.937\t-0.700\t0.537\t0.000\t1.118\t-1.380\t0.549\t0.000\t0.864\t1.243\t0.992\t1.837\t2.445\t1.463\t1.229\n1\t1.206\t-1.561\t-1.529\t1.907\t1.452\t1.315\t-1.673\t-0.019\t0.000\t0.549\t-0.500\t0.583\t2.215\t0.700\t-0.725\t-1.086\t2.548\t0.980\t-1.242\t-0.838\t0.000\t1.179\t0.997\t0.994\t1.050\t0.664\t0.782\t0.961\n1\t2.290\t0.260\t0.112\t1.207\t-0.719\t1.533\t-0.816\t1.460\t1.087\t0.657\t-0.482\t-0.676\t2.215\t0.425\t0.206\t-1.051\t0.000\t0.488\t2.195\t1.268\t0.000\t0.879\t1.013\t1.568\t2.128\t1.405\t1.400\t1.277\n1\t3.214\t-0.930\t-1.477\t1.183\t1.547\t2.422\t-0.739\t0.156\t0.000\t0.647\t-0.140\t-1.317\t1.107\t0.373\t-0.664\t0.576\t0.000\t1.099\t0.390\t-0.627\t0.000\t0.805\t0.849\t1.094\t0.749\t0.606\t0.623\t0.847\n0\t1.425\t-0.176\t-1.441\t0.432\t-0.142\t0.677\t-0.217\t-0.086\t2.173\t0.835\t-1.093\t1.179\t0.000\t0.555\t1.103\t-0.518\t0.000\t0.692\t0.468\t1.065\t3.102\t1.370\t0.849\t1.001\t0.842\t0.688\t0.714\t0.685\n1\t1.636\t-1.937\t0.185\t0.694\t0.468\t0.998\t-0.321\t-0.558\t2.173\t0.954\t0.975\t-1.685\t0.000\t0.414\t-2.065\t0.633\t0.000\t1.420\t-0.648\t1.635\t3.102\t0.672\t0.976\t1.002\t1.047\t1.193\t1.054\t0.840\n0\t1.002\t-0.503\t-1.552\t0.504\t-0.050\t1.645\t-2.624\t0.577\t0.000\t1.578\t0.388\t-1.533\t2.215\t1.186\t1.992\t-0.585\t0.000\t0.956\t0.541\t0.238\t3.102\t0.853\t0.893\t0.989\t0.847\t1.117\t0.979\t0.962\n1\t0.351\t1.357\t-0.471\t0.487\t-0.196\t1.034\t0.005\t1.672\t0.000\t1.425\t0.087\t-0.229\t2.215\t0.977\t0.567\t-1.479\t0.000\t1.201\t-1.747\t0.672\t0.000\t0.780\t0.663\t0.979\t0.670\t0.870\t0.935\t0.804\n0\t0.727\t2.288\t0.495\t0.266\t1.052\t0.654\t0.232\t-0.396\t2.173\t0.746\t-1.066\t1.568\t1.107\t0.540\t0.318\t1.398\t0.000\t0.827\t0.763\t-0.684\t0.000\t0.734\t0.908\t0.991\t0.956\t1.247\t1.101\t0.861\n0\t0.401\t0.784\t0.041\t1.706\t0.462\t1.345\t0.185\t-0.932\t2.173\t0.651\t0.167\t-1.603\t0.000\t0.938\t0.512\t1.133\t2.548\t0.415\t-0.183\t0.867\t0.000\t0.554\t0.836\t0.997\t0.970\t1.366\t1.378\t1.101\n0\t0.424\t0.868\t-0.998\t1.639\t1.255\t1.474\t0.713\t-0.037\t2.173\t0.339\t1.612\t-1.394\t0.000\t0.834\t0.376\t1.566\t2.548\t0.570\t-0.532\t-1.266\t0.000\t0.816\t1.177\t1.035\t0.567\t1.387\t0.960\t0.818\n0\t0.369\t0.964\t-1.426\t0.948\t0.991\t0.420\t-2.202\t0.725\t0.000\t1.112\t-0.077\t-0.739\t1.107\t0.621\t-0.510\t-1.648\t0.000\t0.863\t0.195\t0.240\t3.102\t1.153\t1.012\t0.988\t0.916\t0.697\t0.894\t0.804\n0\t0.333\t0.151\t-0.921\t1.240\t0.133\t1.089\t-0.398\t-1.031\t2.173\t0.860\t0.725\t1.421\t0.000\t1.010\t0.153\t0.411\t2.548\t1.383\t1.097\t0.808\t0.000\t0.852\t0.847\t0.989\t1.427\t1.314\t1.096\t1.002\n0\t0.861\t0.869\t1.377\t1.051\t-0.251\t0.697\t0.169\t-1.222\t0.000\t0.881\t-0.049\t0.640\t2.215\t0.402\t-0.966\t1.587\t0.000\t0.776\t-0.105\t0.063\t3.102\t0.828\t0.995\t1.311\t0.744\t0.372\t0.638\t0.705\n0\t0.954\t-0.909\t-1.450\t0.967\t1.149\t0.639\t0.269\t0.909\t1.087\t1.148\t-0.412\t-0.625\t1.107\t0.790\t1.038\t-0.179\t0.000\t0.624\t1.746\t0.893\t0.000\t0.744\t0.849\t0.987\t0.986\t1.316\t0.937\t0.964\n1\t0.540\t2.262\t0.484\t0.673\t-0.187\t1.044\t1.247\t-0.608\t0.000\t1.147\t1.438\t1.410\t2.215\t1.899\t0.869\t1.039\t2.548\t0.518\t0.294\t-0.477\t0.000\t0.543\t1.271\t0.992\t0.899\t0.662\t1.026\t0.873\n1\t1.150\t0.782\t-0.107\t0.213\t1.400\t1.096\t0.686\t1.405\t0.000\t0.275\t-2.784\t-0.645\t0.000\t0.748\t1.283\t0.073\t2.548\t0.882\t0.442\t-1.498\t0.000\t0.762\t0.973\t0.988\t0.525\t0.683\t0.763\t0.729\n1\t1.225\t0.129\t-0.695\t0.800\t-1.683\t0.647\t-0.224\t1.404\t0.000\t1.348\t-1.116\t0.879\t1.107\t0.639\t-2.416\t-0.604\t0.000\t0.759\t0.269\t0.468\t0.000\t0.869\t0.633\t1.065\t1.352\t0.921\t0.955\t0.885\n1\t0.973\t-0.601\t1.536\t1.202\t-1.158\t1.513\t-0.246\t-1.580\t2.173\t2.024\t-1.088\t0.096\t0.000\t1.537\t-1.033\t0.859\t0.000\t1.341\t1.201\t-0.222\t0.000\t1.716\t1.158\t0.988\t0.740\t0.979\t1.445\t1.187\n1\t1.394\t-0.406\t-1.088\t0.359\t-0.745\t1.600\t-1.160\t0.445\t0.000\t1.849\t0.376\t-0.966\t2.215\t1.368\t-0.595\t1.068\t0.000\t0.722\t0.627\t1.096\t0.000\t0.836\t0.613\t0.994\t0.686\t0.822\t0.920\t0.806\n0\t0.441\t-0.672\t1.115\t1.701\t-0.577\t0.586\t-1.313\t1.345\t0.000\t0.580\t0.866\t-1.567\t1.107\t0.771\t-0.720\t-0.032\t2.548\t0.744\t-1.531\t0.496\t0.000\t0.747\t0.745\t1.199\t1.026\t0.967\t0.848\t0.809\n0\t1.050\t0.816\t0.893\t1.093\t1.623\t1.096\t0.049\t-1.359\t1.087\t0.746\t0.660\t-0.191\t2.215\t1.012\t-1.555\t-0.394\t0.000\t0.969\t-2.002\t0.292\t0.000\t0.930\t1.320\t0.987\t1.186\t1.233\t1.163\t1.259\n1\t0.687\t1.388\t-1.210\t1.089\t0.304\t1.684\t2.240\t1.040\t0.000\t1.894\t-0.240\t-0.942\t1.107\t0.990\t-0.276\t-0.072\t1.274\t0.530\t-0.935\t-1.615\t0.000\t0.457\t0.584\t1.173\t1.000\t1.028\t1.111\t0.861\n1\t0.655\t1.750\t-1.468\t0.571\t1.107\t1.263\t0.466\t-0.936\t0.000\t0.535\t2.260\t-0.187\t0.000\t1.054\t0.311\t0.322\t2.548\t2.889\t1.295\t1.024\t1.551\t1.202\t1.110\t0.996\t0.833\t1.166\t1.141\t0.931\n0\t1.265\t-0.516\t-1.174\t0.383\t-0.287\t1.131\t1.131\t1.030\t0.000\t1.633\t-0.958\t-0.456\t2.215\t1.490\t0.718\t1.424\t0.000\t1.244\t0.968\t0.275\t3.102\t0.910\t0.961\t0.994\t0.799\t1.840\t1.728\t1.498\n0\t0.362\t0.894\t0.866\t1.503\t-0.534\t0.805\t-0.622\t0.985\t1.087\t1.271\t0.207\t1.562\t2.215\t1.174\t-0.496\t-0.513\t0.000\t0.869\t-0.523\t-0.110\t0.000\t0.399\t1.001\t0.988\t1.174\t0.979\t1.107\t1.015\n1\t1.013\t0.278\t1.406\t1.450\t1.146\t1.421\t0.747\t-0.911\t1.087\t0.690\t2.763\t0.803\t0.000\t1.361\t0.938\t-0.404\t0.000\t0.485\t1.149\t-0.266\t0.000\t0.864\t1.474\t0.988\t1.762\t1.408\t1.309\t1.435\n0\t0.478\t1.732\t0.908\t0.918\t-0.729\t0.779\t-0.271\t0.023\t0.000\t0.980\t0.064\t1.456\t0.000\t1.231\t0.744\t0.444\t2.548\t1.220\t-0.823\t-1.533\t0.000\t1.000\t0.861\t0.983\t0.741\t0.730\t0.829\t0.810\n1\t0.970\t1.230\t0.418\t0.289\t0.569\t1.060\t0.664\t-1.239\t2.173\t0.517\t-1.119\t0.592\t2.215\t0.632\t0.260\t0.822\t0.000\t0.756\t-1.191\t-1.335\t0.000\t1.024\t1.204\t0.993\t0.841\t1.572\t0.974\t0.868\n0\t1.638\t-0.777\t-1.571\t1.072\t1.424\t0.943\t0.731\t0.182\t1.087\t0.389\t0.215\t0.882\t0.000\t0.478\t-1.303\t-0.423\t2.548\t0.729\t-0.670\t-0.809\t0.000\t0.786\t0.905\t0.991\t0.804\t1.179\t1.098\t0.858\n1\t3.481\t0.207\t-1.183\t1.274\t-1.497\t1.965\t-1.060\t0.283\t0.000\t0.705\t0.225\t1.663\t0.000\t0.853\t0.888\t-0.927\t2.548\t0.890\t2.063\t0.237\t0.000\t1.729\t1.119\t0.991\t1.429\t0.914\t0.953\t1.036\n1\t2.031\t-0.675\t-1.619\t0.112\t-1.193\t0.588\t-0.435\t-0.641\t2.173\t0.931\t0.709\t-0.049\t2.215\t0.669\t-0.902\t-0.133\t0.000\t1.021\t2.021\t0.980\t0.000\t0.813\t0.859\t0.994\t0.841\t0.872\t0.905\t0.772\n1\t1.005\t1.425\t-0.123\t1.039\t-1.255\t1.135\t1.172\t0.147\t2.173\t1.229\t1.453\t1.724\t0.000\t0.635\t2.167\t-1.737\t0.000\t0.624\t0.912\t1.352\t3.102\t0.619\t0.454\t1.206\t1.018\t0.789\t0.892\t0.824\n1\t1.319\t-0.586\t-0.225\t0.620\t-0.100\t0.767\t0.911\t1.021\t2.173\t0.685\t1.278\t-1.405\t2.215\t0.720\t0.546\t1.503\t0.000\t0.759\t1.458\t-0.645\t0.000\t0.908\t0.815\t0.999\t1.602\t0.896\t1.359\t1.152\n0\t1.399\t-0.020\t1.234\t1.141\t1.494\t1.211\t-0.726\t-0.221\t0.000\t0.739\t0.120\t-0.127\t0.000\t0.640\t0.815\t1.138\t2.548\t1.165\t-1.098\t-1.364\t1.551\t0.928\t1.079\t0.980\t0.752\t1.026\t0.755\t0.790\n0\t0.977\t-1.463\t1.416\t0.427\t-1.196\t2.019\t-1.580\t1.110\t1.087\t1.305\t-1.052\t-0.989\t2.215\t1.271\t-1.762\t-0.881\t0.000\t1.901\t1.908\t-0.110\t0.000\t0.925\t0.967\t0.995\t1.092\t2.349\t1.354\t1.099\n0\t0.327\t-1.517\t0.850\t2.173\t0.106\t0.652\t-1.360\t-0.293\t2.173\t1.150\t0.641\t-1.420\t0.000\t0.678\t0.153\t0.744\t2.548\t0.574\t2.042\t-1.724\t0.000\t1.117\t0.998\t0.987\t0.909\t0.968\t1.273\t2.115\n0\t0.790\t-0.711\t0.733\t0.422\t0.855\t0.479\t0.009\t-1.261\t2.173\t0.483\t0.195\t0.324\t0.000\t1.651\t-0.270\t-0.407\t2.548\t1.574\t-0.168\t1.617\t0.000\t1.068\t1.084\t0.988\t1.022\t0.790\t0.911\t0.855\n1\t0.524\t1.129\t0.683\t1.532\t0.579\t1.106\t0.050\t-1.019\t2.173\t1.058\t0.051\t1.201\t0.000\t0.577\t-1.155\t-1.054\t0.000\t1.348\t-0.265\t-0.362\t3.102\t1.369\t1.077\t0.994\t1.343\t0.762\t0.928\t0.913\n0\t0.686\t1.798\t0.218\t1.167\t0.756\t0.722\t0.143\t1.338\t0.000\t0.830\t0.445\t-0.257\t0.000\t0.693\t1.901\t-0.683\t0.000\t0.569\t0.784\t0.271\t0.000\t0.898\t0.812\t0.976\t0.618\t0.395\t0.564\t0.588\n0\t2.098\t-0.024\t-0.138\t0.901\t-0.242\t0.483\t-0.642\t-0.965\t0.000\t0.853\t0.180\t-1.508\t0.000\t1.094\t1.961\t1.391\t0.000\t1.367\t-2.052\t0.947\t0.000\t0.867\t0.737\t0.982\t0.805\t0.486\t0.699\t0.733\n0\t1.694\t0.868\t-0.740\t0.356\t1.339\t0.701\t-0.015\t0.206\t2.173\t0.571\t-0.924\t0.726\t0.000\t0.942\t0.176\t-1.732\t2.548\t0.935\t-2.316\t1.516\t0.000\t0.909\t1.209\t1.027\t0.963\t1.002\t1.020\t1.161\n0\t3.216\t0.626\t-0.738\t0.103\t0.336\t1.587\t-0.781\t0.943\t1.087\t0.888\t-1.003\t1.308\t0.000\t1.093\t0.045\t-0.073\t2.548\t0.574\t-1.396\t-1.298\t0.000\t0.730\t0.908\t0.986\t0.847\t1.481\t1.572\t1.362\n0\t0.947\t-0.204\t-1.015\t2.041\t-1.426\t1.353\t0.363\t0.454\t2.173\t0.485\t-0.387\t-0.335\t0.000\t0.426\t0.817\t1.357\t0.000\t0.459\t-1.315\t0.760\t3.102\t0.847\t0.920\t0.984\t0.942\t0.974\t1.151\t0.905\n0\t0.830\t0.657\t-1.403\t1.241\t-0.608\t0.799\t-2.113\t0.972\t0.000\t0.928\t0.963\t-0.805\t0.000\t0.868\t0.457\t0.499\t2.548\t1.060\t1.036\t1.233\t1.551\t4.552\t2.654\t0.984\t0.843\t0.530\t1.757\t1.450\n1\t1.141\t0.353\t1.269\t0.539\t-0.392\t1.197\t0.839\t-0.778\t0.000\t1.274\t0.173\t0.266\t2.215\t1.516\t0.271\t1.534\t2.548\t0.728\t-0.369\t0.690\t0.000\t1.697\t1.427\t1.083\t0.716\t1.347\t1.109\t0.916\n1\t1.359\t-0.796\t1.287\t0.771\t-0.849\t1.825\t-0.994\t-1.226\t1.087\t1.206\t-0.107\t0.538\t0.000\t1.763\t0.488\t0.245\t0.000\t0.841\t-0.676\t0.869\t0.000\t0.938\t0.637\t1.331\t1.164\t1.259\t1.528\t1.258\n1\t1.198\t1.925\t1.155\t0.920\t0.991\t2.569\t0.090\t-0.804\t0.000\t1.241\t0.633\t1.189\t2.215\t0.945\t1.074\t0.059\t0.000\t0.665\t0.994\t1.000\t0.000\t0.656\t0.812\t0.973\t0.925\t0.760\t0.702\t0.640\n0\t0.495\t0.543\t0.284\t1.707\t1.079\t0.645\t-0.462\t-0.194\t0.000\t0.817\t-2.483\t0.897\t0.000\t0.846\t0.741\t-1.163\t2.548\t1.112\t-0.489\t-1.396\t0.000\t1.146\t0.963\t0.989\t1.019\t0.992\t0.851\t0.799\n0\t0.444\t-1.225\t0.682\t0.373\t-1.422\t0.880\t-0.436\t1.679\t0.000\t0.797\t-0.863\t-0.174\t2.215\t0.560\t-0.516\t0.751\t0.000\t0.854\t0.654\t-0.240\t3.102\t0.941\t0.976\t0.988\t0.753\t0.700\t0.779\t0.674\n1\t0.564\t0.655\t1.138\t0.603\t-0.910\t0.906\t0.728\t-1.291\t2.173\t0.796\t1.149\t0.800\t0.000\t1.414\t0.364\t0.329\t0.000\t0.605\t-0.859\t-0.603\t3.102\t0.935\t1.013\t0.983\t0.777\t0.908\t0.953\t0.839\n0\t0.647\t-1.068\t-1.451\t1.266\t-0.865\t1.234\t-0.729\t1.448\t1.087\t0.781\t-1.330\t-0.465\t0.000\t1.134\t-0.147\t0.717\t2.548\t1.220\t-1.522\t-0.014\t0.000\t0.583\t1.078\t0.988\t1.128\t1.001\t1.047\t0.981\n1\t0.966\t-0.214\t0.730\t1.067\t-1.154\t0.839\t0.439\t0.846\t0.000\t0.833\t-0.658\t-1.447\t2.215\t0.596\t0.216\t-0.023\t0.000\t2.347\t-0.015\t-0.950\t3.102\t0.907\t1.164\t1.396\t0.950\t0.691\t0.921\t0.832\n0\t0.778\t1.505\t-1.427\t1.772\t-1.601\t0.478\t0.946\t0.815\t1.087\t0.675\t0.519\t0.119\t0.000\t0.901\t1.209\t-0.566\t2.548\t0.941\t-0.433\t0.184\t0.000\t0.576\t0.789\t0.978\t1.127\t0.790\t0.878\t1.084\n0\t1.096\t1.605\t-0.616\t0.827\t0.033\t0.770\t0.843\t-1.358\t2.173\t0.930\t1.284\t0.140\t2.215\t1.012\t0.521\t1.229\t0.000\t0.842\t1.650\t1.553\t0.000\t0.831\t0.965\t0.978\t1.122\t1.251\t0.879\t0.857\n0\t0.310\t0.353\t-1.552\t0.491\t0.828\t0.803\t0.184\t-1.105\t2.173\t0.789\t-0.714\t0.713\t1.107\t0.486\t-1.915\t0.348\t0.000\t0.642\t-1.649\t-0.862\t0.000\t0.548\t1.206\t0.984\t0.638\t1.295\t0.881\t0.756\n1\t1.182\t1.084\t0.747\t1.266\t0.237\t0.719\t0.242\t-1.707\t2.173\t0.542\t-2.673\t-1.115\t0.000\t1.166\t-0.534\t-0.824\t0.000\t0.590\t0.708\t1.301\t0.000\t1.119\t0.900\t0.985\t0.663\t0.991\t0.894\t0.944\n1\t0.418\t-1.167\t0.756\t1.154\t-0.455\t0.574\t-0.421\t1.280\t2.173\t0.817\t-1.214\t-1.259\t2.215\t0.623\t1.179\t0.160\t0.000\t0.535\t0.682\t1.707\t0.000\t0.645\t0.809\t0.989\t0.810\t0.871\t0.822\t0.756\n0\t1.326\t-0.350\t-0.204\t0.339\t0.596\t1.056\t-0.409\t0.869\t2.173\t1.692\t0.569\t-1.426\t0.000\t1.176\t0.001\t-1.036\t2.548\t0.627\t-1.191\t0.728\t0.000\t2.026\t1.245\t0.984\t0.978\t1.403\t1.151\t1.009\n1\t1.242\t-0.650\t1.320\t1.163\t0.811\t1.024\t-0.227\t-0.909\t2.173\t0.493\t-1.095\t-1.189\t0.000\t1.006\t-0.971\t-0.101\t2.548\t0.684\t-0.608\t0.243\t0.000\t0.742\t0.772\t0.985\t0.966\t1.003\t0.983\t0.795\n0\t0.623\t-1.176\t1.542\t0.480\t0.318\t1.275\t0.446\t0.087\t0.000\t1.404\t-0.055\t1.470\t0.000\t1.996\t-0.259\t-1.005\t2.548\t0.636\t0.239\t-0.768\t3.102\t2.789\t1.542\t0.988\t1.325\t0.309\t1.203\t1.317\n0\t0.636\t1.164\t0.589\t0.595\t0.662\t1.077\t-0.344\t-1.399\t0.000\t1.394\t-0.245\t0.098\t2.215\t1.146\t-0.175\t-0.939\t0.000\t1.110\t-0.835\t1.059\t3.102\t0.879\t0.919\t1.000\t0.791\t0.958\t0.809\t0.736\n1\t1.205\t-1.088\t0.959\t1.898\t1.151\t0.606\t-0.653\t-0.869\t2.173\t0.862\t0.206\t-0.683\t0.000\t0.786\t-0.199\t0.203\t1.274\t0.734\t-0.438\t-0.342\t0.000\t0.501\t0.560\t1.005\t1.187\t0.733\t0.845\t0.820\n1\t0.333\t0.505\t0.415\t1.146\t-0.152\t1.701\t-0.030\t-0.886\t0.000\t1.798\t-1.329\t0.652\t2.215\t1.683\t-0.953\t1.162\t2.548\t0.668\t-0.054\t-1.646\t0.000\t1.030\t1.763\t0.991\t3.278\t0.872\t2.361\t2.027\n0\t0.930\t0.179\t-0.595\t0.271\t0.854\t0.654\t-0.498\t1.515\t2.173\t0.983\t0.292\t-1.281\t2.215\t0.667\t-0.904\t-0.113\t0.000\t1.184\t0.355\t0.278\t0.000\t0.877\t0.922\t0.985\t0.947\t0.841\t0.727\t0.694\n1\t1.758\t0.195\t-1.519\t0.551\t0.858\t1.057\t-1.284\t-0.245\t2.173\t0.770\t-0.633\t-1.630\t0.000\t1.627\t-0.779\t0.707\t2.548\t0.608\t0.614\t-0.852\t0.000\t0.883\t1.102\t1.146\t1.586\t1.289\t1.213\t1.020\n1\t0.750\t-1.544\t-0.300\t1.308\t-1.184\t0.505\t-0.494\t1.389\t0.000\t0.369\t2.001\t-1.651\t0.000\t1.821\t0.203\t0.657\t1.274\t1.298\t0.184\t-0.292\t3.102\t0.828\t0.887\t0.987\t1.095\t0.887\t1.188\t0.972\n1\t0.413\t0.727\t0.878\t1.121\t-1.302\t1.039\t-0.926\t0.361\t2.173\t0.763\t-1.196\t1.271\t2.215\t1.300\t-0.632\t-1.082\t0.000\t1.142\t1.280\t0.276\t0.000\t2.224\t1.752\t0.988\t1.889\t0.977\t1.439\t1.364\n1\t0.907\t-0.730\t-0.315\t1.014\t0.551\t0.922\t0.499\t-1.373\t2.173\t0.410\t-0.888\t1.098\t0.000\t1.207\t0.233\t1.535\t0.000\t0.951\t-1.587\t-0.162\t0.000\t0.952\t0.993\t0.984\t0.751\t0.238\t0.890\t0.788\n1\t0.336\t0.838\t-0.813\t1.411\t1.658\t1.419\t-0.235\t-0.961\t2.173\t1.061\t-0.700\t0.977\t2.215\t1.965\t0.650\t0.535\t0.000\t0.403\t-2.196\t-0.124\t0.000\t0.854\t1.154\t0.991\t0.847\t1.831\t0.989\t0.862\n1\t1.811\t-1.649\t-1.623\t0.461\t-0.025\t1.072\t-0.689\t0.366\t2.173\t0.491\t1.920\t-0.657\t0.000\t0.594\t-1.202\t1.233\t0.000\t0.416\t-0.378\t-1.255\t3.102\t0.762\t0.978\t1.255\t0.656\t0.708\t0.872\t0.729\n0\t1.358\t0.970\t-1.289\t1.618\t-0.619\t0.569\t-2.297\t-1.411\t0.000\t1.040\t0.206\t0.788\t0.000\t1.280\t-0.426\t0.552\t0.000\t1.125\t0.924\t1.530\t3.102\t0.718\t0.986\t1.166\t1.453\t1.308\t1.062\t1.098\n1\t0.888\t0.821\t-1.451\t0.397\t0.583\t1.160\t-0.424\t-0.610\t2.173\t0.838\t1.161\t1.378\t0.000\t0.573\t1.619\t0.951\t0.000\t0.713\t1.575\t0.076\t0.000\t0.995\t0.791\t0.982\t1.368\t0.984\t1.076\t0.940\n0\t1.728\t0.897\t1.389\t1.463\t0.518\t0.703\t1.017\t-0.954\t2.173\t0.653\t1.356\t-1.345\t2.215\t0.272\t1.139\t0.888\t0.000\t1.260\t0.765\t0.074\t0.000\t0.450\t0.649\t1.556\t1.068\t0.391\t0.902\t0.713\n0\t1.155\t-0.459\t1.456\t1.320\t1.218\t1.098\t-0.537\t-0.472\t1.087\t0.510\t1.885\t-0.063\t0.000\t0.885\t0.894\t-1.058\t0.000\t1.186\t1.230\t0.322\t0.000\t0.955\t0.717\t0.989\t1.466\t0.443\t0.960\t1.231\n1\t0.804\t1.268\t-1.253\t1.299\t0.970\t0.889\t0.453\t-0.086\t2.173\t1.434\t0.919\t1.437\t0.000\t0.711\t-0.073\t-1.488\t2.548\t1.054\t-1.918\t-0.587\t0.000\t0.816\t0.784\t1.285\t1.169\t0.982\t0.874\t0.820\n1\t0.570\t0.954\t-0.795\t1.633\t-0.072\t0.528\t-0.750\t0.228\t0.000\t0.716\t0.529\t1.389\t2.215\t1.341\t-0.920\t1.545\t1.274\t0.750\t-0.456\t-1.269\t0.000\t0.943\t0.941\t0.988\t2.060\t0.906\t1.367\t1.189\n1\t0.780\t0.752\t-0.252\t0.789\t1.520\t2.944\t1.272\t-1.181\t0.000\t2.788\t0.759\t0.525\t0.000\t1.074\t0.627\t0.020\t0.000\t1.434\t-0.485\t1.218\t3.102\t1.173\t0.778\t1.086\t0.872\t0.447\t0.876\t0.817\n1\t1.029\t-0.684\t-0.892\t0.187\t-1.685\t1.504\t-0.338\t-0.004\t0.000\t0.858\t0.091\t1.026\t1.107\t2.675\t-0.274\t-1.719\t2.548\t1.060\t-0.625\t0.528\t0.000\t0.974\t1.149\t0.977\t0.917\t1.047\t1.272\t1.049\n1\t1.292\t-0.407\t-1.136\t2.004\t-1.701\t0.623\t2.174\t0.223\t0.000\t1.124\t0.286\t0.386\t2.215\t0.498\t1.293\t-0.336\t0.000\t0.966\t-0.994\t1.201\t3.102\t1.020\t0.983\t1.084\t1.434\t0.992\t0.995\t0.918\n0\t1.959\t0.647\t0.013\t1.699\t-0.083\t1.780\t-0.534\t1.704\t0.000\t0.602\t-0.068\t-0.034\t1.107\t0.811\t0.640\t1.584\t1.274\t0.598\t-0.803\t-1.209\t0.000\t0.846\t0.917\t0.975\t0.750\t0.794\t0.847\t1.354\n0\t1.792\t-0.006\t-0.203\t0.223\t-0.563\t1.338\t-0.056\t1.478\t0.000\t0.543\t-2.690\t-0.391\t0.000\t0.698\t1.099\t0.132\t2.548\t0.797\t-0.662\t1.096\t0.000\t0.800\t0.892\t0.998\t0.821\t0.599\t0.802\t0.897\n1\t0.298\t1.472\t0.100\t1.350\t-1.572\t0.931\t0.243\t-0.576\t2.173\t0.657\t-1.300\t0.078\t0.000\t1.254\t1.135\t0.998\t0.000\t1.252\t0.099\t1.390\t3.102\t0.908\t0.813\t0.986\t1.555\t1.121\t1.176\t0.978\n1\t0.476\t0.590\t-0.322\t2.835\t0.297\t0.669\t-0.851\t1.474\t0.000\t0.749\t1.646\t-1.262\t2.215\t0.975\t-0.904\t1.047\t0.000\t1.849\t0.273\t-1.327\t0.000\t1.152\t0.808\t0.986\t0.804\t0.803\t1.005\t0.973\n1\t0.555\t-0.496\t-1.694\t0.710\t0.315\t0.833\t-1.168\t0.761\t0.000\t1.086\t-1.317\t-1.537\t1.107\t0.986\t-1.431\t-0.815\t2.548\t0.788\t-1.887\t1.049\t0.000\t0.774\t1.018\t0.985\t1.042\t0.677\t0.825\t0.869\n1\t1.117\t1.341\t-1.362\t0.224\t-1.573\t1.124\t0.695\t1.193\t2.173\t0.817\t2.147\t-0.143\t0.000\t0.502\t0.738\t-0.313\t0.000\t0.444\t-0.139\t-0.022\t0.000\t0.759\t0.693\t0.979\t0.942\t0.874\t0.896\t0.809\n1\t2.050\t-0.109\t-1.427\t0.683\t-1.557\t1.620\t-1.244\t0.798\t0.000\t1.193\t0.134\t-1.169\t0.000\t1.865\t-0.135\t-0.078\t2.548\t0.999\t-1.282\t-0.369\t0.000\t0.760\t0.853\t0.977\t1.358\t0.647\t0.932\t1.186\n0\t1.664\t-0.938\t0.546\t1.304\t-1.587\t0.527\t0.786\t1.640\t0.000\t0.620\t0.500\t0.916\t0.000\t1.133\t-0.974\t-0.054\t2.548\t1.393\t0.013\t-0.947\t3.102\t0.909\t0.867\t1.917\t1.245\t0.882\t0.925\t0.821\n1\t0.749\t-1.522\t-1.680\t0.651\t0.567\t0.670\t-1.083\t-0.644\t0.000\t0.841\t-0.611\t1.414\t2.215\t1.037\t-1.678\t-1.167\t0.000\t1.864\t-0.165\t0.339\t3.102\t0.891\t1.115\t0.989\t1.134\t0.963\t0.967\t0.898\n0\t0.682\t-0.017\t0.639\t1.210\t-1.299\t1.350\t0.163\t1.143\t2.173\t1.114\t-0.852\t-0.364\t2.215\t0.961\t0.098\t-0.203\t0.000\t0.691\t-1.169\t-1.265\t0.000\t1.047\t0.785\t1.240\t1.050\t2.020\t1.103\t0.948\n0\t4.066\t0.724\t-1.381\t0.448\t-1.100\t2.328\t0.087\t0.316\t1.087\t1.025\t0.946\t-0.799\t0.000\t0.740\t0.737\t1.184\t0.000\t0.593\t-0.064\t1.110\t3.102\t0.807\t1.282\t0.982\t0.819\t0.822\t1.660\t1.278\n0\t0.374\t0.432\t0.988\t0.244\t-1.146\t0.946\t-1.506\t0.236\t0.000\t0.986\t1.123\t-1.166\t0.000\t1.221\t-0.511\t0.846\t0.000\t0.599\t-1.049\t0.750\t1.551\t0.913\t1.051\t0.995\t0.528\t0.762\t0.650\t0.587\n1\t0.920\t-0.320\t-0.241\t0.289\t-0.303\t0.985\t0.635\t1.418\t0.000\t0.599\t1.390\t-1.545\t0.000\t0.761\t-0.044\t-0.787\t2.548\t0.844\t-0.936\t0.236\t0.000\t0.986\t1.037\t0.999\t0.737\t0.371\t0.686\t0.998\n1\t0.578\t0.643\t-1.119\t0.853\t1.090\t1.110\t2.041\t-0.083\t0.000\t1.330\t0.460\t1.081\t0.000\t0.666\t-0.113\t1.424\t0.000\t1.935\t-1.051\t-1.242\t3.102\t0.981\t0.779\t0.987\t0.968\t0.815\t0.971\t0.808\n0\t0.863\t0.927\t-1.666\t1.122\t1.691\t1.484\t-1.540\t0.417\t0.000\t0.954\t0.374\t-0.321\t2.215\t0.785\t0.072\t1.494\t0.000\t1.400\t0.052\t-0.945\t3.102\t0.874\t0.850\t1.003\t1.291\t0.581\t0.989\t1.083\n0\t0.844\t-2.102\t0.735\t1.315\t1.312\t0.949\t-0.769\t0.747\t1.087\t1.383\t0.451\t-0.375\t0.000\t0.794\t1.383\t-1.597\t0.000\t2.914\t0.191\t-1.077\t1.551\t0.879\t1.271\t0.998\t0.835\t1.983\t1.367\t1.568\n1\t1.164\t0.534\t-1.645\t0.443\t1.258\t1.100\t0.639\t-0.056\t2.173\t0.711\t0.444\t-0.872\t2.215\t0.779\t0.113\t1.220\t0.000\t0.495\t1.325\t0.194\t0.000\t0.775\t0.909\t0.987\t0.768\t0.881\t0.859\t0.737\n0\t0.781\t0.153\t0.493\t0.344\t-1.506\t0.617\t-0.523\t-0.380\t2.173\t0.842\t0.453\t-0.690\t0.000\t0.869\t-0.828\t-1.737\t2.548\t0.754\t0.064\t1.116\t0.000\t0.988\t0.948\t0.983\t0.659\t0.875\t0.671\t0.613\n1\t1.065\t0.515\t0.639\t0.692\t-1.696\t0.721\t-0.928\t-0.742\t0.000\t0.752\t0.683\t1.414\t2.215\t1.197\t-0.483\t-0.133\t0.000\t1.078\t-0.028\t0.338\t3.102\t0.935\t0.828\t1.025\t0.605\t0.736\t0.870\t0.825\n1\t1.339\t-0.342\t-1.533\t0.894\t-0.442\t0.787\t0.619\t1.162\t2.173\t0.707\t0.586\t0.207\t2.215\t0.552\t0.512\t-0.962\t0.000\t1.253\t-2.279\t-0.121\t0.000\t0.714\t0.756\t1.262\t0.991\t0.833\t0.882\t0.788\n0\t1.079\t-0.630\t-1.332\t1.576\t-0.588\t0.455\t-0.411\t0.247\t2.173\t0.531\t-0.255\t1.211\t0.000\t0.675\t-1.487\t1.342\t0.000\t0.617\t0.698\t0.617\t1.551\t0.689\t0.732\t1.123\t0.869\t0.417\t0.696\t0.709\n0\t0.779\t-1.248\t0.918\t1.726\t0.282\t0.945\t-0.533\t-1.302\t2.173\t1.093\t-0.354\t1.267\t0.000\t0.878\t0.686\t-1.237\t0.000\t1.095\t0.334\t-0.381\t3.102\t1.460\t1.098\t0.986\t1.490\t0.952\t1.161\t1.184\n0\t0.713\t1.338\t1.365\t0.943\t-1.454\t1.157\t1.881\t0.033\t0.000\t1.054\t0.877\t0.652\t1.107\t0.790\t-0.573\t-1.271\t2.548\t1.528\t0.966\t-1.278\t0.000\t2.030\t1.531\t0.981\t1.425\t1.259\t1.305\t1.190\n1\t0.650\t1.832\t1.593\t0.369\t-1.284\t0.644\t-0.897\t1.493\t2.173\t0.525\t-0.149\t-0.162\t0.000\t0.973\t-0.490\t0.330\t2.548\t0.744\t0.125\t-0.800\t0.000\t1.008\t1.042\t0.990\t0.974\t0.874\t0.876\t0.925\n0\t0.785\t-0.020\t1.287\t0.729\t-1.372\t0.852\t0.733\t0.200\t1.087\t0.647\t1.203\t-0.543\t2.215\t0.809\t1.110\t1.262\t0.000\t0.375\t-1.735\t1.283\t0.000\t0.701\t0.864\t0.989\t1.090\t0.732\t0.960\t0.808\n1\t0.411\t1.328\t-0.967\t0.223\t0.745\t0.560\t-0.355\t-0.856\t2.173\t0.969\t0.739\t-0.450\t2.215\t1.220\t-0.440\t0.977\t0.000\t0.419\t-0.791\t1.096\t0.000\t0.203\t1.106\t0.993\t0.656\t0.748\t0.786\t0.677\n1\t1.623\t0.033\t0.952\t1.043\t0.614\t0.782\t-1.507\t-0.790\t2.173\t0.587\t0.255\t0.297\t0.000\t0.563\t0.193\t-0.339\t2.548\t1.057\t-0.069\t-1.461\t0.000\t1.041\t1.240\t0.984\t0.776\t0.873\t0.983\t0.867\n1\t0.861\t-0.887\t0.213\t0.961\t0.893\t0.685\t1.039\t-1.252\t2.173\t0.598\t0.611\t1.670\t0.000\t0.703\t-0.287\t-0.356\t2.548\t1.172\t0.096\t-0.832\t0.000\t0.892\t0.720\t0.984\t1.220\t0.892\t0.840\t0.745\n0\t0.798\t0.515\t-1.094\t1.228\t1.126\t0.707\t1.348\t1.252\t2.173\t1.185\t-0.773\t-0.810\t2.215\t1.480\t-1.050\t-0.117\t0.000\t0.418\t1.077\t0.519\t0.000\t1.427\t1.156\t1.247\t0.838\t2.175\t1.370\t1.169\n1\t1.458\t-0.595\t-0.506\t0.854\t1.555\t0.533\t0.683\t0.622\t2.173\t1.355\t-0.133\t1.223\t2.215\t0.721\t0.704\t-1.132\t0.000\t0.785\t0.637\t-0.813\t0.000\t0.236\t1.013\t1.483\t1.133\t0.835\t0.938\t0.836\n1\t1.794\t-1.064\t-0.431\t0.537\t0.679\t1.514\t1.337\t0.798\t0.000\t0.644\t0.409\t-0.759\t1.107\t1.102\t0.477\t1.730\t2.548\t0.563\t-1.147\t-1.481\t0.000\t2.865\t1.768\t1.145\t0.953\t0.702\t1.176\t1.396\n1\t0.619\t-1.821\t0.384\t1.252\t1.212\t2.304\t-2.713\t-0.520\t0.000\t1.066\t-0.611\t-1.682\t2.215\t2.077\t-0.602\t0.972\t0.000\t1.120\t0.534\t1.383\t3.102\t0.980\t2.564\t0.993\t1.000\t0.763\t2.300\t1.787\n1\t0.673\t0.434\t-0.059\t0.832\t-1.338\t1.018\t0.450\t0.660\t0.000\t1.294\t0.330\t-0.887\t2.215\t0.601\t1.435\t0.383\t0.000\t1.274\t0.484\t1.620\t3.102\t0.901\t0.923\t0.990\t0.679\t0.906\t0.954\t0.817\n1\t1.110\t-0.907\t-1.025\t0.352\t0.389\t0.786\t0.468\t0.767\t2.173\t0.914\t-0.388\t-0.803\t0.000\t1.343\t2.121\t0.498\t0.000\t1.326\t-0.915\t-1.274\t0.000\t0.781\t0.656\t0.986\t1.252\t0.730\t0.859\t0.798\n1\t0.805\t-0.718\t1.344\t0.307\t1.602\t1.721\t-1.175\t1.516\t2.173\t1.713\t-0.993\t-0.391\t0.000\t2.114\t-0.503\t0.466\t0.000\t1.177\t-0.125\t0.184\t1.551\t0.914\t0.822\t0.984\t1.194\t1.625\t1.306\t1.045\n1\t1.041\t-2.224\t1.377\t0.756\t-0.949\t0.675\t-0.052\t-0.143\t2.173\t0.609\t-1.055\t-1.376\t2.215\t0.537\t-0.611\t1.262\t0.000\t0.516\t-1.641\t-0.054\t0.000\t0.673\t0.794\t1.064\t0.739\t0.987\t1.004\t0.789\n0\t0.280\t-1.592\t0.254\t1.711\t0.531\t0.563\t-1.450\t-0.469\t0.000\t0.915\t-1.550\t-1.166\t0.000\t0.760\t-1.088\t1.050\t0.000\t0.549\t1.284\t-0.374\t3.102\t0.901\t0.850\t1.003\t0.802\t0.625\t0.903\t0.936\n0\t0.737\t-1.765\t-0.399\t1.033\t0.828\t1.196\t-2.173\t-1.580\t0.000\t1.495\t-0.162\t0.657\t2.215\t2.093\t-0.843\t-0.938\t2.548\t1.491\t-0.040\t0.165\t0.000\t3.331\t2.220\t1.081\t1.264\t2.001\t1.804\t1.440\n0\t2.636\t0.430\t-0.661\t0.213\t-0.954\t1.642\t0.619\t1.096\t2.173\t0.730\t-0.451\t-1.251\t2.215\t0.493\t0.143\t1.195\t0.000\t0.423\t-1.620\t0.560\t0.000\t0.689\t1.146\t0.989\t0.777\t1.658\t1.293\t1.058\n0\t0.975\t1.711\t1.031\t1.228\t0.575\t1.385\t-0.090\t-0.856\t2.173\t0.347\t-1.088\t1.171\t0.000\t1.281\t0.526\t1.551\t2.548\t0.478\t0.661\t-0.260\t0.000\t0.779\t0.975\t0.990\t1.296\t1.483\t1.813\t1.446\n0\t0.417\t-1.488\t-1.493\t1.198\t-0.219\t1.453\t-0.458\t0.890\t0.000\t1.364\t-0.271\t-1.145\t2.215\t0.822\t-0.215\t-0.073\t2.548\t0.403\t-0.244\t1.291\t0.000\t1.008\t0.981\t0.986\t0.884\t0.926\t0.899\t0.906\n0\t1.421\t1.507\t1.074\t0.793\t1.700\t0.577\t2.405\t-0.377\t0.000\t0.317\t2.214\t-1.606\t0.000\t0.609\t-2.336\t-0.280\t0.000\t0.530\t0.335\t1.053\t3.102\t0.815\t0.987\t0.991\t0.520\t0.404\t0.669\t0.711\n1\t0.660\t-1.796\t-0.047\t1.053\t-0.868\t0.926\t-1.217\t-1.465\t2.173\t0.937\t-1.742\t0.874\t0.000\t1.021\t-0.614\t-0.768\t2.548\t1.692\t0.104\t0.370\t0.000\t0.897\t0.910\t0.986\t1.122\t0.789\t0.928\t1.167\n1\t1.726\t-0.551\t-0.581\t0.320\t1.573\t0.635\t1.003\t0.851\t0.000\t0.386\t0.410\t-0.683\t0.000\t0.613\t-0.657\t0.721\t2.548\t0.379\t0.123\t0.271\t3.102\t1.079\t0.859\t0.986\t0.549\t0.220\t0.495\t0.653\n1\t0.339\t-1.324\t-1.092\t1.114\t-1.029\t0.905\t1.047\t0.626\t0.000\t0.852\t-0.969\t-1.194\t2.215\t1.030\t-0.500\t-1.503\t2.548\t0.447\t0.066\t-1.549\t0.000\t1.026\t1.212\t0.975\t0.737\t0.355\t1.021\t0.878\n0\t0.889\t-0.590\t1.653\t0.665\t-0.396\t0.313\t-1.403\t1.366\t0.000\t0.763\t-0.568\t-0.624\t2.215\t0.782\t-1.820\t0.231\t0.000\t0.809\t0.973\t1.383\t1.551\t0.804\t0.897\t1.026\t0.798\t0.986\t0.898\t0.761\n1\t0.551\t0.306\t0.773\t0.579\t1.444\t0.506\t0.059\t-0.257\t0.000\t0.858\t0.202\t-1.001\t2.215\t0.916\t-1.411\t1.528\t0.000\t0.374\t-0.546\t0.180\t3.102\t1.642\t0.883\t0.988\t0.946\t0.502\t0.713\t0.901\n1\t0.688\t-0.666\t-1.491\t0.740\t-0.899\t0.872\t-0.831\t-0.302\t0.000\t1.328\t-0.079\t1.061\t2.215\t0.604\t0.692\t-1.474\t0.000\t0.809\t-0.812\t0.272\t1.551\t1.622\t1.001\t0.993\t1.312\t0.748\t0.912\t0.935\n0\t0.966\t-0.670\t-1.189\t0.459\t0.749\t0.854\t0.276\t-0.594\t2.173\t0.825\t0.453\t0.410\t2.215\t0.816\t-0.206\t-1.144\t0.000\t1.007\t-0.215\t1.064\t0.000\t0.913\t0.930\t0.986\t0.959\t0.978\t0.838\t0.739\n1\t1.076\t0.378\t0.100\t0.844\t-1.085\t1.123\t0.159\t-0.895\t2.173\t1.050\t1.359\t0.533\t2.215\t1.080\t-0.560\t1.443\t0.000\t1.038\t-0.181\t0.682\t0.000\t0.906\t1.455\t1.156\t0.995\t1.860\t1.366\t1.108\n1\t0.468\t-1.378\t0.424\t1.023\t-1.355\t0.832\t-1.234\t1.545\t2.173\t1.172\t0.122\t-0.276\t0.000\t0.455\t-0.727\t-0.560\t2.548\t0.975\t1.466\t0.981\t0.000\t1.789\t1.152\t0.987\t0.744\t0.746\t1.240\t1.201\n0\t0.548\t1.570\t-1.559\t1.629\t1.487\t0.689\t-0.913\t0.624\t2.173\t0.789\t-1.021\t-0.852\t2.215\t0.881\t-0.781\t0.018\t0.000\t0.821\t-0.205\t-0.719\t0.000\t0.648\t0.735\t0.983\t1.303\t1.056\t1.123\t0.946\n1\t0.636\t1.143\t0.287\t0.579\t-0.436\t1.003\t-0.497\t1.733\t2.173\t0.761\t0.424\t-0.114\t0.000\t1.201\t-0.382\t0.459\t0.000\t1.110\t0.478\t-1.323\t3.102\t0.971\t0.992\t0.989\t1.108\t0.757\t0.933\t0.819\n1\t1.441\t-1.328\t1.689\t0.991\t1.428\t0.950\t-0.965\t-0.704\t0.000\t1.093\t-1.130\t0.268\t2.215\t0.919\t-0.693\t1.375\t1.274\t0.998\t0.184\t0.304\t0.000\t0.998\t1.179\t0.977\t1.206\t0.920\t1.079\t1.362\n1\t1.977\t1.239\t-1.385\t0.571\t-1.705\t1.065\t-0.115\t0.386\t2.173\t0.565\t1.512\t0.721\t0.000\t0.526\t0.729\t-0.820\t2.548\t0.880\t0.682\t-0.375\t0.000\t0.842\t1.060\t1.003\t0.585\t0.937\t1.029\t0.882\n1\t1.201\t-1.196\t-0.715\t1.085\t-1.069\t0.804\t-0.872\t0.784\t1.087\t0.823\t-0.217\t0.734\t2.215\t0.571\t-0.263\t-1.734\t0.000\t0.584\t-0.558\t-0.298\t0.000\t0.625\t0.717\t0.983\t1.069\t0.404\t0.909\t0.716\n0\t0.938\t-0.932\t0.265\t1.236\t-0.339\t0.574\t-0.364\t1.050\t0.000\t0.633\t-1.026\t1.602\t1.107\t0.699\t-2.141\t1.324\t0.000\t0.972\t-1.145\t-1.345\t0.000\t0.766\t1.004\t0.988\t0.926\t0.777\t0.674\t0.764\n0\t0.577\t0.473\t-1.180\t0.282\t-0.146\t0.751\t1.066\t0.510\t2.173\t0.736\t0.866\t-0.370\t0.000\t0.686\t0.486\t1.613\t0.000\t0.413\t2.440\t-1.324\t0.000\t0.927\t0.938\t0.984\t0.803\t0.849\t0.703\t0.665\n0\t0.292\t-1.476\t0.440\t1.559\t-1.172\t1.234\t-1.153\t0.216\t2.173\t1.414\t-2.351\t0.673\t0.000\t2.057\t-0.359\t-1.577\t2.548\t0.861\t-1.230\t-0.559\t0.000\t1.467\t1.383\t0.988\t0.782\t2.131\t1.539\t1.266\n0\t1.134\t-0.732\t1.521\t1.380\t-1.253\t1.184\t1.167\t0.517\t0.000\t0.840\t-1.872\t-0.189\t0.000\t1.436\t-1.119\t-1.041\t1.274\t1.050\t-0.562\t0.467\t0.000\t1.064\t0.952\t1.039\t0.758\t0.499\t0.735\t0.763\n1\t0.489\t-0.899\t0.400\t0.856\t1.635\t0.895\t-1.208\t1.494\t0.000\t1.475\t-1.215\t0.028\t2.215\t0.823\t0.278\t-0.513\t2.548\t0.711\t-0.900\t-1.661\t0.000\t0.855\t1.163\t0.993\t1.126\t1.146\t1.006\t0.894\n1\t1.077\t1.583\t0.818\t1.470\t0.143\t1.116\t1.002\t-1.354\t2.173\t0.332\t1.837\t-0.894\t0.000\t0.326\t-0.145\t-0.366\t0.000\t0.428\t0.842\t-0.791\t0.000\t0.656\t0.726\t0.995\t0.782\t0.942\t0.982\t0.788\n0\t0.755\t1.796\t-0.050\t0.452\t1.022\t0.616\t1.000\t1.689\t2.173\t0.591\t0.250\t1.609\t0.000\t0.414\t1.849\t-1.662\t0.000\t1.932\t0.907\t-0.041\t3.102\t0.779\t0.986\t0.997\t0.781\t1.155\t0.708\t0.654\n1\t1.098\t-0.043\t-0.473\t0.285\t1.440\t1.174\t0.047\t0.125\t2.173\t1.211\t-1.520\t-1.220\t1.107\t0.987\t-0.210\t1.563\t0.000\t0.914\t-1.317\t1.371\t0.000\t0.982\t1.231\t0.993\t1.295\t2.274\t1.361\t1.108\n1\t1.409\t0.396\t1.067\t0.894\t0.401\t0.634\t0.785\t-1.389\t2.173\t0.408\t-0.918\t-0.078\t0.000\t0.930\t-0.052\t-0.581\t2.548\t0.776\t-0.643\t-1.739\t0.000\t0.733\t0.930\t0.981\t0.889\t0.763\t0.797\t0.723\n0\t1.415\t-1.155\t-0.957\t0.390\t-0.482\t1.020\t-1.176\t0.785\t2.173\t0.590\t-1.812\t-1.380\t0.000\t0.884\t-1.319\t0.323\t0.000\t0.696\t0.129\t-1.676\t3.102\t1.131\t0.928\t0.987\t1.221\t0.960\t0.902\t0.803\n0\t0.507\t0.120\t-0.589\t0.530\t1.388\t0.509\t-0.890\t1.412\t2.173\t0.521\t-0.636\t-0.572\t0.000\t0.636\t-0.850\t0.703\t2.548\t0.575\t-2.096\t-0.269\t0.000\t0.788\t0.847\t0.990\t0.587\t0.423\t0.563\t0.539\n0\t1.720\t-1.069\t0.806\t2.594\t0.334\t0.925\t-0.436\t-1.617\t2.173\t1.071\t-1.275\t-1.139\t0.000\t1.465\t-1.350\t-0.025\t2.548\t2.893\t-0.426\t-1.079\t0.000\t0.951\t0.972\t1.206\t0.921\t1.640\t1.229\t1.324\n0\t1.059\t-0.486\t1.117\t1.098\t1.283\t1.081\t-0.740\t-1.518\t0.000\t1.692\t-0.664\t-0.172\t2.215\t0.615\t0.296\t-1.077\t2.548\t0.782\t0.153\t-0.360\t0.000\t1.390\t0.866\t0.978\t1.398\t0.974\t1.019\t0.993\n1\t0.997\t0.217\t-1.436\t0.470\t0.855\t0.859\t-0.056\t0.203\t0.000\t0.530\t-1.229\t-0.010\t0.000\t0.744\t1.068\t-0.931\t2.548\t0.824\t0.802\t0.581\t0.000\t0.959\t1.050\t0.991\t0.756\t0.701\t0.856\t0.761\n1\t1.469\t1.811\t-0.762\t0.532\t-0.972\t0.833\t2.170\t1.116\t0.000\t0.490\t2.798\t0.060\t0.000\t1.047\t1.418\t1.273\t2.548\t1.315\t1.150\t-0.456\t3.102\t1.203\t0.894\t1.001\t0.562\t0.900\t0.780\t0.838\n1\t0.388\t1.212\t-1.048\t0.877\t1.007\t2.610\t2.126\t-1.301\t0.000\t3.651\t1.052\t0.455\t2.215\t0.375\t0.866\t0.171\t0.000\t0.425\t1.743\t0.560\t0.000\t1.169\t1.381\t0.988\t1.347\t1.396\t2.231\t1.776\n0\t1.322\t-0.798\t0.213\t1.357\t1.674\t1.610\t-0.550\t-0.248\t2.173\t1.051\t-0.030\t1.508\t0.000\t1.541\t1.063\t1.565\t2.548\t0.616\t0.480\t-1.280\t0.000\t0.696\t0.769\t1.796\t1.498\t2.734\t1.626\t1.304\n0\t0.449\t-1.449\t0.341\t0.615\t-1.252\t1.246\t-0.923\t-1.613\t2.173\t0.952\t0.943\t0.171\t0.000\t1.490\t-0.653\t0.279\t2.548\t0.456\t-1.908\t-1.633\t0.000\t0.915\t0.927\t0.982\t0.758\t1.692\t0.895\t0.754\n1\t0.540\t0.208\t-0.465\t0.992\t-1.630\t0.468\t-0.125\t1.540\t0.000\t0.756\t0.784\t0.326\t2.215\t0.920\t-0.794\t-0.477\t0.000\t0.932\t-1.032\t0.917\t1.551\t0.851\t0.878\t0.988\t0.709\t0.995\t0.733\t0.681\n0\t0.915\t0.081\t0.770\t0.242\t0.399\t0.345\t-1.206\t-0.313\t0.000\t1.115\t-0.708\t-1.016\t0.000\t1.005\t-0.074\t1.428\t2.548\t0.442\t0.006\t-1.636\t3.102\t0.845\t1.005\t0.989\t0.570\t0.190\t0.591\t0.753\n1\t2.215\t-1.195\t0.434\t1.127\t1.137\t1.129\t-0.780\t-0.969\t1.087\t0.488\t-1.027\t-0.574\t0.000\t0.938\t-0.854\t-1.714\t0.000\t0.768\t-0.914\t1.406\t1.551\t0.890\t0.769\t1.296\t0.737\t0.844\t1.031\t0.862\n1\t1.592\t0.091\t-1.384\t0.379\t-0.320\t0.594\t-0.927\t0.496\t2.173\t0.260\t0.569\t-1.073\t0.000\t0.862\t-1.507\t-0.825\t2.548\t0.912\t0.083\t0.533\t0.000\t0.685\t0.904\t0.988\t1.023\t0.891\t0.894\t0.821\n1\t1.413\t0.724\t-1.335\t0.307\t1.605\t1.060\t1.686\t-0.631\t0.000\t1.367\t0.436\t0.721\t2.215\t0.594\t-0.047\t-1.629\t0.000\t2.197\t0.305\t1.100\t3.102\t0.940\t0.970\t0.997\t1.111\t0.529\t0.818\t0.767\n1\t0.700\t-0.136\t0.282\t1.209\t1.320\t0.886\t0.211\t-0.738\t2.173\t0.463\t-1.145\t-0.021\t0.000\t1.031\t-0.580\t0.899\t0.000\t0.852\t1.200\t-1.511\t1.551\t0.834\t1.162\t1.026\t1.060\t0.842\t0.917\t0.826\n1\t0.692\t1.943\t0.264\t0.484\t1.602\t2.655\t-1.037\t-0.766\t0.000\t3.523\t1.392\t0.882\t2.215\t1.453\t0.600\t-1.687\t1.274\t0.712\t0.861\t0.108\t0.000\t2.995\t2.608\t0.979\t1.021\t2.010\t3.562\t2.610\n1\t0.775\t-1.310\t-0.310\t0.179\t1.211\t1.434\t-1.137\t0.759\t0.000\t1.369\t-0.684\t-0.586\t0.000\t2.098\t-0.005\t1.118\t0.000\t4.529\t-0.947\t-0.989\t0.000\t0.726\t0.991\t0.987\t0.560\t0.727\t0.793\t0.736\n0\t0.503\t1.408\t0.821\t1.373\t-1.309\t1.176\t1.725\t-0.823\t0.000\t1.204\t0.656\t1.145\t2.215\t0.766\t0.764\t0.474\t0.000\t1.306\t-0.227\t0.157\t3.102\t1.761\t1.604\t1.082\t0.955\t1.041\t1.221\t1.038\n0\t0.826\t0.115\t-0.612\t1.188\t-1.217\t0.704\t0.552\t0.689\t1.087\t1.247\t0.671\t-0.916\t2.215\t1.110\t2.340\t0.588\t0.000\t2.232\t1.033\t1.251\t0.000\t0.585\t1.190\t0.990\t0.902\t1.371\t1.130\t1.335\n1\t1.099\t1.414\t-0.113\t0.379\t1.688\t0.803\t0.439\t0.908\t2.173\t1.053\t1.122\t-1.247\t0.000\t1.015\t0.318\t-0.854\t2.548\t0.947\t1.185\t0.368\t0.000\t0.813\t0.747\t0.986\t0.871\t1.126\t0.741\t0.632\n1\t0.664\t0.326\t-1.298\t0.483\t1.138\t1.000\t-0.144\t0.156\t0.000\t1.288\t-0.319\t-1.405\t2.215\t0.736\t-0.988\t-0.162\t0.000\t1.094\t-0.586\t1.047\t3.102\t0.871\t0.858\t0.990\t1.029\t0.884\t0.924\t0.963\n0\t0.980\t1.726\t-0.762\t0.966\t1.267\t0.445\t1.965\t-0.196\t0.000\t0.773\t0.619\t1.039\t1.107\t0.516\t-0.541\t-0.403\t2.548\t0.635\t1.066\t1.656\t0.000\t0.859\t0.937\t1.303\t0.950\t0.782\t0.837\t0.742\n1\t0.607\t-0.025\t0.188\t0.854\t-1.272\t1.279\t0.472\t-1.594\t0.000\t1.175\t0.924\t0.160\t2.215\t1.260\t-0.096\t0.896\t2.548\t1.400\t2.350\t-0.643\t0.000\t3.360\t2.336\t0.988\t0.770\t1.070\t1.649\t1.376\n0\t0.641\t1.328\t-0.710\t0.859\t1.091\t1.350\t1.452\t1.484\t1.087\t1.488\t0.655\t-1.371\t0.000\t3.466\t0.598\t-0.208\t2.548\t1.295\t-0.010\t-0.222\t0.000\t0.960\t1.158\t1.027\t1.194\t2.916\t1.539\t1.195\n0\t0.842\t-1.910\t-0.245\t0.222\t1.665\t1.245\t-2.030\t-0.630\t0.000\t2.142\t-0.869\t1.191\t2.215\t0.784\t-1.486\t-1.196\t2.548\t0.915\t-1.342\t0.234\t0.000\t1.080\t0.929\t0.979\t1.140\t1.263\t0.874\t0.799\n1\t0.841\t0.792\t1.305\t0.582\t-0.907\t0.695\t0.746\t-0.157\t0.000\t0.682\t0.933\t-1.063\t1.107\t1.514\t0.407\t0.484\t1.274\t1.723\t0.358\t-1.693\t0.000\t1.354\t0.987\t0.990\t0.887\t1.100\t0.825\t0.741\n1\t0.658\t0.433\t-0.926\t0.797\t-0.157\t0.723\t1.702\t-1.419\t0.000\t0.662\t0.986\t-0.297\t2.215\t1.090\t-0.712\t0.702\t2.548\t0.938\t1.231\t1.198\t0.000\t0.900\t0.939\t0.993\t0.808\t1.164\t1.105\t1.023\n1\t1.935\t0.637\t-0.310\t0.436\t-1.062\t0.637\t0.216\t1.727\t0.000\t0.751\t-0.851\t1.512\t2.215\t1.302\t0.669\t0.821\t2.548\t0.820\t1.394\t-0.150\t0.000\t0.772\t1.085\t0.991\t0.999\t1.123\t1.025\t0.841\n1\t1.215\t1.178\t1.589\t0.313\t0.430\t0.799\t-0.674\t-1.105\t0.000\t0.779\t1.097\t-0.009\t0.000\t0.634\t0.122\t0.714\t2.548\t0.658\t-0.857\t-1.037\t1.551\t1.003\t0.831\t0.986\t0.820\t0.579\t0.813\t0.739\n0\t0.677\t-0.195\t0.490\t0.996\t1.322\t1.217\t0.296\t1.308\t0.000\t1.638\t-0.958\t-0.557\t0.000\t0.813\t1.002\t1.372\t2.548\t1.948\t0.189\t-0.355\t1.551\t3.624\t2.240\t0.996\t0.597\t1.055\t1.472\t1.200\n1\t2.172\t0.282\t-0.300\t0.248\t-0.357\t0.688\t-0.654\t1.675\t2.173\t0.700\t2.202\t-1.560\t0.000\t1.343\t-2.216\t0.808\t0.000\t0.590\t-0.253\t-0.016\t0.000\t0.781\t0.868\t0.981\t0.876\t0.934\t0.957\t0.774\n0\t1.415\t1.665\t-1.552\t0.265\t0.548\t0.800\t0.950\t0.896\t0.000\t0.956\t0.660\t-0.979\t2.215\t1.308\t1.215\t-0.288\t2.548\t0.697\t1.370\t0.690\t0.000\t0.451\t0.927\t0.987\t0.787\t0.799\t0.817\t0.763\n0\t0.572\t0.408\t-1.450\t1.050\t0.570\t0.404\t1.404\t-0.035\t0.000\t0.482\t0.914\t-0.976\t1.107\t1.515\t1.520\t-0.676\t2.548\t1.026\t1.656\t-1.401\t0.000\t0.969\t0.741\t1.040\t0.689\t0.416\t0.710\t0.666\n0\t0.507\t-1.546\t0.422\t0.878\t-0.233\t1.277\t1.155\t-0.802\t0.000\t1.033\t-0.615\t1.345\t2.215\t1.053\t-1.783\t1.190\t0.000\t1.606\t-0.296\t-0.567\t0.000\t0.745\t0.715\t0.988\t0.750\t0.287\t0.654\t0.633\n0\t0.694\t-1.242\t-0.850\t0.463\t-0.761\t0.798\t-2.154\t-1.497\t0.000\t0.356\t-1.876\t1.704\t0.000\t1.092\t-0.923\t0.667\t2.548\t0.452\t-0.442\t0.546\t1.551\t0.723\t0.618\t1.003\t0.572\t0.143\t0.563\t0.530\n1\t1.300\t-1.294\t-0.204\t0.438\t-0.190\t1.311\t-0.237\t1.519\t2.173\t0.624\t0.074\t-0.847\t1.107\t0.471\t0.725\t0.945\t0.000\t0.600\t0.559\t0.207\t0.000\t0.364\t0.871\t0.984\t0.733\t1.145\t0.993\t0.822\n1\t0.384\t0.716\t-1.380\t1.174\t0.370\t0.712\t-1.267\t-0.360\t0.000\t1.068\t0.238\t1.299\t2.215\t0.923\t-1.585\t0.358\t0.000\t1.144\t2.175\t1.577\t0.000\t0.929\t0.691\t0.990\t0.922\t0.709\t0.778\t0.988\n0\t0.718\t0.087\t-0.395\t1.370\t-1.528\t1.276\t-0.449\t0.185\t2.173\t1.162\t0.024\t-1.510\t2.215\t0.706\t-0.399\t1.613\t0.000\t0.886\t-0.431\t-0.416\t0.000\t0.845\t0.989\t1.171\t0.715\t1.841\t1.067\t0.856\n1\t0.449\t-1.027\t-0.489\t1.103\t0.777\t1.370\t-2.122\t0.362\t0.000\t2.044\t1.304\t-1.289\t0.000\t1.942\t0.319\t-0.654\t0.000\t1.781\t0.203\t1.153\t3.102\t1.623\t1.539\t0.985\t0.725\t0.595\t1.341\t1.080\n1\t0.544\t0.325\t-1.527\t0.901\t0.787\t0.635\t0.851\t0.318\t2.173\t0.728\t1.678\t-0.685\t0.000\t0.651\t1.374\t1.716\t0.000\t0.560\t-0.688\t-1.339\t3.102\t0.944\t0.816\t0.989\t0.728\t0.867\t0.626\t0.608\n0\t0.956\t0.657\t-0.187\t1.152\t0.695\t0.985\t0.160\t-1.007\t2.173\t0.785\t-0.056\t-1.605\t1.107\t0.621\t-1.649\t-0.923\t0.000\t0.828\t0.405\t1.176\t0.000\t0.848\t1.116\t1.038\t0.971\t0.679\t0.870\t0.795\n1\t2.229\t0.763\t-0.619\t0.160\t-1.406\t0.464\t1.431\t-1.562\t0.000\t0.653\t1.267\t0.301\t0.000\t1.207\t0.755\t0.837\t2.548\t0.943\t-0.280\t1.728\t0.000\t1.039\t0.945\t0.989\t0.789\t0.224\t0.731\t0.732\n0\t0.584\t-1.026\t-1.383\t1.154\t0.977\t1.075\t-0.564\t-0.839\t2.173\t1.317\t1.527\t0.455\t2.215\t1.015\t1.157\t-1.347\t0.000\t0.626\t0.702\t0.586\t0.000\t0.887\t1.001\t0.986\t1.052\t2.770\t1.570\t1.275\n1\t0.580\t-1.148\t-0.756\t1.396\t0.364\t0.471\t-0.133\t1.427\t2.173\t0.423\t0.719\t-0.365\t0.000\t0.773\t-0.281\t-1.282\t2.548\t1.244\t1.260\t0.992\t0.000\t0.964\t0.948\t1.056\t0.906\t0.488\t0.695\t0.902\n1\t0.730\t-1.363\t0.848\t1.617\t-1.484\t0.672\t-1.202\t-0.443\t1.087\t0.843\t-0.999\t-0.761\t0.000\t1.461\t0.037\t1.544\t2.548\t2.116\t-0.173\t0.233\t0.000\t1.545\t1.048\t1.299\t1.125\t1.461\t1.026\t1.019\n0\t0.893\t-1.485\t-1.668\t0.734\t0.542\t0.713\t-1.776\t-0.422\t0.000\t0.581\t-1.913\t0.212\t0.000\t1.169\t-1.365\t0.955\t1.274\t1.892\t-0.330\t-1.303\t3.102\t0.749\t0.943\t1.024\t0.916\t1.211\t0.954\t0.815\n0\t0.448\t0.257\t-0.056\t1.386\t1.109\t0.750\t-1.301\t0.226\t0.000\t1.330\t0.450\t1.655\t2.215\t0.781\t-2.594\t-1.561\t0.000\t1.077\t-2.352\t-0.309\t0.000\t0.915\t1.473\t0.989\t0.873\t1.301\t1.765\t1.449\n1\t1.093\t1.771\t-0.293\t2.109\t-0.823\t1.365\t-2.081\t1.324\t0.000\t0.538\t0.551\t-0.041\t0.000\t0.676\t0.777\t0.448\t2.548\t1.441\t0.368\t-1.703\t3.102\t0.895\t0.916\t0.985\t0.957\t0.721\t0.942\t0.796\n1\t0.643\t-0.142\t1.359\t0.685\t0.623\t0.386\t0.180\t-0.727\t2.173\t0.505\t-2.623\t0.609\t0.000\t0.917\t-0.303\t1.631\t1.274\t0.984\t-1.565\t-0.611\t0.000\t0.905\t1.154\t0.991\t0.743\t0.659\t0.907\t1.075\n0\t0.772\t-0.470\t-1.466\t0.390\t-0.344\t0.716\t-0.303\t1.083\t2.173\t0.785\t-0.622\t-0.972\t0.000\t1.154\t-1.033\t0.117\t2.548\t0.717\t-0.331\t1.560\t0.000\t0.750\t0.879\t0.984\t0.820\t0.992\t0.774\t0.702\n1\t0.449\t1.490\t-0.194\t0.734\t1.296\t0.788\t0.953\t-1.032\t0.000\t0.742\t1.157\t1.083\t2.215\t0.394\t1.927\t1.184\t0.000\t1.080\t-0.020\t0.432\t3.102\t1.099\t0.946\t0.988\t1.123\t0.687\t0.792\t0.794\n1\t0.765\t-0.199\t-0.829\t0.860\t0.921\t1.295\t0.209\t-1.616\t0.000\t0.735\t1.490\t-0.805\t0.000\t1.514\t0.697\t0.478\t1.274\t0.812\t0.724\t1.534\t0.000\t0.930\t1.031\t1.124\t0.721\t0.682\t0.720\t0.740\n0\t0.503\t1.577\t-1.050\t0.824\t-0.058\t0.665\t-0.098\t0.936\t2.173\t0.527\t1.422\t1.391\t0.000\t0.641\t1.141\t0.020\t0.000\t1.135\t0.938\t-1.248\t3.102\t0.847\t0.929\t0.978\t0.644\t1.038\t0.710\t0.659\n0\t0.619\t-1.216\t0.456\t1.224\t1.275\t0.932\t-1.042\t-0.563\t2.173\t1.534\t0.529\t0.956\t1.107\t1.504\t-0.461\t-1.186\t0.000\t0.610\t0.788\t-1.023\t0.000\t0.851\t1.023\t0.987\t1.926\t2.323\t1.560\t1.341\n0\t0.391\t0.134\t-1.658\t0.595\t1.362\t0.417\t1.242\t-1.293\t1.087\t0.351\t0.804\t-0.060\t0.000\t0.759\t0.382\t0.505\t2.548\t0.724\t-1.061\t0.932\t0.000\t0.971\t0.970\t0.981\t0.876\t0.761\t0.880\t0.763\n0\t0.416\t0.739\t-1.653\t0.235\t-0.289\t0.704\t0.339\t-0.116\t2.173\t0.705\t-1.881\t1.630\t0.000\t0.476\t-0.671\t0.696\t2.548\t0.581\t-0.795\t-1.050\t0.000\t0.698\t0.615\t0.989\t0.809\t0.631\t0.826\t0.707\n0\t0.384\t-0.267\t-0.624\t1.101\t1.228\t0.786\t1.177\t-1.282\t2.173\t0.987\t1.181\t0.239\t2.215\t0.635\t1.695\t-0.662\t0.000\t0.602\t2.212\t0.843\t0.000\t0.722\t0.824\t0.985\t1.357\t1.271\t1.199\t1.131\n0\t1.077\t0.114\t1.659\t0.682\t1.302\t1.013\t-1.251\t0.078\t0.000\t0.900\t-0.339\t-1.071\t1.107\t0.735\t-1.950\t-0.299\t0.000\t0.543\t-2.018\t-0.931\t0.000\t0.912\t1.173\t0.988\t0.596\t0.441\t0.674\t0.737\n0\t1.012\t-0.965\t-1.604\t1.170\t1.370\t0.675\t0.819\t-0.442\t0.000\t0.669\t0.740\t0.003\t0.000\t0.466\t-0.385\t-1.542\t2.548\t0.998\t-0.698\t0.016\t3.102\t0.559\t0.821\t0.995\t0.488\t0.526\t0.615\t0.794\n0\t1.015\t-0.595\t1.307\t0.910\t-1.265\t0.863\t2.131\t-0.320\t0.000\t1.561\t0.250\t1.715\t2.215\t0.577\t0.906\t-0.700\t0.000\t1.449\t-1.779\t0.112\t0.000\t0.885\t0.791\t0.988\t0.787\t0.970\t1.146\t1.185\n0\t0.780\t0.545\t1.715\t1.604\t0.482\t0.804\t0.389\t-0.840\t2.173\t0.697\t-0.059\t0.589\t0.000\t0.799\t-0.579\t-1.157\t2.548\t0.445\t0.174\t1.333\t0.000\t0.734\t1.005\t1.388\t1.045\t0.606\t0.864\t0.774\n0\t0.787\t-0.604\t0.796\t0.847\t0.961\t0.646\t-0.146\t0.734\t2.173\t1.011\t-0.237\t-1.017\t0.000\t1.408\t-0.452\t-0.556\t2.548\t1.068\t-0.470\t-1.707\t0.000\t0.818\t1.063\t0.997\t1.072\t1.111\t0.794\t0.809\n1\t1.195\t-0.031\t0.647\t0.565\t-1.480\t0.861\t-0.187\t-1.335\t2.173\t0.568\t-0.701\t0.859\t0.000\t0.506\t-0.865\t-1.497\t2.548\t0.976\t-0.499\t-0.583\t0.000\t0.937\t0.945\t1.071\t0.662\t0.342\t0.613\t0.609\n0\t0.453\t-1.189\t0.754\t1.448\t0.084\t0.810\t0.213\t-0.608\t2.173\t0.659\t0.171\t-1.299\t0.000\t0.656\t-0.549\t-1.456\t0.000\t1.084\t-1.114\t1.152\t3.102\t0.583\t0.786\t0.994\t0.888\t1.305\t0.822\t0.749\n1\t1.064\t-1.090\t-1.618\t1.356\t1.291\t2.083\t2.016\t-0.136\t0.000\t1.653\t0.038\t1.319\t2.215\t0.603\t-0.956\t-0.314\t0.000\t0.826\t-0.801\t1.418\t3.102\t4.514\t3.202\t0.984\t1.334\t0.558\t2.371\t2.682\n1\t1.932\t1.712\t-1.541\t0.636\t-1.617\t0.584\t1.076\t0.138\t2.173\t0.507\t1.826\t-0.118\t0.000\t0.771\t0.866\t0.562\t2.548\t0.887\t0.442\t-0.346\t0.000\t0.833\t0.608\t0.991\t0.919\t0.317\t0.809\t0.692\n1\t1.985\t0.162\t0.788\t1.081\t0.113\t0.503\t0.446\t-0.006\t0.000\t1.587\t0.052\t-1.090\t2.215\t1.268\t-0.399\t1.594\t2.548\t0.970\t-1.076\t-0.470\t0.000\t1.138\t1.137\t1.158\t1.518\t1.065\t1.119\t1.006\n0\t0.334\t0.953\t-0.717\t0.591\t1.219\t0.594\t-1.421\t-1.672\t0.000\t0.803\t-1.057\t0.279\t1.107\t1.207\t0.950\t-0.127\t2.548\t1.359\t2.431\t1.483\t0.000\t5.986\t3.388\t0.992\t0.748\t1.390\t2.338\t1.748\n1\t1.679\t-1.408\t-0.511\t0.822\t-1.065\t1.003\t-0.322\t1.143\t2.173\t0.388\t-1.111\t-0.041\t2.215\t0.557\t-0.366\t-0.278\t0.000\t0.813\t-0.366\t-1.505\t0.000\t0.909\t0.971\t0.996\t0.579\t0.892\t0.930\t0.793\n1\t1.207\t-0.283\t1.639\t0.398\t-0.001\t1.356\t1.150\t-0.442\t0.000\t2.351\t-0.712\t1.393\t2.215\t0.693\t-0.532\t-0.601\t0.000\t0.536\t0.247\t0.602\t1.551\t0.766\t0.686\t0.987\t0.841\t0.858\t0.885\t0.754\n0\t1.031\t0.231\t-0.085\t0.536\t-1.741\t0.875\t0.250\t1.214\t0.000\t0.472\t-1.161\t0.472\t2.215\t1.505\t1.172\t-0.719\t2.548\t0.439\t0.576\t-0.928\t0.000\t0.911\t0.906\t1.027\t0.863\t1.623\t0.990\t0.823\n1\t1.304\t-0.363\t0.540\t0.772\t-0.769\t2.221\t-1.045\t1.057\t0.000\t1.280\t0.156\t-0.854\t2.215\t1.243\t0.961\t-0.702\t2.548\t1.376\t-0.513\t-1.092\t0.000\t0.687\t0.813\t1.284\t1.032\t0.646\t0.858\t0.714\n1\t2.371\t-0.559\t-1.223\t1.430\t-0.543\t0.883\t-0.637\t-0.823\t0.000\t1.121\t1.482\t1.128\t0.000\t2.190\t-0.821\t-0.307\t2.548\t4.220\t0.594\t1.136\t0.000\t1.184\t1.563\t1.469\t1.191\t0.710\t1.840\t1.790\n1\t0.510\t1.186\t1.656\t0.974\t0.364\t0.924\t1.271\t-1.012\t1.087\t0.761\t-0.447\t1.541\t0.000\t0.772\t-0.257\t0.749\t0.000\t0.772\t0.162\t0.042\t3.102\t0.777\t0.684\t0.986\t0.982\t0.889\t0.922\t0.795\n1\t0.519\t-0.106\t0.006\t0.694\t-1.625\t0.390\t-1.574\t-0.700\t0.000\t0.842\t0.459\t-1.033\t2.215\t0.351\t0.323\t1.234\t0.000\t1.326\t0.860\t0.340\t3.102\t0.999\t0.963\t0.984\t0.681\t0.941\t0.843\t0.735\n0\t1.598\t-1.168\t1.597\t0.933\t-1.407\t1.194\t0.306\t0.287\t1.087\t0.885\t-0.698\t-0.121\t2.215\t1.452\t0.864\t-1.351\t0.000\t1.601\t-0.438\t1.029\t0.000\t0.913\t1.300\t0.995\t1.689\t0.977\t1.201\t1.204\n0\t0.858\t-0.039\t-0.693\t1.275\t-0.338\t0.478\t2.232\t1.210\t0.000\t0.734\t-2.713\t-0.543\t0.000\t1.031\t-0.389\t1.373\t2.548\t2.497\t1.262\t0.927\t0.000\t0.998\t0.729\t0.984\t1.107\t0.596\t1.005\t0.978\n1\t1.479\t-1.297\t0.740\t0.364\t1.719\t2.749\t-1.327\t-0.785\t0.000\t2.422\t-0.789\t1.241\t2.215\t0.863\t-1.337\t0.348\t2.548\t1.208\t-1.938\t0.231\t0.000\t0.929\t1.298\t0.987\t1.013\t1.221\t1.686\t1.372\n1\t0.423\t-0.785\t-0.613\t0.346\t-0.819\t0.809\t0.019\t0.523\t2.173\t0.653\t-0.586\t-1.320\t0.000\t1.366\t0.112\t1.636\t0.000\t0.499\t0.470\t0.196\t0.000\t0.900\t0.914\t0.989\t0.565\t0.798\t0.679\t0.646\n1\t1.392\t0.046\t-0.482\t0.210\t-0.411\t1.475\t-0.710\t0.876\t0.000\t0.904\t-1.383\t-1.196\t0.000\t0.868\t0.751\t0.208\t2.548\t1.133\t-0.129\t-0.802\t0.000\t1.004\t1.314\t1.001\t0.524\t0.586\t0.746\t0.680\n1\t0.430\t1.650\t-0.751\t0.219\t-1.475\t0.561\t0.691\t0.710\t0.000\t0.755\t0.842\t-1.543\t2.215\t1.864\t0.578\t-0.624\t2.548\t0.508\t2.431\t0.024\t0.000\t1.199\t1.044\t0.987\t0.726\t0.940\t0.903\t0.778\n0\t1.652\t0.570\t0.108\t1.134\t1.387\t1.038\t-0.437\t0.261\t2.173\t2.429\t-0.059\t-1.571\t2.215\t0.730\t1.591\t-0.153\t0.000\t0.860\t-1.380\t-1.145\t0.000\t2.417\t1.776\t1.734\t1.725\t2.371\t1.576\t1.404\n1\t0.597\t0.635\t-0.623\t0.917\t0.484\t0.808\t0.670\t-1.165\t1.087\t0.853\t0.068\t0.032\t0.000\t0.872\t-0.869\t0.983\t2.548\t0.851\t0.666\t1.542\t0.000\t1.162\t0.970\t0.985\t0.916\t1.363\t0.873\t0.758\n0\t0.509\t0.729\t-1.274\t1.057\t0.635\t1.161\t0.682\t0.586\t1.087\t1.301\t-0.899\t-0.880\t2.215\t1.542\t1.376\t-1.479\t0.000\t1.381\t1.204\t0.790\t0.000\t1.131\t1.668\t1.004\t1.306\t2.389\t1.815\t1.376\n1\t0.318\t2.059\t1.091\t0.821\t0.042\t0.636\t-2.368\t-0.946\t0.000\t0.883\t-0.797\t1.707\t0.000\t0.456\t-0.980\t0.265\t1.274\t1.365\t1.225\t0.310\t3.102\t0.772\t0.707\t0.994\t0.619\t0.994\t0.858\t0.772\n1\t0.865\t-1.015\t-1.715\t0.854\t-0.252\t0.566\t-0.749\t1.306\t2.173\t0.756\t-1.099\t-1.270\t0.000\t0.761\t-1.120\t0.438\t0.000\t1.983\t-0.424\t-0.049\t3.102\t1.033\t0.905\t1.153\t0.780\t1.063\t0.726\t0.665\n1\t1.093\t0.984\t-0.528\t1.378\t-1.113\t1.481\t0.419\t-1.042\t0.000\t3.647\t-0.986\t0.888\t0.000\t1.097\t1.233\t-0.045\t0.000\t1.406\t0.896\t-1.253\t3.102\t2.107\t1.259\t0.981\t0.952\t1.006\t0.993\t0.842\n0\t2.238\t-0.052\t0.735\t0.379\t0.098\t0.954\t0.616\t-0.864\t1.087\t1.076\t0.135\t-1.647\t2.215\t0.840\t-1.061\t1.175\t0.000\t1.231\t0.775\t-0.525\t0.000\t0.708\t0.794\t0.987\t1.338\t1.033\t1.048\t0.906\n0\t0.750\t1.574\t-0.926\t0.796\t1.049\t0.639\t0.736\t0.275\t1.087\t0.753\t-0.857\t0.257\t1.107\t0.937\t-1.612\t-1.532\t0.000\t0.607\t2.471\t-0.972\t0.000\t0.721\t0.926\t1.047\t0.832\t0.924\t0.974\t1.163\n1\t1.569\t-1.973\t-1.496\t1.589\t-1.347\t1.228\t0.867\t0.654\t0.000\t0.736\t-1.719\t-0.613\t0.000\t1.013\t-0.502\t-0.151\t2.548\t0.902\t-0.506\t1.004\t3.102\t0.962\t0.921\t0.975\t1.205\t0.630\t0.883\t1.487\n1\t1.035\t-0.387\t0.439\t1.890\t0.641\t0.636\t0.712\t1.479\t0.000\t1.179\t-0.531\t-1.299\t2.215\t0.373\t2.291\t0.398\t0.000\t1.061\t0.174\t-0.828\t3.102\t0.725\t1.266\t0.970\t1.104\t0.571\t1.026\t1.103\n1\t0.720\t-1.027\t0.996\t0.193\t-0.975\t0.660\t0.884\t1.399\t0.000\t0.845\t-0.543\t-0.456\t2.215\t0.559\t1.153\t-1.398\t0.000\t1.117\t-1.240\t0.100\t3.102\t0.666\t1.230\t0.994\t0.748\t0.597\t1.034\t0.854\n1\t1.496\t-0.636\t-1.432\t0.439\t-1.604\t0.445\t-0.627\t0.383\t2.173\t0.289\t-2.606\t0.633\t0.000\t0.651\t-1.087\t0.022\t2.548\t0.372\t-2.326\t1.192\t0.000\t0.207\t0.646\t0.977\t0.860\t0.287\t0.689\t0.730\n0\t1.296\t-1.759\t0.877\t0.657\t-1.299\t1.173\t1.038\t-0.034\t2.173\t0.728\t-0.049\t1.362\t2.215\t1.886\t-1.972\t-1.349\t0.000\t0.995\t-1.993\t-0.632\t0.000\t0.926\t1.630\t1.182\t2.610\t1.513\t2.387\t1.932\n0\t0.660\t-1.418\t-1.155\t0.338\t1.442\t1.167\t-0.763\t-0.356\t1.087\t1.626\t1.326\t1.452\t0.000\t0.983\t-1.605\t0.338\t0.000\t0.901\t-0.465\t0.989\t3.102\t0.957\t0.986\t0.995\t0.612\t1.023\t0.718\t0.686\n1\t1.453\t0.019\t-0.545\t0.610\t0.792\t2.542\t1.641\t-1.658\t0.000\t1.000\t1.702\t0.264\t0.000\t1.331\t0.860\t0.169\t0.000\t1.267\t-1.132\t0.054\t3.102\t1.013\t0.793\t1.217\t0.890\t0.913\t1.033\t0.899\n1\t1.205\t0.638\t-1.497\t1.355\t-1.554\t0.721\t-0.710\t0.143\t0.000\t0.482\t-1.038\t-1.402\t2.215\t1.095\t1.144\t-0.040\t0.000\t0.827\t0.331\t0.977\t3.102\t0.920\t1.076\t0.982\t0.726\t0.661\t0.678\t0.745\n0\t1.408\t-0.338\t-0.110\t0.783\t-1.196\t0.563\t-1.437\t-1.224\t0.000\t1.242\t0.576\t0.053\t1.107\t1.202\t-0.528\t1.576\t2.548\t1.204\t1.266\t1.234\t0.000\t0.767\t0.900\t1.206\t0.978\t1.506\t1.310\t1.101\n1\t0.863\t0.702\t1.097\t1.589\t0.376\t1.197\t1.058\t-1.344\t2.173\t0.344\t2.481\t-0.142\t0.000\t0.931\t0.640\t-0.462\t2.548\t0.439\t1.658\t1.488\t0.000\t0.524\t0.927\t0.987\t0.818\t0.970\t0.970\t0.822\n1\t1.247\t-0.710\t1.130\t0.748\t0.494\t0.907\t-0.397\t-0.660\t2.173\t0.479\t0.788\t0.052\t2.215\t0.350\t-1.445\t1.350\t0.000\t0.496\t-2.332\t-1.408\t0.000\t0.739\t0.941\t0.991\t1.015\t0.853\t0.940\t0.829\n0\t0.479\t2.001\t0.272\t0.621\t0.925\t0.627\t0.212\t-0.307\t2.173\t0.735\t0.189\t1.336\t0.000\t0.941\t0.119\t-1.119\t2.548\t0.416\t-1.537\t0.605\t0.000\t0.975\t1.005\t0.985\t0.821\t0.641\t0.703\t0.721\n0\t0.528\t0.582\t-1.453\t0.983\t-0.241\t0.529\t-2.811\t-1.024\t0.000\t1.419\t0.263\t0.966\t2.215\t0.683\t0.621\t-0.263\t0.000\t0.482\t-0.209\t0.971\t3.102\t3.126\t1.722\t0.988\t0.993\t0.198\t1.543\t1.253\n1\t0.374\t-0.148\t-1.673\t1.089\t0.726\t0.934\t1.145\t-0.074\t0.000\t0.881\t0.527\t1.191\t0.000\t1.311\t0.045\t-0.503\t2.548\t1.239\t-0.617\t-1.331\t0.000\t1.398\t0.864\t0.993\t1.041\t0.785\t0.822\t0.829\n0\t1.812\t1.235\t1.393\t1.242\t-1.598\t0.930\t1.847\t-0.139\t0.000\t0.702\t2.191\t0.414\t0.000\t0.541\t2.214\t-0.681\t0.000\t1.003\t0.935\t-0.829\t3.102\t0.886\t0.955\t0.984\t0.821\t0.517\t0.682\t0.854\n0\t0.369\t-0.782\t-0.128\t0.980\t-0.584\t0.525\t-1.186\t1.289\t2.173\t0.420\t0.550\t-0.695\t2.215\t0.957\t-0.155\t1.486\t0.000\t0.865\t-0.744\t0.358\t0.000\t0.931\t0.788\t0.975\t1.145\t0.966\t0.774\t0.717\n0\t0.543\t0.952\t-1.358\t0.507\t-0.189\t0.541\t-1.063\t1.246\t0.000\t0.454\t-1.086\t0.354\t0.000\t0.760\t-0.090\t-1.373\t1.274\t0.399\t-0.834\t-0.213\t1.551\t0.922\t0.730\t0.987\t0.905\t0.414\t0.730\t0.846\n1\t0.873\t0.914\t-1.094\t0.738\t0.216\t0.934\t-0.252\t1.512\t0.000\t0.909\t0.637\t-0.354\t2.215\t1.099\t0.476\t0.758\t2.548\t1.042\t-0.728\t-1.420\t0.000\t0.863\t1.044\t1.029\t0.645\t0.898\t0.944\t0.866\n0\t0.637\t-1.593\t1.524\t1.188\t-1.031\t0.600\t-1.311\t-0.437\t2.173\t0.647\t-0.309\t0.690\t0.000\t1.107\t-1.170\t0.182\t1.274\t0.720\t-0.421\t1.284\t0.000\t0.997\t0.870\t0.986\t0.931\t0.538\t0.704\t0.713\n0\t0.640\t0.746\t0.003\t0.705\t-1.690\t1.065\t0.654\t1.034\t2.173\t0.816\t1.513\t-1.114\t0.000\t1.144\t-0.427\t1.021\t0.000\t2.143\t0.748\t-0.768\t0.000\t0.869\t0.924\t0.985\t0.853\t1.600\t0.970\t0.921\n0\t5.331\t1.077\t0.157\t1.011\t-0.269\t1.522\t-0.836\t1.559\t0.000\t1.617\t-0.800\t-1.230\t0.000\t1.657\t0.058\t-1.373\t0.000\t0.796\t-0.060\t0.579\t3.102\t1.196\t0.845\t1.202\t0.976\t0.474\t0.840\t1.604\n1\t0.421\t0.840\t1.604\t1.006\t1.055\t1.271\t-2.596\t0.445\t0.000\t1.199\t-0.135\t0.681\t2.215\t2.365\t0.493\t-1.078\t0.000\t1.256\t0.039\t-0.296\t3.102\t7.876\t4.278\t0.984\t1.549\t0.860\t2.653\t3.166\n1\t0.694\t-0.218\t-1.193\t1.476\t1.305\t0.916\t-0.660\t0.138\t1.087\t0.629\t-1.090\t-0.728\t2.215\t0.443\t-1.080\t0.169\t0.000\t1.890\t0.219\t-1.221\t0.000\t1.246\t0.900\t1.090\t1.141\t0.827\t0.859\t0.819\n0\t0.592\t0.660\t-1.632\t0.779\t0.354\t0.687\t-0.053\t-0.199\t1.087\t1.240\t-0.852\t0.560\t2.215\t1.371\t-1.811\t-1.430\t0.000\t1.737\t0.096\t-1.249\t0.000\t2.158\t1.747\t0.991\t1.302\t1.032\t1.300\t1.310\n0\t0.794\t1.209\t0.682\t1.928\t0.618\t0.998\t2.468\t-1.284\t0.000\t1.253\t-0.331\t-0.450\t0.000\t0.842\t-0.368\t1.101\t2.548\t0.791\t1.068\t-1.541\t3.102\t0.841\t0.916\t0.987\t0.871\t0.731\t0.703\t0.808\n1\t0.628\t1.124\t-1.620\t0.997\t-0.472\t0.672\t0.167\t-1.689\t0.000\t0.896\t-0.652\t-1.342\t0.000\t1.899\t-0.643\t0.283\t2.548\t0.840\t0.234\t-0.489\t1.551\t0.875\t0.806\t0.990\t1.665\t0.793\t1.051\t1.066\n1\t0.877\t1.810\t1.579\t0.904\t1.248\t1.109\t0.490\t-0.423\t2.173\t0.527\t0.097\t0.300\t2.215\t0.679\t0.200\t-1.152\t0.000\t1.130\t0.194\t1.108\t0.000\t0.864\t1.043\t0.973\t0.831\t0.718\t0.914\t0.790\n0\t0.659\t-0.548\t0.212\t0.729\t-1.662\t1.049\t0.346\t-0.591\t2.173\t0.709\t0.519\t1.234\t0.000\t0.655\t0.433\t0.604\t0.000\t0.698\t-0.680\t-1.290\t1.551\t0.563\t1.136\t0.989\t0.540\t0.772\t0.756\t0.737\n1\t1.594\t-0.349\t0.503\t0.278\t0.557\t0.962\t0.740\t-1.020\t1.087\t0.744\t-0.073\t1.513\t2.215\t0.323\t0.380\t1.090\t0.000\t0.543\t-0.691\t-0.051\t0.000\t0.501\t0.820\t0.987\t0.807\t1.079\t0.934\t0.721\n1\t0.956\t-0.337\t-1.392\t1.317\t-0.877\t0.678\t0.692\t0.480\t2.173\t0.589\t1.442\t0.753\t0.000\t1.067\t1.321\t-0.145\t2.548\t0.924\t-1.592\t1.390\t0.000\t0.958\t1.011\t0.977\t1.570\t0.698\t1.223\t0.989\n0\t0.489\t-0.806\t0.339\t0.688\t-0.603\t0.926\t1.535\t1.062\t0.000\t1.010\t-0.008\t-1.016\t2.215\t0.570\t0.287\t-0.143\t2.548\t0.389\t1.464\t0.368\t0.000\t0.844\t0.881\t0.987\t1.167\t0.586\t0.890\t1.382\n1\t0.590\t-0.228\t0.443\t0.763\t-1.724\t1.037\t0.448\t-1.135\t2.173\t1.572\t1.109\t1.592\t0.000\t2.479\t0.264\t0.186\t0.000\t0.734\t1.285\t-0.153\t0.000\t1.090\t1.018\t0.986\t0.859\t0.897\t1.007\t0.848\n1\t2.256\t-0.273\t-1.452\t0.682\t0.865\t0.437\t-0.433\t1.308\t0.000\t1.103\t0.006\t-0.006\t2.215\t0.397\t-2.701\t0.748\t0.000\t1.308\t-1.440\t0.065\t0.000\t0.989\t0.975\t1.494\t0.836\t0.234\t0.819\t0.817\n1\t0.607\t0.534\t-0.418\t1.583\t0.705\t0.547\t0.367\t0.975\t2.173\t0.908\t0.780\t-0.025\t2.215\t1.168\t-0.616\t-1.365\t0.000\t2.258\t0.308\t-1.236\t0.000\t0.907\t0.945\t1.152\t0.733\t0.844\t0.813\t0.775\n0\t1.026\t-1.834\t-0.754\t1.788\t-1.661\t0.489\t-1.053\t-0.534\t0.000\t0.760\t-2.085\t1.297\t0.000\t0.579\t-1.253\t0.701\t2.548\t0.788\t0.051\t-0.045\t3.102\t1.485\t0.899\t1.368\t1.205\t0.516\t0.830\t0.806\n1\t0.524\t-1.310\t0.683\t1.178\t-0.708\t0.941\t0.451\t1.734\t2.173\t0.924\t0.300\t0.408\t2.215\t0.750\t-1.428\t1.098\t0.000\t0.589\t-2.395\t-0.731\t0.000\t0.893\t1.469\t1.034\t1.408\t1.281\t1.320\t1.130\n0\t0.777\t-0.038\t0.681\t1.287\t0.300\t0.994\t1.242\t-1.187\t0.000\t0.846\t-1.037\t0.483\t2.215\t1.353\t0.260\t-0.853\t2.548\t1.301\t-0.761\t1.678\t0.000\t0.873\t0.866\t0.989\t1.040\t1.347\t0.992\t0.880\n0\t1.083\t-0.383\t1.261\t0.464\t-0.084\t0.907\t-0.437\t0.384\t1.087\t1.264\t-0.424\t-1.240\t2.215\t0.894\t-0.915\t-0.709\t0.000\t0.744\t-0.992\t1.112\t0.000\t0.901\t0.934\t0.985\t0.888\t1.566\t0.864\t0.751\n0\t0.823\t1.424\t-0.732\t0.649\t0.092\t0.353\t-0.740\t0.472\t2.173\t0.508\t0.912\t0.178\t2.215\t1.437\t0.174\t-1.612\t0.000\t0.418\t-2.289\t0.458\t0.000\t0.451\t0.837\t0.989\t0.559\t0.612\t0.645\t0.652\n0\t0.870\t-0.729\t0.752\t2.530\t0.243\t1.424\t-0.672\t-1.506\t0.000\t0.951\t-0.733\t-0.339\t2.215\t1.180\t0.035\t1.486\t2.548\t0.830\t-0.693\t-1.162\t0.000\t0.524\t0.817\t0.978\t0.870\t1.213\t0.966\t1.092\n0\t0.651\t-0.395\t-0.291\t1.377\t-0.267\t0.988\t0.022\t-1.353\t2.173\t0.678\t0.243\t1.494\t0.000\t1.028\t0.419\t0.717\t2.548\t0.740\t-0.905\t0.778\t0.000\t0.865\t0.947\t0.991\t1.262\t1.233\t1.180\t0.996\n1\t0.806\t-0.368\t0.793\t1.212\t1.500\t1.476\t-0.012\t-0.359\t2.173\t0.618\t0.230\t1.155\t0.000\t0.938\t-1.455\t-1.604\t0.000\t0.733\t-0.002\t0.110\t0.000\t0.717\t1.085\t0.981\t0.719\t0.965\t0.957\t0.796\n1\t0.745\t0.643\t0.591\t0.623\t-0.423\t0.946\t0.974\t-0.224\t0.000\t0.851\t1.168\t-1.382\t1.107\t0.840\t0.127\t-1.714\t2.548\t0.861\t0.992\t1.562\t0.000\t0.832\t1.033\t0.992\t0.831\t0.566\t0.797\t0.712\n0\t0.614\t0.388\t0.588\t0.979\t1.345\t0.756\t-0.273\t-0.589\t0.000\t0.626\t-1.678\t-1.065\t0.000\t0.438\t0.553\t1.544\t2.548\t0.839\t-1.592\t0.123\t0.000\t0.833\t0.971\t0.987\t1.081\t0.517\t0.682\t1.036\n0\t0.889\t0.356\t0.261\t0.916\t0.397\t0.856\t1.345\t-1.114\t0.000\t1.205\t0.903\t1.027\t1.107\t0.790\t-0.040\t-1.180\t2.548\t0.606\t0.383\t-1.528\t0.000\t0.649\t1.141\t0.987\t0.960\t1.084\t0.803\t0.828\n0\t0.704\t-0.279\t-0.729\t0.627\t1.103\t0.516\t0.241\t-1.699\t0.000\t0.471\t1.168\t0.237\t0.000\t0.547\t2.005\t1.304\t0.000\t0.853\t-1.037\t-0.009\t3.102\t0.757\t0.989\t0.989\t0.695\t0.205\t0.847\t0.724\n1\t2.526\t-0.833\t-1.682\t0.209\t-0.637\t0.802\t0.034\t-0.411\t2.173\t1.193\t-1.641\t0.530\t0.000\t0.580\t-0.340\t-1.717\t2.548\t1.087\t-1.217\t-0.822\t0.000\t0.908\t0.800\t0.986\t0.480\t0.804\t0.785\t0.744\n1\t2.038\t-1.164\t1.137\t1.410\t0.222\t2.995\t0.174\t-0.913\t0.000\t0.851\t1.501\t0.817\t0.000\t0.977\t0.188\t1.027\t0.000\t0.999\t0.088\t-0.056\t3.102\t1.042\t0.915\t1.724\t1.222\t0.580\t0.906\t1.156\n0\t1.040\t-0.649\t1.586\t0.540\t-1.161\t0.626\t1.370\t1.515\t2.173\t0.941\t2.025\t0.161\t0.000\t0.434\t-1.200\t-0.653\t0.000\t1.004\t0.933\t0.153\t3.102\t0.792\t0.915\t0.984\t1.213\t0.798\t1.160\t1.334\n0\t1.064\t-1.689\t1.144\t0.774\t0.844\t1.131\t-1.562\t0.571\t2.173\t1.159\t-1.515\t-0.859\t0.000\t1.715\t-1.839\t-1.231\t0.000\t0.455\t-0.065\t-0.978\t3.102\t0.872\t0.790\t0.999\t0.803\t0.973\t1.063\t0.988\n1\t1.147\t-0.364\t-1.192\t0.174\t1.682\t0.882\t-0.511\t1.662\t1.087\t0.880\t0.179\t0.271\t2.215\t1.011\t1.140\t0.066\t0.000\t0.461\t0.564\t-0.417\t0.000\t0.386\t1.304\t0.976\t1.007\t1.316\t0.894\t0.895\n0\t1.253\t1.917\t-1.135\t0.745\t-1.330\t0.678\t-0.123\t0.643\t0.000\t0.924\t0.620\t0.192\t0.000\t0.409\t-0.843\t-1.167\t1.274\t0.636\t0.463\t1.276\t3.102\t0.934\t0.896\t0.975\t0.681\t0.446\t0.664\t0.853\n0\t0.830\t1.469\t-0.503\t0.790\t0.614\t0.966\t-0.371\t1.505\t2.173\t0.674\t-0.448\t-0.643\t0.000\t0.998\t-0.427\t-0.145\t2.548\t0.741\t-0.885\t0.757\t0.000\t0.921\t1.009\t0.989\t1.161\t1.220\t1.222\t1.072\n1\t0.882\t0.743\t0.530\t0.795\t1.574\t0.705\t0.783\t-1.649\t0.000\t0.422\t-0.027\t1.480\t0.000\t1.350\t-0.699\t-0.073\t2.548\t1.270\t0.792\t-0.260\t3.102\t0.609\t0.901\t0.990\t1.219\t0.983\t0.911\t0.846\n1\t0.481\t-0.687\t-1.417\t0.697\t-0.018\t0.860\t0.458\t1.046\t0.000\t1.119\t-2.334\t-0.377\t0.000\t0.568\t0.788\t-0.005\t0.000\t1.417\t1.827\t1.735\t0.000\t1.052\t0.694\t0.991\t0.725\t0.210\t0.716\t0.818\n1\t1.004\t0.661\t-0.862\t1.004\t1.641\t1.170\t-0.101\t-0.188\t2.173\t1.154\t0.637\t-1.689\t0.000\t1.368\t0.143\t1.315\t2.548\t1.259\t-1.151\t0.404\t0.000\t2.411\t1.491\t1.077\t1.213\t1.553\t1.267\t1.107\n1\t1.074\t0.080\t0.283\t0.860\t-0.355\t1.057\t1.095\t1.663\t0.000\t0.629\t0.280\t-1.165\t2.215\t0.734\t0.970\t-0.486\t2.548\t0.418\t1.224\t0.019\t0.000\t1.028\t0.891\t0.986\t0.785\t0.505\t0.630\t0.710\n1\t2.355\t-0.491\t-0.653\t0.748\t0.112\t0.693\t0.664\t1.242\t1.087\t0.835\t-0.763\t0.666\t1.107\t0.471\t1.108\t-1.516\t0.000\t0.470\t1.563\t1.150\t0.000\t0.390\t1.024\t1.170\t1.421\t1.049\t1.062\t0.954\n0\t0.821\t1.390\t0.233\t1.465\t0.789\t1.752\t1.034\t0.742\t2.173\t2.724\t1.138\t-0.872\t2.215\t1.443\t0.503\t-1.349\t0.000\t0.368\t1.066\t-1.499\t0.000\t0.318\t0.861\t0.976\t0.682\t3.200\t1.600\t1.286\n0\t1.555\t1.856\t0.835\t1.152\t0.433\t1.091\t-0.162\t-1.717\t0.000\t1.276\t0.651\t-0.331\t2.215\t0.921\t1.470\t-0.557\t0.000\t0.415\t0.174\t1.275\t0.000\t0.856\t0.763\t1.001\t0.995\t0.824\t1.111\t0.904\n0\t1.705\t0.794\t0.171\t0.232\t-0.914\t0.926\t-0.951\t-1.608\t0.000\t0.501\t2.782\t0.186\t0.000\t0.775\t0.001\t-1.652\t0.000\t0.498\t-1.883\t0.961\t0.000\t1.051\t0.954\t0.984\t0.726\t0.529\t0.651\t0.877\n1\t0.918\t1.679\t1.592\t1.745\t-1.170\t0.529\t1.763\t-1.473\t0.000\t1.267\t-1.273\t-0.291\t0.000\t1.521\t1.078\t0.352\t2.548\t0.876\t1.254\t1.059\t0.000\t0.800\t0.986\t1.066\t1.181\t0.903\t1.021\t0.852\n1\t0.753\t0.058\t0.740\t0.384\t-1.121\t0.855\t-0.061\t-0.586\t0.000\t1.086\t-0.021\t1.392\t2.215\t0.588\t-0.959\t-0.995\t0.000\t1.249\t-0.863\t0.676\t3.102\t0.803\t1.003\t0.990\t0.763\t0.842\t0.873\t0.807\n1\t0.370\t-0.660\t-0.511\t1.211\t-0.886\t1.205\t-0.304\t1.491\t2.173\t1.448\t-0.450\t0.761\t0.000\t1.083\t0.035\t-0.607\t1.274\t1.105\t0.365\t-1.257\t0.000\t0.963\t1.042\t0.986\t1.303\t1.373\t0.950\t0.955\n1\t0.392\t1.670\t0.039\t1.678\t1.494\t1.621\t2.615\t-0.604\t0.000\t1.342\t0.065\t1.014\t2.215\t0.973\t0.800\t0.837\t0.000\t0.932\t-0.502\t1.531\t3.102\t1.048\t2.494\t1.087\t1.284\t0.570\t2.116\t1.636\n0\t1.950\t0.691\t0.445\t1.452\t0.301\t2.038\t0.179\t-1.391\t2.173\t1.090\t0.991\t0.058\t2.215\t0.431\t1.294\t1.679\t0.000\t0.455\t0.615\t1.317\t0.000\t0.231\t0.808\t0.991\t0.624\t2.319\t1.669\t1.199\n1\t0.764\t-0.556\t0.755\t1.054\t-0.453\t0.385\t-0.849\t-1.702\t1.087\t0.598\t0.286\t-0.822\t0.000\t0.370\t-1.939\t0.960\t0.000\t0.488\t-0.495\t-0.986\t3.102\t1.211\t0.841\t1.101\t0.572\t0.283\t0.496\t0.533\n1\t0.539\t-0.857\t-0.632\t1.126\t0.478\t0.911\t-0.886\t-0.352\t1.087\t0.720\t-0.651\t0.485\t0.000\t2.128\t-0.846\t-1.536\t2.548\t0.922\t-1.424\t-1.471\t0.000\t1.191\t1.046\t0.991\t1.119\t1.520\t0.949\t0.844\n1\t1.475\t-0.350\t-1.109\t1.150\t-1.724\t1.279\t-0.374\t0.491\t0.000\t0.529\t-0.017\t1.515\t0.000\t0.689\t-0.704\t-1.131\t0.000\t1.108\t0.420\t-0.669\t3.102\t0.836\t0.996\t0.989\t0.741\t0.463\t0.639\t0.797\n1\t0.465\t-0.023\t-1.457\t0.784\t1.389\t0.978\t-1.036\t1.142\t0.000\t1.218\t-1.319\t-0.551\t0.000\t1.211\t-0.161\t-0.656\t1.274\t1.100\t0.418\t0.464\t3.102\t0.848\t0.992\t0.986\t0.920\t0.807\t0.851\t0.777\n0\t0.634\t0.703\t-0.950\t0.989\t0.006\t0.956\t1.559\t1.692\t2.173\t0.611\t1.524\t-0.640\t0.000\t1.436\t0.935\t0.583\t2.548\t0.714\t0.759\t1.384\t0.000\t0.882\t0.863\t0.986\t1.026\t1.294\t0.865\t0.735\n1\t2.057\t0.872\t1.346\t0.548\t0.381\t0.661\t0.662\t0.675\t0.000\t1.042\t1.068\t-0.532\t2.215\t1.097\t-0.064\t-1.008\t2.548\t0.586\t-0.113\t-0.389\t0.000\t0.873\t0.953\t1.123\t1.088\t0.847\t0.938\t0.827\n1\t0.923\t1.122\t-0.993\t0.633\t0.399\t0.967\t0.482\t-1.740\t1.087\t1.023\t1.628\t0.609\t0.000\t0.520\t0.787\t-0.206\t0.000\t0.943\t-0.374\t-0.822\t3.102\t0.884\t1.135\t1.007\t0.929\t0.892\t0.966\t0.821\n1\t1.005\t-0.044\t1.160\t1.181\t-1.242\t1.010\t0.190\t-0.615\t0.000\t0.993\t-0.740\t1.592\t1.107\t1.265\t-0.512\t0.708\t1.274\t0.945\t0.031\t0.055\t0.000\t0.856\t1.145\t1.252\t0.806\t0.860\t0.967\t0.881\n1\t1.113\t-0.707\t-1.194\t1.771\t-1.438\t0.828\t-0.182\t1.042\t0.000\t0.778\t2.012\t0.107\t0.000\t0.859\t-1.119\t-0.014\t0.000\t1.621\t-0.477\t-0.611\t0.000\t0.978\t0.973\t0.975\t0.642\t0.634\t0.785\t0.722\n0\t2.182\t-1.602\t-0.583\t1.435\t-0.473\t1.169\t-1.218\t1.402\t0.000\t0.590\t-0.264\t1.383\t0.000\t0.947\t-0.482\t0.471\t2.548\t0.415\t-0.702\t0.051\t0.000\t0.915\t1.008\t0.979\t0.790\t0.362\t0.856\t0.968\n0\t2.074\t0.884\t-1.511\t0.753\t-0.825\t1.227\t-0.493\t0.374\t0.000\t1.026\t-0.828\t0.704\t0.000\t1.526\t0.334\t-0.805\t2.548\t0.722\t-0.626\t1.603\t1.551\t0.815\t0.847\t1.004\t0.804\t0.814\t1.020\t1.213\n0\t0.294\t-1.159\t0.495\t1.037\t-1.135\t1.006\t-0.175\t1.154\t0.000\t0.531\t-0.930\t0.938\t0.000\t1.234\t1.150\t-0.377\t1.274\t0.803\t0.544\t0.052\t1.551\t1.089\t0.779\t0.989\t2.515\t0.371\t1.643\t1.304\n0\t0.449\t0.050\t1.620\t1.278\t1.619\t0.686\t-0.266\t-0.097\t2.173\t0.772\t1.188\t-1.270\t0.000\t1.218\t0.702\t-0.608\t0.000\t0.683\t2.243\t1.131\t0.000\t0.902\t1.150\t1.002\t1.422\t0.816\t1.149\t1.075\n1\t0.443\t0.601\t-1.628\t0.561\t-0.854\t0.480\t0.671\t-0.679\t0.000\t1.378\t-0.830\t1.417\t2.215\t0.980\t-0.828\t0.102\t2.548\t0.661\t1.792\t0.195\t0.000\t0.922\t1.243\t0.989\t1.989\t1.145\t1.494\t1.272\n0\t1.233\t-0.165\t-0.892\t1.341\t0.272\t0.962\t0.106\t0.537\t2.173\t1.849\t-0.902\t-1.300\t0.000\t0.923\t-0.343\t1.190\t0.000\t0.840\t-0.903\t0.465\t3.102\t1.663\t1.184\t1.545\t1.085\t0.604\t1.107\t1.038\n0\t1.019\t0.081\t-0.809\t0.778\t0.039\t0.929\t-0.389\t0.953\t2.173\t0.741\t0.474\t-1.119\t0.000\t0.399\t0.068\t-1.648\t0.000\t0.544\t-0.742\t1.188\t0.000\t0.949\t1.036\t0.988\t0.584\t0.987\t0.761\t0.720\n0\t0.864\t0.543\t-0.813\t0.968\t-0.123\t0.537\t0.251\t1.591\t0.000\t0.770\t-0.331\t0.613\t0.000\t0.705\t0.973\t-1.677\t2.548\t0.936\t0.091\t0.991\t1.551\t0.896\t0.693\t0.987\t0.819\t0.520\t0.620\t0.649\n1\t0.479\t-2.138\t0.061\t0.971\t0.883\t1.069\t-0.727\t-0.471\t0.000\t1.187\t-2.466\t1.128\t0.000\t0.899\t-0.652\t-1.030\t2.548\t1.115\t0.079\t-1.290\t3.102\t0.925\t1.269\t0.979\t0.902\t0.365\t1.058\t0.898\n1\t1.385\t0.238\t0.378\t2.601\t0.890\t1.076\t-2.164\t-0.774\t0.000\t0.937\t-0.441\t-1.099\t0.000\t1.306\t-0.204\t1.436\t2.548\t0.915\t-1.354\t-1.006\t0.000\t0.755\t0.981\t1.172\t1.034\t1.051\t0.879\t1.050\n0\t0.399\t1.075\t-1.644\t0.639\t0.131\t0.617\t0.670\t-1.337\t1.087\t0.490\t1.280\t-0.141\t2.215\t0.684\t0.511\t0.739\t0.000\t0.375\t-0.881\t-0.132\t0.000\t0.699\t0.747\t0.986\t0.682\t0.760\t0.611\t0.544\n1\t1.078\t-2.326\t1.728\t0.597\t-1.364\t0.514\t-1.403\t0.600\t0.000\t0.709\t-0.791\t-0.278\t1.107\t0.725\t-0.764\t-0.736\t2.548\t1.247\t-0.145\t0.509\t0.000\t0.954\t0.814\t0.985\t0.748\t0.306\t0.671\t0.664\n0\t0.610\t-2.247\t-1.013\t0.971\t1.479\t0.642\t0.690\t-0.186\t2.173\t0.321\t-1.363\t-0.113\t0.000\t0.441\t1.121\t-1.338\t0.000\t0.841\t-0.344\t0.947\t3.102\t1.125\t0.910\t0.987\t0.723\t0.803\t1.013\t0.886\n0\t0.421\t-0.788\t-1.499\t1.773\t-1.416\t0.983\t-0.249\t0.713\t0.000\t0.516\t0.241\t1.331\t0.000\t0.671\t0.602\t-0.132\t2.548\t0.758\t-0.682\t-0.304\t1.551\t0.885\t0.856\t0.981\t0.828\t0.449\t1.015\t1.114\n0\t1.796\t0.407\t0.703\t1.094\t0.130\t0.732\t-0.270\t-1.028\t2.173\t0.964\t0.219\t-0.179\t0.000\t1.070\t0.675\t-1.710\t2.548\t1.646\t-0.394\t-1.721\t0.000\t1.717\t1.161\t0.985\t1.007\t0.862\t0.967\t0.957\n0\t1.861\t-1.475\t0.304\t1.122\t-0.292\t1.421\t-1.800\t-1.176\t0.000\t1.196\t-1.517\t0.826\t2.215\t0.387\t-0.858\t-1.298\t1.274\t1.023\t-1.107\t1.287\t0.000\t1.535\t0.847\t1.024\t0.926\t0.718\t0.897\t0.961\n1\t0.380\t-0.735\t-0.242\t0.247\t-0.432\t0.676\t0.299\t0.958\t0.000\t1.035\t0.290\t-1.185\t1.107\t1.483\t-0.659\t-0.525\t2.548\t0.637\t1.200\t0.922\t0.000\t0.730\t1.042\t0.986\t0.754\t1.019\t0.805\t0.724\n0\t0.571\t-0.893\t1.560\t1.094\t1.578\t0.791\t0.563\t-0.492\t1.087\t0.809\t0.561\t0.503\t0.000\t0.295\t-0.781\t0.390\t0.000\t0.500\t-0.982\t1.070\t1.551\t0.980\t0.920\t0.985\t0.609\t0.930\t0.760\t0.699\n1\t0.660\t-0.125\t-0.763\t0.941\t1.624\t0.917\t-0.353\t0.559\t0.000\t0.733\t-0.488\t0.013\t0.000\t1.139\t-1.089\t-1.241\t2.548\t0.748\t-1.972\t0.974\t0.000\t0.833\t1.099\t0.988\t0.871\t0.826\t0.916\t0.833\n0\t1.394\t0.462\t-1.523\t1.050\t1.399\t0.548\t-0.382\t0.343\t0.000\t0.763\t1.041\t-0.651\t2.215\t0.727\t-0.911\t0.372\t2.548\t0.916\t2.494\t-1.211\t0.000\t1.050\t0.918\t0.998\t0.963\t1.162\t1.150\t1.119\n1\t0.610\t-0.906\t0.438\t0.526\t1.651\t0.793\t0.447\t0.342\t0.000\t1.057\t0.437\t-0.436\t1.107\t1.805\t0.570\t1.423\t1.274\t1.334\t0.868\t-1.376\t0.000\t1.640\t1.178\t0.993\t1.575\t1.466\t1.319\t1.258\n1\t1.535\t0.160\t-0.645\t1.262\t-0.237\t0.482\t0.607\t-1.267\t0.000\t1.342\t-0.792\t1.007\t2.215\t0.630\t0.760\t1.394\t2.548\t0.612\t-2.304\t-1.264\t0.000\t1.031\t1.000\t0.988\t0.964\t0.961\t1.034\t0.985\n0\t0.629\t0.488\t0.729\t0.379\t0.944\t0.793\t-0.728\t-0.968\t2.173\t0.700\t-0.127\t1.491\t0.000\t1.086\t0.305\t-0.199\t2.548\t0.704\t-0.830\t0.632\t0.000\t0.758\t0.940\t0.998\t0.881\t0.984\t1.091\t0.963\n1\t0.960\t-0.119\t0.945\t1.133\t-1.350\t0.731\t0.588\t-0.320\t0.000\t0.845\t0.730\t0.081\t0.000\t1.872\t-0.127\t-1.317\t1.274\t1.493\t0.294\t1.067\t3.102\t0.604\t0.985\t1.271\t0.866\t1.117\t0.982\t0.900\n1\t3.006\t-0.010\t-1.063\t1.535\t-1.244\t2.765\t0.714\t0.673\t0.000\t1.650\t0.647\t-0.466\t2.215\t0.878\t-1.643\t1.444\t0.000\t0.753\t0.687\t1.491\t3.102\t0.972\t1.022\t0.972\t0.824\t0.991\t0.912\t0.874\n1\t1.016\t1.157\t-1.390\t1.023\t-0.977\t1.063\t-0.735\t0.448\t2.173\t0.666\t0.426\t1.513\t0.000\t1.370\t-2.642\t-1.021\t0.000\t1.352\t0.573\t0.103\t1.551\t0.898\t1.022\t0.991\t0.879\t1.059\t1.094\t0.922\n1\t1.766\t1.984\t-1.349\t0.532\t-0.506\t0.491\t1.094\t-0.631\t0.000\t0.992\t1.698\t0.655\t0.000\t1.038\t0.324\t1.423\t2.548\t0.603\t0.113\t0.171\t0.000\t0.998\t0.975\t0.988\t0.884\t0.447\t0.850\t0.836\n0\t3.221\t1.677\t-1.400\t0.486\t-0.899\t0.543\t0.440\t0.221\t2.173\t0.773\t0.678\t0.556\t2.215\t0.957\t1.208\t0.223\t0.000\t1.166\t1.591\t1.321\t0.000\t1.033\t0.899\t0.991\t1.327\t0.308\t1.092\t0.951\n1\t0.464\t-0.490\t-1.380\t1.247\t0.801\t0.809\t2.880\t-1.099\t0.000\t0.681\t-0.439\t-0.658\t0.000\t1.196\t-0.354\t0.182\t2.548\t1.044\t-2.333\t0.914\t0.000\t1.941\t1.067\t0.986\t0.705\t0.539\t0.840\t0.800\n0\t0.665\t0.741\t-0.440\t0.778\t-1.616\t0.575\t0.489\t1.327\t2.173\t0.684\t-0.924\t-0.958\t0.000\t1.145\t0.435\t0.028\t0.000\t0.600\t1.046\t0.236\t0.000\t0.623\t0.750\t0.987\t0.556\t0.386\t0.490\t0.548\n0\t0.485\t-0.845\t-0.326\t1.232\t1.268\t0.594\t0.879\t1.080\t2.173\t0.772\t-0.842\t-1.159\t2.215\t0.992\t0.428\t-0.332\t0.000\t0.832\t1.164\t-0.167\t0.000\t0.856\t0.904\t1.062\t0.763\t1.337\t0.892\t0.896\n0\t1.153\t-0.408\t-1.306\t2.303\t-1.040\t0.947\t-1.214\t0.950\t0.000\t0.772\t-1.580\t0.505\t2.215\t1.177\t0.212\t-0.361\t2.548\t1.915\t-1.973\t0.576\t0.000\t1.415\t0.847\t0.988\t0.883\t1.297\t1.205\t1.545\n0\t0.840\t-0.388\t-1.053\t0.413\t0.274\t0.618\t1.072\t-1.111\t0.000\t0.985\t-0.816\t0.936\t2.215\t0.475\t-0.055\t-0.591\t0.000\t0.630\t-0.379\t0.707\t3.102\t0.735\t0.759\t0.981\t0.810\t0.201\t0.813\t0.759\n1\t0.412\t1.151\t0.527\t1.116\t-0.554\t2.422\t-1.472\t-1.297\t2.173\t2.455\t-0.709\t0.734\t1.107\t1.017\t-0.123\t0.572\t0.000\t0.979\t0.095\t-0.105\t0.000\t0.645\t0.947\t0.986\t4.949\t3.734\t3.626\t2.589\n0\t0.770\t1.641\t-0.700\t0.924\t-1.204\t0.420\t0.855\t1.264\t2.173\t0.710\t0.833\t-0.086\t0.000\t1.816\t-0.072\t0.654\t2.548\t0.620\t0.128\t-1.107\t0.000\t0.755\t0.956\t0.983\t0.761\t0.780\t0.881\t0.751\n1\t1.255\t-0.090\t-0.767\t0.691\t-0.668\t1.566\t1.338\t1.572\t0.000\t1.046\t0.776\t0.395\t2.215\t1.587\t0.292\t-0.080\t2.548\t1.301\t-0.214\t0.011\t0.000\t1.091\t0.911\t0.992\t0.964\t0.657\t0.941\t1.061\n0\t0.561\t1.386\t-0.096\t0.466\t1.011\t1.040\t0.655\t1.690\t2.173\t1.069\t-0.441\t0.095\t0.000\t0.927\t-0.214\t-0.639\t0.000\t0.393\t-0.949\t-1.197\t3.102\t0.953\t0.654\t0.990\t0.905\t0.776\t0.929\t0.800\n1\t1.773\t-0.322\t-1.192\t0.078\t0.606\t1.200\t-0.149\t0.664\t2.173\t0.755\t-0.115\t-0.416\t2.215\t0.585\t0.949\t0.988\t0.000\t0.753\t0.392\t-1.216\t0.000\t0.703\t0.960\t0.984\t0.710\t1.158\t0.924\t0.787\n1\t0.873\t0.202\t-1.363\t0.867\t0.561\t0.839\t-2.207\t-1.458\t0.000\t0.873\t-1.636\t0.479\t2.215\t0.721\t-1.165\t0.063\t0.000\t1.106\t-0.907\t-0.606\t3.102\t0.793\t1.051\t1.189\t0.862\t0.783\t0.860\t1.004\n1\t1.093\t-1.223\t-0.568\t1.004\t1.268\t1.552\t-0.568\t-1.552\t0.000\t1.946\t0.885\t-0.241\t0.000\t1.499\t-2.576\t1.125\t0.000\t1.797\t-0.739\t-0.144\t0.000\t0.886\t1.178\t1.446\t0.712\t0.575\t0.727\t0.776\n0\t0.279\t1.305\t-0.004\t1.147\t-1.332\t0.827\t-1.044\t1.238\t2.173\t0.664\t-1.403\t-0.669\t2.215\t0.956\t0.073\t0.409\t0.000\t0.973\t-1.346\t-1.292\t0.000\t0.871\t0.857\t0.987\t1.038\t1.099\t0.860\t0.755\n1\t1.584\t-0.159\t-1.264\t0.965\t1.680\t0.728\t-1.062\t0.082\t0.000\t0.412\t-0.225\t1.581\t0.000\t1.459\t0.823\t-0.361\t0.000\t0.753\t0.042\t0.947\t3.102\t0.983\t0.785\t0.990\t0.820\t0.266\t0.585\t0.675\n1\t0.785\t-0.150\t-1.408\t0.870\t-0.293\t1.235\t0.551\t-1.405\t2.173\t1.747\t-0.117\t0.515\t0.000\t1.123\t-0.034\t1.416\t2.548\t0.910\t0.862\t-0.964\t0.000\t1.884\t1.315\t0.988\t0.885\t0.937\t1.174\t0.970\n1\t1.688\t0.776\t-0.115\t0.780\t0.731\t1.259\t1.362\t-1.541\t2.173\t0.621\t1.077\t0.100\t2.215\t0.349\t2.439\t1.318\t0.000\t0.473\t1.168\t0.586\t0.000\t0.412\t0.772\t1.098\t0.559\t1.308\t0.996\t0.788\n0\t0.374\t-1.282\t1.521\t1.163\t-0.217\t0.672\t0.266\t0.861\t0.000\t1.153\t-1.100\t-1.525\t1.107\t0.823\t-0.502\t0.104\t0.000\t0.614\t-0.999\t0.116\t3.102\t1.015\t0.705\t0.985\t0.960\t0.757\t0.831\t0.864\n1\t0.697\t0.363\t0.412\t0.750\t-0.788\t0.475\t0.970\t1.516\t0.000\t0.885\t-1.424\t0.378\t0.000\t0.799\t0.925\t-1.061\t2.548\t0.767\t1.332\t-1.461\t3.102\t2.440\t1.713\t0.992\t0.789\t0.275\t1.151\t0.938\n0\t0.927\t0.369\t0.480\t0.409\t0.346\t1.005\t-0.698\t-0.954\t2.173\t0.901\t1.030\t0.955\t0.000\t0.803\t-0.770\t1.366\t2.548\t1.103\t0.065\t-0.625\t0.000\t1.445\t1.161\t0.990\t1.566\t0.974\t1.131\t1.039\n0\t0.582\t-0.701\t0.489\t0.402\t-1.271\t0.773\t1.056\t1.017\t2.173\t1.022\t0.555\t-1.521\t2.215\t1.177\t-2.369\t-0.529\t0.000\t0.555\t1.325\t0.737\t0.000\t0.847\t0.941\t0.989\t1.615\t1.039\t1.238\t1.032\n0\t1.087\t-1.739\t-0.368\t1.715\t0.006\t0.743\t-0.931\t1.510\t2.173\t0.525\t-2.379\t-1.570\t0.000\t0.866\t-1.017\t-1.039\t0.000\t1.275\t-1.153\t0.790\t3.102\t0.881\t0.898\t0.986\t0.823\t0.665\t0.875\t0.842\n1\t0.579\t0.926\t1.156\t1.082\t-0.451\t0.700\t-0.396\t1.526\t2.173\t0.796\t-0.513\t0.156\t2.215\t0.951\t-0.490\t-1.152\t0.000\t0.746\t-0.046\t0.672\t0.000\t0.954\t0.801\t1.088\t1.057\t1.040\t0.866\t0.759\n0\t2.940\t-0.749\t-0.158\t1.248\t-0.440\t3.201\t-0.491\t1.321\t0.000\t1.977\t-0.697\t-0.619\t1.107\t1.459\t-1.106\t1.096\t2.548\t1.200\t-0.742\t-1.234\t0.000\t1.026\t1.052\t0.976\t1.413\t1.860\t1.164\t1.071\n1\t0.964\t0.515\t-1.484\t0.076\t-1.650\t0.533\t-0.962\t0.267\t2.173\t0.879\t-0.584\t-0.986\t1.107\t0.581\t0.739\t-0.002\t0.000\t1.172\t-0.493\t0.950\t0.000\t0.978\t0.986\t0.985\t0.876\t0.930\t0.715\t0.685\n1\t0.348\t0.655\t-1.708\t1.663\t1.341\t0.973\t0.542\t-0.788\t2.173\t0.926\t0.423\t0.797\t2.215\t0.746\t0.781\t0.194\t0.000\t1.615\t1.159\t-0.328\t0.000\t0.813\t0.958\t1.002\t1.383\t1.384\t1.064\t1.001\n1\t1.255\t-0.446\t0.556\t1.346\t0.581\t0.745\t-0.451\t-1.494\t2.173\t0.507\t-0.705\t-0.199\t0.000\t1.217\t1.087\t-1.019\t2.548\t0.772\t-0.425\t1.303\t0.000\t0.801\t1.093\t0.982\t1.233\t1.199\t1.353\t1.038\n1\t0.892\t0.445\t1.054\t0.665\t-1.270\t0.831\t0.499\t-0.968\t0.000\t0.790\t1.227\t-1.393\t0.000\t1.524\t1.180\t0.340\t2.548\t0.540\t1.179\t1.400\t0.000\t0.927\t0.905\t0.989\t0.874\t0.757\t0.890\t0.774\n0\t1.046\t1.044\t-1.439\t0.448\t-1.579\t0.568\t1.320\t1.458\t0.000\t0.698\t1.162\t0.107\t0.000\t0.940\t0.365\t-0.543\t2.548\t0.814\t-0.441\t0.540\t3.102\t1.258\t1.018\t0.996\t0.778\t0.641\t0.742\t0.729\n1\t0.501\t1.726\t0.726\t1.090\t-0.423\t0.820\t-0.187\t-0.217\t2.173\t0.764\t1.408\t1.493\t0.000\t0.900\t-0.310\t-1.448\t0.000\t0.736\t0.371\t-1.081\t3.102\t1.428\t0.850\t0.982\t1.675\t0.635\t1.088\t1.093\n0\t1.345\t0.102\t-0.419\t0.473\t0.006\t0.726\t0.569\t1.415\t0.000\t1.108\t0.958\t0.906\t2.215\t0.892\t1.099\t-0.807\t2.548\t0.775\t-0.134\t-0.953\t0.000\t1.059\t0.972\t0.995\t0.649\t1.062\t0.775\t0.781\n1\t0.799\t1.094\t0.758\t1.387\t1.252\t1.665\t-0.267\t-0.671\t0.000\t1.052\t0.414\t1.474\t0.000\t1.724\t0.208\t0.676\t0.000\t2.032\t0.589\t0.008\t3.102\t1.263\t0.997\t1.000\t0.991\t1.261\t0.916\t0.846\n0\t0.770\t-2.237\t0.267\t0.631\t0.631\t0.531\t-1.300\t0.633\t0.000\t1.357\t-0.799\t-1.406\t2.215\t0.701\t-0.540\t-0.179\t0.000\t1.144\t-1.123\t-1.333\t3.102\t0.838\t0.836\t0.973\t1.158\t0.308\t0.787\t0.747\n0\t1.141\t0.389\t0.124\t1.332\t0.901\t1.243\t-0.986\t-1.471\t2.173\t0.648\t1.108\t-0.211\t2.215\t0.270\t1.246\t0.881\t0.000\t0.860\t-0.297\t-0.516\t0.000\t0.922\t1.008\t1.101\t0.804\t2.075\t1.331\t1.035\n0\t0.437\t1.138\t-0.669\t1.578\t-0.367\t0.635\t1.443\t1.194\t0.000\t0.638\t1.520\t-1.359\t2.215\t0.708\t2.567\t1.076\t0.000\t0.831\t0.449\t0.748\t3.102\t0.896\t0.845\t0.983\t1.007\t0.715\t0.764\t0.798\n1\t0.699\t1.188\t0.119\t0.414\t-0.856\t0.875\t0.166\t0.611\t0.000\t0.911\t0.231\t-0.040\t0.000\t1.215\t0.642\t-1.540\t2.548\t1.327\t-1.193\t-0.924\t0.000\t0.914\t1.138\t0.986\t0.800\t0.725\t0.699\t0.739\n1\t0.837\t-0.774\t-1.407\t0.914\t1.055\t0.764\t0.296\t0.998\t2.173\t0.984\t-1.284\t-0.783\t0.000\t0.713\t-0.605\t-0.265\t2.548\t0.452\t0.101\t0.236\t0.000\t0.972\t1.329\t0.989\t0.716\t0.954\t0.824\t0.746\n1\t0.843\t-0.778\t-0.682\t0.635\t-1.702\t0.669\t0.383\t0.653\t1.087\t0.543\t-1.775\t0.537\t0.000\t0.527\t-1.515\t-0.974\t0.000\t1.221\t0.196\t-1.358\t3.102\t0.806\t1.033\t0.980\t1.162\t0.931\t0.907\t0.828\n0\t1.088\t1.003\t-0.458\t0.775\t-0.458\t0.847\t-0.348\t1.406\t2.173\t0.344\t1.679\t1.118\t0.000\t0.583\t-0.977\t-0.762\t2.548\t0.521\t-0.249\t0.758\t0.000\t0.683\t0.853\t0.989\t1.223\t0.874\t0.859\t0.770\n1\t1.053\t1.552\t1.206\t0.309\t0.197\t0.463\t-0.530\t0.357\t2.173\t0.558\t1.181\t-0.222\t0.000\t0.570\t1.460\t-1.445\t0.000\t0.850\t0.599\t-1.217\t3.102\t0.790\t1.014\t0.998\t0.656\t0.793\t0.673\t0.648\n1\t0.724\t0.630\t0.129\t0.876\t1.058\t0.667\t1.255\t1.668\t0.000\t1.165\t-0.627\t0.055\t2.215\t1.023\t0.230\t-1.368\t1.274\t1.029\t1.898\t-0.634\t0.000\t1.084\t0.921\t0.985\t1.264\t1.236\t1.066\t0.955\n0\t1.280\t0.201\t-1.389\t0.264\t-0.098\t0.601\t0.489\t0.363\t0.000\t0.364\t0.130\t1.580\t0.000\t0.751\t-0.550\t-0.704\t2.548\t0.682\t0.936\t0.460\t3.102\t0.902\t0.828\t0.991\t0.660\t0.714\t0.571\t0.583\n0\t1.262\t-0.761\t0.463\t0.878\t1.448\t1.036\t1.468\t0.609\t0.000\t0.989\t1.118\t-0.074\t0.000\t1.199\t1.701\t1.437\t0.000\t3.596\t-0.757\t-1.070\t3.102\t1.062\t0.976\t1.132\t1.314\t0.349\t1.519\t1.339\n0\t1.720\t-0.734\t-1.009\t1.157\t-0.648\t0.410\t0.131\t0.245\t0.000\t1.365\t0.530\t1.067\t2.215\t0.557\t0.839\t0.798\t2.548\t0.370\t-2.466\t1.079\t0.000\t0.903\t0.901\t0.980\t1.007\t0.283\t1.065\t0.869\n0\t0.800\t-1.072\t1.459\t0.526\t0.352\t0.667\t-0.304\t1.585\t2.173\t0.543\t-1.339\t-0.046\t0.000\t0.799\t-0.045\t0.070\t2.548\t0.612\t0.141\t-0.417\t0.000\t0.687\t0.921\t0.981\t0.656\t0.898\t0.633\t0.591\n0\t1.049\t-0.446\t-1.071\t0.943\t1.152\t0.553\t0.386\t0.958\t2.173\t0.337\t-1.020\t-0.559\t0.000\t0.564\t0.139\t-0.524\t1.274\t0.447\t-1.521\t1.231\t0.000\t0.543\t0.802\t1.251\t0.732\t0.682\t0.640\t0.586\n0\t1.140\t-0.340\t0.879\t0.637\t1.601\t0.853\t0.626\t-0.406\t0.000\t0.948\t0.460\t-1.298\t2.215\t1.142\t0.056\t-1.008\t2.548\t0.647\t1.534\t1.170\t0.000\t0.701\t0.891\t0.989\t0.875\t0.366\t0.690\t0.731\n0\t0.660\t0.523\t0.503\t0.993\t0.228\t0.564\t-0.514\t1.294\t2.173\t0.664\t-0.307\t-1.541\t0.000\t1.057\t-0.006\t-0.918\t2.548\t0.904\t-0.560\t-0.485\t0.000\t0.842\t0.762\t0.988\t0.874\t0.912\t0.724\t0.664\n0\t0.489\t0.172\t-0.062\t1.035\t1.569\t0.613\t-0.344\t-1.131\t2.173\t0.561\t1.017\t0.864\t0.000\t1.079\t0.798\t0.341\t2.548\t0.840\t0.622\t-0.677\t0.000\t0.890\t0.943\t0.987\t0.784\t1.184\t0.722\t0.664\n1\t0.716\t-0.646\t-1.613\t1.112\t0.969\t1.180\t-0.546\t0.889\t1.087\t1.170\t-0.415\t-1.134\t0.000\t1.288\t1.506\t-0.689\t0.000\t1.386\t-0.055\t0.098\t3.102\t2.445\t1.636\t0.985\t0.788\t0.946\t1.489\t1.323\n0\t0.600\t-0.217\t-1.315\t2.162\t-0.306\t1.336\t-0.637\t1.499\t2.173\t0.932\t-1.264\t-1.595\t0.000\t1.161\t-0.864\t0.022\t2.548\t1.782\t0.122\t0.429\t0.000\t0.889\t0.699\t1.246\t1.572\t1.526\t1.144\t0.975\n0\t0.690\t0.674\t0.300\t1.425\t-0.792\t0.481\t1.638\t-0.924\t0.000\t0.877\t-0.038\t1.577\t0.000\t0.988\t0.601\t-1.472\t2.548\t1.309\t-1.824\t1.007\t0.000\t0.955\t0.939\t1.143\t0.761\t0.844\t0.720\t0.695\n1\t0.618\t0.679\t-0.928\t0.364\t-0.722\t1.717\t0.170\t-0.590\t0.000\t1.624\t0.512\t0.521\t0.000\t2.327\t-0.250\t1.522\t1.274\t2.395\t1.940\t1.165\t0.000\t1.068\t0.677\t0.998\t1.006\t0.800\t1.053\t0.863\n1\t1.066\t0.573\t-0.987\t1.731\t-0.329\t0.749\t0.082\t1.204\t1.087\t0.577\t0.609\t0.473\t0.000\t0.594\t-0.194\t-0.700\t0.000\t1.439\t0.675\t1.614\t0.000\t0.873\t0.856\t1.053\t0.781\t0.721\t0.857\t0.737\n1\t1.524\t0.978\t-1.113\t1.403\t-1.173\t1.467\t0.806\t0.657\t2.173\t0.421\t1.719\t-0.330\t0.000\t0.549\t0.524\t0.340\t2.548\t0.758\t0.490\t-1.572\t0.000\t0.806\t1.111\t1.000\t0.920\t0.342\t1.185\t0.929\n1\t0.586\t-0.235\t1.458\t1.141\t0.087\t1.140\t1.377\t1.641\t0.000\t1.219\t0.912\t-1.474\t2.215\t2.613\t0.311\t-0.183\t2.548\t1.033\t-0.596\t-1.554\t0.000\t0.980\t1.147\t1.069\t0.944\t1.833\t1.083\t0.931\n0\t0.525\t0.274\t-1.558\t0.587\t0.530\t0.678\t0.697\t-1.152\t0.000\t0.614\t0.161\t-0.042\t0.000\t1.485\t-1.272\t0.788\t1.274\t0.829\t-0.093\t-0.573\t0.000\t0.747\t0.853\t0.990\t1.549\t0.603\t1.012\t0.969\n1\t0.535\t1.657\t0.294\t0.931\t-0.844\t0.815\t0.069\t0.722\t2.173\t0.584\t0.741\t-0.405\t0.000\t0.672\t-0.247\t-1.373\t0.000\t0.990\t-0.394\t1.661\t3.102\t0.900\t1.009\t0.993\t1.405\t0.757\t1.241\t1.048\n0\t0.327\t0.849\t-1.103\t1.033\t0.372\t1.390\t-2.313\t0.642\t0.000\t1.539\t-1.009\t-0.842\t1.107\t0.834\t-1.509\t-1.551\t0.000\t0.654\t-0.624\t-1.732\t0.000\t0.405\t0.765\t0.985\t0.675\t1.078\t1.496\t1.354\n0\t1.009\t-0.406\t-0.260\t0.421\t0.948\t0.788\t0.509\t0.732\t2.173\t0.821\t-0.512\t-1.448\t2.215\t0.493\t1.307\t-0.401\t0.000\t1.033\t0.243\t-1.586\t0.000\t0.838\t0.894\t0.991\t0.815\t1.268\t0.776\t0.709\n1\t0.762\t-0.592\t-0.426\t1.483\t0.410\t0.911\t-0.180\t1.554\t2.173\t0.496\t-1.206\t-1.300\t2.215\t0.438\t0.911\t-1.018\t0.000\t0.607\t-0.145\t0.019\t0.000\t0.578\t0.814\t1.008\t0.822\t0.765\t0.833\t0.715\n1\t0.348\t-1.296\t-1.022\t1.345\t-0.434\t2.399\t-1.018\t0.815\t0.000\t0.614\t-0.151\t1.356\t0.000\t1.882\t0.862\t-0.971\t2.548\t0.775\t-0.253\t0.415\t0.000\t1.065\t1.618\t0.985\t0.936\t0.353\t1.802\t1.440\n1\t1.363\t-1.564\t1.381\t0.684\t1.135\t0.473\t-0.569\t1.595\t0.000\t1.290\t-0.308\t-0.074\t2.215\t0.553\t-2.670\t-0.082\t0.000\t1.328\t-0.626\t-0.881\t0.000\t0.961\t1.106\t0.982\t0.657\t0.641\t0.836\t0.763\n1\t0.727\t-1.194\t1.245\t0.328\t0.288\t0.630\t-1.006\t-1.277\t2.173\t0.545\t0.091\t-0.154\t1.107\t0.675\t-1.954\t-0.218\t0.000\t0.646\t0.264\t1.542\t0.000\t1.354\t0.980\t0.980\t0.669\t0.888\t0.733\t0.682\n1\t0.530\t-1.092\t0.801\t1.341\t-0.818\t0.847\t-0.485\t1.583\t0.000\t0.638\t-0.559\t-0.060\t0.000\t0.987\t0.924\t0.335\t2.548\t1.000\t0.717\t-1.472\t3.102\t1.556\t1.134\t1.160\t1.274\t0.760\t0.950\t0.925\n0\t0.533\t-1.281\t-0.041\t1.600\t-1.042\t1.059\t-0.774\t0.147\t2.173\t0.770\t-1.950\t-1.631\t0.000\t1.161\t0.138\t1.258\t2.548\t0.593\t2.049\t1.062\t0.000\t0.524\t1.106\t1.003\t1.076\t1.342\t1.025\t0.931\n0\t0.830\t-0.425\t0.532\t1.999\t0.204\t1.503\t0.159\t-1.544\t1.087\t0.266\t-0.121\t1.425\t0.000\t0.347\t-2.244\t-0.209\t0.000\t0.639\t0.955\t-1.269\t3.102\t0.821\t0.909\t0.991\t2.083\t0.590\t1.401\t1.117\n0\t1.344\t0.591\t-0.856\t0.606\t0.859\t0.246\t-1.636\t-0.545\t0.000\t0.537\t0.577\t1.456\t1.107\t1.276\t-0.889\t0.805\t1.274\t0.404\t-0.847\t-0.723\t0.000\t0.173\t0.745\t1.249\t1.210\t0.906\t0.842\t0.745\n1\t0.667\t0.527\t0.146\t1.385\t-0.883\t0.871\t-0.105\t1.250\t2.173\t0.742\t0.983\t-0.355\t2.215\t0.899\t1.597\t-1.502\t0.000\t0.756\t0.776\t0.861\t0.000\t0.862\t1.116\t1.064\t0.620\t1.366\t0.875\t0.823\n1\t1.470\t-0.196\t1.517\t1.281\t-1.078\t0.498\t1.118\t0.817\t0.000\t0.880\t0.466\t-0.025\t2.215\t0.354\t0.695\t0.613\t2.548\t0.741\t1.589\t-0.024\t0.000\t0.738\t0.750\t1.369\t0.810\t0.334\t0.772\t0.811\n0\t0.824\t-0.572\t0.445\t1.562\t1.177\t0.424\t0.986\t-0.285\t0.000\t1.084\t-0.533\t-1.585\t1.107\t0.458\t1.272\t0.093\t2.548\t1.387\t-0.421\t-0.625\t0.000\t0.983\t0.867\t0.986\t0.933\t1.132\t0.867\t0.754\n0\t1.107\t0.185\t0.511\t1.841\t0.997\t1.114\t-0.310\t0.163\t2.173\t1.480\t-0.102\t-1.394\t2.215\t0.816\t1.242\t-1.247\t0.000\t1.930\t-0.401\t-0.870\t0.000\t1.537\t1.136\t0.982\t1.146\t1.873\t1.256\t1.215\n1\t1.160\t0.148\t-1.481\t1.052\t1.393\t1.282\t0.482\t0.127\t2.173\t1.187\t0.880\t-0.744\t0.000\t1.524\t-0.554\t1.214\t2.548\t0.577\t1.423\t-1.029\t0.000\t0.521\t1.197\t0.992\t0.950\t1.760\t1.240\t1.101\n0\t1.125\t-0.023\t0.571\t2.183\t0.659\t1.180\t-2.621\t-1.354\t0.000\t0.493\t-0.921\t-0.156\t0.000\t0.536\t-1.246\t-1.282\t2.548\t1.003\t-0.080\t1.445\t3.102\t0.375\t0.671\t0.994\t1.268\t0.520\t0.865\t0.831\n0\t0.572\t-1.082\t1.237\t0.366\t0.884\t1.160\t-0.942\t-1.194\t2.173\t0.931\t1.636\t-0.235\t0.000\t0.937\t1.232\t0.317\t0.000\t0.795\t0.560\t1.101\t3.102\t0.724\t0.766\t0.983\t1.114\t1.281\t1.517\t1.205\n1\t0.822\t-0.424\t0.850\t0.847\t-0.121\t0.648\t-0.534\t0.507\t0.000\t0.555\t0.537\t0.487\t0.000\t1.544\t0.765\t-1.156\t2.548\t1.155\t-0.493\t-1.511\t0.000\t0.731\t0.859\t0.988\t1.040\t0.877\t0.894\t0.778\n1\t0.814\t1.536\t0.768\t1.029\t1.320\t0.423\t0.643\t-0.126\t0.000\t0.542\t0.904\t1.058\t0.000\t0.757\t0.133\t-1.652\t2.548\t2.039\t-0.514\t-0.615\t1.551\t0.901\t1.127\t0.993\t1.126\t0.850\t1.502\t1.165\n0\t0.435\t0.596\t0.383\t1.381\t-0.633\t1.185\t0.587\t-0.911\t2.173\t1.912\t0.653\t1.163\t1.107\t0.779\t-0.074\t0.126\t0.000\t1.163\t0.050\t0.725\t0.000\t0.795\t0.931\t0.990\t0.862\t2.118\t1.217\t0.963\n0\t0.282\t1.717\t-0.049\t0.691\t1.475\t0.545\t-1.093\t-1.644\t2.173\t0.375\t-0.914\t0.318\t1.107\t0.851\t1.328\t-1.305\t0.000\t0.644\t0.662\t0.129\t0.000\t0.895\t0.889\t0.978\t0.837\t0.654\t0.787\t0.688\n0\t0.967\t-1.856\t1.209\t1.110\t0.524\t0.561\t-1.422\t-1.119\t2.173\t1.007\t-1.102\t-0.664\t1.107\t0.479\t2.386\t0.009\t0.000\t1.347\t-1.531\t0.952\t0.000\t4.126\t2.738\t0.994\t1.213\t0.472\t1.778\t1.882\n1\t1.550\t0.155\t-0.658\t1.057\t-1.623\t1.366\t-0.592\t0.869\t1.087\t0.390\t0.430\t1.415\t0.000\t1.817\t-0.810\t-0.788\t2.548\t0.895\t-0.593\t0.340\t0.000\t0.789\t1.015\t1.354\t1.588\t1.978\t1.294\t1.013\n0\t0.663\t0.443\t1.595\t1.656\t-0.814\t0.932\t0.949\t0.868\t0.000\t1.306\t0.267\t-0.527\t2.215\t0.668\t1.585\t1.476\t0.000\t0.520\t-0.273\t0.949\t3.102\t0.932\t0.713\t1.199\t0.824\t0.757\t0.912\t0.875\n0\t1.217\t0.824\t-0.703\t1.283\t-1.079\t1.068\t0.234\t0.445\t0.000\t0.762\t1.072\t-1.408\t2.215\t1.784\t-0.205\t1.039\t2.548\t0.703\t0.144\t-0.338\t0.000\t0.898\t0.833\t0.986\t0.736\t1.334\t0.995\t0.961\n1\t0.364\t-0.536\t-0.680\t1.876\t-1.693\t1.025\t0.700\t-0.189\t2.173\t0.331\t1.325\t-1.679\t0.000\t1.138\t0.324\t0.764\t2.548\t0.392\t0.200\t0.503\t0.000\t0.514\t0.733\t0.993\t0.901\t1.046\t0.962\t0.743\n1\t0.464\t-1.659\t-1.709\t0.751\t0.889\t1.336\t-1.347\t-0.664\t2.173\t0.551\t-0.034\t1.036\t0.000\t0.652\t-0.085\t1.577\t0.000\t0.711\t-1.050\t0.464\t3.102\t0.432\t0.545\t0.980\t1.201\t0.878\t0.882\t0.781\n0\t0.818\t-0.167\t0.712\t0.375\t0.669\t0.776\t0.948\t-0.412\t1.087\t0.571\t1.797\t-0.796\t0.000\t0.582\t2.000\t1.229\t0.000\t1.362\t0.164\t1.638\t3.102\t0.870\t1.002\t0.980\t1.376\t1.129\t1.003\t1.122\n0\t0.685\t-0.068\t-0.902\t0.591\t-0.364\t1.134\t-0.288\t-1.151\t1.087\t0.667\t-0.881\t0.815\t0.000\t0.767\t0.432\t1.133\t0.000\t1.338\t-1.114\t-0.134\t3.102\t0.875\t0.984\t0.983\t0.849\t1.257\t0.961\t0.833\n1\t0.759\t-2.048\t-0.172\t0.868\t-0.740\t0.627\t-0.155\t-1.540\t1.087\t0.765\t-1.188\t0.586\t0.000\t2.008\t-0.541\t0.957\t2.548\t1.348\t-0.227\t-0.781\t0.000\t0.674\t0.985\t0.987\t1.005\t1.129\t0.981\t0.805\n1\t1.083\t-0.260\t1.273\t0.503\t-0.938\t0.838\t0.314\t0.178\t0.000\t1.490\t-0.108\t-1.602\t2.215\t1.038\t-0.642\t-0.265\t0.000\t0.515\t-0.791\t-0.581\t0.000\t0.929\t0.797\t0.987\t0.714\t0.947\t0.884\t0.753\n1\t1.112\t0.889\t-0.073\t1.016\t1.533\t0.928\t1.041\t1.197\t0.000\t0.386\t0.631\t-1.521\t0.000\t1.284\t0.808\t-0.347\t1.274\t0.615\t-0.752\t-0.584\t1.551\t0.850\t1.012\t1.461\t0.920\t0.707\t0.825\t0.781\n1\t0.888\t0.302\t-0.757\t0.950\t1.723\t2.275\t-1.051\t-0.134\t0.000\t2.279\t0.623\t1.436\t2.215\t1.289\t-0.329\t1.498\t2.548\t1.043\t0.236\t0.040\t0.000\t1.742\t1.911\t1.002\t1.039\t0.958\t2.108\t1.631\n1\t1.774\t1.677\t1.585\t0.296\t-0.720\t0.859\t0.300\t0.499\t2.173\t0.982\t-2.216\t-0.213\t0.000\t0.972\t-0.283\t-1.237\t2.548\t0.447\t-0.110\t1.004\t0.000\t0.713\t0.957\t0.988\t1.104\t1.193\t1.037\t0.987\n0\t1.123\t-0.804\t0.993\t1.180\t-0.034\t0.726\t0.198\t-1.618\t2.173\t0.817\t0.311\t-0.535\t2.215\t0.309\t1.781\t0.748\t0.000\t0.444\t-2.015\t-0.788\t0.000\t1.211\t0.916\t1.274\t1.190\t0.941\t0.938\t0.843\n0\t0.548\t0.383\t-1.439\t4.161\t1.566\t1.719\t-0.062\t-0.525\t2.173\t0.570\t1.069\t1.366\t2.215\t1.896\t0.179\t0.217\t0.000\t0.396\t-0.309\t-0.680\t0.000\t0.744\t0.925\t0.995\t2.199\t1.699\t1.489\t1.285\n0\t0.401\t-0.234\t-0.005\t1.731\t1.015\t0.416\t-0.996\t-0.812\t2.173\t0.466\t-2.770\t0.696\t0.000\t0.667\t-0.318\t-1.051\t2.548\t0.629\t-1.451\t1.302\t0.000\t0.630\t0.873\t0.984\t0.843\t0.260\t0.634\t0.686\n1\t3.088\t-0.690\t0.845\t1.949\t0.139\t3.365\t-2.020\t-1.150\t0.000\t1.050\t-0.216\t-0.058\t2.215\t1.296\t0.027\t0.427\t2.548\t0.948\t-0.508\t-0.425\t0.000\t0.825\t0.738\t2.018\t1.291\t0.547\t0.887\t0.823\n0\t1.214\t-0.221\t0.144\t0.294\t-0.296\t0.551\t-0.193\t-0.874\t2.173\t0.826\t0.409\t1.310\t2.215\t0.813\t1.491\t0.852\t0.000\t1.044\t-1.803\t1.513\t0.000\t1.050\t0.927\t0.980\t0.767\t0.966\t0.804\t0.767\n1\t0.618\t-0.874\t-0.632\t0.707\t0.888\t0.812\t-0.659\t0.467\t0.000\t0.617\t-0.591\t1.535\t0.000\t0.586\t1.257\t-1.571\t0.000\t1.051\t1.229\t-0.555\t0.000\t0.897\t0.669\t0.984\t0.696\t0.517\t0.489\t0.512\n1\t1.461\t-0.927\t0.604\t0.819\t-0.063\t0.969\t-0.121\t-1.382\t2.173\t0.406\t0.795\t-1.081\t0.000\t0.892\t0.500\t-0.225\t2.548\t1.390\t-0.188\t1.154\t0.000\t0.941\t1.037\t0.992\t1.043\t1.076\t1.068\t0.888\n0\t0.494\t-1.134\t0.454\t0.806\t-0.221\t1.302\t-0.679\t-0.981\t0.000\t1.184\t0.148\t0.750\t2.215\t0.719\t-1.043\t-0.384\t2.548\t1.168\t0.614\t1.115\t0.000\t1.055\t0.820\t0.992\t1.679\t1.079\t1.096\t1.017\n1\t1.475\t-0.207\t-1.642\t0.893\t-1.355\t0.452\t-2.122\t0.539\t0.000\t1.489\t0.460\t0.157\t2.215\t0.699\t0.305\t1.118\t2.548\t0.369\t-2.205\t-1.591\t0.000\t0.607\t1.058\t0.996\t1.602\t0.829\t1.200\t1.136\n1\t1.268\t-0.136\t-0.667\t0.937\t-1.623\t0.825\t1.929\t0.691\t0.000\t1.436\t1.513\t-0.343\t2.215\t1.266\t1.040\t-1.732\t2.548\t1.296\t0.259\t1.166\t0.000\t1.584\t1.217\t1.145\t1.484\t1.393\t1.134\t1.208\n0\t0.293\t-0.924\t1.135\t0.274\t0.274\t0.999\t0.256\t1.573\t0.000\t1.266\t1.105\t-0.451\t2.215\t0.565\t0.237\t-0.070\t2.548\t0.677\t0.956\t1.216\t0.000\t0.701\t0.815\t0.995\t0.851\t0.508\t0.876\t0.743\n0\t0.344\t-1.962\t0.923\t0.828\t-1.016\t1.002\t-1.092\t1.741\t2.173\t0.847\t0.504\t0.631\t2.215\t1.083\t0.537\t0.023\t0.000\t1.290\t-0.527\t-0.405\t0.000\t0.979\t0.904\t0.985\t0.770\t1.674\t1.129\t0.941\n1\t2.268\t0.002\t-1.467\t0.716\t1.054\t1.014\t-2.028\t0.571\t0.000\t1.280\t-0.803\t0.197\t2.215\t0.318\t0.778\t1.463\t0.000\t1.311\t-0.198\t-0.398\t0.000\t0.818\t0.888\t1.349\t0.697\t0.828\t0.941\t0.795\n0\t0.652\t-1.514\t-0.848\t0.754\t0.345\t0.646\t0.049\t1.311\t2.173\t0.846\t-0.052\t-0.945\t0.000\t0.978\t-1.747\t1.403\t0.000\t1.598\t0.232\t0.565\t3.102\t1.027\t1.060\t0.992\t1.345\t0.682\t1.097\t1.177\n0\t1.156\t-0.306\t-0.768\t0.686\t0.001\t0.734\t-1.533\t1.189\t0.000\t0.621\t-0.917\t-1.632\t2.215\t1.237\t-0.003\t-1.656\t2.548\t2.604\t-0.559\t0.245\t0.000\t0.977\t1.170\t0.990\t0.758\t0.454\t0.723\t0.761\n1\t0.481\t1.567\t1.452\t0.725\t0.217\t0.786\t1.649\t0.035\t0.000\t1.263\t1.379\t-1.362\t0.000\t1.261\t0.675\t-0.105\t0.000\t1.911\t0.935\t1.177\t3.102\t0.886\t1.213\t0.981\t0.740\t0.988\t0.967\t0.802\n1\t2.003\t-1.935\t-0.837\t0.898\t-1.114\t1.113\t-1.472\t0.662\t2.173\t0.408\t-1.500\t-0.126\t0.000\t0.734\t-1.541\t1.083\t0.000\t0.581\t-0.202\t-1.125\t3.102\t0.747\t0.659\t0.990\t0.927\t1.021\t1.128\t0.895\n0\t1.419\t-0.405\t1.666\t0.851\t0.666\t1.103\t0.506\t0.017\t2.173\t0.974\t0.270\t-1.143\t2.215\t0.398\t2.606\t-1.545\t0.000\t0.748\t-0.638\t1.109\t0.000\t1.844\t1.333\t1.194\t1.333\t1.332\t1.101\t1.090\n0\t1.712\t0.807\t-0.387\t0.438\t-0.023\t0.852\t1.157\t-1.426\t1.087\t0.816\t0.855\t1.522\t0.000\t0.499\t-0.900\t0.458\t0.000\t1.457\t0.734\t0.614\t3.102\t1.324\t0.960\t0.974\t1.116\t1.149\t0.882\t0.881\n0\t0.997\t-0.060\t-1.725\t0.858\t0.967\t1.708\t-0.072\t1.255\t1.087\t2.161\t0.228\t-0.285\t2.215\t1.086\t-0.314\t-0.575\t0.000\t1.001\t0.343\t-1.034\t0.000\t0.641\t0.805\t0.987\t0.772\t2.814\t1.408\t1.166\n1\t0.897\t-1.121\t-0.198\t0.872\t-0.064\t1.023\t0.182\t1.481\t2.173\t0.467\t0.571\t0.041\t0.000\t1.482\t-1.082\t-1.506\t2.548\t0.438\t-0.909\t-0.544\t0.000\t0.629\t0.970\t0.980\t1.120\t1.318\t1.076\t0.875\n0\t0.777\t-1.080\t0.919\t0.336\t1.664\t0.667\t-0.843\t0.029\t1.087\t1.013\t-2.107\t1.360\t0.000\t1.308\t0.078\t-0.461\t2.548\t1.412\t-0.102\t-1.201\t0.000\t2.213\t1.628\t0.995\t0.879\t0.753\t1.230\t1.024\n1\t1.037\t-0.235\t1.710\t1.065\t0.770\t1.152\t0.552\t-0.441\t0.000\t0.639\t0.679\t0.018\t1.107\t1.456\t1.574\t1.675\t0.000\t0.697\t0.064\t0.839\t3.102\t0.959\t0.800\t1.091\t0.550\t0.449\t0.572\t0.714\n0\t0.776\t-1.201\t1.187\t0.940\t0.985\t1.015\t-0.859\t1.525\t2.173\t1.029\t0.177\t-0.514\t0.000\t1.678\t0.589\t-0.118\t0.000\t1.456\t0.357\t-1.136\t3.102\t0.847\t0.897\t0.984\t0.768\t1.246\t1.214\t1.079\n1\t0.300\t1.489\t0.710\t1.582\t-1.352\t0.734\t-0.527\t-0.915\t2.173\t1.004\t-0.589\t0.136\t0.000\t1.089\t0.133\t1.458\t0.000\t0.991\t0.513\t-0.156\t3.102\t0.801\t0.841\t0.990\t0.937\t0.791\t1.233\t1.026\n1\t1.054\t1.127\t-0.895\t1.464\t-1.064\t2.065\t0.745\t-0.767\t0.000\t1.484\t-2.224\t0.989\t0.000\t1.532\t0.459\t-0.188\t1.274\t1.428\t0.041\t1.127\t0.000\t1.009\t1.090\t0.987\t0.983\t1.135\t0.857\t0.853\n1\t0.771\t-0.245\t-0.555\t0.331\t0.539\t1.323\t-0.321\t0.821\t2.173\t1.378\t-0.030\t-1.411\t0.000\t1.633\t0.826\t-0.092\t0.000\t2.254\t0.500\t-0.667\t3.102\t0.791\t0.915\t0.987\t1.085\t1.983\t1.236\t0.999\n0\t0.497\t-0.892\t0.853\t2.375\t1.693\t1.054\t-0.912\t-1.481\t2.173\t0.999\t1.871\t0.139\t0.000\t1.160\t1.508\t-0.491\t0.000\t2.352\t0.802\t0.198\t3.102\t0.915\t0.898\t1.034\t0.747\t2.460\t1.887\t1.907\n0\t0.416\t0.392\t-0.759\t1.281\t0.400\t2.364\t-0.627\t-0.194\t1.087\t3.397\t-0.943\t1.511\t0.000\t0.901\t-0.626\t-1.349\t2.548\t0.423\t-1.178\t-1.569\t0.000\t0.660\t0.805\t0.992\t1.891\t1.570\t1.798\t1.762\n0\t0.708\t-0.845\t1.199\t1.922\t0.701\t0.879\t-0.527\t-1.126\t0.000\t0.753\t-0.050\t-0.809\t0.000\t0.689\t-0.932\t-0.206\t2.548\t0.438\t0.034\t-1.389\t0.000\t0.644\t0.779\t0.985\t0.784\t0.582\t0.640\t0.894\n0\t0.660\t0.162\t1.201\t1.598\t0.578\t1.440\t-0.323\t-1.692\t2.173\t0.865\t0.521\t-0.439\t2.215\t0.667\t2.015\t1.666\t0.000\t2.001\t-0.441\t-0.057\t0.000\t0.847\t1.015\t0.988\t1.275\t1.655\t1.177\t1.062\n1\t1.633\t1.751\t0.564\t1.253\t-0.034\t0.486\t0.342\t-0.395\t2.173\t1.362\t1.139\t1.569\t2.215\t1.600\t0.252\t-0.935\t0.000\t0.543\t0.501\t1.391\t0.000\t0.905\t1.104\t1.015\t1.037\t1.280\t1.070\t1.034\n1\t1.128\t-0.570\t1.282\t1.171\t0.793\t0.715\t-1.000\t-0.976\t2.173\t0.488\t0.186\t-0.468\t0.000\t0.902\t-2.204\t0.123\t0.000\t1.001\t-0.340\t-1.231\t0.000\t0.641\t0.617\t0.982\t0.568\t0.654\t0.715\t0.691\n0\t0.668\t2.430\t0.580\t1.473\t0.531\t0.747\t0.524\t-1.263\t2.173\t0.631\t1.073\t-0.965\t0.000\t0.630\t0.185\t0.573\t2.548\t0.419\t0.223\t-0.927\t0.000\t0.290\t0.597\t0.998\t1.304\t0.863\t0.893\t0.748\n0\t0.287\t1.741\t-0.970\t1.391\t0.141\t0.686\t-0.264\t0.999\t2.173\t0.831\t0.041\t-0.889\t2.215\t0.463\t-1.589\t-1.335\t0.000\t0.710\t-0.002\t1.576\t0.000\t0.698\t0.727\t0.988\t0.809\t1.115\t0.792\t0.755\n0\t1.119\t-0.729\t1.165\t1.498\t0.525\t1.347\t1.253\t-1.165\t2.173\t0.626\t1.865\t1.032\t0.000\t1.274\t2.024\t-0.686\t0.000\t1.222\t0.620\t0.374\t3.102\t1.386\t1.127\t0.986\t2.416\t1.382\t1.578\t1.660\n1\t1.094\t0.030\t1.577\t0.553\t-0.142\t0.943\t0.329\t0.409\t2.173\t0.663\t-1.068\t-1.164\t0.000\t0.553\t1.249\t1.526\t2.548\t0.819\t-0.117\t-0.550\t0.000\t0.695\t0.961\t1.078\t0.889\t0.904\t0.873\t0.758\n0\t3.461\t-0.384\t0.379\t0.272\t0.551\t1.042\t0.218\t-1.297\t0.000\t0.528\t-0.126\t-0.579\t0.000\t0.753\t-1.071\t-1.543\t2.548\t0.827\t-0.030\t1.056\t3.102\t0.990\t0.898\t0.994\t0.664\t0.564\t0.762\t0.943\n1\t0.816\t1.238\t-0.400\t0.827\t-0.963\t1.249\t0.408\t1.130\t0.000\t0.587\t0.197\t-0.826\t0.000\t0.477\t1.234\t-1.710\t0.000\t0.629\t-0.359\t0.194\t3.102\t1.020\t0.866\t0.983\t0.794\t0.221\t0.712\t0.877\n0\t2.460\t1.484\t0.505\t0.705\t1.606\t0.960\t0.153\t-0.947\t2.173\t0.578\t-0.123\t1.218\t1.107\t1.338\t-0.841\t-0.801\t0.000\t0.539\t0.403\t1.285\t0.000\t1.144\t0.943\t1.528\t1.173\t1.030\t1.231\t1.233\n0\t0.920\t0.014\t1.698\t2.818\t-1.393\t1.419\t-0.921\t0.246\t1.087\t0.723\t0.599\t0.035\t0.000\t0.823\t0.240\t0.364\t0.000\t1.108\t-1.221\t-1.034\t0.000\t0.405\t1.118\t0.987\t0.759\t0.845\t1.449\t1.193\n0\t1.293\t0.725\t1.252\t1.644\t0.755\t0.892\t0.657\t0.060\t0.000\t1.631\t0.363\t-1.043\t2.215\t0.850\t-0.021\t1.585\t0.000\t0.710\t0.950\t-0.992\t3.102\t1.630\t1.022\t0.990\t1.574\t0.384\t1.008\t0.987\n0\t0.330\t0.885\t1.074\t1.794\t0.388\t0.730\t0.185\t-1.184\t0.000\t0.712\t-0.286\t-1.466\t2.215\t1.013\t0.494\t-0.057\t2.548\t0.564\t0.327\t1.417\t0.000\t0.708\t0.840\t0.987\t1.601\t0.945\t1.117\t1.022\n0\t0.656\t1.392\t1.554\t0.670\t-0.518\t0.514\t-1.339\t1.739\t0.000\t1.201\t0.789\t0.734\t2.215\t1.125\t-0.120\t-0.368\t2.548\t0.560\t0.553\t-1.163\t0.000\t1.056\t0.980\t0.984\t0.833\t1.199\t0.998\t0.885\n1\t0.423\t-2.302\t0.267\t1.010\t-1.158\t0.883\t-1.273\t1.721\t0.000\t1.078\t0.181\t-0.416\t2.215\t0.841\t-0.170\t0.839\t2.548\t0.853\t-1.063\t0.834\t0.000\t0.952\t0.876\t0.991\t1.177\t0.935\t0.971\t0.896\n1\t1.873\t1.060\t0.675\t0.788\t0.154\t0.610\t0.769\t1.590\t0.000\t0.918\t1.403\t-1.431\t2.215\t0.815\t0.108\t-0.711\t2.548\t0.664\t1.562\t-0.701\t0.000\t1.023\t0.861\t0.990\t1.165\t0.858\t0.891\t0.800\n1\t1.276\t0.166\t1.592\t0.361\t-0.825\t1.056\t0.197\t-0.731\t1.087\t1.859\t0.913\t0.689\t0.000\t1.087\t0.805\t-1.682\t2.548\t1.234\t0.867\t-0.443\t0.000\t1.684\t1.341\t0.987\t0.953\t1.111\t1.175\t0.985\n1\t1.089\t1.490\t-0.347\t0.779\t0.861\t0.859\t0.031\t1.633\t2.173\t0.863\t-0.023\t-0.767\t0.000\t1.479\t-0.004\t0.621\t0.000\t0.679\t-0.575\t-0.870\t3.102\t1.221\t1.028\t1.131\t0.979\t0.693\t0.938\t0.890\n0\t0.953\t-0.251\t0.904\t0.959\t1.672\t0.336\t0.816\t-1.456\t0.000\t0.754\t0.256\t-0.385\t1.107\t0.403\t1.815\t1.181\t0.000\t1.197\t-0.583\t-0.058\t3.102\t0.614\t1.006\t0.989\t0.893\t0.497\t0.705\t0.702\n1\t0.308\t-2.192\t0.890\t0.521\t0.757\t1.301\t0.095\t0.658\t2.173\t0.951\t-0.301\t-0.651\t0.000\t1.563\t-0.420\t-1.353\t0.000\t0.750\t0.164\t-1.030\t3.102\t1.116\t0.643\t1.001\t0.860\t1.045\t1.035\t0.884\n0\t1.462\t0.573\t-0.047\t1.309\t-0.472\t0.849\t-0.441\t1.178\t0.000\t0.702\t0.437\t0.660\t0.000\t1.074\t-0.263\t1.728\t2.548\t0.977\t0.632\t-0.350\t0.000\t0.868\t0.945\t0.981\t0.713\t0.659\t0.762\t0.708\n0\t1.580\t-1.134\t-0.592\t0.443\t-1.655\t0.964\t-0.532\t-1.665\t2.173\t1.195\t-1.272\t0.341\t2.215\t0.653\t0.048\t0.520\t0.000\t0.792\t0.922\t0.883\t0.000\t0.770\t0.897\t0.989\t0.951\t1.658\t0.989\t0.922\n1\t1.909\t0.355\t1.698\t1.529\t0.946\t2.153\t1.530\t0.204\t0.000\t1.132\t0.278\t-1.241\t0.000\t1.810\t-1.254\t-1.553\t0.000\t1.594\t-0.946\t-1.131\t3.102\t0.997\t0.870\t1.482\t1.005\t0.843\t1.002\t0.889\n1\t1.415\t0.643\t-0.145\t1.454\t-0.794\t0.945\t-1.441\t0.416\t0.000\t0.430\t-0.744\t-0.801\t0.000\t2.393\t-0.038\t1.508\t1.274\t1.212\t-0.407\t-1.299\t3.102\t1.296\t1.114\t1.095\t1.590\t0.803\t1.109\t1.267\n1\t0.652\t0.252\t-1.499\t1.384\t1.618\t1.177\t0.362\t-0.256\t2.173\t0.479\t-1.218\t0.398\t0.000\t1.138\t-0.128\t1.507\t0.000\t0.645\t-1.022\t-0.100\t1.551\t1.160\t0.789\t0.984\t1.490\t0.825\t0.987\t0.902\n0\t1.189\t-0.130\t-0.622\t0.682\t1.450\t1.221\t-0.767\t-0.096\t1.087\t1.489\t0.185\t1.665\t2.215\t0.916\t0.674\t0.708\t0.000\t0.595\t1.868\t-0.986\t0.000\t1.042\t1.008\t1.193\t1.062\t2.220\t1.291\t1.050\n1\t0.968\t-0.533\t1.530\t0.743\t0.462\t0.711\t-0.684\t-0.377\t2.173\t0.833\t-1.159\t0.458\t1.107\t0.885\t0.270\t-1.274\t0.000\t0.626\t1.109\t1.129\t0.000\t0.812\t1.061\t0.987\t0.681\t0.826\t0.891\t0.793\n0\t0.406\t1.366\t1.610\t0.781\t0.135\t0.616\t1.246\t-0.532\t0.000\t1.021\t-0.456\t1.117\t2.215\t0.897\t0.084\t0.704\t0.000\t1.844\t0.040\t-1.681\t0.000\t1.132\t1.023\t0.992\t1.603\t0.813\t1.417\t1.279\n1\t0.447\t1.908\t0.460\t1.002\t-0.167\t1.029\t0.659\t-1.673\t0.000\t0.899\t1.239\t1.330\t2.215\t1.184\t0.792\t-0.067\t0.000\t0.914\t0.673\t-0.429\t3.102\t1.980\t1.181\t0.993\t0.902\t0.841\t0.859\t0.793\n0\t1.383\t-0.570\t-0.270\t0.350\t1.194\t1.593\t-1.290\t1.526\t2.173\t1.433\t0.163\t0.100\t0.000\t2.176\t-0.969\t-0.894\t1.274\t0.883\t-0.867\t0.942\t0.000\t0.775\t1.077\t0.989\t1.328\t1.918\t1.145\t0.943\n1\t0.544\t1.659\t1.034\t0.499\t-1.600\t1.212\t0.812\t-0.784\t2.173\t1.615\t1.098\t1.119\t2.215\t1.523\t-2.438\t0.353\t0.000\t0.732\t0.806\t-0.075\t0.000\t0.826\t0.948\t0.987\t0.994\t2.063\t1.040\t0.842\n0\t0.970\t-0.085\t0.092\t1.275\t-0.960\t0.467\t-0.884\t1.163\t2.173\t0.394\t1.020\t-1.021\t2.215\t0.346\t-2.272\t0.798\t0.000\t0.734\t2.057\t0.700\t0.000\t0.715\t0.590\t1.251\t0.965\t0.922\t0.850\t0.877\n0\t0.350\t-1.924\t0.103\t1.524\t0.105\t0.508\t0.522\t-0.361\t2.173\t0.735\t-1.044\t0.887\t0.000\t1.191\t0.078\t-1.191\t0.000\t0.507\t-0.510\t-1.129\t0.000\t0.793\t0.951\t0.985\t0.541\t0.432\t0.565\t0.583\n1\t0.871\t-0.232\t-0.624\t0.370\t0.847\t0.765\t-0.658\t-1.395\t1.087\t0.675\t-0.359\t0.830\t0.000\t0.990\t0.208\t-0.784\t2.548\t0.718\t0.587\t0.312\t0.000\t1.158\t1.027\t0.987\t0.754\t0.756\t0.881\t0.792\n0\t1.059\t0.150\t0.915\t1.409\t-0.156\t0.652\t-1.456\t1.143\t0.000\t0.845\t-0.882\t-0.937\t2.215\t0.757\t0.419\t-0.969\t2.548\t0.527\t-0.347\t-1.527\t0.000\t0.777\t1.006\t1.391\t1.134\t0.628\t0.799\t0.850\n0\t1.475\t-0.470\t-1.039\t1.301\t-1.536\t1.157\t-0.068\t0.485\t0.000\t0.847\t0.087\t-0.255\t2.215\t0.747\t0.678\t0.841\t0.000\t1.108\t-0.294\t1.553\t3.102\t0.875\t0.938\t0.995\t0.682\t0.894\t0.763\t0.966\n0\t4.249\t0.396\t1.708\t1.297\t-0.379\t1.441\t0.454\t-0.078\t0.000\t0.455\t-0.362\t-0.369\t0.000\t1.290\t-0.386\t1.415\t2.548\t1.151\t1.283\t0.252\t1.551\t0.861\t0.934\t3.098\t1.675\t1.339\t1.335\t1.356\n1\t1.019\t0.379\t-1.129\t0.510\t1.353\t0.875\t0.427\t1.390\t0.000\t0.886\t0.573\t0.858\t0.000\t1.797\t0.046\t-0.869\t2.548\t1.704\t1.894\t1.105\t0.000\t0.878\t0.627\t0.989\t0.732\t0.715\t0.864\t0.752\n1\t0.596\t0.983\t0.343\t0.540\t-0.977\t0.629\t-2.631\t-1.197\t0.000\t1.758\t-0.941\t0.639\t1.107\t1.330\t-0.368\t0.057\t2.548\t0.767\t0.184\t-0.398\t0.000\t0.817\t1.827\t0.988\t2.226\t0.936\t1.507\t2.233\n0\t1.130\t0.638\t-0.230\t1.695\t-0.253\t1.325\t-1.135\t1.463\t0.000\t0.406\t-0.831\t0.943\t0.000\t0.592\t0.541\t-1.213\t1.274\t0.484\t0.488\t1.500\t3.102\t0.740\t1.088\t0.995\t0.756\t0.262\t0.681\t1.357\n0\t0.722\t1.565\t-0.654\t0.779\t0.432\t1.042\t1.780\t1.664\t0.000\t1.244\t0.873\t0.284\t1.107\t1.105\t0.803\t-0.945\t2.548\t0.627\t1.493\t-1.101\t0.000\t0.929\t1.124\t0.987\t0.912\t1.115\t1.034\t0.916\n0\t0.618\t0.383\t-1.335\t1.571\t-0.298\t0.660\t0.171\t0.944\t1.087\t0.670\t-1.042\t0.537\t2.215\t0.802\t0.935\t-1.276\t0.000\t0.910\t-0.943\t-1.571\t0.000\t1.252\t1.072\t1.098\t1.042\t0.739\t0.839\t0.843\n0\t0.914\t0.618\t-0.486\t0.910\t0.350\t1.025\t0.352\t-1.717\t0.000\t1.079\t1.035\t1.060\t2.215\t0.734\t2.538\t-0.335\t0.000\t0.958\t0.000\t-0.795\t3.102\t2.819\t1.724\t0.987\t0.988\t1.047\t1.185\t1.066\n0\t0.503\t1.340\t0.288\t0.767\t-0.302\t0.733\t-1.903\t-0.029\t0.000\t0.782\t-0.136\t-1.124\t0.000\t0.776\t0.783\t1.027\t2.548\t0.606\t-1.304\t0.874\t3.102\t2.110\t1.223\t0.999\t0.716\t0.807\t1.076\t0.977\n1\t0.843\t0.279\t0.455\t1.342\t1.635\t0.753\t-0.342\t0.191\t0.000\t1.429\t0.595\t-0.822\t2.215\t1.472\t0.128\t-1.667\t2.548\t0.500\t0.816\t0.463\t0.000\t0.705\t1.115\t1.288\t1.174\t1.126\t0.946\t0.882\n1\t0.694\t0.222\t-1.514\t0.771\t-0.154\t0.805\t-0.337\t0.935\t0.000\t1.305\t0.524\t-0.245\t2.215\t1.259\t0.043\t1.434\t0.000\t0.735\t-0.033\t-0.698\t0.000\t0.862\t0.984\t0.985\t0.777\t1.021\t1.008\t0.844\n1\t0.392\t2.157\t-1.651\t0.639\t0.438\t0.568\t0.011\t-1.332\t2.173\t0.924\t0.867\t0.160\t0.000\t1.248\t0.298\t1.271\t1.274\t1.293\t0.871\t-0.495\t0.000\t0.799\t1.056\t0.995\t0.728\t0.768\t0.837\t0.732\n0\t2.519\t-0.075\t0.013\t0.113\t-0.626\t2.054\t1.511\t1.508\t0.000\t0.960\t-0.519\t-0.686\t2.215\t0.596\t1.439\t0.432\t2.548\t0.693\t0.218\t-0.778\t0.000\t2.025\t1.332\t0.994\t0.810\t1.223\t1.465\t1.489\n0\t0.989\t-0.344\t0.276\t0.696\t1.670\t0.826\t-2.074\t-0.574\t0.000\t0.508\t0.217\t-0.368\t2.215\t0.810\t-0.302\t1.527\t2.548\t1.378\t-0.359\t0.802\t0.000\t1.349\t0.938\t1.093\t0.652\t0.702\t0.647\t0.622\n1\t0.917\t-0.215\t0.091\t0.536\t0.541\t0.955\t-0.554\t0.910\t2.173\t1.088\t-0.155\t1.590\t1.107\t1.552\t-2.015\t-0.527\t0.000\t1.027\t1.195\t-0.815\t0.000\t0.648\t1.548\t0.987\t1.007\t0.912\t1.226\t1.236\n1\t0.709\t0.204\t0.206\t0.982\t1.589\t1.418\t0.142\t-0.682\t2.173\t0.838\t0.549\t0.972\t0.000\t0.886\t1.217\t0.702\t0.000\t0.833\t-0.757\t1.378\t1.551\t0.981\t0.870\t1.096\t1.126\t1.273\t0.965\t0.834\n1\t0.820\t1.391\t0.467\t0.880\t-1.580\t2.628\t2.237\t-0.579\t0.000\t3.050\t1.546\t1.326\t0.000\t1.393\t0.804\t0.922\t2.548\t0.868\t0.483\t-0.348\t1.551\t1.041\t1.227\t1.133\t0.776\t0.776\t1.336\t1.126\n1\t0.975\t0.385\t0.742\t1.025\t1.438\t0.602\t1.012\t-0.824\t2.173\t0.413\t0.299\t-0.906\t0.000\t0.716\t1.701\t-0.263\t0.000\t0.655\t1.932\t1.408\t0.000\t0.852\t0.592\t0.990\t0.647\t0.513\t0.711\t0.694\n0\t1.113\t0.476\t0.374\t0.462\t-0.116\t1.361\t1.590\t0.563\t0.000\t0.984\t1.043\t-0.980\t2.215\t1.617\t1.001\t-1.661\t2.548\t1.197\t0.014\t-1.068\t0.000\t2.592\t1.802\t0.985\t1.047\t0.772\t1.239\t1.040\n1\t1.436\t-0.799\t-0.729\t0.619\t-0.095\t1.255\t0.655\t-0.688\t0.000\t1.760\t-1.056\t1.257\t0.000\t1.691\t0.195\t0.897\t2.548\t1.056\t-0.334\t-1.738\t3.102\t4.404\t2.358\t0.991\t1.187\t0.778\t1.561\t1.311\n0\t1.126\t1.239\t-0.945\t2.182\t-1.471\t1.819\t0.275\t0.252\t1.087\t1.497\t1.521\t1.626\t0.000\t1.109\t-0.460\t-0.198\t0.000\t0.928\t-0.001\t0.887\t3.102\t3.132\t1.788\t0.989\t2.199\t0.768\t1.510\t1.494\n1\t0.597\t-1.139\t0.845\t0.864\t-0.867\t1.552\t0.544\t0.719\t1.087\t1.664\t-2.370\t-0.557\t0.000\t1.811\t-0.605\t-1.699\t2.548\t0.837\t0.348\t-1.617\t0.000\t3.274\t2.378\t0.995\t1.555\t2.179\t2.579\t1.871\n0\t0.602\t1.322\t0.398\t0.505\t1.426\t0.354\t1.744\t1.191\t0.000\t0.647\t-0.111\t-0.249\t2.215\t0.371\t1.241\t-1.244\t2.548\t0.562\t1.285\t1.714\t0.000\t0.317\t0.898\t0.997\t0.587\t0.585\t0.550\t0.544\n1\t0.845\t0.653\t-1.409\t0.498\t0.293\t0.548\t0.949\t-0.228\t0.000\t1.120\t-0.211\t1.432\t1.107\t1.283\t-0.044\t0.005\t0.000\t1.150\t1.070\t-1.657\t3.102\t0.852\t1.072\t0.986\t0.927\t0.916\t0.960\t0.819\n0\t1.273\t-0.436\t0.729\t0.781\t-0.075\t0.876\t1.009\t-1.640\t0.000\t0.582\t0.669\t-0.311\t2.215\t1.126\t1.430\t-1.307\t0.000\t1.197\t-1.355\t0.344\t1.551\t1.004\t0.783\t0.992\t0.780\t1.159\t1.084\t0.956\n0\t1.311\t-1.875\t0.238\t0.473\t-1.436\t1.248\t-1.164\t0.708\t1.087\t1.093\t0.493\t-1.143\t0.000\t1.019\t-0.499\t-0.567\t2.548\t0.532\t-1.380\t1.368\t0.000\t0.819\t0.782\t1.089\t0.968\t1.358\t0.890\t0.865\n0\t1.038\t1.163\t-1.259\t0.345\t0.395\t0.401\t-0.649\t1.058\t0.000\t0.484\t-0.698\t-1.510\t2.215\t0.757\t0.942\t-0.035\t0.000\t0.977\t0.774\t0.673\t1.551\t0.767\t0.892\t0.992\t0.744\t0.809\t0.606\t0.672\n0\t0.729\t0.411\t0.935\t0.267\t0.955\t0.832\t0.260\t-0.252\t2.173\t0.989\t0.802\t-1.649\t2.215\t0.490\t1.250\t-1.364\t0.000\t0.674\t1.059\t0.356\t0.000\t0.634\t0.772\t0.992\t0.980\t1.326\t0.906\t0.770\n1\t1.175\t0.725\t1.159\t1.683\t0.737\t1.061\t0.286\t-0.972\t1.087\t0.577\t-2.075\t-1.139\t0.000\t0.603\t-0.589\t-1.068\t0.000\t1.510\t-0.106\t0.369\t3.102\t0.740\t1.105\t0.998\t1.453\t1.284\t1.031\t1.149\n1\t0.284\t-1.252\t-1.640\t0.604\t-1.592\t0.937\t-0.452\t-0.748\t2.173\t0.718\t0.566\t0.849\t0.000\t1.118\t-0.026\t1.265\t0.000\t1.149\t0.537\t0.026\t3.102\t0.660\t0.775\t0.994\t0.932\t0.949\t0.889\t0.781\n0\t0.734\t-1.009\t-1.301\t0.942\t0.395\t1.148\t-0.681\t-1.740\t2.173\t1.007\t-1.120\t-0.363\t2.215\t0.957\t-0.751\t0.637\t0.000\t0.448\t-1.576\t-0.071\t0.000\t0.591\t1.042\t1.151\t0.778\t1.543\t0.892\t0.760\n1\t0.361\t-0.003\t1.168\t1.350\t-1.245\t0.941\t2.218\t1.145\t0.000\t1.639\t0.319\t-1.209\t2.215\t0.665\t0.600\t-0.188\t0.000\t1.720\t-1.481\t0.614\t0.000\t0.924\t1.211\t0.988\t1.375\t1.438\t1.111\t1.110\n1\t0.413\t1.253\t1.293\t1.546\t-1.119\t1.008\t-0.320\t-0.074\t1.087\t1.049\t-0.609\t1.383\t0.000\t0.345\t0.588\t1.636\t0.000\t1.035\t0.810\t0.186\t1.551\t0.859\t0.935\t0.986\t1.822\t0.790\t1.176\t1.151\n0\t1.018\t0.183\t-0.998\t0.784\t1.332\t1.249\t1.100\t0.689\t0.000\t1.234\t-1.629\t-1.732\t0.000\t2.852\t-0.151\t-0.650\t2.548\t1.478\t1.144\t1.091\t0.000\t0.784\t0.970\t1.067\t1.042\t1.451\t1.489\t1.223\n0\t1.709\t0.490\t-0.954\t1.522\t-1.049\t3.217\t0.960\t-0.845\t2.173\t2.449\t-0.078\t1.016\t0.000\t1.798\t1.779\t1.466\t0.000\t1.647\t-0.025\t0.762\t0.000\t0.597\t1.381\t0.993\t0.789\t2.929\t2.437\t1.981\n1\t0.289\t1.879\t1.184\t0.791\t-0.736\t1.091\t0.048\t0.471\t0.000\t1.275\t-0.105\t-1.148\t1.107\t0.511\t0.691\t-0.162\t0.000\t0.398\t-0.830\t0.888\t0.000\t0.874\t1.012\t0.989\t0.777\t0.915\t0.959\t0.830\n1\t1.161\t0.041\t1.101\t1.481\t-1.570\t0.802\t0.608\t-0.833\t2.173\t0.745\t-1.236\t0.541\t0.000\t0.866\t-0.528\t-0.304\t0.000\t0.727\t0.155\t0.405\t1.551\t0.955\t0.672\t1.219\t1.113\t0.747\t0.826\t0.885\n0\t1.326\t1.110\t-0.130\t0.570\t-1.387\t0.687\t2.670\t-1.412\t0.000\t0.392\t2.874\t1.073\t0.000\t0.517\t0.619\t-1.592\t2.548\t0.612\t1.445\t0.359\t0.000\t0.876\t0.922\t1.090\t0.755\t0.439\t0.941\t0.865\n1\t1.096\t-1.541\t0.984\t1.706\t0.726\t1.683\t-2.458\t-1.181\t0.000\t1.308\t-0.025\t0.414\t0.000\t0.489\t-1.034\t-1.460\t0.000\t1.167\t-0.117\t-0.588\t3.102\t1.250\t1.475\t1.000\t1.472\t0.284\t1.189\t1.259\n1\t1.191\t-0.268\t-1.276\t2.063\t-0.507\t0.805\t0.697\t0.834\t2.173\t0.732\t-0.337\t1.161\t1.107\t0.568\t0.681\t-0.293\t0.000\t0.580\t1.085\t0.393\t0.000\t0.407\t0.741\t1.389\t1.506\t0.702\t1.081\t0.869\n0\t0.759\t-1.418\t1.172\t0.650\t-0.214\t0.647\t-0.817\t-1.471\t0.000\t0.405\t0.303\t0.819\t0.000\t0.649\t-0.937\t-0.021\t2.548\t1.058\t-0.971\t-0.933\t3.102\t0.792\t0.692\t0.987\t0.643\t0.465\t0.470\t0.493\n0\t1.236\t1.322\t0.317\t0.169\t-0.612\t0.633\t0.634\t-0.859\t2.173\t0.756\t-0.008\t1.497\t2.215\t0.352\t2.066\t0.476\t0.000\t0.517\t1.124\t1.722\t0.000\t0.480\t0.731\t0.996\t0.816\t0.929\t0.747\t0.640\n0\t0.450\t-2.087\t1.150\t1.544\t-1.348\t0.416\t0.324\t1.526\t2.173\t0.961\t-1.152\t0.051\t2.215\t0.326\t-0.962\t-0.975\t0.000\t1.190\t-0.302\t0.324\t0.000\t0.678\t0.692\t0.987\t1.011\t1.189\t0.913\t0.758\n0\t2.366\t-0.595\t-1.355\t0.526\t-0.868\t1.111\t-0.462\t0.165\t2.173\t0.840\t-1.443\t-1.740\t0.000\t1.345\t0.239\t0.702\t2.548\t0.678\t-1.505\t0.156\t0.000\t0.986\t1.309\t0.982\t1.256\t0.908\t1.135\t1.071\n1\t0.359\t-1.239\t1.738\t1.588\t-0.422\t1.116\t-0.081\t0.950\t0.000\t0.617\t-0.084\t0.318\t0.000\t0.610\t0.431\t1.271\t0.000\t1.700\t0.277\t-0.596\t3.102\t0.952\t1.089\t0.987\t0.852\t0.743\t0.890\t0.886\n1\t1.344\t-1.030\t1.373\t0.906\t-1.352\t0.776\t-1.175\t-0.471\t1.087\t0.866\t-0.480\t0.040\t2.215\t0.557\t-2.021\t-1.692\t0.000\t1.154\t-0.582\t1.000\t0.000\t0.940\t0.988\t0.988\t1.030\t0.685\t0.855\t0.780\n1\t1.208\t0.075\t-0.296\t0.776\t-1.691\t1.130\t-0.875\t0.296\t2.173\t0.530\t0.630\t-0.526\t0.000\t0.633\t1.059\t-1.442\t0.000\t1.224\t-0.023\t1.345\t0.000\t0.991\t1.097\t1.275\t1.195\t0.996\t1.174\t0.991\n0\t1.140\t0.471\t1.050\t0.777\t0.305\t0.398\t1.622\t0.588\t0.000\t0.973\t0.858\t-0.487\t2.215\t1.606\t0.128\t-1.619\t0.000\t1.290\t1.291\t1.525\t0.000\t0.819\t0.951\t0.984\t0.996\t0.582\t0.747\t0.767\n1\t1.304\t1.335\t0.020\t0.452\t-1.309\t0.983\t-0.200\t1.480\t2.173\t0.808\t0.800\t-0.493\t0.000\t0.730\t1.265\t1.419\t0.000\t0.979\t0.145\t0.615\t0.000\t0.863\t0.945\t0.990\t0.544\t0.696\t0.857\t0.741\n0\t1.495\t0.446\t-1.127\t0.129\t-0.859\t1.627\t0.837\t0.914\t2.173\t2.293\t-0.455\t-0.872\t2.215\t1.420\t1.459\t1.302\t0.000\t1.444\t-0.259\t-0.286\t0.000\t0.925\t1.302\t0.991\t1.532\t3.474\t1.640\t1.306\n0\t0.404\t-1.346\t-0.448\t1.259\t1.599\t0.535\t-0.632\t0.901\t2.173\t0.533\t0.054\t-0.814\t0.000\t1.517\t-0.503\t-0.122\t0.000\t1.518\t0.685\t-1.693\t3.102\t0.911\t0.970\t0.987\t0.990\t1.023\t0.878\t0.824\n1\t0.782\t0.424\t1.487\t0.621\t-1.014\t1.219\t0.611\t0.322\t2.173\t0.764\t-1.163\t-1.349\t0.000\t0.555\t0.261\t-0.943\t0.000\t0.543\t-0.590\t1.115\t3.102\t0.886\t0.638\t0.982\t1.166\t0.833\t0.966\t0.830\n1\t0.680\t-0.393\t0.703\t1.655\t1.011\t1.635\t0.717\t-0.549\t0.000\t1.320\t0.530\t1.333\t1.107\t0.939\t-1.891\t-1.114\t0.000\t0.610\t-1.099\t1.256\t0.000\t0.776\t0.972\t0.982\t0.694\t0.370\t1.056\t1.036\n0\t0.556\t-0.320\t0.031\t1.343\t-0.890\t0.766\t1.774\t1.062\t0.000\t0.533\t1.496\t0.289\t0.000\t0.747\t-0.732\t1.595\t1.274\t0.846\t1.209\t-0.690\t3.102\t0.889\t0.818\t0.987\t0.728\t0.996\t0.954\t1.171\n0\t1.772\t0.215\t-1.304\t0.590\t-0.558\t1.651\t0.335\t0.409\t0.000\t2.030\t-0.513\t0.383\t2.215\t2.939\t-0.116\t-0.854\t2.548\t4.223\t-0.638\t1.673\t0.000\t4.347\t2.862\t0.989\t0.734\t2.389\t2.189\t1.733\n0\t1.744\t-0.554\t-0.571\t1.660\t-1.072\t0.830\t-0.535\t0.923\t0.000\t0.662\t0.280\t0.460\t1.107\t0.519\t-0.810\t0.569\t2.548\t1.089\t-0.586\t1.722\t0.000\t0.963\t0.862\t1.026\t0.845\t0.393\t0.786\t0.840\n1\t0.711\t-1.553\t-0.870\t0.532\t-0.491\t0.953\t0.089\t-0.191\t2.173\t0.595\t-1.818\t1.694\t0.000\t0.722\t-0.364\t1.029\t2.548\t1.682\t-0.524\t1.489\t0.000\t0.895\t0.696\t0.976\t0.844\t0.956\t0.977\t0.851\n1\t1.110\t-1.111\t1.663\t0.573\t-0.899\t1.023\t-1.027\t-1.239\t2.173\t0.760\t-2.363\t0.948\t0.000\t1.549\t-0.053\t0.626\t0.000\t1.209\t-0.479\t-0.375\t3.102\t0.721\t0.968\t0.986\t0.713\t0.871\t0.896\t0.774\n1\t1.752\t-0.150\t0.386\t0.593\t1.175\t1.517\t0.492\t-1.101\t2.173\t0.868\t0.568\t0.421\t0.000\t0.730\t0.403\t1.345\t2.548\t0.472\t-1.094\t0.523\t0.000\t0.919\t0.736\t0.987\t1.619\t1.057\t1.074\t0.946\n0\t0.473\t0.506\t-1.549\t0.935\t-0.117\t1.359\t0.422\t-0.596\t2.173\t1.270\t0.044\t1.400\t0.000\t1.263\t0.745\t1.371\t1.274\t0.783\t0.443\t-0.006\t0.000\t0.675\t1.042\t0.988\t0.885\t1.631\t0.906\t0.803\n1\t0.917\t-1.681\t0.145\t0.334\t-1.622\t0.742\t-1.436\t-1.634\t0.000\t1.001\t-1.782\t1.281\t0.000\t0.706\t0.402\t-0.983\t2.548\t1.897\t-1.075\t-0.240\t3.102\t0.967\t1.315\t0.985\t0.847\t1.025\t1.062\t0.878\n1\t0.971\t0.163\t0.778\t1.031\t0.206\t1.092\t0.199\t-1.013\t2.173\t1.799\t1.554\t1.452\t0.000\t0.894\t0.365\t-0.064\t1.274\t2.427\t1.105\t-0.756\t0.000\t0.808\t1.267\t0.984\t1.269\t0.938\t1.244\t1.089\n1\t1.590\t0.352\t-1.421\t2.307\t1.672\t3.202\t-1.932\t0.194\t0.000\t0.810\t-0.943\t-0.542\t1.107\t0.913\t1.072\t-1.353\t2.548\t0.789\t0.289\t1.626\t0.000\t0.248\t0.750\t0.983\t0.779\t1.330\t1.004\t0.744\n1\t0.568\t1.035\t0.160\t0.449\t0.972\t1.114\t0.668\t-1.360\t2.173\t0.750\t-0.121\t-1.572\t0.000\t1.433\t1.031\t0.459\t0.000\t1.392\t0.290\t0.100\t0.000\t0.799\t0.852\t0.976\t1.050\t0.595\t0.929\t0.815\n1\t1.557\t-0.936\t0.623\t1.151\t0.265\t0.989\t-0.450\t-0.873\t2.173\t0.392\t1.086\t1.712\t0.000\t0.669\t-1.024\t-1.689\t1.274\t0.666\t-0.842\t1.052\t0.000\t0.929\t1.061\t0.993\t0.850\t0.763\t0.989\t0.936\n0\t1.505\t-0.075\t0.554\t0.589\t-0.844\t0.882\t-0.618\t-1.269\t0.000\t1.403\t-0.222\t-0.119\t0.000\t0.942\t0.509\t1.691\t2.548\t0.845\t-0.539\t-0.482\t0.000\t0.860\t0.951\t1.241\t0.887\t0.454\t0.693\t0.733\n1\t0.449\t1.020\t1.663\t1.393\t1.238\t1.210\t-0.425\t-0.367\t1.087\t0.845\t-0.547\t-1.164\t2.215\t0.643\t-0.714\t0.661\t0.000\t0.439\t-2.061\t1.302\t0.000\t0.642\t1.108\t0.987\t0.869\t0.984\t0.973\t0.869\n1\t1.106\t0.979\t0.037\t0.767\t-0.411\t0.363\t2.416\t0.862\t0.000\t1.432\t-0.508\t-1.699\t1.107\t0.639\t1.755\t-0.415\t0.000\t0.762\t-0.891\t0.671\t1.551\t0.822\t1.453\t0.990\t1.364\t0.838\t1.401\t1.181\n1\t1.638\t0.507\t0.156\t0.644\t-0.676\t0.941\t-0.565\t-1.536\t1.087\t0.415\t0.887\t0.797\t2.215\t0.365\t0.765\t1.182\t0.000\t0.738\t0.602\t-0.108\t0.000\t0.918\t0.935\t0.988\t0.641\t1.088\t0.910\t0.780\n0\t0.579\t-0.464\t0.589\t0.457\t-0.355\t0.781\t0.703\t0.868\t2.173\t0.591\t1.108\t-0.789\t0.000\t0.910\t-0.345\t-0.719\t0.000\t0.968\t0.211\t1.576\t0.000\t0.917\t0.807\t0.983\t0.628\t0.752\t0.578\t0.568\n0\t0.803\t0.002\t-0.447\t1.649\t0.249\t0.846\t0.976\t-1.695\t0.000\t0.462\t1.131\t-0.586\t0.000\t0.854\t-0.287\t1.186\t2.548\t0.434\t0.458\t1.525\t3.102\t1.123\t1.042\t0.990\t0.637\t0.250\t0.590\t0.738\n0\t1.647\t1.027\t-0.920\t0.341\t-1.263\t1.123\t-0.971\t0.379\t2.173\t0.364\t-0.521\t0.178\t2.215\t1.387\t0.555\t-1.598\t0.000\t0.730\t-0.737\t-1.588\t0.000\t0.909\t0.833\t0.978\t1.758\t0.271\t1.099\t1.018\n1\t0.765\t0.253\t-0.110\t0.346\t-1.634\t2.050\t0.329\t1.508\t0.000\t1.016\t-1.591\t-0.400\t0.000\t1.612\t0.129\t-0.611\t2.548\t3.584\t-1.926\t0.040\t0.000\t0.903\t1.133\t0.989\t0.770\t0.805\t0.956\t0.984\n1\t1.332\t0.749\t-0.878\t1.932\t-0.338\t0.615\t1.444\t1.292\t0.000\t0.715\t0.596\t1.086\t1.107\t0.470\t1.427\t-0.286\t0.000\t1.154\t1.005\t0.689\t3.102\t0.946\t0.628\t1.041\t0.972\t0.378\t0.830\t0.778\n0\t0.997\t2.070\t1.388\t0.426\t-0.498\t0.658\t0.033\t-0.875\t0.000\t1.414\t1.111\t0.772\t2.215\t0.991\t-0.959\t-0.068\t2.548\t0.695\t-1.091\t-1.192\t0.000\t0.802\t0.828\t0.984\t0.870\t1.888\t1.253\t1.212\n1\t0.746\t-1.397\t-0.180\t0.698\t1.158\t0.492\t0.183\t-1.609\t2.173\t0.636\t-0.387\t0.555\t2.215\t0.385\t-0.941\t1.735\t0.000\t0.778\t2.377\t1.592\t0.000\t0.843\t0.734\t0.988\t0.843\t0.802\t0.634\t0.618\n0\t0.471\t-0.644\t0.501\t0.810\t-0.872\t0.965\t0.908\t0.704\t2.173\t0.483\t-0.035\t-1.179\t0.000\t1.442\t0.988\t-1.549\t0.000\t1.679\t0.462\t-0.273\t0.000\t0.924\t0.951\t0.986\t1.683\t0.516\t1.142\t1.014\n0\t1.629\t0.723\t-0.881\t0.637\t-0.912\t1.604\t-0.492\t0.651\t0.000\t1.530\t0.931\t-0.266\t2.215\t2.833\t-0.321\t1.578\t0.000\t1.378\t-0.324\t-0.833\t3.102\t2.855\t1.969\t0.990\t0.893\t1.147\t1.791\t1.668\n0\t0.979\t-1.288\t0.852\t0.351\t0.048\t1.152\t-0.334\t1.566\t1.087\t0.831\t-1.359\t-1.050\t0.000\t0.753\t0.301\t-0.127\t2.548\t0.971\t1.001\t0.454\t0.000\t0.588\t0.559\t0.978\t0.954\t1.225\t0.998\t0.946\n1\t1.017\t0.103\t1.154\t0.107\t0.242\t0.684\t-0.558\t0.420\t0.000\t1.387\t0.289\t-1.200\t2.215\t0.432\t-2.718\t0.149\t0.000\t1.070\t-0.963\t-0.039\t0.000\t0.795\t0.677\t0.982\t1.034\t0.890\t1.075\t0.924\n0\t3.398\t-0.119\t-0.253\t3.695\t-0.278\t3.287\t0.509\t-1.710\t2.173\t0.771\t0.009\t1.272\t0.000\t1.322\t-0.582\t-0.063\t2.548\t1.015\t1.020\t0.627\t0.000\t0.976\t1.168\t0.939\t4.146\t3.033\t2.678\t2.062\n0\t1.522\t0.834\t-1.504\t0.274\t0.381\t0.556\t0.029\t-1.065\t0.000\t0.841\t0.843\t-0.335\t2.215\t1.753\t0.351\t0.521\t1.274\t0.592\t0.367\t1.097\t0.000\t0.834\t1.000\t0.990\t0.823\t0.953\t0.826\t0.744\n0\t1.129\t-0.231\t-0.809\t0.209\t1.050\t1.385\t0.473\t-1.171\t1.087\t2.062\t-0.908\t0.756\t2.215\t0.817\t-1.883\t0.521\t0.000\t0.596\t-0.777\t-0.935\t0.000\t0.875\t1.028\t0.983\t1.049\t3.107\t1.636\t1.264\n1\t1.012\t-0.457\t0.739\t0.919\t-0.361\t0.619\t-0.098\t-0.584\t1.087\t0.838\t0.381\t-1.402\t2.215\t1.246\t-0.656\t1.557\t0.000\t1.255\t-1.218\t0.478\t0.000\t1.254\t1.215\t1.118\t0.972\t0.759\t0.924\t0.833\n1\t0.983\t0.664\t0.766\t1.162\t1.190\t0.874\t0.747\t-1.048\t2.173\t0.763\t0.446\t-0.147\t2.215\t0.830\t1.261\t-1.443\t0.000\t1.281\t-0.671\t0.082\t0.000\t1.878\t1.191\t0.996\t1.201\t0.891\t0.926\t0.983\n1\t1.660\t-0.640\t-1.128\t0.695\t0.479\t0.549\t-1.133\t-0.401\t2.173\t1.081\t1.198\t0.266\t0.000\t1.485\t-0.380\t1.099\t0.000\t0.660\t-2.237\t1.422\t0.000\t0.793\t0.987\t1.477\t0.816\t0.550\t0.696\t0.701\n1\t0.493\t-0.006\t-1.448\t1.581\t0.234\t0.563\t1.084\t1.118\t0.000\t0.921\t0.462\t-0.715\t2.215\t1.380\t-0.010\t-1.194\t2.548\t1.345\t0.256\t0.587\t0.000\t0.815\t1.094\t1.221\t0.985\t0.581\t0.857\t0.814\n1\t0.656\t-0.550\t-1.136\t0.410\t0.751\t1.814\t-2.044\t1.624\t0.000\t1.062\t-0.642\t0.696\t2.215\t1.593\t0.826\t-0.134\t0.000\t1.467\t0.281\t-0.861\t0.000\t0.705\t0.923\t0.984\t0.805\t1.022\t0.858\t0.835\n1\t0.685\t-0.058\t0.780\t1.137\t-0.133\t0.939\t0.587\t1.658\t0.000\t0.997\t0.780\t0.050\t0.000\t0.955\t0.557\t-1.266\t2.548\t0.372\t0.787\t1.231\t3.102\t0.916\t0.633\t0.985\t0.540\t0.362\t0.534\t0.595\n1\t0.346\t1.534\t-1.647\t0.851\t-1.109\t1.364\t-0.246\t0.346\t0.000\t0.349\t0.260\t-1.317\t2.215\t0.532\t-0.227\t1.083\t0.000\t1.098\t-1.353\t-1.482\t3.102\t0.944\t0.913\t0.992\t0.887\t0.616\t0.844\t0.812\n1\t1.036\t1.643\t-1.299\t0.907\t1.242\t1.101\t0.492\t-0.410\t1.087\t1.996\t-2.365\t1.484\t0.000\t1.984\t1.264\t0.286\t2.548\t1.184\t1.474\t-0.664\t0.000\t0.713\t0.850\t1.010\t1.328\t1.373\t1.102\t0.925\n0\t0.841\t-1.386\t0.869\t0.799\t0.375\t1.197\t-0.728\t-1.722\t2.173\t1.046\t-1.021\t-0.171\t2.215\t0.796\t-1.115\t-1.040\t0.000\t0.750\t-2.071\t0.869\t0.000\t1.020\t0.940\t0.976\t1.451\t1.644\t1.162\t0.958\n0\t0.719\t0.399\t0.387\t1.283\t-0.309\t0.973\t0.275\t1.341\t0.000\t1.040\t1.144\t-0.653\t0.000\t0.999\t-1.567\t0.800\t0.000\t1.574\t0.882\t-1.426\t1.551\t2.243\t1.288\t0.991\t0.914\t0.842\t1.127\t1.148\n1\t1.137\t-1.144\t-1.640\t0.909\t-0.835\t0.924\t-0.785\t0.159\t2.173\t0.532\t-1.322\t-1.184\t0.000\t0.427\t-0.360\t1.243\t0.000\t0.978\t0.408\t0.651\t3.102\t0.838\t1.009\t0.983\t1.075\t0.814\t0.927\t0.791\n0\t0.898\t-0.293\t-0.494\t2.126\t-1.239\t1.519\t-0.659\t-1.528\t0.000\t1.561\t-0.245\t0.707\t2.215\t2.845\t-1.564\t0.010\t0.000\t0.675\t-0.414\t1.560\t1.551\t4.212\t2.253\t1.190\t1.518\t0.654\t1.684\t1.497\n1\t2.111\t-0.336\t-1.378\t0.443\t0.018\t1.185\t-1.030\t-0.932\t0.000\t1.326\t-0.787\t0.721\t0.000\t1.083\t-0.896\t0.391\t2.548\t1.033\t-0.251\t1.206\t1.551\t0.689\t0.597\t1.275\t1.070\t0.610\t0.748\t0.762\n0\t1.455\t0.570\t0.623\t1.174\t1.459\t0.750\t-0.137\t-1.127\t0.000\t1.151\t1.288\t-1.022\t2.215\t1.356\t-0.461\t0.210\t2.548\t0.423\t0.746\t0.072\t0.000\t0.890\t0.967\t1.239\t1.097\t1.833\t1.158\t0.993\n1\t0.477\t-1.491\t-0.775\t0.511\t-0.515\t1.223\t-0.347\t-1.353\t2.173\t0.908\t-0.784\t0.476\t2.215\t0.389\t-2.144\t0.479\t0.000\t0.700\t0.001\t0.991\t0.000\t0.885\t1.193\t0.974\t0.810\t1.587\t0.912\t0.799\n0\t0.596\t-2.202\t0.706\t1.468\t0.635\t0.816\t-0.868\t-1.131\t2.173\t0.602\t-1.357\t-1.717\t0.000\t0.773\t-1.700\t-0.755\t0.000\t0.726\t0.163\t0.291\t3.102\t0.836\t0.906\t0.995\t1.202\t0.905\t0.853\t0.787\n1\t1.320\t0.495\t-1.630\t0.256\t-1.696\t0.718\t-1.938\t-0.631\t0.000\t0.588\t0.308\t1.388\t0.000\t1.066\t-0.453\t-0.353\t0.000\t2.300\t-0.249\t0.498\t1.551\t1.311\t0.696\t0.984\t1.056\t0.702\t0.850\t0.943\n1\t0.275\t-1.842\t-0.284\t0.575\t0.946\t1.446\t-0.038\t-0.987\t2.173\t1.322\t-0.139\t0.715\t0.000\t1.099\t-0.508\t-0.369\t1.274\t1.234\t0.427\t0.992\t0.000\t0.690\t1.087\t0.985\t1.061\t0.927\t1.157\t0.934\n1\t0.298\t0.755\t1.272\t0.564\t0.646\t0.814\t-0.310\t0.199\t0.000\t1.484\t-1.117\t-1.114\t0.000\t0.904\t-0.360\t-1.353\t1.274\t0.921\t-1.146\t1.222\t3.102\t1.170\t0.898\t0.999\t0.722\t0.622\t0.741\t0.653\n1\t0.605\t0.477\t-1.504\t0.683\t1.189\t0.939\t-0.829\t-0.731\t2.173\t0.574\t-1.443\t-1.519\t0.000\t0.798\t-1.491\t1.026\t0.000\t2.162\t-0.248\t-0.076\t3.102\t0.989\t1.106\t0.987\t1.650\t0.934\t1.242\t1.184\n0\t0.431\t-1.204\t1.617\t1.120\t1.627\t0.845\t-1.832\t0.237\t0.000\t0.914\t-1.215\t-0.152\t0.000\t1.523\t-2.588\t-1.567\t0.000\t1.049\t-0.254\t-0.472\t3.102\t0.856\t0.912\t0.979\t0.495\t0.447\t0.629\t0.878\n1\t1.804\t1.536\t-0.598\t0.427\t0.265\t1.160\t0.782\t1.061\t2.173\t0.621\t1.538\t1.524\t0.000\t0.577\t2.062\t0.119\t0.000\t0.840\t0.130\t-0.866\t0.000\t0.932\t1.042\t0.981\t0.575\t0.734\t0.864\t0.773\n1\t0.787\t-1.593\t0.591\t0.926\t-0.781\t0.706\t-0.597\t1.714\t2.173\t0.486\t-1.140\t-0.609\t0.000\t0.543\t-2.282\t0.372\t0.000\t0.651\t0.877\t0.908\t3.102\t0.830\t1.043\t1.117\t1.120\t0.817\t0.877\t0.819\n1\t0.832\t0.801\t-1.079\t0.788\t-0.169\t1.112\t-0.437\t0.655\t2.173\t1.165\t0.176\t-0.912\t0.000\t1.521\t-2.001\t1.487\t0.000\t1.319\t0.391\t-0.257\t0.000\t0.930\t0.927\t0.982\t1.520\t0.961\t1.066\t0.988\n1\t0.988\t0.650\t1.654\t1.047\t1.306\t0.940\t1.356\t-1.574\t0.000\t1.347\t1.423\t-0.353\t0.000\t0.825\t1.085\t0.772\t0.000\t1.538\t0.445\t-0.156\t3.102\t1.362\t1.074\t0.984\t1.052\t0.273\t0.814\t0.785\n1\t0.481\t0.002\t-0.523\t0.985\t1.712\t0.510\t0.873\t-0.590\t0.000\t1.011\t-0.675\t0.887\t2.215\t0.762\t0.605\t1.306\t0.000\t0.835\t1.202\t0.298\t0.000\t0.778\t1.042\t0.982\t0.941\t1.432\t0.863\t0.813\n1\t0.852\t0.609\t1.601\t2.043\t-1.186\t0.863\t-0.247\t0.730\t2.173\t0.401\t1.394\t0.675\t0.000\t0.532\t-0.477\t-0.506\t2.548\t0.792\t-0.234\t0.008\t0.000\t0.823\t0.796\t1.079\t0.813\t0.766\t0.942\t0.816\n0\t1.614\t-0.840\t1.436\t1.172\t0.253\t1.512\t-0.191\t1.730\t0.000\t1.681\t-0.324\t0.011\t2.215\t1.078\t-1.057\t-0.520\t2.548\t1.039\t-0.047\t-0.394\t0.000\t1.806\t1.489\t1.667\t1.349\t0.897\t1.249\t1.166\n0\t0.893\t0.463\t-0.874\t0.901\t0.931\t0.769\t0.862\t-0.525\t0.000\t0.749\t-0.899\t1.066\t2.215\t0.519\t1.120\t-1.688\t0.000\t0.480\t1.006\t1.089\t0.000\t0.935\t0.665\t1.241\t0.961\t0.604\t0.778\t0.720\n1\t0.638\t-1.060\t-1.400\t1.158\t1.291\t1.077\t-0.964\t-0.273\t2.173\t0.588\t-1.725\t-1.459\t0.000\t0.894\t-0.491\t0.689\t0.000\t1.157\t-0.323\t1.662\t0.000\t0.879\t1.020\t0.983\t1.247\t0.830\t0.983\t0.890\n0\t0.451\t2.071\t1.727\t0.804\t-0.440\t0.842\t1.198\t1.204\t2.173\t0.379\t-0.216\t-0.619\t1.107\t0.937\t0.496\t-0.334\t0.000\t0.607\t-0.227\t-1.330\t0.000\t0.739\t1.066\t0.993\t0.661\t1.052\t0.709\t0.661\n1\t0.804\t-1.456\t-1.009\t1.128\t0.360\t0.885\t0.438\t-0.260\t1.087\t1.255\t0.373\t1.570\t0.000\t0.368\t-0.735\t-0.515\t0.000\t0.515\t1.184\t1.535\t0.000\t0.800\t0.771\t1.245\t0.751\t0.787\t0.937\t0.810\n0\t0.536\t-0.998\t1.227\t0.992\t-1.220\t0.729\t-1.640\t-1.672\t0.000\t1.518\t-0.161\t0.118\t2.215\t1.067\t-1.698\t-1.057\t0.000\t1.027\t-0.261\t1.626\t3.102\t0.852\t0.880\t0.994\t1.074\t1.105\t1.180\t0.985\n1\t1.024\t-0.655\t-1.617\t0.612\t-0.070\t0.905\t-0.158\t-0.583\t2.173\t1.069\t-0.957\t1.204\t0.000\t0.793\t-0.542\t0.557\t2.548\t0.395\t1.142\t-0.629\t0.000\t1.504\t0.944\t1.080\t0.843\t0.933\t0.876\t0.764\n0\t0.447\t1.887\t1.520\t0.064\t0.653\t0.657\t-0.650\t-0.567\t0.000\t1.267\t-0.628\t-0.047\t0.000\t2.474\t0.115\t1.581\t2.548\t0.393\t0.594\t-0.823\t3.102\t0.875\t0.678\t0.978\t0.846\t0.662\t1.067\t0.931\n1\t1.062\t-0.732\t1.541\t0.972\t0.834\t0.576\t-0.622\t0.768\t0.000\t1.548\t0.570\t-0.587\t1.107\t0.443\t-0.406\t-0.634\t0.000\t0.607\t-0.753\t-0.974\t0.000\t0.912\t0.678\t0.995\t1.739\t0.869\t1.119\t0.927\n0\t2.048\t-0.606\t-1.430\t3.840\t-1.519\t2.456\t0.716\t-0.074\t2.173\t2.147\t-1.408\t0.680\t0.000\t0.838\t2.286\t-1.080\t0.000\t1.132\t-0.968\t1.674\t3.102\t0.884\t1.692\t0.986\t0.590\t2.609\t2.618\t2.402\n0\t0.877\t-0.551\t-1.313\t0.592\t0.528\t1.000\t-0.935\t0.655\t2.173\t0.518\t0.133\t1.463\t0.000\t0.676\t0.938\t-0.823\t2.548\t1.164\t-0.519\t-1.050\t0.000\t0.873\t1.126\t0.995\t0.767\t1.547\t0.903\t0.759\n1\t1.307\t0.191\t-0.930\t0.093\t-0.685\t0.575\t1.046\t0.353\t0.000\t0.552\t-1.204\t-0.910\t1.107\t1.085\t-1.240\t0.407\t0.000\t1.040\t0.637\t1.372\t0.000\t0.953\t0.692\t0.978\t0.620\t0.540\t0.773\t0.738\n1\t0.401\t1.158\t-1.619\t1.021\t0.640\t0.648\t0.438\t1.196\t0.000\t1.400\t0.652\t-1.723\t0.000\t1.800\t-0.086\t-0.471\t1.274\t1.079\t1.222\t-0.428\t3.102\t1.015\t1.166\t0.985\t0.953\t0.920\t1.084\t0.909\n0\t0.318\t2.288\t-1.204\t0.506\t0.671\t0.628\t0.411\t-0.889\t0.000\t0.928\t-0.285\t0.690\t2.215\t0.749\t-0.623\t-1.519\t2.548\t0.596\t0.342\t0.061\t0.000\t0.706\t0.951\t0.982\t0.817\t0.827\t0.711\t0.672\n1\t0.824\t2.006\t-1.011\t2.079\t-0.861\t0.961\t0.697\t0.903\t2.173\t0.791\t1.422\t0.080\t0.000\t0.744\t1.179\t1.119\t0.000\t0.583\t2.085\t0.496\t0.000\t0.952\t0.885\t0.986\t0.604\t0.909\t0.977\t0.877\n0\t0.832\t-1.220\t-0.674\t0.304\t1.055\t0.686\t0.345\t0.267\t2.173\t0.880\t-0.321\t1.389\t2.215\t0.835\t0.067\t-1.229\t0.000\t0.506\t-1.727\t-1.510\t0.000\t0.943\t1.133\t0.981\t0.765\t1.046\t0.805\t0.712\n1\t0.583\t1.537\t0.599\t1.405\t0.275\t1.120\t0.671\t-1.695\t2.173\t1.117\t-0.081\t-1.142\t2.215\t0.930\t0.415\t0.637\t0.000\t0.865\t0.314\t-0.504\t0.000\t0.848\t0.966\t0.997\t1.906\t1.016\t1.732\t1.373\n0\t0.890\t0.643\t-1.607\t0.617\t-0.406\t0.710\t0.123\t-0.489\t1.087\t0.566\t-1.063\t-0.684\t0.000\t2.073\t-0.458\t1.073\t2.548\t0.521\t-0.990\t1.147\t0.000\t0.706\t0.936\t0.987\t0.787\t1.567\t1.023\t0.898\n1\t0.389\t1.614\t1.232\t1.334\t-0.058\t0.688\t1.454\t-0.734\t1.087\t0.471\t0.264\t-1.439\t2.215\t0.478\t2.102\t-1.297\t0.000\t0.701\t-0.987\t-0.108\t0.000\t1.864\t1.101\t0.991\t0.822\t0.727\t0.842\t0.947\n0\t0.955\t-0.204\t0.316\t1.851\t0.537\t0.900\t-0.066\t-1.363\t1.087\t0.954\t0.645\t-1.216\t0.000\t0.924\t-0.366\t1.433\t2.548\t1.608\t0.113\t-0.542\t0.000\t0.874\t0.916\t0.988\t0.953\t0.688\t0.994\t0.857\n0\t0.410\t-1.222\t-0.060\t1.116\t0.003\t0.628\t1.872\t0.972\t0.000\t0.399\t2.762\t-0.983\t0.000\t0.525\t1.020\t-1.120\t1.274\t0.807\t2.433\t1.518\t0.000\t0.778\t1.147\t1.001\t0.734\t0.428\t0.730\t0.932\n0\t1.193\t0.269\t1.529\t0.484\t1.628\t0.751\t-0.975\t-0.886\t0.000\t0.661\t-0.244\t0.273\t2.215\t0.888\t-1.101\t0.570\t2.548\t0.509\t-2.078\t-0.419\t0.000\t0.873\t0.979\t0.992\t1.228\t0.459\t0.886\t1.042\n1\t1.433\t0.048\t-0.693\t0.881\t0.125\t1.097\t1.032\t1.307\t2.173\t0.687\t0.855\t-0.201\t0.000\t0.518\t-0.623\t1.468\t2.548\t0.517\t1.270\t-1.315\t0.000\t0.703\t1.035\t1.047\t0.772\t0.926\t0.975\t0.832\n1\t0.661\t0.055\t-0.781\t1.280\t-0.355\t1.582\t1.092\t-0.933\t2.173\t2.791\t2.338\t1.036\t0.000\t0.924\t-0.541\t0.981\t2.548\t1.018\t0.858\t-0.435\t0.000\t0.681\t0.864\t0.980\t0.886\t2.070\t1.406\t1.082\n0\t1.235\t-0.272\t-0.718\t0.739\t1.204\t1.551\t-0.563\t0.765\t0.000\t1.371\t-1.067\t-0.981\t2.215\t0.613\t-1.731\t1.341\t0.000\t1.023\t-0.538\t-1.353\t3.102\t1.527\t1.225\t1.306\t0.988\t0.427\t1.130\t0.997\n1\t0.686\t-0.001\t-0.856\t0.462\t0.139\t0.644\t-0.960\t0.145\t1.087\t1.110\t-0.650\t-1.676\t0.000\t1.190\t0.501\t-1.472\t2.548\t0.472\t-1.500\t-0.729\t0.000\t0.907\t0.972\t0.985\t1.033\t1.415\t0.900\t0.888\n1\t1.590\t1.571\t1.733\t0.358\t-0.930\t1.873\t-0.241\t0.479\t0.000\t1.309\t1.156\t-0.760\t1.107\t0.842\t2.248\t-1.469\t0.000\t0.581\t-0.238\t-1.293\t1.551\t4.655\t2.502\t0.987\t0.995\t0.732\t1.753\t1.580\n0\t1.002\t-0.940\t-1.429\t1.313\t1.320\t0.526\t-1.253\t-0.523\t0.000\t0.701\t-0.500\t0.199\t0.000\t0.599\t-1.186\t1.282\t2.548\t0.622\t0.596\t-0.493\t3.102\t0.925\t0.803\t0.988\t0.853\t0.724\t0.606\t0.688\n1\t2.266\t0.833\t1.241\t0.858\t1.728\t0.520\t0.692\t1.689\t2.173\t1.323\t0.272\t0.130\t0.000\t1.607\t0.423\t-0.800\t2.548\t1.450\t-2.137\t-0.125\t0.000\t3.552\t2.591\t0.984\t1.265\t0.900\t1.786\t1.732\n1\t0.996\t-0.118\t-1.449\t1.212\t1.240\t0.667\t0.565\t-0.007\t0.000\t1.171\t0.338\t1.576\t1.107\t1.012\t-0.918\t-0.880\t0.000\t1.731\t-0.431\t-0.171\t0.000\t0.943\t1.092\t1.002\t0.622\t0.809\t0.968\t0.861\n0\t2.045\t0.116\t-1.137\t0.681\t0.203\t1.414\t0.645\t-1.562\t2.173\t2.243\t-0.440\t0.339\t0.000\t0.928\t-0.054\t0.135\t0.000\t0.630\t-0.059\t1.567\t3.102\t0.596\t0.848\t1.528\t1.218\t0.485\t1.359\t1.202\n1\t1.890\t-0.302\t-0.156\t0.895\t-0.695\t2.438\t-1.429\t1.669\t0.000\t1.210\t-0.951\t0.460\t0.000\t1.885\t0.220\t-0.500\t2.548\t0.660\t-0.432\t0.866\t1.551\t1.089\t0.965\t0.984\t0.621\t0.870\t1.541\t1.467\n0\t2.911\t0.747\t-0.821\t0.334\t0.703\t1.003\t-0.238\t1.580\t2.173\t0.510\t-1.136\t0.853\t0.000\t0.632\t0.788\t0.555\t2.548\t0.626\t0.382\t0.140\t0.000\t0.800\t0.923\t1.339\t0.923\t0.980\t1.037\t0.940\n1\t0.631\t0.058\t1.386\t1.100\t0.201\t1.302\t-0.053\t-1.075\t1.087\t0.355\t1.358\t0.797\t0.000\t0.414\t-1.318\t0.515\t0.000\t0.772\t-0.486\t-0.186\t3.102\t1.158\t0.765\t1.011\t1.143\t0.814\t0.821\t0.756\n1\t0.283\t-0.180\t0.734\t1.511\t1.625\t1.185\t1.686\t-0.022\t0.000\t0.954\t0.215\t1.390\t1.107\t0.891\t2.159\t-1.568\t0.000\t0.977\t0.404\t-0.050\t3.102\t0.760\t0.890\t0.982\t0.683\t0.847\t0.856\t0.759\n1\t1.394\t-1.457\t-0.054\t0.751\t-0.305\t1.419\t0.278\t1.667\t0.000\t0.693\t-1.318\t-0.473\t0.000\t0.943\t-0.356\t0.253\t0.000\t0.649\t0.229\t-1.350\t3.102\t0.979\t0.816\t0.993\t0.712\t0.296\t0.589\t0.571\n1\t0.387\t1.246\t0.986\t1.072\t-0.762\t1.154\t-1.089\t1.723\t2.173\t0.821\t0.336\t-1.074\t2.215\t1.110\t2.676\t0.279\t0.000\t0.963\t-1.019\t0.746\t0.000\t1.047\t0.855\t0.989\t2.568\t1.402\t1.653\t1.331\n1\t0.475\t-2.102\t-1.668\t1.675\t0.796\t1.313\t-0.593\t-0.919\t1.087\t0.654\t-1.245\t-0.316\t0.000\t0.695\t-0.331\t0.697\t0.000\t0.716\t-1.043\t1.347\t1.551\t0.954\t1.131\t0.988\t0.559\t0.975\t1.081\t0.927\n0\t0.363\t1.314\t-0.960\t0.716\t0.587\t0.746\t-0.276\t-1.424\t2.173\t0.507\t-0.964\t-1.518\t2.215\t1.283\t-0.498\t0.207\t0.000\t0.570\t-2.084\t0.972\t0.000\t0.827\t0.853\t0.986\t0.821\t0.338\t0.770\t0.734\n0\t0.477\t0.809\t-0.827\t1.018\t1.108\t1.103\t1.368\t0.583\t2.173\t1.419\t1.420\t-1.127\t0.000\t1.057\t1.768\t-0.656\t0.000\t0.956\t1.208\t1.568\t3.102\t0.898\t0.828\t0.986\t0.945\t0.843\t1.003\t0.913\n0\t0.417\t-0.707\t0.795\t1.265\t-0.864\t0.581\t0.325\t0.403\t2.173\t1.372\t0.410\t-0.541\t2.215\t1.430\t-1.118\t1.257\t0.000\t0.508\t1.207\t-1.044\t0.000\t0.825\t1.034\t1.004\t0.944\t0.989\t0.996\t1.090\n0\t0.405\t-2.066\t-0.178\t0.885\t1.195\t0.738\t0.608\t-1.006\t0.000\t0.516\t-0.228\t0.494\t0.000\t1.112\t0.086\t1.228\t2.548\t1.213\t0.386\t0.378\t3.102\t0.568\t0.533\t0.981\t0.875\t0.637\t0.690\t0.557\n1\t1.189\t-0.838\t-0.889\t1.581\t-1.023\t1.048\t-0.695\t0.954\t2.173\t0.497\t-0.343\t1.501\t0.000\t1.260\t0.502\t0.296\t1.274\t0.514\t-1.281\t0.799\t0.000\t0.568\t0.869\t0.974\t1.480\t1.248\t1.181\t0.930\n1\t0.850\t1.294\t-0.536\t0.899\t-1.062\t1.464\t-1.338\t0.841\t0.000\t0.687\t-0.422\t-0.700\t0.000\t0.655\t-2.677\t0.951\t0.000\t1.439\t0.292\t-1.329\t0.000\t0.868\t0.833\t0.990\t1.537\t0.777\t1.336\t1.130\n0\t0.849\t-0.880\t0.092\t0.247\t-0.102\t0.604\t-1.365\t-0.641\t1.087\t1.814\t-0.707\t1.064\t2.215\t1.308\t-0.313\t-1.451\t0.000\t0.556\t1.484\t-0.558\t0.000\t1.377\t1.382\t0.993\t1.087\t1.622\t1.254\t1.040\n1\t0.619\t0.743\t0.405\t0.681\t-0.542\t0.815\t0.044\t1.137\t1.087\t0.934\t-0.883\t-0.655\t2.215\t0.486\t-1.332\t1.131\t0.000\t1.143\t0.058\t-1.706\t0.000\t0.829\t0.913\t0.988\t0.869\t1.432\t0.827\t0.738\n0\t1.048\t0.274\t0.417\t0.837\t0.535\t0.776\t0.467\t-1.132\t0.000\t0.405\t-1.236\t1.485\t2.215\t0.338\t0.849\t0.017\t0.000\t0.602\t-0.767\t-1.588\t3.102\t0.820\t0.931\t0.979\t0.694\t0.180\t0.585\t0.694\n1\t2.206\t-0.128\t1.003\t1.607\t1.178\t1.455\t1.667\t-1.077\t0.000\t1.485\t-0.243\t0.309\t0.000\t1.816\t-1.818\t-0.709\t0.000\t0.821\t0.391\t-0.542\t3.102\t3.195\t1.926\t0.994\t0.978\t0.432\t1.216\t1.391\n0\t0.667\t-1.030\t0.426\t1.345\t-0.453\t0.403\t-1.029\t-0.241\t0.000\t1.098\t-0.577\t-1.565\t0.000\t0.623\t-0.763\t1.478\t1.274\t1.010\t-0.092\t1.160\t3.102\t1.249\t0.912\t0.989\t0.902\t0.283\t0.652\t0.724\n0\t0.802\t0.918\t1.739\t0.459\t0.572\t0.326\t-0.203\t-0.012\t2.173\t0.317\t-0.706\t-1.374\t0.000\t0.694\t-0.791\t0.556\t0.000\t0.637\t0.590\t-1.257\t3.102\t0.825\t0.626\t0.989\t0.842\t0.491\t0.573\t0.607\n0\t1.743\t0.750\t-1.401\t0.212\t0.763\t1.472\t-1.209\t1.250\t0.000\t1.875\t0.432\t-0.122\t1.107\t1.145\t0.278\t-0.538\t0.000\t0.492\t-0.588\t1.528\t3.102\t0.641\t0.751\t0.988\t0.674\t1.012\t0.906\t0.730\n0\t0.357\t1.196\t-0.728\t1.289\t1.367\t1.045\t-0.264\t1.302\t2.173\t1.384\t-0.219\t-0.473\t0.000\t1.156\t-0.235\t-0.073\t0.000\t0.955\t-0.560\t-1.268\t3.102\t0.685\t0.794\t0.988\t1.586\t0.805\t1.181\t1.280\n1\t0.989\t-0.715\t-1.586\t1.540\t1.571\t1.080\t-0.647\t-0.398\t2.173\t0.718\t2.572\t0.688\t0.000\t0.823\t-0.864\t-0.613\t2.548\t0.833\t-0.606\t0.611\t0.000\t0.899\t1.871\t0.993\t1.444\t0.286\t1.665\t1.877\n0\t1.168\t-0.724\t-0.487\t0.648\t-0.254\t0.491\t-1.196\t1.083\t2.173\t0.870\t0.752\t1.486\t1.107\t0.644\t0.060\t0.520\t0.000\t0.562\t0.426\t-1.731\t0.000\t1.013\t0.859\t0.991\t0.885\t1.167\t1.102\t1.057\n0\t1.621\t0.739\t-0.830\t0.520\t1.277\t0.677\t-0.785\t0.929\t0.000\t0.425\t0.624\t-1.299\t2.215\t0.369\t0.005\t0.273\t0.000\t0.927\t-1.044\t0.118\t3.102\t0.622\t0.793\t1.204\t1.100\t0.824\t0.736\t0.756\n1\t0.607\t0.563\t-1.442\t0.838\t-0.469\t1.257\t0.583\t0.631\t0.000\t0.757\t2.106\t-0.909\t0.000\t2.248\t-0.277\t1.554\t0.000\t2.328\t0.203\t-0.976\t3.102\t1.197\t0.723\t0.995\t0.833\t0.803\t0.867\t0.733\n1\t1.016\t0.561\t1.313\t0.516\t-1.149\t0.536\t-0.610\t-1.517\t0.000\t0.529\t-0.496\t1.222\t1.107\t1.529\t0.297\t-0.034\t0.000\t0.680\t1.145\t-0.472\t0.000\t0.753\t0.953\t0.981\t0.695\t0.480\t0.644\t0.651\n1\t0.451\t-1.803\t-0.552\t1.332\t-1.160\t1.196\t-0.541\t0.787\t0.000\t0.989\t-0.134\t-1.679\t2.215\t0.728\t-0.873\t-0.891\t2.548\t0.776\t-1.863\t-0.113\t0.000\t1.041\t0.767\t0.988\t0.807\t0.700\t0.753\t0.693\n1\t0.356\t-0.619\t-1.621\t1.085\t0.098\t1.120\t1.011\t1.672\t0.000\t1.139\t0.278\t-0.520\t2.215\t0.503\t0.196\t0.622\t2.548\t0.695\t0.547\t1.021\t0.000\t0.787\t0.725\t0.985\t1.150\t0.689\t0.834\t1.079\n0\t0.566\t-1.818\t0.342\t0.944\t-1.202\t0.614\t-0.915\t0.612\t2.173\t0.699\t-1.486\t1.494\t0.000\t0.609\t-0.323\t-1.296\t0.000\t1.115\t-0.745\t-0.377\t3.102\t0.856\t0.871\t0.996\t0.671\t0.682\t0.644\t0.642\n1\t2.422\t1.580\t0.178\t0.782\t-0.303\t0.471\t1.530\t1.672\t0.000\t0.909\t1.350\t-1.297\t1.107\t1.255\t2.262\t-1.403\t0.000\t1.019\t1.332\t1.144\t0.000\t0.839\t0.884\t0.976\t1.181\t0.632\t0.776\t0.859\n1\t1.485\t0.808\t1.386\t1.839\t0.816\t1.137\t-0.339\t-1.309\t0.000\t1.154\t-0.711\t-0.122\t2.215\t1.263\t0.144\t-0.429\t2.548\t0.455\t0.664\t-1.483\t0.000\t0.682\t0.933\t1.123\t1.707\t0.686\t1.239\t1.170\n0\t2.024\t0.862\t0.082\t0.600\t-0.013\t2.114\t-0.935\t1.521\t0.000\t1.189\t-0.352\t-0.533\t0.000\t1.043\t-0.307\t1.081\t2.548\t1.259\t-1.423\t-0.499\t0.000\t0.902\t0.950\t0.994\t0.792\t1.015\t0.907\t0.922\n0\t1.680\t-1.235\t0.440\t0.278\t-1.025\t0.782\t2.034\t1.254\t0.000\t1.182\t0.046\t-1.022\t2.215\t0.693\t-0.749\t-0.806\t0.000\t0.507\t-1.843\t1.314\t0.000\t0.789\t0.950\t0.990\t0.742\t0.472\t0.812\t0.720\n0\t1.560\t-0.136\t-1.101\t1.725\t-1.354\t2.184\t1.417\t0.287\t0.000\t0.783\t1.619\t0.812\t0.000\t2.469\t-0.230\t-1.647\t2.548\t0.870\t0.956\t-0.143\t3.102\t1.306\t0.869\t1.000\t0.921\t1.386\t1.811\t1.691\n1\t1.057\t-0.479\t0.365\t1.194\t-0.796\t0.809\t-1.656\t0.949\t0.000\t1.078\t-0.285\t-1.598\t2.215\t1.568\t-0.196\t-0.572\t1.274\t0.745\t-0.643\t1.230\t0.000\t0.655\t0.819\t1.346\t1.049\t1.104\t0.814\t0.709\n1\t0.949\t0.954\t0.460\t1.049\t-0.383\t1.384\t1.044\t1.711\t0.000\t1.100\t1.386\t0.781\t2.215\t0.963\t0.253\t-0.655\t0.000\t0.695\t-1.191\t-0.629\t0.000\t0.868\t0.469\t0.987\t0.868\t0.827\t0.895\t0.789\n1\t0.547\t-0.881\t0.903\t1.451\t0.394\t1.216\t-0.659\t0.597\t1.087\t1.434\t-1.754\t-1.241\t0.000\t1.576\t-0.348\t-1.162\t2.548\t0.396\t-0.074\t1.350\t0.000\t1.185\t1.099\t0.990\t0.759\t1.742\t1.240\t1.176\n1\t2.122\t0.908\t1.423\t0.475\t-1.112\t0.940\t-0.540\t-0.428\t2.173\t0.462\t1.106\t-0.319\t0.000\t0.720\t-0.073\t0.698\t0.000\t0.565\t0.378\t1.003\t3.102\t0.907\t1.011\t1.052\t0.559\t0.843\t0.999\t0.845\n1\t1.506\t0.590\t0.447\t0.967\t-0.680\t0.962\t0.100\t-1.727\t2.173\t0.496\t-0.849\t0.971\t0.000\t1.289\t1.641\t0.621\t0.000\t2.345\t-0.075\t-1.015\t3.102\t0.932\t1.136\t1.420\t1.278\t0.966\t1.011\t1.043\n1\t1.296\t0.129\t1.413\t0.500\t1.144\t1.311\t-0.940\t-0.698\t2.173\t0.218\t-1.719\t-0.582\t0.000\t0.487\t-2.102\t0.662\t0.000\t0.399\t0.953\t1.342\t3.102\t0.470\t0.901\t0.977\t0.581\t1.208\t0.954\t0.841\n1\t1.390\t0.412\t-1.286\t0.688\t-0.066\t0.802\t0.956\t1.022\t2.173\t1.336\t0.216\t-0.688\t2.215\t1.052\t0.008\t0.100\t0.000\t0.978\t0.792\t-1.543\t0.000\t1.241\t1.020\t1.208\t1.060\t1.629\t0.942\t0.836\n0\t0.904\t-0.231\t-1.618\t0.373\t-1.435\t1.662\t-0.378\t0.532\t0.000\t2.011\t-0.354\t-1.137\t2.215\t0.510\t0.136\t1.030\t0.000\t1.070\t-0.722\t0.087\t3.102\t0.844\t0.717\t0.994\t0.899\t1.229\t1.239\t1.064\n0\t0.859\t-0.310\t0.029\t1.435\t-1.124\t1.643\t-0.524\t0.892\t0.000\t1.372\t-0.811\t0.531\t1.107\t2.826\t-1.992\t-1.029\t0.000\t1.392\t0.405\t1.671\t0.000\t0.842\t0.771\t1.325\t1.210\t0.946\t0.856\t0.827\n0\t0.800\t-0.473\t1.620\t0.500\t-0.271\t1.017\t-0.846\t1.077\t0.000\t1.118\t1.058\t-0.440\t0.000\t1.147\t-1.163\t-0.098\t2.548\t1.323\t0.666\t-1.120\t0.000\t0.939\t1.025\t0.990\t0.862\t1.088\t1.099\t0.899\n1\t0.912\t-1.842\t-1.458\t0.269\t0.425\t0.914\t-1.496\t0.530\t0.000\t0.947\t-1.245\t-0.999\t2.215\t0.713\t-0.456\t0.220\t2.548\t0.747\t0.360\t-1.649\t0.000\t1.844\t1.084\t0.995\t0.664\t0.853\t0.894\t0.778\n1\t0.947\t0.643\t0.575\t1.133\t-0.306\t0.529\t2.160\t-1.050\t0.000\t0.479\t1.283\t0.190\t2.215\t0.956\t1.329\t-1.570\t0.000\t0.754\t0.790\t1.335\t0.000\t1.026\t0.798\t1.023\t0.686\t0.566\t0.549\t0.633\n1\t0.827\t1.568\t-0.283\t0.336\t0.449\t0.779\t1.352\t-1.716\t0.000\t0.938\t-0.427\t-0.034\t2.215\t0.569\t0.323\t-1.587\t2.548\t0.456\t1.656\t0.693\t0.000\t0.804\t0.612\t0.998\t0.859\t0.828\t0.894\t0.787\n0\t1.547\t-0.128\t-0.252\t0.553\t1.078\t0.878\t0.359\t0.962\t2.173\t1.484\t-0.198\t-0.851\t2.215\t1.164\t1.171\t1.385\t0.000\t0.378\t1.479\t-1.030\t0.000\t0.629\t0.816\t1.194\t0.956\t1.744\t1.058\t0.966\n1\t1.194\t-1.422\t-0.170\t0.934\t-0.883\t0.608\t-2.400\t-1.456\t0.000\t1.254\t0.813\t1.472\t2.215\t1.348\t-0.748\t0.402\t1.274\t0.628\t-1.356\t-0.689\t0.000\t0.715\t1.207\t0.986\t1.773\t1.713\t1.612\t1.341\n1\t0.981\t1.375\t0.223\t0.726\t-0.516\t0.344\t0.021\t-1.143\t1.087\t0.509\t-1.405\t1.130\t2.215\t0.596\t-0.359\t1.314\t0.000\t0.587\t-0.274\t0.452\t0.000\t0.458\t0.521\t0.983\t1.892\t0.737\t1.243\t0.982\n0\t1.027\t-0.277\t-0.714\t0.404\t0.850\t0.801\t-0.042\t1.142\t2.173\t0.733\t-1.935\t1.518\t0.000\t2.160\t0.839\t-0.170\t1.274\t0.614\t-0.957\t-1.030\t0.000\t0.756\t1.161\t0.988\t1.158\t1.725\t1.524\t1.184\n1\t1.057\t0.728\t1.152\t0.772\t0.088\t1.602\t-0.026\t-1.359\t2.173\t0.777\t-0.032\t-0.316\t0.000\t0.870\t2.350\t-0.213\t0.000\t0.710\t-0.045\t1.047\t3.102\t1.470\t0.990\t1.024\t1.369\t0.933\t1.088\t0.961\n1\t2.091\t0.008\t0.445\t0.727\t0.091\t1.694\t-0.339\t-1.664\t2.173\t0.805\t1.621\t-0.421\t0.000\t0.682\t0.078\t0.962\t2.548\t1.014\t-0.173\t-0.531\t0.000\t1.279\t1.047\t0.991\t1.854\t0.979\t1.255\t1.200\n1\t1.759\t-0.752\t-1.552\t1.105\t-1.515\t0.605\t-0.845\t1.581\t2.173\t1.533\t-0.400\t0.146\t0.000\t1.216\t-1.361\t-0.341\t0.000\t1.200\t-0.315\t1.145\t3.102\t0.809\t0.782\t0.985\t0.619\t0.408\t0.587\t0.626\n0\t0.691\t-0.381\t0.565\t0.834\t-1.226\t0.863\t-0.314\t1.648\t1.087\t0.863\t-1.677\t-0.010\t0.000\t0.514\t-2.066\t0.400\t0.000\t1.375\t-0.613\t-0.451\t3.102\t0.799\t1.248\t1.051\t0.683\t1.120\t0.845\t0.744\n0\t0.897\t-0.222\t1.451\t0.656\t-0.303\t0.712\t-0.261\t-0.248\t0.000\t1.160\t-0.670\t0.910\t2.215\t0.701\t-1.017\t1.139\t2.548\t2.426\t-0.595\t-1.007\t0.000\t1.348\t1.142\t1.062\t0.797\t0.285\t0.950\t0.807\n1\t1.434\t-1.847\t1.445\t0.681\t0.156\t0.531\t-1.465\t0.586\t0.000\t0.776\t-0.117\t-1.068\t0.000\t0.959\t-0.150\t-0.123\t2.548\t0.381\t-0.546\t-1.678\t3.102\t1.687\t0.910\t1.256\t1.172\t0.470\t0.741\t0.800\n0\t0.518\t0.202\t1.052\t1.631\t-1.446\t0.410\t-0.799\t0.956\t0.000\t0.742\t-1.244\t0.096\t0.000\t1.063\t-0.703\t1.626\t0.000\t1.331\t0.560\t-0.138\t3.102\t0.868\t1.060\t0.991\t0.803\t0.585\t0.691\t0.777\n1\t0.624\t0.939\t-0.487\t1.463\t0.139\t1.027\t0.883\t1.537\t2.173\t0.639\t1.261\t0.486\t0.000\t1.135\t1.083\t-0.960\t2.548\t0.383\t0.985\t-1.582\t0.000\t0.618\t0.783\t0.982\t0.838\t1.064\t0.967\t0.768\n0\t0.655\t-0.480\t-0.945\t1.768\t-1.636\t0.962\t1.347\t0.031\t2.173\t0.503\t0.586\t-0.343\t0.000\t0.842\t-0.906\t1.565\t0.000\t1.573\t-0.490\t0.428\t3.102\t0.752\t0.968\t0.982\t2.180\t1.547\t1.609\t1.424\n0\t1.202\t0.208\t-0.256\t1.442\t-1.018\t0.697\t0.066\t1.056\t0.000\t0.896\t0.730\t1.485\t0.000\t0.682\t2.002\t-1.586\t0.000\t0.581\t-0.782\t0.607\t3.102\t0.861\t0.801\t1.155\t0.811\t0.391\t0.584\t0.755\n0\t1.012\t-0.729\t-0.280\t1.220\t0.383\t2.443\t-0.434\t0.100\t2.173\t4.423\t-0.701\t-1.583\t0.000\t0.956\t0.205\t1.700\t2.548\t0.643\t0.275\t0.596\t0.000\t2.363\t1.451\t0.986\t0.975\t1.994\t2.150\t1.729\n1\t0.694\t0.871\t-0.528\t1.741\t-0.581\t0.752\t-0.304\t0.933\t2.173\t0.591\t1.207\t0.624\t1.107\t1.455\t-1.240\t-1.456\t0.000\t0.539\t0.603\t1.101\t0.000\t1.414\t1.180\t0.978\t0.894\t0.881\t1.219\t1.502\n0\t1.353\t-1.235\t-1.170\t1.069\t1.729\t0.850\t0.542\t0.364\t0.000\t0.235\t-1.177\t0.040\t2.215\t0.504\t-0.188\t-0.098\t0.000\t0.662\t0.889\t-1.585\t3.102\t0.659\t0.751\t0.990\t0.645\t0.613\t0.641\t0.816\n1\t0.962\t-0.703\t0.609\t1.007\t1.614\t0.876\t-0.962\t-1.544\t2.173\t0.850\t-1.950\t-0.233\t0.000\t0.955\t-0.060\t-0.797\t2.548\t1.132\t0.611\t0.609\t0.000\t2.512\t1.591\t1.074\t0.853\t0.889\t1.174\t1.000\n0\t1.840\t0.612\t-0.438\t2.640\t-0.071\t1.415\t1.742\t-1.638\t0.000\t0.770\t-0.474\t0.104\t1.107\t1.455\t0.913\t0.779\t0.000\t2.160\t0.304\t-1.720\t3.102\t0.941\t1.410\t0.995\t0.957\t1.269\t1.490\t1.571\n1\t0.479\t0.668\t-1.534\t1.117\t0.400\t1.106\t-0.072\t1.684\t0.000\t1.019\t-0.545\t-0.010\t2.215\t1.410\t-0.800\t-0.955\t2.548\t1.093\t0.042\t1.014\t0.000\t0.962\t1.237\t0.999\t0.899\t0.979\t1.016\t0.942\n1\t0.385\t1.364\t0.641\t1.333\t-0.802\t1.307\t1.073\t1.415\t0.000\t1.215\t0.802\t0.081\t2.215\t1.485\t0.661\t-0.794\t2.548\t0.667\t-1.656\t0.180\t0.000\t0.810\t1.268\t0.988\t0.942\t1.015\t1.025\t0.933\n1\t1.519\t0.448\t1.207\t0.539\t0.561\t0.767\t-0.684\t-0.729\t2.173\t0.757\t0.867\t-1.093\t0.000\t1.512\t1.207\t1.467\t0.000\t1.475\t0.324\t0.137\t3.102\t0.937\t0.938\t0.994\t0.795\t1.016\t0.970\t0.848\n1\t0.571\t-1.684\t-0.218\t1.728\t1.013\t0.446\t-0.528\t0.429\t0.000\t0.600\t-0.621\t1.299\t0.000\t1.734\t1.256\t-0.866\t0.000\t1.585\t0.411\t-0.738\t3.102\t0.848\t1.134\t1.233\t0.868\t0.821\t1.079\t0.890\n0\t2.930\t-0.533\t0.818\t1.549\t0.762\t1.678\t0.389\t-0.805\t0.000\t1.130\t-0.422\t-1.052\t1.107\t1.830\t0.055\t0.316\t2.548\t1.906\t0.318\t-1.308\t0.000\t0.952\t0.885\t0.992\t1.127\t1.491\t1.255\t1.201\n0\t1.885\t-0.389\t0.009\t0.220\t-0.824\t1.082\t0.350\t-0.585\t1.087\t2.181\t0.844\t1.524\t0.000\t1.321\t0.612\t-1.609\t0.000\t0.980\t0.078\t0.804\t3.102\t0.879\t0.990\t0.997\t0.678\t1.045\t0.733\t0.748\n1\t2.172\t0.438\t-0.966\t0.944\t-0.172\t2.939\t0.942\t1.304\t0.000\t1.460\t0.414\t-0.480\t2.215\t2.575\t0.582\t0.041\t2.548\t0.601\t-0.265\t1.658\t0.000\t1.516\t2.416\t1.303\t1.218\t0.957\t1.836\t1.594\n1\t0.672\t0.598\t0.115\t0.943\t1.079\t0.688\t-0.581\t-0.907\t2.173\t1.092\t-0.843\t-0.025\t1.107\t1.076\t-0.923\t1.321\t0.000\t1.178\t0.571\t0.933\t0.000\t1.007\t0.983\t0.990\t0.888\t0.928\t0.807\t0.751\n1\t2.051\t0.531\t-0.896\t0.185\t-0.644\t0.808\t-0.219\t0.918\t2.173\t0.938\t2.256\t-0.072\t0.000\t0.932\t0.565\t0.568\t0.000\t1.568\t0.523\t1.481\t3.102\t1.328\t0.973\t0.986\t1.224\t0.777\t0.910\t0.834\n1\t0.610\t-1.119\t0.534\t0.926\t-0.917\t0.595\t-0.460\t-0.039\t0.000\t0.773\t-1.045\t1.647\t0.000\t1.117\t-1.363\t-0.403\t2.548\t1.088\t1.732\t1.647\t0.000\t0.833\t0.837\t1.005\t0.624\t0.784\t0.806\t0.724\n1\t0.581\t1.722\t0.739\t1.170\t1.353\t0.734\t1.635\t1.179\t0.000\t0.910\t0.923\t-0.329\t2.215\t1.102\t0.753\t-0.829\t2.548\t0.911\t0.882\t-1.575\t0.000\t0.972\t0.776\t0.980\t0.903\t0.468\t0.747\t0.662\n0\t0.634\t0.622\t-0.290\t1.591\t-0.827\t0.671\t-0.311\t-0.235\t2.173\t0.420\t2.155\t1.066\t0.000\t0.837\t0.210\t0.847\t0.000\t1.870\t-0.846\t0.888\t0.000\t0.919\t0.890\t0.994\t0.650\t0.631\t0.739\t0.773\n1\t0.343\t-1.060\t0.319\t1.061\t1.425\t1.490\t0.296\t-0.142\t0.000\t1.381\t0.285\t1.174\t2.215\t1.227\t0.056\t-0.827\t2.548\t1.213\t-2.235\t-1.618\t0.000\t4.769\t2.750\t0.986\t1.814\t1.356\t1.971\t1.810\n1\t1.317\t0.666\t1.713\t0.112\t-1.100\t0.585\t0.129\t0.369\t0.000\t0.922\t-0.322\t-0.521\t2.215\t0.643\t1.231\t-1.313\t0.000\t0.376\t-0.843\t0.047\t3.102\t1.315\t1.088\t0.995\t0.636\t0.319\t0.655\t0.678\n1\t1.184\t0.012\t1.149\t1.011\t-0.052\t0.701\t-0.466\t0.874\t0.000\t1.035\t-0.754\t-1.443\t2.215\t1.154\t-1.394\t-0.804\t2.548\t0.602\t-0.573\t-0.183\t0.000\t0.817\t0.986\t1.338\t1.230\t0.776\t0.952\t0.838\n0\t0.418\t-0.272\t-1.486\t1.111\t0.666\t0.470\t-0.045\t-0.039\t0.000\t0.671\t0.506\t-1.731\t2.215\t0.781\t0.403\t-0.510\t2.548\t0.577\t-1.111\t1.622\t0.000\t0.965\t0.876\t0.989\t0.855\t0.686\t0.722\t0.655\n1\t0.825\t0.305\t-0.935\t1.268\t-0.176\t0.918\t-0.708\t1.433\t1.087\t0.401\t-1.018\t-0.819\t0.000\t0.580\t1.124\t1.479\t0.000\t1.051\t0.107\t0.607\t3.102\t0.771\t1.134\t0.991\t0.750\t0.838\t0.958\t0.809\n1\t0.424\t1.210\t0.173\t1.267\t-1.654\t0.956\t-0.936\t0.158\t2.173\t1.005\t-0.694\t-0.903\t2.215\t0.889\t-0.764\t1.483\t0.000\t0.981\t0.095\t0.940\t0.000\t0.703\t0.968\t1.013\t1.692\t1.190\t1.285\t1.065\n1\t0.812\t0.440\t0.750\t0.874\t-1.270\t1.054\t-1.921\t0.081\t0.000\t1.339\t-0.841\t-1.560\t1.107\t0.724\t-0.100\t-1.350\t0.000\t0.926\t-0.247\t0.084\t1.551\t0.931\t0.943\t1.131\t1.082\t1.042\t1.059\t1.155\n1\t2.141\t-1.231\t-1.289\t0.967\t0.891\t0.556\t-1.623\t0.161\t0.000\t0.879\t-1.023\t0.764\t1.107\t1.004\t-0.364\t0.131\t2.548\t1.275\t-1.546\t1.616\t0.000\t0.628\t0.892\t1.840\t1.183\t0.633\t0.927\t0.778\n0\t0.822\t-0.076\t-1.314\t1.813\t-1.063\t0.930\t0.771\t0.770\t0.000\t1.106\t1.292\t0.587\t0.000\t0.604\t0.066\t0.378\t2.548\t0.920\t1.916\t-0.792\t0.000\t0.698\t0.657\t0.984\t0.873\t0.456\t0.590\t0.849\n1\t1.491\t-1.054\t-0.510\t0.413\t-1.371\t2.830\t1.459\t0.211\t0.000\t2.099\t-0.418\t0.887\t0.000\t4.630\t-0.136\t-1.329\t2.548\t2.131\t-1.218\t-1.252\t0.000\t0.741\t2.407\t0.994\t1.644\t1.345\t2.791\t2.593\n0\t1.158\t0.766\t0.727\t4.707\t0.447\t3.421\t-0.590\t-1.387\t0.000\t1.118\t0.581\t0.126\t2.215\t0.545\t2.616\t-0.460\t0.000\t0.845\t-1.238\t-1.073\t3.102\t6.985\t3.830\t0.975\t0.742\t1.337\t2.501\t2.489\n1\t0.988\t0.732\t-1.311\t0.840\t-0.120\t0.802\t1.058\t-0.919\t0.000\t1.325\t0.984\t1.080\t2.215\t0.618\t2.140\t-0.518\t0.000\t0.761\t-0.435\t0.282\t3.102\t0.977\t1.162\t1.109\t1.034\t0.971\t1.013\t0.866\n0\t0.402\t0.619\t-1.270\t1.127\t-0.503\t1.307\t-0.150\t1.047\t0.000\t1.550\t0.124\t-1.158\t1.107\t1.006\t0.331\t0.800\t2.548\t2.300\t0.050\t-0.124\t0.000\t1.533\t1.069\t0.988\t0.836\t1.312\t0.958\t0.859\n0\t0.622\t-1.138\t0.533\t0.103\t-0.119\t0.747\t-0.373\t1.595\t0.000\t0.749\t0.916\t0.936\t2.215\t0.877\t1.318\t-0.602\t0.000\t1.048\t-0.654\t-1.112\t0.000\t0.915\t0.959\t0.983\t0.760\t0.705\t0.802\t0.709\n0\t0.448\t0.139\t-0.803\t2.074\t-1.706\t2.206\t0.160\t0.179\t1.087\t1.598\t-1.102\t1.473\t2.215\t1.999\t2.394\t-0.685\t0.000\t2.166\t1.355\t-1.004\t0.000\t0.810\t1.162\t0.990\t1.902\t3.183\t1.725\t1.331\n0\t0.774\t1.613\t-1.342\t0.556\t1.363\t1.102\t0.020\t-0.461\t2.173\t2.044\t0.286\t1.692\t2.215\t1.644\t-0.129\t0.112\t0.000\t0.762\t-0.557\t0.951\t0.000\t0.909\t1.015\t0.977\t0.849\t2.082\t1.255\t1.082\n1\t1.618\t0.054\t-1.427\t0.413\t-0.858\t0.621\t-1.896\t0.151\t0.000\t0.441\t-0.133\t1.657\t0.000\t0.834\t0.237\t0.975\t1.274\t0.622\t-1.269\t0.541\t0.000\t0.771\t0.629\t0.990\t0.622\t0.614\t0.585\t0.599\n1\t0.598\t-2.307\t1.234\t0.302\t-0.511\t0.632\t-0.150\t0.204\t1.087\t0.626\t-0.571\t1.140\t0.000\t0.696\t0.807\t-1.224\t2.548\t0.547\t-1.632\t-1.610\t0.000\t0.735\t0.947\t0.990\t0.894\t0.911\t0.841\t0.742\n1\t0.674\t1.085\t1.262\t0.264\t1.034\t0.778\t0.596\t-0.377\t2.173\t1.533\t1.063\t1.030\t0.000\t1.280\t0.658\t1.462\t0.000\t1.278\t1.304\t-1.298\t0.000\t0.909\t1.486\t0.978\t0.864\t0.957\t1.244\t0.995\n0\t0.711\t0.376\t-1.292\t0.325\t0.082\t1.291\t0.500\t1.690\t2.173\t0.937\t0.358\t-0.451\t2.215\t0.767\t1.798\t0.283\t0.000\t1.271\t0.416\t0.301\t0.000\t0.879\t0.920\t0.991\t0.934\t1.518\t1.069\t0.877\n1\t0.871\t0.973\t-1.083\t0.349\t1.286\t0.987\t0.967\t1.418\t2.173\t0.577\t-0.401\t-0.167\t0.000\t0.971\t-0.312\t-0.497\t0.000\t1.313\t-0.454\t0.439\t3.102\t0.339\t0.567\t0.995\t0.847\t1.373\t0.970\t0.828\n1\t0.734\t-0.537\t0.833\t0.257\t-0.129\t0.625\t-0.770\t-1.167\t0.000\t0.501\t-1.973\t-0.716\t0.000\t0.730\t1.016\t0.698\t2.548\t0.617\t-0.944\t1.394\t3.102\t0.922\t0.682\t0.993\t1.109\t0.768\t0.895\t0.813\n1\t0.851\t-0.040\t0.135\t0.330\t-0.916\t0.627\t1.824\t-1.496\t0.000\t0.998\t0.923\t0.387\t1.107\t0.483\t-0.102\t-1.165\t2.548\t0.787\t0.658\t-1.445\t0.000\t0.593\t1.098\t0.985\t0.586\t0.835\t0.738\t0.886\n0\t1.059\t-0.943\t-1.225\t1.735\t1.167\t1.697\t-0.192\t-0.421\t2.173\t0.707\t-1.367\t0.410\t0.000\t1.906\t-0.023\t1.420\t2.548\t0.449\t-0.205\t-1.381\t0.000\t0.861\t1.075\t1.565\t1.822\t2.240\t1.448\t1.154\n1\t0.377\t-0.365\t-1.472\t1.242\t-0.681\t0.635\t1.217\t-1.527\t1.087\t0.859\t1.554\t1.012\t2.215\t1.287\t-0.173\t0.175\t0.000\t0.664\t1.655\t0.410\t0.000\t0.742\t1.097\t0.984\t2.190\t0.843\t1.649\t1.279\n1\t0.328\t-1.948\t-0.733\t1.707\t-1.225\t0.773\t2.657\t1.732\t0.000\t0.746\t0.632\t0.215\t2.215\t2.115\t-0.687\t0.631\t2.548\t0.504\t-2.227\t0.716\t0.000\t6.951\t3.743\t0.992\t1.321\t1.129\t2.677\t2.224\n0\t0.642\t0.760\t1.289\t0.632\t-1.458\t0.789\t0.723\t0.311\t1.087\t0.704\t-0.792\t-0.759\t2.215\t1.045\t-0.281\t1.483\t0.000\t0.525\t0.400\t-0.343\t0.000\t0.879\t0.963\t0.989\t1.379\t1.297\t1.078\t0.918\n0\t1.240\t-1.275\t0.946\t0.340\t1.308\t0.345\t-0.769\t-1.089\t1.087\t0.687\t0.217\t-0.276\t2.215\t0.296\t2.258\t-0.969\t0.000\t0.482\t-1.238\t-1.309\t0.000\t1.492\t0.999\t0.973\t0.724\t0.607\t0.691\t0.790\n1\t0.875\t-0.360\t0.872\t0.819\t-1.389\t0.631\t-0.729\t0.355\t0.000\t0.959\t-0.188\t-0.184\t0.000\t1.445\t0.366\t1.554\t2.548\t0.927\t0.938\t-0.716\t3.102\t0.895\t1.020\t1.048\t0.738\t0.852\t0.933\t0.821\n0\t0.755\t-0.250\t-0.273\t3.584\t-0.737\t1.257\t0.128\t1.271\t2.173\t0.616\t0.664\t0.690\t0.000\t1.725\t-0.605\t0.992\t0.000\t0.638\t0.596\t-1.233\t0.000\t0.824\t0.930\t0.988\t0.856\t0.875\t1.231\t0.977\n1\t0.529\t1.162\t-1.186\t0.281\t-0.927\t1.010\t0.724\t1.580\t0.000\t1.313\t0.339\t0.340\t1.107\t0.956\t0.019\t-0.223\t0.000\t0.573\t-0.528\t-0.864\t3.102\t1.876\t1.135\t0.991\t0.948\t0.800\t0.925\t0.802\n1\t0.777\t-2.102\t-0.247\t0.774\t0.624\t1.268\t0.130\t-1.248\t2.173\t0.667\t-0.770\t1.198\t2.215\t0.387\t-1.490\t-0.494\t0.000\t0.831\t0.035\t0.362\t0.000\t0.798\t0.975\t0.985\t0.762\t1.268\t1.127\t0.883\n1\t0.594\t-0.188\t1.651\t0.420\t0.147\t0.965\t0.249\t0.791\t0.000\t0.466\t-0.116\t0.054\t0.000\t1.532\t0.930\t-1.227\t1.274\t0.515\t-0.511\t-1.221\t0.000\t0.918\t0.872\t0.983\t1.270\t0.532\t0.866\t0.872\n0\t0.910\t-0.398\t1.689\t0.375\t-1.181\t1.002\t-0.126\t-0.236\t0.000\t1.247\t-1.085\t1.338\t1.107\t0.709\t-0.907\t0.049\t0.000\t0.612\t-0.572\t-1.590\t1.551\t0.781\t0.775\t0.992\t1.044\t0.417\t0.890\t0.854\n0\t0.946\t-0.272\t-1.557\t0.238\t0.026\t1.451\t0.505\t0.756\t0.000\t1.405\t0.488\t-1.012\t2.215\t1.483\t1.364\t-0.255\t2.548\t0.538\t2.417\t1.605\t0.000\t0.817\t0.883\t0.982\t0.751\t1.253\t0.854\t0.797\n1\t0.880\t-0.100\t-0.730\t0.704\t-0.077\t0.942\t1.062\t0.730\t2.173\t0.766\t-0.228\t-1.390\t1.107\t0.699\t-1.526\t-0.854\t0.000\t0.581\t-0.896\t1.111\t0.000\t0.722\t0.718\t0.997\t1.490\t1.468\t1.116\t0.996\n1\t0.871\t-0.714\t-1.039\t0.566\t0.450\t1.114\t-0.992\t0.611\t1.087\t1.405\t-1.290\t-1.352\t2.215\t1.114\t0.193\t0.651\t0.000\t1.405\t0.874\t-1.366\t0.000\t0.818\t0.934\t0.988\t0.806\t1.829\t1.127\t0.915\n0\t1.237\t0.613\t-0.408\t1.270\t0.156\t0.896\t-1.076\t1.540\t0.000\t1.052\t1.226\t0.319\t2.215\t0.863\t-1.972\t1.611\t0.000\t1.462\t-0.302\t-1.517\t3.102\t0.902\t0.906\t0.987\t0.856\t1.506\t1.605\t1.438\n1\t2.128\t-0.042\t1.686\t1.284\t-1.273\t1.151\t0.414\t0.191\t2.173\t0.632\t-0.423\t0.848\t2.215\t0.745\t0.614\t-0.711\t0.000\t0.473\t0.035\t0.494\t0.000\t0.616\t0.695\t1.049\t0.932\t0.891\t1.120\t0.881\n1\t0.829\t-0.657\t-1.270\t1.127\t0.825\t3.386\t1.441\t1.408\t0.000\t3.409\t-0.309\t-0.254\t1.107\t2.389\t0.287\t-0.205\t0.000\t0.930\t0.637\t-0.364\t3.102\t2.023\t1.193\t1.272\t1.573\t0.927\t1.073\t1.057\n0\t0.975\t0.825\t1.687\t0.343\t-0.682\t0.375\t-0.872\t-1.065\t2.173\t0.549\t-0.938\t0.117\t2.215\t0.264\t0.759\t0.248\t0.000\t0.819\t-1.047\t0.817\t0.000\t0.688\t0.651\t0.983\t1.165\t0.585\t0.894\t0.775\n0\t0.604\t-0.512\t0.195\t0.317\t-0.767\t0.600\t-1.102\t-1.565\t2.173\t0.395\t-2.850\t0.159\t0.000\t1.309\t-0.557\t1.172\t2.548\t0.508\t-0.917\t-1.095\t0.000\t0.809\t1.050\t0.989\t0.772\t0.744\t0.744\t0.682\n1\t2.344\t-1.597\t-0.415\t0.899\t0.074\t0.347\t-1.683\t0.886\t0.000\t0.593\t-0.451\t0.596\t1.107\t1.233\t-1.702\t-1.705\t0.000\t1.511\t0.101\t1.491\t3.102\t0.896\t1.073\t0.993\t0.947\t0.667\t1.039\t0.944\n1\t1.185\t0.016\t1.614\t0.672\t-1.226\t0.667\t-0.123\t-1.633\t2.173\t1.695\t-1.275\t0.143\t0.000\t1.352\t-0.693\t-0.336\t0.000\t1.409\t1.022\t1.104\t3.102\t0.737\t0.928\t0.995\t1.042\t0.984\t0.935\t0.825\n1\t0.693\t-0.672\t0.285\t0.213\t0.178\t0.653\t-0.153\t0.035\t2.173\t0.792\t-0.328\t-1.498\t0.000\t1.493\t0.656\t-1.492\t0.000\t0.881\t0.420\t-0.276\t0.000\t0.924\t0.726\t0.981\t0.609\t0.578\t0.776\t0.714\n0\t1.017\t-0.526\t-1.057\t5.700\t-1.371\t3.733\t-1.007\t0.421\t2.173\t1.432\t0.185\t-1.571\t2.215\t0.800\t-1.297\t-0.200\t0.000\t1.142\t-1.579\t0.438\t0.000\t0.626\t1.153\t0.993\t1.211\t3.968\t2.896\t2.177\n0\t0.833\t-1.005\t-0.875\t0.647\t-0.531\t0.758\t0.232\t0.688\t0.000\t1.031\t1.290\t0.792\t2.215\t1.532\t-0.027\t-1.431\t2.548\t0.657\t-0.354\t-0.171\t0.000\t0.836\t0.938\t0.976\t0.770\t1.558\t1.035\t0.916\n0\t1.848\t0.713\t-0.654\t3.006\t-0.820\t1.255\t-0.800\t0.878\t0.000\t1.180\t0.097\t1.010\t0.000\t1.408\t-0.014\t1.297\t2.548\t1.158\t1.274\t0.810\t0.000\t1.077\t0.926\t0.982\t0.724\t1.214\t1.172\t1.531\n1\t0.521\t0.502\t-1.284\t0.682\t0.471\t0.519\t-1.008\t-0.325\t0.000\t0.477\t1.051\t0.728\t2.215\t1.031\t0.384\t1.606\t1.274\t0.933\t0.582\t-0.274\t0.000\t0.917\t0.720\t0.988\t0.559\t0.586\t0.521\t0.510\n0\t0.836\t1.675\t-0.549\t0.750\t-1.631\t0.610\t1.345\t0.805\t2.173\t0.712\t0.273\t-1.684\t0.000\t0.982\t0.820\t0.318\t2.548\t0.873\t1.056\t-0.904\t0.000\t0.848\t0.950\t0.984\t0.877\t0.466\t0.698\t0.730\n0\t1.286\t-0.032\t1.465\t0.269\t-0.833\t0.643\t-0.725\t0.464\t2.173\t0.790\t0.984\t-1.301\t2.215\t0.397\t0.474\t0.583\t0.000\t0.841\t-0.334\t-0.268\t0.000\t0.537\t0.764\t0.986\t0.819\t1.474\t0.860\t0.699\n1\t0.969\t-0.407\t-0.911\t0.265\t1.281\t0.855\t-1.414\t-0.371\t0.000\t1.334\t-0.159\t1.093\t0.000\t0.710\t-1.056\t1.368\t2.548\t0.524\t1.001\t-0.090\t0.000\t0.810\t0.852\t0.993\t0.490\t0.357\t0.544\t0.619\n0\t0.459\t0.263\t0.758\t0.625\t-0.288\t0.931\t-1.251\t0.366\t2.173\t1.621\t0.716\t-1.344\t0.000\t0.497\t0.768\t-0.970\t1.274\t0.438\t-2.359\t1.077\t0.000\t3.302\t1.816\t0.982\t1.767\t1.329\t1.538\t1.422\n1\t0.874\t0.654\t-1.102\t2.128\t-0.335\t1.107\t-0.047\t1.233\t0.000\t0.907\t-0.072\t-0.226\t2.215\t0.720\t1.473\t1.656\t0.000\t0.962\t-0.595\t-1.158\t0.000\t1.420\t0.992\t1.205\t0.790\t0.844\t0.858\t0.965\n1\t1.293\t-1.676\t-0.608\t0.248\t-1.008\t0.998\t-0.158\t1.461\t0.000\t0.803\t-0.565\t-0.729\t0.000\t0.732\t-0.817\t0.604\t1.274\t1.026\t-0.130\t0.681\t3.102\t1.151\t0.885\t0.976\t0.854\t0.255\t0.621\t0.745\n0\t1.170\t1.729\t-1.559\t0.957\t-0.607\t0.421\t-1.208\t1.141\t0.000\t0.535\t0.304\t0.533\t2.215\t0.608\t-0.644\t-0.457\t2.548\t0.446\t-1.902\t-0.618\t0.000\t0.757\t0.851\t1.110\t1.220\t0.572\t0.902\t1.183\n0\t0.895\t-1.934\t0.879\t1.047\t-0.273\t0.510\t-0.575\t0.194\t0.000\t1.195\t-0.948\t1.556\t2.215\t1.031\t-1.287\t-0.867\t1.274\t0.691\t0.370\t-0.956\t0.000\t0.919\t0.885\t1.155\t1.142\t1.000\t0.858\t0.871\n0\t0.422\t-1.331\t1.415\t0.978\t-1.122\t1.086\t-2.026\t1.159\t0.000\t0.866\t-0.216\t0.307\t0.000\t0.747\t-0.374\t-0.699\t0.000\t1.695\t0.791\t-0.767\t3.102\t0.892\t0.952\t0.987\t1.489\t0.806\t1.586\t1.248\n1\t1.107\t-0.050\t1.570\t0.268\t1.357\t1.485\t-0.803\t0.872\t1.087\t1.285\t-2.397\t-0.449\t0.000\t0.831\t-1.152\t1.461\t0.000\t1.398\t0.428\t-0.449\t0.000\t0.801\t0.942\t0.987\t0.932\t2.011\t1.193\t1.060\n0\t0.603\t-1.436\t1.464\t0.826\t0.544\t0.902\t-0.697\t0.907\t1.087\t1.118\t0.180\t-1.334\t2.215\t0.530\t-1.617\t-1.630\t0.000\t0.919\t1.592\t-0.501\t0.000\t0.878\t1.068\t0.981\t1.693\t1.494\t1.261\t1.064\n0\t1.167\t-0.572\t1.323\t0.273\t-0.272\t0.814\t-0.018\t-0.493\t0.000\t0.747\t-0.451\t0.771\t2.215\t0.461\t-1.622\t-0.327\t0.000\t0.894\t0.550\t-1.432\t3.102\t1.114\t0.970\t0.987\t0.612\t0.804\t0.768\t0.706\n0\t1.361\t0.050\t-0.308\t0.047\t0.824\t0.726\t0.953\t0.640\t0.000\t1.220\t0.138\t-0.893\t2.215\t1.015\t-0.804\t1.672\t0.000\t1.002\t0.661\t1.510\t1.551\t1.176\t0.814\t0.821\t0.696\t0.890\t0.841\t0.770\n1\t1.247\t1.334\t-0.085\t1.039\t0.219\t2.487\t1.050\t0.934\t0.000\t1.273\t-0.276\t-0.865\t0.000\t2.975\t-1.880\t-1.351\t0.000\t1.578\t0.363\t-0.353\t3.102\t1.530\t0.971\t0.991\t0.993\t0.580\t0.679\t0.961\n1\t1.385\t0.466\t0.474\t0.799\t0.724\t0.936\t0.622\t-0.669\t2.173\t0.568\t1.058\t-1.732\t2.215\t0.287\t0.636\t-1.038\t0.000\t0.375\t1.535\t1.573\t0.000\t0.472\t0.742\t1.001\t0.819\t0.913\t0.867\t0.679\n1\t1.595\t0.289\t-0.478\t1.425\t-1.099\t0.932\t0.668\t0.465\t1.087\t0.958\t0.711\t-1.681\t0.000\t0.815\t1.048\t1.413\t2.548\t1.206\t0.754\t-0.054\t0.000\t0.892\t0.888\t1.107\t1.291\t0.859\t0.971\t0.832\n0\t0.713\t0.664\t0.821\t0.747\t0.014\t0.574\t-0.469\t-0.223\t2.173\t0.584\t-1.687\t-1.379\t0.000\t0.957\t-0.808\t1.645\t0.000\t1.137\t-0.789\t-0.592\t3.102\t0.827\t1.194\t0.988\t0.752\t0.346\t0.897\t0.780\n1\t0.681\t0.595\t-0.971\t0.848\t0.441\t0.676\t-0.335\t1.523\t0.000\t0.792\t0.756\t0.297\t2.215\t1.115\t-0.083\t-0.492\t2.548\t0.891\t-1.141\t-1.464\t0.000\t0.821\t1.010\t1.006\t0.624\t0.791\t0.886\t0.789\n1\t1.059\t0.074\t1.231\t0.696\t0.047\t1.458\t0.921\t-1.516\t0.000\t1.866\t1.773\t-0.528\t0.000\t1.352\t-0.534\t-0.066\t1.274\t1.713\t1.402\t1.015\t0.000\t0.806\t0.472\t1.041\t0.825\t0.821\t0.951\t0.819\n0\t1.100\t1.703\t-0.578\t0.682\t0.101\t0.750\t1.468\t0.153\t0.000\t0.886\t-0.135\t-1.739\t1.107\t0.551\t0.776\t1.584\t2.548\t0.740\t2.056\t0.796\t0.000\t0.853\t0.803\t0.979\t1.622\t0.398\t1.041\t0.955\n1\t0.800\t0.355\t0.423\t0.113\t-0.151\t0.626\t-2.030\t-1.070\t0.000\t0.742\t-0.749\t1.560\t2.215\t0.627\t-0.347\t-0.017\t2.548\t0.681\t1.363\t1.468\t0.000\t0.840\t1.158\t0.993\t0.527\t0.731\t0.761\t0.702\n0\t0.833\t-0.626\t-0.286\t1.520\t-0.716\t0.829\t-1.838\t1.639\t0.000\t0.621\t-1.434\t-0.072\t0.000\t1.070\t-0.524\t0.866\t2.548\t0.624\t-0.593\t-1.720\t3.102\t1.551\t0.928\t0.997\t1.036\t0.454\t0.728\t0.965\n1\t1.744\t0.759\t0.988\t0.542\t0.325\t1.105\t0.264\t-0.896\t2.173\t0.604\t-0.602\t0.459\t2.215\t0.331\t0.498\t1.736\t0.000\t0.399\t-0.958\t1.693\t0.000\t0.383\t0.671\t0.993\t0.938\t1.257\t1.066\t0.820\n1\t1.543\t-0.299\t-1.358\t0.792\t-1.229\t0.767\t0.036\t0.436\t2.173\t0.376\t-1.499\t0.181\t0.000\t0.765\t-0.647\t-1.600\t0.000\t0.770\t-0.820\t1.140\t1.551\t0.894\t0.964\t0.985\t0.701\t0.648\t0.846\t0.727\n1\t0.796\t1.813\t1.170\t0.609\t-1.121\t0.751\t0.367\t0.223\t2.173\t0.864\t0.060\t-0.996\t2.215\t0.957\t1.161\t0.446\t0.000\t0.867\t0.036\t-1.509\t0.000\t0.696\t1.039\t0.984\t1.289\t1.071\t1.111\t0.906\n1\t1.018\t0.391\t0.618\t1.363\t-1.491\t0.514\t0.738\t-1.185\t0.000\t0.371\t-0.433\t0.697\t2.215\t0.709\t0.729\t-0.125\t0.000\t0.986\t-0.993\t0.347\t1.551\t0.887\t1.062\t1.544\t0.839\t0.269\t0.718\t0.728\n1\t0.745\t0.432\t0.523\t1.164\t1.223\t1.871\t1.400\t-0.503\t2.173\t1.198\t-1.655\t1.100\t0.000\t1.353\t0.944\t-1.732\t2.548\t0.953\t1.253\t-1.196\t0.000\t0.639\t0.733\t0.989\t0.986\t1.812\t1.466\t1.101\n0\t0.872\t-0.695\t-0.014\t0.701\t-0.579\t0.858\t-0.860\t0.840\t2.173\t0.808\t-1.560\t-1.532\t2.215\t0.499\t-2.007\t0.941\t0.000\t0.864\t-1.355\t-0.890\t0.000\t0.752\t0.884\t0.984\t1.123\t1.132\t0.954\t0.838\n0\t0.587\t-0.621\t1.007\t1.651\t-1.306\t0.647\t-0.756\t-0.798\t2.173\t0.847\t-0.109\t0.867\t2.215\t0.676\t1.191\t0.901\t0.000\t0.537\t-1.385\t0.195\t0.000\t1.447\t0.940\t1.189\t0.790\t1.145\t0.852\t0.832\n0\t1.119\t-0.452\t0.458\t0.750\t0.374\t1.002\t1.001\t-1.561\t0.000\t0.568\t1.142\t1.091\t0.000\t1.056\t1.120\t-0.224\t2.548\t1.486\t-0.703\t-0.972\t3.102\t1.100\t1.139\t0.996\t0.938\t1.324\t1.103\t1.291\n1\t0.677\t0.195\t-0.300\t0.639\t-1.232\t1.061\t-0.791\t-1.246\t2.173\t0.289\t2.112\t0.299\t0.000\t0.797\t-0.333\t0.215\t0.000\t0.717\t0.504\t1.475\t3.102\t1.209\t0.808\t0.989\t1.281\t0.915\t0.997\t0.894\n0\t0.760\t-1.909\t1.008\t0.428\t-0.981\t0.894\t-1.311\t-0.647\t1.087\t0.558\t-0.924\t0.227\t0.000\t0.391\t1.635\t1.441\t0.000\t0.771\t-0.935\t1.593\t3.102\t0.782\t0.972\t0.995\t0.534\t0.797\t0.644\t0.603\n0\t0.858\t-1.415\t0.799\t2.026\t0.184\t1.542\t1.646\t-1.669\t0.000\t1.251\t-0.466\t-1.330\t0.000\t1.713\t-0.543\t0.263\t1.274\t1.866\t-0.846\t-0.411\t3.102\t0.813\t0.938\t0.988\t0.861\t0.832\t0.714\t0.691\n0\t0.778\t-0.136\t-0.224\t1.067\t1.272\t1.272\t-2.125\t-0.789\t0.000\t0.886\t-1.116\t1.299\t2.215\t2.398\t-0.133\t0.515\t2.548\t2.225\t-0.488\t-1.363\t0.000\t1.276\t1.015\t1.231\t0.922\t1.292\t1.022\t0.877\n1\t1.520\t-0.901\t0.514\t0.532\t0.964\t0.621\t0.825\t-1.570\t2.173\t0.765\t-0.077\t-0.729\t0.000\t0.399\t0.605\t-0.403\t2.548\t0.478\t0.868\t1.294\t0.000\t0.894\t0.771\t0.982\t0.885\t0.541\t1.037\t0.895\n1\t0.404\t-1.089\t-1.274\t2.084\t-1.561\t0.633\t1.273\t0.145\t2.173\t0.236\t1.676\t-0.411\t0.000\t0.711\t0.169\t0.882\t0.000\t0.425\t-0.052\t0.093\t0.000\t0.786\t0.663\t0.993\t0.795\t0.881\t0.938\t0.781\n1\t1.612\t0.476\t0.066\t0.285\t-0.744\t1.120\t0.629\t-1.673\t1.087\t0.613\t0.540\t-0.420\t0.000\t0.472\t-0.093\t1.651\t0.000\t1.740\t0.308\t1.062\t3.102\t0.924\t1.119\t0.989\t1.266\t0.945\t1.025\t0.993\n1\t0.971\t-0.658\t0.081\t0.805\t0.734\t0.982\t-0.115\t-1.250\t2.173\t0.502\t0.160\t-0.085\t0.000\t0.698\t0.181\t1.703\t2.548\t0.549\t0.264\t0.882\t0.000\t0.526\t0.868\t0.995\t0.906\t0.503\t0.912\t0.761\n0\t0.767\t1.529\t-0.039\t1.189\t1.076\t0.691\t0.383\t1.544\t1.087\t0.531\t1.572\t-0.523\t0.000\t0.618\t-0.237\t-1.240\t2.548\t0.741\t-0.035\t-0.088\t0.000\t0.821\t0.993\t1.116\t0.987\t0.550\t0.791\t0.744\n1\t0.301\t-1.149\t-0.120\t1.764\t-0.871\t0.520\t-0.664\t-0.983\t0.000\t0.890\t0.621\t0.765\t2.215\t0.567\t-2.163\t1.034\t0.000\t1.878\t-0.658\t0.913\t3.102\t1.331\t1.094\t0.983\t1.074\t0.920\t1.025\t1.008\n1\t0.968\t1.215\t-1.037\t0.483\t-0.207\t0.535\t0.467\t-0.105\t0.000\t0.667\t1.409\t0.371\t0.000\t1.338\t0.146\t1.401\t2.548\t0.785\t-0.353\t-1.328\t3.102\t0.834\t0.928\t0.987\t0.902\t0.546\t0.776\t0.718\n1\t0.704\t0.048\t0.349\t0.604\t1.299\t1.511\t-0.145\t-0.623\t2.173\t1.211\t-0.434\t0.779\t0.000\t0.438\t0.899\t-1.229\t2.548\t0.745\t0.012\t-1.615\t0.000\t1.071\t0.877\t0.988\t1.198\t0.802\t0.971\t0.859\n0\t0.571\t1.326\t-1.342\t0.465\t0.854\t0.597\t0.708\t-0.960\t2.173\t0.638\t-0.862\t1.306\t2.215\t0.681\t0.389\t-0.545\t0.000\t0.960\t1.538\t0.368\t0.000\t0.949\t0.807\t0.987\t0.769\t1.143\t0.867\t0.736\n1\t1.068\t1.916\t0.911\t0.905\t0.564\t1.374\t1.058\t-0.888\t2.173\t0.598\t1.145\t0.753\t0.000\t0.368\t2.600\t-1.536\t0.000\t0.734\t0.931\t1.625\t3.102\t0.928\t1.267\t0.975\t0.620\t0.817\t0.932\t0.814\n1\t0.662\t-1.046\t-1.445\t1.390\t0.908\t1.083\t-0.347\t0.305\t2.173\t1.506\t2.686\t-1.067\t0.000\t0.593\t-2.265\t1.547\t0.000\t1.176\t-0.733\t1.075\t3.102\t0.838\t0.812\t1.133\t1.063\t0.828\t0.908\t0.814\n1\t1.696\t-0.640\t-0.789\t1.464\t-0.545\t1.428\t-0.677\t0.603\t2.173\t0.466\t-1.002\t0.837\t2.215\t0.739\t-1.617\t-0.171\t0.000\t1.564\t0.515\t1.614\t0.000\t0.759\t1.119\t0.972\t0.974\t0.327\t1.105\t0.940\n1\t1.091\t0.472\t-1.066\t1.289\t0.290\t0.958\t0.628\t-1.556\t0.000\t1.207\t0.427\t0.642\t1.107\t0.721\t1.285\t0.081\t0.000\t0.700\t1.088\t-0.864\t3.102\t1.602\t0.930\t1.544\t1.043\t0.891\t0.854\t0.834\n1\t1.447\t-0.413\t0.012\t1.033\t-0.945\t0.897\t-0.645\t1.072\t2.173\t0.460\t-0.931\t-1.489\t1.107\t0.659\t0.289\t-1.513\t0.000\t0.720\t-1.495\t0.195\t0.000\t1.225\t1.012\t1.285\t0.817\t0.714\t0.826\t0.755\n0\t0.750\t0.588\t0.398\t2.234\t0.575\t0.813\t-0.607\t-0.803\t2.173\t0.885\t-0.225\t-1.421\t0.000\t1.170\t-0.294\t1.515\t2.548\t0.855\t-1.325\t-0.045\t0.000\t1.357\t0.967\t0.981\t0.975\t1.070\t1.003\t0.945\n0\t0.474\t0.540\t-1.253\t2.915\t1.324\t0.748\t1.480\t-0.392\t0.000\t1.125\t-1.506\t0.191\t0.000\t0.655\t-1.844\t-0.506\t0.000\t1.413\t0.702\t0.918\t3.102\t0.836\t1.020\t1.190\t0.735\t1.014\t1.138\t1.346\n0\t0.344\t-1.296\t0.276\t1.257\t0.597\t0.599\t-0.066\t1.674\t2.173\t0.716\t1.144\t-0.651\t0.000\t0.923\t-0.472\t-0.786\t2.548\t0.545\t1.227\t1.618\t0.000\t0.734\t0.898\t0.989\t0.857\t0.768\t0.721\t0.752\n1\t1.435\t-0.897\t-0.695\t1.221\t-0.819\t0.964\t-0.248\t1.445\t2.173\t0.825\t-0.264\t-0.413\t0.000\t1.354\t-1.044\t0.783\t0.000\t1.175\t-1.565\t0.442\t0.000\t0.908\t0.916\t0.998\t0.694\t0.475\t0.839\t0.872\n0\t0.718\t-0.014\t-0.392\t0.919\t1.614\t1.231\t0.054\t0.169\t2.173\t0.872\t-1.130\t1.693\t2.215\t1.031\t-1.357\t0.860\t0.000\t1.845\t-1.180\t-1.227\t0.000\t1.449\t0.956\t1.094\t1.020\t1.791\t1.254\t1.054\n1\t1.278\t1.183\t0.901\t0.237\t-1.123\t0.718\t1.142\t-0.407\t0.000\t0.630\t1.348\t0.280\t0.000\t0.839\t-0.035\t-1.624\t2.548\t1.093\t0.423\t-1.288\t0.000\t0.845\t0.930\t0.990\t0.738\t0.516\t0.759\t0.686\n0\t0.738\t-0.700\t1.165\t1.122\t0.557\t0.754\t0.905\t-0.558\t2.173\t0.375\t0.285\t-0.819\t0.000\t1.073\t0.607\t-1.532\t2.548\t0.512\t0.565\t1.196\t0.000\t0.565\t0.583\t0.991\t0.902\t0.873\t0.863\t0.668\n1\t1.674\t-0.675\t0.718\t1.564\t1.139\t0.502\t-1.122\t-0.583\t0.000\t1.063\t-0.242\t-1.110\t2.215\t1.062\t0.870\t-0.442\t2.548\t0.597\t0.069\t1.691\t0.000\t0.918\t1.021\t0.979\t1.356\t0.965\t1.251\t1.019\n0\t1.360\t0.986\t1.067\t0.376\t-0.677\t0.888\t0.437\t-0.861\t2.173\t1.347\t1.525\t0.111\t2.215\t1.326\t0.351\t1.610\t0.000\t1.224\t0.346\t-1.459\t0.000\t0.840\t1.042\t0.990\t0.918\t1.564\t1.044\t0.882\n1\t0.403\t-1.843\t-0.391\t0.840\t-0.591\t0.956\t-1.662\t0.906\t0.000\t1.180\t-0.595\t0.111\t2.215\t1.346\t-1.809\t-1.191\t0.000\t0.921\t-0.232\t-1.697\t3.102\t0.989\t0.896\t0.984\t0.743\t0.953\t0.862\t0.834\n0\t0.474\t-1.836\t1.716\t1.584\t-1.732\t1.074\t-0.878\t0.533\t0.000\t1.450\t-0.802\t-0.841\t0.000\t1.335\t-0.694\t-0.047\t0.000\t1.548\t-0.554\t1.296\t3.102\t0.872\t0.678\t0.977\t0.806\t0.808\t0.618\t0.601\n0\t0.659\t0.090\t-0.285\t1.295\t0.752\t0.678\t0.685\t-0.808\t0.000\t1.042\t-0.114\t-1.042\t0.000\t0.819\t0.020\t-1.659\t1.274\t0.996\t-2.012\t0.909\t0.000\t0.831\t0.745\t1.030\t0.595\t0.904\t0.853\t0.802\n0\t0.793\t-0.007\t-1.605\t1.278\t0.044\t1.074\t1.432\t0.130\t1.087\t1.913\t-0.763\t-1.285\t1.107\t0.977\t2.610\t1.514\t0.000\t1.603\t-0.688\t0.575\t0.000\t0.896\t1.519\t1.389\t1.313\t3.511\t1.741\t1.370\n0\t1.829\t0.021\t1.555\t2.846\t-1.551\t1.839\t-0.557\t0.085\t2.173\t0.861\t-0.075\t-0.480\t0.000\t0.862\t2.436\t-1.290\t0.000\t1.185\t0.134\t0.247\t0.000\t0.817\t0.991\t1.065\t2.470\t1.503\t1.609\t1.315\n0\t0.779\t0.270\t-1.020\t0.773\t1.725\t0.300\t0.556\t-0.073\t0.000\t0.790\t-1.039\t0.528\t2.215\t0.784\t-0.249\t1.584\t2.548\t0.557\t0.640\t-1.228\t0.000\t0.542\t0.850\t0.990\t0.722\t0.762\t0.879\t0.712\n1\t2.224\t0.801\t0.972\t0.917\t-1.486\t0.880\t1.219\t-0.242\t2.173\t1.085\t0.151\t-0.987\t2.215\t0.812\t1.041\t1.365\t0.000\t0.584\t1.689\t-0.342\t0.000\t0.835\t1.016\t1.584\t1.385\t1.208\t1.140\t0.931\n1\t1.003\t-1.132\t1.153\t1.325\t1.322\t0.727\t-0.783\t-0.284\t1.087\t0.391\t-1.431\t-0.199\t2.215\t0.575\t-1.816\t-1.077\t0.000\t0.704\t-0.603\t0.220\t0.000\t0.803\t0.692\t0.989\t0.787\t0.279\t0.854\t0.712\n1\t1.340\t-0.225\t0.253\t1.498\t0.771\t1.259\t-0.343\t-1.201\t1.087\t0.430\t-0.642\t-0.471\t0.000\t0.762\t-1.597\t1.000\t0.000\t0.529\t-0.042\t1.167\t3.102\t0.990\t1.231\t0.980\t0.535\t0.741\t0.973\t0.903\n0\t0.449\t1.190\t-1.245\t0.534\t1.027\t1.551\t0.334\t-0.557\t2.173\t1.287\t-0.401\t1.067\t0.000\t1.277\t0.451\t0.914\t0.000\t0.612\t0.050\t-0.974\t3.102\t0.962\t0.877\t0.988\t1.063\t0.405\t1.162\t0.933\n1\t0.504\t-1.356\t0.964\t1.089\t0.401\t0.551\t0.889\t1.357\t1.087\t1.251\t0.266\t-1.105\t2.215\t0.373\t-1.322\t-1.625\t0.000\t0.598\t-1.334\t0.420\t0.000\t0.504\t1.002\t0.985\t2.223\t1.047\t1.860\t1.337\n1\t0.371\t-0.753\t1.642\t1.145\t0.949\t0.849\t0.913\t-1.129\t2.173\t0.929\t1.244\t-0.539\t0.000\t1.283\t0.677\t0.577\t2.548\t1.078\t0.498\t1.395\t0.000\t0.857\t0.850\t0.998\t1.007\t1.305\t0.821\t0.753\n1\t0.718\t1.295\t-0.166\t0.548\t-1.369\t0.538\t1.438\t-1.523\t0.000\t0.674\t-0.940\t0.146\t2.215\t0.599\t1.589\t0.875\t0.000\t0.651\t0.556\t1.096\t3.102\t0.860\t0.587\t0.988\t0.921\t0.708\t0.881\t0.760\n0\t0.731\t0.197\t1.122\t0.999\t0.205\t0.607\t-0.271\t-0.595\t0.000\t1.349\t-0.302\t1.693\t2.215\t1.114\t-0.478\t-0.052\t2.548\t0.611\t0.506\t-1.610\t0.000\t0.850\t0.970\t0.982\t0.654\t1.310\t0.804\t0.742\n1\t0.469\t-1.268\t1.090\t1.136\t0.012\t0.974\t-0.539\t0.820\t2.173\t1.046\t-0.271\t-1.049\t0.000\t1.117\t0.659\t-1.378\t2.548\t0.452\t2.279\t-0.329\t0.000\t1.999\t1.220\t0.987\t0.753\t1.481\t1.238\t1.079\n0\t0.592\t0.410\t-1.529\t1.128\t-0.815\t1.011\t1.054\t-0.189\t2.173\t1.502\t0.514\t1.044\t2.215\t0.904\t0.431\t0.365\t0.000\t1.622\t-1.923\t-1.509\t0.000\t2.846\t2.541\t0.981\t0.899\t1.697\t2.076\t1.785\n1\t0.996\t-0.710\t0.155\t0.892\t1.351\t1.438\t-0.756\t1.580\t2.173\t0.879\t-1.360\t-0.192\t0.000\t0.414\t-1.924\t0.316\t0.000\t1.450\t-0.301\t-0.287\t3.102\t0.530\t0.663\t1.150\t1.045\t1.549\t1.035\t0.886\n1\t0.753\t0.827\t0.749\t0.402\t-0.597\t0.902\t0.002\t-0.110\t0.000\t1.199\t0.328\t-1.603\t0.000\t1.122\t0.099\t0.516\t2.548\t0.551\t0.112\t-0.527\t3.102\t2.185\t1.166\t0.984\t0.815\t0.486\t0.825\t0.823\n1\t1.018\t1.080\t0.393\t0.716\t0.980\t0.873\t0.149\t0.910\t0.000\t0.767\t0.873\t-1.196\t0.000\t1.795\t0.995\t-0.645\t1.274\t0.554\t-0.194\t-1.293\t3.102\t1.149\t0.786\t0.984\t1.095\t0.687\t0.833\t0.852\n1\t2.620\t-0.787\t-0.453\t0.539\t-0.867\t0.926\t-0.026\t0.834\t2.173\t0.729\t-2.047\t-1.186\t0.000\t1.674\t0.568\t1.236\t0.000\t0.706\t-0.617\t-1.040\t0.000\t0.803\t0.884\t0.978\t0.556\t0.771\t0.902\t0.765\n1\t2.149\t0.844\t0.295\t0.389\t-1.740\t0.879\t-0.103\t1.675\t0.000\t1.261\t0.705\t-0.822\t1.107\t0.500\t1.281\t-1.586\t0.000\t0.484\t-0.626\t-1.514\t3.102\t1.017\t1.169\t1.224\t0.862\t0.703\t0.815\t0.859\n0\t0.731\t-0.363\t-0.142\t1.813\t0.676\t0.459\t1.213\t-0.532\t0.000\t0.513\t2.070\t0.477\t0.000\t1.956\t-0.543\t-1.459\t2.548\t1.015\t0.169\t-1.603\t3.102\t0.945\t0.958\t1.073\t1.308\t0.464\t1.143\t1.135\n0\t0.417\t-1.590\t0.521\t1.357\t-1.110\t0.624\t0.461\t-0.769\t0.000\t0.784\t-0.448\t1.557\t2.215\t0.966\t0.288\t0.701\t0.000\t0.573\t-0.059\t0.135\t3.102\t1.358\t1.108\t1.037\t0.737\t0.592\t0.669\t0.857\n0\t2.342\t1.059\t1.722\t0.424\t1.623\t0.906\t0.886\t-0.445\t2.173\t1.128\t1.518\t0.277\t0.000\t0.500\t1.241\t0.674\t2.548\t0.373\t1.601\t-0.385\t0.000\t0.830\t0.948\t0.981\t0.700\t0.736\t0.877\t0.824\n1\t1.601\t0.998\t1.435\t1.008\t-1.328\t0.584\t1.886\t-0.453\t0.000\t0.524\t-0.216\t1.558\t2.215\t0.802\t1.009\t-0.224\t2.548\t0.752\t1.143\t-1.417\t0.000\t0.819\t1.077\t1.068\t0.902\t0.847\t0.705\t0.735\n0\t0.392\t1.378\t1.567\t0.171\t1.657\t0.864\t0.888\t1.480\t2.173\t1.201\t0.949\t-0.301\t2.215\t1.277\t0.403\t0.507\t0.000\t0.506\t-0.554\t-0.706\t0.000\t0.942\t0.945\t0.984\t0.780\t1.499\t0.917\t0.803\n1\t1.283\t-0.376\t1.243\t1.343\t0.732\t0.810\t-0.356\t-1.151\t2.173\t0.695\t2.033\t-0.577\t0.000\t1.039\t-0.166\t0.395\t0.000\t1.247\t0.797\t-0.559\t3.102\t0.909\t0.994\t0.987\t1.189\t0.927\t1.047\t0.876\n1\t1.168\t-0.405\t1.234\t0.981\t1.270\t0.961\t1.449\t-0.624\t0.000\t0.817\t0.830\t1.583\t2.215\t2.374\t-0.999\t-0.755\t2.548\t0.489\t-0.386\t0.520\t0.000\t1.253\t0.985\t0.975\t1.400\t2.112\t1.587\t1.482\n1\t0.805\t-1.106\t-0.142\t0.461\t-0.063\t0.550\t-2.857\t-0.241\t0.000\t0.332\t2.482\t0.587\t0.000\t0.979\t-0.514\t0.890\t2.548\t2.005\t-0.310\t-1.515\t3.102\t0.934\t1.098\t0.985\t0.734\t0.891\t0.875\t0.854\n0\t0.668\t-0.759\t-0.651\t1.006\t0.633\t1.151\t-0.233\t-0.701\t2.173\t1.397\t0.741\t1.411\t1.107\t0.528\t0.042\t1.402\t0.000\t0.648\t0.211\t-0.363\t0.000\t1.107\t1.103\t1.040\t1.295\t2.012\t1.299\t1.076\n0\t0.569\t-1.719\t-0.297\t0.940\t-0.971\t1.159\t1.841\t1.116\t0.000\t1.190\t-0.052\t1.528\t2.215\t1.437\t-0.257\t0.073\t0.000\t1.379\t-2.480\t-1.250\t0.000\t0.928\t0.733\t0.995\t1.050\t1.417\t0.936\t0.828\n1\t0.581\t0.390\t-1.349\t0.917\t0.055\t0.513\t-0.528\t1.547\t0.000\t0.965\t-1.286\t0.096\t2.215\t0.772\t0.850\t1.657\t0.000\t0.778\t-1.116\t-1.395\t3.102\t0.913\t0.807\t0.986\t0.931\t0.762\t0.883\t0.791\n1\t1.238\t-0.305\t1.241\t0.539\t-0.440\t0.839\t-2.620\t-1.243\t0.000\t0.510\t0.901\t-0.070\t0.000\t1.298\t-0.612\t-1.525\t2.548\t2.198\t-0.038\t0.129\t0.000\t0.740\t0.843\t1.129\t0.779\t0.923\t0.874\t0.774\n0\t2.246\t0.114\t-0.374\t0.575\t-0.633\t1.481\t0.635\t-1.590\t0.000\t1.319\t0.993\t0.432\t2.215\t1.371\t-0.638\t0.147\t2.548\t2.085\t-0.381\t1.557\t0.000\t0.611\t1.000\t0.994\t1.354\t1.435\t1.087\t1.045\n0\t0.385\t-1.293\t1.299\t1.246\t1.243\t0.509\t0.022\t-0.274\t0.000\t0.381\t1.422\t-1.048\t0.000\t0.585\t-0.046\t0.206\t2.548\t0.750\t-0.573\t0.851\t3.102\t0.948\t0.838\t0.972\t0.656\t0.323\t0.530\t0.608\n1\t0.759\t0.450\t-0.263\t1.068\t0.767\t0.356\t0.536\t-0.498\t2.173\t0.711\t-1.272\t1.471\t2.215\t0.937\t-1.563\t-0.940\t0.000\t0.833\t1.007\t1.413\t0.000\t0.697\t0.894\t0.998\t1.079\t1.071\t0.793\t0.824\n0\t3.409\t-0.390\t0.291\t1.448\t0.591\t1.895\t-0.905\t-1.437\t1.087\t0.379\t0.392\t-0.469\t2.215\t0.766\t1.237\t-1.177\t0.000\t0.658\t-0.812\t-0.843\t0.000\t0.757\t1.027\t0.986\t0.884\t1.300\t1.594\t1.191\n1\t1.703\t-0.370\t-1.020\t0.819\t-1.061\t0.637\t0.590\t0.093\t2.173\t1.171\t0.081\t0.789\t0.000\t0.760\t0.355\t1.075\t2.548\t0.829\t0.163\t-1.733\t0.000\t0.982\t0.929\t0.976\t0.900\t0.677\t0.805\t0.803\n0\t6.067\t-0.106\t0.526\t1.353\t-0.793\t2.974\t-0.253\t-0.876\t2.173\t1.201\t-1.684\t1.612\t0.000\t1.581\t-0.873\t-1.261\t0.000\t0.753\t-0.254\t0.927\t3.102\t1.390\t1.065\t3.682\t3.566\t1.582\t2.186\t2.097\n1\t0.643\t-1.963\t0.790\t0.862\t-1.660\t0.762\t0.236\t-0.785\t2.173\t0.378\t-1.384\t1.607\t0.000\t1.146\t-0.073\t0.562\t2.548\t0.462\t-2.013\t0.229\t0.000\t0.587\t0.840\t0.984\t1.962\t1.107\t1.468\t1.101\n1\t0.625\t0.939\t0.327\t1.252\t-0.750\t1.544\t-0.923\t-1.731\t0.000\t0.737\t-0.239\t-0.549\t0.000\t1.742\t-0.626\t0.659\t2.548\t1.876\t-0.851\t0.109\t3.102\t0.936\t0.986\t1.011\t1.279\t0.697\t1.086\t0.897\n1\t2.660\t0.241\t-1.365\t0.623\t0.512\t1.043\t0.742\t1.058\t0.000\t0.918\t-1.016\t0.120\t1.107\t1.930\t-1.525\t-0.380\t0.000\t0.949\t-0.525\t1.488\t3.102\t0.628\t0.722\t1.770\t1.516\t0.814\t1.004\t0.991\n1\t0.686\t1.039\t1.628\t1.186\t0.767\t0.679\t0.481\t-0.771\t0.000\t0.907\t-0.063\t-0.320\t2.215\t1.308\t-0.233\t-1.415\t2.548\t0.545\t0.385\t1.043\t0.000\t0.927\t0.818\t0.987\t0.963\t0.972\t0.827\t0.732\n1\t1.086\t0.966\t-0.067\t0.992\t1.197\t0.911\t0.217\t-0.697\t2.173\t0.652\t1.786\t-1.730\t0.000\t1.170\t0.714\t1.601\t0.000\t1.331\t0.414\t0.357\t3.102\t0.763\t1.008\t1.307\t1.124\t0.962\t0.941\t0.864\n0\t0.759\t1.417\t1.312\t1.406\t-1.574\t0.833\t1.324\t-0.237\t2.173\t0.407\t2.524\t-1.313\t0.000\t0.628\t1.438\t0.412\t2.548\t0.730\t1.594\t0.091\t0.000\t0.958\t0.885\t0.991\t0.771\t0.509\t0.818\t0.704\n0\t1.809\t-0.096\t1.147\t0.382\t-1.229\t0.685\t1.531\t0.362\t0.000\t0.666\t0.931\t-1.224\t2.215\t0.767\t0.164\t-0.362\t0.000\t0.749\t-0.776\t-0.852\t3.102\t1.245\t1.039\t0.986\t0.737\t0.727\t0.822\t0.858\n1\t0.965\t-1.023\t1.664\t0.447\t1.214\t1.124\t-0.504\t0.021\t2.173\t0.830\t-0.544\t1.350\t0.000\t0.658\t-1.076\t-0.990\t2.548\t0.674\t-1.400\t-0.704\t0.000\t1.099\t0.748\t1.000\t1.144\t0.923\t0.817\t0.761\n1\t0.513\t0.943\t1.607\t1.385\t-1.648\t0.556\t1.589\t0.566\t2.173\t0.570\t-0.014\t-1.454\t0.000\t1.605\t0.060\t-0.138\t0.000\t0.603\t0.449\t0.257\t1.551\t1.362\t0.801\t0.977\t0.908\t0.381\t0.764\t1.002\n0\t1.125\t0.391\t-1.106\t0.286\t-0.160\t0.783\t0.796\t0.550\t2.173\t0.691\t0.117\t0.648\t2.215\t0.422\t1.726\t-0.894\t0.000\t0.781\t0.946\t1.600\t0.000\t0.812\t0.925\t0.980\t0.795\t0.389\t0.728\t0.679\n1\t0.836\t-0.253\t-0.008\t1.122\t-1.322\t0.537\t-1.391\t-0.035\t0.000\t1.045\t0.046\t1.432\t1.107\t0.756\t1.400\t0.595\t0.000\t0.586\t0.869\t-0.921\t3.102\t0.763\t0.841\t1.242\t0.935\t0.705\t0.785\t0.726\n1\t0.305\t0.267\t-0.111\t0.678\t0.813\t1.114\t-1.429\t-1.728\t0.000\t1.401\t-0.736\t-0.603\t0.000\t0.515\t-1.662\t1.131\t0.000\t1.051\t-0.828\t0.720\t1.551\t0.773\t0.918\t0.997\t0.541\t0.378\t0.636\t0.604\n1\t0.537\t-0.973\t-0.549\t1.827\t1.549\t0.965\t-1.384\t0.461\t0.000\t1.491\t-1.086\t-1.328\t2.215\t1.065\t1.502\t-0.239\t0.000\t0.952\t-0.937\t1.169\t3.102\t0.484\t1.362\t1.302\t0.683\t0.836\t0.840\t0.799\n0\t0.467\t0.585\t-1.522\t2.223\t1.341\t2.053\t0.858\t1.129\t0.000\t3.993\t-0.465\t-0.346\t0.000\t1.053\t-1.054\t-1.441\t2.548\t1.037\t1.484\t-1.062\t0.000\t2.304\t1.400\t0.997\t1.770\t0.919\t1.417\t1.254\n0\t0.886\t1.185\t1.065\t1.818\t0.495\t1.086\t-0.379\t-0.803\t2.173\t0.409\t0.327\t1.451\t0.000\t0.775\t0.556\t0.115\t1.274\t1.163\t1.320\t-1.626\t0.000\t1.003\t0.765\t0.984\t2.125\t1.029\t1.342\t1.083\n1\t1.226\t-0.925\t-1.634\t1.048\t0.239\t0.872\t-0.574\t0.053\t2.173\t0.849\t-0.658\t-1.257\t0.000\t1.116\t-0.064\t0.806\t2.548\t0.816\t-1.385\t1.576\t0.000\t0.839\t0.920\t1.559\t0.994\t0.833\t0.823\t0.731\n0\t0.645\t-0.635\t0.250\t1.541\t-0.836\t0.607\t-1.067\t1.393\t0.000\t0.727\t-0.678\t0.672\t1.107\t0.715\t-0.139\t-0.664\t2.548\t0.412\t0.189\t-1.465\t0.000\t0.942\t0.844\t1.146\t0.882\t0.746\t0.629\t0.682\n1\t1.227\t0.305\t-0.007\t0.053\t1.055\t1.924\t-1.222\t1.077\t0.000\t2.580\t1.001\t-0.383\t2.215\t1.558\t1.097\t-1.411\t0.000\t1.262\t0.261\t-1.116\t3.102\t0.558\t0.593\t0.937\t1.211\t1.163\t0.913\t0.918\n0\t3.000\t0.595\t-1.143\t0.286\t0.726\t0.985\t-1.055\t0.158\t0.000\t0.528\t-0.814\t1.258\t2.215\t0.335\t2.681\t-0.565\t0.000\t0.695\t0.369\t-1.694\t0.000\t0.966\t1.209\t1.274\t1.492\t0.440\t1.057\t1.042\n1\t0.825\t0.634\t0.124\t0.545\t-0.789\t1.098\t-0.240\t-1.390\t1.087\t1.113\t0.281\t1.102\t0.000\t1.077\t0.234\t0.530\t1.274\t1.329\t0.087\t-0.431\t0.000\t1.563\t0.994\t0.980\t0.982\t1.380\t0.974\t0.839\n0\t2.047\t-0.013\t-0.207\t0.522\t-0.897\t0.932\t-1.085\t1.225\t1.087\t1.249\t-0.972\t1.545\t0.000\t0.986\t-0.543\t-1.440\t2.548\t1.034\t0.003\t0.069\t0.000\t1.380\t1.118\t0.983\t1.512\t0.858\t1.056\t1.018\n0\t2.845\t-1.917\t-0.008\t0.431\t-0.350\t1.209\t-0.040\t1.537\t2.173\t0.425\t-0.941\t-1.648\t2.215\t0.609\t-0.593\t-0.113\t0.000\t0.740\t0.327\t-1.468\t0.000\t0.805\t0.940\t0.976\t0.968\t0.580\t1.455\t1.154\n1\t1.950\t0.475\t0.793\t0.076\t-1.070\t0.575\t-2.178\t-1.684\t0.000\t0.962\t-0.113\t-0.747\t1.107\t0.336\t1.134\t-0.055\t0.000\t0.874\t-0.009\t0.266\t3.102\t0.795\t0.989\t0.987\t1.119\t0.657\t0.843\t1.076\n0\t1.075\t-0.872\t1.082\t0.660\t0.189\t1.434\t-1.452\t-1.460\t2.173\t1.472\t-0.490\t0.051\t2.215\t0.457\t-0.861\t-0.822\t0.000\t0.888\t-1.148\t1.308\t0.000\t0.678\t0.926\t0.986\t1.198\t2.348\t1.226\t0.930\n1\t0.333\t1.779\t0.070\t1.431\t-0.077\t1.082\t-0.065\t-0.269\t0.000\t2.209\t0.935\t-1.606\t0.000\t2.272\t0.104\t0.976\t2.548\t1.346\t0.864\t0.484\t3.102\t1.210\t1.360\t0.975\t1.129\t0.859\t1.166\t1.101\n1\t0.455\t-1.187\t0.661\t2.285\t0.138\t1.165\t-0.943\t1.411\t0.000\t2.011\t0.426\t-0.801\t2.215\t0.727\t0.666\t1.662\t2.548\t0.908\t0.857\t0.642\t0.000\t2.082\t1.331\t0.987\t1.551\t1.041\t1.370\t1.281\n0\t1.336\t0.635\t-0.449\t0.724\t0.378\t1.004\t-0.661\t1.712\t0.000\t0.408\t0.208\t-1.299\t0.000\t0.925\t-0.108\t0.537\t2.548\t0.685\t-0.817\t-1.265\t3.102\t0.836\t0.990\t0.987\t0.784\t0.665\t0.616\t0.762\n0\t0.699\t-0.868\t0.562\t1.028\t1.283\t0.716\t-0.144\t-0.818\t0.000\t0.894\t-0.264\t1.654\t2.215\t1.019\t0.554\t-0.310\t1.274\t0.612\t0.166\t0.478\t0.000\t0.946\t0.910\t0.986\t1.364\t1.095\t1.016\t0.912\n0\t0.899\t-1.004\t-0.112\t0.621\t0.868\t0.861\t-1.034\t-1.707\t1.087\t0.942\t-0.486\t0.195\t2.215\t0.580\t0.883\t-0.144\t0.000\t1.289\t-0.169\t-1.310\t0.000\t1.017\t0.975\t0.989\t0.973\t1.362\t0.922\t0.891\n0\t1.803\t-0.892\t0.053\t0.736\t-0.340\t1.116\t-1.420\t-0.361\t0.000\t2.177\t-0.331\t1.409\t2.215\t1.370\t-1.347\t-1.695\t2.548\t0.415\t-1.849\t-1.699\t0.000\t1.058\t1.147\t0.986\t1.804\t1.264\t1.314\t1.219\n1\t0.518\t-0.616\t0.407\t0.686\t-1.274\t1.295\t0.813\t0.575\t0.000\t1.403\t-1.609\t1.461\t0.000\t3.306\t-1.150\t-0.372\t1.274\t2.111\t-0.349\t-1.233\t1.551\t0.579\t1.071\t0.986\t1.336\t1.664\t1.263\t1.105\n0\t0.530\t-0.330\t-0.209\t0.772\t-1.498\t0.330\t-0.054\t-1.228\t0.000\t1.242\t0.192\t-0.376\t2.215\t1.449\t-0.409\t1.246\t1.274\t0.428\t2.266\t1.434\t0.000\t1.145\t1.146\t0.986\t0.862\t1.493\t1.021\t0.836\n0\t0.973\t-1.433\t0.925\t0.681\t-0.881\t0.930\t0.844\t-1.415\t2.173\t0.756\t0.122\t-0.451\t0.000\t0.936\t0.524\t0.684\t2.548\t0.452\t-0.253\t1.380\t0.000\t0.927\t1.026\t1.126\t1.097\t1.115\t1.199\t1.077\n0\t1.442\t0.728\t0.963\t0.074\t-1.734\t0.840\t0.090\t-1.242\t2.173\t0.534\t0.448\t-0.247\t0.000\t1.250\t0.016\t0.201\t2.548\t0.647\t-2.187\t-0.948\t0.000\t0.853\t0.904\t0.984\t0.760\t1.231\t0.826\t0.708\n1\t0.951\t2.086\t0.781\t0.506\t-0.813\t1.241\t0.934\t-0.073\t2.173\t0.898\t-2.554\t1.363\t0.000\t0.746\t0.347\t-0.784\t0.000\t1.348\t1.558\t-1.684\t0.000\t1.207\t0.766\t0.988\t1.017\t0.945\t0.841\t0.782\n0\t0.407\t-0.196\t-0.381\t1.596\t-1.649\t0.908\t1.446\t0.231\t0.000\t0.731\t-1.539\t1.512\t0.000\t0.495\t-0.789\t0.203\t0.000\t0.677\t2.424\t-0.132\t0.000\t0.917\t0.852\t1.015\t0.896\t0.597\t0.907\t0.792\n0\t1.620\t-0.612\t-0.866\t0.129\t1.166\t0.573\t-0.460\t0.499\t2.173\t0.801\t0.472\t-1.462\t0.000\t0.378\t0.110\t-0.326\t0.000\t1.540\t0.642\t1.048\t3.102\t0.737\t0.903\t0.992\t1.208\t0.806\t0.892\t0.789\n0\t1.027\t2.419\t-0.386\t2.278\t0.987\t0.735\t1.310\t0.744\t1.087\t0.569\t1.418\t1.345\t0.000\t1.273\t0.556\t1.563\t2.548\t0.471\t-0.377\t0.464\t0.000\t0.889\t0.719\t2.004\t1.749\t0.921\t1.221\t1.040\n0\t0.630\t-0.699\t0.366\t0.684\t-0.442\t0.802\t0.057\t0.522\t0.000\t1.350\t-1.436\t-1.481\t2.215\t0.529\t-0.602\t1.606\t2.548\t0.548\t-0.404\t-1.031\t0.000\t1.036\t0.752\t0.994\t1.357\t0.491\t0.885\t0.848\n0\t0.287\t-0.084\t0.945\t1.606\t1.096\t2.767\t-1.438\t1.397\t2.173\t3.320\t-0.742\t-0.536\t0.000\t1.811\t-0.781\t-0.066\t2.548\t1.377\t-1.342\t-0.521\t0.000\t1.218\t1.073\t0.984\t0.939\t2.829\t2.267\t1.790\n0\t1.830\t-1.026\t-1.290\t0.601\t-1.187\t1.151\t-0.762\t0.224\t2.173\t1.188\t-0.612\t1.176\t2.215\t0.404\t-0.274\t-0.567\t0.000\t0.408\t-1.537\t0.183\t0.000\t0.474\t0.729\t0.980\t1.413\t1.307\t1.116\t0.841\n1\t1.284\t-0.304\t-1.009\t1.383\t1.674\t1.039\t-1.248\t-0.509\t0.000\t0.718\t0.078\t-0.588\t0.000\t1.188\t-0.231\t0.254\t2.548\t2.875\t-0.040\t1.029\t3.102\t0.824\t1.069\t1.222\t1.094\t0.920\t0.953\t0.835\n0\t1.873\t-0.405\t-0.734\t5.037\t-0.783\t2.091\t-1.926\t0.908\t0.000\t0.794\t1.952\t0.919\t0.000\t1.490\t0.587\t1.362\t2.548\t1.089\t0.420\t-1.185\t3.102\t0.896\t0.935\t1.017\t0.781\t0.732\t1.226\t1.551\n1\t0.941\t0.719\t0.277\t2.166\t0.508\t1.637\t-1.743\t-1.687\t0.000\t1.249\t-0.130\t-0.279\t0.000\t0.685\t-0.511\t1.234\t2.548\t1.235\t0.005\t-1.189\t3.102\t0.991\t0.926\t0.996\t1.069\t0.609\t0.765\t0.767\n0\t2.112\t0.773\t-1.230\t0.451\t0.127\t0.948\t-0.661\t0.476\t1.087\t0.323\t0.727\t1.659\t0.000\t0.480\t-0.260\t1.415\t2.548\t0.562\t-1.530\t-0.449\t0.000\t1.072\t0.998\t1.272\t0.795\t0.650\t1.017\t0.884\n1\t1.164\t1.204\t-0.343\t1.028\t0.109\t1.750\t1.018\t-0.532\t0.000\t1.141\t0.499\t1.572\t0.000\t1.365\t0.763\t1.015\t2.548\t0.898\t1.016\t1.642\t0.000\t0.482\t0.642\t0.983\t0.975\t0.352\t0.624\t0.717\n0\t0.623\t0.531\t0.124\t1.550\t1.079\t0.898\t0.180\t1.689\t1.087\t1.272\t-0.578\t-0.446\t2.215\t0.696\t-0.136\t0.290\t0.000\t0.711\t0.746\t-1.622\t0.000\t0.877\t0.958\t1.032\t0.908\t1.602\t1.069\t0.859\n1\t0.322\t1.112\t-0.512\t1.270\t0.863\t0.491\t-1.520\t-0.488\t0.000\t1.224\t-0.968\t-1.178\t0.000\t1.152\t-0.406\t1.026\t1.274\t1.006\t0.803\t0.041\t3.102\t1.058\t1.245\t0.984\t0.696\t0.896\t1.036\t1.532\n0\t0.824\t0.028\t1.210\t1.445\t0.720\t1.552\t1.340\t-0.965\t2.173\t2.269\t0.800\t0.531\t1.107\t1.594\t0.769\t-1.359\t0.000\t0.810\t-1.336\t-1.075\t0.000\t0.816\t0.873\t0.999\t0.809\t2.792\t1.487\t1.222\n1\t0.612\t1.032\t-0.800\t0.748\t1.451\t0.852\t0.642\t0.980\t0.000\t1.496\t0.254\t-0.794\t2.215\t1.131\t0.540\t0.007\t2.548\t0.859\t1.372\t0.467\t0.000\t0.897\t0.874\t0.989\t0.830\t0.942\t0.977\t0.831\n1\t0.727\t-0.875\t-1.518\t0.727\t-0.390\t0.900\t0.075\t0.537\t2.173\t0.674\t0.996\t-0.795\t1.107\t0.408\t0.889\t1.239\t0.000\t0.462\t-0.494\t-0.011\t0.000\t0.600\t0.620\t0.990\t0.945\t1.208\t0.813\t0.645\n1\t1.042\t-1.986\t-1.397\t0.952\t-0.878\t0.899\t-1.170\t0.376\t2.173\t0.501\t-0.424\t0.671\t0.000\t0.738\t2.352\t-1.695\t0.000\t0.811\t-1.434\t-0.021\t0.000\t0.854\t0.807\t0.976\t0.792\t0.641\t0.816\t0.698\n0\t0.999\t1.453\t-1.555\t0.359\t0.825\t0.825\t1.195\t0.438\t2.173\t1.129\t0.549\t1.244\t2.215\t1.372\t1.919\t-0.614\t0.000\t1.122\t0.726\t-0.320\t0.000\t0.970\t1.099\t0.991\t0.713\t1.050\t1.035\t0.885\n0\t3.618\t-0.465\t0.565\t4.835\t0.336\t4.140\t0.036\t-1.378\t0.000\t0.352\t0.531\t1.739\t0.000\t1.077\t-0.133\t-0.872\t2.548\t0.950\t-0.229\t-0.157\t3.102\t1.066\t1.048\t1.185\t0.881\t0.467\t1.096\t2.152\n0\t0.332\t1.310\t-1.286\t1.285\t-0.030\t2.277\t0.658\t-0.628\t2.173\t2.259\t1.037\t1.217\t2.215\t0.781\t1.856\t1.392\t0.000\t0.820\t0.134\t1.215\t0.000\t0.929\t0.859\t0.988\t1.746\t3.391\t1.844\t1.422\n0\t0.571\t1.152\t0.449\t0.791\t1.593\t0.531\t0.073\t0.775\t2.173\t0.722\t1.570\t-1.247\t0.000\t1.517\t0.635\t-0.640\t2.548\t0.605\t-1.621\t0.705\t0.000\t2.624\t1.605\t0.989\t0.881\t1.127\t1.140\t0.934\n0\t0.478\t1.680\t1.198\t2.412\t1.349\t1.775\t-1.052\t-0.650\t2.173\t1.017\t0.053\t0.900\t2.215\t1.296\t-0.732\t-0.072\t0.000\t0.446\t-1.087\t-1.197\t0.000\t0.743\t0.988\t0.990\t6.583\t2.268\t4.134\t3.190\n0\t1.328\t0.701\t0.777\t0.836\t-0.270\t1.105\t0.059\t-0.799\t2.173\t0.241\t-1.497\t0.845\t0.000\t0.315\t-0.604\t1.663\t0.000\t0.841\t0.625\t1.336\t3.102\t0.365\t0.912\t1.181\t0.691\t1.022\t0.844\t0.787\n1\t0.895\t0.999\t0.482\t0.778\t-1.540\t1.073\t0.445\t0.691\t0.000\t1.331\t0.729\t-1.598\t1.107\t0.720\t0.881\t0.049\t0.000\t1.744\t0.309\t-0.704\t1.551\t0.960\t1.157\t1.120\t0.858\t1.026\t1.018\t0.865\n1\t1.148\t-0.766\t1.489\t1.176\t0.647\t1.364\t0.217\t-0.663\t2.173\t0.945\t-0.117\t1.154\t0.000\t0.761\t0.970\t0.377\t2.548\t0.737\t-0.528\t-1.308\t0.000\t0.912\t0.914\t1.107\t1.598\t1.163\t1.165\t0.989\n0\t0.664\t-0.190\t-0.437\t1.647\t-1.126\t0.681\t0.062\t0.669\t0.000\t1.138\t0.301\t-0.483\t0.000\t2.077\t-0.143\t1.180\t2.548\t0.495\t0.566\t0.213\t3.102\t1.629\t0.875\t0.986\t1.287\t0.680\t0.864\t0.886\n0\t1.102\t1.059\t0.257\t0.428\t1.388\t0.595\t0.527\t-0.508\t1.087\t0.577\t0.528\t0.054\t0.000\t1.268\t0.743\t1.722\t2.548\t0.635\t1.360\t-1.128\t0.000\t0.824\t0.829\t0.991\t0.742\t0.991\t0.700\t0.619\n1\t0.517\t-0.862\t0.411\t0.951\t0.500\t1.804\t-0.179\t-0.641\t0.000\t1.324\t1.172\t1.297\t2.215\t1.105\t0.230\t0.732\t0.000\t2.076\t0.800\t-1.547\t3.102\t0.968\t1.281\t0.990\t1.046\t0.839\t1.003\t0.904\n1\t0.881\t-0.557\t0.838\t2.421\t1.349\t3.062\t-0.162\t-0.253\t0.000\t1.425\t-0.508\t1.668\t0.000\t1.334\t-0.248\t-1.198\t2.548\t1.484\t0.373\t1.282\t3.102\t4.452\t2.613\t0.996\t0.627\t0.935\t1.712\t1.557\n1\t1.176\t-0.152\t0.820\t0.838\t-0.125\t0.646\t1.004\t0.932\t2.173\t0.892\t-1.545\t-0.046\t0.000\t1.731\t1.129\t-0.870\t0.000\t1.762\t0.580\t1.607\t3.102\t1.003\t1.005\t1.034\t0.866\t0.669\t0.794\t0.898\n1\t0.917\t0.023\t-1.116\t1.062\t1.622\t0.773\t-0.634\t1.183\t0.000\t1.307\t0.055\t0.939\t0.000\t1.712\t0.154\t-0.453\t0.000\t1.092\t-0.298\t-0.752\t3.102\t0.926\t0.980\t0.991\t0.845\t0.492\t0.680\t0.707\n1\t0.285\t1.180\t-1.395\t0.874\t-0.100\t1.047\t-2.411\t-1.456\t0.000\t0.906\t-0.403\t-1.228\t0.000\t1.665\t-1.129\t0.549\t1.274\t1.266\t-0.444\t1.465\t0.000\t0.918\t0.992\t0.995\t0.943\t0.597\t0.856\t0.766\n0\t0.615\t0.321\t-1.440\t0.940\t0.117\t0.659\t-1.756\t-0.873\t0.000\t0.574\t-1.221\t0.205\t2.215\t0.429\t-0.208\t1.479\t0.000\t1.329\t1.066\t1.215\t3.102\t1.152\t0.881\t1.039\t0.785\t1.434\t1.158\t0.983\n0\t0.849\t0.025\t0.907\t0.311\t-0.883\t0.814\t0.406\t0.112\t0.000\t0.390\t-2.292\t0.965\t0.000\t1.352\t0.548\t-1.257\t2.548\t0.413\t1.892\t-0.914\t0.000\t0.885\t0.996\t0.992\t0.926\t1.063\t0.845\t0.751\n0\t0.294\t-0.629\t0.163\t2.151\t1.221\t1.490\t-0.007\t-0.838\t1.087\t0.850\t0.225\t0.611\t1.107\t0.867\t-0.469\t-0.329\t0.000\t0.511\t0.436\t-1.707\t0.000\t0.801\t0.809\t0.982\t1.064\t1.610\t1.363\t1.054\n1\t0.620\t0.702\t0.930\t0.622\t-0.923\t1.023\t0.645\t-1.191\t2.173\t0.534\t1.050\t0.506\t0.000\t1.407\t-0.002\t0.496\t0.000\t1.170\t0.452\t-0.045\t0.000\t0.769\t0.991\t0.985\t0.839\t0.797\t0.928\t0.835\n0\t0.548\t-0.322\t0.010\t1.802\t-1.035\t0.598\t1.508\t0.557\t1.087\t0.970\t0.880\t1.381\t2.215\t0.521\t-0.267\t-0.805\t0.000\t0.396\t2.116\t-1.478\t0.000\t1.013\t0.936\t1.113\t1.221\t0.835\t1.103\t0.923\n0\t2.205\t-0.455\t-0.427\t0.647\t-0.381\t0.949\t-1.460\t-1.681\t2.173\t1.238\t-1.046\t1.401\t0.000\t1.317\t-1.515\t1.001\t0.000\t1.864\t-0.953\t-0.049\t3.102\t0.905\t0.914\t0.991\t0.661\t1.420\t1.017\t1.096\n0\t0.721\t0.826\t-1.392\t1.266\t1.213\t1.075\t1.297\t0.154\t0.000\t0.837\t-0.933\t-1.317\t0.000\t1.256\t-1.335\t-0.773\t1.274\t1.878\t-0.874\t-0.271\t3.102\t0.722\t2.096\t0.990\t1.424\t0.569\t1.793\t1.475\n1\t0.721\t0.562\t-0.322\t1.328\t-1.392\t0.858\t0.966\t0.977\t2.173\t0.994\t1.559\t-0.548\t0.000\t1.513\t-0.135\t0.304\t2.548\t0.837\t-0.252\t1.456\t0.000\t0.800\t0.881\t1.113\t1.063\t1.166\t0.946\t0.776\n1\t0.790\t-0.268\t-1.410\t0.680\t-0.373\t0.989\t-0.245\t0.137\t0.000\t1.361\t0.623\t-1.661\t2.215\t0.775\t0.082\t0.790\t2.548\t0.575\t0.437\t-0.362\t0.000\t0.677\t0.640\t0.981\t1.120\t0.927\t0.903\t0.852\n0\t0.618\t-1.474\t0.951\t0.628\t-0.559\t0.960\t-1.308\t1.498\t2.173\t0.710\t0.138\t1.406\t0.000\t1.552\t0.321\t-0.597\t2.548\t1.267\t-0.188\t-0.431\t0.000\t0.879\t0.803\t0.990\t0.913\t2.030\t1.269\t1.085\n1\t0.792\t0.723\t-0.290\t0.843\t0.910\t0.680\t1.042\t1.454\t0.000\t1.246\t1.393\t-0.379\t0.000\t1.099\t0.319\t-1.216\t1.274\t0.720\t0.775\t0.322\t3.102\t1.983\t1.134\t1.000\t0.800\t0.698\t0.839\t0.744\n0\t1.860\t1.421\t1.642\t1.251\t-0.864\t0.983\t-0.763\t0.147\t1.087\t0.814\t-0.613\t0.684\t0.000\t0.306\t0.007\t1.657\t0.000\t0.616\t-0.032\t-1.125\t3.102\t0.639\t0.739\t1.635\t0.941\t0.811\t1.467\t1.209\n0\t2.804\t0.565\t-1.336\t1.919\t-0.972\t1.694\t0.491\t0.428\t2.173\t1.404\t0.029\t0.801\t2.215\t0.502\t-0.445\t-0.925\t0.000\t0.517\t-0.515\t-0.082\t0.000\t0.389\t1.024\t1.037\t1.822\t0.918\t1.705\t1.265\n0\t2.910\t1.083\t1.245\t1.379\t1.296\t2.551\t-0.269\t-0.662\t0.000\t0.688\t1.028\t0.558\t2.215\t0.565\t-0.904\t0.096\t2.548\t0.665\t-1.428\t0.953\t0.000\t2.519\t1.474\t0.982\t0.847\t0.848\t1.272\t1.889\n1\t0.861\t-0.359\t0.845\t0.846\t0.155\t0.820\t-1.640\t-0.177\t0.000\t1.087\t-1.049\t-1.540\t0.000\t1.652\t-1.230\t1.515\t0.000\t0.968\t0.549\t0.551\t3.102\t0.826\t0.651\t0.985\t0.783\t0.586\t0.812\t0.790\n0\t0.956\t-0.152\t-1.150\t0.555\t-1.418\t1.297\t-1.710\t-0.251\t0.000\t1.170\t-0.117\t0.858\t0.000\t1.392\t0.198\t1.643\t2.548\t0.711\t-0.598\t-1.183\t1.551\t1.068\t0.921\t0.990\t0.882\t0.563\t1.169\t0.985\n0\t0.596\t-1.391\t1.520\t1.163\t-0.743\t1.394\t0.759\t0.781\t0.000\t0.900\t-0.589\t-0.682\t1.107\t1.520\t-1.228\t0.126\t2.548\t0.853\t0.264\t1.446\t0.000\t1.012\t1.611\t1.029\t0.872\t0.953\t1.396\t1.300\n1\t1.526\t-0.977\t0.157\t0.228\t0.633\t1.495\t0.267\t-0.743\t0.000\t1.683\t-1.606\t1.627\t0.000\t0.707\t-2.103\t1.176\t0.000\t0.945\t-1.581\t0.180\t0.000\t0.866\t0.844\t0.988\t1.050\t0.639\t1.056\t0.977\n0\t0.593\t0.032\t0.394\t0.441\t0.554\t0.380\t-0.361\t1.396\t0.000\t0.892\t0.491\t-1.609\t0.000\t1.050\t0.866\t0.114\t0.000\t1.215\t0.780\t-1.108\t3.102\t0.958\t0.669\t0.991\t0.555\t0.175\t0.495\t0.555\n0\t0.986\t-0.946\t-1.270\t0.806\t0.198\t0.852\t0.076\t-0.508\t2.173\t0.750\t0.074\t-1.498\t0.000\t0.867\t0.000\t0.397\t2.548\t0.497\t-1.956\t0.656\t0.000\t1.426\t1.057\t1.198\t0.956\t0.780\t0.856\t0.786\n1\t0.921\t0.034\t0.288\t0.574\t1.675\t0.503\t0.319\t-0.303\t0.000\t0.805\t-0.121\t1.683\t2.215\t1.029\t0.927\t1.167\t2.548\t0.885\t-0.516\t-0.630\t0.000\t0.579\t0.994\t0.988\t0.695\t0.727\t0.741\t0.666\n1\t0.611\t1.623\t-0.025\t0.763\t1.499\t0.712\t0.973\t0.684\t0.000\t0.909\t1.810\t-1.112\t0.000\t1.402\t0.022\t-1.252\t2.548\t0.952\t0.029\t0.121\t3.102\t0.857\t1.113\t0.990\t0.700\t0.834\t0.712\t0.682\n0\t1.207\t-0.395\t-1.344\t0.876\t-0.429\t0.853\t1.022\t0.542\t2.173\t0.410\t-1.478\t1.344\t0.000\t0.531\t-0.216\t-0.400\t2.548\t0.454\t-0.115\t-1.573\t0.000\t0.503\t1.235\t1.047\t0.558\t0.848\t0.869\t0.784\n1\t0.561\t0.541\t-0.475\t0.494\t0.499\t1.439\t0.775\t0.797\t0.000\t1.218\t0.362\t-1.458\t0.000\t1.705\t-0.470\t-0.501\t2.548\t1.245\t-0.982\t-1.260\t3.102\t2.583\t2.069\t0.982\t0.708\t0.797\t1.515\t1.187\n1\t1.959\t0.669\t1.468\t0.814\t0.414\t0.773\t0.094\t-0.952\t2.173\t1.370\t-0.065\t0.060\t2.215\t0.785\t-0.271\t1.280\t0.000\t0.432\t2.020\t-1.011\t0.000\t1.300\t1.092\t1.422\t1.336\t1.204\t1.091\t0.966\n0\t0.543\t0.367\t-1.562\t0.658\t1.292\t1.034\t0.882\t0.056\t2.173\t1.147\t-1.689\t-1.376\t0.000\t0.511\t-2.201\t-1.110\t0.000\t0.450\t-0.744\t0.245\t0.000\t1.016\t0.687\t0.999\t1.074\t0.870\t1.320\t1.362\n0\t1.132\t0.770\t-1.601\t2.048\t1.131\t0.575\t-0.119\t-0.270\t0.000\t0.856\t0.511\t-0.576\t2.215\t1.056\t-1.033\t-0.761\t0.000\t1.242\t0.393\t0.474\t3.102\t0.955\t1.007\t1.326\t1.208\t0.755\t0.866\t1.028\n1\t0.992\t0.323\t1.360\t1.309\t1.312\t0.792\t-0.236\t-0.180\t2.173\t0.714\t1.669\t0.099\t0.000\t0.366\t0.148\t0.004\t2.548\t0.494\t-0.639\t-1.375\t0.000\t1.269\t1.181\t0.991\t0.682\t0.175\t0.761\t0.865\n0\t1.263\t0.591\t1.721\t0.541\t-1.539\t0.917\t-0.626\t0.873\t2.173\t0.972\t-0.950\t0.014\t0.000\t0.949\t0.442\t-0.122\t0.000\t1.157\t-0.602\t-1.547\t3.102\t0.886\t0.838\t0.975\t1.029\t0.894\t0.808\t0.780\n1\t0.613\t0.834\t1.542\t1.257\t0.423\t1.187\t0.826\t-1.292\t0.000\t1.176\t0.306\t0.291\t1.107\t0.461\t0.964\t-0.492\t0.000\t1.263\t-0.080\t1.586\t3.102\t0.891\t0.908\t1.029\t0.735\t1.037\t0.941\t0.848\n0\t1.766\t-0.540\t1.634\t0.886\t1.251\t0.822\t0.443\t-0.761\t0.000\t0.932\t0.486\t0.327\t2.215\t0.277\t0.057\t0.010\t1.274\t0.411\t1.708\t-0.231\t0.000\t0.890\t0.952\t0.994\t0.688\t0.193\t0.840\t0.962\n1\t0.380\t0.822\t-0.459\t1.136\t1.030\t0.731\t0.463\t-1.290\t0.000\t0.926\t-0.227\t0.281\t2.215\t0.993\t0.536\t1.547\t0.000\t1.876\t-0.024\t-0.391\t3.102\t0.939\t0.956\t0.984\t1.115\t0.688\t0.908\t0.803\n1\t1.031\t-0.232\t1.388\t0.919\t1.384\t2.153\t0.966\t-0.186\t0.000\t1.244\t1.030\t-1.638\t1.107\t1.028\t-0.378\t-1.479\t2.548\t1.241\t0.707\t1.205\t0.000\t1.265\t1.002\t0.991\t1.534\t0.985\t1.020\t0.949\n1\t0.766\t-0.842\t0.669\t1.097\t-0.613\t0.959\t-0.425\t-0.203\t2.173\t0.470\t1.606\t1.172\t0.000\t1.423\t0.735\t-1.590\t0.000\t0.806\t-1.824\t1.458\t0.000\t0.937\t0.637\t1.161\t0.781\t0.691\t0.959\t0.967\n0\t3.148\t-1.131\t0.928\t3.036\t0.855\t2.728\t0.630\t-0.797\t1.087\t0.728\t-1.028\t1.383\t2.215\t0.600\t1.368\t-1.094\t0.000\t1.221\t0.215\t-0.431\t0.000\t0.821\t0.873\t0.988\t0.803\t2.750\t3.214\t2.472\n0\t0.652\t2.075\t0.301\t1.056\t-0.176\t0.761\t-2.139\t-0.095\t0.000\t1.745\t0.164\t-1.541\t2.215\t0.490\t1.889\t-1.521\t0.000\t1.363\t1.005\t-1.522\t1.551\t4.618\t3.088\t0.983\t1.495\t0.755\t2.050\t1.846\n0\t1.365\t-0.329\t-1.385\t0.978\t-0.489\t0.604\t0.335\t0.728\t0.000\t1.087\t0.735\t1.613\t2.215\t1.603\t0.065\t-0.537\t0.000\t1.375\t1.136\t0.658\t1.551\t1.625\t1.251\t1.157\t1.104\t0.903\t0.996\t0.988\n0\t0.414\t1.082\t-0.073\t0.779\t-1.015\t0.867\t0.837\t0.944\t0.000\t0.639\t0.331\t1.341\t2.215\t1.114\t0.017\t-0.787\t2.548\t0.488\t-1.642\t0.905\t0.000\t0.500\t0.760\t0.982\t0.565\t0.856\t0.632\t0.595\n1\t1.443\t0.081\t1.518\t0.492\t-0.696\t0.874\t-0.659\t0.523\t2.173\t0.970\t1.618\t-0.069\t0.000\t1.579\t0.947\t-1.335\t2.548\t0.537\t0.431\t-0.922\t0.000\t0.867\t1.013\t1.064\t1.032\t2.022\t1.258\t1.066\n1\t0.959\t0.631\t0.626\t1.297\t-1.127\t1.776\t0.034\t1.244\t2.173\t1.614\t-1.275\t-0.638\t0.000\t1.121\t0.037\t-0.239\t0.000\t1.118\t-0.052\t0.511\t0.000\t0.829\t0.933\t1.546\t1.436\t0.946\t0.996\t1.042\n1\t1.024\t0.823\t1.306\t0.614\t-0.710\t1.011\t0.085\t-0.113\t0.000\t1.355\t0.340\t-1.386\t2.215\t1.332\t1.536\t0.826\t2.548\t0.582\t-0.634\t-0.690\t0.000\t0.870\t0.993\t1.066\t0.817\t1.658\t0.907\t0.767\n0\t0.398\t1.393\t0.134\t0.795\t0.231\t0.499\t0.779\t-0.254\t0.000\t0.733\t0.096\t1.676\t2.215\t0.772\t1.431\t1.270\t1.274\t0.701\t0.409\t-1.421\t0.000\t0.956\t1.070\t0.999\t0.896\t0.704\t0.728\t0.759\n1\t1.459\t-0.547\t0.110\t0.413\t-1.093\t1.113\t-0.163\t-0.666\t2.173\t0.903\t-0.139\t0.892\t0.000\t0.985\t2.192\t-1.390\t0.000\t1.015\t-1.096\t1.263\t0.000\t0.892\t0.826\t0.986\t0.859\t0.867\t0.884\t0.806\n1\t0.493\t-0.955\t-1.647\t1.599\t0.260\t0.941\t-0.965\t1.318\t0.000\t1.555\t0.627\t-0.940\t0.000\t1.586\t-0.640\t-0.041\t1.274\t0.783\t-1.401\t-1.542\t0.000\t0.845\t0.706\t1.216\t0.773\t0.697\t0.796\t0.744\n1\t0.953\t-0.214\t-1.640\t0.630\t-0.143\t0.994\t0.531\t-1.572\t0.000\t1.183\t-1.841\t-0.164\t0.000\t2.359\t0.271\t0.646\t2.548\t1.014\t0.662\t-0.970\t3.102\t4.168\t2.462\t1.047\t1.032\t1.211\t1.833\t1.381\n1\t0.690\t0.073\t-0.358\t0.712\t-1.421\t0.696\t-0.193\t1.278\t0.000\t0.911\t1.353\t0.614\t1.107\t0.596\t0.921\t-0.608\t2.548\t0.379\t1.303\t-0.896\t0.000\t0.862\t1.016\t0.980\t0.702\t0.714\t0.835\t0.717\n1\t0.837\t-0.660\t-0.878\t0.797\t-1.566\t1.424\t-0.747\t-0.627\t2.173\t0.912\t-0.623\t1.347\t0.000\t0.739\t0.024\t0.358\t2.548\t1.156\t-1.230\t1.050\t0.000\t0.675\t0.796\t0.988\t1.001\t1.116\t1.018\t0.911\n1\t0.455\t-2.335\t-1.625\t1.149\t0.431\t1.018\t-0.877\t-1.405\t2.173\t0.617\t-1.589\t0.333\t0.000\t0.833\t-1.966\t-0.548\t0.000\t0.724\t-0.047\t1.135\t1.551\t0.837\t0.913\t0.989\t1.183\t0.786\t0.856\t0.810\n0\t0.278\t1.453\t-1.511\t2.099\t-0.632\t1.225\t-0.131\t1.121\t2.173\t0.943\t-0.911\t-1.204\t0.000\t0.865\t-0.764\t0.191\t0.000\t0.616\t0.104\t1.663\t3.102\t1.320\t0.859\t0.987\t1.505\t0.447\t0.941\t0.970\n0\t2.265\t-1.757\t-0.714\t0.806\t-0.618\t1.390\t-0.433\t1.142\t2.173\t0.940\t-1.120\t-0.305\t1.107\t0.472\t2.270\t1.601\t0.000\t0.436\t-1.739\t0.499\t0.000\t2.481\t2.014\t0.985\t0.861\t1.735\t1.580\t1.963\n0\t1.511\t-0.571\t-0.841\t3.200\t-0.505\t2.003\t-2.480\t1.124\t0.000\t1.232\t-0.015\t-0.219\t0.000\t1.349\t1.177\t1.361\t1.274\t1.762\t0.235\t1.220\t3.102\t1.428\t1.279\t0.996\t2.343\t0.639\t1.671\t1.415\n0\t1.460\t-0.679\t-1.205\t0.550\t1.183\t0.963\t-1.503\t-0.133\t2.173\t0.904\t-0.649\t0.959\t2.215\t0.449\t1.168\t1.454\t0.000\t0.431\t-1.594\t1.726\t0.000\t0.718\t0.811\t1.038\t0.846\t1.291\t0.925\t0.739\n0\t0.707\t-0.365\t-0.849\t0.528\t-0.872\t0.202\t-1.131\t0.550\t0.000\t0.551\t-0.005\t0.506\t2.215\t0.370\t-1.459\t1.690\t2.548\t0.408\t-1.730\t0.927\t0.000\t0.478\t0.529\t0.978\t0.547\t0.598\t0.592\t0.491\n1\t1.283\t0.246\t-0.730\t0.757\t-0.500\t1.092\t-0.297\t1.398\t2.173\t0.971\t-1.796\t-1.065\t0.000\t1.445\t-0.090\t0.664\t1.274\t0.988\t-0.787\t0.154\t0.000\t1.283\t1.453\t0.989\t1.476\t0.975\t1.157\t1.303\n0\t1.075\t1.250\t-0.088\t0.981\t1.190\t0.766\t0.624\t1.260\t1.087\t1.473\t0.879\t-0.849\t0.000\t0.483\t-0.602\t0.590\t0.000\t0.374\t0.018\t0.398\t3.102\t1.674\t0.950\t1.299\t0.930\t0.435\t0.816\t0.811\n0\t0.574\t-1.110\t1.061\t1.313\t-0.371\t0.664\t0.733\t-1.635\t2.173\t0.639\t-2.206\t-0.650\t0.000\t1.122\t-0.043\t1.164\t2.548\t0.597\t-0.105\t0.312\t0.000\t1.205\t1.256\t1.155\t1.338\t0.759\t1.132\t1.002\n1\t0.812\t0.883\t-1.651\t0.479\t-0.442\t0.824\t0.736\t-0.537\t0.000\t1.140\t0.584\t0.911\t0.000\t0.649\t-1.313\t0.870\t2.548\t1.115\t0.573\t-1.425\t3.102\t1.521\t1.071\t0.989\t1.328\t1.008\t0.916\t0.946\n1\t1.084\t1.831\t-1.312\t0.792\t-0.704\t0.550\t0.742\t0.246\t0.000\t0.561\t0.238\t-0.470\t1.107\t0.552\t0.139\t1.347\t2.548\t1.189\t-0.563\t1.011\t0.000\t1.056\t0.857\t0.989\t0.777\t0.591\t0.619\t0.706\n1\t0.596\t-1.860\t1.307\t0.964\t-1.402\t0.667\t0.614\t0.534\t1.087\t0.431\t0.099\t0.916\t0.000\t0.633\t1.008\t-1.317\t2.548\t0.925\t0.805\t-0.609\t0.000\t0.886\t0.711\t0.979\t1.004\t0.830\t0.950\t0.816\n0\t1.242\t0.717\t-0.164\t0.667\t-0.984\t0.662\t0.844\t-1.482\t2.173\t0.750\t-0.283\t1.444\t2.215\t1.191\t-0.707\t0.155\t0.000\t0.374\t-0.665\t1.508\t0.000\t0.691\t1.166\t0.989\t0.936\t0.802\t0.781\t0.773\n0\t1.830\t0.236\t0.039\t1.430\t-0.142\t1.040\t-0.831\t1.678\t0.000\t0.868\t-0.133\t-1.180\t2.215\t1.221\t-0.241\t1.342\t0.000\t0.554\t-0.946\t0.875\t3.102\t0.845\t0.959\t0.980\t0.745\t0.684\t0.772\t0.978\n0\t1.269\t0.041\t-1.239\t1.690\t-0.722\t1.347\t0.915\t-1.022\t0.000\t1.165\t-1.096\t0.618\t2.215\t1.505\t-0.247\t0.368\t0.000\t2.723\t-0.177\t0.979\t3.102\t0.759\t0.822\t0.984\t1.613\t0.919\t1.287\t1.027\n0\t0.802\t-0.011\t-0.135\t1.578\t0.973\t0.704\t-0.933\t1.249\t2.173\t0.754\t0.409\t-0.745\t0.000\t0.781\t1.651\t-0.811\t0.000\t1.126\t1.201\t-1.361\t3.102\t0.890\t0.670\t1.311\t0.960\t1.559\t1.115\t1.038\n1\t1.021\t-0.482\t-0.027\t1.195\t-1.223\t0.555\t-1.247\t0.522\t0.000\t0.794\t0.484\t1.425\t2.215\t0.641\t-1.858\t-0.334\t0.000\t1.284\t-0.773\t-1.525\t3.102\t0.863\t0.906\t1.348\t1.049\t0.824\t0.915\t0.860\n1\t0.381\t-0.514\t0.996\t1.168\t1.562\t0.569\t-2.456\t-0.025\t0.000\t1.022\t-0.725\t-0.457\t2.215\t1.221\t0.630\t0.502\t0.000\t2.809\t0.878\t1.735\t0.000\t0.792\t0.763\t0.980\t1.255\t1.109\t0.945\t0.862\n1\t0.640\t-0.490\t-0.596\t0.723\t1.635\t1.690\t0.027\t0.142\t0.000\t1.304\t-0.819\t-1.177\t0.000\t1.765\t0.224\t1.474\t2.548\t1.075\t-1.213\t-0.636\t0.000\t0.868\t0.876\t0.984\t0.760\t0.406\t0.905\t0.769\n1\t0.295\t1.251\t0.264\t2.782\t1.122\t0.417\t-0.247\t-0.206\t2.173\t0.822\t1.009\t-1.059\t2.215\t0.469\t1.438\t-1.375\t0.000\t1.461\t1.324\t-0.751\t0.000\t0.908\t0.996\t0.990\t1.221\t0.844\t1.160\t0.955\n1\t1.495\t-0.338\t-1.049\t1.067\t-0.902\t0.345\t1.336\t1.473\t2.173\t1.312\t0.626\t0.330\t2.215\t0.510\t2.368\t0.532\t0.000\t0.791\t1.938\t1.293\t0.000\t0.454\t1.081\t0.986\t0.923\t0.921\t0.970\t1.015\n0\t0.659\t0.936\t-1.531\t0.878\t-0.677\t0.714\t-1.147\t0.217\t2.173\t0.325\t-1.954\t-1.574\t0.000\t0.423\t-0.376\t1.603\t2.548\t0.546\t0.206\t0.947\t0.000\t0.868\t0.826\t0.990\t0.830\t0.700\t1.236\t1.091\n1\t1.086\t-0.797\t-0.167\t0.570\t-1.222\t0.990\t-1.778\t1.459\t0.000\t0.358\t2.543\t0.116\t0.000\t0.716\t-0.101\t0.458\t2.548\t0.705\t-2.197\t-1.679\t0.000\t0.678\t0.963\t0.988\t0.715\t0.576\t0.834\t0.772\n1\t0.935\t1.386\t0.314\t0.735\t-1.534\t1.892\t0.725\t0.813\t1.087\t1.135\t-0.049\t-1.257\t0.000\t0.497\t0.862\t1.026\t2.548\t2.018\t0.889\t-0.022\t0.000\t0.849\t1.029\t1.144\t1.167\t0.264\t1.433\t1.233\n0\t1.013\t0.642\t0.595\t0.476\t1.088\t0.822\t2.012\t1.408\t0.000\t1.645\t0.881\t-0.386\t2.215\t0.593\t1.630\t-0.867\t0.000\t1.310\t0.438\t-1.521\t3.102\t1.124\t1.010\t0.985\t1.207\t1.159\t1.050\t1.057\n0\t0.492\t-1.491\t-0.259\t1.513\t0.715\t0.761\t0.454\t-0.750\t0.000\t0.830\t-1.158\t1.700\t1.107\t1.047\t-0.294\t0.060\t2.548\t1.044\t0.441\t-1.605\t0.000\t0.948\t0.981\t0.985\t0.853\t1.082\t0.909\t0.925\n1\t1.189\t1.158\t-1.077\t0.895\t1.303\t0.864\t0.852\t-1.384\t0.000\t1.442\t1.201\t0.230\t2.215\t1.511\t0.514\t0.997\t2.548\t1.444\t0.809\t-0.732\t0.000\t0.951\t1.266\t1.200\t1.159\t1.136\t1.084\t0.948\n1\t0.785\t0.175\t0.246\t1.043\t1.381\t1.160\t-2.034\t-0.698\t0.000\t1.622\t-0.842\t-1.298\t0.000\t3.071\t-1.208\t0.647\t2.548\t1.542\t0.219\t-1.643\t3.102\t0.993\t0.764\t1.070\t1.429\t2.072\t1.254\t1.051\n1\t0.520\t0.637\t1.495\t1.219\t-1.409\t1.301\t-0.523\t0.278\t1.087\t0.746\t-0.121\t0.968\t0.000\t2.130\t0.774\t-1.221\t0.000\t1.967\t0.661\t0.207\t3.102\t0.906\t1.188\t0.978\t1.316\t1.206\t1.313\t1.168\n0\t0.598\t-1.858\t-0.120\t0.249\t-1.365\t0.331\t-2.332\t-1.239\t0.000\t0.923\t0.373\t1.524\t2.215\t0.522\t-1.171\t0.652\t2.548\t0.976\t-0.581\t-0.056\t0.000\t1.106\t0.728\t0.986\t0.976\t0.865\t0.863\t0.742\n0\t0.645\t1.182\t-1.216\t1.166\t0.587\t0.544\t0.695\t0.444\t2.173\t0.338\t-2.558\t-0.931\t0.000\t0.582\t-0.128\t-0.874\t0.000\t0.401\t1.258\t1.659\t0.000\t1.084\t0.695\t1.200\t0.719\t0.807\t0.850\t1.021\n0\t0.552\t1.397\t0.414\t0.884\t-1.056\t0.426\t1.775\t-0.323\t0.000\t0.921\t-1.982\t1.169\t0.000\t1.629\t-0.163\t-1.031\t2.548\t0.846\t0.545\t0.381\t0.000\t0.773\t0.754\t0.986\t1.267\t1.025\t0.899\t0.807\n0\t1.453\t2.074\t1.410\t0.411\t-1.723\t0.994\t1.816\t-0.922\t0.000\t0.765\t1.453\t0.732\t2.215\t0.880\t0.306\t-0.638\t0.000\t1.424\t-0.200\t0.687\t1.551\t0.849\t0.982\t0.995\t0.726\t0.926\t0.873\t0.851\n1\t1.563\t-0.440\t-0.525\t0.291\t-1.027\t0.937\t0.746\t1.284\t0.000\t0.487\t-0.326\t-0.300\t0.000\t0.857\t-0.483\t0.819\t2.548\t1.091\t1.375\t1.299\t0.000\t0.913\t0.876\t0.984\t0.562\t0.486\t0.573\t0.627\n0\t0.616\t-1.337\t0.361\t1.222\t0.980\t1.020\t-0.433\t-0.552\t2.173\t0.567\t2.504\t-1.572\t0.000\t1.157\t0.088\t1.524\t2.548\t0.711\t0.658\t0.351\t0.000\t1.173\t1.226\t0.984\t1.613\t1.344\t1.336\t2.007\n1\t0.698\t1.866\t-1.198\t0.694\t0.469\t0.418\t0.794\t-0.729\t0.000\t0.937\t0.245\t1.196\t2.215\t0.502\t1.118\t1.245\t0.000\t0.796\t-1.329\t-0.627\t1.551\t0.824\t1.063\t0.988\t0.938\t1.136\t1.046\t0.857\n1\t0.486\t0.996\t-0.332\t0.500\t0.087\t1.116\t0.145\t0.181\t2.173\t0.752\t-0.105\t-1.482\t0.000\t1.271\t0.831\t1.606\t0.000\t0.800\t-1.031\t1.243\t0.000\t0.879\t1.305\t0.987\t0.537\t0.734\t0.791\t0.689\n0\t0.555\t0.308\t-1.614\t1.483\t-0.530\t1.186\t0.670\t1.559\t1.087\t1.550\t0.791\t0.397\t0.000\t0.569\t1.139\t-0.434\t0.000\t0.594\t-0.199\t-0.976\t3.102\t1.031\t0.886\t1.043\t1.158\t0.792\t0.945\t0.881\n1\t0.853\t0.725\t-0.242\t1.191\t0.202\t1.176\t1.081\t-0.358\t0.000\t0.952\t0.627\t0.952\t1.107\t0.707\t1.639\t1.459\t0.000\t1.298\t0.015\t-1.662\t3.102\t1.010\t0.977\t0.978\t1.120\t0.779\t0.868\t0.808\n0\t0.713\t2.002\t1.506\t0.589\t0.324\t0.964\t-0.887\t-1.201\t0.000\t0.739\t1.144\t-0.181\t2.215\t1.182\t0.567\t0.992\t0.000\t1.161\t0.799\t-1.313\t3.102\t0.910\t0.859\t0.989\t0.684\t0.718\t0.634\t0.618\n1\t0.955\t1.692\t-0.461\t0.558\t-0.006\t0.977\t0.592\t-1.369\t0.000\t1.003\t1.527\t0.991\t2.215\t1.252\t0.947\t0.159\t2.548\t0.423\t-1.318\t1.251\t0.000\t1.086\t0.993\t0.977\t0.951\t0.873\t0.836\t0.775\n0\t0.417\t1.279\t0.590\t1.059\t-0.408\t1.202\t-0.306\t1.116\t1.087\t1.499\t0.935\t-0.514\t2.215\t1.081\t0.351\t1.150\t0.000\t0.524\t1.908\t1.201\t0.000\t0.917\t1.156\t0.989\t0.775\t2.379\t1.265\t1.041\n1\t0.498\t1.290\t-1.594\t0.869\t0.886\t1.033\t0.239\t-0.595\t0.000\t1.067\t0.687\t1.450\t2.215\t0.974\t0.933\t-0.867\t0.000\t1.473\t0.011\t0.478\t3.102\t0.847\t1.111\t0.986\t0.635\t0.957\t0.972\t0.838\n1\t0.995\t-0.144\t-1.352\t0.625\t1.117\t0.783\t0.840\t-0.587\t0.000\t0.647\t-0.298\t-0.415\t2.215\t1.401\t0.195\t1.113\t1.274\t0.928\t-1.547\t0.842\t0.000\t2.662\t1.510\t0.990\t0.701\t1.028\t1.112\t0.937\n0\t0.588\t0.490\t-0.137\t1.607\t0.439\t0.457\t-0.449\t-1.272\t0.000\t1.017\t-1.317\t-0.695\t1.107\t1.084\t-1.229\t1.550\t0.000\t1.156\t-0.334\t1.638\t3.102\t0.923\t0.967\t0.996\t1.155\t0.974\t1.414\t1.296\n1\t0.361\t1.296\t0.253\t2.219\t-0.519\t1.460\t0.541\t1.522\t2.173\t0.748\t0.440\t-1.186\t2.215\t1.310\t-0.781\t-0.054\t0.000\t1.239\t-0.517\t0.422\t0.000\t1.034\t1.124\t0.989\t2.119\t0.992\t1.440\t1.647\n0\t0.522\t0.673\t1.375\t0.810\t-1.038\t0.827\t-1.139\t0.225\t2.173\t0.536\t-0.735\t-0.198\t2.215\t1.062\t-0.609\t1.450\t0.000\t1.218\t0.313\t-1.486\t0.000\t0.908\t0.911\t0.987\t1.033\t0.413\t0.836\t0.752\n0\t0.673\t-0.093\t-0.641\t0.895\t0.400\t0.580\t-0.460\t-1.628\t0.000\t0.442\t-0.782\t-0.766\t1.107\t1.048\t0.022\t0.823\t2.548\t1.249\t0.747\t-0.067\t0.000\t0.999\t0.876\t0.988\t0.718\t0.780\t0.671\t0.687\n0\t0.323\t-0.612\t-0.674\t1.572\t-1.658\t1.085\t-1.065\t0.500\t0.000\t1.298\t-1.658\t-0.932\t0.000\t1.056\t-0.243\t0.949\t2.548\t1.301\t-1.402\t0.851\t3.102\t0.788\t1.140\t0.982\t1.247\t0.694\t1.206\t1.022\n0\t0.795\t0.140\t-0.749\t1.015\t-1.068\t0.493\t-1.159\t0.144\t2.173\t0.667\t-0.358\t-0.624\t0.000\t0.699\t0.239\t1.413\t0.000\t1.435\t-0.861\t1.190\t3.102\t1.065\t0.924\t0.975\t1.341\t0.722\t1.098\t0.908\n1\t0.975\t2.058\t0.686\t1.015\t0.081\t0.831\t0.705\t-0.999\t2.173\t0.593\t1.054\t1.663\t0.000\t0.716\t-2.126\t-1.049\t0.000\t1.030\t1.131\t0.573\t0.000\t0.858\t0.975\t0.992\t1.016\t0.986\t0.945\t0.801\n0\t0.845\t1.026\t-0.231\t1.208\t0.641\t1.112\t2.071\t-1.213\t0.000\t0.741\t-0.818\t-0.355\t2.215\t0.913\t-0.531\t1.544\t0.000\t1.169\t0.895\t1.272\t0.000\t0.836\t0.994\t0.991\t0.616\t0.868\t0.785\t0.693\n0\t0.352\t0.838\t0.984\t2.691\t1.306\t1.038\t1.023\t-0.630\t2.173\t0.880\t0.241\t-0.729\t0.000\t1.183\t-0.001\t0.413\t2.548\t0.868\t0.122\t-1.661\t0.000\t0.849\t0.940\t0.985\t1.826\t1.341\t1.268\t1.051\n0\t1.195\t0.272\t-1.599\t0.357\t-1.185\t0.477\t-1.237\t1.368\t2.173\t0.810\t0.329\t-0.163\t0.000\t1.148\t-0.846\t0.348\t2.548\t0.474\t0.662\t1.223\t0.000\t0.788\t1.027\t0.999\t1.264\t0.748\t1.001\t0.861\n0\t2.342\t-1.590\t1.625\t0.750\t-1.145\t1.513\t0.440\t-0.019\t2.173\t0.600\t-0.055\t0.146\t0.000\t1.147\t-0.900\t-1.612\t2.548\t0.371\t-0.439\t-1.550\t0.000\t0.632\t0.760\t1.106\t2.743\t2.069\t1.794\t1.322\n0\t0.500\t-0.872\t1.264\t0.767\t-1.713\t1.014\t-0.311\t0.633\t2.173\t1.145\t-0.142\t-1.509\t0.000\t1.050\t0.233\t-0.153\t1.274\t1.684\t-1.317\t-0.525\t0.000\t1.022\t1.028\t0.990\t1.393\t0.915\t1.165\t1.148\n0\t0.281\t0.263\t1.035\t2.106\t-1.301\t0.952\t-0.352\t-0.688\t2.173\t0.771\t-0.351\t-0.023\t0.000\t1.716\t-0.995\t1.204\t2.548\t1.554\t0.096\t0.505\t0.000\t0.778\t0.944\t0.986\t0.849\t1.688\t0.992\t0.889\n0\t1.464\t1.744\t-0.451\t1.253\t0.104\t1.117\t1.434\t-1.687\t0.000\t1.552\t0.783\t0.142\t1.107\t1.420\t0.664\t1.364\t2.548\t1.304\t0.290\t-1.564\t0.000\t1.086\t0.876\t0.981\t1.117\t1.409\t1.154\t1.230\n1\t1.150\t-1.556\t-1.051\t0.368\t-0.464\t0.686\t-0.252\t-0.469\t2.173\t0.880\t-1.415\t0.361\t0.000\t0.705\t-2.230\t0.958\t0.000\t1.166\t-0.699\t-1.460\t3.102\t0.891\t0.825\t1.001\t0.751\t0.788\t0.874\t0.780\n1\t0.829\t0.175\t-1.635\t1.634\t-1.267\t0.485\t2.156\t-0.234\t0.000\t0.536\t-0.679\t0.732\t0.000\t0.626\t1.387\t0.337\t0.000\t1.066\t-1.199\t1.292\t3.102\t1.243\t0.801\t0.976\t0.819\t0.691\t0.740\t0.814\n0\t0.840\t-0.872\t0.152\t0.473\t1.329\t1.468\t-1.238\t-0.137\t2.173\t1.043\t0.327\t1.603\t0.000\t1.352\t-0.170\t-1.531\t1.274\t0.587\t-0.644\t1.243\t0.000\t0.679\t0.587\t0.990\t1.051\t1.934\t1.262\t1.010\n0\t0.374\t-0.832\t0.956\t0.923\t-0.913\t1.463\t0.317\t0.483\t2.173\t0.855\t-0.982\t-1.439\t2.215\t1.010\t0.498\t-0.739\t0.000\t1.367\t0.239\t-1.502\t0.000\t0.839\t0.962\t0.988\t1.846\t2.006\t1.352\t1.212\n1\t0.875\t0.761\t-1.431\t0.296\t-0.013\t0.953\t0.639\t0.586\t0.000\t1.389\t1.333\t-0.975\t2.215\t0.827\t1.584\t0.685\t0.000\t0.816\t0.992\t1.372\t3.102\t0.929\t0.709\t0.982\t0.928\t0.827\t0.939\t0.852\n1\t1.004\t2.119\t1.087\t0.962\t-0.192\t1.337\t1.017\t-1.592\t2.173\t0.932\t-0.968\t0.263\t0.000\t0.820\t-1.595\t0.130\t0.000\t0.585\t1.275\t-0.779\t1.551\t0.949\t0.980\t1.244\t1.435\t0.670\t1.157\t1.290\n0\t0.852\t0.020\t0.730\t0.506\t-0.891\t1.080\t0.026\t-0.156\t2.173\t0.883\t1.895\t-1.649\t0.000\t1.700\t-1.733\t-1.540\t0.000\t1.210\t0.614\t0.424\t0.000\t1.553\t1.299\t0.984\t0.816\t0.861\t1.145\t0.916\n0\t0.835\t-0.911\t0.622\t0.436\t-0.916\t1.437\t-0.935\t-0.856\t0.000\t1.295\t-0.086\t1.105\t2.215\t0.875\t0.678\t1.310\t2.548\t0.780\t0.642\t0.578\t0.000\t2.205\t1.714\t0.988\t0.787\t0.528\t1.260\t0.999\n1\t1.273\t0.578\t-1.504\t0.366\t1.536\t2.400\t0.606\t-0.424\t0.000\t1.108\t0.053\t0.323\t0.000\t1.946\t0.526\t1.486\t0.000\t2.766\t0.983\t1.287\t3.102\t0.937\t0.908\t0.981\t0.792\t0.770\t0.678\t0.641\n1\t0.788\t-1.615\t-0.225\t1.188\t-0.385\t2.395\t-1.534\t1.187\t0.000\t2.656\t-0.660\t-0.647\t0.000\t1.113\t-0.674\t0.983\t2.548\t0.812\t0.456\t-0.910\t3.102\t1.158\t0.876\t0.987\t1.323\t0.877\t1.222\t1.265\n1\t0.966\t0.666\t0.055\t1.455\t0.828\t0.355\t2.038\t0.708\t0.000\t0.691\t-0.369\t-1.654\t2.215\t0.862\t0.788\t-1.095\t2.548\t0.713\t1.280\t-1.219\t0.000\t0.784\t1.113\t1.055\t0.909\t0.674\t0.795\t0.768\n1\t0.404\t-1.174\t-0.508\t1.436\t1.090\t0.701\t0.343\t1.637\t0.000\t0.899\t1.893\t-1.050\t0.000\t1.101\t-0.514\t0.251\t2.548\t1.519\t0.943\t-0.096\t3.102\t0.827\t1.134\t1.046\t1.444\t0.991\t0.987\t0.979\n1\t0.706\t-0.230\t1.538\t0.754\t1.107\t0.891\t-0.082\t0.774\t2.173\t1.396\t-0.678\t-1.064\t0.000\t1.086\t-1.149\t-0.332\t2.548\t1.056\t-1.679\t-0.950\t0.000\t0.816\t1.237\t0.984\t0.881\t1.283\t0.870\t0.786\n1\t0.996\t0.662\t0.845\t0.471\t-0.146\t0.621\t1.557\t-1.517\t0.000\t1.330\t-0.083\t0.244\t2.215\t1.157\t-1.036\t1.411\t0.000\t1.063\t0.064\t-0.977\t3.102\t0.780\t0.767\t0.984\t0.691\t0.961\t0.983\t0.856\n1\t0.290\t-0.999\t1.421\t0.347\t0.151\t0.555\t-0.649\t-0.479\t2.173\t0.756\t1.104\t1.371\t0.000\t0.757\t0.844\t0.486\t0.000\t1.026\t0.756\t-1.168\t1.551\t0.839\t0.757\t0.983\t0.812\t0.831\t0.805\t0.689\n1\t0.642\t2.091\t0.036\t1.298\t1.111\t1.525\t2.086\t-0.899\t0.000\t1.078\t1.173\t1.374\t2.215\t0.831\t0.308\t0.465\t2.548\t1.121\t-1.012\t1.543\t0.000\t5.320\t2.996\t1.042\t0.859\t0.862\t1.872\t1.586\n0\t0.668\t-0.119\t0.887\t0.428\t0.775\t0.802\t0.245\t-1.497\t0.000\t0.602\t0.118\t-0.051\t2.215\t0.885\t1.320\t-0.178\t0.000\t1.605\t2.452\t1.455\t0.000\t1.255\t1.023\t0.979\t0.516\t0.353\t0.718\t0.828\n1\t1.408\t1.125\t-0.476\t0.578\t-0.702\t2.153\t-0.830\t0.871\t0.000\t2.059\t0.651\t-1.087\t2.215\t0.966\t-0.058\t-1.050\t2.548\t0.990\t1.746\t0.495\t0.000\t1.046\t1.005\t0.985\t0.899\t0.565\t0.861\t0.774\n1\t0.897\t1.228\t-0.801\t0.264\t0.572\t0.471\t-0.912\t-0.001\t2.173\t0.278\t-0.996\t1.029\t0.000\t0.830\t0.153\t-1.384\t2.548\t1.308\t1.011\t-1.550\t0.000\t1.217\t1.157\t0.982\t0.629\t0.863\t0.746\t0.691\n1\t0.887\t0.011\t1.354\t0.823\t-1.716\t1.108\t-0.253\t-0.734\t0.000\t1.137\t-0.437\t0.405\t2.215\t0.749\t0.785\t0.507\t0.000\t0.449\t-1.066\t-1.243\t3.102\t1.761\t1.064\t0.990\t1.172\t0.700\t0.865\t0.918\n0\t0.624\t0.900\t-0.234\t2.429\t0.436\t0.979\t1.221\t-1.717\t2.173\t0.638\t0.876\t-0.794\t0.000\t0.584\t1.727\t-1.434\t0.000\t0.397\t-0.132\t-1.021\t1.551\t0.928\t0.879\t0.989\t0.698\t0.630\t0.922\t0.807\n1\t0.474\t0.890\t1.571\t0.753\t-0.275\t0.790\t0.082\t-1.345\t0.000\t0.779\t0.992\t-1.193\t0.000\t0.667\t1.842\t0.395\t0.000\t1.522\t0.857\t0.746\t3.102\t0.905\t0.863\t0.988\t0.660\t0.309\t0.537\t0.568\n1\t1.151\t0.982\t1.237\t0.765\t1.066\t1.529\t1.164\t-0.245\t0.000\t0.495\t-2.483\t1.638\t0.000\t1.267\t0.962\t-1.540\t2.548\t0.612\t0.551\t-0.719\t0.000\t0.723\t1.226\t1.000\t0.485\t0.515\t0.734\t0.836\n0\t0.438\t-0.097\t-1.222\t1.760\t0.533\t1.386\t0.266\t-0.953\t0.000\t1.041\t-1.272\t1.042\t2.215\t1.764\t0.294\t0.465\t0.000\t0.962\t0.695\t-0.856\t0.000\t0.717\t1.097\t1.217\t1.025\t1.364\t1.001\t0.880\n1\t1.499\t0.005\t-0.254\t1.205\t0.613\t0.593\t-0.132\t1.740\t0.000\t0.593\t-0.122\t-0.742\t0.000\t1.467\t0.442\t1.566\t2.548\t0.378\t1.176\t-0.001\t1.551\t0.989\t0.857\t1.311\t0.695\t0.625\t0.777\t0.758\n1\t0.567\t-0.666\t-1.415\t1.213\t0.197\t0.799\t1.065\t-0.010\t2.173\t0.644\t2.845\t1.415\t0.000\t0.950\t-0.027\t-1.320\t0.000\t0.392\t0.750\t-0.840\t3.102\t0.430\t1.212\t1.141\t0.672\t0.406\t0.766\t1.221\n1\t1.073\t-1.687\t-0.875\t1.510\t-1.101\t1.968\t-1.202\t0.589\t1.087\t1.587\t-0.716\t-0.764\t1.107\t1.570\t-0.107\t-1.205\t0.000\t2.795\t0.091\t1.105\t0.000\t2.033\t1.855\t1.001\t2.214\t2.521\t1.845\t1.960\n1\t0.638\t-1.434\t1.738\t2.542\t1.402\t2.976\t-0.052\t-0.193\t0.000\t1.138\t0.046\t-1.440\t2.215\t1.392\t-0.780\t1.732\t0.000\t0.852\t-0.084\t-0.916\t0.000\t0.945\t0.748\t0.993\t1.537\t1.421\t1.164\t0.999\n0\t0.746\t-1.983\t0.262\t0.211\t-0.771\t1.027\t-2.452\t-1.185\t0.000\t0.413\t-1.113\t-0.857\t0.000\t1.133\t-1.067\t0.053\t2.548\t3.278\t-0.419\t1.122\t3.102\t1.068\t1.254\t0.977\t1.035\t1.309\t1.406\t1.104\n1\t1.440\t-0.205\t-0.386\t1.177\t-0.009\t0.785\t2.121\t-1.136\t0.000\t1.739\t0.231\t1.151\t2.215\t0.755\t-0.148\t-1.263\t2.548\t0.687\t-0.996\t0.893\t0.000\t3.069\t1.831\t0.985\t1.595\t1.032\t1.426\t1.485\n1\t0.878\t0.321\t1.706\t1.395\t0.884\t0.773\t-0.377\t-0.788\t1.087\t1.270\t-0.078\t-0.125\t2.215\t0.928\t-0.250\t1.059\t0.000\t0.415\t-1.460\t-0.935\t0.000\t0.866\t0.987\t1.034\t1.148\t0.850\t0.958\t0.837\n1\t0.778\t0.921\t-1.002\t0.566\t0.163\t0.825\t0.010\t1.277\t0.000\t0.579\t-0.708\t0.780\t0.000\t1.415\t0.312\t-0.736\t2.548\t0.983\t1.105\t-1.663\t3.102\t0.956\t0.776\t0.989\t0.629\t0.812\t0.778\t0.699\n1\t0.712\t-0.705\t0.465\t1.298\t-1.028\t0.642\t-0.294\t-0.910\t0.000\t0.756\t0.213\t1.325\t1.107\t1.037\t-0.471\t-0.328\t2.548\t0.615\t2.148\t0.963\t0.000\t2.132\t1.404\t1.298\t0.752\t1.003\t1.027\t0.989\n1\t0.964\t1.066\t0.887\t0.490\t-0.425\t1.223\t0.168\t-0.097\t2.173\t0.850\t0.358\t-1.503\t1.107\t0.535\t-2.569\t1.450\t0.000\t0.893\t0.908\t1.607\t0.000\t0.502\t0.959\t0.987\t0.887\t1.439\t0.962\t0.761\n1\t0.948\t-0.370\t0.162\t0.995\t1.310\t0.961\t-0.575\t-0.146\t0.000\t1.047\t-0.217\t1.288\t2.215\t1.032\t0.388\t-1.416\t2.548\t0.930\t-0.956\t-0.978\t0.000\t1.068\t1.169\t1.157\t0.752\t0.803\t0.945\t0.839\n1\t0.607\t0.032\t0.377\t1.100\t0.707\t2.024\t2.319\t-1.078\t0.000\t1.445\t0.319\t-0.405\t2.215\t2.327\t1.214\t1.023\t2.548\t1.651\t0.514\t0.781\t0.000\t1.157\t1.286\t0.977\t1.941\t2.131\t1.557\t1.249\n0\t1.980\t-0.593\t-1.501\t1.676\t-1.065\t1.343\t-0.054\t0.357\t0.000\t0.857\t-0.250\t-0.102\t0.000\t1.001\t1.020\t0.286\t2.548\t1.124\t-0.439\t1.096\t3.102\t0.945\t0.970\t0.986\t0.925\t0.921\t1.112\t1.180\n1\t0.494\t0.866\t0.434\t0.534\t-1.488\t1.251\t1.123\t0.195\t0.000\t0.583\t0.287\t-1.264\t2.215\t0.865\t-0.268\t1.394\t2.548\t0.402\t1.372\t0.792\t0.000\t1.182\t1.109\t0.991\t0.602\t0.560\t0.876\t0.768\n1\t0.740\t-0.267\t0.981\t1.515\t0.088\t0.475\t1.067\t1.192\t0.000\t0.602\t1.909\t-1.589\t0.000\t0.761\t0.401\t0.283\t0.000\t1.297\t-0.557\t-1.317\t3.102\t0.908\t0.771\t1.057\t0.780\t0.872\t0.730\t0.636\n1\t0.418\t-1.341\t-1.195\t0.993\t0.620\t0.653\t-0.192\t1.007\t2.173\t0.878\t-0.415\t-0.016\t2.215\t0.466\t-2.093\t-1.325\t0.000\t0.398\t-0.352\t-1.013\t0.000\t0.531\t0.866\t0.988\t0.977\t0.898\t0.869\t0.738\n0\t1.466\t-1.441\t1.026\t1.494\t0.805\t0.783\t1.658\t-0.686\t0.000\t0.631\t-0.129\t0.439\t2.215\t1.826\t0.418\t-0.916\t0.000\t1.771\t-1.033\t1.640\t3.102\t0.433\t0.934\t1.006\t0.943\t1.009\t0.975\t1.426\n1\t0.779\t-0.316\t1.595\t0.344\t-1.433\t1.283\t0.948\t0.873\t0.000\t0.787\t2.707\t-1.023\t0.000\t0.956\t0.137\t-0.212\t0.000\t0.931\t-1.955\t-0.728\t0.000\t0.531\t0.941\t0.986\t0.548\t0.471\t0.600\t0.595\n0\t1.097\t0.508\t1.591\t1.625\t-1.387\t0.619\t0.752\t-0.070\t2.173\t0.671\t0.273\t-0.408\t2.215\t0.771\t0.922\t1.020\t0.000\t1.280\t1.800\t0.904\t0.000\t0.674\t0.939\t0.983\t0.949\t0.365\t0.817\t0.847\n1\t0.941\t1.258\t-0.703\t0.478\t0.833\t0.905\t1.467\t0.876\t2.173\t0.780\t2.348\t-1.281\t0.000\t0.454\t0.211\t-0.214\t1.274\t0.530\t2.477\t-0.550\t0.000\t0.565\t0.894\t0.988\t0.879\t0.851\t0.831\t0.749\n1\t0.495\t1.051\t-0.732\t0.939\t1.523\t0.880\t0.234\t-0.857\t2.173\t0.776\t2.259\t1.686\t0.000\t0.951\t0.020\t1.588\t2.548\t1.479\t0.290\t0.551\t0.000\t2.007\t1.441\t0.986\t0.786\t0.927\t1.161\t0.939\n1\t0.645\t1.438\t0.116\t1.023\t-1.228\t1.050\t0.312\t1.008\t0.000\t0.713\t-0.451\t-1.144\t2.215\t1.051\t0.915\t-0.063\t0.000\t1.297\t1.072\t-1.542\t3.102\t0.846\t0.923\t1.052\t1.049\t0.913\t0.927\t0.806\n1\t1.819\t0.386\t0.099\t0.568\t1.696\t1.056\t-1.300\t-0.140\t0.000\t1.465\t0.224\t1.503\t0.000\t0.805\t-0.480\t0.574\t0.000\t2.158\t0.365\t-1.295\t3.102\t1.197\t1.388\t1.396\t1.111\t0.400\t1.173\t1.078\n1\t0.893\t0.540\t1.113\t1.274\t0.383\t1.452\t0.231\t-0.396\t2.173\t1.120\t0.231\t-1.027\t2.215\t2.629\t-1.920\t1.427\t0.000\t0.613\t1.443\t1.333\t0.000\t4.675\t3.190\t0.991\t1.316\t1.010\t2.430\t2.107\n0\t1.034\t-0.326\t-1.629\t1.085\t0.544\t0.566\t2.165\t1.739\t0.000\t0.804\t0.242\t-0.395\t2.215\t0.371\t0.048\t0.020\t2.548\t0.368\t-1.210\t-0.755\t0.000\t1.039\t0.718\t1.358\t0.696\t0.220\t0.614\t0.602\n0\t1.629\t-1.807\t0.711\t0.336\t-1.223\t0.668\t-0.779\t0.984\t2.173\t1.133\t1.442\t-1.302\t1.107\t1.712\t2.119\t-0.563\t0.000\t0.421\t-1.723\t-1.678\t0.000\t4.241\t2.552\t1.010\t0.777\t2.115\t2.018\t2.377\n1\t0.298\t1.146\t-0.522\t1.039\t0.127\t0.796\t0.352\t-1.369\t2.173\t0.565\t-0.528\t-0.300\t0.000\t1.141\t-0.494\t1.251\t2.548\t0.885\t-1.876\t-0.097\t0.000\t0.902\t1.036\t0.989\t0.999\t1.000\t0.995\t0.869\n1\t2.461\t-0.146\t-0.536\t0.933\t-0.950\t0.608\t2.724\t1.339\t0.000\t0.550\t0.385\t0.750\t1.107\t1.179\t-0.735\t0.773\t1.274\t0.508\t-0.189\t-1.394\t0.000\t1.863\t1.343\t0.996\t1.282\t0.547\t1.396\t1.438\n0\t1.007\t-0.208\t1.699\t0.385\t0.259\t1.108\t0.938\t-1.401\t2.173\t0.929\t-1.030\t0.158\t0.000\t0.682\t-0.843\t0.940\t0.000\t1.016\t0.329\t-0.155\t3.102\t0.795\t0.813\t0.985\t0.892\t1.060\t1.188\t0.955\n0\t0.607\t-1.016\t-0.654\t1.997\t-1.594\t0.729\t-0.657\t1.229\t2.173\t0.818\t0.157\t0.043\t2.215\t0.852\t0.087\t0.600\t0.000\t0.852\t0.649\t-0.674\t0.000\t0.917\t0.980\t1.141\t1.229\t1.107\t0.946\t0.887\n0\t0.593\t0.627\t-0.314\t1.696\t-1.175\t0.863\t-1.563\t1.272\t0.000\t0.715\t0.231\t1.258\t2.215\t0.924\t-0.358\t-0.121\t2.548\t0.960\t-1.478\t0.320\t0.000\t1.062\t1.117\t0.987\t0.871\t0.863\t0.906\t1.079\n1\t0.354\t1.548\t-1.558\t1.560\t-0.314\t0.760\t1.134\t0.025\t0.000\t2.273\t-0.074\t-1.737\t2.215\t1.561\t0.597\t0.667\t2.548\t1.780\t1.083\t-0.582\t0.000\t0.935\t1.131\t0.986\t1.604\t1.819\t1.481\t1.219\n1\t0.732\t0.451\t0.106\t1.338\t-0.226\t1.057\t0.191\t-0.067\t0.000\t1.008\t-0.448\t1.632\t2.215\t0.932\t0.773\t0.876\t0.000\t0.891\t0.896\t1.554\t0.000\t0.767\t1.106\t0.989\t1.526\t0.428\t1.206\t1.110\n1\t1.328\t-0.711\t0.349\t0.674\t1.086\t1.126\t-1.116\t-1.325\t2.173\t0.625\t-1.471\t0.091\t0.000\t0.654\t-0.233\t1.032\t0.000\t0.553\t-0.737\t-0.313\t3.102\t0.988\t1.216\t0.983\t0.577\t0.668\t0.831\t0.754\n1\t1.383\t0.264\t0.959\t0.529\t-0.163\t0.477\t2.741\t1.362\t0.000\t1.543\t0.606\t-0.769\t1.107\t0.824\t1.165\t-0.040\t2.548\t0.594\t-0.253\t0.858\t0.000\t0.783\t0.976\t1.004\t0.743\t0.834\t0.815\t0.713\n1\t2.025\t0.145\t0.064\t0.499\t-0.305\t0.436\t1.215\t-1.554\t0.000\t1.252\t0.598\t1.198\t2.215\t0.944\t0.154\t-0.966\t0.000\t0.886\t0.437\t0.520\t0.000\t0.963\t0.799\t0.995\t0.892\t0.544\t0.896\t0.797\n0\t0.396\t-0.918\t0.496\t0.672\t-1.344\t1.037\t0.122\t0.279\t2.173\t1.309\t-1.081\t-0.374\t0.000\t1.549\t-0.890\t0.268\t0.000\t1.874\t-1.722\t-1.226\t0.000\t0.928\t1.097\t0.990\t0.729\t1.707\t1.153\t1.016\n0\t1.511\t-0.077\t-0.626\t0.982\t-0.780\t0.587\t-1.109\t0.956\t0.000\t0.946\t-0.810\t0.376\t2.215\t0.918\t-0.374\t1.435\t0.000\t0.949\t0.208\t-1.616\t1.551\t0.729\t0.797\t0.983\t0.725\t0.965\t0.871\t0.912\n1\t0.676\t0.287\t-1.097\t0.527\t1.254\t1.203\t0.431\t0.524\t2.173\t0.949\t0.257\t0.025\t0.000\t1.786\t0.264\t-1.421\t2.548\t0.958\t-0.922\t-1.312\t0.000\t1.480\t1.301\t0.982\t1.030\t1.801\t1.152\t0.985\n1\t0.752\t-0.269\t-1.204\t0.882\t0.513\t0.607\t0.137\t0.207\t2.173\t0.992\t0.892\t-0.429\t2.215\t1.258\t0.420\t1.432\t0.000\t0.911\t1.241\t1.647\t0.000\t0.674\t1.020\t1.128\t0.957\t0.770\t0.833\t0.793\n0\t1.300\t0.079\t-0.980\t0.480\t1.038\t1.511\t-1.462\t-1.504\t0.000\t0.987\t-0.498\t0.515\t0.000\t0.947\t0.055\t-0.173\t0.000\t1.528\t0.539\t0.954\t3.102\t0.963\t0.950\t1.061\t0.839\t0.615\t0.772\t0.770\n0\t0.566\t0.628\t-0.331\t1.025\t-0.687\t1.647\t-1.046\t-0.800\t2.173\t1.488\t-1.590\t1.142\t0.000\t1.365\t0.594\t0.251\t0.000\t2.429\t0.279\t1.140\t3.102\t0.656\t1.496\t0.991\t0.905\t2.622\t1.586\t1.306\n0\t1.744\t0.293\t-0.501\t1.144\t-0.967\t0.801\t1.246\t0.922\t1.087\t1.027\t0.370\t0.307\t0.000\t1.556\t1.001\t1.588\t1.274\t0.485\t-0.372\t-1.700\t0.000\t0.975\t0.979\t0.993\t1.214\t0.793\t1.067\t0.955\n1\t1.636\t0.355\t0.033\t0.537\t-0.373\t2.874\t-0.931\t1.150\t0.000\t1.774\t-1.398\t-0.680\t1.107\t1.537\t-0.201\t-0.764\t2.548\t0.598\t-1.045\t-1.054\t0.000\t0.871\t0.708\t0.992\t1.455\t1.144\t1.033\t0.902\n0\t1.394\t-0.688\t1.419\t0.428\t-1.458\t0.627\t-2.480\t-0.795\t0.000\t1.055\t0.207\t0.508\t1.107\t0.609\t1.782\t-1.461\t0.000\t1.314\t1.667\t0.032\t0.000\t0.962\t0.911\t0.989\t0.951\t0.743\t0.841\t0.942\n1\t2.178\t1.001\t1.288\t0.613\t-1.633\t1.476\t2.505\t0.087\t0.000\t1.890\t0.439\t-1.052\t2.215\t0.586\t-0.707\t0.514\t2.548\t0.399\t-2.246\t-0.173\t0.000\t7.960\t4.417\t0.983\t1.362\t1.324\t2.875\t2.237\n1\t1.165\t-0.681\t0.410\t0.326\t-0.928\t1.231\t-0.423\t0.099\t0.000\t1.372\t-0.162\t-1.586\t0.000\t1.591\t-0.332\t-0.959\t2.548\t1.437\t-0.057\t1.102\t3.102\t0.918\t1.032\t0.994\t0.880\t1.122\t0.914\t0.768\n1\t0.657\t0.125\t-0.506\t0.259\t-0.471\t0.698\t-0.749\t-0.190\t2.173\t0.999\t-1.674\t1.528\t0.000\t0.997\t-0.425\t0.475\t0.000\t1.778\t-0.347\t-1.740\t3.102\t1.613\t1.194\t0.987\t0.614\t1.178\t0.961\t0.829\n1\t0.581\t-1.114\t0.022\t0.488\t1.513\t1.093\t-1.188\t0.520\t2.173\t1.281\t-0.653\t-1.029\t0.000\t0.826\t-0.825\t1.493\t2.548\t0.552\t-1.555\t-1.332\t0.000\t0.755\t0.751\t0.987\t0.887\t0.926\t0.915\t0.789\n0\t0.878\t0.769\t-1.108\t0.292\t0.224\t0.591\t-0.751\t-0.003\t2.173\t0.753\t-1.743\t1.546\t0.000\t0.810\t-0.828\t1.041\t2.548\t0.574\t0.627\t-0.866\t0.000\t1.576\t0.988\t0.988\t0.802\t0.700\t0.764\t0.764\n0\t1.810\t-0.784\t-1.512\t0.388\t1.489\t0.456\t0.607\t-0.996\t2.173\t0.699\t-0.644\t0.548\t0.000\t0.543\t-0.419\t0.182\t1.274\t0.779\t0.632\t0.207\t0.000\t0.798\t0.893\t0.980\t0.762\t0.644\t0.646\t0.692\n0\t1.273\t0.617\t0.148\t0.395\t1.155\t0.807\t0.802\t0.645\t1.087\t0.848\t0.857\t-1.008\t2.215\t0.895\t1.969\t-1.208\t0.000\t0.462\t1.382\t-1.728\t0.000\t0.629\t0.854\t0.989\t0.885\t1.213\t0.753\t0.663\n1\t0.713\t-1.241\t-1.592\t1.148\t0.674\t0.836\t-0.711\t-1.384\t1.087\t0.633\t-1.450\t-0.412\t0.000\t1.139\t-2.346\t0.018\t0.000\t0.718\t-1.416\t1.015\t3.102\t0.890\t0.744\t1.117\t0.947\t0.800\t0.895\t0.813\n1\t0.934\t0.768\t1.314\t0.395\t0.217\t0.945\t0.540\t-1.464\t2.173\t1.020\t-0.419\t0.522\t2.215\t0.416\t-0.531\t-0.347\t0.000\t0.845\t0.359\t-0.124\t0.000\t0.370\t0.863\t0.991\t1.100\t1.588\t1.000\t0.816\n1\t1.049\t-0.619\t1.501\t0.127\t-1.021\t1.048\t-1.099\t1.100\t0.000\t1.186\t0.038\t-1.022\t2.215\t1.320\t-0.382\t0.226\t2.548\t1.896\t-0.103\t-0.363\t0.000\t2.360\t1.482\t0.982\t0.817\t1.238\t1.186\t0.989\n0\t1.056\t0.171\t1.094\t0.575\t-1.594\t1.652\t1.936\t1.598\t0.000\t1.352\t0.234\t0.028\t2.215\t0.798\t-0.013\t-0.878\t0.000\t1.457\t-0.311\t-0.357\t1.551\t0.833\t0.971\t0.979\t0.851\t0.585\t0.788\t0.728\n0\t1.183\t1.136\t-1.018\t1.394\t-0.232\t0.707\t0.753\t1.281\t2.173\t0.570\t0.119\t-0.310\t0.000\t0.452\t2.703\t-1.515\t0.000\t0.668\t1.460\t0.379\t0.000\t0.965\t0.747\t1.158\t0.765\t0.323\t0.759\t0.679\n0\t1.160\t-0.248\t-0.572\t0.633\t0.332\t0.850\t-0.849\t-1.077\t2.173\t1.132\t-0.816\t0.782\t0.000\t0.933\t-1.308\t0.288\t0.000\t1.249\t-0.815\t1.742\t1.551\t0.830\t0.912\t0.991\t0.824\t0.620\t0.868\t0.797\n1\t1.114\t1.168\t1.580\t1.282\t-0.966\t1.040\t-0.600\t0.056\t2.173\t0.469\t-1.764\t1.296\t0.000\t0.513\t-1.080\t0.700\t0.000\t0.802\t0.308\t-0.793\t3.102\t0.454\t0.921\t1.242\t0.714\t0.829\t1.128\t1.142\n1\t0.632\t0.830\t-0.929\t0.630\t-0.487\t1.347\t-0.019\t-0.315\t1.087\t1.026\t-1.208\t1.417\t0.000\t2.047\t-0.079\t1.015\t0.000\t1.061\t0.000\t1.551\t3.102\t1.570\t0.961\t0.988\t1.520\t1.257\t1.272\t1.495\n0\t2.021\t0.557\t-0.801\t0.303\t0.156\t1.628\t1.339\t0.979\t0.000\t2.136\t0.843\t-1.130\t2.215\t2.051\t-0.069\t0.188\t0.000\t1.661\t0.292\t1.200\t3.102\t1.561\t1.396\t0.990\t0.889\t1.534\t1.519\t1.228\n1\t0.807\t1.393\t1.361\t0.858\t0.326\t0.723\t1.972\t0.026\t0.000\t0.446\t-0.827\t-0.041\t1.107\t1.608\t0.265\t-1.280\t2.548\t1.349\t-0.389\t-1.523\t0.000\t0.840\t0.959\t0.986\t0.912\t0.974\t0.841\t0.725\n1\t0.954\t0.667\t-1.664\t1.061\t-0.499\t1.025\t0.579\t0.917\t0.000\t1.470\t0.576\t-0.741\t1.107\t0.502\t0.138\t0.531\t2.548\t0.955\t1.398\t0.888\t0.000\t0.868\t0.597\t1.210\t0.802\t0.856\t0.937\t0.852\n0\t0.283\t-0.694\t-1.511\t1.221\t0.586\t0.623\t-0.662\t-0.846\t0.000\t0.872\t-0.529\t1.497\t2.215\t0.486\t1.096\t-0.440\t0.000\t0.721\t1.291\t0.395\t3.102\t0.805\t0.912\t0.986\t1.527\t1.077\t1.086\t0.982\n0\t0.799\t-1.774\t0.943\t1.203\t-0.704\t0.636\t-1.062\t-0.047\t2.173\t0.581\t-0.067\t1.128\t2.215\t0.499\t-2.052\t1.472\t0.000\t1.106\t-0.572\t-1.563\t0.000\t0.886\t0.915\t1.353\t1.093\t0.909\t0.823\t0.798\n1\t0.642\t1.009\t1.411\t1.663\t-0.376\t0.552\t0.698\t-0.574\t2.173\t0.764\t-0.215\t1.252\t0.000\t1.262\t0.268\t1.527\t0.000\t0.708\t-0.299\t0.254\t3.102\t0.539\t1.063\t1.430\t0.869\t0.582\t0.692\t0.791\n1\t0.480\t-1.077\t-0.547\t0.640\t-1.646\t0.772\t0.024\t0.285\t0.000\t1.193\t-0.651\t0.543\t0.000\t2.547\t-0.044\t-1.158\t2.548\t1.289\t0.800\t1.327\t3.102\t0.860\t1.201\t0.992\t1.602\t1.308\t1.413\t1.370\n1\t1.029\t-0.317\t-1.317\t0.819\t-0.308\t0.905\t-0.063\t0.898\t0.000\t0.552\t-0.648\t0.423\t0.000\t0.668\t0.527\t1.537\t2.548\t2.087\t0.160\t-0.862\t3.102\t0.817\t1.123\t1.005\t0.720\t0.770\t0.721\t0.689\n1\t1.005\t0.449\t-1.316\t0.636\t0.040\t0.622\t1.018\t-0.615\t2.173\t0.779\t-0.606\t1.380\t0.000\t0.909\t0.954\t0.907\t2.548\t0.646\t-1.102\t0.359\t0.000\t0.805\t0.991\t1.042\t0.680\t0.918\t0.918\t0.794\n1\t0.795\t1.450\t0.435\t0.702\t-1.369\t0.907\t0.644\t-1.069\t0.000\t0.755\t1.000\t-0.687\t0.000\t1.786\t-2.033\t1.245\t0.000\t1.869\t0.142\t-0.163\t3.102\t0.682\t0.947\t1.033\t0.995\t0.929\t0.946\t0.876\n1\t0.925\t0.674\t1.630\t0.644\t-0.917\t0.733\t0.263\t1.162\t0.000\t1.059\t0.492\t0.260\t0.000\t0.822\t-0.881\t-0.503\t2.548\t0.528\t0.618\t-1.197\t0.000\t0.949\t0.942\t0.990\t0.614\t0.149\t0.611\t0.632\n1\t0.818\t1.860\t0.766\t0.462\t1.071\t0.735\t-0.352\t-1.232\t2.173\t0.343\t1.304\t-0.802\t0.000\t0.379\t1.013\t-1.309\t0.000\t0.775\t0.116\t-0.268\t3.102\t0.252\t0.663\t1.002\t0.708\t0.642\t0.808\t0.646\n1\t0.309\t-0.578\t0.052\t1.897\t0.034\t1.197\t0.639\t-1.522\t2.173\t0.434\t-0.138\t-0.028\t0.000\t0.581\t0.680\t1.269\t0.000\t0.413\t0.589\t-0.007\t0.000\t0.961\t1.039\t0.982\t1.657\t0.812\t1.919\t1.573\n1\t2.452\t-0.781\t0.204\t0.652\t0.594\t0.444\t-0.446\t1.300\t0.000\t0.572\t-1.248\t-1.144\t2.215\t0.788\t-2.123\t-1.248\t0.000\t1.095\t-0.230\t-1.413\t3.102\t1.402\t0.979\t0.978\t1.020\t0.413\t0.812\t0.872\n1\t1.815\t-1.781\t0.031\t0.317\t1.597\t0.720\t-0.263\t-1.685\t2.173\t0.661\t-2.122\t1.219\t0.000\t1.083\t-0.673\t-1.189\t1.274\t0.424\t-0.938\t0.139\t0.000\t0.686\t1.037\t1.038\t0.995\t0.544\t0.948\t0.822\n0\t1.002\t0.257\t0.346\t0.609\t0.424\t0.438\t-0.647\t-1.047\t0.000\t0.652\t-0.127\t1.209\t2.215\t1.243\t0.210\t-0.523\t2.548\t0.794\t0.742\t-1.643\t0.000\t0.893\t0.775\t0.990\t0.829\t0.972\t0.750\t0.745\n1\t0.663\t1.282\t0.372\t0.981\t-1.618\t0.464\t2.050\t-1.356\t0.000\t0.444\t0.894\t-1.040\t2.215\t0.450\t1.970\t-0.214\t0.000\t0.811\t-0.709\t1.114\t3.102\t0.705\t1.304\t1.090\t0.628\t0.743\t0.788\t0.705\n0\t1.500\t-0.052\t-0.710\t0.447\t-0.970\t1.012\t0.312\t0.632\t0.000\t1.630\t0.414\t-1.367\t2.215\t0.988\t1.159\t0.693\t0.000\t0.398\t0.482\t-1.682\t3.102\t0.900\t0.679\t1.002\t1.066\t0.211\t0.951\t1.009\n1\t0.768\t0.027\t-0.585\t1.095\t1.499\t0.819\t-1.588\t0.878\t2.173\t0.618\t-0.358\t-1.033\t0.000\t0.530\t-0.470\t0.219\t2.548\t0.588\t-1.725\t-0.739\t0.000\t0.780\t1.091\t1.211\t0.714\t0.657\t0.835\t0.774\n0\t1.011\t1.403\t1.410\t0.525\t0.414\t0.695\t0.147\t0.149\t2.173\t0.771\t-1.548\t-0.591\t0.000\t0.818\t0.230\t1.474\t0.000\t1.524\t0.723\t-0.875\t3.102\t1.007\t0.908\t0.985\t1.145\t0.956\t0.892\t0.806\n1\t0.622\t0.798\t-0.993\t0.353\t1.468\t0.568\t1.235\t-0.134\t0.000\t0.509\t0.766\t0.466\t2.215\t1.612\t0.824\t1.365\t2.548\t1.804\t1.415\t-0.647\t0.000\t0.934\t1.088\t0.995\t0.711\t0.700\t0.701\t0.752\n1\t0.617\t-0.880\t-1.739\t1.248\t0.669\t1.116\t0.165\t-0.675\t1.087\t0.815\t-0.045\t1.301\t0.000\t0.704\t0.018\t0.427\t0.000\t0.458\t0.852\t-0.708\t0.000\t0.893\t1.091\t1.004\t0.567\t0.425\t0.806\t0.740\n1\t0.976\t-0.338\t-0.840\t0.266\t0.011\t1.287\t0.008\t0.746\t1.087\t0.905\t-0.822\t-1.277\t0.000\t0.670\t-1.304\t-0.510\t0.000\t0.467\t-1.145\t1.678\t1.551\t0.841\t0.542\t0.986\t1.122\t0.865\t0.931\t0.856\n1\t1.380\t0.468\t-0.083\t2.257\t-0.477\t2.122\t0.291\t-1.013\t2.173\t1.557\t-2.280\t0.812\t0.000\t3.721\t-0.845\t1.211\t0.000\t0.916\t0.233\t0.415\t0.000\t0.826\t0.558\t0.992\t1.483\t1.052\t1.097\t1.030\n1\t0.564\t0.065\t0.700\t0.949\t1.742\t0.800\t0.111\t0.145\t2.173\t0.649\t-1.409\t-1.368\t0.000\t0.730\t-1.122\t-0.364\t0.000\t0.478\t0.843\t1.446\t3.102\t0.839\t0.899\t0.984\t0.930\t0.676\t0.812\t0.842\n0\t0.774\t-1.904\t0.443\t1.010\t-1.563\t0.675\t0.459\t-0.973\t0.000\t0.941\t0.914\t-0.402\t2.215\t1.028\t-0.577\t1.687\t2.548\t0.502\t0.056\t1.180\t0.000\t0.847\t0.801\t1.191\t1.985\t1.349\t1.330\t1.131\n1\t0.795\t0.308\t1.304\t1.933\t0.721\t1.018\t-0.089\t-0.620\t2.173\t0.628\t0.246\t-1.405\t0.000\t0.496\t2.611\t-1.724\t0.000\t0.774\t0.709\t0.007\t0.000\t0.911\t0.859\t0.991\t0.738\t0.759\t0.910\t0.796\n1\t0.908\t0.872\t-0.430\t0.679\t0.658\t0.418\t-2.499\t-1.145\t0.000\t0.371\t1.920\t-0.982\t0.000\t0.855\t0.376\t0.616\t2.548\t0.755\t-0.919\t0.975\t3.102\t0.218\t0.939\t0.985\t0.656\t0.548\t0.676\t0.637\n0\t0.293\t-1.776\t-0.717\t1.418\t0.858\t1.179\t-1.578\t-0.258\t0.000\t1.017\t-0.472\t1.519\t2.215\t1.014\t0.034\t-1.400\t2.548\t0.694\t1.898\t-0.447\t0.000\t1.177\t1.388\t0.992\t0.771\t0.600\t1.056\t0.908\n1\t0.457\t-1.194\t-1.139\t1.075\t-1.722\t0.752\t-2.528\t-1.705\t0.000\t1.787\t0.795\t0.412\t2.215\t1.193\t1.079\t0.305\t2.548\t2.026\t0.583\t-0.628\t0.000\t0.684\t3.049\t0.977\t1.395\t0.323\t2.556\t1.914\n1\t1.825\t0.002\t-1.336\t0.527\t1.003\t0.620\t-0.688\t-0.161\t2.173\t0.475\t-1.117\t0.068\t2.215\t1.310\t-0.175\t0.806\t0.000\t0.568\t-0.791\t-1.118\t0.000\t1.009\t0.875\t1.167\t0.924\t0.245\t0.757\t0.710\n1\t1.785\t0.701\t-1.416\t0.053\t-1.156\t0.897\t0.429\t-0.283\t0.000\t1.235\t0.491\t1.163\t2.215\t0.568\t-0.484\t0.163\t0.000\t0.466\t0.998\t0.057\t0.000\t0.817\t1.217\t1.001\t0.939\t1.324\t1.044\t0.965\n1\t0.865\t-0.648\t1.073\t2.164\t1.625\t0.844\t-0.216\t-0.033\t2.173\t0.761\t-0.293\t-1.221\t0.000\t0.723\t0.345\t-1.048\t2.548\t1.089\t0.759\t0.372\t0.000\t0.965\t0.952\t0.988\t0.843\t0.826\t0.928\t0.820\n1\t0.688\t-0.688\t-1.275\t0.140\t-0.418\t1.549\t-0.583\t-0.142\t2.173\t0.985\t-0.287\t-1.730\t0.000\t0.822\t1.819\t1.080\t0.000\t1.078\t-0.363\t-1.080\t3.102\t0.897\t0.737\t0.992\t1.132\t1.028\t1.004\t0.851\n0\t1.738\t0.359\t1.689\t0.741\t1.375\t0.673\t0.258\t-1.264\t2.173\t0.780\t-0.461\t0.151\t0.000\t0.649\t-0.183\t0.539\t0.000\t0.853\t-1.944\t-0.817\t0.000\t1.304\t1.313\t0.984\t1.366\t1.290\t1.252\t1.140\n0\t0.576\t0.343\t1.317\t1.394\t0.070\t1.741\t-0.614\t-1.353\t2.173\t1.566\t-0.199\t0.407\t2.215\t0.749\t-0.813\t1.647\t0.000\t0.688\t-0.578\t-0.198\t0.000\t0.793\t0.952\t1.120\t1.601\t2.482\t1.372\t1.061\n1\t1.244\t-1.721\t-0.998\t0.505\t-0.936\t0.874\t-1.178\t0.721\t2.173\t0.764\t-1.168\t0.287\t0.000\t0.478\t-1.487\t1.527\t0.000\t0.500\t0.302\t-1.336\t0.000\t0.857\t0.698\t0.990\t1.135\t0.698\t0.803\t0.701\n1\t1.525\t0.442\t1.474\t0.419\t0.150\t0.761\t-0.618\t-1.002\t2.173\t0.724\t-0.719\t0.101\t1.107\t0.890\t0.346\t-0.543\t0.000\t1.087\t-0.085\t0.530\t0.000\t0.931\t0.953\t1.030\t0.946\t0.918\t0.853\t0.757\n1\t0.313\t-0.852\t-0.562\t0.433\t0.533\t0.762\t0.471\t-0.145\t2.173\t1.144\t0.030\t-1.449\t2.215\t0.907\t-1.451\t1.595\t0.000\t0.496\t-0.354\t1.229\t0.000\t0.517\t0.861\t0.977\t0.663\t1.305\t0.949\t0.847\n0\t0.322\t-1.405\t-0.196\t0.868\t1.689\t0.565\t-0.334\t0.132\t0.000\t1.011\t-1.308\t0.047\t1.107\t0.828\t1.058\t-0.940\t2.548\t0.488\t0.055\t1.424\t0.000\t0.912\t0.705\t0.989\t0.954\t1.738\t1.306\t1.053\n0\t1.459\t-0.899\t-1.256\t0.285\t0.707\t0.943\t0.720\t0.691\t2.173\t0.500\t-1.382\t-1.367\t0.000\t1.204\t0.396\t-0.543\t0.000\t0.693\t0.098\t1.188\t0.000\t0.865\t1.263\t0.986\t0.687\t0.377\t0.941\t0.817\n0\t0.620\t0.199\t-0.401\t0.635\t1.359\t1.354\t0.445\t-0.923\t2.173\t1.631\t-1.158\t0.437\t2.215\t1.196\t0.065\t1.491\t0.000\t0.762\t-2.213\t1.149\t0.000\t1.952\t1.622\t0.990\t0.912\t2.871\t1.777\t1.453\n1\t1.961\t0.451\t1.730\t0.609\t-1.442\t0.798\t0.394\t-0.097\t2.173\t0.330\t0.117\t0.442\t0.000\t0.596\t-0.153\t0.753\t2.548\t0.659\t-0.320\t-0.722\t0.000\t0.549\t0.519\t0.983\t0.741\t0.644\t0.837\t0.669\n1\t0.691\t1.177\t0.070\t1.096\t-0.845\t1.005\t0.354\t1.204\t2.173\t1.196\t-0.020\t1.730\t0.000\t1.209\t0.327\t-0.670\t0.000\t1.616\t0.431\t-0.028\t0.000\t0.852\t0.808\t0.986\t1.120\t0.843\t0.871\t0.800\n1\t0.527\t1.443\t0.909\t0.867\t-0.265\t0.444\t1.925\t-0.243\t0.000\t0.910\t0.449\t1.309\t1.107\t0.863\t2.241\t-1.198\t0.000\t1.305\t-0.240\t1.530\t3.102\t0.893\t1.329\t0.988\t0.832\t0.425\t1.072\t0.904\n1\t0.493\t-0.642\t0.359\t0.247\t-0.793\t0.884\t0.643\t-1.413\t0.000\t1.033\t0.436\t0.617\t2.215\t1.269\t0.929\t-0.321\t0.000\t1.611\t-0.050\t1.742\t1.551\t1.626\t1.240\t0.990\t0.693\t1.032\t0.995\t0.825\n1\t0.625\t-1.036\t0.379\t0.728\t1.580\t1.636\t0.336\t-1.537\t2.173\t0.719\t-0.020\t0.561\t0.000\t1.682\t-0.064\t-0.115\t1.274\t0.371\t0.151\t-0.518\t0.000\t0.560\t1.212\t0.990\t0.868\t2.026\t1.098\t0.885\n1\t0.479\t0.731\t0.745\t2.542\t1.423\t0.781\t0.081\t-0.563\t2.173\t0.319\t2.145\t-0.077\t0.000\t0.271\t0.549\t-0.949\t2.548\t0.520\t1.439\t0.292\t0.000\t0.317\t0.757\t0.994\t0.648\t0.247\t0.925\t0.756\n1\t0.787\t0.347\t-0.441\t0.846\t0.716\t0.596\t-0.626\t-1.361\t2.173\t0.680\t1.006\t0.247\t0.000\t0.471\t2.102\t1.325\t0.000\t1.024\t0.648\t-1.269\t3.102\t0.929\t0.807\t0.988\t0.872\t0.636\t0.874\t0.777\n1\t0.603\t-0.206\t1.061\t0.813\t-0.166\t1.174\t0.743\t1.193\t2.173\t1.281\t0.196\t-0.303\t0.000\t0.905\t0.830\t-1.384\t1.274\t0.978\t0.123\t-0.989\t0.000\t0.846\t0.878\t0.987\t1.272\t0.943\t0.996\t0.954\n1\t0.729\t-1.717\t-0.464\t0.917\t-1.510\t2.182\t-1.620\t-0.910\t0.000\t2.733\t-1.271\t0.737\t2.215\t0.994\t-0.325\t1.068\t2.548\t0.749\t-1.669\t1.316\t0.000\t0.736\t0.860\t0.987\t1.081\t1.007\t1.122\t0.867\n1\t0.313\t0.134\t-1.634\t1.235\t-0.795\t0.955\t0.316\t1.159\t2.173\t0.761\t-0.944\t0.024\t2.215\t0.344\t0.057\t-1.025\t0.000\t0.383\t-0.618\t-1.676\t0.000\t0.276\t0.602\t0.985\t0.743\t1.378\t1.010\t0.740\n0\t1.242\t-0.467\t1.335\t0.830\t-0.557\t0.591\t0.432\t-1.201\t2.173\t0.769\t1.174\t0.488\t0.000\t0.307\t0.099\t-1.501\t1.274\t0.586\t-2.141\t1.225\t0.000\t2.881\t1.527\t1.394\t0.938\t0.166\t1.058\t0.933\n0\t0.867\t-0.305\t0.857\t1.095\t-0.599\t0.524\t0.725\t-0.741\t0.000\t0.773\t-0.984\t0.094\t2.215\t0.713\t-0.562\t-1.381\t2.548\t0.547\t-1.369\t1.134\t0.000\t1.463\t0.920\t1.305\t0.808\t0.782\t0.738\t0.697\n1\t1.217\t-0.038\t0.862\t0.793\t-1.092\t0.745\t1.435\t1.377\t0.000\t0.709\t-0.380\t0.104\t0.000\t1.246\t0.942\t-0.445\t2.548\t1.403\t-0.124\t-0.834\t3.102\t0.782\t0.820\t1.337\t0.854\t0.722\t0.767\t0.669\n0\t0.696\t0.741\t1.294\t1.161\t-0.657\t0.798\t-0.459\t1.189\t1.087\t0.762\t-0.542\t-0.597\t2.215\t0.568\t-0.267\t0.697\t0.000\t0.572\t1.332\t0.245\t0.000\t0.996\t0.914\t1.224\t0.912\t1.148\t0.901\t0.871\n0\t0.749\t0.968\t0.010\t0.992\t1.232\t0.770\t1.412\t0.251\t1.087\t0.554\t1.392\t-1.208\t0.000\t1.163\t0.183\t-1.281\t2.548\t1.040\t-0.613\t1.223\t0.000\t0.864\t0.980\t1.065\t0.748\t1.389\t1.190\t1.030\n1\t0.803\t1.840\t1.150\t0.977\t1.288\t1.547\t1.265\t0.087\t0.000\t0.898\t0.378\t-1.426\t0.000\t1.745\t-0.739\t-1.297\t2.548\t0.799\t-0.249\t-1.409\t3.102\t1.204\t1.051\t0.973\t0.791\t0.251\t1.008\t0.877\n1\t0.533\t-0.703\t0.400\t1.730\t0.180\t0.887\t0.057\t-1.199\t2.173\t0.793\t-1.095\t-0.321\t0.000\t1.593\t0.900\t1.655\t2.548\t1.054\t-0.279\t1.207\t0.000\t1.266\t1.199\t0.984\t2.469\t1.071\t1.786\t1.409\n1\t0.774\t-1.057\t0.736\t0.657\t-0.227\t0.968\t-0.605\t-1.141\t0.000\t1.371\t-1.474\t1.140\t0.000\t0.621\t-1.151\t0.042\t2.548\t0.744\t-0.616\t-0.347\t1.551\t2.450\t1.435\t0.987\t0.524\t0.225\t0.899\t0.810\n0\t1.735\t-0.522\t0.285\t0.122\t0.516\t1.273\t0.062\t1.657\t2.173\t0.403\t0.051\t1.257\t0.000\t0.736\t-2.530\t-0.739\t0.000\t1.688\t0.970\t1.654\t3.102\t1.021\t0.979\t0.993\t1.314\t0.898\t1.064\t0.914\n1\t0.793\t0.503\t-0.920\t1.837\t-0.247\t1.180\t1.558\t0.630\t0.000\t1.787\t1.462\t-1.419\t2.215\t0.914\t1.180\t1.272\t2.548\t0.597\t0.553\t1.730\t0.000\t1.230\t0.816\t0.990\t1.566\t0.903\t1.130\t1.135\n1\t0.793\t-0.557\t-0.341\t0.871\t-1.317\t1.137\t0.152\t-1.143\t2.173\t1.562\t0.794\t0.960\t0.000\t2.009\t0.559\t0.181\t2.548\t0.410\t0.527\t-1.601\t0.000\t0.779\t1.065\t0.984\t0.961\t1.805\t1.163\t1.156\n0\t0.826\t0.508\t-1.254\t0.892\t-0.563\t1.564\t-1.330\t0.874\t0.000\t1.390\t-0.063\t-1.131\t2.215\t1.442\t-0.655\t0.304\t2.548\t1.049\t-2.275\t-0.879\t0.000\t0.865\t0.976\t0.987\t0.641\t1.532\t1.267\t1.132\n1\t0.827\t-1.069\t-1.510\t1.764\t1.710\t0.938\t0.240\t1.347\t1.087\t0.686\t-1.915\t-0.125\t0.000\t1.592\t2.013\t0.512\t0.000\t1.298\t0.577\t-0.182\t0.000\t0.685\t0.767\t1.000\t0.839\t1.273\t1.129\t1.054\n0\t0.401\t-0.731\t0.449\t0.365\t0.795\t0.764\t-0.010\t-1.187\t2.173\t0.844\t0.429\t1.097\t0.000\t0.996\t0.378\t0.070\t2.548\t0.699\t-1.952\t-0.297\t0.000\t2.116\t1.445\t0.995\t0.910\t1.012\t1.062\t0.930\n0\t0.336\t1.414\t-0.213\t1.781\t1.715\t0.706\t0.713\t-1.307\t0.000\t0.894\t1.808\t0.578\t0.000\t1.047\t-0.382\t-1.198\t0.000\t0.982\t-0.914\t-0.221\t0.000\t0.942\t0.840\t1.057\t1.479\t0.390\t0.948\t0.941\n1\t0.669\t-0.352\t0.358\t0.544\t-1.347\t0.849\t1.402\t0.426\t0.000\t1.410\t0.475\t-0.315\t0.000\t2.084\t0.167\t-1.637\t2.548\t1.029\t0.433\t1.173\t3.102\t0.987\t0.794\t0.987\t1.020\t0.668\t0.902\t0.949\n0\t3.480\t-0.174\t-1.289\t0.637\t-1.577\t1.741\t-1.803\t0.434\t0.000\t0.819\t-0.354\t-0.649\t1.107\t0.906\t-0.814\t0.514\t2.548\t0.911\t-1.688\t1.211\t0.000\t1.254\t0.910\t0.978\t0.875\t0.830\t1.035\t1.555\n0\t1.373\t-2.041\t0.824\t0.092\t0.709\t0.858\t0.292\t-0.222\t0.000\t0.688\t-1.219\t1.451\t2.215\t0.924\t-0.274\t-1.475\t2.548\t0.543\t-2.269\t-1.456\t0.000\t0.684\t0.995\t0.989\t0.657\t0.587\t0.950\t1.097\n0\t0.562\t0.972\t1.152\t0.420\t1.356\t0.710\t-0.650\t0.291\t2.173\t1.035\t-0.765\t-0.758\t1.107\t1.535\t0.518\t-1.509\t0.000\t0.401\t-1.142\t0.690\t0.000\t1.259\t1.172\t0.992\t0.816\t1.026\t0.946\t0.825\n1\t0.336\t-1.189\t-1.503\t0.911\t-0.072\t1.164\t0.578\t-0.743\t2.173\t1.233\t-0.006\t1.452\t0.000\t1.033\t-0.342\t0.837\t0.000\t0.392\t-0.351\t0.402\t3.102\t0.966\t0.614\t0.993\t0.876\t0.719\t0.957\t0.813\n1\t0.458\t0.628\t-0.427\t0.409\t-0.463\t0.685\t-0.305\t-1.486\t0.000\t1.109\t-1.441\t0.488\t2.215\t0.689\t-0.845\t1.569\t0.000\t0.609\t0.931\t1.432\t0.000\t0.903\t0.805\t0.986\t0.898\t0.617\t0.907\t0.781\n0\t0.379\t0.037\t-0.744\t1.226\t1.027\t0.546\t-2.800\t0.928\t0.000\t0.892\t0.724\t-1.217\t2.215\t0.702\t-0.355\t-0.303\t1.274\t1.372\t1.011\t-0.723\t0.000\t0.955\t0.899\t0.988\t0.804\t0.796\t0.657\t0.656\n1\t1.727\t-0.498\t-1.120\t0.731\t1.664\t1.132\t-0.573\t0.390\t2.173\t0.658\t0.027\t-0.251\t0.000\t0.381\t-1.458\t0.621\t0.000\t0.657\t0.243\t1.679\t3.102\t0.884\t0.781\t0.989\t0.556\t0.932\t0.889\t0.770\n0\t0.628\t-1.046\t-0.454\t0.896\t0.196\t1.142\t0.554\t1.387\t0.000\t2.028\t-0.329\t-0.851\t2.215\t0.570\t-0.358\t1.015\t0.000\t1.018\t0.074\t0.501\t3.102\t0.862\t0.768\t0.989\t1.005\t1.249\t1.142\t0.982\n1\t0.574\t0.600\t0.940\t0.846\t-0.593\t1.459\t-0.399\t-0.477\t2.173\t1.322\t-0.926\t0.987\t0.000\t1.068\t1.908\t1.300\t0.000\t1.023\t-0.858\t-1.248\t3.102\t1.190\t0.908\t0.988\t0.922\t0.925\t1.014\t0.882\n0\t0.540\t1.383\t1.538\t0.611\t-0.367\t1.084\t0.822\t1.311\t2.173\t1.041\t-0.598\t-0.529\t2.215\t0.868\t-1.656\t0.416\t0.000\t0.808\t-0.847\t-1.249\t0.000\t0.997\t0.932\t0.986\t1.115\t1.985\t1.388\t1.560\n0\t1.941\t0.336\t-0.060\t0.369\t0.758\t1.039\t-0.226\t-1.656\t2.173\t0.505\t-0.450\t1.456\t0.000\t0.592\t-1.327\t-0.648\t0.000\t1.205\t-0.858\t0.161\t3.102\t0.906\t0.874\t0.980\t0.870\t1.278\t1.030\t0.897\n1\t0.841\t-0.136\t-1.431\t1.450\t0.052\t0.738\t-0.381\t-0.146\t0.000\t1.347\t0.766\t1.697\t2.215\t1.095\t0.616\t0.263\t2.548\t0.686\t-1.326\t0.829\t0.000\t1.089\t1.016\t1.488\t1.312\t1.243\t1.107\t0.984\n1\t1.647\t-0.522\t0.343\t0.513\t0.082\t0.417\t0.383\t-1.170\t1.087\t1.214\t1.590\t-1.348\t0.000\t0.659\t0.371\t0.427\t2.548\t0.533\t1.081\t0.990\t0.000\t0.918\t0.942\t0.984\t1.039\t0.648\t0.733\t1.119\n1\t0.420\t-1.688\t-1.293\t0.450\t-0.670\t1.235\t-0.211\t0.750\t0.000\t0.857\t0.061\t-0.893\t2.215\t1.005\t-1.233\t-1.687\t2.548\t0.810\t-0.575\t0.338\t0.000\t0.751\t0.758\t0.981\t0.722\t0.997\t0.648\t0.588\n1\t0.851\t-1.194\t-0.806\t0.930\t0.067\t0.610\t-0.822\t-0.048\t0.000\t0.422\t-0.448\t-0.251\t0.000\t0.619\t1.253\t-1.673\t0.000\t0.421\t-2.354\t-1.614\t0.000\t0.963\t0.976\t0.986\t0.879\t0.372\t0.715\t0.699\n1\t0.424\t1.480\t-1.248\t0.361\t-0.496\t0.973\t-0.054\t1.611\t0.000\t1.458\t-0.650\t-0.229\t2.215\t0.596\t0.222\t0.608\t2.548\t0.710\t-0.578\t0.483\t0.000\t1.156\t0.797\t0.991\t0.933\t0.824\t0.892\t0.785\n0\t0.305\t-0.054\t1.522\t0.948\t-0.956\t0.563\t-0.221\t-0.141\t0.000\t0.977\t0.415\t0.961\t2.215\t0.714\t-2.367\t0.901\t0.000\t1.427\t0.344\t-1.133\t3.102\t0.864\t1.019\t0.988\t0.650\t1.013\t0.738\t0.730\n0\t0.861\t0.407\t0.623\t2.301\t1.114\t0.943\t1.078\t-0.827\t0.000\t0.569\t2.089\t-1.018\t0.000\t1.373\t0.271\t-1.122\t2.548\t2.117\t-0.388\t0.398\t3.102\t0.904\t0.964\t0.987\t1.201\t1.375\t1.247\t1.246\n1\t1.908\t-0.359\t0.491\t1.126\t1.018\t0.894\t-1.042\t-0.945\t1.087\t0.573\t-0.377\t-0.488\t0.000\t0.769\t-0.626\t-1.623\t1.274\t0.397\t0.100\t-1.191\t0.000\t0.400\t0.524\t0.988\t0.868\t0.622\t0.954\t0.765\n0\t0.409\t-1.936\t1.310\t1.316\t0.147\t0.685\t0.575\t-1.016\t2.173\t0.737\t0.751\t0.423\t0.000\t1.178\t-0.024\t-1.495\t2.548\t0.653\t-0.977\t1.226\t0.000\t1.187\t1.031\t0.990\t2.364\t0.581\t1.696\t1.495\n1\t1.577\t0.788\t1.222\t0.762\t0.461\t2.274\t0.441\t-0.055\t0.000\t1.816\t0.993\t-1.307\t0.000\t0.718\t0.101\t1.606\t2.548\t0.626\t1.497\t-0.735\t0.000\t0.879\t0.858\t0.986\t0.622\t0.460\t0.539\t0.700\n0\t1.440\t0.466\t0.995\t0.082\t-1.377\t0.680\t0.374\t-0.093\t2.173\t1.227\t-0.834\t-1.212\t0.000\t1.033\t-1.169\t-0.756\t0.000\t1.034\t-1.883\t0.574\t0.000\t0.783\t0.861\t0.984\t0.861\t0.867\t0.892\t0.881\n1\t0.900\t-0.534\t0.823\t0.896\t0.038\t0.824\t1.035\t1.216\t1.087\t1.112\t0.683\t-1.437\t2.215\t0.706\t-0.547\t0.224\t0.000\t0.872\t1.988\t-0.706\t0.000\t0.853\t0.922\t0.993\t1.100\t0.989\t0.914\t0.785\n1\t1.722\t1.003\t0.098\t0.698\t0.134\t0.351\t-1.591\t0.470\t0.000\t0.653\t0.606\t-0.733\t1.107\t0.872\t-0.497\t-1.650\t2.548\t0.753\t0.974\t-0.734\t0.000\t0.775\t0.740\t0.986\t1.418\t0.771\t0.973\t0.877\n0\t1.564\t1.728\t1.652\t1.153\t0.960\t0.671\t-0.041\t-0.412\t0.000\t0.450\t-0.670\t1.662\t0.000\t0.637\t1.267\t-0.230\t2.548\t0.475\t-0.035\t0.331\t3.102\t1.181\t0.973\t1.086\t0.853\t0.386\t0.669\t0.939\n0\t0.519\t1.588\t-0.921\t1.333\t1.568\t0.617\t0.904\t0.956\t2.173\t0.613\t-0.101\t-0.590\t0.000\t1.036\t1.217\t-0.257\t2.548\t1.038\t0.054\t0.395\t0.000\t0.811\t0.904\t0.986\t0.851\t0.910\t0.701\t0.735\n0\t0.609\t-0.595\t1.181\t0.710\t-0.059\t0.585\t0.045\t-0.519\t0.000\t0.768\t-0.779\t-1.297\t2.215\t0.733\t1.140\t0.778\t2.548\t0.925\t-0.392\t0.380\t0.000\t0.865\t0.896\t0.985\t0.762\t1.234\t0.883\t0.786\n0\t2.584\t0.731\t-1.123\t0.620\t0.831\t1.953\t-0.881\t0.541\t0.000\t1.262\t1.422\t-1.009\t1.107\t0.666\t-0.483\t0.204\t0.000\t0.564\t-0.459\t-0.660\t0.000\t0.717\t1.399\t1.722\t1.075\t0.896\t1.824\t1.658\n1\t0.766\t-0.440\t0.946\t0.500\t-1.116\t1.247\t-0.274\t1.499\t2.173\t1.012\t-0.504\t-0.395\t2.215\t0.520\t0.117\t-1.114\t0.000\t1.899\t-0.364\t0.178\t0.000\t1.054\t0.771\t0.987\t0.799\t1.650\t0.980\t0.816\n0\t0.440\t-0.129\t0.770\t1.682\t-0.567\t1.283\t0.719\t1.450\t0.000\t0.851\t1.030\t-0.576\t2.215\t0.818\t0.524\t0.645\t2.548\t1.634\t2.092\t0.170\t0.000\t0.832\t0.877\t1.112\t0.848\t0.820\t0.861\t0.910\n1\t1.565\t1.356\t-0.034\t0.116\t0.649\t0.787\t-0.072\t1.510\t2.173\t0.913\t0.598\t-1.229\t2.215\t0.521\t1.789\t-0.819\t0.000\t0.967\t1.090\t0.592\t0.000\t0.793\t0.851\t0.975\t1.204\t0.891\t0.916\t0.810\n0\t1.516\t0.896\t-1.496\t0.484\t0.453\t0.345\t0.406\t1.613\t0.000\t0.976\t0.125\t0.125\t1.107\t0.770\t1.186\t0.362\t2.548\t0.465\t-1.146\t-1.014\t0.000\t0.755\t0.876\t1.166\t1.034\t0.604\t0.739\t0.710\n0\t0.571\t1.042\t0.164\t1.559\t0.010\t0.547\t-0.074\t0.884\t2.173\t0.595\t-0.796\t-1.468\t2.215\t0.737\t-0.318\t1.591\t0.000\t1.381\t0.648\t-1.149\t0.000\t0.958\t0.898\t0.991\t1.916\t0.784\t1.406\t1.202\n1\t0.945\t2.182\t1.374\t0.906\t1.208\t1.373\t1.123\t-0.480\t2.173\t0.563\t0.904\t1.688\t0.000\t0.452\t1.230\t0.690\t0.000\t0.665\t0.285\t0.460\t3.102\t0.627\t1.088\t0.983\t0.703\t0.862\t0.959\t0.779\n1\t1.131\t0.286\t-1.370\t0.294\t1.044\t0.474\t-0.275\t-0.277\t2.173\t0.825\t-0.613\t-0.808\t2.215\t0.941\t1.070\t0.586\t0.000\t0.905\t0.477\t0.192\t0.000\t0.471\t1.103\t0.989\t0.826\t0.454\t0.715\t0.723\n1\t1.120\t-1.164\t0.433\t0.568\t1.577\t0.887\t-1.363\t-1.012\t0.000\t1.696\t-0.944\t0.711\t2.215\t1.162\t-2.197\t-1.052\t0.000\t0.959\t-0.640\t1.616\t3.102\t0.993\t0.964\t0.987\t0.688\t0.846\t1.165\t0.966\n0\t0.903\t1.364\t1.229\t1.289\t-0.145\t0.881\t1.112\t-1.707\t2.173\t0.795\t1.656\t0.149\t0.000\t0.693\t0.571\t-0.762\t0.000\t0.640\t1.244\t-1.040\t0.000\t0.822\t1.040\t1.413\t1.212\t1.449\t1.043\t0.906\n0\t0.637\t1.299\t-1.708\t1.014\t-0.413\t1.056\t1.213\t0.361\t2.173\t0.826\t0.639\t-0.599\t0.000\t1.386\t-0.041\t-1.595\t2.548\t1.509\t-0.804\t1.233\t0.000\t0.843\t0.762\t1.024\t0.931\t1.798\t1.118\t1.025\n0\t0.500\t1.707\t0.262\t0.432\t1.336\t1.235\t0.838\t0.571\t2.173\t1.594\t0.653\t-0.756\t2.215\t1.060\t0.757\t-1.364\t0.000\t0.931\t1.258\t1.442\t0.000\t0.735\t1.004\t0.989\t0.765\t1.929\t1.098\t0.893\n0\t1.571\t0.271\t0.681\t0.093\t1.619\t1.373\t0.667\t-0.902\t0.000\t1.394\t-0.074\t1.265\t2.215\t0.959\t0.047\t-0.760\t0.000\t0.954\t0.310\t0.177\t3.102\t0.704\t0.887\t0.996\t0.861\t0.896\t1.064\t0.968\n0\t0.420\t-1.611\t-0.946\t0.618\t0.873\t0.800\t-0.321\t-0.701\t0.000\t1.166\t-1.162\t1.424\t2.215\t1.302\t-0.434\t0.078\t2.548\t0.373\t1.367\t0.616\t0.000\t1.232\t0.979\t0.995\t0.769\t1.317\t1.021\t0.835\n1\t0.889\t-1.466\t0.976\t0.467\t-0.578\t1.016\t-0.257\t-1.222\t0.000\t1.841\t-1.352\t-0.295\t2.215\t0.391\t-0.847\t1.178\t0.000\t0.810\t-0.121\t1.455\t0.000\t0.925\t0.917\t0.985\t0.946\t0.775\t1.046\t0.877\n0\t1.937\t-0.778\t0.707\t0.901\t0.859\t1.242\t1.138\t-1.278\t0.000\t0.526\t1.318\t-0.886\t2.215\t0.603\t0.573\t0.666\t0.000\t1.016\t-0.389\t-0.301\t3.102\t1.368\t0.875\t0.987\t1.696\t0.764\t1.119\t0.975\n0\t1.270\t-1.031\t0.683\t0.939\t1.614\t0.496\t1.005\t-1.686\t0.000\t0.524\t-1.149\t-0.202\t1.107\t0.995\t0.420\t-0.313\t2.548\t1.106\t-0.749\t-0.976\t0.000\t0.757\t0.906\t1.125\t0.784\t0.708\t0.904\t1.054\n0\t0.588\t1.402\t-0.394\t0.782\t1.406\t0.435\t-0.927\t1.446\t1.087\t1.060\t-1.121\t-0.440\t0.000\t0.927\t-0.547\t0.993\t2.548\t0.745\t-0.145\t-0.724\t0.000\t0.767\t0.889\t0.987\t0.950\t0.342\t0.723\t0.850\n1\t0.398\t-0.917\t-0.986\t0.205\t0.010\t0.844\t0.101\t-0.141\t0.000\t1.157\t2.254\t1.592\t0.000\t1.188\t0.828\t-0.235\t0.000\t1.240\t-1.856\t-1.654\t0.000\t0.882\t0.879\t0.986\t0.655\t1.001\t0.857\t0.981\n1\t1.103\t1.345\t-1.159\t1.544\t0.566\t1.054\t1.123\t-0.203\t0.000\t0.407\t-1.612\t0.593\t0.000\t0.516\t1.450\t0.877\t2.548\t1.865\t1.016\t-1.724\t1.551\t0.857\t0.728\t1.808\t1.120\t0.555\t0.766\t0.799\n0\t2.092\t0.338\t-0.879\t1.476\t-1.655\t2.391\t-0.403\t0.713\t1.087\t1.542\t0.150\t-1.473\t2.215\t1.845\t0.795\t-0.577\t0.000\t2.320\t0.172\t0.264\t0.000\t1.750\t1.796\t1.566\t2.450\t2.723\t1.862\t1.677\n1\t0.741\t-0.218\t-0.446\t0.681\t0.705\t0.381\t0.061\t-1.139\t2.173\t0.267\t2.094\t-0.120\t0.000\t0.737\t-1.243\t0.724\t2.548\t0.550\t1.229\t-1.637\t0.000\t0.552\t1.081\t0.984\t0.695\t0.833\t0.717\t0.688\n0\t5.039\t-0.657\t1.147\t0.310\t1.306\t1.227\t0.461\t-0.717\t0.000\t1.134\t0.935\t-0.452\t0.000\t1.854\t-0.180\t-0.177\t2.548\t0.617\t-0.408\t-1.260\t0.000\t0.909\t0.980\t1.007\t1.788\t1.036\t1.180\t1.303\n1\t0.840\t-1.240\t-0.221\t1.017\t0.119\t1.294\t-1.102\t0.029\t0.000\t0.964\t-1.306\t-1.578\t0.000\t1.544\t-0.662\t1.523\t1.274\t1.082\t-0.845\t-0.881\t3.102\t2.370\t1.383\t0.989\t1.100\t0.830\t1.063\t0.961\n0\t1.894\t-0.111\t1.603\t1.188\t-1.630\t1.198\t0.947\t-0.274\t2.173\t0.590\t-0.829\t1.156\t1.107\t0.542\t0.188\t0.516\t0.000\t0.831\t0.038\t-0.795\t0.000\t0.688\t0.798\t0.989\t0.831\t1.745\t1.255\t0.962\n1\t0.849\t-1.358\t-0.567\t1.136\t-1.581\t1.503\t-1.430\t0.551\t2.173\t0.539\t-0.734\t-0.928\t0.000\t1.240\t-2.185\t-1.653\t0.000\t1.250\t-1.463\t-0.086\t0.000\t0.923\t1.211\t1.076\t0.662\t0.725\t0.869\t0.790\n1\t1.278\t-0.699\t-1.423\t0.984\t1.325\t0.924\t-0.334\t0.111\t1.087\t0.735\t-1.070\t1.051\t0.000\t0.361\t-0.704\t-0.266\t0.000\t1.041\t-0.272\t-0.732\t3.102\t0.857\t0.976\t0.990\t0.726\t0.715\t0.813\t0.726\n1\t0.431\t1.550\t-0.705\t1.190\t0.815\t1.356\t0.144\t1.419\t2.173\t0.968\t0.455\t-0.146\t0.000\t2.486\t0.332\t-0.901\t0.000\t1.294\t0.473\t0.615\t3.102\t1.502\t1.283\t0.987\t1.172\t0.977\t1.255\t1.092\n1\t0.786\t-0.167\t0.934\t0.946\t-1.732\t0.915\t-0.951\t-0.256\t1.087\t0.644\t-2.034\t1.467\t0.000\t1.191\t-0.534\t-1.102\t2.548\t1.037\t0.363\t0.004\t0.000\t0.641\t0.788\t0.987\t1.293\t0.931\t0.945\t0.778\n0\t0.812\t-1.023\t0.164\t1.224\t0.842\t0.687\t-0.900\t-1.244\t2.173\t0.720\t0.156\t-1.629\t0.000\t0.528\t0.776\t0.388\t0.000\t1.028\t0.129\t-0.732\t3.102\t0.976\t1.005\t0.998\t0.821\t0.634\t0.767\t0.743\n0\t1.330\t-0.807\t1.360\t1.665\t0.244\t0.932\t0.081\t1.474\t0.000\t1.667\t0.867\t-0.634\t0.000\t1.351\t0.499\t-0.328\t1.274\t0.651\t0.362\t-0.986\t0.000\t0.972\t0.928\t1.741\t1.441\t0.391\t1.047\t0.992\n0\t0.681\t0.222\t-0.517\t0.977\t0.425\t1.144\t0.271\t-1.348\t2.173\t1.556\t-0.269\t0.406\t2.215\t0.922\t0.166\t0.866\t0.000\t0.953\t-0.720\t-0.514\t0.000\t1.003\t0.946\t0.990\t1.130\t2.038\t1.121\t0.923\n0\t1.059\t0.052\t0.123\t0.730\t1.344\t0.987\t-0.051\t1.386\t2.173\t0.718\t-0.729\t-1.160\t2.215\t0.901\t0.105\t-0.492\t0.000\t1.027\t0.747\t0.049\t0.000\t0.654\t0.882\t1.086\t0.866\t1.027\t0.863\t0.769\n0\t1.518\t1.227\t-1.711\t0.913\t1.616\t1.608\t0.493\t0.322\t0.000\t1.558\t1.440\t-1.213\t2.215\t0.491\t0.027\t-0.453\t2.548\t0.843\t0.206\t-0.054\t0.000\t0.896\t0.747\t0.980\t0.976\t0.942\t1.180\t1.099\n0\t1.918\t-0.086\t-0.813\t3.775\t-0.917\t4.190\t0.138\t0.786\t1.087\t1.531\t-0.861\t-1.335\t0.000\t0.859\t1.124\t-1.095\t2.548\t0.781\t-1.041\t-0.382\t0.000\t0.928\t0.942\t0.981\t3.987\t2.712\t2.566\t1.882\n1\t1.261\t-0.336\t1.479\t0.725\t-0.786\t0.982\t-1.012\t-1.582\t1.087\t1.085\t-0.492\t0.528\t0.000\t0.709\t2.672\t0.411\t0.000\t1.566\t-0.728\t-0.758\t3.102\t0.890\t0.928\t1.182\t0.840\t0.894\t0.897\t0.808\n1\t1.194\t0.165\t0.667\t0.634\t1.614\t0.981\t0.797\t-0.868\t0.000\t1.130\t-0.396\t1.020\t2.215\t0.731\t1.368\t-1.340\t0.000\t0.523\t0.473\t1.096\t0.000\t0.831\t0.950\t0.987\t0.718\t0.646\t1.025\t0.889\n1\t0.960\t0.282\t1.241\t1.069\t-1.214\t1.038\t0.458\t0.729\t2.173\t1.034\t-2.815\t-0.873\t0.000\t0.743\t0.805\t-0.640\t0.000\t1.516\t0.213\t-1.333\t0.000\t0.780\t1.230\t1.125\t1.140\t1.185\t1.037\t0.925\n1\t0.673\t-0.414\t-1.389\t1.812\t-0.565\t0.515\t-0.317\t0.450\t2.173\t0.780\t1.019\t1.298\t2.215\t0.584\t-1.072\t-0.962\t0.000\t0.811\t-1.459\t0.079\t0.000\t0.651\t0.724\t1.036\t1.260\t0.944\t0.931\t0.867\n1\t0.942\t-0.537\t0.408\t0.540\t-0.258\t0.847\t-0.308\t-1.087\t0.000\t1.405\t-0.552\t-0.555\t2.215\t1.465\t-0.960\t1.474\t0.000\t3.348\t-0.785\t0.539\t0.000\t1.123\t0.727\t0.986\t0.896\t0.809\t0.958\t0.975\n0\t1.249\t-1.702\t0.479\t0.740\t0.174\t1.648\t-0.284\t-1.184\t0.000\t1.383\t-0.782\t0.301\t0.000\t1.206\t-0.151\t1.143\t1.274\t1.010\t-0.967\t-0.777\t0.000\t1.031\t0.883\t0.993\t0.846\t0.606\t0.732\t0.724\n0\t1.170\t1.016\t-0.510\t0.573\t-1.337\t0.673\t1.421\t0.430\t2.173\t0.822\t-0.102\t-1.565\t2.215\t0.538\t-1.736\t1.257\t0.000\t0.384\t0.025\t-0.250\t0.000\t0.748\t0.764\t0.986\t0.938\t1.413\t1.023\t0.919\n0\t0.534\t-1.050\t1.221\t0.904\t-0.219\t0.881\t-1.299\t-0.820\t2.173\t0.555\t2.173\t-1.357\t0.000\t1.954\t0.148\t0.618\t1.274\t1.681\t0.625\t-1.581\t0.000\t1.054\t1.630\t0.984\t0.840\t2.052\t1.750\t1.376\n0\t0.641\t0.611\t-0.420\t0.069\t-1.501\t1.363\t-0.887\t1.603\t0.000\t1.616\t1.026\t-0.363\t1.107\t0.911\t1.225\t-0.021\t2.548\t0.798\t-0.248\t-0.187\t0.000\t0.792\t1.837\t0.904\t0.982\t0.434\t1.677\t1.266\n0\t0.876\t-0.699\t-0.337\t1.168\t1.427\t0.293\t1.454\t0.424\t0.000\t0.848\t0.980\t1.181\t1.107\t0.293\t1.919\t-0.382\t0.000\t0.593\t0.986\t-1.008\t3.102\t0.390\t0.581\t1.401\t0.922\t0.592\t0.844\t0.786\n1\t0.666\t-0.179\t0.021\t0.839\t-1.618\t0.727\t0.738\t-0.316\t2.173\t0.749\t-0.586\t0.067\t2.215\t0.726\t-0.343\t-1.636\t0.000\t1.806\t0.532\t1.458\t0.000\t0.799\t1.092\t1.031\t0.852\t0.870\t0.893\t0.764\n0\t0.467\t-1.656\t0.367\t1.882\t1.167\t0.903\t-1.543\t-1.237\t0.000\t0.882\t-1.805\t-0.776\t0.000\t1.434\t-0.572\t0.461\t2.548\t0.666\t-0.317\t-0.578\t3.102\t0.817\t0.746\t0.992\t0.773\t0.609\t0.901\t0.908\n0\t0.543\t0.269\t-1.743\t0.978\t0.425\t0.918\t0.498\t-1.502\t0.000\t1.004\t-0.219\t-1.563\t0.000\t1.261\t-0.096\t-0.053\t0.000\t0.712\t-0.690\t-0.079\t3.102\t0.768\t0.981\t0.990\t0.513\t0.442\t0.717\t0.702\n1\t0.331\t-0.543\t1.403\t1.619\t-1.716\t1.076\t-0.451\t-0.166\t2.173\t0.844\t0.979\t-1.107\t0.000\t1.408\t-0.098\t0.595\t2.548\t0.884\t-0.773\t1.035\t0.000\t0.952\t0.972\t0.988\t1.444\t1.007\t1.297\t1.074\n0\t0.879\t0.034\t-1.648\t0.513\t-0.488\t0.604\t0.062\t-0.019\t2.173\t0.640\t0.600\t0.920\t2.215\t0.383\t-0.751\t0.782\t0.000\t0.516\t0.356\t1.428\t0.000\t0.424\t0.570\t0.988\t0.700\t0.731\t0.623\t0.522\n0\t1.573\t0.466\t-1.588\t0.369\t-0.918\t0.734\t1.324\t0.521\t0.000\t0.724\t0.306\t0.677\t1.107\t0.514\t1.718\t-0.574\t0.000\t0.662\t-0.166\t-0.980\t1.551\t0.971\t0.917\t0.989\t0.876\t0.644\t0.665\t0.767\n1\t0.421\t-1.576\t-0.240\t0.774\t0.245\t0.835\t-0.101\t1.489\t2.173\t0.716\t-1.025\t1.201\t0.000\t1.243\t1.068\t-0.274\t2.548\t1.175\t-1.986\t-0.188\t0.000\t0.935\t0.759\t0.998\t0.953\t1.536\t0.981\t0.870\n0\t0.881\t-1.523\t1.146\t0.436\t-0.732\t1.077\t-1.301\t-0.897\t2.173\t0.396\t-1.149\t1.051\t0.000\t1.610\t-0.381\t0.709\t1.274\t0.697\t-2.142\t-0.841\t0.000\t0.851\t0.898\t0.990\t0.796\t1.797\t0.979\t0.811\n1\t2.210\t0.185\t-1.499\t0.471\t-0.443\t0.905\t-0.123\t0.182\t0.000\t0.759\t-0.475\t-1.201\t0.000\t1.015\t0.553\t0.830\t2.548\t0.506\t0.396\t0.064\t0.000\t0.861\t0.932\t1.152\t0.815\t0.320\t0.695\t0.654\n0\t0.830\t0.827\t0.531\t0.880\t-1.565\t0.923\t0.303\t-0.603\t0.000\t0.893\t-0.223\t-0.888\t0.000\t1.214\t1.214\t0.853\t0.000\t0.827\t-0.233\t0.952\t3.102\t0.885\t0.725\t1.125\t0.565\t0.510\t0.512\t0.557\n1\t0.936\t-0.947\t-1.606\t0.688\t-0.593\t0.858\t-0.267\t-1.444\t2.173\t0.950\t-1.353\t0.054\t0.000\t1.457\t-0.542\t0.454\t0.000\t1.124\t-0.919\t1.097\t3.102\t0.975\t0.831\t0.986\t0.832\t0.900\t0.956\t0.857\n1\t1.994\t-0.311\t1.146\t0.565\t-1.536\t1.196\t-0.666\t0.067\t2.173\t1.313\t-0.276\t-0.750\t2.215\t1.147\t0.062\t1.725\t0.000\t0.389\t-0.705\t-1.493\t0.000\t0.815\t0.871\t0.989\t1.310\t1.290\t1.123\t0.930\n0\t1.214\t-0.822\t0.808\t0.553\t1.018\t1.310\t0.553\t-1.343\t2.173\t1.275\t0.238\t0.106\t0.000\t0.459\t0.319\t1.038\t0.000\t0.813\t0.777\t-0.575\t1.551\t0.876\t0.699\t0.989\t1.401\t0.727\t0.962\t0.907\n0\t0.793\t0.185\t0.057\t2.109\t-0.676\t1.061\t-0.530\t-0.981\t2.173\t1.052\t-0.504\t0.852\t0.000\t1.578\t-0.506\t1.454\t2.548\t1.422\t0.629\t0.821\t0.000\t0.874\t0.942\t1.098\t0.972\t1.308\t1.053\t0.985\n0\t0.866\t-0.591\t-1.366\t0.500\t0.339\t1.083\t-0.511\t1.351\t2.173\t1.474\t-1.515\t-0.284\t2.215\t0.725\t0.000\t1.642\t0.000\t0.697\t0.559\t-0.161\t0.000\t0.827\t0.901\t0.986\t1.081\t2.110\t1.174\t0.945\n0\t0.351\t1.212\t-0.899\t1.282\t0.761\t3.184\t0.477\t0.074\t2.173\t3.749\t1.111\t-1.404\t0.000\t1.829\t-0.155\t1.477\t0.000\t0.575\t-0.274\t-1.245\t0.000\t0.860\t0.855\t0.986\t1.832\t0.929\t1.165\t1.103\n0\t2.253\t0.120\t1.482\t0.242\t-0.943\t0.585\t1.054\t0.307\t0.000\t0.799\t0.592\t-1.124\t2.215\t0.708\t-0.341\t-0.830\t2.548\t0.950\t1.365\t-0.268\t0.000\t0.654\t0.922\t0.984\t0.801\t0.460\t0.693\t0.793\n1\t2.327\t-1.339\t-0.998\t1.421\t-1.426\t2.703\t0.901\t0.842\t0.000\t1.470\t-1.536\t-0.502\t0.000\t0.554\t-0.781\t0.666\t2.548\t0.708\t-0.482\t-0.158\t1.551\t0.834\t0.792\t0.985\t0.835\t0.331\t0.706\t0.673\n0\t0.412\t-1.225\t1.320\t0.458\t-0.643\t0.659\t-0.503\t1.056\t0.000\t0.690\t-1.304\t-0.225\t2.215\t0.909\t-0.862\t-1.009\t1.274\t0.457\t-1.314\t-1.519\t0.000\t0.773\t0.867\t0.980\t0.663\t0.572\t0.631\t0.613\n0\t1.107\t0.512\t-0.151\t1.110\t0.803\t0.820\t0.639\t-1.279\t2.173\t0.438\t0.355\t1.629\t0.000\t0.708\t-0.510\t-1.686\t1.274\t0.673\t0.996\t-0.597\t0.000\t0.929\t0.956\t1.165\t0.909\t0.696\t0.820\t0.747\n0\t0.439\t1.428\t-0.750\t0.801\t-1.326\t0.997\t0.371\t0.416\t2.173\t1.053\t0.369\t1.544\t0.000\t0.532\t0.863\t-1.723\t0.000\t1.480\t-0.695\t-0.361\t3.102\t0.400\t1.116\t0.999\t0.828\t1.170\t0.962\t0.847\n0\t0.557\t0.046\t0.769\t1.813\t-1.251\t0.815\t0.145\t1.069\t0.000\t0.838\t0.626\t-0.573\t0.000\t1.290\t1.198\t0.362\t1.274\t1.071\t1.460\t1.460\t0.000\t0.843\t0.938\t1.350\t1.277\t1.642\t1.055\t0.873\n0\t1.760\t0.062\t1.516\t1.945\t1.172\t1.839\t-1.119\t-0.276\t0.000\t0.364\t-0.882\t-1.563\t2.215\t0.339\t-0.975\t-0.889\t2.548\t0.418\t-0.357\t-0.386\t0.000\t0.497\t0.851\t0.984\t0.780\t0.215\t0.550\t1.038\n0\t0.861\t0.523\t1.494\t1.122\t0.162\t0.891\t-0.998\t-1.272\t2.173\t1.049\t0.415\t-0.341\t2.215\t0.763\t-1.500\t1.383\t0.000\t0.562\t0.391\t0.895\t0.000\t0.966\t0.970\t1.269\t0.896\t1.534\t1.075\t0.979\n1\t0.941\t0.719\t0.837\t0.853\t-1.300\t0.667\t-0.281\t0.885\t2.173\t0.851\t0.274\t0.297\t0.000\t2.032\t0.616\t-0.836\t2.548\t0.766\t0.645\t1.646\t0.000\t1.020\t1.127\t1.164\t0.884\t1.621\t0.938\t0.819\n1\t0.984\t-1.358\t-0.851\t0.819\t1.444\t0.574\t-0.362\t0.316\t1.087\t0.741\t-1.205\t0.753\t2.215\t1.390\t-1.706\t-1.391\t0.000\t1.203\t-1.337\t-0.370\t0.000\t0.980\t0.772\t1.092\t0.946\t0.569\t0.702\t0.660\n1\t0.634\t1.476\t1.324\t0.764\t1.313\t0.987\t1.062\t-0.242\t1.087\t0.723\t0.291\t-0.622\t0.000\t1.074\t0.638\t-1.622\t0.000\t0.420\t-0.286\t0.442\t0.000\t0.842\t0.816\t1.001\t0.636\t1.213\t0.859\t0.731\n0\t1.177\t-0.160\t0.154\t3.206\t0.497\t1.710\t-0.932\t-1.071\t0.000\t1.043\t1.379\t-1.416\t0.000\t1.712\t-0.541\t0.648\t2.548\t1.982\t-0.016\t-1.328\t0.000\t0.645\t0.912\t0.993\t0.849\t0.984\t0.875\t1.227\n1\t0.991\t-0.259\t0.322\t0.984\t1.517\t1.253\t-0.143\t-0.662\t0.000\t0.518\t-0.297\t1.470\t0.000\t0.613\t-1.260\t1.037\t2.548\t1.066\t0.379\t0.500\t3.102\t0.627\t0.912\t1.205\t0.710\t0.712\t0.776\t0.755\n1\t1.908\t-1.067\t0.395\t0.852\t0.775\t1.158\t-0.621\t-1.210\t1.087\t0.427\t-0.087\t-0.905\t0.000\t0.808\t-0.649\t1.078\t0.000\t0.445\t-1.507\t-0.495\t0.000\t0.924\t0.918\t0.978\t0.604\t0.758\t1.007\t0.849\n1\t1.091\t-1.196\t1.560\t0.432\t-0.523\t0.869\t-1.486\t-0.951\t1.087\t0.613\t-0.964\t0.348\t0.000\t1.456\t-1.443\t0.892\t0.000\t0.881\t-0.117\t-0.312\t3.102\t0.811\t0.887\t0.983\t0.801\t0.846\t0.867\t0.759\n1\t0.947\t-1.305\t-0.869\t1.161\t-1.435\t0.930\t-0.709\t1.045\t0.000\t1.072\t-0.187\t0.733\t1.107\t0.894\t1.450\t-1.010\t0.000\t0.456\t0.498\t0.248\t3.102\t1.015\t1.021\t0.985\t1.006\t0.370\t1.024\t1.044\n0\t1.451\t-0.692\t0.994\t0.361\t1.178\t1.129\t0.937\t-0.620\t0.000\t1.459\t1.813\t1.634\t0.000\t0.861\t-0.077\t-1.014\t2.548\t1.113\t0.592\t-0.085\t0.000\t0.820\t0.860\t0.980\t0.848\t0.770\t0.664\t0.860\n1\t1.269\t-0.268\t1.241\t1.617\t-1.679\t0.866\t-0.150\t-0.472\t0.000\t0.449\t0.468\t1.073\t2.215\t1.565\t0.494\t0.323\t0.000\t0.647\t0.955\t-0.863\t3.102\t1.562\t1.011\t0.986\t0.656\t0.507\t0.707\t0.895\n0\t1.448\t0.965\t-0.487\t2.697\t-0.073\t1.300\t0.295\t1.481\t0.000\t1.441\t-0.689\t1.743\t2.215\t0.552\t-0.110\t0.455\t2.548\t0.847\t-1.679\t0.924\t0.000\t2.006\t1.305\t1.002\t2.334\t0.914\t1.460\t1.460\n0\t0.590\t-1.376\t1.092\t1.360\t1.324\t1.128\t-0.535\t-0.045\t2.173\t1.033\t0.701\t-1.301\t2.215\t0.623\t-0.519\t-1.679\t0.000\t0.716\t0.679\t-0.268\t0.000\t0.894\t0.992\t0.986\t1.116\t1.792\t1.157\t0.923\n0\t0.865\t0.487\t1.738\t0.740\t0.934\t1.112\t-0.136\t-0.952\t0.000\t1.150\t-1.535\t0.288\t0.000\t0.709\t-1.080\t1.369\t1.274\t1.040\t0.703\t0.204\t3.102\t2.868\t1.712\t0.995\t0.699\t0.972\t1.217\t1.259\n1\t0.740\t0.949\t-0.060\t2.050\t0.755\t0.951\t0.166\t-1.259\t2.173\t0.808\t-0.488\t1.338\t2.215\t0.936\t0.024\t-0.862\t0.000\t0.822\t-0.818\t-0.307\t0.000\t0.727\t0.790\t1.145\t1.442\t1.026\t1.109\t0.895\n1\t0.493\t-0.478\t0.990\t1.512\t-1.057\t0.646\t1.120\t1.258\t0.000\t0.552\t0.940\t-1.476\t0.000\t2.510\t-0.589\t0.120\t2.548\t0.429\t-0.076\t-1.434\t3.102\t0.801\t0.560\t1.152\t1.203\t0.813\t1.098\t0.992\n1\t1.553\t-0.881\t-1.612\t0.653\t0.592\t0.502\t0.056\t-0.091\t0.000\t0.864\t0.566\t0.356\t2.215\t1.564\t1.418\t-1.488\t0.000\t0.892\t0.553\t-0.529\t0.000\t1.160\t1.194\t1.276\t0.759\t0.523\t0.874\t1.070\n1\t0.516\t-0.842\t-0.676\t1.048\t0.772\t0.531\t0.651\t-1.292\t2.173\t0.859\t-0.383\t-0.318\t2.215\t0.675\t-1.213\t0.982\t0.000\t0.908\t-0.679\t0.347\t0.000\t1.005\t0.964\t0.987\t0.717\t0.940\t0.733\t0.675\n1\t1.209\t0.610\t0.479\t0.644\t1.319\t0.784\t-0.549\t-0.882\t2.173\t0.324\t0.652\t-0.556\t0.000\t0.916\t1.399\t1.624\t0.000\t0.678\t-1.082\t0.216\t0.000\t0.857\t1.226\t0.987\t0.495\t0.855\t0.751\t0.741\n0\t0.965\t-1.175\t1.416\t1.102\t1.108\t1.205\t-1.353\t-0.624\t0.000\t0.706\t-1.077\t0.327\t1.107\t0.478\t-1.661\t-1.339\t0.000\t0.734\t-0.150\t1.159\t3.102\t0.879\t0.967\t0.985\t0.773\t0.542\t0.739\t0.836\n1\t2.073\t0.007\t-1.585\t0.668\t-1.542\t1.095\t0.093\t0.030\t2.173\t0.439\t0.488\t0.362\t0.000\t0.820\t0.454\t-0.954\t2.548\t0.896\t-1.177\t0.654\t0.000\t0.932\t0.923\t0.985\t1.483\t0.946\t0.978\t0.920\n1\t0.550\t1.012\t0.376\t0.513\t-0.586\t1.114\t2.050\t-1.254\t0.000\t1.266\t0.195\t1.378\t2.215\t1.336\t0.492\t-0.656\t1.274\t2.194\t-0.078\t0.709\t0.000\t2.350\t1.971\t0.989\t0.943\t1.355\t1.517\t1.748\n1\t2.048\t0.231\t-1.410\t0.208\t0.580\t0.998\t-0.615\t-0.081\t2.173\t0.563\t0.426\t0.170\t0.000\t0.661\t-1.065\t1.034\t2.548\t0.699\t0.911\t1.559\t0.000\t0.959\t0.828\t0.985\t0.851\t0.899\t0.912\t0.785\n0\t0.618\t-0.641\t1.163\t0.123\t-1.245\t0.843\t2.839\t-1.400\t0.000\t0.601\t-0.942\t0.284\t0.000\t0.640\t1.194\t0.841\t1.274\t0.601\t0.466\t-0.616\t3.102\t0.847\t0.891\t0.989\t0.624\t0.493\t0.923\t0.826\n1\t0.506\t-2.134\t0.773\t2.364\t0.911\t1.042\t-1.430\t-1.323\t2.173\t0.914\t-1.238\t0.133\t2.215\t0.527\t1.629\t-1.055\t0.000\t0.383\t-0.067\t-1.022\t0.000\t1.118\t1.375\t0.975\t1.391\t1.393\t1.265\t1.259\n0\t1.516\t-0.713\t-1.531\t0.723\t1.410\t1.088\t-0.722\t0.471\t2.173\t0.825\t-0.537\t-0.788\t2.215\t0.669\t-1.880\t-0.585\t0.000\t0.399\t-0.016\t0.110\t0.000\t0.767\t0.927\t0.979\t0.823\t1.270\t0.963\t0.836\n0\t2.129\t0.105\t0.268\t0.595\t0.415\t1.650\t0.844\t-1.510\t1.087\t0.980\t0.474\t-0.425\t2.215\t0.465\t0.979\t0.574\t0.000\t0.586\t-0.754\t1.300\t0.000\t0.754\t0.824\t0.976\t2.028\t1.590\t1.407\t1.086\n1\t0.531\t-1.204\t-0.660\t0.899\t1.201\t0.552\t-0.760\t-0.924\t0.000\t1.103\t0.804\t1.565\t1.107\t1.418\t0.296\t0.194\t2.548\t0.930\t1.366\t1.671\t0.000\t0.891\t0.975\t0.987\t1.086\t1.299\t0.967\t0.864\n0\t0.366\t-1.671\t1.642\t2.169\t-1.083\t1.025\t-0.783\t-0.068\t2.173\t1.336\t-0.860\t1.690\t0.000\t1.192\t-0.844\t0.602\t2.548\t0.787\t-1.541\t0.279\t0.000\t1.092\t0.969\t0.985\t1.755\t0.787\t1.325\t1.253\n0\t1.049\t0.231\t0.630\t1.188\t0.483\t0.698\t-1.771\t-0.726\t0.000\t0.838\t0.766\t1.274\t2.215\t1.271\t0.633\t-0.968\t2.548\t0.665\t1.818\t-1.367\t0.000\t3.762\t2.305\t0.994\t0.998\t0.989\t1.548\t1.360\n0\t0.536\t1.071\t1.154\t2.406\t-1.595\t0.433\t0.935\t-0.529\t0.000\t0.952\t1.247\t0.549\t2.215\t0.617\t-1.526\t-0.549\t0.000\t0.814\t-0.265\t0.189\t0.000\t0.990\t0.833\t0.984\t0.867\t0.590\t0.816\t0.755\n1\t0.367\t-0.946\t0.783\t0.763\t0.280\t1.083\t-0.028\t-1.680\t2.173\t0.963\t-0.678\t0.216\t0.000\t1.192\t0.365\t-0.900\t2.548\t0.651\t-0.140\t1.024\t0.000\t0.740\t1.021\t0.985\t1.063\t0.966\t0.910\t0.824\n1\t1.647\t-0.275\t0.131\t1.107\t-0.388\t0.715\t-0.537\t1.055\t2.173\t0.353\t0.537\t-0.920\t0.000\t0.547\t0.296\t-1.611\t2.548\t1.160\t-0.347\t-1.681\t0.000\t0.915\t0.925\t0.981\t0.811\t0.630\t0.783\t0.739\n1\t0.722\t-1.195\t1.588\t1.556\t-0.985\t1.537\t-0.143\t0.171\t2.173\t1.306\t-0.145\t-1.020\t0.000\t0.996\t-0.411\t1.214\t2.548\t1.526\t-2.102\t1.173\t0.000\t3.216\t1.935\t1.077\t1.670\t1.267\t1.683\t1.399\n0\t0.696\t-0.626\t1.022\t0.347\t-0.622\t0.608\t-0.146\t-0.360\t0.000\t1.235\t-0.288\t1.622\t2.215\t1.095\t-0.204\t0.373\t0.000\t0.895\t-0.121\t-1.149\t3.102\t0.902\t0.772\t0.989\t0.771\t0.575\t0.784\t0.682\n1\t0.734\t0.336\t-0.446\t1.303\t0.675\t1.052\t0.158\t-0.917\t0.000\t0.769\t-0.128\t1.035\t2.215\t1.698\t-0.299\t1.615\t0.000\t1.385\t-0.948\t0.299\t1.551\t1.068\t1.220\t1.148\t0.752\t0.754\t0.930\t0.881\n0\t1.506\t-0.605\t0.967\t0.307\t-1.503\t0.925\t0.001\t-0.457\t0.000\t0.523\t-1.035\t-0.984\t2.215\t0.569\t0.902\t1.306\t2.548\t0.824\t-0.361\t-1.596\t0.000\t1.177\t0.979\t0.987\t0.751\t0.872\t0.691\t0.758\n0\t1.815\t-0.957\t-0.074\t0.830\t0.360\t1.510\t-1.544\t-1.573\t0.000\t1.295\t0.248\t1.260\t1.107\t1.726\t-0.469\t-0.487\t1.274\t0.495\t1.119\t0.585\t0.000\t2.932\t2.116\t0.976\t1.363\t1.708\t1.603\t1.407\n1\t0.891\t2.240\t-0.237\t1.022\t-1.255\t0.728\t-0.032\t-0.109\t2.173\t1.405\t-0.485\t-1.735\t0.000\t0.513\t2.107\t1.130\t0.000\t0.707\t-1.554\t-0.763\t0.000\t0.547\t0.661\t1.048\t1.567\t0.934\t1.106\t1.029\n0\t2.514\t-0.234\t-0.993\t0.469\t1.493\t0.989\t-0.682\t0.267\t2.173\t0.476\t-0.818\t0.792\t0.000\t0.855\t0.129\t1.248\t2.548\t0.589\t-0.406\t-1.572\t0.000\t0.598\t0.719\t1.180\t0.922\t1.012\t0.989\t0.784\n0\t0.653\t-0.978\t-0.182\t1.204\t-1.692\t0.750\t-0.853\t1.134\t0.000\t1.888\t-0.614\t-0.567\t1.107\t1.080\t0.349\t1.497\t2.548\t1.061\t-0.471\t0.413\t0.000\t0.850\t0.905\t1.201\t1.080\t1.661\t1.097\t0.950\n0\t0.348\t-0.881\t-1.509\t2.117\t-1.564\t0.736\t-0.542\t0.479\t1.087\t1.016\t0.979\t-0.199\t1.107\t0.541\t0.646\t0.764\t0.000\t0.612\t0.836\t-1.221\t0.000\t0.627\t0.827\t0.982\t1.214\t1.314\t1.118\t0.861\n1\t0.487\t0.570\t0.401\t1.204\t-1.029\t0.686\t1.424\t-1.044\t2.173\t1.223\t0.046\t0.500\t0.000\t0.995\t0.896\t1.587\t2.548\t0.527\t0.571\t0.097\t0.000\t0.503\t0.916\t1.019\t0.720\t0.754\t0.875\t0.766\n1\t0.335\t1.116\t0.228\t0.826\t1.666\t1.327\t1.339\t-0.764\t1.087\t1.331\t0.246\t1.042\t0.000\t0.339\t0.805\t-0.619\t0.000\t0.569\t0.098\t-0.293\t0.000\t1.061\t0.712\t0.987\t1.308\t0.894\t1.025\t0.901\n1\t1.800\t0.443\t-0.776\t0.216\t1.320\t0.591\t0.624\t0.740\t2.173\t0.703\t-0.231\t-1.212\t0.000\t0.528\t-0.442\t0.675\t2.548\t0.668\t0.132\t1.261\t0.000\t0.729\t0.839\t0.987\t0.781\t0.411\t0.680\t0.633\n0\t1.061\t-1.299\t1.631\t2.761\t1.591\t1.543\t1.823\t0.423\t0.000\t2.550\t1.417\t-0.431\t2.215\t1.589\t0.062\t1.685\t1.274\t1.741\t-0.543\t-1.182\t0.000\t1.145\t1.615\t0.998\t1.813\t2.583\t3.883\t3.894\n0\t0.722\t0.080\t-1.689\t1.179\t-0.974\t0.619\t0.129\t0.516\t0.000\t0.811\t1.050\t0.085\t0.000\t1.223\t1.005\t-1.232\t2.548\t1.086\t-0.468\t1.094\t3.102\t0.915\t1.067\t0.986\t0.745\t1.120\t0.799\t0.849\n0\t1.345\t0.738\t0.518\t0.362\t0.762\t0.507\t0.836\t-0.793\t2.173\t1.029\t0.212\t-1.697\t2.215\t0.673\t-0.775\t-0.985\t0.000\t0.516\t0.972\t0.076\t0.000\t0.938\t0.858\t0.986\t0.890\t0.844\t0.790\t0.712\n0\t1.410\t-2.134\t0.812\t0.583\t0.177\t0.664\t-1.013\t1.144\t1.087\t1.198\t-0.294\t-0.733\t0.000\t1.360\t-0.793\t-1.649\t2.548\t1.650\t-0.867\t-0.681\t0.000\t0.752\t0.958\t0.989\t0.773\t0.697\t0.802\t0.910\n0\t1.009\t0.735\t0.973\t1.358\t0.389\t1.978\t-0.707\t-0.996\t2.173\t0.747\t-1.136\t0.431\t2.215\t0.742\t-0.291\t1.133\t0.000\t0.697\t-1.073\t1.374\t0.000\t0.434\t1.303\t0.997\t1.460\t1.765\t1.846\t1.406\n1\t0.610\t0.291\t1.128\t1.010\t-0.127\t0.800\t1.272\t-1.370\t1.087\t1.209\t0.425\t0.373\t1.107\t0.535\t2.208\t-1.078\t0.000\t0.907\t0.652\t1.703\t0.000\t0.840\t1.182\t0.987\t0.986\t1.580\t0.903\t0.813\n0\t0.416\t0.559\t1.691\t0.526\t-1.409\t0.613\t0.907\t1.534\t2.173\t0.917\t1.523\t-0.365\t2.215\t0.806\t1.822\t-1.442\t0.000\t2.042\t0.334\t-0.188\t0.000\t1.794\t1.173\t0.988\t0.967\t1.151\t1.076\t1.076\n0\t0.643\t-1.666\t-0.532\t1.340\t1.096\t1.030\t1.136\t-0.410\t0.000\t1.673\t-0.891\t-0.839\t2.215\t2.478\t-0.293\t1.094\t0.000\t1.215\t-0.914\t1.362\t0.000\t0.888\t0.837\t1.279\t1.278\t0.948\t1.110\t1.035\n1\t1.121\t-0.096\t-1.619\t1.256\t0.935\t0.581\t-0.862\t0.468\t2.173\t0.941\t-1.434\t-0.521\t0.000\t0.742\t1.483\t-1.237\t0.000\t1.099\t-0.301\t0.257\t0.000\t1.154\t0.996\t1.224\t0.923\t0.758\t0.702\t0.796\n1\t1.920\t0.327\t0.134\t0.415\t-0.144\t0.664\t0.531\t1.403\t2.173\t0.549\t0.135\t1.602\t2.215\t0.619\t1.275\t-1.284\t0.000\t0.461\t-0.630\t-0.889\t0.000\t0.794\t0.751\t0.998\t0.910\t0.237\t0.774\t0.697\n1\t1.061\t-0.613\t1.342\t0.824\t1.192\t1.812\t1.051\t-0.517\t0.000\t1.040\t0.408\t0.559\t0.000\t1.215\t0.599\t-1.686\t2.548\t2.248\t-0.380\t1.690\t3.102\t0.930\t1.063\t0.981\t0.709\t0.752\t0.841\t0.733\n1\t0.722\t-0.535\t1.040\t0.498\t-0.360\t0.874\t0.351\t-0.937\t0.000\t0.753\t-0.396\t-1.188\t0.000\t1.532\t0.093\t0.650\t2.548\t1.270\t0.575\t1.561\t0.000\t0.774\t1.024\t0.980\t0.871\t0.633\t0.919\t0.841\n0\t0.910\t0.021\t1.541\t0.421\t0.206\t0.663\t0.597\t-0.809\t0.000\t0.505\t1.601\t-1.614\t0.000\t0.903\t0.884\t0.473\t2.548\t0.814\t-0.249\t-0.040\t3.102\t1.057\t0.964\t0.990\t0.609\t0.532\t0.683\t0.724\n1\t1.668\t0.993\t0.367\t0.657\t-1.029\t2.060\t1.715\t-1.160\t0.000\t1.055\t0.709\t1.387\t0.000\t1.609\t0.484\t-0.159\t2.548\t1.290\t-0.098\t1.638\t0.000\t0.746\t1.315\t1.380\t0.657\t0.380\t0.750\t0.770\n1\t0.775\t-0.824\t-1.436\t0.873\t0.704\t0.967\t-0.055\t1.398\t0.000\t1.404\t-0.757\t-0.603\t0.000\t0.994\t-0.696\t-0.096\t0.000\t1.377\t0.528\t1.060\t1.551\t0.800\t0.621\t1.067\t0.862\t0.700\t0.826\t0.777\n0\t0.907\t0.770\t0.647\t0.126\t1.345\t0.748\t-0.424\t-1.040\t0.000\t0.818\t0.804\t-0.144\t2.215\t0.471\t-0.124\t1.613\t0.000\t1.021\t1.339\t1.344\t0.000\t0.880\t1.067\t0.979\t0.620\t0.734\t0.695\t0.667\n1\t1.088\t-1.507\t0.353\t0.544\t1.670\t1.976\t0.784\t-1.416\t0.000\t1.874\t-1.169\t0.750\t0.000\t2.659\t-0.925\t-0.825\t2.548\t1.683\t-0.295\t0.487\t0.000\t0.989\t0.883\t0.988\t1.140\t0.738\t1.069\t0.897\n0\t3.344\t0.008\t-0.364\t0.606\t-0.566\t0.973\t0.289\t1.363\t2.173\t0.776\t-0.914\t1.410\t2.215\t0.370\t1.136\t0.338\t0.000\t0.594\t-0.999\t-1.692\t0.000\t0.919\t0.873\t0.992\t1.363\t0.840\t1.268\t1.011\n0\t0.842\t-0.228\t0.625\t0.690\t-0.464\t0.457\t-0.745\t1.293\t0.000\t0.648\t0.006\t-1.536\t2.215\t1.283\t-0.763\t-1.443\t2.548\t1.325\t-0.271\t-0.150\t0.000\t1.174\t0.977\t0.988\t0.745\t0.429\t0.678\t0.679\n1\t0.933\t0.232\t0.800\t0.365\t-0.091\t0.770\t-0.631\t0.940\t0.000\t0.511\t-0.074\t0.407\t0.000\t1.841\t-0.267\t-1.192\t2.548\t0.982\t1.058\t-1.398\t0.000\t0.724\t0.935\t0.984\t1.001\t0.744\t0.873\t0.761\n1\t0.788\t-0.858\t1.049\t0.621\t0.426\t0.594\t0.209\t-1.582\t0.000\t1.148\t0.508\t0.749\t2.215\t0.786\t-1.002\t-1.409\t0.000\t0.993\t0.618\t-0.375\t0.000\t0.886\t0.811\t0.986\t1.410\t0.744\t1.131\t1.022\n1\t0.675\t0.406\t0.824\t0.478\t1.650\t0.772\t-0.831\t-0.619\t2.173\t0.711\t0.059\t0.190\t0.000\t1.328\t-0.398\t-1.466\t0.000\t0.711\t-2.262\t-1.402\t0.000\t0.753\t1.274\t0.983\t0.623\t0.579\t0.900\t0.823\n1\t0.560\t-1.418\t-1.552\t0.692\t-0.663\t0.786\t0.919\t0.431\t2.173\t0.585\t1.478\t1.361\t2.215\t0.640\t1.586\t-1.054\t0.000\t0.606\t0.037\t-0.288\t0.000\t0.993\t1.020\t0.989\t1.077\t0.800\t0.939\t0.830\n0\t0.901\t-0.165\t-0.759\t0.902\t1.631\t1.112\t-1.641\t0.223\t0.000\t1.395\t-1.017\t-1.421\t2.215\t1.295\t0.872\t0.245\t0.000\t1.088\t1.943\t0.820\t0.000\t1.169\t1.226\t1.042\t0.841\t0.556\t1.583\t1.247\n0\t0.579\t2.041\t1.214\t0.366\t0.264\t0.549\t1.181\t0.083\t2.173\t0.849\t0.136\t-1.333\t2.215\t0.520\t0.302\t1.574\t0.000\t0.547\t-1.417\t0.703\t0.000\t0.820\t1.064\t0.977\t0.857\t1.109\t0.791\t0.751\n1\t1.836\t0.054\t0.056\t1.316\t0.152\t1.516\t-0.374\t1.503\t0.000\t0.906\t-0.030\t-1.046\t0.000\t1.403\t0.542\t-1.280\t2.548\t1.054\t-0.335\t-0.485\t0.000\t0.867\t0.750\t0.968\t0.742\t0.847\t0.938\t0.779\n0\t0.925\t0.309\t-0.652\t1.670\t-1.509\t1.285\t-0.494\t0.584\t2.173\t0.714\t-0.339\t1.248\t0.000\t1.246\t1.204\t-1.009\t2.548\t0.592\t1.714\t0.044\t0.000\t1.487\t1.238\t1.200\t1.586\t2.266\t1.319\t1.148\n1\t0.359\t1.266\t1.109\t0.561\t-0.989\t1.047\t0.044\t-1.335\t2.173\t1.283\t-0.260\t1.405\t0.000\t1.075\t0.352\t-0.482\t2.548\t1.809\t-0.021\t-0.059\t0.000\t0.903\t1.278\t0.978\t0.733\t0.947\t1.171\t0.950\n0\t0.643\t0.100\t0.608\t0.688\t-1.504\t0.689\t-0.457\t1.320\t2.173\t0.712\t0.467\t-0.720\t1.107\t1.384\t0.208\t-0.015\t0.000\t0.807\t-2.393\t1.149\t0.000\t0.874\t1.026\t0.984\t0.760\t1.114\t1.012\t0.837\n0\t1.118\t1.031\t1.539\t0.506\t0.420\t1.159\t1.199\t-1.089\t2.173\t0.933\t0.534\t0.348\t1.107\t0.915\t-0.809\t0.541\t0.000\t0.621\t-1.097\t-1.167\t0.000\t0.850\t0.988\t0.990\t0.997\t1.560\t1.235\t1.094\n0\t0.356\t-0.139\t-0.042\t1.344\t-0.933\t0.859\t1.091\t1.249\t2.173\t0.441\t0.533\t-0.476\t0.000\t0.692\t0.703\t0.128\t0.000\t0.537\t1.963\t-0.039\t0.000\t0.698\t0.941\t0.983\t0.865\t0.807\t1.183\t1.099\n1\t0.963\t1.779\t-0.894\t1.085\t-1.076\t1.093\t0.117\t0.958\t2.173\t0.596\t0.785\t-0.595\t0.000\t0.479\t-2.333\t1.698\t0.000\t0.687\t-0.513\t-0.505\t3.102\t2.254\t1.230\t0.994\t1.487\t0.953\t1.090\t1.233\n0\t0.829\t0.569\t0.657\t0.211\t-1.478\t0.459\t-1.329\t-1.074\t0.000\t1.018\t0.198\t0.290\t2.215\t0.909\t-0.042\t-0.700\t0.000\t1.444\t0.064\t1.605\t3.102\t0.893\t0.929\t0.992\t0.816\t1.017\t0.846\t0.891\n1\t1.841\t0.666\t0.930\t0.686\t-0.355\t1.382\t0.329\t-0.473\t2.173\t0.465\t-0.425\t-1.124\t0.000\t0.599\t0.680\t-1.615\t2.548\t0.435\t-1.177\t-1.203\t0.000\t0.481\t0.811\t1.425\t0.821\t1.000\t0.940\t0.761\n1\t0.683\t-2.110\t-0.451\t0.511\t-0.834\t0.499\t-0.782\t1.652\t1.087\t0.655\t0.968\t-1.358\t2.215\t0.515\t-1.688\t0.574\t0.000\t2.438\t-0.145\t0.381\t0.000\t1.184\t1.076\t0.980\t1.216\t0.924\t0.983\t0.933\n0\t0.499\t1.128\t0.946\t0.444\t1.220\t1.105\t0.529\t-1.205\t2.173\t1.158\t0.780\t0.247\t2.215\t0.689\t0.762\t1.407\t0.000\t0.664\t-0.022\t-0.276\t0.000\t0.816\t0.851\t1.002\t0.890\t1.623\t0.970\t0.780\n1\t2.721\t1.091\t0.725\t0.523\t0.944\t0.950\t2.432\t-0.909\t0.000\t0.978\t1.136\t-0.273\t1.107\t1.025\t1.044\t1.626\t0.000\t0.366\t0.473\t-0.581\t0.000\t1.017\t1.019\t0.992\t1.188\t0.801\t0.953\t1.056\n0\t0.713\t-0.752\t-0.208\t0.853\t0.758\t0.865\t-0.902\t-0.886\t2.173\t0.883\t0.348\t-1.457\t2.215\t1.042\t-1.191\t1.355\t0.000\t0.651\t1.479\t-0.264\t0.000\t0.802\t1.060\t0.991\t0.901\t1.077\t0.939\t0.863\n0\t0.794\t0.465\t0.881\t0.667\t-0.885\t1.590\t-0.302\t0.394\t2.173\t0.806\t-0.049\t1.636\t0.000\t2.130\t0.321\t-1.207\t2.548\t0.603\t1.021\t0.382\t0.000\t0.950\t0.915\t1.008\t1.076\t2.400\t1.179\t0.941\n0\t0.326\t-1.446\t0.350\t0.375\t1.518\t1.199\t0.057\t1.637\t2.173\t1.089\t-0.655\t-0.399\t2.215\t1.077\t-0.311\t0.562\t0.000\t0.988\t-2.048\t-0.599\t0.000\t0.644\t1.152\t0.983\t0.837\t1.741\t0.974\t0.802\n1\t0.916\t-1.352\t-0.720\t0.320\t-1.328\t0.579\t0.012\t1.281\t2.173\t0.452\t-1.914\t1.714\t0.000\t0.979\t-1.788\t1.122\t0.000\t1.242\t-1.082\t-0.140\t0.000\t1.027\t1.112\t0.984\t0.542\t0.676\t0.700\t0.657\n1\t0.965\t-0.629\t1.720\t1.446\t-0.529\t0.981\t-1.063\t0.751\t0.000\t1.020\t0.041\t-0.431\t0.000\t1.980\t-0.631\t1.363\t1.274\t1.695\t-0.993\t-0.602\t3.102\t0.844\t0.834\t1.470\t1.190\t1.417\t0.941\t0.860\n1\t1.191\t0.296\t0.117\t0.739\t-0.683\t1.997\t1.225\t-1.134\t0.000\t1.033\t-0.331\t-0.776\t0.000\t1.862\t0.275\t1.168\t2.548\t2.322\t0.114\t0.630\t3.102\t0.902\t0.877\t0.990\t0.877\t0.753\t0.827\t0.776\n0\t2.178\t-0.851\t-0.902\t0.262\t0.985\t0.931\t-1.386\t0.343\t2.173\t0.861\t-1.596\t1.596\t0.000\t1.291\t-1.635\t-0.001\t0.000\t0.655\t-0.240\t0.969\t3.102\t1.607\t1.055\t1.037\t1.170\t0.654\t0.803\t0.858\n1\t0.441\t2.150\t1.061\t1.092\t0.345\t0.766\t1.479\t-1.504\t0.000\t1.028\t0.064\t-0.042\t2.215\t0.792\t0.416\t1.619\t0.000\t0.818\t1.016\t-0.900\t3.102\t0.882\t0.652\t0.983\t0.881\t0.768\t0.844\t0.798\n0\t0.305\t-0.863\t-0.353\t2.308\t-1.499\t1.387\t-0.425\t0.353\t2.173\t0.418\t-1.168\t-1.682\t2.215\t0.374\t0.697\t-0.938\t0.000\t0.516\t0.015\t-0.457\t0.000\t0.680\t0.985\t0.998\t0.498\t1.169\t1.033\t0.817\n1\t0.821\t1.143\t-0.065\t2.526\t0.449\t0.959\t0.420\t-1.343\t2.173\t1.207\t-0.644\t1.365\t0.000\t2.575\t1.138\t-0.695\t0.000\t1.398\t1.033\t1.171\t3.102\t3.966\t2.364\t0.990\t0.876\t1.072\t1.516\t1.444\n0\t0.623\t1.018\t1.167\t1.208\t0.277\t0.948\t-0.727\t-1.524\t0.000\t1.147\t0.600\t-0.313\t2.215\t0.829\t-0.282\t1.579\t0.000\t0.702\t-0.189\t0.345\t3.102\t0.636\t0.788\t0.993\t0.831\t0.574\t0.921\t0.875\n1\t0.743\t0.543\t-0.294\t1.523\t0.663\t0.835\t0.027\t-0.667\t0.000\t0.881\t-0.160\t-1.179\t2.215\t0.894\t0.778\t1.239\t0.000\t1.947\t-0.224\t1.501\t3.102\t0.913\t0.921\t1.119\t1.049\t0.788\t0.878\t0.756\n1\t2.089\t-0.100\t-0.859\t1.001\t0.721\t0.707\t0.168\t1.377\t2.173\t0.540\t-1.098\t0.983\t2.215\t0.403\t0.763\t0.172\t0.000\t1.013\t-0.923\t-0.478\t0.000\t0.890\t0.983\t1.982\t1.196\t0.708\t0.930\t0.811\n0\t0.681\t-0.662\t1.072\t1.462\t-1.702\t0.786\t1.635\t0.410\t0.000\t0.709\t1.318\t1.059\t0.000\t1.326\t-0.529\t-0.724\t0.000\t1.135\t0.593\t-1.278\t3.102\t0.904\t1.041\t0.992\t1.620\t0.736\t1.140\t1.366\n1\t0.351\t1.397\t1.177\t2.619\t0.702\t0.797\t-0.949\t-1.074\t0.000\t0.757\t-0.930\t-0.433\t0.000\t0.816\t0.897\t0.538\t1.274\t1.395\t0.589\t-1.060\t3.102\t0.902\t1.106\t0.987\t0.904\t0.816\t1.042\t2.029\n1\t1.100\t0.399\t-0.221\t0.474\t-1.012\t0.803\t0.870\t-1.327\t1.087\t0.559\t0.625\t1.020\t2.215\t0.613\t-1.017\t-0.214\t0.000\t0.974\t-0.517\t0.665\t0.000\t0.644\t0.753\t0.983\t0.943\t0.851\t0.832\t0.755\n1\t0.759\t-0.198\t-1.478\t0.650\t0.587\t0.848\t2.268\t-1.723\t0.000\t1.543\t0.714\t-0.523\t0.000\t2.222\t0.819\t0.427\t2.548\t0.956\t-1.180\t-1.418\t0.000\t0.753\t0.915\t0.988\t0.965\t0.869\t0.958\t0.798\n0\t1.040\t-1.543\t1.658\t0.336\t1.525\t0.499\t-1.047\t-0.175\t2.173\t0.431\t-1.398\t0.469\t0.000\t0.344\t-2.100\t1.392\t0.000\t0.950\t-0.165\t-0.496\t3.102\t0.511\t0.689\t0.988\t0.839\t0.383\t0.631\t0.574\n0\t1.038\t-1.032\t-0.346\t0.469\t-0.217\t1.000\t-0.937\t0.433\t2.173\t1.065\t-1.583\t1.560\t0.000\t1.364\t-0.349\t-1.378\t2.548\t0.841\t-0.364\t1.624\t0.000\t0.783\t0.864\t0.991\t0.959\t1.510\t0.996\t0.947\n0\t3.587\t-0.434\t-0.315\t2.020\t-0.352\t0.987\t1.635\t1.020\t0.000\t1.659\t-0.023\t-1.612\t0.000\t1.312\t-0.573\t-1.634\t0.000\t2.954\t0.900\t1.538\t0.000\t0.698\t0.984\t0.957\t0.857\t0.176\t0.912\t1.206\n1\t0.630\t0.889\t1.165\t1.084\t-1.366\t1.784\t0.840\t0.193\t0.000\t0.418\t1.614\t1.136\t0.000\t1.204\t-0.695\t-1.101\t2.548\t0.828\t1.025\t-0.874\t3.102\t0.903\t0.888\t0.985\t1.314\t0.907\t0.870\t0.840\n0\t1.130\t-1.702\t-0.326\t0.521\t0.615\t0.600\t2.505\t-0.952\t0.000\t0.719\t-1.466\t1.258\t2.215\t0.856\t1.007\t1.572\t0.000\t1.374\t0.180\t0.778\t3.102\t0.792\t0.829\t0.988\t0.790\t0.951\t1.004\t1.070\n1\t0.621\t0.523\t-0.117\t0.654\t-1.100\t0.700\t0.018\t0.522\t0.000\t1.314\t-0.695\t-1.074\t2.215\t0.358\t-1.429\t0.805\t0.000\t0.723\t-0.271\t1.484\t3.102\t0.965\t0.730\t0.991\t0.746\t0.676\t0.889\t0.763\n0\t0.719\t-0.560\t1.136\t2.187\t0.795\t1.225\t0.529\t-0.860\t0.000\t0.845\t0.491\t1.676\t2.215\t1.189\t-0.646\t0.029\t2.548\t0.463\t-0.129\t-0.555\t0.000\t0.511\t0.918\t0.984\t0.939\t1.265\t1.072\t1.241\n0\t0.828\t-0.387\t-0.018\t1.212\t1.501\t0.460\t-0.152\t-1.027\t0.000\t1.095\t0.395\t-1.699\t2.215\t1.352\t1.071\t0.319\t2.548\t0.562\t-1.669\t0.228\t0.000\t1.085\t1.147\t1.359\t1.225\t1.353\t1.083\t0.963\n1\t0.470\t0.733\t-0.287\t0.872\t0.939\t0.669\t-1.721\t-0.688\t0.000\t0.793\t0.828\t-0.989\t0.000\t1.842\t0.501\t1.062\t2.548\t1.375\t0.313\t0.326\t3.102\t0.805\t1.040\t0.987\t0.881\t0.757\t0.878\t0.790\n1\t0.881\t1.237\t-1.179\t1.781\t1.428\t0.291\t1.805\t-1.470\t0.000\t0.543\t1.105\t-0.166\t2.215\t1.171\t-0.012\t0.501\t2.548\t0.376\t-1.829\t0.823\t0.000\t1.904\t1.271\t1.235\t1.220\t0.704\t0.880\t0.966\n0\t1.579\t-0.834\t1.583\t0.343\t0.590\t1.461\t-0.754\t-1.514\t2.173\t1.666\t-1.289\t0.240\t1.107\t0.765\t-1.516\t-0.823\t0.000\t1.180\t-2.175\t-0.118\t0.000\t0.807\t1.053\t0.988\t0.881\t2.387\t1.349\t1.125\n1\t0.762\t0.005\t1.172\t0.647\t-1.651\t0.493\t1.057\t-0.003\t2.173\t0.489\t-1.030\t1.174\t2.215\t0.531\t-1.808\t-1.126\t0.000\t0.664\t-1.345\t0.131\t0.000\t0.605\t1.335\t0.994\t0.849\t1.117\t0.869\t0.901\n0\t0.292\t1.288\t-0.783\t1.748\t-0.468\t0.478\t-2.605\t1.314\t0.000\t0.521\t0.449\t1.508\t2.215\t0.990\t-1.193\t0.496\t1.274\t0.717\t-1.327\t-1.437\t0.000\t0.732\t0.824\t1.001\t0.868\t0.978\t0.888\t1.027\n0\t2.183\t1.530\t0.851\t0.237\t-0.622\t1.283\t0.174\t-1.023\t2.173\t1.206\t-1.242\t1.518\t0.000\t1.409\t-1.634\t0.115\t0.000\t2.140\t1.057\t-0.884\t3.102\t0.817\t2.119\t0.986\t1.148\t1.030\t1.869\t1.981\n0\t0.894\t1.460\t-0.680\t0.444\t0.771\t1.434\t0.335\t-1.416\t0.000\t1.494\t1.168\t0.368\t0.000\t1.830\t0.763\t1.733\t1.274\t1.818\t1.785\t0.338\t0.000\t0.845\t1.026\t0.982\t1.018\t1.377\t1.011\t0.886\n0\t1.700\t0.521\t-1.286\t3.820\t-1.622\t2.414\t-0.217\t0.206\t0.000\t1.502\t-0.694\t0.387\t2.215\t1.652\t0.225\t1.725\t2.548\t0.926\t-0.531\t-0.193\t0.000\t0.939\t0.835\t1.049\t0.674\t1.773\t1.574\t1.810\n0\t2.008\t-0.041\t0.394\t0.865\t-0.297\t0.855\t-1.227\t1.652\t0.000\t0.830\t0.925\t1.460\t0.000\t0.962\t-1.267\t-0.797\t2.548\t1.126\t-0.488\t-1.338\t0.000\t0.816\t1.078\t1.064\t1.107\t0.549\t0.751\t0.923\n0\t0.787\t-0.228\t1.161\t0.754\t0.328\t0.848\t-1.115\t-0.920\t2.173\t0.614\t-0.738\t0.420\t0.000\t0.566\t-1.606\t1.533\t0.000\t0.559\t-1.535\t0.305\t0.000\t0.897\t0.988\t0.988\t0.844\t0.632\t0.889\t0.822\n0\t1.462\t-0.502\t0.378\t0.783\t-1.730\t1.478\t-1.935\t-0.907\t0.000\t2.290\t-0.780\t0.956\t2.215\t0.697\t-1.074\t-0.619\t0.000\t1.115\t0.450\t-1.222\t1.551\t0.863\t1.690\t1.403\t1.074\t1.692\t1.700\t1.404\n0\t1.107\t1.087\t-0.917\t0.558\t0.209\t0.682\t-0.115\t-0.549\t0.000\t1.431\t-0.392\t0.719\t2.215\t1.156\t-0.007\t-1.590\t2.548\t0.707\t-0.465\t1.107\t0.000\t1.083\t0.892\t0.986\t1.244\t1.223\t0.954\t0.851\n0\t0.351\t-1.149\t-0.034\t0.680\t-1.177\t1.457\t1.061\t-1.117\t0.000\t1.027\t-0.449\t0.880\t0.000\t1.882\t0.061\t0.329\t2.548\t0.904\t-0.157\t1.190\t3.102\t3.347\t1.896\t0.997\t0.887\t0.709\t1.384\t1.089\n1\t0.525\t0.435\t0.544\t0.497\t-1.068\t1.844\t-0.943\t1.084\t2.173\t1.646\t0.387\t-0.039\t0.000\t1.789\t-0.380\t-0.927\t0.000\t1.466\t0.124\t1.537\t3.102\t1.005\t1.072\t0.991\t1.097\t1.221\t1.231\t0.991\n0\t1.021\t0.245\t0.585\t0.615\t-1.644\t0.702\t0.564\t-1.165\t2.173\t0.805\t2.192\t-0.097\t0.000\t0.747\t0.813\t-0.735\t2.548\t0.439\t0.316\t1.619\t0.000\t1.141\t0.817\t0.995\t0.831\t0.371\t0.707\t0.744\n0\t1.270\t0.349\t1.181\t0.911\t1.057\t0.762\t1.532\t0.415\t0.000\t0.717\t-0.728\t-1.150\t2.215\t1.564\t0.636\t-0.620\t2.548\t0.526\t0.430\t-0.950\t0.000\t0.897\t1.064\t1.000\t1.252\t1.028\t1.057\t1.015\n1\t1.142\t-1.185\t0.664\t0.773\t-0.214\t1.147\t-0.046\t-1.380\t0.000\t0.707\t-0.501\t-0.566\t0.000\t0.788\t-0.203\t1.156\t0.000\t1.148\t0.119\t0.459\t1.551\t1.157\t0.814\t0.986\t0.518\t0.119\t0.478\t0.532\n0\t1.117\t-1.139\t-0.119\t0.637\t-1.085\t0.830\t-0.845\t-1.426\t2.173\t1.237\t-0.809\t0.900\t1.107\t0.494\t-1.591\t-0.385\t0.000\t0.599\t-1.335\t0.665\t0.000\t0.488\t0.788\t0.990\t0.982\t1.289\t0.865\t0.707\n1\t0.453\t0.662\t-0.419\t0.878\t1.440\t0.868\t-0.245\t-0.142\t2.173\t1.313\t-0.759\t-0.749\t2.215\t1.126\t-0.590\t1.143\t0.000\t1.026\t0.143\t1.231\t0.000\t0.959\t1.091\t0.988\t0.861\t0.921\t0.862\t0.775\n0\t0.442\t-0.460\t-0.865\t1.286\t0.697\t0.681\t2.319\t-0.588\t0.000\t0.679\t0.346\t-1.534\t1.107\t0.748\t-1.062\t1.411\t0.000\t0.626\t0.718\t1.625\t0.000\t0.915\t0.959\t1.030\t0.820\t0.880\t0.678\t0.654\n1\t0.353\t1.429\t0.165\t2.087\t-1.037\t0.816\t1.046\t0.632\t0.000\t1.207\t-0.203\t1.347\t2.215\t0.942\t-0.117\t-0.142\t2.548\t1.164\t-2.019\t-1.380\t0.000\t0.729\t0.797\t1.050\t1.557\t1.105\t1.148\t1.016\n0\t0.703\t-2.264\t-1.551\t1.113\t-0.651\t0.537\t-0.513\t1.143\t1.087\t0.546\t-2.426\t0.276\t0.000\t0.619\t0.015\t-0.627\t2.548\t0.511\t1.274\t0.515\t0.000\t0.779\t0.993\t0.984\t1.385\t0.744\t1.107\t0.911\n0\t0.803\t0.056\t1.001\t0.489\t-0.415\t0.846\t-0.022\t-1.109\t2.173\t1.129\t0.870\t0.474\t0.000\t0.697\t0.828\t1.611\t2.548\t1.061\t1.246\t-0.234\t0.000\t0.953\t0.878\t0.986\t0.856\t0.764\t0.909\t0.843\n1\t1.317\t-0.640\t1.167\t0.833\t0.914\t1.395\t0.277\t-0.988\t2.173\t0.596\t0.389\t0.938\t0.000\t0.605\t0.453\t0.086\t0.000\t0.796\t-0.488\t-0.235\t3.102\t0.641\t1.191\t0.986\t0.759\t0.860\t0.994\t0.839\n0\t1.259\t1.036\t-1.153\t0.301\t0.058\t0.975\t0.948\t1.567\t2.173\t0.945\t2.372\t-0.312\t0.000\t1.113\t0.767\t-0.163\t1.274\t1.636\t0.832\t0.638\t0.000\t0.902\t0.940\t0.984\t0.706\t1.300\t0.821\t0.775\n0\t0.436\t1.839\t1.296\t1.263\t-1.498\t0.552\t1.532\t-0.190\t0.000\t1.187\t0.457\t-0.452\t1.107\t1.359\t-0.175\t1.260\t1.274\t0.596\t-1.420\t1.725\t0.000\t2.310\t1.508\t0.978\t0.872\t1.424\t1.144\t1.014\n0\t0.958\t-0.691\t-0.016\t0.249\t-1.485\t1.483\t-0.226\t-1.365\t0.000\t1.265\t-1.146\t0.613\t2.215\t2.291\t-0.095\t0.886\t0.000\t1.288\t-0.894\t-0.627\t0.000\t1.028\t0.947\t0.988\t0.767\t1.892\t1.030\t0.861\n0\t0.600\t0.233\t-1.674\t1.774\t-0.814\t0.521\t-0.416\t1.142\t2.173\t0.353\t0.192\t0.991\t2.215\t0.988\t-1.526\t-0.046\t0.000\t0.482\t-2.272\t1.258\t0.000\t0.818\t0.964\t1.001\t0.722\t0.216\t0.676\t0.898\n1\t0.979\t0.406\t-1.731\t0.612\t0.038\t0.718\t0.972\t-0.509\t2.173\t1.038\t-0.454\t1.118\t2.215\t0.827\t-0.247\t-0.977\t0.000\t0.481\t1.805\t0.365\t0.000\t1.256\t0.910\t1.072\t0.840\t1.613\t0.962\t0.808\n0\t3.062\t0.432\t-1.004\t0.312\t0.142\t1.045\t0.342\t1.206\t1.087\t0.748\t0.596\t0.298\t2.215\t0.512\t1.902\t0.914\t0.000\t0.554\t1.531\t0.302\t0.000\t0.954\t0.989\t1.164\t1.065\t0.966\t1.062\t0.899\n0\t0.790\t0.390\t0.084\t0.566\t-1.420\t1.241\t0.719\t-0.842\t2.173\t0.781\t0.920\t0.801\t0.000\t1.301\t0.046\t0.488\t0.000\t1.556\t-0.504\t1.173\t3.102\t0.835\t0.917\t0.992\t0.821\t1.773\t1.155\t0.934\n1\t0.690\t-0.174\t1.030\t2.228\t1.726\t0.599\t-0.795\t0.145\t0.000\t0.963\t-1.316\t-0.713\t2.215\t0.433\t0.221\t0.252\t2.548\t0.456\t-1.459\t0.045\t0.000\t0.400\t0.683\t1.009\t0.745\t0.803\t0.884\t0.809\n0\t1.475\t-0.243\t1.490\t0.318\t1.128\t0.297\t0.681\t1.366\t0.000\t0.841\t0.559\t-0.328\t2.215\t0.936\t-0.380\t-0.516\t1.274\t0.923\t1.675\t-1.310\t0.000\t0.779\t0.891\t0.988\t0.911\t0.513\t0.770\t0.775\n0\t0.912\t0.892\t0.121\t1.597\t-0.811\t0.599\t-1.777\t0.810\t0.000\t0.913\t1.569\t0.419\t2.215\t1.022\t0.731\t1.550\t2.548\t1.335\t0.131\t-0.208\t0.000\t1.895\t1.682\t1.244\t1.002\t0.974\t1.509\t1.358\n1\t0.843\t-1.378\t1.368\t0.634\t-0.730\t1.086\t-0.384\t-0.976\t0.000\t0.671\t-2.050\t0.390\t0.000\t1.012\t-0.304\t-0.495\t2.548\t2.086\t-0.307\t0.858\t3.102\t0.922\t1.290\t0.987\t0.836\t1.043\t0.826\t0.836\n0\t0.549\t-1.856\t-1.549\t0.495\t-0.030\t1.290\t-0.594\t0.680\t0.000\t1.222\t-0.850\t-0.150\t2.215\t2.027\t-0.585\t1.644\t0.000\t2.941\t0.059\t-1.386\t1.551\t2.220\t1.842\t0.990\t1.009\t1.749\t1.473\t1.155\n0\t0.783\t0.564\t0.989\t0.678\t-0.482\t0.677\t-0.900\t-0.354\t2.173\t0.332\t-1.533\t-0.691\t0.000\t0.713\t-1.920\t0.987\t0.000\t1.574\t-0.379\t-1.430\t3.102\t0.772\t0.891\t0.988\t0.994\t0.935\t0.804\t0.861\n0\t2.494\t-0.012\t1.649\t0.298\t-1.417\t1.246\t-0.048\t1.142\t2.173\t1.443\t0.206\t-0.425\t0.000\t1.818\t-0.385\t-0.418\t0.000\t1.145\t0.304\t0.484\t3.102\t0.802\t0.964\t0.983\t0.908\t0.755\t1.182\t1.149\n1\t0.664\t0.861\t-0.011\t1.508\t0.508\t0.735\t-0.913\t-1.446\t0.000\t0.507\t0.294\t1.166\t2.215\t0.550\t-1.928\t-0.649\t0.000\t0.617\t-1.208\t-0.508\t3.102\t1.045\t1.073\t0.995\t1.476\t0.711\t0.997\t1.385\n0\t1.076\t0.153\t-1.384\t0.376\t-0.618\t1.171\t1.424\t0.179\t0.000\t1.658\t-1.096\t-1.659\t2.215\t0.747\t-0.331\t0.165\t2.548\t0.463\t0.189\t0.607\t0.000\t0.839\t0.950\t0.990\t0.901\t1.267\t1.687\t1.338\n1\t1.007\t-0.996\t-1.567\t1.078\t0.914\t1.508\t0.107\t-1.473\t2.173\t0.987\t-0.357\t-0.897\t2.215\t1.580\t2.371\t0.434\t0.000\t1.593\t0.136\t0.442\t0.000\t2.708\t2.636\t1.136\t1.302\t0.990\t2.085\t1.964\n1\t0.692\t1.009\t-1.675\t0.757\t-0.655\t1.020\t0.637\t0.198\t1.087\t1.341\t0.571\t-1.128\t1.107\t0.681\t1.474\t0.585\t0.000\t1.023\t2.356\t1.170\t0.000\t0.881\t0.857\t0.991\t0.859\t1.601\t0.984\t0.868\n0\t0.308\t2.046\t-1.009\t2.050\t0.414\t0.830\t0.855\t-1.346\t0.000\t0.610\t2.188\t1.617\t0.000\t0.780\t0.458\t0.542\t2.548\t1.268\t-0.202\t-1.043\t3.102\t1.327\t1.169\t1.055\t1.545\t0.806\t1.046\t1.055\n0\t0.536\t1.957\t-1.682\t1.257\t0.581\t0.579\t-0.306\t-1.316\t0.000\t0.762\t0.724\t-0.380\t1.107\t0.751\t-0.843\t1.219\t1.274\t0.863\t-0.351\t-0.514\t0.000\t0.718\t0.798\t1.015\t1.496\t1.097\t1.081\t1.040\n1\t0.875\t0.592\t0.706\t0.127\t0.215\t1.417\t0.946\t0.844\t0.000\t1.160\t-0.134\t0.632\t2.215\t2.252\t0.951\t-1.051\t2.548\t1.466\t-0.301\t-0.560\t0.000\t0.813\t0.884\t0.982\t1.273\t2.025\t1.140\t0.951\n1\t2.207\t1.249\t-0.892\t0.772\t0.459\t0.917\t1.187\t0.961\t2.173\t0.791\t1.280\t-1.638\t0.000\t0.677\t-0.089\t0.420\t2.548\t0.797\t0.557\t-0.294\t0.000\t1.027\t1.008\t1.697\t1.138\t0.823\t0.993\t0.857\n0\t1.238\t-2.110\t0.375\t0.528\t-1.117\t0.572\t0.007\t-0.914\t0.000\t0.625\t-0.907\t1.180\t2.215\t0.338\t0.017\t0.377\t0.000\t0.828\t-0.439\t-1.723\t3.102\t0.726\t0.803\t1.091\t0.863\t0.352\t0.661\t0.755\n1\t0.420\t2.222\t1.714\t1.435\t0.203\t0.815\t0.962\t1.369\t0.000\t0.930\t0.252\t-1.706\t2.215\t0.885\t1.268\t-0.314\t0.000\t0.998\t1.099\t-0.694\t0.000\t1.342\t0.997\t1.052\t1.121\t0.964\t1.083\t0.970\n0\t1.214\t-0.675\t0.853\t0.833\t0.570\t0.840\t-0.445\t-1.412\t0.000\t0.623\t-0.228\t1.444\t1.107\t1.624\t-0.247\t-0.338\t2.548\t0.692\t0.615\t-0.696\t0.000\t1.015\t1.044\t0.987\t0.666\t1.068\t0.775\t0.813\n0\t1.034\t-0.919\t-1.362\t1.716\t-0.783\t1.869\t-0.767\t0.672\t0.000\t0.670\t-2.766\t-1.286\t0.000\t0.798\t2.690\t1.314\t0.000\t1.042\t0.575\t-0.800\t3.102\t0.973\t0.938\t0.990\t0.798\t1.146\t0.920\t0.875\n1\t0.345\t-1.529\t0.763\t0.622\t1.602\t1.043\t-0.486\t-0.875\t2.173\t1.002\t0.125\t-0.197\t2.215\t1.368\t-0.629\t0.616\t0.000\t0.795\t1.562\t0.837\t0.000\t0.984\t1.041\t0.998\t0.954\t0.985\t0.849\t0.762\n0\t0.907\t-1.692\t0.629\t2.663\t1.169\t1.134\t-2.243\t-0.572\t0.000\t1.188\t-0.054\t-1.018\t0.000\t1.028\t-0.108\t1.637\t2.548\t0.713\t0.999\t0.863\t0.000\t1.101\t1.706\t1.007\t1.778\t0.808\t1.374\t1.393\n0\t0.412\t1.642\t-1.515\t1.506\t-0.418\t0.762\t0.037\t0.309\t2.173\t0.745\t0.255\t1.047\t2.215\t1.470\t0.159\t-1.248\t0.000\t1.546\t-0.779\t1.194\t0.000\t0.587\t1.026\t0.988\t0.959\t0.695\t0.813\t0.780\n1\t0.571\t0.470\t0.782\t0.507\t-0.725\t0.649\t1.297\t1.192\t2.173\t0.512\t2.902\t-1.568\t0.000\t1.245\t0.303\t0.419\t0.000\t0.915\t-0.310\t-0.875\t1.551\t2.456\t1.517\t0.990\t0.780\t1.097\t1.141\t0.913\n1\t1.616\t-0.881\t-0.445\t0.057\t-1.499\t1.309\t-0.560\t1.241\t2.173\t0.423\t-0.318\t-0.248\t0.000\t0.728\t-0.168\t-1.257\t2.548\t0.546\t0.622\t1.402\t0.000\t0.716\t0.949\t0.985\t0.651\t0.973\t0.893\t0.739\n1\t1.125\t0.794\t0.630\t0.104\t-0.432\t1.160\t1.038\t1.579\t2.173\t1.167\t1.260\t-0.294\t0.000\t0.971\t0.352\t-0.872\t1.274\t1.128\t-0.082\t1.140\t0.000\t0.805\t1.152\t0.988\t0.781\t1.151\t0.842\t0.761\n0\t0.710\t-1.557\t-0.409\t2.510\t-1.025\t1.189\t-1.080\t1.220\t0.000\t0.612\t-0.408\t1.041\t0.000\t0.987\t-0.658\t0.155\t2.548\t0.628\t-0.427\t-0.283\t3.102\t0.685\t0.965\t0.984\t0.726\t0.239\t0.725\t0.976\n1\t0.873\t0.267\t-1.547\t1.460\t0.584\t0.988\t-1.047\t0.359\t2.173\t1.576\t-1.102\t-1.044\t0.000\t0.501\t-1.715\t-0.774\t0.000\t1.294\t-0.172\t1.184\t3.102\t0.617\t1.142\t1.470\t1.301\t0.964\t1.019\t1.093\n1\t0.788\t-0.083\t-1.618\t0.631\t0.518\t1.231\t0.305\t0.370\t2.173\t0.799\t2.394\t-0.855\t0.000\t1.390\t-0.010\t-1.081\t0.000\t0.822\t0.616\t1.364\t3.102\t0.842\t0.764\t0.987\t0.892\t0.862\t0.826\t0.717\n0\t0.352\t-2.175\t0.962\t2.027\t0.308\t0.656\t0.048\t-1.538\t0.000\t0.953\t-1.113\t-0.983\t2.215\t0.698\t0.030\t1.195\t0.000\t0.423\t-0.710\t-0.693\t3.102\t0.763\t1.013\t0.980\t0.597\t0.170\t0.677\t0.812\n1\t0.361\t-2.057\t0.907\t0.563\t-0.832\t1.042\t-0.152\t0.251\t0.000\t1.138\t-0.436\t-0.871\t2.215\t1.153\t-2.410\t1.639\t0.000\t0.798\t-0.718\t1.490\t3.102\t0.893\t0.916\t0.987\t0.729\t0.752\t0.851\t0.756\n0\t0.671\t-0.885\t-1.547\t0.682\t0.185\t0.820\t0.378\t-1.151\t2.173\t0.644\t-0.351\t-0.575\t0.000\t0.479\t0.938\t0.801\t0.000\t1.030\t1.235\t0.290\t3.102\t1.030\t0.894\t0.988\t0.932\t1.092\t0.809\t0.717\n1\t1.040\t-0.061\t0.060\t0.253\t-1.110\t1.365\t-0.222\t-1.568\t2.173\t1.067\t0.058\t0.383\t2.215\t1.128\t0.118\t-0.291\t0.000\t0.979\t0.394\t1.144\t0.000\t1.133\t0.845\t0.991\t1.146\t1.763\t1.026\t0.887\n1\t1.363\t0.329\t-1.226\t0.255\t-1.001\t0.828\t-1.143\t0.482\t2.173\t1.469\t0.810\t-0.794\t0.000\t1.282\t0.524\t1.109\t2.548\t0.900\t0.676\t0.346\t0.000\t0.704\t0.871\t0.981\t0.903\t1.430\t1.174\t0.914\n0\t0.536\t-0.422\t0.445\t2.634\t1.221\t1.317\t-1.970\t-0.911\t0.000\t0.872\t0.328\t0.344\t0.000\t1.066\t0.509\t0.888\t2.548\t1.251\t-0.205\t-0.345\t0.000\t0.889\t0.924\t1.061\t0.794\t0.969\t0.878\t0.862\n1\t0.879\t0.437\t-1.656\t0.147\t-0.207\t0.666\t0.552\t0.083\t0.000\t0.413\t1.393\t0.742\t0.000\t1.587\t-0.445\t-0.737\t2.548\t1.124\t-0.324\t1.409\t3.102\t0.801\t0.937\t0.995\t0.787\t0.955\t0.886\t0.777\n1\t0.401\t-0.352\t0.840\t2.332\t-0.370\t1.307\t0.475\t1.511\t2.173\t0.859\t0.597\t0.771\t0.000\t1.035\t1.043\t-1.400\t2.548\t1.101\t0.482\t-0.383\t0.000\t1.092\t0.992\t1.188\t1.669\t0.868\t1.219\t1.049\n1\t0.944\t0.599\t-0.786\t0.972\t0.136\t1.024\t1.151\t-1.535\t2.173\t0.751\t1.796\t-0.144\t0.000\t1.477\t1.396\t1.147\t2.548\t0.655\t1.439\t0.429\t0.000\t0.455\t0.832\t0.988\t1.096\t1.054\t0.952\t0.856\n0\t4.126\t1.032\t-0.120\t0.484\t-0.605\t1.783\t0.645\t0.120\t0.000\t5.193\t0.059\t1.673\t2.215\t0.613\t1.437\t1.353\t0.000\t0.624\t0.379\t1.723\t3.102\t1.912\t1.239\t0.985\t3.793\t0.330\t2.262\t2.030\n0\t0.346\t-1.226\t-0.886\t1.020\t-0.535\t0.746\t-0.762\t-0.785\t2.173\t0.689\t-1.203\t1.572\t0.000\t1.387\t-0.077\t0.774\t2.548\t0.844\t-2.312\t0.104\t0.000\t0.729\t0.979\t0.976\t0.939\t1.326\t0.935\t0.922\n0\t2.247\t0.237\t-0.648\t0.455\t0.487\t0.642\t-0.839\t-1.723\t1.087\t1.400\t-0.051\t0.978\t2.215\t0.952\t1.521\t-0.764\t0.000\t0.718\t-0.629\t0.582\t0.000\t1.639\t1.482\t1.197\t1.177\t1.069\t1.129\t1.063\n0\t1.980\t-0.614\t0.791\t0.708\t-0.161\t1.123\t-0.415\t0.163\t2.173\t1.409\t-0.920\t-1.570\t2.215\t0.483\t0.635\t-1.031\t0.000\t1.238\t-0.056\t-0.640\t0.000\t0.697\t0.937\t1.240\t1.292\t1.915\t1.113\t0.911\n1\t0.565\t0.759\t0.197\t0.370\t-0.298\t0.592\t1.245\t0.483\t0.000\t1.132\t1.303\t-0.938\t2.215\t1.376\t1.091\t1.738\t2.548\t1.908\t0.507\t0.944\t0.000\t0.845\t1.040\t0.983\t1.153\t0.889\t0.959\t0.954\n1\t1.002\t0.122\t-1.331\t0.768\t0.872\t0.830\t1.125\t-0.397\t1.087\t0.570\t-1.048\t0.303\t0.000\t0.664\t1.816\t0.884\t0.000\t1.915\t-0.564\t1.482\t0.000\t1.220\t0.876\t1.113\t1.062\t0.870\t1.077\t0.912\n0\t0.700\t-1.188\t1.138\t1.419\t1.081\t1.411\t-0.737\t1.570\t2.173\t2.075\t-0.223\t-0.626\t0.000\t1.059\t0.025\t-0.397\t2.548\t1.452\t2.055\t0.014\t0.000\t1.265\t0.766\t0.990\t1.399\t1.608\t1.343\t1.428\n1\t1.591\t-0.168\t0.294\t0.765\t1.656\t0.294\t0.637\t0.646\t0.000\t0.506\t0.438\t-0.463\t0.000\t1.026\t0.344\t-1.213\t2.548\t0.902\t-0.769\t-1.652\t3.102\t0.855\t1.047\t1.439\t1.003\t0.586\t0.725\t0.771\n0\t0.973\t0.269\t-0.492\t0.699\t-0.831\t0.835\t-0.331\t-1.738\t2.173\t0.575\t0.972\t0.474\t0.000\t1.499\t-0.013\t0.677\t0.000\t0.558\t1.000\t-0.791\t3.102\t0.798\t0.767\t0.983\t0.957\t0.818\t0.809\t0.825\n1\t0.393\t-0.576\t-1.286\t1.527\t0.802\t2.742\t-1.467\t-1.003\t0.000\t0.960\t-0.933\t-0.088\t2.215\t1.850\t-0.181\t0.446\t2.548\t2.824\t-0.567\t1.023\t0.000\t0.741\t1.002\t1.021\t0.844\t0.858\t0.897\t0.759\n0\t1.125\t-0.104\t-0.521\t0.849\t0.782\t0.955\t0.055\t1.241\t2.173\t0.555\t-0.510\t-0.071\t0.000\t0.884\t0.764\t-0.582\t0.000\t1.223\t1.071\t1.621\t3.102\t0.923\t1.024\t1.250\t1.020\t0.840\t0.876\t0.819\n1\t0.384\t-1.197\t0.736\t0.250\t0.678\t1.268\t0.464\t0.316\t2.173\t0.886\t0.162\t-1.018\t0.000\t0.446\t1.944\t-1.530\t0.000\t1.349\t-0.923\t-1.733\t0.000\t0.947\t0.608\t0.981\t0.798\t0.832\t0.865\t0.731\n1\t1.005\t-1.101\t0.590\t0.802\t1.058\t0.909\t0.312\t-0.834\t2.173\t0.857\t-0.484\t-1.266\t2.215\t0.647\t0.441\t0.445\t0.000\t0.560\t-1.336\t0.011\t0.000\t0.865\t1.022\t0.986\t1.119\t0.733\t1.223\t1.004\n0\t0.441\t0.840\t-1.403\t0.957\t0.783\t0.831\t-0.990\t-1.689\t2.173\t0.630\t-1.125\t-0.687\t0.000\t0.819\t-0.179\t0.420\t0.000\t0.399\t0.076\t-1.377\t1.551\t1.077\t1.088\t0.989\t0.614\t0.388\t1.079\t1.035\n0\t0.520\t0.756\t-1.121\t1.774\t-0.091\t0.451\t0.832\t0.664\t0.000\t0.564\t-0.084\t1.382\t0.000\t0.943\t0.547\t1.566\t1.274\t1.013\t-0.234\t-0.859\t3.102\t0.825\t0.827\t1.066\t0.923\t0.699\t0.695\t0.685\n0\t1.791\t0.107\t-1.054\t0.521\t-0.554\t0.903\t0.763\t0.597\t0.000\t0.466\t1.282\t1.284\t0.000\t0.818\t-0.429\t-0.207\t2.548\t0.669\t-0.604\t-1.710\t3.102\t0.886\t0.937\t0.994\t0.772\t0.557\t0.748\t0.810\n1\t1.020\t-1.592\t-0.635\t0.144\t-0.862\t1.925\t0.059\t1.613\t0.000\t1.403\t-0.704\t-0.250\t2.215\t1.732\t0.086\t0.164\t2.548\t1.106\t-1.231\t0.789\t0.000\t0.598\t1.016\t0.981\t1.023\t0.922\t0.867\t0.786\n0\t0.436\t-0.535\t0.091\t1.171\t1.617\t0.963\t-0.938\t-0.493\t2.173\t0.926\t-0.655\t0.855\t0.000\t0.993\t-0.652\t-1.270\t2.548\t0.565\t-1.680\t-0.028\t0.000\t0.959\t0.942\t0.987\t0.959\t0.797\t0.794\t0.722\n0\t1.456\t0.204\t0.175\t1.031\t0.797\t0.785\t-0.964\t-1.254\t2.173\t1.364\t-0.643\t1.658\t0.000\t1.673\t0.560\t-0.359\t2.548\t0.712\t-1.095\t0.980\t0.000\t0.852\t0.863\t0.984\t0.969\t1.626\t1.145\t1.086\n1\t0.625\t-0.195\t0.908\t2.331\t0.250\t1.177\t-0.027\t-1.330\t1.087\t0.396\t-0.634\t-0.655\t0.000\t0.517\t0.523\t-1.076\t0.000\t0.532\t0.377\t0.402\t1.551\t0.910\t0.955\t0.992\t0.454\t0.861\t0.956\t0.860\n0\t1.384\t0.493\t0.157\t0.734\t0.945\t0.332\t1.101\t1.190\t0.000\t0.320\t-0.255\t0.019\t0.000\t0.718\t-0.115\t-1.037\t2.548\t1.031\t0.343\t-1.549\t0.000\t0.791\t0.783\t0.988\t0.837\t0.374\t0.727\t0.631\n0\t0.615\t-1.738\t-0.412\t1.358\t0.341\t0.531\t-1.458\t0.885\t0.000\t0.680\t-0.029\t-1.570\t2.215\t0.574\t-1.255\t-1.507\t0.000\t1.024\t-0.945\t-0.855\t3.102\t0.828\t0.876\t0.983\t0.694\t0.629\t0.713\t0.679\n0\t1.047\t0.897\t0.034\t1.458\t-0.696\t0.790\t1.880\t1.304\t0.000\t0.901\t0.078\t-1.022\t2.215\t0.980\t0.538\t0.557\t2.548\t1.039\t0.753\t1.351\t0.000\t0.719\t0.886\t1.046\t0.850\t1.021\t0.931\t0.924\n1\t1.147\t-0.900\t-1.286\t1.640\t-0.659\t1.071\t-0.831\t0.693\t2.173\t0.358\t0.564\t0.098\t2.215\t0.422\t1.479\t-1.550\t0.000\t0.838\t0.250\t0.740\t0.000\t0.832\t1.242\t1.020\t0.881\t0.844\t0.979\t0.921\n0\t1.336\t0.075\t1.051\t1.103\t0.338\t1.059\t1.423\t-1.205\t0.000\t0.807\t1.052\t0.427\t0.000\t0.908\t0.589\t-1.541\t0.000\t0.964\t-0.219\t-0.444\t1.551\t0.887\t1.080\t1.007\t0.538\t0.173\t0.679\t0.856\n1\t0.796\t1.024\t-1.168\t1.188\t0.753\t1.332\t0.351\t0.406\t2.173\t0.602\t0.270\t-0.743\t0.000\t0.956\t0.219\t-1.223\t0.000\t0.493\t-1.134\t1.303\t0.000\t0.943\t1.176\t1.330\t0.675\t0.958\t0.795\t0.800\n0\t1.388\t1.803\t0.595\t0.246\t1.096\t1.173\t0.244\t-0.971\t0.000\t1.260\t1.009\t-0.987\t2.215\t2.460\t-1.408\t1.155\t0.000\t1.332\t0.521\t0.208\t3.102\t0.921\t0.958\t0.987\t1.131\t1.058\t0.829\t0.890\n0\t0.661\t1.740\t-0.153\t1.012\t0.073\t0.788\t-0.962\t-1.415\t0.000\t1.455\t1.098\t1.000\t2.215\t0.464\t-2.027\t-1.141\t0.000\t0.859\t-0.264\t-0.611\t3.102\t0.776\t0.719\t0.986\t1.041\t1.279\t1.410\t1.287\n1\t0.908\t-0.466\t-0.623\t0.763\t1.232\t0.961\t-0.804\t1.294\t2.173\t0.820\t-0.018\t0.225\t0.000\t0.784\t0.478\t-0.573\t0.000\t0.850\t-2.445\t-0.897\t0.000\t0.884\t1.153\t1.147\t0.559\t0.520\t0.691\t0.698\n1\t0.914\t-0.387\t0.049\t0.546\t1.635\t1.172\t-0.487\t1.024\t2.173\t1.683\t-0.510\t-1.071\t0.000\t1.310\t0.901\t0.168\t0.000\t0.917\t-0.058\t-0.462\t0.000\t0.923\t0.711\t0.989\t0.845\t0.856\t0.982\t0.828\n0\t0.469\t1.385\t-0.976\t0.841\t-1.175\t0.835\t-0.473\t1.463\t0.000\t1.302\t1.168\t-0.600\t2.215\t0.949\t0.500\t1.421\t0.000\t1.142\t0.301\t0.422\t3.102\t0.861\t0.903\t0.984\t0.906\t0.997\t1.088\t0.920\n1\t1.350\t-2.050\t0.497\t0.890\t-1.703\t0.613\t0.727\t-0.808\t1.087\t0.521\t-0.884\t1.096\t1.107\t0.808\t-1.236\t0.184\t0.000\t1.017\t-1.047\t-1.624\t0.000\t0.986\t1.053\t1.392\t0.846\t1.123\t1.326\t1.097\n0\t0.522\t-2.269\t-1.317\t1.079\t1.498\t0.950\t-0.255\t0.015\t2.173\t0.973\t-0.611\t0.501\t2.215\t2.040\t-1.305\t-1.342\t0.000\t0.756\t0.613\t-1.503\t0.000\t0.699\t1.478\t0.975\t0.966\t0.656\t1.135\t1.264\n0\t0.605\t-1.998\t0.774\t0.461\t-0.538\t0.508\t-0.574\t1.305\t0.000\t0.891\t-1.615\t1.022\t0.000\t0.933\t-0.500\t-0.757\t2.548\t0.878\t0.346\t-0.822\t3.102\t0.889\t1.072\t0.993\t0.789\t0.349\t0.809\t0.716\n0\t1.956\t-1.069\t-1.357\t0.611\t-0.235\t1.931\t-0.851\t-1.715\t2.173\t1.623\t-1.087\t0.024\t2.215\t1.986\t-0.269\t0.091\t0.000\t1.362\t-0.383\t0.680\t0.000\t0.930\t0.956\t1.284\t1.148\t2.627\t1.567\t1.334\n1\t1.442\t0.181\t1.361\t1.048\t-1.648\t1.291\t0.522\t-0.096\t2.173\t0.704\t1.255\t-1.050\t0.000\t0.710\t1.171\t0.541\t1.274\t0.527\t1.563\t1.209\t0.000\t0.747\t1.168\t0.989\t0.980\t0.796\t1.093\t0.974\n1\t0.580\t-0.264\t0.170\t0.985\t1.340\t0.840\t0.824\t-1.093\t0.000\t0.790\t-0.334\t0.773\t2.215\t1.016\t0.622\t0.168\t2.548\t1.332\t-0.183\t-1.372\t0.000\t0.975\t1.112\t0.989\t0.616\t0.711\t0.901\t0.781\n0\t0.330\t0.914\t0.964\t1.966\t-0.627\t0.874\t0.031\t0.586\t0.000\t0.727\t-0.142\t-1.194\t2.215\t0.806\t-0.033\t1.419\t0.000\t0.583\t-1.757\t-1.283\t0.000\t1.030\t1.051\t1.104\t0.941\t0.581\t0.724\t0.813\n1\t0.627\t1.152\t-1.300\t1.295\t-1.001\t2.262\t-1.843\t1.337\t0.000\t1.231\t-0.920\t0.039\t1.107\t2.733\t0.158\t-0.272\t2.548\t0.478\t0.738\t1.702\t0.000\t2.980\t2.413\t0.991\t1.089\t1.270\t2.305\t1.959\n0\t0.477\t0.153\t-0.336\t1.240\t-1.604\t0.561\t-1.229\t-1.185\t1.087\t0.599\t-0.729\t-0.280\t0.000\t1.280\t-1.158\t1.430\t1.274\t1.074\t0.865\t-0.424\t0.000\t1.073\t1.132\t0.988\t0.867\t0.746\t0.960\t0.824\n1\t1.638\t0.269\t1.191\t0.948\t-1.579\t0.968\t0.375\t-0.395\t0.000\t0.768\t2.728\t1.241\t0.000\t0.866\t0.143\t-0.922\t2.548\t0.704\t0.819\t0.880\t1.551\t1.054\t0.885\t1.041\t0.833\t0.648\t0.633\t0.820\n0\t0.392\t2.166\t-0.353\t0.894\t1.589\t0.650\t0.326\t0.409\t2.173\t0.659\t1.779\t-1.275\t0.000\t0.744\t0.396\t1.514\t0.000\t0.912\t-0.267\t0.009\t3.102\t1.029\t1.040\t0.982\t0.871\t0.394\t0.792\t0.721\n0\t0.386\t0.345\t-1.207\t1.151\t1.078\t1.726\t-0.581\t-0.410\t0.000\t1.545\t-0.244\t1.030\t1.107\t1.522\t0.321\t1.556\t1.274\t1.307\t-0.656\t-0.951\t0.000\t1.100\t1.806\t0.988\t1.126\t0.896\t1.438\t1.351\n1\t1.256\t0.932\t0.351\t0.428\t-1.070\t1.968\t-0.547\t-0.124\t0.000\t1.659\t1.008\t1.584\t2.215\t1.031\t1.597\t1.148\t0.000\t1.800\t0.036\t1.550\t3.102\t0.934\t0.965\t0.989\t1.049\t0.810\t0.840\t0.753\n0\t0.950\t-0.660\t-1.628\t0.493\t-0.511\t0.517\t0.048\t0.338\t1.087\t0.968\t0.697\t1.623\t0.000\t1.532\t-0.395\t-0.294\t2.548\t0.405\t0.316\t1.326\t0.000\t0.257\t1.158\t0.993\t0.892\t0.657\t0.782\t0.809\n1\t0.721\t0.466\t-1.301\t0.728\t0.733\t0.745\t-0.496\t1.463\t0.000\t1.001\t-0.673\t-0.237\t0.000\t1.033\t-0.458\t0.917\t2.548\t0.797\t-0.882\t1.020\t1.551\t1.841\t1.076\t0.988\t0.683\t0.206\t0.707\t0.683\n0\t0.401\t0.685\t-0.441\t1.583\t1.556\t0.790\t-0.568\t0.032\t1.087\t0.686\t-1.108\t1.127\t0.000\t1.030\t-0.430\t-0.572\t0.000\t1.067\t-1.028\t-1.469\t3.102\t1.361\t1.032\t1.075\t1.000\t1.004\t0.961\t0.907\n1\t1.067\t1.068\t-1.688\t0.890\t1.706\t0.607\t1.538\t0.147\t2.173\t0.274\t-1.542\t-1.394\t0.000\t0.451\t0.896\t0.153\t2.548\t0.643\t-0.119\t-0.020\t0.000\t0.672\t1.194\t0.986\t0.723\t0.188\t0.755\t0.766\n0\t0.661\t1.474\t-1.575\t1.284\t-1.045\t0.644\t0.572\t1.524\t2.173\t1.239\t0.658\t-0.003\t1.107\t0.937\t-0.822\t1.448\t0.000\t0.577\t-0.354\t0.757\t0.000\t0.512\t1.175\t0.981\t0.753\t1.291\t0.871\t0.863\n1\t0.489\t-0.206\t-0.509\t1.307\t1.678\t0.915\t0.091\t-0.121\t0.000\t1.197\t0.385\t1.637\t2.215\t0.923\t-0.777\t0.175\t0.000\t0.438\t-1.599\t0.362\t0.000\t0.920\t0.968\t1.020\t0.714\t0.397\t0.937\t0.825\n1\t0.676\t1.380\t-0.709\t1.109\t1.736\t0.584\t-0.269\t-0.326\t2.173\t0.657\t0.404\t0.962\t2.215\t0.651\t-0.178\t-1.457\t0.000\t0.633\t-0.206\t1.173\t0.000\t0.494\t0.683\t0.988\t0.869\t0.896\t0.891\t0.755\n1\t0.484\t0.673\t-0.910\t0.957\t0.980\t0.814\t-0.069\t-0.076\t0.000\t2.188\t-0.315\t-1.329\t1.107\t0.912\t-0.076\t1.434\t0.000\t2.825\t-1.584\t0.242\t0.000\t0.945\t0.973\t0.987\t0.555\t1.543\t1.035\t0.860\n0\t0.776\t0.751\t-0.628\t2.167\t-1.088\t1.057\t-0.216\t0.860\t2.173\t0.861\t-0.403\t-0.028\t2.215\t0.352\t-0.902\t1.493\t0.000\t0.456\t-1.644\t1.055\t0.000\t0.283\t0.651\t0.985\t1.925\t1.017\t1.429\t1.219\n0\t1.429\t1.336\t-1.245\t0.457\t0.230\t1.306\t0.983\t-0.583\t1.087\t2.069\t1.084\t1.062\t0.000\t0.519\t1.677\t1.162\t0.000\t0.573\t0.045\t0.052\t3.102\t0.606\t0.828\t1.088\t0.899\t0.667\t1.123\t0.961\n0\t1.122\t-1.277\t1.510\t1.002\t-1.205\t0.994\t0.647\t0.894\t0.000\t0.766\t-1.204\t-0.649\t2.215\t0.840\t0.465\t0.323\t0.000\t1.222\t2.054\t0.127\t0.000\t0.819\t0.852\t0.985\t0.784\t1.009\t1.010\t1.178\n0\t0.461\t0.122\t-0.279\t1.024\t1.236\t0.834\t0.682\t-0.221\t1.087\t0.619\t0.241\t0.393\t0.000\t0.625\t0.438\t-1.253\t0.000\t0.956\t1.200\t1.302\t1.551\t0.957\t0.813\t0.988\t0.592\t0.995\t0.667\t0.616\n1\t0.556\t-1.299\t-1.630\t1.338\t-1.145\t1.144\t0.898\t0.861\t2.173\t0.694\t0.935\t-0.178\t0.000\t0.553\t0.496\t-1.537\t2.548\t0.662\t0.316\t-0.582\t0.000\t0.851\t1.159\t0.984\t1.328\t0.842\t2.049\t1.509\n0\t0.317\t2.149\t0.739\t1.641\t-1.433\t0.423\t-1.035\t-0.504\t0.000\t1.163\t-0.187\t-0.263\t0.000\t0.635\t-0.869\t0.827\t1.274\t0.800\t1.954\t1.093\t0.000\t0.729\t0.810\t0.990\t1.492\t0.215\t1.535\t1.716\n1\t0.409\t-0.276\t0.736\t0.852\t1.559\t0.865\t0.254\t-0.310\t2.173\t0.894\t1.051\t1.317\t0.000\t0.591\t-1.981\t0.378\t0.000\t0.626\t1.623\t-0.540\t0.000\t0.928\t0.904\t0.989\t1.348\t0.295\t0.897\t1.249\n1\t0.599\t-0.784\t0.997\t0.303\t-0.814\t0.496\t-0.771\t1.473\t0.000\t1.182\t1.397\t-0.043\t2.215\t0.542\t0.096\t0.305\t0.000\t0.592\t1.236\t-1.121\t3.102\t0.915\t0.858\t0.986\t1.028\t0.623\t0.910\t0.779\n0\t1.848\t0.276\t0.337\t0.516\t-0.365\t0.843\t1.159\t1.726\t0.000\t0.950\t0.117\t-0.830\t1.107\t0.972\t0.658\t1.100\t2.548\t0.695\t0.606\t-1.147\t0.000\t0.665\t0.941\t0.987\t0.824\t1.054\t0.784\t0.844\n1\t0.917\t0.789\t1.371\t0.864\t1.197\t0.416\t0.251\t1.201\t0.000\t0.563\t-0.322\t-0.908\t0.000\t0.623\t1.803\t-1.439\t0.000\t2.020\t1.005\t-0.082\t3.102\t1.018\t1.137\t0.986\t0.938\t0.682\t0.820\t0.848\n0\t0.555\t-0.253\t1.152\t2.195\t0.489\t0.741\t-0.146\t-0.516\t2.173\t0.810\t-0.456\t-1.311\t0.000\t1.743\t-1.090\t1.665\t0.000\t1.581\t0.652\t-0.049\t3.102\t0.797\t0.993\t0.992\t1.124\t0.724\t0.949\t0.916\n1\t0.981\t-0.696\t1.671\t1.532\t1.065\t0.582\t-0.996\t-0.808\t0.000\t0.347\t-1.215\t0.402\t2.215\t0.329\t-0.338\t-0.059\t0.000\t0.381\t-0.418\t-0.509\t3.102\t0.553\t0.520\t0.986\t0.626\t0.271\t0.493\t0.556\n0\t0.493\t-0.712\t-0.901\t1.298\t1.704\t0.786\t-0.057\t-0.006\t2.173\t0.200\t-0.698\t0.361\t0.000\t0.427\t0.615\t-1.371\t0.000\t1.435\t-0.596\t1.112\t3.102\t0.562\t0.615\t0.986\t0.764\t1.022\t0.913\t0.737\n0\t2.304\t0.012\t0.524\t0.754\t0.170\t1.234\t-0.375\t-1.241\t1.087\t0.316\t0.369\t-0.577\t0.000\t0.529\t-0.318\t-1.633\t1.274\t0.714\t-0.813\t1.031\t0.000\t0.764\t0.876\t0.993\t0.823\t0.348\t1.035\t0.812\n1\t2.610\t-0.694\t-1.074\t0.729\t-1.250\t1.206\t1.450\t0.524\t0.000\t1.321\t-0.530\t0.129\t0.000\t1.521\t-0.669\t0.735\t2.548\t1.287\t-0.897\t-1.636\t3.102\t0.525\t0.983\t0.976\t1.383\t0.921\t0.923\t0.924\n0\t0.373\t2.046\t1.675\t1.153\t0.281\t0.867\t1.063\t-1.290\t1.087\t1.052\t0.743\t0.103\t2.215\t1.291\t-2.498\t-1.102\t0.000\t1.069\t0.303\t0.808\t0.000\t1.071\t0.987\t0.985\t0.959\t1.354\t0.905\t0.777\n1\t1.186\t-0.661\t-0.822\t0.166\t-1.686\t0.724\t0.370\t0.867\t0.000\t0.562\t-1.127\t-0.458\t0.000\t0.848\t0.204\t1.665\t2.548\t0.831\t0.378\t0.368\t3.102\t0.925\t0.677\t0.987\t0.691\t0.595\t0.560\t0.584\n1\t0.447\t-0.694\t0.017\t0.862\t-1.088\t0.761\t-1.006\t0.972\t2.173\t0.565\t0.572\t1.372\t2.215\t0.490\t-1.322\t-0.517\t0.000\t0.554\t0.200\t-0.332\t0.000\t0.555\t0.815\t0.985\t1.130\t0.925\t0.885\t0.738\n1\t0.652\t-1.915\t0.285\t0.696\t-0.015\t0.886\t-0.240\t0.384\t2.173\t0.710\t-1.899\t1.647\t0.000\t1.549\t2.103\t1.363\t0.000\t2.459\t-0.424\t-0.760\t1.551\t0.683\t1.079\t1.000\t0.756\t1.357\t1.024\t0.881\n0\t1.729\t-0.186\t-0.093\t0.462\t-1.656\t1.188\t2.887\t-1.378\t0.000\t0.984\t-1.442\t0.049\t2.215\t1.301\t-1.180\t0.463\t0.000\t1.523\t-0.819\t-1.714\t3.102\t0.882\t0.872\t1.222\t0.985\t1.139\t0.873\t0.792\n1\t1.055\t-0.247\t-0.316\t1.754\t-1.028\t1.198\t-0.354\t1.109\t1.087\t0.328\t-1.034\t-0.719\t0.000\t0.685\t1.354\t0.972\t0.000\t0.862\t0.550\t0.270\t0.000\t0.864\t1.042\t1.127\t0.545\t0.782\t0.922\t0.781\n0\t0.655\t-0.356\t0.174\t0.918\t-1.066\t0.308\t1.580\t1.162\t0.000\t0.487\t-2.458\t0.076\t0.000\t0.723\t-0.632\t0.475\t2.548\t1.173\t0.742\t1.607\t3.102\t0.814\t0.920\t0.987\t0.875\t0.861\t0.666\t0.689\n1\t1.085\t0.333\t-0.317\t0.501\t1.572\t0.697\t0.037\t1.500\t2.173\t0.612\t-1.198\t0.696\t2.215\t0.742\t1.336\t-0.096\t0.000\t0.441\t-0.496\t-1.613\t0.000\t0.989\t0.949\t1.013\t0.887\t0.912\t0.817\t0.732\n0\t1.740\t0.324\t1.688\t1.304\t1.336\t1.865\t0.323\t-0.065\t0.000\t0.903\t0.135\t-1.164\t2.215\t0.341\t0.448\t-0.667\t0.000\t0.884\t0.466\t0.977\t1.551\t0.750\t0.911\t0.975\t0.872\t0.774\t0.836\t1.015\n0\t1.737\t-0.024\t1.516\t1.275\t0.953\t0.966\t-0.540\t-0.262\t0.000\t0.854\t-0.441\t0.212\t0.000\t0.934\t-0.068\t-0.902\t2.548\t1.401\t0.727\t-1.450\t3.102\t0.805\t0.857\t1.001\t0.902\t0.597\t0.872\t0.974\n1\t0.893\t-0.581\t0.846\t0.812\t-0.545\t0.985\t-0.866\t1.530\t0.000\t1.645\t-0.624\t-0.461\t2.215\t0.910\t0.352\t1.385\t2.548\t0.366\t1.994\t0.112\t0.000\t2.424\t1.393\t1.121\t0.891\t1.471\t1.298\t1.056\n0\t1.065\t-0.997\t0.559\t0.153\t-0.966\t1.146\t-0.596\t-0.978\t2.173\t1.102\t0.460\t0.667\t2.215\t0.783\t-1.333\t1.472\t0.000\t0.565\t-0.247\t-0.151\t0.000\t0.859\t0.966\t0.996\t0.797\t1.892\t1.027\t0.864\n0\t0.636\t-1.883\t-0.146\t1.284\t-0.019\t2.254\t1.181\t1.656\t2.173\t1.822\t-0.160\t-0.200\t0.000\t1.209\t-0.561\t0.301\t1.274\t1.276\t-0.129\t1.702\t0.000\t1.966\t1.285\t0.987\t3.068\t2.873\t2.101\t1.803\n1\t0.786\t-1.464\t1.067\t0.565\t0.133\t0.694\t0.004\t-1.141\t2.173\t0.475\t0.292\t1.153\t0.000\t0.533\t-0.845\t0.859\t0.000\t1.556\t0.721\t-0.481\t3.102\t0.543\t0.922\t0.984\t0.952\t0.787\t0.860\t0.742\n0\t0.361\t-0.339\t0.437\t0.654\t-0.546\t0.731\t0.101\t0.595\t2.173\t0.696\t1.421\t-0.553\t0.000\t0.826\t1.427\t1.164\t2.548\t0.452\t0.921\t1.599\t0.000\t0.741\t0.964\t0.991\t0.719\t0.909\t0.699\t0.638\n1\t0.345\t1.528\t0.427\t1.419\t1.252\t0.978\t-0.692\t-1.234\t2.173\t0.996\t0.831\t-0.220\t1.107\t0.882\t0.054\t0.192\t0.000\t1.213\t0.131\t1.292\t0.000\t0.956\t0.946\t0.994\t1.240\t1.696\t1.094\t0.920\n0\t0.372\t-0.195\t-1.456\t1.011\t-1.691\t0.932\t0.506\t-0.805\t0.000\t1.122\t1.854\t1.043\t0.000\t1.598\t0.509\t0.514\t2.548\t0.981\t0.567\t-0.210\t0.000\t1.042\t0.787\t0.983\t1.641\t0.197\t1.138\t1.070\n1\t1.489\t2.036\t-1.683\t0.856\t1.334\t0.712\t1.058\t0.162\t2.173\t0.741\t0.509\t-0.371\t2.215\t0.622\t1.554\t-1.110\t0.000\t0.479\t0.999\t1.026\t0.000\t0.585\t0.703\t0.997\t1.148\t0.575\t0.938\t0.730\n1\t1.743\t-1.008\t-0.589\t0.828\t-0.764\t0.862\t-0.725\t-1.629\t2.173\t1.274\t-0.737\t1.033\t2.215\t1.154\t-2.057\t0.765\t0.000\t0.805\t0.393\t-0.201\t0.000\t2.111\t1.476\t0.983\t1.056\t1.042\t1.108\t1.116\n1\t2.203\t0.650\t1.706\t0.918\t-1.202\t1.191\t0.550\t0.100\t2.173\t0.420\t1.270\t1.022\t1.107\t0.619\t-0.353\t-1.129\t0.000\t0.735\t0.138\t0.538\t0.000\t0.799\t1.058\t0.987\t0.724\t0.867\t1.020\t0.853\n0\t0.742\t1.048\t-1.047\t0.467\t-0.103\t0.433\t-0.422\t1.422\t0.000\t0.813\t1.227\t1.151\t2.215\t0.735\t-0.206\t-0.024\t2.548\t0.892\t2.147\t-0.084\t0.000\t1.074\t1.053\t0.982\t0.874\t0.980\t0.770\t0.726\n1\t1.150\t-1.362\t0.377\t1.319\t1.627\t0.643\t-0.113\t-0.835\t2.173\t0.522\t0.982\t0.440\t2.215\t0.364\t1.204\t-0.746\t0.000\t0.562\t-0.931\t1.595\t0.000\t0.883\t0.743\t1.541\t1.274\t0.928\t1.109\t0.913\n0\t1.379\t0.617\t-1.381\t0.776\t1.400\t1.317\t0.085\t0.220\t0.000\t0.446\t-0.008\t-0.937\t1.107\t0.585\t0.660\t0.629\t0.000\t0.442\t2.083\t1.689\t0.000\t0.765\t0.880\t0.986\t0.507\t0.238\t0.634\t0.736\n1\t0.297\t0.724\t-1.269\t1.171\t0.679\t1.588\t-1.342\t-1.295\t0.000\t2.789\t-0.320\t0.296\t0.000\t1.924\t0.323\t-0.904\t2.548\t1.378\t2.169\t-1.634\t0.000\t0.874\t0.814\t0.986\t1.294\t1.028\t1.123\t1.260\n0\t1.408\t-0.113\t1.082\t1.619\t1.568\t0.622\t0.167\t-0.907\t0.000\t0.585\t-1.109\t0.531\t1.107\t0.755\t2.130\t-0.370\t0.000\t1.207\t-0.285\t-0.126\t0.000\t0.923\t0.946\t0.990\t0.795\t0.365\t0.702\t0.776\n0\t0.670\t-0.590\t-0.341\t1.301\t1.427\t1.311\t-0.117\t0.037\t2.173\t0.945\t0.698\t1.614\t1.107\t1.181\t-0.133\t0.828\t0.000\t1.650\t0.379\t-1.400\t0.000\t1.215\t0.994\t1.293\t1.216\t1.767\t1.091\t0.928\n0\t0.745\t1.082\t0.093\t0.862\t-0.011\t1.527\t1.023\t0.351\t2.173\t1.120\t1.059\t-0.800\t0.000\t2.215\t0.856\t-1.621\t2.548\t0.500\t-1.609\t1.126\t0.000\t0.211\t2.084\t0.983\t1.031\t2.245\t1.946\t1.884\n0\t0.415\t-0.907\t-0.839\t2.005\t-1.355\t1.321\t0.471\t0.721\t0.000\t0.954\t-0.345\t0.520\t0.000\t1.389\t0.404\t-0.690\t2.548\t0.683\t-0.865\t-1.484\t3.102\t1.107\t1.157\t0.996\t1.834\t0.777\t1.126\t1.529\n1\t1.227\t0.815\t-0.708\t0.335\t1.163\t0.578\t0.851\t1.294\t0.000\t0.674\t-0.251\t-0.160\t2.215\t1.387\t0.129\t-1.269\t1.274\t1.888\t1.167\t0.671\t0.000\t0.957\t1.198\t0.989\t0.786\t0.889\t0.975\t0.847\n0\t0.795\t0.534\t1.104\t0.866\t-0.139\t0.806\t0.759\t-0.317\t2.173\t0.592\t-1.381\t1.566\t0.000\t0.452\t1.040\t0.326\t0.000\t1.178\t-0.078\t1.735\t3.102\t0.575\t0.660\t1.034\t0.760\t1.092\t0.965\t0.876\n1\t0.642\t-0.568\t-1.703\t0.553\t-1.021\t1.315\t0.048\t1.187\t0.000\t1.425\t0.561\t-0.116\t2.215\t0.869\t1.417\t-0.693\t2.548\t0.983\t-0.299\t-0.894\t0.000\t0.836\t1.155\t0.989\t0.776\t0.842\t0.932\t0.829\n0\t0.502\t-1.035\t1.401\t0.729\t0.143\t1.650\t-0.443\t0.879\t2.173\t1.418\t-0.075\t-1.115\t2.215\t1.266\t1.159\t-0.756\t0.000\t1.375\t-1.834\t-0.846\t0.000\t0.959\t1.425\t0.986\t1.320\t2.232\t1.440\t1.217\n1\t0.709\t0.823\t0.063\t1.784\t0.816\t0.445\t1.439\t0.295\t0.000\t0.652\t1.119\t-1.560\t2.215\t0.754\t1.515\t-1.219\t0.000\t1.406\t0.467\t-1.062\t3.102\t1.025\t0.861\t0.987\t0.886\t0.456\t0.757\t0.710\n1\t1.118\t-0.684\t-0.217\t1.177\t0.243\t0.403\t-1.348\t-0.891\t0.000\t0.776\t0.898\t1.479\t2.215\t0.717\t-1.001\t1.353\t2.548\t0.737\t-0.216\t1.406\t0.000\t0.875\t1.086\t0.979\t0.885\t0.950\t0.880\t0.805\n1\t0.575\t0.350\t-0.243\t0.704\t-1.117\t0.716\t-0.082\t-0.387\t0.000\t0.881\t0.353\t0.559\t1.107\t0.793\t-0.565\t-1.202\t0.000\t1.309\t0.822\t1.352\t3.102\t0.883\t0.860\t0.983\t0.955\t0.705\t0.768\t0.679\n1\t0.600\t0.338\t-0.789\t0.593\t0.388\t0.952\t0.420\t1.694\t0.000\t1.041\t0.291\t-0.225\t2.215\t1.086\t0.482\t1.211\t0.000\t1.124\t2.349\t-0.661\t0.000\t0.780\t0.847\t0.990\t0.712\t0.853\t0.880\t0.801\n1\t0.340\t1.440\t0.456\t0.832\t-1.118\t0.635\t0.450\t1.291\t2.173\t1.549\t0.366\t0.139\t1.107\t0.827\t0.177\t-0.527\t0.000\t1.158\t-0.757\t-1.636\t0.000\t1.103\t1.007\t0.989\t0.909\t1.259\t0.942\t0.799\n0\t0.862\t-2.244\t-0.375\t1.042\t-0.309\t0.776\t0.521\t1.532\t2.173\t0.557\t-1.370\t-1.230\t0.000\t1.166\t1.242\t0.550\t0.000\t1.266\t0.879\t-1.254\t3.102\t1.132\t1.048\t1.003\t1.736\t0.678\t1.384\t1.111\n1\t2.773\t0.260\t-0.638\t1.701\t-1.050\t1.092\t0.722\t0.751\t2.173\t0.543\t-0.389\t-1.650\t0.000\t0.883\t1.254\t1.089\t0.000\t0.485\t1.189\t0.500\t3.102\t0.752\t0.832\t1.089\t1.824\t0.325\t1.162\t1.091\n0\t0.816\t1.420\t-0.547\t0.711\t-0.983\t0.652\t0.841\t-1.592\t1.087\t1.545\t-1.595\t0.497\t0.000\t0.753\t-1.152\t-0.153\t0.000\t0.843\t-1.168\t-1.641\t3.102\t0.966\t0.931\t0.983\t1.011\t1.082\t1.337\t2.137\n0\t1.834\t-0.687\t0.012\t0.957\t0.474\t1.776\t1.074\t-1.559\t0.000\t1.465\t-0.097\t-0.123\t2.215\t1.096\t-2.023\t1.515\t0.000\t1.209\t-1.077\t-0.136\t1.551\t0.830\t0.811\t0.988\t0.901\t0.761\t0.966\t0.860\n0\t0.561\t-1.760\t-1.367\t0.645\t0.888\t1.158\t-0.472\t-0.313\t1.087\t1.187\t-0.356\t1.701\t0.000\t1.095\t-0.723\t1.349\t0.000\t0.955\t-1.614\t0.056\t0.000\t1.034\t0.862\t0.980\t1.017\t0.783\t0.851\t0.766\n0\t1.046\t1.144\t-0.362\t1.288\t-0.562\t0.787\t-1.168\t1.053\t1.087\t0.687\t-1.225\t-1.687\t0.000\t0.760\t0.828\t1.108\t2.548\t1.014\t-0.449\t-0.392\t0.000\t1.078\t0.981\t0.995\t0.976\t1.202\t1.739\t1.575\n0\t0.847\t-0.348\t-0.207\t1.067\t-1.039\t0.582\t-1.844\t1.412\t0.000\t1.251\t-1.160\t-0.930\t2.215\t1.071\t0.508\t0.587\t0.000\t2.035\t-0.488\t0.878\t3.102\t2.372\t1.436\t0.984\t0.918\t1.504\t1.231\t1.099\n1\t0.840\t0.073\t0.640\t1.419\t0.600\t0.345\t-0.144\t1.611\t2.173\t1.259\t-0.909\t-1.073\t2.215\t0.474\t-1.535\t-1.588\t0.000\t1.147\t-1.068\t-0.142\t0.000\t0.801\t0.781\t0.987\t0.757\t0.752\t0.880\t0.762\n1\t1.074\t-0.135\t0.069\t0.593\t0.888\t0.989\t-0.873\t-0.524\t2.173\t0.599\t1.102\t0.970\t0.000\t0.794\t1.369\t1.713\t0.000\t1.083\t0.394\t-1.603\t3.102\t0.685\t0.600\t0.986\t0.899\t1.208\t1.125\t1.006\n0\t0.953\t-1.059\t-0.864\t0.925\t-0.357\t1.012\t-0.556\t0.423\t2.173\t0.796\t0.359\t1.715\t0.000\t0.465\t-0.881\t-1.696\t2.548\t0.445\t-0.174\t1.135\t0.000\t0.709\t1.159\t0.985\t0.661\t0.824\t0.840\t0.910\n0\t1.519\t0.204\t-1.361\t1.493\t-1.495\t1.843\t1.109\t0.476\t2.173\t0.903\t0.248\t-0.915\t2.215\t1.581\t0.730\t0.792\t0.000\t0.992\t1.545\t-0.194\t0.000\t0.914\t0.863\t0.991\t2.015\t1.992\t1.435\t1.141\n1\t0.439\t0.988\t0.008\t2.500\t-0.421\t0.509\t1.472\t0.973\t0.000\t0.772\t0.751\t1.632\t2.215\t0.779\t1.283\t1.725\t2.548\t0.508\t0.293\t-1.286\t0.000\t0.835\t0.632\t0.991\t0.982\t0.276\t0.917\t0.804\n1\t1.362\t1.360\t0.778\t1.545\t1.035\t1.002\t0.787\t-0.860\t2.173\t0.820\t0.859\t-0.323\t0.000\t0.508\t-0.438\t-0.073\t0.000\t1.133\t0.204\t1.614\t3.102\t0.762\t0.855\t0.990\t1.458\t0.945\t0.993\t0.903\n1\t0.639\t1.330\t-0.725\t1.630\t1.657\t2.171\t1.906\t0.107\t0.000\t1.605\t0.681\t1.631\t2.215\t0.788\t1.743\t-1.477\t0.000\t0.743\t-0.782\t-1.331\t0.000\t1.661\t1.239\t1.185\t1.403\t1.564\t1.090\t1.011\n1\t1.780\t0.330\t-0.093\t0.331\t-1.100\t1.341\t-0.144\t1.292\t2.173\t1.423\t1.336\t-0.205\t0.000\t1.350\t-0.181\t-1.256\t1.274\t0.966\t1.193\t1.495\t0.000\t1.317\t1.663\t0.991\t1.412\t1.253\t1.535\t1.259\n1\t0.393\t1.365\t1.576\t0.792\t-1.182\t1.192\t0.668\t-0.137\t2.173\t1.072\t0.375\t1.395\t0.000\t0.586\t-0.489\t0.568\t2.548\t0.704\t-0.223\t1.707\t0.000\t0.965\t0.737\t0.998\t1.088\t0.912\t0.823\t0.762\n1\t0.311\t-1.178\t0.766\t0.660\t-1.371\t0.764\t-0.327\t1.188\t2.173\t1.232\t-0.753\t-0.274\t2.215\t0.312\t1.222\t0.967\t0.000\t0.798\t0.346\t-0.818\t0.000\t0.611\t0.925\t0.987\t0.742\t1.420\t0.850\t0.725\n1\t1.192\t-1.240\t-0.664\t1.233\t1.285\t0.531\t-0.545\t-0.138\t2.173\t0.855\t-1.865\t1.417\t0.000\t0.971\t-1.377\t0.035\t0.000\t0.952\t-0.522\t-1.542\t1.551\t1.355\t0.991\t1.651\t1.034\t0.718\t0.772\t0.777\n0\t0.435\t0.373\t-1.099\t2.466\t-0.458\t1.032\t0.183\t0.983\t1.087\t0.601\t-0.639\t1.715\t0.000\t1.078\t1.516\t-1.276\t0.000\t1.663\t0.485\t0.669\t3.102\t1.857\t1.390\t0.989\t1.574\t0.477\t1.100\t1.123\n0\t0.489\t-0.560\t-0.287\t1.635\t-0.867\t0.447\t0.430\t0.168\t2.173\t1.026\t0.881\t1.484\t0.000\t0.699\t-0.317\t0.185\t2.548\t0.800\t-0.090\t1.413\t0.000\t0.629\t0.864\t0.987\t1.182\t0.280\t0.809\t1.025\n1\t0.805\t1.554\t-0.598\t1.345\t-1.659\t0.490\t1.458\t-0.087\t0.000\t0.746\t0.212\t-1.295\t2.215\t1.509\t0.636\t0.379\t0.000\t1.031\t0.314\t1.328\t1.551\t0.879\t0.896\t1.177\t0.900\t0.559\t0.776\t0.827\n0\t1.334\t-1.125\t1.309\t0.263\t-0.309\t0.487\t-1.430\t0.135\t0.000\t0.660\t0.410\t-1.008\t2.215\t0.430\t-0.294\t-1.517\t0.000\t0.384\t0.760\t0.142\t3.102\t0.954\t0.962\t0.984\t0.670\t0.407\t0.625\t0.628\n0\t1.466\t-1.111\t1.287\t2.576\t1.130\t1.982\t0.371\t-0.394\t0.000\t0.822\t-0.059\t1.675\t2.215\t0.875\t1.011\t-0.483\t0.000\t0.419\t1.416\t-1.234\t3.102\t0.911\t0.837\t0.979\t1.276\t0.591\t1.261\t1.893\n1\t0.869\t-0.329\t1.598\t0.669\t-0.111\t0.816\t-1.098\t-0.969\t0.000\t0.745\t-0.341\t-0.898\t0.000\t1.503\t0.346\t0.979\t2.548\t1.455\t0.121\t0.019\t3.102\t1.038\t1.001\t1.056\t0.722\t0.871\t0.703\t0.655\n1\t1.333\t1.213\t1.469\t0.725\t-1.231\t0.800\t0.517\t0.058\t2.173\t0.419\t-2.324\t-0.905\t0.000\t0.953\t0.766\t-1.631\t0.000\t0.778\t0.750\t-0.763\t3.102\t2.419\t1.525\t0.993\t1.095\t0.585\t1.170\t1.129\n0\t1.927\t1.637\t0.422\t0.302\t0.328\t1.063\t-0.364\t-1.678\t0.000\t1.436\t1.680\t-0.055\t0.000\t2.099\t0.430\t-1.366\t1.274\t0.597\t-0.325\t1.477\t0.000\t0.357\t0.944\t1.001\t1.507\t0.930\t0.950\t1.069\n1\t0.650\t0.699\t-0.098\t0.861\t-0.605\t1.050\t-0.275\t1.510\t0.000\t0.973\t0.562\t1.205\t0.000\t1.555\t0.493\t-0.402\t2.548\t1.143\t-0.856\t-0.131\t3.102\t0.982\t1.050\t0.986\t0.802\t0.918\t0.996\t1.174\n1\t0.424\t-0.694\t1.732\t1.077\t-1.672\t0.697\t1.163\t-0.407\t0.000\t0.763\t0.606\t0.867\t2.215\t0.746\t1.843\t0.088\t0.000\t0.834\t-0.409\t-1.489\t3.102\t0.798\t0.994\t0.989\t0.720\t0.744\t1.057\t1.630\n0\t1.416\t-0.247\t1.096\t0.743\t0.092\t0.898\t0.816\t0.945\t2.173\t1.650\t0.240\t-1.197\t0.000\t1.268\t-0.115\t-0.495\t2.548\t1.180\t-0.074\t-1.668\t0.000\t0.809\t0.967\t1.116\t0.917\t1.438\t1.058\t0.982\n1\t0.895\t-1.225\t-1.193\t1.138\t-0.531\t0.812\t-0.412\t1.030\t2.173\t0.771\t0.885\t0.526\t2.215\t0.561\t-0.913\t-1.698\t0.000\t0.872\t-0.199\t-0.563\t0.000\t0.725\t0.955\t0.993\t1.335\t0.976\t1.333\t1.023\n1\t0.852\t0.515\t0.282\t0.285\t-0.301\t0.696\t-0.385\t-0.909\t2.173\t0.706\t0.717\t-0.185\t0.000\t1.395\t-0.472\t1.702\t2.548\t0.906\t1.105\t0.834\t0.000\t0.884\t1.115\t0.990\t0.910\t0.874\t0.927\t0.814\n1\t0.725\t-1.110\t-0.840\t0.824\t1.371\t0.477\t-0.265\t0.721\t0.000\t1.081\t-0.928\t-1.331\t2.215\t0.996\t2.482\t-0.203\t0.000\t2.149\t0.164\t0.240\t0.000\t0.746\t0.612\t0.989\t0.649\t0.761\t0.846\t0.767\n0\t1.464\t-0.882\t-1.234\t1.799\t1.631\t0.634\t-0.446\t0.391\t0.000\t0.789\t0.238\t1.689\t2.215\t1.198\t-0.880\t-0.195\t0.000\t1.567\t2.331\t0.760\t0.000\t0.890\t0.919\t1.193\t0.906\t1.225\t1.078\t1.053\n1\t1.383\t-0.559\t-1.567\t2.071\t-1.593\t1.012\t1.868\t0.643\t0.000\t0.542\t-0.730\t-0.841\t0.000\t1.768\t-0.991\t-0.381\t2.548\t0.854\t-0.274\t0.621\t0.000\t0.879\t0.797\t0.995\t1.582\t1.411\t1.205\t0.962\n1\t0.685\t-2.266\t0.131\t1.021\t-1.211\t1.119\t-1.195\t1.413\t2.173\t1.132\t-1.278\t0.217\t2.215\t0.847\t-1.743\t-0.462\t0.000\t1.192\t-1.472\t-0.940\t0.000\t0.522\t0.995\t1.084\t0.993\t1.463\t1.023\t0.818\n0\t0.690\t0.819\t0.605\t0.214\t0.684\t0.735\t-0.101\t-1.670\t0.000\t1.343\t0.341\t-0.849\t2.215\t1.068\t-0.258\t0.192\t2.548\t0.756\t2.064\t0.693\t0.000\t0.275\t1.230\t0.982\t0.994\t1.106\t1.073\t0.943\n1\t1.682\t-0.221\t1.179\t1.701\t0.565\t2.008\t-0.450\t-1.437\t0.000\t1.325\t-0.427\t0.268\t2.215\t1.312\t0.222\t0.744\t0.000\t2.042\t0.521\t-1.248\t0.000\t0.918\t1.018\t1.231\t0.952\t0.832\t1.140\t1.144\n1\t0.323\t1.083\t-1.132\t1.769\t-0.368\t0.976\t-0.403\t0.707\t1.087\t1.034\t-0.152\t1.513\t2.215\t0.701\t-0.297\t-0.541\t0.000\t0.591\t-0.383\t-1.178\t0.000\t0.518\t0.819\t0.993\t1.090\t0.998\t0.960\t0.753\n1\t0.437\t1.255\t0.864\t1.663\t-1.110\t1.156\t1.154\t0.529\t2.173\t0.984\t0.059\t1.704\t0.000\t0.507\t0.738\t-0.949\t0.000\t0.650\t0.424\t-0.420\t3.102\t0.848\t0.660\t1.156\t1.240\t0.757\t0.845\t0.831\n0\t0.418\t0.510\t1.657\t1.129\t0.147\t0.747\t1.242\t-0.132\t0.000\t1.307\t1.336\t1.542\t2.215\t1.004\t0.559\t-0.694\t0.000\t1.248\t-0.149\t-1.172\t1.551\t0.910\t0.986\t0.987\t0.934\t1.234\t0.998\t0.850\n0\t0.825\t1.625\t1.420\t0.976\t0.629\t0.939\t0.213\t-0.717\t2.173\t0.309\t0.544\t-0.961\t2.215\t0.593\t2.447\t0.626\t0.000\t0.702\t-0.144\t0.584\t0.000\t0.809\t0.852\t0.986\t0.660\t0.220\t0.774\t0.675\n1\t0.616\t0.460\t-0.636\t0.517\t1.071\t0.792\t0.634\t0.672\t0.000\t1.066\t0.274\t0.166\t0.000\t0.908\t-0.077\t-1.740\t2.548\t1.324\t0.862\t-0.994\t3.102\t0.930\t1.098\t0.988\t0.771\t0.719\t0.858\t0.754\n0\t1.706\t-0.782\t1.019\t0.541\t0.232\t0.697\t-0.927\t1.636\t1.087\t0.511\t0.559\t-1.243\t0.000\t0.867\t1.762\t-0.874\t0.000\t1.260\t-1.286\t-0.111\t0.000\t0.820\t0.838\t0.987\t0.794\t1.072\t1.034\t1.129\n0\t1.156\t0.245\t0.911\t0.656\t-0.040\t0.733\t1.714\t-1.412\t0.000\t0.918\t-1.427\t-1.586\t0.000\t1.412\t-1.054\t-0.314\t2.548\t2.424\t-0.701\t0.651\t3.102\t0.825\t0.909\t0.982\t0.763\t1.104\t0.854\t0.850\n1\t1.053\t0.575\t-0.351\t0.275\t1.049\t0.869\t1.137\t-1.556\t2.173\t0.784\t-0.192\t1.121\t0.000\t0.737\t1.381\t0.257\t0.000\t0.803\t-0.695\t0.205\t0.000\t0.830\t0.865\t0.985\t1.014\t0.790\t0.875\t0.771\n0\t1.064\t-0.335\t-0.335\t0.990\t1.396\t2.076\t-0.748\t-0.152\t1.087\t1.820\t-0.707\t1.583\t0.000\t1.372\t-0.310\t1.299\t0.000\t1.124\t-1.059\t-1.269\t3.102\t0.773\t0.891\t1.422\t1.354\t1.430\t1.512\t1.234\n1\t0.401\t0.609\t-0.829\t0.718\t0.151\t0.636\t2.561\t-0.757\t0.000\t1.013\t0.470\t1.396\t0.000\t1.320\t-0.779\t-0.747\t2.548\t1.228\t-1.153\t1.466\t3.102\t0.810\t1.017\t0.988\t1.630\t0.924\t1.427\t1.199\n0\t0.664\t-0.231\t0.695\t0.483\t-1.531\t0.798\t0.855\t-0.095\t2.173\t0.963\t-0.941\t1.474\t2.215\t0.904\t-2.099\t-1.225\t0.000\t0.445\t-1.466\t1.006\t0.000\t0.662\t0.788\t0.992\t0.823\t1.858\t1.362\t1.151\n0\t0.729\t-0.868\t0.536\t0.921\t-0.171\t1.066\t0.649\t0.139\t2.173\t2.081\t-0.874\t-1.616\t2.215\t1.005\t-2.073\t-0.629\t0.000\t1.344\t-1.217\t1.327\t0.000\t0.975\t1.272\t0.985\t0.808\t2.888\t1.687\t1.344\n1\t1.248\t0.981\t0.711\t1.717\t0.664\t0.414\t1.352\t-0.738\t2.173\t1.052\t1.446\t1.714\t0.000\t0.930\t-1.834\t-0.531\t0.000\t0.776\t1.133\t0.110\t0.000\t1.170\t0.941\t0.996\t0.979\t0.628\t0.907\t0.829\n0\t0.844\t-0.803\t1.380\t0.253\t-0.546\t1.404\t-0.079\t-1.584\t0.000\t1.493\t-0.961\t0.027\t1.107\t1.636\t-0.029\t0.043\t2.548\t0.735\t0.553\t1.268\t0.000\t1.025\t1.524\t0.992\t1.024\t0.826\t1.322\t1.043\n1\t0.479\t-0.725\t0.590\t2.003\t0.007\t0.902\t2.292\t-0.915\t0.000\t1.512\t1.013\t1.357\t2.215\t0.566\t0.358\t1.408\t0.000\t0.880\t1.114\t0.277\t3.102\t0.642\t0.715\t0.984\t1.601\t0.875\t1.831\t1.428\n1\t0.537\t-0.241\t0.591\t0.270\t-0.989\t1.145\t-1.268\t0.819\t2.173\t0.802\t-0.345\t-1.482\t0.000\t0.727\t-0.691\t-0.805\t2.548\t0.413\t-0.911\t-1.612\t0.000\t0.903\t0.721\t0.992\t1.472\t1.170\t1.035\t0.891\n1\t0.612\t-1.829\t1.678\t0.552\t-0.283\t0.943\t-0.557\t-0.789\t2.173\t1.378\t-0.989\t1.252\t2.215\t0.836\t-2.241\t0.557\t0.000\t0.931\t-0.463\t0.095\t0.000\t0.916\t0.970\t0.991\t0.804\t1.662\t1.026\t0.835\n0\t2.949\t0.811\t-0.457\t0.658\t1.456\t0.995\t0.879\t-1.022\t2.173\t1.296\t0.246\t1.119\t0.000\t1.144\t0.656\t1.451\t2.548\t2.096\t0.860\t0.707\t0.000\t1.158\t0.851\t1.907\t1.159\t1.057\t1.042\t1.134\n0\t0.891\t-0.762\t0.792\t0.829\t-1.319\t0.535\t-0.727\t-0.906\t2.173\t0.407\t-2.079\t-1.269\t0.000\t0.856\t-1.094\t0.412\t2.548\t0.821\t-1.518\t0.885\t0.000\t0.873\t0.742\t1.126\t0.719\t0.807\t0.617\t0.578\n0\t1.248\t-0.447\t-0.304\t0.772\t-1.134\t1.085\t0.649\t1.356\t0.000\t1.004\t0.430\t0.639\t2.215\t1.350\t0.924\t-0.639\t0.000\t0.595\t-0.743\t-1.520\t3.102\t2.156\t1.367\t0.988\t1.003\t0.820\t0.976\t0.944\n1\t0.420\t2.058\t-0.506\t1.262\t0.833\t0.695\t0.002\t-0.567\t2.173\t0.373\t0.776\t-0.834\t0.000\t0.953\t-1.615\t0.929\t0.000\t0.737\t-1.222\t-1.297\t1.551\t1.781\t1.078\t0.989\t1.698\t0.764\t1.604\t1.736\n0\t1.374\t0.140\t-0.684\t0.030\t-1.145\t0.430\t-0.240\t-1.364\t0.000\t1.293\t-0.216\t0.566\t0.000\t1.593\t0.428\t1.125\t2.548\t0.683\t1.307\t-1.154\t0.000\t0.871\t0.962\t0.657\t0.466\t1.018\t0.739\t0.679\n0\t1.773\t0.222\t-0.089\t1.547\t-0.695\t0.532\t-1.432\t1.563\t0.000\t1.905\t0.669\t1.082\t0.000\t0.883\t0.030\t-1.064\t2.548\t0.748\t-0.810\t-0.657\t0.000\t0.905\t0.828\t1.191\t0.748\t0.379\t0.576\t0.773\n0\t0.598\t-0.766\t-1.703\t0.239\t-1.381\t0.277\t-0.584\t0.222\t1.087\t0.526\t0.597\t-0.065\t2.215\t0.403\t2.198\t-1.191\t0.000\t0.674\t0.695\t0.756\t0.000\t0.756\t0.831\t0.974\t0.688\t0.387\t0.546\t0.575\n1\t1.806\t0.111\t-0.461\t0.862\t0.321\t1.045\t1.139\t1.127\t2.173\t0.375\t1.051\t-0.670\t0.000\t0.593\t0.224\t1.574\t1.274\t0.460\t2.137\t-1.490\t0.000\t0.571\t0.888\t1.120\t0.832\t0.598\t0.971\t0.844\n1\t1.190\t-0.245\t-1.345\t1.290\t-1.183\t1.205\t0.602\t0.877\t2.173\t0.339\t2.125\t0.830\t0.000\t1.233\t0.268\t-0.045\t2.548\t0.626\t-0.883\t0.082\t0.000\t0.953\t1.060\t0.977\t1.025\t1.148\t1.084\t0.890\n0\t0.535\t1.078\t-0.160\t1.198\t0.640\t1.029\t0.636\t1.291\t2.173\t0.966\t1.269\t-0.633\t2.215\t1.299\t-0.293\t-0.562\t0.000\t1.166\t0.221\t-1.674\t0.000\t1.072\t1.021\t0.992\t1.192\t1.529\t1.014\t0.878\n0\t2.409\t-0.060\t-1.559\t1.080\t0.099\t0.602\t2.163\t0.643\t0.000\t0.974\t-0.823\t0.122\t2.215\t1.067\t-0.799\t-1.157\t2.548\t0.924\t-0.568\t1.211\t0.000\t0.818\t0.768\t2.228\t1.479\t0.990\t1.047\t0.892\n1\t0.501\t0.046\t0.612\t0.933\t-1.190\t0.799\t0.680\t0.679\t0.000\t0.637\t1.285\t-1.433\t0.000\t0.540\t1.341\t-0.400\t0.000\t1.290\t0.181\t0.276\t3.102\t1.086\t0.876\t0.988\t0.718\t0.597\t0.587\t0.643\n0\t0.670\t-1.361\t1.200\t0.293\t-0.196\t0.519\t1.010\t-1.116\t0.000\t0.770\t-0.157\t1.563\t2.215\t0.690\t0.707\t0.000\t0.000\t1.348\t-1.675\t0.352\t0.000\t0.919\t0.959\t0.985\t0.691\t0.722\t0.807\t0.742\n1\t1.531\t-0.285\t-1.141\t0.560\t0.651\t1.803\t0.620\t0.358\t1.087\t1.910\t0.260\t-1.711\t0.000\t0.619\t0.571\t-0.380\t2.548\t0.576\t1.330\t-0.730\t0.000\t1.438\t1.061\t1.282\t1.589\t0.813\t1.254\t1.131\n1\t0.755\t0.479\t0.080\t1.012\t1.160\t0.525\t-0.201\t-1.567\t1.087\t0.495\t1.542\t-1.523\t0.000\t0.815\t-1.232\t-0.201\t2.548\t1.126\t1.008\t-0.029\t0.000\t0.966\t1.011\t1.002\t0.997\t0.914\t0.976\t0.852\n1\t0.744\t0.002\t-0.444\t0.592\t0.883\t1.899\t-0.348\t0.423\t0.000\t0.909\t2.561\t-1.191\t0.000\t2.154\t0.573\t-1.670\t2.548\t1.717\t-0.449\t-0.339\t0.000\t0.872\t0.823\t0.982\t1.118\t0.866\t0.843\t0.765\n1\t0.547\t-0.885\t-1.384\t1.065\t0.113\t0.602\t-0.335\t0.744\t1.087\t1.408\t-0.149\t1.494\t0.000\t1.212\t0.808\t-0.582\t1.274\t0.883\t-0.344\t-1.045\t0.000\t1.111\t0.976\t1.031\t1.061\t1.209\t0.931\t0.868\n1\t1.454\t0.157\t0.903\t1.814\t-0.021\t0.765\t1.432\t-1.321\t1.087\t0.954\t0.535\t-0.005\t0.000\t1.469\t-1.334\t-0.952\t0.000\t0.915\t0.615\t-1.529\t3.102\t2.556\t1.641\t1.663\t1.618\t0.360\t1.439\t1.342\n0\t1.427\t0.261\t0.237\t0.230\t-0.665\t1.018\t0.458\t-1.631\t2.173\t0.683\t2.535\t0.201\t0.000\t0.795\t0.912\t-1.164\t2.548\t0.508\t0.847\t0.217\t0.000\t0.687\t0.924\t0.990\t0.768\t0.551\t0.787\t0.711\n1\t0.628\t-1.305\t0.374\t1.051\t1.120\t0.369\t-0.104\t1.621\t0.000\t0.969\t-0.148\t-1.204\t2.215\t1.134\t0.777\t-0.680\t0.000\t1.242\t0.774\t0.454\t0.000\t1.057\t1.013\t0.984\t0.615\t0.709\t0.899\t1.028\n0\t0.447\t-0.446\t-1.740\t0.436\t-1.175\t1.253\t0.355\t-0.135\t2.173\t0.985\t-2.165\t-1.653\t0.000\t1.154\t-1.600\t1.051\t0.000\t1.134\t-1.708\t-0.985\t0.000\t0.790\t1.485\t0.992\t1.733\t0.572\t1.657\t1.343\n1\t1.326\t1.209\t1.193\t0.864\t0.525\t0.442\t-0.085\t-0.105\t0.000\t0.838\t-0.694\t1.523\t2.215\t0.991\t-0.546\t-0.533\t2.548\t1.257\t-1.497\t-0.950\t0.000\t0.672\t0.954\t0.989\t1.177\t0.931\t0.976\t0.822\n1\t1.126\t-0.333\t-1.289\t0.469\t-1.625\t1.061\t-1.032\t0.407\t2.173\t0.793\t-0.931\t1.538\t2.215\t0.416\t-0.053\t-1.005\t0.000\t0.628\t0.498\t0.029\t0.000\t0.490\t0.899\t0.981\t0.635\t1.151\t0.860\t0.752\n1\t1.216\t-2.332\t1.277\t0.179\t-1.732\t0.591\t-1.144\t-0.693\t0.000\t1.010\t-0.393\t-1.199\t2.215\t0.496\t0.410\t1.523\t2.548\t0.878\t-0.578\t0.170\t0.000\t0.904\t0.765\t0.981\t1.140\t0.582\t0.862\t0.776\n1\t1.261\t-0.304\t0.338\t1.056\t-0.260\t2.285\t-2.057\t0.603\t0.000\t2.335\t-0.612\t-0.983\t2.215\t1.680\t-0.733\t-1.497\t2.548\t1.715\t-0.059\t-1.702\t0.000\t4.440\t2.977\t0.993\t1.358\t0.958\t2.343\t1.854\n0\t0.403\t-1.388\t0.173\t0.641\t1.020\t0.539\t0.510\t-1.033\t0.000\t0.740\t-1.074\t-1.261\t2.215\t1.017\t0.485\t1.201\t2.548\t0.666\t-0.358\t1.146\t0.000\t0.952\t0.916\t0.996\t0.843\t1.118\t0.905\t0.803\n1\t0.822\t0.391\t-1.279\t0.727\t1.719\t0.538\t0.858\t-0.033\t0.000\t0.794\t-0.250\t1.243\t1.107\t1.194\t-0.571\t0.242\t2.548\t0.988\t1.036\t-0.895\t0.000\t0.808\t1.078\t0.990\t0.948\t0.835\t0.950\t0.878\n1\t1.644\t0.072\t-0.242\t0.865\t-0.047\t1.376\t0.837\t-1.131\t1.087\t0.796\t0.724\t1.371\t2.215\t0.977\t0.678\t0.713\t0.000\t0.443\t0.967\t0.446\t0.000\t0.921\t0.875\t0.976\t1.298\t1.195\t1.049\t0.973\n0\t0.846\t-0.177\t0.966\t0.747\t-1.374\t1.899\t-0.695\t0.158\t0.000\t2.111\t0.577\t-1.351\t0.000\t0.368\t-1.144\t-0.027\t0.000\t1.817\t-0.982\t1.235\t3.102\t0.491\t0.730\t0.989\t0.694\t0.519\t0.800\t0.770\n0\t0.565\t0.888\t-1.468\t0.909\t-0.716\t0.725\t0.752\t1.159\t2.173\t0.665\t-0.011\t-1.322\t0.000\t1.704\t0.247\t-0.119\t2.548\t0.686\t-0.947\t0.826\t0.000\t0.974\t0.991\t0.984\t0.839\t1.311\t0.883\t0.790\n1\t1.101\t-0.071\t-0.113\t0.707\t1.039\t0.621\t-0.828\t-0.119\t0.000\t1.051\t0.011\t1.564\t2.215\t0.592\t1.143\t-1.206\t2.548\t0.508\t-1.249\t-1.307\t0.000\t0.807\t1.045\t1.054\t0.891\t0.750\t0.830\t0.756\n0\t0.546\t-0.495\t0.337\t1.251\t-1.362\t0.963\t-0.128\t1.330\t0.000\t1.587\t-0.616\t-0.327\t2.215\t1.991\t1.908\t0.143\t0.000\t1.093\t-1.047\t-1.531\t3.102\t0.766\t0.841\t1.144\t0.990\t1.117\t1.104\t0.914\n0\t0.594\t0.790\t-0.860\t1.312\t1.255\t0.920\t-0.057\t-0.961\t2.173\t1.263\t0.288\t0.690\t2.215\t0.692\t0.693\t-0.541\t0.000\t0.668\t1.808\t0.875\t0.000\t0.919\t1.015\t1.154\t1.062\t1.606\t0.991\t0.875\n0\t1.799\t-1.747\t-0.641\t0.529\t1.738\t0.625\t-1.521\t1.098\t0.000\t0.530\t-0.657\t-0.260\t2.215\t1.192\t-0.706\t-1.529\t1.274\t1.121\t-2.079\t0.597\t0.000\t0.848\t0.966\t1.135\t0.924\t0.770\t0.811\t0.813\n0\t1.904\t0.013\t0.734\t0.936\t1.332\t0.468\t-2.108\t-1.264\t0.000\t1.020\t-0.022\t-0.804\t2.215\t0.339\t-1.191\t0.684\t0.000\t0.613\t-0.739\t-0.135\t0.000\t0.882\t1.101\t0.986\t0.752\t0.354\t0.799\t0.908\n0\t0.529\t-1.709\t1.061\t0.860\t0.300\t0.696\t2.226\t1.022\t0.000\t0.944\t1.794\t-0.681\t0.000\t0.520\t-2.153\t-0.440\t0.000\t0.897\t0.001\t-1.046\t1.551\t0.983\t0.932\t0.996\t0.745\t0.574\t0.633\t0.616\n1\t1.948\t0.490\t-1.236\t0.703\t-0.706\t0.718\t0.647\t0.421\t1.087\t0.629\t1.184\t1.540\t0.000\t0.462\t1.617\t0.284\t0.000\t1.269\t0.373\t1.042\t1.551\t0.784\t0.791\t0.999\t0.948\t0.546\t0.857\t0.751\n1\t0.450\t1.186\t0.304\t1.164\t1.652\t0.779\t-0.545\t-1.735\t1.087\t1.602\t0.800\t-0.271\t2.215\t0.757\t-0.473\t-0.252\t0.000\t1.073\t0.488\t1.307\t0.000\t1.138\t0.988\t0.985\t1.173\t2.006\t1.272\t1.067\n0\t2.894\t-0.523\t1.368\t1.396\t1.541\t0.985\t0.182\t-0.838\t0.000\t1.697\t0.172\t-0.472\t0.000\t1.682\t-0.226\t0.784\t0.000\t1.072\t-0.376\t-0.161\t1.551\t0.933\t0.688\t1.001\t0.897\t0.217\t0.808\t0.874\n1\t0.736\t-0.112\t-0.629\t0.656\t1.114\t0.894\t0.153\t-1.400\t0.000\t1.739\t0.729\t0.414\t2.215\t0.980\t0.822\t-0.823\t0.000\t0.886\t1.090\t-0.520\t3.102\t0.944\t0.885\t0.989\t0.939\t0.893\t1.000\t0.834\n0\t1.233\t-1.565\t-0.693\t0.616\t-1.021\t0.596\t-0.842\t1.698\t0.000\t0.840\t-0.009\t0.860\t2.215\t1.340\t-0.875\t0.463\t2.548\t0.714\t-0.878\t-0.786\t0.000\t0.788\t0.934\t0.985\t1.117\t0.683\t0.865\t0.771\n0\t0.342\t-1.382\t0.717\t1.717\t-0.962\t0.557\t2.094\t0.791\t0.000\t0.383\t-0.280\t1.280\t2.215\t0.461\t0.811\t0.101\t0.000\t0.820\t-0.220\t-1.581\t3.102\t0.842\t0.665\t1.059\t0.774\t0.270\t0.560\t0.601\n0\t1.008\t0.642\t0.945\t0.575\t-0.294\t0.886\t0.419\t-1.434\t2.173\t0.812\t0.100\t0.478\t2.215\t0.567\t0.986\t-0.167\t0.000\t0.389\t0.025\t-1.192\t0.000\t0.503\t0.663\t0.985\t0.595\t1.250\t0.750\t0.611\n1\t1.656\t0.172\t-0.791\t0.337\t0.718\t0.584\t-1.250\t1.354\t1.087\t0.248\t-0.550\t1.706\t0.000\t0.756\t-0.462\t-0.235\t0.000\t0.470\t0.660\t1.166\t3.102\t0.655\t0.722\t1.012\t0.618\t0.681\t0.734\t0.612\n1\t0.587\t-0.346\t-1.266\t0.921\t0.391\t0.774\t-0.484\t1.570\t0.000\t0.799\t0.712\t-1.272\t0.000\t0.605\t2.459\t-0.785\t0.000\t0.704\t-0.364\t0.292\t3.102\t0.836\t1.027\t1.016\t0.568\t0.265\t0.599\t0.723\n1\t1.068\t-0.668\t0.501\t0.071\t-0.769\t0.378\t-1.749\t-1.357\t0.000\t0.644\t-2.378\t1.233\t0.000\t1.374\t-0.612\t-0.577\t2.548\t0.435\t-1.289\t1.625\t0.000\t0.840\t0.769\t0.990\t0.834\t0.606\t0.769\t0.804\n0\t0.523\t-1.018\t-1.124\t0.510\t1.477\t0.908\t-0.347\t0.935\t1.087\t0.799\t-0.304\t-0.601\t0.000\t0.956\t1.016\t-0.948\t2.548\t0.932\t0.004\t0.435\t0.000\t0.921\t1.030\t0.983\t0.751\t1.480\t0.889\t0.766\n0\t0.345\t1.548\t0.043\t1.686\t-1.351\t1.395\t-0.953\t1.297\t0.000\t0.882\t0.610\t0.186\t2.215\t1.432\t0.071\t-0.646\t0.000\t0.883\t-0.240\t0.844\t0.000\t0.891\t0.845\t1.004\t1.046\t0.771\t0.952\t1.328\n1\t2.088\t1.289\t0.858\t0.958\t0.457\t0.832\t1.065\t-0.915\t0.000\t0.904\t0.807\t-1.475\t2.215\t0.612\t1.031\t-0.298\t2.548\t0.380\t0.065\t0.125\t0.000\t0.824\t0.721\t1.001\t0.765\t0.700\t0.800\t0.785\n0\t2.507\t-0.757\t-0.963\t2.588\t-0.874\t2.588\t0.703\t0.872\t1.087\t0.399\t0.679\t0.585\t0.000\t0.513\t0.764\t-1.120\t2.548\t0.772\t-0.089\t0.665\t0.000\t0.304\t0.573\t0.983\t0.830\t1.403\t2.159\t1.557\n1\t0.407\t-1.400\t0.338\t1.440\t0.913\t1.143\t-1.127\t-1.181\t2.173\t0.997\t0.861\t-0.977\t0.000\t0.678\t-0.857\t-0.348\t0.000\t2.496\t0.568\t0.819\t3.102\t0.838\t1.151\t0.982\t1.357\t2.546\t1.371\t1.172\n0\t0.628\t-1.674\t-0.693\t0.793\t1.374\t0.653\t-0.211\t-0.844\t0.000\t1.081\t0.371\t0.898\t0.000\t0.811\t-0.322\t0.071\t2.548\t0.682\t-0.001\t1.643\t1.551\t0.793\t0.744\t0.987\t0.798\t0.571\t0.694\t0.686\n1\t1.464\t0.279\t-0.404\t0.690\t-1.184\t1.603\t0.269\t0.842\t2.173\t1.519\t-1.421\t-0.299\t0.000\t1.235\t0.757\t-0.221\t0.000\t3.206\t-1.055\t-1.630\t0.000\t0.949\t1.021\t0.990\t1.455\t0.852\t1.320\t1.224\n0\t0.759\t-0.775\t1.341\t0.344\t-1.499\t0.698\t-0.226\t0.215\t2.173\t0.617\t-1.174\t1.444\t2.215\t1.060\t1.074\t-0.358\t0.000\t0.711\t0.508\t-0.504\t0.000\t0.304\t0.804\t0.993\t0.699\t0.995\t0.876\t0.789\n0\t0.829\t1.170\t-0.587\t0.902\t-1.469\t1.067\t0.519\t-1.454\t1.087\t1.056\t1.053\t1.045\t0.000\t1.290\t1.516\t-0.021\t0.000\t1.033\t0.535\t0.481\t3.102\t1.282\t0.819\t0.986\t0.716\t1.096\t0.801\t0.734\n1\t1.283\t-0.249\t0.742\t1.618\t0.947\t0.486\t-1.422\t-0.534\t0.000\t1.031\t-0.424\t-1.070\t0.000\t0.535\t-1.120\t0.696\t0.000\t0.414\t-1.397\t-1.653\t0.000\t0.826\t0.592\t0.993\t0.820\t0.243\t0.618\t0.616\n1\t0.492\t0.549\t0.341\t1.355\t0.763\t2.219\t-1.413\t-0.549\t0.000\t2.157\t0.611\t1.441\t2.215\t0.788\t0.099\t-1.421\t0.000\t1.411\t0.353\t0.957\t3.102\t2.621\t2.345\t0.979\t1.323\t0.686\t2.305\t2.299\n1\t1.218\t0.527\t0.882\t0.262\t-0.059\t0.481\t1.531\t-1.516\t0.000\t0.338\t1.167\t0.229\t0.000\t0.588\t-1.582\t-1.327\t2.548\t0.570\t0.371\t0.122\t3.102\t0.868\t0.627\t0.990\t0.934\t0.724\t0.859\t0.771\n0\t0.981\t0.952\t0.703\t0.816\t1.731\t0.980\t-0.480\t1.596\t2.173\t0.511\t-0.823\t-0.139\t0.000\t1.812\t0.719\t-0.131\t2.548\t0.722\t-0.029\t-1.287\t0.000\t0.756\t0.959\t0.991\t1.108\t2.009\t1.119\t0.945\n1\t0.995\t1.532\t-0.700\t0.369\t-1.635\t1.041\t1.730\t1.485\t0.000\t1.488\t1.033\t0.378\t1.107\t0.679\t-0.078\t0.572\t0.000\t1.365\t0.476\t-1.010\t0.000\t1.003\t0.907\t0.983\t0.512\t0.831\t0.687\t0.634\n1\t1.149\t0.211\t0.669\t0.173\t1.675\t2.568\t-0.941\t-0.965\t0.000\t2.653\t-0.095\t1.242\t1.107\t1.790\t-1.989\t0.370\t0.000\t0.947\t-0.686\t0.260\t3.102\t3.344\t2.009\t0.989\t0.930\t1.229\t2.008\t1.541\n1\t0.368\t-0.662\t-0.424\t0.591\t-1.015\t0.803\t0.723\t1.073\t2.173\t1.028\t0.283\t0.235\t2.215\t0.846\t-1.172\t-0.593\t0.000\t0.887\t-0.107\t-1.491\t0.000\t0.906\t1.085\t0.985\t1.970\t0.963\t1.474\t1.180\n0\t0.790\t-0.202\t0.020\t1.301\t-1.325\t0.967\t0.183\t0.786\t2.173\t0.371\t1.794\t0.190\t0.000\t1.071\t0.977\t-1.039\t2.548\t0.460\t0.011\t-1.575\t0.000\t0.780\t0.872\t1.315\t0.933\t1.392\t0.950\t0.803\n0\t1.416\t0.944\t-0.630\t2.342\t-1.052\t1.215\t1.634\t0.733\t0.000\t0.783\t0.834\t0.494\t2.215\t1.201\t0.663\t-1.574\t1.274\t1.070\t1.429\t1.226\t0.000\t0.749\t0.736\t0.995\t0.835\t0.989\t0.888\t1.110\n1\t0.796\t1.070\t0.404\t1.290\t0.998\t0.995\t-0.250\t-0.249\t0.000\t0.904\t-2.881\t-1.447\t0.000\t0.993\t1.766\t-0.909\t0.000\t0.790\t-1.002\t-1.703\t0.000\t1.129\t1.397\t0.995\t0.669\t0.554\t1.288\t1.448\n1\t0.676\t-1.062\t-1.710\t1.258\t0.175\t0.790\t-0.031\t-0.911\t0.000\t0.296\t0.387\t1.288\t0.000\t0.668\t1.123\t-1.587\t0.000\t1.435\t-0.713\t0.888\t3.102\t0.967\t0.927\t1.267\t0.755\t0.442\t0.717\t0.717\n1\t1.412\t-1.356\t-0.659\t0.778\t-1.675\t1.062\t-1.669\t0.612\t0.000\t0.729\t-1.263\t1.508\t2.215\t0.269\t-1.139\t0.246\t2.548\t0.468\t-0.557\t-0.825\t0.000\t1.107\t0.894\t1.150\t0.606\t0.427\t0.541\t0.652\n1\t1.847\t0.374\t1.454\t1.345\t0.977\t0.724\t-0.296\t-0.401\t2.173\t0.630\t0.358\t-0.516\t2.215\t0.458\t0.211\t0.708\t0.000\t1.136\t1.224\t-0.794\t0.000\t0.937\t0.961\t0.993\t1.042\t0.353\t0.979\t0.850\n0\t1.673\t1.448\t0.804\t0.860\t-1.162\t0.598\t0.251\t-1.130\t2.173\t0.528\t1.805\t-1.403\t0.000\t0.603\t1.127\t0.326\t0.000\t1.042\t0.129\t-0.089\t3.102\t0.907\t0.905\t1.629\t1.075\t0.675\t0.895\t0.771\n1\t1.677\t0.192\t0.934\t1.398\t0.205\t0.940\t0.460\t-0.784\t2.173\t0.517\t1.215\t-1.356\t2.215\t1.036\t-1.322\t-0.710\t0.000\t0.868\t-0.274\t1.541\t0.000\t0.963\t1.007\t1.294\t1.079\t0.653\t0.988\t0.855\n0\t0.727\t-1.847\t0.471\t0.702\t1.324\t0.706\t-0.526\t-1.372\t2.173\t0.729\t-0.646\t0.881\t1.107\t1.158\t-0.217\t-0.447\t0.000\t0.751\t0.423\t-0.072\t0.000\t0.889\t0.888\t0.994\t0.897\t0.948\t0.693\t0.710\n0\t0.701\t0.098\t1.256\t1.258\t0.532\t0.731\t-0.094\t-0.565\t1.087\t0.702\t1.544\t0.820\t0.000\t0.833\t0.119\t-1.428\t2.548\t0.943\t0.991\t-1.127\t0.000\t1.064\t0.910\t0.995\t1.061\t0.691\t0.815\t0.792\n0\t2.237\t-0.619\t-0.890\t0.918\t-0.631\t0.446\t0.364\t1.217\t0.000\t0.690\t-0.784\t1.407\t0.000\t1.159\t-0.366\t0.217\t2.548\t0.548\t-0.579\t1.099\t3.102\t0.759\t0.899\t0.998\t0.772\t0.443\t0.732\t0.810\n0\t0.297\t2.165\t-1.474\t0.794\t-0.278\t1.329\t0.977\t-1.032\t2.173\t0.900\t-0.297\t1.494\t2.215\t2.527\t0.610\t0.663\t0.000\t0.535\t-2.451\t-0.075\t0.000\t3.883\t2.299\t0.977\t0.830\t1.656\t2.025\t1.558\n0\t1.389\t0.383\t0.957\t1.272\t1.351\t0.955\t1.338\t0.420\t1.087\t1.271\t0.848\t-1.272\t0.000\t1.451\t1.002\t-0.790\t0.000\t1.699\t0.142\t-0.515\t3.102\t0.909\t0.930\t0.986\t1.341\t1.313\t1.107\t1.174\n0\t0.725\t0.315\t-0.538\t0.329\t0.509\t0.548\t-0.241\t0.701\t0.000\t0.426\t-0.221\t0.341\t0.000\t0.701\t-0.439\t-0.725\t0.000\t0.880\t-0.445\t1.384\t3.102\t1.078\t0.758\t0.997\t0.644\t0.215\t0.493\t0.513\n1\t1.614\t-0.040\t0.156\t0.205\t1.047\t1.127\t-0.891\t-1.410\t2.173\t0.653\t-0.648\t-0.415\t2.215\t0.786\t-0.380\t0.523\t0.000\t0.901\t-0.419\t1.629\t0.000\t0.780\t0.978\t0.981\t0.646\t0.998\t0.881\t0.755\n0\t0.451\t1.747\t-1.208\t0.963\t0.886\t1.021\t0.527\t-0.594\t1.087\t0.865\t-0.320\t1.191\t0.000\t0.459\t-0.396\t-0.858\t2.548\t0.929\t-1.356\t1.138\t0.000\t0.815\t0.729\t0.987\t1.005\t0.473\t0.956\t0.933\n1\t0.693\t1.841\t1.348\t0.851\t-0.082\t0.579\t0.656\t-0.564\t2.173\t0.563\t0.911\t1.063\t0.000\t0.725\t-0.691\t-1.607\t2.548\t1.068\t0.819\t-0.027\t0.000\t0.841\t0.958\t1.021\t0.857\t0.903\t0.915\t0.778\n1\t0.428\t-1.772\t0.043\t0.698\t0.888\t0.751\t-0.714\t0.365\t0.000\t1.367\t-0.764\t-1.361\t2.215\t1.041\t-0.600\t1.279\t0.000\t1.880\t-0.518\t-0.592\t3.102\t0.907\t0.951\t0.992\t0.981\t0.932\t0.782\t0.718\n0\t1.904\t0.156\t0.048\t5.442\t0.090\t3.277\t0.743\t-1.599\t0.000\t0.545\t0.044\t-1.580\t0.000\t0.514\t0.655\t0.599\t2.548\t0.728\t0.052\t1.050\t3.102\t1.022\t1.054\t1.004\t0.683\t0.242\t0.825\t1.770\n0\t0.411\t0.894\t-1.290\t1.617\t0.138\t1.047\t0.129\t-0.611\t0.000\t1.011\t-1.367\t-1.736\t0.000\t1.205\t-2.364\t1.450\t0.000\t1.401\t-0.166\t1.466\t3.102\t1.160\t1.305\t1.084\t0.651\t0.634\t1.077\t1.461\n0\t2.078\t1.411\t-1.461\t0.707\t-1.535\t1.255\t0.319\t0.637\t0.000\t0.956\t-1.826\t-0.442\t0.000\t0.560\t0.113\t-1.089\t2.548\t0.693\t0.844\t0.692\t3.102\t3.656\t2.058\t0.978\t0.817\t0.524\t1.277\t1.835\n1\t0.562\t-1.089\t1.314\t0.554\t-1.724\t2.335\t-0.941\t0.020\t0.000\t2.775\t-0.744\t1.727\t0.000\t0.928\t-1.303\t-0.674\t2.548\t0.689\t-2.390\t-1.487\t0.000\t0.846\t1.159\t0.997\t0.510\t0.602\t0.735\t0.714\n1\t1.857\t0.990\t1.110\t0.445\t0.480\t0.342\t1.495\t-1.319\t0.000\t0.724\t0.324\t-0.304\t0.000\t0.708\t0.780\t-0.218\t2.548\t0.564\t-0.859\t1.675\t0.000\t1.020\t0.722\t0.985\t1.243\t0.728\t0.867\t0.813\n1\t1.212\t-0.959\t-0.200\t0.712\t0.808\t0.729\t-1.404\t-1.149\t2.173\t0.662\t-0.656\t0.774\t0.000\t1.520\t-1.081\t1.560\t1.274\t0.376\t-2.070\t-0.697\t0.000\t0.921\t0.924\t1.015\t0.969\t0.857\t0.808\t0.715\n0\t0.842\t0.709\t-0.515\t0.946\t1.355\t1.221\t-0.023\t0.457\t2.173\t0.885\t-0.442\t-1.133\t0.000\t1.267\t0.069\t-1.664\t0.000\t1.372\t-0.787\t-0.455\t0.000\t0.918\t0.826\t1.229\t1.124\t0.846\t0.855\t0.819\n1\t1.134\t1.405\t1.239\t0.979\t1.709\t1.095\t0.324\t-0.195\t2.173\t0.794\t0.710\t0.311\t0.000\t1.102\t-2.046\t-1.182\t0.000\t0.603\t-0.111\t0.991\t3.102\t3.328\t1.793\t0.997\t1.364\t0.780\t1.404\t1.425\n1\t1.423\t-0.755\t1.451\t1.630\t1.387\t0.761\t-0.631\t-0.400\t0.000\t0.565\t-1.532\t1.084\t2.215\t1.918\t-1.922\t-0.651\t0.000\t1.575\t-0.301\t0.206\t3.102\t1.053\t0.992\t0.960\t1.188\t0.817\t0.784\t0.862\n0\t1.298\t-0.523\t-1.253\t0.836\t-0.648\t0.648\t-0.274\t0.957\t0.000\t0.455\t0.101\t-1.000\t2.215\t0.478\t-1.291\t0.568\t2.548\t0.457\t-0.201\t0.522\t0.000\t0.319\t0.652\t0.986\t0.723\t0.642\t0.545\t0.608\n0\t0.350\t1.113\t0.170\t1.392\t1.472\t0.669\t0.734\t-0.790\t2.173\t0.448\t-0.229\t0.413\t0.000\t1.239\t0.037\t1.393\t2.548\t1.440\t0.523\t-0.327\t0.000\t0.975\t0.793\t0.989\t1.058\t1.122\t0.921\t0.868\n1\t1.092\t-0.204\t0.106\t1.789\t0.860\t1.372\t-1.326\t-0.464\t0.000\t1.666\t0.692\t1.537\t2.215\t0.616\t0.270\t-1.397\t0.000\t0.543\t0.941\t-0.303\t0.000\t0.598\t0.788\t1.218\t0.922\t1.059\t1.018\t0.823\n0\t1.875\t-0.424\t-0.981\t0.872\t0.531\t0.371\t1.855\t-1.530\t0.000\t0.484\t0.856\t0.658\t0.000\t0.600\t1.330\t0.596\t2.548\t1.430\t1.671\t0.968\t0.000\t0.951\t1.254\t1.734\t1.244\t1.100\t0.885\t0.947\n1\t2.467\t-0.070\t-0.110\t0.273\t-0.264\t0.556\t-0.208\t-1.536\t2.173\t0.673\t-1.756\t-1.533\t0.000\t0.512\t-1.221\t1.526\t0.000\t0.721\t0.368\t1.087\t3.102\t0.399\t0.796\t1.001\t1.071\t0.520\t0.751\t0.892\n1\t0.555\t-1.600\t0.130\t1.224\t1.262\t0.499\t0.901\t-1.019\t2.173\t0.386\t-0.421\t-1.631\t0.000\t0.805\t0.193\t0.574\t2.548\t1.070\t-0.761\t-0.546\t0.000\t0.724\t0.815\t0.988\t0.854\t0.831\t0.958\t0.792\n0\t1.078\t1.109\t-0.011\t0.395\t-1.106\t0.665\t1.531\t1.702\t0.000\t0.729\t0.889\t0.662\t2.215\t0.590\t0.727\t-1.366\t0.000\t0.910\t-0.410\t-0.192\t3.102\t0.597\t1.047\t0.986\t0.728\t0.759\t0.756\t0.732\n0\t1.106\t-1.305\t-1.238\t0.572\t-1.465\t0.633\t0.096\t0.255\t0.000\t0.429\t-0.762\t1.137\t1.107\t0.858\t0.744\t-1.038\t2.548\t1.213\t-0.924\t0.274\t0.000\t0.858\t1.106\t0.997\t0.663\t0.827\t0.733\t0.774\n0\t1.533\t-0.753\t0.693\t1.104\t1.281\t0.767\t0.418\t-0.236\t0.000\t1.800\t-0.426\t-1.471\t2.215\t1.329\t2.273\t0.525\t0.000\t1.653\t-0.097\t-0.861\t3.102\t2.517\t2.050\t0.989\t1.286\t0.851\t1.925\t1.759\n0\t1.606\t0.682\t0.108\t1.261\t0.828\t0.785\t-1.712\t-1.143\t0.000\t0.487\t-1.208\t-1.462\t2.215\t0.640\t-0.612\t0.723\t0.000\t0.659\t0.842\t-1.377\t3.102\t1.449\t0.849\t1.192\t0.818\t0.707\t0.880\t1.149\n0\t0.576\t-2.140\t-0.756\t0.973\t1.212\t0.815\t-0.371\t-0.644\t2.173\t0.665\t0.344\t0.781\t0.000\t0.833\t0.286\t-0.137\t0.000\t1.346\t-0.500\t1.236\t3.102\t0.840\t0.975\t1.016\t0.869\t1.107\t0.953\t1.003\n1\t0.787\t1.001\t-1.558\t0.905\t-0.247\t0.626\t1.754\t0.470\t0.000\t0.973\t0.758\t-0.455\t0.000\t1.704\t0.985\t0.197\t0.000\t2.533\t0.523\t-1.491\t3.102\t0.794\t0.516\t1.082\t0.847\t0.662\t0.920\t0.802\n1\t1.589\t-0.298\t0.738\t1.615\t1.115\t1.163\t0.425\t-0.779\t1.087\t0.208\t1.707\t-0.697\t0.000\t0.698\t-0.443\t1.705\t2.548\t1.167\t-0.513\t0.160\t0.000\t1.053\t1.023\t0.997\t0.711\t1.029\t1.175\t0.994\n1\t1.046\t0.225\t-0.708\t1.166\t1.188\t0.650\t-0.375\t-0.458\t0.000\t1.385\t-0.559\t-1.235\t0.000\t1.218\t0.316\t1.151\t2.548\t2.399\t-0.150\t0.499\t1.551\t1.313\t1.405\t1.515\t1.077\t0.804\t1.095\t0.985\n1\t0.572\t1.719\t1.115\t0.765\t-0.332\t0.739\t-0.689\t0.020\t2.173\t0.311\t-0.750\t-1.035\t0.000\t0.963\t0.438\t-1.247\t0.000\t1.416\t-0.766\t1.195\t3.102\t0.709\t0.818\t0.989\t1.856\t0.951\t1.571\t1.180\n0\t1.057\t-0.048\t0.847\t1.397\t1.628\t1.016\t0.382\t0.486\t0.000\t0.666\t0.310\t-1.461\t1.107\t2.196\t0.923\t-0.595\t2.548\t0.424\t-0.954\t-0.751\t0.000\t1.234\t1.086\t1.090\t1.535\t1.012\t1.025\t0.994\n1\t0.802\t-0.561\t0.469\t0.777\t-0.659\t0.830\t0.209\t-1.117\t2.173\t2.087\t0.186\t1.386\t0.000\t1.296\t-1.495\t-0.256\t0.000\t0.977\t-0.279\t0.184\t1.551\t0.986\t0.874\t0.983\t0.848\t0.917\t1.050\t0.882\n1\t2.366\t0.640\t-0.621\t1.002\t0.284\t1.441\t2.203\t0.800\t0.000\t1.140\t0.734\t-1.732\t1.107\t0.596\t-0.855\t1.421\t2.548\t0.655\t2.241\t1.069\t0.000\t0.497\t1.640\t1.555\t1.234\t0.874\t1.499\t1.492\n0\t1.957\t-0.818\t1.536\t0.493\t0.038\t2.023\t-1.044\t0.185\t0.000\t1.888\t-0.432\t-1.439\t2.215\t0.877\t-2.202\t-1.220\t0.000\t0.986\t-1.429\t-0.050\t0.000\t0.965\t0.829\t1.327\t1.073\t0.877\t0.981\t0.925\n0\t1.038\t-0.167\t-1.699\t0.698\t0.531\t0.553\t-1.483\t1.533\t0.000\t1.106\t-2.332\t-1.118\t0.000\t1.947\t-1.100\t1.083\t0.000\t2.520\t-0.094\t-0.398\t3.102\t0.787\t0.852\t1.067\t0.983\t0.944\t1.091\t0.938\n1\t0.636\t0.074\t0.832\t1.040\t-0.443\t1.107\t0.141\t-1.310\t0.000\t1.301\t0.378\t0.432\t2.215\t0.863\t0.692\t1.741\t0.000\t0.557\t1.066\t0.814\t0.000\t0.868\t0.746\t1.027\t0.764\t0.871\t0.935\t0.815\n0\t1.142\t-0.844\t-1.249\t1.270\t-0.488\t2.854\t-1.150\t-0.707\t0.000\t3.864\t-1.573\t0.925\t0.000\t1.245\t-1.393\t1.342\t2.548\t1.097\t-0.667\t0.732\t3.102\t7.203\t3.792\t1.057\t1.050\t0.574\t2.238\t1.779\n0\t0.908\t-1.856\t-1.583\t1.557\t-1.201\t1.564\t0.789\t0.443\t2.173\t1.094\t-1.165\t1.520\t2.215\t0.961\t1.258\t-0.123\t0.000\t1.266\t2.196\t-0.704\t0.000\t0.840\t0.938\t0.989\t0.793\t2.759\t1.903\t1.593\n1\t2.224\t0.287\t-1.669\t1.127\t1.662\t2.207\t-0.706\t-0.573\t2.173\t1.393\t0.231\t0.956\t2.215\t1.768\t-0.589\t-0.096\t0.000\t1.590\t-0.795\t1.173\t0.000\t1.229\t1.612\t1.002\t2.128\t2.835\t1.801\t1.684\n1\t0.764\t-1.039\t-0.447\t1.064\t1.691\t0.759\t-1.213\t0.142\t0.000\t0.979\t-0.049\t1.422\t2.215\t0.634\t0.845\t-0.732\t2.548\t0.617\t2.471\t1.097\t0.000\t4.260\t2.326\t1.171\t0.915\t0.889\t1.505\t1.363\n0\t1.652\t0.814\t1.446\t0.376\t-1.712\t1.119\t-0.687\t-0.198\t0.000\t0.725\t0.253\t-0.647\t0.000\t0.941\t0.049\t1.366\t2.548\t0.854\t0.682\t0.575\t3.102\t0.827\t0.880\t0.997\t0.732\t0.523\t0.751\t0.981\n0\t0.512\t-0.464\t-0.754\t0.358\t0.853\t0.545\t2.665\t-1.546\t0.000\t0.580\t1.154\t0.409\t2.215\t0.657\t1.455\t0.944\t0.000\t1.080\t-0.114\t0.250\t1.551\t1.043\t0.933\t0.997\t0.743\t0.519\t0.898\t1.443\n1\t1.035\t-0.466\t-0.236\t1.760\t-0.739\t0.844\t-1.083\t0.909\t2.173\t0.385\t-1.398\t1.593\t0.000\t0.987\t-0.121\t1.734\t1.274\t0.676\t0.692\t1.233\t0.000\t0.951\t0.875\t0.984\t0.941\t0.956\t1.023\t0.869\n1\t0.580\t-0.270\t0.736\t0.402\t0.011\t0.894\t-0.949\t-0.967\t2.173\t0.368\t-0.077\t-1.696\t0.000\t0.649\t0.604\t0.337\t0.000\t0.657\t0.422\t-0.586\t3.102\t0.778\t1.046\t0.993\t0.764\t0.704\t0.704\t0.701\n0\t0.429\t1.159\t-0.135\t1.571\t1.643\t0.828\t-0.363\t1.232\t2.173\t1.534\t0.228\t-0.480\t2.215\t0.380\t-1.813\t0.674\t0.000\t0.382\t-2.177\t0.111\t0.000\t0.244\t0.854\t1.137\t1.288\t1.734\t1.168\t1.207\n0\t1.058\t0.270\t-0.292\t0.886\t-0.511\t0.976\t-0.567\t1.035\t2.173\t0.690\t-0.043\t0.464\t0.000\t0.653\t0.494\t-0.904\t0.000\t0.371\t2.351\t-1.053\t0.000\t0.938\t1.073\t0.989\t1.551\t1.562\t1.155\t0.985\n1\t0.345\t0.576\t-1.477\t0.770\t-0.569\t3.540\t1.146\t1.298\t0.000\t2.513\t-0.592\t-0.053\t0.000\t2.216\t-0.324\t-0.367\t2.548\t1.431\t0.292\t-0.957\t3.102\t2.053\t1.301\t0.984\t0.706\t0.847\t0.981\t0.838\n0\t3.106\t-1.365\t0.473\t0.357\t1.208\t1.713\t-2.031\t-1.033\t0.000\t0.538\t-0.850\t0.858\t2.215\t0.619\t-1.070\t1.601\t2.548\t0.479\t-2.337\t-1.089\t0.000\t0.539\t0.859\t0.986\t0.566\t0.392\t0.828\t1.046\n0\t0.866\t0.094\t-0.447\t1.019\t-1.505\t0.745\t-0.436\t0.201\t2.173\t0.753\t-1.474\t-1.454\t2.215\t1.045\t-0.884\t0.796\t0.000\t0.647\t0.019\t-1.724\t0.000\t0.838\t0.842\t1.060\t0.944\t1.263\t0.878\t0.777\n0\t1.415\t-0.584\t1.725\t0.608\t-1.018\t0.861\t0.379\t-0.074\t0.000\t0.450\t-1.309\t0.826\t2.215\t0.840\t0.113\t-0.943\t0.000\t0.513\t-0.451\t1.210\t0.000\t0.965\t1.069\t0.998\t0.583\t0.173\t0.620\t0.709\n0\t2.119\t-0.329\t0.960\t1.120\t-0.820\t1.141\t-1.046\t-0.641\t2.173\t1.476\t0.332\t0.582\t0.000\t1.236\t-0.918\t-1.388\t2.548\t0.842\t1.190\t-1.699\t0.000\t1.528\t1.679\t2.133\t1.618\t0.922\t1.456\t1.319\n1\t0.425\t-0.293\t-0.671\t0.776\t0.900\t0.996\t0.540\t-0.646\t0.000\t1.127\t1.178\t0.696\t1.107\t0.485\t0.465\t-1.373\t0.000\t1.259\t1.036\t-1.615\t3.102\t0.806\t0.777\t0.991\t1.234\t0.938\t1.161\t1.000\n0\t0.427\t-1.207\t-0.972\t2.425\t-0.391\t0.638\t-0.612\t1.625\t2.173\t0.445\t1.105\t0.400\t0.000\t0.617\t-0.431\t-0.315\t0.000\t2.112\t1.032\t1.160\t0.000\t0.934\t0.862\t0.984\t0.745\t0.328\t0.757\t0.691\n0\t1.641\t-0.177\t1.676\t1.574\t1.217\t0.829\t-0.908\t-0.224\t1.087\t0.666\t-1.074\t0.361\t0.000\t0.785\t0.048\t-0.981\t2.548\t0.942\t0.495\t-0.373\t0.000\t0.790\t0.947\t0.990\t1.495\t0.812\t1.018\t0.996\n1\t1.108\t-1.314\t0.622\t0.196\t0.812\t1.178\t-1.138\t-1.417\t0.000\t0.190\t-1.010\t-1.031\t2.215\t0.965\t-0.738\t0.166\t0.000\t0.449\t-0.287\t-0.114\t3.102\t1.925\t0.997\t0.981\t0.518\t0.215\t0.617\t0.649\n0\t1.050\t-0.933\t-0.031\t1.909\t-1.300\t0.570\t-0.076\t0.059\t0.000\t0.736\t-0.115\t1.700\t2.215\t0.927\t0.731\t0.208\t2.548\t1.057\t1.401\t1.251\t0.000\t1.576\t0.963\t1.785\t1.105\t0.952\t1.027\t1.099\n1\t2.024\t-0.276\t-1.364\t0.495\t-0.713\t0.367\t-1.145\t1.240\t0.000\t0.691\t-0.510\t-0.662\t0.000\t0.968\t-0.723\t0.538\t2.548\t0.788\t-0.038\t0.011\t0.000\t0.877\t0.732\t0.988\t0.990\t0.610\t0.793\t0.697\n0\t1.217\t-0.018\t0.806\t1.435\t-0.042\t0.849\t-1.584\t1.479\t0.000\t0.849\t0.785\t-0.505\t2.215\t0.757\t-1.712\t-1.445\t0.000\t0.795\t-0.430\t-0.375\t3.102\t0.726\t0.911\t1.266\t0.983\t0.535\t1.176\t1.133\n0\t1.788\t0.664\t1.540\t1.052\t-0.936\t0.673\t1.589\t-0.966\t0.000\t1.241\t1.625\t-0.567\t0.000\t1.086\t-0.439\t-1.309\t2.548\t0.962\t0.490\t0.030\t3.102\t0.686\t0.846\t1.501\t1.009\t0.851\t1.008\t0.988\n0\t1.356\t0.434\t-1.267\t0.388\t0.175\t0.942\t-0.767\t1.098\t2.173\t0.297\t-0.394\t-1.427\t0.000\t0.873\t-0.598\t-0.567\t2.548\t1.162\t-0.255\t0.227\t0.000\t0.764\t0.814\t0.988\t0.703\t1.129\t0.845\t0.700\n0\t1.043\t-0.709\t0.227\t0.694\t1.734\t0.903\t-0.891\t-0.183\t1.087\t0.737\t-0.726\t-0.967\t0.000\t1.364\t-0.545\t1.498\t0.000\t0.785\t-1.285\t1.152\t1.551\t0.917\t0.854\t1.153\t0.850\t0.881\t0.792\t0.712\n0\t2.891\t0.816\t0.489\t1.355\t0.903\t1.508\t0.814\t-1.233\t0.000\t0.805\t0.250\t-0.535\t2.215\t0.526\t0.706\t1.697\t2.548\t0.488\t1.320\t-1.163\t0.000\t0.519\t0.865\t1.002\t0.820\t0.651\t0.852\t1.040\n0\t1.416\t0.839\t1.323\t0.330\t0.103\t0.690\t-0.960\t-0.354\t0.000\t0.650\t-0.057\t0.930\t2.215\t0.660\t-0.226\t-0.481\t2.548\t0.524\t-1.518\t-1.228\t0.000\t0.766\t0.953\t0.988\t0.851\t0.669\t0.647\t0.868\n0\t0.764\t-1.590\t-0.880\t0.980\t1.331\t1.045\t-0.945\t-0.873\t2.173\t0.752\t-0.543\t0.168\t1.107\t0.808\t-1.859\t0.593\t0.000\t1.970\t0.712\t1.229\t0.000\t0.899\t0.882\t1.093\t0.962\t1.084\t0.834\t0.769\n1\t1.742\t0.277\t0.223\t0.695\t-0.414\t0.697\t0.145\t-1.195\t2.173\t0.438\t1.788\t1.506\t0.000\t1.507\t0.263\t1.447\t2.548\t0.415\t0.286\t-0.175\t0.000\t0.718\t0.813\t0.984\t1.121\t0.884\t0.908\t0.800\n0\t1.599\t0.469\t1.600\t1.500\t1.024\t1.245\t-0.991\t-0.162\t0.000\t0.376\t0.265\t1.077\t0.000\t0.901\t0.865\t-1.343\t0.000\t1.473\t1.328\t-0.698\t3.102\t0.794\t0.803\t1.063\t0.856\t0.421\t0.854\t0.710\n1\t0.479\t0.335\t-1.445\t0.776\t-0.200\t1.766\t-0.752\t1.536\t2.173\t1.854\t-1.284\t0.046\t0.000\t0.827\t-1.221\t-0.516\t0.000\t0.426\t-0.450\t-0.337\t3.102\t0.921\t0.556\t0.993\t1.177\t0.917\t1.252\t1.016\n0\t0.556\t0.693\t-0.262\t0.859\t-1.039\t0.648\t-0.099\t0.397\t1.087\t0.768\t0.528\t-1.519\t2.215\t0.681\t-0.226\t1.238\t0.000\t0.565\t1.612\t-0.245\t0.000\t1.123\t0.904\t0.982\t0.734\t1.080\t0.717\t0.699\n1\t1.189\t0.199\t1.027\t1.276\t-0.073\t1.916\t-2.051\t-1.527\t0.000\t1.521\t-1.546\t-0.047\t2.215\t1.020\t-0.127\t0.676\t0.000\t0.971\t-0.388\t-0.357\t0.000\t0.899\t1.145\t1.427\t0.907\t0.900\t1.097\t0.896\n0\t1.838\t0.222\t-1.685\t0.875\t0.168\t1.226\t1.229\t-1.715\t0.000\t1.736\t0.075\t-0.486\t1.107\t2.821\t0.352\t0.609\t0.000\t0.838\t-1.375\t1.638\t0.000\t1.458\t1.088\t1.748\t1.380\t0.644\t1.217\t1.144\n0\t0.519\t-0.573\t1.063\t0.681\t-0.118\t1.176\t-0.184\t0.933\t2.173\t0.906\t0.012\t-1.271\t0.000\t0.772\t-1.137\t-0.204\t2.548\t0.674\t-1.157\t-1.505\t0.000\t0.860\t0.970\t0.984\t0.774\t1.211\t0.845\t0.730\n0\t0.368\t1.732\t-0.137\t0.180\t-1.403\t1.230\t0.608\t0.947\t2.173\t0.764\t1.155\t-0.401\t0.000\t0.742\t-0.043\t0.052\t2.548\t0.735\t-0.190\t-1.452\t0.000\t1.092\t0.790\t0.987\t0.921\t0.949\t0.842\t0.723\n1\t0.645\t-0.406\t1.578\t0.704\t-0.925\t0.334\t1.429\t1.032\t0.000\t0.507\t0.883\t-0.057\t1.107\t0.357\t0.566\t-0.846\t2.548\t0.384\t1.708\t0.589\t0.000\t0.272\t0.457\t0.985\t0.659\t0.302\t0.666\t0.746\n1\t0.299\t1.036\t0.844\t1.103\t1.552\t0.670\t0.070\t0.303\t2.173\t0.728\t-0.431\t-0.561\t0.000\t0.808\t0.325\t-1.497\t2.548\t0.776\t-1.874\t0.511\t0.000\t0.601\t0.825\t0.988\t1.082\t0.925\t1.153\t1.292\n1\t0.893\t0.582\t0.554\t0.810\t-0.961\t1.367\t0.240\t0.117\t2.173\t1.068\t0.302\t-1.215\t0.000\t1.075\t-0.038\t-1.728\t0.000\t0.589\t2.255\t-1.507\t0.000\t1.042\t0.724\t1.153\t0.946\t0.984\t0.856\t0.758\n0\t0.886\t1.074\t-1.738\t0.775\t0.074\t0.748\t-0.333\t-1.235\t0.000\t1.091\t0.407\t0.336\t2.215\t0.665\t-0.549\t0.019\t0.000\t1.192\t-0.661\t0.646\t0.000\t1.022\t0.825\t1.146\t0.705\t0.944\t0.687\t0.648\n1\t0.731\t0.517\t0.217\t0.579\t-0.509\t0.623\t-0.173\t1.437\t1.087\t0.825\t0.953\t-0.377\t0.000\t0.788\t0.846\t0.797\t1.274\t0.510\t1.669\t-1.256\t0.000\t0.752\t1.128\t0.986\t0.766\t0.695\t0.743\t0.741\n1\t0.678\t-0.339\t-0.972\t1.115\t0.854\t0.782\t-1.001\t0.187\t1.087\t0.965\t-1.203\t1.301\t0.000\t0.835\t-1.442\t-0.214\t2.548\t0.932\t-0.377\t-0.731\t0.000\t0.982\t0.978\t1.201\t0.874\t0.461\t0.685\t0.714\n0\t1.500\t-0.536\t-1.566\t0.720\t-1.487\t1.136\t-0.465\t0.180\t2.173\t0.950\t-0.031\t1.507\t2.215\t1.354\t0.483\t0.206\t0.000\t0.592\t0.463\t-0.838\t0.000\t0.798\t1.005\t1.009\t1.421\t1.462\t1.033\t0.934\n0\t0.902\t0.639\t1.399\t1.332\t0.895\t0.979\t1.377\t-0.038\t0.000\t0.442\t1.340\t-0.801\t0.000\t0.964\t0.594\t-1.364\t2.548\t0.520\t-0.160\t-1.325\t3.102\t0.887\t1.005\t0.998\t0.751\t0.236\t0.672\t0.765\n1\t1.124\t-0.769\t0.169\t2.204\t0.918\t1.460\t0.826\t-0.652\t0.000\t0.965\t-0.687\t1.496\t2.215\t0.768\t0.476\t-1.457\t2.548\t0.484\t-1.064\t-1.618\t0.000\t1.896\t1.172\t1.364\t1.005\t0.733\t1.081\t1.271\n0\t0.723\t-1.497\t0.511\t0.183\t-0.608\t0.662\t-0.199\t1.667\t0.000\t0.831\t0.053\t1.010\t0.000\t0.500\t0.625\t-0.501\t2.548\t1.943\t-0.812\t-0.571\t3.102\t0.903\t0.845\t0.995\t0.755\t0.702\t0.842\t0.745\n1\t1.363\t0.637\t1.516\t1.524\t1.080\t0.488\t0.439\t0.413\t0.000\t1.419\t-0.550\t-0.315\t2.215\t0.743\t0.091\t1.571\t0.000\t1.103\t-0.456\t-0.707\t0.000\t0.944\t0.968\t0.979\t0.839\t0.788\t1.049\t0.870\n1\t1.281\t0.748\t0.223\t1.008\t-1.311\t1.075\t2.833\t1.072\t0.000\t1.192\t1.035\t-0.743\t2.215\t2.160\t1.099\t1.640\t0.000\t1.804\t0.184\t-0.136\t0.000\t2.447\t1.366\t1.547\t0.996\t0.681\t1.002\t0.920\n1\t0.656\t-0.245\t-0.850\t0.939\t0.341\t0.849\t-0.271\t0.141\t0.000\t0.937\t-0.312\t-0.239\t2.215\t2.038\t-0.005\t-1.600\t2.548\t1.921\t-1.223\t1.394\t0.000\t0.919\t0.900\t0.987\t0.999\t1.402\t0.877\t0.764\n1\t1.036\t-1.069\t0.030\t0.269\t0.794\t1.341\t-1.554\t-0.982\t2.173\t0.737\t-2.128\t-1.204\t0.000\t0.907\t-1.065\t0.633\t0.000\t2.559\t1.137\t0.805\t0.000\t1.417\t0.970\t0.976\t1.263\t0.542\t0.836\t0.853\n0\t1.263\t0.043\t1.639\t0.826\t1.042\t1.106\t0.908\t0.219\t0.000\t0.888\t0.707\t-0.806\t2.215\t0.490\t0.549\t-1.378\t2.548\t0.383\t0.235\t0.685\t0.000\t0.517\t0.940\t0.983\t0.563\t0.348\t0.636\t0.725\n1\t1.628\t-0.066\t-0.130\t0.774\t0.215\t0.980\t-0.840\t-1.607\t2.173\t0.503\t-0.532\t-1.001\t0.000\t0.276\t0.817\t0.819\t0.000\t1.491\t-0.783\t0.996\t3.102\t0.726\t0.789\t0.992\t1.091\t0.915\t1.120\t0.875\n0\t1.815\t1.433\t-0.602\t1.080\t-0.851\t0.710\t0.731\t1.663\t1.087\t0.918\t1.724\t0.764\t0.000\t1.314\t-1.060\t-1.620\t0.000\t1.050\t-0.168\t0.467\t0.000\t0.634\t1.042\t0.979\t1.322\t0.832\t1.087\t0.994\n0\t0.297\t1.365\t-1.078\t2.092\t0.743\t1.495\t-0.738\t-0.300\t2.173\t1.860\t0.856\t1.099\t2.215\t3.441\t0.490\t-1.054\t0.000\t1.859\t-0.000\t1.648\t0.000\t1.964\t2.179\t1.089\t2.371\t3.225\t2.074\t1.838\n0\t1.863\t-0.297\t-0.984\t0.335\t-1.412\t1.184\t-0.459\t-1.686\t2.173\t0.896\t0.782\t-0.037\t0.000\t1.828\t0.473\t0.506\t0.000\t1.149\t-0.392\t0.332\t3.102\t0.965\t0.798\t0.986\t0.903\t1.196\t1.176\t1.122\n0\t1.793\t-0.871\t0.894\t0.473\t-0.593\t1.182\t-0.577\t-0.596\t0.000\t1.032\t-1.359\t-1.488\t2.215\t0.499\t-0.641\t0.324\t2.548\t0.431\t-0.849\t-1.711\t0.000\t0.950\t1.067\t1.242\t0.622\t0.808\t0.711\t0.773\n0\t0.417\t-1.630\t0.356\t1.734\t0.368\t0.681\t0.726\t-1.658\t2.173\t0.759\t-1.555\t-1.078\t0.000\t0.663\t-0.676\t1.257\t2.548\t0.795\t-0.185\t0.700\t0.000\t0.841\t0.833\t0.987\t0.693\t0.791\t0.865\t0.753\n1\t1.282\t1.329\t1.090\t1.073\t-1.209\t1.106\t-1.065\t0.462\t0.000\t2.159\t0.690\t-0.692\t2.215\t2.048\t0.698\t1.518\t0.000\t0.711\t0.234\t-0.280\t0.000\t1.026\t0.662\t1.426\t1.449\t0.625\t0.932\t0.902\n1\t0.998\t-1.171\t-0.297\t1.224\t-0.069\t0.836\t0.684\t-1.340\t0.000\t0.689\t0.176\t1.036\t0.000\t0.774\t0.528\t1.529\t1.274\t1.118\t0.854\t0.584\t3.102\t0.907\t0.867\t0.983\t1.018\t0.558\t0.821\t0.763\n0\t1.354\t1.946\t-0.456\t0.269\t-0.761\t0.632\t0.107\t1.412\t0.000\t0.671\t0.858\t0.565\t0.000\t0.509\t1.237\t0.808\t2.548\t0.715\t-0.867\t-1.224\t3.102\t1.104\t0.969\t0.976\t0.667\t0.826\t0.806\t0.823\n1\t0.477\t0.119\t0.976\t1.381\t-0.164\t1.233\t-2.489\t0.912\t0.000\t1.092\t1.651\t-1.529\t2.215\t1.048\t0.513\t-1.008\t0.000\t1.407\t1.210\t-0.676\t3.102\t0.739\t0.788\t0.985\t0.789\t0.791\t0.852\t0.710\n0\t0.694\t-0.613\t-0.388\t0.897\t1.338\t0.582\t-0.205\t0.641\t1.087\t0.338\t-0.699\t-0.819\t0.000\t0.535\t0.535\t1.512\t0.000\t0.646\t0.391\t0.241\t0.000\t0.725\t0.705\t1.093\t0.790\t0.923\t0.660\t0.572\n1\t1.927\t0.094\t0.287\t0.250\t1.320\t0.693\t0.044\t-1.167\t2.173\t0.938\t-1.206\t-0.698\t2.215\t0.638\t-0.363\t-1.326\t0.000\t0.930\t0.096\t0.989\t0.000\t0.922\t0.937\t0.986\t1.227\t0.951\t0.970\t0.850\n0\t0.430\t-1.025\t-0.694\t1.900\t0.124\t1.032\t0.317\t-1.373\t2.173\t1.586\t0.392\t1.470\t0.000\t1.265\t-1.032\t-0.047\t2.548\t0.384\t0.812\t1.246\t0.000\t1.267\t1.044\t0.987\t0.646\t1.740\t1.158\t1.084\n1\t1.008\t0.201\t0.104\t0.483\t1.541\t1.482\t0.194\t-0.518\t0.000\t0.780\t0.702\t1.196\t0.000\t1.413\t-0.406\t0.979\t1.274\t1.864\t-0.867\t0.093\t0.000\t0.972\t0.895\t0.985\t0.549\t0.568\t0.577\t0.565\n0\t1.176\t-0.273\t-0.299\t1.586\t0.321\t1.168\t-1.057\t1.220\t1.087\t0.961\t-1.470\t1.662\t0.000\t0.850\t-0.057\t-1.136\t2.548\t1.381\t0.381\t-0.669\t0.000\t0.962\t0.785\t1.004\t1.408\t1.240\t1.044\t0.996\n1\t0.451\t-0.403\t0.147\t1.334\t1.275\t0.754\t-0.982\t-1.440\t2.173\t0.745\t-1.105\t0.255\t2.215\t1.107\t-0.186\t0.515\t0.000\t1.818\t-0.696\t-0.705\t0.000\t0.699\t0.768\t0.988\t0.821\t1.105\t0.715\t0.668\n0\t1.375\t-1.651\t0.499\t0.766\t1.182\t1.126\t-0.573\t-1.363\t0.000\t1.089\t-0.986\t-0.093\t2.215\t0.819\t-0.904\t1.478\t0.000\t1.490\t-0.436\t-0.723\t3.102\t1.013\t0.916\t0.988\t1.006\t0.681\t0.902\t1.026\n1\t1.006\t0.844\t-0.845\t0.823\t1.359\t0.989\t0.628\t-0.235\t0.000\t1.134\t1.412\t1.026\t2.215\t1.093\t0.212\t1.569\t2.548\t0.602\t1.529\t-0.120\t0.000\t0.762\t1.159\t1.153\t0.934\t0.948\t0.957\t0.842\n1\t0.992\t1.151\t0.070\t0.079\t1.568\t0.392\t2.324\t0.818\t0.000\t0.686\t2.007\t-1.509\t0.000\t0.950\t-0.179\t-1.567\t2.548\t1.051\t0.722\t-0.501\t3.102\t0.964\t0.932\t0.987\t0.822\t0.757\t0.900\t0.816\n1\t1.600\t-1.336\t1.445\t1.207\t0.954\t0.717\t2.694\t-0.623\t0.000\t0.475\t0.562\t1.299\t0.000\t0.530\t0.776\t-0.501\t2.548\t0.964\t-0.590\t-1.086\t0.000\t0.913\t0.639\t0.995\t0.514\t0.523\t0.724\t0.685\n0\t0.906\t0.008\t0.076\t1.392\t-0.544\t0.669\t1.253\t1.731\t0.000\t0.709\t0.812\t0.746\t2.215\t0.707\t2.044\t1.239\t0.000\t0.389\t-0.229\t-0.808\t1.551\t0.826\t0.842\t0.990\t0.507\t0.543\t0.615\t0.778\n0\t1.168\t-0.133\t0.060\t0.829\t-0.944\t2.449\t-0.266\t-0.413\t0.000\t1.828\t-0.653\t1.186\t2.215\t1.751\t-1.390\t1.241\t0.000\t1.678\t-0.597\t1.621\t1.551\t0.897\t1.059\t1.071\t0.953\t0.606\t0.925\t0.940\n1\t1.149\t-1.038\t0.695\t0.522\t0.480\t0.840\t-0.661\t-0.713\t2.173\t0.929\t-0.614\t1.280\t0.000\t1.398\t-0.217\t-1.601\t2.548\t0.815\t-1.760\t-0.464\t0.000\t0.861\t1.023\t0.986\t0.971\t1.011\t0.880\t0.765\n0\t3.015\t-0.123\t0.462\t0.390\t-0.040\t1.515\t-0.694\t-1.217\t2.173\t1.193\t-1.224\t-1.132\t0.000\t1.543\t-0.650\t0.788\t2.548\t0.411\t-1.188\t1.119\t0.000\t0.822\t1.134\t0.974\t1.957\t1.852\t1.395\t1.224\n1\t1.116\t-1.186\t0.426\t0.812\t-0.429\t1.155\t-0.647\t-1.615\t2.173\t0.750\t-1.116\t-0.021\t0.000\t0.320\t-1.049\t-1.258\t0.000\t0.766\t0.906\t0.933\t1.551\t0.674\t0.931\t0.984\t1.294\t1.230\t1.084\t0.885\n0\t0.322\t-1.074\t-0.104\t2.046\t0.885\t0.545\t-1.123\t-1.026\t0.000\t0.815\t0.836\t-1.045\t2.215\t0.458\t-0.126\t0.364\t0.000\t0.601\t-0.001\t-0.372\t3.102\t0.973\t1.062\t0.989\t0.902\t0.457\t1.261\t1.018\n1\t1.630\t0.466\t0.639\t0.773\t0.003\t0.638\t-0.176\t-1.492\t2.173\t0.623\t-0.594\t-0.627\t2.215\t0.387\t-1.345\t-0.304\t0.000\t0.779\t-0.148\t1.350\t0.000\t0.736\t0.671\t0.996\t1.004\t0.683\t0.887\t0.760\n0\t0.742\t-0.919\t-0.800\t1.034\t0.453\t0.755\t0.464\t1.678\t0.000\t0.798\t0.806\t0.357\t2.215\t0.882\t0.332\t-0.548\t2.548\t0.843\t1.322\t1.254\t0.000\t0.850\t0.967\t1.097\t0.824\t0.682\t0.771\t0.898\n0\t0.411\t-0.878\t1.694\t0.878\t0.560\t1.854\t-0.116\t1.252\t2.173\t2.836\t-0.119\t-0.602\t1.107\t0.377\t0.869\t-0.560\t0.000\t0.373\t0.677\t0.847\t0.000\t0.396\t0.940\t0.987\t1.317\t3.357\t1.551\t1.127\n0\t0.877\t0.477\t-0.761\t0.667\t-0.068\t0.764\t0.591\t0.520\t2.173\t0.787\t0.037\t1.695\t0.000\t1.274\t-0.420\t1.161\t0.000\t1.022\t1.698\t-0.650\t0.000\t0.887\t1.148\t0.984\t0.635\t0.974\t0.790\t0.727\n1\t2.099\t-0.197\t0.759\t0.334\t-0.532\t1.009\t0.375\t-1.296\t2.173\t0.550\t-0.003\t-0.525\t0.000\t0.600\t0.924\t-1.613\t0.000\t0.549\t0.295\t-0.117\t3.102\t0.869\t0.730\t1.065\t0.604\t0.688\t0.824\t0.720\n0\t1.083\t-0.436\t-1.120\t0.322\t-0.084\t1.363\t0.158\t0.397\t2.173\t1.197\t-2.649\t-1.200\t0.000\t0.881\t-0.504\t0.811\t0.000\t0.876\t0.094\t1.524\t3.102\t0.897\t0.941\t0.980\t0.694\t0.982\t0.907\t0.764\n0\t0.561\t-0.838\t0.270\t1.010\t1.245\t0.708\t-0.547\t-0.632\t2.173\t0.908\t0.914\t-1.446\t2.215\t0.559\t1.755\t-0.058\t0.000\t0.547\t0.326\t0.716\t0.000\t0.648\t1.086\t0.990\t0.950\t1.246\t0.868\t0.808\n0\t1.070\t0.384\t-1.126\t0.950\t1.650\t1.099\t-0.269\t0.000\t0.000\t1.761\t0.152\t1.443\t2.215\t1.164\t0.676\t-0.056\t0.000\t2.042\t-0.394\t0.279\t3.102\t1.082\t0.847\t0.989\t0.853\t1.581\t1.216\t1.095\n0\t0.277\t1.125\t-0.627\t1.124\t-1.666\t0.597\t-0.437\t-0.063\t0.000\t0.556\t-1.270\t-0.779\t2.215\t1.308\t-0.297\t1.011\t2.548\t0.401\t-1.610\t-0.392\t0.000\t0.649\t0.877\t0.989\t0.734\t1.016\t0.688\t0.669\n1\t3.325\t0.647\t-0.479\t0.178\t-1.475\t0.663\t-0.132\t-1.711\t1.087\t1.396\t1.928\t0.600\t0.000\t1.205\t1.419\t1.595\t0.000\t0.627\t0.267\t0.366\t3.102\t1.177\t0.850\t0.989\t1.231\t0.670\t0.979\t1.070\n0\t1.464\t-0.890\t-1.704\t0.725\t-1.664\t0.745\t0.239\t0.415\t0.000\t0.646\t-0.645\t-0.238\t1.107\t0.952\t-0.032\t1.680\t1.274\t1.309\t2.134\t-0.168\t0.000\t0.783\t0.837\t0.984\t0.975\t0.865\t0.774\t0.850\n1\t1.620\t1.667\t1.668\t0.546\t1.172\t1.100\t1.327\t-0.813\t2.173\t0.737\t1.029\t-0.226\t1.107\t0.657\t1.124\t0.583\t0.000\t0.874\t1.791\t1.289\t0.000\t1.038\t1.053\t0.995\t1.078\t0.694\t0.967\t0.843\n1\t0.696\t-0.023\t0.604\t0.521\t0.918\t0.955\t0.286\t1.673\t2.173\t1.260\t0.550\t-0.292\t0.000\t1.115\t-0.486\t1.602\t0.000\t0.563\t0.580\t-0.681\t1.551\t0.861\t0.516\t0.991\t0.939\t0.679\t0.876\t0.799\n0\t0.543\t0.166\t1.541\t1.835\t1.009\t1.304\t-0.571\t-0.881\t1.087\t0.721\t-1.364\t0.960\t0.000\t0.624\t-0.879\t0.154\t0.000\t0.548\t0.689\t-0.940\t0.000\t0.850\t0.912\t0.979\t0.764\t0.271\t1.186\t0.954\n0\t0.705\t-0.531\t-0.945\t0.842\t1.367\t0.751\t0.679\t0.457\t1.087\t1.457\t0.084\t-1.244\t1.107\t0.555\t-2.395\t0.958\t0.000\t0.918\t-0.987\t0.380\t0.000\t0.733\t1.641\t0.986\t0.899\t1.608\t1.377\t1.098\n1\t1.067\t-1.176\t0.600\t0.799\t0.368\t0.940\t-0.190\t-1.100\t2.173\t0.343\t-1.237\t-1.526\t2.215\t0.607\t-1.568\t1.223\t0.000\t0.908\t-0.655\t-0.513\t0.000\t0.911\t1.002\t1.000\t0.721\t0.568\t1.019\t0.827\n1\t0.952\t0.081\t-1.263\t0.400\t0.930\t0.826\t-0.254\t-0.798\t2.173\t0.492\t0.066\t1.025\t2.215\t0.447\t-0.061\t0.082\t0.000\t0.443\t-1.901\t0.660\t0.000\t0.896\t1.114\t0.991\t0.622\t0.947\t0.747\t0.667\n0\t0.626\t0.103\t-0.067\t1.652\t0.180\t0.712\t0.380\t1.588\t2.173\t1.178\t-1.147\t-0.610\t2.215\t1.749\t-0.348\t1.102\t0.000\t1.459\t-0.092\t-1.285\t0.000\t1.493\t1.023\t0.984\t1.822\t1.698\t1.389\t1.269\n0\t0.458\t-1.626\t-0.020\t1.310\t-1.232\t0.452\t-1.032\t-0.359\t0.000\t1.214\t-0.914\t0.847\t0.000\t0.524\t0.697\t-1.458\t2.548\t0.452\t-0.950\t1.135\t1.551\t1.394\t1.177\t0.987\t0.597\t0.490\t0.760\t0.812\n0\t2.525\t-0.638\t-0.603\t2.642\t-0.361\t1.260\t0.677\t1.301\t0.000\t1.070\t0.096\t1.077\t2.215\t0.582\t-1.456\t-1.685\t0.000\t0.807\t-1.136\t0.884\t3.102\t1.149\t0.957\t0.995\t1.069\t0.686\t1.229\t1.567\n1\t0.738\t-0.398\t-0.901\t0.339\t0.768\t1.202\t0.031\t0.123\t0.000\t1.429\t1.983\t1.680\t0.000\t1.323\t0.601\t1.419\t2.548\t1.172\t-1.709\t-0.717\t0.000\t0.673\t0.647\t0.989\t1.078\t1.084\t1.082\t0.879\n0\t0.732\t2.051\t0.179\t1.143\t-0.655\t1.575\t0.685\t1.372\t2.173\t0.926\t1.219\t-0.547\t2.215\t0.671\t0.654\t-0.165\t0.000\t0.449\t2.015\t0.884\t0.000\t0.759\t1.170\t0.989\t0.866\t1.826\t1.456\t1.109\n1\t2.046\t-0.362\t-0.017\t0.589\t-0.281\t0.956\t-0.919\t1.507\t2.173\t0.700\t-0.297\t-1.369\t0.000\t0.508\t-0.849\t1.017\t2.548\t0.461\t0.789\t-1.025\t0.000\t0.544\t0.874\t0.972\t0.712\t0.372\t0.870\t0.799\n1\t0.406\t1.463\t0.023\t0.905\t-1.376\t1.043\t0.030\t-0.602\t0.000\t1.706\t0.222\t0.974\t2.215\t1.119\t-0.386\t-0.379\t0.000\t1.171\t-1.198\t1.581\t0.000\t0.591\t0.886\t0.989\t1.771\t0.241\t1.101\t1.318\n1\t0.680\t-0.137\t-1.609\t1.010\t0.605\t1.195\t0.374\t0.782\t1.087\t2.291\t1.407\t-1.129\t0.000\t2.011\t0.478\t0.368\t2.548\t1.130\t1.897\t0.162\t0.000\t0.906\t1.158\t1.045\t0.810\t0.719\t0.953\t0.905\n1\t1.266\t-0.645\t-0.640\t0.819\t-0.121\t1.370\t0.433\t1.618\t2.173\t1.535\t-0.321\t0.850\t0.000\t0.942\t0.954\t-0.201\t0.000\t1.441\t-0.170\t-0.967\t3.102\t1.479\t1.242\t0.980\t1.465\t1.182\t1.053\t1.025\n0\t0.363\t1.846\t1.737\t1.889\t-0.546\t0.396\t-0.046\t-1.673\t0.000\t1.208\t0.844\t1.127\t2.215\t1.742\t0.078\t0.722\t2.548\t0.757\t1.632\t-1.223\t0.000\t1.040\t0.968\t1.014\t1.645\t0.828\t1.236\t1.051\n0\t0.512\t1.422\t1.695\t0.726\t-0.405\t0.880\t-0.371\t1.688\t2.173\t0.720\t0.995\t-1.649\t2.215\t1.423\t0.291\t0.047\t0.000\t0.652\t1.383\t0.387\t0.000\t0.831\t1.004\t0.991\t1.757\t0.902\t1.144\t1.056\n0\t2.565\t0.022\t-0.718\t0.832\t1.646\t1.067\t-1.288\t0.988\t2.173\t0.446\t0.136\t0.288\t0.000\t0.329\t0.948\t-0.436\t2.548\t0.564\t-0.618\t0.491\t0.000\t0.321\t0.779\t1.715\t0.850\t1.289\t1.228\t0.936\n1\t0.981\t-0.080\t0.206\t1.335\t0.277\t1.262\t-0.676\t1.689\t2.173\t0.403\t1.840\t1.396\t0.000\t1.275\t-0.531\t0.909\t2.548\t1.226\t0.732\t-0.876\t0.000\t0.947\t1.313\t0.985\t1.447\t1.026\t1.186\t1.199\n1\t0.832\t0.139\t-0.783\t0.657\t0.048\t0.903\t-0.363\t0.908\t2.173\t0.986\t-0.582\t-1.191\t0.000\t0.794\t0.694\t1.042\t0.000\t0.927\t-0.027\t-0.347\t3.102\t1.580\t1.014\t0.995\t0.965\t0.891\t0.845\t0.773\n0\t0.504\t1.073\t-1.421\t2.067\t-1.208\t0.758\t1.518\t0.460\t0.000\t0.835\t2.517\t-0.793\t0.000\t0.740\t2.499\t0.540\t0.000\t1.759\t1.174\t-1.579\t3.102\t0.914\t1.009\t0.982\t0.723\t0.782\t0.726\t0.883\n0\t1.076\t0.255\t-0.091\t1.516\t-0.191\t0.742\t0.085\t0.825\t0.000\t0.873\t0.922\t1.419\t0.000\t1.337\t0.860\t-1.166\t2.548\t1.228\t0.161\t-1.259\t3.102\t1.156\t1.018\t0.997\t1.287\t0.386\t0.898\t1.005\n1\t0.640\t0.679\t-0.351\t1.063\t-0.729\t1.911\t0.541\t0.735\t0.000\t1.388\t-1.230\t1.741\t0.000\t0.997\t-0.206\t-0.626\t2.548\t0.752\t-0.199\t1.692\t0.000\t0.716\t1.034\t0.982\t1.277\t0.304\t0.927\t1.267\n0\t1.413\t-0.483\t-0.117\t1.367\t-0.663\t0.881\t1.634\t-1.587\t0.000\t0.928\t-1.824\t0.177\t0.000\t1.188\t0.559\t1.394\t2.548\t0.902\t-0.278\t1.034\t3.102\t0.891\t0.933\t0.987\t0.841\t0.464\t0.842\t1.056\n0\t0.936\t-1.635\t-0.006\t0.289\t-1.504\t0.459\t0.149\t1.122\t0.000\t1.021\t0.237\t-1.392\t2.215\t0.936\t0.080\t0.074\t2.548\t0.898\t1.384\t1.429\t0.000\t0.856\t0.900\t0.994\t0.744\t1.010\t0.805\t0.871\n0\t0.938\t0.448\t-1.670\t1.957\t-1.014\t0.831\t0.532\t0.638\t0.000\t0.971\t0.716\t-0.084\t2.215\t0.547\t-0.939\t1.282\t2.548\t0.451\t1.489\t1.132\t0.000\t0.741\t0.875\t1.048\t1.065\t1.067\t0.879\t0.873\n0\t0.868\t1.262\t1.383\t1.460\t-1.298\t1.157\t0.631\t-0.349\t0.000\t2.060\t0.358\t1.431\t2.215\t1.436\t0.105\t-0.086\t0.000\t1.564\t1.619\t0.711\t0.000\t0.819\t0.865\t1.036\t1.139\t1.664\t1.346\t1.265\n0\t0.465\t2.136\t0.846\t1.772\t-1.572\t0.352\t-1.001\t-0.121\t0.000\t0.722\t-0.167\t0.390\t0.000\t1.193\t1.030\t-0.003\t2.548\t1.279\t0.563\t1.270\t3.102\t0.964\t1.296\t1.033\t1.130\t0.887\t1.170\t1.652\n1\t1.215\t1.156\t-0.810\t1.979\t-0.258\t2.467\t0.741\t1.555\t0.000\t0.920\t1.055\t-0.222\t2.215\t1.158\t0.215\t0.351\t2.548\t0.765\t0.328\t-1.473\t0.000\t0.919\t1.526\t1.028\t0.565\t0.723\t1.237\t1.269\n1\t1.640\t0.997\t-0.587\t0.783\t-1.455\t0.909\t-2.309\t0.859\t0.000\t0.809\t0.943\t-1.021\t2.215\t0.769\t-0.010\t0.137\t0.000\t1.659\t-0.102\t1.383\t1.551\t0.669\t0.813\t1.105\t0.588\t1.054\t0.795\t0.733\n1\t0.334\t-2.183\t1.004\t1.495\t-0.587\t1.260\t-0.677\t-1.713\t2.173\t0.806\t-0.326\t-0.196\t0.000\t0.836\t-1.548\t0.137\t0.000\t1.873\t-0.811\t1.349\t3.102\t0.855\t0.933\t0.989\t1.363\t0.650\t0.996\t0.910\n1\t0.568\t1.234\t1.207\t0.099\t1.684\t0.716\t1.007\t-0.302\t0.000\t0.515\t1.950\t-0.749\t0.000\t1.053\t-0.004\t-1.641\t2.548\t1.079\t0.178\t0.631\t3.102\t0.894\t0.942\t0.986\t0.584\t0.729\t0.657\t0.605\n1\t0.900\t-0.113\t1.540\t1.502\t-1.635\t0.334\t0.057\t-0.812\t2.173\t1.922\t-0.399\t0.050\t2.215\t0.748\t0.481\t0.860\t0.000\t0.828\t-0.250\t-1.424\t0.000\t0.851\t1.153\t0.979\t0.772\t0.873\t1.051\t0.887\n0\t0.738\t-1.292\t0.131\t0.252\t1.197\t1.694\t-0.723\t-1.620\t0.000\t2.302\t-0.354\t0.188\t2.215\t0.690\t0.320\t-0.807\t2.548\t0.574\t0.118\t-1.718\t0.000\t0.689\t0.932\t0.991\t0.833\t1.155\t1.352\t1.067\n1\t0.578\t-0.954\t1.579\t0.608\t1.694\t0.517\t-1.020\t1.138\t0.000\t0.743\t-0.663\t0.306\t1.107\t1.414\t-0.117\t-0.320\t2.548\t1.086\t0.979\t-1.046\t0.000\t1.070\t1.590\t0.988\t0.863\t0.658\t1.270\t1.083\n1\t1.418\t-0.267\t0.490\t1.853\t1.035\t1.269\t-2.623\t-0.746\t0.000\t0.918\t-0.958\t-1.060\t2.215\t0.869\t0.437\t-1.738\t2.548\t0.548\t-0.339\t1.478\t0.000\t0.603\t0.890\t1.059\t0.929\t0.934\t0.962\t0.761\n0\t0.782\t-0.290\t1.366\t0.585\t-1.551\t1.083\t-0.906\t-0.218\t2.173\t0.634\t-2.411\t-1.033\t0.000\t0.562\t-0.521\t0.808\t0.000\t0.991\t0.621\t1.478\t3.102\t0.698\t0.956\t0.980\t1.108\t1.495\t0.957\t0.815\n0\t2.899\t-1.209\t-0.507\t0.512\t-1.417\t1.270\t1.338\t0.653\t0.000\t0.689\t-1.206\t0.437\t2.215\t0.950\t-0.958\t-1.519\t2.548\t0.881\t-1.489\t-1.025\t0.000\t0.859\t0.934\t1.233\t0.916\t0.848\t0.784\t0.792\n0\t0.706\t1.759\t-1.685\t2.058\t-0.103\t0.582\t-0.133\t0.260\t1.087\t0.816\t1.162\t1.586\t2.215\t0.761\t-0.286\t-0.915\t0.000\t0.539\t-0.641\t0.848\t0.000\t0.724\t0.936\t1.652\t1.464\t1.189\t1.111\t1.037\n1\t0.455\t-0.118\t1.525\t0.992\t-0.173\t2.415\t-1.635\t-1.567\t0.000\t2.366\t0.737\t-0.047\t2.215\t0.962\t-0.767\t0.920\t1.274\t1.358\t-0.092\t0.212\t0.000\t0.773\t0.937\t0.984\t0.676\t1.881\t1.068\t0.848\n1\t0.761\t2.184\t0.117\t0.847\t1.177\t1.023\t0.632\t-1.151\t2.173\t0.417\t1.107\t0.809\t0.000\t1.086\t1.550\t-0.396\t0.000\t0.501\t0.605\t1.215\t0.000\t0.908\t1.003\t0.989\t0.733\t0.715\t0.842\t0.733\n1\t0.339\t-1.498\t-1.719\t1.190\t-1.072\t0.676\t0.340\t1.365\t2.173\t1.249\t-0.550\t-0.205\t0.000\t0.575\t-1.102\t1.099\t2.548\t0.483\t-0.844\t0.702\t0.000\t0.876\t1.134\t0.991\t0.733\t0.691\t0.741\t0.715\n1\t0.710\t-0.820\t-1.476\t0.226\t-0.731\t0.994\t-0.748\t1.439\t0.000\t1.092\t-0.596\t-0.179\t2.215\t1.027\t0.141\t0.251\t0.000\t1.124\t0.642\t-0.783\t3.102\t0.911\t1.152\t0.975\t0.862\t0.911\t0.990\t0.823\n0\t2.123\t-0.589\t1.587\t0.710\t0.865\t0.537\t1.648\t0.089\t0.000\t2.134\t0.627\t-0.589\t2.215\t1.338\t0.483\t1.256\t2.548\t0.642\t0.314\t-0.456\t0.000\t0.840\t1.110\t1.030\t1.969\t1.791\t1.398\t1.430\n0\t0.410\t-1.787\t-1.492\t1.128\t-0.651\t1.846\t-0.244\t-1.352\t2.173\t1.511\t0.448\t0.332\t0.000\t1.448\t0.441\t0.745\t1.274\t1.647\t0.524\t-0.229\t0.000\t1.010\t0.905\t0.980\t1.018\t2.078\t1.502\t1.274\n0\t1.178\t-1.318\t0.280\t1.194\t1.625\t0.784\t-0.940\t-1.459\t2.173\t0.861\t0.316\t0.275\t2.215\t0.398\t-0.401\t0.263\t0.000\t0.392\t0.009\t-0.909\t0.000\t0.684\t0.887\t1.538\t1.057\t1.462\t1.055\t0.831\n1\t0.808\t-0.482\t-0.967\t1.203\t0.680\t0.313\t0.680\t-0.981\t2.173\t0.477\t-1.173\t-1.327\t0.000\t1.749\t1.035\t0.405\t2.548\t0.862\t0.109\t1.156\t0.000\t0.922\t0.939\t1.361\t0.856\t0.899\t0.922\t0.807\n0\t1.338\t-0.377\t-0.606\t1.093\t1.637\t0.497\t-1.627\t0.871\t0.000\t0.772\t-0.804\t-0.216\t0.000\t0.757\t0.366\t1.327\t2.548\t1.050\t-0.864\t1.723\t1.551\t0.871\t1.056\t1.508\t0.843\t0.584\t0.707\t0.742\n0\t0.707\t-1.349\t-0.309\t0.760\t1.600\t0.746\t-0.703\t0.242\t2.173\t0.707\t-0.558\t-1.277\t2.215\t0.809\t-1.193\t-0.812\t0.000\t1.140\t-1.060\t1.172\t0.000\t1.035\t0.952\t1.004\t0.683\t1.049\t0.718\t0.648\n0\t0.592\t1.128\t0.099\t0.541\t-1.414\t1.166\t0.440\t-0.243\t1.087\t1.274\t0.036\t-1.414\t2.215\t1.351\t-0.617\t1.111\t0.000\t0.620\t1.373\t1.153\t0.000\t0.937\t0.989\t0.989\t0.793\t1.603\t0.939\t0.776\n1\t0.563\t-1.613\t-0.890\t0.557\t-0.352\t0.977\t-0.709\t1.416\t2.173\t0.388\t-0.750\t-0.805\t0.000\t1.119\t-1.150\t0.325\t0.000\t0.512\t2.171\t1.742\t0.000\t0.896\t1.085\t0.984\t0.501\t0.670\t0.654\t0.642\n0\t0.392\t-0.908\t0.968\t2.635\t0.190\t1.103\t-1.444\t-0.312\t1.087\t1.186\t-0.245\t-1.499\t0.000\t1.812\t-0.799\t-1.680\t2.548\t1.245\t0.283\t1.369\t0.000\t0.961\t0.862\t0.983\t1.174\t1.741\t1.249\t1.228\n1\t0.957\t-0.405\t-1.194\t1.028\t1.340\t0.887\t0.299\t-0.900\t2.173\t1.188\t-1.157\t0.832\t2.215\t0.985\t0.244\t0.722\t0.000\t0.660\t1.493\t-0.568\t0.000\t0.802\t1.036\t1.039\t0.984\t1.951\t1.078\t0.944\n0\t0.484\t-0.636\t1.620\t1.631\t0.726\t0.904\t0.636\t1.573\t2.173\t0.746\t-2.595\t-0.569\t0.000\t1.148\t1.456\t-0.078\t0.000\t1.377\t0.438\t0.309\t1.551\t0.964\t0.967\t0.990\t1.455\t1.075\t1.091\t1.414\n0\t0.900\t-0.421\t-1.539\t0.720\t-0.862\t1.054\t2.103\t0.656\t0.000\t0.563\t2.077\t-0.844\t0.000\t0.357\t1.488\t1.013\t2.548\t0.960\t1.029\t-1.329\t3.102\t1.598\t0.879\t0.989\t1.056\t0.394\t0.835\t1.449\n1\t1.086\t0.012\t0.124\t0.992\t-1.318\t1.535\t0.635\t0.706\t2.173\t0.860\t0.774\t1.088\t1.107\t0.642\t-1.270\t0.642\t0.000\t0.566\t-1.991\t0.098\t0.000\t0.979\t1.245\t1.385\t1.328\t0.585\t1.136\t1.024\n1\t1.738\t-0.787\t-0.346\t0.945\t-0.002\t0.683\t-0.268\t1.347\t2.173\t0.597\t0.444\t-0.026\t0.000\t0.903\t0.478\t-1.280\t2.548\t1.535\t-2.092\t1.493\t0.000\t0.839\t0.855\t0.982\t1.229\t0.792\t1.040\t0.932\n0\t0.383\t0.794\t-1.539\t1.899\t-0.420\t1.101\t-0.158\t1.508\t0.000\t0.606\t-0.393\t0.397\t2.215\t0.741\t-0.347\t-0.416\t1.274\t0.646\t-1.231\t1.563\t0.000\t0.915\t0.999\t1.000\t0.895\t0.477\t0.717\t0.892\n1\t1.079\t-0.215\t-1.190\t0.261\t-0.099\t1.505\t0.381\t-1.685\t2.173\t1.596\t-1.609\t0.314\t0.000\t1.323\t0.139\t0.301\t2.548\t0.673\t0.968\t-0.347\t0.000\t1.188\t1.498\t0.983\t1.155\t1.728\t1.806\t1.386\n1\t0.461\t2.079\t0.765\t0.840\t0.293\t1.307\t-0.337\t-1.111\t2.173\t0.311\t2.747\t-1.356\t0.000\t0.570\t-0.326\t0.769\t0.000\t1.037\t0.175\t1.046\t3.102\t0.616\t1.113\t0.974\t0.632\t1.197\t1.015\t0.810\n1\t1.757\t1.046\t0.989\t0.222\t-1.463\t1.163\t1.104\t-1.233\t2.173\t2.186\t2.139\t-0.133\t0.000\t1.404\t0.697\t1.556\t2.548\t1.315\t1.352\t0.566\t0.000\t0.783\t1.053\t0.985\t0.715\t0.976\t0.837\t0.738\n0\t3.054\t-0.487\t1.606\t0.303\t0.819\t1.005\t0.064\t-0.103\t1.087\t0.588\t0.292\t0.550\t2.215\t0.793\t-1.514\t-0.354\t0.000\t0.494\t1.755\t0.055\t0.000\t1.306\t1.151\t0.989\t1.536\t0.641\t1.042\t1.022\n0\t0.733\t-1.257\t1.157\t0.876\t-0.994\t2.305\t-0.557\t0.032\t2.173\t3.278\t-1.087\t-1.639\t2.215\t1.252\t0.275\t1.289\t0.000\t1.186\t-0.221\t0.611\t0.000\t0.863\t1.689\t1.036\t0.999\t4.194\t2.074\t1.573\n1\t0.395\t-0.893\t0.025\t1.478\t-1.672\t1.244\t0.377\t-0.171\t0.000\t1.481\t0.435\t1.009\t2.215\t0.640\t0.378\t-0.837\t0.000\t0.756\t0.403\t-1.465\t3.102\t0.908\t0.824\t1.058\t1.236\t0.756\t0.926\t0.984\n1\t2.147\t-0.242\t-1.011\t0.602\t1.242\t0.597\t-0.886\t0.527\t0.000\t0.446\t0.239\t0.757\t0.000\t0.926\t-0.499\t1.570\t0.000\t1.046\t-0.453\t0.008\t1.551\t0.772\t0.721\t1.411\t0.745\t0.305\t0.601\t0.619\n0\t1.392\t-0.645\t-1.725\t0.301\t-1.152\t0.547\t-1.506\t-0.507\t0.000\t0.816\t-0.900\t-0.032\t1.107\t0.846\t-0.304\t0.616\t2.548\t0.701\t0.145\t1.368\t0.000\t1.300\t0.937\t0.987\t0.926\t0.554\t0.712\t0.701\n0\t0.613\t-0.687\t-1.133\t0.798\t-1.659\t1.495\t-0.564\t-0.020\t0.000\t1.370\t0.836\t1.578\t2.215\t0.472\t0.187\t0.081\t0.000\t1.103\t-0.052\t1.486\t0.000\t0.767\t0.819\t0.994\t0.630\t1.755\t1.323\t1.031\n1\t0.835\t-1.163\t0.925\t1.230\t-0.218\t1.763\t-1.054\t-0.312\t1.087\t1.918\t-2.133\t1.640\t0.000\t1.020\t-0.396\t1.027\t0.000\t1.460\t-0.882\t-1.391\t3.102\t2.421\t1.522\t1.203\t1.007\t1.403\t1.643\t1.319\n0\t0.867\t1.098\t-1.554\t0.456\t1.190\t2.115\t1.008\t1.445\t2.173\t1.933\t1.174\t-0.506\t0.000\t1.753\t1.589\t0.033\t0.000\t0.995\t0.568\t-0.035\t1.551\t0.614\t0.587\t0.981\t0.945\t1.515\t1.177\t1.003\n1\t0.555\t0.756\t-1.112\t1.398\t0.877\t1.097\t0.021\t1.223\t1.087\t1.808\t-2.346\t-0.315\t0.000\t1.025\t-0.373\t1.513\t0.000\t1.541\t0.011\t-1.006\t3.102\t0.845\t0.804\t1.190\t0.948\t1.246\t0.852\t0.761\n0\t1.122\t0.884\t0.015\t0.375\t-0.060\t1.155\t1.394\t0.720\t2.173\t0.936\t0.769\t-1.413\t0.000\t1.650\t1.044\t-0.764\t2.548\t1.480\t1.635\t-1.620\t0.000\t0.867\t0.940\t0.985\t0.890\t1.689\t0.952\t0.842\n0\t1.274\t-0.528\t-1.570\t0.677\t-0.341\t1.296\t0.973\t0.824\t0.000\t1.476\t-0.289\t-0.897\t0.000\t0.950\t-0.331\t-0.129\t1.274\t1.131\t-0.535\t0.358\t3.102\t2.300\t1.507\t1.152\t0.793\t0.355\t0.979\t0.850\n0\t0.778\t0.133\t0.347\t1.030\t-0.259\t1.000\t-1.329\t-1.680\t2.173\t0.274\t-0.148\t1.141\t0.000\t0.649\t-1.433\t0.150\t2.548\t0.381\t-1.992\t-0.756\t0.000\t0.711\t0.714\t0.984\t0.614\t1.007\t0.867\t0.694\n1\t1.756\t0.642\t0.282\t1.108\t0.077\t1.110\t1.043\t1.646\t2.173\t0.965\t0.805\t-1.292\t0.000\t0.404\t1.559\t0.620\t0.000\t0.448\t0.911\t-0.113\t1.551\t1.043\t0.889\t0.976\t0.516\t0.746\t0.977\t0.884\n0\t0.685\t-0.181\t-0.498\t2.083\t0.249\t0.892\t-1.825\t1.465\t0.000\t0.526\t0.498\t-1.689\t2.215\t0.484\t-0.721\t-0.531\t2.548\t0.559\t-1.720\t-0.975\t0.000\t0.880\t0.805\t1.032\t0.958\t0.596\t0.816\t0.973\n1\t1.583\t-0.427\t-1.379\t0.255\t0.558\t0.732\t0.715\t0.737\t2.173\t0.654\t-0.465\t-0.436\t2.215\t1.041\t0.240\t0.153\t0.000\t0.995\t2.069\t1.568\t0.000\t1.861\t1.263\t0.990\t0.715\t1.099\t1.034\t1.006\n1\t0.921\t0.663\t-0.987\t0.541\t1.422\t0.859\t-0.150\t-0.129\t0.000\t1.011\t-0.112\t-1.483\t1.107\t0.626\t0.998\t1.432\t2.548\t0.897\t-0.160\t0.913\t0.000\t0.927\t1.043\t0.992\t0.567\t0.685\t0.742\t0.731\n1\t0.346\t0.766\t1.130\t0.719\t-1.001\t0.842\t-0.252\t-0.241\t1.087\t0.628\t-1.295\t-0.133\t2.215\t1.109\t1.294\t1.690\t0.000\t1.949\t-0.670\t1.524\t0.000\t2.214\t1.851\t0.985\t1.481\t0.614\t1.366\t1.410\n1\t0.911\t-1.375\t0.636\t0.662\t-0.203\t0.741\t0.866\t1.284\t2.173\t0.969\t-0.435\t1.735\t2.215\t0.450\t-1.083\t-1.728\t0.000\t0.560\t1.238\t1.580\t0.000\t0.987\t0.836\t0.990\t0.926\t1.013\t0.951\t0.810\n1\t0.775\t-0.696\t-0.158\t1.488\t0.447\t1.236\t-0.086\t-1.613\t2.173\t0.752\t0.954\t0.140\t0.000\t0.594\t-1.402\t1.522\t0.000\t0.743\t-0.177\t-0.729\t3.102\t0.766\t1.215\t0.992\t0.656\t0.729\t0.902\t0.808\n1\t0.920\t-0.744\t-1.567\t2.355\t0.847\t1.277\t-1.250\t-0.488\t1.087\t0.237\t-0.685\t0.772\t2.215\t0.684\t-0.866\t-1.190\t0.000\t0.529\t0.440\t-1.452\t0.000\t0.559\t0.967\t1.678\t0.751\t0.769\t1.046\t0.867\n0\t0.791\t-2.041\t-0.855\t0.859\t0.184\t0.486\t0.226\t0.775\t0.000\t0.472\t0.015\t1.604\t2.215\t0.363\t-1.713\t-0.586\t0.000\t1.137\t-0.801\t-1.345\t3.102\t1.189\t0.898\t0.985\t1.173\t0.455\t0.831\t0.857\n1\t0.578\t-0.271\t1.443\t0.983\t-1.189\t0.888\t-0.289\t-0.474\t2.173\t0.930\t-0.741\t0.209\t2.215\t0.674\t-1.033\t-0.823\t0.000\t0.871\t-0.865\t1.309\t0.000\t0.795\t0.879\t0.996\t0.922\t0.835\t0.801\t0.691\n0\t1.026\t0.621\t-0.093\t0.134\t0.998\t1.511\t1.427\t0.242\t2.173\t2.045\t-0.858\t-1.419\t0.000\t1.119\t0.210\t-1.697\t2.548\t1.171\t0.816\t0.910\t0.000\t2.774\t1.613\t0.989\t1.209\t1.904\t2.067\t1.557\n0\t2.296\t0.265\t0.258\t0.405\t0.910\t0.913\t1.898\t-1.350\t0.000\t1.077\t-0.054\t0.971\t2.215\t1.212\t-0.770\t-0.610\t1.274\t1.674\t-0.488\t-1.283\t0.000\t0.985\t1.043\t0.981\t1.162\t1.298\t0.934\t0.933\n0\t2.664\t-1.238\t0.932\t0.893\t0.932\t1.532\t-0.344\t-1.079\t2.173\t1.037\t0.571\t-0.802\t0.000\t1.471\t-0.587\t0.380\t2.548\t0.509\t1.564\t0.976\t0.000\t1.149\t1.402\t0.970\t2.233\t1.832\t1.562\t1.631\n0\t0.343\t0.937\t-0.988\t1.529\t0.839\t1.088\t0.155\t0.739\t0.000\t2.426\t-0.795\t-0.951\t2.215\t0.580\t0.481\t0.237\t2.548\t0.666\t-0.807\t1.442\t0.000\t1.089\t0.746\t1.001\t2.044\t1.435\t1.323\t1.208\n1\t0.505\t-0.756\t0.069\t1.239\t-1.562\t1.317\t0.915\t1.646\t1.087\t1.061\t0.698\t0.283\t0.000\t1.230\t1.661\t0.344\t0.000\t1.784\t-0.731\t-0.708\t3.102\t1.023\t1.712\t1.090\t0.751\t2.166\t1.586\t1.421\n1\t1.071\t0.359\t-0.694\t0.620\t1.471\t1.074\t0.065\t0.747\t0.000\t1.055\t0.460\t-1.503\t1.107\t0.718\t0.789\t0.346\t0.000\t1.323\t-0.336\t-0.620\t3.102\t0.857\t1.100\t1.048\t0.696\t0.902\t0.938\t0.812\n0\t0.296\t2.274\t0.008\t1.767\t-0.385\t1.472\t-0.120\t1.196\t0.000\t1.572\t0.949\t-0.536\t0.000\t1.391\t-0.754\t1.251\t2.548\t0.671\t-1.121\t-1.356\t1.551\t3.729\t2.220\t0.977\t1.567\t0.560\t1.494\t1.390\n1\t0.791\t-0.505\t1.396\t0.589\t-0.218\t1.552\t0.409\t-1.516\t0.000\t1.655\t1.044\t0.327\t1.107\t1.180\t0.716\t-0.283\t2.548\t0.698\t0.672\t1.249\t0.000\t1.011\t1.287\t0.987\t1.418\t0.805\t1.229\t1.138\n0\t0.554\t-1.033\t1.216\t1.045\t-0.324\t0.514\t-2.368\t-0.646\t0.000\t0.567\t-1.952\t-1.483\t0.000\t0.939\t-1.377\t0.752\t0.000\t0.547\t-0.986\t-0.716\t0.000\t0.815\t0.648\t1.037\t1.074\t0.539\t1.134\t0.928\n0\t0.780\t-0.486\t-0.127\t1.335\t-1.237\t0.705\t-2.426\t1.632\t0.000\t1.222\t-1.634\t0.880\t0.000\t0.982\t0.605\t-0.136\t2.548\t1.178\t-0.858\t-0.572\t3.102\t0.911\t1.014\t1.189\t0.913\t0.845\t0.997\t0.920\n0\t0.804\t-1.187\t-0.133\t0.717\t-1.596\t0.680\t0.997\t0.836\t0.000\t0.721\t0.715\t-1.127\t2.215\t0.439\t-2.427\t-0.354\t0.000\t0.497\t-0.395\t1.732\t3.102\t3.126\t1.648\t1.018\t1.022\t0.452\t1.153\t1.008\n1\t0.804\t-1.537\t-1.094\t0.894\t-1.336\t1.271\t-0.130\t0.251\t2.173\t1.560\t-0.479\t1.151\t1.107\t1.027\t1.710\t-0.990\t0.000\t1.385\t-0.239\t-1.098\t0.000\t1.181\t1.091\t0.982\t1.367\t1.548\t1.156\t0.977\n0\t0.571\t-1.364\t0.908\t1.134\t-1.599\t0.978\t-0.356\t-0.280\t0.000\t0.797\t0.726\t1.449\t2.215\t0.686\t0.304\t-0.823\t0.000\t0.791\t-0.879\t0.676\t3.102\t0.866\t0.848\t0.991\t0.916\t0.869\t0.840\t0.815\n1\t1.095\t0.228\t1.138\t0.693\t0.882\t0.866\t0.787\t0.974\t0.000\t1.320\t-0.296\t-0.058\t2.215\t0.522\t0.071\t1.736\t0.000\t1.814\t0.944\t-1.346\t0.000\t0.885\t1.107\t0.980\t1.035\t0.955\t0.968\t0.904\n0\t1.800\t-0.128\t0.412\t1.130\t-0.204\t1.293\t0.082\t-1.152\t2.173\t0.716\t-0.169\t1.678\t1.107\t1.309\t-1.095\t1.447\t0.000\t1.752\t0.911\t0.368\t0.000\t2.741\t1.622\t1.040\t1.481\t0.809\t1.287\t1.210\n1\t1.754\t-1.471\t-0.990\t0.450\t-0.065\t0.648\t-1.830\t-1.286\t0.000\t0.846\t-1.294\t1.440\t0.000\t1.019\t-1.149\t0.374\t2.548\t1.030\t0.087\t0.553\t3.102\t0.910\t0.796\t0.988\t0.852\t0.591\t0.755\t0.700\n1\t0.495\t-0.259\t1.553\t1.594\t-1.062\t0.942\t1.332\t0.782\t0.000\t0.709\t0.618\t0.080\t2.215\t1.019\t2.101\t-1.110\t0.000\t0.963\t1.915\t-0.054\t0.000\t0.890\t1.048\t0.985\t1.184\t0.353\t0.918\t1.259\n0\t0.366\t1.094\t0.155\t1.786\t1.074\t0.651\t-0.847\t0.132\t0.000\t0.751\t-0.843\t-0.678\t0.000\t0.884\t-0.030\t-1.104\t2.548\t1.092\t0.024\t-1.625\t3.102\t0.991\t0.985\t0.985\t1.268\t0.340\t0.952\t1.286\n0\t0.576\t-0.147\t-1.482\t1.026\t1.318\t1.050\t-0.121\t-0.394\t1.087\t1.080\t1.126\t0.996\t2.215\t0.517\t-0.982\t-0.423\t0.000\t0.482\t-0.856\t-1.663\t0.000\t0.893\t0.963\t0.990\t1.481\t1.836\t1.297\t1.015\n1\t0.850\t-0.303\t0.739\t0.987\t1.683\t0.685\t0.444\t-0.743\t2.173\t0.746\t1.209\t0.123\t0.000\t0.840\t1.244\t1.722\t2.548\t0.484\t0.722\t-0.455\t0.000\t0.417\t0.704\t0.989\t0.940\t0.876\t0.754\t0.708\n0\t1.653\t-0.613\t0.452\t1.092\t-0.207\t1.325\t1.167\t-1.041\t2.173\t0.684\t1.605\t-1.639\t0.000\t0.881\t-0.793\t1.091\t1.274\t0.594\t0.626\t0.735\t0.000\t0.799\t0.959\t1.040\t0.790\t2.067\t1.502\t1.285\n0\t0.940\t-0.689\t-0.975\t0.522\t-0.994\t0.425\t-0.501\t-1.319\t0.000\t0.561\t-0.593\t1.120\t2.215\t1.121\t0.381\t0.606\t0.000\t0.860\t-0.456\t0.441\t3.102\t1.361\t0.884\t0.992\t0.773\t0.361\t0.627\t0.745\n1\t0.810\t-0.512\t0.267\t0.709\t-0.885\t1.008\t-1.029\t1.296\t0.000\t1.121\t-0.239\t-0.403\t2.215\t1.049\t-1.868\t1.028\t0.000\t1.445\t-1.261\t-1.079\t1.551\t1.074\t1.149\t0.984\t0.631\t1.019\t1.141\t0.999\n1\t0.581\t-0.941\t-0.052\t0.410\t-1.488\t1.048\t-0.450\t0.642\t2.173\t0.670\t-0.428\t-0.410\t1.107\t1.470\t-1.003\t1.200\t0.000\t0.762\t-1.037\t-0.718\t0.000\t0.890\t1.050\t0.993\t0.607\t1.002\t0.737\t0.652\n1\t1.018\t0.768\t-0.770\t0.363\t0.563\t1.141\t-0.452\t0.186\t2.173\t0.904\t-1.695\t-1.573\t0.000\t1.053\t0.768\t-1.386\t0.000\t1.029\t-0.266\t1.156\t1.551\t0.708\t0.703\t0.984\t1.302\t0.883\t0.935\t0.849\n1\t0.546\t-1.655\t1.016\t0.470\t0.746\t0.601\t0.151\t0.846\t0.000\t0.544\t0.281\t-0.122\t0.000\t1.576\t-1.311\t-0.884\t0.000\t0.554\t-0.892\t-1.176\t3.102\t0.934\t0.778\t0.981\t0.481\t0.216\t0.469\t0.492\n0\t1.141\t0.248\t0.323\t1.058\t1.262\t0.792\t1.243\t-0.565\t0.000\t0.600\t1.167\t-1.736\t1.107\t0.765\t0.869\t-1.354\t1.274\t0.575\t2.324\t-1.395\t0.000\t0.924\t0.788\t1.140\t0.850\t0.258\t0.648\t0.684\n0\t0.596\t0.780\t-0.925\t0.754\t-0.272\t0.785\t1.160\t-1.031\t0.000\t1.090\t0.215\t0.867\t0.000\t0.589\t1.118\t0.448\t0.000\t0.439\t1.106\t-1.215\t3.102\t0.920\t0.665\t0.999\t0.508\t0.254\t0.389\t0.501\n1\t0.760\t0.598\t0.270\t1.110\t1.325\t0.659\t-0.381\t0.015\t0.000\t0.794\t0.216\t0.595\t0.000\t1.157\t0.165\t-0.944\t2.548\t0.823\t0.907\t-1.683\t3.102\t0.900\t0.974\t1.036\t0.895\t0.578\t0.756\t0.720\n1\t1.948\t-1.594\t-1.045\t0.209\t-0.670\t1.400\t-1.326\t0.921\t2.173\t0.588\t-1.145\t-0.013\t0.000\t0.607\t-0.338\t0.156\t2.548\t0.557\t1.673\t-1.255\t0.000\t1.883\t1.091\t0.976\t1.475\t0.932\t1.237\t1.207\n0\t0.639\t1.236\t-1.405\t0.314\t1.641\t1.320\t0.143\t1.517\t0.000\t1.144\t1.126\t-0.645\t2.215\t0.563\t1.903\t-0.501\t0.000\t1.367\t0.609\t0.203\t0.000\t0.912\t0.788\t0.978\t0.647\t0.796\t0.665\t0.661\n0\t0.652\t-0.443\t1.706\t1.111\t-0.951\t1.586\t-0.937\t1.544\t0.000\t2.081\t-0.640\t-0.664\t2.215\t2.181\t-0.707\t0.771\t2.548\t1.605\t-2.342\t0.353\t0.000\t3.382\t2.334\t0.989\t0.923\t2.181\t1.996\t1.531\n1\t0.503\t-0.808\t-1.388\t2.097\t1.471\t1.049\t-0.631\t-0.399\t2.173\t0.423\t-1.657\t-1.068\t0.000\t0.647\t-0.387\t0.729\t0.000\t1.277\t-0.008\t0.476\t1.551\t0.971\t0.955\t0.994\t1.168\t0.953\t1.140\t0.916\n1\t0.382\t-0.107\t1.441\t1.569\t-0.289\t1.317\t0.532\t-0.903\t2.173\t1.208\t0.643\t1.056\t1.107\t0.597\t-0.585\t0.987\t0.000\t0.535\t-1.374\t0.789\t0.000\t0.346\t0.882\t1.072\t0.996\t1.824\t1.113\t0.960\n0\t0.761\t0.033\t0.694\t0.299\t0.556\t0.486\t-0.329\t-1.572\t2.173\t0.828\t0.075\t-0.830\t2.215\t0.398\t-0.933\t0.933\t0.000\t0.410\t-0.797\t-0.761\t0.000\t0.446\t0.578\t0.991\t0.765\t0.610\t0.689\t0.543\n0\t0.472\t1.413\t-0.726\t1.475\t0.141\t0.734\t-0.142\t0.862\t0.000\t0.485\t-1.395\t-1.246\t0.000\t0.742\t0.522\t1.550\t0.000\t1.166\t0.443\t-0.319\t3.102\t0.911\t0.967\t0.994\t0.888\t0.713\t0.795\t0.988\n1\t0.480\t-1.707\t-0.662\t0.253\t-0.908\t1.094\t-1.223\t0.520\t0.000\t1.100\t-1.347\t-1.690\t0.000\t0.900\t-0.942\t-1.101\t1.274\t0.575\t-0.089\t-0.610\t3.102\t0.861\t0.698\t0.980\t0.590\t0.354\t0.470\t0.501\n0\t2.020\t0.547\t-0.208\t1.077\t-0.833\t1.704\t-1.441\t1.408\t0.000\t0.897\t-1.399\t-1.637\t0.000\t2.869\t-0.744\t-0.063\t0.000\t0.753\t0.950\t-1.414\t3.102\t1.014\t0.859\t1.088\t0.766\t0.932\t1.098\t1.548\n1\t1.526\t-0.919\t0.478\t0.697\t-0.381\t2.496\t-0.339\t-1.004\t0.000\t1.768\t0.519\t0.978\t1.107\t1.328\t-0.282\t0.838\t0.000\t0.694\t0.030\t-1.634\t0.000\t0.859\t0.892\t0.998\t1.460\t0.877\t1.088\t0.894\n1\t1.923\t0.374\t0.880\t0.499\t-1.012\t0.407\t-0.273\t0.817\t0.000\t0.775\t0.347\t-1.165\t2.215\t0.938\t-1.128\t-0.851\t2.548\t0.438\t-0.607\t-0.716\t0.000\t0.650\t0.725\t1.345\t1.235\t0.841\t0.910\t0.735\n0\t2.738\t0.149\t-1.638\t0.834\t-1.410\t1.423\t-0.167\t0.188\t2.173\t0.838\t0.861\t0.086\t0.000\t0.340\t-0.193\t1.156\t0.000\t1.064\t0.779\t-0.926\t3.102\t0.972\t0.855\t1.008\t0.757\t1.334\t1.284\t1.084\n1\t0.440\t-1.808\t-1.046\t1.605\t1.478\t0.984\t-0.914\t1.094\t2.173\t0.776\t-1.930\t-0.799\t0.000\t1.001\t1.219\t-1.522\t0.000\t2.339\t-1.915\t0.129\t0.000\t0.729\t1.132\t0.991\t0.821\t0.846\t0.886\t0.793\n0\t0.936\t-1.643\t-1.134\t0.276\t-1.676\t0.621\t0.664\t1.015\t0.000\t0.791\t-1.204\t-0.004\t2.215\t0.375\t-0.989\t0.815\t0.000\t1.198\t0.879\t-1.221\t3.102\t0.879\t0.935\t0.989\t0.800\t1.470\t0.926\t0.889\n1\t0.429\t1.376\t-1.513\t2.616\t-0.793\t0.873\t0.052\t1.170\t2.173\t1.347\t0.789\t0.470\t2.215\t0.604\t-0.298\t-0.823\t0.000\t0.689\t0.464\t1.685\t0.000\t0.638\t0.974\t0.989\t1.956\t1.128\t1.505\t1.193\n0\t0.481\t-0.835\t0.471\t1.247\t-0.120\t0.699\t1.539\t-1.634\t2.173\t0.535\t-0.772\t-0.794\t0.000\t0.487\t-0.924\t0.767\t0.000\t0.465\t-0.523\t1.398\t0.000\t0.995\t0.719\t0.983\t1.249\t0.306\t0.808\t0.764\n1\t0.619\t1.022\t-0.666\t1.206\t0.995\t1.035\t0.486\t-1.253\t0.000\t0.563\t1.041\t1.329\t2.215\t0.620\t1.935\t0.430\t0.000\t1.349\t-0.461\t0.373\t1.551\t1.310\t0.939\t1.194\t0.985\t0.929\t0.784\t0.733\n1\t0.876\t1.565\t0.638\t0.745\t1.647\t0.918\t1.218\t-0.977\t2.173\t1.029\t1.294\t1.729\t2.215\t1.244\t0.881\t0.133\t0.000\t1.798\t-1.880\t0.303\t0.000\t0.753\t0.956\t0.984\t0.961\t0.927\t0.758\t0.712\n0\t0.653\t0.272\t-1.625\t1.052\t-0.762\t1.289\t0.508\t1.228\t0.000\t1.063\t0.949\t-1.087\t0.000\t1.129\t1.245\t-0.511\t0.000\t1.311\t0.705\t0.429\t3.102\t0.897\t1.002\t0.993\t0.691\t0.298\t0.686\t0.638\n1\t0.512\t-0.945\t1.294\t1.118\t-0.907\t1.163\t0.711\t0.796\t2.173\t0.973\t-0.883\t-0.537\t0.000\t1.072\t0.790\t-1.027\t2.548\t0.729\t1.972\t0.748\t0.000\t2.898\t1.756\t0.987\t1.684\t1.391\t1.363\t1.361\n1\t0.937\t0.893\t1.654\t0.902\t-0.462\t1.896\t0.805\t0.606\t0.000\t1.432\t0.199\t-0.915\t0.000\t1.331\t1.492\t-1.496\t0.000\t1.237\t0.135\t-0.171\t1.551\t1.962\t1.123\t1.203\t0.789\t0.700\t0.846\t0.760\n1\t0.611\t-0.692\t1.699\t2.237\t-1.210\t1.286\t-0.624\t0.964\t2.173\t0.687\t-1.168\t0.055\t2.215\t0.566\t-2.279\t-0.151\t0.000\t0.484\t-0.115\t0.565\t0.000\t0.922\t1.150\t0.986\t0.997\t1.087\t1.105\t0.936\n1\t0.410\t-0.695\t-1.683\t1.544\t-0.202\t0.983\t0.498\t1.264\t2.173\t1.111\t0.104\t1.690\t0.000\t1.258\t-0.391\t-0.264\t2.548\t0.616\t0.875\t-0.242\t0.000\t1.186\t0.945\t1.071\t0.610\t1.516\t0.982\t0.918\n1\t0.620\t-1.523\t-0.159\t1.901\t-1.293\t1.184\t-1.678\t0.492\t0.000\t1.073\t-1.200\t-0.881\t2.215\t1.186\t-0.535\t-1.735\t2.548\t1.089\t-0.673\t0.791\t0.000\t0.918\t1.295\t1.283\t0.749\t0.923\t1.053\t0.994\n1\t1.155\t-0.319\t-0.471\t1.473\t0.752\t0.894\t1.531\t0.801\t0.000\t2.013\t-1.213\t1.539\t0.000\t1.548\t-0.770\t1.281\t0.000\t1.981\t-0.559\t0.356\t0.000\t0.830\t0.738\t1.613\t1.549\t1.447\t1.438\t1.311\n0\t0.843\t0.874\t0.215\t0.467\t1.649\t0.684\t-0.654\t1.738\t2.173\t0.761\t1.156\t-0.849\t1.107\t1.053\t-0.378\t0.474\t0.000\t0.688\t-1.408\t0.706\t0.000\t1.086\t0.978\t0.988\t0.763\t1.364\t1.021\t0.874\n1\t1.200\t-0.983\t0.244\t0.566\t0.984\t0.784\t0.377\t-0.659\t2.173\t0.533\t0.142\t0.661\t0.000\t1.093\t0.088\t-1.712\t2.548\t0.852\t0.776\t-0.983\t0.000\t0.943\t0.815\t0.986\t1.107\t0.952\t1.060\t0.926\n1\t1.828\t-0.030\t-0.244\t0.243\t-0.428\t1.166\t1.151\t1.424\t2.173\t0.677\t0.591\t0.243\t1.107\t0.570\t2.274\t-1.322\t0.000\t0.609\t0.887\t-0.493\t0.000\t0.672\t0.976\t0.980\t0.622\t1.202\t1.016\t0.903\n0\t0.784\t-1.159\t0.438\t1.004\t0.140\t1.657\t-0.199\t0.618\t2.173\t1.525\t-2.254\t-1.635\t0.000\t2.077\t-1.026\t-1.215\t0.000\t1.639\t-1.153\t-0.464\t0.000\t1.303\t1.178\t0.995\t1.769\t1.346\t1.430\t1.374\n0\t1.914\t1.142\t-1.138\t0.769\t-0.896\t0.697\t1.114\t0.781\t0.000\t0.602\t-0.770\t0.258\t1.107\t0.748\t0.539\t-1.622\t0.000\t0.378\t1.380\t-0.361\t3.102\t0.788\t0.915\t0.973\t0.517\t0.708\t0.976\t0.910\n0\t0.903\t0.281\t1.575\t0.452\t-0.421\t1.015\t0.538\t-0.926\t0.000\t1.140\t0.637\t0.490\t2.215\t0.508\t-0.618\t0.607\t2.548\t0.472\t-1.363\t1.095\t0.000\t1.731\t1.138\t0.987\t0.887\t0.587\t0.941\t0.797\n0\t0.909\t1.101\t1.568\t1.043\t-0.444\t1.003\t0.916\t0.086\t2.173\t0.837\t2.528\t1.583\t0.000\t0.600\t1.522\t1.579\t2.548\t0.567\t0.789\t-0.631\t0.000\t1.165\t0.696\t1.310\t1.000\t1.012\t0.888\t0.816\n1\t0.327\t0.610\t-0.821\t1.419\t1.498\t0.611\t-1.214\t1.269\t0.000\t1.421\t-0.776\t-0.519\t2.215\t0.725\t-1.515\t-0.055\t0.000\t1.252\t0.029\t1.213\t0.000\t0.901\t0.930\t0.991\t1.973\t0.872\t1.219\t1.211\n1\t0.653\t1.786\t0.236\t1.148\t1.143\t0.712\t-0.170\t-0.866\t2.173\t0.824\t1.035\t1.653\t0.000\t0.306\t-2.021\t1.135\t0.000\t0.608\t0.922\t-0.358\t3.102\t0.865\t0.944\t0.984\t0.610\t0.567\t0.797\t0.702\n0\t1.850\t0.215\t1.006\t0.406\t1.010\t1.252\t-1.367\t-0.132\t2.173\t1.604\t-0.989\t-0.791\t0.000\t0.939\t0.470\t-1.205\t2.548\t1.000\t-0.913\t0.772\t0.000\t1.630\t1.328\t0.971\t0.901\t1.852\t1.467\t1.365\n1\t1.337\t0.078\t1.017\t1.061\t-0.145\t1.375\t0.171\t0.141\t0.000\t1.637\t0.826\t-1.177\t0.000\t0.860\t0.603\t1.249\t2.548\t0.398\t0.775\t-0.457\t0.000\t0.727\t0.962\t1.429\t0.802\t0.563\t0.691\t0.687\n1\t0.503\t2.127\t1.070\t1.729\t0.983\t0.666\t0.392\t-0.767\t2.173\t0.870\t-0.305\t-0.461\t2.215\t0.848\t0.841\t1.689\t0.000\t0.851\t0.188\t1.005\t0.000\t0.839\t0.880\t0.973\t1.179\t0.507\t1.027\t0.832\n1\t1.230\t0.709\t1.481\t1.110\t0.936\t0.662\t-1.646\t-0.848\t0.000\t1.615\t0.628\t-0.314\t2.215\t1.037\t0.230\t1.307\t0.000\t0.684\t0.109\t0.682\t3.102\t1.035\t0.910\t0.997\t1.398\t0.781\t1.041\t1.228\n1\t1.033\t-1.045\t1.342\t0.171\t-0.054\t0.530\t-0.415\t1.048\t0.000\t0.867\t-0.136\t-0.744\t2.215\t1.493\t0.575\t0.080\t2.548\t0.414\t0.734\t1.009\t0.000\t0.499\t0.865\t0.983\t1.027\t0.947\t0.813\t0.708\n0\t1.739\t-0.310\t-1.341\t1.198\t0.964\t2.075\t0.820\t0.726\t2.173\t2.064\t1.293\t-1.123\t2.215\t3.014\t-1.795\t-0.383\t0.000\t1.223\t-0.212\t0.983\t0.000\t0.934\t4.758\t1.748\t2.015\t3.129\t3.897\t2.900\n0\t1.671\t-0.286\t-1.726\t1.346\t-0.498\t1.060\t0.900\t-0.254\t0.000\t0.773\t0.460\t0.910\t1.107\t1.460\t0.796\t1.320\t2.548\t0.775\t1.718\t0.220\t0.000\t0.856\t1.002\t1.859\t1.403\t0.467\t1.001\t1.019\n1\t1.232\t-0.490\t1.050\t0.888\t1.417\t1.657\t0.424\t-0.602\t0.000\t0.882\t-1.280\t-0.798\t0.000\t1.044\t-1.135\t1.372\t2.548\t1.552\t0.686\t0.177\t1.551\t1.182\t0.916\t0.996\t1.330\t1.472\t1.141\t1.001\n1\t1.207\t1.403\t0.437\t0.980\t-1.223\t1.451\t1.847\t1.563\t0.000\t2.569\t0.941\t-0.480\t2.215\t0.697\t0.705\t-1.410\t2.548\t0.568\t0.289\t1.074\t0.000\t0.551\t0.639\t1.503\t1.334\t1.067\t0.969\t0.966\n1\t0.555\t-0.117\t1.592\t0.564\t0.609\t0.908\t-0.846\t-1.515\t0.000\t0.947\t-0.928\t-0.722\t2.215\t0.750\t0.142\t1.118\t0.000\t2.535\t-0.153\t0.393\t3.102\t1.071\t1.044\t0.988\t0.826\t1.304\t0.963\t0.887\n0\t0.663\t0.901\t0.754\t0.744\t-1.421\t1.374\t0.144\t0.352\t2.173\t1.316\t-0.411\t-1.546\t2.215\t0.727\t-0.845\t-0.250\t0.000\t0.856\t0.181\t-1.245\t0.000\t0.860\t0.864\t0.990\t1.248\t2.041\t1.252\t1.044\n1\t0.333\t-1.521\t0.744\t0.817\t-1.524\t1.543\t0.299\t0.699\t0.000\t0.963\t-0.626\t-0.627\t0.000\t1.927\t-0.405\t-1.286\t2.548\t0.673\t0.358\t-0.055\t3.102\t0.765\t0.723\t0.986\t0.628\t0.873\t0.602\t0.566\n1\t0.693\t2.048\t-1.734\t0.509\t1.310\t0.603\t0.754\t-0.421\t0.000\t0.583\t2.016\t-0.186\t0.000\t1.335\t0.726\t1.694\t1.274\t0.733\t-0.194\t0.550\t3.102\t0.926\t0.912\t0.990\t0.610\t0.766\t0.812\t0.743\n1\t0.873\t0.251\t-0.607\t0.980\t-1.533\t0.843\t0.560\t1.673\t2.173\t0.670\t0.569\t0.970\t0.000\t1.475\t-0.385\t0.065\t1.274\t0.655\t0.992\t0.026\t0.000\t0.977\t0.890\t0.984\t0.927\t1.553\t0.891\t0.755\n1\t0.733\t0.267\t-1.614\t0.575\t-0.186\t1.003\t0.439\t1.412\t2.173\t1.286\t0.933\t0.193\t0.000\t1.430\t0.415\t-0.207\t0.000\t2.257\t1.713\t-1.445\t0.000\t0.904\t0.718\t0.988\t0.883\t0.702\t0.933\t0.839\n1\t0.555\t-0.663\t0.483\t0.887\t-0.568\t0.764\t-0.328\t1.675\t2.173\t0.541\t-1.720\t0.209\t0.000\t0.652\t-2.496\t1.200\t0.000\t1.188\t-0.538\t-0.583\t3.102\t0.846\t0.974\t0.992\t1.033\t0.915\t0.927\t0.804\n0\t1.000\t0.540\t-0.168\t0.518\t-0.860\t0.530\t2.619\t0.512\t0.000\t0.801\t0.373\t-1.661\t1.107\t0.816\t0.832\t-0.526\t0.000\t1.155\t-0.289\t1.167\t1.551\t0.885\t1.224\t0.982\t0.785\t0.584\t0.992\t0.976\n1\t1.444\t0.528\t1.475\t1.394\t1.063\t0.576\t0.966\t0.903\t0.000\t1.118\t-0.380\t-1.168\t0.000\t0.931\t1.839\t-0.028\t0.000\t1.956\t1.147\t-0.666\t3.102\t1.018\t1.006\t0.995\t0.590\t0.669\t0.901\t0.820\n0\t0.499\t-0.777\t-1.083\t1.272\t1.219\t0.875\t-0.633\t0.496\t2.173\t1.030\t0.344\t1.698\t0.000\t0.928\t0.046\t-0.488\t2.548\t1.294\t1.878\t-0.410\t0.000\t0.849\t0.965\t0.986\t0.872\t0.956\t0.998\t0.957\n0\t0.735\t-0.014\t0.571\t1.776\t-0.046\t1.565\t-0.861\t-1.686\t0.000\t0.471\t-1.044\t-1.014\t0.000\t0.951\t-1.134\t0.334\t2.548\t0.494\t-0.128\t0.346\t3.102\t1.057\t0.910\t0.991\t1.026\t0.300\t0.795\t1.057\n0\t3.056\t-0.780\t-0.264\t1.062\t-0.318\t2.004\t-0.771\t1.545\t0.000\t1.645\t0.006\t-0.078\t2.215\t1.145\t-1.312\t1.124\t1.274\t0.994\t0.468\t-1.498\t0.000\t0.743\t0.944\t0.967\t0.812\t1.727\t1.116\t1.042\n0\t1.868\t-1.121\t1.249\t0.873\t1.110\t1.074\t0.603\t-0.732\t2.173\t0.660\t0.436\t-0.150\t0.000\t0.441\t-0.412\t1.578\t0.000\t0.563\t-0.304\t-0.544\t3.102\t0.913\t0.886\t0.996\t0.848\t0.439\t1.441\t1.156\n1\t0.487\t-0.160\t-1.622\t1.242\t0.298\t0.451\t0.542\t-0.291\t0.000\t0.675\t-0.472\t0.757\t0.000\t1.275\t1.342\t-1.641\t2.548\t0.975\t-1.688\t-1.038\t0.000\t1.024\t0.591\t1.064\t1.162\t0.771\t1.024\t0.871\n1\t1.641\t-0.086\t0.907\t0.353\t-0.349\t3.066\t-0.254\t-0.852\t0.000\t1.624\t-0.273\t1.510\t0.000\t2.305\t0.993\t0.664\t2.548\t1.197\t-0.676\t0.934\t3.102\t4.020\t2.510\t0.988\t0.960\t1.431\t2.239\t1.708\n0\t0.715\t0.275\t-1.482\t1.382\t-1.448\t0.592\t-1.139\t1.311\t2.173\t0.891\t-0.564\t0.018\t2.215\t0.944\t0.583\t0.509\t0.000\t1.086\t0.904\t-0.558\t0.000\t0.949\t0.967\t0.988\t0.790\t1.029\t0.943\t0.950\n0\t0.914\t-0.161\t1.365\t1.649\t-1.404\t0.809\t-1.091\t0.390\t0.000\t0.584\t-1.398\t1.138\t0.000\t1.096\t-1.446\t-0.422\t2.548\t1.099\t0.019\t-0.489\t3.102\t0.944\t0.954\t1.025\t0.817\t0.753\t0.859\t0.917\n1\t0.780\t1.603\t-0.435\t0.723\t0.750\t0.716\t0.411\t0.059\t1.087\t1.000\t1.738\t1.513\t0.000\t0.595\t1.262\t-1.316\t0.000\t1.017\t0.113\t-1.376\t3.102\t0.702\t0.809\t0.986\t0.969\t0.878\t0.854\t0.819\n1\t0.662\t0.681\t-0.308\t0.264\t0.653\t0.939\t0.565\t1.081\t0.000\t0.796\t1.529\t-1.122\t2.215\t1.123\t0.389\t-0.866\t1.274\t0.625\t1.239\t0.293\t0.000\t0.943\t1.102\t0.979\t1.024\t0.650\t0.845\t0.807\n1\t0.413\t-1.246\t1.529\t1.073\t-0.989\t0.349\t-1.536\t-1.084\t0.000\t1.003\t-1.620\t1.414\t0.000\t0.533\t-0.542\t0.284\t0.000\t0.591\t-0.997\t0.045\t3.102\t0.979\t0.736\t0.986\t0.805\t0.685\t0.897\t0.803\n0\t1.141\t0.072\t0.334\t1.007\t1.193\t1.943\t1.346\t-1.120\t0.000\t1.450\t-2.735\t-0.014\t0.000\t1.536\t-0.060\t-0.047\t0.000\t2.812\t-0.996\t-1.681\t3.102\t0.800\t1.866\t1.039\t1.325\t1.220\t1.754\t1.376\n1\t0.884\t0.715\t1.001\t1.227\t0.150\t0.895\t0.641\t1.308\t2.173\t1.270\t0.687\t-0.538\t0.000\t1.122\t0.291\t-1.024\t0.000\t0.589\t0.684\t-1.668\t0.000\t0.961\t0.772\t1.000\t0.873\t0.678\t0.774\t0.735\n1\t0.480\t1.358\t0.070\t0.889\t1.143\t0.503\t1.256\t-1.103\t0.000\t0.422\t-1.406\t0.465\t2.215\t0.403\t0.549\t-0.638\t2.548\t0.369\t0.911\t1.008\t0.000\t0.624\t1.118\t0.991\t0.581\t0.647\t0.665\t0.630\n1\t0.804\t0.664\t0.744\t1.333\t-0.505\t0.556\t1.999\t-1.656\t0.000\t0.398\t-0.419\t0.629\t2.215\t0.630\t0.363\t-1.083\t2.548\t0.717\t1.270\t1.200\t0.000\t0.571\t1.008\t1.294\t0.734\t0.579\t0.680\t0.716\n0\t1.752\t0.212\t-1.001\t0.695\t-1.237\t0.782\t-0.985\t0.711\t2.173\t1.304\t0.507\t0.622\t0.000\t1.372\t-0.538\t-1.068\t2.548\t1.571\t-0.325\t0.431\t0.000\t0.937\t1.041\t0.997\t0.574\t1.316\t1.054\t1.074\n0\t1.234\t0.157\t0.881\t0.475\t-0.377\t1.699\t0.551\t0.261\t0.000\t2.461\t-1.606\t-1.295\t0.000\t0.490\t-0.774\t-1.263\t2.548\t0.992\t-1.071\t1.303\t3.102\t7.235\t3.684\t0.989\t0.805\t0.410\t2.128\t1.665\n1\t1.129\t0.872\t-1.256\t2.698\t0.838\t1.651\t-2.427\t0.613\t0.000\t2.573\t1.181\t-0.458\t0.000\t2.391\t0.495\t1.101\t1.274\t0.981\t1.468\t-1.117\t0.000\t1.291\t0.868\t2.297\t1.334\t0.825\t1.275\t1.287\n1\t1.114\t0.343\t0.921\t0.909\t-1.488\t1.196\t0.589\t-1.430\t0.000\t0.886\t1.239\t-0.027\t1.107\t1.530\t0.798\t0.468\t2.548\t1.179\t-0.338\t-0.467\t0.000\t0.912\t1.284\t1.151\t0.926\t0.589\t1.026\t0.922\n1\t0.304\t-0.386\t-0.965\t0.824\t-0.295\t1.784\t0.849\t-1.361\t0.000\t0.896\t1.599\t0.134\t0.000\t1.809\t0.690\t0.100\t0.000\t1.920\t-0.351\t1.198\t1.551\t0.898\t0.688\t0.983\t1.145\t0.877\t1.065\t1.508\n0\t2.631\t-0.619\t0.392\t0.673\t0.324\t1.849\t0.761\t-1.260\t2.173\t0.369\t0.942\t0.259\t2.215\t0.679\t1.090\t1.446\t0.000\t0.370\t-0.942\t-1.466\t0.000\t0.845\t1.044\t0.982\t0.939\t1.196\t1.744\t1.334\n1\t0.525\t1.541\t-0.231\t0.619\t0.919\t0.696\t-0.459\t-1.532\t2.173\t0.371\t-0.009\t0.230\t0.000\t0.528\t-1.049\t0.694\t2.548\t1.299\t1.305\t-0.855\t0.000\t1.088\t1.091\t0.988\t0.947\t0.734\t0.868\t0.769\n0\t0.469\t-0.085\t0.815\t1.358\t-1.195\t1.340\t0.937\t1.479\t2.173\t1.714\t-1.179\t-0.492\t0.000\t1.600\t-0.664\t0.435\t1.274\t0.462\t1.024\t-0.578\t0.000\t1.029\t0.864\t1.074\t1.160\t2.262\t1.215\t1.009\n1\t2.277\t0.728\t-1.009\t0.928\t-1.618\t0.652\t-0.415\t0.048\t0.000\t0.934\t0.735\t0.202\t1.107\t1.004\t0.687\t1.012\t1.274\t0.580\t-0.775\t0.613\t0.000\t0.828\t0.874\t1.048\t1.025\t0.687\t0.905\t0.801\n1\t0.648\t-0.060\t-0.206\t1.690\t0.533\t0.697\t-1.041\t-0.849\t2.173\t0.638\t-0.389\t1.506\t2.215\t0.929\t0.051\t-1.309\t0.000\t0.656\t-0.993\t1.517\t0.000\t0.859\t0.901\t0.987\t0.887\t0.897\t0.930\t0.768\n0\t1.031\t0.424\t1.175\t1.310\t-1.679\t1.639\t1.104\t-0.567\t0.000\t0.901\t-0.131\t-1.579\t2.215\t1.547\t0.912\t0.801\t0.000\t1.320\t0.121\t0.082\t3.102\t0.975\t0.958\t0.985\t0.757\t0.991\t0.966\t0.970\n1\t0.835\t0.469\t-0.615\t0.863\t0.592\t1.419\t-0.218\t1.116\t2.173\t1.561\t-1.101\t-1.532\t0.000\t1.568\t-0.291\t-0.306\t2.548\t1.212\t-0.302\t-1.051\t0.000\t1.034\t1.343\t1.041\t1.143\t1.784\t1.294\t1.146\n1\t0.292\t1.297\t0.874\t0.780\t-1.429\t1.078\t-0.969\t-0.784\t1.087\t1.403\t-0.932\t0.616\t1.107\t0.880\t-0.470\t-1.558\t0.000\t0.485\t0.569\t0.545\t0.000\t0.823\t1.003\t0.982\t1.026\t1.724\t1.019\t0.851\n1\t0.593\t0.319\t-0.866\t0.916\t-0.096\t0.847\t-0.358\t-1.579\t0.000\t0.858\t-0.748\t-0.238\t2.215\t1.382\t-0.352\t1.432\t0.000\t1.119\t0.380\t0.684\t3.102\t0.806\t0.962\t0.979\t0.567\t0.871\t0.879\t0.804\n0\t0.964\t1.773\t-0.733\t0.945\t-0.956\t0.712\t0.013\t-1.361\t0.000\t1.264\t-0.546\t1.027\t0.000\t1.191\t1.221\t0.023\t2.548\t0.570\t-0.116\t0.478\t1.551\t1.781\t1.029\t0.974\t0.801\t0.568\t1.026\t1.036\n0\t0.279\t1.027\t-0.611\t2.222\t-0.826\t0.789\t0.896\t1.144\t0.000\t0.872\t0.068\t0.135\t2.215\t1.031\t0.656\t0.566\t2.548\t1.228\t1.175\t-1.653\t0.000\t0.954\t0.853\t0.987\t1.853\t0.506\t1.342\t1.212\n1\t0.964\t0.153\t0.614\t0.744\t-0.684\t1.052\t0.220\t1.496\t2.173\t0.789\t-2.224\t-0.400\t0.000\t0.675\t1.339\t-0.043\t0.000\t0.518\t0.673\t0.475\t3.102\t3.601\t2.010\t1.080\t0.987\t0.664\t1.533\t1.213\n1\t1.270\t-0.618\t1.024\t0.227\t-1.674\t1.019\t0.097\t-0.599\t1.087\t0.972\t-1.060\t-0.259\t2.215\t0.659\t-0.419\t0.708\t0.000\t1.472\t-1.266\t1.486\t0.000\t0.924\t1.028\t0.992\t1.122\t1.023\t0.998\t0.910\n1\t1.204\t-1.807\t-0.729\t1.023\t-0.604\t0.717\t-1.520\t1.032\t2.173\t0.647\t-2.406\t1.121\t0.000\t1.311\t-0.368\t0.335\t2.548\t1.458\t-0.717\t-1.328\t0.000\t1.526\t1.079\t0.998\t1.053\t1.011\t0.952\t0.962\n0\t0.781\t-0.168\t-0.989\t0.736\t0.790\t0.896\t0.747\t0.191\t2.173\t0.713\t0.647\t1.528\t0.000\t0.858\t1.118\t-1.396\t0.000\t0.486\t-0.867\t-0.723\t3.102\t0.674\t1.150\t1.050\t0.566\t0.880\t0.797\t0.729\n0\t0.498\t-0.383\t-1.115\t1.368\t1.644\t0.654\t0.839\t-1.635\t2.173\t1.582\t1.342\t-0.230\t0.000\t0.900\t1.308\t0.812\t0.000\t1.399\t0.554\t0.478\t1.551\t1.478\t1.023\t0.987\t1.295\t0.961\t1.088\t1.430\n0\t1.254\t0.400\t1.364\t1.811\t1.457\t0.608\t-1.143\t-0.698\t0.000\t0.687\t0.027\t-0.532\t0.000\t1.123\t-1.298\t0.157\t2.548\t0.380\t2.245\t0.271\t0.000\t0.883\t0.932\t1.000\t0.702\t0.612\t0.878\t0.918\n0\t0.928\t0.346\t-0.669\t2.447\t-0.930\t1.418\t-1.319\t0.951\t2.173\t0.770\t-1.771\t0.412\t0.000\t0.469\t-2.518\t1.240\t0.000\t1.244\t-0.746\t-0.324\t3.102\t0.826\t0.788\t0.990\t0.749\t1.320\t1.375\t1.136\n1\t0.926\t0.177\t-0.941\t1.615\t-0.265\t1.308\t-2.348\t1.301\t0.000\t2.782\t-1.449\t-0.746\t0.000\t2.745\t-0.620\t0.887\t2.548\t0.704\t0.646\t1.410\t0.000\t3.055\t2.192\t0.987\t1.673\t0.981\t1.751\t1.560\n1\t0.407\t1.971\t1.404\t0.714\t-1.104\t0.984\t0.699\t0.142\t0.000\t1.091\t0.534\t-1.455\t2.215\t1.041\t1.131\t1.260\t1.274\t0.921\t1.281\t0.056\t0.000\t0.633\t0.970\t0.992\t0.642\t0.827\t0.913\t0.785\n0\t0.561\t0.827\t-1.057\t0.768\t1.181\t0.883\t0.634\t0.734\t1.087\t1.318\t0.538\t-0.857\t0.000\t1.227\t-1.325\t1.376\t0.000\t2.571\t-0.178\t-0.312\t3.102\t1.022\t1.025\t0.989\t0.813\t1.469\t1.027\t0.869\n0\t0.770\t-0.209\t-0.338\t1.020\t-1.568\t0.880\t-0.650\t1.347\t2.173\t1.037\t-0.905\t0.376\t0.000\t1.801\t0.276\t0.344\t0.000\t2.045\t1.071\t-1.196\t1.551\t0.772\t1.232\t1.098\t0.912\t1.926\t1.165\t0.985\n0\t1.031\t-0.663\t1.254\t0.699\t1.738\t1.240\t0.234\t0.841\t2.173\t1.269\t-1.182\t-0.366\t2.215\t1.449\t-0.627\t-1.065\t0.000\t1.036\t0.190\t-0.510\t0.000\t0.912\t0.983\t0.977\t0.883\t2.194\t1.271\t1.094\n1\t0.531\t0.612\t-0.072\t1.121\t1.070\t0.836\t-0.149\t-0.649\t0.000\t1.238\t1.139\t1.535\t0.000\t1.295\t-1.452\t-0.141\t2.548\t0.927\t-1.193\t-1.381\t3.102\t0.887\t1.130\t0.987\t0.870\t0.756\t0.856\t0.811\n0\t0.426\t-1.745\t-0.400\t0.549\t0.884\t0.462\t0.004\t-1.455\t0.000\t0.556\t-0.054\t1.298\t0.000\t0.706\t0.940\t-0.531\t2.548\t1.205\t0.125\t0.090\t3.102\t0.660\t0.788\t0.995\t0.830\t0.493\t0.596\t0.611\n0\t1.816\t-0.146\t-1.418\t0.712\t-0.766\t0.910\t-0.372\t-0.515\t2.173\t1.237\t-0.862\t1.255\t0.000\t1.928\t-0.709\t0.447\t1.274\t0.704\t-1.346\t0.808\t0.000\t0.658\t0.901\t0.978\t0.871\t1.302\t1.022\t1.000\n1\t0.948\t0.387\t-1.154\t0.546\t0.478\t0.630\t0.432\t1.368\t0.000\t0.809\t-0.100\t-0.184\t2.215\t0.661\t1.166\t0.284\t2.548\t1.635\t0.095\t-1.530\t0.000\t0.822\t0.935\t0.992\t0.693\t0.663\t0.782\t0.678\n1\t0.934\t-1.487\t-0.052\t0.878\t-0.797\t1.030\t-0.054\t1.656\t2.173\t0.470\t-0.525\t-0.644\t0.000\t1.035\t-0.144\t0.870\t2.548\t0.626\t1.279\t-0.240\t0.000\t0.909\t0.878\t0.985\t1.263\t0.841\t0.930\t0.867\n0\t2.965\t-0.962\t0.278\t0.883\t-0.931\t0.837\t-1.377\t-1.111\t2.173\t0.684\t-1.555\t1.738\t0.000\t0.935\t-0.599\t0.854\t1.274\t1.147\t0.725\t-1.316\t0.000\t0.718\t0.763\t1.986\t1.109\t1.156\t1.053\t0.919\n1\t1.180\t0.275\t1.429\t0.339\t-1.397\t0.464\t0.709\t-1.072\t2.173\t1.130\t1.237\t-0.152\t2.215\t0.549\t0.048\t-1.299\t0.000\t0.516\t-1.240\t-0.655\t0.000\t0.593\t1.162\t0.988\t0.762\t0.841\t0.900\t0.784\n1\t0.603\t-0.709\t-0.320\t0.387\t-0.822\t0.556\t0.112\t-0.984\t2.173\t0.597\t0.450\t0.856\t0.000\t0.598\t-0.827\t0.353\t0.000\t0.932\t1.027\t1.374\t3.102\t0.789\t0.899\t0.982\t0.743\t0.789\t0.669\t0.629\n1\t0.445\t0.693\t-1.156\t0.599\t-1.446\t0.502\t-1.833\t0.411\t0.000\t1.565\t-0.131\t1.660\t2.215\t0.869\t-1.072\t-0.380\t2.548\t1.430\t0.660\t0.175\t0.000\t0.853\t0.869\t0.995\t1.628\t1.373\t1.479\t1.217\n0\t0.869\t-2.209\t-0.723\t3.064\t-0.744\t1.429\t-0.145\t0.688\t0.000\t1.255\t-1.626\t-1.343\t0.000\t1.274\t0.603\t0.628\t2.548\t2.117\t0.073\t1.277\t3.102\t3.641\t2.283\t1.013\t2.293\t0.783\t1.787\t1.835\n0\t0.439\t0.442\t-0.875\t0.514\t-0.326\t1.398\t-1.025\t-1.473\t0.000\t2.047\t1.602\t1.504\t0.000\t2.425\t0.680\t-0.205\t1.274\t2.631\t0.612\t0.221\t3.102\t1.740\t1.790\t0.989\t1.242\t0.723\t1.455\t1.497\n0\t0.902\t-0.043\t-0.626\t0.788\t1.089\t0.479\t-0.134\t-1.490\t2.173\t0.857\t0.694\t-0.201\t0.000\t0.482\t0.674\t-1.162\t0.000\t1.086\t-0.254\t1.090\t3.102\t0.751\t0.852\t1.168\t0.711\t0.559\t0.630\t0.607\n1\t1.006\t-1.638\t1.026\t1.900\t1.666\t0.743\t-0.869\t0.092\t0.000\t0.358\t-0.889\t-0.171\t2.215\t0.812\t-0.519\t-1.012\t0.000\t0.604\t0.552\t-0.765\t1.551\t1.191\t0.841\t1.045\t0.851\t0.425\t0.834\t0.849\n0\t0.833\t0.846\t-0.541\t1.245\t-0.609\t0.822\t0.252\t1.571\t0.000\t0.834\t-0.623\t1.433\t0.000\t1.390\t0.256\t0.748\t2.548\t0.927\t0.136\t-0.171\t1.551\t0.843\t0.977\t1.003\t1.069\t0.641\t0.742\t0.852\n1\t0.764\t1.178\t-1.511\t1.760\t-0.028\t1.777\t1.214\t1.445\t0.000\t2.387\t1.648\t-0.548\t0.000\t1.495\t0.957\t0.401\t1.274\t0.614\t1.648\t-1.568\t0.000\t0.925\t0.931\t1.563\t0.783\t0.723\t0.676\t0.739\n1\t1.205\t0.662\t-0.192\t2.442\t-1.077\t2.719\t0.009\t1.135\t1.087\t1.857\t-1.207\t-0.368\t0.000\t0.843\t0.397\t-1.188\t0.000\t1.075\t1.006\t-0.552\t0.000\t0.705\t0.686\t1.698\t2.599\t1.324\t1.656\t1.328\n1\t0.671\t-1.052\t-0.795\t0.238\t1.685\t0.871\t-0.164\t0.099\t2.173\t1.185\t-0.629\t-1.447\t0.000\t1.447\t0.003\t0.821\t2.548\t0.369\t0.931\t-1.444\t0.000\t0.864\t1.105\t0.979\t0.823\t0.855\t0.923\t0.784\n0\t1.532\t-0.927\t1.398\t1.346\t-0.250\t0.725\t0.157\t1.133\t2.173\t0.775\t-0.191\t-0.424\t2.215\t0.421\t0.275\t-1.248\t0.000\t0.632\t-1.302\t-0.761\t0.000\t0.658\t0.872\t1.982\t1.179\t1.105\t1.003\t0.810\n0\t0.907\t0.905\t0.079\t1.399\t0.604\t0.503\t-2.003\t1.714\t0.000\t0.546\t-0.724\t-0.687\t2.215\t0.710\t2.563\t-1.572\t0.000\t1.034\t1.227\t-0.849\t1.551\t0.663\t0.767\t0.999\t0.813\t0.922\t1.067\t1.426\n1\t0.439\t-0.706\t-1.292\t0.098\t-1.362\t1.956\t0.460\t-0.814\t0.000\t2.094\t1.347\t0.899\t2.215\t2.130\t1.072\t0.304\t2.548\t1.106\t-1.228\t-1.148\t0.000\t0.569\t1.141\t0.901\t0.981\t1.170\t0.996\t0.971\n1\t1.095\t-1.338\t-0.560\t1.322\t-1.486\t1.453\t-0.933\t0.854\t1.087\t0.563\t-0.946\t-0.349\t2.215\t0.350\t-1.087\t-0.015\t0.000\t1.055\t-0.877\t-1.016\t0.000\t0.735\t1.134\t1.234\t0.750\t1.177\t1.023\t0.849\n0\t1.929\t0.669\t0.189\t0.768\t-0.395\t0.597\t0.752\t1.593\t0.000\t1.467\t0.548\t-1.049\t2.215\t0.871\t0.421\t1.230\t2.548\t0.698\t1.151\t0.946\t0.000\t0.918\t0.974\t0.984\t0.877\t1.065\t0.917\t0.810\n1\t1.072\t-1.381\t0.138\t1.003\t-0.844\t0.646\t-0.060\t1.366\t1.087\t1.514\t-1.236\t1.103\t0.000\t2.117\t-0.990\t-0.589\t2.548\t0.472\t-0.997\t1.614\t0.000\t0.491\t0.787\t1.111\t0.753\t1.630\t1.067\t0.970\n1\t2.189\t0.374\t-0.344\t0.344\t-1.726\t0.845\t0.621\t1.737\t2.173\t1.011\t0.732\t0.863\t2.215\t0.717\t1.452\t-1.732\t0.000\t0.704\t2.039\t-0.133\t0.000\t0.850\t0.988\t1.138\t1.070\t0.969\t0.939\t0.892\n1\t2.755\t-0.144\t0.809\t0.632\t0.459\t2.459\t0.048\t-1.186\t0.000\t1.781\t-0.731\t0.201\t2.215\t0.769\t-0.675\t-0.261\t2.548\t1.052\t-1.146\t-1.649\t0.000\t1.569\t1.099\t0.982\t1.012\t0.503\t0.973\t0.938\n0\t0.933\t-0.110\t-1.470\t0.555\t-0.132\t0.518\t1.182\t0.892\t0.000\t1.289\t-0.559\t1.592\t2.215\t1.208\t0.278\t-0.260\t2.548\t1.481\t1.266\t0.062\t0.000\t0.937\t0.963\t0.986\t0.791\t1.451\t1.183\t1.001\n1\t1.334\t-0.980\t1.401\t0.743\t-1.034\t0.616\t-1.027\t0.881\t0.000\t0.705\t0.804\t-0.182\t0.000\t0.916\t-0.979\t-0.640\t2.548\t1.057\t-0.859\t0.270\t0.000\t0.906\t0.720\t1.120\t0.617\t0.130\t0.515\t0.534\n0\t0.334\t-1.396\t-1.231\t2.396\t-0.101\t0.779\t2.891\t1.433\t0.000\t0.417\t0.732\t-0.609\t2.215\t0.524\t0.395\t1.301\t2.548\t0.385\t2.002\t-1.348\t0.000\t0.542\t0.986\t1.055\t1.135\t0.498\t0.900\t2.277\n0\t0.975\t-0.839\t-1.163\t1.959\t-0.336\t0.868\t-0.028\t0.518\t0.000\t0.904\t-0.751\t1.579\t1.107\t1.460\t0.341\t1.713\t0.000\t1.586\t-0.095\t-0.222\t3.102\t1.035\t1.093\t1.299\t0.819\t1.139\t0.912\t1.043\n1\t1.153\t0.312\t-1.227\t0.988\t1.587\t0.546\t-0.244\t1.473\t0.000\t1.342\t-0.752\t0.192\t2.215\t0.372\t-1.064\t-0.051\t2.548\t0.476\t1.772\t-0.701\t0.000\t0.924\t1.049\t0.986\t0.845\t0.221\t0.980\t0.825\n1\t0.450\t0.546\t1.041\t1.672\t-0.685\t0.432\t2.149\t-1.709\t0.000\t0.399\t2.816\t0.429\t0.000\t0.613\t0.868\t-0.097\t2.548\t1.282\t-0.149\t1.283\t3.102\t0.890\t0.825\t1.201\t0.932\t0.759\t0.895\t0.885\n1\t0.802\t-2.184\t-0.199\t2.655\t1.638\t0.740\t1.454\t1.414\t0.000\t1.023\t-2.068\t-1.644\t0.000\t0.782\t-0.883\t-1.631\t0.000\t0.725\t0.431\t0.030\t3.102\t0.840\t0.836\t2.014\t1.830\t0.672\t1.173\t1.008\n1\t0.663\t-0.287\t1.299\t0.949\t1.428\t1.580\t-1.219\t0.958\t0.000\t2.823\t-0.258\t-0.716\t2.215\t0.518\t0.344\t1.710\t0.000\t1.014\t-1.717\t0.172\t0.000\t1.465\t0.888\t0.988\t1.786\t0.474\t1.113\t1.029\n1\t0.929\t0.930\t-0.772\t0.667\t-1.682\t1.089\t0.468\t0.852\t0.000\t1.042\t0.466\t-1.122\t2.215\t0.726\t0.840\t0.379\t0.000\t0.996\t-0.383\t-0.228\t3.102\t0.756\t0.929\t0.980\t0.581\t0.800\t0.890\t0.797\n0\t0.366\t-1.676\t-0.593\t0.283\t0.147\t0.546\t0.535\t-0.734\t2.173\t1.104\t-0.147\t1.323\t0.000\t0.831\t2.600\t-0.014\t0.000\t0.786\t-0.623\t1.574\t0.000\t0.833\t0.976\t0.999\t0.664\t0.535\t0.693\t0.655\n0\t0.734\t0.101\t1.259\t1.608\t0.570\t0.302\t-0.692\t1.648\t0.000\t0.478\t-1.110\t-0.429\t0.000\t1.224\t0.401\t-1.434\t2.548\t1.288\t-0.491\t-0.836\t3.102\t0.934\t0.754\t0.989\t0.935\t0.714\t0.828\t0.709\n1\t1.853\t-0.819\t-0.688\t1.015\t-0.823\t2.329\t-0.247\t-1.041\t2.173\t3.533\t-1.198\t0.683\t0.000\t1.025\t0.123\t-0.198\t0.000\t2.463\t-0.234\t1.064\t0.000\t0.939\t1.588\t0.974\t1.374\t1.867\t2.165\t1.798\n0\t0.654\t0.590\t0.003\t0.733\t-1.674\t1.044\t-0.047\t0.645\t2.173\t1.137\t-1.657\t-0.831\t0.000\t0.912\t1.157\t-1.617\t0.000\t1.375\t0.321\t1.046\t3.102\t0.725\t0.815\t0.987\t0.958\t0.526\t0.841\t0.731\n0\t0.927\t0.991\t1.247\t1.380\t0.977\t0.526\t-2.561\t0.946\t0.000\t0.872\t2.470\t-1.165\t0.000\t1.120\t0.660\t0.004\t0.000\t0.733\t-0.401\t-0.724\t1.551\t0.807\t0.893\t0.996\t0.962\t0.661\t1.333\t1.315\n0\t0.432\t0.696\t0.121\t0.676\t-1.199\t0.719\t0.391\t1.003\t2.173\t0.709\t1.137\t-1.338\t2.215\t0.959\t0.176\t0.051\t0.000\t0.434\t1.554\t-0.775\t0.000\t0.823\t0.869\t0.985\t0.828\t0.993\t0.745\t0.693\n1\t1.403\t0.054\t0.108\t1.591\t0.424\t1.279\t-0.415\t1.583\t2.173\t0.691\t1.318\t-1.341\t0.000\t0.914\t0.632\t-0.393\t0.000\t0.637\t-0.022\t-0.541\t1.551\t1.007\t0.667\t0.991\t1.529\t0.918\t0.995\t1.073\n0\t0.796\t-0.454\t-0.932\t0.797\t0.833\t0.992\t-0.317\t1.311\t2.173\t1.287\t0.177\t-0.032\t2.215\t0.999\t0.816\t-0.894\t0.000\t0.378\t-1.445\t-1.057\t0.000\t1.175\t1.071\t1.104\t0.842\t1.612\t1.023\t0.863\n1\t0.433\t-1.220\t-0.991\t0.919\t0.327\t0.611\t-0.372\t1.070\t0.000\t0.578\t-0.495\t-0.490\t2.215\t1.039\t0.343\t-1.114\t2.548\t0.621\t0.199\t-1.453\t0.000\t0.833\t0.783\t0.984\t0.580\t0.579\t0.558\t0.541\n0\t1.521\t-0.271\t-1.704\t0.830\t-1.177\t0.945\t-2.048\t1.033\t0.000\t0.752\t0.249\t-0.550\t0.000\t1.019\t-0.361\t-0.012\t0.000\t2.160\t0.647\t0.021\t3.102\t0.769\t1.021\t0.999\t1.448\t1.104\t1.063\t0.941\n1\t0.592\t-0.208\t1.647\t1.415\t-0.546\t2.399\t-1.259\t1.624\t0.000\t1.023\t-0.608\t0.060\t2.215\t1.257\t0.254\t0.619\t0.000\t3.246\t-0.299\t-0.451\t3.102\t1.037\t1.055\t1.166\t0.814\t0.763\t0.916\t0.838\n0\t0.875\t0.652\t-0.157\t0.932\t-0.619\t0.655\t0.855\t1.209\t0.000\t0.748\t-0.041\t-0.541\t2.215\t0.823\t0.159\t-1.644\t0.000\t0.561\t-0.798\t1.047\t3.102\t0.850\t1.030\t0.987\t0.700\t0.643\t0.676\t0.702\n1\t0.421\t-1.178\t0.588\t0.950\t-1.209\t0.833\t0.151\t-0.251\t0.000\t0.722\t-0.146\t0.712\t2.215\t1.495\t-0.290\t1.549\t2.548\t0.968\t-0.895\t-0.203\t0.000\t0.898\t0.894\t0.989\t0.720\t0.761\t0.859\t0.749\n0\t0.884\t1.594\t1.703\t0.210\t0.293\t0.920\t-1.007\t-0.870\t0.000\t0.370\t-2.584\t1.203\t0.000\t1.344\t0.946\t0.599\t2.548\t1.087\t-0.447\t-0.263\t3.102\t1.136\t0.854\t0.995\t0.755\t1.033\t1.171\t1.103\n0\t1.720\t-0.230\t0.661\t2.222\t0.416\t1.258\t-2.050\t-1.143\t0.000\t0.808\t-1.139\t-1.203\t0.000\t0.736\t-0.804\t-0.796\t2.548\t1.240\t0.259\t1.226\t3.102\t0.999\t0.798\t0.999\t0.800\t0.845\t1.079\t1.549\n1\t0.667\t-0.133\t-0.360\t1.796\t0.465\t1.566\t0.075\t-1.351\t2.173\t0.824\t-0.145\t0.223\t0.000\t1.019\t0.231\t1.314\t2.548\t0.451\t0.522\t-0.226\t0.000\t0.445\t0.725\t1.027\t1.575\t1.069\t1.090\t0.904\n0\t1.100\t-0.252\t0.581\t0.324\t0.455\t1.065\t0.769\t-0.247\t0.000\t1.332\t-0.848\t1.448\t2.215\t0.830\t0.805\t-1.087\t0.000\t0.669\t0.862\t1.592\t3.102\t1.166\t0.892\t0.983\t1.146\t0.949\t1.198\t1.011\n0\t0.721\t0.481\t-0.224\t0.743\t-0.978\t0.507\t1.080\t0.597\t0.000\t0.570\t1.605\t1.085\t0.000\t0.534\t-0.338\t-1.023\t2.548\t0.669\t0.951\t-1.694\t3.102\t0.584\t0.903\t0.995\t0.720\t0.460\t0.568\t0.689\n0\t0.893\t-0.235\t1.081\t0.987\t0.573\t1.201\t-0.774\t-0.696\t0.000\t0.868\t-0.491\t-1.391\t2.215\t0.265\t-0.813\t-1.559\t0.000\t0.504\t-0.784\t0.821\t3.102\t0.714\t0.731\t0.981\t0.447\t0.560\t0.594\t0.702\n1\t0.621\t-1.404\t0.422\t0.993\t-0.118\t1.447\t-0.471\t1.679\t2.173\t0.793\t-1.242\t-1.336\t0.000\t0.555\t-1.027\t-0.043\t0.000\t0.716\t2.058\t0.472\t0.000\t0.938\t1.146\t0.993\t0.548\t1.006\t0.888\t0.816\n1\t0.769\t0.960\t1.263\t0.792\t-0.409\t0.684\t0.454\t-0.197\t2.173\t0.909\t0.169\t-0.985\t2.215\t0.843\t0.358\t1.028\t0.000\t1.452\t1.483\t1.140\t0.000\t0.924\t1.147\t1.079\t0.815\t0.775\t0.913\t0.778\n0\t0.734\t0.746\t0.560\t1.819\t0.747\t1.348\t0.043\t-0.789\t1.087\t1.107\t2.557\t1.622\t0.000\t1.525\t0.491\t1.297\t2.548\t2.213\t-0.378\t-0.484\t0.000\t1.111\t0.875\t0.994\t1.027\t1.759\t1.472\t1.340\n1\t0.663\t-0.285\t0.814\t0.754\t-0.480\t0.794\t-1.620\t0.915\t0.000\t0.999\t-0.255\t-1.007\t2.215\t0.863\t-0.588\t0.146\t1.274\t0.744\t-1.053\t-1.295\t0.000\t1.093\t0.912\t0.987\t0.784\t0.871\t0.863\t0.737\n1\t0.777\t-1.335\t-1.331\t1.254\t0.999\t0.814\t-0.179\t-0.425\t2.173\t0.549\t1.103\t1.109\t0.000\t0.503\t0.611\t-1.416\t2.548\t0.922\t-0.019\t0.450\t0.000\t0.768\t1.027\t1.180\t0.943\t0.713\t0.891\t0.887\n0\t1.647\t0.047\t-1.042\t1.589\t-0.529\t1.686\t0.250\t1.281\t2.173\t0.689\t-1.782\t-0.554\t0.000\t0.911\t-0.500\t0.925\t0.000\t1.889\t1.021\t-0.689\t0.000\t1.446\t0.981\t1.002\t1.815\t1.095\t1.228\t1.243\n0\t0.671\t-0.371\t1.346\t1.062\t-1.399\t0.676\t-1.032\t-1.086\t2.173\t0.540\t-1.101\t0.434\t0.000\t0.598\t-0.735\t-0.153\t0.000\t1.673\t0.050\t0.459\t3.102\t0.824\t0.849\t0.983\t0.897\t1.284\t0.865\t0.748\n1\t1.103\t-0.972\t-1.158\t1.158\t1.654\t0.884\t-1.121\t0.809\t0.000\t1.148\t-0.992\t-1.561\t0.000\t1.122\t-0.598\t-0.116\t0.000\t2.865\t-0.647\t0.354\t3.102\t0.899\t0.883\t0.993\t1.274\t0.933\t0.868\t0.805\n0\t0.552\t0.551\t1.364\t1.034\t0.373\t0.850\t-1.025\t1.594\t2.173\t1.235\t-1.270\t-0.189\t0.000\t0.546\t-0.243\t0.365\t0.000\t1.473\t-0.005\t-1.537\t3.102\t0.913\t1.197\t0.986\t0.965\t0.736\t0.955\t0.862\n0\t0.852\t0.225\t-0.290\t1.351\t-1.086\t0.792\t1.341\t0.978\t0.000\t1.542\t1.399\t-0.775\t1.107\t1.620\t1.353\t0.404\t2.548\t1.460\t2.220\t1.109\t0.000\t0.888\t0.938\t0.989\t0.933\t1.468\t1.040\t1.045\n1\t1.136\t-0.102\t-0.831\t2.029\t-1.549\t0.999\t0.659\t0.363\t2.173\t0.858\t-0.467\t0.601\t1.107\t0.439\t0.679\t-1.592\t0.000\t0.604\t1.325\t0.262\t0.000\t0.735\t1.000\t1.266\t1.213\t0.874\t1.159\t0.907\n1\t1.449\t1.598\t1.170\t0.818\t-0.989\t0.835\t1.346\t0.023\t2.173\t1.005\t0.743\t0.672\t2.215\t0.848\t1.362\t1.635\t0.000\t1.398\t-0.011\t-0.777\t0.000\t0.859\t1.172\t1.405\t1.041\t0.847\t0.933\t0.868\n1\t0.649\t-1.287\t-0.975\t2.096\t0.024\t1.129\t0.862\t-1.533\t0.000\t0.395\t-0.162\t0.574\t0.000\t0.493\t1.415\t0.758\t0.000\t0.904\t0.766\t1.235\t1.551\t0.667\t0.685\t1.267\t1.377\t0.528\t1.109\t0.979\n0\t1.160\t-0.085\t-1.221\t0.967\t-0.519\t1.060\t0.459\t-1.630\t0.000\t0.971\t-0.657\t0.329\t2.215\t1.609\t0.082\t0.906\t1.274\t1.679\t-0.009\t-0.221\t0.000\t2.007\t1.524\t0.989\t1.061\t0.841\t1.116\t1.001\n1\t1.990\t-0.417\t-1.137\t0.438\t-0.833\t1.040\t-0.868\t-0.117\t2.173\t0.796\t-0.836\t-1.680\t0.000\t1.471\t-2.412\t1.255\t0.000\t1.035\t-1.133\t0.930\t3.102\t0.955\t0.703\t0.987\t1.214\t0.929\t0.959\t1.200\n1\t0.682\t0.285\t-0.112\t1.035\t1.414\t0.429\t-0.407\t0.847\t0.000\t1.048\t-1.060\t-1.194\t0.000\t1.512\t-0.279\t-1.737\t2.548\t1.815\t-0.354\t0.127\t1.551\t0.714\t0.964\t1.142\t0.861\t1.261\t0.795\t0.725\n1\t2.565\t-0.182\t-0.534\t1.503\t-1.626\t1.361\t0.545\t0.620\t0.000\t1.674\t-1.387\t1.435\t2.215\t1.073\t-1.764\t-0.327\t0.000\t0.684\t-1.015\t1.122\t3.102\t3.825\t2.081\t2.264\t2.077\t0.287\t1.675\t1.642\n0\t1.031\t0.303\t-1.613\t1.500\t-0.926\t0.400\t-1.149\t0.176\t0.000\t0.430\t-1.492\t-1.725\t2.215\t0.762\t-0.258\t0.560\t2.548\t0.816\t0.517\t0.482\t0.000\t0.914\t0.863\t1.001\t0.911\t0.674\t0.764\t0.753\n1\t1.371\t-0.064\t1.142\t1.761\t1.740\t1.344\t-0.863\t-0.114\t2.173\t0.604\t-0.050\t-1.071\t2.215\t0.411\t-0.749\t-0.999\t0.000\t0.423\t-1.365\t1.401\t0.000\t0.428\t0.783\t1.106\t0.834\t1.151\t1.195\t0.895\n0\t1.662\t-0.327\t0.290\t0.880\t0.277\t1.109\t0.738\t-0.678\t2.173\t0.856\t-0.187\t1.294\t0.000\t0.849\t0.879\t0.530\t2.548\t0.384\t1.456\t-1.001\t0.000\t1.069\t0.834\t0.982\t1.657\t1.080\t1.176\t1.045\n0\t0.447\t-0.303\t-0.141\t1.109\t-1.233\t1.248\t2.055\t0.145\t0.000\t1.436\t-0.035\t1.579\t2.215\t0.619\t-1.114\t0.733\t0.000\t0.545\t-1.962\t1.650\t0.000\t0.830\t1.245\t0.985\t1.067\t0.782\t1.039\t0.898\n0\t1.499\t-0.134\t-1.461\t0.397\t-0.008\t0.734\t1.056\t-1.737\t2.173\t0.758\t-0.407\t0.283\t0.000\t0.847\t-1.801\t0.403\t0.000\t0.875\t-0.095\t-1.221\t0.000\t0.823\t0.761\t1.033\t0.593\t0.797\t0.641\t0.571\n1\t0.558\t-2.016\t0.570\t0.533\t-0.264\t1.156\t-1.449\t-1.640\t1.087\t0.892\t-1.300\t0.435\t0.000\t0.736\t0.200\t-0.312\t0.000\t1.063\t-0.049\t-1.557\t3.102\t0.543\t0.856\t0.987\t1.056\t0.897\t0.846\t0.759\n1\t0.793\t-0.204\t-0.140\t0.177\t0.291\t1.078\t0.876\t0.657\t1.087\t1.139\t-0.345\t-1.062\t0.000\t0.585\t0.509\t1.285\t0.000\t0.750\t0.664\t-1.572\t1.551\t1.224\t0.769\t0.985\t0.838\t0.863\t0.927\t0.803\n0\t0.848\t-0.070\t-1.657\t1.096\t-1.122\t0.477\t-0.497\t0.378\t1.087\t0.709\t-1.141\t1.337\t2.215\t0.484\t0.983\t-0.023\t0.000\t0.788\t-0.897\t-0.407\t0.000\t0.915\t0.981\t0.977\t0.886\t0.714\t0.683\t0.696\n1\t0.719\t0.747\t1.486\t1.079\t-0.216\t0.896\t0.633\t-0.256\t0.000\t0.708\t0.942\t-0.854\t0.000\t1.439\t0.231\t1.630\t1.274\t0.719\t0.304\t0.930\t3.102\t0.913\t0.840\t1.219\t0.926\t0.461\t0.802\t0.729\n1\t2.564\t-0.232\t-0.071\t0.669\t0.122\t0.661\t-2.363\t-1.401\t0.000\t0.542\t0.693\t-1.693\t2.215\t0.734\t-0.935\t1.303\t2.548\t0.745\t-0.384\t1.023\t0.000\t0.747\t0.763\t0.985\t1.060\t0.719\t0.940\t1.180\n0\t0.604\t-0.210\t0.962\t0.977\t-0.163\t0.969\t0.659\t-1.230\t2.173\t0.516\t0.604\t0.440\t0.000\t0.943\t1.456\t-0.080\t2.548\t1.062\t1.125\t1.499\t0.000\t0.865\t1.005\t0.988\t1.168\t1.176\t1.049\t0.912\n1\t0.572\t-1.787\t1.359\t0.925\t-1.172\t2.476\t-1.142\t-0.138\t0.000\t2.412\t-0.644\t-1.660\t0.000\t1.799\t-0.843\t1.291\t2.548\t1.409\t-0.976\t0.668\t0.000\t1.894\t1.150\t0.984\t1.221\t0.899\t1.213\t1.276\n0\t0.861\t0.127\t-0.743\t0.616\t-0.044\t0.920\t1.146\t-0.826\t1.087\t1.562\t-0.794\t1.211\t2.215\t0.507\t0.364\t1.002\t0.000\t0.660\t-1.300\t0.126\t0.000\t0.860\t0.851\t0.985\t1.181\t2.655\t1.363\t1.085\n1\t0.355\t1.404\t-0.759\t1.588\t-0.931\t0.461\t-0.314\t0.133\t0.000\t0.511\t0.245\t1.229\t0.000\t0.824\t-0.916\t0.617\t2.548\t1.047\t-0.911\t1.389\t3.102\t0.910\t0.760\t1.001\t1.000\t0.456\t0.777\t0.710\n0\t2.973\t2.252\t0.375\t0.143\t-1.633\t1.660\t0.641\t-1.127\t1.087\t0.762\t1.340\t0.945\t1.107\t0.543\t0.041\t-0.640\t0.000\t0.947\t1.180\t1.530\t0.000\t0.939\t0.969\t0.987\t0.830\t1.700\t1.599\t1.252\n1\t1.696\t0.572\t0.185\t1.072\t0.975\t0.472\t-0.443\t-0.569\t0.000\t0.717\t-0.221\t-1.234\t2.215\t0.959\t1.138\t-1.551\t2.548\t0.772\t-0.178\t1.488\t0.000\t0.891\t0.941\t1.222\t1.115\t0.754\t0.884\t0.802\n0\t1.320\t0.542\t0.808\t0.443\t-1.039\t0.491\t0.502\t-1.231\t2.173\t0.498\t-0.780\t0.705\t0.000\t0.675\t-0.993\t1.566\t2.548\t0.553\t-0.109\t-0.748\t0.000\t0.701\t0.738\t1.055\t0.835\t0.760\t0.667\t0.602\n0\t0.494\t1.846\t0.751\t0.757\t-0.958\t0.585\t0.240\t1.503\t0.000\t0.672\t1.049\t-0.148\t2.215\t0.881\t0.076\t0.969\t2.548\t0.693\t-0.708\t-0.812\t0.000\t1.013\t1.019\t0.990\t0.762\t0.811\t0.691\t0.673\n1\t1.681\t1.053\t0.940\t1.210\t0.635\t1.834\t2.026\t-0.576\t0.000\t1.653\t0.662\t-1.310\t2.215\t1.584\t1.206\t1.233\t2.548\t1.362\t0.632\t0.605\t0.000\t2.687\t2.117\t0.990\t1.609\t1.409\t1.635\t1.455\n0\t1.250\t1.515\t1.504\t0.613\t-0.503\t0.713\t0.629\t0.619\t1.087\t0.647\t-0.348\t-1.645\t0.000\t0.842\t-0.241\t-0.149\t0.000\t0.376\t-0.202\t-0.524\t3.102\t1.106\t1.052\t1.179\t0.723\t0.531\t0.669\t0.775\n1\t0.685\t-0.096\t0.379\t0.306\t-0.763\t1.091\t-0.923\t1.362\t2.173\t1.239\t0.855\t0.027\t0.000\t1.448\t-0.193\t-1.605\t0.000\t1.481\t-0.841\t-0.285\t3.102\t1.353\t1.119\t0.985\t0.919\t1.341\t0.940\t0.816\n1\t2.504\t0.375\t0.868\t1.007\t-1.213\t1.136\t1.734\t-0.605\t0.000\t0.425\t0.057\t-1.067\t0.000\t1.262\t0.453\t-0.849\t2.548\t0.674\t0.158\t0.399\t3.102\t1.525\t1.061\t2.100\t1.004\t0.645\t0.874\t1.049\n1\t0.656\t0.693\t0.866\t1.562\t0.152\t0.904\t-0.277\t-1.690\t2.173\t0.752\t0.675\t-1.099\t2.215\t0.593\t-0.353\t-0.339\t0.000\t0.378\t-0.608\t1.446\t0.000\t0.530\t0.678\t0.983\t0.960\t0.872\t0.918\t0.721\n0\t0.699\t1.203\t-1.586\t0.406\t0.865\t0.531\t-0.773\t0.288\t2.173\t0.813\t-0.021\t1.574\t1.107\t0.842\t-0.229\t-0.317\t0.000\t0.822\t-1.347\t-1.158\t0.000\t0.925\t0.951\t0.977\t0.872\t0.962\t0.707\t0.712\n1\t0.998\t0.012\t-0.781\t0.747\t1.377\t0.528\t1.688\t0.902\t0.000\t0.756\t-0.218\t-0.284\t0.000\t0.833\t-0.054\t0.606\t0.000\t0.671\t0.672\t-1.256\t3.102\t0.881\t0.896\t1.113\t0.593\t0.248\t0.587\t0.585\n1\t0.829\t-0.101\t-1.396\t0.229\t0.335\t0.759\t0.541\t0.615\t2.173\t0.809\t0.449\t-1.257\t0.000\t1.027\t0.897\t-0.600\t0.000\t0.911\t-0.949\t0.671\t3.102\t0.864\t1.155\t0.986\t0.638\t0.834\t0.905\t0.839\n1\t0.804\t-0.909\t-0.162\t0.325\t0.733\t0.849\t0.259\t-1.151\t0.000\t1.447\t1.199\t0.813\t2.215\t0.757\t0.415\t-0.468\t0.000\t0.679\t0.563\t-1.676\t3.102\t0.845\t0.607\t0.985\t2.242\t0.744\t1.424\t1.246\n1\t1.244\t0.334\t-1.315\t0.564\t0.710\t0.692\t-0.623\t0.903\t0.000\t1.139\t-1.202\t0.263\t0.000\t0.648\t1.377\t-0.891\t0.000\t1.341\t0.319\t1.160\t0.000\t0.846\t1.113\t1.123\t0.863\t0.838\t0.881\t0.799\n0\t1.365\t0.707\t0.068\t0.979\t0.372\t0.481\t0.238\t-0.934\t0.000\t0.421\t-0.926\t-1.024\t1.107\t0.281\t-1.176\t-1.609\t0.000\t0.624\t0.926\t-1.456\t0.000\t0.801\t0.584\t1.001\t0.893\t0.275\t0.843\t0.737\n1\t1.279\t-1.124\t-1.104\t0.498\t-0.430\t1.396\t0.150\t1.085\t1.087\t0.885\t-1.931\t-0.997\t0.000\t1.215\t-0.208\t-0.035\t0.000\t0.859\t-0.643\t0.374\t3.102\t0.813\t1.131\t0.994\t0.754\t0.889\t1.187\t0.972\n0\t1.473\t-0.386\t1.581\t0.799\t-0.974\t0.714\t1.275\t-0.017\t2.173\t0.782\t-0.030\t0.628\t0.000\t0.776\t-0.860\t-0.355\t2.548\t0.471\t0.425\t-1.335\t0.000\t0.805\t0.909\t1.119\t0.828\t1.295\t1.037\t0.851\n0\t0.919\t-0.731\t-1.431\t0.882\t0.153\t0.612\t-1.158\t1.667\t2.173\t1.472\t-1.180\t-0.539\t0.000\t1.059\t1.787\t0.800\t0.000\t1.403\t-0.503\t1.206\t1.551\t0.661\t1.072\t1.235\t0.787\t0.486\t0.835\t0.758\n0\t0.509\t0.962\t1.148\t1.353\t0.014\t0.384\t0.139\t1.651\t0.000\t0.602\t0.290\t-0.658\t1.107\t0.868\t-0.981\t0.368\t0.000\t1.084\t0.775\t-1.300\t3.102\t0.999\t0.947\t0.988\t0.735\t0.463\t0.633\t0.713\n1\t0.758\t-0.346\t0.767\t1.894\t-0.099\t0.782\t1.033\t-1.625\t2.173\t1.097\t1.244\t-0.943\t2.215\t1.066\t1.174\t1.287\t0.000\t1.139\t1.726\t-1.649\t0.000\t1.057\t1.059\t1.167\t1.490\t0.803\t1.232\t1.039\n1\t0.714\t0.928\t0.306\t0.947\t0.477\t1.116\t0.251\t-1.695\t0.000\t1.101\t2.261\t0.083\t0.000\t1.112\t0.934\t-1.084\t2.548\t0.378\t0.773\t0.999\t1.551\t3.737\t1.908\t0.988\t0.999\t0.473\t1.197\t1.087\n0\t0.457\t1.637\t1.439\t0.668\t-0.571\t0.662\t2.685\t0.637\t0.000\t0.908\t0.852\t1.396\t2.215\t1.213\t-0.859\t-1.194\t0.000\t0.801\t-1.888\t0.543\t0.000\t0.933\t0.574\t0.984\t0.724\t0.772\t0.915\t0.864\n1\t0.934\t1.631\t0.385\t1.771\t0.055\t0.469\t1.214\t-1.011\t0.000\t1.305\t0.448\t-1.497\t2.215\t0.394\t1.345\t0.863\t0.000\t1.110\t0.259\t1.048\t3.102\t0.773\t0.806\t1.000\t1.292\t0.819\t1.382\t1.059\n1\t2.389\t-0.970\t-1.607\t0.638\t-0.415\t0.992\t-0.899\t0.156\t2.173\t0.588\t-1.401\t-1.246\t0.000\t0.638\t-0.987\t1.203\t2.548\t0.813\t-1.348\t-0.006\t0.000\t0.814\t0.917\t1.505\t0.836\t0.807\t0.929\t0.784\n0\t0.902\t0.999\t0.163\t0.806\t1.157\t0.931\t0.632\t-0.968\t0.000\t1.241\t-2.606\t0.160\t0.000\t0.626\t1.650\t-0.802\t0.000\t1.245\t0.637\t1.468\t3.102\t0.878\t0.925\t0.985\t0.827\t0.489\t0.739\t0.745\n1\t0.702\t-1.839\t-0.259\t1.542\t0.461\t0.472\t-2.136\t-0.808\t0.000\t0.534\t0.014\t-0.911\t2.215\t1.068\t-0.686\t-1.461\t1.274\t0.583\t-1.714\t1.187\t0.000\t0.782\t0.959\t0.989\t1.021\t0.496\t0.810\t0.757\n0\t0.449\t0.090\t-0.438\t1.032\t1.427\t0.483\t1.126\t0.305\t0.000\t1.138\t1.237\t-0.726\t2.215\t0.553\t-1.115\t0.640\t2.548\t0.406\t1.667\t1.464\t0.000\t0.989\t1.104\t0.989\t0.785\t1.566\t0.907\t0.771\n0\t0.688\t-2.172\t-0.599\t0.156\t0.688\t0.969\t2.204\t0.975\t0.000\t1.114\t-0.889\t-0.422\t1.107\t1.157\t-1.108\t-1.355\t2.548\t0.809\t-1.279\t0.939\t0.000\t4.333\t3.414\t0.995\t0.691\t0.917\t2.367\t1.979\n0\t1.470\t1.012\t-1.075\t0.594\t0.056\t1.305\t-0.542\t-1.145\t0.000\t1.452\t-0.508\t0.595\t2.215\t0.275\t2.382\t1.550\t0.000\t0.870\t0.281\t0.585\t0.000\t0.862\t1.260\t1.104\t0.657\t0.252\t0.929\t0.827\n1\t0.453\t-1.567\t-0.140\t1.007\t-0.618\t0.787\t-0.715\t1.199\t1.087\t0.821\t-1.107\t-1.706\t0.000\t0.884\t0.727\t0.507\t0.000\t1.336\t-0.374\t-0.400\t3.102\t1.895\t1.271\t0.981\t0.517\t1.087\t0.921\t0.843\n1\t0.351\t-1.095\t-0.055\t1.109\t-1.010\t1.555\t-0.263\t0.602\t2.173\t0.748\t0.241\t-1.630\t0.000\t0.897\t0.681\t-0.796\t2.548\t0.688\t-0.318\t-0.900\t0.000\t0.736\t0.801\t0.977\t2.011\t1.602\t1.612\t1.311\n1\t0.988\t0.400\t-1.711\t0.532\t0.251\t0.934\t0.138\t1.147\t0.000\t0.589\t2.666\t0.024\t0.000\t1.594\t0.911\t-0.794\t2.548\t0.792\t1.180\t1.523\t0.000\t0.997\t1.047\t0.987\t0.838\t0.757\t0.927\t0.771\n1\t0.857\t-0.393\t-0.032\t0.526\t-1.456\t1.741\t-0.837\t0.410\t1.087\t0.543\t-1.486\t1.254\t0.000\t1.246\t-0.401\t-1.658\t1.274\t1.979\t-0.570\t-1.118\t0.000\t0.913\t0.955\t0.991\t0.997\t1.796\t1.162\t0.947\n0\t0.650\t-0.142\t-1.074\t0.378\t0.414\t0.769\t0.554\t0.463\t0.000\t1.385\t0.331\t-1.561\t1.107\t0.898\t1.494\t0.301\t0.000\t0.833\t0.452\t-0.803\t3.102\t0.876\t0.838\t0.988\t0.805\t0.620\t0.926\t0.772\n0\t1.491\t0.386\t0.097\t1.124\t0.672\t0.691\t1.179\t-1.463\t0.000\t0.624\t0.457\t-0.571\t2.215\t0.981\t-0.361\t-1.320\t0.000\t0.894\t-0.506\t1.205\t3.102\t1.317\t0.959\t0.979\t0.829\t0.774\t0.733\t0.850\n1\t1.940\t-0.109\t0.535\t0.604\t-0.162\t1.045\t0.084\t-1.608\t2.173\t0.699\t0.055\t-0.712\t2.215\t0.670\t0.301\t-1.183\t0.000\t0.781\t0.906\t0.449\t0.000\t0.852\t0.893\t0.987\t0.868\t0.909\t0.951\t0.807\n1\t1.251\t-0.453\t0.410\t0.154\t0.433\t0.706\t-0.089\t1.270\t1.087\t0.606\t-0.888\t-0.389\t0.000\t0.339\t0.225\t-0.502\t0.000\t1.053\t-1.226\t-1.270\t0.000\t0.798\t1.075\t0.983\t0.782\t0.693\t0.682\t0.722\n0\t0.557\t-0.522\t0.956\t0.978\t-1.175\t0.567\t2.527\t1.658\t0.000\t0.716\t0.086\t-0.620\t2.215\t1.231\t-0.566\t0.377\t2.548\t0.956\t-1.669\t0.242\t0.000\t0.928\t0.934\t0.987\t0.813\t0.860\t0.677\t0.659\n1\t0.606\t-0.905\t1.691\t0.938\t0.324\t1.095\t-0.286\t-0.213\t2.173\t1.076\t0.295\t1.146\t0.000\t1.455\t0.413\t-1.445\t2.548\t0.720\t-0.286\t-1.101\t0.000\t1.097\t0.910\t0.987\t0.902\t1.530\t0.993\t0.887\n1\t0.612\t-0.987\t-1.538\t1.312\t-0.575\t1.071\t-0.547\t0.651\t2.173\t0.475\t-1.135\t-0.687\t0.000\t0.760\t-0.656\t1.560\t2.548\t0.764\t0.831\t-1.395\t0.000\t1.127\t0.818\t0.986\t1.220\t0.826\t0.851\t0.832\n0\t0.883\t0.387\t0.738\t0.488\t1.716\t0.892\t-0.089\t0.149\t0.000\t0.990\t0.457\t-1.504\t1.107\t0.617\t-0.058\t-0.914\t0.000\t0.472\t-1.009\t0.844\t0.000\t0.825\t1.220\t0.986\t0.542\t0.428\t0.704\t0.702\n1\t1.312\t0.833\t-0.411\t1.082\t-0.330\t0.641\t0.643\t0.825\t2.173\t0.373\t-0.739\t0.726\t0.000\t0.728\t1.587\t-1.550\t0.000\t0.959\t0.418\t-1.156\t1.551\t1.300\t0.876\t1.005\t1.094\t0.813\t0.799\t0.801\n1\t0.974\t0.319\t-1.504\t0.371\t-0.227\t0.606\t-0.136\t-1.114\t0.000\t0.591\t0.664\t0.111\t0.000\t1.618\t1.344\t0.995\t2.548\t0.591\t1.311\t-0.095\t3.102\t1.255\t0.849\t0.982\t1.178\t0.623\t0.855\t0.806\n1\t0.720\t-0.736\t-1.428\t1.399\t-0.594\t1.457\t-0.710\t0.496\t2.173\t0.864\t-0.727\t1.158\t0.000\t0.969\t0.250\t1.627\t1.274\t1.446\t0.842\t-1.421\t0.000\t0.971\t0.713\t0.989\t1.347\t1.474\t1.086\t1.041\n0\t0.430\t-1.101\t1.154\t0.999\t-0.724\t1.260\t-1.456\t-1.190\t2.173\t1.762\t0.179\t0.475\t0.000\t1.499\t0.763\t1.107\t0.000\t1.462\t0.071\t-1.010\t3.102\t0.985\t1.015\t0.989\t0.794\t1.255\t1.346\t1.192\n1\t0.601\t0.201\t0.130\t0.817\t-0.528\t1.226\t0.610\t1.514\t0.000\t1.379\t0.449\t-0.060\t2.215\t0.691\t1.392\t-1.622\t0.000\t0.658\t0.074\t-1.465\t3.102\t0.935\t0.641\t0.988\t0.734\t0.836\t0.961\t0.870\n1\t0.595\t0.755\t1.308\t1.187\t-0.270\t0.986\t-0.738\t-0.209\t2.173\t1.076\t0.059\t1.528\t0.000\t0.792\t1.087\t1.473\t0.000\t0.556\t0.444\t0.905\t3.102\t0.849\t0.547\t1.151\t1.168\t0.851\t0.979\t0.891\n0\t1.882\t-0.367\t0.321\t1.090\t0.740\t0.690\t0.338\t-1.466\t2.173\t0.705\t-0.723\t-0.963\t0.000\t1.149\t-0.613\t-1.578\t1.274\t0.804\t-2.347\t-0.684\t0.000\t1.235\t1.037\t1.000\t1.341\t0.598\t1.006\t1.084\n1\t1.031\t0.338\t-0.140\t0.135\t-1.406\t1.030\t-0.625\t0.869\t1.087\t1.133\t0.262\t-1.009\t2.215\t0.621\t-0.015\t1.137\t0.000\t1.362\t-0.940\t-1.009\t0.000\t1.119\t1.005\t0.993\t0.952\t1.742\t0.987\t0.846\n1\t0.937\t-0.606\t0.581\t1.334\t1.018\t0.525\t0.746\t-0.622\t2.173\t0.695\t-1.290\t-1.696\t0.000\t0.645\t-1.055\t-0.294\t2.548\t0.665\t-1.697\t-0.782\t0.000\t0.724\t1.301\t0.988\t0.745\t0.831\t0.959\t0.880\n0\t1.476\t-0.564\t-1.178\t2.767\t-0.921\t1.256\t-0.044\t0.578\t0.000\t1.324\t-0.444\t1.294\t2.215\t0.387\t0.779\t0.568\t0.000\t0.589\t-0.497\t-0.175\t0.000\t0.903\t1.102\t0.989\t1.082\t0.561\t1.073\t1.111\n1\t0.414\t-1.340\t-0.405\t3.093\t0.084\t0.666\t-0.456\t-1.370\t2.173\t0.834\t1.130\t-1.656\t0.000\t0.960\t0.462\t1.037\t2.548\t0.733\t-1.302\t-1.217\t0.000\t1.901\t1.218\t0.975\t1.147\t0.963\t1.027\t1.117\n1\t0.954\t-0.228\t1.727\t0.344\t-0.275\t0.983\t-0.501\t-1.376\t0.000\t1.246\t-0.499\t-0.122\t1.107\t1.142\t-0.135\t0.357\t0.000\t1.388\t-0.970\t1.188\t3.102\t0.798\t1.007\t0.989\t0.957\t1.166\t0.821\t0.761\n1\t1.417\t0.391\t-0.436\t1.364\t0.081\t1.253\t0.451\t1.473\t1.087\t0.458\t0.654\t1.635\t2.215\t0.697\t0.835\t0.401\t0.000\t0.811\t1.455\t-1.087\t0.000\t0.882\t1.121\t0.994\t0.864\t0.201\t0.995\t0.845\n1\t1.182\t0.284\t-1.610\t1.247\t-1.680\t0.781\t0.736\t0.592\t2.173\t0.784\t0.279\t-0.184\t0.000\t0.384\t0.608\t-0.542\t2.548\t0.467\t1.036\t-0.683\t0.000\t0.520\t0.744\t0.985\t0.647\t0.583\t0.748\t0.699\n0\t1.089\t0.390\t1.676\t0.844\t1.092\t1.529\t-1.237\t0.072\t1.087\t0.505\t-1.907\t-0.689\t0.000\t1.010\t-1.248\t-1.264\t2.548\t1.938\t-0.209\t1.657\t0.000\t0.991\t0.986\t0.988\t1.389\t1.449\t1.647\t1.367\n1\t1.010\t0.013\t0.356\t0.253\t-0.560\t0.617\t-0.255\t-1.079\t0.000\t0.995\t-1.063\t0.321\t1.107\t0.986\t-1.215\t1.359\t1.274\t1.154\t0.406\t-1.547\t0.000\t0.719\t1.010\t0.988\t1.018\t0.857\t0.913\t0.899\n0\t0.880\t1.159\t-1.225\t0.973\t-0.635\t0.485\t2.474\t0.752\t0.000\t0.695\t-0.033\t0.053\t2.215\t0.384\t0.578\t-1.666\t0.000\t0.831\t0.000\t1.493\t3.102\t1.047\t0.968\t0.992\t1.150\t0.661\t0.868\t0.852\n0\t0.867\t0.410\t-1.278\t2.469\t1.686\t1.847\t0.077\t0.010\t0.000\t0.765\t1.488\t1.656\t0.000\t0.914\t-0.512\t0.950\t2.548\t1.049\t-1.060\t-0.298\t3.102\t3.214\t2.019\t0.993\t1.201\t0.727\t1.361\t1.337\n0\t1.033\t-1.845\t1.135\t0.887\t1.202\t0.705\t-1.071\t-1.063\t0.000\t1.080\t-1.711\t-0.419\t0.000\t1.351\t-1.051\t-1.575\t0.000\t1.172\t-0.807\t0.076\t3.102\t0.902\t0.878\t1.004\t0.796\t0.360\t0.593\t0.696\n0\t0.299\t-1.400\t-0.350\t0.623\t1.437\t0.764\t-0.938\t-0.703\t2.173\t1.121\t0.803\t1.001\t0.000\t0.486\t0.494\t-0.621\t2.548\t1.131\t-0.234\t0.816\t0.000\t0.893\t0.869\t0.993\t0.580\t0.622\t0.606\t0.594\n0\t0.689\t-0.615\t1.012\t0.424\t-0.617\t0.669\t-1.359\t-0.433\t0.000\t0.991\t-0.389\t-0.941\t2.215\t1.228\t-1.252\t1.191\t1.274\t0.706\t-1.721\t0.410\t0.000\t0.822\t0.896\t0.988\t0.840\t1.251\t0.791\t0.688\n1\t0.573\t-0.082\t1.354\t0.744\t0.310\t0.685\t1.439\t0.756\t0.000\t1.094\t0.763\t-1.065\t1.107\t1.073\t1.346\t-0.402\t2.548\t1.105\t2.323\t-0.995\t0.000\t1.067\t0.914\t0.989\t1.229\t0.765\t1.066\t1.085\n0\t0.642\t-0.672\t-1.224\t1.428\t0.954\t0.585\t0.027\t-0.732\t2.173\t0.516\t-1.207\t1.505\t0.000\t0.481\t-0.494\t0.335\t1.274\t0.588\t-1.534\t-0.535\t0.000\t0.726\t0.876\t1.225\t0.654\t0.575\t0.655\t0.617\n0\t0.402\t-1.052\t0.474\t2.160\t-1.116\t0.886\t0.839\t0.441\t0.000\t0.482\t0.410\t1.153\t1.107\t0.577\t1.743\t0.843\t0.000\t1.291\t0.802\t-0.964\t3.102\t0.851\t1.011\t1.278\t1.062\t0.700\t0.952\t1.191\n0\t0.364\t2.045\t-0.758\t1.858\t-1.715\t0.727\t0.010\t-0.526\t2.173\t1.099\t0.244\t1.110\t0.000\t0.811\t2.030\t-0.024\t0.000\t0.527\t-1.275\t-0.946\t3.102\t2.083\t1.678\t0.983\t1.264\t0.607\t1.170\t1.127\n0\t0.338\t0.915\t-0.926\t1.250\t1.138\t0.725\t-0.259\t-0.720\t2.173\t0.274\t1.279\t1.401\t1.107\t0.370\t1.777\t-0.025\t0.000\t1.091\t1.076\t0.436\t0.000\t0.368\t1.063\t0.984\t0.478\t0.844\t0.878\t0.739\n1\t0.674\t0.985\t-1.543\t1.054\t0.937\t0.768\t0.877\t-0.174\t0.000\t1.031\t0.863\t-0.642\t1.107\t0.991\t1.314\t1.362\t0.000\t1.199\t-0.371\t1.368\t1.551\t1.603\t1.158\t0.988\t0.665\t1.212\t0.962\t0.839\n1\t0.565\t-0.595\t0.086\t1.378\t0.012\t1.136\t0.179\t-0.848\t0.000\t2.397\t1.029\t1.414\t2.215\t0.955\t-0.294\t-0.425\t0.000\t1.593\t0.033\t0.533\t3.102\t0.845\t1.160\t0.978\t1.647\t1.570\t1.462\t1.238\n0\t0.696\t-0.219\t1.653\t0.292\t-0.733\t0.551\t0.230\t-1.347\t2.173\t1.445\t0.739\t0.885\t1.107\t0.402\t-2.129\t1.671\t0.000\t0.519\t-0.616\t-0.881\t0.000\t1.214\t0.920\t0.996\t0.878\t1.238\t0.855\t0.733\n1\t1.967\t-1.011\t-0.126\t0.612\t-0.448\t0.896\t-0.369\t1.201\t2.173\t0.634\t-0.674\t-1.200\t0.000\t0.919\t0.277\t-0.361\t0.000\t0.771\t1.292\t1.264\t0.000\t1.007\t1.170\t0.989\t1.208\t0.844\t1.098\t0.965\n1\t0.688\t-0.580\t0.343\t0.164\t-1.239\t1.304\t-0.540\t1.450\t2.173\t0.754\t-0.951\t-0.098\t0.000\t0.465\t2.499\t1.057\t0.000\t0.657\t-1.353\t-0.440\t0.000\t0.702\t1.131\t0.995\t0.558\t0.938\t0.782\t0.736\n1\t0.593\t0.082\t-0.844\t0.444\t1.380\t0.534\t-1.562\t0.800\t0.000\t0.850\t-0.984\t-0.313\t2.215\t0.706\t-0.262\t-1.308\t2.548\t0.565\t-2.159\t1.192\t0.000\t0.531\t0.888\t0.988\t0.560\t0.713\t0.706\t0.647\n0\t0.726\t0.670\t1.161\t0.280\t-1.589\t1.050\t-1.423\t-1.482\t0.000\t1.379\t0.428\t-0.344\t2.215\t1.930\t0.566\t0.675\t2.548\t0.429\t-0.808\t1.550\t0.000\t0.474\t1.841\t0.986\t0.877\t1.387\t1.543\t1.195\n1\t0.701\t1.407\t0.913\t1.086\t-1.579\t0.481\t0.559\t0.433\t1.087\t1.130\t1.164\t-1.170\t2.215\t1.253\t-2.459\t-0.376\t0.000\t2.310\t0.025\t1.062\t0.000\t1.374\t0.855\t0.985\t0.810\t1.131\t0.916\t0.884\n1\t0.507\t0.281\t1.717\t3.300\t1.488\t1.883\t-1.679\t0.007\t0.000\t0.537\t0.254\t-1.432\t2.215\t0.607\t-0.933\t-0.073\t1.274\t0.543\t-1.300\t-0.633\t0.000\t0.849\t0.555\t0.993\t0.776\t0.707\t0.950\t1.276\n1\t0.396\t-1.013\t-1.223\t0.146\t-0.381\t1.367\t0.838\t-0.174\t0.000\t1.297\t-0.045\t-1.130\t0.000\t3.360\t-0.739\t1.322\t0.000\t1.205\t0.171\t0.447\t3.102\t0.785\t0.892\t0.978\t0.661\t0.447\t0.637\t0.630\n1\t1.184\t0.721\t-1.023\t0.570\t-1.394\t0.984\t1.088\t0.008\t1.087\t0.571\t0.007\t1.385\t0.000\t0.723\t1.289\t1.165\t2.548\t0.429\t1.116\t0.502\t0.000\t0.652\t0.941\t0.980\t0.734\t0.922\t0.790\t0.718\n0\t0.500\t0.660\t0.944\t1.270\t-1.246\t1.477\t-0.555\t-0.350\t2.173\t1.942\t-0.320\t1.460\t2.215\t0.844\t-1.053\t-0.032\t0.000\t0.565\t-0.352\t0.720\t0.000\t0.557\t1.133\t1.017\t1.410\t2.504\t1.384\t1.106\n0\t1.645\t-0.684\t-0.131\t0.050\t0.657\t0.542\t-0.008\t1.500\t2.173\t0.494\t-1.524\t0.337\t0.000\t1.353\t-0.644\t-1.258\t2.548\t0.855\t-0.366\t1.166\t0.000\t0.764\t0.900\t0.980\t0.919\t0.753\t0.772\t0.713\n1\t0.514\t-1.314\t1.231\t1.251\t-0.478\t1.778\t-0.356\t-1.630\t2.173\t1.266\t-0.825\t0.430\t2.215\t1.684\t-2.074\t0.289\t0.000\t0.687\t-0.384\t-0.778\t0.000\t0.737\t1.125\t1.110\t1.424\t2.187\t1.692\t1.321\n1\t0.319\t-1.741\t-1.316\t1.523\t0.152\t0.884\t-0.322\t1.357\t0.000\t1.514\t-1.436\t-0.858\t2.215\t0.709\t-2.338\t1.168\t0.000\t1.601\t-0.113\t0.687\t3.102\t1.561\t1.070\t0.987\t0.969\t1.716\t1.290\t1.108\n1\t0.954\t0.356\t0.303\t1.442\t-0.269\t0.917\t-0.456\t1.568\t2.173\t0.642\t0.689\t-1.081\t2.215\t0.626\t-2.117\t-0.915\t0.000\t1.003\t-0.574\t0.361\t0.000\t1.128\t1.222\t0.980\t0.800\t1.040\t1.027\t1.156\n0\t1.160\t-0.281\t0.445\t1.828\t1.004\t1.646\t-0.959\t-1.347\t2.173\t0.751\t-0.412\t-0.608\t0.000\t0.903\t0.078\t-0.117\t2.548\t1.202\t-0.842\t0.857\t0.000\t1.254\t0.872\t0.989\t1.763\t1.598\t1.262\t1.061\n1\t1.017\t1.586\t-0.767\t1.555\t-0.346\t1.072\t0.469\t1.295\t2.173\t0.295\t1.613\t-1.301\t0.000\t0.273\t0.309\t1.596\t1.274\t0.758\t0.343\t0.333\t0.000\t0.738\t0.838\t0.983\t0.654\t0.186\t0.910\t0.728\n1\t0.380\t1.700\t1.080\t2.886\t1.315\t0.594\t-2.663\t0.007\t0.000\t1.392\t-0.342\t-1.446\t0.000\t1.290\t0.106\t-0.740\t2.548\t1.578\t0.958\t0.026\t3.102\t0.800\t1.677\t0.977\t1.562\t0.911\t1.757\t4.073\n1\t0.296\t2.169\t-0.415\t0.982\t0.429\t1.498\t-0.367\t-1.313\t0.000\t2.287\t0.142\t0.241\t2.215\t0.858\t1.295\t-1.268\t0.000\t1.294\t0.233\t0.928\t3.102\t0.833\t0.769\t0.982\t0.880\t0.906\t0.917\t0.781\n1\t0.730\t-0.269\t0.029\t0.738\t-1.016\t1.058\t-1.417\t1.323\t2.173\t0.932\t-1.623\t-0.274\t0.000\t0.495\t-0.589\t-0.824\t0.000\t0.437\t-0.115\t1.549\t3.102\t0.746\t1.268\t0.986\t0.550\t0.519\t0.880\t0.869\n0\t0.849\t0.602\t-0.231\t1.561\t-0.170\t0.920\t0.900\t0.810\t2.173\t0.860\t-0.411\t1.480\t2.215\t0.872\t2.443\t-1.406\t0.000\t1.120\t1.922\t0.952\t0.000\t0.949\t1.301\t0.989\t1.118\t1.196\t1.313\t1.426\n1\t0.927\t-0.944\t-1.174\t0.627\t1.488\t0.862\t-0.239\t-0.207\t0.000\t1.066\t0.930\t0.291\t0.000\t0.744\t0.023\t1.088\t2.548\t1.800\t0.834\t-0.718\t3.102\t1.014\t0.906\t0.989\t0.658\t0.991\t0.759\t0.833\n0\t0.931\t1.431\t-0.446\t1.248\t-0.101\t0.614\t1.441\t1.072\t2.173\t0.642\t0.232\t1.409\t0.000\t0.901\t0.663\t-1.492\t2.548\t0.378\t-0.645\t1.140\t0.000\t0.637\t0.703\t0.992\t0.871\t0.765\t0.802\t0.693\n1\t0.693\t-0.999\t-0.300\t0.495\t-1.128\t1.481\t-1.455\t-1.563\t2.173\t1.104\t1.887\t0.437\t0.000\t1.386\t0.007\t0.648\t2.548\t2.096\t-1.931\t-0.058\t0.000\t0.982\t0.982\t0.987\t1.303\t2.174\t1.194\t0.966\n1\t1.542\t-0.429\t-1.444\t0.799\t-0.573\t1.378\t-0.586\t0.552\t2.173\t0.542\t-1.485\t1.689\t0.000\t0.552\t-0.292\t-0.783\t0.000\t0.566\t-0.656\t-0.349\t3.102\t0.855\t1.212\t1.088\t0.603\t0.685\t0.893\t0.785\n1\t0.643\t-0.694\t0.966\t1.074\t-1.351\t0.649\t-0.073\t1.197\t2.173\t1.322\t0.730\t-0.278\t0.000\t0.800\t-0.329\t-1.170\t2.548\t0.581\t0.877\t0.652\t0.000\t0.866\t0.950\t1.001\t0.721\t0.770\t0.820\t0.813\n0\t0.665\t-0.350\t-0.985\t0.374\t1.605\t0.706\t0.703\t0.348\t2.173\t0.817\t0.003\t0.096\t2.215\t0.787\t0.536\t-1.512\t0.000\t1.123\t2.178\t-1.649\t0.000\t1.246\t1.323\t0.980\t0.788\t0.476\t1.029\t0.877\n0\t0.730\t0.827\t0.174\t0.491\t1.453\t1.076\t0.390\t1.426\t2.173\t1.159\t-0.315\t-0.863\t2.215\t1.264\t-0.404\t0.478\t0.000\t1.268\t-0.237\t-1.432\t0.000\t0.940\t0.965\t0.985\t1.244\t1.568\t1.072\t0.887\n1\t0.703\t0.124\t-0.096\t0.516\t-1.083\t0.927\t-0.668\t1.345\t0.000\t0.728\t-0.553\t0.800\t0.000\t1.549\t-0.978\t-0.385\t2.548\t1.075\t0.219\t-1.058\t3.102\t0.830\t1.022\t0.994\t1.213\t0.905\t0.945\t0.968\n1\t1.164\t1.075\t0.793\t1.683\t0.199\t1.278\t0.552\t-1.326\t2.173\t0.703\t0.561\t-0.328\t0.000\t0.456\t-0.406\t1.697\t0.000\t0.792\t0.020\t0.591\t0.000\t0.960\t1.004\t0.988\t0.635\t0.865\t1.023\t0.886\n0\t0.448\t-1.906\t-0.585\t0.665\t1.106\t0.523\t-1.055\t0.462\t0.000\t1.108\t-0.872\t-0.788\t1.107\t0.590\t-0.990\t1.320\t0.000\t1.084\t0.406\t-1.662\t3.102\t0.697\t0.979\t0.981\t0.793\t1.020\t0.786\t0.688\n1\t1.116\t-1.284\t1.466\t2.313\t-0.139\t0.741\t0.106\t-0.089\t2.173\t1.622\t-0.749\t-1.682\t0.000\t1.155\t-2.464\t-1.415\t0.000\t1.617\t-1.042\t-0.298\t0.000\t0.885\t0.876\t2.208\t1.526\t0.777\t1.132\t0.914\n1\t1.035\t0.821\t-1.549\t0.653\t-0.921\t0.306\t1.056\t0.419\t0.000\t0.749\t-0.590\t0.545\t1.107\t0.680\t0.267\t1.219\t0.000\t1.222\t0.152\t-0.772\t3.102\t1.018\t1.087\t0.979\t0.759\t0.874\t0.906\t0.804\n0\t0.847\t0.235\t1.575\t0.565\t-1.447\t0.605\t0.986\t1.261\t0.000\t0.731\t0.950\t0.326\t2.215\t0.586\t0.222\t-0.268\t2.548\t0.994\t-1.044\t-0.664\t0.000\t0.842\t0.790\t0.991\t0.724\t0.440\t0.723\t0.692\n1\t0.480\t-0.357\t-1.123\t2.404\t0.471\t1.780\t0.346\t-1.293\t0.000\t1.384\t-0.800\t0.835\t0.000\t1.584\t0.426\t-0.394\t1.274\t0.418\t2.051\t-1.300\t0.000\t1.666\t1.475\t1.475\t0.722\t0.790\t1.112\t1.200\n0\t2.774\t-0.067\t-1.332\t0.840\t-1.302\t1.603\t-1.229\t0.556\t0.000\t1.461\t-0.999\t0.149\t0.000\t1.964\t0.397\t-1.619\t2.548\t1.298\t-1.285\t-0.203\t1.551\t1.218\t0.984\t1.008\t0.693\t1.834\t1.646\t1.709\n1\t0.839\t0.427\t1.306\t0.962\t0.475\t1.242\t0.348\t-0.423\t2.173\t1.311\t-0.334\t1.054\t0.000\t1.243\t-1.395\t-1.117\t0.000\t0.858\t-0.532\t-1.691\t0.000\t0.880\t0.680\t0.985\t1.159\t0.916\t0.985\t0.843\n0\t0.846\t0.908\t-0.961\t0.370\t1.563\t0.670\t-0.130\t0.286\t1.087\t0.489\t-1.099\t0.931\t0.000\t1.126\t-0.031\t-1.067\t2.548\t0.596\t-1.820\t1.241\t0.000\t0.434\t0.957\t0.983\t0.853\t1.017\t0.772\t0.755\n0\t1.577\t0.332\t-0.220\t0.232\t1.369\t0.834\t-0.246\t1.559\t0.000\t0.767\t-0.726\t-0.998\t1.107\t0.539\t-1.302\t1.187\t0.000\t1.092\t1.161\t0.235\t3.102\t0.854\t0.905\t0.990\t0.636\t1.295\t0.963\t0.901\n0\t0.479\t-2.150\t0.327\t0.616\t-1.174\t0.835\t-1.005\t1.624\t2.173\t0.494\t-1.227\t-0.116\t0.000\t0.652\t-1.666\t-1.368\t0.000\t1.836\t-0.765\t0.352\t3.102\t0.825\t0.874\t0.995\t0.742\t1.197\t0.750\t0.660\n0\t2.209\t-0.247\t0.513\t0.520\t-0.248\t0.896\t2.815\t0.301\t0.000\t1.802\t0.735\t-1.709\t1.107\t1.683\t0.385\t-1.041\t0.000\t2.338\t0.825\t-1.247\t0.000\t0.746\t1.012\t0.988\t0.800\t2.345\t1.456\t1.369\n0\t1.063\t1.338\t0.762\t0.321\t-0.428\t0.786\t0.516\t-1.534\t0.000\t0.569\t2.577\t1.355\t0.000\t1.147\t-0.876\t-0.056\t2.548\t0.948\t0.490\t0.059\t3.102\t0.687\t0.810\t0.983\t1.633\t0.687\t1.032\t0.973\n1\t0.731\t-1.408\t0.973\t0.703\t0.585\t0.903\t-0.132\t-1.468\t0.000\t0.751\t-1.508\t0.469\t2.215\t0.899\t-2.600\t-0.515\t0.000\t1.391\t0.444\t-0.762\t0.000\t0.976\t1.005\t0.974\t0.685\t0.890\t0.858\t0.763\n0\t1.140\t0.158\t-0.861\t0.843\t-0.246\t0.354\t-1.243\t0.775\t0.000\t0.583\t-0.397\t0.604\t2.215\t0.775\t-0.109\t-1.692\t2.548\t0.825\t-2.088\t1.626\t0.000\t0.794\t0.883\t0.986\t0.776\t0.636\t0.645\t0.755\n1\t0.562\t-0.792\t-1.528\t2.153\t1.321\t1.526\t-0.101\t0.499\t0.000\t2.259\t0.528\t-1.186\t2.215\t1.110\t-0.122\t0.087\t0.000\t2.230\t-0.202\t-0.577\t3.102\t0.850\t1.303\t0.984\t2.321\t1.335\t1.648\t1.631\n0\t0.560\t0.287\t0.280\t1.995\t1.005\t0.882\t-0.947\t-0.246\t0.000\t0.974\t-0.975\t-1.178\t2.215\t1.127\t0.944\t1.654\t2.548\t0.386\t-2.207\t-0.660\t0.000\t0.909\t0.931\t0.982\t0.792\t1.480\t1.200\t1.293\n0\t0.884\t1.674\t0.582\t0.561\t1.640\t0.765\t2.687\t-0.469\t0.000\t0.369\t-0.863\t0.969\t0.000\t1.299\t0.436\t1.628\t2.548\t1.666\t-0.712\t-0.628\t1.551\t0.387\t1.043\t0.986\t1.967\t1.290\t1.366\t1.403\n0\t0.582\t-2.138\t-0.872\t0.511\t-1.476\t0.791\t-1.059\t0.363\t2.173\t0.844\t0.056\t0.799\t0.000\t0.943\t0.536\t1.711\t0.000\t1.528\t0.413\t-0.747\t3.102\t1.067\t1.034\t0.993\t0.913\t1.404\t0.986\t0.940\n1\t0.677\t-0.289\t-1.397\t2.952\t-0.154\t1.131\t-0.364\t0.877\t0.000\t1.087\t1.098\t-1.305\t2.215\t0.333\t0.849\t1.457\t0.000\t0.475\t0.278\t1.104\t1.551\t0.946\t0.522\t1.764\t1.686\t0.598\t1.066\t1.061\n1\t1.006\t-0.665\t-0.120\t1.248\t-0.424\t1.184\t0.872\t1.701\t2.173\t0.698\t0.097\t-0.769\t0.000\t0.465\t-0.698\t1.068\t2.548\t0.797\t0.642\t0.134\t0.000\t0.859\t0.961\t0.976\t0.743\t0.987\t1.037\t0.847\n1\t0.779\t0.693\t-0.840\t1.179\t-0.104\t0.604\t0.016\t0.989\t0.000\t0.943\t1.065\t1.675\t1.107\t1.201\t-0.077\t1.375\t2.548\t0.675\t-2.350\t-0.025\t0.000\t0.992\t0.923\t0.989\t0.970\t0.769\t0.852\t0.799\n1\t0.906\t0.172\t0.708\t0.768\t1.580\t0.623\t-0.013\t1.139\t0.000\t0.683\t-1.353\t-0.375\t1.107\t0.681\t-0.385\t-1.035\t0.000\t1.265\t-1.462\t-1.065\t0.000\t0.734\t0.681\t0.987\t1.212\t0.483\t0.792\t0.818\n1\t1.520\t1.104\t0.293\t0.710\t1.053\t1.063\t2.829\t-0.804\t0.000\t0.841\t0.929\t1.306\t0.000\t1.207\t0.411\t-1.557\t2.548\t0.423\t1.767\t-0.106\t0.000\t0.884\t0.807\t0.990\t0.696\t0.679\t0.710\t0.658\n1\t2.354\t-1.849\t-0.282\t0.520\t-1.174\t0.422\t-1.869\t0.999\t0.000\t0.573\t-1.395\t-1.385\t0.000\t1.235\t-0.871\t0.692\t2.548\t1.387\t-0.989\t1.625\t3.102\t0.906\t0.839\t1.102\t1.073\t0.754\t0.909\t0.795\n0\t1.186\t-1.354\t1.684\t0.339\t-0.553\t1.196\t-0.736\t1.386\t2.173\t1.582\t-1.168\t0.124\t0.000\t0.974\t1.423\t-1.243\t0.000\t1.114\t-1.212\t-0.601\t3.102\t3.982\t2.367\t0.989\t0.959\t1.272\t1.728\t1.467\n1\t0.733\t-1.729\t0.379\t0.932\t1.131\t2.048\t-0.649\t1.731\t2.173\t2.796\t-0.797\t-0.432\t0.000\t0.604\t-1.872\t-0.352\t0.000\t1.644\t-1.475\t0.979\t0.000\t1.036\t0.725\t0.988\t1.290\t0.864\t1.027\t0.891\n1\t0.880\t1.540\t0.212\t1.336\t-1.667\t1.930\t0.098\t-1.633\t0.000\t0.741\t0.438\t-0.271\t0.000\t1.178\t-0.399\t0.355\t1.274\t1.632\t0.483\t1.370\t3.102\t2.434\t1.520\t1.491\t1.477\t1.011\t1.178\t1.241\n0\t2.679\t-0.294\t0.333\t0.823\t-0.135\t1.140\t-0.234\t-0.972\t2.173\t0.594\t-0.345\t1.522\t2.215\t0.672\t0.194\t1.059\t0.000\t1.295\t0.191\t-1.450\t0.000\t0.794\t0.958\t0.987\t0.988\t0.946\t1.059\t0.925\n1\t0.916\t0.561\t0.980\t0.569\t0.091\t0.462\t0.222\t-1.301\t1.087\t0.640\t2.170\t0.876\t0.000\t0.345\t-0.002\t1.319\t0.000\t1.118\t1.159\t-0.524\t0.000\t0.856\t0.682\t0.990\t0.620\t0.405\t0.572\t0.530\n0\t0.716\t-0.356\t1.344\t1.289\t-1.659\t0.801\t-0.817\t0.244\t0.000\t0.929\t-0.671\t-1.021\t2.215\t0.972\t-0.341\t0.660\t2.548\t0.913\t0.052\t-0.431\t0.000\t0.957\t1.010\t0.994\t0.864\t1.021\t0.815\t0.857\n0\t0.661\t-0.586\t0.075\t1.154\t0.984\t0.705\t-1.089\t-1.487\t2.173\t0.419\t-1.041\t0.653\t0.000\t0.734\t-1.145\t-1.021\t2.548\t0.493\t2.240\t-0.439\t0.000\t0.706\t0.814\t0.985\t0.857\t0.373\t0.747\t0.698\n0\t2.172\t-0.877\t-0.751\t0.162\t-0.709\t0.598\t-0.084\t0.535\t2.173\t0.702\t0.068\t1.571\t2.215\t0.368\t-1.920\t0.902\t0.000\t0.457\t-0.363\t0.374\t0.000\t0.472\t0.678\t0.998\t1.039\t0.770\t0.839\t0.706\n0\t0.697\t-0.264\t-0.446\t1.803\t-1.472\t0.694\t-0.519\t0.490\t0.000\t1.068\t1.063\t0.631\t2.215\t1.377\t0.353\t-0.888\t2.548\t0.403\t0.116\t1.729\t0.000\t0.775\t0.983\t1.238\t0.811\t1.345\t1.033\t0.921\n1\t0.599\t0.255\t0.425\t1.440\t-0.646\t2.299\t1.635\t0.800\t0.000\t1.358\t-0.028\t-1.177\t2.215\t0.777\t-0.130\t1.697\t0.000\t1.897\t-0.929\t-0.950\t3.102\t0.901\t0.967\t1.057\t0.887\t0.878\t0.805\t0.736\n0\t1.329\t0.083\t-1.451\t1.941\t1.412\t0.904\t-1.995\t-0.068\t0.000\t0.721\t-1.358\t-0.384\t2.215\t1.074\t-1.152\t0.615\t2.548\t0.553\t1.011\t-1.252\t0.000\t0.285\t0.988\t1.185\t1.276\t0.735\t1.097\t0.935\n1\t1.105\t0.217\t-1.316\t0.276\t1.097\t0.618\t0.808\t-0.190\t0.000\t0.651\t1.743\t0.627\t0.000\t1.615\t-0.529\t-0.961\t1.274\t1.143\t-1.187\t0.839\t3.102\t0.858\t1.219\t0.995\t0.829\t1.131\t0.990\t0.847\n0\t0.656\t1.252\t1.684\t1.163\t-1.618\t0.920\t1.130\t0.127\t0.000\t0.785\t0.639\t-1.468\t2.215\t0.355\t-1.993\t0.323\t0.000\t0.898\t1.599\t0.905\t0.000\t1.052\t1.185\t0.988\t0.755\t0.500\t0.697\t0.826\n1\t0.861\t0.603\t-0.470\t1.125\t0.783\t0.644\t1.325\t0.001\t0.000\t0.886\t0.988\t1.622\t1.107\t0.754\t-0.791\t1.407\t2.548\t0.647\t1.115\t-1.046\t0.000\t0.798\t0.940\t1.233\t0.942\t0.960\t0.878\t0.799\n1\t1.299\t-0.948\t0.998\t0.186\t1.023\t0.657\t-0.546\t0.272\t1.087\t1.047\t-0.417\t-0.330\t2.215\t1.237\t-0.241\t-1.571\t0.000\t0.743\t-0.642\t-1.406\t0.000\t0.313\t0.964\t0.980\t0.965\t0.636\t0.745\t0.727\n1\t2.234\t-0.063\t0.720\t0.848\t0.328\t0.387\t-0.236\t1.738\t0.000\t0.876\t0.241\t-0.687\t0.000\t1.233\t0.549\t-1.468\t0.000\t0.880\t-0.671\t-1.002\t3.102\t1.055\t0.688\t0.996\t0.609\t0.220\t0.639\t0.701\n0\t1.408\t-1.646\t1.288\t0.608\t0.023\t0.425\t-0.921\t1.310\t1.087\t0.654\t-1.810\t-0.734\t0.000\t1.160\t-0.043\t-0.572\t2.548\t0.422\t-0.928\t-0.428\t0.000\t0.322\t0.734\t1.163\t0.681\t0.955\t0.841\t0.722\n1\t0.794\t0.403\t0.028\t1.134\t-1.051\t1.744\t-0.228\t1.081\t2.173\t1.247\t0.425\t-0.623\t0.000\t1.566\t-2.382\t-0.975\t0.000\t1.836\t-0.937\t0.632\t1.551\t0.897\t0.871\t1.086\t1.473\t1.151\t1.155\t1.002\n1\t0.915\t-0.852\t1.300\t0.450\t-1.252\t0.677\t0.215\t-1.174\t2.173\t2.013\t-0.493\t-0.826\t2.215\t3.341\t-1.751\t0.515\t0.000\t0.705\t0.861\t1.456\t0.000\t0.555\t2.349\t0.977\t1.221\t0.829\t1.875\t1.444\n1\t0.527\t1.056\t1.362\t1.859\t-0.782\t0.870\t-0.754\t1.149\t2.173\t0.855\t-0.012\t0.083\t0.000\t0.289\t-1.301\t1.077\t0.000\t0.480\t1.925\t-1.419\t0.000\t0.837\t0.919\t1.283\t1.204\t0.810\t1.210\t1.004\n1\t2.151\t0.217\t-0.811\t0.482\t-0.913\t1.069\t-0.260\t0.480\t2.173\t1.096\t0.085\t1.670\t2.215\t0.347\t-1.043\t-0.569\t0.000\t1.079\t0.093\t1.116\t0.000\t0.836\t0.828\t0.971\t1.456\t1.426\t1.151\t0.955\n1\t1.205\t-0.288\t-0.995\t1.697\t-1.442\t1.093\t0.139\t0.153\t2.173\t1.429\t0.537\t0.884\t2.215\t0.526\t0.766\t-1.601\t0.000\t0.558\t0.184\t-0.666\t0.000\t0.484\t0.842\t0.985\t1.647\t1.188\t1.366\t1.030\n1\t0.425\t-2.314\t-0.753\t1.825\t0.557\t0.674\t-0.267\t-1.657\t2.173\t0.754\t-0.511\t-0.900\t0.000\t0.582\t-1.296\t0.173\t0.000\t1.164\t-0.049\t0.821\t3.102\t0.960\t0.926\t1.129\t1.318\t0.745\t1.214\t1.033\n0\t0.366\t-1.579\t-0.317\t0.605\t1.616\t1.058\t-1.021\t-0.752\t2.173\t0.602\t1.003\t-1.361\t0.000\t0.590\t1.589\t1.006\t0.000\t2.120\t0.652\t0.665\t1.551\t0.842\t0.885\t0.989\t0.878\t2.236\t1.379\t1.094\n1\t0.495\t-1.149\t-1.630\t1.694\t1.001\t0.653\t0.769\t-0.095\t1.087\t0.397\t-1.499\t-0.781\t0.000\t1.106\t0.144\t-1.239\t2.548\t0.602\t1.033\t1.163\t0.000\t1.355\t0.947\t0.986\t1.219\t0.968\t0.936\t0.853\n0\t0.402\t0.087\t-0.223\t0.608\t1.650\t0.380\t0.012\t1.321\t2.173\t0.429\t2.868\t-1.680\t0.000\t0.398\t-1.297\t-0.938\t0.000\t0.693\t1.351\t-0.087\t0.000\t0.868\t1.098\t0.992\t0.551\t0.517\t0.889\t1.051\n0\t0.711\t-0.785\t0.042\t1.553\t-0.873\t1.102\t1.521\t0.972\t2.173\t0.707\t0.975\t0.567\t0.000\t1.249\t-0.765\t-0.954\t2.548\t1.070\t0.526\t-1.739\t0.000\t1.012\t0.909\t1.068\t0.616\t2.610\t1.652\t1.329\n1\t0.986\t-1.067\t1.663\t0.366\t0.481\t0.575\t0.031\t1.132\t2.173\t0.547\t-2.349\t-0.415\t0.000\t0.636\t0.856\t-1.234\t0.000\t0.517\t0.500\t-0.719\t0.000\t1.501\t0.887\t0.983\t0.899\t0.185\t0.779\t0.727\n0\t0.431\t1.121\t1.177\t0.348\t0.254\t0.592\t1.514\t-0.160\t0.000\t0.689\t-0.418\t-1.441\t2.215\t0.672\t-0.271\t0.939\t1.274\t0.955\t-0.632\t1.643\t0.000\t1.984\t1.250\t0.994\t0.701\t0.609\t0.882\t0.755\n0\t1.044\t1.391\t1.531\t0.374\t0.906\t1.852\t0.426\t1.417\t2.173\t3.674\t-0.917\t-0.132\t1.107\t2.025\t0.181\t-1.387\t0.000\t1.060\t-1.691\t0.014\t0.000\t1.753\t1.698\t0.990\t2.500\t4.733\t2.711\t2.076\n1\t1.003\t0.162\t-0.705\t1.304\t0.769\t0.678\t-2.607\t0.930\t0.000\t1.210\t-1.250\t-0.751\t2.215\t1.307\t0.608\t1.662\t2.548\t1.154\t-0.541\t0.242\t0.000\t0.982\t1.261\t1.538\t1.046\t1.880\t1.555\t1.447\n1\t2.018\t0.352\t-0.465\t0.540\t0.032\t1.174\t0.485\t1.329\t2.173\t0.687\t0.228\t-1.174\t0.000\t0.700\t-0.286\t1.170\t0.000\t0.867\t-0.015\t0.232\t3.102\t0.958\t0.934\t0.988\t0.586\t0.934\t0.955\t0.831\n1\t0.617\t-0.348\t1.157\t0.869\t-0.484\t0.661\t-1.390\t1.644\t1.087\t0.885\t-0.478\t1.703\t0.000\t0.980\t-0.801\t-0.269\t2.548\t0.557\t-1.711\t0.595\t0.000\t0.896\t0.829\t1.010\t0.870\t1.026\t0.693\t0.636\n1\t0.738\t-0.389\t0.702\t0.966\t-0.752\t1.045\t-0.371\t1.340\t2.173\t0.447\t1.903\t-0.874\t0.000\t0.646\t-0.655\t-0.022\t2.548\t0.707\t0.437\t-0.323\t0.000\t0.670\t0.874\t1.130\t0.987\t0.981\t0.958\t0.849\n1\t0.851\t0.658\t0.398\t0.365\t-0.536\t1.012\t0.533\t1.573\t0.000\t0.949\t1.322\t0.146\t2.215\t1.031\t1.601\t0.760\t0.000\t1.313\t0.058\t-1.476\t3.102\t1.063\t0.854\t0.990\t0.899\t1.220\t0.949\t0.790\n0\t0.463\t0.526\t-0.130\t1.051\t1.410\t0.524\t0.586\t0.484\t0.000\t0.746\t-0.062\t0.711\t2.215\t1.823\t0.247\t-0.916\t2.548\t0.754\t1.245\t-0.890\t0.000\t1.013\t1.049\t0.986\t0.625\t1.250\t0.816\t0.726\n1\t0.694\t-1.192\t-1.266\t2.247\t-1.438\t0.817\t-1.375\t0.364\t0.000\t0.776\t0.086\t0.195\t2.215\t0.532\t-0.751\t-0.710\t1.274\t0.762\t0.111\t0.728\t0.000\t0.973\t0.876\t1.010\t0.643\t0.593\t0.771\t0.790\n1\t0.363\t-0.092\t-1.626\t0.178\t1.557\t0.657\t-1.220\t1.193\t0.000\t0.946\t0.219\t0.035\t0.000\t1.246\t-1.096\t0.019\t2.548\t1.688\t-0.323\t-1.068\t0.000\t0.921\t1.008\t0.795\t0.384\t1.087\t0.888\t1.027\n0\t0.346\t0.170\t1.101\t2.501\t-1.555\t0.936\t-1.165\t0.522\t1.087\t0.557\t1.141\t-0.030\t0.000\t0.607\t0.173\t-0.848\t1.274\t0.832\t-0.654\t-0.256\t0.000\t1.032\t0.682\t0.983\t1.391\t1.126\t0.969\t0.961\n1\t0.671\t-0.148\t-0.808\t0.591\t-1.700\t1.054\t-0.658\t0.475\t0.000\t1.076\t0.468\t-0.491\t0.000\t1.623\t-0.210\t-1.671\t2.548\t1.344\t-0.999\t1.162\t3.102\t2.207\t1.608\t0.996\t0.762\t0.847\t1.199\t1.006\n0\t1.742\t1.881\t1.391\t0.290\t-0.918\t0.674\t1.506\t-0.478\t0.000\t0.904\t1.095\t-1.446\t1.107\t1.120\t0.477\t-0.159\t0.000\t1.344\t0.896\t0.794\t3.102\t0.924\t0.965\t0.992\t0.817\t0.897\t0.805\t0.869\n1\t0.742\t-1.044\t1.447\t0.513\t-0.787\t0.448\t-0.380\t-1.293\t2.173\t0.462\t-2.690\t-0.649\t0.000\t0.739\t-0.247\t0.681\t2.548\t1.098\t-1.704\t0.622\t0.000\t0.912\t1.046\t0.985\t0.722\t0.702\t0.829\t0.720\n0\t1.107\t1.615\t0.786\t1.182\t0.934\t0.884\t0.783\t0.232\t2.173\t2.251\t-0.058\t-1.170\t0.000\t0.895\t1.169\t-0.046\t0.000\t1.082\t-0.652\t-1.147\t1.551\t1.043\t1.029\t0.992\t0.832\t1.332\t0.977\t0.826\n1\t0.713\t-1.450\t0.817\t0.364\t-1.184\t0.464\t-0.875\t1.604\t1.087\t0.794\t2.701\t-1.259\t0.000\t0.664\t2.301\t0.997\t0.000\t2.949\t-0.517\t0.041\t3.102\t1.007\t2.403\t0.994\t0.867\t1.233\t2.225\t1.830\n1\t0.372\t-1.721\t1.294\t0.749\t-1.649\t0.674\t0.133\t-1.081\t0.000\t0.802\t0.827\t-0.248\t0.000\t1.470\t-1.117\t0.521\t2.548\t1.103\t-0.902\t-1.106\t0.000\t0.852\t0.936\t0.988\t0.937\t0.475\t0.865\t0.758\n1\t0.832\t-1.514\t0.993\t1.754\t0.182\t0.629\t-1.983\t-1.035\t0.000\t1.338\t0.815\t-1.665\t2.215\t0.491\t0.437\t-1.243\t0.000\t1.091\t-0.591\t0.612\t0.000\t0.951\t1.083\t1.115\t1.018\t1.103\t1.494\t1.152\n1\t0.371\t-0.122\t0.822\t1.548\t-0.158\t0.857\t0.628\t-1.162\t2.173\t0.809\t-0.156\t1.531\t0.000\t0.508\t0.219\t-0.683\t0.000\t1.211\t0.537\t0.561\t3.102\t0.918\t0.846\t0.987\t0.924\t1.078\t1.009\t0.862\n1\t0.533\t0.150\t-0.653\t0.370\t0.791\t1.087\t-0.747\t-1.189\t0.000\t1.091\t-0.434\t0.593\t2.215\t0.727\t-0.803\t-0.589\t0.000\t0.700\t0.024\t1.686\t3.102\t0.912\t0.938\t0.991\t0.630\t0.684\t0.713\t0.647\n0\t1.188\t-0.158\t-1.590\t0.839\t-0.584\t0.372\t-1.353\t1.731\t0.000\t0.750\t-0.420\t0.950\t0.000\t1.073\t-0.302\t-0.355\t2.548\t1.043\t-0.023\t0.176\t3.102\t0.907\t0.974\t1.090\t0.767\t0.392\t0.652\t0.673\n1\t1.012\t1.947\t0.915\t0.906\t-1.731\t0.777\t-0.325\t-0.094\t0.000\t0.615\t0.406\t0.926\t0.000\t0.872\t0.120\t-1.384\t2.548\t0.900\t0.632\t-1.078\t0.000\t0.957\t0.771\t0.985\t1.179\t0.438\t1.108\t0.914\n1\t0.668\t0.057\t1.735\t2.306\t-0.608\t1.030\t0.344\t1.227\t0.000\t1.222\t0.865\t0.676\t2.215\t0.593\t-0.201\t-0.609\t1.274\t0.375\t0.387\t-1.161\t0.000\t0.795\t0.868\t1.475\t0.696\t0.983\t0.938\t0.893\n1\t2.024\t-0.778\t-1.446\t1.060\t-0.240\t0.606\t-1.286\t0.151\t2.173\t0.377\t-1.198\t1.644\t0.000\t0.553\t-1.836\t0.454\t0.000\t1.384\t-0.103\t0.675\t3.102\t0.814\t0.738\t1.797\t1.202\t0.746\t0.933\t0.767\n1\t1.278\t1.864\t-0.153\t1.162\t-0.151\t1.045\t0.578\t1.419\t2.173\t0.506\t0.075\t0.405\t0.000\t1.129\t0.683\t-1.420\t2.548\t0.490\t1.424\t-0.967\t0.000\t0.851\t0.930\t0.990\t1.057\t0.752\t1.070\t0.866\n1\t0.693\t0.234\t1.419\t0.768\t-1.209\t0.635\t0.287\t0.770\t2.173\t0.920\t-2.213\t-0.078\t0.000\t0.432\t-1.082\t-0.537\t0.000\t0.814\t1.064\t-1.317\t3.102\t0.939\t1.717\t0.993\t0.769\t0.823\t1.400\t1.128\n0\t2.060\t-0.587\t0.380\t2.553\t1.076\t0.877\t0.841\t-0.321\t0.000\t1.431\t2.537\t-1.189\t0.000\t1.042\t0.885\t-1.413\t1.274\t1.006\t-1.137\t-0.421\t3.102\t2.912\t1.801\t1.864\t1.267\t1.291\t1.904\t2.378\n1\t1.018\t1.554\t0.979\t1.489\t-0.657\t0.479\t0.501\t-1.092\t1.087\t0.625\t0.562\t0.079\t0.000\t0.996\t-0.748\t-0.760\t2.548\t0.989\t0.463\t1.327\t0.000\t0.920\t0.851\t1.698\t1.678\t0.665\t1.103\t0.944\n1\t0.779\t0.003\t-1.265\t0.445\t0.015\t1.259\t0.914\t-1.537\t2.173\t1.050\t0.093\t0.676\t0.000\t1.477\t0.520\t0.114\t0.000\t0.517\t-0.117\t-0.617\t3.102\t1.033\t0.745\t0.986\t1.238\t0.789\t1.037\t0.942\n0\t0.647\t2.022\t-1.498\t0.823\t-0.678\t0.791\t1.230\t0.310\t2.173\t0.347\t0.428\t-1.707\t0.000\t0.484\t-1.214\t1.385\t0.000\t0.741\t-0.454\t0.075\t3.102\t0.671\t1.209\t0.991\t0.865\t0.842\t0.765\t0.803\n1\t0.405\t-1.193\t-0.681\t0.795\t1.145\t1.365\t0.655\t0.358\t0.000\t2.257\t-0.772\t-1.523\t2.215\t0.917\t0.697\t-0.290\t0.000\t0.542\t0.172\t-0.281\t3.102\t1.115\t0.672\t0.993\t1.008\t1.038\t1.523\t1.173\n0\t0.595\t1.815\t1.601\t0.456\t-1.364\t0.636\t0.185\t0.609\t0.000\t0.601\t-1.790\t1.151\t0.000\t0.675\t1.599\t0.119\t0.000\t2.257\t0.466\t-0.924\t3.102\t0.892\t1.013\t0.997\t0.544\t0.615\t0.614\t0.598\n1\t0.909\t-0.257\t-0.572\t1.501\t-1.423\t1.137\t-1.803\t-0.227\t0.000\t1.445\t-0.367\t1.241\t2.215\t0.598\t-0.761\t-0.088\t0.000\t1.538\t-0.577\t1.480\t3.102\t0.915\t1.018\t1.121\t1.141\t0.358\t0.792\t0.835\n1\t0.554\t-0.603\t0.571\t0.430\t-1.657\t1.108\t0.888\t-0.505\t0.000\t1.208\t-0.539\t1.449\t0.000\t1.466\t0.390\t-1.434\t2.548\t1.055\t0.411\t-0.084\t0.000\t0.698\t1.100\t0.991\t0.748\t0.880\t0.886\t0.771\n1\t2.221\t1.381\t0.384\t0.319\t-1.660\t1.808\t0.175\t-0.991\t0.000\t1.001\t0.216\t1.320\t2.215\t0.692\t0.645\t0.549\t0.000\t0.753\t-0.198\t-0.203\t3.102\t0.761\t0.619\t1.123\t0.874\t0.789\t0.839\t0.711\n1\t0.504\t0.625\t-0.848\t1.359\t1.598\t2.850\t-0.941\t1.549\t0.000\t2.634\t1.093\t-0.168\t1.107\t1.602\t-2.049\t0.065\t0.000\t1.444\t1.120\t-0.787\t0.000\t1.347\t1.289\t0.987\t1.641\t0.993\t1.108\t1.106\n1\t1.042\t0.122\t-1.545\t0.824\t-1.079\t1.171\t-0.493\t0.188\t2.173\t0.768\t-0.800\t0.989\t2.215\t0.276\t-0.549\t0.577\t0.000\t0.805\t1.355\t-1.544\t0.000\t0.861\t0.971\t0.988\t1.506\t0.950\t1.125\t0.949\n0\t0.664\t-0.025\t1.616\t1.605\t-1.083\t0.805\t-2.581\t-0.510\t0.000\t0.710\t-2.405\t-1.567\t0.000\t1.025\t-0.747\t0.996\t0.000\t1.687\t0.574\t0.052\t1.551\t1.039\t1.290\t0.982\t1.167\t0.851\t1.121\t1.040\n1\t0.828\t1.095\t1.563\t0.413\t-1.513\t0.383\t-1.034\t0.185\t1.087\t0.597\t0.837\t0.697\t0.000\t0.690\t0.521\t-1.145\t1.274\t0.394\t2.378\t0.398\t0.000\t0.758\t0.776\t0.981\t0.890\t0.829\t0.808\t0.743\n1\t1.125\t-0.595\t1.383\t1.259\t1.311\t1.069\t-0.625\t0.548\t2.173\t1.073\t-0.706\t-0.068\t2.215\t2.577\t-0.690\t-1.170\t0.000\t0.538\t1.090\t-1.119\t0.000\t0.637\t0.947\t0.996\t1.209\t0.835\t0.968\t0.908\n0\t0.799\t1.486\t-0.681\t0.653\t-0.326\t1.030\t0.871\t0.393\t0.000\t1.748\t0.342\t-1.550\t2.215\t0.693\t0.659\t1.067\t0.000\t0.605\t-0.702\t-0.217\t1.551\t0.921\t1.036\t0.991\t1.100\t1.046\t1.148\t0.975\n0\t1.397\t1.504\t-1.592\t0.707\t1.161\t0.933\t1.702\t0.055\t0.000\t0.639\t0.342\t-0.887\t2.215\t0.671\t2.130\t0.661\t0.000\t0.859\t1.045\t-1.197\t3.102\t0.864\t0.886\t0.994\t0.832\t0.362\t0.778\t0.793\n0\t1.208\t1.782\t0.655\t0.994\t1.267\t0.441\t-1.476\t0.113\t0.000\t1.051\t-0.151\t-1.297\t2.215\t0.432\t1.073\t-0.657\t2.548\t0.692\t1.547\t-0.797\t0.000\t2.256\t1.320\t0.996\t1.881\t0.645\t1.178\t1.408\n0\t4.114\t-1.136\t0.450\t2.004\t-1.726\t1.308\t-0.879\t0.148\t2.173\t1.928\t-0.140\t-1.105\t0.000\t3.007\t-0.566\t-1.483\t2.548\t0.593\t0.534\t0.163\t0.000\t1.386\t1.326\t3.680\t2.102\t2.480\t1.967\t1.801\n1\t1.399\t0.606\t0.867\t1.374\t1.353\t0.733\t1.666\t-0.996\t0.000\t0.746\t1.539\t-0.368\t0.000\t0.455\t0.557\t-1.640\t0.000\t0.765\t0.642\t-0.210\t1.551\t0.931\t0.587\t0.988\t0.594\t0.152\t0.528\t0.632\n1\t1.264\t1.592\t1.627\t0.641\t-0.991\t0.620\t-0.262\t-0.512\t2.173\t0.599\t1.987\t0.752\t0.000\t1.310\t-0.283\t-0.005\t0.000\t0.628\t1.085\t-1.595\t3.102\t0.684\t0.534\t0.991\t1.422\t0.791\t0.891\t0.833\n0\t1.966\t0.808\t-0.016\t0.658\t1.676\t0.869\t0.184\t-0.743\t2.173\t0.894\t1.435\t0.678\t0.000\t1.127\t0.708\t-1.472\t2.548\t1.110\t-1.667\t1.421\t0.000\t0.401\t1.375\t1.574\t1.115\t0.839\t1.085\t1.171\n1\t0.668\t-0.818\t0.959\t0.964\t1.486\t0.434\t-0.861\t0.515\t1.087\t1.381\t-0.350\t-0.362\t2.215\t0.754\t0.192\t1.710\t0.000\t0.601\t1.186\t-1.508\t0.000\t0.510\t0.874\t0.991\t1.403\t0.861\t0.941\t0.984\n0\t0.950\t-0.329\t-1.336\t0.631\t0.380\t0.792\t-0.509\t0.365\t1.087\t0.270\t-0.188\t-0.822\t0.000\t0.704\t-0.269\t-1.692\t0.000\t0.389\t1.039\t-1.396\t3.102\t0.473\t0.798\t1.072\t0.614\t0.830\t0.621\t0.542\n0\t0.457\t-0.153\t-1.248\t2.186\t-0.492\t1.606\t-0.810\t1.150\t1.087\t1.493\t0.732\t-0.908\t0.000\t1.704\t-0.727\t0.748\t1.274\t0.514\t-0.278\t-0.373\t0.000\t0.841\t1.682\t0.988\t2.009\t0.732\t1.501\t1.380\n1\t1.601\t0.400\t-0.393\t0.310\t-0.852\t0.615\t0.275\t0.933\t1.087\t0.558\t1.776\t-0.774\t0.000\t0.771\t1.275\t1.400\t2.548\t0.891\t1.698\t1.049\t0.000\t0.921\t1.071\t0.988\t1.000\t0.616\t0.803\t0.844\n1\t0.921\t-1.862\t0.970\t1.384\t1.476\t0.471\t-0.625\t1.482\t0.000\t1.057\t0.213\t-0.073\t2.215\t1.496\t0.037\t-0.841\t0.000\t0.950\t-1.101\t0.494\t3.102\t1.405\t1.110\t0.994\t2.272\t0.886\t1.417\t1.380\n0\t0.609\t0.134\t0.525\t0.958\t-1.037\t0.947\t-0.031\t-0.127\t2.173\t0.795\t2.651\t0.915\t0.000\t1.442\t-0.879\t1.616\t2.548\t0.516\t-1.276\t-0.280\t0.000\t3.540\t2.550\t1.044\t0.936\t1.618\t2.028\t1.519\n1\t0.467\t0.148\t1.668\t1.245\t-0.452\t0.916\t-1.138\t-1.444\t1.087\t0.834\t-1.150\t0.448\t2.215\t0.660\t1.114\t0.506\t0.000\t0.493\t-1.294\t0.267\t0.000\t1.191\t1.029\t0.997\t1.079\t1.275\t1.014\t0.906\n0\t1.084\t-0.446\t-0.619\t0.392\t0.302\t1.103\t-2.219\t1.275\t0.000\t1.380\t-0.586\t-1.614\t2.215\t2.583\t-1.392\t-0.098\t0.000\t1.768\t-2.130\t-0.471\t0.000\t1.486\t1.634\t0.994\t0.993\t0.327\t1.425\t1.124\n1\t0.516\t-0.346\t-0.670\t0.711\t-1.096\t0.662\t1.828\t0.474\t0.000\t1.329\t1.070\t-1.259\t2.215\t0.849\t0.822\t1.317\t2.548\t0.525\t-0.438\t-0.055\t0.000\t0.727\t0.722\t0.978\t0.691\t0.833\t0.840\t0.775\n1\t0.529\t0.466\t-0.520\t1.165\t0.379\t0.905\t-2.117\t-0.369\t0.000\t0.757\t0.476\t0.949\t0.000\t1.933\t0.297\t1.579\t1.274\t0.790\t1.301\t1.562\t0.000\t1.033\t0.941\t0.981\t0.762\t0.710\t0.793\t0.734\n1\t0.820\t-1.966\t-1.108\t0.529\t1.227\t0.727\t0.361\t0.863\t2.173\t0.628\t0.478\t-0.408\t2.215\t0.506\t-1.657\t0.296\t0.000\t0.450\t-0.396\t-1.589\t0.000\t0.647\t0.903\t0.983\t1.047\t0.908\t0.964\t0.783\n0\t0.914\t0.142\t1.209\t0.550\t1.024\t0.897\t2.419\t0.917\t0.000\t0.957\t1.602\t-0.538\t2.215\t1.718\t0.970\t-0.906\t0.000\t1.013\t0.157\t-0.401\t3.102\t2.777\t1.741\t0.990\t0.803\t0.717\t1.181\t1.063\n0\t1.488\t-1.054\t1.496\t2.561\t1.415\t1.283\t0.340\t-0.236\t0.000\t0.718\t-1.456\t-0.103\t1.107\t1.731\t-0.431\t-1.520\t2.548\t1.088\t-0.685\t-0.145\t0.000\t0.860\t0.986\t1.011\t1.247\t1.299\t1.105\t1.086\n1\t0.699\t-0.625\t-1.286\t1.429\t-0.411\t0.499\t-0.014\t1.183\t0.000\t0.806\t0.849\t1.647\t2.215\t0.532\t-0.354\t0.658\t2.548\t0.539\t0.284\t-0.063\t0.000\t0.729\t0.690\t0.987\t0.684\t0.716\t0.767\t0.664\n0\t0.841\t-1.892\t0.086\t1.365\t0.973\t0.711\t-0.163\t-1.426\t2.173\t0.830\t-0.213\t0.104\t0.000\t1.188\t-0.263\t-0.644\t0.000\t0.975\t-0.354\t1.614\t3.102\t0.951\t1.050\t1.064\t0.922\t0.363\t0.965\t0.991\n0\t0.595\t-1.338\t-0.997\t0.576\t-0.474\t0.722\t-0.540\t0.353\t0.000\t1.074\t-1.348\t-1.236\t2.215\t0.893\t-0.052\t-0.721\t0.000\t1.102\t2.214\t0.971\t0.000\t1.042\t1.249\t0.979\t0.826\t0.120\t1.590\t1.273\n1\t0.496\t-1.100\t1.616\t0.091\t1.526\t0.678\t-0.243\t-1.641\t2.173\t0.992\t0.663\t0.467\t0.000\t0.743\t-0.377\t-0.473\t2.548\t0.548\t2.144\t-1.410\t0.000\t0.977\t0.960\t0.977\t0.630\t0.772\t0.865\t0.746\n0\t0.513\t-0.406\t0.299\t1.193\t-0.665\t0.966\t1.443\t0.629\t0.000\t1.057\t1.082\t1.029\t2.215\t1.962\t-0.561\t-1.183\t2.548\t0.562\t0.943\t-1.051\t0.000\t1.138\t0.834\t0.990\t0.980\t2.046\t1.390\t1.143\n1\t2.090\t-0.309\t-1.316\t1.446\t-0.931\t0.558\t2.211\t0.413\t0.000\t0.923\t-1.032\t-0.168\t2.215\t1.064\t1.948\t1.488\t0.000\t1.217\t-0.207\t0.102\t0.000\t0.735\t0.940\t0.999\t1.205\t1.625\t1.142\t1.039\n0\t0.698\t2.076\t-0.820\t0.984\t-0.834\t0.825\t0.417\t-1.448\t2.173\t1.525\t0.786\t1.103\t2.215\t1.077\t1.786\t0.507\t0.000\t1.264\t-0.240\t-0.418\t0.000\t1.029\t0.940\t1.005\t0.876\t1.273\t0.986\t0.918\n1\t0.647\t-0.037\t0.256\t1.037\t-1.223\t0.847\t-0.524\t0.693\t0.000\t0.666\t0.284\t-1.031\t2.215\t0.502\t-1.533\t1.225\t0.000\t0.941\t0.132\t-0.080\t0.000\t0.897\t1.143\t1.103\t0.655\t0.531\t0.726\t0.691\n0\t0.959\t0.989\t-0.703\t1.886\t-1.037\t1.833\t0.870\t-0.484\t2.173\t1.565\t-1.105\t1.454\t0.000\t0.602\t-1.598\t0.861\t0.000\t2.223\t-0.225\t0.953\t1.551\t0.889\t0.998\t0.997\t1.032\t2.430\t2.039\t1.715\n1\t2.171\t-0.507\t0.843\t0.521\t-0.981\t1.178\t-0.703\t-0.462\t2.173\t0.695\t-0.649\t-1.216\t1.107\t0.584\t0.948\t1.070\t0.000\t0.656\t-1.362\t-1.407\t0.000\t1.327\t0.927\t1.469\t1.357\t0.837\t0.969\t0.903\n0\t1.174\t-0.070\t-1.173\t1.393\t-1.021\t0.891\t-0.608\t0.808\t2.173\t0.752\t0.214\t1.371\t0.000\t1.095\t0.919\t0.140\t2.548\t0.370\t0.780\t0.493\t0.000\t0.550\t0.727\t0.982\t1.310\t1.312\t1.186\t0.957\n1\t1.038\t0.306\t1.079\t0.815\t-1.532\t0.433\t-0.648\t1.425\t2.173\t0.996\t-1.295\t-0.319\t2.215\t0.652\t0.426\t-1.156\t0.000\t0.412\t-0.615\t-0.164\t0.000\t0.577\t0.808\t0.989\t0.570\t1.023\t0.824\t0.686\n0\t0.428\t-0.635\t-0.364\t2.359\t0.468\t0.509\t-0.051\t0.529\t0.000\t1.242\t0.176\t1.464\t2.215\t1.931\t1.810\t-1.059\t0.000\t1.200\t-0.454\t-1.020\t3.102\t2.782\t1.996\t0.990\t1.391\t0.957\t1.418\t1.659\n1\t0.653\t-0.948\t-0.506\t1.566\t-1.326\t2.561\t1.832\t-0.196\t0.000\t2.335\t-0.486\t1.281\t1.107\t1.135\t-1.079\t1.099\t0.000\t2.133\t-0.511\t-1.688\t3.102\t1.060\t3.405\t0.989\t1.344\t0.912\t3.093\t2.527\n1\t0.595\t0.316\t1.569\t1.497\t0.466\t0.542\t-1.361\t-0.291\t2.173\t0.800\t0.816\t0.997\t0.000\t0.868\t-0.255\t-1.253\t2.548\t0.903\t1.006\t-0.939\t0.000\t1.109\t0.954\t1.096\t1.133\t0.816\t0.975\t0.885\n0\t0.951\t-0.856\t0.223\t1.308\t1.218\t2.035\t-0.539\t-0.913\t2.173\t2.561\t-0.533\t0.793\t2.215\t0.730\t-0.796\t-0.526\t0.000\t0.696\t0.364\t-1.013\t0.000\t0.890\t0.967\t1.207\t0.911\t3.357\t1.653\t1.268\n0\t6.695\t-1.608\t-0.184\t0.835\t-1.599\t3.701\t-1.419\t1.443\t2.173\t1.586\t-1.140\t1.131\t2.215\t3.735\t0.336\t-1.072\t0.000\t1.133\t-1.375\t0.203\t0.000\t3.048\t3.870\t3.133\t4.193\t1.096\t4.272\t4.316\n1\t0.824\t-0.100\t0.108\t1.057\t0.922\t1.720\t0.565\t0.786\t0.000\t4.604\t-0.181\t-0.861\t2.215\t1.645\t0.812\t1.254\t0.000\t2.053\t-0.485\t0.424\t3.102\t0.988\t1.551\t0.982\t1.982\t2.603\t1.947\t1.556\n1\t0.883\t-0.700\t-1.093\t0.509\t1.376\t0.785\t-1.312\t-1.480\t0.000\t1.399\t-1.234\t0.394\t2.215\t0.826\t-1.797\t0.987\t0.000\t2.217\t-0.949\t-0.384\t3.102\t0.719\t1.090\t0.988\t1.165\t1.031\t0.953\t0.892\n1\t0.994\t0.404\t1.591\t0.916\t0.679\t0.825\t1.875\t-1.461\t0.000\t0.560\t-0.332\t0.850\t2.215\t1.631\t-1.171\t-0.153\t2.548\t1.579\t-0.208\t-0.388\t0.000\t2.668\t1.813\t0.986\t1.460\t0.941\t1.740\t1.382\n1\t0.787\t-0.358\t-0.844\t0.666\t-1.729\t1.051\t-0.234\t-1.547\t2.173\t1.301\t-0.010\t0.269\t0.000\t0.624\t-1.774\t-0.570\t0.000\t1.051\t-0.292\t-0.358\t0.000\t0.856\t1.093\t0.987\t0.731\t1.117\t1.038\t0.901\n1\t0.572\t-0.671\t0.740\t0.721\t1.534\t0.783\t0.553\t0.035\t2.173\t0.648\t-0.117\t-1.529\t1.107\t0.439\t-1.403\t-0.625\t0.000\t0.484\t0.319\t-1.401\t0.000\t0.656\t0.894\t0.988\t0.862\t1.096\t1.053\t0.828\n1\t1.323\t-0.271\t0.767\t0.836\t-0.650\t0.733\t0.414\t0.672\t0.000\t0.863\t-0.900\t-0.784\t0.000\t0.840\t0.087\t-1.253\t2.548\t0.748\t-0.709\t1.324\t1.551\t0.700\t0.785\t1.394\t0.758\t0.534\t0.615\t0.599\n1\t1.004\t0.891\t1.219\t1.196\t-0.309\t0.412\t1.035\t-0.145\t0.000\t1.127\t0.184\t1.252\t2.215\t1.440\t0.336\t-0.675\t0.000\t0.686\t-0.465\t0.313\t3.102\t0.796\t0.735\t1.489\t1.086\t0.667\t0.793\t0.789\n1\t2.658\t-1.671\t-0.341\t0.201\t-0.145\t1.061\t-1.303\t1.148\t1.087\t0.470\t-1.076\t0.451\t0.000\t0.859\t-1.230\t-1.446\t2.548\t0.618\t-1.160\t1.513\t0.000\t0.582\t0.581\t0.996\t1.453\t0.855\t1.014\t0.792\n1\t0.525\t0.670\t-0.169\t0.988\t0.545\t1.234\t0.411\t-0.375\t0.000\t0.681\t-0.416\t0.038\t0.000\t2.111\t-0.879\t1.556\t2.548\t1.295\t0.084\t-1.164\t3.102\t0.895\t1.032\t0.984\t0.814\t1.070\t0.876\t0.752\n0\t0.850\t-0.117\t-1.529\t1.068\t-0.572\t0.338\t1.628\t-1.643\t0.000\t0.719\t1.360\t-0.590\t2.215\t0.906\t0.273\t1.003\t2.548\t0.925\t-1.042\t0.450\t0.000\t1.107\t0.772\t1.003\t0.882\t0.984\t0.787\t0.758\n1\t0.662\t2.000\t-0.216\t1.771\t-0.932\t1.471\t1.444\t0.966\t1.087\t0.669\t0.786\t-0.664\t2.215\t0.598\t1.548\t-0.021\t0.000\t0.984\t1.234\t1.653\t0.000\t0.849\t0.928\t0.992\t0.960\t1.530\t1.267\t0.982\n0\t0.453\t-1.992\t-1.022\t1.046\t0.951\t0.992\t-1.053\t0.083\t2.173\t1.115\t0.164\t-1.565\t2.215\t0.514\t-0.214\t-0.554\t0.000\t0.700\t-1.374\t1.463\t0.000\t0.818\t0.874\t0.986\t1.167\t1.845\t1.400\t1.067\n1\t1.530\t-0.776\t1.711\t0.090\t0.952\t1.037\t-0.468\t-0.173\t2.173\t0.742\t0.865\t0.725\t2.215\t0.929\t1.422\t-1.279\t0.000\t0.427\t-1.051\t1.042\t0.000\t1.469\t1.072\t0.980\t1.163\t1.332\t1.050\t0.983\n1\t1.064\t-2.158\t-0.937\t0.100\t1.302\t0.553\t-2.114\t0.481\t0.000\t1.692\t-0.962\t-1.236\t1.107\t1.688\t-1.003\t0.702\t0.000\t0.412\t-0.374\t0.257\t3.102\t0.998\t0.639\t0.979\t0.830\t0.763\t1.018\t0.878\n1\t1.623\t0.496\t-0.838\t0.500\t-0.332\t0.987\t-0.189\t0.780\t0.000\t1.350\t0.097\t-1.491\t2.215\t0.791\t-0.852\t0.303\t0.000\t0.577\t-0.653\t-0.383\t3.102\t0.898\t0.710\t0.991\t1.022\t0.763\t0.882\t0.973\n0\t1.831\t1.342\t1.419\t1.523\t0.906\t1.197\t-0.273\t-0.334\t0.000\t0.621\t0.689\t-0.005\t0.000\t0.306\t0.251\t-0.605\t0.000\t1.026\t0.866\t-1.159\t3.102\t0.858\t0.758\t1.031\t1.384\t0.645\t0.956\t0.864\n1\t1.025\t-0.581\t-1.061\t0.166\t0.973\t0.883\t-0.590\t0.235\t2.173\t1.278\t-0.376\t1.411\t0.000\t1.169\t0.009\t-0.462\t1.274\t0.537\t-0.896\t1.051\t0.000\t0.512\t1.064\t0.983\t0.805\t0.840\t0.858\t0.797\n0\t0.460\t-1.792\t-0.436\t0.542\t0.701\t1.044\t-0.278\t-0.669\t2.173\t0.531\t-1.229\t-1.169\t0.000\t0.929\t0.849\t1.513\t0.000\t1.518\t0.073\t0.343\t1.551\t0.929\t1.395\t0.979\t0.868\t1.082\t1.128\t0.912\n0\t0.621\t-0.508\t-1.679\t2.017\t0.693\t2.477\t-0.998\t1.368\t0.000\t2.410\t0.297\t-0.309\t0.000\t2.525\t1.967\t-0.854\t0.000\t1.123\t0.833\t-0.365\t3.102\t1.177\t1.903\t1.307\t1.147\t0.444\t1.511\t1.235\n0\t0.712\t1.145\t-1.266\t2.816\t1.635\t0.984\t0.443\t-0.169\t2.173\t0.961\t1.071\t0.072\t2.215\t0.467\t-0.459\t-0.455\t0.000\t0.955\t1.754\t1.023\t0.000\t1.447\t1.032\t0.987\t1.618\t0.568\t1.205\t1.044\n0\t0.884\t1.111\t-0.624\t0.325\t0.382\t0.467\t-0.472\t1.127\t2.173\t0.706\t-0.099\t-0.887\t2.215\t0.893\t-0.957\t0.642\t0.000\t0.639\t0.588\t1.366\t0.000\t0.973\t0.911\t0.986\t1.203\t0.835\t0.925\t0.913\n0\t1.354\t-0.864\t0.207\t0.362\t0.970\t0.453\t-0.688\t-0.610\t2.173\t1.137\t-2.424\t-1.248\t0.000\t0.699\t-0.887\t1.193\t0.000\t1.103\t0.245\t1.496\t3.102\t1.590\t1.264\t0.990\t0.964\t0.807\t1.076\t0.963\n0\t0.448\t0.593\t-1.605\t1.847\t-1.423\t0.982\t0.619\t-0.073\t2.173\t0.428\t0.176\t0.785\t0.000\t0.939\t0.513\t-0.769\t2.548\t0.494\t-1.713\t1.194\t0.000\t0.847\t0.961\t0.985\t1.492\t0.704\t1.007\t0.919\n1\t0.506\t-0.144\t0.562\t1.011\t-1.057\t0.740\t-1.048\t0.785\t0.000\t0.569\t-0.551\t1.457\t0.000\t1.198\t-0.518\t-0.044\t2.548\t1.169\t0.767\t-1.411\t3.102\t0.855\t0.946\t0.987\t0.708\t1.127\t0.899\t0.774\n1\t0.910\t-0.679\t0.815\t1.748\t-0.054\t0.680\t-0.066\t-0.845\t0.000\t1.251\t0.107\t1.668\t0.000\t0.818\t-1.345\t-1.439\t2.548\t0.554\t0.691\t0.183\t0.000\t0.946\t0.939\t1.231\t0.820\t0.224\t0.700\t0.762\n1\t2.991\t-0.038\t1.261\t0.502\t0.192\t2.866\t1.837\t-0.359\t0.000\t1.506\t-0.869\t-1.554\t2.215\t0.964\t-0.683\t1.306\t1.274\t0.517\t-1.369\t-1.277\t0.000\t5.363\t3.906\t1.392\t1.355\t0.690\t3.164\t2.575\n1\t0.908\t-1.732\t-1.690\t0.103\t0.007\t1.106\t-0.572\t-1.402\t2.173\t1.804\t-1.367\t-1.315\t2.215\t0.874\t-0.495\t-0.456\t0.000\t3.539\t0.667\t0.412\t0.000\t0.834\t1.554\t0.988\t0.787\t0.902\t1.206\t0.952\n1\t1.563\t-1.103\t0.259\t1.207\t0.722\t1.666\t0.205\t-1.059\t0.000\t0.630\t0.108\t1.219\t0.000\t1.388\t-0.443\t-1.381\t1.274\t1.429\t-0.262\t0.363\t0.000\t0.901\t1.034\t0.985\t0.577\t0.686\t0.786\t0.713\n1\t0.901\t0.728\t0.150\t0.262\t-1.654\t0.953\t0.263\t1.110\t0.000\t1.582\t0.709\t-0.907\t2.215\t0.736\t0.930\t1.434\t1.274\t0.846\t-0.110\t-0.037\t0.000\t1.211\t0.843\t0.981\t0.954\t0.998\t0.955\t0.845\n1\t1.035\t-0.281\t-1.450\t0.468\t1.676\t0.851\t-0.759\t-0.963\t2.173\t0.779\t-1.508\t-0.406\t0.000\t0.913\t-0.275\t1.168\t2.548\t1.878\t1.075\t0.320\t0.000\t1.086\t0.999\t0.979\t0.734\t1.063\t0.832\t0.750\n0\t1.211\t1.032\t-0.717\t0.630\t1.017\t1.913\t1.043\t-0.157\t0.000\t1.888\t2.323\t-1.738\t0.000\t1.369\t-0.538\t1.578\t1.274\t2.015\t0.464\t0.564\t3.102\t0.625\t1.782\t1.210\t1.206\t1.265\t1.753\t1.377\n1\t0.778\t0.192\t1.361\t0.628\t0.559\t0.852\t-0.649\t-0.050\t0.000\t0.705\t1.031\t1.642\t2.215\t1.160\t0.101\t-0.991\t2.548\t0.533\t-0.464\t1.009\t0.000\t0.841\t0.951\t0.996\t0.908\t0.819\t0.870\t0.792\n1\t0.999\t1.000\t1.506\t1.084\t-1.032\t0.700\t0.185\t0.554\t0.000\t0.630\t0.848\t1.209\t1.107\t1.588\t1.736\t-1.388\t0.000\t2.356\t1.041\t-0.244\t3.102\t1.035\t1.064\t1.089\t0.707\t1.083\t0.786\t0.804\n0\t0.511\t0.703\t-0.614\t1.148\t-0.535\t1.136\t-0.598\t1.424\t2.173\t0.686\t-1.403\t1.201\t0.000\t1.283\t-1.543\t-1.691\t0.000\t2.524\t0.359\t-0.282\t0.000\t0.755\t1.015\t0.997\t1.249\t1.124\t0.945\t0.938\n1\t0.980\t-0.305\t-1.177\t0.647\t0.212\t0.980\t-0.843\t-0.499\t0.000\t1.687\t-1.095\t0.978\t2.215\t0.742\t-0.591\t-1.494\t2.548\t0.554\t0.056\t0.219\t0.000\t0.864\t0.812\t1.047\t1.135\t0.984\t0.949\t0.828\n1\t1.148\t1.428\t0.726\t0.795\t1.648\t0.851\t0.334\t-1.157\t2.173\t0.547\t0.554\t-0.025\t0.000\t0.722\t-0.322\t-0.239\t2.548\t0.917\t0.712\t1.111\t0.000\t0.799\t0.946\t0.988\t0.988\t0.798\t0.883\t0.748\n1\t0.923\t-1.337\t-1.720\t0.720\t-0.078\t1.008\t0.634\t0.693\t1.087\t0.863\t0.411\t-0.822\t0.000\t1.064\t-0.003\t-1.420\t0.000\t1.178\t2.076\t0.353\t0.000\t0.817\t1.375\t1.125\t0.999\t0.980\t1.082\t0.992\n0\t0.683\t0.934\t-0.071\t2.487\t0.408\t0.807\t0.622\t-1.480\t0.000\t1.067\t0.155\t1.512\t1.107\t1.751\t0.311\t-0.749\t2.548\t0.701\t-1.002\t0.937\t0.000\t1.530\t1.009\t0.988\t1.488\t1.304\t1.308\t1.259\n0\t1.283\t-0.676\t-1.231\t0.516\t-0.752\t0.846\t0.582\t0.433\t2.173\t0.933\t2.126\t-1.547\t0.000\t1.013\t-0.693\t0.017\t2.548\t0.520\t-1.510\t1.008\t0.000\t3.365\t2.190\t0.981\t0.825\t0.940\t1.527\t1.548\n1\t0.617\t0.118\t1.076\t0.933\t-1.679\t0.976\t-0.352\t-0.392\t2.173\t1.066\t-0.317\t0.225\t0.000\t1.673\t0.419\t1.544\t0.000\t0.704\t0.847\t1.542\t0.000\t1.173\t0.964\t0.986\t0.711\t0.683\t0.757\t0.788\n0\t0.438\t-0.780\t-0.328\t0.136\t1.133\t0.935\t-0.005\t-0.238\t1.087\t1.769\t0.838\t1.466\t1.107\t0.974\t0.638\t-0.831\t0.000\t1.110\t0.764\t0.444\t0.000\t1.054\t0.928\t0.977\t0.978\t2.072\t1.101\t0.884\n1\t0.636\t-1.047\t-0.807\t0.804\t0.298\t0.901\t-0.050\t1.145\t1.087\t1.102\t-0.549\t-1.613\t2.215\t1.008\t-0.439\t-0.172\t0.000\t0.452\t0.129\t-0.445\t0.000\t0.301\t0.939\t0.986\t1.029\t0.972\t0.980\t0.840\n0\t1.406\t-1.022\t1.699\t0.183\t0.979\t0.779\t-0.181\t0.632\t0.000\t0.615\t-1.101\t-0.518\t2.215\t0.753\t-2.681\t-1.142\t0.000\t0.724\t0.358\t-0.078\t3.102\t2.915\t1.698\t0.976\t0.767\t0.570\t1.117\t0.981\n1\t1.830\t0.146\t-0.872\t0.716\t-0.258\t0.852\t-0.428\t0.871\t2.173\t0.556\t0.857\t1.557\t2.215\t0.587\t-0.013\t-0.004\t0.000\t0.512\t1.550\t-0.471\t0.000\t0.699\t1.012\t0.986\t0.918\t0.924\t0.928\t0.796\n1\t1.591\t0.464\t0.523\t1.143\t0.779\t2.247\t0.279\t0.974\t2.173\t4.049\t0.231\t-1.017\t0.000\t1.372\t0.940\t0.122\t0.000\t1.583\t2.290\t-0.885\t0.000\t0.992\t1.274\t0.991\t1.090\t0.896\t1.949\t1.570\n1\t1.225\t-0.285\t0.866\t0.852\t0.577\t1.015\t0.207\t-1.630\t2.173\t1.175\t-0.251\t-0.357\t0.000\t1.070\t-0.493\t-1.017\t2.548\t0.931\t0.577\t0.519\t0.000\t1.178\t0.984\t0.978\t1.305\t0.845\t0.975\t0.971\n0\t0.842\t-0.397\t-0.624\t0.829\t-0.928\t0.505\t0.427\t0.250\t0.000\t0.728\t0.135\t1.599\t2.215\t1.260\t-0.809\t1.189\t1.274\t0.770\t-0.791\t0.626\t0.000\t0.779\t0.856\t0.996\t1.010\t0.658\t0.819\t0.801\n1\t0.898\t0.536\t-1.164\t0.828\t-0.418\t0.798\t0.440\t0.307\t2.173\t0.875\t0.059\t1.506\t0.000\t0.449\t-0.851\t1.557\t2.548\t0.408\t-0.289\t0.768\t0.000\t0.506\t0.855\t0.993\t0.884\t0.873\t0.790\t0.724\n1\t1.520\t0.393\t-0.208\t1.042\t-0.858\t0.906\t1.480\t-0.707\t0.000\t1.341\t0.592\t1.221\t2.215\t1.192\t-0.458\t1.274\t1.274\t1.158\t1.988\t0.810\t0.000\t1.694\t1.717\t0.987\t1.184\t0.789\t1.401\t1.249\n1\t0.593\t0.325\t0.843\t0.534\t1.163\t0.794\t-0.817\t1.728\t0.000\t1.289\t-0.935\t-0.523\t2.215\t0.932\t0.607\t-0.497\t2.548\t0.372\t-0.540\t0.744\t0.000\t0.648\t1.039\t0.992\t1.018\t1.058\t0.877\t0.808\n1\t0.891\t-1.507\t1.261\t0.780\t-0.591\t0.692\t-0.493\t-0.114\t2.173\t1.154\t-0.311\t0.692\t2.215\t1.054\t-0.440\t-1.535\t0.000\t1.255\t-1.370\t-1.152\t0.000\t0.890\t1.093\t1.149\t1.046\t0.881\t0.929\t0.851\n1\t0.335\t2.040\t-0.850\t2.260\t-0.386\t0.506\t0.050\t-1.673\t2.173\t1.142\t0.496\t0.673\t2.215\t0.779\t1.843\t1.205\t0.000\t0.588\t1.106\t1.737\t0.000\t0.435\t0.851\t1.000\t1.057\t0.991\t0.951\t0.861\n0\t1.889\t-0.138\t1.150\t1.012\t1.711\t0.836\t-0.163\t-0.226\t1.087\t0.719\t-0.914\t-0.871\t0.000\t0.571\t-1.758\t0.111\t0.000\t0.526\t0.487\t-0.789\t3.102\t0.914\t0.948\t0.990\t0.744\t0.434\t0.838\t0.851\n0\t0.642\t0.476\t1.149\t0.954\t-0.913\t1.620\t0.137\t-1.562\t2.173\t1.707\t-0.328\t0.262\t0.000\t0.582\t-0.829\t0.117\t0.000\t0.864\t-0.783\t-1.143\t3.102\t0.787\t0.976\t1.040\t0.910\t0.847\t1.282\t1.061\n0\t4.682\t1.002\t-1.371\t1.893\t-1.244\t1.743\t0.674\t0.110\t0.000\t2.114\t1.093\t0.599\t0.000\t0.760\t0.134\t-1.208\t2.548\t1.396\t0.367\t1.136\t3.102\t1.963\t1.484\t0.995\t0.826\t0.684\t1.136\t1.698\n1\t1.579\t-0.703\t-1.104\t0.579\t-1.000\t1.557\t0.677\t1.071\t2.173\t0.983\t1.087\t0.002\t1.107\t0.531\t0.215\t-0.254\t0.000\t0.820\t-0.410\t-0.843\t0.000\t0.457\t0.736\t0.989\t1.712\t1.548\t1.351\t1.045\n1\t3.715\t0.702\t1.626\t0.515\t0.860\t1.897\t2.346\t-0.378\t0.000\t0.675\t0.865\t0.915\t0.000\t0.849\t-0.254\t0.684\t2.548\t0.798\t0.839\t-0.647\t3.102\t0.989\t0.872\t1.219\t1.077\t0.729\t1.295\t1.531\n0\t1.767\t0.515\t-0.613\t1.365\t-0.317\t3.272\t-0.745\t0.899\t0.000\t1.620\t0.341\t-1.032\t1.107\t1.635\t-2.659\t-0.919\t0.000\t0.664\t0.044\t1.676\t3.102\t6.848\t3.664\t0.982\t0.910\t0.620\t2.934\t2.543\n1\t0.629\t-1.419\t1.419\t0.595\t-1.345\t1.223\t-2.453\t0.211\t0.000\t0.682\t-1.972\t-1.519\t0.000\t1.253\t-0.517\t-1.510\t2.548\t1.270\t-0.324\t0.461\t3.102\t0.803\t1.294\t0.989\t0.585\t0.948\t1.186\t1.066\n1\t0.872\t1.353\t0.808\t0.844\t0.543\t0.334\t-1.017\t0.308\t0.000\t1.209\t0.229\t-0.934\t2.215\t0.952\t-0.150\t1.731\t2.548\t0.454\t-1.473\t-0.532\t0.000\t0.467\t0.968\t0.988\t1.422\t0.802\t1.281\t1.308\n0\t0.825\t0.030\t-1.071\t0.533\t-0.432\t0.662\t0.209\t1.556\t0.000\t1.127\t0.646\t0.696\t2.215\t0.550\t0.019\t-0.291\t0.000\t0.914\t0.941\t-0.698\t3.102\t1.084\t0.981\t0.994\t0.517\t0.898\t0.712\t0.687\n1\t0.510\t1.140\t-1.013\t0.928\t-0.318\t0.588\t-0.153\t-1.261\t0.000\t0.815\t-0.626\t0.611\t2.215\t0.581\t-0.467\t-0.128\t0.000\t1.024\t-1.231\t1.473\t1.551\t0.916\t0.917\t0.978\t2.151\t0.677\t1.625\t1.317\n1\t0.628\t-0.155\t-0.774\t1.385\t0.836\t0.803\t-1.028\t-0.234\t2.173\t1.048\t0.441\t1.389\t0.000\t1.431\t-0.196\t-0.002\t0.000\t1.266\t-0.988\t-1.650\t3.102\t0.916\t1.109\t1.282\t1.038\t1.024\t1.043\t0.905\n1\t0.709\t0.275\t1.536\t0.093\t-0.809\t0.706\t0.724\t-1.149\t1.087\t0.765\t1.682\t0.177\t0.000\t0.848\t1.039\t0.991\t0.000\t0.940\t-0.107\t-0.504\t3.102\t0.906\t0.975\t0.935\t0.862\t0.609\t0.796\t0.832\n1\t0.495\t0.914\t1.361\t1.013\t0.052\t1.353\t-0.039\t0.188\t2.173\t1.157\t-0.651\t1.515\t0.000\t1.108\t-0.748\t-1.236\t0.000\t1.671\t2.292\t-1.266\t0.000\t0.822\t1.436\t0.990\t0.863\t0.968\t1.126\t0.906\n1\t3.884\t-0.229\t1.101\t0.210\t0.569\t1.021\t1.231\t-0.752\t0.000\t0.546\t-0.552\t-0.278\t2.215\t2.028\t0.574\t-0.620\t0.000\t0.760\t-0.235\t-0.925\t0.000\t0.862\t1.109\t0.992\t0.484\t0.625\t0.952\t1.319\n0\t0.943\t1.422\t-1.220\t0.743\t1.134\t0.611\t0.457\t0.878\t1.087\t0.900\t0.757\t-1.008\t2.215\t0.671\t2.603\t0.379\t0.000\t0.743\t0.842\t0.439\t0.000\t0.828\t0.998\t0.988\t0.744\t1.096\t0.873\t0.768\n0\t1.642\t-1.163\t-0.703\t0.295\t-1.548\t1.217\t0.259\t1.111\t2.173\t0.792\t-0.088\t-0.547\t2.215\t0.636\t-0.102\t1.578\t0.000\t0.845\t0.189\t0.085\t0.000\t0.800\t0.799\t0.986\t0.672\t1.463\t1.086\t0.862\n0\t1.078\t-0.581\t1.257\t1.322\t-1.424\t0.632\t-0.451\t0.600\t0.000\t1.354\t0.112\t-0.376\t0.000\t0.655\t0.497\t-0.134\t2.548\t1.195\t-0.256\t1.728\t3.102\t1.617\t0.936\t1.098\t0.558\t0.735\t0.768\t0.837\n1\t1.392\t0.525\t-0.445\t1.232\t-0.989\t2.957\t-0.287\t1.538\t0.000\t1.594\t0.292\t0.427\t2.215\t0.385\t-1.839\t-0.156\t0.000\t0.959\t1.219\t-0.313\t3.102\t0.297\t1.150\t0.985\t0.729\t0.973\t0.967\t0.956\n0\t0.469\t0.137\t-1.226\t0.718\t-0.009\t0.867\t0.936\t1.357\t1.087\t1.321\t-0.164\t-0.137\t2.215\t1.149\t1.601\t-1.497\t0.000\t0.930\t0.879\t0.636\t0.000\t0.967\t0.912\t0.989\t0.759\t1.792\t1.113\t1.088\n1\t0.504\t-0.674\t-0.015\t0.663\t-0.738\t1.001\t-0.318\t0.660\t2.173\t1.266\t0.614\t-1.485\t1.107\t0.690\t1.435\t-0.189\t0.000\t0.483\t1.151\t-1.502\t0.000\t0.729\t1.067\t0.983\t1.733\t1.752\t1.378\t1.228\n0\t2.450\t1.863\t0.223\t0.080\t1.329\t1.098\t0.937\t1.419\t0.000\t0.736\t0.754\t-1.513\t0.000\t0.920\t0.829\t-0.340\t0.000\t0.981\t-0.897\t-1.542\t1.551\t0.925\t1.174\t0.994\t1.813\t0.806\t1.244\t1.193\n0\t0.281\t-1.028\t1.735\t0.685\t-1.409\t0.500\t0.246\t-0.617\t1.087\t0.595\t0.856\t1.036\t0.000\t0.645\t-0.639\t0.187\t2.548\t0.372\t-1.289\t1.374\t0.000\t0.920\t0.769\t0.993\t0.800\t0.585\t0.604\t0.579\n0\t0.872\t-1.795\t1.334\t1.056\t0.136\t0.577\t0.578\t-0.804\t0.000\t0.737\t1.506\t1.057\t2.215\t0.523\t-0.628\t-0.618\t2.548\t0.756\t0.851\t0.443\t0.000\t0.936\t0.924\t1.172\t0.766\t1.118\t1.424\t1.248\n1\t0.974\t-1.169\t1.065\t0.678\t-0.116\t1.190\t-0.241\t0.913\t0.000\t1.131\t-0.156\t-1.139\t2.215\t2.624\t-1.122\t-0.793\t2.548\t1.437\t-1.642\t0.677\t0.000\t1.995\t1.909\t0.987\t1.096\t1.172\t1.563\t1.227\n1\t0.899\t1.367\t0.973\t0.815\t0.054\t1.133\t-1.063\t-1.019\t0.000\t0.734\t1.501\t-1.093\t2.215\t1.236\t1.101\t0.453\t1.274\t1.649\t0.271\t-1.709\t0.000\t1.210\t1.030\t0.986\t0.850\t1.011\t0.832\t0.734\n1\t0.865\t0.067\t-0.502\t1.459\t0.067\t0.946\t1.222\t1.339\t2.173\t0.606\t0.021\t0.617\t2.215\t0.451\t1.096\t0.805\t0.000\t0.483\t2.167\t-0.651\t0.000\t0.632\t0.769\t0.985\t1.293\t0.986\t0.904\t0.769\n1\t0.781\t-0.174\t-0.170\t0.435\t0.657\t0.845\t0.380\t-1.723\t0.000\t0.605\t1.355\t0.397\t2.215\t1.549\t1.883\t-0.775\t0.000\t1.388\t-0.598\t0.959\t1.551\t0.680\t0.929\t0.983\t0.626\t1.121\t0.698\t0.632\n0\t2.163\t-0.110\t1.211\t0.310\t-0.041\t0.699\t1.147\t-1.402\t0.000\t0.941\t1.974\t-0.467\t0.000\t1.139\t-0.769\t0.260\t2.548\t1.227\t-1.056\t-1.649\t3.102\t1.035\t1.752\t1.025\t0.851\t0.914\t1.413\t1.226\n1\t0.347\t-0.411\t1.356\t0.739\t0.051\t1.719\t-0.337\t-1.466\t0.000\t0.827\t0.456\t0.147\t2.215\t1.159\t-1.175\t0.577\t0.000\t1.707\t-0.648\t-0.007\t0.000\t0.878\t1.029\t0.979\t1.105\t0.792\t0.936\t0.866\n1\t2.388\t-0.558\t-0.717\t0.983\t0.208\t1.005\t-1.236\t0.890\t0.000\t1.158\t-0.992\t1.733\t2.215\t0.457\t-1.124\t-1.513\t0.000\t0.525\t-1.346\t0.465\t3.102\t1.009\t0.931\t1.573\t0.890\t0.675\t0.904\t0.902\n1\t0.375\t0.611\t-1.260\t0.401\t1.111\t1.119\t0.185\t-0.568\t2.173\t0.777\t0.274\t1.654\t0.000\t0.911\t0.171\t0.096\t2.548\t1.306\t0.270\t0.672\t0.000\t0.821\t0.717\t0.984\t1.016\t0.708\t0.799\t0.747\n0\t2.982\t-1.084\t-0.989\t1.200\t-1.739\t1.283\t-0.458\t0.709\t0.000\t1.061\t-0.195\t-1.234\t2.215\t1.526\t-0.950\t0.533\t2.548\t1.466\t0.193\t0.316\t0.000\t1.038\t0.867\t1.637\t1.053\t1.474\t1.155\t1.313\n0\t1.025\t-0.811\t0.303\t1.781\t0.763\t1.096\t-0.753\t1.031\t2.173\t1.218\t-1.031\t-1.112\t1.107\t1.785\t-0.146\t-1.256\t0.000\t2.085\t-0.711\t-0.510\t0.000\t1.524\t1.060\t0.986\t0.833\t1.611\t1.189\t1.199\n0\t0.626\t-1.363\t-0.986\t1.620\t1.542\t0.341\t-1.759\t-0.783\t0.000\t0.896\t-0.626\t0.356\t2.215\t0.704\t0.045\t0.364\t2.548\t0.473\t0.139\t-1.436\t0.000\t0.773\t0.837\t1.061\t0.981\t0.298\t0.802\t0.705\n1\t0.456\t-2.149\t0.139\t1.536\t1.017\t0.873\t0.276\t-0.745\t2.173\t0.445\t-0.660\t0.470\t0.000\t0.873\t-0.358\t1.733\t2.548\t0.478\t-1.888\t-1.596\t0.000\t0.782\t1.148\t0.988\t0.842\t0.935\t1.072\t0.868\n1\t1.219\t-1.349\t-0.283\t1.135\t0.238\t0.963\t0.477\t1.562\t2.173\t0.589\t-0.713\t-1.057\t0.000\t0.447\t0.106\t0.617\t1.274\t0.487\t-2.252\t-1.420\t0.000\t0.835\t0.796\t0.988\t1.617\t0.633\t1.012\t0.957\n0\t0.593\t-0.770\t1.033\t1.078\t-0.210\t1.794\t0.159\t-1.256\t2.173\t0.940\t0.142\t0.571\t2.215\t1.094\t-1.372\t1.077\t0.000\t0.779\t1.546\t-0.418\t0.000\t0.819\t1.467\t0.996\t1.421\t1.905\t1.753\t1.355\n1\t0.845\t-0.685\t-1.325\t0.722\t0.995\t0.737\t-0.516\t-0.030\t2.173\t0.608\t1.254\t1.252\t0.000\t0.455\t1.310\t-0.306\t0.000\t0.720\t-0.890\t1.730\t3.102\t0.798\t0.949\t0.987\t0.861\t0.800\t0.844\t0.765\n1\t0.595\t-0.962\t-0.632\t0.412\t-1.535\t0.644\t-0.072\t1.670\t2.173\t0.584\t-0.069\t0.512\t2.215\t0.806\t-2.006\t1.172\t0.000\t0.749\t-0.895\t-0.940\t0.000\t0.957\t0.973\t0.989\t0.698\t0.781\t0.790\t0.745\n1\t0.383\t-0.470\t0.104\t1.169\t-0.941\t1.033\t2.355\t1.454\t0.000\t1.428\t1.051\t-0.056\t2.215\t1.389\t2.502\t1.068\t0.000\t3.052\t0.957\t-1.709\t3.102\t0.991\t1.499\t0.983\t1.031\t1.879\t1.312\t1.188\n0\t0.469\t1.239\t-0.446\t0.975\t0.558\t0.681\t-0.235\t-1.068\t0.000\t0.602\t-0.766\t0.514\t0.000\t0.974\t0.502\t-0.429\t1.274\t1.649\t1.403\t1.438\t3.102\t0.741\t0.781\t0.992\t0.975\t1.123\t0.899\t0.809\n0\t1.584\t0.929\t1.170\t0.716\t0.249\t1.641\t-0.316\t-1.166\t0.000\t2.496\t0.970\t0.580\t2.215\t1.352\t-0.544\t-0.598\t2.548\t0.987\t-0.984\t-1.151\t0.000\t0.865\t0.863\t1.088\t0.863\t2.429\t1.928\t1.608\n0\t0.694\t-2.236\t-0.003\t1.110\t0.550\t0.708\t-1.367\t-1.344\t0.000\t0.848\t-1.149\t1.132\t2.215\t0.796\t-0.320\t-1.683\t0.000\t1.407\t-0.107\t-0.305\t3.102\t0.830\t1.032\t0.996\t0.759\t1.094\t0.803\t0.832\n1\t1.580\t-0.382\t0.353\t1.484\t-0.194\t0.999\t-2.563\t-1.574\t0.000\t1.224\t0.399\t1.371\t2.215\t1.079\t-0.741\t-0.192\t0.000\t0.480\t0.352\t-1.165\t0.000\t0.803\t1.150\t1.002\t0.844\t0.878\t0.964\t0.818\n0\t1.294\t0.637\t1.016\t1.545\t1.425\t1.018\t0.374\t-0.741\t0.000\t1.230\t-0.296\t0.546\t1.107\t0.927\t-1.527\t-0.641\t0.000\t1.038\t0.956\t-0.583\t1.551\t1.493\t0.897\t0.991\t1.315\t1.185\t1.023\t1.063\n1\t0.304\t-1.851\t-1.119\t1.287\t-0.544\t0.916\t-0.426\t-0.858\t2.173\t1.069\t-0.867\t1.010\t2.215\t1.159\t0.318\t1.135\t0.000\t0.732\t-2.125\t0.964\t0.000\t1.083\t0.825\t0.988\t0.612\t1.486\t0.925\t0.848\n0\t0.762\t-1.328\t1.639\t1.575\t-1.320\t1.004\t2.830\t1.582\t0.000\t2.089\t0.464\t0.142\t0.000\t1.067\t0.230\t0.697\t0.000\t1.491\t0.105\t-0.199\t3.102\t1.128\t0.837\t0.983\t1.395\t0.621\t1.201\t1.566\n0\t0.406\t-0.819\t0.591\t0.865\t-0.401\t0.855\t0.977\t1.244\t2.173\t0.897\t-0.615\t-1.517\t0.000\t0.934\t-0.845\t-0.134\t2.548\t0.556\t-0.432\t-1.077\t0.000\t0.952\t0.950\t0.987\t0.984\t1.625\t0.901\t0.770\n0\t1.867\t0.678\t0.605\t0.232\t-1.037\t0.826\t-1.507\t-0.800\t2.173\t0.665\t-0.752\t0.617\t2.215\t0.548\t-2.062\t-1.026\t0.000\t1.281\t-1.854\t1.454\t0.000\t0.728\t0.918\t0.991\t1.700\t1.125\t1.142\t1.190\n0\t0.808\t1.560\t-1.694\t0.832\t0.318\t0.974\t0.835\t0.083\t2.173\t1.204\t-1.009\t-1.391\t2.215\t0.383\t-0.269\t0.163\t0.000\t0.784\t-0.470\t0.998\t0.000\t0.421\t0.789\t1.103\t1.881\t2.321\t1.477\t1.113\n1\t0.434\t-0.154\t1.046\t1.016\t-0.089\t1.199\t-1.760\t0.690\t0.000\t1.408\t-0.136\t-1.345\t2.215\t1.617\t-0.315\t-0.598\t0.000\t0.882\t-0.465\t1.410\t3.102\t3.012\t1.737\t0.982\t1.099\t0.651\t1.408\t1.313\n0\t0.338\t-1.998\t1.649\t1.187\t-0.265\t0.795\t-0.499\t0.825\t1.087\t0.598\t2.274\t-0.931\t0.000\t0.601\t1.950\t1.233\t0.000\t1.054\t0.518\t-1.298\t3.102\t0.859\t0.822\t0.992\t0.919\t1.078\t1.180\t1.354\n0\t0.604\t0.235\t-0.684\t0.856\t0.393\t1.291\t-0.864\t-1.145\t0.000\t0.767\t-1.966\t1.022\t0.000\t1.269\t-1.229\t1.426\t2.548\t2.153\t-0.633\t0.144\t1.551\t2.343\t1.481\t0.985\t0.646\t1.216\t1.180\t1.013\n0\t1.376\t0.523\t-0.122\t1.959\t0.300\t0.878\t0.803\t0.706\t2.173\t1.125\t1.185\t1.703\t0.000\t2.663\t0.940\t-1.083\t2.548\t1.109\t0.450\t-1.530\t0.000\t0.603\t0.933\t0.984\t0.911\t1.915\t1.324\t1.203\n0\t1.517\t-0.242\t-0.451\t0.531\t-0.391\t0.596\t2.512\t1.646\t0.000\t0.864\t1.331\t1.111\t2.215\t0.799\t-0.557\t0.604\t2.548\t0.513\t2.476\t-0.517\t0.000\t0.806\t0.897\t0.987\t0.764\t1.097\t1.158\t1.530\n1\t1.235\t-0.130\t0.821\t0.571\t-0.243\t0.595\t0.553\t-0.451\t2.173\t0.758\t1.116\t-1.449\t2.215\t0.510\t-1.303\t0.290\t0.000\t0.370\t-0.554\t1.385\t0.000\t0.554\t1.067\t0.986\t0.788\t0.829\t0.779\t0.727\n1\t0.789\t-0.956\t-0.995\t1.743\t-1.171\t0.403\t-2.172\t-1.180\t0.000\t1.297\t-0.565\t0.171\t2.215\t0.600\t-1.362\t-1.679\t0.000\t0.481\t-1.221\t0.225\t1.551\t0.837\t0.861\t0.991\t0.678\t0.327\t0.936\t0.790\n1\t0.519\t0.668\t-1.175\t0.505\t0.513\t0.857\t-1.439\t-1.561\t0.000\t0.703\t-1.062\t-0.863\t0.000\t1.390\t-0.177\t0.166\t1.274\t1.352\t-1.351\t0.605\t3.102\t1.016\t1.092\t0.986\t1.071\t0.908\t1.205\t1.351\n1\t1.141\t-0.488\t-0.226\t0.652\t0.837\t0.890\t0.157\t-1.478\t1.087\t0.538\t0.036\t0.081\t0.000\t0.822\t0.988\t1.287\t2.548\t0.514\t-0.903\t-0.261\t0.000\t0.455\t0.930\t0.989\t0.967\t0.822\t0.859\t0.728\n0\t0.537\t-1.408\t1.207\t0.168\t-1.435\t0.300\t-1.745\t0.919\t0.000\t0.498\t-1.628\t-1.184\t0.000\t1.150\t-0.370\t-0.404\t2.548\t1.118\t0.170\t0.252\t3.102\t0.779\t0.961\t0.978\t0.754\t0.553\t0.703\t0.654\n1\t0.706\t0.814\t1.364\t1.370\t-1.038\t0.777\t-0.918\t0.549\t1.087\t0.586\t-0.715\t-0.792\t2.215\t0.503\t0.403\t0.216\t0.000\t0.371\t0.831\t-1.642\t0.000\t0.492\t0.764\t1.129\t0.920\t0.934\t1.028\t0.784\n1\t1.005\t-0.048\t-0.263\t0.331\t-1.726\t0.897\t0.251\t1.337\t2.173\t1.272\t1.652\t-1.610\t0.000\t0.942\t-1.063\t-0.038\t0.000\t1.559\t0.081\t0.530\t3.102\t0.398\t1.209\t0.984\t0.726\t0.839\t1.009\t1.033\n0\t1.084\t1.800\t-1.726\t0.459\t0.283\t0.732\t0.034\t1.222\t0.000\t0.809\t-0.678\t-1.030\t2.215\t0.891\t1.611\t-0.152\t0.000\t0.980\t0.335\t0.135\t3.102\t0.925\t0.935\t0.987\t0.854\t0.838\t1.056\t0.924\n1\t0.692\t-1.421\t0.463\t0.484\t0.768\t1.721\t-0.427\t-0.832\t0.000\t0.583\t-0.807\t0.690\t0.000\t0.928\t-0.588\t-1.481\t2.548\t1.799\t-0.130\t0.271\t0.000\t0.672\t0.940\t0.973\t0.649\t0.686\t0.647\t0.593\n1\t0.636\t0.312\t0.525\t0.565\t-0.245\t0.697\t-0.009\t0.194\t0.000\t1.349\t0.087\t-1.292\t2.215\t0.643\t0.910\t0.735\t0.000\t1.417\t-0.561\t-1.446\t0.000\t0.848\t1.301\t0.989\t0.559\t0.697\t0.784\t0.731\n1\t0.278\t0.267\t0.024\t1.320\t1.467\t1.074\t1.551\t-1.343\t2.173\t1.138\t1.901\t0.454\t0.000\t0.832\t0.741\t-0.571\t2.548\t0.912\t1.258\t-0.312\t0.000\t0.896\t0.873\t0.990\t1.832\t0.881\t1.228\t1.291\n1\t0.467\t1.329\t-1.705\t1.220\t-0.992\t1.168\t0.129\t0.759\t2.173\t0.385\t0.333\t0.021\t0.000\t0.481\t-0.411\t-0.244\t2.548\t0.656\t0.771\t-1.012\t0.000\t0.559\t0.872\t0.994\t0.640\t0.784\t0.818\t0.667\n0\t0.497\t1.030\t-1.296\t0.338\t0.335\t0.979\t0.759\t-0.699\t2.173\t2.599\t1.084\t0.898\t2.215\t1.386\t-0.227\t-1.024\t0.000\t1.240\t1.002\t0.341\t0.000\t1.303\t1.032\t0.987\t1.303\t2.362\t1.409\t1.123\n1\t0.958\t-0.207\t0.378\t0.449\t-1.323\t1.083\t-1.150\t-1.619\t2.173\t1.135\t-0.504\t-0.183\t0.000\t0.662\t-1.490\t-0.166\t0.000\t0.935\t-1.133\t0.914\t3.102\t0.783\t0.808\t0.989\t0.984\t0.813\t0.909\t0.783\n1\t0.765\t-0.378\t0.170\t0.382\t1.690\t1.818\t-2.245\t-1.552\t0.000\t2.478\t0.860\t-0.246\t0.000\t0.751\t1.718\t1.483\t0.000\t1.124\t0.896\t0.856\t0.000\t0.688\t0.862\t0.986\t0.589\t0.634\t0.592\t0.585\n1\t0.379\t-1.546\t0.285\t0.872\t-0.953\t2.658\t-0.959\t1.091\t0.000\t1.897\t-1.108\t-0.805\t1.107\t0.982\t-0.212\t-0.635\t2.548\t1.102\t-1.497\t-0.778\t0.000\t0.971\t1.614\t0.983\t0.830\t0.716\t1.557\t1.223\n0\t0.807\t1.114\t0.425\t0.833\t1.034\t1.317\t1.457\t0.249\t0.000\t0.672\t1.472\t-0.647\t2.215\t1.076\t0.758\t-1.383\t1.274\t0.802\t-2.008\t-1.734\t0.000\t1.193\t1.272\t0.986\t0.923\t0.639\t1.069\t0.949\n0\t0.332\t-0.251\t0.874\t1.217\t-1.324\t0.594\t0.733\t0.907\t2.173\t1.437\t-1.019\t-0.086\t2.215\t0.908\t2.118\t-1.704\t0.000\t0.476\t0.492\t-1.355\t0.000\t0.747\t0.888\t0.986\t1.478\t1.745\t1.555\t1.232\n0\t0.721\t-0.275\t-0.484\t0.410\t1.493\t1.018\t-1.039\t-0.154\t2.173\t1.153\t0.516\t0.952\t0.000\t0.922\t-0.229\t1.369\t0.000\t1.624\t0.309\t-1.486\t3.102\t0.861\t0.921\t0.989\t1.074\t1.646\t1.178\t0.963\n1\t1.291\t0.183\t0.608\t0.121\t-1.695\t1.066\t-1.234\t-0.185\t0.000\t0.926\t0.000\t-1.639\t2.215\t1.431\t-0.633\t1.733\t2.548\t0.969\t0.047\t0.897\t0.000\t1.137\t1.009\t0.983\t1.062\t0.452\t0.839\t0.796\n0\t3.018\t-0.100\t1.015\t0.451\t-1.266\t1.001\t0.624\t-0.648\t2.173\t0.357\t0.773\t1.470\t0.000\t0.333\t-0.129\t-0.763\t1.274\t1.181\t1.560\t-0.636\t0.000\t0.933\t0.917\t1.431\t0.833\t0.294\t1.007\t0.960\n1\t0.814\t-0.217\t0.838\t1.581\t-1.685\t1.207\t-0.413\t-0.729\t2.173\t1.628\t1.497\t0.938\t0.000\t0.873\t-0.464\t0.169\t0.000\t1.190\t0.733\t-0.666\t3.102\t0.859\t1.062\t1.201\t1.266\t0.884\t1.377\t1.235\n1\t0.866\t-0.979\t0.565\t1.015\t-0.546\t0.961\t-0.560\t0.154\t2.173\t1.339\t0.312\t-1.714\t0.000\t0.466\t2.047\t0.735\t0.000\t0.704\t-0.533\t-1.381\t3.102\t1.670\t1.122\t1.093\t0.748\t0.856\t1.150\t1.089\n1\t0.453\t-1.405\t-0.724\t2.920\t-0.214\t0.803\t-2.643\t-1.549\t0.000\t0.921\t-2.890\t1.168\t0.000\t1.306\t-1.162\t1.193\t1.274\t0.812\t-2.151\t-1.157\t0.000\t1.000\t0.862\t0.989\t1.314\t0.397\t0.815\t1.145\n1\t0.540\t-0.597\t-0.998\t0.668\t0.995\t0.583\t-0.926\t0.781\t0.000\t1.035\t-1.474\t-1.372\t2.215\t1.163\t-0.480\t-0.672\t2.548\t0.656\t-2.222\t0.084\t0.000\t1.079\t1.114\t0.987\t1.033\t0.913\t0.867\t0.857\n1\t0.600\t-0.008\t0.801\t0.348\t-1.689\t0.617\t0.821\t1.027\t1.087\t1.051\t0.536\t0.268\t1.107\t2.350\t1.051\t-1.185\t0.000\t0.412\t-0.024\t0.529\t0.000\t1.280\t1.184\t0.983\t0.758\t0.767\t0.947\t0.789\n0\t0.741\t-0.091\t-0.886\t0.306\t-1.697\t0.722\t-2.032\t-1.354\t0.000\t0.718\t1.508\t1.463\t0.000\t1.299\t0.321\t0.506\t2.548\t1.705\t0.511\t-0.196\t3.102\t0.747\t0.941\t0.988\t1.005\t0.688\t0.824\t0.906\n0\t1.162\t1.105\t-1.153\t2.117\t-0.554\t0.802\t1.233\t1.530\t0.000\t1.023\t1.273\t1.027\t0.000\t1.309\t0.494\t0.692\t2.548\t1.635\t0.931\t0.036\t3.102\t0.845\t0.915\t1.120\t0.887\t0.703\t0.900\t0.999\n1\t1.509\t0.778\t-1.597\t0.496\t-1.150\t0.951\t0.448\t0.252\t1.087\t0.693\t1.217\t-1.079\t0.000\t1.042\t-0.313\t0.218\t0.000\t1.471\t1.357\t1.170\t3.102\t1.664\t1.234\t0.990\t0.956\t1.206\t0.991\t0.956\n1\t0.346\t-1.470\t0.489\t0.747\t-0.821\t0.615\t-0.396\t1.182\t0.000\t0.674\t0.949\t0.736\t2.215\t1.355\t-0.874\t-0.917\t0.000\t0.533\t-0.417\t1.685\t3.102\t0.894\t0.847\t0.996\t0.545\t0.599\t0.576\t0.548\n0\t0.380\t-1.076\t-0.065\t2.097\t-0.635\t0.994\t1.306\t0.439\t0.000\t0.849\t0.927\t-1.197\t1.107\t0.741\t1.005\t0.864\t0.000\t2.178\t0.669\t1.433\t3.102\t0.877\t1.123\t0.992\t2.424\t0.861\t2.132\t2.366\n0\t1.541\t0.524\t0.392\t2.444\t0.115\t1.003\t0.840\t-1.635\t0.000\t1.536\t-0.315\t-1.629\t2.215\t0.516\t1.046\t-0.529\t2.548\t0.927\t-0.927\t0.323\t0.000\t0.669\t1.167\t0.987\t0.794\t1.098\t1.194\t1.175\n1\t0.714\t1.725\t-1.396\t0.737\t0.739\t0.523\t0.840\t1.612\t2.173\t0.504\t-0.655\t-0.298\t2.215\t0.385\t1.562\t1.035\t0.000\t0.643\t1.212\t-0.217\t0.000\t0.501\t0.784\t0.988\t0.753\t0.978\t0.906\t0.708\n1\t0.606\t0.198\t1.699\t0.964\t-0.334\t1.242\t1.002\t0.408\t0.000\t1.265\t1.240\t1.669\t2.215\t1.014\t2.128\t1.702\t0.000\t1.116\t0.714\t-0.714\t0.000\t1.354\t1.042\t1.023\t0.536\t1.064\t0.846\t0.824\n0\t0.647\t1.381\t0.573\t0.873\t-0.771\t0.756\t0.377\t1.519\t0.000\t1.015\t0.780\t-1.295\t2.215\t0.646\t-1.119\t-0.255\t0.000\t1.323\t0.052\t-0.385\t3.102\t0.943\t1.036\t0.988\t0.716\t0.862\t0.833\t0.770\n1\t0.640\t-1.090\t-1.182\t1.402\t-0.927\t0.936\t0.051\t0.851\t0.000\t0.619\t-0.430\t-0.589\t2.215\t0.748\t-1.004\t0.498\t0.000\t1.151\t-1.220\t1.442\t0.000\t1.032\t1.039\t0.986\t0.640\t0.419\t0.670\t0.991\n0\t1.048\t-0.715\t1.080\t0.741\t-1.520\t1.127\t0.978\t-0.173\t2.173\t0.569\t0.058\t1.091\t2.215\t0.817\t0.389\t-1.381\t0.000\t0.578\t-1.424\t1.143\t0.000\t1.131\t0.782\t0.988\t1.452\t1.211\t0.990\t0.907\n1\t0.605\t-0.265\t-1.416\t0.756\t-0.384\t1.474\t0.452\t-0.855\t0.000\t1.622\t1.683\t1.341\t0.000\t1.421\t1.284\t0.652\t2.548\t0.604\t-0.439\t1.024\t3.102\t3.755\t2.184\t0.987\t1.593\t0.831\t1.465\t1.504\n1\t1.040\t0.702\t-0.386\t0.369\t-1.635\t0.572\t-0.391\t-1.031\t2.173\t0.839\t0.423\t0.956\t2.215\t0.532\t0.991\t-1.452\t0.000\t1.298\t1.654\t0.771\t0.000\t0.934\t0.860\t0.987\t0.887\t1.085\t0.901\t0.797\n0\t1.179\t0.565\t-0.277\t0.678\t0.145\t0.667\t0.225\t1.248\t2.173\t1.217\t-0.610\t-1.366\t2.215\t0.287\t1.593\t-0.392\t0.000\t0.608\t-1.243\t0.182\t0.000\t1.144\t0.962\t0.991\t1.529\t1.104\t1.134\t0.967\n1\t0.559\t-1.813\t0.167\t0.511\t-0.327\t1.033\t0.776\t-1.449\t2.173\t0.353\t-0.779\t1.475\t0.000\t0.828\t-0.380\t-0.002\t0.000\t0.848\t0.125\t0.853\t3.102\t0.821\t1.198\t0.988\t0.669\t0.924\t0.925\t0.787\n1\t0.965\t0.244\t0.038\t0.745\t1.427\t0.866\t-0.539\t0.046\t2.173\t0.681\t1.077\t1.484\t0.000\t1.053\t0.008\t-1.666\t0.000\t0.866\t-0.201\t1.302\t3.102\t0.934\t1.048\t1.115\t0.635\t0.841\t0.688\t0.666\n1\t0.922\t-2.005\t0.530\t0.536\t-1.467\t0.856\t-0.699\t0.932\t2.173\t0.868\t-1.003\t0.152\t2.215\t1.152\t-1.756\t-0.917\t0.000\t0.878\t-1.068\t-1.422\t0.000\t0.845\t0.996\t0.988\t0.870\t0.846\t0.814\t0.786\n0\t2.922\t-0.164\t0.530\t1.773\t0.496\t2.284\t0.154\t-1.447\t2.173\t1.570\t1.183\t-0.076\t0.000\t0.697\t-0.822\t1.314\t0.000\t1.640\t-0.821\t1.693\t0.000\t1.251\t0.789\t0.995\t2.636\t1.199\t1.706\t1.352\n0\t0.640\t-1.085\t0.597\t0.546\t-0.483\t0.658\t-1.920\t-1.038\t0.000\t0.883\t-0.094\t0.646\t1.107\t1.236\t-0.588\t1.251\t0.000\t1.211\t-0.281\t-1.452\t3.102\t1.817\t1.178\t0.988\t1.044\t0.893\t0.973\t0.906\n0\t0.304\t2.175\t-1.621\t0.785\t0.753\t1.072\t0.546\t-0.666\t2.173\t0.649\t0.657\t1.672\t2.215\t0.783\t1.293\t0.769\t0.000\t0.440\t-0.172\t0.879\t0.000\t0.590\t1.051\t0.992\t0.623\t1.058\t0.755\t0.673\n0\t0.783\t1.646\t-0.924\t0.535\t1.280\t0.546\t0.562\t-1.682\t0.000\t0.926\t1.242\t1.074\t1.107\t1.342\t0.039\t-0.351\t2.548\t1.326\t0.311\t0.025\t0.000\t1.305\t1.004\t0.987\t0.829\t1.378\t1.009\t0.931\n1\t0.354\t-1.404\t0.210\t4.521\t0.906\t3.115\t-1.455\t-0.914\t0.000\t1.436\t0.054\t0.925\t1.107\t1.984\t1.274\t-0.634\t0.000\t0.963\t-1.123\t0.941\t0.000\t2.637\t1.675\t1.029\t1.605\t0.263\t1.798\t1.798\n0\t1.035\t1.406\t-0.724\t0.833\t-1.274\t0.700\t1.249\t1.325\t2.173\t0.439\t-0.426\t0.919\t0.000\t1.060\t0.485\t0.754\t2.548\t0.870\t1.637\t-0.253\t0.000\t0.682\t0.720\t0.988\t0.938\t0.663\t0.776\t0.678\n0\t0.487\t0.597\t-0.925\t2.710\t-1.659\t1.634\t1.142\t0.261\t0.000\t0.724\t0.948\t0.641\t0.000\t1.223\t2.258\t-0.772\t0.000\t0.986\t-0.853\t1.226\t3.102\t0.800\t0.919\t0.988\t1.129\t0.791\t1.029\t1.131\n1\t1.656\t-0.268\t1.441\t0.393\t1.029\t1.693\t-1.917\t0.134\t0.000\t1.505\t1.383\t-1.297\t1.107\t0.953\t1.967\t-0.298\t0.000\t0.727\t0.805\t-0.746\t0.000\t0.995\t1.064\t0.988\t0.570\t0.807\t0.880\t0.927\n1\t0.472\t1.150\t0.226\t1.809\t-0.403\t1.113\t-0.507\t1.401\t2.173\t0.860\t0.314\t-1.396\t2.215\t0.315\t0.028\t1.234\t0.000\t1.015\t-0.828\t0.083\t0.000\t0.632\t0.836\t0.993\t1.341\t1.040\t1.723\t1.403\n0\t1.371\t-0.969\t0.236\t1.248\t-1.078\t0.802\t0.788\t0.950\t0.000\t0.701\t0.783\t-1.016\t2.215\t0.866\t-0.549\t-1.187\t1.274\t0.565\t-1.522\t0.489\t0.000\t1.819\t1.329\t1.678\t1.327\t0.645\t0.954\t1.037\n1\t0.651\t0.388\t-1.364\t0.688\t-0.656\t0.534\t-0.618\t-1.625\t2.173\t0.624\t0.697\t0.351\t0.000\t0.819\t-0.955\t0.415\t2.548\t0.449\t-0.418\t1.225\t0.000\t0.662\t0.820\t0.991\t0.766\t0.813\t0.620\t0.625\n0\t1.790\t1.406\t1.377\t0.770\t0.712\t0.896\t1.340\t-0.294\t2.173\t1.149\t0.820\t-0.677\t0.000\t0.352\t-0.166\t0.666\t2.548\t0.487\t-0.161\t-1.055\t0.000\t0.621\t0.751\t0.986\t0.670\t0.796\t0.825\t0.814\n1\t1.001\t-1.259\t-1.235\t1.686\t-0.553\t0.729\t-1.044\t0.109\t2.173\t1.165\t2.595\t1.599\t0.000\t1.165\t0.305\t0.744\t2.548\t0.794\t-0.173\t-1.331\t0.000\t2.567\t1.951\t1.039\t0.931\t1.063\t2.042\t2.267\n1\t2.324\t0.275\t-0.179\t0.442\t-0.875\t0.900\t0.560\t1.596\t2.173\t0.890\t-0.272\t0.741\t0.000\t0.848\t-0.720\t-1.703\t2.548\t1.229\t0.287\t-0.829\t0.000\t0.846\t0.901\t0.991\t1.095\t0.817\t1.005\t0.821\n1\t1.052\t-1.171\t0.309\t1.157\t0.046\t0.935\t-0.301\t-1.087\t2.173\t0.556\t-0.089\t0.853\t0.000\t1.234\t-0.022\t-0.097\t0.000\t1.645\t-0.441\t-1.713\t0.000\t0.923\t0.988\t0.993\t1.617\t0.997\t1.338\t1.100\n1\t0.489\t-0.121\t0.475\t1.099\t-1.437\t1.553\t-0.400\t0.247\t2.173\t0.950\t-0.347\t-1.209\t0.000\t0.962\t-1.602\t1.168\t0.000\t0.867\t1.096\t-0.980\t0.000\t1.134\t0.790\t1.004\t1.169\t1.025\t1.060\t0.886\n0\t1.175\t-0.294\t1.320\t0.834\t-0.271\t0.975\t0.889\t-0.965\t2.173\t0.735\t1.594\t1.580\t0.000\t1.389\t0.655\t0.194\t2.548\t0.936\t1.160\t0.685\t0.000\t0.871\t0.982\t1.358\t1.256\t1.260\t0.999\t0.905\n1\t0.898\t0.140\t1.504\t0.899\t-0.141\t0.965\t0.478\t-0.929\t0.000\t1.299\t0.184\t1.093\t2.215\t0.510\t-2.382\t0.283\t0.000\t0.972\t1.054\t-0.532\t0.000\t0.788\t0.738\t1.240\t0.890\t0.832\t0.902\t0.801\n0\t0.930\t0.252\t-0.816\t0.772\t-1.401\t0.495\t1.306\t0.386\t2.173\t0.856\t0.083\t0.124\t2.215\t0.697\t-0.732\t-1.679\t0.000\t0.697\t0.166\t1.242\t0.000\t0.549\t0.951\t0.984\t0.887\t0.668\t0.835\t0.741\n1\t1.476\t1.568\t-0.078\t0.447\t0.399\t1.883\t-0.118\t-1.072\t0.000\t2.140\t0.793\t0.956\t2.215\t1.098\t0.481\t0.643\t2.548\t0.790\t0.254\t-0.330\t0.000\t1.222\t1.507\t0.980\t1.219\t0.511\t1.519\t1.331\n0\t0.408\t-0.006\t-0.604\t1.358\t1.418\t1.644\t-0.568\t-1.521\t2.173\t1.737\t-0.687\t0.404\t0.000\t0.805\t-1.159\t-0.656\t0.000\t2.236\t-0.445\t-0.017\t3.102\t1.571\t1.022\t0.999\t0.946\t1.983\t1.376\t1.147\n0\t0.716\t1.172\t1.551\t1.366\t1.627\t0.755\t-0.034\t-1.242\t0.000\t1.030\t-0.473\t-0.108\t2.215\t0.398\t2.166\t-0.520\t0.000\t0.624\t-0.976\t0.794\t3.102\t0.777\t0.832\t0.999\t1.629\t0.583\t1.573\t1.196\n0\t0.529\t0.569\t0.242\t0.801\t1.425\t1.554\t1.491\t-1.574\t0.000\t0.848\t0.358\t0.701\t2.215\t0.978\t0.377\t-0.617\t2.548\t1.912\t-0.483\t0.240\t0.000\t1.038\t1.078\t0.987\t0.648\t0.898\t0.856\t0.756\n0\t0.767\t-0.513\t-0.216\t1.728\t0.502\t0.881\t-1.602\t1.356\t2.173\t0.732\t-0.981\t-1.110\t2.215\t0.435\t-1.506\t-1.410\t0.000\t0.574\t1.302\t-0.898\t0.000\t1.346\t0.972\t0.987\t1.329\t1.007\t1.012\t0.985\n0\t0.548\t1.261\t-1.678\t2.130\t1.332\t1.263\t-0.548\t-0.101\t2.173\t1.020\t-0.249\t-1.532\t0.000\t0.960\t-0.284\t-0.570\t1.274\t0.615\t1.860\t-0.325\t0.000\t1.144\t0.899\t0.995\t1.758\t0.587\t1.198\t1.063\n1\t0.633\t0.454\t-0.153\t2.363\t1.139\t1.706\t1.004\t-0.364\t0.000\t1.312\t0.039\t0.926\t2.215\t1.940\t1.173\t-1.251\t0.000\t0.636\t-1.083\t-1.067\t0.000\t0.747\t0.881\t1.556\t0.900\t0.873\t0.717\t0.719\n0\t1.036\t0.162\t1.057\t0.980\t1.248\t0.653\t-0.576\t1.666\t1.087\t0.742\t-1.088\t-0.453\t2.215\t1.412\t-2.447\t-0.101\t0.000\t1.220\t0.209\t-1.163\t0.000\t0.487\t0.829\t0.989\t1.010\t1.004\t1.052\t1.611\n1\t1.447\t-0.404\t0.954\t1.265\t1.289\t0.704\t-0.658\t-1.309\t0.000\t0.622\t1.512\t-1.019\t0.000\t1.879\t1.395\t-0.124\t0.000\t1.268\t-0.077\t1.525\t3.102\t1.198\t1.430\t0.980\t1.191\t1.148\t1.454\t1.529\n1\t1.593\t-0.829\t-0.117\t0.370\t0.548\t2.089\t1.986\t1.554\t0.000\t1.248\t-1.053\t0.135\t1.107\t1.225\t-0.265\t-0.019\t0.000\t2.031\t-0.380\t-1.095\t3.102\t0.721\t0.861\t0.980\t0.654\t1.365\t0.806\t0.666\n1\t0.840\t0.098\t-0.423\t0.974\t-0.670\t1.541\t0.126\t-0.165\t2.173\t1.544\t0.450\t1.301\t0.000\t1.057\t-0.279\t1.657\t0.000\t0.753\t-1.256\t-0.230\t0.000\t0.990\t0.769\t0.989\t0.978\t0.884\t1.166\t1.066\n1\t0.629\t0.733\t1.078\t0.766\t1.733\t1.110\t0.394\t0.927\t0.000\t1.041\t0.310\t-1.192\t2.215\t1.801\t0.423\t-0.405\t2.548\t0.876\t0.928\t0.522\t0.000\t0.771\t1.295\t0.983\t1.080\t0.954\t1.038\t0.912\n0\t0.840\t-2.103\t1.356\t1.345\t-1.621\t1.604\t-1.130\t0.555\t2.173\t1.297\t-0.003\t-0.846\t2.215\t0.759\t0.432\t-0.466\t0.000\t0.768\t-0.654\t-0.439\t0.000\t0.907\t0.966\t0.983\t1.416\t2.390\t1.497\t1.443\n1\t0.875\t-0.064\t1.001\t0.366\t0.113\t1.112\t0.240\t-1.741\t2.173\t1.296\t0.167\t0.279\t0.000\t0.679\t-2.589\t-0.639\t0.000\t1.834\t0.121\t-0.918\t1.551\t0.966\t1.089\t0.989\t0.935\t1.025\t1.050\t0.900\n1\t0.731\t1.426\t0.457\t0.537\t-1.074\t0.797\t0.371\t1.211\t0.000\t0.945\t1.077\t-1.326\t2.215\t1.534\t0.887\t-0.468\t2.548\t0.947\t0.623\t0.631\t0.000\t0.709\t1.026\t0.985\t0.829\t0.897\t0.891\t0.836\n1\t0.875\t0.472\t-0.990\t0.521\t0.757\t0.374\t0.856\t0.491\t2.173\t1.010\t0.443\t-0.100\t2.215\t0.668\t-1.545\t1.447\t0.000\t1.309\t0.536\t-1.476\t0.000\t1.583\t1.226\t0.987\t0.731\t0.496\t0.942\t0.814\n1\t2.396\t0.717\t-0.491\t0.480\t-1.022\t0.738\t0.440\t1.367\t1.087\t0.557\t-0.834\t1.037\t0.000\t0.374\t0.546\t1.049\t1.274\t1.121\t1.494\t1.006\t0.000\t1.802\t0.947\t0.993\t1.216\t0.192\t0.789\t0.884\n0\t1.776\t0.593\t-0.124\t0.651\t-0.310\t0.710\t0.948\t-1.633\t0.000\t1.127\t0.570\t1.129\t2.215\t1.216\t0.489\t0.630\t2.548\t0.716\t0.612\t-0.765\t0.000\t0.777\t0.966\t0.988\t1.177\t0.542\t0.830\t0.840\n0\t0.900\t0.091\t-1.078\t0.772\t1.526\t1.529\t0.685\t0.521\t0.000\t0.615\t1.407\t0.028\t0.000\t1.119\t0.919\t-1.426\t2.548\t1.044\t0.832\t-0.981\t3.102\t0.823\t1.030\t0.986\t0.582\t0.323\t0.848\t0.781\n0\t0.447\t-0.436\t0.519\t1.800\t1.402\t1.370\t0.670\t0.562\t2.173\t1.992\t0.601\t-0.909\t0.000\t0.812\t0.315\t-0.290\t0.000\t1.003\t0.466\t-1.325\t3.102\t1.067\t0.731\t0.992\t1.075\t1.232\t1.132\t1.062\n1\t0.461\t2.236\t0.998\t0.623\t1.720\t0.697\t0.434\t0.636\t0.000\t0.948\t-0.127\t-1.199\t0.000\t1.096\t-0.277\t-0.038\t0.000\t1.330\t0.411\t0.066\t3.102\t1.079\t0.690\t0.980\t0.636\t1.031\t0.861\t0.795\n0\t2.362\t1.842\t0.820\t1.941\t0.692\t1.687\t2.717\t-1.244\t0.000\t1.032\t-0.834\t-0.731\t2.215\t0.796\t1.187\t0.179\t1.274\t0.612\t1.310\t-0.613\t0.000\t0.929\t1.203\t0.978\t0.853\t1.440\t2.163\t1.605\n0\t0.940\t0.985\t-1.660\t1.077\t1.299\t0.544\t0.055\t0.593\t0.000\t0.987\t0.528\t0.008\t0.000\t1.261\t0.595\t-0.866\t2.548\t0.405\t-0.907\t-1.450\t3.102\t0.873\t1.038\t0.989\t0.966\t0.604\t0.809\t0.893\n1\t1.198\t-1.432\t1.002\t0.523\t0.588\t2.532\t-0.509\t-1.078\t0.000\t1.107\t-0.760\t0.656\t2.215\t2.078\t-1.826\t0.602\t0.000\t0.686\t1.246\t-1.618\t0.000\t1.035\t0.992\t1.000\t0.591\t0.483\t0.622\t0.621\n0\t0.910\t-0.301\t-1.104\t0.698\t1.283\t1.076\t-0.816\t-0.953\t2.173\t1.483\t-0.244\t0.469\t0.000\t0.986\t1.018\t1.053\t0.000\t0.665\t0.030\t1.371\t0.000\t0.958\t0.838\t0.985\t0.897\t0.520\t0.915\t0.807\n1\t0.542\t0.428\t0.866\t1.325\t-0.417\t0.516\t0.840\t1.287\t0.000\t1.299\t1.411\t-0.473\t2.215\t1.215\t0.083\t1.630\t0.000\t0.520\t-0.276\t1.037\t3.102\t0.701\t0.489\t1.074\t0.895\t1.046\t0.901\t0.814\n0\t0.999\t-0.359\t-1.350\t0.839\t0.327\t0.612\t-0.540\t0.782\t0.000\t1.045\t0.005\t1.302\t1.107\t1.060\t0.211\t0.282\t0.000\t3.140\t0.423\t-0.869\t3.102\t0.855\t0.876\t1.266\t1.097\t1.571\t1.084\t0.934\n1\t0.859\t1.294\t-0.430\t0.802\t1.612\t0.351\t-0.218\t-0.883\t0.000\t0.910\t2.266\t1.057\t0.000\t0.483\t0.569\t-1.389\t2.548\t0.709\t0.065\t-0.292\t1.551\t0.923\t0.731\t1.109\t0.697\t0.394\t0.482\t0.672\n0\t0.888\t-0.256\t1.000\t1.243\t0.203\t0.731\t-0.179\t-1.514\t2.173\t0.708\t0.163\t-0.605\t0.000\t0.426\t0.294\t-0.950\t2.548\t0.425\t1.382\t0.553\t0.000\t0.849\t0.914\t0.988\t0.692\t0.382\t0.690\t0.677\n0\t0.433\t0.977\t-1.303\t1.957\t-0.298\t0.687\t-0.015\t1.295\t0.000\t0.578\t0.888\t1.109\t2.215\t1.255\t-1.136\t-0.329\t2.548\t1.568\t-0.780\t1.596\t0.000\t0.866\t0.878\t1.004\t1.495\t1.467\t1.120\t1.140\n0\t1.600\t-0.040\t-0.314\t0.844\t0.906\t1.197\t-2.905\t1.189\t0.000\t1.550\t0.644\t-1.168\t2.215\t0.707\t1.879\t1.653\t0.000\t1.105\t-0.178\t0.410\t3.102\t10.018\t5.222\t1.435\t1.309\t1.285\t3.675\t2.753\n1\t0.744\t0.660\t-0.123\t1.376\t-1.602\t0.654\t0.895\t0.686\t0.000\t0.992\t1.088\t-1.525\t2.215\t1.150\t0.996\t-0.631\t2.548\t1.578\t1.634\t0.497\t0.000\t0.898\t1.087\t1.362\t0.823\t0.818\t0.896\t0.856\n1\t2.190\t0.602\t1.577\t2.602\t-1.692\t3.165\t-0.914\t0.075\t0.000\t1.212\t0.352\t-1.655\t0.000\t0.684\t0.466\t-0.831\t2.548\t1.411\t0.330\t-0.349\t3.102\t0.771\t1.005\t0.969\t0.920\t0.319\t0.921\t0.833\n1\t0.777\t-0.015\t0.275\t1.059\t1.347\t0.533\t0.139\t-0.192\t1.087\t0.712\t-0.969\t1.401\t0.000\t1.203\t0.048\t-1.444\t2.548\t0.706\t1.715\t0.019\t0.000\t0.388\t0.935\t1.034\t0.772\t0.903\t0.692\t0.720\n0\t1.222\t-0.601\t0.475\t0.856\t-0.182\t0.609\t-1.256\t-1.026\t0.000\t0.957\t-0.447\t1.270\t2.215\t0.727\t2.446\t-1.397\t0.000\t0.535\t-1.737\t-0.164\t0.000\t0.714\t1.036\t0.989\t0.534\t0.173\t0.626\t0.699\n1\t1.239\t-0.256\t-1.178\t0.567\t0.319\t1.388\t1.982\t1.389\t0.000\t1.662\t-0.080\t-0.243\t2.215\t1.860\t-0.528\t0.165\t2.548\t0.554\t0.561\t-1.237\t0.000\t0.622\t0.863\t1.133\t0.930\t0.820\t0.788\t0.683\n1\t0.729\t-0.603\t-1.321\t0.620\t0.403\t2.046\t-2.134\t0.693\t0.000\t1.093\t-1.442\t-1.497\t2.215\t1.457\t-0.777\t1.538\t0.000\t3.858\t-0.679\t-0.521\t3.102\t0.906\t1.598\t0.985\t0.910\t1.562\t1.681\t1.293\n0\t0.370\t-0.694\t0.657\t0.094\t-0.272\t1.674\t1.120\t0.761\t2.173\t2.037\t0.327\t-0.879\t0.000\t0.721\t0.617\t-1.714\t2.548\t0.490\t0.907\t-0.611\t0.000\t0.590\t0.754\t0.830\t0.864\t1.125\t1.292\t0.990\n1\t0.725\t-0.266\t0.322\t2.285\t1.034\t0.513\t0.128\t-0.150\t0.000\t1.324\t0.480\t-1.444\t1.107\t0.876\t1.170\t-0.444\t2.548\t0.573\t0.482\t-0.949\t0.000\t0.578\t0.882\t1.067\t1.261\t1.010\t1.109\t0.906\n1\t0.885\t-1.423\t1.186\t0.773\t-0.969\t0.835\t1.075\t0.572\t2.173\t0.691\t0.228\t-1.461\t0.000\t0.868\t-0.699\t-0.474\t2.548\t0.508\t-1.913\t-0.597\t0.000\t1.372\t0.914\t1.068\t1.774\t1.419\t1.211\t1.079\n1\t0.688\t-1.923\t0.359\t0.362\t0.375\t0.990\t-0.965\t0.936\t2.173\t0.890\t-0.939\t-0.935\t0.000\t0.835\t-0.684\t-0.088\t2.548\t0.368\t-0.753\t-1.377\t0.000\t0.290\t1.052\t0.996\t0.577\t0.912\t0.717\t0.651\n0\t0.601\t0.486\t-1.037\t1.800\t-0.090\t0.465\t-0.109\t-0.730\t2.173\t0.862\t-0.329\t-1.439\t2.215\t0.609\t-1.453\t0.349\t0.000\t0.929\t-0.190\t1.008\t0.000\t0.769\t0.882\t1.086\t0.674\t0.565\t0.703\t0.765\n0\t0.465\t0.925\t1.191\t0.736\t-0.762\t0.998\t2.336\t-1.640\t0.000\t1.773\t1.662\t-0.083\t0.000\t1.208\t0.884\t0.362\t2.548\t1.674\t-0.583\t-1.427\t3.102\t0.825\t0.852\t0.991\t0.797\t1.488\t1.109\t1.314\n1\t1.742\t0.523\t1.733\t1.093\t1.055\t0.748\t1.424\t0.261\t2.173\t0.237\t0.823\t0.177\t0.000\t1.138\t1.723\t-0.761\t0.000\t1.021\t0.269\t-0.831\t3.102\t0.738\t0.773\t1.096\t0.849\t0.942\t0.898\t0.838\n0\t0.924\t-1.270\t-1.392\t1.934\t-1.215\t3.614\t-0.825\t0.670\t0.000\t3.100\t-0.509\t-1.070\t1.107\t1.425\t-0.503\t0.358\t2.548\t1.784\t-1.705\t-0.724\t0.000\t4.459\t2.474\t1.005\t1.872\t2.144\t2.535\t2.255\n0\t1.660\t-0.592\t-0.034\t0.537\t-0.909\t0.877\t-2.540\t-1.692\t0.000\t1.236\t-0.830\t-1.204\t2.215\t1.495\t-1.411\t0.639\t1.274\t1.908\t-1.111\t1.143\t0.000\t1.300\t0.864\t0.986\t0.980\t1.527\t0.979\t0.928\n0\t2.144\t0.100\t-0.768\t0.690\t-1.415\t0.693\t-0.377\t0.097\t0.000\t0.570\t0.804\t0.546\t0.000\t1.416\t0.206\t1.288\t2.548\t1.003\t0.578\t0.200\t3.102\t0.930\t0.961\t0.986\t0.854\t0.786\t0.837\t0.761\n0\t0.339\t2.327\t-0.609\t0.732\t0.577\t1.173\t0.314\t0.577\t2.173\t1.272\t0.830\t-0.945\t2.215\t0.913\t1.552\t1.604\t0.000\t0.674\t-1.568\t-1.198\t0.000\t0.963\t0.939\t0.986\t0.860\t1.829\t1.005\t0.831\n1\t0.809\t-0.801\t1.018\t0.449\t-0.819\t1.119\t0.745\t-1.236\t2.173\t0.910\t0.285\t0.764\t0.000\t0.470\t1.011\t-0.496\t2.548\t0.703\t-0.678\t0.170\t0.000\t0.909\t1.120\t0.993\t0.680\t0.582\t0.722\t0.688\n1\t1.857\t0.222\t-1.552\t1.416\t1.463\t1.049\t-0.319\t-0.430\t1.087\t0.949\t0.113\t0.637\t1.107\t0.333\t0.920\t-0.178\t0.000\t0.390\t0.688\t0.425\t0.000\t0.309\t0.786\t0.994\t1.088\t1.246\t1.158\t0.889\n0\t0.522\t-1.696\t-0.140\t1.285\t0.534\t0.707\t0.039\t-1.123\t0.000\t1.076\t1.622\t-0.152\t0.000\t1.190\t0.324\t1.728\t0.000\t1.334\t-0.454\t-1.720\t1.551\t0.930\t0.826\t0.991\t0.862\t0.518\t0.560\t0.741\n0\t0.546\t0.346\t0.875\t0.982\t-0.879\t0.556\t0.747\t1.006\t2.173\t0.759\t0.369\t-0.888\t0.000\t0.731\t-0.490\t0.188\t2.548\t0.868\t-0.431\t1.669\t0.000\t0.926\t0.934\t1.015\t0.686\t0.767\t0.680\t0.621\n1\t1.482\t-0.171\t0.270\t0.861\t-0.097\t0.509\t-0.883\t0.082\t2.173\t1.341\t-0.781\t-1.414\t2.215\t1.248\t0.822\t1.456\t0.000\t0.702\t1.376\t-1.063\t0.000\t0.884\t1.348\t0.980\t1.457\t1.187\t1.147\t1.080\n1\t0.430\t-0.670\t1.499\t0.456\t0.103\t0.867\t-1.514\t-1.709\t0.000\t0.628\t-1.330\t-1.029\t2.215\t1.189\t-1.129\t-0.092\t1.274\t1.342\t-2.226\t0.014\t0.000\t1.925\t1.212\t0.989\t0.710\t0.689\t0.893\t0.755\n1\t0.755\t-0.517\t-0.381\t3.202\t-1.002\t0.895\t0.037\t1.459\t2.173\t1.332\t0.240\t0.846\t0.000\t0.571\t-0.622\t1.489\t0.000\t0.949\t0.987\t0.124\t0.000\t0.946\t1.040\t1.141\t1.438\t1.239\t1.004\t1.014\n0\t1.486\t0.284\t-1.541\t0.718\t0.122\t0.861\t-0.668\t-0.106\t2.173\t0.628\t-0.493\t1.009\t0.000\t0.751\t-0.708\t-1.237\t0.000\t1.193\t-0.376\t0.510\t3.102\t0.958\t1.000\t1.428\t0.927\t0.577\t0.835\t0.765\n1\t0.609\t-0.643\t-1.518\t0.919\t1.312\t1.122\t0.280\t1.631\t1.087\t1.284\t1.244\t-0.720\t2.215\t1.299\t0.321\t0.235\t0.000\t1.342\t-0.272\t-0.394\t0.000\t0.930\t1.255\t0.981\t0.634\t1.764\t1.195\t1.010\n1\t1.099\t0.508\t1.145\t0.660\t-1.630\t1.227\t0.256\t-1.515\t0.000\t2.024\t-1.269\t0.041\t0.000\t1.299\t1.409\t0.696\t1.274\t1.543\t0.174\t-0.878\t3.102\t4.389\t2.541\t0.992\t1.048\t1.323\t2.074\t1.595\n1\t0.382\t-1.186\t1.277\t0.523\t0.655\t0.990\t0.113\t-1.456\t2.173\t0.745\t0.766\t0.246\t0.000\t0.877\t1.452\t-0.412\t0.000\t0.533\t-0.830\t0.738\t3.102\t0.862\t0.927\t1.000\t0.899\t0.836\t0.921\t0.799\n0\t0.585\t1.053\t1.593\t0.253\t-1.195\t1.145\t0.245\t0.349\t0.000\t1.958\t-0.055\t-1.371\t2.215\t2.408\t-0.419\t-0.087\t0.000\t1.189\t-1.116\t-0.191\t0.000\t0.865\t0.952\t1.000\t0.806\t0.478\t1.134\t0.952\n1\t1.340\t0.480\t-1.731\t0.448\t0.930\t0.988\t-0.727\t-0.450\t1.087\t0.532\t-1.555\t-1.554\t2.215\t0.803\t-0.850\t0.276\t0.000\t0.564\t0.417\t0.561\t0.000\t0.609\t0.808\t0.994\t1.218\t1.014\t0.923\t0.792\n0\t0.863\t-1.714\t-1.669\t0.227\t0.384\t0.398\t0.100\t-0.268\t0.000\t0.816\t0.196\t1.501\t2.215\t1.047\t-0.546\t0.567\t2.548\t1.434\t-0.891\t-0.666\t0.000\t0.821\t1.066\t0.993\t0.740\t0.837\t0.765\t0.722\n0\t1.350\t0.840\t1.470\t0.266\t1.728\t0.861\t-1.170\t-0.853\t2.173\t0.867\t-2.180\t-0.134\t0.000\t0.901\t0.102\t0.903\t2.548\t0.682\t-0.811\t0.005\t0.000\t0.691\t0.904\t0.987\t0.802\t1.335\t1.319\t1.521\n1\t0.610\t-1.273\t-0.606\t0.273\t0.268\t1.218\t1.717\t-1.523\t0.000\t1.106\t-0.556\t-0.491\t2.215\t0.880\t1.153\t1.079\t0.000\t1.566\t-0.363\t0.335\t3.102\t0.922\t0.945\t0.993\t0.652\t0.809\t0.896\t0.767\n1\t0.441\t1.438\t-1.216\t1.243\t0.678\t0.449\t1.144\t-0.723\t0.000\t0.521\t0.958\t0.504\t0.000\t0.679\t-0.383\t0.876\t0.000\t0.640\t0.481\t-0.440\t3.102\t0.922\t0.926\t1.015\t0.640\t0.503\t0.687\t0.631\n0\t1.280\t-0.474\t-0.203\t1.654\t-0.722\t0.899\t-0.086\t1.315\t2.173\t0.492\t0.303\t0.803\t1.107\t0.769\t0.696\t0.210\t0.000\t0.378\t0.629\t-0.750\t0.000\t0.452\t0.858\t0.989\t0.891\t0.479\t0.924\t0.754\n1\t0.375\t0.035\t1.562\t1.854\t-0.327\t0.838\t-1.238\t0.634\t2.173\t0.539\t-0.855\t-1.291\t0.000\t0.716\t-0.797\t-1.667\t1.274\t0.555\t-1.061\t-0.329\t0.000\t0.664\t0.669\t1.145\t0.873\t0.865\t0.896\t0.707\n0\t0.834\t0.192\t0.717\t0.858\t-0.192\t0.696\t-1.246\t1.494\t0.000\t0.883\t-1.604\t-0.670\t0.000\t1.004\t0.048\t-1.694\t2.548\t0.489\t-0.502\t0.480\t3.102\t1.581\t0.958\t0.982\t0.844\t0.527\t0.780\t0.940\n0\t1.750\t1.370\t0.368\t0.582\t0.879\t0.636\t1.132\t-1.639\t0.000\t0.477\t2.454\t-1.366\t0.000\t0.477\t0.477\t1.170\t1.274\t1.037\t0.936\t-0.467\t0.000\t0.920\t0.742\t0.984\t0.650\t0.402\t0.517\t0.651\n1\t0.890\t-0.737\t1.551\t0.729\t-0.638\t0.924\t0.251\t-0.685\t1.087\t0.313\t-1.167\t1.234\t0.000\t0.678\t-2.092\t1.004\t0.000\t1.094\t-0.657\t0.760\t1.551\t0.952\t0.654\t1.028\t0.933\t1.178\t0.927\t0.794\n1\t1.144\t0.466\t-1.417\t1.713\t-1.573\t1.543\t0.032\t-1.425\t0.000\t3.927\t-2.156\t0.209\t0.000\t0.975\t0.126\t-1.688\t0.000\t1.501\t-0.571\t-0.211\t3.102\t0.530\t0.940\t0.972\t1.103\t0.901\t0.918\t0.810\n1\t1.995\t-0.914\t-0.352\t0.483\t1.417\t0.951\t-1.037\t1.410\t2.173\t0.416\t-1.616\t-0.372\t0.000\t0.835\t-0.820\t0.764\t0.000\t0.382\t0.129\t-0.827\t3.102\t0.849\t0.909\t1.359\t0.681\t0.704\t0.793\t0.696\n0\t2.339\t1.351\t-1.071\t0.376\t-1.258\t0.705\t-1.583\t0.396\t0.000\t0.672\t0.481\t1.499\t2.215\t1.342\t-0.371\t0.815\t1.274\t0.983\t-0.877\t-0.276\t0.000\t0.867\t0.811\t0.980\t1.832\t0.750\t1.219\t1.088\n1\t1.279\t0.942\t0.293\t0.327\t1.550\t0.744\t-0.591\t-1.094\t2.173\t0.438\t-0.529\t-0.389\t0.000\t0.777\t-0.369\t1.052\t2.548\t0.640\t-0.598\t1.393\t0.000\t0.692\t0.633\t0.987\t0.858\t0.889\t0.951\t0.787\n1\t0.429\t-1.118\t1.288\t2.003\t0.341\t1.123\t-1.946\t-1.480\t0.000\t0.769\t-0.771\t-0.248\t1.107\t0.671\t-0.832\t-1.489\t0.000\t0.584\t-1.239\t-0.130\t3.102\t0.859\t0.792\t0.986\t0.771\t0.223\t0.753\t0.825\n0\t0.684\t0.255\t1.428\t1.156\t1.251\t1.330\t-0.256\t0.195\t2.173\t1.474\t0.875\t-1.484\t2.215\t0.732\t-0.637\t-0.303\t0.000\t1.169\t0.421\t-0.765\t0.000\t0.772\t0.976\t0.983\t0.890\t2.413\t1.393\t1.169\n1\t0.680\t0.346\t0.863\t1.610\t0.085\t0.951\t0.897\t-1.156\t2.173\t0.454\t0.784\t-0.643\t2.215\t0.465\t1.640\t1.644\t0.000\t0.444\t1.313\t1.039\t0.000\t0.267\t0.655\t0.989\t0.666\t0.435\t0.771\t0.651\n1\t0.672\t0.258\t-0.037\t0.602\t1.520\t1.438\t0.525\t-0.297\t0.000\t1.309\t0.542\t1.158\t0.000\t1.865\t0.857\t-1.636\t2.548\t0.960\t-1.030\t1.396\t0.000\t1.526\t1.433\t0.986\t0.939\t1.324\t1.207\t0.999\n1\t0.644\t0.375\t0.727\t1.277\t-1.665\t1.216\t0.507\t-0.139\t0.000\t1.005\t0.730\t1.468\t2.215\t0.770\t0.063\t-1.008\t2.548\t0.729\t-0.143\t-0.009\t0.000\t1.015\t0.808\t1.049\t0.629\t0.807\t0.821\t0.762\n1\t1.025\t-0.156\t0.395\t0.555\t-0.689\t1.617\t-0.384\t-0.805\t1.087\t1.186\t0.085\t1.025\t0.000\t1.271\t-0.836\t1.411\t0.000\t0.817\t0.798\t0.587\t3.102\t0.793\t0.628\t0.990\t1.033\t1.454\t1.044\t0.889\n1\t1.229\t-0.987\t0.984\t1.625\t0.459\t1.840\t-0.156\t-0.814\t2.173\t0.804\t-1.306\t1.252\t0.000\t1.340\t-1.950\t-1.413\t0.000\t1.006\t-2.377\t0.904\t0.000\t1.036\t1.027\t0.990\t2.115\t1.129\t1.523\t1.357\n1\t1.224\t0.125\t1.468\t1.754\t0.910\t1.006\t-0.017\t-0.838\t0.000\t1.224\t-0.446\t0.042\t2.215\t0.962\t0.128\t-1.266\t0.000\t0.380\t-2.194\t0.640\t0.000\t0.678\t1.213\t0.985\t0.731\t0.673\t0.819\t0.921\n0\t1.026\t-0.837\t-1.322\t0.871\t-0.833\t0.778\t-0.554\t0.961\t0.000\t0.502\t-1.477\t0.541\t0.000\t1.895\t-1.229\t-0.065\t0.000\t2.026\t-1.270\t1.503\t3.102\t0.825\t0.902\t0.978\t0.569\t1.290\t0.871\t0.872\n1\t1.260\t0.639\t-0.257\t1.682\t-0.013\t1.895\t0.822\t-0.043\t2.173\t0.592\t2.276\t-0.690\t0.000\t3.260\t-0.058\t-1.552\t2.548\t1.826\t1.721\t1.160\t0.000\t0.877\t1.013\t0.992\t1.828\t3.349\t1.716\t1.345\n0\t0.620\t0.314\t-0.192\t1.328\t-0.820\t0.422\t0.413\t1.735\t2.173\t0.476\t0.709\t1.095\t2.215\t0.655\t-1.324\t0.088\t0.000\t0.869\t-0.361\t1.102\t0.000\t0.795\t0.842\t0.979\t0.788\t0.375\t0.621\t0.796\n1\t0.560\t-1.264\t0.255\t0.782\t-1.350\t1.316\t-0.236\t0.324\t2.173\t0.965\t-0.090\t-1.393\t0.000\t0.819\t2.619\t1.632\t0.000\t1.167\t0.052\t-0.580\t0.000\t0.931\t0.871\t0.985\t1.336\t0.828\t1.067\t1.015\n1\t0.749\t0.204\t1.742\t0.553\t-0.350\t1.494\t0.653\t-1.541\t2.173\t2.007\t0.257\t0.570\t1.107\t2.025\t0.668\t-0.590\t0.000\t1.355\t-0.515\t-0.187\t0.000\t1.482\t1.739\t0.990\t0.845\t2.461\t1.593\t1.217\n1\t0.685\t0.424\t0.338\t0.627\t-1.232\t0.840\t0.925\t0.196\t0.000\t0.901\t-0.615\t1.411\t2.215\t0.789\t-0.605\t-1.231\t0.000\t0.858\t0.527\t-1.217\t3.102\t1.913\t1.158\t0.988\t0.762\t0.771\t0.938\t0.778\n0\t1.524\t1.163\t0.206\t0.892\t0.930\t0.856\t2.530\t-0.344\t0.000\t0.875\t0.443\t-1.453\t0.000\t0.814\t1.232\t-1.300\t2.548\t1.493\t0.946\t1.337\t3.102\t0.863\t1.083\t0.988\t0.776\t0.591\t0.827\t0.883\n1\t2.726\t-0.959\t1.515\t0.993\t0.857\t0.689\t0.048\t-0.499\t1.087\t0.399\t0.377\t0.182\t0.000\t1.044\t-0.874\t-0.032\t0.000\t1.665\t-0.493\t-1.152\t3.102\t0.864\t1.093\t1.272\t1.508\t0.729\t1.076\t1.039\n1\t0.697\t-0.862\t-1.005\t1.485\t1.106\t1.777\t-0.538\t1.455\t2.173\t1.495\t-0.146\t-1.191\t0.000\t2.955\t-2.213\t-0.262\t0.000\t2.188\t0.859\t0.280\t0.000\t0.889\t0.654\t1.333\t1.026\t0.824\t1.123\t1.039\n0\t1.584\t-0.268\t-0.318\t2.260\t0.082\t1.848\t0.813\t-1.672\t2.173\t0.909\t0.064\t1.524\t0.000\t1.443\t0.306\t0.379\t2.548\t0.827\t-0.046\t-1.237\t0.000\t0.941\t1.015\t0.995\t2.383\t2.019\t1.625\t1.344\n1\t1.610\t0.241\t0.168\t0.129\t-0.424\t0.883\t-1.800\t-1.532\t0.000\t0.933\t-1.216\t1.120\t2.215\t0.729\t-0.186\t-1.606\t2.548\t0.525\t1.093\t-0.906\t0.000\t1.372\t0.950\t0.980\t1.318\t0.734\t0.920\t1.071\n1\t0.950\t-0.781\t-1.158\t0.787\t-0.639\t0.861\t0.983\t1.330\t2.173\t0.970\t1.000\t-0.055\t2.215\t0.410\t1.177\t-1.657\t0.000\t0.481\t2.316\t0.583\t0.000\t0.595\t0.741\t0.994\t1.930\t1.276\t1.557\t1.389\n1\t1.338\t0.583\t-1.372\t1.228\t-0.050\t0.819\t-0.233\t0.465\t2.173\t0.479\t-1.045\t-0.913\t0.000\t0.541\t0.606\t-1.127\t0.000\t1.051\t0.133\t1.188\t0.000\t0.784\t1.007\t1.650\t0.880\t0.575\t0.817\t0.746\n1\t0.753\t0.368\t-1.717\t1.226\t0.573\t0.918\t-0.947\t-0.861\t2.173\t0.525\t1.152\t-1.702\t0.000\t0.961\t-0.474\t0.189\t0.000\t1.373\t0.258\t-0.348\t3.102\t0.834\t0.838\t1.172\t0.829\t0.962\t0.937\t0.795\n0\t0.668\t-0.091\t-0.005\t1.274\t1.444\t0.696\t1.454\t-0.428\t0.000\t0.806\t0.785\t1.439\t2.215\t0.439\t2.187\t0.597\t0.000\t1.025\t-1.397\t1.628\t0.000\t0.928\t0.968\t1.234\t0.810\t1.103\t0.837\t0.895\n0\t0.898\t1.499\t-1.176\t0.614\t-1.661\t0.397\t0.951\t-0.280\t2.173\t0.591\t-0.235\t1.231\t0.000\t0.933\t-0.329\t0.198\t0.000\t0.483\t0.593\t0.886\t1.551\t0.916\t0.859\t0.974\t0.574\t0.406\t0.519\t0.626\n0\t1.626\t0.256\t1.590\t1.225\t1.056\t0.786\t-0.760\t-0.263\t1.087\t1.168\t-0.744\t-0.741\t2.215\t1.096\t-0.033\t-1.398\t0.000\t1.893\t-0.202\t0.147\t0.000\t0.940\t1.027\t0.992\t1.346\t0.588\t1.103\t0.925\n1\t0.565\t-0.087\t1.533\t1.256\t-0.860\t0.984\t1.911\t0.693\t0.000\t0.825\t0.638\t-0.920\t0.000\t0.367\t1.448\t1.276\t1.274\t0.783\t0.823\t-0.267\t3.102\t1.876\t1.220\t0.988\t0.682\t0.422\t0.821\t0.720\n0\t1.655\t0.577\t1.033\t2.347\t1.377\t1.478\t-0.847\t-0.517\t0.000\t0.503\t0.263\t-1.367\t2.215\t0.562\t0.668\t-0.668\t0.000\t0.394\t-0.173\t0.798\t1.551\t1.460\t0.947\t0.993\t0.815\t0.386\t0.697\t1.105\n1\t0.875\t-0.071\t0.384\t0.425\t-1.563\t1.362\t0.424\t1.481\t1.087\t1.129\t0.526\t-0.258\t0.000\t1.246\t-0.957\t-0.650\t0.000\t0.793\t0.611\t0.620\t0.000\t0.884\t0.713\t0.983\t1.067\t0.667\t0.877\t0.797\n1\t2.092\t-0.951\t-1.724\t0.926\t1.157\t0.908\t-1.167\t-0.445\t1.087\t0.904\t-0.543\t0.041\t0.000\t0.780\t-0.269\t1.273\t0.000\t0.429\t0.966\t0.098\t3.102\t1.167\t1.108\t0.999\t0.984\t1.009\t0.998\t0.907\n0\t0.322\t2.013\t1.676\t2.849\t1.332\t1.346\t-0.884\t-0.195\t1.087\t0.563\t0.988\t-1.600\t0.000\t0.609\t0.303\t0.423\t0.000\t0.841\t-0.451\t-0.699\t0.000\t0.924\t0.662\t0.985\t2.528\t1.052\t1.598\t1.236\n0\t0.752\t-0.129\t-1.204\t0.627\t-1.436\t0.431\t0.717\t1.551\t2.173\t0.539\t-0.220\t-0.295\t0.000\t1.098\t1.507\t0.512\t2.548\t0.630\t0.007\t0.311\t0.000\t0.404\t0.867\t0.984\t0.599\t0.805\t0.690\t0.675\n1\t0.691\t-1.621\t-0.259\t1.555\t0.158\t1.274\t-0.914\t1.587\t2.173\t0.335\t-2.450\t-0.486\t0.000\t0.796\t-0.268\t-0.984\t0.000\t0.485\t0.649\t-1.525\t3.102\t0.829\t0.823\t0.993\t1.436\t0.842\t0.989\t0.849\n1\t1.876\t0.909\t-1.176\t0.559\t1.672\t0.722\t-0.774\t0.419\t0.000\t1.183\t1.444\t0.731\t2.215\t0.612\t0.041\t-0.285\t0.000\t0.560\t0.550\t1.452\t3.102\t0.873\t0.757\t0.983\t1.264\t0.543\t0.938\t0.983\n1\t1.331\t-0.092\t-0.994\t1.308\t1.712\t1.007\t0.822\t0.281\t0.000\t0.859\t0.135\t-1.635\t0.000\t1.124\t-0.660\t0.525\t1.274\t0.603\t-1.931\t-0.359\t0.000\t1.697\t0.980\t1.181\t1.099\t0.494\t0.739\t0.776\n1\t0.419\t2.187\t-1.220\t1.085\t1.131\t1.022\t0.362\t-0.539\t0.000\t0.755\t1.364\t1.547\t2.215\t0.877\t0.941\t-0.136\t0.000\t1.038\t-0.168\t1.066\t3.102\t0.837\t1.057\t0.993\t0.563\t0.788\t0.895\t0.835\n1\t0.691\t2.044\t-1.157\t0.901\t0.396\t0.849\t1.435\t1.142\t0.000\t1.073\t0.789\t-0.638\t2.215\t0.798\t-0.091\t1.287\t2.548\t1.099\t1.484\t-0.395\t0.000\t1.471\t1.207\t1.077\t0.978\t1.075\t0.964\t0.895\n0\t1.158\t-0.507\t-0.255\t0.761\t1.359\t0.912\t1.854\t-1.017\t0.000\t0.292\t2.200\t-0.192\t0.000\t0.738\t0.857\t1.122\t2.548\t0.942\t-0.419\t1.363\t3.102\t0.773\t0.940\t1.292\t0.738\t0.520\t0.911\t1.059\n0\t1.587\t-0.621\t-0.508\t1.242\t-0.873\t1.131\t-0.936\t0.923\t0.000\t0.952\t-0.051\t-1.591\t2.215\t1.112\t-0.473\t0.509\t0.000\t0.737\t-0.502\t1.430\t3.102\t0.854\t1.291\t0.984\t0.807\t0.373\t0.769\t0.958\n0\t1.535\t-0.133\t1.283\t0.386\t-1.361\t0.879\t-0.178\t-0.664\t2.173\t0.844\t-0.463\t0.324\t1.107\t0.964\t0.076\t0.049\t0.000\t1.198\t-0.759\t-0.964\t0.000\t1.031\t1.035\t0.985\t1.069\t1.004\t0.844\t0.802\n0\t1.235\t1.100\t0.371\t0.195\t1.652\t1.328\t0.457\t-0.068\t0.000\t1.284\t-2.278\t-1.038\t0.000\t1.674\t-1.786\t-1.418\t0.000\t1.538\t-0.206\t0.959\t0.000\t0.945\t0.837\t0.984\t0.586\t0.813\t1.082\t1.295\n1\t0.907\t-1.094\t1.692\t0.265\t-0.079\t1.223\t-0.780\t-1.534\t0.000\t1.545\t1.597\t0.086\t0.000\t0.851\t-0.122\t0.047\t2.548\t0.932\t0.058\t-1.118\t1.551\t1.514\t0.987\t0.982\t0.881\t0.594\t0.778\t0.760\n1\t0.734\t1.633\t0.916\t0.758\t-1.131\t0.888\t-0.235\t0.128\t2.173\t0.433\t1.692\t-1.438\t0.000\t0.654\t0.427\t0.970\t0.000\t0.730\t-0.174\t-0.965\t3.102\t0.873\t1.187\t0.995\t0.787\t0.710\t0.908\t0.795\n1\t0.726\t-0.462\t-1.239\t3.277\t-0.698\t2.209\t-0.448\t1.021\t0.000\t0.813\t0.613\t0.920\t2.215\t1.079\t-0.514\t-0.117\t2.548\t0.756\t-1.246\t-0.849\t0.000\t2.238\t1.577\t1.003\t0.819\t1.019\t1.133\t1.342\n1\t2.003\t0.130\t0.243\t1.402\t-0.472\t0.413\t1.107\t-0.456\t2.173\t0.870\t-0.677\t-1.525\t0.000\t1.314\t0.099\t1.133\t0.000\t0.897\t0.654\t-1.409\t3.102\t0.926\t0.697\t1.393\t1.007\t0.499\t0.719\t0.655\n1\t1.214\t0.251\t-1.419\t0.777\t-0.443\t0.685\t1.359\t0.071\t2.173\t0.669\t0.347\t1.588\t0.000\t0.444\t1.465\t0.648\t0.000\t1.101\t1.230\t1.150\t3.102\t0.838\t0.916\t1.038\t0.890\t0.760\t0.801\t0.711\n0\t1.751\t0.332\t-0.335\t2.592\t-1.139\t0.967\t0.260\t0.921\t1.087\t1.492\t0.565\t0.405\t0.000\t1.208\t-0.033\t1.388\t2.548\t0.931\t-0.513\t-1.369\t0.000\t1.820\t1.278\t1.955\t1.433\t0.585\t1.247\t1.180\n1\t0.939\t0.927\t-1.455\t0.326\t-0.624\t0.590\t1.211\t0.906\t1.087\t1.171\t1.130\t1.715\t2.215\t2.160\t2.301\t-0.013\t0.000\t0.700\t1.796\t-0.840\t0.000\t0.954\t1.230\t0.990\t0.720\t0.815\t1.108\t0.931\n1\t0.981\t-0.254\t0.941\t1.470\t-1.699\t0.966\t1.144\t-0.794\t0.000\t1.527\t-0.037\t0.404\t2.215\t1.035\t0.751\t-1.393\t0.000\t0.708\t0.458\t-0.085\t3.102\t0.970\t0.762\t1.150\t1.174\t0.488\t1.017\t1.041\n0\t0.523\t1.008\t1.355\t0.833\t-0.562\t0.564\t0.528\t-0.076\t0.000\t0.705\t-0.533\t1.532\t2.215\t0.894\t0.743\t-1.314\t2.548\t1.540\t-0.012\t0.720\t0.000\t1.015\t1.006\t0.985\t0.776\t0.773\t0.774\t0.684\n0\t0.639\t-0.478\t-1.467\t1.897\t1.313\t0.291\t-0.117\t-0.337\t2.173\t0.429\t1.468\t-0.930\t0.000\t0.886\t0.872\t-0.204\t0.000\t0.382\t-1.038\t0.100\t1.551\t0.702\t0.711\t0.987\t0.837\t0.250\t0.562\t0.768\n0\t0.385\t-1.086\t0.594\t0.279\t0.292\t1.881\t0.494\t-1.581\t2.173\t2.330\t-0.184\t0.320\t2.215\t1.086\t0.456\t-1.139\t0.000\t0.742\t0.610\t-0.280\t0.000\t0.702\t1.012\t0.982\t0.880\t3.234\t1.517\t1.173\n0\t0.570\t0.216\t0.671\t0.733\t-0.971\t0.980\t-0.654\t-0.909\t2.173\t0.551\t0.333\t0.954\t0.000\t0.562\t1.042\t-1.561\t0.000\t2.065\t0.946\t0.443\t3.102\t0.931\t0.975\t0.989\t1.006\t2.091\t1.092\t0.889\n0\t0.330\t-1.826\t1.621\t1.614\t-1.733\t1.749\t0.072\t0.221\t0.000\t1.558\t-0.933\t-1.128\t2.215\t0.696\t-0.514\t0.733\t0.000\t0.711\t1.300\t-0.801\t0.000\t1.092\t0.965\t0.992\t0.923\t0.894\t1.239\t1.115\n0\t1.117\t-0.543\t0.562\t0.337\t-1.426\t0.551\t-0.984\t-1.050\t2.173\t0.858\t1.271\t1.476\t2.215\t0.609\t1.675\t0.018\t0.000\t0.559\t-0.095\t-0.603\t0.000\t0.810\t0.863\t0.988\t0.775\t1.631\t1.034\t0.953\n0\t1.211\t0.751\t-1.263\t0.819\t1.254\t1.252\t0.622\t0.011\t2.173\t1.275\t-0.417\t-1.538\t2.215\t0.805\t0.097\t0.416\t0.000\t0.677\t0.647\t1.158\t0.000\t0.576\t0.984\t1.057\t1.243\t2.100\t1.175\t0.932\n0\t0.642\t-0.181\t-1.409\t0.687\t-1.123\t0.893\t1.362\t0.201\t0.000\t1.003\t-0.090\t0.652\t0.000\t1.150\t-0.642\t1.589\t0.000\t0.919\t0.347\t1.454\t0.000\t0.888\t0.994\t0.982\t1.559\t0.497\t1.098\t1.000\n1\t2.163\t0.414\t-1.161\t1.134\t-0.615\t0.820\t-0.852\t0.502\t2.173\t0.666\t-0.323\t-1.693\t0.000\t0.766\t0.936\t0.893\t0.000\t0.970\t0.736\t0.250\t3.102\t1.131\t0.856\t1.027\t1.601\t0.955\t1.098\t0.980\n0\t0.543\t0.473\t0.242\t1.231\t-0.853\t0.700\t0.799\t1.131\t1.087\t0.454\t1.647\t0.350\t0.000\t0.566\t1.963\t1.072\t0.000\t1.578\t0.035\t-1.547\t3.102\t0.930\t0.943\t0.990\t0.924\t0.859\t0.749\t0.693\n0\t1.111\t-0.047\t0.415\t0.190\t0.984\t0.449\t1.469\t0.037\t0.000\t0.889\t1.165\t1.382\t1.107\t0.935\t0.902\t-1.419\t2.548\t1.379\t1.439\t-0.859\t0.000\t0.880\t1.003\t0.985\t1.038\t0.570\t0.899\t0.959\n0\t1.060\t-0.651\t-1.154\t0.427\t-1.155\t0.586\t0.321\t0.817\t2.173\t0.858\t-0.083\t0.352\t2.215\t0.778\t1.006\t-0.724\t0.000\t0.801\t-0.130\t-1.327\t0.000\t0.738\t0.900\t0.978\t1.193\t0.476\t0.924\t0.878\n0\t1.039\t-0.349\t-1.377\t1.023\t-0.560\t0.831\t-1.378\t0.530\t0.000\t1.469\t0.009\t-1.686\t1.107\t1.089\t-0.490\t0.349\t0.000\t0.898\t-0.533\t-0.677\t3.102\t0.803\t0.849\t0.986\t0.879\t0.887\t1.050\t0.945\n0\t0.344\t-1.812\t0.167\t0.333\t-0.778\t1.433\t-0.548\t-1.281\t2.173\t1.115\t-0.761\t0.591\t2.215\t0.837\t1.918\t0.265\t0.000\t0.719\t-1.674\t1.157\t0.000\t0.839\t1.563\t0.990\t0.952\t1.860\t1.569\t1.213\n0\t3.324\t0.471\t-0.979\t0.980\t-0.596\t1.497\t0.292\t0.818\t2.173\t0.641\t-0.249\t0.424\t0.000\t1.615\t-0.527\t1.039\t0.000\t1.385\t1.067\t-1.176\t1.551\t0.861\t0.913\t0.997\t0.697\t1.678\t1.398\t1.351\n1\t0.536\t-0.242\t1.194\t1.174\t-0.234\t0.598\t-0.563\t-0.689\t0.000\t0.871\t-1.289\t1.003\t2.215\t1.345\t-0.048\t0.986\t2.548\t1.015\t-1.673\t-0.679\t0.000\t0.933\t1.118\t1.055\t0.803\t0.784\t0.945\t0.837\n1\t1.147\t-1.031\t-1.239\t0.426\t1.431\t1.639\t1.635\t1.527\t0.000\t1.115\t-0.408\t0.007\t2.215\t1.803\t0.503\t0.069\t2.548\t0.682\t-0.751\t-0.161\t0.000\t0.609\t0.669\t0.984\t0.975\t0.766\t0.928\t0.733\n1\t0.755\t-2.203\t-0.889\t0.666\t0.354\t0.754\t-0.376\t0.014\t0.000\t0.927\t-2.655\t-1.572\t0.000\t0.771\t-0.054\t-0.311\t2.548\t1.589\t-0.171\t1.429\t3.102\t3.143\t1.997\t0.987\t1.044\t0.848\t1.378\t1.117\n1\t0.999\t-1.843\t-0.413\t1.144\t-0.594\t0.794\t-0.472\t0.977\t2.173\t0.446\t-2.088\t0.772\t0.000\t0.714\t0.197\t-1.179\t2.548\t0.530\t-0.491\t1.640\t0.000\t0.705\t0.857\t1.008\t1.230\t0.934\t0.913\t0.791\n0\t0.971\t0.068\t-0.483\t0.753\t0.269\t0.696\t0.891\t-1.638\t0.000\t0.539\t-0.637\t-1.343\t0.000\t1.221\t-0.147\t0.808\t2.548\t0.517\t0.452\t0.041\t1.551\t1.168\t0.823\t0.979\t0.845\t0.444\t0.706\t0.715\n0\t1.011\t-1.399\t0.504\t0.375\t1.333\t1.412\t-1.194\t-0.135\t2.173\t0.951\t-1.113\t-1.635\t0.000\t1.828\t-0.520\t1.504\t0.000\t0.429\t0.079\t-0.420\t3.102\t0.857\t0.790\t0.993\t1.001\t0.611\t1.116\t0.930\n0\t1.798\t-0.380\t1.201\t0.292\t-0.363\t1.298\t0.556\t1.519\t1.087\t2.321\t0.781\t-0.286\t2.215\t0.683\t0.506\t-1.300\t0.000\t0.561\t-1.441\t-0.454\t0.000\t1.072\t1.300\t0.991\t1.694\t2.569\t1.472\t1.226\n1\t1.381\t1.042\t0.792\t0.943\t-1.682\t0.741\t2.007\t-0.813\t0.000\t1.353\t1.019\t-0.145\t2.215\t0.623\t0.896\t-1.256\t0.000\t0.948\t1.111\t-1.029\t1.551\t0.818\t1.058\t1.252\t0.812\t0.745\t0.814\t0.801\n1\t0.662\t-2.291\t1.023\t0.997\t-0.962\t0.777\t-0.641\t-0.630\t2.173\t0.789\t-0.531\t0.225\t2.215\t1.397\t-1.186\t1.103\t0.000\t0.782\t-1.886\t1.742\t0.000\t0.852\t1.025\t1.099\t1.160\t0.804\t0.949\t0.903\n1\t0.745\t-0.227\t-0.881\t0.279\t-0.044\t0.737\t0.507\t-1.677\t0.000\t0.858\t-0.464\t-0.222\t0.000\t1.288\t-0.537\t1.277\t2.548\t1.624\t0.185\t0.268\t0.000\t0.856\t1.118\t0.988\t0.530\t0.256\t0.664\t0.674\n0\t0.585\t1.509\t1.709\t1.521\t0.616\t0.919\t-0.517\t-1.398\t0.000\t0.881\t0.698\t0.136\t2.215\t0.471\t0.250\t0.554\t2.548\t1.016\t-0.143\t-0.071\t0.000\t1.397\t0.943\t1.089\t0.844\t0.295\t0.800\t0.969\n1\t0.600\t-0.148\t0.432\t0.574\t-0.715\t1.086\t-1.158\t0.691\t0.000\t0.567\t-1.347\t-1.365\t0.000\t0.360\t-0.871\t-0.234\t0.000\t1.902\t-0.289\t-1.110\t3.102\t0.934\t0.748\t0.986\t0.516\t0.242\t0.537\t0.596\n1\t1.006\t0.090\t-0.264\t2.000\t0.367\t1.047\t-0.827\t-1.487\t2.173\t0.576\t-0.059\t1.492\t0.000\t0.882\t0.245\t-0.815\t0.000\t0.572\t-0.433\t0.832\t3.102\t0.972\t0.961\t1.058\t0.615\t0.722\t1.003\t0.868\n0\t1.356\t1.606\t-1.658\t0.958\t0.660\t0.526\t-2.811\t1.407\t0.000\t0.814\t0.816\t-0.492\t2.215\t1.240\t0.211\t-0.078\t2.548\t1.254\t0.867\t0.145\t0.000\t0.816\t0.710\t1.372\t1.067\t0.510\t0.920\t0.751\n1\t0.912\t-0.332\t1.580\t0.317\t-1.246\t2.927\t1.235\t-0.135\t0.000\t2.463\t1.021\t1.407\t0.000\t2.055\t0.537\t-1.557\t2.548\t1.019\t0.660\t0.911\t0.000\t0.932\t1.154\t0.991\t0.860\t0.985\t1.013\t0.865\n0\t0.953\t-1.152\t-0.398\t0.699\t1.200\t0.912\t-0.385\t1.061\t2.173\t1.943\t-0.983\t-0.879\t2.215\t0.901\t-1.101\t1.192\t0.000\t1.052\t-1.166\t0.464\t0.000\t0.663\t0.717\t1.121\t0.990\t2.025\t1.097\t0.911\n1\t0.830\t1.119\t1.314\t0.918\t-1.198\t0.641\t1.276\t-1.065\t0.000\t0.810\t0.948\t0.253\t0.000\t1.145\t0.031\t0.868\t1.274\t0.858\t1.868\t-0.782\t0.000\t1.140\t1.172\t0.990\t0.606\t0.584\t0.691\t0.689\n1\t0.485\t1.001\t-0.506\t1.485\t-0.200\t1.615\t-0.301\t-1.710\t2.173\t1.470\t1.471\t0.276\t0.000\t0.860\t1.008\t1.581\t0.000\t1.107\t0.533\t-1.132\t3.102\t1.631\t1.223\t0.998\t2.858\t0.989\t1.773\t1.573\n1\t1.273\t-1.399\t0.647\t1.112\t1.260\t0.818\t-0.549\t0.056\t0.000\t0.611\t-0.030\t-0.510\t2.215\t1.634\t-0.886\t-1.443\t2.548\t0.983\t-0.742\t-0.980\t0.000\t1.125\t1.185\t0.986\t1.186\t0.947\t0.986\t0.941\n1\t1.581\t0.452\t0.538\t1.062\t-0.067\t1.022\t-0.940\t-1.242\t2.173\t0.604\t-0.481\t1.160\t2.215\t0.484\t-1.251\t-1.686\t0.000\t0.686\t-0.369\t-0.222\t0.000\t0.687\t0.678\t0.986\t0.823\t0.994\t1.081\t0.854\n1\t0.762\t0.590\t-1.425\t0.709\t-1.520\t0.799\t-0.360\t-1.533\t0.000\t1.223\t-1.587\t0.577\t0.000\t1.923\t0.010\t0.079\t2.548\t1.845\t-0.478\t-0.506\t3.102\t2.443\t1.691\t0.981\t1.138\t0.841\t1.285\t1.112\n0\t2.481\t-0.420\t-0.702\t0.443\t0.261\t0.954\t-1.506\t1.408\t0.000\t0.771\t-1.134\t-0.060\t2.215\t0.826\t-0.002\t0.978\t2.548\t0.881\t-2.041\t0.574\t0.000\t1.171\t1.142\t1.108\t0.982\t0.860\t0.881\t1.017\n1\t0.549\t1.171\t-1.446\t0.446\t1.438\t0.999\t-0.156\t0.346\t2.173\t0.925\t-1.075\t-0.886\t0.000\t0.865\t-0.039\t-1.292\t0.000\t1.364\t0.555\t1.112\t3.102\t0.908\t1.215\t0.982\t0.979\t0.945\t1.017\t0.863\n0\t0.839\t-0.076\t-1.000\t1.018\t0.212\t1.104\t-1.153\t0.632\t0.000\t1.291\t-1.067\t-1.402\t2.215\t0.647\t-1.951\t-1.503\t0.000\t0.539\t-1.163\t-0.248\t1.551\t1.623\t0.948\t1.136\t1.109\t0.659\t0.876\t0.907\n1\t0.669\t-0.427\t-1.252\t1.465\t-0.204\t1.268\t-1.237\t-1.576\t0.000\t0.862\t2.113\t0.638\t0.000\t0.442\t-0.467\t-1.631\t0.000\t2.089\t0.217\t0.292\t3.102\t0.511\t1.583\t1.112\t0.905\t0.650\t1.251\t1.045\n1\t0.348\t-1.474\t0.773\t1.901\t1.470\t0.905\t0.374\t-0.524\t2.173\t0.297\t1.349\t-0.780\t0.000\t0.720\t0.884\t0.592\t2.548\t0.397\t-0.545\t0.546\t0.000\t0.683\t0.632\t0.983\t0.915\t0.902\t0.973\t0.775\n1\t1.554\t0.932\t-0.865\t1.540\t-1.449\t1.958\t1.826\t0.528\t0.000\t2.703\t-0.172\t-1.515\t1.107\t2.068\t0.939\t0.287\t0.000\t0.780\t-0.152\t-0.372\t3.102\t1.703\t1.640\t1.074\t1.479\t1.124\t2.453\t1.979\n1\t1.881\t0.567\t-0.339\t0.602\t0.492\t1.177\t1.298\t-1.643\t2.173\t0.762\t1.127\t0.313\t0.000\t0.436\t0.680\t-1.477\t0.000\t1.389\t0.582\t1.146\t3.102\t0.902\t1.081\t1.004\t0.909\t0.900\t1.009\t0.839\n1\t1.013\t0.085\t1.562\t0.378\t-1.614\t0.794\t0.421\t0.840\t2.173\t1.266\t0.298\t-0.331\t0.000\t0.889\t-1.103\t-1.588\t2.548\t0.719\t-0.501\t0.625\t0.000\t1.071\t1.177\t0.980\t0.804\t1.281\t1.010\t0.953\n1\t0.845\t0.052\t1.722\t0.596\t0.105\t0.774\t-0.227\t-1.466\t0.000\t1.048\t-0.525\t0.707\t2.215\t1.057\t0.223\t0.073\t2.548\t1.064\t-0.860\t-0.858\t0.000\t0.922\t1.086\t0.988\t0.778\t0.754\t0.878\t0.755\n0\t1.440\t-0.114\t-0.678\t0.885\t0.995\t1.367\t1.746\t1.486\t0.000\t1.816\t0.385\t0.238\t2.215\t1.337\t0.434\t-0.242\t0.000\t1.819\t0.802\t-1.450\t3.102\t2.951\t1.793\t1.561\t1.228\t1.705\t1.561\t1.412\n0\t0.749\t-0.900\t0.788\t0.755\t1.183\t1.346\t1.337\t-0.415\t0.000\t1.588\t-0.639\t-1.277\t2.215\t1.406\t-1.171\t1.127\t2.548\t1.621\t-0.831\t0.438\t0.000\t3.653\t2.929\t0.979\t0.603\t1.409\t2.111\t1.927\n1\t0.282\t-2.020\t-0.779\t1.574\t1.269\t0.648\t0.499\t1.567\t0.000\t0.582\t2.487\t-0.403\t0.000\t0.607\t-0.959\t0.530\t0.000\t1.515\t0.109\t-0.495\t0.000\t0.795\t0.767\t0.982\t1.892\t0.677\t1.745\t1.319\n0\t1.108\t1.331\t0.422\t0.520\t-1.624\t0.971\t0.792\t-0.401\t2.173\t0.829\t0.435\t1.535\t1.107\t0.531\t-0.780\t-1.026\t0.000\t0.758\t-0.841\t1.273\t0.000\t0.616\t1.179\t1.012\t0.796\t1.321\t0.876\t0.859\n0\t0.952\t-0.554\t-1.594\t0.613\t0.427\t0.627\t-1.082\t1.178\t0.000\t1.048\t-0.184\t-1.271\t0.000\t1.337\t0.213\t0.303\t2.548\t0.988\t-1.199\t-0.643\t3.102\t0.806\t1.062\t1.026\t0.699\t1.057\t0.808\t0.726\n0\t1.206\t1.413\t0.767\t0.807\t-0.228\t0.678\t-1.047\t-1.740\t2.173\t0.654\t-2.534\t-1.244\t0.000\t0.407\t-1.589\t0.291\t0.000\t0.821\t0.108\t-0.424\t1.551\t0.853\t0.915\t1.067\t0.765\t0.884\t1.138\t1.531\n1\t0.544\t-0.966\t-1.593\t0.794\t0.410\t0.717\t-0.413\t-0.900\t0.000\t0.616\t-1.050\t-0.369\t2.215\t1.436\t-0.612\t1.264\t2.548\t0.485\t1.061\t0.494\t0.000\t1.210\t0.907\t0.991\t0.695\t1.016\t0.823\t0.709\n0\t0.363\t-0.747\t1.667\t2.057\t0.504\t0.800\t1.871\t-1.625\t0.000\t0.662\t-2.131\t-0.480\t0.000\t0.675\t0.420\t-0.526\t0.000\t1.585\t-1.073\t-1.154\t3.102\t0.802\t0.894\t1.038\t1.001\t1.209\t1.101\t1.003\n0\t1.639\t-0.467\t1.004\t0.571\t1.324\t1.114\t-1.460\t-0.219\t0.000\t1.803\t1.201\t-1.306\t2.215\t0.882\t1.389\t-0.710\t0.000\t1.657\t0.451\t0.892\t3.102\t0.994\t1.044\t0.987\t0.931\t1.534\t1.493\t1.237\n1\t0.613\t0.155\t1.293\t0.884\t-1.449\t0.899\t1.719\t0.660\t0.000\t1.131\t0.161\t-0.856\t2.215\t0.884\t1.479\t-0.989\t2.548\t0.589\t1.568\t-0.327\t0.000\t0.946\t0.984\t0.981\t1.216\t0.856\t0.909\t0.843\n1\t0.633\t0.586\t-0.472\t1.327\t-1.028\t0.627\t1.325\t1.302\t0.000\t0.702\t0.635\t-0.245\t2.215\t0.470\t2.160\t-1.545\t0.000\t0.862\t1.523\t0.281\t0.000\t0.936\t0.933\t0.984\t0.721\t0.593\t0.619\t0.799\n1\t2.111\t0.434\t1.391\t0.402\t0.331\t0.708\t0.673\t0.910\t2.173\t0.767\t1.198\t-1.023\t0.000\t1.143\t-1.323\t-0.468\t2.548\t1.346\t-0.209\t-0.556\t0.000\t0.752\t0.986\t1.041\t0.644\t1.786\t1.124\t0.964\n1\t0.385\t-0.358\t1.250\t1.778\t-1.309\t1.193\t-0.567\t-0.392\t2.173\t0.951\t0.110\t0.513\t2.215\t0.461\t-1.429\t1.370\t0.000\t0.382\t-1.831\t-1.391\t0.000\t0.318\t0.961\t0.983\t1.211\t1.266\t1.060\t0.857\n1\t0.666\t-1.386\t-0.955\t1.362\t-0.234\t1.263\t1.129\t1.526\t0.000\t0.845\t-0.932\t1.108\t1.107\t2.164\t-0.741\t-0.076\t2.548\t0.555\t-0.862\t-0.630\t0.000\t0.768\t1.003\t0.996\t0.967\t1.263\t0.821\t0.752\n0\t0.725\t0.784\t1.106\t1.408\t0.360\t0.685\t0.274\t1.622\t2.173\t0.689\t0.670\t-0.063\t2.215\t0.405\t0.649\t-1.362\t0.000\t1.231\t-0.537\t-1.199\t0.000\t0.582\t0.800\t0.987\t0.887\t1.032\t0.713\t0.701\n1\t2.101\t-0.007\t-1.083\t1.104\t-0.630\t0.621\t-0.279\t1.610\t0.000\t1.390\t-0.933\t0.582\t2.215\t0.813\t-2.067\t-0.753\t0.000\t1.541\t0.436\t0.069\t3.102\t0.943\t1.057\t0.991\t1.030\t1.224\t1.157\t1.093\n0\t0.600\t-2.395\t-1.504\t0.886\t-0.305\t0.662\t-0.205\t0.920\t2.173\t0.571\t-0.840\t-1.041\t0.000\t0.681\t-0.337\t1.335\t2.548\t0.928\t-1.002\t0.024\t0.000\t0.793\t0.925\t0.985\t0.850\t0.312\t0.812\t0.712\n0\t0.719\t-1.899\t-0.204\t1.242\t0.404\t0.810\t-0.340\t-1.164\t2.173\t0.643\t-0.457\t-0.700\t2.215\t0.679\t-1.522\t1.304\t0.000\t0.379\t1.506\t0.617\t0.000\t1.579\t1.097\t0.991\t1.175\t0.436\t0.807\t0.868\n1\t0.628\t0.172\t0.227\t2.754\t-0.474\t0.823\t0.935\t1.016\t2.173\t1.062\t-0.269\t1.596\t1.107\t0.914\t-0.262\t-1.233\t0.000\t0.469\t-0.006\t0.939\t0.000\t0.676\t0.937\t1.076\t1.368\t1.126\t1.196\t0.943\n1\t0.483\t1.215\t-1.188\t0.843\t1.565\t0.622\t0.565\t-1.394\t0.000\t1.203\t0.517\t1.515\t0.000\t1.271\t0.390\t-0.194\t2.548\t2.168\t-0.426\t0.515\t3.102\t0.912\t1.239\t0.980\t2.053\t0.977\t1.430\t1.270\n0\t1.640\t-2.185\t1.590\t0.717\t1.696\t0.664\t-0.320\t-0.715\t1.087\t0.743\t1.023\t0.377\t2.215\t0.725\t-2.235\t-0.107\t0.000\t0.625\t0.184\t0.284\t0.000\t1.342\t1.138\t1.005\t2.166\t1.153\t1.522\t1.305\n1\t1.563\t-1.177\t-1.545\t1.261\t-1.092\t1.345\t-1.148\t0.644\t2.173\t0.596\t-0.555\t-1.537\t0.000\t1.068\t-0.561\t-0.214\t2.548\t0.608\t-1.996\t-0.044\t0.000\t1.121\t0.897\t0.980\t1.582\t1.121\t1.131\t0.950\n1\t0.756\t0.605\t-1.013\t1.022\t1.101\t0.725\t0.638\t-0.511\t0.000\t0.687\t-0.257\t0.249\t2.215\t0.794\t-1.046\t1.235\t0.000\t1.756\t-0.175\t1.718\t1.551\t1.951\t1.219\t1.151\t0.784\t0.961\t0.899\t0.826\n0\t2.354\t0.365\t-0.899\t0.603\t-0.924\t1.411\t-0.270\t1.065\t2.173\t0.528\t0.354\t0.823\t0.000\t0.438\t1.329\t-0.296\t0.000\t0.393\t1.939\t0.762\t0.000\t0.755\t1.066\t0.979\t0.698\t0.641\t1.080\t0.912\n1\t0.844\t1.553\t0.847\t0.809\t1.698\t0.798\t1.020\t-1.444\t0.000\t1.025\t0.514\t-0.277\t2.215\t1.220\t1.293\t0.055\t0.000\t0.695\t0.799\t1.479\t3.102\t0.893\t1.039\t0.992\t0.486\t0.780\t0.668\t0.667\n1\t1.098\t-1.293\t0.346\t1.101\t-1.129\t0.931\t0.762\t1.685\t2.173\t1.323\t0.046\t0.531\t0.000\t1.739\t-1.029\t-0.476\t0.000\t0.961\t-0.940\t1.610\t3.102\t0.838\t0.604\t1.479\t1.808\t1.102\t1.175\t0.995\n1\t0.406\t-0.710\t0.939\t0.446\t-1.314\t0.370\t-0.512\t0.680\t0.000\t0.565\t0.470\t1.268\t2.215\t0.692\t-0.124\t-0.770\t2.548\t0.434\t-1.402\t-0.375\t0.000\t0.626\t0.692\t0.981\t0.622\t0.674\t0.526\t0.539\n1\t0.403\t0.775\t-0.469\t0.559\t0.224\t0.943\t1.609\t-0.698\t0.000\t1.022\t-1.756\t1.265\t0.000\t1.376\t1.272\t0.771\t1.274\t1.185\t1.079\t-1.248\t0.000\t0.813\t0.980\t0.982\t1.189\t0.848\t0.881\t0.982\n1\t0.733\t1.283\t0.610\t1.413\t0.944\t1.168\t-0.014\t-0.626\t2.173\t0.543\t0.726\t-1.698\t2.215\t0.738\t-0.035\t-1.306\t0.000\t0.514\t0.947\t1.062\t0.000\t0.713\t0.893\t0.978\t0.929\t1.066\t1.422\t1.107\n0\t0.399\t0.973\t-0.820\t1.063\t1.682\t0.440\t1.814\t-0.866\t0.000\t0.933\t0.623\t0.785\t2.215\t1.257\t0.852\t-0.297\t2.548\t0.509\t2.081\t1.221\t0.000\t0.731\t0.994\t0.979\t0.971\t0.968\t0.869\t0.747\n0\t0.409\t1.925\t-0.728\t1.518\t1.453\t0.758\t1.030\t0.561\t2.173\t0.681\t1.091\t-0.676\t2.215\t0.607\t0.024\t-0.872\t0.000\t0.915\t1.150\t-1.654\t0.000\t0.946\t0.873\t1.008\t0.865\t0.950\t0.805\t0.736\n1\t1.042\t-0.999\t0.802\t0.743\t-1.088\t0.578\t-1.182\t-0.591\t0.000\t1.167\t0.105\t0.742\t1.107\t0.695\t0.857\t-0.882\t2.548\t0.666\t-0.870\t-1.154\t0.000\t0.657\t0.948\t1.209\t1.015\t1.037\t0.897\t0.832\n1\t0.389\t2.026\t-0.986\t1.851\t-0.766\t0.716\t-0.741\t0.840\t2.173\t0.457\t0.363\t-0.794\t0.000\t0.730\t0.275\t0.635\t0.000\t1.330\t0.409\t1.642\t3.102\t0.851\t0.882\t0.980\t0.863\t0.964\t1.054\t0.849\n0\t0.876\t0.135\t0.655\t1.153\t0.480\t0.572\t-0.981\t-1.483\t2.173\t0.895\t-1.483\t-0.575\t2.215\t0.497\t0.533\t-1.201\t0.000\t0.533\t-0.874\t1.483\t0.000\t0.639\t0.869\t0.985\t0.990\t0.821\t0.863\t0.740\n0\t0.400\t0.378\t1.059\t1.725\t0.163\t0.341\t1.893\t-1.604\t0.000\t0.560\t0.825\t0.586\t0.000\t1.541\t0.615\t-1.023\t2.548\t0.511\t0.264\t-1.296\t0.000\t0.998\t0.998\t0.984\t0.587\t0.734\t0.785\t0.828\n1\t0.876\t0.822\t0.658\t1.272\t0.414\t1.271\t-0.435\t-1.038\t2.173\t0.473\t-1.231\t-1.509\t0.000\t1.247\t0.218\t0.603\t0.000\t0.760\t-1.202\t1.395\t3.102\t1.478\t0.959\t0.989\t2.221\t1.006\t1.617\t1.383\n1\t1.030\t-1.509\t0.131\t0.715\t1.329\t0.555\t-0.837\t0.182\t2.173\t1.358\t-1.405\t0.838\t1.107\t2.240\t-1.104\t-1.520\t0.000\t1.743\t0.347\t-0.059\t0.000\t0.705\t1.170\t1.048\t0.712\t0.811\t1.007\t0.864\n1\t1.240\t0.483\t-1.655\t0.731\t-0.635\t1.010\t0.222\t-1.017\t2.173\t1.083\t-0.622\t0.519\t0.000\t1.235\t1.397\t0.360\t0.000\t0.730\t1.749\t1.485\t0.000\t0.938\t0.828\t1.049\t0.709\t0.804\t0.936\t0.821\n0\t2.324\t0.426\t-1.190\t0.297\t1.053\t0.884\t0.179\t0.373\t2.173\t0.686\t-0.244\t0.770\t0.000\t1.030\t1.233\t1.507\t2.548\t1.412\t-1.085\t0.139\t0.000\t0.850\t0.927\t1.036\t0.858\t1.254\t0.986\t0.980\n1\t0.420\t-0.987\t0.130\t1.341\t1.544\t1.233\t-2.941\t1.598\t0.000\t1.932\t-0.011\t-0.268\t2.215\t0.672\t0.217\t0.066\t0.000\t1.342\t-0.323\t0.647\t0.000\t0.621\t0.878\t0.994\t0.866\t0.663\t0.948\t0.806\n1\t0.371\t-2.272\t-1.504\t0.777\t-1.741\t0.698\t-0.976\t0.608\t0.000\t0.990\t-0.458\t-0.313\t1.107\t1.638\t-0.399\t-1.108\t2.548\t1.031\t0.310\t0.558\t0.000\t0.951\t0.977\t0.995\t0.757\t0.889\t0.905\t0.835\n1\t0.620\t1.262\t-1.627\t0.367\t-0.538\t1.096\t0.846\t-0.300\t0.000\t1.155\t0.925\t1.229\t2.215\t0.691\t0.993\t0.308\t0.000\t0.551\t-0.777\t1.598\t3.102\t0.837\t1.046\t0.993\t0.827\t0.819\t0.923\t0.794\n1\t1.433\t-0.277\t1.504\t0.976\t-1.332\t1.215\t0.453\t0.057\t0.000\t0.660\t-0.281\t-1.194\t2.215\t0.596\t0.505\t0.505\t0.000\t1.297\t0.480\t-0.795\t0.000\t0.893\t0.751\t0.986\t0.706\t0.411\t0.511\t0.601\n0\t1.116\t0.106\t-0.597\t3.477\t-0.913\t1.676\t-0.304\t0.201\t0.000\t1.384\t1.358\t1.636\t2.215\t1.354\t2.386\t1.245\t0.000\t1.700\t1.438\t1.177\t0.000\t1.001\t1.024\t0.991\t2.162\t1.409\t1.567\t1.382\n0\t0.569\t-0.610\t0.127\t0.645\t-0.711\t0.636\t0.541\t-1.697\t0.000\t1.456\t-0.411\t0.375\t0.000\t1.508\t-0.865\t-1.436\t2.548\t1.333\t-1.163\t0.562\t0.000\t0.889\t1.204\t0.999\t0.528\t0.725\t0.749\t0.663\n0\t1.394\t-1.095\t-0.022\t0.527\t-1.116\t0.690\t0.136\t1.641\t0.000\t1.014\t-0.914\t1.608\t0.000\t1.970\t-0.147\t0.980\t2.548\t1.187\t2.280\t-0.394\t0.000\t1.006\t1.047\t0.989\t0.773\t1.464\t1.018\t0.986\n0\t0.760\t-0.377\t-1.609\t0.829\t-0.808\t0.623\t-0.158\t-0.575\t1.087\t0.864\t0.840\t0.947\t2.215\t0.558\t0.767\t0.417\t0.000\t0.372\t-0.415\t1.119\t0.000\t0.469\t0.648\t0.992\t1.274\t1.205\t0.943\t0.755\n1\t0.998\t1.339\t-0.989\t0.611\t-1.345\t0.785\t0.579\t1.094\t2.173\t1.375\t0.751\t-0.209\t0.000\t1.600\t0.467\t-1.644\t1.274\t1.250\t1.165\t0.622\t0.000\t1.284\t1.257\t1.003\t1.129\t0.871\t1.028\t1.065\n0\t0.519\t-0.939\t1.271\t0.238\t1.268\t0.796\t0.634\t-0.462\t0.000\t1.300\t0.011\t-1.707\t2.215\t2.143\t-0.264\t0.047\t2.548\t1.127\t1.106\t-1.440\t0.000\t0.827\t0.902\t0.989\t0.988\t1.794\t1.030\t0.853\n1\t0.706\t-0.760\t1.114\t0.423\t0.203\t0.883\t2.281\t-0.338\t0.000\t0.716\t0.480\t1.445\t2.215\t0.741\t-0.926\t-1.068\t2.548\t0.708\t-1.320\t-0.026\t0.000\t0.737\t1.231\t0.985\t0.705\t0.876\t0.792\t0.734\n1\t0.937\t0.241\t1.678\t0.614\t0.919\t0.885\t0.729\t0.012\t0.000\t1.196\t-0.603\t1.566\t2.215\t1.207\t0.044\t-0.309\t0.000\t0.623\t-2.277\t-1.378\t0.000\t0.841\t0.849\t0.987\t0.634\t0.944\t1.037\t0.907\n0\t0.767\t0.028\t0.703\t1.457\t-1.151\t0.728\t0.738\t-1.577\t0.000\t1.225\t-0.532\t0.499\t2.215\t1.016\t2.083\t0.332\t0.000\t0.970\t1.044\t-0.184\t0.000\t0.769\t1.658\t1.457\t1.166\t0.920\t1.361\t1.191\n0\t0.953\t-1.325\t-0.761\t1.863\t-1.563\t0.403\t-0.268\t-0.126\t2.173\t1.137\t0.855\t0.660\t2.215\t0.758\t-0.751\t0.988\t0.000\t0.639\t0.892\t-0.336\t0.000\t0.947\t0.865\t1.219\t2.095\t0.887\t1.361\t1.159\n1\t1.419\t-2.151\t1.506\t0.740\t0.455\t1.292\t-0.850\t-0.793\t2.173\t0.523\t-1.185\t-0.164\t1.107\t0.827\t0.344\t1.340\t0.000\t0.671\t-0.141\t0.827\t0.000\t1.195\t0.963\t1.152\t1.604\t0.686\t1.054\t1.061\n1\t1.416\t0.413\t1.361\t1.339\t-0.090\t1.308\t0.945\t-0.590\t0.000\t0.452\t1.165\t1.620\t2.215\t1.103\t2.017\t1.284\t0.000\t0.814\t-0.825\t0.577\t3.102\t2.592\t1.498\t1.842\t1.053\t0.851\t1.240\t1.154\n0\t1.261\t-1.439\t-0.828\t0.310\t0.515\t0.664\t0.752\t0.062\t0.000\t0.534\t-0.255\t0.682\t0.000\t0.908\t-0.919\t1.051\t2.548\t1.463\t-0.000\t-1.079\t3.102\t0.900\t0.876\t0.988\t0.771\t0.949\t0.685\t0.643\n0\t0.609\t-0.347\t-0.301\t0.453\t1.602\t0.660\t-1.038\t0.933\t0.000\t1.056\t-0.105\t1.166\t2.215\t0.880\t-0.307\t-0.613\t0.000\t1.337\t1.392\t-0.881\t0.000\t0.691\t0.750\t0.986\t0.786\t0.763\t0.579\t0.611\n0\t1.342\t-0.382\t0.018\t0.121\t0.349\t1.148\t-0.237\t-1.104\t2.173\t1.576\t-0.448\t0.609\t2.215\t0.324\t-1.028\t1.099\t0.000\t0.977\t-0.009\t-1.666\t0.000\t0.524\t0.821\t0.986\t1.091\t1.991\t1.073\t0.853\n0\t0.597\t1.864\t0.287\t0.639\t0.851\t0.625\t2.111\t1.015\t0.000\t1.152\t-0.277\t-0.401\t2.215\t0.991\t-0.655\t-1.276\t1.274\t0.489\t-0.562\t1.129\t0.000\t1.616\t1.709\t0.980\t1.066\t0.843\t1.310\t1.076\n0\t1.663\t-1.109\t0.455\t1.582\t-0.158\t1.294\t-1.463\t-1.708\t0.000\t1.191\t-0.720\t-0.447\t2.215\t1.000\t-0.989\t1.089\t2.548\t1.481\t-1.864\t-1.466\t0.000\t0.945\t0.992\t1.177\t0.924\t1.157\t1.092\t1.146\n1\t1.787\t-1.516\t-1.071\t0.775\t0.157\t0.627\t0.184\t0.296\t2.173\t0.782\t-0.841\t-1.153\t0.000\t1.017\t-1.065\t0.828\t0.000\t1.138\t-0.429\t1.496\t3.102\t1.352\t0.872\t1.459\t1.412\t0.851\t0.999\t0.898\n0\t0.516\t-0.215\t0.373\t0.976\t-1.309\t0.891\t0.835\t0.635\t0.000\t0.473\t-1.489\t-1.224\t2.215\t0.522\t0.093\t-0.953\t2.548\t0.496\t1.658\t1.498\t0.000\t0.940\t0.866\t0.988\t0.704\t0.498\t0.944\t0.798\n0\t0.375\t1.376\t-1.710\t1.723\t0.649\t0.538\t2.044\t-0.581\t0.000\t0.772\t-1.063\t0.964\t0.000\t1.486\t0.839\t-1.290\t2.548\t1.611\t0.623\t-0.559\t3.102\t0.839\t0.876\t0.989\t0.918\t0.732\t0.814\t0.751\n1\t0.331\t-0.424\t1.182\t0.817\t0.365\t1.313\t0.890\t-1.076\t0.000\t0.631\t1.284\t0.301\t2.215\t0.480\t2.490\t0.921\t0.000\t1.161\t1.001\t1.532\t3.102\t2.047\t1.267\t0.992\t0.565\t0.694\t0.899\t0.807\n0\t0.401\t-0.206\t0.531\t1.813\t1.584\t0.597\t-0.818\t0.016\t0.000\t0.609\t-1.123\t0.819\t0.000\t0.780\t0.267\t-0.577\t2.548\t0.441\t0.393\t-1.465\t3.102\t0.874\t0.898\t0.987\t0.554\t0.324\t0.596\t0.663\n0\t1.962\t-0.173\t-1.116\t0.133\t1.145\t1.027\t-1.829\t0.465\t0.000\t1.834\t0.530\t-0.927\t2.215\t1.700\t0.814\t0.958\t0.000\t0.818\t1.670\t0.500\t0.000\t0.923\t0.944\t0.990\t0.943\t1.286\t1.124\t1.087\n1\t1.282\t0.212\t-0.174\t1.081\t-0.729\t0.741\t-1.618\t0.297\t0.000\t1.173\t-0.451\t-1.462\t2.215\t1.139\t-1.160\t1.159\t0.000\t0.642\t1.236\t1.113\t0.000\t1.196\t1.018\t0.991\t1.194\t0.461\t0.915\t1.133\n1\t0.942\t-1.139\t-1.001\t0.896\t1.549\t1.742\t-0.839\t-1.253\t1.087\t2.248\t2.024\t0.509\t0.000\t1.161\t0.015\t0.350\t2.548\t1.983\t0.085\t-0.391\t0.000\t1.828\t2.187\t0.988\t0.774\t1.926\t3.371\t2.752\n1\t1.201\t1.506\t-0.147\t0.870\t-0.726\t1.266\t0.539\t0.853\t2.173\t0.425\t1.782\t-1.006\t0.000\t0.488\t1.972\t-1.465\t0.000\t0.510\t-0.478\t-0.668\t1.551\t0.304\t0.712\t0.990\t1.317\t0.972\t0.907\t0.834\n1\t2.373\t-1.468\t0.390\t0.986\t-0.130\t0.628\t-0.702\t-1.114\t2.173\t0.536\t-1.777\t-1.105\t0.000\t0.906\t2.009\t-1.450\t0.000\t1.390\t-1.222\t1.338\t1.551\t3.963\t2.391\t0.991\t0.971\t0.882\t1.678\t1.837\n0\t0.907\t0.421\t-0.059\t0.777\t-0.550\t0.477\t-0.041\t-1.590\t0.000\t1.100\t-0.403\t1.117\t2.215\t1.054\t0.021\t-0.800\t2.548\t0.572\t-1.149\t0.721\t0.000\t0.902\t0.793\t0.992\t1.330\t1.158\t0.967\t0.871\n0\t0.340\t0.441\t0.190\t1.619\t1.262\t0.778\t0.773\t-0.641\t2.173\t0.506\t1.526\t0.255\t0.000\t0.749\t0.399\t-1.071\t2.548\t0.665\t-0.271\t0.565\t0.000\t0.854\t0.887\t0.987\t0.807\t0.395\t0.824\t0.766\n0\t3.825\t-0.254\t-1.436\t0.872\t-1.264\t2.110\t0.581\t0.278\t0.000\t0.603\t-0.123\t-0.744\t0.000\t1.207\t0.283\t0.716\t2.548\t0.728\t-0.922\t1.405\t3.102\t2.099\t1.333\t0.999\t0.828\t0.691\t1.015\t1.385\n1\t1.337\t0.712\t1.628\t1.613\t1.731\t2.029\t0.363\t1.741\t2.173\t1.664\t0.890\t-0.041\t0.000\t0.889\t1.076\t0.366\t0.000\t1.417\t-0.656\t0.394\t0.000\t0.713\t0.633\t0.986\t1.128\t1.214\t1.365\t1.239\n1\t0.303\t0.242\t0.273\t0.470\t0.527\t1.034\t-1.528\t-0.907\t2.173\t1.104\t-0.889\t0.824\t2.215\t1.218\t-0.962\t-0.470\t0.000\t1.225\t-0.876\t1.638\t0.000\t1.056\t1.072\t0.975\t2.876\t1.650\t2.057\t1.742\n0\t1.123\t1.850\t-1.063\t2.117\t-1.537\t1.130\t0.740\t0.143\t0.000\t1.637\t0.496\t0.533\t2.215\t1.498\t1.004\t-1.674\t2.548\t0.708\t1.327\t-0.494\t0.000\t0.951\t0.963\t0.982\t0.934\t1.601\t1.484\t1.360\n1\t1.021\t-0.538\t-1.726\t0.297\t-0.440\t1.078\t-0.232\t-0.088\t2.173\t0.779\t-0.924\t1.293\t0.000\t1.341\t0.421\t0.535\t2.548\t0.829\t-1.372\t-1.381\t0.000\t0.887\t1.291\t0.991\t1.084\t0.958\t1.032\t0.915\n0\t1.322\t-1.823\t0.492\t1.347\t0.637\t0.820\t0.157\t-1.262\t0.000\t0.941\t-0.833\t-0.869\t1.107\t0.797\t-0.740\t1.566\t2.548\t0.395\t-1.166\t0.341\t0.000\t1.142\t0.880\t0.971\t1.119\t0.747\t1.098\t1.230\n1\t0.561\t-1.440\t1.539\t0.513\t0.208\t0.565\t-0.538\t1.297\t2.173\t0.855\t-0.992\t-1.166\t0.000\t0.819\t-1.528\t-0.535\t0.000\t1.239\t0.402\t0.314\t3.102\t0.814\t0.999\t0.985\t0.720\t0.834\t0.875\t0.740\n0\t2.036\t0.714\t1.101\t0.234\t1.061\t0.592\t1.254\t0.298\t2.173\t0.607\t0.528\t-0.939\t0.000\t0.998\t-2.243\t-0.841\t0.000\t0.863\t1.120\t-1.196\t3.102\t0.814\t1.058\t0.994\t0.770\t0.738\t0.702\t0.772\n0\t0.726\t-0.595\t0.928\t1.469\t0.039\t0.593\t-1.574\t-0.952\t2.173\t0.451\t0.715\t1.636\t0.000\t0.612\t-0.967\t-1.307\t0.000\t0.498\t1.036\t1.198\t3.102\t0.909\t0.996\t1.026\t0.792\t1.237\t0.844\t0.782\n0\t2.145\t-0.361\t-1.499\t0.824\t-1.360\t1.884\t-0.190\t0.515\t0.000\t2.011\t0.325\t-1.203\t1.107\t1.666\t-0.443\t0.138\t2.548\t1.187\t0.219\t0.909\t0.000\t0.951\t0.925\t0.966\t1.135\t1.996\t1.517\t1.453\n1\t0.658\t-0.108\t0.317\t0.842\t1.307\t1.469\t0.634\t-1.111\t0.000\t1.151\t-0.321\t0.772\t2.215\t1.058\t0.169\t-0.668\t2.548\t1.221\t2.202\t0.707\t0.000\t3.156\t1.966\t0.986\t0.742\t1.171\t1.630\t1.272\n1\t0.638\t-1.221\t0.768\t0.976\t-0.904\t0.680\t0.371\t1.017\t0.000\t1.059\t-0.818\t0.027\t2.215\t0.697\t0.556\t-1.710\t0.000\t1.631\t-0.026\t-0.741\t3.102\t0.794\t1.010\t1.091\t0.798\t0.903\t0.909\t0.876\n0\t0.820\t0.273\t0.965\t0.895\t-1.306\t0.648\t0.037\t0.413\t2.173\t1.342\t0.009\t-0.622\t2.215\t0.688\t1.405\t-1.677\t0.000\t0.601\t-0.205\t1.344\t0.000\t0.778\t0.902\t1.055\t0.949\t1.103\t0.836\t0.747\n0\t0.765\t-0.919\t0.449\t1.191\t1.480\t0.614\t1.017\t-0.021\t2.173\t1.212\t-0.541\t-1.182\t2.215\t0.593\t1.935\t0.380\t0.000\t0.580\t-0.205\t1.698\t0.000\t1.132\t0.850\t1.059\t0.989\t1.565\t1.097\t1.073\n1\t0.579\t1.620\t0.366\t0.592\t0.234\t2.496\t0.569\t-1.099\t2.173\t1.186\t1.014\t0.792\t0.000\t1.072\t-0.341\t1.587\t2.548\t1.343\t0.094\t0.691\t0.000\t0.913\t1.210\t0.998\t1.559\t1.678\t1.495\t1.219\n1\t0.910\t0.006\t-1.343\t0.452\t0.252\t1.069\t-0.444\t0.140\t2.173\t0.422\t-1.018\t0.980\t0.000\t1.229\t0.295\t1.592\t2.548\t0.913\t0.277\t-0.327\t0.000\t0.960\t0.881\t0.985\t0.895\t1.490\t0.838\t0.719\n1\t1.726\t0.627\t-1.212\t0.734\t-0.413\t0.714\t2.244\t1.300\t0.000\t1.363\t0.527\t1.688\t0.000\t2.367\t0.220\t0.213\t2.548\t2.095\t0.956\t-0.105\t3.102\t0.525\t1.312\t1.028\t1.290\t0.932\t1.101\t1.009\n1\t1.212\t-0.213\t-1.188\t1.116\t-0.843\t1.388\t0.195\t0.740\t2.173\t0.801\t-0.367\t0.256\t0.000\t0.604\t-0.617\t-0.871\t0.000\t1.180\t-0.429\t1.668\t0.000\t0.921\t1.134\t0.989\t0.703\t0.833\t1.000\t0.877\n1\t0.328\t0.149\t1.386\t1.461\t-0.325\t1.902\t2.817\t1.724\t0.000\t1.248\t-0.976\t0.133\t2.215\t1.200\t-2.240\t1.732\t0.000\t2.612\t0.099\t0.740\t0.000\t1.243\t0.991\t0.988\t1.137\t0.559\t0.817\t0.822\n1\t0.651\t0.939\t1.122\t0.484\t0.841\t1.242\t0.783\t-0.809\t1.087\t0.525\t0.085\t0.948\t0.000\t0.762\t0.231\t-1.417\t0.000\t0.992\t-0.422\t-0.188\t1.551\t0.825\t1.097\t0.973\t0.694\t1.028\t0.880\t0.764\n1\t0.827\t1.549\t-0.312\t0.925\t0.211\t1.135\t1.107\t-1.580\t1.087\t0.762\t1.345\t1.067\t2.215\t0.863\t0.700\t-0.675\t0.000\t0.772\t1.515\t0.146\t0.000\t0.783\t1.058\t0.984\t0.902\t0.956\t1.020\t0.871\n0\t1.104\t0.022\t0.911\t1.388\t0.149\t0.836\t-0.806\t-1.384\t2.173\t0.492\t-1.350\t1.309\t0.000\t0.990\t-0.977\t-0.710\t1.274\t0.756\t-0.409\t0.035\t0.000\t0.813\t0.846\t1.087\t1.030\t0.664\t0.951\t0.795\n1\t0.749\t-0.727\t0.155\t1.437\t-0.975\t1.558\t1.341\t0.960\t2.173\t2.399\t-0.392\t-1.013\t2.215\t0.659\t-0.693\t1.186\t0.000\t1.948\t-0.374\t0.481\t0.000\t0.767\t1.646\t1.222\t2.354\t3.973\t2.083\t1.669\n1\t1.918\t0.720\t-1.026\t0.225\t0.388\t0.971\t0.652\t1.214\t2.173\t0.503\t2.050\t0.304\t0.000\t0.765\t0.084\t-0.634\t0.000\t0.797\t-0.753\t1.272\t0.000\t0.963\t1.076\t0.988\t0.584\t0.767\t0.743\t0.710\n1\t0.402\t-0.271\t-1.086\t1.673\t0.093\t0.403\t-1.100\t-0.778\t0.000\t1.756\t-0.977\t1.709\t2.215\t0.634\t-1.356\t-0.360\t0.000\t0.979\t-1.149\t0.373\t0.000\t0.836\t1.124\t0.992\t0.636\t0.889\t0.915\t0.803\n1\t0.873\t-0.488\t0.996\t0.878\t-0.448\t0.781\t0.495\t-1.240\t2.173\t0.646\t0.549\t0.945\t2.215\t0.731\t-0.471\t-1.050\t0.000\t0.684\t0.896\t0.315\t0.000\t1.008\t0.832\t1.169\t0.808\t0.964\t0.785\t0.697\n1\t2.351\t0.072\t-0.404\t0.872\t-1.037\t0.885\t-0.053\t1.106\t2.173\t0.380\t-0.343\t1.510\t0.000\t0.276\t-0.332\t0.810\t0.000\t0.966\t0.298\t-1.298\t3.102\t0.907\t0.854\t1.071\t0.711\t0.835\t0.918\t0.785\n1\t0.730\t-1.946\t-0.031\t1.203\t0.459\t1.136\t-1.154\t-1.233\t1.087\t0.932\t-0.757\t1.417\t2.215\t0.510\t-1.463\t-0.653\t0.000\t0.815\t0.286\t0.465\t0.000\t1.007\t0.904\t0.994\t1.270\t1.076\t0.977\t0.854\n1\t1.047\t-0.894\t0.676\t0.477\t-1.095\t3.077\t-0.057\t-0.140\t0.000\t1.403\t-0.097\t1.687\t2.215\t1.809\t-0.634\t1.307\t1.274\t3.955\t-0.817\t-1.612\t0.000\t5.763\t3.590\t0.988\t0.920\t0.765\t2.288\t1.689\n0\t0.539\t0.494\t0.228\t1.143\t0.576\t0.702\t-0.619\t1.173\t0.000\t1.029\t-0.491\t-0.597\t2.215\t1.152\t-0.230\t-1.710\t0.000\t0.503\t0.857\t-0.455\t3.102\t0.888\t0.875\t0.984\t1.533\t0.555\t0.943\t1.074\n0\t0.509\t0.955\t-1.231\t1.442\t-1.368\t0.761\t-1.545\t-0.515\t0.000\t1.345\t0.987\t0.221\t2.215\t1.009\t-0.867\t1.111\t2.548\t1.017\t0.758\t-1.725\t0.000\t0.607\t0.907\t1.001\t2.139\t1.681\t1.600\t1.201\n1\t1.692\t1.393\t1.065\t1.550\t1.099\t0.903\t1.055\t-1.490\t0.000\t1.847\t0.614\t-0.425\t1.107\t0.875\t1.224\t-0.635\t0.000\t0.652\t0.924\t-0.375\t1.551\t1.063\t0.974\t1.010\t0.875\t0.243\t1.289\t1.049\n1\t0.736\t1.938\t-0.331\t2.826\t1.072\t0.658\t0.546\t-1.685\t2.173\t0.661\t0.373\t0.645\t1.107\t0.647\t1.091\t1.271\t0.000\t0.908\t0.772\t-1.184\t0.000\t0.687\t0.695\t1.906\t1.523\t0.841\t1.130\t0.895\n1\t0.533\t-0.921\t-1.009\t1.196\t-0.277\t1.428\t0.527\t1.627\t0.000\t1.258\t1.469\t0.130\t2.215\t0.663\t0.245\t-0.275\t0.000\t0.766\t0.855\t1.069\t3.102\t0.565\t0.565\t0.980\t2.824\t0.698\t1.823\t1.621\n1\t0.735\t1.419\t0.312\t1.027\t1.470\t0.743\t-0.255\t-0.223\t2.173\t0.290\t0.433\t0.738\t0.000\t1.229\t-0.652\t-1.203\t1.274\t0.679\t1.373\t1.711\t0.000\t0.577\t0.967\t1.041\t1.249\t0.961\t1.115\t0.886\n0\t0.533\t-0.863\t0.926\t0.389\t0.438\t0.798\t1.531\t0.869\t0.000\t1.332\t0.625\t0.243\t1.107\t1.187\t-1.006\t-1.719\t0.000\t0.826\t2.049\t-1.244\t0.000\t1.188\t0.819\t0.981\t0.749\t1.778\t1.232\t1.034\n0\t0.526\t-1.174\t0.986\t0.561\t-0.930\t1.164\t-0.578\t0.580\t2.173\t0.979\t-0.733\t-0.885\t0.000\t1.583\t-0.545\t1.445\t2.548\t1.320\t1.968\t-0.756\t0.000\t0.847\t0.940\t0.985\t0.880\t1.188\t0.944\t0.789\n1\t0.590\t0.909\t0.724\t0.576\t1.324\t0.940\t0.248\t-0.967\t0.000\t0.637\t0.377\t-0.319\t0.000\t1.169\t-1.108\t1.385\t1.274\t1.295\t0.104\t0.419\t3.102\t0.914\t0.971\t0.990\t1.981\t0.989\t1.312\t1.205\n0\t0.410\t-0.529\t1.583\t1.783\t-0.911\t1.045\t-1.480\t1.028\t0.000\t0.791\t0.540\t-0.152\t2.215\t0.442\t-1.377\t0.365\t0.000\t0.798\t-0.249\t-0.662\t3.102\t0.902\t0.851\t0.990\t0.512\t0.448\t0.549\t0.595\n1\t0.838\t-0.410\t-0.720\t0.318\t0.464\t0.974\t0.206\t-1.291\t2.173\t0.787\t0.175\t0.959\t0.000\t0.865\t-0.338\t-0.014\t0.000\t2.099\t-0.825\t-1.323\t3.102\t0.843\t1.060\t0.993\t0.941\t0.963\t0.886\t0.772\n1\t0.791\t0.565\t1.542\t0.707\t-0.519\t0.699\t-0.718\t-0.124\t2.173\t0.420\t0.133\t1.147\t0.000\t0.479\t1.746\t0.940\t0.000\t0.923\t-0.867\t-1.495\t3.102\t0.708\t0.946\t0.994\t0.945\t0.814\t0.845\t0.750\n1\t1.049\t-0.695\t0.610\t0.243\t0.832\t0.818\t-0.633\t-0.020\t0.000\t1.509\t-0.192\t1.494\t2.215\t1.155\t-0.770\t-0.576\t2.548\t0.747\t-1.146\t-1.263\t0.000\t1.165\t0.775\t0.981\t0.903\t1.420\t0.969\t0.862\n1\t0.763\t0.362\t-1.422\t0.640\t-0.624\t0.617\t1.341\t-0.687\t0.000\t0.790\t-0.067\t0.312\t2.215\t0.610\t1.799\t-1.558\t0.000\t1.890\t0.636\t1.053\t3.102\t0.854\t1.090\t0.986\t0.937\t0.830\t0.899\t0.791\n1\t1.008\t0.747\t-1.499\t0.785\t-0.734\t1.165\t0.099\t-1.131\t0.000\t0.895\t-0.999\t1.026\t2.215\t2.449\t-0.020\t0.307\t1.274\t0.490\t0.779\t1.551\t0.000\t0.911\t1.354\t0.985\t1.473\t1.259\t1.297\t1.171\n0\t1.662\t0.115\t-1.137\t0.771\t0.625\t0.649\t0.406\t-0.201\t2.173\t0.324\t1.861\t0.335\t0.000\t0.286\t0.475\t-1.685\t0.000\t0.370\t-0.403\t-0.184\t3.102\t0.918\t1.172\t1.568\t0.750\t0.240\t0.666\t0.726\n1\t1.694\t1.163\t-1.231\t0.333\t0.621\t0.753\t-0.003\t1.250\t2.173\t0.576\t-0.819\t0.187\t1.107\t0.739\t0.308\t0.230\t0.000\t1.171\t1.063\t-0.470\t0.000\t0.863\t1.036\t1.035\t1.178\t0.897\t0.947\t0.838\n0\t0.780\t-1.154\t1.627\t1.226\t-1.422\t1.497\t0.620\t-0.024\t0.000\t2.840\t-0.332\t-1.419\t0.000\t1.854\t-2.246\t0.138\t0.000\t2.026\t0.170\t-0.520\t3.102\t0.659\t1.268\t0.984\t1.654\t0.768\t1.295\t1.093\n1\t0.773\t0.590\t-1.211\t1.406\t-1.271\t0.889\t-0.142\t0.337\t2.173\t0.707\t0.155\t-0.037\t0.000\t1.335\t-0.311\t1.074\t2.548\t0.998\t1.980\t-0.918\t0.000\t0.718\t1.566\t1.004\t1.642\t0.847\t1.304\t1.198\n1\t1.119\t1.135\t-1.456\t0.793\t0.680\t1.037\t1.132\t0.807\t2.173\t1.384\t0.132\t-1.246\t0.000\t1.509\t-1.383\t-0.417\t0.000\t1.989\t-0.629\t0.152\t0.000\t0.903\t0.793\t1.224\t0.920\t0.769\t1.513\t1.394\n1\t0.850\t-1.271\t-0.412\t1.566\t1.470\t1.066\t-0.332\t1.195\t2.173\t1.035\t-1.270\t0.028\t2.215\t0.808\t0.342\t-1.616\t0.000\t0.771\t-0.593\t-1.127\t0.000\t0.620\t0.868\t1.586\t1.108\t1.553\t1.053\t0.933\n0\t0.951\t2.276\t-1.208\t0.861\t1.387\t0.897\t0.935\t0.668\t2.173\t0.342\t1.734\t-0.950\t0.000\t0.671\t1.894\t0.453\t0.000\t1.501\t0.553\t-0.676\t3.102\t0.709\t0.831\t0.989\t0.965\t1.162\t0.935\t0.766\n0\t0.909\t-0.732\t-0.083\t0.873\t-0.649\t0.879\t-0.344\t0.632\t1.087\t1.072\t0.226\t1.493\t2.215\t0.470\t0.747\t1.069\t0.000\t0.509\t-0.832\t-1.348\t0.000\t0.715\t0.745\t0.989\t1.383\t1.084\t1.077\t0.863\n0\t0.479\t1.464\t1.540\t1.131\t-0.830\t0.959\t0.843\t1.522\t0.000\t1.843\t0.698\t-0.197\t2.215\t0.576\t1.278\t0.383\t2.548\t0.973\t-1.281\t-1.353\t0.000\t0.873\t0.820\t0.984\t0.966\t0.667\t1.039\t0.897\n1\t0.538\t-1.586\t1.063\t1.116\t-1.422\t0.903\t-0.663\t-0.859\t0.000\t1.074\t-0.494\t0.364\t2.215\t0.753\t1.052\t0.797\t2.548\t0.703\t-0.778\t-1.647\t0.000\t0.809\t1.138\t0.987\t1.928\t0.961\t1.388\t1.180\n0\t0.350\t-2.067\t-1.083\t1.232\t-0.030\t1.314\t-1.491\t0.887\t0.000\t1.372\t-1.007\t-1.054\t2.215\t0.863\t-1.292\t1.292\t0.000\t0.769\t0.369\t-0.207\t0.000\t0.977\t0.955\t0.982\t0.601\t0.350\t0.586\t0.617\n1\t1.138\t-0.202\t-0.785\t1.315\t0.050\t1.101\t-0.226\t1.536\t2.173\t1.914\t-0.582\t0.878\t0.000\t0.887\t1.496\t-0.246\t0.000\t1.173\t-1.106\t-1.511\t0.000\t0.795\t0.636\t1.159\t1.319\t0.846\t0.917\t0.891\n0\t0.324\t2.143\t-0.796\t0.683\t-0.168\t1.085\t-0.081\t-1.115\t2.173\t1.456\t2.211\t0.624\t0.000\t0.665\t-1.157\t-1.230\t2.548\t0.640\t-0.125\t0.535\t0.000\t1.932\t2.456\t0.990\t0.951\t0.676\t1.853\t1.400\n0\t0.421\t2.067\t0.697\t0.876\t-0.027\t1.117\t0.587\t1.136\t1.087\t0.387\t-0.810\t0.818\t0.000\t1.818\t0.968\t-0.580\t2.548\t1.174\t-0.739\t-1.115\t0.000\t0.865\t1.249\t0.989\t0.810\t1.824\t1.192\t1.012\n1\t0.488\t-1.026\t-0.184\t0.456\t-0.058\t0.418\t-1.253\t1.741\t0.000\t1.109\t-0.360\t-1.112\t0.000\t0.805\t0.381\t-0.117\t2.548\t1.390\t0.827\t0.925\t3.102\t1.026\t1.061\t0.991\t0.786\t0.694\t0.933\t0.809\n1\t0.732\t-0.578\t-1.659\t0.856\t1.170\t0.735\t-0.973\t1.361\t2.173\t1.202\t-0.551\t-1.422\t2.215\t0.794\t-1.781\t0.892\t0.000\t1.762\t-0.487\t-0.648\t0.000\t0.992\t1.314\t0.982\t0.586\t0.868\t1.050\t0.983\n0\t2.001\t-0.593\t-1.208\t0.748\t1.522\t1.968\t0.630\t0.353\t2.173\t1.474\t0.246\t-1.538\t0.000\t0.340\t-0.084\t-0.350\t1.274\t0.543\t0.960\t-0.282\t0.000\t1.186\t0.764\t1.068\t2.203\t0.714\t1.334\t1.195\n1\t0.367\t1.523\t-0.965\t0.962\t1.078\t0.707\t0.125\t0.092\t1.087\t1.132\t-0.594\t-1.414\t2.215\t0.482\t-0.168\t-0.427\t0.000\t0.427\t2.002\t0.453\t0.000\t0.917\t0.779\t0.989\t2.239\t1.379\t1.631\t1.243\n0\t1.329\t-0.572\t-0.110\t1.954\t-0.926\t0.567\t-0.343\t-1.183\t2.173\t1.499\t-0.579\t0.667\t0.000\t1.119\t-0.940\t1.228\t1.274\t0.883\t-1.325\t-1.349\t0.000\t1.648\t1.043\t1.497\t0.877\t0.888\t0.870\t0.958\n0\t2.287\t-0.233\t1.342\t1.056\t1.651\t1.079\t0.379\t-0.110\t2.173\t0.500\t1.028\t-1.092\t0.000\t0.787\t-2.528\t-0.340\t0.000\t0.602\t1.287\t-0.262\t0.000\t0.517\t0.789\t0.980\t0.810\t0.894\t1.123\t0.982\n1\t2.962\t-1.207\t-1.704\t1.348\t1.470\t2.632\t-1.671\t-0.163\t0.000\t1.405\t-0.001\t1.717\t0.000\t1.319\t-1.450\t0.297\t2.548\t1.226\t-0.513\t1.087\t0.000\t0.917\t0.999\t0.983\t0.660\t0.863\t0.931\t0.934\n0\t0.551\t0.114\t-0.638\t1.996\t-1.352\t0.861\t-0.652\t0.740\t0.000\t0.963\t-0.073\t-1.730\t2.215\t0.990\t0.712\t0.101\t2.548\t0.382\t-0.676\t0.319\t0.000\t1.146\t1.210\t0.988\t0.949\t1.131\t0.982\t1.058\n1\t0.830\t0.826\t-1.064\t0.351\t1.371\t0.776\t-0.061\t1.358\t0.000\t0.912\t0.323\t-0.484\t1.107\t0.809\t-1.005\t-0.056\t2.548\t0.750\t0.923\t0.937\t0.000\t0.842\t1.086\t0.979\t0.866\t0.791\t0.923\t0.903\n0\t0.848\t0.112\t1.029\t0.261\t1.168\t0.500\t0.490\t-0.244\t2.173\t0.804\t0.823\t1.178\t2.215\t0.828\t1.121\t-0.997\t0.000\t1.166\t-0.321\t-0.678\t0.000\t1.022\t1.058\t0.979\t0.773\t0.909\t0.720\t0.693\n0\t0.787\t0.788\t-0.347\t0.764\t-1.488\t0.506\t0.862\t1.464\t0.000\t1.049\t-0.598\t-0.272\t2.215\t1.308\t-0.200\t1.003\t1.274\t0.634\t-2.240\t1.319\t0.000\t2.495\t1.532\t0.987\t0.874\t1.163\t1.151\t1.023\n1\t0.468\t0.835\t-0.064\t1.246\t1.375\t0.824\t-0.719\t0.777\t0.000\t1.299\t0.197\t-0.731\t1.107\t0.809\t-0.195\t1.287\t0.000\t0.643\t-1.581\t-0.635\t0.000\t0.753\t0.763\t1.019\t1.044\t0.624\t0.882\t0.871\n0\t0.652\t1.362\t-0.107\t0.962\t-1.489\t0.664\t2.038\t0.940\t0.000\t0.853\t-0.236\t-0.175\t2.215\t0.830\t1.406\t1.672\t0.000\t0.867\t0.642\t-0.614\t3.102\t0.888\t0.920\t1.038\t1.038\t0.508\t0.992\t0.845\n1\t0.377\t-0.142\t-1.187\t0.519\t1.030\t2.284\t-0.639\t1.501\t0.000\t2.306\t0.477\t0.027\t0.000\t1.283\t0.941\t-0.335\t1.274\t1.911\t-0.091\t-0.951\t3.102\t1.719\t1.096\t0.989\t0.761\t0.959\t0.940\t0.900\n1\t0.631\t-0.270\t-0.485\t0.570\t-1.364\t0.547\t0.843\t0.370\t0.000\t0.778\t-0.615\t0.054\t1.107\t1.181\t0.839\t-1.607\t2.548\t1.207\t-0.184\t-1.725\t0.000\t1.370\t1.038\t0.979\t0.855\t1.341\t0.879\t0.766\n0\t2.025\t0.586\t0.678\t1.328\t1.288\t1.085\t0.705\t-0.805\t0.000\t1.239\t0.048\t-0.691\t0.000\t1.248\t0.826\t-1.244\t2.548\t2.045\t-0.155\t0.836\t3.102\t0.869\t0.844\t1.188\t0.802\t1.360\t1.085\t1.171\n0\t0.761\t-0.477\t0.787\t1.127\t-0.269\t0.702\t0.149\t-1.023\t0.000\t1.126\t-1.665\t0.509\t0.000\t1.085\t0.027\t1.723\t2.548\t2.292\t-0.536\t-0.590\t0.000\t1.081\t1.065\t1.044\t0.595\t0.173\t0.650\t0.690\n1\t1.375\t0.268\t0.717\t0.745\t-1.640\t0.667\t1.209\t0.191\t0.000\t0.935\t-1.058\t-1.124\t2.215\t0.804\t-1.126\t-1.702\t0.000\t0.389\t-0.269\t0.023\t3.102\t2.436\t1.278\t1.194\t1.179\t0.514\t1.044\t0.940\n1\t0.806\t-0.145\t0.914\t1.158\t0.931\t0.851\t0.996\t-1.104\t2.173\t0.212\t2.477\t0.194\t0.000\t0.915\t-0.323\t-1.071\t2.548\t0.784\t0.730\t0.727\t0.000\t0.556\t0.951\t0.974\t1.744\t0.808\t1.166\t1.073\n1\t0.593\t-0.043\t0.958\t0.716\t-1.048\t0.737\t0.419\t0.647\t2.173\t0.756\t0.184\t-0.305\t2.215\t0.500\t0.955\t1.285\t0.000\t1.209\t-1.325\t-0.274\t0.000\t0.660\t0.745\t0.985\t0.738\t0.841\t0.697\t0.681\n0\t0.456\t1.554\t-0.409\t0.711\t-0.555\t0.519\t0.655\t1.717\t1.087\t0.592\t1.271\t0.135\t2.215\t0.727\t0.269\t0.943\t0.000\t0.399\t-0.683\t1.385\t0.000\t0.418\t0.670\t0.992\t0.790\t0.851\t0.648\t0.588\n0\t0.435\t-1.375\t-0.136\t0.842\t1.268\t2.540\t-1.040\t0.805\t1.087\t2.839\t-0.367\t-0.790\t2.215\t1.292\t-1.039\t-1.132\t0.000\t0.665\t1.718\t-1.496\t0.000\t2.457\t2.009\t0.986\t1.424\t4.143\t2.422\t2.040\n1\t0.905\t-0.636\t0.545\t0.620\t-0.516\t1.036\t-0.412\t-1.629\t0.000\t0.610\t-0.509\t0.262\t0.000\t0.779\t-0.770\t-0.794\t2.548\t1.059\t0.224\t1.110\t1.551\t1.675\t1.071\t0.989\t0.639\t0.798\t0.750\t0.731\n1\t0.575\t1.621\t-1.491\t0.456\t-1.726\t0.940\t0.715\t0.258\t0.000\t0.698\t-0.218\t0.505\t0.000\t1.312\t0.570\t-0.775\t2.548\t0.791\t0.840\t-1.698\t3.102\t0.926\t0.946\t0.997\t0.736\t0.594\t0.795\t0.750\n1\t0.772\t0.068\t1.383\t0.832\t0.170\t1.742\t0.156\t-1.187\t0.000\t1.928\t0.664\t0.685\t0.000\t1.639\t-0.491\t-0.493\t2.548\t0.594\t-0.112\t1.008\t3.102\t4.001\t2.105\t0.988\t0.914\t0.752\t1.497\t1.168\n0\t1.166\t-0.732\t-1.148\t0.936\t-0.215\t0.631\t0.189\t1.666\t2.173\t0.576\t0.082\t0.532\t2.215\t0.860\t0.801\t-0.269\t0.000\t0.854\t-1.640\t1.184\t0.000\t1.177\t0.986\t1.079\t0.845\t0.759\t0.756\t0.741\n1\t1.682\t-1.750\t1.151\t0.794\t0.808\t1.447\t-0.818\t-1.009\t1.087\t0.814\t-0.727\t-0.111\t1.107\t0.334\t-0.977\t1.543\t0.000\t0.456\t1.813\t0.652\t0.000\t1.095\t1.062\t1.003\t1.626\t1.158\t1.173\t1.191\n1\t0.474\t0.161\t1.666\t1.038\t0.233\t0.950\t1.217\t0.908\t0.000\t2.694\t1.395\t-1.047\t0.000\t1.761\t0.200\t0.619\t1.274\t1.024\t-0.444\t-0.237\t3.102\t0.900\t1.079\t0.990\t0.585\t0.818\t0.911\t0.836\n0\t2.158\t-1.337\t1.011\t0.686\t0.790\t1.696\t-0.384\t-0.812\t2.173\t0.637\t-0.240\t-1.685\t0.000\t1.118\t-0.459\t0.732\t2.548\t0.720\t-0.022\t-0.340\t0.000\t0.831\t0.943\t1.005\t0.621\t1.691\t1.328\t1.052\n0\t0.585\t-1.624\t-0.556\t0.599\t-0.396\t0.946\t-0.741\t-0.208\t1.087\t1.217\t-1.242\t1.172\t2.215\t0.997\t-0.551\t-0.615\t0.000\t1.531\t-2.461\t0.913\t0.000\t0.954\t1.068\t0.982\t0.645\t1.554\t0.907\t0.791\n0\t1.699\t1.935\t-0.751\t1.956\t-0.339\t0.763\t0.419\t1.374\t0.000\t1.075\t0.886\t0.890\t0.000\t1.062\t1.254\t-1.667\t2.548\t1.073\t1.343\t0.253\t0.000\t0.909\t0.955\t0.987\t1.199\t0.623\t0.940\t0.949\n0\t0.366\t0.045\t0.321\t2.054\t1.539\t0.671\t0.693\t0.113\t0.000\t0.637\t1.601\t-0.376\t0.000\t1.077\t-0.889\t-1.329\t1.274\t1.361\t-0.223\t-0.499\t1.551\t0.905\t0.949\t1.070\t0.895\t0.713\t1.003\t0.990\n1\t0.365\t-0.938\t-1.087\t1.190\t1.318\t0.910\t-0.350\t0.593\t2.173\t1.437\t0.212\t-1.348\t0.000\t1.071\t0.114\t-0.628\t2.548\t0.636\t-0.184\t-0.131\t0.000\t0.950\t0.773\t0.983\t1.238\t1.136\t1.093\t1.105\n1\t0.906\t0.234\t-0.209\t0.645\t1.010\t1.355\t0.816\t-0.762\t2.173\t1.274\t1.003\t1.294\t1.107\t0.572\t0.666\t0.526\t0.000\t0.715\t0.302\t1.140\t0.000\t0.393\t1.047\t0.987\t0.994\t1.867\t1.084\t0.844\n1\t1.194\t-1.871\t1.459\t0.287\t-0.154\t1.175\t-1.211\t0.298\t2.173\t0.778\t-2.156\t-1.586\t0.000\t0.799\t-1.151\t-0.341\t0.000\t0.522\t-0.378\t-1.359\t3.102\t1.243\t0.798\t0.990\t0.999\t0.888\t0.841\t0.752\n1\t0.619\t1.214\t0.814\t0.817\t-1.121\t0.420\t0.447\t1.158\t0.000\t0.598\t0.958\t0.026\t0.000\t1.459\t-0.506\t-1.360\t2.548\t0.433\t-0.846\t0.517\t3.102\t0.952\t1.189\t0.986\t0.803\t0.619\t0.839\t0.771\n1\t0.576\t-1.656\t-0.325\t1.879\t0.642\t1.566\t-1.512\t-0.882\t2.173\t0.934\t-1.350\t0.763\t0.000\t1.042\t-0.994\t1.325\t0.000\t1.214\t-0.652\t-1.693\t3.102\t0.768\t0.740\t1.103\t1.500\t1.120\t1.088\t1.007\n1\t0.758\t1.534\t-1.038\t1.156\t0.013\t1.141\t0.857\t0.961\t1.087\t0.488\t2.527\t-0.774\t0.000\t0.768\t1.772\t-1.200\t0.000\t0.520\t-0.023\t-0.862\t3.102\t0.527\t1.206\t1.053\t0.685\t0.896\t0.824\t0.767\n1\t1.318\t1.612\t1.403\t0.933\t0.800\t0.561\t0.898\t-1.728\t0.000\t0.970\t-0.092\t-0.851\t2.215\t0.669\t0.698\t0.195\t2.548\t0.574\t0.991\t-0.731\t0.000\t0.690\t0.823\t0.986\t0.833\t0.791\t1.094\t0.881\n1\t0.943\t0.075\t-0.223\t0.403\t1.262\t0.729\t0.317\t0.734\t0.000\t0.681\t0.642\t0.098\t0.000\t1.926\t-0.439\t-1.487\t2.548\t0.452\t1.138\t-1.006\t3.102\t0.852\t0.717\t0.987\t0.914\t0.814\t0.911\t0.785\n1\t2.451\t-0.367\t-0.039\t1.504\t0.527\t0.624\t1.780\t-1.690\t0.000\t0.866\t-1.035\t1.163\t2.215\t2.093\t0.684\t-1.227\t2.548\t1.115\t-1.091\t-1.193\t0.000\t0.848\t0.974\t1.300\t1.195\t1.906\t1.462\t1.429\n0\t0.707\t-0.145\t-0.218\t0.523\t-0.621\t1.199\t0.829\t1.345\t0.000\t1.223\t-0.205\t-1.090\t1.107\t1.314\t-0.607\t-1.555\t0.000\t2.384\t-1.007\t0.363\t3.102\t1.603\t1.188\t0.973\t0.795\t1.690\t1.094\t0.919\n0\t0.939\t1.628\t0.479\t1.494\t-0.246\t0.952\t-0.312\t-1.406\t2.173\t1.002\t1.353\t0.995\t0.000\t0.899\t-0.921\t-0.762\t2.548\t0.495\t-0.653\t1.469\t0.000\t1.267\t1.456\t0.996\t1.678\t0.754\t1.461\t1.282\n1\t2.006\t0.036\t-1.637\t0.703\t-0.504\t1.058\t0.269\t-0.111\t2.173\t0.476\t0.936\t-1.107\t0.000\t1.126\t-0.424\t0.547\t2.548\t0.854\t0.114\t1.097\t0.000\t0.838\t0.981\t1.403\t1.103\t0.917\t0.994\t0.837\n1\t0.759\t-0.716\t-0.232\t0.504\t0.759\t0.794\t-0.173\t-1.379\t0.000\t1.121\t-0.015\t0.147\t0.000\t1.106\t-0.733\t-0.516\t2.548\t1.692\t-0.158\t1.399\t3.102\t0.870\t0.917\t0.985\t0.709\t1.084\t0.753\t0.659\n1\t1.160\t1.255\t1.022\t1.608\t-1.283\t0.619\t1.654\t1.359\t0.000\t0.658\t0.947\t-0.508\t2.215\t1.001\t1.255\t0.389\t0.000\t1.455\t0.184\t-0.404\t3.102\t1.106\t0.993\t1.656\t1.205\t0.351\t0.836\t0.849\n1\t1.283\t1.785\t1.356\t0.418\t0.784\t1.014\t-0.055\t-0.329\t2.173\t0.649\t1.246\t-0.667\t0.000\t0.578\t2.541\t1.257\t0.000\t0.579\t-0.159\t-1.464\t3.102\t0.728\t0.982\t0.992\t0.727\t0.694\t0.958\t0.795\n1\t0.916\t-1.414\t1.696\t1.007\t0.197\t0.904\t-0.788\t0.351\t2.173\t0.564\t-1.690\t0.637\t0.000\t0.808\t-1.874\t-0.937\t0.000\t1.060\t-0.814\t1.284\t3.102\t1.037\t1.073\t1.298\t0.732\t0.777\t0.726\t0.690\n1\t1.739\t1.296\t0.266\t0.567\t0.161\t3.012\t-1.344\t-1.230\t0.000\t2.255\t1.638\t-0.824\t0.000\t1.623\t1.476\t0.632\t0.000\t5.594\t0.786\t0.889\t3.102\t0.804\t2.557\t0.983\t1.392\t0.474\t3.157\t3.025\n1\t1.349\t-0.455\t1.468\t0.761\t0.842\t0.683\t-2.795\t-1.054\t0.000\t0.614\t-0.718\t-0.148\t0.000\t0.526\t-1.201\t-1.415\t0.000\t0.757\t0.129\t-0.283\t3.102\t0.952\t1.328\t0.985\t0.768\t0.477\t1.202\t1.060\n0\t1.196\t-0.952\t-0.900\t1.649\t-0.844\t1.667\t-0.044\t1.123\t2.173\t0.958\t0.567\t-0.652\t1.107\t0.429\t-0.572\t0.046\t0.000\t0.857\t-0.580\t0.780\t0.000\t0.907\t1.088\t0.989\t1.629\t1.951\t1.809\t1.405\n0\t1.457\t0.510\t-1.430\t0.508\t-0.952\t0.838\t0.737\t0.119\t2.173\t0.714\t0.175\t0.981\t2.215\t0.303\t-0.237\t1.574\t0.000\t0.552\t-1.398\t1.731\t0.000\t0.353\t1.058\t0.985\t0.911\t0.861\t0.857\t0.808\n1\t0.389\t0.970\t1.127\t1.173\t-0.171\t0.664\t-1.028\t1.328\t2.173\t0.806\t-0.904\t-0.986\t2.215\t0.333\t1.214\t0.263\t0.000\t0.626\t0.167\t-0.667\t0.000\t1.040\t1.491\t0.989\t1.028\t0.938\t1.231\t1.017\n0\t1.105\t1.288\t0.671\t0.631\t-0.705\t1.206\t0.437\t0.597\t2.173\t0.792\t0.653\t-1.143\t0.000\t1.407\t0.889\t-1.560\t2.548\t0.827\t-0.096\t-0.202\t0.000\t0.898\t0.837\t1.094\t0.957\t1.573\t0.964\t0.862\n0\t0.951\t0.977\t-1.008\t0.872\t0.109\t0.695\t0.075\t-0.039\t1.087\t1.305\t0.705\t-1.527\t2.215\t2.243\t-0.145\t0.646\t0.000\t0.792\t-0.009\t-1.399\t0.000\t0.950\t1.053\t1.066\t0.939\t1.441\t0.860\t0.764\n1\t0.969\t0.852\t1.435\t1.112\t0.804\t0.343\t1.388\t-0.525\t0.000\t0.963\t0.016\t-0.783\t0.000\t0.348\t0.916\t0.244\t2.548\t0.481\t-2.260\t0.590\t0.000\t0.958\t0.655\t0.985\t0.577\t0.294\t0.419\t0.605\n1\t0.917\t-0.467\t-1.628\t0.324\t-1.624\t0.896\t-0.199\t-0.056\t2.173\t0.706\t1.810\t1.411\t0.000\t0.947\t-1.211\t-0.480\t0.000\t0.951\t0.752\t0.682\t0.000\t0.842\t1.083\t0.990\t1.157\t0.983\t1.021\t1.124\n0\t0.554\t-0.453\t1.161\t0.681\t-0.287\t1.544\t0.567\t0.953\t0.000\t0.819\t1.790\t1.525\t0.000\t0.979\t0.487\t1.357\t0.000\t2.407\t-0.423\t-0.935\t3.102\t0.945\t1.178\t0.988\t0.944\t1.166\t1.054\t0.873\n1\t1.024\t0.159\t0.272\t0.791\t-1.099\t0.804\t-1.337\t-0.296\t2.173\t0.685\t0.382\t0.793\t1.107\t1.400\t-0.120\t1.286\t0.000\t0.791\t0.815\t1.616\t0.000\t0.758\t0.627\t1.177\t1.092\t1.408\t1.024\t0.896\n0\t1.047\t0.598\t1.172\t0.275\t-1.620\t0.798\t-2.041\t-0.320\t0.000\t0.751\t-0.371\t-1.317\t1.107\t0.668\t-0.493\t0.438\t2.548\t0.472\t-1.560\t-1.688\t0.000\t0.889\t0.875\t0.983\t0.721\t0.755\t0.779\t0.868\n0\t0.513\t0.861\t-0.746\t0.371\t1.478\t0.610\t-0.985\t-1.114\t0.000\t0.816\t-0.252\t0.262\t2.215\t0.657\t-1.392\t-0.315\t0.000\t2.007\t0.911\t1.446\t3.102\t0.919\t0.887\t0.990\t0.910\t1.316\t1.019\t0.834\n1\t0.865\t0.198\t0.923\t0.718\t-0.111\t0.913\t0.902\t-1.199\t2.173\t0.868\t-0.381\t0.149\t0.000\t0.485\t0.728\t1.623\t1.274\t0.449\t-1.275\t1.021\t0.000\t0.755\t0.776\t0.984\t1.129\t0.469\t0.863\t0.772\n0\t2.633\t0.596\t0.014\t0.259\t0.372\t1.671\t0.434\t-1.541\t0.000\t0.701\t0.037\t1.576\t0.000\t0.884\t-0.789\t0.011\t1.274\t0.608\t0.336\t0.483\t0.000\t0.881\t0.912\t0.982\t0.821\t0.293\t0.918\t1.040\n1\t0.768\t0.980\t-0.000\t2.006\t-0.613\t0.932\t0.644\t1.593\t0.000\t0.831\t1.052\t0.690\t2.215\t0.620\t0.252\t1.045\t0.000\t0.707\t0.040\t-1.128\t3.102\t0.698\t0.821\t0.983\t0.622\t0.786\t0.709\t0.798\n1\t0.513\t0.786\t1.049\t0.349\t0.282\t1.100\t-0.483\t-1.309\t2.173\t0.901\t2.337\t0.252\t0.000\t0.594\t-1.162\t1.165\t2.548\t0.853\t0.429\t-0.901\t0.000\t1.164\t1.426\t0.989\t0.971\t0.895\t1.220\t1.009\n1\t0.499\t-0.179\t1.166\t1.121\t-0.842\t0.787\t0.758\t0.537\t2.173\t0.519\t-1.465\t-1.501\t0.000\t0.650\t-0.925\t-0.136\t0.000\t0.414\t0.343\t-1.452\t1.551\t0.868\t0.634\t1.007\t0.991\t0.599\t0.824\t0.729\n1\t0.460\t1.520\t-1.482\t0.966\t1.572\t1.272\t2.029\t-0.545\t0.000\t0.996\t1.461\t0.858\t0.000\t2.143\t1.021\t-1.310\t1.274\t2.003\t0.477\t0.474\t0.000\t0.760\t0.849\t0.987\t0.865\t0.973\t0.884\t0.778\n0\t1.217\t-0.616\t1.330\t1.447\t1.667\t0.794\t0.199\t0.190\t0.000\t0.731\t0.955\t-0.593\t0.000\t1.021\t-1.140\t-0.783\t2.548\t0.711\t-0.152\t0.743\t3.102\t1.235\t0.842\t0.990\t0.955\t0.735\t0.850\t1.065\n1\t0.795\t0.690\t1.324\t1.607\t1.471\t0.746\t1.214\t-0.463\t2.173\t0.282\t-0.135\t0.773\t2.215\t0.433\t0.061\t-0.091\t0.000\t0.370\t1.893\t-1.187\t0.000\t0.711\t1.324\t0.982\t0.540\t0.784\t0.905\t0.880\n1\t2.277\t-1.311\t0.358\t1.029\t0.447\t1.064\t-1.545\t1.538\t2.173\t1.140\t-1.709\t-0.320\t0.000\t1.179\t-0.093\t-1.613\t2.548\t1.040\t-1.296\t-1.288\t0.000\t1.095\t1.334\t0.997\t1.341\t1.184\t1.207\t1.145\n0\t1.044\t-0.167\t-1.518\t1.361\t-1.246\t1.274\t0.305\t1.619\t2.173\t2.629\t-0.072\t0.331\t0.000\t1.079\t-2.728\t-0.143\t0.000\t1.119\t-0.269\t-0.602\t3.102\t5.378\t2.954\t0.974\t1.187\t1.217\t2.412\t1.915\n1\t0.520\t-1.957\t-0.062\t0.933\t0.900\t0.715\t-1.766\t0.309\t0.000\t1.270\t-0.954\t-1.198\t2.215\t1.226\t-0.921\t1.606\t0.000\t1.672\t-2.403\t-0.501\t0.000\t1.477\t1.217\t0.980\t0.999\t0.435\t1.071\t0.930\n0\t0.670\t-0.366\t0.707\t0.993\t-0.622\t0.374\t0.463\t-0.199\t2.173\t0.612\t-0.141\t0.944\t0.000\t1.379\t-0.050\t1.635\t1.274\t0.834\t-1.927\t-1.050\t0.000\t1.520\t1.206\t1.052\t0.873\t0.923\t0.898\t0.786\n1\t0.545\t-0.230\t-0.803\t0.774\t1.253\t0.827\t0.745\t-1.501\t2.173\t1.343\t-0.002\t-0.066\t0.000\t1.210\t-0.478\t0.395\t2.548\t0.885\t-2.191\t1.591\t0.000\t1.457\t1.071\t0.986\t1.045\t1.500\t1.031\t0.937\n0\t1.025\t-0.419\t1.496\t0.105\t-0.615\t0.720\t-1.146\t0.752\t0.000\t0.834\t-1.541\t-0.083\t0.000\t1.614\t0.997\t-1.605\t2.548\t1.233\t0.452\t-0.189\t3.102\t0.819\t0.954\t0.978\t0.821\t1.075\t1.097\t0.898\n1\t0.612\t-0.351\t1.460\t0.474\t-0.898\t1.234\t-0.448\t0.578\t0.000\t1.290\t-0.287\t-1.654\t0.000\t0.557\t2.635\t-0.070\t0.000\t1.510\t-0.420\t-0.236\t3.102\t2.431\t1.359\t0.990\t0.773\t0.424\t0.946\t0.836\n1\t0.602\t-0.257\t0.300\t1.074\t-1.353\t0.604\t-1.830\t0.889\t0.000\t0.773\t0.058\t-1.695\t1.107\t1.467\t-0.588\t-0.756\t2.548\t1.540\t-1.019\t0.293\t0.000\t0.887\t1.276\t1.110\t0.684\t0.941\t1.018\t0.888\n0\t0.451\t-2.210\t0.224\t0.669\t-1.028\t0.835\t-0.653\t0.434\t2.173\t1.377\t-2.179\t1.391\t0.000\t0.729\t-0.673\t-1.175\t0.000\t0.962\t0.411\t-1.035\t0.000\t0.735\t0.661\t0.989\t0.847\t0.372\t0.778\t0.826\n1\t0.458\t0.705\t1.663\t0.929\t0.001\t1.038\t1.028\t-0.143\t0.000\t1.959\t-0.056\t1.589\t0.000\t1.960\t0.240\t0.714\t0.000\t1.602\t0.951\t1.425\t3.102\t0.750\t0.876\t0.990\t0.845\t1.805\t0.940\t0.765\n0\t0.568\t0.112\t-1.410\t1.840\t1.210\t1.530\t0.533\t-0.313\t1.087\t0.874\t-0.638\t1.530\t2.215\t1.171\t-0.150\t-0.231\t0.000\t1.271\t-0.767\t-1.484\t0.000\t1.072\t0.971\t0.996\t0.662\t2.009\t1.223\t1.033\n1\t0.984\t-0.777\t-0.096\t1.824\t-0.040\t0.867\t-0.008\t-1.385\t2.173\t0.791\t-0.385\t1.169\t2.215\t0.729\t0.009\t1.703\t0.000\t0.428\t-1.530\t0.779\t0.000\t0.797\t0.784\t0.974\t1.195\t0.937\t1.212\t0.968\n0\t0.777\t-1.392\t0.349\t0.882\t-0.612\t1.691\t-0.720\t0.287\t1.087\t2.260\t-0.001\t-1.666\t0.000\t0.379\t0.534\t-1.195\t0.000\t1.260\t-0.579\t-0.919\t3.102\t0.722\t0.889\t0.986\t0.894\t1.368\t1.410\t1.160\n1\t1.291\t-0.342\t0.966\t0.595\t0.608\t1.952\t-2.488\t-0.860\t0.000\t1.395\t-0.117\t0.303\t0.000\t1.238\t0.634\t1.295\t2.548\t1.597\t-0.125\t1.624\t3.102\t0.866\t1.068\t0.997\t1.038\t0.564\t0.829\t0.806\n1\t0.579\t-0.909\t1.027\t2.006\t1.739\t0.913\t-0.225\t1.276\t0.000\t1.373\t0.748\t-0.593\t2.215\t1.604\t-0.176\t0.243\t0.000\t1.419\t1.413\t-0.375\t3.102\t1.746\t1.818\t0.991\t2.361\t0.653\t1.840\t1.603\n1\t1.151\t1.498\t-0.214\t0.495\t1.352\t1.223\t1.392\t-1.022\t2.173\t1.051\t1.236\t1.346\t0.000\t1.114\t1.508\t0.731\t0.000\t0.498\t0.214\t-0.046\t3.102\t0.930\t0.785\t1.033\t0.932\t0.811\t0.926\t0.801\n1\t0.624\t0.969\t0.058\t1.147\t1.196\t0.934\t-2.611\t0.089\t0.000\t0.761\t-0.208\t-0.630\t0.000\t0.792\t-1.283\t-1.242\t2.548\t1.029\t0.042\t1.217\t1.551\t0.824\t0.835\t1.003\t0.630\t0.778\t0.840\t0.769\n0\t0.666\t1.372\t-1.349\t1.462\t-0.509\t0.743\t0.632\t1.481\t0.000\t1.000\t0.423\t0.646\t2.215\t0.672\t-0.314\t0.367\t2.548\t0.624\t0.164\t-0.739\t0.000\t0.973\t0.916\t0.987\t1.113\t0.411\t0.940\t0.865\n0\t0.407\t-1.179\t0.094\t1.431\t1.375\t0.702\t-1.271\t-0.225\t0.000\t1.104\t0.883\t-1.520\t2.215\t0.575\t-0.047\t-0.378\t0.000\t1.125\t0.929\t0.288\t0.000\t0.765\t1.039\t0.989\t1.700\t0.324\t1.124\t1.082\n1\t0.993\t-0.991\t-1.278\t1.566\t0.525\t1.540\t-0.459\t0.508\t2.173\t0.937\t-0.230\t-1.088\t0.000\t0.422\t-1.139\t-1.720\t0.000\t1.071\t-0.384\t-0.575\t3.102\t0.729\t0.575\t1.725\t1.291\t1.125\t0.942\t0.915\n1\t0.477\t-0.571\t-1.629\t1.341\t-0.294\t1.016\t-0.225\t1.182\t0.000\t1.144\t-0.734\t-0.664\t0.000\t1.381\t-0.354\t0.588\t1.274\t0.668\t-0.832\t-1.295\t3.102\t2.361\t1.310\t1.034\t0.837\t0.763\t0.933\t0.825\n1\t0.850\t0.493\t1.697\t0.336\t0.546\t0.846\t-0.575\t-0.913\t2.173\t0.973\t-2.895\t-0.636\t0.000\t1.432\t-1.541\t-0.202\t0.000\t2.153\t0.408\t1.071\t0.000\t1.189\t1.225\t0.990\t1.215\t1.019\t0.981\t1.201\n1\t1.289\t-0.220\t-0.282\t0.256\t-0.829\t1.085\t-1.938\t1.533\t0.000\t0.329\t-0.965\t-0.294\t0.000\t0.531\t-1.182\t1.373\t2.548\t0.960\t-1.028\t0.455\t3.102\t1.134\t0.926\t0.994\t0.717\t0.402\t0.558\t0.736\n1\t0.897\t0.621\t1.579\t0.371\t1.252\t0.969\t0.670\t-1.679\t2.173\t0.892\t-0.226\t-0.756\t1.107\t1.700\t-0.335\t0.799\t0.000\t0.416\t-1.486\t0.151\t0.000\t0.878\t1.097\t0.991\t0.784\t1.200\t1.049\t0.870\n0\t1.519\t-0.989\t-1.164\t1.261\t-0.370\t0.748\t0.328\t0.828\t2.173\t0.491\t0.470\t-0.742\t1.107\t0.666\t-0.004\t1.596\t0.000\t0.932\t-0.828\t0.530\t0.000\t0.841\t0.768\t1.258\t1.462\t0.884\t1.001\t0.842\n1\t0.984\t0.832\t-1.606\t1.409\t-0.848\t1.217\t0.208\t0.482\t0.000\t0.938\t0.515\t-0.380\t0.000\t0.632\t0.062\t-1.385\t0.000\t1.032\t1.119\t1.225\t3.102\t0.970\t0.928\t1.031\t0.817\t0.650\t0.660\t0.656\n0\t0.847\t0.955\t0.702\t1.281\t-1.608\t0.916\t0.478\t-0.335\t2.173\t0.479\t-0.360\t0.948\t2.215\t0.493\t-0.685\t-0.489\t0.000\t0.919\t-0.049\t-1.340\t0.000\t0.578\t0.750\t1.259\t0.843\t0.990\t0.856\t0.746\n1\t0.688\t-1.592\t-1.111\t0.681\t1.649\t0.553\t0.828\t-1.246\t0.000\t1.195\t-0.889\t0.093\t2.215\t0.482\t0.123\t-0.250\t0.000\t1.638\t-1.668\t-1.580\t0.000\t0.968\t0.927\t0.987\t0.602\t0.511\t0.654\t0.648\n1\t1.652\t0.143\t0.034\t0.339\t-1.554\t0.395\t0.219\t-0.745\t0.000\t0.667\t-1.206\t1.322\t1.107\t0.441\t2.664\t-0.129\t0.000\t1.115\t0.031\t1.268\t0.000\t0.950\t0.687\t1.026\t0.733\t0.224\t0.676\t0.615\n0\t0.660\t-1.887\t-0.622\t0.606\t-1.742\t0.472\t-0.853\t-1.664\t2.173\t0.797\t-2.271\t0.456\t0.000\t0.836\t-1.807\t-0.328\t0.000\t0.437\t0.835\t1.370\t1.551\t0.843\t1.079\t0.991\t0.761\t0.549\t0.909\t0.775\n0\t0.320\t0.283\t-0.752\t0.375\t1.354\t1.095\t1.613\t-0.173\t2.173\t0.989\t0.278\t-1.058\t0.000\t1.413\t-0.061\t1.317\t2.548\t1.815\t0.666\t-1.661\t0.000\t1.009\t1.057\t0.994\t2.126\t2.112\t1.530\t1.313\n1\t0.818\t-0.534\t-1.705\t0.947\t-0.577\t0.525\t-1.429\t0.869\t2.173\t0.806\t-1.211\t1.584\t0.000\t1.280\t-0.009\t-0.128\t1.274\t1.351\t-0.868\t-0.281\t0.000\t0.939\t0.810\t1.037\t0.802\t1.129\t0.770\t0.670\n1\t1.816\t-0.887\t-0.305\t0.736\t-0.626\t0.759\t-1.346\t0.817\t1.087\t0.921\t-1.189\t1.248\t0.000\t1.027\t-1.324\t1.717\t2.548\t0.512\t-1.477\t-0.223\t0.000\t0.903\t0.674\t0.982\t0.998\t0.799\t0.882\t0.772\n1\t1.958\t0.542\t0.806\t0.037\t-0.474\t0.966\t-0.259\t-1.092\t2.173\t0.502\t2.869\t1.309\t0.000\t0.884\t0.920\t-0.598\t0.000\t1.674\t-0.331\t-0.303\t3.102\t1.125\t0.954\t0.997\t1.269\t0.884\t0.956\t0.852\n0\t0.499\t0.061\t1.194\t1.030\t0.729\t1.512\t-0.823\t1.357\t2.173\t2.180\t0.143\t-0.644\t2.215\t0.659\t0.094\t-0.014\t0.000\t0.733\t-1.106\t-0.588\t0.000\t0.707\t0.880\t0.993\t1.829\t2.933\t1.764\t1.360\n0\t0.911\t-1.719\t-1.503\t0.331\t0.737\t1.601\t-1.058\t-0.936\t2.173\t1.028\t-1.387\t1.116\t0.000\t2.172\t-2.451\t0.492\t0.000\t0.652\t-0.636\t0.332\t3.102\t1.972\t1.263\t0.986\t0.971\t0.998\t1.553\t1.213\n1\t1.023\t-0.601\t-0.153\t0.687\t1.002\t0.765\t0.634\t1.187\t0.000\t0.783\t0.232\t-1.599\t2.215\t0.887\t-1.026\t-0.326\t1.274\t0.720\t0.662\t-0.729\t0.000\t1.123\t0.826\t1.002\t0.633\t1.038\t0.844\t0.788\n0\t1.293\t-1.678\t0.809\t0.832\t1.735\t0.947\t-1.166\t-1.303\t0.000\t1.314\t-1.138\t-0.521\t2.215\t0.962\t1.147\t0.732\t0.000\t0.621\t-0.310\t0.731\t3.102\t3.123\t1.681\t1.066\t1.180\t0.809\t1.306\t1.251\n1\t0.749\t-0.440\t1.533\t1.713\t-1.634\t0.686\t1.548\t-0.524\t0.000\t0.565\t-0.400\t-1.628\t2.215\t0.607\t-1.273\t0.061\t0.000\t1.854\t0.373\t0.317\t0.000\t0.671\t0.794\t0.973\t0.514\t0.420\t0.746\t0.834\n1\t0.630\t0.298\t1.353\t1.529\t0.815\t0.715\t-1.308\t-1.372\t0.000\t0.916\t-0.996\t0.710\t0.000\t1.068\t0.430\t-0.541\t0.000\t2.433\t-0.606\t-0.653\t3.102\t1.659\t0.928\t0.983\t1.222\t0.860\t0.843\t0.854\n0\t0.602\t0.495\t0.366\t0.763\t-1.107\t0.574\t-0.439\t1.693\t2.173\t0.779\t-1.105\t-1.122\t0.000\t0.742\t1.985\t0.368\t0.000\t1.220\t0.641\t0.193\t3.102\t3.165\t1.829\t0.988\t0.890\t1.036\t1.236\t1.008\n1\t0.651\t-0.245\t0.145\t0.658\t1.105\t1.105\t-0.581\t-1.325\t2.173\t0.470\t-1.169\t-0.506\t2.215\t0.576\t-2.518\t0.861\t0.000\t1.049\t-0.815\t0.683\t0.000\t0.883\t0.768\t0.994\t1.047\t0.788\t0.894\t0.784\n0\t0.494\t-1.311\t-1.247\t1.854\t-1.688\t0.978\t0.231\t0.290\t0.000\t0.787\t-0.477\t-0.911\t2.215\t0.266\t1.828\t-1.127\t0.000\t0.891\t-0.510\t-0.141\t3.102\t1.274\t0.890\t0.985\t0.730\t0.486\t0.750\t0.858\n0\t1.039\t-1.339\t-1.273\t0.361\t-0.074\t0.800\t-1.330\t1.257\t2.173\t0.610\t-0.272\t-1.522\t1.107\t0.767\t-1.439\t0.073\t0.000\t0.804\t0.059\t-0.306\t0.000\t0.850\t1.049\t0.996\t0.620\t0.837\t0.755\t0.683\n1\t1.219\t0.772\t1.575\t1.122\t-1.321\t0.857\t0.413\t-0.287\t2.173\t0.788\t0.942\t0.534\t1.107\t0.501\t-0.341\t-0.531\t0.000\t0.707\t0.012\t0.762\t0.000\t0.616\t0.648\t0.986\t1.199\t0.883\t0.919\t0.772\n1\t0.630\t-0.129\t0.406\t0.589\t-0.626\t1.036\t0.590\t-1.389\t2.173\t0.862\t1.395\t1.162\t0.000\t1.527\t0.927\t0.582\t0.000\t0.470\t-1.539\t-0.066\t0.000\t0.952\t1.041\t0.981\t0.930\t0.933\t0.993\t0.848\n1\t0.746\t-0.817\t0.878\t0.972\t0.511\t1.092\t0.070\t-0.781\t2.173\t1.078\t0.207\t-1.482\t2.215\t0.985\t-0.368\t0.443\t0.000\t0.463\t0.204\t1.569\t0.000\t0.679\t1.012\t0.981\t1.508\t0.949\t1.341\t1.053\n1\t0.959\t0.278\t-0.420\t1.214\t-1.431\t1.327\t-0.209\t0.963\t2.173\t0.268\t0.596\t-1.688\t0.000\t0.587\t0.054\t0.039\t2.548\t0.829\t-0.439\t-0.823\t0.000\t0.822\t1.241\t1.180\t0.715\t0.827\t0.896\t0.785\n1\t1.346\t-0.636\t-0.631\t1.769\t0.142\t1.031\t-0.440\t1.149\t2.173\t0.646\t0.075\t0.757\t0.000\t0.872\t0.232\t-1.276\t2.548\t0.499\t-0.852\t-0.913\t0.000\t0.854\t0.773\t1.372\t1.067\t1.052\t1.047\t0.843\n0\t0.754\t0.530\t-1.713\t1.211\t0.712\t0.880\t0.047\t-0.458\t2.173\t0.727\t-0.539\t-0.558\t2.215\t1.023\t-1.433\t1.403\t0.000\t0.388\t-1.339\t-1.570\t0.000\t0.804\t0.935\t1.082\t1.074\t0.375\t0.845\t0.888\n1\t0.454\t0.614\t-1.567\t0.644\t-1.634\t1.131\t-0.289\t-1.383\t0.000\t2.769\t0.318\t0.537\t1.107\t1.333\t-0.715\t-1.089\t0.000\t0.991\t0.692\t0.106\t0.000\t0.799\t0.595\t0.988\t1.567\t1.224\t1.460\t1.180\n0\t0.747\t0.047\t1.658\t0.369\t-0.946\t0.495\t-0.047\t0.751\t2.173\t0.480\t0.041\t-0.684\t0.000\t1.154\t-0.158\t-0.163\t2.548\t0.614\t1.495\t1.468\t0.000\t0.964\t0.874\t0.977\t0.768\t0.693\t0.685\t0.643\n1\t0.679\t-1.702\t-0.404\t1.032\t-0.435\t0.782\t-1.066\t1.055\t1.087\t0.706\t-0.674\t-1.605\t2.215\t0.897\t-0.336\t-0.450\t0.000\t0.931\t0.173\t1.212\t0.000\t1.047\t1.023\t0.989\t0.834\t0.769\t0.804\t0.750\n0\t1.462\t-0.329\t0.499\t1.970\t1.076\t1.009\t-0.502\t-0.947\t2.173\t1.110\t0.248\t0.093\t0.000\t1.416\t0.510\t-1.439\t2.548\t1.235\t-1.313\t-1.724\t0.000\t0.795\t1.095\t1.168\t1.535\t1.049\t1.219\t1.087\n0\t1.862\t1.526\t0.951\t0.362\t-0.381\t0.597\t2.298\t-0.372\t0.000\t0.686\t1.149\t-1.146\t1.107\t0.407\t0.385\t-1.542\t0.000\t0.769\t0.532\t0.311\t3.102\t1.242\t0.878\t1.060\t0.892\t0.659\t0.635\t0.683\n0\t0.915\t-1.307\t-0.365\t0.800\t0.804\t1.026\t-0.335\t-1.180\t1.087\t0.881\t-1.835\t0.695\t0.000\t0.663\t-2.595\t1.198\t0.000\t0.690\t-1.013\t0.994\t1.551\t0.779\t0.552\t1.030\t1.133\t0.918\t1.086\t0.911\n1\t0.725\t0.888\t1.282\t1.432\t-1.360\t1.067\t0.026\t0.986\t0.000\t1.339\t0.128\t-0.072\t0.000\t1.095\t0.981\t-0.582\t2.548\t0.873\t-0.274\t-0.884\t0.000\t0.918\t1.251\t0.988\t0.713\t0.697\t0.737\t0.859\n1\t0.585\t-0.769\t0.927\t0.534\t-0.942\t0.639\t1.348\t0.139\t2.173\t0.673\t0.368\t-0.588\t2.215\t0.909\t-0.688\t1.573\t0.000\t0.719\t-0.082\t1.448\t0.000\t0.315\t0.798\t0.986\t1.676\t0.768\t1.137\t0.949\n0\t0.304\t0.865\t0.520\t1.296\t-1.450\t0.472\t0.667\t0.735\t0.000\t0.904\t0.435\t1.727\t2.215\t0.701\t1.170\t-0.399\t0.000\t1.674\t-0.206\t-0.318\t3.102\t0.940\t0.935\t0.985\t0.815\t1.141\t0.785\t0.723\n0\t0.617\t-0.295\t1.333\t0.701\t-1.162\t0.885\t0.519\t-0.278\t1.087\t0.443\t1.405\t1.056\t2.215\t0.942\t2.248\t1.252\t0.000\t0.391\t1.343\t-1.020\t0.000\t0.664\t1.298\t0.990\t1.108\t0.965\t1.004\t1.177\n0\t1.244\t-0.669\t-1.374\t2.193\t1.607\t2.901\t0.308\t-0.031\t0.000\t2.223\t-0.619\t1.616\t2.215\t0.937\t-0.201\t-0.420\t0.000\t0.609\t-1.464\t1.283\t0.000\t1.092\t0.663\t1.006\t0.644\t0.906\t0.797\t0.756\n0\t1.276\t0.274\t0.013\t0.593\t-0.821\t0.771\t0.879\t0.701\t2.173\t0.665\t1.155\t1.203\t0.000\t0.930\t1.221\t-1.194\t0.000\t1.435\t1.811\t-0.779\t0.000\t1.006\t0.964\t0.989\t0.981\t0.897\t0.834\t0.809\n0\t0.698\t-1.181\t0.216\t0.995\t1.541\t0.854\t-1.149\t-1.719\t0.000\t0.658\t-0.826\t-0.958\t0.000\t0.442\t-0.169\t0.674\t0.000\t1.723\t0.561\t0.175\t3.102\t0.869\t0.959\t1.074\t0.536\t0.718\t0.763\t0.671\n0\t1.271\t0.454\t0.345\t0.962\t-1.012\t0.497\t-0.749\t-1.400\t0.000\t0.897\t-0.646\t0.486\t0.000\t1.038\t0.494\t-1.508\t2.548\t0.955\t-0.524\t1.110\t3.102\t1.407\t0.853\t1.440\t0.924\t0.714\t0.734\t0.801\n0\t0.874\t-0.513\t1.471\t0.978\t-0.445\t0.645\t-1.407\t-0.801\t2.173\t0.998\t0.294\t0.340\t2.215\t0.527\t-0.247\t1.037\t0.000\t0.651\t-0.155\t-0.986\t0.000\t0.626\t0.747\t1.266\t0.965\t1.530\t0.899\t0.715\n1\t0.449\t-2.133\t-0.985\t2.042\t-0.405\t0.455\t-0.866\t1.234\t0.000\t0.820\t-0.650\t1.638\t2.215\t1.179\t-0.924\t0.641\t2.548\t0.771\t0.035\t-1.537\t0.000\t0.691\t0.727\t0.979\t1.081\t0.837\t0.871\t0.782\n0\t0.537\t2.307\t0.512\t1.049\t-0.668\t0.738\t1.057\t1.379\t0.000\t0.783\t0.145\t0.417\t1.107\t0.717\t-0.011\t-0.962\t2.548\t0.637\t1.437\t-0.588\t0.000\t1.084\t0.923\t0.986\t1.032\t0.757\t0.810\t0.779\n1\t1.378\t1.272\t-0.687\t2.179\t-0.041\t0.642\t0.138\t0.476\t2.173\t0.753\t2.599\t-1.682\t0.000\t0.775\t0.285\t-1.349\t0.000\t0.636\t1.109\t0.752\t0.000\t0.981\t1.042\t1.321\t1.213\t0.790\t0.984\t1.049\n1\t1.548\t-1.061\t-1.359\t1.032\t-0.777\t0.622\t-1.039\t0.520\t2.173\t0.486\t-1.615\t1.299\t0.000\t1.819\t-0.103\t0.334\t2.548\t1.048\t-0.977\t0.019\t0.000\t0.880\t1.024\t0.988\t1.077\t0.680\t1.071\t0.885\n0\t0.876\t0.470\t-0.838\t1.228\t1.543\t1.063\t-0.382\t-0.439\t2.173\t1.122\t1.139\t1.545\t0.000\t0.756\t0.875\t0.302\t0.000\t0.806\t0.561\t0.841\t3.102\t1.099\t1.120\t1.206\t0.714\t1.048\t0.856\t0.797\n0\t2.049\t-1.019\t-0.809\t0.721\t0.813\t0.530\t0.954\t0.852\t0.000\t0.449\t-0.439\t0.830\t2.215\t0.563\t1.343\t-1.181\t0.000\t0.989\t-1.182\t0.977\t3.102\t0.982\t0.832\t1.675\t0.996\t0.313\t0.790\t0.998\n1\t0.806\t1.488\t-0.120\t0.184\t1.327\t0.415\t1.390\t0.234\t1.087\t0.968\t1.599\t-1.696\t2.215\t0.574\t-0.413\t1.543\t0.000\t1.009\t-0.402\t-0.072\t0.000\t0.857\t1.123\t0.988\t0.580\t0.927\t0.780\t0.685\n0\t1.743\t0.849\t0.053\t2.571\t-0.146\t1.951\t1.238\t1.613\t0.000\t3.401\t0.530\t-0.116\t1.107\t1.130\t0.925\t1.019\t1.274\t1.357\t1.265\t-1.396\t0.000\t1.085\t1.038\t0.996\t0.612\t1.846\t1.916\t1.728\n1\t1.117\t-0.491\t0.267\t1.459\t-0.330\t0.897\t2.426\t-0.931\t0.000\t1.030\t0.190\t0.694\t0.000\t1.810\t1.006\t1.324\t2.548\t0.686\t2.406\t1.516\t0.000\t1.000\t0.918\t0.988\t1.847\t0.799\t1.175\t1.729\n0\t0.812\t0.295\t-0.520\t0.628\t-0.827\t0.501\t0.899\t-1.411\t2.173\t0.897\t0.111\t-0.040\t1.107\t0.986\t-0.034\t0.880\t0.000\t1.102\t1.045\t1.353\t0.000\t0.926\t0.991\t0.985\t0.898\t1.015\t0.756\t0.799\n1\t0.525\t0.830\t1.108\t0.467\t-0.779\t3.107\t1.466\t0.438\t0.000\t3.680\t-0.037\t-1.337\t1.107\t1.070\t-0.404\t-1.525\t2.548\t0.773\t0.283\t-1.630\t0.000\t0.924\t1.233\t0.980\t0.650\t0.559\t0.755\t0.723\n1\t0.441\t-1.535\t0.789\t0.313\t-1.443\t2.026\t0.478\t-0.636\t0.000\t1.272\t-0.921\t-1.408\t1.107\t3.355\t-0.429\t0.985\t0.000\t1.605\t-0.721\t0.682\t3.102\t1.520\t0.906\t0.980\t0.811\t1.228\t1.022\t0.845\n1\t1.172\t0.328\t-0.798\t0.439\t0.756\t1.201\t0.538\t-0.583\t0.000\t1.877\t0.485\t0.915\t0.000\t1.327\t-0.211\t1.559\t2.548\t1.135\t-1.220\t-0.429\t0.000\t1.115\t1.068\t0.988\t0.840\t0.685\t0.911\t0.765\n0\t1.445\t-0.437\t1.664\t0.213\t-1.605\t0.798\t-0.355\t0.468\t2.173\t0.737\t-0.252\t-0.154\t0.000\t0.696\t-0.923\t-0.460\t2.548\t1.104\t-0.161\t-0.883\t0.000\t0.892\t0.745\t0.975\t0.747\t0.756\t0.749\t0.667\n1\t0.897\t-0.727\t-0.032\t0.420\t-0.592\t1.391\t-0.142\t-1.582\t0.000\t1.763\t-0.110\t-0.220\t2.215\t1.126\t-0.872\t1.156\t1.274\t0.611\t-1.382\t0.738\t0.000\t0.457\t1.074\t0.990\t0.916\t1.559\t0.850\t0.755\n1\t1.029\t-0.904\t0.352\t1.720\t0.233\t1.501\t0.243\t-1.406\t2.173\t0.853\t0.435\t-1.711\t0.000\t1.462\t0.135\t0.374\t2.548\t0.368\t1.136\t-0.590\t0.000\t0.709\t0.962\t1.002\t2.504\t1.846\t1.766\t1.456\n0\t0.490\t-2.188\t-0.962\t0.846\t-1.112\t1.087\t-0.530\t-0.161\t2.173\t0.894\t-0.541\t0.395\t2.215\t1.554\t-1.117\t1.492\t0.000\t0.429\t-1.883\t1.472\t0.000\t0.487\t0.969\t0.985\t0.990\t0.697\t0.947\t0.862\n1\t1.317\t0.051\t1.278\t0.400\t1.496\t0.792\t0.387\t-0.037\t2.173\t0.795\t0.359\t-0.892\t0.000\t0.644\t-0.157\t-1.405\t0.000\t0.763\t-0.480\t0.389\t3.102\t0.574\t0.888\t0.982\t0.627\t0.516\t0.733\t0.721\n1\t0.838\t-0.744\t0.423\t1.073\t1.395\t0.466\t-1.154\t-1.500\t0.000\t0.975\t-0.086\t0.487\t0.000\t1.910\t0.521\t-1.285\t2.548\t1.347\t1.020\t0.088\t3.102\t0.927\t0.859\t1.010\t1.282\t1.228\t1.079\t0.934\n1\t0.332\t-0.853\t-1.678\t0.086\t0.383\t0.486\t-0.906\t0.740\t0.000\t1.113\t1.058\t-1.687\t2.215\t1.299\t-0.444\t-0.897\t2.548\t0.392\t2.105\t0.212\t0.000\t1.829\t1.444\t0.826\t0.663\t1.393\t1.137\t0.880\n0\t0.757\t0.402\t0.671\t0.423\t1.240\t0.474\t1.175\t-1.685\t2.173\t0.833\t-0.434\t-0.562\t0.000\t0.708\t1.743\t1.431\t0.000\t0.711\t-0.125\t0.503\t0.000\t0.834\t1.038\t0.990\t0.885\t0.622\t0.678\t0.743\n1\t0.906\t-0.765\t1.426\t0.162\t0.861\t1.115\t0.881\t-0.134\t2.173\t0.912\t-0.189\t-1.493\t1.107\t0.985\t1.543\t0.723\t0.000\t0.646\t-1.635\t-0.777\t0.000\t0.334\t0.821\t0.980\t1.203\t1.632\t1.315\t1.073\n0\t1.000\t-0.885\t-0.096\t0.923\t-1.056\t0.810\t-0.495\t0.510\t1.087\t0.771\t-1.950\t0.302\t0.000\t1.975\t-0.135\t-1.391\t2.548\t0.861\t-1.057\t-1.180\t0.000\t0.754\t1.037\t1.012\t0.986\t1.585\t0.953\t0.847\n0\t1.545\t-0.060\t0.394\t0.335\t-1.085\t0.997\t0.434\t-0.517\t2.173\t0.813\t0.606\t-1.695\t0.000\t0.872\t-0.389\t0.886\t2.548\t1.272\t-0.418\t-1.556\t0.000\t0.803\t0.833\t0.987\t0.921\t1.223\t0.883\t0.810\n0\t2.294\t0.573\t-0.676\t0.142\t1.381\t0.941\t0.746\t1.118\t0.000\t1.048\t0.471\t0.690\t0.000\t0.585\t-0.416\t-0.011\t2.548\t2.049\t0.139\t-1.405\t3.102\t0.845\t0.924\t0.987\t0.863\t0.839\t0.883\t0.926\n1\t0.943\t-1.601\t-0.014\t0.155\t-0.967\t1.585\t-0.723\t1.500\t2.173\t1.705\t-0.683\t-1.107\t0.000\t1.145\t-0.394\t-0.366\t1.274\t2.083\t-0.284\t0.379\t0.000\t0.731\t0.983\t0.982\t0.631\t1.686\t0.997\t0.801\n0\t0.507\t1.101\t1.372\t1.546\t-1.139\t1.091\t-0.461\t0.193\t2.173\t1.030\t-0.927\t1.705\t0.000\t0.860\t0.178\t1.555\t2.548\t0.981\t1.764\t-0.051\t0.000\t3.183\t1.775\t0.989\t1.838\t1.207\t1.395\t1.366\n0\t1.012\t0.183\t-1.683\t1.439\t1.092\t0.703\t1.708\t-0.456\t0.000\t0.923\t-0.565\t1.081\t0.000\t0.920\t0.606\t-0.876\t0.000\t0.722\t2.018\t0.418\t0.000\t0.963\t1.070\t1.000\t0.740\t0.476\t0.674\t0.844\n1\t1.142\t-0.288\t-0.503\t1.143\t-0.358\t1.044\t-0.848\t0.732\t2.173\t0.760\t-2.464\t-1.340\t0.000\t1.595\t-0.700\t1.456\t1.274\t0.940\t-0.982\t-0.980\t0.000\t0.879\t1.185\t0.987\t1.206\t0.977\t1.065\t1.054\n1\t0.697\t-1.508\t0.202\t0.506\t0.518\t0.923\t0.122\t-1.467\t0.000\t0.680\t0.235\t0.218\t2.215\t1.100\t-0.703\t-1.577\t2.548\t1.471\t-0.772\t-0.236\t0.000\t1.871\t1.193\t0.993\t0.640\t1.039\t0.903\t0.825\n0\t0.480\t0.095\t0.479\t0.917\t-1.481\t0.700\t0.088\t0.108\t2.173\t0.797\t0.518\t-1.061\t1.107\t0.559\t-0.243\t1.297\t0.000\t0.734\t0.851\t0.558\t0.000\t1.040\t0.891\t0.988\t0.834\t0.986\t0.697\t0.654\n0\t1.248\t0.525\t-0.242\t1.576\t-1.064\t0.857\t-1.099\t1.321\t1.087\t0.485\t0.220\t1.475\t0.000\t0.749\t-1.291\t0.132\t0.000\t0.869\t-0.357\t-0.107\t0.000\t0.883\t0.925\t1.309\t0.930\t0.321\t1.092\t0.877\n1\t0.622\t0.279\t-0.040\t0.658\t-1.205\t1.306\t1.456\t0.600\t0.000\t1.221\t1.056\t-1.659\t0.000\t0.655\t0.716\t0.365\t0.000\t1.348\t1.141\t-0.596\t3.102\t0.938\t0.827\t0.990\t0.615\t0.682\t0.601\t0.570\n1\t1.472\t0.198\t1.370\t0.803\t-0.211\t0.732\t1.372\t-0.006\t0.000\t0.597\t-0.137\t-0.009\t2.215\t1.264\t-0.470\t-1.408\t2.548\t1.182\t1.285\t1.252\t0.000\t0.913\t0.942\t1.490\t1.003\t0.896\t0.890\t0.839\n0\t0.745\t-1.481\t-1.571\t0.862\t0.863\t1.320\t-1.638\t1.571\t0.000\t1.763\t-1.501\t-0.041\t0.000\t2.054\t1.150\t-0.475\t0.000\t1.094\t-0.760\t0.312\t3.102\t0.832\t0.993\t0.990\t0.658\t0.730\t0.786\t0.677\n0\t0.655\t-0.480\t-0.551\t1.810\t-0.023\t0.660\t-0.315\t1.133\t2.173\t0.655\t0.128\t-1.327\t0.000\t0.511\t2.374\t-1.481\t0.000\t1.242\t0.921\t-1.146\t3.102\t0.926\t0.770\t0.990\t1.138\t1.127\t1.146\t1.353\n0\t1.485\t0.791\t0.358\t0.864\t-0.783\t0.895\t0.740\t1.112\t2.173\t0.883\t0.428\t-0.984\t0.000\t0.501\t-0.301\t-0.547\t0.000\t0.631\t-0.673\t-0.990\t3.102\t0.562\t1.146\t1.344\t0.895\t1.017\t0.836\t0.776\n1\t0.827\t-0.119\t0.324\t0.354\t-1.525\t1.129\t0.229\t-1.292\t2.173\t0.960\t1.006\t0.413\t0.000\t1.011\t1.030\t-0.249\t0.000\t0.695\t2.395\t1.308\t0.000\t0.852\t0.717\t0.991\t0.943\t0.831\t0.923\t0.783\n0\t0.620\t0.693\t-0.546\t2.155\t0.051\t0.927\t-0.147\t1.577\t0.000\t0.629\t-2.201\t-0.981\t0.000\t0.508\t-0.451\t0.728\t2.548\t0.910\t-0.464\t-1.312\t0.000\t0.991\t0.848\t0.982\t0.897\t0.573\t0.968\t1.014\n1\t1.119\t-0.185\t1.582\t1.461\t0.830\t1.310\t1.121\t-0.595\t2.173\t0.507\t-0.599\t-0.179\t0.000\t0.493\t-1.139\t1.714\t0.000\t1.127\t-0.025\t1.121\t3.102\t0.799\t0.692\t1.109\t1.815\t1.509\t1.208\t1.041\n1\t0.769\t0.524\t-1.224\t0.964\t0.043\t2.024\t-0.256\t-0.078\t0.000\t1.791\t-0.154\t1.137\t0.000\t1.661\t-0.679\t-1.547\t2.548\t1.652\t-0.208\t1.551\t0.000\t0.824\t1.087\t1.085\t0.685\t0.858\t0.920\t0.924\n0\t1.335\t-0.274\t0.813\t0.599\t0.380\t0.622\t1.964\t-0.975\t0.000\t0.803\t2.281\t-1.514\t0.000\t0.527\t-1.570\t-1.130\t0.000\t1.596\t-0.416\t-0.135\t3.102\t0.753\t0.884\t0.996\t0.770\t0.873\t1.225\t1.447\n0\t0.466\t0.259\t0.837\t3.177\t1.304\t0.893\t-0.030\t-0.502\t0.000\t0.486\t2.463\t-1.333\t0.000\t0.511\t1.394\t-0.535\t1.274\t1.198\t-0.604\t0.327\t3.102\t2.517\t1.367\t0.988\t0.898\t0.928\t1.108\t1.356\n0\t0.959\t0.213\t1.514\t0.486\t0.725\t0.920\t-0.818\t-1.567\t2.173\t0.796\t0.290\t-0.520\t0.000\t0.999\t1.287\t0.656\t0.000\t0.442\t0.710\t0.985\t0.000\t0.882\t0.707\t0.984\t1.193\t1.507\t1.266\t1.022\n0\t0.785\t0.899\t-0.859\t0.984\t-0.942\t1.400\t0.763\t0.628\t2.173\t0.919\t0.526\t-1.318\t2.215\t0.643\t0.297\t0.971\t0.000\t0.605\t1.499\t-1.275\t0.000\t0.830\t0.927\t0.987\t0.886\t1.652\t1.196\t0.940\n1\t0.815\t-0.281\t1.207\t0.346\t-1.407\t0.687\t-0.338\t-0.432\t2.173\t0.432\t1.885\t0.975\t0.000\t0.627\t0.988\t-1.372\t0.000\t1.178\t0.192\t0.494\t1.551\t0.768\t0.788\t0.991\t0.898\t0.757\t0.795\t0.880\n1\t1.221\t-0.739\t-0.118\t1.345\t-0.655\t2.465\t-1.114\t1.121\t2.173\t2.094\t-0.470\t-0.703\t0.000\t1.033\t-0.614\t0.455\t0.000\t1.529\t0.672\t-1.468\t0.000\t0.650\t1.050\t0.990\t0.632\t1.144\t1.338\t1.057\n1\t1.662\t-0.322\t0.283\t0.599\t-0.951\t1.559\t-0.159\t1.649\t2.173\t0.718\t-1.067\t-1.290\t2.215\t0.778\t1.096\t-0.410\t0.000\t1.527\t-0.817\t0.863\t0.000\t0.809\t0.964\t1.239\t1.431\t1.054\t1.035\t0.960\n0\t2.307\t0.588\t-1.143\t0.474\t0.797\t0.557\t1.574\t0.973\t0.000\t1.007\t0.924\t0.230\t2.215\t0.523\t0.233\t1.157\t0.000\t0.640\t-0.877\t-0.774\t3.102\t0.714\t1.031\t1.426\t1.181\t1.027\t0.883\t0.848\n0\t0.324\t-0.991\t1.427\t3.103\t-1.264\t2.521\t-0.239\t0.513\t2.173\t0.981\t-0.534\t1.645\t2.215\t1.246\t-2.152\t-0.778\t0.000\t0.814\t0.583\t-0.045\t0.000\t1.317\t1.289\t0.987\t2.883\t2.004\t1.907\t1.650\n0\t0.393\t-1.487\t1.508\t3.241\t-1.659\t1.855\t0.377\t0.158\t2.173\t2.043\t-0.361\t0.373\t0.000\t2.605\t-0.003\t-1.475\t2.548\t1.211\t0.797\t-0.160\t0.000\t1.289\t1.867\t0.986\t2.997\t2.776\t3.434\t3.564\n1\t2.485\t-1.087\t0.688\t0.118\t1.500\t0.487\t-0.116\t-1.623\t0.000\t0.573\t-0.026\t-0.990\t2.215\t1.022\t-0.956\t-0.399\t1.274\t0.498\t-1.858\t-1.638\t0.000\t0.952\t0.887\t0.997\t1.029\t0.599\t0.795\t0.764\n0\t0.559\t0.649\t-0.521\t0.262\t0.168\t0.825\t1.025\t-1.594\t1.087\t1.195\t1.016\t0.252\t2.215\t0.470\t0.454\t-0.095\t0.000\t0.808\t-0.632\t-1.679\t0.000\t0.813\t1.002\t0.986\t1.095\t1.454\t0.997\t0.831\n0\t3.255\t-0.315\t0.635\t1.214\t-0.969\t1.268\t-0.719\t-1.027\t2.173\t1.506\t-0.177\t1.071\t2.215\t0.808\t-0.006\t-0.648\t0.000\t0.925\t-1.452\t-0.462\t0.000\t0.950\t0.866\t2.732\t1.570\t2.009\t1.524\t1.257\n1\t0.384\t0.406\t0.077\t0.588\t-0.959\t0.673\t-0.155\t-1.485\t0.000\t0.810\t0.893\t1.115\t2.215\t0.755\t0.711\t-0.558\t0.000\t0.862\t-0.661\t0.296\t0.000\t0.854\t0.842\t0.988\t0.710\t0.289\t0.719\t0.658\n1\t0.900\t0.188\t-1.630\t1.654\t-1.084\t0.974\t0.069\t0.405\t2.173\t0.744\t0.597\t1.151\t2.215\t0.851\t-0.429\t1.137\t0.000\t0.763\t-0.120\t-0.994\t0.000\t0.922\t1.093\t0.979\t1.368\t0.852\t0.971\t0.979\n1\t0.924\t-0.200\t-1.134\t0.513\t1.320\t0.881\t-0.275\t-0.036\t1.087\t1.035\t1.101\t1.358\t0.000\t0.573\t-0.488\t-0.568\t0.000\t0.369\t0.797\t-0.657\t0.000\t0.784\t1.318\t0.992\t0.683\t0.867\t0.787\t0.806\n0\t1.107\t-0.038\t1.209\t0.764\t0.335\t0.672\t0.089\t0.088\t0.000\t0.821\t0.771\t-1.191\t2.215\t0.982\t-0.038\t-1.238\t2.548\t0.662\t1.268\t-0.290\t0.000\t0.864\t0.947\t0.985\t0.824\t0.412\t0.733\t0.752\n0\t0.299\t1.073\t-0.302\t1.292\t1.514\t1.198\t1.125\t1.075\t2.173\t1.673\t-0.046\t-0.671\t1.107\t0.799\t0.463\t-0.460\t0.000\t0.743\t0.164\t-1.043\t0.000\t0.818\t0.862\t0.992\t0.920\t2.458\t1.465\t1.280\n0\t0.462\t-1.385\t-0.656\t0.805\t0.407\t1.613\t0.133\t-0.394\t2.173\t1.001\t0.172\t1.350\t2.215\t0.954\t0.942\t-1.562\t0.000\t1.945\t0.546\t-0.880\t0.000\t0.913\t1.061\t0.989\t0.958\t1.870\t1.127\t0.989\n0\t2.078\t1.567\t-1.241\t0.731\t-0.619\t0.768\t0.118\t1.609\t2.173\t0.712\t-0.315\t1.080\t0.000\t1.414\t1.029\t0.459\t0.000\t0.795\t-0.752\t0.122\t3.102\t0.873\t0.964\t0.986\t1.380\t0.918\t1.204\t1.093\n0\t0.708\t-0.021\t0.108\t0.803\t1.360\t0.766\t-0.291\t-1.223\t2.173\t0.386\t-1.065\t-0.810\t0.000\t0.548\t-1.694\t0.792\t0.000\t1.326\t-1.172\t0.229\t1.551\t0.752\t0.882\t0.985\t0.736\t1.205\t0.752\t0.666\n1\t1.709\t-0.286\t0.393\t1.551\t-0.574\t1.180\t-0.530\t1.410\t0.000\t0.950\t-0.132\t-1.603\t2.215\t0.988\t-2.257\t0.806\t0.000\t0.562\t-0.745\t0.215\t0.000\t0.834\t0.898\t1.725\t1.299\t0.544\t0.875\t1.000\n1\t0.761\t0.834\t0.945\t0.437\t1.329\t1.929\t-0.148\t-1.256\t0.000\t1.857\t0.385\t0.399\t2.215\t1.246\t-0.867\t-0.291\t2.548\t1.091\t1.532\t1.456\t0.000\t0.787\t1.275\t0.980\t0.968\t1.507\t1.173\t0.977\n0\t0.839\t0.219\t1.120\t0.394\t-0.580\t0.822\t1.144\t-1.350\t2.173\t0.893\t-0.228\t-0.081\t0.000\t1.163\t-0.231\t0.636\t0.000\t1.148\t-0.493\t-1.219\t3.102\t0.942\t0.960\t0.991\t0.801\t1.024\t1.024\t0.860\n1\t0.650\t1.778\t-0.991\t0.361\t-1.194\t1.388\t0.797\t1.133\t0.000\t1.779\t0.314\t-0.331\t2.215\t1.076\t0.859\t-1.460\t0.000\t0.629\t0.351\t0.488\t3.102\t1.589\t0.985\t0.976\t0.947\t0.644\t1.159\t0.962\n1\t0.724\t-1.401\t-0.903\t0.787\t1.375\t0.933\t-0.332\t0.091\t2.173\t0.677\t-0.123\t-0.923\t0.000\t1.097\t-0.520\t0.900\t2.548\t1.040\t-1.796\t-1.151\t0.000\t1.004\t0.997\t0.986\t0.732\t0.852\t0.752\t0.703\n1\t0.713\t-0.694\t0.416\t1.053\t-1.438\t1.403\t0.996\t-0.328\t0.000\t1.325\t-0.707\t0.834\t1.107\t1.430\t0.518\t-1.343\t0.000\t2.091\t-0.154\t1.408\t3.102\t2.095\t1.945\t1.194\t0.917\t0.849\t1.601\t1.325\n0\t0.935\t0.431\t0.085\t2.172\t-0.629\t0.808\t0.485\t0.852\t1.087\t0.909\t-0.322\t1.146\t0.000\t0.823\t-0.245\t-1.646\t0.000\t1.616\t0.229\t-1.190\t3.102\t0.778\t0.855\t1.182\t1.242\t1.173\t0.942\t0.930\n1\t0.781\t-1.344\t-0.423\t1.650\t-1.191\t1.309\t-0.756\t1.624\t1.087\t0.918\t-2.102\t0.166\t0.000\t1.258\t-0.145\t0.051\t0.000\t0.911\t-0.561\t0.314\t0.000\t0.985\t1.075\t1.002\t1.203\t0.535\t1.044\t0.993\n1\t0.989\t0.064\t-0.136\t1.499\t-0.029\t0.966\t-0.801\t1.731\t1.087\t0.605\t-1.268\t-1.198\t0.000\t0.389\t-1.478\t1.064\t0.000\t0.490\t-1.050\t0.525\t3.102\t0.675\t0.660\t0.973\t0.852\t0.666\t1.140\t1.020\n1\t0.974\t-0.986\t-0.615\t1.136\t1.374\t1.051\t0.801\t0.956\t2.173\t0.733\t0.924\t-1.443\t2.215\t1.121\t-0.334\t-0.641\t0.000\t0.669\t0.307\t0.031\t0.000\t1.101\t0.934\t1.421\t1.621\t1.075\t1.210\t1.277\n1\t0.392\t-1.473\t-1.145\t0.698\t-0.798\t1.313\t-0.273\t1.091\t2.173\t0.598\t0.150\t-0.197\t0.000\t0.730\t1.010\t-1.216\t0.000\t0.602\t0.209\t-0.639\t0.000\t0.949\t0.861\t1.000\t1.155\t0.556\t0.865\t0.797\n1\t1.601\t0.911\t-1.635\t0.794\t-0.078\t0.791\t-0.005\t0.842\t2.173\t0.684\t0.012\t-1.079\t0.000\t1.739\t-0.008\t0.221\t0.000\t0.748\t-0.396\t0.093\t3.102\t0.988\t0.936\t1.540\t0.976\t0.545\t0.839\t0.818\n0\t0.448\t0.983\t-0.805\t1.479\t-1.718\t0.917\t-0.481\t0.399\t0.000\t0.660\t-0.286\t-0.684\t2.215\t0.539\t-0.306\t1.180\t0.000\t0.625\t0.033\t0.021\t3.102\t0.982\t0.858\t0.982\t0.669\t0.358\t0.548\t0.661\n0\t0.606\t0.358\t-1.016\t0.891\t0.400\t1.730\t0.749\t-0.354\t2.173\t2.240\t0.465\t1.166\t0.000\t1.294\t0.420\t-1.633\t2.548\t0.767\t0.616\t1.466\t0.000\t0.508\t0.805\t0.988\t0.971\t1.726\t1.408\t1.110\n1\t1.228\t1.232\t0.843\t1.033\t0.615\t2.574\t1.336\t-1.646\t0.000\t2.692\t0.855\t-0.151\t2.215\t0.427\t-0.277\t0.147\t2.548\t0.903\t-0.219\t-1.176\t0.000\t0.604\t1.212\t0.986\t0.939\t0.776\t1.101\t0.974\n0\t0.933\t0.478\t-1.239\t0.682\t0.481\t0.510\t-0.337\t-1.188\t0.000\t0.928\t-0.572\t0.983\t2.215\t0.849\t-0.110\t-0.354\t0.000\t0.606\t-1.219\t0.920\t1.551\t0.818\t1.006\t1.105\t0.808\t0.308\t0.663\t0.674\n0\t0.605\t-0.096\t-1.398\t1.718\t0.390\t0.991\t-2.133\t0.306\t0.000\t1.131\t-0.056\t1.530\t1.107\t0.651\t-1.299\t-0.871\t0.000\t1.926\t0.962\t-1.107\t1.551\t0.804\t1.792\t1.411\t1.285\t1.261\t1.897\t1.531\n0\t0.866\t-0.913\t-0.056\t1.060\t-0.776\t1.016\t-1.071\t-1.110\t2.173\t1.500\t-0.545\t1.297\t2.215\t0.792\t2.214\t0.088\t0.000\t0.690\t-0.833\t0.218\t0.000\t2.198\t2.230\t0.984\t0.887\t1.575\t1.845\t1.467\n0\t0.621\t0.901\t0.883\t1.117\t-0.886\t0.367\t2.443\t0.622\t0.000\t0.809\t-0.787\t1.143\t2.215\t0.694\t0.631\t-0.339\t2.548\t0.832\t0.748\t-1.055\t0.000\t1.049\t0.880\t1.153\t0.640\t1.015\t0.805\t0.731\n0\t0.940\t-1.425\t1.447\t0.668\t-0.891\t0.534\t0.861\t-0.145\t0.000\t1.014\t-1.135\t-1.138\t2.215\t0.903\t-2.194\t-0.050\t0.000\t1.184\t0.126\t0.806\t1.551\t0.441\t1.144\t0.986\t0.851\t1.199\t1.086\t0.904\n1\t0.808\t0.149\t0.766\t0.392\t-0.784\t0.596\t-0.199\t-0.692\t2.173\t0.546\t2.100\t1.285\t0.000\t0.828\t-0.310\t1.477\t2.548\t0.942\t0.239\t-1.389\t0.000\t0.855\t1.004\t0.985\t0.717\t0.814\t0.850\t0.784\n1\t1.815\t0.313\t-0.515\t1.559\t-1.143\t1.969\t0.672\t1.408\t0.000\t0.615\t-0.863\t0.401\t0.000\t0.999\t-1.143\t0.947\t2.548\t0.413\t-0.244\t-0.213\t0.000\t0.398\t0.495\t1.248\t1.121\t0.618\t1.057\t0.840\n0\t0.700\t0.899\t0.637\t1.122\t1.652\t1.027\t-0.521\t-1.018\t2.173\t1.067\t1.710\t0.020\t0.000\t0.351\t-1.597\t0.678\t0.000\t0.920\t1.338\t1.223\t0.000\t1.145\t1.136\t0.987\t1.241\t0.654\t1.296\t1.066\n1\t0.979\t-0.429\t-1.720\t1.277\t-0.401\t0.651\t0.940\t-0.004\t2.173\t0.779\t0.657\t1.455\t0.000\t0.976\t-1.066\t1.248\t0.000\t1.802\t0.417\t-0.694\t0.000\t1.440\t1.171\t1.438\t1.171\t0.740\t0.978\t0.983\n1\t0.773\t-0.046\t0.888\t0.472\t-1.432\t2.017\t-1.593\t-0.435\t0.000\t1.300\t-0.891\t1.027\t2.215\t0.972\t-1.974\t-1.632\t0.000\t1.992\t-0.145\t1.531\t3.102\t0.828\t1.024\t0.984\t0.669\t0.843\t0.902\t0.771\n1\t1.549\t0.841\t-0.854\t0.671\t0.763\t0.916\t2.506\t-0.491\t0.000\t1.376\t0.250\t0.958\t2.215\t1.383\t0.635\t1.520\t2.548\t1.236\t-0.384\t1.490\t0.000\t0.860\t0.885\t1.404\t0.987\t0.783\t0.889\t0.812\n1\t0.809\t-0.754\t-0.774\t1.760\t-0.247\t0.566\t-1.765\t-1.408\t0.000\t1.102\t-0.157\t-1.681\t1.107\t0.759\t-0.521\t-0.374\t0.000\t3.412\t-0.600\t0.863\t3.102\t1.211\t1.163\t1.001\t1.446\t1.404\t1.169\t1.088\n1\t0.515\t0.454\t-0.582\t0.816\t0.400\t0.634\t0.187\t-1.273\t2.173\t1.158\t-0.642\t-1.037\t0.000\t1.444\t0.583\t0.524\t0.000\t1.581\t0.420\t1.672\t3.102\t0.998\t1.172\t0.987\t0.953\t0.523\t0.919\t0.881\n1\t1.937\t1.301\t-1.301\t0.507\t0.744\t1.204\t1.344\t-0.303\t2.173\t0.688\t0.741\t0.310\t2.215\t1.433\t1.654\t1.500\t0.000\t0.753\t-0.418\t0.943\t0.000\t1.737\t1.212\t1.322\t1.211\t0.810\t1.092\t1.005\n1\t0.366\t1.900\t0.901\t0.652\t0.774\t1.237\t0.102\t-1.481\t0.000\t1.552\t0.659\t0.254\t1.107\t0.706\t-0.099\t-0.907\t0.000\t0.500\t-0.200\t1.354\t3.102\t0.962\t1.130\t0.995\t0.526\t0.765\t0.721\t0.664\n1\t0.451\t1.055\t-0.298\t1.039\t-0.141\t0.753\t-0.727\t1.432\t0.000\t0.678\t-0.082\t-1.500\t0.000\t0.631\t0.346\t-0.521\t2.548\t1.255\t1.004\t0.424\t0.000\t0.881\t0.905\t0.994\t0.664\t0.290\t0.614\t1.182\n0\t1.728\t1.460\t1.198\t0.843\t-1.619\t1.335\t-0.940\t-0.682\t0.000\t1.012\t0.220\t1.562\t0.000\t0.674\t0.864\t0.574\t2.548\t0.587\t1.198\t-1.404\t3.102\t2.699\t1.738\t0.982\t0.714\t0.485\t1.174\t1.398\n1\t1.138\t0.426\t-0.047\t0.939\t-0.774\t1.590\t0.548\t-0.590\t2.173\t2.121\t-0.104\t0.804\t0.000\t1.749\t-1.319\t1.529\t1.274\t1.508\t0.568\t1.423\t0.000\t1.552\t1.919\t0.987\t0.774\t3.134\t1.964\t1.548\n0\t0.943\t0.249\t1.039\t2.680\t1.038\t1.811\t0.576\t-0.778\t2.173\t0.783\t0.654\t-1.407\t2.215\t1.240\t0.084\t0.536\t0.000\t0.547\t0.767\t-0.312\t0.000\t0.738\t0.909\t0.971\t2.398\t0.944\t1.589\t1.253\n0\t0.442\t0.118\t-1.021\t1.661\t0.789\t0.748\t1.272\t-1.731\t1.087\t0.640\t1.780\t-1.121\t0.000\t1.116\t-0.562\t0.119\t2.548\t1.422\t1.052\t-0.357\t0.000\t0.867\t0.942\t1.185\t0.824\t1.690\t1.098\t1.017\n0\t0.526\t-1.433\t-0.055\t1.779\t0.173\t1.261\t-0.431\t1.570\t0.000\t1.210\t0.243\t1.299\t0.000\t2.945\t-0.607\t-0.394\t2.548\t0.753\t-1.041\t-1.463\t3.102\t1.116\t0.926\t0.990\t0.930\t0.993\t1.370\t1.220\n1\t0.844\t-1.034\t-0.227\t0.507\t1.204\t1.012\t0.917\t-1.121\t0.000\t1.206\t-1.223\t0.858\t2.215\t0.578\t-2.273\t-1.053\t0.000\t0.806\t-2.134\t0.741\t0.000\t0.753\t0.940\t0.988\t0.515\t0.352\t0.591\t0.564\n0\t0.566\t1.264\t-0.838\t1.090\t0.278\t0.788\t0.854\t0.933\t0.000\t0.864\t-0.711\t1.682\t2.215\t1.534\t-0.624\t-1.077\t0.000\t0.828\t-0.532\t-0.172\t3.102\t1.322\t1.038\t0.987\t1.013\t0.761\t1.099\t1.319\n0\t0.723\t0.550\t0.356\t1.616\t-0.220\t1.122\t2.230\t-1.471\t0.000\t1.321\t-0.530\t0.525\t2.215\t1.763\t1.059\t1.229\t0.000\t1.319\t1.308\t-1.071\t3.102\t2.190\t1.375\t0.982\t1.435\t1.916\t1.901\t1.559\n1\t1.104\t0.483\t-1.025\t1.548\t-1.299\t0.860\t0.952\t0.427\t2.173\t1.300\t-2.416\t0.467\t0.000\t0.549\t0.149\t-1.422\t2.548\t0.569\t0.143\t0.582\t0.000\t0.504\t0.524\t0.992\t0.483\t0.922\t0.934\t0.759\n0\t0.661\t-1.443\t-0.722\t0.529\t1.433\t0.881\t0.465\t-0.735\t1.087\t0.968\t0.399\t0.961\t1.107\t0.485\t1.478\t1.507\t0.000\t1.256\t0.194\t0.296\t0.000\t0.832\t0.838\t0.990\t1.559\t1.358\t1.428\t1.174\n1\t0.634\t-1.699\t1.673\t1.496\t-0.663\t1.558\t0.256\t0.128\t1.087\t1.180\t-2.581\t1.628\t0.000\t0.888\t-0.391\t1.360\t0.000\t0.698\t0.585\t-1.380\t3.102\t2.165\t1.881\t1.162\t2.128\t1.107\t2.082\t1.711\n1\t1.007\t-0.436\t-0.640\t0.988\t0.299\t1.680\t-0.705\t-1.320\t0.000\t0.836\t-0.653\t0.287\t0.000\t1.992\t0.207\t0.355\t2.548\t1.046\t-0.234\t1.488\t0.000\t1.102\t0.986\t1.035\t0.779\t0.688\t0.679\t0.681\n1\t0.943\t-0.374\t0.316\t0.970\t-1.180\t0.811\t0.819\t1.608\t0.000\t1.379\t-0.016\t0.050\t2.215\t0.766\t1.063\t-1.229\t0.000\t0.560\t-0.802\t-1.736\t3.102\t0.817\t0.808\t1.292\t0.942\t0.883\t0.950\t0.882\n1\t1.066\t-0.699\t-1.410\t1.098\t-0.629\t0.700\t-0.923\t0.866\t0.000\t1.083\t0.247\t0.431\t2.215\t0.737\t0.983\t-0.712\t0.000\t1.089\t-0.085\t0.885\t3.102\t0.294\t0.887\t0.986\t0.867\t0.428\t0.842\t0.820\n1\t0.787\t0.894\t0.280\t1.232\t0.433\t2.828\t-0.055\t-1.070\t0.000\t1.383\t-0.503\t0.585\t2.215\t2.322\t0.330\t1.144\t0.000\t0.981\t-0.440\t-0.525\t3.102\t0.836\t1.152\t0.984\t0.725\t0.885\t0.947\t0.836\n1\t1.675\t-0.256\t-0.504\t1.428\t0.208\t1.302\t0.107\t1.180\t0.000\t0.597\t0.971\t-0.679\t1.107\t0.443\t-0.770\t0.030\t1.274\t0.819\t0.629\t-1.664\t0.000\t1.005\t0.931\t1.284\t0.950\t0.665\t0.795\t0.916\n0\t2.030\t-1.210\t-1.250\t0.706\t1.027\t1.388\t0.381\t0.360\t2.173\t0.459\t-0.087\t1.230\t0.000\t0.653\t2.335\t1.572\t0.000\t0.377\t0.562\t-0.533\t3.102\t0.773\t0.543\t1.470\t2.077\t0.563\t1.283\t1.425\n0\t0.962\t0.549\t-1.365\t1.342\t-0.029\t1.360\t0.340\t0.806\t2.173\t1.613\t-0.506\t-1.315\t2.215\t0.899\t-0.358\t0.602\t0.000\t1.344\t-0.937\t-0.540\t0.000\t1.134\t1.244\t1.470\t1.292\t2.272\t1.335\t1.177\n0\t0.673\t0.836\t-1.359\t1.474\t-1.417\t1.204\t-1.465\t0.232\t2.173\t0.615\t-0.822\t-0.220\t0.000\t0.986\t1.973\t-1.602\t0.000\t1.450\t-0.718\t1.156\t3.102\t0.694\t0.859\t0.999\t1.850\t1.122\t2.452\t1.764\n0\t0.608\t-0.716\t1.379\t1.963\t-1.037\t0.921\t-0.845\t0.721\t1.087\t0.684\t-1.500\t-0.469\t2.215\t0.446\t-0.779\t-0.408\t0.000\t0.954\t0.635\t1.597\t0.000\t0.953\t1.008\t1.244\t1.260\t1.105\t0.934\t0.854\n1\t0.398\t1.379\t-1.038\t1.199\t-1.407\t0.810\t0.054\t-0.396\t2.173\t0.911\t1.429\t1.013\t0.000\t0.767\t0.619\t1.630\t0.000\t1.417\t0.667\t0.171\t0.000\t0.854\t0.731\t0.977\t0.871\t0.741\t0.844\t0.795\n1\t0.360\t-0.935\t-1.049\t0.734\t1.482\t0.813\t0.247\t1.581\t2.173\t1.053\t-0.524\t-0.621\t0.000\t1.058\t-1.117\t-0.151\t0.000\t0.900\t0.299\t0.311\t3.102\t0.874\t0.858\t0.992\t1.606\t0.826\t1.183\t1.100\n0\t0.594\t0.228\t1.371\t1.115\t-1.081\t0.946\t0.603\t-0.196\t2.173\t0.394\t1.126\t1.047\t0.000\t0.432\t-2.336\t-1.247\t0.000\t0.452\t1.564\t-0.074\t0.000\t0.508\t0.727\t0.988\t0.632\t0.832\t0.739\t0.682\n1\t1.605\t-0.278\t0.033\t0.924\t0.371\t0.959\t0.924\t-0.880\t2.173\t0.949\t0.559\t1.499\t2.215\t0.698\t0.011\t1.497\t0.000\t0.382\t0.035\t-0.933\t0.000\t0.464\t0.759\t0.987\t1.315\t1.206\t1.269\t0.951\n1\t0.466\t1.073\t-0.374\t0.022\t-0.121\t0.903\t-0.434\t0.074\t2.173\t0.359\t2.071\t0.647\t0.000\t1.086\t0.905\t1.430\t1.274\t0.506\t1.180\t-1.405\t0.000\t0.571\t1.289\t0.543\t0.580\t1.506\t0.928\t0.713\n1\t2.477\t-1.667\t-1.127\t0.890\t-1.543\t1.325\t1.062\t0.696\t0.000\t1.611\t-0.987\t-0.218\t2.215\t0.731\t-1.443\t0.961\t0.000\t0.627\t0.026\t-1.671\t0.000\t0.849\t1.111\t0.986\t0.722\t1.171\t0.989\t0.873\n0\t2.232\t0.127\t0.041\t3.490\t0.385\t3.415\t-0.387\t-1.400\t0.000\t2.419\t0.155\t0.468\t1.107\t2.632\t-0.932\t-1.261\t2.548\t1.779\t0.313\t1.049\t0.000\t0.898\t1.059\t1.182\t2.644\t3.165\t1.975\t1.544\n0\t1.451\t-0.835\t0.892\t1.078\t1.329\t0.846\t-0.055\t-0.026\t2.173\t0.448\t-2.645\t-0.629\t0.000\t0.965\t-1.019\t-1.428\t2.548\t0.825\t0.029\t-1.055\t0.000\t0.671\t0.732\t0.979\t1.118\t1.243\t0.918\t0.941\n1\t0.540\t-0.885\t-0.417\t0.279\t0.685\t0.840\t0.785\t1.173\t0.000\t1.233\t-0.070\t-0.270\t2.215\t1.109\t0.743\t-1.710\t0.000\t0.442\t0.175\t-1.564\t3.102\t0.896\t0.553\t0.999\t0.699\t0.620\t0.866\t0.750\n1\t0.717\t-0.190\t0.302\t0.557\t-0.273\t1.164\t0.120\t0.608\t0.000\t1.179\t2.272\t-1.428\t0.000\t1.671\t-0.662\t-1.443\t2.548\t0.711\t-0.284\t0.022\t0.000\t0.773\t0.689\t0.995\t1.230\t0.894\t0.907\t0.862\n1\t1.233\t-0.697\t1.293\t0.549\t1.215\t0.907\t-0.988\t-0.596\t0.000\t0.931\t0.300\t1.174\t2.215\t0.708\t-1.311\t0.313\t0.000\t1.110\t-1.523\t-0.598\t0.000\t0.982\t1.276\t0.989\t0.597\t0.580\t0.736\t0.721\n0\t0.659\t-0.998\t1.229\t0.911\t-0.812\t1.239\t-0.845\t-1.251\t2.173\t1.275\t-0.483\t0.373\t1.107\t1.005\t-0.942\t0.104\t0.000\t1.532\t0.045\t1.077\t0.000\t1.311\t0.918\t1.035\t0.792\t1.868\t1.127\t0.932\n1\t1.412\t-0.313\t1.244\t0.694\t0.393\t1.399\t0.640\t-0.405\t2.173\t0.426\t2.748\t0.748\t0.000\t0.744\t-0.602\t-1.601\t0.000\t0.582\t1.486\t-1.588\t3.102\t2.507\t1.380\t0.987\t1.527\t1.014\t1.198\t1.223\n0\t0.529\t1.170\t0.667\t1.147\t-0.515\t1.077\t2.521\t-0.522\t0.000\t1.252\t-0.133\t0.904\t2.215\t0.825\t1.030\t1.469\t0.000\t0.502\t-1.983\t-1.537\t0.000\t2.014\t1.125\t0.991\t1.344\t0.791\t0.946\t1.071\n0\t1.386\t-2.416\t0.101\t0.602\t-1.724\t1.413\t-0.782\t-1.511\t2.173\t0.879\t-0.108\t-0.614\t0.000\t1.813\t1.650\t0.733\t0.000\t0.571\t-0.294\t0.926\t1.551\t0.974\t1.011\t1.262\t1.772\t0.798\t1.797\t2.525\n0\t2.187\t0.673\t1.662\t0.505\t0.321\t0.735\t1.450\t-0.108\t1.087\t0.383\t2.292\t-0.451\t0.000\t0.410\t1.580\t0.814\t0.000\t0.717\t2.177\t1.133\t0.000\t0.681\t0.753\t1.361\t1.248\t0.566\t0.823\t0.795\n0\t0.915\t0.056\t-0.133\t1.101\t-1.008\t0.877\t1.444\t1.690\t2.173\t0.636\t2.792\t0.359\t0.000\t1.089\t1.144\t1.110\t0.000\t0.559\t-0.067\t-0.480\t3.102\t1.399\t1.191\t0.988\t1.245\t0.930\t0.912\t1.041\n0\t0.476\t-2.349\t-0.470\t0.715\t-1.711\t1.079\t-0.516\t-0.157\t1.087\t0.792\t-0.852\t1.428\t2.215\t0.593\t-0.036\t-1.165\t0.000\t0.623\t0.920\t1.280\t0.000\t0.676\t1.047\t0.989\t0.698\t1.368\t0.862\t0.820\n0\t0.372\t0.717\t0.157\t0.535\t-1.076\t0.701\t0.089\t1.662\t0.000\t1.392\t-0.564\t-0.016\t1.107\t1.210\t0.768\t-1.723\t0.000\t1.465\t-0.948\t1.550\t0.000\t0.999\t0.921\t0.988\t0.779\t0.502\t0.853\t0.737\n1\t2.200\t-0.197\t-1.460\t1.999\t-1.405\t1.657\t2.025\t0.491\t0.000\t0.485\t-0.826\t-0.979\t0.000\t0.892\t-0.987\t-0.531\t2.548\t1.535\t-0.591\t1.242\t1.551\t1.441\t0.921\t0.975\t1.098\t0.910\t0.971\t1.275\n0\t2.318\t0.861\t1.100\t0.884\t1.596\t0.942\t0.426\t-0.528\t0.000\t0.795\t-0.322\t-0.490\t2.215\t1.025\t0.266\t0.412\t2.548\t1.449\t0.047\t-1.396\t0.000\t1.300\t0.889\t0.985\t0.862\t0.760\t0.921\t0.975\n0\t1.012\t-0.030\t0.894\t0.879\t-0.320\t1.125\t0.806\t1.292\t0.000\t1.089\t1.753\t1.613\t0.000\t2.021\t-0.856\t-0.884\t0.000\t0.980\t0.452\t0.320\t3.102\t1.384\t1.154\t1.161\t0.629\t0.615\t0.837\t0.897\n1\t0.865\t-1.037\t1.186\t0.394\t-0.583\t0.502\t1.204\t1.336\t2.173\t0.684\t0.496\t0.259\t2.215\t0.278\t0.413\t0.987\t0.000\t0.451\t-1.085\t0.179\t0.000\t0.957\t1.126\t0.990\t0.935\t0.777\t0.985\t0.829\n1\t1.240\t1.307\t1.299\t1.528\t0.079\t0.944\t0.338\t0.051\t1.087\t1.051\t1.890\t-1.138\t0.000\t0.910\t2.392\t1.443\t0.000\t0.379\t1.399\t-1.526\t0.000\t1.210\t1.035\t1.698\t1.250\t0.296\t1.158\t1.066\n1\t0.643\t-0.182\t-0.340\t1.487\t0.861\t0.603\t-0.911\t-1.638\t2.173\t0.604\t0.230\t-1.586\t0.000\t0.648\t0.136\t-0.994\t2.548\t0.366\t0.027\t0.884\t0.000\t0.489\t0.552\t1.196\t0.798\t0.611\t0.705\t0.584\n1\t0.829\t-0.071\t0.543\t0.553\t1.265\t0.747\t-0.035\t0.101\t0.000\t1.006\t-2.127\t0.258\t0.000\t2.299\t-0.580\t-1.358\t2.548\t0.841\t-0.419\t-0.850\t0.000\t0.959\t1.100\t0.994\t1.334\t0.664\t1.004\t0.947\n0\t1.720\t-0.296\t-0.169\t1.160\t-0.078\t0.851\t-0.393\t-1.717\t1.087\t0.350\t-0.436\t-0.834\t0.000\t0.716\t0.336\t1.027\t2.548\t0.830\t1.407\t1.257\t0.000\t0.779\t0.840\t0.983\t1.382\t0.713\t0.953\t0.885\n0\t0.672\t0.625\t-0.526\t0.644\t1.011\t1.386\t-0.151\t0.156\t2.173\t1.178\t0.875\t1.688\t2.215\t0.802\t0.169\t-1.621\t0.000\t0.615\t-1.230\t-1.088\t0.000\t0.805\t0.996\t0.990\t0.867\t2.117\t1.161\t0.923\n0\t0.373\t0.109\t0.285\t1.698\t-1.451\t0.381\t-0.396\t-0.530\t0.000\t0.551\t0.916\t1.497\t2.215\t0.566\t-2.507\t0.323\t0.000\t0.719\t-0.878\t0.240\t3.102\t1.085\t0.664\t1.103\t0.698\t0.842\t0.866\t0.866\n1\t0.672\t-0.009\t1.347\t1.585\t-0.722\t0.665\t1.433\t-0.558\t2.173\t0.780\t-0.339\t0.651\t0.000\t0.818\t-0.811\t1.463\t2.548\t0.877\t0.943\t0.905\t0.000\t0.907\t0.853\t1.369\t1.109\t1.606\t0.977\t0.916\n0\t0.825\t0.336\t1.379\t1.440\t-1.182\t0.664\t-0.103\t0.606\t2.173\t0.384\t-1.116\t-0.635\t0.000\t0.480\t-2.299\t0.784\t0.000\t0.595\t1.104\t-0.435\t3.102\t0.799\t1.018\t1.119\t0.708\t0.745\t0.852\t0.910\n0\t0.524\t1.551\t0.146\t1.132\t0.718\t1.108\t-0.010\t-0.407\t2.173\t1.169\t0.581\t1.459\t2.215\t0.611\t1.057\t-0.709\t0.000\t0.766\t-0.025\t-1.707\t0.000\t0.759\t0.880\t0.990\t0.874\t1.742\t1.009\t0.829\n0\t1.233\t-0.207\t1.298\t0.877\t-1.291\t0.460\t0.408\t-0.213\t0.000\t0.377\t-1.409\t0.111\t0.000\t0.441\t-0.590\t0.364\t2.548\t0.963\t-0.696\t-1.611\t0.000\t0.981\t1.026\t1.043\t0.661\t0.654\t0.691\t0.709\n0\t1.106\t-2.254\t-1.116\t1.357\t-1.637\t0.854\t-0.450\t-0.322\t1.087\t0.558\t-0.066\t0.288\t0.000\t1.010\t-0.905\t1.157\t0.000\t0.654\t1.092\t0.727\t3.102\t0.982\t1.032\t0.985\t1.712\t1.019\t1.329\t1.124\n1\t0.748\t1.891\t-1.163\t0.187\t0.575\t0.598\t0.381\t1.678\t0.000\t0.582\t-2.101\t0.373\t0.000\t0.606\t0.757\t-0.258\t2.548\t1.340\t1.884\t-0.704\t0.000\t1.871\t1.139\t0.996\t0.727\t0.635\t0.816\t0.701\n1\t0.355\t0.772\t-0.669\t0.158\t0.164\t1.297\t-0.633\t-1.256\t2.173\t1.239\t-0.477\t1.126\t0.000\t1.004\t-0.484\t0.571\t0.000\t1.413\t1.011\t-0.150\t0.000\t0.821\t0.744\t0.988\t0.881\t0.990\t0.966\t0.808\n1\t0.675\t0.590\t-1.736\t1.093\t0.373\t0.393\t0.561\t-0.798\t0.000\t0.445\t-0.475\t-0.058\t2.215\t0.678\t2.048\t-0.626\t0.000\t1.079\t-0.640\t1.513\t1.551\t0.888\t0.965\t1.126\t0.838\t0.624\t0.861\t0.774\n0\t1.614\t0.625\t-0.385\t0.725\t-1.054\t1.083\t0.623\t0.844\t0.000\t1.065\t0.623\t-1.284\t1.107\t0.981\t-0.443\t0.573\t2.548\t1.159\t0.621\t1.397\t0.000\t0.952\t0.946\t0.986\t0.799\t1.259\t0.913\t0.920\n0\t5.215\t-0.529\t-0.590\t0.950\t-1.016\t2.811\t-0.064\t1.194\t2.173\t0.355\t-2.657\t1.024\t0.000\t1.084\t0.081\t0.582\t0.000\t0.597\t-0.591\t0.253\t3.102\t0.970\t1.257\t1.153\t0.838\t1.123\t2.055\t1.554\n0\t0.329\t-0.022\t1.457\t1.778\t-0.820\t1.066\t-0.844\t0.527\t1.087\t0.329\t0.205\t0.964\t0.000\t0.604\t-1.070\t-1.117\t1.274\t0.543\t-2.355\t1.584\t0.000\t1.233\t1.085\t0.989\t0.781\t1.009\t1.012\t0.978\n0\t0.775\t0.068\t1.509\t0.316\t-1.264\t1.272\t-1.673\t-1.235\t0.000\t0.951\t-1.276\t0.708\t2.215\t1.863\t-0.539\t1.219\t2.548\t1.413\t-0.922\t-0.364\t0.000\t0.904\t1.159\t0.988\t0.817\t0.817\t0.764\t0.722\n0\t3.963\t-1.376\t-1.235\t0.880\t-0.869\t1.393\t-0.173\t0.660\t0.000\t1.043\t-0.323\t0.359\t0.000\t0.891\t-1.368\t-1.695\t2.548\t1.305\t0.987\t0.400\t3.102\t0.718\t1.051\t0.979\t0.699\t1.668\t1.632\t1.701\n0\t0.992\t-0.653\t0.341\t0.352\t-0.721\t0.704\t-0.348\t0.950\t0.000\t0.655\t-2.866\t-0.991\t0.000\t0.928\t2.360\t1.466\t0.000\t1.094\t1.415\t0.681\t0.000\t0.886\t0.850\t0.980\t1.147\t0.223\t0.897\t1.297\n1\t1.554\t0.726\t-1.122\t0.344\t-1.194\t0.944\t1.634\t-0.295\t0.000\t1.908\t-0.085\t0.964\t2.215\t0.768\t-0.699\t-0.675\t0.000\t1.071\t0.390\t0.555\t0.000\t1.111\t0.810\t0.974\t1.665\t0.842\t1.109\t0.981\n0\t0.978\t-0.864\t1.592\t0.484\t-1.055\t0.389\t2.279\t0.018\t0.000\t0.494\t0.321\t-0.083\t2.215\t0.698\t-0.003\t1.127\t2.548\t0.500\t0.857\t1.398\t0.000\t0.785\t0.868\t0.993\t0.743\t0.563\t0.608\t0.744\n0\t0.598\t-0.274\t0.944\t0.450\t1.638\t0.505\t-1.200\t0.496\t0.000\t0.619\t-1.484\t1.403\t2.215\t1.635\t-0.882\t-0.175\t2.548\t2.615\t1.133\t-1.172\t0.000\t3.416\t2.437\t0.984\t1.260\t1.100\t1.699\t1.363\n1\t0.897\t-0.100\t-0.850\t0.931\t-1.674\t0.684\t-0.937\t0.423\t0.000\t0.894\t0.137\t0.007\t0.000\t0.823\t1.058\t-1.600\t2.548\t0.792\t-0.340\t-1.740\t3.102\t1.126\t0.945\t0.985\t0.626\t0.542\t0.871\t0.811\n0\t0.891\t-0.682\t1.531\t0.993\t1.040\t1.086\t-0.848\t0.122\t0.000\t1.023\t-0.962\t-1.575\t2.215\t0.646\t0.195\t-0.867\t2.548\t0.837\t-0.897\t-0.593\t0.000\t0.890\t0.878\t1.000\t0.897\t0.755\t0.838\t0.865\n0\t0.997\t-1.911\t-0.309\t1.684\t0.583\t0.604\t-0.448\t-0.910\t1.087\t1.524\t-0.335\t-1.424\t0.000\t1.157\t-0.531\t-0.032\t0.000\t2.897\t-0.563\t0.560\t0.000\t0.942\t0.885\t1.293\t1.324\t0.980\t1.250\t1.161\n0\t0.377\t-2.261\t-1.261\t1.582\t-1.492\t0.870\t-0.337\t-0.204\t0.000\t0.581\t-0.663\t0.919\t2.215\t0.502\t-0.212\t1.246\t2.548\t1.082\t0.243\t0.576\t0.000\t1.069\t0.876\t0.990\t0.653\t0.212\t0.577\t0.762\n0\t1.160\t0.945\t1.576\t1.372\t-1.654\t1.036\t-1.065\t-0.700\t2.173\t1.564\t0.551\t0.637\t0.000\t0.744\t0.350\t0.060\t0.000\t1.196\t1.383\t0.149\t0.000\t0.836\t1.341\t0.977\t2.612\t0.719\t1.747\t1.547\n0\t1.610\t-0.073\t-1.629\t0.814\t-1.420\t2.192\t-0.153\t-1.307\t2.173\t3.965\t1.303\t0.176\t1.107\t2.119\t1.825\t1.033\t0.000\t0.447\t1.065\t0.413\t0.000\t0.695\t1.726\t0.986\t0.849\t5.516\t2.838\t2.447\n0\t0.959\t-0.669\t1.719\t0.801\t0.826\t1.088\t-0.240\t-0.124\t0.000\t0.584\t-0.900\t0.473\t0.000\t1.175\t0.170\t-1.372\t2.548\t0.941\t-0.666\t-1.509\t3.102\t1.049\t1.016\t0.987\t0.752\t0.424\t0.842\t0.780\n0\t0.812\t-0.776\t0.509\t1.106\t1.722\t0.790\t0.735\t-1.210\t2.173\t0.902\t0.099\t0.543\t2.215\t0.645\t1.288\t-0.192\t0.000\t0.466\t0.578\t-0.779\t0.000\t0.739\t0.977\t1.166\t1.217\t1.306\t0.962\t0.963\n1\t1.053\t2.065\t1.531\t1.121\t0.316\t0.493\t0.507\t-0.865\t0.000\t0.932\t0.351\t-0.383\t2.215\t0.566\t0.842\t1.712\t0.000\t0.393\t-1.438\t1.564\t0.000\t0.913\t0.929\t1.337\t1.027\t0.827\t0.987\t0.975\n1\t1.174\t-0.802\t-0.337\t1.093\t0.256\t1.047\t0.130\t-1.520\t2.173\t0.801\t-0.233\t1.435\t0.000\t0.383\t-1.093\t1.367\t0.000\t0.601\t0.295\t0.063\t0.000\t0.896\t0.872\t0.988\t0.507\t0.798\t0.837\t0.744\n1\t1.156\t-0.156\t-0.606\t1.499\t0.145\t2.677\t0.015\t-0.843\t0.000\t1.242\t-1.108\t1.207\t2.215\t0.758\t-1.393\t0.597\t2.548\t1.185\t0.961\t1.226\t0.000\t0.803\t0.930\t1.142\t1.376\t0.575\t0.953\t0.864\n1\t0.550\t-2.264\t1.230\t0.503\t-0.145\t1.215\t-0.624\t-1.222\t2.173\t1.072\t-0.943\t0.632\t1.107\t0.752\t-0.690\t-0.021\t0.000\t1.171\t-1.685\t0.460\t0.000\t0.966\t1.271\t0.988\t0.708\t1.695\t1.178\t1.059\n0\t0.401\t-2.170\t0.637\t1.628\t-1.533\t0.400\t-0.649\t0.903\t0.000\t0.565\t-0.986\t-1.469\t2.215\t0.929\t0.369\t-0.025\t1.274\t0.591\t-0.580\t-0.310\t0.000\t0.659\t0.643\t1.038\t0.719\t0.950\t1.074\t0.867\n0\t1.697\t0.760\t1.489\t0.765\t0.524\t1.060\t0.974\t-1.460\t2.173\t0.774\t-0.353\t-0.303\t2.215\t0.637\t-0.150\t0.456\t0.000\t2.099\t-1.236\t0.024\t0.000\t1.025\t0.805\t1.205\t1.014\t1.504\t1.383\t1.288\n1\t1.728\t0.082\t0.566\t0.268\t0.951\t0.826\t-0.327\t1.027\t0.000\t1.018\t0.457\t-0.752\t2.215\t1.185\t-1.349\t-1.349\t0.000\t1.526\t-0.322\t0.104\t0.000\t1.021\t1.171\t0.979\t0.621\t0.705\t0.748\t0.712\n0\t0.746\t-1.031\t-0.754\t1.150\t1.560\t0.592\t0.279\t0.149\t0.000\t0.866\t0.044\t0.974\t1.107\t0.889\t1.420\t0.139\t0.000\t1.161\t0.632\t-0.784\t3.102\t0.892\t0.974\t1.117\t1.020\t0.963\t0.843\t0.962\n0\t0.891\t-0.593\t-0.392\t0.485\t0.351\t1.158\t0.271\t-1.208\t2.173\t1.146\t-0.844\t0.889\t1.107\t0.688\t-1.315\t0.328\t0.000\t0.384\t-2.013\t0.486\t0.000\t0.729\t1.248\t0.991\t0.969\t1.907\t1.056\t0.903\n0\t0.478\t-0.632\t-0.146\t1.589\t-1.345\t0.691\t0.843\t0.462\t0.000\t0.910\t0.245\t1.391\t2.215\t1.121\t0.984\t-0.146\t0.000\t0.432\t-0.723\t-1.314\t3.102\t0.844\t0.883\t1.064\t0.927\t0.496\t0.754\t0.874\n0\t0.592\t0.791\t-1.145\t0.650\t0.146\t1.251\t0.221\t-1.593\t2.173\t1.100\t0.831\t0.272\t1.107\t0.856\t-1.370\t0.227\t0.000\t0.885\t1.491\t0.811\t0.000\t0.802\t0.879\t0.987\t1.208\t1.803\t1.057\t0.899\n0\t0.656\t-1.537\t-1.612\t0.096\t-1.614\t0.918\t-0.853\t0.673\t0.000\t0.584\t-1.514\t0.175\t1.107\t1.423\t-0.912\t-0.939\t0.000\t0.900\t-0.716\t1.589\t3.102\t1.072\t0.793\t0.986\t0.765\t0.668\t0.586\t0.599\n1\t0.446\t1.033\t-1.526\t2.178\t1.015\t3.186\t1.633\t-0.909\t0.000\t1.849\t0.000\t1.030\t2.215\t1.969\t-0.300\t1.519\t2.548\t1.671\t0.216\t0.202\t0.000\t0.710\t0.939\t1.027\t1.228\t0.929\t0.969\t0.930\n0\t1.265\t1.128\t-1.196\t0.559\t-0.730\t1.291\t0.474\t0.517\t2.173\t1.436\t0.823\t-1.658\t1.107\t1.061\t0.350\t-0.286\t0.000\t0.674\t-0.161\t1.243\t0.000\t0.955\t0.958\t0.977\t0.808\t1.890\t1.124\t0.941\n0\t0.621\t-0.943\t-1.698\t0.950\t0.592\t0.901\t0.176\t-1.422\t0.000\t1.203\t-2.449\t0.403\t0.000\t0.736\t1.116\t0.183\t2.548\t1.693\t0.217\t-0.951\t3.102\t0.530\t0.897\t0.989\t1.093\t0.845\t0.971\t0.861\n1\t1.604\t-0.042\t0.970\t0.463\t1.134\t0.727\t-0.174\t-0.451\t2.173\t1.065\t0.404\t-1.276\t2.215\t0.559\t1.098\t0.018\t0.000\t0.485\t0.432\t-1.026\t0.000\t0.633\t0.868\t0.991\t1.036\t0.959\t0.925\t0.783\n1\t0.884\t-0.477\t-0.295\t1.082\t-1.223\t0.539\t0.909\t-0.914\t0.000\t0.683\t0.727\t-1.479\t0.000\t0.885\t-1.670\t1.099\t0.000\t0.888\t0.779\t0.507\t3.102\t0.960\t0.817\t1.004\t0.935\t1.211\t1.038\t0.926\n1\t0.574\t-1.679\t-0.752\t0.456\t-1.193\t1.050\t1.109\t0.936\t0.000\t0.588\t0.079\t-1.199\t2.215\t0.822\t0.009\t-0.269\t2.548\t0.604\t2.456\t0.865\t0.000\t1.275\t1.359\t0.999\t0.605\t0.549\t0.995\t1.089\n1\t0.628\t0.652\t-1.154\t0.795\t0.311\t0.974\t0.533\t1.577\t0.000\t1.365\t0.877\t0.648\t2.215\t1.344\t0.660\t-0.061\t2.548\t1.977\t-1.075\t-0.970\t0.000\t0.971\t1.204\t0.989\t0.837\t0.867\t0.950\t0.801\n0\t2.281\t-0.391\t-0.926\t0.356\t1.734\t0.571\t-1.426\t1.185\t0.000\t0.462\t-1.721\t0.448\t0.000\t0.726\t0.200\t0.247\t2.548\t0.881\t0.483\t0.602\t3.102\t0.698\t0.969\t0.989\t0.879\t0.222\t0.713\t0.826\n1\t1.951\t0.946\t1.742\t0.614\t-1.618\t1.437\t1.022\t-0.045\t2.173\t0.811\t-0.232\t0.555\t0.000\t0.897\t0.277\t-1.092\t0.000\t0.645\t0.187\t1.012\t3.102\t0.830\t1.149\t1.000\t0.618\t0.932\t1.063\t0.867\n1\t0.348\t-0.011\t1.007\t2.427\t-0.467\t2.984\t-2.227\t1.355\t0.000\t2.892\t-0.042\t-0.274\t1.107\t0.680\t-0.400\t1.681\t0.000\t0.867\t0.222\t-0.914\t3.102\t0.852\t0.728\t1.236\t0.867\t0.811\t0.886\t0.798\n1\t0.852\t1.071\t-1.257\t0.713\t-0.345\t0.951\t0.552\t0.857\t2.173\t0.836\t-1.309\t-1.691\t1.107\t1.256\t0.577\t-0.185\t0.000\t1.225\t-0.351\t-0.315\t0.000\t0.773\t1.184\t0.989\t1.872\t1.748\t1.420\t1.214\n1\t1.495\t0.348\t-1.077\t0.346\t0.257\t0.268\t0.184\t-0.569\t0.000\t0.676\t1.381\t0.814\t0.000\t0.783\t1.340\t1.267\t2.548\t1.740\t1.229\t-0.181\t3.102\t1.043\t0.838\t0.988\t0.858\t0.861\t0.769\t0.704\n1\t0.952\t-1.752\t1.478\t1.641\t1.348\t1.390\t-0.572\t0.447\t0.000\t1.845\t-0.858\t-1.297\t0.000\t1.668\t1.379\t-0.023\t0.000\t1.178\t-0.467\t1.505\t0.000\t1.152\t0.684\t0.974\t1.641\t0.591\t1.185\t1.198\n0\t0.918\t0.801\t0.742\t0.588\t0.864\t1.137\t-1.025\t-1.319\t2.173\t1.036\t-0.269\t-0.071\t1.107\t0.636\t-1.627\t0.624\t0.000\t0.705\t-0.782\t-1.709\t0.000\t0.714\t0.910\t0.996\t1.379\t1.569\t1.081\t0.907\n1\t1.054\t1.332\t-0.105\t1.000\t0.479\t1.386\t-2.825\t-0.913\t0.000\t1.295\t1.411\t1.422\t2.215\t1.326\t0.304\t1.291\t2.548\t1.076\t0.411\t-0.576\t0.000\t0.876\t1.087\t0.984\t0.960\t0.836\t0.889\t0.784\n1\t0.472\t-1.140\t-0.598\t2.016\t-1.664\t0.877\t-0.612\t0.644\t1.087\t0.704\t0.802\t0.349\t2.215\t0.955\t-2.447\t-0.773\t0.000\t0.868\t-0.936\t-1.373\t0.000\t1.010\t1.495\t1.108\t1.442\t0.959\t1.363\t1.195\n0\t0.599\t-0.378\t0.609\t0.830\t-1.452\t1.162\t-0.054\t-1.682\t2.173\t1.327\t-0.377\t-0.020\t2.215\t1.110\t-1.464\t-0.473\t0.000\t0.550\t-1.066\t0.371\t0.000\t0.908\t1.021\t0.989\t0.750\t1.848\t1.153\t0.952\n1\t1.020\t0.300\t0.840\t0.753\t-1.363\t0.783\t-1.019\t-1.215\t2.173\t0.668\t-0.246\t0.607\t0.000\t1.556\t-0.218\t-1.718\t2.548\t1.998\t-0.315\t-0.132\t0.000\t0.935\t1.237\t1.112\t1.069\t0.820\t0.957\t0.873\n0\t1.453\t-0.314\t0.218\t1.704\t-0.313\t1.050\t-0.412\t1.660\t2.173\t0.763\t-0.628\t-0.842\t0.000\t0.828\t0.688\t1.099\t0.000\t1.082\t0.971\t0.741\t0.000\t1.053\t0.912\t1.004\t0.915\t0.508\t1.003\t0.863\n1\t0.768\t0.782\t-1.544\t0.755\t0.748\t0.995\t0.694\t0.800\t2.173\t1.148\t0.494\t-1.111\t0.000\t0.908\t-0.255\t-0.756\t0.000\t0.580\t0.637\t0.329\t0.000\t0.802\t0.681\t0.991\t0.773\t0.693\t0.890\t0.793\n0\t1.902\t-0.179\t0.551\t1.064\t0.948\t1.233\t-0.027\t-0.830\t0.000\t0.539\t-1.097\t-1.700\t0.000\t0.487\t0.165\t-1.225\t2.548\t0.592\t1.229\t0.428\t3.102\t1.581\t0.869\t0.998\t0.887\t0.498\t0.751\t0.934\n0\t0.647\t0.818\t-0.818\t2.915\t-0.204\t1.553\t-2.329\t1.288\t0.000\t1.578\t0.596\t0.900\t0.000\t0.488\t0.147\t-0.977\t0.000\t1.822\t0.612\t-1.459\t3.102\t1.370\t1.081\t1.001\t1.164\t0.859\t0.850\t0.955\n1\t0.812\t-0.887\t1.734\t1.268\t0.883\t0.952\t0.213\t-0.949\t0.000\t0.920\t-0.480\t0.935\t2.215\t1.025\t-0.932\t-0.109\t2.548\t1.085\t-0.664\t0.448\t0.000\t0.893\t0.738\t0.987\t0.853\t0.879\t0.642\t0.593\n1\t0.770\t0.035\t-0.561\t0.875\t0.583\t1.244\t0.125\t-1.087\t2.173\t0.744\t-0.151\t-1.586\t0.000\t1.123\t-0.287\t0.742\t0.000\t0.873\t-0.299\t-0.479\t1.551\t0.896\t0.914\t0.987\t1.012\t0.635\t1.026\t0.852\n1\t1.204\t1.415\t-0.119\t1.989\t0.617\t0.959\t0.890\t-1.356\t2.173\t1.079\t-0.238\t-1.013\t0.000\t1.148\t0.271\t0.723\t0.000\t1.294\t-0.599\t1.203\t3.102\t1.770\t1.202\t1.321\t1.504\t1.376\t1.334\t1.275\n1\t1.834\t0.115\t0.306\t0.416\t-0.469\t1.443\t-0.025\t-1.364\t2.173\t0.643\t0.541\t1.070\t0.000\t0.436\t-0.683\t-0.209\t2.548\t0.553\t-1.892\t0.378\t0.000\t1.570\t0.928\t0.987\t1.452\t0.928\t0.973\t0.940\n0\t1.136\t0.164\t-1.637\t0.889\t0.688\t0.541\t1.327\t-0.971\t0.000\t0.851\t0.184\t-0.359\t2.215\t0.484\t-1.901\t1.110\t0.000\t0.522\t1.891\t0.862\t0.000\t0.899\t0.964\t1.205\t0.804\t0.484\t0.675\t0.734\n0\t0.729\t1.566\t0.191\t0.968\t0.576\t0.915\t0.610\t-1.256\t1.087\t0.549\t-0.350\t1.017\t2.215\t0.446\t-0.861\t-1.023\t0.000\t0.552\t0.116\t-0.156\t0.000\t0.496\t0.720\t0.974\t0.741\t1.066\t0.850\t0.712\n1\t0.583\t-1.451\t-0.358\t0.547\t-1.738\t0.853\t-0.912\t1.626\t2.173\t0.423\t1.488\t-0.051\t0.000\t0.606\t-0.139\t0.098\t2.548\t0.551\t0.647\t-0.401\t0.000\t0.312\t1.353\t0.984\t0.896\t0.948\t0.836\t1.071\n1\t0.753\t0.139\t-0.183\t0.779\t0.726\t0.536\t-0.360\t-0.554\t1.087\t0.940\t0.487\t1.191\t2.215\t1.086\t0.363\t-1.215\t0.000\t0.545\t1.121\t0.794\t0.000\t0.923\t0.840\t0.986\t0.865\t1.143\t0.734\t0.715\n1\t0.364\t-1.982\t-0.273\t0.440\t-0.697\t1.024\t-0.066\t0.831\t2.173\t1.204\t0.173\t-1.315\t2.215\t0.829\t0.270\t-0.642\t0.000\t0.490\t0.687\t0.438\t0.000\t0.611\t0.905\t0.983\t0.862\t1.540\t0.925\t0.768\n1\t1.360\t-1.930\t0.538\t0.163\t-1.234\t0.885\t-0.353\t-0.881\t2.173\t0.546\t-1.685\t0.311\t0.000\t0.528\t-1.626\t-1.579\t0.000\t0.825\t-0.200\t1.333\t3.102\t0.816\t1.091\t0.980\t0.746\t0.826\t0.854\t0.746\n0\t1.384\t1.017\t-1.205\t1.897\t-1.704\t0.786\t0.145\t-0.035\t0.000\t1.220\t-0.688\t0.655\t2.215\t0.748\t-0.914\t0.010\t0.000\t0.596\t-1.108\t1.513\t0.000\t0.839\t0.939\t0.988\t0.578\t0.821\t1.207\t1.183\n0\t0.327\t2.181\t-1.356\t2.407\t-1.392\t0.911\t0.478\t-0.364\t0.000\t0.796\t1.053\t1.677\t0.000\t1.357\t-0.548\t0.615\t1.274\t1.239\t-1.373\t0.343\t0.000\t1.830\t1.193\t1.002\t1.594\t0.346\t1.081\t1.058\n1\t0.609\t-0.033\t0.509\t0.981\t1.509\t1.266\t0.981\t-1.244\t0.000\t1.427\t1.113\t0.567\t2.215\t0.414\t-0.418\t-0.136\t0.000\t0.378\t0.583\t-1.636\t3.102\t1.502\t0.797\t0.987\t0.848\t0.625\t0.949\t0.822\n1\t0.980\t-1.254\t0.007\t0.773\t-1.212\t1.615\t-0.722\t1.223\t2.173\t0.946\t-0.850\t-0.379\t0.000\t1.071\t-0.966\t-1.132\t2.548\t0.853\t-1.535\t-0.410\t0.000\t0.815\t0.766\t1.073\t1.297\t1.421\t1.003\t0.881\n0\t1.108\t0.045\t-0.460\t1.435\t1.527\t0.765\t-0.464\t1.697\t2.173\t1.369\t0.542\t0.243\t2.215\t0.792\t0.027\t-0.957\t0.000\t0.876\t-0.879\t1.056\t0.000\t1.034\t0.803\t1.705\t1.287\t1.664\t1.068\t0.906\n1\t0.817\t0.459\t1.471\t0.778\t-0.129\t0.820\t0.147\t0.339\t1.087\t0.861\t-0.063\t-1.314\t0.000\t1.322\t-0.805\t-1.587\t0.000\t2.254\t0.391\t-0.423\t3.102\t0.934\t1.170\t1.095\t0.778\t0.941\t0.939\t0.817\n0\t1.464\t-1.012\t-1.334\t2.120\t1.720\t1.255\t-0.766\t-0.207\t0.000\t1.186\t-1.870\t1.135\t0.000\t1.679\t0.315\t-0.359\t0.000\t2.195\t-0.984\t1.234\t3.102\t0.752\t0.956\t0.992\t0.923\t0.794\t0.971\t1.058\n0\t2.269\t-0.404\t1.167\t0.285\t0.009\t1.002\t0.326\t-0.787\t0.000\t0.726\t0.460\t-1.479\t2.215\t0.770\t-0.277\t0.459\t2.548\t1.073\t-0.167\t-0.256\t0.000\t0.844\t0.895\t0.986\t0.907\t0.844\t0.699\t0.834\n1\t2.387\t0.556\t1.586\t0.348\t1.673\t0.520\t0.219\t0.398\t2.173\t0.554\t0.663\t-0.568\t0.000\t0.914\t-0.421\t-0.653\t2.548\t0.671\t1.333\t0.270\t0.000\t0.662\t0.757\t0.986\t1.008\t0.760\t0.900\t0.790\n0\t1.259\t1.948\t-0.756\t0.728\t-1.416\t1.063\t0.152\t1.585\t2.173\t1.770\t1.575\t0.112\t2.215\t0.527\t-0.371\t1.015\t0.000\t0.979\t0.224\t-1.006\t0.000\t0.815\t0.775\t0.989\t1.278\t2.541\t1.628\t1.352\n1\t0.949\t-0.297\t-1.008\t1.249\t-1.150\t0.896\t-0.684\t0.666\t1.087\t0.545\t-0.484\t1.298\t0.000\t0.475\t0.171\t-0.463\t2.548\t0.467\t-0.004\t0.424\t0.000\t0.494\t0.505\t0.984\t0.554\t0.784\t0.907\t0.733\n1\t0.527\t1.595\t-1.432\t1.334\t0.709\t1.859\t-0.529\t1.466\t2.173\t1.124\t-1.906\t0.076\t0.000\t1.578\t-0.913\t-0.157\t0.000\t1.573\t-1.678\t-0.627\t0.000\t0.818\t0.941\t1.087\t2.229\t1.115\t1.504\t1.750\n0\t0.327\t-1.836\t-0.562\t1.947\t-0.350\t0.805\t-0.515\t0.929\t1.087\t1.087\t0.140\t1.266\t0.000\t0.849\t-0.927\t1.641\t2.548\t1.267\t0.220\t-0.254\t0.000\t0.759\t0.778\t0.994\t0.944\t0.668\t0.863\t0.841\n1\t1.008\t0.178\t0.694\t0.802\t-1.168\t0.630\t1.890\t-0.538\t0.000\t0.481\t0.550\t-0.438\t0.000\t0.754\t0.344\t-1.470\t1.274\t1.461\t-1.362\t1.334\t0.000\t0.852\t0.876\t1.238\t0.733\t0.689\t0.805\t0.767\n1\t1.215\t0.416\t0.546\t0.626\t-1.677\t1.261\t-0.650\t0.797\t2.173\t3.439\t0.274\t-0.576\t0.000\t3.059\t2.110\t1.132\t0.000\t0.943\t-0.380\t-0.853\t0.000\t1.060\t0.887\t1.097\t1.037\t0.910\t1.427\t1.209\n0\t0.712\t-0.662\t-0.306\t1.765\t-0.459\t1.566\t1.126\t1.437\t2.173\t0.899\t0.199\t0.296\t0.000\t0.473\t-0.070\t-1.130\t0.000\t0.631\t1.122\t-1.604\t3.102\t0.971\t0.774\t0.984\t3.416\t0.424\t2.154\t1.620\n1\t0.686\t1.003\t0.430\t0.775\t1.716\t1.132\t-0.735\t-0.703\t2.173\t0.981\t-1.004\t1.238\t2.215\t0.941\t0.089\t-1.350\t0.000\t1.403\t0.751\t-0.051\t0.000\t0.881\t0.869\t0.988\t1.677\t1.543\t1.388\t1.105\n0\t0.493\t0.427\t1.602\t1.336\t-1.093\t0.683\t-0.489\t1.142\t2.173\t0.764\t-0.886\t0.035\t0.000\t0.417\t0.919\t-1.252\t0.000\t1.222\t-0.025\t0.172\t3.102\t1.250\t1.046\t0.987\t0.980\t0.776\t0.951\t0.912\n1\t0.662\t-0.642\t0.436\t0.751\t-1.041\t1.345\t0.844\t1.396\t2.173\t0.731\t0.700\t0.088\t2.215\t0.565\t0.846\t-0.491\t0.000\t0.802\t0.489\t-0.934\t0.000\t0.315\t1.028\t0.988\t0.744\t1.353\t0.943\t0.776\n0\t1.833\t2.245\t-0.796\t1.833\t-0.725\t1.312\t1.418\t1.095\t0.000\t0.529\t2.679\t0.345\t0.000\t1.001\t0.715\t0.821\t0.000\t0.890\t1.190\t-1.686\t3.102\t0.937\t0.714\t0.995\t1.299\t0.696\t0.901\t0.924\n0\t1.344\t0.701\t0.969\t1.865\t0.841\t0.946\t1.539\t-1.064\t0.000\t0.774\t0.651\t-1.092\t2.215\t2.045\t0.696\t-0.157\t2.548\t1.347\t0.398\t1.636\t0.000\t1.485\t0.929\t0.970\t1.357\t1.000\t1.090\t1.111\n0\t1.478\t1.441\t1.425\t0.896\t0.523\t1.339\t0.407\t-0.300\t2.173\t0.751\t0.660\t-1.327\t2.215\t0.615\t-0.589\t-1.040\t0.000\t0.402\t1.131\t-0.743\t0.000\t0.994\t1.328\t1.157\t1.578\t1.195\t1.280\t1.479\n0\t1.430\t0.561\t-0.506\t1.467\t-1.097\t0.623\t0.833\t1.461\t0.000\t1.022\t0.693\t0.866\t2.215\t1.105\t-0.047\t0.476\t0.000\t0.558\t-0.645\t-1.198\t3.102\t1.348\t0.938\t1.018\t1.216\t0.857\t0.835\t0.851\n1\t0.472\t-1.393\t1.435\t1.598\t-0.689\t0.957\t0.529\t0.236\t2.173\t1.063\t2.096\t-1.643\t0.000\t0.781\t-0.592\t-0.356\t2.548\t0.409\t-1.248\t0.773\t0.000\t1.009\t1.563\t1.134\t0.688\t0.870\t1.211\t1.611\n0\t0.487\t-0.589\t-1.605\t0.258\t-0.404\t1.175\t1.186\t-0.936\t2.173\t0.861\t-1.700\t0.861\t0.000\t1.001\t-0.858\t1.089\t0.000\t0.825\t0.662\t0.510\t3.102\t0.658\t1.095\t0.987\t0.866\t1.027\t1.674\t1.285\n0\t1.660\t-0.138\t-1.048\t0.668\t-1.678\t0.996\t-0.922\t0.848\t2.173\t1.123\t-0.463\t-0.571\t2.215\t1.422\t0.065\t0.862\t0.000\t0.482\t0.127\t-0.152\t0.000\t0.724\t1.035\t0.990\t1.270\t1.532\t1.014\t0.909\n1\t2.171\t0.518\t0.144\t0.377\t-0.252\t1.118\t0.954\t-1.617\t1.087\t0.558\t1.229\t0.880\t0.000\t0.310\t0.832\t0.473\t2.548\t0.535\t0.831\t-0.413\t0.000\t0.661\t0.886\t0.989\t0.471\t0.698\t0.886\t0.713\n1\t0.579\t0.473\t0.370\t0.504\t1.061\t1.808\t2.217\t-0.302\t0.000\t2.174\t0.463\t1.063\t2.215\t0.876\t-0.458\t-1.258\t0.000\t0.790\t-1.975\t-1.292\t0.000\t0.988\t0.889\t0.989\t1.060\t0.852\t1.241\t1.246\n0\t1.617\t0.139\t1.335\t0.484\t0.102\t0.801\t1.232\t0.288\t2.173\t0.707\t1.641\t-0.519\t0.000\t1.376\t-0.378\t-1.202\t2.548\t0.655\t0.880\t-1.658\t0.000\t0.810\t0.860\t1.098\t0.948\t1.759\t1.021\t0.938\n0\t1.280\t-1.517\t0.647\t0.508\t0.572\t1.237\t-1.686\t0.190\t2.173\t0.891\t-1.339\t-1.494\t0.000\t0.719\t-0.980\t1.674\t0.000\t0.956\t-0.663\t-0.261\t1.551\t0.394\t0.735\t1.001\t0.894\t0.706\t0.881\t0.811\n0\t0.711\t-1.732\t1.238\t1.023\t0.297\t0.590\t-0.159\t0.782\t0.000\t0.683\t-0.244\t-1.544\t1.107\t0.710\t-0.814\t-0.827\t0.000\t0.715\t0.843\t-0.931\t3.102\t0.751\t0.806\t0.988\t0.893\t0.539\t0.795\t0.696\n1\t0.722\t-0.199\t-0.403\t1.462\t0.562\t1.406\t-1.478\t-1.701\t0.000\t0.823\t-0.788\t-0.080\t0.000\t1.486\t-0.899\t-1.021\t2.548\t0.817\t-0.056\t0.313\t0.000\t1.015\t1.081\t1.088\t0.677\t0.920\t0.786\t0.723\n1\t2.102\t-0.947\t0.254\t0.322\t0.742\t1.126\t-0.466\t-1.363\t2.173\t0.530\t-0.882\t-0.603\t0.000\t0.400\t0.498\t1.122\t2.548\t0.373\t0.085\t-1.613\t0.000\t0.550\t0.626\t0.978\t0.825\t0.793\t1.006\t0.784\n1\t0.968\t-0.534\t1.576\t0.475\t-0.810\t0.820\t-1.138\t-0.713\t0.000\t1.156\t-1.040\t-0.164\t1.107\t1.696\t-0.912\t1.067\t2.548\t1.181\t0.418\t1.221\t0.000\t0.933\t0.953\t0.988\t1.023\t1.333\t0.909\t0.811\n1\t1.336\t-1.104\t1.706\t0.666\t-1.135\t1.054\t-1.363\t0.136\t2.173\t1.201\t-1.169\t0.823\t2.215\t1.438\t-1.665\t-1.458\t0.000\t0.422\t-0.787\t0.357\t0.000\t0.943\t1.051\t0.982\t1.276\t0.970\t0.987\t0.896\n0\t0.656\t-1.462\t-0.762\t0.969\t-0.093\t0.767\t-0.732\t0.881\t2.173\t0.795\t-0.150\t1.637\t2.215\t1.218\t0.347\t-1.140\t0.000\t0.566\t0.399\t0.740\t0.000\t0.910\t1.108\t0.992\t1.404\t0.800\t1.107\t1.142\n0\t0.854\t0.759\t1.508\t1.592\t-1.559\t0.612\t1.712\t0.641\t0.000\t0.877\t0.833\t-0.358\t1.107\t0.734\t2.618\t-1.542\t0.000\t1.559\t1.405\t-0.055\t0.000\t0.877\t0.984\t0.980\t1.104\t0.591\t0.787\t0.965\n1\t1.857\t-0.763\t-1.541\t1.158\t1.363\t0.782\t1.231\t0.132\t0.000\t1.496\t-1.237\t-0.028\t0.000\t1.014\t0.672\t-1.613\t1.274\t1.191\t-0.144\t0.243\t1.551\t1.146\t1.054\t1.017\t0.993\t0.924\t0.861\t1.185\n1\t0.789\t-1.094\t1.277\t0.589\t0.096\t0.397\t-1.307\t0.891\t0.000\t0.762\t0.701\t-0.496\t2.215\t0.682\t0.389\t1.018\t2.548\t0.485\t0.279\t-0.650\t0.000\t0.904\t0.985\t0.982\t0.893\t0.759\t0.933\t0.777\n1\t1.576\t0.585\t0.017\t0.424\t-0.450\t1.348\t-0.980\t-0.961\t0.000\t1.031\t-0.258\t-1.484\t0.000\t1.681\t-0.200\t0.771\t2.548\t1.265\t0.124\t0.354\t0.000\t0.949\t1.012\t0.975\t0.992\t0.631\t0.818\t0.800\n1\t0.718\t-1.455\t-1.153\t0.823\t0.267\t1.047\t-0.159\t0.085\t1.087\t1.401\t-0.631\t1.709\t0.000\t0.430\t-0.988\t-0.989\t0.000\t0.607\t-0.260\t-1.338\t3.102\t0.819\t0.490\t1.021\t1.057\t0.812\t0.851\t0.804\n1\t3.508\t-0.092\t-0.884\t0.834\t-0.741\t1.219\t-0.922\t0.715\t2.173\t1.116\t-0.738\t1.435\t0.000\t0.937\t-0.704\t-1.080\t0.000\t1.580\t-1.512\t1.115\t0.000\t0.914\t0.932\t0.967\t0.629\t0.787\t1.221\t1.085\n1\t0.788\t0.311\t-0.603\t2.352\t-0.597\t1.723\t-0.020\t0.884\t0.000\t0.878\t0.473\t-1.242\t0.000\t0.997\t0.100\t0.502\t1.274\t0.550\t0.911\t-1.220\t3.102\t0.961\t0.823\t1.003\t0.807\t0.636\t0.760\t0.764\n0\t1.171\t0.305\t-0.155\t0.680\t-1.067\t0.983\t-0.072\t0.980\t2.173\t0.633\t0.346\t1.515\t0.000\t1.534\t0.555\t-1.337\t2.548\t1.337\t-1.287\t-0.039\t0.000\t0.891\t0.888\t0.989\t0.815\t1.431\t0.939\t0.779\n1\t0.861\t0.184\t-0.681\t0.589\t0.888\t0.701\t-0.011\t1.684\t2.173\t0.866\t-0.570\t-0.046\t0.000\t0.538\t0.890\t0.955\t2.548\t0.728\t-1.008\t-0.908\t0.000\t0.796\t0.905\t0.986\t0.763\t0.612\t0.751\t0.673\n0\t1.676\t1.033\t-0.634\t0.244\t-1.397\t0.741\t-2.939\t-0.472\t0.000\t1.048\t-0.557\t1.181\t0.000\t1.339\t0.798\t1.482\t2.548\t0.769\t-0.861\t0.387\t0.000\t0.814\t1.131\t0.985\t0.680\t0.189\t0.664\t0.939\n1\t0.771\t1.496\t1.268\t0.877\t-0.296\t1.658\t0.706\t-0.314\t1.087\t0.313\t0.915\t1.024\t0.000\t1.290\t1.179\t-1.738\t0.000\t0.786\t-1.238\t1.058\t0.000\t0.954\t1.150\t1.124\t1.152\t1.710\t1.195\t1.018\n1\t0.584\t-2.056\t1.693\t0.361\t-1.084\t0.956\t-1.191\t-1.630\t1.087\t1.182\t-1.291\t0.581\t0.000\t1.217\t-1.012\t-0.147\t2.548\t0.525\t-0.195\t-0.862\t0.000\t1.151\t0.854\t0.986\t0.662\t1.309\t0.891\t0.764\n0\t1.059\t-0.443\t0.136\t1.203\t-1.700\t1.351\t2.711\t-1.740\t0.000\t0.589\t-2.666\t-0.758\t0.000\t0.714\t-1.720\t0.111\t0.000\t1.474\t0.300\t-0.536\t3.102\t0.882\t1.920\t1.559\t0.867\t0.781\t1.899\t1.888\n0\t1.458\t0.275\t-1.008\t0.537\t1.526\t0.524\t0.415\t1.118\t2.173\t0.743\t-0.642\t0.638\t0.000\t0.897\t-0.304\t0.014\t2.548\t1.012\t-0.436\t-0.916\t0.000\t1.116\t0.922\t0.985\t0.801\t0.789\t0.681\t0.682\n1\t0.722\t1.079\t1.303\t1.547\t0.656\t0.546\t-0.263\t0.040\t0.000\t0.779\t0.299\t1.562\t0.000\t0.808\t0.155\t-0.951\t0.000\t0.799\t0.697\t-0.807\t3.102\t0.939\t0.926\t0.986\t0.776\t0.763\t0.872\t0.779\n1\t0.970\t-0.304\t0.373\t0.337\t0.410\t1.155\t-0.040\t-1.169\t2.173\t1.284\t-0.363\t-0.065\t1.107\t1.400\t-1.374\t1.418\t0.000\t1.163\t-0.609\t1.048\t0.000\t0.863\t1.043\t0.986\t0.768\t1.533\t1.020\t0.893\n0\t1.344\t0.397\t0.949\t1.828\t1.165\t2.156\t0.833\t-0.635\t2.173\t0.823\t-1.144\t1.035\t2.215\t0.418\t1.067\t0.611\t0.000\t0.466\t0.611\t-1.226\t0.000\t0.497\t0.902\t0.995\t2.410\t3.044\t1.856\t1.333\n1\t0.961\t0.261\t0.073\t0.578\t-1.152\t0.688\t0.181\t-1.238\t0.000\t0.958\t-0.286\t-0.728\t0.000\t1.414\t1.262\t0.471\t0.000\t1.727\t0.421\t0.928\t3.102\t0.871\t0.996\t0.989\t0.779\t0.761\t0.869\t0.785\n1\t1.958\t0.099\t-1.694\t0.308\t-0.744\t0.895\t-0.581\t0.025\t2.173\t0.577\t-0.447\t0.566\t0.000\t0.435\t-1.329\t-1.317\t0.000\t0.580\t0.735\t0.218\t3.102\t0.861\t0.790\t0.988\t0.708\t0.626\t0.849\t0.754\n1\t0.679\t1.220\t-0.669\t0.765\t0.508\t1.249\t-0.541\t1.192\t2.173\t0.916\t-2.121\t-0.813\t0.000\t0.473\t-0.603\t0.202\t0.000\t0.687\t-0.045\t-1.283\t0.000\t1.073\t0.617\t0.987\t1.876\t0.830\t1.259\t1.530\n1\t0.523\t-1.556\t0.132\t2.268\t1.671\t0.748\t0.270\t-0.627\t2.173\t0.827\t-0.026\t-1.454\t0.000\t0.964\t0.111\t0.365\t0.000\t0.587\t-0.392\t1.196\t0.000\t1.050\t1.130\t1.484\t0.974\t0.679\t1.119\t0.953\n1\t0.503\t-2.304\t-0.071\t1.606\t-1.099\t1.179\t2.970\t1.552\t0.000\t1.622\t-1.088\t-0.274\t1.107\t1.420\t-1.442\t0.684\t0.000\t0.755\t-1.917\t1.255\t0.000\t0.701\t0.887\t0.995\t1.212\t0.792\t0.880\t0.901\n1\t0.904\t-1.791\t-0.776\t0.673\t-1.229\t2.019\t-0.864\t-1.733\t0.000\t1.186\t-0.699\t0.496\t0.000\t2.406\t-2.106\t-0.373\t0.000\t3.396\t-1.848\t-0.020\t0.000\t0.997\t1.079\t0.979\t0.762\t0.875\t1.001\t0.970\n1\t1.168\t1.256\t-0.248\t0.520\t1.508\t1.513\t0.105\t1.249\t2.173\t0.773\t-0.462\t-0.139\t2.215\t0.765\t0.973\t-0.530\t0.000\t1.107\t1.389\t-1.063\t0.000\t0.561\t1.057\t1.079\t1.389\t1.582\t1.179\t1.028\n1\t0.923\t-1.510\t-1.655\t0.631\t-1.476\t0.350\t-1.638\t-0.137\t0.000\t0.913\t0.215\t0.197\t2.215\t0.776\t-0.426\t0.949\t2.548\t0.488\t0.028\t-1.329\t0.000\t0.815\t0.875\t0.989\t0.702\t0.643\t0.760\t0.682\n0\t1.230\t0.746\t-1.214\t0.153\t0.758\t0.662\t-0.108\t0.093\t0.000\t1.035\t1.080\t1.332\t2.215\t0.847\t-1.160\t-0.077\t0.000\t0.772\t-0.057\t-1.307\t3.102\t0.856\t0.813\t0.990\t0.786\t0.752\t0.985\t0.943\n1\t1.172\t0.238\t0.180\t0.846\t0.172\t1.251\t-2.722\t-0.447\t0.000\t2.845\t0.841\t1.357\t0.000\t1.133\t0.456\t-0.590\t2.548\t1.555\t-0.781\t1.604\t3.102\t0.976\t0.801\t0.999\t1.022\t1.225\t0.874\t0.881\n1\t0.824\t-0.827\t1.468\t0.701\t-0.671\t0.784\t1.125\t-0.762\t2.173\t0.922\t0.397\t0.766\t0.000\t0.444\t-0.114\t0.400\t0.000\t0.404\t0.973\t1.091\t3.102\t0.413\t1.104\t0.987\t0.684\t0.593\t0.827\t0.767\n1\t0.525\t-0.000\t-0.714\t0.202\t-1.606\t1.157\t0.216\t1.178\t2.173\t1.026\t-0.387\t-1.124\t0.000\t1.041\t-0.814\t-1.735\t0.000\t1.619\t0.996\t-0.300\t0.000\t0.920\t1.134\t0.989\t1.061\t0.945\t0.981\t0.958\n1\t0.648\t-1.535\t-1.506\t0.945\t-0.955\t0.482\t0.488\t0.858\t2.173\t0.804\t-0.442\t-0.498\t2.215\t0.619\t-2.584\t0.606\t0.000\t0.610\t-0.706\t0.973\t0.000\t0.822\t1.084\t0.987\t0.969\t0.971\t0.961\t0.873\n0\t0.780\t-1.577\t-0.982\t0.593\t-0.333\t0.818\t-0.638\t1.031\t2.173\t0.961\t-0.454\t-1.569\t0.000\t1.199\t-1.030\t0.254\t2.548\t0.669\t-0.812\t-0.355\t0.000\t0.966\t0.972\t0.996\t0.767\t0.852\t0.772\t0.732\n1\t0.343\t1.356\t1.125\t1.748\t0.857\t1.831\t-1.169\t-1.131\t0.000\t1.796\t-0.551\t0.169\t1.107\t1.205\t0.683\t1.318\t2.548\t1.001\t-0.281\t-1.641\t0.000\t0.950\t1.141\t0.992\t1.304\t1.741\t2.377\t1.794\n0\t1.633\t-1.022\t-0.099\t0.629\t1.458\t1.351\t-1.022\t-0.635\t2.173\t1.606\t-1.312\t1.530\t2.215\t1.581\t-0.873\t1.169\t0.000\t0.452\t2.124\t-0.090\t0.000\t2.749\t2.403\t1.385\t1.070\t2.042\t1.885\t1.518\n0\t1.001\t-0.629\t-1.353\t0.715\t1.007\t0.856\t0.934\t0.469\t2.173\t1.135\t0.136\t-0.709\t2.215\t1.062\t0.468\t1.469\t0.000\t1.618\t1.888\t-1.113\t0.000\t0.804\t1.043\t0.995\t1.237\t1.401\t1.087\t0.964\n1\t1.207\t0.579\t-0.441\t0.771\t0.937\t1.010\t-0.226\t-1.077\t2.173\t1.173\t0.882\t0.478\t2.215\t1.241\t-1.600\t1.033\t0.000\t0.755\t0.594\t-1.158\t0.000\t1.946\t1.598\t1.265\t0.852\t1.847\t1.447\t1.227\n0\t1.283\t-1.366\t0.903\t1.769\t0.126\t1.178\t-0.731\t-0.676\t2.173\t1.062\t0.016\t-0.379\t2.215\t1.168\t-0.791\t1.698\t0.000\t2.336\t-0.116\t1.543\t0.000\t0.725\t1.374\t1.343\t1.454\t0.770\t1.156\t1.228\n0\t0.543\t-0.411\t-0.164\t1.388\t0.699\t0.618\t-0.992\t-0.629\t1.087\t0.513\t0.952\t-1.660\t0.000\t1.554\t-0.660\t-1.433\t2.548\t1.214\t-0.735\t0.610\t0.000\t1.432\t1.196\t0.988\t0.853\t0.826\t0.892\t0.871\n0\t0.758\t1.313\t-0.571\t0.563\t-1.134\t1.047\t-1.160\t1.631\t2.173\t0.667\t0.233\t-0.026\t2.215\t0.413\t-1.078\t0.272\t0.000\t0.414\t-1.838\t0.404\t0.000\t0.712\t0.814\t0.997\t0.671\t1.545\t1.067\t0.859\n1\t1.352\t0.734\t-1.591\t0.961\t-0.909\t1.381\t-1.379\t-0.253\t0.000\t1.435\t1.137\t1.088\t2.215\t0.672\t0.976\t-0.302\t1.274\t1.507\t1.850\t1.154\t0.000\t0.831\t0.925\t0.994\t0.701\t0.993\t0.815\t0.714\n1\t1.107\t-0.919\t0.978\t1.181\t-1.373\t0.939\t-0.657\t-0.145\t0.000\t1.068\t-0.549\t0.280\t2.215\t1.773\t-0.369\t-1.335\t2.548\t0.777\t-2.495\t-1.507\t0.000\t1.217\t0.794\t1.353\t0.953\t1.457\t0.949\t0.926\n0\t1.294\t-1.717\t0.590\t1.636\t-1.479\t0.698\t-1.063\t-0.934\t0.000\t1.874\t-0.810\t0.589\t2.215\t1.027\t-0.165\t-0.841\t2.548\t1.062\t-1.743\t-1.358\t0.000\t0.855\t0.864\t1.930\t1.613\t1.498\t1.284\t1.136\n1\t0.607\t-1.066\t-1.262\t1.093\t0.558\t0.755\t0.649\t0.855\t2.173\t0.939\t-1.251\t-0.870\t0.000\t0.702\t-0.549\t-1.637\t0.000\t0.731\t-0.809\t-0.125\t1.551\t0.906\t0.676\t1.125\t1.158\t0.937\t0.935\t0.840\n0\t0.521\t-1.814\t0.525\t0.792\t-0.408\t0.476\t-2.736\t0.907\t0.000\t0.455\t-2.594\t-0.373\t0.000\t0.576\t0.634\t-1.376\t2.548\t0.864\t-0.678\t-1.677\t3.102\t0.904\t0.962\t0.992\t0.823\t0.470\t1.049\t0.895\n0\t0.619\t0.453\t-1.257\t1.498\t1.209\t1.178\t0.616\t-0.136\t2.173\t0.521\t0.038\t0.276\t0.000\t1.165\t-0.462\t-0.781\t0.000\t1.862\t0.158\t1.474\t3.102\t0.943\t0.968\t1.060\t0.599\t1.593\t0.971\t0.805\n0\t1.191\t-0.940\t0.272\t0.635\t1.199\t0.940\t-1.923\t-1.028\t0.000\t0.419\t-1.332\t-0.424\t2.215\t0.480\t-0.755\t1.191\t2.548\t0.530\t-2.339\t1.208\t0.000\t1.086\t0.887\t0.988\t0.623\t0.491\t0.585\t0.652\n0\t0.768\t0.372\t0.409\t0.875\t1.174\t1.264\t0.302\t-1.530\t1.087\t1.564\t0.744\t0.037\t2.215\t0.675\t-0.188\t-1.180\t0.000\t0.483\t1.733\t0.573\t0.000\t1.089\t1.020\t0.984\t0.909\t2.099\t1.143\t0.943\n0\t2.210\t-1.143\t-0.318\t1.097\t0.030\t1.688\t0.967\t1.430\t1.087\t0.677\t-0.533\t-1.075\t2.215\t0.450\t-0.819\t0.724\t0.000\t0.444\t0.956\t-1.083\t0.000\t0.775\t1.133\t0.997\t0.876\t1.794\t1.863\t1.359\n1\t1.238\t-0.192\t1.263\t0.437\t-0.043\t0.958\t-0.181\t1.740\t2.173\t1.545\t0.095\t-0.125\t0.000\t0.862\t0.043\t-1.123\t0.000\t0.603\t-0.672\t-0.157\t3.102\t1.387\t0.811\t0.990\t0.777\t0.836\t0.893\t0.795\n0\t1.446\t0.988\t1.096\t0.681\t-0.104\t0.784\t1.815\t-1.354\t0.000\t0.774\t0.082\t0.056\t1.107\t1.132\t0.136\t1.566\t2.548\t1.593\t1.180\t-0.330\t0.000\t1.409\t1.414\t1.213\t0.876\t0.973\t1.071\t0.948\n0\t0.925\t-0.618\t-0.475\t0.529\t0.150\t0.740\t0.137\t1.246\t0.000\t0.323\t-0.917\t1.669\t0.000\t0.300\t0.153\t-1.025\t2.548\t0.566\t0.902\t-0.302\t3.102\t0.704\t0.760\t0.985\t0.607\t0.243\t0.577\t0.672\n1\t2.620\t-0.353\t-0.954\t1.730\t-1.222\t2.205\t-0.553\t0.231\t0.000\t2.486\t-0.455\t1.017\t0.000\t1.374\t-1.349\t-1.339\t2.548\t0.373\t-0.769\t-1.280\t3.102\t3.243\t1.808\t0.984\t1.165\t0.157\t1.513\t1.638\n0\t0.710\t0.407\t1.069\t0.794\t-0.264\t0.563\t0.103\t0.270\t0.000\t0.425\t1.023\t-0.556\t0.000\t1.041\t0.496\t-1.096\t2.548\t1.262\t-0.250\t1.509\t3.102\t0.870\t0.911\t0.988\t0.728\t0.732\t0.674\t0.613\n1\t0.969\t-0.018\t0.378\t0.293\t-1.147\t1.109\t-0.112\t-0.140\t0.000\t1.240\t0.001\t1.319\t1.107\t1.398\t-0.470\t-1.398\t2.548\t0.707\t-0.526\t-0.839\t0.000\t0.872\t1.130\t0.988\t0.860\t0.967\t0.996\t0.836\n1\t0.844\t-0.616\t-0.133\t0.584\t0.271\t1.007\t-0.744\t-1.248\t0.000\t1.811\t-0.237\t1.077\t0.000\t1.127\t-0.432\t-0.678\t2.548\t1.600\t0.573\t-0.069\t0.000\t0.489\t0.840\t0.982\t0.674\t0.645\t0.586\t0.567\n0\t0.550\t0.056\t0.770\t0.801\t-1.468\t0.799\t0.012\t0.190\t0.000\t1.312\t-0.891\t1.708\t2.215\t0.700\t-0.814\t-0.083\t2.548\t1.297\t-0.372\t-0.941\t0.000\t0.957\t0.853\t0.988\t0.662\t1.017\t0.651\t0.593\n1\t0.329\t1.696\t1.392\t1.044\t-0.886\t0.621\t-0.438\t-1.047\t2.173\t0.425\t1.169\t1.056\t0.000\t0.393\t-0.125\t1.270\t2.548\t0.801\t2.371\t0.292\t0.000\t0.848\t0.828\t0.996\t0.731\t0.543\t0.969\t0.822\n0\t0.716\t-0.730\t0.546\t0.742\t-0.046\t0.682\t-0.676\t1.150\t1.087\t0.348\t-2.190\t-0.462\t0.000\t0.597\t-1.470\t1.131\t0.000\t1.373\t-1.254\t-1.249\t3.102\t0.729\t0.803\t0.976\t0.818\t0.954\t0.746\t0.638\n1\t0.624\t1.748\t-0.489\t0.894\t0.278\t1.285\t-0.404\t-1.719\t2.173\t0.530\t-1.039\t-0.319\t1.107\t1.140\t-0.373\t-0.100\t0.000\t0.825\t0.770\t-1.727\t0.000\t1.312\t0.930\t0.999\t1.533\t1.227\t1.131\t0.980\n1\t0.447\t0.520\t0.302\t0.362\t0.286\t0.835\t-0.450\t0.745\t2.173\t1.122\t-1.459\t-1.190\t0.000\t0.977\t-0.792\t-1.711\t0.000\t0.385\t-0.879\t-0.485\t1.551\t0.892\t0.590\t0.992\t0.696\t0.568\t0.796\t0.722\n1\t0.663\t0.344\t0.493\t0.851\t-1.032\t0.847\t0.393\t1.680\t0.000\t1.061\t0.045\t-0.083\t0.000\t1.351\t0.301\t1.258\t0.000\t1.417\t-0.166\t-0.532\t3.102\t0.882\t0.670\t1.020\t0.648\t0.520\t0.475\t0.515\n1\t1.339\t1.387\t0.467\t0.434\t-1.261\t0.919\t-0.473\t-1.144\t2.173\t0.539\t0.589\t-1.721\t0.000\t0.543\t-0.780\t0.719\t0.000\t0.986\t-0.130\t0.033\t3.102\t0.943\t0.953\t1.056\t0.805\t0.894\t1.004\t0.864\n0\t1.085\t0.552\t1.398\t0.903\t-1.324\t0.692\t-0.187\t-0.456\t2.173\t0.580\t0.578\t-0.186\t0.000\t1.359\t0.379\t0.818\t2.548\t0.465\t-0.797\t-1.156\t0.000\t0.778\t0.835\t0.989\t0.956\t1.163\t0.823\t0.707\n1\t0.566\t1.432\t0.936\t0.418\t1.534\t0.582\t-0.014\t-0.035\t1.087\t0.512\t1.329\t-0.757\t0.000\t0.491\t2.138\t1.590\t0.000\t0.862\t-0.883\t1.581\t1.551\t0.766\t1.065\t0.975\t0.713\t0.851\t0.912\t0.783\n0\t0.743\t-1.553\t-0.241\t0.608\t-0.784\t0.888\t-1.358\t0.573\t2.173\t1.151\t0.323\t1.684\t2.215\t0.997\t0.786\t-0.955\t0.000\t1.177\t-1.475\t0.917\t0.000\t0.936\t0.975\t0.988\t0.955\t1.897\t1.205\t1.017\n0\t2.597\t-0.003\t-0.788\t0.897\t0.664\t0.973\t0.604\t0.046\t0.000\t1.023\t0.465\t-1.450\t2.215\t0.880\t-0.670\t1.742\t0.000\t0.379\t-0.254\t-0.032\t0.000\t0.651\t0.717\t2.043\t1.106\t0.638\t0.875\t0.740\n1\t0.639\t0.882\t0.924\t1.584\t-1.193\t1.170\t-0.152\t-0.360\t2.173\t1.108\t0.528\t-1.513\t0.000\t1.066\t0.360\t1.422\t0.000\t1.725\t1.344\t0.541\t3.102\t0.928\t1.212\t1.316\t1.337\t1.861\t1.173\t1.021\n1\t0.646\t-0.809\t0.126\t0.353\t0.143\t0.562\t-1.886\t1.300\t0.000\t0.814\t-0.990\t-0.644\t2.215\t1.047\t-1.670\t-1.246\t0.000\t1.227\t-0.878\t1.271\t3.102\t0.829\t1.103\t0.988\t0.847\t0.892\t0.913\t0.786\n0\t0.449\t-1.586\t-1.570\t1.374\t-0.919\t1.455\t-0.916\t0.556\t0.000\t1.308\t-2.904\t-1.235\t0.000\t0.636\t-0.240\t-0.246\t2.548\t0.693\t-0.811\t1.036\t0.000\t0.643\t0.891\t0.984\t0.631\t0.551\t0.646\t0.794\n0\t1.050\t1.968\t-1.704\t0.611\t-0.058\t0.529\t1.135\t0.079\t0.000\t1.090\t0.889\t-1.314\t2.215\t0.957\t0.840\t0.993\t2.548\t0.826\t1.636\t-0.173\t0.000\t0.599\t1.052\t1.105\t0.813\t0.948\t0.745\t0.714\n0\t0.705\t-1.903\t0.205\t2.272\t-0.243\t0.557\t-0.142\t1.618\t0.000\t1.417\t0.631\t1.144\t2.215\t1.092\t-1.346\t-1.006\t2.548\t0.725\t0.558\t-1.125\t0.000\t0.725\t0.992\t0.992\t3.753\t2.091\t2.386\t1.933\n1\t1.410\t-0.826\t1.118\t0.142\t-1.159\t0.485\t0.156\t-0.440\t0.000\t0.607\t0.703\t-1.306\t2.215\t0.861\t1.294\t0.080\t2.548\t0.485\t0.812\t-0.157\t0.000\t0.363\t0.551\t0.994\t1.111\t0.778\t0.831\t0.702\n1\t2.047\t1.124\t-1.365\t1.138\t-0.537\t1.896\t-2.868\t1.353\t0.000\t0.998\t0.741\t0.169\t0.000\t1.396\t0.403\t-0.483\t2.548\t1.289\t-0.261\t0.591\t0.000\t0.937\t0.751\t1.437\t1.015\t0.864\t0.904\t0.804\n1\t0.559\t0.070\t-0.519\t0.213\t-1.411\t0.850\t-0.104\t0.648\t2.173\t0.475\t0.516\t-1.052\t0.000\t0.527\t-1.161\t-0.360\t1.274\t0.830\t0.752\t1.368\t0.000\t0.946\t0.894\t0.986\t0.929\t0.836\t0.830\t0.757\n0\t0.637\t-0.505\t-1.539\t2.538\t-0.871\t0.744\t-0.623\t1.149\t0.000\t0.546\t-1.052\t0.407\t0.000\t0.471\t0.927\t0.317\t2.548\t0.433\t1.857\t0.895\t0.000\t0.896\t0.879\t0.999\t0.626\t0.278\t0.636\t0.773\n1\t0.563\t0.727\t-1.148\t0.955\t0.405\t0.949\t1.834\t-0.976\t0.000\t0.770\t-0.604\t1.025\t0.000\t1.761\t0.625\t0.565\t2.548\t1.021\t-0.781\t-1.289\t0.000\t1.022\t1.007\t1.001\t0.714\t0.737\t0.882\t0.778\n0\t0.691\t1.543\t0.106\t0.995\t1.010\t1.251\t0.610\t0.862\t2.173\t0.622\t-0.408\t-0.137\t0.000\t1.934\t1.463\t-1.113\t0.000\t2.082\t0.393\t-1.055\t1.551\t1.086\t1.011\t0.986\t0.733\t1.691\t0.976\t0.845\n0\t0.461\t-0.550\t-0.218\t0.743\t1.066\t1.464\t-0.130\t1.578\t2.173\t0.892\t0.222\t0.104\t0.000\t0.920\t1.560\t-0.522\t0.000\t1.061\t0.140\t-0.597\t3.102\t1.352\t0.881\t0.985\t0.983\t1.235\t1.195\t0.957\n1\t0.766\t-1.026\t-0.231\t1.050\t1.394\t0.518\t0.450\t0.106\t0.000\t1.015\t1.068\t-1.355\t2.215\t1.111\t0.674\t1.099\t2.548\t0.710\t-2.336\t-0.474\t0.000\t0.767\t0.865\t1.236\t1.117\t0.927\t1.089\t0.903\n0\t4.233\t0.579\t0.834\t1.008\t1.313\t1.841\t1.613\t-0.641\t0.000\t1.221\t0.599\t-1.416\t1.107\t0.514\t2.295\t-1.312\t0.000\t0.673\t0.490\t0.051\t3.102\t1.281\t1.022\t1.197\t1.544\t0.793\t1.017\t1.485\n1\t0.917\t-0.616\t-0.385\t0.629\t0.799\t0.689\t0.191\t-1.624\t1.087\t0.693\t-0.923\t-1.560\t1.107\t1.113\t-0.758\t-0.101\t0.000\t0.604\t-2.088\t1.025\t0.000\t1.144\t0.965\t0.988\t0.973\t0.616\t0.881\t0.774\n0\t0.667\t-1.880\t-0.206\t1.170\t-0.271\t0.844\t0.693\t1.590\t0.000\t0.586\t-0.084\t0.365\t2.215\t0.366\t-0.967\t-1.721\t1.274\t0.432\t-0.095\t-1.638\t0.000\t0.441\t0.809\t0.993\t0.646\t0.531\t0.547\t0.783\n1\t0.841\t-1.475\t1.131\t0.324\t-0.386\t1.920\t2.867\t-0.416\t0.000\t0.802\t-0.430\t1.268\t0.000\t2.063\t0.648\t1.010\t2.548\t1.046\t-0.147\t1.705\t1.551\t0.934\t1.275\t0.994\t0.640\t0.836\t0.817\t0.755\n1\t0.996\t0.207\t-0.734\t1.212\t0.745\t0.367\t1.199\t-1.205\t0.000\t0.882\t0.982\t-0.348\t0.000\t1.660\t0.121\t1.105\t2.548\t0.827\t0.173\t-1.350\t3.102\t0.853\t1.270\t1.479\t0.813\t0.718\t0.784\t0.775\n0\t0.343\t-1.797\t-0.557\t2.075\t0.126\t1.257\t0.649\t-1.612\t2.173\t0.664\t-0.330\t0.806\t2.215\t0.548\t1.136\t-0.722\t0.000\t0.662\t-0.157\t0.145\t0.000\t1.067\t0.935\t0.982\t4.330\t1.304\t2.718\t2.415\n0\t0.620\t1.248\t-1.074\t1.403\t-0.839\t0.852\t-0.071\t0.966\t0.000\t0.565\t0.767\t0.362\t2.215\t0.569\t-0.455\t-1.594\t2.548\t0.693\t-0.946\t0.421\t0.000\t0.858\t0.784\t0.993\t1.381\t0.723\t1.010\t1.258\n1\t0.368\t0.145\t1.520\t0.758\t-1.027\t1.041\t0.646\t0.680\t2.173\t1.622\t1.383\t-0.999\t0.000\t1.347\t-0.303\t0.430\t2.548\t0.697\t-0.305\t-0.916\t0.000\t0.915\t0.952\t0.996\t0.924\t0.826\t1.018\t0.898\n1\t1.416\t0.242\t0.637\t0.634\t-1.608\t0.612\t1.377\t-0.081\t1.087\t0.934\t1.376\t-1.080\t2.215\t0.351\t-1.001\t1.181\t0.000\t0.784\t-0.316\t-1.407\t0.000\t0.651\t1.157\t1.181\t1.116\t0.871\t0.927\t0.865\n1\t0.709\t0.650\t0.243\t0.671\t-0.887\t0.797\t0.743\t0.956\t0.000\t0.557\t1.503\t1.495\t0.000\t0.966\t1.334\t-0.828\t2.548\t1.658\t-0.170\t-0.558\t3.102\t0.876\t1.040\t0.988\t0.612\t0.934\t0.942\t0.824\n1\t2.392\t0.939\t0.195\t1.114\t0.514\t1.552\t1.726\t-1.143\t0.000\t0.911\t0.969\t0.983\t2.215\t1.059\t0.070\t-1.287\t2.548\t0.401\t0.204\t1.349\t0.000\t1.365\t1.275\t0.998\t0.861\t1.053\t1.039\t1.196\n0\t0.509\t0.785\t-0.762\t1.793\t1.463\t1.204\t1.012\t-0.338\t2.173\t1.148\t1.314\t1.240\t2.215\t0.790\t0.088\t-0.670\t0.000\t0.776\t1.518\t0.780\t0.000\t1.184\t1.012\t1.201\t0.801\t1.735\t1.073\t0.920\n1\t0.343\t1.313\t-0.568\t0.935\t1.593\t0.937\t0.326\t1.187\t0.000\t0.940\t0.162\t-0.223\t2.215\t1.305\t-0.781\t-0.845\t2.548\t0.574\t-0.498\t0.536\t0.000\t0.823\t1.073\t0.991\t0.877\t0.888\t0.925\t0.799\n0\t0.461\t0.561\t1.039\t0.132\t-0.264\t1.203\t0.657\t-0.542\t2.173\t0.935\t-0.234\t1.687\t0.000\t0.993\t-0.658\t0.489\t2.548\t0.840\t-2.041\t1.445\t0.000\t0.808\t0.790\t0.991\t1.182\t1.495\t1.041\t0.874\n0\t1.072\t0.338\t0.978\t0.782\t-1.325\t0.763\t0.479\t-1.471\t1.087\t0.516\t-0.653\t-1.014\t0.000\t1.313\t-0.299\t0.455\t2.548\t1.020\t1.105\t-0.528\t0.000\t1.174\t1.007\t1.111\t0.746\t1.335\t1.026\t0.924\n0\t0.596\t-1.673\t1.040\t0.760\t-0.643\t0.567\t-0.327\t1.380\t2.173\t1.013\t-2.015\t-1.245\t0.000\t0.937\t-0.135\t0.180\t0.000\t0.626\t0.660\t-0.019\t0.000\t0.867\t0.909\t0.985\t1.154\t0.464\t0.874\t0.797\n1\t0.885\t-1.354\t0.225\t1.051\t1.433\t1.114\t-0.150\t0.312\t2.173\t0.576\t-0.767\t1.549\t0.000\t1.164\t-0.953\t-1.305\t2.548\t0.718\t0.653\t-0.671\t0.000\t1.055\t0.847\t1.184\t1.193\t1.555\t0.998\t0.895\n0\t0.578\t0.990\t-0.798\t0.972\t-1.503\t0.405\t0.521\t1.311\t2.173\t0.516\t-1.066\t0.700\t0.000\t0.743\t0.580\t0.349\t2.548\t1.494\t1.534\t-1.302\t0.000\t0.929\t0.869\t0.991\t0.883\t0.522\t0.693\t0.649\n0\t1.223\t0.409\t1.367\t0.740\t-1.163\t0.937\t0.048\t-1.049\t0.000\t1.591\t-0.219\t0.827\t2.215\t0.818\t0.624\t-0.022\t0.000\t1.137\t0.066\t-0.503\t3.102\t1.358\t0.803\t1.001\t1.032\t1.146\t0.988\t0.883\n1\t1.635\t-0.051\t1.565\t0.596\t-1.497\t0.734\t1.351\t0.287\t2.173\t0.267\t-0.261\t1.056\t0.000\t1.227\t-0.004\t-0.227\t2.548\t0.519\t-2.114\t-0.772\t0.000\t0.831\t0.924\t0.977\t1.238\t1.021\t1.107\t1.054\n1\t0.647\t-1.062\t1.419\t0.091\t-0.101\t0.771\t-0.733\t-1.079\t2.173\t0.977\t-2.428\t0.863\t0.000\t0.713\t-0.617\t0.227\t2.548\t0.596\t1.117\t-0.570\t0.000\t3.454\t1.900\t0.992\t0.804\t0.854\t1.309\t1.078\n1\t1.408\t1.144\t1.329\t1.585\t0.658\t0.755\t1.256\t-0.208\t2.173\t0.803\t1.334\t-0.707\t0.000\t0.998\t0.672\t-1.143\t1.274\t0.660\t0.649\t-1.733\t0.000\t0.809\t0.751\t1.176\t1.063\t0.858\t0.914\t0.798\n1\t0.684\t1.472\t-0.848\t1.176\t-1.545\t1.057\t0.545\t0.603\t2.173\t0.687\t0.872\t-0.895\t0.000\t0.598\t0.155\t1.290\t2.548\t0.988\t1.332\t0.079\t0.000\t0.910\t1.122\t0.993\t0.989\t0.605\t1.092\t0.929\n1\t0.761\t0.601\t0.391\t0.963\t-0.493\t0.543\t0.646\t-0.435\t2.173\t0.733\t0.701\t1.014\t2.215\t0.299\t1.953\t0.659\t0.000\t0.453\t0.683\t1.662\t0.000\t0.431\t0.582\t0.988\t0.785\t0.896\t0.618\t0.518\n0\t0.776\t0.487\t0.887\t0.467\t-0.878\t0.603\t1.183\t-0.982\t1.087\t0.548\t-1.032\t0.813\t0.000\t0.517\t0.966\t0.809\t0.000\t1.501\t0.595\t-1.592\t3.102\t1.038\t0.992\t0.989\t0.714\t0.580\t0.832\t0.729\n1\t0.416\t-0.702\t-1.377\t1.533\t1.337\t1.514\t0.339\t-0.465\t2.173\t0.808\t0.012\t1.437\t0.000\t0.613\t-1.023\t0.896\t0.000\t1.111\t0.787\t0.302\t3.102\t0.821\t0.927\t0.986\t1.432\t0.970\t1.034\t0.950\n1\t0.322\t-0.072\t-1.528\t1.850\t-0.617\t1.373\t-1.529\t0.463\t2.173\t1.881\t-1.478\t1.501\t0.000\t1.040\t-1.252\t-0.798\t0.000\t0.924\t1.076\t-1.725\t0.000\t0.827\t0.669\t0.988\t2.519\t0.674\t1.524\t1.253\n0\t0.454\t0.236\t0.073\t0.933\t1.034\t0.938\t0.342\t-0.839\t2.173\t0.804\t-0.978\t1.380\t2.215\t0.539\t-1.152\t0.958\t0.000\t0.800\t-0.716\t-1.142\t0.000\t0.913\t0.986\t0.986\t0.650\t1.489\t0.918\t0.769\n0\t0.284\t-1.170\t0.025\t3.605\t1.133\t1.614\t-0.708\t-1.181\t0.000\t1.564\t0.698\t-0.416\t0.000\t1.891\t-1.126\t1.653\t2.548\t1.311\t-1.239\t-1.030\t0.000\t0.931\t1.105\t1.179\t0.949\t1.505\t1.136\t1.232\n1\t0.846\t-0.236\t0.118\t0.274\t-0.835\t1.845\t-1.438\t-1.235\t0.000\t1.728\t-1.466\t0.188\t0.000\t2.693\t0.602\t1.011\t0.000\t1.979\t0.894\t0.634\t0.000\t0.954\t1.090\t0.981\t0.677\t0.549\t0.640\t0.724\n0\t0.596\t-2.088\t-0.819\t1.921\t-1.611\t0.733\t-0.124\t-0.569\t1.087\t1.343\t0.197\t0.184\t2.215\t0.921\t-2.326\t0.911\t0.000\t0.708\t0.845\t0.923\t0.000\t2.578\t1.918\t0.988\t2.459\t0.948\t1.768\t1.647\n0\t0.599\t1.160\t0.066\t1.875\t0.687\t0.951\t1.303\t-1.038\t0.000\t0.813\t-0.126\t1.682\t2.215\t0.389\t0.432\t1.513\t2.548\t0.796\t1.005\t-0.406\t0.000\t0.721\t1.161\t0.990\t0.740\t0.204\t0.928\t0.926\n0\t1.044\t0.272\t-0.841\t1.630\t0.141\t0.483\t0.014\t0.588\t2.173\t0.521\t1.074\t1.633\t0.000\t0.724\t-0.378\t1.560\t0.000\t0.595\t1.288\t-0.764\t0.000\t1.040\t0.827\t1.399\t0.862\t0.618\t0.660\t0.652\n0\t0.347\t-0.450\t1.474\t1.609\t0.762\t0.774\t-0.878\t-0.815\t2.173\t0.918\t-1.542\t-1.307\t0.000\t0.807\t-0.629\t0.845\t0.000\t1.474\t-0.638\t0.028\t1.551\t1.374\t1.082\t0.994\t0.839\t0.781\t0.846\t0.828\n1\t0.563\t-1.318\t-0.425\t1.549\t1.291\t0.881\t0.141\t-1.176\t2.173\t0.647\t-0.540\t0.119\t0.000\t0.985\t0.392\t1.051\t2.548\t0.373\t0.652\t0.763\t0.000\t0.579\t0.934\t1.294\t1.104\t1.065\t1.040\t0.862\n1\t0.776\t-0.253\t-0.699\t1.230\t1.174\t0.950\t-1.146\t1.506\t2.173\t1.159\t-0.570\t-0.261\t2.215\t0.569\t0.711\t-0.674\t0.000\t0.596\t-0.750\t0.075\t0.000\t0.727\t1.142\t1.344\t1.023\t1.607\t0.981\t0.833\n0\t1.214\t0.234\t-1.582\t1.360\t1.385\t1.587\t-0.548\t0.132\t2.173\t1.936\t2.554\t-1.687\t0.000\t1.127\t-0.932\t-0.194\t0.000\t1.344\t0.038\t-0.519\t0.000\t0.855\t0.916\t0.989\t1.065\t1.688\t1.288\t1.123\n0\t0.614\t0.466\t1.330\t1.278\t-1.398\t0.446\t0.012\t-0.574\t2.173\t0.657\t-1.562\t0.597\t0.000\t0.649\t-0.740\t0.049\t2.548\t0.560\t-1.561\t-0.653\t0.000\t0.722\t0.885\t0.993\t1.080\t0.456\t0.787\t0.998\n1\t1.679\t0.894\t0.260\t0.741\t1.318\t1.172\t-0.228\t-1.124\t2.173\t0.815\t0.348\t-1.591\t0.000\t1.437\t-0.118\t1.540\t2.548\t1.798\t0.406\t-0.156\t0.000\t0.824\t1.218\t1.260\t1.555\t1.094\t1.152\t1.030\n1\t1.033\t0.852\t0.754\t0.183\t-0.580\t0.505\t-0.870\t-0.145\t2.173\t0.746\t-0.788\t-1.722\t2.215\t0.438\t0.501\t-1.196\t0.000\t0.417\t0.322\t1.459\t0.000\t0.323\t0.639\t0.992\t0.871\t0.893\t0.734\t0.589\n0\t0.362\t-1.062\t-0.439\t0.478\t-0.943\t0.516\t-0.628\t1.028\t2.173\t0.683\t-0.681\t-1.551\t2.215\t0.687\t0.329\t-0.573\t0.000\t0.933\t0.976\t0.496\t0.000\t0.813\t0.966\t0.979\t0.833\t0.637\t0.721\t0.665\n0\t1.429\t-0.043\t-1.625\t0.263\t1.354\t0.875\t1.046\t0.462\t0.000\t0.395\t1.737\t-0.108\t0.000\t0.565\t2.089\t-0.649\t0.000\t1.739\t0.023\t-0.628\t3.102\t0.772\t0.893\t0.981\t0.883\t1.238\t0.892\t0.995\n1\t1.074\t0.538\t-0.339\t1.476\t-0.567\t0.948\t0.139\t1.456\t0.000\t0.630\t-0.021\t1.008\t0.000\t1.170\t0.660\t-0.796\t2.548\t1.047\t0.852\t1.331\t0.000\t0.714\t0.852\t0.977\t0.702\t0.688\t0.764\t0.882\n0\t1.125\t-0.867\t-0.472\t0.697\t0.281\t1.685\t-1.719\t-0.149\t0.000\t1.626\t-0.340\t1.511\t0.000\t2.250\t0.425\t1.517\t2.548\t1.504\t-0.791\t-1.280\t3.102\t0.601\t0.827\t0.984\t1.721\t1.356\t1.193\t1.020\n1\t0.292\t1.219\t1.480\t0.883\t-0.114\t1.297\t0.883\t0.545\t0.000\t1.121\t1.074\t-1.199\t0.000\t1.080\t0.391\t-1.050\t2.548\t0.511\t-0.839\t1.192\t3.102\t2.576\t1.634\t0.987\t0.714\t0.677\t1.083\t0.916\n0\t0.332\t1.870\t0.124\t2.092\t0.297\t0.771\t-0.232\t-1.301\t2.173\t0.433\t0.443\t-0.948\t0.000\t1.658\t0.103\t0.816\t1.274\t2.187\t0.957\t-1.345\t0.000\t0.631\t0.837\t0.981\t0.831\t1.352\t1.013\t1.007\n0\t1.188\t-0.198\t0.165\t1.091\t-0.009\t1.241\t0.050\t-1.661\t1.087\t0.544\t0.931\t-0.735\t0.000\t1.013\t1.230\t1.052\t2.548\t0.436\t-1.282\t-0.473\t0.000\t1.026\t1.099\t0.986\t1.587\t1.323\t1.330\t1.094\n1\t0.787\t0.340\t-0.263\t0.780\t1.703\t0.629\t0.451\t0.005\t2.173\t0.779\t1.171\t1.645\t0.000\t1.510\t0.938\t-1.226\t0.000\t2.552\t0.814\t0.749\t3.102\t0.887\t1.198\t1.064\t0.938\t0.905\t0.977\t0.841\n1\t1.071\t0.295\t-0.971\t1.556\t-1.172\t1.559\t0.359\t-0.742\t2.173\t1.477\t0.156\t0.977\t0.000\t0.802\t-0.663\t0.995\t1.274\t0.932\t-1.166\t0.112\t0.000\t0.638\t0.579\t0.988\t0.973\t1.606\t1.107\t0.983\n0\t0.936\t-1.135\t-0.334\t0.634\t1.043\t0.439\t0.298\t-1.732\t0.000\t0.705\t-0.040\t-1.205\t0.000\t1.022\t-0.437\t0.459\t2.548\t0.811\t0.627\t-0.199\t3.102\t0.578\t0.921\t1.010\t0.814\t0.599\t0.634\t0.682\n1\t0.676\t-1.307\t-1.546\t0.948\t0.414\t0.533\t-1.489\t-0.797\t0.000\t0.563\t1.020\t-0.622\t0.000\t1.297\t-0.413\t0.938\t2.548\t1.083\t0.582\t1.663\t3.102\t0.782\t0.972\t1.088\t1.028\t0.779\t0.823\t0.757\n1\t0.627\t-0.944\t0.512\t1.643\t-0.266\t1.310\t0.937\t-1.139\t2.173\t1.351\t1.202\t1.062\t0.000\t0.691\t2.481\t0.880\t0.000\t0.862\t0.232\t-1.421\t0.000\t0.903\t1.108\t0.982\t0.626\t0.749\t1.416\t1.294\n1\t1.282\t-0.606\t-0.657\t0.271\t1.222\t0.567\t-0.624\t1.068\t0.000\t0.861\t-0.495\t0.575\t0.000\t1.130\t-0.693\t-1.380\t1.274\t1.403\t0.634\t-1.304\t3.102\t0.646\t0.977\t0.984\t0.941\t0.808\t0.853\t0.794\n0\t0.498\t-0.861\t1.680\t1.601\t-0.163\t0.838\t1.235\t-1.544\t0.000\t1.141\t-0.826\t-0.515\t2.215\t1.102\t0.575\t0.582\t0.000\t0.847\t-0.265\t0.967\t3.102\t0.863\t1.235\t1.232\t0.764\t0.895\t0.772\t0.765\n1\t0.550\t-0.294\t-1.344\t0.797\t0.828\t0.715\t-0.823\t0.459\t2.173\t0.978\t0.643\t1.445\t0.000\t1.569\t-0.975\t-0.775\t2.548\t0.498\t-1.504\t-0.824\t0.000\t1.643\t1.347\t0.987\t0.847\t1.194\t1.081\t0.892\n1\t0.597\t-0.032\t0.672\t0.709\t-0.327\t0.886\t0.123\t1.118\t0.000\t0.599\t1.001\t1.059\t0.000\t0.942\t0.927\t-0.478\t1.274\t0.905\t0.825\t-1.309\t0.000\t0.811\t0.895\t0.989\t0.970\t0.807\t0.693\t0.751\n1\t0.615\t1.102\t-0.556\t2.133\t-1.262\t1.255\t0.261\t0.274\t0.000\t1.437\t0.574\t1.469\t2.215\t1.212\t0.699\t0.642\t2.548\t0.528\t-1.296\t-1.149\t0.000\t1.197\t1.044\t0.986\t1.223\t0.959\t1.020\t0.978\n0\t0.680\t-0.718\t-1.579\t0.522\t0.042\t0.772\t-1.156\t1.340\t2.173\t0.690\t1.144\t-0.371\t2.215\t0.700\t-0.358\t0.128\t0.000\t0.809\t0.348\t-0.386\t0.000\t0.915\t0.957\t0.985\t0.803\t1.900\t1.073\t0.868\n1\t1.207\t0.279\t-1.732\t0.917\t1.383\t1.070\t0.038\t-0.186\t0.000\t0.472\t-2.192\t-0.128\t0.000\t0.544\t-0.775\t0.836\t2.548\t0.930\t0.480\t-0.891\t1.551\t2.139\t1.279\t0.996\t0.775\t0.688\t0.901\t0.942\n1\t0.359\t0.784\t1.375\t1.216\t-0.794\t0.594\t-1.031\t0.711\t2.173\t0.741\t-0.203\t-0.722\t0.000\t0.507\t-0.400\t1.392\t1.274\t0.386\t0.632\t0.719\t0.000\t0.757\t0.891\t0.987\t0.616\t0.445\t0.635\t0.587\n1\t0.578\t1.557\t0.509\t0.392\t-1.574\t0.927\t0.465\t-0.005\t1.087\t0.630\t0.676\t-1.110\t0.000\t1.043\t0.068\t0.783\t2.548\t1.913\t0.679\t1.734\t0.000\t0.787\t0.979\t0.978\t0.795\t0.835\t0.889\t0.746\n0\t2.028\t1.164\t-1.360\t0.311\t-1.713\t0.772\t0.345\t0.129\t0.000\t0.845\t0.731\t0.720\t0.000\t1.125\t1.276\t1.296\t2.548\t1.462\t1.078\t-0.455\t3.102\t0.937\t0.967\t0.998\t0.817\t0.982\t0.812\t0.884\n1\t0.321\t1.373\t1.054\t2.149\t-1.656\t0.563\t-0.520\t0.211\t0.000\t0.759\t-0.994\t-0.051\t1.107\t0.837\t-2.008\t1.586\t0.000\t0.685\t0.651\t0.376\t3.102\t0.919\t0.744\t0.992\t0.941\t0.713\t1.696\t1.438\n0\t0.559\t0.557\t1.525\t0.670\t-0.725\t0.618\t1.959\t-0.005\t0.000\t0.403\t0.275\t1.056\t1.107\t0.751\t-1.252\t1.254\t0.000\t0.511\t1.137\t-0.253\t3.102\t3.352\t1.785\t0.987\t0.602\t0.444\t1.050\t0.907\n1\t0.906\t0.488\t1.492\t0.626\t0.678\t1.072\t-0.840\t-0.628\t2.173\t0.510\t-1.201\t1.137\t1.107\t0.314\t1.993\t-0.202\t0.000\t0.386\t-1.119\t1.705\t0.000\t0.988\t1.011\t0.985\t1.189\t1.108\t0.929\t0.843\n0\t0.297\t-0.904\t-0.088\t1.908\t1.165\t1.124\t0.974\t-0.974\t0.000\t1.098\t0.005\t0.400\t2.215\t0.637\t-0.205\t0.703\t2.548\t0.482\t-0.615\t-1.255\t0.000\t1.129\t1.083\t0.990\t1.156\t0.261\t0.922\t1.182\n0\t1.472\t-0.754\t-0.812\t1.399\t-0.203\t0.649\t0.482\t1.134\t0.000\t0.636\t-1.003\t0.754\t1.107\t0.437\t0.043\t1.700\t0.000\t0.755\t-0.972\t-1.622\t1.551\t0.926\t0.948\t1.038\t0.754\t0.528\t0.679\t0.824\n0\t0.783\t-1.773\t-0.593\t0.982\t-0.673\t0.578\t-0.741\t0.671\t0.000\t0.968\t-1.483\t1.172\t0.000\t0.525\t0.304\t1.684\t0.000\t0.818\t-1.215\t-1.044\t3.102\t0.939\t0.879\t0.979\t0.452\t0.162\t0.565\t0.653\n0\t0.537\t-0.910\t0.559\t3.811\t0.437\t1.901\t-1.933\t-0.856\t0.000\t1.274\t1.841\t1.682\t0.000\t1.240\t2.451\t1.593\t0.000\t0.955\t0.077\t1.319\t3.102\t0.804\t0.932\t0.984\t0.848\t0.562\t0.863\t1.641\n0\t1.896\t0.715\t1.332\t0.633\t0.360\t2.523\t1.018\t-0.985\t0.000\t1.813\t0.479\t0.693\t0.000\t1.481\t1.168\t0.800\t2.548\t0.576\t0.747\t0.242\t0.000\t0.682\t0.795\t1.165\t0.758\t0.947\t1.109\t1.117\n0\t0.707\t-1.212\t1.634\t2.007\t-1.174\t0.434\t-0.823\t-0.193\t2.173\t0.711\t0.370\t1.108\t0.000\t0.905\t0.259\t0.037\t0.000\t1.889\t-0.172\t0.609\t3.102\t0.953\t1.008\t0.990\t1.238\t0.703\t0.878\t0.908\n0\t0.736\t1.712\t1.602\t1.198\t-1.645\t0.951\t-0.468\t-0.339\t2.173\t1.081\t0.556\t0.769\t2.215\t1.229\t0.321\t-0.937\t0.000\t0.483\t-0.960\t1.723\t0.000\t0.908\t0.928\t0.992\t0.956\t1.496\t1.145\t0.973\n0\t0.714\t-0.080\t0.761\t0.250\t0.138\t0.625\t1.641\t-0.085\t0.000\t1.065\t0.270\t-1.379\t2.215\t0.631\t2.650\t0.404\t0.000\t0.890\t1.097\t1.731\t3.102\t0.896\t0.881\t0.979\t0.903\t0.560\t0.991\t0.860\n1\t1.488\t0.973\t0.943\t0.607\t0.511\t0.649\t0.164\t-0.965\t2.173\t0.507\t0.360\t1.629\t2.215\t0.807\t1.291\t-0.856\t0.000\t0.769\t0.601\t0.297\t0.000\t0.811\t0.768\t0.976\t0.766\t0.614\t0.836\t0.727\n0\t1.422\t0.180\t1.035\t1.363\t1.437\t1.143\t-0.936\t-0.435\t2.173\t0.570\t1.501\t0.681\t0.000\t1.042\t-0.215\t-0.755\t0.000\t0.610\t0.465\t-0.556\t3.102\t0.805\t0.828\t0.982\t0.761\t0.734\t1.206\t0.969\n1\t0.799\t-1.018\t-0.845\t0.239\t0.814\t0.846\t-0.092\t-0.968\t2.173\t1.088\t-0.784\t1.207\t0.000\t0.963\t0.110\t0.931\t0.000\t1.285\t0.214\t-0.015\t3.102\t0.971\t0.969\t0.988\t0.684\t0.858\t0.853\t0.729\n1\t0.591\t0.026\t0.859\t1.712\t1.497\t2.606\t1.432\t-0.081\t0.000\t0.978\t-0.637\t0.368\t1.107\t1.667\t0.250\t-1.656\t0.000\t2.482\t1.801\t-1.214\t0.000\t0.766\t0.961\t0.987\t0.920\t0.892\t0.905\t0.799\n1\t1.408\t-0.310\t-0.394\t0.470\t-0.029\t0.969\t-1.922\t0.094\t0.000\t1.767\t0.089\t1.722\t2.215\t1.363\t-0.703\t-1.065\t0.000\t1.779\t-0.488\t1.034\t1.551\t0.924\t0.924\t0.984\t1.453\t1.082\t1.069\t0.902\n1\t0.559\t0.832\t0.750\t0.904\t-0.365\t1.723\t-0.451\t-1.393\t2.173\t1.426\t-1.015\t0.591\t0.000\t0.658\t-0.385\t0.860\t0.000\t1.255\t-0.897\t-0.829\t1.551\t0.811\t0.975\t0.990\t1.976\t0.904\t1.413\t1.370\n1\t1.292\t0.504\t-0.877\t0.684\t-0.661\t1.155\t0.179\t0.854\t2.173\t0.453\t1.003\t-0.440\t0.000\t0.777\t-0.209\t0.403\t0.000\t1.092\t0.659\t1.741\t3.102\t0.878\t0.951\t0.995\t0.794\t0.927\t0.938\t0.807\n0\t0.463\t1.709\t-1.338\t0.328\t-0.803\t0.683\t0.665\t0.797\t2.173\t0.439\t-1.026\t-1.017\t0.000\t1.128\t0.262\t1.558\t1.274\t0.796\t0.279\t-0.187\t0.000\t0.780\t0.981\t0.978\t0.681\t0.724\t0.712\t0.659\n1\t0.318\t1.315\t-1.725\t1.022\t0.699\t1.103\t0.154\t-1.109\t0.000\t0.723\t-0.594\t1.005\t2.215\t0.746\t0.664\t-0.606\t0.000\t1.637\t0.653\t0.314\t3.102\t0.858\t1.180\t0.993\t0.619\t0.938\t0.953\t0.830\n1\t0.699\t-0.707\t1.685\t1.759\t-1.572\t1.222\t-0.358\t0.371\t0.000\t0.895\t-0.251\t-0.442\t2.215\t1.021\t-0.478\t-1.125\t0.000\t1.109\t-0.895\t1.062\t3.102\t1.966\t1.257\t1.006\t1.280\t0.956\t0.900\t1.063\n0\t0.524\t-2.417\t0.264\t1.034\t1.627\t0.654\t-0.498\t-0.295\t2.173\t0.497\t-1.470\t-0.705\t0.000\t0.451\t0.388\t-0.927\t0.000\t0.638\t0.879\t0.576\t0.000\t0.832\t0.852\t0.986\t1.129\t1.034\t0.820\t0.764\n1\t0.525\t-0.807\t1.104\t0.342\t0.305\t0.782\t0.142\t1.024\t2.173\t0.824\t1.698\t-0.307\t0.000\t1.130\t0.485\t-0.937\t2.548\t1.027\t-1.461\t-0.904\t0.000\t0.894\t0.976\t0.981\t0.642\t1.171\t0.891\t0.780\n1\t1.057\t0.037\t-0.141\t1.795\t0.513\t0.908\t-0.855\t1.690\t2.173\t1.248\t0.236\t-0.953\t2.215\t0.510\t0.565\t0.865\t0.000\t0.706\t0.159\t1.642\t0.000\t0.450\t0.775\t1.062\t1.412\t1.410\t1.181\t0.909\n1\t0.955\t-0.709\t0.622\t0.880\t-0.465\t0.644\t-1.743\t1.532\t0.000\t0.448\t1.841\t-0.645\t0.000\t1.352\t0.109\t-0.038\t1.274\t0.751\t-0.474\t-1.404\t0.000\t0.838\t0.955\t1.054\t0.740\t0.820\t0.924\t0.817\n1\t0.615\t0.980\t0.296\t1.022\t-0.971\t0.437\t-1.195\t-0.991\t2.173\t0.680\t-0.345\t0.806\t2.215\t0.343\t0.536\t-0.072\t0.000\t0.928\t0.674\t1.461\t0.000\t0.615\t0.859\t0.998\t0.911\t0.875\t0.849\t0.697\n1\t0.813\t-1.079\t1.510\t0.638\t0.281\t1.349\t-0.442\t-1.003\t2.173\t1.015\t-0.220\t0.697\t0.000\t0.997\t-0.618\t0.068\t2.548\t0.846\t0.660\t1.294\t0.000\t0.891\t0.857\t0.991\t1.235\t1.200\t1.028\t0.963\n0\t2.044\t1.388\t-1.557\t0.157\t0.224\t0.318\t-0.465\t-0.540\t0.000\t1.068\t-0.058\t0.303\t0.000\t0.627\t0.548\t1.726\t2.548\t0.720\t0.498\t0.109\t3.102\t0.890\t0.864\t0.994\t0.796\t0.510\t0.560\t0.820\n0\t1.150\t-1.414\t-0.283\t0.221\t1.447\t0.424\t1.418\t1.143\t0.000\t0.882\t0.060\t1.142\t1.107\t2.048\t-0.449\t-1.075\t2.548\t1.166\t0.740\t0.583\t0.000\t0.901\t0.945\t0.984\t0.898\t1.361\t1.082\t1.054\n1\t0.982\t1.267\t1.184\t1.007\t0.246\t1.044\t0.161\t-1.075\t2.173\t0.797\t-0.859\t-0.065\t1.107\t0.351\t-1.548\t1.447\t0.000\t0.365\t1.398\t0.705\t0.000\t1.061\t0.905\t1.031\t1.337\t1.291\t1.178\t0.990\n1\t1.305\t-1.001\t1.264\t0.344\t-0.732\t0.459\t0.699\t-1.109\t2.173\t0.891\t-0.655\t-0.587\t1.107\t0.858\t-1.908\t1.215\t0.000\t0.786\t-0.049\t-0.852\t0.000\t0.988\t1.008\t0.987\t0.850\t0.822\t0.750\t0.697\n0\t2.151\t0.191\t-1.021\t0.140\t-0.338\t0.746\t1.324\t-1.358\t2.173\t1.545\t-0.480\t0.475\t0.000\t0.765\t1.390\t0.899\t0.000\t0.931\t-1.010\t1.175\t0.000\t1.085\t1.010\t0.994\t1.019\t0.549\t1.199\t1.077\n1\t1.096\t0.244\t0.715\t0.319\t-1.298\t0.678\t0.768\t-0.238\t0.000\t1.321\t0.500\t1.625\t0.000\t0.888\t-0.207\t-1.208\t2.548\t0.942\t-0.304\t0.217\t3.102\t2.015\t1.290\t0.994\t0.643\t0.672\t0.868\t0.762\n0\t0.338\t2.163\t-1.278\t1.560\t0.649\t0.464\t2.030\t-1.629\t0.000\t0.735\t1.025\t-1.332\t2.215\t0.994\t0.476\t-0.378\t2.548\t0.921\t1.310\t0.549\t0.000\t0.953\t0.991\t0.992\t0.974\t0.730\t0.852\t0.748\n1\t0.513\t-0.168\t-0.071\t1.061\t1.014\t1.557\t-0.558\t-0.732\t2.173\t0.565\t1.249\t1.548\t0.000\t0.807\t-0.192\t1.141\t0.000\t0.603\t-0.895\t0.538\t1.551\t0.927\t0.810\t0.993\t1.431\t0.971\t1.057\t0.943\n0\t1.641\t0.717\t1.329\t0.630\t0.732\t1.082\t1.218\t-0.978\t2.173\t0.770\t0.531\t-0.528\t0.000\t1.294\t-0.616\t1.037\t2.548\t1.334\t1.099\t-0.094\t0.000\t0.725\t0.886\t0.983\t1.112\t2.166\t1.245\t1.099\n1\t0.894\t-0.474\t-1.000\t1.526\t-1.260\t1.156\t-0.602\t1.284\t2.173\t1.289\t0.168\t-0.187\t0.000\t1.041\t-0.062\t0.572\t2.548\t1.320\t-0.612\t0.147\t0.000\t0.944\t0.791\t0.997\t1.352\t0.899\t1.021\t1.049\n1\t0.364\t1.454\t-0.411\t0.631\t-1.593\t0.837\t-0.839\t0.571\t2.173\t0.544\t0.446\t0.114\t2.215\t0.333\t0.356\t-1.051\t0.000\t0.422\t-0.618\t-0.410\t0.000\t0.410\t0.570\t0.991\t0.655\t0.802\t0.718\t0.555\n0\t0.516\t-0.211\t0.119\t0.475\t1.592\t0.726\t0.806\t-0.200\t0.000\t0.850\t0.869\t-1.252\t1.107\t1.090\t0.757\t0.389\t2.548\t0.938\t0.408\t-1.735\t0.000\t1.165\t1.036\t0.993\t0.641\t1.019\t0.744\t0.657\n0\t2.374\t1.171\t1.062\t2.077\t0.665\t1.217\t0.848\t-0.764\t0.000\t1.411\t0.543\t-1.084\t0.000\t2.557\t-0.345\t-0.420\t2.548\t3.163\t1.282\t1.246\t3.102\t0.894\t1.603\t1.076\t0.871\t3.248\t1.949\t1.848\n0\t0.799\t0.368\t-0.482\t0.467\t-0.352\t0.316\t-0.988\t-0.934\t0.000\t0.657\t0.243\t0.090\t0.000\t0.786\t1.265\t1.706\t2.548\t0.785\t-0.017\t-1.676\t0.000\t0.906\t0.696\t0.985\t1.044\t0.428\t0.898\t0.759\n1\t1.235\t-1.050\t-1.651\t2.194\t-1.243\t1.117\t-0.622\t0.476\t2.173\t0.756\t-2.133\t0.000\t0.000\t0.332\t-0.958\t0.323\t2.548\t0.446\t-0.124\t-0.911\t0.000\t1.070\t1.173\t0.989\t0.747\t0.194\t1.009\t0.953\n1\t1.127\t-1.192\t-1.016\t1.348\t-0.880\t2.671\t-0.242\t0.583\t0.000\t2.840\t-0.907\t-1.188\t2.215\t2.267\t-0.721\t-1.701\t2.548\t1.467\t-0.686\t-0.269\t0.000\t0.822\t1.215\t0.986\t1.177\t1.218\t1.093\t1.085\n0\t2.276\t0.991\t1.723\t0.913\t1.206\t1.618\t2.134\t-0.080\t0.000\t1.048\t-0.663\t-0.238\t1.107\t2.018\t0.037\t1.667\t2.548\t0.491\t-1.077\t0.579\t0.000\t3.775\t3.206\t0.990\t1.691\t1.632\t2.308\t1.900\n0\t1.483\t-0.213\t0.091\t0.796\t-0.037\t0.985\t-0.077\t-1.649\t0.000\t0.339\t-1.571\t-1.605\t2.215\t0.842\t0.679\t1.578\t0.000\t0.653\t-1.408\t-0.002\t3.102\t0.790\t0.876\t0.991\t0.859\t0.422\t0.762\t0.908\n0\t0.615\t1.114\t1.079\t1.099\t1.470\t0.639\t1.289\t-0.238\t2.173\t0.366\t2.484\t1.666\t0.000\t0.428\t2.048\t-1.092\t0.000\t0.751\t-0.073\t1.091\t0.000\t1.077\t0.901\t0.987\t0.700\t0.288\t0.695\t0.682\n0\t0.849\t0.276\t0.851\t0.635\t0.040\t0.730\t-0.870\t-1.679\t2.173\t0.758\t-1.595\t-1.352\t0.000\t2.077\t-0.270\t0.237\t2.548\t0.789\t0.614\t1.505\t0.000\t1.596\t1.014\t0.989\t0.973\t1.581\t1.086\t1.100\n0\t1.077\t-1.263\t-0.858\t0.720\t-0.059\t1.068\t-0.075\t0.169\t0.000\t0.501\t0.684\t-1.698\t0.000\t1.469\t-0.108\t1.271\t2.548\t0.729\t0.127\t-0.127\t3.102\t1.013\t0.888\t0.986\t1.308\t0.760\t0.904\t1.371\n1\t1.266\t-0.335\t1.009\t0.620\t0.061\t0.845\t-0.400\t-0.762\t2.173\t1.073\t0.082\t-1.410\t2.215\t0.728\t-0.369\t0.625\t0.000\t0.369\t0.606\t-1.515\t0.000\t0.992\t0.995\t0.987\t1.010\t0.846\t0.852\t0.766\n1\t0.480\t0.801\t-0.159\t0.422\t-1.456\t1.339\t0.731\t0.988\t2.173\t0.886\t2.709\t-0.635\t0.000\t0.944\t1.516\t-0.678\t0.000\t1.237\t0.214\t1.667\t3.102\t0.832\t1.460\t0.981\t1.181\t0.849\t1.396\t1.101\n1\t0.890\t0.494\t0.776\t0.709\t-0.527\t0.685\t-0.550\t0.238\t0.000\t1.269\t0.562\t1.722\t2.215\t0.700\t-0.345\t-0.875\t2.548\t0.848\t0.881\t-0.506\t0.000\t0.898\t0.788\t1.014\t0.908\t0.875\t0.909\t0.811\n1\t2.806\t0.620\t0.101\t0.453\t1.103\t0.413\t0.025\t-0.835\t0.000\t0.917\t0.771\t-1.359\t1.107\t0.965\t-0.365\t1.289\t2.548\t0.822\t1.291\t-1.608\t0.000\t0.939\t0.923\t1.228\t1.223\t0.933\t0.981\t0.860\n1\t0.604\t-1.043\t-0.827\t1.384\t1.471\t0.893\t-0.674\t0.736\t2.173\t0.799\t-0.186\t-0.531\t2.215\t0.651\t0.513\t-0.863\t0.000\t0.705\t-1.569\t-1.643\t0.000\t1.148\t0.982\t1.112\t0.943\t1.171\t0.851\t0.760\n0\t0.834\t-2.062\t1.347\t0.374\t-0.352\t1.033\t-0.577\t-1.516\t1.087\t1.606\t-0.199\t-0.028\t0.000\t0.574\t-0.691\t0.479\t0.000\t0.588\t0.687\t1.728\t3.102\t0.770\t0.888\t0.990\t0.950\t0.654\t0.955\t0.913\n0\t1.232\t1.907\t0.835\t0.193\t0.742\t0.449\t0.029\t1.720\t0.000\t0.791\t-0.628\t-0.046\t2.215\t0.579\t-1.515\t-1.671\t0.000\t1.152\t0.672\t-1.012\t3.102\t0.876\t0.967\t0.997\t0.841\t0.948\t0.942\t1.004\n1\t1.229\t2.078\t-0.216\t0.620\t0.677\t0.988\t0.953\t1.605\t1.087\t0.531\t1.286\t-0.967\t2.215\t0.688\t0.536\t0.273\t0.000\t0.682\t0.577\t-1.434\t0.000\t0.756\t0.821\t0.984\t0.704\t0.805\t0.834\t0.716\n0\t2.532\t-0.217\t0.619\t0.653\t-0.989\t1.040\t1.135\t-0.973\t0.000\t1.169\t0.088\t-0.978\t1.107\t1.378\t0.893\t0.753\t2.548\t0.593\t0.691\t1.384\t0.000\t1.038\t0.947\t1.768\t1.209\t1.484\t1.125\t1.121\n0\t0.627\t-1.430\t0.114\t1.034\t0.642\t0.748\t-0.286\t-0.797\t0.000\t1.539\t0.593\t-1.224\t1.107\t1.883\t0.088\t0.926\t2.548\t0.705\t-1.818\t0.458\t0.000\t0.815\t0.902\t0.978\t1.888\t1.753\t2.048\t1.564\n1\t0.283\t1.427\t0.075\t0.425\t-0.866\t1.130\t0.452\t1.346\t2.173\t0.678\t-0.155\t-0.161\t2.215\t1.124\t1.134\t-0.832\t0.000\t0.876\t0.792\t0.804\t0.000\t1.101\t0.947\t0.992\t1.000\t1.322\t0.913\t0.809\n1\t0.778\t-1.916\t0.691\t1.311\t0.581\t0.925\t-0.145\t-1.053\t2.173\t0.665\t-0.694\t1.558\t1.107\t0.645\t-1.017\t0.863\t0.000\t0.637\t0.616\t0.132\t0.000\t0.869\t1.032\t0.999\t0.805\t0.883\t0.966\t0.819\n1\t0.551\t2.247\t-0.698\t0.750\t1.720\t0.506\t2.941\t1.718\t0.000\t1.288\t0.181\t0.193\t2.215\t0.858\t0.369\t1.264\t1.274\t0.831\t0.975\t-1.014\t0.000\t0.955\t0.979\t0.979\t0.745\t0.927\t0.847\t0.785\n0\t1.441\t0.200\t-1.023\t0.467\t1.211\t0.846\t-0.203\t0.900\t0.000\t0.509\t0.768\t-1.608\t0.000\t1.307\t-0.939\t-0.578\t2.548\t0.829\t-0.832\t0.119\t3.102\t1.295\t0.988\t1.027\t0.920\t0.468\t0.876\t0.811\n1\t0.773\t-0.170\t-1.302\t0.821\t0.541\t0.955\t0.922\t0.635\t0.000\t1.074\t-0.331\t-0.732\t2.215\t0.619\t-1.309\t1.157\t0.000\t1.043\t1.059\t-1.140\t3.102\t0.616\t0.914\t1.099\t0.814\t0.923\t0.922\t0.814\n0\t0.883\t-0.428\t-0.326\t0.947\t0.900\t0.470\t0.075\t1.686\t1.087\t1.412\t-1.894\t-0.530\t0.000\t1.331\t-1.205\t1.495\t1.274\t1.249\t-1.679\t0.841\t0.000\t0.740\t1.089\t1.132\t0.943\t0.766\t0.731\t0.758\n1\t0.756\t1.551\t1.190\t1.277\t-1.475\t0.439\t1.712\t-0.152\t0.000\t0.483\t0.122\t-1.141\t2.215\t0.465\t0.562\t0.844\t2.548\t0.507\t-1.055\t0.298\t0.000\t0.501\t0.597\t0.992\t0.614\t0.507\t0.523\t0.718\n1\t0.538\t1.339\t-0.884\t0.305\t-0.102\t1.148\t-0.012\t1.392\t0.000\t1.312\t-0.787\t-0.553\t2.215\t0.440\t2.354\t-0.548\t0.000\t0.584\t-0.218\t0.755\t3.102\t2.505\t1.400\t0.983\t0.892\t0.762\t1.345\t1.057\n0\t0.381\t-1.726\t-0.785\t1.179\t1.206\t0.851\t-0.432\t-1.358\t2.173\t0.774\t-0.610\t-0.515\t0.000\t1.045\t-0.941\t0.361\t0.000\t1.235\t0.546\t0.674\t3.102\t1.019\t1.045\t0.987\t0.857\t1.219\t0.913\t0.834\n0\t1.247\t0.511\t0.706\t0.241\t-1.230\t1.034\t-0.166\t-0.018\t2.173\t1.387\t0.527\t-1.684\t2.215\t0.845\t-0.583\t-0.844\t0.000\t0.456\t0.593\t1.242\t0.000\t0.821\t0.888\t0.983\t0.853\t1.870\t0.987\t0.821\n1\t1.318\t0.765\t-0.151\t1.082\t-1.420\t1.142\t0.543\t0.703\t0.000\t0.818\t0.695\t-1.469\t2.215\t1.447\t-0.088\t-0.668\t2.548\t0.448\t0.169\t1.130\t0.000\t0.452\t1.001\t1.505\t0.990\t0.904\t0.906\t0.875\n1\t0.563\t1.065\t1.005\t0.844\t-0.793\t0.517\t0.318\t1.367\t0.000\t0.449\t0.978\t-0.391\t2.215\t0.776\t1.953\t-1.742\t0.000\t1.355\t-0.586\t0.105\t3.102\t0.910\t0.760\t0.990\t0.555\t0.744\t0.610\t0.567\n0\t0.833\t0.442\t-0.225\t0.456\t0.511\t0.813\t0.345\t0.351\t0.000\t0.898\t0.498\t-1.580\t2.215\t1.242\t-1.945\t1.324\t0.000\t1.501\t0.022\t-0.902\t3.102\t0.804\t1.048\t0.995\t0.858\t0.655\t0.747\t0.718\n1\t1.157\t0.183\t0.884\t1.141\t-1.690\t2.526\t-0.386\t-0.286\t0.000\t1.508\t0.198\t1.264\t2.215\t1.547\t0.356\t-1.201\t2.548\t1.584\t-0.168\t1.604\t0.000\t1.133\t1.015\t1.166\t0.710\t1.301\t0.894\t0.800\n1\t2.328\t0.425\t-1.043\t0.560\t-1.328\t0.831\t-1.625\t0.213\t0.000\t1.646\t1.078\t1.251\t2.215\t0.407\t0.944\t0.779\t0.000\t0.640\t0.372\t-0.262\t3.102\t1.926\t1.203\t0.986\t1.552\t0.959\t1.508\t1.381\n0\t0.365\t-0.841\t-1.541\t1.557\t-0.314\t1.042\t0.021\t1.306\t2.173\t0.521\t-0.311\t-0.439\t0.000\t0.875\t-0.316\t0.802\t2.548\t0.525\t0.908\t0.837\t0.000\t0.943\t0.852\t0.989\t1.174\t0.567\t0.822\t0.797\n1\t0.430\t-0.455\t-0.570\t0.815\t0.553\t1.132\t2.503\t-0.304\t0.000\t1.072\t1.114\t0.909\t0.000\t1.280\t0.782\t1.550\t2.548\t2.319\t-0.075\t-1.371\t1.551\t2.714\t2.020\t0.994\t0.966\t0.913\t1.773\t1.387\n0\t0.856\t-2.098\t1.384\t0.484\t0.701\t1.015\t-1.954\t-1.572\t0.000\t1.188\t-0.449\t-0.108\t2.215\t0.972\t1.463\t-0.076\t0.000\t0.556\t0.802\t-1.442\t3.102\t0.895\t1.244\t0.998\t1.075\t0.889\t1.097\t0.952\n0\t1.025\t0.897\t-0.912\t0.524\t0.696\t0.797\t-0.436\t-0.180\t0.000\t0.928\t1.565\t1.715\t2.215\t1.148\t-0.015\t0.360\t0.000\t1.035\t-0.719\t1.359\t3.102\t0.884\t0.963\t1.008\t0.789\t1.424\t1.183\t0.983\n0\t0.511\t-0.434\t0.166\t0.640\t-1.714\t0.918\t-2.725\t0.394\t0.000\t0.951\t0.625\t-1.362\t2.215\t1.180\t-0.370\t-0.608\t0.000\t1.095\t0.657\t1.490\t3.102\t0.802\t0.869\t0.989\t0.594\t0.503\t0.638\t0.590\n1\t0.397\t-0.696\t-1.173\t0.872\t0.475\t0.849\t-2.905\t-0.749\t0.000\t1.295\t-1.408\t1.239\t0.000\t1.736\t-0.465\t0.881\t2.548\t1.464\t-0.166\t-0.866\t3.102\t1.197\t1.673\t0.987\t0.893\t1.233\t1.492\t1.153\n1\t0.870\t0.361\t1.113\t0.346\t-0.233\t0.506\t-1.152\t1.644\t0.000\t0.601\t1.296\t-0.370\t2.215\t0.421\t-0.451\t0.859\t0.000\t0.764\t-1.909\t-1.335\t0.000\t0.861\t0.690\t0.988\t0.862\t0.746\t0.892\t0.766\n0\t1.682\t0.128\t0.970\t0.416\t0.076\t0.586\t2.046\t-0.572\t0.000\t0.479\t0.998\t-0.740\t2.215\t0.723\t1.211\t1.736\t2.548\t0.389\t-0.334\t-1.296\t0.000\t0.850\t0.641\t0.987\t0.870\t0.503\t0.699\t0.630\n0\t0.468\t-0.815\t-0.828\t0.749\t1.548\t1.598\t-0.947\t1.533\t2.173\t1.297\t-2.146\t-0.058\t0.000\t1.237\t-1.172\t0.041\t2.548\t0.757\t-2.101\t-0.844\t0.000\t0.864\t0.804\t0.989\t1.001\t1.733\t1.341\t1.064\n1\t2.764\t1.050\t-0.550\t0.151\t-0.416\t2.144\t1.522\t0.999\t1.087\t1.191\t1.292\t-1.276\t2.215\t1.279\t-0.728\t-0.640\t0.000\t1.179\t1.113\t0.185\t0.000\t1.218\t1.106\t0.975\t2.149\t2.100\t1.562\t1.257\n0\t2.062\t0.014\t-0.600\t0.400\t-0.976\t1.204\t-0.282\t1.243\t0.000\t0.836\t0.717\t0.073\t2.215\t1.183\t0.450\t-1.570\t1.274\t0.847\t-0.239\t0.423\t0.000\t1.039\t1.054\t0.980\t0.934\t1.061\t0.911\t0.963\n1\t1.337\t-0.155\t1.073\t0.332\t-0.145\t1.713\t0.572\t0.028\t0.000\t1.420\t0.283\t-1.242\t1.107\t0.844\t-0.075\t0.641\t0.000\t2.043\t-0.510\t-1.462\t3.102\t0.796\t0.968\t0.992\t0.860\t0.780\t0.828\t0.741\n0\t3.188\t0.565\t-0.604\t0.343\t1.289\t1.171\t-0.856\t0.975\t2.173\t1.215\t-1.590\t1.140\t0.000\t1.383\t0.444\t-1.281\t2.548\t0.776\t-1.364\t0.321\t0.000\t0.851\t0.825\t1.435\t0.961\t1.829\t1.452\t1.539\n0\t0.394\t-0.168\t-1.084\t1.191\t1.338\t0.870\t-0.620\t-0.112\t2.173\t0.780\t1.481\t-1.417\t0.000\t0.766\t0.087\t0.461\t0.000\t0.717\t0.819\t0.753\t3.102\t1.494\t0.887\t0.992\t1.251\t0.951\t0.967\t0.867\n1\t0.658\t0.039\t-1.411\t0.387\t-0.695\t1.244\t1.141\t0.649\t2.173\t0.937\t0.882\t-1.310\t0.000\t0.433\t0.021\t-0.952\t0.000\t0.507\t0.151\t-0.117\t1.551\t0.585\t1.250\t0.992\t0.589\t0.683\t1.069\t0.940\n0\t0.436\t1.956\t-1.347\t1.790\t0.403\t0.511\t0.255\t0.113\t2.173\t0.395\t1.232\t0.113\t0.000\t0.611\t-0.921\t-1.693\t0.000\t1.136\t0.056\t-0.812\t0.000\t0.942\t0.876\t1.224\t1.169\t0.935\t0.943\t0.955\n0\t0.718\t0.965\t-1.612\t1.311\t-0.839\t0.350\t0.261\t0.365\t0.000\t0.357\t1.368\t-0.437\t2.215\t0.916\t-0.385\t1.403\t0.000\t1.261\t0.737\t0.716\t3.102\t0.894\t0.826\t0.985\t0.877\t0.546\t0.607\t0.652\n1\t0.497\t-1.434\t-0.793\t0.964\t1.629\t0.830\t-0.568\t1.511\t2.173\t0.563\t0.620\t-0.467\t0.000\t0.918\t1.857\t0.159\t0.000\t1.287\t0.613\t0.005\t0.000\t0.855\t0.726\t0.986\t1.114\t0.748\t1.073\t1.666\n0\t0.658\t-0.495\t-1.309\t0.750\t0.946\t0.876\t0.225\t-0.841\t2.173\t0.790\t-1.090\t0.250\t2.215\t1.828\t-1.017\t1.133\t0.000\t0.698\t-0.498\t-0.612\t0.000\t1.037\t0.810\t0.984\t0.850\t1.352\t0.887\t0.787\n1\t0.356\t1.631\t-0.610\t0.621\t0.080\t0.564\t0.349\t-1.296\t1.087\t0.596\t-0.956\t0.615\t0.000\t0.586\t1.346\t0.885\t1.274\t0.757\t-1.327\t-1.509\t0.000\t0.868\t1.016\t0.988\t0.696\t0.786\t0.854\t0.764\n1\t0.427\t0.188\t1.017\t0.791\t0.332\t1.285\t0.661\t-0.763\t0.000\t1.649\t0.496\t1.248\t1.107\t1.441\t1.003\t0.656\t2.548\t0.698\t2.192\t-0.972\t0.000\t0.995\t1.392\t0.996\t1.296\t0.967\t1.165\t1.196\n0\t2.552\t-0.487\t1.658\t1.232\t-1.677\t1.837\t-1.508\t0.922\t2.173\t2.644\t-0.250\t-0.485\t2.215\t1.559\t-0.601\t-0.852\t0.000\t1.947\t1.637\t-0.085\t0.000\t0.863\t0.909\t1.001\t2.105\t3.794\t2.214\t1.807\n0\t0.840\t-1.319\t-1.679\t0.838\t-1.306\t1.391\t-0.813\t0.719\t0.000\t1.611\t-0.955\t-0.779\t2.215\t0.570\t-0.575\t1.128\t0.000\t0.846\t0.488\t0.116\t3.102\t0.596\t0.887\t0.993\t1.166\t1.189\t1.121\t1.182\n0\t0.739\t1.087\t-1.282\t1.109\t-1.450\t1.483\t0.446\t0.142\t0.000\t1.470\t-0.108\t1.493\t1.107\t0.846\t0.132\t-0.686\t0.000\t0.803\t0.230\t0.994\t3.102\t0.515\t0.681\t0.983\t0.859\t0.467\t0.955\t0.928\n1\t0.898\t-0.664\t1.556\t0.401\t-0.545\t0.972\t0.123\t-0.467\t2.173\t0.638\t1.021\t0.354\t2.215\t0.872\t-0.025\t-1.681\t0.000\t0.658\t-1.955\t-1.604\t0.000\t0.864\t0.958\t0.988\t0.833\t0.959\t0.758\t0.683\n1\t0.864\t0.614\t0.351\t1.013\t0.405\t1.575\t-0.541\t-1.472\t0.000\t1.050\t-2.306\t0.149\t0.000\t1.868\t0.354\t1.285\t1.274\t3.688\t0.712\t0.162\t0.000\t1.247\t0.907\t1.002\t1.174\t0.921\t0.937\t0.869\n0\t0.778\t-1.619\t0.257\t0.378\t0.972\t0.490\t-0.673\t1.066\t2.173\t0.916\t-1.440\t-1.250\t2.215\t0.633\t-0.819\t-0.366\t0.000\t0.524\t-2.262\t-1.065\t0.000\t0.758\t0.832\t0.997\t0.899\t0.948\t0.685\t0.639\n0\t0.832\t0.422\t0.321\t1.179\t1.260\t0.630\t-0.598\t0.019\t2.173\t1.309\t-0.206\t-1.431\t0.000\t0.981\t0.225\t-0.914\t0.000\t0.879\t-0.129\t0.607\t3.102\t0.878\t0.931\t1.029\t0.925\t0.436\t0.789\t0.796\n1\t1.141\t0.635\t-1.644\t1.268\t0.673\t0.584\t0.147\t-0.083\t0.000\t0.361\t-0.637\t-0.006\t0.000\t0.951\t0.217\t-0.911\t0.000\t0.815\t-0.486\t-1.181\t1.551\t0.911\t0.764\t1.448\t0.930\t0.380\t0.617\t0.671\n1\t1.026\t0.159\t1.676\t1.249\t0.824\t0.395\t-0.639\t0.484\t0.000\t0.863\t0.156\t-1.167\t1.107\t0.897\t0.452\t-0.108\t0.000\t1.267\t-0.699\t1.606\t0.000\t0.922\t0.953\t1.089\t0.891\t1.097\t0.804\t0.718\n0\t1.296\t-1.030\t-0.858\t0.654\t0.402\t1.186\t1.973\t1.195\t0.000\t1.049\t-0.218\t-0.004\t2.215\t0.474\t1.870\t0.840\t0.000\t1.551\t-1.948\t-0.987\t0.000\t0.427\t0.955\t1.156\t0.865\t1.005\t1.261\t1.537\n1\t1.078\t-0.025\t-1.273\t0.359\t-1.625\t0.771\t0.132\t0.473\t0.000\t1.017\t-1.006\t-1.164\t2.215\t0.964\t0.680\t1.008\t0.000\t0.576\t-0.394\t1.385\t0.000\t0.865\t0.846\t0.999\t0.621\t0.321\t0.919\t0.831\n0\t0.884\t1.192\t1.472\t1.034\t-1.087\t0.461\t-0.508\t-0.539\t2.173\t0.336\t2.143\t1.462\t0.000\t0.295\t-1.268\t0.483\t2.548\t0.687\t-2.103\t0.732\t0.000\t0.317\t1.005\t0.987\t0.968\t0.421\t0.808\t0.733\n1\t1.067\t0.321\t0.776\t0.499\t-0.763\t0.971\t0.551\t-0.717\t0.000\t0.991\t-1.113\t0.787\t2.215\t0.460\t-0.328\t-1.228\t0.000\t1.102\t-0.248\t-0.243\t3.102\t0.781\t0.672\t0.994\t0.938\t0.860\t0.931\t0.811\n0\t1.888\t-0.475\t-1.610\t0.323\t0.913\t0.684\t0.302\t0.071\t0.000\t0.791\t0.507\t1.203\t2.215\t0.559\t2.589\t-0.027\t0.000\t0.894\t-1.106\t-0.344\t1.551\t1.583\t0.978\t0.986\t0.867\t1.099\t0.881\t0.863\n1\t0.490\t0.415\t-0.537\t0.749\t1.116\t0.534\t0.910\t-0.279\t2.173\t0.819\t-1.406\t-0.643\t2.215\t0.861\t-0.765\t0.891\t0.000\t0.753\t-1.167\t-1.495\t0.000\t0.785\t0.828\t0.986\t0.814\t1.472\t0.929\t0.782\n0\t0.316\t-1.311\t-1.613\t1.057\t-1.597\t0.803\t-0.175\t0.214\t0.000\t1.136\t0.740\t-0.709\t2.215\t1.049\t-0.626\t0.718\t0.000\t1.245\t-0.716\t1.490\t3.102\t0.840\t0.925\t1.001\t0.905\t1.381\t1.014\t0.913\n1\t1.509\t0.583\t-1.271\t0.372\t0.720\t1.105\t0.828\t-0.514\t0.000\t1.513\t1.241\t1.663\t2.215\t1.115\t2.273\t0.793\t0.000\t1.204\t-0.977\t0.672\t0.000\t0.985\t0.816\t1.012\t0.852\t0.854\t0.896\t0.787\n0\t0.857\t-1.512\t0.859\t1.709\t1.270\t1.112\t-1.249\t-0.802\t2.173\t0.426\t-1.308\t1.644\t0.000\t0.774\t-0.828\t-0.413\t2.548\t0.825\t-0.165\t0.220\t0.000\t0.876\t0.997\t0.988\t1.079\t0.446\t1.089\t0.923\n1\t1.914\t0.512\t1.178\t0.482\t-0.335\t0.856\t2.169\t-0.792\t0.000\t0.531\t1.089\t0.409\t2.215\t0.366\t2.585\t-0.632\t0.000\t0.692\t1.270\t1.553\t0.000\t1.083\t0.964\t1.303\t0.687\t0.185\t0.576\t0.774\n1\t0.593\t0.578\t0.587\t1.288\t-1.495\t0.890\t-0.151\t0.006\t0.000\t0.868\t-1.000\t0.969\t2.215\t0.799\t1.066\t-1.692\t0.000\t1.150\t-0.580\t-1.003\t3.102\t0.850\t0.984\t1.156\t1.115\t0.895\t0.935\t0.837\n1\t2.169\t0.924\t-0.398\t1.800\t0.691\t0.682\t2.837\t1.251\t0.000\t1.286\t0.438\t-1.730\t2.215\t0.575\t-0.385\t0.653\t1.274\t0.534\t-2.218\t-1.633\t0.000\t7.300\t3.858\t2.276\t1.706\t0.870\t2.333\t2.017\n1\t0.670\t-0.159\t0.845\t1.888\t0.349\t0.710\t-1.093\t-0.980\t2.173\t0.973\t-0.508\t-1.646\t2.215\t0.743\t-1.494\t-0.178\t0.000\t0.597\t-1.360\t-1.658\t0.000\t0.714\t0.850\t0.981\t1.145\t0.778\t0.948\t0.791\n0\t0.643\t-0.160\t0.658\t0.928\t-0.854\t1.666\t0.048\t-0.297\t2.173\t1.737\t1.364\t1.365\t2.215\t1.240\t0.589\t1.091\t0.000\t0.435\t-0.050\t-1.033\t0.000\t0.817\t0.905\t1.047\t0.912\t3.095\t1.496\t1.171\n0\t1.329\t0.368\t-1.029\t0.887\t0.702\t0.549\t-1.242\t-0.139\t0.000\t0.628\t1.698\t1.511\t0.000\t1.272\t0.438\t1.487\t2.548\t0.577\t-0.290\t-0.968\t0.000\t0.757\t0.809\t1.504\t0.941\t0.888\t0.799\t0.794\n1\t0.646\t-0.079\t0.632\t0.908\t0.366\t1.965\t-1.816\t-0.858\t0.000\t1.585\t0.914\t1.186\t0.000\t2.287\t-0.214\t0.381\t1.274\t0.670\t0.470\t-1.525\t0.000\t0.901\t0.781\t0.988\t0.812\t0.844\t0.949\t0.995\n0\t0.701\t1.397\t1.626\t1.127\t0.368\t0.998\t1.010\t1.035\t0.000\t0.678\t-2.830\t-0.874\t0.000\t1.099\t1.285\t-0.450\t0.000\t0.646\t0.820\t-0.920\t3.102\t1.870\t1.004\t1.115\t0.668\t0.244\t0.639\t0.612\n1\t0.370\t-0.049\t-0.070\t1.259\t-1.072\t0.369\t-2.238\t-1.130\t0.000\t0.646\t-1.036\t-0.590\t0.000\t1.338\t-0.597\t0.622\t2.548\t0.704\t-0.615\t1.167\t0.000\t0.890\t0.808\t0.993\t1.498\t0.555\t1.123\t0.944\n1\t1.285\t2.083\t-0.454\t0.720\t-0.119\t1.384\t0.829\t1.555\t2.173\t0.665\t1.172\t0.535\t2.215\t0.387\t1.807\t0.631\t0.000\t0.854\t0.912\t-0.705\t0.000\t0.660\t1.008\t1.002\t0.762\t1.153\t1.070\t0.832\n0\t1.794\t-0.777\t-0.021\t0.726\t0.703\t0.740\t-1.722\t-1.728\t0.000\t0.688\t-1.157\t-1.512\t2.215\t0.536\t-1.177\t-1.076\t0.000\t0.803\t-0.716\t0.360\t3.102\t0.679\t0.773\t0.988\t0.978\t0.676\t0.638\t0.724\n1\t0.697\t1.341\t1.042\t1.133\t-1.384\t0.481\t0.391\t1.698\t2.173\t0.549\t1.089\t-0.615\t0.000\t0.863\t-0.714\t0.304\t1.274\t0.534\t-2.428\t-0.670\t0.000\t2.609\t1.545\t1.006\t0.665\t0.914\t1.078\t1.208\n0\t1.805\t-0.439\t-1.416\t0.964\t1.546\t0.661\t1.121\t0.040\t0.000\t1.099\t-0.119\t0.511\t0.000\t1.699\t-0.747\t1.469\t2.548\t2.365\t-0.120\t-0.179\t3.102\t0.904\t0.975\t0.976\t0.774\t1.616\t1.118\t1.066\n0\t2.005\t-0.780\t1.343\t1.628\t-1.403\t0.899\t-0.035\t-0.554\t2.173\t0.744\t-0.269\t0.379\t0.000\t1.063\t-0.835\t0.114\t1.274\t0.556\t0.215\t1.083\t0.000\t0.574\t0.724\t1.552\t1.248\t0.885\t1.130\t0.911\n1\t1.792\t0.188\t1.387\t0.805\t0.387\t1.272\t0.332\t-0.892\t2.173\t0.804\t-1.737\t-0.031\t0.000\t0.939\t0.473\t-1.612\t0.000\t0.587\t0.418\t0.229\t1.551\t0.884\t1.108\t1.304\t0.702\t0.779\t0.908\t0.808\n0\t1.584\t0.397\t-0.001\t0.252\t1.398\t0.840\t0.213\t-0.808\t0.000\t1.381\t-0.530\t1.105\t2.215\t0.490\t0.491\t-1.086\t2.548\t0.860\t-0.746\t1.456\t0.000\t1.385\t0.793\t0.986\t1.180\t0.946\t0.852\t0.846\n0\t0.309\t-1.721\t1.566\t1.169\t0.150\t1.557\t-0.371\t1.438\t2.173\t0.775\t-1.204\t-0.409\t0.000\t1.584\t-0.062\t-0.199\t2.548\t0.759\t-0.579\t-1.349\t0.000\t0.797\t0.857\t0.990\t1.170\t1.971\t1.127\t0.940\n0\t0.887\t-0.630\t-0.941\t0.995\t-0.273\t0.858\t-1.629\t1.065\t0.000\t0.905\t-0.649\t1.520\t2.215\t1.480\t-0.679\t-1.267\t1.274\t3.871\t0.355\t-0.349\t0.000\t1.084\t1.419\t0.979\t0.968\t0.727\t1.109\t1.037\n1\t1.758\t0.308\t1.438\t0.345\t0.628\t1.307\t0.344\t-0.917\t0.000\t0.924\t0.460\t0.473\t1.107\t0.270\t1.208\t-0.793\t2.548\t0.391\t2.107\t0.136\t0.000\t1.694\t0.887\t0.987\t0.808\t0.536\t0.817\t0.830\n1\t2.097\t0.802\t-1.582\t0.214\t-0.718\t0.456\t0.363\t0.713\t2.173\t0.539\t-0.042\t-1.229\t0.000\t0.728\t1.051\t0.119\t0.000\t0.941\t0.309\t0.322\t0.000\t0.935\t0.710\t0.992\t0.632\t0.381\t0.590\t0.573\n1\t0.414\t1.530\t-0.780\t0.994\t0.935\t0.516\t1.260\t-0.115\t0.000\t0.571\t-0.540\t0.635\t2.215\t1.095\t-0.984\t-0.978\t2.548\t0.869\t-1.115\t1.713\t0.000\t2.023\t1.271\t0.986\t2.051\t0.864\t1.439\t1.317\n0\t1.402\t-1.683\t1.204\t1.805\t0.599\t0.769\t-0.076\t-0.732\t2.173\t0.595\t0.165\t0.438\t2.215\t1.074\t-0.628\t-1.115\t0.000\t1.104\t-1.570\t-0.880\t0.000\t0.803\t0.894\t1.142\t1.224\t0.875\t1.254\t1.108\n1\t0.475\t-0.712\t-1.352\t1.288\t-0.334\t0.712\t1.198\t1.027\t2.173\t0.571\t1.816\t0.409\t0.000\t0.654\t-2.393\t-0.742\t0.000\t0.867\t2.139\t1.645\t0.000\t0.885\t0.798\t0.989\t1.269\t0.486\t1.287\t1.438\n1\t0.742\t1.852\t1.386\t0.639\t0.232\t0.490\t0.552\t0.033\t1.087\t0.492\t1.611\t-1.620\t0.000\t0.409\t-0.026\t-1.017\t0.000\t0.727\t-0.617\t-1.678\t3.102\t0.743\t0.769\t0.989\t1.363\t0.769\t0.995\t0.828\n1\t1.247\t-0.716\t0.696\t0.583\t0.179\t0.794\t-1.050\t-1.493\t2.173\t0.537\t0.040\t-0.112\t0.000\t0.607\t-0.864\t0.922\t0.000\t1.242\t-0.075\t-0.759\t3.102\t0.848\t0.741\t0.988\t1.049\t0.835\t0.844\t0.732\n1\t0.377\t0.446\t-0.612\t2.216\t-0.188\t1.277\t-0.178\t1.713\t2.173\t0.295\t-0.052\t-0.094\t1.107\t0.553\t-1.251\t1.230\t0.000\t0.612\t0.355\t0.667\t0.000\t0.729\t0.876\t0.995\t0.724\t0.903\t1.343\t1.162\n0\t1.483\t0.433\t1.268\t0.545\t0.255\t0.897\t0.396\t-0.972\t2.173\t0.570\t1.255\t0.318\t0.000\t0.757\t0.136\t0.540\t0.000\t0.521\t-0.534\t-0.327\t3.102\t0.640\t1.089\t0.987\t0.674\t0.560\t0.717\t0.686\n1\t0.528\t-1.512\t1.715\t0.989\t0.051\t1.072\t-0.679\t-1.286\t0.000\t0.485\t0.512\t0.327\t2.215\t0.826\t-0.771\t-0.759\t0.000\t1.118\t-0.743\t1.184\t3.102\t0.787\t0.912\t0.999\t0.909\t0.691\t0.780\t0.770\n0\t0.545\t-0.423\t-0.510\t1.760\t-0.147\t0.555\t-1.948\t0.966\t0.000\t0.721\t-0.480\t0.987\t2.215\t1.208\t-1.157\t-1.244\t2.548\t0.937\t0.104\t-1.626\t0.000\t0.868\t0.910\t0.993\t1.042\t0.980\t1.046\t1.148\n0\t0.887\t0.530\t-0.956\t0.824\t1.335\t1.367\t1.612\t-1.144\t2.173\t1.163\t2.373\t-0.251\t0.000\t1.802\t0.177\t1.052\t2.548\t1.108\t1.003\t-0.451\t0.000\t1.011\t1.326\t1.043\t0.865\t2.354\t1.553\t1.263\n0\t0.527\t-0.374\t-0.694\t1.869\t-1.658\t1.068\t1.084\t0.710\t2.173\t0.981\t-0.077\t0.079\t2.215\t0.814\t0.055\t0.900\t0.000\t2.625\t0.687\t-0.914\t0.000\t1.729\t1.333\t1.048\t1.609\t1.240\t1.197\t1.137\n1\t0.860\t-0.528\t-0.252\t1.554\t0.298\t1.009\t-0.986\t-1.312\t1.087\t0.286\t-0.434\t0.575\t0.000\t0.450\t-0.105\t1.179\t2.548\t0.619\t-2.089\t1.500\t0.000\t0.864\t1.373\t0.984\t0.715\t0.758\t0.861\t0.919\n0\t0.529\t1.705\t1.662\t0.511\t1.182\t1.452\t1.152\t-0.234\t0.000\t1.243\t-1.470\t1.059\t0.000\t2.123\t1.197\t0.251\t0.000\t2.588\t0.747\t-1.293\t1.551\t1.357\t1.865\t0.981\t0.984\t1.395\t1.819\t1.404\n1\t0.392\t1.103\t0.857\t2.116\t-0.239\t0.851\t-0.056\t-0.898\t2.173\t1.349\t1.445\t0.024\t0.000\t1.478\t2.381\t-1.717\t0.000\t0.926\t0.314\t1.667\t3.102\t0.843\t1.023\t1.053\t0.896\t0.723\t0.858\t0.776\n1\t0.623\t0.360\t-1.365\t2.851\t1.630\t2.164\t0.858\t-0.136\t0.000\t0.727\t0.195\t0.221\t2.215\t0.607\t1.407\t0.750\t0.000\t0.941\t-0.301\t-1.676\t3.102\t0.833\t1.175\t0.987\t0.762\t0.770\t0.923\t0.933\n0\t0.841\t0.707\t-1.089\t0.359\t-0.476\t0.831\t0.144\t0.148\t0.000\t1.344\t0.650\t1.663\t1.107\t1.388\t0.130\t0.688\t0.000\t0.897\t-0.099\t-0.782\t3.102\t0.903\t0.881\t0.993\t0.965\t0.894\t0.941\t0.935\n0\t0.553\t1.368\t1.203\t2.258\t-1.112\t1.361\t0.528\t0.458\t2.173\t0.667\t0.917\t-0.262\t0.000\t1.262\t1.369\t-1.497\t1.274\t1.013\t1.434\t0.519\t0.000\t0.813\t0.963\t1.347\t1.733\t1.802\t1.243\t1.021\n0\t1.224\t0.618\t1.165\t1.217\t-0.165\t1.174\t-0.306\t0.066\t0.000\t3.201\t0.394\t1.724\t1.107\t1.916\t0.476\t-0.123\t2.548\t0.635\t-0.432\t-0.511\t0.000\t0.669\t0.787\t1.575\t1.661\t2.625\t1.643\t1.370\n1\t1.062\t-0.368\t-0.273\t0.586\t0.334\t0.794\t0.652\t1.304\t2.173\t1.295\t-1.553\t-0.774\t0.000\t1.079\t-0.608\t1.732\t2.548\t0.918\t0.682\t-1.670\t0.000\t0.926\t0.839\t0.990\t1.318\t0.929\t0.960\t0.829\n0\t1.890\t-1.100\t0.880\t1.248\t1.383\t1.303\t-0.241\t-0.302\t0.000\t0.830\t-0.872\t-1.581\t2.215\t0.931\t-0.651\t-1.013\t2.548\t0.555\t0.784\t-0.541\t0.000\t0.861\t0.847\t0.995\t0.883\t0.466\t0.803\t1.067\n0\t0.588\t-0.276\t-0.088\t0.839\t-1.011\t0.673\t0.712\t0.626\t2.173\t0.501\t-2.060\t1.521\t0.000\t0.927\t-0.517\t-0.966\t0.000\t0.670\t-0.090\t1.232\t3.102\t1.214\t0.843\t0.981\t0.840\t0.477\t0.939\t0.880\n1\t0.708\t0.755\t1.368\t0.743\t-1.644\t1.104\t1.171\t-0.757\t2.173\t0.606\t-0.025\t0.501\t1.107\t0.546\t2.076\t0.271\t0.000\t0.550\t1.854\t1.346\t0.000\t0.498\t0.956\t1.000\t1.004\t1.336\t0.958\t0.808\n0\t3.514\t-0.145\t-0.297\t2.003\t-0.307\t2.268\t-0.268\t1.350\t0.000\t1.383\t-0.430\t-1.705\t0.000\t1.337\t0.900\t0.265\t2.548\t0.765\t-1.000\t-0.929\t3.102\t1.153\t0.908\t1.022\t1.185\t1.231\t0.987\t1.184\n0\t1.357\t0.731\t1.307\t0.664\t-0.481\t0.774\t-0.248\t-1.477\t2.173\t0.794\t-0.632\t-0.685\t0.000\t1.414\t0.133\t0.231\t2.548\t0.522\t-1.026\t1.021\t0.000\t0.874\t0.915\t1.314\t1.006\t1.329\t0.897\t0.842\n1\t0.934\t0.165\t-1.524\t0.660\t1.114\t0.892\t-0.409\t-1.015\t2.173\t0.833\t1.285\t0.759\t0.000\t1.139\t1.147\t0.103\t0.000\t1.196\t0.920\t-0.743\t3.102\t0.835\t0.863\t0.988\t0.833\t0.949\t1.070\t0.995\n0\t1.368\t-1.408\t-1.029\t0.714\t-0.942\t0.587\t0.520\t0.622\t0.000\t0.761\t-0.936\t0.100\t2.215\t1.275\t-1.902\t1.018\t0.000\t0.687\t1.600\t-0.570\t0.000\t0.773\t0.928\t0.998\t0.488\t0.508\t0.594\t0.736\n0\t0.717\t-0.650\t-0.737\t0.321\t1.169\t0.749\t-0.160\t0.282\t0.000\t0.720\t-0.875\t0.795\t0.000\t1.187\t-0.282\t-1.540\t1.274\t0.887\t0.443\t-1.080\t3.102\t0.911\t0.991\t0.989\t0.674\t0.464\t0.788\t0.691\n0\t0.542\t0.941\t-1.728\t0.745\t0.486\t0.511\t1.309\t0.718\t0.000\t0.611\t0.862\t-1.237\t2.215\t0.795\t-0.545\t-0.930\t1.274\t1.044\t1.852\t0.018\t0.000\t0.839\t0.923\t0.989\t1.128\t0.635\t0.892\t0.800\n0\t0.408\t1.841\t-0.468\t1.123\t0.406\t0.765\t0.233\t1.708\t0.000\t0.651\t1.080\t-0.635\t2.215\t0.730\t-0.728\t0.766\t2.548\t0.844\t0.035\t-0.914\t0.000\t0.869\t0.875\t0.991\t0.846\t1.071\t0.740\t0.742\n0\t0.856\t1.730\t-1.730\t1.044\t0.652\t0.647\t1.154\t-1.230\t0.000\t0.537\t-0.506\t-0.172\t2.215\t0.685\t0.735\t0.373\t0.000\t0.572\t0.032\t0.174\t3.102\t0.741\t0.916\t1.098\t0.781\t0.209\t0.809\t0.758\n1\t1.398\t2.073\t-1.214\t0.434\t1.740\t0.714\t1.332\t-0.240\t2.173\t0.976\t0.850\t0.639\t2.215\t1.148\t1.357\t1.321\t0.000\t0.639\t1.662\t-0.918\t0.000\t0.885\t0.957\t0.974\t1.097\t0.922\t0.871\t0.766\n1\t0.559\t-0.851\t-1.583\t0.328\t-0.803\t0.910\t0.304\t0.667\t2.173\t0.629\t-0.249\t0.859\t0.000\t0.463\t0.462\t-0.101\t2.548\t0.685\t2.314\t-1.369\t0.000\t0.597\t0.553\t0.986\t0.575\t0.523\t0.609\t0.525\n0\t1.663\t1.538\t-0.389\t0.305\t-1.516\t1.009\t-0.560\t-0.434\t2.173\t1.197\t0.481\t-1.532\t0.000\t1.106\t0.311\t0.359\t2.548\t1.572\t0.760\t1.465\t0.000\t0.972\t0.958\t0.990\t1.782\t1.061\t1.229\t1.226\n0\t1.938\t-0.591\t1.466\t0.822\t1.004\t0.961\t-0.454\t-0.354\t0.000\t0.863\t0.568\t-0.305\t2.215\t1.906\t-0.804\t-1.551\t2.548\t1.266\t-0.793\t0.191\t0.000\t0.898\t0.927\t0.979\t0.924\t1.645\t1.077\t1.084\n0\t1.167\t1.783\t0.030\t0.351\t1.732\t0.416\t0.938\t1.281\t1.087\t1.013\t-0.385\t-1.461\t0.000\t0.876\t1.115\t-1.232\t2.548\t0.589\t-0.460\t0.944\t0.000\t0.840\t0.685\t0.984\t0.704\t0.587\t0.572\t0.562\n1\t0.990\t-0.835\t-1.465\t0.734\t-0.932\t1.838\t-0.029\t0.694\t2.173\t1.594\t-0.916\t-1.165\t0.000\t0.564\t0.685\t-0.190\t0.000\t0.487\t-0.836\t1.678\t1.551\t1.780\t1.003\t0.984\t1.925\t0.926\t1.285\t1.204\n1\t0.485\t1.319\t-1.041\t1.556\t1.382\t0.999\t0.650\t-0.249\t2.173\t1.094\t-0.010\t-1.419\t0.000\t1.414\t-0.660\t0.703\t0.000\t0.489\t-0.435\t-0.457\t1.551\t1.928\t1.085\t0.987\t1.207\t0.481\t1.006\t1.050\n0\t0.594\t-0.004\t1.207\t0.869\t-0.512\t0.926\t-1.453\t1.233\t2.173\t0.859\t-2.684\t-0.654\t0.000\t1.067\t-0.297\t-0.096\t0.000\t0.899\t-1.031\t-1.290\t3.102\t0.906\t0.770\t0.996\t1.128\t0.745\t0.788\t0.953\n1\t1.291\t-0.469\t1.256\t0.469\t1.557\t1.836\t-1.349\t0.097\t0.000\t0.685\t-0.022\t-1.690\t0.000\t1.020\t0.438\t-1.310\t2.548\t0.693\t-0.865\t1.609\t1.551\t0.831\t0.978\t0.987\t0.757\t0.622\t1.132\t1.114\n0\t0.868\t0.627\t0.592\t0.610\t1.451\t0.677\t-0.728\t-0.224\t2.173\t0.720\t-0.419\t-1.569\t2.215\t0.651\t0.646\t-1.739\t0.000\t0.935\t0.400\t-0.212\t0.000\t0.850\t0.924\t0.993\t0.739\t0.975\t0.732\t0.678\n1\t0.703\t-1.245\t1.163\t1.668\t-1.532\t0.579\t-0.761\t0.810\t0.000\t1.964\t-0.696\t-0.072\t2.215\t1.074\t-1.236\t-0.786\t2.548\t1.698\t-0.651\t1.516\t0.000\t0.898\t1.075\t0.987\t1.513\t1.054\t1.045\t0.980\n0\t0.716\t-0.978\t0.200\t1.050\t1.346\t0.849\t0.058\t1.121\t0.000\t0.862\t-2.592\t-0.072\t0.000\t1.019\t-1.172\t-1.331\t0.000\t1.027\t-0.264\t-0.950\t0.000\t0.964\t1.180\t1.032\t0.526\t0.497\t0.702\t0.706\n1\t0.917\t0.842\t-0.130\t0.501\t-1.405\t1.104\t-0.256\t-1.358\t0.000\t0.809\t-0.799\t0.742\t2.215\t1.258\t0.413\t0.178\t2.548\t0.781\t1.803\t1.164\t0.000\t1.675\t1.356\t0.990\t0.671\t0.899\t1.081\t0.941\n1\t1.326\t-0.563\t-1.171\t0.340\t-0.340\t1.137\t1.143\t1.175\t0.000\t1.178\t-0.776\t0.130\t0.000\t1.314\t-0.077\t0.490\t0.000\t1.184\t0.016\t-0.874\t3.102\t0.924\t1.026\t0.984\t0.797\t0.765\t0.915\t0.832\n0\t1.934\t0.779\t1.371\t0.737\t1.156\t0.972\t0.190\t-1.561\t2.173\t0.607\t-2.804\t0.086\t0.000\t2.011\t0.353\t-0.281\t2.548\t1.132\t0.865\t-0.506\t0.000\t3.806\t2.781\t1.007\t1.525\t1.602\t1.954\t2.001\n1\t1.225\t0.256\t-0.608\t0.881\t1.632\t0.898\t-0.756\t0.013\t0.000\t0.376\t-2.484\t0.975\t0.000\t1.842\t0.315\t1.530\t2.548\t0.831\t-0.587\t-0.875\t0.000\t0.948\t0.983\t1.297\t0.974\t0.919\t0.997\t0.895\n1\t0.539\t-1.577\t-1.265\t0.799\t1.298\t0.989\t-1.023\t0.331\t0.000\t1.523\t-0.945\t1.589\t2.215\t1.371\t-0.996\t-0.564\t0.000\t0.896\t2.078\t-0.669\t0.000\t0.692\t0.823\t0.991\t0.682\t0.926\t0.928\t0.799\n0\t2.334\t1.293\t-0.019\t1.183\t0.293\t1.236\t-0.786\t-1.599\t2.173\t0.493\t0.472\t-0.753\t0.000\t1.005\t-1.500\t1.686\t0.000\t0.919\t0.239\t1.229\t3.102\t1.636\t1.094\t0.974\t2.542\t0.898\t1.593\t1.485\n1\t0.413\t1.511\t1.706\t2.402\t0.955\t1.013\t-1.805\t-0.802\t0.000\t1.075\t0.203\t-0.972\t1.107\t0.838\t0.168\t0.162\t0.000\t1.127\t0.653\t0.909\t3.102\t2.329\t1.836\t0.994\t0.820\t1.028\t1.363\t2.339\n0\t1.202\t0.037\t-1.413\t0.803\t0.671\t0.474\t-0.763\t-1.189\t0.000\t0.624\t0.572\t0.328\t2.215\t0.609\t-0.685\t0.131\t2.548\t0.420\t0.124\t0.900\t0.000\t0.725\t0.795\t1.297\t0.794\t0.487\t0.620\t0.584\n1\t0.449\t-0.118\t-1.668\t1.308\t-0.073\t0.689\t-0.098\t0.390\t0.000\t0.966\t-1.208\t-1.169\t2.215\t1.167\t-0.072\t-1.208\t2.548\t1.161\t-0.831\t0.846\t0.000\t0.836\t1.108\t1.052\t0.974\t0.696\t0.903\t0.805\n0\t1.249\t0.091\t1.097\t1.708\t0.650\t0.732\t2.362\t-0.307\t0.000\t1.063\t-0.443\t-0.543\t1.107\t0.825\t-1.444\t-1.586\t0.000\t1.767\t0.024\t-1.304\t1.551\t5.156\t2.949\t0.999\t1.226\t0.840\t1.909\t1.704\n0\t0.537\t0.644\t1.467\t0.587\t-1.407\t0.716\t1.003\t0.837\t2.173\t0.917\t-1.062\t-0.452\t0.000\t0.473\t-0.603\t0.115\t2.548\t0.628\t1.015\t-0.906\t0.000\t1.467\t0.859\t0.980\t1.023\t0.810\t0.930\t0.831\n1\t2.472\t0.928\t1.701\t0.584\t-0.326\t0.481\t-0.275\t1.691\t0.000\t1.092\t1.350\t0.111\t2.215\t0.608\t-0.277\t0.255\t0.000\t1.066\t-0.340\t-0.865\t1.551\t0.936\t0.709\t1.611\t1.333\t1.250\t1.043\t0.948\n1\t1.000\t1.469\t0.261\t1.867\t1.012\t0.708\t0.019\t-0.894\t2.173\t0.487\t2.141\t-1.231\t0.000\t0.507\t0.817\t-1.691\t2.548\t0.468\t-1.426\t-1.022\t0.000\t2.163\t1.195\t1.187\t1.520\t0.596\t0.972\t1.051\n1\t0.850\t-0.237\t-0.382\t0.637\t-1.503\t1.128\t2.147\t0.884\t0.000\t1.200\t0.428\t0.080\t2.215\t2.040\t0.007\t-1.190\t1.274\t1.093\t-0.507\t-1.715\t0.000\t3.412\t2.342\t0.986\t0.795\t1.557\t1.813\t1.559\n1\t0.627\t1.697\t-0.055\t1.096\t1.695\t0.320\t-0.088\t1.175\t2.173\t0.319\t0.186\t-0.473\t2.215\t0.292\t0.539\t1.416\t0.000\t0.386\t-2.239\t-1.075\t0.000\t0.964\t0.698\t1.148\t0.762\t0.473\t0.642\t0.889\n0\t1.575\t-0.050\t1.272\t0.972\t1.511\t1.048\t-0.777\t0.973\t2.173\t2.090\t0.055\t-0.800\t2.215\t0.934\t-1.374\t-0.001\t0.000\t0.488\t0.378\t-0.060\t0.000\t0.855\t1.015\t0.967\t1.581\t2.372\t1.408\t1.212\n0\t0.782\t0.063\t-0.724\t1.321\t0.190\t1.207\t-0.575\t-0.053\t0.000\t1.095\t-1.320\t1.469\t0.000\t1.798\t-0.189\t1.512\t2.548\t1.488\t-0.252\t-1.327\t3.102\t2.584\t1.693\t1.034\t1.138\t0.691\t1.219\t1.096\n0\t0.489\t1.233\t-0.441\t2.737\t-0.426\t1.564\t0.436\t1.624\t0.000\t1.289\t-0.223\t0.108\t2.215\t0.849\t0.901\t1.278\t0.000\t1.327\t-0.532\t1.424\t3.102\t0.861\t0.926\t0.989\t0.917\t1.121\t1.138\t1.232\n0\t1.150\t-1.923\t-1.481\t0.482\t0.158\t1.051\t-0.782\t1.208\t2.173\t0.531\t-0.362\t0.894\t0.000\t1.475\t-0.673\t-0.398\t2.548\t1.018\t0.867\t-0.867\t0.000\t1.207\t1.119\t1.028\t1.076\t1.540\t1.028\t1.053\n1\t1.157\t0.517\t0.064\t0.803\t1.511\t0.963\t0.605\t1.346\t0.000\t1.280\t-0.657\t-0.821\t0.000\t0.389\t-1.208\t0.563\t1.274\t0.787\t0.492\t-0.646\t3.102\t2.724\t1.537\t1.289\t0.821\t0.601\t0.973\t0.895\n0\t1.136\t-0.207\t-1.172\t0.820\t1.312\t0.642\t-0.194\t-0.171\t2.173\t0.405\t-1.910\t1.253\t0.000\t0.388\t-1.515\t-0.831\t0.000\t1.273\t-0.110\t1.006\t3.102\t0.721\t0.871\t1.050\t0.710\t0.836\t0.690\t0.659\n1\t0.924\t1.972\t1.221\t1.063\t-0.028\t1.089\t1.253\t0.102\t2.173\t1.126\t1.079\t1.714\t0.000\t1.082\t0.772\t-1.177\t0.000\t1.216\t1.251\t-0.689\t3.102\t0.893\t0.838\t1.239\t0.974\t0.810\t0.946\t0.914\n1\t0.899\t0.220\t0.951\t0.376\t-0.773\t0.926\t-0.837\t-0.703\t0.000\t0.798\t-0.841\t0.663\t1.107\t0.886\t0.089\t-0.947\t0.000\t1.178\t-0.544\t1.491\t0.000\t0.872\t1.015\t0.988\t0.879\t0.635\t0.832\t0.806\n1\t1.149\t0.669\t1.100\t0.554\t-1.500\t2.786\t1.485\t0.108\t0.000\t2.707\t1.144\t1.385\t0.000\t2.373\t0.957\t-1.160\t0.000\t1.056\t-2.364\t-1.308\t0.000\t2.926\t1.712\t0.985\t0.721\t0.265\t1.092\t0.907\n1\t1.249\t-0.865\t-0.948\t0.702\t0.526\t0.698\t-0.765\t-1.284\t0.000\t0.801\t-0.938\t0.672\t2.215\t1.142\t-1.349\t0.997\t2.548\t0.534\t-1.826\t-1.401\t0.000\t1.003\t0.872\t1.259\t0.855\t0.396\t0.678\t0.674\n1\t0.916\t-1.093\t-0.018\t1.275\t1.686\t0.937\t-0.548\t-1.737\t2.173\t1.417\t-0.327\t0.162\t0.000\t0.722\t0.134\t-0.574\t0.000\t0.402\t-0.347\t0.575\t3.102\t1.028\t0.593\t1.496\t1.017\t0.567\t0.825\t0.839\n0\t0.803\t1.453\t-1.386\t0.608\t-0.116\t0.477\t-0.345\t1.064\t2.173\t0.338\t-2.186\t-0.366\t0.000\t0.873\t0.715\t0.367\t2.548\t0.656\t0.179\t0.666\t0.000\t1.081\t1.070\t0.988\t0.887\t0.674\t0.712\t0.811\n0\t0.799\t-1.367\t1.261\t1.395\t0.987\t0.612\t-0.613\t-1.039\t2.173\t0.499\t0.597\t-0.253\t1.107\t0.318\t0.669\t-0.673\t0.000\t0.637\t2.046\t0.482\t0.000\t1.009\t0.692\t0.995\t1.326\t0.752\t1.250\t1.557\n1\t0.568\t0.436\t0.794\t0.367\t-1.492\t0.823\t2.219\t0.840\t0.000\t0.822\t1.915\t0.358\t0.000\t0.893\t0.790\t-0.933\t2.548\t0.749\t-1.784\t-1.255\t0.000\t0.774\t1.003\t0.990\t0.829\t0.181\t0.826\t1.052\n0\t0.459\t-0.592\t0.764\t1.310\t-1.506\t0.702\t0.644\t0.740\t0.000\t0.803\t0.229\t-0.354\t2.215\t0.789\t1.334\t-0.255\t2.548\t0.816\t2.492\t-1.267\t0.000\t0.694\t0.865\t0.988\t1.004\t0.558\t0.754\t0.726\n1\t0.457\t-1.456\t0.938\t0.423\t0.662\t1.501\t-0.469\t-0.758\t2.173\t0.927\t0.542\t0.736\t2.215\t0.933\t-0.332\t1.373\t0.000\t0.500\t0.819\t-1.532\t0.000\t0.664\t1.223\t0.984\t0.686\t1.934\t1.048\t0.877\n0\t1.003\t-1.368\t-1.222\t0.939\t-0.202\t0.711\t-0.116\t-0.428\t1.087\t0.821\t-0.708\t0.018\t0.000\t0.987\t-0.404\t1.148\t0.000\t1.317\t-1.126\t1.042\t3.102\t0.858\t1.080\t1.070\t0.836\t1.200\t0.808\t0.754\n0\t1.193\t-0.149\t1.353\t0.356\t-0.903\t2.676\t1.070\t0.240\t1.087\t2.697\t-0.702\t-1.271\t0.000\t2.205\t-0.517\t0.917\t0.000\t1.539\t0.373\t0.127\t0.000\t0.789\t0.927\t0.991\t1.038\t4.053\t2.031\t1.595\n0\t1.214\t-0.297\t0.064\t0.646\t1.040\t0.882\t-0.044\t-0.888\t2.173\t0.773\t0.393\t1.242\t2.215\t1.105\t-0.980\t1.701\t0.000\t0.400\t1.798\t0.414\t0.000\t0.838\t0.932\t0.987\t0.751\t1.175\t0.803\t0.771\n1\t1.118\t1.477\t1.658\t0.585\t-0.664\t0.915\t-1.711\t1.079\t0.000\t1.666\t-0.082\t0.007\t1.107\t0.598\t0.901\t-0.912\t0.000\t0.631\t-0.016\t-1.426\t3.102\t2.744\t1.528\t0.987\t1.435\t0.890\t1.276\t1.379\n1\t0.767\t-0.951\t-0.522\t0.550\t1.404\t0.643\t0.956\t1.295\t0.000\t0.876\t0.195\t0.823\t2.215\t1.300\t0.336\t-1.001\t0.000\t1.706\t-0.501\t-0.240\t3.102\t1.526\t1.179\t0.987\t0.672\t1.011\t0.980\t0.848\n1\t0.574\t-0.288\t0.769\t0.936\t-0.699\t0.480\t0.033\t-0.445\t0.000\t1.013\t-0.232\t1.389\t0.000\t1.458\t0.789\t-1.521\t1.274\t1.918\t0.224\t0.252\t1.551\t1.489\t1.156\t0.987\t0.969\t1.335\t0.952\t0.826\n1\t0.770\t-0.528\t0.257\t0.403\t-1.139\t0.808\t0.294\t-1.449\t2.173\t1.604\t-0.745\t0.862\t0.000\t0.906\t-0.685\t-0.614\t2.548\t0.413\t-0.614\t1.734\t0.000\t0.750\t0.991\t0.989\t1.068\t0.935\t0.921\t0.818\n0\t1.052\t0.823\t-0.622\t0.475\t-1.122\t0.987\t0.023\t0.307\t2.173\t0.806\t-1.480\t-1.353\t0.000\t0.874\t0.903\t1.043\t2.548\t1.311\t0.245\t1.035\t0.000\t0.884\t1.290\t0.995\t0.996\t0.920\t1.060\t0.937\n0\t1.245\t0.017\t0.427\t2.898\t0.460\t2.037\t-0.983\t-1.201\t0.000\t0.595\t-0.714\t1.229\t2.215\t0.515\t-0.852\t-1.474\t2.548\t0.571\t-0.249\t-0.375\t0.000\t1.259\t1.185\t0.988\t1.181\t0.386\t0.927\t1.428\n0\t0.497\t-1.109\t-0.813\t0.622\t0.912\t0.885\t0.961\t-1.543\t0.000\t0.648\t1.177\t-0.918\t1.107\t0.881\t1.249\t0.237\t0.000\t1.576\t0.357\t0.626\t1.551\t1.619\t1.024\t0.984\t1.282\t0.970\t1.254\t1.382\n0\t0.627\t-0.806\t0.570\t0.444\t-0.870\t1.686\t-0.202\t0.861\t1.087\t1.282\t0.785\t-1.672\t1.107\t2.086\t-1.263\t-0.213\t0.000\t1.596\t-0.216\t-1.264\t0.000\t0.873\t0.938\t0.983\t0.965\t1.996\t1.301\t1.037\n1\t0.732\t0.103\t-1.694\t0.442\t1.073\t0.589\t1.730\t-1.121\t0.000\t0.997\t0.087\t0.400\t2.215\t0.429\t2.324\t0.085\t0.000\t0.751\t0.194\t-1.123\t3.102\t0.884\t0.789\t0.986\t0.895\t0.768\t0.873\t0.772\n1\t2.187\t-1.674\t-1.242\t0.508\t0.758\t0.887\t-1.146\t0.623\t0.000\t0.524\t-0.306\t0.707\t1.107\t0.467\t-0.787\t-0.969\t0.000\t1.136\t-1.898\t0.348\t0.000\t0.898\t0.854\t1.421\t0.920\t0.748\t0.813\t0.726\n1\t0.976\t-0.383\t-0.937\t0.627\t-0.076\t0.783\t-0.240\t-1.295\t0.000\t0.699\t-2.329\t0.987\t0.000\t0.699\t-2.615\t1.330\t0.000\t1.039\t0.977\t-1.310\t0.000\t0.801\t0.905\t0.988\t0.718\t0.451\t0.623\t0.637\n1\t1.147\t0.376\t-0.871\t0.459\t0.569\t0.915\t-0.247\t1.244\t0.000\t0.672\t-0.255\t-1.632\t0.000\t1.238\t0.810\t-0.252\t2.548\t0.893\t-0.728\t-0.057\t3.102\t0.868\t0.934\t0.987\t0.679\t0.817\t0.917\t0.790\n0\t0.863\t1.191\t1.441\t1.987\t1.107\t1.193\t1.860\t-0.307\t0.000\t0.392\t1.701\t0.184\t0.000\t0.408\t0.545\t-0.952\t2.548\t1.166\t1.188\t-1.222\t1.551\t0.628\t0.851\t0.982\t0.842\t0.258\t0.675\t0.839\n1\t0.475\t0.939\t0.181\t1.085\t-0.446\t0.526\t1.053\t-1.211\t1.087\t0.775\t1.599\t0.963\t2.215\t0.987\t0.451\t0.658\t0.000\t0.719\t-0.300\t-1.329\t0.000\t0.852\t0.810\t0.983\t1.164\t0.913\t0.882\t0.759\n1\t1.593\t-0.447\t-1.070\t0.591\t-0.913\t2.729\t-0.351\t0.820\t0.000\t2.010\t-0.187\t-0.632\t2.215\t0.957\t0.028\t-0.865\t0.000\t1.553\t-0.010\t-1.379\t3.102\t0.731\t0.748\t0.989\t0.722\t1.004\t0.753\t0.638\n0\t1.430\t-0.756\t1.228\t0.663\t0.051\t0.648\t-0.352\t-0.144\t2.173\t0.654\t-1.387\t1.558\t0.000\t0.748\t-0.932\t-1.244\t2.548\t0.603\t0.221\t-0.823\t0.000\t1.038\t0.974\t1.177\t0.783\t0.784\t0.697\t0.665\n0\t0.553\t-0.163\t0.480\t0.628\t-1.325\t1.236\t1.285\t0.651\t0.000\t1.539\t0.386\t-1.301\t2.215\t0.686\t0.912\t0.149\t2.548\t0.898\t-0.391\t-0.573\t0.000\t1.325\t0.785\t0.989\t1.057\t1.106\t1.055\t1.054\n0\t0.903\t-1.396\t-0.128\t1.468\t-0.683\t1.207\t-2.117\t1.289\t0.000\t1.540\t2.113\t1.186\t0.000\t2.432\t-1.202\t-0.396\t2.548\t0.817\t0.205\t-1.334\t0.000\t1.003\t1.134\t0.988\t0.741\t0.313\t1.481\t1.582\n0\t0.335\t1.491\t-1.411\t1.135\t0.797\t0.623\t0.564\t-0.606\t2.173\t0.640\t-0.924\t0.112\t2.215\t0.772\t-0.661\t1.669\t0.000\t0.615\t-1.820\t-1.618\t0.000\t0.620\t0.770\t0.988\t1.273\t0.958\t1.450\t1.620\n0\t0.370\t-0.661\t1.430\t1.327\t-0.485\t0.799\t0.058\t-1.737\t0.000\t1.192\t-0.228\t0.401\t2.215\t0.953\t0.455\t-1.171\t0.000\t0.770\t0.827\t0.609\t3.102\t0.843\t0.852\t0.987\t0.838\t0.587\t0.850\t0.778\n0\t1.105\t-0.950\t-1.484\t1.009\t1.146\t1.312\t2.468\t0.069\t0.000\t0.614\t-0.452\t-0.536\t0.000\t1.160\t-2.041\t-0.189\t0.000\t2.239\t0.318\t1.606\t3.102\t0.918\t0.981\t1.019\t0.759\t0.513\t0.700\t0.712\n0\t0.472\t-1.690\t-0.247\t1.678\t0.694\t1.361\t-0.736\t0.085\t2.173\t1.194\t-0.443\t-0.759\t0.000\t2.373\t-1.255\t-1.693\t1.274\t0.929\t-0.027\t-1.562\t0.000\t0.955\t1.345\t0.984\t0.899\t2.352\t1.332\t1.162\n0\t0.723\t-0.930\t-0.912\t1.104\t0.766\t0.558\t-0.766\t1.291\t2.173\t0.568\t-1.413\t0.080\t0.000\t0.675\t-1.556\t-0.837\t0.000\t0.462\t-1.327\t-1.309\t3.102\t0.709\t0.868\t1.236\t0.644\t0.446\t0.525\t0.553\n0\t1.122\t-0.987\t0.586\t0.284\t1.648\t0.756\t-1.002\t-0.486\t2.173\t0.642\t-1.047\t-1.518\t1.107\t0.787\t-0.244\t-0.831\t0.000\t1.092\t0.481\t0.884\t0.000\t0.980\t0.904\t0.989\t0.888\t0.822\t0.765\t0.735\n0\t0.730\t-0.551\t-0.826\t0.911\t-0.290\t0.927\t-1.017\t0.083\t2.173\t0.830\t-2.559\t1.259\t0.000\t1.437\t-0.379\t-1.618\t0.000\t1.241\t-0.702\t1.314\t1.551\t2.424\t1.406\t0.985\t1.047\t1.022\t1.184\t1.230\n1\t1.748\t0.058\t1.071\t0.155\t1.152\t0.705\t-0.459\t-0.565\t2.173\t0.567\t-1.951\t0.996\t0.000\t0.364\t-1.289\t-0.197\t2.548\t1.560\t0.412\t-1.215\t0.000\t2.262\t1.274\t0.990\t1.148\t0.374\t0.888\t0.956\n1\t0.669\t-0.844\t-0.874\t1.200\t0.448\t0.815\t-1.631\t1.157\t0.000\t0.718\t-0.701\t-0.287\t2.215\t1.909\t-0.347\t-1.386\t2.548\t1.321\t-1.111\t0.548\t0.000\t0.866\t1.060\t1.152\t1.084\t1.063\t1.041\t0.899\n1\t0.858\t0.863\t1.331\t1.113\t-0.570\t1.019\t0.256\t-0.535\t0.000\t1.735\t0.420\t0.696\t2.215\t1.020\t-0.505\t-1.401\t0.000\t0.600\t0.085\t-1.313\t3.102\t1.500\t0.837\t1.340\t1.172\t0.907\t1.042\t0.948\n1\t0.788\t0.913\t0.877\t0.180\t1.320\t1.248\t0.392\t-0.841\t0.000\t0.813\t0.165\t1.126\t2.215\t0.763\t0.541\t1.357\t2.548\t0.498\t-0.713\t-1.022\t0.000\t0.828\t0.966\t0.981\t0.569\t0.249\t0.795\t0.726\n0\t0.878\t-0.547\t0.671\t0.471\t1.136\t0.841\t-1.023\t-1.613\t2.173\t0.586\t-1.612\t0.957\t0.000\t0.854\t1.315\t-0.722\t0.000\t2.465\t0.047\t-0.193\t3.102\t0.895\t0.963\t0.992\t0.918\t1.701\t1.233\t1.136\n1\t0.783\t-0.886\t0.272\t1.072\t1.366\t1.213\t-0.525\t1.055\t0.000\t1.253\t-0.233\t-1.244\t2.215\t2.327\t2.022\t-0.521\t0.000\t1.926\t-1.583\t-0.910\t0.000\t0.792\t1.070\t1.059\t0.643\t1.443\t0.967\t0.859\n0\t0.600\t-1.022\t0.330\t0.999\t-1.190\t1.656\t0.394\t1.163\t0.000\t1.197\t0.625\t-0.014\t2.215\t0.680\t1.552\t0.686\t0.000\t1.670\t-0.607\t-0.650\t0.000\t1.558\t1.046\t1.051\t1.218\t0.878\t0.990\t1.121\n1\t0.646\t-0.498\t1.592\t2.034\t1.557\t0.458\t1.382\t0.142\t2.173\t0.565\t0.574\t0.327\t0.000\t0.617\t0.384\t-0.203\t0.000\t1.093\t0.229\t-0.722\t3.102\t0.644\t0.563\t0.976\t0.881\t0.687\t0.828\t0.695\n0\t1.070\t1.278\t-1.053\t0.458\t0.407\t0.556\t-0.781\t-0.737\t2.173\t0.571\t-0.950\t0.531\t0.000\t0.751\t-1.035\t1.539\t0.000\t1.434\t0.222\t1.147\t3.102\t0.797\t0.836\t0.986\t0.808\t1.073\t0.819\t0.845\n0\t0.978\t0.036\t0.285\t0.594\t-0.230\t0.565\t0.889\t-1.471\t1.087\t0.421\t0.733\t1.463\t2.215\t0.805\t-2.166\t-0.126\t0.000\t0.436\t-1.294\t-1.568\t0.000\t0.688\t1.208\t0.980\t1.114\t0.346\t1.109\t0.958\n0\t0.281\t-0.030\t-1.589\t1.904\t0.830\t0.999\t0.441\t1.460\t2.173\t1.741\t0.194\t-0.651\t2.215\t1.199\t0.210\t0.632\t0.000\t2.255\t-0.753\t-0.755\t0.000\t2.035\t1.586\t0.989\t1.194\t1.849\t1.347\t1.255\n0\t2.386\t-0.512\t-0.060\t1.210\t-0.400\t0.455\t2.552\t1.582\t0.000\t0.835\t-0.298\t1.441\t0.000\t0.509\t-0.067\t1.123\t2.548\t1.094\t-0.817\t-1.099\t3.102\t0.905\t0.766\t0.987\t0.837\t0.583\t0.708\t0.791\n0\t0.282\t-1.559\t0.832\t1.498\t0.252\t1.201\t0.585\t-1.358\t0.000\t0.798\t1.429\t-1.324\t0.000\t1.738\t0.831\t0.471\t2.548\t1.323\t1.070\t-0.520\t3.102\t0.947\t0.965\t0.999\t0.883\t0.928\t1.047\t1.085\n1\t1.055\t-0.653\t-0.688\t1.296\t-0.809\t0.371\t0.373\t-0.524\t0.000\t0.787\t0.061\t0.616\t0.000\t1.358\t0.636\t-1.721\t2.548\t1.464\t0.855\t0.691\t0.000\t0.999\t1.027\t0.981\t0.719\t0.868\t1.053\t0.982\n1\t0.764\t-0.039\t-1.021\t0.735\t-0.583\t1.349\t0.644\t0.974\t2.173\t0.366\t0.499\t-1.700\t0.000\t0.328\t0.885\t-1.018\t2.548\t0.498\t-0.895\t-0.876\t0.000\t0.618\t1.026\t0.979\t0.660\t0.818\t1.056\t0.825\n1\t0.674\t1.048\t-1.549\t1.030\t-0.231\t1.428\t0.094\t1.159\t1.087\t0.581\t0.258\t-0.894\t0.000\t0.557\t1.282\t-0.225\t0.000\t0.777\t-0.364\t0.440\t3.102\t0.722\t0.698\t1.071\t1.327\t0.738\t0.900\t0.818\n1\t0.865\t0.412\t1.511\t1.103\t-0.849\t0.940\t0.372\t0.295\t0.000\t1.051\t1.211\t1.603\t2.215\t1.065\t0.944\t-0.097\t0.000\t0.762\t-0.000\t-1.141\t3.102\t0.868\t0.886\t1.150\t0.882\t0.735\t0.895\t0.827\n0\t0.577\t1.174\t-0.049\t0.676\t1.238\t0.518\t-0.340\t-1.677\t0.000\t0.588\t0.596\t-0.265\t2.215\t0.521\t-0.443\t0.503\t2.548\t0.466\t1.110\t-1.192\t0.000\t0.773\t0.773\t0.982\t0.575\t0.507\t0.548\t0.536\n1\t1.043\t0.347\t-1.555\t1.751\t-1.009\t0.621\t-0.731\t0.187\t2.173\t0.756\t0.709\t0.739\t0.000\t0.466\t-0.459\t1.640\t0.000\t0.692\t0.460\t0.434\t1.551\t0.891\t0.916\t0.985\t0.805\t0.503\t0.807\t0.762\n0\t1.167\t0.346\t1.669\t0.806\t0.657\t1.014\t0.861\t-0.300\t2.173\t0.668\t-1.183\t1.498\t0.000\t0.836\t0.724\t0.627\t2.548\t1.646\t1.766\t-0.994\t0.000\t3.654\t2.091\t1.062\t1.144\t0.852\t1.445\t1.187\n0\t0.738\t1.166\t0.550\t1.749\t1.125\t0.518\t-2.507\t-0.079\t0.000\t0.570\t2.009\t-0.984\t0.000\t1.234\t2.294\t-1.675\t0.000\t1.541\t0.400\t-0.447\t3.102\t0.805\t0.644\t0.988\t1.211\t0.133\t0.769\t0.838\n0\t0.756\t0.655\t1.156\t1.404\t-1.559\t0.774\t-1.715\t0.350\t0.000\t1.094\t0.691\t-0.786\t2.215\t1.153\t-1.164\t1.272\t2.548\t0.435\t-0.812\t-0.480\t0.000\t0.694\t0.821\t0.990\t0.949\t1.804\t1.233\t1.155\n1\t0.906\t-1.266\t-1.600\t0.320\t0.493\t0.449\t-0.417\t0.235\t1.087\t0.566\t-1.789\t-0.858\t0.000\t1.260\t-0.577\t-1.597\t2.548\t1.353\t0.593\t0.662\t0.000\t0.808\t0.978\t0.988\t0.704\t0.939\t0.676\t0.642\n1\t2.672\t0.822\t0.926\t0.589\t0.806\t0.830\t0.373\t-0.601\t0.000\t0.542\t2.024\t-0.923\t0.000\t0.742\t0.124\t-0.071\t0.000\t0.947\t0.033\t-1.593\t1.551\t1.093\t0.762\t0.979\t0.909\t0.684\t0.764\t0.725\n1\t1.448\t0.084\t1.032\t0.540\t-0.388\t0.478\t0.655\t0.683\t0.000\t0.838\t0.233\t-1.134\t2.215\t1.386\t0.995\t-0.519\t2.548\t0.959\t0.283\t-1.701\t0.000\t0.882\t0.980\t1.173\t0.897\t0.785\t0.812\t0.731\n0\t1.926\t-0.705\t1.543\t0.467\t-0.408\t1.291\t0.433\t-0.489\t2.173\t2.097\t-0.491\t0.939\t2.215\t0.685\t0.859\t-0.676\t0.000\t0.781\t1.249\t-0.895\t0.000\t0.277\t0.572\t1.291\t1.107\t2.609\t1.454\t1.259\n0\t1.087\t-0.256\t0.022\t0.810\t1.147\t0.819\t0.556\t-1.158\t2.173\t0.572\t0.927\t0.054\t0.000\t0.831\t0.154\t1.226\t0.000\t0.590\t0.973\t-0.564\t3.102\t1.015\t1.024\t1.103\t0.730\t0.438\t0.724\t0.688\n0\t0.816\t-1.556\t0.435\t1.133\t-1.513\t0.762\t1.570\t-0.253\t0.000\t0.725\t0.120\t0.753\t1.107\t0.863\t-1.595\t-0.495\t0.000\t1.516\t0.658\t-1.330\t0.000\t0.835\t1.043\t1.310\t0.773\t0.620\t0.763\t0.724\n0\t0.864\t-1.260\t0.634\t1.216\t-0.279\t1.181\t-0.506\t1.451\t0.000\t0.566\t-1.475\t-1.592\t1.107\t1.470\t-1.296\t-0.598\t0.000\t0.470\t0.106\t-0.304\t0.000\t0.821\t0.792\t1.041\t0.637\t0.450\t0.571\t0.590\n1\t0.499\t-1.286\t0.496\t2.036\t1.324\t2.429\t-1.612\t-0.519\t0.000\t2.190\t-1.011\t1.019\t2.215\t1.238\t-0.684\t-0.909\t0.000\t1.097\t-0.444\t1.672\t3.102\t0.836\t0.644\t0.985\t0.827\t0.855\t0.881\t0.859\n1\t0.688\t-0.530\t-0.787\t0.254\t1.499\t0.830\t-0.125\t-0.096\t2.173\t1.431\t-0.336\t1.510\t0.000\t0.673\t-0.701\t0.869\t1.274\t0.463\t1.245\t-0.738\t0.000\t1.470\t0.981\t0.987\t0.788\t0.773\t0.889\t0.771\n1\t0.841\t0.378\t-0.212\t0.727\t-1.375\t0.923\t0.411\t-1.478\t0.000\t1.128\t1.205\t0.007\t2.215\t0.496\t-0.741\t1.082\t0.000\t0.677\t1.695\t-1.014\t0.000\t0.930\t0.905\t0.987\t0.797\t0.737\t0.826\t0.722\n0\t0.584\t-1.556\t0.625\t1.531\t0.713\t0.577\t-1.233\t-1.165\t1.087\t0.474\t-1.495\t1.552\t0.000\t1.159\t-1.297\t-0.514\t2.548\t0.366\t2.416\t0.056\t0.000\t0.270\t0.646\t0.997\t1.071\t0.572\t0.862\t0.716\n0\t0.883\t-0.139\t0.696\t1.162\t-0.065\t0.789\t1.363\t1.520\t2.173\t0.872\t0.291\t-1.461\t0.000\t1.164\t-0.175\t-0.550\t2.548\t0.396\t-0.195\t0.220\t0.000\t0.791\t0.902\t0.988\t0.752\t1.542\t1.111\t0.906\n0\t1.037\t1.273\t-1.294\t1.058\t0.496\t1.203\t-0.131\t0.938\t1.087\t0.594\t0.269\t1.259\t0.000\t0.935\t-2.331\t-0.562\t0.000\t2.043\t1.311\t-0.121\t3.102\t2.499\t2.110\t1.450\t0.957\t2.091\t2.122\t1.884\n0\t1.536\t1.372\t0.723\t0.252\t-0.832\t1.002\t1.644\t-0.141\t2.173\t1.200\t1.526\t-1.259\t2.215\t1.571\t1.369\t-1.722\t0.000\t2.244\t2.348\t0.190\t0.000\t1.121\t1.014\t0.987\t0.899\t1.366\t1.121\t0.978\n1\t0.859\t-0.860\t0.895\t1.772\t0.283\t1.075\t-1.054\t-1.174\t2.173\t0.781\t-0.546\t1.593\t0.000\t0.535\t-0.044\t-0.141\t2.548\t0.371\t-1.568\t0.328\t0.000\t0.809\t0.891\t0.988\t0.592\t0.908\t0.930\t0.796\n0\t0.600\t-1.055\t1.710\t1.509\t-0.510\t1.877\t-1.129\t-1.277\t2.173\t1.506\t-1.297\t0.822\t0.000\t1.310\t-1.552\t0.258\t0.000\t1.778\t-0.381\t0.591\t3.102\t1.121\t0.962\t1.199\t1.075\t2.035\t1.486\t1.222\n1\t1.438\t-0.154\t-0.687\t0.817\t-1.689\t1.054\t-1.212\t0.700\t0.000\t1.104\t0.641\t-1.571\t0.000\t2.269\t-0.533\t0.404\t2.548\t0.735\t0.482\t-0.482\t3.102\t3.217\t1.865\t1.178\t1.282\t0.932\t1.330\t1.169\n1\t0.770\t1.247\t1.158\t1.514\t1.604\t1.379\t-1.216\t0.478\t2.173\t1.520\t0.389\t-0.619\t1.107\t1.197\t0.098\t-1.204\t0.000\t0.567\t0.903\t-0.365\t0.000\t0.858\t0.894\t0.988\t3.779\t2.627\t2.603\t1.929\n1\t0.798\t-0.208\t1.463\t0.716\t-1.277\t0.503\t-0.974\t-0.465\t0.000\t0.660\t-0.680\t0.400\t0.000\t0.846\t0.029\t-1.442\t2.548\t0.872\t-1.263\t0.590\t0.000\t0.878\t1.088\t0.985\t0.624\t0.363\t0.638\t0.757\n1\t1.436\t0.216\t-1.109\t1.003\t-0.698\t0.902\t0.526\t1.449\t0.000\t1.274\t-0.118\t0.834\t2.215\t2.421\t1.046\t0.129\t0.000\t1.727\t0.062\t-1.482\t0.000\t1.013\t0.790\t0.997\t1.286\t0.811\t0.828\t0.863\n1\t0.670\t-2.150\t0.565\t0.605\t1.695\t0.787\t-0.437\t0.553\t0.000\t1.003\t-0.345\t-1.156\t2.215\t0.737\t0.943\t-1.494\t2.548\t0.994\t-1.036\t0.125\t0.000\t0.967\t1.045\t0.990\t0.964\t0.741\t0.910\t0.846\n1\t1.032\t-0.507\t-1.220\t1.039\t1.153\t1.510\t0.177\t0.232\t2.173\t1.022\t2.516\t-1.134\t0.000\t0.940\t0.647\t1.359\t2.548\t0.764\t-0.578\t-0.997\t0.000\t2.865\t1.785\t1.209\t1.409\t1.323\t1.690\t1.552\n1\t0.643\t0.086\t-1.641\t0.362\t-0.030\t0.770\t2.702\t1.529\t0.000\t1.633\t-1.075\t-0.288\t2.215\t1.243\t-0.219\t-0.335\t2.548\t3.611\t0.022\t1.205\t0.000\t0.817\t1.278\t0.985\t0.913\t0.679\t1.273\t1.012\n1\t1.483\t-1.157\t0.931\t0.865\t-0.763\t1.774\t0.917\t-0.014\t0.000\t0.958\t-0.218\t1.465\t0.000\t1.495\t0.265\t-1.541\t2.548\t2.171\t-0.638\t-1.288\t1.551\t3.173\t2.185\t1.567\t1.100\t0.824\t1.622\t1.564\n0\t0.533\t-0.374\t-1.210\t0.965\t1.034\t0.494\t-2.378\t-0.537\t0.000\t0.739\t0.737\t-0.186\t0.000\t0.679\t1.471\t-0.815\t0.000\t1.569\t0.610\t0.685\t3.102\t0.755\t0.861\t0.986\t0.973\t0.724\t0.892\t0.907\n0\t0.429\t-1.663\t-0.629\t0.495\t0.883\t0.546\t-0.122\t-1.022\t0.000\t0.575\t2.019\t1.451\t0.000\t0.851\t0.291\t-0.590\t0.000\t1.203\t-0.232\t0.523\t3.102\t0.761\t0.836\t0.979\t0.646\t0.290\t0.566\t0.565\n1\t1.347\t-1.055\t0.461\t0.372\t1.661\t1.341\t-2.340\t-1.606\t0.000\t1.293\t-0.799\t-0.795\t2.215\t1.690\t-1.193\t-0.172\t2.548\t1.634\t-0.826\t1.147\t0.000\t0.848\t1.151\t0.988\t1.005\t0.922\t0.956\t0.823\n0\t1.914\t-1.517\t0.373\t0.144\t-0.907\t1.880\t0.584\t-0.992\t2.173\t0.566\t0.833\t1.743\t0.000\t1.093\t-1.474\t0.779\t0.000\t0.958\t-0.684\t0.889\t3.102\t0.939\t1.208\t0.983\t2.438\t1.780\t1.587\t1.580\n1\t0.497\t-0.833\t1.149\t1.709\t0.131\t0.971\t0.756\t-1.622\t0.000\t0.396\t0.344\t-0.548\t0.000\t0.408\t2.066\t0.218\t0.000\t0.901\t0.577\t1.156\t3.102\t0.840\t1.001\t1.014\t0.883\t0.655\t0.872\t0.793\n1\t0.754\t-0.001\t1.460\t0.978\t0.473\t0.530\t2.321\t-1.417\t0.000\t0.637\t1.522\t-0.595\t0.000\t0.814\t0.115\t-0.694\t2.548\t1.186\t0.358\t0.740\t1.551\t0.968\t1.065\t0.992\t0.599\t0.731\t0.846\t0.966\n1\t0.606\t0.238\t0.945\t1.266\t-1.351\t0.997\t0.316\t-0.192\t1.087\t0.615\t0.053\t1.523\t0.000\t0.848\t-0.327\t-0.248\t0.000\t1.253\t-1.008\t1.471\t0.000\t0.775\t0.536\t1.067\t1.051\t0.666\t0.821\t0.747\n0\t0.500\t1.415\t-1.067\t0.200\t1.704\t0.748\t-1.263\t1.115\t0.000\t1.002\t-0.583\t-0.082\t1.107\t1.301\t-0.112\t-0.788\t2.548\t1.054\t-1.600\t-1.432\t0.000\t1.108\t1.267\t0.995\t0.679\t0.778\t0.993\t0.924\n1\t1.135\t-0.308\t0.574\t0.275\t-0.845\t0.382\t2.606\t-1.453\t0.000\t0.494\t-1.318\t-1.453\t1.107\t0.886\t-1.125\t-0.441\t2.548\t1.093\t-0.005\t0.222\t0.000\t0.845\t0.739\t0.988\t0.685\t0.558\t0.562\t0.545\n1\t0.349\t1.255\t-0.985\t0.646\t-0.931\t0.801\t0.927\t-0.820\t0.000\t1.319\t-0.162\t0.855\t0.000\t0.517\t-1.108\t0.861\t0.000\t0.786\t0.203\t0.366\t3.102\t0.696\t0.686\t0.987\t0.648\t0.440\t0.465\t0.582\n1\t1.631\t0.190\t-0.315\t1.076\t0.096\t0.758\t0.498\t-1.246\t2.173\t0.645\t1.546\t1.183\t0.000\t1.556\t0.483\t1.021\t1.274\t0.788\t0.971\t-1.275\t0.000\t0.769\t0.836\t1.002\t1.203\t1.204\t1.033\t0.965\n0\t2.055\t-0.883\t0.806\t1.140\t0.667\t1.059\t-1.429\t-0.809\t2.173\t0.482\t-1.413\t0.191\t0.000\t0.879\t-1.058\t1.620\t2.548\t1.301\t-0.448\t-1.242\t0.000\t0.856\t0.873\t0.973\t0.871\t0.993\t1.137\t0.957\n0\t1.559\t-1.783\t0.402\t0.418\t-0.779\t0.772\t0.259\t1.646\t2.173\t0.789\t1.013\t-1.347\t0.000\t0.587\t-0.185\t0.296\t2.548\t0.424\t2.461\t-0.731\t0.000\t0.925\t1.005\t0.989\t1.602\t0.811\t1.047\t1.477\n1\t0.293\t2.157\t-0.273\t0.628\t-1.059\t1.154\t-1.415\t0.559\t0.000\t1.966\t0.441\t-1.233\t2.215\t0.835\t0.453\t0.672\t0.000\t0.649\t-0.824\t0.245\t0.000\t0.728\t0.749\t0.985\t0.815\t0.934\t0.878\t0.751\n0\t1.387\t0.395\t-1.230\t1.583\t-0.159\t1.134\t-0.359\t1.243\t0.000\t1.060\t1.433\t0.314\t2.215\t1.873\t1.004\t-1.528\t2.548\t0.877\t1.566\t-0.351\t0.000\t2.578\t1.912\t1.689\t1.324\t1.517\t1.422\t1.299\n0\t1.404\t-1.323\t-1.366\t1.188\t-0.624\t0.397\t-2.917\t-0.844\t0.000\t0.743\t-1.432\t1.255\t2.215\t1.820\t-1.778\t0.828\t0.000\t1.068\t-1.122\t0.228\t3.102\t1.719\t1.118\t1.110\t0.935\t0.644\t0.774\t0.879\n0\t1.434\t0.604\t1.658\t1.044\t-0.194\t1.498\t2.030\t0.028\t0.000\t1.551\t0.294\t-1.154\t1.107\t1.656\t0.056\t1.292\t0.000\t0.738\t-0.768\t-1.730\t0.000\t0.797\t0.864\t1.687\t1.150\t0.988\t0.855\t0.865\n0\t1.175\t-0.859\t1.664\t0.437\t-0.777\t1.091\t-0.473\t-0.915\t2.173\t1.137\t-1.338\t1.101\t2.215\t0.533\t-2.031\t0.746\t0.000\t1.583\t1.255\t0.410\t0.000\t3.219\t2.342\t0.993\t0.784\t1.763\t1.713\t1.384\n1\t1.932\t0.823\t1.054\t0.749\t0.397\t0.542\t-0.752\t-0.503\t0.000\t0.448\t-0.920\t0.286\t2.215\t0.410\t0.928\t-0.078\t0.000\t1.611\t0.266\t-1.226\t0.000\t0.913\t0.686\t0.986\t0.914\t0.526\t0.663\t0.719\n0\t0.786\t0.991\t-1.721\t0.926\t-0.158\t0.557\t0.261\t1.297\t2.173\t0.786\t1.550\t-0.360\t0.000\t0.449\t-1.112\t1.008\t2.548\t0.722\t0.231\t-1.056\t0.000\t0.903\t1.032\t1.167\t0.934\t0.532\t0.804\t0.738\n0\t1.107\t0.538\t-1.297\t0.803\t0.959\t1.191\t0.950\t-0.308\t2.173\t1.461\t0.697\t1.326\t2.215\t0.535\t-0.241\t0.550\t0.000\t0.648\t0.322\t-0.673\t0.000\t0.618\t0.872\t1.169\t1.152\t1.946\t1.063\t0.844\n0\t0.662\t-0.450\t1.677\t0.496\t0.276\t0.896\t1.570\t1.189\t0.000\t1.231\t-0.736\t-0.532\t2.215\t0.789\t1.958\t-1.401\t0.000\t0.930\t0.939\t0.452\t0.000\t0.919\t0.868\t0.987\t0.956\t0.832\t1.268\t1.000\n1\t0.608\t-1.260\t0.484\t0.594\t-1.028\t1.014\t1.378\t-1.740\t0.000\t1.258\t0.629\t-0.073\t2.215\t0.611\t1.707\t-0.218\t0.000\t0.779\t-0.187\t1.037\t0.000\t1.177\t0.939\t0.987\t1.062\t0.686\t1.176\t1.136\n1\t0.321\t-1.394\t1.010\t0.690\t-0.991\t0.462\t1.260\t-1.023\t0.000\t0.537\t0.456\t-0.572\t0.000\t1.028\t-0.680\t0.418\t1.274\t1.492\t0.419\t1.103\t3.102\t0.874\t0.951\t0.988\t0.745\t0.835\t0.877\t0.771\n0\t0.904\t0.816\t0.585\t0.300\t-0.584\t0.869\t0.916\t-0.872\t2.173\t0.412\t-1.497\t1.436\t0.000\t0.541\t2.124\t-1.282\t0.000\t0.588\t-0.628\t0.910\t3.102\t2.502\t1.437\t0.985\t0.927\t1.039\t1.082\t0.907\n1\t0.451\t-0.318\t1.440\t1.212\t-1.287\t3.069\t-1.133\t-0.251\t0.000\t1.661\t1.728\t1.537\t0.000\t1.819\t-2.332\t1.036\t0.000\t1.707\t-0.030\t-1.591\t3.102\t0.873\t0.887\t0.998\t0.833\t0.617\t0.845\t1.348\n0\t0.396\t-1.290\t-0.945\t0.868\t1.010\t0.486\t0.698\t-1.297\t1.087\t0.348\t-1.152\t0.163\t0.000\t0.664\t-0.224\t0.595\t0.000\t1.279\t0.797\t-0.363\t3.102\t0.456\t0.861\t0.986\t1.763\t0.631\t1.368\t1.044\n1\t0.925\t1.663\t1.353\t0.569\t-1.333\t0.441\t-1.412\t1.673\t0.000\t1.047\t0.328\t-0.853\t0.000\t0.904\t-0.381\t0.772\t0.000\t1.952\t0.582\t0.294\t1.551\t0.922\t1.193\t0.992\t0.649\t0.492\t0.714\t0.801\n1\t1.289\t0.147\t-1.295\t1.515\t-1.500\t1.028\t-0.945\t1.042\t0.000\t1.408\t0.797\t-0.004\t1.107\t0.929\t-0.670\t-0.277\t2.548\t0.565\t0.408\t-1.587\t0.000\t1.223\t1.092\t0.969\t1.650\t1.085\t1.159\t1.147\n1\t0.384\t-2.007\t-1.648\t0.629\t-0.075\t0.800\t-0.170\t-0.212\t1.087\t0.811\t-1.081\t1.690\t2.215\t0.926\t-0.686\t-1.119\t0.000\t1.390\t0.568\t0.971\t0.000\t1.541\t1.166\t0.992\t0.764\t1.307\t0.949\t0.810\n1\t0.937\t-0.781\t1.214\t0.742\t0.051\t0.558\t0.022\t0.114\t2.173\t0.918\t-1.582\t1.491\t0.000\t1.185\t-0.304\t-1.718\t1.274\t1.067\t0.174\t-0.889\t0.000\t0.854\t0.866\t1.001\t0.775\t1.026\t0.717\t0.693\n1\t1.304\t-1.634\t-1.187\t0.228\t0.938\t1.030\t-1.150\t0.121\t1.087\t1.676\t-0.531\t1.393\t0.000\t1.383\t-1.051\t-0.379\t0.000\t0.526\t2.376\t1.403\t0.000\t2.443\t1.276\t0.987\t1.034\t0.691\t1.041\t0.911\n1\t1.044\t-0.440\t0.700\t0.313\t0.247\t0.729\t-2.426\t-1.354\t0.000\t0.646\t-1.016\t0.206\t2.215\t0.586\t0.370\t-1.119\t0.000\t1.043\t0.530\t1.114\t3.102\t0.820\t1.028\t0.984\t0.588\t0.884\t1.092\t1.077\n1\t2.080\t-0.087\t-0.289\t1.684\t-1.713\t0.781\t0.547\t1.462\t2.173\t0.642\t1.252\t0.557\t2.215\t0.472\t0.501\t-1.018\t0.000\t1.039\t-0.688\t0.334\t0.000\t0.926\t0.978\t2.486\t1.554\t0.855\t1.163\t0.960\n1\t0.949\t1.439\t1.214\t1.132\t0.723\t1.165\t1.059\t-0.690\t2.173\t0.901\t1.085\t1.066\t2.215\t0.842\t0.660\t-1.307\t0.000\t0.646\t1.454\t-0.198\t0.000\t0.810\t0.833\t0.985\t1.329\t1.508\t0.979\t0.816\n0\t1.062\t0.518\t-0.468\t0.982\t0.363\t0.849\t0.447\t-1.435\t2.173\t0.537\t-0.094\t-1.231\t2.215\t0.892\t0.303\t0.469\t0.000\t1.242\t-0.183\t0.973\t0.000\t0.605\t1.062\t0.990\t0.784\t0.331\t0.727\t0.731\n1\t1.709\t1.279\t1.052\t0.163\t-0.870\t0.889\t-0.099\t-0.822\t1.087\t0.641\t0.464\t-1.623\t0.000\t0.892\t-1.224\t0.047\t0.000\t0.917\t-0.003\t0.664\t0.000\t0.915\t0.974\t0.991\t0.596\t0.813\t0.848\t0.740\n1\t0.807\t0.503\t1.346\t0.801\t-1.045\t0.839\t-0.392\t-1.424\t2.173\t1.522\t-0.022\t0.296\t0.000\t0.756\t-0.391\t-0.254\t0.000\t0.725\t-0.916\t1.003\t3.102\t0.852\t0.789\t0.987\t0.877\t0.735\t0.875\t0.868\n0\t0.491\t0.347\t-1.264\t1.723\t-1.184\t1.500\t0.902\t0.215\t0.000\t1.450\t-0.014\t-1.689\t2.215\t1.075\t1.346\t0.902\t2.548\t0.852\t1.088\t-0.276\t0.000\t0.815\t0.940\t0.976\t0.901\t1.447\t1.248\t1.392\n1\t0.599\t-0.405\t0.601\t0.209\t-0.102\t0.938\t0.079\t-1.629\t2.173\t0.783\t1.071\t0.808\t2.215\t2.003\t0.049\t0.556\t0.000\t2.261\t-0.157\t-0.626\t0.000\t1.104\t1.098\t0.986\t0.637\t1.223\t0.950\t0.822\n1\t0.894\t0.066\t-1.633\t0.668\t0.738\t1.339\t0.358\t-0.323\t2.173\t0.801\t-0.388\t1.408\t0.000\t0.931\t-0.349\t0.672\t0.000\t0.580\t1.062\t-1.351\t3.102\t0.815\t0.822\t0.988\t1.120\t0.866\t0.941\t0.818\n0\t0.494\t1.436\t-1.058\t2.502\t-1.318\t0.722\t0.050\t0.362\t0.000\t0.841\t-0.528\t0.947\t0.000\t0.948\t-1.570\t0.346\t0.000\t1.543\t-0.165\t-1.671\t3.102\t0.971\t1.043\t0.980\t1.459\t0.797\t1.447\t1.668\n1\t0.981\t-0.917\t-0.497\t3.311\t-0.103\t1.579\t-0.201\t1.577\t0.000\t0.361\t-1.123\t-1.244\t1.107\t0.944\t-1.009\t1.072\t0.000\t0.650\t0.600\t-1.226\t3.102\t1.412\t0.982\t0.981\t1.228\t0.473\t0.840\t1.222\n1\t1.876\t0.581\t-0.727\t0.859\t-0.518\t0.589\t0.890\t0.940\t2.173\t0.846\t-0.403\t1.613\t2.215\t0.738\t0.874\t-0.273\t0.000\t1.000\t-0.337\t1.151\t0.000\t1.146\t0.952\t0.977\t1.109\t0.941\t1.029\t0.893\n1\t2.237\t-1.294\t-1.213\t0.199\t-1.634\t0.849\t-0.112\t0.654\t2.173\t0.565\t-0.972\t0.987\t0.000\t0.647\t-0.244\t-0.436\t2.548\t0.996\t-1.192\t0.342\t0.000\t0.577\t0.710\t0.996\t0.745\t0.772\t0.931\t0.809\n1\t0.826\t0.578\t1.616\t0.634\t0.648\t0.932\t0.395\t0.021\t1.087\t0.483\t0.952\t-0.443\t0.000\t0.703\t0.453\t-1.442\t0.000\t1.198\t1.320\t1.350\t3.102\t0.734\t0.851\t0.982\t0.558\t1.255\t0.773\t0.691\n0\t1.790\t-0.021\t-0.393\t0.500\t-1.332\t0.656\t0.242\t0.822\t2.173\t0.741\t1.101\t-1.512\t2.215\t0.620\t-0.267\t1.138\t0.000\t0.467\t0.895\t-0.283\t0.000\t0.719\t0.715\t0.987\t0.982\t1.001\t0.849\t0.693\n0\t0.542\t1.145\t-1.048\t1.179\t0.272\t0.813\t1.206\t-1.634\t2.173\t0.442\t0.594\t-1.185\t0.000\t0.272\t0.973\t1.408\t0.000\t0.657\t0.057\t0.691\t0.000\t0.723\t0.744\t1.028\t1.039\t1.529\t0.964\t0.764\n0\t0.466\t0.286\t1.089\t1.319\t-0.360\t0.609\t0.165\t0.310\t2.173\t0.835\t0.994\t-1.219\t2.215\t0.700\t0.889\t0.864\t0.000\t1.302\t2.046\t-1.381\t0.000\t1.275\t0.981\t1.047\t0.664\t1.130\t0.933\t0.867\n0\t2.307\t0.643\t0.837\t0.836\t1.167\t1.330\t1.339\t-1.080\t0.000\t0.567\t0.532\t-0.083\t2.215\t0.547\t1.169\t0.702\t2.548\t0.568\t0.806\t-0.497\t0.000\t0.714\t0.882\t0.981\t0.581\t0.444\t0.656\t0.920\n1\t0.711\t1.297\t-1.040\t0.813\t0.875\t1.568\t0.960\t-1.460\t2.173\t0.637\t-0.367\t0.392\t0.000\t0.930\t1.874\t-0.736\t0.000\t2.544\t0.971\t0.712\t3.102\t0.917\t1.047\t1.041\t0.984\t1.968\t1.203\t0.972\n0\t0.866\t-0.016\t0.807\t0.882\t1.110\t0.730\t0.968\t0.121\t1.087\t0.854\t0.119\t-1.392\t0.000\t0.604\t-0.523\t-0.606\t2.548\t0.563\t-2.466\t-0.410\t0.000\t0.894\t1.100\t0.987\t0.879\t0.870\t0.760\t0.746\n0\t1.080\t-1.796\t0.564\t1.837\t-0.031\t0.926\t-0.098\t-1.706\t2.173\t0.653\t-0.948\t-1.453\t0.000\t0.919\t0.167\t-0.389\t0.000\t0.511\t-0.299\t-0.164\t1.551\t0.931\t0.989\t0.997\t0.684\t0.722\t1.167\t0.984\n0\t1.484\t-0.046\t-1.002\t0.657\t-1.362\t2.276\t-0.243\t1.192\t0.000\t1.508\t1.026\t0.040\t2.215\t2.877\t0.616\t-0.740\t0.000\t1.742\t0.559\t0.881\t1.551\t1.990\t1.785\t0.976\t1.609\t1.044\t1.337\t1.245\n0\t1.019\t-0.195\t-1.032\t0.725\t-0.206\t0.599\t-0.240\t0.356\t2.173\t0.746\t0.911\t0.391\t2.215\t0.699\t-1.836\t-1.460\t0.000\t1.194\t1.359\t-0.225\t0.000\t0.480\t0.963\t0.979\t1.029\t0.615\t0.754\t0.793\n0\t0.380\t-0.510\t-1.706\t1.566\t-1.321\t1.666\t0.654\t0.846\t0.000\t1.116\t0.332\t0.100\t2.215\t1.736\t-0.132\t-0.997\t2.548\t1.095\t-1.983\t-0.935\t0.000\t4.946\t2.935\t1.000\t0.846\t1.288\t1.931\t1.627\n0\t0.445\t-1.332\t-0.835\t2.036\t-1.278\t0.691\t-0.843\t1.692\t2.173\t0.653\t-1.435\t-0.272\t0.000\t1.340\t-0.341\t0.606\t2.548\t1.247\t-1.643\t0.482\t0.000\t0.795\t0.975\t0.996\t0.779\t1.036\t0.868\t0.947\n1\t0.475\t-1.115\t-1.001\t1.167\t-1.629\t3.671\t-0.743\t0.358\t0.000\t3.563\t1.157\t-1.488\t2.215\t1.045\t2.429\t-0.898\t0.000\t0.661\t0.343\t1.117\t0.000\t1.550\t1.008\t0.987\t4.829\t0.881\t3.016\t2.788\n1\t0.699\t1.625\t-1.430\t1.074\t1.427\t1.004\t1.033\t0.400\t0.000\t0.448\t0.045\t-0.779\t0.000\t1.269\t-0.043\t1.718\t2.548\t1.243\t0.240\t0.159\t0.000\t0.755\t0.972\t0.990\t1.555\t0.904\t1.023\t1.113\n0\t1.079\t0.753\t-1.345\t0.585\t-0.316\t0.799\t0.679\t0.481\t2.173\t0.562\t0.900\t1.499\t0.000\t0.518\t-0.408\t-0.859\t2.548\t0.547\t0.918\t0.976\t0.000\t0.334\t0.627\t0.984\t0.669\t0.890\t0.715\t0.614\n1\t0.784\t0.785\t-0.352\t1.044\t1.388\t1.318\t-0.060\t-1.513\t0.000\t1.585\t0.267\t0.010\t2.215\t1.744\t0.576\t0.558\t0.000\t0.794\t1.312\t0.856\t0.000\t0.722\t1.006\t1.253\t0.836\t1.011\t0.863\t0.813\n1\t0.588\t0.381\t-1.398\t0.577\t-1.697\t0.682\t-0.130\t1.347\t0.000\t1.718\t1.170\t-0.363\t0.000\t0.770\t0.004\t0.039\t1.274\t1.099\t0.938\t0.110\t0.000\t0.743\t0.782\t0.997\t1.005\t1.021\t0.889\t1.033\n0\t1.328\t0.723\t-1.549\t0.442\t0.934\t0.695\t0.745\t-0.142\t0.000\t1.373\t0.967\t0.677\t2.215\t2.287\t0.449\t-1.104\t2.548\t0.639\t-0.068\t0.893\t0.000\t0.927\t0.900\t0.987\t0.899\t1.942\t1.049\t0.917\n1\t1.194\t0.175\t-0.627\t0.865\t1.711\t0.779\t-1.010\t-1.636\t2.173\t1.275\t0.203\t0.571\t0.000\t0.882\t0.980\t-0.214\t0.000\t0.747\t-1.030\t0.530\t3.102\t0.634\t0.759\t1.210\t1.025\t0.754\t0.820\t0.777\n1\t0.539\t-0.219\t-1.499\t1.333\t0.589\t0.672\t0.839\t1.036\t2.173\t0.509\t1.277\t-1.368\t0.000\t1.462\t0.211\t-1.059\t0.000\t1.064\t-2.342\t-0.420\t0.000\t0.835\t1.041\t1.118\t0.842\t0.749\t0.826\t0.838\n1\t0.393\t-0.960\t-1.464\t0.845\t0.155\t2.371\t0.017\t-0.575\t0.000\t3.276\t1.408\t1.466\t0.000\t2.470\t-0.519\t-0.037\t2.548\t1.681\t1.608\t1.013\t0.000\t1.425\t1.447\t0.987\t1.114\t0.890\t2.211\t2.423\n0\t0.475\t1.613\t-0.811\t1.170\t1.030\t1.208\t2.203\t-1.023\t0.000\t0.594\t-1.646\t1.073\t0.000\t1.231\t1.123\t0.749\t2.548\t0.614\t1.455\t-0.083\t0.000\t1.036\t1.350\t1.029\t1.151\t1.107\t1.333\t1.079\n0\t0.572\t0.671\t-0.659\t0.233\t1.209\t0.889\t0.716\t0.138\t2.173\t0.641\t1.764\t-1.474\t0.000\t0.586\t1.468\t0.780\t0.000\t0.935\t0.042\t-1.623\t1.551\t0.848\t1.087\t0.990\t0.587\t1.020\t0.788\t0.783\n1\t0.427\t1.496\t-1.304\t0.448\t-0.090\t0.978\t1.157\t0.663\t2.173\t1.012\t0.240\t-1.327\t0.000\t0.825\t-0.659\t-1.352\t0.000\t1.020\t0.553\t1.456\t3.102\t0.942\t0.967\t0.987\t0.939\t0.743\t1.086\t0.886\n1\t0.416\t-1.640\t0.468\t1.435\t-0.778\t0.955\t-1.340\t0.849\t2.173\t1.182\t-1.132\t0.172\t2.215\t1.864\t-1.418\t-1.251\t0.000\t0.702\t-0.214\t-1.436\t0.000\t0.904\t1.335\t0.987\t1.053\t0.909\t1.049\t0.901\n1\t0.963\t0.668\t1.355\t0.980\t-0.253\t0.620\t1.028\t-1.223\t2.173\t0.283\t1.696\t1.417\t0.000\t0.397\t-0.774\t-0.524\t2.548\t0.788\t-0.025\t0.279\t0.000\t0.813\t0.784\t1.336\t0.794\t0.767\t0.672\t0.608\n1\t0.551\t1.117\t0.119\t0.616\t1.554\t0.690\t0.442\t0.628\t0.000\t1.442\t0.712\t-0.888\t1.107\t0.659\t-0.841\t0.979\t0.000\t1.094\t-0.183\t-1.428\t0.000\t0.972\t0.650\t0.988\t0.897\t0.959\t0.911\t0.765\n1\t0.349\t-0.501\t1.044\t0.972\t0.565\t0.404\t0.600\t0.866\t0.000\t1.168\t0.257\t-0.478\t2.215\t0.513\t0.529\t-1.025\t0.000\t0.473\t-0.558\t0.491\t3.102\t0.811\t0.836\t0.985\t0.604\t0.608\t0.663\t0.593\n0\t1.797\t-0.504\t-0.458\t0.147\t0.716\t1.233\t-0.853\t0.963\t0.000\t0.500\t-1.473\t0.575\t0.000\t1.555\t0.495\t-0.924\t2.548\t1.131\t-0.157\t1.554\t3.102\t0.798\t0.833\t0.985\t0.834\t0.885\t1.128\t1.013\n0\t1.713\t0.072\t0.879\t1.254\t-0.532\t0.885\t-1.776\t1.086\t0.000\t0.907\t-2.102\t-0.849\t0.000\t0.811\t0.318\t-0.465\t2.548\t1.499\t-1.525\t1.608\t0.000\t0.796\t0.832\t1.940\t1.035\t0.586\t0.964\t1.148\n1\t0.597\t0.711\t0.211\t0.412\t-1.388\t0.903\t-0.637\t0.129\t2.173\t1.371\t-0.349\t-1.119\t2.215\t1.132\t-1.200\t1.319\t0.000\t0.600\t-1.230\t-1.327\t0.000\t1.191\t1.019\t0.988\t1.325\t1.495\t1.233\t1.026\n0\t1.122\t0.029\t0.755\t0.437\t-0.552\t0.562\t-0.061\t-0.915\t0.000\t1.011\t-0.815\t-0.472\t2.215\t1.532\t1.102\t1.212\t2.548\t1.514\t-0.634\t1.703\t0.000\t0.999\t0.889\t0.987\t1.018\t2.079\t1.066\t0.892\n1\t0.571\t-0.418\t-0.193\t1.144\t0.658\t0.823\t-0.256\t-1.364\t2.173\t0.721\t-0.792\t0.970\t0.000\t0.527\t-2.386\t0.446\t0.000\t0.730\t-0.595\t-0.741\t0.000\t0.946\t0.921\t0.983\t0.500\t0.832\t0.706\t0.678\n1\t1.315\t0.375\t-0.329\t0.574\t-0.806\t1.210\t2.197\t-1.210\t0.000\t0.698\t0.430\t0.560\t0.000\t2.124\t0.316\t1.149\t2.548\t1.356\t-0.322\t0.545\t3.102\t2.774\t2.337\t0.986\t1.290\t0.829\t1.669\t1.368\n0\t2.645\t0.416\t0.161\t0.199\t1.039\t1.712\t-0.476\t-1.507\t0.000\t0.884\t-0.828\t-0.854\t2.215\t2.169\t0.877\t0.672\t1.274\t0.772\t-0.458\t1.676\t0.000\t0.476\t0.883\t0.989\t0.845\t2.101\t1.494\t1.400\n0\t0.378\t-1.194\t1.414\t1.637\t-0.548\t1.673\t-1.406\t0.685\t2.173\t1.071\t-0.259\t-0.926\t0.000\t0.511\t1.649\t-1.352\t0.000\t0.884\t-1.594\t1.519\t0.000\t1.197\t0.821\t1.069\t1.353\t1.151\t1.368\t1.199\n1\t1.245\t0.617\t1.198\t0.967\t-1.512\t0.961\t1.253\t-0.247\t0.000\t0.281\t1.391\t1.563\t2.215\t0.946\t-0.470\t1.706\t2.548\t0.749\t1.505\t0.513\t0.000\t0.894\t0.735\t0.988\t0.751\t0.626\t0.881\t0.822\n1\t1.054\t-1.099\t0.942\t0.632\t0.379\t0.997\t2.270\t0.751\t0.000\t1.936\t0.131\t-0.815\t2.215\t1.000\t0.123\t-1.543\t2.548\t0.698\t-0.611\t1.174\t0.000\t0.791\t1.041\t0.976\t0.865\t0.902\t0.989\t0.824\n0\t1.932\t1.526\t0.238\t1.138\t0.527\t1.119\t-0.093\t-1.162\t0.000\t0.756\t-0.537\t-1.702\t0.000\t0.648\t1.308\t1.333\t2.548\t0.646\t0.370\t-1.588\t0.000\t1.018\t0.950\t0.980\t0.790\t0.961\t1.065\t1.436\n1\t1.857\t1.302\t-1.007\t1.235\t1.690\t2.371\t0.758\t0.903\t1.087\t1.341\t0.703\t-0.665\t0.000\t1.350\t0.850\t-0.131\t2.548\t0.653\t1.559\t-0.620\t0.000\t0.740\t0.682\t1.369\t2.061\t1.801\t1.499\t1.318\n1\t1.969\t0.641\t0.818\t0.880\t1.480\t1.070\t0.316\t-1.055\t2.173\t0.851\t0.602\t-0.611\t0.000\t0.589\t-0.530\t0.219\t2.548\t0.623\t-0.936\t1.445\t0.000\t1.307\t1.015\t1.026\t0.821\t1.014\t0.975\t0.898\n1\t0.726\t-0.378\t1.391\t1.567\t-1.332\t1.097\t0.761\t1.068\t0.000\t0.676\t-0.042\t-1.015\t0.000\t1.704\t-0.225\t-0.394\t2.548\t1.802\t0.219\t0.336\t1.551\t0.835\t0.813\t0.987\t1.080\t0.888\t0.947\t0.806\n0\t1.502\t-0.500\t-0.017\t0.423\t1.280\t0.679\t-0.362\t1.679\t2.173\t0.930\t-0.141\t1.193\t2.215\t0.647\t0.292\t-0.431\t0.000\t1.290\t-0.591\t-0.546\t0.000\t0.553\t0.974\t1.016\t0.920\t0.515\t0.725\t0.702\n0\t0.877\t1.154\t1.697\t0.389\t0.981\t0.629\t1.136\t0.239\t2.173\t0.316\t0.042\t1.384\t2.215\t0.539\t0.291\t0.101\t0.000\t0.761\t1.732\t-1.044\t0.000\t0.930\t0.736\t0.980\t0.487\t0.679\t0.577\t0.584\n0\t0.919\t-0.044\t-0.793\t1.492\t-1.632\t0.764\t-0.610\t1.576\t0.000\t0.516\t-0.826\t0.783\t0.000\t1.518\t0.000\t-0.203\t2.548\t0.889\t-0.698\t-0.429\t0.000\t0.890\t0.862\t1.111\t1.029\t0.859\t0.834\t0.820\n0\t1.040\t-1.422\t-1.407\t1.740\t1.243\t1.386\t1.277\t-0.213\t0.000\t1.367\t-1.200\t0.628\t0.000\t1.177\t0.487\t-0.778\t0.000\t1.229\t0.341\t-1.632\t3.102\t0.959\t0.899\t1.275\t1.186\t0.931\t0.846\t0.852\n1\t1.712\t0.523\t-0.076\t1.063\t-0.488\t1.122\t0.778\t1.561\t2.173\t0.486\t0.646\t0.783\t0.000\t0.635\t1.269\t-1.399\t0.000\t0.481\t0.490\t-0.562\t3.102\t0.848\t0.764\t0.996\t0.475\t0.736\t0.910\t0.763\n0\t2.331\t0.735\t0.119\t0.647\t1.025\t1.242\t-0.924\t-1.485\t1.087\t0.400\t-0.469\t0.928\t0.000\t0.747\t0.415\t1.235\t2.548\t1.398\t-0.440\t-1.120\t0.000\t0.938\t0.860\t1.241\t0.834\t1.181\t1.361\t1.088\n0\t1.218\t1.112\t-1.160\t0.469\t1.294\t0.741\t0.178\t-1.347\t2.173\t0.389\t0.685\t0.313\t1.107\t0.582\t0.650\t0.778\t0.000\t0.966\t-0.867\t1.013\t0.000\t0.841\t0.970\t0.988\t0.698\t0.815\t0.667\t0.758\n0\t0.760\t-0.145\t1.081\t0.668\t1.098\t0.543\t0.083\t-0.538\t0.000\t0.639\t0.441\t-1.313\t0.000\t1.039\t1.232\t-0.061\t1.274\t0.777\t-1.967\t1.085\t0.000\t0.837\t0.909\t0.979\t0.848\t0.263\t0.960\t0.862\n1\t0.625\t-1.161\t1.191\t0.876\t-0.007\t1.068\t0.048\t-0.815\t0.000\t0.929\t0.759\t1.559\t2.215\t0.671\t0.689\t1.068\t0.000\t0.675\t0.299\t-1.053\t3.102\t0.703\t0.742\t0.987\t0.850\t0.529\t0.994\t0.841\n1\t1.574\t-0.335\t-0.280\t0.594\t-1.169\t0.506\t0.511\t1.575\t0.000\t0.759\t0.985\t-1.586\t2.215\t0.557\t-0.446\t0.593\t0.000\t1.854\t1.158\t0.654\t3.102\t0.893\t0.966\t0.988\t1.008\t0.986\t0.989\t0.853\n0\t0.935\t-1.681\t-1.001\t0.610\t-0.004\t0.602\t-0.799\t1.193\t0.000\t0.556\t-0.639\t0.313\t0.000\t0.763\t-0.228\t-0.846\t2.548\t1.222\t0.451\t1.585\t0.000\t0.921\t1.067\t0.992\t0.905\t0.687\t1.046\t0.912\n0\t3.361\t1.523\t1.110\t0.621\t0.654\t1.575\t2.176\t-0.739\t0.000\t1.231\t1.488\t-0.202\t0.000\t1.155\t1.682\t1.309\t0.000\t0.782\t0.928\t0.213\t3.102\t0.987\t0.999\t0.981\t0.835\t0.376\t0.617\t1.013\n1\t2.148\t-0.714\t-0.349\t1.279\t0.164\t0.401\t2.841\t1.575\t0.000\t0.696\t-1.656\t1.723\t0.000\t0.839\t0.137\t-1.601\t2.548\t0.609\t-0.948\t1.355\t0.000\t0.582\t0.931\t1.024\t0.574\t0.510\t0.710\t0.815\n1\t1.413\t-1.015\t-1.027\t1.429\t-1.424\t1.032\t-0.242\t0.949\t2.173\t1.044\t-0.175\t-0.485\t0.000\t0.665\t0.231\t0.501\t0.000\t1.064\t0.818\t0.737\t3.102\t1.031\t0.904\t0.989\t1.602\t0.753\t1.334\t1.172\n0\t0.912\t-0.411\t0.378\t0.243\t0.751\t0.885\t-1.215\t0.439\t1.087\t0.369\t-0.448\t1.142\t0.000\t1.277\t-0.358\t-1.491\t2.548\t1.479\t1.111\t-1.301\t0.000\t0.893\t0.896\t0.992\t0.929\t1.423\t0.937\t0.788\n0\t0.412\t0.827\t1.322\t0.941\t-0.562\t0.871\t0.053\t0.184\t2.173\t0.733\t-0.056\t-1.342\t0.000\t0.986\t-2.088\t1.613\t0.000\t1.232\t0.519\t-0.546\t3.102\t1.081\t0.975\t0.990\t0.772\t0.742\t0.811\t0.700\n0\t2.024\t-1.353\t-0.612\t0.156\t1.579\t0.497\t-1.243\t1.738\t0.000\t0.743\t0.450\t0.938\t2.215\t0.642\t-0.328\t1.016\t2.548\t0.489\t-1.433\t0.086\t0.000\t0.884\t0.879\t0.983\t0.905\t0.315\t0.957\t0.802\n1\t0.918\t-1.014\t1.192\t1.667\t0.842\t2.428\t-1.842\t-0.829\t0.000\t2.075\t-1.258\t0.853\t1.107\t0.642\t-0.573\t-0.712\t1.274\t0.399\t-2.105\t0.309\t0.000\t1.384\t1.059\t0.991\t0.968\t1.280\t1.511\t1.515\n0\t1.313\t1.007\t-1.461\t1.551\t-0.896\t0.747\t-0.422\t0.797\t2.173\t0.739\t-0.582\t-0.087\t0.000\t0.774\t-2.290\t0.484\t0.000\t1.001\t-0.402\t1.477\t1.551\t0.777\t0.709\t0.989\t1.052\t0.526\t1.095\t0.976\n0\t1.914\t0.188\t0.807\t0.732\t1.394\t1.397\t0.523\t-0.695\t2.173\t0.711\t1.926\t-0.811\t0.000\t1.370\t1.118\t1.148\t1.274\t0.478\t-0.002\t-0.065\t0.000\t1.003\t1.028\t0.987\t0.908\t1.824\t1.254\t1.115\n1\t0.509\t-1.066\t0.302\t0.718\t-0.854\t1.088\t0.863\t0.578\t0.000\t0.709\t-2.171\t-1.519\t0.000\t1.432\t0.108\t-0.518\t2.548\t1.389\t-0.779\t-1.515\t3.102\t0.663\t0.803\t0.983\t0.785\t1.032\t0.903\t0.771\n1\t1.134\t0.932\t-1.637\t0.443\t1.517\t0.969\t-0.732\t-0.403\t2.173\t0.923\t-0.239\t0.522\t0.000\t0.643\t-0.524\t1.351\t0.000\t0.470\t-0.474\t-1.632\t3.102\t0.827\t1.110\t0.987\t0.513\t0.642\t0.799\t0.767\n1\t1.046\t-0.298\t-0.199\t1.641\t0.558\t1.040\t-0.490\t-1.353\t0.000\t0.692\t-1.069\t1.723\t0.000\t0.839\t-0.928\t-0.764\t1.274\t1.454\t-2.111\t0.545\t0.000\t0.854\t0.770\t1.145\t0.626\t0.515\t0.606\t0.796\n1\t0.345\t-0.956\t-0.146\t0.973\t-1.306\t0.572\t1.835\t0.584\t0.000\t1.230\t0.774\t-1.403\t2.215\t0.749\t1.253\t-0.379\t1.274\t1.040\t-0.224\t1.296\t0.000\t0.750\t0.773\t0.987\t0.732\t0.867\t1.003\t1.008\n0\t0.807\t-0.118\t1.385\t1.270\t-0.937\t1.163\t0.994\t0.627\t2.173\t0.742\t0.754\t-1.190\t0.000\t0.330\t0.446\t0.302\t0.000\t1.389\t0.796\t-0.394\t3.102\t0.792\t0.901\t1.216\t1.410\t1.071\t1.014\t0.911\n0\t1.369\t1.925\t0.721\t0.634\t-0.125\t0.548\t0.580\t-1.371\t0.000\t0.740\t1.201\t-1.598\t2.215\t1.125\t0.946\t-0.253\t2.548\t0.408\t-0.383\t1.011\t0.000\t0.723\t0.830\t0.981\t0.893\t0.913\t0.728\t0.735\n0\t2.508\t0.626\t-0.440\t0.163\t1.067\t0.958\t-0.070\t1.410\t1.087\t0.664\t0.255\t0.317\t2.215\t0.447\t1.721\t1.528\t0.000\t0.479\t2.356\t-1.492\t0.000\t0.324\t0.882\t0.984\t1.402\t0.998\t0.965\t0.930\n1\t0.493\t-0.629\t-0.194\t0.345\t-0.718\t1.526\t-0.553\t-1.251\t2.173\t1.513\t-2.145\t0.550\t0.000\t0.795\t-0.206\t1.725\t0.000\t1.247\t0.455\t-0.386\t0.000\t1.126\t0.927\t0.975\t1.188\t1.223\t0.920\t0.822\n0\t1.860\t-0.161\t-0.642\t0.998\t-1.204\t0.504\t1.528\t1.289\t0.000\t1.045\t0.121\t0.951\t2.215\t0.355\t1.412\t-0.508\t0.000\t0.731\t0.826\t0.053\t1.551\t0.760\t0.919\t0.984\t0.825\t0.671\t0.872\t0.889\n1\t0.476\t-0.032\t0.723\t0.508\t-0.595\t0.513\t0.239\t-0.606\t2.173\t0.336\t2.667\t1.584\t0.000\t0.365\t2.358\t-0.938\t0.000\t0.646\t1.194\t0.765\t3.102\t0.652\t0.849\t0.987\t0.925\t0.692\t0.711\t0.830\n1\t0.829\t-0.029\t-0.027\t0.810\t1.322\t0.893\t-0.978\t1.012\t2.173\t0.904\t0.108\t-1.026\t0.000\t1.265\t-0.550\t-0.578\t0.000\t0.626\t-1.261\t-1.070\t3.102\t0.922\t1.072\t1.065\t0.726\t0.783\t0.675\t0.680\n1\t0.345\t2.270\t0.764\t0.492\t-0.533\t1.388\t1.350\t-1.639\t0.000\t0.889\t2.735\t0.526\t0.000\t1.005\t0.153\t0.430\t2.548\t1.081\t1.006\t0.545\t0.000\t0.780\t0.717\t0.979\t0.686\t0.914\t0.602\t0.539\n1\t0.927\t-0.744\t-0.197\t0.262\t-1.506\t0.511\t-1.821\t1.546\t0.000\t0.670\t0.317\t-1.538\t2.215\t1.150\t0.281\t0.244\t2.548\t0.572\t-1.239\t0.467\t0.000\t0.698\t1.050\t0.986\t0.675\t0.932\t0.907\t0.788\n0\t0.361\t2.091\t1.046\t1.170\t-0.362\t0.672\t0.024\t-1.610\t0.000\t0.794\t-0.035\t0.640\t2.215\t0.510\t0.036\t1.433\t2.548\t0.568\t0.670\t-0.414\t0.000\t0.914\t0.903\t0.990\t0.738\t0.444\t0.665\t0.672\n0\t1.848\t0.639\t0.656\t0.623\t-1.653\t0.655\t0.057\t-0.019\t2.173\t0.675\t0.524\t1.398\t0.000\t0.779\t-2.109\t-1.088\t0.000\t1.384\t-1.005\t-1.511\t0.000\t0.793\t0.747\t1.298\t0.951\t0.595\t0.858\t1.117\n0\t0.886\t-0.192\t1.596\t0.957\t-1.705\t0.486\t-0.095\t-1.289\t0.000\t0.662\t-1.336\t0.546\t1.107\t0.944\t0.549\t0.164\t2.548\t1.018\t-0.741\t-0.351\t0.000\t0.916\t0.929\t0.989\t0.899\t1.013\t0.941\t0.851\n0\t1.469\t-0.493\t1.613\t0.508\t-1.050\t0.713\t0.625\t-0.139\t0.000\t1.139\t0.105\t1.221\t0.000\t0.892\t-0.438\t-0.380\t2.548\t1.388\t0.936\t-0.898\t3.102\t1.093\t0.889\t0.985\t0.812\t0.849\t0.750\t0.735\n1\t0.685\t-0.890\t0.054\t1.076\t-1.305\t0.889\t0.655\t0.481\t1.087\t1.233\t1.214\t-1.364\t2.215\t0.357\t1.026\t0.004\t0.000\t0.660\t1.546\t1.281\t0.000\t0.547\t0.727\t1.118\t1.293\t1.601\t1.277\t1.002\n1\t0.675\t0.531\t1.568\t0.658\t0.266\t1.407\t-1.345\t1.189\t0.000\t1.020\t-0.438\t0.010\t2.215\t0.728\t0.328\t-0.415\t0.000\t1.733\t0.613\t-1.157\t0.000\t0.803\t1.052\t0.990\t0.929\t0.997\t0.913\t0.808\n0\t0.343\t1.638\t-1.553\t1.313\t-0.794\t1.419\t0.318\t0.109\t2.173\t0.874\t1.139\t1.040\t2.215\t0.809\t0.496\t-1.205\t0.000\t0.596\t1.746\t1.425\t0.000\t0.846\t0.777\t0.980\t1.140\t1.415\t0.994\t0.885\n0\t2.759\t-0.717\t0.845\t0.717\t1.360\t1.243\t-1.454\t-0.623\t0.000\t0.720\t0.186\t1.424\t2.215\t1.244\t-0.865\t-0.395\t0.000\t1.044\t-0.304\t-1.167\t3.102\t0.742\t0.849\t0.985\t0.863\t0.607\t0.972\t1.112\n1\t1.054\t0.201\t-0.831\t0.557\t0.435\t0.983\t-0.047\t1.435\t1.087\t0.910\t-1.366\t0.004\t0.000\t1.351\t-0.018\t-0.223\t2.548\t0.981\t0.158\t-1.720\t0.000\t0.875\t0.871\t0.988\t0.979\t1.432\t0.968\t0.858\n0\t0.508\t-0.259\t-0.653\t0.521\t0.648\t0.909\t-0.359\t0.138\t2.173\t1.000\t0.241\t1.471\t2.215\t0.988\t0.403\t-1.370\t0.000\t0.411\t-2.192\t-0.984\t0.000\t1.577\t1.237\t0.990\t0.864\t1.379\t1.043\t0.916\n0\t0.749\t-1.210\t-1.109\t0.680\t1.308\t0.801\t0.935\t-0.865\t0.000\t1.246\t-1.171\t0.021\t2.215\t1.411\t-2.214\t1.336\t0.000\t1.429\t-1.601\t0.689\t0.000\t0.952\t0.955\t0.990\t0.975\t0.861\t0.906\t0.860\n1\t1.174\t-0.384\t-0.297\t0.137\t-0.145\t2.363\t1.128\t-1.631\t0.000\t1.885\t0.084\t0.139\t1.107\t1.756\t-0.930\t0.403\t0.000\t1.685\t-1.591\t-0.822\t0.000\t1.905\t1.717\t1.000\t0.785\t0.936\t1.376\t1.135\n1\t0.639\t0.277\t0.556\t1.983\t-0.042\t0.475\t1.314\t-1.125\t0.000\t0.980\t0.411\t-1.320\t2.215\t0.659\t-1.605\t1.007\t0.000\t0.661\t0.699\t-1.739\t0.000\t1.318\t0.982\t0.991\t1.196\t0.628\t0.850\t0.861\n0\t0.746\t-0.928\t-0.648\t0.947\t-1.706\t1.091\t-0.120\t0.023\t2.173\t0.690\t-0.313\t1.455\t0.000\t0.607\t-1.377\t-1.218\t0.000\t1.024\t0.183\t0.856\t3.102\t0.913\t0.795\t0.986\t1.068\t0.786\t0.827\t0.762\n0\t0.529\t2.248\t-1.281\t0.669\t-1.276\t0.807\t-0.629\t0.699\t0.000\t1.448\t1.510\t-0.547\t2.215\t1.123\t0.734\t1.094\t2.548\t0.782\t-0.154\t1.611\t0.000\t0.929\t0.916\t0.973\t0.856\t1.446\t1.303\t1.105\n1\t0.568\t-2.042\t0.675\t1.082\t-1.296\t0.586\t-0.526\t-0.310\t0.000\t0.386\t-0.933\t-1.353\t0.000\t0.527\t1.366\t1.174\t2.548\t0.861\t-0.741\t0.344\t3.102\t0.844\t1.040\t1.063\t0.763\t0.849\t1.100\t0.916\n0\t0.468\t-1.269\t1.199\t0.828\t-1.160\t0.870\t0.357\t-0.229\t0.000\t0.621\t-0.018\t0.481\t0.000\t0.767\t-1.829\t1.160\t0.000\t1.424\t-0.297\t-1.203\t3.102\t0.979\t1.046\t0.983\t0.629\t0.716\t0.727\t0.684\n1\t0.883\t-1.111\t0.012\t1.921\t1.456\t1.481\t0.146\t-0.912\t0.000\t1.301\t-0.756\t-0.182\t0.000\t2.130\t-0.712\t1.507\t2.548\t1.191\t-0.562\t0.552\t0.000\t0.999\t0.680\t1.739\t1.087\t0.860\t0.895\t0.910\n0\t1.558\t-0.802\t1.346\t0.662\t0.604\t1.497\t-0.342\t0.306\t0.000\t1.383\t0.616\t-1.416\t0.000\t1.125\t0.543\t-0.580\t1.274\t0.670\t1.490\t-1.160\t0.000\t0.829\t0.664\t0.980\t0.607\t0.433\t0.805\t0.784\n1\t1.809\t-0.320\t-1.566\t0.846\t1.009\t1.637\t-0.703\t0.419\t2.173\t1.638\t0.986\t-1.128\t0.000\t0.861\t-0.690\t-0.775\t0.000\t0.658\t0.184\t1.101\t3.102\t0.675\t1.040\t1.254\t0.659\t0.824\t0.975\t0.846\n0\t0.929\t1.278\t-1.016\t0.900\t1.008\t0.962\t0.648\t1.590\t2.173\t1.085\t0.441\t-0.144\t0.000\t0.585\t-0.718\t0.903\t2.548\t0.735\t-0.701\t-0.642\t0.000\t0.953\t0.852\t1.227\t0.903\t0.913\t0.904\t0.892\n1\t1.185\t-2.115\t0.376\t0.245\t-0.246\t0.813\t-1.042\t-1.166\t2.173\t0.617\t1.995\t1.418\t0.000\t0.951\t-0.809\t0.125\t0.000\t1.370\t-0.489\t1.417\t1.551\t0.734\t0.888\t1.000\t1.036\t0.853\t0.823\t0.729\n1\t1.011\t0.570\t0.528\t0.777\t1.664\t0.862\t0.060\t0.562\t2.173\t0.973\t1.172\t-1.006\t0.000\t1.025\t0.161\t-1.216\t2.548\t0.405\t0.189\t0.038\t0.000\t1.022\t0.694\t1.049\t0.759\t1.172\t0.864\t0.780\n1\t0.904\t0.222\t-1.270\t0.105\t1.392\t1.670\t0.427\t0.698\t1.087\t0.714\t-0.920\t-1.700\t0.000\t1.725\t0.219\t-0.504\t2.548\t1.750\t-1.701\t-1.628\t0.000\t0.844\t1.827\t0.992\t1.360\t1.879\t1.847\t1.404\n1\t0.957\t-0.444\t-1.638\t1.378\t-0.931\t0.651\t-0.112\t0.674\t2.173\t0.477\t-0.842\t1.521\t0.000\t1.248\t-0.443\t-0.083\t2.548\t1.370\t-0.813\t0.358\t0.000\t0.915\t0.803\t0.986\t1.068\t0.740\t0.831\t0.748\n0\t0.594\t0.279\t-1.625\t1.771\t-0.917\t1.524\t-0.010\t1.530\t2.173\t0.852\t0.126\t0.925\t0.000\t1.608\t1.806\t0.647\t0.000\t3.537\t-0.813\t-0.512\t0.000\t1.208\t0.860\t0.984\t1.211\t1.499\t1.013\t1.001\n1\t0.572\t0.728\t-1.670\t1.083\t-0.776\t1.771\t0.957\t-0.247\t0.000\t1.376\t-1.777\t1.384\t0.000\t1.789\t1.006\t1.232\t2.548\t1.392\t0.896\t-0.749\t0.000\t0.861\t0.615\t0.989\t1.137\t1.650\t1.491\t1.248\n0\t1.637\t-1.729\t-1.164\t0.583\t-0.943\t0.927\t-1.060\t-0.584\t2.173\t1.142\t-0.902\t0.906\t0.000\t1.464\t-0.509\t0.600\t2.548\t1.332\t-1.326\t1.390\t0.000\t0.869\t0.829\t1.001\t0.779\t1.325\t0.978\t0.983\n0\t0.432\t0.215\t0.388\t0.992\t-1.255\t1.053\t0.114\t-0.370\t0.000\t1.460\t-0.002\t0.873\t2.215\t0.598\t0.305\t-1.737\t2.548\t1.178\t-1.404\t-1.404\t0.000\t1.585\t1.092\t0.991\t0.962\t0.725\t0.973\t0.864\n1\t1.223\t-2.041\t-1.470\t0.378\t0.467\t0.516\t0.542\t0.929\t0.000\t0.667\t0.626\t0.181\t1.107\t1.132\t-0.804\t0.166\t0.000\t1.132\t-0.854\t-1.009\t0.000\t1.016\t0.900\t0.988\t1.644\t0.805\t1.057\t1.238\n0\t0.413\t1.608\t1.617\t1.680\t0.990\t0.856\t-1.138\t-0.474\t0.000\t0.314\t-0.305\t0.497\t0.000\t0.746\t0.419\t-1.623\t2.548\t0.866\t-0.175\t-0.799\t3.102\t0.969\t1.057\t0.987\t0.850\t0.466\t0.643\t0.855\n1\t1.769\t0.418\t-1.228\t2.167\t-1.310\t1.623\t-1.297\t-0.016\t0.000\t0.449\t1.276\t-1.631\t0.000\t1.589\t-0.567\t1.439\t2.548\t1.215\t-0.754\t0.979\t0.000\t1.470\t1.082\t0.959\t1.162\t1.089\t1.110\t1.009\n1\t0.381\t-0.934\t-0.282\t0.599\t1.164\t0.932\t0.765\t-0.446\t0.000\t0.457\t-0.162\t-0.589\t0.000\t1.129\t0.656\t1.492\t1.274\t1.428\t0.361\t1.075\t3.102\t0.699\t1.066\t0.990\t0.678\t0.382\t0.814\t0.706\n0\t1.013\t0.645\t-0.404\t0.556\t1.484\t0.955\t-0.003\t1.294\t2.173\t1.126\t-0.633\t-0.576\t1.107\t0.551\t-0.725\t0.314\t0.000\t0.655\t0.461\t-1.087\t0.000\t0.794\t0.856\t1.031\t0.940\t1.597\t0.951\t0.767\n1\t0.767\t1.091\t1.651\t0.969\t0.502\t0.673\t2.045\t-1.729\t0.000\t1.523\t-0.148\t0.124\t2.215\t0.791\t-1.558\t1.286\t0.000\t1.634\t0.010\t-0.577\t3.102\t4.271\t2.535\t1.027\t1.158\t0.850\t1.764\t1.414\n0\t0.385\t1.122\t0.766\t2.140\t0.351\t0.635\t1.000\t1.399\t2.173\t0.931\t1.848\t-1.119\t0.000\t1.256\t0.922\t-1.006\t0.000\t0.482\t0.718\t-0.559\t3.102\t0.780\t1.035\t0.988\t0.740\t0.576\t0.797\t0.905\n1\t0.932\t-0.963\t-0.625\t0.936\t0.623\t1.200\t-0.913\t0.441\t1.087\t1.287\t-0.418\t-1.459\t0.000\t0.815\t-1.228\t-1.692\t0.000\t0.697\t0.179\t-0.812\t1.551\t0.816\t0.717\t1.168\t0.855\t1.050\t0.998\t0.873\n0\t0.847\t-0.443\t0.433\t0.864\t-1.357\t0.468\t-1.590\t1.458\t0.000\t0.549\t1.268\t-0.121\t2.215\t0.633\t-1.122\t-1.097\t0.000\t0.630\t-0.249\t-0.960\t3.102\t0.751\t0.595\t1.184\t0.957\t0.597\t0.857\t0.754\n0\t0.675\t-1.974\t0.779\t2.568\t0.053\t0.632\t-0.248\t-1.670\t2.173\t0.537\t1.365\t-0.663\t0.000\t0.662\t-1.191\t-1.728\t2.548\t0.913\t0.806\t-1.489\t0.000\t0.650\t0.884\t1.110\t0.998\t0.449\t1.124\t1.526\n0\t0.677\t-1.548\t-1.146\t0.709\t0.861\t0.491\t-1.646\t-0.412\t2.173\t0.932\t-0.740\t0.888\t2.215\t0.496\t0.743\t-1.152\t0.000\t0.565\t-0.695\t1.679\t0.000\t0.855\t0.837\t0.987\t0.679\t1.027\t0.696\t0.612\n0\t1.210\t-0.953\t0.543\t0.969\t-0.087\t0.997\t-0.552\t0.820\t2.173\t1.342\t-1.199\t-1.598\t2.215\t1.502\t-0.674\t-0.994\t0.000\t1.071\t-1.103\t-0.304\t0.000\t0.914\t1.032\t0.980\t0.778\t1.514\t1.053\t0.970\n1\t1.176\t-0.064\t0.093\t0.749\t-1.443\t0.802\t-1.073\t-1.533\t0.000\t0.679\t-0.115\t-1.672\t2.215\t0.568\t1.043\t-0.156\t2.548\t0.394\t2.007\t-0.025\t0.000\t1.095\t0.828\t1.278\t0.754\t0.785\t0.791\t0.753\n0\t0.873\t0.939\t-0.974\t0.887\t-1.246\t0.467\t0.859\t-0.483\t2.173\t1.190\t0.556\t0.843\t0.000\t0.403\t0.314\t0.024\t2.548\t1.132\t-0.759\t1.474\t0.000\t1.473\t0.908\t0.981\t0.681\t0.278\t0.751\t0.762\n1\t1.297\t1.167\t-0.085\t1.130\t-0.562\t1.288\t0.345\t1.358\t2.173\t0.605\t1.197\t-0.947\t0.000\t0.900\t1.041\t0.567\t0.000\t0.442\t0.747\t-0.548\t3.102\t0.847\t0.930\t0.982\t0.485\t0.820\t1.081\t0.872\n0\t0.541\t-0.261\t0.984\t0.284\t1.303\t0.853\t0.475\t-0.641\t2.173\t0.677\t1.057\t1.026\t0.000\t0.738\t1.215\t0.765\t2.548\t0.566\t-0.147\t-1.361\t0.000\t0.867\t0.992\t0.978\t1.256\t1.040\t1.114\t0.956\n0\t1.096\t0.912\t-0.939\t1.643\t-0.367\t1.055\t-0.577\t1.088\t0.000\t0.657\t0.714\t-1.591\t2.215\t0.712\t0.835\t0.773\t0.000\t0.792\t-0.991\t-0.582\t3.102\t0.956\t1.008\t0.985\t0.922\t0.891\t0.763\t0.928\n0\t1.075\t-2.015\t-0.381\t1.527\t-0.759\t0.657\t0.589\t1.185\t1.087\t0.719\t-0.626\t0.872\t0.000\t0.317\t-0.341\t1.554\t0.000\t0.432\t-1.313\t0.824\t3.102\t0.434\t0.603\t0.991\t0.657\t0.762\t1.136\t0.905\n1\t2.221\t-2.021\t1.376\t0.428\t-0.882\t0.648\t-0.493\t-0.630\t2.173\t0.818\t-2.141\t-0.095\t0.000\t0.764\t-1.251\t0.628\t2.548\t0.807\t-1.540\t-1.461\t0.000\t1.016\t1.087\t1.209\t0.816\t0.888\t0.952\t0.855\n0\t1.203\t-1.061\t0.774\t0.600\t1.731\t0.379\t-0.515\t0.369\t1.087\t0.510\t0.993\t1.043\t0.000\t1.041\t-0.054\t-0.907\t2.548\t1.134\t1.021\t-1.052\t0.000\t0.946\t0.940\t0.985\t0.897\t0.737\t0.698\t0.784\n1\t1.489\t-1.282\t-0.121\t0.714\t-0.748\t0.883\t-0.242\t0.822\t2.173\t0.622\t-1.083\t-1.577\t2.215\t1.034\t-0.843\t1.213\t0.000\t0.723\t-0.774\t-1.156\t0.000\t0.806\t0.840\t0.995\t0.834\t1.029\t0.877\t0.756\n1\t0.664\t-1.265\t1.159\t0.892\t-1.532\t1.205\t-0.434\t-1.470\t2.173\t2.423\t0.616\t0.297\t0.000\t1.348\t1.300\t1.308\t2.548\t1.169\t0.530\t-0.512\t0.000\t0.725\t0.887\t0.977\t1.259\t1.950\t1.780\t1.546\n0\t1.127\t-0.113\t0.938\t0.363\t0.945\t0.987\t-0.891\t-0.693\t2.173\t0.705\t-0.734\t1.579\t0.000\t0.373\t-1.144\t-0.395\t0.000\t1.306\t-0.720\t0.493\t3.102\t0.898\t0.921\t0.985\t0.813\t1.054\t0.996\t0.826\n0\t0.876\t-0.480\t-1.407\t0.419\t1.075\t1.880\t1.646\t1.672\t0.000\t2.026\t-0.998\t-0.076\t0.000\t0.758\t1.140\t0.742\t2.548\t1.493\t-0.429\t0.331\t3.102\t1.013\t0.833\t0.992\t0.763\t0.867\t1.056\t0.976\n0\t0.428\t-0.097\t-1.504\t0.850\t0.201\t0.977\t1.417\t0.578\t2.173\t0.434\t0.007\t-0.959\t0.000\t1.198\t-1.237\t-0.528\t2.548\t0.389\t-0.396\t1.533\t0.000\t0.438\t1.067\t0.990\t1.160\t2.793\t1.314\t0.991\n1\t0.529\t-1.463\t-0.067\t1.024\t1.616\t0.476\t-2.255\t0.566\t0.000\t1.429\t-0.271\t-0.994\t2.215\t0.742\t-0.243\t0.199\t2.548\t0.942\t2.407\t1.356\t0.000\t0.711\t0.824\t1.018\t1.083\t0.963\t0.995\t0.854\n1\t1.532\t0.109\t-0.312\t0.712\t1.355\t0.810\t-1.470\t1.470\t2.173\t1.141\t-1.268\t-0.592\t0.000\t0.605\t0.119\t0.272\t0.000\t0.545\t0.284\t1.174\t3.102\t1.040\t0.859\t1.444\t1.431\t0.757\t0.915\t0.879\n1\t0.879\t-0.125\t1.452\t1.540\t-0.019\t0.712\t1.124\t-1.717\t0.000\t0.997\t-1.006\t-0.860\t0.000\t1.370\t0.200\t-0.243\t2.548\t0.968\t0.020\t0.989\t0.000\t0.911\t0.990\t1.563\t0.820\t0.502\t0.646\t0.693\n1\t0.762\t0.161\t-0.436\t0.600\t0.846\t0.931\t-1.238\t-0.524\t0.000\t1.280\t-0.502\t1.093\t2.215\t1.407\t-0.050\t-1.661\t0.000\t1.132\t-1.167\t0.179\t0.000\t0.936\t1.173\t0.990\t0.825\t1.014\t1.037\t0.856\n1\t1.280\t0.360\t-0.905\t1.982\t-1.294\t1.508\t1.474\t0.401\t0.000\t1.123\t-0.007\t1.260\t2.215\t0.488\t1.204\t-1.315\t2.548\t0.730\t0.442\t0.414\t0.000\t0.798\t0.918\t0.988\t1.170\t0.804\t0.994\t1.234\n1\t1.933\t-0.432\t0.170\t0.753\t-0.480\t1.187\t-0.420\t-1.379\t2.173\t1.389\t-0.477\t1.435\t1.107\t0.724\t-1.118\t-1.502\t0.000\t1.249\t0.343\t0.194\t0.000\t1.336\t1.101\t0.984\t1.380\t1.077\t1.149\t0.993\n1\t1.605\t-1.031\t0.505\t0.629\t0.458\t0.639\t0.150\t-1.654\t1.087\t0.678\t-0.218\t-1.014\t0.000\t1.116\t-0.682\t-0.883\t2.548\t1.120\t0.104\t0.939\t0.000\t1.132\t0.880\t0.979\t1.108\t0.833\t0.888\t0.795\n1\t1.527\t-2.084\t-1.126\t0.474\t1.595\t0.494\t-1.911\t0.207\t0.000\t0.757\t-0.308\t0.442\t0.000\t1.006\t-1.275\t1.465\t0.000\t0.710\t-0.449\t-0.343\t3.102\t1.153\t0.770\t0.987\t0.664\t0.435\t0.556\t0.624\n1\t1.382\t0.293\t-1.403\t0.937\t0.834\t0.657\t-0.098\t0.246\t2.173\t0.923\t0.761\t0.719\t2.215\t0.286\t-0.683\t-0.843\t0.000\t0.519\t1.213\t-0.563\t0.000\t0.579\t0.717\t1.422\t1.030\t0.704\t0.789\t0.668\n0\t1.161\t-0.071\t-0.808\t2.102\t-1.214\t1.242\t-1.930\t0.629\t0.000\t0.933\t0.192\t1.532\t0.000\t1.547\t0.553\t-0.253\t2.548\t1.168\t1.205\t0.673\t3.102\t1.514\t1.051\t0.996\t1.018\t0.881\t0.944\t0.991\n1\t1.036\t-0.229\t1.722\t0.800\t-0.127\t1.059\t-0.066\t1.238\t2.173\t1.570\t-0.265\t-0.567\t0.000\t0.600\t0.606\t0.671\t0.000\t0.596\t-0.523\t0.457\t3.102\t1.521\t0.926\t1.256\t0.953\t0.595\t0.928\t0.817\n1\t0.902\t-0.805\t-1.174\t0.160\t-0.660\t0.899\t-0.505\t-1.556\t2.173\t0.559\t0.863\t-0.295\t0.000\t1.310\t0.389\t0.203\t2.548\t1.771\t-1.283\t-1.520\t0.000\t0.951\t0.918\t0.989\t0.716\t1.503\t1.260\t1.064\n1\t1.028\t-0.108\t-0.566\t0.278\t-0.387\t1.293\t0.840\t-0.862\t2.173\t1.516\t0.291\t0.369\t0.000\t2.391\t0.338\t1.631\t1.274\t0.714\t1.197\t1.039\t0.000\t1.063\t1.599\t0.989\t1.324\t1.788\t1.536\t1.276\n1\t0.503\t2.280\t0.135\t2.093\t0.688\t0.440\t1.226\t-0.608\t1.087\t0.302\t2.283\t-1.362\t0.000\t0.842\t1.077\t1.579\t0.000\t0.947\t-0.294\t-1.358\t3.102\t0.933\t0.775\t1.000\t0.892\t0.738\t0.901\t0.787\n1\t1.001\t-0.717\t-1.244\t0.461\t-0.004\t0.838\t0.150\t0.451\t2.173\t0.490\t-1.210\t1.469\t0.000\t0.849\t0.017\t-1.364\t0.000\t0.588\t0.198\t-1.702\t0.000\t0.865\t1.085\t0.988\t0.920\t0.809\t0.859\t0.762\n0\t0.421\t1.109\t-1.720\t0.612\t-0.693\t0.525\t-1.433\t1.046\t2.173\t0.525\t-1.608\t-0.742\t0.000\t0.826\t1.061\t1.029\t1.274\t1.137\t-0.689\t-0.165\t0.000\t0.658\t0.834\t0.994\t0.799\t1.402\t0.985\t0.848\n1\t0.696\t-0.207\t1.712\t0.642\t1.307\t0.897\t-2.334\t-0.200\t0.000\t1.147\t0.290\t0.983\t2.215\t1.291\t0.130\t-0.798\t0.000\t1.611\t0.731\t-1.482\t3.102\t0.821\t0.881\t0.982\t0.719\t1.041\t0.699\t0.640\n0\t0.352\t0.510\t-1.026\t1.753\t1.285\t0.732\t0.148\t-0.141\t2.173\t0.746\t-0.080\t-0.844\t2.215\t1.124\t0.916\t1.092\t0.000\t0.471\t1.064\t-0.496\t0.000\t0.802\t0.934\t0.984\t0.974\t0.656\t0.855\t0.751\n1\t0.602\t-1.540\t0.219\t0.247\t-0.972\t1.735\t-1.302\t0.422\t2.173\t1.171\t-0.820\t-1.633\t0.000\t0.957\t-1.241\t-1.008\t0.000\t0.550\t-0.070\t1.415\t3.102\t0.966\t0.689\t0.990\t1.008\t1.053\t1.114\t0.913\n1\t0.793\t1.167\t-0.754\t0.871\t0.495\t0.698\t-0.540\t-1.732\t0.000\t1.072\t1.082\t0.178\t0.000\t1.384\t0.930\t1.518\t2.548\t1.080\t1.298\t-0.241\t0.000\t0.604\t0.993\t1.040\t0.862\t0.761\t0.840\t0.732\n1\t2.264\t-0.102\t-0.530\t1.173\t-1.559\t0.746\t-0.195\t0.654\t2.173\t0.534\t1.295\t0.905\t2.215\t0.550\t-0.236\t1.638\t0.000\t0.600\t1.133\t-1.001\t0.000\t0.720\t0.863\t1.805\t1.338\t0.809\t1.065\t0.857\n1\t1.971\t-1.403\t-0.427\t0.870\t-0.710\t0.744\t-1.138\t1.454\t0.000\t0.651\t-0.848\t0.885\t2.215\t0.593\t-1.311\t1.705\t2.548\t0.449\t0.124\t1.026\t0.000\t0.698\t0.536\t0.995\t0.821\t0.483\t0.735\t0.739\n0\t0.407\t1.071\t-0.437\t2.735\t-0.183\t1.358\t-0.042\t-1.633\t1.087\t0.667\t-0.888\t1.308\t0.000\t0.777\t0.553\t1.337\t0.000\t1.396\t-0.761\t0.252\t3.102\t0.923\t0.942\t0.988\t2.853\t1.587\t2.253\t1.873\n1\t0.792\t-0.440\t1.480\t0.889\t0.278\t0.665\t1.189\t-0.391\t1.087\t0.526\t-0.718\t-1.473\t1.107\t0.689\t-1.261\t0.672\t0.000\t0.818\t1.367\t-1.182\t0.000\t1.969\t1.233\t1.027\t1.119\t1.218\t1.020\t0.901\n1\t0.403\t-1.974\t-0.535\t0.365\t-0.793\t1.021\t-1.137\t1.394\t2.173\t0.924\t-0.156\t-1.062\t2.215\t1.332\t-0.932\t-0.065\t0.000\t0.481\t0.395\t0.793\t0.000\t0.952\t0.986\t0.978\t0.980\t1.359\t0.951\t0.802\n1\t0.708\t-0.678\t-0.475\t1.088\t1.546\t0.677\t-1.424\t1.716\t2.173\t0.755\t-0.036\t0.576\t2.215\t1.093\t-0.202\t-0.044\t0.000\t1.324\t-0.121\t-1.126\t0.000\t1.099\t0.909\t1.178\t0.787\t1.204\t0.885\t0.779\n1\t0.716\t0.384\t-1.463\t0.910\t-0.178\t0.855\t-0.307\t1.305\t2.173\t0.447\t0.630\t-0.456\t0.000\t0.746\t-0.505\t-0.760\t0.000\t1.146\t0.573\t0.736\t1.551\t0.614\t1.029\t1.025\t0.704\t0.749\t0.725\t0.676\n1\t0.870\t-0.355\t-1.737\t1.753\t-1.128\t0.753\t2.075\t1.196\t0.000\t1.360\t-1.039\t0.427\t2.215\t0.749\t0.914\t0.060\t0.000\t1.135\t-0.704\t-0.220\t0.000\t0.858\t0.872\t0.987\t0.540\t0.845\t0.874\t0.735\n0\t0.515\t0.358\t1.191\t0.697\t0.412\t0.958\t0.213\t0.583\t1.087\t1.166\t1.676\t-0.754\t0.000\t0.736\t0.564\t-0.968\t0.000\t1.227\t1.194\t1.731\t1.551\t0.870\t0.840\t0.991\t0.791\t1.234\t1.053\t1.098\n1\t0.395\t-1.107\t1.010\t1.202\t-0.101\t0.770\t-1.068\t-0.687\t0.000\t0.919\t0.665\t1.366\t2.215\t1.340\t0.167\t-1.538\t2.548\t1.043\t-0.229\t0.228\t0.000\t1.153\t1.219\t0.987\t0.967\t0.661\t1.007\t0.877\n1\t2.351\t0.281\t-0.077\t0.436\t0.494\t0.883\t0.257\t1.178\t1.087\t0.806\t1.256\t-0.558\t0.000\t1.343\t0.389\t-1.677\t0.000\t0.703\t0.977\t0.817\t0.000\t0.929\t0.967\t0.984\t1.178\t1.026\t0.950\t0.870\n1\t0.934\t0.895\t1.092\t0.309\t-1.536\t0.826\t0.822\t-0.252\t0.000\t1.079\t0.044\t1.121\t2.215\t0.965\t0.424\t-1.370\t2.548\t0.522\t1.745\t-0.746\t0.000\t0.803\t0.881\t0.985\t0.963\t0.878\t0.883\t0.824\n1\t0.505\t-2.290\t-1.683\t1.270\t0.423\t0.606\t-2.375\t-0.850\t0.000\t0.409\t-1.894\t-1.080\t0.000\t1.359\t-0.211\t1.112\t2.548\t0.767\t-1.975\t0.509\t0.000\t0.980\t0.672\t1.050\t1.341\t0.791\t0.931\t0.870\n1\t0.620\t1.533\t1.443\t0.961\t-0.090\t1.542\t-1.041\t-1.611\t0.000\t0.903\t1.421\t1.006\t0.000\t2.225\t0.541\t-0.440\t2.548\t1.512\t0.329\t0.366\t3.102\t0.822\t0.877\t1.050\t1.004\t0.941\t0.932\t0.808\n1\t1.229\t0.345\t-0.481\t0.613\t-1.691\t0.907\t0.630\t1.118\t2.173\t1.004\t-0.356\t-1.131\t2.215\t1.712\t0.813\t0.048\t0.000\t1.573\t1.698\t1.297\t0.000\t1.967\t1.493\t1.067\t0.746\t1.459\t1.346\t1.111\n1\t1.748\t0.020\t-0.467\t1.432\t-1.328\t1.175\t-0.281\t1.065\t2.173\t0.670\t-1.150\t1.641\t0.000\t0.448\t-0.275\t0.625\t0.000\t0.508\t-0.744\t-1.009\t3.102\t0.768\t0.769\t1.533\t0.745\t0.822\t0.991\t0.846\n0\t0.647\t0.768\t0.969\t1.633\t0.469\t1.752\t0.531\t0.690\t0.000\t0.802\t1.808\t0.910\t0.000\t2.705\t-0.469\t-1.247\t2.548\t3.334\t-0.735\t-0.848\t3.102\t1.859\t3.034\t0.990\t1.562\t0.914\t2.357\t1.825\n0\t0.404\t-0.198\t-0.839\t1.507\t1.275\t0.533\t0.024\t-0.455\t2.173\t0.778\t-0.837\t0.368\t2.215\t0.833\t-0.766\t1.730\t0.000\t0.754\t-1.146\t-0.490\t0.000\t0.829\t0.807\t1.021\t0.823\t0.773\t0.708\t0.666\n0\t3.288\t1.124\t-1.203\t0.257\t-0.304\t1.738\t0.389\t0.381\t1.087\t0.492\t-0.131\t0.039\t0.000\t0.823\t-0.271\t1.211\t0.000\t1.106\t0.224\t-1.722\t3.102\t0.853\t0.985\t0.988\t0.795\t1.394\t1.392\t1.156\n1\t0.647\t-0.415\t-1.729\t1.521\t-0.576\t0.785\t-0.185\t0.496\t2.173\t0.807\t-1.535\t1.667\t2.215\t0.827\t0.286\t-0.778\t0.000\t0.737\t-1.555\t0.550\t0.000\t1.391\t1.093\t1.185\t1.014\t1.348\t0.938\t0.861\n1\t0.435\t0.675\t0.884\t0.872\t-0.188\t0.499\t0.407\t-0.129\t0.000\t0.475\t0.901\t1.713\t2.215\t1.140\t0.902\t-1.383\t2.548\t0.739\t1.260\t1.045\t0.000\t0.970\t0.894\t0.990\t0.777\t0.270\t0.686\t0.665\n1\t0.543\t0.339\t-0.448\t1.041\t-1.225\t0.406\t-0.494\t-1.530\t0.000\t0.379\t0.720\t0.664\t2.215\t0.748\t-0.776\t0.213\t0.000\t0.917\t-1.017\t0.686\t3.102\t1.006\t0.776\t0.987\t0.763\t0.610\t0.628\t0.590\n1\t0.645\t1.238\t1.271\t0.650\t0.202\t0.899\t0.922\t-0.624\t2.173\t0.905\t0.352\t0.974\t0.000\t1.798\t0.353\t1.645\t0.000\t1.388\t-0.374\t-0.347\t3.102\t1.114\t1.282\t0.992\t0.911\t0.929\t1.080\t0.894\n0\t1.504\t1.813\t1.651\t0.977\t-0.922\t0.675\t0.369\t-0.324\t0.000\t1.203\t1.246\t0.318\t0.000\t0.737\t0.991\t-1.451\t0.000\t0.820\t0.218\t0.782\t1.551\t1.173\t0.849\t1.232\t0.885\t0.194\t0.718\t0.760\n1\t0.449\t-0.835\t-0.988\t1.179\t-0.174\t1.605\t-0.745\t1.189\t0.000\t1.212\t1.049\t-0.438\t2.215\t1.018\t0.565\t-0.787\t0.000\t0.735\t-1.206\t0.892\t0.000\t0.872\t0.894\t0.994\t1.626\t0.686\t1.592\t1.229\n1\t1.278\t-1.050\t-1.423\t1.866\t-1.037\t0.608\t0.045\t0.198\t2.173\t1.119\t-0.433\t1.031\t2.215\t0.432\t-0.169\t-0.696\t0.000\t0.811\t0.497\t0.748\t0.000\t0.682\t0.720\t0.996\t1.474\t0.880\t1.213\t1.000\n1\t1.317\t0.291\t-0.656\t1.144\t-0.130\t0.850\t-0.117\t1.182\t1.087\t0.852\t1.104\t1.554\t2.215\t0.381\t1.370\t-0.210\t0.000\t0.464\t1.691\t0.321\t0.000\t0.459\t0.844\t0.987\t1.079\t0.933\t1.012\t0.789\n1\t1.113\t1.527\t1.484\t0.505\t-0.585\t0.695\t-0.094\t-0.666\t2.173\t0.390\t-0.226\t-0.082\t0.000\t1.022\t-0.104\t0.977\t2.548\t0.822\t0.735\t0.890\t0.000\t0.713\t0.766\t0.995\t0.952\t1.046\t0.901\t0.744\n1\t0.583\t0.917\t0.940\t1.274\t-1.702\t1.024\t-0.073\t0.110\t2.173\t0.718\t-0.368\t-0.791\t2.215\t0.797\t0.362\t0.858\t0.000\t1.026\t0.265\t-1.297\t0.000\t0.931\t1.020\t0.990\t0.846\t0.936\t0.867\t0.754\n0\t0.873\t-1.649\t0.437\t0.731\t1.410\t1.224\t-0.545\t-0.187\t1.087\t0.536\t1.192\t-1.452\t0.000\t0.987\t0.717\t-0.770\t0.000\t0.484\t-1.980\t1.100\t0.000\t0.689\t0.855\t0.992\t1.096\t0.801\t0.936\t0.981\n1\t0.783\t-0.201\t0.450\t0.614\t0.187\t1.944\t-0.076\t-1.253\t2.173\t1.710\t-0.816\t0.652\t1.107\t1.110\t-2.328\t-0.103\t0.000\t1.087\t-1.467\t1.293\t0.000\t0.898\t1.439\t0.982\t1.587\t2.854\t1.840\t1.648\n0\t1.517\t-0.242\t-0.299\t0.723\t-0.159\t0.855\t-0.660\t1.607\t2.173\t0.875\t-0.081\t0.852\t2.215\t0.395\t-1.363\t-1.150\t0.000\t0.454\t-0.804\t-1.513\t0.000\t0.196\t0.674\t0.986\t1.220\t0.885\t0.944\t0.729\n0\t1.311\t0.108\t-1.666\t0.365\t-0.507\t0.821\t-0.182\t-0.349\t2.173\t1.114\t-0.454\t0.999\t2.215\t0.759\t2.213\t-1.587\t0.000\t1.009\t-1.002\t0.467\t0.000\t0.846\t1.506\t0.986\t0.854\t1.334\t1.317\t1.106\n1\t0.619\t1.689\t-1.406\t1.007\t-0.411\t0.710\t1.836\t0.233\t0.000\t0.985\t-0.012\t-1.431\t2.215\t1.787\t0.102\t1.299\t0.000\t1.612\t1.160\t0.830\t0.000\t0.919\t0.851\t0.985\t1.467\t0.686\t0.993\t0.986\n1\t0.763\t0.739\t0.345\t0.712\t1.100\t0.965\t-0.157\t-1.258\t2.173\t0.581\t0.568\t-0.852\t0.000\t0.969\t0.235\t0.858\t0.000\t1.094\t-1.311\t-1.039\t3.102\t0.887\t0.983\t0.987\t1.040\t0.863\t0.863\t0.775\n0\t1.394\t-1.038\t-1.604\t1.092\t1.128\t0.676\t-0.637\t0.517\t2.173\t0.368\t-1.611\t-1.475\t0.000\t1.282\t0.085\t-0.473\t2.548\t0.642\t-1.286\t-0.273\t0.000\t0.560\t0.839\t1.074\t0.953\t1.003\t0.941\t0.777\n0\t0.905\t0.948\t0.036\t1.082\t-1.163\t0.841\t0.468\t1.122\t1.087\t0.691\t-0.403\t-0.040\t0.000\t0.565\t0.362\t0.596\t0.000\t0.700\t1.814\t1.603\t0.000\t0.890\t0.962\t1.209\t1.059\t1.130\t0.833\t0.749\n0\t0.775\t0.464\t1.354\t0.991\t0.188\t1.498\t0.949\t0.419\t2.173\t2.314\t0.365\t-1.302\t0.000\t0.845\t0.306\t-1.571\t2.548\t0.818\t-0.172\t-0.343\t0.000\t1.463\t0.865\t1.053\t0.858\t1.437\t1.347\t1.089\n0\t0.526\t-0.687\t1.554\t2.766\t-0.764\t0.881\t1.487\t0.927\t0.000\t0.987\t-0.148\t0.712\t2.215\t0.849\t0.786\t-1.491\t2.548\t0.877\t-2.044\t1.140\t0.000\t1.811\t1.231\t1.452\t1.360\t1.029\t1.061\t1.363\n1\t0.991\t0.004\t0.705\t1.195\t-0.739\t0.639\t-0.749\t1.691\t2.173\t0.743\t-2.249\t1.451\t0.000\t1.105\t0.962\t0.385\t0.000\t0.877\t0.302\t-1.044\t3.102\t3.797\t2.172\t1.453\t1.040\t0.680\t1.352\t1.172\n0\t0.363\t-1.732\t-0.789\t2.071\t1.102\t0.662\t-1.157\t0.205\t0.000\t0.644\t-1.213\t0.958\t2.215\t0.957\t-0.371\t-0.962\t0.000\t0.859\t1.400\t-0.255\t0.000\t1.363\t1.012\t1.191\t1.051\t0.642\t0.720\t0.817\n0\t0.529\t-0.252\t-0.961\t1.650\t-0.564\t0.924\t-1.192\t0.098\t2.173\t1.720\t-0.150\t1.353\t0.000\t0.968\t1.435\t1.724\t0.000\t1.087\t0.326\t-0.767\t3.102\t0.968\t0.895\t0.981\t1.609\t1.198\t1.387\t1.186\n1\t1.227\t0.492\t0.443\t1.480\t-1.238\t1.484\t0.400\t-1.114\t2.173\t0.804\t2.285\t0.043\t0.000\t0.369\t0.330\t0.814\t2.548\t1.282\t-0.980\t1.703\t0.000\t0.624\t0.651\t1.863\t1.317\t0.909\t1.106\t1.059\n1\t0.604\t-1.295\t0.069\t0.793\t0.783\t0.758\t-0.485\t-1.104\t2.173\t0.747\t-0.168\t0.700\t2.215\t1.424\t0.157\t-0.467\t0.000\t0.375\t1.645\t-1.681\t0.000\t1.096\t1.011\t0.986\t1.305\t1.120\t1.051\t1.202\n0\t1.566\t-0.173\t0.736\t1.850\t-1.315\t0.733\t0.444\t-1.518\t2.173\t1.041\t0.453\t0.138\t0.000\t0.877\t-1.071\t0.416\t0.000\t1.936\t1.121\t-1.301\t0.000\t1.063\t0.904\t2.268\t1.357\t0.888\t0.998\t0.979\n0\t0.397\t-0.803\t0.027\t1.017\t-0.058\t0.490\t-0.044\t1.621\t0.000\t0.676\t-0.539\t-1.050\t2.215\t1.301\t1.268\t-0.577\t2.548\t0.706\t-0.213\t0.803\t0.000\t0.887\t0.936\t0.987\t2.764\t1.204\t1.754\t1.438\n1\t0.606\t-1.310\t1.567\t0.917\t-0.246\t1.486\t2.334\t0.093\t0.000\t1.601\t-0.851\t-1.301\t2.215\t1.417\t-0.446\t1.714\t1.274\t1.524\t-0.723\t0.884\t0.000\t0.765\t0.874\t1.031\t0.920\t0.728\t0.821\t0.765\n0\t1.559\t-0.187\t-1.727\t0.333\t1.738\t0.647\t-0.253\t-0.359\t1.087\t1.119\t0.421\t0.512\t0.000\t0.977\t-0.301\t0.921\t2.548\t1.915\t0.972\t-0.799\t0.000\t1.273\t1.059\t0.984\t0.767\t0.906\t0.774\t0.776\n1\t0.624\t-0.479\t0.230\t1.307\t-0.850\t1.333\t-0.620\t-0.358\t0.000\t1.790\t0.135\t1.596\t2.215\t1.533\t0.116\t0.931\t2.548\t0.649\t-0.872\t1.013\t0.000\t0.961\t1.431\t1.034\t1.245\t0.992\t1.318\t1.092\n0\t0.915\t1.588\t-1.124\t1.047\t-1.461\t1.061\t1.106\t1.244\t2.173\t0.591\t0.995\t-0.688\t0.000\t0.991\t1.064\t0.223\t1.274\t1.342\t2.022\t-0.074\t0.000\t1.073\t0.808\t0.975\t1.025\t1.018\t0.909\t0.893\n0\t0.368\t1.543\t0.216\t1.509\t-1.572\t0.305\t-0.777\t1.080\t2.173\t0.627\t-0.336\t-1.081\t2.215\t0.478\t0.754\t-0.453\t0.000\t1.119\t0.413\t0.381\t0.000\t0.567\t0.713\t1.031\t1.098\t0.615\t0.873\t0.746\n0\t1.269\t-0.307\t-1.573\t0.426\t0.500\t0.770\t-0.155\t0.422\t0.000\t0.779\t-1.450\t-1.536\t2.215\t0.634\t-1.304\t0.235\t0.000\t0.949\t-0.294\t-0.613\t3.102\t0.883\t0.769\t0.987\t0.776\t0.739\t0.773\t0.726\n1\t1.984\t0.777\t0.494\t0.578\t-0.956\t0.469\t1.264\t1.164\t2.173\t0.553\t1.389\t-1.713\t1.107\t0.643\t-1.235\t-1.324\t0.000\t1.435\t0.705\t-1.168\t0.000\t0.762\t0.995\t1.431\t0.950\t0.394\t0.721\t0.794\n1\t0.284\t1.928\t0.052\t1.889\t1.004\t0.906\t-2.170\t-0.222\t0.000\t1.468\t0.631\t-0.971\t2.215\t2.292\t0.130\t0.430\t0.000\t0.993\t-0.086\t-1.440\t3.102\t4.024\t2.385\t0.996\t1.299\t0.614\t1.978\t1.840\n1\t1.517\t-0.218\t-1.492\t0.985\t1.528\t0.904\t-0.639\t0.343\t2.173\t0.665\t1.220\t0.307\t0.000\t0.414\t-1.732\t1.467\t0.000\t0.939\t-0.335\t-0.995\t0.000\t0.899\t1.009\t0.996\t0.675\t0.647\t0.869\t0.818\n0\t2.636\t0.295\t-1.045\t2.473\t-0.724\t1.982\t-0.327\t0.751\t2.173\t0.626\t-0.162\t0.125\t0.000\t0.770\t-0.139\t1.366\t2.548\t0.708\t-1.922\t1.675\t0.000\t1.405\t0.983\t1.012\t2.683\t0.821\t1.703\t1.481\n1\t2.015\t-0.460\t0.973\t1.126\t0.680\t0.796\t-0.749\t-1.239\t2.173\t1.262\t-0.171\t-0.298\t2.215\t0.888\t1.153\t-0.822\t0.000\t0.961\t0.314\t1.730\t0.000\t0.893\t1.097\t0.989\t1.338\t1.189\t1.135\t1.064\n0\t0.791\t0.797\t0.013\t0.266\t-1.042\t0.850\t-1.778\t0.691\t0.000\t0.597\t2.123\t-1.468\t0.000\t1.134\t1.726\t-0.248\t0.000\t1.332\t0.934\t-1.221\t3.102\t0.987\t0.879\t0.986\t0.694\t0.961\t0.726\t0.664\n0\t0.803\t2.166\t0.242\t0.871\t1.314\t0.741\t1.405\t-0.247\t2.173\t0.563\t0.229\t1.150\t0.000\t0.322\t0.471\t1.535\t0.000\t0.595\t-1.646\t-0.634\t0.000\t0.892\t0.604\t0.986\t0.951\t1.079\t0.959\t1.223\n1\t0.585\t-1.843\t-0.910\t1.232\t0.606\t1.188\t-2.283\t0.372\t0.000\t1.033\t0.340\t-1.432\t1.107\t0.444\t-1.106\t0.079\t2.548\t0.824\t-1.012\t-1.327\t0.000\t1.740\t0.989\t1.152\t1.597\t0.940\t1.418\t1.171\n0\t1.398\t0.743\t-0.171\t0.585\t-0.429\t0.568\t-0.732\t1.420\t2.173\t0.422\t-1.919\t-1.366\t0.000\t0.527\t-1.652\t0.132\t0.000\t1.077\t0.459\t1.389\t3.102\t0.708\t1.082\t0.984\t1.450\t0.572\t0.984\t1.165\n0\t0.534\t0.725\t0.560\t2.122\t0.940\t2.734\t0.648\t-0.848\t2.173\t1.059\t0.826\t-0.460\t0.000\t4.288\t0.213\t1.023\t2.548\t0.435\t0.136\t-1.249\t0.000\t0.655\t0.788\t0.991\t1.708\t4.332\t2.398\t1.795\n0\t1.160\t0.434\t-1.459\t1.680\t1.470\t1.069\t1.285\t-0.135\t1.087\t0.818\t2.849\t1.073\t0.000\t0.596\t0.143\t-1.021\t0.000\t0.562\t0.095\t0.862\t0.000\t0.633\t0.928\t0.989\t0.818\t0.561\t1.052\t0.814\n0\t0.879\t-0.837\t-0.121\t0.823\t-0.525\t1.227\t-0.833\t-1.071\t0.000\t1.174\t1.004\t0.787\t0.000\t1.610\t0.220\t0.692\t2.548\t1.789\t-0.932\t-1.623\t0.000\t1.124\t0.822\t0.992\t0.953\t0.537\t1.057\t0.960\n1\t0.324\t-0.596\t0.920\t1.207\t-1.088\t1.154\t-0.055\t1.276\t2.173\t0.967\t1.614\t0.190\t0.000\t0.644\t0.821\t-0.513\t2.548\t0.729\t-0.005\t-0.497\t0.000\t1.202\t0.741\t0.989\t1.312\t1.199\t1.059\t1.265\n0\t1.546\t-0.825\t-0.568\t2.154\t-0.029\t1.267\t-0.241\t1.358\t0.000\t1.672\t0.028\t-1.608\t2.215\t0.714\t0.768\t1.528\t2.548\t1.949\t-0.346\t0.243\t0.000\t1.431\t1.132\t1.182\t1.821\t0.605\t1.315\t1.237\n0\t0.481\t-1.166\t-1.721\t1.030\t1.628\t0.954\t1.204\t0.594\t0.000\t0.891\t0.615\t-1.120\t2.215\t0.734\t1.173\t-0.541\t2.548\t0.476\t-0.122\t0.081\t0.000\t0.885\t0.819\t0.976\t2.095\t0.515\t1.792\t1.841\n1\t0.433\t-0.259\t1.216\t0.952\t0.120\t0.886\t1.038\t-0.364\t0.000\t0.807\t0.860\t-0.943\t0.000\t1.632\t1.090\t1.035\t2.548\t1.040\t-0.115\t-1.604\t3.102\t0.907\t1.008\t0.991\t0.785\t0.993\t0.963\t0.824\n0\t1.067\t-1.079\t0.736\t0.948\t1.289\t0.942\t-0.975\t-1.187\t0.000\t2.344\t-0.818\t-0.591\t0.000\t1.712\t0.088\t0.674\t2.548\t2.121\t-1.799\t1.478\t0.000\t1.634\t1.648\t0.990\t0.760\t0.560\t1.403\t1.224\n1\t0.369\t0.660\t1.732\t0.098\t-0.648\t2.617\t1.111\t0.657\t0.000\t2.247\t-0.542\t-1.032\t0.000\t1.207\t-1.331\t1.595\t1.274\t2.166\t-0.944\t-0.633\t3.102\t1.625\t1.095\t0.838\t0.654\t1.138\t0.939\t0.792\n0\t0.589\t-0.595\t0.733\t1.041\t0.104\t0.833\t-1.210\t1.452\t2.173\t0.751\t-1.220\t-0.814\t0.000\t0.924\t-0.510\t-0.467\t2.548\t0.425\t-1.480\t1.725\t0.000\t0.588\t0.801\t0.986\t0.745\t1.140\t0.922\t0.825\n0\t0.999\t-1.420\t0.534\t1.497\t0.946\t0.598\t-1.028\t-0.054\t0.000\t0.760\t-0.382\t-1.221\t2.215\t0.615\t-0.411\t-0.659\t0.000\t1.450\t0.184\t-1.487\t1.551\t0.652\t0.955\t0.994\t1.350\t0.371\t1.216\t1.028\n0\t0.531\t-0.441\t-0.710\t2.335\t0.111\t2.794\t0.285\t-1.611\t2.173\t2.270\t0.258\t0.288\t0.000\t0.526\t0.987\t1.388\t1.274\t0.747\t-0.531\t-1.332\t0.000\t1.863\t1.252\t1.041\t2.405\t0.889\t1.601\t1.500\n1\t0.754\t-1.222\t-0.374\t0.476\t-1.187\t0.820\t-0.084\t0.025\t0.000\t1.207\t-0.880\t1.238\t2.215\t0.769\t-0.809\t-1.227\t0.000\t0.994\t0.279\t-1.723\t3.102\t0.899\t0.851\t0.990\t1.125\t0.794\t0.931\t0.816\n0\t0.639\t-0.527\t1.259\t0.868\t0.950\t0.595\t-0.285\t-1.492\t2.173\t1.137\t1.394\t-0.539\t2.215\t0.780\t2.084\t-0.248\t0.000\t0.680\t1.990\t0.314\t0.000\t0.392\t0.628\t0.986\t0.826\t1.492\t1.032\t0.990\n1\t2.215\t0.371\t0.053\t0.907\t-0.404\t1.580\t0.454\t1.648\t0.000\t0.498\t-0.433\t0.813\t1.107\t0.320\t0.168\t-0.892\t0.000\t0.579\t0.777\t-0.967\t3.102\t0.978\t0.952\t0.998\t0.648\t0.604\t0.629\t0.893\n0\t0.645\t0.501\t-1.263\t0.470\t-0.245\t1.073\t1.419\t-1.669\t0.000\t1.529\t0.139\t0.169\t1.107\t0.928\t-0.721\t0.683\t0.000\t0.947\t-0.304\t-1.067\t3.102\t2.875\t1.727\t0.984\t1.111\t1.014\t1.355\t1.131\n1\t1.935\t0.093\t0.397\t1.395\t0.186\t1.188\t-0.360\t-1.446\t2.173\t0.370\t-1.038\t-1.369\t0.000\t0.617\t-2.203\t-1.591\t0.000\t0.463\t0.538\t-0.421\t0.000\t0.661\t0.669\t0.977\t0.538\t0.739\t1.098\t0.874\n0\t1.827\t0.076\t1.436\t1.031\t-0.468\t1.050\t0.140\t0.054\t0.000\t0.560\t-0.822\t-0.593\t0.000\t0.398\t-0.633\t-0.107\t2.548\t0.604\t-0.070\t-1.111\t3.102\t1.226\t0.823\t1.881\t0.960\t0.317\t0.625\t0.729\n1\t0.830\t-1.064\t-0.818\t0.439\t1.202\t0.905\t-1.727\t1.367\t0.000\t1.443\t-1.642\t-0.299\t2.215\t0.949\t-1.426\t-1.509\t0.000\t1.170\t-1.171\t0.641\t3.102\t0.882\t0.839\t0.986\t0.811\t0.894\t0.942\t0.786\n0\t0.660\t-1.986\t-1.308\t1.060\t0.162\t1.050\t-0.837\t0.965\t2.173\t1.470\t-1.975\t-0.168\t0.000\t2.136\t-0.449\t1.586\t2.548\t3.257\t-1.096\t-0.812\t0.000\t1.878\t2.170\t1.124\t1.406\t1.043\t1.692\t1.366\n1\t1.161\t-0.814\t1.692\t2.167\t-1.197\t0.816\t0.357\t0.087\t1.087\t0.938\t-0.816\t0.828\t2.215\t0.894\t-1.494\t0.382\t0.000\t0.613\t-0.641\t-1.181\t0.000\t0.885\t1.154\t1.128\t1.179\t1.143\t1.195\t0.999\n1\t0.577\t1.015\t-1.222\t0.825\t-0.058\t1.370\t1.053\t-0.489\t2.173\t0.998\t0.490\t1.029\t0.000\t1.455\t-1.684\t1.472\t0.000\t1.267\t1.072\t1.499\t0.000\t0.842\t0.673\t0.984\t0.828\t1.003\t0.987\t0.860\n0\t0.577\t-0.263\t-1.424\t0.794\t0.305\t0.809\t-1.081\t1.041\t2.173\t1.392\t0.387\t-0.881\t2.215\t0.584\t-0.307\t1.352\t0.000\t0.878\t0.700\t0.073\t0.000\t0.874\t0.962\t0.984\t0.756\t1.999\t1.031\t0.854\n1\t2.383\t-0.322\t-0.920\t0.528\t-0.697\t1.099\t1.574\t1.009\t2.173\t0.769\t-0.772\t-0.922\t0.000\t1.151\t-0.693\t0.826\t0.000\t0.447\t0.822\t1.344\t1.551\t1.443\t0.962\t0.978\t2.062\t0.316\t1.310\t1.279\n0\t0.739\t1.142\t1.284\t0.945\t0.128\t0.527\t0.726\t-0.150\t2.173\t0.823\t2.255\t-1.497\t0.000\t1.057\t0.780\t0.843\t2.548\t0.946\t-0.033\t-0.668\t0.000\t0.859\t0.851\t0.999\t0.668\t0.727\t0.591\t0.574\n1\t0.608\t0.729\t1.648\t1.127\t-0.947\t0.937\t1.175\t1.427\t2.173\t0.506\t-0.311\t-0.507\t1.107\t0.420\t2.247\t-0.371\t0.000\t0.936\t0.722\t0.217\t0.000\t0.708\t0.980\t0.983\t0.861\t1.303\t0.826\t0.756\n1\t0.687\t0.285\t-0.667\t0.233\t0.478\t0.733\t0.154\t1.666\t0.000\t1.403\t-0.573\t1.026\t2.215\t1.546\t-0.861\t-0.568\t1.274\t1.071\t-0.625\t-1.294\t0.000\t0.885\t1.067\t0.987\t1.266\t1.576\t1.197\t1.047\n0\t1.546\t-1.760\t-0.550\t1.508\t-0.105\t1.498\t-1.324\t1.555\t0.000\t0.225\t-1.402\t1.027\t0.000\t0.547\t-0.005\t0.184\t2.548\t1.135\t-0.254\t1.528\t0.000\t1.062\t0.783\t0.989\t0.490\t0.252\t0.525\t0.638\n0\t0.499\t-0.452\t-1.221\t0.313\t0.282\t1.121\t0.623\t-0.851\t2.173\t1.631\t-0.668\t0.860\t2.215\t0.607\t-0.407\t-0.592\t0.000\t0.517\t0.080\t1.407\t0.000\t0.625\t0.866\t0.990\t0.782\t2.436\t1.198\t0.904\n0\t1.145\t0.971\t0.265\t0.506\t-0.732\t0.849\t1.028\t1.009\t2.173\t1.129\t-0.613\t-1.529\t2.215\t0.776\t-0.653\t-0.383\t0.000\t0.796\t-1.168\t-0.643\t0.000\t0.364\t0.798\t0.990\t0.882\t1.730\t1.115\t0.991\n0\t2.109\t0.829\t-0.232\t0.609\t1.696\t1.414\t0.064\t0.022\t0.000\t1.270\t0.706\t-1.580\t0.000\t1.581\t-0.256\t1.576\t2.548\t1.337\t1.008\t1.549\t3.102\t0.861\t1.270\t1.549\t1.419\t0.908\t1.047\t1.024\n0\t1.140\t0.551\t-0.655\t1.880\t-1.215\t0.953\t0.253\t-0.513\t0.000\t1.284\t-2.202\t1.102\t0.000\t1.912\t-0.345\t0.436\t2.548\t1.244\t0.269\t1.558\t3.102\t1.634\t1.149\t0.988\t1.573\t1.084\t1.084\t1.014\n0\t0.957\t0.902\t-1.418\t0.476\t1.723\t0.937\t-2.683\t0.256\t0.000\t1.366\t-0.873\t1.740\t2.215\t1.197\t1.489\t-0.350\t2.548\t0.675\t-1.540\t0.429\t0.000\t0.570\t1.805\t0.987\t1.074\t2.571\t2.666\t2.088\n1\t0.285\t0.871\t0.008\t1.298\t0.277\t0.832\t-1.822\t-1.554\t0.000\t0.925\t-1.033\t-1.404\t0.000\t1.057\t-0.677\t0.980\t2.548\t1.038\t-0.476\t-0.308\t3.102\t0.784\t1.025\t0.983\t2.140\t0.737\t1.576\t2.339\n1\t1.974\t-0.009\t-0.801\t0.329\t-1.380\t0.860\t-0.239\t0.808\t0.000\t0.663\t0.801\t0.883\t0.000\t0.887\t-1.066\t-1.197\t0.000\t0.813\t0.359\t-1.300\t3.102\t0.902\t0.884\t0.988\t0.796\t0.587\t0.587\t0.756\n1\t0.643\t-0.689\t-0.362\t2.068\t-0.793\t0.317\t0.398\t1.269\t0.000\t0.937\t-1.152\t0.801\t2.215\t0.895\t1.312\t0.272\t0.000\t0.907\t-0.660\t1.212\t0.000\t0.913\t0.874\t0.987\t1.169\t0.754\t0.901\t1.157\n1\t0.990\t1.161\t0.151\t0.918\t1.508\t1.090\t0.764\t1.599\t2.173\t0.771\t0.372\t-0.533\t2.215\t0.668\t1.667\t1.614\t0.000\t1.432\t1.915\t-0.112\t0.000\t1.105\t1.011\t1.242\t0.981\t1.293\t0.991\t0.864\n0\t1.774\t0.690\t-1.043\t0.504\t-0.332\t0.560\t-1.958\t0.803\t0.000\t1.170\t0.962\t-1.685\t0.000\t0.940\t-1.038\t-0.531\t2.548\t2.253\t-0.039\t0.351\t3.102\t1.423\t1.417\t0.989\t1.206\t1.018\t1.131\t1.087\n1\t0.657\t1.143\t1.170\t0.666\t-1.016\t0.937\t1.058\t0.130\t0.000\t1.357\t1.256\t-1.206\t2.215\t0.419\t1.559\t0.399\t0.000\t0.739\t0.153\t1.576\t3.102\t0.719\t0.788\t0.990\t0.805\t0.752\t0.824\t0.721\n1\t0.777\t0.438\t0.259\t0.587\t-1.717\t0.946\t-0.706\t-1.299\t2.173\t1.515\t-0.181\t0.647\t2.215\t0.582\t-1.415\t-0.684\t0.000\t0.546\t-0.314\t-0.692\t0.000\t0.388\t1.015\t0.983\t0.925\t1.794\t0.943\t0.791\n0\t1.806\t1.848\t-0.973\t0.721\t-1.389\t1.046\t-0.340\t0.813\t2.173\t0.397\t-0.501\t0.088\t0.000\t0.451\t1.388\t0.438\t1.274\t0.366\t2.068\t0.718\t0.000\t1.089\t1.117\t0.973\t0.766\t0.964\t1.603\t1.271\n0\t0.657\t-0.367\t0.936\t0.993\t-0.222\t0.812\t0.583\t0.071\t1.087\t1.121\t-1.529\t1.740\t0.000\t1.218\t-0.617\t-1.519\t0.000\t0.457\t2.474\t-1.053\t0.000\t0.906\t0.856\t0.989\t0.858\t0.714\t1.161\t0.955\n1\t1.031\t-0.302\t-1.196\t0.198\t0.173\t0.794\t-0.337\t1.579\t0.000\t1.047\t0.890\t0.097\t2.215\t0.582\t-0.634\t0.666\t0.000\t0.516\t1.035\t-0.906\t3.102\t0.923\t0.844\t0.987\t0.903\t0.532\t0.837\t0.742\n1\t0.845\t-0.561\t1.269\t2.064\t-1.637\t1.052\t0.221\t0.198\t0.000\t1.569\t-0.774\t-0.650\t1.107\t0.530\t-1.475\t0.760\t0.000\t0.949\t-0.739\t0.418\t3.102\t0.471\t0.988\t0.996\t0.851\t0.906\t0.941\t0.787\n0\t0.802\t-0.450\t-0.275\t0.579\t-0.531\t1.010\t-1.537\t1.483\t0.000\t0.969\t-1.947\t0.020\t0.000\t1.048\t-0.602\t0.493\t1.274\t1.649\t-1.100\t-1.629\t0.000\t0.690\t1.132\t0.984\t0.503\t0.679\t0.765\t0.768\n0\t1.493\t0.571\t0.319\t0.585\t-0.417\t0.634\t1.473\t-1.575\t1.087\t0.718\t2.164\t-1.040\t0.000\t0.581\t1.629\t1.425\t0.000\t1.018\t0.546\t0.666\t3.102\t0.818\t0.899\t0.983\t1.031\t0.848\t0.718\t0.742\n0\t1.021\t-1.082\t-1.035\t0.562\t-1.476\t1.414\t-0.256\t-1.709\t0.000\t1.786\t-1.686\t-0.008\t0.000\t1.735\t-0.087\t0.085\t1.274\t2.224\t-2.212\t-1.541\t0.000\t0.857\t0.774\t0.992\t1.051\t0.878\t0.871\t0.731\n1\t0.578\t0.163\t-0.534\t1.293\t0.570\t0.881\t1.792\t-0.549\t0.000\t1.435\t-1.246\t-1.540\t1.107\t0.622\t-1.453\t-0.113\t0.000\t1.875\t-0.910\t1.175\t1.551\t0.426\t0.870\t1.005\t0.988\t0.959\t1.036\t0.850\n1\t0.621\t0.102\t0.586\t0.716\t-0.506\t0.598\t0.753\t0.296\t0.000\t0.913\t1.240\t-1.672\t2.215\t0.778\t0.028\t-0.334\t0.000\t1.417\t0.077\t1.672\t3.102\t0.803\t0.965\t0.987\t1.208\t0.657\t0.844\t0.813\n0\t1.440\t0.186\t-0.506\t0.837\t1.305\t0.470\t0.424\t-1.630\t0.000\t1.173\t0.102\t0.129\t2.215\t1.036\t0.414\t1.192\t0.000\t0.781\t2.451\t1.501\t0.000\t0.706\t1.097\t1.518\t0.804\t0.736\t0.733\t0.735\n0\t3.021\t0.011\t-1.714\t2.751\t-1.559\t1.541\t-1.833\t0.142\t0.000\t3.094\t-0.046\t0.351\t2.215\t1.617\t-0.485\t-1.203\t1.274\t0.819\t-0.782\t1.141\t0.000\t1.022\t0.902\t0.998\t2.874\t2.414\t1.952\t1.463\n0\t1.388\t-0.457\t1.176\t1.108\t1.724\t0.875\t0.918\t0.362\t2.173\t0.629\t1.295\t-0.486\t0.000\t0.839\t-0.709\t-1.047\t2.548\t0.853\t-0.291\t0.177\t0.000\t1.049\t0.989\t0.984\t1.563\t1.446\t1.127\t1.036\n1\t0.633\t-0.776\t-1.364\t0.315\t0.241\t0.829\t0.163\t1.377\t2.173\t0.345\t-0.389\t0.854\t0.000\t1.438\t0.878\t-0.480\t2.548\t0.476\t-1.467\t-0.117\t0.000\t0.561\t1.072\t0.989\t0.754\t1.464\t0.892\t0.749\n1\t0.903\t0.326\t0.049\t0.403\t-1.484\t0.611\t-0.417\t-1.443\t1.087\t0.917\t-1.658\t1.005\t0.000\t0.732\t1.469\t-0.915\t0.000\t0.876\t0.067\t-0.143\t0.000\t0.936\t1.025\t0.988\t0.573\t0.781\t0.661\t0.620\n1\t0.630\t1.030\t-0.339\t0.917\t0.750\t0.648\t0.887\t0.590\t0.000\t0.910\t0.250\t-1.073\t2.215\t1.158\t-0.581\t-1.598\t2.548\t0.786\t-0.532\t0.660\t0.000\t0.924\t1.118\t0.988\t1.358\t0.709\t0.996\t0.925\n1\t0.643\t1.652\t1.314\t0.822\t0.297\t0.949\t0.731\t0.478\t1.087\t1.002\t0.431\t-1.018\t2.215\t0.723\t-0.149\t-1.346\t0.000\t0.466\t-0.259\t-0.217\t0.000\t0.547\t0.933\t0.987\t0.930\t1.416\t0.821\t0.722\n0\t0.658\t-0.020\t-1.433\t0.813\t0.078\t1.526\t0.241\t-0.966\t0.000\t1.173\t0.134\t0.854\t1.107\t0.269\t-1.591\t0.202\t0.000\t0.458\t1.051\t-0.866\t3.102\t1.678\t0.985\t0.991\t0.800\t0.769\t0.992\t0.815\n1\t0.890\t1.176\t1.335\t0.709\t-1.082\t1.161\t0.864\t-0.627\t2.173\t1.487\t0.019\t1.130\t0.000\t0.339\t-0.132\t0.043\t0.000\t0.688\t0.629\t0.643\t3.102\t0.908\t0.601\t0.987\t0.957\t0.863\t0.945\t0.825\n1\t0.693\t0.131\t-0.041\t0.912\t1.508\t0.814\t-0.120\t-1.213\t0.000\t0.569\t-1.287\t-1.297\t0.000\t1.389\t-0.088\t0.797\t2.548\t1.727\t-0.497\t0.009\t3.102\t0.930\t1.126\t1.084\t0.721\t0.828\t0.928\t0.814\n1\t2.035\t-0.933\t0.827\t0.557\t-1.480\t0.816\t0.160\t-1.175\t2.173\t0.774\t-0.006\t-0.110\t2.215\t0.411\t0.680\t-0.906\t0.000\t0.910\t-1.093\t-1.685\t0.000\t0.932\t0.854\t1.289\t1.327\t0.963\t1.000\t0.837\n1\t0.792\t-0.079\t-1.313\t0.521\t-1.564\t1.441\t-0.161\t0.316\t2.173\t0.711\t-1.261\t0.674\t0.000\t0.617\t-1.004\t1.514\t2.548\t0.850\t-1.879\t-1.694\t0.000\t0.994\t0.648\t0.986\t1.424\t1.184\t1.036\t1.123\n1\t0.625\t0.090\t-1.275\t0.819\t-1.611\t0.971\t0.055\t0.864\t2.173\t0.539\t-0.242\t-0.336\t2.215\t0.780\t1.290\t0.507\t0.000\t0.749\t0.381\t-0.520\t0.000\t0.794\t0.950\t0.987\t0.743\t0.955\t0.832\t0.850\n1\t1.448\t0.108\t-0.536\t0.756\t-1.610\t1.154\t-1.456\t-1.528\t0.000\t1.595\t-2.176\t1.144\t0.000\t1.290\t1.185\t-0.238\t0.000\t2.161\t-0.678\t0.066\t3.102\t0.884\t0.621\t1.193\t1.055\t0.887\t0.945\t0.877\n1\t0.587\t1.140\t0.195\t0.717\t0.219\t0.518\t2.926\t0.858\t0.000\t0.768\t1.038\t-0.686\t2.215\t0.803\t0.395\t1.680\t1.274\t0.702\t1.983\t-1.429\t0.000\t0.855\t1.134\t1.003\t0.781\t0.756\t0.892\t1.021\n1\t0.408\t-1.375\t0.076\t0.948\t-0.243\t0.522\t-0.554\t-0.568\t0.000\t0.644\t0.614\t-0.393\t0.000\t1.518\t0.163\t1.436\t0.000\t1.183\t-1.180\t1.071\t3.102\t0.801\t0.878\t0.986\t0.910\t0.301\t0.749\t0.693\n0\t1.530\t-1.100\t-0.551\t0.348\t-0.695\t0.569\t-0.851\t0.123\t2.173\t0.769\t-0.141\t1.499\t0.000\t1.758\t0.126\t1.029\t0.000\t0.570\t-1.303\t-1.424\t3.102\t0.775\t0.862\t0.990\t0.773\t0.631\t0.763\t0.941\n0\t0.777\t0.196\t-0.328\t1.498\t-0.489\t0.748\t-0.445\t1.671\t0.000\t0.709\t-1.393\t1.526\t0.000\t0.958\t1.166\t0.833\t0.000\t1.489\t-0.134\t-0.690\t3.102\t0.947\t0.944\t0.976\t0.738\t0.760\t0.707\t0.755\n1\t0.626\t-1.904\t-1.432\t1.225\t0.771\t0.526\t-0.317\t-0.356\t2.173\t0.461\t-0.545\t-1.666\t0.000\t0.836\t0.300\t-0.775\t0.000\t1.195\t0.984\t0.487\t3.102\t0.813\t0.928\t1.111\t1.091\t0.900\t1.243\t1.040\n1\t0.440\t-0.738\t1.663\t1.597\t-0.026\t1.622\t-2.425\t1.112\t0.000\t1.062\t-0.972\t-0.861\t2.215\t0.982\t-2.080\t-1.701\t0.000\t1.901\t-0.662\t-0.239\t3.102\t0.592\t0.849\t1.160\t0.675\t0.695\t0.779\t0.787\n0\t1.840\t-0.674\t-0.705\t1.012\t-1.247\t1.074\t-0.300\t0.621\t0.000\t0.949\t0.099\t1.238\t2.215\t0.843\t0.146\t-1.444\t2.548\t0.544\t0.373\t-0.156\t0.000\t0.933\t0.951\t0.988\t0.785\t0.631\t0.857\t0.945\n1\t0.402\t-1.780\t-1.184\t0.276\t0.724\t0.907\t-1.129\t-0.413\t0.000\t0.872\t-0.434\t-1.249\t2.215\t0.903\t-0.906\t0.230\t0.000\t1.141\t0.020\t0.912\t0.000\t0.898\t1.071\t0.981\t0.642\t0.763\t0.837\t0.716\n0\t0.753\t-0.153\t-0.866\t1.029\t1.640\t0.530\t-2.260\t-0.153\t0.000\t0.725\t-0.955\t-1.033\t0.000\t0.671\t0.343\t1.604\t2.548\t2.069\t-0.270\t0.504\t3.102\t1.312\t1.345\t0.991\t0.951\t0.820\t1.039\t0.909\n1\t1.696\t-1.657\t-0.665\t0.683\t-1.214\t0.944\t-1.153\t0.973\t2.173\t0.558\t-0.517\t-1.514\t2.215\t0.705\t-2.316\t0.732\t0.000\t0.918\t-1.335\t-0.329\t0.000\t0.909\t0.864\t0.990\t1.366\t0.904\t0.984\t0.847\n0\t1.646\t-0.031\t-0.719\t1.286\t-0.239\t1.056\t-0.256\t1.362\t0.000\t0.475\t-0.389\t-0.197\t1.107\t0.663\t-0.130\t-1.624\t0.000\t1.408\t-0.159\t0.545\t0.000\t0.988\t0.834\t0.978\t0.556\t0.596\t0.572\t0.630\n1\t1.824\t-0.111\t-0.650\t0.632\t-0.048\t0.733\t-0.050\t0.069\t0.000\t1.313\t-0.163\t1.231\t2.215\t0.747\t-0.504\t1.502\t1.274\t0.622\t0.561\t-1.723\t0.000\t0.902\t1.046\t0.990\t0.902\t0.327\t0.890\t0.783\n0\t0.745\t-0.859\t-1.354\t1.732\t-0.704\t0.606\t-0.246\t0.180\t2.173\t0.799\t0.825\t1.468\t0.000\t0.980\t-0.888\t1.257\t2.548\t0.572\t-0.105\t-0.999\t0.000\t0.831\t0.960\t0.987\t0.963\t0.869\t0.801\t0.806\n0\t0.478\t1.131\t1.149\t0.361\t-0.886\t0.730\t1.409\t-1.430\t2.173\t0.535\t1.238\t1.485\t0.000\t0.873\t0.641\t0.092\t2.548\t0.910\t-0.269\t-0.784\t0.000\t0.904\t0.879\t0.994\t0.678\t1.041\t0.726\t0.653\n1\t1.052\t-0.045\t-0.633\t1.212\t0.147\t0.932\t0.467\t1.185\t2.173\t0.994\t-0.533\t-0.941\t0.000\t0.728\t-0.616\t-1.656\t2.548\t1.024\t-0.097\t0.056\t0.000\t1.050\t1.246\t1.012\t0.837\t0.839\t0.859\t0.814\n0\t0.896\t-0.111\t0.195\t0.826\t1.419\t0.587\t-0.522\t-1.080\t1.087\t0.647\t1.124\t-0.247\t0.000\t1.332\t0.240\t-1.554\t2.548\t0.716\t0.378\t0.813\t0.000\t0.790\t0.997\t1.064\t0.830\t0.639\t0.739\t0.709\n1\t1.775\t-0.030\t0.599\t0.271\t0.043\t0.910\t-0.155\t-1.689\t2.173\t0.716\t-0.084\t-0.931\t0.000\t0.763\t-0.336\t0.191\t0.000\t1.058\t0.870\t-1.184\t3.102\t0.974\t1.020\t0.988\t0.903\t0.805\t0.862\t0.796\n1\t0.626\t-0.067\t-1.208\t0.278\t-0.607\t1.271\t0.654\t0.304\t2.173\t1.486\t1.891\t-1.193\t0.000\t0.867\t1.916\t1.361\t0.000\t1.507\t-0.029\t1.044\t3.102\t1.303\t1.738\t0.989\t1.504\t1.043\t1.468\t1.586\n1\t1.210\t0.137\t0.766\t0.401\t1.559\t1.041\t0.338\t-0.644\t2.173\t1.438\t-0.696\t1.601\t0.000\t0.619\t0.526\t-0.252\t2.548\t0.711\t-0.284\t-0.086\t0.000\t1.064\t1.066\t0.987\t1.168\t0.366\t0.990\t0.881\n1\t0.497\t-0.887\t0.723\t2.221\t1.539\t1.334\t0.042\t-0.065\t0.000\t0.630\t0.141\t-1.521\t2.215\t0.692\t0.860\t-1.423\t0.000\t0.772\t-0.975\t-0.921\t3.102\t1.814\t1.256\t0.988\t0.744\t0.550\t0.864\t0.970\n1\t1.039\t-1.923\t0.051\t0.449\t0.432\t1.010\t0.144\t1.585\t2.173\t0.646\t-0.010\t0.361\t0.000\t0.580\t0.392\t-0.894\t0.000\t0.721\t0.055\t-0.618\t3.102\t0.875\t1.017\t0.975\t0.731\t0.827\t0.963\t0.838\n1\t0.694\t-2.157\t0.736\t1.403\t-1.709\t0.831\t-0.920\t-0.128\t2.173\t1.125\t-0.348\t-0.765\t1.107\t0.991\t-0.364\t1.395\t0.000\t0.546\t-0.050\t0.880\t0.000\t0.968\t0.993\t1.104\t1.498\t0.875\t1.166\t0.984\n0\t0.840\t-0.786\t-1.486\t0.870\t1.032\t1.204\t0.669\t1.065\t0.000\t1.165\t-0.657\t-0.938\t2.215\t1.538\t0.023\t-0.217\t0.000\t1.127\t-1.033\t-0.732\t3.102\t2.381\t1.834\t0.986\t0.906\t0.353\t1.325\t1.170\n0\t0.637\t0.411\t0.111\t0.364\t-1.464\t1.092\t0.249\t1.136\t1.087\t0.909\t1.050\t-0.209\t2.215\t1.122\t0.755\t-0.964\t0.000\t1.074\t1.079\t-0.941\t0.000\t0.985\t0.829\t0.994\t0.922\t1.509\t0.910\t0.859\n0\t0.654\t-0.750\t-0.137\t0.381\t1.168\t0.993\t-0.711\t-0.524\t0.000\t1.434\t-0.496\t1.278\t0.000\t0.754\t-1.207\t-1.176\t2.548\t0.451\t0.812\t0.568\t1.551\t1.128\t1.066\t0.985\t0.810\t0.775\t0.706\t0.762\n0\t0.720\t0.518\t0.217\t0.693\t1.653\t0.493\t1.074\t-0.493\t2.173\t0.459\t1.908\t1.400\t0.000\t0.393\t0.110\t1.122\t0.000\t0.416\t1.017\t1.294\t0.000\t0.708\t0.871\t0.990\t0.683\t0.615\t0.637\t0.587\n1\t0.463\t-0.246\t1.310\t0.474\t0.726\t0.606\t-0.496\t-1.322\t1.087\t0.379\t2.417\t0.079\t0.000\t1.048\t0.045\t-0.158\t2.548\t0.764\t1.027\t1.716\t0.000\t0.841\t1.015\t0.980\t0.977\t0.904\t0.934\t0.812\n1\t1.708\t-0.077\t-0.098\t1.133\t-0.715\t0.741\t0.639\t1.336\t2.173\t0.982\t0.347\t-1.433\t2.215\t0.522\t0.547\t0.255\t0.000\t0.674\t-0.597\t1.113\t0.000\t0.650\t0.791\t1.015\t1.273\t0.776\t0.972\t0.792\n0\t0.676\t0.556\t1.494\t0.478\t-0.453\t0.549\t-0.256\t-0.020\t0.000\t0.472\t1.039\t-0.222\t0.000\t0.494\t-0.965\t1.466\t1.274\t1.218\t-0.892\t-1.401\t3.102\t0.797\t1.055\t0.987\t0.859\t0.314\t0.778\t0.767\n1\t0.795\t-0.427\t0.789\t1.876\t1.411\t1.426\t-0.569\t-0.225\t2.173\t0.353\t0.057\t-0.790\t0.000\t0.347\t-0.219\t-1.627\t2.548\t1.003\t-0.894\t-1.684\t0.000\t0.726\t1.051\t0.983\t0.539\t0.849\t0.981\t0.811\n0\t0.416\t-1.827\t1.318\t1.242\t-0.210\t0.762\t-1.094\t0.086\t2.173\t1.006\t-0.006\t1.374\t0.000\t1.572\t-0.373\t-1.505\t0.000\t0.585\t-1.556\t-0.515\t0.000\t0.796\t0.843\t0.986\t0.665\t0.533\t0.788\t0.746\n0\t0.449\t-0.968\t1.600\t1.430\t-1.015\t0.641\t-0.304\t0.146\t2.173\t1.125\t0.870\t0.869\t2.215\t0.780\t0.598\t-1.528\t0.000\t0.701\t1.071\t-0.312\t0.000\t0.792\t0.979\t0.992\t0.916\t1.100\t0.941\t0.791\n1\t0.563\t-1.594\t1.430\t1.950\t0.708\t0.698\t-1.555\t-1.534\t2.173\t0.861\t-0.268\t-1.014\t2.215\t0.610\t0.180\t0.241\t0.000\t0.721\t-1.510\t-0.699\t0.000\t1.020\t1.008\t0.987\t1.528\t0.944\t1.102\t0.996\n0\t0.537\t-0.800\t-0.244\t2.371\t-0.687\t2.183\t-0.319\t0.979\t2.173\t1.136\t-0.053\t0.591\t0.000\t2.228\t0.134\t-0.705\t0.000\t1.679\t-0.227\t-1.401\t1.551\t0.625\t1.066\t0.996\t2.106\t1.701\t1.450\t1.183\n0\t2.459\t1.308\t-1.340\t1.364\t-1.241\t1.315\t0.556\t0.611\t1.087\t0.723\t1.092\t0.198\t0.000\t1.236\t-0.018\t-0.012\t0.000\t0.626\t-0.417\t-1.019\t3.102\t0.917\t0.940\t0.991\t0.829\t1.095\t1.253\t1.144\n1\t2.337\t-1.525\t-0.126\t0.234\t-1.309\t1.031\t-1.407\t0.576\t2.173\t1.611\t-1.296\t-1.399\t0.000\t1.092\t-0.786\t1.469\t2.548\t0.704\t-2.340\t-0.663\t0.000\t1.408\t1.134\t0.985\t0.949\t1.023\t1.078\t1.019\n1\t0.600\t1.295\t0.591\t1.280\t-1.266\t0.674\t0.655\t-0.029\t2.173\t1.058\t1.395\t1.344\t0.000\t1.416\t0.552\t-0.559\t2.548\t1.347\t0.268\t1.220\t0.000\t0.929\t1.198\t1.208\t0.901\t0.562\t0.946\t0.858\n0\t1.497\t1.063\t-0.932\t0.237\t-0.578\t0.334\t-0.029\t-0.360\t0.000\t0.786\t1.375\t1.053\t0.000\t0.621\t-0.407\t1.460\t2.548\t0.996\t1.308\t0.162\t3.102\t1.346\t0.973\t0.998\t0.779\t0.903\t0.697\t0.717\n1\t0.912\t-0.890\t-0.370\t0.775\t1.073\t1.174\t-0.448\t-1.236\t2.173\t1.015\t-1.093\t0.341\t0.000\t0.688\t-0.285\t0.919\t0.000\t1.000\t-0.613\t1.569\t1.551\t0.832\t0.761\t1.122\t1.039\t0.680\t0.887\t0.780\n1\t0.903\t-1.971\t0.797\t0.768\t-0.526\t1.085\t-0.717\t-1.125\t2.173\t0.814\t-1.644\t-1.681\t0.000\t1.067\t1.878\t0.246\t0.000\t1.590\t-1.104\t0.526\t0.000\t0.852\t0.952\t1.072\t0.988\t0.869\t0.935\t0.797\n0\t0.744\t-1.368\t0.370\t1.613\t0.450\t0.965\t-0.274\t-1.424\t2.173\t0.518\t-0.546\t-0.783\t0.000\t0.699\t-0.698\t1.512\t2.548\t0.781\t0.410\t0.006\t0.000\t0.709\t0.862\t0.976\t0.776\t0.548\t0.892\t0.771\n0\t1.044\t-1.073\t0.189\t0.531\t-0.968\t0.734\t-0.644\t-0.936\t0.000\t0.900\t-0.792\t0.911\t2.215\t1.117\t-0.855\t1.563\t1.274\t0.790\t-1.364\t-0.191\t0.000\t0.939\t0.944\t0.986\t0.761\t0.595\t0.761\t0.693\n0\t0.800\t0.321\t-1.096\t1.269\t-0.678\t1.208\t-0.513\t1.720\t2.173\t0.736\t0.835\t0.268\t2.215\t0.634\t-1.360\t0.379\t0.000\t0.440\t1.958\t-0.038\t0.000\t1.962\t1.257\t0.978\t1.096\t1.693\t1.210\t1.078\n1\t0.365\t-0.761\t-0.734\t2.465\t-1.611\t1.754\t0.834\t-1.695\t2.173\t1.693\t-0.098\t0.336\t0.000\t2.509\t1.093\t-0.294\t0.000\t0.954\t1.275\t0.190\t3.102\t1.057\t0.658\t0.985\t1.339\t1.441\t1.214\t1.344\n1\t0.669\t-0.898\t-1.284\t1.160\t-0.208\t0.933\t-0.155\t0.481\t0.000\t1.371\t-0.595\t-1.654\t2.215\t0.794\t1.802\t-0.557\t0.000\t0.896\t0.057\t-0.749\t3.102\t2.345\t1.395\t1.007\t0.982\t0.807\t1.278\t1.137\n0\t0.593\t-1.430\t0.834\t1.488\t-0.807\t0.912\t-0.901\t-0.943\t2.173\t1.585\t-0.005\t0.583\t2.215\t1.028\t-0.014\t1.083\t0.000\t0.477\t0.360\t-1.307\t0.000\t0.668\t1.043\t1.296\t1.526\t1.923\t1.208\t1.012\n1\t0.773\t0.898\t1.701\t0.790\t-0.497\t0.845\t1.549\t1.128\t0.000\t0.951\t0.468\t-0.318\t2.215\t0.631\t0.300\t0.851\t0.000\t0.772\t-0.449\t-1.283\t3.102\t0.923\t1.084\t0.993\t0.727\t0.721\t0.890\t0.768\n1\t0.953\t-0.205\t0.999\t0.514\t-0.066\t0.975\t1.539\t-1.562\t0.000\t1.088\t0.311\t0.196\t1.107\t0.917\t-0.624\t0.525\t0.000\t0.562\t-0.398\t-1.441\t3.102\t1.216\t0.850\t0.985\t0.814\t0.760\t0.880\t0.750\n1\t0.740\t-0.851\t-1.295\t0.760\t0.334\t1.425\t-0.150\t-0.200\t2.173\t1.188\t-2.420\t1.521\t0.000\t0.992\t-0.366\t1.478\t0.000\t0.628\t0.329\t0.895\t3.102\t0.939\t1.347\t1.034\t0.640\t0.880\t0.819\t0.756\n0\t0.601\t-1.811\t1.188\t0.845\t-1.672\t0.501\t-1.613\t-0.132\t0.000\t1.170\t-0.392\t0.773\t2.215\t0.902\t0.059\t-1.111\t2.548\t1.262\t-0.720\t-0.678\t0.000\t0.745\t0.883\t1.001\t0.856\t1.113\t0.859\t0.795\n0\t0.335\t2.180\t0.357\t1.986\t-0.138\t0.969\t-0.732\t1.553\t1.087\t0.981\t-1.400\t1.617\t0.000\t0.665\t0.207\t-0.711\t0.000\t1.153\t0.159\t1.632\t3.102\t0.935\t0.935\t0.979\t1.871\t0.544\t1.228\t1.284\n1\t0.813\t0.474\t-1.013\t1.236\t-0.331\t1.305\t0.664\t1.287\t0.000\t0.892\t0.544\t0.598\t0.000\t1.797\t0.399\t-0.268\t2.548\t1.384\t1.237\t1.539\t0.000\t0.974\t0.886\t0.990\t0.715\t0.865\t1.051\t0.964\n1\t0.610\t-0.597\t1.201\t1.076\t0.011\t1.130\t-2.213\t1.445\t0.000\t1.039\t-0.982\t-0.399\t2.215\t0.604\t-1.938\t0.163\t0.000\t1.937\t-0.205\t-0.464\t3.102\t0.932\t1.051\t0.988\t0.757\t0.507\t0.884\t0.788\n1\t1.267\t-1.487\t-1.231\t1.257\t1.674\t0.665\t-0.560\t-1.738\t0.000\t1.138\t-2.013\t-0.075\t0.000\t1.479\t-0.409\t-0.142\t2.548\t1.503\t-0.313\t0.921\t3.102\t0.832\t0.980\t0.989\t1.154\t0.933\t1.082\t0.908\n1\t0.494\t-1.155\t0.730\t0.291\t-0.382\t0.419\t-2.230\t1.185\t0.000\t0.193\t2.663\t1.315\t0.000\t0.527\t0.397\t-1.079\t2.548\t0.535\t0.184\t-0.423\t1.551\t0.817\t1.031\t0.988\t0.517\t0.230\t0.678\t0.654\n0\t0.518\t1.730\t0.911\t0.345\t1.156\t0.945\t0.403\t-0.689\t2.173\t0.793\t0.152\t-1.149\t0.000\t0.529\t2.288\t-0.075\t0.000\t1.216\t0.151\t1.459\t3.102\t1.675\t1.199\t0.989\t0.971\t1.068\t0.904\t0.813\n0\t0.940\t-1.159\t-0.192\t1.566\t0.495\t0.450\t0.594\t-1.455\t0.000\t0.505\t1.042\t1.069\t1.107\t0.685\t-0.128\t-0.671\t0.000\t1.198\t-0.516\t-1.479\t3.102\t0.799\t1.023\t0.989\t0.940\t0.850\t0.910\t0.779\n1\t1.045\t-0.183\t1.449\t0.646\t0.844\t0.886\t-0.112\t-0.739\t1.087\t1.648\t0.383\t1.183\t2.215\t1.819\t0.327\t-0.112\t0.000\t2.607\t2.496\t-1.091\t0.000\t1.321\t1.125\t0.981\t0.627\t1.813\t1.145\t0.972\n1\t0.715\t0.040\t-0.879\t0.991\t-1.116\t1.281\t-0.171\t0.983\t2.173\t0.729\t-0.431\t0.148\t2.215\t1.033\t-0.706\t-0.884\t0.000\t0.776\t-0.744\t0.879\t0.000\t0.989\t0.783\t0.983\t1.378\t0.992\t0.982\t0.840\n0\t0.396\t-0.917\t-1.506\t1.370\t-0.624\t0.631\t-0.191\t1.740\t1.087\t0.481\t-1.302\t0.024\t0.000\t0.750\t-0.852\t0.948\t0.000\t1.072\t0.483\t0.439\t3.102\t0.707\t0.880\t0.993\t0.769\t0.874\t0.686\t0.713\n1\t0.833\t-0.059\t1.128\t0.517\t-1.132\t0.651\t-0.583\t-0.397\t0.000\t0.844\t1.043\t1.240\t2.215\t1.080\t-0.339\t0.222\t0.000\t0.963\t0.200\t-1.022\t3.102\t0.873\t0.676\t0.986\t0.662\t0.806\t0.796\t0.699\n0\t0.591\t-0.857\t0.600\t2.762\t1.196\t0.587\t1.427\t-0.377\t0.000\t0.840\t-0.034\t-0.806\t2.215\t0.845\t-0.655\t-1.392\t1.274\t1.437\t0.413\t0.035\t0.000\t0.964\t0.853\t0.983\t1.238\t0.549\t0.872\t0.820\n0\t0.759\t1.242\t1.069\t0.951\t0.333\t0.814\t1.009\t-1.573\t0.000\t0.767\t0.396\t0.547\t2.215\t1.221\t0.361\t-0.975\t1.274\t1.045\t0.828\t-0.233\t0.000\t1.318\t0.932\t0.982\t0.540\t1.008\t0.792\t0.753\n1\t0.856\t0.447\t-0.077\t1.302\t-1.442\t1.142\t1.284\t1.128\t2.173\t0.510\t1.350\t0.311\t2.215\t0.639\t-0.182\t0.333\t0.000\t0.686\t0.925\t-1.400\t0.000\t0.893\t1.032\t1.378\t0.894\t0.757\t0.891\t0.766\n0\t1.562\t0.969\t0.909\t0.129\t0.377\t0.548\t1.241\t-0.864\t0.000\t0.906\t-0.062\t-1.711\t2.215\t1.017\t0.961\t-0.335\t0.000\t1.297\t0.677\t0.127\t3.102\t0.819\t0.862\t0.980\t0.671\t1.071\t0.725\t0.726\n0\t0.387\t1.397\t-1.144\t0.456\t0.690\t0.968\t-0.080\t0.298\t0.000\t0.888\t-1.142\t-1.340\t2.215\t0.415\t0.561\t-1.147\t2.548\t1.189\t-0.827\t0.573\t0.000\t0.871\t0.874\t0.984\t0.906\t0.668\t0.866\t0.762\n1\t0.765\t-0.213\t1.689\t2.183\t0.964\t1.078\t-0.524\t-0.751\t1.087\t0.482\t0.936\t-1.214\t0.000\t0.605\t0.433\t-0.035\t2.548\t0.703\t0.241\t0.692\t0.000\t0.795\t1.040\t1.088\t0.844\t0.803\t0.996\t0.844\n0\t0.606\t0.321\t0.148\t1.729\t-0.963\t0.625\t-0.140\t-1.638\t1.087\t0.868\t1.379\t1.512\t2.215\t0.951\t1.900\t0.524\t0.000\t0.389\t2.293\t-0.395\t0.000\t0.544\t0.780\t1.194\t0.883\t0.989\t0.924\t0.947\n1\t0.369\t-1.109\t0.247\t0.463\t-0.160\t0.929\t0.474\t0.509\t0.000\t0.849\t1.317\t-1.151\t0.000\t0.774\t1.293\t0.427\t2.548\t1.905\t-0.063\t-1.102\t3.102\t0.776\t0.871\t0.987\t0.804\t1.187\t0.730\t0.677\n1\t0.982\t-1.068\t1.308\t0.139\t1.734\t0.721\t0.231\t-1.268\t2.173\t0.991\t-0.842\t0.505\t2.215\t1.270\t-0.962\t-0.440\t0.000\t1.076\t0.020\t1.594\t0.000\t0.968\t0.867\t0.992\t0.831\t1.436\t1.005\t0.868\n1\t0.305\t-0.761\t1.686\t0.766\t0.801\t0.893\t0.173\t-0.688\t2.173\t0.989\t0.037\t0.060\t2.215\t1.398\t0.446\t1.117\t0.000\t1.028\t1.012\t-1.709\t0.000\t0.889\t1.146\t0.980\t0.969\t0.869\t0.947\t0.810\n1\t0.944\t0.400\t0.208\t0.419\t-1.015\t1.030\t0.747\t-1.156\t2.173\t0.839\t-2.069\t1.034\t0.000\t1.197\t0.729\t1.426\t0.000\t1.140\t-2.028\t0.325\t0.000\t0.947\t1.200\t0.990\t0.661\t0.899\t0.965\t0.865\n0\t0.919\t-0.262\t0.255\t0.808\t0.438\t0.912\t0.340\t-0.974\t0.000\t1.453\t-0.358\t0.981\t2.215\t0.927\t-1.190\t-1.191\t2.548\t0.831\t-1.155\t1.321\t0.000\t0.852\t0.954\t0.987\t0.917\t1.290\t0.997\t0.950\n1\t1.515\t0.690\t0.523\t0.219\t1.372\t0.751\t0.051\t0.186\t0.000\t1.183\t-0.857\t-0.740\t1.107\t1.660\t-0.850\t1.497\t0.000\t0.654\t-0.276\t1.576\t1.551\t2.124\t1.167\t0.985\t1.566\t0.725\t1.011\t1.091\n0\t0.681\t1.038\t0.305\t0.330\t0.687\t1.214\t0.966\t1.260\t2.173\t1.431\t0.502\t-0.382\t2.215\t0.915\t1.866\t-1.723\t0.000\t0.772\t1.718\t-0.298\t0.000\t0.890\t1.140\t0.996\t0.871\t1.983\t1.164\t1.025\n1\t1.270\t-0.071\t-0.585\t1.650\t-1.052\t0.216\t1.627\t1.617\t0.000\t0.622\t0.405\t1.209\t0.000\t0.585\t1.136\t0.062\t0.000\t0.878\t-0.743\t1.177\t0.000\t0.888\t0.582\t0.977\t1.109\t0.369\t0.731\t0.735\n1\t1.295\t-0.150\t1.639\t0.233\t-0.943\t0.647\t-1.047\t-0.415\t0.000\t0.803\t-0.841\t-1.398\t1.107\t0.600\t-0.616\t1.475\t0.000\t0.673\t-0.005\t-1.511\t0.000\t0.837\t0.890\t0.981\t0.535\t0.498\t0.546\t0.639\n1\t1.452\t-0.083\t0.584\t1.055\t-0.079\t0.754\t0.685\t1.608\t2.173\t0.513\t-0.368\t-1.176\t2.215\t0.604\t0.570\t0.155\t0.000\t1.226\t0.682\t-1.445\t0.000\t0.946\t0.786\t0.990\t0.837\t0.745\t0.855\t0.763\n1\t0.672\t-0.178\t-0.724\t0.901\t1.398\t0.947\t0.848\t0.589\t2.173\t0.905\t0.909\t1.257\t0.000\t1.970\t0.164\t-0.590\t2.548\t0.706\t2.380\t-1.176\t0.000\t0.880\t0.786\t1.016\t0.900\t1.599\t0.967\t0.846\n1\t4.570\t-0.893\t-1.657\t0.317\t-0.391\t2.550\t1.647\t-0.294\t0.000\t1.738\t-1.288\t0.796\t0.000\t2.580\t0.079\t0.304\t0.000\t2.134\t0.001\t-0.904\t3.102\t1.274\t0.979\t1.517\t1.377\t0.808\t1.080\t1.169\n0\t2.702\t-0.626\t0.023\t0.558\t-1.570\t0.501\t-0.246\t1.144\t0.000\t0.856\t0.371\t1.643\t2.215\t0.982\t0.977\t1.020\t0.000\t2.027\t-0.467\t-0.830\t3.102\t0.907\t0.722\t1.685\t1.108\t1.106\t1.033\t1.032\n1\t1.282\t2.147\t0.804\t1.817\t0.530\t1.523\t-0.824\t-0.848\t0.000\t0.756\t1.596\t1.128\t0.000\t1.316\t0.683\t1.547\t1.274\t0.744\t1.036\t-0.410\t1.551\t0.744\t0.723\t1.006\t0.968\t0.766\t1.138\t1.086\n1\t1.008\t-0.508\t1.009\t0.899\t-0.122\t0.577\t-0.318\t-1.233\t0.000\t1.023\t-0.047\t1.631\t2.215\t1.375\t-1.106\t0.174\t1.274\t0.796\t-0.572\t-0.843\t0.000\t0.405\t0.974\t1.123\t0.921\t1.446\t0.838\t0.769\n1\t0.918\t-0.848\t0.232\t1.577\t0.881\t0.446\t-0.470\t0.018\t2.173\t0.544\t0.362\t-0.874\t0.000\t0.536\t1.451\t-0.861\t0.000\t1.736\t0.047\t-1.263\t3.102\t0.538\t0.791\t0.987\t1.122\t0.888\t0.788\t0.818\n1\t0.370\t-0.720\t0.219\t1.117\t-0.370\t0.606\t1.721\t-1.626\t0.000\t0.838\t-0.442\t-0.637\t2.215\t0.894\t1.114\t1.059\t0.000\t1.342\t0.082\t0.690\t0.000\t0.904\t0.954\t0.984\t0.579\t0.546\t0.681\t0.676\n0\t0.945\t0.508\t1.439\t0.697\t-1.727\t0.697\t-2.295\t-0.014\t0.000\t0.829\t-0.009\t-0.757\t1.107\t1.016\t0.612\t0.521\t0.000\t0.940\t1.396\t1.003\t0.000\t0.724\t1.083\t0.994\t0.826\t0.579\t0.742\t0.779\n1\t0.579\t-0.923\t0.002\t0.773\t1.016\t0.415\t-0.513\t-0.038\t1.087\t0.470\t-2.422\t1.375\t0.000\t1.253\t-0.501\t-1.130\t2.548\t1.107\t-0.496\t-0.638\t0.000\t1.377\t0.996\t0.996\t0.855\t0.748\t0.749\t0.748\n1\t1.938\t0.364\t0.469\t0.542\t-1.632\t0.703\t1.773\t-1.705\t0.000\t0.675\t-0.380\t-1.469\t0.000\t1.203\t1.055\t-0.626\t2.548\t1.034\t1.144\t0.329\t1.551\t0.931\t0.861\t1.347\t0.792\t0.653\t0.743\t0.781\n0\t0.945\t-1.192\t1.499\t0.697\t-0.304\t0.608\t1.008\t0.114\t2.173\t0.812\t0.158\t-1.591\t2.215\t0.430\t1.722\t1.670\t0.000\t0.376\t0.610\t-1.087\t0.000\t0.384\t0.611\t1.122\t0.916\t1.130\t0.994\t0.854\n1\t1.541\t0.598\t1.354\t2.462\t0.874\t0.829\t2.569\t-0.668\t0.000\t1.274\t0.290\t-0.918\t2.215\t0.372\t1.628\t-1.195\t0.000\t0.449\t0.762\t0.674\t3.102\t0.616\t0.716\t1.129\t1.582\t0.709\t0.970\t1.264\n1\t0.654\t2.053\t-1.470\t0.708\t0.579\t0.287\t1.354\t1.022\t0.000\t0.705\t-0.978\t-0.327\t2.215\t0.703\t-0.006\t1.699\t0.000\t0.773\t0.819\t-1.194\t1.551\t0.945\t1.104\t0.988\t0.600\t0.908\t0.930\t0.789\n0\t0.832\t-0.576\t-1.577\t0.349\t-0.105\t0.802\t0.667\t0.800\t0.000\t1.083\t-0.557\t-1.072\t2.215\t1.332\t0.035\t0.091\t0.000\t0.802\t-1.445\t-1.367\t0.000\t1.262\t0.831\t0.985\t0.711\t0.817\t0.932\t0.880\n1\t1.098\t-0.550\t-0.049\t0.474\t-0.290\t0.762\t-0.597\t-1.711\t2.173\t0.614\t2.766\t-0.925\t0.000\t1.538\t0.135\t1.316\t2.548\t1.209\t0.861\t-0.032\t0.000\t0.572\t0.911\t0.989\t1.073\t0.749\t0.875\t0.807\n0\t0.741\t-0.209\t1.287\t1.010\t-1.238\t1.197\t-1.366\t0.387\t1.087\t0.626\t-1.182\t-0.866\t2.215\t1.126\t-0.565\t-1.553\t0.000\t0.382\t-1.553\t-0.491\t0.000\t0.762\t1.201\t0.988\t0.832\t1.156\t1.067\t0.883\n1\t3.455\t0.643\t-1.443\t0.775\t-0.804\t1.646\t-2.010\t0.302\t0.000\t0.483\t0.393\t0.138\t2.215\t0.629\t0.343\t0.944\t0.000\t0.567\t-1.066\t-1.710\t1.551\t0.709\t0.558\t1.237\t1.062\t0.649\t0.845\t0.732\n0\t0.703\t-0.687\t-0.346\t0.709\t1.580\t0.600\t0.049\t1.551\t0.000\t0.607\t0.795\t-0.395\t1.107\t0.486\t0.624\t-0.058\t2.548\t0.406\t-1.973\t-0.495\t0.000\t1.360\t0.984\t0.989\t0.885\t0.176\t0.751\t0.698\n0\t0.699\t0.928\t-1.346\t0.880\t-0.442\t0.256\t-2.104\t0.838\t0.000\t1.140\t-1.001\t0.791\t2.215\t0.357\t0.987\t0.013\t0.000\t0.528\t-0.227\t-0.800\t1.551\t1.349\t0.999\t0.990\t0.683\t0.745\t1.188\t1.103\n0\t0.513\t0.802\t1.343\t0.426\t-0.056\t0.470\t0.242\t1.484\t0.000\t0.646\t1.497\t-1.107\t1.107\t0.395\t0.999\t0.445\t0.000\t1.103\t-1.015\t0.612\t0.000\t1.051\t0.975\t0.989\t0.911\t0.285\t0.832\t0.731\n0\t1.075\t1.119\t0.848\t0.756\t0.643\t0.405\t2.018\t-0.119\t0.000\t0.407\t2.783\t0.422\t0.000\t1.460\t1.064\t-1.398\t2.548\t0.836\t0.642\t1.682\t3.102\t0.545\t1.085\t0.975\t0.733\t0.346\t0.728\t0.726\n1\t1.029\t0.826\t0.278\t1.173\t0.909\t1.250\t1.061\t-1.067\t2.173\t0.686\t0.469\t0.870\t0.000\t0.788\t2.202\t-0.415\t0.000\t1.122\t1.123\t-1.694\t3.102\t0.879\t0.799\t0.985\t1.370\t0.693\t0.923\t0.832\n0\t1.799\t-0.712\t0.066\t0.367\t-0.453\t0.498\t-0.155\t1.693\t2.173\t0.310\t-0.527\t1.214\t0.000\t0.446\t-0.088\t0.544\t0.000\t0.430\t0.672\t1.471\t0.000\t0.658\t0.574\t0.981\t0.948\t0.490\t0.759\t0.615\n0\t1.071\t0.549\t-0.399\t0.766\t-0.690\t0.942\t-0.171\t1.598\t2.173\t0.399\t-1.462\t1.126\t0.000\t0.442\t-0.217\t-0.588\t0.000\t1.326\t0.130\t0.496\t3.102\t0.777\t0.832\t0.995\t0.907\t1.010\t1.021\t0.932\n0\t0.319\t-1.132\t-0.671\t0.340\t1.426\t1.189\t0.075\t0.401\t2.173\t1.267\t0.303\t-1.265\t2.215\t1.297\t-0.696\t-0.838\t0.000\t0.699\t0.560\t-0.655\t0.000\t0.877\t0.894\t0.998\t0.911\t1.815\t0.934\t0.777\n1\t0.579\t-0.063\t0.278\t0.839\t1.691\t0.705\t-0.242\t1.419\t0.000\t1.817\t-0.765\t-0.721\t0.000\t1.051\t0.439\t1.057\t1.274\t2.335\t0.712\t0.200\t3.102\t0.983\t1.454\t0.988\t0.846\t0.865\t1.273\t1.032\n1\t0.704\t-2.014\t1.178\t1.301\t-1.727\t0.967\t-0.841\t-0.010\t0.000\t0.387\t-0.821\t-0.709\t2.215\t1.000\t-1.425\t0.416\t0.000\t1.009\t-1.534\t-1.689\t0.000\t0.926\t0.759\t0.996\t0.709\t0.233\t0.515\t0.689\n1\t1.455\t0.167\t-1.445\t0.736\t0.315\t1.449\t-0.086\t0.485\t1.087\t0.656\t0.019\t-0.622\t0.000\t1.792\t-1.451\t-1.291\t0.000\t1.317\t0.898\t1.121\t3.102\t1.764\t1.951\t1.433\t1.300\t1.200\t1.568\t1.300\n1\t2.367\t-0.639\t-0.656\t0.359\t0.399\t0.799\t-1.369\t0.807\t2.173\t0.551\t-0.029\t-1.734\t2.215\t0.797\t-1.370\t-1.661\t0.000\t0.988\t1.780\t0.928\t0.000\t0.788\t1.047\t1.040\t0.865\t1.023\t0.920\t0.810\n0\t0.633\t0.064\t-1.334\t1.000\t0.128\t0.956\t0.640\t1.676\t0.000\t1.116\t0.059\t0.347\t2.215\t0.807\t0.506\t-1.144\t0.000\t0.848\t0.965\t-0.014\t3.102\t0.893\t0.912\t1.068\t0.735\t0.579\t0.863\t0.765\n1\t2.776\t-0.612\t-1.194\t0.130\t0.147\t0.598\t0.271\t0.362\t1.087\t0.998\t-0.636\t1.221\t2.215\t0.538\t-2.306\t0.394\t0.000\t0.706\t-0.257\t0.754\t0.000\t0.948\t0.873\t0.992\t1.229\t0.964\t0.977\t0.923\n0\t0.517\t1.690\t-0.345\t1.126\t0.991\t0.962\t1.444\t-0.741\t1.087\t0.702\t2.302\t-1.503\t0.000\t1.103\t1.332\t1.021\t2.548\t0.504\t1.099\t0.182\t0.000\t0.884\t0.887\t0.988\t0.593\t1.283\t0.786\t0.699\n0\t0.619\t0.140\t0.921\t0.478\t1.671\t0.796\t-0.763\t-1.140\t0.000\t1.577\t-0.569\t0.292\t0.000\t0.708\t0.332\t-0.609\t2.548\t0.627\t-1.767\t-1.658\t0.000\t0.923\t0.927\t0.981\t0.651\t0.732\t0.754\t0.884\n0\t1.358\t-0.433\t1.557\t0.709\t-1.410\t1.011\t0.054\t0.316\t2.173\t0.761\t0.178\t-1.249\t2.215\t0.974\t0.602\t0.946\t0.000\t0.626\t2.399\t-0.256\t0.000\t1.030\t0.949\t0.994\t0.629\t1.277\t0.890\t0.770\n0\t0.711\t0.307\t-1.384\t1.191\t-0.290\t0.678\t-1.436\t0.519\t0.000\t0.814\t-1.387\t-1.071\t2.215\t0.844\t-0.407\t1.104\t2.548\t0.518\t-0.393\t1.587\t0.000\t0.873\t0.940\t1.063\t0.845\t0.931\t0.821\t0.813\n0\t0.411\t0.118\t0.407\t1.156\t-1.227\t0.507\t-1.526\t-0.127\t2.173\t1.049\t-1.288\t1.504\t2.215\t0.745\t-2.649\t-0.060\t0.000\t0.437\t-0.133\t1.116\t0.000\t1.287\t0.850\t0.990\t0.885\t1.074\t0.784\t0.828\n0\t1.904\t0.464\t-0.985\t0.931\t-1.030\t0.882\t-0.853\t0.867\t1.087\t0.555\t-0.469\t0.405\t0.000\t0.506\t-1.149\t0.516\t2.548\t0.599\t1.486\t-1.244\t0.000\t0.836\t0.641\t0.989\t1.226\t0.310\t1.280\t1.142\n1\t0.280\t1.475\t0.951\t1.422\t-0.105\t0.612\t1.236\t-1.432\t2.173\t0.546\t0.602\t-0.068\t0.000\t0.970\t1.411\t1.467\t0.000\t1.295\t-0.348\t-1.658\t3.102\t1.068\t0.928\t0.986\t1.974\t0.899\t1.343\t1.104\n1\t0.301\t-2.034\t-1.341\t0.852\t0.695\t1.232\t-1.152\t-0.576\t0.000\t1.628\t-1.197\t1.534\t0.000\t1.434\t0.055\t0.590\t1.274\t1.130\t-0.470\t-1.314\t3.102\t0.637\t0.728\t0.984\t0.748\t1.011\t0.894\t0.786\n0\t1.048\t1.480\t-1.298\t0.850\t0.010\t0.609\t-1.433\t1.158\t0.000\t0.635\t-2.776\t-1.014\t0.000\t0.433\t1.830\t1.411\t0.000\t0.631\t-0.505\t0.354\t3.102\t0.889\t1.111\t1.208\t0.943\t0.435\t0.925\t0.807\n1\t0.604\t0.406\t0.792\t0.334\t-0.189\t0.632\t-1.063\t-1.682\t2.173\t1.026\t0.953\t-0.612\t1.107\t0.783\t1.419\t0.474\t0.000\t0.868\t1.648\t-0.054\t0.000\t0.873\t0.993\t0.992\t0.798\t1.741\t0.978\t0.840\n0\t2.120\t-1.368\t0.042\t2.335\t0.393\t2.222\t-0.456\t-1.395\t0.000\t0.515\t-0.928\t-1.144\t0.000\t0.372\t-1.131\t1.194\t0.000\t1.393\t0.000\t0.444\t3.102\t0.764\t0.907\t0.989\t1.013\t0.490\t0.940\t1.396\n1\t1.006\t0.266\t1.642\t1.124\t-0.368\t0.612\t0.551\t1.027\t0.000\t1.015\t1.014\t1.590\t0.000\t1.105\t-0.132\t-0.157\t2.548\t1.332\t1.229\t-0.109\t3.102\t0.911\t1.097\t1.431\t0.875\t0.837\t0.909\t0.860\n0\t1.420\t-0.501\t0.440\t0.356\t1.736\t0.545\t0.531\t1.440\t1.087\t0.884\t-1.106\t-0.778\t2.215\t0.674\t-0.342\t-0.379\t0.000\t0.855\t-0.477\t-1.025\t0.000\t0.741\t0.805\t0.989\t0.879\t1.335\t0.845\t0.690\n0\t0.396\t1.911\t-1.499\t0.799\t0.018\t0.454\t-0.315\t1.142\t0.000\t0.654\t-0.866\t0.015\t2.215\t0.672\t1.393\t-1.712\t0.000\t0.768\t0.841\t-0.990\t0.000\t1.064\t0.948\t0.984\t0.550\t0.490\t0.613\t0.611\n1\t1.275\t-1.356\t0.157\t0.891\t0.976\t1.042\t-0.621\t1.638\t2.173\t0.748\t-0.825\t-0.763\t0.000\t0.318\t0.081\t-1.538\t0.000\t0.486\t0.637\t1.217\t3.102\t0.604\t0.852\t0.993\t0.840\t0.633\t0.838\t0.753\n0\t0.689\t1.186\t0.035\t1.170\t0.691\t0.803\t-1.749\t-1.060\t0.000\t0.493\t-0.998\t1.166\t2.215\t0.564\t-1.342\t-0.333\t0.000\t1.103\t0.856\t-1.457\t3.102\t0.759\t0.839\t0.990\t0.880\t0.936\t1.072\t1.717\n0\t0.716\t-1.393\t0.142\t1.331\t1.429\t0.685\t0.347\t0.598\t0.000\t0.705\t-0.617\t-1.412\t2.215\t1.289\t-1.925\t-0.919\t0.000\t1.844\t-1.020\t-0.077\t3.102\t3.125\t1.838\t1.240\t0.937\t1.009\t1.209\t1.061\n1\t0.653\t-0.375\t-0.971\t1.129\t0.284\t1.125\t-0.497\t0.906\t2.173\t1.623\t2.058\t-1.151\t0.000\t0.458\t-2.183\t-1.330\t0.000\t0.535\t-0.698\t-0.257\t3.102\t0.678\t0.982\t1.076\t0.526\t0.725\t0.634\t0.631\n0\t1.636\t0.395\t1.456\t0.537\t1.192\t1.137\t0.539\t-0.590\t2.173\t0.514\t0.067\t-1.061\t0.000\t1.047\t1.153\t0.429\t0.000\t0.666\t-0.698\t0.778\t3.102\t1.308\t0.956\t0.988\t1.353\t1.109\t0.973\t0.881\n0\t2.065\t0.397\t-0.001\t0.170\t1.646\t1.295\t0.827\t-1.700\t1.087\t1.091\t1.893\t1.429\t0.000\t2.255\t0.064\t-0.203\t1.274\t0.532\t0.457\t1.125\t0.000\t0.932\t0.975\t0.986\t1.432\t2.238\t1.220\t0.968\n1\t0.452\t1.371\t1.491\t1.617\t-1.174\t0.583\t0.002\t0.871\t0.000\t1.121\t-0.417\t-0.020\t2.215\t0.316\t-1.185\t-1.076\t0.000\t1.109\t-0.321\t-1.678\t1.551\t0.931\t0.881\t0.987\t1.381\t1.004\t1.489\t1.285\n0\t1.787\t-1.180\t0.895\t0.940\t-0.456\t0.732\t-1.569\t-0.190\t0.000\t0.929\t-2.198\t1.490\t0.000\t1.139\t-1.086\t-0.979\t2.548\t1.283\t0.250\t1.697\t0.000\t0.937\t0.899\t1.684\t1.108\t0.896\t0.814\t0.770\n1\t0.635\t0.503\t-0.542\t0.739\t-1.367\t1.340\t1.346\t0.265\t0.000\t0.438\t-0.236\t1.594\t0.000\t0.742\t0.179\t-0.777\t0.000\t1.359\t0.698\t1.636\t3.102\t0.911\t0.705\t0.994\t0.811\t0.537\t0.630\t0.607\n0\t0.973\t0.327\t-0.518\t0.455\t-1.571\t0.844\t1.084\t1.171\t0.000\t0.710\t1.038\t-0.334\t2.215\t0.865\t0.373\t0.611\t2.548\t0.778\t0.984\t-1.439\t0.000\t0.880\t0.978\t0.991\t0.739\t0.687\t0.677\t0.655\n0\t0.765\t0.361\t-1.549\t1.167\t0.163\t1.345\t-0.125\t0.889\t0.000\t0.826\t0.644\t-0.807\t2.215\t0.970\t-0.505\t0.248\t0.000\t1.731\t-0.631\t-1.055\t3.102\t0.753\t0.948\t1.308\t1.020\t0.867\t0.770\t0.729\n1\t0.336\t1.354\t-0.566\t0.831\t1.434\t0.984\t-0.012\t0.076\t2.173\t1.216\t-0.191\t-1.240\t0.000\t1.359\t0.128\t0.921\t2.548\t0.659\t-0.593\t1.633\t0.000\t0.735\t1.153\t0.996\t0.921\t1.001\t0.968\t0.822\n0\t1.407\t-1.371\t0.408\t0.634\t-1.677\t1.116\t0.733\t1.631\t2.173\t0.720\t1.381\t-1.536\t0.000\t1.806\t-0.378\t-0.133\t2.548\t0.973\t1.753\t-0.217\t0.000\t1.081\t1.173\t1.248\t1.080\t2.072\t1.444\t1.561\n1\t1.656\t-0.070\t-1.498\t0.966\t-0.970\t2.020\t-0.544\t0.410\t0.000\t1.693\t-0.491\t1.579\t2.215\t0.995\t2.592\t-0.032\t0.000\t1.602\t-0.325\t-1.132\t1.551\t0.850\t0.887\t0.979\t0.919\t0.960\t0.921\t0.827\n0\t1.852\t1.435\t1.312\t0.565\t-1.389\t0.512\t-1.138\t0.121\t0.000\t1.111\t-1.763\t-0.415\t0.000\t0.676\t1.017\t-1.277\t2.548\t0.767\t0.107\t-0.069\t3.102\t0.921\t0.885\t0.983\t0.649\t0.564\t1.025\t1.604\n0\t1.047\t-0.364\t-0.131\t0.370\t-0.995\t1.206\t0.459\t0.454\t2.173\t0.873\t1.891\t1.611\t0.000\t1.166\t-0.216\t-1.113\t2.548\t0.643\t0.175\t1.688\t0.000\t0.917\t1.559\t0.987\t0.918\t1.552\t1.311\t1.111\n0\t0.614\t1.162\t1.725\t0.771\t-0.870\t0.734\t-0.086\t0.077\t0.000\t0.940\t-0.341\t1.291\t0.000\t0.775\t-0.163\t-0.134\t2.548\t0.683\t-0.895\t1.411\t1.551\t1.584\t0.976\t0.994\t0.700\t0.605\t0.661\t0.691\n1\t0.914\t-0.659\t-0.239\t1.033\t-1.726\t0.672\t-0.513\t1.045\t2.173\t0.586\t0.765\t-0.235\t2.215\t0.515\t-1.035\t-0.598\t0.000\t0.747\t-2.340\t-0.271\t0.000\t0.867\t1.011\t1.310\t0.963\t1.063\t0.989\t0.874\n1\t0.556\t-0.714\t-0.800\t0.410\t-1.511\t1.106\t0.208\t0.436\t1.087\t1.638\t-0.694\t-1.050\t1.107\t0.723\t-0.387\t1.697\t0.000\t0.743\t-0.569\t-0.374\t0.000\t0.781\t1.009\t0.984\t0.913\t2.149\t1.104\t0.875\n1\t0.917\t-1.972\t0.019\t0.745\t-0.337\t2.405\t-0.846\t-1.740\t0.000\t1.706\t-1.105\t0.185\t0.000\t1.867\t-1.027\t-1.049\t2.548\t1.408\t-0.518\t0.603\t0.000\t0.910\t0.652\t0.991\t0.939\t0.758\t0.918\t0.795\n0\t0.394\t1.102\t1.476\t1.632\t-0.466\t0.460\t0.137\t0.644\t2.173\t1.118\t0.030\t-1.537\t1.107\t1.132\t-0.839\t-0.125\t0.000\t0.865\t2.110\t0.765\t0.000\t1.274\t0.890\t1.093\t1.103\t0.976\t0.860\t0.899\n0\t1.537\t0.542\t1.310\t1.399\t1.440\t0.666\t0.402\t-0.244\t2.173\t0.608\t2.321\t-0.837\t0.000\t0.913\t2.007\t0.036\t0.000\t0.813\t0.150\t0.309\t1.551\t0.979\t0.986\t0.982\t0.766\t0.383\t0.819\t0.942\n0\t0.570\t0.954\t1.581\t1.197\t1.336\t0.429\t2.124\t-0.084\t0.000\t0.710\t-0.604\t-0.194\t2.215\t1.353\t0.092\t-1.436\t2.548\t0.941\t-0.260\t0.576\t0.000\t0.901\t0.904\t0.988\t1.742\t1.013\t1.304\t1.086\n1\t0.686\t-0.222\t1.560\t0.609\t0.543\t0.354\t-0.544\t0.796\t0.000\t0.553\t-0.251\t-0.237\t0.000\t1.159\t1.215\t-1.451\t2.548\t1.224\t0.839\t-0.479\t3.102\t0.767\t0.810\t0.991\t1.318\t0.715\t0.992\t0.848\n1\t0.427\t-1.746\t1.015\t1.573\t-1.232\t0.582\t-0.866\t1.379\t0.000\t0.605\t-1.310\t-0.024\t2.215\t0.448\t-0.211\t-0.913\t2.548\t0.646\t0.699\t0.353\t0.000\t1.174\t0.995\t1.022\t0.702\t0.514\t0.631\t0.751\n1\t0.955\t-0.511\t-0.868\t1.260\t-0.194\t1.996\t-2.038\t1.143\t0.000\t1.498\t0.295\t-1.239\t0.000\t1.590\t0.519\t0.016\t2.548\t0.816\t-0.800\t0.792\t3.102\t6.231\t3.213\t0.993\t0.808\t0.923\t2.444\t1.941\n1\t1.019\t-1.098\t1.240\t0.763\t-0.958\t0.968\t-1.272\t-0.120\t0.000\t1.342\t-0.116\t1.466\t2.215\t0.651\t1.678\t-0.913\t0.000\t0.917\t-1.254\t0.509\t0.000\t0.789\t0.565\t1.121\t0.945\t0.950\t0.961\t0.839\n1\t1.334\t-0.657\t1.439\t0.861\t-0.095\t1.208\t-1.472\t0.714\t0.000\t1.549\t-0.173\t-1.026\t2.215\t0.827\t0.310\t-1.466\t0.000\t1.124\t0.398\t-0.443\t3.102\t0.700\t0.751\t1.458\t0.983\t0.717\t0.869\t0.731\n1\t2.062\t0.140\t0.671\t2.363\t-0.111\t1.191\t-0.090\t-1.593\t0.000\t1.276\t0.767\t-1.277\t2.215\t0.494\t-0.775\t0.838\t0.000\t1.348\t0.730\t-0.218\t3.102\t1.046\t0.984\t1.980\t1.109\t0.967\t1.185\t0.997\n0\t1.141\t-0.595\t1.585\t1.179\t-1.715\t0.589\t-0.194\t0.737\t2.173\t0.817\t-1.029\t0.806\t2.215\t0.484\t-0.193\t-0.862\t0.000\t1.420\t-0.571\t-0.198\t0.000\t0.909\t0.931\t0.977\t0.862\t0.458\t0.746\t0.757\n1\t0.818\t-0.283\t1.682\t0.505\t-1.113\t1.152\t-0.844\t0.915\t0.000\t2.214\t-1.481\t-0.915\t0.000\t1.439\t-0.762\t-0.285\t2.548\t2.616\t-0.543\t0.371\t3.102\t0.839\t0.953\t0.993\t1.077\t0.838\t0.955\t0.958\n1\t0.877\t-0.834\t1.592\t1.111\t0.421\t1.369\t-1.683\t-1.692\t0.000\t1.760\t-1.538\t0.033\t0.000\t0.703\t-1.942\t-1.351\t0.000\t1.272\t-1.110\t0.645\t3.102\t1.006\t1.039\t1.190\t0.867\t0.935\t0.890\t0.829\n1\t1.092\t0.676\t0.961\t0.240\t-0.417\t0.560\t1.096\t0.510\t1.087\t0.654\t-0.073\t0.393\t0.000\t1.298\t0.608\t-1.332\t2.548\t2.198\t1.471\t-0.889\t0.000\t2.182\t1.411\t0.988\t0.834\t1.084\t1.002\t0.889\n0\t0.472\t0.464\t-0.268\t1.190\t1.564\t0.871\t-1.347\t0.863\t0.000\t1.619\t-0.331\t-1.293\t2.215\t1.647\t-1.247\t0.233\t0.000\t1.538\t-1.053\t-0.475\t1.551\t1.160\t1.111\t1.035\t0.956\t1.175\t1.257\t1.200\n1\t0.436\t-1.117\t1.209\t1.619\t-1.575\t0.949\t-1.495\t-0.406\t2.173\t0.726\t-2.053\t0.246\t0.000\t0.864\t-1.175\t0.730\t1.274\t1.095\t-1.251\t1.484\t0.000\t1.104\t1.075\t0.989\t0.836\t0.971\t0.881\t0.794\n1\t0.661\t0.244\t0.604\t1.937\t-0.023\t1.170\t-0.891\t1.661\t0.000\t1.024\t0.746\t-1.188\t2.215\t0.642\t1.386\t0.570\t2.548\t0.386\t-0.558\t-1.290\t0.000\t0.956\t0.833\t0.987\t0.941\t0.924\t0.948\t0.809\n1\t0.645\t-0.781\t0.115\t1.583\t0.508\t1.415\t0.974\t-1.264\t0.000\t0.722\t0.725\t0.961\t1.107\t0.585\t0.279\t-0.907\t0.000\t1.065\t1.136\t-0.281\t3.102\t1.031\t0.964\t0.980\t0.729\t0.754\t0.784\t0.936\n0\t0.550\t0.603\t1.577\t1.366\t0.567\t0.754\t0.628\t-1.207\t2.173\t0.619\t1.111\t-0.478\t0.000\t1.035\t-0.155\t1.660\t0.000\t1.012\t-0.222\t0.815\t0.000\t0.781\t0.957\t0.990\t0.994\t1.166\t0.819\t0.743\n1\t0.741\t-0.434\t-0.860\t1.170\t0.247\t1.466\t-0.263\t-0.052\t2.173\t2.672\t-0.383\t-1.687\t1.107\t0.718\t0.700\t0.158\t0.000\t0.394\t-0.513\t-0.361\t0.000\t0.836\t1.194\t1.084\t1.447\t2.904\t1.498\t1.210\n1\t0.531\t1.787\t-1.180\t0.865\t0.931\t0.958\t0.391\t-0.655\t1.087\t0.542\t2.188\t-1.568\t0.000\t0.386\t0.839\t1.185\t2.548\t0.719\t2.411\t0.197\t0.000\t0.855\t0.659\t0.986\t1.008\t0.781\t0.900\t0.775\n1\t0.915\t-0.405\t-1.526\t0.527\t0.251\t0.589\t-0.101\t0.511\t0.000\t1.083\t0.120\t-1.702\t2.215\t1.305\t-0.118\t-0.721\t2.548\t1.806\t-0.979\t0.415\t0.000\t0.898\t1.171\t0.988\t0.694\t0.990\t1.003\t0.825\n0\t1.951\t-0.613\t-0.040\t2.305\t-0.070\t1.823\t0.132\t-1.706\t2.173\t1.764\t-0.740\t1.717\t1.107\t2.614\t-0.401\t0.307\t0.000\t0.801\t0.324\t-1.161\t0.000\t1.691\t1.863\t1.007\t2.685\t1.229\t1.972\t1.696\n1\t1.031\t0.601\t1.615\t0.392\t-0.502\t0.945\t0.542\t0.669\t0.000\t1.144\t-0.286\t-0.629\t2.215\t0.984\t0.273\t0.080\t0.000\t1.492\t-0.145\t-1.631\t3.102\t0.905\t1.163\t0.985\t1.022\t0.928\t0.966\t0.875\n0\t0.568\t0.449\t0.855\t0.613\t-1.653\t0.509\t-0.490\t0.436\t2.173\t0.423\t0.099\t-1.424\t0.000\t1.402\t0.735\t-0.646\t2.548\t0.797\t1.031\t-0.262\t0.000\t0.971\t0.865\t0.987\t1.014\t1.140\t0.918\t0.787\n1\t0.706\t0.757\t-0.685\t0.406\t1.502\t1.178\t0.254\t-0.906\t0.000\t0.940\t-0.292\t0.794\t2.215\t0.681\t0.637\t0.260\t0.000\t0.689\t1.632\t0.402\t0.000\t0.818\t0.682\t0.993\t1.137\t0.716\t0.833\t0.726\n0\t0.473\t-0.610\t-1.034\t1.456\t-0.124\t0.363\t-2.775\t1.336\t0.000\t0.373\t-1.301\t0.853\t0.000\t0.506\t0.128\t-1.040\t1.274\t0.724\t-0.652\t1.520\t3.102\t0.706\t0.996\t0.988\t0.716\t0.408\t0.616\t0.663\n1\t0.727\t1.145\t-0.634\t1.505\t-1.102\t1.193\t-0.666\t0.272\t2.173\t0.803\t-1.866\t-1.451\t0.000\t0.796\t-0.475\t1.400\t2.548\t0.604\t-0.190\t0.650\t0.000\t1.219\t0.850\t0.976\t1.534\t1.036\t1.079\t1.091\n1\t0.557\t-0.667\t-1.469\t1.845\t-0.794\t0.600\t0.890\t0.493\t2.173\t0.935\t0.584\t1.678\t0.000\t1.268\t1.904\t0.017\t0.000\t1.683\t0.111\t1.231\t3.102\t0.781\t0.899\t0.982\t1.016\t0.777\t0.898\t0.771\n0\t0.578\t0.030\t0.066\t1.544\t1.736\t0.778\t1.144\t-1.245\t0.000\t0.901\t0.081\t-1.640\t2.215\t1.426\t-0.866\t0.549\t2.548\t2.184\t-2.013\t-0.258\t0.000\t0.890\t0.915\t1.306\t1.102\t1.286\t1.161\t0.988\n1\t0.764\t1.096\t-1.676\t1.307\t-0.256\t2.111\t0.676\t0.319\t2.173\t1.380\t-0.199\t-1.136\t2.215\t1.573\t2.025\t-1.074\t0.000\t1.273\t-0.442\t-0.410\t0.000\t0.801\t0.821\t1.326\t1.359\t2.687\t1.435\t1.139\n0\t0.618\t0.543\t1.613\t1.852\t0.789\t0.676\t-1.577\t-0.484\t0.000\t0.743\t-0.340\t-1.064\t2.215\t0.666\t-0.099\t0.061\t2.548\t0.375\t-1.760\t1.301\t0.000\t0.867\t0.869\t1.001\t0.727\t0.641\t0.745\t0.925\n1\t0.871\t-0.395\t0.418\t0.535\t-0.287\t0.401\t-1.893\t1.028\t0.000\t0.639\t0.313\t-0.640\t2.215\t0.792\t-0.604\t1.289\t2.548\t1.512\t-0.046\t-1.112\t0.000\t0.977\t0.799\t0.986\t0.767\t0.840\t0.618\t0.658\n1\t0.654\t-1.317\t1.702\t0.344\t-0.203\t0.741\t0.819\t-0.661\t2.173\t0.582\t2.131\t1.591\t0.000\t0.572\t0.129\t0.917\t0.000\t0.706\t-2.481\t-0.749\t0.000\t0.698\t0.888\t0.992\t0.510\t0.723\t0.665\t0.780\n1\t0.448\t-2.179\t0.003\t1.617\t1.630\t0.761\t-1.256\t-0.196\t0.000\t0.935\t-0.876\t0.953\t2.215\t1.071\t-0.941\t-0.749\t2.548\t0.666\t-1.101\t-1.519\t0.000\t1.011\t1.002\t1.173\t1.021\t1.065\t0.891\t0.825\n1\t1.389\t0.236\t1.470\t0.467\t0.354\t1.224\t-1.919\t1.018\t0.000\t1.465\t-0.752\t-0.787\t1.107\t1.546\t-0.206\t-0.196\t2.548\t0.808\t-1.149\t-1.152\t0.000\t0.774\t1.736\t0.985\t1.284\t0.925\t1.354\t1.299\n1\t1.238\t-1.766\t-1.391\t0.273\t1.399\t0.548\t-1.441\t0.571\t0.000\t0.577\t-1.126\t-1.076\t2.215\t1.485\t0.438\t0.453\t0.000\t0.932\t0.851\t-1.114\t0.000\t0.876\t1.298\t0.984\t0.562\t0.251\t0.743\t0.903\n1\t0.786\t0.317\t0.930\t0.535\t-0.546\t0.674\t0.687\t1.702\t0.000\t0.793\t1.034\t-0.345\t2.215\t0.904\t0.802\t1.276\t2.548\t2.090\t0.245\t-0.772\t0.000\t0.791\t0.942\t0.985\t0.803\t0.898\t0.671\t0.648\n1\t0.781\t0.685\t-1.089\t1.346\t-1.670\t0.493\t2.484\t0.344\t0.000\t0.927\t-0.427\t-0.536\t2.215\t0.917\t0.194\t-1.356\t0.000\t1.015\t0.442\t0.954\t1.551\t1.305\t0.867\t0.995\t1.322\t0.961\t0.936\t0.845\n0\t0.623\t1.449\t-0.108\t0.975\t-1.454\t0.774\t-0.200\t1.551\t2.173\t0.493\t-0.761\t-0.947\t0.000\t0.816\t0.846\t0.243\t2.548\t0.993\t0.115\t0.306\t0.000\t0.932\t0.922\t1.011\t0.712\t1.089\t0.847\t0.812\n1\t1.115\t-0.073\t0.703\t1.453\t-0.261\t0.683\t-0.467\t-1.071\t2.173\t0.655\t0.088\t1.554\t2.215\t0.480\t-0.262\t1.122\t0.000\t0.719\t-1.283\t-0.338\t0.000\t0.762\t0.736\t1.345\t0.970\t0.744\t0.818\t0.706\n1\t0.765\t-0.216\t-0.502\t1.352\t0.606\t0.781\t-0.233\t0.011\t2.173\t0.747\t0.591\t1.393\t0.000\t1.318\t0.027\t-1.467\t0.000\t1.114\t-1.061\t-0.812\t3.102\t0.928\t1.107\t1.185\t0.709\t0.855\t0.930\t0.852\n0\t0.366\t-1.177\t-1.438\t0.465\t-1.258\t0.410\t-1.570\t0.101\t0.000\t0.571\t-0.688\t0.832\t0.000\t0.683\t-0.334\t1.660\t2.548\t0.891\t-0.358\t-0.590\t3.102\t0.783\t0.744\t0.979\t0.603\t0.535\t0.543\t0.613\n1\t1.604\t0.424\t0.948\t0.730\t-1.122\t1.063\t-0.320\t-1.143\t2.173\t0.700\t-0.905\t0.809\t1.107\t0.623\t2.553\t0.081\t0.000\t0.587\t-0.242\t-0.222\t0.000\t1.020\t1.139\t1.435\t1.252\t1.307\t1.000\t0.928\n1\t1.387\t-0.621\t0.866\t0.549\t1.364\t0.909\t-0.722\t-0.449\t2.173\t0.318\t-1.708\t-0.420\t0.000\t0.594\t-1.075\t1.309\t0.000\t1.006\t-0.403\t-1.546\t3.102\t0.694\t0.801\t0.985\t0.691\t0.854\t0.817\t0.706\n1\t0.695\t0.197\t1.125\t0.722\t-0.202\t0.961\t1.248\t-1.651\t0.000\t1.814\t1.299\t0.185\t0.000\t1.447\t0.037\t-1.278\t2.548\t1.003\t0.336\t-1.701\t0.000\t0.666\t0.862\t0.987\t0.544\t0.880\t0.828\t0.792\n1\t0.754\t0.615\t-1.346\t0.179\t1.705\t1.028\t0.048\t0.836\t2.173\t0.848\t-0.654\t-0.570\t1.107\t1.133\t0.352\t-0.196\t0.000\t1.692\t0.347\t1.597\t0.000\t1.526\t1.212\t0.979\t0.950\t1.406\t0.996\t0.850\n1\t0.379\t1.340\t0.562\t1.061\t-1.682\t1.405\t0.579\t0.814\t2.173\t1.318\t0.125\t0.359\t2.215\t1.593\t1.967\t-1.027\t0.000\t1.293\t0.189\t-1.267\t0.000\t0.914\t0.878\t0.992\t1.530\t0.923\t1.327\t1.104\n0\t0.464\t-2.161\t-0.966\t1.196\t0.693\t0.574\t-0.551\t0.723\t0.000\t0.862\t-0.843\t-0.748\t2.215\t0.722\t0.124\t-1.322\t2.548\t0.591\t-1.410\t1.456\t0.000\t0.763\t0.928\t1.029\t1.161\t0.604\t0.885\t0.793\n0\t0.314\t-0.863\t1.325\t1.115\t0.690\t0.337\t-2.718\t-0.632\t0.000\t0.552\t-0.320\t0.567\t2.215\t1.126\t0.508\t-0.445\t2.548\t0.640\t1.503\t1.551\t0.000\t0.490\t0.919\t0.985\t1.855\t0.766\t1.222\t1.052\n1\t0.658\t-1.330\t0.029\t0.982\t0.937\t1.461\t0.109\t-1.368\t0.000\t0.667\t-0.512\t-0.441\t2.215\t0.895\t-0.414\t0.638\t2.548\t0.971\t0.858\t0.745\t0.000\t1.924\t1.401\t0.987\t0.535\t0.679\t0.984\t0.919\n1\t1.868\t0.019\t0.780\t0.638\t-1.454\t2.141\t-1.253\t-0.081\t0.000\t1.518\t0.639\t-0.500\t0.000\t2.824\t-0.343\t1.640\t2.548\t2.813\t-1.023\t-1.701\t3.102\t1.024\t1.972\t1.367\t1.156\t0.986\t1.718\t1.499\n1\t1.233\t-0.275\t0.346\t1.311\t-0.446\t0.709\t0.816\t-1.461\t2.173\t1.190\t1.228\t1.629\t2.215\t0.696\t0.084\t-0.210\t0.000\t0.502\t0.891\t0.102\t0.000\t0.378\t0.953\t1.152\t1.252\t0.558\t1.162\t0.900\n1\t0.419\t1.335\t0.926\t1.191\t-1.131\t0.799\t1.834\t-0.351\t0.000\t1.044\t0.512\t0.481\t2.215\t1.179\t0.469\t1.462\t2.548\t0.786\t0.611\t-0.774\t0.000\t0.843\t1.147\t0.989\t0.705\t0.911\t0.933\t0.812\n1\t2.457\t0.526\t-0.511\t0.491\t-1.341\t1.153\t-0.223\t0.796\t2.173\t0.806\t1.127\t-1.548\t0.000\t1.040\t0.970\t-0.579\t0.000\t1.927\t0.977\t1.292\t3.102\t1.078\t1.021\t1.034\t1.538\t1.375\t1.235\t1.108\n0\t0.526\t0.795\t1.480\t1.650\t1.522\t0.437\t2.017\t-1.312\t0.000\t0.986\t0.451\t0.169\t2.215\t0.593\t2.521\t-0.360\t0.000\t0.618\t0.699\t-0.075\t1.551\t0.772\t0.681\t0.993\t1.150\t0.203\t0.784\t1.085\n1\t0.375\t-0.719\t0.736\t0.819\t-0.455\t1.523\t-1.116\t1.504\t0.000\t0.649\t0.145\t-0.305\t0.000\t0.441\t-0.464\t-0.688\t1.274\t1.233\t-0.577\t0.359\t0.000\t0.829\t0.767\t0.983\t0.611\t0.347\t0.657\t0.668\n0\t0.535\t0.851\t-0.880\t1.795\t-0.047\t0.987\t-2.791\t1.532\t0.000\t1.020\t-1.514\t1.359\t0.000\t0.432\t0.230\t0.377\t2.548\t0.852\t-0.508\t-0.570\t3.102\t0.911\t0.884\t0.983\t0.603\t0.406\t0.641\t1.213\n1\t1.243\t0.351\t1.288\t1.593\t-1.708\t0.447\t1.109\t0.108\t2.173\t0.481\t-0.776\t0.344\t0.000\t1.086\t-0.392\t-0.366\t1.274\t0.580\t0.496\t-0.744\t0.000\t0.773\t0.720\t0.991\t1.231\t0.825\t0.936\t0.804\n0\t0.911\t1.078\t0.184\t1.293\t-0.268\t1.055\t-0.240\t-1.250\t0.000\t0.734\t0.336\t-1.634\t0.000\t1.495\t0.559\t0.869\t2.548\t1.001\t-0.269\t0.533\t3.102\t0.844\t1.023\t0.988\t0.939\t0.534\t0.908\t0.923\n1\t0.471\t-0.708\t0.088\t0.343\t-1.521\t1.074\t-0.006\t1.648\t2.173\t1.002\t0.437\t0.246\t1.107\t1.044\t-0.178\t-0.518\t0.000\t0.808\t-1.488\t0.775\t0.000\t0.906\t1.032\t0.997\t0.869\t1.497\t0.937\t0.800\n0\t0.551\t-1.093\t-1.685\t0.148\t-0.479\t0.846\t-0.773\t-0.540\t2.173\t0.502\t0.255\t0.727\t0.000\t0.687\t1.620\t1.034\t0.000\t0.382\t2.296\t-1.585\t0.000\t1.037\t0.865\t0.988\t0.840\t0.575\t0.925\t0.777\n1\t1.356\t-1.317\t0.178\t2.624\t-1.196\t0.882\t-0.984\t-1.432\t2.173\t0.957\t0.664\t-1.716\t0.000\t0.401\t-1.476\t1.644\t0.000\t0.389\t-1.721\t0.173\t0.000\t1.360\t1.168\t2.470\t1.171\t0.518\t0.893\t1.084\n0\t0.406\t-0.913\t-1.043\t1.175\t1.127\t0.619\t0.138\t-0.003\t2.173\t1.197\t-0.928\t0.478\t1.107\t1.126\t1.021\t-1.485\t0.000\t0.420\t-1.370\t-1.015\t0.000\t1.452\t1.178\t0.989\t0.861\t0.901\t1.054\t0.887\n1\t1.240\t1.038\t1.180\t2.124\t0.604\t0.511\t0.891\t-1.216\t2.173\t0.808\t1.635\t-0.872\t0.000\t0.648\t1.067\t-0.461\t0.000\t0.934\t0.134\t-0.439\t3.102\t0.785\t0.724\t1.114\t1.103\t0.547\t0.842\t0.772\n1\t0.444\t0.405\t-1.127\t1.115\t0.611\t1.338\t-0.545\t0.637\t2.173\t0.745\t1.130\t-1.608\t0.000\t0.993\t-0.837\t-1.184\t0.000\t0.752\t-1.527\t-0.527\t0.000\t0.919\t1.372\t0.987\t0.536\t0.844\t0.819\t0.723\n0\t0.706\t0.490\t-1.417\t0.927\t-1.560\t0.618\t-0.236\t0.624\t2.173\t0.463\t0.724\t0.218\t1.107\t0.928\t0.281\t-0.589\t0.000\t0.398\t1.569\t-1.264\t0.000\t0.699\t0.924\t1.004\t0.802\t0.491\t0.856\t0.735\n0\t1.022\t-1.246\t-0.177\t0.164\t-1.328\t0.921\t-0.838\t-1.616\t2.173\t1.643\t-0.547\t0.605\t0.000\t1.008\t-0.447\t0.076\t2.548\t0.771\t0.088\t-0.898\t0.000\t1.006\t0.883\t0.999\t0.945\t1.218\t0.755\t0.685\n1\t1.171\t0.252\t0.823\t1.653\t1.150\t1.375\t0.971\t-1.256\t2.173\t2.392\t2.049\t-0.306\t0.000\t1.578\t0.399\t1.390\t0.000\t0.566\t1.316\t-1.536\t0.000\t0.805\t1.065\t0.978\t0.573\t0.840\t1.130\t0.937\n1\t0.667\t-1.332\t-0.712\t0.877\t0.899\t0.751\t-0.433\t0.663\t0.000\t0.736\t-0.534\t-0.649\t2.215\t0.728\t0.335\t0.203\t0.000\t3.025\t-0.648\t-1.501\t3.102\t0.768\t0.930\t1.052\t0.976\t0.948\t0.972\t0.866\n0\t0.526\t0.938\t-0.817\t2.830\t-0.253\t1.106\t-1.670\t1.372\t0.000\t0.847\t-0.445\t1.122\t2.215\t1.021\t-0.483\t-0.648\t2.548\t0.937\t-0.748\t1.634\t0.000\t0.725\t0.828\t0.988\t1.435\t0.989\t1.369\t1.957\n1\t1.015\t0.316\t-0.998\t0.958\t0.173\t1.249\t-0.331\t1.287\t0.000\t0.693\t1.639\t-0.988\t0.000\t1.835\t0.222\t0.207\t2.548\t1.215\t0.373\t-0.666\t3.102\t0.454\t0.667\t1.189\t0.851\t0.816\t0.835\t0.768\n0\t1.019\t0.840\t0.317\t2.432\t1.115\t0.448\t-0.270\t-0.251\t2.173\t0.510\t-1.684\t-0.617\t0.000\t1.206\t0.392\t-1.192\t2.548\t0.920\t-1.482\t-1.455\t0.000\t0.612\t1.167\t1.437\t1.196\t0.762\t0.989\t1.236\n1\t0.749\t0.170\t-1.286\t0.730\t1.386\t0.492\t0.634\t1.058\t0.000\t0.762\t0.837\t0.172\t2.215\t1.665\t1.125\t-0.797\t2.548\t0.849\t-0.365\t1.087\t0.000\t0.560\t0.745\t0.979\t1.272\t0.945\t0.978\t0.863\n1\t1.676\t-0.182\t-0.485\t0.958\t1.099\t0.493\t0.861\t-0.319\t0.000\t1.314\t0.219\t1.088\t2.215\t0.536\t0.232\t-1.122\t0.000\t1.341\t0.914\t-1.672\t3.102\t0.999\t1.193\t1.738\t1.256\t0.907\t0.981\t0.943\n0\t2.412\t0.291\t1.412\t1.998\t1.743\t1.097\t0.904\t0.243\t0.000\t0.928\t0.661\t-1.233\t0.000\t1.426\t0.705\t-0.549\t0.000\t1.785\t-1.380\t0.362\t1.551\t0.863\t0.578\t0.972\t2.138\t0.720\t1.388\t1.467\n0\t1.784\t0.008\t1.346\t0.375\t-0.189\t0.982\t0.676\t-0.910\t0.000\t0.680\t-0.188\t0.098\t0.000\t0.674\t0.248\t0.039\t2.548\t0.775\t0.264\t1.694\t3.102\t0.593\t0.593\t1.113\t0.750\t0.551\t0.520\t0.500\n1\t1.376\t-0.850\t-0.897\t0.560\t-0.062\t0.831\t1.151\t0.249\t0.000\t1.130\t0.236\t-1.596\t2.215\t0.959\t-0.557\t1.187\t0.000\t1.158\t0.144\t0.758\t3.102\t2.015\t1.145\t0.996\t0.982\t0.881\t0.964\t0.977\n0\t1.139\t-0.488\t-0.055\t1.071\t0.467\t0.663\t-0.732\t-1.076\t0.000\t0.979\t-0.905\t1.447\t2.215\t0.761\t0.632\t-0.897\t2.548\t0.379\t0.523\t-1.470\t0.000\t0.624\t0.807\t0.994\t1.055\t1.143\t0.919\t0.807\n0\t1.576\t0.206\t-0.132\t2.022\t0.205\t1.505\t1.250\t-1.459\t2.173\t0.738\t0.401\t1.219\t1.107\t0.371\t-1.488\t0.138\t0.000\t0.493\t0.521\t-1.641\t0.000\t0.806\t0.727\t0.979\t2.331\t1.235\t1.547\t1.223\n1\t0.764\t1.591\t1.305\t0.632\t-0.078\t0.643\t-0.061\t-1.078\t2.173\t0.431\t-0.960\t0.648\t2.215\t0.674\t1.528\t0.141\t0.000\t0.656\t0.570\t1.585\t0.000\t0.803\t0.940\t0.987\t1.273\t0.859\t1.048\t0.853\n0\t1.511\t-0.730\t0.934\t1.315\t-0.907\t0.849\t0.211\t0.984\t2.173\t2.691\t0.527\t-0.596\t2.215\t1.298\t-0.996\t1.304\t0.000\t0.785\t1.200\t-0.167\t0.000\t1.243\t1.047\t1.945\t2.069\t2.231\t1.589\t1.345\n1\t0.657\t1.036\t0.003\t0.551\t-1.155\t0.365\t-0.160\t0.364\t2.173\t0.502\t-2.299\t0.590\t0.000\t0.447\t-1.503\t-1.682\t0.000\t1.283\t-0.867\t1.135\t0.000\t0.893\t0.843\t0.989\t1.276\t0.795\t0.926\t1.324\n0\t0.677\t-0.636\t1.039\t0.907\t-0.170\t0.828\t0.114\t0.246\t2.173\t1.146\t-0.193\t-1.388\t2.215\t0.726\t0.600\t-0.607\t0.000\t0.690\t0.760\t1.251\t0.000\t0.783\t0.833\t0.987\t0.677\t1.445\t0.819\t0.727\n1\t0.493\t0.388\t0.925\t1.150\t0.377\t0.914\t0.382\t-1.323\t1.087\t0.564\t0.633\t-0.535\t2.215\t0.623\t-0.108\t-1.011\t0.000\t0.919\t1.241\t-1.627\t0.000\t0.903\t0.957\t0.988\t1.249\t0.704\t0.899\t1.151\n0\t0.583\t-1.298\t-0.854\t1.265\t0.284\t0.810\t-0.518\t-1.452\t2.173\t0.946\t-1.523\t-0.244\t0.000\t1.168\t-0.865\t1.082\t2.548\t0.962\t-1.733\t0.670\t0.000\t0.967\t0.989\t1.018\t1.057\t0.953\t0.930\t0.816\n1\t2.510\t0.206\t1.077\t0.165\t-0.323\t1.068\t-0.954\t-0.160\t0.000\t0.607\t0.727\t1.643\t2.215\t1.054\t1.011\t-0.899\t0.000\t0.444\t0.443\t-1.317\t3.102\t0.849\t0.753\t0.989\t0.661\t0.220\t0.770\t0.857\n1\t1.263\t0.988\t-0.617\t0.615\t0.309\t1.295\t1.185\t0.630\t2.173\t0.987\t1.045\t-0.966\t0.000\t0.952\t-2.625\t-1.494\t0.000\t0.871\t1.708\t-0.419\t0.000\t0.837\t0.735\t0.988\t1.041\t0.966\t0.908\t0.795\n0\t0.608\t-0.054\t-0.064\t1.794\t0.192\t0.725\t2.000\t-0.692\t0.000\t0.941\t1.014\t1.082\t2.215\t1.098\t-1.028\t-1.288\t0.000\t0.370\t0.642\t-0.731\t1.551\t0.415\t0.588\t0.983\t0.934\t0.536\t0.909\t1.019\n0\t1.308\t0.667\t0.904\t0.767\t0.140\t2.330\t0.109\t0.682\t2.173\t3.897\t0.335\t-1.120\t0.000\t1.434\t0.684\t1.240\t2.548\t2.419\t-0.098\t-0.519\t0.000\t1.067\t1.762\t0.988\t0.819\t1.324\t2.068\t1.604\n0\t0.594\t2.205\t-1.599\t1.070\t1.647\t0.866\t0.434\t1.135\t2.173\t1.050\t0.356\t0.382\t2.215\t1.774\t0.455\t-0.731\t0.000\t0.553\t0.845\t-0.510\t0.000\t1.028\t1.105\t0.983\t0.883\t0.884\t0.956\t0.967\n0\t1.183\t0.516\t1.575\t0.667\t-0.826\t0.881\t-2.022\t1.025\t0.000\t0.681\t-1.032\t-0.057\t2.215\t1.134\t1.123\t-0.700\t2.548\t0.523\t-1.853\t-0.074\t0.000\t0.873\t0.919\t1.021\t0.786\t1.418\t1.572\t1.394\n1\t0.760\t0.832\t1.732\t0.826\t1.085\t0.781\t0.988\t0.709\t2.173\t1.464\t-1.091\t-0.452\t0.000\t0.608\t-0.580\t-1.688\t0.000\t1.582\t-0.387\t-1.067\t3.102\t0.771\t0.837\t0.977\t0.848\t1.505\t1.223\t1.062\n1\t0.557\t0.144\t-0.881\t1.781\t-0.172\t0.740\t0.959\t1.169\t2.173\t0.500\t-0.061\t-0.618\t0.000\t0.975\t0.727\t-1.536\t1.274\t0.552\t0.388\t0.783\t0.000\t0.823\t0.842\t0.979\t1.105\t0.690\t0.828\t0.780\n0\t3.208\t-0.165\t1.046\t2.096\t0.836\t1.375\t0.220\t-0.793\t0.000\t1.625\t-0.315\t-0.431\t2.215\t0.685\t-0.865\t1.631\t2.548\t1.116\t-1.161\t-0.912\t0.000\t0.833\t0.982\t0.964\t1.951\t1.132\t1.282\t1.308\n0\t2.028\t1.070\t1.307\t0.746\t-1.000\t1.553\t0.256\t-0.548\t2.173\t1.253\t0.108\t1.046\t2.215\t0.848\t0.591\t-0.945\t0.000\t0.958\t-0.344\t0.431\t0.000\t0.779\t1.093\t1.489\t1.138\t2.040\t1.378\t1.081\n0\t1.359\t-0.948\t1.077\t0.145\t-0.854\t0.548\t-1.557\t-1.279\t2.173\t0.614\t0.617\t0.206\t0.000\t0.790\t0.740\t-1.008\t2.548\t0.520\t-0.725\t0.511\t0.000\t0.640\t1.126\t0.989\t0.924\t1.243\t0.840\t0.775\n0\t0.481\t-0.396\t-0.783\t0.879\t0.976\t1.717\t-0.718\t0.110\t2.173\t2.501\t-1.304\t-0.309\t0.000\t4.993\t-0.355\t1.696\t2.548\t2.238\t0.214\t1.648\t0.000\t4.079\t2.769\t0.984\t1.224\t3.663\t2.564\t1.899\n0\t0.315\t-1.370\t0.926\t1.848\t-0.979\t0.976\t-0.262\t0.017\t2.173\t0.580\t-0.321\t0.607\t0.000\t0.658\t-0.470\t1.608\t0.000\t0.674\t1.002\t1.579\t3.102\t0.749\t0.885\t1.045\t1.195\t1.091\t1.049\t0.875\n1\t0.556\t-0.208\t-1.669\t1.334\t0.758\t0.639\t0.616\t-0.222\t2.173\t0.566\t-0.387\t-0.870\t0.000\t0.654\t0.341\t-1.699\t0.000\t0.878\t0.410\t1.245\t3.102\t0.822\t0.706\t0.988\t0.586\t0.770\t0.682\t0.661\n1\t0.989\t-1.787\t-0.247\t0.848\t-1.586\t0.471\t0.121\t-1.333\t2.173\t0.854\t0.496\t0.237\t2.215\t0.709\t-0.977\t0.768\t0.000\t0.879\t0.348\t1.663\t0.000\t0.949\t0.910\t1.185\t1.093\t0.940\t1.097\t0.929\n0\t1.283\t-0.647\t-1.623\t0.398\t1.279\t0.633\t0.736\t-1.126\t1.087\t0.760\t0.217\t-0.300\t2.215\t0.981\t-1.344\t0.630\t0.000\t0.722\t1.000\t1.341\t0.000\t0.859\t0.902\t0.989\t0.899\t0.742\t0.722\t0.744\n1\t0.507\t1.448\t-0.020\t1.083\t-1.092\t0.538\t-0.297\t-0.548\t0.000\t1.142\t0.998\t1.096\t2.215\t0.586\t-1.057\t0.449\t0.000\t0.923\t1.300\t-0.994\t3.102\t0.909\t1.105\t0.988\t1.114\t0.917\t0.986\t1.102\n0\t1.517\t-0.472\t1.501\t1.597\t1.333\t1.022\t0.214\t-0.357\t0.000\t1.096\t0.070\t1.619\t2.215\t1.008\t-0.750\t0.141\t0.000\t1.603\t0.972\t-0.070\t3.102\t0.940\t1.265\t0.981\t1.383\t1.379\t1.124\t1.096\n0\t1.365\t-0.908\t1.734\t0.941\t1.236\t3.074\t-0.423\t1.359\t2.173\t4.498\t1.345\t-0.478\t2.215\t2.485\t1.593\t-0.147\t0.000\t0.871\t0.939\t0.887\t0.000\t1.188\t1.367\t0.987\t0.848\t7.860\t3.740\t2.959\n1\t0.672\t-0.656\t-1.592\t1.342\t0.353\t1.020\t0.468\t1.511\t0.000\t0.860\t-0.666\t0.064\t2.215\t1.153\t1.387\t-1.044\t0.000\t0.777\t-1.820\t1.100\t0.000\t0.745\t0.825\t1.294\t0.844\t0.682\t0.763\t0.723\n0\t0.647\t0.910\t1.638\t0.767\t-1.437\t0.750\t0.874\t0.088\t2.173\t0.876\t0.887\t0.873\t2.215\t1.008\t0.335\t-0.962\t0.000\t1.089\t-0.528\t-0.516\t0.000\t0.755\t0.998\t0.988\t0.897\t0.776\t0.837\t0.811\n1\t0.916\t1.690\t-0.634\t0.552\t1.147\t0.748\t1.313\t-0.865\t2.173\t1.027\t1.136\t-1.462\t0.000\t1.636\t1.648\t0.380\t0.000\t1.195\t0.611\t1.039\t3.102\t1.150\t0.926\t0.987\t0.729\t1.035\t0.738\t0.661\n0\t0.760\t-1.133\t-0.067\t0.769\t1.512\t1.124\t2.093\t0.633\t0.000\t1.058\t1.553\t-0.522\t0.000\t1.400\t0.468\t-1.261\t1.274\t1.090\t1.439\t1.381\t3.102\t0.850\t0.887\t1.047\t1.411\t0.891\t1.064\t1.098\n0\t0.812\t1.438\t0.576\t1.265\t-0.323\t1.119\t-0.448\t1.418\t0.000\t0.661\t-1.304\t-0.785\t0.000\t0.882\t-1.166\t1.008\t0.000\t2.425\t0.281\t-0.987\t3.102\t0.999\t1.072\t1.017\t1.156\t0.267\t1.008\t1.221\n1\t1.193\t0.713\t-1.367\t1.371\t1.463\t1.236\t-0.612\t-0.820\t2.173\t1.725\t0.458\t0.154\t2.215\t1.215\t-1.625\t0.692\t0.000\t0.415\t-1.908\t0.884\t0.000\t0.884\t1.408\t0.987\t1.443\t2.059\t1.474\t1.468\n1\t1.898\t0.517\t0.949\t1.760\t0.203\t1.243\t0.149\t-1.353\t2.173\t1.327\t-0.172\t1.636\t0.000\t1.651\t0.433\t-0.068\t0.000\t0.933\t0.777\t0.583\t0.000\t0.821\t0.588\t1.575\t1.760\t0.922\t1.161\t1.002\n1\t0.814\t0.462\t-0.230\t1.436\t-0.244\t1.475\t-0.026\t-1.246\t0.000\t0.757\t-1.239\t1.238\t0.000\t1.514\t-1.122\t0.799\t2.548\t1.271\t-0.319\t0.890\t0.000\t0.709\t0.619\t0.977\t2.115\t0.703\t1.460\t1.292\n1\t0.337\t-0.054\t0.805\t1.145\t-0.355\t0.738\t1.140\t1.334\t2.173\t1.058\t1.230\t-1.579\t0.000\t1.619\t0.039\t-0.005\t2.548\t0.369\t0.869\t-0.758\t0.000\t0.556\t1.238\t0.988\t1.567\t1.500\t1.157\t1.112\n1\t0.702\t0.186\t1.242\t1.406\t-1.603\t1.552\t-0.553\t-0.571\t0.000\t2.401\t0.629\t0.935\t2.215\t1.615\t1.044\t0.598\t2.548\t2.641\t0.269\t-0.751\t0.000\t0.839\t0.886\t0.984\t1.436\t0.819\t1.175\t1.081\n1\t0.821\t0.710\t1.120\t0.679\t-1.004\t0.749\t0.279\t-1.359\t2.173\t0.611\t-0.901\t0.433\t0.000\t0.818\t0.696\t0.263\t0.000\t0.870\t1.151\t-1.428\t3.102\t0.927\t0.951\t0.989\t0.717\t0.496\t0.728\t0.667\n1\t1.136\t0.719\t1.366\t0.626\t-1.006\t0.708\t0.728\t0.127\t1.087\t0.815\t-0.432\t1.490\t0.000\t1.085\t1.123\t-0.755\t2.548\t0.370\t1.205\t-0.094\t0.000\t1.055\t1.040\t0.988\t0.757\t0.826\t0.810\t0.737\n1\t0.997\t1.079\t-1.146\t0.728\t0.204\t0.483\t-1.041\t1.024\t2.173\t0.472\t-0.341\t-0.341\t2.215\t0.810\t1.125\t1.252\t0.000\t0.749\t2.021\t-1.219\t0.000\t0.871\t1.065\t1.107\t1.217\t0.708\t1.026\t0.901\n1\t3.071\t-1.038\t0.676\t0.620\t0.675\t3.127\t-0.650\t-1.471\t0.000\t2.361\t-0.480\t0.096\t1.107\t0.442\t0.150\t-1.294\t0.000\t0.974\t-2.292\t-0.005\t0.000\t0.954\t1.249\t0.979\t1.402\t1.137\t1.738\t1.735\n0\t0.923\t1.275\t-1.046\t1.126\t-0.379\t0.635\t1.499\t0.862\t0.000\t0.919\t1.058\t-0.354\t2.215\t1.165\t0.122\t1.188\t1.274\t0.646\t0.884\t-1.623\t0.000\t0.799\t0.936\t0.984\t1.280\t1.211\t0.924\t0.829\n0\t0.295\t-0.063\t-1.391\t3.780\t-0.320\t1.040\t-0.865\t1.657\t0.000\t1.172\t-0.028\t1.183\t2.215\t0.825\t-1.221\t1.037\t0.000\t0.745\t1.806\t-1.241\t0.000\t0.969\t0.988\t1.204\t0.755\t0.743\t0.995\t1.128\n0\t0.998\t-0.746\t0.068\t0.051\t1.718\t1.133\t-1.050\t1.403\t2.173\t1.674\t0.547\t-0.348\t2.215\t0.651\t0.711\t1.528\t0.000\t0.701\t-1.141\t-0.082\t0.000\t0.808\t0.923\t0.982\t0.883\t2.731\t1.300\t1.036\n0\t1.267\t-0.708\t-1.331\t1.436\t-0.949\t1.664\t-0.753\t0.541\t2.173\t0.496\t-1.117\t-0.732\t0.000\t0.462\t-0.584\t0.938\t0.000\t0.831\t0.697\t-1.460\t3.102\t0.756\t0.991\t0.976\t0.680\t1.638\t1.256\t0.976\n1\t0.708\t-0.807\t1.189\t0.347\t0.755\t0.659\t-0.668\t-0.939\t0.000\t0.864\t0.621\t1.064\t1.107\t1.342\t-0.438\t-0.339\t2.548\t1.051\t0.523\t0.288\t0.000\t0.954\t0.970\t0.998\t0.626\t1.283\t0.933\t0.820\n1\t0.357\t-1.029\t1.040\t1.081\t-1.183\t0.855\t0.323\t0.924\t0.000\t0.287\t1.509\t0.632\t0.000\t0.518\t-1.317\t-1.117\t2.548\t0.726\t0.643\t-0.323\t3.102\t0.739\t1.119\t0.987\t0.633\t0.704\t0.729\t0.687\n1\t0.912\t-1.211\t-0.673\t2.702\t-0.548\t1.063\t-0.718\t0.673\t2.173\t1.063\t0.719\t1.420\t0.000\t0.774\t0.524\t-1.649\t2.548\t0.670\t1.081\t1.350\t0.000\t0.662\t1.252\t0.992\t1.833\t1.257\t1.555\t1.557\n1\t1.836\t-0.141\t0.592\t0.575\t-0.104\t0.407\t-0.466\t-0.892\t0.000\t0.870\t-0.865\t-1.670\t2.215\t0.434\t-1.775\t0.675\t0.000\t1.655\t0.216\t-1.088\t3.102\t0.965\t0.932\t0.979\t1.044\t0.853\t0.893\t0.792\n0\t0.924\t-0.301\t1.626\t0.182\t-0.953\t1.124\t-0.460\t-1.121\t0.000\t0.798\t-0.529\t0.673\t1.107\t1.850\t0.264\t-0.152\t2.548\t0.848\t-1.937\t1.224\t0.000\t1.950\t1.476\t0.981\t0.981\t1.036\t1.104\t0.932\n1\t0.485\t0.618\t-1.639\t0.948\t-0.102\t1.249\t0.582\t-1.363\t0.000\t2.288\t0.407\t0.612\t0.000\t1.936\t-0.389\t-0.654\t2.548\t2.623\t-0.173\t-1.186\t3.102\t0.900\t0.933\t0.989\t0.783\t0.815\t0.938\t0.840\n0\t0.841\t1.305\t-0.536\t1.533\t0.646\t0.714\t0.483\t1.479\t1.087\t0.477\t-2.140\t0.091\t0.000\t0.512\t0.803\t0.019\t0.000\t0.714\t1.462\t-1.182\t0.000\t0.661\t0.799\t1.377\t1.008\t0.411\t0.821\t0.688\n1\t0.570\t0.721\t0.779\t0.601\t1.658\t0.526\t1.125\t-0.772\t0.000\t0.631\t1.037\t0.235\t0.000\t1.175\t-0.105\t1.599\t2.548\t1.121\t-0.223\t-0.683\t0.000\t0.897\t1.021\t0.985\t0.571\t0.594\t0.717\t0.667\n1\t0.515\t-1.143\t-1.551\t0.608\t-0.138\t2.469\t-0.342\t-1.450\t0.000\t1.104\t0.223\t-0.036\t0.000\t1.793\t-1.322\t0.449\t2.548\t1.453\t-0.611\t1.169\t3.102\t1.415\t1.560\t0.987\t0.851\t0.872\t1.518\t1.475\n1\t0.703\t-0.760\t1.218\t1.352\t1.486\t0.366\t0.445\t1.161\t0.000\t0.758\t-0.263\t-0.380\t2.215\t0.550\t0.624\t0.543\t0.000\t1.569\t1.041\t-0.471\t3.102\t0.438\t0.770\t0.980\t0.995\t0.827\t0.919\t0.745\n1\t1.053\t-1.488\t0.202\t1.039\t-1.233\t0.350\t-2.444\t-1.188\t0.000\t0.847\t0.096\t1.426\t2.215\t0.879\t-0.801\t0.445\t2.548\t0.798\t-0.847\t-0.592\t0.000\t0.760\t0.830\t1.393\t1.247\t0.849\t0.873\t0.811\n1\t0.506\t-1.981\t-0.869\t0.332\t1.418\t1.312\t-0.826\t1.664\t2.173\t0.990\t-1.358\t0.088\t0.000\t0.669\t-1.862\t0.394\t0.000\t0.788\t1.360\t0.090\t0.000\t0.534\t0.496\t0.986\t0.839\t0.900\t0.920\t0.772\n0\t0.576\t-1.816\t-0.981\t0.434\t0.782\t0.764\t-0.078\t-0.026\t2.173\t0.805\t-0.749\t1.274\t0.000\t1.067\t-0.156\t1.739\t2.548\t0.922\t-0.929\t-0.219\t0.000\t0.748\t0.963\t0.980\t0.723\t1.126\t0.734\t0.656\n0\t0.779\t-0.425\t0.558\t0.662\t-0.622\t0.972\t-1.031\t1.136\t2.173\t0.784\t-0.074\t0.181\t0.000\t1.209\t0.626\t-1.128\t2.548\t0.744\t-0.532\t-1.735\t0.000\t1.023\t0.993\t0.988\t0.879\t1.784\t1.003\t0.852\n1\t0.582\t-0.450\t-0.398\t1.704\t0.139\t2.506\t0.479\t-1.057\t2.173\t3.251\t1.373\t0.855\t0.000\t1.588\t2.155\t-0.417\t0.000\t1.126\t0.038\t0.538\t0.000\t1.007\t0.864\t0.986\t2.596\t1.086\t1.699\t1.364\n1\t0.665\t0.934\t1.095\t1.052\t-1.646\t0.637\t1.850\t0.035\t0.000\t0.975\t0.258\t-0.405\t2.215\t0.828\t-0.153\t-1.703\t2.548\t0.532\t1.578\t1.279\t0.000\t0.801\t1.078\t0.989\t0.543\t0.904\t0.891\t0.850\n0\t0.829\t1.805\t-0.112\t0.585\t1.605\t0.319\t1.455\t0.736\t0.000\t0.457\t-0.395\t-0.722\t2.215\t0.523\t0.159\t-1.725\t0.000\t0.448\t-0.165\t-0.268\t0.000\t0.776\t0.754\t0.989\t0.735\t0.439\t0.716\t0.626\n1\t0.487\t0.043\t-0.651\t0.157\t-0.174\t0.763\t0.428\t-1.464\t2.173\t0.740\t0.086\t-0.138\t2.215\t0.892\t-1.604\t0.528\t0.000\t1.639\t-0.709\t1.049\t0.000\t0.870\t1.100\t0.851\t0.941\t1.047\t1.058\t0.871\n0\t1.677\t-0.637\t-1.491\t0.966\t-1.148\t0.898\t-0.832\t0.490\t2.173\t0.640\t0.426\t0.309\t0.000\t0.971\t0.207\t-1.732\t0.000\t0.930\t-0.883\t1.157\t1.551\t0.860\t1.098\t0.984\t1.356\t0.557\t0.943\t1.028\n1\t0.729\t0.406\t-1.293\t0.645\t1.192\t0.751\t0.715\t1.387\t2.173\t0.907\t0.534\t-0.571\t2.215\t1.363\t-0.316\t-0.311\t0.000\t0.861\t-0.668\t0.766\t0.000\t1.024\t0.937\t0.990\t0.651\t1.197\t0.922\t0.854\n0\t0.741\t0.264\t0.828\t0.930\t-1.201\t0.476\t-0.322\t1.091\t0.000\t1.257\t-0.099\t0.090\t2.215\t1.260\t-0.016\t-1.523\t2.548\t0.648\t-0.498\t-0.595\t0.000\t0.855\t0.842\t1.112\t0.696\t1.329\t0.800\t0.695\n0\t0.318\t0.096\t-0.821\t0.529\t-1.037\t1.175\t-1.865\t-1.722\t0.000\t0.836\t-0.543\t0.460\t2.215\t1.280\t0.961\t0.323\t2.548\t0.803\t0.383\t-0.583\t0.000\t2.509\t1.785\t0.999\t1.601\t0.996\t1.677\t1.358\n1\t2.360\t-0.588\t-0.550\t0.371\t-1.581\t1.103\t-0.628\t1.267\t2.173\t0.563\t-1.421\t-0.493\t0.000\t1.237\t0.190\t1.466\t0.000\t1.663\t-0.618\t0.266\t3.102\t0.926\t1.073\t1.038\t0.873\t1.128\t1.006\t0.852\n1\t1.047\t-0.157\t0.034\t0.452\t1.293\t0.735\t-0.670\t-0.557\t2.173\t0.728\t1.142\t0.579\t0.000\t0.791\t1.045\t1.595\t0.000\t0.688\t0.872\t-1.215\t3.102\t0.923\t0.677\t0.987\t0.831\t0.844\t0.888\t0.765\n0\t0.341\t1.150\t-0.992\t0.599\t-1.008\t0.640\t0.458\t1.257\t2.173\t0.894\t-0.296\t0.045\t0.000\t0.759\t0.571\t-1.379\t2.548\t0.594\t0.759\t0.500\t0.000\t0.721\t0.894\t0.993\t0.635\t0.606\t0.666\t0.663\n0\t1.458\t-0.559\t-0.535\t0.581\t1.639\t0.608\t-1.230\t-1.679\t1.087\t0.725\t-2.228\t0.772\t0.000\t0.755\t-0.076\t-1.582\t2.548\t1.352\t0.686\t0.250\t0.000\t2.986\t1.805\t1.180\t0.866\t0.522\t1.192\t1.021\n0\t0.541\t-1.259\t1.619\t0.384\t0.767\t0.790\t-0.951\t0.164\t0.000\t0.990\t-0.278\t-0.830\t2.215\t1.668\t0.410\t1.697\t2.548\t1.058\t0.112\t0.161\t0.000\t0.802\t1.020\t0.995\t0.775\t1.159\t1.040\t0.865\n0\t0.840\t2.235\t0.046\t0.668\t-1.252\t1.428\t0.009\t1.485\t1.087\t1.711\t1.268\t-0.194\t2.215\t0.964\t-0.503\t-1.202\t0.000\t0.546\t1.178\t-0.588\t0.000\t0.992\t0.967\t0.990\t0.882\t2.796\t1.554\t1.301\n0\t1.492\t-0.796\t0.539\t0.688\t0.323\t0.807\t-0.794\t-1.342\t1.087\t0.837\t-0.473\t-0.502\t2.215\t0.519\t-0.229\t-0.938\t0.000\t0.814\t-0.902\t1.726\t0.000\t0.573\t0.607\t0.988\t1.202\t0.853\t0.886\t0.722\n0\t0.756\t1.039\t1.335\t1.841\t-1.470\t1.581\t0.449\t0.232\t2.173\t1.419\t-2.511\t-1.624\t0.000\t1.687\t-2.676\t-0.559\t0.000\t1.352\t0.069\t0.770\t0.000\t0.646\t0.764\t0.990\t0.441\t0.824\t1.013\t0.819\n0\t1.495\t0.737\t-1.221\t0.935\t1.017\t0.581\t0.525\t0.065\t2.173\t0.270\t1.377\t-1.042\t0.000\t0.460\t0.855\t0.345\t0.000\t0.564\t-0.997\t0.516\t3.102\t0.529\t0.658\t1.477\t1.028\t0.638\t0.796\t0.641\n0\t1.325\t-1.343\t0.828\t0.525\t-0.032\t0.440\t0.711\t-1.146\t0.000\t0.713\t0.467\t-0.194\t0.000\t0.916\t-0.675\t-1.573\t2.548\t0.525\t1.200\t1.394\t3.102\t0.911\t0.960\t0.981\t0.980\t0.740\t0.750\t0.818\n0\t1.082\t-0.577\t-1.740\t0.330\t0.107\t0.831\t-2.592\t-0.137\t0.000\t1.700\t-0.147\t0.803\t2.215\t1.931\t-0.869\t-1.088\t2.548\t0.553\t0.158\t0.579\t0.000\t2.076\t1.795\t0.990\t0.908\t2.067\t1.687\t1.348\n0\t0.779\t0.473\t1.546\t0.902\t-0.723\t0.858\t0.541\t0.304\t0.000\t1.111\t0.146\t-0.244\t2.215\t1.835\t-0.126\t-1.553\t2.548\t0.989\t1.099\t0.970\t0.000\t0.970\t1.008\t1.034\t0.785\t1.419\t1.069\t0.897\n1\t0.510\t-0.502\t1.283\t1.428\t0.220\t2.544\t0.099\t-1.212\t0.000\t0.744\t-0.489\t0.404\t0.000\t0.903\t0.149\t-0.113\t2.548\t3.322\t-1.220\t0.836\t1.551\t3.037\t1.886\t0.987\t0.880\t1.561\t1.929\t1.510\n1\t0.654\t-1.137\t0.053\t0.690\t-1.699\t1.923\t-1.043\t1.300\t0.000\t1.346\t-0.194\t-0.178\t0.000\t2.390\t-1.264\t-0.493\t1.274\t1.875\t-0.952\t-1.139\t3.102\t0.828\t1.168\t0.986\t0.877\t0.911\t0.953\t0.853\n0\t1.597\t0.091\t-0.844\t1.228\t-1.200\t1.056\t-0.199\t-0.409\t2.173\t1.127\t-0.818\t1.677\t0.000\t1.160\t-0.861\t0.571\t2.548\t2.065\t-1.092\t1.010\t0.000\t1.220\t1.000\t0.998\t0.881\t1.188\t1.136\t1.114\n1\t0.948\t-0.751\t-0.939\t1.035\t1.715\t0.963\t0.521\t0.620\t2.173\t0.440\t-0.758\t-0.458\t0.000\t0.683\t0.896\t-1.288\t2.548\t0.534\t1.898\t1.308\t0.000\t0.745\t0.751\t0.991\t0.748\t1.026\t0.902\t0.817\n0\t0.460\t0.494\t-0.403\t1.473\t-0.370\t1.159\t-2.180\t0.951\t0.000\t1.352\t-0.261\t-1.132\t2.215\t0.792\t0.071\t0.243\t0.000\t0.830\t2.429\t0.608\t0.000\t0.590\t2.131\t0.980\t1.321\t1.213\t2.017\t1.621\n1\t2.549\t-0.524\t1.716\t2.156\t-1.269\t1.851\t-2.412\t0.412\t0.000\t1.480\t0.195\t-0.645\t0.000\t0.568\t0.796\t-0.816\t2.548\t0.809\t0.908\t0.271\t3.102\t1.109\t0.850\t1.419\t1.105\t0.434\t0.996\t0.946\n0\t0.866\t0.122\t0.781\t1.087\t1.529\t0.661\t0.638\t-1.143\t0.000\t0.886\t0.425\t-0.236\t2.215\t0.550\t-0.187\t-0.458\t1.274\t0.837\t0.900\t0.715\t0.000\t0.985\t0.896\t0.995\t0.755\t0.284\t0.668\t0.659\n0\t0.557\t0.274\t1.131\t1.700\t-1.611\t1.087\t-1.086\t-1.181\t1.087\t1.343\t0.701\t0.347\t0.000\t1.170\t0.465\t0.802\t2.548\t1.406\t0.734\t-0.160\t0.000\t0.803\t0.772\t0.993\t1.703\t1.859\t1.433\t1.296\n0\t1.450\t-1.520\t0.347\t0.942\t-0.428\t1.532\t-0.545\t-1.176\t2.173\t0.449\t0.212\t-1.331\t0.000\t1.018\t-2.413\t1.023\t0.000\t1.601\t0.476\t0.932\t0.000\t1.005\t0.649\t1.040\t1.597\t1.100\t1.083\t1.098\n1\t0.634\t2.178\t-0.858\t0.966\t-0.583\t2.775\t1.462\t1.187\t0.000\t1.010\t0.737\t-0.567\t0.000\t0.957\t0.092\t-1.136\t2.548\t2.613\t-0.708\t-0.585\t0.000\t0.916\t0.723\t0.989\t0.691\t0.517\t0.588\t0.589\n1\t1.245\t2.112\t0.378\t0.708\t1.646\t0.332\t-2.529\t1.463\t0.000\t0.776\t1.141\t-0.440\t1.107\t0.472\t-0.204\t-1.565\t1.274\t0.652\t-0.035\t0.175\t0.000\t0.603\t0.548\t1.183\t1.061\t0.732\t0.817\t0.692\n0\t1.041\t-0.311\t1.188\t0.728\t-0.160\t0.384\t0.206\t0.032\t0.000\t0.488\t-0.541\t-0.434\t2.215\t1.271\t0.150\t1.722\t2.548\t0.915\t-0.397\t-1.437\t0.000\t0.933\t0.804\t1.131\t0.684\t0.838\t0.640\t0.590\n0\t1.005\t1.683\t0.469\t0.278\t1.217\t1.266\t0.937\t-1.076\t0.000\t1.105\t0.762\t0.857\t2.215\t0.633\t0.135\t-0.169\t2.548\t0.668\t1.216\t1.717\t0.000\t0.898\t0.897\t0.988\t0.643\t0.766\t0.886\t0.800\n0\t0.392\t-0.226\t0.907\t1.461\t-1.627\t1.673\t-1.974\t0.185\t0.000\t0.564\t-1.894\t1.587\t0.000\t1.579\t-0.865\t-1.590\t2.548\t0.862\t-0.944\t0.145\t0.000\t0.955\t0.888\t0.988\t0.597\t0.431\t0.573\t0.549\n1\t0.919\t0.194\t-0.976\t0.735\t0.382\t0.619\t-0.242\t-0.367\t0.000\t1.303\t-0.022\t1.671\t2.215\t0.823\t0.662\t0.927\t1.274\t0.746\t1.643\t1.380\t0.000\t1.742\t1.123\t1.071\t0.927\t0.804\t0.920\t0.805\n1\t0.539\t-0.549\t0.493\t1.731\t-1.450\t0.562\t0.148\t1.189\t1.087\t0.698\t0.483\t-0.384\t2.215\t0.691\t-0.212\t-0.043\t0.000\t0.544\t0.980\t-1.328\t0.000\t0.807\t0.745\t1.317\t1.005\t0.925\t0.790\t0.688\n0\t1.408\t1.020\t-0.673\t0.693\t1.157\t0.720\t-0.442\t1.195\t0.000\t0.777\t0.516\t1.439\t0.000\t0.619\t-1.233\t-0.543\t2.548\t0.546\t-1.350\t-0.211\t0.000\t0.877\t0.880\t1.364\t1.212\t0.644\t0.796\t0.868\n0\t0.936\t0.174\t-0.733\t0.654\t1.317\t1.084\t2.003\t1.262\t0.000\t1.201\t-0.749\t-1.250\t0.000\t2.018\t-0.592\t-0.345\t1.274\t0.969\t0.519\t0.195\t3.102\t1.725\t1.476\t1.043\t0.959\t0.883\t1.100\t0.959\n1\t1.504\t-0.080\t1.626\t1.061\t-0.971\t1.701\t1.540\t0.941\t0.000\t1.558\t-1.209\t-0.349\t2.215\t0.954\t0.701\t-0.229\t2.548\t1.038\t-0.640\t1.254\t0.000\t0.834\t1.145\t1.257\t1.017\t1.544\t1.158\t0.999\n0\t0.463\t-0.265\t1.143\t0.445\t-0.907\t0.744\t-0.470\t1.684\t2.173\t0.614\t0.926\t0.170\t0.000\t1.077\t1.540\t-0.324\t2.548\t0.794\t0.216\t1.120\t0.000\t0.758\t1.014\t0.985\t1.693\t1.817\t1.256\t1.037\n1\t1.601\t0.205\t0.104\t0.109\t-1.544\t1.666\t-0.458\t-1.544\t0.000\t1.588\t0.041\t1.066\t2.215\t1.751\t-0.171\t-0.327\t0.000\t2.025\t0.564\t-0.577\t0.000\t1.037\t0.986\t0.987\t1.012\t0.488\t1.061\t0.881\n1\t0.436\t1.226\t1.020\t0.521\t-0.517\t1.356\t0.539\t-1.599\t0.000\t0.735\t-0.010\t0.176\t0.000\t0.883\t0.236\t1.151\t2.548\t1.066\t2.313\t0.267\t0.000\t0.802\t0.794\t0.996\t0.746\t0.972\t0.633\t0.594\n0\t1.448\t-0.116\t1.070\t0.596\t0.270\t0.818\t-0.288\t1.665\t2.173\t1.961\t-0.396\t-0.277\t1.107\t0.594\t-0.065\t-1.308\t0.000\t1.084\t1.934\t-1.711\t0.000\t1.368\t1.404\t0.988\t1.278\t1.836\t1.488\t1.232\n1\t0.876\t-0.925\t-1.729\t1.207\t-1.274\t0.400\t-0.663\t1.022\t0.000\t1.077\t-0.110\t-0.024\t2.215\t1.045\t0.515\t-1.287\t0.000\t1.649\t1.061\t0.477\t3.102\t0.723\t0.897\t1.001\t1.326\t1.044\t1.047\t0.849\n1\t1.435\t0.393\t0.264\t1.023\t-0.161\t1.010\t-0.169\t1.415\t2.173\t1.092\t-0.949\t-1.259\t2.215\t0.520\t-1.350\t0.455\t0.000\t0.936\t0.069\t-1.405\t0.000\t1.015\t0.925\t0.998\t1.644\t1.213\t1.323\t1.076\n1\t1.611\t-1.168\t1.419\t0.335\t-1.111\t0.684\t-0.301\t-0.237\t2.173\t0.465\t-1.417\t-0.548\t0.000\t0.577\t-0.161\t-0.688\t0.000\t0.655\t-1.573\t1.516\t0.000\t0.901\t1.026\t0.989\t1.041\t0.846\t0.898\t0.781\n1\t0.903\t0.807\t-1.008\t0.494\t-0.413\t0.724\t-0.108\t0.934\t2.173\t0.708\t0.312\t-1.544\t1.107\t0.614\t0.583\t0.815\t0.000\t1.206\t-0.479\t-0.400\t0.000\t1.043\t0.877\t0.988\t1.253\t0.861\t0.896\t0.836\n1\t0.718\t-2.143\t0.263\t0.519\t-1.504\t0.640\t-1.512\t1.171\t1.087\t0.651\t-1.488\t-1.527\t0.000\t1.198\t-0.662\t-0.494\t2.548\t0.741\t-1.181\t0.086\t0.000\t0.900\t0.803\t0.989\t0.685\t1.176\t0.707\t0.629\n1\t0.277\t-1.792\t-1.324\t0.678\t0.779\t0.678\t0.015\t1.185\t0.000\t0.491\t0.181\t-1.581\t0.000\t1.481\t-0.749\t-0.264\t2.548\t1.146\t0.234\t-0.895\t1.551\t0.874\t1.035\t0.980\t0.702\t0.788\t0.730\t0.653\n1\t0.534\t1.390\t0.768\t0.365\t-1.331\t0.538\t-0.117\t1.730\t2.173\t0.368\t-0.597\t-0.171\t0.000\t0.459\t-1.697\t-0.146\t0.000\t0.753\t-0.838\t0.520\t0.000\t0.465\t0.882\t0.993\t0.662\t0.553\t0.661\t0.638\n1\t0.721\t0.578\t0.266\t0.972\t-0.725\t1.138\t-0.255\t0.999\t2.173\t1.135\t0.440\t-1.085\t0.000\t0.515\t-0.702\t-0.144\t2.548\t0.803\t-0.533\t-1.113\t0.000\t0.715\t0.718\t0.983\t1.305\t0.855\t0.896\t0.883\n1\t1.097\t0.681\t1.297\t1.372\t0.567\t0.933\t0.037\t-0.984\t2.173\t0.680\t0.846\t-0.212\t2.215\t0.743\t-0.531\t1.707\t0.000\t0.869\t-0.022\t-0.375\t0.000\t0.882\t0.834\t1.038\t1.299\t0.905\t0.928\t0.813\n1\t1.035\t1.047\t1.431\t0.462\t0.161\t0.849\t-0.227\t-1.550\t2.173\t0.704\t0.324\t-0.087\t2.215\t0.730\t0.715\t0.756\t0.000\t0.820\t0.078\t-0.655\t0.000\t0.869\t0.943\t0.986\t0.738\t1.148\t0.767\t0.670\n1\t0.692\t0.540\t-0.531\t1.278\t-1.293\t1.535\t0.164\t-1.470\t0.000\t1.471\t-0.735\t0.074\t2.215\t2.209\t-1.331\t0.637\t2.548\t0.455\t0.511\t0.620\t0.000\t1.248\t1.866\t0.985\t1.616\t1.158\t1.610\t1.336\n1\t0.485\t0.212\t-0.200\t1.908\t0.257\t0.802\t-0.636\t1.648\t2.173\t0.869\t0.125\t-1.063\t2.215\t0.730\t-0.801\t0.742\t0.000\t0.563\t-1.518\t-1.227\t0.000\t0.775\t0.925\t0.991\t1.695\t0.926\t1.217\t1.117\n1\t1.157\t0.867\t-0.518\t0.963\t-0.392\t0.319\t0.850\t-1.468\t0.000\t0.895\t1.433\t1.368\t0.000\t0.741\t1.901\t1.567\t0.000\t1.201\t0.348\t0.465\t3.102\t0.721\t0.969\t0.980\t0.754\t0.473\t0.683\t0.774\n1\t0.937\t-1.100\t-1.091\t0.739\t1.553\t1.115\t-0.749\t-1.658\t2.173\t1.389\t-0.319\t0.297\t0.000\t1.457\t0.794\t-0.775\t0.000\t2.499\t-0.112\t1.023\t0.000\t0.960\t1.164\t0.987\t0.659\t0.650\t1.075\t0.908\n1\t0.599\t-0.499\t0.117\t1.374\t-0.984\t1.014\t-0.507\t1.025\t2.173\t1.122\t-0.790\t-0.525\t2.215\t0.919\t-0.917\t0.196\t0.000\t0.819\t-1.326\t1.691\t0.000\t0.975\t0.948\t1.052\t0.656\t1.564\t0.925\t0.813\n0\t0.564\t-1.735\t0.062\t0.185\t-1.231\t0.728\t0.057\t0.910\t1.087\t1.064\t-0.011\t-0.908\t2.215\t1.102\t0.774\t-1.185\t0.000\t1.361\t1.520\t-0.029\t0.000\t0.968\t1.103\t0.982\t0.803\t1.293\t0.986\t0.952\n1\t0.430\t1.524\t-0.996\t0.378\t0.658\t0.792\t-0.227\t-0.691\t2.173\t1.342\t-0.792\t0.629\t0.000\t0.457\t0.705\t-1.642\t0.000\t0.600\t-0.987\t1.417\t3.102\t1.503\t0.896\t0.994\t0.776\t0.780\t0.832\t0.753\n1\t0.305\t1.173\t-0.190\t0.257\t1.042\t1.543\t0.999\t-1.675\t0.000\t2.166\t0.502\t0.171\t2.215\t1.184\t-0.161\t-1.684\t2.548\t0.717\t-0.442\t0.325\t0.000\t0.919\t0.931\t0.987\t1.039\t1.797\t1.231\t0.970\n0\t1.044\t0.869\t-0.758\t0.706\t-1.460\t1.206\t0.122\t0.883\t1.087\t0.846\t-0.110\t0.121\t0.000\t1.604\t-1.693\t-0.994\t0.000\t1.269\t0.767\t0.635\t3.102\t2.323\t2.043\t0.987\t1.469\t0.609\t1.539\t1.585\n0\t0.606\t0.522\t0.922\t1.061\t-0.271\t0.886\t-0.650\t1.209\t2.173\t0.764\t0.292\t-0.921\t2.215\t1.407\t0.285\t0.008\t0.000\t2.007\t-1.438\t-1.473\t0.000\t0.919\t0.964\t0.988\t1.147\t1.287\t1.034\t0.874\n0\t0.774\t-0.606\t-0.130\t1.562\t0.644\t1.005\t-1.452\t-1.726\t2.173\t1.106\t-1.241\t-0.103\t2.215\t0.780\t-0.703\t-1.298\t0.000\t1.100\t-0.844\t-0.644\t0.000\t0.909\t1.044\t0.988\t0.832\t1.550\t1.057\t0.947\n0\t0.461\t-0.009\t-1.427\t1.320\t-0.494\t1.618\t-0.034\t1.169\t2.173\t0.660\t2.458\t-0.572\t0.000\t0.331\t-2.591\t1.552\t0.000\t1.307\t0.225\t-0.360\t3.102\t0.834\t0.995\t0.987\t1.498\t1.529\t1.084\t1.093\n0\t1.651\t-0.724\t-0.003\t0.637\t0.604\t1.031\t0.861\t-1.730\t2.173\t0.465\t1.314\t-1.063\t2.215\t0.492\t0.012\t0.324\t0.000\t0.464\t1.624\t0.322\t0.000\t0.594\t0.923\t0.989\t1.073\t0.629\t1.106\t0.881\n0\t1.977\t1.600\t0.129\t0.370\t-1.618\t0.680\t1.261\t0.726\t0.000\t1.168\t1.240\t-1.281\t2.215\t0.537\t1.682\t-1.667\t0.000\t1.043\t0.640\t-1.585\t3.102\t0.959\t1.046\t1.185\t0.922\t0.371\t0.807\t0.755\n0\t1.487\t1.030\t0.198\t1.399\t0.269\t1.832\t-1.063\t1.564\t0.000\t1.162\t0.535\t-0.713\t2.215\t0.874\t1.375\t-0.457\t0.000\t1.005\t-0.050\t-1.469\t3.102\t0.510\t0.729\t0.985\t1.268\t0.685\t1.032\t0.790\n0\t0.472\t1.839\t0.474\t1.223\t1.343\t1.371\t-0.387\t-0.755\t0.000\t1.335\t0.164\t0.388\t2.215\t0.977\t1.012\t-1.692\t0.000\t0.435\t2.489\t-1.348\t0.000\t0.884\t1.307\t0.996\t0.978\t0.675\t1.041\t1.006\n0\t1.267\t1.363\t-1.494\t0.472\t-1.248\t0.607\t0.370\t-0.679\t0.000\t0.969\t1.704\t1.317\t0.000\t1.369\t-0.885\t0.100\t2.548\t0.843\t-0.060\t0.258\t0.000\t0.853\t0.925\t0.982\t0.592\t1.038\t1.384\t1.120\n1\t0.408\t-1.291\t0.096\t1.091\t-0.296\t1.418\t0.673\t1.507\t2.173\t0.599\t-0.510\t0.252\t0.000\t0.449\t0.171\t-1.385\t0.000\t0.400\t0.378\t-0.516\t3.102\t0.844\t1.203\t0.985\t0.472\t0.777\t0.891\t0.768\n1\t0.813\t0.110\t1.020\t0.796\t-0.482\t0.547\t1.183\t-1.261\t0.000\t0.703\t-1.389\t1.390\t2.215\t0.998\t1.613\t0.525\t0.000\t1.160\t-0.234\t0.070\t3.102\t0.650\t0.830\t1.088\t0.940\t0.904\t1.047\t0.863\n0\t1.206\t-0.267\t0.208\t0.594\t1.402\t0.687\t0.551\t-1.704\t0.000\t0.364\t0.328\t-1.372\t2.215\t0.783\t-1.079\t-0.608\t2.548\t0.405\t0.444\t0.281\t0.000\t0.786\t0.986\t1.032\t0.669\t0.597\t0.594\t0.621\n1\t0.466\t-0.732\t-0.382\t1.825\t0.995\t1.036\t1.133\t-1.170\t2.173\t0.702\t-1.457\t0.795\t0.000\t1.408\t-0.127\t-0.783\t2.548\t0.526\t0.372\t0.947\t0.000\t0.904\t1.126\t1.209\t1.829\t1.154\t1.289\t1.166\n0\t0.308\t0.478\t-1.365\t2.144\t-1.700\t0.817\t-0.306\t0.005\t0.000\t0.654\t1.038\t0.420\t0.000\t0.747\t0.129\t1.410\t0.000\t0.754\t-1.077\t-0.157\t0.000\t0.981\t0.656\t0.990\t0.472\t0.240\t0.421\t0.606\n1\t2.065\t-0.545\t-0.907\t0.428\t0.719\t0.978\t-0.843\t1.035\t2.173\t0.897\t-1.602\t1.690\t2.215\t0.515\t-0.340\t0.774\t0.000\t0.794\t0.141\t-0.096\t0.000\t0.994\t1.103\t1.295\t1.084\t0.952\t0.978\t0.887\n1\t0.660\t-0.712\t1.606\t0.471\t-0.562\t1.135\t0.341\t0.404\t0.000\t1.730\t-1.129\t-0.872\t2.215\t1.478\t-1.252\t0.958\t0.000\t1.463\t-0.185\t-1.369\t3.102\t2.519\t1.792\t0.985\t1.049\t0.936\t1.538\t1.199\n0\t0.662\t-1.682\t0.254\t1.132\t-0.909\t0.914\t-0.743\t0.479\t0.000\t1.280\t-0.157\t-1.538\t0.000\t1.070\t-0.257\t1.129\t0.000\t1.036\t2.429\t-1.490\t0.000\t1.068\t0.912\t1.039\t0.919\t0.912\t0.983\t0.961\n0\t0.568\t-1.189\t-0.872\t1.624\t1.393\t1.026\t-0.455\t-1.399\t0.000\t1.313\t-1.154\t0.613\t1.107\t0.762\t0.205\t-0.133\t1.274\t0.617\t1.868\t-0.300\t0.000\t0.258\t0.557\t1.186\t1.000\t1.050\t1.162\t1.213\n1\t1.111\t1.560\t-0.689\t0.660\t-0.530\t2.317\t-0.741\t0.779\t1.087\t1.047\t-0.114\t-0.517\t1.107\t2.357\t0.695\t-1.527\t0.000\t1.710\t0.649\t-0.207\t0.000\t0.964\t1.491\t0.992\t2.492\t2.233\t2.093\t1.754\n1\t1.802\t0.828\t-1.468\t1.536\t1.439\t1.159\t1.380\t0.151\t2.173\t0.652\t0.227\t-0.712\t2.215\t0.779\t0.289\t-0.025\t0.000\t0.674\t1.729\t0.605\t0.000\t0.906\t0.802\t1.148\t1.646\t1.192\t1.167\t0.965\n1\t1.632\t1.196\t0.552\t0.288\t0.171\t0.768\t1.277\t-1.299\t2.173\t1.137\t1.306\t1.263\t0.000\t0.458\t0.968\t-0.376\t0.000\t1.484\t2.035\t-0.692\t0.000\t0.725\t0.827\t0.981\t0.844\t1.291\t0.962\t0.929\n0\t0.315\t1.183\t-0.662\t0.470\t0.255\t0.335\t0.951\t0.798\t2.173\t0.619\t1.629\t1.596\t0.000\t0.963\t1.123\t-0.992\t2.548\t0.398\t0.134\t0.438\t0.000\t0.776\t0.688\t0.994\t0.697\t0.714\t0.664\t0.638\n0\t2.002\t0.597\t0.906\t1.390\t0.357\t0.869\t0.347\t0.251\t2.173\t2.277\t-0.351\t-1.134\t0.000\t0.925\t-0.819\t-1.700\t0.000\t0.972\t0.262\t-1.009\t3.102\t1.245\t0.827\t1.096\t0.765\t0.882\t1.087\t1.243\n0\t0.342\t2.116\t0.135\t1.931\t1.302\t0.726\t1.235\t0.395\t2.173\t0.928\t0.558\t-0.234\t2.215\t1.202\t1.278\t-0.786\t0.000\t0.865\t1.385\t-1.581\t0.000\t0.752\t1.001\t0.986\t1.445\t0.770\t1.043\t0.928\n1\t0.969\t0.322\t0.500\t1.210\t-0.313\t0.645\t-1.398\t1.215\t2.173\t0.649\t-0.395\t-0.355\t0.000\t1.271\t1.244\t-1.693\t0.000\t1.180\t1.073\t-0.684\t0.000\t1.067\t0.844\t1.003\t1.311\t1.016\t1.241\t1.088\n0\t0.775\t-0.724\t-1.033\t0.673\t-0.156\t0.870\t0.448\t0.142\t2.173\t0.915\t-1.909\t-0.805\t0.000\t1.133\t-1.390\t1.476\t2.548\t1.443\t0.253\t1.188\t0.000\t0.900\t0.896\t0.994\t0.831\t1.840\t1.462\t1.215\n1\t0.806\t-0.786\t1.701\t0.751\t1.413\t1.216\t-1.195\t-1.073\t0.000\t1.739\t-0.405\t0.756\t2.215\t0.694\t-0.475\t0.263\t0.000\t0.934\t-0.982\t0.216\t3.102\t0.880\t0.956\t0.992\t0.746\t0.701\t0.862\t0.736\n1\t0.470\t-0.240\t1.010\t0.799\t-1.036\t0.679\t0.048\t-1.211\t2.173\t0.845\t-0.505\t0.266\t0.000\t0.954\t0.319\t0.024\t0.000\t0.450\t0.162\t0.401\t0.000\t0.686\t1.056\t0.993\t0.662\t0.731\t0.832\t0.731\n1\t2.191\t0.725\t0.379\t0.715\t0.114\t0.967\t0.582\t-1.446\t1.087\t1.482\t-0.554\t1.133\t2.215\t1.411\t-2.391\t-0.642\t0.000\t0.588\t0.530\t-1.152\t0.000\t1.181\t1.839\t0.986\t1.425\t1.677\t1.819\t1.818\n1\t1.156\t-0.205\t0.784\t1.604\t0.364\t1.566\t-0.411\t-1.711\t2.173\t1.754\t-0.152\t-0.684\t0.000\t0.648\t1.293\t-0.456\t0.000\t0.938\t-0.906\t0.935\t3.102\t1.465\t1.392\t0.997\t1.588\t0.983\t1.294\t1.265\n1\t0.563\t-0.399\t-1.400\t1.293\t-0.076\t1.038\t-1.101\t-0.993\t0.000\t1.166\t-0.222\t0.356\t0.000\t1.003\t-0.313\t-0.364\t0.000\t2.819\t0.076\t1.286\t1.551\t1.006\t1.229\t1.098\t1.124\t0.841\t0.997\t0.897\n1\t1.862\t-0.351\t0.695\t0.952\t0.257\t1.168\t0.014\t-1.066\t2.173\t1.166\t0.597\t1.478\t1.107\t0.437\t-1.017\t-0.364\t0.000\t1.007\t0.316\t-0.503\t0.000\t0.607\t1.051\t0.994\t1.574\t1.391\t1.284\t1.019\n0\t0.458\t0.953\t-0.724\t1.262\t0.721\t0.606\t0.490\t-1.157\t2.173\t0.958\t0.898\t-0.005\t0.000\t1.330\t-0.950\t1.586\t0.000\t0.528\t1.709\t-0.726\t0.000\t0.785\t0.892\t1.016\t0.983\t0.997\t0.883\t0.798\n0\t1.030\t0.716\t0.225\t1.720\t0.895\t1.390\t-0.051\t-0.632\t0.000\t0.430\t-2.800\t1.186\t0.000\t1.586\t-1.360\t-1.354\t0.000\t1.222\t0.058\t1.496\t3.102\t0.808\t0.858\t1.049\t0.822\t0.183\t0.723\t0.871\n1\t1.278\t2.224\t0.845\t0.491\t-1.106\t0.453\t1.028\t0.098\t1.087\t0.701\t0.462\t-1.077\t2.215\t0.786\t0.692\t1.222\t0.000\t0.862\t0.876\t-0.566\t0.000\t0.917\t0.716\t1.079\t0.828\t0.760\t0.809\t0.713\n0\t0.318\t0.709\t-1.278\t2.134\t-0.401\t0.990\t-1.377\t1.107\t1.087\t0.444\t-1.660\t1.711\t0.000\t0.708\t-0.428\t-0.913\t0.000\t0.449\t0.684\t0.884\t3.102\t0.829\t0.965\t0.995\t0.673\t0.960\t1.808\t1.512\n1\t0.639\t-0.651\t1.540\t1.018\t1.589\t0.403\t0.046\t-1.731\t0.000\t0.735\t1.250\t-0.300\t2.215\t1.597\t0.246\t-0.152\t0.000\t1.102\t1.247\t-1.640\t0.000\t0.849\t0.971\t0.980\t1.064\t0.916\t1.333\t1.029\n1\t1.749\t-1.253\t-1.248\t0.213\t-0.697\t1.072\t-1.216\t-0.634\t0.000\t1.700\t-0.450\t1.186\t2.215\t1.778\t0.166\t0.270\t2.548\t0.468\t1.604\t1.164\t0.000\t2.727\t1.941\t0.977\t1.235\t1.488\t1.496\t1.301\n1\t0.711\t1.387\t-0.550\t0.682\t1.169\t0.840\t0.675\t-0.416\t0.000\t0.670\t0.423\t1.652\t2.215\t1.162\t-1.547\t0.720\t2.548\t1.221\t-1.052\t-1.394\t0.000\t0.820\t0.941\t0.986\t2.025\t1.390\t1.340\t1.174\n1\t2.221\t-0.485\t-0.529\t1.659\t-1.097\t1.174\t-0.588\t1.232\t2.173\t0.516\t0.873\t0.734\t2.215\t0.480\t0.239\t0.155\t0.000\t0.727\t-0.675\t0.738\t0.000\t0.491\t0.729\t1.301\t1.295\t1.061\t1.266\t0.968\n1\t0.646\t1.537\t0.597\t0.585\t-0.993\t0.415\t-0.661\t-0.411\t2.173\t1.071\t1.309\t-1.148\t0.000\t1.105\t-0.176\t1.601\t2.548\t0.742\t1.322\t-0.218\t0.000\t0.874\t1.170\t0.984\t0.830\t0.844\t0.915\t0.784\n0\t1.087\t-0.371\t-1.135\t0.986\t1.413\t1.557\t-0.756\t0.358\t1.087\t0.805\t-0.740\t-0.141\t0.000\t1.329\t0.961\t-1.615\t0.000\t2.037\t-0.953\t-0.881\t1.551\t0.841\t1.651\t1.073\t1.399\t1.733\t1.539\t1.251\n0\t1.526\t0.015\t0.377\t1.189\t0.370\t2.183\t-0.313\t0.248\t1.087\t1.187\t-1.013\t-1.736\t0.000\t2.235\t-0.533\t-1.236\t2.548\t0.977\t0.086\t1.505\t0.000\t0.903\t0.936\t0.989\t0.698\t2.703\t1.564\t1.326\n0\t0.480\t1.213\t-1.015\t0.266\t-1.263\t1.325\t-0.053\t0.257\t2.173\t0.915\t0.854\t-1.458\t2.215\t1.408\t2.276\t-1.334\t0.000\t0.644\t1.589\t0.852\t0.000\t1.018\t1.045\t1.000\t1.052\t1.799\t1.584\t1.294\n1\t0.477\t1.135\t0.031\t0.819\t1.296\t1.230\t0.902\t-1.424\t2.173\t1.009\t0.063\t0.280\t2.215\t0.398\t1.060\t0.973\t0.000\t0.510\t-1.712\t-0.307\t0.000\t0.564\t0.803\t0.987\t1.128\t1.787\t1.139\t0.863\n1\t0.847\t-0.198\t0.589\t0.753\t-1.645\t0.926\t-0.963\t0.268\t0.000\t1.480\t-0.879\t-1.251\t0.000\t0.834\t-0.740\t0.969\t2.548\t0.775\t-0.250\t-0.407\t1.551\t2.437\t1.362\t1.000\t0.594\t0.602\t0.897\t0.798\n1\t1.502\t1.235\t-0.315\t0.909\t0.387\t0.979\t1.103\t-0.781\t2.173\t1.137\t1.371\t0.526\t2.215\t1.361\t1.278\t1.279\t0.000\t2.196\t-1.677\t1.656\t0.000\t0.478\t3.022\t0.985\t0.742\t1.453\t2.434\t2.159\n1\t1.409\t-1.383\t0.839\t1.938\t1.094\t1.174\t-2.623\t-1.023\t0.000\t1.580\t-0.498\t-0.586\t2.215\t0.838\t-0.857\t0.256\t0.000\t0.943\t1.605\t1.586\t0.000\t2.146\t1.171\t0.992\t1.680\t0.806\t1.074\t1.228\n1\t1.165\t-0.383\t-0.555\t0.299\t1.551\t0.830\t-0.577\t0.269\t2.173\t0.562\t-0.921\t1.593\t2.215\t0.724\t1.309\t-1.327\t0.000\t0.623\t0.373\t1.196\t0.000\t0.682\t0.879\t0.990\t0.848\t0.952\t0.858\t0.758\n1\t1.842\t0.028\t0.346\t0.722\t-0.478\t0.706\t2.140\t1.680\t0.000\t0.740\t0.565\t-1.321\t1.107\t1.094\t0.686\t0.842\t0.000\t0.618\t-0.298\t-1.207\t0.000\t1.021\t0.830\t1.079\t0.693\t0.373\t0.674\t0.654\n1\t2.836\t-0.194\t1.465\t0.223\t0.455\t1.387\t-1.969\t-0.347\t0.000\t1.212\t0.981\t0.516\t2.215\t0.613\t0.204\t-1.408\t0.000\t0.791\t0.940\t-1.302\t3.102\t2.610\t2.268\t0.994\t1.309\t0.883\t2.074\t1.746\n1\t1.802\t1.481\t-0.873\t0.561\t-1.042\t1.125\t1.176\t0.878\t2.173\t0.758\t0.715\t-1.725\t1.107\t0.378\t1.608\t0.596\t0.000\t1.163\t-0.248\t-0.123\t0.000\t0.999\t0.927\t0.976\t1.490\t1.019\t1.076\t1.006\n1\t0.365\t0.334\t1.060\t1.061\t-0.253\t0.770\t1.179\t-0.724\t2.173\t0.593\t1.424\t0.614\t0.000\t1.072\t1.216\t1.351\t0.000\t1.174\t1.919\t-0.404\t0.000\t0.865\t0.902\t0.985\t0.852\t1.124\t0.894\t0.770\n0\t0.543\t0.053\t0.195\t1.206\t1.437\t1.140\t-1.940\t0.242\t0.000\t1.352\t-1.015\t-1.244\t2.215\t1.086\t-0.936\t1.184\t2.548\t0.782\t-1.885\t-0.817\t0.000\t0.844\t1.038\t1.009\t1.099\t1.050\t0.925\t0.825\n0\t0.460\t-1.249\t1.561\t0.825\t0.232\t0.783\t0.029\t0.693\t0.000\t0.972\t-0.197\t-0.220\t2.215\t0.819\t-0.243\t1.455\t0.000\t1.181\t-1.435\t-1.644\t0.000\t0.937\t0.928\t0.986\t0.709\t0.747\t0.762\t0.679\n1\t1.110\t0.944\t-0.582\t1.145\t0.092\t1.085\t0.364\t1.453\t1.087\t0.762\t-1.966\t-0.135\t0.000\t0.877\t-0.946\t-1.470\t2.548\t0.739\t-0.754\t-0.896\t0.000\t0.845\t0.801\t0.986\t1.404\t1.099\t1.213\t1.420\n0\t0.928\t-0.271\t-1.611\t0.958\t1.294\t1.261\t0.916\t-0.415\t2.173\t1.222\t1.148\t-0.091\t0.000\t2.110\t1.517\t1.609\t0.000\t1.554\t-0.114\t0.474\t3.102\t0.465\t1.552\t0.986\t1.358\t1.346\t1.321\t1.150\n1\t1.328\t0.741\t1.358\t1.446\t-0.177\t0.695\t-0.337\t-0.899\t2.173\t0.632\t-0.778\t0.155\t2.215\t0.505\t1.032\t-0.979\t0.000\t0.468\t1.421\t-0.519\t0.000\t0.266\t0.849\t1.886\t1.319\t0.824\t1.001\t0.810\n0\t1.292\t-1.242\t1.562\t0.352\t1.736\t0.422\t0.220\t-0.691\t2.173\t0.764\t-0.320\t0.758\t0.000\t1.267\t-0.812\t0.169\t2.548\t0.742\t-1.429\t0.039\t0.000\t0.944\t0.921\t0.987\t0.959\t0.832\t0.775\t0.718\n0\t0.722\t0.769\t0.402\t0.755\t-0.706\t0.623\t0.240\t-1.417\t2.173\t0.492\t0.178\t1.470\t0.000\t0.640\t-0.381\t-0.142\t2.548\t0.724\t1.265\t0.620\t0.000\t0.854\t0.786\t0.985\t0.758\t0.765\t0.696\t0.639\n1\t0.615\t0.839\t-0.767\t1.261\t0.258\t2.247\t-0.196\t1.439\t0.000\t3.664\t-0.834\t-0.517\t0.000\t1.221\t-0.394\t0.854\t0.000\t1.195\t0.374\t1.203\t3.102\t0.904\t0.634\t0.987\t0.546\t0.108\t0.483\t0.522\n1\t0.414\t0.829\t-0.924\t0.812\t-0.354\t1.055\t0.086\t0.211\t2.173\t1.301\t-0.861\t1.657\t0.000\t0.761\t-0.024\t1.094\t2.548\t0.581\t-1.138\t1.554\t0.000\t0.968\t0.819\t0.995\t1.558\t0.800\t1.134\t1.454\n0\t0.556\t1.301\t0.363\t0.855\t1.312\t0.528\t1.230\t-0.839\t2.173\t0.672\t2.038\t-0.520\t0.000\t0.500\t1.972\t0.509\t0.000\t0.796\t0.322\t1.557\t3.102\t0.712\t0.844\t0.986\t0.867\t0.646\t0.680\t0.634\n1\t0.951\t-2.027\t-0.086\t0.406\t1.271\t0.854\t-0.939\t0.919\t0.000\t1.204\t-1.137\t-1.059\t0.000\t0.441\t1.163\t1.452\t2.548\t0.697\t-1.798\t1.102\t0.000\t0.982\t0.963\t0.987\t1.150\t0.294\t0.834\t0.784\n1\t0.490\t0.540\t-0.263\t0.761\t0.846\t1.462\t-0.835\t-1.371\t2.173\t0.709\t-1.214\t-0.249\t0.000\t0.898\t-1.101\t1.377\t1.274\t1.007\t-1.279\t0.585\t0.000\t0.768\t0.783\t0.994\t2.085\t0.919\t1.477\t1.341\n0\t0.749\t-0.572\t-0.668\t1.894\t-1.532\t1.614\t-0.586\t0.459\t2.173\t0.869\t-0.400\t-1.574\t0.000\t1.260\t0.484\t-0.837\t2.548\t0.665\t-1.141\t0.698\t0.000\t1.009\t1.073\t1.158\t1.649\t1.944\t1.299\t1.072\n0\t0.821\t-1.325\t0.287\t0.716\t-1.569\t0.349\t-1.035\t-1.267\t0.000\t0.647\t-1.459\t-0.655\t0.000\t0.567\t-2.189\t0.688\t0.000\t1.204\t-0.708\t-0.098\t0.000\t0.866\t0.800\t1.057\t0.594\t0.289\t0.553\t0.552\n1\t0.509\t1.327\t-1.693\t0.261\t0.069\t0.828\t-0.338\t1.494\t0.000\t0.961\t0.013\t0.129\t0.000\t1.116\t-0.056\t1.034\t1.274\t1.278\t-1.651\t-0.434\t0.000\t1.818\t1.112\t0.980\t0.651\t1.014\t0.898\t0.755\n0\t0.438\t1.392\t0.296\t2.501\t0.006\t0.946\t-0.136\t-1.315\t2.173\t0.829\t-0.224\t1.425\t0.000\t0.455\t-0.551\t-0.014\t0.000\t1.017\t0.473\t1.533\t3.102\t0.924\t0.912\t0.979\t0.950\t0.676\t1.000\t0.878\n0\t0.874\t0.845\t1.136\t2.139\t-1.655\t0.594\t-0.141\t0.162\t2.173\t1.010\t-1.047\t-0.470\t2.215\t0.570\t0.475\t-0.735\t0.000\t1.204\t1.149\t0.589\t0.000\t0.940\t0.843\t1.113\t1.803\t0.827\t1.284\t1.084\n0\t1.209\t-1.003\t-1.401\t0.251\t1.298\t1.398\t-0.061\t0.506\t0.000\t1.385\t-0.492\t-1.182\t2.215\t0.925\t0.268\t-0.001\t0.000\t1.727\t-0.218\t0.953\t3.102\t0.975\t0.864\t0.985\t0.873\t1.321\t1.129\t1.128\n1\t0.964\t0.281\t0.602\t1.107\t-1.560\t1.464\t-0.313\t0.539\t0.000\t0.962\t-0.725\t-1.175\t1.107\t1.006\t-1.261\t-1.132\t0.000\t1.348\t0.285\t-0.761\t3.102\t0.832\t1.123\t1.331\t0.862\t0.696\t0.758\t0.728\n1\t0.431\t-0.695\t0.622\t0.647\t0.781\t0.545\t-1.487\t-1.200\t0.000\t0.808\t0.113\t-0.897\t2.215\t0.409\t-1.359\t0.985\t0.000\t0.929\t1.136\t1.453\t0.000\t0.782\t0.946\t0.992\t0.753\t0.675\t0.691\t0.806\n0\t1.288\t-1.203\t-0.728\t0.266\t-1.432\t1.381\t-0.259\t1.235\t2.173\t1.336\t-2.223\t-0.227\t0.000\t0.576\t-0.603\t-1.654\t0.000\t0.698\t-1.369\t0.126\t3.102\t1.775\t0.987\t0.978\t1.297\t1.169\t1.366\t1.136\n0\t0.533\t0.083\t-0.154\t1.295\t0.886\t0.924\t0.542\t-1.511\t0.000\t0.939\t-0.309\t0.467\t0.000\t1.128\t-1.054\t-0.244\t2.548\t0.807\t0.042\t-0.752\t0.000\t0.898\t0.694\t0.986\t1.080\t1.538\t0.959\t0.891\n1\t1.401\t0.795\t-1.709\t1.392\t1.551\t0.663\t0.490\t0.272\t0.000\t0.993\t1.206\t-0.554\t2.215\t0.770\t0.213\t-0.077\t2.548\t0.840\t0.401\t1.160\t0.000\t0.817\t0.987\t0.997\t0.965\t0.623\t0.927\t0.839\n1\t0.491\t-2.116\t0.564\t1.785\t1.368\t0.724\t-1.219\t-0.406\t2.173\t0.558\t-0.992\t-0.975\t0.000\t0.330\t1.140\t-0.514\t2.548\t0.429\t-1.989\t1.166\t0.000\t0.761\t0.876\t0.986\t1.403\t0.967\t1.438\t1.093\n1\t1.185\t-0.447\t-1.355\t0.318\t-0.041\t1.166\t-0.122\t0.094\t0.000\t0.960\t0.011\t1.678\t2.215\t0.491\t1.296\t1.077\t0.000\t0.670\t0.470\t0.721\t0.000\t0.863\t0.983\t0.989\t0.676\t0.631\t0.848\t0.750\n1\t0.915\t0.172\t-1.613\t1.108\t-1.053\t0.831\t0.679\t-0.599\t0.000\t1.694\t-0.129\t0.975\t2.215\t1.026\t0.419\t0.329\t1.274\t0.447\t-1.170\t-0.981\t0.000\t1.202\t0.990\t0.979\t1.230\t0.878\t1.006\t0.958\n0\t1.819\t-0.873\t1.669\t0.093\t-0.379\t1.068\t0.666\t-0.428\t2.173\t0.519\t-0.546\t1.119\t0.000\t0.295\t-0.108\t-0.523\t2.548\t0.458\t-1.402\t1.003\t0.000\t0.381\t1.307\t0.978\t0.591\t0.291\t0.901\t0.792\n1\t1.832\t-0.448\t1.628\t1.037\t-1.564\t2.573\t2.052\t0.737\t0.000\t1.335\t-0.605\t-0.853\t2.215\t2.406\t0.527\t-0.645\t0.000\t1.077\t0.223\t-0.172\t3.102\t0.834\t0.754\t0.984\t1.139\t0.797\t0.987\t1.052\n0\t1.228\t0.097\t-1.122\t0.861\t-0.232\t0.760\t0.013\t1.359\t2.173\t0.747\t-0.389\t0.161\t0.000\t0.882\t-0.196\t1.009\t2.548\t0.720\t-1.327\t-0.615\t0.000\t0.862\t1.101\t1.024\t0.851\t0.338\t0.726\t0.745\n1\t1.362\t1.350\t0.263\t1.986\t0.918\t2.850\t-0.546\t-0.965\t0.000\t0.797\t0.727\t1.172\t1.107\t0.665\t0.529\t0.050\t2.548\t1.399\t1.716\t0.689\t0.000\t1.007\t0.829\t1.268\t0.807\t0.659\t0.655\t0.656\n0\t0.880\t0.372\t-1.197\t0.660\t0.721\t0.436\t-0.144\t-1.471\t0.000\t1.185\t0.119\t1.283\t2.215\t1.173\t1.506\t0.045\t0.000\t1.089\t-0.241\t-0.037\t1.551\t1.145\t0.913\t1.042\t0.767\t0.975\t0.884\t0.760\n1\t0.425\t0.146\t1.031\t2.097\t0.343\t1.395\t0.643\t0.035\t0.000\t1.223\t0.811\t-1.114\t1.107\t0.988\t-0.154\t1.702\t2.548\t1.034\t-0.938\t-1.730\t0.000\t0.529\t0.948\t0.995\t1.090\t0.902\t0.998\t0.879\n1\t0.370\t-2.328\t0.629\t2.233\t1.262\t0.836\t-1.265\t-0.280\t1.087\t0.515\t-0.831\t-1.678\t0.000\t1.718\t-0.877\t-0.933\t2.548\t0.820\t-0.253\t0.467\t0.000\t0.827\t0.921\t0.991\t1.289\t0.862\t1.062\t0.879\n0\t1.577\t-0.364\t0.068\t1.957\t0.034\t1.099\t0.561\t-1.465\t0.000\t1.063\t0.618\t1.579\t0.000\t1.334\t-0.084\t1.353\t1.274\t1.117\t-0.842\t-0.188\t3.102\t0.892\t0.905\t0.971\t0.504\t1.020\t0.973\t1.305\n1\t0.474\t1.571\t0.085\t0.867\t-0.462\t0.802\t1.437\t1.598\t0.000\t0.650\t1.786\t0.680\t0.000\t0.874\t0.808\t-1.272\t0.000\t1.209\t0.411\t1.249\t3.102\t0.900\t0.755\t0.982\t0.738\t0.989\t0.976\t0.868\n1\t0.677\t-1.667\t1.654\t1.042\t-0.514\t1.427\t-1.426\t-1.463\t2.173\t1.021\t-1.133\t0.884\t2.215\t1.524\t-1.698\t0.318\t0.000\t1.573\t-2.043\t0.102\t0.000\t0.959\t0.972\t1.080\t0.929\t1.537\t1.073\t0.899\n0\t0.854\t0.573\t-0.283\t1.384\t0.507\t0.892\t-0.370\t0.267\t2.173\t1.442\t-0.608\t-1.724\t2.215\t1.311\t-0.062\t-1.429\t0.000\t0.605\t1.295\t-1.278\t0.000\t0.897\t1.009\t0.987\t0.776\t1.641\t1.105\t1.023\n0\t0.448\t0.449\t1.720\t0.832\t0.398\t2.069\t-0.561\t-1.310\t2.173\t2.121\t-2.766\t0.091\t0.000\t2.703\t-0.060\t0.915\t2.548\t1.121\t-0.479\t-1.665\t0.000\t0.892\t0.841\t0.985\t0.809\t2.773\t1.345\t1.087\n1\t0.766\t0.628\t1.011\t0.421\t-1.630\t0.810\t2.112\t-0.804\t0.000\t1.212\t0.335\t1.562\t0.000\t1.088\t0.045\t0.357\t2.548\t1.099\t-1.062\t-0.199\t3.102\t1.054\t0.978\t0.995\t0.826\t0.718\t0.795\t0.698\n0\t0.591\t0.922\t1.036\t1.039\t-0.689\t0.704\t0.259\t1.020\t2.173\t0.559\t0.678\t-0.453\t2.215\t1.613\t0.172\t-1.292\t0.000\t0.820\t0.587\t0.616\t0.000\t1.297\t0.893\t1.085\t0.886\t0.919\t0.744\t0.695\n1\t0.960\t0.729\t-0.016\t0.790\t-0.715\t1.048\t-0.770\t1.200\t2.173\t0.411\t-1.410\t-1.195\t0.000\t0.619\t0.585\t1.522\t2.548\t1.331\t-0.435\t0.102\t0.000\t0.971\t1.104\t0.995\t0.738\t0.826\t0.888\t0.797\n1\t1.233\t1.278\t0.160\t1.310\t-0.216\t0.541\t0.748\t1.499\t1.087\t0.471\t0.838\t-1.040\t0.000\t0.799\t0.266\t-1.524\t0.000\t0.961\t-1.564\t1.309\t0.000\t0.482\t0.538\t0.997\t1.156\t0.769\t0.905\t0.814\n1\t1.687\t-0.032\t0.254\t0.751\t0.044\t0.888\t0.762\t-1.276\t2.173\t1.019\t-0.157\t1.560\t2.215\t0.753\t-0.267\t0.556\t0.000\t1.117\t1.372\t-1.381\t0.000\t0.868\t0.991\t0.976\t1.275\t1.027\t1.049\t0.883\n1\t0.753\t-0.278\t0.418\t0.779\t-1.083\t1.607\t0.057\t0.934\t0.000\t1.101\t-0.017\t-1.124\t2.215\t2.497\t-0.851\t-0.356\t0.000\t1.357\t-1.332\t-0.471\t0.000\t0.874\t0.955\t1.036\t0.754\t0.850\t0.966\t0.843\n1\t0.641\t0.894\t1.076\t1.262\t-1.306\t0.849\t0.481\t0.724\t0.000\t0.928\t0.418\t0.204\t0.000\t1.250\t0.869\t-1.227\t2.548\t0.445\t-0.611\t-0.535\t0.000\t0.854\t0.900\t1.046\t0.628\t0.663\t0.846\t0.796\n1\t0.939\t0.243\t0.636\t0.797\t-0.596\t0.995\t0.316\t-0.478\t2.173\t0.844\t0.985\t-1.236\t2.215\t1.759\t-0.144\t1.364\t0.000\t1.026\t-0.197\t0.530\t0.000\t1.014\t1.224\t1.073\t0.790\t0.976\t1.040\t0.877\n0\t0.523\t0.402\t0.055\t1.156\t-0.851\t0.590\t0.575\t0.939\t2.173\t0.735\t-0.073\t-1.619\t2.215\t0.776\t2.705\t-0.308\t0.000\t0.406\t-1.968\t1.296\t0.000\t0.618\t0.879\t0.987\t0.959\t0.788\t0.896\t0.814\n0\t0.962\t-0.803\t-0.057\t0.509\t0.990\t1.105\t-1.112\t-0.401\t1.087\t0.932\t-0.275\t1.454\t2.215\t1.082\t-0.801\t1.220\t0.000\t0.999\t0.929\t-1.400\t0.000\t1.567\t0.993\t0.989\t0.910\t1.620\t1.163\t0.957\n1\t0.431\t0.736\t0.022\t0.675\t-0.068\t0.711\t1.214\t0.405\t2.173\t1.391\t1.022\t-1.371\t1.107\t0.550\t2.699\t-0.015\t0.000\t0.931\t1.963\t1.681\t0.000\t0.825\t0.964\t0.996\t1.167\t1.468\t0.962\t0.851\n1\t1.154\t0.646\t-0.386\t0.780\t0.370\t0.762\t-1.064\t1.006\t0.000\t2.105\t-0.086\t-1.260\t2.215\t0.636\t1.311\t0.866\t0.000\t0.905\t1.365\t0.034\t0.000\t0.695\t1.188\t0.984\t0.673\t1.076\t1.009\t0.834\n1\t0.784\t-1.019\t1.146\t1.009\t0.261\t1.210\t0.596\t-1.057\t2.173\t0.712\t-1.112\t0.682\t0.000\t0.707\t-0.204\t1.380\t0.000\t0.669\t1.216\t0.743\t3.102\t0.834\t0.840\t0.986\t1.903\t1.040\t1.350\t1.052\n1\t0.586\t-1.396\t0.349\t0.313\t1.579\t2.581\t0.616\t-1.511\t0.000\t3.263\t-0.619\t0.165\t2.215\t0.852\t-0.910\t0.781\t0.000\t1.613\t-0.005\t0.294\t3.102\t0.696\t0.759\t0.990\t1.060\t0.707\t0.788\t0.721\n0\t0.530\t-1.176\t1.471\t0.725\t0.255\t0.395\t-1.423\t-0.125\t0.000\t0.696\t-0.091\t0.191\t0.000\t1.521\t-1.182\t-1.532\t2.548\t0.516\t0.697\t1.417\t3.102\t0.864\t0.811\t0.989\t0.916\t0.924\t0.818\t0.714\n0\t1.729\t1.223\t1.279\t0.698\t0.605\t0.715\t2.818\t-0.420\t0.000\t0.698\t0.166\t-1.076\t2.215\t0.953\t-1.072\t0.501\t1.274\t1.008\t-0.207\t1.404\t0.000\t1.124\t1.006\t0.987\t1.388\t1.063\t1.043\t1.051\n1\t1.504\t-1.419\t-1.247\t0.639\t0.984\t0.845\t-0.824\t0.557\t2.173\t0.449\t-1.895\t-0.400\t0.000\t0.401\t-0.856\t1.434\t0.000\t0.458\t-2.364\t-1.005\t0.000\t0.734\t0.800\t1.229\t1.106\t0.792\t0.878\t0.732\n0\t1.809\t-0.711\t-0.993\t1.336\t-1.384\t0.668\t1.511\t1.026\t0.000\t1.034\t0.392\t0.924\t0.000\t1.199\t-0.140\t-0.389\t2.548\t1.444\t0.854\t0.224\t1.551\t1.056\t0.897\t0.975\t0.869\t0.820\t0.971\t1.193\n0\t0.527\t0.226\t1.589\t1.443\t0.747\t1.136\t0.720\t-0.819\t2.173\t0.989\t0.653\t-1.296\t2.215\t1.059\t1.683\t0.856\t0.000\t0.850\t0.140\t-0.312\t0.000\t0.837\t0.912\t0.991\t1.247\t0.651\t0.915\t0.829\n0\t1.483\t-0.707\t1.307\t0.474\t1.044\t0.759\t-1.456\t-0.409\t0.000\t0.835\t-0.601\t-0.993\t2.215\t1.169\t0.338\t1.008\t0.000\t1.368\t-1.634\t-0.959\t0.000\t0.835\t0.843\t0.976\t0.787\t0.697\t0.721\t0.862\n1\t0.374\t0.785\t-0.924\t0.676\t-0.936\t1.064\t-0.433\t1.499\t0.000\t1.564\t-0.472\t0.292\t2.215\t1.415\t-0.171\t-0.729\t1.274\t1.423\t-0.505\t0.981\t0.000\t0.863\t1.325\t0.994\t1.031\t1.280\t1.106\t0.946\n1\t0.708\t0.893\t-0.011\t0.756\t1.357\t1.118\t2.309\t-0.994\t0.000\t1.163\t-0.176\t0.835\t2.215\t0.606\t0.411\t-0.326\t0.000\t0.933\t-0.299\t1.515\t3.102\t0.483\t0.690\t0.987\t0.756\t0.547\t0.691\t0.610\n0\t0.580\t-0.226\t-1.304\t0.701\t-1.535\t1.785\t-1.710\t1.491\t0.000\t1.356\t-1.185\t0.061\t0.000\t1.144\t-2.057\t-0.438\t0.000\t1.187\t-0.881\t-0.521\t1.551\t1.331\t0.867\t0.977\t0.875\t0.674\t0.793\t1.195\n1\t0.604\t1.936\t0.798\t1.423\t1.163\t3.059\t-1.635\t-0.905\t0.000\t1.436\t0.200\t1.149\t0.000\t1.633\t1.355\t0.266\t2.548\t1.285\t1.177\t0.693\t3.102\t2.213\t1.298\t0.978\t0.900\t0.418\t0.964\t0.823\n1\t1.030\t-0.164\t1.538\t0.990\t0.337\t0.661\t0.549\t-0.920\t2.173\t1.047\t-0.100\t-1.464\t0.000\t1.108\t-0.591\t0.570\t2.548\t0.783\t0.529\t0.118\t0.000\t1.249\t0.898\t1.235\t0.739\t1.242\t0.826\t0.777\n0\t0.443\t-0.559\t-0.051\t0.778\t0.730\t1.317\t0.922\t-0.553\t1.087\t0.862\t0.112\t1.372\t0.000\t0.983\t0.789\t0.929\t2.548\t1.195\t0.605\t-1.470\t0.000\t0.834\t0.738\t0.998\t1.040\t1.379\t0.981\t0.846\n1\t1.280\t0.126\t1.440\t0.604\t-0.592\t1.085\t0.657\t0.015\t0.000\t0.798\t0.709\t-0.382\t2.215\t1.492\t1.010\t1.235\t0.000\t1.468\t0.537\t-0.948\t3.102\t0.875\t1.062\t1.177\t0.785\t0.478\t0.798\t0.777\n0\t1.185\t0.703\t0.414\t0.733\t0.877\t0.796\t-0.357\t1.575\t2.173\t1.131\t0.572\t-1.007\t0.000\t1.365\t0.102\t-0.495\t2.548\t0.526\t-0.393\t0.661\t0.000\t1.147\t1.088\t0.989\t0.920\t1.280\t0.882\t0.837\n0\t1.634\t-0.262\t1.191\t0.357\t0.689\t1.073\t1.440\t-0.750\t0.000\t0.762\t-0.357\t-1.108\t2.215\t1.235\t0.623\t0.596\t0.000\t2.182\t-0.614\t0.568\t1.551\t1.095\t1.115\t0.997\t0.852\t1.182\t0.966\t0.845\n0\t0.632\t0.571\t0.179\t1.788\t1.099\t0.626\t0.052\t-0.082\t0.000\t0.926\t0.015\t-0.945\t0.000\t0.779\t-0.735\t-1.454\t2.548\t0.568\t0.820\t1.422\t3.102\t1.135\t0.932\t1.086\t0.555\t0.583\t0.650\t0.768\n0\t0.758\t0.096\t1.217\t1.324\t-1.089\t0.729\t-1.443\t0.866\t0.000\t1.081\t0.165\t-0.561\t1.107\t0.334\t-1.128\t-0.639\t0.000\t0.873\t-0.159\t0.345\t3.102\t0.872\t0.701\t1.214\t0.881\t0.659\t0.811\t0.827\n1\t0.619\t0.775\t-0.830\t1.351\t1.384\t0.750\t0.793\t0.252\t1.087\t0.709\t1.523\t0.327\t0.000\t0.698\t-0.904\t-0.917\t0.000\t0.595\t0.787\t-1.588\t3.102\t0.925\t0.704\t1.155\t0.555\t0.706\t0.638\t0.600\n0\t1.284\t1.278\t1.390\t0.774\t-1.665\t0.546\t0.939\t-0.692\t2.173\t0.545\t1.829\t-0.243\t0.000\t0.754\t1.805\t0.910\t0.000\t0.696\t-1.639\t0.883\t0.000\t0.918\t0.823\t0.981\t0.969\t0.648\t0.824\t0.713\n0\t0.949\t-0.383\t-1.405\t1.087\t-0.543\t0.382\t0.446\t0.917\t1.087\t0.652\t-0.957\t0.696\t2.215\t0.402\t0.779\t-0.006\t0.000\t0.484\t-2.257\t-0.822\t0.000\t0.591\t1.013\t0.987\t0.838\t0.591\t0.694\t0.719\n1\t0.808\t2.013\t0.922\t0.063\t-0.171\t1.653\t-0.099\t-1.181\t0.000\t1.198\t-0.184\t0.720\t2.215\t0.653\t0.762\t-0.182\t0.000\t1.656\t-0.159\t0.073\t3.102\t0.879\t1.185\t0.987\t1.034\t0.700\t0.966\t1.271\n0\t0.412\t-1.222\t-0.002\t0.481\t0.737\t0.599\t-2.505\t-1.188\t0.000\t0.600\t-0.024\t1.415\t0.000\t1.222\t0.447\t-0.086\t2.548\t1.663\t0.179\t-1.426\t3.102\t2.239\t1.798\t0.983\t0.665\t1.029\t1.433\t1.167\n0\t1.664\t-0.185\t1.530\t0.582\t-1.372\t0.535\t-0.719\t0.248\t2.173\t0.919\t0.686\t-0.651\t2.215\t0.366\t2.151\t-0.170\t0.000\t0.471\t-0.924\t-0.395\t0.000\t1.262\t0.879\t0.983\t1.013\t1.098\t0.894\t0.847\n1\t2.207\t-0.601\t1.026\t1.519\t0.635\t1.247\t-1.247\t-1.461\t2.173\t1.555\t-0.706\t-0.510\t0.000\t0.809\t0.429\t0.199\t2.548\t0.757\t-2.343\t-0.943\t0.000\t1.838\t1.602\t0.992\t1.703\t1.747\t1.300\t1.380\n1\t0.640\t-1.416\t-1.310\t0.130\t-1.191\t0.837\t-0.160\t0.790\t2.173\t1.247\t-0.978\t-0.920\t0.000\t0.558\t-0.867\t0.272\t2.548\t0.714\t0.590\t-0.115\t0.000\t1.152\t0.834\t0.977\t0.890\t0.516\t0.843\t0.738\n0\t0.999\t0.071\t0.489\t0.356\t1.003\t1.454\t2.324\t0.476\t0.000\t1.706\t-0.525\t-1.200\t2.215\t0.909\t-0.658\t-1.631\t0.000\t1.170\t-1.370\t-0.955\t0.000\t0.848\t0.784\t0.994\t0.825\t1.211\t0.925\t0.799\n0\t1.391\t-0.717\t-0.436\t0.578\t-1.218\t0.375\t-0.769\t0.347\t2.173\t0.369\t-2.243\t-1.240\t0.000\t1.078\t-0.776\t-1.637\t2.548\t0.667\t0.510\t0.961\t0.000\t0.847\t0.887\t0.984\t0.693\t0.774\t0.660\t0.754\n1\t0.734\t0.330\t1.378\t0.841\t0.744\t0.516\t-1.005\t1.306\t0.000\t0.764\t-0.213\t-1.606\t0.000\t1.799\t0.100\t-0.594\t2.548\t1.619\t-0.703\t-0.077\t3.102\t0.854\t1.061\t0.992\t1.208\t0.872\t1.043\t1.028\n0\t1.327\t0.496\t0.449\t1.389\t0.374\t0.970\t1.084\t-1.176\t0.000\t0.943\t0.053\t-0.115\t2.215\t1.811\t0.894\t-1.591\t0.000\t1.201\t0.348\t1.353\t3.102\t0.880\t0.909\t0.979\t0.917\t0.948\t0.977\t1.060\n0\t0.496\t1.440\t-0.982\t0.670\t-1.459\t0.652\t0.440\t0.833\t2.173\t0.680\t2.504\t-0.101\t0.000\t0.547\t-0.859\t1.087\t0.000\t0.965\t-0.359\t-1.294\t0.000\t0.827\t0.760\t0.983\t0.457\t0.481\t0.539\t0.542\n1\t1.464\t-0.523\t-0.775\t1.184\t-1.364\t0.938\t-0.750\t0.403\t2.173\t0.980\t-0.647\t1.192\t2.215\t0.943\t-0.250\t-1.390\t0.000\t0.443\t2.332\t0.519\t0.000\t0.954\t0.901\t0.987\t1.283\t0.922\t1.003\t0.870\n1\t0.784\t0.895\t0.018\t2.781\t-0.299\t1.149\t0.310\t1.392\t0.000\t1.562\t1.002\t-1.213\t2.215\t1.376\t1.474\t0.758\t0.000\t0.944\t1.251\t-0.519\t0.000\t1.150\t0.702\t0.990\t1.481\t0.933\t1.000\t1.010\n0\t0.400\t1.064\t-1.597\t0.865\t0.295\t0.924\t0.610\t-0.532\t2.173\t1.465\t-0.479\t1.143\t0.000\t0.603\t-2.263\t-0.459\t0.000\t1.109\t0.343\t-1.541\t3.102\t2.211\t1.586\t0.986\t0.823\t0.852\t1.413\t1.123\n0\t1.156\t-0.041\t-0.575\t1.367\t-1.061\t0.594\t-1.300\t0.424\t0.000\t0.706\t0.319\t0.712\t2.215\t0.841\t0.563\t1.313\t2.548\t0.574\t-1.266\t-1.659\t0.000\t0.855\t0.939\t0.990\t0.897\t0.439\t0.756\t0.903\n1\t0.857\t-0.640\t-1.063\t0.658\t1.466\t0.967\t-0.748\t-0.140\t0.000\t0.785\t0.235\t1.507\t2.215\t0.811\t-1.038\t0.697\t1.274\t0.722\t-1.493\t-0.287\t0.000\t0.712\t0.740\t0.991\t0.863\t0.850\t0.844\t0.786\n0\t0.671\t-0.350\t-0.605\t1.624\t1.560\t0.962\t-1.645\t-0.537\t0.000\t0.719\t1.343\t1.004\t1.107\t1.373\t0.370\t1.280\t2.548\t1.003\t1.205\t-0.970\t0.000\t0.745\t0.831\t1.343\t1.191\t0.596\t0.836\t0.777\n1\t1.444\t1.002\t-0.881\t1.068\t-0.535\t0.547\t1.616\t1.605\t0.000\t0.372\t0.793\t0.537\t0.000\t1.499\t0.635\t1.216\t1.274\t0.911\t1.412\t0.195\t3.102\t0.883\t0.717\t0.983\t0.835\t0.849\t0.874\t0.792\n0\t2.015\t-0.132\t0.491\t0.673\t0.867\t0.875\t-0.540\t-1.119\t2.173\t0.613\t-1.157\t-1.674\t0.000\t0.508\t1.780\t0.854\t0.000\t1.507\t-0.672\t-0.542\t3.102\t0.842\t0.768\t0.986\t1.079\t0.625\t1.016\t0.853\n0\t0.305\t2.263\t-1.680\t2.012\t1.192\t1.433\t-0.890\t-0.279\t2.173\t0.745\t-0.158\t-1.295\t0.000\t0.639\t-1.364\t1.107\t0.000\t1.069\t-0.170\t0.991\t3.102\t1.161\t0.818\t0.987\t2.445\t1.279\t1.550\t1.311\n0\t0.552\t0.146\t-1.597\t1.442\t0.270\t1.141\t1.529\t0.445\t0.000\t0.552\t1.310\t-0.793\t0.000\t1.880\t-0.881\t-1.142\t2.548\t2.129\t0.337\t1.488\t3.102\t1.243\t1.119\t1.228\t1.274\t1.556\t1.055\t0.958\n1\t0.519\t-2.270\t-1.371\t0.972\t1.709\t0.854\t-1.342\t0.229\t0.000\t0.898\t-0.981\t-0.543\t1.107\t1.500\t-1.198\t1.652\t0.000\t0.628\t-0.597\t1.180\t0.000\t0.919\t0.893\t0.992\t0.596\t0.211\t0.561\t0.635\n0\t0.844\t1.450\t0.161\t0.640\t-1.186\t0.890\t0.781\t1.731\t2.173\t0.398\t0.200\t0.690\t0.000\t1.047\t0.139\t0.185\t2.548\t0.758\t1.315\t-0.858\t0.000\t0.882\t0.850\t0.987\t0.755\t1.246\t0.787\t0.672\n0\t1.516\t0.080\t-0.274\t0.688\t-0.223\t1.002\t-0.886\t-1.578\t2.173\t1.157\t-0.450\t0.085\t2.215\t1.109\t-1.480\t1.114\t0.000\t1.555\t-1.178\t1.591\t0.000\t0.623\t0.842\t0.972\t0.624\t1.618\t1.016\t1.036\n0\t1.426\t-1.334\t0.582\t0.567\t-1.037\t0.470\t-0.226\t-0.062\t2.173\t0.820\t-0.749\t-1.443\t0.000\t0.519\t0.469\t1.277\t0.000\t0.666\t0.186\t-1.210\t1.551\t0.938\t0.896\t1.238\t0.860\t0.527\t0.663\t0.689\n1\t0.327\t-1.821\t1.187\t0.640\t-1.144\t1.036\t0.407\t-0.127\t0.000\t1.164\t-0.523\t-1.639\t0.000\t0.831\t-0.994\t0.886\t2.548\t0.693\t-0.289\t0.447\t1.551\t2.555\t1.418\t0.994\t0.686\t0.315\t0.969\t0.818\n1\t0.882\t0.082\t-0.390\t1.029\t-1.526\t1.350\t-0.396\t-0.136\t2.173\t1.812\t0.335\t1.632\t0.000\t0.728\t-2.378\t0.491\t0.000\t0.660\t-1.703\t0.758\t0.000\t0.286\t0.616\t1.126\t1.094\t0.924\t0.936\t0.989\n0\t0.510\t0.903\t-0.820\t1.152\t1.334\t1.228\t1.279\t0.212\t2.173\t0.848\t1.816\t-1.210\t0.000\t0.628\t2.430\t1.549\t0.000\t1.455\t0.604\t1.697\t0.000\t0.823\t0.716\t0.990\t1.068\t0.174\t0.845\t0.788\n1\t1.438\t1.638\t-0.800\t1.245\t-0.589\t1.279\t1.648\t1.260\t2.173\t1.089\t1.895\t0.760\t0.000\t0.705\t0.090\t1.140\t0.000\t2.331\t0.353\t-0.272\t0.000\t1.371\t0.991\t0.997\t1.602\t2.166\t1.693\t1.497\n0\t0.721\t-0.194\t1.034\t0.816\t-0.549\t0.863\t0.888\t0.795\t2.173\t1.653\t0.100\t-1.482\t0.000\t1.283\t0.339\t0.200\t2.548\t1.677\t1.323\t-0.341\t0.000\t0.979\t1.018\t1.052\t0.953\t0.756\t0.880\t0.841\n0\t1.233\t-1.140\t-0.060\t0.296\t-1.683\t0.673\t-1.851\t1.298\t0.000\t0.885\t-1.206\t0.584\t2.215\t1.123\t-0.953\t-1.129\t2.548\t0.861\t-0.668\t1.671\t0.000\t0.960\t0.935\t0.982\t0.680\t1.064\t0.712\t0.665\n1\t0.945\t-1.717\t-0.925\t0.415\t0.363\t0.551\t0.516\t-0.277\t2.173\t0.503\t0.548\t1.313\t2.215\t0.419\t-1.147\t0.789\t0.000\t0.410\t1.085\t0.373\t0.000\t0.777\t0.710\t0.987\t0.941\t0.767\t0.814\t0.693\n1\t1.086\t0.952\t0.313\t0.339\t-0.992\t1.345\t0.805\t-0.767\t0.000\t1.690\t0.420\t0.584\t2.215\t1.513\t0.315\t-1.379\t0.000\t1.390\t1.043\t1.242\t3.102\t0.966\t1.010\t0.980\t0.749\t0.969\t0.704\t0.655\n1\t1.263\t-0.030\t1.347\t0.977\t-1.504\t0.987\t1.434\t-0.683\t2.173\t0.549\t0.702\t-0.176\t0.000\t0.888\t-1.697\t0.838\t0.000\t0.443\t0.696\t0.799\t3.102\t0.720\t0.764\t0.986\t0.621\t0.714\t1.040\t0.890\n1\t1.048\t1.027\t1.150\t0.176\t-1.648\t0.830\t1.132\t0.484\t0.000\t1.429\t0.723\t1.669\t0.000\t1.423\t0.627\t-0.663\t2.548\t0.873\t-0.414\t-0.542\t0.000\t0.893\t0.965\t0.990\t0.927\t0.837\t0.768\t0.723\n0\t0.865\t0.191\t0.409\t2.226\t0.680\t0.858\t-0.144\t-1.088\t0.000\t0.532\t1.085\t-1.274\t2.215\t0.278\t-0.648\t-0.915\t0.000\t0.495\t0.964\t1.638\t0.000\t0.937\t0.687\t1.005\t0.605\t0.427\t0.795\t0.845\n1\t0.891\t-0.318\t0.746\t1.014\t1.541\t1.920\t-0.895\t-1.278\t0.000\t0.895\t0.242\t0.592\t0.000\t0.408\t-1.421\t0.220\t0.000\t0.439\t-0.519\t-1.584\t3.102\t1.005\t1.093\t0.992\t0.509\t0.226\t0.644\t0.609\n0\t0.787\t-0.598\t-1.676\t0.618\t-0.302\t0.414\t-1.767\t1.693\t0.000\t0.995\t-0.362\t-0.136\t2.215\t0.679\t0.259\t1.518\t2.548\t0.628\t-1.355\t0.192\t0.000\t0.763\t0.986\t0.988\t0.604\t0.918\t0.752\t0.677\n1\t0.831\t-1.128\t0.391\t1.009\t0.398\t0.759\t-0.347\t1.662\t1.087\t0.818\t-1.414\t-1.203\t0.000\t0.275\t-1.142\t0.028\t0.000\t1.396\t-0.568\t-1.004\t3.102\t0.656\t0.843\t0.996\t1.093\t0.755\t1.042\t0.844\n1\t1.690\t0.137\t-0.577\t0.918\t0.663\t0.622\t-0.609\t-1.541\t2.173\t0.954\t-1.106\t1.168\t2.215\t0.531\t-0.590\t-0.688\t0.000\t0.909\t0.353\t0.511\t0.000\t0.802\t0.907\t1.551\t1.130\t0.789\t0.989\t0.812\n1\t0.634\t0.806\t-1.685\t1.727\t0.746\t1.481\t-0.587\t-0.646\t2.173\t0.752\t-0.666\t-1.158\t2.215\t1.896\t-0.514\t0.737\t0.000\t0.834\t-0.784\t-1.607\t0.000\t1.218\t1.088\t1.180\t1.889\t0.695\t1.303\t1.205\n0\t1.231\t-1.796\t1.718\t0.770\t0.158\t0.591\t-0.226\t1.478\t2.173\t0.657\t-1.048\t-0.151\t0.000\t0.548\t0.357\t-0.227\t1.274\t0.529\t-0.125\t-1.183\t0.000\t0.718\t0.834\t1.330\t1.107\t0.743\t0.891\t0.758\n1\t2.556\t-0.630\t-1.508\t0.222\t1.467\t0.588\t-0.500\t-0.295\t2.173\t0.927\t-1.198\t0.556\t2.215\t0.651\t-0.583\t0.545\t0.000\t0.463\t0.114\t-0.294\t0.000\t0.481\t0.514\t0.978\t1.037\t0.855\t0.926\t0.745\n0\t0.747\t-1.255\t0.086\t0.519\t-0.710\t0.918\t-0.143\t-1.143\t2.173\t1.092\t-0.950\t1.247\t0.000\t1.109\t0.130\t1.350\t2.548\t0.587\t-0.065\t-0.228\t0.000\t1.122\t0.854\t0.981\t1.369\t0.997\t1.142\t0.988\n0\t1.276\t-1.162\t1.668\t1.523\t1.615\t1.978\t-1.024\t-1.610\t2.173\t2.155\t0.757\t0.309\t0.000\t1.364\t1.332\t-0.060\t2.548\t0.773\t1.776\t-0.576\t0.000\t1.221\t1.008\t1.003\t0.847\t3.843\t1.978\t1.651\n0\t0.932\t-0.139\t-1.716\t0.365\t0.206\t1.416\t0.108\t0.650\t2.173\t0.882\t-1.330\t-0.637\t0.000\t0.992\t-0.604\t-0.924\t0.000\t1.006\t0.468\t-1.280\t3.102\t0.633\t0.898\t0.988\t0.969\t1.278\t1.177\t0.974\n1\t0.982\t1.102\t-0.291\t0.418\t0.391\t0.690\t-0.278\t-0.732\t1.087\t0.634\t0.148\t0.273\t1.107\t0.902\t-0.237\t-1.505\t0.000\t0.868\t0.896\t-1.624\t0.000\t0.709\t0.850\t0.981\t0.789\t0.795\t0.673\t0.659\n0\t0.770\t-0.170\t1.456\t0.616\t-1.556\t0.380\t-2.023\t0.737\t0.000\t0.514\t-0.697\t-0.511\t2.215\t0.764\t2.563\t-0.793\t0.000\t0.656\t1.127\t-0.290\t0.000\t0.711\t0.862\t0.980\t0.713\t0.541\t0.909\t1.168\n0\t0.994\t0.363\t0.982\t0.555\t-0.116\t2.053\t-0.014\t-0.940\t2.173\t1.648\t-0.863\t1.175\t2.215\t0.632\t0.696\t0.351\t0.000\t0.763\t-1.619\t0.341\t0.000\t1.384\t1.270\t0.991\t1.367\t2.832\t1.551\t1.231\n0\t0.559\t-0.065\t-0.580\t0.948\t0.871\t0.981\t-0.053\t-1.239\t1.087\t0.693\t1.084\t0.256\t0.000\t0.751\t1.922\t0.249\t0.000\t1.140\t0.563\t1.677\t0.000\t1.139\t1.233\t0.988\t0.682\t0.996\t0.790\t0.744\n1\t0.876\t0.437\t1.186\t0.778\t-0.270\t0.979\t0.375\t-1.254\t1.087\t1.213\t-0.456\t0.749\t2.215\t0.790\t-0.364\t-0.714\t0.000\t0.958\t-0.823\t0.136\t0.000\t0.725\t1.052\t1.105\t0.887\t1.710\t0.959\t0.845\n1\t0.587\t-1.062\t1.328\t0.401\t-0.768\t1.534\t-1.172\t0.523\t0.000\t1.188\t-1.205\t-0.436\t0.000\t1.274\t-0.784\t-0.944\t0.000\t1.103\t0.299\t1.672\t3.102\t0.908\t0.892\t0.991\t0.600\t0.637\t0.804\t0.726\n0\t2.581\t-0.894\t1.179\t0.958\t0.766\t2.637\t-0.904\t-0.347\t0.000\t1.570\t-0.262\t1.319\t2.215\t1.804\t-1.188\t-0.801\t2.548\t0.669\t1.041\t1.348\t0.000\t1.230\t0.954\t0.984\t1.506\t1.944\t1.237\t1.084\n0\t0.404\t0.447\t-1.001\t0.165\t-0.160\t0.494\t-0.952\t-1.079\t0.000\t0.674\t0.248\t0.332\t2.215\t0.977\t0.879\t0.980\t2.548\t0.421\t1.543\t0.429\t0.000\t1.500\t1.050\t0.983\t1.009\t0.569\t0.779\t0.764\n0\t2.327\t-0.841\t0.010\t1.353\t0.114\t0.955\t-1.533\t0.427\t2.173\t1.900\t-0.234\t-1.267\t1.107\t1.884\t0.034\t1.462\t0.000\t1.089\t-2.412\t-0.870\t0.000\t0.789\t1.160\t0.988\t1.783\t2.419\t1.491\t1.420\n0\t1.898\t-1.418\t0.112\t0.963\t-0.251\t0.783\t0.576\t1.584\t0.000\t0.847\t0.518\t-1.427\t0.000\t0.855\t0.085\t-0.526\t2.548\t0.859\t-0.371\t1.180\t3.102\t0.717\t0.921\t0.980\t0.852\t0.679\t0.716\t1.057\n1\t0.866\t0.480\t0.888\t0.755\t-1.527\t1.104\t-0.944\t-0.583\t0.000\t1.023\t-0.667\t1.277\t0.000\t0.863\t0.059\t0.673\t0.000\t2.828\t0.154\t-0.773\t1.551\t0.929\t0.675\t0.984\t1.043\t1.137\t0.938\t0.838\n0\t0.831\t0.491\t1.544\t1.572\t-1.131\t0.965\t-0.138\t-0.308\t1.087\t1.114\t-0.378\t1.292\t2.215\t0.451\t-1.666\t-0.625\t0.000\t0.990\t-0.793\t0.454\t0.000\t0.695\t0.899\t1.059\t1.146\t1.525\t1.031\t0.949\n1\t0.924\t-1.055\t0.200\t0.279\t-0.219\t0.807\t1.016\t-1.446\t2.173\t0.321\t-0.385\t1.639\t2.215\t0.479\t0.903\t0.019\t0.000\t0.446\t-0.276\t0.729\t0.000\t0.474\t0.782\t0.993\t0.623\t0.636\t0.797\t0.643\n1\t1.027\t-0.287\t-0.757\t1.149\t0.000\t0.855\t-0.690\t1.268\t2.173\t0.561\t-0.472\t-0.177\t0.000\t0.686\t-0.878\t-1.608\t2.548\t0.502\t0.619\t-1.697\t0.000\t0.814\t0.916\t0.987\t0.764\t0.514\t0.774\t0.678\n1\t0.684\t-0.117\t1.393\t1.871\t1.332\t1.344\t0.339\t0.212\t2.173\t0.509\t0.286\t-0.876\t2.215\t0.725\t2.343\t-1.433\t0.000\t1.437\t0.826\t-0.611\t0.000\t0.980\t0.961\t0.983\t1.803\t1.012\t1.240\t1.483\n0\t0.276\t-2.108\t1.689\t1.908\t0.589\t1.263\t1.364\t-1.162\t0.000\t0.570\t0.675\t-0.769\t0.000\t1.007\t1.524\t1.528\t0.000\t2.206\t-0.469\t0.276\t3.102\t0.887\t0.706\t0.995\t0.769\t0.596\t1.152\t1.440\n0\t1.653\t0.876\t1.657\t0.545\t-0.732\t0.875\t0.483\t0.253\t2.173\t0.442\t-1.485\t-0.012\t0.000\t0.559\t-2.070\t-0.967\t0.000\t0.637\t-0.634\t-0.408\t0.000\t0.795\t1.154\t1.099\t0.789\t0.851\t0.820\t0.862\n0\t1.319\t1.010\t-1.498\t0.022\t-0.765\t0.331\t0.130\t-1.672\t0.000\t0.311\t2.369\t1.327\t0.000\t1.603\t0.251\t-0.775\t0.000\t0.927\t-2.127\t0.842\t0.000\t0.953\t0.872\t0.888\t0.688\t0.252\t0.600\t0.592\n0\t0.650\t-1.336\t-0.668\t0.554\t1.674\t1.244\t-0.634\t1.459\t2.173\t1.537\t0.093\t0.034\t0.000\t1.509\t-0.512\t-0.145\t2.548\t1.196\t0.984\t-1.334\t0.000\t0.688\t1.151\t0.980\t1.238\t1.695\t1.122\t1.159\n0\t0.445\t1.216\t-0.759\t1.128\t1.311\t0.678\t-0.164\t-1.272\t0.000\t0.719\t0.184\t1.449\t2.215\t0.809\t1.891\t-0.058\t0.000\t1.506\t-0.422\t0.086\t3.102\t0.984\t1.050\t0.985\t1.289\t0.945\t0.927\t0.864\n1\t0.662\t2.345\t-1.062\t0.367\t-0.008\t0.447\t-0.114\t0.125\t2.173\t0.452\t1.458\t1.188\t0.000\t0.652\t1.251\t-0.585\t0.000\t0.751\t-0.108\t1.419\t1.551\t0.834\t0.846\t0.980\t0.789\t0.563\t0.686\t0.620\n1\t1.226\t0.005\t0.918\t1.842\t1.474\t1.348\t0.175\t-0.868\t1.087\t1.100\t0.024\t0.131\t2.215\t0.432\t-2.592\t0.926\t0.000\t0.386\t2.395\t-0.400\t0.000\t3.945\t2.359\t1.002\t1.564\t1.411\t1.696\t1.493\n1\t0.639\t-0.021\t1.638\t1.143\t-0.909\t0.893\t-0.104\t-0.161\t0.000\t0.790\t1.891\t1.519\t0.000\t1.819\t-0.651\t1.266\t2.548\t0.539\t0.432\t-1.380\t3.102\t2.806\t1.504\t0.989\t1.142\t0.719\t1.344\t1.096\n1\t0.890\t-0.229\t-1.301\t0.243\t0.873\t1.570\t1.334\t-1.696\t0.000\t1.453\t-0.585\t0.022\t2.215\t1.431\t-0.776\t0.237\t0.000\t1.853\t0.017\t0.560\t0.000\t0.959\t0.923\t0.990\t0.968\t0.726\t0.669\t0.722\n0\t0.857\t-1.210\t1.098\t0.632\t1.665\t1.762\t-0.425\t0.306\t0.000\t1.646\t-1.407\t-1.702\t1.107\t2.692\t-1.539\t-0.998\t0.000\t0.893\t-0.378\t0.813\t0.000\t0.846\t0.937\t0.980\t0.801\t1.451\t1.337\t1.217\n0\t2.480\t-1.516\t1.025\t0.154\t-1.418\t0.528\t-0.365\t-0.686\t0.000\t0.860\t-2.363\t-0.748\t0.000\t1.186\t-1.054\t-0.166\t1.274\t0.756\t0.205\t1.623\t1.551\t1.096\t0.952\t0.988\t0.871\t0.909\t0.813\t0.803\n1\t1.722\t1.501\t0.186\t0.724\t1.328\t2.403\t-1.116\t-1.203\t2.173\t1.845\t0.100\t0.646\t2.215\t1.165\t0.463\t0.272\t0.000\t0.652\t0.615\t1.565\t0.000\t0.890\t0.828\t1.326\t3.880\t3.691\t2.756\t2.029\n0\t1.408\t-0.358\t-0.896\t0.411\t0.070\t0.876\t-0.173\t-1.564\t2.173\t0.501\t-1.207\t0.045\t0.000\t1.220\t0.233\t1.024\t1.274\t0.710\t0.347\t0.232\t0.000\t0.732\t1.056\t0.986\t1.011\t0.972\t0.824\t0.759\n0\t0.668\t0.054\t1.590\t2.750\t-0.462\t0.704\t-0.261\t0.705\t2.173\t0.940\t-0.928\t1.627\t2.215\t0.858\t0.327\t1.314\t0.000\t0.584\t-1.352\t-0.628\t0.000\t1.190\t0.912\t1.805\t1.459\t0.979\t1.116\t0.948\n0\t1.546\t-0.990\t0.609\t2.915\t0.994\t2.469\t0.197\t-0.758\t2.173\t1.335\t-2.855\t0.137\t0.000\t1.791\t-0.426\t-1.180\t0.000\t1.369\t-0.887\t1.519\t1.551\t1.806\t1.179\t1.002\t3.168\t2.168\t2.052\t1.711\n1\t1.218\t-0.456\t-0.737\t1.077\t-0.032\t0.375\t-0.507\t1.439\t0.000\t0.647\t0.114\t0.529\t2.215\t0.736\t1.074\t1.685\t0.000\t0.380\t1.164\t-0.900\t0.000\t0.922\t0.806\t0.988\t0.615\t0.253\t0.541\t0.663\n0\t1.164\t1.141\t-0.828\t0.412\t0.413\t0.588\t0.430\t1.616\t0.000\t0.702\t-0.009\t0.145\t2.215\t0.487\t0.778\t-1.122\t2.548\t0.505\t-1.660\t0.976\t0.000\t1.356\t0.933\t0.990\t0.739\t0.630\t0.711\t0.724\n1\t0.649\t-1.279\t-0.166\t1.104\t0.824\t0.492\t-1.061\t-1.429\t0.000\t0.735\t0.368\t-0.016\t2.215\t0.325\t0.756\t0.108\t0.000\t0.742\t-0.163\t-1.123\t0.000\t1.061\t0.936\t0.989\t1.062\t0.689\t0.925\t0.824\n0\t1.933\t-0.233\t0.941\t1.352\t0.322\t1.189\t0.335\t-1.385\t2.173\t0.827\t-0.627\t-0.966\t0.000\t0.443\t0.175\t0.017\t0.000\t0.649\t-1.224\t-0.248\t3.102\t0.823\t0.977\t1.185\t0.863\t1.246\t1.126\t0.947\n0\t0.486\t-0.556\t-1.281\t1.151\t0.989\t0.456\t-1.836\t-0.807\t0.000\t0.951\t-0.815\t-0.669\t1.107\t1.447\t-0.916\t0.236\t0.000\t0.665\t-0.647\t1.298\t1.551\t1.341\t0.991\t0.988\t0.486\t0.704\t0.681\t0.679\n1\t0.517\t1.424\t0.029\t1.372\t1.459\t1.410\t-0.184\t-1.236\t0.000\t0.920\t0.882\t0.499\t1.107\t0.759\t0.938\t-0.423\t2.548\t0.736\t-1.223\t0.378\t0.000\t1.879\t1.428\t1.120\t0.820\t0.658\t1.161\t1.149\n1\t0.704\t0.521\t1.507\t0.456\t0.387\t0.529\t-0.713\t-0.524\t0.000\t0.855\t0.411\t-0.527\t0.000\t1.527\t0.533\t0.925\t2.548\t0.934\t1.142\t-1.407\t3.102\t0.861\t0.993\t0.988\t0.712\t0.869\t0.915\t0.837\n0\t0.626\t-0.988\t0.356\t0.241\t-0.292\t1.501\t1.921\t1.408\t0.000\t1.527\t-1.003\t-0.640\t0.000\t1.867\t-0.399\t0.106\t2.548\t0.677\t-1.320\t-1.355\t0.000\t0.878\t0.883\t0.993\t0.696\t0.791\t0.816\t0.747\n0\t0.625\t-1.759\t1.054\t1.130\t1.647\t0.480\t0.533\t-1.488\t0.000\t0.742\t0.255\t-0.584\t0.000\t1.280\t-1.345\t-0.005\t0.000\t1.653\t-0.200\t1.612\t3.102\t0.939\t0.884\t0.981\t0.950\t1.138\t0.846\t0.842\n1\t0.962\t-0.027\t-0.561\t0.969\t0.974\t1.095\t1.146\t-1.609\t2.173\t1.239\t0.000\t0.068\t1.107\t0.596\t2.083\t0.939\t0.000\t0.427\t1.124\t1.407\t0.000\t0.611\t0.979\t1.314\t0.876\t2.006\t1.134\t1.008\n1\t0.571\t-0.230\t0.124\t0.529\t1.583\t0.937\t-0.056\t-0.909\t0.000\t0.896\t-2.173\t-0.081\t0.000\t2.361\t0.211\t0.875\t2.548\t0.591\t-0.687\t1.500\t3.102\t0.921\t0.745\t0.988\t1.071\t0.694\t0.960\t0.874\n0\t1.253\t0.502\t-0.029\t0.513\t0.928\t0.423\t2.152\t-0.648\t0.000\t0.774\t-0.592\t-1.672\t2.215\t0.286\t-0.133\t0.194\t1.274\t0.989\t-1.181\t-1.352\t0.000\t0.878\t0.595\t0.985\t0.493\t0.511\t0.666\t0.670\n1\t1.961\t-1.125\t-0.280\t1.254\t0.309\t1.482\t-1.159\t1.090\t2.173\t1.201\t-0.451\t-1.233\t2.215\t1.497\t0.484\t-1.559\t0.000\t0.899\t2.377\t0.101\t0.000\t2.241\t2.175\t1.102\t1.535\t1.841\t2.342\t2.171\n0\t0.413\t0.596\t1.637\t1.278\t-0.669\t0.937\t1.609\t-1.586\t0.000\t0.979\t0.530\t0.276\t2.215\t0.685\t0.592\t-0.223\t2.548\t0.588\t0.285\t1.253\t0.000\t0.956\t0.824\t0.987\t0.611\t0.381\t0.593\t0.650\n1\t0.761\t0.544\t0.936\t1.476\t-0.278\t1.242\t0.661\t1.705\t0.000\t1.137\t-0.087\t-0.930\t2.215\t1.414\t-1.298\t-0.075\t2.548\t1.734\t-0.685\t0.776\t0.000\t0.906\t0.837\t1.303\t1.409\t1.348\t1.089\t0.931\n0\t0.605\t-0.872\t0.083\t0.225\t1.670\t1.212\t-0.341\t-1.729\t2.173\t1.483\t0.907\t-0.407\t1.107\t0.962\t-0.024\t0.738\t0.000\t0.558\t-0.478\t0.634\t0.000\t0.236\t0.936\t0.982\t0.927\t2.275\t1.156\t0.925\n0\t0.470\t-0.217\t-1.674\t2.262\t1.437\t1.223\t-0.350\t-0.173\t0.000\t0.480\t-0.607\t-1.011\t2.215\t0.720\t0.418\t-0.526\t0.000\t0.796\t-0.456\t1.079\t0.000\t0.938\t0.669\t1.004\t0.797\t0.411\t0.708\t0.669\n0\t0.854\t1.291\t-1.089\t1.650\t-0.330\t0.595\t0.391\t1.127\t2.173\t0.643\t1.048\t1.597\t2.215\t0.526\t1.699\t1.057\t0.000\t0.684\t-0.212\t1.072\t0.000\t0.841\t0.608\t1.041\t1.140\t0.490\t0.826\t0.727\n0\t0.727\t-0.465\t-0.480\t2.265\t0.034\t1.057\t0.034\t-1.528\t0.000\t1.258\t-0.658\t-1.416\t0.000\t1.508\t0.763\t0.747\t0.000\t0.952\t-0.927\t1.120\t3.102\t0.923\t0.985\t0.978\t0.615\t0.274\t0.699\t0.959\n0\t1.689\t0.952\t-1.425\t0.654\t0.994\t0.482\t-1.318\t0.112\t0.000\t0.414\t-1.055\t1.175\t0.000\t0.771\t1.025\t-0.191\t1.274\t0.590\t0.099\t0.283\t3.102\t0.785\t1.162\t1.194\t0.764\t0.345\t0.676\t0.883\n0\t1.775\t0.392\t-1.264\t1.961\t-0.918\t1.126\t1.666\t-1.157\t0.000\t2.051\t0.556\t0.702\t0.000\t0.990\t-2.311\t-0.138\t0.000\t3.277\t1.298\t0.857\t0.000\t0.894\t0.756\t0.985\t1.097\t0.905\t0.858\t0.863\n1\t0.313\t-1.366\t1.045\t1.315\t-1.067\t0.671\t-0.658\t0.028\t1.087\t1.232\t1.039\t1.395\t2.215\t0.955\t0.154\t-0.498\t0.000\t0.472\t-1.247\t0.549\t0.000\t0.916\t0.680\t0.985\t1.246\t1.820\t1.082\t0.912\n1\t0.630\t0.869\t-1.192\t0.963\t-0.426\t2.050\t1.436\t1.515\t0.000\t1.989\t0.470\t0.113\t2.215\t0.944\t0.254\t-1.146\t0.000\t1.372\t-0.145\t-0.288\t3.102\t0.731\t1.081\t0.991\t0.592\t0.726\t0.700\t0.661\n1\t0.842\t-0.139\t0.830\t0.643\t-0.608\t1.098\t0.151\t1.308\t2.173\t1.197\t0.169\t-0.596\t0.000\t0.491\t-0.891\t-0.228\t0.000\t0.486\t0.641\t-1.110\t3.102\t0.811\t0.573\t0.987\t0.879\t0.678\t0.843\t0.728\n0\t0.604\t-0.865\t-1.217\t0.942\t1.496\t0.749\t0.653\t0.071\t2.173\t0.758\t0.309\t-0.844\t0.000\t0.911\t-0.781\t0.360\t1.274\t0.789\t-0.319\t1.676\t0.000\t0.851\t0.970\t0.984\t0.835\t0.898\t0.805\t0.734\n1\t0.638\t-1.868\t-1.625\t1.467\t1.470\t0.668\t-0.854\t-0.358\t1.087\t0.631\t-0.875\t0.911\t0.000\t0.726\t-1.555\t0.346\t0.000\t0.698\t0.003\t-0.468\t0.000\t0.913\t0.868\t0.983\t1.060\t0.898\t1.001\t0.830\n0\t1.118\t-0.456\t-0.446\t1.629\t-0.956\t0.838\t-1.229\t0.959\t1.087\t0.704\t-0.127\t1.198\t0.000\t0.685\t-0.621\t0.397\t0.000\t0.671\t0.138\t-1.152\t3.102\t0.781\t0.721\t0.987\t0.509\t0.964\t0.943\t0.796\n1\t0.929\t0.065\t0.522\t0.725\t-1.283\t0.634\t-0.035\t1.494\t0.000\t1.298\t0.504\t-0.376\t2.215\t0.734\t-1.217\t1.601\t1.274\t0.819\t-0.042\t-0.719\t0.000\t1.002\t1.121\t1.135\t0.812\t1.501\t0.889\t0.772\n0\t1.337\t1.197\t0.421\t1.101\t1.441\t0.630\t1.113\t1.409\t2.173\t1.211\t-0.178\t-0.684\t0.000\t0.754\t1.508\t-0.259\t0.000\t0.383\t-0.359\t1.571\t3.102\t1.640\t1.003\t1.337\t0.796\t0.452\t0.868\t0.895\n0\t0.387\t-0.890\t-0.640\t0.293\t0.184\t0.976\t-0.763\t-0.365\t2.173\t0.591\t-1.133\t-0.890\t0.000\t2.271\t-1.304\t1.459\t2.548\t0.461\t-0.763\t0.488\t0.000\t0.649\t0.929\t0.997\t0.949\t1.953\t1.252\t0.959\n1\t1.115\t0.908\t0.313\t1.618\t-0.319\t0.698\t-2.746\t1.432\t0.000\t0.794\t0.273\t-1.427\t2.215\t1.106\t1.309\t-0.410\t0.000\t1.908\t1.026\t1.591\t3.102\t0.785\t0.930\t1.003\t1.174\t0.713\t0.927\t0.799\n1\t0.694\t-0.687\t0.664\t0.726\t-0.744\t1.008\t-1.205\t-0.288\t2.173\t1.082\t-0.327\t1.309\t2.215\t1.154\t-0.563\t-1.605\t0.000\t0.517\t-1.769\t-0.368\t0.000\t1.040\t0.949\t0.986\t0.834\t1.676\t0.958\t0.811\n0\t0.908\t-0.352\t-0.021\t1.681\t0.383\t1.203\t-0.624\t-1.644\t0.000\t0.756\t-0.471\t-0.837\t0.000\t0.600\t0.514\t0.821\t2.548\t0.432\t1.011\t-1.166\t0.000\t0.743\t0.735\t0.995\t0.499\t0.380\t0.540\t0.673\n0\t1.288\t-1.001\t1.127\t4.239\t0.862\t2.040\t-0.783\t-0.808\t0.000\t0.506\t-0.779\t1.713\t2.215\t1.522\t-0.056\t-0.522\t2.548\t0.699\t-0.774\t-1.399\t0.000\t0.933\t0.955\t0.982\t0.868\t0.913\t1.178\t1.406\n1\t0.382\t-0.503\t-0.564\t1.086\t0.363\t0.846\t-0.035\t-1.529\t0.000\t0.537\t-0.218\t0.594\t2.215\t1.192\t1.002\t0.500\t0.000\t1.015\t0.816\t-0.979\t3.102\t2.054\t1.257\t0.982\t0.735\t0.784\t0.888\t1.097\n1\t1.374\t0.620\t1.203\t0.506\t-1.541\t0.930\t-0.018\t-0.630\t2.173\t0.682\t-0.175\t0.986\t1.107\t0.555\t0.109\t0.036\t0.000\t0.569\t-1.026\t-0.352\t0.000\t0.499\t0.608\t0.986\t1.240\t1.168\t0.920\t0.782\n1\t1.147\t1.810\t0.844\t0.393\t0.190\t0.864\t1.684\t-0.702\t2.173\t1.126\t1.137\t1.027\t0.000\t1.211\t1.194\t-1.026\t0.000\t1.444\t1.117\t1.609\t0.000\t0.842\t1.096\t0.978\t1.015\t0.839\t0.959\t0.835\n0\t1.009\t-0.051\t1.551\t0.463\t1.690\t0.745\t-0.504\t1.016\t0.000\t0.663\t-2.576\t0.231\t0.000\t0.551\t1.782\t0.135\t0.000\t1.148\t0.520\t-1.144\t3.102\t1.020\t0.734\t0.980\t0.791\t0.400\t0.560\t0.598\n1\t0.303\t-1.054\t-1.134\t1.234\t-0.603\t0.749\t0.254\t-0.137\t2.173\t0.697\t0.333\t1.354\t0.000\t0.618\t1.806\t-0.757\t0.000\t0.924\t1.016\t1.412\t0.000\t0.942\t0.890\t0.992\t1.823\t0.555\t1.560\t1.450\n0\t1.167\t1.003\t-1.440\t0.264\t-1.274\t0.307\t2.156\t-1.468\t0.000\t0.773\t0.994\t-0.396\t0.000\t1.698\t1.562\t0.919\t0.000\t0.975\t0.843\t0.546\t1.551\t1.038\t0.812\t0.989\t0.742\t0.661\t0.624\t0.611\n1\t2.120\t-0.154\t1.328\t1.425\t1.098\t1.473\t0.945\t-0.736\t0.000\t0.339\t-1.713\t-0.042\t0.000\t0.525\t-1.183\t1.268\t2.548\t0.489\t2.281\t-1.088\t0.000\t1.377\t1.186\t0.982\t0.566\t0.336\t1.100\t1.339\n0\t1.063\t1.166\t0.270\t1.231\t0.893\t1.272\t-0.753\t-1.019\t2.173\t0.823\t-0.533\t1.637\t0.000\t0.348\t-0.800\t-0.055\t0.000\t1.238\t0.122\t-0.105\t3.102\t0.830\t0.947\t0.993\t0.742\t1.157\t1.227\t1.018\n0\t0.547\t0.599\t1.371\t3.854\t0.864\t3.200\t0.012\t-0.905\t0.000\t1.316\t-1.211\t0.966\t2.215\t1.047\t1.099\t0.668\t2.548\t0.384\t1.456\t-0.008\t0.000\t0.986\t1.992\t0.990\t2.358\t1.973\t1.945\t2.061\n1\t0.570\t0.447\t0.275\t0.103\t-0.301\t1.132\t-0.133\t1.729\t2.173\t0.852\t1.034\t-0.394\t0.000\t0.739\t-0.721\t0.782\t2.548\t0.672\t0.675\t-0.760\t0.000\t0.343\t0.975\t0.932\t0.971\t0.941\t0.939\t0.823\n1\t0.888\t-1.424\t1.050\t0.964\t-1.704\t1.237\t0.566\t1.637\t2.173\t2.572\t0.081\t0.031\t0.000\t1.173\t-0.019\t-0.904\t0.000\t0.702\t1.323\t-0.505\t3.102\t1.994\t1.350\t0.993\t1.278\t1.061\t1.382\t1.324\n1\t0.369\t-0.734\t-1.233\t0.432\t-1.552\t0.493\t-0.723\t-1.700\t2.173\t0.484\t0.298\t0.463\t2.215\t0.558\t2.160\t0.798\t0.000\t1.361\t0.900\t-0.004\t0.000\t0.921\t0.728\t0.981\t0.783\t0.773\t0.894\t0.777\n0\t0.657\t0.715\t1.037\t0.678\t-1.669\t0.446\t-0.653\t0.559\t0.000\t1.109\t-0.359\t-0.451\t2.215\t0.691\t-1.205\t1.632\t0.000\t0.712\t0.003\t-0.630\t1.551\t0.888\t1.013\t0.984\t0.627\t0.198\t0.630\t0.648\n1\t0.917\t-0.077\t-1.717\t0.770\t0.616\t0.901\t-1.412\t-0.866\t2.173\t0.757\t-1.012\t-0.142\t2.215\t0.666\t0.443\t0.669\t0.000\t0.551\t-1.437\t0.995\t0.000\t0.920\t0.819\t1.003\t1.170\t0.775\t0.859\t0.789\n1\t0.486\t-0.517\t0.991\t1.006\t-1.126\t0.505\t-1.238\t0.940\t0.000\t1.083\t-0.382\t-0.262\t2.215\t0.393\t-2.238\t0.115\t0.000\t1.050\t1.525\t1.559\t0.000\t0.748\t1.045\t0.991\t0.720\t0.835\t0.828\t0.737\n0\t1.263\t1.327\t1.411\t0.367\t-0.945\t0.479\t1.259\t-1.612\t0.000\t1.312\t1.309\t0.291\t2.215\t0.998\t0.465\t-0.833\t0.000\t0.670\t1.001\t-0.017\t3.102\t0.938\t1.239\t0.991\t0.638\t0.240\t0.727\t0.698\n0\t0.285\t1.213\t-0.991\t1.201\t0.723\t0.521\t1.139\t1.520\t0.000\t0.626\t-0.224\t0.571\t0.000\t1.426\t0.136\t-0.428\t2.548\t1.779\t-0.538\t-1.156\t3.102\t1.289\t1.196\t0.987\t0.945\t0.894\t0.936\t0.815\n1\t1.496\t0.286\t1.390\t1.155\t0.887\t1.071\t0.806\t-0.515\t2.173\t0.455\t-0.493\t-0.205\t0.000\t0.368\t1.077\t1.644\t2.548\t0.410\t-0.707\t0.572\t0.000\t0.375\t0.847\t0.994\t0.619\t0.742\t0.959\t0.785\n0\t1.984\t0.259\t-1.545\t1.152\t1.168\t1.226\t1.067\t0.086\t0.000\t0.507\t0.001\t-0.847\t2.215\t0.563\t-0.305\t-0.527\t2.548\t0.809\t-1.628\t0.939\t0.000\t0.682\t0.742\t1.344\t0.908\t0.188\t0.656\t0.720\n0\t0.485\t1.854\t-0.409\t0.706\t-0.910\t0.973\t1.577\t0.778\t2.173\t0.783\t1.220\t1.403\t0.000\t0.553\t-0.190\t-0.619\t0.000\t0.709\t1.753\t-1.323\t0.000\t1.071\t0.951\t0.990\t1.117\t1.495\t0.956\t0.841\n0\t1.265\t0.272\t1.608\t1.288\t0.456\t1.286\t0.404\t-0.480\t0.000\t0.749\t-1.348\t1.554\t2.215\t1.215\t0.159\t-0.037\t0.000\t1.200\t1.555\t-1.612\t0.000\t0.913\t1.393\t1.523\t1.236\t0.535\t1.196\t1.114\n1\t0.511\t0.288\t-1.522\t1.224\t0.695\t0.637\t-1.024\t1.618\t1.087\t0.496\t-0.170\t0.041\t0.000\t0.276\t1.257\t0.456\t1.274\t0.824\t0.193\t-0.311\t0.000\t0.733\t0.882\t0.997\t0.524\t0.915\t0.663\t0.659\n0\t0.488\t-1.409\t-1.229\t1.234\t-0.358\t0.607\t-1.324\t-0.734\t2.173\t1.511\t-0.763\t1.245\t2.215\t0.534\t-0.712\t0.184\t0.000\t0.532\t-1.874\t0.749\t0.000\t0.552\t0.802\t0.984\t0.683\t1.432\t1.066\t0.835\n1\t1.381\t-1.134\t-1.200\t0.979\t-0.837\t0.747\t-0.485\t1.315\t2.173\t0.529\t0.023\t0.918\t0.000\t1.336\t-0.022\t0.142\t2.548\t1.103\t-0.331\t-0.826\t0.000\t0.921\t0.950\t0.997\t1.091\t1.123\t0.939\t0.798\n0\t0.424\t1.658\t1.697\t0.588\t0.395\t0.619\t0.496\t0.670\t0.000\t0.419\t1.478\t-0.247\t0.000\t0.788\t-0.357\t-1.247\t2.548\t0.840\t-0.176\t1.220\t3.102\t0.983\t1.009\t0.994\t0.589\t0.497\t0.658\t0.595\n0\t1.099\t0.267\t0.858\t0.941\t1.270\t1.220\t-0.452\t-0.775\t0.000\t1.046\t-0.130\t0.263\t2.215\t0.710\t0.169\t1.326\t2.548\t0.577\t-1.975\t-1.655\t0.000\t1.197\t1.036\t0.979\t0.981\t0.764\t0.845\t0.951\n1\t0.327\t2.427\t-0.049\t1.459\t0.912\t0.471\t0.442\t0.625\t0.000\t0.716\t0.311\t-0.532\t0.000\t1.072\t0.830\t-1.502\t2.548\t0.930\t0.379\t-1.195\t0.000\t1.008\t0.802\t0.985\t1.149\t0.864\t0.863\t0.750\n1\t1.930\t-1.199\t-0.882\t1.893\t-0.406\t1.430\t-1.442\t1.263\t0.000\t0.861\t-0.130\t0.561\t2.215\t0.528\t-0.954\t-0.087\t0.000\t0.883\t0.454\t-0.741\t0.000\t0.786\t0.795\t1.104\t1.380\t0.823\t1.033\t0.865\n1\t0.934\t-0.643\t0.199\t0.397\t-1.479\t0.955\t-0.495\t-1.464\t0.000\t1.444\t0.010\t0.109\t2.215\t0.823\t0.561\t-1.249\t0.000\t1.027\t-0.285\t1.222\t3.102\t0.986\t0.829\t0.988\t0.732\t0.947\t0.975\t0.814\n1\t2.113\t-0.792\t-1.488\t1.221\t1.410\t0.811\t-0.157\t0.139\t1.087\t0.281\t-0.591\t-0.918\t2.215\t0.821\t-0.945\t0.080\t0.000\t0.461\t-0.070\t-0.292\t0.000\t0.403\t0.419\t1.125\t0.644\t0.594\t0.892\t0.747\n1\t0.384\t-0.051\t0.008\t1.563\t1.213\t0.808\t0.040\t-0.696\t0.000\t0.771\t1.146\t1.543\t2.215\t1.558\t1.504\t-0.558\t0.000\t1.617\t0.680\t1.138\t3.102\t0.868\t1.250\t0.988\t0.983\t0.405\t0.934\t0.880\n1\t1.076\t-1.608\t1.373\t0.329\t-0.024\t0.424\t-0.160\t0.928\t1.087\t0.265\t-2.045\t-0.659\t0.000\t0.455\t0.232\t-0.458\t0.000\t1.012\t0.068\t-0.943\t3.102\t0.790\t0.750\t0.987\t1.034\t0.694\t0.803\t0.704\n0\t1.442\t1.224\t-1.654\t1.550\t-1.278\t1.174\t0.290\t0.453\t2.173\t0.535\t0.274\t1.642\t0.000\t0.691\t0.874\t-0.520\t0.000\t0.484\t2.393\t-0.540\t0.000\t0.925\t1.079\t0.978\t0.760\t0.428\t1.024\t0.841\n0\t0.604\t0.921\t0.437\t1.140\t-0.590\t0.873\t1.927\t-1.572\t0.000\t1.100\t1.476\t-0.091\t2.215\t1.365\t0.837\t1.404\t2.548\t0.543\t-1.737\t-0.273\t0.000\t0.893\t0.866\t0.992\t0.794\t1.330\t0.913\t0.907\n0\t1.115\t1.355\t-1.633\t1.025\t0.596\t0.688\t-0.342\t-0.800\t0.000\t1.038\t-0.653\t-0.154\t2.215\t0.956\t0.380\t0.951\t2.548\t0.877\t0.174\t-1.688\t0.000\t0.913\t0.949\t1.341\t1.608\t1.075\t1.081\t0.991\n1\t1.316\t0.365\t1.270\t0.187\t-0.262\t0.668\t-0.245\t-0.196\t2.173\t0.860\t-0.649\t-1.264\t2.215\t0.988\t0.816\t0.807\t0.000\t0.709\t-0.083\t-0.903\t0.000\t1.040\t0.922\t0.985\t0.824\t0.945\t0.780\t0.724\n1\t1.517\t-1.215\t-0.639\t0.286\t-1.136\t1.179\t-0.458\t-0.746\t0.000\t1.235\t-0.560\t-0.336\t0.000\t4.053\t-0.702\t1.419\t2.548\t1.567\t-0.594\t0.755\t0.000\t0.938\t0.912\t0.989\t1.763\t1.626\t1.534\t1.335\n0\t0.405\t-0.436\t-0.566\t2.191\t-1.508\t0.840\t1.022\t0.058\t0.000\t1.145\t1.618\t0.265\t0.000\t1.291\t0.702\t1.463\t2.548\t1.171\t-0.050\t1.513\t0.000\t0.775\t0.805\t0.988\t0.937\t0.696\t0.842\t1.102\n1\t1.872\t0.275\t-1.494\t0.445\t0.573\t1.145\t0.875\t0.186\t2.173\t0.587\t1.603\t-1.738\t0.000\t0.559\t-0.470\t-0.965\t0.000\t0.684\t-1.878\t-1.457\t0.000\t0.937\t1.021\t1.211\t0.826\t0.842\t0.920\t0.807\n1\t1.311\t-0.749\t1.343\t0.229\t-0.769\t0.726\t0.878\t-0.452\t1.087\t0.663\t-0.388\t-0.156\t0.000\t0.485\t1.243\t0.512\t0.000\t1.027\t0.266\t-1.557\t3.102\t0.911\t0.934\t0.991\t0.620\t0.811\t0.774\t0.704\n1\t0.707\t0.655\t0.215\t0.397\t1.720\t1.596\t0.289\t1.373\t1.087\t0.919\t-1.346\t-0.455\t0.000\t1.518\t-0.128\t-0.692\t0.000\t0.681\t-0.861\t0.343\t3.102\t1.262\t0.868\t0.993\t0.984\t1.183\t1.332\t1.047\n0\t0.812\t-1.686\t-0.768\t0.866\t1.600\t0.823\t0.714\t-0.167\t2.173\t0.755\t-0.390\t1.303\t0.000\t0.941\t-0.196\t0.938\t2.548\t0.627\t-0.354\t-0.585\t0.000\t0.889\t1.092\t0.987\t0.967\t1.063\t1.220\t0.974\n0\t1.284\t0.596\t-1.017\t0.169\t-0.280\t1.466\t0.932\t-0.437\t1.087\t1.417\t0.933\t1.525\t0.000\t1.853\t0.973\t0.777\t2.548\t1.151\t0.216\t1.055\t0.000\t0.906\t0.958\t0.982\t0.985\t1.829\t1.279\t1.110\n0\t0.617\t-0.564\t1.060\t1.101\t0.253\t0.372\t-0.053\t0.305\t0.000\t0.863\t0.067\t-0.967\t2.215\t0.492\t0.755\t1.572\t1.274\t0.571\t-0.365\t-1.322\t0.000\t0.713\t0.665\t0.993\t0.940\t0.587\t0.838\t0.682\n0\t0.433\t1.946\t1.148\t2.090\t-0.837\t1.783\t0.931\t0.415\t0.000\t1.021\t0.896\t-1.582\t1.107\t0.930\t0.175\t-1.039\t2.548\t0.830\t-0.276\t1.717\t0.000\t2.127\t1.599\t1.287\t1.079\t0.621\t1.167\t1.247\n0\t1.848\t0.807\t1.122\t1.029\t0.123\t0.765\t-2.911\t-0.528\t0.000\t0.803\t-1.244\t-1.723\t0.000\t1.060\t-1.364\t-0.712\t2.548\t1.121\t-0.376\t1.168\t3.102\t2.130\t1.336\t1.496\t0.975\t0.944\t1.202\t1.925\n0\t0.516\t-0.463\t-1.336\t0.118\t-0.368\t1.246\t-0.071\t0.458\t2.173\t1.316\t-0.104\t-1.646\t1.107\t0.456\t1.011\t0.613\t0.000\t0.383\t0.811\t-0.393\t0.000\t0.364\t0.821\t0.978\t1.054\t1.785\t0.995\t0.770\n1\t1.405\t-1.623\t-1.482\t0.355\t-0.434\t0.843\t-1.337\t0.078\t2.173\t0.539\t-1.129\t1.170\t0.000\t0.635\t-0.357\t0.798\t2.548\t0.548\t-0.826\t-1.019\t0.000\t0.655\t0.795\t0.985\t0.881\t0.713\t0.799\t0.665\n1\t1.126\t-0.151\t-0.153\t1.247\t-0.770\t0.713\t-0.489\t0.871\t2.173\t0.437\t-0.035\t1.127\t0.000\t0.883\t0.637\t1.432\t2.548\t1.055\t-0.718\t-1.426\t0.000\t0.759\t0.713\t0.981\t0.938\t0.788\t0.859\t0.752\n1\t1.304\t-0.921\t-0.486\t1.420\t-0.886\t0.688\t0.329\t1.112\t2.173\t0.771\t-1.362\t1.197\t1.107\t0.459\t-2.619\t0.306\t0.000\t0.589\t-0.637\t-1.176\t0.000\t0.915\t0.762\t0.985\t1.594\t1.053\t1.159\t0.986\n1\t0.387\t-1.681\t1.141\t0.462\t0.893\t1.539\t0.080\t-1.099\t0.000\t1.155\t-0.647\t0.984\t0.000\t1.274\t0.044\t0.602\t1.274\t0.790\t-0.186\t-1.698\t0.000\t0.902\t0.883\t0.990\t0.646\t0.408\t0.862\t0.781\n0\t1.813\t0.697\t-0.105\t0.595\t0.050\t1.313\t0.976\t-1.570\t1.087\t0.547\t-1.232\t1.157\t0.000\t0.474\t0.376\t-0.626\t0.000\t1.119\t0.085\t0.589\t3.102\t1.073\t0.771\t0.993\t1.577\t1.329\t1.085\t1.010\n1\t1.577\t0.103\t0.514\t0.304\t-1.598\t1.355\t0.796\t-1.201\t2.173\t0.724\t-1.358\t-0.582\t0.000\t0.886\t-0.264\t0.171\t0.000\t0.884\t0.757\t1.394\t3.102\t0.941\t1.070\t0.988\t1.308\t0.834\t1.207\t1.027\n1\t2.559\t-0.760\t-1.062\t0.168\t-1.673\t1.639\t-1.164\t0.447\t1.087\t0.583\t-1.710\t1.537\t0.000\t0.383\t-0.003\t1.613\t0.000\t0.474\t-0.093\t-0.527\t3.102\t0.723\t1.214\t0.978\t0.530\t0.887\t1.112\t0.935\n1\t0.512\t2.003\t-1.193\t0.580\t1.629\t0.790\t0.940\t0.571\t0.000\t1.074\t0.441\t1.239\t2.215\t1.296\t-0.135\t-1.076\t2.548\t0.941\t-0.203\t-0.570\t0.000\t0.889\t0.855\t0.987\t0.820\t1.156\t0.842\t0.752\n0\t1.237\t0.096\t-0.398\t0.749\t-1.372\t0.473\t1.170\t1.165\t0.000\t1.095\t1.036\t0.697\t2.215\t1.150\t0.337\t-1.724\t0.000\t0.977\t-1.004\t-0.893\t3.102\t0.875\t0.916\t1.025\t0.705\t1.599\t0.974\t0.895\n1\t0.421\t1.651\t-0.894\t0.500\t-0.813\t1.527\t0.155\t0.372\t2.173\t0.922\t0.060\t-1.201\t2.215\t0.955\t-0.768\t1.652\t0.000\t1.020\t-1.738\t-1.722\t0.000\t0.729\t1.045\t0.987\t1.138\t1.727\t1.334\t1.117\n1\t2.447\t0.492\t1.136\t0.786\t0.485\t0.733\t-0.083\t-1.068\t0.000\t0.892\t0.364\t-0.445\t2.215\t1.129\t0.671\t0.398\t0.000\t1.745\t1.071\t-1.176\t3.102\t1.728\t1.111\t1.062\t1.233\t0.869\t1.006\t0.988\n0\t3.276\t-0.698\t0.157\t0.350\t1.531\t2.247\t-1.092\t-1.584\t1.087\t0.595\t-0.312\t1.463\t0.000\t0.598\t-0.878\t-1.355\t2.548\t1.716\t-1.236\t0.146\t0.000\t1.169\t0.778\t1.402\t2.281\t0.314\t1.409\t1.154\n0\t0.426\t-1.842\t1.027\t1.309\t-1.209\t0.869\t-0.880\t0.284\t2.173\t0.547\t-0.305\t0.715\t2.215\t0.547\t-0.956\t1.345\t0.000\t0.941\t-1.430\t-1.194\t0.000\t0.762\t0.978\t0.988\t1.099\t0.484\t0.969\t0.801\n0\t0.711\t-0.606\t-1.401\t0.559\t1.559\t1.157\t-0.637\t-0.798\t1.087\t1.375\t-0.382\t0.587\t2.215\t0.694\t0.893\t1.407\t0.000\t1.371\t0.495\t0.340\t0.000\t0.907\t0.986\t0.994\t1.051\t1.776\t1.144\t0.981\n1\t0.575\t1.471\t1.241\t1.147\t-1.157\t0.885\t-1.095\t0.506\t2.173\t0.485\t-1.130\t1.292\t1.107\t0.741\t-0.551\t-0.698\t0.000\t0.631\t-0.592\t-1.269\t0.000\t0.373\t0.884\t0.988\t1.084\t0.627\t1.172\t0.932\n0\t0.417\t0.017\t-0.260\t2.364\t-1.152\t1.086\t1.530\t0.761\t2.173\t0.449\t1.709\t0.187\t0.000\t0.584\t0.352\t-0.593\t1.274\t0.798\t0.463\t1.298\t0.000\t0.824\t0.726\t0.989\t0.557\t1.113\t1.179\t0.957\n1\t0.485\t0.495\t1.011\t0.929\t-1.153\t0.599\t-0.231\t1.219\t0.000\t0.855\t-0.264\t-1.407\t0.000\t1.049\t-1.136\t-0.319\t2.548\t0.825\t-1.609\t-0.212\t0.000\t1.062\t0.944\t0.989\t1.340\t0.556\t0.962\t0.906\n0\t0.383\t1.378\t-0.309\t3.185\t0.576\t1.240\t1.408\t-1.196\t0.000\t1.147\t0.630\t-0.794\t2.215\t1.143\t0.831\t1.090\t2.548\t0.708\t1.028\t1.601\t0.000\t0.843\t0.927\t1.097\t0.823\t1.218\t1.040\t1.078\n0\t1.977\t0.276\t0.875\t1.501\t0.437\t1.080\t-1.059\t-0.973\t0.000\t0.432\t-0.351\t-0.337\t0.000\t0.585\t0.835\t-1.618\t1.274\t0.688\t0.398\t-1.077\t3.102\t0.947\t1.098\t0.993\t0.856\t0.252\t0.678\t1.023\n0\t1.488\t-0.569\t-1.039\t0.694\t1.479\t0.829\t0.106\t0.304\t0.000\t0.669\t-0.861\t0.710\t0.000\t1.246\t0.589\t-0.914\t2.548\t1.266\t1.118\t0.071\t0.000\t0.994\t0.993\t1.078\t0.901\t1.282\t0.969\t0.905\n1\t0.846\t-0.911\t0.275\t2.294\t0.570\t0.760\t-0.018\t-1.738\t0.000\t0.999\t-0.309\t-1.184\t1.107\t1.244\t0.447\t-1.128\t2.548\t0.722\t1.077\t-0.315\t0.000\t1.346\t1.008\t1.000\t1.915\t0.496\t1.424\t1.343\n1\t0.463\t-0.458\t-1.189\t1.113\t0.314\t1.157\t0.018\t-1.139\t1.087\t0.925\t-0.549\t0.312\t1.107\t2.565\t1.161\t1.687\t0.000\t2.207\t0.538\t0.119\t0.000\t1.570\t1.086\t0.989\t0.998\t1.537\t1.056\t0.866\n0\t1.575\t-0.133\t0.690\t0.911\t1.393\t1.700\t0.238\t-0.678\t0.000\t1.468\t-0.736\t1.038\t2.215\t1.132\t0.077\t-1.286\t1.274\t0.494\t-0.526\t-0.296\t0.000\t0.788\t0.823\t0.988\t0.695\t1.327\t1.220\t1.108\n1\t2.218\t-0.819\t1.543\t0.627\t1.024\t1.113\t-1.041\t-0.222\t2.173\t0.436\t-0.638\t0.788\t0.000\t0.910\t-1.035\t-1.065\t2.548\t0.449\t-0.494\t-0.081\t0.000\t0.407\t0.636\t0.992\t0.874\t0.866\t1.030\t0.786\n0\t3.067\t-0.053\t-1.572\t0.692\t1.486\t1.103\t-1.995\t0.104\t0.000\t0.760\t0.132\t-0.850\t2.215\t0.695\t-1.754\t0.704\t0.000\t1.490\t-0.793\t0.169\t3.102\t0.814\t0.765\t0.979\t0.875\t0.940\t1.040\t1.442\n0\t2.943\t-0.994\t1.227\t2.299\t1.335\t3.010\t0.280\t-0.440\t1.087\t1.422\t-1.647\t1.489\t0.000\t1.146\t-0.189\t0.038\t0.000\t0.634\t0.990\t-0.130\t0.000\t0.725\t1.031\t1.011\t0.837\t0.918\t2.221\t1.682\n0\t2.993\t0.024\t-0.013\t0.531\t-0.358\t0.810\t0.737\t1.447\t0.000\t1.150\t1.142\t1.680\t2.215\t1.319\t0.129\t-0.664\t2.548\t0.682\t-0.802\t1.324\t0.000\t1.099\t0.966\t0.993\t0.794\t1.326\t1.131\t1.095\n1\t0.783\t-1.438\t-1.408\t1.690\t-1.742\t0.815\t-1.032\t-0.147\t2.173\t0.892\t-0.123\t0.578\t0.000\t0.687\t-0.632\t0.654\t2.548\t1.031\t-0.209\t-0.515\t0.000\t0.915\t0.988\t0.975\t0.801\t0.638\t0.850\t0.784\n1\t0.588\t0.577\t0.923\t1.654\t1.678\t0.701\t1.985\t-0.311\t0.000\t0.642\t1.383\t0.548\t1.107\t0.746\t0.840\t-0.532\t1.274\t0.796\t2.027\t-1.418\t0.000\t0.989\t0.876\t0.987\t0.887\t0.636\t0.767\t0.946\n0\t0.555\t-1.112\t-1.107\t0.067\t0.634\t0.608\t0.469\t0.617\t0.000\t0.711\t-0.694\t0.928\t2.215\t1.323\t0.276\t1.555\t0.000\t1.498\t0.452\t-0.649\t3.102\t0.944\t0.859\t0.998\t0.737\t1.113\t0.694\t0.637\n1\t1.782\t1.678\t-0.348\t0.701\t-0.861\t0.411\t2.264\t-1.468\t0.000\t0.997\t-1.550\t1.179\t2.215\t1.347\t0.463\t-1.252\t1.274\t3.225\t0.687\t0.544\t0.000\t2.209\t1.703\t0.983\t3.452\t1.845\t2.222\t1.984\n1\t1.085\t-0.040\t-0.512\t1.608\t-0.953\t0.952\t-0.662\t1.107\t2.173\t0.568\t0.907\t1.513\t2.215\t0.791\t-0.338\t0.529\t0.000\t0.578\t-2.193\t-0.143\t0.000\t1.120\t1.053\t0.990\t0.890\t1.038\t1.078\t1.112\n1\t1.554\t-0.281\t1.428\t0.869\t-1.557\t0.965\t0.685\t-0.005\t2.173\t0.658\t0.051\t0.640\t0.000\t0.821\t0.624\t-1.023\t2.548\t0.694\t-0.719\t-0.828\t0.000\t0.951\t0.968\t0.989\t0.775\t0.880\t0.933\t0.818\n0\t0.282\t1.135\t0.761\t0.814\t-0.187\t0.983\t1.931\t0.756\t0.000\t1.244\t-0.186\t1.685\t0.000\t1.267\t1.297\t-0.257\t2.548\t0.885\t-0.349\t-0.805\t0.000\t1.079\t0.727\t0.978\t1.018\t0.922\t0.919\t0.841\n1\t2.015\t0.074\t0.196\t0.616\t0.850\t0.955\t0.800\t-1.024\t2.173\t0.329\t0.745\t0.092\t0.000\t0.528\t-2.331\t-1.494\t0.000\t0.988\t0.667\t1.568\t3.102\t0.791\t0.918\t0.988\t0.842\t0.741\t0.909\t0.757\n0\t1.381\t0.573\t0.569\t0.751\t-0.271\t0.683\t0.110\t1.279\t2.173\t0.910\t-0.546\t-1.439\t0.000\t0.899\t0.687\t-0.118\t2.548\t0.822\t0.279\t-0.967\t0.000\t0.699\t0.923\t0.986\t0.892\t0.983\t0.744\t0.773\n0\t1.675\t-0.134\t1.429\t0.649\t-1.330\t0.425\t-0.200\t-0.842\t0.000\t0.676\t0.743\t0.559\t2.215\t1.064\t-0.859\t-0.133\t1.274\t0.391\t0.491\t-0.234\t0.000\t0.411\t0.667\t0.989\t1.013\t1.015\t0.858\t0.707\n1\t0.844\t-0.452\t1.709\t0.991\t0.751\t1.308\t-0.721\t-0.545\t2.173\t0.928\t-0.903\t1.573\t0.000\t0.538\t0.505\t0.257\t1.274\t0.420\t-1.963\t0.732\t0.000\t0.843\t0.935\t0.989\t1.248\t0.996\t0.933\t0.856\n1\t1.189\t-0.798\t-1.716\t0.420\t0.571\t1.276\t-0.038\t-0.865\t2.173\t0.731\t-0.396\t-1.603\t2.215\t1.377\t-1.194\t0.208\t0.000\t0.938\t0.130\t0.601\t0.000\t0.853\t1.079\t0.985\t1.201\t0.916\t1.070\t0.934\n1\t0.784\t0.187\t0.216\t0.725\t-0.398\t0.804\t1.435\t1.632\t0.000\t0.619\t0.380\t-1.060\t2.215\t0.560\t1.374\t0.779\t0.000\t0.832\t-0.327\t0.520\t3.102\t0.841\t1.010\t0.986\t0.779\t0.692\t0.739\t0.873\n1\t1.668\t1.308\t0.883\t0.558\t0.885\t0.984\t0.666\t-1.143\t2.173\t0.800\t2.514\t-0.599\t0.000\t0.633\t0.751\t0.467\t2.548\t1.028\t1.631\t0.800\t0.000\t1.187\t0.946\t0.978\t1.454\t0.979\t0.987\t0.962\n0\t1.563\t1.440\t-1.146\t0.238\t0.378\t0.852\t-0.031\t0.332\t2.173\t0.742\t0.675\t1.345\t2.215\t0.735\t-1.261\t0.940\t0.000\t0.745\t-0.744\t-0.083\t0.000\t0.681\t0.999\t0.993\t1.409\t1.022\t1.006\t1.089\n1\t1.714\t0.914\t-0.905\t0.505\t1.285\t1.448\t-0.050\t1.444\t2.173\t2.560\t0.028\t-0.185\t2.215\t1.294\t-1.127\t1.120\t0.000\t2.151\t1.269\t1.278\t0.000\t0.864\t0.874\t1.186\t1.390\t2.821\t1.556\t1.251\n0\t0.759\t0.290\t0.245\t1.818\t-1.090\t0.569\t-0.706\t1.294\t2.173\t0.719\t-1.317\t0.788\t0.000\t0.862\t-0.980\t-0.112\t0.000\t1.285\t-0.937\t-1.461\t3.102\t0.891\t0.882\t1.518\t1.153\t0.585\t0.872\t0.898\n1\t1.395\t0.929\t0.919\t0.583\t-1.520\t1.351\t1.069\t-0.869\t0.000\t1.194\t-0.328\t-0.335\t2.215\t0.782\t-1.000\t0.794\t2.548\t0.389\t0.168\t-1.727\t0.000\t0.922\t1.336\t1.013\t1.032\t0.961\t1.141\t1.064\n1\t0.391\t2.002\t-0.362\t1.186\t1.525\t0.892\t0.331\t-0.263\t2.173\t0.682\t1.288\t-1.468\t0.000\t0.518\t1.891\t0.615\t0.000\t1.185\t0.286\t0.938\t3.102\t0.936\t0.838\t0.988\t1.141\t0.960\t0.838\t0.769\n1\t1.108\t-1.298\t1.717\t1.306\t0.659\t0.950\t0.075\t-0.881\t2.173\t1.415\t-1.919\t-0.270\t0.000\t0.995\t2.042\t1.537\t0.000\t1.258\t-1.076\t1.127\t3.102\t0.932\t1.468\t1.358\t0.689\t1.412\t1.330\t1.484\n0\t1.755\t-1.230\t1.250\t0.664\t-0.171\t1.111\t-2.133\t1.553\t0.000\t0.867\t-0.757\t-0.383\t0.000\t1.012\t-0.210\t-0.919\t2.548\t1.086\t0.309\t-0.196\t0.000\t0.796\t0.836\t1.432\t1.087\t0.980\t0.831\t0.817\n0\t2.186\t-0.417\t0.810\t0.954\t0.537\t2.336\t1.234\t-0.971\t2.173\t1.785\t-1.049\t0.924\t1.107\t0.522\t1.868\t-0.974\t0.000\t0.551\t0.181\t-0.158\t0.000\t0.738\t0.904\t0.981\t1.010\t5.260\t2.620\t1.949\n1\t0.877\t0.086\t0.219\t1.018\t0.250\t1.034\t1.231\t-1.305\t0.000\t1.131\t1.298\t0.639\t2.215\t1.132\t0.867\t-1.709\t0.000\t1.358\t0.987\t-0.072\t1.551\t0.886\t0.909\t0.984\t1.475\t0.674\t1.068\t1.156\n0\t0.303\t-1.653\t-1.154\t0.863\t-1.648\t0.478\t1.243\t-0.902\t0.000\t0.880\t-0.822\t0.608\t0.000\t0.754\t-0.333\t-0.984\t2.548\t0.683\t-1.134\t0.835\t0.000\t0.334\t0.776\t0.991\t0.767\t0.621\t0.595\t0.632\n1\t0.724\t-0.782\t1.216\t1.603\t-1.699\t0.458\t2.936\t-1.739\t0.000\t1.464\t-0.479\t0.215\t2.215\t1.319\t0.586\t-0.303\t2.548\t0.374\t-0.214\t-0.219\t0.000\t1.640\t1.438\t0.987\t1.295\t1.107\t1.582\t1.466\n1\t1.472\t1.506\t0.538\t1.702\t-0.137\t1.362\t1.593\t-1.572\t0.000\t0.432\t0.222\t-1.127\t1.107\t0.607\t0.400\t-0.047\t0.000\t0.794\t0.480\t0.560\t1.551\t1.897\t1.187\t1.252\t0.740\t0.536\t0.810\t0.949\n0\t0.398\t-0.991\t-0.681\t0.656\t-0.492\t0.607\t0.050\t1.651\t1.087\t0.932\t0.307\t0.721\t0.000\t0.704\t0.780\t-1.288\t2.548\t0.772\t-0.446\t-0.194\t0.000\t0.945\t0.917\t0.993\t0.615\t0.511\t0.664\t0.649\n1\t2.553\t-1.408\t0.026\t0.592\t-0.596\t2.056\t-1.070\t1.049\t0.000\t1.208\t2.483\t1.582\t0.000\t1.226\t-1.033\t-0.439\t0.000\t1.880\t-1.003\t-1.322\t1.551\t1.056\t0.739\t0.985\t1.148\t0.460\t0.841\t1.054\n1\t1.508\t-0.041\t0.642\t0.926\t-0.090\t1.080\t0.458\t-1.451\t2.173\t0.976\t1.671\t-0.843\t0.000\t1.088\t0.961\t1.176\t0.000\t1.025\t0.680\t-0.612\t1.551\t0.588\t0.847\t1.003\t1.341\t0.790\t0.923\t0.934\n1\t0.286\t1.733\t1.709\t1.188\t0.277\t3.223\t-0.279\t1.616\t0.000\t3.382\t0.276\t-0.094\t2.215\t2.138\t1.739\t-1.046\t0.000\t1.926\t0.824\t0.283\t1.551\t2.765\t2.764\t0.982\t1.059\t1.130\t2.564\t1.916\n1\t1.376\t0.906\t-0.810\t1.142\t-0.269\t1.449\t1.848\t1.601\t0.000\t0.570\t0.901\t0.504\t1.107\t0.306\t1.439\t1.420\t0.000\t0.462\t0.264\t0.507\t3.102\t1.284\t0.986\t0.987\t0.799\t0.144\t0.733\t0.908\n1\t0.403\t1.239\t0.483\t1.209\t-0.257\t1.969\t-0.551\t1.230\t0.000\t1.331\t0.531\t-0.167\t2.215\t1.386\t-0.077\t-1.294\t0.000\t1.525\t-1.022\t-1.148\t3.102\t1.052\t0.775\t0.984\t1.296\t1.634\t1.789\t1.554\n0\t0.681\t-1.348\t-1.704\t2.095\t1.236\t2.960\t0.096\t-0.321\t2.173\t1.069\t1.220\t-1.719\t0.000\t1.014\t0.537\t0.132\t0.000\t1.746\t1.385\t1.121\t0.000\t1.045\t0.722\t0.988\t3.675\t1.966\t2.413\t2.556\n1\t0.536\t0.762\t0.245\t0.990\t0.032\t1.285\t0.794\t-1.571\t2.173\t0.737\t0.403\t-0.663\t0.000\t1.276\t-0.098\t1.114\t0.000\t0.716\t-0.203\t-0.374\t0.000\t1.029\t1.278\t0.996\t0.971\t1.105\t1.085\t1.038\n0\t1.405\t-0.103\t-0.714\t0.520\t-0.875\t0.828\t0.161\t1.030\t1.087\t1.526\t-0.694\t-1.394\t2.215\t1.207\t0.306\t0.140\t0.000\t1.335\t-0.700\t0.422\t0.000\t0.941\t0.975\t0.984\t0.863\t1.545\t1.104\t1.005\n1\t2.404\t-1.208\t-1.262\t0.375\t1.151\t0.765\t-1.140\t0.444\t2.173\t0.410\t-1.886\t0.143\t0.000\t1.061\t-1.400\t1.158\t0.000\t0.794\t-0.010\t-0.369\t3.102\t0.828\t0.873\t1.083\t1.194\t0.741\t0.858\t0.783\n0\t1.051\t0.688\t1.035\t1.562\t-1.569\t0.645\t-0.118\t0.542\t0.000\t1.062\t-0.865\t-0.669\t0.000\t0.777\t0.926\t-1.672\t2.548\t1.159\t-1.904\t-0.123\t0.000\t1.289\t1.269\t1.269\t0.642\t0.635\t1.142\t1.245\n1\t0.536\t-2.161\t-0.523\t0.782\t0.176\t1.007\t-0.966\t-0.371\t1.087\t0.774\t-0.930\t1.006\t0.000\t1.172\t-0.155\t1.686\t2.548\t0.607\t0.509\t0.937\t0.000\t0.942\t1.091\t0.992\t0.980\t1.415\t0.871\t0.776\n1\t0.755\t-1.317\t0.774\t0.848\t-0.680\t1.553\t-0.864\t1.529\t0.000\t0.833\t-0.699\t0.070\t2.215\t0.961\t0.540\t-0.303\t0.000\t1.455\t-0.317\t0.506\t3.102\t0.912\t0.913\t1.071\t0.706\t0.417\t0.629\t0.691\n0\t0.836\t1.515\t0.305\t0.708\t-0.432\t0.670\t0.054\t1.031\t0.000\t0.974\t1.228\t-1.310\t2.215\t0.909\t-0.941\t0.230\t0.000\t1.018\t-1.030\t-1.200\t0.000\t1.025\t1.040\t0.988\t0.986\t0.214\t1.016\t1.277\n1\t0.793\t-0.546\t-1.602\t1.018\t-1.047\t0.707\t-0.915\t-1.001\t2.173\t1.143\t-0.554\t0.737\t2.215\t0.841\t-1.581\t0.898\t0.000\t0.557\t-2.003\t0.261\t0.000\t0.484\t0.953\t0.986\t1.122\t1.343\t0.863\t0.792\n0\t0.712\t1.462\t-1.368\t0.176\t-1.675\t1.370\t0.889\t-1.105\t2.173\t1.956\t1.630\t0.438\t0.000\t0.547\t0.076\t0.383\t0.000\t0.958\t-0.472\t-1.509\t3.102\t0.623\t1.050\t0.998\t0.654\t1.061\t0.726\t0.649\n1\t0.726\t0.403\t-1.133\t1.431\t0.362\t0.780\t-2.228\t-1.138\t0.000\t1.424\t0.596\t-0.508\t2.215\t1.182\t0.328\t1.000\t0.000\t1.278\t1.383\t1.202\t0.000\t0.976\t0.718\t1.377\t0.987\t0.532\t0.850\t0.795\n1\t0.478\t0.458\t1.405\t1.527\t-0.316\t0.742\t-0.429\t-1.424\t0.000\t1.032\t0.113\t1.625\t0.000\t1.484\t-0.256\t0.599\t2.548\t1.374\t0.664\t-0.187\t3.102\t0.879\t1.235\t1.184\t0.957\t0.941\t0.977\t0.896\n0\t1.003\t-0.158\t-1.601\t1.332\t-0.997\t0.894\t0.334\t-1.050\t1.087\t1.504\t-0.424\t0.566\t0.000\t1.177\t0.108\t0.765\t0.000\t0.983\t-0.978\t-0.136\t1.551\t0.681\t0.862\t0.991\t0.584\t1.099\t1.043\t1.005\n0\t0.562\t0.100\t0.720\t0.518\t-0.365\t0.625\t-1.732\t0.369\t0.000\t0.890\t0.027\t-1.510\t1.107\t0.867\t-1.437\t-1.547\t2.548\t0.667\t-0.301\t-0.162\t0.000\t0.869\t0.900\t0.988\t0.857\t0.834\t0.858\t0.740\n0\t0.838\t-1.188\t1.059\t0.926\t-1.380\t0.399\t0.190\t1.717\t0.000\t1.029\t-0.077\t0.161\t2.215\t0.676\t0.698\t-1.363\t2.548\t0.458\t1.136\t-0.192\t0.000\t0.762\t0.844\t0.989\t0.913\t0.951\t0.855\t0.757\n1\t0.891\t-0.684\t0.886\t0.742\t-0.267\t0.800\t-1.376\t1.379\t2.173\t0.970\t-1.909\t-0.522\t0.000\t1.011\t-0.042\t0.239\t1.274\t1.366\t-1.209\t-1.214\t0.000\t0.958\t1.192\t0.985\t0.591\t1.256\t1.030\t0.893\n1\t1.344\t1.360\t-0.688\t0.637\t-0.182\t2.759\t-0.138\t1.005\t0.000\t2.252\t0.646\t-0.479\t2.215\t1.341\t-1.885\t-1.248\t0.000\t1.029\t1.310\t-1.575\t0.000\t1.013\t2.467\t0.991\t0.707\t0.850\t1.932\t1.587\n0\t1.293\t2.129\t-0.515\t0.631\t1.574\t0.695\t1.435\t0.573\t2.173\t0.323\t0.644\t0.630\t0.000\t1.501\t0.622\t-1.638\t0.000\t0.671\t0.759\t-1.304\t3.102\t0.951\t1.023\t1.191\t0.713\t0.744\t0.695\t0.759\n1\t0.895\t1.219\t-1.735\t0.245\t-1.280\t0.920\t0.198\t-0.698\t0.000\t0.921\t1.530\t0.830\t1.107\t0.899\t0.245\t0.431\t2.548\t1.430\t-1.771\t-1.739\t0.000\t1.402\t1.079\t0.986\t0.909\t0.758\t0.923\t0.833\n1\t1.218\t0.879\t0.954\t1.150\t1.721\t0.609\t-0.442\t-0.915\t0.000\t0.633\t2.455\t0.676\t0.000\t1.078\t0.001\t-0.167\t1.274\t1.212\t0.204\t-1.244\t3.102\t0.878\t1.124\t1.046\t1.053\t0.729\t0.891\t0.850\n0\t0.278\t0.542\t-0.238\t0.912\t0.377\t1.701\t-1.049\t0.808\t2.173\t0.897\t1.528\t-0.487\t2.215\t1.604\t-2.647\t-1.243\t0.000\t2.155\t2.077\t-1.719\t0.000\t1.065\t0.827\t0.979\t0.910\t3.562\t1.912\t1.533\n1\t1.125\t0.984\t1.054\t0.448\t0.851\t2.358\t1.631\t0.640\t0.000\t0.992\t0.253\t-0.796\t1.107\t3.351\t1.235\t-1.003\t2.548\t0.964\t0.560\t-1.341\t0.000\t2.535\t2.318\t0.984\t1.468\t1.173\t1.884\t1.484\n1\t1.157\t-0.196\t-1.152\t0.807\t0.818\t1.395\t0.341\t1.354\t2.173\t0.548\t0.222\t0.567\t2.215\t0.908\t-0.759\t-0.178\t0.000\t2.051\t0.204\t-0.537\t0.000\t0.977\t0.861\t1.311\t1.094\t0.843\t1.066\t0.926\n1\t0.522\t-0.542\t1.219\t1.440\t-0.577\t1.053\t0.123\t1.659\t1.087\t1.131\t-0.649\t0.167\t0.000\t1.092\t0.115\t0.469\t0.000\t0.915\t-0.565\t-0.843\t3.102\t0.959\t0.729\t1.200\t1.134\t0.911\t0.834\t0.774\n0\t0.718\t-2.132\t1.315\t2.040\t-1.600\t0.732\t-1.385\t-0.009\t2.173\t0.705\t-1.960\t-0.383\t0.000\t1.103\t-0.919\t0.486\t0.000\t0.597\t-1.425\t0.601\t0.000\t0.668\t0.657\t0.990\t1.221\t0.771\t0.802\t0.720\n1\t0.982\t0.610\t0.263\t0.861\t1.364\t1.761\t1.128\t1.404\t0.000\t1.577\t0.660\t-0.708\t0.000\t2.121\t-0.678\t-0.585\t2.548\t1.505\t-1.030\t0.844\t0.000\t0.974\t1.137\t1.067\t1.368\t1.248\t1.650\t1.302\n1\t0.540\t0.975\t0.523\t0.616\t-0.129\t3.044\t0.098\t-0.814\t2.173\t3.624\t-0.386\t0.425\t0.000\t2.641\t0.796\t1.597\t0.000\t3.132\t0.267\t1.092\t3.102\t0.911\t1.661\t0.984\t1.431\t3.252\t2.331\t1.700\n1\t1.174\t0.696\t-1.681\t0.560\t0.124\t1.240\t0.971\t-1.154\t1.087\t1.037\t0.936\t0.729\t0.000\t1.223\t1.191\t-0.498\t2.548\t1.351\t-0.995\t0.922\t0.000\t0.639\t2.036\t1.121\t0.906\t0.892\t1.744\t1.370\n1\t1.524\t0.257\t-1.190\t0.305\t-1.703\t0.485\t0.862\t-1.477\t0.000\t0.643\t1.213\t0.704\t2.215\t0.954\t1.234\t0.377\t0.000\t1.315\t-0.116\t0.160\t3.102\t1.253\t1.040\t0.988\t0.896\t0.736\t0.762\t0.739\n0\t2.042\t1.477\t0.032\t0.224\t0.749\t0.629\t0.153\t1.679\t2.173\t0.690\t1.531\t-1.692\t0.000\t0.864\t1.288\t-1.157\t0.000\t1.277\t0.191\t0.026\t3.102\t0.557\t0.995\t0.990\t1.207\t0.946\t0.852\t0.837\n1\t0.852\t-0.490\t1.494\t0.988\t0.771\t1.084\t0.834\t-0.587\t2.173\t0.833\t-0.204\t0.318\t0.000\t0.844\t-0.733\t-1.395\t0.000\t0.853\t0.035\t0.793\t3.102\t1.343\t0.837\t0.991\t1.750\t1.051\t1.123\t0.982\n1\t1.554\t0.416\t1.645\t0.750\t-0.629\t0.996\t-0.950\t0.696\t2.173\t0.902\t-1.119\t-0.325\t0.000\t0.578\t-1.015\t-1.500\t0.000\t0.454\t0.737\t-0.900\t1.551\t0.965\t1.104\t1.329\t0.647\t1.031\t0.951\t0.925\n0\t0.941\t-1.055\t-1.462\t0.971\t0.983\t0.975\t-0.475\t-0.833\t1.087\t0.986\t-1.313\t0.475\t0.000\t0.548\t-1.422\t-0.477\t0.000\t1.208\t-0.443\t0.819\t3.102\t0.861\t1.200\t1.067\t0.678\t1.145\t0.835\t0.787\n1\t0.749\t-0.137\t1.733\t0.557\t0.613\t0.737\t0.926\t-1.017\t2.173\t0.868\t-0.348\t1.191\t0.000\t1.137\t-0.320\t-0.556\t2.548\t0.765\t-1.122\t0.469\t0.000\t0.845\t0.975\t0.983\t1.137\t0.910\t0.953\t0.838\n1\t0.764\t-0.882\t-0.082\t1.263\t-1.291\t0.946\t-0.184\t0.273\t0.000\t0.582\t-0.344\t-1.363\t0.000\t0.951\t-1.591\t-0.855\t0.000\t1.172\t0.208\t0.853\t0.000\t0.875\t0.846\t1.206\t0.604\t0.150\t0.555\t0.688\n1\t0.803\t-0.512\t-0.836\t0.504\t0.497\t0.865\t-0.159\t1.331\t0.000\t0.615\t-0.448\t0.463\t2.215\t1.123\t0.683\t-0.287\t1.274\t0.501\t-0.316\t-0.297\t0.000\t1.006\t1.097\t0.988\t0.653\t0.793\t0.730\t0.722\n1\t0.735\t-1.123\t1.440\t0.679\t-0.575\t1.272\t-0.160\t1.407\t0.000\t1.142\t-0.158\t0.114\t2.215\t1.284\t-0.031\t-0.726\t1.274\t0.821\t2.164\t-0.496\t0.000\t0.820\t1.232\t0.987\t0.999\t0.888\t0.981\t0.914\n1\t0.628\t-0.892\t-0.077\t1.314\t-0.946\t1.313\t-0.751\t1.277\t1.087\t0.550\t-0.508\t-1.522\t0.000\t0.436\t-1.033\t-0.525\t0.000\t0.755\t0.621\t0.290\t0.000\t1.013\t1.106\t0.989\t0.690\t0.780\t0.891\t0.843\n1\t1.231\t0.140\t1.388\t1.043\t-1.195\t0.885\t0.232\t-0.466\t2.173\t1.700\t-2.329\t0.530\t0.000\t1.392\t0.744\t-1.232\t2.548\t0.854\t0.139\t0.751\t0.000\t2.630\t2.794\t1.143\t0.793\t0.971\t2.240\t1.828\n1\t0.546\t-0.274\t0.313\t0.564\t1.044\t1.113\t0.444\t1.048\t2.173\t0.767\t1.483\t-0.372\t0.000\t1.101\t0.456\t-0.518\t0.000\t1.026\t-0.347\t-0.799\t0.000\t0.949\t0.668\t0.983\t0.732\t0.528\t0.782\t0.683\n1\t0.927\t-2.132\t0.691\t1.810\t0.550\t2.071\t0.753\t-0.957\t0.000\t1.980\t-0.844\t-1.682\t0.000\t2.015\t-0.503\t0.548\t2.548\t2.177\t0.770\t1.635\t1.551\t0.714\t0.976\t1.001\t2.251\t1.854\t1.552\t1.284\n0\t0.556\t1.352\t-1.036\t1.079\t0.420\t0.701\t0.250\t-1.082\t0.000\t0.614\t-0.456\t0.818\t2.215\t1.095\t-0.191\t-1.663\t0.000\t1.380\t-0.087\t-0.162\t3.102\t0.869\t0.967\t1.037\t0.865\t0.660\t0.751\t0.832\n1\t0.648\t-0.867\t0.110\t0.256\t1.742\t1.128\t-1.005\t-1.677\t0.000\t1.031\t-0.228\t-0.122\t2.215\t1.440\t-2.508\t0.929\t0.000\t2.177\t-0.201\t0.585\t3.102\t0.925\t1.405\t0.994\t0.678\t0.804\t1.082\t0.890\n0\t0.771\t-0.232\t0.068\t0.993\t-1.725\t0.843\t-0.053\t-1.217\t2.173\t1.066\t-0.847\t0.438\t0.000\t0.796\t-0.153\t1.740\t2.548\t0.798\t0.167\t0.479\t0.000\t0.677\t0.856\t1.211\t0.845\t0.471\t0.820\t0.733\n0\t1.284\t-0.095\t-1.055\t0.862\t0.078\t0.485\t-1.734\t0.653\t0.000\t0.879\t-1.155\t1.380\t2.215\t0.374\t-2.442\t-0.714\t0.000\t0.424\t0.267\t-0.152\t3.102\t0.811\t0.808\t1.243\t0.592\t0.708\t0.711\t0.790\n1\t1.030\t1.361\t1.228\t0.191\t-0.570\t0.507\t0.163\t-1.098\t2.173\t0.770\t1.844\t1.193\t0.000\t1.052\t1.391\t0.484\t0.000\t1.811\t0.911\t-0.289\t3.102\t0.863\t1.030\t0.984\t0.762\t0.833\t0.887\t0.769\n0\t0.328\t0.676\t0.970\t2.030\t-1.372\t0.790\t-0.667\t0.740\t0.000\t1.020\t-0.832\t0.201\t0.000\t1.263\t0.452\t-0.616\t2.548\t1.848\t-0.193\t-0.293\t3.102\t0.909\t0.989\t0.986\t0.845\t0.549\t0.896\t1.119\n1\t0.370\t2.240\t-0.983\t0.504\t-1.527\t0.739\t1.574\t0.135\t0.000\t0.865\t1.110\t1.509\t2.215\t1.186\t0.614\t0.487\t0.000\t1.583\t-0.132\t-1.213\t3.102\t0.955\t1.123\t0.998\t0.729\t0.997\t1.015\t0.855\n0\t1.610\t1.244\t-0.963\t0.917\t-0.865\t1.014\t0.305\t0.824\t0.000\t0.448\t0.563\t-0.703\t2.215\t0.774\t0.823\t1.269\t0.000\t0.708\t0.909\t0.514\t3.102\t0.786\t0.904\t1.007\t0.811\t0.471\t0.589\t0.891\n1\t0.670\t0.044\t1.193\t1.258\t0.166\t1.219\t-0.697\t-1.654\t2.173\t1.372\t-1.160\t-0.085\t0.000\t0.727\t0.430\t1.285\t2.548\t0.384\t-2.021\t-1.288\t0.000\t1.041\t1.270\t1.016\t1.256\t0.916\t1.091\t1.003\n0\t0.906\t-0.455\t0.828\t0.616\t-1.454\t0.593\t-0.053\t0.031\t2.173\t0.476\t0.879\t-1.464\t0.000\t0.613\t-0.939\t-0.062\t0.000\t0.664\t-0.345\t-0.879\t3.102\t0.703\t1.083\t0.991\t0.591\t0.500\t0.714\t0.690\n1\t0.850\t-1.142\t1.593\t0.884\t-0.304\t0.577\t-2.021\t0.813\t0.000\t0.606\t-1.016\t1.314\t2.215\t0.622\t0.041\t-0.442\t0.000\t0.991\t-0.318\t-0.946\t1.551\t0.948\t1.107\t1.189\t0.701\t0.669\t0.741\t0.791\n1\t0.548\t0.608\t0.617\t0.143\t0.972\t1.222\t-0.858\t-0.988\t0.000\t1.008\t-0.140\t1.019\t2.215\t0.768\t-1.176\t-0.362\t2.548\t0.629\t-1.059\t0.574\t0.000\t1.349\t0.867\t0.992\t0.658\t1.052\t0.904\t0.783\n1\t0.502\t0.184\t0.905\t0.300\t0.853\t0.818\t0.337\t-0.563\t2.173\t1.053\t-1.063\t0.299\t2.215\t1.003\t-0.543\t-1.080\t0.000\t0.709\t-2.013\t1.443\t0.000\t0.843\t0.956\t0.989\t0.693\t1.432\t0.971\t0.871\n1\t0.768\t-0.710\t-1.372\t2.113\t-0.830\t1.058\t-0.076\t0.956\t2.173\t0.305\t0.492\t0.961\t0.000\t0.441\t0.242\t0.037\t0.000\t0.505\t-2.495\t-0.133\t0.000\t1.281\t1.386\t0.978\t1.447\t0.790\t1.052\t1.077\n1\t0.280\t-0.000\t0.180\t1.718\t-1.344\t1.089\t1.111\t1.473\t2.173\t1.045\t1.546\t-0.847\t0.000\t1.048\t-0.754\t0.319\t0.000\t1.119\t0.644\t0.524\t3.102\t0.873\t1.054\t0.987\t0.964\t0.906\t1.019\t0.853\n1\t0.599\t0.673\t0.220\t0.789\t-0.813\t0.640\t-1.287\t-1.735\t2.173\t0.988\t-0.398\t-1.231\t0.000\t1.046\t-0.279\t0.180\t0.000\t0.855\t-1.171\t0.414\t0.000\t0.684\t0.911\t0.989\t0.823\t1.647\t0.938\t0.767\n1\t2.046\t0.547\t1.262\t1.213\t1.184\t1.292\t-1.961\t-0.739\t0.000\t1.364\t-0.719\t-0.171\t2.215\t0.655\t-0.538\t1.735\t0.000\t0.890\t-0.133\t0.702\t3.102\t1.805\t1.476\t0.982\t1.646\t0.762\t1.101\t1.468\n1\t0.893\t-0.013\t0.018\t1.731\t1.153\t2.113\t0.500\t0.430\t0.000\t4.139\t0.983\t-1.132\t0.000\t1.228\t-0.033\t-0.428\t2.548\t1.460\t2.321\t1.464\t0.000\t1.148\t1.614\t1.471\t1.075\t0.882\t1.277\t1.220\n0\t2.224\t-1.541\t0.973\t0.827\t0.589\t1.046\t-1.133\t-0.776\t0.000\t1.026\t-0.509\t-0.839\t0.000\t0.722\t-0.810\t1.586\t2.548\t0.380\t-0.821\t0.117\t3.102\t0.704\t0.915\t0.987\t0.546\t0.389\t0.568\t0.886\n0\t0.650\t2.150\t0.122\t0.313\t-0.968\t1.054\t-1.727\t-0.603\t0.000\t1.804\t1.197\t0.715\t2.215\t1.438\t1.245\t-1.565\t2.548\t1.548\t1.204\t1.107\t0.000\t1.421\t0.933\t0.986\t0.914\t1.519\t1.001\t0.857\n0\t0.358\t-0.760\t0.247\t1.364\t-1.066\t0.777\t0.145\t0.548\t0.000\t0.843\t0.538\t0.964\t2.215\t1.636\t0.219\t-1.148\t2.548\t0.561\t1.296\t1.003\t0.000\t0.869\t1.234\t0.987\t0.921\t1.196\t0.830\t0.792\n1\t1.413\t0.070\t-1.608\t0.641\t-1.479\t2.098\t1.907\t0.326\t0.000\t1.160\t1.223\t-1.443\t2.215\t1.792\t0.391\t-1.100\t1.274\t1.203\t0.219\t0.343\t0.000\t0.777\t1.099\t0.989\t1.214\t0.803\t0.892\t0.954\n0\t1.452\t-0.446\t0.091\t0.374\t-1.082\t0.516\t0.567\t-0.996\t2.173\t0.855\t-0.657\t0.575\t1.107\t1.058\t0.413\t1.730\t0.000\t0.752\t-0.837\t1.565\t0.000\t0.797\t0.934\t0.985\t0.794\t1.164\t0.755\t0.726\n1\t0.459\t-0.580\t0.109\t0.831\t-1.377\t0.674\t-1.678\t-0.483\t0.000\t0.533\t-0.085\t1.383\t0.000\t1.211\t1.283\t1.254\t2.548\t0.992\t0.625\t0.376\t3.102\t1.701\t1.392\t0.982\t1.616\t0.659\t1.334\t1.168\n0\t0.827\t-1.997\t0.287\t1.068\t1.401\t0.842\t0.622\t-1.245\t1.087\t0.560\t-0.518\t-1.499\t0.000\t1.361\t-0.902\t0.173\t0.000\t1.064\t0.313\t0.540\t3.102\t1.371\t0.999\t1.099\t2.045\t1.009\t1.412\t1.179\n0\t0.703\t-1.039\t-1.515\t1.416\t1.047\t1.089\t-1.443\t0.011\t2.173\t0.231\t-1.010\t-0.214\t2.215\t0.274\t-1.638\t1.584\t0.000\t1.070\t-0.555\t-1.132\t0.000\t0.522\t0.937\t1.022\t0.613\t0.215\t0.731\t0.643\n1\t0.952\t-1.600\t-0.784\t0.575\t1.351\t0.613\t-1.327\t-0.195\t2.173\t0.856\t-0.070\t1.016\t2.215\t1.360\t-0.679\t-0.630\t0.000\t0.837\t-1.608\t1.331\t0.000\t0.828\t0.956\t0.988\t0.708\t1.190\t0.790\t0.698\n0\t0.365\t-0.408\t0.146\t1.319\t-1.675\t0.988\t0.314\t1.361\t2.173\t1.168\t1.005\t0.241\t2.215\t0.881\t2.078\t-0.689\t0.000\t1.266\t1.432\t-0.216\t0.000\t0.585\t0.908\t0.987\t0.938\t1.459\t1.130\t1.275\n1\t2.138\t0.432\t0.271\t0.399\t1.190\t1.441\t0.969\t-0.982\t0.000\t0.893\t1.032\t-1.737\t0.000\t2.921\t-0.751\t-0.380\t0.000\t3.389\t0.204\t1.200\t3.102\t1.020\t0.993\t0.987\t1.065\t0.872\t0.913\t0.867\n0\t1.203\t1.930\t-0.110\t1.060\t0.559\t0.564\t-2.826\t1.301\t0.000\t1.686\t0.253\t-1.219\t2.215\t0.773\t-0.116\t-0.531\t0.000\t0.826\t0.543\t0.257\t3.102\t0.851\t0.949\t0.982\t0.604\t1.056\t1.097\t1.035\n0\t0.624\t0.911\t0.788\t2.753\t0.122\t1.299\t1.350\t-1.320\t0.000\t0.612\t1.397\t1.072\t2.215\t0.602\t1.779\t1.512\t0.000\t0.548\t-0.438\t-1.395\t3.102\t1.002\t0.987\t1.024\t0.849\t0.730\t0.751\t0.980\n0\t0.329\t-2.328\t-0.489\t2.053\t-0.903\t1.278\t-2.321\t1.237\t0.000\t1.013\t-0.592\t-0.034\t2.215\t0.470\t-1.863\t0.568\t0.000\t0.545\t-0.718\t-1.541\t3.102\t0.819\t0.804\t0.983\t0.938\t0.661\t1.013\t1.033\n0\t1.752\t-0.927\t-1.454\t0.722\t1.305\t0.481\t-0.012\t1.076\t0.000\t1.005\t-0.690\t0.002\t2.215\t0.813\t-0.735\t-0.380\t2.548\t0.476\t0.568\t-0.972\t0.000\t0.749\t0.881\t0.988\t0.839\t0.328\t0.788\t0.744\n1\t0.593\t1.487\t-1.644\t1.839\t1.427\t0.851\t0.437\t-0.405\t2.173\t0.385\t1.149\t-0.045\t0.000\t0.869\t-0.150\t0.996\t2.548\t0.648\t1.720\t-0.058\t0.000\t0.297\t0.807\t0.972\t1.249\t1.073\t0.901\t0.798\n1\t0.491\t0.770\t0.611\t1.057\t0.617\t0.615\t-1.133\t0.720\t2.173\t0.604\t-0.720\t-0.804\t2.215\t0.859\t1.267\t-1.004\t0.000\t0.411\t-2.197\t-1.509\t0.000\t2.433\t1.433\t0.983\t0.646\t0.898\t1.090\t0.947\n0\t0.829\t-1.553\t-0.452\t0.317\t-0.641\t0.701\t-1.823\t0.641\t0.000\t1.377\t-1.058\t-1.441\t1.107\t0.792\t-0.827\t0.091\t2.548\t0.855\t1.660\t0.928\t0.000\t1.030\t1.119\t0.982\t0.902\t1.094\t1.144\t0.985\n1\t1.856\t1.283\t0.428\t0.544\t-1.521\t1.035\t0.807\t-1.411\t1.087\t0.361\t-0.884\t-0.885\t1.107\t0.803\t1.054\t0.885\t0.000\t1.296\t0.025\t0.018\t0.000\t1.037\t0.899\t1.368\t1.274\t0.968\t1.013\t0.905\n1\t1.000\t-0.512\t-1.416\t0.584\t-0.015\t0.931\t-0.925\t1.117\t0.000\t0.448\t-1.912\t0.711\t0.000\t0.617\t-1.375\t-0.552\t2.548\t1.002\t0.750\t-0.607\t3.102\t0.937\t0.853\t1.009\t0.744\t0.914\t0.810\t0.708\n0\t0.550\t0.637\t1.143\t1.323\t-0.815\t0.484\t-0.741\t-0.217\t1.087\t0.607\t-0.289\t0.557\t2.215\t0.711\t-1.555\t-1.670\t0.000\t0.869\t-0.008\t1.569\t0.000\t0.850\t0.867\t1.160\t0.867\t0.543\t0.706\t0.761\n0\t0.428\t-0.488\t1.082\t1.301\t-0.386\t0.478\t-0.628\t-1.453\t0.000\t0.765\t0.232\t0.488\t2.215\t0.575\t0.922\t-0.325\t2.548\t0.752\t-2.228\t1.676\t0.000\t0.920\t0.912\t1.002\t0.696\t0.548\t0.659\t0.660\n1\t1.004\t-2.255\t0.249\t0.635\t0.764\t1.375\t-1.283\t-1.009\t0.000\t0.451\t-1.861\t1.297\t0.000\t1.388\t0.152\t0.532\t2.548\t0.529\t0.278\t-1.533\t3.102\t0.869\t0.982\t0.983\t0.881\t0.630\t0.866\t0.762\n1\t0.996\t-0.802\t0.466\t0.788\t-0.786\t1.626\t-0.873\t0.186\t0.000\t2.490\t-1.061\t-1.495\t2.215\t0.713\t-1.875\t1.241\t0.000\t0.804\t-0.559\t1.307\t3.102\t0.765\t0.996\t1.109\t0.670\t0.786\t0.857\t0.738\n0\t0.700\t-1.020\t-0.370\t0.707\t1.328\t1.121\t-0.525\t-0.200\t2.173\t1.027\t0.151\t1.190\t0.000\t1.493\t0.461\t-1.556\t0.000\t0.866\t0.694\t0.622\t3.102\t1.221\t0.902\t0.988\t0.853\t1.040\t1.087\t0.930\n1\t0.752\t0.347\t0.920\t0.340\t-1.173\t1.016\t0.117\t-0.248\t1.087\t0.964\t0.357\t0.086\t0.000\t1.736\t0.100\t1.379\t2.548\t2.182\t0.382\t-1.548\t0.000\t0.977\t0.913\t0.983\t0.914\t1.646\t0.889\t0.767\n1\t0.827\t0.848\t1.455\t1.473\t1.543\t1.284\t0.526\t0.076\t2.173\t0.930\t0.902\t-0.887\t2.215\t0.440\t0.814\t-0.329\t0.000\t0.427\t1.521\t1.289\t0.000\t0.528\t0.724\t1.000\t1.088\t1.269\t1.150\t0.879\n1\t0.520\t0.381\t-1.379\t1.028\t1.153\t0.802\t-1.235\t-0.748\t2.173\t0.620\t-2.032\t0.736\t0.000\t0.379\t0.010\t1.467\t0.000\t0.749\t-0.455\t-0.531\t3.102\t0.822\t0.719\t0.987\t0.855\t0.334\t1.101\t0.946\n1\t1.468\t-0.625\t0.233\t1.181\t-0.277\t0.839\t2.804\t-1.364\t0.000\t1.400\t-0.430\t1.185\t2.215\t0.793\t0.726\t-1.100\t2.548\t0.854\t0.232\t-0.004\t0.000\t0.585\t0.771\t0.985\t1.166\t1.235\t1.076\t0.827\n1\t0.933\t1.262\t-0.164\t0.417\t0.814\t0.518\t-0.250\t1.410\t2.173\t0.466\t1.327\t-0.893\t0.000\t0.749\t0.670\t1.295\t0.000\t1.146\t-0.972\t-0.458\t3.102\t0.883\t0.822\t0.993\t0.967\t0.897\t0.799\t0.754\n1\t0.979\t-0.755\t-0.507\t1.468\t-1.458\t0.870\t-1.213\t-0.142\t0.000\t1.129\t-0.422\t0.123\t0.000\t1.852\t-0.338\t1.711\t0.000\t2.136\t-0.587\t0.728\t1.551\t0.989\t1.049\t1.254\t0.875\t1.364\t1.106\t1.031\n0\t1.599\t0.746\t-1.571\t1.297\t1.247\t0.587\t-0.515\t-0.179\t2.173\t0.682\t0.811\t0.105\t0.000\t0.753\t0.773\t-0.437\t2.548\t0.531\t1.328\t1.563\t0.000\t0.817\t0.931\t1.131\t0.921\t0.641\t0.924\t0.795\n1\t0.829\t1.447\t1.599\t0.221\t-1.565\t1.473\t-2.364\t-0.738\t0.000\t1.360\t0.811\t1.565\t0.000\t2.473\t0.210\t0.222\t2.548\t1.109\t0.859\t0.929\t0.000\t0.881\t0.765\t0.985\t1.161\t0.998\t0.974\t0.834\n1\t1.230\t-2.115\t1.270\t0.887\t0.717\t0.777\t-1.067\t-0.060\t0.000\t0.600\t-0.492\t-0.335\t2.215\t0.564\t-0.915\t-1.647\t2.548\t1.090\t-0.098\t-1.020\t0.000\t0.728\t0.552\t0.977\t0.659\t0.593\t0.690\t0.650\n1\t0.725\t-0.602\t-1.143\t1.057\t0.170\t0.956\t-0.497\t1.723\t0.000\t0.915\t-0.710\t-0.704\t0.000\t1.275\t-0.251\t0.261\t2.548\t1.387\t-0.646\t1.213\t3.102\t0.790\t1.032\t1.123\t0.797\t0.810\t0.672\t0.677\n0\t0.642\t0.888\t-0.279\t0.848\t1.307\t0.801\t1.405\t-0.526\t2.173\t0.476\t1.743\t0.494\t0.000\t0.588\t2.072\t1.671\t0.000\t1.295\t-0.601\t1.599\t1.551\t0.735\t0.882\t1.012\t0.882\t1.719\t1.078\t0.875\n0\t0.492\t0.150\t-1.313\t0.819\t-0.098\t0.709\t-0.148\t-1.646\t0.000\t0.905\t-0.352\t0.720\t2.215\t0.420\t-1.137\t-0.997\t0.000\t0.949\t0.652\t0.129\t3.102\t0.785\t0.952\t0.993\t0.561\t0.660\t0.723\t0.746\n0\t0.737\t-1.336\t1.561\t0.974\t-0.454\t0.808\t-0.632\t0.739\t2.173\t0.510\t0.186\t0.444\t0.000\t1.313\t0.094\t-1.345\t0.000\t1.123\t0.015\t-1.038\t3.102\t0.762\t0.785\t1.139\t0.961\t1.062\t0.785\t0.685\n0\t0.607\t-2.180\t1.128\t0.096\t-0.062\t1.271\t-0.991\t1.622\t2.173\t1.444\t-0.295\t-0.400\t2.215\t0.773\t0.827\t-0.187\t0.000\t0.469\t-1.103\t0.834\t0.000\t0.863\t1.045\t0.995\t0.847\t2.056\t1.249\t1.065\n1\t1.130\t0.768\t0.132\t0.347\t1.455\t1.421\t0.130\t1.482\t2.173\t1.036\t0.348\t-0.405\t0.000\t0.540\t-1.784\t-0.248\t0.000\t0.507\t0.986\t-0.820\t3.102\t1.655\t1.077\t0.988\t1.094\t0.929\t1.155\t0.970\n1\t0.611\t-1.305\t-0.121\t0.697\t0.494\t1.343\t0.738\t-1.289\t2.173\t0.680\t0.729\t1.283\t2.215\t0.894\t-0.652\t0.095\t0.000\t1.034\t0.233\t0.330\t0.000\t0.845\t1.029\t0.981\t1.413\t1.030\t1.079\t0.968\n0\t1.877\t1.268\t-1.203\t0.627\t1.454\t1.064\t0.772\t0.527\t2.173\t1.503\t-1.440\t-0.624\t0.000\t1.365\t0.250\t1.022\t0.000\t1.076\t1.257\t-0.014\t3.102\t0.541\t0.816\t1.021\t1.340\t0.678\t0.922\t0.826\n1\t1.338\t0.144\t-0.177\t0.338\t-1.198\t0.917\t0.141\t0.877\t1.087\t0.845\t-0.133\t-0.548\t0.000\t1.335\t0.741\t1.559\t2.548\t1.256\t1.806\t-1.644\t0.000\t0.840\t1.283\t0.985\t0.946\t0.923\t1.034\t0.908\n1\t1.694\t-0.752\t0.165\t0.844\t1.005\t0.706\t0.110\t1.408\t0.000\t0.727\t0.294\t-1.367\t0.000\t0.726\t-0.010\t-0.608\t2.548\t0.777\t0.464\t-1.012\t3.102\t0.920\t0.836\t1.138\t0.925\t0.263\t0.675\t0.770\n0\t0.445\t1.682\t-0.952\t0.670\t-1.073\t0.569\t1.101\t0.296\t0.000\t0.703\t-0.073\t-0.871\t0.000\t0.766\t0.033\t1.305\t1.274\t0.608\t0.341\t1.580\t1.551\t1.440\t1.034\t1.000\t0.557\t0.161\t0.630\t0.609\n0\t0.879\t0.731\t-0.161\t1.550\t-0.734\t0.858\t1.300\t0.741\t2.173\t0.701\t1.133\t1.707\t2.215\t0.519\t2.360\t1.449\t0.000\t0.776\t0.572\t0.371\t0.000\t0.966\t0.763\t0.985\t0.993\t0.875\t0.977\t0.870\n1\t0.465\t-0.542\t0.995\t1.102\t-1.410\t0.774\t1.078\t1.721\t0.000\t0.957\t0.039\t-0.222\t2.215\t1.327\t0.637\t0.369\t2.548\t0.774\t-0.209\t0.602\t0.000\t0.889\t1.061\t0.987\t0.877\t0.729\t0.850\t0.779\n1\t0.982\t-0.028\t-0.451\t1.189\t0.560\t1.085\t0.683\t1.312\t2.173\t0.718\t0.507\t0.562\t2.215\t1.370\t0.449\t-0.501\t0.000\t1.408\t0.610\t-1.117\t0.000\t0.829\t0.972\t1.183\t1.209\t0.820\t0.924\t0.883\n0\t0.772\t-0.035\t-0.370\t0.665\t1.344\t1.072\t0.343\t1.011\t0.000\t1.143\t0.193\t-0.789\t0.000\t0.735\t0.994\t-0.315\t2.548\t0.770\t-0.404\t1.600\t3.102\t2.354\t1.346\t0.992\t0.684\t0.758\t0.909\t0.764\n1\t1.030\t-0.752\t1.278\t0.891\t1.737\t0.500\t0.275\t-0.379\t2.173\t0.289\t0.792\t0.369\t0.000\t0.326\t-0.812\t0.873\t2.548\t0.878\t-0.862\t-0.457\t0.000\t0.828\t0.598\t0.985\t0.514\t0.551\t0.740\t0.682\n1\t1.174\t1.794\t0.459\t0.792\t1.346\t1.255\t1.092\t-0.776\t2.173\t0.423\t0.084\t0.031\t0.000\t0.478\t1.347\t-1.710\t2.548\t0.923\t-2.391\t1.741\t0.000\t0.918\t1.112\t0.987\t0.608\t0.742\t0.878\t0.787\n0\t1.561\t-1.619\t1.471\t0.318\t-1.273\t0.656\t-0.016\t0.185\t2.173\t0.571\t-0.232\t1.322\t1.107\t1.175\t-1.711\t-0.366\t0.000\t0.439\t-0.742\t-1.167\t0.000\t0.664\t0.932\t0.986\t1.175\t0.776\t0.806\t0.800\n1\t2.081\t0.738\t0.887\t0.583\t1.512\t0.602\t-0.270\t-0.970\t1.087\t0.735\t-0.822\t-1.203\t0.000\t2.013\t-0.264\t0.024\t2.548\t1.059\t-0.124\t1.721\t0.000\t0.692\t1.209\t0.984\t1.150\t1.070\t1.053\t0.964\n0\t1.168\t1.045\t-1.410\t0.729\t-1.101\t0.705\t0.749\t0.373\t2.173\t0.996\t0.809\t-0.385\t0.000\t1.465\t0.085\t-1.502\t0.000\t2.173\t-0.136\t1.100\t3.102\t0.870\t0.939\t0.978\t1.143\t1.012\t1.130\t1.009\n1\t0.837\t-1.009\t1.163\t1.118\t-1.660\t0.555\t-0.238\t0.132\t2.173\t0.698\t-2.019\t-0.931\t0.000\t1.366\t0.955\t0.170\t0.000\t2.147\t-0.229\t-1.106\t0.000\t0.883\t0.956\t0.987\t1.096\t0.739\t0.924\t1.056\n0\t2.381\t-1.203\t0.390\t0.738\t1.013\t1.205\t0.018\t-1.425\t0.000\t0.848\t-1.173\t-0.616\t0.000\t1.165\t-0.776\t0.945\t2.548\t1.615\t1.759\t-0.650\t0.000\t2.002\t1.043\t0.986\t0.646\t0.360\t0.878\t1.011\n0\t0.630\t-1.053\t-0.137\t0.832\t1.206\t0.949\t-0.516\t-0.697\t2.173\t1.199\t-1.140\t1.142\t0.000\t0.463\t0.312\t0.091\t2.548\t0.637\t-0.171\t-1.313\t0.000\t1.077\t0.884\t0.990\t1.004\t0.652\t0.835\t0.765\n1\t0.747\t-0.331\t0.636\t1.303\t1.250\t1.015\t0.049\t-0.293\t0.000\t0.643\t0.550\t0.987\t2.215\t0.687\t-0.399\t-0.905\t2.548\t0.974\t0.977\t-1.456\t0.000\t1.593\t0.992\t0.990\t0.855\t0.792\t0.778\t0.921\n0\t0.664\t-0.213\t-1.731\t0.881\t-1.082\t0.563\t0.285\t-1.016\t0.000\t1.087\t0.665\t0.496\t1.107\t0.541\t0.038\t0.114\t0.000\t1.305\t-0.369\t1.049\t3.102\t0.854\t0.950\t0.985\t0.779\t0.820\t0.937\t0.830\n0\t0.860\t1.835\t-0.534\t0.723\t0.849\t1.307\t0.502\t0.801\t2.173\t1.341\t0.842\t-0.913\t2.215\t0.676\t0.888\t1.580\t0.000\t0.481\t-1.975\t-1.115\t0.000\t1.670\t1.587\t1.035\t1.245\t1.979\t1.363\t1.294\n1\t1.913\t-0.467\t1.698\t0.906\t-1.395\t0.912\t-0.042\t-0.348\t2.173\t0.427\t1.181\t0.668\t2.215\t0.858\t0.548\t-1.659\t0.000\t1.843\t-1.988\t0.172\t0.000\t0.485\t0.969\t0.998\t1.189\t0.954\t1.082\t0.892\n1\t1.451\t0.077\t-0.796\t0.620\t1.665\t0.813\t-0.071\t1.047\t2.173\t0.622\t-1.494\t0.611\t2.215\t0.338\t1.395\t1.164\t0.000\t0.640\t-2.084\t-0.433\t0.000\t1.962\t1.291\t1.048\t1.012\t0.929\t0.959\t0.940\n0\t1.067\t0.278\t0.954\t0.488\t-0.887\t1.573\t-0.315\t-1.626\t2.173\t1.747\t0.941\t-0.121\t0.000\t0.377\t0.592\t0.028\t2.548\t1.158\t-0.059\t0.651\t0.000\t1.558\t0.805\t0.996\t1.037\t1.072\t1.336\t1.049\n1\t0.811\t0.071\t-0.966\t0.796\t1.316\t1.005\t0.119\t-0.423\t1.087\t0.743\t0.832\t-0.512\t0.000\t1.333\t0.707\t1.358\t0.000\t1.652\t0.058\t-1.691\t3.102\t1.045\t0.941\t0.986\t0.904\t1.241\t0.964\t0.811\n1\t0.969\t-0.318\t0.620\t0.354\t1.708\t0.935\t0.123\t-0.883\t1.087\t0.663\t-0.764\t-1.063\t0.000\t0.613\t1.893\t1.252\t0.000\t0.921\t-0.906\t0.383\t0.000\t0.939\t0.807\t0.996\t0.493\t0.752\t0.711\t0.631\n0\t1.487\t-0.224\t-1.573\t1.524\t1.538\t0.526\t0.813\t0.970\t0.000\t1.506\t-0.882\t-0.251\t0.000\t0.702\t-0.152\t0.400\t2.548\t0.452\t-0.893\t-0.936\t3.102\t2.500\t1.368\t0.993\t0.907\t0.450\t0.825\t0.950\n0\t1.047\t-0.816\t-0.010\t0.827\t0.333\t1.003\t-0.867\t1.124\t2.173\t0.558\t-0.049\t1.413\t1.107\t0.928\t0.213\t-1.155\t0.000\t1.893\t0.500\t-0.671\t0.000\t0.673\t0.840\t0.989\t1.069\t0.546\t0.985\t1.081\n1\t1.226\t-0.234\t-0.511\t0.240\t-1.164\t0.573\t-0.625\t1.407\t0.000\t0.880\t0.877\t0.085\t2.215\t1.184\t0.031\t0.727\t2.548\t0.938\t-0.699\t-1.120\t0.000\t0.859\t0.891\t0.981\t1.053\t0.767\t0.849\t0.822\n0\t1.847\t0.495\t-0.590\t0.105\t-0.422\t1.248\t0.153\t-1.143\t0.000\t2.363\t0.502\t1.526\t0.000\t1.841\t0.540\t0.243\t2.548\t1.670\t1.102\t0.115\t3.102\t1.056\t1.337\t0.988\t0.950\t0.523\t1.022\t0.885\n1\t1.537\t-0.330\t0.614\t0.831\t0.185\t0.707\t-0.560\t-1.445\t0.000\t0.580\t-0.555\t1.482\t0.000\t0.921\t0.475\t-0.742\t2.548\t0.386\t0.280\t-1.199\t3.102\t0.826\t0.879\t0.979\t0.680\t0.187\t0.690\t0.635\n1\t1.338\t0.809\t-1.659\t0.176\t-0.641\t1.262\t0.039\t-0.301\t2.173\t0.896\t1.196\t0.609\t0.000\t0.689\t1.211\t-1.305\t0.000\t0.605\t0.287\t-1.686\t3.102\t1.192\t0.774\t0.985\t1.367\t0.888\t0.904\t0.860\n0\t1.150\t0.764\t0.534\t2.573\t0.700\t1.181\t-0.827\t-1.126\t0.000\t1.569\t0.205\t-1.146\t2.215\t0.576\t1.437\t1.146\t0.000\t0.644\t-0.911\t0.061\t0.000\t1.181\t0.832\t1.001\t2.006\t0.931\t1.331\t1.550\n0\t1.250\t0.715\t0.441\t0.117\t-0.880\t2.270\t0.313\t-1.210\t0.000\t1.246\t0.010\t0.574\t2.215\t0.967\t2.219\t0.008\t0.000\t0.672\t-0.183\t1.174\t3.102\t3.096\t1.735\t0.998\t0.650\t0.436\t1.373\t1.140\n1\t0.646\t-1.430\t1.648\t0.300\t0.766\t1.251\t-0.441\t-0.891\t0.000\t1.297\t-1.001\t0.558\t2.215\t1.055\t-0.439\t-1.525\t2.548\t1.064\t-0.057\t-0.027\t0.000\t0.905\t0.878\t0.979\t0.824\t1.235\t0.737\t0.665\n1\t0.570\t-0.383\t-0.135\t0.935\t1.683\t0.572\t0.077\t1.611\t2.173\t0.426\t-1.591\t-0.121\t0.000\t0.844\t-0.521\t-0.647\t2.548\t0.838\t-2.192\t0.441\t0.000\t0.552\t0.790\t1.009\t0.644\t0.825\t0.852\t0.753\n0\t1.381\t-1.826\t0.712\t0.589\t0.939\t0.962\t-0.478\t-1.145\t2.173\t0.811\t-1.026\t-0.236\t0.000\t0.370\t0.392\t1.558\t0.000\t0.496\t-0.618\t1.739\t3.102\t1.083\t0.987\t1.001\t0.607\t0.389\t0.836\t0.772\n1\t0.904\t1.680\t-1.541\t1.132\t-1.041\t1.572\t-0.151\t-0.135\t0.000\t2.819\t1.405\t0.387\t0.000\t2.705\t-0.257\t-1.685\t2.548\t2.540\t0.652\t-1.612\t0.000\t0.847\t1.043\t0.998\t2.629\t0.325\t1.651\t1.687\n0\t1.299\t-0.694\t1.183\t0.765\t0.181\t0.531\t-2.772\t-0.286\t0.000\t0.229\t-1.205\t-0.751\t0.000\t0.729\t-0.893\t-1.603\t2.548\t0.366\t0.171\t-1.480\t3.102\t0.705\t0.862\t1.084\t0.605\t0.252\t0.629\t0.723\n1\t0.816\t-1.119\t0.202\t0.792\t-1.373\t0.831\t-0.059\t-0.635\t0.000\t1.534\t0.971\t1.511\t0.000\t1.396\t0.950\t-0.170\t0.000\t0.661\t0.323\t0.674\t3.102\t1.373\t0.939\t1.101\t0.810\t0.137\t0.671\t0.823\n0\t2.579\t1.044\t0.380\t0.514\t-0.477\t0.911\t0.070\t-1.724\t2.173\t0.907\t-0.753\t-1.734\t0.000\t0.689\t1.431\t-0.881\t0.000\t0.375\t-0.467\t-1.062\t0.000\t0.724\t0.873\t1.112\t1.072\t1.060\t1.113\t0.913\n1\t1.344\t-1.256\t1.333\t0.535\t0.291\t0.850\t2.465\t-0.917\t0.000\t0.931\t-0.180\t-0.170\t2.215\t1.136\t-0.302\t0.998\t0.000\t0.484\t0.877\t1.350\t3.102\t3.826\t1.978\t0.986\t1.061\t0.715\t1.475\t1.788\n0\t0.898\t-0.140\t-1.102\t0.982\t0.024\t1.452\t-0.587\t0.800\t0.000\t2.042\t0.511\t-1.421\t2.215\t1.195\t1.249\t-0.310\t0.000\t1.548\t-0.227\t-0.015\t1.551\t0.994\t1.070\t1.106\t1.182\t1.666\t1.065\t0.948\n0\t0.415\t-1.384\t-1.051\t0.692\t0.473\t1.044\t-0.323\t-1.191\t1.087\t0.792\t1.571\t0.322\t2.215\t1.124\t0.476\t0.854\t0.000\t0.394\t1.990\t-0.651\t0.000\t1.066\t0.797\t0.989\t0.882\t2.002\t1.126\t0.974\n1\t0.947\t0.672\t0.171\t1.010\t0.997\t1.010\t0.416\t-1.586\t2.173\t1.910\t0.278\t0.290\t0.000\t1.192\t-0.394\t1.720\t2.548\t1.101\t1.899\t-0.050\t0.000\t1.247\t1.431\t0.990\t1.073\t0.640\t1.168\t0.983\n0\t0.964\t0.141\t0.787\t1.260\t-0.184\t0.572\t-0.173\t-1.123\t2.173\t0.636\t0.115\t1.470\t0.000\t0.735\t0.856\t-0.901\t1.274\t0.933\t-1.133\t0.858\t0.000\t0.967\t1.028\t1.171\t0.932\t0.500\t0.716\t0.748\n0\t0.591\t1.725\t-0.151\t1.602\t0.229\t1.456\t-0.315\t1.341\t0.000\t0.618\t0.453\t-0.874\t2.215\t0.581\t-0.942\t1.331\t0.000\t1.134\t-1.688\t-0.899\t0.000\t0.933\t1.110\t0.985\t0.665\t0.369\t0.954\t1.078\n1\t1.049\t2.093\t-1.375\t0.922\t1.368\t0.707\t0.737\t0.516\t1.087\t0.728\t1.069\t-0.613\t2.215\t0.588\t0.616\t1.656\t0.000\t0.853\t-0.454\t-0.310\t0.000\t0.918\t0.866\t0.994\t0.857\t0.919\t0.836\t0.814\n0\t1.128\t-1.356\t0.629\t0.494\t-1.614\t0.572\t-0.965\t-0.153\t1.087\t0.775\t-1.510\t-1.382\t0.000\t0.655\t-1.384\t-0.698\t0.000\t0.914\t-0.113\t1.261\t3.102\t0.631\t0.816\t0.985\t0.766\t0.803\t0.653\t0.646\n0\t0.941\t-1.123\t-1.040\t2.095\t0.802\t1.836\t-0.672\t-1.644\t1.087\t1.276\t-0.633\t-0.164\t0.000\t1.282\t-0.071\t-0.454\t0.000\t1.198\t0.278\t0.410\t3.102\t0.763\t0.831\t1.938\t1.678\t1.720\t1.321\t1.285\n1\t0.511\t-0.449\t1.122\t0.284\t0.557\t1.041\t-2.229\t0.984\t0.000\t2.503\t-0.361\t-0.643\t2.215\t1.992\t-0.106\t1.343\t0.000\t0.756\t0.502\t0.318\t0.000\t1.189\t0.860\t0.989\t1.429\t0.813\t1.123\t0.983\n0\t1.709\t-0.562\t-0.247\t1.014\t0.140\t0.631\t0.776\t-1.329\t2.173\t0.944\t1.234\t1.623\t0.000\t0.323\t-1.074\t1.320\t2.548\t0.622\t0.791\t1.099\t0.000\t0.482\t0.760\t0.993\t1.465\t0.751\t0.948\t1.059\n0\t0.690\t2.262\t0.632\t1.367\t-0.377\t0.829\t1.437\t0.563\t2.173\t0.967\t0.913\t1.680\t0.000\t0.956\t0.548\t-0.780\t2.548\t0.709\t1.449\t-0.789\t0.000\t0.964\t1.090\t1.061\t1.033\t1.146\t0.873\t0.862\n0\t0.350\t-1.405\t0.272\t1.234\t-1.399\t0.990\t0.161\t-0.262\t0.000\t0.712\t-1.581\t1.588\t0.000\t1.015\t-0.704\t1.114\t0.000\t1.683\t0.254\t0.250\t3.102\t0.788\t1.259\t0.991\t0.517\t0.710\t0.765\t0.704\n0\t1.415\t0.037\t1.240\t0.926\t0.690\t1.024\t0.933\t-0.636\t0.000\t1.092\t0.501\t-0.982\t2.215\t0.975\t-0.548\t0.993\t2.548\t0.798\t0.489\t0.035\t0.000\t0.823\t0.742\t0.989\t0.514\t1.252\t0.905\t0.982\n1\t1.085\t-0.172\t-0.509\t0.299\t1.402\t1.361\t-0.408\t1.363\t0.000\t0.784\t-1.006\t0.008\t2.215\t1.087\t0.292\t-0.630\t2.548\t0.546\t-0.095\t0.136\t0.000\t1.194\t1.228\t0.991\t0.668\t0.894\t0.960\t0.817\n1\t0.856\t-0.263\t-0.637\t0.927\t1.480\t0.794\t0.272\t-1.508\t2.173\t1.246\t-0.871\t0.723\t0.000\t0.830\t-0.515\t-0.251\t2.548\t0.621\t-0.742\t0.191\t0.000\t0.529\t0.672\t1.165\t0.780\t1.016\t0.865\t0.773\n1\t0.773\t-0.461\t-0.169\t0.771\t0.663\t0.975\t-0.060\t1.362\t0.000\t1.377\t0.461\t-0.877\t2.215\t0.864\t-1.139\t0.306\t0.000\t1.177\t-0.569\t-1.433\t3.102\t0.733\t0.869\t0.987\t1.339\t0.894\t0.931\t0.847\n0\t0.592\t-0.341\t-1.697\t0.574\t0.492\t1.049\t-0.183\t-0.766\t2.173\t1.029\t-0.208\t0.636\t0.000\t1.185\t0.145\t1.246\t2.548\t0.760\t-0.842\t-0.944\t0.000\t1.234\t0.946\t0.979\t1.019\t1.369\t0.921\t0.821\n1\t0.799\t-1.181\t-0.953\t0.058\t1.540\t1.267\t0.052\t1.393\t0.000\t1.605\t0.229\t-0.192\t0.000\t1.369\t-0.917\t-1.305\t2.548\t1.188\t-0.736\t-0.103\t3.102\t0.943\t0.763\t0.981\t0.665\t0.863\t0.869\t0.749\n0\t0.486\t0.917\t-1.428\t0.953\t0.209\t0.477\t-0.218\t1.431\t2.173\t0.977\t0.292\t0.635\t0.000\t1.078\t0.262\t-0.502\t0.000\t0.552\t-1.696\t-1.136\t0.000\t1.311\t1.029\t0.988\t0.550\t0.556\t0.625\t0.632\n1\t1.416\t-0.021\t0.339\t1.366\t0.062\t2.933\t2.773\t1.684\t0.000\t2.287\t0.487\t-0.305\t1.107\t1.477\t-0.253\t0.013\t2.548\t1.081\t-0.116\t-1.267\t0.000\t5.742\t5.296\t0.988\t0.961\t0.956\t3.801\t3.027\n0\t0.879\t-0.469\t1.725\t1.782\t1.294\t0.822\t-0.636\t-0.305\t0.000\t1.469\t-0.459\t0.256\t2.215\t0.905\t-0.280\t-1.149\t0.000\t1.283\t-0.763\t-1.042\t3.102\t1.100\t1.134\t0.990\t0.984\t1.174\t1.031\t0.982\n0\t0.558\t0.054\t-0.966\t1.552\t0.063\t1.944\t-1.411\t-1.711\t2.173\t2.035\t0.348\t-0.189\t2.215\t1.361\t-1.597\t1.012\t0.000\t0.407\t0.691\t1.267\t0.000\t1.394\t1.504\t1.032\t0.726\t4.128\t2.052\t1.661\n1\t1.555\t-1.215\t1.137\t1.050\t1.113\t1.293\t-2.137\t-0.846\t0.000\t0.974\t-0.521\t1.120\t0.000\t1.654\t-0.520\t-0.562\t1.274\t1.343\t0.070\t0.315\t3.102\t0.839\t1.103\t0.977\t1.260\t0.895\t1.167\t0.989\n0\t1.372\t-1.143\t1.132\t0.217\t0.252\t1.012\t-1.329\t0.152\t2.173\t1.175\t-1.867\t-1.175\t0.000\t0.574\t0.077\t0.748\t2.548\t0.464\t1.776\t-1.343\t0.000\t0.814\t0.641\t0.977\t0.952\t0.881\t0.974\t0.860\n0\t1.455\t-0.422\t0.302\t0.582\t-1.719\t1.187\t-0.801\t-1.720\t2.173\t1.139\t-1.354\t-0.258\t2.215\t0.772\t-0.060\t0.998\t0.000\t0.743\t-0.531\t-1.029\t0.000\t0.844\t1.008\t1.235\t1.154\t1.733\t1.061\t0.866\n0\t0.555\t0.969\t0.917\t1.102\t1.643\t0.656\t-0.543\t-1.088\t2.173\t1.208\t0.587\t-0.206\t2.215\t0.590\t-0.101\t1.229\t0.000\t0.483\t1.454\t1.091\t0.000\t0.892\t0.940\t0.980\t1.259\t1.228\t1.236\t0.973\n1\t2.378\t0.123\t0.742\t0.116\t1.479\t1.044\t-0.611\t-1.045\t2.173\t0.560\t-0.612\t0.118\t1.107\t0.686\t1.684\t1.528\t0.000\t0.623\t0.829\t0.963\t0.000\t0.474\t0.985\t0.978\t1.424\t0.975\t1.032\t0.985\n1\t1.042\t0.051\t0.154\t0.870\t-0.234\t1.077\t0.370\t-1.568\t2.173\t0.419\t-0.289\t1.095\t1.107\t0.346\t-0.246\t1.630\t0.000\t0.443\t-1.044\t0.189\t0.000\t0.471\t0.765\t0.987\t0.761\t0.748\t0.866\t0.705\n0\t0.613\t-1.118\t1.415\t1.209\t1.334\t1.133\t0.753\t-0.738\t0.000\t1.112\t-1.066\t0.801\t1.107\t1.404\t-0.312\t-0.849\t2.548\t1.102\t0.393\t-0.156\t0.000\t0.889\t0.919\t0.986\t0.935\t1.419\t1.237\t1.616\n0\t0.386\t0.831\t-1.302\t1.893\t0.274\t1.105\t0.233\t0.397\t2.173\t1.095\t-2.515\t-1.581\t0.000\t1.545\t0.424\t-1.506\t2.548\t0.990\t1.367\t-1.249\t0.000\t5.555\t3.481\t1.171\t0.828\t1.622\t2.418\t2.069\n1\t0.845\t-1.609\t0.810\t1.558\t1.451\t0.335\t-1.312\t0.191\t0.000\t0.554\t0.584\t-0.726\t1.107\t0.354\t0.910\t-1.239\t2.548\t0.427\t0.697\t1.375\t0.000\t0.913\t0.721\t0.994\t1.336\t0.230\t1.216\t0.992\n0\t0.388\t1.704\t1.305\t0.284\t0.853\t0.952\t1.375\t0.538\t0.000\t1.331\t0.463\t-1.178\t2.215\t0.822\t1.208\t-0.846\t2.548\t0.676\t0.770\t1.394\t0.000\t0.900\t0.934\t0.997\t0.879\t0.587\t0.913\t0.802\n1\t1.442\t-0.925\t1.259\t0.212\t-0.909\t3.287\t-1.614\t-0.248\t0.000\t1.999\t-0.292\t1.527\t2.215\t0.926\t-1.405\t-1.179\t0.000\t0.380\t-1.185\t0.925\t3.102\t0.604\t1.032\t0.984\t0.463\t0.618\t0.630\t0.621\n1\t1.187\t-0.438\t1.363\t1.574\t-1.497\t1.670\t-0.946\t-1.536\t2.173\t2.983\t-0.570\t0.003\t0.000\t1.277\t-0.760\t0.631\t2.548\t0.373\t0.043\t-0.297\t0.000\t0.577\t0.912\t1.015\t0.832\t1.692\t1.510\t1.331\n1\t0.384\t-1.929\t-1.431\t1.918\t0.866\t0.788\t-1.299\t-1.085\t2.173\t0.428\t-0.593\t-0.693\t0.000\t0.336\t0.424\t0.490\t1.274\t0.665\t-1.755\t0.121\t0.000\t0.736\t0.704\t1.043\t0.953\t0.906\t0.898\t0.755\n0\t0.485\t1.476\t-1.048\t1.986\t-0.266\t1.090\t-0.293\t0.950\t0.000\t1.013\t0.149\t-1.665\t2.215\t1.553\t1.353\t0.014\t0.000\t1.163\t-1.037\t-0.822\t3.102\t0.820\t0.951\t0.984\t2.193\t1.004\t1.606\t1.529\n1\t0.800\t-0.470\t0.891\t1.003\t-0.598\t0.661\t1.229\t0.785\t0.000\t1.181\t-0.482\t-1.298\t2.215\t0.840\t-0.409\t0.633\t1.274\t0.472\t-0.167\t0.004\t0.000\t0.868\t0.780\t1.209\t0.905\t1.044\t0.913\t0.833\n0\t0.785\t0.352\t-0.465\t1.626\t1.507\t1.154\t0.304\t0.362\t0.000\t1.221\t0.906\t-1.094\t2.215\t1.395\t-0.789\t-1.121\t0.000\t0.558\t-1.105\t0.432\t0.000\t0.986\t0.741\t1.532\t1.072\t1.004\t0.902\t0.878\n1\t2.118\t-1.267\t0.630\t0.610\t-1.467\t1.291\t-0.730\t-0.591\t0.000\t0.990\t-1.643\t1.628\t0.000\t0.911\t-0.166\t-1.588\t0.000\t1.620\t0.229\t1.410\t3.102\t0.915\t0.701\t1.496\t1.264\t0.843\t0.928\t0.964\n1\t1.359\t-0.088\t-0.511\t0.603\t1.091\t1.219\t-0.497\t-0.967\t2.173\t1.148\t0.278\t0.880\t2.215\t0.777\t-0.136\t1.147\t0.000\t1.278\t-0.402\t1.737\t0.000\t0.928\t0.744\t1.244\t0.976\t1.871\t1.033\t0.891\n0\t1.021\t0.166\t1.100\t0.922\t-1.050\t0.688\t0.604\t-0.003\t2.173\t0.474\t0.346\t-0.505\t0.000\t1.134\t-0.526\t1.316\t0.000\t0.967\t0.963\t-0.925\t1.551\t1.247\t0.995\t1.255\t0.951\t0.681\t0.765\t0.727\n1\t0.419\t1.625\t-1.273\t0.463\t1.674\t0.917\t1.419\t-0.246\t0.000\t0.915\t0.232\t-0.165\t1.107\t1.746\t0.267\t1.515\t2.548\t0.731\t-2.251\t0.989\t0.000\t4.994\t2.768\t0.974\t0.685\t1.342\t1.850\t1.409\n1\t0.953\t0.066\t1.573\t0.384\t-0.934\t0.594\t-0.620\t-0.595\t2.173\t0.327\t-1.509\t1.617\t2.215\t0.387\t-1.051\t0.022\t0.000\t0.920\t0.640\t-0.516\t0.000\t0.796\t0.764\t0.994\t0.755\t0.669\t0.553\t0.568\n0\t2.077\t-0.626\t-0.641\t0.502\t-0.547\t1.123\t-0.659\t0.790\t1.087\t0.956\t-0.083\t-1.168\t0.000\t0.681\t-1.111\t0.373\t2.548\t0.953\t-0.643\t-1.639\t0.000\t1.151\t0.970\t0.986\t1.426\t0.504\t0.949\t0.910\n1\t0.282\t-1.190\t-0.474\t1.056\t1.229\t0.628\t0.866\t-0.013\t2.173\t1.082\t0.182\t-1.174\t2.215\t1.039\t-0.194\t0.324\t0.000\t0.932\t-0.784\t1.711\t0.000\t1.107\t1.081\t0.987\t2.156\t1.132\t1.646\t1.291\n0\t0.958\t-0.018\t-0.031\t1.109\t-0.873\t1.060\t1.405\t1.241\t2.173\t0.769\t-0.539\t1.697\t0.000\t1.335\t-0.749\t-0.514\t2.548\t0.630\t0.246\t0.386\t0.000\t0.928\t0.952\t0.989\t1.466\t2.514\t1.316\t1.085\n0\t0.608\t-0.582\t0.273\t1.292\t0.192\t0.736\t-0.183\t1.162\t2.173\t0.650\t-0.253\t-1.144\t0.000\t1.173\t0.293\t-0.879\t0.000\t0.880\t1.246\t1.027\t0.000\t0.909\t0.785\t0.977\t1.195\t1.203\t1.256\t1.708\n0\t0.909\t0.076\t1.658\t2.207\t-1.278\t1.372\t-0.332\t0.411\t2.173\t0.360\t-1.976\t0.681\t0.000\t0.702\t0.406\t-1.497\t0.000\t1.236\t0.116\t-0.386\t3.102\t1.413\t1.045\t0.988\t1.772\t0.966\t1.182\t1.071\n0\t0.905\t0.422\t1.021\t0.617\t-0.916\t0.649\t1.023\t-0.100\t0.000\t0.731\t0.714\t-0.785\t0.000\t1.585\t1.220\t1.633\t1.274\t0.714\t1.075\t0.914\t3.102\t0.875\t0.759\t1.020\t0.822\t0.491\t0.757\t0.693\n1\t1.363\t0.719\t-0.809\t0.356\t-0.158\t1.253\t1.426\t0.815\t2.173\t0.690\t1.173\t-0.548\t0.000\t0.589\t0.046\t1.433\t2.548\t0.921\t0.195\t-1.329\t0.000\t0.853\t0.731\t0.989\t1.264\t0.984\t0.911\t0.826\n1\t0.398\t1.952\t1.666\t0.457\t-1.278\t1.591\t0.129\t-0.196\t0.000\t1.003\t0.564\t-1.111\t1.107\t1.124\t0.503\t1.295\t2.548\t1.835\t-0.513\t-1.425\t0.000\t1.009\t1.056\t0.989\t0.654\t0.933\t0.748\t0.671\n0\t0.515\t0.347\t-1.396\t1.738\t-1.448\t0.720\t0.807\t-0.248\t2.173\t0.516\t-1.173\t0.779\t0.000\t0.865\t0.830\t1.198\t0.000\t1.254\t0.325\t0.306\t3.102\t0.946\t0.947\t0.991\t1.079\t0.527\t0.883\t0.929\n1\t0.554\t-0.461\t0.015\t0.637\t-1.568\t0.520\t-1.282\t1.703\t0.000\t0.584\t-1.070\t0.012\t0.000\t0.971\t-0.016\t1.527\t2.548\t0.486\t1.170\t0.409\t3.102\t1.175\t0.963\t0.988\t0.578\t0.601\t0.754\t0.687\n0\t0.356\t1.693\t0.726\t1.208\t-0.809\t0.436\t0.743\t1.252\t2.173\t0.868\t0.099\t-1.308\t2.215\t0.589\t-0.071\t-0.129\t0.000\t0.393\t0.809\t0.167\t0.000\t0.323\t0.635\t0.990\t0.982\t0.733\t0.992\t0.828\n1\t3.036\t-0.339\t-1.591\t0.431\t-1.148\t1.845\t0.268\t-0.085\t0.000\t0.952\t-0.010\t1.685\t2.215\t1.540\t-0.455\t0.300\t2.548\t1.620\t-0.145\t1.259\t0.000\t0.746\t0.756\t0.994\t1.405\t1.261\t0.973\t0.811\n1\t1.472\t0.834\t-0.360\t1.221\t0.076\t1.352\t0.558\t1.724\t2.173\t0.605\t0.892\t0.415\t0.000\t0.362\t-0.271\t0.589\t2.548\t0.514\t-0.533\t-1.592\t0.000\t0.943\t1.076\t0.978\t0.607\t0.839\t1.000\t0.830\n0\t0.529\t-1.785\t-0.663\t0.412\t0.155\t0.494\t-0.538\t-1.395\t2.173\t0.723\t-1.027\t1.140\t0.000\t0.502\t-1.215\t-1.166\t2.548\t0.754\t-1.703\t0.158\t0.000\t0.894\t0.881\t0.983\t0.567\t0.283\t0.557\t0.560\n0\t0.382\t-0.738\t-1.493\t1.946\t1.048\t0.935\t0.890\t-0.828\t2.173\t0.784\t1.611\t-0.011\t0.000\t0.651\t0.465\t-1.480\t2.548\t0.548\t2.411\t0.940\t0.000\t0.856\t0.921\t0.984\t1.399\t0.571\t0.905\t1.044\n0\t0.387\t1.501\t-0.468\t2.235\t0.531\t0.812\t0.882\t1.185\t2.173\t0.997\t0.874\t-0.865\t0.000\t0.772\t1.414\t-1.628\t0.000\t0.580\t0.021\t-1.035\t0.000\t0.964\t1.112\t1.009\t0.995\t0.898\t0.833\t0.867\n1\t0.376\t2.073\t0.598\t1.021\t-1.246\t0.911\t0.941\t-0.626\t2.173\t0.858\t0.243\t0.499\t0.000\t1.401\t0.739\t-1.440\t2.548\t1.062\t-0.426\t1.285\t0.000\t0.943\t1.145\t0.983\t0.773\t0.947\t0.976\t0.857\n1\t0.314\t1.057\t-0.787\t0.841\t1.269\t0.663\t-1.155\t1.391\t0.000\t1.266\t-0.931\t-0.405\t2.215\t0.970\t0.240\t-0.126\t2.548\t0.598\t0.289\t1.494\t0.000\t0.804\t1.047\t0.988\t2.557\t0.820\t1.636\t1.514\n1\t0.992\t0.438\t-0.627\t1.443\t1.623\t0.784\t-0.125\t1.073\t0.000\t1.158\t0.491\t1.364\t0.000\t1.035\t0.872\t0.155\t2.548\t1.034\t-0.272\t-0.695\t3.102\t0.833\t1.074\t1.487\t1.034\t0.772\t0.854\t0.847\n0\t0.568\t0.736\t-0.123\t1.885\t0.807\t0.808\t2.065\t-0.861\t0.000\t0.487\t1.332\t1.459\t2.215\t0.388\t2.030\t-0.465\t0.000\t0.858\t-0.354\t-1.713\t3.102\t0.359\t0.727\t1.066\t0.866\t0.619\t0.807\t0.872\n1\t1.210\t-0.124\t1.445\t0.413\t1.641\t0.473\t-0.929\t0.941\t0.000\t0.550\t1.226\t-0.848\t2.215\t0.984\t-0.267\t-0.197\t2.548\t0.636\t-1.724\t-0.962\t0.000\t0.921\t0.886\t1.002\t0.903\t0.799\t0.852\t0.731\n1\t1.016\t0.492\t-0.322\t0.531\t1.569\t0.730\t-0.866\t-0.028\t0.000\t1.075\t-0.048\t1.436\t2.215\t2.102\t0.459\t0.653\t2.548\t2.269\t-0.021\t-1.312\t0.000\t0.489\t1.224\t1.009\t0.895\t1.128\t1.075\t0.936\n0\t1.623\t-0.061\t0.983\t0.969\t0.476\t0.626\t0.925\t-0.640\t0.000\t1.009\t0.106\t-0.512\t0.000\t1.086\t0.428\t-1.703\t2.548\t0.599\t0.243\t-1.172\t0.000\t1.039\t0.972\t0.993\t0.880\t0.773\t0.742\t0.722\n0\t0.475\t-1.581\t1.691\t1.960\t-0.557\t1.004\t-0.232\t1.481\t2.173\t0.708\t-0.396\t0.500\t0.000\t0.566\t-1.066\t-0.585\t2.548\t0.381\t1.992\t1.079\t0.000\t1.331\t1.093\t1.201\t1.538\t1.009\t0.986\t1.142\n0\t0.290\t0.429\t0.626\t0.529\t-1.402\t0.600\t0.672\t0.139\t2.173\t0.519\t2.277\t1.671\t0.000\t0.675\t0.301\t-0.868\t2.548\t0.997\t0.892\t1.213\t0.000\t0.757\t0.759\t0.989\t0.719\t0.641\t0.731\t0.788\n0\t0.287\t-0.457\t0.905\t1.937\t-1.665\t1.984\t0.503\t-1.193\t0.000\t1.504\t0.153\t0.622\t2.215\t2.698\t-0.625\t0.520\t2.548\t1.772\t0.294\t-0.066\t0.000\t2.445\t2.256\t0.992\t1.665\t0.951\t1.857\t1.530\n1\t0.900\t0.531\t-0.660\t1.408\t0.124\t1.369\t-0.232\t-1.486\t0.000\t0.582\t-0.822\t-0.197\t1.107\t1.054\t-0.543\t0.777\t0.000\t0.522\t0.792\t0.535\t0.000\t0.720\t0.712\t1.013\t0.707\t0.676\t0.616\t0.609\n1\t1.370\t-0.455\t-0.731\t0.558\t-1.726\t1.043\t0.124\t0.722\t2.173\t1.292\t-0.862\t0.068\t2.215\t0.971\t-0.716\t1.725\t0.000\t1.158\t0.031\t-1.361\t0.000\t0.960\t1.219\t0.987\t1.157\t1.310\t1.089\t0.947\n1\t2.366\t-0.719\t-1.389\t0.746\t-0.676\t0.680\t-0.352\t-0.380\t0.000\t1.615\t-0.190\t0.703\t2.215\t0.298\t-1.079\t1.028\t0.000\t0.541\t-0.525\t-0.889\t3.102\t0.846\t1.040\t1.105\t0.524\t0.856\t0.981\t0.836\n0\t1.442\t-0.783\t-0.616\t0.735\t-1.374\t0.587\t-0.044\t0.031\t0.000\t0.860\t-1.968\t-1.660\t0.000\t0.882\t-0.943\t0.775\t2.548\t0.915\t0.305\t-1.692\t3.102\t2.311\t1.388\t0.985\t0.728\t0.755\t0.962\t0.881\n0\t0.413\t-0.407\t0.016\t1.470\t-0.182\t1.656\t0.595\t-0.703\t2.173\t2.424\t0.866\t1.118\t1.107\t1.107\t0.698\t1.433\t0.000\t1.508\t1.112\t-1.718\t0.000\t0.819\t1.329\t0.991\t0.965\t2.972\t1.532\t1.289\n0\t0.517\t1.589\t1.444\t0.934\t-0.764\t0.561\t-0.916\t-1.150\t2.173\t0.721\t0.703\t1.601\t2.215\t0.806\t-0.711\t0.957\t0.000\t1.004\t-0.652\t0.388\t0.000\t0.869\t0.937\t0.992\t0.897\t1.036\t1.237\t1.632\n1\t0.580\t-0.841\t-1.196\t0.523\t0.098\t0.727\t0.047\t-0.479\t0.000\t1.467\t0.391\t0.919\t2.215\t0.890\t0.828\t-0.920\t0.000\t1.320\t0.803\t1.631\t3.102\t0.852\t0.980\t0.989\t1.542\t0.832\t1.216\t1.151\n1\t2.135\t1.293\t0.039\t1.032\t0.817\t0.679\t-1.441\t-0.703\t0.000\t0.964\t0.788\t1.156\t0.000\t1.121\t0.045\t1.665\t2.548\t0.419\t0.729\t1.554\t0.000\t0.718\t0.731\t1.327\t1.354\t0.755\t0.930\t0.810\n0\t0.561\t-0.668\t0.907\t0.542\t-1.451\t0.886\t-0.495\t0.160\t2.173\t1.210\t-0.257\t-1.304\t2.215\t0.703\t0.179\t1.164\t0.000\t0.497\t-1.239\t-0.064\t0.000\t0.849\t0.893\t0.984\t0.998\t1.487\t0.958\t0.798\n1\t0.773\t0.715\t1.362\t1.246\t-0.970\t0.956\t-0.857\t-1.139\t2.173\t2.339\t1.960\t0.307\t0.000\t0.806\t0.502\t1.721\t0.000\t0.883\t0.211\t0.050\t0.000\t0.939\t0.851\t1.174\t1.242\t0.781\t0.941\t0.822\n1\t0.595\t-0.458\t-0.582\t1.226\t1.728\t0.831\t-0.954\t0.445\t0.000\t1.064\t-1.000\t-1.139\t2.215\t1.169\t-0.825\t1.103\t0.000\t0.877\t-1.872\t0.113\t0.000\t0.963\t0.855\t1.032\t0.713\t0.349\t0.730\t0.659\n0\t1.032\t-0.614\t0.328\t1.380\t0.915\t0.482\t-1.255\t-1.401\t2.173\t0.512\t-0.076\t-0.661\t2.215\t0.409\t-1.339\t-0.122\t0.000\t1.625\t0.052\t-1.407\t0.000\t1.068\t0.761\t0.988\t1.026\t0.646\t0.763\t0.725\n0\t1.345\t1.439\t1.728\t0.773\t1.176\t0.713\t-0.585\t-0.405\t2.173\t0.727\t-0.278\t-1.314\t2.215\t1.075\t-0.658\t1.125\t0.000\t1.208\t-0.294\t0.286\t0.000\t0.893\t0.965\t0.985\t0.946\t0.790\t1.018\t0.970\n0\t1.379\t-0.393\t1.219\t1.394\t0.463\t0.641\t0.740\t-0.442\t0.000\t0.537\t1.435\t0.833\t2.215\t1.123\t0.433\t-1.391\t0.000\t1.332\t-0.743\t-0.780\t3.102\t1.170\t1.028\t1.209\t1.048\t1.363\t0.968\t0.984\n1\t0.607\t-0.033\t0.814\t1.553\t-1.663\t0.495\t0.845\t1.535\t0.000\t1.410\t0.916\t-0.026\t1.107\t0.428\t0.727\t-0.472\t0.000\t0.495\t-0.512\t-0.918\t3.102\t0.804\t0.969\t1.063\t0.603\t0.846\t0.878\t0.747\n0\t1.040\t-1.192\t1.466\t1.968\t-1.434\t1.343\t-0.463\t0.245\t0.000\t1.590\t-1.632\t-0.685\t0.000\t0.850\t-1.037\t-0.021\t0.000\t1.632\t-0.115\t1.400\t3.102\t0.801\t1.253\t1.002\t0.644\t0.224\t0.708\t0.948\n1\t0.462\t-0.495\t-1.067\t0.718\t0.884\t0.924\t1.623\t-1.573\t0.000\t1.301\t-0.248\t-0.370\t0.000\t0.825\t-1.039\t-0.451\t0.000\t2.921\t-0.440\t1.019\t3.102\t0.737\t0.646\t0.988\t0.869\t0.820\t0.909\t0.828\n1\t0.825\t-0.127\t-1.227\t0.832\t1.343\t1.099\t0.047\t1.348\t0.000\t0.995\t0.840\t-0.884\t2.215\t0.902\t-2.159\t-0.483\t0.000\t1.750\t-0.024\t0.128\t3.102\t1.318\t1.172\t0.988\t1.048\t1.091\t0.969\t0.899\n1\t1.194\t0.168\t0.819\t0.174\t-0.744\t0.388\t0.895\t0.141\t0.000\t1.140\t-0.106\t-1.513\t2.215\t1.206\t0.079\t-0.357\t2.548\t0.473\t-1.752\t1.258\t0.000\t1.506\t1.062\t0.980\t0.937\t1.082\t0.877\t0.809\n1\t0.404\t-0.694\t-0.389\t0.426\t-0.307\t0.419\t-2.583\t1.002\t0.000\t0.377\t0.178\t-0.842\t2.215\t0.302\t-1.403\t1.655\t0.000\t0.785\t-1.116\t0.851\t3.102\t0.645\t1.104\t0.984\t0.891\t0.640\t0.683\t0.996\n0\t1.522\t1.345\t1.522\t1.025\t1.269\t0.733\t1.734\t1.246\t0.000\t0.889\t0.612\t-1.259\t2.215\t2.506\t-0.758\t-0.130\t0.000\t0.852\t-0.496\t-0.525\t0.000\t0.772\t0.857\t0.999\t1.088\t0.619\t0.951\t1.607\n1\t1.772\t0.622\t0.317\t0.525\t-0.582\t0.858\t1.422\t1.522\t2.173\t0.554\t0.250\t-0.761\t0.000\t1.121\t0.452\t-1.348\t2.548\t0.798\t0.134\t1.717\t0.000\t0.697\t1.193\t0.986\t0.950\t0.876\t0.918\t0.844\n1\t0.514\t-1.289\t0.752\t0.382\t0.939\t0.911\t-0.062\t-1.072\t0.000\t0.941\t-0.925\t-1.305\t2.215\t2.229\t1.928\t-0.237\t0.000\t2.514\t0.109\t1.289\t0.000\t1.096\t2.290\t0.974\t0.890\t0.485\t2.140\t1.687\n1\t0.880\t-0.823\t1.590\t1.395\t-0.832\t0.578\t-1.066\t-0.072\t0.000\t0.747\t0.413\t1.349\t2.215\t0.906\t-1.275\t0.717\t0.000\t1.267\t0.792\t-0.313\t3.102\t0.874\t1.202\t1.258\t1.168\t0.906\t0.983\t0.951\n0\t0.366\t-0.851\t1.117\t1.262\t0.701\t0.884\t0.445\t-0.961\t0.000\t0.873\t0.608\t-0.354\t0.000\t0.522\t-1.654\t0.537\t0.000\t1.181\t1.400\t1.621\t3.102\t0.986\t0.866\t0.980\t2.692\t0.174\t1.802\t1.684\n0\t0.514\t-1.180\t-1.719\t4.347\t-1.296\t2.763\t-0.199\t0.429\t2.173\t0.846\t-1.426\t-1.091\t2.215\t0.309\t0.527\t0.176\t0.000\t0.923\t-0.567\t0.758\t0.000\t0.494\t0.871\t0.991\t3.938\t2.680\t2.511\t1.813\n0\t0.705\t0.344\t-0.601\t0.751\t-0.177\t0.846\t2.057\t1.042\t0.000\t0.846\t1.341\t0.405\t2.215\t1.689\t0.487\t-1.085\t2.548\t0.637\t2.295\t-1.566\t0.000\t0.886\t0.916\t1.000\t0.874\t1.355\t1.088\t0.944\n0\t0.909\t1.050\t0.943\t0.719\t-0.721\t1.242\t1.158\t-0.084\t0.000\t1.280\t0.067\t1.036\t2.215\t1.401\t1.246\t-0.869\t0.000\t1.012\t-1.241\t1.728\t0.000\t0.358\t1.168\t1.117\t1.427\t1.606\t1.139\t1.122\n1\t0.623\t-0.155\t1.012\t1.447\t-0.742\t2.547\t-0.840\t1.098\t0.000\t2.741\t0.399\t-0.515\t0.000\t1.212\t-0.405\t-1.276\t2.548\t0.584\t0.988\t-1.156\t0.000\t1.102\t0.843\t1.316\t0.669\t0.593\t0.562\t0.567\n0\t0.334\t-1.496\t-0.004\t0.958\t-1.511\t1.015\t0.587\t1.475\t1.087\t1.105\t-0.662\t-0.048\t2.215\t0.385\t1.071\t0.970\t0.000\t0.393\t0.743\t-0.101\t0.000\t0.727\t1.103\t0.990\t1.321\t1.861\t1.785\t1.349\n0\t0.654\t-0.166\t0.400\t0.448\t1.535\t0.886\t0.299\t0.772\t0.000\t0.626\t2.377\t-0.374\t0.000\t1.220\t0.409\t-1.186\t2.548\t0.801\t-1.100\t-1.331\t1.551\t2.451\t1.737\t0.989\t0.860\t0.766\t1.330\t1.045\n0\t0.516\t-0.268\t1.597\t0.954\t0.845\t1.086\t-1.932\t-0.602\t0.000\t0.999\t1.206\t1.284\t1.107\t0.946\t-0.990\t-0.215\t0.000\t0.843\t-0.081\t0.482\t0.000\t0.846\t0.645\t0.993\t0.649\t0.943\t0.902\t0.806\n0\t1.145\t-0.463\t-0.498\t0.567\t1.050\t0.905\t1.445\t1.471\t0.000\t1.397\t0.389\t-0.695\t2.215\t1.249\t-0.663\t0.187\t2.548\t1.475\t-0.432\t1.259\t0.000\t2.072\t1.898\t1.100\t0.707\t1.305\t1.422\t1.175\n0\t0.309\t1.803\t1.452\t2.374\t0.539\t1.059\t1.085\t-0.903\t2.173\t0.445\t0.644\t-1.628\t0.000\t0.391\t-0.906\t1.227\t2.548\t0.448\t2.496\t1.473\t0.000\t0.865\t0.977\t0.982\t1.380\t1.253\t1.060\t0.913\n1\t0.619\t0.904\t0.362\t0.835\t1.260\t0.644\t-0.173\t-1.608\t2.173\t0.624\t0.435\t0.543\t0.000\t0.516\t-0.665\t-0.340\t2.548\t0.737\t1.487\t-0.388\t0.000\t0.914\t1.083\t0.989\t1.036\t0.684\t0.915\t0.804\n0\t1.550\t1.100\t1.585\t0.744\t-0.921\t0.691\t0.894\t-1.007\t0.000\t1.059\t0.833\t0.829\t2.215\t1.109\t-0.017\t0.216\t2.548\t0.846\t1.056\t-0.464\t0.000\t0.590\t0.952\t1.150\t0.965\t0.798\t0.866\t0.819\n1\t0.468\t0.275\t1.620\t1.108\t-0.690\t1.480\t-2.234\t0.616\t0.000\t1.908\t0.620\t-0.762\t2.215\t1.983\t-1.956\t1.097\t0.000\t1.327\t-0.359\t-0.505\t3.102\t1.303\t1.960\t0.992\t0.747\t0.871\t2.870\t2.490\n0\t0.478\t1.998\t0.034\t0.805\t-0.718\t0.654\t-0.970\t0.912\t0.000\t1.167\t0.555\t-1.637\t2.215\t1.224\t-0.086\t-0.141\t2.548\t0.683\t-1.148\t-0.285\t0.000\t0.923\t0.926\t0.983\t0.917\t1.312\t0.995\t0.970\n1\t0.791\t0.754\t-0.208\t0.801\t-0.751\t0.818\t-0.097\t0.456\t0.000\t1.365\t0.153\t1.460\t1.107\t0.825\t0.703\t-1.243\t1.274\t1.185\t0.275\t-0.131\t0.000\t0.826\t1.001\t0.998\t1.116\t0.812\t0.884\t0.819\n0\t1.452\t0.792\t-0.916\t1.250\t-0.155\t0.763\t-0.843\t1.094\t1.087\t1.690\t0.110\t-0.688\t2.215\t2.089\t-1.000\t0.561\t0.000\t1.147\t1.788\t1.710\t0.000\t0.973\t0.800\t1.182\t0.882\t1.867\t1.308\t1.417\n0\t0.355\t0.299\t-1.341\t1.512\t0.258\t0.618\t-0.660\t-1.286\t0.000\t0.769\t-0.071\t0.655\t2.215\t0.772\t-1.575\t-1.021\t0.000\t0.848\t-0.775\t1.272\t3.102\t0.898\t1.138\t1.006\t0.763\t0.502\t0.702\t0.775\n1\t0.810\t0.667\t-1.653\t1.012\t-1.178\t0.332\t0.963\t-1.077\t0.000\t0.460\t1.498\t0.459\t0.000\t0.957\t-0.686\t-0.112\t2.548\t0.881\t0.299\t0.983\t3.102\t0.964\t0.855\t0.995\t0.791\t0.716\t0.930\t0.797\n1\t0.653\t-0.442\t-0.217\t1.122\t-0.934\t1.005\t0.420\t0.256\t2.173\t0.858\t-0.793\t-1.734\t0.000\t0.646\t2.484\t-0.725\t0.000\t1.065\t0.346\t1.210\t3.102\t0.897\t0.901\t0.988\t1.381\t0.829\t1.012\t1.242\n1\t0.684\t0.358\t0.030\t0.585\t-1.570\t0.884\t0.658\t0.731\t2.173\t1.279\t0.223\t-0.961\t0.000\t0.550\t-0.845\t0.970\t1.274\t0.654\t-0.039\t-1.733\t0.000\t0.781\t0.861\t0.989\t0.790\t0.789\t0.856\t0.752\n1\t0.794\t-1.088\t0.258\t1.056\t-0.807\t1.039\t-0.007\t1.427\t1.087\t0.814\t-1.152\t-0.361\t0.000\t0.785\t-1.058\t0.855\t1.274\t0.516\t-2.063\t-1.127\t0.000\t0.794\t0.777\t1.039\t1.262\t0.883\t0.949\t0.852\n1\t0.854\t1.155\t0.099\t0.023\t-0.410\t0.684\t0.866\t-1.231\t0.000\t1.025\t-0.127\t0.837\t2.215\t0.959\t1.278\t-0.626\t0.000\t0.646\t0.907\t1.539\t3.102\t0.851\t0.651\t0.779\t0.715\t0.644\t0.834\t0.710\n1\t0.430\t0.011\t1.016\t0.891\t-1.160\t1.518\t-1.830\t0.377\t0.000\t1.334\t-0.540\t-1.095\t0.000\t0.924\t1.142\t1.332\t2.548\t1.056\t1.913\t-0.783\t0.000\t0.803\t0.911\t0.989\t0.642\t0.763\t1.494\t1.442\n1\t0.390\t1.113\t-0.115\t1.235\t-1.016\t0.751\t0.199\t-1.598\t0.000\t0.816\t-0.362\t-0.098\t2.215\t2.008\t-0.449\t0.891\t2.548\t0.862\t0.124\t-1.138\t0.000\t0.497\t0.973\t0.986\t1.185\t1.062\t0.908\t0.827\n0\t0.673\t-0.537\t1.268\t0.263\t0.949\t1.806\t-1.038\t1.397\t2.173\t1.559\t-0.646\t-0.302\t1.107\t1.771\t-1.650\t-0.337\t0.000\t0.732\t-1.104\t-0.985\t0.000\t0.758\t0.955\t0.976\t1.337\t2.513\t1.455\t1.336\n0\t0.740\t-0.545\t0.661\t0.955\t-0.522\t0.586\t-0.058\t-0.225\t0.000\t0.932\t-0.887\t-1.740\t2.215\t0.784\t0.276\t-1.180\t0.000\t1.142\t-0.616\t1.277\t3.102\t0.950\t0.926\t1.019\t0.874\t0.391\t0.732\t0.688\n0\t0.633\t1.154\t1.016\t2.141\t0.848\t0.940\t0.536\t-0.154\t2.173\t1.112\t1.522\t-1.295\t0.000\t0.940\t0.004\t1.573\t0.000\t0.729\t0.257\t-0.724\t3.102\t0.926\t1.150\t0.996\t0.832\t0.443\t0.823\t0.801\n0\t1.811\t2.088\t-0.245\t0.239\t-1.275\t1.315\t2.161\t1.648\t0.000\t0.804\t2.225\t0.660\t0.000\t0.819\t0.969\t-0.975\t2.548\t0.475\t1.376\t0.953\t3.102\t0.765\t0.827\t0.983\t0.606\t0.491\t0.523\t0.543\n0\t0.294\t1.270\t1.325\t1.633\t-0.714\t0.922\t1.495\t-0.616\t2.173\t1.486\t1.173\t1.007\t0.000\t1.170\t2.585\t1.226\t0.000\t1.021\t1.221\t1.591\t0.000\t0.975\t1.195\t0.987\t0.637\t0.960\t1.010\t0.876\n0\t1.154\t1.382\t-0.452\t0.377\t0.483\t0.676\t1.339\t0.692\t2.173\t1.237\t1.262\t-1.227\t2.215\t0.688\t2.629\t1.617\t0.000\t0.810\t1.704\t0.332\t0.000\t0.835\t1.064\t0.986\t0.807\t1.329\t0.850\t0.769\n1\t0.446\t1.683\t-0.381\t1.582\t0.402\t1.055\t-0.768\t-1.627\t2.173\t0.398\t0.625\t-1.115\t0.000\t0.677\t-0.244\t0.139\t2.548\t0.370\t0.868\t-0.611\t0.000\t0.241\t0.862\t0.980\t0.662\t1.086\t1.116\t0.851\n1\t0.339\t-1.053\t-1.249\t1.012\t-0.330\t0.980\t0.415\t0.655\t0.000\t0.912\t0.959\t-1.470\t2.215\t1.064\t-0.396\t-0.774\t2.548\t0.868\t1.332\t0.568\t0.000\t0.887\t1.203\t0.988\t1.038\t1.016\t1.512\t1.647\n0\t1.419\t0.396\t1.002\t0.443\t1.688\t0.693\t-1.099\t0.448\t2.173\t1.031\t-0.404\t-0.786\t0.000\t0.733\t0.541\t-0.626\t0.000\t0.566\t-0.872\t-1.317\t0.000\t0.771\t0.992\t0.992\t0.480\t0.906\t0.833\t0.763\n1\t1.685\t0.008\t-0.919\t0.370\t0.504\t1.191\t-0.664\t0.904\t1.087\t1.072\t-1.301\t-1.158\t1.107\t0.593\t-1.043\t-0.453\t0.000\t0.785\t0.167\t0.464\t0.000\t0.987\t0.993\t1.049\t1.290\t1.691\t1.106\t0.906\n0\t1.706\t-0.446\t-1.112\t1.030\t-1.699\t1.250\t-1.446\t0.834\t1.087\t0.717\t-0.639\t-0.508\t2.215\t0.650\t-1.823\t-0.634\t0.000\t0.683\t-0.738\t0.988\t0.000\t0.849\t0.925\t0.982\t0.793\t1.424\t1.174\t0.952\n0\t0.887\t0.542\t0.166\t1.002\t1.644\t1.452\t-0.876\t0.355\t0.000\t1.170\t-0.545\t1.523\t1.107\t1.629\t0.125\t-0.843\t2.548\t1.873\t-0.212\t-1.522\t0.000\t1.084\t0.943\t1.269\t0.984\t1.347\t0.921\t0.800\n0\t0.692\t0.228\t-0.092\t1.046\t-0.932\t0.627\t0.242\t0.412\t2.173\t1.021\t0.254\t1.010\t0.000\t1.121\t1.245\t-1.117\t1.274\t0.712\t1.731\t-1.717\t0.000\t1.351\t1.053\t0.990\t1.024\t1.197\t0.878\t0.913\n0\t0.997\t-0.819\t0.668\t1.295\t0.156\t0.870\t1.141\t-1.671\t2.173\t1.289\t2.360\t1.557\t0.000\t1.359\t-0.955\t-0.501\t0.000\t0.727\t2.118\t-0.660\t0.000\t1.150\t0.814\t0.987\t2.225\t0.567\t1.392\t2.070\n1\t0.859\t-0.088\t0.119\t0.486\t-0.925\t0.485\t-0.552\t1.280\t2.173\t1.235\t-0.075\t-1.038\t2.215\t1.226\t-0.162\t0.816\t0.000\t0.963\t0.412\t-0.248\t0.000\t1.064\t0.831\t0.988\t0.833\t1.026\t0.810\t0.736\n0\t0.621\t-0.297\t1.723\t0.984\t0.918\t0.357\t-0.457\t0.387\t2.173\t0.448\t1.959\t-0.750\t0.000\t0.841\t0.707\t-0.731\t2.548\t0.714\t0.338\t-1.247\t0.000\t0.733\t0.923\t0.993\t1.089\t0.732\t0.746\t0.865\n0\t0.559\t-0.091\t1.469\t1.146\t-0.940\t0.555\t0.034\t0.994\t2.173\t0.863\t-0.753\t-1.368\t0.000\t1.044\t-0.623\t0.524\t2.548\t0.687\t-0.509\t0.167\t0.000\t0.989\t0.901\t0.988\t0.828\t0.523\t0.666\t0.642\n0\t1.381\t-0.192\t0.030\t0.137\t0.510\t0.648\t-0.101\t1.474\t0.000\t0.990\t-0.256\t-1.426\t2.215\t0.688\t-0.328\t0.737\t0.000\t1.181\t0.352\t-0.608\t3.102\t0.757\t0.893\t0.997\t1.001\t0.740\t0.702\t0.712\n1\t1.108\t1.304\t-1.228\t1.017\t0.073\t0.640\t1.869\t-0.415\t0.000\t1.230\t0.442\t1.618\t2.215\t0.814\t1.891\t0.399\t0.000\t0.900\t1.365\t0.941\t3.102\t0.877\t0.727\t1.356\t1.163\t0.807\t0.934\t0.854\n0\t1.145\t0.081\t1.327\t0.797\t-1.647\t0.946\t-0.539\t-0.392\t2.173\t0.457\t-2.442\t0.534\t0.000\t0.522\t0.194\t0.844\t0.000\t0.766\t1.240\t-0.702\t3.102\t1.384\t1.300\t0.986\t0.990\t1.109\t1.127\t1.023\n1\t1.500\t-0.250\t1.285\t1.475\t0.872\t0.984\t0.122\t-0.981\t2.173\t1.180\t-0.664\t-0.203\t1.107\t0.500\t0.735\t-1.129\t0.000\t0.954\t-0.147\t0.382\t0.000\t0.923\t0.840\t0.981\t1.380\t1.216\t1.183\t0.990\n1\t2.869\t-0.817\t0.610\t1.640\t0.326\t0.691\t-1.833\t-1.465\t0.000\t1.638\t-0.569\t-0.547\t2.215\t1.452\t1.392\t-1.208\t0.000\t1.027\t-0.498\t1.445\t3.102\t0.836\t1.051\t0.980\t1.613\t1.141\t1.161\t1.527\n0\t0.638\t0.540\t0.001\t3.379\t0.518\t1.796\t1.780\t-0.807\t0.000\t2.169\t1.574\t1.612\t0.000\t0.583\t0.766\t-0.725\t1.274\t1.192\t1.873\t-1.184\t0.000\t0.900\t0.739\t0.983\t0.708\t0.744\t1.059\t1.459\n0\t0.387\t1.455\t-1.237\t0.747\t0.654\t0.741\t0.562\t-0.388\t2.173\t0.935\t1.973\t-1.633\t0.000\t0.686\t-2.103\t-1.635\t0.000\t1.414\t-0.781\t0.721\t3.102\t0.932\t0.950\t0.990\t0.762\t1.277\t1.232\t1.114\n0\t1.403\t-0.133\t0.647\t0.965\t0.158\t0.515\t-0.962\t1.481\t2.173\t0.597\t1.034\t-1.246\t0.000\t0.788\t-1.263\t-0.740\t2.548\t0.457\t-0.087\t-1.370\t0.000\t0.428\t0.902\t0.994\t0.868\t0.740\t0.739\t0.796\n0\t0.584\t-0.643\t1.155\t0.808\t0.437\t0.797\t-2.921\t-0.367\t0.000\t1.216\t0.345\t-0.388\t2.215\t2.678\t-1.126\t1.647\t0.000\t0.790\t-0.499\t0.405\t3.102\t3.595\t2.129\t0.991\t1.449\t0.727\t2.035\t1.555\n1\t1.176\t-0.121\t-1.273\t0.996\t1.606\t0.657\t1.237\t0.077\t2.173\t0.872\t0.430\t0.880\t0.000\t0.658\t0.659\t-0.303\t0.000\t0.535\t0.304\t-1.353\t1.551\t1.030\t0.830\t0.982\t0.516\t0.667\t0.880\t0.809\n1\t0.940\t0.677\t-0.766\t2.741\t-1.152\t1.446\t-1.935\t0.785\t0.000\t1.094\t0.625\t1.118\t2.215\t0.489\t-0.967\t1.518\t0.000\t1.649\t1.111\t-0.480\t0.000\t0.715\t1.261\t0.982\t0.820\t0.839\t0.958\t0.870\n1\t0.716\t0.262\t-0.632\t1.034\t-1.058\t0.578\t0.171\t1.317\t2.173\t0.553\t1.230\t-1.104\t0.000\t1.243\t1.072\t0.613\t2.548\t0.799\t1.845\t0.637\t0.000\t0.965\t1.012\t0.987\t1.339\t0.836\t0.973\t0.979\n1\t0.686\t-0.862\t1.601\t0.258\t0.329\t0.875\t0.405\t-1.639\t2.173\t0.734\t-0.527\t0.405\t0.000\t1.237\t0.243\t-0.112\t0.000\t1.931\t-0.214\t-1.028\t3.102\t0.895\t1.074\t0.978\t0.742\t0.860\t0.947\t0.796\n1\t0.359\t1.943\t-0.187\t0.358\t-0.808\t1.369\t0.249\t-1.609\t2.173\t0.865\t-0.186\t0.190\t0.000\t0.831\t1.888\t0.544\t0.000\t0.433\t0.219\t-0.694\t3.102\t0.967\t1.318\t0.979\t0.471\t0.599\t0.766\t0.690\n1\t0.828\t0.204\t-0.552\t0.837\t0.855\t1.019\t0.757\t-0.824\t0.000\t1.502\t1.059\t1.333\t0.000\t1.023\t1.823\t-0.517\t0.000\t1.689\t0.214\t0.787\t1.551\t1.312\t1.110\t1.101\t0.708\t0.645\t0.980\t0.861\n1\t0.952\t1.691\t1.533\t1.275\t-1.169\t0.574\t-0.337\t-0.211\t0.000\t0.917\t0.997\t1.107\t2.215\t1.085\t0.298\t0.353\t2.548\t1.069\t1.065\t-0.449\t0.000\t1.106\t0.830\t0.992\t0.897\t0.766\t0.872\t0.945\n0\t1.037\t-1.134\t-0.484\t0.816\t-1.291\t0.478\t0.453\t-1.333\t0.000\t0.798\t-0.328\t0.129\t1.107\t0.808\t-0.005\t1.184\t0.000\t0.636\t-0.085\t0.758\t3.102\t0.895\t0.944\t0.990\t0.782\t0.353\t0.682\t0.773\n1\t0.723\t-0.826\t1.360\t1.080\t-0.727\t1.647\t-1.210\t-0.030\t2.173\t1.139\t-1.311\t-1.482\t0.000\t0.978\t-2.146\t1.661\t0.000\t0.638\t-0.551\t0.577\t1.551\t0.932\t0.771\t1.166\t1.177\t0.643\t0.962\t0.859\n0\t1.129\t0.615\t-0.014\t2.421\t-0.600\t0.901\t-1.331\t1.108\t0.000\t1.449\t2.416\t1.395\t0.000\t1.495\t1.003\t0.149\t2.548\t0.971\t1.255\t-1.729\t3.102\t1.596\t0.958\t1.154\t0.911\t0.933\t1.009\t1.243\n1\t1.216\t0.012\t-1.144\t1.141\t1.605\t0.585\t1.275\t-0.460\t2.173\t0.630\t-2.366\t0.463\t0.000\t1.216\t0.732\t-1.658\t0.000\t1.848\t0.667\t0.462\t3.102\t0.988\t1.028\t1.005\t1.073\t0.856\t0.927\t0.834\n1\t0.525\t-0.779\t-0.128\t1.109\t0.427\t0.843\t-0.123\t-0.953\t2.173\t1.439\t0.124\t1.424\t1.107\t1.604\t0.167\t-0.436\t0.000\t0.706\t-1.601\t1.636\t0.000\t1.200\t0.937\t0.978\t1.665\t1.378\t1.337\t1.165\n0\t0.584\t-0.425\t1.533\t0.639\t-0.687\t0.739\t-1.250\t-0.559\t0.000\t0.972\t1.363\t1.668\t2.215\t1.033\t-0.029\t0.567\t2.548\t0.888\t-0.344\t0.151\t0.000\t0.915\t0.960\t0.990\t1.545\t1.219\t1.242\t1.085\n0\t0.339\t-0.395\t-0.970\t1.429\t1.667\t0.560\t-1.462\t1.586\t1.087\t0.536\t1.957\t-0.178\t0.000\t0.729\t0.830\t0.247\t1.274\t0.466\t-0.353\t0.215\t0.000\t1.031\t0.639\t0.989\t0.539\t1.406\t1.117\t1.238\n1\t0.540\t-0.714\t1.278\t1.993\t0.808\t1.149\t-1.595\t-0.912\t0.000\t0.471\t-1.176\t-0.793\t2.215\t0.975\t-1.168\t-0.161\t0.000\t1.317\t-1.168\t1.553\t3.102\t1.233\t1.130\t0.997\t0.880\t0.613\t0.669\t0.852\n0\t0.936\t-1.026\t-1.696\t0.772\t0.939\t0.640\t-2.815\t0.080\t0.000\t0.640\t0.008\t1.538\t2.215\t0.568\t1.082\t-1.334\t0.000\t1.524\t1.045\t-0.675\t0.000\t0.575\t0.846\t0.985\t0.723\t0.667\t0.633\t0.742\n1\t0.368\t-1.910\t-0.446\t1.105\t1.065\t0.854\t-1.920\t0.020\t0.000\t1.026\t-1.816\t1.484\t0.000\t0.910\t-0.096\t-1.508\t2.548\t0.798\t-0.944\t-1.322\t0.000\t0.811\t0.919\t0.989\t1.895\t0.571\t1.364\t1.124\n0\t0.407\t1.742\t-1.394\t1.689\t-0.344\t1.100\t0.698\t-0.819\t1.087\t1.026\t0.421\t1.552\t0.000\t1.708\t0.316\t0.689\t2.548\t1.422\t-0.382\t1.167\t0.000\t0.901\t0.960\t0.988\t1.261\t1.698\t1.322\t1.367\n1\t0.656\t-1.870\t-1.284\t0.374\t1.317\t1.010\t-0.546\t0.421\t0.000\t0.740\t-0.816\t-0.135\t0.000\t0.949\t0.070\t-1.086\t1.274\t1.694\t-0.896\t1.739\t1.551\t0.922\t1.139\t0.976\t0.589\t0.802\t0.927\t0.807\n1\t2.363\t1.058\t0.907\t1.071\t0.330\t1.278\t0.820\t-0.689\t2.173\t1.701\t0.976\t-1.556\t0.000\t0.351\t-0.223\t1.208\t0.000\t1.003\t-0.170\t0.377\t3.102\t0.802\t0.896\t1.093\t0.852\t1.176\t1.130\t0.883\n1\t0.957\t0.582\t-0.121\t0.996\t-1.328\t1.093\t0.466\t-1.608\t0.000\t2.118\t0.394\t0.607\t2.215\t0.551\t1.062\t0.125\t2.548\t1.057\t0.858\t-0.973\t0.000\t1.004\t0.939\t1.197\t1.267\t0.659\t1.087\t0.947\n1\t1.178\t-0.144\t1.424\t1.919\t0.931\t0.969\t-0.214\t-0.713\t2.173\t0.420\t-0.360\t-1.227\t0.000\t0.878\t0.586\t-0.288\t0.000\t0.873\t-0.623\t1.648\t3.102\t0.924\t0.834\t0.987\t0.684\t0.867\t0.956\t0.817\n0\t1.270\t0.146\t0.332\t0.048\t-0.656\t0.761\t0.486\t-1.297\t0.000\t0.711\t1.044\t0.939\t2.215\t0.653\t-1.048\t-0.368\t2.548\t0.870\t-0.733\t-1.309\t0.000\t0.921\t0.911\t0.838\t0.763\t1.189\t0.859\t0.780\n1\t1.467\t0.348\t-0.666\t0.540\t1.315\t0.473\t0.122\t0.813\t0.000\t0.428\t0.754\t0.237\t0.000\t0.677\t-0.416\t0.152\t2.548\t1.669\t-0.869\t1.669\t3.102\t0.571\t1.018\t1.205\t0.757\t0.832\t0.774\t0.714\n1\t1.386\t0.234\t0.230\t0.689\t-1.693\t0.693\t-0.265\t1.698\t1.087\t0.342\t1.518\t0.582\t0.000\t0.622\t0.571\t-1.556\t2.548\t0.666\t-1.366\t-0.962\t0.000\t0.885\t0.853\t1.336\t0.781\t0.414\t0.665\t0.662\n0\t0.596\t0.024\t-0.552\t0.841\t1.461\t0.959\t0.848\t0.867\t2.173\t0.751\t-0.933\t-1.607\t0.000\t1.535\t-0.774\t-0.380\t2.548\t0.672\t-1.572\t-0.840\t0.000\t0.738\t0.886\t0.987\t0.996\t1.992\t1.270\t1.000\n1\t0.701\t-0.496\t-0.713\t0.201\t-1.618\t1.329\t0.720\t0.893\t2.173\t1.316\t0.586\t-1.218\t0.000\t1.351\t1.189\t-0.913\t0.000\t1.919\t0.304\t-0.108\t3.102\t0.920\t1.204\t0.990\t1.100\t1.362\t1.259\t1.009\n1\t1.151\t-0.356\t1.572\t0.904\t-1.504\t3.212\t-0.306\t0.421\t0.000\t1.894\t1.602\t-1.731\t0.000\t2.083\t-0.624\t-1.119\t2.548\t2.679\t-0.582\t-0.523\t3.102\t0.306\t0.738\t0.989\t0.847\t0.924\t0.865\t0.735\n0\t1.235\t0.102\t1.562\t1.724\t-1.559\t0.805\t2.612\t-0.397\t0.000\t0.571\t-1.552\t0.863\t0.000\t0.714\t-0.321\t1.048\t2.548\t0.512\t2.325\t0.077\t0.000\t0.661\t0.765\t0.979\t0.681\t0.490\t0.620\t0.655\n0\t0.749\t-0.033\t-0.142\t0.891\t1.739\t0.790\t1.264\t0.164\t0.000\t1.345\t0.721\t-1.132\t2.215\t1.054\t1.550\t1.181\t0.000\t0.449\t1.598\t0.581\t0.000\t1.349\t0.786\t1.123\t0.909\t0.737\t0.884\t0.860\n1\t0.298\t-0.735\t-1.386\t2.426\t-0.254\t2.516\t0.749\t1.581\t0.000\t1.258\t1.281\t0.099\t0.000\t1.231\t0.420\t0.312\t2.548\t1.373\t0.713\t-0.372\t3.102\t1.718\t1.174\t1.005\t1.011\t0.607\t0.867\t1.309\n1\t0.589\t-1.402\t-1.514\t1.061\t0.004\t0.532\t0.654\t-0.865\t0.000\t0.543\t-0.830\t1.214\t2.215\t1.017\t-1.216\t-0.305\t2.548\t1.152\t0.691\t1.653\t0.000\t0.921\t0.981\t1.073\t0.620\t0.797\t0.903\t0.896\n0\t0.650\t0.044\t-0.515\t0.686\t0.676\t0.723\t-1.105\t0.599\t2.173\t0.845\t-0.455\t-1.709\t2.215\t0.594\t-1.295\t-1.464\t0.000\t0.522\t-1.545\t-0.455\t0.000\t0.503\t0.735\t0.987\t0.778\t1.073\t0.690\t0.616\n0\t0.589\t-0.031\t-1.150\t1.122\t0.094\t0.463\t-0.845\t1.099\t1.087\t0.622\t-0.089\t1.059\t2.215\t0.908\t-1.505\t-0.352\t0.000\t0.883\t-0.364\t1.561\t0.000\t1.167\t0.947\t1.015\t0.788\t0.309\t0.621\t0.656\n1\t0.457\t-1.114\t0.142\t0.965\t1.086\t0.912\t-0.164\t1.218\t2.173\t0.958\t0.662\t-0.897\t0.000\t0.855\t0.063\t-1.220\t2.548\t1.155\t0.874\t-0.226\t0.000\t0.855\t1.150\t0.985\t1.183\t0.900\t1.056\t1.114\n1\t0.372\t-0.862\t-0.458\t2.275\t0.211\t1.047\t0.045\t1.531\t2.173\t1.138\t-0.356\t-1.244\t0.000\t0.425\t1.615\t-0.462\t0.000\t0.621\t0.871\t-0.041\t0.000\t0.841\t0.860\t0.989\t0.908\t0.241\t1.238\t1.024\n1\t0.997\t0.520\t0.208\t1.357\t0.153\t0.889\t0.184\t-1.648\t2.173\t0.502\t1.023\t-1.149\t1.107\t0.713\t-0.855\t-1.088\t0.000\t0.698\t0.508\t1.409\t0.000\t0.899\t0.743\t0.997\t1.448\t0.613\t0.970\t0.903\n1\t0.704\t0.488\t-1.193\t1.092\t-0.405\t0.636\t0.024\t-0.872\t2.173\t0.736\t0.030\t1.026\t0.000\t0.801\t1.306\t0.758\t0.000\t0.802\t-0.960\t1.603\t1.551\t0.940\t0.991\t0.993\t0.753\t0.760\t0.824\t0.839\n0\t1.702\t-0.994\t-1.217\t1.793\t-1.162\t0.672\t-0.966\t0.724\t0.000\t0.583\t1.687\t1.444\t0.000\t0.447\t2.194\t-0.552\t0.000\t0.947\t-0.848\t-0.112\t1.551\t0.809\t1.113\t0.976\t0.884\t0.159\t0.948\t1.548\n1\t0.717\t0.047\t-1.398\t1.491\t0.197\t0.796\t0.465\t-0.469\t2.173\t0.987\t0.465\t1.340\t2.215\t1.292\t0.850\t0.098\t0.000\t0.571\t-1.132\t1.686\t0.000\t1.637\t1.170\t1.420\t1.024\t1.302\t0.941\t0.859\n0\t1.272\t0.353\t0.351\t0.752\t1.714\t0.853\t-0.649\t0.631\t0.000\t1.270\t-0.698\t-1.180\t0.000\t0.761\t-0.043\t1.244\t2.548\t0.441\t-1.021\t-0.807\t1.551\t2.208\t1.188\t1.277\t0.709\t0.508\t0.784\t0.809\n0\t0.501\t-0.358\t0.657\t0.832\t-1.688\t0.921\t-0.852\t1.544\t2.173\t1.066\t-2.468\t-0.167\t0.000\t0.871\t-1.475\t-0.965\t2.548\t0.988\t-1.944\t0.569\t0.000\t0.835\t0.885\t0.983\t0.667\t0.963\t1.051\t0.887\n1\t0.342\t-1.776\t-1.059\t1.905\t-0.775\t0.949\t1.730\t0.349\t0.000\t0.874\t0.514\t1.279\t2.215\t1.238\t-0.848\t1.304\t1.274\t0.868\t-0.479\t-0.136\t0.000\t0.886\t1.028\t0.979\t1.062\t0.882\t0.962\t0.810\n0\t0.437\t0.079\t-1.091\t1.127\t1.415\t2.370\t-0.250\t-1.716\t0.000\t2.256\t0.743\t-0.312\t0.000\t2.635\t-0.835\t0.307\t0.000\t1.244\t1.795\t1.353\t0.000\t0.780\t0.879\t0.985\t0.598\t1.084\t0.865\t0.904\n1\t0.989\t0.263\t-0.368\t0.472\t-0.918\t0.461\t-1.168\t-1.175\t2.173\t0.956\t-1.218\t0.640\t0.000\t1.167\t0.640\t-1.597\t0.000\t1.024\t-0.172\t0.894\t0.000\t0.764\t0.958\t0.993\t0.635\t0.738\t0.620\t0.664\n0\t0.998\t0.465\t-0.585\t0.287\t1.674\t0.640\t0.889\t1.272\t2.173\t0.409\t-0.641\t-0.562\t0.000\t1.037\t0.433\t-0.262\t2.548\t0.788\t1.540\t0.970\t0.000\t0.601\t0.775\t0.981\t0.628\t1.020\t0.703\t0.592\n0\t0.903\t0.598\t-0.689\t0.668\t0.996\t0.963\t-0.817\t-1.418\t0.000\t0.882\t-0.159\t0.696\t2.215\t0.427\t-1.273\t0.450\t0.000\t1.115\t-0.359\t-0.280\t1.551\t1.194\t0.941\t1.075\t0.806\t0.700\t0.783\t0.791\n1\t1.000\t-0.854\t-0.659\t0.608\t-0.095\t0.818\t-0.640\t0.920\t0.000\t0.616\t-0.160\t1.526\t0.000\t0.640\t-0.712\t1.367\t2.548\t0.591\t2.341\t-0.466\t0.000\t0.862\t0.742\t0.987\t0.766\t0.324\t0.596\t0.699\n0\t2.606\t1.568\t1.167\t2.059\t0.908\t0.504\t0.626\t-1.029\t2.173\t1.387\t-0.060\t-0.874\t0.000\t1.378\t-0.407\t-0.169\t2.548\t0.370\t-1.562\t-0.735\t0.000\t0.975\t0.876\t0.992\t1.344\t0.935\t1.475\t1.504\n0\t0.477\t0.580\t0.763\t1.469\t-1.710\t0.549\t-0.116\t-0.115\t2.173\t0.308\t-0.202\t0.390\t0.000\t0.622\t0.538\t-1.023\t2.548\t0.368\t-1.732\t0.830\t0.000\t0.502\t0.670\t0.985\t1.035\t0.593\t0.700\t0.707\n0\t0.722\t0.390\t0.861\t0.371\t-0.438\t1.100\t-1.069\t1.306\t0.000\t1.844\t-0.050\t-0.279\t2.215\t0.813\t0.039\t-1.238\t2.548\t0.920\t-1.826\t-1.439\t0.000\t1.309\t1.203\t0.989\t1.134\t0.991\t1.347\t1.307\n1\t0.938\t1.508\t1.742\t0.833\t-0.096\t1.016\t1.127\t0.323\t2.173\t1.185\t0.825\t-1.366\t0.000\t0.950\t0.791\t0.832\t2.548\t0.805\t1.152\t-0.668\t0.000\t0.824\t0.958\t1.221\t0.966\t0.566\t0.875\t0.793\n0\t0.873\t1.109\t0.317\t1.365\t0.976\t0.850\t-0.829\t-0.738\t2.173\t1.824\t1.817\t-0.914\t0.000\t1.140\t-0.336\t1.141\t2.548\t1.071\t-1.269\t1.291\t0.000\t0.904\t0.925\t0.988\t1.217\t1.251\t1.442\t1.372\n0\t0.799\t-1.630\t1.368\t1.027\t-1.352\t0.524\t-0.533\t1.183\t0.000\t0.898\t0.037\t-0.346\t2.215\t0.729\t0.306\t0.909\t1.274\t1.399\t-1.357\t-0.475\t0.000\t1.504\t1.128\t0.981\t1.533\t0.789\t1.184\t1.038\n0\t1.166\t0.661\t-1.701\t0.679\t1.085\t0.417\t0.316\t-0.202\t0.000\t0.569\t1.256\t-1.118\t0.000\t1.353\t1.213\t0.385\t1.274\t0.516\t-0.145\t-1.078\t3.102\t0.923\t0.920\t0.984\t0.559\t0.813\t0.713\t0.688\n0\t1.042\t-0.134\t-0.324\t1.332\t0.445\t1.496\t-0.733\t-1.186\t1.087\t1.112\t-1.098\t0.539\t0.000\t1.829\t-0.594\t1.058\t2.548\t1.125\t0.945\t-1.095\t0.000\t2.490\t1.706\t1.044\t1.482\t1.856\t1.471\t1.259\n1\t0.807\t1.024\t1.355\t0.223\t-1.074\t1.583\t-1.823\t-1.188\t0.000\t1.572\t-0.524\t0.804\t2.215\t2.125\t-0.265\t0.172\t2.548\t1.118\t-0.055\t-0.920\t0.000\t2.106\t2.376\t0.986\t1.035\t1.075\t1.764\t1.480\n0\t2.082\t0.110\t-0.753\t0.349\t1.045\t0.984\t-0.538\t-0.093\t2.173\t1.222\t-0.790\t1.517\t2.215\t0.488\t-0.900\t1.163\t0.000\t0.587\t0.303\t1.024\t0.000\t0.436\t0.816\t1.180\t1.228\t1.617\t1.062\t0.839\n1\t0.385\t2.114\t-0.222\t1.320\t-0.943\t0.505\t-0.032\t-0.258\t0.000\t0.615\t0.257\t0.907\t2.215\t1.518\t-0.659\t1.070\t0.000\t0.674\t-0.031\t-1.359\t1.551\t1.568\t0.975\t0.993\t0.890\t0.525\t0.654\t0.828\n0\t0.624\t0.610\t-0.407\t1.033\t-1.363\t1.284\t1.568\t-1.628\t0.000\t1.067\t0.709\t-0.006\t2.215\t1.332\t1.619\t-0.559\t0.000\t3.348\t-0.055\t0.925\t1.551\t0.919\t1.133\t0.982\t0.904\t1.448\t0.984\t0.841\n0\t1.204\t1.055\t-0.376\t0.485\t0.107\t0.671\t-1.247\t0.635\t0.000\t1.015\t-0.367\t-1.366\t0.000\t0.937\t0.413\t-1.146\t2.548\t1.157\t-0.440\t1.405\t0.000\t0.855\t0.850\t0.989\t0.867\t0.669\t0.654\t0.904\n0\t1.209\t1.787\t0.916\t0.984\t0.267\t1.026\t0.488\t0.415\t2.173\t1.843\t0.445\t-1.720\t0.000\t1.648\t0.665\t-0.462\t0.000\t1.846\t1.211\t-0.946\t1.551\t2.449\t1.626\t0.987\t0.900\t1.552\t1.342\t1.213\n0\t0.643\t-0.947\t0.111\t0.792\t1.435\t1.113\t-1.151\t-1.739\t1.087\t1.319\t-0.241\t-1.269\t0.000\t2.120\t-0.236\t0.150\t2.548\t0.583\t-1.289\t-1.189\t0.000\t0.801\t0.932\t0.989\t0.848\t2.096\t1.192\t0.963\n0\t0.447\t-0.922\t1.561\t1.690\t0.295\t0.590\t-0.664\t-0.955\t2.173\t0.640\t-1.508\t1.422\t0.000\t0.353\t-2.031\t0.757\t0.000\t0.764\t0.573\t-1.177\t3.102\t0.482\t0.963\t1.094\t0.929\t0.539\t0.748\t0.726\n1\t0.823\t-0.210\t-0.051\t0.418\t-1.163\t0.634\t2.049\t-0.784\t0.000\t0.644\t-0.740\t-0.344\t0.000\t1.065\t-0.267\t1.351\t1.274\t1.341\t-0.681\t0.841\t0.000\t1.061\t0.886\t0.988\t0.982\t0.701\t0.775\t0.731\n0\t0.604\t-1.149\t0.898\t1.823\t1.197\t1.452\t0.298\t-0.447\t2.173\t1.134\t0.205\t-1.338\t2.215\t0.682\t1.002\t0.175\t0.000\t0.543\t0.166\t0.448\t0.000\t0.353\t0.886\t0.988\t1.674\t1.361\t1.245\t0.983\n1\t1.348\t-1.798\t0.277\t0.431\t-0.757\t0.458\t-1.518\t0.618\t0.000\t0.631\t-0.797\t-0.928\t0.000\t0.720\t-0.165\t1.386\t0.000\t1.153\t-0.825\t-1.488\t3.102\t0.924\t0.714\t0.993\t0.676\t0.319\t0.576\t0.555\n0\t0.472\t-1.655\t0.845\t1.386\t-0.059\t1.278\t-1.063\t-0.363\t2.173\t1.992\t0.607\t1.244\t2.215\t1.023\t-0.758\t1.714\t0.000\t0.667\t-1.694\t-1.624\t0.000\t0.818\t1.110\t0.985\t3.233\t3.233\t2.335\t1.735\n1\t0.752\t1.159\t1.100\t0.849\t-1.364\t0.852\t0.713\t0.619\t0.000\t1.341\t0.176\t-1.342\t2.215\t1.688\t0.237\t-0.072\t0.000\t0.492\t-1.046\t1.260\t3.102\t1.355\t1.093\t0.989\t0.777\t0.777\t1.044\t0.903\n1\t0.567\t-0.559\t1.176\t0.601\t-1.014\t0.788\t-0.428\t-0.405\t0.000\t0.659\t1.562\t1.528\t0.000\t0.717\t-0.530\t0.299\t2.548\t1.212\t0.182\t1.268\t3.102\t0.730\t1.112\t0.989\t0.603\t0.619\t0.741\t0.670\n1\t0.277\t-2.072\t0.073\t1.109\t-1.685\t0.900\t0.533\t-1.107\t2.173\t0.830\t0.032\t0.303\t0.000\t0.866\t-0.814\t0.915\t0.000\t0.592\t-0.027\t-0.145\t3.102\t0.924\t0.602\t0.987\t1.097\t0.630\t0.806\t0.789\n1\t0.524\t0.750\t-1.028\t1.425\t-1.514\t3.720\t-0.536\t0.083\t0.000\t0.949\t-0.860\t0.530\t1.107\t2.287\t-0.526\t1.304\t0.000\t6.068\t-0.601\t-1.430\t0.000\t0.905\t0.959\t0.989\t0.515\t0.534\t0.694\t0.677\n0\t0.604\t0.470\t-1.256\t1.095\t1.739\t1.181\t0.549\t-0.149\t0.000\t0.863\t-0.161\t0.839\t2.215\t1.312\t-0.160\t-1.731\t2.548\t0.587\t-0.912\t-0.920\t0.000\t0.806\t1.094\t0.992\t1.004\t0.831\t0.958\t1.037\n1\t0.899\t0.177\t-0.944\t0.933\t-1.535\t0.500\t0.840\t-0.325\t1.087\t1.141\t-0.699\t0.223\t2.215\t0.777\t0.252\t1.594\t0.000\t0.532\t-1.406\t-1.697\t0.000\t0.824\t1.003\t0.985\t1.368\t1.098\t0.963\t0.879\n0\t2.358\t-1.304\t-0.542\t0.169\t-0.327\t1.299\t-0.718\t1.135\t2.173\t0.418\t-0.869\t-1.101\t0.000\t0.612\t-0.593\t0.554\t0.000\t0.474\t0.162\t-1.159\t3.102\t0.780\t0.883\t1.002\t0.668\t0.830\t1.013\t0.800\n0\t1.097\t-1.355\t1.713\t1.449\t0.052\t0.716\t-0.459\t1.129\t2.173\t0.447\t-1.160\t1.023\t0.000\t0.587\t-1.532\t-1.319\t0.000\t0.872\t-0.868\t-0.526\t0.000\t0.804\t0.761\t1.742\t1.064\t0.901\t0.889\t0.726\n1\t0.472\t-0.794\t-1.435\t1.257\t0.745\t0.704\t1.635\t-0.910\t0.000\t1.122\t-0.053\t1.183\t0.000\t1.429\t-0.916\t-0.480\t2.548\t1.840\t0.229\t-1.051\t3.102\t0.862\t1.157\t0.988\t0.893\t1.045\t0.988\t0.875\n0\t1.287\t0.556\t0.852\t1.862\t0.693\t1.452\t0.483\t-1.368\t2.173\t1.247\t1.060\t-0.966\t0.000\t1.322\t1.239\t0.187\t0.000\t0.551\t0.093\t0.101\t1.551\t1.718\t1.028\t1.011\t1.760\t0.935\t1.104\t1.210\n0\t0.340\t0.094\t1.040\t0.889\t-0.434\t0.844\t1.227\t-1.538\t2.173\t1.647\t1.146\t0.210\t2.215\t1.343\t1.040\t1.396\t0.000\t1.284\t0.635\t-0.656\t0.000\t1.420\t1.011\t0.987\t0.789\t1.736\t1.060\t0.868\n0\t0.738\t-0.560\t0.650\t0.798\t-0.170\t0.810\t-0.864\t-1.189\t1.087\t0.761\t-0.816\t-0.057\t2.215\t0.851\t-0.155\t1.021\t0.000\t0.817\t-1.296\t1.550\t0.000\t0.868\t1.020\t0.996\t0.683\t0.985\t0.785\t0.737\n0\t0.366\t-1.129\t0.943\t0.445\t0.087\t0.548\t0.251\t-1.447\t0.000\t0.893\t0.511\t1.528\t2.215\t0.607\t-0.054\t0.352\t2.548\t0.506\t-0.877\t-0.378\t0.000\t0.869\t0.782\t0.981\t0.520\t0.721\t0.583\t0.568\n0\t0.999\t0.954\t-1.736\t0.964\t0.973\t0.530\t-1.735\t-0.542\t0.000\t0.702\t-0.494\t0.778\t2.215\t0.818\t1.118\t-0.495\t1.274\t0.370\t-0.154\t-0.956\t0.000\t0.636\t0.851\t0.991\t0.813\t1.079\t0.902\t1.105\n0\t0.640\t-1.021\t0.114\t1.554\t1.041\t0.618\t-0.985\t-1.564\t0.000\t0.531\t-2.373\t0.469\t0.000\t0.353\t0.182\t-1.188\t0.000\t0.713\t1.094\t-0.941\t3.102\t0.601\t0.827\t1.025\t0.959\t0.332\t0.850\t0.773\n0\t0.728\t-0.686\t1.522\t1.698\t-1.386\t0.870\t0.082\t-0.410\t0.000\t1.020\t0.036\t0.395\t0.000\t0.873\t0.070\t1.276\t2.548\t0.664\t0.821\t-0.588\t0.000\t0.983\t0.829\t0.993\t1.121\t0.305\t0.815\t0.897\n1\t0.906\t-0.731\t1.016\t2.359\t1.484\t1.056\t-1.052\t-0.702\t2.173\t0.856\t0.085\t-0.046\t2.215\t0.436\t-1.820\t1.049\t0.000\t0.839\t-0.602\t-0.116\t0.000\t0.737\t0.841\t0.975\t1.385\t1.153\t1.234\t0.963\n0\t0.841\t0.048\t0.915\t0.687\t-0.786\t0.627\t-0.686\t-1.516\t1.087\t0.546\t0.190\t1.601\t0.000\t1.253\t0.133\t-0.135\t2.548\t0.980\t-0.862\t-0.036\t0.000\t0.725\t0.879\t1.053\t0.780\t1.150\t0.707\t0.633\n0\t0.871\t-1.221\t1.366\t0.826\t-0.322\t0.740\t-0.558\t0.125\t1.087\t0.492\t-0.118\t-1.691\t2.215\t0.799\t-0.486\t1.159\t0.000\t0.797\t-0.151\t-1.075\t0.000\t0.943\t0.899\t1.173\t0.763\t0.908\t0.691\t0.650\n0\t0.710\t-0.376\t-1.609\t1.226\t-0.982\t0.874\t0.646\t0.560\t1.087\t0.464\t0.200\t0.922\t0.000\t1.105\t0.435\t-1.278\t2.548\t1.163\t-0.135\t-0.093\t0.000\t0.779\t0.846\t0.985\t1.144\t1.224\t0.831\t0.740\n1\t1.144\t0.615\t0.168\t0.741\t-0.292\t0.571\t1.603\t-0.017\t0.000\t1.367\t-0.318\t1.642\t0.000\t1.089\t-0.339\t-1.521\t2.548\t0.757\t-0.760\t1.170\t3.102\t0.955\t0.851\t0.981\t0.956\t0.493\t0.693\t0.677\n1\t1.552\t-1.195\t-0.462\t0.730\t-0.275\t1.225\t-1.226\t1.309\t1.087\t0.665\t-1.337\t0.470\t2.215\t0.489\t-0.937\t-1.439\t0.000\t0.540\t-2.067\t-0.469\t0.000\t0.625\t0.896\t0.991\t0.774\t0.917\t1.001\t0.794\n1\t0.289\t2.404\t-0.247\t0.783\t-0.856\t0.584\t0.219\t-1.284\t0.000\t0.588\t1.304\t-0.253\t0.000\t0.876\t0.693\t1.134\t2.548\t1.444\t-0.830\t0.915\t3.102\t0.815\t1.102\t0.981\t0.751\t0.873\t0.840\t0.738\n1\t0.945\t-0.175\t-0.909\t1.056\t-1.316\t0.914\t0.127\t0.594\t2.173\t0.825\t-0.505\t1.575\t0.000\t0.441\t-0.560\t0.352\t0.000\t0.732\t-1.076\t-0.360\t3.102\t0.826\t0.891\t0.989\t0.612\t0.936\t0.885\t0.762\n0\t0.605\t-0.810\t1.087\t0.445\t1.585\t0.724\t0.044\t1.236\t1.087\t1.240\t0.354\t-0.262\t0.000\t1.193\t0.775\t-1.271\t2.548\t0.485\t1.326\t0.201\t0.000\t0.776\t0.944\t0.992\t1.130\t1.014\t1.193\t1.211\n0\t1.070\t-2.064\t-1.551\t1.149\t-0.660\t0.674\t-1.434\t0.305\t0.000\t0.771\t-0.824\t1.376\t2.215\t0.686\t-0.842\t-0.452\t2.548\t0.907\t-0.866\t0.961\t0.000\t0.709\t0.767\t1.105\t0.769\t0.771\t0.756\t0.752\n0\t1.404\t-0.626\t0.868\t0.964\t-0.130\t1.060\t-0.165\t1.631\t2.173\t1.078\t-2.116\t-0.607\t0.000\t1.289\t-1.072\t-0.195\t2.548\t1.164\t-1.086\t-1.324\t0.000\t0.964\t0.878\t1.262\t1.195\t1.642\t1.011\t0.915\n1\t0.542\t0.771\t-1.067\t1.028\t0.667\t0.983\t-1.319\t0.368\t0.000\t1.029\t1.162\t0.983\t0.000\t1.227\t-1.078\t-0.898\t0.000\t1.818\t0.507\t-0.653\t3.102\t0.793\t1.018\t1.034\t0.750\t0.671\t0.715\t0.655\n1\t0.633\t-0.076\t-0.962\t0.978\t0.041\t1.150\t-0.247\t1.287\t2.173\t0.853\t1.036\t-1.433\t0.000\t0.557\t2.059\t-0.307\t0.000\t0.755\t-0.038\t-0.103\t3.102\t0.985\t0.749\t0.987\t1.116\t0.942\t0.819\t0.820\n1\t1.941\t1.136\t-1.738\t1.119\t-1.053\t0.591\t0.655\t-0.053\t2.173\t0.462\t0.061\t-0.398\t2.215\t0.647\t0.904\t1.294\t0.000\t0.868\t1.063\t0.252\t0.000\t0.677\t0.657\t1.183\t1.142\t0.331\t0.822\t0.712\n1\t1.022\t-0.930\t-0.240\t0.656\t0.456\t0.552\t0.537\t-1.578\t0.000\t0.780\t-1.063\t-1.484\t2.215\t0.694\t-1.731\t0.097\t0.000\t0.950\t-0.814\t0.102\t3.102\t0.823\t0.836\t0.985\t0.522\t0.771\t0.633\t0.691\n0\t1.195\t-0.791\t0.724\t1.623\t1.446\t0.484\t-1.318\t-0.150\t0.000\t0.551\t-0.934\t-1.257\t2.215\t0.788\t-0.109\t-0.720\t0.000\t0.807\t1.009\t-0.369\t1.551\t0.899\t0.948\t1.170\t0.843\t0.901\t0.885\t0.842\n1\t1.778\t0.630\t0.709\t0.621\t1.447\t0.953\t0.808\t-1.552\t2.173\t0.930\t0.680\t-0.223\t2.215\t0.785\t-0.309\t-0.462\t0.000\t0.583\t0.768\t-0.729\t0.000\t0.533\t0.907\t0.987\t0.940\t1.292\t0.923\t0.805\n0\t0.616\t-0.057\t0.362\t0.979\t-1.084\t0.308\t0.681\t0.845\t0.000\t0.668\t0.866\t-1.300\t2.215\t0.864\t-0.810\t0.678\t2.548\t0.646\t-1.162\t-0.744\t0.000\t1.082\t0.928\t1.038\t0.763\t1.136\t0.721\t0.652\n1\t0.876\t-2.277\t-1.225\t1.021\t-0.260\t0.159\t0.829\t0.144\t1.087\t0.869\t-0.527\t1.572\t2.215\t0.452\t-0.895\t0.135\t0.000\t0.642\t-1.931\t0.637\t0.000\t0.500\t0.793\t1.002\t1.162\t0.666\t0.989\t0.788\n0\t0.960\t0.077\t-1.037\t1.884\t-0.413\t0.953\t-1.034\t1.483\t2.173\t0.486\t-0.537\t0.867\t0.000\t0.838\t-0.668\t-0.044\t2.548\t0.461\t-1.138\t1.136\t0.000\t0.298\t0.492\t0.995\t1.523\t1.106\t1.038\t0.830\n0\t0.362\t-1.252\t-1.699\t1.271\t1.325\t0.647\t-0.045\t-0.089\t0.000\t1.158\t0.628\t-1.167\t2.215\t0.940\t-0.986\t0.169\t2.548\t0.443\t0.686\t1.271\t0.000\t0.852\t0.980\t0.984\t1.051\t1.497\t1.766\t1.483\n0\t0.988\t1.156\t-0.804\t1.563\t-0.898\t0.675\t1.670\t0.875\t2.173\t0.569\t0.234\t1.046\t2.215\t1.132\t1.047\t0.297\t0.000\t0.611\t1.972\t-1.707\t0.000\t0.845\t0.785\t0.993\t1.364\t0.731\t0.975\t0.839\n0\t1.114\t0.636\t0.369\t0.891\t1.045\t0.615\t0.896\t-1.478\t2.173\t0.255\t2.861\t-1.620\t0.000\t0.920\t0.727\t-0.947\t1.274\t0.438\t1.889\t1.650\t0.000\t0.172\t0.636\t0.993\t0.921\t0.435\t0.717\t0.649\n0\t0.608\t0.001\t-1.139\t1.407\t-0.218\t0.751\t0.348\t0.361\t2.173\t0.901\t2.202\t1.446\t0.000\t1.207\t2.709\t-0.880\t0.000\t1.652\t0.647\t1.352\t3.102\t0.692\t0.777\t0.990\t0.793\t0.952\t0.856\t0.918\n0\t0.319\t-2.000\t-1.007\t1.956\t1.396\t0.791\t0.162\t0.194\t0.000\t0.818\t-1.165\t-0.106\t2.215\t1.659\t-0.567\t-1.506\t2.548\t0.699\t1.101\t-0.360\t0.000\t0.882\t1.110\t0.987\t0.864\t1.234\t1.047\t1.116\n0\t1.888\t-0.245\t-0.586\t0.377\t1.255\t0.460\t-2.034\t1.632\t0.000\t0.918\t0.508\t0.221\t2.215\t0.732\t-0.214\t-1.502\t0.000\t1.030\t-0.537\t1.203\t0.000\t0.896\t1.058\t1.164\t0.919\t0.392\t0.965\t0.905\n1\t0.898\t-1.507\t-1.547\t0.203\t-1.193\t0.926\t-1.204\t0.471\t2.173\t0.422\t-0.929\t1.465\t0.000\t0.940\t0.404\t-1.419\t0.000\t1.377\t-1.012\t-0.338\t3.102\t0.887\t1.003\t0.992\t1.014\t0.796\t0.897\t0.794\n0\t0.372\t0.722\t1.225\t1.699\t-0.167\t0.536\t1.514\t1.506\t0.000\t0.738\t1.548\t-1.257\t0.000\t1.387\t-0.021\t0.481\t0.000\t0.852\t0.478\t-0.803\t3.102\t0.809\t0.724\t1.047\t0.889\t0.474\t0.599\t0.673\n1\t2.388\t0.090\t-0.653\t0.571\t-0.274\t1.073\t-0.345\t0.862\t2.173\t0.974\t0.617\t-1.740\t0.000\t0.541\t0.024\t-1.742\t2.548\t0.522\t0.480\t-0.067\t0.000\t0.928\t1.147\t0.997\t0.768\t0.700\t0.962\t0.883\n0\t0.606\t-1.131\t-0.208\t0.916\t1.695\t1.448\t-0.138\t0.377\t2.173\t1.134\t-0.811\t-0.966\t1.107\t0.983\t2.627\t-1.353\t0.000\t1.046\t-0.414\t1.528\t0.000\t0.855\t0.927\t1.022\t0.747\t1.887\t1.064\t0.854\n1\t0.517\t-0.605\t1.692\t0.838\t0.228\t1.169\t-0.564\t0.791\t0.000\t1.458\t-1.222\t-1.159\t1.107\t0.800\t-0.885\t-0.478\t0.000\t0.658\t-1.044\t-0.029\t3.102\t1.623\t0.949\t0.986\t0.924\t0.753\t0.986\t0.817\n1\t0.713\t1.926\t0.105\t1.371\t-1.300\t1.313\t0.357\t0.282\t2.173\t0.828\t0.980\t-1.317\t0.000\t0.567\t2.040\t1.631\t0.000\t0.471\t0.090\t1.520\t1.551\t0.845\t0.617\t1.307\t1.722\t0.755\t1.104\t0.986\n1\t1.039\t1.036\t-1.551\t0.804\t0.380\t0.553\t0.051\t-0.253\t0.000\t0.549\t-0.923\t-0.542\t2.215\t1.023\t-0.451\t1.266\t1.274\t0.527\t0.224\t1.001\t0.000\t0.751\t0.787\t1.248\t1.101\t0.816\t0.864\t0.733\n1\t0.893\t-0.604\t-1.067\t1.040\t0.013\t1.538\t-1.243\t-1.427\t0.000\t1.124\t0.752\t0.269\t0.000\t1.736\t-0.488\t1.084\t2.548\t0.995\t-1.841\t-0.358\t0.000\t0.962\t1.050\t1.105\t1.039\t0.790\t0.934\t0.896\n0\t0.361\t-1.235\t0.107\t0.663\t0.752\t0.638\t-1.422\t0.914\t0.000\t0.790\t-0.594\t-1.056\t2.215\t0.277\t-0.887\t-1.634\t0.000\t1.193\t0.448\t-1.077\t3.102\t0.592\t1.067\t0.989\t0.851\t0.533\t0.742\t0.725\n0\t1.852\t-0.265\t0.916\t0.844\t-1.361\t0.605\t1.741\t-0.312\t0.000\t0.415\t1.116\t-0.888\t0.000\t0.673\t-0.154\t0.332\t2.548\t1.326\t-0.120\t-1.435\t1.551\t0.622\t1.053\t1.536\t0.844\t0.722\t0.767\t0.922\n0\t0.476\t-1.532\t-1.726\t0.861\t-0.413\t0.530\t0.052\t1.279\t0.000\t0.550\t-0.218\t-0.551\t2.215\t0.800\t-0.868\t0.064\t2.548\t0.416\t-1.405\t0.874\t0.000\t0.751\t0.772\t0.989\t0.606\t0.455\t0.561\t0.550\n0\t0.526\t0.968\t-0.495\t1.542\t-1.350\t0.557\t1.246\t0.001\t0.000\t0.362\t1.400\t-1.635\t0.000\t0.851\t1.254\t0.691\t2.548\t0.369\t0.877\t0.530\t1.551\t0.954\t0.686\t0.990\t0.604\t0.093\t0.601\t0.595\n0\t0.824\t0.771\t1.669\t0.945\t1.050\t1.218\t0.604\t0.084\t0.000\t0.406\t1.079\t0.690\t0.000\t1.020\t2.035\t-1.532\t0.000\t1.077\t-0.825\t-0.615\t3.102\t0.863\t1.198\t0.989\t0.559\t0.444\t0.844\t0.871\n1\t1.464\t-0.452\t-0.601\t0.579\t-1.221\t0.897\t-0.776\t1.256\t2.173\t1.296\t-0.921\t0.555\t2.215\t0.693\t2.052\t-1.517\t0.000\t0.654\t-1.601\t0.170\t0.000\t0.316\t0.851\t0.992\t1.125\t0.947\t0.962\t0.772\n1\t0.688\t0.310\t-1.606\t1.170\t-0.765\t2.223\t0.764\t0.626\t2.173\t1.834\t2.557\t1.091\t0.000\t3.284\t0.738\t-0.780\t0.000\t1.728\t0.786\t-1.080\t1.551\t5.418\t3.061\t0.985\t1.817\t2.081\t2.528\t2.135\n1\t1.930\t0.748\t-0.663\t0.374\t0.176\t0.874\t-0.463\t1.575\t2.173\t0.623\t0.426\t1.541\t0.000\t0.656\t-1.210\t0.274\t2.548\t0.940\t0.003\t0.326\t0.000\t0.913\t0.852\t0.988\t1.204\t0.965\t1.121\t0.920\n1\t1.419\t-1.257\t-0.894\t0.563\t1.174\t1.506\t0.011\t1.015\t2.173\t1.031\t-1.231\t-0.269\t0.000\t0.880\t-0.225\t0.233\t2.548\t1.040\t-0.855\t1.671\t0.000\t1.338\t0.978\t1.186\t1.580\t0.948\t1.083\t1.026\n1\t1.704\t0.155\t1.731\t0.736\t-1.646\t0.938\t-1.133\t-0.299\t2.173\t0.740\t-0.422\t0.405\t2.215\t0.616\t-0.602\t1.027\t0.000\t0.590\t-1.297\t-0.676\t0.000\t0.733\t0.766\t0.992\t1.113\t0.852\t1.238\t0.983\n1\t1.794\t0.282\t0.078\t0.419\t-0.168\t0.594\t0.764\t-1.648\t0.000\t0.879\t-0.543\t1.424\t2.215\t0.712\t-1.105\t-0.475\t0.000\t0.380\t-0.256\t1.144\t3.102\t1.701\t0.932\t0.993\t1.217\t0.146\t0.758\t0.838\n1\t0.583\t-0.581\t1.146\t0.634\t-1.108\t1.769\t1.267\t-0.515\t0.000\t0.967\t-0.322\t1.742\t0.000\t1.044\t0.801\t-1.583\t0.000\t2.199\t0.416\t1.061\t1.551\t0.881\t0.860\t0.987\t0.762\t0.940\t0.698\t0.635\n0\t0.736\t1.116\t-1.708\t1.329\t1.621\t1.207\t-1.634\t-0.363\t0.000\t0.695\t-1.798\t0.380\t0.000\t0.695\t-0.567\t-1.398\t2.548\t1.646\t-0.464\t0.841\t3.102\t1.222\t1.159\t0.977\t1.825\t0.738\t1.346\t2.309\n1\t1.231\t-1.082\t-0.787\t0.848\t-0.418\t1.273\t1.535\t1.076\t0.000\t0.624\t-1.813\t-1.176\t0.000\t0.742\t1.125\t-0.129\t0.000\t2.029\t0.046\t0.303\t3.102\t0.678\t1.314\t0.985\t0.650\t0.919\t0.824\t0.763\n1\t0.398\t-0.805\t-1.342\t0.958\t1.518\t0.485\t-0.971\t-0.350\t0.000\t0.591\t-1.101\t0.599\t0.000\t0.681\t0.776\t1.372\t2.548\t0.991\t-0.159\t-0.718\t3.102\t0.862\t1.053\t0.977\t0.695\t0.689\t0.692\t0.711\n0\t0.886\t-0.302\t1.325\t1.746\t-1.665\t1.058\t0.481\t-0.350\t0.000\t0.804\t0.014\t0.459\t2.215\t0.824\t-1.342\t1.540\t0.000\t0.831\t-0.139\t-0.580\t3.102\t0.895\t0.897\t0.991\t0.817\t0.598\t0.780\t0.975\n0\t3.399\t0.095\t1.730\t0.744\t-1.024\t2.037\t-0.308\t0.310\t0.000\t0.857\t0.147\t-1.204\t2.215\t0.946\t-0.487\t-0.438\t2.548\t0.420\t-0.004\t0.619\t0.000\t0.444\t0.854\t1.351\t0.793\t0.695\t0.928\t1.188\n1\t0.664\t-1.225\t0.127\t0.095\t1.597\t0.728\t-1.023\t0.717\t0.000\t0.898\t-0.711\t-0.629\t2.215\t0.818\t-1.679\t1.281\t0.000\t1.421\t-0.176\t1.716\t3.102\t0.889\t0.985\t0.984\t0.703\t0.914\t0.856\t0.753\n0\t1.267\t1.307\t-1.730\t0.879\t-1.497\t1.341\t0.365\t0.630\t0.000\t1.544\t0.831\t-0.947\t2.215\t1.718\t0.656\t0.206\t2.548\t1.125\t1.254\t-1.078\t0.000\t0.915\t0.917\t0.986\t1.159\t1.497\t1.190\t1.309\n0\t0.990\t-0.020\t-0.828\t1.176\t0.791\t0.667\t-0.730\t1.690\t0.000\t0.984\t-0.325\t0.586\t1.107\t0.734\t0.152\t-0.016\t2.548\t0.545\t-1.848\t-0.110\t0.000\t1.184\t1.026\t1.485\t0.914\t0.519\t0.764\t0.774\n0\t0.875\t-0.123\t-0.007\t0.826\t1.533\t0.484\t-0.943\t1.489\t2.173\t0.250\t-0.037\t-0.794\t0.000\t0.342\t1.798\t0.825\t0.000\t0.389\t-1.262\t-0.533\t3.102\t0.694\t0.905\t1.158\t0.643\t0.464\t0.606\t0.586\n1\t0.998\t-0.335\t1.612\t1.479\t-1.110\t0.665\t1.011\t0.463\t2.173\t0.403\t0.937\t-0.989\t0.000\t0.969\t-0.171\t-0.083\t2.548\t0.786\t0.486\t1.181\t0.000\t0.746\t0.696\t1.070\t0.915\t0.797\t0.943\t0.758\n1\t1.387\t0.206\t1.244\t0.159\t-0.538\t1.051\t-2.343\t-1.162\t0.000\t1.099\t1.305\t0.538\t0.000\t0.902\t0.246\t0.180\t0.000\t0.731\t-0.470\t1.453\t3.102\t0.888\t0.921\t0.988\t0.529\t0.220\t0.610\t0.620\n1\t2.735\t0.187\t-1.566\t0.360\t-0.812\t2.423\t1.770\t0.056\t0.000\t0.664\t0.203\t-1.164\t0.000\t1.491\t0.473\t0.631\t2.548\t1.331\t-0.279\t1.600\t0.000\t1.006\t1.129\t0.992\t0.704\t0.891\t0.864\t0.816\n0\t0.336\t0.941\t0.226\t0.291\t1.219\t1.203\t-0.054\t1.662\t2.173\t1.053\t0.308\t-0.318\t2.215\t1.213\t-0.790\t-0.281\t0.000\t0.434\t-0.698\t1.241\t0.000\t0.784\t0.823\t0.990\t0.912\t1.648\t0.985\t0.822\n0\t0.900\t0.318\t1.416\t0.455\t0.801\t0.916\t0.734\t-0.880\t0.000\t0.895\t-0.189\t0.525\t2.215\t0.878\t-0.114\t-0.627\t0.000\t0.738\t0.990\t1.250\t3.102\t0.807\t0.885\t0.982\t0.690\t0.707\t0.822\t0.798\n0\t0.482\t1.737\t-1.519\t0.486\t-0.290\t0.775\t0.848\t-0.525\t0.000\t0.691\t0.563\t0.012\t2.215\t1.810\t0.613\t1.517\t2.548\t0.711\t2.030\t1.298\t0.000\t1.504\t1.033\t0.983\t0.823\t1.162\t0.947\t0.786\n0\t0.915\t-0.392\t-1.621\t1.790\t-1.036\t0.661\t0.162\t0.284\t0.000\t0.788\t-0.220\t0.889\t1.107\t0.278\t-0.542\t1.165\t0.000\t0.596\t1.403\t0.584\t0.000\t0.840\t0.766\t0.980\t0.733\t0.819\t0.756\t0.791\n0\t1.519\t0.837\t0.953\t1.421\t1.366\t0.501\t-2.876\t1.470\t0.000\t1.043\t0.545\t-0.494\t0.000\t0.629\t1.050\t-0.097\t2.548\t0.836\t-0.864\t-0.492\t3.102\t4.465\t2.349\t0.995\t0.828\t0.761\t1.648\t1.965\n1\t0.752\t0.595\t-0.077\t2.233\t0.518\t1.511\t-1.437\t-1.427\t0.000\t1.145\t-0.622\t0.201\t0.000\t0.688\t-0.854\t1.665\t1.274\t1.026\t0.368\t-1.093\t3.102\t3.012\t1.654\t0.991\t0.928\t0.619\t1.145\t1.319\n0\t3.405\t0.177\t-0.495\t3.120\t-0.598\t3.668\t-0.671\t1.142\t0.000\t1.029\t-0.760\t-0.709\t2.215\t0.674\t0.051\t1.569\t2.548\t0.567\t-1.222\t1.353\t0.000\t0.984\t0.921\t0.962\t0.878\t0.872\t1.253\t1.931\n0\t0.662\t-1.343\t1.504\t1.003\t-0.713\t0.840\t-2.135\t0.066\t0.000\t1.028\t-0.400\t-1.564\t2.215\t1.313\t-0.597\t0.880\t2.548\t0.409\t-0.852\t-0.657\t0.000\t0.762\t1.118\t1.028\t0.823\t1.008\t1.025\t0.869\n1\t1.314\t0.194\t0.837\t0.813\t-0.268\t0.510\t-1.054\t-0.093\t0.000\t0.583\t-0.897\t-1.019\t2.215\t1.235\t-1.004\t1.657\t2.548\t1.278\t1.457\t-0.950\t0.000\t0.912\t0.870\t1.201\t0.943\t0.607\t0.832\t0.767\n1\t0.411\t0.641\t1.160\t1.004\t-0.152\t1.167\t-0.001\t-1.224\t1.087\t1.019\t0.628\t-0.430\t0.000\t2.239\t-1.146\t1.285\t0.000\t0.653\t-1.928\t0.531\t0.000\t0.860\t1.151\t0.987\t0.522\t1.034\t0.801\t0.726\n1\t1.737\t-0.307\t-0.520\t1.292\t-1.310\t1.885\t1.265\t0.975\t0.000\t1.485\t0.795\t-0.672\t2.215\t1.476\t0.084\t-1.228\t2.548\t0.816\t-1.002\t1.226\t0.000\t0.781\t1.904\t1.354\t1.165\t0.955\t1.542\t1.551\n0\t1.297\t0.338\t1.480\t1.147\t0.897\t1.318\t1.038\t-0.858\t0.000\t1.061\t0.926\t0.358\t2.215\t0.405\t1.064\t-1.409\t0.000\t0.526\t-0.282\t0.058\t3.102\t0.632\t0.788\t0.990\t1.024\t0.500\t0.789\t0.924\n0\t0.818\t0.367\t-0.688\t1.179\t0.522\t1.658\t0.961\t-1.725\t2.173\t1.074\t0.676\t0.211\t0.000\t1.268\t0.212\t-0.210\t1.274\t0.425\t-0.222\t1.503\t0.000\t0.921\t0.717\t1.207\t1.429\t1.896\t1.134\t0.970\n1\t1.381\t0.980\t-1.538\t1.033\t1.460\t0.503\t-1.005\t0.352\t2.173\t0.396\t1.179\t0.762\t0.000\t0.386\t-0.942\t-0.352\t0.000\t0.717\t0.187\t-0.606\t0.000\t0.969\t0.837\t0.981\t0.775\t0.742\t0.874\t0.755\n1\t0.835\t0.224\t0.421\t1.738\t1.099\t0.989\t-0.050\t-0.423\t1.087\t0.970\t-1.097\t-0.980\t1.107\t0.561\t0.833\t-1.479\t0.000\t0.623\t-0.847\t1.116\t0.000\t0.870\t0.994\t0.987\t1.308\t1.071\t1.094\t0.903\n1\t0.289\t-1.889\t1.685\t1.037\t1.414\t0.696\t-0.652\t1.083\t2.173\t0.651\t-0.904\t0.175\t0.000\t1.117\t0.899\t-0.945\t0.000\t1.924\t-0.359\t-0.554\t3.102\t1.829\t1.209\t0.992\t0.632\t1.227\t1.006\t0.892\n0\t1.089\t1.102\t0.742\t0.763\t0.279\t0.892\t1.926\t-1.022\t0.000\t0.605\t0.113\t0.873\t0.000\t1.059\t0.706\t-1.600\t2.548\t0.856\t0.354\t0.394\t0.000\t0.736\t0.639\t0.997\t0.764\t0.297\t0.691\t0.623\n0\t0.499\t2.010\t-1.076\t0.983\t-1.033\t1.110\t0.789\t-0.668\t2.173\t2.952\t-0.292\t0.898\t2.215\t0.573\t-0.475\t-0.829\t0.000\t0.498\t-1.998\t1.576\t0.000\t0.803\t1.497\t0.971\t0.699\t3.046\t1.642\t1.419\n1\t1.564\t-0.959\t0.816\t1.185\t-0.668\t0.416\t-1.084\t-0.424\t0.000\t1.101\t0.202\t-1.012\t2.215\t0.968\t2.677\t1.552\t0.000\t1.123\t0.002\t-0.014\t3.102\t0.808\t0.943\t1.834\t1.414\t0.793\t0.964\t1.165\n1\t1.060\t-0.270\t1.452\t0.472\t-0.410\t0.773\t-0.366\t0.482\t0.000\t0.648\t0.454\t1.623\t2.215\t0.464\t0.877\t-0.859\t0.000\t1.075\t-1.284\t-0.335\t3.102\t0.818\t0.955\t0.987\t0.606\t1.157\t0.791\t0.698\n0\t1.876\t0.736\t1.723\t0.744\t1.296\t0.965\t0.891\t0.400\t2.173\t0.675\t1.451\t-1.019\t0.000\t1.084\t-0.054\t-0.970\t2.548\t1.041\t-0.162\t0.584\t0.000\t0.669\t0.964\t0.983\t1.243\t1.360\t0.997\t0.967\n1\t1.270\t0.291\t0.697\t1.420\t-1.208\t0.501\t-0.455\t-1.257\t0.000\t0.777\t-0.006\t1.533\t0.000\t1.963\t0.811\t-0.298\t2.548\t0.655\t-2.060\t0.956\t0.000\t0.834\t0.754\t1.841\t1.328\t0.822\t0.898\t0.888\n0\t0.630\t0.241\t-0.805\t1.593\t1.186\t0.944\t-0.239\t-0.444\t2.173\t0.864\t-0.897\t1.203\t1.107\t0.487\t0.423\t0.020\t0.000\t0.749\t-0.893\t-1.140\t0.000\t0.806\t0.814\t1.353\t1.198\t1.402\t0.980\t0.798\n0\t0.963\t2.277\t-1.672\t0.846\t-1.138\t0.614\t0.839\t-0.358\t1.087\t1.223\t0.209\t0.622\t1.107\t0.269\t0.097\t-1.568\t0.000\t0.423\t1.331\t1.392\t0.000\t0.348\t0.623\t0.978\t0.940\t1.067\t1.049\t0.774\n0\t0.800\t0.949\t0.174\t1.257\t0.968\t0.432\t0.320\t-0.724\t1.087\t0.360\t-0.926\t0.264\t0.000\t0.788\t-0.306\t0.973\t0.000\t0.479\t-0.987\t1.441\t3.102\t0.550\t0.736\t0.984\t0.950\t0.599\t0.755\t0.722\n0\t1.212\t-1.496\t1.480\t0.614\t0.562\t1.167\t-0.860\t-0.715\t1.087\t1.128\t-0.045\t1.352\t2.215\t1.270\t-2.696\t-0.045\t0.000\t0.877\t-1.125\t0.070\t0.000\t0.793\t0.878\t0.988\t1.191\t1.768\t1.062\t0.843\n0\t1.234\t-1.096\t-0.623\t0.897\t0.094\t0.571\t0.532\t-1.720\t0.000\t0.874\t0.100\t1.168\t1.107\t0.992\t-0.355\t-0.933\t2.548\t0.792\t-0.822\t0.533\t0.000\t1.260\t0.948\t0.992\t1.079\t0.970\t0.789\t0.785\n0\t1.300\t0.825\t0.617\t1.870\t0.057\t1.122\t-0.787\t1.190\t0.000\t0.991\t-1.147\t1.536\t0.000\t2.030\t2.350\t-0.073\t0.000\t3.785\t-0.034\t-0.523\t3.102\t0.810\t0.865\t1.043\t1.451\t1.067\t1.306\t1.502\n0\t2.315\t1.083\t-1.208\t0.454\t-0.964\t1.399\t0.743\t-1.519\t2.173\t1.383\t0.380\t0.301\t0.000\t2.614\t1.019\t0.587\t2.548\t1.170\t0.847\t-0.066\t0.000\t0.753\t0.907\t0.987\t0.908\t2.298\t1.373\t1.305\n1\t0.648\t-0.362\t-1.581\t0.181\t-0.801\t1.511\t-2.595\t1.587\t0.000\t1.682\t0.491\t0.356\t0.000\t1.618\t0.955\t-0.790\t2.548\t1.033\t-0.317\t0.304\t0.000\t0.790\t0.947\t0.989\t0.764\t0.917\t0.953\t0.842\n0\t0.710\t-0.656\t-0.163\t0.577\t1.274\t0.603\t-1.241\t-1.196\t0.000\t1.109\t0.345\t1.624\t2.215\t2.525\t-0.258\t0.350\t2.548\t1.468\t1.293\t-1.192\t0.000\t0.966\t1.012\t0.988\t0.805\t1.722\t1.185\t0.955\n1\t0.839\t-1.630\t0.660\t0.761\t-0.788\t0.398\t1.435\t-1.140\t2.173\t0.283\t-2.040\t0.277\t0.000\t0.869\t-0.486\t1.380\t2.548\t0.655\t0.164\t0.561\t0.000\t0.843\t1.005\t1.068\t1.592\t1.020\t1.074\t1.092\n1\t1.118\t-0.287\t0.737\t1.336\t0.133\t1.924\t-0.331\t-1.474\t2.173\t1.520\t1.021\t0.587\t0.000\t0.445\t1.104\t-0.808\t0.000\t0.963\t-0.506\t-0.447\t3.102\t1.204\t1.176\t0.993\t1.770\t1.169\t1.454\t1.262\n1\t0.756\t0.428\t-1.164\t0.594\t1.552\t0.804\t-0.922\t-1.307\t0.000\t0.569\t-1.601\t0.145\t0.000\t0.756\t-0.765\t-0.497\t2.548\t1.691\t-0.168\t0.399\t3.102\t0.918\t1.032\t0.986\t0.681\t0.684\t0.665\t0.639\n0\t1.973\t0.057\t-1.278\t0.283\t-1.287\t1.494\t0.749\t0.736\t0.000\t2.003\t-0.336\t-0.829\t1.107\t1.482\t-0.134\t0.798\t2.548\t0.923\t1.009\t0.268\t0.000\t0.842\t0.918\t0.984\t0.999\t1.830\t1.492\t1.308\n0\t0.487\t-0.621\t-0.212\t1.328\t1.615\t1.087\t-0.444\t-0.598\t2.173\t0.588\t0.057\t-1.418\t0.000\t0.916\t0.586\t1.439\t2.548\t2.264\t-0.145\t0.354\t0.000\t0.776\t0.868\t1.111\t1.032\t1.395\t0.923\t0.844\n1\t0.898\t1.254\t-1.200\t0.366\t0.031\t0.662\t-0.372\t1.674\t1.087\t0.341\t0.178\t-0.334\t0.000\t0.583\t1.195\t0.813\t0.000\t1.579\t-0.578\t0.602\t3.102\t0.959\t0.914\t0.987\t1.474\t0.907\t1.167\t1.130\n0\t0.356\t-0.732\t-0.492\t1.340\t0.052\t1.112\t0.301\t-1.328\t2.173\t0.852\t0.625\t1.530\t0.000\t1.269\t0.046\t1.055\t2.548\t1.305\t-1.135\t-0.082\t0.000\t0.935\t0.924\t0.990\t1.461\t1.255\t1.549\t1.325\n1\t0.513\t-0.782\t-1.207\t1.613\t0.194\t1.398\t1.928\t-1.740\t0.000\t0.837\t0.731\t-0.250\t2.215\t1.164\t-1.647\t0.104\t0.000\t1.527\t-0.782\t1.631\t0.000\t1.587\t0.923\t1.201\t1.043\t0.535\t1.004\t0.869\n1\t0.964\t0.223\t0.913\t0.725\t0.326\t0.564\t-0.462\t-0.771\t0.000\t0.527\t-1.180\t-0.063\t0.000\t1.085\t-0.212\t-1.247\t2.548\t0.838\t1.076\t0.872\t0.000\t0.824\t0.724\t0.985\t0.595\t0.165\t0.579\t0.543\n0\t0.968\t1.482\t0.538\t1.529\t0.021\t1.084\t-0.646\t-1.345\t0.000\t0.951\t1.131\t1.323\t2.215\t0.592\t-1.271\t-0.631\t0.000\t0.730\t0.022\t0.299\t3.102\t1.025\t0.940\t0.982\t1.090\t0.751\t1.073\t1.546\n0\t0.504\t-1.328\t0.924\t0.770\t-1.059\t0.726\t-0.445\t1.436\t2.173\t1.073\t0.095\t-0.129\t2.215\t0.620\t-0.711\t-0.192\t0.000\t1.110\t0.578\t-1.634\t0.000\t1.149\t0.947\t0.990\t1.022\t1.332\t1.084\t0.979\n1\t0.964\t0.938\t-1.532\t0.869\t-0.428\t0.937\t0.867\t0.516\t2.173\t1.073\t-0.085\t1.250\t0.000\t1.162\t0.422\t-1.526\t2.548\t1.533\t0.134\t-0.636\t0.000\t0.658\t1.034\t1.064\t0.698\t1.282\t0.858\t0.773\n1\t0.556\t1.309\t1.023\t1.582\t-1.642\t0.849\t0.337\t-1.456\t2.173\t1.516\t-1.483\t0.226\t0.000\t0.806\t0.760\t-0.406\t0.000\t0.730\t1.285\t1.600\t0.000\t0.878\t0.927\t0.991\t0.694\t0.932\t0.729\t0.685\n0\t1.115\t-0.021\t0.076\t1.497\t-0.153\t0.791\t-1.228\t-0.995\t2.173\t0.596\t-0.165\t-1.304\t0.000\t1.064\t-2.332\t1.206\t0.000\t1.189\t0.348\t1.088\t3.102\t0.855\t1.124\t0.981\t1.002\t1.364\t1.147\t1.128\n0\t1.929\t0.412\t-1.051\t1.666\t-0.692\t0.875\t0.392\t1.457\t2.173\t0.904\t0.454\t0.779\t0.000\t0.744\t-0.235\t0.186\t0.000\t1.482\t0.884\t0.105\t3.102\t0.793\t0.950\t0.989\t1.106\t1.203\t1.064\t0.983\n1\t1.393\t0.238\t-1.492\t0.735\t-0.652\t0.789\t0.509\t0.871\t1.087\t0.740\t0.327\t0.177\t2.215\t0.433\t-0.919\t-1.370\t0.000\t0.817\t-0.188\t0.697\t0.000\t0.682\t0.754\t0.987\t0.873\t0.665\t0.785\t0.684\n1\t1.163\t0.604\t1.308\t0.456\t0.120\t1.343\t-0.380\t-1.554\t0.000\t0.885\t0.210\t0.200\t0.000\t0.779\t1.709\t0.008\t0.000\t1.091\t0.954\t0.243\t0.000\t1.203\t0.730\t0.985\t0.569\t0.259\t0.459\t0.532\n1\t1.335\t-1.804\t1.014\t0.617\t-1.607\t0.898\t0.167\t-0.415\t2.173\t0.480\t0.125\t0.376\t0.000\t0.858\t0.236\t1.408\t0.000\t0.816\t-1.251\t-0.760\t3.102\t0.792\t0.969\t0.991\t0.730\t0.893\t1.180\t1.071\n0\t0.758\t1.354\t1.027\t1.626\t0.874\t0.796\t1.262\t-0.916\t2.173\t0.815\t0.569\t-1.704\t1.107\t1.179\t1.838\t-0.625\t0.000\t0.772\t1.072\t0.636\t0.000\t1.033\t1.081\t0.993\t1.294\t0.877\t0.922\t0.914\n0\t0.789\t1.167\t-1.095\t0.533\t-0.822\t0.351\t1.551\t-0.504\t0.000\t0.819\t1.442\t0.458\t0.000\t0.279\t-0.931\t1.285\t1.274\t0.738\t-0.009\t1.214\t1.551\t0.869\t0.927\t0.978\t0.656\t0.184\t0.630\t0.655\n0\t0.744\t2.088\t1.037\t2.002\t1.680\t0.950\t-0.851\t-0.129\t0.000\t0.371\t0.013\t-0.708\t1.107\t0.818\t0.480\t1.540\t1.274\t0.941\t-1.357\t0.505\t0.000\t0.967\t0.789\t0.988\t1.090\t0.547\t0.982\t1.976\n0\t0.692\t-0.712\t1.636\t0.879\t0.222\t1.467\t-0.444\t0.380\t0.000\t0.960\t-0.006\t-1.307\t0.000\t0.498\t1.256\t-1.075\t1.274\t0.821\t1.683\t1.515\t0.000\t1.146\t0.973\t1.033\t0.889\t0.686\t0.821\t0.730\n1\t1.003\t-1.698\t-1.084\t0.919\t-0.793\t0.702\t0.125\t0.850\t2.173\t0.458\t-1.539\t1.632\t0.000\t0.821\t0.232\t-1.528\t2.548\t1.212\t-1.080\t0.578\t0.000\t0.858\t0.947\t0.984\t0.844\t0.797\t0.896\t0.769\n0\t0.367\t-1.548\t1.143\t1.634\t-0.738\t0.816\t0.678\t0.997\t2.173\t0.301\t-0.355\t1.292\t1.107\t0.318\t1.078\t0.578\t0.000\t0.419\t-0.292\t-0.617\t0.000\t0.491\t0.584\t1.065\t0.739\t0.444\t1.109\t0.862\n0\t0.867\t-0.113\t-0.775\t0.235\t1.385\t1.683\t0.038\t-1.569\t2.173\t1.237\t-0.927\t-0.123\t0.000\t1.755\t0.024\t0.517\t1.274\t1.271\t-0.542\t0.513\t0.000\t0.920\t0.978\t0.990\t1.073\t2.038\t1.406\t1.117\n1\t0.655\t1.488\t-0.580\t0.602\t-0.301\t0.512\t-0.530\t0.768\t2.173\t0.879\t-0.992\t-1.541\t2.215\t0.584\t-1.491\t1.344\t0.000\t0.460\t0.299\t-0.125\t0.000\t0.869\t0.725\t0.999\t0.901\t0.894\t0.870\t0.755\n1\t0.353\t1.279\t-0.718\t0.569\t-0.442\t0.670\t-0.161\t1.726\t0.000\t0.753\t-0.412\t1.017\t0.000\t1.097\t1.175\t0.267\t2.548\t1.128\t1.081\t-1.245\t3.102\t0.923\t1.072\t0.985\t0.917\t0.832\t0.925\t0.836\n1\t1.937\t-0.148\t1.216\t1.822\t1.606\t1.331\t-1.234\t0.913\t2.173\t1.825\t1.178\t-0.544\t2.215\t2.258\t-0.339\t-0.193\t0.000\t0.963\t-0.907\t-1.475\t0.000\t0.969\t1.647\t0.980\t1.514\t4.216\t2.185\t1.792\n0\t0.789\t0.965\t0.502\t2.311\t0.839\t1.527\t-0.456\t-0.941\t0.000\t0.611\t0.297\t-1.154\t0.000\t0.306\t0.834\t-0.488\t2.548\t0.489\t-0.409\t0.813\t3.102\t0.894\t0.861\t0.986\t0.684\t0.354\t0.561\t0.946\n0\t0.606\t-1.354\t-1.573\t1.494\t-0.555\t0.911\t0.304\t-1.586\t2.173\t1.039\t-1.243\t0.979\t2.215\t1.351\t-1.269\t-0.133\t0.000\t0.866\t-1.702\t-0.109\t0.000\t0.396\t0.952\t1.047\t1.389\t1.644\t1.237\t1.074\n0\t1.967\t-0.694\t-1.601\t0.818\t1.603\t1.037\t-0.752\t0.300\t1.087\t0.717\t-0.177\t-0.764\t0.000\t0.821\t0.333\t1.279\t2.548\t1.912\t-1.018\t-0.302\t0.000\t1.035\t1.101\t0.983\t0.706\t1.119\t0.991\t1.003\n1\t0.411\t0.204\t-0.780\t0.887\t0.824\t1.075\t0.886\t-0.505\t2.173\t0.862\t-0.098\t0.811\t0.000\t0.533\t-0.535\t-1.706\t0.000\t1.011\t0.961\t-1.544\t3.102\t0.837\t0.857\t0.989\t1.240\t0.900\t0.915\t0.852\n1\t0.657\t1.445\t1.098\t1.277\t-0.945\t0.938\t0.757\t-0.061\t2.173\t0.608\t2.351\t1.580\t0.000\t0.611\t0.556\t1.626\t0.000\t0.396\t1.291\t0.609\t0.000\t0.966\t0.952\t1.223\t1.059\t0.743\t0.887\t0.812\n1\t3.063\t0.272\t0.964\t2.048\t1.233\t3.061\t1.445\t-0.575\t0.000\t1.071\t-0.001\t1.490\t2.215\t0.438\t-0.546\t0.133\t2.548\t0.600\t-0.758\t-1.168\t0.000\t3.243\t2.116\t1.006\t0.820\t0.719\t1.721\t1.871\n1\t1.723\t0.612\t0.471\t0.785\t0.990\t0.761\t0.785\t-0.660\t0.000\t0.663\t-0.481\t-0.933\t2.215\t0.758\t-0.394\t-1.639\t2.548\t0.742\t0.866\t-1.045\t0.000\t0.795\t0.692\t0.996\t1.015\t0.449\t0.888\t0.744\n1\t1.256\t-1.245\t1.041\t1.088\t-0.685\t0.635\t-0.940\t-0.793\t2.173\t1.071\t-1.157\t-0.058\t2.215\t1.114\t-0.769\t1.437\t0.000\t0.380\t2.459\t1.510\t0.000\t0.836\t0.966\t1.619\t0.992\t0.761\t0.783\t0.757\n0\t2.093\t-0.848\t-0.264\t1.746\t0.123\t2.167\t-0.456\t-1.651\t0.000\t1.288\t-1.061\t1.637\t0.000\t2.372\t-0.986\t0.267\t1.274\t1.134\t2.072\t0.010\t0.000\t1.302\t0.994\t0.979\t0.745\t1.532\t1.505\t1.552\n1\t0.734\t0.737\t1.555\t1.508\t-1.273\t0.980\t1.178\t0.289\t0.000\t0.699\t1.475\t0.850\t0.000\t1.622\t0.814\t-0.869\t2.548\t0.386\t-0.182\t1.079\t3.102\t0.899\t0.717\t0.986\t0.787\t0.692\t0.827\t0.842\n1\t1.094\t-0.729\t-0.742\t0.727\t0.108\t1.036\t-0.412\t-1.246\t2.173\t0.511\t0.570\t1.476\t1.107\t1.209\t-0.728\t0.711\t0.000\t1.164\t-0.553\t-0.015\t0.000\t0.801\t0.907\t0.980\t0.964\t0.880\t0.882\t0.827\n1\t0.513\t-0.061\t1.474\t0.561\t-0.268\t0.646\t-1.420\t-1.207\t0.000\t0.918\t-2.151\t-0.662\t0.000\t1.337\t-0.586\t0.791\t2.548\t0.941\t-1.164\t1.435\t3.102\t1.012\t0.884\t0.989\t0.714\t0.575\t0.901\t0.769\n1\t1.050\t-1.102\t-0.324\t1.257\t-0.088\t0.881\t-0.543\t1.327\t2.173\t0.592\t-1.146\t0.756\t0.000\t0.858\t-2.508\t-0.138\t0.000\t2.901\t-0.447\t-1.405\t3.102\t1.236\t1.467\t0.996\t1.539\t1.062\t1.275\t1.182\n0\t0.467\t-0.884\t0.882\t2.474\t-1.675\t1.283\t0.612\t0.014\t2.173\t0.253\t0.830\t0.429\t0.000\t1.027\t-0.653\t-0.994\t2.548\t0.941\t1.163\t-1.564\t0.000\t0.644\t0.956\t1.107\t0.818\t1.526\t1.384\t1.157\n0\t1.095\t-0.492\t0.518\t1.169\t-0.092\t0.933\t1.531\t-1.238\t0.000\t0.490\t0.407\t0.589\t2.215\t0.646\t1.153\t1.588\t0.000\t0.550\t1.114\t1.053\t3.102\t0.804\t0.979\t0.988\t0.954\t0.293\t0.667\t1.096\n1\t0.978\t-0.225\t1.629\t1.119\t-1.151\t0.582\t-1.567\t0.461\t2.173\t0.842\t-0.333\t0.058\t1.107\t0.816\t-0.070\t-1.497\t0.000\t0.378\t0.497\t0.443\t0.000\t0.764\t0.870\t0.994\t0.967\t0.773\t0.846\t0.710\n1\t0.277\t-0.553\t-1.277\t1.442\t0.502\t0.713\t1.311\t1.685\t2.173\t1.561\t0.387\t-1.406\t1.107\t1.244\t-0.143\t0.047\t0.000\t1.353\t0.133\t0.970\t0.000\t0.992\t1.192\t0.991\t1.005\t0.919\t0.938\t0.871\n0\t1.204\t-0.223\t-0.856\t0.471\t0.852\t0.666\t-0.365\t-0.228\t0.000\t1.382\t-0.142\t0.975\t2.215\t1.153\t-0.631\t-1.474\t2.548\t0.891\t1.858\t-0.748\t0.000\t0.688\t0.976\t1.043\t0.701\t1.141\t0.799\t0.724\n1\t1.416\t-0.553\t-1.506\t1.680\t-1.279\t1.137\t-0.304\t0.921\t0.000\t0.656\t2.054\t-0.234\t0.000\t0.368\t0.867\t0.494\t2.548\t0.718\t-1.423\t-0.011\t0.000\t1.468\t0.978\t0.999\t0.832\t0.160\t0.677\t0.887\n1\t0.641\t-0.956\t1.518\t0.402\t0.962\t1.253\t0.420\t-0.128\t2.173\t1.319\t-0.350\t1.366\t0.000\t0.617\t-0.577\t-0.243\t0.000\t0.997\t0.269\t-0.940\t1.551\t0.867\t0.904\t0.987\t1.116\t0.793\t0.976\t0.954\n1\t1.186\t-0.091\t-0.145\t0.797\t1.523\t0.672\t1.341\t1.351\t1.087\t0.347\t2.089\t0.967\t0.000\t0.755\t1.065\t-0.553\t2.548\t1.399\t1.169\t-1.264\t0.000\t0.926\t0.942\t1.344\t0.879\t0.882\t0.845\t0.821\n0\t1.300\t2.183\t1.344\t1.412\t0.793\t0.995\t1.235\t1.051\t2.173\t1.692\t2.285\t-1.089\t0.000\t1.453\t0.543\t-0.260\t0.000\t1.873\t1.396\t-0.768\t3.102\t1.178\t0.946\t0.987\t0.752\t1.475\t1.000\t1.011\n0\t0.641\t-0.659\t-0.537\t0.619\t0.808\t1.646\t-0.454\t0.097\t2.173\t1.024\t0.109\t1.578\t2.215\t1.788\t-0.616\t-1.307\t0.000\t1.430\t-0.852\t-1.740\t0.000\t0.738\t0.892\t0.981\t0.883\t1.938\t1.326\t1.049\n0\t0.566\t-2.108\t-0.472\t1.119\t-1.237\t0.596\t-0.318\t1.229\t0.000\t0.725\t-0.863\t-1.263\t2.215\t0.579\t-1.159\t0.158\t2.548\t0.445\t2.261\t0.215\t0.000\t1.819\t1.416\t0.998\t0.584\t0.673\t1.043\t1.067\n1\t0.778\t-1.146\t-0.244\t1.537\t-1.127\t1.069\t2.333\t0.591\t0.000\t1.259\t0.227\t1.491\t2.215\t0.830\t-1.291\t0.290\t0.000\t1.072\t-0.629\t-1.151\t3.102\t0.853\t0.811\t1.081\t1.396\t0.903\t1.051\t0.944\n1\t2.092\t-0.227\t-1.335\t0.305\t-0.052\t1.122\t0.108\t0.402\t2.173\t0.519\t0.408\t-0.050\t0.000\t0.393\t-1.188\t1.155\t0.000\t0.752\t-0.585\t1.491\t3.102\t0.912\t0.803\t1.013\t0.612\t0.904\t0.876\t0.742\n0\t0.409\t1.107\t1.142\t0.696\t0.010\t1.167\t0.217\t1.550\t0.000\t0.683\t0.689\t-0.871\t2.215\t0.932\t0.222\t0.454\t0.000\t1.070\t1.095\t-0.316\t0.000\t0.937\t0.796\t0.992\t0.561\t0.200\t0.583\t0.638\n1\t1.582\t-0.668\t1.466\t1.026\t-1.531\t1.049\t-0.172\t-0.235\t2.173\t0.487\t-0.007\t-1.327\t0.000\t0.838\t0.754\t0.083\t0.000\t0.586\t0.174\t1.187\t3.102\t1.026\t0.935\t0.991\t0.643\t0.811\t0.956\t0.891\n0\t0.734\t-2.036\t-0.436\t0.074\t-1.579\t1.048\t0.053\t1.463\t2.173\t0.919\t0.428\t-1.313\t2.215\t1.462\t-0.278\t-0.261\t0.000\t1.998\t-0.060\t0.304\t0.000\t0.946\t1.266\t0.986\t1.217\t0.906\t1.082\t1.015\n1\t0.627\t-0.877\t1.299\t1.163\t0.143\t2.519\t-0.384\t-1.187\t0.000\t1.407\t-0.261\t0.525\t2.215\t1.373\t0.590\t0.685\t1.274\t0.853\t-0.587\t0.905\t0.000\t0.438\t0.511\t1.020\t0.748\t0.733\t0.733\t0.561\n1\t0.903\t0.291\t-1.699\t0.365\t-0.039\t1.402\t0.932\t0.683\t2.173\t0.841\t0.950\t-1.339\t0.000\t1.588\t-0.216\t-0.794\t0.000\t0.869\t0.355\t-0.173\t3.102\t1.014\t0.755\t0.982\t0.990\t0.870\t1.080\t0.901\n1\t2.139\t-0.406\t-0.271\t0.629\t-0.757\t0.906\t-0.080\t1.461\t2.173\t0.615\t-0.422\t0.231\t0.000\t0.783\t-0.600\t0.966\t0.000\t0.459\t2.266\t-1.577\t0.000\t0.885\t1.061\t0.989\t0.777\t0.464\t0.877\t0.797\n0\t0.560\t-2.215\t1.475\t0.350\t-1.638\t0.769\t-0.346\t-1.270\t2.173\t0.780\t0.125\t0.690\t2.215\t0.357\t-2.373\t0.318\t0.000\t0.423\t0.856\t-0.363\t0.000\t1.307\t1.033\t0.989\t0.802\t1.151\t0.850\t0.775\n1\t0.861\t-0.598\t-0.461\t0.844\t0.583\t0.923\t-0.875\t-1.358\t0.000\t0.987\t-0.028\t1.597\t2.215\t1.176\t0.351\t0.279\t0.000\t1.718\t-1.169\t-0.179\t3.102\t0.760\t1.101\t0.986\t0.903\t1.464\t0.903\t0.839\n1\t1.157\t-0.452\t1.219\t1.024\t-1.381\t1.070\t-0.037\t0.878\t0.000\t2.073\t-0.052\t-0.382\t1.107\t0.612\t-1.241\t-1.242\t0.000\t0.961\t0.231\t-1.103\t1.551\t1.720\t1.187\t1.081\t1.413\t0.798\t1.119\t1.008\n1\t0.953\t0.155\t0.346\t0.571\t1.502\t1.057\t0.408\t1.307\t2.173\t1.333\t0.178\t-0.325\t0.000\t1.189\t-0.393\t-1.554\t2.548\t0.668\t1.165\t-0.433\t0.000\t0.803\t1.170\t0.987\t0.771\t0.960\t1.048\t0.876\n1\t0.653\t1.237\t1.537\t1.887\t-0.949\t1.417\t0.379\t0.330\t1.087\t0.677\t2.468\t1.641\t0.000\t0.493\t-0.718\t-0.361\t0.000\t0.513\t0.665\t-0.949\t0.000\t0.939\t0.741\t1.207\t1.635\t0.851\t1.054\t1.010\n0\t0.912\t1.870\t1.192\t0.644\t1.225\t0.848\t-0.026\t-0.494\t2.173\t1.045\t1.821\t1.599\t0.000\t0.397\t0.265\t0.404\t0.000\t0.406\t0.480\t1.365\t1.551\t1.228\t0.691\t0.994\t1.284\t0.646\t0.900\t0.823\n0\t0.855\t-0.682\t1.111\t1.573\t-0.102\t0.522\t-0.669\t-0.405\t2.173\t0.525\t-1.283\t-1.651\t0.000\t1.113\t-0.178\t1.622\t2.548\t0.448\t-1.790\t0.200\t0.000\t0.764\t0.961\t1.426\t0.814\t0.947\t0.772\t0.789\n1\t0.763\t0.313\t1.712\t1.152\t-1.238\t0.858\t0.549\t0.342\t2.173\t0.455\t-0.543\t0.914\t2.215\t0.426\t2.238\t1.678\t0.000\t1.174\t0.357\t-0.737\t0.000\t0.743\t0.822\t0.981\t0.919\t0.703\t0.863\t0.763\n1\t0.791\t0.128\t0.592\t0.643\t1.393\t0.462\t-1.042\t-0.468\t0.000\t0.595\t0.717\t1.040\t2.215\t1.078\t-0.163\t-0.992\t0.000\t1.421\t0.301\t1.735\t3.102\t0.888\t1.031\t0.986\t0.757\t0.511\t0.778\t0.694\n1\t0.849\t1.071\t-1.294\t0.579\t-0.059\t0.499\t0.358\t-0.341\t2.173\t0.949\t1.211\t1.444\t0.000\t1.155\t-0.614\t0.582\t2.548\t0.729\t0.600\t-1.223\t0.000\t0.785\t0.933\t0.982\t0.962\t0.867\t0.877\t0.762\n1\t0.884\t-0.029\t-0.007\t1.037\t-1.297\t1.143\t-0.421\t-1.577\t2.173\t1.327\t-0.283\t0.391\t0.000\t0.753\t0.585\t0.742\t2.548\t0.943\t2.095\t-0.489\t0.000\t2.971\t1.641\t1.216\t0.989\t1.194\t1.504\t1.219\n1\t1.098\t0.457\t-1.569\t1.894\t-1.483\t1.406\t0.019\t0.125\t2.173\t0.592\t-2.846\t0.911\t0.000\t0.690\t0.294\t-0.978\t2.548\t0.745\t1.786\t0.291\t0.000\t5.453\t2.993\t0.976\t1.980\t1.046\t2.047\t2.094\n1\t1.082\t1.205\t-0.401\t1.359\t-0.834\t0.605\t-0.565\t1.500\t1.087\t0.467\t0.751\t0.964\t2.215\t0.622\t0.181\t0.116\t0.000\t0.875\t-1.949\t1.116\t0.000\t1.480\t1.076\t0.983\t0.921\t0.673\t1.161\t1.478\n1\t1.653\t0.394\t0.442\t0.905\t0.344\t1.101\t0.438\t-1.681\t2.173\t0.590\t-0.059\t-0.524\t0.000\t0.647\t-0.896\t-1.589\t0.000\t0.572\t-0.769\t-1.032\t3.102\t0.899\t1.045\t0.986\t0.956\t0.774\t1.006\t0.922\n0\t0.774\t-0.272\t-0.899\t2.040\t-1.676\t2.358\t-0.758\t0.050\t2.173\t0.726\t-0.134\t0.363\t0.000\t2.806\t-0.368\t1.624\t1.274\t1.769\t-1.720\t1.650\t0.000\t0.954\t0.926\t1.121\t0.835\t3.220\t1.757\t1.378\n1\t1.008\t-0.465\t0.520\t1.383\t0.765\t2.309\t-1.253\t1.461\t0.000\t1.450\t-1.379\t-0.419\t2.215\t2.145\t-2.273\t-0.193\t0.000\t1.031\t-0.415\t-0.495\t0.000\t0.756\t0.769\t0.988\t0.970\t0.929\t0.934\t0.795\n1\t0.538\t0.152\t-0.995\t1.099\t0.298\t0.560\t2.908\t-0.471\t0.000\t1.200\t-1.545\t1.416\t0.000\t1.377\t-1.799\t-0.896\t0.000\t2.433\t-0.743\t1.611\t1.551\t0.875\t0.989\t0.987\t1.147\t1.116\t0.817\t0.859\n0\t1.545\t0.627\t1.545\t1.826\t-1.433\t1.797\t-0.206\t-0.033\t1.087\t0.695\t0.021\t1.242\t2.215\t0.591\t1.253\t-0.300\t0.000\t0.585\t-0.834\t1.111\t0.000\t1.148\t0.842\t1.031\t2.152\t1.512\t1.424\t1.138\n1\t1.100\t-0.890\t1.619\t0.303\t-0.686\t0.931\t-0.064\t-0.935\t2.173\t1.167\t-0.164\t0.506\t2.215\t2.051\t0.342\t0.916\t0.000\t1.557\t-0.761\t-0.544\t0.000\t0.600\t1.097\t0.984\t0.825\t1.479\t0.901\t0.802\n1\t0.869\t0.410\t0.823\t0.869\t-0.769\t0.611\t-1.339\t1.129\t0.000\t0.927\t-0.956\t-1.736\t2.215\t1.476\t0.342\t-0.119\t2.548\t0.596\t0.281\t-1.138\t0.000\t1.198\t0.840\t1.192\t0.787\t1.535\t0.965\t0.890\n0\t0.436\t1.282\t0.764\t1.658\t-0.173\t1.575\t-0.227\t-1.585\t0.000\t1.109\t-0.372\t0.295\t1.107\t0.569\t0.280\t-0.249\t1.274\t0.563\t0.443\t1.425\t0.000\t0.818\t0.952\t0.985\t1.634\t0.496\t1.033\t1.310\n1\t0.299\t-1.278\t-0.227\t1.038\t-1.736\t1.601\t0.163\t0.979\t2.173\t1.294\t-0.142\t-0.088\t0.000\t1.035\t0.352\t-1.208\t0.000\t0.762\t1.247\t-0.945\t0.000\t0.617\t0.545\t0.990\t1.027\t0.889\t0.893\t0.775\n1\t2.021\t-0.876\t0.247\t0.713\t0.519\t0.950\t-0.088\t-1.467\t2.173\t0.568\t0.272\t0.969\t2.215\t0.922\t-0.249\t1.496\t0.000\t1.667\t0.915\t-0.654\t0.000\t0.832\t0.745\t0.998\t1.421\t0.899\t0.969\t0.841\n0\t0.359\t2.293\t0.673\t0.490\t-0.554\t0.700\t1.846\t-1.085\t0.000\t0.803\t1.221\t0.429\t0.000\t0.827\t0.493\t-1.616\t2.548\t0.662\t0.209\t-0.236\t3.102\t1.568\t0.918\t0.977\t0.670\t0.542\t0.693\t0.646\n1\t0.407\t-1.107\t1.742\t1.758\t-0.039\t1.561\t2.138\t-1.414\t0.000\t1.397\t-0.644\t0.032\t2.215\t1.487\t-1.243\t0.367\t2.548\t2.333\t-0.920\t1.484\t0.000\t1.032\t1.046\t1.172\t0.768\t0.714\t0.949\t0.847\n0\t0.516\t0.963\t-1.547\t1.652\t0.920\t0.386\t0.933\t0.266\t0.000\t0.815\t0.976\t-1.038\t2.215\t0.942\t-0.860\t0.284\t2.548\t0.978\t-0.748\t1.581\t0.000\t0.971\t0.909\t1.017\t0.920\t1.367\t0.979\t0.858\n1\t0.594\t0.899\t0.975\t0.617\t0.334\t0.466\t1.160\t-1.420\t0.000\t0.621\t-0.586\t-1.004\t0.000\t0.448\t0.496\t1.210\t2.548\t0.505\t-2.133\t0.645\t0.000\t1.107\t0.910\t0.988\t0.477\t0.125\t0.592\t0.597\n1\t0.321\t1.752\t-1.487\t0.733\t-1.266\t0.837\t1.549\t1.120\t0.000\t0.819\t-0.829\t0.795\t2.215\t1.285\t2.335\t-0.822\t0.000\t0.729\t0.591\t-0.286\t3.102\t2.076\t1.330\t0.993\t0.953\t0.834\t1.575\t1.283\n1\t1.395\t1.611\t-0.320\t1.482\t0.462\t0.592\t1.975\t-0.947\t0.000\t0.354\t-2.337\t1.185\t0.000\t1.308\t1.023\t-1.608\t2.548\t0.863\t0.104\t0.918\t3.102\t0.795\t0.907\t1.291\t1.225\t0.748\t0.907\t0.795\n0\t0.639\t-0.283\t0.412\t1.448\t0.813\t0.914\t0.513\t-1.089\t1.087\t0.606\t0.221\t-0.010\t2.215\t1.402\t-1.311\t1.596\t0.000\t1.134\t1.274\t-0.516\t0.000\t3.196\t1.873\t0.978\t1.640\t0.919\t1.303\t1.298\n1\t1.236\t-0.877\t-0.832\t1.648\t0.440\t1.171\t-0.181\t-1.393\t2.173\t0.389\t-1.299\t-1.074\t0.000\t1.279\t-1.238\t1.040\t2.548\t0.802\t-0.754\t0.308\t0.000\t0.878\t0.974\t1.802\t1.156\t1.562\t1.182\t0.941\n1\t0.610\t0.505\t-1.070\t0.959\t0.733\t1.376\t-0.030\t1.522\t2.173\t1.753\t1.712\t-0.276\t0.000\t0.640\t-0.039\t-1.336\t2.548\t0.973\t-0.221\t0.504\t0.000\t0.659\t1.171\t1.058\t0.651\t0.625\t0.744\t0.721\n1\t0.658\t-0.236\t-1.561\t1.060\t1.141\t0.768\t0.150\t-1.098\t0.000\t1.025\t0.491\t0.862\t2.215\t1.746\t0.827\t0.181\t2.548\t1.067\t1.292\t-0.813\t0.000\t1.105\t1.302\t0.987\t1.006\t0.868\t1.067\t1.110\n0\t1.452\t0.447\t-0.655\t0.779\t1.571\t0.531\t0.251\t-0.130\t0.000\t0.629\t1.133\t1.639\t2.215\t0.357\t1.307\t1.225\t2.548\t0.559\t2.229\t0.943\t0.000\t0.775\t0.787\t1.336\t0.745\t0.196\t0.575\t0.573\n1\t0.670\t-1.632\t-1.241\t0.149\t0.602\t0.741\t-0.662\t-0.916\t1.087\t0.907\t0.393\t1.103\t0.000\t1.128\t-0.605\t0.311\t2.548\t0.844\t-1.330\t-0.454\t0.000\t1.750\t1.154\t0.995\t0.668\t1.019\t0.909\t0.776\n1\t0.772\t0.504\t1.460\t1.306\t-1.183\t0.974\t0.352\t0.400\t2.173\t0.563\t0.944\t1.643\t0.000\t0.987\t0.868\t-0.298\t2.548\t0.897\t-0.214\t0.811\t0.000\t0.874\t0.909\t0.987\t0.813\t0.809\t0.849\t0.756\n0\t2.074\t1.036\t-1.410\t2.308\t-0.938\t1.880\t-1.353\t0.566\t2.173\t0.899\t-1.993\t1.739\t0.000\t0.437\t-1.148\t1.286\t0.000\t1.839\t-1.365\t0.154\t0.000\t0.863\t0.836\t1.253\t0.772\t2.725\t2.680\t2.205\n0\t1.075\t-1.129\t0.553\t0.754\t-0.035\t0.529\t0.255\t-1.424\t0.000\t0.976\t0.292\t-0.665\t1.107\t1.035\t0.240\t1.432\t2.548\t0.568\t1.430\t1.461\t0.000\t0.794\t0.838\t0.990\t0.912\t1.014\t0.833\t0.809\n0\t0.443\t1.680\t0.666\t3.283\t1.198\t1.754\t0.431\t-0.322\t0.000\t0.805\t-0.602\t-0.609\t2.215\t0.821\t0.595\t-0.815\t0.000\t2.246\t0.867\t1.629\t3.102\t0.957\t0.982\t0.989\t1.296\t1.572\t1.904\t1.927\n0\t0.913\t-2.064\t-0.613\t1.183\t-0.363\t1.050\t0.660\t0.674\t2.173\t0.741\t-0.711\t1.311\t0.000\t0.656\t-2.497\t-1.247\t0.000\t0.960\t-1.580\t-1.686\t0.000\t0.824\t0.684\t0.987\t1.994\t1.465\t1.354\t1.175\n1\t1.570\t-0.554\t1.279\t0.461\t-1.541\t0.761\t-0.344\t-0.007\t2.173\t0.800\t-0.252\t-0.827\t0.000\t0.525\t-1.435\t0.459\t0.000\t0.521\t0.757\t-1.275\t3.102\t1.151\t0.893\t0.988\t0.638\t0.753\t0.726\t0.724\n0\t0.356\t0.249\t0.242\t0.692\t-1.534\t0.458\t1.636\t-0.829\t0.000\t0.457\t-0.081\t1.358\t2.215\t1.449\t1.335\t1.000\t1.274\t1.439\t0.585\t-0.418\t0.000\t0.759\t0.923\t0.987\t1.454\t0.787\t0.931\t0.963\n1\t0.771\t1.091\t-0.086\t0.909\t0.225\t1.721\t0.354\t-0.228\t0.000\t1.906\t0.733\t1.259\t0.000\t2.556\t-0.172\t-1.486\t0.000\t1.311\t0.310\t0.197\t3.102\t1.242\t1.119\t0.985\t0.510\t0.370\t0.906\t0.889\n0\t0.858\t0.592\t-1.577\t0.595\t0.822\t0.964\t0.425\t1.079\t1.087\t1.775\t0.817\t-0.710\t2.215\t0.681\t-0.053\t1.275\t0.000\t1.006\t-1.649\t0.016\t0.000\t0.840\t1.405\t0.988\t1.124\t1.964\t1.402\t1.112\n0\t1.190\t-1.429\t-1.655\t0.443\t-0.108\t0.503\t-0.361\t-0.088\t0.000\t0.424\t0.693\t-0.873\t0.000\t0.664\t0.227\t0.582\t2.548\t1.219\t0.404\t1.064\t3.102\t0.845\t0.833\t0.990\t0.866\t0.300\t0.745\t0.733\n0\t0.593\t-0.108\t1.009\t0.315\t-1.550\t0.714\t0.761\t1.076\t0.000\t0.800\t0.338\t-1.453\t2.215\t1.395\t0.365\t-0.441\t2.548\t0.783\t0.373\t0.155\t0.000\t0.863\t1.011\t0.988\t0.684\t0.888\t0.764\t0.679\n1\t0.557\t-0.533\t0.220\t0.150\t0.996\t1.686\t0.603\t-0.903\t2.173\t1.502\t-0.820\t0.966\t0.000\t1.132\t0.037\t0.555\t0.000\t1.125\t-0.432\t-1.336\t3.102\t0.815\t0.921\t0.982\t1.104\t1.028\t1.005\t0.853\n0\t1.185\t0.601\t0.929\t0.752\t0.020\t0.838\t0.909\t-1.534\t2.173\t0.547\t1.628\t0.956\t0.000\t1.582\t0.479\t-0.727\t2.548\t1.075\t-0.792\t-0.239\t0.000\t1.076\t0.939\t0.987\t0.994\t0.996\t0.861\t0.827\n0\t0.906\t-0.234\t-1.702\t0.891\t-1.146\t1.017\t1.583\t-0.025\t2.173\t0.448\t0.770\t0.702\t0.000\t1.533\t0.720\t1.380\t2.548\t0.898\t0.436\t-0.827\t0.000\t0.819\t0.899\t0.988\t0.799\t1.618\t1.079\t0.859\n0\t0.660\t1.007\t1.269\t0.596\t-0.484\t0.966\t0.636\t1.733\t1.087\t1.300\t0.737\t-0.587\t2.215\t0.911\t-0.400\t-0.381\t0.000\t0.852\t-0.419\t1.295\t0.000\t0.934\t0.936\t0.987\t0.781\t1.433\t0.925\t0.771\n0\t0.790\t0.417\t1.211\t0.383\t0.567\t1.141\t1.773\t-1.095\t0.000\t1.720\t0.108\t0.569\t1.107\t0.805\t2.065\t-1.635\t0.000\t1.102\t0.364\t-0.761\t3.102\t0.906\t1.021\t0.977\t0.802\t1.175\t1.479\t1.326\n1\t0.873\t-1.555\t-1.094\t0.611\t0.758\t0.630\t-0.135\t-0.970\t2.173\t0.752\t-1.669\t1.394\t0.000\t0.957\t-0.997\t0.641\t0.000\t1.425\t0.324\t0.241\t3.102\t0.915\t1.232\t1.007\t0.905\t0.928\t0.967\t0.866\n0\t0.647\t-1.125\t0.635\t0.244\t-0.148\t0.821\t0.364\t-1.277\t0.000\t0.617\t0.804\t-0.772\t0.000\t1.103\t0.459\t0.886\t2.548\t0.681\t0.463\t0.640\t3.102\t0.752\t1.062\t0.978\t0.537\t0.147\t0.677\t0.669\n1\t0.963\t-0.376\t0.842\t1.288\t-0.637\t0.854\t0.341\t0.770\t0.000\t1.064\t0.663\t-1.226\t2.215\t0.731\t-0.256\t-0.510\t2.548\t0.644\t-0.251\t-1.236\t0.000\t1.161\t0.907\t1.499\t1.162\t0.733\t0.777\t0.799\n0\t0.465\t1.593\t1.083\t0.111\t0.731\t0.867\t0.147\t-1.092\t2.173\t0.828\t-0.849\t0.464\t2.215\t0.633\t-0.719\t-0.827\t0.000\t0.881\t-0.122\t0.774\t0.000\t0.894\t1.006\t0.976\t0.831\t1.397\t0.836\t0.751\n0\t1.770\t0.674\t1.278\t1.333\t-1.545\t0.956\t0.469\t0.423\t0.000\t0.791\t0.058\t-1.186\t2.215\t0.757\t-0.257\t-0.698\t2.548\t0.409\t1.719\t-0.875\t0.000\t1.218\t1.016\t1.199\t0.909\t0.378\t0.780\t0.865\n0\t0.813\t0.084\t0.273\t0.847\t-0.276\t0.781\t-1.042\t-0.750\t2.173\t0.693\t-0.163\t-1.120\t0.000\t0.870\t-0.276\t1.498\t1.274\t1.896\t1.576\t0.776\t0.000\t1.488\t1.002\t0.990\t0.804\t1.003\t0.788\t0.788\n0\t0.774\t0.918\t0.674\t1.565\t0.013\t0.850\t-0.799\t-1.462\t2.173\t0.643\t0.005\t1.394\t2.215\t0.568\t0.007\t-0.328\t0.000\t0.390\t0.173\t1.050\t0.000\t0.494\t0.745\t0.990\t0.869\t0.739\t0.987\t0.746\n0\t1.528\t0.589\t-0.221\t2.069\t-0.068\t1.517\t0.016\t-1.721\t0.000\t1.180\t-0.085\t1.343\t0.000\t1.063\t0.425\t-0.710\t2.548\t1.068\t-0.962\t1.472\t3.102\t0.924\t1.027\t0.999\t1.705\t1.051\t1.141\t1.101\n0\t0.479\t1.225\t-1.623\t1.920\t-1.209\t0.998\t-1.466\t0.313\t2.173\t0.477\t-1.636\t-1.690\t0.000\t1.197\t-1.836\t-0.687\t0.000\t2.006\t1.145\t0.677\t0.000\t0.930\t1.153\t0.980\t0.883\t0.539\t1.209\t1.159\n1\t2.876\t0.394\t-1.413\t0.380\t-1.016\t1.438\t-0.797\t0.169\t0.000\t1.441\t-0.050\t0.771\t2.215\t0.523\t-0.281\t-1.386\t2.548\t0.838\t0.183\t-0.518\t0.000\t1.323\t1.043\t0.983\t1.472\t0.867\t0.929\t1.135\n1\t0.670\t1.150\t-1.180\t0.738\t0.148\t1.007\t-0.495\t-1.572\t2.173\t0.645\t0.500\t0.214\t2.215\t0.653\t1.461\t0.537\t0.000\t0.816\t-0.194\t0.598\t0.000\t0.850\t1.351\t0.987\t0.610\t1.341\t0.905\t0.793\n0\t0.704\t-0.284\t-0.879\t0.942\t-0.158\t0.719\t-0.294\t1.236\t2.173\t0.904\t-1.440\t0.868\t2.215\t0.659\t-0.906\t-0.903\t0.000\t0.473\t0.658\t-0.849\t0.000\t0.627\t0.979\t0.987\t1.021\t0.840\t0.993\t0.825\n0\t1.065\t-1.802\t-0.187\t0.677\t-0.865\t1.512\t-1.647\t-0.575\t2.173\t1.240\t-1.524\t0.898\t2.215\t1.767\t-0.792\t1.199\t0.000\t1.361\t-1.099\t-1.691\t0.000\t0.957\t0.911\t0.982\t0.833\t1.958\t1.307\t1.163\n0\t0.395\t2.359\t0.175\t2.788\t-1.684\t1.351\t0.927\t-1.664\t0.000\t1.107\t1.478\t0.430\t2.215\t0.506\t2.056\t-1.137\t0.000\t0.842\t0.507\t-0.402\t3.102\t1.256\t1.032\t1.446\t1.436\t0.723\t1.085\t1.104\n1\t1.650\t0.515\t-0.188\t0.135\t-0.695\t0.470\t-0.066\t-1.011\t0.000\t1.012\t0.424\t1.230\t0.000\t0.655\t0.577\t1.018\t2.548\t0.803\t-0.543\t-1.740\t1.551\t1.024\t0.699\t0.985\t0.731\t0.510\t0.662\t0.655\n1\t1.235\t-0.734\t1.509\t0.977\t1.384\t0.949\t-0.137\t0.197\t1.087\t1.345\t-0.653\t-0.745\t2.215\t1.094\t-1.704\t-1.678\t0.000\t1.412\t0.788\t-0.302\t0.000\t1.033\t0.946\t0.987\t1.251\t1.327\t1.092\t0.956\n1\t0.986\t0.812\t0.981\t0.411\t-1.195\t1.009\t-0.164\t-0.675\t2.173\t0.422\t1.960\t0.975\t0.000\t0.685\t0.228\t0.236\t2.548\t0.366\t1.489\t-1.386\t0.000\t0.439\t1.281\t0.986\t0.611\t0.788\t0.810\t0.729\n0\t0.281\t1.588\t-0.927\t1.059\t1.008\t0.737\t0.098\t-0.055\t0.000\t0.717\t0.869\t-1.095\t0.000\t0.419\t0.036\t0.169\t2.548\t0.966\t-0.287\t1.665\t3.102\t0.920\t0.791\t0.980\t0.545\t0.484\t0.479\t0.508\n0\t0.552\t0.952\t-1.360\t1.402\t-0.023\t1.022\t0.339\t-0.861\t2.173\t0.690\t-1.573\t0.605\t0.000\t0.508\t-0.077\t1.489\t0.000\t0.564\t-1.096\t1.195\t3.102\t0.963\t0.548\t1.138\t0.942\t1.072\t0.886\t0.999\n0\t0.673\t-1.584\t-0.298\t0.478\t1.329\t0.864\t0.699\t-0.968\t0.000\t1.220\t-0.049\t0.079\t2.215\t2.528\t-1.088\t1.416\t1.274\t0.569\t-1.734\t0.125\t0.000\t2.214\t1.576\t0.991\t0.932\t2.076\t1.538\t1.191\n0\t1.074\t0.265\t-0.145\t0.548\t-0.039\t0.418\t-0.650\t0.986\t0.000\t0.721\t-0.492\t-1.508\t1.107\t0.507\t-1.489\t0.791\t0.000\t1.153\t0.411\t-1.229\t1.551\t0.447\t0.897\t1.001\t0.874\t0.475\t0.681\t0.680\n1\t0.935\t0.086\t1.368\t1.399\t0.417\t1.246\t-1.042\t-0.623\t2.173\t0.874\t-0.874\t0.947\t2.215\t1.468\t-0.016\t-1.673\t0.000\t0.454\t-0.234\t-0.908\t0.000\t0.808\t0.871\t1.198\t1.547\t1.522\t1.132\t0.975\n1\t0.313\t2.008\t0.367\t1.243\t0.862\t1.182\t0.693\t-0.693\t0.000\t0.873\t0.666\t-1.401\t2.215\t0.680\t-0.922\t0.750\t1.274\t0.700\t1.725\t1.627\t0.000\t0.886\t1.013\t0.999\t0.904\t1.094\t0.778\t0.715\n1\t0.328\t0.448\t-1.494\t0.815\t0.483\t1.276\t-0.632\t0.818\t2.173\t1.193\t-0.508\t-1.210\t0.000\t0.603\t2.367\t-0.722\t0.000\t0.688\t-0.274\t-0.509\t3.102\t3.016\t1.672\t0.983\t0.763\t0.935\t1.588\t1.266\n0\t0.702\t-0.046\t-0.140\t0.905\t-1.532\t0.504\t-1.643\t0.557\t0.000\t1.001\t-1.322\t-0.544\t1.107\t1.093\t-1.144\t1.486\t2.548\t0.543\t-0.407\t0.978\t0.000\t0.576\t0.852\t1.049\t0.861\t1.076\t0.802\t0.735\n1\t2.589\t-1.034\t-0.139\t0.604\t-0.494\t1.009\t-0.204\t0.984\t2.173\t0.521\t-1.188\t0.253\t0.000\t0.881\t-0.653\t0.778\t2.548\t2.100\t1.486\t-1.025\t0.000\t0.874\t0.747\t0.982\t1.431\t0.374\t0.954\t0.871\n1\t1.594\t-1.303\t1.472\t0.755\t0.662\t0.826\t-0.344\t-1.461\t0.000\t0.971\t-0.424\t0.194\t2.215\t1.174\t-0.623\t-0.392\t0.000\t1.729\t-1.171\t-0.646\t3.102\t0.871\t0.918\t1.013\t1.029\t0.996\t0.888\t0.754\n0\t0.908\t-1.333\t1.595\t0.847\t-1.164\t0.980\t-0.655\t0.533\t2.173\t0.735\t-0.639\t-0.637\t0.000\t0.767\t-0.312\t0.013\t0.000\t0.824\t0.494\t-1.681\t3.102\t0.663\t0.908\t0.989\t1.110\t1.075\t1.047\t0.920\n0\t1.049\t0.704\t-1.448\t0.787\t-0.727\t0.787\t0.418\t0.541\t2.173\t0.512\t1.460\t-0.809\t0.000\t0.622\t1.101\t1.272\t0.000\t0.443\t0.393\t0.116\t1.551\t0.835\t0.942\t0.993\t0.577\t0.234\t0.649\t0.639\n0\t1.014\t-1.148\t1.527\t1.452\t-1.078\t0.835\t1.645\t0.331\t0.000\t1.003\t-0.204\t-1.659\t0.000\t1.037\t0.602\t-0.179\t2.548\t1.253\t0.239\t0.258\t1.551\t2.825\t1.659\t1.201\t1.361\t0.373\t1.042\t1.378\n0\t1.026\t0.439\t-0.752\t1.796\t1.443\t0.702\t-1.065\t1.028\t0.000\t0.639\t-0.577\t-0.124\t1.107\t0.756\t0.200\t0.303\t2.548\t0.470\t-1.285\t-1.666\t0.000\t0.610\t0.798\t1.727\t1.184\t0.415\t0.821\t0.853\n1\t1.305\t-1.012\t0.220\t2.617\t0.400\t0.931\t-1.340\t-1.614\t2.173\t0.953\t1.003\t-1.547\t0.000\t1.133\t-1.098\t-0.557\t2.548\t0.654\t-2.426\t0.831\t0.000\t1.023\t0.898\t0.990\t1.082\t1.047\t1.215\t1.046\n0\t2.769\t0.632\t-0.193\t1.567\t-0.817\t0.969\t-1.016\t1.566\t2.173\t0.970\t-0.794\t1.177\t0.000\t0.706\t1.402\t1.516\t0.000\t1.569\t1.134\t-0.491\t3.102\t0.603\t0.875\t1.536\t0.866\t2.321\t1.620\t1.771\n0\t1.914\t1.213\t0.736\t0.769\t0.105\t1.447\t-0.620\t-1.227\t2.173\t0.268\t-1.061\t1.371\t0.000\t0.687\t-0.243\t-0.583\t2.548\t0.810\t-0.350\t0.862\t0.000\t0.339\t0.928\t0.983\t1.067\t0.718\t1.561\t1.196\n0\t0.484\t0.152\t1.701\t0.751\t0.079\t0.700\t1.453\t-0.666\t0.000\t0.761\t1.414\t0.601\t0.000\t0.851\t1.150\t-1.704\t1.274\t0.534\t0.717\t1.666\t3.102\t1.410\t1.028\t0.988\t0.633\t0.117\t0.624\t0.816\n0\t0.726\t1.854\t-0.338\t0.624\t1.622\t0.595\t-0.003\t1.248\t2.173\t0.484\t0.644\t0.108\t0.000\t0.661\t-0.185\t-1.301\t0.000\t0.920\t-1.669\t0.661\t0.000\t0.914\t0.796\t0.991\t0.992\t0.788\t0.949\t0.831\n0\t0.539\t-0.677\t-0.536\t1.206\t0.324\t1.560\t-1.123\t0.196\t0.000\t2.429\t-2.388\t-1.260\t0.000\t1.265\t-0.495\t-1.467\t1.274\t1.839\t-0.022\t0.960\t3.102\t4.963\t3.114\t0.992\t0.777\t0.999\t2.212\t1.884\n0\t1.097\t-1.459\t-0.531\t1.007\t-0.455\t0.753\t0.812\t-1.528\t2.173\t0.590\t0.296\t1.211\t0.000\t0.910\t-0.305\t0.209\t2.548\t0.748\t0.529\t0.615\t0.000\t0.627\t0.794\t0.978\t2.478\t1.208\t1.626\t1.516\n0\t0.760\t-0.844\t-0.870\t0.961\t-0.358\t0.733\t-1.360\t0.978\t1.087\t0.619\t-0.898\t0.394\t0.000\t0.589\t-1.722\t-0.644\t0.000\t1.105\t-1.186\t-1.356\t0.000\t0.954\t0.859\t0.989\t0.675\t0.232\t0.772\t0.686\n1\t0.967\t0.792\t0.884\t0.220\t-1.367\t0.604\t1.037\t-1.740\t0.000\t0.486\t2.189\t1.434\t0.000\t1.490\t0.913\t-0.460\t2.548\t1.720\t0.580\t0.129\t1.551\t0.803\t1.131\t0.991\t0.938\t0.647\t0.869\t0.810\n1\t0.930\t0.080\t-0.163\t1.073\t-1.266\t0.856\t-0.346\t-1.212\t0.000\t1.676\t0.119\t1.001\t0.000\t0.946\t-0.351\t-1.740\t0.000\t1.792\t0.586\t0.440\t3.102\t1.003\t0.926\t1.159\t0.566\t0.640\t0.626\t0.621\n1\t1.121\t0.747\t-0.549\t1.085\t0.468\t1.943\t-2.429\t1.209\t0.000\t0.863\t1.271\t-1.148\t2.215\t2.123\t0.109\t-0.995\t2.548\t1.356\t0.517\t0.351\t0.000\t1.017\t0.964\t1.212\t1.137\t0.927\t0.878\t0.801\n1\t0.676\t-1.613\t-1.684\t0.757\t-0.463\t0.797\t-1.183\t1.413\t1.087\t0.708\t-0.875\t0.584\t2.215\t1.363\t-1.999\t-0.339\t0.000\t0.843\t-1.291\t-1.081\t0.000\t0.829\t0.993\t0.986\t0.800\t0.770\t0.859\t0.745\n0\t1.705\t0.150\t-0.771\t1.067\t1.240\t0.691\t0.503\t1.208\t0.000\t1.254\t-1.046\t-0.439\t1.107\t1.388\t-0.701\t1.235\t1.274\t0.824\t0.232\t0.414\t0.000\t0.769\t0.858\t1.814\t1.414\t1.416\t1.142\t1.034\n1\t0.514\t1.000\t1.110\t0.961\t-1.643\t1.453\t2.434\t0.584\t0.000\t1.286\t1.041\t0.889\t0.000\t1.527\t-0.388\t-0.962\t2.548\t1.806\t0.624\t-1.339\t3.102\t0.989\t1.772\t0.987\t0.856\t0.895\t1.873\t1.559\n0\t1.358\t-1.770\t-0.624\t0.535\t0.248\t0.533\t-0.266\t1.692\t0.000\t0.568\t-1.578\t1.732\t0.000\t0.913\t-1.349\t1.044\t1.274\t1.162\t-0.342\t-0.148\t1.551\t0.855\t0.944\t0.988\t0.819\t0.821\t0.675\t0.726\n0\t0.647\t-0.509\t-0.721\t0.974\t-1.703\t0.790\t0.474\t-0.070\t1.087\t0.958\t0.152\t0.951\t2.215\t0.306\t-1.270\t-1.410\t0.000\t0.645\t-1.180\t-0.208\t0.000\t0.433\t0.877\t0.985\t1.015\t1.040\t0.968\t0.781\n1\t1.299\t-0.067\t0.303\t0.318\t-0.513\t0.745\t-0.468\t-1.709\t2.173\t0.719\t-0.737\t-1.089\t0.000\t1.253\t0.836\t0.745\t0.000\t1.017\t0.448\t-0.611\t3.102\t0.724\t1.030\t0.981\t0.713\t0.911\t0.743\t0.749\n0\t1.014\t-0.642\t1.378\t1.609\t1.681\t0.969\t-0.424\t-0.030\t0.000\t0.731\t-0.778\t-0.915\t1.107\t0.777\t-1.281\t0.029\t2.548\t0.627\t-1.645\t0.558\t0.000\t1.181\t0.997\t0.987\t0.933\t0.650\t0.757\t0.858\n1\t0.453\t1.202\t-1.688\t1.452\t-0.966\t0.658\t0.229\t0.969\t0.000\t0.620\t-0.510\t-1.477\t2.215\t1.336\t0.245\t0.367\t0.000\t0.959\t-0.768\t-0.407\t3.102\t0.873\t0.963\t0.981\t0.650\t0.589\t0.753\t0.775\n1\t1.648\t1.455\t-1.610\t0.988\t-0.817\t1.066\t1.161\t0.639\t2.173\t0.660\t1.066\t1.151\t0.000\t0.862\t2.248\t0.240\t0.000\t1.950\t1.381\t-1.030\t0.000\t1.206\t0.963\t1.160\t0.843\t0.693\t0.919\t0.856\n0\t0.652\t-0.137\t-0.411\t1.548\t-1.261\t0.654\t0.519\t0.081\t0.000\t0.745\t-0.429\t1.167\t1.107\t0.762\t0.754\t-1.451\t2.548\t0.446\t1.113\t0.059\t0.000\t0.345\t0.868\t0.987\t0.721\t0.784\t0.680\t0.729\n1\t1.888\t-0.987\t1.687\t3.028\t-1.740\t2.632\t0.945\t0.088\t0.000\t1.077\t-0.858\t-0.238\t2.215\t0.957\t-0.412\t1.288\t0.000\t1.734\t-0.263\t-1.317\t1.551\t3.329\t2.522\t1.003\t1.674\t1.079\t1.785\t2.442\n1\t0.951\t-0.103\t0.628\t0.777\t-1.299\t1.867\t-0.150\t1.624\t2.173\t2.080\t0.072\t-0.072\t0.000\t0.773\t-0.310\t-1.208\t2.548\t1.173\t-0.773\t-0.294\t0.000\t0.732\t0.654\t1.175\t1.073\t0.841\t0.894\t0.791\n1\t0.662\t-0.340\t-1.026\t0.637\t-1.456\t0.659\t-0.218\t-0.015\t1.087\t1.073\t0.427\t0.569\t0.000\t1.594\t1.173\t-1.608\t0.000\t0.409\t0.853\t0.666\t3.102\t2.052\t1.083\t0.985\t0.976\t0.482\t0.912\t1.114\n1\t1.863\t-0.563\t-0.633\t0.606\t-0.943\t1.305\t-0.349\t0.076\t0.000\t2.097\t0.816\t-1.631\t0.000\t1.191\t-1.102\t0.254\t0.000\t1.298\t-0.671\t1.483\t3.102\t0.869\t0.891\t0.999\t1.107\t0.531\t0.829\t0.802\n1\t1.841\t-1.141\t-0.668\t0.954\t-1.159\t0.850\t-0.705\t0.311\t2.173\t1.036\t-0.197\t1.212\t2.215\t0.582\t-0.250\t-1.578\t0.000\t1.211\t-0.087\t0.580\t0.000\t0.866\t0.812\t0.980\t1.401\t1.063\t1.126\t0.944\n1\t1.801\t-0.529\t0.511\t1.065\t1.168\t0.571\t-0.146\t0.143\t0.000\t2.300\t2.695\t-1.255\t0.000\t0.931\t0.465\t-0.210\t2.548\t1.257\t0.712\t1.203\t3.102\t0.676\t0.783\t1.072\t0.992\t0.804\t0.808\t0.686\n0\t1.763\t0.366\t1.286\t0.631\t1.567\t0.884\t0.441\t-0.152\t1.087\t0.960\t0.834\t-1.174\t0.000\t1.073\t1.314\t-0.535\t0.000\t1.797\t0.954\t0.858\t3.102\t0.965\t1.059\t0.981\t0.925\t1.156\t0.982\t1.023\n1\t0.498\t-0.823\t1.189\t0.520\t-1.534\t1.297\t0.648\t-1.559\t0.000\t1.436\t0.223\t0.384\t0.000\t1.556\t0.823\t-0.242\t2.548\t0.484\t1.977\t-0.366\t0.000\t1.557\t0.861\t0.988\t0.947\t0.576\t0.667\t0.710\n0\t0.628\t0.884\t1.172\t1.073\t0.695\t1.319\t0.866\t-1.599\t0.000\t0.893\t-0.178\t-0.519\t2.215\t1.829\t-0.442\t-0.011\t2.548\t1.531\t-1.202\t0.440\t0.000\t1.284\t1.533\t0.989\t0.955\t0.635\t1.380\t1.167\n0\t1.933\t0.882\t0.964\t0.429\t-1.481\t0.645\t0.153\t-0.768\t2.173\t0.567\t1.335\t-0.521\t2.215\t0.685\t0.861\t1.716\t0.000\t0.679\t1.034\t0.080\t0.000\t0.757\t0.773\t1.019\t0.870\t0.609\t0.801\t0.663\n1\t0.571\t-0.657\t0.666\t0.666\t-1.569\t1.017\t0.035\t0.142\t2.173\t0.479\t-1.108\t0.183\t0.000\t1.449\t0.015\t-1.371\t2.548\t0.704\t-0.500\t-0.474\t0.000\t0.849\t0.925\t0.983\t0.968\t1.480\t1.020\t0.866\n0\t1.361\t-1.447\t-0.132\t0.714\t-1.628\t0.490\t0.052\t-0.325\t0.000\t0.564\t0.296\t0.590\t0.000\t1.501\t-1.267\t-1.241\t2.548\t1.254\t0.906\t1.087\t3.102\t0.832\t0.822\t1.332\t0.909\t1.890\t1.232\t1.076\n0\t0.721\t0.543\t1.158\t0.935\t-0.943\t0.460\t-0.761\t1.605\t0.000\t0.498\t-2.184\t-1.636\t0.000\t1.078\t-1.422\t-0.498\t2.548\t1.569\t-0.612\t0.453\t1.551\t0.852\t0.987\t1.079\t1.215\t0.862\t0.921\t0.927\n1\t0.370\t-1.708\t-0.548\t1.023\t-1.270\t0.980\t-0.143\t0.552\t2.173\t0.324\t0.994\t-0.521\t0.000\t1.077\t0.423\t1.521\t0.000\t1.010\t0.801\t-0.131\t3.102\t0.910\t1.055\t0.991\t0.853\t0.862\t0.831\t0.773\n1\t0.754\t-1.504\t1.562\t0.583\t0.535\t1.184\t2.054\t-1.625\t0.000\t1.237\t-0.130\t-0.144\t2.215\t1.943\t1.063\t-0.812\t0.000\t2.263\t-0.296\t0.513\t3.102\t0.809\t1.218\t0.990\t0.772\t0.859\t1.088\t1.051\n0\t0.645\t0.838\t-1.180\t0.197\t-0.660\t0.942\t1.233\t-0.463\t2.173\t1.206\t0.431\t1.045\t0.000\t0.812\t0.853\t0.498\t0.000\t0.819\t0.953\t-1.665\t3.102\t0.812\t0.736\t0.999\t1.032\t0.822\t0.863\t0.826\n0\t0.817\t0.349\t-0.034\t0.427\t-0.673\t0.738\t1.252\t1.457\t0.000\t1.543\t1.446\t-0.199\t1.107\t1.076\t0.460\t1.571\t0.000\t0.724\t-0.884\t-0.007\t0.000\t0.802\t0.982\t0.981\t1.368\t0.940\t0.932\t1.016\n1\t0.726\t0.312\t1.062\t0.635\t-0.028\t0.843\t-0.342\t0.573\t0.000\t1.411\t-0.555\t-1.311\t2.215\t1.017\t2.323\t0.323\t0.000\t1.413\t-1.110\t-0.785\t3.102\t0.893\t0.789\t0.992\t0.847\t0.766\t0.773\t0.670\n1\t1.640\t-0.097\t-1.259\t0.795\t-0.366\t0.895\t0.794\t0.413\t2.173\t0.973\t-0.371\t0.845\t2.215\t0.944\t0.822\t1.444\t0.000\t0.425\t0.082\t-0.409\t0.000\t0.753\t0.823\t1.141\t1.094\t1.006\t1.012\t0.838\n1\t0.546\t-1.934\t1.106\t1.127\t-1.560\t0.915\t-0.694\t-0.675\t0.000\t1.544\t-2.824\t0.222\t0.000\t1.030\t0.342\t-1.680\t2.548\t1.582\t-0.779\t1.353\t3.102\t1.189\t1.180\t0.980\t0.898\t0.788\t0.946\t0.836\n0\t0.423\t1.479\t-1.494\t0.983\t0.163\t1.336\t-0.295\t-0.732\t0.000\t0.912\t0.538\t0.430\t2.215\t1.334\t0.730\t1.347\t2.548\t1.901\t0.945\t-1.617\t0.000\t0.432\t0.960\t0.987\t0.777\t0.875\t0.654\t0.636\n1\t1.118\t-0.323\t-1.418\t0.309\t0.934\t0.903\t-0.377\t1.415\t0.000\t0.815\t-2.300\t-0.434\t0.000\t1.237\t-1.049\t-0.047\t2.548\t1.005\t-1.446\t0.535\t0.000\t0.916\t0.876\t0.990\t0.661\t0.726\t0.764\t0.734\n1\t0.997\t-0.258\t0.109\t0.952\t1.553\t0.623\t-0.068\t0.737\t0.000\t1.018\t-0.877\t-1.039\t2.215\t0.859\t-0.719\t-1.646\t2.548\t0.653\t0.936\t-0.021\t0.000\t0.871\t0.941\t1.301\t0.991\t0.520\t0.825\t0.760\n1\t1.575\t-0.507\t-1.086\t0.544\t-1.424\t0.530\t-0.810\t0.657\t1.087\t0.763\t-0.887\t1.195\t0.000\t1.221\t-0.717\t-0.214\t1.274\t0.584\t0.059\t0.002\t0.000\t0.885\t0.844\t0.987\t1.017\t0.708\t0.807\t0.732\n0\t0.737\t-0.746\t1.527\t0.203\t0.362\t1.026\t-2.822\t1.143\t0.000\t1.038\t1.160\t-0.857\t1.107\t1.277\t-1.017\t-0.388\t2.548\t0.897\t-0.012\t1.272\t0.000\t1.006\t0.907\t0.984\t0.931\t1.821\t1.014\t0.851\n0\t1.285\t-0.713\t0.693\t0.961\t1.451\t0.980\t0.358\t-1.143\t1.087\t0.514\t1.056\t-0.453\t0.000\t0.542\t-0.710\t0.353\t0.000\t0.524\t1.184\t0.070\t3.102\t1.023\t1.022\t0.987\t0.867\t0.794\t0.920\t0.824\n0\t0.381\t0.818\t-1.402\t1.045\t1.204\t0.873\t-0.583\t-0.279\t2.173\t0.460\t-0.397\t0.357\t0.000\t1.017\t0.888\t-0.934\t2.548\t0.511\t1.948\t1.274\t0.000\t0.670\t1.272\t0.991\t0.932\t1.207\t0.888\t0.832\n0\t1.991\t0.236\t0.088\t2.083\t-0.011\t1.273\t-0.230\t-0.853\t0.000\t1.884\t-0.706\t1.456\t2.215\t1.184\t0.454\t1.370\t0.000\t1.039\t0.377\t0.596\t3.102\t0.698\t0.747\t0.977\t2.340\t1.184\t1.462\t1.268\n1\t0.943\t-1.469\t-0.262\t2.380\t0.365\t0.946\t-1.298\t-1.641\t2.173\t0.347\t-0.529\t1.081\t2.215\t0.449\t0.370\t-1.585\t0.000\t0.764\t-0.699\t1.583\t0.000\t0.466\t0.635\t1.112\t0.791\t0.629\t0.959\t0.840\n1\t0.951\t0.704\t0.529\t0.773\t-0.663\t0.538\t-0.141\t1.468\t0.000\t0.385\t0.838\t-0.922\t0.000\t1.002\t1.326\t1.224\t0.000\t1.540\t0.606\t-0.360\t0.000\t0.935\t0.858\t1.044\t0.875\t0.492\t0.746\t0.699\n0\t0.557\t-1.212\t0.730\t0.887\t-0.990\t0.920\t-0.837\t0.370\t2.173\t0.992\t-1.676\t1.732\t1.107\t0.645\t0.425\t0.241\t0.000\t0.621\t-1.231\t-1.000\t0.000\t1.010\t0.890\t0.988\t0.768\t1.469\t0.916\t0.773\n1\t1.112\t-1.749\t1.455\t0.377\t-0.582\t1.581\t0.357\t-1.000\t0.000\t1.063\t-0.933\t1.197\t2.215\t1.306\t-1.758\t-0.309\t0.000\t1.662\t1.166\t0.654\t0.000\t0.886\t1.026\t0.985\t0.841\t0.497\t0.823\t0.762\n1\t0.325\t-1.722\t-0.097\t2.580\t-0.239\t0.968\t-0.508\t-1.319\t2.173\t0.574\t-1.304\t-1.113\t0.000\t1.509\t0.717\t0.940\t0.000\t1.145\t-1.184\t1.011\t1.551\t0.903\t1.055\t0.990\t1.252\t1.095\t1.002\t1.061\n1\t0.739\t-0.843\t-0.227\t0.654\t-1.399\t0.933\t0.762\t-0.798\t2.173\t1.169\t-0.365\t1.264\t0.000\t0.402\t-0.788\t-1.713\t0.000\t0.992\t0.857\t0.793\t1.551\t0.976\t0.943\t0.987\t1.143\t1.017\t1.099\t0.920\n0\t0.457\t-1.336\t0.185\t0.880\t-1.398\t1.205\t-0.049\t-0.683\t2.173\t1.137\t-1.101\t1.055\t0.000\t1.685\t-0.752\t1.604\t0.000\t1.090\t-0.568\t0.548\t3.102\t1.061\t0.865\t0.987\t0.886\t1.154\t1.174\t0.937\n1\t0.400\t-0.015\t0.684\t2.768\t1.514\t0.875\t-0.098\t-0.048\t2.173\t0.336\t2.011\t0.382\t0.000\t0.857\t-0.989\t-0.933\t2.548\t0.785\t0.298\t-0.736\t0.000\t0.858\t0.954\t0.992\t1.058\t0.951\t1.032\t0.975\n1\t0.942\t0.718\t1.649\t1.613\t-1.241\t0.915\t-0.168\t-0.183\t2.173\t1.130\t0.875\t0.352\t0.000\t0.998\t2.668\t1.524\t0.000\t0.941\t1.271\t-0.906\t0.000\t0.886\t1.064\t0.991\t0.719\t0.711\t0.836\t0.746\n1\t0.454\t1.719\t0.069\t1.357\t-1.684\t0.891\t1.239\t-0.345\t0.000\t0.405\t1.304\t0.445\t0.000\t0.892\t-0.215\t1.583\t2.548\t1.047\t0.921\t1.360\t3.102\t0.836\t0.884\t1.088\t1.050\t0.554\t0.799\t0.788\n0\t1.373\t1.370\t-1.718\t0.494\t-0.836\t0.452\t0.900\t0.803\t2.173\t0.534\t0.287\t-1.585\t0.000\t0.685\t0.285\t0.519\t2.548\t1.938\t0.074\t-0.253\t0.000\t1.243\t0.992\t0.988\t0.893\t0.274\t0.667\t0.785\n0\t1.141\t0.176\t-0.690\t1.698\t-0.070\t1.000\t0.238\t-1.128\t2.173\t1.330\t-2.274\t0.764\t0.000\t1.125\t0.747\t1.210\t0.000\t1.172\t-0.355\t-1.709\t3.102\t4.425\t2.469\t1.024\t1.022\t0.692\t1.888\t1.681\n1\t0.659\t-0.289\t1.108\t1.131\t0.118\t1.022\t-1.118\t-1.720\t2.173\t0.879\t-0.556\t0.332\t0.000\t0.589\t1.251\t0.149\t0.000\t0.438\t-1.994\t-1.285\t0.000\t1.165\t1.087\t0.988\t1.254\t0.904\t0.906\t0.874\n1\t0.930\t-1.632\t0.827\t1.223\t-0.824\t0.970\t-1.600\t-0.958\t1.087\t1.078\t-0.770\t0.195\t2.215\t0.722\t-1.708\t-1.593\t0.000\t0.599\t-1.252\t1.184\t0.000\t0.815\t1.020\t1.473\t1.072\t1.445\t0.937\t0.845\n0\t0.533\t-1.483\t1.324\t0.552\t-0.596\t0.802\t0.071\t-0.131\t2.173\t0.483\t-0.454\t-1.535\t0.000\t1.310\t-0.179\t1.155\t2.548\t0.394\t1.147\t-0.594\t0.000\t0.737\t0.809\t0.989\t0.739\t1.183\t0.744\t0.659\n0\t1.379\t0.643\t1.613\t0.635\t0.818\t0.499\t0.824\t0.459\t2.173\t0.851\t-0.110\t-0.988\t1.107\t1.195\t-1.419\t-0.511\t0.000\t0.834\t1.659\t1.188\t0.000\t0.852\t1.039\t0.989\t0.751\t1.038\t0.743\t0.720\n0\t0.509\t1.660\t0.101\t0.905\t1.166\t0.827\t0.414\t0.497\t2.173\t0.897\t-0.476\t-0.531\t0.000\t1.845\t0.247\t-1.252\t2.548\t0.508\t-0.715\t1.664\t0.000\t0.824\t0.897\t0.991\t1.349\t1.543\t1.362\t1.333\n0\t0.652\t-0.025\t-0.488\t0.889\t0.642\t1.352\t1.633\t1.191\t0.000\t1.260\t0.404\t0.065\t2.215\t1.243\t-1.543\t-0.261\t0.000\t1.768\t-0.762\t-1.568\t1.551\t1.196\t1.007\t0.991\t0.798\t1.652\t1.114\t0.910\n0\t0.744\t-1.339\t1.108\t1.265\t-0.117\t1.061\t0.033\t-1.610\t2.173\t0.904\t0.523\t1.071\t0.000\t1.542\t1.263\t-0.760\t1.274\t2.149\t0.066\t0.350\t0.000\t0.937\t1.030\t1.200\t2.102\t1.604\t1.573\t1.275\n0\t0.780\t-0.209\t-0.396\t1.516\t0.604\t1.264\t-1.444\t-1.401\t0.000\t0.711\t-0.710\t0.040\t0.000\t0.966\t0.808\t0.210\t2.548\t0.982\t0.071\t-1.631\t3.102\t0.922\t0.931\t1.182\t0.840\t0.802\t0.675\t0.653\n0\t0.515\t-0.616\t-0.983\t1.371\t1.470\t0.556\t-1.431\t-1.266\t0.000\t0.796\t-0.882\t-0.335\t2.215\t1.650\t0.404\t0.910\t1.274\t1.796\t-1.343\t-0.171\t0.000\t1.280\t0.881\t0.984\t0.879\t1.411\t1.204\t1.042\n0\t0.916\t-0.774\t-1.599\t1.237\t1.654\t0.699\t-1.346\t-0.683\t0.000\t1.280\t-2.726\t0.108\t0.000\t0.919\t0.543\t-1.191\t2.548\t2.122\t-1.351\t0.795\t3.102\t2.057\t1.613\t0.984\t0.694\t1.779\t1.698\t1.634\n1\t0.373\t-1.421\t-1.256\t1.301\t1.070\t1.247\t-0.256\t-0.546\t2.173\t0.515\t-1.144\t-0.765\t0.000\t0.597\t0.230\t1.645\t0.000\t0.508\t1.607\t0.475\t0.000\t0.895\t1.281\t0.987\t1.205\t0.949\t1.318\t1.087\n0\t0.934\t0.845\t0.735\t1.438\t1.326\t1.287\t0.649\t-0.063\t2.173\t0.883\t0.176\t-1.548\t0.000\t0.700\t1.337\t-1.069\t0.000\t0.466\t-0.748\t-0.792\t0.000\t0.945\t1.065\t0.989\t0.689\t0.425\t0.873\t0.813\n1\t0.925\t-0.516\t1.553\t1.652\t-1.320\t1.381\t-0.674\t0.582\t2.173\t0.788\t0.171\t-0.914\t0.000\t0.747\t-0.376\t-0.320\t2.548\t0.874\t0.493\t-0.489\t0.000\t0.822\t1.096\t0.987\t0.833\t0.934\t1.017\t0.890\n0\t2.976\t0.647\t1.331\t1.349\t0.977\t1.716\t1.199\t-0.346\t1.087\t0.551\t0.250\t-1.300\t2.215\t0.603\t0.406\t-0.864\t0.000\t0.490\t0.517\t-0.446\t0.000\t0.227\t0.585\t0.987\t0.948\t1.295\t1.467\t1.083\n0\t1.600\t0.098\t0.989\t1.153\t-0.323\t0.770\t0.652\t-1.612\t2.173\t1.032\t-0.993\t-0.077\t2.215\t0.820\t-1.548\t-1.004\t0.000\t0.638\t-1.462\t-0.287\t0.000\t0.897\t0.947\t1.741\t1.236\t1.785\t1.142\t1.090\n1\t0.469\t-0.520\t-0.197\t0.784\t0.493\t0.706\t1.172\t-0.188\t0.000\t0.943\t0.652\t-1.704\t2.215\t0.339\t0.820\t-1.278\t0.000\t0.909\t-0.942\t1.443\t1.551\t0.973\t1.006\t0.983\t0.882\t0.895\t0.847\t0.759\n0\t1.012\t-1.405\t-0.993\t0.339\t1.459\t0.950\t-0.743\t0.933\t2.173\t0.684\t0.085\t-0.010\t2.215\t0.893\t-1.307\t0.068\t0.000\t1.705\t-1.928\t-1.273\t0.000\t0.956\t0.933\t0.989\t0.963\t1.027\t0.798\t0.733\n1\t1.538\t-0.911\t-1.649\t0.908\t-1.338\t1.176\t-0.450\t-0.022\t0.000\t0.686\t0.431\t1.465\t1.107\t1.427\t-1.358\t-0.508\t0.000\t1.544\t-0.812\t-1.018\t0.000\t0.918\t0.881\t0.980\t1.128\t0.338\t0.805\t0.776\n1\t1.822\t0.449\t-0.602\t1.204\t1.549\t1.469\t1.241\t0.911\t2.173\t1.035\t-2.882\t-0.626\t0.000\t0.778\t0.724\t-1.323\t1.274\t0.445\t1.300\t1.206\t0.000\t0.339\t0.708\t1.914\t0.959\t1.242\t1.161\t0.879\n0\t1.310\t-0.374\t0.374\t0.728\t-0.391\t0.820\t1.373\t1.643\t2.173\t0.502\t0.478\t-1.600\t2.215\t0.588\t0.264\t-0.007\t0.000\t0.615\t0.397\t-1.227\t0.000\t0.649\t1.012\t0.991\t0.892\t0.482\t1.087\t0.849\n1\t0.658\t-0.398\t1.056\t1.011\t-1.420\t0.639\t-2.260\t-0.564\t0.000\t0.838\t-0.458\t0.564\t2.215\t0.645\t-1.067\t-1.598\t2.548\t0.751\t-2.263\t-0.833\t0.000\t0.437\t1.011\t0.990\t0.811\t0.778\t0.741\t0.763\n0\t1.411\t0.549\t0.986\t1.593\t1.617\t1.176\t1.928\t-0.584\t0.000\t1.099\t0.132\t0.543\t2.215\t0.626\t0.672\t-0.394\t0.000\t1.125\t0.383\t-1.359\t3.102\t1.025\t1.079\t1.118\t0.986\t1.007\t1.122\t1.146\n0\t1.715\t-0.244\t0.174\t1.362\t1.027\t0.765\t-0.958\t-0.561\t0.000\t1.403\t-0.976\t-1.520\t2.215\t0.473\t-0.121\t-1.634\t2.548\t0.544\t0.595\t0.529\t0.000\t1.239\t0.827\t1.473\t1.514\t0.400\t0.959\t0.912\n0\t0.402\t0.329\t0.974\t4.086\t0.837\t1.679\t-1.142\t-0.863\t0.000\t1.498\t-0.269\t-1.014\t2.215\t2.589\t-0.021\t1.090\t2.548\t0.996\t-0.507\t-0.456\t0.000\t0.893\t0.974\t0.988\t0.900\t2.001\t1.525\t1.599\n0\t0.561\t-1.451\t-0.368\t1.163\t-0.726\t0.330\t1.443\t0.731\t0.000\t0.939\t-0.073\t1.592\t2.215\t0.493\t0.098\t0.709\t0.000\t0.468\t-1.351\t-1.458\t0.000\t0.714\t0.641\t0.993\t0.814\t0.450\t1.122\t0.907\n0\t0.701\t-1.620\t0.066\t0.967\t-1.049\t0.781\t-0.442\t1.067\t2.173\t0.496\t-0.588\t-0.870\t0.000\t0.508\t-1.017\t0.551\t0.000\t1.068\t0.262\t-1.041\t3.102\t0.834\t0.863\t0.987\t1.047\t0.988\t0.956\t0.777\n0\t0.401\t2.426\t-0.606\t1.490\t1.552\t1.029\t-0.751\t-0.573\t2.173\t0.850\t-0.038\t-1.131\t0.000\t1.216\t-1.988\t1.033\t0.000\t2.206\t1.315\t0.532\t3.102\t0.884\t0.940\t0.997\t1.040\t2.675\t2.067\t1.644\n0\t0.831\t0.442\t-0.560\t0.735\t0.812\t0.867\t0.360\t-1.449\t2.173\t0.837\t0.873\t0.571\t2.215\t0.767\t0.808\t-1.130\t0.000\t0.538\t1.355\t0.290\t0.000\t0.730\t0.763\t1.023\t0.676\t1.261\t0.757\t0.654\n1\t0.875\t1.742\t-0.607\t1.152\t-0.394\t1.357\t0.734\t1.317\t2.173\t0.925\t0.277\t-0.263\t0.000\t1.456\t-0.111\t0.236\t2.548\t2.737\t0.248\t-1.555\t0.000\t0.911\t0.716\t0.996\t1.476\t1.646\t1.197\t0.995\n1\t1.970\t-1.563\t1.674\t0.458\t1.198\t0.530\t-0.770\t-1.064\t0.000\t1.630\t-1.088\t0.186\t2.215\t1.104\t-0.491\t0.859\t2.548\t0.563\t0.079\t-0.921\t0.000\t0.507\t1.061\t0.997\t1.033\t0.915\t1.077\t0.958\n1\t0.450\t0.935\t1.725\t1.143\t0.293\t0.690\t-0.337\t-1.355\t0.000\t0.789\t-0.795\t0.828\t2.215\t0.809\t-1.585\t-1.150\t0.000\t1.681\t0.337\t0.323\t1.551\t1.050\t1.103\t0.989\t0.589\t0.815\t0.972\t0.912\n1\t0.427\t-1.574\t-0.395\t1.617\t0.575\t0.723\t0.834\t-1.380\t2.173\t0.503\t0.861\t-0.403\t0.000\t0.787\t0.059\t0.618\t2.548\t0.498\t-0.488\t-1.535\t0.000\t0.765\t0.705\t0.984\t1.167\t0.988\t1.587\t1.288\n1\t0.828\t1.317\t-1.179\t1.732\t0.598\t0.919\t1.156\t0.315\t2.173\t0.413\t1.029\t1.732\t0.000\t0.419\t0.559\t-1.103\t0.000\t1.244\t-0.241\t0.126\t3.102\t1.028\t0.900\t1.658\t1.006\t0.919\t1.064\t1.143\n0\t0.313\t1.929\t-1.618\t0.968\t-1.034\t1.050\t-0.541\t1.030\t2.173\t1.094\t-0.941\t-0.978\t0.000\t1.372\t0.428\t0.457\t1.274\t0.480\t0.493\t-1.428\t0.000\t0.895\t1.294\t0.992\t1.216\t1.084\t1.036\t0.953\n1\t0.295\t1.743\t1.398\t0.617\t-0.558\t1.201\t1.148\t-1.353\t2.173\t0.815\t0.151\t0.607\t0.000\t1.295\t0.920\t-0.017\t0.000\t0.994\t0.020\t1.345\t3.102\t1.091\t0.916\t0.996\t0.943\t1.023\t1.029\t0.851\n0\t0.656\t-1.342\t-0.147\t0.498\t1.556\t0.834\t-0.052\t0.529\t0.000\t1.124\t-0.850\t-1.564\t0.000\t0.457\t-0.864\t-1.026\t2.548\t0.964\t-0.644\t-0.552\t0.000\t1.074\t0.898\t0.987\t0.534\t0.469\t0.535\t0.522\n1\t0.301\t-1.398\t-0.961\t1.635\t0.359\t0.537\t-0.360\t0.980\t0.000\t0.863\t-0.250\t1.684\t2.215\t1.350\t0.727\t-1.105\t2.548\t0.750\t0.585\t-0.694\t0.000\t0.847\t0.977\t0.989\t1.342\t0.926\t1.515\t1.210\n1\t0.809\t-0.770\t-1.438\t0.414\t-0.017\t0.946\t-0.015\t-0.712\t1.087\t0.841\t-0.102\t0.161\t2.215\t1.645\t-0.593\t0.972\t0.000\t0.440\t-1.367\t1.629\t0.000\t0.838\t0.846\t0.983\t0.984\t0.931\t0.893\t0.852\n0\t0.914\t-1.331\t0.121\t0.891\t-0.625\t0.363\t-0.929\t-1.204\t2.173\t0.690\t-1.310\t0.843\t0.000\t0.481\t0.398\t1.660\t2.548\t0.373\t-1.464\t-0.438\t0.000\t0.681\t0.792\t0.985\t0.727\t0.476\t0.719\t0.664\n0\t0.363\t1.698\t1.031\t0.515\t-0.515\t1.489\t0.552\t-1.621\t1.087\t0.965\t0.264\t-0.365\t2.215\t1.642\t1.183\t0.953\t0.000\t1.235\t1.580\t0.271\t0.000\t1.024\t1.343\t0.992\t0.982\t1.617\t1.300\t1.031\n0\t0.426\t0.962\t1.263\t1.068\t0.715\t2.309\t0.454\t-1.300\t0.000\t2.321\t-0.427\t0.388\t2.215\t0.318\t1.250\t0.037\t2.548\t0.543\t0.988\t-0.961\t0.000\t0.818\t0.900\t0.990\t0.889\t0.987\t1.616\t1.306\n0\t3.174\t-0.834\t0.584\t1.252\t0.590\t2.229\t-0.326\t-1.073\t0.000\t0.854\t0.454\t1.403\t2.215\t0.773\t-0.557\t-0.325\t2.548\t0.408\t0.580\t0.001\t0.000\t0.470\t0.481\t0.995\t1.280\t0.992\t0.953\t0.724\n0\t0.744\t-1.858\t-1.488\t0.354\t1.529\t1.012\t-1.097\t0.649\t1.087\t0.902\t-1.136\t-1.482\t2.215\t0.897\t-0.968\t-0.771\t0.000\t0.704\t0.571\t-0.403\t0.000\t0.914\t0.910\t0.998\t0.963\t1.321\t0.928\t0.802\n1\t0.427\t1.935\t-0.740\t0.358\t1.031\t1.412\t0.748\t1.134\t0.000\t1.128\t2.390\t-0.585\t0.000\t0.619\t1.224\t1.696\t0.000\t0.764\t-0.889\t0.602\t3.102\t0.958\t0.896\t0.995\t0.791\t0.558\t0.783\t0.704\n0\t1.099\t0.926\t-0.328\t2.444\t0.807\t0.476\t0.239\t-0.867\t0.000\t0.679\t-0.141\t-1.348\t2.215\t0.875\t-0.966\t-1.420\t2.548\t0.731\t0.614\t0.341\t0.000\t0.830\t0.880\t1.938\t1.396\t0.392\t1.207\t0.964\n0\t1.800\t0.980\t-0.200\t1.139\t-0.498\t0.794\t1.300\t0.718\t2.173\t0.853\t-0.486\t-1.335\t0.000\t1.001\t1.087\t1.336\t0.000\t1.184\t0.389\t-1.270\t3.102\t0.838\t1.329\t0.975\t0.829\t1.096\t0.896\t0.921\n0\t1.384\t1.429\t-1.160\t1.575\t-0.165\t0.769\t0.056\t1.470\t0.000\t1.060\t0.712\t-0.133\t2.215\t1.068\t-0.929\t1.203\t0.000\t0.796\t1.044\t0.822\t3.102\t1.001\t0.995\t1.599\t1.037\t0.666\t0.979\t1.200\n0\t0.752\t0.023\t0.513\t1.425\t-1.452\t0.362\t-0.547\t-0.141\t0.000\t0.891\t1.166\t-1.497\t0.000\t1.164\t-0.167\t0.882\t2.548\t1.160\t0.836\t-0.651\t0.000\t0.924\t1.213\t1.406\t0.750\t0.341\t0.730\t0.741\n1\t0.609\t-0.545\t-0.152\t0.547\t-0.941\t1.281\t0.395\t0.938\t2.173\t0.745\t0.074\t-1.054\t0.000\t0.799\t-0.626\t0.332\t2.548\t0.858\t1.365\t-1.130\t0.000\t0.902\t1.071\t0.993\t1.669\t0.973\t1.083\t1.115\n1\t1.732\t-0.716\t1.307\t0.731\t-1.693\t1.781\t1.419\t-0.132\t0.000\t0.805\t0.032\t-0.962\t2.215\t0.834\t0.187\t0.742\t2.548\t0.593\t-1.198\t-0.814\t0.000\t3.242\t1.956\t0.992\t1.065\t0.873\t1.301\t1.588\n1\t1.502\t-2.000\t1.067\t0.893\t-1.232\t0.639\t-0.366\t0.566\t2.173\t0.700\t-0.957\t0.188\t0.000\t1.100\t-0.502\t-0.496\t2.548\t0.370\t-1.676\t-1.563\t0.000\t0.763\t0.641\t1.408\t1.263\t0.859\t1.051\t0.845\n0\t1.205\t0.393\t-0.622\t1.410\t0.215\t1.350\t-0.152\t0.096\t2.173\t2.229\t-0.706\t1.528\t2.215\t0.718\t-1.895\t-1.602\t0.000\t1.458\t1.348\t-1.107\t0.000\t0.917\t0.969\t1.238\t0.913\t2.563\t1.530\t1.327\n0\t0.890\t0.409\t-1.370\t0.294\t-0.524\t0.777\t0.706\t1.532\t0.000\t0.872\t0.068\t-0.060\t2.215\t1.042\t0.108\t0.413\t2.548\t0.678\t0.598\t-0.857\t0.000\t0.925\t0.946\t0.981\t0.882\t0.419\t0.738\t0.711\n0\t1.150\t1.215\t-0.010\t0.780\t1.369\t0.647\t1.927\t1.408\t0.000\t1.635\t1.296\t-0.668\t2.215\t1.026\t-0.217\t0.961\t2.548\t0.597\t-1.350\t1.513\t0.000\t0.772\t1.152\t1.243\t0.986\t1.819\t1.104\t0.941\n1\t1.501\t-1.538\t1.725\t0.678\t-0.128\t0.831\t-0.384\t0.409\t2.173\t0.634\t0.088\t-0.893\t0.000\t0.602\t-1.332\t-0.146\t2.548\t0.677\t-1.051\t1.463\t0.000\t0.957\t1.002\t1.391\t0.793\t0.652\t0.827\t0.781\n1\t0.556\t-1.234\t-1.384\t0.887\t0.099\t0.782\t-2.655\t-1.663\t0.000\t0.959\t-1.007\t-0.267\t2.215\t0.548\t-0.658\t1.458\t2.548\t0.519\t-2.186\t0.135\t0.000\t0.972\t0.928\t0.987\t0.633\t0.779\t0.886\t0.803\n1\t1.273\t-0.051\t1.263\t0.909\t-0.898\t1.198\t0.057\t0.474\t2.173\t0.936\t-1.019\t1.461\t0.000\t1.977\t0.857\t-0.510\t2.548\t0.889\t-0.268\t-1.109\t0.000\t0.979\t1.402\t1.386\t1.271\t1.725\t1.332\t1.127\n1\t1.031\t0.476\t-0.487\t1.201\t-0.238\t0.770\t-0.599\t1.447\t2.173\t0.449\t-1.479\t1.050\t0.000\t0.535\t-0.929\t-0.913\t2.548\t0.552\t-1.722\t-1.273\t0.000\t0.590\t0.677\t0.988\t0.633\t0.699\t0.793\t0.745\n1\t0.652\t1.815\t-0.194\t0.102\t0.885\t0.669\t-0.181\t-1.314\t2.173\t0.688\t1.139\t0.712\t0.000\t0.921\t1.435\t1.492\t0.000\t0.988\t-0.154\t-0.005\t3.102\t0.828\t0.961\t0.995\t0.912\t0.796\t0.861\t0.755\n0\t0.619\t-1.019\t-0.097\t1.186\t0.560\t0.939\t1.433\t-0.944\t2.173\t1.077\t0.352\t-1.623\t0.000\t1.423\t0.230\t1.209\t2.548\t1.101\t2.302\t-0.156\t0.000\t0.950\t1.025\t0.982\t1.468\t1.623\t1.997\t1.561\n0\t0.682\t-0.056\t1.375\t0.770\t-0.795\t0.975\t-2.354\t0.473\t0.000\t1.348\t-0.297\t0.206\t0.000\t1.796\t-0.084\t-1.317\t2.548\t1.304\t0.643\t1.559\t0.000\t1.110\t0.840\t0.987\t0.499\t0.144\t0.482\t0.508\n0\t0.307\t0.677\t-1.475\t0.890\t1.507\t0.831\t1.435\t0.616\t0.000\t0.733\t-1.846\t-1.350\t0.000\t1.236\t0.466\t-0.098\t2.548\t0.726\t0.219\t-0.916\t0.000\t0.618\t0.828\t0.987\t1.078\t0.215\t0.852\t0.775\n0\t0.838\t0.951\t-1.299\t1.376\t-1.128\t0.675\t1.143\t0.735\t0.000\t0.655\t0.489\t-0.250\t2.215\t1.055\t-0.389\t0.522\t2.548\t0.410\t0.132\t1.657\t0.000\t0.724\t0.817\t0.995\t0.985\t0.709\t1.108\t0.935\n0\t0.363\t-0.449\t1.045\t1.043\t1.241\t1.332\t0.567\t0.584\t2.173\t0.988\t2.469\t-1.077\t0.000\t1.982\t0.075\t-0.862\t2.548\t1.660\t-0.020\t1.080\t0.000\t3.182\t2.456\t0.988\t1.220\t2.016\t1.828\t1.417\n1\t0.418\t1.992\t-0.009\t0.434\t-1.725\t0.520\t1.356\t0.105\t0.000\t0.763\t0.790\t-0.511\t0.000\t1.242\t-0.498\t1.233\t0.000\t1.172\t0.363\t-1.128\t3.102\t0.800\t0.786\t0.983\t0.518\t0.236\t0.520\t0.515\n1\t0.938\t0.586\t-0.409\t0.308\t-0.932\t1.032\t1.194\t0.512\t0.000\t1.728\t1.285\t-0.960\t2.215\t1.771\t1.465\t0.979\t0.000\t1.029\t0.760\t1.330\t3.102\t1.108\t0.830\t0.992\t0.763\t1.090\t1.169\t0.983\n1\t1.024\t-0.546\t-1.488\t0.893\t0.742\t0.309\t-1.944\t-0.282\t0.000\t0.772\t1.030\t-1.205\t2.215\t0.605\t-0.800\t1.106\t0.000\t0.790\t-1.433\t0.177\t0.000\t0.860\t0.678\t1.199\t1.076\t0.528\t0.838\t0.771\n1\t0.523\t0.925\t-0.158\t0.718\t1.169\t0.941\t0.426\t-1.532\t2.173\t0.790\t-0.219\t0.180\t0.000\t0.708\t-0.710\t-1.583\t0.000\t0.990\t-2.242\t0.625\t0.000\t0.818\t0.769\t0.987\t0.854\t0.900\t1.148\t0.987\n1\t1.260\t1.007\t0.192\t0.505\t-1.233\t0.367\t-1.224\t-1.310\t2.173\t0.626\t-0.337\t1.075\t2.215\t0.548\t0.249\t1.167\t0.000\t0.751\t-0.610\t-0.981\t0.000\t0.758\t0.602\t1.060\t0.886\t0.673\t0.833\t0.692\n1\t1.282\t0.369\t-0.090\t0.149\t-0.570\t0.680\t1.053\t0.898\t1.087\t0.685\t0.002\t1.559\t0.000\t0.701\t-0.793\t-1.087\t2.548\t0.829\t1.854\t-1.072\t0.000\t0.944\t1.090\t0.989\t0.709\t1.281\t0.825\t0.759\n0\t0.331\t-2.005\t1.520\t0.485\t0.069\t0.711\t-0.243\t0.230\t0.000\t0.824\t0.867\t-0.716\t2.215\t1.827\t0.362\t1.604\t2.548\t0.387\t-0.090\t-0.773\t0.000\t0.631\t0.844\t0.977\t0.973\t1.177\t0.873\t0.786\n1\t0.679\t-0.432\t-0.483\t0.444\t1.661\t0.920\t0.431\t1.568\t2.173\t0.841\t0.148\t-0.191\t0.000\t1.240\t-0.521\t0.248\t1.274\t0.845\t-0.812\t-1.156\t0.000\t1.063\t0.851\t0.982\t1.139\t1.420\t0.927\t0.845\n0\t0.676\t0.091\t-1.669\t0.964\t-0.792\t1.991\t1.877\t1.189\t0.000\t1.520\t-2.296\t-0.471\t0.000\t1.190\t-0.065\t-0.881\t2.548\t1.850\t1.437\t0.521\t0.000\t0.656\t1.024\t0.989\t0.663\t0.348\t0.906\t0.798\n1\t0.280\t0.811\t0.232\t1.078\t1.348\t0.911\t-0.233\t-0.860\t0.000\t1.246\t0.155\t1.177\t2.215\t0.842\t-0.316\t0.228\t2.548\t1.320\t-0.882\t-0.546\t0.000\t0.851\t0.870\t0.984\t0.702\t0.868\t0.965\t0.837\n0\t0.763\t-0.043\t-1.486\t0.834\t0.666\t0.779\t0.036\t0.883\t0.000\t0.960\t0.481\t-0.325\t2.215\t0.952\t-0.682\t-0.671\t2.548\t0.976\t-0.578\t1.617\t0.000\t0.957\t1.037\t1.030\t0.852\t0.742\t0.852\t0.739\n0\t1.628\t-0.421\t0.916\t0.651\t0.386\t0.709\t0.821\t-0.917\t0.000\t1.225\t-0.035\t-0.886\t1.107\t0.658\t0.547\t1.452\t1.274\t0.674\t-0.036\t0.520\t0.000\t1.122\t0.889\t0.980\t0.667\t0.876\t0.834\t0.800\n1\t1.197\t1.292\t0.632\t0.115\t-0.768\t0.932\t-0.352\t-1.151\t2.173\t0.737\t0.822\t0.914\t0.000\t1.088\t0.232\t-0.366\t2.548\t0.676\t-1.164\t-1.573\t0.000\t1.117\t1.151\t0.992\t1.230\t0.904\t1.176\t0.980\n1\t0.798\t0.803\t-0.317\t1.451\t-0.005\t0.545\t-0.634\t-0.467\t0.000\t1.418\t-0.172\t1.628\t2.215\t0.937\t-1.180\t1.038\t2.548\t0.790\t-0.053\t-1.354\t0.000\t0.776\t1.013\t0.976\t1.101\t0.952\t1.042\t0.880\n1\t0.549\t0.720\t-1.017\t0.378\t-0.784\t0.672\t1.032\t1.002\t0.000\t0.969\t0.218\t-1.742\t0.000\t1.688\t-0.908\t-0.359\t0.000\t1.551\t-0.430\t0.175\t3.102\t0.901\t0.881\t0.984\t0.746\t0.584\t0.850\t0.818\n1\t1.388\t0.814\t-0.929\t0.752\t1.169\t0.966\t-0.601\t1.475\t2.173\t0.457\t-0.532\t0.197\t0.000\t1.272\t-0.627\t-0.421\t2.548\t1.003\t0.789\t0.530\t0.000\t0.768\t0.867\t1.344\t1.323\t1.369\t1.105\t0.944\n0\t1.201\t-0.727\t0.120\t1.121\t0.664\t0.489\t1.227\t0.423\t2.173\t0.789\t0.193\t-0.930\t0.000\t1.027\t-1.081\t-1.394\t1.274\t0.629\t0.829\t1.538\t0.000\t0.820\t0.928\t0.980\t1.396\t1.616\t1.136\t1.021\n1\t2.302\t0.967\t-0.183\t1.723\t0.243\t1.648\t0.265\t1.687\t2.173\t0.565\t0.924\t-1.578\t0.000\t0.755\t0.772\t0.361\t2.548\t1.112\t0.327\t-0.693\t0.000\t0.878\t1.029\t1.036\t0.569\t1.356\t1.397\t1.085\n0\t0.772\t0.975\t-0.343\t3.733\t0.125\t1.062\t0.826\t-1.451\t2.173\t0.862\t1.219\t1.657\t2.215\t0.917\t1.118\t0.745\t0.000\t1.025\t0.629\t1.344\t0.000\t0.921\t1.197\t0.993\t1.792\t0.556\t1.316\t1.276\n1\t1.322\t-0.057\t-1.155\t1.228\t-0.795\t0.668\t0.883\t0.198\t2.173\t0.497\t-2.015\t0.196\t0.000\t0.736\t0.090\t1.692\t0.000\t0.842\t0.973\t0.741\t0.000\t0.819\t0.907\t0.990\t1.318\t0.870\t1.055\t0.962\n1\t1.209\t-0.271\t1.366\t1.608\t-1.540\t0.841\t-0.296\t-0.142\t2.173\t0.672\t1.054\t0.725\t1.107\t0.781\t-0.259\t-0.684\t0.000\t0.973\t1.708\t-0.707\t0.000\t0.912\t1.170\t0.990\t1.142\t1.137\t1.052\t1.023\n1\t1.679\t0.866\t-1.547\t0.650\t1.446\t3.177\t-0.994\t-0.394\t0.000\t2.719\t0.112\t1.184\t2.215\t0.887\t0.390\t0.535\t0.000\t0.676\t0.742\t1.078\t1.551\t0.458\t0.803\t0.985\t0.585\t0.500\t0.924\t0.824\n0\t0.672\t-0.444\t-0.749\t1.491\t0.160\t0.503\t-0.941\t1.711\t2.173\t0.578\t0.193\t-1.446\t1.107\t0.739\t0.482\t1.240\t0.000\t0.609\t0.990\t-0.270\t0.000\t0.765\t0.905\t1.014\t0.847\t0.534\t0.711\t0.692\n1\t0.393\t0.298\t-0.602\t0.761\t0.230\t0.654\t-0.862\t-1.403\t0.000\t1.664\t-0.382\t-0.068\t2.215\t1.480\t-0.873\t1.501\t0.000\t2.229\t0.488\t1.183\t1.551\t0.888\t1.376\t0.984\t0.752\t1.802\t1.315\t1.081\n0\t1.965\t0.015\t-1.078\t1.834\t-1.513\t0.983\t-1.160\t0.475\t0.000\t1.370\t-0.091\t0.653\t1.107\t1.060\t-0.790\t-0.699\t1.274\t0.622\t-0.375\t0.100\t0.000\t0.591\t0.896\t1.002\t1.568\t1.305\t1.136\t1.132\n0\t1.339\t-1.146\t1.691\t1.009\t-0.423\t0.553\t-1.650\t-1.511\t0.000\t0.754\t2.626\t0.905\t0.000\t0.826\t-1.249\t-0.023\t2.548\t1.097\t-0.354\t-0.007\t3.102\t0.915\t1.499\t1.522\t0.897\t0.357\t1.496\t1.666\n0\t0.875\t-1.405\t1.598\t1.502\t-1.077\t1.243\t-0.550\t0.708\t0.000\t0.986\t0.597\t-0.376\t0.000\t0.904\t-0.325\t-0.235\t2.548\t1.526\t-0.561\t1.539\t3.102\t0.795\t0.905\t1.060\t0.957\t0.909\t0.755\t0.890\n0\t0.941\t-0.130\t1.085\t1.833\t-1.473\t0.588\t-0.519\t-0.682\t2.173\t0.390\t-0.496\t0.090\t2.215\t0.418\t1.692\t0.810\t0.000\t0.632\t-2.095\t-0.876\t0.000\t2.558\t1.411\t1.352\t1.005\t0.452\t0.923\t0.929\n1\t0.410\t1.530\t-0.047\t1.723\t1.261\t0.834\t-0.022\t-0.675\t0.000\t0.941\t-0.304\t-0.105\t0.000\t0.886\t0.616\t-1.442\t2.548\t1.286\t0.535\t0.933\t3.102\t0.965\t1.028\t1.077\t0.689\t0.687\t0.825\t0.985\n0\t1.643\t1.920\t-0.834\t0.596\t0.819\t0.314\t0.953\t1.240\t2.173\t0.542\t0.136\t0.539\t0.000\t0.657\t2.699\t-0.002\t0.000\t0.423\t0.761\t1.732\t1.551\t1.819\t1.036\t1.367\t0.871\t0.165\t0.662\t0.724\n1\t1.263\t-0.324\t-1.330\t0.879\t-1.105\t1.129\t2.222\t0.158\t0.000\t0.926\t0.117\t0.672\t0.000\t0.987\t0.075\t1.596\t2.548\t0.752\t0.877\t-0.111\t0.000\t0.951\t1.655\t0.989\t0.601\t0.866\t1.950\t1.868\n0\t0.458\t-0.679\t1.010\t1.061\t0.027\t0.459\t0.645\t-1.276\t0.000\t0.806\t0.345\t1.370\t2.215\t0.600\t-0.233\t-0.052\t0.000\t0.995\t1.130\t-0.823\t1.551\t0.952\t0.829\t0.988\t1.497\t0.854\t1.135\t0.958\n0\t0.929\t-1.495\t1.261\t0.941\t0.527\t0.755\t-0.943\t-0.948\t2.173\t0.302\t-2.844\t-0.602\t0.000\t0.651\t0.367\t-1.636\t0.000\t0.663\t-0.897\t0.543\t3.102\t1.819\t1.062\t0.991\t1.016\t0.731\t0.770\t0.761\n0\t0.903\t-0.404\t0.577\t1.613\t1.362\t0.788\t1.083\t-0.629\t2.173\t0.885\t2.188\t-0.619\t0.000\t1.406\t0.600\t1.561\t2.548\t1.121\t1.697\t0.121\t0.000\t0.814\t0.865\t1.087\t0.924\t1.240\t1.091\t1.320\n1\t0.430\t-0.517\t-1.086\t1.119\t0.367\t1.171\t-0.970\t-1.738\t1.087\t1.217\t-1.147\t-0.436\t0.000\t1.185\t-1.075\t1.072\t2.548\t0.724\t-2.325\t-0.278\t0.000\t1.109\t1.218\t0.987\t1.173\t0.851\t1.083\t1.027\n1\t0.732\t-1.361\t1.083\t1.131\t-1.352\t0.503\t-0.085\t-1.569\t0.000\t0.966\t1.076\t0.147\t0.000\t0.826\t0.080\t-0.802\t1.274\t0.573\t1.918\t1.178\t0.000\t0.991\t0.998\t1.024\t0.679\t0.228\t0.665\t1.072\n0\t2.456\t-1.429\t-1.717\t0.197\t-1.586\t0.648\t-1.317\t-0.489\t0.000\t1.775\t1.145\t0.564\t2.215\t0.738\t-1.293\t-0.882\t2.548\t1.338\t0.948\t-0.262\t0.000\t0.815\t0.829\t0.972\t0.712\t2.376\t1.896\t1.550\n1\t0.574\t-0.903\t-0.179\t0.218\t0.638\t0.885\t-0.656\t-1.050\t0.000\t1.333\t-0.224\t0.469\t2.215\t1.170\t-0.151\t1.125\t0.000\t0.396\t0.239\t-0.684\t3.102\t0.909\t0.635\t0.979\t0.733\t0.590\t0.877\t0.775\n1\t1.100\t0.125\t1.370\t0.797\t-1.120\t1.204\t0.026\t0.251\t2.173\t0.837\t0.315\t-0.619\t0.000\t1.156\t-0.403\t0.940\t2.548\t0.967\t0.745\t-1.074\t0.000\t0.577\t1.079\t1.016\t1.161\t0.923\t0.901\t0.842\n0\t0.640\t0.554\t-0.854\t0.517\t0.768\t0.653\t0.651\t-1.686\t1.087\t0.489\t-0.892\t0.321\t0.000\t1.065\t-0.300\t1.280\t0.000\t1.852\t-0.659\t-0.284\t3.102\t0.904\t0.939\t0.987\t0.761\t1.441\t0.886\t0.744\n1\t0.898\t-0.919\t-1.230\t1.775\t-1.067\t3.290\t0.745\t0.740\t2.173\t1.155\t-1.214\t-1.023\t0.000\t1.936\t-0.402\t-1.052\t2.548\t0.686\t-1.478\t-0.222\t0.000\t0.826\t0.869\t0.990\t2.817\t3.718\t2.473\t1.997\n0\t0.898\t-0.579\t-0.895\t0.481\t0.266\t1.002\t-0.434\t1.542\t0.000\t1.038\t-0.381\t-0.427\t2.215\t0.744\t-1.161\t0.279\t2.548\t0.731\t-1.116\t1.159\t0.000\t0.755\t0.893\t0.992\t0.634\t0.700\t0.843\t0.757\n1\t0.976\t0.562\t-1.314\t0.042\t-0.888\t0.345\t-1.612\t1.362\t0.000\t0.469\t0.520\t0.347\t2.215\t0.613\t-0.417\t-1.085\t0.000\t0.848\t0.368\t-0.092\t0.000\t0.840\t0.875\t0.823\t0.626\t0.306\t0.600\t0.583\n1\t0.762\t-0.230\t0.902\t1.662\t0.148\t0.395\t-1.424\t0.310\t1.087\t0.751\t-1.582\t1.687\t2.215\t0.685\t0.651\t-1.587\t0.000\t1.069\t-0.819\t-0.659\t0.000\t0.900\t1.822\t0.988\t1.215\t0.762\t1.540\t1.292\n0\t0.526\t1.027\t0.306\t0.760\t1.101\t1.431\t0.558\t0.021\t2.173\t1.661\t-0.718\t-1.312\t0.000\t1.528\t-2.229\t0.914\t0.000\t1.649\t-1.052\t-0.965\t1.551\t1.263\t0.926\t0.989\t1.386\t2.118\t1.710\t1.914\n1\t0.966\t0.863\t-0.461\t1.140\t-1.530\t1.987\t1.369\t-1.721\t0.000\t3.129\t0.610\t0.172\t2.215\t1.659\t0.672\t-1.583\t0.000\t1.784\t0.367\t0.617\t3.102\t0.796\t0.980\t1.193\t1.560\t0.857\t1.176\t1.078\n0\t0.683\t-1.500\t0.194\t0.300\t1.120\t0.733\t-0.964\t0.556\t2.173\t0.439\t-1.639\t1.018\t0.000\t1.123\t-1.588\t-1.356\t0.000\t1.811\t-0.498\t-1.045\t3.102\t0.907\t1.008\t0.999\t0.817\t1.231\t0.833\t0.743\n1\t0.707\t-0.267\t-1.036\t0.661\t0.297\t0.534\t-1.130\t-0.146\t2.173\t0.505\t-0.033\t0.486\t0.000\t0.866\t0.308\t1.710\t0.000\t0.824\t-0.957\t-1.393\t3.102\t0.925\t0.986\t0.982\t0.588\t0.633\t0.667\t0.603\n1\t0.361\t-2.075\t-1.158\t0.480\t-0.690\t0.877\t-0.763\t1.216\t0.000\t0.516\t-0.280\t-1.716\t0.000\t1.029\t-1.319\t0.420\t0.000\t2.681\t0.307\t-0.701\t3.102\t0.943\t1.152\t0.997\t0.719\t0.853\t0.769\t0.693\n0\t0.287\t-2.017\t-0.482\t0.669\t1.712\t0.784\t-0.242\t1.412\t2.173\t0.488\t0.324\t0.155\t0.000\t1.219\t-0.538\t-0.237\t2.548\t0.723\t-0.701\t-0.865\t0.000\t0.781\t0.891\t0.993\t0.753\t1.232\t0.719\t0.641\n0\t2.353\t-1.596\t-1.284\t0.329\t-0.025\t1.118\t-0.854\t0.258\t2.173\t0.809\t-1.235\t1.348\t2.215\t0.635\t-0.373\t-0.721\t0.000\t0.718\t-0.569\t0.925\t0.000\t0.749\t0.796\t1.105\t0.885\t1.199\t1.055\t0.854\n0\t1.735\t-0.152\t0.244\t0.577\t-1.364\t1.115\t-0.228\t-0.997\t1.087\t0.956\t-0.462\t0.673\t2.215\t1.146\t-0.902\t-1.348\t0.000\t1.246\t-0.704\t1.397\t0.000\t0.822\t0.986\t1.375\t1.165\t1.527\t0.958\t0.903\n0\t1.749\t0.203\t1.214\t0.333\t-0.163\t1.069\t-0.108\t-0.940\t2.173\t0.805\t-0.412\t0.185\t2.215\t0.483\t0.026\t-0.166\t0.000\t0.521\t0.638\t1.132\t0.000\t0.677\t0.829\t1.000\t0.823\t1.179\t0.901\t0.721\n0\t0.536\t-0.150\t0.151\t1.955\t0.167\t1.482\t-0.858\t-1.701\t2.173\t0.823\t-0.418\t-0.397\t2.215\t0.916\t-1.344\t-1.165\t0.000\t0.685\t-1.110\t0.971\t0.000\t0.822\t0.879\t0.985\t0.790\t1.542\t1.198\t0.963\n1\t0.429\t0.128\t1.159\t1.567\t-1.045\t1.043\t1.148\t0.606\t0.000\t0.744\t-0.803\t1.284\t1.107\t0.766\t0.790\t-0.881\t0.000\t0.944\t-0.682\t-0.517\t3.102\t1.583\t1.391\t1.040\t0.891\t0.755\t1.093\t0.961\n1\t1.115\t0.166\t0.395\t0.574\t-0.059\t0.457\t-0.565\t0.400\t0.000\t1.514\t0.487\t-1.270\t2.215\t0.978\t0.689\t-0.434\t2.548\t0.760\t-1.484\t1.367\t0.000\t0.899\t1.150\t0.993\t1.318\t0.900\t1.048\t0.941\n0\t0.991\t-0.327\t-0.317\t1.242\t-1.314\t0.777\t-0.382\t-1.323\t2.173\t1.058\t0.118\t0.965\t0.000\t0.306\t-2.208\t0.250\t0.000\t0.821\t-0.428\t0.725\t3.102\t1.531\t0.844\t1.202\t0.742\t0.815\t0.799\t0.790\n1\t2.115\t0.145\t1.612\t0.171\t0.256\t1.080\t0.163\t-0.565\t2.173\t1.030\t0.344\t-1.326\t2.215\t1.993\t0.620\t-0.872\t0.000\t2.771\t-0.026\t0.075\t0.000\t0.900\t1.128\t0.989\t0.742\t0.992\t0.973\t0.970\n0\t0.720\t0.215\t-1.644\t0.663\t-1.244\t0.996\t-0.214\t0.097\t1.087\t0.499\t-0.871\t0.820\t2.215\t0.586\t-0.894\t-0.483\t0.000\t0.806\t-1.133\t1.248\t0.000\t0.772\t0.904\t0.988\t0.702\t0.725\t0.774\t0.668\n0\t0.650\t1.213\t-1.659\t1.007\t-0.191\t0.565\t1.235\t-0.030\t2.173\t0.716\t1.003\t-1.194\t0.000\t1.297\t0.308\t0.750\t2.548\t1.051\t0.154\t1.728\t0.000\t0.739\t0.968\t1.087\t0.664\t0.852\t0.767\t0.708\n0\t1.389\t0.316\t0.779\t0.515\t0.032\t0.963\t-0.185\t-0.320\t0.000\t0.910\t-0.266\t-1.534\t2.215\t0.597\t-0.585\t-1.080\t0.000\t1.187\t-0.204\t1.166\t3.102\t0.917\t0.988\t0.985\t0.945\t0.611\t0.749\t0.751\n0\t1.477\t-1.232\t-1.403\t2.478\t0.739\t0.722\t-2.632\t0.550\t0.000\t1.191\t-0.846\t0.027\t2.215\t1.041\t-1.295\t-1.024\t2.548\t1.085\t-0.912\t0.903\t0.000\t1.241\t1.229\t2.480\t1.551\t1.016\t1.132\t1.103\n0\t1.743\t0.631\t0.983\t0.360\t-1.295\t0.761\t-0.091\t-1.714\t2.173\t0.982\t0.344\t0.303\t1.107\t1.331\t-0.273\t-0.559\t0.000\t0.728\t1.061\t-0.627\t0.000\t0.948\t0.938\t0.987\t0.822\t1.265\t0.869\t0.829\n1\t0.955\t0.720\t-0.512\t0.748\t0.585\t0.764\t0.066\t0.125\t0.000\t1.089\t0.266\t1.683\t1.107\t0.967\t0.960\t1.435\t0.000\t0.902\t0.011\t-1.177\t3.102\t0.987\t0.763\t0.988\t0.665\t0.493\t0.649\t0.616\n0\t0.710\t1.010\t-0.547\t1.962\t-0.115\t0.517\t-1.508\t1.463\t0.000\t0.353\t0.763\t1.118\t1.107\t0.569\t-0.538\t-1.186\t0.000\t1.116\t-2.247\t1.369\t0.000\t0.816\t0.920\t0.992\t0.827\t0.260\t0.719\t1.256\n1\t0.791\t1.625\t-0.842\t1.190\t0.526\t1.009\t0.953\t-0.496\t0.000\t0.630\t1.433\t0.253\t0.000\t2.080\t0.518\t-1.537\t2.548\t0.686\t0.206\t0.502\t0.000\t0.983\t0.932\t1.268\t1.309\t0.899\t0.968\t0.888\n0\t1.053\t1.508\t-1.693\t0.568\t0.846\t0.397\t-0.074\t0.312\t0.000\t0.471\t-1.189\t-0.713\t0.000\t0.663\t-0.216\t1.325\t2.548\t1.114\t0.919\t-0.502\t3.102\t0.920\t0.926\t0.982\t0.966\t0.808\t0.751\t0.937\n0\t0.398\t0.361\t-1.595\t1.257\t-0.890\t0.488\t-0.037\t0.201\t2.173\t0.495\t0.920\t-1.451\t0.000\t1.420\t-0.910\t0.913\t2.548\t0.773\t-1.878\t1.382\t0.000\t1.969\t1.339\t0.983\t1.838\t0.809\t1.238\t1.269\n0\t1.436\t0.754\t1.461\t0.679\t0.937\t1.147\t0.907\t0.728\t2.173\t1.259\t2.236\t-0.826\t0.000\t0.618\t2.559\t-0.588\t0.000\t1.200\t0.783\t-0.651\t0.000\t0.839\t0.891\t0.990\t0.894\t0.912\t1.075\t1.055\n1\t1.971\t0.244\t1.418\t0.300\t0.855\t1.172\t-0.721\t-0.027\t2.173\t1.213\t-0.333\t1.476\t0.000\t1.845\t-1.755\t-0.914\t0.000\t1.467\t-0.459\t0.744\t3.102\t1.927\t1.609\t0.987\t1.600\t0.896\t1.170\t1.393\n0\t0.302\t2.018\t-1.277\t0.597\t1.259\t1.128\t0.103\t1.665\t2.173\t1.425\t0.883\t0.157\t0.000\t0.998\t1.104\t-0.389\t2.548\t0.521\t-0.086\t-0.064\t0.000\t0.944\t0.747\t0.980\t0.757\t1.486\t1.026\t0.844\n0\t0.576\t-1.449\t-0.841\t1.060\t0.461\t0.406\t-0.230\t-0.552\t0.000\t0.727\t0.336\t-1.537\t2.215\t0.654\t-0.839\t0.407\t0.000\t0.528\t-0.155\t0.309\t0.000\t0.885\t0.779\t0.998\t0.997\t0.491\t0.851\t0.727\n0\t0.689\t-0.916\t0.548\t0.582\t-0.777\t1.086\t-0.155\t-0.016\t2.173\t0.534\t-1.636\t1.683\t0.000\t1.166\t-0.829\t-1.333\t2.548\t0.914\t-0.271\t1.172\t0.000\t0.780\t0.686\t0.986\t0.736\t1.408\t0.917\t0.770\n1\t1.186\t0.864\t-1.263\t0.128\t-0.595\t0.624\t-0.351\t-0.838\t0.000\t1.119\t-0.320\t0.439\t1.107\t1.216\t-1.048\t1.183\t2.548\t0.993\t-0.835\t-0.519\t0.000\t0.912\t1.011\t0.985\t1.054\t0.932\t0.923\t0.880\n1\t0.971\t-0.290\t-0.067\t0.518\t-1.355\t1.235\t-0.582\t1.097\t2.173\t0.454\t0.731\t-0.682\t0.000\t0.612\t-2.476\t-0.510\t0.000\t1.040\t-1.711\t-1.530\t0.000\t0.985\t0.732\t0.988\t1.027\t1.111\t0.932\t0.804\n0\t1.612\t-1.261\t0.767\t0.427\t-0.792\t1.001\t0.579\t1.631\t2.173\t0.632\t0.206\t-0.626\t0.000\t0.662\t1.057\t-0.479\t0.000\t0.536\t-1.199\t0.278\t0.000\t0.907\t0.937\t1.133\t0.672\t1.522\t1.108\t0.945\n0\t0.977\t-0.370\t0.268\t0.552\t-0.557\t0.660\t0.655\t-1.497\t2.173\t0.487\t0.118\t0.080\t0.000\t0.827\t0.266\t-1.264\t2.548\t1.086\t-0.301\t1.101\t0.000\t0.788\t0.911\t0.979\t0.724\t0.257\t0.640\t0.625\n0\t1.102\t0.438\t0.216\t2.674\t-0.117\t1.806\t0.117\t0.347\t1.087\t1.679\t-0.558\t1.620\t0.000\t1.705\t-0.046\t-1.712\t0.000\t2.180\t-0.314\t-1.167\t3.102\t0.774\t0.970\t1.008\t1.229\t2.121\t1.557\t1.657\n1\t0.782\t-1.167\t0.637\t1.254\t0.318\t0.591\t-0.677\t1.648\t2.173\t1.543\t-0.682\t-1.025\t2.215\t0.443\t2.021\t0.329\t0.000\t0.539\t-0.013\t-1.063\t0.000\t0.897\t1.132\t0.992\t1.309\t0.938\t1.026\t1.008\n0\t0.410\t1.046\t-0.996\t1.391\t0.347\t0.950\t0.196\t1.532\t2.173\t1.142\t-0.547\t-0.658\t2.215\t0.509\t-1.036\t0.232\t0.000\t0.367\t-0.751\t1.202\t0.000\t0.370\t0.789\t0.986\t1.315\t1.530\t1.143\t0.923\n0\t0.479\t0.381\t-0.501\t0.937\t0.474\t0.583\t-0.236\t-1.522\t0.000\t0.595\t0.260\t0.029\t2.215\t1.088\t-0.392\t1.074\t2.548\t0.984\t0.463\t-1.118\t0.000\t0.795\t0.810\t0.987\t0.645\t0.756\t0.726\t0.724\n0\t0.560\t0.745\t-1.406\t1.016\t-0.085\t1.266\t1.348\t0.797\t0.000\t2.000\t-0.325\t-1.488\t0.000\t1.941\t0.705\t-0.665\t2.548\t1.779\t-0.105\t0.245\t0.000\t1.021\t1.017\t0.987\t0.704\t1.061\t1.038\t0.952\n1\t0.359\t0.516\t1.009\t0.928\t-1.661\t1.737\t-1.449\t0.845\t0.000\t2.331\t0.054\t-1.149\t1.107\t0.668\t-1.865\t-0.914\t0.000\t0.645\t-1.891\t1.021\t0.000\t0.924\t0.808\t0.991\t1.684\t0.906\t1.283\t1.162\n0\t0.583\t1.670\t0.232\t1.047\t-1.147\t0.383\t1.250\t-0.708\t1.087\t0.861\t0.839\t-1.680\t2.215\t0.922\t0.646\t0.725\t0.000\t1.100\t-0.605\t0.498\t0.000\t0.897\t0.983\t1.024\t0.790\t0.670\t0.778\t0.800\n1\t1.042\t0.073\t-1.709\t0.733\t-1.244\t0.751\t-1.236\t0.407\t0.000\t0.987\t-0.109\t-1.042\t1.107\t1.164\t0.851\t-0.533\t2.548\t0.412\t-0.746\t-0.296\t0.000\t0.525\t1.088\t0.994\t0.820\t0.802\t0.958\t0.957\n0\t1.561\t0.156\t1.161\t0.981\t0.477\t0.919\t0.613\t-0.100\t1.087\t0.767\t-0.225\t-0.788\t0.000\t1.113\t0.213\t-1.480\t0.000\t0.697\t0.890\t1.516\t3.102\t0.892\t1.152\t0.990\t0.634\t0.863\t0.765\t0.819\n0\t0.380\t-1.728\t-0.043\t1.067\t-1.011\t0.663\t-1.366\t1.091\t0.000\t0.805\t-0.549\t0.209\t2.215\t1.101\t-1.087\t-0.932\t2.548\t0.528\t-0.544\t-1.575\t0.000\t0.695\t0.843\t0.981\t0.755\t0.915\t0.695\t0.658\n1\t0.794\t-1.267\t-1.112\t0.105\t1.390\t2.089\t2.397\t0.795\t0.000\t2.684\t0.253\t-1.161\t0.000\t1.144\t-2.231\t0.078\t0.000\t1.417\t-0.103\t0.286\t3.102\t0.684\t0.801\t0.977\t0.765\t0.809\t0.865\t0.769\n1\t2.189\t-1.398\t0.462\t0.401\t0.213\t0.883\t-2.216\t-1.411\t0.000\t0.710\t-0.133\t-1.077\t0.000\t0.711\t-0.443\t1.544\t2.548\t0.556\t-0.851\t0.821\t0.000\t0.893\t0.687\t0.998\t0.967\t0.720\t0.954\t0.850\n0\t0.378\t0.470\t-0.426\t1.218\t1.485\t0.638\t0.128\t1.089\t0.000\t0.902\t-0.260\t-0.009\t2.215\t0.872\t1.224\t-0.769\t2.548\t0.467\t-0.762\t-0.383\t0.000\t0.928\t1.024\t0.985\t0.849\t1.035\t0.772\t0.712\n0\t0.822\t-0.857\t-1.585\t2.376\t1.716\t1.383\t1.061\t0.435\t2.173\t0.729\t-0.799\t-0.180\t0.000\t0.823\t0.693\t-1.267\t2.548\t0.639\t1.594\t-0.003\t0.000\t1.639\t1.146\t0.987\t2.053\t1.344\t1.349\t1.245\n0\t1.386\t0.269\t0.523\t0.810\t1.034\t0.949\t2.790\t-1.579\t0.000\t1.040\t-0.587\t-0.154\t2.215\t0.908\t0.943\t-0.851\t2.548\t0.413\t-1.365\t0.921\t0.000\t4.451\t2.470\t0.990\t1.141\t1.124\t2.102\t1.673\n0\t0.671\t0.041\t0.854\t0.253\t-0.983\t0.611\t-1.057\t1.428\t2.173\t0.328\t1.090\t-1.242\t0.000\t0.560\t-0.274\t0.226\t2.548\t1.228\t-1.112\t0.238\t0.000\t1.522\t0.877\t0.988\t0.657\t0.705\t0.721\t0.634\n0\t0.400\t-0.065\t0.333\t1.495\t-1.370\t0.814\t-0.855\t-0.416\t2.173\t0.980\t0.199\t0.820\t0.000\t0.653\t-1.121\t0.945\t0.000\t0.456\t1.466\t1.137\t0.000\t0.897\t1.103\t1.071\t0.519\t0.764\t0.697\t0.679\n1\t1.130\t0.874\t-0.450\t1.158\t-1.282\t0.844\t0.815\t1.672\t0.000\t1.550\t0.497\t0.023\t2.215\t0.757\t-2.651\t-1.588\t0.000\t0.777\t2.167\t0.829\t0.000\t0.612\t1.401\t1.079\t0.644\t0.384\t0.793\t0.791\n1\t0.869\t1.335\t-1.680\t1.378\t-1.025\t1.077\t1.231\t0.802\t1.087\t0.902\t0.928\t-1.072\t0.000\t1.727\t-0.573\t0.491\t0.000\t1.029\t0.306\t1.705\t3.102\t0.888\t0.710\t0.991\t1.263\t0.953\t0.933\t0.845\n0\t1.130\t0.396\t1.621\t0.779\t0.939\t0.981\t1.259\t0.052\t0.000\t1.422\t-0.275\t-1.411\t2.215\t0.928\t1.691\t0.474\t0.000\t0.977\t0.876\t-0.842\t3.102\t0.815\t0.844\t0.989\t0.883\t0.925\t1.264\t1.130\n0\t0.907\t0.285\t-1.367\t0.727\t-0.102\t0.718\t1.421\t0.126\t2.173\t0.738\t-1.752\t-1.692\t0.000\t0.487\t0.297\t1.239\t2.548\t0.373\t2.149\t-0.085\t0.000\t3.096\t1.674\t1.023\t0.926\t0.756\t1.421\t1.116\n1\t1.242\t-0.631\t0.797\t0.402\t1.067\t0.727\t1.354\t-1.348\t0.000\t0.768\t-1.334\t0.655\t0.000\t1.586\t0.488\t-0.581\t0.000\t1.115\t-0.354\t-0.128\t3.102\t1.482\t1.178\t0.998\t0.723\t0.636\t0.866\t0.891\n1\t0.994\t-1.394\t1.075\t0.724\t-0.228\t0.775\t-1.007\t0.141\t2.173\t1.711\t-1.670\t-1.147\t0.000\t0.599\t-1.570\t0.832\t0.000\t0.687\t-1.874\t-1.445\t0.000\t0.655\t0.830\t1.084\t0.669\t0.921\t0.623\t0.570\n0\t1.431\t1.705\t0.589\t0.627\t-0.072\t1.273\t0.069\t-1.595\t2.173\t1.251\t1.533\t-0.424\t0.000\t0.685\t-0.557\t0.764\t2.548\t1.014\t1.388\t-0.945\t0.000\t0.980\t1.322\t0.980\t1.655\t1.068\t1.196\t1.134\n1\t1.614\t-1.055\t-0.165\t1.002\t1.341\t1.906\t-0.172\t1.364\t0.000\t1.846\t0.055\t-0.539\t0.000\t0.990\t0.852\t-1.227\t2.548\t0.645\t0.378\t-0.236\t3.102\t3.968\t2.132\t1.722\t1.514\t0.499\t1.360\t1.358\n1\t1.113\t1.125\t1.698\t1.183\t0.996\t0.923\t0.040\t0.400\t2.173\t1.709\t0.299\t-0.882\t0.000\t0.509\t2.066\t0.355\t0.000\t0.902\t-0.714\t-1.259\t3.102\t1.919\t1.133\t0.991\t1.276\t1.062\t1.057\t1.186\n1\t0.971\t1.015\t0.913\t0.381\t0.209\t0.907\t0.309\t-0.639\t1.087\t0.620\t0.796\t-1.188\t2.215\t0.941\t0.448\t1.723\t0.000\t0.526\t0.093\t-0.243\t0.000\t0.775\t0.810\t0.994\t0.782\t0.596\t0.724\t0.631\n1\t1.596\t-0.534\t-0.244\t0.993\t0.482\t1.555\t-0.248\t1.567\t0.000\t1.366\t0.231\t-0.813\t2.215\t0.703\t-1.605\t0.579\t0.000\t1.647\t-0.339\t0.589\t0.000\t0.868\t0.655\t1.062\t1.123\t0.725\t0.901\t0.815\n1\t0.499\t0.260\t-1.622\t0.717\t1.398\t1.161\t-0.942\t0.522\t0.000\t1.357\t-1.229\t-1.139\t2.215\t0.555\t-1.240\t-0.296\t1.274\t0.976\t-1.948\t-0.797\t0.000\t0.895\t0.737\t0.991\t2.063\t0.636\t1.407\t1.345\n1\t0.338\t-2.151\t-1.013\t1.110\t1.079\t0.672\t0.569\t1.450\t2.173\t0.972\t-0.746\t-0.986\t0.000\t1.012\t-1.036\t-0.251\t0.000\t0.892\t0.044\t0.272\t3.102\t0.977\t0.858\t0.987\t1.081\t0.748\t0.902\t0.850\n0\t1.611\t-1.225\t-0.889\t0.743\t0.387\t0.491\t-0.905\t-1.456\t0.000\t0.773\t-2.126\t-0.293\t0.000\t1.706\t-0.399\t1.026\t2.548\t0.788\t-0.341\t0.026\t0.000\t0.956\t0.945\t1.383\t0.717\t0.183\t0.773\t0.689\n1\t1.185\t0.360\t-0.318\t0.298\t1.062\t0.736\t-0.466\t-0.747\t2.173\t0.704\t0.706\t1.573\t0.000\t1.029\t-0.302\t1.039\t0.000\t1.242\t1.958\t1.368\t0.000\t0.943\t1.178\t0.989\t0.711\t0.877\t0.925\t0.792\n0\t2.497\t0.558\t1.015\t1.826\t0.430\t2.579\t0.443\t-0.915\t0.000\t0.255\t0.725\t-1.423\t0.000\t1.055\t-0.227\t1.333\t2.548\t0.695\t1.208\t-0.201\t1.551\t0.804\t0.923\t1.486\t1.037\t0.897\t0.971\t1.298\n0\t0.698\t-2.000\t0.894\t1.397\t-0.337\t1.332\t-2.786\t-0.959\t0.000\t0.481\t0.291\t1.501\t2.215\t1.006\t-0.852\t0.399\t2.548\t1.037\t-1.562\t-1.121\t0.000\t0.910\t1.638\t1.225\t1.286\t0.787\t1.454\t1.203\n1\t0.337\t-1.037\t-0.039\t0.893\t0.340\t1.412\t1.135\t0.583\t0.000\t3.551\t0.863\t-1.677\t2.215\t1.216\t0.206\t-0.585\t2.548\t2.482\t0.665\t0.137\t0.000\t0.926\t1.034\t0.996\t1.696\t1.984\t1.661\t1.336\n1\t0.413\t0.354\t0.086\t0.927\t-1.095\t0.817\t0.410\t0.710\t0.000\t0.815\t0.191\t1.278\t0.000\t1.081\t-0.969\t-0.486\t2.548\t0.940\t0.627\t-1.415\t0.000\t0.868\t1.367\t0.986\t0.727\t0.598\t0.858\t0.880\n1\t0.773\t0.328\t-1.375\t1.655\t1.345\t1.339\t-0.134\t-0.354\t1.087\t0.652\t-0.895\t0.946\t2.215\t0.978\t0.154\t0.256\t0.000\t1.306\t1.670\t-1.580\t0.000\t1.807\t1.629\t0.999\t1.478\t1.383\t1.340\t1.179\n1\t0.665\t-2.237\t-1.046\t0.826\t-1.293\t1.036\t-0.730\t0.685\t2.173\t0.334\t-0.638\t1.087\t0.000\t1.186\t-0.374\t-0.047\t1.274\t1.231\t-0.859\t-1.214\t0.000\t1.015\t0.949\t0.971\t1.209\t0.877\t0.924\t0.953\n0\t0.286\t0.656\t0.666\t0.731\t0.745\t0.713\t-0.346\t-1.022\t0.000\t0.625\t-1.531\t-1.727\t2.215\t0.778\t-0.656\t0.506\t2.548\t0.513\t-1.869\t-0.027\t0.000\t1.245\t0.949\t1.001\t0.726\t0.745\t0.696\t0.662\n1\t0.882\t-0.688\t0.443\t0.627\t-1.538\t0.817\t0.408\t1.045\t0.000\t1.656\t0.301\t-0.934\t0.000\t1.463\t-0.310\t1.069\t2.548\t1.254\t-0.067\t-0.445\t0.000\t0.882\t0.649\t1.007\t0.696\t0.766\t0.872\t0.788\n1\t0.715\t-0.257\t1.054\t0.861\t-1.434\t1.119\t-0.832\t-1.436\t2.173\t1.047\t0.168\t0.686\t0.000\t1.808\t-0.025\t0.028\t0.000\t0.400\t-1.329\t-0.973\t0.000\t1.096\t0.589\t0.987\t0.731\t0.615\t0.819\t0.738\n1\t0.332\t-0.322\t0.340\t0.585\t-0.965\t0.435\t0.461\t0.895\t0.000\t0.869\t-0.835\t0.379\t2.215\t1.393\t-0.669\t-1.228\t2.548\t0.757\t1.083\t1.704\t0.000\t0.693\t1.041\t0.983\t1.068\t1.163\t0.962\t0.859\n1\t1.375\t-0.400\t-0.117\t0.770\t-0.626\t0.940\t-1.284\t1.320\t0.000\t0.490\t-1.242\t-0.603\t2.215\t0.674\t-1.940\t0.813\t0.000\t0.396\t-0.410\t-1.394\t3.102\t0.883\t0.934\t0.981\t0.575\t0.306\t0.578\t0.840\n0\t0.717\t-0.219\t-1.605\t0.272\t-0.213\t0.711\t2.248\t0.563\t0.000\t0.788\t1.019\t-0.194\t2.215\t1.028\t0.474\t-1.402\t2.548\t0.643\t1.488\t1.594\t0.000\t0.864\t0.951\t0.993\t0.590\t0.885\t0.847\t0.782\n1\t0.688\t-0.868\t-0.619\t1.368\t0.303\t0.584\t-1.894\t-1.503\t0.000\t0.884\t0.257\t0.713\t2.215\t0.507\t-0.246\t1.642\t1.274\t1.206\t-0.120\t-0.619\t0.000\t1.580\t0.974\t0.994\t0.903\t0.562\t0.913\t0.838\n0\t0.552\t0.712\t0.466\t1.403\t1.145\t1.561\t0.049\t1.200\t1.087\t2.900\t-0.894\t-0.665\t2.215\t0.425\t1.004\t-0.154\t0.000\t0.556\t-1.275\t-0.995\t0.000\t0.999\t1.215\t0.985\t0.708\t3.489\t1.732\t1.328\n0\t0.479\t-0.536\t-0.643\t3.147\t0.004\t1.617\t0.764\t0.659\t0.000\t0.987\t1.500\t-0.739\t1.107\t2.318\t-0.015\t-1.730\t0.000\t3.221\t-0.425\t-1.623\t3.102\t1.129\t1.480\t0.985\t1.733\t2.273\t1.810\t1.721\n1\t1.234\t0.113\t-1.238\t1.294\t-0.638\t1.356\t-0.155\t-0.773\t1.087\t2.207\t-0.615\t-1.120\t2.215\t6.523\t0.503\t0.868\t0.000\t1.161\t-0.997\t1.248\t0.000\t0.818\t1.234\t0.992\t0.801\t0.992\t1.110\t0.912\n1\t0.406\t-1.686\t-1.060\t1.341\t0.139\t0.772\t-1.264\t1.619\t2.173\t1.449\t-0.097\t0.432\t2.215\t0.754\t-2.615\t-1.071\t0.000\t0.622\t-0.822\t-1.471\t0.000\t0.864\t0.872\t0.987\t1.690\t1.675\t1.308\t1.151\n0\t0.601\t1.261\t-1.003\t1.282\t0.181\t1.482\t1.487\t1.366\t1.087\t2.116\t1.299\t-0.495\t1.107\t1.137\t0.870\t1.645\t0.000\t0.895\t1.411\t0.516\t0.000\t1.036\t0.892\t1.066\t0.862\t2.600\t1.296\t1.072\n1\t0.307\t2.039\t0.768\t1.287\t-0.088\t2.655\t1.139\t1.135\t0.000\t2.068\t0.645\t-0.945\t1.107\t1.182\t0.779\t-0.269\t0.000\t2.898\t0.008\t-0.601\t3.102\t1.168\t0.992\t0.981\t1.127\t0.999\t0.908\t0.825\n1\t1.739\t-1.042\t-0.513\t0.496\t1.343\t1.236\t-0.293\t0.841\t1.087\t0.603\t-2.822\t-1.483\t0.000\t0.737\t-1.904\t-1.591\t0.000\t0.530\t0.049\t-0.903\t3.102\t0.439\t0.932\t1.280\t1.350\t0.870\t1.239\t1.083\n0\t0.749\t1.581\t1.427\t1.943\t-1.168\t0.874\t1.595\t-0.744\t2.173\t1.114\t1.111\t0.826\t2.215\t2.859\t-0.080\t0.539\t0.000\t1.621\t1.114\t-1.286\t0.000\t0.828\t0.938\t1.203\t0.872\t1.475\t0.980\t0.793\n1\t0.988\t-0.305\t0.006\t0.949\t-1.014\t0.819\t-1.139\t-1.625\t2.173\t0.920\t0.339\t0.741\t0.000\t0.528\t0.575\t-0.311\t0.000\t1.110\t-0.927\t-0.428\t3.102\t0.909\t1.138\t1.066\t1.018\t0.890\t1.038\t0.893\n0\t1.306\t0.494\t-0.051\t1.547\t-0.598\t1.329\t0.836\t-0.430\t2.173\t3.610\t0.378\t1.451\t0.000\t0.489\t-0.807\t-0.220\t0.000\t0.861\t-0.777\t1.103\t3.102\t2.464\t1.519\t0.991\t0.596\t1.595\t1.640\t1.453\n1\t0.952\t-1.626\t1.588\t1.204\t-1.249\t1.275\t-1.147\t0.069\t2.173\t0.416\t-1.203\t1.241\t0.000\t0.470\t-2.106\t-0.802\t0.000\t0.788\t-0.304\t0.657\t3.102\t0.757\t0.985\t0.990\t0.965\t0.688\t1.045\t0.830\n1\t0.763\t-0.093\t1.647\t1.519\t0.864\t0.889\t0.751\t-0.381\t2.173\t0.908\t0.308\t0.832\t0.000\t2.052\t1.146\t-1.000\t2.548\t0.375\t1.043\t0.737\t0.000\t0.374\t0.951\t0.986\t1.619\t0.987\t1.238\t1.011\n1\t0.883\t-1.128\t-1.705\t1.412\t0.049\t0.595\t-0.553\t1.025\t0.000\t1.737\t-0.961\t0.007\t0.000\t0.757\t-0.635\t1.495\t0.000\t1.126\t-0.488\t-0.748\t1.551\t0.949\t1.185\t1.546\t0.881\t0.473\t0.807\t0.789\n1\t0.755\t0.612\t-0.190\t0.410\t-1.450\t1.358\t-0.040\t-0.532\t2.173\t0.890\t0.130\t1.673\t1.107\t0.976\t-1.832\t0.616\t0.000\t1.683\t0.531\t1.223\t0.000\t0.807\t1.105\t0.987\t0.891\t1.486\t0.971\t0.812\n0\t0.682\t-0.171\t-0.685\t1.082\t0.961\t0.681\t-0.546\t-0.091\t0.000\t0.670\t-0.725\t-1.738\t1.107\t0.917\t0.453\t0.951\t1.274\t0.920\t0.468\t-1.346\t0.000\t0.881\t0.932\t1.185\t0.717\t0.778\t0.710\t0.658\n1\t0.396\t-0.764\t-0.193\t1.550\t1.273\t1.358\t-0.155\t1.647\t0.000\t1.739\t1.096\t-0.574\t2.215\t1.783\t0.952\t1.068\t0.000\t2.200\t2.485\t-0.509\t0.000\t0.893\t0.860\t1.052\t1.885\t1.400\t1.270\t1.040\n1\t0.728\t-2.210\t0.418\t0.481\t-0.559\t0.955\t-1.134\t-0.484\t0.000\t0.658\t-1.216\t-1.138\t0.000\t1.848\t-1.375\t1.376\t0.000\t1.122\t-0.633\t0.889\t3.102\t0.939\t1.030\t0.993\t0.481\t0.293\t0.624\t0.593\n0\t0.701\t0.605\t-1.429\t0.987\t0.499\t0.969\t1.748\t1.576\t0.000\t1.983\t-0.745\t0.034\t2.215\t1.189\t-0.875\t-1.154\t2.548\t0.826\t-0.663\t0.413\t0.000\t1.056\t0.937\t1.136\t1.361\t1.441\t1.111\t0.950\n1\t0.734\t-1.285\t-0.627\t0.787\t-1.654\t1.046\t-0.965\t0.156\t2.173\t0.882\t-0.789\t-1.494\t0.000\t1.117\t-0.786\t0.705\t2.548\t0.487\t1.551\t-1.147\t0.000\t1.536\t1.307\t0.982\t1.089\t0.643\t1.097\t1.059\n1\t1.182\t0.013\t1.063\t0.312\t1.360\t0.863\t0.857\t1.514\t2.173\t1.142\t0.126\t-0.658\t0.000\t1.063\t0.777\t-0.572\t0.000\t1.323\t0.335\t0.064\t0.000\t0.994\t0.843\t0.990\t1.030\t0.737\t0.872\t0.881\n1\t0.653\t0.439\t0.083\t0.428\t0.052\t0.960\t-1.125\t-1.130\t0.000\t1.129\t-0.052\t0.662\t2.215\t0.658\t0.634\t-1.529\t2.548\t0.702\t-1.087\t1.256\t0.000\t0.943\t0.957\t0.979\t0.741\t0.913\t0.911\t0.803\n1\t2.221\t-0.693\t1.244\t0.570\t-1.156\t0.899\t-0.973\t-0.331\t2.173\t0.356\t0.207\t0.120\t0.000\t0.465\t0.923\t-0.330\t2.548\t0.579\t0.624\t-1.335\t0.000\t0.593\t0.855\t1.294\t1.034\t0.944\t0.980\t0.800\n0\t1.442\t1.484\t0.930\t0.637\t0.093\t0.914\t2.178\t0.815\t0.000\t2.322\t1.080\t-0.996\t1.107\t0.922\t0.957\t-0.751\t1.274\t0.952\t-1.445\t0.403\t0.000\t0.846\t1.047\t0.987\t1.490\t0.344\t1.129\t1.017\n0\t2.073\t0.641\t0.075\t1.716\t-0.228\t4.010\t-0.595\t1.706\t2.173\t2.140\t-0.629\t-0.256\t0.000\t2.537\t0.784\t0.363\t2.548\t1.080\t-2.189\t-1.325\t0.000\t2.817\t3.426\t1.003\t4.120\t4.888\t3.219\t2.973\n1\t0.768\t0.407\t-0.985\t0.890\t0.292\t0.773\t-0.445\t-1.107\t0.000\t0.515\t0.314\t-0.521\t0.000\t0.894\t1.221\t0.926\t2.548\t1.352\t-0.247\t0.894\t1.551\t0.859\t1.007\t1.046\t0.780\t0.768\t0.873\t0.761\n1\t1.125\t1.229\t-0.604\t0.330\t-1.455\t0.987\t0.847\t0.456\t0.000\t1.506\t1.097\t1.573\t2.215\t0.639\t1.191\t-1.145\t1.274\t0.428\t0.362\t-0.484\t0.000\t0.773\t0.829\t0.991\t1.065\t0.671\t0.820\t0.803\n0\t1.617\t-0.783\t0.262\t0.372\t0.937\t0.547\t-0.974\t1.734\t1.087\t0.377\t-1.260\t-0.918\t2.215\t0.594\t1.138\t1.409\t0.000\t0.950\t0.814\t-0.630\t0.000\t0.807\t0.939\t0.992\t0.899\t0.467\t0.767\t0.872\n0\t0.988\t0.109\t1.692\t0.611\t0.345\t1.186\t1.112\t-0.674\t2.173\t1.218\t-0.286\t0.717\t1.107\t1.217\t0.953\t0.663\t0.000\t1.314\t0.890\t-1.584\t0.000\t1.253\t1.287\t1.008\t1.162\t2.163\t1.243\t1.017\n1\t0.504\t1.216\t-0.733\t1.923\t-0.408\t1.108\t0.252\t0.758\t2.173\t1.561\t-1.496\t-1.490\t0.000\t1.497\t0.646\t0.129\t0.000\t1.128\t0.940\t1.615\t3.102\t0.741\t1.731\t0.989\t1.300\t0.982\t1.464\t1.389\n1\t0.720\t1.102\t1.415\t0.355\t0.036\t1.241\t2.773\t1.585\t0.000\t1.353\t-1.029\t-0.807\t2.215\t1.136\t-0.392\t0.419\t2.548\t0.974\t0.075\t0.010\t0.000\t3.462\t3.174\t0.990\t1.198\t1.250\t3.072\t2.196\n1\t1.290\t-0.496\t1.019\t0.618\t-0.358\t1.181\t-0.777\t-0.856\t0.000\t1.017\t-1.291\t0.793\t0.000\t0.642\t-0.080\t0.202\t2.548\t0.505\t-0.388\t-1.636\t1.551\t0.857\t0.762\t1.170\t0.612\t0.441\t0.506\t0.536\n1\t0.777\t-0.634\t1.117\t0.893\t-0.031\t1.135\t0.456\t1.297\t0.000\t1.270\t0.506\t-0.685\t2.215\t0.991\t-0.250\t-1.297\t2.548\t1.181\t-1.151\t-0.463\t0.000\t2.574\t1.556\t0.991\t1.083\t0.793\t1.192\t1.022\n1\t0.799\t-1.564\t-1.377\t0.395\t0.506\t1.455\t-0.782\t0.798\t2.173\t0.783\t-1.049\t-1.210\t0.000\t0.980\t-0.211\t-0.403\t0.000\t1.204\t1.335\t-0.436\t0.000\t0.894\t1.236\t0.989\t0.994\t0.902\t1.226\t1.029\n1\t0.839\t0.838\t1.258\t0.783\t-1.188\t1.349\t1.147\t-1.164\t0.000\t1.859\t-1.358\t0.615\t2.215\t0.635\t-0.652\t0.662\t0.000\t1.431\t-0.624\t-0.850\t3.102\t0.532\t0.890\t0.988\t1.115\t1.506\t1.590\t1.203\n0\t0.782\t-1.153\t-1.374\t2.708\t-0.599\t0.736\t0.639\t1.362\t0.000\t1.258\t-1.872\t-1.618\t0.000\t2.063\t-0.219\t0.948\t2.548\t3.434\t-0.880\t0.170\t0.000\t0.767\t0.942\t1.297\t0.669\t0.536\t1.079\t1.095\n0\t0.671\t-0.423\t0.105\t0.436\t1.464\t0.904\t0.539\t0.102\t1.087\t1.300\t0.066\t-1.290\t2.215\t0.864\t-1.040\t0.974\t0.000\t0.419\t0.137\t0.740\t0.000\t0.735\t1.047\t0.992\t1.140\t1.564\t1.053\t0.906\n1\t0.736\t1.192\t1.468\t0.914\t0.260\t1.198\t-0.367\t-0.941\t2.173\t0.749\t0.681\t1.400\t0.000\t0.782\t-0.596\t0.473\t2.548\t0.541\t0.070\t0.746\t0.000\t0.530\t1.208\t1.007\t0.897\t1.167\t1.056\t0.877\n1\t0.419\t-2.247\t1.488\t0.852\t0.832\t1.935\t-1.921\t0.078\t0.000\t2.141\t1.598\t1.129\t0.000\t3.370\t-0.016\t-0.770\t2.548\t3.197\t0.406\t-1.536\t3.102\t13.098\t7.392\t0.996\t1.578\t1.721\t4.543\t3.278\n0\t0.984\t1.504\t0.575\t1.586\t0.716\t1.029\t0.355\t-0.866\t0.000\t0.523\t-1.136\t-0.922\t0.000\t1.502\t-1.753\t0.639\t0.000\t1.150\t1.040\t-0.702\t0.000\t1.030\t0.862\t0.982\t1.255\t0.506\t0.976\t1.216\n0\t0.507\t0.904\t1.087\t1.248\t-0.508\t0.881\t0.095\t1.054\t2.173\t0.516\t0.596\t-1.077\t0.000\t0.686\t-0.733\t-1.005\t0.000\t0.794\t0.296\t0.317\t3.102\t0.706\t1.055\t1.092\t0.625\t0.558\t0.694\t0.706\n1\t0.770\t-0.476\t0.768\t1.330\t0.849\t0.837\t0.359\t-1.081\t0.000\t0.827\t0.098\t-0.112\t0.000\t0.806\t-2.542\t0.034\t0.000\t1.521\t0.757\t-1.585\t3.102\t1.374\t1.098\t0.992\t0.682\t0.310\t0.982\t1.058\n0\t0.802\t0.631\t0.901\t1.141\t0.431\t0.531\t1.633\t-1.193\t0.000\t0.542\t-0.211\t1.625\t2.215\t0.485\t-0.962\t-1.619\t0.000\t0.542\t-2.132\t-0.100\t0.000\t0.724\t0.729\t0.973\t0.870\t0.576\t0.749\t1.024\n0\t0.852\t-1.002\t0.740\t0.304\t-1.283\t1.022\t0.476\t0.704\t2.173\t1.255\t-1.051\t-0.599\t2.215\t0.653\t0.443\t-1.406\t0.000\t1.022\t-1.233\t1.459\t0.000\t0.793\t0.881\t0.987\t0.863\t2.105\t1.272\t1.005\n1\t0.714\t0.081\t1.160\t0.892\t0.012\t0.915\t-0.948\t-1.475\t0.000\t0.804\t-0.498\t1.029\t2.215\t1.104\t-1.006\t-0.903\t2.548\t1.514\t-0.682\t0.047\t0.000\t1.767\t1.106\t0.987\t0.646\t1.032\t0.857\t0.791\n0\t1.162\t-0.039\t0.307\t0.826\t-0.604\t0.847\t0.077\t-0.270\t0.000\t0.916\t-0.429\t1.413\t2.215\t0.448\t-0.511\t-1.125\t2.548\t0.878\t0.767\t1.228\t0.000\t1.407\t0.896\t0.993\t0.945\t0.515\t0.757\t0.705\n1\t0.609\t2.089\t1.548\t1.898\t-0.290\t0.882\t-0.102\t0.620\t0.000\t0.690\t-2.189\t1.352\t0.000\t2.182\t0.617\t-0.222\t2.548\t0.731\t0.948\t-1.461\t3.102\t2.374\t1.819\t1.484\t1.426\t0.896\t1.605\t2.117\n1\t1.925\t0.683\t-1.310\t0.496\t-0.611\t0.627\t-0.706\t-0.532\t2.173\t0.454\t-0.522\t1.467\t0.000\t0.879\t2.155\t0.859\t0.000\t0.886\t0.075\t0.253\t0.000\t1.046\t0.866\t0.994\t0.910\t0.477\t0.838\t0.888\n0\t0.667\t-0.068\t-1.425\t0.427\t0.836\t0.870\t-0.162\t1.384\t2.173\t1.669\t-0.115\t-0.713\t2.215\t1.017\t-0.715\t0.575\t0.000\t0.512\t0.129\t0.466\t0.000\t0.778\t0.908\t0.995\t1.032\t1.683\t0.961\t0.858\n0\t0.757\t-0.232\t-0.098\t0.644\t0.982\t0.797\t-0.924\t-0.969\t0.000\t1.186\t-0.578\t0.456\t2.215\t0.763\t-0.010\t-1.511\t0.000\t1.142\t-1.106\t1.453\t3.102\t0.938\t0.864\t0.989\t0.777\t0.911\t0.871\t0.832\n1\t0.533\t1.404\t-0.991\t0.591\t0.235\t1.389\t2.920\t-1.354\t0.000\t1.257\t0.468\t-0.032\t0.000\t1.590\t0.180\t0.357\t0.000\t1.184\t1.098\t0.791\t3.102\t0.805\t0.899\t0.995\t0.806\t0.872\t0.911\t0.775\n1\t0.618\t-1.212\t-0.702\t0.560\t0.389\t1.122\t-0.587\t-1.710\t1.087\t0.747\t0.146\t-0.208\t0.000\t1.323\t0.098\t-1.490\t0.000\t1.415\t0.123\t0.460\t3.102\t1.088\t0.802\t0.990\t0.983\t1.335\t1.060\t0.893\n1\t1.001\t-0.516\t-0.671\t0.490\t1.045\t1.025\t0.553\t0.711\t2.173\t0.438\t-1.570\t-0.905\t0.000\t0.788\t0.023\t-0.496\t0.000\t0.731\t-1.744\t1.682\t0.000\t0.886\t0.570\t0.988\t1.015\t0.734\t0.834\t0.722\n0\t0.403\t0.667\t-1.518\t1.124\t0.285\t0.850\t-1.029\t-1.303\t1.087\t0.461\t-1.096\t0.392\t0.000\t1.110\t0.427\t0.452\t0.000\t0.652\t-0.195\t-1.016\t0.000\t0.969\t1.233\t0.987\t0.614\t0.968\t0.799\t0.730\n1\t0.816\t-0.544\t-0.577\t1.445\t0.434\t0.716\t-0.382\t1.544\t2.173\t0.381\t0.094\t-1.664\t0.000\t0.635\t-1.875\t-0.040\t0.000\t0.932\t0.039\t-0.979\t3.102\t1.155\t1.022\t1.189\t0.791\t0.685\t0.744\t0.721\n0\t1.390\t0.266\t-0.533\t1.271\t-0.310\t1.329\t0.124\t1.437\t2.173\t1.560\t-0.585\t-0.738\t2.215\t1.239\t0.258\t0.851\t0.000\t0.775\t1.081\t1.073\t0.000\t0.611\t0.837\t1.002\t0.741\t2.111\t1.281\t1.171\n1\t1.262\t0.316\t-1.008\t1.507\t-1.171\t2.164\t1.238\t0.913\t0.000\t1.485\t-1.044\t-0.227\t2.215\t0.633\t-1.529\t-1.602\t0.000\t1.104\t-0.397\t-0.919\t3.102\t4.601\t2.788\t1.008\t2.010\t0.760\t2.286\t1.947\n1\t0.442\t-1.143\t1.198\t0.812\t-0.094\t0.849\t0.441\t1.554\t0.000\t1.928\t0.213\t0.237\t2.215\t0.736\t1.234\t-1.428\t2.548\t1.047\t-1.236\t-1.596\t0.000\t1.672\t1.310\t0.980\t1.828\t1.473\t1.563\t1.447\n1\t0.446\t-1.308\t-1.057\t1.617\t1.411\t2.207\t-0.844\t-0.913\t0.000\t1.145\t-0.271\t0.804\t2.215\t2.078\t-1.081\t0.583\t2.548\t1.616\t-0.967\t0.108\t0.000\t0.911\t0.883\t0.989\t1.027\t0.836\t0.812\t0.740\n0\t0.558\t0.238\t-1.479\t1.509\t0.812\t0.752\t0.121\t0.833\t2.173\t0.563\t0.451\t-0.024\t0.000\t1.762\t-0.504\t-1.085\t2.548\t0.710\t0.869\t-0.637\t0.000\t0.496\t0.963\t1.119\t0.649\t1.500\t0.923\t0.809\n0\t0.879\t0.088\t-0.737\t0.743\t-0.181\t1.159\t-0.258\t1.321\t0.000\t1.509\t0.371\t0.229\t2.215\t1.999\t-0.737\t-1.512\t2.548\t0.760\t-0.205\t-1.688\t0.000\t0.938\t0.975\t0.982\t0.880\t2.183\t1.243\t0.998\n0\t1.853\t0.940\t-0.872\t0.647\t1.591\t0.955\t0.257\t0.644\t1.087\t0.548\t-0.943\t-0.240\t0.000\t0.816\t0.476\t1.296\t2.548\t0.456\t0.478\t-1.507\t0.000\t0.811\t0.950\t1.208\t0.851\t0.626\t0.896\t0.828\n0\t0.749\t-0.298\t-0.212\t0.459\t1.728\t0.790\t0.136\t-1.725\t0.000\t0.871\t-1.631\t1.473\t0.000\t1.865\t0.798\t-0.113\t2.548\t0.734\t-1.265\t-1.344\t1.551\t1.306\t1.098\t0.982\t0.805\t1.566\t1.033\t0.836\n0\t0.748\t-0.403\t-0.542\t0.774\t-0.261\t0.448\t-1.752\t0.466\t0.000\t0.665\t-1.392\t0.995\t0.000\t1.135\t-1.160\t-1.534\t2.548\t0.399\t-0.942\t-1.138\t3.102\t0.721\t0.774\t0.982\t0.630\t0.183\t0.746\t0.847\n0\t0.333\t0.384\t0.592\t1.948\t-0.187\t0.687\t1.500\t1.525\t0.000\t0.579\t0.327\t1.577\t0.000\t0.619\t-0.220\t-1.632\t2.548\t0.989\t0.448\t-0.595\t3.102\t0.861\t0.755\t0.986\t0.806\t0.537\t0.615\t0.621\n0\t0.643\t-1.776\t-1.451\t0.658\t-1.041\t0.694\t-0.151\t0.142\t2.173\t0.730\t0.578\t-0.964\t2.215\t0.912\t0.373\t1.172\t0.000\t0.581\t1.708\t0.857\t0.000\t0.769\t0.987\t0.995\t0.855\t0.966\t0.796\t0.868\n0\t0.562\t-0.537\t-0.541\t0.715\t0.508\t0.792\t-0.274\t-1.062\t1.087\t0.690\t-1.489\t0.374\t0.000\t0.642\t0.188\t1.457\t2.548\t1.459\t-1.039\t1.217\t0.000\t0.919\t0.891\t0.994\t0.980\t0.713\t0.849\t0.774\n0\t0.799\t-0.112\t-0.026\t0.556\t1.105\t0.728\t1.610\t1.536\t0.000\t0.566\t0.829\t-1.150\t1.107\t1.027\t0.758\t0.413\t2.548\t0.558\t1.209\t-0.753\t0.000\t0.862\t0.910\t0.987\t0.703\t0.800\t0.640\t0.644\n1\t0.729\t-0.072\t0.129\t0.760\t0.674\t0.773\t0.324\t-0.798\t2.173\t0.648\t0.283\t0.688\t0.000\t1.530\t0.100\t-1.487\t2.548\t0.553\t1.118\t-0.267\t0.000\t0.950\t0.852\t0.992\t0.941\t0.802\t0.837\t0.728\n0\t1.111\t0.975\t-1.220\t0.722\t-0.156\t1.408\t0.437\t-1.452\t0.000\t1.606\t0.457\t0.413\t1.107\t1.039\t1.056\t-0.441\t2.548\t0.881\t-0.080\t0.084\t0.000\t1.735\t1.322\t1.016\t1.104\t1.070\t1.172\t0.977\n1\t1.372\t-0.040\t-0.325\t0.336\t-1.281\t0.787\t0.472\t1.459\t2.173\t0.503\t1.166\t0.316\t0.000\t0.545\t0.810\t0.980\t2.548\t1.111\t1.875\t-0.726\t0.000\t0.951\t0.733\t0.985\t0.995\t0.382\t0.734\t0.766\n1\t1.260\t-0.415\t-1.468\t0.973\t1.404\t0.824\t-0.539\t-0.455\t2.173\t0.739\t1.674\t0.491\t0.000\t0.561\t-1.421\t0.723\t0.000\t1.077\t0.906\t-0.326\t1.551\t0.864\t0.702\t0.986\t1.100\t0.913\t0.903\t0.933\n1\t0.726\t-0.993\t1.628\t1.282\t-0.936\t1.181\t0.242\t0.924\t1.087\t0.798\t-0.634\t-1.144\t0.000\t0.988\t-0.166\t0.348\t2.548\t0.865\t0.524\t-1.041\t0.000\t0.891\t0.888\t0.988\t1.444\t0.728\t1.006\t0.921\n0\t2.224\t0.516\t0.846\t0.308\t0.297\t0.998\t0.145\t-1.248\t2.173\t0.898\t-0.032\t-0.134\t0.000\t0.940\t1.017\t-0.900\t0.000\t0.625\t-0.646\t-1.340\t3.102\t1.240\t0.897\t0.984\t1.313\t0.405\t0.876\t0.884\n0\t1.402\t0.815\t-0.603\t0.891\t1.041\t0.487\t0.272\t1.123\t2.173\t0.707\t1.194\t-1.526\t1.107\t0.492\t-1.834\t1.326\t0.000\t1.400\t-0.249\t-0.377\t0.000\t0.882\t0.855\t1.543\t0.925\t0.729\t0.794\t0.818\n1\t0.881\t0.421\t0.029\t0.684\t1.615\t1.138\t0.455\t-1.564\t0.000\t1.225\t-0.489\t0.139\t2.215\t0.658\t0.119\t-1.004\t2.548\t0.731\t0.386\t1.204\t0.000\t0.839\t0.663\t1.065\t0.895\t0.874\t0.929\t0.797\n1\t0.851\t-0.896\t-0.661\t0.450\t0.932\t0.357\t1.549\t1.027\t0.000\t0.931\t-0.655\t-1.499\t2.215\t0.561\t-0.145\t0.445\t2.548\t0.812\t-1.033\t-0.158\t0.000\t1.728\t0.987\t0.989\t0.722\t0.781\t0.836\t0.727\n0\t1.292\t-1.041\t0.545\t1.577\t0.988\t1.476\t-0.377\t0.391\t1.087\t0.977\t0.325\t-0.963\t2.215\t1.392\t-1.271\t-1.053\t0.000\t1.854\t-0.357\t-1.187\t0.000\t0.917\t1.037\t0.990\t0.866\t1.781\t1.315\t1.228\n0\t1.349\t-0.693\t-0.284\t1.086\t-1.730\t0.957\t1.431\t-0.865\t0.000\t0.836\t0.023\t1.665\t1.107\t1.368\t-1.341\t0.603\t0.000\t0.794\t0.417\t0.242\t0.000\t0.908\t1.135\t1.617\t0.920\t0.675\t0.750\t0.758\n0\t0.621\t1.075\t-1.168\t1.425\t1.024\t0.653\t-0.049\t1.297\t2.173\t1.368\t0.077\t-0.451\t0.000\t0.718\t1.041\t0.077\t2.548\t0.961\t-0.170\t-1.165\t0.000\t0.921\t0.869\t1.199\t0.878\t0.932\t0.823\t0.857\n1\t0.870\t0.786\t1.607\t0.205\t-1.338\t0.612\t-2.319\t-1.573\t0.000\t1.403\t0.597\t0.386\t2.215\t1.397\t0.745\t-0.492\t2.548\t0.705\t0.320\t-0.287\t0.000\t2.050\t2.243\t0.981\t1.021\t1.068\t1.740\t1.362\n0\t1.551\t0.529\t-1.023\t1.002\t-1.610\t0.806\t-0.965\t0.617\t0.000\t1.050\t-0.901\t0.086\t0.000\t1.118\t-0.242\t1.443\t2.548\t0.820\t0.111\t-0.401\t3.102\t0.902\t0.849\t0.990\t0.830\t0.744\t0.767\t0.952\n0\t0.745\t-1.345\t1.399\t1.516\t0.432\t0.833\t-0.527\t-0.350\t2.173\t0.890\t-2.203\t1.617\t0.000\t0.501\t-2.448\t1.262\t0.000\t0.463\t0.599\t-1.238\t0.000\t0.388\t1.432\t1.126\t1.098\t0.439\t1.138\t1.006\n1\t0.686\t0.142\t-1.426\t0.985\t0.120\t1.117\t-0.531\t0.171\t0.000\t0.981\t-0.391\t1.636\t1.107\t0.554\t0.857\t0.702\t2.548\t0.701\t-1.958\t-1.380\t0.000\t1.934\t1.452\t1.121\t0.878\t0.814\t1.062\t0.923\n1\t0.900\t-0.445\t-0.014\t1.414\t0.748\t0.893\t1.252\t1.002\t0.000\t1.715\t-1.701\t-0.508\t0.000\t1.062\t2.145\t-0.723\t0.000\t3.456\t-0.317\t-1.399\t3.102\t1.262\t1.254\t0.991\t1.380\t1.162\t1.195\t1.114\n0\t1.143\t0.593\t0.060\t0.792\t1.341\t0.800\t1.178\t-1.730\t2.173\t0.479\t0.423\t-1.523\t0.000\t0.962\t-0.671\t-0.248\t1.274\t0.518\t-0.899\t0.520\t0.000\t0.826\t0.934\t1.206\t0.930\t1.621\t0.952\t0.794\n1\t0.406\t1.032\t-1.285\t0.477\t0.432\t0.894\t0.818\t-0.251\t2.173\t1.279\t0.633\t1.697\t0.000\t0.689\t-0.340\t1.413\t0.000\t0.376\t-0.736\t0.161\t3.102\t0.853\t0.752\t0.981\t0.863\t0.631\t0.866\t0.744\n1\t1.478\t1.156\t1.148\t1.144\t0.412\t1.031\t0.654\t-0.999\t2.173\t0.614\t0.264\t1.500\t2.215\t0.610\t1.644\t-0.785\t0.000\t0.747\t-0.548\t-0.264\t0.000\t1.216\t0.961\t1.108\t0.813\t0.937\t0.955\t0.880\n1\t0.547\t-0.326\t1.308\t0.170\t1.534\t0.660\t1.194\t-0.126\t0.000\t1.052\t1.071\t1.685\t2.215\t0.600\t0.464\t-0.234\t0.000\t0.850\t0.845\t-0.551\t0.000\t0.962\t1.064\t0.999\t0.530\t0.531\t0.681\t0.615\n1\t1.062\t-0.076\t0.594\t0.903\t-0.298\t2.590\t-1.528\t-1.243\t0.000\t0.934\t-0.878\t-0.026\t0.000\t1.129\t-1.416\t0.418\t0.000\t2.018\t-0.450\t1.205\t3.102\t0.806\t1.121\t0.988\t0.610\t0.854\t0.903\t0.812\n0\t0.860\t0.224\t-0.608\t1.260\t-1.455\t0.506\t0.371\t-1.248\t0.000\t1.251\t-0.004\t0.534\t2.215\t1.548\t-0.420\t0.996\t0.000\t1.995\t-0.679\t-0.220\t3.102\t0.852\t0.903\t0.996\t1.022\t1.076\t0.943\t0.779\n1\t1.231\t-0.447\t-0.724\t0.658\t-1.395\t0.889\t-0.337\t0.081\t2.173\t0.314\t-1.595\t0.647\t0.000\t0.717\t-0.215\t-1.517\t0.000\t1.439\t-0.769\t1.551\t3.102\t0.874\t0.940\t0.990\t0.861\t1.214\t0.847\t0.735\n1\t1.160\t0.229\t0.513\t0.819\t-0.530\t1.210\t0.110\t-0.939\t0.000\t0.647\t-1.320\t0.616\t2.215\t0.615\t0.573\t0.924\t2.548\t0.811\t0.386\t-1.571\t0.000\t0.857\t0.933\t1.089\t0.934\t0.803\t0.920\t0.838\n1\t0.389\t-1.290\t0.025\t0.114\t-0.786\t0.735\t-0.304\t0.621\t2.173\t0.722\t1.082\t-1.237\t0.000\t0.596\t0.263\t1.477\t0.000\t0.728\t-0.275\t-0.345\t3.102\t0.774\t1.114\t0.987\t0.526\t0.592\t0.716\t0.637\n0\t1.158\t0.807\t-0.364\t1.093\t-0.725\t1.006\t-0.601\t0.594\t2.173\t0.396\t0.157\t-1.226\t0.000\t1.528\t0.943\t1.711\t2.548\t0.376\t1.235\t1.695\t0.000\t0.433\t1.005\t0.974\t1.155\t1.926\t1.221\t0.923\n0\t0.728\t-0.882\t1.150\t0.798\t-0.694\t0.965\t-0.619\t0.685\t2.173\t0.875\t1.282\t-1.109\t0.000\t0.909\t-0.636\t-0.962\t2.548\t0.723\t0.992\t0.906\t0.000\t0.899\t0.940\t1.051\t0.862\t1.164\t1.047\t0.918\n1\t1.249\t-0.167\t-0.846\t1.821\t-0.240\t0.921\t-1.055\t-1.730\t2.173\t0.570\t-1.218\t0.970\t0.000\t0.771\t-0.058\t0.913\t2.548\t0.530\t0.713\t0.520\t0.000\t0.946\t1.006\t1.086\t0.940\t0.906\t1.017\t0.885\n0\t1.030\t1.120\t0.018\t0.251\t-0.492\t0.886\t1.534\t-1.287\t0.000\t1.162\t1.131\t1.522\t1.107\t2.420\t1.987\t0.432\t0.000\t0.724\t0.334\t-0.221\t0.000\t0.983\t0.866\t0.990\t0.528\t0.504\t0.661\t0.620\n0\t0.723\t-1.223\t0.403\t0.461\t-1.134\t1.047\t-0.519\t1.136\t2.173\t0.831\t-0.614\t-0.524\t0.000\t0.532\t1.003\t-1.190\t2.548\t0.655\t0.617\t-0.087\t0.000\t0.802\t0.738\t0.991\t1.092\t1.164\t1.010\t0.929\n1\t0.752\t1.290\t-0.907\t0.710\t0.893\t0.790\t0.244\t1.034\t2.173\t1.095\t0.933\t-0.083\t0.000\t0.992\t0.437\t-0.627\t0.000\t1.266\t-0.045\t-1.463\t3.102\t0.847\t1.014\t1.011\t0.881\t0.838\t0.890\t0.796\n1\t0.902\t-0.291\t0.639\t1.229\t1.317\t0.647\t-1.570\t-0.516\t0.000\t0.524\t0.033\t-1.389\t0.000\t1.051\t-0.009\t-0.688\t2.548\t0.832\t-0.020\t0.844\t1.551\t0.610\t0.614\t0.986\t0.537\t0.702\t0.666\t0.613\n1\t0.381\t-0.758\t-0.324\t1.917\t0.675\t0.944\t0.249\t-0.471\t0.000\t1.031\t0.076\t-1.703\t2.215\t0.773\t0.641\t1.029\t0.000\t1.766\t0.958\t-1.263\t1.551\t0.933\t0.854\t0.989\t1.861\t0.831\t1.324\t1.096\n1\t0.369\t-1.145\t-1.354\t0.457\t1.547\t0.871\t-0.258\t0.216\t2.173\t0.870\t-0.077\t-1.248\t0.000\t0.874\t0.857\t-1.674\t0.000\t0.825\t0.066\t0.752\t3.102\t0.871\t0.799\t0.995\t0.935\t0.444\t0.814\t0.710\n0\t0.799\t1.230\t1.526\t0.741\t0.595\t0.418\t1.845\t-0.544\t0.000\t0.611\t0.539\t-1.294\t2.215\t0.637\t0.798\t0.204\t0.000\t0.471\t-0.616\t1.603\t3.102\t0.750\t0.833\t0.990\t0.702\t0.416\t0.594\t0.600\n1\t0.605\t0.386\t1.666\t0.609\t-0.301\t1.026\t0.395\t1.122\t0.000\t1.024\t-0.581\t-1.164\t0.000\t0.708\t0.760\t0.839\t0.000\t1.251\t0.911\t1.406\t0.000\t0.800\t0.683\t0.984\t0.686\t0.181\t0.879\t0.827\n0\t1.482\t-0.245\t-0.208\t0.538\t0.254\t1.036\t-0.317\t1.641\t0.000\t0.191\t1.178\t-1.043\t0.000\t0.317\t-0.680\t0.390\t2.548\t0.472\t1.176\t1.168\t1.551\t1.012\t0.763\t0.996\t0.483\t0.430\t0.555\t0.710\n1\t1.334\t0.459\t0.112\t1.735\t-0.377\t0.998\t-0.007\t1.465\t0.000\t0.803\t1.274\t-1.050\t1.107\t0.404\t-0.387\t-0.032\t0.000\t0.701\t0.149\t0.985\t3.102\t1.140\t1.240\t0.984\t0.768\t0.769\t0.749\t0.879\n0\t0.973\t-1.017\t0.711\t1.341\t1.397\t0.389\t0.646\t-0.905\t0.000\t0.977\t0.066\t0.133\t1.107\t1.509\t-1.023\t-1.142\t0.000\t0.463\t-0.460\t-1.021\t0.000\t0.420\t0.705\t0.987\t0.731\t0.212\t0.781\t0.747\n1\t0.818\t-0.461\t-0.763\t0.888\t1.116\t0.564\t-0.732\t1.623\t1.087\t1.077\t-1.430\t0.796\t2.215\t1.007\t-0.612\t-0.057\t0.000\t1.123\t0.593\t-0.544\t0.000\t0.978\t0.927\t1.172\t0.953\t0.890\t0.892\t0.778\n0\t0.351\t-1.774\t0.847\t2.170\t0.511\t0.725\t1.059\t-0.921\t0.000\t0.710\t-0.490\t1.682\t2.215\t0.868\t1.167\t-0.176\t0.000\t1.193\t0.394\t-1.417\t3.102\t0.901\t0.788\t1.001\t0.923\t0.509\t0.821\t1.047\n1\t0.751\t-1.273\t-0.508\t0.387\t0.768\t0.691\t0.168\t0.033\t2.173\t0.572\t0.802\t-1.273\t2.215\t0.655\t0.220\t0.876\t0.000\t1.172\t-0.090\t-1.498\t0.000\t0.832\t0.879\t0.989\t0.821\t0.908\t0.681\t0.643\n0\t0.693\t0.011\t1.682\t2.099\t-1.084\t0.926\t-0.222\t0.378\t1.087\t0.762\t0.779\t1.436\t2.215\t0.594\t0.696\t0.894\t0.000\t0.672\t1.075\t-0.402\t0.000\t0.667\t0.829\t1.011\t0.903\t1.206\t1.007\t0.838\n1\t1.258\t-1.820\t0.777\t0.822\t-0.693\t1.025\t-0.102\t-1.187\t2.173\t0.519\t-1.171\t0.231\t0.000\t0.566\t-1.657\t-1.288\t0.000\t0.927\t-0.532\t1.203\t3.102\t0.855\t1.146\t1.366\t0.865\t0.905\t1.060\t0.869\n1\t0.360\t-2.304\t-1.175\t0.378\t0.944\t0.488\t0.859\t0.762\t2.173\t0.436\t-0.938\t-0.106\t2.215\t0.600\t-1.738\t0.871\t0.000\t0.550\t0.788\t-1.391\t0.000\t1.367\t0.876\t0.977\t0.966\t0.859\t0.768\t0.703\n0\t0.690\t0.677\t0.788\t2.548\t0.235\t1.258\t0.833\t-1.272\t1.087\t1.138\t-2.556\t-0.296\t0.000\t2.626\t0.184\t1.602\t2.548\t0.572\t-2.416\t0.593\t0.000\t0.769\t3.251\t0.990\t1.716\t1.394\t2.852\t2.423\n0\t0.560\t-1.821\t1.155\t1.775\t0.682\t0.912\t0.877\t-0.712\t2.173\t0.666\t-0.019\t-0.892\t0.000\t0.680\t-0.423\t1.098\t2.548\t0.696\t-0.354\t-1.623\t0.000\t0.659\t0.706\t0.995\t0.556\t1.212\t1.193\t0.931\n0\t1.835\t0.947\t-0.665\t0.911\t-1.381\t0.848\t-0.350\t1.167\t0.000\t0.738\t-1.441\t0.961\t0.000\t0.734\t-0.334\t0.038\t1.274\t0.511\t-0.821\t1.245\t3.102\t1.049\t0.938\t1.076\t0.955\t0.440\t0.758\t1.053\n1\t0.546\t1.060\t-0.017\t1.378\t1.673\t1.224\t0.542\t-0.463\t2.173\t1.515\t0.948\t1.223\t0.000\t0.855\t0.850\t-1.399\t2.548\t0.798\t0.050\t0.293\t0.000\t1.263\t0.988\t1.201\t1.193\t0.984\t1.040\t0.908\n0\t0.736\t1.285\t-0.513\t1.678\t-0.041\t1.041\t1.131\t0.343\t0.000\t1.322\t0.460\t1.739\t0.000\t0.836\t-0.461\t-1.731\t2.548\t0.620\t1.416\t-1.357\t0.000\t0.871\t0.793\t0.979\t1.391\t0.113\t1.231\t1.095\n0\t1.078\t0.087\t1.014\t1.521\t-1.548\t0.636\t-1.342\t0.640\t0.000\t1.096\t0.519\t-0.489\t2.215\t0.464\t0.249\t-0.071\t0.000\t0.701\t-1.286\t-1.361\t3.102\t1.061\t0.829\t1.314\t1.191\t1.128\t0.910\t0.928\n0\t0.812\t0.041\t-0.323\t0.424\t0.592\t0.655\t0.951\t1.666\t0.000\t0.517\t1.095\t-1.114\t2.215\t0.879\t0.109\t-1.456\t2.548\t0.477\t0.782\t0.494\t0.000\t0.744\t0.632\t0.983\t0.655\t0.434\t0.552\t0.547\n1\t0.888\t-1.152\t-1.011\t0.659\t1.355\t0.484\t1.141\t0.198\t2.173\t0.441\t0.479\t-0.644\t0.000\t0.652\t-0.309\t-0.371\t0.000\t1.522\t0.453\t1.251\t3.102\t0.802\t0.720\t0.989\t1.478\t0.789\t1.109\t0.987\n0\t0.526\t1.430\t-0.336\t1.636\t-1.386\t0.733\t0.339\t0.297\t0.000\t1.049\t1.336\t1.171\t0.000\t1.212\t0.340\t-0.626\t2.548\t0.383\t-0.817\t1.328\t1.551\t1.658\t1.090\t1.042\t0.876\t0.637\t0.873\t0.899\n1\t1.166\t0.158\t-0.711\t0.606\t-0.288\t0.925\t-0.444\t0.664\t2.173\t1.069\t-0.152\t0.063\t2.215\t1.246\t-0.179\t-1.651\t0.000\t0.439\t0.188\t1.470\t0.000\t0.316\t0.974\t0.993\t1.057\t0.784\t0.770\t0.769\n1\t0.903\t0.728\t1.547\t0.458\t-0.191\t1.460\t-2.134\t-0.631\t0.000\t1.943\t0.210\t0.972\t2.215\t1.131\t0.332\t-0.648\t0.000\t1.487\t-0.445\t1.394\t3.102\t0.805\t0.978\t0.983\t1.004\t0.820\t0.878\t0.803\n1\t0.405\t0.985\t-0.698\t0.871\t0.163\t0.890\t0.197\t-1.579\t0.000\t0.436\t-1.407\t0.121\t2.215\t0.677\t-1.085\t0.683\t0.000\t1.104\t1.076\t1.707\t1.551\t0.848\t1.029\t0.994\t0.795\t1.309\t1.240\t1.078\n0\t1.658\t-1.042\t0.132\t1.080\t0.533\t0.930\t-0.633\t1.677\t2.173\t0.745\t-0.272\t-0.843\t0.000\t0.924\t2.127\t0.965\t0.000\t1.167\t0.106\t-0.481\t3.102\t0.805\t1.192\t0.990\t1.386\t1.113\t1.460\t1.905\n0\t0.813\t0.038\t-1.396\t1.185\t-0.174\t0.402\t-1.269\t1.534\t0.000\t0.679\t0.800\t0.271\t0.000\t0.801\t0.843\t1.737\t0.000\t0.369\t-0.708\t-1.556\t3.102\t0.770\t0.539\t1.213\t0.628\t0.148\t0.466\t0.489\n0\t0.764\t0.937\t-0.993\t0.867\t-1.466\t0.992\t-0.363\t0.954\t0.000\t0.681\t-0.252\t-0.136\t1.107\t0.571\t-0.985\t-0.113\t0.000\t0.771\t0.195\t-1.254\t3.102\t0.777\t0.771\t0.980\t0.469\t0.577\t0.528\t0.560\n1\t1.421\t1.077\t0.298\t0.253\t-1.243\t0.921\t0.753\t-1.492\t0.000\t0.582\t0.817\t0.956\t2.215\t1.224\t-0.030\t-0.327\t2.548\t1.091\t-0.056\t-1.669\t0.000\t1.121\t1.074\t0.988\t0.611\t0.915\t0.758\t0.715\n1\t1.650\t0.334\t1.108\t0.981\t-1.428\t0.508\t-0.754\t-0.133\t0.000\t0.452\t0.047\t1.361\t0.000\t0.732\t-1.083\t0.965\t2.548\t0.794\t-0.610\t-1.174\t1.551\t1.079\t0.771\t1.333\t0.850\t0.562\t0.710\t0.695\n0\t0.792\t-0.771\t0.105\t0.596\t-1.237\t0.569\t-0.816\t1.058\t2.173\t0.444\t-0.335\t-1.118\t1.107\t0.773\t1.178\t-0.979\t0.000\t1.512\t0.520\t0.901\t0.000\t0.663\t1.066\t0.985\t0.607\t0.706\t0.689\t0.726\n1\t0.920\t-1.089\t0.682\t0.129\t-1.596\t1.151\t-0.931\t-0.520\t0.000\t1.150\t1.861\t1.519\t0.000\t1.256\t-2.119\t1.399\t0.000\t2.006\t-0.881\t-0.930\t0.000\t0.849\t1.114\t0.987\t0.459\t0.387\t0.705\t0.728\n0\t0.486\t1.519\t0.443\t0.609\t0.943\t0.406\t-0.679\t-1.180\t2.173\t0.657\t-0.385\t1.420\t2.215\t0.595\t0.767\t-0.578\t0.000\t0.816\t-1.699\t-0.372\t0.000\t1.540\t0.962\t0.978\t0.690\t0.555\t0.713\t0.744\n1\t4.314\t0.390\t0.801\t1.470\t0.748\t2.193\t-0.363\t-1.123\t0.000\t1.204\t0.238\t-0.749\t1.107\t0.790\t0.510\t-0.224\t0.000\t0.906\t1.321\t-0.295\t0.000\t0.851\t0.878\t0.985\t0.540\t0.808\t1.121\t0.953\n0\t1.768\t0.606\t1.739\t0.554\t-1.210\t0.955\t0.442\t0.521\t2.173\t0.727\t0.394\t-0.031\t0.000\t1.274\t-0.611\t-1.166\t2.548\t1.205\t-0.663\t0.132\t0.000\t0.798\t1.036\t0.975\t1.227\t1.593\t1.105\t1.020\n0\t0.695\t0.554\t0.615\t1.008\t1.378\t1.564\t0.975\t-0.496\t2.173\t1.539\t0.233\t1.386\t2.215\t0.337\t1.265\t1.275\t0.000\t0.721\t0.315\t-0.542\t0.000\t0.614\t0.799\t0.988\t1.356\t2.426\t1.294\t0.959\n1\t0.709\t-1.443\t0.093\t0.644\t-1.704\t1.134\t-0.541\t1.388\t2.173\t1.116\t-0.338\t-0.110\t0.000\t1.148\t-0.674\t-0.594\t0.000\t0.948\t-0.299\t-1.056\t3.102\t0.810\t0.679\t0.988\t1.077\t0.891\t0.945\t0.895\n0\t1.899\t0.755\t0.127\t0.809\t-1.464\t0.684\t-1.040\t-1.266\t2.173\t0.720\t0.311\t1.343\t2.215\t0.429\t-0.117\t-1.605\t0.000\t0.772\t0.787\t1.571\t0.000\t0.397\t0.775\t1.700\t1.065\t1.059\t1.106\t0.845\n1\t0.694\t0.043\t-1.538\t1.484\t-0.058\t1.190\t0.925\t-0.583\t2.173\t1.096\t-0.119\t0.818\t0.000\t1.690\t0.557\t1.284\t1.274\t0.874\t-0.465\t1.652\t0.000\t0.914\t0.853\t1.367\t1.105\t1.779\t1.178\t1.035\n1\t0.584\t2.017\t0.156\t2.029\t-0.060\t1.297\t-0.483\t1.701\t0.000\t0.398\t-1.163\t0.748\t2.215\t0.647\t0.392\t-0.864\t1.274\t0.527\t0.713\t1.119\t0.000\t1.112\t0.943\t0.978\t1.275\t0.725\t0.872\t1.095\n0\t0.829\t-0.099\t-1.673\t1.868\t1.312\t0.837\t-1.625\t-0.796\t0.000\t1.136\t-1.133\t-0.370\t0.000\t0.816\t0.485\t0.435\t2.548\t0.857\t-0.890\t0.903\t3.102\t0.922\t0.981\t1.000\t0.979\t0.625\t0.955\t1.013\n1\t2.427\t1.329\t0.795\t0.241\t0.633\t0.456\t1.495\t-0.569\t2.173\t0.987\t-0.001\t-1.378\t0.000\t1.055\t1.630\t0.100\t0.000\t0.932\t0.256\t-0.970\t3.102\t0.726\t1.123\t0.977\t1.048\t0.503\t0.807\t1.021\n0\t1.114\t-0.469\t0.602\t1.864\t0.224\t0.863\t0.940\t-0.793\t0.000\t0.736\t-0.597\t1.589\t2.215\t1.486\t0.721\t-1.399\t1.274\t1.342\t-1.072\t0.781\t0.000\t1.134\t0.921\t0.990\t1.023\t0.975\t1.229\t1.491\n0\t1.090\t0.187\t-0.191\t1.284\t0.515\t0.434\t0.015\t0.575\t2.173\t0.295\t1.378\t1.592\t0.000\t0.927\t0.320\t-1.299\t0.000\t1.138\t-0.272\t-0.777\t3.102\t0.756\t0.852\t0.986\t0.764\t0.710\t0.643\t0.710\n1\t0.583\t1.109\t-0.748\t0.750\t-1.632\t1.035\t0.691\t0.472\t2.173\t0.808\t-1.074\t1.681\t0.000\t0.940\t-0.294\t1.581\t0.000\t1.407\t0.523\t-0.309\t1.551\t0.795\t0.895\t0.993\t1.054\t0.828\t0.843\t0.768\n1\t0.489\t2.130\t0.147\t0.337\t0.594\t0.985\t0.543\t0.902\t1.087\t1.478\t0.877\t-1.247\t0.000\t0.836\t0.981\t-0.725\t0.000\t0.738\t0.507\t-0.349\t3.102\t0.788\t0.647\t1.000\t0.789\t0.816\t0.900\t0.786\n1\t0.595\t-1.501\t-0.727\t0.688\t-1.103\t0.686\t-0.497\t0.814\t0.000\t2.037\t-1.732\t0.503\t0.000\t2.069\t0.149\t-1.063\t2.548\t1.034\t-1.258\t1.399\t0.000\t0.935\t0.929\t0.981\t0.759\t0.939\t0.992\t0.836\n1\t0.996\t0.855\t1.263\t0.860\t1.213\t1.590\t0.046\t0.575\t2.173\t1.027\t0.250\t-1.522\t0.000\t1.409\t0.617\t-0.551\t0.000\t1.287\t1.615\t-1.196\t0.000\t0.794\t0.698\t0.992\t1.642\t0.916\t1.162\t1.040\n1\t0.651\t-1.376\t-1.337\t1.135\t0.084\t1.097\t-0.352\t1.366\t0.000\t1.006\t-1.606\t0.956\t0.000\t1.028\t-2.558\t0.322\t0.000\t1.640\t-0.790\t-0.298\t3.102\t1.088\t0.952\t1.141\t0.694\t0.452\t0.760\t0.690\n1\t1.295\t0.962\t-0.633\t1.039\t-1.417\t0.515\t0.094\t-0.329\t2.173\t1.100\t0.435\t0.823\t2.215\t0.563\t-1.429\t1.205\t0.000\t0.715\t-0.289\t1.548\t0.000\t0.502\t0.872\t1.042\t0.796\t0.975\t0.858\t0.883\n1\t2.256\t-1.085\t-0.494\t0.836\t0.817\t0.310\t-1.738\t-1.237\t0.000\t0.973\t-1.386\t1.672\t2.215\t0.768\t-0.341\t0.264\t0.000\t2.076\t0.320\t1.484\t3.102\t0.849\t0.897\t1.760\t1.276\t1.345\t1.247\t1.025\n1\t0.397\t0.573\t0.095\t1.575\t-0.081\t0.792\t0.096\t1.580\t2.173\t0.635\t-1.042\t-1.284\t0.000\t0.392\t-0.740\t-0.007\t0.000\t0.689\t-0.330\t1.181\t3.102\t0.706\t0.875\t0.980\t0.692\t0.338\t0.785\t0.689\n1\t0.857\t1.579\t0.283\t0.963\t-1.105\t0.723\t0.182\t-1.533\t2.173\t0.403\t-1.070\t1.118\t2.215\t0.978\t0.548\t0.492\t0.000\t0.772\t0.905\t-0.667\t0.000\t0.861\t0.965\t1.194\t1.270\t0.770\t0.976\t0.834\n0\t1.241\t0.276\t0.156\t0.561\t1.578\t0.746\t-0.745\t-1.431\t1.087\t1.131\t-0.028\t0.857\t2.215\t1.143\t-1.479\t-0.830\t0.000\t0.431\t-0.973\t-0.427\t0.000\t0.328\t1.246\t1.108\t1.041\t1.292\t0.895\t0.879\n0\t0.482\t-0.944\t-1.531\t1.272\t0.510\t1.057\t-0.565\t0.843\t2.173\t0.390\t-1.867\t-1.346\t0.000\t0.789\t-0.171\t-0.664\t2.548\t0.750\t-0.203\t-1.365\t0.000\t0.867\t1.062\t1.046\t0.768\t1.133\t0.760\t0.689\n1\t1.052\t1.240\t-0.065\t0.590\t-1.608\t0.741\t-0.949\t0.587\t0.000\t0.721\t-0.516\t-1.676\t2.215\t0.743\t0.758\t-0.672\t2.548\t0.539\t-0.618\t-1.131\t0.000\t0.971\t1.059\t1.074\t1.058\t0.838\t0.754\t0.871\n1\t0.601\t1.661\t-1.731\t1.456\t1.002\t0.574\t0.428\t-1.618\t0.000\t1.079\t0.804\t-0.350\t2.215\t1.099\t0.464\t0.588\t0.000\t0.707\t0.000\t-0.279\t0.000\t0.934\t0.918\t0.989\t1.738\t0.959\t1.314\t1.109\n1\t0.535\t-1.733\t0.749\t0.914\t0.930\t0.968\t0.829\t-0.754\t0.000\t0.919\t-0.899\t1.250\t0.000\t1.037\t-1.620\t-0.714\t0.000\t0.864\t-0.882\t-1.486\t3.102\t0.828\t0.719\t0.993\t0.686\t0.434\t0.515\t0.592\n1\t2.028\t0.788\t0.716\t0.671\t-1.629\t0.749\t-1.628\t-1.024\t0.000\t0.884\t0.458\t0.483\t0.000\t1.351\t-0.342\t-0.729\t1.274\t0.704\t-0.761\t1.550\t3.102\t2.764\t1.526\t1.385\t1.344\t0.690\t1.018\t1.205\n0\t0.655\t1.474\t1.227\t0.755\t0.011\t1.058\t0.477\t-1.191\t1.087\t1.299\t-0.137\t0.182\t2.215\t0.499\t0.329\t0.699\t0.000\t1.531\t0.624\t1.732\t0.000\t0.795\t0.883\t0.987\t1.458\t1.719\t1.286\t1.038\n1\t0.499\t-0.978\t-0.806\t1.469\t0.596\t1.375\t0.162\t-1.437\t0.000\t1.343\t0.114\t-0.085\t2.215\t0.761\t0.885\t1.468\t0.000\t0.697\t-0.160\t0.875\t3.102\t1.194\t0.926\t1.131\t1.044\t0.679\t1.000\t1.027\n1\t0.703\t-0.292\t-1.092\t0.565\t1.199\t1.514\t-0.152\t-0.834\t0.000\t0.869\t-0.740\t0.903\t0.000\t1.210\t0.372\t0.993\t2.548\t1.710\t-0.563\t0.106\t3.102\t2.549\t1.649\t0.980\t0.892\t1.006\t1.191\t0.990\n1\t0.421\t-1.418\t-0.657\t0.738\t-0.046\t1.169\t0.845\t-1.250\t1.087\t1.037\t-0.571\t-0.523\t0.000\t1.819\t1.881\t0.808\t0.000\t0.873\t0.133\t0.754\t3.102\t0.813\t0.733\t0.997\t1.161\t1.106\t0.914\t0.803\n0\t0.324\t1.762\t-1.683\t3.700\t1.443\t1.385\t-1.039\t-0.163\t2.173\t0.604\t-2.086\t-0.456\t0.000\t0.393\t0.910\t-0.690\t2.548\t0.550\t-1.662\t0.734\t0.000\t0.662\t0.888\t0.995\t1.124\t1.191\t4.075\t4.044\n1\t0.466\t-0.675\t1.055\t0.589\t0.649\t1.094\t-1.485\t-1.269\t0.000\t1.218\t-1.302\t0.408\t2.215\t0.585\t-1.523\t1.478\t0.000\t0.554\t0.032\t-0.103\t3.102\t0.897\t0.931\t0.979\t0.727\t0.643\t0.892\t0.799\n1\t1.134\t-0.092\t1.631\t1.231\t1.645\t0.379\t1.442\t1.414\t0.000\t0.807\t0.291\t-0.507\t2.215\t1.290\t0.711\t0.516\t2.548\t0.923\t0.757\t-1.226\t0.000\t0.671\t0.834\t0.988\t1.021\t0.903\t0.868\t0.741\n1\t1.243\t0.198\t1.111\t0.266\t-1.708\t0.921\t0.421\t-1.010\t2.173\t0.751\t0.037\t-0.536\t0.000\t1.023\t-0.241\t1.326\t0.000\t1.324\t-0.830\t0.711\t3.102\t0.910\t0.967\t0.986\t1.066\t1.476\t0.886\t0.785\n0\t0.728\t0.876\t1.365\t0.600\t-0.332\t1.248\t2.023\t0.872\t0.000\t1.552\t0.331\t0.228\t0.000\t1.380\t-0.547\t-0.303\t2.548\t1.554\t-0.454\t-0.692\t0.000\t0.859\t0.765\t0.989\t0.790\t1.823\t1.081\t0.896\n1\t1.128\t-0.987\t0.759\t0.992\t1.737\t2.239\t-0.375\t-1.174\t0.000\t2.114\t-0.444\t0.340\t1.107\t1.549\t0.324\t0.144\t0.000\t1.091\t0.301\t1.299\t3.102\t1.149\t0.899\t1.131\t1.207\t1.191\t0.911\t0.874\n1\t1.399\t-1.384\t-0.039\t0.487\t1.387\t0.716\t-1.093\t0.494\t0.000\t1.575\t-1.689\t-1.513\t0.000\t0.790\t-0.288\t-1.513\t2.548\t1.040\t0.287\t0.236\t0.000\t1.083\t1.013\t1.098\t0.590\t0.485\t0.631\t0.653\n1\t1.744\t0.643\t-1.368\t0.874\t1.555\t1.065\t-0.202\t0.572\t1.087\t0.767\t0.391\t-0.994\t2.215\t0.555\t1.587\t-0.234\t0.000\t0.389\t-1.086\t0.285\t0.000\t1.144\t0.862\t0.986\t1.381\t1.376\t1.001\t0.894\n1\t0.663\t-0.902\t0.581\t0.602\t-1.172\t0.487\t0.544\t1.260\t0.000\t1.230\t1.026\t-1.195\t2.215\t1.008\t0.839\t0.570\t0.000\t0.396\t1.375\t-0.492\t3.102\t0.771\t1.138\t0.992\t0.962\t0.419\t1.088\t1.004\n0\t0.878\t-0.807\t-0.795\t1.466\t-0.235\t0.734\t-1.203\t1.449\t2.173\t0.609\t-1.638\t0.476\t0.000\t0.902\t-0.079\t1.294\t2.548\t0.876\t-1.588\t-1.315\t0.000\t0.957\t0.982\t0.987\t1.224\t0.619\t0.895\t0.858\n1\t1.250\t0.081\t-0.122\t1.090\t-1.068\t0.720\t0.570\t1.039\t2.173\t0.499\t0.391\t0.316\t0.000\t1.019\t-0.487\t1.674\t2.548\t0.481\t1.577\t-1.144\t0.000\t0.808\t0.925\t1.216\t1.102\t0.850\t0.854\t0.754\n1\t0.889\t0.439\t0.395\t1.363\t-0.628\t0.621\t-1.143\t0.793\t2.173\t0.796\t-0.394\t1.738\t0.000\t0.929\t1.072\t-0.647\t0.000\t0.831\t0.230\t1.122\t0.000\t1.069\t0.854\t1.214\t1.242\t0.719\t0.853\t0.828\n0\t0.291\t2.093\t-0.176\t1.875\t1.128\t0.868\t-0.420\t-0.879\t1.087\t0.959\t-1.114\t-1.022\t0.000\t1.406\t0.287\t0.530\t2.548\t0.727\t0.767\t-1.097\t0.000\t1.338\t0.872\t0.987\t1.631\t1.414\t1.896\t1.897\n0\t0.911\t-0.754\t-0.992\t0.476\t0.530\t0.781\t-1.140\t-0.581\t0.000\t0.933\t1.246\t1.098\t0.000\t0.619\t0.889\t1.727\t2.548\t0.819\t0.157\t1.081\t3.102\t0.889\t0.646\t0.984\t0.899\t0.372\t0.636\t0.780\n0\t0.513\t1.389\t-1.573\t1.377\t-0.754\t0.809\t0.763\t0.412\t0.000\t0.681\t0.775\t1.062\t1.107\t1.194\t1.024\t-1.137\t2.548\t1.043\t2.431\t0.404\t0.000\t0.769\t0.990\t0.982\t0.853\t0.892\t0.673\t0.692\n1\t1.456\t-1.233\t0.352\t1.908\t-0.563\t0.797\t-0.550\t0.645\t0.000\t1.924\t-0.725\t-1.349\t2.215\t0.821\t-1.065\t1.264\t0.000\t1.252\t-0.837\t-0.410\t3.102\t0.893\t0.941\t1.694\t1.653\t1.065\t1.072\t1.061\n1\t0.859\t-0.226\t1.471\t2.092\t0.452\t0.975\t0.551\t-0.916\t2.173\t0.646\t0.195\t1.593\t0.000\t0.641\t0.349\t0.436\t2.548\t0.493\t-0.735\t-0.856\t0.000\t0.725\t0.845\t1.475\t0.749\t0.929\t0.975\t0.813\n1\t1.090\t1.435\t-1.715\t1.789\t1.430\t1.230\t2.009\t-0.178\t0.000\t0.420\t1.798\t-0.999\t0.000\t0.538\t1.217\t-1.282\t2.548\t0.768\t-0.670\t0.356\t3.102\t1.039\t0.834\t1.006\t1.094\t0.800\t1.017\t1.085\n0\t2.377\t-0.255\t-0.099\t0.231\t0.111\t0.839\t-2.473\t-1.522\t0.000\t0.539\t-1.224\t0.859\t2.215\t0.583\t-1.536\t-0.902\t0.000\t1.523\t-0.519\t1.567\t3.102\t0.848\t0.953\t0.992\t1.084\t0.554\t0.796\t1.059\n1\t0.358\t-1.786\t-0.012\t1.796\t1.139\t0.732\t0.191\t-0.584\t2.173\t0.746\t-0.212\t1.715\t2.215\t0.483\t-0.517\t-1.010\t0.000\t0.442\t-0.019\t0.008\t0.000\t0.428\t0.515\t0.987\t1.416\t0.980\t1.013\t0.768\n1\t0.688\t-0.188\t0.301\t0.462\t-0.683\t0.886\t-0.743\t-0.924\t0.000\t0.408\t-2.185\t0.626\t0.000\t1.336\t-0.958\t0.897\t2.548\t1.015\t0.169\t1.699\t3.102\t1.639\t1.236\t0.986\t0.750\t0.838\t0.917\t0.785\n1\t1.242\t0.552\t-1.537\t0.830\t-1.463\t0.609\t-0.039\t0.033\t2.173\t0.933\t-0.404\t1.183\t2.215\t0.493\t0.840\t-0.752\t0.000\t0.507\t1.557\t0.412\t0.000\t0.926\t0.889\t0.999\t1.023\t0.977\t0.819\t0.753\n0\t0.337\t-0.619\t-1.143\t1.744\t1.464\t0.544\t0.352\t-0.219\t0.000\t0.869\t0.814\t0.827\t2.215\t0.570\t1.887\t-0.675\t0.000\t1.234\t-0.436\t-0.405\t3.102\t0.860\t0.830\t0.988\t0.946\t1.083\t0.788\t0.712\n0\t0.699\t-0.398\t1.454\t0.200\t-1.529\t0.949\t0.788\t0.915\t2.173\t1.224\t-0.560\t-0.439\t1.107\t0.840\t-0.105\t0.307\t0.000\t2.005\t-0.003\t-1.420\t0.000\t1.433\t1.192\t0.991\t0.779\t1.898\t1.130\t0.937\n1\t0.581\t-0.191\t-1.465\t0.269\t1.169\t0.890\t-0.949\t0.811\t2.173\t1.329\t-0.473\t-0.561\t0.000\t1.084\t-1.007\t-1.077\t1.274\t1.204\t-0.025\t0.368\t0.000\t0.797\t1.236\t0.982\t0.636\t1.217\t0.848\t0.742\n1\t0.839\t-0.255\t1.497\t0.199\t1.436\t0.656\t0.208\t1.725\t2.173\t0.641\t-2.198\t-0.113\t0.000\t0.516\t0.045\t-0.321\t2.548\t0.749\t-1.311\t0.318\t0.000\t0.466\t0.750\t0.982\t0.808\t0.700\t0.911\t0.794\n0\t0.977\t0.914\t0.763\t2.001\t1.353\t1.272\t0.161\t-0.900\t2.173\t1.525\t0.182\t-0.426\t0.000\t1.577\t-0.112\t0.774\t2.548\t0.458\t0.872\t0.195\t0.000\t0.752\t0.887\t0.988\t1.011\t1.779\t1.294\t1.161\n1\t1.248\t-0.435\t1.554\t1.281\t0.872\t0.485\t-0.446\t-1.234\t0.000\t0.731\t-0.753\t-0.713\t2.215\t1.425\t-0.363\t0.134\t2.548\t0.390\t0.254\t0.129\t0.000\t0.676\t0.777\t1.009\t0.988\t0.777\t0.822\t0.700\n1\t1.029\t-1.121\t1.143\t0.618\t-0.826\t0.717\t-1.336\t0.040\t0.000\t0.527\t1.081\t-1.696\t2.215\t0.941\t-0.589\t-1.010\t2.548\t0.892\t-0.633\t0.828\t0.000\t0.875\t0.913\t1.082\t1.067\t0.863\t0.916\t0.817\n1\t0.895\t0.360\t0.185\t1.693\t-0.449\t2.636\t-0.732\t1.317\t0.000\t1.383\t0.347\t-0.522\t1.107\t0.570\t-1.009\t-0.012\t0.000\t0.483\t-1.614\t-0.664\t0.000\t0.637\t1.043\t0.989\t0.749\t0.806\t0.725\t0.690\n0\t1.240\t0.246\t-0.444\t0.528\t-0.670\t0.964\t0.909\t0.843\t1.087\t0.497\t2.192\t0.467\t0.000\t1.350\t1.225\t-1.182\t0.000\t0.906\t2.135\t-1.213\t0.000\t0.883\t0.869\t0.987\t1.353\t0.588\t0.920\t1.072\n1\t0.790\t-1.255\t-0.364\t1.299\t0.861\t0.819\t0.212\t0.229\t2.173\t1.461\t-0.883\t-1.232\t2.215\t1.092\t-0.177\t-1.721\t0.000\t0.719\t-0.462\t0.198\t0.000\t0.981\t0.987\t1.254\t1.192\t1.826\t1.147\t0.953\n1\t0.514\t-0.878\t-1.250\t0.660\t0.837\t1.102\t0.811\t-0.895\t2.173\t0.800\t0.710\t1.141\t0.000\t0.597\t-0.682\t0.972\t1.274\t1.228\t0.655\t-0.050\t0.000\t1.136\t0.881\t0.983\t1.017\t1.333\t0.910\t0.792\n1\t0.605\t0.348\t-0.325\t1.493\t-1.034\t0.530\t-0.563\t0.267\t2.173\t1.157\t0.207\t1.023\t2.215\t0.695\t0.288\t-0.922\t0.000\t0.668\t0.713\t0.604\t0.000\t0.765\t0.808\t0.992\t1.135\t0.860\t0.989\t0.786\n0\t0.338\t0.647\t0.201\t1.775\t1.315\t1.107\t-2.031\t-1.308\t0.000\t0.823\t-1.676\t0.888\t0.000\t0.767\t-1.404\t0.007\t0.000\t1.569\t-0.283\t0.005\t1.551\t0.876\t0.940\t0.986\t0.965\t0.793\t0.789\t0.858\n0\t0.629\t0.294\t1.035\t1.534\t0.191\t0.883\t-0.056\t-1.298\t0.000\t0.713\t-0.706\t1.281\t0.000\t0.825\t-1.063\t-1.097\t1.274\t1.018\t-0.400\t0.083\t3.102\t1.357\t0.947\t0.987\t0.543\t0.660\t0.720\t0.782\n0\t0.503\t1.243\t-0.503\t1.248\t0.411\t0.515\t0.988\t1.673\t0.000\t0.594\t-0.267\t-1.114\t2.215\t0.320\t0.022\t0.782\t0.000\t0.659\t-0.736\t-1.474\t3.102\t0.884\t0.922\t0.979\t0.793\t0.251\t0.656\t0.679\n0\t1.319\t0.844\t0.704\t0.106\t-0.559\t0.870\t-0.618\t-0.898\t0.000\t0.740\t-1.422\t0.129\t0.000\t0.834\t0.278\t-1.569\t2.548\t0.651\t-1.532\t1.508\t0.000\t0.873\t1.076\t0.981\t0.592\t0.292\t0.631\t0.737\n0\t0.761\t-1.227\t-0.603\t3.297\t-1.001\t1.794\t0.074\t0.868\t1.087\t0.991\t0.832\t0.414\t0.000\t1.305\t0.112\t-0.716\t2.548\t0.523\t2.436\t0.415\t0.000\t0.926\t1.128\t0.988\t2.435\t1.888\t1.640\t1.612\n1\t1.480\t-0.774\t0.402\t0.765\t0.841\t0.276\t-1.428\t0.686\t0.000\t0.475\t0.155\t-0.617\t2.215\t1.989\t-0.920\t-1.268\t2.548\t0.677\t0.401\t1.439\t0.000\t0.845\t1.010\t0.986\t0.785\t0.858\t0.937\t0.786\n1\t0.632\t-0.704\t-0.259\t0.385\t0.640\t1.176\t-1.250\t-1.247\t0.000\t0.598\t-1.697\t-0.754\t0.000\t1.445\t-1.318\t0.803\t2.548\t0.624\t-0.183\t-0.347\t3.102\t0.883\t0.805\t0.979\t0.717\t0.784\t0.871\t0.766\n0\t1.710\t0.553\t1.007\t0.943\t0.235\t1.022\t-0.675\t-0.241\t2.173\t1.260\t0.662\t1.586\t2.215\t1.554\t-0.704\t-0.772\t0.000\t0.432\t-1.096\t-1.080\t0.000\t0.549\t0.722\t1.128\t0.989\t2.069\t1.237\t1.110\n0\t0.937\t-1.652\t-0.302\t1.216\t0.524\t0.600\t-0.587\t-1.675\t2.173\t0.506\t0.758\t1.730\t2.215\t0.799\t-0.201\t0.136\t0.000\t0.653\t-1.808\t1.351\t0.000\t1.150\t0.947\t1.002\t1.378\t0.604\t1.015\t0.876\n1\t0.453\t-1.869\t1.212\t1.513\t0.292\t0.750\t-0.138\t-1.448\t2.173\t0.669\t0.474\t1.043\t2.215\t0.643\t0.593\t-0.310\t0.000\t0.530\t-1.153\t-1.242\t0.000\t0.911\t0.831\t0.989\t1.188\t0.879\t0.937\t0.815\n1\t0.892\t-0.083\t-0.819\t0.682\t1.029\t0.705\t-0.895\t-0.672\t2.173\t0.786\t0.109\t1.161\t0.000\t1.009\t-0.664\t0.952\t1.274\t0.396\t0.181\t-1.524\t0.000\t1.034\t1.102\t1.076\t0.743\t1.048\t0.743\t0.689\n1\t1.275\t1.144\t1.160\t0.760\t0.309\t0.643\t1.062\t-0.762\t2.173\t0.247\t0.942\t0.023\t0.000\t0.452\t1.742\t0.727\t0.000\t0.524\t-0.579\t0.317\t0.000\t0.938\t0.883\t0.990\t1.010\t0.671\t0.812\t0.716\n1\t0.552\t-0.755\t1.278\t0.907\t-0.688\t0.574\t-0.558\t0.619\t2.173\t0.943\t-0.374\t-0.174\t2.215\t1.480\t-0.800\t-1.456\t0.000\t0.669\t1.233\t0.641\t0.000\t0.843\t1.000\t0.989\t0.695\t0.717\t0.819\t0.703\n1\t0.427\t-0.316\t-1.412\t2.032\t1.559\t1.207\t1.522\t0.239\t2.173\t0.545\t1.243\t-1.224\t0.000\t0.872\t0.441\t-0.619\t2.548\t0.416\t-1.313\t-0.188\t0.000\t1.199\t0.811\t0.988\t1.572\t1.137\t1.107\t0.982\n1\t0.419\t-0.195\t0.841\t1.880\t0.141\t0.836\t0.628\t1.421\t2.173\t0.634\t2.623\t-1.078\t0.000\t1.471\t1.088\t-1.273\t2.548\t0.901\t0.792\t0.048\t0.000\t1.285\t1.050\t0.991\t1.075\t0.985\t0.966\t0.998\n1\t0.587\t-0.784\t1.290\t0.148\t-1.475\t1.800\t1.340\t0.802\t2.173\t1.091\t1.186\t-1.070\t2.215\t2.017\t1.338\t-0.701\t0.000\t0.586\t1.992\t-0.384\t0.000\t0.664\t0.665\t0.979\t1.263\t2.052\t1.291\t1.141\n0\t1.628\t-2.105\t0.660\t0.399\t1.496\t0.659\t-0.474\t0.109\t1.087\t0.810\t-0.595\t-1.578\t0.000\t0.623\t-1.486\t-1.352\t0.000\t0.874\t-0.073\t-0.880\t3.102\t0.620\t1.039\t0.985\t1.043\t0.644\t0.859\t0.823\n0\t1.072\t-0.550\t-1.394\t0.138\t-0.867\t1.333\t-1.024\t1.610\t2.173\t1.381\t0.818\t-0.125\t2.215\t1.899\t-0.917\t0.360\t0.000\t0.445\t-0.721\t1.301\t0.000\t0.838\t1.467\t0.995\t1.097\t2.940\t1.579\t1.266\n1\t1.637\t0.528\t1.738\t0.246\t0.256\t1.435\t0.134\t-0.198\t0.000\t1.060\t1.143\t1.653\t0.000\t0.864\t0.415\t1.085\t0.000\t1.211\t-0.597\t-0.749\t1.551\t0.899\t1.165\t0.984\t0.931\t0.840\t0.942\t0.824\n0\t2.520\t0.563\t0.730\t0.628\t-0.951\t0.640\t-0.497\t1.302\t0.000\t0.999\t-0.872\t-0.734\t2.215\t1.196\t0.446\t-0.982\t0.000\t0.539\t0.482\t-0.556\t3.102\t1.610\t0.946\t1.740\t1.602\t0.545\t1.000\t0.973\n1\t1.133\t1.384\t-1.226\t1.025\t-1.735\t1.574\t1.084\t0.280\t0.000\t0.989\t1.995\t1.360\t0.000\t1.749\t0.293\t-1.220\t2.548\t0.905\t-1.837\t0.466\t0.000\t0.831\t0.910\t0.975\t1.183\t0.847\t0.901\t0.841\n0\t1.372\t-0.415\t-0.373\t1.040\t-0.660\t1.029\t-1.197\t1.186\t2.173\t0.402\t-2.691\t1.410\t0.000\t0.650\t-1.294\t0.540\t0.000\t0.536\t0.327\t-0.951\t3.102\t0.794\t0.943\t0.982\t1.625\t1.015\t1.032\t1.041\n0\t0.418\t1.038\t1.293\t3.230\t-1.493\t0.734\t-0.423\t0.147\t2.173\t0.663\t0.959\t-0.282\t0.000\t1.136\t1.356\t0.119\t2.548\t0.476\t1.536\t0.599\t0.000\t0.614\t0.938\t0.989\t1.247\t1.265\t1.398\t1.081\n1\t0.516\t-0.325\t-1.148\t1.427\t0.533\t2.421\t1.287\t-1.574\t0.000\t1.284\t-0.794\t0.019\t2.215\t2.020\t-1.579\t-0.187\t0.000\t1.739\t-0.372\t0.667\t1.551\t9.420\t5.128\t1.187\t0.847\t0.784\t3.190\t2.329\n1\t0.726\t0.348\t0.200\t1.322\t0.989\t1.293\t-2.300\t0.420\t0.000\t1.657\t-0.726\t0.378\t2.215\t5.502\t-1.315\t-1.158\t2.548\t1.610\t0.121\t1.334\t0.000\t0.760\t1.174\t0.991\t3.316\t3.354\t2.412\t1.831\n1\t1.207\t-0.169\t0.687\t2.252\t1.136\t1.195\t0.715\t-0.373\t2.173\t0.753\t-0.144\t-1.152\t0.000\t0.618\t0.945\t-1.268\t2.548\t0.489\t-1.026\t-1.624\t0.000\t0.556\t1.166\t0.997\t0.964\t0.791\t1.136\t0.989\n0\t0.519\t-1.206\t1.470\t1.417\t-1.608\t0.962\t0.348\t-0.085\t0.000\t0.944\t0.401\t0.487\t2.215\t1.218\t0.919\t1.560\t2.548\t1.216\t0.932\t-0.515\t0.000\t0.901\t0.882\t0.990\t0.854\t0.999\t0.872\t0.951\n0\t1.024\t-0.217\t1.081\t0.407\t-0.941\t1.281\t-0.667\t-1.727\t2.173\t0.884\t-0.668\t-0.488\t2.215\t0.576\t1.281\t-0.220\t0.000\t0.380\t0.365\t0.468\t0.000\t0.397\t0.791\t0.989\t0.925\t1.408\t0.978\t0.827\n1\t0.288\t-1.722\t-1.172\t1.034\t0.304\t0.592\t1.169\t1.720\t1.087\t0.655\t0.689\t0.407\t2.215\t0.655\t1.235\t-1.110\t0.000\t0.473\t-0.772\t-1.264\t0.000\t0.868\t0.816\t0.984\t1.120\t0.876\t0.811\t0.732\n1\t1.556\t-0.361\t-0.947\t0.857\t1.688\t0.934\t0.078\t0.418\t1.087\t0.514\t0.107\t1.197\t0.000\t0.419\t-1.034\t-0.558\t1.274\t0.469\t-0.854\t0.058\t0.000\t0.668\t0.654\t1.110\t0.627\t0.783\t0.816\t0.675\n0\t0.379\t0.950\t-0.639\t1.301\t1.224\t0.623\t0.739\t0.637\t0.000\t0.674\t-0.074\t-0.731\t2.215\t0.625\t-2.111\t-0.123\t0.000\t1.259\t0.570\t-1.408\t3.102\t0.865\t0.927\t0.989\t0.688\t0.575\t0.671\t0.653\n0\t1.502\t-1.716\t0.053\t0.998\t-0.242\t0.961\t-1.457\t-1.503\t0.000\t0.432\t-0.393\t-1.553\t0.000\t0.822\t-1.166\t1.162\t2.548\t0.743\t-0.612\t0.119\t3.102\t0.766\t0.849\t0.979\t0.959\t0.510\t0.684\t0.865\n1\t1.895\t-0.610\t0.247\t0.915\t-0.219\t1.240\t-1.444\t-1.644\t2.173\t0.503\t-0.535\t0.933\t0.000\t0.492\t-0.796\t-0.279\t2.548\t0.494\t-1.647\t-1.083\t0.000\t0.807\t0.874\t1.003\t0.503\t0.962\t1.015\t0.816\n0\t2.285\t0.628\t-0.293\t0.146\t-1.137\t0.682\t0.480\t1.685\t0.000\t0.583\t0.136\t0.635\t0.000\t0.841\t-1.052\t1.312\t2.548\t0.603\t-0.308\t-1.132\t0.000\t0.798\t0.703\t0.987\t0.688\t0.156\t0.777\t0.658\n1\t1.184\t0.663\t0.361\t1.183\t-0.072\t0.870\t0.748\t-1.226\t2.173\t0.703\t-0.052\t-0.820\t0.000\t0.913\t0.522\t1.246\t2.548\t0.992\t1.913\t1.055\t0.000\t1.926\t1.227\t0.998\t1.203\t0.884\t0.898\t0.924\n0\t1.227\t0.391\t0.979\t0.600\t1.185\t0.953\t0.406\t-1.619\t2.173\t1.089\t-0.115\t-0.110\t1.107\t0.813\t1.145\t0.062\t0.000\t0.805\t-2.292\t-0.715\t0.000\t0.845\t1.246\t1.001\t0.965\t1.520\t1.235\t1.310\n0\t0.867\t-1.036\t0.005\t0.575\t-1.652\t0.886\t-0.850\t-0.707\t0.000\t0.555\t-0.611\t-1.423\t0.000\t0.716\t-0.277\t0.969\t2.548\t1.418\t-0.610\t0.542\t3.102\t0.911\t0.940\t0.987\t0.643\t0.333\t0.720\t0.635\n1\t0.596\t0.239\t1.590\t2.467\t0.959\t0.912\t-0.121\t-0.468\t0.000\t1.432\t0.733\t-0.535\t2.215\t0.994\t-1.281\t1.264\t0.000\t0.772\t1.204\t1.424\t0.000\t0.734\t0.830\t0.983\t0.875\t1.028\t1.040\t0.820\n0\t1.172\t-0.194\t1.462\t0.682\t-1.700\t0.862\t-1.113\t-0.218\t0.000\t0.733\t-0.965\t0.687\t2.215\t1.442\t-0.558\t-1.538\t2.548\t1.584\t0.645\t-0.318\t0.000\t0.718\t0.949\t0.970\t0.612\t1.013\t0.839\t0.800\n1\t2.157\t-0.070\t1.114\t1.536\t0.728\t1.108\t0.319\t-0.610\t2.173\t0.541\t-0.212\t-1.125\t0.000\t0.637\t-0.891\t0.369\t1.274\t0.409\t-0.925\t-1.334\t0.000\t0.305\t0.667\t0.984\t0.707\t1.089\t1.120\t0.898\n0\t0.754\t-1.565\t0.905\t0.721\t-0.372\t1.041\t-0.024\t-0.154\t2.173\t0.517\t-1.020\t0.453\t0.000\t2.381\t-0.399\t-1.629\t2.548\t1.421\t-1.774\t1.503\t0.000\t0.919\t1.229\t0.991\t1.348\t1.948\t1.312\t1.125\n1\t1.020\t0.691\t-0.298\t0.197\t0.663\t1.419\t0.295\t-1.538\t2.173\t0.830\t1.458\t0.411\t0.000\t0.696\t0.321\t0.706\t1.274\t0.545\t-0.440\t-0.262\t0.000\t1.163\t0.742\t0.982\t1.143\t1.115\t0.977\t0.854\n0\t0.708\t0.328\t-0.295\t0.962\t1.122\t1.455\t-0.163\t-1.287\t0.000\t1.814\t0.104\t0.730\t2.215\t0.786\t0.211\t1.641\t0.000\t2.118\t-0.832\t-0.431\t1.551\t1.001\t1.427\t1.095\t0.838\t1.845\t1.401\t1.135\n0\t0.923\t0.125\t-0.412\t0.665\t-1.093\t0.740\t1.071\t-1.644\t0.000\t0.605\t-0.104\t0.910\t1.107\t0.865\t0.469\t0.075\t2.548\t0.694\t1.310\t0.711\t0.000\t0.970\t0.929\t0.991\t0.851\t0.579\t0.685\t0.685\n0\t1.023\t1.749\t1.349\t0.435\t-1.271\t0.828\t0.965\t0.292\t2.173\t0.848\t-1.200\t-1.581\t1.107\t0.717\t0.078\t-0.127\t0.000\t0.433\t0.539\t-1.556\t0.000\t0.616\t0.869\t0.976\t0.933\t2.060\t1.266\t0.958\n0\t0.754\t-0.272\t0.435\t0.955\t1.450\t0.702\t-0.844\t1.304\t0.000\t1.082\t-0.608\t-0.158\t2.215\t1.542\t-0.370\t-1.140\t2.548\t0.389\t-1.329\t-0.430\t0.000\t0.854\t1.001\t0.991\t0.914\t1.073\t0.808\t0.740\n0\t1.133\t-0.061\t1.707\t0.870\t-0.792\t1.336\t0.803\t-1.037\t2.173\t2.750\t0.904\t0.427\t0.000\t0.502\t0.881\t1.630\t1.274\t0.792\t-0.645\t1.273\t0.000\t2.274\t1.400\t1.070\t0.973\t0.690\t1.395\t1.204\n0\t0.877\t2.411\t-0.894\t0.696\t-0.382\t0.737\t0.941\t0.772\t2.173\t0.454\t-0.624\t-0.284\t1.107\t0.332\t0.965\t1.525\t0.000\t0.514\t-0.086\t1.732\t0.000\t0.293\t0.530\t0.997\t1.134\t1.022\t0.948\t0.742\n1\t1.575\t1.095\t1.361\t0.706\t-0.377\t0.536\t0.462\t-0.251\t1.087\t0.872\t0.822\t0.882\t0.000\t0.563\t-1.025\t-1.006\t1.274\t0.928\t1.119\t-0.931\t0.000\t1.206\t0.937\t1.461\t1.193\t0.742\t0.874\t0.814\n0\t0.840\t-0.246\t0.692\t0.613\t-1.424\t0.861\t2.932\t-1.688\t0.000\t0.935\t2.431\t-0.787\t0.000\t1.008\t0.601\t0.738\t2.548\t1.768\t0.186\t0.367\t1.551\t0.846\t1.199\t0.987\t0.701\t0.404\t1.028\t0.960\n0\t0.353\t-2.228\t-0.435\t1.961\t-1.358\t0.649\t-0.505\t0.852\t0.000\t0.899\t0.346\t0.309\t1.107\t0.575\t-0.998\t-1.591\t0.000\t0.997\t-0.388\t-0.252\t3.102\t0.945\t0.971\t0.986\t0.858\t0.549\t1.025\t0.899\n1\t1.494\t-0.034\t-0.268\t0.933\t-0.910\t1.080\t-0.054\t-1.469\t1.087\t1.102\t1.338\t0.683\t2.215\t0.428\t2.136\t1.068\t0.000\t0.780\t1.228\t-0.781\t0.000\t0.871\t1.047\t0.990\t1.468\t1.950\t1.264\t1.017\n1\t0.602\t2.366\t0.556\t0.896\t-0.459\t0.573\t0.450\t0.684\t1.087\t0.884\t0.988\t-1.200\t0.000\t1.278\t0.443\t1.408\t0.000\t1.413\t1.252\t-0.390\t3.102\t1.239\t1.073\t0.990\t0.577\t0.943\t0.848\t0.813\n1\t1.368\t1.271\t-1.230\t1.484\t1.559\t0.891\t0.622\t0.582\t2.173\t0.804\t0.968\t-0.943\t0.000\t1.171\t0.872\t0.025\t0.000\t0.646\t0.210\t-0.216\t3.102\t1.140\t1.134\t1.159\t0.861\t0.551\t0.890\t0.855\n1\t0.639\t0.517\t1.404\t0.908\t0.294\t2.246\t2.203\t-0.966\t0.000\t2.006\t0.710\t0.501\t0.000\t1.355\t0.314\t0.804\t0.000\t2.227\t0.001\t-1.711\t3.102\t0.840\t0.642\t0.984\t0.847\t0.858\t0.937\t0.788\n1\t0.498\t-0.293\t1.398\t1.341\t-0.240\t0.614\t-1.077\t0.734\t2.173\t0.657\t0.592\t0.813\t2.215\t0.604\t-0.792\t-0.735\t0.000\t0.414\t1.812\t-0.186\t0.000\t1.232\t0.934\t1.127\t0.853\t0.894\t0.840\t0.759\n0\t0.993\t1.122\t1.419\t1.040\t0.934\t0.697\t0.393\t-0.238\t0.000\t1.041\t0.975\t-0.779\t1.107\t1.335\t0.008\t1.438\t0.000\t0.780\t1.732\t-0.631\t0.000\t0.873\t0.642\t0.977\t1.098\t0.696\t0.715\t0.659\n0\t1.246\t0.479\t0.982\t0.769\t-1.277\t0.789\t0.542\t1.656\t0.000\t0.892\t0.880\t-0.492\t2.215\t0.712\t-0.605\t0.024\t2.548\t0.376\t-0.284\t-0.564\t0.000\t0.979\t0.993\t1.213\t0.954\t0.828\t0.759\t0.731\n1\t0.950\t-1.671\t1.292\t1.318\t-0.641\t1.461\t-0.358\t0.027\t0.000\t1.365\t-1.512\t-1.608\t0.000\t0.907\t-2.258\t-0.816\t0.000\t1.423\t1.096\t1.171\t3.102\t0.755\t0.647\t1.528\t2.132\t0.819\t1.447\t1.301\n0\t2.325\t-1.227\t-0.936\t0.493\t1.374\t1.102\t-0.200\t0.302\t0.000\t0.705\t0.908\t0.992\t2.215\t0.487\t0.583\t-0.256\t0.000\t1.079\t-0.772\t1.579\t3.102\t0.855\t0.958\t1.294\t0.815\t0.932\t1.070\t1.068\n0\t0.704\t-0.182\t-1.558\t2.905\t-1.583\t1.816\t-0.965\t0.199\t2.173\t0.953\t-0.766\t0.880\t2.215\t1.779\t0.446\t-1.028\t0.000\t0.708\t-1.124\t0.199\t0.000\t1.712\t1.478\t0.992\t2.155\t1.129\t1.458\t1.426\n1\t2.573\t-1.145\t0.361\t0.243\t-0.714\t0.894\t-1.310\t-1.093\t0.000\t0.585\t-0.500\t-1.421\t1.107\t0.721\t-0.246\t1.553\t2.548\t0.501\t-1.783\t-1.490\t0.000\t0.559\t0.773\t0.988\t0.998\t0.319\t0.765\t0.784\n1\t0.338\t-2.226\t0.079\t0.246\t-0.567\t0.789\t-0.939\t1.291\t0.000\t0.908\t0.085\t0.369\t2.215\t1.028\t-0.358\t-0.669\t2.548\t1.407\t-0.946\t-1.598\t0.000\t0.837\t1.053\t0.992\t0.755\t0.864\t0.901\t0.768\n1\t0.469\t0.928\t1.710\t0.463\t-1.315\t0.923\t-0.718\t0.246\t0.000\t1.047\t-0.262\t-0.965\t2.215\t1.676\t1.617\t-1.651\t0.000\t1.738\t0.047\t0.234\t0.000\t0.775\t0.940\t0.983\t0.685\t0.897\t0.886\t0.799\n1\t3.112\t-0.993\t-0.505\t1.488\t0.976\t1.218\t-0.103\t-1.348\t2.173\t1.569\t-1.574\t1.123\t0.000\t1.071\t-0.204\t-0.185\t2.548\t0.588\t-1.095\t0.635\t0.000\t0.567\t1.250\t2.899\t2.070\t1.236\t1.386\t1.359\n1\t0.935\t-0.311\t-0.107\t0.151\t1.166\t0.668\t-0.345\t-0.978\t0.000\t0.610\t0.893\t-1.120\t0.000\t1.156\t0.676\t-0.097\t1.274\t2.065\t1.031\t0.874\t3.102\t0.933\t0.979\t0.988\t0.897\t0.953\t0.964\t0.814\n1\t1.105\t-0.760\t-1.537\t0.295\t-1.075\t0.580\t-0.919\t1.019\t0.000\t0.443\t-1.656\t-0.193\t0.000\t0.978\t-1.047\t0.273\t2.548\t0.970\t0.296\t-0.881\t3.102\t0.955\t0.932\t0.996\t0.843\t0.889\t0.734\t0.680\n1\t1.023\t-0.940\t0.622\t0.471\t1.292\t1.300\t-1.107\t-1.070\t0.000\t1.186\t0.057\t0.600\t1.107\t0.625\t0.078\t-1.119\t0.000\t0.680\t-0.806\t-0.596\t3.102\t1.038\t0.638\t0.995\t0.666\t0.836\t0.994\t0.896\n1\t0.716\t-1.460\t0.782\t1.109\t1.113\t3.671\t0.578\t-1.698\t0.000\t2.633\t-0.268\t-0.142\t2.215\t3.606\t1.040\t0.156\t0.000\t0.606\t0.581\t0.469\t1.551\t1.450\t1.329\t1.003\t1.477\t0.830\t2.172\t1.816\n1\t0.441\t-1.170\t0.457\t2.301\t1.309\t1.019\t-0.471\t-0.205\t2.173\t0.459\t-0.693\t1.188\t2.215\t1.077\t-1.339\t-1.226\t0.000\t0.944\t-0.569\t0.381\t0.000\t1.192\t1.114\t0.985\t0.471\t0.964\t0.886\t0.825\n0\t2.576\t0.292\t0.224\t0.770\t1.184\t0.632\t0.106\t-1.176\t2.173\t1.292\t-0.413\t-1.737\t2.215\t0.526\t-1.151\t-0.523\t0.000\t0.979\t0.997\t-0.668\t0.000\t0.592\t0.894\t1.486\t1.248\t0.736\t1.107\t0.994\n0\t1.594\t0.209\t-1.307\t0.786\t1.640\t0.875\t-0.356\t0.631\t0.000\t1.094\t0.130\t-0.828\t2.215\t1.130\t0.092\t-0.127\t0.000\t1.161\t-0.792\t1.225\t3.102\t1.186\t0.831\t0.984\t0.816\t1.137\t0.922\t0.995\n1\t0.385\t0.138\t-0.814\t0.454\t1.005\t0.870\t1.156\t-1.282\t2.173\t0.509\t1.020\t0.558\t2.215\t0.491\t-0.895\t-0.576\t0.000\t0.518\t-0.211\t0.497\t0.000\t0.503\t1.061\t0.989\t0.588\t0.977\t0.748\t0.692\n0\t1.470\t-0.993\t-0.651\t0.936\t1.639\t0.930\t-0.769\t1.612\t1.087\t0.489\t-1.514\t-0.100\t0.000\t1.132\t-0.835\t0.706\t2.548\t1.140\t-1.302\t0.408\t0.000\t0.942\t1.102\t1.431\t1.028\t0.938\t0.939\t0.941\n1\t0.640\t1.352\t1.370\t2.096\t0.592\t0.917\t1.661\t-0.389\t0.000\t1.330\t0.952\t-1.393\t2.215\t0.667\t1.158\t-1.110\t2.548\t0.752\t1.091\t0.848\t0.000\t0.729\t0.902\t1.035\t0.872\t0.292\t0.881\t0.742\n1\t0.305\t-0.657\t-1.369\t0.448\t0.308\t0.949\t-0.525\t0.593\t0.000\t2.055\t0.334\t-0.989\t2.215\t1.284\t0.892\t0.638\t0.000\t1.266\t-0.949\t0.028\t0.000\t0.968\t0.997\t0.997\t0.997\t0.363\t1.182\t1.000\n0\t0.785\t1.286\t1.552\t1.035\t1.643\t0.690\t1.215\t0.065\t0.000\t0.650\t0.534\t-1.302\t2.215\t0.764\t0.492\t-0.759\t0.000\t0.869\t0.186\t0.719\t0.000\t0.903\t0.949\t0.977\t0.929\t0.571\t0.770\t0.817\n1\t0.708\t-1.985\t-0.401\t0.539\t1.028\t0.905\t-0.720\t0.048\t2.173\t1.192\t-1.791\t-1.481\t0.000\t0.585\t0.206\t-1.149\t0.000\t1.120\t-0.532\t-1.345\t1.551\t1.059\t0.906\t0.983\t0.700\t1.014\t0.682\t0.642\n0\t0.681\t-0.051\t0.756\t1.667\t-0.187\t0.564\t0.538\t1.109\t2.173\t0.650\t1.936\t-1.583\t0.000\t1.393\t0.354\t-0.661\t2.548\t0.763\t-0.560\t1.157\t0.000\t0.910\t0.894\t1.108\t0.920\t1.107\t0.788\t0.725\n0\t0.661\t-1.408\t-0.363\t0.853\t-1.078\t0.498\t0.148\t0.208\t0.000\t0.784\t0.411\t-0.819\t2.215\t1.295\t-0.120\t0.903\t1.274\t0.644\t-1.618\t1.477\t0.000\t1.335\t0.960\t0.983\t1.541\t1.112\t1.276\t1.095\n0\t1.428\t1.355\t1.469\t0.740\t-0.524\t0.360\t0.929\t0.247\t0.000\t0.495\t0.599\t1.685\t0.000\t0.889\t0.261\t0.679\t2.548\t1.863\t0.324\t-0.677\t3.102\t0.875\t0.830\t1.389\t0.954\t0.926\t0.840\t0.710\n0\t0.703\t1.104\t0.869\t0.851\t-1.620\t0.868\t-0.077\t-0.298\t1.087\t1.073\t1.090\t1.421\t2.215\t0.936\t1.173\t-1.077\t0.000\t0.754\t-0.384\t0.864\t0.000\t1.066\t0.920\t0.986\t1.024\t1.683\t0.932\t0.800\n1\t0.691\t-0.124\t0.394\t1.188\t0.772\t0.545\t-1.023\t-0.539\t0.000\t1.120\t-1.478\t-1.380\t0.000\t1.208\t-0.368\t-1.507\t2.548\t0.649\t-0.020\t0.010\t1.551\t1.211\t0.985\t0.989\t0.585\t0.675\t0.733\t1.046\n1\t1.696\t-0.505\t0.798\t0.339\t-1.273\t0.839\t0.266\t-0.975\t2.173\t0.590\t-1.059\t0.302\t0.000\t1.204\t-1.156\t-1.420\t0.000\t1.048\t0.935\t0.013\t3.102\t0.788\t0.970\t1.005\t0.922\t0.886\t0.873\t0.757\n1\t0.499\t-0.672\t1.669\t0.355\t-0.133\t1.201\t0.166\t0.594\t2.173\t1.938\t-1.477\t-1.473\t0.000\t1.369\t0.218\t-0.873\t0.000\t1.106\t-0.356\t-1.216\t0.000\t0.899\t0.776\t0.987\t0.624\t0.544\t0.610\t0.611\n1\t1.029\t-1.002\t1.587\t0.778\t-1.162\t0.531\t-0.225\t1.226\t0.000\t0.446\t0.453\t-1.391\t0.000\t1.184\t0.124\t-0.388\t2.548\t2.598\t0.914\t0.305\t3.102\t0.816\t0.918\t0.988\t2.181\t1.031\t1.468\t1.170\n1\t2.857\t-0.526\t-0.384\t0.111\t-1.727\t1.248\t-0.406\t1.522\t2.173\t0.793\t0.392\t0.319\t2.215\t0.963\t0.187\t-1.682\t0.000\t0.630\t-0.585\t0.378\t0.000\t0.918\t0.825\t0.987\t0.907\t1.432\t1.152\t0.937\n1\t0.561\t0.546\t-0.005\t0.544\t-1.662\t1.513\t1.131\t1.485\t0.000\t0.778\t-0.757\t0.529\t2.215\t1.928\t-0.564\t-0.511\t2.548\t0.960\t0.472\t-0.550\t0.000\t1.857\t1.868\t0.986\t1.337\t1.054\t1.570\t1.273\n0\t0.456\t1.699\t1.131\t0.593\t-0.739\t1.314\t-0.026\t-0.303\t2.173\t1.334\t0.550\t1.260\t1.107\t0.576\t1.246\t1.533\t0.000\t0.903\t0.787\t0.195\t0.000\t0.762\t1.158\t0.992\t0.820\t2.010\t1.040\t0.856\n0\t0.493\t1.481\t0.711\t3.382\t0.233\t1.099\t0.050\t0.032\t2.173\t2.022\t-0.511\t-1.601\t2.215\t1.078\t0.870\t-1.116\t0.000\t1.728\t0.503\t1.661\t0.000\t0.937\t1.337\t0.995\t0.974\t2.275\t1.753\t1.486\n1\t0.696\t1.069\t1.236\t0.820\t-1.160\t0.838\t0.103\t0.113\t0.000\t0.996\t1.021\t1.616\t2.215\t0.662\t0.747\t-0.845\t2.548\t0.629\t2.011\t0.688\t0.000\t1.008\t0.886\t0.985\t0.625\t0.696\t0.607\t0.579\n1\t1.520\t0.812\t-1.610\t1.616\t-1.305\t1.475\t-0.149\t0.501\t0.000\t0.928\t0.079\t0.071\t2.215\t1.127\t0.827\t-0.805\t2.548\t0.845\t-0.102\t-1.740\t0.000\t1.535\t1.054\t0.990\t0.778\t0.900\t0.972\t1.224\n0\t1.147\t0.341\t-1.310\t0.590\t-0.148\t0.650\t-1.048\t-1.580\t2.173\t0.469\t-0.854\t-0.026\t0.000\t0.923\t-0.250\t1.034\t0.000\t1.400\t1.195\t0.029\t3.102\t0.881\t0.900\t0.988\t0.838\t1.897\t1.031\t0.882\n1\t1.053\t0.253\t0.526\t1.596\t-0.270\t0.681\t0.964\t-1.266\t2.173\t0.848\t-0.194\t1.574\t2.215\t0.378\t-1.302\t-0.595\t0.000\t0.730\t0.110\t-1.711\t0.000\t0.700\t0.854\t1.180\t1.103\t0.928\t0.941\t0.791\n1\t0.775\t-0.102\t0.184\t1.164\t1.569\t1.916\t0.282\t-0.182\t0.000\t2.229\t-1.929\t1.587\t0.000\t0.489\t0.991\t-0.374\t0.000\t0.996\t1.090\t1.453\t3.102\t0.778\t0.679\t1.248\t0.838\t0.758\t0.800\t0.839\n0\t0.705\t0.104\t-0.502\t0.984\t1.131\t0.956\t0.705\t-0.107\t2.173\t1.185\t-0.558\t1.328\t2.215\t0.515\t0.190\t-1.385\t0.000\t0.925\t-0.978\t-1.505\t0.000\t0.705\t0.943\t1.148\t0.859\t1.853\t0.978\t0.810\n1\t0.501\t-1.232\t-1.501\t0.334\t-1.063\t0.879\t1.023\t0.309\t0.000\t0.722\t0.082\t1.652\t2.215\t0.537\t-0.606\t-0.749\t0.000\t0.698\t0.676\t1.171\t1.551\t0.378\t0.788\t0.996\t0.622\t0.359\t0.593\t0.556\n0\t0.424\t-1.379\t-0.987\t1.048\t-0.640\t0.723\t0.165\t1.731\t0.000\t1.075\t-0.432\t0.476\t2.215\t0.495\t-0.569\t-0.944\t0.000\t1.036\t-0.967\t0.667\t3.102\t0.840\t0.904\t1.000\t0.957\t0.385\t0.743\t0.740\n1\t0.396\t-1.560\t0.925\t1.587\t-0.865\t0.541\t-0.119\t1.456\t0.000\t0.562\t1.441\t-1.388\t0.000\t0.431\t1.853\t-0.087\t0.000\t1.343\t0.044\t0.445\t0.000\t0.868\t0.656\t1.098\t0.696\t0.219\t0.661\t0.661\n0\t1.527\t-0.559\t-1.131\t0.688\t-0.239\t1.129\t-1.113\t0.969\t2.173\t0.949\t-0.744\t1.740\t0.000\t1.487\t-1.355\t-0.482\t2.548\t1.200\t1.896\t-0.080\t0.000\t1.001\t2.461\t1.024\t1.299\t1.587\t1.947\t1.548\n0\t1.099\t0.339\t-0.942\t0.882\t-0.040\t0.492\t1.737\t-1.146\t0.000\t0.802\t0.971\t0.419\t2.215\t0.810\t1.527\t1.268\t0.000\t1.218\t0.528\t1.307\t1.551\t0.935\t0.950\t0.992\t0.821\t0.661\t0.675\t0.742\n1\t1.330\t0.713\t-0.182\t1.194\t-0.991\t1.348\t0.420\t1.030\t2.173\t0.603\t-0.545\t-1.287\t0.000\t0.519\t-0.991\t0.463\t2.548\t0.838\t2.012\t-1.362\t0.000\t1.946\t1.484\t1.161\t1.478\t1.005\t1.181\t1.105\n1\t1.005\t-0.134\t0.804\t0.900\t-1.617\t0.830\t0.264\t-1.310\t0.000\t1.414\t-0.882\t0.186\t2.215\t0.543\t0.043\t1.432\t2.548\t0.767\t0.122\t-0.656\t0.000\t0.683\t0.599\t1.080\t1.093\t0.958\t0.901\t0.810\n1\t0.587\t-1.723\t-1.584\t1.163\t0.500\t1.569\t-1.331\t-0.211\t2.173\t0.853\t-0.989\t1.045\t0.000\t0.491\t-0.935\t-0.911\t0.000\t0.473\t-0.208\t-1.208\t3.102\t0.975\t1.290\t1.091\t0.701\t0.885\t0.797\t0.761\n1\t0.881\t-0.756\t0.638\t0.825\t0.596\t0.863\t0.120\t0.465\t2.173\t1.191\t0.818\t1.738\t0.000\t1.096\t-0.436\t-0.389\t2.548\t1.870\t0.667\t-1.356\t0.000\t0.749\t1.100\t0.991\t1.183\t0.921\t0.917\t1.130\n0\t0.574\t-0.435\t-0.208\t0.921\t0.753\t0.507\t-1.484\t-1.268\t0.000\t0.766\t-0.558\t-0.815\t2.215\t0.702\t-0.057\t0.470\t0.000\t0.522\t-1.215\t1.562\t3.102\t1.361\t0.936\t0.983\t0.559\t0.546\t0.586\t0.605\n1\t0.874\t-0.231\t1.279\t0.469\t-1.241\t0.988\t0.258\t0.595\t1.087\t0.719\t-1.052\t-1.670\t0.000\t0.787\t-1.047\t-0.678\t1.274\t1.064\t-2.121\t-0.425\t0.000\t1.189\t0.741\t0.991\t0.880\t1.308\t1.097\t1.016\n0\t1.773\t1.594\t-1.689\t0.671\t-0.863\t1.122\t-0.250\t0.522\t1.087\t0.486\t0.257\t0.546\t2.215\t1.104\t-0.209\t-0.867\t0.000\t0.605\t0.714\t-1.381\t0.000\t0.725\t0.692\t1.025\t1.940\t0.284\t1.240\t1.003\n0\t0.627\t-0.171\t0.273\t1.031\t-1.163\t1.001\t0.629\t1.511\t1.087\t0.750\t-0.820\t0.742\t0.000\t0.777\t0.718\t-0.650\t0.000\t0.562\t1.061\t-0.234\t0.000\t0.942\t0.589\t1.071\t1.010\t0.326\t0.767\t0.720\n1\t1.714\t0.186\t0.528\t1.289\t1.185\t0.419\t1.385\t-0.250\t0.000\t0.817\t1.379\t-1.342\t0.000\t1.067\t0.715\t-0.607\t2.548\t0.632\t1.038\t-1.016\t3.102\t1.034\t0.747\t1.149\t0.888\t0.269\t0.785\t0.821\n1\t0.880\t0.268\t-0.328\t1.763\t-1.128\t1.348\t0.849\t1.488\t0.000\t1.335\t-0.857\t0.371\t1.107\t0.918\t-2.090\t-0.212\t0.000\t1.058\t-1.066\t-0.362\t1.551\t1.118\t1.125\t1.139\t0.968\t0.692\t1.015\t1.036\n0\t1.091\t-1.011\t-0.472\t0.587\t-1.164\t1.120\t1.210\t-1.544\t2.173\t1.256\t0.181\t1.483\t0.000\t1.440\t0.441\t0.437\t0.000\t1.543\t0.854\t0.271\t0.000\t0.937\t0.691\t0.988\t2.388\t1.576\t1.567\t1.310\n0\t1.090\t-1.603\t-0.768\t0.212\t1.488\t0.547\t-0.992\t-0.248\t2.173\t0.810\t-1.672\t1.398\t0.000\t0.568\t-1.030\t0.383\t0.000\t0.853\t-0.164\t1.645\t3.102\t0.880\t0.889\t0.981\t0.676\t0.776\t0.643\t0.617\n0\t0.536\t1.003\t-0.547\t1.158\t1.736\t1.231\t1.996\t0.237\t0.000\t1.488\t1.500\t1.442\t2.215\t1.273\t-0.337\t-1.143\t2.548\t0.850\t-0.167\t-0.292\t0.000\t0.626\t0.768\t0.987\t0.881\t1.939\t1.036\t0.849\n1\t1.541\t0.811\t1.588\t1.078\t-1.276\t0.845\t-0.594\t0.683\t2.173\t0.676\t-0.490\t-0.093\t0.000\t1.140\t0.310\t-0.113\t2.548\t0.771\t-1.945\t-0.948\t0.000\t0.667\t0.697\t0.984\t1.380\t1.001\t1.048\t0.932\n1\t0.557\t0.582\t-1.081\t1.370\t0.459\t1.026\t0.333\t-1.462\t0.000\t1.080\t1.081\t1.019\t1.107\t1.639\t2.198\t-0.534\t0.000\t0.601\t-0.953\t-0.653\t0.000\t0.833\t1.087\t1.190\t0.730\t0.715\t0.732\t0.688\n1\t0.511\t-1.812\t-0.744\t0.683\t-0.679\t0.837\t-0.542\t-1.488\t0.000\t1.183\t0.102\t0.801\t2.215\t0.674\t1.938\t0.955\t0.000\t1.212\t0.594\t-0.059\t3.102\t0.737\t1.006\t1.002\t1.085\t0.827\t0.847\t0.795\n1\t0.773\t0.120\t1.103\t1.161\t-1.675\t1.079\t-2.118\t-0.376\t0.000\t0.936\t-1.601\t1.130\t0.000\t1.121\t-0.166\t-1.252\t2.548\t1.931\t-0.073\t-0.086\t3.102\t0.796\t1.149\t0.983\t1.086\t0.978\t0.949\t1.045\n1\t0.406\t-1.893\t0.722\t1.207\t1.209\t1.436\t2.323\t-0.439\t0.000\t0.562\t-2.204\t-1.249\t0.000\t0.900\t-0.975\t1.266\t2.548\t0.973\t-0.562\t1.056\t3.102\t9.576\t5.150\t0.981\t0.527\t0.196\t3.158\t2.476\n0\t1.250\t-0.255\t-0.634\t0.954\t-1.692\t0.752\t-1.231\t-1.417\t1.087\t0.986\t-0.765\t0.945\t0.000\t1.334\t-0.552\t0.216\t2.548\t0.712\t-0.114\t-1.679\t0.000\t0.918\t0.907\t1.233\t0.907\t1.306\t0.914\t0.827\n0\t0.719\t-0.677\t-1.742\t1.184\t0.783\t0.459\t0.459\t-0.907\t0.000\t0.749\t-0.658\t-0.314\t0.000\t0.636\t0.187\t-1.236\t2.548\t0.494\t-0.618\t1.266\t3.102\t0.982\t0.732\t0.987\t0.758\t0.393\t0.489\t0.616\n1\t1.326\t-1.194\t0.190\t0.524\t0.404\t1.523\t1.023\t1.721\t0.000\t0.409\t0.330\t0.421\t0.000\t0.627\t0.595\t-0.091\t0.000\t0.886\t-0.433\t-1.110\t0.000\t0.914\t0.763\t0.992\t0.827\t0.386\t0.632\t0.671\n0\t0.884\t-1.211\t0.814\t0.539\t0.800\t1.025\t0.215\t-0.300\t2.173\t0.768\t-1.103\t-1.617\t1.107\t0.457\t0.433\t1.624\t0.000\t0.379\t-2.467\t1.372\t0.000\t1.245\t0.829\t0.977\t1.095\t1.540\t1.018\t0.897\n1\t0.793\t0.578\t-1.437\t1.190\t1.452\t1.517\t-2.713\t0.064\t0.000\t0.949\t0.011\t1.361\t0.000\t1.605\t0.700\t1.647\t2.548\t1.572\t-0.838\t1.631\t3.102\t1.060\t0.861\t0.987\t0.606\t1.226\t0.945\t0.936\n1\t1.217\t1.084\t0.024\t0.394\t0.086\t2.125\t1.627\t-1.580\t0.000\t2.598\t0.250\t0.139\t2.215\t0.899\t-0.377\t-1.339\t0.000\t0.779\t0.503\t1.586\t1.551\t1.274\t0.771\t0.995\t0.769\t1.259\t0.935\t0.799\n0\t0.982\t-1.470\t1.681\t0.499\t-1.505\t0.552\t-0.975\t-0.130\t0.000\t0.942\t0.287\t-1.059\t2.215\t0.689\t0.648\t1.574\t0.000\t1.465\t-0.690\t0.479\t3.102\t0.702\t0.955\t1.002\t0.905\t1.217\t0.817\t0.779\n0\t1.270\t-0.512\t1.322\t0.595\t0.757\t0.453\t-2.820\t0.081\t0.000\t1.641\t-0.413\t-0.654\t2.215\t0.971\t2.571\t1.152\t0.000\t1.293\t-0.757\t-1.655\t3.102\t10.180\t5.401\t0.980\t1.295\t1.081\t3.300\t2.413\n0\t0.561\t-0.002\t-1.356\t0.975\t-0.001\t0.691\t0.555\t0.704\t0.000\t0.780\t2.101\t-1.507\t0.000\t1.668\t-0.561\t-0.990\t2.548\t1.177\t-0.808\t0.438\t3.102\t1.986\t1.896\t0.990\t0.761\t1.046\t1.521\t1.207\n0\t0.898\t-0.888\t1.496\t0.852\t0.488\t0.786\t-1.368\t0.343\t2.173\t1.158\t-1.175\t-1.254\t2.215\t0.401\t0.119\t-1.475\t0.000\t0.499\t-0.862\t-0.404\t0.000\t0.507\t0.750\t0.988\t0.949\t1.397\t0.856\t0.685\n0\t0.401\t-1.310\t1.347\t1.524\t-0.226\t1.071\t-0.651\t-1.715\t2.173\t0.712\t-2.171\t-0.288\t0.000\t1.153\t-0.911\t1.069\t0.000\t1.555\t-0.167\t0.073\t3.102\t1.594\t1.305\t1.070\t1.200\t1.400\t1.123\t0.968\n0\t0.753\t1.034\t1.414\t0.999\t0.420\t1.665\t0.426\t-0.673\t0.000\t2.501\t0.630\t0.995\t2.215\t1.896\t-0.072\t-0.883\t2.548\t0.533\t0.365\t0.584\t0.000\t1.303\t0.973\t0.987\t0.789\t2.453\t1.560\t1.244\n0\t1.460\t-1.466\t0.411\t0.866\t-0.507\t1.207\t-0.818\t-1.229\t0.000\t0.803\t-0.383\t0.600\t2.215\t0.281\t-0.974\t1.283\t0.000\t1.262\t0.329\t-1.674\t0.000\t0.815\t0.857\t1.146\t0.883\t0.299\t0.741\t0.796\n0\t1.057\t0.392\t-1.160\t0.794\t-0.089\t0.859\t0.138\t0.084\t2.173\t1.851\t-0.622\t1.398\t0.000\t0.793\t-1.359\t0.919\t0.000\t0.574\t1.664\t-0.325\t0.000\t1.128\t1.219\t1.044\t0.824\t0.895\t1.108\t1.020\n1\t0.854\t0.541\t0.634\t1.425\t-0.009\t1.668\t1.234\t-1.529\t2.173\t0.823\t2.188\t-0.303\t0.000\t0.539\t0.790\t-0.559\t0.000\t1.796\t1.467\t0.970\t0.000\t0.800\t0.690\t0.996\t1.605\t0.253\t0.986\t0.923\n1\t0.315\t1.685\t1.697\t1.676\t0.882\t1.172\t-0.317\t-1.414\t2.173\t2.171\t-0.269\t-0.726\t0.000\t1.801\t1.381\t0.950\t1.274\t0.842\t-0.339\t0.570\t0.000\t0.839\t1.211\t0.987\t0.781\t2.447\t1.690\t1.416\n0\t0.869\t0.648\t-1.549\t0.999\t1.491\t0.399\t0.568\t-0.446\t0.000\t0.500\t-0.269\t0.387\t2.215\t0.351\t2.252\t-0.311\t0.000\t0.926\t1.255\t-0.188\t3.102\t0.743\t0.802\t0.988\t0.783\t0.694\t0.745\t0.675\n0\t0.912\t1.504\t1.203\t0.790\t0.084\t0.846\t-1.057\t1.581\t0.000\t1.488\t0.111\t-0.017\t2.215\t1.213\t-0.412\t-0.375\t0.000\t1.831\t1.837\t-1.681\t0.000\t1.875\t1.209\t0.995\t1.179\t0.934\t1.061\t1.188\n1\t0.728\t-0.063\t-0.311\t1.206\t1.060\t0.817\t-0.510\t0.935\t0.000\t1.118\t-1.131\t-0.131\t2.215\t1.036\t0.179\t1.304\t0.000\t1.702\t-1.809\t-0.738\t0.000\t0.973\t0.938\t1.226\t1.061\t0.930\t1.104\t0.941\n1\t1.040\t1.814\t0.953\t0.785\t-0.364\t0.974\t2.446\t-0.476\t0.000\t0.613\t2.292\t1.264\t0.000\t0.945\t0.785\t1.731\t2.548\t0.431\t1.207\t1.453\t1.551\t1.644\t0.982\t1.160\t0.870\t0.189\t0.830\t0.754\n1\t1.215\t-0.573\t-0.050\t0.248\t0.289\t1.277\t-1.133\t0.243\t0.000\t1.883\t-1.086\t-1.589\t0.000\t1.283\t-0.705\t-1.390\t2.548\t0.489\t-1.173\t-0.290\t0.000\t1.000\t1.055\t0.989\t0.932\t0.377\t0.883\t0.775\n0\t1.924\t-0.015\t0.357\t0.038\t1.009\t0.934\t0.426\t-1.028\t1.087\t1.252\t1.215\t-0.350\t0.000\t2.856\t-1.044\t1.313\t0.000\t1.395\t1.008\t1.049\t0.000\t0.758\t1.239\t0.829\t1.130\t1.309\t1.349\t1.200\n0\t1.267\t1.313\t0.403\t0.729\t1.386\t0.615\t-0.538\t0.839\t1.087\t0.480\t0.230\t-1.035\t2.215\t1.548\t-0.878\t-0.817\t0.000\t0.922\t0.674\t-1.456\t0.000\t1.509\t0.876\t1.032\t1.125\t0.856\t0.841\t1.014\n0\t3.593\t0.242\t0.321\t1.261\t0.651\t1.850\t0.154\t-1.486\t2.173\t0.817\t2.302\t-1.007\t0.000\t0.866\t-0.558\t0.698\t0.000\t1.041\t0.931\t-1.162\t0.000\t0.840\t0.580\t0.975\t2.398\t0.760\t1.517\t1.259\n0\t0.873\t-0.567\t-1.218\t1.008\t1.333\t1.187\t2.130\t-0.527\t0.000\t1.423\t-0.476\t1.142\t2.215\t1.407\t0.418\t0.258\t2.548\t1.354\t1.086\t-0.926\t0.000\t1.059\t1.461\t0.987\t0.778\t1.306\t1.757\t1.539\n0\t0.874\t1.474\t0.182\t1.018\t-0.547\t1.012\t-0.139\t1.026\t2.173\t0.931\t0.858\t-0.188\t2.215\t1.054\t-0.586\t1.578\t0.000\t0.965\t-0.643\t-0.908\t0.000\t0.875\t1.002\t0.987\t0.548\t1.481\t0.996\t0.992\n1\t0.359\t-0.913\t0.872\t1.107\t1.432\t1.509\t-0.149\t0.046\t0.000\t0.636\t-1.672\t-1.575\t0.000\t1.227\t1.568\t-1.287\t0.000\t1.343\t0.713\t1.602\t0.000\t0.915\t1.014\t0.984\t0.803\t0.840\t0.919\t0.806\n0\t1.900\t0.155\t0.948\t1.185\t0.584\t0.645\t1.440\t-1.265\t0.000\t0.661\t-0.942\t0.465\t2.215\t1.128\t-0.421\t-0.793\t2.548\t0.857\t-0.803\t-1.398\t0.000\t0.501\t0.714\t0.992\t1.261\t0.864\t0.940\t0.884\n0\t3.131\t-0.361\t-0.598\t0.745\t1.556\t1.909\t-0.735\t1.204\t0.000\t1.456\t-1.008\t-0.380\t1.107\t0.815\t-0.377\t1.355\t1.274\t1.005\t-1.625\t1.242\t0.000\t1.361\t0.818\t1.972\t1.253\t1.214\t1.208\t1.331\n0\t0.673\t-0.700\t1.510\t1.549\t-1.554\t0.476\t-0.059\t0.045\t0.000\t0.775\t-0.708\t0.666\t0.000\t0.830\t0.599\t-0.653\t2.548\t0.398\t-1.126\t0.317\t0.000\t0.813\t0.910\t0.985\t0.818\t0.715\t0.705\t0.764\n0\t0.468\t-0.783\t-0.745\t1.750\t1.042\t1.198\t-1.845\t-0.575\t0.000\t2.480\t-0.125\t1.375\t2.215\t1.703\t0.085\t-0.700\t0.000\t1.753\t-0.175\t0.264\t3.102\t0.925\t0.872\t1.253\t1.112\t1.587\t1.165\t1.029\n0\t1.199\t0.277\t-0.242\t0.308\t0.591\t1.072\t-0.169\t0.965\t2.173\t1.379\t0.361\t-0.795\t2.215\t0.593\t-0.045\t0.463\t0.000\t1.072\t-0.074\t-1.514\t0.000\t0.860\t0.907\t0.981\t0.979\t1.855\t1.001\t0.818\n1\t2.513\t-0.748\t1.308\t0.061\t-1.302\t0.892\t-1.071\t-0.890\t2.173\t0.806\t-1.090\t0.380\t0.000\t0.332\t0.892\t0.068\t2.548\t0.697\t1.539\t-0.204\t0.000\t0.241\t1.604\t0.982\t0.814\t0.977\t0.940\t1.034\n0\t0.630\t-1.672\t-1.182\t2.606\t-1.578\t0.731\t-0.752\t0.856\t0.000\t0.766\t-0.702\t-0.114\t0.000\t1.425\t-0.196\t-0.091\t2.548\t0.427\t0.005\t0.530\t3.102\t1.220\t0.955\t0.981\t1.143\t0.323\t1.386\t1.279\n1\t1.101\t-2.331\t-0.601\t0.580\t0.611\t0.571\t-0.150\t1.585\t2.173\t0.980\t-1.958\t0.169\t0.000\t0.576\t-1.793\t0.842\t0.000\t0.760\t-0.723\t-1.026\t3.102\t0.658\t0.784\t0.987\t1.371\t0.557\t0.896\t0.834\n1\t1.929\t0.444\t-0.895\t0.308\t-0.778\t1.688\t0.644\t0.965\t2.173\t1.353\t2.194\t-1.070\t0.000\t1.111\t0.309\t0.111\t1.274\t0.500\t0.839\t1.472\t0.000\t1.077\t1.459\t0.986\t1.664\t1.219\t1.436\t1.268\n1\t0.846\t1.102\t0.846\t0.465\t1.693\t0.538\t0.672\t1.645\t0.000\t2.005\t-0.167\t-0.178\t2.215\t1.088\t-0.598\t-1.039\t2.548\t0.719\t0.229\t1.040\t0.000\t0.531\t0.869\t0.987\t1.835\t1.165\t1.405\t1.128\n0\t2.721\t-0.080\t0.877\t0.396\t1.161\t0.743\t-0.583\t-0.843\t0.000\t0.671\t0.159\t-0.901\t0.000\t0.925\t-0.990\t-0.385\t2.548\t0.916\t-0.248\t1.211\t3.102\t0.628\t0.721\t1.000\t1.096\t0.753\t0.717\t0.776\n0\t0.335\t1.069\t-1.529\t0.156\t0.552\t0.669\t1.616\t0.856\t0.000\t1.524\t-0.610\t-1.003\t2.215\t0.754\t0.358\t1.021\t2.548\t0.867\t2.003\t0.016\t0.000\t0.923\t0.874\t0.978\t0.826\t1.259\t1.472\t1.191\n0\t1.532\t-0.071\t-0.894\t0.077\t-0.853\t1.843\t0.233\t-0.458\t2.173\t3.116\t-1.174\t1.737\t1.107\t2.168\t1.211\t0.455\t0.000\t2.108\t0.421\t0.732\t0.000\t1.158\t2.167\t0.998\t1.946\t4.263\t2.984\t2.207\n0\t0.962\t-0.519\t0.792\t1.389\t1.306\t1.237\t2.711\t-1.296\t0.000\t1.350\t0.717\t0.558\t0.000\t2.291\t0.250\t-0.034\t1.274\t0.435\t-1.540\t-1.657\t0.000\t0.848\t0.819\t0.992\t1.262\t0.544\t1.587\t1.654\n0\t0.626\t0.301\t-1.678\t0.230\t1.094\t1.020\t-1.143\t0.513\t2.173\t1.183\t0.209\t-0.928\t2.215\t0.635\t-1.149\t1.490\t0.000\t0.519\t-1.270\t-0.335\t0.000\t0.637\t0.979\t0.992\t1.794\t1.963\t1.369\t1.119\n0\t0.589\t-1.076\t-1.285\t1.041\t0.270\t1.329\t-1.797\t0.219\t0.000\t1.519\t-1.480\t1.702\t0.000\t0.869\t-1.034\t-1.048\t2.548\t1.106\t-0.409\t1.525\t0.000\t0.950\t0.838\t1.070\t0.575\t0.255\t0.490\t0.602\n1\t0.725\t1.494\t-0.973\t1.366\t-0.197\t1.281\t0.573\t1.407\t2.173\t0.505\t0.758\t-0.718\t0.000\t0.475\t1.593\t0.769\t0.000\t0.395\t-1.058\t-0.922\t0.000\t0.823\t1.050\t0.988\t0.915\t0.830\t1.118\t0.885\n0\t0.459\t0.027\t-1.104\t1.304\t1.564\t1.428\t0.314\t-0.528\t2.173\t1.706\t0.791\t1.011\t2.215\t0.991\t0.540\t0.130\t0.000\t0.668\t0.114\t-1.404\t0.000\t0.906\t1.027\t0.982\t1.482\t2.330\t1.483\t1.151\n0\t0.665\t-0.224\t1.578\t1.155\t-0.342\t1.073\t0.488\t-1.440\t0.000\t0.730\t-0.015\t0.094\t2.215\t0.810\t-0.795\t0.454\t0.000\t1.132\t0.762\t0.973\t1.551\t0.934\t0.793\t1.199\t0.726\t0.705\t0.650\t0.598\n0\t0.464\t-0.327\t0.009\t1.798\t-1.317\t1.031\t1.264\t0.290\t0.000\t0.802\t0.971\t1.131\t2.215\t0.720\t1.188\t-0.358\t0.000\t1.143\t-1.065\t-1.712\t3.102\t0.857\t1.186\t1.176\t1.129\t1.301\t0.885\t0.849\n1\t0.473\t1.141\t0.371\t1.032\t-1.253\t2.915\t0.341\t-1.518\t0.000\t1.908\t0.474\t0.491\t0.000\t1.836\t-0.395\t-0.234\t1.274\t2.080\t-0.587\t0.937\t3.102\t1.206\t1.336\t0.989\t1.125\t1.315\t1.109\t1.023\n0\t0.968\t-2.219\t-1.049\t1.000\t-1.408\t0.852\t0.083\t0.364\t2.173\t0.683\t0.656\t-1.737\t0.000\t0.546\t0.680\t-0.427\t0.000\t0.607\t0.641\t0.993\t0.000\t0.867\t0.996\t0.990\t0.693\t0.465\t0.995\t1.014\n0\t0.776\t-1.556\t0.544\t0.437\t1.725\t0.453\t1.130\t-1.011\t1.087\t1.080\t0.530\t1.614\t1.107\t0.730\t-2.313\t0.199\t0.000\t0.504\t0.194\t-0.626\t0.000\t1.334\t1.753\t0.986\t1.042\t0.785\t1.328\t1.082\n1\t2.332\t0.058\t1.446\t0.780\t-1.460\t1.884\t-1.155\t-0.807\t0.000\t1.186\t-0.377\t0.440\t0.000\t1.115\t-0.906\t0.453\t0.000\t0.806\t-0.284\t0.854\t3.102\t0.545\t0.621\t0.987\t0.667\t0.528\t0.727\t0.818\n1\t0.714\t-0.154\t1.130\t0.623\t-0.824\t0.558\t0.569\t-1.271\t0.000\t0.886\t0.513\t0.167\t2.215\t1.313\t0.225\t-0.860\t0.000\t0.660\t2.012\t0.703\t0.000\t0.790\t0.900\t0.985\t0.683\t0.642\t0.610\t0.584\n1\t1.550\t-0.157\t0.227\t1.559\t1.558\t2.453\t1.147\t1.137\t0.000\t2.864\t-0.195\t-0.223\t0.000\t2.075\t0.607\t-0.651\t1.274\t3.513\t0.228\t-1.307\t0.000\t3.564\t1.964\t2.007\t1.600\t0.946\t1.328\t1.332\n1\t0.360\t0.689\t-0.639\t2.863\t-0.031\t1.313\t0.146\t1.230\t0.000\t0.766\t-0.042\t-1.128\t0.000\t1.123\t0.427\t-1.631\t1.274\t0.972\t1.530\t-0.932\t0.000\t0.974\t0.756\t0.987\t0.768\t0.884\t0.867\t0.771\n1\t0.919\t-0.701\t-1.249\t0.960\t0.500\t0.800\t-1.109\t0.748\t2.173\t0.901\t-0.355\t0.083\t2.215\t1.237\t-0.191\t-1.228\t0.000\t0.730\t1.832\t-1.525\t0.000\t1.615\t1.469\t1.301\t0.893\t0.855\t1.282\t1.086\n1\t0.789\t0.664\t1.558\t1.660\t1.138\t1.195\t0.883\t-0.415\t2.173\t0.778\t0.528\t-1.229\t0.000\t0.544\t-0.253\t0.022\t2.548\t0.905\t0.953\t0.958\t0.000\t1.061\t0.818\t0.989\t1.492\t0.731\t1.045\t0.897\n1\t0.615\t0.017\t1.704\t0.716\t-0.399\t1.086\t-0.430\t-0.758\t1.087\t0.619\t1.515\t1.698\t0.000\t1.682\t0.134\t0.625\t0.000\t0.603\t-0.568\t1.230\t3.102\t1.761\t1.087\t0.987\t0.738\t0.842\t1.118\t0.927\n0\t0.556\t-1.548\t-1.037\t0.856\t0.212\t0.933\t-0.905\t-1.292\t2.173\t0.920\t2.570\t-0.033\t0.000\t1.296\t-1.176\t0.440\t0.000\t1.451\t-0.343\t1.508\t3.102\t0.877\t0.872\t0.985\t1.062\t0.779\t0.898\t0.764\n1\t0.522\t0.561\t-0.392\t0.367\t1.553\t0.621\t-0.646\t-0.865\t0.000\t1.155\t0.931\t1.220\t2.215\t1.188\t0.769\t0.298\t2.548\t0.467\t0.950\t-1.077\t0.000\t0.853\t1.063\t0.995\t0.828\t0.922\t0.931\t0.854\n1\t1.723\t1.079\t-0.866\t0.191\t0.790\t1.872\t0.813\t0.741\t2.173\t0.968\t0.703\t-1.259\t0.000\t0.779\t0.582\t1.517\t0.000\t0.502\t-0.368\t-0.832\t3.102\t0.978\t0.606\t0.992\t1.554\t1.227\t1.058\t0.999\n1\t0.348\t-0.112\t1.501\t1.172\t0.418\t1.730\t1.434\t-1.573\t2.173\t2.008\t1.420\t-0.417\t2.215\t1.016\t0.881\t0.895\t0.000\t0.473\t-0.128\t-0.415\t0.000\t0.929\t0.968\t0.988\t2.752\t2.367\t2.321\t1.720\n1\t0.329\t0.542\t0.901\t1.701\t-0.135\t1.082\t0.772\t-1.682\t2.173\t0.532\t1.597\t0.693\t0.000\t0.677\t0.211\t-1.084\t2.548\t0.470\t0.270\t-0.217\t0.000\t0.664\t0.972\t0.990\t0.819\t0.623\t0.887\t0.743\n0\t0.591\t0.231\t0.615\t1.102\t1.663\t0.662\t-0.145\t1.699\t1.087\t0.759\t0.400\t0.948\t0.000\t1.008\t0.362\t-0.639\t0.000\t1.500\t-0.176\t-0.259\t3.102\t1.111\t1.159\t0.987\t0.834\t1.035\t0.763\t0.740\n0\t1.025\t-1.817\t-1.011\t1.285\t-1.580\t0.775\t-0.523\t-0.007\t2.173\t0.773\t-1.053\t1.045\t0.000\t0.858\t0.359\t-0.669\t0.000\t0.700\t1.317\t0.708\t0.000\t0.971\t1.044\t0.982\t1.333\t0.876\t1.207\t1.392\n1\t1.991\t-1.558\t0.725\t0.671\t0.446\t1.110\t-1.014\t-1.522\t2.173\t1.018\t-0.341\t-0.765\t2.215\t0.853\t-0.362\t-0.197\t0.000\t0.393\t0.363\t1.272\t0.000\t0.677\t1.025\t1.007\t1.313\t1.124\t1.161\t0.941\n0\t1.172\t0.155\t-0.552\t0.611\t-1.569\t0.671\t-0.833\t0.405\t0.000\t1.070\t0.594\t-1.652\t2.215\t0.600\t0.481\t0.773\t0.000\t1.276\t-0.019\t0.191\t3.102\t0.921\t1.279\t0.987\t0.715\t1.104\t0.831\t0.773\n0\t0.410\t-0.956\t0.737\t1.888\t0.359\t1.378\t0.823\t-1.663\t0.000\t0.962\t0.625\t-0.776\t1.107\t1.362\t-0.845\t0.097\t2.548\t1.040\t1.416\t-1.534\t0.000\t0.847\t1.096\t0.989\t0.899\t1.363\t1.482\t2.122\n0\t0.317\t-0.989\t0.432\t2.230\t-0.761\t1.020\t0.823\t1.739\t2.173\t0.693\t-0.309\t1.131\t0.000\t0.773\t-0.682\t-0.648\t2.548\t0.991\t-1.804\t0.407\t0.000\t0.883\t1.209\t1.023\t0.504\t1.338\t1.160\t1.289\n1\t0.376\t1.678\t0.710\t1.470\t-1.277\t0.965\t1.029\t-1.140\t2.173\t0.986\t0.719\t0.360\t0.000\t0.534\t-0.036\t1.293\t2.548\t0.705\t0.847\t-0.260\t0.000\t0.595\t1.128\t1.005\t0.818\t0.885\t0.758\t0.756\n0\t0.506\t-0.067\t1.275\t0.365\t-0.463\t0.634\t-0.824\t-0.877\t2.173\t0.632\t-0.171\t1.044\t0.000\t0.409\t-1.426\t-0.997\t0.000\t0.910\t-0.659\t0.873\t3.102\t0.946\t0.952\t0.986\t0.568\t0.804\t0.616\t0.565\n1\t0.894\t1.433\t-0.254\t0.554\t1.419\t0.746\t0.360\t-1.308\t0.000\t1.064\t1.248\t0.602\t2.215\t0.490\t-1.058\t1.443\t0.000\t1.277\t0.536\t1.343\t3.102\t1.131\t0.870\t0.986\t0.730\t0.736\t0.909\t0.857\n0\t0.723\t-0.942\t0.570\t2.772\t-1.632\t0.752\t-0.857\t-0.366\t0.000\t1.700\t0.281\t0.108\t2.215\t1.312\t-0.374\t-1.733\t1.274\t0.731\t0.974\t0.117\t0.000\t1.443\t1.160\t1.797\t0.964\t1.679\t1.391\t1.254\n1\t1.328\t0.802\t1.246\t1.645\t0.636\t1.199\t0.544\t-1.621\t0.000\t0.422\t0.546\t-0.296\t0.000\t1.736\t0.602\t-0.867\t2.548\t0.481\t0.961\t-0.738\t3.102\t0.937\t0.836\t1.069\t0.728\t0.192\t0.857\t0.757\n1\t0.911\t-0.888\t-0.319\t2.009\t-1.365\t1.312\t0.399\t0.802\t2.173\t0.407\t0.172\t-0.126\t0.000\t0.300\t-0.363\t-1.432\t0.000\t0.552\t0.590\t-1.104\t0.000\t0.519\t0.829\t1.515\t0.823\t0.498\t1.171\t0.877\n1\t0.470\t1.532\t-0.364\t0.980\t1.076\t0.668\t-0.660\t0.864\t1.087\t0.968\t0.331\t-0.828\t2.215\t0.389\t2.034\t-1.359\t0.000\t0.455\t-0.812\t-0.635\t0.000\t0.977\t1.134\t0.989\t0.874\t1.335\t0.883\t0.786\n1\t0.471\t1.800\t-0.519\t0.221\t0.342\t0.858\t1.238\t1.570\t2.173\t0.480\t1.323\t-0.275\t0.000\t0.790\t1.782\t0.863\t0.000\t1.056\t0.245\t0.776\t3.102\t0.857\t0.932\t0.976\t0.627\t0.830\t0.680\t0.656\n0\t1.039\t-0.887\t-0.598\t2.530\t-0.884\t0.738\t-1.702\t0.992\t0.000\t1.022\t-2.322\t0.721\t0.000\t0.689\t-1.284\t0.515\t2.548\t1.090\t-1.122\t-1.727\t3.102\t0.774\t0.875\t0.996\t1.074\t0.597\t0.840\t1.191\n0\t0.407\t1.132\t-0.697\t1.627\t1.534\t0.949\t-0.443\t-1.406\t2.173\t1.238\t0.047\t-0.145\t0.000\t2.054\t-0.081\t0.526\t2.548\t0.810\t-1.056\t-0.412\t0.000\t0.973\t1.073\t1.020\t1.224\t1.742\t1.210\t1.162\n1\t0.574\t-0.320\t-1.254\t0.758\t-0.309\t1.311\t-0.021\t-1.688\t2.173\t1.141\t0.145\t0.914\t0.000\t1.425\t-0.284\t-0.260\t0.000\t0.893\t0.577\t-0.567\t0.000\t0.878\t1.340\t0.988\t0.602\t0.678\t0.784\t0.741\n1\t0.755\t0.421\t-1.067\t1.036\t1.670\t0.690\t-0.169\t-0.360\t1.087\t2.072\t0.802\t0.612\t2.215\t0.780\t0.212\t1.553\t0.000\t0.541\t0.173\t-1.474\t0.000\t0.920\t1.203\t0.989\t0.882\t1.631\t1.147\t1.048\n1\t1.544\t-0.667\t1.683\t0.460\t-0.673\t0.901\t-0.688\t0.382\t2.173\t0.597\t-0.377\t-1.029\t0.000\t0.847\t0.262\t-0.240\t2.548\t0.812\t0.275\t1.323\t0.000\t0.842\t1.027\t0.995\t0.868\t0.803\t0.810\t0.721\n1\t0.703\t0.975\t-1.061\t1.224\t1.205\t0.560\t1.361\t-1.363\t0.000\t1.806\t0.808\t0.167\t2.215\t0.868\t2.033\t1.453\t0.000\t0.842\t0.068\t-0.932\t3.102\t0.903\t0.929\t1.145\t1.182\t1.024\t1.036\t0.901\n1\t1.020\t-0.172\t0.051\t0.827\t1.679\t0.850\t0.651\t-0.794\t0.000\t1.380\t-0.696\t1.451\t2.215\t1.563\t-0.844\t0.068\t0.000\t1.259\t0.749\t-1.442\t0.000\t0.891\t0.735\t1.266\t0.985\t0.908\t0.987\t0.886\n0\t0.631\t0.317\t-0.817\t0.249\t-0.317\t0.541\t-0.592\t1.415\t0.000\t0.835\t-1.181\t0.111\t2.215\t1.423\t1.171\t-1.178\t1.274\t1.342\t-1.150\t0.793\t0.000\t0.869\t0.892\t0.976\t1.174\t2.141\t1.345\t1.076\n1\t0.567\t1.648\t-0.361\t0.958\t1.051\t0.952\t0.926\t-0.732\t2.173\t0.832\t0.466\t1.667\t0.000\t1.031\t1.290\t0.131\t2.548\t1.429\t1.008\t1.331\t0.000\t0.678\t1.012\t0.988\t0.947\t0.916\t0.891\t0.781\n0\t1.134\t-0.303\t-0.806\t1.270\t-1.358\t0.720\t0.140\t0.842\t0.000\t0.410\t0.097\t-0.101\t0.000\t0.310\t1.538\t1.343\t0.000\t0.576\t1.156\t-1.669\t3.102\t0.868\t0.746\t0.984\t0.866\t0.484\t0.709\t0.735\n1\t0.758\t0.682\t-0.444\t0.938\t-1.632\t1.179\t-0.084\t0.624\t0.000\t0.880\t0.535\t0.412\t0.000\t1.320\t0.587\t1.483\t2.548\t2.797\t0.726\t-1.090\t1.551\t0.934\t0.869\t1.024\t0.698\t1.089\t0.735\t0.650\n1\t1.095\t-0.733\t0.372\t0.939\t0.191\t1.186\t0.014\t-1.148\t2.173\t0.896\t-0.208\t1.243\t0.000\t0.647\t-2.172\t-0.622\t0.000\t0.612\t0.423\t1.064\t3.102\t1.923\t1.222\t1.002\t1.687\t0.853\t1.124\t1.103\n1\t0.433\t0.852\t-1.542\t1.366\t0.726\t1.085\t-0.534\t-1.507\t0.000\t0.814\t-0.632\t-1.026\t2.215\t1.652\t-1.256\t-0.104\t0.000\t1.415\t0.489\t0.883\t3.102\t0.897\t0.972\t0.990\t0.604\t1.151\t0.947\t1.158\n0\t0.416\t-1.352\t0.839\t0.854\t1.269\t0.978\t-0.442\t-1.513\t2.173\t0.898\t2.369\t0.484\t0.000\t0.764\t0.045\t-0.462\t2.548\t1.698\t-0.947\t-0.406\t0.000\t4.819\t2.601\t0.983\t0.871\t0.915\t1.898\t1.486\n0\t0.535\t1.359\t1.126\t1.322\t-1.572\t1.203\t1.087\t-1.301\t1.087\t1.973\t-0.763\t0.410\t2.215\t1.053\t-0.945\t-0.083\t0.000\t0.593\t-2.137\t-0.134\t0.000\t0.789\t0.844\t0.992\t0.815\t3.348\t1.654\t1.385\n0\t1.719\t0.561\t1.517\t0.784\t-1.006\t0.942\t0.932\t0.153\t0.000\t0.345\t0.832\t1.035\t0.000\t0.795\t0.857\t-1.473\t2.548\t0.811\t0.179\t-0.663\t3.102\t0.866\t0.917\t1.229\t0.758\t0.469\t0.615\t0.697\n1\t1.040\t-0.803\t1.637\t0.264\t-0.814\t1.819\t0.055\t0.353\t0.000\t1.541\t-0.934\t-0.811\t2.215\t1.701\t-0.112\t-1.387\t0.000\t1.762\t-0.267\t1.163\t3.102\t1.301\t1.135\t0.979\t0.914\t1.534\t1.142\t1.018\n"
  },
  {
    "path": "examples/binary_classification/binary.train.weight",
    "content": "1.2\n1.1\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n1.0\n"
  },
  {
    "path": "examples/binary_classification/forced_splits.json",
    "content": "{\n    \"feature\": 25,\n    \"threshold\": 1.3,\n    \"left\": {\n        \"feature\": 26,\n        \"threshold\": 0.85\n    },\n    \"right\": {\n        \"feature\": 26,\n        \"threshold\": 0.85\n    }\n}\n"
  },
  {
    "path": "examples/binary_classification/predict.conf",
    "content": "task = predict\n\ndata = binary.test\n\ninput_model= LightGBM_model.txt\n"
  },
  {
    "path": "examples/binary_classification/train.conf",
    "content": "# task type, support train and predict\ntask = train\n\n# boosting type, support gbdt for now, alias: boosting, boost\nboosting_type = gbdt\n\n# application type, support following application\n# regression , regression task\n# binary , binary classification task\n# lambdarank , LambdaRank task\n# alias: application, app\nobjective = binary\n\n# eval metrics, support multi metric, delimited by ',' , support following metrics\n# l1\n# l2 , default metric for regression\n# ndcg , default metric for lambdarank\n# auc\n# binary_logloss , default metric for binary\n# binary_error\nmetric = binary_logloss,auc\n\n# frequency for metric output\nmetric_freq = 1\n\n# true if need output metric for training data, alias: tranining_metric, train_metric\nis_training_metric = true\n\n# column in data to use as label\nlabel_column = 0\n\n# number of bins for feature bucket, 255 is a recommend setting, it can save memories, and also has good accuracy.\nmax_bin = 255\n\n# training data\n# if existing weight file, should name to \"binary.train.weight\"\n# alias: train_data, train\ndata = binary.train\n\n# validation data, support multi validation data, separated by ','\n# if existing weight file, should name to \"binary.test.weight\"\n# alias: valid, test, test_data,\nvalid_data = binary.test\n\n# number of trees(iterations), alias: num_tree, num_iteration, num_iterations, num_round, num_rounds\nnum_trees = 100\n\n# shrinkage rate , alias: shrinkage_rate\nlearning_rate = 0.1\n\n# number of leaves for one tree, alias: num_leaf\nnum_leaves = 63\n\n# type of tree learner, support following types:\n# serial , single machine version\n# feature , use feature parallel to train\n# data , use data parallel to train\n# voting , use voting based parallel to train\n# alias: tree\ntree_learner = serial\n\n# number of threads for multi-threading. One thread will use each CPU. The default is the CPU count.\n# num_threads = 8\n\n# feature sub-sample, will random select 80% feature to train on each iteration\n# alias: sub_feature\nfeature_fraction = 0.8\n\n# Support bagging (data sub-sample), will perform bagging every 5 iterations\nbagging_freq = 5\n\n# Bagging fraction, will random select 80% data on bagging\n# alias: sub_row\nbagging_fraction = 0.8\n\n# minimal number data for one leaf, use this to deal with over-fit\n# alias : min_data_per_leaf, min_data\nmin_data_in_leaf = 50\n\n# minimal sum Hessians for one leaf, use this to deal with over-fit\nmin_sum_hessian_in_leaf = 5.0\n\n# save memory and faster speed for sparse feature, alias: is_sparse\nis_enable_sparse = true\n\n# when data is bigger than memory size, set this to true. otherwise set false will have faster speed\n# alias: two_round_loading, two_round\nuse_two_round_loading = false\n\n# true if need to save data to binary file and application will auto load data from binary file next time\n# alias: is_save_binary, save_binary\nis_save_binary_file = false\n\n# output model file\noutput_model = LightGBM_model.txt\n\n# support continuous train from trained gbdt model\n# input_model= trained_model.txt\n\n# output prediction file for predict task\n# output_result= prediction.txt\n\n\n# number of machines in distributed training, alias: num_machine\nnum_machines = 1\n\n# local listening port in distributed training, alias: local_port\nlocal_listen_port = 12400\n\n# machines list file for distributed training, alias: mlist\nmachine_list_file = mlist.txt\n\n# force splits\n# forced_splits = forced_splits.json\n"
  },
  {
    "path": "examples/binary_classification/train_linear.conf",
    "content": "# task type, support train and predict\ntask = train\n\n# boosting type, support gbdt for now, alias: boosting, boost\nboosting_type = gbdt\n\n# application type, support following application\n# regression , regression task\n# binary , binary classification task\n# lambdarank , LambdaRank task\n# alias: application, app\nobjective = binary\n\nlinear_tree = true\n\n# eval metrics, support multi metric, delimited by ',' , support following metrics\n# l1\n# l2 , default metric for regression\n# ndcg , default metric for lambdarank\n# auc\n# binary_logloss , default metric for binary\n# binary_error\nmetric = binary_logloss,auc\n\n# frequency for metric output\nmetric_freq = 1\n\n# true if need output metric for training data, alias: tranining_metric, train_metric\nis_training_metric = true\n\n# number of bins for feature bucket, 255 is a recommend setting, it can save memories, and also has good accuracy.\nmax_bin = 255\n\n# training data\n# if existing weight file, should name to \"binary.train.weight\"\n# alias: train_data, train\ndata = binary.train\n\n# validation data, support multi validation data, separated by ','\n# if existing weight file, should name to \"binary.test.weight\"\n# alias: valid, test, test_data,\nvalid_data = binary.test\n\n# number of trees(iterations), alias: num_tree, num_iteration, num_iterations, num_round, num_rounds\nnum_trees = 100\n\n# shrinkage rate , alias: shrinkage_rate\nlearning_rate = 0.1\n\n# number of leaves for one tree, alias: num_leaf\nnum_leaves = 63\n\n# type of tree learner, support following types:\n# serial , single machine version\n# feature , use feature parallel to train\n# data , use data parallel to train\n# voting , use voting based parallel to train\n# alias: tree\ntree_learner = serial\n\n# number of threads for multi-threading. One thread will use each CPU. The default is set to CPU count.\n# num_threads = 8\n\n# feature sub-sample, will random select 80% feature to train on each iteration\n# alias: sub_feature\nfeature_fraction = 0.8\n\n# Support bagging (data sub-sample), will perform bagging every 5 iterations\nbagging_freq = 5\n\n# Bagging fraction, will random select 80% data on bagging\n# alias: sub_row\nbagging_fraction = 0.8\n\n# minimal number data for one leaf, use this to deal with over-fit\n# alias : min_data_per_leaf, min_data\nmin_data_in_leaf = 50\n\n# minimal sum Hessians for one leaf, use this to deal with over-fit\nmin_sum_hessian_in_leaf = 5.0\n\n# save memory and faster speed for sparse feature, alias: is_sparse\nis_enable_sparse = true\n\n# when data is bigger than memory size, set this to true. otherwise set false will have faster speed\n# alias: two_round_loading, two_round\nuse_two_round_loading = false\n\n# true if need to save data to binary file and application will auto load data from binary file next time\n# alias: is_save_binary, save_binary\nis_save_binary_file = false\n\n# output model file\noutput_model = LightGBM_model.txt\n\n# support continuous train from trained gbdt model\n# input_model= trained_model.txt\n\n# output prediction file for predict task\n# output_result= prediction.txt\n\n\n# number of machines in distributed training, alias: num_machine\nnum_machines = 1\n\n# local listening port in distributed training, alias: local_port\nlocal_listen_port = 12400\n\n# machines list file for distributed training, alias: mlist\nmachine_list_file = mlist.txt\n\n# force splits\n# forced_splits = forced_splits.json\n"
  },
  {
    "path": "examples/lambdarank/README.md",
    "content": "LambdaRank Example\n==================\n\nHere is an example for LightGBM to run LambdaRank task.\n\n***You must follow the [installation instructions](https://lightgbm.readthedocs.io/en/latest/Installation-Guide.html)\nfor the following commands to work. The `lightgbm` binary must be built and available at the root of this project.***\n\nTraining\n--------\n\nRun the following command in this folder:\n\n```bash\n\"../../lightgbm\" config=train.conf\n```\n\nPrediction\n----------\n\nYou should finish training first.\n\nRun the following command in this folder:\n\n```bash\n\"../../lightgbm\" config=predict.conf\n```\n\nData Format\n-----------\n\nTo learn more about the query format used in this example, check out the\n[query data format](https://lightgbm.readthedocs.io/en/latest/Parameters.html#query-data).\n"
  },
  {
    "path": "examples/lambdarank/predict.conf",
    "content": "task = predict\n\ndata = rank.test\n\ninput_model= LightGBM_model.txt\n"
  },
  {
    "path": "examples/lambdarank/rank.test",
    "content": "2 1:0.74 6:0.87 8:0.75 9:0.80 11:0.88 12:0.37 17:0.66 20:0.97 21:0.30 27:0.15 28:0.95 30:0.54 32:0.80 34:0.21 36:0.62 37:0.40 39:0.43 41:0.88 43:0.90 60:0.87 66:0.47 69:0.47 70:0.62 74:0.97 77:0.96 78:0.96 81:0.84 83:0.85 85:0.98 91:0.48 96:0.86 98:0.73 100:0.91 101:0.85 104:0.95 106:0.81 108:0.36 111:0.94 114:0.86 117:0.86 120:0.77 122:0.57 123:0.35 124:0.66 126:0.54 127:0.68 129:0.81 133:0.67 135:0.78 140:0.45 144:0.85 145:0.67 146:0.95 147:0.96 149:0.97 150:0.89 151:0.94 152:0.97 153:0.80 154:0.89 155:0.67 158:0.92 159:0.82 161:0.88 162:0.78 164:0.70 165:0.84 167:0.47 169:0.86 172:0.86 173:0.25 176:0.73 177:0.38 179:0.24 181:0.89 186:0.96 187:0.39 189:0.90 192:0.59 195:0.92 201:0.74 202:0.59 206:0.81 208:0.64 212:0.39 215:0.72 216:0.48 222:0.76 232:0.97 235:0.42 238:0.83 241:0.12 242:0.51 243:0.59 245:0.94 247:0.67 248:0.84 253:0.90 255:0.79 256:0.58 259:0.21 260:0.77 261:0.94 265:0.74 266:0.80 267:0.65 268:0.64 271:0.21 276:0.88 279:0.86 282:0.88 283:0.82 285:0.62 290:0.86 297:0.36 299:0.99 300:0.70\n3 1:0.74 6:0.81 8:0.60 9:0.80 11:0.88 12:0.37 17:0.47 20:0.99 21:0.30 27:0.15 28:0.95 30:0.17 34:0.80 36:1.00 37:0.81 39:0.43 41:0.95 43:0.77 55:0.71 60:0.97 66:0.34 69:0.80 70:0.68 74:0.79 78:0.99 81:0.84 83:0.84 85:0.80 91:0.38 96:0.91 98:0.43 100:0.97 101:0.73 104:0.98 108:0.64 111:0.98 114:0.86 117:0.86 120:0.84 122:0.67 123:0.62 124:0.77 126:0.54 127:0.37 129:0.59 133:0.76 135:0.60 138:0.98 140:0.45 144:0.85 145:0.74 146:0.67 147:0.72 149:0.66 150:0.89 151:0.97 152:0.93 153:0.89 154:0.69 155:0.67 158:0.92 159:0.64 161:0.88 162:0.65 163:0.81 164:0.82 165:0.84 167:0.53 169:0.96 172:0.37 173:0.71 176:0.73 177:0.38 179:0.67 181:0.89 186:0.98 187:0.87 189:0.83 192:0.59 201:0.74 202:0.77 208:0.64 212:0.19 215:0.72 216:0.54 222:0.76 232:0.95 235:0.42 238:0.90 241:0.46 242:0.63 243:0.50 245:0.57 247:0.47 248:0.90 253:0.92 255:0.79 256:0.81 259:0.21 260:0.84 261:0.96 265:0.45 266:0.75 267:0.65 268:0.79 271:0.21 276:0.47 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.43\n2 1:0.74 6:0.80 8:0.60 11:0.88 12:0.37 17:0.61 20:0.91 27:0.34 28:0.95 30:0.21 32:0.78 34:0.63 36:0.93 37:0.36 39:0.43 43:0.87 60:0.87 66:0.29 69:0.54 70:0.87 74:0.85 77:0.89 78:0.90 81:0.98 83:0.84 85:0.90 91:0.25 98:0.38 100:0.84 101:0.78 104:0.80 108:0.84 111:0.88 114:0.98 123:0.83 124:0.79 126:0.54 127:0.34 129:0.81 133:0.76 135:0.98 144:0.85 145:0.99 146:0.62 147:0.67 149:0.79 150:0.99 152:0.85 154:0.85 155:0.67 158:0.92 159:0.64 161:0.88 163:0.90 165:0.92 167:0.47 169:0.81 172:0.45 173:0.39 176:0.73 177:0.38 178:0.55 179:0.50 181:0.89 186:0.90 187:0.21 189:0.83 192:0.59 195:0.87 201:0.74 208:0.64 212:0.27 215:0.96 216:0.84 222:0.76 232:0.85 235:0.05 238:0.81 241:0.12 242:0.18 243:0.37 245:0.69 247:0.67 253:0.78 259:0.21 261:0.88 265:0.40 266:0.75 267:0.28 271:0.21 276:0.59 279:0.86 282:0.86 283:0.82 290:0.98 297:0.36 300:0.70\n0 1:0.74 6:0.84 7:0.81 8:0.66 9:0.80 11:0.88 12:0.37 17:0.84 20:0.92 21:0.05 27:0.27 28:0.95 30:0.73 32:0.80 34:0.29 36:0.72 37:0.35 39:0.43 41:0.82 43:0.96 60:0.87 66:0.27 69:0.10 70:0.40 74:0.96 77:0.70 78:0.86 81:0.95 83:0.85 85:0.98 91:0.15 96:0.77 98:0.51 100:0.83 101:0.85 104:0.79 106:0.81 108:0.90 111:0.84 114:0.95 117:0.86 120:0.65 121:0.99 122:0.57 123:0.09 124:0.71 126:0.54 127:0.71 129:0.81 133:0.67 135:0.63 140:0.45 144:0.85 145:0.70 146:0.80 147:0.83 149:0.97 150:0.98 151:0.77 152:0.91 153:0.48 154:0.96 155:0.67 158:0.92 159:0.78 161:0.88 162:0.86 164:0.57 165:0.90 167:0.48 169:0.81 172:0.73 173:0.10 176:0.73 177:0.38 179:0.33 181:0.89 186:0.86 187:0.21 189:0.86 192:0.59 195:0.90 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.73 215:0.91 216:0.70 220:0.62 222:0.76 230:0.87 232:0.85 233:0.76 235:0.12 238:0.82 241:0.21 242:0.57 243:0.46 245:0.91 247:0.55 248:0.71 253:0.85 255:0.79 256:0.45 259:0.21 260:0.66 261:0.87 265:0.44 266:0.80 267:0.84 268:0.46 271:0.21 276:0.76 279:0.86 282:0.88 283:0.82 285:0.62 290:0.95 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.91 7:0.81 8:0.83 9:0.80 11:0.88 12:0.37 17:0.43 20:0.83 21:0.22 27:0.42 28:0.95 30:0.76 32:0.80 34:0.30 36:0.83 37:0.55 39:0.43 41:0.82 43:0.86 60:0.99 66:0.93 69:0.60 70:0.33 74:0.96 77:0.89 78:0.91 81:0.88 83:0.88 85:0.97 91:0.35 96:0.73 98:0.76 100:0.81 101:0.86 104:0.92 106:0.81 108:0.45 111:0.88 114:0.90 117:0.86 120:0.60 121:0.90 122:0.57 123:0.44 126:0.54 127:0.25 129:0.05 135:0.78 140:0.45 144:0.85 145:0.74 146:0.79 147:0.82 149:0.97 150:0.93 151:0.63 152:0.79 153:0.48 154:0.83 155:0.67 158:0.92 159:0.35 161:0.88 162:0.86 164:0.57 165:0.86 167:0.48 169:0.79 172:0.82 173:0.60 176:0.73 177:0.38 179:0.27 181:0.89 186:0.91 187:0.39 189:0.92 192:0.59 195:0.69 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.92 215:0.79 216:0.66 220:0.82 222:0.76 230:0.87 232:0.94 233:0.76 235:0.31 238:0.82 241:0.21 242:0.63 243:0.94 247:0.39 248:0.60 253:0.81 255:0.79 256:0.45 259:0.21 260:0.60 261:0.84 265:0.76 266:0.27 267:0.65 268:0.46 271:0.21 276:0.72 279:0.86 282:0.88 283:0.82 285:0.62 290:0.90 297:0.36 299:0.97 300:0.43\n1 1:0.74 11:0.88 12:0.37 17:0.62 20:0.80 21:0.40 27:0.33 28:0.95 30:0.70 32:0.80 34:0.63 36:0.91 37:0.78 39:0.43 43:0.86 66:0.46 69:0.60 70:0.43 74:0.94 77:0.89 78:0.85 81:0.87 83:0.76 85:0.98 91:0.09 98:0.55 100:0.73 101:0.84 104:0.84 106:0.81 108:0.46 111:0.83 114:0.82 117:0.86 122:0.57 123:0.44 124:0.58 126:0.54 127:0.54 129:0.59 133:0.47 135:0.51 144:0.85 145:0.99 146:0.84 147:0.87 149:0.96 150:0.92 152:0.77 154:0.83 155:0.67 159:0.78 161:0.88 165:0.86 167:0.56 169:0.72 172:0.77 173:0.40 176:0.73 177:0.38 178:0.55 179:0.32 181:0.89 186:0.86 187:0.39 192:0.59 195:0.92 201:0.74 206:0.81 212:0.50 215:0.67 216:0.62 222:0.76 232:0.89 235:0.68 241:0.56 242:0.58 243:0.59 245:0.93 247:0.47 253:0.76 259:0.21 261:0.79 265:0.56 266:0.75 267:0.65 271:0.21 276:0.76 282:0.88 290:0.82 297:0.36 299:0.88 300:0.43\n2 1:0.74 6:0.86 8:0.70 9:0.80 11:0.88 12:0.37 17:0.15 20:0.93 21:0.76 27:0.15 28:0.95 30:0.45 34:0.63 36:0.70 37:0.88 39:0.43 41:0.82 43:0.83 55:0.84 66:0.24 69:0.69 70:0.73 74:0.95 78:0.98 81:0.50 83:0.77 85:0.91 91:0.06 96:0.82 98:0.52 100:0.92 101:0.75 108:0.52 111:0.95 114:0.66 120:0.72 122:0.67 123:0.83 124:0.74 126:0.54 127:0.42 129:0.81 133:0.67 135:0.83 140:0.90 144:0.85 146:0.89 147:0.91 149:0.88 150:0.65 151:0.90 152:0.90 153:0.69 154:0.78 155:0.67 159:0.85 161:0.88 162:0.48 163:0.75 164:0.62 165:0.65 167:0.51 169:0.90 172:0.70 173:0.40 176:0.73 177:0.38 178:0.50 179:0.24 181:0.89 186:0.97 187:0.95 189:0.88 191:0.70 192:0.59 201:0.74 202:0.67 208:0.64 212:0.16 215:0.46 216:0.68 222:0.76 232:0.99 235:0.97 238:0.83 241:0.39 242:0.76 243:0.44 245:0.93 247:0.47 248:0.79 253:0.87 255:0.79 256:0.45 259:0.21 260:0.73 261:0.94 265:0.49 266:0.80 267:0.91 268:0.55 271:0.21 276:0.84 285:0.62 290:0.66 297:0.36 300:0.70\n0 1:0.74 6:0.86 7:0.81 8:0.68 9:0.80 11:0.88 12:0.37 17:0.73 20:0.95 21:0.30 27:0.25 28:0.95 30:0.57 34:0.37 36:0.55 37:0.55 39:0.43 41:0.88 43:0.85 60:0.97 66:0.93 69:0.61 70:0.64 74:0.94 78:0.95 81:0.84 83:0.87 85:0.95 91:0.38 96:0.82 98:0.88 100:0.88 101:0.85 108:0.47 111:0.92 114:0.86 120:0.72 121:0.97 122:0.57 123:0.45 126:0.54 127:0.41 129:0.05 135:0.65 140:0.45 144:0.85 146:0.85 147:0.88 149:0.94 150:0.89 151:0.87 152:0.88 153:0.48 154:0.82 155:0.67 158:0.87 159:0.42 161:0.88 162:0.86 164:0.67 165:0.84 167:0.47 169:0.86 172:0.81 173:0.64 176:0.73 177:0.38 179:0.40 181:0.89 186:0.94 187:0.39 189:0.87 192:0.59 201:0.74 202:0.50 204:0.89 208:0.64 212:0.60 215:0.72 216:0.38 222:0.76 230:0.87 233:0.76 235:0.42 238:0.82 241:0.15 242:0.44 243:0.93 247:0.67 248:0.79 253:0.88 255:0.79 256:0.58 259:0.21 260:0.73 261:0.92 265:0.88 266:0.54 267:0.23 268:0.59 271:0.21 276:0.70 279:0.86 283:0.71 285:0.62 290:0.86 297:0.36 300:0.55\n2 1:0.74 6:0.86 8:0.77 9:0.80 11:0.88 12:0.37 17:0.13 20:0.80 21:0.74 27:0.15 28:0.95 30:0.53 34:0.55 36:0.43 37:0.88 39:0.43 41:0.90 43:0.83 55:0.84 66:0.15 69:0.68 70:0.76 74:0.95 78:0.95 81:0.53 83:0.77 85:0.91 91:0.10 96:0.82 98:0.49 100:0.93 101:0.74 108:0.85 111:0.93 114:0.67 120:0.72 122:0.67 123:0.92 124:0.87 126:0.54 127:0.42 129:0.89 133:0.87 135:0.85 140:0.80 144:0.85 146:0.38 147:0.45 149:0.88 150:0.67 151:0.87 152:0.90 153:0.48 154:0.78 155:0.67 159:0.88 161:0.88 162:0.49 163:0.75 164:0.72 165:0.65 167:0.49 169:0.90 172:0.70 173:0.36 176:0.73 177:0.38 178:0.42 179:0.23 181:0.89 186:0.95 187:0.95 189:0.92 192:0.59 201:0.74 202:0.76 208:0.64 212:0.15 215:0.46 216:0.68 220:0.87 222:0.76 232:0.99 235:0.95 238:0.85 241:0.32 242:0.74 243:0.16 245:0.88 247:0.60 248:0.79 253:0.87 255:0.79 256:0.64 259:0.21 260:0.73 261:0.94 265:0.49 266:0.87 267:0.84 268:0.65 271:0.21 276:0.85 285:0.62 290:0.67 297:0.36 300:0.70\n1 1:0.74 11:0.88 12:0.37 17:0.43 21:0.54 27:0.45 28:0.95 30:0.95 34:0.81 36:0.19 37:0.50 39:0.43 43:0.82 66:0.54 69:0.69 74:0.43 81:0.70 83:0.74 85:0.72 91:0.12 98:0.09 101:0.72 108:0.52 114:0.77 123:0.50 126:0.54 127:0.06 129:0.05 135:0.60 144:0.85 145:0.49 146:0.13 147:0.18 149:0.46 150:0.80 154:0.78 155:0.67 159:0.08 161:0.88 165:0.79 167:0.47 172:0.10 173:0.67 176:0.73 177:0.38 178:0.55 179:0.08 181:0.89 187:0.68 192:0.59 201:0.74 215:0.58 216:0.77 222:0.76 235:0.68 241:0.15 243:0.63 253:0.59 259:0.21 265:0.09 267:0.28 271:0.21 290:0.77 297:0.36 300:0.08\n2 1:0.74 6:0.87 8:0.72 9:0.80 11:0.88 12:0.37 17:0.66 20:0.93 21:0.59 27:0.15 28:0.95 30:0.45 34:0.58 36:0.74 37:0.40 39:0.43 41:0.90 43:0.90 60:0.87 66:0.87 69:0.49 70:0.48 74:0.85 78:0.93 81:0.66 83:0.82 85:0.90 91:0.37 96:0.85 98:0.76 100:0.86 101:0.80 104:0.94 106:0.81 108:0.38 111:0.90 114:0.74 117:0.86 120:0.74 122:0.43 123:0.36 126:0.54 127:0.25 129:0.05 135:0.39 140:0.45 144:0.85 145:0.79 146:0.83 147:0.86 149:0.86 150:0.77 151:0.91 152:0.97 153:0.72 154:0.89 155:0.67 158:0.92 159:0.39 161:0.88 162:0.58 164:0.72 165:0.78 167:0.46 169:0.86 172:0.63 173:0.45 176:0.73 177:0.38 179:0.51 181:0.89 186:0.93 187:0.68 189:0.86 192:0.59 201:0.74 202:0.70 206:0.81 208:0.64 212:0.27 215:0.55 216:0.48 222:0.76 232:0.96 235:0.74 238:0.82 241:0.10 242:0.40 243:0.88 247:0.60 248:0.81 253:0.87 255:0.79 256:0.68 259:0.21 260:0.75 261:0.94 265:0.76 266:0.54 267:0.52 268:0.69 271:0.21 276:0.52 279:0.86 283:0.82 285:0.62 290:0.74 297:0.36 300:0.43\n1 11:0.88 12:0.37 17:0.47 21:0.78 27:0.45 28:0.95 30:0.95 34:0.69 36:0.23 37:0.50 39:0.43 43:0.79 66:0.54 69:0.77 74:0.42 85:0.72 91:0.07 98:0.09 101:0.72 108:0.60 123:0.58 127:0.06 129:0.05 135:0.51 144:0.85 145:0.56 146:0.13 147:0.18 149:0.43 154:0.72 159:0.08 161:0.88 167:0.47 172:0.10 173:0.75 177:0.38 178:0.55 179:0.08 181:0.89 187:0.68 216:0.77 222:0.76 235:0.98 241:0.12 243:0.63 253:0.37 259:0.21 265:0.09 267:0.36 271:0.21 300:0.08\n0 12:0.79 17:0.13 21:0.74 27:0.41 30:0.62 34:0.39 36:0.61 37:0.53 39:0.29 43:0.41 55:0.84 66:0.19 69:0.42 70:0.63 74:0.89 76:0.85 77:0.70 81:0.32 91:0.35 96:0.68 98:0.27 108:0.76 114:0.61 117:0.86 122:0.67 123:0.75 124:0.91 126:0.32 127:0.50 129:0.97 133:0.92 135:0.75 140:0.45 145:0.95 146:0.05 147:0.05 149:0.47 150:0.29 151:0.46 153:0.46 154:0.31 158:0.84 159:0.88 162:0.86 163:0.96 172:0.37 173:0.15 175:0.75 176:0.56 177:0.05 179:0.58 187:0.87 190:0.77 195:0.97 202:0.49 212:0.18 216:0.59 220:0.99 222:0.35 232:0.98 235:0.88 241:0.01 242:0.82 243:0.10 244:0.61 245:0.60 247:0.30 248:0.47 253:0.66 256:0.58 257:0.65 259:0.21 265:0.29 266:0.87 267:0.94 268:0.58 271:0.37 276:0.59 277:0.69 282:0.84 285:0.50 290:0.61 300:0.55\n1 12:0.79 17:0.40 21:0.78 27:0.45 30:0.76 34:0.74 36:0.18 37:0.50 39:0.29 43:0.28 55:0.96 66:0.13 69:0.74 70:0.15 74:0.48 91:0.61 98:0.06 108:0.57 122:0.57 123:0.54 124:0.75 127:0.20 129:0.81 133:0.67 135:0.90 145:0.45 146:0.05 147:0.05 149:0.19 154:0.21 159:0.53 163:0.99 172:0.05 173:0.58 175:0.75 177:0.05 178:0.55 179:0.95 187:0.68 212:0.95 216:0.77 222:0.35 235:0.80 241:0.43 242:0.82 243:0.34 244:0.61 245:0.37 247:0.12 253:0.40 257:0.65 259:0.21 265:0.06 266:0.12 267:0.82 271:0.37 276:0.18 277:0.69 300:0.13\n1 7:0.78 12:0.79 17:0.53 21:0.71 27:0.55 30:0.37 32:0.75 34:0.94 36:0.21 37:0.66 39:0.29 43:0.30 55:0.42 66:0.06 69:0.30 70:0.66 74:0.77 76:0.85 77:0.70 81:0.44 91:0.63 98:0.34 108:0.78 114:0.68 123:0.52 124:0.75 126:0.54 127:0.57 129:0.05 133:0.74 135:0.21 145:0.45 146:0.21 147:0.27 149:0.47 150:0.54 154:0.84 159:0.46 172:0.51 173:0.34 176:0.73 177:0.38 178:0.55 179:0.65 187:0.68 195:0.70 212:0.75 215:0.48 216:0.18 222:0.35 230:0.81 233:0.76 235:0.88 241:0.05 242:0.73 243:0.31 245:0.62 247:0.55 253:0.63 254:0.84 259:0.21 265:0.26 266:0.54 267:0.94 271:0.37 276:0.52 277:0.69 282:0.83 290:0.68 297:0.36 300:0.55\n2 7:0.78 12:0.79 17:0.77 21:0.47 25:0.88 27:0.72 30:0.21 34:0.74 36:0.66 39:0.29 43:0.45 55:0.98 66:0.16 69:0.33 70:0.86 74:0.63 76:0.85 81:0.48 91:0.29 98:0.33 104:0.54 108:0.26 123:0.69 124:0.84 126:0.32 127:0.98 129:0.93 133:0.84 135:0.60 145:0.56 146:0.26 147:0.32 149:0.47 150:0.38 154:0.34 159:0.76 172:0.21 173:0.21 175:0.75 177:0.05 178:0.55 179:0.88 187:0.39 202:0.36 212:0.42 215:0.63 216:0.02 222:0.35 230:0.81 233:0.76 235:0.60 241:0.01 242:0.45 243:0.44 244:0.61 245:0.47 247:0.47 253:0.49 257:0.65 259:0.21 265:0.16 266:0.38 267:0.87 271:0.37 276:0.34 277:0.69 297:1.00 300:0.55\n1 8:0.65 12:0.79 17:0.79 21:0.05 27:0.59 30:0.58 34:0.34 36:0.75 37:0.29 39:0.29 43:0.28 55:0.96 66:0.06 69:0.73 70:0.62 74:0.92 77:0.70 81:0.88 91:0.58 98:0.22 108:0.75 114:0.77 117:0.86 122:0.67 123:0.94 124:0.98 126:0.32 127:0.74 129:1.00 133:0.98 135:0.80 145:0.45 146:0.05 147:0.05 149:0.56 150:0.74 154:0.21 158:0.84 159:0.91 163:0.97 172:0.32 173:0.39 175:0.75 176:0.56 177:0.05 178:0.55 179:0.43 187:0.21 195:0.98 212:0.14 216:0.52 222:0.35 232:0.94 235:0.05 241:0.02 242:0.82 243:0.08 244:0.61 245:0.63 247:0.30 253:0.73 257:0.65 259:0.21 265:0.15 266:0.94 267:0.87 271:0.37 276:0.75 277:0.69 282:0.84 290:0.77 300:0.70\n0 12:0.79 17:0.61 21:0.59 27:0.72 30:0.45 34:0.66 36:0.94 37:0.32 39:0.29 43:0.44 55:0.84 66:0.29 69:0.21 70:0.57 74:0.40 81:0.38 91:0.44 98:0.53 104:0.82 106:0.81 108:0.89 123:0.88 124:0.79 126:0.32 127:0.62 129:0.89 133:0.78 135:0.83 146:0.39 147:0.46 149:0.48 150:0.34 154:0.34 159:0.78 163:0.94 172:0.37 173:0.13 175:0.75 177:0.05 178:0.55 179:0.71 187:0.21 206:0.81 212:0.37 215:0.55 216:0.37 222:0.35 235:0.68 241:0.03 242:0.78 243:0.27 244:0.61 245:0.62 247:0.39 253:0.35 257:0.65 259:0.21 265:0.54 266:0.80 267:0.76 271:0.37 276:0.52 277:0.69 283:0.71 297:0.36 300:0.43\n2 7:0.78 12:0.79 17:0.85 21:0.78 27:0.64 30:0.11 34:0.70 36:0.96 37:0.82 39:0.29 43:0.26 55:0.52 66:0.47 69:0.80 70:0.54 74:0.40 91:0.35 98:0.44 108:0.64 123:0.61 124:0.52 127:0.37 129:0.05 133:0.39 135:0.34 145:0.40 146:0.59 147:0.65 149:0.28 154:0.18 159:0.53 163:0.88 172:0.21 173:0.78 177:0.38 178:0.55 179:0.91 187:0.21 212:0.30 216:0.39 222:0.35 230:0.81 233:0.76 235:0.22 241:0.05 242:0.77 243:0.59 244:0.61 245:0.46 247:0.30 253:0.36 259:0.21 265:0.46 266:0.27 267:0.73 271:0.37 276:0.23 300:0.33\n0 8:0.90 12:0.79 17:0.08 21:0.78 27:0.41 30:0.95 34:0.34 36:0.39 37:0.53 39:0.29 43:0.37 55:1.00 66:0.20 69:0.52 74:0.30 91:0.18 98:0.05 108:0.40 123:0.39 124:0.61 127:0.57 129:0.59 133:0.47 135:0.78 145:0.95 146:0.05 147:0.05 149:0.15 154:0.28 159:0.92 172:0.05 173:0.17 175:0.75 177:0.05 178:0.55 179:1.00 187:0.87 191:0.76 202:0.54 216:0.59 222:0.35 235:0.60 241:0.03 243:0.40 244:0.61 245:0.36 253:0.27 257:0.65 259:0.21 265:0.05 267:0.97 271:0.37 277:0.69 300:0.08\n0 8:0.72 12:0.79 17:0.47 21:0.78 27:0.60 30:0.21 34:0.59 36:0.91 37:0.44 39:0.29 43:0.07 55:0.59 66:0.20 69:0.99 70:0.37 74:0.30 91:0.35 98:0.09 108:0.97 123:0.97 124:0.73 127:0.18 129:0.81 133:0.67 135:0.54 146:0.05 147:0.05 149:0.08 154:0.07 159:0.88 163:0.90 172:0.10 173:0.92 175:0.75 177:0.05 178:0.55 179:0.80 187:0.68 202:0.63 212:0.42 216:0.46 222:0.35 235:0.22 241:0.52 242:0.45 243:0.26 244:0.61 245:0.40 247:0.35 253:0.27 257:0.65 259:0.21 265:0.09 266:0.23 267:0.59 271:0.37 276:0.14 277:0.69 300:0.25\n0 12:0.79 17:0.45 21:0.78 27:0.30 30:0.95 34:0.64 36:0.76 37:0.64 39:0.29 43:0.36 55:0.99 66:0.20 69:0.56 74:0.34 91:0.27 98:0.07 108:0.43 123:0.41 124:0.61 127:0.58 129:0.59 133:0.47 135:0.98 145:0.65 146:0.05 147:0.05 149:0.17 154:0.27 159:0.67 172:0.05 173:0.44 175:0.75 177:0.05 178:0.55 179:1.00 187:0.95 202:0.53 216:0.75 222:0.35 235:0.95 241:0.01 243:0.40 244:0.61 245:0.36 253:0.31 257:0.65 259:0.21 265:0.07 267:0.73 271:0.37 277:0.69 300:0.08\n2 7:0.78 12:0.79 17:0.43 21:0.54 27:0.26 30:0.62 34:0.78 36:0.88 37:0.68 39:0.29 43:0.29 55:0.98 66:0.30 69:0.73 70:0.34 74:0.63 76:0.85 81:0.42 91:0.33 98:0.33 104:0.99 106:0.81 108:0.68 122:0.51 123:0.66 124:0.78 126:0.32 127:0.68 129:0.89 132:0.97 133:0.78 135:0.49 145:0.56 146:0.05 147:0.05 149:0.29 150:0.36 154:0.21 159:0.74 163:0.96 172:0.16 173:0.60 175:0.75 177:0.05 178:0.55 179:0.95 187:0.87 206:0.81 212:0.30 215:0.58 216:0.90 222:0.35 230:0.81 233:0.76 235:0.60 242:0.33 243:0.23 244:0.61 245:0.40 247:0.39 253:0.49 257:0.65 259:0.21 265:0.35 266:0.27 267:0.88 271:0.37 276:0.28 277:0.69 297:0.36 300:0.25\n1 12:0.79 17:0.57 21:0.78 27:0.16 30:0.55 32:0.75 34:0.39 36:0.21 37:0.55 39:0.29 43:0.36 55:0.92 66:0.64 69:0.94 70:0.53 74:0.63 91:0.58 98:0.64 104:0.89 108:0.88 122:0.67 123:0.88 124:0.55 127:0.72 129:0.05 133:0.74 135:0.42 145:0.42 146:0.90 147:0.05 149:0.37 154:0.27 159:0.79 163:0.86 172:0.54 173:0.93 177:0.05 178:0.55 179:0.75 187:0.87 195:0.90 212:0.18 216:0.94 222:0.35 235:0.42 241:0.02 242:0.71 243:0.13 244:0.61 245:0.51 247:0.47 253:0.49 257:0.65 259:0.21 265:0.65 266:0.75 267:0.59 271:0.37 276:0.49 300:0.43\n2 12:0.79 17:0.09 21:0.30 27:0.30 30:0.11 34:0.62 36:0.45 37:0.64 39:0.29 43:0.41 55:0.52 66:0.48 69:0.88 70:0.69 74:0.48 81:0.60 91:0.12 98:0.48 108:0.76 123:0.75 124:0.74 126:0.32 127:0.60 129:0.05 133:0.74 135:0.95 146:0.72 147:0.05 149:0.38 150:0.45 154:0.31 159:0.71 163:0.94 172:0.37 173:0.84 177:0.05 178:0.55 179:0.82 187:0.68 212:0.28 215:0.72 216:0.75 222:0.35 235:0.31 241:0.03 242:0.29 243:0.16 244:0.61 245:0.49 247:0.55 253:0.40 257:0.65 259:0.21 265:0.50 266:0.63 267:0.65 271:0.37 276:0.40 297:0.36 300:0.43\n1 7:0.78 12:0.79 17:0.49 21:0.78 27:0.42 30:0.32 32:0.75 34:0.26 36:0.99 37:0.31 39:0.29 43:0.40 55:0.71 66:0.10 69:0.77 70:0.75 74:0.46 91:0.35 98:0.29 104:0.93 106:0.81 108:0.30 123:0.88 124:0.89 127:0.76 129:0.59 133:0.86 135:0.82 145:0.45 146:0.40 147:0.45 149:0.57 154:0.46 159:0.70 172:0.27 173:0.69 177:0.05 178:0.55 179:0.67 187:0.68 195:0.86 206:0.81 212:0.21 216:0.75 222:0.35 230:0.81 233:0.76 235:0.22 241:0.43 242:0.74 243:0.34 245:0.62 247:0.39 253:0.40 254:0.90 257:0.65 259:0.21 265:0.26 266:0.87 267:0.79 271:0.37 276:0.57 277:0.69 283:0.71 300:0.55\n0 12:0.79 17:0.43 21:0.30 27:0.30 30:0.76 34:0.69 36:0.74 37:0.64 39:0.29 43:0.36 55:0.96 66:0.20 69:0.52 70:0.22 74:0.35 81:0.60 91:0.22 98:0.23 104:0.98 106:0.81 108:0.64 123:0.61 124:0.81 126:0.32 127:0.44 129:0.89 133:0.78 135:0.86 146:0.05 147:0.05 149:0.28 150:0.45 154:0.27 159:0.64 163:0.96 172:0.10 173:0.40 175:0.75 177:0.05 178:0.55 179:0.95 187:0.87 206:0.81 212:0.42 215:0.72 216:0.75 222:0.35 235:0.31 241:0.18 242:0.75 243:0.26 244:0.61 245:0.39 247:0.30 253:0.31 257:0.65 259:0.21 265:0.25 266:0.23 267:0.84 271:0.37 276:0.24 277:0.69 297:0.36 300:0.18\n0 12:0.79 17:0.08 21:0.78 27:0.30 30:0.62 34:0.71 36:0.71 37:0.64 39:0.29 43:0.36 55:0.96 66:0.30 69:0.52 70:0.34 74:0.45 91:0.38 98:0.34 108:0.84 123:0.84 124:0.78 127:0.49 129:0.89 133:0.78 135:0.76 146:0.05 147:0.05 149:0.29 154:0.27 159:0.62 163:0.97 172:0.16 173:0.42 175:0.75 177:0.05 178:0.55 179:0.93 187:0.68 202:0.76 212:0.30 216:0.75 222:0.35 235:0.22 241:0.44 242:0.33 243:0.23 244:0.61 245:0.40 247:0.39 253:0.39 257:0.65 259:0.21 265:0.36 266:0.27 267:0.76 271:0.37 276:0.27 277:0.69 300:0.25\n2 8:0.70 12:0.79 17:0.28 21:0.78 27:0.63 30:0.45 34:0.40 36:0.97 37:0.28 39:0.29 43:0.45 55:0.84 66:0.06 69:0.05 70:0.59 74:0.34 91:0.58 98:0.22 108:0.97 120:0.80 123:0.97 124:0.98 127:0.84 129:1.00 133:0.98 135:0.75 140:0.45 146:0.34 147:0.40 149:0.61 151:0.60 153:0.85 154:0.34 159:0.95 162:0.72 163:0.94 164:0.88 172:0.32 173:0.05 175:0.75 177:0.05 179:0.31 187:0.39 190:0.77 191:0.75 202:0.82 212:0.30 216:0.42 220:0.82 222:0.35 235:0.05 241:0.07 242:0.81 243:0.09 244:0.61 245:0.73 247:0.39 248:0.72 253:0.31 256:0.83 257:0.65 259:0.21 260:0.81 265:0.24 266:0.96 267:0.36 268:0.85 271:0.37 276:0.84 277:0.69 283:0.71 285:0.50 300:0.70\n2 12:0.79 17:0.62 21:0.78 27:0.19 30:0.41 34:0.36 36:0.46 37:0.43 39:0.29 43:0.43 55:0.84 66:0.20 69:0.05 70:0.72 74:0.39 91:0.14 98:0.21 104:0.98 106:0.81 108:0.05 123:0.77 124:0.84 127:0.88 129:0.93 133:0.84 135:0.85 146:0.50 147:0.56 149:0.51 154:0.33 159:0.90 163:0.86 172:0.27 173:0.06 175:0.75 177:0.05 178:0.55 179:0.79 187:0.68 206:0.81 212:0.30 216:0.88 222:0.35 241:0.05 242:0.77 243:0.40 244:0.61 245:0.55 247:0.39 253:0.35 257:0.65 259:0.21 265:0.22 266:0.71 267:0.65 271:0.37 276:0.33 277:0.69 283:0.71 300:0.55\n1 12:0.79 17:0.43 21:0.13 27:0.49 30:0.36 34:0.44 36:0.99 37:0.42 39:0.29 43:0.45 55:0.92 66:0.07 69:0.07 70:0.73 74:0.34 81:0.76 91:0.35 98:0.22 108:0.58 123:0.96 124:0.96 126:0.32 127:0.84 129:0.99 133:0.96 135:0.87 146:0.26 147:0.32 149:0.55 150:0.56 154:0.34 159:0.91 163:0.96 172:0.27 173:0.06 175:0.75 177:0.05 178:0.55 179:0.58 187:0.68 212:0.16 215:0.84 216:0.94 222:0.35 235:0.12 241:0.03 242:0.80 243:0.15 244:0.61 245:0.58 247:0.39 253:0.31 257:0.65 259:0.21 265:0.23 266:0.94 267:0.65 271:0.37 276:0.65 277:0.69 283:0.71 297:0.36 300:0.55\n1 6:0.95 7:0.81 8:0.81 12:0.37 17:0.40 20:0.78 21:0.47 27:0.21 28:0.83 30:0.09 34:0.25 36:0.91 37:0.74 43:0.52 55:0.45 66:0.13 69:0.15 70:0.95 78:0.76 81:0.88 91:0.63 98:0.32 100:0.80 104:0.84 106:0.81 108:0.87 111:0.76 120:0.83 123:0.86 124:0.97 126:0.54 127:0.84 129:0.99 133:0.97 135:0.76 140:0.45 146:0.26 147:0.32 149:0.68 150:0.77 151:0.74 152:0.97 153:0.81 154:0.41 159:0.93 161:0.72 162:0.59 164:0.88 167:0.59 169:0.83 172:0.59 173:0.07 177:0.05 179:0.29 181:0.66 186:0.76 187:0.39 191:0.76 202:0.85 206:0.81 212:0.15 215:0.63 216:0.95 220:0.93 230:0.87 233:0.76 235:0.52 241:0.18 242:0.82 243:0.09 245:0.78 247:0.12 248:0.75 256:0.85 259:0.21 260:0.84 261:0.87 265:0.35 266:0.96 267:0.79 268:0.85 271:0.47 276:0.85 283:0.82 285:0.62 297:0.36 300:0.70\n2 6:0.89 8:0.72 12:0.37 17:0.34 20:0.88 21:0.47 27:0.36 28:0.83 30:0.60 34:0.19 36:0.99 37:0.64 43:0.33 55:0.71 66:0.16 69:0.67 70:0.58 78:0.75 81:0.88 91:0.68 98:0.33 100:0.79 104:0.89 106:0.81 108:0.67 111:0.75 120:0.91 123:0.64 124:0.93 126:0.54 127:0.40 129:0.98 133:0.93 135:0.97 140:0.45 146:0.38 147:0.44 149:0.63 150:0.77 151:0.82 152:0.83 153:0.94 154:0.25 159:0.88 161:0.72 162:0.83 164:0.86 167:0.59 169:0.77 172:0.51 173:0.33 177:0.05 179:0.33 181:0.66 186:0.76 187:0.39 189:0.91 202:0.76 206:0.81 212:0.16 215:0.63 216:0.72 235:0.52 238:0.92 241:0.21 242:0.82 243:0.11 245:0.74 247:0.12 248:0.88 256:0.81 259:0.21 260:0.92 261:0.78 265:0.35 266:0.95 267:0.84 268:0.82 271:0.47 276:0.76 283:0.82 285:0.62 297:0.36 300:0.55\n2 12:0.37 17:0.20 21:0.59 25:0.88 27:0.07 28:0.83 30:0.62 32:0.80 34:0.88 36:0.40 37:0.91 43:0.52 55:0.71 66:0.64 69:0.19 70:0.54 81:0.85 91:0.29 98:0.74 104:0.58 106:0.81 108:0.15 120:0.54 123:0.15 124:0.44 126:0.54 127:0.69 129:0.59 133:0.47 135:0.72 140:0.80 145:0.59 146:0.75 147:0.79 149:0.53 150:0.66 151:0.47 153:0.48 154:0.41 159:0.49 161:0.72 162:0.62 164:0.57 167:0.70 172:0.45 173:0.26 177:0.05 178:0.42 179:0.83 181:0.66 187:0.98 195:0.68 202:0.50 206:0.81 212:0.28 215:0.55 216:0.68 220:0.82 235:0.68 241:0.57 242:0.82 243:0.69 245:0.55 247:0.12 248:0.47 256:0.45 259:0.21 260:0.54 265:0.74 266:0.63 267:0.44 268:0.46 271:0.47 276:0.39 283:0.60 285:0.62 297:0.36 300:0.43\n2 6:0.96 8:0.97 12:0.37 17:0.03 20:0.75 21:0.40 27:0.39 28:0.83 30:0.45 34:0.25 36:0.71 37:0.98 43:0.48 55:0.59 66:0.77 69:0.35 70:0.33 78:0.91 81:0.90 91:0.88 98:0.94 100:0.90 104:0.58 108:0.27 111:0.90 120:0.82 123:0.26 126:0.54 127:0.60 129:0.05 135:0.58 140:0.45 146:0.61 147:0.67 149:0.45 150:0.81 151:0.66 152:0.74 153:0.48 154:0.37 159:0.23 161:0.72 162:0.74 164:0.94 167:0.95 169:0.88 172:0.37 173:0.62 177:0.05 179:0.92 181:0.66 186:0.91 189:0.97 191:0.85 202:0.90 212:0.52 215:0.67 216:0.40 220:0.82 235:0.42 238:1.00 241:0.98 242:0.82 243:0.79 247:0.12 248:0.74 256:0.94 259:0.21 260:0.83 261:0.77 265:0.94 266:0.27 267:0.73 268:0.93 271:0.47 276:0.31 283:0.60 285:0.62 297:0.36 300:0.25\n2 7:0.81 8:0.96 12:0.37 17:0.70 20:0.81 21:0.47 27:0.38 28:0.83 30:0.91 32:0.80 34:0.74 36:0.62 37:0.92 43:0.51 55:0.96 66:0.10 69:0.19 70:0.13 78:0.74 81:0.88 91:0.88 98:0.09 100:0.73 108:0.15 111:0.73 120:0.54 123:0.15 124:0.82 126:0.54 127:0.93 129:0.89 133:0.78 135:0.68 140:0.80 145:0.74 146:0.05 147:0.05 149:0.30 150:0.77 151:0.47 152:0.78 153:0.48 154:0.40 159:0.38 161:0.72 162:0.55 163:0.89 164:0.72 167:0.93 169:0.72 172:0.05 173:0.35 177:0.05 178:0.42 179:0.98 181:0.66 186:0.75 191:0.75 195:0.58 202:0.69 212:0.61 215:0.63 216:0.11 220:0.82 230:0.65 233:0.63 235:0.52 241:0.88 242:0.82 243:0.29 245:0.37 247:0.12 248:0.47 256:0.64 259:0.21 260:0.54 261:0.74 265:0.09 266:0.17 267:0.36 268:0.65 271:0.47 276:0.23 283:0.82 285:0.62 297:0.36 300:0.13\n2 6:0.93 7:0.81 8:0.86 12:0.37 17:0.78 20:0.97 21:0.05 27:0.19 28:0.83 30:0.85 32:0.80 34:0.53 36:0.66 37:0.73 43:0.42 55:0.45 66:0.96 69:0.48 70:0.28 78:0.81 81:0.95 91:0.40 98:0.90 100:0.87 104:0.80 106:0.81 108:0.37 111:0.82 120:0.69 123:0.36 126:0.54 127:0.47 129:0.05 135:0.85 140:0.45 145:0.80 146:0.82 147:0.85 149:0.85 150:0.93 151:0.66 152:0.92 153:0.48 154:0.32 159:0.38 161:0.72 162:0.86 164:0.57 167:0.75 169:0.85 172:0.89 173:0.55 177:0.05 179:0.29 181:0.66 186:0.82 187:0.39 189:0.94 195:0.63 202:0.36 206:0.81 212:0.93 215:0.91 216:0.81 230:0.65 233:0.63 235:0.05 238:0.93 241:0.68 242:0.82 243:0.96 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 261:0.88 265:0.90 266:0.27 267:0.76 268:0.46 271:0.47 276:0.81 285:0.62 297:0.36 300:0.33\n4 6:0.95 8:0.91 12:0.37 17:0.09 20:0.99 21:0.54 25:0.88 27:0.07 28:0.83 30:0.76 34:0.80 36:0.42 37:0.91 43:0.28 55:0.45 66:0.80 69:0.77 70:0.28 78:0.90 81:0.87 91:0.99 98:0.68 100:0.99 104:0.58 108:0.60 111:0.98 120:0.99 123:0.58 126:0.54 127:0.21 129:0.05 135:0.90 140:0.45 146:0.60 147:0.66 149:0.43 150:0.72 151:0.90 152:0.99 153:0.99 154:0.21 159:0.22 161:0.72 162:0.75 164:0.99 167:0.95 169:0.97 172:0.45 173:0.87 177:0.05 179:0.64 181:0.66 186:0.90 189:0.96 191:0.95 202:0.98 212:0.71 215:0.58 216:0.68 235:0.60 238:0.99 241:1.00 242:0.82 243:0.82 247:0.12 248:0.99 256:0.98 259:0.21 260:0.99 261:0.99 265:0.69 266:0.27 267:0.76 268:0.99 271:0.47 276:0.35 283:0.82 285:0.62 297:0.36 300:0.25\n3 6:0.93 7:0.81 8:0.75 12:0.37 17:0.69 20:0.77 21:0.68 27:0.38 28:0.83 30:0.54 32:0.80 34:0.88 36:0.95 37:0.69 43:0.35 55:0.45 66:0.94 69:0.65 70:0.58 78:0.80 81:0.91 91:0.68 98:0.91 100:0.83 104:0.92 106:0.81 108:0.50 111:0.80 120:0.85 123:0.48 126:0.54 127:0.50 129:0.05 135:0.97 140:0.45 145:0.85 146:0.90 147:0.92 149:0.76 150:0.82 151:0.75 152:0.75 153:0.84 154:0.26 159:0.50 161:0.72 162:0.81 164:0.80 167:0.74 169:0.80 172:0.84 173:0.65 177:0.05 179:0.39 181:0.66 186:0.81 187:0.87 189:0.94 195:0.72 202:0.70 206:0.81 212:0.74 215:0.49 216:0.59 230:0.65 233:0.63 235:0.84 238:0.84 241:0.65 242:0.82 243:0.94 247:0.12 248:0.79 256:0.79 259:0.21 260:0.85 261:0.76 265:0.91 266:0.54 267:0.44 268:0.76 271:0.47 276:0.74 283:0.82 285:0.62 297:0.36 300:0.43\n2 7:0.81 12:0.37 17:0.22 21:0.59 25:0.88 27:0.07 28:0.83 30:0.72 32:0.80 34:0.92 36:0.32 37:0.91 43:0.52 55:0.71 66:0.84 69:0.21 70:0.22 81:0.93 91:0.25 98:0.97 104:0.58 106:0.81 108:0.17 123:0.16 126:0.54 127:0.74 129:0.05 135:0.68 145:0.61 146:0.80 147:0.83 149:0.56 150:0.89 154:0.41 159:0.35 161:0.72 167:0.63 172:0.54 173:0.38 177:0.05 178:0.55 179:0.82 181:0.66 187:0.98 195:0.60 206:0.81 212:0.23 215:0.55 216:0.68 230:0.65 233:0.63 235:0.74 241:0.37 242:0.82 243:0.85 247:0.12 259:0.21 265:0.97 266:0.54 267:0.52 271:0.47 276:0.45 297:0.36 300:0.18\n2 7:0.81 12:0.37 17:0.30 21:0.22 25:0.88 27:0.07 28:0.83 30:0.61 32:0.80 34:0.81 36:0.43 37:0.91 43:0.52 55:0.71 66:0.78 69:0.10 70:0.53 81:0.98 91:0.46 98:0.85 104:0.58 106:0.81 108:0.09 123:0.09 124:0.39 126:0.54 127:0.76 129:0.59 133:0.47 135:0.65 145:0.67 146:0.86 147:0.89 149:0.70 150:0.97 154:0.41 159:0.53 161:0.72 167:0.65 172:0.73 173:0.18 177:0.05 178:0.55 179:0.58 181:0.66 187:0.99 195:0.70 206:0.81 212:0.58 215:0.79 216:0.68 230:0.87 233:0.76 235:0.31 241:0.43 242:0.82 243:0.80 245:0.67 247:0.12 259:0.21 265:0.85 266:0.63 267:0.44 271:0.47 276:0.63 283:0.60 297:0.36 300:0.43\n1 7:0.81 8:0.96 12:0.37 17:0.94 20:0.77 21:0.68 27:0.72 28:0.83 30:0.68 32:0.80 34:0.55 36:0.46 37:0.98 43:0.33 55:0.84 66:0.79 69:0.68 70:0.31 78:0.72 81:0.91 91:0.80 98:0.85 100:0.73 104:0.57 108:0.52 111:0.72 123:0.50 126:0.54 127:0.36 129:0.05 135:0.47 140:0.45 145:0.96 146:0.76 147:0.80 149:0.41 150:0.82 152:0.75 153:0.48 154:0.25 159:0.32 161:0.72 162:0.62 163:0.92 164:0.57 167:0.93 169:0.72 172:0.41 173:0.79 177:0.05 179:0.85 181:0.66 186:0.73 195:0.63 202:0.50 212:0.61 215:0.49 216:0.01 220:0.99 230:0.65 233:0.63 235:0.84 241:0.93 242:0.82 243:0.80 247:0.12 256:0.45 259:0.21 261:0.73 265:0.85 266:0.27 267:0.52 268:0.46 271:0.47 276:0.35 285:0.62 297:0.36 300:0.25\n2 6:0.95 7:0.81 8:0.86 12:0.37 17:0.12 20:0.91 21:0.54 27:0.24 28:0.83 30:0.28 32:0.80 34:0.75 36:0.60 37:0.80 43:0.32 55:0.71 66:0.60 69:0.69 70:0.76 78:0.76 81:0.87 91:0.73 98:0.76 100:0.80 104:0.80 106:0.81 108:0.53 111:0.76 120:0.86 123:0.51 124:0.51 126:0.54 127:0.38 129:0.59 133:0.47 135:0.56 140:0.45 145:0.67 146:0.88 147:0.90 149:0.71 150:0.72 151:0.76 152:0.91 153:0.87 154:0.24 159:0.57 161:0.72 162:0.81 164:0.89 167:0.69 169:0.78 172:0.73 173:0.62 177:0.05 179:0.39 181:0.66 186:0.77 187:0.21 189:0.96 195:0.81 202:0.81 206:0.81 212:0.70 215:0.58 216:0.67 220:0.62 230:0.87 233:0.76 235:0.60 238:0.93 241:0.53 242:0.82 243:0.67 245:0.86 247:0.12 248:0.81 256:0.86 259:0.21 260:0.87 261:0.81 265:0.76 266:0.75 267:0.23 268:0.86 271:0.47 276:0.70 283:0.82 285:0.62 297:0.36 300:0.70\n1 12:0.37 17:0.45 21:0.30 27:0.45 28:0.83 30:0.62 32:0.80 34:0.45 36:0.18 37:0.50 43:0.32 55:0.59 66:0.47 69:0.68 70:0.34 81:0.92 91:0.18 98:0.31 108:0.65 123:0.63 124:0.52 126:0.54 127:0.16 129:0.59 133:0.47 135:0.99 145:0.47 146:0.22 147:0.28 149:0.36 150:0.84 154:0.24 159:0.26 161:0.72 163:0.75 167:0.60 172:0.21 173:0.65 177:0.05 178:0.55 179:0.65 181:0.66 187:0.68 195:0.75 212:0.30 215:0.72 216:0.77 235:0.31 241:0.24 242:0.82 243:0.37 245:0.46 247:0.12 259:0.21 265:0.33 266:0.27 267:0.99 271:0.47 276:0.26 283:0.60 297:0.36 300:0.25\n1 6:0.92 8:0.93 12:0.37 17:0.30 20:0.85 21:0.78 25:0.88 27:0.72 28:0.83 34:0.52 36:0.22 37:0.99 78:0.75 91:0.90 100:0.79 104:0.58 111:0.75 120:0.69 135:0.78 140:0.45 151:0.66 152:0.81 153:0.48 161:0.72 162:0.86 164:0.57 167:0.93 169:0.77 175:0.75 181:0.66 186:0.75 189:0.94 202:0.36 216:0.09 238:0.92 241:0.90 244:0.61 248:0.63 256:0.45 257:0.65 259:0.21 260:0.70 261:0.77 267:0.44 268:0.46 271:0.47 277:0.69 285:0.62\n1 8:0.87 12:0.37 17:0.04 20:0.84 21:0.78 27:0.27 28:0.83 34:0.36 36:0.68 37:0.99 78:0.74 91:0.85 100:0.79 111:0.74 120:0.84 135:0.44 140:0.96 151:0.74 152:0.80 153:0.83 161:0.72 162:0.46 164:0.83 167:0.92 169:0.77 175:0.75 178:0.54 181:0.66 186:0.75 187:0.21 202:0.96 216:0.59 220:0.74 235:0.12 241:0.85 244:0.61 248:0.76 256:0.78 257:0.65 260:0.85 261:0.76 267:0.28 268:0.79 271:0.47 277:0.69 283:0.60 285:0.62\n3 6:0.95 7:0.81 8:0.87 12:0.37 17:0.38 20:0.99 21:0.30 27:0.21 28:0.83 30:0.54 34:0.39 36:0.90 37:0.74 43:0.52 55:0.52 66:0.09 69:0.10 70:0.65 78:0.79 81:0.92 91:0.77 98:0.52 100:0.87 104:0.84 106:0.81 108:0.96 111:0.81 120:0.95 123:0.76 124:0.91 126:0.54 127:0.83 129:0.97 133:0.92 135:0.32 140:0.45 146:0.82 147:0.85 149:0.91 150:0.84 151:0.83 152:0.97 153:0.96 154:0.41 159:0.94 161:0.72 162:0.70 164:0.93 167:0.71 169:0.83 172:0.95 173:0.06 177:0.05 179:0.11 181:0.66 186:0.79 187:0.39 189:0.96 191:0.75 202:0.89 206:0.81 212:0.71 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.96 241:0.59 242:0.82 243:0.19 245:0.98 247:0.12 248:0.93 256:0.91 259:0.21 260:0.95 261:0.87 265:0.49 266:0.92 267:0.96 268:0.92 271:0.47 276:0.98 283:0.82 285:0.62 297:0.36 300:0.70\n1 12:0.37 17:0.38 21:0.47 27:0.45 28:0.83 30:0.45 32:0.80 34:0.83 36:0.17 37:0.50 43:0.32 55:0.92 66:0.53 69:0.68 70:0.57 81:0.88 91:0.25 98:0.50 108:0.52 123:0.50 124:0.52 126:0.54 127:0.32 129:0.59 133:0.47 135:0.96 145:0.50 146:0.71 147:0.75 149:0.51 150:0.77 154:0.24 159:0.57 161:0.72 167:0.66 172:0.45 173:0.59 177:0.05 178:0.55 179:0.67 181:0.66 187:0.68 195:0.83 212:0.13 215:0.63 216:0.77 235:0.52 241:0.47 242:0.82 243:0.62 245:0.64 247:0.12 259:0.21 265:0.51 266:0.80 267:0.96 271:0.47 276:0.45 283:0.60 297:0.36 300:0.43\n2 12:0.37 17:0.28 21:0.47 27:0.36 28:0.83 30:0.26 34:0.42 36:0.98 37:0.64 43:0.27 55:0.71 66:0.11 69:0.79 70:0.88 81:0.88 91:0.06 98:0.36 104:0.89 106:0.81 108:0.91 120:0.91 123:0.91 124:0.93 126:0.54 127:0.38 129:0.98 133:0.93 135:0.80 140:0.45 146:0.78 147:0.81 149:0.78 150:0.77 151:0.82 153:0.94 154:0.20 159:0.90 161:0.72 162:0.83 164:0.86 167:0.54 172:0.70 173:0.43 177:0.05 179:0.15 181:0.66 187:0.39 202:0.76 206:0.81 212:0.42 215:0.63 216:0.72 235:0.52 241:0.03 242:0.82 243:0.21 245:0.93 247:0.12 248:0.88 256:0.81 259:0.21 260:0.92 265:0.39 266:0.91 267:0.69 268:0.82 271:0.47 276:0.92 283:0.82 285:0.62 297:0.36 300:0.84\n1 8:0.73 12:0.06 17:0.26 21:0.47 27:0.45 28:0.83 30:0.84 34:0.70 36:0.17 37:0.50 43:0.32 55:0.59 66:0.51 69:0.69 70:0.28 81:0.92 91:0.46 98:0.65 108:0.79 123:0.78 124:0.65 126:0.54 127:0.52 129:0.81 133:0.67 135:0.74 145:0.50 146:0.72 147:0.76 149:0.73 150:0.86 154:0.24 159:0.70 161:0.93 167:0.45 172:0.76 173:0.57 177:0.05 178:0.55 179:0.35 181:0.91 187:0.68 212:0.76 215:0.63 216:0.77 235:0.60 241:0.07 242:0.82 243:0.40 245:0.86 247:0.12 259:0.21 265:0.66 266:0.63 267:0.69 271:0.17 276:0.77 297:0.36 300:0.43\n1 12:0.06 17:0.38 21:0.30 27:0.45 28:0.83 30:0.11 34:0.75 36:0.18 37:0.50 43:0.32 55:0.59 66:0.16 69:0.68 70:0.54 81:0.95 91:0.20 98:0.30 108:0.82 123:0.65 124:0.71 126:0.54 127:0.37 129:0.81 133:0.67 135:0.81 145:0.47 146:0.05 147:0.05 149:0.30 150:0.92 154:0.24 159:0.50 161:0.93 163:0.96 167:0.46 172:0.16 173:0.66 177:0.05 178:0.55 179:0.91 181:0.91 187:0.68 212:0.30 215:0.72 216:0.77 235:0.42 241:0.18 242:0.82 243:0.23 245:0.43 247:0.12 259:0.21 265:0.24 266:0.27 267:0.44 271:0.17 276:0.26 297:0.36 300:0.33\n1 6:0.79 8:0.58 12:0.06 17:0.45 20:0.85 21:0.13 27:0.40 28:0.83 30:0.45 34:0.53 36:0.97 37:0.38 43:0.52 55:0.84 66:0.15 69:0.07 70:0.66 78:0.80 81:0.97 91:0.44 98:0.46 100:0.79 108:0.94 111:0.78 120:0.80 123:0.93 124:0.90 126:0.54 127:0.77 129:0.96 133:0.90 135:0.81 140:0.45 146:0.55 147:0.61 149:0.76 150:0.96 151:0.72 152:0.80 153:0.78 154:0.41 159:0.87 161:0.93 162:0.79 163:0.94 164:0.76 167:0.49 169:0.77 172:0.57 173:0.07 177:0.05 179:0.33 181:0.91 186:0.80 187:0.68 189:0.81 202:0.66 212:0.22 215:0.84 216:0.25 235:0.12 238:0.82 241:0.35 242:0.82 243:0.29 245:0.84 247:0.12 248:0.73 256:0.68 259:0.21 260:0.81 261:0.81 265:0.48 266:0.92 267:0.23 268:0.71 271:0.17 276:0.82 283:0.60 285:0.62 297:0.36 300:0.55\n2 6:0.90 7:0.81 8:0.76 12:0.06 17:0.15 20:0.87 21:0.30 27:0.50 28:0.83 30:0.12 32:0.80 34:0.67 36:0.91 37:0.60 43:0.51 55:0.84 66:0.10 69:0.15 70:0.91 78:0.86 81:0.95 91:0.10 98:0.35 100:0.90 104:0.84 106:0.81 108:0.96 111:0.86 120:0.75 123:0.95 124:0.97 126:0.54 127:0.95 129:1.00 133:0.98 135:0.70 140:0.45 145:0.63 146:0.29 147:0.35 149:0.74 150:0.92 151:0.73 152:0.82 153:0.78 154:0.40 159:0.94 161:0.93 162:0.78 164:0.70 167:0.45 169:0.87 172:0.71 173:0.07 177:0.05 179:0.20 181:0.91 186:0.86 187:0.39 189:0.91 191:0.70 195:0.99 202:0.59 206:0.81 212:0.37 215:0.72 216:0.86 230:0.87 233:0.76 235:0.31 238:0.91 241:0.03 242:0.82 243:0.07 245:0.86 247:0.12 248:0.68 256:0.58 259:0.21 260:0.76 261:0.88 265:0.24 266:0.97 267:0.65 268:0.64 271:0.17 276:0.92 283:0.82 285:0.62 297:0.36 300:0.84\n2 6:0.86 7:0.81 8:0.76 12:0.06 17:0.45 20:0.95 21:0.13 25:0.88 27:0.45 28:0.83 30:0.56 32:0.80 34:0.18 36:0.61 37:0.38 43:0.48 55:0.71 66:0.12 69:0.30 70:0.42 78:0.85 81:0.97 91:0.83 98:0.25 100:0.86 104:0.58 108:0.78 111:0.84 120:0.88 123:0.88 124:0.88 126:0.54 127:0.50 129:0.95 132:0.97 133:0.87 135:0.81 140:0.45 145:0.56 146:0.28 147:0.35 149:0.45 150:0.96 151:0.73 152:0.94 153:0.78 154:0.37 159:0.71 161:0.93 162:0.65 163:0.98 164:0.92 167:0.79 169:0.84 172:0.21 173:0.19 177:0.05 179:0.78 181:0.91 186:0.85 189:0.88 191:0.88 195:0.88 202:0.89 212:0.23 215:0.84 216:0.41 220:0.62 230:0.87 233:0.76 235:0.12 238:0.86 241:0.87 242:0.82 243:0.25 245:0.49 247:0.12 248:0.83 256:0.89 259:0.21 260:0.89 261:0.91 265:0.23 266:0.71 267:0.52 268:0.90 271:0.17 276:0.44 283:0.60 285:0.62 297:0.36 300:0.33\n1 6:0.84 7:0.81 8:0.64 12:0.06 17:0.55 20:0.80 21:0.13 25:0.88 27:0.33 28:0.83 30:0.66 34:0.77 36:0.72 37:0.59 43:0.52 55:0.71 66:0.93 69:0.08 70:0.48 78:0.83 81:1.00 91:0.33 98:0.97 100:0.88 104:0.58 108:0.07 111:0.84 123:0.07 126:0.54 127:0.73 129:0.05 135:0.76 145:0.93 146:0.93 147:0.94 149:0.74 150:1.00 152:0.94 154:0.41 159:0.55 161:0.93 167:0.49 169:0.90 172:0.80 173:0.16 177:0.05 178:0.55 179:0.50 181:0.91 186:0.83 187:0.21 189:0.83 212:0.71 215:0.84 216:0.46 230:0.87 233:0.76 235:0.22 238:0.90 241:0.39 242:0.82 243:0.93 247:0.12 259:0.21 261:0.93 265:0.97 266:0.54 267:0.52 271:0.17 276:0.70 297:0.36 300:0.43\n3 6:0.91 7:0.81 8:0.84 12:0.06 17:0.03 20:0.94 21:0.30 27:0.21 28:0.83 30:0.28 34:0.71 36:0.83 37:0.74 43:0.52 55:0.84 66:0.08 69:0.10 70:0.91 78:0.90 81:0.95 91:0.77 98:0.25 100:0.97 104:0.84 106:0.81 108:0.95 111:0.94 120:0.93 123:0.95 124:0.97 126:0.54 127:0.82 129:1.00 133:0.97 135:0.24 140:0.45 146:0.48 147:0.55 149:0.70 150:0.92 151:0.80 152:0.97 153:0.93 154:0.41 159:0.93 161:0.93 162:0.56 164:0.91 167:0.50 169:0.94 172:0.48 173:0.06 177:0.05 179:0.28 181:0.91 186:0.90 187:0.39 189:0.93 191:0.78 202:0.89 206:0.81 212:0.16 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.96 241:0.43 242:0.82 243:0.13 245:0.78 247:0.12 248:0.90 256:0.88 259:0.21 260:0.93 261:0.97 265:0.27 266:0.97 267:0.84 268:0.88 271:0.17 276:0.86 283:0.82 285:0.62 297:0.36 300:0.84\n2 6:0.86 8:0.75 12:0.06 17:0.11 20:0.95 21:0.78 27:0.35 28:0.83 30:0.89 34:0.76 36:0.95 37:0.40 43:0.26 55:0.84 66:0.47 69:0.81 70:0.20 78:0.84 91:0.62 98:0.39 100:0.85 108:0.65 111:0.83 120:0.79 123:0.63 124:0.52 127:0.21 129:0.59 133:0.47 135:0.69 140:0.87 146:0.51 147:0.57 149:0.31 151:0.66 152:0.88 153:0.48 154:0.19 159:0.35 161:0.93 162:0.58 163:0.87 164:0.77 167:0.59 169:0.83 172:0.21 173:0.80 177:0.05 178:0.48 179:0.80 181:0.91 186:0.84 187:0.68 189:0.87 191:0.76 202:0.73 212:0.30 216:0.58 220:0.87 235:0.42 238:0.84 241:0.64 242:0.82 243:0.59 245:0.46 247:0.12 248:0.72 256:0.71 259:0.21 260:0.80 261:0.88 265:0.41 266:0.27 267:0.52 268:0.72 271:0.17 276:0.27 285:0.62 300:0.18\n3 6:0.86 7:0.81 8:0.88 12:0.06 17:0.26 20:0.95 21:0.78 25:0.88 27:0.33 28:0.83 30:0.76 34:0.82 36:0.57 37:0.59 43:0.48 55:0.84 66:0.72 69:0.44 70:0.22 78:0.85 91:0.93 98:0.92 100:0.94 104:0.58 108:0.34 111:0.89 120:0.93 123:0.32 127:0.54 129:0.05 135:0.26 140:0.45 145:0.93 146:0.55 147:0.61 149:0.38 151:0.81 152:0.94 153:0.94 154:0.36 159:0.20 161:0.93 162:0.79 163:0.75 164:0.94 167:0.80 169:0.91 172:0.27 173:0.74 177:0.05 179:0.96 181:0.91 186:0.84 189:0.89 191:0.89 202:0.89 212:0.42 216:0.46 230:0.87 233:0.76 235:0.97 238:0.96 241:0.96 242:0.82 243:0.75 247:0.12 248:0.89 256:0.92 259:0.21 260:0.93 261:0.93 265:0.92 266:0.23 267:0.18 268:0.93 271:0.17 276:0.26 283:0.82 285:0.62 300:0.18\n2 7:0.81 12:0.06 17:0.83 21:0.22 27:0.58 28:0.83 30:0.08 32:0.80 34:0.74 36:0.35 37:0.39 43:0.51 55:0.45 66:0.36 69:0.12 70:0.89 78:0.83 81:0.96 91:0.42 98:0.54 104:0.92 106:0.81 108:0.66 111:0.83 120:0.89 123:0.64 124:0.77 126:0.54 127:0.79 129:0.89 133:0.78 135:0.81 140:0.45 145:0.45 146:0.18 147:0.23 149:0.55 150:0.94 151:0.74 153:0.84 154:0.40 159:0.56 161:0.93 162:0.83 164:0.82 167:0.54 169:0.83 172:0.41 173:0.19 177:0.05 179:0.76 181:0.91 187:0.68 195:0.73 202:0.72 206:0.81 212:0.18 215:0.79 216:0.79 230:0.87 233:0.76 235:0.22 241:0.54 242:0.82 243:0.21 245:0.59 247:0.12 248:0.84 256:0.80 260:0.89 265:0.56 266:0.63 267:0.23 268:0.78 271:0.17 276:0.49 283:0.82 285:0.62 297:0.36 300:0.55\n1 1:0.74 11:0.57 12:0.79 17:0.69 21:0.05 27:0.65 30:0.62 34:0.33 36:0.38 37:0.46 39:0.41 43:0.91 60:0.87 66:0.29 69:0.41 70:0.54 74:0.78 81:0.95 83:0.86 85:0.88 91:0.46 98:0.43 101:0.80 104:0.84 106:0.81 108:0.70 114:0.95 117:0.86 122:0.57 123:0.68 124:0.72 126:0.54 127:0.53 129:0.81 133:0.67 135:0.54 146:0.13 147:0.18 149:0.77 150:0.98 154:0.90 155:0.67 158:0.92 159:0.46 165:0.90 172:0.27 173:0.43 176:0.73 177:0.38 178:0.55 179:0.81 187:0.39 192:0.59 201:0.74 206:0.81 208:0.64 212:0.14 215:0.91 216:0.54 222:0.25 232:0.91 235:0.12 242:0.45 243:0.26 245:0.56 247:0.47 253:0.76 259:0.21 265:0.45 266:0.71 267:0.52 271:0.11 276:0.36 279:0.86 283:0.82 290:0.95 297:0.36 300:0.43\n0 1:0.74 12:0.79 17:0.95 21:0.13 27:0.63 34:0.36 36:0.59 37:0.38 39:0.41 81:0.92 83:0.77 91:0.63 114:0.92 126:0.54 135:0.79 150:0.96 155:0.67 165:0.88 175:0.91 176:0.73 178:0.55 187:0.39 192:0.59 201:0.74 202:0.50 215:0.84 216:0.69 222:0.25 235:0.22 241:0.54 244:0.83 253:0.69 257:0.84 259:0.21 267:0.36 271:0.11 277:0.87 290:0.92 297:0.36\n0 8:0.92 12:0.79 17:0.84 20:0.94 21:0.78 27:0.50 34:0.33 36:0.21 37:0.66 39:0.41 60:0.87 74:0.47 78:0.92 83:0.73 91:0.82 96:0.70 100:0.73 104:0.54 111:0.89 120:0.82 135:0.49 140:0.45 151:0.63 152:0.92 153:0.45 155:0.67 158:0.92 162:0.74 164:0.85 169:0.72 175:0.91 186:0.92 190:0.77 191:0.87 192:0.59 202:0.78 208:0.64 216:0.13 220:0.74 222:0.25 235:0.02 241:0.80 244:0.83 248:0.74 253:0.44 256:0.83 257:0.84 259:0.21 260:0.83 261:0.90 267:0.19 268:0.82 271:0.11 277:0.87 279:0.86 283:0.82 285:0.62\n1 1:0.74 11:0.57 12:0.79 17:0.82 21:0.54 27:0.42 30:0.72 34:0.58 36:0.59 37:0.25 39:0.41 43:0.98 60:0.87 66:0.33 69:0.19 70:0.29 74:0.76 81:0.71 83:0.84 85:0.90 91:0.18 98:0.23 101:0.80 108:0.84 114:0.77 122:0.43 123:0.83 124:0.71 126:0.54 127:0.67 129:0.81 133:0.67 135:0.28 145:0.47 146:0.28 147:0.34 149:0.81 150:0.80 154:0.98 155:0.67 158:0.87 159:0.59 165:0.79 172:0.32 173:0.20 176:0.73 177:0.38 178:0.55 179:0.81 187:0.21 192:0.59 201:0.74 208:0.64 212:0.39 215:0.58 216:0.57 222:0.25 235:0.68 241:0.01 242:0.63 243:0.39 245:0.58 247:0.30 253:0.67 259:0.21 265:0.25 266:0.54 267:0.59 271:0.11 276:0.37 279:0.86 283:0.71 290:0.77 297:0.36 300:0.25\n2 1:0.74 11:0.57 12:0.79 17:0.73 21:0.22 27:0.70 30:0.66 34:0.61 36:0.52 37:0.25 39:0.41 43:0.90 60:0.95 66:0.85 69:0.44 70:0.33 74:0.88 81:0.88 83:0.89 85:0.90 91:0.48 98:0.61 101:0.85 104:0.83 106:0.81 108:0.34 114:0.90 117:0.86 122:0.57 123:0.33 126:0.54 127:0.18 129:0.05 135:0.30 146:0.36 147:0.42 149:0.88 150:0.93 154:0.89 155:0.67 158:0.92 159:0.14 165:0.86 172:0.57 173:0.72 176:0.73 177:0.38 178:0.55 179:0.41 187:0.39 192:0.59 201:0.74 206:0.81 208:0.64 212:0.92 215:0.79 216:0.48 222:0.25 232:0.91 235:0.31 241:0.18 242:0.52 243:0.86 247:0.47 253:0.76 259:0.21 265:0.62 266:0.17 267:0.23 271:0.11 276:0.46 279:0.86 283:0.82 290:0.90 297:0.36 300:0.25\n0 1:0.74 11:0.57 12:0.79 17:0.89 21:0.47 27:0.72 30:0.21 34:0.37 36:0.62 37:0.71 39:0.41 43:0.80 66:0.72 69:0.73 70:0.37 74:0.65 81:0.75 83:0.74 85:0.72 91:0.44 98:0.15 101:0.71 108:0.56 114:0.80 122:0.67 123:0.53 126:0.54 127:0.09 129:0.05 135:0.87 146:0.24 147:0.30 149:0.48 150:0.83 154:0.75 155:0.67 159:0.11 165:0.80 172:0.27 173:0.68 176:0.73 177:0.38 178:0.55 179:0.11 187:0.39 192:0.59 201:0.74 212:0.78 215:0.63 216:0.18 222:0.25 235:0.60 241:0.07 242:0.75 243:0.75 247:0.30 253:0.65 259:0.21 265:0.17 266:0.17 267:0.52 271:0.11 276:0.23 290:0.80 297:0.36 300:0.25\n3 1:0.74 6:1.00 8:1.00 9:0.80 11:0.57 12:0.79 17:0.70 20:0.94 27:0.72 30:0.15 39:0.41 41:0.96 43:0.94 55:0.52 60:0.99 66:0.24 69:0.23 70:0.68 74:0.72 78:0.99 81:0.98 83:0.89 85:0.72 91:0.69 96:0.96 98:0.18 100:0.99 101:0.69 104:0.54 108:0.88 111:1.00 114:0.98 120:0.93 122:0.67 123:0.87 124:0.80 126:0.54 127:0.69 129:0.05 133:0.74 140:0.45 146:0.13 147:0.18 149:0.58 150:0.99 151:0.98 152:0.94 153:0.92 154:0.94 155:0.67 158:0.92 159:0.82 162:0.79 163:0.80 164:0.87 165:0.92 169:0.99 172:0.21 173:0.12 176:0.73 177:0.38 179:0.86 186:0.99 189:1.00 191:0.80 192:0.59 201:0.74 202:0.80 208:0.64 212:0.30 215:0.96 216:0.11 222:0.25 232:0.76 235:0.05 238:0.97 241:0.81 242:0.80 243:0.28 245:0.50 247:0.30 248:0.96 253:0.96 255:0.79 256:0.85 259:0.21 260:0.94 261:0.96 265:0.19 266:0.54 268:0.85 271:0.11 276:0.33 277:0.69 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.43\n1 11:0.57 12:0.79 17:0.49 21:0.05 27:0.70 30:0.54 34:0.30 36:0.36 37:0.25 39:0.41 43:0.81 55:0.52 66:0.90 69:0.45 70:0.51 74:0.96 81:0.82 85:0.72 91:0.69 98:0.63 101:0.73 108:0.35 114:0.77 117:0.86 122:0.67 123:0.34 126:0.32 127:0.18 129:0.05 135:0.28 146:0.63 147:0.68 149:0.70 150:0.62 154:0.76 158:0.85 159:0.23 172:0.71 173:0.49 176:0.56 177:0.38 178:0.55 179:0.28 187:0.68 212:0.93 216:0.48 222:0.25 232:0.86 235:0.05 241:0.15 242:0.76 243:0.90 247:0.39 253:0.75 259:0.21 265:0.64 266:0.17 267:0.82 271:0.11 276:0.61 290:0.77 300:0.43\n1 1:0.74 11:0.57 12:0.79 17:0.53 20:0.94 21:0.30 27:0.42 30:0.87 34:0.66 36:0.51 37:0.25 39:0.41 43:0.98 60:0.97 66:0.79 69:0.12 70:0.20 74:0.78 78:0.95 81:0.84 83:0.83 85:0.88 91:0.56 98:0.40 100:0.73 101:0.81 108:0.10 111:0.92 114:0.86 120:0.54 122:0.43 123:0.10 126:0.54 127:0.13 129:0.05 135:0.21 140:0.45 145:0.47 146:0.37 147:0.44 149:0.85 150:0.90 151:0.47 152:0.97 153:0.46 154:0.98 155:0.67 158:0.87 159:0.14 162:0.86 164:0.65 165:0.84 169:0.72 172:0.41 173:0.28 176:0.73 177:0.38 179:0.34 186:0.95 187:0.21 190:0.77 192:0.59 201:0.74 202:0.49 208:0.64 212:0.95 215:0.72 216:0.57 220:0.99 222:0.25 235:0.42 241:0.05 242:0.63 243:0.80 247:0.30 248:0.47 253:0.72 256:0.58 259:0.21 260:0.54 261:0.90 265:0.42 266:0.12 267:0.44 268:0.58 271:0.11 276:0.31 279:0.86 283:0.71 285:0.50 290:0.86 297:0.36 300:0.18\n1 1:0.74 11:0.57 12:0.79 17:0.79 20:0.93 21:0.64 27:0.59 30:0.58 34:0.28 36:0.53 37:0.31 39:0.41 43:0.85 55:0.71 60:0.87 66:0.80 69:0.63 70:0.33 74:0.84 78:0.94 81:0.62 83:0.83 85:0.80 91:0.33 98:0.51 100:0.73 101:0.77 108:0.48 111:0.91 114:0.72 122:0.67 123:0.46 126:0.54 127:0.15 129:0.05 135:0.84 146:0.45 147:0.52 149:0.72 150:0.75 152:0.87 154:0.81 155:0.67 158:0.87 159:0.16 165:0.70 169:0.72 172:0.45 173:0.74 176:0.73 177:0.38 178:0.55 179:0.43 186:0.94 187:0.39 192:0.59 201:0.74 208:0.64 212:0.90 215:0.53 216:0.70 222:0.25 235:0.80 241:0.12 242:0.72 243:0.82 247:0.39 253:0.68 259:0.21 261:0.89 265:0.52 266:0.17 267:0.44 271:0.11 276:0.35 279:0.86 283:0.71 290:0.72 297:0.36 300:0.25\n0 1:0.74 8:0.78 11:0.57 12:0.79 17:0.79 27:0.39 30:0.21 34:0.75 36:0.42 37:0.64 39:0.41 43:0.98 66:0.24 69:0.37 70:0.67 74:0.74 76:0.94 77:0.89 81:0.98 83:0.80 85:0.80 91:0.27 98:0.19 101:0.69 108:0.97 114:0.98 122:0.43 123:0.97 124:0.85 126:0.54 127:0.85 129:0.81 133:0.83 135:0.89 145:0.96 146:0.13 147:0.18 149:0.72 150:0.99 154:0.98 155:0.67 159:0.93 163:0.86 165:0.93 172:0.21 173:0.10 176:0.73 177:0.38 178:0.55 179:0.89 187:0.39 192:0.59 195:0.99 201:0.74 212:0.19 215:0.96 216:0.19 222:0.25 235:0.12 241:0.61 242:0.45 243:0.28 245:0.48 247:0.47 253:0.77 259:0.21 265:0.21 266:0.47 267:0.76 271:0.11 276:0.29 282:0.84 290:0.98 297:1.00 300:0.43\n1 1:0.74 11:0.57 12:0.79 17:0.83 21:0.47 27:0.42 30:0.87 34:0.80 36:0.53 37:0.25 39:0.41 43:0.98 60:0.87 66:0.45 69:0.17 70:0.27 74:0.78 81:0.75 83:0.84 85:0.90 91:0.33 98:0.35 101:0.83 108:0.65 114:0.80 122:0.43 123:0.63 124:0.57 126:0.54 127:0.44 129:0.59 133:0.47 135:0.26 145:0.47 146:0.28 147:0.34 149:0.85 150:0.83 154:0.98 155:0.67 158:0.87 159:0.31 165:0.80 172:0.32 173:0.35 176:0.73 177:0.38 178:0.55 179:0.82 187:0.21 192:0.59 201:0.74 208:0.64 212:0.50 215:0.63 216:0.57 222:0.25 235:0.60 241:0.02 242:0.63 243:0.44 245:0.59 247:0.30 253:0.69 259:0.21 265:0.38 266:0.47 267:0.23 271:0.11 276:0.27 279:0.86 283:0.71 290:0.80 297:0.36 300:0.25\n1 1:0.74 8:0.59 11:0.57 12:0.79 17:0.75 20:0.94 21:0.13 27:0.68 30:0.76 34:0.89 36:0.37 37:0.32 39:0.41 43:0.81 66:0.72 69:0.71 70:0.22 74:0.60 78:0.99 81:0.92 83:0.77 85:0.80 91:0.42 98:0.43 100:0.94 101:0.79 108:0.54 111:0.97 114:0.92 122:0.43 123:0.52 126:0.54 127:0.14 129:0.05 135:0.81 145:0.42 146:0.31 147:0.38 149:0.66 150:0.96 152:0.87 154:0.76 155:0.67 159:0.13 165:0.88 169:0.92 172:0.27 173:0.90 176:0.73 177:0.38 178:0.55 179:0.57 186:0.99 187:0.21 192:0.59 201:0.74 212:0.78 215:0.84 216:0.63 222:0.25 235:0.22 242:0.45 243:0.75 247:0.35 253:0.71 259:0.21 261:0.94 265:0.45 266:0.17 267:0.28 271:0.11 276:0.22 290:0.92 297:0.36 300:0.18\n2 1:0.74 11:0.57 12:0.79 17:0.66 21:0.05 27:0.65 30:0.62 34:0.34 36:0.37 37:0.46 39:0.41 43:0.91 60:0.87 66:0.29 69:0.41 70:0.54 74:0.78 81:0.95 83:0.86 85:0.88 91:0.46 98:0.43 101:0.80 104:0.84 106:0.81 108:0.70 114:0.95 117:0.86 122:0.57 123:0.68 124:0.72 126:0.54 127:0.53 129:0.81 133:0.67 135:0.44 146:0.13 147:0.18 149:0.77 150:0.98 154:0.90 155:0.67 158:0.92 159:0.46 165:0.90 172:0.27 173:0.43 176:0.73 177:0.38 178:0.55 179:0.81 187:0.39 192:0.59 201:0.74 206:0.81 208:0.64 212:0.14 215:0.91 216:0.54 222:0.25 232:0.91 235:0.12 241:0.01 242:0.45 243:0.26 245:0.56 247:0.47 253:0.76 259:0.21 265:0.45 266:0.71 267:0.52 271:0.11 276:0.36 279:0.86 283:0.82 290:0.95 297:0.36 300:0.43\n1 1:0.74 11:0.57 12:0.79 17:0.97 20:0.93 21:0.13 27:0.63 30:0.68 32:0.80 34:0.53 36:0.47 37:0.38 39:0.41 43:0.92 66:0.79 69:0.38 70:0.21 74:0.81 77:0.70 78:0.98 81:0.92 83:0.77 85:0.85 91:0.46 98:0.45 100:0.73 101:0.83 108:0.30 111:0.95 114:0.92 122:0.43 123:0.28 126:0.54 127:0.14 129:0.05 135:0.83 145:0.41 146:0.26 147:0.32 149:0.79 150:0.96 152:0.87 154:0.91 155:0.67 159:0.11 165:0.88 169:0.72 172:0.41 173:0.75 176:0.73 177:0.38 178:0.55 179:0.39 186:0.98 187:0.39 192:0.59 195:0.53 201:0.74 212:0.95 215:0.84 216:0.69 222:0.25 235:0.22 241:0.12 242:0.45 243:0.80 247:0.39 253:0.75 259:0.21 261:0.92 265:0.47 266:0.12 267:0.19 271:0.11 276:0.35 282:0.88 290:0.92 297:0.36 299:0.88 300:0.18\n0 7:0.72 8:0.93 9:0.76 12:0.37 17:0.92 21:0.74 27:0.29 28:0.92 29:0.86 32:0.69 34:0.21 36:0.66 37:0.83 39:0.52 43:0.18 48:0.91 66:0.36 69:0.29 71:0.88 74:0.48 76:0.85 77:0.70 81:0.23 83:0.60 91:0.73 96:0.77 98:0.14 104:0.58 108:0.22 120:0.65 123:0.22 126:0.26 127:0.09 129:0.05 135:0.28 139:0.64 140:0.45 145:0.77 146:0.05 147:0.05 149:0.07 150:0.23 151:0.65 153:0.48 154:0.12 155:0.58 159:0.05 161:0.86 162:0.74 164:0.64 167:0.82 172:0.05 173:0.75 175:0.91 177:0.05 181:0.47 190:0.77 192:0.59 195:0.54 202:0.56 204:0.85 208:0.54 215:0.36 216:0.34 220:0.74 222:0.60 230:0.75 232:0.77 233:0.76 235:0.88 241:0.95 243:0.51 244:0.83 248:0.67 253:0.58 255:0.74 256:0.58 257:0.84 259:0.21 260:0.64 265:0.15 267:0.23 268:0.59 271:0.44 277:0.87 281:0.89 282:0.77 285:0.56 297:0.36\n2 1:0.74 6:0.92 8:0.86 11:0.64 12:0.37 17:0.88 18:0.69 20:0.85 21:0.68 27:0.35 28:0.92 29:0.86 30:0.74 32:0.69 34:0.88 36:0.21 37:0.73 39:0.52 43:0.71 45:0.96 48:0.91 64:0.77 66:0.19 69:0.39 70:0.80 71:0.88 74:0.73 77:0.70 78:0.98 81:0.41 83:0.60 86:0.67 91:0.29 98:0.22 99:0.83 100:0.94 101:0.52 104:0.88 108:0.95 111:0.95 114:0.56 122:0.51 123:0.95 124:0.95 126:0.54 127:0.93 129:0.59 133:0.95 135:0.26 139:0.69 145:0.70 146:0.28 147:0.35 149:0.83 150:0.65 152:0.81 154:0.61 155:0.67 159:0.94 161:0.86 165:0.70 167:0.45 169:0.92 172:0.63 173:0.10 176:0.73 177:0.70 178:0.55 179:0.35 181:0.47 186:0.97 187:0.39 189:0.93 191:0.77 192:0.87 195:0.99 201:0.93 208:0.64 212:0.30 215:0.37 216:0.53 222:0.60 232:0.91 235:0.88 238:0.86 242:0.58 243:0.12 244:0.61 245:0.79 247:0.55 253:0.43 259:0.21 261:0.90 265:0.24 266:0.91 267:0.59 271:0.44 276:0.80 277:0.69 281:0.91 282:0.77 290:0.56 297:0.36 300:0.98\n2 1:0.74 6:0.87 7:0.81 8:0.78 9:0.80 11:0.64 12:0.37 17:0.97 18:0.83 20:0.91 21:0.64 27:0.61 28:0.92 29:0.86 30:0.41 31:0.91 32:0.78 34:0.36 36:0.92 37:0.55 39:0.52 41:0.88 43:0.59 44:0.93 45:0.81 48:0.98 64:0.77 66:0.20 69:0.41 70:0.54 71:0.88 74:0.71 77:0.70 78:0.96 79:0.92 81:0.42 83:0.91 86:0.83 91:0.77 96:0.75 98:0.45 99:0.83 100:0.95 101:0.52 108:0.31 111:0.95 114:0.57 120:0.76 121:0.90 122:0.82 123:0.30 124:0.80 126:0.54 127:0.85 129:0.59 133:0.74 135:0.51 137:0.91 139:0.90 140:0.94 145:0.56 146:0.47 147:0.54 149:0.51 150:0.66 151:0.51 152:0.92 153:0.72 154:0.74 155:0.67 159:0.48 161:0.86 162:0.65 164:0.79 165:0.70 167:0.78 169:0.92 172:0.27 173:0.44 176:0.73 177:0.70 179:0.78 181:0.47 186:0.96 189:0.89 190:0.77 191:0.86 192:0.87 195:0.67 196:0.94 201:0.93 202:0.80 204:0.89 208:0.64 212:0.30 215:0.38 216:0.35 219:0.89 220:0.74 222:0.60 230:0.87 233:0.76 235:0.84 238:0.87 241:0.80 242:0.33 243:0.40 245:0.58 247:0.60 248:0.52 253:0.60 254:0.96 255:0.95 256:0.82 259:0.21 260:0.69 261:0.93 265:0.47 266:0.54 267:0.23 268:0.82 271:0.44 276:0.47 281:0.91 282:0.86 284:0.97 285:0.62 290:0.57 292:0.91 297:0.36 300:0.43\n1 1:0.69 6:0.84 8:0.89 11:0.64 12:0.37 17:0.36 18:0.62 20:0.87 21:0.30 27:0.05 28:0.92 29:0.86 30:0.72 34:0.93 36:0.74 37:0.95 39:0.52 43:0.71 45:0.83 66:0.33 69:0.83 70:0.48 71:0.88 74:0.61 78:0.89 81:0.48 83:0.60 86:0.72 91:0.60 98:0.46 99:0.83 100:0.89 101:0.52 104:0.58 108:0.25 111:0.88 114:0.63 122:0.51 123:0.66 124:0.61 126:0.44 127:0.50 129:0.05 133:0.43 135:0.93 139:0.69 146:0.41 147:0.39 149:0.68 150:0.57 152:0.99 154:0.63 155:0.58 159:0.36 161:0.86 165:0.70 167:0.66 169:0.91 172:0.32 173:0.94 176:0.66 177:0.38 178:0.55 179:0.78 181:0.47 186:0.89 187:0.39 189:0.84 191:0.83 192:0.59 201:0.68 202:0.46 208:0.54 212:0.23 215:0.44 216:0.72 222:0.60 232:0.77 235:0.42 238:0.87 241:0.68 242:0.55 243:0.50 245:0.64 247:0.47 253:0.48 254:0.92 257:0.65 259:0.21 261:0.94 265:0.35 266:0.54 267:0.52 271:0.44 276:0.35 290:0.63 297:0.36 300:0.43\n2 6:0.82 7:0.72 8:0.84 9:0.76 12:0.37 17:0.94 20:0.89 21:0.74 27:0.13 28:0.92 29:0.86 32:0.69 34:0.22 36:0.49 37:0.85 39:0.52 43:0.18 48:0.91 66:0.36 69:0.29 71:0.88 74:0.48 76:0.85 77:0.70 78:0.85 81:0.23 83:0.60 91:0.76 96:0.75 98:0.14 100:0.89 104:0.58 108:0.22 111:0.85 120:0.63 123:0.22 126:0.26 127:0.09 129:0.05 135:0.28 139:0.64 140:0.45 145:0.77 146:0.05 147:0.05 149:0.07 150:0.23 151:0.65 152:0.83 153:0.48 154:0.12 155:0.58 159:0.05 161:0.86 162:0.62 164:0.54 167:0.81 169:0.86 172:0.05 173:0.74 175:0.91 177:0.05 181:0.47 186:0.85 189:0.84 190:0.77 192:0.59 195:0.54 202:0.50 204:0.85 208:0.54 215:0.36 216:0.32 220:0.62 222:0.60 230:0.75 232:0.77 233:0.76 235:0.88 238:0.89 241:0.90 243:0.51 244:0.83 248:0.63 253:0.55 255:0.74 256:0.45 257:0.84 259:0.21 260:0.63 261:0.85 265:0.15 267:0.36 268:0.46 271:0.44 277:0.87 281:0.89 282:0.77 285:0.56 297:0.36\n2 1:0.74 6:0.81 7:0.81 8:0.62 11:0.85 12:0.37 17:0.99 18:0.92 20:0.82 21:0.59 27:0.28 28:0.92 29:0.86 30:0.28 32:0.78 34:0.87 36:0.54 37:0.37 39:0.52 43:0.61 44:0.93 45:0.92 64:0.77 66:0.68 69:0.27 70:0.87 71:0.88 74:0.89 77:0.70 78:0.96 81:0.50 83:0.91 86:0.93 91:0.38 98:0.72 99:0.83 100:0.96 101:0.87 104:0.96 106:0.81 108:0.21 111:0.95 114:0.58 117:0.86 121:0.90 122:0.51 123:0.20 124:0.48 126:0.54 127:0.75 129:0.05 133:0.60 135:0.88 139:0.95 145:0.87 146:0.86 147:0.88 149:0.82 150:0.72 152:0.83 154:0.86 155:0.67 159:0.67 161:0.86 165:0.93 167:0.45 169:0.91 172:0.85 173:0.22 176:0.73 177:0.70 178:0.55 179:0.35 181:0.47 186:0.96 187:0.21 189:0.85 192:0.87 195:0.81 201:0.93 204:0.89 206:0.81 208:0.64 212:0.71 215:0.39 216:0.51 222:0.60 230:0.87 232:0.97 233:0.76 235:0.88 238:0.89 241:0.01 242:0.27 243:0.72 245:0.84 247:0.88 253:0.48 254:0.92 259:0.21 261:0.92 265:0.73 266:0.75 267:0.23 271:0.44 276:0.80 281:0.91 282:0.86 290:0.58 297:0.36 300:0.84\n2 1:0.69 6:0.84 8:0.66 11:0.64 12:0.37 17:0.59 18:0.71 20:0.92 21:0.13 27:0.05 28:0.92 29:0.86 30:0.72 34:0.93 36:0.73 37:0.95 39:0.52 43:0.71 45:0.92 66:0.93 69:0.32 70:0.47 71:0.88 74:0.83 78:0.95 81:0.78 83:0.60 86:0.82 91:0.40 98:0.92 99:0.95 100:0.95 101:0.52 104:0.58 108:0.25 111:0.94 114:0.75 122:0.51 123:0.24 126:0.44 127:0.54 129:0.05 135:0.73 139:0.78 146:0.72 147:0.76 149:0.88 150:0.74 152:0.99 154:0.76 155:0.58 159:0.29 161:0.86 165:0.70 167:0.57 169:0.91 172:0.80 173:0.50 176:0.66 177:0.70 178:0.55 179:0.46 181:0.47 186:0.94 187:0.39 189:0.87 192:0.59 201:0.68 208:0.54 212:0.92 215:0.61 216:0.72 222:0.60 232:0.77 235:0.42 238:0.90 241:0.57 242:0.55 243:0.93 247:0.60 253:0.56 254:0.84 259:0.21 261:0.94 265:0.92 266:0.27 267:0.65 271:0.44 276:0.70 290:0.75 297:0.36 300:0.55\n0 1:0.69 11:0.64 12:0.37 17:0.36 18:0.63 21:0.13 27:0.45 28:0.92 29:0.86 30:0.60 34:0.73 36:0.17 37:0.50 39:0.52 43:0.64 45:0.83 66:0.34 69:0.68 70:0.79 71:0.88 74:0.54 81:0.64 83:0.60 86:0.64 91:0.14 98:0.37 99:0.83 101:0.52 108:0.52 114:0.75 122:0.51 123:0.49 124:0.68 126:0.44 127:0.46 129:0.05 133:0.60 135:0.89 139:0.62 145:0.49 146:0.53 147:0.59 149:0.64 150:0.62 154:0.54 155:0.58 159:0.59 161:0.86 165:0.70 167:0.51 172:0.37 173:0.62 176:0.66 177:0.70 178:0.55 179:0.71 181:0.47 187:0.68 192:0.59 201:0.68 208:0.54 212:0.42 215:0.61 216:0.77 222:0.60 235:0.22 241:0.41 242:0.45 243:0.50 244:0.61 245:0.61 247:0.55 253:0.54 259:0.21 265:0.39 266:0.71 267:0.52 271:0.44 276:0.42 290:0.75 297:0.36 300:0.70\n2 7:0.72 8:0.85 9:0.76 12:0.37 17:0.89 20:0.79 21:0.74 27:0.29 28:0.92 29:0.86 32:0.69 34:0.29 36:0.44 37:0.93 39:0.52 43:0.18 48:0.91 66:0.36 69:0.29 71:0.88 74:0.48 76:0.85 77:0.70 78:0.90 81:0.23 83:0.60 91:0.82 96:0.93 98:0.14 100:0.73 108:0.22 111:0.87 120:0.85 123:0.22 126:0.26 127:0.09 129:0.05 135:0.24 139:0.64 140:0.80 145:0.77 146:0.05 147:0.05 149:0.07 150:0.23 151:0.93 152:0.77 153:0.87 154:0.12 155:0.58 159:0.05 161:0.86 162:0.78 164:0.76 167:0.82 169:0.72 172:0.05 173:0.74 175:0.91 177:0.05 181:0.47 186:0.90 190:0.77 191:0.93 192:0.59 195:0.54 202:0.79 204:0.85 208:0.54 215:0.36 216:0.14 220:0.62 222:0.60 230:0.75 232:0.76 233:0.76 235:0.88 241:0.94 243:0.51 244:0.83 248:0.88 253:0.87 255:0.74 256:0.82 257:0.84 259:0.21 260:0.82 261:0.80 265:0.15 267:0.59 268:0.83 271:0.44 277:0.87 281:0.89 282:0.77 285:0.56 297:0.36\n3 1:0.69 6:0.88 7:0.81 8:0.73 9:0.76 11:0.64 12:0.37 17:0.95 20:0.86 21:0.13 27:0.61 28:0.92 29:0.86 30:0.76 32:0.69 34:0.86 36:0.84 37:0.55 39:0.52 43:0.72 45:0.90 66:0.90 69:0.08 70:0.37 71:0.88 74:0.84 77:0.70 78:0.91 81:0.64 83:0.60 91:0.57 96:0.69 97:0.89 98:0.94 99:0.83 100:0.90 101:0.52 104:0.86 106:0.81 108:0.07 111:0.90 114:0.75 117:0.86 120:0.55 121:0.90 122:0.51 123:0.07 126:0.44 127:0.63 129:0.05 135:0.60 139:0.74 140:0.45 145:0.45 146:0.68 147:0.72 149:0.87 150:0.62 151:0.51 152:0.92 153:0.48 154:0.62 155:0.67 158:0.78 159:0.26 161:0.86 162:0.86 164:0.54 165:0.70 167:0.47 169:0.92 172:0.71 173:0.35 175:0.75 176:0.66 177:0.38 179:0.61 181:0.47 186:0.91 187:0.21 189:0.87 190:0.77 191:0.76 192:0.87 195:0.56 201:0.68 202:0.36 204:0.89 206:0.81 208:0.64 212:0.83 215:0.61 216:0.35 220:0.87 222:0.60 230:0.87 232:0.90 233:0.76 235:0.22 238:0.88 241:0.18 242:0.62 243:0.90 244:0.61 247:0.39 248:0.50 253:0.57 255:0.74 256:0.45 257:0.65 259:0.21 260:0.55 261:0.93 265:0.94 266:0.27 267:0.36 268:0.46 271:0.44 276:0.59 277:0.69 279:0.82 281:0.91 282:0.77 283:0.78 285:0.56 290:0.75 297:0.36 300:0.33\n2 1:0.74 6:0.81 7:0.72 8:0.63 9:0.80 11:0.64 12:0.37 17:0.83 18:0.77 20:0.96 21:0.40 27:0.49 28:0.92 29:0.86 30:0.66 31:0.86 32:0.80 34:0.86 36:0.81 37:0.32 39:0.52 43:0.68 44:0.93 45:0.89 48:0.97 64:0.77 66:0.69 69:0.21 70:0.71 71:0.88 74:0.81 77:0.70 78:0.94 79:0.86 81:0.57 83:0.60 86:0.80 91:0.48 96:0.68 97:0.89 98:0.81 99:0.83 100:0.94 101:0.52 108:0.17 111:0.93 114:0.62 120:0.55 122:0.51 123:0.16 124:0.44 126:0.54 127:0.58 129:0.05 133:0.43 135:0.32 137:0.86 139:0.85 140:0.45 145:0.61 146:0.78 147:0.82 149:0.79 150:0.73 151:0.50 152:0.89 153:0.48 154:0.70 155:0.67 158:0.79 159:0.44 161:0.86 162:0.86 164:0.57 165:0.70 167:0.46 169:0.92 172:0.68 173:0.29 176:0.73 177:0.70 179:0.56 181:0.47 186:0.93 187:0.21 189:0.83 192:0.87 195:0.70 196:0.89 201:0.93 202:0.36 204:0.85 208:0.64 212:0.51 215:0.42 216:0.31 220:0.91 222:0.60 230:0.75 233:0.76 235:0.68 238:0.88 241:0.10 242:0.45 243:0.72 245:0.75 247:0.74 248:0.49 253:0.50 254:0.97 255:0.95 256:0.45 259:0.21 260:0.55 261:0.92 265:0.81 266:0.54 267:0.36 268:0.46 271:0.44 276:0.60 279:0.82 281:0.91 282:0.88 283:0.82 284:0.89 285:0.62 290:0.62 297:0.36 300:0.70\n2 1:0.74 6:0.89 8:0.83 9:0.80 11:0.64 12:0.37 17:0.75 18:0.79 20:0.83 21:0.74 27:0.34 28:0.92 29:0.86 30:0.60 31:0.90 32:0.78 34:0.66 36:0.92 37:0.57 39:0.52 43:0.58 44:0.93 45:0.88 64:0.77 66:0.51 69:0.61 70:0.54 71:0.88 74:0.75 77:0.70 78:0.96 79:0.91 81:0.40 83:0.60 86:0.87 91:0.15 96:0.68 98:0.62 99:0.83 100:0.91 101:0.52 108:0.47 111:0.93 114:0.54 120:0.54 122:0.51 123:0.45 124:0.74 126:0.54 127:0.36 129:0.59 133:0.77 135:0.97 137:0.90 139:0.88 140:0.45 145:0.96 146:0.81 147:0.84 149:0.59 150:0.65 151:0.48 152:0.85 153:0.48 154:0.80 155:0.67 159:0.60 161:0.86 162:0.86 163:0.75 164:0.57 165:0.70 167:0.53 169:0.87 172:0.59 173:0.50 176:0.73 177:0.70 179:0.50 181:0.47 186:0.95 187:0.21 189:0.90 190:0.89 192:0.87 195:0.82 196:0.92 201:0.93 202:0.50 208:0.64 212:0.18 215:0.36 216:0.76 220:0.93 222:0.60 235:0.97 238:0.85 241:0.46 242:0.24 243:0.61 245:0.67 247:0.74 248:0.48 253:0.43 254:0.84 255:0.95 256:0.58 259:0.21 260:0.54 261:0.90 265:0.63 266:0.75 267:0.99 268:0.59 271:0.44 276:0.61 282:0.86 284:0.91 285:0.62 290:0.54 297:0.36 300:0.43\n1 1:0.69 8:0.86 11:0.64 12:0.37 17:0.32 18:0.62 21:0.30 27:0.05 28:0.92 29:0.86 30:0.72 34:0.93 36:0.74 37:0.95 39:0.52 43:0.71 45:0.83 66:0.33 69:0.83 70:0.48 71:0.88 74:0.61 81:0.48 83:0.60 86:0.72 91:0.57 98:0.46 99:0.83 101:0.52 104:0.58 108:0.25 114:0.63 122:0.51 123:0.66 124:0.61 126:0.44 127:0.50 129:0.05 133:0.43 135:0.93 139:0.69 146:0.41 147:0.39 149:0.68 150:0.57 154:0.63 155:0.58 159:0.36 161:0.86 165:0.70 167:0.66 172:0.32 173:0.94 176:0.66 177:0.38 178:0.55 179:0.78 181:0.47 187:0.39 192:0.59 201:0.68 202:0.36 208:0.54 212:0.23 215:0.44 216:0.72 222:0.60 232:0.77 235:0.42 241:0.68 242:0.55 243:0.50 245:0.64 247:0.47 253:0.48 254:0.92 257:0.65 259:0.21 265:0.35 266:0.54 267:0.52 271:0.44 276:0.35 290:0.63 297:0.36 300:0.43\n1 1:0.74 6:0.89 8:0.69 11:0.64 12:0.37 17:0.53 18:0.80 20:0.89 21:0.64 27:0.45 28:0.92 29:0.86 30:0.42 32:0.80 34:0.81 36:0.18 37:0.50 39:0.52 43:0.60 44:0.93 45:0.83 64:0.77 66:0.54 69:0.71 70:0.72 71:0.88 74:0.76 77:0.70 78:0.93 81:0.42 83:0.60 86:0.86 91:0.15 97:0.89 98:0.62 99:0.83 100:0.89 101:0.52 108:0.54 111:0.91 114:0.57 122:0.51 123:0.52 124:0.51 126:0.54 127:0.36 129:0.59 133:0.46 135:0.73 139:0.91 145:0.49 146:0.74 147:0.78 149:0.41 150:0.66 152:0.92 154:0.75 155:0.67 158:0.91 159:0.50 161:0.86 163:0.81 165:0.70 167:0.47 169:0.91 172:0.54 173:0.68 176:0.73 177:0.70 178:0.55 179:0.60 181:0.47 186:0.93 187:0.68 189:0.87 192:0.87 195:0.75 201:0.93 208:0.64 212:0.35 215:0.38 216:0.77 219:0.95 222:0.60 235:0.84 238:0.84 241:0.15 242:0.24 243:0.63 245:0.71 247:0.60 253:0.44 254:0.74 259:0.21 261:0.93 265:0.63 266:0.63 267:0.52 271:0.44 276:0.49 279:0.86 282:0.88 283:0.77 290:0.57 292:0.91 297:0.36 300:0.55\n2 1:0.69 6:0.84 8:0.65 11:0.64 12:0.37 17:0.45 18:0.71 20:0.91 21:0.30 27:0.05 28:0.92 29:0.86 30:0.72 34:0.89 36:0.71 37:0.95 39:0.52 43:0.71 45:0.92 66:0.93 69:0.32 70:0.46 71:0.88 74:0.83 78:0.87 81:0.48 83:0.60 86:0.82 91:0.42 98:0.94 99:0.83 100:0.85 101:0.52 104:0.58 108:0.25 111:0.85 114:0.63 122:0.51 123:0.24 126:0.44 127:0.62 129:0.05 135:0.49 139:0.78 146:0.73 147:0.78 149:0.88 150:0.57 152:0.99 154:0.76 155:0.58 159:0.30 161:0.86 165:0.70 167:0.61 169:0.91 172:0.80 173:0.50 176:0.66 177:0.70 178:0.55 179:0.48 181:0.47 186:0.87 187:0.39 189:0.85 192:0.59 201:0.68 208:0.54 212:0.92 215:0.44 216:0.72 222:0.60 232:0.77 235:0.42 238:0.84 241:0.63 242:0.55 243:0.93 247:0.60 253:0.51 254:0.84 259:0.21 261:0.94 265:0.94 266:0.27 267:0.52 271:0.44 276:0.70 290:0.63 297:0.36 300:0.55\n0 1:0.69 8:0.84 11:0.64 12:0.06 17:0.45 18:0.95 21:0.47 27:0.07 29:0.62 30:0.27 34:1.00 36:0.26 37:0.63 39:0.74 43:0.68 44:0.90 45:0.66 48:0.91 55:0.59 64:0.77 66:0.23 69:0.89 70:0.92 71:0.90 74:0.79 76:0.94 77:0.70 81:0.33 86:0.94 91:0.07 96:0.85 98:0.55 101:0.52 108:0.90 114:0.59 117:0.86 122:0.77 123:0.89 124:0.87 126:0.44 127:0.80 129:0.59 133:0.86 135:0.99 139:0.94 140:0.45 145:0.45 146:0.70 147:0.41 149:0.54 150:0.48 151:0.60 153:0.48 154:0.56 155:0.58 158:0.74 159:0.79 162:0.81 172:0.73 173:0.81 176:0.66 177:0.38 179:0.27 187:0.68 190:0.89 191:0.70 192:0.51 195:0.91 201:0.68 202:0.70 208:0.54 212:0.67 216:0.95 220:0.74 222:0.76 232:0.82 235:0.60 241:0.18 242:0.44 243:0.25 245:0.89 247:0.93 248:0.61 253:0.80 254:0.84 256:0.73 257:0.65 259:0.21 265:0.56 266:0.80 267:0.82 268:0.75 271:0.50 276:0.86 281:0.89 282:0.77 285:0.47 290:0.59 300:0.84\n1 1:0.69 9:0.76 11:0.64 12:0.06 17:0.72 18:0.96 21:0.22 22:0.93 27:0.07 29:0.62 30:0.10 31:0.90 34:0.69 36:0.47 37:0.63 39:0.74 43:0.68 44:0.90 45:0.73 47:0.93 48:0.91 55:0.71 64:0.77 66:0.96 69:0.54 70:0.92 71:0.90 74:0.78 76:0.85 77:0.70 79:0.90 81:0.43 83:0.60 86:0.94 91:0.09 96:0.84 98:0.93 101:0.52 108:0.42 114:0.67 117:0.86 122:0.86 123:0.40 126:0.44 127:0.56 129:0.05 135:0.92 137:0.90 139:0.93 140:0.45 145:0.67 146:0.98 147:0.98 149:0.59 150:0.53 151:0.65 153:0.48 154:0.57 155:0.58 158:0.75 159:0.76 162:0.86 172:0.91 173:0.35 176:0.66 177:0.70 179:0.28 187:0.68 190:0.89 192:0.51 195:0.90 196:0.94 201:0.68 202:0.50 208:0.54 212:0.50 216:0.95 220:0.62 222:0.76 232:0.82 235:0.31 241:0.21 242:0.18 243:0.96 244:0.61 247:0.90 248:0.63 253:0.81 255:0.74 256:0.58 259:0.21 262:0.93 265:0.93 266:0.63 267:0.65 268:0.59 271:0.50 276:0.83 281:0.89 282:0.77 284:0.87 285:0.56 290:0.67 300:0.70\n1 1:0.69 8:0.68 9:0.76 11:0.64 12:0.06 17:0.55 18:0.96 21:0.76 22:0.93 27:0.07 29:0.62 30:0.13 31:0.90 34:1.00 36:0.22 37:0.63 39:0.74 43:0.68 44:0.90 45:0.66 47:0.93 48:0.91 55:0.59 64:0.77 66:0.47 69:0.87 70:0.97 71:0.90 74:0.80 76:0.85 77:0.70 79:0.90 81:0.28 86:0.94 91:0.53 96:0.78 98:0.63 101:0.52 108:0.74 114:0.53 117:0.86 120:0.59 122:0.77 123:0.72 124:0.88 126:0.44 127:0.91 129:0.05 133:0.91 135:1.00 137:0.90 139:0.95 140:0.45 145:0.65 146:0.92 147:0.41 149:0.51 150:0.47 151:0.60 153:0.48 154:0.45 155:0.58 158:0.78 159:0.84 162:0.76 164:0.65 172:0.83 173:0.74 176:0.66 177:0.38 179:0.30 187:0.68 190:0.89 192:0.51 195:0.93 196:0.94 201:0.68 202:0.76 204:0.85 208:0.54 212:0.58 216:0.95 219:0.92 220:0.99 222:0.76 232:0.84 235:0.97 241:0.12 242:0.30 243:0.26 245:0.83 247:0.93 248:0.62 253:0.72 254:0.95 255:0.74 256:0.79 257:0.65 259:0.21 260:0.58 262:0.93 265:0.64 266:0.84 267:0.89 268:0.80 271:0.50 276:0.85 279:0.82 281:0.88 282:0.77 284:0.96 285:0.62 290:0.53 292:0.91 300:0.84\n0 1:0.74 8:0.69 9:0.80 11:0.83 12:0.06 17:0.95 18:0.74 21:0.54 27:0.72 29:0.62 30:0.89 31:0.87 34:0.20 36:0.25 39:0.74 41:0.82 43:0.74 44:0.90 45:0.66 48:0.91 64:0.77 66:0.30 69:0.84 70:0.20 71:0.90 74:0.57 76:0.99 77:0.70 79:0.87 81:0.53 83:0.91 85:0.72 86:0.78 91:0.85 96:0.69 98:0.12 99:0.83 101:0.97 104:0.58 108:0.69 114:0.59 120:0.56 122:0.57 123:0.67 124:0.71 126:0.54 127:0.46 129:0.05 133:0.60 135:0.47 137:0.87 139:0.83 140:0.45 145:0.61 146:0.17 147:0.05 149:0.56 150:0.73 151:0.52 153:0.69 154:0.65 155:0.67 159:0.34 162:0.57 163:0.75 164:0.62 165:1.00 172:0.16 173:0.95 176:0.73 177:0.05 179:0.93 192:0.87 195:0.63 196:0.89 201:0.93 202:0.56 204:0.85 208:0.64 212:0.30 215:0.39 216:0.03 220:0.87 222:0.76 232:0.75 235:0.88 241:0.83 242:0.33 243:0.23 245:0.43 247:0.39 248:0.52 253:0.45 255:0.95 256:0.45 257:0.84 259:0.21 260:0.56 265:0.13 266:0.27 267:0.28 268:0.55 271:0.50 276:0.23 281:0.91 282:0.77 284:0.90 285:0.62 290:0.59 297:0.36 300:0.18\n1 12:0.06 17:0.91 21:0.47 27:0.36 29:0.62 32:0.69 34:0.70 36:0.25 37:0.92 39:0.74 43:0.15 44:0.90 48:0.91 64:0.77 66:0.36 69:0.53 71:0.90 81:0.33 91:0.51 98:0.08 108:0.41 117:0.86 123:0.39 126:0.44 127:0.06 129:0.05 135:0.66 139:0.71 145:0.65 146:0.05 147:0.05 149:0.07 150:0.27 154:0.11 159:0.05 172:0.05 173:0.55 175:0.91 177:0.05 178:0.55 187:0.39 192:0.51 195:0.67 201:0.68 215:0.41 216:0.23 222:0.76 232:0.88 235:0.60 241:0.30 243:0.51 244:0.83 253:0.20 257:0.84 259:0.21 265:0.08 267:0.73 271:0.50 277:0.87 281:0.91 297:0.36\n2 1:0.74 9:0.80 11:0.57 12:0.06 17:0.55 18:0.86 21:0.30 27:0.07 29:0.62 30:0.21 31:0.89 34:0.66 36:0.22 37:0.63 39:0.74 41:0.82 43:0.85 44:0.87 55:0.71 60:0.87 64:0.77 66:0.51 69:0.61 70:0.92 71:0.90 74:0.84 79:0.88 81:0.57 83:0.91 85:0.72 86:0.88 91:0.20 96:0.72 98:0.68 101:0.87 108:0.72 114:0.65 120:0.59 122:0.77 123:0.70 124:0.74 126:0.54 127:0.74 129:0.05 133:0.74 135:0.95 137:0.89 139:0.90 140:0.45 145:0.91 146:0.61 147:0.67 149:0.73 150:0.76 151:0.61 153:0.48 154:0.82 155:0.67 158:0.91 159:0.79 162:0.86 164:0.57 165:0.93 172:0.82 173:0.42 176:0.73 177:0.70 179:0.31 187:0.95 192:0.87 195:0.90 196:0.92 201:0.93 202:0.36 208:0.64 212:0.48 215:0.44 216:0.95 219:0.95 220:0.74 222:0.76 235:0.52 241:0.21 242:0.70 243:0.24 245:0.88 247:0.74 248:0.59 253:0.63 255:0.95 256:0.45 259:0.21 260:0.60 265:0.68 266:0.80 267:0.79 268:0.46 271:0.50 276:0.83 277:0.69 279:0.86 283:0.78 284:0.89 285:0.62 290:0.65 292:0.91 297:0.36 300:0.70\n1 1:0.74 12:0.06 17:0.83 18:0.75 21:0.30 27:0.36 29:0.62 30:0.56 32:0.80 34:0.74 36:0.24 37:0.92 39:0.74 43:0.15 44:0.93 48:0.91 55:0.84 64:0.77 66:0.91 69:0.54 70:0.39 71:0.90 74:0.78 76:0.85 77:0.89 81:0.60 83:0.60 86:0.74 91:0.54 98:0.88 99:0.95 108:0.41 114:0.65 117:0.86 122:0.77 123:0.39 126:0.54 127:0.42 129:0.05 135:0.96 139:0.82 145:0.69 146:0.89 147:0.91 149:0.31 150:0.75 154:0.54 155:0.67 158:0.75 159:0.48 165:0.70 172:0.74 173:0.52 176:0.73 177:0.70 178:0.55 179:0.52 187:0.39 192:0.87 195:0.72 201:0.93 208:0.64 212:0.42 215:0.44 216:0.23 222:0.76 232:0.88 235:0.68 241:0.41 242:0.73 243:0.91 244:0.61 247:0.55 253:0.51 254:0.84 259:0.21 265:0.88 266:0.63 267:0.36 271:0.50 276:0.63 281:0.91 282:0.88 290:0.65 297:0.36 300:0.33\n1 12:0.06 17:0.36 18:0.75 21:0.76 27:0.45 29:0.62 30:0.19 34:0.79 36:0.17 37:0.50 39:0.74 43:0.13 55:0.59 66:0.29 69:0.84 70:0.97 71:0.90 74:0.75 77:0.70 81:0.23 86:0.81 91:0.25 98:0.34 108:0.70 114:0.53 122:0.77 123:0.68 124:0.87 126:0.26 127:0.58 129:0.05 133:0.85 135:0.90 139:0.77 145:0.50 146:0.63 147:0.30 149:0.25 150:0.23 154:0.63 159:0.78 172:0.61 173:0.72 176:0.61 177:0.05 178:0.55 179:0.41 187:0.68 195:0.91 212:0.40 216:0.77 222:0.76 235:0.95 241:0.63 242:0.75 243:0.12 245:0.77 247:0.76 253:0.43 254:0.84 257:0.84 259:0.21 265:0.36 266:0.91 267:0.84 271:0.50 276:0.73 282:0.73 290:0.53 300:0.84\n0 1:0.74 9:0.80 11:0.64 12:0.06 17:0.24 18:0.76 21:0.47 27:0.06 29:0.62 30:0.33 31:0.87 34:0.61 36:0.95 37:0.82 39:0.74 43:0.29 44:0.90 45:0.66 48:0.91 55:0.71 64:0.77 66:0.63 69:0.93 70:0.98 71:0.90 74:0.60 76:0.85 77:0.70 79:0.87 81:0.44 86:0.80 91:0.27 96:0.69 98:0.48 101:0.52 108:0.86 114:0.60 120:0.55 122:0.51 123:0.85 124:0.51 126:0.54 127:0.28 129:0.05 133:0.60 135:0.83 137:0.87 139:0.82 140:0.45 145:0.77 146:0.78 147:0.05 149:0.24 150:0.63 151:0.49 153:0.87 154:0.46 155:0.67 159:0.64 162:0.67 164:0.78 172:0.65 173:0.91 176:0.73 177:0.05 179:0.43 187:0.39 192:0.87 195:0.90 196:0.89 201:0.93 202:0.71 208:0.64 212:0.61 215:0.41 216:0.92 220:0.93 222:0.76 235:0.68 241:0.44 242:0.13 243:0.10 245:0.67 247:0.86 248:0.51 253:0.46 254:0.86 255:0.95 256:0.68 257:0.84 259:0.21 260:0.55 265:0.50 266:0.80 267:0.73 268:0.73 271:0.50 276:0.57 281:0.91 282:0.77 284:0.96 285:0.62 290:0.60 297:0.36 300:0.94\n1 8:0.61 9:0.80 11:0.83 12:0.06 17:0.57 18:0.93 21:0.78 27:0.39 29:0.62 30:0.09 31:0.92 34:0.36 36:0.97 37:0.31 39:0.74 41:0.93 43:0.86 45:0.81 55:0.84 60:0.95 66:0.13 69:0.30 70:1.00 71:0.90 74:0.86 79:0.91 83:0.91 85:0.85 86:0.95 91:0.01 96:0.77 98:0.22 101:0.97 108:0.24 120:0.65 122:0.77 123:0.23 124:0.98 127:0.95 129:0.59 133:0.98 135:0.39 137:0.92 139:0.95 140:0.45 146:0.90 147:0.91 149:0.87 151:0.72 153:0.48 154:0.83 155:0.67 158:0.91 159:0.98 162:0.74 164:0.77 172:0.73 173:0.06 177:0.70 179:0.21 187:0.21 192:0.87 196:0.95 202:0.70 208:0.64 212:0.30 216:0.44 219:0.95 220:0.82 222:0.76 235:0.05 241:0.24 242:0.37 243:0.34 245:0.83 247:0.84 248:0.69 253:0.78 255:0.95 256:0.73 259:0.21 260:0.65 265:0.23 266:1.00 267:0.76 268:0.74 271:0.50 276:0.91 279:0.86 283:0.78 284:0.96 285:0.62 292:0.91 300:1.00\n0 1:0.69 9:0.76 11:0.64 12:0.06 17:0.77 18:0.73 21:0.13 27:0.72 29:0.62 30:0.33 34:0.78 36:0.41 37:0.83 39:0.74 43:0.71 45:0.77 55:0.45 66:0.46 69:0.08 70:0.75 71:0.90 74:0.95 76:0.99 77:0.70 81:0.55 83:0.60 86:0.81 87:0.98 91:0.49 96:0.77 97:0.89 98:0.58 101:0.52 108:0.07 114:0.75 120:0.65 122:0.77 123:0.07 124:0.69 126:0.44 127:0.62 129:0.81 132:0.97 133:0.67 135:0.74 139:0.77 140:0.45 145:0.80 146:0.66 147:0.71 149:0.58 150:0.57 151:0.65 153:0.48 154:0.76 155:0.58 158:0.78 159:0.54 162:0.86 164:0.64 172:0.79 173:0.16 176:0.66 177:0.70 179:0.30 187:0.39 190:0.77 192:0.59 195:0.73 201:0.68 202:0.50 208:0.54 212:0.91 215:0.61 216:0.28 220:0.62 222:0.76 232:0.72 235:0.22 241:0.53 242:0.52 243:0.58 245:0.91 247:0.76 248:0.67 253:0.80 254:0.90 255:0.74 256:0.58 259:0.21 260:0.64 265:0.59 266:0.54 267:0.87 268:0.59 271:0.50 276:0.80 279:0.82 282:0.73 283:0.78 285:0.56 290:0.75 297:0.36 300:0.70\n0 12:0.06 17:0.88 18:0.81 21:0.76 27:0.69 29:0.62 30:0.45 34:0.86 36:0.25 37:0.45 39:0.74 43:0.17 55:0.92 66:0.24 69:0.45 70:0.61 71:0.90 74:0.50 76:0.85 77:0.70 81:0.23 86:0.75 91:0.17 98:0.32 108:0.35 114:0.53 117:0.86 122:0.80 123:0.33 124:0.88 126:0.26 127:0.73 129:0.05 133:0.85 135:0.28 139:0.72 145:0.79 146:0.56 147:0.62 149:0.22 150:0.23 154:0.11 159:0.76 172:0.27 173:0.28 176:0.61 177:0.70 178:0.55 179:0.79 187:0.21 195:0.88 212:0.13 216:0.18 222:0.76 232:0.95 235:0.95 241:0.18 242:0.22 243:0.44 244:0.83 245:0.51 247:0.74 253:0.36 259:0.21 265:0.34 266:0.80 267:0.19 271:0.50 276:0.46 282:0.73 290:0.53 300:0.43\n1 8:0.95 12:0.06 17:0.02 18:0.93 21:0.64 27:0.03 29:0.62 30:0.86 31:0.99 34:0.82 36:0.91 37:0.94 39:0.74 43:0.16 44:0.87 48:1.00 55:0.59 64:0.77 66:0.49 69:0.48 70:0.32 71:0.90 79:0.99 81:0.24 86:0.87 91:1.00 98:0.49 108:0.37 120:0.89 122:0.86 123:0.35 124:0.72 126:0.26 127:0.37 129:0.89 133:0.78 135:0.65 137:0.99 139:0.88 140:0.99 145:0.82 146:0.65 147:0.70 149:0.26 150:0.24 151:0.65 153:0.93 154:0.11 159:0.54 162:0.47 164:0.93 172:0.45 173:0.40 175:0.91 177:0.05 178:0.53 179:0.67 190:0.77 191:0.98 192:0.51 195:0.82 196:0.99 202:1.00 212:0.19 216:0.84 219:0.89 220:0.91 222:0.76 235:0.80 241:0.98 242:0.77 243:0.60 244:0.83 245:0.55 247:0.39 248:0.81 253:0.20 255:0.74 256:0.99 257:0.84 259:0.21 260:0.85 265:0.50 266:0.71 267:0.59 268:0.98 271:0.50 276:0.47 277:0.87 281:0.91 283:0.78 284:1.00 285:0.56 292:0.91 300:0.33\n1 1:0.74 8:0.60 9:0.80 11:0.64 12:0.06 17:0.20 18:0.82 21:0.54 27:0.60 29:0.62 30:0.38 31:0.91 34:0.77 36:0.69 37:0.41 39:0.74 43:0.64 45:0.66 55:0.84 64:0.77 66:0.83 69:0.37 70:0.63 71:0.90 74:0.75 79:0.91 81:0.41 86:0.86 91:0.08 96:0.76 98:0.81 101:0.52 108:0.29 114:0.59 120:0.64 122:0.80 123:0.28 126:0.54 127:0.30 129:0.05 135:0.83 137:0.91 139:0.87 140:0.45 146:0.56 147:0.62 149:0.34 150:0.63 151:0.72 153:0.48 154:0.91 155:0.67 158:0.91 159:0.20 162:0.86 164:0.67 172:0.51 173:0.60 176:0.73 177:0.70 179:0.71 187:0.39 192:0.87 196:0.93 201:0.93 202:0.50 208:0.64 212:0.57 215:0.39 216:0.59 219:0.95 220:0.62 222:0.76 232:0.96 235:0.74 241:0.57 242:0.29 243:0.84 247:0.55 248:0.67 253:0.70 254:0.74 255:0.95 256:0.58 259:0.21 260:0.65 265:0.81 266:0.38 267:0.69 268:0.59 271:0.50 276:0.40 279:0.86 283:0.78 284:0.92 285:0.62 290:0.59 292:0.91 297:0.36 300:0.43\n1 1:0.74 9:0.80 11:0.64 12:0.06 17:0.47 18:0.95 21:0.54 27:0.55 29:0.62 30:0.33 31:0.86 34:0.40 36:0.28 37:0.62 39:0.74 43:0.61 45:0.83 55:0.71 64:0.77 66:0.93 69:0.33 70:0.62 71:0.90 74:0.79 79:0.86 81:0.41 86:0.96 91:0.20 96:0.68 98:0.93 101:0.52 104:0.95 108:0.26 114:0.59 120:0.53 122:0.80 123:0.25 126:0.54 127:0.57 129:0.05 135:0.91 137:0.86 139:0.95 140:0.45 146:0.84 147:0.87 149:0.66 150:0.63 151:0.47 153:0.48 154:0.90 155:0.67 158:0.78 159:0.40 162:0.86 164:0.57 172:0.82 173:0.40 176:0.73 177:0.70 179:0.43 187:0.68 192:0.87 196:0.88 201:0.93 202:0.36 208:0.64 212:0.88 215:0.39 216:0.54 219:0.92 220:0.96 222:0.76 232:0.96 235:0.74 241:0.27 242:0.15 243:0.94 247:0.84 248:0.47 253:0.46 254:0.80 255:0.95 256:0.45 259:0.21 260:0.54 265:0.93 266:0.27 267:0.82 268:0.46 271:0.50 276:0.73 279:0.82 284:0.89 285:0.62 290:0.59 292:0.91 297:0.36 300:0.43\n0 12:0.06 17:0.89 18:0.91 21:0.78 27:0.72 29:0.62 30:0.66 34:0.36 36:0.65 39:0.74 43:0.12 55:0.59 66:0.85 69:0.25 70:0.40 71:0.90 74:0.44 86:0.93 91:0.85 98:0.87 108:0.20 122:0.86 123:0.19 127:0.39 129:0.05 135:0.28 139:0.90 146:0.55 147:0.61 149:0.11 154:0.71 159:0.20 172:0.57 173:0.55 177:0.70 178:0.55 179:0.71 202:0.36 212:0.83 216:0.03 222:0.76 235:0.05 241:0.82 242:0.52 243:0.86 247:0.67 253:0.33 254:1.00 259:0.21 265:0.87 266:0.27 267:0.23 271:0.50 276:0.46 300:0.33\n2 1:0.74 11:0.64 12:0.06 17:0.22 18:0.74 21:0.59 27:0.45 29:0.62 30:0.45 34:0.82 36:0.18 37:0.50 39:0.74 43:0.63 45:0.73 55:0.59 64:0.77 66:0.61 69:0.71 70:0.78 71:0.90 74:0.74 81:0.43 83:0.60 86:0.80 91:0.35 97:0.89 98:0.55 99:0.83 101:0.52 108:0.54 114:0.58 122:0.77 123:0.51 124:0.50 126:0.54 127:0.34 129:0.05 133:0.43 135:0.56 139:0.84 145:0.45 146:0.67 147:0.72 149:0.41 150:0.66 154:0.76 155:0.67 158:0.91 159:0.48 165:0.70 172:0.59 173:0.68 176:0.73 177:0.70 178:0.55 179:0.54 187:0.68 192:0.87 201:0.93 208:0.64 212:0.39 215:0.39 216:0.77 219:0.95 222:0.76 235:0.80 241:0.43 242:0.74 243:0.67 245:0.74 247:0.60 253:0.45 254:0.74 259:0.21 265:0.56 266:0.75 267:0.59 271:0.50 276:0.56 279:0.86 283:0.77 290:0.58 292:0.91 297:0.36 300:0.70\n0 7:0.72 11:0.64 12:0.06 17:0.88 18:0.74 21:0.54 22:0.93 27:0.54 29:0.62 30:0.15 31:0.86 34:0.25 36:0.86 37:0.46 39:0.74 43:0.29 45:0.73 47:0.93 48:0.97 55:0.52 60:0.87 64:0.77 66:0.54 69:0.19 70:0.98 71:0.90 74:0.77 76:0.85 79:0.86 81:0.31 83:0.91 86:0.82 91:0.31 98:0.59 101:0.52 108:0.15 120:0.53 122:0.77 123:0.15 124:0.63 126:0.44 127:0.59 129:0.05 132:0.97 133:0.60 135:0.32 137:0.86 139:0.87 140:0.45 146:0.73 147:0.77 149:0.35 150:0.25 151:0.47 153:0.48 154:0.90 155:0.67 158:0.91 159:0.60 162:0.86 164:0.54 172:0.57 173:0.19 177:0.70 179:0.64 187:0.39 190:0.77 192:0.87 196:0.88 201:0.68 202:0.36 204:0.89 208:0.64 212:0.30 215:0.39 216:0.49 219:0.95 220:0.96 222:0.76 230:0.74 233:0.73 235:0.68 241:0.12 242:0.21 243:0.62 245:0.67 247:0.82 248:0.47 253:0.43 254:0.86 255:0.74 256:0.45 260:0.53 262:0.93 265:0.60 266:0.75 267:0.99 268:0.46 271:0.50 276:0.54 279:0.86 281:0.91 283:0.78 284:0.87 285:0.56 292:0.91 297:0.36 300:0.84\n1 1:0.69 7:0.72 8:0.62 9:0.76 11:0.64 12:0.06 17:0.91 18:0.90 21:0.05 22:0.93 27:0.54 29:0.62 30:0.70 31:0.91 34:0.98 36:0.90 37:0.29 39:0.74 43:0.68 44:0.90 45:0.81 47:0.93 48:0.97 55:0.71 64:0.77 66:0.92 69:0.19 70:0.56 71:0.90 74:0.84 76:0.97 77:0.70 79:0.91 81:0.61 83:0.60 86:0.92 87:0.98 91:0.54 96:0.76 98:0.95 99:0.83 101:0.52 108:0.15 114:0.85 122:0.80 123:0.15 126:0.44 127:0.66 129:0.05 135:0.56 137:0.91 139:0.93 140:0.45 145:0.63 146:0.79 147:0.82 149:0.64 150:0.61 151:0.70 153:0.69 154:0.59 155:0.58 158:0.78 159:0.35 162:0.86 165:0.70 172:0.77 173:0.36 176:0.66 177:0.70 179:0.54 187:0.21 190:0.77 192:0.59 195:0.64 196:0.94 201:0.68 202:0.46 208:0.54 212:0.92 216:0.39 219:0.92 220:0.62 222:0.76 230:0.75 232:0.72 233:0.76 235:0.12 241:0.53 242:0.33 243:0.92 244:0.61 247:0.76 248:0.65 253:0.76 255:0.74 256:0.45 259:0.21 262:0.93 265:0.95 266:0.23 267:0.59 268:0.55 271:0.50 276:0.66 279:0.82 281:0.91 282:0.77 284:0.87 285:0.56 290:0.85 292:0.95 300:0.55\n1 1:0.74 11:0.64 12:0.06 17:0.64 18:0.88 21:0.22 22:0.93 25:0.88 27:0.30 29:0.62 30:0.15 34:0.96 36:0.22 37:0.56 39:0.74 43:0.63 44:0.90 45:0.77 47:0.93 55:0.59 64:0.77 66:0.27 69:0.25 70:0.98 71:0.90 74:0.65 77:0.70 81:0.61 83:0.60 86:0.91 91:0.20 97:0.89 98:0.46 99:0.83 101:0.52 104:0.58 108:0.20 114:0.71 117:0.86 122:0.80 123:0.19 124:0.78 126:0.54 127:0.69 129:0.59 133:0.73 135:0.66 139:0.92 145:0.96 146:0.55 147:0.61 149:0.45 150:0.75 154:0.62 155:0.67 158:0.79 159:0.55 165:0.70 172:0.41 173:0.26 176:0.73 177:0.70 178:0.55 179:0.66 187:0.98 192:0.87 195:0.72 201:0.93 204:0.85 208:0.64 212:0.30 215:0.51 216:0.82 219:0.92 222:0.76 232:0.83 235:0.42 241:0.35 242:0.21 243:0.46 245:0.66 247:0.79 253:0.53 254:0.80 259:0.21 262:0.93 265:0.47 266:0.75 267:0.76 271:0.50 276:0.56 279:0.82 281:0.91 282:0.77 290:0.71 292:0.95 297:0.36 300:0.84\n1 1:0.69 7:0.81 11:0.64 12:0.06 17:0.81 18:0.84 21:0.22 27:0.31 29:0.62 30:0.60 32:0.80 34:0.94 36:0.97 37:0.26 39:0.74 43:0.69 44:0.93 45:0.66 48:0.99 55:0.59 64:0.77 66:0.95 69:0.50 70:0.55 71:0.90 74:0.90 76:1.00 77:0.96 81:0.51 86:0.85 91:0.71 96:0.72 98:0.92 101:0.52 108:0.38 114:0.67 117:0.86 121:0.90 122:0.77 123:0.37 126:0.44 127:0.53 129:0.05 135:0.93 139:0.91 140:0.45 145:0.63 146:0.92 147:0.94 149:0.59 150:0.55 151:0.51 153:0.48 154:0.59 155:0.67 159:0.54 162:0.86 172:0.86 173:0.46 175:0.75 176:0.66 177:0.38 179:0.36 187:0.21 190:0.89 192:0.87 195:0.75 201:0.68 202:0.36 204:0.89 208:0.64 212:0.61 216:0.38 219:0.89 220:0.74 222:0.76 230:0.87 232:0.79 233:0.76 235:0.42 241:0.24 242:0.73 243:0.95 244:0.61 247:0.55 248:0.51 253:0.60 256:0.45 257:0.65 259:0.21 265:0.92 266:0.38 267:0.73 268:0.46 271:0.50 276:0.77 277:0.69 281:0.91 282:0.88 285:0.47 290:0.67 292:0.91 300:0.43\n1 9:0.76 11:0.64 12:0.06 17:0.66 18:0.83 21:0.64 27:0.66 29:0.62 30:0.55 31:0.90 34:0.73 36:0.21 37:0.69 39:0.74 43:0.68 44:0.87 45:0.73 55:0.71 64:0.77 66:0.92 69:0.61 70:0.46 71:0.90 74:0.74 79:0.90 81:0.24 83:0.60 86:0.83 91:0.38 96:0.75 97:0.89 98:0.93 101:0.52 108:0.47 122:0.75 123:0.45 126:0.26 127:0.57 129:0.05 135:0.80 137:0.90 139:0.84 140:0.80 145:0.89 146:0.88 147:0.90 149:0.53 150:0.24 151:0.65 153:0.48 154:0.57 155:0.58 158:0.78 159:0.47 162:0.62 172:0.79 173:0.64 177:0.70 178:0.42 179:0.48 187:0.68 190:0.77 192:0.51 195:0.70 196:0.92 202:0.50 208:0.54 212:0.81 216:0.41 219:0.92 220:0.62 222:0.76 235:0.80 241:0.46 242:0.36 243:0.93 244:0.61 247:0.84 248:0.63 253:0.63 255:0.74 256:0.45 259:0.21 265:0.93 266:0.27 267:0.52 268:0.46 271:0.50 276:0.69 279:0.82 284:0.87 285:0.56 292:0.91 300:0.43\n1 12:0.92 17:0.51 21:0.78 27:0.45 28:0.93 34:0.76 36:0.19 37:0.50 43:0.28 66:0.36 69:0.79 91:0.22 98:0.07 108:0.63 123:0.60 127:0.06 129:0.05 135:0.30 145:0.47 146:0.05 147:0.05 149:0.12 154:0.20 159:0.05 161:0.76 167:0.54 172:0.05 173:0.79 177:0.05 178:0.55 181:0.82 187:0.68 216:0.77 235:0.97 241:0.05 243:0.51 259:0.21 265:0.08 267:0.92\n2 8:0.65 12:0.92 17:0.81 21:0.78 27:0.52 28:0.93 30:0.76 34:0.79 36:0.67 37:0.39 43:0.34 55:0.59 66:0.36 69:0.65 70:0.15 91:0.48 98:0.22 108:0.65 123:0.63 124:0.52 127:0.24 129:0.59 133:0.47 135:0.51 146:0.05 147:0.05 149:0.24 154:0.25 159:0.23 161:0.76 163:0.96 167:0.54 172:0.10 173:0.79 177:0.05 178:0.55 179:0.97 181:0.82 187:0.39 212:0.95 216:0.13 235:0.22 241:0.05 242:0.82 243:0.34 245:0.37 247:0.12 259:0.21 265:0.23 266:0.12 267:0.28 276:0.14 300:0.13\n1 12:0.92 17:0.81 21:0.78 27:0.52 28:0.93 30:0.76 34:0.22 36:0.73 37:0.39 43:0.34 55:0.59 66:0.36 69:0.65 70:0.15 91:0.54 98:0.18 108:0.73 123:0.72 124:0.52 127:0.28 129:0.59 133:0.47 135:0.70 146:0.05 147:0.05 149:0.22 154:0.25 159:0.33 161:0.76 163:0.96 167:0.61 172:0.10 173:0.71 177:0.05 178:0.55 179:0.98 181:0.82 187:0.39 202:0.59 212:0.95 216:0.13 235:0.12 241:0.35 242:0.82 243:0.34 245:0.37 247:0.12 259:0.21 265:0.20 266:0.12 267:0.44 276:0.14 300:0.13\n1 12:0.92 17:0.30 21:0.78 27:0.45 28:0.93 34:0.88 36:0.18 37:0.50 43:0.28 66:0.36 69:0.78 91:0.20 98:0.07 108:0.62 123:0.59 127:0.06 129:0.05 135:0.92 145:0.54 146:0.05 147:0.05 149:0.12 154:0.20 159:0.05 161:0.76 167:0.59 172:0.05 173:0.74 177:0.05 178:0.55 181:0.82 187:0.68 216:0.77 235:0.97 241:0.27 243:0.51 259:0.21 265:0.07 267:0.92\n1 12:0.92 17:0.70 20:0.85 21:0.30 27:0.34 28:0.93 30:0.62 34:0.56 36:0.73 37:0.28 43:0.40 55:0.96 66:0.30 69:0.54 70:0.34 78:0.83 81:0.69 91:0.48 98:0.23 100:0.73 106:0.81 108:0.41 111:0.81 123:0.39 124:0.78 126:0.54 127:0.23 129:0.89 133:0.78 135:0.61 145:0.88 146:0.38 147:0.45 149:0.36 150:0.50 152:0.81 154:0.30 159:0.48 161:0.76 163:0.89 167:0.57 169:0.72 172:0.16 173:0.40 177:0.05 178:0.55 179:0.83 181:0.82 186:0.83 187:0.21 206:0.81 212:0.30 215:0.72 216:0.94 235:0.31 241:0.18 242:0.82 243:0.48 245:0.40 247:0.12 259:0.21 261:0.81 265:0.25 266:0.27 267:0.69 276:0.28 297:0.36 300:0.25\n1 8:0.77 12:0.92 17:0.79 21:0.78 27:0.55 28:0.93 30:0.62 34:0.58 36:0.62 37:0.29 43:0.44 55:0.71 66:0.61 69:0.45 70:0.34 91:0.37 98:0.69 108:0.35 123:0.33 124:0.43 127:0.59 129:0.59 133:0.47 135:0.79 146:0.65 147:0.70 149:0.38 154:0.33 159:0.41 161:0.76 163:0.94 167:0.59 172:0.27 173:0.51 177:0.05 178:0.55 179:0.94 181:0.82 187:0.21 212:0.61 216:0.23 235:0.05 241:0.27 242:0.82 243:0.68 245:0.42 247:0.12 259:0.21 265:0.69 266:0.23 267:0.85 276:0.27 300:0.25\n2 12:0.92 17:0.82 21:0.30 25:0.88 27:0.59 28:0.93 34:0.68 36:0.38 37:0.43 43:0.14 66:0.36 69:0.95 81:0.69 91:0.46 98:0.06 108:0.91 120:0.53 123:0.91 126:0.54 127:0.05 129:0.05 135:0.73 140:0.45 145:0.52 146:0.05 147:0.05 149:0.07 150:0.50 151:0.46 153:0.48 154:0.10 159:0.05 161:0.76 162:0.86 164:0.57 167:0.55 172:0.05 173:1.00 177:0.05 181:0.82 187:0.21 202:0.36 215:0.72 216:0.27 220:0.87 235:0.31 241:0.07 243:0.51 248:0.46 256:0.45 259:0.21 260:0.53 265:0.07 267:0.69 268:0.46 285:0.62 297:0.36\n1 8:0.63 12:0.92 17:0.67 21:0.78 27:0.55 28:0.93 30:0.62 34:0.55 36:0.54 37:0.29 43:0.44 55:0.71 66:0.30 69:0.45 70:0.34 91:0.42 98:0.30 108:0.35 123:0.34 124:0.71 127:0.84 129:0.81 133:0.67 135:0.51 146:0.41 147:0.48 149:0.34 154:0.33 159:0.62 161:0.76 163:0.94 167:0.62 172:0.16 173:0.40 177:0.05 178:0.55 179:0.95 181:0.82 187:0.21 202:0.36 212:0.30 216:0.23 235:0.12 241:0.37 242:0.82 243:0.48 245:0.43 247:0.12 259:0.21 265:0.32 266:0.27 267:0.85 276:0.25 300:0.25\n2 8:0.60 12:0.92 17:0.59 20:0.82 21:0.78 27:0.55 28:0.93 30:0.89 34:0.66 36:0.67 37:0.29 43:0.44 55:0.71 66:0.61 69:0.45 70:0.20 78:0.86 91:0.29 98:0.61 100:0.73 108:0.35 111:0.84 123:0.33 124:0.43 127:0.56 129:0.59 133:0.47 135:0.82 146:0.54 147:0.60 149:0.39 152:0.98 154:0.33 159:0.37 161:0.76 163:0.79 167:0.66 169:0.82 172:0.27 173:0.54 177:0.05 178:0.55 179:0.94 181:0.82 186:0.87 187:0.21 212:0.30 216:0.23 235:0.05 241:0.50 242:0.82 243:0.68 245:0.42 247:0.12 259:0.21 261:0.90 265:0.62 266:0.27 267:0.95 276:0.25 300:0.18\n2 8:0.62 12:0.92 17:0.73 21:0.78 27:0.72 28:0.93 30:0.62 34:0.19 36:0.58 37:0.29 43:0.44 55:0.71 66:0.61 69:0.46 70:0.23 91:0.71 98:0.68 108:0.35 123:0.34 124:0.43 127:0.75 129:0.59 133:0.47 135:0.70 146:0.59 147:0.65 149:0.38 154:0.33 159:0.39 161:0.76 163:0.94 167:0.90 172:0.27 173:0.56 177:0.05 178:0.55 179:0.95 181:0.82 202:0.60 212:0.61 216:0.03 235:0.22 241:0.82 242:0.82 243:0.68 245:0.42 247:0.12 259:0.21 265:0.68 266:0.23 267:0.79 276:0.26 300:0.18\n2 12:0.92 17:0.75 21:0.64 25:0.88 27:0.59 28:0.93 30:0.95 32:0.80 34:0.29 36:0.33 37:0.43 43:0.50 55:0.99 66:0.20 69:0.32 81:0.55 91:0.35 98:0.06 108:0.25 123:0.24 124:0.61 126:0.54 127:0.92 129:0.59 133:0.47 135:0.68 140:0.45 145:1.00 146:0.05 147:0.05 149:0.17 150:0.42 153:0.48 154:0.39 159:0.78 161:0.76 162:0.86 164:0.57 167:0.58 172:0.05 173:0.19 177:0.05 179:1.00 181:0.82 187:0.68 195:0.89 202:0.36 215:0.53 216:0.27 220:0.97 235:0.74 241:0.21 243:0.40 245:0.36 256:0.45 259:0.21 265:0.06 267:0.28 268:0.46 285:0.62 297:0.36 300:0.08\n4 6:0.96 8:0.85 12:0.92 17:0.76 20:0.99 21:0.47 25:0.88 27:0.59 28:0.93 30:0.76 32:0.80 34:0.25 36:0.29 37:0.43 43:0.50 55:0.96 66:0.13 69:0.27 70:0.15 78:0.99 81:0.63 91:0.81 98:0.07 100:1.00 108:0.21 111:1.00 120:0.81 123:0.20 124:0.75 126:0.54 127:0.85 129:0.81 133:0.67 135:0.63 140:0.80 145:1.00 146:0.05 147:0.05 149:0.22 150:0.46 151:0.73 152:0.98 153:0.78 154:0.39 159:0.59 161:0.76 162:0.52 163:0.90 164:0.82 167:0.91 169:0.99 172:0.05 173:0.26 177:0.05 178:0.42 179:0.99 181:0.82 186:0.98 189:0.98 191:0.81 195:0.74 202:0.82 212:0.95 215:0.63 216:0.27 220:0.62 235:0.52 238:0.98 241:0.88 242:0.82 243:0.34 245:0.37 247:0.12 248:0.74 256:0.75 259:0.21 260:0.82 261:0.98 265:0.08 266:0.12 267:0.76 268:0.78 276:0.17 283:0.60 285:0.62 297:0.36 300:0.13\n2 12:0.92 17:0.84 21:0.59 25:0.88 27:0.59 28:0.93 30:0.95 32:0.80 34:0.21 36:0.42 37:0.43 43:0.50 55:0.99 66:0.20 69:0.30 81:0.58 91:0.40 98:0.06 108:0.24 123:0.23 124:0.61 126:0.54 127:0.86 129:0.59 133:0.47 135:0.65 140:0.45 145:1.00 146:0.05 147:0.05 149:0.17 150:0.43 153:0.69 154:0.39 159:0.81 161:0.76 162:0.86 164:0.62 167:0.58 172:0.05 173:0.16 177:0.05 179:1.00 181:0.82 187:0.68 195:0.92 202:0.46 215:0.55 216:0.27 220:0.97 235:0.68 241:0.21 243:0.40 245:0.36 256:0.45 259:0.21 265:0.06 267:0.69 268:0.55 285:0.62 297:0.36 300:0.08\n2 12:0.92 17:0.90 21:0.54 25:0.88 27:0.59 28:0.93 32:0.80 34:0.81 36:0.58 37:0.43 43:0.11 66:0.36 69:0.97 81:0.61 91:0.27 98:0.06 108:0.94 123:0.93 126:0.54 127:0.05 129:0.05 135:0.61 145:0.98 146:0.05 147:0.05 149:0.06 150:0.45 154:0.09 159:0.05 161:0.76 167:0.56 172:0.05 173:1.00 177:0.05 178:0.55 181:0.82 187:0.21 195:0.93 215:0.58 216:0.27 235:0.60 241:0.12 243:0.51 259:0.21 265:0.06 267:0.59 297:0.36\n2 8:0.71 12:0.92 17:0.79 20:0.97 21:0.78 27:0.52 28:0.93 30:0.76 34:0.26 36:0.65 37:0.39 43:0.34 55:0.59 66:0.64 69:0.64 70:0.15 78:0.83 91:0.68 98:0.43 100:0.73 108:0.49 111:0.81 123:0.47 127:0.14 129:0.05 135:0.49 146:0.30 147:0.37 149:0.26 152:0.97 154:0.25 159:0.13 161:0.76 163:0.90 167:0.90 169:0.72 172:0.16 173:0.86 177:0.05 178:0.55 179:0.80 181:0.82 186:0.83 191:0.75 202:0.65 212:0.95 216:0.13 241:0.82 242:0.82 243:0.69 247:0.12 259:0.21 261:0.86 265:0.45 266:0.12 267:0.82 276:0.19 300:0.13\n2 12:0.92 17:0.92 21:0.59 25:0.88 27:0.59 28:0.93 32:0.80 34:0.91 36:0.27 37:0.43 43:0.20 66:0.36 69:0.93 81:0.58 91:0.27 98:0.07 108:0.87 123:0.86 126:0.54 127:0.06 129:0.05 135:0.54 145:0.98 146:0.05 147:0.05 149:0.08 150:0.43 154:0.13 159:0.05 161:0.76 167:0.57 172:0.05 173:0.99 177:0.05 178:0.55 181:0.82 187:0.21 195:0.77 215:0.55 216:0.27 235:0.68 241:0.18 243:0.51 259:0.21 265:0.07 267:0.44 297:0.36\n0 8:0.66 12:0.92 17:1.00 21:0.78 27:0.54 28:0.93 34:0.92 36:0.59 37:0.33 43:0.21 66:0.36 69:0.93 91:0.05 98:0.05 108:0.85 123:0.84 127:0.05 129:0.05 135:0.54 145:0.39 146:0.05 147:0.05 149:0.08 154:0.14 159:0.05 161:0.76 167:0.59 172:0.05 173:0.71 177:0.05 178:0.55 181:0.82 187:0.21 202:0.59 216:0.31 235:0.31 241:0.27 243:0.51 259:0.21 265:0.05 267:0.98\n2 12:0.92 17:0.84 21:0.64 25:0.88 27:0.59 28:0.93 30:0.76 32:0.80 34:0.88 36:0.19 37:0.43 43:0.50 55:0.71 66:0.36 69:0.32 70:0.15 81:0.55 91:0.17 98:0.20 108:0.83 123:0.82 124:0.52 126:0.54 127:0.79 129:0.59 133:0.47 135:0.68 145:1.00 146:0.05 147:0.05 149:0.21 150:0.42 154:0.39 159:0.56 161:0.76 163:0.90 167:0.60 172:0.10 173:0.31 177:0.05 178:0.55 179:0.99 181:0.82 187:0.68 195:0.73 212:0.95 215:0.53 216:0.27 235:0.74 241:0.30 242:0.82 243:0.34 245:0.37 247:0.12 259:0.21 265:0.22 266:0.12 267:0.82 276:0.13 297:0.36 300:0.13\n1 12:0.92 17:0.85 21:0.78 27:0.52 28:0.93 30:0.76 34:0.18 36:0.59 37:0.39 43:0.34 55:0.59 66:0.36 69:0.65 70:0.15 91:0.44 98:0.15 108:0.85 123:0.84 124:0.52 127:0.44 129:0.59 133:0.47 135:0.78 146:0.05 147:0.05 149:0.20 154:0.25 159:0.56 161:0.76 163:0.97 167:0.58 172:0.10 173:0.60 177:0.05 178:0.55 179:0.99 181:0.82 187:0.39 202:0.46 212:0.95 216:0.13 235:0.12 241:0.21 242:0.82 243:0.34 245:0.37 247:0.12 259:0.21 265:0.17 266:0.12 267:0.28 276:0.13 300:0.13\n2 12:0.92 17:0.79 21:0.30 25:0.88 27:0.59 28:0.93 30:0.95 34:0.44 36:0.47 37:0.43 43:0.50 55:0.99 66:0.20 69:0.23 81:0.69 91:0.42 98:0.06 108:0.18 120:0.53 123:0.18 124:0.61 126:0.54 127:0.86 129:0.59 133:0.47 135:0.75 140:0.45 145:0.52 146:0.05 147:0.05 149:0.17 150:0.50 151:0.46 153:0.48 154:0.39 159:0.80 161:0.76 162:0.86 164:0.57 167:0.59 172:0.05 173:0.14 177:0.05 179:1.00 181:0.82 187:0.68 202:0.36 215:0.72 216:0.27 220:0.87 235:0.31 241:0.27 243:0.40 245:0.36 248:0.46 256:0.45 259:0.21 260:0.53 265:0.06 267:0.44 268:0.46 285:0.62 297:0.36 300:0.08\n2 8:0.60 12:0.92 17:0.70 21:0.78 27:0.55 28:0.93 30:0.62 34:0.90 36:0.65 37:0.29 43:0.44 55:0.71 66:0.30 69:0.45 70:0.34 91:0.48 98:0.26 108:0.35 123:0.34 124:0.71 127:0.78 129:0.81 133:0.67 135:0.78 146:0.41 147:0.48 149:0.33 154:0.33 159:0.71 161:0.76 163:0.94 167:0.58 172:0.16 173:0.33 177:0.05 178:0.55 179:0.95 181:0.82 187:0.21 202:0.36 212:0.30 216:0.23 235:0.12 241:0.21 242:0.82 243:0.48 245:0.43 247:0.12 259:0.21 265:0.28 266:0.27 267:0.84 276:0.23 300:0.25\n2 8:0.67 12:0.92 17:0.84 21:0.78 27:0.52 28:0.93 30:0.76 34:0.18 36:0.67 37:0.39 43:0.34 55:0.59 66:0.36 69:0.65 70:0.15 91:0.64 98:0.16 108:0.84 123:0.84 124:0.52 127:0.49 129:0.59 133:0.47 135:0.70 146:0.05 147:0.05 149:0.20 154:0.25 159:0.55 161:0.76 163:0.97 167:0.55 172:0.10 173:0.62 177:0.05 178:0.55 179:0.99 181:0.82 187:0.39 202:0.50 212:0.95 216:0.13 235:0.22 241:0.10 242:0.82 243:0.34 245:0.37 247:0.12 259:0.21 265:0.17 266:0.12 267:0.28 276:0.13 300:0.13\n2 8:0.63 12:0.92 17:0.78 21:0.78 27:0.55 28:0.93 30:0.62 34:0.90 36:0.53 37:0.29 43:0.44 55:0.71 66:0.30 69:0.45 70:0.34 91:0.53 98:0.31 108:0.35 123:0.34 124:0.71 127:0.67 129:0.81 133:0.67 135:0.71 146:0.41 147:0.48 149:0.35 154:0.33 159:0.57 161:0.76 163:0.94 167:0.58 172:0.16 173:0.41 177:0.05 178:0.55 179:0.95 181:0.82 187:0.21 212:0.30 216:0.23 235:0.12 241:0.21 242:0.82 243:0.48 245:0.43 247:0.12 259:0.21 265:0.34 266:0.27 267:0.84 276:0.26 300:0.25\n1 1:0.74 7:0.81 11:0.92 12:0.06 17:0.79 18:1.00 21:0.13 22:0.93 27:0.31 28:0.85 29:0.71 30:0.60 32:0.80 34:0.56 36:0.24 37:0.81 39:0.50 43:0.96 44:0.93 45:0.92 46:0.99 47:0.93 48:0.91 55:0.52 60:0.87 64:0.77 66:0.99 69:0.15 70:0.52 71:0.75 74:0.95 77:0.70 81:0.77 83:0.91 85:0.96 86:1.00 91:0.58 98:0.99 101:0.87 104:0.96 106:0.81 107:1.00 108:0.12 110:0.99 114:0.79 117:0.86 121:0.90 122:0.86 123:0.12 125:0.88 126:0.54 127:0.86 129:0.05 135:0.89 139:1.00 144:0.85 145:0.84 146:0.97 147:0.98 149:0.98 150:0.85 154:0.96 155:0.67 158:0.92 159:0.70 160:0.88 161:0.63 165:0.93 167:0.45 172:0.98 173:0.15 176:0.73 177:0.70 178:0.55 179:0.14 181:0.55 187:0.87 192:0.87 195:0.82 201:0.93 204:0.89 206:0.81 208:0.64 212:0.90 215:0.61 216:0.59 219:0.95 222:0.25 230:0.87 233:0.76 235:0.31 241:0.12 242:0.63 243:0.99 247:0.67 253:0.59 259:0.21 262:0.93 265:0.99 266:0.27 267:0.65 271:0.33 276:0.95 279:0.86 281:0.91 282:0.88 283:0.82 289:0.98 290:0.79 292:0.95 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.92 7:0.72 8:0.85 9:0.80 11:0.92 12:0.06 17:0.95 18:0.99 20:0.79 21:0.13 22:0.93 27:0.29 28:0.85 29:0.71 30:0.33 31:0.92 32:0.80 34:0.36 36:0.29 37:0.88 39:0.50 41:0.82 43:0.97 44:0.93 45:0.91 46:0.99 47:0.93 48:0.91 55:0.52 60:0.87 64:0.77 66:0.68 69:0.10 70:0.72 71:0.75 74:0.93 77:0.89 78:0.91 79:0.92 81:0.77 83:0.91 85:0.93 86:0.99 91:0.56 96:0.82 98:0.77 100:0.87 101:0.87 104:1.00 106:0.81 107:1.00 108:0.76 110:0.99 111:0.88 114:0.79 117:0.86 120:0.72 122:0.86 123:0.74 124:0.50 125:0.99 126:0.54 127:0.79 129:0.59 133:0.66 135:0.70 137:0.92 139:1.00 140:0.45 144:0.85 145:0.52 146:0.59 147:0.64 149:0.96 150:0.85 151:0.61 152:0.77 153:0.48 154:0.97 155:0.67 158:0.92 159:0.65 160:0.97 161:0.63 162:0.86 164:0.65 165:0.93 167:0.45 169:0.84 172:0.96 173:0.14 176:0.73 177:0.70 179:0.16 181:0.55 186:0.91 187:0.87 189:0.94 190:0.77 191:0.90 192:0.87 195:0.79 196:0.97 201:0.93 202:0.60 204:0.85 206:0.81 208:0.64 212:0.91 215:0.61 216:0.61 219:0.95 220:0.74 222:0.25 230:0.75 233:0.76 235:0.31 238:0.84 241:0.24 242:0.70 243:0.25 245:0.97 247:0.84 248:0.59 253:0.85 255:0.95 256:0.68 259:0.21 260:0.69 261:0.82 262:0.93 265:0.77 266:0.71 267:0.28 268:0.69 271:0.33 276:0.94 279:0.86 281:0.91 282:0.88 283:0.82 284:0.92 285:0.62 289:0.98 290:0.79 292:0.95 297:0.36 299:0.88 300:0.84\n1 1:0.74 7:0.81 11:0.91 12:0.06 17:0.22 18:0.84 21:0.30 22:0.93 27:0.10 28:0.85 29:0.71 30:0.89 32:0.80 34:0.75 36:0.54 37:0.73 39:0.50 43:0.96 44:0.93 45:0.94 46:0.98 47:0.93 48:0.99 64:0.77 66:0.80 69:0.21 70:0.46 71:0.75 74:0.89 77:0.70 81:0.70 83:0.91 86:0.89 91:0.31 97:0.97 98:0.69 99:0.95 101:0.52 104:0.89 106:0.81 107:1.00 108:0.17 110:0.99 114:0.65 117:0.86 122:0.51 123:0.16 124:0.40 125:0.88 126:0.54 127:0.50 129:0.05 133:0.59 135:0.90 139:0.94 144:0.85 145:0.56 146:0.89 147:0.91 149:0.95 150:0.82 154:0.96 155:0.67 158:0.92 159:0.70 160:0.88 161:0.63 165:0.93 167:0.45 172:0.91 173:0.15 176:0.73 177:0.70 178:0.55 179:0.25 181:0.55 187:0.95 192:0.87 195:0.87 201:0.93 204:0.89 206:0.81 208:0.64 212:0.69 215:0.44 216:0.87 219:0.95 222:0.25 230:0.87 233:0.76 235:0.68 241:0.05 242:0.42 243:0.82 245:0.82 247:0.74 253:0.52 259:0.21 262:0.93 265:0.70 266:0.71 267:0.28 271:0.33 276:0.84 279:0.86 281:0.91 282:0.88 283:0.82 289:0.98 290:0.65 292:0.95 297:0.36 300:0.94\n2 1:0.74 6:0.95 7:0.63 8:0.88 9:0.80 11:0.92 12:0.06 17:0.62 18:0.99 20:0.78 21:0.13 27:0.34 28:0.85 29:0.71 30:0.72 31:0.89 32:0.80 34:0.73 36:0.18 37:0.71 39:0.50 43:0.94 44:0.93 45:0.92 46:0.99 48:0.91 60:0.87 64:0.77 66:0.31 69:0.12 70:0.62 71:0.75 74:0.95 77:0.70 78:0.91 79:0.88 81:0.76 83:0.91 85:0.98 86:1.00 91:0.62 96:0.85 97:0.99 98:0.57 99:0.83 100:0.89 101:0.87 104:0.93 106:0.81 107:1.00 108:0.56 110:0.99 111:0.90 114:0.79 117:0.86 120:0.76 122:0.57 123:0.54 124:0.84 125:1.00 126:0.54 127:0.86 129:0.93 133:0.84 135:0.49 137:0.89 139:1.00 140:0.80 144:0.85 145:0.49 146:0.31 147:0.37 149:0.99 150:0.83 151:0.61 152:0.76 153:0.77 154:0.94 155:0.67 158:0.92 159:0.78 160:0.97 161:0.63 162:0.86 164:0.66 165:0.70 167:0.45 169:0.87 172:0.90 173:0.11 176:0.73 177:0.70 179:0.16 181:0.55 186:0.92 187:0.68 189:0.96 190:0.77 191:0.70 192:0.87 195:0.88 196:0.94 201:0.93 202:0.54 206:0.81 208:0.64 212:0.85 215:0.61 216:0.55 219:0.95 222:0.25 230:0.64 233:0.76 235:0.31 238:0.87 241:0.03 242:0.24 243:0.19 245:0.97 247:0.82 248:0.59 253:0.88 255:0.95 256:0.58 259:0.21 260:0.73 261:0.82 265:0.58 266:0.84 267:0.36 268:0.63 271:0.33 276:0.94 279:0.86 281:0.91 282:0.88 283:0.82 284:0.89 285:0.62 289:0.98 290:0.79 292:0.95 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.95 7:0.66 8:0.94 9:0.80 11:0.93 12:0.06 17:0.59 18:0.99 20:0.76 21:0.30 22:0.93 27:0.26 28:0.85 29:0.71 30:0.84 31:0.94 32:0.80 34:0.55 36:0.28 37:0.86 39:0.50 43:0.95 44:0.93 45:0.99 46:1.00 47:0.93 48:0.97 64:0.77 66:0.23 69:0.21 70:0.45 71:0.75 74:0.96 77:0.89 78:0.85 79:0.93 81:0.66 83:0.91 86:0.99 91:0.48 96:0.80 97:0.97 98:0.60 99:0.95 100:0.88 101:0.87 104:0.96 106:0.81 107:1.00 108:0.85 110:0.99 111:0.84 114:0.65 117:0.86 120:0.69 122:0.51 123:0.16 124:0.80 125:0.99 126:0.54 127:0.91 129:0.81 133:0.78 135:0.90 137:0.94 139:0.99 140:0.45 144:0.85 145:0.74 146:0.83 147:0.86 149:0.99 150:0.80 151:0.86 152:0.88 153:0.48 154:0.95 155:0.67 158:0.92 159:0.76 160:0.96 161:0.63 162:0.86 164:0.57 165:0.93 167:0.45 169:0.95 172:0.91 173:0.15 176:0.73 177:0.70 179:0.14 181:0.55 186:0.88 187:0.87 192:0.87 195:0.88 196:0.98 201:0.93 202:0.36 204:0.85 206:0.81 208:0.64 212:0.89 215:0.44 216:0.57 219:0.95 222:0.25 230:0.69 233:0.73 235:0.60 241:0.15 242:0.36 243:0.43 245:0.98 247:0.86 248:0.77 253:0.87 255:0.95 256:0.45 260:0.70 261:0.95 262:0.93 265:0.47 266:0.84 267:0.69 268:0.46 271:0.33 276:0.95 279:0.86 281:0.91 282:0.88 283:0.82 284:0.89 285:0.62 289:0.98 290:0.65 292:0.95 297:0.36 300:0.84\n1 1:0.74 11:0.91 12:0.06 17:0.26 18:0.85 21:0.71 27:0.45 28:0.85 29:0.71 30:0.87 32:0.80 34:0.86 36:0.21 37:0.50 39:0.50 43:0.47 44:0.93 45:0.98 46:0.99 48:0.91 64:0.77 66:0.31 69:0.63 70:0.46 71:0.75 74:0.85 77:0.70 81:0.41 83:0.60 86:0.87 91:0.06 98:0.52 99:0.83 101:0.52 107:1.00 108:0.93 110:0.99 114:0.55 122:0.51 123:0.92 124:0.89 125:0.88 126:0.54 127:0.72 129:0.59 133:0.90 135:0.74 139:0.89 144:0.85 145:0.50 146:0.39 147:0.45 149:0.90 150:0.65 154:0.76 155:0.67 159:0.85 160:0.88 161:0.63 165:0.70 167:0.45 172:0.88 173:0.37 176:0.73 177:0.70 178:0.55 179:0.17 181:0.55 187:0.68 192:0.87 195:0.95 201:0.93 208:0.64 212:0.71 215:0.37 216:0.77 222:0.25 235:0.95 241:0.15 242:0.52 243:0.13 245:0.94 247:0.82 253:0.45 254:0.74 259:0.21 265:0.53 266:0.92 267:0.36 271:0.33 276:0.93 281:0.91 282:0.88 289:0.98 290:0.55 297:0.36 300:0.94\n2 1:0.74 6:0.95 7:0.72 8:0.94 9:0.80 11:0.92 12:0.06 17:0.51 18:0.99 20:0.89 21:0.30 22:0.93 27:0.26 28:0.85 29:0.71 30:0.53 31:0.98 32:0.80 34:0.68 36:0.25 37:0.86 39:0.50 41:0.94 43:0.96 44:0.93 45:0.91 46:0.98 47:0.93 48:0.97 55:0.45 60:1.00 64:0.77 66:0.43 69:0.19 70:0.73 71:0.75 74:0.90 77:0.70 78:0.97 79:0.98 81:0.63 83:0.91 85:0.90 86:0.99 91:0.60 96:0.93 97:0.89 98:0.61 100:0.97 101:0.87 104:0.96 106:0.81 107:1.00 108:0.15 110:0.99 111:0.97 114:0.65 117:0.86 120:0.87 122:0.86 123:0.15 124:0.85 125:0.99 126:0.54 127:0.90 129:0.81 133:0.86 135:0.91 137:0.98 139:0.99 140:0.45 144:0.85 145:0.72 146:0.83 147:0.86 149:0.94 150:0.78 151:0.95 152:0.88 153:0.83 154:0.96 155:0.67 158:0.92 159:0.75 160:0.99 161:0.63 162:0.81 164:0.80 165:0.93 167:0.45 169:0.95 172:0.89 173:0.15 176:0.73 177:0.70 179:0.20 181:0.55 186:0.96 187:0.87 189:0.97 191:0.82 192:0.87 195:0.87 196:0.99 201:0.93 202:0.71 204:0.85 206:0.81 208:0.64 212:0.83 215:0.44 216:0.57 219:0.95 222:0.25 230:0.75 233:0.76 235:0.52 238:0.95 241:0.18 242:0.63 243:0.57 245:0.93 247:0.79 248:0.92 253:0.95 255:0.95 256:0.78 260:0.88 261:0.95 262:0.93 265:0.62 266:0.75 267:0.59 268:0.77 271:0.33 276:0.91 279:0.86 281:0.91 282:0.88 283:0.82 284:0.97 285:0.62 289:0.98 290:0.65 292:0.95 297:0.36 299:0.88 300:0.84\n1 1:0.74 6:0.81 8:0.85 9:0.80 11:0.92 12:0.06 17:0.89 18:0.89 20:0.85 21:0.22 22:0.93 27:0.42 28:0.85 29:0.71 30:0.86 31:0.88 32:0.80 34:0.96 36:0.27 37:0.77 39:0.50 41:0.82 43:0.95 44:0.93 45:0.95 46:1.00 47:0.93 48:0.98 60:0.87 64:0.77 66:0.96 69:0.19 70:0.45 71:0.75 74:0.89 77:0.89 78:0.79 79:0.88 81:0.70 83:0.91 85:0.80 86:0.95 91:0.46 96:0.84 97:0.94 98:0.96 100:0.82 101:0.87 104:0.97 106:0.81 107:1.00 108:0.15 110:0.99 111:0.79 114:0.71 117:0.86 120:0.74 122:0.51 123:0.15 125:0.99 126:0.54 127:0.71 129:0.05 135:0.73 137:0.88 139:0.96 140:0.80 144:0.85 145:0.54 146:0.91 147:0.93 149:0.93 150:0.82 151:0.56 152:0.80 153:0.72 154:0.95 155:0.67 158:0.91 159:0.52 160:0.97 161:0.63 162:0.86 164:0.68 165:0.93 167:0.44 169:0.80 172:0.89 173:0.24 176:0.73 177:0.70 179:0.33 181:0.55 186:0.80 187:0.68 189:0.83 190:0.77 191:0.70 192:0.87 195:0.70 196:0.92 201:0.93 202:0.55 206:0.81 208:0.64 212:0.72 215:0.51 216:0.51 219:0.95 222:0.25 232:0.98 235:0.42 238:0.87 241:0.01 242:0.50 243:0.96 247:0.67 248:0.55 253:0.85 255:0.95 256:0.58 259:0.21 260:0.70 261:0.80 262:0.93 265:0.96 266:0.38 267:0.19 268:0.63 271:0.33 276:0.81 279:0.86 281:0.91 282:0.88 283:0.82 284:0.90 285:0.62 289:0.98 290:0.71 292:0.91 297:0.36 299:0.97 300:0.70\n2 1:0.74 7:0.81 11:0.92 12:0.06 17:0.67 18:0.92 21:0.13 22:0.93 27:0.36 28:0.85 29:0.71 30:0.75 32:0.80 34:0.79 36:0.28 37:0.79 39:0.50 43:0.97 44:0.93 45:0.94 46:0.98 47:0.93 48:0.91 60:0.95 64:0.77 66:0.23 69:0.10 70:0.71 71:0.75 74:0.92 77:0.70 81:0.77 83:0.91 85:0.90 86:0.98 91:0.11 98:0.33 101:0.87 104:0.93 106:0.81 107:1.00 108:0.78 110:0.99 114:0.79 117:0.86 121:0.90 122:0.51 123:0.76 124:0.90 125:0.88 126:0.54 127:0.95 129:0.81 133:0.90 135:0.99 139:0.99 144:0.85 145:0.44 146:0.52 147:0.58 149:0.95 150:0.85 154:0.97 155:0.67 158:0.92 159:0.85 160:0.88 161:0.63 165:0.93 167:0.44 172:0.73 173:0.09 176:0.73 177:0.70 178:0.55 179:0.28 181:0.55 187:0.87 191:0.78 192:0.87 195:0.94 201:0.93 204:0.89 206:0.81 208:0.64 212:0.72 215:0.61 216:0.62 219:0.95 222:0.25 230:0.87 233:0.76 235:0.31 241:0.01 242:0.37 243:0.36 245:0.88 247:0.76 253:0.58 259:0.21 262:0.93 265:0.35 266:0.89 267:0.23 271:0.33 276:0.85 279:0.86 281:0.91 282:0.88 283:0.82 289:0.98 290:0.79 292:0.95 297:0.36 299:0.88 300:0.94\n2 1:0.74 6:0.84 7:0.81 8:0.69 9:0.80 11:0.91 12:0.06 17:0.15 18:0.85 20:0.84 21:0.40 22:0.93 27:0.21 28:0.85 29:0.71 30:0.21 31:0.87 32:0.80 34:0.66 36:0.23 37:0.71 39:0.50 41:0.88 43:0.56 44:0.93 45:0.81 46:0.95 47:0.93 48:0.97 64:0.77 66:0.16 69:0.95 70:0.86 71:0.75 74:0.74 77:0.89 78:0.95 79:0.87 81:0.57 83:0.91 86:0.81 91:0.42 96:0.70 97:0.94 98:0.35 100:0.95 101:0.52 104:0.91 106:0.81 107:0.99 108:0.91 110:0.96 111:0.94 114:0.62 117:0.86 120:0.56 121:0.97 122:0.86 123:0.48 124:0.73 125:0.98 126:0.54 127:0.64 129:0.05 133:0.60 135:0.84 137:0.87 139:0.92 140:0.45 144:0.85 145:0.65 146:0.41 147:0.66 149:0.42 150:0.76 151:0.52 152:0.92 153:0.48 154:0.30 155:0.67 158:0.91 159:0.75 160:0.98 161:0.63 162:0.71 164:0.72 165:0.93 167:0.46 169:0.87 172:0.41 173:0.98 176:0.73 177:0.05 179:0.69 181:0.55 186:0.94 187:0.87 189:0.86 191:0.88 192:0.87 195:0.89 196:0.91 201:0.93 202:0.63 204:0.89 206:0.81 208:0.64 212:0.23 215:0.42 216:0.79 219:0.95 220:0.91 222:0.25 230:0.87 233:0.76 235:0.60 238:0.90 241:0.32 242:0.37 243:0.37 245:0.68 247:0.67 248:0.52 253:0.51 254:0.74 255:0.95 256:0.64 257:0.84 259:0.21 260:0.57 261:0.90 262:0.93 265:0.25 266:0.75 267:0.19 268:0.66 271:0.33 276:0.38 277:0.87 279:0.86 281:0.91 282:0.88 283:0.82 284:0.93 285:0.62 289:0.98 290:0.62 292:0.95 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.94 7:0.81 8:0.90 9:0.80 11:0.92 12:0.06 17:0.70 18:1.00 20:0.85 21:0.13 22:0.93 27:0.31 28:0.85 29:0.71 30:0.52 31:0.95 32:0.80 34:0.49 36:0.30 37:0.81 39:0.50 41:0.82 43:0.96 44:0.93 45:0.93 46:0.99 47:0.93 48:0.91 55:0.52 60:0.97 64:0.77 66:0.61 69:0.15 70:0.57 71:0.75 74:0.95 77:0.70 78:0.92 79:0.95 81:0.77 83:0.91 85:0.96 86:1.00 91:0.68 96:0.85 98:0.80 100:0.90 101:0.87 104:0.97 106:0.81 107:1.00 108:0.12 110:0.99 111:0.91 114:0.79 117:0.86 120:0.75 121:0.90 122:0.86 123:0.12 124:0.63 125:0.99 126:0.54 127:0.88 129:0.59 133:0.66 135:0.91 137:0.95 139:1.00 140:0.45 144:0.85 145:0.80 146:0.93 147:0.95 149:0.98 150:0.85 151:0.93 152:0.85 153:0.78 154:0.96 155:0.67 158:0.92 159:0.75 160:0.96 161:0.63 162:0.57 164:0.65 165:0.93 167:0.45 169:0.85 172:0.97 173:0.13 176:0.73 177:0.70 179:0.14 181:0.55 186:0.92 187:0.87 189:0.95 191:0.73 192:0.87 195:0.85 196:0.98 201:0.93 202:0.59 204:0.89 206:0.81 208:0.64 212:0.89 215:0.61 216:0.59 219:0.95 222:0.25 230:0.87 233:0.76 235:0.31 238:0.86 241:0.24 242:0.62 243:0.67 245:0.98 247:0.82 248:0.83 253:0.90 255:0.95 256:0.45 259:0.21 260:0.76 261:0.88 262:0.93 265:0.80 266:0.71 267:0.59 268:0.58 271:0.33 276:0.96 279:0.86 281:0.91 282:0.88 283:0.82 284:0.91 285:0.62 289:0.98 290:0.79 292:0.95 297:0.36 299:0.88 300:0.84\n0 1:0.74 11:0.91 12:0.06 17:0.34 18:0.87 21:0.77 27:0.45 28:0.85 29:0.71 30:0.61 34:0.90 36:0.18 37:0.50 39:0.50 43:0.47 45:0.93 46:0.98 48:0.91 64:0.77 66:0.15 69:0.63 70:0.87 71:0.75 74:0.77 81:0.40 83:0.60 86:0.90 91:0.03 97:0.89 98:0.42 99:0.83 101:0.52 107:1.00 108:0.88 110:0.99 114:0.53 122:0.51 123:0.88 124:0.86 125:0.88 126:0.54 127:0.51 129:0.59 133:0.84 135:0.78 139:0.91 144:0.85 145:0.42 146:0.55 147:0.61 149:0.74 150:0.65 154:0.76 155:0.67 158:0.91 159:0.73 160:0.88 161:0.63 165:0.70 167:0.45 172:0.51 173:0.47 176:0.73 177:0.70 178:0.55 179:0.34 181:0.55 187:0.68 192:0.87 201:0.93 208:0.64 212:0.48 215:0.36 216:0.77 219:0.95 222:0.25 235:0.99 241:0.12 242:0.39 243:0.28 245:0.84 247:0.76 253:0.43 254:0.74 259:0.21 265:0.44 266:0.80 267:0.19 271:0.33 276:0.77 279:0.86 281:0.91 283:0.77 289:0.98 290:0.53 292:0.91 297:0.36 300:0.84\n2 1:0.74 6:0.85 7:0.81 8:0.74 9:0.80 11:0.92 12:0.06 17:0.77 18:0.98 20:0.84 21:0.30 27:0.31 28:0.85 29:0.71 30:0.71 31:0.87 32:0.80 34:0.55 36:0.38 37:0.84 39:0.50 41:0.82 43:0.96 44:0.93 45:0.98 46:1.00 48:0.91 60:0.87 64:0.77 66:0.60 69:0.19 70:0.67 71:0.75 74:0.96 77:0.70 78:0.94 79:0.87 81:0.63 83:0.91 85:0.91 86:0.99 91:0.54 96:0.88 97:0.99 98:0.83 100:0.90 101:0.87 104:0.95 106:0.81 107:1.00 108:0.79 110:0.99 111:0.92 114:0.65 117:0.86 120:0.80 121:0.90 122:0.86 123:0.77 124:0.64 125:0.99 126:0.54 127:0.85 129:0.59 133:0.66 135:0.93 137:0.87 139:0.99 140:0.80 144:0.85 145:0.65 146:0.68 147:0.73 149:0.98 150:0.78 151:0.52 152:0.82 153:0.72 154:0.96 155:0.67 158:0.92 159:0.79 160:0.98 161:0.63 162:0.81 164:0.70 165:0.93 167:0.45 169:0.85 172:0.97 173:0.13 176:0.73 177:0.70 179:0.14 181:0.55 186:0.94 187:0.68 189:0.87 190:0.77 191:0.75 192:0.87 195:0.89 196:0.91 201:0.93 202:0.61 204:0.89 206:0.81 208:0.64 212:0.86 215:0.44 216:0.28 219:0.95 222:0.25 230:0.87 232:0.96 233:0.76 235:0.52 238:0.85 241:0.15 242:0.27 243:0.23 245:0.98 247:0.79 248:0.51 253:0.90 255:0.95 256:0.64 259:0.21 260:0.77 261:0.88 265:0.83 266:0.63 267:0.36 268:0.66 271:0.33 276:0.96 279:0.86 281:0.91 282:0.88 283:0.82 284:0.89 285:0.62 289:0.98 290:0.65 292:0.95 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.88 7:0.81 8:0.92 9:0.80 11:0.92 12:0.06 17:0.64 18:0.92 20:0.77 21:0.13 27:0.18 28:0.85 29:0.71 30:0.62 31:0.89 32:0.80 34:0.39 36:0.20 37:0.69 39:0.50 41:0.82 43:0.97 44:0.93 45:0.92 46:0.98 48:0.99 64:0.77 66:0.26 69:0.10 70:0.74 71:0.75 74:0.85 77:0.70 78:0.95 79:0.88 81:0.77 83:0.91 85:0.80 86:0.95 91:0.42 96:0.72 98:0.47 100:0.90 101:0.87 107:1.00 108:0.80 110:0.99 111:0.93 114:0.79 120:0.59 121:0.90 122:0.51 123:0.78 124:0.84 125:0.99 126:0.54 127:0.84 129:0.05 133:0.81 135:0.99 137:0.89 139:0.96 140:0.45 144:0.85 145:0.77 146:0.63 147:0.68 149:0.90 150:0.85 151:0.61 152:0.82 153:0.48 154:0.97 155:0.67 159:0.74 160:0.96 161:0.63 162:0.86 164:0.57 165:0.93 167:0.45 169:0.82 172:0.67 173:0.11 176:0.73 177:0.70 179:0.36 181:0.55 186:0.96 187:0.39 189:0.97 192:0.87 195:0.86 196:0.93 201:0.93 202:0.36 204:0.89 208:0.64 212:0.51 215:0.61 216:0.47 220:0.74 222:0.25 230:0.87 233:0.76 235:0.31 238:0.86 241:0.27 242:0.33 243:0.40 245:0.85 247:0.79 248:0.59 253:0.68 255:0.95 256:0.45 259:0.21 260:0.60 261:0.84 265:0.48 266:0.91 267:0.44 268:0.46 271:0.33 276:0.79 277:0.69 281:0.91 282:0.88 284:0.89 285:0.62 289:0.98 290:0.79 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.88 7:0.81 8:0.66 9:0.76 11:0.92 12:0.06 17:0.61 18:0.92 20:0.87 21:0.22 27:0.18 28:0.85 29:0.71 30:0.76 32:0.80 34:0.24 36:0.30 37:0.69 39:0.50 43:0.97 44:0.93 45:0.95 46:0.99 48:0.99 64:0.77 66:0.69 69:0.12 70:0.57 71:0.75 74:0.90 77:0.70 78:0.81 81:0.70 83:0.91 85:0.80 86:0.95 91:0.31 96:0.80 98:0.75 100:0.83 101:0.87 107:1.00 108:0.10 110:0.99 111:0.80 114:0.71 120:0.69 121:0.90 122:0.51 123:0.10 124:0.48 125:1.00 126:0.54 127:0.86 129:0.59 133:0.61 135:0.99 139:0.96 140:0.45 144:0.85 145:0.80 146:0.88 147:0.90 149:0.95 150:0.82 151:0.81 152:0.82 153:0.48 154:0.97 155:0.67 159:0.68 160:0.96 161:0.63 162:0.86 164:0.54 165:0.93 167:0.45 169:0.82 172:0.89 173:0.14 176:0.73 177:0.70 179:0.30 181:0.55 186:0.81 187:0.39 189:0.84 190:0.77 192:0.87 195:0.81 201:0.93 202:0.36 204:0.89 208:0.64 212:0.60 215:0.51 216:0.47 222:0.25 230:0.87 233:0.76 235:0.42 238:0.87 241:0.30 242:0.50 243:0.73 245:0.88 247:0.67 248:0.73 253:0.83 255:0.74 256:0.45 259:0.21 260:0.68 261:0.84 265:0.76 266:0.63 267:0.44 268:0.46 271:0.33 276:0.84 281:0.91 282:0.88 285:0.56 289:0.98 290:0.71 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.96 7:0.72 8:0.61 9:0.80 11:0.92 12:0.06 17:0.47 18:0.99 20:0.80 21:0.30 22:0.93 27:0.26 28:0.85 29:0.71 30:0.54 31:0.94 32:0.80 34:0.73 36:0.21 37:0.86 39:0.50 41:0.82 43:0.96 44:0.93 45:0.95 46:1.00 47:0.93 48:0.97 55:0.45 60:0.87 64:0.77 66:0.99 69:0.19 70:0.57 71:0.75 74:0.93 77:0.70 78:0.82 79:0.93 81:0.63 83:0.91 85:0.90 86:0.99 91:0.58 96:0.80 98:0.99 100:0.87 101:0.87 104:0.96 106:0.81 107:1.00 108:0.15 110:0.99 111:0.81 114:0.65 117:0.86 120:0.69 122:0.86 123:0.15 125:1.00 126:0.54 127:0.88 129:0.05 135:0.90 137:0.94 139:0.99 140:0.45 144:0.85 145:0.74 146:0.95 147:0.96 149:0.96 150:0.78 151:0.87 152:0.91 153:0.48 154:0.96 155:0.67 158:0.92 159:0.62 160:0.96 161:0.63 162:0.86 164:0.57 165:0.93 167:0.45 169:0.98 172:0.97 173:0.20 176:0.73 177:0.70 179:0.18 181:0.55 186:0.73 187:0.87 192:0.87 195:0.77 196:0.98 201:0.93 202:0.36 204:0.85 206:0.81 208:0.64 212:0.88 215:0.44 216:0.57 219:0.95 222:0.25 230:0.75 233:0.76 235:0.52 241:0.21 242:0.57 243:0.99 247:0.67 248:0.77 253:0.86 255:0.95 256:0.45 260:0.70 261:0.95 262:0.93 265:0.99 266:0.38 267:0.59 268:0.46 271:0.33 276:0.93 279:0.86 281:0.91 282:0.88 283:0.82 284:0.89 285:0.62 289:0.98 290:0.65 292:0.95 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.79 7:0.72 8:0.58 9:0.80 11:0.91 12:0.06 17:0.09 18:0.88 20:0.90 21:0.30 22:0.93 27:0.11 28:0.85 29:0.71 30:0.76 31:0.87 32:0.80 34:0.66 36:0.57 37:0.82 39:0.50 41:0.82 43:0.60 44:0.93 45:0.95 46:0.99 47:0.93 48:0.91 64:0.77 66:0.96 69:0.56 70:0.53 71:0.75 74:0.86 77:0.70 78:0.86 79:0.87 81:0.67 83:0.91 86:0.88 91:0.56 96:0.70 97:0.94 98:0.93 100:0.86 101:0.52 104:0.92 106:0.81 107:1.00 108:0.43 110:0.99 111:0.84 114:0.65 117:0.86 120:0.56 122:0.51 123:0.42 125:0.97 126:0.54 127:0.56 129:0.05 135:0.86 137:0.87 139:0.91 140:0.45 144:0.85 145:0.74 146:0.95 147:0.96 149:0.86 150:0.80 151:0.53 152:0.85 153:0.72 154:0.70 155:0.67 158:0.79 159:0.62 160:0.96 161:0.63 162:0.76 164:0.64 165:0.93 167:0.45 169:0.83 172:0.90 173:0.48 176:0.73 177:0.70 179:0.30 181:0.55 186:0.86 187:0.95 189:0.81 192:0.87 195:0.80 196:0.90 201:0.93 202:0.58 204:0.85 206:0.81 208:0.64 212:0.60 215:0.44 216:0.74 219:0.89 220:0.87 222:0.25 230:0.75 233:0.76 235:0.60 238:0.87 241:0.30 242:0.45 243:0.96 247:0.67 248:0.52 253:0.54 254:0.74 255:0.95 256:0.58 259:0.21 260:0.56 261:0.87 262:0.93 265:0.93 266:0.63 267:0.23 268:0.62 271:0.33 276:0.82 279:0.82 281:0.91 282:0.88 283:0.82 284:0.92 285:0.62 289:0.98 290:0.65 292:0.95 297:0.36 300:0.70\n2 1:0.74 6:0.92 7:0.81 8:0.86 9:0.80 11:0.92 12:0.06 17:0.66 18:0.98 20:0.94 21:0.13 22:0.93 27:0.19 28:0.85 29:0.71 30:0.84 31:0.98 32:0.80 34:0.69 36:0.25 37:0.93 39:0.50 41:0.96 43:0.97 44:0.93 45:0.99 46:0.99 47:0.93 48:0.98 60:1.00 64:0.77 66:0.27 69:0.10 70:0.50 71:0.75 74:0.95 77:0.89 78:0.98 79:0.98 81:0.77 83:0.91 85:0.91 86:0.99 91:0.66 96:0.94 97:0.89 98:0.36 100:0.98 101:0.87 104:0.82 106:0.81 107:1.00 108:0.83 110:0.99 111:0.98 114:0.79 117:0.86 120:0.89 121:0.97 122:0.86 123:0.83 124:0.87 125:0.99 126:0.54 127:0.93 129:0.89 133:0.87 135:0.89 137:0.98 139:0.99 140:0.45 144:0.85 145:0.80 146:0.42 147:0.49 149:0.99 150:0.85 151:0.96 152:0.94 153:0.86 154:0.97 155:0.67 158:0.92 159:0.88 160:0.99 161:0.63 162:0.82 164:0.86 165:0.93 167:0.44 169:0.97 172:0.94 173:0.08 176:0.73 177:0.70 179:0.13 181:0.55 186:0.98 187:0.21 189:0.94 191:0.91 192:0.87 195:0.96 196:0.99 201:0.93 202:0.77 204:0.89 206:0.81 208:0.64 212:0.90 215:0.61 216:0.61 219:0.95 220:0.74 222:0.25 230:0.87 233:0.76 235:0.31 238:0.95 241:0.02 242:0.39 243:0.12 245:0.98 247:0.82 248:0.92 253:0.97 255:0.95 256:0.83 259:0.21 260:0.89 261:0.97 262:0.93 265:0.38 266:0.87 267:0.79 268:0.83 271:0.33 276:0.96 279:0.86 281:0.91 282:0.88 283:0.82 284:0.98 285:0.62 289:0.98 290:0.79 292:0.95 297:0.36 299:0.97 300:0.98\n1 10:0.99 17:0.88 21:0.13 27:0.39 29:0.71 30:0.44 34:0.19 36:0.17 37:0.37 39:0.80 43:0.19 48:0.91 55:0.42 66:0.93 69:0.15 70:0.53 71:0.83 74:0.28 75:0.96 81:0.42 83:0.56 91:0.31 98:0.91 102:0.95 108:0.12 122:0.95 123:0.12 126:0.24 127:0.50 129:0.05 131:0.61 135:0.56 139:0.67 145:0.52 146:0.80 147:0.83 149:0.42 150:0.46 154:0.21 155:0.49 157:0.61 159:0.36 166:0.61 170:0.87 172:0.82 173:0.29 174:0.98 175:0.75 177:0.70 178:0.55 179:0.42 182:0.61 187:0.39 192:0.45 193:0.98 195:0.61 197:0.99 204:0.79 208:0.50 212:0.83 216:0.28 222:0.35 226:0.96 227:0.61 229:0.61 231:0.62 235:0.12 236:0.92 239:0.99 241:0.46 242:0.79 243:0.93 244:0.83 246:0.61 247:0.55 253:0.25 254:0.95 257:0.65 259:0.21 265:0.91 266:0.38 267:0.44 271:0.73 276:0.71 277:0.69 281:0.91 287:0.61 300:0.43\n0 8:0.68 10:0.98 11:0.46 17:0.62 18:0.63 21:0.78 23:0.98 27:0.63 29:0.71 30:0.27 34:0.92 36:0.48 37:0.26 39:0.80 43:0.57 45:0.66 55:0.52 62:0.98 66:0.84 69:0.12 70:0.72 71:0.83 74:0.29 86:0.66 91:0.69 98:0.76 101:0.47 108:0.10 122:0.95 123:0.10 124:0.37 127:0.47 128:0.96 129:0.05 131:0.61 133:0.36 135:0.82 139:0.65 140:0.92 146:0.83 147:0.86 149:0.41 151:0.53 153:0.46 154:0.45 157:0.61 159:0.52 162:0.50 166:0.61 168:0.96 170:0.87 172:0.74 173:0.17 174:0.96 177:0.88 178:0.51 179:0.52 182:0.61 187:0.39 190:0.95 197:0.98 202:0.79 205:0.98 212:0.73 216:0.44 220:0.87 222:0.35 227:0.61 229:0.61 231:0.63 235:0.12 239:0.97 241:0.37 242:0.72 243:0.85 244:0.83 245:0.58 246:0.61 247:0.76 248:0.57 253:0.26 256:0.73 259:0.21 265:0.76 266:0.47 267:0.82 268:0.72 271:0.73 276:0.61 285:0.46 287:0.61 300:0.55\n0 10:0.84 17:0.45 18:0.64 21:0.78 27:0.34 29:0.71 30:0.76 34:0.52 36:0.41 37:0.46 39:0.80 43:0.12 55:0.71 66:0.36 69:0.76 70:0.15 71:0.83 86:0.64 91:0.09 98:0.15 108:0.60 122:0.93 123:0.57 124:0.52 127:0.18 129:0.05 131:0.61 133:0.39 135:0.92 139:0.63 145:0.65 146:0.28 147:0.34 149:0.10 154:0.09 157:0.61 159:0.49 163:0.98 166:0.61 170:0.87 172:0.10 173:0.60 174:0.79 175:0.91 177:0.38 178:0.55 179:0.93 182:0.61 187:0.87 197:0.83 212:0.95 216:0.53 222:0.35 227:0.61 229:0.61 231:0.61 235:0.31 239:0.83 241:0.24 242:0.82 243:0.51 244:0.93 245:0.37 246:0.61 247:0.12 253:0.20 257:0.84 259:0.21 265:0.16 266:0.12 267:0.19 271:0.73 276:0.14 277:0.87 287:0.61 300:0.13\n0 8:0.65 10:0.98 17:0.69 18:0.68 21:0.78 23:0.98 27:0.49 29:0.71 30:0.33 34:0.47 36:0.88 37:0.35 39:0.80 43:0.19 55:0.92 62:0.99 66:0.05 69:0.35 70:0.70 71:0.83 74:0.27 75:0.96 86:0.67 91:0.17 98:0.19 108:0.99 120:0.78 122:0.95 123:0.99 124:1.00 127:0.98 128:0.99 129:0.93 131:0.80 133:1.00 135:0.18 139:0.65 140:0.80 146:0.85 147:0.88 149:0.43 151:0.70 153:0.72 154:0.08 157:0.61 159:0.99 162:0.51 163:0.94 164:0.66 166:0.61 168:0.99 170:0.87 172:0.57 173:0.06 174:1.00 175:0.75 177:0.70 178:0.42 179:0.12 182:0.61 187:0.68 190:0.95 191:0.70 197:0.99 202:0.82 205:0.98 212:0.15 216:0.56 220:0.74 222:0.35 226:0.96 227:0.82 229:0.61 231:0.62 235:0.05 239:0.98 241:0.46 242:0.62 243:0.11 244:0.83 245:0.89 246:0.61 247:0.95 248:0.79 253:0.25 254:0.74 256:0.73 257:0.65 259:0.21 260:0.78 265:0.21 266:0.98 267:0.84 268:0.76 271:0.73 276:0.97 277:0.87 285:0.50 287:0.61 300:0.84\n1 10:0.85 11:0.50 17:0.64 18:0.78 21:0.13 27:0.24 29:0.71 30:0.90 34:0.75 36:0.20 37:0.65 39:0.80 43:0.58 45:0.77 55:0.45 64:0.77 66:0.96 69:0.17 70:0.36 71:0.83 74:0.44 81:0.36 86:0.76 91:0.22 98:0.94 101:0.47 106:0.81 108:0.14 123:0.13 126:0.32 127:0.60 129:0.05 131:0.61 135:0.87 139:0.72 144:0.57 146:0.82 147:0.85 149:0.67 150:0.37 154:0.46 157:0.91 159:0.38 166:0.72 170:0.87 172:0.91 173:0.31 174:0.79 177:0.88 178:0.55 179:0.28 182:0.80 187:0.39 192:0.46 197:0.82 201:0.58 206:0.81 212:0.90 215:0.84 216:0.76 222:0.35 227:0.61 229:0.61 231:0.65 235:0.22 239:0.84 241:0.18 242:0.77 243:0.97 244:0.83 246:0.61 247:0.84 253:0.37 259:0.21 265:0.94 266:0.38 267:0.52 271:0.73 276:0.83 287:0.61 297:0.36 300:0.55\n0 8:0.73 10:0.87 17:0.08 18:0.63 21:0.13 27:0.11 29:0.71 30:0.91 31:0.90 34:0.30 36:0.91 37:0.84 39:0.80 43:0.07 44:0.88 48:0.91 55:0.92 64:0.77 66:0.43 69:0.96 70:0.22 71:0.83 74:0.26 79:0.90 81:0.30 86:0.67 91:0.18 98:0.62 102:0.96 108:0.86 123:0.85 124:0.76 126:0.24 127:0.31 129:0.05 131:0.61 133:0.74 135:0.96 137:0.90 139:0.72 140:0.80 145:0.65 146:0.63 147:0.27 149:0.12 150:0.34 151:0.57 153:0.48 154:0.17 157:0.61 159:0.70 162:0.62 163:0.94 166:0.61 170:0.87 172:0.48 173:0.97 174:0.88 175:0.75 177:0.38 178:0.42 179:0.53 182:0.61 187:0.95 190:0.95 193:0.97 195:0.92 196:0.90 197:0.85 202:0.50 212:0.61 216:0.68 220:0.74 222:0.35 227:0.61 229:0.61 231:0.63 235:0.12 239:0.90 241:0.12 242:0.33 243:0.25 244:0.83 245:0.63 246:0.61 247:0.76 248:0.56 253:0.24 254:0.80 256:0.45 257:0.84 259:0.21 265:0.63 266:0.54 267:0.18 268:0.46 271:0.73 276:0.57 277:0.87 281:0.86 284:0.88 285:0.46 287:0.61 300:0.25\n0 8:0.79 10:0.97 11:0.46 17:0.72 18:0.57 21:0.30 23:0.99 27:0.53 29:0.71 30:0.08 33:0.97 34:0.78 36:0.49 37:0.49 39:0.80 43:0.20 45:0.66 55:0.96 62:0.99 66:0.12 69:0.17 70:1.00 71:0.83 74:0.26 75:0.96 81:0.38 86:0.59 91:0.02 98:0.14 101:0.47 108:0.14 122:0.95 123:0.13 124:0.99 126:0.24 127:0.99 128:0.98 129:0.96 131:0.61 133:0.99 135:0.19 139:0.57 140:0.80 146:0.72 147:0.76 149:0.38 150:0.42 151:0.63 153:0.72 154:0.09 157:0.61 159:0.99 162:0.54 166:0.61 168:0.98 170:0.87 172:0.61 173:0.05 174:0.99 175:0.91 177:0.38 178:0.42 179:0.28 182:0.61 187:0.39 190:0.95 191:0.70 193:0.96 197:0.98 202:0.78 205:0.99 212:0.17 216:0.87 220:0.74 222:0.35 226:0.96 227:0.61 229:0.61 231:0.61 235:0.31 236:0.92 239:0.97 241:0.32 242:0.61 243:0.33 244:0.83 245:0.71 246:0.61 247:0.91 248:0.68 253:0.24 256:0.75 257:0.84 259:0.21 265:0.14 266:1.00 267:0.96 268:0.75 271:0.73 276:0.86 277:0.87 285:0.46 287:0.61 291:0.97 300:1.00\n0 10:0.87 17:0.12 18:0.59 21:0.78 27:0.45 29:0.71 30:0.11 34:0.79 36:0.31 37:0.50 39:0.80 43:0.09 55:0.52 66:0.47 69:0.93 70:0.54 71:0.83 74:0.26 86:0.63 91:0.15 98:0.21 108:0.85 122:0.80 123:0.84 124:0.65 127:0.19 129:0.05 131:0.61 133:0.59 135:0.89 139:0.61 145:0.40 146:0.38 147:0.05 149:0.08 154:0.16 157:0.61 159:0.47 163:0.75 166:0.61 170:0.87 172:0.21 173:0.90 174:0.86 175:0.75 177:0.05 178:0.55 179:0.75 182:0.61 187:0.68 197:0.85 212:0.30 216:0.77 222:0.35 227:0.61 229:0.61 231:0.61 235:0.42 239:0.85 241:0.30 242:0.33 243:0.23 244:0.61 245:0.42 246:0.61 247:0.39 253:0.24 254:0.99 257:0.93 259:0.21 265:0.23 266:0.27 267:0.73 271:0.73 276:0.25 277:0.69 287:0.61 300:0.33\n0 8:0.64 10:0.99 17:0.24 21:0.30 23:1.00 27:0.21 29:0.71 30:0.33 33:0.97 34:0.53 36:0.79 37:0.74 39:0.80 43:0.20 55:0.59 62:1.00 66:0.26 69:0.94 70:0.73 71:0.83 74:0.26 75:0.96 81:0.38 91:0.86 98:0.66 108:0.87 122:0.95 123:0.66 124:0.77 126:0.24 127:0.96 128:1.00 129:0.05 131:0.61 133:0.74 135:0.17 140:0.45 146:0.80 147:0.63 149:0.46 150:0.42 151:0.84 153:0.98 154:0.13 157:0.61 159:0.80 162:0.69 166:0.61 168:1.00 170:0.87 172:0.76 173:0.93 174:0.99 175:0.91 177:0.05 179:0.31 182:0.61 187:0.39 190:0.95 191:0.78 193:0.97 197:0.99 202:0.90 205:1.00 212:0.72 216:0.95 222:0.35 226:0.98 227:0.61 229:0.61 231:0.61 235:0.31 236:0.92 239:0.99 241:0.52 242:0.81 243:0.25 244:0.83 245:0.90 246:0.61 247:0.47 248:0.96 253:0.24 254:0.92 256:0.92 257:0.93 259:0.21 265:0.53 266:0.87 267:0.85 268:0.92 271:0.73 276:0.84 277:0.95 285:0.46 287:0.61 291:0.97 300:0.70\n0 10:0.85 17:0.36 18:0.68 21:0.78 27:0.45 29:0.71 30:0.91 34:0.88 36:0.20 37:0.50 39:0.80 43:0.11 55:0.71 66:0.69 69:0.79 70:0.13 71:0.83 74:0.27 86:0.69 91:0.12 98:0.32 108:0.62 122:0.93 123:0.60 127:0.12 129:0.05 131:0.61 135:0.54 139:0.66 145:0.50 146:0.40 147:0.47 149:0.08 154:0.18 157:0.61 159:0.15 163:0.81 166:0.61 170:0.87 172:0.21 173:0.80 174:0.79 175:0.75 177:0.70 178:0.55 179:0.50 182:0.61 187:0.68 197:0.81 212:0.61 216:0.77 222:0.35 227:0.61 229:0.61 231:0.61 235:0.84 239:0.83 241:0.10 242:0.63 243:0.73 244:0.83 246:0.61 247:0.30 253:0.25 254:0.98 257:0.65 259:0.21 265:0.35 266:0.17 267:0.36 271:0.73 276:0.23 277:0.69 283:0.67 287:0.61 300:0.13\n0 10:0.99 17:0.76 18:0.63 21:0.13 23:0.95 27:0.38 29:0.71 30:0.21 33:0.97 34:0.50 36:0.63 37:0.58 39:0.80 43:0.16 55:0.45 62:0.98 66:0.94 69:0.54 70:0.68 71:0.83 75:0.96 81:0.42 86:0.64 91:0.70 98:0.94 102:0.95 108:0.42 122:0.95 123:0.40 126:0.24 127:0.62 128:0.97 129:0.05 131:0.61 135:0.79 139:0.63 140:0.45 145:0.79 146:0.89 147:0.91 149:0.39 150:0.46 151:0.61 153:0.48 154:0.47 157:0.61 159:0.48 162:0.86 166:0.61 168:0.97 170:0.87 172:0.83 173:0.56 174:0.98 175:0.75 177:0.70 179:0.43 182:0.61 187:0.68 190:0.95 193:0.97 195:0.68 197:0.99 202:0.36 205:0.95 212:0.71 216:0.60 220:0.62 222:0.35 226:0.98 227:0.61 229:0.61 231:0.61 235:0.12 236:0.92 239:0.99 241:0.24 242:0.78 243:0.94 244:0.83 246:0.61 247:0.60 248:0.59 253:0.20 254:0.86 256:0.45 257:0.65 259:0.21 265:0.94 266:0.54 267:0.85 268:0.46 271:0.73 276:0.73 277:0.69 285:0.46 287:0.61 291:0.97 300:0.55\n1 10:0.85 11:0.50 17:0.61 18:0.79 21:0.13 27:0.24 29:0.71 30:0.94 34:0.61 36:0.22 37:0.65 39:0.80 43:0.60 45:0.73 55:0.45 64:0.77 66:0.96 69:0.17 70:0.27 71:0.83 74:0.41 81:0.36 86:0.77 91:0.27 98:0.95 101:0.47 106:0.81 108:0.14 123:0.13 126:0.32 127:0.67 129:0.05 131:0.61 135:0.71 139:0.72 144:0.57 146:0.79 147:0.82 149:0.65 150:0.37 154:0.49 157:0.87 159:0.35 166:0.72 170:0.87 172:0.90 173:0.34 174:0.79 177:0.88 178:0.55 179:0.31 182:0.77 187:0.39 192:0.46 197:0.82 201:0.58 206:0.81 212:0.92 215:0.84 216:0.76 222:0.35 227:0.61 229:0.61 231:0.65 235:0.22 239:0.84 241:0.18 242:0.78 243:0.96 244:0.83 246:0.61 247:0.82 253:0.36 259:0.21 265:0.95 266:0.27 267:0.65 271:0.73 276:0.82 287:0.61 297:0.36 300:0.55\n0 8:0.78 10:0.85 17:0.32 18:0.57 21:0.78 27:0.21 29:0.71 30:0.13 34:0.49 36:0.77 37:0.74 39:0.80 43:0.19 55:0.92 66:0.10 69:0.40 70:0.97 71:0.83 74:0.30 86:0.59 91:0.76 96:0.74 98:0.20 108:0.31 120:0.89 122:0.41 123:0.30 124:0.95 127:0.96 129:0.81 131:0.85 133:0.94 135:0.23 139:0.57 140:0.87 146:0.64 147:0.69 149:0.21 151:0.79 153:0.91 154:0.12 157:0.61 159:0.94 162:0.47 163:0.86 164:0.79 166:0.61 170:0.87 172:0.21 173:0.10 174:0.86 175:0.91 177:0.38 178:0.48 179:0.68 182:0.61 187:0.39 190:0.95 191:0.76 197:0.85 202:0.91 212:0.12 216:0.95 222:0.35 227:0.86 229:0.61 231:0.69 235:0.42 239:0.84 241:0.03 242:0.13 243:0.29 244:0.93 245:0.55 246:0.61 247:0.84 248:0.84 253:0.53 256:0.77 257:0.84 259:0.21 260:0.89 265:0.22 266:0.95 267:0.85 268:0.76 271:0.73 276:0.58 277:0.87 283:0.82 285:0.50 287:0.61 300:0.84\n0 8:0.86 10:0.90 17:0.72 18:0.79 21:0.13 27:0.24 29:0.71 30:0.19 31:0.93 34:0.84 36:0.19 37:0.65 39:0.80 43:0.19 55:0.71 64:0.77 66:0.08 69:0.15 70:0.63 71:0.83 74:0.27 79:0.93 81:0.30 86:0.76 91:0.61 98:0.23 108:0.12 122:0.95 123:0.87 124:0.92 126:0.24 127:0.94 129:0.89 131:0.61 133:0.91 135:0.89 137:0.93 139:0.72 140:0.80 145:0.80 146:0.36 147:0.43 149:0.21 150:0.34 151:0.61 153:0.48 154:0.23 157:0.61 159:0.82 162:0.55 166:0.61 170:0.87 172:0.16 173:0.10 174:0.93 175:0.91 177:0.38 178:0.42 179:0.71 182:0.61 187:0.39 190:0.95 196:0.91 197:0.91 202:0.70 212:0.12 216:0.76 220:0.74 222:0.35 227:0.61 229:0.61 231:0.62 235:0.12 239:0.89 241:0.24 242:0.33 243:0.25 244:0.83 245:0.56 246:0.61 247:0.79 248:0.62 253:0.25 254:0.94 256:0.64 257:0.84 259:0.21 265:0.21 266:0.92 267:0.59 268:0.67 271:0.73 276:0.54 277:0.95 284:0.94 285:0.46 287:0.61 300:0.43\n2 1:0.67 8:0.95 9:0.75 10:0.85 11:0.50 17:0.69 18:0.77 21:0.05 27:0.24 29:0.71 30:0.67 31:0.92 34:0.45 36:0.19 37:0.65 39:0.80 43:0.59 45:0.95 55:0.45 64:0.77 66:0.98 69:0.17 70:0.56 71:0.83 74:0.78 79:0.92 81:0.59 83:0.56 86:0.75 91:0.67 96:0.87 98:0.96 99:0.83 101:0.47 106:0.81 108:0.14 114:0.95 117:0.86 120:0.79 123:0.13 126:0.51 127:0.72 129:0.05 131:0.85 135:0.80 137:0.92 139:0.71 140:0.80 144:0.57 146:0.92 147:0.94 149:0.90 150:0.52 151:0.80 153:0.78 154:0.37 155:0.64 157:0.98 159:0.55 162:0.79 164:0.71 165:0.65 166:0.79 170:0.87 172:0.96 173:0.21 174:0.79 176:0.70 177:0.88 179:0.19 182:0.94 187:0.39 190:0.89 192:0.98 196:0.91 197:0.81 201:0.64 202:0.60 206:0.81 208:0.61 212:0.91 215:0.91 216:0.76 222:0.35 227:0.86 229:0.97 231:0.70 232:0.96 235:0.22 239:0.84 241:0.35 242:0.57 243:0.98 244:0.61 246:0.90 247:0.90 248:0.73 253:0.89 254:0.84 255:0.77 256:0.58 259:0.21 260:0.79 265:0.96 266:0.27 267:0.73 268:0.65 271:0.73 276:0.92 284:0.91 285:0.60 287:0.92 290:0.95 297:0.36 300:0.55\n0 8:0.83 10:0.79 17:0.55 18:0.57 21:0.78 27:0.52 29:0.71 30:0.76 34:0.33 36:0.62 37:0.43 39:0.80 43:0.06 55:0.99 66:0.09 69:0.98 70:0.22 71:0.83 74:0.25 86:0.59 91:0.02 98:0.05 108:0.96 122:0.77 123:0.96 124:0.86 127:0.43 129:0.93 131:0.61 133:0.84 135:0.81 139:0.58 145:0.56 146:0.05 147:0.05 149:0.05 154:0.06 157:0.61 159:0.97 163:1.00 166:0.61 170:0.87 172:0.05 173:0.80 174:0.79 175:0.97 177:0.05 178:0.55 179:0.95 182:0.61 187:0.68 197:0.79 202:0.36 212:0.42 216:0.79 222:0.35 227:0.61 229:0.61 231:0.61 235:0.60 239:0.79 241:0.05 242:0.45 243:0.26 244:0.93 245:0.38 246:0.61 247:0.35 253:0.22 257:0.93 259:0.21 265:0.05 266:0.23 267:0.44 271:0.73 276:0.24 277:0.95 287:0.61 300:0.18\n0 6:0.90 8:0.81 9:0.76 11:0.81 12:0.69 17:0.62 18:0.97 20:0.84 21:0.78 22:0.93 28:0.68 29:0.71 30:0.75 31:0.93 34:0.36 36:0.56 37:0.98 39:0.56 43:0.61 45:0.98 46:0.88 47:0.93 66:0.78 69:0.76 70:0.41 71:0.81 74:0.90 78:0.75 79:0.94 83:0.60 86:0.98 91:0.51 96:0.83 97:0.94 98:0.78 100:0.79 101:0.52 107:0.97 108:0.78 110:0.96 111:0.75 117:0.86 122:0.80 123:0.77 124:0.41 125:0.88 127:0.46 129:0.59 131:0.86 133:0.46 135:0.24 137:0.93 139:0.98 140:0.80 144:0.76 145:0.83 146:0.41 147:0.48 149:0.94 151:0.83 152:0.81 153:0.69 154:0.67 155:0.58 157:0.87 158:0.79 159:0.70 160:0.88 161:0.79 162:0.59 166:0.61 167:0.72 169:0.77 172:0.95 173:0.64 177:0.70 178:0.42 179:0.17 181:0.55 182:0.78 186:0.76 187:0.39 189:0.92 190:0.77 191:0.70 192:0.51 196:0.97 202:0.55 208:0.54 212:0.90 216:0.95 219:0.92 222:0.84 227:0.94 229:0.87 231:0.70 232:0.85 235:0.05 238:0.94 241:0.54 242:0.61 243:0.19 245:0.95 246:0.61 247:0.55 248:0.75 253:0.84 254:0.92 255:0.74 256:0.45 259:0.21 261:0.78 262:0.93 265:0.78 266:0.54 267:0.69 268:0.55 276:0.91 279:0.82 284:0.87 285:0.56 287:0.95 289:0.94 292:0.95 300:0.70\n1 1:0.74 6:0.87 7:0.66 8:0.67 9:0.80 11:0.87 12:0.69 17:0.98 18:0.81 20:0.91 21:0.40 27:0.31 28:0.68 29:0.71 30:0.33 31:0.98 32:0.80 34:0.97 36:0.78 37:0.32 39:0.56 41:0.96 43:0.95 44:0.93 45:0.73 46:0.95 48:0.91 60:0.87 64:0.77 66:0.45 69:0.19 70:0.89 71:0.81 74:0.80 76:0.85 77:0.70 78:0.79 79:0.98 81:0.61 83:0.91 85:0.80 86:0.92 91:0.69 96:0.93 98:0.34 100:0.85 101:0.97 104:0.88 106:0.81 107:0.97 108:0.15 110:0.96 111:0.79 114:0.62 120:0.95 123:0.15 124:0.67 125:0.97 126:0.54 127:0.85 129:0.59 131:0.86 133:0.61 135:0.72 137:0.98 139:0.94 140:0.93 144:0.76 145:0.87 146:0.42 147:0.49 149:0.81 150:0.78 151:0.96 152:0.86 153:0.48 154:0.95 155:0.67 157:0.81 158:0.87 159:0.57 160:0.99 161:0.79 162:0.79 164:0.91 165:0.93 166:0.80 167:0.64 169:0.82 172:0.61 173:0.23 176:0.73 177:0.70 179:0.57 181:0.55 182:0.78 186:0.79 187:0.21 189:0.89 192:0.87 195:0.73 196:0.99 201:0.93 202:0.89 206:0.81 208:0.64 212:0.78 215:0.42 216:0.47 219:0.95 220:0.62 222:0.84 227:0.94 229:0.88 230:0.69 231:0.71 233:0.76 235:0.68 238:0.94 241:0.21 242:0.58 243:0.58 245:0.77 246:0.93 247:0.55 248:0.90 253:0.94 255:0.95 256:0.93 259:0.21 260:0.93 261:0.85 265:0.36 266:0.63 267:0.52 268:0.92 276:0.59 279:0.86 281:0.91 282:0.88 283:0.82 284:0.98 285:0.62 287:0.95 289:0.96 290:0.62 292:0.91 297:0.36 299:0.88 300:0.84\n1 6:0.85 7:0.66 11:0.81 12:0.69 17:0.62 18:0.63 20:0.76 21:0.40 27:0.67 28:0.68 29:0.71 30:0.08 32:0.78 34:0.92 36:0.25 37:0.44 39:0.56 43:0.12 44:0.93 45:0.66 46:0.88 66:0.64 69:0.73 70:0.74 71:0.81 74:0.54 77:0.70 78:0.72 81:0.31 86:0.74 91:0.44 98:0.46 100:0.73 101:0.52 107:0.93 108:0.56 110:0.93 111:0.72 123:0.53 124:0.42 125:0.88 126:0.26 127:0.20 129:0.05 131:0.61 133:0.37 135:0.74 139:0.80 144:0.76 145:0.67 146:0.48 147:0.54 149:0.11 150:0.29 152:0.79 154:0.69 157:0.76 159:0.25 160:0.88 161:0.79 166:0.61 167:0.63 169:0.75 172:0.32 173:0.79 177:0.70 178:0.55 179:0.71 181:0.55 182:0.73 186:0.73 187:0.39 195:0.66 212:0.23 215:0.42 216:0.56 222:0.84 227:0.61 229:0.61 230:0.69 231:0.63 233:0.73 235:0.42 241:0.15 242:0.73 243:0.69 245:0.43 246:0.61 247:0.35 253:0.37 254:0.95 259:0.21 261:0.76 265:0.48 266:0.38 267:0.52 276:0.29 282:0.86 287:0.61 289:0.93 297:0.36 300:0.43\n1 1:0.74 7:0.81 9:0.80 11:0.87 12:0.69 17:0.98 18:0.84 21:0.54 22:0.93 27:0.28 28:0.68 29:0.71 30:0.62 31:0.87 32:0.80 34:0.52 36:0.33 37:0.37 39:0.56 41:0.82 43:0.97 44:0.93 45:0.73 46:0.96 47:0.93 60:0.87 64:0.77 66:0.79 69:0.27 70:0.53 71:0.81 74:0.85 77:0.70 79:0.87 81:0.54 83:0.91 85:0.88 86:0.93 91:0.31 96:0.69 98:0.62 101:0.97 107:0.97 108:0.21 110:0.96 114:0.59 117:0.86 120:0.55 121:0.99 123:0.20 124:0.39 125:0.98 126:0.54 127:0.30 129:0.05 131:0.86 133:0.43 135:0.51 137:0.87 139:0.96 140:0.45 144:0.76 145:0.88 146:0.75 147:0.79 149:0.91 150:0.75 151:0.52 153:0.48 154:0.97 155:0.67 157:0.82 158:0.92 159:0.47 160:0.96 161:0.79 162:0.86 164:0.57 165:0.93 166:0.79 167:0.56 172:0.75 173:0.24 176:0.73 177:0.70 179:0.39 181:0.55 182:0.78 187:0.21 192:0.87 195:0.78 196:0.91 201:0.93 202:0.36 204:0.89 208:0.64 212:0.82 215:0.39 216:0.51 219:0.95 220:0.87 222:0.84 227:0.94 229:0.87 230:0.86 231:0.70 232:0.98 233:0.73 235:0.88 241:0.01 242:0.45 243:0.80 245:0.68 246:0.93 247:0.67 248:0.51 253:0.50 255:0.95 256:0.45 259:0.21 260:0.56 262:0.93 265:0.63 266:0.47 267:0.52 268:0.46 276:0.60 279:0.86 281:0.89 282:0.88 283:0.82 284:0.89 285:0.62 287:0.95 289:0.96 290:0.59 292:0.95 297:0.36 299:0.88 300:0.55\n1 1:0.74 6:0.86 7:0.66 8:0.70 9:0.80 11:0.81 12:0.69 17:0.98 18:0.78 20:0.89 27:0.20 28:0.68 29:0.71 30:0.41 31:0.94 32:0.80 34:0.42 36:0.43 37:0.70 39:0.56 41:0.82 43:0.58 44:0.93 45:0.81 46:0.88 60:0.87 64:0.77 66:0.86 69:0.75 70:0.36 71:0.81 74:0.78 77:0.70 78:0.84 79:0.93 81:0.90 83:0.91 86:0.88 91:0.56 96:0.80 98:0.71 100:0.91 101:0.52 104:0.91 106:0.81 107:0.96 108:0.58 110:0.96 111:0.86 114:0.98 120:0.69 123:0.56 125:1.00 126:0.54 127:0.22 129:0.05 131:0.86 135:0.47 137:0.94 139:0.93 140:0.45 144:0.76 145:0.70 146:0.54 147:0.60 149:0.27 150:0.94 151:0.87 152:0.85 153:0.48 154:0.72 155:0.67 157:0.81 158:0.92 159:0.19 160:0.96 161:0.79 162:0.86 164:0.57 165:0.93 166:0.80 167:0.55 169:0.88 172:0.59 173:0.91 176:0.73 177:0.70 179:0.50 181:0.55 182:0.78 186:0.84 187:0.21 189:0.88 192:0.87 195:0.56 196:0.96 201:0.93 202:0.36 204:0.85 206:0.81 208:0.64 212:0.78 215:0.96 216:0.03 219:0.95 222:0.84 227:0.94 229:0.87 230:0.69 231:0.70 232:0.79 233:0.76 235:0.12 238:0.94 242:0.33 243:0.86 246:0.93 247:0.67 248:0.77 253:0.85 254:0.80 255:0.95 256:0.45 259:0.21 260:0.70 261:0.90 265:0.72 266:0.38 267:0.69 268:0.46 276:0.43 279:0.86 281:0.89 282:0.88 283:0.82 284:0.89 285:0.62 287:0.95 289:0.96 290:0.98 292:0.95 297:0.36 299:0.88 300:0.25\n2 1:0.74 6:0.94 7:0.66 8:0.89 9:0.80 11:0.87 12:0.69 17:0.98 18:0.75 20:0.85 21:0.22 22:0.93 27:0.35 28:0.68 29:0.71 30:0.62 31:0.95 32:0.75 34:0.79 36:0.46 37:0.60 39:0.56 41:0.88 43:0.80 44:0.93 45:0.73 46:0.94 47:0.93 64:0.77 66:0.36 69:0.41 70:0.54 71:0.81 74:0.69 77:0.70 78:0.77 79:0.95 81:0.70 83:0.91 85:0.72 86:0.85 91:0.64 96:0.85 98:0.45 100:0.82 101:0.97 104:0.98 106:0.81 107:0.96 108:0.56 110:0.95 111:0.77 114:0.71 117:0.86 120:0.78 122:0.57 123:0.54 124:0.70 125:0.99 126:0.54 127:0.51 129:0.59 131:0.86 133:0.66 135:0.51 137:0.95 139:0.88 140:0.80 144:0.76 145:0.70 146:0.22 147:0.27 149:0.62 150:0.82 151:0.93 152:0.80 153:0.77 154:0.81 155:0.67 157:0.80 159:0.36 160:0.97 161:0.79 162:0.86 164:0.72 165:0.93 166:0.80 167:0.59 169:0.79 172:0.32 173:0.50 176:0.73 177:0.70 179:0.80 181:0.55 182:0.78 186:0.78 187:0.39 189:0.95 192:0.87 195:0.60 196:0.96 201:0.93 202:0.60 204:0.85 206:0.81 208:0.64 212:0.42 215:0.51 216:0.17 220:0.62 222:0.84 227:0.94 229:0.87 230:0.69 231:0.70 232:0.75 233:0.76 235:0.42 238:0.93 241:0.05 242:0.45 243:0.34 245:0.55 246:0.93 247:0.60 248:0.82 253:0.84 255:0.95 256:0.64 259:0.21 260:0.78 261:0.80 262:0.93 265:0.47 266:0.47 267:0.89 268:0.69 276:0.37 281:0.89 282:0.83 283:0.82 284:0.93 285:0.62 287:0.95 289:0.96 290:0.71 297:0.36 300:0.43\n3 6:0.98 7:0.66 8:0.98 9:0.80 12:0.69 17:0.06 20:0.99 21:0.74 25:0.88 27:0.13 28:0.68 29:0.71 30:0.45 31:0.99 32:0.64 34:0.94 36:0.42 37:0.82 39:0.56 41:0.94 43:0.13 46:0.88 55:0.52 66:0.49 69:0.70 70:0.25 71:0.81 78:0.88 79:0.99 81:0.23 83:0.91 91:1.00 96:0.95 98:0.39 100:0.98 104:0.58 107:0.90 108:0.69 110:0.90 111:0.97 120:1.00 123:0.67 124:0.48 125:0.96 126:0.26 127:0.36 129:0.59 131:0.85 133:0.47 135:0.24 137:0.99 140:0.98 144:0.76 145:0.72 146:0.05 147:0.05 149:0.11 150:0.23 151:0.96 152:0.98 153:0.48 154:0.10 155:0.67 157:0.61 159:0.27 160:0.98 161:0.79 162:0.74 163:0.96 164:0.99 166:0.61 167:0.99 169:0.96 172:0.16 173:0.85 175:0.91 177:0.05 179:0.96 181:0.55 182:0.77 186:0.88 189:0.99 191:0.97 192:0.87 195:0.58 202:0.99 208:0.64 212:0.61 215:0.36 216:0.75 222:0.84 227:0.93 229:0.87 230:0.69 231:0.70 233:0.73 235:0.88 238:0.99 241:0.96 242:0.82 243:0.29 244:0.83 245:0.39 246:0.61 247:0.12 248:0.94 253:0.92 255:0.95 256:0.99 257:0.84 259:0.21 260:0.99 261:0.99 265:0.41 266:0.17 267:0.73 268:0.99 276:0.17 277:0.87 283:0.82 284:0.98 285:0.62 287:0.94 289:0.95 297:0.36 300:0.18\n0 11:0.81 12:0.69 17:0.69 18:0.95 21:0.78 22:0.93 28:0.68 29:0.71 30:0.75 34:0.61 36:0.68 37:0.98 39:0.56 43:0.61 45:0.97 46:0.88 47:0.93 66:0.35 69:0.76 70:0.48 71:0.81 74:0.85 83:0.60 86:0.96 91:0.22 97:0.89 98:0.66 101:0.52 107:0.97 108:0.85 110:0.96 117:0.86 122:0.80 123:0.84 124:0.71 125:0.88 127:0.48 129:0.59 131:0.61 133:0.66 135:0.28 139:0.96 144:0.76 145:0.83 146:0.41 147:0.48 149:0.90 154:0.67 155:0.58 157:0.86 158:0.79 159:0.72 160:0.88 161:0.79 166:0.61 167:0.63 172:0.80 173:0.63 177:0.70 178:0.55 179:0.23 181:0.55 182:0.77 187:0.39 192:0.51 208:0.54 212:0.75 216:0.95 219:0.92 222:0.84 227:0.61 229:0.61 231:0.69 232:0.85 235:0.42 241:0.15 242:0.59 243:0.25 245:0.94 246:0.61 247:0.55 253:0.45 254:0.92 259:0.21 262:0.93 265:0.67 266:0.63 267:0.28 276:0.85 277:0.69 279:0.82 287:0.61 289:0.93 292:0.95 300:0.70\n0 11:0.81 12:0.69 17:0.53 18:0.62 21:0.78 27:0.45 28:0.68 29:0.71 30:0.76 34:0.89 36:0.18 37:0.50 39:0.56 43:0.58 45:0.66 46:0.88 66:0.64 69:0.82 70:0.15 71:0.81 74:0.35 86:0.67 91:0.06 98:0.16 101:0.52 107:0.90 108:0.67 110:0.90 122:0.57 123:0.65 125:0.88 127:0.09 129:0.05 131:0.61 135:0.44 139:0.65 144:0.76 145:0.49 146:0.26 147:0.32 149:0.27 154:0.47 157:0.76 159:0.11 160:0.88 161:0.79 163:0.97 166:0.61 167:0.67 172:0.16 173:0.79 177:0.70 178:0.55 179:0.18 181:0.55 182:0.72 187:0.68 212:0.95 216:0.77 222:0.84 227:0.61 229:0.61 231:0.61 235:0.99 241:0.32 242:0.82 243:0.69 244:0.61 246:0.61 247:0.12 253:0.29 259:0.21 265:0.18 266:0.12 267:0.44 276:0.14 287:0.61 289:0.88 300:0.13\n0 11:0.81 12:0.69 17:0.34 18:0.62 21:0.78 27:0.45 28:0.68 29:0.71 30:0.76 34:0.86 36:0.17 37:0.50 39:0.56 43:0.75 45:0.66 46:0.88 66:0.64 69:0.80 70:0.15 71:0.81 74:0.40 86:0.72 91:0.11 98:0.12 101:0.52 107:0.89 108:0.64 110:0.89 122:0.80 123:0.61 125:0.88 127:0.08 129:0.05 131:0.61 135:0.90 139:0.69 144:0.76 145:0.50 146:0.22 147:0.27 149:0.48 154:0.65 157:0.75 159:0.10 160:0.88 161:0.79 163:0.97 166:0.61 167:0.70 172:0.16 173:0.66 177:0.70 178:0.55 179:0.10 181:0.55 182:0.72 187:0.68 212:0.95 216:0.77 222:0.84 227:0.61 229:0.61 231:0.61 235:0.68 241:0.47 242:0.82 243:0.69 246:0.61 247:0.12 253:0.31 254:0.93 259:0.21 265:0.13 266:0.12 267:0.44 276:0.15 287:0.61 289:0.88 300:0.13\n0 1:0.69 8:0.92 9:0.76 11:0.81 12:0.69 17:0.85 18:0.91 20:0.74 21:0.05 22:0.93 27:0.06 28:0.68 29:0.71 30:0.73 31:0.90 34:0.31 36:0.49 37:0.87 39:0.56 43:0.72 44:0.90 45:0.91 46:0.88 47:0.93 64:0.77 66:0.44 69:0.93 70:0.54 71:0.81 74:0.81 77:0.70 78:0.72 79:0.90 81:0.68 83:0.60 86:0.93 91:0.18 96:0.75 97:0.89 98:0.35 99:0.83 100:0.73 101:0.52 107:0.96 108:0.07 110:0.95 111:0.72 114:0.85 117:0.86 122:0.80 123:0.07 124:0.67 125:0.88 126:0.44 127:0.70 129:0.05 131:0.86 133:0.66 135:0.26 137:0.90 139:0.94 140:0.45 144:0.76 145:0.44 146:0.49 147:0.57 149:0.85 150:0.64 151:0.65 152:0.76 153:0.48 154:0.45 155:0.58 157:0.84 158:0.79 159:0.66 160:0.88 161:0.79 162:0.86 165:0.70 166:0.80 167:0.59 169:0.72 172:0.59 173:0.97 176:0.66 177:0.38 179:0.56 181:0.55 182:0.78 186:0.73 187:0.39 190:0.77 192:0.51 195:0.81 196:0.94 201:0.68 202:0.36 204:0.85 208:0.54 212:0.74 216:0.54 219:0.92 220:0.62 222:0.84 227:0.94 229:0.87 231:0.70 232:0.85 235:0.12 241:0.05 242:0.59 243:0.57 245:0.76 246:0.93 247:0.55 248:0.63 253:0.74 254:0.90 255:0.74 256:0.45 257:0.65 259:0.21 261:0.76 262:0.93 265:0.37 266:0.71 267:0.52 268:0.46 276:0.53 277:0.69 279:0.82 281:0.89 282:0.77 284:0.87 285:0.56 287:0.95 289:0.93 290:0.85 292:0.95 300:0.55\n1 6:0.98 7:0.66 8:0.92 9:0.80 12:0.69 17:0.47 20:0.76 21:0.54 25:0.88 27:0.13 28:0.68 29:0.71 30:0.32 31:0.86 32:0.64 34:0.98 36:0.66 37:0.82 39:0.56 41:0.82 43:0.12 46:0.88 55:0.84 66:0.13 69:0.71 70:0.68 71:0.81 78:0.80 79:0.86 81:0.27 83:0.91 91:0.40 96:0.68 98:0.41 100:0.84 104:0.58 107:0.91 108:0.91 110:0.91 111:0.80 120:0.82 123:0.70 124:0.85 125:0.97 126:0.26 127:0.67 129:0.93 131:0.86 133:0.84 135:0.63 137:0.86 140:0.90 144:0.76 145:0.70 146:0.48 147:0.54 149:0.24 150:0.26 151:0.47 152:0.98 153:0.48 154:0.10 155:0.67 157:0.61 159:0.76 160:0.96 161:0.79 162:0.86 163:0.92 164:0.75 166:0.61 167:0.74 169:0.96 172:0.32 173:0.57 175:0.91 177:0.05 179:0.66 181:0.55 182:0.78 186:0.80 187:0.39 190:0.89 192:0.87 195:0.89 202:0.68 208:0.64 212:0.21 215:0.39 216:0.75 222:0.84 227:0.94 229:0.87 230:0.69 231:0.70 233:0.73 235:0.60 241:0.59 242:0.82 243:0.34 244:0.83 245:0.64 246:0.61 247:0.12 248:0.47 253:0.31 255:0.95 256:0.75 257:0.84 259:0.21 260:0.76 261:0.99 265:0.29 266:0.84 267:0.82 268:0.76 276:0.56 277:0.87 284:0.89 285:0.62 287:0.95 289:0.96 297:0.36 300:0.43\n2 1:0.74 6:0.82 8:0.64 9:0.80 11:0.87 12:0.69 17:0.61 18:0.86 20:0.80 21:0.13 27:0.61 28:0.68 29:0.71 30:0.93 31:0.89 34:0.62 36:0.71 37:0.41 39:0.56 41:0.82 43:0.97 45:0.66 46:0.99 64:0.77 66:0.86 69:0.10 70:0.19 71:0.81 74:0.78 78:0.81 79:0.89 81:0.77 83:0.91 85:0.88 86:0.95 91:0.22 96:0.73 98:0.41 100:0.83 101:0.97 107:0.96 108:0.09 110:0.96 111:0.80 114:0.79 120:0.59 122:0.57 123:0.09 125:0.97 126:0.54 127:0.13 129:0.05 131:0.86 135:0.60 137:0.89 139:0.93 140:0.80 144:0.76 146:0.28 147:0.34 149:0.91 150:0.86 151:0.61 152:0.79 153:0.48 154:0.97 155:0.67 157:0.82 159:0.12 160:0.96 161:0.79 162:0.86 164:0.57 165:0.93 166:0.80 167:0.65 169:0.80 172:0.59 173:0.43 176:0.73 177:0.70 179:0.20 181:0.55 182:0.78 186:0.81 187:0.39 189:0.84 192:0.87 196:0.93 201:0.93 202:0.50 208:0.64 212:0.95 215:0.61 216:0.45 220:0.87 222:0.84 227:0.94 229:0.87 231:0.70 235:0.31 238:0.88 241:0.24 242:0.45 243:0.86 246:0.93 247:0.47 248:0.59 253:0.66 255:0.95 256:0.58 259:0.21 260:0.60 261:0.81 265:0.43 266:0.12 267:0.36 268:0.59 276:0.48 284:0.92 285:0.62 287:0.95 289:0.96 290:0.79 297:0.36 300:0.18\n2 6:0.84 7:0.66 8:0.65 11:0.81 12:0.69 17:0.47 18:0.62 20:0.79 21:0.40 27:0.31 28:0.68 29:0.71 30:0.21 32:0.75 34:0.97 36:0.26 37:0.55 39:0.56 43:0.59 44:0.93 45:0.66 46:0.88 66:0.72 69:0.75 70:0.37 71:0.81 74:0.56 77:0.70 78:0.78 81:0.31 86:0.67 91:0.15 98:0.53 100:0.81 101:0.52 104:0.95 106:0.81 107:0.92 108:0.58 110:0.92 111:0.77 122:0.41 123:0.56 125:0.88 126:0.26 127:0.16 129:0.05 131:0.61 135:0.88 139:0.80 144:0.76 145:0.63 146:0.54 147:0.60 149:0.30 150:0.29 152:0.88 154:0.48 155:0.58 157:0.76 159:0.19 160:0.88 161:0.79 163:0.81 166:0.61 167:0.65 169:0.77 172:0.27 173:0.82 177:0.70 178:0.55 179:0.70 181:0.55 182:0.73 186:0.78 187:0.39 189:0.85 192:0.51 195:0.67 204:0.85 206:0.81 208:0.54 212:0.42 215:0.42 216:0.85 222:0.84 227:0.61 229:0.61 230:0.69 231:0.63 233:0.76 235:0.42 238:0.89 241:0.24 242:0.45 243:0.75 244:0.61 246:0.61 247:0.35 253:0.37 259:0.21 261:0.80 265:0.54 266:0.23 267:0.23 276:0.21 281:0.91 282:0.84 283:0.82 287:0.61 289:0.93 297:0.36 300:0.25\n1 1:0.69 8:0.66 9:0.76 11:0.81 12:0.69 17:0.91 18:0.97 20:0.76 21:0.40 22:0.93 27:0.42 28:0.68 29:0.71 30:0.67 31:0.93 34:0.97 36:0.85 37:0.47 39:0.56 43:0.71 45:0.99 46:0.88 47:0.93 64:0.77 66:0.35 69:0.25 70:0.71 71:0.81 74:0.89 77:0.70 78:0.77 79:0.94 81:0.39 83:0.60 86:0.97 91:0.23 96:0.83 97:0.94 98:0.60 99:0.83 100:0.73 101:0.52 107:0.98 108:0.94 110:0.96 111:0.76 114:0.61 117:0.86 122:0.80 123:0.94 124:0.92 125:0.88 126:0.44 127:0.94 129:0.81 131:0.86 133:0.93 135:0.47 137:0.93 139:0.97 140:0.45 144:0.76 145:0.49 146:0.80 147:0.83 149:0.93 150:0.54 151:0.81 152:0.75 153:0.48 154:0.74 155:0.58 157:0.87 158:0.79 159:0.92 160:0.88 161:0.79 162:0.79 165:0.70 166:0.80 167:0.57 169:0.72 172:0.93 173:0.09 176:0.66 177:0.70 179:0.15 181:0.55 182:0.78 186:0.78 187:0.68 190:0.77 192:0.51 195:0.98 196:0.97 201:0.68 202:0.68 204:0.85 208:0.54 212:0.58 216:0.72 219:0.92 220:0.87 222:0.84 227:0.94 229:0.88 231:0.71 232:0.99 235:0.52 241:0.01 242:0.54 243:0.22 245:0.95 246:0.93 247:0.86 248:0.75 253:0.84 254:0.86 255:0.74 256:0.71 259:0.21 261:0.75 262:0.93 265:0.61 266:0.94 267:0.73 268:0.73 276:0.95 279:0.82 281:0.91 282:0.71 284:0.95 285:0.56 287:0.95 289:0.94 290:0.61 292:0.95 300:0.84\n2 1:0.74 6:0.82 8:0.65 11:0.87 12:0.69 17:0.70 18:0.86 20:0.80 21:0.13 27:0.61 28:0.68 29:0.71 30:0.93 34:0.62 36:0.66 37:0.41 39:0.56 43:0.97 45:0.66 46:0.99 64:0.77 66:0.86 69:0.10 70:0.19 71:0.81 74:0.78 78:0.78 81:0.77 83:0.91 85:0.88 86:0.95 91:0.10 98:0.43 100:0.80 101:0.97 107:0.96 108:0.09 110:0.96 111:0.77 114:0.79 122:0.57 123:0.09 125:0.88 126:0.54 127:0.14 129:0.05 131:0.61 135:0.54 139:0.93 144:0.76 146:0.28 147:0.35 149:0.91 150:0.86 152:0.79 154:0.97 155:0.67 157:0.82 159:0.12 160:0.88 161:0.79 165:0.93 166:0.80 167:0.62 169:0.80 172:0.59 173:0.43 176:0.73 177:0.70 178:0.55 179:0.22 181:0.55 182:0.77 186:0.79 187:0.39 189:0.85 192:0.87 201:0.93 208:0.64 212:0.95 215:0.61 216:0.45 222:0.84 227:0.61 229:0.61 231:0.70 235:0.31 238:0.87 241:0.12 242:0.45 243:0.86 246:0.93 247:0.47 253:0.57 259:0.21 261:0.81 265:0.45 266:0.12 267:0.36 276:0.48 287:0.61 289:0.95 290:0.79 297:0.36 300:0.18\n2 1:0.74 6:0.93 7:0.81 8:0.86 9:0.80 11:0.64 12:0.20 17:0.34 20:0.86 21:0.22 27:0.16 28:0.68 30:0.85 32:0.80 34:0.96 36:0.22 37:0.78 39:0.44 41:0.94 43:0.98 60:0.95 66:0.54 69:0.10 70:0.40 74:0.91 77:0.70 78:0.87 81:0.84 83:0.88 85:0.95 91:0.54 96:0.93 98:0.62 100:0.89 101:0.84 104:0.82 108:0.56 111:0.87 114:0.90 120:0.87 121:0.97 122:0.43 123:0.54 124:0.68 126:0.54 127:0.85 129:0.89 131:0.99 133:0.78 135:0.98 140:0.45 144:0.57 145:0.45 146:0.13 147:0.18 149:0.92 150:0.90 151:0.97 152:0.81 153:0.89 154:0.98 155:0.67 157:0.98 158:0.92 159:0.57 161:0.48 162:0.79 164:0.82 165:0.86 166:0.97 167:0.62 169:0.87 172:0.59 173:0.17 176:0.73 177:0.38 179:0.66 181:0.82 182:0.96 186:0.87 187:0.39 189:0.95 191:0.86 192:0.59 195:0.71 201:0.74 202:0.74 204:0.89 208:0.64 212:0.19 215:0.79 216:0.60 222:0.48 227:0.84 229:0.98 230:0.84 231:0.96 232:0.86 233:0.69 235:0.31 238:0.91 241:0.51 242:0.63 243:0.18 245:0.63 246:0.84 247:0.30 248:0.92 253:0.95 255:0.79 256:0.77 259:0.21 260:0.88 261:0.86 265:0.63 266:0.63 267:0.91 268:0.79 271:0.60 276:0.56 279:0.86 282:0.88 283:0.82 285:0.62 287:0.87 290:0.90 297:0.36 299:0.88 300:0.43\n2 1:0.74 6:0.82 7:0.81 8:0.63 9:0.80 11:0.64 12:0.20 17:0.43 20:0.85 21:0.30 27:0.21 28:0.68 30:0.76 34:0.66 36:0.93 37:0.74 39:0.44 41:0.94 43:0.98 60:0.95 66:0.59 69:0.12 70:0.56 74:0.96 78:0.82 81:0.80 83:0.88 85:0.98 91:0.62 96:0.93 98:0.68 100:0.84 101:0.87 104:0.84 106:0.81 108:0.69 111:0.82 114:0.86 117:0.86 120:0.88 121:0.97 122:0.43 123:0.67 124:0.52 126:0.54 127:0.41 129:0.59 131:0.99 133:0.47 135:0.20 140:0.45 144:0.57 146:0.63 147:0.68 149:0.98 150:0.86 151:0.97 152:0.81 153:0.90 154:0.98 155:0.67 157:0.99 158:0.92 159:0.52 161:0.48 162:0.68 164:0.83 165:0.84 166:0.97 167:0.56 169:0.82 172:0.81 173:0.17 176:0.73 177:0.38 179:0.29 181:0.82 182:0.96 186:0.82 187:0.39 189:0.84 191:0.75 192:0.59 201:0.74 202:0.76 204:0.89 206:0.81 208:0.64 212:0.74 215:0.72 216:0.95 222:0.48 227:0.84 229:0.98 230:0.87 231:0.96 232:0.88 233:0.76 235:0.42 238:0.87 241:0.32 242:0.63 243:0.39 245:0.92 246:0.84 247:0.39 248:0.93 253:0.95 255:0.79 256:0.77 259:0.21 260:0.88 261:0.81 265:0.69 266:0.54 267:0.89 268:0.78 271:0.60 276:0.79 279:0.86 283:0.82 285:0.62 287:0.87 290:0.86 297:0.36 300:0.70\n2 1:0.74 6:0.89 8:0.76 9:0.80 11:0.64 12:0.20 17:0.67 20:0.82 21:0.13 27:0.26 28:0.68 30:0.76 34:0.56 36:0.57 37:0.73 39:0.44 41:0.92 43:0.95 60:0.97 66:0.54 69:0.21 70:0.63 74:0.97 78:0.86 81:0.88 83:0.88 85:0.99 91:0.58 96:0.89 98:0.75 100:0.89 101:0.87 104:0.87 108:0.58 111:0.86 114:0.92 120:0.81 122:0.43 123:0.55 124:0.63 126:0.54 127:0.73 129:0.81 131:0.99 133:0.67 135:0.75 140:0.45 144:0.57 146:0.13 147:0.18 149:0.99 150:0.93 151:0.95 152:0.82 153:0.84 154:0.95 155:0.67 157:0.99 158:0.92 159:0.60 161:0.48 162:0.58 164:0.77 165:0.88 166:0.97 167:0.74 169:0.86 172:0.87 173:0.21 176:0.73 177:0.38 179:0.27 181:0.82 182:0.96 186:0.86 187:0.39 189:0.91 191:0.88 192:0.59 201:0.74 202:0.73 208:0.64 212:0.81 215:0.84 216:0.43 222:0.48 227:0.84 229:0.98 231:0.96 232:0.89 235:0.22 238:0.90 241:0.70 242:0.63 243:0.08 245:0.92 246:0.84 247:0.30 248:0.88 253:0.93 255:0.79 256:0.68 259:0.21 260:0.82 261:0.86 265:0.76 266:0.54 267:0.44 268:0.72 271:0.60 276:0.85 279:0.86 283:0.82 285:0.62 287:0.87 290:0.92 297:0.36 300:0.84\n2 1:0.74 6:0.93 8:0.77 9:0.80 11:0.64 12:0.20 17:0.09 20:0.93 21:0.30 27:0.04 28:0.68 30:0.74 32:0.80 34:0.96 36:0.27 37:0.88 39:0.44 41:0.93 43:0.83 60:0.87 66:0.49 69:0.67 70:0.36 74:0.83 77:0.89 78:0.93 81:0.80 83:0.84 85:0.93 91:0.63 96:0.84 98:0.48 100:0.95 101:0.83 104:0.95 108:0.63 111:0.93 114:0.86 120:0.74 122:0.43 123:0.61 124:0.66 126:0.54 127:0.27 129:0.81 131:0.99 133:0.67 135:0.99 140:0.45 144:0.57 145:0.76 146:0.13 147:0.18 149:0.87 150:0.86 151:0.81 152:1.00 153:0.72 154:0.78 155:0.67 157:0.98 158:0.87 159:0.37 161:0.48 162:0.77 164:0.79 165:0.84 166:0.97 167:0.73 169:0.94 172:0.48 173:0.69 176:0.73 177:0.38 179:0.54 181:0.82 182:0.96 186:0.93 187:0.39 189:0.88 191:0.90 192:0.59 195:0.68 201:0.74 202:0.70 208:0.64 212:0.48 215:0.72 216:0.55 220:0.87 222:0.48 227:0.84 229:0.98 231:0.96 232:0.96 235:0.42 238:0.92 241:0.69 242:0.58 243:0.20 245:0.64 246:0.84 247:0.47 248:0.81 253:0.86 255:0.79 256:0.71 259:0.21 260:0.75 261:0.98 265:0.49 266:0.38 267:0.69 268:0.74 271:0.60 276:0.50 279:0.86 282:0.88 283:0.71 285:0.62 287:0.87 290:0.86 297:0.36 299:0.97 300:0.33\n2 1:0.74 6:0.93 8:0.89 9:0.80 11:0.64 12:0.20 17:0.22 20:0.99 21:0.22 27:0.04 28:0.68 30:0.86 32:0.80 34:0.94 36:0.23 37:0.88 39:0.44 41:0.96 43:0.83 60:0.99 66:0.15 69:0.67 70:0.21 74:0.83 77:0.89 78:0.96 81:0.84 83:0.87 85:0.93 91:0.72 96:0.93 98:0.22 100:0.99 101:0.82 104:0.95 108:0.64 111:0.98 114:0.90 120:0.88 122:0.43 123:0.77 124:0.82 126:0.54 127:0.31 129:0.89 131:0.99 133:0.78 135:0.98 140:0.45 144:0.57 145:0.72 146:0.13 147:0.18 149:0.86 150:0.90 151:0.98 152:1.00 153:0.91 154:0.78 155:0.67 157:0.98 158:0.92 159:0.42 161:0.48 162:0.77 163:0.81 164:0.86 165:0.86 166:0.97 167:0.79 169:0.94 172:0.21 173:0.67 176:0.73 177:0.38 179:0.63 181:0.82 182:0.96 186:0.96 187:0.39 189:0.96 191:0.92 192:0.59 195:0.70 201:0.74 202:0.78 208:0.64 212:0.42 215:0.79 216:0.55 222:0.48 227:0.84 229:0.98 231:0.96 232:0.96 235:0.31 238:0.98 241:0.76 242:0.63 243:0.22 245:0.59 246:0.84 247:0.30 248:0.93 253:0.94 255:0.79 256:0.81 259:0.21 260:0.88 261:0.98 265:0.21 266:0.38 267:0.59 268:0.82 271:0.60 276:0.46 279:0.86 282:0.88 283:0.82 285:0.62 287:0.87 290:0.90 297:0.36 299:0.97 300:0.18\n1 1:0.74 11:0.64 12:0.20 17:0.64 21:0.68 27:0.45 28:0.68 30:0.84 32:0.80 34:0.98 36:0.28 37:0.50 39:0.44 43:0.81 66:0.64 69:0.71 70:0.44 74:0.93 77:0.70 81:0.55 83:0.73 85:0.97 91:0.06 98:0.53 101:0.86 108:0.54 114:0.70 122:0.43 123:0.51 124:0.47 126:0.54 127:0.40 129:0.59 131:0.61 133:0.47 135:0.66 144:0.57 145:0.49 146:0.68 147:0.73 149:0.96 150:0.69 154:0.77 155:0.67 157:0.99 159:0.54 161:0.48 165:0.70 166:0.97 167:0.52 172:0.77 173:0.66 176:0.73 177:0.38 178:0.55 179:0.36 181:0.82 182:0.96 187:0.68 192:0.59 195:0.77 201:0.74 212:0.88 215:0.49 216:0.77 222:0.48 227:0.61 229:0.61 231:0.96 235:0.84 241:0.10 242:0.63 243:0.69 245:0.86 246:0.84 247:0.30 253:0.72 259:0.21 265:0.55 266:0.54 267:0.28 271:0.60 276:0.61 282:0.88 287:0.61 290:0.70 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.89 8:0.75 9:0.80 11:0.64 12:0.20 17:0.64 20:0.84 21:0.22 27:0.26 28:0.68 30:0.72 34:0.55 36:0.84 37:0.73 39:0.44 41:0.95 43:0.94 60:0.95 66:0.61 69:0.25 70:0.66 74:0.96 78:0.85 81:0.84 83:0.89 85:0.99 91:0.60 96:0.92 98:0.84 100:0.87 101:0.87 104:0.87 108:0.20 111:0.84 114:0.90 120:0.86 122:0.43 123:0.19 124:0.50 126:0.54 127:0.69 129:0.59 131:0.99 133:0.47 135:0.93 140:0.45 144:0.57 146:0.90 147:0.92 149:0.98 150:0.90 151:0.87 152:0.82 153:0.48 154:0.94 155:0.67 157:0.99 158:0.87 159:0.60 161:0.48 162:0.57 164:0.83 165:0.86 166:0.97 167:0.72 169:0.86 172:0.87 173:0.24 176:0.73 177:0.38 179:0.28 181:0.82 182:0.96 186:0.85 187:0.39 189:0.90 191:0.91 192:0.59 201:0.74 202:0.80 208:0.64 212:0.68 215:0.79 216:0.43 220:0.62 222:0.48 227:0.84 229:0.98 231:0.96 232:0.89 235:0.31 238:0.90 241:0.68 242:0.62 243:0.68 245:0.94 246:0.84 247:0.47 248:0.91 253:0.95 255:0.79 256:0.79 259:0.21 260:0.86 261:0.86 265:0.84 266:0.54 267:0.65 268:0.79 271:0.60 276:0.84 279:0.86 283:0.71 285:0.62 287:0.87 290:0.90 297:0.36 300:0.70\n1 1:0.74 11:0.64 12:0.20 17:0.43 21:0.30 27:0.45 28:0.68 30:0.85 32:0.80 34:0.85 36:0.23 37:0.50 39:0.44 43:0.82 66:0.54 69:0.68 70:0.42 74:0.94 77:0.70 81:0.80 83:0.75 85:0.98 91:0.22 98:0.55 101:0.86 108:0.52 114:0.86 122:0.57 123:0.50 124:0.52 126:0.54 127:0.36 129:0.59 131:0.61 133:0.47 135:0.69 144:0.57 145:0.47 146:0.68 147:0.73 149:0.97 150:0.86 154:0.77 155:0.67 157:0.99 159:0.50 161:0.48 165:0.84 166:0.97 167:0.52 172:0.76 173:0.66 176:0.73 177:0.38 178:0.55 179:0.32 181:0.82 182:0.96 187:0.68 192:0.59 195:0.76 201:0.74 212:0.76 215:0.72 216:0.77 222:0.48 227:0.61 229:0.61 231:0.96 235:0.42 241:0.10 242:0.63 243:0.63 245:0.89 246:0.84 247:0.39 253:0.77 259:0.21 265:0.57 266:0.54 267:0.44 271:0.60 276:0.67 282:0.88 287:0.61 290:0.86 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.87 7:0.81 8:0.68 9:0.80 11:0.64 12:0.20 17:0.45 20:0.86 21:0.40 27:0.10 28:0.68 30:0.86 32:0.80 34:0.99 36:0.36 37:0.84 39:0.44 41:0.95 43:0.98 60:0.87 66:0.27 69:0.15 70:0.32 74:0.89 77:0.89 78:0.84 81:0.75 83:0.88 85:0.93 91:0.73 96:0.92 98:0.40 100:0.85 101:0.84 104:0.96 108:0.64 111:0.84 114:0.82 120:0.85 121:1.00 122:0.43 123:0.62 124:0.74 126:0.54 127:0.31 129:0.81 131:0.99 133:0.67 135:0.63 138:0.97 140:0.45 144:0.57 145:0.79 146:0.20 147:0.25 149:0.90 150:0.83 151:0.96 152:0.82 153:0.86 154:0.98 155:0.67 157:0.98 158:0.92 159:0.32 161:0.48 162:0.77 164:0.82 165:0.83 166:0.97 167:0.80 169:0.84 172:0.32 173:0.27 176:0.73 177:0.38 179:0.63 181:0.82 182:0.96 186:0.84 187:0.87 189:0.89 191:0.90 192:0.59 195:0.66 201:0.74 202:0.74 204:0.89 208:0.64 212:0.42 215:0.67 216:0.71 222:0.48 227:0.84 229:0.98 230:0.87 231:0.96 232:0.97 233:0.76 235:0.52 238:0.89 241:0.76 242:0.63 243:0.36 245:0.63 246:0.84 247:0.30 248:0.92 253:0.94 255:0.79 256:0.75 259:0.21 260:0.86 261:0.84 265:0.42 266:0.38 267:0.89 268:0.78 271:0.60 276:0.43 279:0.86 282:0.88 283:0.82 285:0.62 287:0.87 290:0.82 297:0.36 299:0.97 300:0.33\n2 1:0.74 7:0.81 9:0.80 11:0.64 12:0.20 17:0.53 21:0.40 27:0.10 28:0.68 30:0.86 32:0.80 34:0.99 36:0.35 37:0.84 39:0.44 41:0.88 43:0.98 66:0.27 69:0.15 70:0.32 74:0.87 77:0.89 81:0.75 83:0.80 85:0.93 91:0.63 96:0.88 98:0.40 101:0.84 104:0.96 108:0.64 114:0.82 120:0.80 121:1.00 122:0.43 123:0.62 124:0.74 126:0.54 127:0.31 129:0.81 131:0.99 133:0.67 135:0.61 140:0.45 144:0.57 145:0.79 146:0.20 147:0.25 149:0.90 150:0.83 151:0.93 153:0.77 154:0.98 155:0.67 157:0.98 159:0.32 161:0.48 162:0.86 164:0.69 165:0.83 166:0.97 167:0.75 172:0.32 173:0.27 176:0.73 177:0.38 179:0.63 181:0.82 182:0.96 187:0.95 192:0.59 195:0.66 201:0.74 202:0.54 204:0.89 208:0.64 212:0.42 215:0.67 216:0.71 222:0.48 227:0.84 229:0.98 230:0.87 231:0.96 232:0.97 233:0.76 235:0.52 241:0.72 242:0.63 243:0.36 245:0.63 246:0.84 247:0.30 248:0.87 253:0.91 255:0.79 256:0.58 259:0.21 260:0.81 265:0.42 266:0.38 267:0.65 268:0.63 271:0.60 276:0.43 282:0.88 285:0.62 287:0.87 290:0.82 297:0.36 299:0.97 300:0.33\n3 1:0.74 6:0.91 7:0.81 8:0.79 9:0.80 11:0.64 12:0.20 17:0.59 20:0.87 21:0.47 27:0.09 28:0.68 30:0.75 34:0.98 36:0.33 37:0.82 39:0.44 41:0.98 43:0.84 60:0.95 66:0.27 69:0.64 70:0.48 74:0.91 78:0.88 81:0.83 83:0.89 85:0.97 91:0.58 96:0.95 98:0.57 100:0.92 101:0.85 104:0.91 108:0.49 111:0.89 114:0.80 120:0.91 121:0.99 122:0.43 123:0.47 124:0.81 126:0.54 127:0.51 129:0.89 131:0.99 133:0.78 135:0.97 140:0.45 144:0.57 145:0.61 146:0.78 147:0.82 149:0.94 150:0.89 151:0.97 152:0.82 153:0.90 154:0.81 155:0.67 157:0.98 158:0.92 159:0.67 161:0.48 162:0.81 163:0.81 164:0.88 165:0.86 166:0.97 167:0.69 169:0.90 172:0.59 173:0.52 176:0.73 177:0.38 179:0.40 181:0.82 182:0.96 186:0.88 187:0.39 189:0.92 191:0.92 192:0.59 201:0.74 202:0.81 204:0.89 208:0.64 212:0.30 215:0.63 216:0.94 222:0.48 227:0.84 229:0.98 230:0.87 231:0.96 232:0.93 233:0.76 235:0.84 238:0.93 241:0.64 242:0.62 243:0.46 245:0.82 246:0.84 247:0.39 248:0.95 253:0.97 255:0.79 256:0.85 259:0.21 260:0.92 261:0.87 265:0.58 266:0.80 267:0.95 268:0.86 271:0.60 276:0.72 279:0.86 283:0.82 285:0.62 287:0.87 290:0.80 297:0.36 300:0.55\n0 12:0.98 17:0.57 21:0.78 27:0.44 28:0.57 30:0.95 34:0.64 36:0.65 37:0.43 43:0.27 55:0.52 66:0.54 69:0.79 91:0.27 98:0.14 108:0.63 123:0.60 127:0.09 129:0.05 135:0.42 145:0.39 146:0.20 147:0.25 149:0.18 154:0.20 159:0.10 161:0.69 167:0.49 172:0.10 173:0.86 177:0.05 178:0.55 179:0.20 181:0.87 187:0.39 202:0.50 216:0.73 235:0.12 241:0.03 243:0.63 259:0.21 265:0.15 267:0.87 300:0.08\n0 6:0.80 8:0.59 12:0.98 17:0.79 20:0.83 21:0.78 27:0.44 28:0.57 34:0.37 36:0.34 37:0.43 43:0.28 66:0.36 69:0.78 78:0.81 91:0.18 98:0.08 100:0.73 108:0.61 111:0.79 123:0.59 127:0.06 129:0.05 135:0.37 145:0.39 146:0.05 147:0.05 149:0.12 152:0.85 154:0.20 159:0.05 161:0.69 167:0.54 169:0.96 172:0.05 173:0.84 177:0.05 178:0.55 181:0.87 186:0.82 187:0.39 202:0.60 216:0.73 235:0.12 241:0.21 243:0.51 259:0.21 261:0.96 265:0.08 267:0.91\n0 12:0.98 17:0.76 21:0.78 27:0.72 28:0.57 34:0.95 36:0.17 43:0.30 66:0.36 69:0.74 91:0.31 98:0.10 108:0.58 123:0.55 127:0.07 129:0.05 135:0.21 146:0.05 147:0.05 149:0.12 154:0.22 159:0.05 161:0.69 167:0.55 172:0.05 173:0.94 177:0.05 178:0.55 181:0.87 187:0.68 216:0.03 235:0.60 241:0.27 243:0.51 259:0.21 265:0.11 267:0.23\n1 12:0.98 17:0.76 21:0.78 27:0.49 28:0.57 30:0.76 34:0.80 36:0.28 37:0.46 43:0.26 55:0.71 66:0.36 69:0.82 70:0.22 91:0.33 98:0.19 108:0.67 123:0.65 124:0.57 127:0.36 129:0.59 133:0.47 135:0.49 146:0.30 147:0.36 149:0.26 154:0.18 159:0.56 161:0.69 163:0.80 167:0.52 172:0.16 173:0.78 177:0.05 178:0.55 179:0.94 181:0.87 187:0.39 202:0.72 212:0.42 216:0.73 235:0.74 241:0.15 242:0.82 243:0.51 245:0.43 247:0.12 259:0.21 265:0.21 266:0.23 267:0.96 276:0.15 300:0.18\n1 12:0.98 17:0.53 21:0.78 27:0.49 28:0.57 30:0.45 34:0.70 36:0.28 37:0.46 43:0.29 55:0.59 66:0.49 69:0.76 70:0.25 91:0.35 98:0.28 108:0.81 123:0.80 124:0.48 127:0.27 129:0.59 133:0.47 135:0.63 146:0.05 147:0.05 149:0.23 154:0.21 159:0.46 161:0.69 163:0.98 167:0.54 172:0.16 173:0.73 177:0.05 178:0.55 179:0.95 181:0.87 187:0.39 202:0.74 212:0.61 216:0.73 235:0.68 241:0.21 242:0.82 243:0.29 245:0.39 247:0.12 259:0.21 265:0.31 266:0.17 267:0.97 276:0.16 300:0.18\n0 12:0.98 17:0.92 21:0.78 27:0.72 28:0.57 34:0.86 36:0.31 43:0.30 66:0.36 69:0.74 91:0.37 98:0.10 108:0.57 123:0.54 127:0.07 129:0.05 135:0.18 146:0.05 147:0.05 149:0.12 154:0.22 159:0.05 161:0.69 167:0.55 172:0.05 173:0.93 177:0.05 178:0.55 181:0.87 187:0.68 216:0.02 235:0.02 241:0.27 243:0.51 259:0.21 265:0.11 267:0.36\n2 7:0.78 8:0.59 9:0.80 12:0.86 17:0.16 21:0.78 25:0.88 27:0.03 28:0.47 30:0.17 32:0.77 34:0.58 36:0.87 37:0.66 39:0.95 41:0.82 43:0.35 55:0.45 66:0.91 69:0.07 70:0.85 74:0.82 77:0.70 83:0.76 91:0.88 96:0.86 98:0.92 104:0.58 108:0.06 120:0.96 123:0.06 127:0.53 129:0.05 135:0.51 140:0.99 145:0.69 146:0.87 147:0.89 149:0.39 151:0.87 153:0.90 154:0.77 155:0.67 159:0.44 161:0.65 162:0.56 164:0.95 167:0.90 172:0.74 173:0.17 177:0.38 179:0.55 181:0.86 191:0.91 192:0.59 195:0.66 202:0.94 208:0.64 212:0.42 216:0.47 220:0.62 222:0.60 230:0.81 233:0.76 235:0.05 241:0.89 242:0.24 243:0.91 247:0.60 248:0.81 253:0.87 254:0.74 255:0.79 256:0.94 259:0.21 260:0.96 265:0.92 266:0.54 267:0.44 268:0.94 271:0.29 276:0.62 282:0.85 283:0.71 285:0.62 300:0.55\n2 6:0.88 8:0.93 9:0.80 12:0.86 17:0.12 20:0.98 21:0.78 25:0.88 27:0.03 28:0.47 34:0.75 36:0.64 37:0.66 39:0.95 41:0.82 78:0.92 83:0.74 91:0.94 96:0.93 100:0.97 104:0.58 111:0.96 120:0.96 135:0.56 138:0.97 140:0.93 151:0.96 152:0.99 153:0.95 155:0.67 161:0.65 162:0.62 164:0.94 167:0.74 169:0.95 175:0.91 181:0.86 186:0.92 187:0.21 189:0.96 191:0.94 192:0.59 202:0.92 208:0.64 216:0.47 222:0.60 235:0.05 238:0.96 241:0.69 244:0.83 248:0.92 253:0.90 255:0.79 256:0.92 257:0.84 259:0.21 260:0.96 261:0.96 267:0.36 268:0.93 271:0.29 277:0.87 285:0.62\n2 8:0.88 9:0.80 12:0.86 17:0.85 21:0.05 27:0.72 28:0.47 32:0.75 34:0.28 36:0.41 37:0.61 39:0.95 41:0.82 74:0.45 77:0.70 81:0.84 83:0.73 91:0.93 96:0.93 120:0.95 126:0.32 135:0.51 138:0.96 140:0.80 145:0.70 150:0.64 151:0.98 153:0.94 155:0.67 161:0.65 162:0.72 164:0.94 167:0.91 175:0.91 181:0.86 191:0.89 192:0.59 195:0.52 202:0.90 208:0.64 215:0.91 216:0.12 222:0.60 235:0.05 241:0.94 244:0.83 248:0.93 253:0.89 255:0.79 256:0.92 257:0.84 259:0.21 260:0.95 267:0.36 268:0.92 271:0.29 277:0.87 282:0.83 285:0.62 297:0.36\n2 8:0.74 9:0.80 12:0.86 17:0.62 21:0.05 27:0.18 28:0.47 34:0.63 36:0.49 37:0.82 39:0.95 41:0.82 81:0.84 83:0.74 91:0.90 96:0.93 104:0.96 106:0.81 120:0.92 126:0.32 135:0.83 140:0.80 150:0.64 151:0.91 153:0.94 155:0.67 161:0.65 162:0.79 164:0.92 167:0.84 175:0.91 181:0.86 187:0.95 191:0.92 192:0.59 202:0.87 206:0.81 208:0.64 215:0.91 216:0.53 220:0.62 222:0.60 235:0.05 241:0.77 244:0.83 248:0.92 253:0.90 255:0.79 256:0.91 257:0.84 259:0.21 260:0.93 267:0.28 268:0.91 271:0.29 277:0.87 283:0.71 285:0.62 297:0.36\n2 7:0.78 8:0.63 12:0.86 17:0.66 21:0.05 25:0.88 27:0.03 28:0.47 30:0.76 32:0.77 34:0.36 36:0.47 37:0.66 39:0.95 43:0.36 55:0.52 66:0.80 69:0.07 70:0.28 74:0.77 77:0.70 78:0.99 81:0.45 91:0.76 96:0.83 98:0.75 104:0.58 108:0.06 111:0.98 114:0.77 120:0.67 123:0.06 126:0.32 127:0.24 129:0.05 135:0.37 140:0.80 145:0.69 146:0.36 147:0.43 149:0.27 150:0.36 151:0.64 153:0.78 154:0.87 158:0.84 159:0.14 161:0.65 162:0.56 164:0.65 167:0.65 169:0.96 172:0.45 173:0.47 176:0.56 177:0.38 178:0.42 179:0.71 181:0.86 187:0.21 190:0.77 191:0.78 195:0.53 202:0.73 212:0.95 216:0.47 220:0.62 222:0.60 230:0.81 232:0.84 233:0.76 235:0.05 238:0.90 241:0.53 242:0.58 243:0.82 247:0.47 248:0.69 253:0.84 254:0.74 256:0.71 259:0.21 260:0.67 265:0.75 266:0.12 267:0.36 268:0.71 271:0.29 276:0.38 282:0.85 285:0.62 290:0.77 300:0.25\n2 6:0.92 8:0.83 9:0.80 12:0.86 17:0.26 20:0.96 21:0.05 27:0.12 28:0.47 34:0.73 36:0.92 37:0.67 39:0.95 41:0.90 43:0.33 66:0.36 69:0.62 74:0.43 78:0.97 81:0.84 83:0.77 91:0.93 96:0.94 98:0.12 100:0.98 104:0.84 108:0.47 111:0.97 120:0.95 123:0.46 126:0.32 127:0.08 129:0.05 135:0.58 138:0.96 140:0.87 145:0.80 146:0.05 147:0.05 149:0.13 150:0.64 151:0.98 152:0.98 153:0.92 154:0.24 155:0.67 159:0.05 161:0.65 162:0.69 164:0.93 167:0.66 169:0.96 172:0.05 173:0.93 175:0.75 177:0.05 181:0.86 186:0.96 187:0.87 189:0.93 191:0.91 192:0.59 202:0.89 208:0.64 215:0.91 216:0.68 220:0.62 222:0.60 235:0.05 238:0.95 241:0.55 243:0.51 244:0.61 248:0.94 253:0.90 255:0.79 256:0.91 257:0.65 259:0.21 260:0.95 261:0.97 265:0.13 267:0.87 268:0.91 271:0.29 277:0.69 283:0.71 285:0.62 297:0.36\n2 6:0.92 8:0.73 9:0.80 12:0.86 17:0.28 20:0.96 21:0.05 27:0.12 28:0.47 30:0.95 34:0.70 36:0.89 37:0.67 39:0.95 41:0.90 43:0.73 55:0.59 66:0.54 69:0.62 74:0.41 78:0.95 81:0.84 83:0.78 91:0.95 96:0.94 98:0.30 100:0.94 104:0.84 108:0.47 111:0.93 120:0.95 123:0.46 126:0.32 127:0.12 129:0.05 135:0.51 138:0.97 140:0.90 145:0.80 146:0.24 147:0.30 149:0.36 150:0.64 151:0.96 152:0.98 153:0.89 154:0.63 155:0.67 159:0.11 161:0.65 162:0.67 164:0.92 167:0.69 169:0.96 172:0.10 173:0.87 177:0.38 179:0.80 181:0.86 186:0.94 187:0.87 189:0.93 191:0.91 192:0.59 202:0.89 208:0.64 215:0.91 216:0.68 220:0.62 222:0.60 235:0.05 238:0.89 241:0.60 243:0.63 248:0.94 253:0.91 254:0.98 255:0.79 256:0.91 259:0.21 260:0.95 261:0.97 265:0.32 267:0.28 268:0.91 271:0.29 283:0.71 285:0.62 297:0.36 300:0.08\n1 1:0.74 11:0.57 12:0.86 17:0.43 21:0.59 27:0.45 28:0.47 30:0.76 34:0.80 36:0.18 37:0.50 39:0.95 43:0.82 55:0.59 66:0.20 69:0.70 70:0.22 74:0.48 81:0.55 83:0.73 85:0.72 91:0.20 98:0.14 101:0.70 108:0.53 114:0.74 122:0.41 123:0.89 124:0.57 126:0.54 127:0.47 129:0.59 133:0.47 135:0.49 145:0.49 146:0.23 147:0.29 149:0.48 150:0.71 154:0.77 155:0.67 159:0.68 161:0.65 163:0.80 165:0.78 167:0.63 172:0.16 173:0.58 176:0.73 177:0.38 178:0.55 179:0.95 181:0.86 187:0.68 192:0.59 201:0.74 212:0.42 215:0.55 216:0.77 222:0.60 235:0.74 241:0.49 242:0.45 243:0.51 245:0.43 247:0.35 253:0.58 259:0.21 265:0.15 266:0.23 267:0.44 271:0.29 276:0.13 290:0.74 297:0.36 300:0.18\n1 1:0.74 6:0.88 7:0.78 8:0.59 9:0.80 12:0.86 17:0.59 20:0.98 21:0.40 25:0.88 27:0.03 28:0.47 30:0.13 32:0.77 34:0.75 36:0.66 37:0.66 39:0.95 43:0.91 55:0.59 66:0.35 69:0.17 70:0.79 74:0.82 77:0.70 78:0.94 81:0.64 91:0.69 96:0.88 98:0.77 100:0.93 104:0.58 108:0.14 111:0.92 114:0.82 120:0.88 123:0.79 124:0.61 126:0.54 127:0.74 129:0.05 133:0.39 135:0.54 138:0.97 140:0.80 145:0.69 146:0.86 147:0.89 149:0.89 150:0.69 151:0.92 152:0.99 153:0.86 154:0.90 155:0.67 158:0.87 159:0.73 161:0.65 162:0.83 164:0.87 167:0.61 169:0.95 172:0.76 173:0.14 176:0.73 177:0.38 179:0.33 181:0.86 186:0.93 187:0.21 189:0.82 191:0.77 192:0.59 195:0.86 201:0.74 202:0.79 208:0.64 212:0.58 215:0.67 216:0.47 222:0.60 230:0.81 233:0.76 235:0.52 238:0.88 241:0.41 242:0.77 243:0.51 245:0.94 247:0.55 248:0.89 253:0.90 255:0.79 256:0.83 259:0.21 260:0.88 261:0.96 265:0.67 266:0.63 267:0.69 268:0.84 271:0.29 276:0.82 277:0.69 279:0.86 282:0.85 283:0.71 285:0.62 290:0.82 297:0.36 300:0.70\n1 1:0.74 11:0.57 12:0.86 17:0.57 21:0.47 27:0.45 28:0.47 30:0.21 32:0.78 34:0.83 36:0.18 37:0.50 39:0.95 43:0.82 55:0.59 66:0.61 69:0.69 70:0.82 74:0.79 77:0.70 81:0.62 83:0.74 85:0.72 91:0.14 98:0.28 101:0.71 108:0.53 114:0.80 123:0.50 124:0.47 126:0.54 127:0.42 129:0.05 133:0.39 135:0.82 145:0.44 146:0.41 147:0.47 149:0.53 150:0.76 154:0.77 155:0.67 159:0.57 161:0.65 165:0.80 167:0.53 172:0.48 173:0.64 176:0.73 177:0.38 178:0.55 179:0.72 181:0.86 187:0.68 192:0.59 195:0.79 201:0.74 212:0.76 215:0.63 216:0.77 222:0.60 235:0.60 241:0.10 242:0.22 243:0.68 245:0.62 247:0.60 253:0.70 259:0.21 265:0.30 266:0.38 267:0.23 271:0.29 276:0.25 282:0.86 290:0.80 297:0.36 300:0.55\n3 6:0.92 8:0.83 9:0.80 12:0.86 17:0.55 20:0.77 21:0.22 27:0.12 28:0.47 30:0.33 34:0.68 36:0.77 37:0.67 39:0.95 41:0.82 43:0.28 55:0.59 66:0.86 69:0.62 70:0.65 74:0.74 78:0.96 81:0.35 83:0.76 91:0.89 96:0.95 98:0.88 100:0.97 104:0.84 108:0.47 111:0.97 114:0.72 120:0.91 123:0.46 126:0.32 127:0.42 129:0.05 135:0.71 138:0.97 140:0.92 145:0.80 146:0.78 147:0.81 149:0.36 150:0.31 151:0.97 152:0.98 153:0.90 154:0.74 155:0.67 158:0.84 159:0.34 161:0.65 162:0.60 164:0.86 167:0.67 169:0.96 172:0.61 173:0.72 176:0.56 177:0.38 179:0.67 181:0.86 186:0.95 187:0.68 189:0.94 191:0.87 192:0.59 202:0.89 208:0.64 212:0.69 216:0.68 220:0.82 222:0.60 235:0.22 238:0.95 241:0.57 242:0.54 243:0.87 247:0.67 248:0.91 253:0.95 254:0.86 255:0.79 256:0.90 259:0.21 260:0.91 261:0.97 265:0.88 266:0.38 267:0.79 268:0.90 271:0.29 276:0.49 285:0.62 290:0.72 300:0.43\n2 1:0.74 6:0.83 8:0.74 9:0.80 12:0.86 17:0.38 20:0.91 21:0.47 27:0.10 28:0.47 30:0.54 34:0.56 36:0.90 37:0.69 39:0.95 41:0.93 43:0.41 55:0.71 66:0.36 69:0.36 70:0.71 74:0.52 78:0.86 81:0.59 83:0.78 91:0.79 96:0.95 98:0.45 100:0.84 108:0.81 111:0.84 114:0.80 120:0.95 123:0.80 124:0.78 126:0.54 127:0.87 129:0.89 133:0.78 135:0.82 138:0.99 140:0.80 146:0.44 147:0.51 149:0.59 150:0.66 151:0.93 152:0.85 153:0.81 154:0.31 155:0.67 158:0.87 159:0.78 161:0.65 162:0.64 164:0.95 167:0.71 169:0.82 172:0.51 173:0.21 175:0.75 176:0.73 177:0.05 179:0.65 181:0.86 186:0.86 187:0.39 189:0.85 191:0.89 192:0.59 201:0.74 202:0.93 208:0.64 212:0.35 215:0.63 216:0.66 220:0.62 222:0.60 235:0.60 238:0.83 241:0.64 242:0.81 243:0.28 244:0.61 245:0.68 247:0.35 248:0.95 253:0.93 255:0.79 256:0.94 257:0.65 259:0.21 260:0.95 261:0.86 265:0.47 266:0.80 267:0.28 268:0.95 271:0.29 276:0.56 277:0.69 279:0.86 283:0.71 285:0.62 290:0.80 297:0.36 300:0.55\n0 7:0.78 8:0.62 12:0.86 17:0.57 21:0.30 27:0.21 28:0.47 30:0.33 34:0.73 36:0.89 37:0.74 39:0.95 43:0.45 55:0.84 66:0.09 69:0.95 70:0.81 74:0.34 81:0.60 91:0.68 98:0.33 104:0.84 106:0.81 108:0.97 120:0.94 123:0.98 124:0.98 126:0.32 127:0.87 129:0.59 133:0.98 135:0.20 140:0.45 146:0.19 147:0.58 149:0.76 150:0.45 151:0.83 153:0.96 154:0.24 159:0.96 161:0.65 162:0.56 163:0.92 164:0.90 167:0.63 172:0.73 173:0.72 177:0.05 179:0.16 181:0.86 187:0.39 190:0.77 191:0.77 202:0.89 206:0.81 212:0.16 215:0.72 216:0.95 222:0.60 230:0.81 233:0.76 235:0.31 241:0.49 242:0.82 243:0.11 245:0.91 247:0.39 248:0.92 253:0.31 254:0.86 256:0.88 257:0.65 259:0.21 260:0.95 265:0.35 266:0.97 267:0.96 268:0.88 271:0.29 276:0.95 283:0.82 285:0.50 297:0.36 300:0.84\n2 6:0.97 8:0.85 11:0.57 12:0.01 17:0.76 20:0.79 21:0.78 27:0.07 28:0.66 30:0.76 34:0.40 36:0.71 37:0.96 39:0.33 43:0.94 66:0.86 69:0.12 70:0.40 74:0.96 78:0.84 85:0.98 89:0.98 91:0.22 98:0.55 100:0.85 101:0.86 108:0.10 111:0.83 122:0.43 123:0.10 124:0.37 127:0.86 129:0.59 133:0.47 135:0.78 141:0.91 146:0.77 147:0.81 149:0.98 152:0.96 154:0.94 159:0.73 161:0.52 167:0.56 169:0.98 172:0.86 173:0.13 177:0.38 178:0.55 179:0.39 181:0.89 186:0.85 187:0.39 189:0.92 202:0.36 212:0.94 216:0.41 222:0.60 223:0.92 225:0.96 232:0.75 234:0.91 238:0.84 240:0.95 241:0.18 242:0.62 243:0.86 245:0.75 247:0.39 253:0.68 259:0.21 261:0.98 265:0.56 266:0.23 267:0.28 271:0.79 274:0.91 276:0.59 300:0.43\n1 1:0.74 11:0.57 12:0.01 17:0.94 27:0.72 28:0.66 30:0.62 34:0.25 36:0.28 39:0.33 43:0.88 66:0.75 69:0.52 70:0.23 74:0.69 81:0.94 83:0.80 85:0.80 89:0.96 91:0.78 98:0.69 101:0.81 104:0.58 108:0.40 114:0.98 122:0.51 123:0.38 126:0.54 127:0.21 129:0.05 135:0.34 141:0.91 146:0.30 147:0.36 149:0.68 150:0.97 154:0.86 155:0.67 159:0.12 161:0.52 165:0.92 167:0.86 172:0.32 173:0.91 176:0.73 177:0.38 178:0.55 179:0.79 181:0.89 192:0.59 201:0.74 212:0.84 215:0.96 222:0.60 223:0.93 225:0.97 232:0.82 234:0.91 235:0.05 240:0.95 241:0.78 242:0.33 243:0.77 247:0.39 253:0.76 259:0.21 265:0.69 266:0.17 267:0.23 271:0.79 274:0.91 276:0.25 290:0.98 297:0.36 300:0.18\n4 1:0.74 7:0.81 8:0.95 9:0.80 11:0.57 12:0.01 17:0.53 27:0.27 28:0.66 30:0.91 32:0.80 34:0.18 36:0.56 37:0.90 39:0.33 41:0.98 43:0.90 66:0.27 69:0.44 70:0.13 74:0.70 76:0.85 77:0.89 81:0.94 83:0.89 85:0.80 89:0.96 91:0.93 96:0.97 98:0.11 101:0.77 104:0.58 108:0.34 114:0.98 120:0.93 121:0.90 122:0.43 123:0.33 124:0.61 126:0.54 127:0.78 129:0.59 133:0.47 135:0.77 140:0.45 141:0.97 145:0.96 146:0.13 147:0.18 149:0.62 150:0.97 151:0.99 153:0.96 154:0.89 155:0.67 159:0.43 161:0.52 162:0.58 163:0.88 164:0.90 165:0.92 167:0.89 172:0.10 173:0.52 176:0.73 177:0.38 179:0.98 181:0.89 191:0.89 192:0.59 195:0.63 201:0.74 202:0.88 204:0.89 208:0.64 212:0.61 215:0.96 216:0.39 222:0.60 223:0.93 225:0.97 230:0.87 232:0.82 233:0.76 234:0.98 235:0.05 240:0.99 241:0.85 242:0.63 243:0.46 245:0.40 247:0.30 248:0.97 253:0.97 255:0.79 256:0.87 259:0.21 260:0.93 265:0.11 266:0.17 267:0.52 268:0.88 271:0.79 274:0.99 276:0.12 282:0.88 285:0.62 290:0.98 297:0.36 299:0.97 300:0.13\n1 1:0.74 7:0.81 8:0.75 9:0.80 11:0.57 12:0.01 17:0.43 20:0.82 21:0.30 25:0.88 27:0.71 28:0.66 30:0.88 34:0.87 36:0.27 37:0.60 39:0.33 41:0.88 43:0.98 55:0.42 66:0.98 69:0.19 70:0.31 74:0.85 78:0.81 81:0.81 83:0.78 85:0.90 89:0.98 91:0.54 96:0.82 98:0.90 100:0.78 101:0.83 108:0.15 111:0.80 114:0.68 117:0.86 120:0.72 121:0.90 123:0.15 126:0.54 127:0.46 129:0.05 135:0.87 138:0.95 140:0.45 141:0.97 146:0.79 147:0.82 149:0.96 150:0.87 151:0.87 152:0.78 153:0.48 154:0.98 155:0.67 159:0.35 161:0.52 162:0.86 164:0.69 165:0.81 167:0.58 169:0.80 172:0.94 173:0.33 176:0.56 177:0.38 179:0.19 181:0.89 186:0.77 187:0.68 192:0.59 201:0.74 202:0.53 204:0.89 208:0.64 212:0.93 215:0.67 216:0.56 220:0.87 222:0.60 223:0.93 225:0.97 230:0.87 232:0.81 233:0.76 234:1.00 235:0.68 238:0.87 240:0.99 241:0.30 242:0.78 243:0.98 247:0.60 248:0.79 253:0.85 255:0.79 256:0.58 260:0.72 261:0.76 265:0.90 266:0.38 267:0.69 268:0.62 271:0.79 274:0.98 276:0.88 285:0.62 286:0.99 290:0.68 297:0.36 300:0.70\n1 1:0.74 11:0.57 12:0.01 17:0.79 21:0.13 27:0.40 28:0.66 30:0.87 34:0.80 36:0.53 37:0.69 39:0.33 43:0.93 66:0.54 69:0.33 70:0.27 74:0.69 81:0.86 83:0.77 85:0.88 89:0.97 91:0.23 98:0.62 101:0.83 108:0.26 114:0.92 122:0.43 123:0.25 124:0.48 126:0.54 127:0.47 129:0.59 133:0.47 135:0.44 141:0.91 146:0.41 147:0.48 149:0.83 150:0.91 154:0.92 155:0.67 159:0.24 161:0.52 163:0.75 165:0.88 167:0.61 172:0.32 173:0.56 176:0.73 177:0.38 178:0.55 179:0.88 181:0.89 187:0.68 192:0.59 201:0.74 212:0.42 215:0.84 216:0.19 222:0.60 223:0.93 225:0.97 232:0.77 234:0.91 235:0.22 240:0.95 241:0.39 242:0.63 243:0.63 245:0.50 247:0.30 253:0.73 259:0.21 265:0.63 266:0.27 267:0.28 271:0.79 274:0.91 276:0.29 290:0.92 297:0.36 300:0.25\n2 1:0.74 6:0.86 8:0.73 9:0.80 11:0.57 12:0.01 17:0.85 20:0.85 21:0.64 27:0.72 28:0.66 30:0.62 34:0.34 36:0.43 39:0.33 41:0.88 43:0.96 60:0.87 66:0.75 69:0.29 70:0.23 74:0.76 78:0.78 81:0.56 83:0.83 85:0.80 89:0.96 91:0.72 96:0.78 98:0.89 100:0.80 101:0.81 104:0.58 108:0.22 111:0.77 114:0.72 120:0.66 122:0.51 123:0.22 126:0.54 127:0.44 129:0.05 135:0.24 140:0.45 141:0.97 146:0.34 147:0.40 149:0.70 150:0.70 151:0.77 152:0.80 153:0.48 154:0.96 155:0.67 158:0.92 159:0.13 161:0.52 162:0.74 164:0.67 165:0.70 167:0.87 169:0.78 172:0.32 173:0.80 176:0.73 177:0.38 179:0.92 181:0.89 186:0.78 189:0.87 192:0.59 201:0.74 202:0.56 208:0.64 212:0.30 215:0.53 216:0.07 220:0.62 222:0.60 223:0.93 225:0.97 232:0.82 234:0.99 235:0.80 238:0.87 240:0.99 241:0.80 242:0.33 243:0.77 247:0.39 248:0.71 253:0.80 255:0.79 256:0.58 259:0.21 260:0.67 261:0.78 265:0.89 266:0.27 267:0.17 268:0.59 271:0.79 274:0.98 276:0.22 279:0.86 283:0.82 285:0.62 290:0.72 297:0.36 300:0.18\n1 11:0.57 12:0.01 17:0.45 21:0.78 27:0.45 28:0.66 30:0.68 34:0.76 36:0.19 37:0.50 39:0.33 43:0.78 66:0.36 69:0.78 70:0.61 74:0.73 85:0.91 89:0.97 91:0.14 98:0.26 101:0.77 108:0.70 122:0.43 123:0.68 124:0.83 127:0.53 129:0.81 133:0.83 135:0.73 141:0.91 145:0.47 146:0.13 147:0.18 149:0.82 154:0.71 159:0.80 161:0.52 163:0.88 167:0.63 172:0.41 173:0.60 177:0.38 178:0.55 179:0.71 181:0.89 187:0.68 212:0.29 216:0.77 222:0.60 223:0.92 225:0.96 234:0.91 235:0.88 240:0.95 241:0.46 242:0.54 243:0.21 245:0.56 247:0.39 253:0.54 259:0.21 265:0.29 266:0.71 267:0.88 271:0.79 274:0.91 276:0.45 300:0.55\n1 6:0.90 8:0.78 9:0.80 12:0.01 17:0.59 20:0.94 21:0.78 27:0.15 28:0.66 34:0.47 36:0.22 37:0.72 39:0.33 41:0.88 78:0.92 83:0.78 89:0.95 91:0.91 96:0.87 100:0.94 111:0.92 120:0.79 135:0.76 140:0.45 141:0.97 151:0.93 152:0.88 153:0.78 155:0.67 161:0.52 162:0.60 164:0.71 167:0.91 169:0.92 175:0.91 181:0.89 186:0.92 189:0.91 192:0.59 202:0.65 208:0.64 216:0.05 222:0.60 223:0.93 225:0.97 232:0.72 234:0.98 238:0.91 240:0.99 241:0.96 244:0.83 248:0.86 253:0.82 255:0.79 256:0.58 257:0.84 259:0.21 260:0.80 261:0.93 267:0.36 268:0.65 271:0.79 274:0.98 277:0.87 285:0.62\n0 1:0.74 9:0.80 11:0.57 12:0.01 17:0.83 27:0.27 28:0.66 30:0.89 34:0.30 36:0.36 37:0.90 39:0.33 41:0.82 43:0.78 66:0.75 69:0.77 70:0.20 74:0.58 81:0.94 83:0.81 85:0.85 89:0.97 91:0.57 96:0.80 98:0.52 101:0.81 104:0.58 108:0.60 114:0.98 120:0.69 122:0.43 123:0.58 126:0.54 127:0.16 129:0.05 135:0.47 140:0.80 141:0.97 146:0.40 147:0.46 149:0.71 150:0.97 151:0.87 153:0.48 154:0.71 155:0.67 159:0.15 161:0.52 162:0.54 164:0.57 165:0.92 167:0.63 172:0.32 173:0.93 176:0.73 177:0.38 178:0.42 179:0.61 181:0.89 187:0.39 192:0.59 201:0.74 202:0.56 208:0.64 212:0.30 215:0.96 216:0.39 222:0.60 223:0.93 225:0.97 232:0.82 234:0.99 235:0.05 240:0.99 241:0.47 242:0.63 243:0.77 247:0.30 248:0.78 253:0.83 255:0.79 256:0.45 259:0.21 260:0.70 265:0.54 266:0.27 267:0.98 268:0.46 271:0.79 274:0.97 276:0.22 285:0.62 290:0.98 297:0.36 300:0.18\n1 1:0.74 7:0.81 9:0.80 11:0.57 12:0.01 17:0.76 21:0.05 27:0.72 28:0.66 30:0.85 32:0.80 34:0.70 36:0.69 39:0.33 41:0.90 43:0.93 66:0.49 69:0.32 70:0.28 74:0.88 76:0.94 77:0.70 81:0.90 83:0.80 85:0.94 89:0.97 91:0.72 96:0.80 98:0.70 101:0.85 104:0.54 108:0.25 114:0.95 120:0.69 121:0.99 122:0.43 123:0.24 124:0.56 126:0.54 127:0.82 129:0.59 133:0.47 135:0.42 140:0.45 141:0.97 145:0.88 146:0.59 147:0.65 149:0.92 150:0.94 151:0.81 153:0.72 154:0.92 155:0.67 159:0.38 161:0.52 162:0.83 164:0.72 165:0.90 167:0.87 172:0.48 173:0.44 176:0.73 177:0.38 179:0.74 181:0.89 192:0.59 195:0.62 201:0.74 202:0.59 204:0.89 208:0.64 212:0.48 215:0.91 216:0.02 220:0.62 222:0.60 223:0.93 225:0.97 230:0.87 232:0.78 233:0.76 234:0.99 235:0.12 240:0.99 241:0.79 242:0.63 243:0.60 245:0.71 247:0.30 248:0.77 253:0.87 255:0.79 256:0.64 259:0.21 260:0.70 265:0.70 266:0.38 267:0.23 268:0.66 271:0.79 274:0.98 276:0.50 282:0.88 285:0.62 290:0.95 297:0.36 299:0.88 300:0.25\n1 1:0.74 11:0.57 12:0.01 17:0.32 21:0.13 27:0.45 28:0.66 30:0.68 34:0.70 36:0.17 37:0.50 39:0.33 43:0.82 60:0.87 66:0.35 69:0.68 70:0.41 74:0.87 81:0.86 83:0.85 85:0.94 89:0.97 91:0.20 98:0.53 101:0.82 108:0.75 114:0.92 122:0.57 123:0.74 124:0.70 126:0.54 127:0.45 129:0.59 133:0.64 135:0.89 141:0.91 145:0.52 146:0.52 147:0.58 149:0.90 150:0.91 154:0.77 155:0.67 158:0.92 159:0.60 161:0.52 163:0.81 165:0.88 167:0.57 172:0.51 173:0.61 176:0.73 177:0.38 178:0.55 179:0.54 181:0.89 187:0.68 192:0.59 201:0.74 208:0.64 212:0.30 215:0.84 216:0.77 222:0.60 223:0.93 225:0.97 234:0.91 235:0.22 240:0.95 241:0.24 242:0.55 243:0.43 245:0.74 247:0.47 253:0.77 259:0.21 265:0.55 266:0.71 267:0.36 271:0.79 274:0.91 276:0.59 279:0.86 283:0.82 290:0.92 297:0.36 300:0.33\n0 1:0.74 6:0.97 8:0.96 9:0.80 11:0.57 12:0.01 17:0.24 20:0.97 27:0.07 28:0.66 30:0.95 34:0.42 36:0.79 37:0.96 39:0.33 41:0.98 43:0.88 60:0.87 66:0.54 69:0.50 74:0.57 78:0.95 81:0.94 83:0.90 85:0.72 89:0.96 91:0.94 96:0.98 98:0.17 100:0.99 101:0.77 108:0.38 111:0.99 114:0.98 120:0.96 123:0.37 126:0.54 127:0.10 129:0.05 135:0.32 140:0.45 141:0.97 146:0.13 147:0.18 149:0.50 150:0.97 151:0.99 152:0.96 153:0.97 154:0.87 155:0.67 158:0.92 159:0.08 161:0.52 162:0.66 164:0.92 165:0.92 167:0.90 169:0.98 172:0.10 173:0.89 176:0.73 177:0.38 179:0.20 181:0.89 186:0.94 189:0.98 191:0.86 192:0.59 201:0.74 202:0.89 208:0.64 215:0.96 216:0.41 222:0.60 223:0.93 225:0.97 232:0.75 234:0.98 235:0.05 238:0.98 240:0.99 241:0.89 243:0.63 248:0.98 253:0.97 255:0.79 256:0.90 259:0.21 260:0.96 261:0.98 265:0.18 267:0.96 268:0.90 271:0.79 274:1.00 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.08\n1 1:0.74 11:0.57 12:0.01 17:0.90 21:0.71 27:0.72 28:0.66 30:0.91 34:0.34 36:0.50 39:0.33 43:0.87 55:0.52 66:0.69 69:0.53 70:0.13 74:0.63 81:0.50 83:0.73 85:0.72 89:0.96 91:0.79 98:0.51 101:0.77 104:0.54 108:0.41 114:0.68 122:0.57 123:0.39 126:0.54 127:0.15 129:0.05 135:0.26 141:0.91 146:0.22 147:0.28 149:0.50 150:0.66 154:0.85 155:0.67 159:0.11 161:0.52 165:0.69 167:0.82 172:0.21 173:0.98 176:0.73 177:0.38 178:0.55 179:0.75 181:0.89 187:0.21 192:0.59 201:0.74 212:0.61 215:0.48 222:0.60 223:0.92 225:0.96 232:0.78 234:0.91 235:0.88 240:0.95 241:0.76 242:0.63 243:0.73 247:0.30 253:0.58 259:0.21 265:0.52 266:0.17 267:0.17 271:0.79 274:0.91 276:0.21 290:0.68 297:0.36 300:0.13\n1 1:0.74 11:0.57 12:0.01 17:0.96 27:0.72 28:0.66 30:0.62 34:0.24 36:0.32 39:0.33 43:0.88 66:0.75 69:0.52 70:0.23 74:0.69 81:0.94 83:0.80 85:0.80 89:0.96 91:0.78 98:0.69 101:0.81 104:0.58 108:0.40 114:0.98 122:0.51 123:0.38 126:0.54 127:0.21 129:0.05 135:0.37 141:0.91 146:0.30 147:0.36 149:0.68 150:0.97 154:0.86 155:0.67 159:0.12 161:0.52 165:0.92 167:0.85 172:0.32 173:0.91 176:0.73 177:0.38 178:0.55 179:0.79 181:0.89 192:0.59 201:0.74 212:0.84 215:0.96 222:0.60 223:0.93 225:0.97 232:0.82 234:0.91 235:0.05 240:0.95 241:0.78 242:0.33 243:0.77 247:0.39 253:0.76 259:0.21 265:0.69 266:0.17 267:0.23 271:0.79 274:0.91 276:0.25 290:0.98 297:0.36 300:0.18\n1 1:0.74 9:0.80 11:0.57 12:0.01 17:0.57 21:0.05 27:0.40 28:0.66 30:0.91 34:0.67 36:0.54 37:0.69 39:0.33 41:0.88 43:0.92 66:0.69 69:0.37 70:0.13 74:0.56 81:0.90 83:0.80 85:0.80 89:0.96 91:0.54 96:0.85 98:0.87 101:0.80 108:0.29 114:0.95 120:0.76 122:0.43 123:0.28 126:0.54 127:0.39 129:0.05 135:0.34 140:0.45 141:0.97 146:0.44 147:0.51 149:0.68 150:0.94 151:0.87 153:0.48 154:0.91 155:0.67 159:0.16 161:0.52 162:0.86 163:0.75 164:0.67 165:0.90 167:0.74 172:0.21 173:0.74 176:0.73 177:0.38 179:0.97 181:0.89 187:0.68 192:0.59 201:0.74 202:0.50 208:0.64 212:0.61 215:0.91 216:0.19 220:0.62 222:0.60 223:0.93 225:0.97 232:0.77 234:1.00 235:0.12 240:0.99 241:0.69 242:0.63 243:0.73 247:0.30 248:0.83 253:0.84 255:0.79 256:0.58 259:0.21 260:0.77 265:0.87 266:0.17 267:0.73 268:0.59 271:0.79 274:0.98 276:0.13 285:0.62 290:0.95 297:0.36 300:0.13\n1 1:0.74 6:0.86 7:0.81 9:0.80 11:0.57 12:0.01 17:0.66 20:0.80 21:0.05 27:0.40 28:0.66 30:0.91 34:0.67 36:0.49 37:0.69 39:0.33 41:0.88 43:0.92 66:0.69 69:0.33 70:0.13 74:0.72 76:0.85 77:0.70 78:0.88 81:0.90 83:0.81 85:0.80 89:0.96 91:0.61 96:0.88 98:0.83 100:0.73 101:0.80 108:0.26 111:0.85 114:0.95 120:0.79 121:0.90 122:0.43 123:0.25 126:0.54 127:0.32 129:0.05 135:0.34 140:0.45 141:0.97 145:0.93 146:0.41 147:0.48 149:0.68 150:0.94 151:0.93 152:0.84 153:0.78 154:0.92 155:0.67 159:0.15 161:0.52 162:0.61 163:0.75 164:0.71 165:0.90 167:0.83 169:0.79 172:0.21 173:0.70 176:0.73 177:0.38 179:0.96 181:0.89 186:0.88 187:0.39 191:0.84 192:0.59 195:0.54 201:0.74 202:0.65 204:0.89 208:0.64 212:0.61 215:0.91 216:0.19 222:0.60 223:0.93 225:0.97 230:0.87 232:0.77 233:0.76 234:0.98 235:0.12 240:0.99 241:0.76 242:0.63 243:0.73 247:0.30 248:0.87 253:0.88 255:0.79 256:0.58 259:0.21 260:0.80 261:0.84 265:0.83 266:0.17 267:0.44 268:0.65 271:0.79 274:0.98 276:0.13 282:0.84 285:0.62 290:0.95 297:0.36 300:0.13\n1 1:0.74 6:0.88 8:0.74 9:0.80 11:0.57 12:0.01 17:0.88 20:0.94 21:0.71 27:0.33 28:0.66 30:0.76 32:0.80 34:0.45 36:0.41 37:0.70 39:0.33 41:0.90 43:0.86 66:0.36 69:0.60 70:0.22 74:0.74 76:0.99 77:0.98 78:0.81 81:0.50 83:0.76 85:0.80 89:0.96 91:0.73 96:0.87 98:0.32 100:0.85 101:0.78 104:0.58 108:0.65 111:0.81 114:0.68 120:0.73 122:0.51 123:0.63 124:0.57 126:0.54 127:0.41 129:0.59 133:0.47 135:0.30 140:0.80 141:0.97 145:0.85 146:0.13 147:0.18 149:0.65 150:0.66 151:0.81 152:0.91 153:0.72 154:0.84 155:0.67 159:0.26 161:0.52 162:0.84 163:0.88 164:0.78 165:0.69 167:0.89 169:0.83 172:0.16 173:0.78 176:0.73 177:0.38 179:0.95 181:0.89 186:0.82 189:0.89 192:0.59 195:0.58 201:0.74 202:0.73 208:0.64 212:0.42 215:0.48 216:0.22 220:0.82 222:0.60 223:0.93 225:0.97 232:0.82 234:0.98 235:0.88 238:0.90 240:0.99 241:0.86 242:0.45 243:0.40 245:0.43 247:0.35 248:0.80 253:0.87 255:0.79 256:0.77 259:0.21 260:0.74 261:0.85 265:0.34 266:0.23 267:0.28 268:0.79 271:0.79 274:0.98 276:0.16 282:0.88 285:0.62 290:0.68 297:0.36 299:0.88 300:0.18\n1 1:0.68 10:0.96 11:0.81 12:0.69 17:0.51 18:0.92 21:0.13 22:0.93 27:0.25 29:0.77 30:0.57 33:0.97 34:0.24 36:0.24 37:0.89 39:0.51 43:0.48 45:0.94 47:0.93 64:0.77 66:0.33 69:0.55 70:0.62 71:0.91 74:0.48 81:0.76 83:0.69 86:0.88 91:0.20 98:0.66 99:0.95 101:0.65 104:0.54 108:0.42 114:0.92 122:0.93 123:0.40 124:0.79 126:0.54 127:0.80 129:0.59 131:0.61 133:0.78 135:0.32 139:0.83 144:0.85 146:0.89 147:0.91 149:0.66 150:0.63 154:0.60 155:0.52 157:0.99 159:0.78 165:0.81 166:0.86 170:0.82 172:0.73 173:0.37 174:0.95 176:0.70 177:0.88 178:0.55 179:0.35 182:1.00 187:0.21 192:0.54 197:0.96 201:0.67 208:0.64 212:0.28 215:0.84 216:0.36 222:0.48 227:0.61 229:0.61 231:0.78 235:0.42 236:0.95 239:0.94 241:0.05 242:0.18 243:0.50 244:0.61 245:0.88 246:1.00 247:0.94 253:0.63 254:0.86 259:0.21 262:0.93 265:0.66 266:0.80 267:0.59 271:0.61 276:0.81 287:0.61 290:0.92 291:0.97 297:0.36 300:0.70\n2 1:0.61 8:0.77 9:0.72 10:0.94 11:0.55 12:0.69 17:0.15 18:0.95 21:0.54 23:0.99 27:0.14 29:0.77 30:0.45 31:0.92 34:0.96 36:0.71 37:0.82 39:0.51 43:0.27 44:0.88 45:0.93 48:0.91 55:0.52 62:0.98 64:0.77 66:0.48 69:0.39 70:0.73 71:0.91 74:0.33 75:0.97 76:0.85 79:0.92 81:0.53 83:0.56 86:0.87 91:0.70 96:0.89 97:0.89 98:0.45 99:0.83 101:0.47 102:0.95 104:0.89 108:0.87 114:0.67 120:0.61 122:0.93 123:0.86 124:0.83 126:0.51 127:0.72 128:0.97 129:0.05 131:0.90 133:0.86 135:0.20 137:0.92 138:0.98 139:0.87 140:0.87 144:0.85 145:0.56 146:0.43 147:0.49 149:0.51 150:0.45 151:0.56 153:0.72 154:0.48 155:0.65 157:0.86 158:0.73 159:0.76 162:0.73 164:0.54 165:0.65 166:0.77 168:0.97 170:0.82 172:0.82 173:0.23 174:0.95 176:0.59 177:0.88 179:0.29 182:0.79 187:0.68 190:0.95 192:0.87 193:0.97 195:0.88 196:0.94 197:0.94 201:0.60 202:0.83 204:0.80 205:0.98 208:0.64 212:0.80 216:0.84 219:0.91 220:0.82 222:0.48 226:0.95 227:0.95 229:0.88 231:0.78 235:0.74 236:0.94 239:0.95 241:0.63 242:0.29 243:0.27 244:0.61 245:0.85 246:0.92 247:0.92 248:0.58 253:0.84 254:0.99 255:0.71 256:0.85 259:0.21 260:0.62 265:0.47 266:0.84 267:0.94 268:0.87 271:0.61 276:0.83 277:0.69 279:0.78 281:0.91 284:0.97 285:0.62 287:0.94 290:0.67 292:0.86 300:0.84\n1 1:0.65 7:0.81 8:0.63 10:0.93 11:0.81 12:0.69 17:0.81 18:0.89 21:0.40 27:0.53 29:0.77 30:0.55 32:0.71 34:0.86 36:0.75 37:0.28 39:0.51 43:0.44 44:0.92 45:0.90 64:0.77 66:0.92 69:0.61 70:0.81 71:0.91 74:0.64 77:0.70 81:0.71 83:0.69 86:0.83 91:0.20 97:0.89 98:0.90 99:0.95 101:0.65 102:0.97 104:0.94 106:0.81 108:0.46 114:0.82 121:0.90 122:0.76 123:0.44 126:0.54 127:0.46 129:0.05 131:0.61 132:0.97 135:0.96 139:0.88 144:0.85 145:0.85 146:0.85 147:0.87 149:0.66 150:0.56 154:0.47 155:0.57 157:0.99 158:0.75 159:0.41 165:0.81 166:0.85 170:0.82 172:0.79 173:0.66 174:0.91 176:0.70 177:0.88 178:0.55 179:0.45 182:1.00 187:0.39 192:0.85 193:1.00 195:0.65 197:0.94 201:0.65 204:0.84 206:0.81 208:0.64 212:0.70 215:0.67 216:0.34 222:0.48 227:0.61 229:0.61 230:0.87 231:0.78 233:0.76 235:0.68 236:0.95 239:0.96 241:0.07 242:0.13 243:0.93 244:0.83 246:1.00 247:0.93 253:0.61 254:0.74 259:0.21 265:0.90 266:0.54 267:0.79 271:0.61 276:0.68 279:0.76 281:0.91 282:0.80 283:0.82 287:0.61 290:0.82 297:0.36 300:0.70\n2 7:0.69 8:0.88 9:0.75 10:0.88 11:0.81 12:0.69 17:0.24 18:0.73 21:0.47 23:0.97 25:0.88 27:0.25 29:0.77 30:0.75 31:0.93 32:0.65 34:0.63 36:0.71 37:0.55 39:0.51 43:0.26 45:0.90 62:0.96 66:0.68 69:0.80 70:0.41 71:0.91 74:0.60 77:0.70 79:0.93 81:0.30 83:0.69 86:0.72 87:0.98 91:0.95 96:0.99 97:1.00 98:0.70 101:0.65 104:0.58 108:0.64 120:0.98 122:0.55 123:0.62 124:0.44 126:0.24 127:0.34 128:0.96 129:0.05 131:0.90 133:0.39 135:0.65 137:0.93 139:0.69 140:0.45 144:0.85 145:0.72 146:0.72 147:0.77 149:0.56 150:0.33 151:0.99 153:0.97 154:0.50 155:0.58 157:0.99 158:0.76 159:0.40 162:0.68 164:0.97 166:0.74 168:0.96 170:0.82 172:0.67 173:0.85 174:0.83 177:0.88 179:0.48 182:1.00 190:0.95 191:0.94 192:0.86 195:0.68 196:0.90 197:0.86 202:0.95 204:0.80 205:0.97 208:0.64 212:0.39 215:0.63 216:0.49 219:0.87 220:0.62 222:0.48 227:0.95 229:1.00 230:0.71 231:0.78 232:0.80 233:0.76 235:0.52 239:0.87 241:0.91 242:0.42 243:0.72 244:0.61 245:0.74 246:0.61 247:0.76 248:0.99 253:0.98 254:0.88 255:0.73 256:0.96 259:0.21 260:0.98 265:0.71 266:0.47 267:0.82 268:0.96 271:0.61 276:0.60 279:0.82 282:0.74 283:0.82 284:0.95 285:0.62 287:1.00 292:0.88 297:0.36 300:0.43\n1 1:0.63 7:0.65 8:0.78 10:0.96 11:0.81 12:0.69 17:0.26 18:0.96 21:0.40 23:0.95 27:0.15 29:0.77 30:0.37 34:0.70 36:0.53 37:0.58 39:0.51 43:0.57 44:0.85 45:0.95 62:0.97 64:0.77 66:0.67 69:0.23 70:0.83 71:0.91 74:0.42 75:0.97 76:0.85 81:0.56 83:0.69 86:0.91 91:0.29 97:0.99 98:0.85 99:0.83 101:0.65 108:0.73 114:0.70 120:0.61 122:0.93 123:0.71 124:0.50 126:0.51 127:0.78 128:0.96 129:0.59 131:0.83 133:0.60 135:0.95 139:0.89 140:0.45 144:0.85 145:0.59 146:0.54 147:0.60 149:0.69 150:0.47 151:0.53 153:0.48 154:0.49 155:0.52 157:0.98 158:0.76 159:0.74 162:0.86 164:0.66 165:0.65 166:0.78 168:0.96 170:0.82 172:0.90 173:0.17 174:0.96 176:0.59 177:0.88 179:0.26 182:0.94 187:0.87 190:0.98 191:0.73 192:0.55 193:0.98 195:0.85 197:0.96 201:0.61 202:0.56 204:0.80 205:0.95 208:0.64 212:0.60 216:0.50 219:0.91 220:0.91 222:0.48 226:0.96 227:0.90 229:0.61 230:0.67 231:0.78 233:0.65 235:0.60 236:0.94 239:0.96 241:0.24 242:0.23 243:0.31 244:0.61 245:0.91 246:0.92 247:0.97 248:0.57 253:0.53 254:0.86 256:0.64 259:0.21 260:0.61 265:0.85 266:0.54 267:0.59 268:0.65 271:0.61 276:0.87 279:0.82 281:0.86 283:0.82 285:0.50 287:0.61 290:0.70 292:0.88 300:0.70\n1 10:0.87 11:0.81 12:0.69 17:0.47 18:0.94 21:0.22 27:0.45 29:0.77 30:0.10 34:0.75 36:0.18 37:0.50 39:0.51 43:0.26 45:0.87 55:0.92 64:0.77 66:0.51 69:0.79 70:0.95 71:0.91 74:0.48 81:0.28 86:0.74 91:0.06 98:0.46 101:0.65 108:0.63 122:0.92 123:0.61 124:0.91 126:0.24 127:0.67 129:0.05 131:0.61 133:0.94 135:0.89 139:0.71 144:0.85 145:0.54 146:0.86 147:0.05 149:0.44 150:0.31 154:0.50 157:0.96 159:0.87 166:0.72 170:0.82 172:0.78 173:0.56 174:0.83 177:0.05 178:0.55 179:0.36 182:0.88 187:0.68 197:0.83 212:0.47 216:0.77 222:0.48 227:0.61 229:0.61 231:0.70 235:0.22 239:0.86 241:0.32 242:0.60 243:0.07 244:0.61 245:0.70 246:0.61 247:0.88 253:0.40 254:0.86 257:0.93 259:0.21 265:0.48 266:0.89 267:0.73 271:0.61 276:0.78 287:0.61 300:0.84\n3 1:0.58 7:0.64 8:0.95 9:0.72 12:0.69 17:0.11 21:0.47 23:1.00 27:0.19 29:0.77 31:0.96 34:0.71 36:0.39 37:0.69 39:0.51 43:0.10 44:0.88 62:0.97 64:0.77 66:0.36 69:0.51 71:0.91 79:0.95 81:0.55 83:0.69 91:1.00 96:0.88 98:0.10 99:0.83 102:0.95 104:0.58 108:0.39 120:0.95 123:0.38 126:0.51 127:0.07 128:0.98 129:0.05 131:0.90 135:0.24 137:0.96 139:0.69 140:0.90 144:0.85 145:0.91 146:0.05 147:0.05 149:0.06 150:0.44 151:0.57 153:0.46 154:0.09 155:0.63 157:0.61 159:0.05 162:0.58 164:0.96 165:0.65 166:0.79 168:0.98 170:0.82 172:0.05 173:0.66 175:0.97 177:0.05 178:0.42 182:1.00 190:0.95 191:0.96 192:0.86 193:0.97 195:0.59 196:0.91 201:0.60 202:0.96 204:0.82 205:1.00 208:0.61 215:0.63 216:0.56 220:0.62 222:0.48 227:0.96 229:1.00 230:0.64 231:0.79 233:0.66 235:0.68 236:0.94 239:0.87 241:0.95 243:0.51 244:0.97 246:0.92 248:0.68 253:0.83 255:0.71 256:0.97 257:0.93 259:0.21 260:0.95 265:0.10 267:0.87 268:0.96 271:0.61 277:0.95 281:0.91 283:0.67 284:0.99 285:0.62 287:1.00 297:0.36\n3 1:0.59 8:0.91 9:0.75 11:0.55 12:0.69 17:0.49 18:0.71 21:0.40 23:0.97 27:0.25 29:0.77 30:0.45 31:0.93 34:0.67 36:0.42 37:0.89 39:0.51 41:0.82 43:0.56 45:0.77 66:0.45 69:0.43 70:0.47 71:0.91 74:0.48 79:0.92 81:0.50 83:0.69 86:0.60 91:0.94 96:0.98 97:0.97 98:0.26 99:0.83 101:0.47 104:0.54 108:0.33 114:0.76 120:0.97 122:0.55 123:0.32 124:0.67 126:0.32 127:0.54 128:0.97 129:0.05 131:0.90 133:0.62 135:0.49 137:0.93 139:0.59 140:0.99 144:0.85 145:0.54 146:0.28 147:0.35 149:0.47 150:0.44 151:0.72 153:0.93 154:0.45 155:0.65 157:0.87 158:0.75 159:0.38 162:0.68 164:0.95 165:0.65 166:0.80 168:0.97 170:0.82 172:0.32 173:0.51 175:0.91 176:0.62 177:0.38 179:0.84 182:1.00 190:0.95 191:0.95 192:0.98 196:0.87 201:0.56 202:0.93 205:0.98 208:0.64 212:0.50 215:0.67 216:0.36 220:0.62 222:0.48 227:0.96 229:1.00 231:0.79 235:0.52 241:0.83 242:0.53 243:0.58 244:0.93 245:0.52 246:0.96 247:0.47 248:0.68 253:0.97 255:0.74 256:0.94 257:0.84 259:0.21 260:0.97 265:0.28 266:0.47 267:0.73 268:0.94 271:0.61 276:0.33 277:0.87 279:0.79 283:0.82 284:0.94 285:0.62 287:1.00 290:0.76 297:0.36 300:0.33\n2 8:0.66 9:0.73 10:0.96 11:0.87 12:0.69 17:0.75 18:0.93 21:0.78 27:0.41 29:0.77 30:0.33 31:0.86 34:0.59 36:0.74 37:0.38 39:0.51 43:0.83 45:0.83 66:0.93 69:0.42 70:0.76 71:0.91 74:0.67 79:0.86 83:0.56 85:0.80 86:0.90 91:0.77 96:0.80 98:0.92 101:0.96 104:0.58 108:0.32 120:0.69 122:0.92 123:0.31 127:0.53 129:0.05 131:0.88 132:0.97 135:0.74 137:0.86 139:0.87 140:0.90 144:0.85 146:0.80 147:0.83 149:0.83 151:0.85 153:0.48 154:0.79 155:0.56 157:0.99 159:0.35 162:0.52 164:0.55 166:0.61 170:0.82 172:0.82 173:0.53 174:0.88 177:0.88 178:0.50 179:0.42 182:0.97 190:0.95 191:0.73 192:0.58 196:0.88 197:0.92 202:0.67 208:0.50 212:0.84 216:0.18 222:0.48 227:0.94 229:0.94 231:0.77 232:0.79 235:0.31 239:0.95 241:0.83 242:0.19 243:0.94 246:0.61 247:0.90 248:0.76 253:0.80 255:0.72 256:0.58 260:0.70 265:0.92 266:0.38 267:0.91 268:0.59 271:0.61 276:0.72 284:0.87 285:0.60 287:0.97 300:0.55\n2 10:0.97 11:0.81 12:0.69 17:0.57 18:0.97 21:0.40 22:0.93 27:0.15 29:0.77 30:0.55 31:0.87 32:0.66 34:0.52 36:0.54 37:0.58 39:0.51 43:0.57 44:0.86 45:0.95 47:0.93 48:0.91 64:0.77 66:0.97 69:0.19 70:0.62 71:0.91 74:0.61 76:0.85 77:0.70 79:0.87 81:0.27 83:0.69 86:0.93 91:0.53 97:0.89 98:0.95 101:0.65 104:0.87 108:0.15 122:0.93 123:0.15 126:0.24 127:0.67 129:0.05 131:0.80 135:0.65 137:0.87 139:0.90 140:0.80 144:0.85 145:0.92 146:0.91 147:0.93 149:0.72 150:0.30 151:0.50 153:0.48 154:0.53 155:0.50 157:0.99 158:0.75 159:0.52 162:0.57 166:0.72 170:0.82 172:0.92 173:0.24 174:0.96 177:0.88 178:0.42 179:0.27 182:0.96 187:0.68 190:0.98 192:0.46 193:0.97 195:0.70 196:0.91 197:0.97 202:0.54 204:0.80 208:0.61 212:0.89 216:0.50 220:0.91 222:0.48 227:0.83 229:0.61 231:0.75 232:0.91 235:0.42 239:0.96 241:0.30 242:0.27 243:0.97 244:0.61 246:0.61 247:0.97 248:0.50 253:0.47 254:0.80 256:0.45 259:0.21 262:0.93 265:0.95 266:0.27 267:0.85 268:0.46 271:0.61 276:0.85 279:0.76 281:0.91 282:0.75 283:0.82 284:0.87 285:0.46 287:0.61 300:0.55\n1 1:0.61 7:0.64 8:0.62 9:0.73 10:0.93 11:0.55 12:0.69 17:0.64 18:0.87 20:0.95 21:0.54 23:0.99 27:0.37 29:0.77 30:0.66 31:0.91 32:0.63 34:0.64 36:0.98 37:0.29 39:0.51 43:0.29 44:0.88 45:0.87 48:0.91 62:0.97 64:0.77 66:0.63 69:0.49 70:0.61 71:0.91 78:0.95 79:0.91 81:0.45 83:0.69 86:0.82 91:0.83 96:0.80 98:0.79 99:0.83 100:0.96 101:0.47 102:0.94 104:0.58 108:0.62 111:0.95 120:0.89 122:0.93 123:0.60 124:0.47 126:0.32 127:0.64 128:0.97 129:0.59 131:0.90 133:0.46 135:0.42 137:0.91 138:0.97 139:0.81 140:0.93 144:0.85 145:0.76 146:0.26 147:0.32 149:0.46 150:0.40 151:0.85 152:0.88 153:0.48 154:0.48 155:0.64 157:0.84 159:0.43 162:0.68 164:0.88 165:0.65 166:0.72 168:0.97 169:0.94 170:0.82 172:0.59 173:0.55 174:0.91 175:0.75 177:0.70 178:0.50 179:0.67 182:1.00 186:0.95 190:0.95 191:0.93 192:0.86 193:0.97 195:0.67 196:0.92 197:0.93 201:0.58 202:0.88 204:0.81 205:0.99 208:0.61 212:0.41 216:0.36 220:0.74 222:0.48 227:0.95 229:1.00 230:0.64 231:0.78 232:0.80 233:0.66 235:0.74 236:0.92 239:0.92 241:0.95 242:0.33 243:0.31 244:0.83 245:0.71 246:0.92 247:0.67 248:0.82 253:0.73 254:0.90 255:0.71 256:0.89 257:0.65 259:0.21 260:0.89 261:0.94 265:0.79 266:0.63 267:0.52 268:0.90 271:0.61 276:0.53 277:0.69 281:0.91 283:0.67 284:0.98 285:0.62 287:1.00 300:0.55\n0 1:0.67 9:0.75 10:0.93 11:0.81 12:0.69 17:0.88 18:0.91 21:0.22 22:0.93 23:0.98 27:0.72 29:0.77 30:0.38 31:0.91 33:0.97 34:0.34 36:0.56 39:0.51 43:0.40 45:0.89 47:0.93 62:0.97 64:0.77 66:0.36 69:0.17 70:0.78 71:0.91 74:0.51 75:0.98 79:0.91 81:0.74 83:0.69 86:0.84 91:0.73 96:0.87 97:0.94 98:0.59 99:0.95 101:0.65 104:0.95 106:0.81 108:0.84 114:0.88 117:0.86 120:0.79 122:0.93 123:0.83 124:0.77 126:0.54 127:0.86 128:0.97 129:0.59 131:0.90 133:0.74 135:0.70 137:0.91 139:0.83 140:0.45 144:0.85 146:0.43 147:0.50 149:0.42 150:0.60 151:0.65 153:0.83 154:0.66 155:0.65 157:0.97 158:0.81 159:0.68 162:0.83 164:0.75 165:0.81 166:0.85 168:0.97 170:0.82 172:0.63 173:0.16 174:0.93 176:0.70 177:0.88 179:0.50 182:1.00 187:0.39 190:0.95 192:0.98 196:0.93 197:0.93 201:0.66 202:0.66 205:0.97 206:0.81 208:0.64 212:0.51 215:0.79 216:0.23 219:0.94 220:0.82 222:0.48 226:0.95 227:0.96 229:1.00 231:0.79 232:0.97 235:0.52 236:0.95 239:0.94 241:0.30 242:0.32 243:0.31 244:0.61 245:0.78 246:1.00 247:0.76 248:0.67 253:0.84 254:0.84 255:0.78 256:0.68 259:0.21 260:0.79 262:0.93 265:0.60 266:0.75 267:0.65 268:0.72 271:0.61 276:0.69 279:0.79 283:0.66 284:0.94 285:0.62 287:1.00 290:0.88 291:0.97 292:0.87 297:0.36 300:0.70\n1 1:0.64 7:0.69 8:0.68 9:0.74 10:0.96 11:0.87 12:0.69 17:0.64 18:0.94 27:0.28 29:0.77 30:0.60 31:0.89 32:0.66 34:0.87 36:0.96 37:0.48 39:0.51 43:0.67 44:0.86 45:0.96 48:0.91 60:0.87 66:0.98 69:0.05 70:0.62 71:0.91 74:0.80 75:0.99 77:0.89 79:0.89 81:0.60 83:0.69 85:0.72 86:0.91 91:0.79 96:0.88 97:0.99 98:0.97 99:0.83 101:0.96 104:0.91 106:0.81 108:0.05 114:0.92 117:0.86 120:0.79 122:0.55 123:0.05 126:0.32 127:0.76 129:0.05 131:0.88 132:0.97 135:0.81 137:0.89 139:0.91 140:0.45 144:0.85 145:0.65 146:0.93 147:0.94 149:0.81 150:0.56 151:0.93 153:0.80 154:0.56 155:0.57 157:1.00 158:0.92 159:0.56 162:0.81 164:0.68 165:0.65 166:0.80 170:0.82 172:0.94 173:0.13 174:0.94 176:0.62 177:0.88 179:0.24 182:0.98 187:0.39 190:0.95 191:0.70 192:0.86 193:0.96 195:0.72 196:0.92 197:0.95 201:0.60 202:0.61 204:0.83 206:0.81 208:0.64 212:0.86 215:0.96 216:0.48 219:0.95 222:0.48 226:0.98 227:0.94 229:0.94 230:0.71 231:0.78 232:0.98 233:0.76 235:0.05 239:0.97 241:0.27 242:0.15 243:0.98 246:0.97 247:0.96 248:0.86 253:0.90 255:0.72 256:0.64 260:0.80 265:0.97 266:0.27 267:0.84 268:0.66 271:0.61 276:0.88 279:0.82 281:0.86 282:0.75 283:0.82 284:0.87 285:0.60 287:0.97 290:0.92 292:0.95 297:0.36 300:0.55\n1 1:0.60 7:0.69 8:0.81 9:0.71 10:0.96 11:0.81 12:0.69 17:0.30 18:0.97 21:0.22 27:0.15 29:0.77 30:0.45 31:0.89 32:0.66 34:0.53 36:0.50 37:0.58 39:0.51 43:0.57 44:0.86 45:0.95 48:0.91 64:0.77 66:0.97 69:0.17 70:0.76 71:0.91 74:0.59 77:0.70 79:0.88 81:0.37 83:0.69 86:0.91 91:0.54 96:0.73 97:0.97 98:0.96 101:0.65 104:0.97 108:0.14 114:0.69 120:0.58 122:0.93 123:0.13 126:0.32 127:0.69 129:0.05 131:0.88 135:0.88 137:0.89 138:0.96 139:0.89 140:0.80 144:0.85 145:0.92 146:0.92 147:0.94 149:0.73 150:0.42 151:0.63 153:0.72 154:0.47 155:0.63 157:0.99 158:0.76 159:0.55 162:0.59 164:0.54 166:0.75 170:0.82 172:0.92 173:0.21 174:0.95 176:0.56 177:0.88 178:0.42 179:0.27 182:0.98 187:0.87 190:0.95 191:0.70 192:0.86 193:0.97 195:0.72 196:0.91 197:0.97 201:0.57 202:0.62 204:0.82 208:0.64 212:0.78 216:0.50 219:0.87 220:0.82 222:0.48 227:0.94 229:0.94 230:0.71 231:0.78 233:0.76 235:0.31 239:0.95 241:0.51 242:0.27 243:0.97 244:0.61 246:0.61 247:0.97 248:0.62 253:0.60 254:0.84 255:0.70 256:0.58 259:0.21 260:0.58 265:0.96 266:0.38 267:0.96 268:0.61 271:0.61 276:0.86 279:0.81 281:0.91 282:0.75 283:0.82 284:0.90 285:0.60 286:0.99 287:0.97 290:0.69 292:0.88 300:0.55\n0 1:0.68 10:0.96 11:0.81 12:0.69 17:0.97 18:0.91 21:0.05 27:0.67 29:0.77 30:0.75 34:0.34 36:0.40 37:0.74 39:0.51 43:0.56 45:0.94 64:0.77 66:0.60 69:0.47 70:0.66 71:0.91 74:0.52 81:0.81 83:0.69 86:0.89 91:0.29 97:0.89 98:0.69 101:0.65 104:0.91 106:0.81 108:0.80 114:0.95 117:0.86 122:0.93 123:0.79 124:0.63 126:0.54 127:0.77 129:0.59 131:0.61 133:0.64 135:0.82 139:0.85 144:0.85 146:0.32 147:0.38 149:0.71 150:0.66 154:0.60 155:0.53 157:0.99 158:0.75 159:0.65 165:0.93 166:0.86 170:0.82 172:0.79 173:0.38 174:0.95 176:0.73 177:0.88 178:0.55 179:0.40 182:1.00 187:0.39 192:0.55 197:0.96 201:0.67 206:0.81 208:0.64 212:0.61 215:0.91 216:0.16 222:0.48 227:0.61 229:0.61 231:0.78 232:0.95 235:0.42 236:0.97 239:0.94 241:0.05 242:0.41 243:0.29 244:0.61 245:0.85 246:1.00 247:0.82 253:0.67 259:0.21 265:0.69 266:0.75 267:0.28 271:0.61 276:0.75 279:0.76 283:0.82 287:0.61 290:0.95 297:0.36 300:0.84\n1 1:0.69 10:0.93 11:0.55 12:0.69 17:0.40 18:0.94 22:0.93 27:0.25 29:0.77 30:0.38 33:0.97 34:0.69 36:0.25 37:0.89 39:0.51 43:0.43 45:0.88 47:0.93 64:0.77 66:0.80 69:0.61 70:0.65 71:0.91 75:0.96 81:0.82 83:0.69 86:0.84 91:0.37 97:0.89 98:0.83 101:0.47 104:0.54 108:0.46 114:0.98 122:0.93 123:0.44 124:0.39 126:0.54 127:0.55 129:0.05 131:0.61 133:0.43 135:0.86 139:0.81 144:0.85 146:0.88 147:0.90 149:0.56 150:0.71 154:0.26 155:0.53 157:0.85 159:0.54 165:0.93 166:0.86 170:0.82 172:0.77 173:0.58 174:0.92 175:0.75 176:0.73 177:0.70 178:0.55 179:0.48 182:1.00 187:0.21 192:0.55 197:0.94 201:0.68 208:0.64 212:0.29 215:0.96 216:0.36 219:0.90 222:0.48 226:0.98 227:0.61 229:0.61 231:0.78 235:0.31 236:0.97 239:0.93 241:0.15 242:0.38 243:0.82 244:0.83 245:0.70 246:1.00 247:0.79 253:0.69 254:0.86 257:0.65 259:0.21 262:0.93 265:0.83 266:0.54 267:0.52 271:0.61 276:0.68 277:0.69 279:0.76 287:0.61 290:0.98 291:0.97 292:0.95 297:0.36 300:0.43\n0 1:0.61 7:0.64 8:0.61 10:0.91 11:0.81 12:0.69 17:0.49 18:0.78 21:0.22 22:0.93 27:0.21 29:0.77 30:0.60 32:0.62 33:0.97 34:0.97 36:0.71 37:0.66 39:0.51 43:0.26 44:0.88 45:0.88 47:0.93 66:0.51 69:0.83 70:0.60 71:0.91 74:0.39 81:0.53 83:0.56 86:0.75 91:0.51 98:0.38 99:0.83 101:0.65 102:0.95 104:0.95 106:0.81 108:0.82 114:0.82 117:0.86 122:0.93 123:0.81 124:0.56 126:0.32 127:0.26 129:0.59 131:0.61 133:0.47 135:0.89 139:0.74 144:0.85 145:0.70 146:0.47 147:0.54 149:0.25 150:0.48 154:0.35 155:0.48 157:0.98 158:0.72 159:0.45 165:0.65 166:0.80 170:0.82 172:0.59 173:0.81 174:0.89 176:0.62 177:0.88 178:0.55 179:0.41 182:0.97 187:0.68 192:0.47 195:0.77 197:0.89 201:0.58 206:0.81 208:0.50 212:0.73 215:0.79 216:0.54 222:0.48 227:0.61 229:0.61 230:0.64 231:0.76 232:0.98 233:0.66 235:0.31 239:0.90 241:0.47 242:0.24 243:0.43 244:0.61 245:0.79 246:0.97 247:0.86 253:0.58 254:0.97 259:0.21 262:0.93 265:0.40 266:0.54 267:0.28 271:0.61 276:0.54 287:0.61 290:0.82 291:0.97 297:0.36 300:0.55\n1 7:0.66 8:0.86 9:0.70 10:0.95 11:0.81 12:0.69 17:0.34 18:0.97 21:0.59 23:0.96 27:0.15 29:0.77 30:0.44 31:0.87 32:0.63 34:0.56 36:0.62 37:0.58 39:0.51 43:0.57 44:0.88 45:0.95 48:0.91 62:0.96 64:0.77 66:0.45 69:0.25 70:0.75 71:0.91 74:0.49 75:0.98 76:0.94 79:0.87 81:0.26 83:0.69 86:0.89 91:0.44 96:0.69 97:0.94 98:0.58 101:0.65 102:0.96 108:0.85 122:0.93 123:0.84 124:0.69 126:0.24 127:0.73 128:0.95 129:0.59 131:0.84 133:0.67 135:0.86 137:0.87 139:0.90 140:0.45 144:0.85 145:0.58 146:0.78 147:0.82 149:0.74 150:0.28 151:0.51 153:0.69 154:0.22 155:0.57 157:0.99 158:0.75 159:0.72 162:0.86 166:0.72 168:0.95 170:0.82 172:0.84 173:0.18 174:0.95 177:0.88 179:0.26 182:0.96 187:0.87 190:0.89 192:0.58 193:0.96 195:0.84 196:0.90 197:0.96 202:0.46 204:0.85 205:0.95 208:0.64 212:0.72 216:0.50 219:0.94 220:0.96 222:0.48 226:0.95 227:0.91 229:0.88 230:0.68 231:0.76 233:0.65 235:0.68 239:0.96 241:0.01 242:0.22 243:0.36 244:0.61 245:0.94 246:0.61 247:0.96 248:0.50 253:0.41 254:0.84 255:0.69 256:0.45 259:0.21 265:0.60 266:0.63 267:0.82 268:0.55 271:0.61 276:0.86 279:0.81 281:0.86 283:0.82 284:0.90 285:0.60 287:0.94 292:0.86 300:0.55\n2 1:0.69 8:0.88 9:0.79 10:0.86 11:0.81 12:0.69 17:0.96 18:0.84 20:0.94 23:0.97 27:0.25 29:0.77 30:0.13 31:0.95 34:0.77 36:0.76 37:0.84 39:0.51 41:0.82 43:0.29 44:0.88 45:0.87 62:0.97 64:0.77 66:0.72 69:0.77 70:0.83 71:0.91 74:0.49 78:0.97 79:0.94 81:0.82 83:0.69 86:0.70 91:0.61 96:0.88 97:0.94 98:0.85 100:0.96 101:0.65 102:0.95 104:0.82 106:0.81 108:0.61 111:0.96 114:0.98 117:0.86 120:0.80 123:0.58 124:0.43 126:0.54 127:0.62 128:0.98 129:0.05 131:0.90 133:0.45 135:0.96 137:0.95 139:0.74 140:0.45 144:0.85 145:0.67 146:0.89 147:0.43 149:0.48 150:0.71 151:0.91 152:0.88 153:0.72 154:0.38 155:0.66 157:0.98 158:0.75 159:0.56 162:0.86 164:0.72 165:0.93 166:0.86 168:0.98 169:0.94 170:0.82 172:0.79 173:0.77 174:0.88 176:0.73 177:0.70 179:0.43 182:1.00 186:0.96 187:0.21 192:0.99 193:0.97 195:0.74 196:0.92 197:0.89 201:0.68 202:0.58 204:0.83 205:0.95 206:0.81 208:0.64 212:0.41 215:0.96 216:0.40 222:0.48 227:0.96 229:1.00 231:0.79 232:0.89 235:0.31 236:0.97 239:0.89 241:0.07 242:0.18 243:0.23 244:0.83 245:0.82 246:1.00 247:0.92 248:0.81 253:0.86 254:0.80 255:0.94 256:0.64 257:0.65 259:0.21 260:0.80 261:0.94 265:0.85 266:0.63 267:0.96 268:0.66 271:0.61 276:0.73 279:0.78 281:0.91 283:0.82 284:0.91 285:0.62 287:1.00 290:0.98 297:0.36 300:0.55\n2 8:0.89 9:0.74 11:0.55 12:0.69 17:0.20 18:0.79 21:0.40 25:0.88 27:0.25 29:0.77 30:0.62 31:0.92 34:0.85 36:0.57 37:0.55 39:0.51 43:0.25 45:0.77 55:0.52 64:0.77 66:0.36 69:0.65 70:0.40 71:0.91 74:0.37 79:0.92 81:0.27 83:0.56 86:0.63 87:0.98 91:0.77 96:0.90 98:0.35 101:0.47 104:0.58 108:0.73 120:0.86 122:0.55 123:0.71 124:0.60 126:0.24 127:0.47 129:0.59 131:0.88 133:0.47 135:0.61 137:0.92 139:0.62 140:0.93 144:0.76 146:0.33 147:0.40 149:0.33 150:0.30 151:0.85 153:0.48 154:0.21 155:0.56 157:0.88 159:0.35 162:0.67 164:0.80 166:0.72 170:0.82 172:0.32 173:0.76 175:0.91 177:0.38 179:0.80 182:0.89 187:0.39 190:0.95 191:0.86 192:0.58 196:0.88 202:0.79 208:0.50 212:0.42 216:0.49 219:0.87 220:0.91 222:0.48 227:0.94 229:0.94 231:0.74 235:0.42 241:0.74 242:0.29 243:0.48 244:0.93 245:0.62 246:0.61 247:0.55 248:0.89 253:0.84 255:0.73 256:0.81 257:0.84 259:0.21 260:0.86 265:0.37 266:0.54 267:0.73 268:0.82 271:0.61 276:0.30 277:0.87 283:0.67 284:0.96 285:0.60 287:0.97 292:0.88 300:0.33\n0 1:0.56 8:0.60 9:0.74 10:0.95 11:0.55 12:0.69 17:0.84 18:0.93 21:0.71 23:1.00 27:0.28 29:0.77 30:0.72 31:1.00 34:0.67 36:0.55 37:0.26 39:0.51 43:0.56 45:0.89 62:1.00 64:0.77 66:0.82 69:0.29 70:0.45 71:0.91 75:0.96 79:1.00 81:0.48 83:0.56 86:0.87 91:0.83 96:0.74 97:0.97 98:0.71 99:0.83 101:0.47 108:0.22 120:0.95 122:0.93 123:0.22 124:0.37 126:0.51 127:0.62 128:1.00 129:0.05 131:0.90 133:0.37 135:0.49 137:1.00 139:0.85 140:0.95 144:0.76 146:0.61 147:0.67 149:0.69 150:0.38 151:0.82 153:0.94 154:0.45 155:0.58 157:0.85 159:0.36 162:0.79 164:0.94 165:0.65 166:0.79 168:1.00 170:0.82 172:0.70 173:0.41 174:0.93 175:0.75 177:0.70 179:0.61 182:0.79 190:0.89 191:0.70 192:0.86 196:0.99 197:0.96 201:0.54 202:0.93 205:1.00 208:0.61 212:0.87 215:0.48 216:0.21 219:0.90 220:0.74 222:0.48 226:0.96 227:0.95 229:0.88 231:0.78 235:0.95 236:0.94 239:0.94 241:0.86 242:0.62 243:0.83 244:0.83 245:0.56 246:0.92 247:0.47 248:0.96 253:0.51 254:0.97 255:0.78 256:0.95 257:0.65 259:0.21 260:0.94 265:0.72 266:0.38 267:0.59 268:0.96 271:0.61 276:0.53 277:0.69 279:0.79 283:0.67 284:1.00 285:0.62 287:0.94 292:0.88 297:0.36 300:0.43\n1 8:0.74 10:0.92 11:0.49 17:0.32 18:0.69 21:0.54 23:0.95 27:0.41 29:0.71 30:0.09 33:0.97 34:0.68 36:0.73 37:0.44 39:0.74 43:0.12 44:0.85 45:0.90 55:0.71 62:0.97 66:0.86 69:0.55 70:0.95 71:0.65 74:0.43 75:0.95 81:0.25 86:0.64 91:0.49 98:0.86 101:0.52 102:0.94 108:0.42 122:0.98 123:0.41 124:0.38 126:0.22 127:0.63 128:0.97 129:0.05 133:0.43 135:0.80 139:0.63 140:0.45 145:0.92 146:0.96 147:0.97 149:0.17 150:0.27 151:0.75 153:0.48 154:0.15 159:0.74 162:0.62 168:0.97 170:0.90 172:0.93 173:0.39 174:0.98 177:0.99 179:0.22 187:0.68 190:0.99 192:0.46 193:0.95 195:0.90 197:0.98 202:0.50 205:0.95 212:0.78 216:0.75 220:0.62 222:0.25 226:0.96 232:0.95 235:0.60 236:0.91 239:0.91 241:0.03 242:0.14 243:0.86 244:0.83 245:0.88 247:0.97 248:0.69 253:0.37 254:0.97 255:0.70 256:0.45 259:0.21 264:0.90 265:0.86 266:0.75 267:0.69 268:0.46 271:0.95 275:0.91 276:0.88 285:0.47 291:0.97 294:0.93 300:0.84\n0 1:0.59 8:0.79 9:0.72 10:0.83 11:0.46 17:0.36 18:0.67 21:0.05 27:0.54 29:0.71 30:0.32 32:0.63 34:0.45 36:0.98 37:0.46 39:0.74 43:0.10 45:0.87 55:0.71 66:0.49 69:0.64 70:0.77 71:0.65 74:0.47 76:0.94 77:0.70 81:0.35 83:0.54 86:0.61 91:0.73 96:0.85 97:0.94 98:0.71 99:0.83 101:0.47 108:0.87 114:0.81 117:0.86 120:0.73 122:0.90 123:0.86 124:0.72 126:0.26 127:0.68 129:0.05 133:0.72 135:0.81 139:0.59 140:0.80 145:0.91 146:0.85 147:0.87 149:0.25 150:0.34 151:0.81 153:0.78 154:0.10 155:0.52 158:0.73 159:0.80 162:0.69 164:0.68 165:0.63 170:0.90 172:0.85 173:0.45 174:0.88 176:0.59 177:0.99 178:0.42 179:0.26 187:0.39 190:0.99 191:0.79 192:0.58 195:0.93 197:0.91 201:0.56 202:0.65 208:0.49 212:0.56 215:0.91 216:0.67 220:0.62 222:0.25 232:0.89 235:0.12 239:0.82 241:0.35 242:0.59 243:0.40 244:0.98 245:0.90 247:0.90 248:0.80 253:0.81 254:0.88 255:0.71 256:0.64 259:0.21 260:0.73 264:0.90 265:0.71 266:0.75 267:0.85 268:0.67 271:0.95 275:0.93 276:0.86 277:0.95 279:0.75 282:0.72 283:0.67 285:0.47 290:0.81 294:0.92 297:0.36 300:0.70\n0 8:0.81 10:0.91 11:0.49 17:0.93 18:0.64 21:0.13 27:0.53 29:0.71 30:0.31 34:0.92 36:0.87 37:0.82 39:0.74 43:0.13 45:0.83 55:0.59 66:0.48 69:0.08 70:0.92 71:0.65 74:0.44 75:0.95 76:0.94 77:0.89 81:0.27 86:0.60 87:0.98 91:0.53 98:0.55 101:0.52 102:0.94 108:0.07 122:0.92 123:0.07 124:0.80 126:0.22 127:0.89 129:0.05 133:0.81 135:0.90 139:0.59 145:0.72 146:0.79 147:0.82 149:0.19 150:0.30 154:0.15 159:0.76 170:0.90 172:0.81 173:0.10 174:0.97 177:0.99 178:0.55 179:0.33 187:0.21 192:0.49 193:0.95 195:0.87 197:0.98 212:0.69 216:0.32 222:0.25 226:0.96 232:0.72 235:0.12 236:0.91 239:0.90 241:0.05 242:0.14 243:0.60 244:0.97 245:0.86 247:0.94 253:0.37 254:0.94 259:0.21 264:0.90 265:0.56 266:0.80 267:0.82 271:0.95 275:0.91 276:0.82 282:0.72 294:0.93 300:0.84\n0 8:0.86 10:0.90 11:0.49 17:0.79 18:0.62 21:0.30 23:0.95 27:0.71 29:0.71 30:0.20 32:0.64 34:0.36 36:0.96 37:0.70 39:0.74 43:0.11 45:0.92 55:0.71 62:0.96 66:0.12 69:0.97 70:0.96 71:0.65 74:0.40 75:0.95 76:0.94 77:0.70 81:0.26 86:0.61 91:0.42 98:0.38 101:0.65 102:0.94 108:0.90 122:0.93 123:0.90 124:0.96 126:0.22 127:0.92 128:0.96 129:0.05 133:0.95 135:0.89 139:0.59 140:0.45 145:0.94 146:0.88 147:0.79 149:0.21 150:0.28 151:0.53 153:0.48 154:0.06 159:0.93 162:0.86 168:0.96 170:0.90 172:0.76 173:0.93 174:0.99 177:0.99 179:0.17 187:0.21 190:1.00 193:0.95 195:0.99 197:0.98 202:0.36 205:0.95 212:0.29 216:0.12 220:0.82 222:0.25 226:0.96 235:0.31 236:0.91 239:0.90 241:0.24 242:0.16 243:0.19 244:0.97 245:0.92 247:0.98 248:0.53 251:1.00 253:0.35 254:0.80 256:0.45 257:0.65 259:0.21 264:0.90 265:0.40 266:0.92 267:0.97 268:0.46 271:0.95 275:0.96 276:0.94 277:0.87 282:0.73 285:0.45 294:0.94 300:0.94\n0 8:0.83 9:0.71 10:0.80 11:0.46 17:0.18 18:0.58 21:0.30 27:0.21 29:0.71 30:0.16 31:0.89 34:0.20 36:0.76 37:0.74 39:0.74 43:0.09 45:0.95 55:0.84 66:0.08 69:0.85 70:0.99 71:0.65 74:0.51 76:0.94 79:0.89 81:0.26 83:0.56 86:0.58 91:0.87 96:0.99 98:0.33 101:0.47 108:0.71 114:0.71 117:0.86 120:0.79 122:0.90 123:0.69 124:0.99 126:0.22 127:0.95 129:0.59 133:0.99 135:0.23 137:0.89 139:0.56 140:0.97 146:0.97 147:0.36 149:0.26 150:0.28 151:0.93 153:0.98 154:0.05 155:0.54 158:0.73 159:0.98 162:0.55 164:0.68 170:0.90 172:0.84 173:0.33 174:0.89 175:0.97 176:0.59 177:0.05 179:0.11 187:0.39 190:0.99 191:0.87 192:0.87 196:0.87 197:0.80 202:0.95 208:0.50 212:0.27 216:0.95 222:0.25 232:0.85 235:0.31 239:0.79 241:0.64 242:0.75 243:0.06 244:0.98 245:0.95 247:0.96 248:0.85 253:0.98 254:0.80 255:0.70 256:0.95 257:0.99 259:0.21 260:0.78 264:0.90 265:0.35 266:0.98 267:1.00 268:0.95 271:0.95 275:0.96 276:0.98 277:0.95 284:0.91 285:0.55 290:0.71 294:0.93 300:0.94\n1 10:0.90 11:0.46 17:0.78 18:0.62 21:0.40 23:0.95 27:0.39 29:0.71 30:0.26 33:0.97 34:0.71 36:0.66 37:0.59 39:0.74 43:0.11 45:0.77 55:0.45 62:0.96 66:0.36 69:0.17 70:0.89 71:0.65 74:0.53 81:0.30 86:0.60 91:0.42 98:0.76 101:0.47 108:0.14 114:0.70 122:0.90 123:0.13 124:0.77 126:0.26 127:0.83 128:0.96 129:0.05 133:0.74 135:0.87 139:0.58 140:0.45 146:0.95 147:0.96 149:0.18 150:0.31 151:0.57 153:0.48 154:0.11 159:0.81 162:0.86 168:0.96 170:0.90 172:0.90 173:0.11 174:0.97 176:0.59 177:0.99 179:0.18 187:0.87 190:1.00 192:0.45 197:0.97 201:0.54 202:0.36 205:0.95 212:0.83 216:0.62 220:0.74 222:0.25 232:0.83 235:0.52 236:0.91 239:0.88 241:0.44 242:0.70 243:0.51 244:0.97 245:0.95 247:0.94 248:0.55 253:0.54 254:0.90 256:0.45 259:0.21 264:0.90 265:0.76 266:0.63 267:0.59 268:0.46 271:0.95 275:0.91 276:0.93 285:0.45 290:0.70 291:0.97 294:0.93 300:0.70\n1 8:0.78 9:0.73 10:0.92 11:0.42 17:0.40 18:0.63 21:0.54 23:0.95 27:0.41 29:0.71 30:0.27 33:0.97 34:0.87 36:0.22 37:0.44 39:0.74 43:0.12 45:0.66 55:0.59 62:0.97 66:0.63 69:0.47 70:0.97 71:0.65 74:0.38 75:0.95 77:0.89 81:0.25 83:0.60 86:0.60 91:0.33 98:0.76 101:0.45 102:0.94 108:0.36 122:0.98 123:0.34 124:0.65 126:0.22 127:0.87 128:0.97 129:0.05 133:0.73 135:0.47 139:0.59 140:0.45 143:0.99 145:0.89 146:0.96 147:0.97 149:0.16 150:0.27 151:0.75 153:0.48 154:0.13 155:0.58 159:0.85 162:0.86 168:0.97 170:0.90 172:0.91 173:0.23 174:0.99 175:0.75 177:0.99 179:0.24 187:0.68 190:0.98 192:0.58 193:0.95 195:0.94 197:0.99 202:0.36 205:0.95 208:0.54 212:0.48 216:0.75 220:0.62 222:0.25 226:0.96 235:0.60 236:0.91 239:0.91 241:0.01 242:0.27 243:0.69 244:0.98 245:0.91 247:0.84 248:0.70 253:0.34 254:0.94 255:0.73 256:0.45 257:0.65 259:0.21 264:0.90 265:0.76 266:0.87 267:0.52 268:0.46 271:0.95 275:0.91 276:0.88 277:0.69 282:0.72 285:0.55 291:0.97 294:0.93 300:0.94\n0 1:0.58 7:0.65 8:0.73 10:0.84 11:0.46 17:0.76 18:0.60 21:0.13 27:0.49 29:0.71 30:0.11 34:0.88 36:0.99 37:0.64 39:0.74 43:0.09 45:0.73 55:0.42 66:0.29 69:0.87 70:0.98 71:0.65 74:0.37 75:0.95 76:0.97 77:0.70 81:0.41 83:0.54 86:0.58 91:0.57 98:0.46 99:0.83 101:0.47 102:0.94 108:0.82 114:0.80 122:0.97 123:0.81 124:0.74 126:0.32 127:0.57 129:0.59 133:0.67 135:0.72 139:0.57 145:0.47 146:0.33 147:0.51 149:0.11 150:0.37 154:0.12 155:0.48 158:0.73 159:0.60 165:0.63 170:0.90 172:0.37 173:0.88 174:0.90 175:0.97 176:0.59 177:0.70 178:0.55 179:0.70 187:0.68 192:0.57 193:0.95 195:0.79 197:0.91 201:0.60 204:0.78 208:0.49 212:0.16 215:0.84 216:0.43 222:0.25 226:0.95 230:0.67 232:0.88 233:0.65 235:0.31 236:0.91 239:0.86 241:0.01 242:0.16 243:0.38 244:0.99 245:0.67 247:0.84 253:0.57 257:0.97 259:0.21 264:0.90 265:0.48 266:0.75 267:0.73 271:0.95 275:0.91 276:0.49 277:0.95 282:0.72 290:0.80 294:0.92 297:0.36 300:0.84\n0 8:0.75 10:0.91 11:0.46 17:0.53 18:0.58 21:0.40 23:0.98 27:0.44 29:0.71 30:0.10 34:0.59 36:0.42 37:0.62 39:0.74 43:0.06 45:0.91 55:0.71 62:0.97 66:0.09 69:0.71 70:0.99 71:0.65 74:0.36 75:0.95 76:0.85 81:0.30 86:0.57 91:0.53 96:0.80 98:0.25 101:0.47 102:0.94 108:0.54 122:0.98 123:0.99 124:0.99 126:0.26 127:0.87 128:0.98 129:0.05 133:0.99 135:0.81 139:0.56 140:0.45 145:0.42 146:0.89 147:0.91 149:0.15 150:0.32 151:0.85 153:0.48 154:0.09 158:0.73 159:0.97 162:0.59 168:0.98 170:0.90 172:0.78 173:0.19 174:0.99 175:0.91 177:0.96 179:0.15 187:0.21 190:0.99 191:0.76 192:0.57 193:0.95 195:1.00 197:0.99 201:0.54 202:0.73 205:0.98 212:0.18 216:0.44 220:0.91 222:0.25 226:0.98 232:0.80 235:0.52 236:0.91 239:0.90 241:0.21 242:0.24 243:0.31 244:0.98 245:0.88 247:0.98 248:0.82 253:0.72 254:0.93 255:0.71 256:0.71 257:0.84 259:0.21 264:0.90 265:0.26 266:0.98 267:0.69 268:0.73 271:0.95 275:0.97 276:0.95 277:0.98 285:0.50 294:0.93 300:0.94\n1 8:0.77 10:0.92 11:0.46 17:0.16 18:0.59 21:0.13 23:0.99 27:0.34 29:0.71 30:0.36 31:0.89 34:0.30 36:0.93 37:0.54 39:0.74 43:0.12 45:0.81 55:0.59 62:0.98 66:0.80 69:0.37 70:0.89 71:0.65 74:0.36 75:0.95 77:0.70 79:0.89 81:0.33 82:0.98 86:0.58 88:0.98 91:0.70 96:0.74 98:0.72 101:0.47 102:0.94 108:0.29 122:0.98 123:0.28 124:0.40 126:0.26 127:0.36 128:0.99 129:0.05 133:0.59 135:0.73 137:0.89 139:0.56 140:0.45 145:0.96 146:0.95 147:0.96 149:0.17 150:0.35 151:0.75 153:0.48 154:0.16 159:0.77 162:0.66 168:0.99 170:0.90 172:0.90 173:0.17 174:0.99 175:0.75 177:0.99 179:0.22 187:0.87 190:0.99 192:0.48 193:0.95 195:0.94 196:0.87 197:0.99 201:0.55 202:0.82 205:0.99 212:0.70 216:0.85 220:0.74 222:0.25 226:0.95 235:0.22 236:0.91 239:0.91 241:0.41 242:0.71 243:0.82 244:0.97 245:0.81 247:0.92 248:0.88 253:0.53 254:0.93 255:0.71 256:0.85 257:0.65 259:0.21 264:0.90 265:0.72 266:0.80 267:0.44 268:0.84 271:0.95 275:0.94 276:0.84 277:0.69 282:0.73 284:0.87 285:0.55 294:0.95 300:0.94\n0 8:0.84 10:0.93 17:0.62 18:0.72 21:0.05 23:0.98 27:0.72 29:0.71 30:0.54 33:0.97 34:0.81 36:0.74 37:0.79 39:0.74 43:0.06 55:0.71 62:0.98 66:0.20 69:0.84 70:0.61 71:0.65 74:0.26 75:0.95 81:0.28 86:0.63 91:0.87 98:0.58 108:0.70 122:0.98 123:0.68 124:0.85 126:0.22 127:0.91 128:0.98 129:0.05 133:0.81 135:0.79 139:0.61 140:0.45 146:0.92 147:0.72 149:0.20 150:0.31 151:0.64 153:0.82 154:0.09 159:0.87 162:0.83 168:0.98 170:0.90 172:0.82 173:0.66 174:1.00 175:0.99 177:0.38 179:0.19 187:0.21 190:1.00 197:1.00 202:0.64 205:0.98 212:0.71 216:0.22 220:0.62 222:0.25 226:0.96 235:0.05 236:0.91 239:0.92 241:0.21 242:0.80 243:0.21 244:0.99 245:0.96 247:0.60 248:0.66 253:0.24 254:0.80 256:0.68 257:0.99 259:0.21 264:0.90 265:0.59 266:0.54 267:0.52 268:0.70 271:0.95 276:0.93 277:0.98 285:0.45 291:0.97 300:0.55\n0 8:0.64 9:0.70 10:0.81 11:0.46 17:0.64 18:0.92 21:0.22 27:0.30 29:0.71 30:0.11 31:0.90 34:0.56 36:0.87 37:0.57 39:0.74 43:0.21 45:0.95 55:0.59 64:0.77 66:0.51 69:0.84 70:0.92 71:0.65 74:0.51 79:0.90 81:0.34 83:0.54 86:0.78 91:0.25 96:0.75 97:0.89 98:0.72 101:0.47 108:0.94 117:0.86 120:0.57 122:0.90 123:0.94 124:0.91 126:0.26 127:0.96 129:0.59 133:0.94 135:0.82 137:0.90 138:0.96 139:0.73 140:0.45 146:0.75 147:0.45 149:0.37 150:0.36 151:0.53 153:0.48 154:0.16 155:0.52 158:0.73 159:0.92 162:0.86 164:0.65 170:0.90 172:0.96 173:0.55 174:0.83 175:0.75 177:0.88 179:0.14 187:0.39 190:1.00 192:0.86 196:0.90 197:0.81 201:0.55 202:0.62 208:0.50 212:0.61 216:0.67 219:0.88 220:0.93 222:0.25 235:0.31 239:0.80 241:0.21 242:0.54 243:0.16 244:0.97 245:0.94 247:0.98 248:0.52 253:0.59 255:0.70 256:0.68 257:0.93 259:0.21 260:0.57 264:0.90 265:0.72 266:0.94 267:1.00 268:0.71 271:0.95 275:0.94 276:0.96 277:0.69 279:0.75 283:0.65 284:0.94 285:0.55 292:0.88 294:0.94 300:0.84\n0 10:0.80 11:0.42 17:0.69 18:0.66 21:0.78 27:0.72 29:0.71 30:0.43 34:0.31 36:0.85 39:0.74 43:0.06 45:0.87 66:0.11 69:0.99 70:0.64 71:0.65 74:0.27 86:0.60 91:0.49 98:0.19 101:0.45 108:0.91 122:0.83 123:0.90 124:0.94 127:0.68 129:0.05 133:0.94 135:0.76 139:0.58 146:0.38 147:0.05 149:0.10 154:0.06 159:0.95 163:0.88 170:0.90 172:0.27 173:0.99 174:0.83 175:0.99 177:0.05 178:0.55 179:0.59 187:0.21 197:0.82 212:0.16 216:0.18 222:0.25 235:0.05 239:0.80 241:0.24 242:0.24 243:0.10 244:0.99 245:0.60 247:0.88 253:0.24 257:0.99 259:0.21 264:0.90 265:0.20 266:0.92 267:0.44 271:0.95 275:0.96 276:0.62 277:0.99 294:0.92 300:0.55\n1 1:0.57 10:0.83 11:0.46 17:0.38 18:0.82 21:0.59 27:0.45 29:0.71 30:0.38 34:0.80 36:0.17 37:0.50 39:0.74 43:0.08 45:0.77 55:0.92 64:0.77 66:0.33 69:0.91 70:0.90 71:0.65 74:0.35 77:0.70 81:0.42 83:0.56 86:0.68 91:0.48 97:0.94 98:0.57 99:0.95 101:0.47 108:0.82 114:0.66 122:0.91 123:0.81 124:0.83 126:0.32 127:0.46 129:0.05 133:0.81 135:0.94 139:0.67 145:0.47 146:0.82 147:0.28 149:0.09 150:0.36 154:0.15 155:0.46 158:0.73 159:0.70 163:0.90 165:0.65 170:0.90 172:0.48 173:0.88 174:0.86 175:0.91 176:0.59 177:0.88 178:0.55 179:0.56 187:0.68 192:0.47 195:0.87 197:0.85 201:0.56 208:0.50 212:0.27 215:0.55 216:0.77 219:0.88 222:0.25 235:0.80 239:0.82 241:0.24 242:0.18 243:0.28 244:0.97 245:0.65 247:0.84 253:0.51 254:0.94 257:0.93 259:0.21 264:0.90 265:0.59 266:0.80 267:0.65 271:0.95 276:0.60 277:0.87 279:0.75 282:0.72 283:0.67 290:0.66 292:0.88 297:0.36 300:0.70\n0 10:0.80 11:0.42 17:0.47 18:0.61 21:0.78 27:0.34 29:0.71 30:0.45 34:0.75 36:0.91 37:0.46 39:0.74 43:0.11 45:0.73 66:0.64 69:0.83 70:0.33 71:0.65 74:0.27 86:0.61 91:0.12 98:0.37 101:0.45 108:0.68 122:0.80 123:0.66 124:0.42 127:0.16 129:0.05 133:0.36 135:0.92 139:0.59 145:0.59 146:0.49 147:0.05 149:0.09 154:0.10 159:0.26 170:0.90 172:0.32 173:0.83 174:0.79 175:0.97 177:0.05 178:0.55 179:0.59 187:0.87 197:0.83 212:0.52 216:0.53 222:0.25 235:0.22 239:0.80 241:0.21 242:0.24 243:0.21 244:0.98 245:0.43 247:0.47 253:0.25 254:0.92 257:0.99 259:0.21 264:0.90 265:0.39 266:0.27 267:0.23 271:0.95 275:0.93 276:0.28 277:0.95 294:0.93 300:0.25\n0 8:0.85 10:0.83 11:0.42 17:0.94 18:0.59 21:0.78 27:0.68 29:0.71 30:0.30 34:0.42 36:0.26 37:0.38 39:0.74 43:0.07 45:0.66 55:0.71 66:0.12 69:0.94 70:0.92 71:0.65 74:0.26 86:0.58 91:0.78 98:0.23 101:0.45 108:0.78 122:0.98 123:0.88 124:0.74 127:0.31 129:0.05 133:0.60 135:0.56 139:0.56 145:0.63 146:0.46 147:0.51 149:0.08 154:0.07 159:0.70 170:0.90 172:0.27 173:0.92 174:0.92 175:0.99 177:0.05 178:0.55 179:0.68 191:0.73 197:0.91 202:0.79 212:0.23 216:0.30 222:0.25 235:0.88 239:0.82 241:0.82 242:0.42 243:0.45 244:0.99 245:0.59 247:0.67 253:0.23 257:0.99 259:0.21 264:0.90 265:0.25 266:0.71 267:0.28 271:0.95 275:0.91 276:0.39 277:0.98 294:0.92 300:0.70\n0 10:0.80 11:0.42 17:0.79 18:0.65 21:0.78 27:0.72 29:0.71 30:0.33 34:0.47 36:0.92 39:0.74 43:0.10 45:0.81 66:0.19 69:0.95 70:0.76 71:0.65 74:0.28 86:0.60 91:0.60 98:0.19 101:0.45 108:0.89 122:0.97 123:0.89 124:0.88 127:0.38 129:0.05 133:0.86 135:0.88 139:0.59 145:0.67 146:0.47 147:0.05 149:0.10 154:0.06 159:0.86 163:0.97 170:0.90 172:0.27 173:0.85 174:0.79 175:0.97 177:0.05 178:0.55 179:0.65 197:0.81 202:0.72 212:0.18 216:0.09 222:0.25 235:0.88 239:0.79 241:0.78 242:0.18 243:0.13 244:0.98 245:0.55 247:0.79 253:0.25 254:0.96 257:0.99 264:0.90 265:0.20 266:0.80 267:0.94 271:0.95 275:0.95 276:0.46 277:0.95 294:0.93 300:0.55\n1 1:0.56 10:0.88 11:0.49 17:0.30 18:0.75 21:0.47 27:0.45 29:0.71 30:0.18 34:0.89 36:0.17 37:0.50 39:0.74 43:0.06 44:0.86 45:0.83 55:0.52 64:0.77 66:0.12 69:0.69 70:0.96 71:0.65 74:0.39 75:0.95 77:0.70 81:0.40 83:0.54 86:0.68 91:0.35 97:0.89 98:0.44 99:0.83 101:0.65 102:0.94 108:0.52 122:0.90 123:0.73 124:0.79 126:0.32 127:0.46 129:0.05 133:0.73 135:0.93 139:0.69 145:0.47 146:0.56 147:0.62 149:0.07 150:0.37 154:0.15 155:0.46 159:0.66 165:0.63 170:0.90 172:0.54 173:0.58 174:0.95 175:0.91 177:0.96 178:0.55 179:0.42 187:0.68 192:0.45 195:0.84 197:0.95 201:0.57 208:0.49 212:0.48 216:0.77 219:0.88 222:0.25 226:0.95 235:0.68 236:0.91 239:0.88 241:0.21 242:0.16 243:0.45 244:0.97 245:0.79 247:0.90 253:0.34 254:0.90 257:0.84 259:0.21 264:0.90 265:0.38 266:0.87 267:0.44 271:0.95 276:0.70 277:0.95 279:0.74 282:0.73 292:0.87 300:0.84\n1 8:0.78 10:0.89 11:0.46 17:0.08 18:0.61 21:0.71 23:0.99 27:0.02 29:0.71 30:0.26 34:0.89 36:0.95 37:0.91 39:0.74 43:0.10 45:0.83 55:0.71 62:0.97 66:0.95 69:0.67 70:0.90 71:0.65 74:0.37 75:0.95 77:0.70 81:0.27 86:0.59 91:0.22 96:0.77 98:0.85 101:0.47 108:0.51 114:0.63 122:0.98 123:0.49 126:0.26 127:0.36 128:0.97 129:0.05 135:0.79 139:0.57 140:0.45 145:0.49 146:0.93 147:0.94 149:0.13 150:0.27 151:0.63 153:0.45 154:0.11 158:0.73 159:0.56 162:0.65 168:0.97 170:0.90 172:0.86 173:0.60 174:0.97 176:0.59 177:0.99 179:0.30 187:0.99 190:0.99 192:0.56 193:0.95 195:0.82 197:0.97 201:0.53 202:0.76 205:0.99 212:0.61 216:0.93 220:0.93 222:0.25 226:0.95 232:0.98 235:0.88 236:0.91 239:0.89 241:0.44 242:0.18 243:0.95 244:0.97 247:0.92 248:0.71 253:0.64 254:0.86 255:0.70 256:0.78 259:0.21 264:0.90 265:0.85 266:0.54 267:0.69 268:0.77 271:0.95 275:0.91 276:0.77 282:0.72 285:0.50 290:0.63 294:0.93 300:0.70\n1 8:0.78 10:0.87 17:0.03 18:0.61 21:0.47 23:1.00 27:0.30 29:0.71 30:0.32 31:0.90 33:0.97 34:0.86 36:0.92 37:0.60 39:0.74 43:0.06 55:0.84 62:0.97 66:0.80 69:0.57 70:0.63 71:0.65 74:0.30 75:0.95 79:0.90 81:0.30 86:0.59 91:0.71 96:0.74 98:0.76 102:0.94 108:0.44 117:0.86 122:0.98 123:0.42 124:0.38 126:0.26 127:0.35 128:0.99 129:0.05 133:0.36 135:0.61 137:0.90 139:0.58 140:0.45 145:0.59 146:0.81 147:0.84 149:0.07 150:0.31 151:0.75 153:0.80 154:0.11 159:0.45 162:0.58 163:0.75 168:0.99 170:0.90 172:0.67 173:0.56 174:0.94 175:0.97 177:0.88 179:0.55 187:0.87 190:1.00 192:0.55 193:0.95 195:0.72 196:0.87 197:0.96 201:0.54 202:0.87 205:1.00 212:0.30 216:0.82 220:0.93 222:0.25 226:0.95 232:0.99 235:0.60 236:0.91 239:0.87 241:0.46 242:0.31 243:0.82 244:0.99 245:0.55 247:0.74 248:0.85 253:0.52 254:0.74 255:0.71 256:0.88 257:0.93 259:0.21 264:0.90 265:0.76 266:0.54 267:0.91 268:0.88 271:0.95 276:0.57 277:0.95 284:0.87 285:0.55 291:0.97 300:0.43\n1 8:0.79 10:0.80 11:0.42 12:0.51 17:0.55 18:0.99 21:0.54 22:0.93 27:0.72 29:0.52 30:0.31 31:0.93 34:0.86 36:0.19 37:0.33 39:0.91 43:0.06 45:0.73 47:0.93 55:0.84 64:0.77 66:0.10 69:0.99 70:0.72 71:0.73 74:0.25 79:0.93 81:0.26 86:0.79 91:0.03 98:0.38 101:0.45 108:0.96 122:0.95 123:0.96 124:0.98 126:0.22 127:0.97 129:0.05 131:0.61 133:0.98 135:0.73 137:0.93 139:0.76 140:0.45 146:0.83 147:0.94 149:0.17 150:0.28 151:0.65 153:0.48 154:0.05 157:0.61 159:0.98 162:0.86 163:0.94 166:0.61 170:0.97 172:0.86 173:0.98 174:0.95 175:0.97 177:0.70 179:0.12 182:0.61 187:0.95 190:1.00 196:0.92 197:0.89 202:0.36 212:0.21 216:0.16 219:0.87 222:0.35 227:0.61 229:0.61 231:0.62 235:0.60 239:0.79 241:0.02 242:0.73 243:0.19 244:0.98 245:0.94 246:0.61 247:0.94 248:0.62 253:0.22 254:0.90 256:0.45 257:0.97 259:0.21 262:0.93 264:0.95 265:0.40 266:0.98 267:0.44 268:0.46 271:0.22 275:0.93 276:0.97 277:0.98 284:0.87 285:0.45 287:0.61 292:0.88 294:0.91 300:0.84\n0 8:0.61 10:0.80 12:0.51 17:0.11 18:0.99 21:0.05 27:0.58 29:0.52 30:0.27 31:0.90 34:0.30 36:0.51 37:0.38 39:0.91 43:0.06 55:0.84 64:0.77 66:0.16 69:0.23 70:0.76 71:0.73 74:0.25 79:0.90 81:0.30 86:0.84 91:0.15 98:0.49 108:0.18 122:0.95 123:0.18 124:0.97 126:0.22 127:0.97 129:0.05 131:0.61 133:0.97 135:0.90 137:0.90 139:0.80 140:0.45 146:0.99 147:0.99 149:0.20 150:0.33 151:0.57 153:0.48 154:0.08 157:0.61 159:0.97 162:0.62 166:0.61 170:0.97 172:0.92 173:0.06 174:0.91 175:0.91 177:0.96 179:0.12 182:0.61 187:0.21 190:1.00 196:0.91 197:0.87 202:0.50 212:0.19 216:0.67 219:0.87 220:0.74 222:0.35 227:0.61 229:0.61 231:0.62 235:0.05 239:0.79 241:0.07 242:0.78 243:0.37 244:0.99 245:0.97 246:0.61 247:0.95 248:0.55 253:0.22 254:0.80 256:0.45 257:0.84 259:0.21 264:0.95 265:0.50 266:0.95 267:0.87 268:0.46 271:0.22 275:0.93 276:0.98 277:0.87 284:0.87 285:0.45 287:0.61 292:0.88 294:0.91 300:0.84\n1 8:0.86 10:0.79 11:0.55 12:0.51 17:0.72 18:0.97 21:0.74 27:0.41 29:0.52 30:0.17 31:0.86 34:0.28 36:0.33 37:0.50 39:0.91 43:0.07 45:0.88 55:0.71 64:0.77 66:0.26 69:0.98 70:0.95 71:0.73 74:0.28 79:0.86 81:0.24 86:0.76 91:0.20 98:0.48 101:0.65 108:0.95 122:0.95 123:0.95 124:0.95 126:0.22 127:0.75 129:0.59 131:0.61 133:0.95 135:0.86 137:0.86 139:0.72 140:0.45 144:0.76 146:0.98 147:0.54 149:0.18 150:0.26 151:0.47 153:0.48 154:0.06 157:0.84 159:0.95 162:0.86 166:0.61 170:0.97 172:0.92 173:0.87 174:0.92 175:0.75 177:0.38 179:0.13 182:0.76 187:0.39 190:1.00 196:0.88 197:0.82 202:0.36 212:0.55 216:0.88 220:0.97 222:0.35 227:0.61 229:0.61 231:0.64 235:0.88 239:0.79 241:0.10 242:0.63 243:0.07 244:0.98 245:0.95 246:0.61 247:0.99 248:0.47 253:0.26 256:0.45 257:0.99 259:0.21 264:0.95 265:0.49 266:0.96 267:0.69 268:0.46 271:0.22 275:0.93 276:0.96 277:0.69 284:0.87 285:0.45 287:0.61 294:0.91 300:0.94\n0 8:0.61 10:0.79 12:0.51 17:0.57 18:0.57 21:0.59 27:0.39 29:0.52 30:0.20 34:0.56 36:0.68 37:0.33 39:0.91 43:0.14 55:0.71 66:0.05 69:1.00 70:0.92 71:0.73 74:0.35 81:0.24 86:0.57 91:0.01 96:0.68 98:0.17 108:1.00 114:0.62 122:0.90 123:0.99 124:1.00 126:0.22 127:0.96 129:0.05 131:0.80 133:1.00 135:0.66 139:0.55 140:0.45 146:0.54 147:0.72 149:0.24 150:0.25 151:0.47 153:0.69 154:0.10 157:0.61 159:1.00 162:0.86 166:0.72 170:0.97 172:0.80 173:0.95 174:0.97 175:0.99 176:0.55 177:0.38 179:0.09 182:0.61 187:0.68 190:1.00 197:0.82 202:0.46 212:0.21 216:0.88 220:0.97 222:0.35 227:0.82 229:0.61 231:0.63 232:0.86 235:0.68 239:0.79 241:0.03 242:0.77 243:0.08 244:0.99 245:0.95 246:0.61 247:0.99 248:0.47 253:0.47 256:0.45 257:0.99 259:0.21 264:0.95 265:0.19 266:1.00 267:0.79 268:0.55 271:0.22 275:0.96 276:0.99 277:0.99 285:0.45 287:0.61 290:0.62 294:0.91 300:0.99\n0 8:0.88 10:0.80 11:0.49 12:0.51 17:0.70 18:0.97 21:0.78 27:0.54 29:0.52 30:0.10 31:0.86 34:0.44 36:0.30 37:0.71 39:0.91 43:0.06 45:0.81 55:0.84 66:0.05 69:0.88 70:0.97 71:0.73 74:0.25 79:0.86 86:0.74 91:0.12 98:0.16 101:0.47 108:0.76 122:0.95 123:0.74 124:1.00 127:0.95 129:0.59 131:0.61 133:1.00 135:0.71 137:0.86 139:0.71 140:0.94 144:0.57 145:0.59 146:0.78 147:0.72 149:0.14 151:0.47 153:0.48 154:0.05 157:0.77 159:0.99 162:0.47 163:0.94 166:0.61 170:0.97 172:0.48 173:0.30 174:0.95 175:0.97 177:0.38 178:0.53 179:0.13 182:0.72 187:0.21 190:1.00 191:0.82 196:0.87 197:0.88 202:0.75 212:0.12 216:0.58 220:0.99 222:0.35 227:0.61 229:0.61 231:0.64 235:0.98 239:0.80 241:0.05 242:0.57 243:0.10 244:0.98 245:0.87 246:0.61 247:0.99 248:0.47 253:0.22 254:0.96 256:0.45 257:0.99 259:0.21 264:0.95 265:0.17 266:0.99 267:0.84 268:0.46 271:0.22 275:0.97 276:0.97 277:0.95 284:0.87 285:0.45 287:0.61 294:0.91 300:0.98\n1 8:0.73 10:0.80 11:0.56 12:0.51 17:0.30 18:0.98 21:0.30 27:0.62 29:0.52 30:0.32 31:0.88 34:0.76 36:0.22 37:0.31 39:0.91 43:0.07 45:0.92 55:0.84 64:0.77 66:0.06 69:0.98 70:0.93 71:0.73 74:0.26 79:0.88 81:0.28 86:0.79 91:0.04 98:0.30 101:0.71 108:0.99 122:0.95 123:0.95 124:0.99 126:0.22 127:0.99 129:0.81 131:0.61 133:0.99 135:0.26 137:0.88 139:0.76 140:0.45 144:0.57 146:0.97 147:0.36 149:0.19 150:0.30 151:0.51 153:0.48 154:0.06 157:0.75 159:0.98 162:0.62 163:0.75 166:0.61 170:0.97 172:0.82 173:0.75 174:0.94 175:0.91 177:0.05 179:0.11 182:0.71 187:0.68 190:1.00 196:0.89 197:0.84 202:0.50 212:0.14 216:0.41 219:0.87 220:0.87 222:0.35 227:0.61 229:0.61 231:0.64 235:0.31 239:0.79 241:0.02 242:0.72 243:0.05 244:0.83 245:0.95 246:0.61 247:0.98 248:0.51 253:0.24 254:0.93 256:0.45 257:0.99 259:0.21 264:0.95 265:0.29 266:0.98 267:0.76 268:0.46 271:0.22 275:0.96 276:0.98 277:0.87 284:0.87 285:0.45 287:0.61 292:0.88 294:0.92 300:0.94\n1 8:0.83 10:0.79 11:0.42 12:0.51 17:0.12 18:0.97 21:0.71 27:0.62 29:0.52 30:0.27 34:0.21 36:0.52 37:0.45 39:0.91 43:0.06 45:0.73 55:0.84 64:0.77 66:0.06 69:0.41 70:0.89 71:0.73 74:0.26 81:0.25 86:0.75 91:0.06 98:0.29 101:0.45 108:0.99 122:0.95 123:0.95 124:0.99 126:0.22 127:0.97 129:0.59 131:0.61 133:0.99 135:0.66 139:0.73 146:0.90 147:0.92 149:0.16 150:0.26 154:0.09 157:0.61 159:0.97 163:0.94 166:0.61 170:0.97 172:0.74 173:0.07 174:0.83 175:0.97 177:0.88 178:0.55 179:0.13 182:0.61 187:0.87 197:0.82 202:0.36 212:0.18 216:0.62 219:0.87 222:0.35 227:0.61 229:0.61 231:0.62 235:0.84 239:0.79 241:0.01 242:0.60 243:0.15 244:0.99 245:0.92 246:0.61 247:0.98 253:0.24 257:0.93 259:0.21 264:0.95 265:0.26 266:0.98 267:0.85 271:0.22 275:0.91 276:0.97 277:0.95 287:0.61 292:0.88 294:0.91 300:0.94\n0 10:0.80 11:0.53 12:0.51 17:0.49 18:0.73 21:0.78 27:0.72 29:0.52 30:0.09 34:0.17 36:0.46 39:0.91 43:0.06 45:0.73 55:0.84 66:0.06 69:0.72 70:0.99 71:0.73 74:0.26 86:0.62 91:0.01 98:0.14 101:0.47 108:0.99 123:0.99 124:1.00 127:0.95 129:0.98 131:0.61 132:0.97 133:1.00 135:0.86 139:0.60 144:0.76 146:0.64 147:0.69 149:0.09 154:0.05 157:0.75 159:0.99 166:0.61 170:0.97 172:0.51 173:0.11 174:0.95 175:0.99 177:0.70 178:0.55 179:0.15 182:0.72 187:0.68 197:0.86 212:0.16 216:0.16 222:0.35 227:0.61 229:0.61 231:0.64 235:0.22 239:0.79 241:0.02 242:0.14 243:0.11 244:0.98 245:0.83 246:0.61 247:1.00 253:0.23 254:0.98 257:0.97 259:0.21 264:0.95 265:0.15 266:1.00 267:0.44 271:0.22 275:0.97 276:0.95 277:0.98 287:0.61 294:0.92 300:0.98\n1 8:0.82 10:0.80 11:0.49 12:0.51 17:0.36 18:0.99 21:0.40 27:0.62 29:0.52 30:0.37 34:0.30 36:0.20 37:0.69 39:0.91 43:0.06 45:0.89 55:0.84 64:0.77 66:0.16 69:0.95 70:0.76 71:0.73 74:0.28 81:0.27 86:0.83 91:0.29 98:0.65 101:0.47 108:0.90 122:0.95 123:0.95 124:0.74 126:0.22 127:0.92 129:0.05 131:0.61 133:0.67 135:0.71 139:0.79 144:0.57 146:0.97 147:0.98 149:0.19 150:0.30 154:0.08 157:0.61 159:0.92 166:0.61 170:0.97 172:0.91 173:0.82 174:0.83 177:0.96 178:0.55 179:0.15 182:0.61 187:0.39 197:0.80 212:0.30 216:0.73 222:0.35 227:0.61 229:0.61 231:0.64 235:0.42 239:0.79 241:0.02 242:0.55 243:0.40 244:0.93 245:0.99 246:0.61 247:0.98 253:0.26 254:0.99 257:0.84 259:0.21 264:0.95 265:0.63 266:0.63 267:0.44 271:0.22 275:0.91 276:0.95 277:0.87 287:0.61 294:0.92 300:0.70\n1 8:0.84 10:0.79 11:0.52 12:0.51 17:0.22 18:0.99 21:0.59 27:0.45 29:0.52 30:0.21 31:0.89 34:0.24 36:0.30 37:0.39 39:0.91 43:0.06 44:0.85 45:0.85 55:0.84 64:0.77 66:0.10 69:0.98 70:0.90 71:0.73 74:0.27 79:0.88 81:0.26 86:0.79 91:0.17 98:0.37 101:0.65 108:0.97 122:0.95 123:0.96 124:0.96 126:0.22 127:0.79 129:0.81 131:0.61 133:0.96 135:0.89 137:0.89 139:0.76 140:0.45 144:0.57 145:0.83 146:0.83 147:0.72 149:0.18 150:0.28 151:0.52 153:0.72 154:0.06 157:0.75 159:0.95 162:0.65 166:0.61 170:0.97 172:0.80 173:0.88 174:0.89 175:0.75 177:0.05 179:0.13 182:0.72 187:0.68 190:1.00 195:0.99 196:0.90 197:0.82 202:0.61 212:0.19 216:0.84 219:0.87 220:0.87 222:0.35 227:0.61 229:0.61 231:0.64 235:0.68 239:0.79 241:0.15 242:0.73 243:0.10 244:0.93 245:0.96 246:0.61 247:0.99 248:0.52 253:0.25 254:0.94 256:0.58 257:0.99 259:0.21 264:0.95 265:0.39 266:0.92 267:0.69 268:0.62 271:0.22 275:0.93 276:0.96 277:0.95 284:0.92 285:0.45 287:0.61 292:0.88 294:0.91 300:0.94\n2 10:0.81 11:0.52 12:0.51 17:0.62 18:0.68 21:0.78 27:0.45 29:0.52 30:0.56 34:0.86 36:0.20 37:0.50 39:0.91 43:0.14 45:0.77 66:0.74 69:0.73 70:0.42 71:0.73 74:0.27 86:0.66 91:0.25 98:0.35 101:0.52 108:0.56 123:0.54 124:0.39 127:0.20 129:0.05 131:0.61 133:0.36 135:0.51 139:0.63 144:0.57 145:0.52 146:0.45 147:0.51 149:0.10 154:0.14 157:0.81 159:0.33 166:0.61 170:0.97 172:0.51 173:0.72 174:0.79 177:0.99 178:0.55 179:0.52 182:0.74 187:0.68 197:0.84 212:0.87 216:0.77 222:0.35 227:0.61 229:0.61 231:0.63 235:0.68 239:0.81 241:0.12 242:0.24 243:0.77 244:0.97 245:0.49 246:0.61 247:0.74 253:0.24 254:0.95 259:0.21 264:0.95 265:0.37 266:0.23 267:0.28 271:0.22 275:0.91 276:0.33 287:0.61 294:0.92 300:0.33\n1 8:0.71 10:0.79 11:0.42 12:0.51 17:0.43 18:0.96 21:0.54 27:0.72 29:0.52 30:0.14 34:0.68 36:0.17 37:0.47 39:0.91 43:0.06 45:0.81 55:0.92 66:0.05 69:0.98 70:0.95 71:0.73 74:0.25 81:0.25 86:0.73 91:0.04 98:0.18 101:0.45 104:0.95 106:0.81 108:0.98 120:0.59 122:0.95 123:0.99 124:1.00 126:0.22 127:0.97 129:0.59 131:0.81 133:1.00 135:0.71 139:0.70 140:0.45 146:0.75 147:0.28 149:0.15 150:0.26 151:0.51 153:0.48 154:0.06 157:0.61 159:0.99 162:0.70 164:0.70 166:0.72 170:0.97 172:0.67 173:0.71 174:0.94 175:0.97 177:0.05 179:0.11 182:0.61 187:0.95 190:1.00 197:0.82 202:0.63 206:0.81 212:0.13 215:0.58 216:0.06 220:0.96 222:0.35 227:0.83 229:0.61 231:0.65 235:0.60 239:0.79 241:0.12 242:0.52 243:0.05 244:0.99 245:0.92 246:0.61 247:0.99 248:0.52 253:0.23 256:0.64 257:0.99 259:0.21 260:0.59 264:0.95 265:0.16 266:0.98 267:0.85 268:0.65 271:0.22 275:0.93 276:0.98 277:0.95 283:0.67 285:0.45 287:0.61 294:0.91 297:0.36 300:0.94\n1 8:0.86 10:0.80 11:0.55 12:0.51 17:0.22 18:0.99 21:0.59 27:0.62 29:0.52 30:0.53 34:0.25 36:0.21 37:0.69 39:0.91 43:0.08 45:0.77 55:0.84 64:0.77 66:0.19 69:0.32 70:0.69 71:0.73 74:0.28 81:0.26 86:0.81 91:0.22 98:0.65 101:0.52 108:0.25 122:0.95 123:0.93 124:0.84 126:0.22 127:0.93 129:0.05 131:0.61 133:0.80 135:0.30 139:0.77 144:0.76 146:0.97 147:0.97 149:0.19 150:0.28 154:0.09 157:0.76 159:0.93 163:0.94 166:0.61 170:0.97 172:0.86 173:0.09 174:0.83 177:0.99 178:0.55 179:0.17 182:0.72 187:0.39 197:0.85 212:0.26 216:0.73 222:0.35 227:0.61 229:0.61 231:0.63 235:0.68 239:0.80 241:0.05 242:0.76 243:0.43 244:0.97 245:0.96 246:0.61 247:0.95 253:0.25 254:0.92 259:0.21 264:0.95 265:0.58 266:0.80 267:0.52 271:0.22 275:0.93 276:0.94 277:0.99 287:0.61 294:0.92 300:0.84\n0 10:0.81 11:0.53 12:0.51 17:0.03 18:0.59 21:0.78 27:0.62 29:0.52 30:0.09 34:0.26 36:0.20 37:0.45 39:0.91 43:0.13 45:0.73 55:0.71 66:0.09 69:0.74 70:0.98 71:0.73 74:0.29 86:0.58 91:0.04 98:0.24 101:0.47 108:0.96 123:0.95 124:0.93 127:0.91 129:0.05 131:0.61 133:0.92 135:0.66 139:0.56 144:0.76 146:0.28 147:0.05 149:0.14 154:0.10 157:0.84 159:0.93 166:0.61 170:0.97 172:0.37 173:0.38 174:0.88 175:0.99 177:0.05 178:0.55 179:0.53 182:0.75 187:0.68 197:0.88 212:0.18 216:0.62 222:0.35 227:0.61 229:0.61 231:0.62 235:0.52 239:0.80 241:0.01 242:0.71 243:0.09 244:0.99 245:0.67 246:0.61 247:0.82 253:0.26 257:0.99 259:0.21 264:0.95 265:0.26 266:0.95 267:0.73 271:0.22 275:0.91 276:0.68 277:0.99 287:0.61 294:0.92 300:0.84\n0 8:0.88 10:0.80 11:0.48 12:0.51 17:0.28 18:0.97 21:0.59 22:0.93 27:0.44 29:0.52 30:0.37 31:0.86 34:0.31 36:0.29 37:0.57 39:0.91 43:0.06 45:0.73 47:0.93 55:0.84 64:0.77 66:0.07 69:0.82 70:0.77 71:0.73 74:0.25 79:0.86 81:0.26 86:0.76 91:0.31 98:0.31 101:0.45 108:0.67 122:0.95 123:0.95 124:0.98 126:0.22 127:0.93 129:0.81 131:0.61 133:0.98 135:0.98 137:0.86 139:0.73 140:0.45 144:0.57 145:0.38 146:0.90 147:0.26 149:0.17 150:0.28 151:0.48 153:0.77 154:0.05 157:0.78 159:0.96 162:0.66 163:0.94 166:0.61 170:0.97 172:0.70 173:0.37 174:0.91 175:0.97 177:0.05 179:0.15 182:0.73 187:0.87 190:1.00 191:0.77 196:0.88 197:0.84 202:0.55 212:0.23 216:0.68 219:0.87 220:0.97 222:0.35 227:0.61 229:0.61 231:0.63 235:0.68 239:0.80 241:0.03 242:0.63 243:0.06 244:0.98 245:0.91 246:0.61 247:0.97 248:0.47 253:0.23 254:0.88 256:0.45 257:0.99 259:0.21 262:0.93 264:0.95 265:0.30 266:0.96 267:0.94 268:0.57 271:0.22 275:0.96 276:0.95 277:0.95 284:0.91 285:0.45 287:0.61 292:0.88 294:0.92 300:0.84\n1 8:0.81 10:0.79 11:0.42 12:0.51 17:0.22 18:0.99 21:0.47 27:0.62 29:0.52 30:0.38 34:0.36 36:0.18 37:0.69 39:0.91 43:0.06 45:0.66 55:0.71 64:0.77 66:0.23 69:0.96 70:0.68 71:0.73 74:0.25 81:0.30 86:0.86 91:0.22 98:0.66 101:0.45 108:0.24 122:0.95 123:0.92 124:0.77 126:0.26 127:0.92 129:0.05 131:0.61 133:0.74 135:0.75 139:0.81 146:0.98 147:0.99 149:0.15 150:0.31 154:0.06 157:0.61 159:0.93 166:0.72 170:0.97 172:0.94 173:0.85 174:0.83 175:0.91 177:0.88 178:0.55 179:0.13 182:0.61 187:0.39 192:0.45 197:0.80 201:0.54 212:0.54 215:0.63 216:0.73 222:0.35 227:0.61 229:0.61 231:0.64 235:0.60 239:0.78 241:0.05 242:0.31 243:0.49 244:0.98 245:0.99 246:0.61 247:0.97 253:0.23 254:0.84 257:0.93 259:0.21 264:0.95 265:0.66 266:0.80 267:0.44 271:0.22 275:0.91 276:0.97 277:0.87 287:0.61 294:0.91 297:0.36 300:0.70\n2 1:0.67 7:0.70 10:0.99 11:0.92 12:0.51 17:0.69 18:0.89 21:0.05 22:0.93 27:0.64 29:0.86 30:0.94 33:0.97 34:0.97 36:0.46 37:0.36 39:0.23 43:0.84 44:0.92 45:0.85 47:0.93 48:0.91 64:0.77 66:0.93 69:0.12 70:0.19 71:0.64 74:0.81 76:0.85 77:0.89 81:0.75 83:0.91 85:0.90 86:0.97 91:0.42 98:0.88 99:0.95 101:1.00 102:0.97 108:0.10 114:0.82 117:0.86 122:0.89 123:0.10 126:0.51 127:0.41 129:0.05 135:0.61 139:0.97 144:0.85 145:0.59 146:0.63 147:0.68 149:0.95 150:0.67 154:0.80 155:0.55 159:0.23 165:0.81 170:0.82 172:0.81 173:0.39 174:0.92 176:0.59 177:0.88 178:0.55 179:0.40 187:0.68 192:0.55 193:0.99 195:0.58 197:0.95 201:0.64 204:0.82 208:0.64 212:0.87 216:0.17 222:0.60 230:0.73 232:0.87 233:0.76 235:0.22 236:0.95 239:0.99 241:0.41 242:0.39 243:0.93 247:0.60 253:0.67 259:0.21 262:0.93 265:0.88 266:0.27 267:0.28 271:0.46 276:0.68 281:0.91 282:0.73 290:0.82 291:0.97 300:0.33\n2 1:0.66 9:0.70 10:0.95 11:0.88 12:0.51 18:0.70 21:0.30 23:0.95 27:0.15 29:0.86 30:0.91 31:0.87 34:0.95 36:0.37 37:0.47 39:0.23 43:0.78 62:0.96 64:0.77 66:0.82 69:0.77 70:0.21 71:0.64 74:0.51 79:0.87 81:0.79 83:0.91 85:0.80 86:0.81 91:0.27 98:0.65 101:0.87 108:0.60 114:0.86 122:0.65 123:0.58 126:0.54 127:0.19 128:0.95 129:0.05 135:0.54 137:0.87 138:0.95 139:0.77 140:0.45 144:0.85 145:0.94 146:0.49 147:0.55 149:0.78 150:0.64 151:0.54 153:0.48 154:0.71 155:0.53 159:0.18 162:0.86 165:0.93 168:0.95 170:0.82 172:0.48 173:0.93 174:0.88 176:0.73 177:0.88 179:0.56 187:0.87 190:0.89 192:0.51 196:0.89 197:0.90 201:0.65 202:0.36 205:0.95 208:0.64 212:0.84 215:0.72 216:0.94 220:0.91 222:0.60 235:0.60 236:0.97 239:0.94 241:0.24 242:0.33 243:0.83 247:0.47 248:0.53 253:0.62 255:0.69 256:0.45 259:0.21 265:0.66 266:0.23 267:0.52 268:0.46 271:0.46 276:0.30 284:0.88 285:0.50 286:0.99 290:0.86 297:0.36 298:0.99 300:0.25\n2 10:0.94 11:0.92 12:0.51 17:0.43 18:0.88 21:0.78 23:0.96 27:0.70 29:0.86 30:0.30 33:0.97 34:0.44 36:1.00 37:0.62 39:0.23 43:0.85 45:0.73 62:0.96 66:0.61 69:0.12 70:0.76 71:0.64 74:0.58 75:0.96 85:0.72 86:0.94 91:0.04 98:0.34 101:0.87 108:0.10 122:0.82 123:0.10 124:0.65 127:0.83 128:0.96 129:0.05 133:0.72 135:0.74 139:0.89 140:0.45 144:0.85 146:0.43 147:0.49 149:0.71 151:0.52 153:0.69 154:0.81 159:0.57 162:0.86 168:0.96 170:0.82 172:0.65 173:0.18 174:0.89 177:0.88 179:0.61 187:0.99 190:0.95 197:0.91 202:0.46 205:0.95 212:0.82 216:0.33 220:0.87 222:0.60 226:0.96 235:0.05 239:0.93 241:0.55 242:0.13 243:0.68 245:0.65 247:0.91 248:0.52 253:0.45 256:0.45 259:0.21 265:0.37 266:0.54 267:0.59 268:0.55 271:0.46 276:0.55 285:0.46 291:0.97 300:0.70\n2 1:0.68 7:0.81 10:0.98 11:0.92 12:0.51 17:0.72 18:0.86 21:0.05 22:0.93 27:0.64 29:0.86 30:0.93 32:0.80 33:0.97 34:1.00 36:0.37 37:0.36 39:0.23 43:0.88 44:0.93 45:0.89 47:0.93 48:0.91 64:0.77 66:0.91 69:0.15 70:0.21 71:0.64 74:0.78 76:0.94 77:0.89 81:0.83 83:0.91 85:0.80 86:0.94 91:0.42 98:0.87 101:1.00 102:0.98 104:0.87 106:0.81 108:0.12 114:0.95 117:0.86 121:0.90 122:0.89 123:0.12 126:0.54 127:0.38 129:0.05 135:0.82 139:0.95 144:0.85 145:0.61 146:0.62 147:0.67 149:0.92 150:0.78 154:0.86 155:0.57 159:0.23 165:0.93 170:0.82 172:0.75 173:0.41 174:0.91 176:0.73 177:0.88 178:0.55 179:0.48 187:0.68 192:0.58 193:0.99 195:0.59 197:0.95 201:0.67 204:0.83 206:0.81 208:0.64 212:0.73 215:0.91 216:0.17 222:0.60 230:0.83 232:0.91 233:0.76 235:0.31 236:0.97 239:0.99 241:0.21 242:0.38 243:0.91 247:0.76 253:0.72 259:0.21 262:0.93 265:0.87 266:0.27 267:0.36 271:0.46 276:0.62 281:0.91 282:0.88 290:0.95 291:0.97 297:0.36 299:0.88 300:0.33\n0 1:0.64 10:0.93 11:0.87 12:0.51 17:0.78 18:0.84 21:0.30 22:0.93 27:0.72 29:0.86 30:0.75 33:0.97 34:0.36 36:0.19 39:0.23 43:0.38 45:0.95 47:0.93 64:0.77 66:0.69 69:0.58 70:0.59 71:0.64 74:0.73 81:0.69 83:0.69 86:0.91 91:0.18 97:0.94 98:0.76 99:0.95 101:0.65 104:0.89 106:0.81 108:0.79 114:0.84 117:0.86 122:0.65 123:0.78 124:0.47 126:0.51 127:0.69 129:0.59 133:0.60 135:0.96 139:0.89 144:0.85 146:0.25 147:0.31 149:0.76 150:0.58 154:0.73 155:0.49 158:0.81 159:0.68 165:0.81 170:0.82 172:0.84 173:0.47 174:0.90 176:0.70 177:0.88 178:0.55 179:0.36 187:0.87 192:0.49 197:0.90 201:0.62 202:0.36 206:0.81 208:0.61 212:0.57 215:0.72 216:0.08 219:0.94 222:0.60 232:0.93 235:0.52 239:0.91 241:0.12 242:0.24 243:0.25 245:0.82 247:0.92 253:0.65 254:0.90 259:0.21 262:0.93 265:0.76 266:0.80 267:0.85 271:0.46 276:0.77 279:0.78 283:0.67 290:0.84 291:0.97 292:0.88 297:0.36 300:0.70\n1 1:0.64 8:0.69 10:0.92 11:0.92 12:0.51 17:0.86 18:0.73 27:0.47 29:0.86 30:0.44 34:0.97 36:0.57 37:0.48 39:0.23 43:0.74 45:0.95 66:0.15 69:0.35 70:0.81 71:0.64 74:0.65 81:0.64 83:0.56 85:0.72 86:0.79 91:0.71 97:0.94 98:0.41 99:0.83 101:1.00 104:0.84 108:0.96 114:0.95 122:0.83 123:0.79 124:0.87 126:0.32 127:0.92 129:0.59 133:0.86 135:0.80 139:0.75 144:0.85 146:0.81 147:0.84 149:0.82 150:0.60 154:0.58 155:0.49 158:0.77 159:0.91 165:0.65 170:0.82 172:0.76 173:0.11 174:0.93 176:0.63 177:0.88 178:0.55 179:0.24 187:0.21 192:0.48 197:0.88 201:0.60 208:0.50 212:0.61 215:0.96 216:0.17 222:0.60 232:0.89 235:0.05 239:0.90 241:0.21 242:0.45 243:0.37 245:0.92 247:0.88 253:0.68 259:0.21 265:0.36 266:0.95 267:0.28 271:0.46 276:0.88 277:0.87 279:0.78 283:0.82 290:0.95 297:0.36 300:0.94\n1 7:0.75 10:0.85 11:0.87 12:0.51 17:0.85 18:0.68 21:0.78 27:0.70 29:0.86 30:0.75 32:0.72 34:0.77 36:0.66 37:0.34 39:0.23 43:0.67 44:0.92 45:0.90 66:0.68 69:0.56 70:0.45 71:0.64 74:0.73 77:0.70 83:0.69 86:0.73 91:0.09 97:0.94 98:0.43 101:0.65 104:0.88 108:0.43 122:0.82 123:0.41 124:0.47 127:0.67 129:0.05 133:0.60 135:0.39 139:0.85 144:0.85 145:0.47 146:0.58 147:0.63 149:0.72 154:0.56 155:0.54 158:0.82 159:0.62 170:0.82 172:0.67 173:0.49 174:0.83 177:0.88 178:0.55 179:0.60 187:0.39 192:0.56 195:0.77 197:0.86 204:0.83 208:0.61 212:0.77 216:0.50 219:0.94 222:0.60 230:0.77 232:0.91 233:0.66 235:0.05 239:0.85 241:0.43 242:0.42 243:0.72 244:0.61 245:0.65 247:0.76 253:0.52 259:0.21 265:0.45 266:0.54 267:0.44 271:0.46 276:0.50 279:0.78 281:0.86 282:0.80 283:0.82 292:0.95 300:0.55\n0 1:0.63 10:0.81 11:0.84 12:0.51 17:0.69 21:0.40 27:0.29 29:0.86 30:0.67 32:0.72 34:0.95 36:0.22 37:0.68 39:0.23 43:0.27 44:0.92 45:0.88 64:0.77 66:0.71 69:0.91 70:0.47 71:0.64 74:0.64 77:0.99 81:0.67 83:0.69 91:0.08 97:0.94 98:0.15 99:0.95 101:0.47 108:0.81 114:0.82 122:0.55 123:0.80 124:0.47 126:0.51 127:0.42 129:0.05 133:0.74 135:0.89 139:0.77 144:0.85 145:0.99 146:0.29 147:0.05 149:0.61 150:0.56 154:0.20 155:0.49 158:0.81 159:0.77 165:0.81 170:0.82 172:0.65 173:0.83 174:0.79 175:0.91 176:0.70 177:0.05 178:0.55 179:0.57 187:0.99 192:0.48 195:0.92 197:0.80 201:0.61 208:0.61 212:0.86 215:0.67 216:0.38 219:0.94 222:0.60 235:0.60 239:0.80 241:0.24 242:0.54 243:0.11 244:0.83 245:0.55 247:0.55 253:0.61 257:0.93 259:0.21 265:0.17 266:0.38 267:0.73 271:0.46 276:0.40 277:0.87 279:0.78 282:0.80 283:0.67 290:0.82 292:0.88 297:0.36 300:0.43\n1 1:0.61 10:0.98 11:0.87 12:0.51 17:0.55 18:0.75 21:0.22 27:0.34 29:0.86 30:0.52 34:0.91 36:0.21 37:0.50 39:0.23 43:0.57 45:0.96 66:0.94 69:0.71 70:0.64 71:0.64 74:0.82 81:0.57 83:0.56 86:0.80 91:0.51 97:0.89 98:0.88 99:0.83 101:0.65 108:0.54 114:0.85 122:0.67 123:0.52 124:0.36 126:0.32 127:0.59 129:0.05 133:0.36 135:0.39 139:0.76 144:0.85 145:0.50 146:0.95 147:0.96 149:0.72 150:0.52 154:0.44 155:0.48 158:0.77 159:0.68 165:0.65 170:0.82 172:0.94 173:0.61 174:0.97 176:0.63 177:0.88 178:0.55 179:0.22 187:0.87 192:0.47 197:0.97 201:0.58 208:0.50 212:0.80 215:0.79 216:0.37 222:0.60 235:0.31 239:0.97 241:0.49 242:0.18 243:0.94 245:0.74 247:0.93 253:0.68 254:0.98 259:0.21 265:0.88 266:0.54 267:0.44 271:0.46 276:0.88 279:0.76 283:0.82 290:0.85 297:0.36 300:0.70\n2 1:0.64 10:0.98 11:0.92 12:0.51 17:0.85 18:0.82 21:0.47 22:0.93 27:0.72 29:0.86 30:0.58 33:0.97 34:0.52 36:0.22 39:0.23 43:0.89 45:0.89 47:0.93 60:0.95 64:0.77 66:0.36 69:0.49 70:0.75 71:0.64 74:0.80 75:0.99 81:0.76 83:0.91 85:0.88 86:0.90 91:0.06 98:0.59 101:0.96 104:0.96 106:0.81 108:0.78 114:0.80 117:0.86 122:0.95 123:0.77 124:0.82 126:0.54 127:0.88 129:0.59 133:0.81 135:0.98 139:0.91 144:0.85 146:0.54 147:0.60 149:0.92 150:0.59 154:0.88 155:0.50 158:0.86 159:0.81 165:0.93 170:0.82 172:0.79 173:0.28 174:0.97 176:0.73 177:0.88 178:0.55 179:0.30 187:0.87 192:0.49 197:0.96 201:0.64 206:0.81 208:0.64 212:0.59 215:0.63 216:0.11 219:0.95 222:0.60 226:0.96 232:0.98 235:0.74 236:0.97 239:0.98 242:0.24 243:0.32 245:0.88 247:0.95 253:0.65 259:0.21 262:0.93 265:0.60 266:0.91 267:0.84 271:0.46 276:0.83 279:0.81 283:0.67 290:0.80 291:0.97 292:0.88 297:0.36 300:0.94\n2 7:0.81 10:0.96 11:0.92 12:0.51 17:0.72 18:0.86 21:0.78 27:0.42 29:0.86 30:0.45 32:0.80 34:0.78 36:0.87 37:0.48 39:0.23 43:0.77 44:0.93 45:0.77 60:0.87 66:0.16 69:0.80 70:0.73 71:0.64 74:0.79 75:0.99 77:0.70 83:0.91 85:0.80 86:0.90 91:0.11 98:0.53 101:0.87 102:0.98 108:0.63 121:0.90 122:0.57 123:0.74 124:0.73 127:0.42 129:0.05 133:0.73 135:0.99 139:0.94 144:0.85 145:0.95 146:0.49 147:0.55 149:0.80 154:0.70 155:0.56 158:0.86 159:0.61 170:0.82 172:0.68 173:0.74 174:0.89 177:0.88 178:0.55 179:0.40 187:0.39 192:0.57 193:0.99 195:0.83 197:0.90 204:0.84 208:0.64 212:0.70 216:0.24 219:0.95 222:0.60 226:0.96 230:0.83 233:0.66 235:0.88 239:0.98 241:0.47 242:0.12 243:0.60 245:0.76 247:0.95 253:0.55 259:0.21 265:0.34 266:0.80 267:0.85 271:0.46 276:0.70 277:0.69 279:0.80 281:0.86 282:0.88 283:0.67 292:0.88 299:0.88 300:0.55\n2 1:0.68 7:0.81 10:0.98 11:0.92 12:0.51 17:0.70 18:0.86 21:0.05 22:0.93 27:0.64 29:0.86 30:0.93 32:0.80 33:0.97 34:1.00 36:0.33 37:0.36 39:0.23 43:0.88 44:0.93 45:0.89 47:0.93 48:0.91 64:0.77 66:0.91 69:0.15 70:0.21 71:0.64 74:0.78 76:0.94 77:0.89 81:0.83 83:0.91 85:0.80 86:0.94 91:0.46 98:0.87 101:1.00 102:0.98 104:0.87 106:0.81 108:0.12 114:0.95 117:0.86 121:0.90 122:0.89 123:0.12 126:0.54 127:0.39 129:0.05 135:0.81 139:0.95 144:0.85 145:0.63 146:0.62 147:0.67 149:0.92 150:0.78 154:0.86 155:0.56 159:0.23 165:0.93 170:0.82 172:0.75 173:0.41 174:0.91 176:0.73 177:0.88 178:0.55 179:0.48 187:0.68 192:0.57 193:0.99 195:0.60 197:0.95 201:0.67 204:0.83 206:0.81 208:0.64 212:0.73 215:0.91 216:0.17 222:0.60 230:0.83 232:0.91 233:0.76 235:0.31 236:0.97 239:0.99 241:0.21 242:0.38 243:0.91 247:0.76 253:0.72 259:0.21 262:0.93 265:0.87 266:0.27 267:0.36 271:0.46 276:0.62 281:0.91 282:0.88 290:0.95 291:0.97 297:0.36 299:0.88 300:0.33\n2 1:0.65 7:0.75 10:0.87 11:0.88 12:0.51 17:0.70 18:0.72 21:0.22 27:0.13 29:0.86 30:0.62 32:0.67 34:0.98 36:0.28 37:0.85 39:0.23 43:0.59 45:0.85 64:0.77 66:0.72 69:0.88 70:0.75 71:0.64 74:0.59 77:0.89 81:0.71 83:0.69 86:0.80 91:0.38 98:0.49 99:0.95 101:0.96 108:0.75 114:0.88 122:0.82 123:0.74 124:0.43 126:0.51 127:0.24 129:0.05 133:0.59 135:0.87 139:0.81 144:0.85 145:0.77 146:0.64 147:0.69 149:0.43 150:0.60 154:0.51 155:0.54 159:0.42 165:0.81 170:0.82 172:0.59 173:0.88 174:0.83 176:0.70 177:0.88 178:0.55 179:0.49 187:0.39 192:0.56 195:0.82 197:0.83 201:0.63 204:0.82 208:0.61 212:0.61 215:0.79 216:0.34 222:0.60 230:0.77 233:0.66 235:0.42 239:0.86 241:0.53 242:0.16 243:0.75 245:0.53 247:0.82 253:0.63 254:0.86 259:0.21 265:0.51 266:0.54 267:0.44 271:0.46 276:0.49 281:0.86 282:0.75 290:0.88 297:0.36 300:0.70\n1 1:0.74 11:0.57 12:0.06 17:0.07 20:0.85 21:0.64 26:0.96 27:0.55 30:0.21 32:0.75 34:0.86 36:0.96 37:0.43 39:0.55 43:0.67 55:0.42 58:0.93 66:0.30 69:0.78 70:0.91 74:0.97 77:0.70 78:0.89 81:0.62 85:0.72 87:0.98 91:0.11 98:0.71 100:0.91 101:0.70 108:0.91 111:0.89 114:0.72 117:0.86 122:0.67 123:0.59 124:0.76 126:0.54 127:0.73 129:0.05 133:0.74 135:0.61 141:0.91 145:0.44 146:0.93 147:0.05 149:0.77 150:0.68 152:0.85 154:0.61 155:0.67 159:0.79 169:0.88 172:0.85 173:0.63 176:0.73 177:0.05 178:0.55 179:0.21 186:0.89 187:0.99 192:0.59 195:0.91 199:1.00 201:0.74 212:0.73 215:0.53 216:0.59 222:0.90 223:0.96 224:0.93 232:0.70 234:0.91 235:0.84 241:0.07 242:0.72 243:0.06 245:0.94 247:0.67 253:0.75 257:0.65 259:0.21 261:0.88 265:0.42 266:0.84 267:0.28 271:0.55 274:0.91 276:0.90 282:0.83 290:0.72 297:0.36 300:0.84\n1 12:0.06 17:0.59 21:0.54 26:0.96 27:0.06 30:0.76 34:0.33 36:0.59 37:0.90 39:0.55 43:0.38 55:0.84 58:0.93 66:0.45 69:0.90 70:0.43 74:0.81 77:0.70 81:0.38 91:0.14 98:0.50 108:0.80 114:0.65 117:0.86 122:0.67 123:0.79 124:0.81 126:0.32 127:0.44 129:0.59 133:0.82 135:0.60 141:0.91 145:0.94 146:0.84 147:0.05 149:0.40 150:0.33 154:0.52 159:0.78 163:0.94 172:0.48 173:0.81 176:0.56 177:0.05 178:0.55 179:0.63 187:0.87 195:0.94 199:0.97 212:0.23 216:0.76 222:0.90 223:0.96 224:0.93 234:0.91 235:0.60 241:0.41 242:0.70 243:0.12 245:0.58 247:0.60 253:0.63 254:0.80 257:0.65 259:0.21 265:0.52 266:0.80 267:0.82 271:0.55 274:0.91 276:0.54 282:0.84 290:0.65 300:0.43\n2 1:0.74 7:0.78 8:0.97 9:0.80 12:0.06 17:0.36 21:0.22 25:0.88 26:0.96 27:0.03 30:0.58 32:0.80 34:0.94 36:0.28 37:0.98 39:0.55 41:0.82 43:0.43 55:0.92 58:0.98 66:0.49 69:0.23 70:0.33 74:0.75 76:0.94 77:0.89 81:0.88 83:0.76 91:0.44 96:0.73 98:0.75 104:0.58 108:0.18 114:0.90 117:0.86 120:0.60 123:0.18 124:0.52 126:0.54 127:0.54 129:0.05 133:0.39 135:0.79 140:0.45 141:0.98 145:0.65 146:0.67 147:0.71 149:0.35 150:0.93 151:0.62 153:0.48 154:0.70 155:0.67 158:0.85 159:0.36 162:0.86 163:0.86 164:0.57 165:0.86 172:0.32 173:0.36 176:0.73 177:0.38 179:0.86 187:0.68 192:0.59 195:0.62 199:0.97 201:0.74 202:0.36 208:0.64 212:0.37 215:0.79 216:0.54 220:0.82 222:0.90 223:0.96 224:1.00 230:0.81 232:0.97 233:0.76 234:1.00 235:0.42 241:0.57 242:0.58 243:0.60 245:0.55 247:0.47 248:0.60 253:0.76 254:0.86 255:0.79 256:0.45 259:0.21 260:0.60 265:0.75 266:0.38 267:0.84 268:0.46 271:0.55 274:0.98 276:0.37 282:0.88 285:0.62 290:0.90 297:0.36 299:0.88 300:0.25\n1 8:0.87 12:0.06 17:0.55 21:0.59 26:0.96 27:0.06 30:0.89 34:0.67 36:0.79 37:0.90 39:0.55 43:0.44 55:0.96 58:0.98 66:0.16 69:0.25 70:0.20 74:0.84 76:0.85 77:0.70 81:0.35 91:0.18 96:0.69 98:0.13 108:0.20 114:0.64 117:0.86 122:0.67 123:0.19 124:0.86 126:0.32 127:0.20 129:0.93 133:0.84 135:0.58 140:0.45 141:0.98 145:0.74 146:0.24 147:0.30 149:0.35 150:0.31 151:0.48 153:0.72 154:0.33 158:0.84 159:0.54 162:0.67 163:0.79 172:0.10 173:0.14 175:0.75 176:0.56 177:0.05 179:0.79 187:0.95 190:0.77 195:0.91 199:0.97 202:0.53 212:0.30 216:0.76 220:0.97 222:0.90 223:0.96 224:0.98 232:0.95 234:0.98 235:0.68 241:0.52 242:0.63 243:0.37 244:0.61 245:0.40 247:0.35 248:0.48 253:0.65 256:0.45 257:0.65 259:0.21 265:0.14 266:0.27 267:0.59 268:0.57 271:0.55 274:0.97 276:0.29 277:0.69 282:0.84 285:0.50 290:0.64 300:0.18\n1 8:0.87 12:0.06 17:0.43 20:0.93 21:0.78 26:0.96 27:0.02 34:0.55 36:0.70 37:0.98 39:0.55 58:0.98 74:0.45 78:0.72 91:0.23 96:0.69 100:0.73 111:0.72 117:0.86 135:0.56 140:0.45 141:0.98 145:0.93 151:0.48 152:0.97 153:0.48 158:0.84 162:0.86 169:0.72 175:0.91 186:0.73 187:0.39 190:0.77 199:0.98 202:0.36 216:0.73 220:0.96 222:0.90 223:0.96 224:0.99 232:0.87 234:0.99 235:0.22 241:0.37 244:0.83 248:0.48 253:0.41 256:0.45 257:0.84 259:0.21 261:0.73 267:0.76 268:0.46 271:0.55 274:0.98 277:0.87 285:0.50\n1 12:0.06 17:0.20 21:0.64 26:0.96 27:0.61 30:0.44 32:0.75 34:0.55 36:0.94 37:0.37 39:0.55 43:0.69 55:0.42 58:0.93 66:0.12 69:0.76 70:0.78 74:0.97 81:0.52 91:0.12 98:0.54 108:0.90 114:0.72 117:0.86 122:0.67 123:0.57 124:0.78 126:0.54 127:0.73 129:0.59 133:0.82 135:0.86 141:0.91 145:0.42 146:0.81 147:0.05 149:0.77 150:0.56 154:0.62 159:0.76 172:0.86 173:0.63 176:0.73 177:0.05 178:0.55 179:0.26 187:0.99 195:0.89 199:0.99 212:0.74 215:0.53 216:0.87 222:0.90 223:0.96 224:0.93 232:0.84 234:0.91 235:0.80 241:0.10 242:0.78 243:0.06 245:0.88 247:0.67 253:0.74 257:0.65 259:0.21 265:0.46 266:0.87 267:0.36 271:0.55 274:0.91 276:0.86 290:0.72 297:0.36 300:0.84\n1 1:0.74 11:0.57 12:0.06 17:0.24 21:0.47 26:0.96 27:0.56 30:0.26 32:0.78 34:0.75 36:0.32 37:0.60 39:0.55 43:0.65 55:0.45 58:0.93 66:0.90 69:0.83 70:0.82 74:0.92 77:0.70 81:0.70 85:0.80 91:0.15 98:0.85 101:0.74 104:0.90 106:0.81 108:0.67 114:0.80 122:0.67 123:0.65 124:0.36 126:0.54 127:0.50 129:0.05 133:0.39 135:0.47 141:0.91 145:0.67 146:0.93 147:0.05 149:0.69 150:0.75 154:0.62 155:0.67 159:0.62 172:0.87 173:0.79 176:0.73 177:0.05 178:0.55 179:0.32 187:0.39 192:0.59 195:0.79 199:0.99 201:0.74 206:0.81 212:0.60 215:0.63 216:0.76 222:0.90 223:0.96 224:0.93 234:0.91 235:0.60 241:0.10 242:0.40 243:0.07 245:0.67 247:0.67 253:0.75 257:0.65 259:0.21 265:0.85 266:0.71 267:0.44 271:0.55 274:0.91 276:0.79 282:0.86 290:0.80 297:0.36 300:0.84\n2 6:0.98 7:0.78 8:0.92 12:0.06 17:0.38 20:0.85 21:0.40 25:0.88 26:0.95 27:0.03 30:0.45 32:0.75 34:0.92 36:0.55 37:0.98 39:0.55 43:0.43 55:0.84 58:0.93 66:0.82 69:0.23 70:0.47 74:0.57 78:0.92 81:0.62 91:0.40 98:0.95 100:0.98 104:0.58 106:0.81 108:0.18 111:0.97 123:0.18 126:0.32 127:0.65 129:0.05 135:0.92 141:0.91 145:0.77 146:0.79 147:0.82 149:0.47 150:0.45 152:1.00 154:0.33 159:0.34 163:0.75 169:0.97 172:0.48 173:0.39 177:0.38 178:0.55 179:0.85 186:0.92 187:0.68 195:0.59 199:0.95 206:0.81 212:0.30 215:0.67 216:0.54 222:0.90 223:0.93 224:0.93 230:0.81 233:0.76 234:0.91 235:0.42 241:0.50 242:0.53 243:0.83 244:0.61 247:0.55 253:0.46 259:0.21 261:0.98 265:0.95 266:0.47 267:0.79 271:0.55 274:0.91 276:0.40 297:0.36 300:0.33\n1 8:0.82 12:0.06 17:0.61 20:0.96 21:0.78 26:0.96 27:0.02 34:0.58 36:0.71 37:0.98 39:0.55 58:0.99 74:0.45 78:0.72 91:0.23 96:0.69 100:0.73 111:0.72 117:0.86 135:0.58 140:0.45 141:0.98 145:0.93 151:0.48 152:0.97 153:0.46 158:0.84 162:0.86 169:0.72 175:0.91 186:0.73 187:0.39 190:0.77 199:0.98 202:0.49 216:0.73 220:0.96 222:0.90 223:0.96 224:0.99 232:0.87 234:0.99 235:0.22 241:0.51 244:0.83 248:0.48 253:0.42 256:0.58 257:0.84 259:0.21 261:0.73 267:0.76 268:0.58 271:0.55 274:0.98 277:0.87 285:0.50\n1 7:0.78 8:0.98 12:0.06 17:0.40 21:0.78 25:0.88 26:0.94 27:0.03 30:0.58 32:0.75 34:0.88 36:0.81 37:0.98 39:0.55 43:0.43 55:0.92 58:0.93 66:0.32 69:0.82 70:0.54 74:0.44 91:0.46 98:0.60 104:0.58 106:0.81 108:0.78 123:0.77 124:0.73 127:0.87 129:0.59 133:0.64 135:0.92 141:0.91 145:0.52 146:0.59 147:0.62 149:0.45 154:0.59 159:0.57 163:0.86 172:0.41 173:0.84 177:0.05 178:0.55 179:0.72 187:0.68 191:0.78 195:0.71 199:0.94 202:0.46 206:0.81 212:0.23 216:0.54 222:0.90 223:0.92 224:0.93 230:0.81 233:0.69 234:0.91 235:0.22 241:0.27 242:0.73 243:0.32 245:0.68 247:0.39 253:0.38 254:0.86 257:0.65 259:0.21 265:0.61 266:0.63 267:0.87 271:0.55 274:0.91 276:0.55 300:0.43\n2 6:0.98 7:0.78 8:0.92 12:0.06 17:0.36 20:0.86 21:0.40 25:0.88 26:0.94 27:0.03 30:0.11 32:0.75 34:0.92 36:0.45 37:0.98 39:0.55 43:0.43 55:0.45 58:0.93 66:0.36 69:0.23 70:0.69 74:0.41 78:0.92 81:0.62 91:0.58 98:0.58 100:0.97 104:0.58 108:0.18 111:0.95 120:0.73 123:0.18 124:0.60 126:0.32 127:0.71 129:0.05 133:0.39 135:0.95 140:0.45 141:0.91 145:0.54 146:0.61 147:0.67 149:0.48 150:0.45 151:0.66 152:1.00 153:0.48 154:0.33 159:0.49 162:0.71 164:0.75 169:0.97 172:0.32 173:0.29 177:0.38 179:0.84 186:0.91 187:0.68 190:0.77 191:0.81 195:0.67 199:0.94 202:0.66 212:0.14 215:0.67 216:0.54 220:0.91 222:0.90 223:0.92 224:0.93 230:0.81 233:0.76 234:0.91 235:0.42 241:0.70 242:0.75 243:0.51 244:0.61 245:0.62 247:0.39 248:0.66 253:0.36 256:0.64 259:0.21 260:0.74 261:0.98 265:0.59 266:0.71 267:0.92 268:0.69 271:0.55 274:0.91 276:0.39 285:0.50 297:0.36 300:0.43\n1 1:0.74 7:0.81 12:0.06 17:0.69 21:0.40 26:0.96 27:0.11 30:0.62 32:0.75 34:0.88 36:0.71 37:0.94 39:0.55 43:0.31 55:0.52 58:0.93 66:0.75 69:0.49 70:0.23 74:0.65 77:0.99 81:0.76 91:0.27 98:0.74 108:0.38 114:0.82 121:0.97 123:0.36 126:0.54 127:0.24 129:0.05 135:0.30 141:0.91 145:0.98 146:0.56 147:0.62 149:0.24 150:0.79 154:0.79 155:0.67 159:0.20 163:0.75 172:0.32 173:0.66 176:0.73 177:0.38 178:0.55 179:0.84 187:0.39 192:0.59 195:0.58 199:0.97 201:0.74 204:0.89 208:0.64 212:0.30 215:0.67 216:0.40 222:0.90 223:0.96 224:0.93 230:0.87 232:0.72 233:0.76 234:0.91 235:0.52 241:0.27 242:0.63 243:0.77 247:0.35 253:0.67 254:0.86 259:0.21 265:0.74 266:0.27 267:0.69 271:0.55 274:0.91 276:0.27 282:0.84 290:0.82 297:0.36 300:0.18\n1 8:0.86 12:0.06 17:0.93 21:0.13 26:0.96 27:0.06 30:0.85 34:0.53 36:0.54 37:0.87 39:0.55 43:0.45 55:0.84 58:0.98 66:0.87 69:0.07 70:0.29 74:0.94 76:0.85 77:0.89 81:0.69 91:0.31 96:0.74 98:0.93 108:0.06 114:0.74 117:0.86 122:0.67 123:0.06 126:0.32 127:0.58 129:0.05 135:0.42 140:0.45 141:0.98 145:0.44 146:0.87 147:0.89 149:0.60 150:0.50 151:0.58 153:0.48 154:0.34 159:0.44 162:0.86 163:0.94 172:0.63 173:0.18 176:0.56 177:0.38 179:0.70 187:0.68 190:0.77 195:0.65 199:0.98 202:0.36 212:0.48 216:0.54 220:0.74 222:0.90 223:0.96 224:1.00 232:0.82 234:1.00 235:0.12 241:0.18 242:0.80 243:0.88 244:0.61 247:0.35 248:0.56 253:0.80 256:0.45 259:0.21 265:0.93 266:0.63 267:0.36 268:0.46 271:0.55 274:0.97 276:0.53 282:0.84 285:0.50 290:0.74 300:0.33\n1 12:0.06 17:0.49 21:0.64 26:0.96 27:0.24 30:0.90 34:0.61 36:0.34 37:0.80 39:0.55 43:0.29 55:0.52 58:0.93 66:0.63 69:0.95 70:0.29 74:0.89 76:0.85 77:0.89 81:0.33 91:0.22 98:0.36 108:0.91 114:0.63 117:0.86 122:0.67 123:0.91 124:0.64 126:0.32 127:0.70 129:0.05 133:0.74 135:0.26 141:0.91 145:0.74 146:0.50 147:0.05 149:0.50 150:0.30 154:0.21 159:0.77 172:0.75 173:0.95 176:0.56 177:0.05 178:0.55 179:0.47 187:0.68 195:0.89 199:0.99 212:0.81 216:0.67 222:0.90 223:0.96 224:0.93 232:0.90 234:0.91 235:0.74 241:0.07 242:0.77 243:0.08 244:0.61 245:0.73 247:0.47 253:0.67 257:0.65 259:0.21 265:0.38 266:0.47 267:0.19 271:0.55 274:0.91 276:0.59 277:0.69 282:0.84 290:0.63 300:0.43\n1 1:0.74 11:0.57 12:0.06 17:0.22 21:0.47 26:0.96 27:0.56 30:0.43 32:0.78 34:0.75 36:0.43 37:0.60 39:0.55 43:0.73 55:0.45 58:0.93 66:0.49 69:0.57 70:0.86 74:0.96 77:0.70 81:0.70 85:0.80 91:0.17 98:0.61 101:0.74 104:0.90 106:0.81 108:0.65 114:0.80 122:0.67 123:0.62 124:0.73 126:0.54 127:0.49 129:0.59 133:0.76 135:0.34 141:0.91 145:0.67 146:0.32 147:0.38 149:0.74 150:0.75 154:0.82 155:0.67 159:0.58 172:0.75 173:0.51 176:0.73 177:0.38 178:0.55 179:0.35 187:0.39 192:0.59 195:0.76 199:0.99 201:0.74 206:0.81 212:0.77 215:0.63 216:0.76 222:0.90 223:0.96 224:0.93 234:0.91 235:0.60 241:0.21 242:0.59 243:0.18 245:0.82 247:0.60 253:0.76 259:0.21 265:0.62 266:0.71 267:0.52 271:0.55 274:0.91 276:0.75 282:0.86 290:0.80 297:0.36 300:0.84\n1 1:0.74 12:0.06 17:0.30 21:0.47 26:0.96 27:0.56 30:0.41 32:0.78 34:0.70 36:0.31 37:0.60 39:0.55 43:0.29 55:0.45 58:0.93 66:0.89 69:0.83 70:0.77 74:0.94 77:0.70 81:0.70 91:0.10 98:0.83 104:0.90 106:0.81 108:0.67 114:0.80 122:0.67 123:0.65 124:0.36 126:0.54 127:0.46 129:0.05 133:0.39 135:0.56 141:0.91 145:0.67 146:0.92 147:0.05 149:0.57 150:0.75 154:0.62 155:0.67 159:0.61 172:0.86 173:0.79 176:0.73 177:0.05 178:0.55 179:0.34 187:0.39 192:0.59 195:0.79 199:0.99 201:0.74 206:0.81 212:0.61 215:0.63 216:0.76 222:0.90 223:0.96 224:0.93 234:0.91 235:0.60 241:0.15 242:0.60 243:0.07 245:0.66 247:0.67 253:0.75 254:0.74 257:0.65 259:0.21 265:0.83 266:0.71 267:0.44 271:0.55 274:0.91 276:0.77 282:0.86 290:0.80 297:0.36 300:0.70\n0 1:0.74 7:0.66 9:0.80 12:0.06 17:0.59 21:0.59 27:0.72 29:0.71 30:0.33 31:0.86 34:0.79 36:0.26 37:0.64 39:0.74 43:0.17 55:0.71 64:0.77 66:0.60 69:0.38 70:0.75 71:0.73 79:0.86 81:0.45 83:0.60 91:0.54 96:0.68 98:0.77 99:0.95 108:0.30 114:0.58 120:0.56 123:0.28 124:0.50 126:0.54 127:0.67 129:0.59 133:0.47 135:0.26 137:0.86 140:0.45 146:0.74 147:0.78 149:0.35 150:0.67 151:0.47 153:0.48 154:0.12 155:0.67 159:0.45 162:0.81 164:0.68 165:0.70 172:0.63 173:0.43 175:0.91 176:0.73 177:0.05 179:0.60 187:0.39 190:0.89 192:0.87 201:0.93 202:0.61 208:0.64 212:0.73 215:0.39 216:0.20 220:0.96 222:0.35 230:0.69 233:0.73 235:0.88 241:0.46 242:0.82 243:0.67 244:0.83 245:0.78 247:0.12 248:0.47 253:0.40 255:0.95 256:0.64 257:0.84 259:0.21 260:0.55 265:0.77 266:0.47 267:0.36 268:0.66 271:0.88 276:0.61 277:0.87 283:0.78 284:0.91 285:0.62 290:0.58 297:0.36 300:0.55\n1 12:0.06 17:0.89 21:0.78 27:0.66 29:0.71 30:0.30 34:0.55 36:0.29 37:0.35 39:0.74 43:0.12 55:0.92 66:0.12 69:0.92 70:0.60 71:0.73 74:0.32 91:0.22 98:0.25 104:0.89 106:0.81 108:0.83 120:0.53 123:0.82 124:0.89 127:0.49 129:0.05 133:0.87 135:0.61 140:0.45 145:0.87 146:0.47 147:0.33 149:0.18 151:0.46 153:0.48 154:0.19 159:0.75 162:0.86 163:0.96 164:0.53 172:0.16 173:0.87 175:0.75 177:0.05 179:0.77 187:0.21 190:0.89 202:0.36 206:0.81 212:0.23 216:0.19 220:0.97 222:0.35 235:0.97 241:0.21 242:0.76 243:0.25 244:0.61 245:0.50 247:0.39 248:0.46 253:0.27 254:0.88 256:0.45 257:0.84 259:0.21 260:0.53 265:0.27 266:0.63 267:0.59 268:0.46 271:0.88 276:0.44 277:0.69 285:0.47 300:0.43\n0 12:0.06 17:0.84 21:0.78 27:0.58 29:0.71 30:0.95 34:0.94 36:0.66 37:0.29 39:0.74 43:0.10 55:0.98 66:0.20 69:0.83 71:0.73 74:0.30 91:0.35 98:0.08 108:0.67 123:0.65 124:0.61 127:0.22 129:0.59 133:0.47 135:0.58 146:0.05 147:0.05 149:0.07 154:0.08 159:0.33 172:0.05 173:0.85 175:0.91 177:0.05 178:0.55 179:0.99 187:0.68 216:0.36 222:0.35 235:0.60 241:0.10 243:0.40 244:0.83 245:0.36 253:0.26 257:0.84 259:0.21 265:0.08 267:0.44 271:0.88 277:0.87 300:0.08\n1 1:0.69 7:0.66 11:0.83 12:0.06 17:0.72 18:0.61 21:0.68 27:0.57 29:0.71 30:0.43 32:0.64 34:0.24 36:0.48 37:0.61 39:0.74 43:0.68 45:0.91 55:0.71 66:0.93 69:0.88 70:0.66 71:0.73 74:0.86 76:0.85 77:0.70 81:0.29 85:0.72 86:0.68 91:0.09 98:0.82 101:0.87 104:0.87 106:0.81 108:0.77 114:0.54 117:0.86 122:0.75 123:0.75 124:0.36 126:0.44 127:0.52 129:0.05 133:0.43 135:0.63 139:0.66 145:0.77 146:0.97 147:0.18 149:0.85 150:0.47 154:0.37 155:0.58 159:0.80 172:0.96 173:0.77 176:0.61 177:0.38 178:0.55 179:0.17 187:0.21 192:0.59 195:0.93 201:0.68 204:0.85 206:0.81 208:0.54 212:0.90 215:0.37 216:0.86 222:0.35 230:0.69 232:0.83 233:0.73 235:0.84 241:0.30 242:0.33 243:0.07 245:0.85 247:0.82 253:0.46 257:0.65 265:0.82 266:0.75 267:0.82 271:0.88 276:0.92 282:0.73 290:0.54 297:0.36 300:0.70\n0 8:0.67 12:0.06 17:0.89 18:0.97 21:0.78 27:0.56 29:0.71 30:0.87 34:0.61 36:0.30 37:0.26 39:0.74 43:0.06 55:0.52 66:0.84 69:0.95 70:0.27 71:0.73 74:0.38 86:0.94 91:0.44 98:0.66 108:0.91 122:0.86 123:0.90 124:0.39 127:0.50 129:0.05 133:0.60 135:0.70 139:0.92 145:0.72 146:0.24 147:0.26 149:0.36 154:0.28 159:0.82 172:0.95 173:0.90 177:0.38 178:0.55 179:0.18 187:0.21 202:0.36 212:0.92 216:0.35 222:0.35 235:0.60 241:0.21 242:0.81 243:0.07 245:0.87 247:0.60 253:0.31 254:0.96 257:0.65 259:0.21 265:0.67 266:0.75 267:0.36 271:0.88 276:0.88 277:0.87 300:0.55\n0 12:0.06 17:0.59 18:0.64 21:0.78 27:0.45 29:0.71 30:0.95 34:0.83 36:0.17 37:0.50 39:0.74 43:0.11 55:0.71 66:0.54 69:0.78 71:0.73 86:0.64 91:0.25 98:0.19 108:0.61 123:0.59 127:0.10 129:0.05 135:0.90 139:0.62 145:0.59 146:0.29 147:0.35 149:0.08 154:0.09 159:0.12 172:0.10 173:0.74 175:0.75 177:0.38 178:0.55 179:0.49 187:0.68 216:0.77 222:0.35 235:1.00 241:0.21 243:0.63 244:0.83 253:0.20 257:0.65 259:0.21 265:0.21 267:0.88 271:0.88 277:0.69 300:0.08\n0 12:0.06 17:0.75 18:0.78 21:0.78 27:0.72 29:0.71 30:0.68 34:0.50 36:0.51 39:0.74 43:0.13 48:0.91 55:0.92 66:0.20 69:0.79 70:0.43 71:0.73 74:0.36 86:0.74 91:0.37 98:0.27 108:0.63 122:0.83 123:0.60 124:0.85 127:0.35 129:0.59 132:0.97 133:0.82 135:0.61 139:0.75 145:0.54 146:0.35 147:0.05 149:0.15 154:0.27 159:0.47 163:0.86 172:0.16 173:0.80 175:0.75 177:0.05 178:0.55 179:0.84 187:0.21 212:0.19 216:0.05 222:0.35 235:0.99 241:0.47 242:0.45 243:0.19 244:0.61 245:0.43 247:0.47 253:0.30 254:0.74 257:0.84 259:0.21 265:0.29 266:0.47 267:0.59 271:0.88 276:0.34 277:0.69 281:0.91 300:0.33\n1 11:0.57 12:0.06 17:0.66 18:0.81 21:0.05 25:0.88 27:0.63 29:0.71 30:0.53 34:0.47 36:0.63 37:0.63 39:0.74 43:0.75 66:0.69 69:0.82 70:0.68 71:0.73 74:0.61 81:0.40 85:0.88 86:0.92 91:0.17 98:0.75 101:0.87 104:0.54 108:0.67 123:0.64 124:0.43 126:0.26 127:0.78 129:0.05 133:0.37 135:0.85 139:0.89 146:0.74 147:0.35 149:0.84 150:0.34 154:0.67 159:0.47 172:0.70 173:0.89 177:0.05 178:0.55 179:0.59 187:0.95 212:0.61 215:0.78 216:0.21 222:0.35 235:0.05 241:0.10 242:0.45 243:0.25 245:0.75 247:0.67 253:0.39 257:0.84 259:0.21 265:0.76 266:0.63 267:0.52 271:0.88 276:0.59 297:0.36 300:0.55\n0 11:0.57 12:0.06 17:0.49 18:0.70 21:0.05 27:0.14 29:0.71 30:0.09 34:0.42 36:0.69 37:0.78 39:0.74 43:0.70 66:0.23 69:0.87 70:0.94 71:0.73 74:0.51 81:0.40 85:0.85 86:0.81 91:0.07 98:0.60 101:0.87 104:0.58 108:0.74 123:0.84 124:0.82 126:0.26 127:0.77 129:0.05 133:0.81 135:0.92 139:0.77 146:0.71 147:0.31 149:0.76 150:0.34 154:0.60 159:0.71 172:0.63 173:0.84 177:0.05 178:0.55 179:0.46 187:0.68 212:0.30 215:0.78 216:0.63 222:0.35 235:0.05 241:0.18 242:0.73 243:0.20 245:0.77 247:0.47 253:0.36 257:0.84 259:0.21 265:0.51 266:0.75 267:0.84 271:0.88 276:0.73 277:0.87 297:0.36 300:0.70\n0 1:0.74 7:0.66 12:0.06 17:0.53 21:0.59 27:0.72 29:0.71 30:0.45 34:0.99 36:0.42 37:0.64 39:0.74 43:0.17 55:0.84 64:0.77 66:0.43 69:0.38 70:0.57 71:0.73 81:0.45 83:0.60 91:0.17 98:0.65 99:0.95 108:0.72 114:0.58 120:0.53 123:0.71 124:0.59 126:0.54 127:0.59 129:0.59 133:0.47 135:0.56 140:0.45 146:0.61 147:0.66 149:0.28 150:0.67 151:0.46 153:0.46 154:0.12 155:0.67 159:0.50 162:0.62 164:0.53 165:0.70 172:0.45 173:0.38 175:0.91 176:0.73 177:0.05 179:0.70 187:0.39 190:0.89 191:0.70 192:0.87 201:0.93 202:0.49 208:0.64 212:0.37 215:0.39 216:0.20 220:0.97 222:0.35 230:0.69 233:0.73 235:0.88 241:0.32 242:0.82 243:0.47 244:0.83 245:0.72 247:0.12 248:0.46 253:0.40 256:0.45 257:0.84 259:0.21 260:0.53 265:0.66 266:0.63 267:0.95 268:0.45 271:0.88 276:0.51 277:0.87 283:0.78 285:0.47 290:0.58 297:0.36 300:0.43\n0 12:0.06 17:0.28 18:0.61 21:0.54 27:0.45 29:0.71 30:0.56 34:0.67 36:0.18 37:0.50 39:0.74 43:0.13 55:0.92 66:0.51 69:0.80 70:0.46 71:0.73 74:0.41 81:0.24 86:0.63 91:0.12 98:0.42 108:0.64 123:0.61 124:0.77 126:0.26 127:0.58 129:0.05 133:0.81 135:0.92 139:0.61 145:0.50 146:0.74 147:0.05 149:0.18 150:0.24 154:0.28 159:0.79 172:0.41 173:0.65 177:0.05 178:0.55 179:0.79 187:0.68 212:0.13 215:0.39 216:0.77 222:0.35 235:0.60 241:0.46 242:0.24 243:0.15 244:0.61 245:0.48 247:0.74 253:0.32 254:0.95 257:0.84 259:0.21 265:0.44 266:0.75 267:0.44 271:0.88 276:0.41 297:0.36 300:0.33\n1 11:0.57 12:0.06 17:0.84 18:0.95 21:0.68 22:0.93 27:0.57 29:0.71 30:0.09 32:0.80 34:0.80 36:0.32 37:0.38 39:0.74 43:0.68 44:0.93 47:0.93 64:0.77 66:0.97 69:0.44 70:0.94 71:0.73 74:0.73 77:0.70 81:0.29 85:0.95 86:0.97 91:0.08 98:0.93 101:0.87 104:0.90 106:0.81 108:0.34 123:0.33 124:0.36 126:0.44 127:0.68 129:0.05 133:0.37 135:0.97 139:0.97 145:0.97 146:0.99 147:0.99 149:0.91 150:0.24 154:0.57 159:0.82 172:0.98 173:0.22 177:0.70 178:0.55 179:0.15 187:0.21 192:0.51 195:0.93 201:0.68 206:0.81 212:0.72 215:0.37 216:0.72 222:0.35 235:0.84 242:0.45 243:0.97 245:0.80 247:0.82 253:0.42 259:0.21 262:0.93 265:0.93 266:0.63 267:0.59 271:0.88 276:0.94 282:0.88 297:0.36 299:0.88 300:0.70\n0 11:0.83 12:0.06 17:0.40 18:0.80 21:0.05 27:0.14 29:0.71 30:0.09 34:0.47 36:0.62 37:0.78 39:0.74 43:0.75 45:0.77 66:0.74 69:0.79 70:0.97 71:0.73 74:0.63 81:0.40 85:0.72 86:0.91 91:0.20 98:0.82 101:0.87 104:0.58 108:0.63 123:0.61 124:0.42 126:0.26 127:0.69 129:0.05 133:0.37 135:0.97 139:0.88 146:0.84 147:0.31 149:0.59 150:0.34 154:0.69 159:0.52 172:0.77 173:0.82 177:0.05 178:0.55 179:0.49 187:0.95 212:0.71 215:0.78 216:0.63 222:0.35 235:0.05 241:0.32 242:0.63 243:0.22 245:0.79 247:0.67 253:0.39 257:0.84 259:0.21 265:0.82 266:0.75 267:0.87 271:0.88 276:0.68 297:0.36 300:0.84\n0 1:0.74 7:0.66 11:0.64 12:0.06 17:0.95 18:0.82 21:0.59 27:0.72 29:0.71 30:0.60 34:0.68 36:0.28 37:0.64 39:0.74 43:0.17 45:0.66 55:0.59 64:0.77 66:0.67 69:0.38 70:0.79 71:0.73 74:0.39 81:0.45 83:0.60 86:0.81 91:0.27 98:0.66 99:0.95 101:0.52 108:0.30 114:0.58 123:0.28 124:0.58 126:0.54 127:0.75 129:0.05 133:0.73 135:0.44 139:0.77 146:0.82 147:0.85 149:0.42 150:0.67 154:0.63 155:0.67 159:0.68 165:0.70 172:0.80 173:0.28 176:0.73 177:0.70 178:0.55 179:0.41 187:0.21 192:0.87 201:0.93 208:0.64 212:0.68 215:0.39 216:0.20 222:0.35 230:0.69 233:0.73 235:0.88 241:0.44 242:0.73 243:0.72 245:0.76 247:0.76 253:0.40 254:0.80 259:0.21 265:0.66 266:0.71 267:0.59 271:0.88 276:0.75 290:0.58 297:0.36 300:0.84\n0 1:0.74 12:0.06 17:0.78 18:0.70 21:0.64 27:0.72 29:0.71 30:0.76 34:0.61 36:0.23 39:0.74 43:0.12 55:0.59 64:0.77 66:0.64 69:0.76 70:0.15 71:0.73 81:0.42 83:0.60 86:0.68 91:0.82 98:0.60 99:0.83 108:0.59 114:0.57 122:0.85 123:0.57 126:0.54 127:0.18 129:0.05 135:0.44 139:0.66 146:0.44 147:0.50 149:0.10 150:0.66 154:0.09 155:0.67 159:0.16 163:0.98 165:0.70 172:0.16 173:0.93 175:0.75 176:0.73 177:0.38 178:0.55 179:0.92 187:0.21 192:0.87 201:0.93 208:0.64 212:0.95 215:0.38 216:0.08 222:0.35 235:0.84 241:0.81 242:0.82 243:0.69 244:0.83 247:0.12 253:0.38 257:0.65 259:0.21 265:0.61 266:0.12 267:0.36 271:0.88 276:0.15 277:0.69 290:0.57 297:0.36 300:0.13\n0 1:0.74 7:0.66 9:0.80 12:0.06 17:0.64 21:0.59 27:0.72 29:0.71 30:0.55 31:0.86 34:0.98 36:0.19 37:0.64 39:0.74 43:0.17 55:0.71 64:0.77 66:0.25 69:0.38 70:0.57 71:0.73 79:0.86 81:0.45 83:0.60 91:0.37 96:0.67 98:0.63 99:0.95 108:0.71 114:0.58 120:0.64 123:0.28 124:0.57 126:0.54 127:0.63 129:0.59 133:0.47 135:0.56 137:0.86 140:0.80 146:0.62 147:0.67 149:0.27 150:0.67 151:0.47 153:0.48 154:0.12 155:0.67 159:0.45 162:0.86 164:0.65 165:0.70 172:0.45 173:0.43 175:0.91 176:0.73 177:0.05 179:0.73 187:0.39 190:0.89 192:0.87 201:0.93 202:0.50 208:0.64 212:0.59 215:0.39 216:0.20 220:0.62 222:0.35 230:0.69 233:0.73 235:0.88 241:0.41 242:0.82 243:0.45 244:0.83 245:0.70 247:0.12 248:0.46 253:0.40 255:0.95 256:0.58 257:0.84 259:0.21 260:0.61 265:0.63 266:0.54 267:0.36 268:0.59 271:0.88 276:0.50 277:0.87 284:0.89 285:0.62 290:0.58 297:0.36 300:0.43\n2 11:0.57 12:0.06 17:0.66 18:0.90 21:0.78 27:0.51 29:0.71 30:0.33 34:0.53 36:0.42 37:0.33 39:0.74 43:0.73 66:0.72 69:0.86 70:0.80 71:0.73 74:0.63 85:0.91 86:0.94 91:0.10 98:0.68 101:0.87 108:0.81 122:0.65 123:0.80 124:0.43 127:0.25 129:0.59 133:0.46 135:0.99 139:0.92 145:0.70 146:0.45 147:0.52 149:0.85 154:0.63 159:0.62 172:0.84 173:0.76 177:0.70 178:0.55 179:0.22 187:0.21 212:0.47 216:0.85 222:0.35 235:0.80 241:0.03 242:0.29 243:0.25 245:0.88 247:0.79 253:0.39 259:0.21 265:0.68 266:0.63 267:0.99 271:0.88 276:0.78 300:0.55\n0 11:0.57 12:0.06 17:0.49 18:0.74 21:0.05 27:0.14 29:0.71 30:0.09 34:0.49 36:0.77 37:0.78 39:0.74 43:0.79 55:0.71 66:0.59 69:0.08 70:0.91 71:0.73 74:0.57 81:0.40 85:0.85 86:0.85 91:0.06 98:0.79 101:0.87 104:0.58 108:0.07 123:0.07 124:0.52 126:0.26 127:0.87 129:0.05 133:0.37 135:0.92 139:0.81 146:0.92 147:0.93 149:0.83 150:0.34 154:0.72 159:0.72 172:0.78 173:0.11 177:0.70 178:0.55 179:0.42 187:0.68 212:0.30 215:0.78 216:0.63 222:0.35 235:0.05 241:0.18 242:0.75 243:0.67 245:0.90 247:0.47 253:0.38 259:0.21 265:0.79 266:0.75 267:0.79 271:0.88 276:0.76 297:0.36 300:0.70\n1 11:0.57 12:0.06 17:0.40 18:0.81 21:0.05 27:0.14 29:0.71 30:0.26 34:0.63 36:0.75 37:0.78 39:0.74 43:0.75 66:0.75 69:0.82 70:0.91 71:0.73 74:0.61 81:0.40 85:0.88 86:0.92 91:0.15 98:0.83 101:0.87 104:0.58 108:0.67 123:0.65 124:0.41 126:0.26 127:0.73 129:0.05 133:0.37 135:0.93 139:0.89 146:0.89 147:0.31 149:0.85 150:0.34 154:0.67 159:0.60 172:0.79 173:0.82 177:0.05 178:0.55 179:0.47 187:0.95 212:0.52 215:0.78 216:0.63 222:0.35 235:0.05 241:0.07 242:0.63 243:0.21 245:0.79 247:0.67 253:0.39 257:0.84 259:0.21 265:0.83 266:0.71 267:0.76 271:0.88 276:0.70 297:0.36 300:0.84\n0 1:0.74 8:0.59 12:0.06 17:0.78 18:0.70 21:0.64 27:0.53 29:0.71 30:0.76 34:0.61 36:0.24 37:0.24 39:0.74 43:0.12 55:0.59 64:0.77 66:0.64 69:0.76 70:0.15 71:0.73 81:0.42 83:0.60 86:0.68 91:0.86 98:0.60 99:0.83 108:0.59 114:0.57 122:0.85 123:0.57 126:0.54 127:0.18 129:0.05 135:0.49 139:0.66 146:0.44 147:0.50 149:0.10 150:0.66 154:0.09 155:0.67 159:0.16 163:0.98 165:0.70 172:0.16 173:0.93 175:0.75 176:0.73 177:0.38 178:0.55 179:0.92 191:0.73 192:0.87 201:0.93 208:0.64 212:0.95 215:0.38 216:0.14 222:0.35 235:0.84 241:0.94 242:0.82 243:0.69 244:0.83 247:0.12 253:0.38 257:0.65 259:0.21 265:0.61 266:0.12 267:0.59 271:0.88 276:0.15 277:0.69 290:0.57 297:0.36 300:0.13\n2 7:0.66 8:0.66 11:0.92 12:0.06 17:0.83 18:0.83 21:0.47 27:0.53 29:0.71 30:0.61 32:0.64 34:0.74 36:0.31 37:0.45 39:0.74 43:0.63 45:0.88 66:0.86 69:0.89 70:0.44 71:0.73 74:0.76 81:0.25 85:0.93 86:0.93 91:0.37 98:0.68 101:0.97 104:0.91 106:0.81 108:0.79 120:0.53 123:0.77 124:0.38 126:0.26 127:0.54 129:0.05 133:0.59 135:0.69 139:0.90 140:0.45 145:0.67 146:0.83 147:0.05 149:0.88 150:0.25 151:0.46 153:0.48 154:0.53 159:0.63 162:0.86 164:0.53 172:0.91 173:0.90 177:0.05 179:0.26 187:0.21 190:0.89 195:0.83 202:0.36 206:0.81 212:0.91 215:0.41 216:0.27 220:0.99 222:0.35 230:0.69 233:0.73 235:0.52 241:0.32 242:0.40 243:0.06 245:0.76 247:0.60 248:0.46 253:0.43 256:0.45 257:0.84 259:0.21 260:0.53 265:0.69 266:0.47 267:0.59 268:0.46 271:0.88 276:0.82 283:0.78 285:0.47 297:0.36 300:0.55\n1 1:0.74 11:0.88 12:0.37 17:0.38 21:0.59 27:0.45 28:0.92 30:0.58 32:0.80 34:0.70 36:0.19 37:0.50 39:0.53 43:0.82 60:0.87 66:0.51 69:0.70 70:0.62 74:0.92 77:0.70 81:0.60 83:0.84 85:0.96 91:0.05 98:0.64 101:0.82 108:0.66 114:0.74 122:0.57 123:0.64 124:0.78 126:0.54 127:0.56 129:0.89 133:0.83 135:0.86 144:0.85 145:0.49 146:0.24 147:0.30 149:0.92 150:0.74 154:0.77 155:0.67 158:0.87 159:0.77 161:0.85 165:0.78 167:0.45 172:0.71 173:0.53 176:0.73 177:0.38 178:0.55 179:0.43 181:0.64 187:0.68 192:0.59 195:0.91 201:0.74 208:0.64 212:0.16 215:0.55 216:0.77 222:0.76 235:0.74 241:0.24 242:0.54 243:0.20 245:0.75 247:0.47 253:0.73 259:0.21 265:0.65 266:0.91 267:0.59 271:0.38 276:0.72 279:0.86 282:0.88 283:0.71 290:0.74 297:0.36 299:0.88 300:0.55\n2 1:0.74 7:0.81 8:0.90 9:0.80 11:0.88 12:0.37 17:0.15 21:0.59 27:0.20 28:0.92 30:0.26 32:0.80 34:0.58 36:0.85 37:0.80 39:0.53 41:0.82 43:0.75 55:0.71 60:0.87 66:0.34 69:0.78 70:0.81 74:0.97 76:0.97 77:0.99 81:0.60 83:0.75 85:0.99 91:0.27 96:0.70 98:0.61 101:0.83 108:0.62 114:0.74 120:0.54 121:0.90 122:0.57 123:0.59 124:0.78 126:0.54 127:0.65 129:0.89 133:0.78 135:0.44 140:0.90 144:0.85 145:1.00 146:0.96 147:0.97 149:0.95 150:0.74 151:0.49 153:0.72 154:0.67 155:0.67 158:0.87 159:0.90 161:0.85 162:0.67 164:0.57 165:0.78 167:0.46 172:0.90 173:0.48 176:0.73 177:0.38 179:0.16 181:0.64 187:0.68 190:0.77 192:0.59 195:0.98 201:0.74 202:0.65 204:0.89 208:0.64 212:0.67 215:0.55 216:0.65 220:0.96 222:0.76 230:0.87 233:0.76 235:0.74 241:0.37 242:0.36 243:0.50 245:0.97 247:0.67 248:0.49 253:0.76 255:0.79 256:0.64 259:0.21 260:0.55 265:0.62 266:0.89 267:0.91 268:0.66 271:0.38 276:0.93 279:0.86 282:0.88 283:0.71 285:0.62 290:0.74 297:0.36 299:0.97 300:0.94\n2 1:0.74 7:0.81 9:0.80 11:0.88 12:0.37 17:0.30 21:0.59 27:0.16 28:0.92 30:0.52 32:0.80 34:0.39 36:0.71 37:0.83 39:0.53 41:0.82 43:0.79 60:0.87 66:0.98 69:0.75 70:0.54 74:0.98 76:0.97 77:0.89 81:0.64 83:0.81 85:0.99 91:0.25 96:0.69 98:0.84 101:0.86 104:0.78 108:0.58 114:0.74 120:0.55 121:0.90 122:0.57 123:0.56 126:0.54 127:0.34 129:0.05 135:0.44 140:0.45 144:0.85 145:0.86 146:0.95 147:0.96 149:0.97 150:0.76 151:0.50 153:0.72 154:0.72 155:0.67 158:0.92 159:0.62 161:0.85 162:0.67 164:0.64 165:0.78 167:0.53 172:0.94 173:0.65 176:0.73 177:0.38 179:0.17 181:0.64 187:0.39 192:0.59 195:0.86 201:0.74 202:0.53 204:0.89 208:0.64 212:0.84 215:0.55 216:0.61 220:0.97 222:0.76 230:0.87 232:0.83 233:0.76 235:0.80 241:0.61 242:0.45 243:0.98 247:0.60 248:0.50 253:0.76 255:0.79 256:0.45 259:0.21 260:0.55 265:0.84 266:0.38 267:0.19 268:0.57 271:0.38 276:0.89 279:0.86 282:0.88 283:0.82 285:0.62 290:0.74 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.94 7:0.76 8:0.83 9:0.80 11:0.88 12:0.37 17:0.64 20:0.91 21:0.59 27:0.32 28:0.92 30:0.29 32:0.80 34:0.73 36:0.85 37:0.70 39:0.53 41:0.93 43:0.76 55:0.84 60:0.97 66:0.54 69:0.81 70:0.73 74:0.93 77:0.70 78:0.81 81:0.60 83:0.84 85:0.96 91:0.11 96:0.84 98:0.68 100:0.86 101:0.81 108:0.66 111:0.81 114:0.74 117:0.86 120:0.75 122:0.57 123:0.64 124:0.55 126:0.54 127:0.40 129:0.59 133:0.47 135:0.65 140:0.45 144:0.85 145:0.92 146:0.93 147:0.94 149:0.90 150:0.74 151:0.87 152:0.93 153:0.48 154:0.68 155:0.67 158:0.87 159:0.76 161:0.85 162:0.86 164:0.78 165:0.78 167:0.45 169:0.87 172:0.84 173:0.66 176:0.73 177:0.38 179:0.24 181:0.64 186:0.81 187:0.98 189:0.94 191:0.70 192:0.59 195:0.93 201:0.74 202:0.65 208:0.64 212:0.30 215:0.55 216:0.55 220:0.96 222:0.76 230:0.78 232:1.00 233:0.69 235:0.74 238:0.93 241:0.15 242:0.31 243:0.62 245:0.94 247:0.67 248:0.82 253:0.88 255:0.79 256:0.73 259:0.21 260:0.76 261:0.92 265:0.69 266:0.80 267:0.79 268:0.73 271:0.38 276:0.83 279:0.86 282:0.88 283:0.71 285:0.62 290:0.74 297:0.36 299:0.88 300:0.84\n2 1:0.74 7:0.81 9:0.80 11:0.88 12:0.37 17:0.53 21:0.47 27:0.27 28:0.92 30:0.53 32:0.80 34:0.47 36:0.65 37:0.73 39:0.53 41:0.82 43:0.95 60:0.97 66:0.74 69:0.33 70:0.56 74:0.98 76:0.97 77:0.99 81:0.79 83:0.84 85:0.98 91:0.40 96:0.85 98:0.83 101:0.86 104:0.80 106:0.81 108:0.26 114:0.80 117:0.86 120:0.69 121:0.99 122:0.57 123:0.25 124:0.43 126:0.54 127:0.65 129:0.59 133:0.47 135:0.24 140:0.45 144:0.85 145:0.74 146:0.93 147:0.95 149:0.98 150:0.86 151:0.87 153:0.48 154:0.95 155:0.67 158:0.92 159:0.69 161:0.85 162:0.86 164:0.57 165:0.84 167:0.46 172:0.91 173:0.23 176:0.73 177:0.38 179:0.26 181:0.64 187:0.39 192:0.59 195:0.84 201:0.74 202:0.50 204:0.89 206:0.81 208:0.64 212:0.81 215:0.63 216:0.54 222:0.76 230:0.87 232:0.86 233:0.76 235:0.80 241:0.32 242:0.52 243:0.77 245:0.92 247:0.60 248:0.78 253:0.90 255:0.79 256:0.58 259:0.21 260:0.70 265:0.83 266:0.54 267:0.44 268:0.59 271:0.38 276:0.86 279:0.86 282:0.88 283:0.82 285:0.62 290:0.80 297:0.36 299:0.99 300:0.43\n2 1:0.74 6:0.94 8:0.88 9:0.80 11:0.88 12:0.37 17:0.62 20:0.86 21:0.40 27:0.33 28:0.92 30:0.70 34:0.75 36:0.73 37:0.78 39:0.53 41:0.94 43:0.86 60:0.95 66:0.23 69:0.58 70:0.72 74:0.92 76:0.85 78:0.86 81:0.81 83:0.84 85:0.99 91:0.53 96:0.92 98:0.39 100:0.95 101:0.83 104:0.84 106:0.81 108:0.96 111:0.90 114:0.82 117:0.86 120:0.83 122:0.57 123:0.95 124:0.95 126:0.54 127:0.77 129:0.98 133:0.95 135:0.47 140:0.45 144:0.85 145:0.87 146:0.13 147:0.18 149:0.94 150:0.87 151:0.96 152:0.81 153:0.87 154:0.84 155:0.67 158:0.92 159:0.91 161:0.85 162:0.83 164:0.78 165:0.86 167:0.57 169:0.93 172:0.74 173:0.24 176:0.73 177:0.38 179:0.25 181:0.64 186:0.86 187:0.39 189:0.95 192:0.59 201:0.74 202:0.69 206:0.81 208:0.64 212:0.35 215:0.67 216:0.62 222:0.76 232:0.89 235:0.68 238:0.97 241:0.65 242:0.59 243:0.08 245:0.84 247:0.47 248:0.90 253:0.94 255:0.79 256:0.73 259:0.21 260:0.84 261:0.91 265:0.41 266:0.91 267:0.73 268:0.75 271:0.38 276:0.87 279:0.86 283:0.82 285:0.62 290:0.82 297:0.36 300:0.84\n2 1:0.74 7:0.81 8:0.95 11:0.88 12:0.37 17:0.28 21:0.40 27:0.13 28:0.92 30:0.58 32:0.80 34:0.62 36:0.64 37:0.81 39:0.53 43:0.85 60:0.87 66:0.75 69:0.61 70:0.55 74:0.98 77:0.70 78:0.97 81:0.72 83:0.87 85:0.99 91:0.03 98:0.82 101:0.86 104:0.99 106:0.81 108:0.46 111:0.99 114:0.82 117:0.86 121:0.90 122:0.57 123:0.44 124:0.42 126:0.54 127:0.41 129:0.59 133:0.47 135:0.44 144:0.85 145:0.40 146:0.96 147:0.97 149:0.98 150:0.82 154:0.83 155:0.67 158:0.92 159:0.71 161:0.85 165:0.83 167:0.44 169:1.00 172:0.92 173:0.43 176:0.73 177:0.38 178:0.55 179:0.20 181:0.64 187:0.87 192:0.59 195:0.89 201:0.74 204:0.89 206:0.81 208:0.64 212:0.54 215:0.67 216:0.80 222:0.76 230:0.87 232:0.99 233:0.76 235:0.52 238:0.97 241:0.01 242:0.52 243:0.77 245:0.93 247:0.47 253:0.77 259:0.21 265:0.82 266:0.63 267:0.59 271:0.38 276:0.88 279:0.86 282:0.88 283:0.82 290:0.82 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.90 7:0.81 8:0.80 9:0.80 11:0.88 12:0.37 17:0.78 20:0.97 21:0.05 27:0.18 28:0.92 30:0.53 32:0.80 34:0.40 36:0.58 37:0.49 39:0.53 41:0.88 43:0.95 60:0.97 66:0.35 69:0.15 70:0.80 74:0.99 77:0.96 78:0.88 81:0.91 83:0.86 85:0.98 91:0.35 96:0.87 98:0.69 100:0.92 101:0.86 104:0.79 106:0.81 108:0.12 111:0.89 114:0.95 117:0.86 120:0.79 121:0.90 122:0.57 123:0.12 124:0.66 126:0.54 127:0.74 129:0.81 133:0.67 135:0.19 140:0.45 144:0.85 145:0.88 146:0.89 147:0.91 149:0.98 150:0.95 151:0.92 152:0.91 153:0.72 154:0.95 155:0.67 158:0.92 159:0.74 161:0.85 162:0.86 164:0.73 165:0.90 167:0.48 169:0.90 172:0.84 173:0.13 176:0.73 177:0.38 179:0.23 181:0.64 186:0.87 187:0.21 189:0.92 192:0.59 195:0.86 201:0.74 202:0.59 204:0.89 206:0.81 208:0.64 212:0.70 215:0.91 216:0.63 222:0.76 230:0.87 232:0.85 233:0.76 235:0.12 238:0.93 241:0.47 242:0.42 243:0.51 245:0.95 247:0.60 248:0.85 253:0.92 255:0.79 256:0.64 259:0.21 260:0.80 261:0.94 265:0.70 266:0.63 267:0.65 268:0.68 271:0.38 276:0.88 279:0.86 282:0.88 283:0.82 285:0.62 290:0.95 297:0.36 299:0.97 300:0.84\n1 1:0.74 11:0.88 12:0.37 17:0.40 21:0.54 27:0.45 28:0.92 30:0.54 32:0.72 34:0.78 36:0.18 37:0.50 39:0.53 43:0.82 66:0.88 69:0.70 70:0.71 74:0.78 81:0.63 83:0.74 85:0.91 91:0.08 98:0.51 101:0.78 108:0.53 114:0.77 122:0.57 123:0.51 126:0.54 127:0.15 129:0.05 135:0.79 144:0.85 145:0.49 146:0.79 147:0.83 149:0.83 150:0.76 154:0.77 155:0.67 159:0.35 161:0.85 165:0.79 167:0.56 172:0.67 173:0.54 176:0.73 177:0.38 178:0.55 179:0.23 181:0.64 187:0.68 192:0.59 195:0.89 201:0.74 212:0.30 215:0.58 216:0.77 222:0.76 235:0.68 241:0.65 242:0.44 243:0.89 247:0.60 253:0.68 259:0.21 265:0.53 266:0.38 267:0.73 271:0.38 276:0.54 290:0.77 297:0.36 300:0.55\n2 1:0.74 7:0.81 9:0.80 11:0.88 12:0.37 17:0.06 21:0.13 27:0.16 28:0.92 30:0.61 32:0.80 34:0.74 36:0.73 37:0.69 39:0.53 41:0.97 43:0.82 60:1.00 66:0.74 69:0.69 70:0.57 74:0.98 77:0.70 81:0.86 83:0.83 85:0.98 91:0.53 96:0.91 98:0.73 101:0.85 104:0.99 106:0.81 108:0.52 114:0.92 117:0.86 120:0.84 121:0.90 122:0.57 123:0.50 124:0.42 126:0.54 127:0.28 129:0.59 133:0.47 135:0.30 138:0.96 140:0.45 144:0.85 145:0.40 146:0.95 147:0.96 149:0.97 150:0.92 151:0.99 153:0.95 154:0.77 155:0.67 158:0.92 159:0.71 161:0.85 162:0.68 164:0.86 165:0.88 167:0.51 172:0.91 173:0.48 176:0.73 177:0.38 179:0.17 181:0.64 187:0.87 192:0.59 195:0.93 201:0.74 202:0.81 204:0.89 206:0.81 208:0.64 212:0.55 215:0.84 216:0.80 222:0.76 230:0.87 232:0.99 233:0.76 235:0.22 241:0.56 242:0.54 243:0.77 245:0.93 247:0.47 248:0.90 253:0.94 255:0.79 256:0.83 259:0.21 260:0.84 265:0.74 266:0.80 267:0.73 268:0.84 271:0.38 276:0.86 279:0.86 282:0.88 283:0.82 285:0.62 290:0.92 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.93 7:0.76 8:0.88 9:0.80 11:0.88 12:0.37 17:0.34 20:0.86 21:0.74 27:0.16 28:0.92 30:0.20 32:0.80 34:0.33 36:0.80 37:0.83 39:0.53 41:0.93 43:0.76 60:0.99 66:0.12 69:0.77 70:0.85 74:0.98 76:0.85 77:0.70 78:0.81 81:0.48 83:0.77 85:1.00 91:0.06 96:0.71 98:0.37 100:0.88 101:0.83 108:0.60 111:0.83 114:0.67 120:0.56 122:0.57 123:0.58 124:0.96 126:0.54 127:0.79 129:0.99 133:0.97 135:0.69 140:0.80 144:0.85 145:0.79 146:0.95 147:0.96 149:0.98 150:0.65 151:0.50 152:0.94 153:0.45 154:0.68 155:0.67 158:0.87 159:0.96 161:0.85 162:0.61 164:0.78 165:0.65 167:0.45 169:0.84 172:0.90 173:0.31 176:0.73 177:0.38 179:0.11 181:0.64 186:0.81 187:0.68 189:0.93 190:0.77 192:0.59 195:0.99 201:0.74 202:0.75 208:0.64 212:0.48 215:0.46 216:0.61 220:0.97 222:0.76 230:0.79 233:0.76 235:0.95 238:0.94 241:0.21 242:0.29 243:0.32 245:0.97 247:0.67 248:0.51 253:0.77 255:0.79 256:0.79 259:0.21 260:0.57 261:0.90 265:0.39 266:0.95 267:0.92 268:0.76 271:0.38 276:0.98 279:0.86 282:0.88 283:0.71 285:0.62 290:0.67 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.95 7:0.81 8:0.91 9:0.80 11:0.88 12:0.37 17:0.15 20:0.93 21:0.40 27:0.29 28:0.92 30:0.54 32:0.80 34:0.67 36:0.64 37:0.99 39:0.53 41:0.96 43:0.76 60:0.99 66:0.94 69:0.82 70:0.47 74:0.98 76:0.94 77:0.70 78:0.87 81:0.77 83:0.82 85:0.99 91:0.44 96:0.88 98:0.81 100:0.94 101:0.86 104:0.98 106:0.81 108:0.72 111:0.90 114:0.82 117:0.86 120:0.78 121:0.90 122:0.57 123:0.70 124:0.36 126:0.54 127:0.34 129:0.59 133:0.47 135:0.24 140:0.45 144:0.85 145:0.42 146:0.13 147:0.18 149:0.98 150:0.84 151:0.78 152:0.86 153:0.46 154:0.67 155:0.67 158:0.92 159:0.74 161:0.85 162:0.74 164:0.84 165:0.81 167:0.54 169:0.92 172:0.97 173:0.66 176:0.73 177:0.38 179:0.14 181:0.64 186:0.87 187:0.87 189:0.96 191:0.70 192:0.59 195:0.93 201:0.74 202:0.77 204:0.89 206:0.81 208:0.64 212:0.88 215:0.67 216:0.45 220:0.87 222:0.76 230:0.87 233:0.76 235:0.60 238:0.95 241:0.63 242:0.45 243:0.07 245:0.86 247:0.60 248:0.85 253:0.92 255:0.79 256:0.83 259:0.21 260:0.79 261:0.94 265:0.81 266:0.47 267:0.76 268:0.81 271:0.38 276:0.93 279:0.86 282:0.88 283:0.82 285:0.62 290:0.82 297:0.36 299:0.88 300:0.55\n2 1:0.74 7:0.81 11:0.88 12:0.37 17:0.30 21:0.54 27:0.05 28:0.92 30:0.62 32:0.80 34:0.77 36:0.86 37:0.79 39:0.53 43:0.84 66:0.60 69:0.64 70:0.56 74:0.96 76:0.85 77:0.89 81:0.63 83:0.74 85:0.98 91:0.05 98:0.80 101:0.86 108:0.49 114:0.77 121:0.90 122:0.57 123:0.47 124:0.51 126:0.54 127:0.46 129:0.59 133:0.47 135:0.75 144:0.85 145:0.97 146:0.93 147:0.94 149:0.96 150:0.76 154:0.81 155:0.67 159:0.66 161:0.85 165:0.79 167:0.45 172:0.84 173:0.53 176:0.73 177:0.38 178:0.55 179:0.27 181:0.64 187:0.68 192:0.59 195:0.87 201:0.74 204:0.89 208:0.64 212:0.55 215:0.58 216:0.90 222:0.76 230:0.87 233:0.76 235:0.68 241:0.24 242:0.54 243:0.67 245:0.93 247:0.47 253:0.75 259:0.21 265:0.80 266:0.63 267:0.94 271:0.38 276:0.82 282:0.88 290:0.77 297:0.36 299:0.88 300:0.70\n2 11:0.88 12:0.37 17:0.61 21:0.47 27:0.21 28:0.92 30:0.33 34:0.68 36:0.73 37:0.74 39:0.53 43:0.83 66:0.98 69:0.17 70:0.74 74:0.98 76:0.85 81:0.42 85:0.98 91:0.23 96:0.79 98:0.94 101:0.85 108:0.14 114:0.55 117:0.86 122:0.57 123:0.13 126:0.32 127:0.61 129:0.05 135:0.17 140:0.45 144:0.85 146:0.98 147:0.99 149:0.97 150:0.35 151:0.61 153:0.48 154:0.79 158:0.82 159:0.79 161:0.85 162:0.69 167:0.47 172:0.95 173:0.11 176:0.53 177:0.38 179:0.20 181:0.64 187:0.39 190:0.77 202:0.67 212:0.50 216:0.95 220:0.93 222:0.76 232:0.90 235:0.52 241:0.43 242:0.41 243:0.98 247:0.60 248:0.61 253:0.84 256:0.68 259:0.21 265:0.94 266:0.54 267:0.44 268:0.70 271:0.38 276:0.90 285:0.50 290:0.55 300:0.70\n0 1:0.74 6:0.92 7:0.81 8:0.83 9:0.80 11:0.88 12:0.37 17:0.76 20:0.91 21:0.05 27:0.27 28:0.92 30:0.41 32:0.80 34:0.34 36:0.74 37:0.35 39:0.53 41:0.88 43:0.96 60:1.00 66:0.68 69:0.10 70:0.73 74:0.99 77:0.89 78:0.87 81:0.91 83:0.82 85:0.99 91:0.53 96:0.86 98:0.87 100:0.92 101:0.86 104:0.79 106:0.81 108:0.80 111:0.88 114:0.95 117:0.86 120:0.77 121:0.99 122:0.57 123:0.79 124:0.46 126:0.54 127:0.92 129:0.59 133:0.47 135:0.84 140:0.45 144:0.85 145:0.74 146:0.86 147:0.89 149:0.98 150:0.95 151:0.87 152:0.91 153:0.48 154:0.96 155:0.67 158:0.92 159:0.85 161:0.85 162:0.86 164:0.69 165:0.90 167:0.46 169:0.89 172:0.96 173:0.09 176:0.73 177:0.38 179:0.17 181:0.64 186:0.87 187:0.21 189:0.93 192:0.59 195:0.93 201:0.74 202:0.54 204:0.89 206:0.81 208:0.64 212:0.55 215:0.91 216:0.70 220:0.62 222:0.76 230:0.87 232:0.85 233:0.76 235:0.12 238:0.92 241:0.35 242:0.43 243:0.31 245:0.98 247:0.60 248:0.84 253:0.91 255:0.79 256:0.58 259:0.21 260:0.78 261:0.93 265:0.87 266:0.63 267:0.36 268:0.63 271:0.38 276:0.94 279:0.86 282:0.88 283:0.82 285:0.62 290:0.95 297:0.36 299:0.88 300:0.70\n0 8:0.66 9:0.73 10:0.83 12:0.20 17:0.32 21:0.78 23:0.98 26:0.98 27:0.03 29:0.91 30:0.91 31:0.93 34:0.80 36:0.91 37:0.90 39:0.42 43:0.12 55:0.99 58:0.98 62:0.95 66:0.27 69:0.92 70:0.13 71:0.66 79:0.93 83:0.56 89:0.96 91:0.17 98:0.22 108:0.84 122:0.77 123:0.83 124:0.72 127:0.31 128:0.98 129:0.05 133:0.62 135:0.61 137:0.93 140:0.96 141:0.99 145:0.42 146:0.46 147:0.05 149:0.09 151:0.85 153:0.48 154:0.09 155:0.55 159:0.75 162:0.48 163:0.99 168:0.98 170:0.77 172:0.10 173:0.83 174:0.83 175:0.91 177:0.05 178:0.53 179:0.96 187:0.39 190:0.89 192:0.49 197:0.82 199:0.94 202:0.78 205:0.98 208:0.50 212:0.61 216:0.88 220:0.97 222:0.76 223:0.98 224:0.98 225:0.99 234:0.97 235:0.80 239:0.83 240:0.99 241:0.39 242:0.63 243:0.29 244:0.93 245:0.38 247:0.30 248:0.77 253:0.20 255:0.71 256:0.64 257:0.93 259:0.21 265:0.24 266:0.17 267:0.28 268:0.64 271:0.35 274:0.97 276:0.21 277:0.87 284:0.88 285:0.50 300:0.13\n0 10:0.91 12:0.20 17:0.95 18:0.71 21:0.59 26:0.95 27:0.72 29:0.91 30:0.87 32:0.66 34:0.73 36:0.77 39:0.42 43:0.20 55:0.84 58:0.93 66:0.72 69:0.23 70:0.27 71:0.66 81:0.28 86:0.68 89:0.98 91:0.11 98:0.77 102:0.96 108:0.18 122:0.94 123:0.18 124:0.40 126:0.24 127:0.70 129:0.05 133:0.37 135:0.47 139:0.66 141:0.91 145:0.58 146:0.77 147:0.81 149:0.20 150:0.30 154:0.25 159:0.49 163:0.94 170:0.77 172:0.45 173:0.29 174:0.89 175:0.75 177:0.70 178:0.55 179:0.86 187:0.68 195:0.68 197:0.92 199:0.95 212:0.30 215:0.55 222:0.76 223:0.93 224:0.93 225:0.97 234:0.91 235:0.74 239:0.91 240:0.95 241:0.18 242:0.33 243:0.75 244:0.83 245:0.47 247:0.60 253:0.20 254:0.92 257:0.65 265:0.77 266:0.54 267:0.36 271:0.35 274:0.91 276:0.38 277:0.69 297:0.36 300:0.25\n0 10:0.89 12:0.20 17:0.93 18:0.68 21:0.78 26:0.94 27:0.72 29:0.91 30:0.33 32:0.65 34:0.70 36:0.73 39:0.42 43:0.20 55:0.71 58:0.93 66:0.54 69:0.80 70:0.49 71:0.66 86:0.66 89:0.98 91:0.10 98:0.53 108:0.64 123:0.61 124:0.55 127:0.39 129:0.05 133:0.62 135:0.54 139:0.65 141:0.91 145:0.70 146:0.59 147:0.05 149:0.16 154:0.19 159:0.44 170:0.77 172:0.32 173:0.83 174:0.88 175:0.91 177:0.05 178:0.55 179:0.86 187:0.68 193:0.96 195:0.72 197:0.89 199:0.94 212:0.19 222:0.76 223:0.92 224:0.93 225:0.96 234:0.91 235:0.52 239:0.89 240:0.95 241:0.18 242:0.19 243:0.19 244:0.83 245:0.45 247:0.55 253:0.20 254:0.94 257:0.93 265:0.55 266:0.47 267:0.44 271:0.35 274:0.91 276:0.33 277:0.87 300:0.33\n0 1:0.69 10:0.99 11:0.46 12:0.20 17:0.98 18:0.97 21:0.54 22:0.93 26:0.98 27:0.69 29:0.91 30:0.75 32:0.65 33:0.97 34:0.95 36:0.31 37:0.41 39:0.42 43:0.58 45:0.97 47:0.93 58:0.93 64:0.77 66:0.26 69:0.74 70:0.44 71:0.66 75:0.97 81:0.61 83:0.56 86:0.97 89:0.99 91:0.18 97:0.89 98:0.58 99:0.99 101:0.47 108:0.80 122:0.93 123:0.55 124:0.57 126:0.32 127:0.33 129:0.05 133:0.43 135:0.94 139:0.97 141:0.91 145:0.67 146:0.72 147:0.76 149:0.92 150:0.56 154:0.47 155:0.54 159:0.50 165:0.65 170:0.77 172:0.86 173:0.71 174:0.98 175:0.75 177:0.70 178:0.55 179:0.18 187:0.21 192:0.48 193:0.98 195:0.78 197:0.99 199:0.99 201:0.65 204:0.83 208:0.50 212:0.93 216:0.41 219:0.91 222:0.76 223:0.98 224:0.93 225:0.98 226:0.96 234:0.91 235:0.97 236:0.92 239:0.99 240:0.95 241:0.03 242:0.59 243:0.46 244:0.83 245:0.96 247:0.60 253:0.20 257:0.65 259:0.21 262:0.93 265:0.47 266:0.38 267:0.59 271:0.35 274:0.91 276:0.86 277:0.69 279:0.75 281:0.91 291:0.97 292:0.88 300:0.55\n0 12:0.20 17:0.22 18:0.88 21:0.68 26:0.98 27:0.69 29:0.91 30:0.14 34:0.93 36:0.83 37:0.77 39:0.42 43:0.15 48:0.98 55:0.92 58:0.93 64:0.77 66:0.31 69:0.63 70:0.82 71:0.66 81:0.27 83:0.56 86:0.84 89:0.95 91:0.37 98:0.42 108:0.48 122:0.92 123:0.46 124:0.84 126:0.24 127:0.67 129:0.59 133:0.82 135:0.56 139:0.83 141:0.91 145:0.38 146:0.62 147:0.67 149:0.22 150:0.29 154:0.21 155:0.50 159:0.67 170:0.77 172:0.37 173:0.53 175:0.91 177:0.38 178:0.55 179:0.74 187:0.68 192:0.45 193:0.98 199:0.98 202:0.36 204:0.79 208:0.50 212:0.12 216:0.37 222:0.76 223:0.98 224:0.93 225:0.95 228:0.99 234:0.91 235:0.80 239:0.86 240:0.95 241:0.12 242:0.43 243:0.49 244:0.83 245:0.56 247:0.60 253:0.20 254:0.86 257:0.84 259:0.21 265:0.44 266:0.87 267:0.59 271:0.35 274:0.91 276:0.50 277:0.87 281:0.91 300:0.55\n1 10:0.92 11:0.46 12:0.20 17:0.94 18:0.99 21:0.22 26:0.98 27:0.16 29:0.91 30:0.45 34:0.36 36:0.45 37:0.99 39:0.42 43:0.56 44:0.88 45:0.83 48:0.91 55:0.59 58:0.93 64:0.77 66:0.94 69:0.74 70:0.56 71:0.66 81:0.33 86:0.98 89:0.98 91:0.14 98:0.93 101:0.47 108:0.57 122:0.92 123:0.55 124:0.36 126:0.24 127:0.83 129:0.05 133:0.37 135:0.26 139:0.97 141:0.91 145:0.41 146:0.97 147:0.05 149:0.65 150:0.37 154:0.44 159:0.74 170:0.77 172:0.94 173:0.64 174:0.92 175:0.75 177:0.05 178:0.55 179:0.25 187:0.21 195:0.85 197:0.91 199:0.99 212:0.77 216:0.08 222:0.76 223:0.98 224:0.93 225:0.97 228:0.99 234:0.91 235:0.22 239:0.91 240:0.95 241:0.37 242:0.71 243:0.06 244:0.83 245:0.73 247:0.79 253:0.20 257:0.93 259:0.21 265:0.93 266:0.63 267:0.59 271:0.35 274:0.91 276:0.88 277:0.69 281:0.86 300:0.55\n0 10:0.93 12:0.20 17:0.92 18:0.68 21:0.59 26:0.94 27:0.72 29:0.91 30:0.56 32:0.66 34:0.90 36:0.77 39:0.42 43:0.20 55:0.59 58:0.93 66:0.84 69:0.21 70:0.30 71:0.66 74:0.33 81:0.26 86:0.66 89:0.98 91:0.07 98:0.85 102:0.96 108:0.17 122:0.95 123:0.16 126:0.24 127:0.36 129:0.05 135:0.42 139:0.65 141:0.91 145:0.82 146:0.79 147:0.82 149:0.17 150:0.28 154:0.27 159:0.35 170:0.77 172:0.54 173:0.32 174:0.90 177:0.88 178:0.55 179:0.72 187:0.68 195:0.64 197:0.93 199:0.94 212:0.23 222:0.76 223:0.92 224:0.93 225:0.98 234:0.91 235:0.68 236:0.92 239:0.92 240:0.95 241:0.12 242:0.24 243:0.85 244:0.83 247:0.67 253:0.30 254:0.74 265:0.85 266:0.54 267:0.36 271:0.35 274:0.91 276:0.44 300:0.25\n0 1:0.56 8:0.80 9:0.72 10:0.99 11:0.46 12:0.20 17:0.62 18:0.99 21:0.71 22:0.93 23:0.98 26:0.98 27:0.54 29:0.91 30:0.20 31:0.98 33:0.97 34:0.64 36:0.44 37:0.62 39:0.42 43:0.66 44:0.88 45:0.99 47:0.93 58:0.99 62:0.99 64:0.77 66:0.08 69:0.99 70:0.94 71:0.66 75:0.97 79:0.98 81:0.41 83:0.56 86:0.98 89:0.99 91:0.05 97:0.99 98:0.30 99:0.83 101:0.47 102:0.96 108:0.98 122:0.93 123:0.94 124:0.97 126:0.32 127:0.95 128:0.97 129:0.05 133:0.97 135:0.71 137:0.98 139:0.98 140:0.80 141:0.99 145:0.40 146:0.86 147:0.91 149:0.86 150:0.37 151:0.82 153:0.78 154:0.56 155:0.55 159:0.96 162:0.73 165:0.65 168:0.97 170:0.77 172:0.94 173:0.99 174:0.99 175:0.75 177:0.38 179:0.12 187:0.39 190:0.89 192:0.49 195:0.99 196:0.99 197:0.99 199:1.00 201:0.54 202:0.74 205:0.98 208:0.50 212:0.69 216:0.80 219:0.91 222:0.76 223:0.98 224:0.99 225:0.99 226:0.98 234:0.99 235:0.88 236:0.94 239:0.99 240:0.99 241:0.51 242:0.37 243:0.23 244:0.83 245:0.97 247:0.82 248:0.74 253:0.20 255:0.71 256:0.77 257:0.84 259:0.21 262:0.93 265:0.28 266:0.98 267:0.28 268:0.78 271:0.35 274:0.99 276:0.98 277:0.87 279:0.81 284:0.97 285:0.50 291:0.97 292:0.95 300:0.98\n0 7:0.69 10:0.92 12:0.20 17:0.91 18:0.68 21:0.64 26:0.94 27:0.72 29:0.91 30:0.94 34:0.53 36:0.83 39:0.42 43:0.20 55:0.84 58:0.93 66:0.80 69:0.23 70:0.18 71:0.66 74:0.41 77:0.70 81:0.26 86:0.66 89:0.98 91:0.05 98:0.66 102:0.96 108:0.18 122:0.95 123:0.18 126:0.24 127:0.20 129:0.05 135:0.54 139:0.65 141:0.91 145:0.82 146:0.82 147:0.85 149:0.19 150:0.28 154:0.20 159:0.38 163:0.94 170:0.77 172:0.45 173:0.19 174:0.89 177:0.88 178:0.55 179:0.61 187:0.68 195:0.81 197:0.92 199:0.94 212:0.55 222:0.76 223:0.92 224:0.93 225:0.98 230:0.71 233:0.76 234:0.91 235:0.74 236:0.92 239:0.91 240:0.95 241:0.21 242:0.40 243:0.82 244:0.83 247:0.55 253:0.36 254:0.96 265:0.67 266:0.27 267:0.28 271:0.35 274:0.91 276:0.38 282:0.75 300:0.18\n0 12:0.20 17:0.34 18:0.71 21:0.68 26:0.98 27:0.15 29:0.91 30:0.76 34:0.85 36:0.95 37:0.77 39:0.42 43:0.17 48:0.98 55:0.96 58:0.93 64:0.77 66:0.20 69:0.55 70:0.22 71:0.66 81:0.33 83:0.56 86:0.68 89:0.95 91:0.27 98:0.40 108:0.43 120:0.57 122:0.43 123:0.41 124:0.73 126:0.32 127:0.58 129:0.81 133:0.67 135:0.72 139:0.72 140:0.45 141:0.91 145:0.38 146:0.47 147:0.53 149:0.14 150:0.33 151:0.50 153:0.48 154:0.11 155:0.50 159:0.50 162:0.86 163:0.96 164:0.55 170:0.77 172:0.10 173:0.56 175:0.97 177:0.05 179:0.96 187:0.68 190:0.95 192:0.46 193:0.98 199:0.96 201:0.54 202:0.36 204:0.79 208:0.50 212:0.42 215:0.49 216:0.56 220:0.91 222:0.76 223:0.98 224:0.93 225:0.95 228:0.99 234:0.91 235:0.88 239:0.86 240:0.95 241:0.32 242:0.45 243:0.40 244:0.93 245:0.40 247:0.35 248:0.50 253:0.20 256:0.45 257:0.93 259:0.21 260:0.57 265:0.42 266:0.23 267:0.59 268:0.46 271:0.35 274:0.91 276:0.24 277:0.95 281:0.91 283:0.67 285:0.46 297:0.36 300:0.18\n2 1:0.74 6:0.91 7:0.78 8:0.85 9:0.80 12:0.20 17:0.38 20:0.77 21:0.30 27:0.14 28:0.59 30:0.45 34:0.79 36:0.37 37:0.67 39:0.59 41:0.82 43:0.34 55:0.45 66:0.36 69:0.59 70:0.33 74:0.78 78:0.95 81:0.79 83:0.75 91:0.72 96:0.73 98:0.45 100:0.93 108:0.45 111:0.94 114:0.86 120:0.60 122:0.67 123:0.43 124:0.58 126:0.54 127:0.33 129:0.59 133:0.47 135:0.75 140:0.80 145:0.58 146:0.35 147:0.42 149:0.40 150:0.86 151:0.62 152:0.91 153:0.48 154:0.26 155:0.67 159:0.24 161:0.88 162:0.58 163:0.93 164:0.57 165:0.83 167:0.66 169:0.91 172:0.21 173:0.75 175:0.75 176:0.73 177:0.05 178:0.42 179:0.87 181:0.86 186:0.95 187:0.68 191:0.76 192:0.59 201:0.74 202:0.53 208:0.64 212:0.52 215:0.72 216:0.53 220:0.82 222:0.35 230:0.81 233:0.76 235:0.68 241:0.64 242:0.82 243:0.51 244:0.61 245:0.50 247:0.12 248:0.60 253:0.76 255:0.79 256:0.45 257:0.65 260:0.60 261:0.92 265:0.47 266:0.27 267:0.76 268:0.46 271:0.35 276:0.29 277:0.69 285:0.62 290:0.86 297:0.36 300:0.25\n2 1:0.74 7:0.81 9:0.80 12:0.20 17:0.32 21:0.30 27:0.03 28:0.59 30:0.76 32:0.78 34:0.94 36:0.25 37:0.95 39:0.59 43:0.39 55:0.71 66:0.72 69:0.44 70:0.22 74:0.85 76:0.94 77:0.89 81:0.77 91:0.48 96:0.71 98:0.63 108:0.34 114:0.86 117:0.86 120:0.58 121:0.90 122:0.67 123:0.33 126:0.54 127:0.19 129:0.05 135:0.77 140:0.80 145:0.49 146:0.52 147:0.58 149:0.35 150:0.80 151:0.58 153:0.48 154:0.30 155:0.67 158:0.85 159:0.19 161:0.88 162:0.62 164:0.57 167:0.73 172:0.27 173:0.57 175:0.75 176:0.73 177:0.05 178:0.42 179:0.81 181:0.86 187:0.95 192:0.59 195:0.59 201:0.74 202:0.50 204:0.89 208:0.64 212:0.42 215:0.72 216:0.76 220:0.87 222:0.35 230:0.87 232:1.00 233:0.76 235:0.60 241:0.71 242:0.82 243:0.75 244:0.61 247:0.12 248:0.57 253:0.76 255:0.79 256:0.45 257:0.65 259:0.21 260:0.59 265:0.64 266:0.23 267:0.52 268:0.46 271:0.35 276:0.25 277:0.69 282:0.86 285:0.62 290:0.86 297:0.36 300:0.18\n2 6:0.94 7:0.81 8:0.86 9:0.80 12:0.20 17:0.88 20:0.82 21:0.64 27:0.48 28:0.59 30:0.95 32:0.75 34:0.19 36:0.25 37:0.84 39:0.59 41:0.82 43:0.39 55:0.71 66:0.54 69:0.45 74:0.66 76:0.94 78:0.97 81:0.35 83:0.74 91:0.73 96:0.88 98:0.21 100:0.97 108:0.35 111:0.96 117:0.86 120:0.65 121:0.97 123:0.33 126:0.32 127:0.11 129:0.05 135:0.63 140:0.80 145:0.84 146:0.28 147:0.34 149:0.22 150:0.31 151:0.73 152:0.79 153:0.48 154:0.30 155:0.67 158:0.85 159:0.12 161:0.88 162:0.82 164:0.76 167:0.69 169:0.95 172:0.10 173:0.44 177:0.38 179:0.59 181:0.86 186:0.97 187:0.21 189:0.95 190:0.77 191:0.82 192:0.59 195:0.72 202:0.70 204:0.89 208:0.64 215:0.53 216:0.21 220:0.96 222:0.35 230:0.87 232:0.83 233:0.76 235:0.80 238:0.92 241:0.67 243:0.63 244:0.61 248:0.68 253:0.85 255:0.79 256:0.75 259:0.21 260:0.65 261:0.89 265:0.23 267:0.76 268:0.76 271:0.35 285:0.62 297:0.36 300:0.08\n1 1:0.74 7:0.81 8:0.62 9:0.80 11:0.57 12:0.20 17:0.79 20:0.82 21:0.54 27:0.49 28:0.59 30:0.62 34:0.99 36:0.90 37:0.34 39:0.59 41:0.95 43:0.94 55:0.42 60:0.87 66:0.87 69:0.30 70:0.39 74:0.90 76:0.85 77:0.70 78:0.84 81:0.70 83:0.84 85:0.91 91:0.72 96:0.79 98:0.88 100:0.87 101:0.85 108:0.24 111:0.84 114:0.77 120:0.68 121:0.90 122:0.43 123:0.23 126:0.54 127:0.43 129:0.05 135:0.47 140:0.87 145:0.98 146:0.62 147:0.67 149:0.91 150:0.81 151:0.64 152:0.79 153:0.46 154:0.94 155:0.67 158:0.87 159:0.23 161:0.88 162:0.55 164:0.78 165:0.81 167:0.76 169:0.85 172:0.63 173:0.54 176:0.73 177:0.38 178:0.48 179:0.65 181:0.86 186:0.85 187:0.21 191:0.70 192:0.59 195:0.59 201:0.74 202:0.75 204:0.89 208:0.64 212:0.86 215:0.58 216:0.36 220:0.91 222:0.35 230:0.87 232:0.88 233:0.76 235:0.88 241:0.75 242:0.51 243:0.88 247:0.55 248:0.75 253:0.85 255:0.79 256:0.77 259:0.21 260:0.69 261:0.82 265:0.88 266:0.27 267:0.52 268:0.73 271:0.35 276:0.52 279:0.86 282:0.84 283:0.71 285:0.62 290:0.77 297:0.36 300:0.33\n2 1:0.74 6:0.86 7:0.81 8:0.66 9:0.80 11:0.57 12:0.20 17:0.89 20:0.82 21:0.40 27:0.44 28:0.59 30:0.66 32:0.80 34:0.87 36:0.76 37:0.55 39:0.59 41:0.88 43:0.94 55:0.42 66:0.88 69:0.19 70:0.33 74:0.91 77:0.70 78:0.93 81:0.70 83:0.75 85:0.93 91:0.70 96:0.72 98:0.95 100:0.87 101:0.84 106:0.81 108:0.15 111:0.91 114:0.82 117:0.86 120:0.59 121:0.97 122:0.57 123:0.15 126:0.54 127:0.65 129:0.05 135:0.68 140:0.45 145:0.89 146:0.87 147:0.90 149:0.88 150:0.81 151:0.56 152:0.84 153:0.77 154:0.94 155:0.67 158:0.84 159:0.45 161:0.88 162:0.86 163:0.81 164:0.69 165:0.81 167:0.49 169:0.90 172:0.67 173:0.28 176:0.73 177:0.38 179:0.67 181:0.86 186:0.93 187:0.21 189:0.86 191:0.77 192:0.59 195:0.67 201:0.74 202:0.54 204:0.89 206:0.81 208:0.64 212:0.41 215:0.67 216:0.28 220:0.91 222:0.35 230:0.87 232:0.92 233:0.76 235:0.60 238:0.83 241:0.10 242:0.59 243:0.89 247:0.39 248:0.58 253:0.78 255:0.79 256:0.58 259:0.21 260:0.59 261:0.92 265:0.95 266:0.54 267:0.44 268:0.63 271:0.35 276:0.56 282:0.83 285:0.62 290:0.82 297:0.36 299:0.88 300:0.33\n0 8:0.98 12:0.20 17:0.62 21:0.74 27:0.09 28:0.59 32:0.80 34:0.24 36:0.20 37:0.96 39:0.59 74:0.47 77:0.70 81:0.28 91:0.97 114:0.61 120:0.58 126:0.32 135:0.26 140:0.99 145:0.72 150:0.27 151:0.52 153:0.48 161:0.88 162:0.45 164:0.56 167:0.86 175:0.91 176:0.56 178:0.55 181:0.86 190:0.77 191:0.97 195:0.64 202:0.93 216:0.31 220:0.87 222:0.35 235:0.88 241:0.89 244:0.83 248:0.52 253:0.48 256:0.45 257:0.84 259:0.21 260:0.59 267:0.98 268:0.46 271:0.35 277:0.87 282:0.88 285:0.50 290:0.61 299:0.88\n2 1:0.74 6:0.83 7:0.78 8:0.65 9:0.80 11:0.57 12:0.20 17:0.82 20:0.85 21:0.05 27:0.70 28:0.59 30:0.32 34:0.37 36:0.32 37:0.37 39:0.59 41:0.88 43:0.94 55:0.45 60:0.87 66:0.89 69:0.23 70:0.88 74:0.96 76:0.98 77:0.70 78:0.93 81:0.88 83:0.87 85:0.80 91:0.56 96:0.84 98:0.89 100:0.88 101:0.78 108:0.18 111:0.91 114:0.95 120:0.77 122:0.67 123:0.18 126:0.54 127:0.45 129:0.05 135:0.32 140:0.45 145:0.56 146:0.70 147:0.74 149:0.81 150:0.93 151:0.83 152:0.80 153:0.78 154:0.94 155:0.67 158:0.92 159:0.27 161:0.88 162:0.81 164:0.73 165:0.90 167:0.63 169:0.86 172:0.68 173:0.43 176:0.73 177:0.38 179:0.60 181:0.86 186:0.93 187:0.39 189:0.85 192:0.59 195:0.59 201:0.74 202:0.62 208:0.64 212:0.77 215:0.91 216:0.37 220:0.62 222:0.35 230:0.81 233:0.76 235:0.22 238:0.83 241:0.59 242:0.74 243:0.89 247:0.55 248:0.81 253:0.89 255:0.79 256:0.64 259:0.21 260:0.78 261:0.87 265:0.89 266:0.27 267:0.52 268:0.67 271:0.35 276:0.55 279:0.86 282:0.84 283:0.82 285:0.62 290:0.95 297:0.36 300:0.70\n1 6:0.87 7:0.78 8:0.81 9:0.80 12:0.20 17:0.16 20:0.86 21:0.71 27:0.38 28:0.59 32:0.75 34:0.47 36:0.30 37:0.42 39:0.59 78:0.96 81:0.31 91:0.96 96:0.77 100:0.97 111:0.96 120:0.83 126:0.32 135:0.75 140:0.94 145:0.70 150:0.29 151:0.59 152:0.82 153:0.78 155:0.67 161:0.88 162:0.50 164:0.92 167:0.88 169:0.96 175:0.91 178:0.50 181:0.86 186:0.96 189:0.89 190:0.77 191:0.94 192:0.59 195:0.79 202:0.94 208:0.64 215:0.48 216:0.54 220:0.82 222:0.35 230:0.81 233:0.69 235:0.88 238:0.92 241:0.99 244:0.83 248:0.69 253:0.62 255:0.79 256:0.90 257:0.84 259:0.21 260:0.83 261:0.92 267:0.91 268:0.90 271:0.35 277:0.87 285:0.62 297:0.36\n2 1:0.74 6:0.91 7:0.78 8:0.82 9:0.80 12:0.20 17:0.38 20:0.92 21:0.54 25:0.88 27:0.63 28:0.59 30:0.95 34:0.68 36:0.32 37:0.56 39:0.59 41:0.94 43:0.25 55:0.92 66:0.54 69:0.82 74:0.73 76:0.85 77:0.70 78:0.95 81:0.61 83:0.78 87:0.98 91:0.72 96:0.87 98:0.33 100:0.93 108:0.66 111:0.93 114:0.77 120:0.81 123:0.64 126:0.54 127:0.12 129:0.05 135:0.49 140:0.87 145:0.91 146:0.45 147:0.51 149:0.17 150:0.68 151:0.91 152:0.88 153:0.72 154:0.18 155:0.67 158:0.84 159:0.16 161:0.88 162:0.75 164:0.84 167:0.85 169:0.91 172:0.10 173:0.81 175:0.75 176:0.73 177:0.05 178:0.48 179:0.86 181:0.86 186:0.94 189:0.92 191:0.83 192:0.59 195:0.80 201:0.74 202:0.76 208:0.64 215:0.58 216:0.43 222:0.35 230:0.81 232:0.79 233:0.76 235:0.68 238:0.86 241:0.85 243:0.63 244:0.61 248:0.85 253:0.87 255:0.79 256:0.80 257:0.65 259:0.21 260:0.82 261:0.93 265:0.35 267:0.23 268:0.80 271:0.35 277:0.69 282:0.84 285:0.62 290:0.77 297:0.36 300:0.08\n2 1:0.74 7:0.81 8:0.70 9:0.80 11:0.57 12:0.20 17:0.97 21:0.54 25:0.88 27:0.72 28:0.59 30:0.15 32:0.80 34:0.64 36:0.60 39:0.59 41:0.95 43:0.94 55:0.45 60:0.99 66:0.93 69:0.23 70:0.66 74:0.98 77:0.70 81:0.62 83:0.83 85:0.96 91:0.78 96:0.93 98:0.98 101:0.87 104:0.76 108:0.18 114:0.77 120:0.87 121:0.90 122:0.43 123:0.18 126:0.54 127:0.84 129:0.05 135:0.28 140:0.45 145:0.63 146:0.67 147:0.72 149:0.96 150:0.75 151:0.94 153:0.82 154:0.94 155:0.67 158:0.92 159:0.26 161:0.88 162:0.80 164:0.86 165:0.79 167:0.84 172:0.82 173:0.51 176:0.73 177:0.38 179:0.48 181:0.86 191:0.81 192:0.59 195:0.56 201:0.74 202:0.78 204:0.89 208:0.64 212:0.88 215:0.58 216:0.18 220:0.62 222:0.35 230:0.84 232:0.84 233:0.69 235:0.74 241:0.82 242:0.41 243:0.94 247:0.60 248:0.92 253:0.95 255:0.79 256:0.82 259:0.21 260:0.88 265:0.98 266:0.27 267:0.28 268:0.83 271:0.35 276:0.72 279:0.86 282:0.88 283:0.82 285:0.62 290:0.77 297:0.36 299:0.88 300:0.43\n1 1:0.74 6:0.86 7:0.81 8:0.71 9:0.80 11:0.57 12:0.20 17:0.90 20:0.87 21:0.40 27:0.44 28:0.59 30:0.21 32:0.80 34:0.47 36:0.93 37:0.55 39:0.59 41:0.95 43:0.94 55:0.42 66:0.10 69:0.19 70:0.50 74:0.78 77:0.70 78:0.96 81:0.70 83:0.77 85:0.80 91:0.85 96:0.80 98:0.42 100:0.93 101:0.76 108:0.79 111:0.94 114:0.82 120:0.78 121:0.97 123:0.60 124:0.73 126:0.54 127:0.85 129:0.81 133:0.67 135:0.68 140:0.87 145:0.89 146:0.38 147:0.45 149:0.68 150:0.81 151:0.69 152:0.84 153:0.84 154:0.94 155:0.67 159:0.50 161:0.88 162:0.55 163:0.75 164:0.87 165:0.81 167:0.84 169:0.90 172:0.21 173:0.27 176:0.73 177:0.38 178:0.48 179:0.89 181:0.86 186:0.96 189:0.89 191:0.89 192:0.59 195:0.68 201:0.74 202:0.85 204:0.89 208:0.64 212:0.16 215:0.67 216:0.28 220:0.91 222:0.35 230:0.87 233:0.76 235:0.60 238:0.86 241:0.84 242:0.40 243:0.39 245:0.51 247:0.55 248:0.73 253:0.84 255:0.79 256:0.83 259:0.21 260:0.78 261:0.92 265:0.35 266:0.54 267:0.69 268:0.84 271:0.35 276:0.36 282:0.83 283:0.71 285:0.62 290:0.82 297:0.36 299:0.88 300:0.33\n1 1:0.74 11:0.57 12:0.20 17:0.49 21:0.13 27:0.45 28:0.59 30:0.68 34:0.80 36:0.18 37:0.50 39:0.59 43:0.81 55:0.59 66:0.32 69:0.68 70:0.24 74:0.51 81:0.84 83:0.77 85:0.80 91:0.22 98:0.21 101:0.75 108:0.81 114:0.92 123:0.80 124:0.72 126:0.54 127:0.34 129:0.59 133:0.64 135:0.65 145:0.47 146:0.17 147:0.22 149:0.64 150:0.90 154:0.76 155:0.67 159:0.47 161:0.88 163:0.88 165:0.88 167:0.56 172:0.21 173:0.67 176:0.73 177:0.38 178:0.55 179:0.84 181:0.86 187:0.68 192:0.59 201:0.74 212:0.42 215:0.84 216:0.77 222:0.35 235:0.31 241:0.41 242:0.45 243:0.32 245:0.48 247:0.39 253:0.70 259:0.21 265:0.23 266:0.38 267:0.28 271:0.35 276:0.29 277:0.69 290:0.92 297:0.36 300:0.18\n2 6:0.86 7:0.81 8:0.84 9:0.80 11:0.57 12:0.20 17:0.73 20:0.90 21:0.47 27:0.52 28:0.59 30:0.62 32:0.80 34:0.44 36:0.53 37:0.70 39:0.59 41:0.92 43:0.89 55:0.42 66:0.75 69:0.47 70:0.34 74:0.76 76:0.85 77:0.70 78:0.92 81:0.44 83:0.79 85:0.80 91:0.95 96:0.90 98:0.79 100:0.92 101:0.79 108:0.36 111:0.91 120:0.85 121:0.97 122:0.41 123:0.34 126:0.32 127:0.28 129:0.05 135:0.42 140:0.96 145:0.65 146:0.49 147:0.55 149:0.67 150:0.36 151:0.86 152:0.85 153:0.48 154:0.88 155:0.67 159:0.18 161:0.88 162:0.48 164:0.89 167:0.86 169:0.89 172:0.32 173:0.73 177:0.38 178:0.48 179:0.87 181:0.86 186:0.92 189:0.88 191:0.94 192:0.59 195:0.55 202:0.94 204:0.89 208:0.64 212:0.30 215:0.63 216:0.26 220:0.93 222:0.35 230:0.87 233:0.76 235:0.60 238:0.86 241:0.90 242:0.33 243:0.77 247:0.39 248:0.87 253:0.90 255:0.79 256:0.88 259:0.21 260:0.85 261:0.90 265:0.79 266:0.27 267:0.59 268:0.87 271:0.35 276:0.19 282:0.88 285:0.62 297:0.36 299:0.88 300:0.25\n2 1:0.74 6:0.85 7:0.81 8:0.64 12:0.20 17:0.47 20:0.78 21:0.40 27:1.00 28:0.59 32:0.78 34:0.78 36:0.40 37:0.62 39:0.59 74:0.58 76:0.85 77:0.70 78:0.92 81:0.68 91:0.53 100:0.87 111:0.90 114:0.82 121:0.97 126:0.54 135:0.66 145:0.50 150:0.73 152:0.77 155:0.67 161:0.88 167:0.61 169:0.83 175:0.91 176:0.73 178:0.55 181:0.86 186:0.92 187:0.39 189:0.88 192:0.59 195:0.62 201:0.74 204:0.89 208:0.64 215:0.67 216:0.27 222:0.35 230:0.87 233:0.76 235:0.60 238:0.84 241:0.54 244:0.83 253:0.65 257:0.84 259:0.21 261:0.81 267:0.23 271:0.35 277:0.87 282:0.86 290:0.82 297:0.36\n2 1:0.74 6:0.89 7:0.78 8:0.84 9:0.80 12:0.20 17:0.28 20:0.96 21:0.47 27:0.14 28:0.59 30:0.95 34:0.19 36:0.76 37:0.67 39:0.59 41:0.97 43:0.35 55:0.45 66:0.64 69:0.57 74:0.63 78:0.93 81:0.66 83:0.77 91:0.94 96:0.85 98:0.13 100:0.94 108:0.44 111:0.93 114:0.80 120:0.86 122:0.67 123:0.42 126:0.54 127:0.08 129:0.05 135:0.44 140:0.93 145:0.58 146:0.21 147:0.26 149:0.27 150:0.78 151:0.59 152:0.89 153:0.48 154:0.26 155:0.67 159:0.10 161:0.88 162:0.49 163:0.90 164:0.93 165:0.80 167:0.86 169:0.92 172:0.16 173:0.49 175:0.75 176:0.73 177:0.05 178:0.52 179:0.11 181:0.86 186:0.93 189:0.90 190:0.77 191:0.96 192:0.59 201:0.74 202:0.96 208:0.64 212:0.95 215:0.63 216:0.53 220:0.91 222:0.35 230:0.81 233:0.76 235:0.68 238:0.89 241:0.91 242:0.82 243:0.69 244:0.61 247:0.12 248:0.74 253:0.84 255:0.79 256:0.94 257:0.65 260:0.86 261:0.93 265:0.14 266:0.12 267:0.95 268:0.93 271:0.35 276:0.19 277:0.69 285:0.62 290:0.80 297:0.36 300:0.08\n0 1:0.74 12:0.20 17:0.53 21:0.54 27:0.45 28:0.59 30:0.38 34:0.85 36:0.20 37:0.50 39:0.59 43:0.29 55:0.71 66:0.29 69:0.70 70:0.63 74:0.77 81:0.59 91:0.18 98:0.44 108:0.77 114:0.77 122:0.57 123:0.76 124:0.73 126:0.54 127:0.32 129:0.59 133:0.64 135:0.65 145:0.49 146:0.26 147:0.32 149:0.38 150:0.67 154:0.75 155:0.67 158:0.86 159:0.45 161:0.88 163:0.90 167:0.52 172:0.27 173:0.69 176:0.73 177:0.38 178:0.55 179:0.73 181:0.86 187:0.68 192:0.59 201:0.74 208:0.64 212:0.42 215:0.58 216:0.77 222:0.35 235:0.74 241:0.24 242:0.29 243:0.34 245:0.56 247:0.60 253:0.67 254:0.74 259:0.21 265:0.46 266:0.54 267:0.28 271:0.35 276:0.39 279:0.86 283:0.67 290:0.77 297:0.36 300:0.43\n0 1:0.74 8:0.58 9:0.80 12:0.20 17:0.38 20:0.79 21:0.13 27:0.35 28:0.59 30:0.45 34:0.34 36:0.93 37:0.49 39:0.59 43:0.29 55:0.45 66:0.77 69:0.63 70:0.33 74:0.73 78:0.86 81:0.86 91:0.25 96:0.74 98:0.30 100:0.73 104:0.90 106:0.81 108:0.48 111:0.83 114:0.92 117:0.86 120:0.76 122:0.41 123:0.46 126:0.54 127:0.12 129:0.05 135:0.78 140:0.80 146:0.52 147:0.58 149:0.19 150:0.88 151:0.69 152:0.77 153:0.77 154:0.79 155:0.67 158:0.87 159:0.18 161:0.88 162:0.86 164:0.69 167:0.50 169:0.72 172:0.37 173:0.48 176:0.73 177:0.38 179:0.25 181:0.86 186:0.86 187:0.87 190:0.77 192:0.59 201:0.74 202:0.54 206:0.81 208:0.64 212:0.52 215:0.84 216:0.84 222:0.35 232:0.98 235:0.22 241:0.15 242:0.24 243:0.79 247:0.47 248:0.65 253:0.79 254:0.74 255:0.79 256:0.58 259:0.21 260:0.77 261:0.80 265:0.32 266:0.27 267:0.44 268:0.63 271:0.35 276:0.30 279:0.86 283:0.82 285:0.62 290:0.92 297:0.36 300:0.25\n2 1:0.74 7:0.81 9:0.80 12:0.20 17:0.38 21:0.40 27:1.00 28:0.59 32:0.78 34:0.52 36:0.34 37:0.62 39:0.59 74:0.58 76:0.85 77:0.70 81:0.68 91:0.54 96:0.70 114:0.82 120:0.57 121:0.97 126:0.54 135:0.51 140:0.45 145:0.50 150:0.73 151:0.54 153:0.48 155:0.67 161:0.88 162:0.86 164:0.57 167:0.71 175:0.91 176:0.73 181:0.86 187:0.39 192:0.59 195:0.64 201:0.74 202:0.36 204:0.89 208:0.64 215:0.67 216:0.27 220:0.91 222:0.35 230:0.87 233:0.76 235:0.60 241:0.69 244:0.83 248:0.53 253:0.66 255:0.79 256:0.45 257:0.84 259:0.21 260:0.57 267:0.36 268:0.46 271:0.35 277:0.87 282:0.86 285:0.62 290:0.82 297:0.36\n0 1:0.74 9:0.80 11:0.57 12:0.20 17:0.76 21:0.13 27:0.44 28:0.59 30:0.70 32:0.78 34:0.76 36:0.39 37:0.86 39:0.59 43:0.84 55:0.45 66:0.83 69:0.63 70:0.62 74:0.96 77:0.99 81:0.84 83:0.77 85:0.85 91:0.60 96:0.89 98:0.86 101:0.76 106:0.81 108:0.67 114:0.92 117:0.86 120:0.82 122:0.57 123:0.64 124:0.39 126:0.54 127:0.60 129:0.59 133:0.47 135:0.79 140:0.45 145:0.76 146:0.31 147:0.38 149:0.76 150:0.90 151:0.75 153:0.84 154:0.80 155:0.67 159:0.66 161:0.88 162:0.83 164:0.83 165:0.88 167:0.53 172:0.90 173:0.54 176:0.73 177:0.38 179:0.27 181:0.86 187:0.21 192:0.59 195:0.84 201:0.74 202:0.75 206:0.81 208:0.64 212:0.59 215:0.84 216:0.62 220:0.74 222:0.35 232:0.87 235:0.31 241:0.27 242:0.54 243:0.14 245:0.86 247:0.60 248:0.88 253:0.93 255:0.79 256:0.79 259:0.21 260:0.82 265:0.86 266:0.63 267:0.69 268:0.81 271:0.35 276:0.84 282:0.86 285:0.62 290:0.92 297:0.36 300:0.84\n2 1:0.56 8:0.60 10:0.94 11:0.57 12:0.86 17:0.36 18:0.96 21:0.71 27:0.48 29:0.86 30:0.44 34:0.88 36:0.91 37:0.42 39:0.51 43:0.65 45:0.98 46:0.93 64:0.77 66:0.43 69:0.81 70:0.77 71:0.57 74:0.94 81:0.42 83:0.56 86:0.97 91:0.20 97:0.89 98:0.71 99:0.83 101:0.96 107:0.97 108:0.65 110:0.97 114:0.66 122:0.86 123:0.63 124:0.68 125:0.88 126:0.32 127:0.49 129:0.59 133:0.67 135:0.56 139:0.96 146:0.96 147:0.59 149:0.91 150:0.37 154:0.27 155:0.46 158:0.76 159:0.84 160:0.88 165:0.65 170:0.82 172:0.94 173:0.59 174:0.96 176:0.63 177:0.70 178:0.55 179:0.13 187:0.21 192:0.44 197:0.92 201:0.54 208:0.50 212:0.78 216:0.70 219:0.91 222:0.35 235:0.88 239:0.92 241:0.27 242:0.18 243:0.15 244:0.61 245:0.99 247:0.97 253:0.67 257:0.65 259:0.21 265:0.71 266:0.54 267:0.59 271:0.38 276:0.96 279:0.75 289:0.94 290:0.66 292:0.88 300:0.70\n4 1:0.64 7:0.69 9:0.70 10:0.98 11:0.52 12:0.86 17:0.40 18:0.73 21:0.47 23:0.96 27:0.72 29:0.86 30:0.40 31:0.87 33:0.97 34:0.71 36:0.85 39:0.51 43:0.58 45:0.87 46:0.96 62:0.96 64:0.77 66:0.35 69:0.25 70:0.81 71:0.57 74:0.61 75:0.96 76:0.85 79:0.87 81:0.71 83:0.69 86:0.84 91:0.35 96:0.69 98:0.62 99:0.95 101:0.65 102:0.95 107:0.95 108:0.75 110:0.94 114:0.80 120:0.56 122:0.95 123:0.73 124:0.71 125:0.97 126:0.54 127:0.74 128:0.95 129:0.59 133:0.67 135:0.56 137:0.87 139:0.79 140:0.45 145:0.49 146:0.34 147:0.40 149:0.39 150:0.56 151:0.52 153:0.48 154:0.83 155:0.55 159:0.52 160:0.96 162:0.86 164:0.57 165:0.81 168:0.95 170:0.82 172:0.54 173:0.28 174:0.94 176:0.73 177:0.88 179:0.58 187:0.21 192:0.57 195:0.70 196:0.89 197:0.96 201:0.64 202:0.36 205:0.95 208:0.64 212:0.49 215:0.63 216:0.09 220:0.93 222:0.35 226:0.96 230:0.71 233:0.76 235:0.74 236:0.97 239:0.97 241:0.24 242:0.22 243:0.37 245:0.77 247:0.76 248:0.52 253:0.61 254:0.86 255:0.70 256:0.45 259:0.21 260:0.56 265:0.63 266:0.71 267:0.36 268:0.46 271:0.38 276:0.62 284:0.89 285:0.62 289:0.95 290:0.80 291:0.97 297:0.36 300:0.70\n3 1:0.66 10:0.87 11:0.52 12:0.86 17:0.43 18:0.64 21:0.13 27:0.72 29:0.86 30:0.68 34:0.90 36:0.62 37:0.92 39:0.51 43:0.68 45:0.73 46:0.96 55:0.71 64:0.77 66:0.79 69:0.52 70:0.31 71:0.57 74:0.41 81:0.70 83:0.69 86:0.70 91:0.27 98:0.80 99:0.95 101:0.65 107:0.92 108:0.40 110:0.92 114:0.92 122:0.41 123:0.38 125:0.88 126:0.51 127:0.28 129:0.05 135:0.37 139:0.67 146:0.55 147:0.61 149:0.47 150:0.58 154:0.58 155:0.50 159:0.20 160:0.88 165:0.81 170:0.82 172:0.41 173:0.73 174:0.83 176:0.70 177:0.88 178:0.55 179:0.80 187:0.39 192:0.50 197:0.88 201:0.63 208:0.61 212:0.42 215:0.84 216:0.24 222:0.35 235:0.31 239:0.87 241:0.41 242:0.19 243:0.80 244:0.61 247:0.55 253:0.63 259:0.21 265:0.80 266:0.27 267:0.52 271:0.38 276:0.32 289:0.95 290:0.92 297:0.36 300:0.25\n2 1:0.66 9:0.74 10:0.89 11:0.52 12:0.86 17:0.73 18:0.69 21:0.13 27:0.72 29:0.86 30:0.72 31:0.92 34:0.37 36:0.40 39:0.51 43:0.69 45:0.83 46:0.96 64:0.77 66:0.60 69:0.75 70:0.37 71:0.57 74:0.50 79:0.91 81:0.70 83:0.69 86:0.75 91:0.83 96:0.77 98:0.79 99:0.95 101:0.65 107:0.94 108:0.59 110:0.94 114:0.92 120:0.65 122:0.65 123:0.56 124:0.48 125:0.99 126:0.51 127:0.87 129:0.05 133:0.43 135:0.26 137:0.92 139:0.72 140:0.45 146:0.66 147:0.42 149:0.65 150:0.58 151:0.76 153:0.48 154:0.58 155:0.64 159:0.36 160:0.96 162:0.86 164:0.56 165:0.81 170:0.82 172:0.45 173:0.89 174:0.83 175:0.75 176:0.70 177:0.38 179:0.83 190:0.77 192:0.97 196:0.90 197:0.88 201:0.63 202:0.36 208:0.61 212:0.23 215:0.84 216:0.10 220:0.62 222:0.35 235:0.31 239:0.87 241:0.86 242:0.24 243:0.33 244:0.61 245:0.60 247:0.74 248:0.70 253:0.75 255:0.73 256:0.45 257:0.84 260:0.66 265:0.79 266:0.38 267:0.23 268:0.46 271:0.38 276:0.42 277:0.69 284:0.88 285:0.60 289:0.95 290:0.92 297:0.36 300:0.33\n3 1:0.65 7:0.69 10:0.84 11:0.52 12:0.86 17:0.47 18:0.83 21:0.22 27:0.72 29:0.86 30:0.60 32:0.72 34:0.69 36:0.65 39:0.51 43:0.77 44:0.92 45:0.88 46:0.98 64:0.77 66:0.90 69:0.17 70:0.51 71:0.57 74:0.83 76:0.85 77:0.89 81:0.68 83:0.69 86:0.88 91:0.46 97:0.99 98:0.95 99:0.95 101:0.65 107:0.96 108:0.14 110:0.96 114:0.88 122:0.65 123:0.13 125:0.88 126:0.51 127:0.68 129:0.05 135:0.54 139:0.90 145:0.98 146:0.74 147:0.78 149:0.85 150:0.56 154:0.69 155:0.50 158:0.81 159:0.31 160:0.88 165:0.81 170:0.82 172:0.73 173:0.38 174:0.79 176:0.70 177:0.88 178:0.55 179:0.60 192:0.49 195:0.57 197:0.83 201:0.63 208:0.61 212:0.90 215:0.79 216:0.09 219:0.94 222:0.35 230:0.71 233:0.76 235:0.42 239:0.83 241:0.84 242:0.24 243:0.91 244:0.61 247:0.84 253:0.69 259:0.21 265:0.95 266:0.27 267:0.23 271:0.38 276:0.59 279:0.81 282:0.80 283:0.67 289:0.95 290:0.88 292:0.88 297:0.36 300:0.43\n1 10:0.97 11:0.52 12:0.86 17:0.38 18:0.70 21:0.78 27:0.54 29:0.86 30:0.13 34:0.49 36:0.64 37:0.72 39:0.51 43:0.19 45:0.81 46:0.93 55:0.52 66:0.12 69:0.73 70:0.98 71:0.57 74:0.66 86:0.82 91:0.44 98:0.25 101:0.65 107:0.94 108:0.56 110:0.94 122:0.94 123:0.84 124:0.94 125:0.88 127:0.75 129:0.05 133:0.94 135:0.81 139:0.78 146:0.28 147:0.05 149:0.19 154:0.71 159:0.84 160:0.88 170:0.82 172:0.48 173:0.52 174:0.94 177:0.05 178:0.55 179:0.44 187:0.39 197:0.94 212:0.42 216:0.32 222:0.35 235:0.12 239:0.96 241:0.07 242:0.14 243:0.08 245:0.69 247:0.90 253:0.49 254:0.74 257:0.93 259:0.21 265:0.15 266:0.92 267:0.44 271:0.38 276:0.73 277:0.87 289:0.91 300:0.94\n0 1:0.67 10:0.98 11:0.81 12:0.86 17:0.55 18:0.79 21:0.22 27:0.64 29:0.86 30:0.84 32:0.80 34:0.34 36:0.90 37:0.49 39:0.51 43:0.88 44:0.93 45:0.85 46:0.94 60:0.87 64:0.77 66:0.51 69:0.51 70:0.37 71:0.57 74:0.85 75:0.99 76:0.85 77:0.89 81:0.79 83:0.91 85:0.85 86:0.90 91:0.35 98:0.38 101:0.87 102:0.98 104:0.97 106:0.81 107:0.95 108:0.39 110:0.95 114:0.90 117:0.86 122:0.65 123:0.37 124:0.73 125:0.88 126:0.54 127:0.30 129:0.05 133:0.76 135:0.76 139:0.93 145:0.98 146:0.70 147:0.75 149:0.92 150:0.63 154:0.87 155:0.52 158:0.86 159:0.70 160:0.88 165:0.93 170:0.82 172:0.68 173:0.29 174:0.90 176:0.73 177:0.88 178:0.55 179:0.34 187:0.39 192:0.51 193:0.97 195:0.93 197:0.94 201:0.66 206:0.81 208:0.64 212:0.59 215:0.79 216:0.41 219:0.95 222:0.35 226:0.96 232:0.99 235:0.52 236:0.97 239:0.98 241:0.27 242:0.16 243:0.61 245:0.75 247:0.91 253:0.71 259:0.21 265:0.40 266:0.71 267:0.59 271:0.38 276:0.66 279:0.80 282:0.88 283:0.67 289:0.95 290:0.90 292:0.88 297:0.36 299:0.88 300:0.55\n2 1:0.66 10:0.87 11:0.52 12:0.86 17:0.59 18:0.79 21:0.13 27:0.72 29:0.86 30:0.74 34:0.49 36:0.95 37:0.92 39:0.51 43:0.73 45:0.87 46:0.97 64:0.77 66:0.87 69:0.65 70:0.47 71:0.57 74:0.58 81:0.70 83:0.69 86:0.84 91:0.35 98:0.85 99:0.95 101:0.65 107:0.95 108:0.50 110:0.95 114:0.92 122:0.65 123:0.48 125:0.88 126:0.51 127:0.36 129:0.05 135:0.56 139:0.81 146:0.75 147:0.79 149:0.72 150:0.58 154:0.63 155:0.50 159:0.31 160:0.88 163:0.90 165:0.81 170:0.82 172:0.63 173:0.76 174:0.83 176:0.70 177:0.88 178:0.55 179:0.62 187:0.21 192:0.50 197:0.86 201:0.63 202:0.36 208:0.61 212:0.37 215:0.84 216:0.24 222:0.35 235:0.31 239:0.85 241:0.63 242:0.40 243:0.88 244:0.61 247:0.74 253:0.65 259:0.21 265:0.85 266:0.47 267:0.52 271:0.38 276:0.50 289:0.95 290:0.92 297:0.36 300:0.43\n2 9:0.72 10:0.90 11:0.52 12:0.86 17:0.24 18:0.72 21:0.78 27:0.72 29:0.86 30:0.87 31:0.90 34:0.78 36:0.89 39:0.51 43:0.69 45:0.81 46:0.98 66:0.45 69:0.37 70:0.27 71:0.57 74:0.54 79:0.89 83:0.69 86:0.81 91:0.18 96:0.73 98:0.55 101:0.65 107:0.93 108:0.29 110:0.93 120:0.61 122:0.65 123:0.28 124:0.56 125:0.99 127:0.48 129:0.05 133:0.45 135:0.34 137:0.90 139:0.77 140:0.45 146:0.33 147:0.40 149:0.44 151:0.63 153:0.69 154:0.81 155:0.63 159:0.21 160:0.96 162:0.86 163:0.81 164:0.62 170:0.82 172:0.27 173:0.65 174:0.79 177:0.88 179:0.88 187:0.21 190:0.77 192:0.87 196:0.90 197:0.84 202:0.46 208:0.61 212:0.42 216:0.08 220:0.82 222:0.35 235:0.02 239:0.89 241:0.56 242:0.45 243:0.58 245:0.53 247:0.47 248:0.61 253:0.53 254:0.74 255:0.71 256:0.45 259:0.21 260:0.61 265:0.56 266:0.27 267:0.23 268:0.55 271:0.38 276:0.26 284:0.90 285:0.60 289:0.95 300:0.25\n1 1:0.66 10:0.88 11:0.52 12:0.86 17:0.51 18:0.74 21:0.13 27:0.72 29:0.86 30:0.57 34:0.66 36:0.93 37:0.92 39:0.51 43:0.61 45:0.87 46:0.96 64:0.77 66:0.89 69:0.69 70:0.62 71:0.57 74:0.56 81:0.70 83:0.69 86:0.80 91:0.27 98:0.90 99:0.95 101:0.65 107:0.95 108:0.53 110:0.95 114:0.92 122:0.65 123:0.51 125:0.88 126:0.51 127:0.46 129:0.05 135:0.21 139:0.76 146:0.88 147:0.91 149:0.64 150:0.58 154:0.50 155:0.50 159:0.47 160:0.88 163:0.90 165:0.81 170:0.82 172:0.70 173:0.71 174:0.88 176:0.70 177:0.88 178:0.55 179:0.58 187:0.39 192:0.50 197:0.89 201:0.63 202:0.36 208:0.61 212:0.28 215:0.84 216:0.24 222:0.35 235:0.31 239:0.87 241:0.57 242:0.29 243:0.90 244:0.61 247:0.84 253:0.64 259:0.21 265:0.90 266:0.63 267:0.79 271:0.38 276:0.58 289:0.95 290:0.92 297:0.36 300:0.55\n2 8:0.88 9:0.76 12:0.06 17:0.30 18:0.71 21:0.54 27:0.16 29:0.77 30:0.58 34:0.80 36:0.56 37:0.79 39:0.31 43:0.15 55:0.84 66:0.49 69:0.84 70:0.60 71:0.71 74:0.39 81:0.26 83:0.91 86:0.59 91:0.56 96:0.76 97:0.94 98:0.48 108:0.69 114:0.56 120:0.63 122:0.82 123:0.67 124:0.64 126:0.26 127:0.43 129:0.05 131:0.92 133:0.60 135:0.68 139:0.69 140:0.80 144:0.76 146:0.55 147:0.30 149:0.14 150:0.26 151:0.65 153:0.48 154:0.39 155:0.67 157:0.61 158:0.79 159:0.46 162:0.74 163:0.86 164:0.54 166:0.87 172:0.32 173:0.88 176:0.55 177:0.38 178:0.42 179:0.84 182:0.61 187:0.39 190:0.77 192:0.87 202:0.65 208:0.64 212:0.37 216:0.74 219:0.92 220:0.62 222:0.90 227:0.96 229:0.61 231:0.88 235:0.60 241:0.66 242:0.40 243:0.29 244:0.61 245:0.48 246:0.61 247:0.55 248:0.63 253:0.46 254:0.90 255:0.74 256:0.68 257:0.65 259:0.21 260:0.63 265:0.50 266:0.47 267:0.36 268:0.69 271:0.18 276:0.34 279:0.82 283:0.78 285:0.56 287:0.61 290:0.56 292:0.95 300:0.43\n1 8:0.97 12:0.06 17:0.28 21:0.78 27:0.26 29:0.77 30:0.72 32:0.77 34:0.89 36:0.30 37:0.90 39:0.31 43:0.16 44:0.93 55:0.52 66:0.84 69:0.47 70:0.22 71:0.71 74:0.52 77:0.70 91:0.33 98:0.79 104:0.86 108:0.36 120:0.65 123:0.34 127:0.28 129:0.05 131:0.61 135:0.30 139:0.78 140:0.45 144:0.76 145:0.92 146:0.55 147:0.61 149:0.27 151:0.55 153:0.48 154:0.11 155:0.58 157:0.61 159:0.20 162:0.86 164:0.56 166:0.61 172:0.54 173:0.68 175:0.91 177:0.05 179:0.65 182:0.75 187:0.39 190:0.89 192:0.51 195:0.56 202:0.50 204:0.85 208:0.54 212:0.92 216:0.47 220:0.62 222:0.90 227:0.61 229:0.61 231:0.69 235:0.31 241:0.52 242:0.82 243:0.85 244:0.83 246:0.61 247:0.12 248:0.56 253:0.36 256:0.58 257:0.84 259:0.21 260:0.62 265:0.79 266:0.17 267:0.19 268:0.59 271:0.18 276:0.45 277:0.87 281:0.89 282:0.85 285:0.47 287:0.61 300:0.18\n1 8:0.96 11:0.81 12:0.06 17:0.64 18:0.95 21:0.13 27:0.55 29:0.77 30:0.21 31:0.86 34:0.74 36:0.80 37:0.94 39:0.31 43:0.57 45:0.66 55:0.71 66:0.75 69:0.41 70:0.90 71:0.71 74:0.43 79:0.88 81:0.53 86:0.79 91:0.82 96:0.69 98:0.84 101:0.52 104:0.58 108:0.31 120:0.58 122:0.83 123:0.30 124:0.43 126:0.26 127:0.87 129:0.05 131:0.97 133:0.60 135:0.82 137:0.86 139:0.75 140:0.90 144:0.76 146:0.91 147:0.93 149:0.58 150:0.40 151:0.50 153:0.45 154:0.73 157:0.80 159:0.65 162:0.50 164:0.53 166:0.61 172:0.86 173:0.33 177:0.70 178:0.50 179:0.36 182:0.74 190:0.89 191:0.86 196:0.88 202:0.63 212:0.58 215:0.61 216:0.14 220:0.74 222:0.90 227:0.98 229:0.61 231:0.92 235:0.12 241:0.79 242:0.33 243:0.77 245:0.81 246:0.61 247:0.79 248:0.51 253:0.33 254:0.92 256:0.64 259:0.21 260:0.57 265:0.84 266:0.54 267:0.52 268:0.55 271:0.18 276:0.80 284:0.86 285:0.62 287:0.61 297:0.36 300:0.70\n2 11:0.81 12:0.06 17:0.61 18:0.77 21:0.74 27:0.49 29:0.77 30:0.41 34:0.94 36:0.68 37:0.86 39:0.31 43:0.16 45:0.73 55:0.59 66:0.77 69:0.50 70:0.60 71:0.71 74:0.46 77:0.70 81:0.23 83:0.60 86:0.76 91:0.31 97:0.89 98:0.78 101:0.52 108:0.39 114:0.53 123:0.37 124:0.39 126:0.26 127:0.49 129:0.05 131:0.61 133:0.37 135:0.49 139:0.73 144:0.76 145:0.77 146:0.69 147:0.73 149:0.18 150:0.23 154:0.82 155:0.58 157:0.61 158:0.72 159:0.35 166:0.87 172:0.57 173:0.60 176:0.55 177:0.70 178:0.55 179:0.72 182:0.61 187:0.21 192:0.59 195:0.59 208:0.54 212:0.42 216:0.27 222:0.90 227:0.61 229:0.61 231:0.88 235:0.88 241:0.41 242:0.19 243:0.79 245:0.51 246:0.61 247:0.74 253:0.35 254:0.86 259:0.21 265:0.78 266:0.27 267:0.28 271:0.18 276:0.47 279:0.82 282:0.71 283:0.78 287:0.61 290:0.53 300:0.43\n0 8:0.61 11:0.81 12:0.06 17:0.32 18:0.84 21:0.78 27:0.45 29:0.77 30:0.21 34:0.86 36:0.23 37:0.50 39:0.31 43:0.11 45:0.66 55:0.42 66:0.80 69:0.80 70:0.67 71:0.71 74:0.40 86:0.81 91:0.10 98:0.35 101:0.52 108:0.63 122:0.86 123:0.61 127:0.12 129:0.05 131:0.61 135:0.83 139:0.77 144:0.76 145:0.47 146:0.48 147:0.54 149:0.10 154:0.67 157:0.80 159:0.17 166:0.61 172:0.45 173:0.77 177:0.70 178:0.55 179:0.24 182:0.74 187:0.68 212:0.82 216:0.77 222:0.90 227:0.61 229:0.61 231:0.73 235:0.74 241:0.39 242:0.58 243:0.82 246:0.61 247:0.47 253:0.32 254:0.74 259:0.21 265:0.37 266:0.23 267:0.52 271:0.18 276:0.31 287:0.61 300:0.43\n0 12:0.06 17:0.59 18:0.69 21:0.78 27:0.45 29:0.77 30:0.58 34:0.80 36:0.21 37:0.50 39:0.31 43:0.10 55:0.59 66:0.61 69:0.86 70:0.60 71:0.71 74:0.26 86:0.59 91:0.15 98:0.19 108:0.73 123:0.71 124:0.51 127:0.23 129:0.05 131:0.61 133:0.62 135:0.89 139:0.58 145:0.47 146:0.39 147:0.05 149:0.14 154:0.22 157:0.61 159:0.66 166:0.61 172:0.37 173:0.71 175:0.75 177:0.05 178:0.55 179:0.70 182:0.61 187:0.68 212:0.71 216:0.77 222:0.90 227:0.61 229:0.61 231:0.67 235:0.98 241:0.59 242:0.40 243:0.18 244:0.61 245:0.45 246:0.61 247:0.55 253:0.23 254:0.98 257:0.84 259:0.21 265:0.21 266:0.27 267:0.36 271:0.18 276:0.23 277:0.69 287:0.61 300:0.43\n2 8:0.85 9:0.76 12:0.06 17:0.28 18:0.81 21:0.54 27:0.16 29:0.77 30:0.33 34:0.84 36:0.68 37:0.79 39:0.31 43:0.15 55:0.59 66:0.71 69:0.84 70:0.76 71:0.71 74:0.29 81:0.26 83:0.60 86:0.61 91:0.49 96:0.78 98:0.72 104:0.84 106:0.81 108:0.69 114:0.56 120:0.67 122:0.80 123:0.67 124:0.42 126:0.26 127:0.45 129:0.05 131:0.92 133:0.43 135:0.68 139:0.60 140:0.45 146:0.80 147:0.30 149:0.19 150:0.26 151:0.74 153:0.82 154:0.36 155:0.58 157:0.61 158:0.71 159:0.52 162:0.86 163:0.75 164:0.65 166:0.87 172:0.57 173:0.85 176:0.55 177:0.38 179:0.68 182:0.61 187:0.68 190:0.77 191:0.73 192:0.59 202:0.62 206:0.81 208:0.54 212:0.29 216:0.74 219:0.87 220:0.62 222:0.90 227:0.96 229:0.61 231:0.90 235:0.60 241:0.18 242:0.18 243:0.21 244:0.61 245:0.60 246:0.61 247:0.79 248:0.68 253:0.48 254:0.92 255:0.74 256:0.68 257:0.65 259:0.21 260:0.65 265:0.73 266:0.63 267:0.97 268:0.70 271:0.18 276:0.48 283:0.78 285:0.56 287:0.61 290:0.56 292:0.91 300:0.55\n0 11:0.81 12:0.06 17:0.45 18:0.87 21:0.30 27:0.26 29:0.77 30:0.90 32:0.77 34:0.70 36:0.28 37:0.90 39:0.31 43:0.63 44:0.93 45:0.66 55:0.52 66:0.69 69:0.47 70:0.28 71:0.71 74:0.56 77:0.70 81:0.36 86:0.70 91:0.53 98:0.64 101:0.52 104:0.86 108:0.36 120:0.57 122:0.86 123:0.34 124:0.42 126:0.26 127:0.35 129:0.05 131:0.61 133:0.37 135:0.84 139:0.82 140:0.45 144:0.76 145:0.92 146:0.56 147:0.62 149:0.38 150:0.32 151:0.48 153:0.77 154:0.53 155:0.58 157:0.81 159:0.31 162:0.86 164:0.62 166:0.61 172:0.54 173:0.56 177:0.70 179:0.66 182:0.78 187:0.39 190:0.89 192:0.51 195:0.62 202:0.54 204:0.85 208:0.54 212:0.61 215:0.44 216:0.47 220:0.87 222:0.90 227:0.61 229:0.61 231:0.80 235:0.31 241:0.57 242:0.45 243:0.73 244:0.61 245:0.59 246:0.61 247:0.67 248:0.49 253:0.38 256:0.58 259:0.21 260:0.56 265:0.65 266:0.47 267:0.36 268:0.63 271:0.18 276:0.43 281:0.89 282:0.85 285:0.47 287:0.61 297:0.36 300:0.33\n1 8:0.88 11:0.81 12:0.06 17:0.34 18:0.94 21:0.78 27:0.26 29:0.77 30:0.43 32:0.77 34:0.91 36:0.26 37:0.90 39:0.31 43:0.68 44:0.93 45:0.83 55:0.52 66:0.89 69:0.57 70:0.64 71:0.71 74:0.69 77:0.70 86:0.87 91:0.57 98:0.80 101:0.52 108:0.44 122:0.86 123:0.42 127:0.29 129:0.05 131:0.61 135:0.81 139:0.90 144:0.76 145:0.92 146:0.74 147:0.78 149:0.69 154:0.57 155:0.58 157:0.95 159:0.31 166:0.61 172:0.70 173:0.64 177:0.70 178:0.55 179:0.47 182:0.88 187:0.39 192:0.51 195:0.64 202:0.50 204:0.85 208:0.54 212:0.61 216:0.47 222:0.90 227:0.61 229:0.61 231:0.87 235:0.22 241:0.51 242:0.39 243:0.90 244:0.61 246:0.61 247:0.55 253:0.41 259:0.21 265:0.80 266:0.38 267:0.65 271:0.18 276:0.57 281:0.89 282:0.85 287:0.61 300:0.55\n1 11:0.81 12:0.06 17:0.38 18:0.84 21:0.30 27:0.26 29:0.77 30:0.91 32:0.77 34:0.69 36:0.31 37:0.90 39:0.31 43:0.63 44:0.93 45:0.66 55:0.52 66:0.68 69:0.47 70:0.25 71:0.71 74:0.56 77:0.70 81:0.36 86:0.70 91:0.42 98:0.61 101:0.52 104:0.86 106:0.81 108:0.36 120:0.54 122:0.86 123:0.34 124:0.43 126:0.26 127:0.33 129:0.05 131:0.61 133:0.37 135:0.83 139:0.82 140:0.45 144:0.76 145:0.92 146:0.55 147:0.61 149:0.36 150:0.32 151:0.47 153:0.46 154:0.53 155:0.58 157:0.81 159:0.31 162:0.86 164:0.54 166:0.61 172:0.51 173:0.56 177:0.70 179:0.68 182:0.78 187:0.68 190:0.89 192:0.51 195:0.62 202:0.49 204:0.85 206:0.81 208:0.54 212:0.58 215:0.44 216:0.47 220:0.91 222:0.90 227:0.61 229:0.61 231:0.80 235:0.31 241:0.51 242:0.38 243:0.72 244:0.61 245:0.58 246:0.61 247:0.67 248:0.47 253:0.38 256:0.58 259:0.21 260:0.54 265:0.62 266:0.47 267:0.52 268:0.58 271:0.18 276:0.41 281:0.89 282:0.85 285:0.47 287:0.61 297:0.36 300:0.33\n2 1:0.69 7:0.66 8:0.60 11:0.87 12:0.06 17:0.93 18:0.79 21:0.22 27:0.72 29:0.77 30:0.45 32:0.80 34:0.55 36:0.66 39:0.31 43:0.77 44:0.93 45:0.73 66:0.85 69:0.25 70:0.74 71:0.71 74:0.64 76:0.85 77:0.70 81:0.63 83:0.60 85:0.72 86:0.83 91:0.58 98:0.91 99:0.83 101:0.87 108:0.20 114:0.62 122:0.57 123:0.19 126:0.44 127:0.50 129:0.05 131:0.61 135:0.74 139:0.86 144:0.76 145:0.58 146:0.72 147:0.76 149:0.61 150:0.61 154:0.89 155:0.58 157:0.81 159:0.29 165:0.70 166:0.87 172:0.57 173:0.44 176:0.55 177:0.70 178:0.55 179:0.75 182:0.78 192:0.59 195:0.61 201:0.68 208:0.54 212:0.58 215:0.51 216:0.03 222:0.90 227:0.61 229:0.61 230:0.69 231:0.90 233:0.76 235:0.31 241:0.78 242:0.22 243:0.86 246:0.61 247:0.74 253:0.47 259:0.21 265:0.91 266:0.54 267:0.28 271:0.18 276:0.45 282:0.88 287:0.61 290:0.62 297:0.36 299:0.88 300:0.55\n2 11:0.81 12:0.06 17:0.62 18:0.95 21:0.78 27:0.55 29:0.77 30:0.44 31:0.88 34:0.81 36:0.72 37:0.94 39:0.31 43:0.17 45:0.66 55:0.71 66:0.29 69:0.30 70:0.85 71:0.71 74:0.44 79:0.90 86:0.79 91:0.20 98:0.56 101:0.52 104:0.58 108:0.70 122:0.86 123:0.68 124:0.89 127:0.90 129:0.05 131:0.83 133:0.90 135:0.97 137:0.88 139:0.75 140:0.45 144:0.76 146:0.61 147:0.66 149:0.35 151:0.55 153:0.48 154:0.79 157:0.77 159:0.90 162:0.86 166:0.61 172:0.79 173:0.11 177:0.70 179:0.25 182:0.72 187:0.39 190:0.89 196:0.89 202:0.36 212:0.26 216:0.14 220:0.62 222:0.90 227:0.89 229:0.61 231:0.73 235:0.02 241:0.15 242:0.24 243:0.20 245:0.89 246:0.61 247:0.76 248:0.54 253:0.33 254:0.93 256:0.45 259:0.21 265:0.57 266:0.95 267:0.52 268:0.46 271:0.18 276:0.88 277:0.69 284:0.86 285:0.47 287:0.61 300:0.84\n3 7:0.66 11:0.64 12:0.06 17:0.77 18:0.80 21:0.78 27:0.71 29:0.77 30:0.72 34:0.95 36:0.95 37:0.65 39:0.31 43:0.69 45:0.66 55:0.71 66:0.59 69:0.45 70:0.57 71:0.71 74:0.31 77:0.70 83:0.60 86:0.61 91:0.44 97:0.89 98:0.65 101:0.52 108:0.35 123:0.34 124:0.61 127:0.53 129:0.59 131:0.61 133:0.66 135:0.83 139:0.59 145:0.79 146:0.72 147:0.76 149:0.43 154:0.65 155:0.58 157:0.61 158:0.72 159:0.51 166:0.61 172:0.61 173:0.43 177:0.70 178:0.55 179:0.59 182:0.61 187:0.21 192:0.59 195:0.74 202:0.36 208:0.54 212:0.68 216:0.15 222:0.90 227:0.61 229:0.61 230:0.69 231:0.86 233:0.76 235:0.80 241:0.24 242:0.18 243:0.67 245:0.69 246:0.61 247:0.86 253:0.27 254:0.99 259:0.21 265:0.65 266:0.54 267:0.65 271:0.18 276:0.60 279:0.82 282:0.71 283:0.78 287:0.61 300:0.55\n3 6:0.93 7:0.81 8:0.91 12:0.20 17:0.01 20:0.94 21:0.64 27:0.04 28:0.73 32:0.80 34:0.47 36:0.30 37:0.88 43:0.27 66:0.36 69:0.80 78:0.82 81:0.61 91:0.98 98:0.09 100:0.88 108:0.64 111:0.83 120:0.87 123:0.62 126:0.54 127:0.07 129:0.05 135:0.18 140:0.94 145:0.69 146:0.05 147:0.05 149:0.11 150:0.45 151:0.77 152:0.97 153:0.88 154:0.19 159:0.05 161:0.60 162:0.46 164:0.97 167:0.84 169:0.94 172:0.05 173:0.93 177:0.05 178:0.53 181:0.89 186:0.82 189:0.91 191:0.99 195:0.61 202:0.99 215:0.53 216:0.82 220:0.99 230:0.87 233:0.76 235:0.74 238:0.93 241:0.99 243:0.51 248:0.82 256:0.96 259:0.21 260:0.88 261:0.97 265:0.09 267:0.36 268:0.96 271:0.94 285:0.62 297:0.36\n3 6:0.96 8:0.95 12:0.20 17:0.34 20:0.95 21:0.30 25:0.88 27:0.09 28:0.73 30:0.71 34:0.20 36:0.63 37:0.96 43:0.39 55:0.84 66:0.53 69:0.56 70:0.29 78:0.85 81:0.75 91:0.93 98:0.72 100:0.91 104:0.54 108:0.70 111:0.86 120:0.92 123:0.68 124:0.51 126:0.54 127:0.49 129:0.59 133:0.47 135:0.63 140:0.45 146:0.55 147:0.61 149:0.44 150:0.56 151:0.83 152:0.88 153:0.96 154:0.29 159:0.50 161:0.60 162:0.78 163:0.94 164:0.93 167:0.82 169:0.89 172:0.37 173:0.54 177:0.05 179:0.83 181:0.89 186:0.85 189:0.97 191:0.94 202:0.87 212:0.61 215:0.72 216:0.44 220:0.74 235:0.31 238:0.96 241:0.91 242:0.82 243:0.37 245:0.57 247:0.12 248:0.88 256:0.89 259:0.21 260:0.92 261:0.92 265:0.72 266:0.38 267:0.36 268:0.91 271:0.94 276:0.40 283:0.82 285:0.62 297:0.36 300:0.25\n1 6:0.83 7:0.81 8:0.63 12:0.20 17:0.02 20:0.86 21:0.71 27:0.15 28:0.73 30:0.95 32:0.80 34:0.26 36:0.43 37:0.27 43:0.34 55:0.71 66:0.54 69:0.66 78:0.87 81:0.55 91:0.96 98:0.43 100:0.90 104:0.58 108:0.50 111:0.86 120:0.86 123:0.48 126:0.54 127:0.14 129:0.05 135:0.28 140:0.90 145:0.74 146:0.26 147:0.32 149:0.21 150:0.42 151:0.73 152:0.81 153:0.80 154:0.25 159:0.11 161:0.60 162:0.54 164:0.94 167:0.81 169:0.87 172:0.10 173:0.96 177:0.05 178:0.50 179:0.93 181:0.89 186:0.87 189:0.85 191:0.92 195:0.54 202:0.93 215:0.48 216:0.36 220:0.62 230:0.87 233:0.76 235:0.84 238:0.91 241:0.84 243:0.63 248:0.81 256:0.96 259:0.21 260:0.87 261:0.88 265:0.45 267:0.44 268:0.92 271:0.94 283:0.82 285:0.62 297:0.36 300:0.08\n1 7:0.81 12:0.20 17:0.51 21:0.54 27:0.15 28:0.73 30:0.11 32:0.80 34:0.75 36:0.30 37:0.79 43:0.37 55:0.52 66:0.49 69:0.61 70:0.85 81:0.67 91:0.22 98:0.45 104:0.88 106:0.81 108:0.81 123:0.80 124:0.78 126:0.54 127:0.34 129:0.93 133:0.84 135:0.99 145:0.86 146:0.38 147:0.44 149:0.52 150:0.49 154:0.28 159:0.58 161:0.60 167:0.48 172:0.48 173:0.50 177:0.05 178:0.55 179:0.60 181:0.89 187:0.68 195:0.83 206:0.81 212:0.48 215:0.58 216:0.92 230:0.65 233:0.63 235:0.60 241:0.21 242:0.82 243:0.27 245:0.55 247:0.12 259:0.21 265:0.47 266:0.75 267:0.97 271:0.94 276:0.52 283:0.82 297:0.36 300:0.55\n2 8:0.94 12:0.20 17:0.09 21:0.78 27:0.03 28:0.73 34:0.61 36:0.23 37:0.90 91:0.99 120:0.82 135:0.88 140:1.00 151:0.66 153:0.48 161:0.60 162:0.46 164:0.91 167:0.83 175:0.75 178:0.55 181:0.89 191:0.99 202:0.99 216:0.79 220:0.62 241:0.93 244:0.61 248:0.74 256:0.92 257:0.65 259:0.21 260:0.82 267:0.91 268:0.89 271:0.94 277:0.69 285:0.62\n0 7:0.81 8:0.90 12:0.20 17:0.40 20:0.74 21:0.64 27:0.65 28:0.73 30:0.73 32:0.80 37:0.33 43:0.27 55:0.52 66:0.44 69:0.80 70:0.37 78:0.76 81:0.76 91:0.93 98:0.34 100:0.80 108:0.64 111:0.76 120:0.97 123:0.61 124:0.58 126:0.54 127:0.26 129:0.59 133:0.47 140:0.45 145:0.59 146:0.45 147:0.51 149:0.50 150:0.57 151:0.84 152:0.74 153:0.98 154:0.19 159:0.41 161:0.60 162:0.60 164:0.94 167:0.81 169:0.78 172:0.41 173:0.80 177:0.05 179:0.57 181:0.89 186:0.77 191:0.88 195:0.75 202:0.92 212:0.72 215:0.53 216:0.34 230:0.87 233:0.76 235:0.80 241:0.86 242:0.82 243:0.57 245:0.68 247:0.12 248:0.96 256:0.92 260:0.97 261:0.74 265:0.37 266:0.47 268:0.93 271:0.94 276:0.34 283:0.82 285:0.62 297:0.36 300:0.33\n2 6:0.86 7:0.81 8:0.72 12:0.20 17:0.24 20:0.97 21:0.54 25:0.88 27:0.12 28:0.73 30:0.08 32:0.80 34:0.61 36:0.54 37:0.53 43:0.33 55:0.45 66:0.36 69:0.68 70:0.86 78:0.81 81:0.67 91:0.92 98:0.59 100:0.85 104:0.58 108:0.75 111:0.81 120:0.96 123:0.74 124:0.67 126:0.54 127:0.37 129:0.81 133:0.67 135:0.96 140:0.45 145:0.72 146:0.31 147:0.37 149:0.51 150:0.49 151:0.82 152:0.92 153:0.94 154:0.24 159:0.48 161:0.60 162:0.66 164:0.96 167:0.83 169:0.82 172:0.37 173:0.67 177:0.05 179:0.70 181:0.89 186:0.82 189:0.88 191:0.96 195:0.77 202:0.93 212:0.22 215:0.58 216:0.19 220:0.96 230:0.87 233:0.76 235:0.60 238:0.90 241:0.92 242:0.82 243:0.44 245:0.59 247:0.12 248:0.94 256:0.94 259:0.21 260:0.96 261:0.88 265:0.60 266:0.63 267:0.99 268:0.94 271:0.94 276:0.45 283:0.82 285:0.62 297:0.36 300:0.55\n2 6:0.86 7:0.81 8:0.68 12:0.20 17:0.30 20:0.85 21:0.40 27:0.21 28:0.73 30:0.45 34:0.71 36:0.68 37:0.74 43:0.52 55:0.71 66:0.91 69:0.15 70:0.39 78:0.80 81:0.72 91:0.84 98:0.86 100:0.83 104:0.91 106:0.81 108:0.12 111:0.80 120:0.93 123:0.12 126:0.54 127:0.38 129:0.05 135:0.54 140:0.45 146:0.89 147:0.91 149:0.72 150:0.54 151:0.82 152:0.80 153:0.95 154:0.41 159:0.49 161:0.60 162:0.72 164:0.94 167:0.64 169:0.81 172:0.76 173:0.19 177:0.05 179:0.46 181:0.89 186:0.80 187:0.39 189:0.88 191:0.83 202:0.90 206:0.81 212:0.35 215:0.67 216:0.95 220:0.62 230:0.87 233:0.76 235:0.42 238:0.91 241:0.65 242:0.82 243:0.92 247:0.12 248:0.90 256:0.91 259:0.21 260:0.94 261:0.82 265:0.86 266:0.54 267:0.89 268:0.92 271:0.94 276:0.65 283:0.82 285:0.62 297:0.36 300:0.33\n1 8:0.86 12:0.20 17:0.30 21:0.22 27:0.45 28:0.73 30:0.38 34:0.86 36:0.24 37:0.50 43:0.32 55:0.52 66:0.43 69:0.69 70:0.53 81:0.78 91:0.14 98:0.65 108:0.52 123:0.50 124:0.70 126:0.54 127:0.47 129:0.81 133:0.67 135:0.78 145:0.50 146:0.82 147:0.85 149:0.68 150:0.58 154:0.24 159:0.63 161:0.60 167:0.48 172:0.61 173:0.60 177:0.05 178:0.55 179:0.46 181:0.89 187:0.68 212:0.51 215:0.79 216:0.77 235:0.22 241:0.21 242:0.82 243:0.57 245:0.80 247:0.12 259:0.21 265:0.66 266:0.75 267:0.59 271:0.94 276:0.68 283:0.60 297:0.36 300:0.43\n1 6:0.83 7:0.81 8:0.64 12:0.20 17:0.49 20:0.81 21:0.71 27:0.28 28:0.73 30:0.95 32:0.80 34:0.29 36:0.36 37:0.43 43:0.34 55:0.71 66:0.54 69:0.66 78:0.84 81:0.55 91:0.76 98:0.43 100:0.86 104:0.72 108:0.50 111:0.83 120:0.62 123:0.48 126:0.54 127:0.14 129:0.05 135:0.30 140:0.80 145:0.74 146:0.26 147:0.32 149:0.21 150:0.42 151:0.57 152:0.78 153:0.80 154:0.25 159:0.11 161:0.60 162:0.48 164:0.70 167:0.82 169:0.84 172:0.10 173:0.96 177:0.05 178:0.42 179:0.93 181:0.89 186:0.84 189:0.85 191:0.77 195:0.54 202:0.76 215:0.48 216:0.24 220:0.62 230:0.87 233:0.76 235:0.84 238:0.89 241:0.89 243:0.63 248:0.55 256:0.58 259:0.21 260:0.62 261:0.83 265:0.45 267:0.23 268:0.64 271:0.94 283:0.60 285:0.62 297:0.36 300:0.08\n1 8:0.65 12:0.20 17:0.67 21:0.30 27:0.45 28:0.73 30:0.42 32:0.80 34:0.58 36:0.28 37:0.50 43:0.32 55:0.59 66:0.62 69:0.69 70:0.68 81:0.75 91:0.27 98:0.70 108:0.52 120:0.56 123:0.50 124:0.50 126:0.54 127:0.48 129:0.59 133:0.47 135:0.79 140:0.45 145:0.39 146:0.88 147:0.90 149:0.79 150:0.56 151:0.50 153:0.69 154:0.24 159:0.66 161:0.60 162:0.86 164:0.62 167:0.52 172:0.83 173:0.58 177:0.05 179:0.30 181:0.89 187:0.68 195:0.84 202:0.46 212:0.71 215:0.72 216:0.77 220:0.74 235:0.31 241:0.41 242:0.82 243:0.68 245:0.91 247:0.12 248:0.49 256:0.45 259:0.21 260:0.57 265:0.70 266:0.75 267:0.82 268:0.55 271:0.94 276:0.80 285:0.62 297:0.36 300:0.55\n2 6:0.93 7:0.81 8:0.80 12:0.20 17:0.01 20:0.89 21:0.22 27:0.04 28:0.73 30:0.58 32:0.80 34:0.71 36:0.45 37:0.88 43:0.35 55:0.59 66:0.80 69:0.62 70:0.33 78:0.89 81:0.78 91:0.84 98:0.79 100:0.98 104:0.91 108:0.47 111:0.95 120:0.98 123:0.46 126:0.54 127:0.27 129:0.05 135:0.51 140:0.45 145:0.70 146:0.61 147:0.66 149:0.48 150:0.58 151:0.85 152:0.97 153:0.99 154:0.27 159:0.22 161:0.60 162:0.69 163:0.75 164:0.99 167:0.76 169:0.94 172:0.45 173:0.79 177:0.05 179:0.75 181:0.89 186:0.89 187:0.39 189:0.94 191:0.98 195:0.58 202:0.98 212:0.37 215:0.79 216:0.82 220:0.62 230:0.87 233:0.76 235:0.22 238:0.98 241:0.76 242:0.82 243:0.82 247:0.12 248:0.98 256:0.99 259:0.21 260:0.98 261:0.97 265:0.79 266:0.27 267:0.36 268:0.99 271:0.94 276:0.38 283:0.82 285:0.62 297:0.36 300:0.25\n1 7:0.81 8:0.92 12:0.20 17:0.45 21:0.47 27:0.34 28:0.73 30:0.44 32:0.80 34:0.86 36:0.54 37:0.57 43:0.23 55:0.52 66:0.97 69:0.87 70:0.72 81:0.83 91:0.78 98:0.85 108:0.74 120:0.96 123:0.73 126:0.54 127:0.35 129:0.05 135:0.26 140:0.45 145:0.79 146:0.95 147:0.96 149:0.77 150:0.63 151:0.84 153:0.97 154:0.16 159:0.64 161:0.60 162:0.79 164:0.93 167:0.66 172:0.92 173:0.81 177:0.05 179:0.21 181:0.89 187:0.21 191:0.92 195:0.88 202:0.87 212:0.86 215:0.63 216:0.64 230:0.87 233:0.76 235:0.60 241:0.67 242:0.82 243:0.97 247:0.12 248:0.95 256:0.89 259:0.21 260:0.97 265:0.85 266:0.47 267:0.52 268:0.91 271:0.94 276:0.85 283:0.60 285:0.62 297:0.36 300:0.70\n2 6:0.86 7:0.81 8:0.66 12:0.20 17:0.13 20:0.74 21:0.40 27:0.21 28:0.73 30:0.28 34:0.62 36:0.94 37:0.74 43:0.52 55:0.59 66:0.96 69:0.12 70:0.57 78:0.90 81:0.72 91:0.88 98:0.93 100:0.93 104:0.84 106:0.81 108:0.10 111:0.88 120:0.91 123:0.10 126:0.54 127:0.58 129:0.05 135:0.60 140:0.45 146:0.97 147:0.97 149:0.79 150:0.54 151:0.74 152:0.80 153:0.84 154:0.41 159:0.69 161:0.60 162:0.73 164:0.94 167:0.61 169:0.81 172:0.88 173:0.13 177:0.05 179:0.32 181:0.89 186:0.97 187:0.39 189:0.83 191:0.85 202:0.90 206:0.81 212:0.54 215:0.67 216:0.95 220:0.62 230:0.65 233:0.63 235:0.42 238:0.99 241:0.62 242:0.82 243:0.96 247:0.12 248:0.87 256:0.92 259:0.21 260:0.92 261:0.82 265:0.93 266:0.63 267:0.84 268:0.93 271:0.94 276:0.81 283:0.82 285:0.62 297:0.36 300:0.43\n0 7:0.81 8:0.81 12:0.20 17:0.38 20:0.74 21:0.54 27:0.39 28:0.73 30:0.76 32:0.80 37:0.29 43:0.30 55:0.52 66:0.80 69:0.73 70:0.21 78:0.72 81:0.81 91:0.88 98:0.51 100:0.73 108:0.56 111:0.72 120:0.94 123:0.54 126:0.54 127:0.15 129:0.05 140:0.87 145:0.63 146:0.32 147:0.39 149:0.47 150:0.61 151:0.80 152:0.73 153:0.93 154:0.22 159:0.13 161:0.60 162:0.52 164:0.90 167:0.79 169:0.72 172:0.45 173:0.96 177:0.05 178:0.48 179:0.43 181:0.89 186:0.73 191:0.86 195:0.57 202:0.90 212:0.90 215:0.58 216:0.18 230:0.87 233:0.76 235:0.68 241:0.81 242:0.82 243:0.82 247:0.12 248:0.91 256:0.86 259:0.21 260:0.94 261:0.73 265:0.53 266:0.17 268:0.87 271:0.94 276:0.38 283:0.82 285:0.62 297:0.36 300:0.18\n1 6:0.82 8:0.67 12:0.20 17:0.01 20:0.87 21:0.22 27:0.31 28:0.73 30:0.91 34:0.28 36:0.79 37:0.35 43:0.51 55:0.84 66:0.69 69:0.12 70:0.13 78:0.79 81:0.78 91:0.95 98:0.29 100:0.81 104:0.58 108:0.10 111:0.79 120:0.97 123:0.10 126:0.54 127:0.12 129:0.05 135:0.24 140:0.80 146:0.44 147:0.50 149:0.34 150:0.58 151:0.70 152:0.82 153:0.48 154:0.40 159:0.16 161:0.60 162:0.51 163:0.86 164:0.97 167:0.81 169:0.79 172:0.21 173:0.14 177:0.05 178:0.42 179:0.43 181:0.89 186:0.80 189:0.84 191:0.86 202:0.98 212:0.61 215:0.79 216:0.65 235:0.22 238:0.87 241:0.84 242:0.82 243:0.73 247:0.12 248:0.96 256:0.96 259:0.21 260:0.97 261:0.82 265:0.31 266:0.17 267:0.82 268:0.97 271:0.94 276:0.22 283:0.82 285:0.62 297:0.36 300:0.13\n2 6:0.91 8:0.79 12:0.20 17:0.34 20:0.74 21:0.68 27:0.33 28:0.73 30:0.62 34:0.22 36:0.42 37:0.73 43:0.50 55:0.84 66:0.75 69:0.32 70:0.34 78:0.90 81:0.74 91:0.96 98:0.82 100:0.94 108:0.25 111:0.89 120:0.93 123:0.24 126:0.54 127:0.31 129:0.05 135:0.37 140:0.45 146:0.63 147:0.68 149:0.41 150:0.55 151:0.84 152:0.74 153:0.97 154:0.39 159:0.23 161:0.60 162:0.65 163:0.75 164:0.96 167:0.81 169:0.88 172:0.32 173:0.50 177:0.05 179:0.89 181:0.89 186:0.96 189:0.92 191:0.88 202:0.95 212:0.30 215:0.49 216:0.44 235:0.84 238:0.91 241:0.86 242:0.82 243:0.77 247:0.12 248:0.90 256:0.94 259:0.21 260:0.93 261:0.77 265:0.82 266:0.27 267:0.89 268:0.96 271:0.94 276:0.28 283:0.82 285:0.62 297:0.36 300:0.25\n3 6:0.95 8:0.96 12:0.20 17:0.12 20:0.97 21:0.78 27:0.07 28:0.73 30:0.62 34:0.42 36:0.51 37:0.96 43:0.39 55:0.84 66:0.75 69:0.54 70:0.34 78:0.85 91:1.00 98:0.78 100:0.92 108:0.42 111:0.87 120:0.90 123:0.40 127:0.26 129:0.05 135:0.51 140:0.94 146:0.58 147:0.64 149:0.39 151:0.78 152:0.89 153:0.89 154:0.30 159:0.21 161:0.60 162:0.51 163:0.75 164:0.95 167:0.82 169:0.90 172:0.32 173:0.73 177:0.05 178:0.53 179:0.87 181:0.89 186:0.85 189:0.96 191:0.97 202:0.96 212:0.30 216:0.61 235:0.05 238:0.95 241:0.92 242:0.82 243:0.77 247:0.12 248:0.85 256:0.97 259:0.21 260:0.90 261:0.92 265:0.78 266:0.27 267:0.88 268:0.94 271:0.94 276:0.28 285:0.62 300:0.25\n0 12:0.37 17:0.49 18:0.63 21:0.78 27:0.45 28:0.98 29:0.91 30:0.76 34:0.84 36:0.19 37:0.50 39:0.28 43:0.10 55:0.42 66:0.64 69:0.80 70:0.15 71:0.63 74:0.35 86:0.67 91:0.25 98:0.18 108:0.64 122:0.67 123:0.61 127:0.10 129:0.05 135:0.86 139:0.65 145:0.49 146:0.28 147:0.35 149:0.06 154:0.47 159:0.12 161:0.99 163:0.97 167:0.50 172:0.16 173:0.74 177:0.70 178:0.55 179:0.23 181:0.64 187:0.68 212:0.95 216:0.77 222:0.60 235:0.60 241:0.21 242:0.82 243:0.69 244:0.61 247:0.12 253:0.29 254:0.74 259:0.21 265:0.19 266:0.12 267:0.44 271:0.88 276:0.14 300:0.13\n1 12:0.37 17:0.94 18:0.98 21:0.64 27:0.55 28:0.98 29:0.91 30:0.62 31:0.88 34:0.83 36:0.22 37:0.49 39:0.28 43:0.15 44:0.87 55:0.45 64:0.77 66:0.18 69:0.54 70:0.60 71:0.63 74:0.34 79:0.89 81:0.30 86:0.94 91:0.58 98:0.67 108:0.41 120:0.55 122:0.86 123:0.66 124:0.52 126:0.44 127:0.35 129:0.59 133:0.47 135:0.56 137:0.88 139:0.93 140:0.45 145:0.65 146:0.49 147:0.56 149:0.40 150:0.24 151:0.49 153:0.48 154:0.11 159:0.47 161:0.99 162:0.74 164:0.54 167:0.56 172:0.67 173:0.50 175:0.75 177:0.38 179:0.43 181:0.64 187:0.68 190:0.89 192:0.51 195:0.74 196:0.92 201:0.68 202:0.56 212:0.78 215:0.38 216:0.30 219:0.89 220:0.91 222:0.60 235:0.80 241:0.49 242:0.79 243:0.63 244:0.83 245:0.82 247:0.47 248:0.48 253:0.28 255:0.74 256:0.58 257:0.65 259:0.21 260:0.54 265:0.41 266:0.63 267:0.19 268:0.59 271:0.88 276:0.65 277:0.69 284:0.91 285:0.56 292:0.91 297:0.36 300:0.55\n1 8:0.68 11:0.64 12:0.37 17:0.79 18:0.79 20:0.87 21:0.77 27:0.59 28:0.98 29:0.91 30:0.21 34:0.74 36:0.63 37:0.27 39:0.28 43:0.64 44:0.90 45:0.66 55:0.42 66:0.16 69:0.71 70:0.76 71:0.63 74:0.75 76:0.98 77:0.98 78:0.89 81:0.23 86:0.80 91:0.85 96:0.68 98:0.45 100:0.73 101:0.52 108:0.70 111:0.86 114:0.53 122:0.80 123:0.52 124:0.75 126:0.26 127:0.80 129:0.59 133:0.76 135:0.39 139:0.80 140:0.96 145:0.98 146:0.48 147:0.05 149:0.44 150:0.23 151:0.46 152:0.82 153:0.48 154:0.53 159:0.49 161:0.99 162:0.47 167:0.83 169:0.72 172:0.48 173:0.76 175:0.75 176:0.61 177:0.05 178:0.54 179:0.71 181:0.64 186:0.89 190:0.89 195:0.70 202:0.85 212:0.68 216:0.24 220:0.99 222:0.60 235:0.97 241:0.84 242:0.37 243:0.12 244:0.61 245:0.60 247:0.47 248:0.46 253:0.43 256:0.68 257:0.84 259:0.21 261:0.86 265:0.25 266:0.54 267:0.44 268:0.69 271:0.88 276:0.50 277:0.69 282:0.77 285:0.47 290:0.53 300:0.55\n2 1:0.69 7:0.66 9:0.76 11:0.64 12:0.37 17:0.94 18:0.97 21:0.40 22:0.93 27:0.71 28:0.98 29:0.91 30:0.10 31:0.87 34:0.25 36:0.29 37:0.40 39:0.28 43:0.62 44:0.90 45:0.81 47:0.93 64:0.77 66:0.97 69:0.66 70:0.83 71:0.63 74:0.92 77:1.00 79:0.87 81:0.45 83:0.60 86:0.97 91:0.61 96:0.69 97:0.89 98:0.89 99:0.83 101:0.52 108:0.50 114:0.61 117:0.86 122:0.80 123:0.48 126:0.44 127:0.43 129:0.05 135:0.51 137:0.87 139:0.97 140:0.45 145:0.96 146:0.88 147:0.90 149:0.83 150:0.56 151:0.50 153:0.77 154:0.51 155:0.58 158:0.79 159:0.46 161:0.99 162:0.86 165:0.70 167:0.59 172:0.92 173:0.68 175:0.75 176:0.66 177:0.38 179:0.23 181:0.64 187:0.39 190:0.77 192:0.51 195:0.72 196:0.90 201:0.68 202:0.55 204:0.85 208:0.54 212:0.91 216:0.12 219:0.92 220:0.91 222:0.60 230:0.69 232:0.80 233:0.73 235:0.52 241:0.54 242:0.54 243:0.97 244:0.61 247:0.60 248:0.50 253:0.52 255:0.74 256:0.58 257:0.65 259:0.21 262:0.93 265:0.89 266:0.47 267:0.69 268:0.64 271:0.88 276:0.85 277:0.69 279:0.82 281:0.91 282:0.77 284:0.92 285:0.56 290:0.61 292:0.95 300:0.55\n1 8:0.65 12:0.37 17:0.69 18:0.63 20:0.87 21:0.30 27:0.12 28:0.98 29:0.91 30:0.72 34:0.85 36:0.69 37:0.82 39:0.28 43:0.16 55:0.59 66:0.84 69:0.40 70:0.29 71:0.63 74:0.64 76:0.85 77:0.70 78:0.90 81:0.36 86:0.64 87:0.98 91:0.29 98:0.89 100:0.92 108:0.31 111:0.90 114:0.63 117:0.86 122:0.77 123:0.30 126:0.26 127:0.44 129:0.05 135:0.61 139:0.62 145:0.58 146:0.78 147:0.82 149:0.26 150:0.32 152:0.82 154:0.11 159:0.34 161:0.99 167:0.53 169:0.89 172:0.54 173:0.49 176:0.61 177:0.70 178:0.55 179:0.76 181:0.64 186:0.90 187:0.39 195:0.66 212:0.81 216:0.54 222:0.60 232:0.72 235:0.31 241:0.37 242:0.76 243:0.85 244:0.83 247:0.39 253:0.48 259:0.21 261:0.90 265:0.89 266:0.27 267:0.65 271:0.88 276:0.44 282:0.73 290:0.63 300:0.25\n1 7:0.72 8:0.60 12:0.37 17:0.95 18:0.87 21:0.40 22:0.93 27:0.57 28:0.98 29:0.91 30:0.68 31:0.86 34:0.69 36:0.23 37:0.40 39:0.28 43:0.18 44:0.87 47:0.93 48:0.91 55:0.71 64:0.77 66:0.54 69:0.27 70:0.43 71:0.63 74:0.32 79:0.86 81:0.36 86:0.81 91:0.46 98:0.74 108:0.21 122:0.86 123:0.20 124:0.48 126:0.26 127:0.70 129:0.05 133:0.39 135:0.54 137:0.86 139:0.84 140:0.45 145:0.47 146:0.61 147:0.66 149:0.20 150:0.32 151:0.47 153:0.69 154:0.12 159:0.35 161:0.99 162:0.86 163:0.81 167:0.45 172:0.32 173:0.42 175:0.75 177:0.38 179:0.91 181:0.64 187:0.21 190:0.89 192:0.51 195:0.58 196:0.88 202:0.46 212:0.42 216:0.11 219:0.89 220:0.91 222:0.60 230:0.74 233:0.66 235:0.52 241:0.01 242:0.63 243:0.63 244:0.83 245:0.50 247:0.39 248:0.47 253:0.27 256:0.45 257:0.65 259:0.21 262:0.93 265:0.74 266:0.38 267:0.23 268:0.55 271:0.88 276:0.33 277:0.69 281:0.86 284:0.86 285:0.47 292:0.91 300:0.33\n1 8:0.71 11:0.64 12:0.37 17:0.85 18:0.61 21:0.05 27:0.34 28:0.98 29:0.91 30:0.09 32:0.64 34:0.49 36:0.35 37:0.37 39:0.28 43:0.48 44:0.90 45:0.66 55:0.45 66:0.77 69:0.86 70:0.95 71:0.63 74:0.77 76:1.00 77:1.00 81:0.62 86:0.66 91:0.57 98:0.67 101:0.52 108:0.73 114:0.81 117:0.86 122:0.77 123:0.71 124:0.39 126:0.26 127:0.30 129:0.05 133:0.39 135:0.68 139:0.77 145:1.00 146:0.76 147:0.23 149:0.35 150:0.45 154:0.37 155:0.58 158:0.74 159:0.44 161:0.99 167:0.53 172:0.71 173:0.89 175:0.75 176:0.61 177:0.05 178:0.55 179:0.43 181:0.64 187:0.39 192:0.51 195:0.80 204:0.85 208:0.54 212:0.75 216:0.28 222:0.60 232:0.95 235:0.05 241:0.35 242:0.80 243:0.16 244:0.61 245:0.67 247:0.39 253:0.57 257:0.84 259:0.21 265:0.67 266:0.54 267:0.36 271:0.88 276:0.60 277:0.69 281:0.91 282:0.77 290:0.81 300:0.84\n2 1:0.69 12:0.37 17:0.96 18:0.68 21:0.64 27:0.34 28:0.98 29:0.91 30:0.74 34:0.21 36:0.38 37:0.37 39:0.28 43:0.11 44:0.87 55:0.59 64:0.77 66:0.77 69:0.95 70:0.59 71:0.63 74:0.66 76:0.85 77:0.98 81:0.32 86:0.71 91:0.25 96:0.75 98:0.47 108:0.91 114:0.56 117:0.86 122:0.77 123:0.90 124:0.41 126:0.44 127:0.54 129:0.05 133:0.62 135:0.83 139:0.72 140:0.45 145:0.70 146:0.78 147:0.05 149:0.17 150:0.48 151:0.55 153:0.48 154:0.15 155:0.58 158:0.74 159:0.78 161:0.99 162:0.86 167:0.52 172:0.79 173:0.96 175:0.75 176:0.66 177:0.05 179:0.45 181:0.64 187:0.39 190:0.89 192:0.51 195:0.92 201:0.68 202:0.36 208:0.54 212:0.87 216:0.28 220:0.62 222:0.60 232:1.00 235:0.84 241:0.30 242:0.63 243:0.08 244:0.61 245:0.67 247:0.55 248:0.54 253:0.57 254:0.74 256:0.45 257:0.84 259:0.21 265:0.49 266:0.47 267:0.23 268:0.46 271:0.88 276:0.55 277:0.69 282:0.77 285:0.47 290:0.56 300:0.70\n1 8:0.67 12:0.37 17:0.64 18:0.63 21:0.13 27:0.12 28:0.98 29:0.91 30:0.56 34:0.83 36:0.68 37:0.82 39:0.28 43:0.13 55:0.59 66:0.74 69:0.64 70:0.30 71:0.63 74:0.62 76:0.85 77:0.70 81:0.52 86:0.64 87:0.98 91:0.31 98:0.78 108:0.49 114:0.72 122:0.77 123:0.46 124:0.39 126:0.26 127:0.40 129:0.05 133:0.37 135:0.66 139:0.62 145:0.58 146:0.72 147:0.77 149:0.25 150:0.40 154:0.10 159:0.36 161:0.99 167:0.55 172:0.51 173:0.71 176:0.61 177:0.70 178:0.55 179:0.74 181:0.64 187:0.39 195:0.68 212:0.73 216:0.54 222:0.60 232:0.72 235:0.12 241:0.46 242:0.76 243:0.77 244:0.83 245:0.49 247:0.39 253:0.53 259:0.21 265:0.78 266:0.38 267:0.59 271:0.88 276:0.44 282:0.73 290:0.72 300:0.25\n1 1:0.69 7:0.66 11:0.64 12:0.37 17:0.89 18:0.78 21:0.68 27:0.69 28:0.98 29:0.91 30:0.45 34:1.00 36:0.46 37:0.24 39:0.28 43:0.61 44:0.90 45:0.66 48:0.98 55:0.45 64:0.77 66:0.82 69:0.76 70:0.47 71:0.63 74:0.66 76:0.98 77:0.96 81:0.32 86:0.81 91:0.54 98:0.62 101:0.52 108:0.60 114:0.55 117:0.86 122:0.80 123:0.57 126:0.44 127:0.18 129:0.05 132:0.97 135:0.56 139:0.84 145:0.98 146:0.51 147:0.57 149:0.30 150:0.48 154:0.51 155:0.58 159:0.18 161:0.99 167:0.51 172:0.48 173:0.90 175:0.75 176:0.66 177:0.38 178:0.55 179:0.53 181:0.64 187:0.39 192:0.51 195:0.60 201:0.68 204:0.85 208:0.54 212:0.50 216:0.39 222:0.60 230:0.69 232:0.93 233:0.73 235:0.97 241:0.27 242:0.33 243:0.83 244:0.61 247:0.55 253:0.41 257:0.65 265:0.63 266:0.38 267:0.65 271:0.88 276:0.38 277:0.69 281:0.88 282:0.77 290:0.55 300:0.33\n1 12:0.37 17:0.89 18:0.61 21:0.64 27:0.34 28:0.98 29:0.91 30:0.87 32:0.64 34:0.39 36:0.64 37:0.37 39:0.28 43:0.11 55:0.59 66:0.86 69:0.95 70:0.36 71:0.63 74:0.63 76:0.85 77:0.96 81:0.26 86:0.66 91:0.40 96:0.80 98:0.46 108:0.90 114:0.56 117:0.86 122:0.77 123:0.89 124:0.37 126:0.26 127:0.30 129:0.05 133:0.39 135:0.82 139:0.64 140:0.45 145:1.00 146:0.85 147:0.05 149:0.18 150:0.25 151:0.60 153:0.48 154:0.15 158:0.75 159:0.78 161:0.99 162:0.86 167:0.49 172:0.78 173:0.89 175:0.75 176:0.61 177:0.05 179:0.37 181:0.64 187:0.39 190:0.89 195:0.95 202:0.36 212:0.89 216:0.28 222:0.60 232:0.98 235:0.80 241:0.18 242:0.77 243:0.09 244:0.61 245:0.60 247:0.47 248:0.59 253:0.69 254:0.74 256:0.45 257:0.84 259:0.21 265:0.47 266:0.38 267:0.19 268:0.46 271:0.88 276:0.52 277:0.69 282:0.73 285:0.47 290:0.56 300:0.55\n0 1:0.69 11:0.85 12:0.37 17:1.00 18:0.96 21:0.30 22:0.93 27:0.72 28:0.98 29:0.91 30:0.13 34:0.75 36:0.49 39:0.28 43:0.71 44:0.90 45:0.89 47:0.93 48:0.91 55:0.42 64:0.77 66:0.90 69:0.85 70:0.92 71:0.63 74:0.89 76:0.85 77:0.70 81:0.52 83:0.60 86:0.94 91:0.18 97:0.89 98:0.83 99:0.83 101:0.87 104:0.74 108:0.71 114:0.63 117:0.86 122:0.77 123:0.69 124:0.37 126:0.44 127:0.81 129:0.05 133:0.43 135:0.74 139:0.94 145:0.58 146:0.91 147:0.18 149:0.77 150:0.58 154:0.53 155:0.58 158:0.79 159:0.66 161:0.99 165:0.70 167:0.45 172:0.93 173:0.84 176:0.66 177:0.38 178:0.55 179:0.25 181:0.64 187:0.39 192:0.51 195:0.79 201:0.68 204:0.85 208:0.54 212:0.86 216:0.04 219:0.92 222:0.60 232:0.90 235:0.42 242:0.43 243:0.08 245:0.81 247:0.79 253:0.51 254:0.96 257:0.65 259:0.21 262:0.93 265:0.83 266:0.54 267:0.84 271:0.88 276:0.86 279:0.82 281:0.89 282:0.77 290:0.63 292:0.95 300:0.84\n2 12:0.37 17:0.93 18:0.58 21:0.78 27:0.34 28:0.98 29:0.91 30:0.21 34:0.21 36:0.41 37:0.37 39:0.28 43:0.11 55:0.42 66:0.20 69:0.95 70:0.37 71:0.63 74:0.39 76:0.85 86:0.63 91:0.11 98:0.09 108:0.90 122:0.55 123:0.90 124:0.73 127:0.28 129:0.05 133:0.62 135:0.84 139:0.61 145:0.89 146:0.19 147:0.05 149:0.08 154:0.15 159:0.71 161:0.99 163:0.81 167:0.47 172:0.10 173:0.93 175:0.75 177:0.05 178:0.55 179:0.91 181:0.64 187:0.39 212:0.42 216:0.28 222:0.60 235:0.97 241:0.07 242:0.45 243:0.26 244:0.61 245:0.40 247:0.35 253:0.31 254:0.84 257:0.84 259:0.21 265:0.08 266:0.23 267:0.23 271:0.88 276:0.15 277:0.69 300:0.25\n1 12:0.37 17:0.20 18:0.85 21:0.64 27:0.45 28:0.98 29:0.91 30:0.08 32:0.68 34:0.66 36:0.18 37:0.50 39:0.28 43:0.57 44:0.90 64:0.77 66:0.24 69:0.70 70:0.95 71:0.63 74:0.41 81:0.30 86:0.89 91:0.23 98:0.33 108:0.53 122:0.75 123:0.69 124:0.71 126:0.44 127:0.35 129:0.05 133:0.60 135:0.89 139:0.90 145:0.47 146:0.41 147:0.48 149:0.38 150:0.24 154:0.70 159:0.50 161:0.99 163:0.79 167:0.54 172:0.32 173:0.67 177:0.70 178:0.55 179:0.69 181:0.64 187:0.68 192:0.51 195:0.75 201:0.68 212:0.22 215:0.38 216:0.77 219:0.92 222:0.60 235:0.80 241:0.41 242:0.22 243:0.48 245:0.60 247:0.67 253:0.32 254:0.80 259:0.21 265:0.33 266:0.54 267:0.36 271:0.88 276:0.42 277:0.69 283:0.71 292:0.91 297:0.36 300:0.70\n0 1:0.69 7:0.81 12:0.37 17:0.90 18:0.92 21:0.40 22:0.93 27:0.55 28:0.98 29:0.91 30:0.55 34:0.97 36:0.33 37:0.32 39:0.28 43:0.09 44:0.90 47:0.93 48:0.99 55:0.42 64:0.77 66:0.92 69:0.78 70:0.51 71:0.63 74:0.82 76:0.98 77:0.89 81:0.42 86:0.93 91:0.25 98:0.60 108:0.61 114:0.61 117:0.86 122:0.85 123:0.59 126:0.44 127:0.17 129:0.05 135:0.95 139:0.95 145:0.83 146:0.68 147:0.72 149:0.08 150:0.52 154:0.49 155:0.67 158:0.78 159:0.26 161:0.99 167:0.47 172:0.77 173:0.79 175:0.75 176:0.66 177:0.38 178:0.55 179:0.21 181:0.64 187:0.39 192:0.87 195:0.73 201:0.68 204:0.89 208:0.64 212:0.89 216:0.81 219:0.92 222:0.60 230:0.86 232:0.83 233:0.73 235:0.52 241:0.03 242:0.45 243:0.92 244:0.61 247:0.67 253:0.49 254:0.74 257:0.65 259:0.21 262:0.93 265:0.61 266:0.38 267:0.65 271:0.88 276:0.66 277:0.69 279:0.82 281:0.89 282:0.77 290:0.61 292:0.91 300:0.43\n2 6:0.85 8:0.70 11:0.64 12:0.37 17:0.93 18:0.61 20:0.87 21:0.05 27:0.34 28:0.98 29:0.91 30:0.42 32:0.64 34:0.75 36:0.31 37:0.37 39:0.28 43:0.48 45:0.66 55:0.71 66:0.72 69:0.86 70:0.85 71:0.63 74:0.68 76:0.85 77:0.96 78:0.87 81:0.62 86:0.66 91:0.54 96:0.75 98:0.59 100:0.89 101:0.52 108:0.73 111:0.86 114:0.81 117:0.86 122:0.77 123:0.71 124:0.41 126:0.26 127:0.26 129:0.05 133:0.39 135:0.76 139:0.64 140:0.45 145:1.00 146:0.67 147:0.23 149:0.34 150:0.45 151:0.55 152:0.94 153:0.48 154:0.37 158:0.74 159:0.38 161:0.99 162:0.86 167:0.52 169:0.90 172:0.61 173:0.90 175:0.75 176:0.61 177:0.05 179:0.50 181:0.64 186:0.87 187:0.39 190:0.89 195:0.73 202:0.36 212:0.73 216:0.28 220:0.62 222:0.60 232:0.95 235:0.05 241:0.32 242:0.78 243:0.19 244:0.61 245:0.62 247:0.39 248:0.54 253:0.65 256:0.45 257:0.84 259:0.21 261:0.93 265:0.60 266:0.54 267:0.52 268:0.46 271:0.88 276:0.50 277:0.69 282:0.73 285:0.47 290:0.81 300:0.70\n0 12:0.37 17:0.98 18:0.98 21:0.54 22:0.93 27:0.55 28:0.98 29:0.91 30:0.72 34:0.75 36:0.30 37:0.49 39:0.28 43:0.14 44:0.87 47:0.93 48:0.91 55:0.45 64:0.77 66:0.13 69:0.83 70:0.52 71:0.63 74:0.31 81:0.40 86:0.94 91:0.15 98:0.58 108:0.46 122:0.86 123:0.66 124:0.50 126:0.44 127:0.29 129:0.05 133:0.39 135:0.34 139:0.93 145:0.54 146:0.66 147:0.51 149:0.38 150:0.32 154:0.10 159:0.40 161:0.99 167:0.55 172:0.65 173:0.86 175:0.75 177:0.05 178:0.55 179:0.42 181:0.64 187:0.68 192:0.51 195:0.71 201:0.68 212:0.82 215:0.39 216:0.30 222:0.60 235:0.88 241:0.46 242:0.80 243:0.68 244:0.83 245:0.78 247:0.39 253:0.27 257:0.84 259:0.21 262:0.93 265:0.38 266:0.47 267:0.36 271:0.88 276:0.60 277:0.69 281:0.89 297:0.36 300:0.55\n1 1:0.74 11:0.83 12:0.37 17:0.93 18:0.81 21:0.30 27:0.72 28:0.57 29:0.71 30:0.40 34:0.88 36:0.74 39:0.84 43:0.80 45:0.66 55:0.59 64:0.77 66:0.62 69:0.72 70:0.54 71:0.77 74:0.71 76:0.85 81:0.57 83:0.91 85:0.80 86:0.87 91:0.29 98:0.77 101:0.87 104:0.58 108:0.65 114:0.65 122:0.77 123:0.63 124:0.55 126:0.54 127:0.71 129:0.59 133:0.66 135:0.23 139:0.83 145:0.92 146:0.20 147:0.18 149:0.75 150:0.76 154:0.74 155:0.67 159:0.46 161:0.86 165:0.93 167:0.53 172:0.67 173:0.78 176:0.73 177:0.38 178:0.55 179:0.58 181:0.74 187:0.21 192:0.87 201:0.93 202:0.36 208:0.64 212:0.58 215:0.44 216:0.15 222:0.48 228:0.99 232:0.77 235:0.52 241:0.32 242:0.16 243:0.15 245:0.71 247:0.90 253:0.50 257:0.65 259:0.21 265:0.77 266:0.27 267:0.18 271:0.88 276:0.63 290:0.65 297:0.36 300:0.43\n1 1:0.74 8:0.78 9:0.80 11:0.92 12:0.37 17:0.76 18:0.95 21:0.05 22:0.93 27:0.54 28:0.57 29:0.71 30:0.68 31:0.91 32:0.79 34:0.50 36:0.94 37:0.65 39:0.84 41:0.82 43:0.78 44:0.93 45:0.83 47:0.93 60:0.95 64:0.77 66:0.95 69:0.78 70:0.45 71:0.77 74:0.97 76:0.85 77:0.96 78:0.93 79:0.90 81:0.76 83:0.91 85:0.97 86:0.99 91:0.48 96:0.75 97:0.94 98:0.80 101:0.97 106:0.81 108:0.62 111:0.96 114:0.89 117:0.86 120:0.64 122:0.57 123:0.60 124:0.36 126:0.54 127:0.34 129:0.05 133:0.37 135:0.87 137:0.91 139:0.99 140:0.45 145:0.91 146:0.92 147:0.05 149:0.98 150:0.85 151:0.72 153:0.48 154:0.70 155:0.67 158:0.92 159:0.59 161:0.86 162:0.86 164:0.66 165:0.93 167:0.56 169:0.95 172:0.96 173:0.71 176:0.73 177:0.05 179:0.15 181:0.74 187:0.87 191:0.75 192:0.87 195:0.85 196:0.96 201:0.93 202:0.56 206:0.81 208:0.64 212:0.93 215:0.78 216:0.62 219:0.95 220:0.62 222:0.48 232:0.96 235:0.22 238:0.95 241:0.44 242:0.27 243:0.06 245:0.76 247:0.90 248:0.67 253:0.81 255:0.95 256:0.64 257:0.84 260:0.65 262:0.93 265:0.80 266:0.38 267:0.98 268:0.65 271:0.88 276:0.91 279:0.86 282:0.87 283:0.82 284:0.89 285:0.62 290:0.89 292:0.95 297:0.36 300:0.55\n2 1:0.74 9:0.80 11:0.92 12:0.37 17:0.95 18:0.81 21:0.13 27:1.00 28:0.57 29:0.71 30:0.43 31:0.99 32:0.80 34:0.24 36:0.54 39:0.84 41:0.96 43:0.89 44:0.93 45:0.73 60:0.87 64:0.77 66:0.13 69:0.17 70:0.79 71:0.77 74:0.85 77:0.96 79:0.99 81:0.68 83:0.91 85:0.80 86:0.91 91:0.90 96:0.96 98:0.31 101:0.97 108:0.14 114:0.79 120:0.92 122:0.77 123:0.90 124:0.72 126:0.54 127:0.98 129:0.59 133:0.66 135:0.63 137:0.99 139:0.93 140:0.45 145:0.52 146:0.39 147:0.46 149:0.68 150:0.81 151:0.99 153:0.97 154:0.90 155:0.67 158:0.91 159:0.80 161:0.86 162:0.77 164:0.89 165:0.93 167:0.83 172:0.48 173:0.12 176:0.73 177:0.70 179:0.68 181:0.74 192:0.87 195:0.89 196:0.99 201:0.93 202:0.87 208:0.64 212:0.57 215:0.61 216:0.13 219:0.95 222:0.48 235:0.31 241:0.81 242:0.29 243:0.51 245:0.72 247:0.79 248:0.96 253:0.97 255:0.95 256:0.90 259:0.21 260:0.92 265:0.23 266:0.71 267:0.76 268:0.91 271:0.88 276:0.39 277:0.69 279:0.86 282:0.88 283:0.78 284:0.99 285:0.62 290:0.79 292:0.91 297:0.36 299:0.88 300:0.70\n2 6:0.96 7:0.72 8:0.90 9:0.76 12:0.37 17:0.96 20:0.91 21:0.40 27:0.09 28:0.57 29:0.71 30:0.86 32:0.77 34:0.61 36:0.80 37:0.86 39:0.84 43:0.15 44:0.93 55:0.45 66:0.68 69:0.52 70:0.32 71:0.77 74:0.70 76:0.99 77:0.70 78:0.86 81:0.27 83:0.60 91:0.77 96:0.77 98:0.43 100:0.94 104:0.58 108:0.85 111:0.89 120:0.68 123:0.85 124:0.64 126:0.26 127:0.59 129:0.59 133:0.82 135:0.75 139:0.74 140:0.80 145:0.77 146:0.36 147:0.43 149:0.38 150:0.26 151:0.65 152:0.96 153:0.48 154:0.18 155:0.58 158:0.75 159:0.66 161:0.86 162:0.69 164:0.86 167:0.55 169:0.94 172:0.86 173:0.41 175:0.75 177:0.38 178:0.42 179:0.31 181:0.74 186:0.86 187:0.39 189:0.97 190:0.77 191:0.91 192:0.59 195:0.84 202:0.85 204:0.85 208:0.54 212:0.86 215:0.42 216:0.67 220:0.82 222:0.48 230:0.75 232:0.90 233:0.76 235:0.42 238:0.95 241:0.39 242:0.77 243:0.18 244:0.61 245:0.79 247:0.60 248:0.67 253:0.67 254:0.84 255:0.74 256:0.88 257:0.65 259:0.21 260:0.66 261:0.96 265:0.45 266:0.80 267:0.44 268:0.88 271:0.88 276:0.79 277:0.69 282:0.85 283:0.78 285:0.56 297:0.36 300:0.55\n2 6:0.97 8:0.99 9:0.80 11:0.57 12:0.37 17:0.67 18:0.67 20:0.82 21:0.78 27:0.04 28:0.57 29:0.71 30:0.54 31:0.95 34:0.37 36:0.66 37:0.94 39:0.84 41:0.94 43:0.94 55:0.45 66:0.12 69:0.10 70:0.80 71:0.77 74:0.83 76:0.85 77:0.70 78:0.81 79:0.94 83:0.91 85:0.72 86:0.77 91:0.78 96:0.88 98:0.46 100:0.85 101:0.87 108:0.09 111:0.81 120:0.79 122:0.77 123:0.80 124:0.73 127:0.50 129:0.05 133:0.59 135:0.61 137:0.95 139:0.74 140:0.45 145:0.39 146:0.45 147:0.52 149:0.68 151:0.87 152:0.92 153:0.48 154:0.94 155:0.67 158:0.74 159:0.60 161:0.86 162:0.48 164:0.81 167:0.75 169:0.91 172:0.48 173:0.14 177:0.70 179:0.58 181:0.74 186:0.81 187:0.21 189:1.00 191:0.88 192:0.87 195:0.78 196:0.92 202:0.91 208:0.64 212:0.55 216:0.87 220:0.87 222:0.48 232:0.83 238:0.93 241:0.74 242:0.80 243:0.50 245:0.74 247:0.39 248:0.81 253:0.89 255:0.95 256:0.92 259:0.21 260:0.79 261:0.93 265:0.33 266:0.71 267:0.17 268:0.81 271:0.88 276:0.55 277:0.87 282:0.73 284:0.97 285:0.62 300:0.70\n2 1:0.74 7:0.81 9:0.80 11:0.83 12:0.37 17:0.97 18:0.91 21:0.13 27:0.72 28:0.57 29:0.71 30:0.86 31:0.99 32:0.68 34:0.59 36:0.72 39:0.84 41:0.96 43:0.91 44:0.90 45:0.66 64:0.77 66:0.72 69:0.39 70:0.41 71:0.77 74:0.89 79:0.99 81:0.68 83:0.91 85:0.94 86:0.97 91:0.89 96:0.97 98:0.73 101:0.97 104:0.58 108:0.65 114:0.79 120:0.94 121:0.97 122:0.57 123:0.62 124:0.45 126:0.54 127:0.82 129:0.81 133:0.67 135:0.20 137:0.99 139:0.97 140:0.45 145:0.56 146:0.17 147:0.22 149:0.96 150:0.81 151:0.99 153:0.97 154:0.91 155:0.67 159:0.40 161:0.86 162:0.85 164:0.92 165:0.93 167:0.84 172:0.82 173:0.49 176:0.73 177:0.70 179:0.42 181:0.74 192:0.87 195:0.62 196:1.00 201:0.93 202:0.87 204:0.89 208:0.64 212:0.89 215:0.61 216:0.15 222:0.48 228:0.99 230:0.87 232:0.77 233:0.76 235:0.31 241:0.85 242:0.33 243:0.15 245:0.78 247:0.84 248:0.96 253:0.98 255:0.95 256:0.89 259:0.21 260:0.94 265:0.73 266:0.27 267:0.23 268:0.92 271:0.88 276:0.73 281:0.91 284:0.99 285:0.62 290:0.79 297:0.36 300:0.55\n1 1:0.74 7:0.72 8:0.88 9:0.80 12:0.37 17:0.83 18:0.69 20:0.75 21:0.59 27:0.71 28:0.57 29:0.71 30:0.45 31:0.97 32:0.79 34:0.59 36:0.47 37:0.77 39:0.84 41:0.82 43:0.17 44:0.93 55:0.52 64:0.77 66:0.49 69:0.83 70:0.25 71:0.77 74:0.61 76:0.99 77:0.70 78:0.89 79:0.97 81:0.47 83:0.91 86:0.70 91:0.83 96:0.96 98:0.23 100:0.92 108:0.67 111:0.87 114:0.58 120:0.88 122:0.80 123:0.65 124:0.48 126:0.54 127:0.22 129:0.05 133:0.39 135:0.61 137:0.97 139:0.78 140:0.94 145:0.76 146:0.30 147:0.05 149:0.09 150:0.71 151:0.96 152:0.74 153:0.89 154:0.45 155:0.67 158:0.74 159:0.32 161:0.86 162:0.79 163:0.88 164:0.82 165:0.93 167:0.83 169:0.81 172:0.16 173:0.87 175:0.75 176:0.73 177:0.05 179:0.92 181:0.74 186:0.99 191:0.70 192:0.87 195:0.72 196:0.95 201:0.93 202:0.88 204:0.85 208:0.64 212:0.61 215:0.39 216:0.22 220:0.93 222:0.48 230:0.75 232:0.82 233:0.76 235:0.88 241:0.81 242:0.63 243:0.29 244:0.61 245:0.39 247:0.30 248:0.86 253:0.93 254:0.90 255:0.95 256:0.89 257:0.84 259:0.21 260:0.87 261:0.78 265:0.25 266:0.17 267:0.23 268:0.92 271:0.88 276:0.15 277:0.69 282:0.87 284:0.96 285:0.62 290:0.58 297:0.36 300:0.18\n0 1:0.74 7:0.66 8:0.71 9:0.80 11:0.64 12:0.37 17:0.79 18:0.73 21:0.13 27:0.68 28:0.57 29:0.71 30:0.14 31:0.97 32:0.79 34:0.58 36:0.85 37:0.73 39:0.84 43:0.96 44:0.93 45:0.66 48:0.91 55:0.84 64:0.77 66:0.31 69:0.17 70:0.98 71:0.77 74:0.78 76:0.94 77:0.89 79:0.97 81:0.75 83:0.91 86:0.80 91:0.68 96:0.94 97:0.89 98:0.58 99:0.95 101:0.52 108:0.80 114:0.79 120:0.61 122:0.77 123:0.79 124:0.72 126:0.54 127:0.96 129:0.59 133:0.61 135:0.49 137:0.97 138:0.98 139:0.90 140:0.96 145:0.79 146:0.17 147:0.22 149:0.67 150:0.84 151:0.63 153:0.78 154:0.96 155:0.67 158:0.87 159:0.60 161:0.86 162:0.61 163:0.81 164:0.66 165:0.93 167:0.81 172:0.37 173:0.21 176:0.73 177:0.70 179:0.77 181:0.74 190:0.77 192:0.87 195:0.75 196:0.97 201:0.93 202:0.87 204:0.85 208:0.64 212:0.18 215:0.61 216:0.13 219:0.95 220:0.62 222:0.48 230:0.69 232:0.72 233:0.76 235:0.52 241:0.78 242:0.43 243:0.28 245:0.64 247:0.74 248:0.61 253:0.93 255:0.95 256:0.88 259:0.21 260:0.61 265:0.59 266:0.84 267:0.28 268:0.88 271:0.88 276:0.47 279:0.86 281:0.89 282:0.87 283:0.71 284:0.96 285:0.62 290:0.79 292:0.91 297:0.36 300:0.84\n1 1:0.74 6:0.97 7:0.81 8:0.96 9:0.80 12:0.37 17:0.66 20:0.76 21:0.47 27:0.04 28:0.57 29:0.71 30:0.14 31:0.91 32:0.80 34:0.61 36:0.39 37:0.94 39:0.84 41:1.00 43:0.14 44:0.93 55:0.59 64:0.77 66:0.71 69:0.63 70:0.82 71:0.77 74:0.79 76:0.99 77:0.96 78:0.90 79:0.90 81:0.52 83:0.91 91:0.82 96:0.79 98:0.60 100:0.92 108:0.48 111:0.91 114:0.60 120:0.73 121:0.90 122:0.77 123:0.46 124:0.43 126:0.54 127:0.39 129:0.81 133:0.67 135:0.54 137:0.91 139:0.82 140:0.45 145:0.89 146:0.70 147:0.75 149:0.28 150:0.74 151:0.60 152:0.92 153:0.45 154:0.10 155:0.67 158:0.75 159:0.49 161:0.86 162:0.57 164:0.84 165:0.93 167:0.73 169:0.91 172:0.57 173:0.61 175:0.91 176:0.73 177:0.05 179:0.66 181:0.74 186:0.88 187:0.68 191:0.92 192:0.87 195:0.75 196:0.92 201:0.93 202:0.86 204:0.89 208:0.64 212:0.29 215:0.41 216:0.87 220:0.87 222:0.48 230:0.87 232:0.85 233:0.76 235:0.80 238:0.93 241:0.72 242:0.82 243:0.75 244:0.83 245:0.52 247:0.12 248:0.64 253:0.76 255:0.95 256:1.00 257:0.84 259:0.21 260:0.68 261:0.93 265:0.61 266:0.54 267:0.65 268:0.85 271:0.88 276:0.48 277:0.87 281:0.91 282:0.88 284:0.97 285:0.62 290:0.60 297:0.36 299:0.88 300:0.55\n1 1:0.74 11:0.83 12:0.37 17:0.97 18:0.79 21:0.30 27:0.72 28:0.57 29:0.71 30:0.28 34:0.89 36:0.92 39:0.84 43:0.80 45:0.66 64:0.77 66:0.54 69:0.72 70:0.76 71:0.77 74:0.67 76:0.85 81:0.57 83:0.91 85:0.80 86:0.85 91:0.14 98:0.80 101:0.87 104:0.58 108:0.65 114:0.65 122:0.57 123:0.63 124:0.63 126:0.54 127:0.83 129:0.59 133:0.66 135:0.47 139:0.81 145:0.97 146:0.20 147:0.18 149:0.75 150:0.76 154:0.74 155:0.67 159:0.47 161:0.86 165:0.93 167:0.53 172:0.59 173:0.78 176:0.73 177:0.38 178:0.55 179:0.66 181:0.74 187:0.21 192:0.87 201:0.93 202:0.36 208:0.64 212:0.42 215:0.44 216:0.15 222:0.48 228:0.99 232:0.77 235:0.52 241:0.32 242:0.13 243:0.18 245:0.68 247:0.86 253:0.50 257:0.65 259:0.21 265:0.80 266:0.54 267:0.18 271:0.88 276:0.58 290:0.65 297:0.36 300:0.55\n2 1:0.74 7:0.72 9:0.80 11:0.64 12:0.37 17:0.84 18:0.83 21:0.30 27:0.13 28:0.57 29:0.71 30:0.09 31:0.87 32:0.69 34:0.77 36:0.65 37:0.94 39:0.84 43:0.58 45:0.77 55:0.52 64:0.77 66:0.63 69:0.68 70:0.98 71:0.77 74:0.82 77:0.89 79:0.87 81:0.57 83:0.91 86:0.89 91:0.14 96:0.82 97:0.89 98:0.71 99:0.83 101:0.52 104:0.58 108:0.52 114:0.65 120:0.56 122:0.77 123:0.50 124:0.48 126:0.54 127:0.46 129:0.05 133:0.43 135:0.68 137:0.87 139:0.88 140:0.45 145:0.92 146:0.84 147:0.87 149:0.43 150:0.73 151:0.53 153:0.48 154:0.65 155:0.67 158:0.79 159:0.59 161:0.86 162:0.86 164:0.64 165:0.70 167:0.60 172:0.73 173:0.63 176:0.73 177:0.70 179:0.44 181:0.74 187:0.39 190:0.89 191:0.94 192:0.87 195:0.80 196:0.90 201:0.93 202:0.53 204:0.89 208:0.64 212:0.60 215:0.44 216:0.67 220:0.87 222:0.48 230:0.74 233:0.73 235:0.60 241:0.55 242:0.42 243:0.69 245:0.83 247:0.67 248:0.52 253:0.79 254:0.86 255:0.95 256:0.58 259:0.21 260:0.56 265:0.72 266:0.71 267:0.44 268:0.62 271:0.88 276:0.66 279:0.82 281:0.89 282:0.77 283:0.82 284:0.91 285:0.62 290:0.65 297:0.36 300:0.84\n2 1:0.74 7:0.66 11:0.64 12:0.37 17:0.97 18:0.67 27:0.72 28:0.57 29:0.71 30:0.45 32:0.80 34:0.42 36:0.54 39:0.84 43:0.71 44:0.93 45:0.66 55:0.84 60:0.87 64:0.77 66:0.52 69:0.27 70:0.50 71:0.77 74:0.73 76:0.98 77:0.96 81:0.83 83:0.91 86:0.70 91:0.54 97:0.97 98:0.29 101:0.52 104:0.58 108:0.21 114:0.98 122:0.77 123:0.20 124:0.50 126:0.54 127:0.95 129:0.05 133:0.39 135:0.37 139:0.87 145:0.58 146:0.42 147:0.49 149:0.40 150:0.89 154:0.61 155:0.67 158:0.92 159:0.68 161:0.86 165:0.93 167:0.79 172:0.27 173:0.22 175:0.75 176:0.73 177:0.38 178:0.55 179:0.94 181:0.74 192:0.87 195:0.82 201:0.93 204:0.85 208:0.64 212:0.23 215:0.96 216:0.01 219:0.95 222:0.48 230:0.69 232:0.77 233:0.73 235:0.12 241:0.77 242:0.73 243:0.61 244:0.61 245:0.48 247:0.35 253:0.67 257:0.65 259:0.21 265:0.31 266:0.38 267:0.44 271:0.88 276:0.17 277:0.69 279:0.86 281:0.91 282:0.88 283:0.82 290:0.98 292:0.95 297:0.36 299:0.88 300:0.33\n2 6:0.96 8:0.93 9:0.80 12:0.37 17:0.61 20:0.97 21:0.74 27:0.09 28:0.57 29:0.71 30:0.14 31:0.92 32:0.64 34:0.21 36:0.66 37:0.86 39:0.84 41:1.00 43:0.15 55:0.84 66:0.10 69:0.55 70:0.94 71:0.77 74:0.55 76:0.85 78:0.92 79:0.94 81:0.23 83:0.91 91:0.98 96:0.87 98:0.24 100:0.97 104:0.58 108:0.42 111:0.95 120:0.97 122:0.77 123:0.94 124:0.88 126:0.26 127:0.88 129:0.59 133:0.86 135:0.51 137:0.92 140:1.00 145:0.74 146:0.36 147:0.43 149:0.22 150:0.23 151:0.46 152:0.96 153:0.84 154:0.11 155:0.67 159:0.88 161:0.86 162:0.53 163:0.98 164:0.98 167:0.83 169:0.94 172:0.27 173:0.26 175:0.75 177:0.38 179:0.77 181:0.74 186:0.91 189:0.97 190:0.89 191:0.98 192:0.87 195:0.96 202:0.99 208:0.64 212:0.18 215:0.36 216:0.67 220:0.62 222:0.48 235:0.88 238:0.96 241:0.82 242:0.78 243:0.40 244:0.83 245:0.55 247:0.39 248:0.46 253:0.78 255:0.95 256:1.00 257:0.65 259:0.21 260:0.95 261:0.96 265:0.18 266:0.84 267:0.91 268:0.99 271:0.88 276:0.48 277:0.87 283:0.78 284:0.92 285:0.62 297:0.36 300:0.70\n2 1:0.74 6:0.97 7:0.81 8:0.96 9:0.80 12:0.37 17:0.78 20:0.96 21:0.47 27:0.04 28:0.57 29:0.71 30:0.28 31:0.91 32:0.80 34:0.76 36:0.65 37:0.94 39:0.84 41:0.92 43:0.14 44:0.93 55:0.45 64:0.77 66:0.79 69:0.61 70:0.65 71:0.77 74:0.79 76:0.99 77:0.96 78:0.89 79:0.91 81:0.52 83:0.91 91:0.65 96:0.78 98:0.77 100:0.93 108:0.46 111:0.90 114:0.60 120:0.59 121:0.90 122:0.77 123:0.45 124:0.38 126:0.54 127:0.35 129:0.59 133:0.47 135:0.65 137:0.91 139:0.82 140:0.45 145:0.89 146:0.81 147:0.85 149:0.29 150:0.74 151:0.56 152:0.92 153:0.48 154:0.10 155:0.67 158:0.75 159:0.45 161:0.86 162:0.60 163:0.81 164:0.78 165:0.93 167:0.77 169:0.91 172:0.61 173:0.60 175:0.91 176:0.73 177:0.05 179:0.61 181:0.74 186:0.89 187:0.39 189:0.98 190:0.77 191:0.76 192:0.87 195:0.74 196:0.92 201:0.93 202:0.77 204:0.89 208:0.64 212:0.37 215:0.41 216:0.87 220:0.87 222:0.48 230:0.87 232:0.85 233:0.76 235:0.80 238:0.92 241:0.76 242:0.82 243:0.80 244:0.83 245:0.53 247:0.12 248:0.58 253:0.73 255:0.95 256:0.75 257:0.84 259:0.21 260:0.59 261:0.93 265:0.77 266:0.47 267:0.82 268:0.77 271:0.88 276:0.51 277:0.87 281:0.91 282:0.88 284:0.96 285:0.62 290:0.60 297:0.36 299:0.88 300:0.43\n1 1:0.74 8:0.81 11:0.85 12:0.37 17:0.43 18:0.80 20:0.81 21:0.54 27:0.45 28:0.57 29:0.71 30:0.12 34:0.81 36:0.30 37:0.50 39:0.84 43:0.81 45:0.83 55:0.71 64:0.77 66:0.27 69:0.70 70:0.98 71:0.77 74:0.80 77:0.70 78:0.72 81:0.44 83:0.60 86:0.82 91:0.03 97:0.89 98:0.44 99:0.83 100:0.80 101:0.87 108:0.53 111:0.74 114:0.59 122:0.77 123:0.51 124:0.91 126:0.54 127:0.68 129:0.05 133:0.91 135:0.83 139:0.85 145:0.50 146:0.84 147:0.87 149:0.68 150:0.66 152:0.78 154:0.77 155:0.67 158:0.91 159:0.86 161:0.86 165:0.70 167:0.65 169:0.78 172:0.63 173:0.44 176:0.73 177:0.70 178:0.55 179:0.38 181:0.74 186:0.73 187:0.68 192:0.87 195:0.96 201:0.93 208:0.64 212:0.22 215:0.39 216:0.77 219:0.95 222:0.48 235:0.74 241:0.63 242:0.44 243:0.46 245:0.76 247:0.91 253:0.46 259:0.21 261:0.76 265:0.46 266:0.95 267:0.73 271:0.88 276:0.76 279:0.86 282:0.73 283:0.78 290:0.59 292:0.91 297:0.36 300:0.94\n2 1:0.74 9:0.80 11:0.57 12:0.37 17:0.96 18:0.85 25:0.88 27:0.72 28:0.57 29:0.71 30:0.66 31:0.99 32:0.69 34:0.21 36:0.55 39:0.84 41:0.94 43:0.97 60:0.95 64:0.77 66:0.10 69:0.07 70:0.70 71:0.77 74:0.84 77:0.98 79:0.98 81:0.83 83:0.91 85:0.90 86:0.94 87:0.98 91:0.70 96:0.94 98:0.31 101:0.87 104:0.54 108:0.06 114:0.98 120:0.90 122:0.57 123:0.90 124:0.72 126:0.54 127:0.99 129:0.59 133:0.66 135:0.75 137:0.99 139:0.94 140:0.45 145:0.49 146:0.37 147:0.43 149:0.90 150:0.89 151:0.97 153:0.90 154:0.97 155:0.67 158:0.91 159:0.80 161:0.86 162:0.86 164:0.80 165:0.93 167:0.81 172:0.54 173:0.09 176:0.73 177:0.70 179:0.60 181:0.74 192:0.87 195:0.89 196:0.99 201:0.93 202:0.71 208:0.64 212:0.74 215:0.96 216:0.08 219:0.95 222:0.48 228:0.99 232:0.74 235:0.12 241:0.79 242:0.28 243:0.50 245:0.78 247:0.74 248:0.94 253:0.96 255:0.95 256:0.79 259:0.21 260:0.90 265:0.22 266:0.71 267:0.79 268:0.78 271:0.88 276:0.44 277:0.69 279:0.86 282:0.77 283:0.78 284:0.97 285:0.62 290:0.98 292:0.91 297:0.36 300:0.70\n1 1:0.74 11:0.83 12:0.37 17:0.61 18:0.74 21:0.59 27:0.45 28:0.57 29:0.71 30:0.28 32:0.80 34:0.85 36:0.19 37:0.50 39:0.84 43:0.81 44:0.93 45:0.66 60:0.87 64:0.77 66:0.23 69:0.71 70:0.75 71:0.77 74:0.70 77:0.70 81:0.46 83:0.91 85:0.72 86:0.80 91:0.14 98:0.40 101:0.97 108:0.54 114:0.58 122:0.77 123:0.52 124:0.79 126:0.54 127:0.49 129:0.59 133:0.74 135:0.93 139:0.88 145:0.47 146:0.65 147:0.70 149:0.66 150:0.70 154:0.76 155:0.67 158:0.91 159:0.70 161:0.86 165:0.93 167:0.52 172:0.32 173:0.58 176:0.73 177:0.70 178:0.55 179:0.68 181:0.74 187:0.68 192:0.87 195:0.87 201:0.93 208:0.64 212:0.16 215:0.39 216:0.77 219:0.95 222:0.48 235:0.80 241:0.27 242:0.16 243:0.43 245:0.62 247:0.84 253:0.44 259:0.21 265:0.42 266:0.87 267:0.73 271:0.88 276:0.51 279:0.86 282:0.88 283:0.78 290:0.58 292:0.91 297:0.36 299:0.88 300:0.55\n0 9:0.80 11:0.83 12:0.37 17:0.90 18:0.92 20:0.76 21:0.78 25:0.88 27:0.72 28:0.57 29:0.71 30:0.85 31:0.98 34:0.68 36:0.30 39:0.84 41:0.94 43:0.96 45:0.83 66:0.46 69:0.05 70:0.43 71:0.77 74:0.86 78:0.72 79:0.97 83:0.91 85:0.72 86:0.95 87:0.98 91:0.80 96:0.92 98:0.34 100:0.87 101:0.97 104:0.73 108:0.05 111:0.79 120:0.87 122:0.76 123:0.05 124:0.76 127:0.99 129:0.59 133:0.74 135:0.91 137:0.98 138:0.98 139:0.94 140:0.45 146:0.59 147:0.65 149:0.92 151:0.98 152:0.75 153:0.94 154:0.96 155:0.67 158:0.78 159:0.78 161:0.86 162:0.82 164:0.85 167:0.84 169:0.84 172:0.67 173:0.06 177:0.70 179:0.52 181:0.74 186:0.73 192:0.87 196:0.99 202:0.81 208:0.64 212:0.73 216:0.07 219:0.92 222:0.48 228:0.99 232:0.70 241:0.83 242:0.16 243:0.59 245:0.77 247:0.88 248:0.93 253:0.94 255:0.95 256:0.85 259:0.21 260:0.86 261:0.75 265:0.37 266:0.75 267:0.87 268:0.86 271:0.88 276:0.61 279:0.86 283:0.78 284:0.98 285:0.62 292:0.91 300:0.55\n2 1:0.74 8:0.92 9:0.80 11:0.92 12:0.37 17:0.92 18:0.84 25:0.88 27:0.72 28:0.57 29:0.71 30:0.71 31:0.96 32:0.80 34:0.20 36:0.50 39:0.84 41:0.94 43:0.97 44:0.93 45:0.73 60:0.87 64:0.77 66:0.09 69:0.07 70:0.71 71:0.77 74:0.89 77:0.99 78:0.94 79:0.95 81:0.83 83:0.91 85:0.88 86:0.92 87:0.98 91:0.58 96:0.86 97:0.97 98:0.31 101:0.97 104:0.58 108:0.06 111:0.96 114:0.98 120:0.79 122:0.57 123:0.90 124:0.67 126:0.54 127:0.99 129:0.59 133:0.66 135:0.47 137:0.96 139:0.95 140:0.45 145:0.50 146:0.39 147:0.45 149:0.90 150:0.89 151:0.93 153:0.77 154:0.97 155:0.67 158:0.92 159:0.80 161:0.86 162:0.86 164:0.77 165:0.93 167:0.80 169:0.97 172:0.65 173:0.09 176:0.73 177:0.70 179:0.56 181:0.74 192:0.87 195:0.89 196:0.98 201:0.93 202:0.64 208:0.64 212:0.78 215:0.96 216:0.06 219:0.95 220:0.74 222:0.48 228:0.99 232:0.78 235:0.12 238:0.95 241:0.78 242:0.18 243:0.60 245:0.79 247:0.84 248:0.85 253:0.90 255:0.95 256:0.94 259:0.21 260:0.79 265:0.23 266:0.71 267:0.79 268:0.73 271:0.88 276:0.47 277:0.69 279:0.86 282:0.88 283:0.82 284:0.95 285:0.62 290:0.98 292:0.95 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.92 8:0.85 9:0.80 11:0.57 12:0.37 17:0.94 18:0.76 20:0.81 25:0.88 27:1.00 28:0.57 29:0.71 30:0.43 31:0.99 32:0.79 34:0.21 36:0.54 39:0.84 41:0.94 43:0.93 44:0.93 64:0.77 66:0.36 69:0.07 70:0.92 71:0.77 74:0.83 77:0.98 78:0.85 79:0.99 81:0.83 83:0.91 85:0.80 86:0.87 87:0.98 91:0.72 96:0.95 97:0.89 98:0.49 100:0.86 101:0.87 104:0.73 108:0.91 111:0.84 114:0.98 120:0.91 122:0.75 123:0.90 124:0.60 126:0.54 127:0.99 129:0.59 133:0.46 135:0.86 137:0.99 138:0.97 139:0.90 140:0.45 145:0.50 146:0.46 147:0.52 149:0.74 150:0.89 151:0.99 152:0.78 153:0.95 154:0.93 155:0.67 158:0.78 159:0.81 161:0.86 162:0.86 164:0.83 165:0.93 167:0.81 169:0.84 172:0.54 173:0.09 176:0.73 177:0.70 179:0.63 181:0.74 186:0.85 189:0.93 192:0.87 195:0.89 196:0.99 201:0.93 202:0.74 208:0.64 212:0.55 215:0.96 216:0.09 219:0.92 222:0.48 232:0.70 235:0.12 238:0.91 241:0.78 242:0.24 243:0.50 245:0.81 247:0.74 248:0.95 253:0.96 255:0.95 256:0.81 259:0.21 260:0.91 261:0.82 265:0.50 266:0.75 267:0.73 268:0.82 271:0.88 276:0.44 279:0.86 282:0.87 283:0.78 284:0.97 285:0.62 290:0.98 292:0.91 297:0.36 300:0.84\n1 1:0.74 11:0.83 12:0.37 17:0.96 18:0.77 21:0.30 27:0.72 28:0.57 29:0.71 30:0.33 34:0.87 36:0.76 39:0.84 43:0.80 45:0.66 55:0.71 64:0.77 66:0.63 69:0.72 70:0.78 71:0.77 74:0.71 76:0.94 81:0.57 83:0.91 85:0.80 86:0.83 91:0.20 98:0.80 101:0.87 104:0.58 108:0.65 114:0.65 122:0.77 123:0.63 124:0.52 126:0.54 127:0.74 129:0.59 133:0.66 135:0.51 139:0.79 145:0.90 146:0.20 147:0.18 149:0.76 150:0.76 154:0.74 155:0.67 159:0.50 161:0.86 165:0.93 167:0.55 172:0.70 173:0.76 176:0.73 177:0.38 178:0.55 179:0.55 181:0.74 187:0.21 192:0.87 201:0.93 202:0.36 208:0.64 212:0.54 215:0.44 216:0.15 222:0.48 228:0.99 232:0.77 235:0.52 241:0.39 242:0.45 243:0.15 245:0.72 247:0.88 253:0.50 257:0.65 259:0.21 265:0.80 266:0.54 267:0.19 271:0.88 276:0.65 290:0.65 297:0.36 300:0.55\n2 6:0.96 8:0.95 9:0.80 12:0.37 17:0.43 20:0.97 21:0.68 27:0.13 28:0.57 29:0.71 30:0.76 31:0.95 34:0.26 36:0.60 37:0.70 39:0.84 41:1.00 43:0.08 44:0.90 48:0.91 55:0.71 66:0.36 69:0.91 70:0.15 71:0.77 74:0.48 76:0.85 77:0.89 78:0.91 79:0.95 81:0.23 83:0.91 91:0.98 96:0.98 98:0.19 100:0.96 108:0.82 111:0.93 114:0.55 120:0.83 122:0.77 123:0.81 124:0.52 126:0.26 127:0.14 129:0.59 133:0.47 135:0.44 137:0.95 139:0.72 140:0.99 145:0.86 146:0.28 147:0.34 149:0.08 150:0.23 151:0.75 152:0.89 153:0.91 154:0.07 155:0.67 159:0.22 161:0.86 162:0.54 163:0.99 164:0.90 167:0.86 169:0.94 172:0.10 173:0.95 175:0.91 176:0.61 177:0.05 178:0.48 179:0.83 181:0.74 186:0.91 189:0.97 191:0.98 192:0.87 195:0.80 196:0.91 202:0.97 208:0.64 212:0.95 216:0.73 220:0.62 222:0.48 232:0.72 235:0.80 238:0.94 241:0.96 242:0.82 243:0.51 244:0.83 245:0.37 247:0.12 248:0.76 253:0.95 255:0.95 256:1.00 257:0.84 259:0.21 260:0.80 261:0.95 265:0.21 266:0.12 267:0.65 268:0.97 271:0.88 276:0.16 277:0.87 281:0.91 282:0.77 284:0.97 285:0.62 290:0.55 300:0.13\n1 1:0.74 11:0.83 12:0.37 17:0.96 18:0.81 21:0.30 27:0.72 28:0.57 29:0.71 30:0.14 34:0.84 36:0.88 39:0.84 43:0.80 45:0.66 64:0.77 66:0.62 69:0.72 70:0.84 71:0.77 74:0.68 81:0.57 83:0.91 85:0.80 86:0.86 91:0.33 98:0.80 101:0.87 104:0.58 108:0.65 114:0.65 122:0.77 123:0.63 124:0.55 126:0.54 127:0.67 129:0.59 133:0.66 135:0.26 139:0.82 145:0.95 146:0.20 147:0.18 149:0.75 150:0.76 154:0.74 155:0.67 159:0.51 161:0.86 165:0.93 167:0.56 172:0.67 173:0.75 176:0.73 177:0.38 178:0.55 179:0.57 181:0.74 187:0.21 192:0.87 201:0.93 202:0.36 208:0.64 212:0.49 215:0.44 216:0.15 222:0.48 228:0.99 232:0.77 235:0.52 241:0.43 242:0.16 243:0.15 245:0.71 247:0.90 253:0.50 257:0.65 259:0.21 265:0.80 266:0.54 267:0.28 271:0.88 276:0.63 290:0.65 297:0.36 300:0.55\n1 1:0.74 11:0.57 12:0.37 17:0.72 21:0.13 27:0.45 28:0.85 30:0.19 34:0.64 36:0.19 37:0.50 39:0.74 43:0.82 66:0.35 69:0.68 70:0.80 74:0.79 81:0.80 83:0.77 85:0.85 91:0.14 98:0.39 101:0.76 108:0.82 114:0.92 122:0.57 123:0.81 124:0.72 126:0.54 127:0.41 129:0.81 133:0.67 135:0.83 145:0.49 146:0.31 147:0.38 149:0.75 150:0.87 154:0.77 155:0.67 159:0.55 161:0.54 165:0.88 167:0.53 172:0.45 173:0.64 176:0.73 177:0.38 178:0.55 179:0.60 181:0.82 187:0.68 192:0.59 201:0.74 212:0.57 215:0.84 216:0.77 222:0.48 235:0.22 241:0.24 242:0.33 243:0.36 245:0.69 247:0.60 253:0.75 259:0.21 265:0.41 266:0.63 267:0.36 271:0.88 276:0.51 290:0.92 297:0.36 300:0.55\n2 1:0.74 7:0.78 8:0.79 9:0.80 12:0.37 17:0.75 20:0.75 21:0.71 27:1.00 28:0.85 30:0.28 34:0.50 36:0.43 37:0.70 39:0.74 41:0.99 43:0.43 55:0.59 66:0.29 69:0.76 70:0.70 74:0.94 76:0.99 77:0.89 78:0.88 81:0.47 83:0.90 87:0.98 91:0.95 96:1.00 98:0.59 100:0.73 108:0.59 111:0.89 114:0.68 120:0.97 122:0.67 123:0.57 124:0.79 126:0.54 127:0.85 129:0.05 133:0.74 135:0.42 140:0.45 145:0.99 146:0.68 147:0.33 149:0.54 150:0.65 151:1.00 152:0.74 153:0.98 154:0.60 155:0.67 158:0.84 159:0.58 161:0.54 162:0.84 164:0.95 165:0.69 167:0.88 169:0.90 172:0.37 173:0.76 176:0.73 177:0.05 179:0.74 181:0.82 186:0.83 191:0.78 192:0.59 195:0.74 201:0.74 202:0.96 208:0.64 212:0.48 215:0.48 216:0.38 222:0.48 230:0.81 232:0.72 233:0.69 235:0.88 238:0.90 241:0.96 242:0.78 243:0.33 245:0.62 247:0.39 248:0.99 253:1.00 254:0.80 255:0.79 256:0.98 257:0.65 260:0.97 261:0.75 265:0.60 266:0.75 267:0.89 268:0.98 271:0.88 276:0.51 282:0.84 285:0.62 290:0.68 297:0.36 300:0.43\n0 1:0.74 8:0.63 11:0.57 12:0.37 17:0.62 20:0.76 21:0.54 27:0.45 28:0.85 30:0.09 32:0.80 34:0.91 36:0.28 37:0.50 39:0.74 43:0.82 55:0.71 60:0.87 66:0.53 69:0.69 70:0.99 74:0.95 77:0.70 78:0.77 81:0.57 83:0.84 85:0.80 91:0.14 98:0.46 100:0.73 101:0.72 108:0.53 111:0.76 114:0.77 122:0.67 123:0.50 124:0.84 126:0.54 127:0.56 129:0.81 133:0.89 135:0.88 145:0.44 146:0.77 147:0.80 149:0.77 150:0.73 152:0.75 154:0.77 155:0.67 158:0.87 159:0.77 161:0.54 165:0.79 167:0.53 169:0.75 172:0.68 173:0.52 176:0.73 177:0.38 178:0.55 179:0.47 181:0.82 186:0.78 187:0.68 192:0.59 195:0.90 201:0.74 208:0.64 212:0.50 215:0.58 216:0.77 222:0.48 235:0.68 241:0.21 242:0.74 243:0.62 245:0.65 247:0.67 253:0.75 259:0.21 261:0.75 265:0.48 266:0.92 267:0.82 271:0.88 276:0.68 279:0.86 282:0.88 283:0.71 290:0.77 297:0.36 299:0.88 300:0.94\n1 1:0.74 7:0.81 8:0.94 9:0.80 11:0.57 12:0.37 17:0.85 21:0.30 27:0.47 28:0.85 30:0.94 32:0.80 34:0.50 36:0.57 37:0.79 39:0.74 41:1.00 43:0.57 55:0.45 66:0.77 69:0.94 70:0.23 74:0.98 76:0.85 77:0.98 81:0.74 83:0.82 85:0.85 91:0.94 96:0.97 98:0.47 101:0.74 108:0.88 114:0.68 117:0.86 120:0.88 121:0.90 122:0.67 123:0.88 124:0.43 126:0.54 127:0.78 129:0.59 133:0.64 135:0.42 138:0.97 140:0.92 145:0.82 146:0.77 147:0.46 149:0.77 150:0.83 151:0.77 153:0.98 154:0.46 155:0.67 158:0.85 159:0.79 161:0.54 162:0.81 164:0.90 165:0.81 167:0.69 172:0.92 173:0.94 176:0.56 177:0.05 179:0.26 181:0.82 187:0.21 190:0.77 191:0.88 192:0.59 195:0.90 201:0.74 202:0.89 204:0.89 208:0.64 212:0.88 215:0.67 216:0.65 222:0.48 230:0.84 232:0.82 233:0.69 235:0.60 241:0.66 242:0.80 243:0.08 245:0.87 247:0.47 248:0.94 253:0.98 255:0.79 256:1.00 257:0.65 260:0.89 265:0.49 266:0.75 267:0.87 268:0.93 271:0.88 276:0.78 282:0.88 285:0.62 290:0.68 297:0.36 299:0.88 300:0.84\n3 1:0.74 6:0.97 7:0.81 8:0.96 9:0.80 11:0.57 12:0.37 17:0.96 20:0.85 21:0.30 27:0.05 28:0.85 30:0.94 34:0.25 36:0.45 37:0.94 39:0.74 41:1.00 43:0.31 55:0.45 66:0.06 69:0.96 70:0.22 74:0.98 76:0.94 77:0.70 78:0.86 81:0.74 83:0.82 85:0.72 91:0.73 96:0.97 98:0.38 100:0.89 101:0.69 108:0.92 111:0.86 114:0.86 117:0.86 120:0.88 121:0.90 122:0.67 123:0.77 124:0.51 126:0.54 127:0.67 129:0.05 133:0.82 135:0.37 140:0.87 145:0.67 146:0.69 147:0.33 149:0.71 150:0.83 151:0.69 152:0.93 153:0.91 154:0.22 155:0.67 158:0.85 159:0.81 161:0.54 162:0.77 164:0.89 165:0.84 167:0.61 169:0.87 172:0.92 173:0.97 176:0.73 177:0.05 179:0.24 181:0.82 186:0.86 187:0.21 189:0.98 190:0.77 191:0.85 192:0.59 195:0.93 201:0.74 202:0.86 204:0.89 208:0.64 212:0.86 215:0.72 216:0.72 222:0.48 230:0.87 232:0.83 233:0.76 235:0.52 238:0.90 241:0.52 242:0.81 243:0.08 245:0.83 247:0.47 248:0.93 253:0.98 255:0.79 256:1.00 257:0.65 259:0.21 260:0.88 261:0.91 265:0.39 266:0.87 267:0.79 268:0.90 271:0.88 276:0.84 277:0.69 282:0.84 285:0.62 290:0.86 297:0.36 300:0.84\n1 1:0.74 6:0.92 7:0.81 8:0.84 9:0.80 12:0.37 17:0.57 20:0.85 21:0.40 27:0.59 28:0.85 30:0.32 34:0.93 36:0.59 37:0.60 39:0.74 41:0.97 43:0.38 55:0.45 66:0.36 69:0.49 70:0.61 74:0.93 76:0.97 77:0.70 78:0.80 81:0.70 83:0.88 91:0.80 96:0.98 98:0.22 100:0.81 108:0.88 111:0.79 114:0.66 117:0.86 120:0.93 121:0.90 122:0.67 123:0.88 124:0.77 126:0.54 127:0.70 129:0.89 133:0.78 135:0.54 138:0.97 140:0.45 145:0.89 146:0.33 147:0.40 149:0.52 150:0.80 151:0.99 152:0.80 153:0.96 154:0.28 155:0.67 158:0.85 159:0.69 161:0.54 162:0.75 164:0.88 165:0.80 167:0.70 169:0.79 172:0.48 173:0.37 175:0.75 176:0.56 177:0.05 179:0.66 181:0.82 186:0.81 187:0.39 189:0.94 191:0.79 192:0.59 195:0.84 201:0.74 202:0.88 204:0.89 208:0.64 212:0.59 215:0.63 216:0.57 222:0.48 230:0.87 232:0.81 233:0.76 235:0.68 238:0.84 241:0.67 242:0.82 243:0.29 244:0.61 245:0.66 247:0.12 248:0.96 253:0.99 255:0.79 256:0.91 257:0.65 259:0.21 260:0.93 261:0.81 265:0.24 266:0.63 267:0.85 268:0.91 271:0.88 276:0.52 277:0.69 282:0.84 285:0.62 290:0.66 297:0.36 300:0.43\n2 6:0.97 8:0.96 9:0.80 12:0.37 17:0.36 20:0.88 21:0.78 27:0.05 28:0.85 34:0.52 36:0.28 37:0.94 39:0.74 41:1.00 78:0.88 83:0.82 91:0.99 96:0.97 100:0.91 111:0.88 120:0.95 135:0.86 138:0.99 140:0.95 151:0.78 152:0.93 153:0.78 155:0.67 161:0.54 162:0.49 164:0.98 167:0.87 169:0.87 175:0.91 178:0.53 181:0.82 186:0.88 189:0.98 191:0.98 192:0.59 202:0.99 208:0.64 216:0.72 220:0.96 222:0.48 238:0.91 241:0.89 244:0.83 248:0.95 253:0.95 255:0.79 256:1.00 257:0.84 259:0.21 260:0.96 261:0.91 267:0.95 268:0.98 271:0.88 277:0.87 285:0.62\n2 1:0.74 6:0.96 7:0.81 8:0.95 9:0.80 11:0.57 12:0.37 17:0.96 20:0.86 21:0.68 27:0.09 28:0.85 30:0.85 32:0.80 34:0.50 36:0.74 37:0.86 39:0.74 41:1.00 43:0.85 55:0.45 60:0.87 66:0.82 69:0.44 70:0.28 74:0.95 77:0.96 78:0.85 81:0.58 83:0.89 85:0.85 91:0.69 96:0.96 98:0.34 100:0.90 101:0.72 104:0.58 106:0.81 108:0.95 111:0.86 114:0.70 117:0.86 120:0.89 121:0.97 122:0.43 123:0.95 124:0.44 126:0.54 127:0.87 129:0.59 133:0.86 135:0.81 140:0.45 145:0.69 146:0.37 147:0.43 149:0.65 150:0.73 151:0.98 152:0.98 153:0.92 154:0.81 155:0.67 158:0.92 159:0.89 161:0.54 162:0.85 164:0.86 165:0.79 167:0.63 169:0.91 172:0.97 173:0.17 176:0.73 177:0.38 179:0.16 181:0.82 186:0.85 187:0.21 189:0.98 191:0.83 192:0.59 195:0.97 201:0.74 202:0.80 204:0.89 206:0.81 208:0.64 212:0.91 215:0.49 216:0.67 222:0.48 230:0.87 232:0.88 233:0.76 235:0.97 238:0.92 241:0.56 242:0.61 243:0.09 245:0.87 247:0.67 248:0.94 253:0.97 255:0.79 256:1.00 259:0.21 260:0.90 261:0.95 265:0.37 266:0.87 267:0.88 268:0.86 271:0.88 276:0.93 279:0.86 282:0.88 283:0.82 285:0.62 290:0.70 297:0.36 299:0.97 300:0.70\n2 1:0.74 6:0.89 7:0.81 8:0.81 9:0.80 11:0.57 12:0.37 17:0.85 20:0.77 21:0.47 27:0.61 28:0.85 30:0.56 32:0.80 34:0.86 36:0.77 37:0.57 39:0.74 41:0.99 43:0.97 60:0.97 66:0.27 69:0.21 70:0.73 74:0.96 77:0.89 78:0.89 81:0.65 83:0.87 85:0.96 91:0.83 96:0.97 98:0.68 100:0.89 101:0.86 104:0.58 108:0.72 111:0.91 114:0.80 120:0.95 121:0.90 122:0.57 123:0.16 124:0.58 126:0.54 127:0.94 129:0.59 132:0.97 133:0.47 135:0.66 140:0.80 145:0.70 146:0.67 147:0.72 149:0.95 150:0.78 151:0.98 152:0.75 153:0.92 154:0.97 155:0.67 158:0.92 159:0.48 161:0.54 162:0.79 164:0.95 165:0.80 167:0.85 169:0.92 172:0.70 173:0.30 176:0.73 177:0.38 178:0.42 179:0.48 181:0.82 186:0.91 189:0.90 191:0.73 192:0.59 195:0.66 201:0.74 202:0.91 204:0.89 208:0.64 212:0.82 215:0.63 216:0.33 220:0.93 222:0.48 230:0.87 233:0.76 235:0.68 238:0.93 241:0.83 242:0.44 243:0.46 245:0.89 247:0.67 248:0.96 253:0.98 255:0.79 256:0.95 260:0.95 261:0.79 265:0.68 266:0.54 267:0.44 268:0.94 271:0.88 276:0.72 279:0.86 282:0.88 283:0.82 285:0.62 290:0.80 297:0.36 299:0.97 300:0.70\n1 1:0.74 6:0.96 8:0.93 9:0.80 12:0.37 17:0.61 20:0.93 21:0.71 27:0.09 28:0.85 30:0.45 32:0.80 34:0.21 36:0.66 37:0.86 39:0.74 41:1.00 43:0.40 55:0.71 66:0.27 69:0.43 70:0.25 74:0.66 76:0.85 77:0.70 78:0.90 81:0.44 83:0.82 91:0.98 96:0.97 98:0.19 100:0.94 104:0.58 108:0.33 111:0.91 114:0.68 120:0.99 123:0.95 124:0.61 126:0.54 127:0.91 129:0.05 133:0.39 135:0.51 138:0.99 140:0.93 145:0.74 146:0.27 147:0.33 149:0.24 150:0.61 151:0.73 152:0.98 153:0.84 154:0.31 155:0.67 159:0.89 161:0.54 162:0.53 163:0.90 164:0.99 167:0.85 169:0.91 172:0.10 173:0.17 176:0.73 177:0.38 179:0.98 181:0.82 186:0.90 189:0.97 190:0.77 191:0.98 192:0.59 195:0.96 201:0.74 202:0.99 208:0.64 212:0.61 215:0.48 216:0.67 220:0.62 222:0.48 235:0.88 238:0.93 241:0.82 242:0.63 243:0.46 244:0.61 245:0.40 247:0.30 248:0.95 253:0.96 255:0.79 256:1.00 259:0.21 260:0.99 261:0.95 265:0.14 266:0.17 267:0.91 268:0.99 271:0.88 276:0.13 277:0.69 282:0.88 283:0.71 285:0.62 290:0.68 297:0.36 299:0.88 300:0.18\n3 1:0.74 6:0.97 7:0.81 8:0.96 9:0.80 12:0.37 17:0.78 20:0.90 21:0.59 27:0.04 28:0.85 30:0.88 32:0.80 34:0.76 36:0.65 37:0.94 39:0.74 41:0.92 43:0.38 55:0.45 66:0.67 69:0.50 70:0.36 74:0.97 77:0.70 78:0.86 81:0.58 83:0.74 91:0.65 96:0.87 98:0.55 100:0.88 108:0.66 111:0.85 114:0.74 117:0.86 120:0.59 121:0.99 122:0.67 123:0.63 124:0.55 126:0.54 127:0.61 129:0.89 133:0.78 135:0.65 140:0.45 145:0.89 146:0.05 147:0.05 149:0.65 150:0.72 151:0.56 152:0.85 153:0.69 154:0.29 155:0.67 158:0.85 159:0.53 161:0.54 162:0.59 164:0.78 165:0.78 167:0.78 169:0.85 172:0.70 173:0.48 175:0.75 176:0.73 177:0.05 179:0.54 181:0.82 186:0.86 187:0.39 189:0.98 190:0.77 191:0.76 192:0.59 195:0.74 201:0.74 202:0.77 204:0.89 208:0.64 212:0.74 215:0.55 216:0.87 220:0.93 222:0.48 230:0.87 232:0.85 233:0.76 235:0.80 238:0.89 241:0.76 242:0.82 243:0.09 244:0.61 245:0.64 247:0.12 248:0.58 253:0.91 255:0.79 256:0.75 257:0.65 259:0.21 260:0.60 261:0.88 265:0.57 266:0.71 267:0.82 268:0.77 271:0.88 276:0.63 277:0.69 282:0.88 285:0.62 290:0.74 297:0.36 299:0.88 300:0.55\n1 1:0.74 6:0.89 7:0.81 8:0.84 9:0.80 11:0.57 12:0.37 17:0.97 20:0.80 21:0.22 27:0.63 28:0.85 30:0.41 32:0.80 34:0.26 36:0.77 37:0.85 39:0.74 41:0.98 43:0.93 60:0.95 66:0.54 69:0.32 70:0.60 74:0.93 77:0.89 78:0.78 81:0.74 83:0.89 85:0.88 91:0.88 96:0.96 98:0.53 100:0.80 101:0.81 104:0.58 108:0.25 111:0.78 114:0.90 120:0.93 121:0.90 122:0.67 123:0.24 124:0.50 126:0.54 127:0.86 129:0.59 133:0.47 135:0.21 140:0.45 145:0.76 146:0.50 147:0.56 149:0.81 150:0.84 151:0.99 152:0.77 153:0.96 154:0.93 155:0.67 158:0.92 159:0.43 161:0.54 162:0.84 164:0.90 165:0.86 167:0.86 169:0.79 172:0.48 173:0.40 176:0.73 177:0.38 179:0.78 181:0.82 186:0.79 189:0.90 191:0.78 192:0.59 195:0.61 201:0.74 202:0.83 204:0.89 208:0.64 212:0.78 215:0.79 216:0.11 222:0.48 230:0.87 232:0.77 233:0.76 235:0.31 238:0.88 241:0.86 242:0.45 243:0.63 245:0.66 247:0.47 248:0.96 253:0.97 255:0.79 256:0.86 259:0.21 260:0.93 261:0.78 265:0.55 266:0.38 267:0.17 268:0.88 271:0.88 276:0.40 279:0.86 282:0.88 283:0.82 285:0.62 290:0.90 297:0.36 299:0.88 300:0.43\n2 6:0.96 8:0.94 9:0.80 12:0.37 17:0.78 20:0.74 21:0.47 27:0.24 28:0.85 30:0.37 34:0.79 36:0.71 37:0.77 39:0.74 41:0.97 43:0.75 55:0.42 60:0.87 66:0.80 69:0.77 70:0.50 74:0.92 78:0.99 81:0.37 83:0.79 91:0.87 96:0.98 98:0.69 100:0.98 108:0.60 111:0.98 114:0.66 117:0.86 120:0.81 122:0.67 123:0.58 124:0.38 126:0.32 127:0.40 129:0.05 133:0.39 135:0.76 138:0.98 140:0.96 146:0.68 147:0.05 149:0.66 150:0.33 151:0.82 152:0.74 153:0.88 154:0.66 155:0.67 158:0.92 159:0.39 161:0.54 162:0.82 164:0.90 167:0.73 169:0.96 172:0.65 173:0.84 176:0.56 177:0.05 179:0.60 181:0.82 186:1.00 187:0.21 189:0.97 191:0.93 192:0.59 202:0.93 208:0.64 212:0.84 216:0.64 220:0.62 222:0.48 232:0.83 235:0.52 238:0.80 241:0.71 242:0.79 243:0.11 245:0.54 247:0.39 248:0.89 253:0.99 255:0.79 256:0.96 257:0.65 259:0.21 260:0.82 261:0.77 265:0.70 266:0.38 267:0.52 268:0.96 271:0.88 276:0.51 279:0.86 283:0.82 285:0.62 290:0.66 300:0.43\n2 1:0.74 6:0.95 8:0.93 9:0.80 12:0.37 17:0.51 20:0.81 21:0.59 27:0.07 28:0.85 34:0.39 36:0.79 37:0.88 39:0.74 41:1.00 43:0.41 66:0.36 69:0.39 74:0.65 76:0.85 77:0.70 78:0.85 81:0.51 83:0.82 91:0.98 96:0.98 98:0.06 100:0.86 108:0.30 111:0.84 114:0.74 120:0.96 123:0.29 126:0.54 127:0.05 129:0.05 135:0.58 138:0.99 140:0.90 145:0.77 146:0.05 147:0.05 149:0.14 150:0.62 151:0.92 152:0.80 153:0.83 154:0.31 155:0.67 159:0.05 161:0.54 162:0.49 164:0.98 167:0.85 169:0.83 172:0.05 173:0.15 175:0.75 176:0.73 177:0.05 178:0.50 181:0.82 186:0.85 189:0.96 191:0.98 192:0.59 195:0.96 201:0.74 202:0.99 208:0.64 215:0.55 216:0.81 220:0.93 222:0.48 235:0.74 238:0.88 241:0.83 243:0.51 244:0.61 248:0.95 253:0.97 255:0.79 256:1.00 257:0.65 259:0.21 260:0.96 261:0.83 265:0.06 267:0.82 268:0.98 271:0.88 277:0.69 282:0.84 285:0.62 290:0.74 297:0.36\n2 1:0.74 6:0.97 7:0.81 8:0.97 9:0.80 11:0.57 12:0.37 17:0.93 20:0.86 21:0.47 27:0.05 28:0.85 30:0.94 32:0.80 34:0.24 36:0.46 37:0.94 39:0.74 41:1.00 43:0.31 55:0.45 66:0.06 69:0.96 70:0.24 74:0.98 76:0.97 77:0.70 78:0.85 81:0.68 83:0.84 85:0.72 91:0.71 96:0.97 98:0.39 100:0.88 101:0.69 108:0.92 111:0.85 114:0.80 117:0.86 120:0.91 121:0.97 122:0.67 123:0.77 124:0.52 126:0.54 127:0.67 129:0.05 133:0.82 135:0.37 138:0.98 140:0.80 145:0.84 146:0.69 147:0.33 149:0.71 150:0.79 151:0.87 152:0.93 153:0.93 154:0.22 155:0.67 158:0.85 159:0.81 161:0.54 162:0.77 164:0.94 165:0.79 167:0.65 169:0.87 172:0.92 173:0.97 176:0.73 177:0.05 179:0.24 181:0.82 186:0.85 187:0.39 189:0.98 191:0.90 192:0.59 195:0.93 201:0.74 202:0.90 204:0.89 208:0.64 212:0.86 215:0.63 216:0.72 222:0.48 230:0.87 232:0.83 233:0.76 235:0.74 238:0.89 241:0.59 242:0.81 243:0.08 245:0.84 247:0.47 248:0.95 253:0.98 255:0.79 256:1.00 257:0.65 259:0.21 260:0.91 261:0.91 265:0.39 266:0.87 267:0.84 268:0.93 271:0.88 276:0.85 277:0.69 282:0.88 285:0.62 290:0.80 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.94 7:0.81 8:0.89 9:0.80 11:0.57 12:0.37 17:0.85 20:0.76 21:0.47 27:0.29 28:0.85 30:0.13 32:0.80 34:0.40 36:0.95 37:0.79 39:0.74 41:0.98 43:0.98 55:0.52 60:0.98 66:0.24 69:0.17 70:0.97 74:0.99 76:0.94 77:0.96 78:0.81 81:0.61 83:0.88 85:0.97 87:0.98 91:0.66 96:0.96 98:0.56 100:0.90 101:0.82 104:0.82 106:0.81 108:0.14 111:0.81 114:0.80 117:0.86 120:0.91 121:0.97 122:0.67 123:0.91 124:0.82 126:0.54 127:0.98 129:0.81 132:0.97 133:0.86 135:0.76 138:0.97 140:0.45 145:0.70 146:0.83 147:0.86 149:0.96 150:0.76 151:0.89 152:0.75 153:0.48 154:0.98 155:0.67 158:0.92 159:0.84 161:0.54 162:0.86 164:0.94 165:0.80 167:0.63 169:0.80 172:0.87 173:0.11 176:0.73 177:0.38 179:0.24 181:0.82 186:0.91 187:0.21 189:0.95 191:0.77 192:0.59 195:0.93 201:0.74 202:0.89 204:0.89 206:0.81 208:0.64 212:0.72 215:0.63 216:0.60 220:0.93 222:0.48 230:0.87 232:0.76 233:0.76 235:0.60 238:0.90 241:0.56 242:0.60 243:0.58 245:0.90 247:0.60 248:0.96 253:0.98 255:0.79 256:0.93 259:0.21 260:0.92 261:0.78 265:0.52 266:0.89 267:0.79 268:0.94 271:0.88 276:0.89 279:0.86 282:0.88 283:0.82 285:0.62 290:0.80 297:0.36 299:0.97 300:0.94\n3 6:0.96 7:0.81 8:0.95 9:0.80 12:0.37 17:0.84 20:0.94 21:0.78 27:0.06 28:0.85 30:0.37 32:0.75 34:0.68 36:0.81 37:0.91 39:0.74 41:0.94 43:0.40 55:0.71 66:0.35 69:0.42 70:0.94 74:0.81 78:0.90 83:0.74 91:0.97 96:0.89 98:0.18 100:0.93 108:0.97 111:0.90 120:0.88 121:0.90 122:0.67 123:0.96 124:0.89 127:0.93 129:0.96 133:0.90 135:0.87 140:0.99 145:0.72 146:0.25 147:0.31 149:0.39 151:0.69 152:0.88 153:0.48 154:0.31 155:0.67 159:0.92 161:0.54 162:0.48 164:0.93 167:0.88 169:0.91 172:0.45 173:0.13 175:0.75 177:0.05 178:0.53 179:0.71 181:0.82 186:0.90 189:0.97 190:0.77 191:0.98 192:0.59 195:0.98 202:0.96 204:0.89 208:0.64 212:0.50 216:0.71 220:0.97 222:0.48 230:0.87 233:0.76 235:0.84 238:0.91 241:0.95 242:0.82 243:0.19 244:0.61 245:0.56 247:0.12 248:0.74 253:0.90 255:0.79 256:0.93 257:0.65 259:0.21 260:0.88 261:0.93 265:0.20 266:0.80 267:0.76 268:0.92 271:0.88 276:0.46 277:0.69 283:0.71 285:0.62 300:0.84\n3 6:0.96 8:0.95 9:0.80 12:0.37 17:0.43 20:0.98 21:0.64 27:0.13 28:0.85 30:0.84 34:0.26 36:0.60 37:0.70 39:0.74 41:1.00 43:0.39 55:0.45 66:0.82 69:0.45 70:0.37 74:0.98 76:1.00 77:0.96 78:0.93 81:0.36 83:0.84 87:0.98 91:0.98 96:1.00 98:0.58 100:0.98 108:0.83 111:0.96 114:0.63 120:0.91 122:0.67 123:0.82 124:0.39 126:0.32 127:0.90 129:0.81 133:0.67 135:0.44 138:0.99 140:0.94 145:0.86 146:0.20 147:0.25 149:0.70 150:0.32 151:0.77 152:0.90 153:0.99 154:0.30 155:0.67 158:0.85 159:0.64 161:0.54 162:0.71 164:0.93 167:0.88 169:0.97 172:0.86 173:0.39 175:0.75 176:0.56 177:0.05 179:0.40 181:0.82 186:0.93 189:0.97 191:0.98 192:0.59 195:0.80 202:0.97 208:0.64 212:0.84 216:0.73 220:0.62 222:0.48 232:0.72 235:0.80 238:0.97 241:0.96 242:0.82 243:0.11 244:0.61 245:0.71 247:0.12 248:0.96 253:1.00 255:0.79 256:1.00 257:0.65 259:0.21 260:0.92 261:0.97 265:0.59 266:0.63 267:0.65 268:0.98 271:0.88 276:0.70 277:0.69 282:0.84 285:0.62 290:0.63 300:0.70\n2 1:0.74 6:0.96 7:0.81 8:0.90 9:0.80 11:0.57 12:0.37 17:0.96 20:0.91 21:0.30 27:0.09 28:0.85 30:0.44 32:0.80 34:0.61 36:0.80 37:0.86 39:0.74 41:0.96 43:0.60 55:0.45 60:0.87 66:0.30 69:0.37 70:0.52 74:0.99 76:0.94 77:0.70 78:0.86 81:0.69 83:0.81 85:0.72 91:0.77 96:0.93 98:0.60 100:0.91 101:0.71 104:0.58 108:0.85 111:0.87 114:0.86 120:0.82 121:0.99 122:0.67 123:0.67 124:0.65 126:0.54 127:0.63 129:0.59 133:0.64 135:0.75 138:0.97 140:0.80 145:0.77 146:0.27 147:0.33 149:0.84 150:0.81 151:0.77 152:0.98 153:0.48 154:0.49 155:0.67 158:0.92 159:0.67 161:0.54 162:0.81 164:0.90 165:0.84 167:0.56 169:0.91 172:0.90 173:0.27 176:0.73 177:0.38 179:0.18 181:0.82 186:0.86 187:0.39 189:0.96 190:0.77 191:0.91 192:0.59 195:0.84 201:0.74 202:0.85 204:0.89 208:0.64 212:0.93 215:0.72 216:0.67 220:0.62 222:0.48 230:0.87 232:0.90 233:0.76 235:0.42 238:0.92 241:0.39 242:0.58 243:0.07 245:0.97 247:0.67 248:0.89 253:0.96 255:0.79 256:0.89 259:0.21 260:0.83 261:0.95 265:0.45 266:0.54 267:0.44 268:0.90 271:0.88 276:0.91 277:0.69 279:0.86 282:0.88 283:0.82 285:0.62 290:0.86 297:0.36 299:0.88 300:0.84\n1 1:0.74 7:0.78 8:0.98 9:0.80 12:0.37 17:0.34 21:0.54 27:0.04 28:0.85 30:0.93 34:0.55 36:0.38 37:0.94 39:0.74 41:1.00 43:0.38 55:0.45 66:0.79 69:0.49 70:0.27 74:0.99 76:0.85 78:0.92 81:0.54 83:0.82 91:0.99 96:0.98 98:0.69 108:0.78 111:0.92 114:0.77 120:0.94 122:0.67 123:0.77 124:0.41 126:0.54 127:0.84 129:0.81 133:0.67 135:0.32 138:1.00 140:0.93 145:0.70 146:0.05 147:0.05 149:0.80 150:0.64 151:0.77 153:0.80 154:0.29 155:0.67 159:0.60 161:0.54 162:0.47 164:0.96 167:0.89 169:0.90 172:0.91 173:0.44 175:0.75 176:0.73 177:0.05 178:0.52 179:0.29 181:0.82 190:0.77 191:0.99 192:0.59 201:0.74 202:0.99 208:0.64 212:0.89 215:0.58 216:0.87 220:0.96 222:0.48 230:0.81 233:0.69 235:0.68 241:1.00 242:0.82 243:0.06 244:0.61 245:0.83 247:0.12 248:0.95 253:0.99 255:0.79 256:1.00 257:0.65 259:0.21 260:0.94 265:0.70 266:0.63 267:0.59 268:0.97 271:0.88 276:0.82 277:0.69 285:0.62 290:0.77 297:0.36 300:0.70\n2 1:0.74 6:0.95 7:0.81 8:0.88 9:0.80 11:0.57 12:0.37 17:0.59 20:0.91 21:0.30 27:0.39 28:0.85 30:0.14 32:0.80 34:0.49 36:0.78 37:0.71 39:0.74 41:0.99 43:0.80 60:0.87 66:0.11 69:0.73 70:0.95 74:0.92 77:0.89 78:0.81 81:0.69 83:0.89 85:0.94 91:0.93 96:0.97 98:0.42 100:0.82 101:0.79 108:0.90 111:0.80 114:0.86 120:0.94 121:0.90 122:0.57 123:0.92 124:0.80 126:0.54 127:0.91 129:0.89 133:0.83 135:0.44 138:0.97 140:0.90 145:0.69 146:0.28 147:0.37 149:0.81 150:0.81 151:0.99 152:0.85 153:0.94 154:0.74 155:0.67 158:0.87 159:0.84 161:0.54 162:0.52 164:0.95 165:0.84 167:0.86 169:0.80 172:0.73 173:0.53 176:0.73 177:0.05 178:0.50 179:0.43 181:0.82 186:0.81 189:0.96 191:0.84 192:0.59 195:0.93 201:0.74 202:0.96 204:0.89 208:0.64 212:0.51 215:0.72 216:0.49 220:0.87 222:0.48 230:0.84 233:0.69 235:0.42 238:0.86 241:0.84 242:0.29 243:0.11 245:0.79 247:0.67 248:0.97 253:0.98 255:0.79 256:0.95 257:0.65 259:0.21 260:0.94 261:0.84 265:0.42 266:0.80 267:0.44 268:0.95 271:0.88 276:0.70 279:0.86 282:0.83 283:0.71 285:0.62 290:0.86 297:0.36 299:0.97 300:0.84\n1 1:0.74 7:0.81 9:0.80 11:0.57 12:0.37 17:0.96 21:0.40 27:0.09 28:0.85 30:0.43 32:0.80 34:0.61 36:0.74 37:0.86 39:0.74 41:0.88 43:0.60 55:0.45 60:0.87 66:0.31 69:0.40 70:0.59 74:0.99 76:0.94 77:0.70 81:0.72 83:0.83 85:0.85 91:0.56 96:0.90 98:0.60 101:0.75 104:0.58 106:0.81 108:0.85 114:0.82 117:0.86 120:0.79 121:0.99 122:0.67 123:0.67 124:0.65 126:0.54 127:0.65 129:0.59 133:0.64 135:0.88 140:0.80 145:0.74 146:0.27 147:0.33 149:0.87 150:0.82 151:0.94 153:0.84 154:0.49 155:0.67 158:0.92 159:0.69 161:0.54 162:0.84 164:0.75 165:0.81 167:0.55 172:0.91 173:0.28 176:0.73 177:0.38 179:0.17 181:0.82 187:0.39 192:0.59 195:0.85 201:0.74 202:0.67 204:0.89 206:0.81 208:0.64 212:0.92 215:0.67 216:0.67 222:0.48 230:0.87 232:0.93 233:0.76 235:0.68 241:0.35 242:0.58 243:0.07 245:0.97 247:0.67 248:0.84 253:0.94 255:0.79 256:0.68 259:0.21 260:0.80 265:0.54 266:0.71 267:0.23 268:0.73 271:0.88 276:0.92 277:0.69 279:0.86 282:0.88 283:0.82 285:0.62 290:0.82 297:0.36 299:0.88 300:0.94\n2 1:0.74 8:0.97 9:0.80 11:0.57 12:0.37 17:0.84 20:0.74 21:0.30 27:0.67 28:0.85 30:0.62 32:0.80 34:0.52 36:0.66 37:0.63 39:0.74 41:1.00 43:0.96 55:0.45 66:0.67 69:0.19 70:0.62 74:0.95 76:0.94 77:0.98 78:0.90 81:0.78 83:0.86 85:0.80 91:0.88 96:0.97 98:0.51 100:0.73 101:0.78 108:0.15 111:0.87 114:0.86 120:0.92 122:0.67 123:0.15 124:0.45 126:0.54 127:0.90 129:0.59 133:0.47 135:0.47 140:0.45 145:0.47 146:0.42 147:0.49 149:0.79 150:0.85 151:0.99 152:0.74 153:0.97 154:0.96 155:0.67 159:0.37 161:0.54 162:0.66 164:0.90 165:0.83 167:0.84 169:0.72 172:0.57 173:0.36 176:0.73 177:0.38 179:0.75 181:0.82 186:0.96 191:0.73 192:0.59 195:0.60 201:0.74 202:0.89 208:0.64 212:0.71 215:0.72 216:0.39 222:0.48 232:0.72 235:0.68 241:0.80 242:0.74 243:0.72 245:0.66 247:0.39 248:0.96 253:0.98 255:0.79 256:1.00 259:0.21 260:0.92 261:0.75 265:0.53 266:0.54 267:0.95 268:0.91 271:0.88 276:0.42 282:0.88 285:0.62 290:0.86 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.97 7:0.81 8:0.97 9:0.80 12:0.37 17:0.93 20:0.76 21:0.30 27:0.02 28:0.85 30:0.95 32:0.80 34:0.26 36:0.62 37:0.98 39:0.74 41:1.00 43:0.32 55:0.45 66:0.72 69:0.65 70:0.15 74:0.90 76:0.94 77:0.89 78:0.92 81:0.74 83:0.81 91:0.73 96:0.96 98:0.21 100:0.90 108:0.95 111:0.91 114:0.68 117:0.86 120:0.86 121:0.90 122:0.67 123:0.95 124:0.47 126:0.54 127:0.89 129:0.89 133:0.78 135:0.69 138:0.95 140:0.45 145:0.80 146:0.19 147:0.24 149:0.45 150:0.83 151:0.87 152:0.75 153:0.77 154:0.23 155:0.67 158:0.85 159:0.87 161:0.54 162:0.82 164:0.87 165:0.81 167:0.69 169:0.88 172:0.80 173:0.38 175:0.75 176:0.56 177:0.05 179:0.46 181:0.82 186:0.92 187:0.21 189:0.97 191:0.85 192:0.59 195:0.96 201:0.74 202:0.85 204:0.89 208:0.64 212:0.88 215:0.67 216:0.81 220:0.87 222:0.48 230:0.87 232:0.84 233:0.76 235:0.60 238:0.89 241:0.65 242:0.82 243:0.12 244:0.61 245:0.70 247:0.12 248:0.93 253:0.97 255:0.79 256:1.00 257:0.65 259:0.21 260:0.87 261:0.80 265:0.23 266:0.54 267:0.92 268:0.89 271:0.88 276:0.63 277:0.69 282:0.88 285:0.62 286:0.99 290:0.68 297:0.36 299:0.88 300:0.43\n1 1:0.68 7:0.65 10:0.92 11:0.88 12:0.51 17:0.06 18:0.79 21:0.05 27:0.49 29:0.62 30:0.68 32:0.71 34:0.96 36:0.75 37:0.47 39:0.51 43:0.41 44:0.92 45:0.94 56:0.97 64:0.77 66:0.92 69:0.54 70:0.45 71:0.79 74:0.59 77:0.70 80:0.98 81:0.81 82:0.99 83:0.69 86:0.82 88:0.98 91:0.40 98:0.90 99:0.99 101:0.70 102:0.97 108:0.42 114:0.95 122:0.91 123:0.40 126:0.54 127:0.46 129:0.05 131:0.61 135:0.96 139:0.83 144:0.92 145:0.58 146:0.82 147:0.85 149:0.50 150:0.64 154:0.57 155:0.57 157:0.91 159:0.38 165:0.88 166:0.94 170:0.90 172:0.79 173:0.61 174:0.88 176:0.70 177:0.99 178:0.55 179:0.44 182:0.93 187:0.87 192:0.87 193:0.95 195:0.64 197:0.90 201:0.68 204:0.84 208:0.64 212:0.86 215:0.91 216:0.56 222:0.48 227:0.61 229:0.61 230:0.67 231:0.90 233:0.66 235:0.68 236:0.95 239:0.93 241:0.05 242:0.17 243:0.93 244:0.61 246:0.92 247:0.79 253:0.67 254:0.80 259:0.21 264:0.98 265:0.90 266:0.38 267:0.79 271:0.89 275:0.95 276:0.67 281:0.86 282:0.80 287:0.61 290:0.95 294:0.98 297:0.36 300:0.43\n1 1:0.61 8:0.59 9:0.76 10:0.89 11:0.88 12:0.51 17:0.32 18:0.83 20:0.91 21:0.54 23:0.98 27:0.68 29:0.62 30:0.53 31:0.96 34:0.30 36:0.94 37:0.27 39:0.51 43:0.23 45:0.95 56:0.97 62:0.97 64:0.77 66:0.36 69:0.47 70:0.84 71:0.79 74:0.49 75:0.97 78:0.99 79:0.95 81:0.69 83:0.69 86:0.74 91:0.40 96:0.86 97:0.98 98:0.61 99:0.99 100:0.73 101:0.97 108:0.36 111:0.95 114:0.74 122:0.91 123:0.34 124:0.79 126:0.54 127:0.45 128:0.98 129:0.05 131:0.97 133:0.80 135:0.99 137:0.96 139:0.75 140:0.87 143:0.99 144:0.92 145:0.83 146:0.89 147:0.91 149:0.31 150:0.48 151:0.85 152:0.85 153:0.48 154:0.61 155:0.65 157:0.91 158:0.77 159:0.76 162:0.55 165:0.88 166:0.94 168:0.98 169:0.72 170:0.90 172:0.75 173:0.26 174:0.86 176:0.63 177:0.99 178:0.48 179:0.29 182:0.94 186:0.98 187:0.87 190:0.89 191:0.70 192:0.99 196:0.93 197:0.88 201:0.63 202:0.69 205:0.98 208:0.64 212:0.55 216:0.42 219:0.91 220:0.62 222:0.48 226:0.98 227:0.95 229:0.97 231:0.91 235:0.95 236:0.94 239:0.90 241:0.21 242:0.18 243:0.51 244:0.61 245:0.84 246:0.92 247:0.93 248:0.83 253:0.82 254:0.90 255:0.94 256:0.64 259:0.21 261:0.90 264:0.98 265:0.62 266:0.80 267:0.69 268:0.65 271:0.89 275:0.95 276:0.79 279:0.79 284:0.94 285:0.61 287:0.94 290:0.74 292:0.95 294:0.97 295:0.99 300:0.84\n0 1:0.62 6:0.84 7:0.64 8:0.58 9:0.74 10:0.83 11:0.86 12:0.51 17:0.59 18:0.65 20:0.89 21:0.54 23:0.95 27:0.21 29:0.62 30:0.89 31:0.92 34:0.93 36:0.89 37:0.78 39:0.51 43:0.06 44:0.86 45:0.77 56:0.97 62:0.96 64:0.77 66:0.75 69:0.29 70:0.20 71:0.79 74:0.38 75:0.95 77:0.70 78:1.00 79:0.91 81:0.71 82:0.98 83:0.69 86:0.63 88:0.98 91:0.63 96:0.77 97:0.97 98:0.78 99:0.99 100:0.92 101:0.64 102:0.94 108:0.22 111:0.98 114:0.72 122:0.67 123:0.22 126:0.54 127:0.27 128:0.97 129:0.05 131:0.96 135:0.86 137:0.92 139:0.68 140:0.45 143:0.99 144:0.92 145:0.56 146:0.46 147:0.52 149:0.05 150:0.52 151:0.75 152:0.84 153:0.48 154:0.17 155:0.65 157:0.81 158:0.73 159:0.17 162:0.86 165:0.79 166:0.94 168:0.97 169:0.90 170:0.90 172:0.32 173:0.60 174:0.79 176:0.62 177:0.99 179:0.87 182:0.94 186:1.00 187:0.39 189:0.86 190:0.98 192:0.99 195:0.55 196:0.89 197:0.84 201:0.64 202:0.36 205:0.95 208:0.64 212:0.61 215:0.58 216:0.50 219:0.88 220:0.62 222:0.48 226:0.96 227:0.95 229:0.97 230:0.64 231:0.91 232:0.90 233:0.76 235:0.88 236:0.92 238:0.81 239:0.86 241:0.18 242:0.33 243:0.77 244:0.97 246:0.92 247:0.39 248:0.69 253:0.68 254:0.74 255:0.78 256:0.45 259:0.21 261:0.92 264:0.98 265:0.79 266:0.23 267:0.73 268:0.46 271:0.89 275:0.91 276:0.14 279:0.79 282:0.73 284:0.88 285:0.61 287:0.94 290:0.72 292:0.88 294:0.95 295:0.98 297:0.36 300:0.18\n1 1:0.66 8:0.61 10:0.94 11:0.88 12:0.51 17:0.16 18:0.90 21:0.13 27:0.49 29:0.62 30:0.85 32:0.71 34:0.98 36:0.99 37:0.47 39:0.51 43:0.57 44:0.92 45:0.98 56:0.97 64:0.77 66:0.52 69:0.54 70:0.44 71:0.79 74:0.71 75:0.97 77:0.70 80:0.98 81:0.75 82:0.99 83:0.69 86:0.87 88:0.98 91:0.31 97:0.99 98:0.71 99:0.99 101:0.70 102:0.97 108:0.42 114:0.88 122:0.91 123:0.40 124:0.55 126:0.54 127:0.66 129:0.59 131:0.61 133:0.46 135:0.97 139:0.88 144:0.92 145:0.61 146:0.75 147:0.79 149:0.83 150:0.58 154:0.57 155:0.55 157:0.96 158:0.77 159:0.51 165:0.88 166:0.94 170:0.90 172:0.82 173:0.55 174:0.91 176:0.63 177:0.99 178:0.55 179:0.31 182:0.93 187:0.39 192:0.58 193:0.95 195:0.69 197:0.93 201:0.66 204:0.82 208:0.64 212:0.84 216:0.56 219:0.91 222:0.48 226:0.98 227:0.61 229:0.61 231:0.91 235:0.68 236:0.94 239:0.95 241:0.05 242:0.17 243:0.62 244:0.61 245:0.94 246:0.92 247:0.82 253:0.66 254:0.84 259:0.21 264:0.98 265:0.71 266:0.63 267:0.79 271:0.89 275:0.96 276:0.80 279:0.81 281:0.86 282:0.79 287:0.61 290:0.88 292:0.95 294:0.99 295:0.99 300:0.70\n0 1:0.65 10:0.93 11:0.92 12:0.51 17:0.22 18:0.96 21:0.22 22:0.93 27:0.43 29:0.62 30:0.75 33:0.97 34:0.77 36:0.43 37:0.98 39:0.51 43:0.75 44:0.88 45:0.98 47:0.93 56:0.97 64:0.77 66:0.59 69:0.56 70:0.36 71:0.79 74:0.62 77:0.70 80:0.98 81:0.74 82:0.99 83:0.69 85:0.72 86:0.86 88:0.99 91:0.29 98:0.67 99:0.99 101:1.00 102:0.96 108:0.75 114:0.85 117:0.86 122:0.91 123:0.73 124:0.52 126:0.54 127:0.54 129:0.05 131:0.61 133:0.43 135:0.42 139:0.85 144:0.92 145:0.72 146:0.69 147:0.74 149:0.81 150:0.56 154:0.67 155:0.54 157:0.90 159:0.54 165:0.88 166:0.94 170:0.90 172:0.90 173:0.53 174:0.89 176:0.63 177:0.99 178:0.55 179:0.20 182:0.93 187:0.95 192:0.57 193:0.95 195:0.76 197:0.91 201:0.66 204:0.82 208:0.64 212:0.88 216:0.64 222:0.48 227:0.61 229:0.61 231:0.90 232:0.94 235:0.74 236:0.94 239:0.93 241:0.05 242:0.45 243:0.40 245:0.97 246:0.92 247:0.86 253:0.62 259:0.21 262:0.93 264:0.98 265:0.68 266:0.71 267:0.88 271:0.89 275:0.94 276:0.88 277:0.87 281:0.86 282:0.75 287:0.61 290:0.85 291:0.97 294:0.98 300:0.70\n1 1:0.68 6:0.84 7:0.65 8:0.63 10:0.92 11:0.88 12:0.51 17:0.04 18:0.79 20:0.93 21:0.05 27:0.49 29:0.62 30:0.68 32:0.71 34:0.97 36:0.75 37:0.47 39:0.51 43:0.41 44:0.92 45:0.94 56:0.97 64:0.77 66:0.92 69:0.54 70:0.45 71:0.79 74:0.63 75:0.97 77:0.70 78:1.00 80:0.98 81:0.81 82:0.99 83:0.69 86:0.82 88:0.98 91:0.37 97:0.98 98:0.90 99:0.99 100:0.98 101:0.70 102:0.97 108:0.42 111:0.99 114:0.95 122:0.91 123:0.40 126:0.54 127:0.46 129:0.05 131:0.61 135:0.97 139:0.85 144:0.92 145:0.58 146:0.82 147:0.85 149:0.50 150:0.64 152:0.97 154:0.57 155:0.57 157:0.91 158:0.77 159:0.38 165:0.88 166:0.94 169:0.94 170:0.90 172:0.79 173:0.61 174:0.88 176:0.70 177:0.99 178:0.55 179:0.44 182:0.93 186:1.00 187:0.68 189:0.86 192:0.87 193:0.95 195:0.64 197:0.90 201:0.68 204:0.84 208:0.64 212:0.86 215:0.91 216:0.56 219:0.91 222:0.48 226:0.98 227:0.61 229:0.61 230:0.67 231:0.90 233:0.66 235:0.68 236:0.95 238:0.85 239:0.94 241:0.05 242:0.17 243:0.93 244:0.61 246:0.92 247:0.79 253:0.68 254:0.80 259:0.21 261:0.96 264:0.98 265:0.90 266:0.38 267:0.76 271:0.89 275:0.95 276:0.67 279:0.79 281:0.86 282:0.80 283:0.82 287:0.61 290:0.95 292:0.95 294:0.98 295:0.99 297:0.36 300:0.43\n0 1:0.66 6:0.84 8:0.63 9:0.76 10:0.92 11:0.88 12:0.51 17:0.03 18:0.87 20:0.94 21:0.13 23:0.98 27:0.49 29:0.62 30:0.73 31:0.96 34:0.74 36:1.00 37:0.47 39:0.51 43:0.57 44:0.88 45:0.97 56:0.97 62:0.98 64:0.77 66:0.46 69:0.54 70:0.52 71:0.79 74:0.60 75:0.97 77:0.89 78:0.97 79:0.95 80:0.98 81:0.75 82:0.99 83:0.69 86:0.80 88:0.99 91:0.42 96:0.86 97:0.99 98:0.67 99:0.99 100:0.73 101:0.96 102:0.96 108:0.42 111:0.94 114:0.88 122:0.98 123:0.40 124:0.69 126:0.54 127:0.85 128:0.98 129:0.05 131:0.97 133:0.67 135:1.00 137:0.96 139:0.83 140:0.92 143:0.99 144:0.92 145:0.70 146:0.86 147:0.88 149:0.70 150:0.58 151:0.85 152:0.97 153:0.48 154:0.57 155:0.65 157:0.95 158:0.77 159:0.73 162:0.53 165:0.88 166:0.94 168:0.98 169:0.94 170:0.90 172:0.79 173:0.41 174:0.91 176:0.63 177:0.99 178:0.48 179:0.33 182:0.94 186:0.97 187:0.39 190:0.89 192:0.99 193:0.95 195:0.84 196:0.95 197:0.91 201:0.66 202:0.70 204:0.84 205:0.98 208:0.64 212:0.61 216:0.56 219:0.91 220:0.62 222:0.48 226:0.98 227:0.95 229:0.97 231:0.91 235:0.68 236:0.94 239:0.94 241:0.37 242:0.16 243:0.58 244:0.61 245:0.91 246:0.92 247:0.88 248:0.79 253:0.84 254:0.84 255:0.94 256:0.64 259:0.21 261:0.96 264:0.98 265:0.68 266:0.84 267:0.59 268:0.65 271:0.89 275:0.96 276:0.81 279:0.81 281:0.86 282:0.75 284:0.94 285:0.61 287:0.94 290:0.88 292:0.95 294:0.98 295:0.99 300:0.70\n0 1:0.67 7:0.64 8:0.58 9:0.73 10:0.89 11:0.88 12:0.51 17:0.34 18:0.79 21:0.05 22:0.93 23:0.96 27:0.58 29:0.62 30:0.87 31:0.92 32:0.71 33:0.97 34:0.86 36:0.96 37:0.36 39:0.51 43:0.57 44:0.92 45:0.93 47:0.93 56:0.97 62:0.97 64:0.77 66:0.83 69:0.79 70:0.36 71:0.79 74:0.56 75:0.97 77:0.70 79:0.92 80:0.98 81:0.76 82:0.99 83:0.69 86:0.73 88:0.98 91:0.44 96:0.78 97:0.99 98:0.62 99:0.99 101:0.70 102:0.97 108:0.63 114:0.92 117:0.86 122:0.91 123:0.60 124:0.37 126:0.54 127:0.30 128:0.97 129:0.05 131:0.61 133:0.36 135:0.75 137:0.92 139:0.81 140:0.45 144:0.92 145:0.76 146:0.59 147:0.05 149:0.65 150:0.60 151:0.77 153:0.69 154:0.46 155:0.58 157:0.87 158:0.77 159:0.31 162:0.86 165:0.88 166:0.94 168:0.97 170:0.90 172:0.71 173:0.88 174:0.89 175:0.75 176:0.63 177:0.05 179:0.45 182:0.93 187:0.39 190:0.99 192:0.87 193:0.95 195:0.66 196:0.93 197:0.91 201:0.67 202:0.46 204:0.81 205:0.95 208:0.64 212:0.84 216:0.63 219:0.91 220:0.62 222:0.48 226:0.98 227:0.61 229:0.61 230:0.64 231:0.91 232:0.83 233:0.76 235:0.60 236:0.94 239:0.93 241:0.32 242:0.33 243:0.10 244:0.83 245:0.57 246:0.92 247:0.76 248:0.71 253:0.77 255:0.72 256:0.45 257:0.99 259:0.21 262:0.93 264:0.98 265:0.63 266:0.47 267:0.44 268:0.55 271:0.89 275:0.93 276:0.55 277:0.69 279:0.81 281:0.86 282:0.80 284:0.90 285:0.50 287:0.61 290:0.92 291:0.97 292:0.95 294:0.98 295:0.99 300:0.43\n0 1:0.65 7:0.64 8:0.58 10:0.92 11:0.88 12:0.51 17:0.22 18:0.95 21:0.22 22:0.93 27:0.43 29:0.62 30:0.75 32:0.63 33:0.97 34:0.37 36:0.84 37:0.98 39:0.51 43:0.48 44:0.88 45:0.98 47:0.93 56:0.97 64:0.77 66:0.59 69:0.56 70:0.36 71:0.79 74:0.63 75:0.97 77:0.70 80:0.98 81:0.74 82:0.99 83:0.69 86:0.84 88:0.98 91:0.27 97:0.99 98:0.52 99:0.99 101:0.70 102:0.96 108:0.83 114:0.85 117:0.86 122:0.91 123:0.82 124:0.64 126:0.54 127:0.52 129:0.05 131:0.61 133:0.66 135:0.98 139:0.85 144:0.92 145:0.74 146:0.35 147:0.42 149:0.55 150:0.56 154:0.61 155:0.54 157:0.90 158:0.77 159:0.63 165:0.88 166:0.94 170:0.90 172:0.89 173:0.46 174:0.86 176:0.63 177:0.99 178:0.55 179:0.21 182:0.93 187:0.87 192:0.56 193:0.95 195:0.83 197:0.89 201:0.66 204:0.81 208:0.64 212:0.90 216:0.64 219:0.91 222:0.48 226:0.98 227:0.61 229:0.61 230:0.64 231:0.90 232:0.94 233:0.76 235:0.74 236:0.94 239:0.94 241:0.07 242:0.50 243:0.28 244:0.61 245:0.94 246:0.92 247:0.84 253:0.63 254:0.80 259:0.21 262:0.93 264:0.98 265:0.53 266:0.63 267:0.76 271:0.89 275:0.94 276:0.86 277:0.95 279:0.81 281:0.86 282:0.75 287:0.61 290:0.85 291:0.97 292:0.95 294:0.98 295:0.99 300:0.70\n0 1:0.64 7:0.64 10:0.89 11:0.86 12:0.51 17:0.77 18:0.81 21:0.47 27:0.25 29:0.62 30:0.87 32:0.65 34:0.88 36:0.41 37:0.83 39:0.51 43:0.05 44:0.88 45:0.93 56:0.97 64:0.77 66:0.92 69:0.64 70:0.32 71:0.79 74:0.47 77:0.70 80:0.98 81:0.73 82:0.98 83:0.69 86:0.73 88:0.98 91:0.20 98:0.85 99:0.99 101:0.64 102:0.95 104:0.76 108:0.49 114:0.74 122:0.67 123:0.46 126:0.54 127:0.36 129:0.05 131:0.61 135:0.56 139:0.74 144:0.92 145:0.52 146:0.75 147:0.79 149:0.05 150:0.54 154:0.17 155:0.57 157:0.95 159:0.31 165:0.79 166:0.94 170:0.90 172:0.79 173:0.74 174:0.89 176:0.62 177:0.99 178:0.55 179:0.41 182:0.93 187:0.68 192:0.87 193:0.95 195:0.61 197:0.92 201:0.66 204:0.84 208:0.64 212:0.69 215:0.63 216:0.40 222:0.48 227:0.61 229:0.61 230:0.64 231:0.90 232:0.86 233:0.66 235:0.84 236:0.92 239:0.90 241:0.21 242:0.24 243:0.92 244:0.93 246:0.92 247:0.60 253:0.55 254:0.93 259:0.21 264:0.98 265:0.85 266:0.38 267:0.52 271:0.89 275:0.96 276:0.66 281:0.86 282:0.74 287:0.61 290:0.74 294:0.97 297:0.36 300:0.43\n0 1:0.67 7:0.64 8:0.79 9:0.75 10:0.90 11:0.88 12:0.51 17:0.85 18:0.82 21:0.30 22:0.93 23:0.97 27:0.67 29:0.62 30:0.33 31:0.93 33:0.97 34:0.40 36:0.89 39:0.51 43:0.62 45:0.96 47:0.93 56:0.97 62:0.97 64:0.77 66:0.07 69:0.27 70:0.97 71:0.79 74:0.52 75:0.97 79:0.92 80:0.99 81:0.75 82:0.98 83:0.69 86:0.76 88:0.99 91:0.12 96:0.79 97:1.00 98:0.28 99:1.00 101:0.97 102:0.94 108:0.99 114:0.82 117:0.86 122:0.90 123:0.98 124:0.97 126:0.54 127:1.00 128:0.97 129:0.59 131:0.96 133:0.97 135:0.34 137:0.93 139:0.77 140:0.45 143:0.99 144:0.92 145:0.58 146:0.67 147:0.72 149:0.55 150:0.58 151:0.80 153:0.72 154:0.52 155:0.65 157:0.90 158:0.76 159:0.97 162:0.76 165:0.88 166:0.94 168:0.97 170:0.90 172:0.70 173:0.06 174:0.89 176:0.63 177:0.99 179:0.25 182:0.94 187:0.21 190:0.89 192:0.99 193:0.96 195:1.00 196:0.92 197:0.88 201:0.67 202:0.58 204:0.81 205:0.95 208:0.64 212:0.55 216:0.03 219:0.91 220:0.62 222:0.48 226:0.98 227:0.95 229:0.97 230:0.64 231:0.91 232:0.70 233:0.76 235:0.88 236:0.94 239:0.92 241:0.30 242:0.14 243:0.32 244:0.83 245:0.82 246:0.92 247:0.98 248:0.73 253:0.77 255:0.78 256:0.58 259:0.21 262:0.93 264:0.98 265:0.15 266:0.98 267:0.23 268:0.62 271:0.89 275:0.97 276:0.88 277:0.99 279:0.81 281:0.91 284:0.93 285:0.61 287:0.94 290:0.82 291:0.97 292:0.88 294:0.98 295:0.99 300:0.98\n0 1:0.66 8:0.64 9:0.74 10:0.92 11:0.88 12:0.51 17:0.22 18:0.81 21:0.13 23:0.95 27:0.35 29:0.62 30:0.75 31:0.92 34:0.26 36:0.84 37:0.43 39:0.51 43:0.28 44:0.88 45:0.99 56:0.97 62:0.97 64:0.77 66:0.23 69:0.89 70:0.56 71:0.79 74:0.58 75:0.97 77:0.70 79:0.91 80:0.98 81:0.75 82:0.99 83:0.69 86:0.79 88:0.99 91:0.44 96:0.77 97:0.99 98:0.34 99:0.99 101:0.97 102:0.96 108:0.78 114:0.88 122:0.91 123:0.76 124:0.90 126:0.54 127:0.62 128:0.97 129:0.59 131:0.96 133:0.88 135:1.00 137:0.92 139:0.82 140:0.80 143:0.99 144:0.92 145:0.83 146:0.69 147:0.05 149:0.73 150:0.58 151:0.75 153:0.48 154:0.22 155:0.65 157:0.96 158:0.77 159:0.83 162:0.49 165:0.88 166:0.94 168:0.97 170:0.90 172:0.78 173:0.77 174:0.95 176:0.63 177:0.05 178:0.42 179:0.21 182:0.94 187:0.68 190:0.98 191:0.73 192:0.99 193:0.95 195:0.94 196:0.93 197:0.92 201:0.66 202:0.64 204:0.82 205:0.95 208:0.64 212:0.68 216:0.70 219:0.91 220:0.62 222:0.48 226:0.98 227:0.95 229:0.97 231:0.91 235:0.68 236:0.94 239:0.94 241:0.41 242:0.21 243:0.06 244:0.61 245:0.91 246:0.92 247:0.90 248:0.69 253:0.76 254:0.96 255:0.78 256:0.45 257:0.99 259:0.21 264:0.98 265:0.36 266:0.80 267:0.59 268:0.46 271:0.89 275:0.97 276:0.88 279:0.81 281:0.86 282:0.75 284:0.88 285:0.61 287:0.94 290:0.88 292:0.95 294:0.98 295:0.99 300:0.84\n0 1:0.56 10:0.82 11:0.91 12:0.51 17:0.34 18:0.78 21:0.64 27:0.45 29:0.62 30:0.66 32:0.62 34:0.71 36:0.24 37:0.50 39:0.51 43:0.22 45:0.89 64:0.77 66:0.30 69:0.69 70:0.61 71:0.79 74:0.32 81:0.36 83:0.54 86:0.64 91:0.12 98:0.49 99:0.83 101:0.87 108:0.86 114:0.63 122:0.67 123:0.51 124:0.59 126:0.26 127:0.40 129:0.05 131:0.61 133:0.39 135:0.74 139:0.63 144:0.92 145:0.49 146:0.67 147:0.72 149:0.25 150:0.34 154:0.14 155:0.46 157:0.79 159:0.58 165:0.63 166:0.61 170:0.90 172:0.48 173:0.63 174:0.79 176:0.59 177:0.99 178:0.55 179:0.60 182:0.73 187:0.68 192:0.44 195:0.81 197:0.82 201:0.54 208:0.49 212:0.57 216:0.77 222:0.48 227:0.61 229:0.61 231:0.65 235:0.80 239:0.82 241:0.18 242:0.33 243:0.48 244:0.97 245:0.75 246:0.61 247:0.74 253:0.48 259:0.21 264:0.98 265:0.17 266:0.63 267:0.52 271:0.89 275:0.91 276:0.40 287:0.61 290:0.63 294:0.93 300:0.55\n0 1:0.66 10:0.88 11:0.88 12:0.51 17:0.55 18:0.71 21:0.13 27:0.54 29:0.62 30:0.60 34:0.97 36:0.76 37:0.41 39:0.51 43:0.09 45:0.85 56:0.97 64:0.77 66:0.69 69:0.51 70:0.67 71:0.79 74:0.46 75:0.97 81:0.75 83:0.69 86:0.72 91:0.31 97:0.98 98:0.69 99:0.99 101:0.87 108:0.39 114:0.88 122:0.41 123:0.38 124:0.42 126:0.54 127:0.43 129:0.05 131:0.61 133:0.36 135:0.96 139:0.73 144:0.92 145:0.59 146:0.61 147:0.66 149:0.11 150:0.58 154:0.60 155:0.51 157:0.87 158:0.77 159:0.34 165:0.88 166:0.94 170:0.90 172:0.54 173:0.61 174:0.79 176:0.63 177:0.99 178:0.55 179:0.70 182:0.93 187:0.87 192:0.55 197:0.84 201:0.66 208:0.64 212:0.42 216:0.55 219:0.91 222:0.48 226:0.98 227:0.61 229:0.61 231:0.90 235:0.68 236:0.94 239:0.89 241:0.32 242:0.12 243:0.73 244:0.61 245:0.59 246:0.92 247:0.82 253:0.62 254:0.90 259:0.21 264:0.98 265:0.69 266:0.38 267:0.88 271:0.89 275:0.93 276:0.45 279:0.79 287:0.61 290:0.88 292:0.95 294:0.97 295:0.99 300:0.55\n0 1:0.61 7:0.64 8:0.89 9:0.73 10:0.92 11:0.88 12:0.51 17:0.73 18:0.78 21:0.59 23:0.95 27:0.40 29:0.62 30:0.56 31:0.91 34:0.98 36:0.88 37:0.88 39:0.51 43:0.05 44:0.88 45:0.92 56:0.97 62:0.97 64:0.77 66:0.91 69:0.64 70:0.62 71:0.79 74:0.58 75:0.97 77:0.70 79:0.91 80:0.98 81:0.65 82:0.99 83:0.69 86:0.79 88:0.98 91:0.48 96:0.77 97:0.99 98:0.83 99:0.99 101:0.64 102:0.96 108:0.49 114:0.71 122:0.91 123:0.47 126:0.54 127:0.33 128:0.97 129:0.05 131:0.61 135:0.84 137:0.91 139:0.82 140:0.90 144:0.92 145:0.77 146:0.80 147:0.83 149:0.05 150:0.46 151:0.75 153:0.48 154:0.50 155:0.57 157:0.93 158:0.76 159:0.36 162:0.51 165:0.79 166:0.94 168:0.97 170:0.90 172:0.74 173:0.70 174:0.88 176:0.63 177:0.99 178:0.50 179:0.46 182:0.93 187:0.39 190:0.99 191:0.87 192:0.87 193:0.95 195:0.69 196:0.93 197:0.90 201:0.62 202:0.60 204:0.81 205:0.95 208:0.64 212:0.71 216:0.41 219:0.91 220:0.62 222:0.48 226:0.96 227:0.61 229:0.61 230:0.64 231:0.90 232:0.87 233:0.76 235:0.97 236:0.94 239:0.93 241:0.37 242:0.24 243:0.91 244:0.83 246:0.92 247:0.67 248:0.69 253:0.72 254:0.74 255:0.72 256:0.45 259:0.21 264:0.98 265:0.83 266:0.47 267:0.44 268:0.46 271:0.89 275:0.95 276:0.60 279:0.81 281:0.86 282:0.75 284:0.87 285:0.50 287:0.61 290:0.71 292:0.88 294:0.98 295:0.98 300:0.55\n0 1:0.63 8:0.61 10:0.87 11:0.86 12:0.51 17:0.24 18:0.95 20:0.92 21:0.47 27:0.20 29:0.62 30:0.70 34:0.36 36:0.70 37:0.68 39:0.51 43:0.08 44:0.86 45:0.97 56:0.97 64:0.77 66:0.97 69:0.69 70:0.55 71:0.79 74:0.51 75:0.95 77:0.89 78:0.96 80:0.98 81:0.67 82:0.98 83:0.69 86:0.76 88:0.98 91:0.23 97:0.97 98:0.86 99:0.99 100:0.73 101:0.64 102:0.94 108:0.52 111:0.93 114:0.72 122:0.91 123:0.50 126:0.54 127:0.37 129:0.05 131:0.61 135:0.85 139:0.77 144:0.92 145:0.72 146:0.89 147:0.91 149:0.32 150:0.50 152:0.95 154:0.16 155:0.57 157:0.94 158:0.73 159:0.48 165:0.79 166:0.94 169:0.72 170:0.90 172:0.93 173:0.67 174:0.88 176:0.60 177:0.99 178:0.55 179:0.19 182:0.93 186:0.96 187:0.87 192:0.86 193:0.95 195:0.75 197:0.90 201:0.64 202:0.36 204:0.85 208:0.64 212:0.85 216:0.83 219:0.88 222:0.48 226:0.95 227:0.61 229:0.61 231:0.90 232:0.91 235:0.80 236:0.92 239:0.89 241:0.03 242:0.28 243:0.97 244:0.97 246:0.92 247:0.86 253:0.55 254:0.74 259:0.21 261:0.91 264:0.98 265:0.86 266:0.54 267:0.82 271:0.89 275:0.96 276:0.87 279:0.79 281:0.91 282:0.73 287:0.61 290:0.72 292:0.87 294:0.97 295:0.98 300:0.70\n1 7:0.69 10:0.94 11:0.46 12:0.20 17:0.86 21:0.40 27:0.39 29:0.53 30:0.37 32:0.67 34:0.69 36:0.18 37:0.69 39:0.32 43:0.65 45:0.66 55:0.59 66:0.74 69:0.83 70:0.59 71:0.71 74:0.51 76:0.94 77:0.89 81:0.32 83:0.56 91:0.38 98:0.83 101:0.47 108:0.68 114:0.69 122:0.83 123:0.66 124:0.42 126:0.24 127:0.78 129:0.05 131:0.61 133:0.43 135:0.63 139:0.67 144:0.57 145:0.88 146:0.89 147:0.63 149:0.42 150:0.35 154:0.55 155:0.49 157:0.61 159:0.61 166:0.82 170:0.99 172:0.84 173:0.83 174:0.92 175:0.75 176:0.59 177:0.38 178:0.55 179:0.38 182:0.61 187:0.39 192:0.46 195:0.78 197:0.92 204:0.78 208:0.50 212:0.80 216:0.22 222:0.60 227:0.61 229:0.61 230:0.71 231:0.74 232:0.72 233:0.76 235:0.42 239:0.92 241:0.24 242:0.30 243:0.23 244:0.83 245:0.86 246:0.61 247:0.76 253:0.53 257:0.84 259:0.21 265:0.83 266:0.47 267:0.52 271:0.16 276:0.78 277:0.69 281:0.91 282:0.72 287:0.61 290:0.69 300:0.55\n0 8:0.85 10:0.91 11:0.55 12:0.20 17:0.67 18:0.62 21:0.71 27:0.39 29:0.53 30:0.13 32:0.67 34:1.00 36:0.18 37:0.69 39:0.32 43:0.65 45:0.81 66:0.71 69:0.41 70:0.84 71:0.71 74:0.49 76:0.94 77:0.89 81:0.30 86:0.65 91:0.40 98:0.80 101:0.65 108:0.32 114:0.62 117:0.86 122:0.57 123:0.31 124:0.43 126:0.24 127:0.64 129:0.05 131:0.61 133:0.39 135:0.98 139:0.63 144:0.57 145:0.74 146:0.79 147:0.83 149:0.57 150:0.33 154:0.50 157:0.78 158:0.72 159:0.48 166:0.82 170:0.99 172:0.71 173:0.43 174:0.86 176:0.59 177:0.88 178:0.55 179:0.55 182:0.73 187:0.68 195:0.70 197:0.87 212:0.68 216:0.22 222:0.60 227:0.61 229:0.61 231:0.79 232:0.72 235:0.88 239:0.89 241:0.24 242:0.21 243:0.75 244:0.61 245:0.76 246:0.61 247:0.86 253:0.48 254:0.74 259:0.21 265:0.80 266:0.63 267:0.59 271:0.16 276:0.63 282:0.72 287:0.61 290:0.62 300:0.70\n0 7:0.69 8:0.77 10:0.87 11:0.46 12:0.20 17:0.79 21:0.40 27:0.39 29:0.53 30:0.87 32:0.67 34:0.63 36:0.17 37:0.69 39:0.32 43:0.65 45:0.66 55:0.71 66:0.60 69:0.35 70:0.42 71:0.71 74:0.50 76:0.94 77:0.89 81:0.32 83:0.56 91:0.38 98:0.74 101:0.47 108:0.70 114:0.69 122:0.83 123:0.68 124:0.63 126:0.24 127:0.73 129:0.81 131:0.61 133:0.67 135:0.83 139:0.67 144:0.57 145:0.88 146:0.62 147:0.67 149:0.47 150:0.35 154:0.55 155:0.49 157:0.61 159:0.63 166:0.82 170:0.99 172:0.77 173:0.29 174:0.86 175:0.91 176:0.59 177:0.38 178:0.55 179:0.42 182:0.61 187:0.21 192:0.46 195:0.80 197:0.86 204:0.78 208:0.50 212:0.76 216:0.22 222:0.60 227:0.61 229:0.61 230:0.71 231:0.74 232:0.72 233:0.76 235:0.42 239:0.86 241:0.24 242:0.70 243:0.28 244:0.83 245:0.83 246:0.61 247:0.74 253:0.53 257:0.84 259:0.21 265:0.74 266:0.71 267:0.65 271:0.16 276:0.75 277:0.87 281:0.91 282:0.72 287:0.61 290:0.69 300:0.70\n2 1:0.65 7:0.69 8:0.79 9:0.72 10:0.84 11:0.55 12:0.20 17:0.93 18:0.93 21:0.13 27:0.59 29:0.53 30:0.40 32:0.67 34:0.31 36:0.48 37:0.74 39:0.32 43:0.66 45:0.99 55:0.84 66:1.00 69:0.10 70:0.58 71:0.71 74:0.86 76:0.85 77:0.98 81:0.66 83:0.56 86:0.93 91:0.49 96:0.75 97:0.94 98:1.00 99:0.83 101:0.87 104:0.54 108:0.09 114:0.78 120:0.63 122:0.83 123:0.09 126:0.32 127:0.99 129:0.05 131:0.88 135:0.34 139:0.91 140:0.45 144:0.57 145:0.96 146:1.00 147:1.00 149:0.94 150:0.61 151:0.70 153:0.69 154:0.22 155:0.55 157:0.94 158:0.73 159:0.93 162:0.86 163:0.81 164:0.62 165:0.65 166:0.83 170:0.99 172:0.99 173:0.07 174:0.83 176:0.59 177:0.88 179:0.11 182:0.84 187:0.21 190:0.89 192:0.58 195:0.98 197:0.82 201:0.61 202:0.46 208:0.50 212:0.39 215:0.84 216:0.01 220:0.74 222:0.60 227:0.96 229:0.61 230:0.71 231:0.87 232:0.74 233:0.76 235:0.31 239:0.84 241:0.64 242:0.50 243:1.00 244:0.61 246:0.61 247:0.95 248:0.65 253:0.79 255:0.71 256:0.45 259:0.21 260:0.64 265:1.00 266:0.54 267:0.18 268:0.55 271:0.16 276:0.98 279:0.78 282:0.72 283:0.67 285:0.50 287:0.61 290:0.78 297:0.36 300:0.55\n0 1:0.64 10:0.81 11:0.55 12:0.20 17:1.00 18:0.96 27:0.72 29:0.53 30:0.21 34:0.24 36:0.28 39:0.32 43:0.62 45:0.99 55:0.45 66:0.75 69:0.61 70:0.71 71:0.71 74:0.90 81:0.65 83:0.56 86:0.96 91:0.23 97:0.89 98:0.76 99:0.83 101:0.87 104:0.87 106:0.81 108:0.46 114:0.84 117:0.86 122:0.83 123:0.45 124:0.64 126:0.32 127:0.55 129:0.05 131:0.61 132:0.97 133:0.88 135:0.60 139:0.94 144:0.57 146:0.99 147:0.99 149:0.97 150:0.61 154:0.46 155:0.49 157:0.94 158:0.73 159:0.92 165:0.65 166:0.83 170:0.99 172:0.99 173:0.22 174:0.79 176:0.59 177:0.88 178:0.55 179:0.09 182:0.84 187:0.39 192:0.48 197:0.80 201:0.60 206:0.81 208:0.50 212:0.93 215:0.96 216:0.15 222:0.60 227:0.61 229:0.61 231:0.87 232:0.95 235:0.05 239:0.81 241:0.05 242:0.32 243:0.77 244:0.61 245:0.98 246:0.61 247:0.97 253:0.71 259:0.21 265:0.76 266:0.87 267:0.18 271:0.16 276:0.99 279:0.76 283:0.82 287:0.61 290:0.84 297:0.36 300:0.94\n0 7:0.69 10:0.87 11:0.46 12:0.20 17:0.82 21:0.59 27:0.39 29:0.53 30:0.86 32:0.65 34:0.83 36:0.17 37:0.69 39:0.32 43:0.65 45:0.66 55:0.71 66:0.77 69:0.38 70:0.40 71:0.71 74:0.50 76:0.94 77:0.70 81:0.29 83:0.56 91:0.42 98:0.91 101:0.47 108:0.30 114:0.64 122:0.83 123:0.28 124:0.40 126:0.24 127:0.77 129:0.05 131:0.61 133:0.43 135:0.85 139:0.67 144:0.57 145:0.74 146:0.93 147:0.95 149:0.48 150:0.32 154:0.55 155:0.49 157:0.61 159:0.63 166:0.82 170:0.99 172:0.83 173:0.31 174:0.86 175:0.75 176:0.59 177:0.70 178:0.55 179:0.42 182:0.61 187:0.39 192:0.46 195:0.80 197:0.86 204:0.78 208:0.50 212:0.75 216:0.22 222:0.60 227:0.61 229:0.61 230:0.71 231:0.74 232:0.72 233:0.76 235:0.68 239:0.86 241:0.15 242:0.60 243:0.79 244:0.83 245:0.82 246:0.61 247:0.76 253:0.50 257:0.65 259:0.21 265:0.91 266:0.47 267:0.65 271:0.16 276:0.76 277:0.69 281:0.91 282:0.72 287:0.61 290:0.64 300:0.55\n1 10:0.90 11:0.55 12:0.20 17:0.72 18:0.62 21:0.68 27:0.39 29:0.53 30:0.11 32:0.67 33:0.97 34:1.00 36:0.18 37:0.69 39:0.32 43:0.65 45:0.77 66:0.67 69:0.41 70:0.92 71:0.71 74:0.48 75:0.97 76:0.94 77:0.70 81:0.38 86:0.66 91:0.42 98:0.77 101:0.65 108:0.32 114:0.63 117:0.86 122:0.57 123:0.31 124:0.45 126:0.32 127:0.57 129:0.05 131:0.61 133:0.39 135:0.98 139:0.64 144:0.57 145:0.79 146:0.74 147:0.78 149:0.56 150:0.39 154:0.55 157:0.78 158:0.73 159:0.44 166:0.82 170:0.99 172:0.65 173:0.46 174:0.86 176:0.59 177:0.88 178:0.55 179:0.60 182:0.73 187:0.68 192:0.44 193:0.97 195:0.68 197:0.89 201:0.56 212:0.49 216:0.22 222:0.60 226:0.95 227:0.61 229:0.61 231:0.79 232:0.72 235:0.88 236:0.94 239:0.92 241:0.32 242:0.18 243:0.72 244:0.83 245:0.73 246:0.61 247:0.86 253:0.49 259:0.21 265:0.77 266:0.54 267:0.69 271:0.16 276:0.58 282:0.72 287:0.61 290:0.63 291:0.97 300:0.70\n2 10:0.89 11:0.55 12:0.20 17:0.96 18:0.76 21:0.40 27:0.64 29:0.53 30:0.55 34:0.66 36:0.24 39:0.32 43:0.60 45:0.81 55:0.71 66:0.95 69:0.35 70:0.64 71:0.71 74:0.57 76:1.00 77:0.96 81:0.37 86:0.77 91:0.22 98:0.94 101:0.65 108:0.27 114:0.69 117:0.86 122:0.83 123:0.26 126:0.24 127:0.60 129:0.05 131:0.61 135:0.56 139:0.74 144:0.57 145:0.91 146:0.84 147:0.87 149:0.67 150:0.42 154:0.50 157:0.83 158:0.73 159:0.41 166:0.82 170:0.99 172:0.86 173:0.42 174:0.83 176:0.59 177:0.88 178:0.55 179:0.37 182:0.75 187:0.39 192:0.46 193:0.98 195:0.65 197:0.86 212:0.93 216:0.27 222:0.60 227:0.61 229:0.61 231:0.83 232:0.95 235:0.52 239:0.90 241:0.18 242:0.70 243:0.95 244:0.61 246:0.61 247:0.84 253:0.54 254:0.80 259:0.21 265:0.94 266:0.27 267:0.44 271:0.16 276:0.77 282:0.72 287:0.61 290:0.69 300:0.55\n1 8:0.88 10:0.85 11:0.55 12:0.20 17:0.85 18:0.91 21:0.74 27:0.66 29:0.53 30:0.36 34:0.21 36:0.31 37:0.30 39:0.32 43:0.75 45:0.91 66:0.95 69:0.37 70:0.83 71:0.71 74:0.60 81:0.27 86:0.88 91:0.23 98:0.90 101:0.65 102:0.95 108:0.29 122:0.75 123:0.28 126:0.24 127:0.46 129:0.05 131:0.61 135:0.58 139:0.85 144:0.57 145:0.87 146:0.84 147:0.87 149:0.83 150:0.29 154:0.67 157:0.89 159:0.41 166:0.61 170:0.99 172:0.86 173:0.42 174:0.79 177:0.88 178:0.55 179:0.34 182:0.79 187:0.68 193:0.97 195:0.65 197:0.85 212:0.88 216:0.08 222:0.60 227:0.61 229:0.61 231:0.82 235:0.88 236:0.92 239:0.89 241:0.21 242:0.23 243:0.95 244:0.61 246:0.61 247:0.82 253:0.46 259:0.21 265:0.90 266:0.27 267:0.28 271:0.16 276:0.76 287:0.61 300:0.70\n2 1:0.66 7:0.69 8:0.79 9:0.73 10:0.82 11:0.50 12:0.20 17:0.92 18:0.77 21:0.05 27:0.27 29:0.53 30:0.95 32:0.67 34:0.17 36:0.18 37:0.57 39:0.32 43:0.58 45:0.81 55:0.71 66:0.80 69:0.44 70:0.15 71:0.71 74:0.55 76:0.94 77:0.89 81:0.66 83:0.56 86:0.77 91:0.67 96:0.85 98:0.81 99:0.83 101:0.47 108:0.34 114:0.76 117:0.86 120:0.65 122:0.83 123:0.32 124:0.39 126:0.32 127:0.56 129:0.05 131:0.88 133:0.62 135:0.34 138:0.95 139:0.74 140:0.45 144:0.57 145:0.40 146:0.89 147:0.91 149:0.62 150:0.62 151:0.82 153:0.78 154:0.46 155:0.56 157:0.87 158:0.72 159:0.60 162:0.86 164:0.69 165:0.65 166:0.83 170:0.99 172:0.76 173:0.36 174:0.79 175:0.91 176:0.59 177:0.38 179:0.50 182:0.77 187:0.39 190:0.89 191:0.77 192:0.58 195:0.77 197:0.81 201:0.61 202:0.62 208:0.50 212:0.89 215:0.84 216:0.35 220:0.62 222:0.60 227:0.96 229:0.61 230:0.71 231:0.84 232:0.95 233:0.76 235:0.22 239:0.82 241:0.39 242:0.63 243:0.82 244:0.83 245:0.60 246:0.61 247:0.60 248:0.77 253:0.82 255:0.72 256:0.68 257:0.84 259:0.21 260:0.66 265:0.81 266:0.38 267:0.23 268:0.70 271:0.16 276:0.67 277:0.87 282:0.72 285:0.50 286:0.99 287:0.61 290:0.76 297:0.36 298:0.99 300:0.18\n2 1:0.65 7:0.69 8:0.82 9:0.72 10:0.84 11:0.55 12:0.20 17:0.95 18:0.93 21:0.13 27:0.59 29:0.53 30:0.40 32:0.67 34:0.26 36:0.49 37:0.74 39:0.32 43:0.66 45:0.99 55:0.84 66:1.00 69:0.10 70:0.58 71:0.71 74:0.88 76:0.85 77:0.98 81:0.66 83:0.56 86:0.94 91:0.72 96:0.74 98:1.00 99:0.83 101:0.87 104:0.54 108:0.09 114:0.78 120:0.62 122:0.83 123:0.09 126:0.32 127:1.00 129:0.05 131:0.88 135:0.32 139:0.92 140:0.45 144:0.57 145:0.96 146:1.00 147:1.00 149:0.95 150:0.61 151:0.65 153:0.48 154:0.21 155:0.55 157:0.94 159:0.93 162:0.86 163:0.81 164:0.56 165:0.65 166:0.83 170:0.99 172:0.99 173:0.07 174:0.83 176:0.59 177:0.88 179:0.11 182:0.85 190:0.89 192:0.57 195:0.98 197:0.82 201:0.61 202:0.36 208:0.50 212:0.39 215:0.84 216:0.01 220:0.74 222:0.60 227:0.96 229:0.61 230:0.71 231:0.87 232:0.74 233:0.76 235:0.31 239:0.84 241:0.80 242:0.50 243:1.00 244:0.61 246:0.61 247:0.95 248:0.63 253:0.78 255:0.71 256:0.45 259:0.21 260:0.63 265:1.00 266:0.54 267:0.19 268:0.46 271:0.16 276:0.98 282:0.72 285:0.50 287:0.61 290:0.78 297:0.36 300:0.55\n1 8:0.67 10:0.95 11:0.55 12:0.20 17:0.75 18:0.61 21:0.68 27:0.39 29:0.53 30:0.20 32:0.71 33:0.97 34:1.00 36:0.17 37:0.69 39:0.32 43:0.65 45:0.77 55:0.52 66:0.72 69:0.41 70:0.94 71:0.71 74:0.51 75:0.97 76:0.94 77:0.89 81:0.38 86:0.68 91:0.42 98:0.79 101:0.65 102:0.97 108:0.32 114:0.63 117:0.86 122:0.90 123:0.31 124:0.43 126:0.32 127:0.70 129:0.05 131:0.61 133:0.39 135:0.98 139:0.65 144:0.57 145:0.76 146:0.77 147:0.80 149:0.36 150:0.39 154:0.49 157:0.78 158:0.73 159:0.46 166:0.82 170:0.99 172:0.73 173:0.46 174:0.90 176:0.59 177:0.88 178:0.55 179:0.54 182:0.73 187:0.68 192:0.44 193:0.97 195:0.68 197:0.92 201:0.56 212:0.61 216:0.22 222:0.60 226:0.95 227:0.61 229:0.61 231:0.79 232:0.72 235:0.88 236:0.94 239:0.96 241:0.30 242:0.27 243:0.75 244:0.61 245:0.76 246:0.61 247:0.88 253:0.50 254:0.86 259:0.21 265:0.79 266:0.54 267:0.59 271:0.16 276:0.64 282:0.72 287:0.61 290:0.63 291:0.97 300:0.84\n1 7:0.69 8:0.77 10:0.91 11:0.46 12:0.20 17:0.85 21:0.40 27:0.39 29:0.53 30:0.45 32:0.67 34:0.71 36:0.17 37:0.69 39:0.32 43:0.65 45:0.66 55:0.71 66:0.72 69:0.83 70:0.57 71:0.71 74:0.50 76:0.94 77:0.89 81:0.32 83:0.56 91:0.38 98:0.82 101:0.47 108:0.68 114:0.69 122:0.83 123:0.66 124:0.43 126:0.24 127:0.76 129:0.05 131:0.61 133:0.43 135:0.60 139:0.67 144:0.57 145:0.88 146:0.87 147:0.63 149:0.46 150:0.35 154:0.55 155:0.49 157:0.61 159:0.58 166:0.82 170:0.99 172:0.82 173:0.85 174:0.89 175:0.75 176:0.59 177:0.38 178:0.55 179:0.41 182:0.61 187:0.39 192:0.46 195:0.77 197:0.90 204:0.78 208:0.50 212:0.82 216:0.22 222:0.60 227:0.61 229:0.61 230:0.71 231:0.74 232:0.72 233:0.76 235:0.42 239:0.90 241:0.21 242:0.62 243:0.25 244:0.83 245:0.85 246:0.61 247:0.76 253:0.53 257:0.84 259:0.21 265:0.82 266:0.47 267:0.59 271:0.16 276:0.76 277:0.69 281:0.91 282:0.72 287:0.61 290:0.69 300:0.55\n1 1:0.74 6:0.94 8:0.90 9:0.80 11:0.78 12:0.69 17:0.47 20:0.98 21:0.47 26:0.95 27:0.12 28:0.78 30:0.57 32:0.80 34:0.96 36:0.47 37:0.78 39:0.41 41:0.99 43:0.77 58:1.00 60:0.99 66:0.20 69:0.80 70:0.76 74:0.94 77:0.70 78:0.78 81:0.65 83:0.89 85:0.97 91:0.75 96:0.98 98:0.50 100:0.83 101:0.84 108:0.83 111:0.78 114:0.80 120:0.94 122:0.57 123:0.62 124:0.65 126:0.54 127:0.41 129:0.81 131:0.90 133:0.67 135:0.20 140:0.45 141:0.97 144:0.76 145:0.54 146:0.75 147:0.79 149:0.93 150:0.78 151:0.99 152:0.90 153:0.96 154:0.69 155:0.67 157:0.90 158:0.92 159:0.67 161:0.72 162:0.73 164:0.92 165:0.80 166:0.84 167:0.75 169:0.81 172:0.79 173:0.71 176:0.73 177:0.38 179:0.28 181:0.55 182:0.82 186:0.79 187:0.68 189:0.95 191:0.93 192:0.59 195:0.86 199:1.00 201:0.74 202:0.90 208:0.64 212:0.78 215:0.63 216:0.81 222:0.35 223:0.93 224:0.99 227:0.94 229:0.90 231:0.77 234:0.98 235:0.60 238:0.93 241:0.64 242:0.51 243:0.40 245:0.89 246:0.93 247:0.60 248:0.97 253:0.99 255:0.79 256:0.93 259:0.21 260:0.95 261:0.83 265:0.42 266:0.75 267:0.91 268:0.93 271:0.87 274:1.00 276:0.78 279:0.86 282:0.88 283:0.82 285:0.62 287:0.95 290:0.80 297:0.36 299:0.88 300:0.84\n2 8:0.85 9:0.80 12:0.69 17:0.04 21:0.22 25:0.88 26:0.95 27:0.10 28:0.78 30:0.44 34:0.49 36:0.64 37:0.87 39:0.41 41:0.92 43:0.41 55:0.59 58:0.99 66:0.67 69:0.86 70:0.67 74:0.94 78:0.83 81:0.77 83:0.78 87:0.98 91:0.40 96:0.91 98:0.70 104:0.54 108:0.72 111:0.82 114:0.55 120:0.77 122:0.67 123:0.70 124:0.51 126:0.32 127:0.47 129:0.05 131:0.89 133:0.62 135:0.54 140:0.90 141:0.97 144:0.76 146:0.82 147:0.43 149:0.69 150:0.57 151:0.87 153:0.48 154:0.31 155:0.67 157:0.61 158:0.83 159:0.57 161:0.72 162:0.73 164:0.75 166:0.77 167:0.90 169:0.99 172:0.76 173:0.86 176:0.53 177:0.05 178:0.42 179:0.41 181:0.55 182:0.82 187:0.68 191:0.90 192:0.59 199:0.96 202:0.74 208:0.64 212:0.73 216:0.70 220:0.82 222:0.35 223:0.93 224:0.98 227:0.94 229:0.90 231:0.77 232:0.76 234:0.98 235:0.31 241:0.77 242:0.81 243:0.17 244:0.61 245:0.77 246:0.61 247:0.39 248:0.84 253:0.94 255:0.79 256:0.78 257:0.65 259:0.21 260:0.77 265:0.70 266:0.75 267:0.18 268:0.78 271:0.87 274:0.98 276:0.71 285:0.62 287:0.95 290:0.55 300:0.55\n2 1:0.74 6:0.98 8:0.93 9:0.80 11:0.78 12:0.69 17:0.13 20:0.77 21:0.54 26:0.95 27:0.30 28:0.78 30:0.33 34:0.97 36:0.59 37:0.93 39:0.41 41:0.96 43:0.58 55:0.71 58:0.99 66:0.67 69:0.83 70:0.88 74:0.96 78:0.82 81:0.68 83:0.82 85:0.80 87:0.98 91:0.53 96:0.94 98:0.79 100:0.91 101:0.71 108:0.68 111:0.85 114:0.77 120:0.87 122:0.67 123:0.66 124:0.57 126:0.54 127:0.74 129:0.05 131:0.89 133:0.74 135:0.47 140:0.45 141:0.97 144:0.76 146:0.98 147:0.44 149:0.75 150:0.79 151:0.97 152:0.78 153:0.90 154:0.47 155:0.67 157:0.78 158:0.82 159:0.86 161:0.72 162:0.81 164:0.85 165:0.79 166:0.84 167:0.91 169:0.90 172:0.89 173:0.63 176:0.73 177:0.05 179:0.27 181:0.55 182:0.82 186:0.83 187:0.87 189:0.99 191:0.92 192:0.59 199:0.98 201:0.74 202:0.78 208:0.64 212:0.54 215:0.58 216:0.46 222:0.35 223:0.93 224:0.99 227:0.94 229:0.90 231:0.77 232:0.70 234:0.99 235:0.74 238:0.96 241:0.78 242:0.78 243:0.11 245:0.87 246:0.93 247:0.39 248:0.93 253:0.96 255:0.79 256:0.83 257:0.65 259:0.21 260:0.88 261:0.84 265:0.79 266:0.89 267:0.79 268:0.83 271:0.87 274:0.99 276:0.85 285:0.62 287:0.95 290:0.77 297:0.36 300:0.84\n2 1:0.74 6:0.97 7:0.81 8:0.81 11:0.78 12:0.69 17:0.32 20:0.77 21:0.30 26:0.95 27:0.21 28:0.78 30:0.10 34:0.34 36:0.72 37:0.74 39:0.41 43:0.98 55:0.71 58:0.93 66:0.13 69:0.12 70:0.94 74:0.98 78:0.75 81:0.75 83:0.75 85:1.00 91:0.01 98:0.32 100:0.79 101:0.80 104:0.84 106:0.81 108:0.99 111:0.75 114:0.86 121:1.00 122:0.67 123:0.99 124:0.98 126:0.54 127:0.98 129:1.00 131:0.61 133:0.98 135:0.20 141:0.91 144:0.76 146:0.57 147:0.63 149:0.96 150:0.84 152:0.91 154:0.98 155:0.67 157:0.90 159:0.98 161:0.72 165:0.84 166:0.84 167:0.70 169:0.83 172:0.94 173:0.05 176:0.73 177:0.38 178:0.55 179:0.10 181:0.55 182:0.81 186:0.76 187:0.39 192:0.59 199:1.00 201:0.74 204:0.89 206:0.81 208:0.64 212:0.42 215:0.72 216:0.95 222:0.35 223:0.93 224:0.93 227:0.61 229:0.61 230:0.87 231:0.77 233:0.76 234:0.91 235:0.42 241:0.50 242:0.31 243:0.10 245:0.97 246:0.93 247:0.67 253:0.78 259:0.21 261:0.84 265:0.34 266:0.95 267:0.44 271:0.87 274:0.91 276:0.99 283:0.71 287:0.61 290:0.86 297:0.36 300:0.94\n0 1:0.74 7:0.76 11:0.78 12:0.69 17:0.43 21:0.13 26:0.95 27:0.45 28:0.78 30:0.27 32:0.80 34:0.67 36:0.18 37:0.50 39:0.41 43:0.82 55:0.71 58:0.93 60:0.87 66:0.32 69:0.61 70:0.84 74:0.86 77:0.70 81:0.85 83:0.87 85:0.88 91:0.10 98:0.59 101:0.78 108:0.46 114:0.92 123:0.78 124:0.69 126:0.54 127:0.47 129:0.05 131:0.61 133:0.62 135:0.72 141:0.91 144:0.76 145:0.39 146:0.59 147:0.64 149:0.85 150:0.91 154:0.77 155:0.67 157:0.84 158:0.92 159:0.59 161:0.72 165:0.88 166:0.85 167:0.69 172:0.51 173:0.53 176:0.73 177:0.38 178:0.55 179:0.52 181:0.55 182:0.81 187:0.68 192:0.59 195:0.79 199:0.98 201:0.74 208:0.64 212:0.49 215:0.84 216:0.77 222:0.35 223:0.93 224:0.93 227:0.61 229:0.61 230:0.79 231:0.77 233:0.76 234:0.91 235:0.22 241:0.46 242:0.57 243:0.49 245:0.76 246:0.93 247:0.67 253:0.76 259:0.21 265:0.44 266:0.71 267:0.23 271:0.87 274:0.91 276:0.63 277:0.69 279:0.86 282:0.88 283:0.82 287:0.61 290:0.92 297:0.36 299:0.88 300:0.70\n3 1:0.74 8:0.92 9:0.80 11:0.78 12:0.69 17:0.30 21:0.22 25:0.88 26:0.95 27:0.10 28:0.78 30:0.43 34:0.97 36:0.68 37:0.87 39:0.41 41:0.94 43:0.67 55:0.84 58:0.99 66:0.51 69:0.86 70:0.79 74:0.89 78:0.72 81:0.85 83:0.80 85:0.72 87:0.98 91:0.68 96:0.92 98:0.66 101:0.71 104:0.54 108:0.72 111:0.82 114:0.90 120:0.80 122:0.67 123:0.71 124:0.65 126:0.54 127:0.41 129:0.05 131:0.89 133:0.62 135:0.49 140:0.87 141:0.97 144:0.76 146:0.79 147:0.43 149:0.65 150:0.90 151:0.87 153:0.48 154:0.57 155:0.67 157:0.76 158:0.82 159:0.55 161:0.72 162:0.68 164:0.81 165:0.86 166:0.84 167:0.91 169:0.99 172:0.57 173:0.86 176:0.73 177:0.05 178:0.42 179:0.56 181:0.55 182:0.82 187:0.68 191:0.92 192:0.59 199:0.97 201:0.74 202:0.79 208:0.64 212:0.28 215:0.79 216:0.70 220:0.62 222:0.35 223:0.93 224:0.98 227:0.94 229:0.90 231:0.77 232:0.76 234:0.98 235:0.42 241:0.78 242:0.79 243:0.23 245:0.69 246:0.93 247:0.39 248:0.87 253:0.94 255:0.79 256:0.81 257:0.65 259:0.21 260:0.81 265:0.67 266:0.75 267:0.65 268:0.82 271:0.87 274:0.99 276:0.58 285:0.62 287:0.95 290:0.90 297:0.36 300:0.70\n2 1:0.74 6:0.97 7:0.81 8:0.89 9:0.80 11:0.78 12:0.69 17:0.16 20:0.98 21:0.30 26:0.95 27:0.21 28:0.78 30:0.11 34:0.30 36:0.74 37:0.74 39:0.41 41:0.98 43:0.98 55:0.71 58:1.00 60:0.95 66:0.13 69:0.12 70:0.94 74:0.98 78:0.77 81:0.75 83:0.90 85:1.00 91:0.72 96:0.98 98:0.32 100:0.85 101:0.80 104:0.84 106:0.81 108:0.99 111:0.79 114:0.86 117:0.86 120:0.96 121:1.00 122:0.57 123:0.99 124:0.98 126:0.54 127:0.98 129:1.00 131:0.89 133:0.98 135:0.20 140:0.45 141:0.97 144:0.76 146:0.56 147:0.62 149:0.96 150:0.84 151:1.00 152:0.91 153:0.98 154:0.98 155:0.67 157:0.90 158:0.92 159:0.98 161:0.72 162:0.65 164:0.93 165:0.84 166:0.84 167:0.74 169:0.83 172:0.94 173:0.05 176:0.73 177:0.38 179:0.10 181:0.55 182:0.82 186:0.78 187:0.39 189:0.97 191:0.73 192:0.59 199:1.00 201:0.74 202:0.91 204:0.89 206:0.81 208:0.64 212:0.42 215:0.72 216:0.95 222:0.35 223:0.93 224:0.99 227:0.94 229:0.90 230:0.87 231:0.77 232:0.91 233:0.76 234:0.98 235:0.42 238:0.97 241:0.61 242:0.31 243:0.10 245:0.97 246:0.93 247:0.67 248:0.98 253:0.99 255:0.79 256:0.92 259:0.21 260:0.96 261:0.84 265:0.34 266:0.95 267:0.65 268:0.92 271:0.87 274:1.00 276:0.99 279:0.86 283:0.82 285:0.62 287:0.95 290:0.86 297:0.36 300:0.94\n1 1:0.74 6:0.85 8:0.76 11:0.78 12:0.69 17:0.32 20:0.76 21:0.40 26:0.95 27:0.45 28:0.78 30:0.11 32:0.80 34:0.67 36:0.23 37:0.50 39:0.41 43:0.82 58:0.93 66:0.32 69:0.69 70:0.95 74:0.83 77:0.70 78:0.80 81:0.70 83:0.75 85:0.90 91:0.09 98:0.39 100:0.81 101:0.77 108:0.52 111:0.79 114:0.82 122:0.43 123:0.50 124:0.87 126:0.54 127:0.54 129:0.89 131:0.61 133:0.87 135:0.86 141:0.91 144:0.76 145:0.41 146:0.68 147:0.72 149:0.81 150:0.81 152:0.75 154:0.77 155:0.67 157:0.84 159:0.76 161:0.72 165:0.83 166:0.84 167:0.70 169:0.79 172:0.54 173:0.53 176:0.73 177:0.38 178:0.55 179:0.51 181:0.55 182:0.81 186:0.81 187:0.68 189:0.87 192:0.59 195:0.90 199:0.98 201:0.74 212:0.19 215:0.67 216:0.77 222:0.35 223:0.93 224:0.93 227:0.61 229:0.61 231:0.76 234:0.91 235:0.52 238:0.85 241:0.51 242:0.33 243:0.49 245:0.68 246:0.93 247:0.67 253:0.72 259:0.21 261:0.75 265:0.41 266:0.92 267:0.28 271:0.87 274:0.91 276:0.65 282:0.88 287:0.61 290:0.82 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.95 7:0.81 8:0.91 9:0.80 11:0.78 12:0.69 17:0.16 20:0.92 21:0.54 26:0.95 27:0.11 28:0.78 30:0.09 32:0.80 34:0.44 36:0.95 37:0.80 39:0.41 41:0.98 43:0.89 55:0.52 58:1.00 60:0.98 66:0.18 69:0.50 70:0.97 74:0.94 77:0.70 78:0.81 81:0.61 83:0.89 85:0.90 91:0.76 96:0.98 98:0.37 100:0.84 101:0.75 108:0.80 111:0.80 114:0.77 120:0.94 121:0.99 122:0.67 123:0.79 124:0.93 126:0.54 127:0.84 129:0.96 131:0.89 133:0.93 135:0.78 140:0.45 141:0.97 144:0.76 145:0.54 146:0.13 147:0.18 149:0.77 150:0.75 151:0.99 152:0.91 153:0.95 154:0.88 155:0.67 157:0.83 158:0.92 159:0.87 161:0.72 162:0.72 164:0.92 165:0.79 166:0.84 167:0.79 169:0.81 172:0.61 173:0.23 176:0.73 177:0.38 179:0.34 181:0.55 182:0.82 186:0.81 187:0.68 189:0.96 191:0.93 192:0.59 195:0.95 199:1.00 201:0.74 202:0.91 204:0.89 208:0.64 212:0.29 215:0.58 216:0.86 222:0.35 223:0.93 224:0.98 227:0.94 229:0.90 230:0.87 231:0.77 233:0.76 234:0.98 235:0.68 238:0.92 241:0.70 242:0.53 243:0.10 245:0.81 246:0.93 247:0.60 248:0.97 253:0.99 255:0.79 256:0.94 259:0.21 260:0.95 261:0.85 265:0.39 266:0.92 267:0.69 268:0.94 271:0.87 274:1.00 276:0.82 279:0.86 282:0.88 283:0.82 285:0.62 287:0.95 290:0.77 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.93 7:0.81 8:0.85 9:0.80 11:0.78 12:0.69 17:0.03 20:0.90 21:0.68 26:0.95 27:0.06 28:0.78 30:0.57 32:0.80 34:0.19 36:0.73 37:0.85 39:0.41 41:0.97 43:0.59 55:0.59 58:1.00 60:0.87 66:0.60 69:0.93 70:0.74 74:0.94 77:0.70 78:0.78 81:0.55 83:0.83 85:0.80 91:0.76 96:0.98 98:0.58 100:0.81 101:0.71 104:0.58 108:0.87 111:0.78 114:0.70 117:0.86 120:0.95 121:0.90 122:0.67 123:0.86 124:0.73 126:0.54 127:0.61 129:0.59 131:0.89 133:0.82 135:0.84 138:0.98 140:0.90 141:0.97 144:0.76 145:0.96 146:0.93 147:0.29 149:0.71 150:0.69 151:0.98 152:0.85 153:0.98 154:0.47 155:0.67 157:0.78 158:0.92 159:0.86 161:0.72 162:0.75 164:0.93 165:0.69 166:0.84 167:0.75 169:0.79 172:0.86 173:0.84 176:0.73 177:0.05 179:0.28 181:0.55 182:0.82 186:0.79 187:0.68 189:0.94 191:0.88 192:0.59 195:0.96 199:1.00 201:0.74 202:0.91 204:0.89 208:0.64 212:0.68 215:0.49 216:0.88 222:0.35 223:0.93 224:0.99 227:0.94 229:0.90 230:0.87 231:0.77 232:0.95 233:0.76 234:0.98 235:0.88 238:0.90 241:0.65 242:0.80 243:0.09 245:0.84 246:0.93 247:0.60 248:0.96 253:0.99 255:0.79 256:0.93 257:0.65 259:0.21 260:0.95 261:0.82 265:0.59 266:0.89 267:0.76 268:0.93 271:0.87 274:1.00 276:0.83 279:0.86 282:0.88 283:0.82 285:0.62 287:0.95 290:0.70 297:0.36 299:0.88 300:0.94\n4 6:0.98 8:0.97 9:0.80 12:0.69 20:0.93 21:0.78 26:0.95 27:0.03 28:0.78 34:0.77 36:0.26 37:0.97 39:0.41 41:1.00 58:1.00 60:0.87 74:0.47 78:0.94 83:0.90 87:0.98 91:0.98 96:1.00 100:0.99 111:0.99 120:0.98 131:0.89 135:0.81 138:0.99 140:0.45 141:0.97 144:0.76 151:1.00 152:0.86 153:0.99 155:0.67 157:0.61 158:0.92 161:0.72 162:0.68 164:0.97 166:0.61 167:0.97 169:1.00 175:0.91 181:0.55 182:0.82 186:0.94 189:0.99 191:0.97 192:0.59 199:1.00 202:0.97 208:0.64 216:0.54 222:0.35 223:0.93 224:0.98 227:0.94 229:0.90 231:0.77 232:0.72 234:0.98 238:0.99 241:0.95 244:0.83 246:0.61 248:0.99 253:0.99 255:0.79 256:0.98 257:0.84 259:0.21 260:0.98 261:0.98 267:0.91 268:0.98 271:0.87 274:1.00 277:0.87 279:0.86 283:0.82 285:0.62 287:0.95\n1 1:0.74 6:0.94 7:0.81 8:0.87 9:0.80 11:0.78 12:0.69 17:0.51 20:0.85 21:0.64 26:0.95 27:0.05 28:0.78 30:0.17 32:0.80 34:0.30 36:0.75 37:0.78 39:0.41 41:0.98 43:0.70 58:1.00 60:0.99 66:0.35 69:0.86 70:0.92 74:0.94 77:0.70 78:0.78 81:0.55 83:0.85 85:0.94 91:0.85 96:0.96 98:0.42 100:0.81 101:0.80 108:0.72 111:0.77 114:0.72 117:0.86 120:0.90 121:0.90 122:0.67 123:0.71 124:0.77 126:0.54 127:0.70 129:0.81 131:0.89 133:0.76 135:0.73 140:0.87 141:0.97 144:0.76 145:0.79 146:0.72 147:0.69 149:0.86 150:0.70 151:0.98 152:0.90 153:0.97 154:0.60 155:0.67 157:0.87 158:0.92 159:0.79 161:0.72 162:0.70 164:0.90 165:0.70 166:0.84 167:0.72 169:0.78 172:0.67 173:0.76 176:0.73 177:0.05 179:0.42 181:0.55 182:0.82 186:0.79 187:0.87 189:0.95 191:0.90 192:0.59 195:0.91 199:0.99 201:0.74 202:0.88 204:0.89 208:0.64 212:0.68 215:0.53 216:0.83 222:0.35 223:0.93 224:0.98 227:0.94 229:0.90 230:0.87 231:0.77 232:0.97 233:0.76 234:0.98 235:0.80 238:0.89 241:0.55 242:0.41 243:0.19 245:0.82 246:0.93 247:0.60 248:0.94 253:0.97 255:0.79 256:0.90 257:0.65 259:0.21 260:0.91 261:0.82 265:0.44 266:0.84 267:0.76 268:0.90 271:0.87 274:1.00 276:0.70 279:0.86 282:0.88 283:0.82 285:0.62 287:0.95 290:0.72 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.98 8:0.93 9:0.80 11:0.78 12:0.69 17:0.11 20:0.79 21:0.54 26:0.95 27:0.30 28:0.78 30:0.28 34:0.93 36:0.72 37:0.93 39:0.41 41:0.98 43:0.41 55:0.59 58:1.00 66:0.30 69:0.83 70:0.82 74:0.95 78:0.85 81:0.68 83:0.88 85:0.72 87:0.98 91:0.76 96:0.98 98:0.71 100:0.93 101:0.69 108:0.91 111:0.88 114:0.77 120:0.93 122:0.67 123:0.66 124:0.76 126:0.54 127:0.67 129:0.59 131:0.90 133:0.76 135:0.68 138:0.98 140:0.45 141:0.97 144:0.76 146:0.95 147:0.44 149:0.72 150:0.79 151:0.99 152:0.78 153:0.95 154:0.33 155:0.67 157:0.76 159:0.82 161:0.72 162:0.82 164:0.91 165:0.79 166:0.84 167:0.93 169:0.90 172:0.76 173:0.67 176:0.73 177:0.05 179:0.29 181:0.55 182:0.82 186:0.85 187:0.95 189:0.99 191:0.90 192:0.59 199:0.99 201:0.74 202:0.87 208:0.64 212:0.51 215:0.58 216:0.46 222:0.35 223:0.93 224:0.99 227:0.94 229:0.90 231:0.77 232:0.70 234:0.99 235:0.74 238:0.97 241:0.81 242:0.79 243:0.12 245:0.89 246:0.93 247:0.39 248:0.97 253:0.98 255:0.79 256:0.91 257:0.65 259:0.21 260:0.94 261:0.84 265:0.52 266:0.80 267:0.52 268:0.91 271:0.87 274:1.00 276:0.83 285:0.62 287:0.95 290:0.77 297:0.36 300:0.70\n2 1:0.74 7:0.81 8:0.95 9:0.80 12:0.69 21:0.71 26:0.95 27:0.06 28:0.78 30:0.19 32:0.80 34:0.21 36:0.93 37:0.85 39:0.41 41:0.96 43:0.41 55:0.71 58:1.00 66:0.35 69:0.97 70:0.74 74:0.74 77:0.70 81:0.47 83:0.81 91:0.89 96:0.95 98:0.33 104:0.58 108:0.94 114:0.54 120:0.97 121:0.90 123:0.94 124:0.90 126:0.54 127:0.81 129:0.05 131:0.89 133:0.91 135:0.73 140:0.95 141:0.97 144:0.76 145:0.67 146:0.71 147:0.05 149:0.42 150:0.61 151:0.96 153:0.88 154:0.31 155:0.67 157:0.61 158:0.82 159:0.86 161:0.72 162:0.55 164:0.97 166:0.84 167:0.75 172:0.45 173:0.98 176:0.53 177:0.05 178:0.48 179:0.70 181:0.55 182:0.80 187:0.21 191:0.95 192:0.59 195:0.95 199:1.00 201:0.74 202:0.97 204:0.89 208:0.64 212:0.22 215:0.48 216:0.88 220:0.62 222:0.35 223:0.93 224:0.98 227:0.94 229:0.89 230:0.87 231:0.77 233:0.76 234:0.97 235:0.88 241:0.63 242:0.14 243:0.11 244:0.61 245:0.54 246:0.61 247:0.67 248:0.91 253:0.95 255:0.79 256:0.97 257:0.65 259:0.21 260:0.97 265:0.36 266:0.84 267:0.88 268:0.97 271:0.87 274:1.00 276:0.55 282:0.83 283:0.71 285:0.62 287:0.94 290:0.54 297:0.36 299:0.88 300:0.55\n3 1:0.74 7:0.81 11:0.78 12:0.69 17:0.51 21:0.30 26:0.95 27:0.04 28:0.78 30:0.33 32:0.80 34:0.69 36:0.30 37:0.99 39:0.41 43:0.59 58:0.93 66:0.49 69:0.93 70:0.88 74:0.80 77:0.70 81:0.75 83:0.75 85:0.95 91:0.15 98:0.43 101:0.78 108:0.95 114:0.86 121:0.99 122:0.57 123:0.94 124:0.79 126:0.54 127:0.38 129:0.93 131:0.61 133:0.84 135:0.82 141:0.91 144:0.76 145:0.47 146:0.55 147:0.61 149:0.71 150:0.84 154:0.49 155:0.67 157:0.87 159:0.83 161:0.72 165:0.84 166:0.84 167:0.62 172:0.73 173:0.81 176:0.73 177:0.38 178:0.55 179:0.34 181:0.55 182:0.81 187:0.87 192:0.59 195:0.96 199:0.98 201:0.74 204:0.89 208:0.64 212:0.59 215:0.72 216:0.57 222:0.35 223:0.93 224:0.93 227:0.61 229:0.61 230:0.87 231:0.76 233:0.76 234:0.91 235:0.42 241:0.21 242:0.37 243:0.23 245:0.77 246:0.93 247:0.60 253:0.72 259:0.21 265:0.45 266:0.89 267:0.44 271:0.87 274:0.91 276:0.72 282:0.88 287:0.61 290:0.86 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.97 7:0.81 8:0.78 9:0.80 11:0.78 12:0.69 17:0.30 20:0.77 21:0.30 26:0.95 27:0.21 28:0.78 30:0.10 34:0.30 36:0.71 37:0.74 39:0.41 41:0.82 43:0.98 55:0.71 58:0.98 66:0.13 69:0.12 70:0.94 74:0.98 78:0.75 81:0.75 83:0.76 85:1.00 91:0.01 96:0.82 98:0.32 100:0.79 101:0.80 108:0.99 111:0.75 114:0.86 117:0.86 120:0.58 121:1.00 122:0.57 123:0.99 124:0.98 126:0.54 127:0.98 129:1.00 131:0.89 133:0.98 135:0.21 140:0.87 141:0.97 144:0.76 146:0.57 147:0.63 149:0.96 150:0.84 151:0.58 152:0.91 153:0.48 154:0.98 155:0.67 157:0.90 159:0.98 161:0.72 162:0.74 164:0.57 165:0.84 166:0.84 167:0.74 169:0.83 172:0.94 173:0.05 176:0.73 177:0.38 179:0.10 181:0.55 182:0.82 186:0.76 187:0.39 190:0.77 192:0.59 199:1.00 201:0.74 202:0.56 204:0.89 208:0.64 212:0.42 215:0.72 216:0.95 222:0.35 223:0.93 224:0.98 227:0.94 229:0.90 230:0.87 231:0.77 232:0.91 233:0.76 234:0.98 235:0.42 241:0.61 242:0.31 243:0.10 245:0.97 246:0.93 247:0.67 248:0.57 253:0.88 255:0.79 256:0.58 259:0.21 260:0.59 261:0.84 265:0.34 266:0.95 267:0.59 268:0.59 271:0.87 274:0.97 276:0.99 285:0.62 287:0.94 290:0.86 297:0.36 300:0.94\n4 1:0.74 6:0.99 8:0.96 9:0.80 11:0.51 12:0.69 17:0.02 20:0.81 21:0.54 25:0.88 26:0.95 27:0.10 28:0.78 30:0.19 34:0.96 36:0.68 37:0.87 39:0.41 41:1.00 43:0.41 55:0.59 58:1.00 60:0.97 66:0.07 69:0.95 70:0.88 74:0.94 78:0.94 81:0.68 83:0.90 87:0.98 91:0.95 96:1.00 98:0.33 100:0.99 104:0.54 108:0.91 111:0.99 114:0.77 120:0.99 122:0.67 123:0.66 124:0.90 126:0.54 127:0.77 129:0.05 131:0.90 133:0.89 135:0.49 138:0.99 140:0.45 141:0.97 144:0.76 146:0.66 147:0.44 149:0.68 150:0.79 151:1.00 152:0.86 153:0.99 154:0.21 155:0.67 157:0.61 158:0.92 159:0.86 161:0.72 162:0.67 164:0.98 165:0.79 166:0.84 167:0.97 169:0.94 172:0.57 173:0.92 176:0.73 177:0.05 179:0.34 181:0.55 182:0.82 186:0.94 187:0.39 189:0.99 191:0.98 192:0.59 199:1.00 201:0.74 202:0.97 208:0.64 212:0.42 215:0.58 216:0.70 222:0.35 223:0.93 224:0.98 227:0.94 229:0.90 231:0.77 232:0.76 234:0.98 235:0.74 238:0.99 241:0.94 242:0.81 243:0.13 245:0.83 246:0.93 247:0.39 248:1.00 253:1.00 254:0.86 255:0.79 256:0.98 257:0.65 259:0.21 260:0.99 261:0.93 265:0.32 266:0.94 267:0.82 268:0.98 271:0.87 274:1.00 276:0.81 277:0.69 279:0.86 283:0.82 285:0.62 287:0.95 290:0.77 297:0.36 300:0.70\n1 1:0.74 6:0.81 7:0.64 8:0.68 11:0.86 12:0.86 17:0.62 18:0.67 20:0.94 21:0.40 27:0.72 29:0.62 30:0.76 32:0.63 34:0.45 36:0.67 37:0.27 39:0.54 43:0.71 45:0.73 48:0.91 64:0.77 66:0.72 69:0.27 70:0.22 71:0.92 74:0.48 76:0.94 77:0.70 78:0.97 81:0.54 83:0.60 86:0.77 91:0.87 98:0.55 99:0.83 100:0.89 101:0.87 108:0.21 111:0.94 114:0.62 122:0.51 123:0.20 126:0.54 127:0.16 129:0.05 131:0.61 132:0.97 135:0.32 139:0.73 144:0.57 145:0.44 146:0.24 147:0.30 149:0.36 150:0.71 152:0.88 154:0.88 155:0.67 157:0.61 159:0.11 165:0.70 166:0.93 169:0.87 172:0.27 173:0.76 176:0.73 177:0.70 178:0.55 179:0.71 182:0.61 186:0.97 187:0.21 189:0.84 192:0.87 195:0.53 201:0.93 204:0.85 208:0.64 212:0.95 215:0.42 216:0.14 222:0.76 227:0.61 229:0.61 230:0.64 231:0.89 233:0.76 235:0.60 238:0.81 241:0.78 242:0.45 243:0.75 246:0.61 247:0.35 253:0.46 254:0.80 259:0.21 261:0.91 265:0.56 266:0.12 267:0.23 276:0.21 281:0.91 282:0.71 287:0.61 290:0.62 297:0.36 300:0.18\n1 7:0.63 8:0.61 11:0.75 12:0.86 17:0.28 18:0.97 21:0.59 27:0.61 29:0.62 30:0.53 34:0.53 36:0.25 37:0.27 39:0.54 43:0.18 44:0.85 45:0.96 48:0.91 55:0.59 66:0.98 69:0.19 70:0.37 71:0.92 74:0.89 76:0.85 77:0.70 81:0.24 86:0.99 91:0.46 96:0.67 98:0.97 101:0.52 108:0.15 114:0.54 122:0.80 123:0.15 126:0.26 127:0.76 129:0.05 131:0.83 135:0.21 139:0.99 140:0.45 144:0.57 145:0.79 146:0.88 147:0.90 149:0.07 150:0.24 151:0.46 153:0.48 154:0.78 155:0.58 157:0.61 159:0.47 162:0.86 166:0.75 172:0.94 173:0.28 176:0.54 177:0.70 179:0.23 182:0.61 187:0.21 190:0.89 192:0.51 195:0.67 202:0.36 204:0.85 208:0.54 212:0.94 216:0.26 219:0.86 220:0.97 222:0.76 227:0.84 229:0.61 230:0.63 231:0.89 233:0.73 235:0.68 241:0.32 242:0.44 243:0.98 246:0.61 247:0.76 248:0.46 253:0.46 254:0.84 256:0.45 259:0.21 265:0.97 266:0.27 267:0.28 268:0.46 276:0.89 281:0.89 282:0.71 285:0.47 287:0.61 290:0.54 292:0.91 300:0.43\n2 1:0.69 6:0.79 7:0.81 8:0.61 11:0.86 12:0.86 17:0.53 18:0.92 20:0.89 21:0.54 27:0.61 29:0.62 30:0.10 32:0.80 34:0.83 36:0.23 37:0.27 39:0.54 43:0.58 44:0.93 45:0.83 48:0.97 55:0.42 66:0.12 69:0.21 70:1.00 71:0.92 74:0.81 76:0.85 77:0.89 78:0.98 81:0.33 86:0.86 91:0.20 98:0.30 100:0.94 101:0.87 108:0.61 111:0.96 114:0.57 122:0.57 123:0.92 124:0.94 126:0.44 127:0.99 129:0.98 131:0.61 133:0.94 135:0.28 139:0.92 144:0.57 145:0.80 146:0.32 147:0.38 149:0.33 150:0.49 152:0.96 154:0.86 155:0.67 157:0.61 158:0.78 159:0.94 166:0.87 169:0.91 172:0.71 173:0.07 176:0.55 177:0.70 178:0.55 179:0.28 182:0.61 186:0.98 187:0.21 189:0.83 191:0.75 192:0.87 195:0.99 201:0.68 204:0.89 208:0.64 212:0.40 215:0.39 216:0.26 219:0.92 222:0.76 227:0.61 229:0.61 230:0.86 231:0.89 233:0.73 235:0.68 238:0.82 241:0.07 242:0.21 243:0.19 245:0.84 246:0.61 247:0.91 253:0.45 254:0.74 259:0.21 261:0.94 265:0.27 266:0.96 267:0.19 276:0.86 279:0.86 281:0.89 282:0.88 283:0.77 287:0.61 290:0.57 292:0.91 297:0.36 300:0.98\n1 1:0.74 11:0.85 12:0.86 17:0.72 18:0.95 21:0.13 22:0.93 27:0.62 29:0.62 30:0.60 34:0.98 36:0.35 39:0.54 43:0.80 45:0.73 47:0.93 64:0.77 66:0.96 69:0.46 70:0.50 71:0.92 74:0.82 81:0.80 83:0.91 85:0.94 86:0.97 87:0.98 91:0.11 98:0.94 101:0.97 106:0.81 108:0.35 114:0.79 117:0.86 122:0.57 123:0.34 126:0.54 127:0.63 129:0.05 131:0.61 135:0.65 139:0.96 144:0.57 146:0.92 147:0.93 149:0.95 150:0.87 154:0.74 155:0.67 157:0.99 159:0.54 165:0.93 166:0.93 172:0.91 173:0.44 176:0.73 177:0.70 178:0.55 179:0.29 182:0.98 187:0.39 192:0.87 201:0.93 206:0.81 208:0.64 212:0.81 215:0.61 216:0.18 222:0.76 227:0.61 228:0.99 229:0.61 231:0.90 232:0.70 235:0.42 241:0.39 242:0.21 243:0.96 246:0.93 247:0.91 253:0.57 259:0.21 262:0.93 265:0.94 266:0.54 267:0.44 276:0.83 287:0.61 290:0.79 297:0.36 300:0.43\n1 1:0.69 8:0.66 12:0.86 17:0.36 18:0.65 21:0.54 27:0.34 29:0.62 30:0.37 34:0.81 36:0.99 37:0.46 39:0.54 43:0.14 55:0.71 66:0.33 69:0.91 70:0.88 71:0.92 74:0.30 81:0.33 86:0.59 91:0.18 98:0.51 104:0.92 106:0.81 108:0.94 114:0.55 117:0.86 122:0.51 123:0.94 124:0.86 126:0.44 127:0.88 129:0.59 131:0.61 133:0.86 135:0.77 139:0.57 146:0.82 147:0.84 149:0.26 150:0.48 154:0.55 155:0.58 157:0.61 158:0.72 159:0.88 166:0.87 172:0.78 173:0.78 176:0.55 177:0.38 178:0.55 179:0.29 182:0.61 187:0.68 192:0.59 201:0.68 206:0.81 208:0.54 212:0.49 215:0.39 216:0.71 222:0.76 227:0.61 229:0.61 231:0.86 232:0.82 235:0.74 241:0.03 242:0.18 243:0.34 244:0.61 245:0.87 246:0.61 247:0.91 253:0.36 254:0.74 257:0.65 259:0.21 265:0.52 266:0.94 267:0.76 276:0.85 279:0.82 283:0.78 287:0.61 290:0.55 297:0.36 300:0.84\n1 11:0.75 12:0.86 17:0.36 18:0.87 21:0.78 22:0.93 27:0.67 29:0.62 30:0.38 31:0.90 32:0.62 34:0.95 36:0.68 37:0.26 39:0.54 43:0.72 44:0.85 45:0.66 47:0.93 66:0.83 69:0.29 70:0.58 71:0.92 74:0.46 77:0.70 79:0.93 86:0.77 91:0.66 98:0.78 101:0.52 104:0.87 106:0.81 108:0.22 120:0.71 122:0.75 123:0.22 127:0.26 129:0.05 131:0.90 135:0.54 137:0.90 139:0.74 140:0.45 144:0.57 145:0.63 146:0.53 147:0.59 149:0.38 151:0.81 153:0.48 154:0.86 157:0.61 159:0.19 162:0.74 164:0.53 166:0.61 172:0.51 173:0.53 177:0.70 179:0.67 182:0.61 187:0.21 190:0.77 191:0.77 192:0.51 195:0.55 196:0.90 202:0.56 206:0.81 212:0.86 216:0.28 219:0.87 220:0.87 222:0.76 227:0.88 229:0.61 231:0.86 235:0.95 241:0.54 242:0.29 243:0.84 246:0.61 247:0.60 248:0.74 253:0.34 254:0.84 255:0.74 256:0.58 259:0.21 260:0.61 262:0.93 265:0.78 266:0.23 267:0.28 268:0.59 276:0.39 282:0.71 283:0.82 284:0.86 285:0.56 287:0.61 292:0.95 300:0.43\n0 11:0.86 12:0.86 17:0.66 18:0.71 21:0.78 27:0.69 29:0.62 30:0.38 34:0.44 36:0.88 37:0.53 39:0.54 43:0.72 45:0.77 66:0.54 69:0.05 70:0.63 71:0.92 74:0.45 83:0.60 86:0.75 91:0.23 97:0.89 98:0.64 101:0.87 108:0.05 122:0.51 123:0.05 124:0.50 127:0.51 129:0.05 131:0.61 133:0.43 135:0.85 139:0.72 144:0.57 146:0.49 147:0.55 149:0.49 154:0.77 155:0.58 157:0.61 158:0.72 159:0.29 166:0.61 172:0.41 173:0.24 177:0.70 178:0.55 179:0.80 182:0.61 187:0.39 192:0.59 208:0.54 212:0.42 216:0.30 222:0.76 227:0.61 229:0.61 231:0.79 232:0.72 235:0.05 241:0.21 242:0.13 243:0.63 245:0.59 246:0.61 247:0.74 253:0.33 254:0.80 259:0.21 265:0.65 266:0.54 267:0.65 276:0.36 279:0.82 283:0.82 287:0.61 300:0.43\n1 1:0.74 6:0.83 7:0.81 8:0.66 9:0.80 11:0.85 12:0.86 17:0.78 18:0.99 20:0.92 21:0.22 27:0.66 29:0.62 30:0.26 31:0.89 32:0.80 34:0.90 36:0.63 37:0.55 39:0.54 41:0.88 43:0.78 44:0.93 45:0.66 48:0.97 55:0.52 64:0.77 66:0.97 69:0.30 70:0.73 71:0.92 74:0.65 77:0.89 78:0.99 79:0.88 81:0.75 83:0.91 85:0.72 86:0.84 91:0.33 96:0.72 98:0.84 100:0.95 101:0.97 104:0.87 108:0.24 111:0.98 114:0.71 120:0.59 121:0.90 122:0.86 123:0.23 126:0.54 127:0.34 129:0.05 131:0.96 135:0.34 137:0.89 139:0.90 140:0.45 144:0.57 145:0.63 146:0.92 147:0.93 149:0.70 150:0.84 151:0.56 152:0.87 153:0.48 154:0.70 155:0.67 157:0.84 159:0.53 162:0.86 164:0.67 165:0.93 166:0.93 169:0.93 172:0.93 173:0.24 176:0.73 177:0.70 179:0.18 182:0.99 186:0.99 187:0.21 189:0.84 192:0.87 195:0.80 196:0.92 201:0.93 202:0.50 204:0.89 208:0.64 212:0.94 215:0.51 216:0.14 219:0.87 220:0.82 222:0.76 227:0.92 229:0.99 230:0.87 231:0.90 233:0.76 235:0.60 238:0.84 241:0.05 242:0.21 243:0.97 246:0.93 247:0.92 248:0.58 253:0.58 255:0.95 256:0.58 259:0.21 260:0.59 261:0.94 265:0.84 266:0.27 267:0.69 268:0.59 276:0.87 281:0.91 282:0.88 283:0.78 284:0.92 285:0.62 287:0.95 290:0.71 292:0.91 297:0.36 299:0.88 300:0.55\n1 1:0.69 11:0.85 12:0.86 17:0.26 18:0.80 21:0.68 27:0.45 29:0.62 30:0.61 34:0.71 36:0.17 37:0.50 39:0.54 43:0.82 44:0.85 45:0.83 60:0.87 64:0.77 66:0.27 69:0.70 70:0.65 71:0.92 74:0.64 77:0.70 81:0.32 83:0.91 85:0.72 86:0.83 91:0.09 98:0.17 99:0.83 101:0.97 108:0.92 114:0.54 122:0.85 123:0.91 124:0.87 126:0.44 127:0.54 129:0.05 131:0.61 133:0.86 135:0.66 139:0.85 144:0.57 145:0.50 146:0.24 147:0.30 149:0.66 150:0.51 154:0.77 155:0.67 157:0.82 158:0.91 159:0.77 165:0.70 166:0.83 172:0.41 173:0.53 176:0.55 177:0.70 178:0.55 179:0.63 182:0.75 187:0.68 192:0.87 195:0.91 201:0.68 208:0.64 212:0.59 216:0.77 219:0.95 222:0.76 227:0.61 229:0.61 231:0.84 235:0.84 241:0.51 242:0.51 243:0.39 245:0.60 246:0.61 247:0.67 253:0.40 259:0.21 265:0.18 266:0.54 267:0.36 276:0.54 277:0.69 279:0.86 282:0.71 283:0.78 287:0.61 290:0.54 292:0.91 300:0.55\n1 1:0.69 6:0.82 8:0.63 9:0.76 11:0.75 12:0.86 17:0.24 18:0.93 20:0.88 27:0.51 29:0.62 30:0.10 31:0.91 34:0.21 36:0.87 37:0.29 39:0.54 43:0.68 44:0.85 45:0.73 64:0.77 66:0.53 69:0.32 70:0.94 71:0.92 74:0.59 76:0.85 77:0.70 78:0.99 79:0.96 81:0.77 83:0.60 86:0.91 91:0.80 96:0.87 97:0.94 98:0.91 99:0.83 100:0.87 101:0.52 108:0.45 111:0.96 114:0.78 122:0.75 123:0.43 124:0.52 126:0.44 127:0.81 129:0.59 131:0.88 132:0.97 133:0.46 135:0.37 137:0.91 139:0.88 140:0.80 144:0.57 145:0.39 146:0.21 147:0.27 149:0.38 150:0.74 151:0.81 152:0.83 153:0.48 154:0.94 155:0.58 157:0.61 158:0.72 159:0.31 162:0.70 165:0.70 166:0.83 169:0.85 172:0.54 173:0.50 176:0.55 177:0.70 178:0.42 179:0.67 182:0.61 186:0.99 189:0.84 190:0.77 191:0.70 192:0.51 195:0.62 196:0.93 201:0.68 202:0.65 208:0.54 212:0.61 216:0.08 219:0.87 220:0.74 222:0.76 227:0.87 229:0.61 231:0.84 232:0.72 235:0.12 238:0.82 241:0.82 242:0.16 243:0.40 245:0.74 246:0.61 247:0.74 248:0.83 253:0.68 254:0.74 255:0.74 256:0.68 261:0.90 265:0.91 266:0.38 267:0.79 268:0.68 276:0.53 279:0.82 282:0.71 284:0.86 285:0.56 287:0.61 290:0.78 292:0.91 300:0.70\n1 1:0.74 6:0.79 7:0.64 8:0.59 11:0.64 12:0.86 17:0.47 18:0.80 20:0.89 21:0.47 27:0.61 29:0.62 30:0.09 34:0.99 36:0.81 37:0.27 39:0.54 43:0.72 44:0.85 45:0.85 48:0.98 64:0.77 66:0.67 69:0.21 70:0.93 71:0.92 74:0.35 76:0.94 77:0.70 78:0.99 81:0.48 83:0.60 86:0.58 91:0.54 97:0.97 98:0.75 99:0.83 100:0.92 101:0.52 108:0.17 111:0.96 114:0.58 122:0.55 123:0.16 124:0.50 126:0.54 127:0.75 129:0.05 131:0.61 133:0.66 135:0.76 139:0.59 144:0.57 145:0.74 146:0.82 147:0.85 149:0.78 150:0.68 152:0.96 154:0.59 155:0.67 157:0.61 158:0.72 159:0.58 165:0.70 166:0.93 169:0.91 172:0.78 173:0.23 176:0.66 177:0.70 178:0.55 179:0.45 182:0.61 186:0.99 187:0.21 189:0.81 192:0.87 195:0.75 201:0.93 204:0.85 208:0.64 212:0.68 215:0.39 216:0.26 222:0.76 227:0.61 229:0.61 230:0.64 231:0.89 232:0.86 233:0.73 235:0.74 238:0.82 241:0.15 242:0.18 243:0.72 245:0.78 246:0.61 247:0.84 253:0.41 254:0.90 259:0.21 261:0.94 265:0.75 266:0.54 267:0.85 276:0.73 279:0.82 281:0.89 282:0.70 283:0.78 287:0.61 290:0.58 297:0.36 300:0.70\n1 1:0.74 6:0.79 7:0.81 8:0.59 9:0.80 11:0.85 12:0.86 17:0.70 18:0.93 20:0.91 21:0.47 27:0.61 29:0.62 30:0.21 31:0.87 32:0.62 34:0.98 36:0.59 37:0.27 39:0.54 43:0.58 44:0.85 45:0.81 48:0.91 55:0.71 64:0.77 66:0.33 69:0.19 70:0.90 71:0.92 74:0.50 76:0.94 77:0.89 78:0.99 79:0.87 81:0.50 83:0.60 86:0.62 91:0.60 96:0.70 98:0.48 99:0.83 100:0.93 101:0.87 108:0.15 111:0.96 114:0.60 120:0.56 122:0.86 123:0.15 124:0.87 126:0.54 127:0.81 129:0.59 131:0.96 133:0.86 135:0.63 137:0.87 139:0.76 140:0.80 144:0.57 145:0.79 146:0.76 147:0.80 149:0.50 150:0.68 151:0.52 152:0.96 153:0.48 154:0.60 155:0.67 157:0.61 159:0.78 162:0.80 164:0.72 165:0.70 166:0.93 169:0.90 172:0.68 173:0.13 176:0.73 177:0.70 178:0.42 179:0.40 182:0.61 186:0.98 187:0.21 189:0.81 191:0.70 192:0.87 195:0.90 196:0.89 201:0.93 202:0.60 204:0.89 208:0.64 212:0.37 215:0.41 216:0.26 219:0.87 220:0.87 222:0.76 227:0.92 229:0.61 230:0.86 231:0.90 233:0.73 235:0.68 238:0.83 241:0.27 242:0.27 243:0.50 244:0.61 245:0.80 246:0.61 247:0.93 248:0.52 253:0.46 255:0.95 256:0.64 259:0.21 260:0.57 261:0.94 265:0.49 266:0.87 267:0.69 268:0.65 276:0.77 281:0.89 282:0.71 283:0.78 284:0.94 285:0.62 287:0.61 290:0.60 292:0.91 297:0.36 300:0.70\n3 1:0.74 6:0.80 7:0.64 8:0.59 11:0.42 12:0.86 17:0.90 18:0.76 20:0.96 21:0.40 22:0.93 27:0.06 29:0.62 30:0.33 32:0.78 34:0.99 36:0.25 37:0.60 39:0.54 43:0.10 44:0.93 47:0.93 48:0.91 55:0.45 64:0.77 66:0.79 69:0.78 70:0.49 71:0.92 74:0.54 76:0.85 77:0.70 78:0.99 81:0.52 86:0.73 91:0.40 98:0.28 100:0.93 104:0.88 106:0.81 108:0.62 111:0.96 114:0.62 117:0.86 122:0.57 123:0.59 126:0.54 127:0.12 129:0.05 131:0.61 135:0.96 139:0.80 144:0.57 145:0.44 146:0.59 147:0.65 149:0.06 150:0.66 152:0.89 154:0.69 155:0.67 157:0.61 159:0.22 166:0.93 169:0.91 172:0.41 173:0.59 176:0.73 177:0.70 178:0.55 179:0.20 182:0.61 186:0.99 187:0.68 189:0.82 192:0.87 195:0.94 201:0.93 206:0.81 208:0.64 212:0.19 215:0.42 216:0.85 222:0.76 227:0.61 229:0.61 230:0.64 231:0.89 232:0.96 233:0.73 235:0.60 238:0.82 241:0.27 242:0.45 243:0.80 246:0.61 247:0.39 253:0.47 254:0.84 259:0.21 261:0.93 262:0.93 265:0.30 266:0.47 267:0.84 276:0.31 281:0.88 282:0.86 287:0.61 290:0.62 297:0.36 300:0.33\n3 1:0.74 7:0.64 8:0.64 9:0.80 11:0.75 12:0.86 17:0.53 18:0.81 21:0.64 27:0.54 29:0.62 30:0.53 31:0.88 32:0.79 34:0.99 36:0.18 37:0.35 39:0.54 43:0.18 44:0.93 45:0.66 48:0.91 55:0.42 64:0.77 66:0.60 69:0.80 70:0.95 71:0.92 74:0.74 76:0.85 77:0.89 79:0.87 81:0.39 86:0.82 91:0.04 96:0.70 98:0.27 101:0.52 108:0.64 114:0.57 120:0.57 122:0.77 123:0.61 124:0.82 126:0.54 127:0.94 129:0.05 131:0.96 133:0.89 135:0.70 137:0.88 139:0.89 140:0.80 144:0.57 145:1.00 146:0.76 147:0.05 149:0.25 150:0.62 151:0.54 153:0.46 154:0.63 155:0.67 157:0.61 158:0.87 159:0.93 162:0.57 164:0.54 166:0.93 172:0.85 173:0.45 176:0.73 177:0.05 178:0.42 179:0.33 182:0.61 187:0.21 192:0.87 195:0.99 196:0.91 201:0.93 202:0.49 208:0.64 212:0.84 215:0.38 216:0.55 219:0.95 220:0.82 222:0.76 227:0.92 229:0.61 230:0.64 231:0.90 232:0.72 233:0.73 235:0.84 241:0.15 242:0.51 243:0.07 245:0.80 246:0.61 247:0.90 248:0.53 253:0.49 254:0.80 255:0.95 256:0.45 257:0.84 259:0.21 260:0.57 265:0.29 266:0.80 267:0.59 268:0.45 276:0.80 279:0.86 281:0.88 282:0.87 283:0.71 284:0.87 285:0.62 287:0.61 290:0.57 292:0.91 297:0.36 300:0.99\n2 7:0.64 8:0.63 11:0.75 12:0.86 17:0.45 18:0.73 21:0.30 22:0.93 27:0.39 29:0.62 30:0.76 31:0.87 32:0.63 34:0.31 36:0.54 37:0.43 39:0.54 43:0.85 44:0.85 45:0.66 47:0.93 48:0.98 55:0.45 64:0.77 66:0.72 69:0.51 70:0.22 71:0.92 74:0.45 79:0.94 81:0.42 86:0.76 91:0.53 98:0.20 101:0.52 108:0.39 122:0.57 123:0.37 126:0.44 127:0.10 129:0.05 131:0.81 135:0.51 137:0.87 139:0.73 140:0.45 144:0.57 145:0.65 146:0.25 147:0.31 149:0.59 150:0.33 151:0.60 153:0.48 154:0.82 157:0.61 159:0.11 162:0.82 166:0.85 172:0.27 173:0.55 177:0.70 179:0.17 182:0.61 187:0.68 190:0.89 191:0.70 192:0.51 195:0.66 196:0.89 201:0.68 202:0.63 212:0.78 215:0.44 216:0.44 219:0.86 220:0.74 222:0.76 227:0.83 229:0.61 230:0.64 231:0.85 233:0.73 235:0.42 241:0.57 242:0.45 243:0.75 246:0.61 247:0.35 248:0.61 253:0.33 254:0.84 256:0.68 259:0.21 262:0.93 265:0.22 266:0.17 267:0.19 268:0.69 276:0.24 281:0.89 284:0.86 285:0.47 287:0.61 292:0.95 297:0.36 300:0.18\n1 1:0.69 7:0.63 8:0.77 9:0.76 11:0.64 12:0.86 17:0.04 18:0.88 21:0.05 22:0.93 27:0.66 29:0.62 30:0.55 31:0.91 32:0.78 34:0.56 36:0.69 37:0.31 39:0.54 43:0.56 44:0.93 45:0.73 47:0.93 55:0.59 64:0.77 66:0.25 69:0.08 70:0.60 71:0.92 74:0.48 77:0.70 79:0.95 81:0.68 83:0.60 86:0.61 91:0.74 96:0.88 98:0.50 99:0.83 101:0.52 108:0.61 114:0.70 122:0.85 123:0.59 124:0.74 126:0.44 127:0.72 129:0.81 131:0.88 132:0.97 133:0.67 135:0.60 137:0.91 139:0.75 140:0.45 144:0.57 145:0.58 146:0.43 147:0.50 149:0.40 150:0.64 151:0.81 153:0.48 154:0.56 155:0.58 157:0.61 159:0.39 162:0.82 165:0.70 166:0.83 172:0.32 173:0.24 175:0.75 176:0.55 177:0.38 179:0.75 182:0.61 187:0.21 190:0.77 192:0.51 195:0.61 196:0.91 201:0.68 202:0.70 204:0.85 208:0.54 212:0.59 216:0.44 219:0.86 220:0.62 222:0.76 227:0.87 229:0.61 230:0.63 231:0.82 232:0.78 233:0.73 235:0.12 241:0.59 242:0.31 243:0.40 244:0.61 245:0.65 246:0.61 247:0.67 248:0.81 253:0.62 255:0.74 256:0.75 257:0.65 262:0.93 265:0.52 266:0.47 267:0.36 268:0.76 276:0.49 277:0.69 281:0.91 282:0.86 284:0.86 285:0.56 287:0.61 290:0.70 292:0.95 300:0.43\n2 1:0.74 6:0.80 7:0.63 8:0.60 11:0.92 12:0.86 17:0.82 18:0.96 20:0.85 22:0.93 27:0.48 29:0.62 30:0.36 32:0.80 34:0.95 36:0.63 37:0.29 39:0.54 43:0.87 44:0.93 45:0.73 47:0.93 48:0.97 60:0.87 64:0.77 66:0.95 69:0.55 70:0.77 71:0.92 74:0.75 76:0.85 77:0.70 78:1.00 81:0.88 83:0.91 85:0.80 86:0.92 91:0.33 98:0.92 100:0.96 101:0.97 104:0.96 106:0.81 108:0.42 111:0.98 114:0.98 117:0.86 122:0.86 123:0.40 126:0.54 127:0.52 129:0.05 131:0.61 132:0.97 135:0.65 139:0.94 144:0.57 145:0.44 146:0.80 147:0.84 149:0.82 150:0.93 152:0.91 154:0.85 155:0.67 157:0.95 158:0.92 159:0.36 165:0.93 166:0.93 169:0.91 172:0.86 173:0.65 176:0.73 177:0.70 178:0.55 179:0.36 182:0.98 186:1.00 187:0.39 189:0.81 192:0.87 195:0.67 201:0.93 206:0.81 208:0.64 212:0.88 215:0.96 216:0.20 219:0.95 222:0.76 227:0.61 229:0.61 230:0.63 231:0.90 232:0.98 233:0.76 235:0.12 238:0.83 241:0.27 242:0.23 243:0.95 246:0.93 247:0.86 253:0.67 261:0.93 262:0.93 265:0.92 266:0.54 267:0.59 276:0.75 279:0.86 281:0.91 282:0.88 283:0.82 287:0.61 290:0.98 292:0.95 297:0.36 299:0.88 300:0.70\n0 11:0.85 12:0.86 17:0.51 18:0.75 21:0.78 27:0.45 29:0.62 30:0.76 34:0.79 36:0.17 37:0.50 39:0.54 43:0.80 45:0.66 66:0.25 69:0.73 70:0.29 71:0.92 74:0.43 85:0.72 86:0.74 91:0.14 98:0.13 101:0.97 108:0.56 122:0.82 123:0.82 124:0.71 127:0.33 129:0.05 131:0.61 133:0.60 135:0.68 139:0.71 144:0.57 145:0.49 146:0.17 147:0.22 149:0.61 154:0.75 157:0.84 159:0.48 163:0.97 166:0.61 172:0.16 173:0.71 177:0.70 178:0.55 179:0.87 182:0.76 187:0.68 212:0.52 216:0.77 222:0.76 227:0.61 229:0.61 231:0.71 235:0.88 241:0.27 242:0.55 243:0.45 245:0.45 246:0.61 247:0.39 253:0.33 259:0.21 265:0.10 266:0.27 267:0.28 276:0.24 277:0.69 287:0.61 300:0.25\n2 1:0.74 7:0.63 9:0.76 11:0.64 12:0.86 17:0.55 18:0.71 21:0.30 27:0.02 29:0.62 30:0.21 31:0.88 32:0.80 34:0.98 36:0.40 37:0.95 39:0.54 43:0.57 44:0.93 45:0.66 55:0.42 64:0.77 66:0.27 69:0.83 70:0.86 71:0.92 74:0.49 77:0.70 79:0.90 81:0.59 83:0.60 86:0.59 91:0.25 96:0.75 97:0.89 98:0.16 99:0.83 101:0.52 108:0.68 114:0.65 122:0.80 123:0.66 124:0.70 126:0.54 127:0.17 129:0.05 131:0.88 133:0.60 135:0.80 137:0.88 139:0.75 140:0.45 144:0.57 145:0.47 146:0.31 147:0.38 149:0.28 150:0.74 151:0.65 153:0.48 154:0.46 155:0.67 157:0.61 158:0.72 159:0.48 162:0.86 165:0.70 166:0.93 172:0.21 173:0.68 176:0.73 177:0.70 179:0.53 182:0.61 187:0.68 190:0.77 192:0.87 195:0.93 196:0.89 201:0.93 202:0.36 204:0.85 208:0.64 212:0.16 215:0.44 216:0.87 219:0.87 220:0.62 222:0.76 227:0.87 229:0.61 230:0.63 231:0.90 233:0.73 235:0.52 241:0.49 242:0.40 243:0.46 244:0.61 245:0.50 246:0.61 247:0.47 248:0.63 253:0.52 255:0.74 256:0.45 259:0.21 265:0.17 266:0.54 267:0.44 268:0.46 276:0.31 279:0.82 281:0.91 282:0.88 284:0.86 285:0.56 287:0.61 290:0.65 292:0.95 297:0.36 300:0.55\n3 1:0.69 7:0.64 8:0.79 11:0.86 12:0.86 17:0.86 18:0.88 21:0.05 27:0.54 29:0.62 30:0.13 32:0.63 34:0.74 36:0.31 37:0.35 39:0.54 43:0.42 45:0.87 55:0.59 66:0.26 69:0.79 70:0.95 71:0.92 74:0.52 76:0.94 77:0.70 81:0.73 83:0.60 86:0.72 91:0.27 96:0.73 97:0.89 98:0.69 99:0.83 101:0.87 108:0.63 114:0.70 122:0.77 123:0.85 124:0.64 126:0.44 127:0.92 129:0.05 131:0.83 133:0.60 135:0.65 139:0.70 140:0.45 144:0.57 145:0.39 146:0.81 147:0.05 149:0.66 150:0.69 151:0.53 153:0.72 154:0.63 155:0.58 157:0.61 158:0.72 159:0.76 162:0.66 165:0.70 166:0.88 172:0.88 173:0.69 176:0.55 177:0.05 179:0.25 182:0.61 187:0.21 190:0.89 191:0.82 192:0.59 195:0.86 201:0.68 202:0.61 204:0.85 208:0.54 212:0.86 215:0.78 216:0.55 220:0.74 222:0.76 227:0.84 229:0.61 230:0.64 231:0.89 232:0.72 233:0.76 235:0.12 241:0.64 242:0.51 243:0.06 245:0.94 246:0.61 247:0.82 248:0.52 253:0.52 254:0.84 256:0.58 257:0.84 259:0.21 265:0.58 266:0.80 267:0.36 268:0.62 276:0.88 277:0.69 279:0.82 282:0.71 283:0.78 285:0.47 287:0.61 290:0.70 297:0.36 300:0.94\n1 1:0.74 7:0.63 11:0.64 12:0.86 17:0.59 18:0.70 21:0.05 22:0.93 27:0.72 29:0.62 30:0.33 34:0.92 36:0.76 39:0.54 43:0.79 47:0.93 60:0.87 64:0.77 66:0.79 69:0.74 70:0.49 71:0.92 74:0.55 76:0.94 81:0.83 83:0.91 85:0.72 86:0.74 91:0.35 98:0.60 101:0.87 108:0.57 114:0.89 117:0.86 122:0.57 123:0.55 126:0.54 127:0.18 129:0.05 131:0.61 135:0.56 139:0.80 144:0.57 145:0.74 146:0.40 147:0.47 149:0.55 150:0.89 154:0.72 155:0.67 157:0.87 158:0.92 159:0.15 165:0.93 166:0.93 172:0.41 173:0.93 176:0.73 177:0.70 178:0.55 179:0.59 182:0.98 187:0.68 192:0.87 201:0.93 208:0.64 212:0.42 215:0.78 216:0.08 219:0.95 222:0.76 227:0.61 229:0.61 230:0.63 231:0.89 232:0.99 233:0.76 235:0.22 241:0.12 242:0.19 243:0.80 246:0.93 247:0.55 253:0.60 259:0.21 262:0.93 265:0.61 266:0.38 267:0.52 276:0.31 279:0.86 283:0.82 287:0.61 290:0.89 292:0.95 297:0.36 300:0.33\n2 1:0.74 7:0.64 8:0.63 11:0.92 12:0.86 17:0.94 18:0.99 21:0.13 27:0.66 29:0.62 30:0.40 34:0.89 36:0.53 37:0.55 39:0.54 43:0.74 44:0.85 45:0.92 48:0.99 55:0.42 64:0.77 66:0.74 69:0.10 70:0.73 71:0.92 74:0.92 76:0.97 77:0.96 81:0.73 83:0.60 85:0.72 86:0.99 91:0.12 97:0.89 98:0.70 101:0.97 104:0.87 108:0.09 114:0.79 122:0.80 123:0.09 124:0.44 126:0.54 127:0.45 129:0.05 131:0.61 133:0.60 135:0.44 139:0.98 144:0.57 145:0.74 146:0.89 147:0.91 149:0.67 150:0.80 154:0.88 155:0.67 157:0.83 158:0.72 159:0.67 166:0.93 172:0.96 173:0.11 176:0.73 177:0.70 178:0.55 179:0.14 182:0.75 187:0.21 192:0.87 195:0.86 201:0.93 204:0.85 208:0.64 212:0.91 215:0.61 216:0.14 219:0.87 222:0.76 227:0.61 229:0.61 230:0.64 231:0.90 232:0.97 233:0.73 235:0.31 241:0.01 242:0.30 243:0.77 245:0.95 246:0.61 247:0.97 253:0.58 259:0.21 265:0.71 266:0.75 267:0.52 276:0.93 279:0.82 281:0.91 282:0.71 287:0.61 290:0.79 292:0.91 297:0.36 300:0.84\n2 8:0.71 11:0.85 12:0.86 17:0.59 18:0.86 21:0.13 27:0.49 29:0.62 30:0.14 32:0.62 34:0.61 36:0.43 37:0.29 39:0.54 43:0.18 45:0.73 55:0.52 66:0.64 69:0.10 70:0.94 71:0.92 74:0.29 81:0.45 86:0.61 91:0.72 96:0.68 98:0.50 101:0.87 108:0.09 120:0.61 122:0.57 123:0.09 124:0.55 126:0.26 127:0.60 129:0.05 131:0.91 133:0.73 135:0.42 139:0.59 140:0.45 145:0.54 146:0.58 147:0.64 149:0.18 150:0.37 151:0.53 153:0.82 154:0.81 157:0.61 158:0.71 159:0.53 162:0.65 164:0.52 166:0.77 172:0.54 173:0.17 177:0.70 179:0.73 182:0.61 187:0.39 190:0.89 191:0.76 195:0.72 202:0.63 212:0.69 215:0.61 216:0.31 220:0.74 222:0.76 227:0.89 229:0.61 231:0.88 235:0.12 241:0.62 242:0.18 243:0.69 245:0.51 246:0.61 247:0.82 248:0.52 253:0.28 254:0.92 256:0.58 259:0.21 260:0.55 265:0.51 266:0.47 267:0.52 268:0.64 276:0.47 283:0.78 285:0.56 287:0.61 297:0.36 300:0.70\n1 1:0.74 7:0.64 8:0.66 11:0.86 12:0.86 17:0.55 18:0.67 21:0.40 27:0.72 29:0.62 30:0.76 32:0.63 34:0.33 36:0.67 37:0.27 39:0.54 43:0.71 45:0.73 48:0.91 64:0.77 66:0.72 69:0.27 70:0.22 71:0.92 74:0.48 76:0.94 77:0.70 81:0.54 83:0.60 86:0.77 91:0.89 98:0.55 99:0.83 101:0.87 108:0.21 114:0.62 122:0.51 123:0.20 126:0.54 127:0.16 129:0.05 131:0.61 132:0.97 135:0.32 139:0.73 144:0.57 145:0.44 146:0.24 147:0.30 149:0.36 150:0.71 154:0.88 155:0.67 157:0.61 159:0.11 165:0.70 166:0.93 172:0.27 173:0.76 176:0.73 177:0.70 178:0.55 179:0.71 182:0.61 192:0.87 195:0.53 201:0.93 202:0.50 204:0.85 208:0.64 212:0.95 215:0.42 216:0.14 222:0.76 227:0.61 229:0.61 230:0.64 231:0.89 233:0.76 235:0.60 241:0.90 242:0.45 243:0.75 246:0.61 247:0.35 253:0.46 254:0.80 259:0.21 265:0.56 266:0.12 267:0.18 276:0.21 281:0.91 282:0.71 287:0.61 290:0.62 297:0.36 300:0.18\n2 1:0.74 6:0.96 7:0.81 8:0.94 9:0.80 11:0.64 12:0.86 17:0.92 20:0.84 21:0.40 27:0.41 28:0.93 30:0.30 32:0.80 34:0.18 36:0.23 37:0.92 39:0.56 41:0.94 43:0.59 55:0.59 66:0.67 69:0.93 70:0.80 74:0.67 77:0.89 78:0.94 81:0.68 83:0.82 85:0.80 91:0.92 96:0.93 98:0.32 100:0.95 101:0.74 104:0.58 108:0.85 111:0.93 114:0.82 120:0.92 121:0.90 123:0.84 124:0.46 126:0.54 127:0.21 129:0.05 131:0.89 133:0.62 135:0.44 140:0.45 144:0.57 145:0.79 146:0.44 147:0.05 149:0.48 150:0.80 151:0.98 152:0.80 153:0.93 154:0.48 155:0.67 157:0.81 159:0.36 161:0.77 162:0.79 164:0.87 165:0.83 166:0.84 167:0.81 169:0.93 172:0.48 173:0.98 176:0.73 177:0.05 179:0.53 181:0.60 182:0.86 186:0.94 189:0.97 191:0.94 192:0.59 195:0.76 201:0.74 202:0.80 204:0.89 208:0.64 212:0.81 215:0.67 216:0.20 222:0.60 227:0.92 229:0.92 230:0.87 231:0.77 233:0.76 235:0.52 238:0.90 241:0.84 242:0.63 243:0.15 245:0.49 246:0.91 247:0.47 248:0.93 253:0.92 255:0.79 256:0.88 257:0.65 259:0.21 260:0.92 261:0.89 265:0.35 266:0.27 267:0.69 268:0.84 271:0.78 276:0.40 282:0.88 285:0.62 287:0.93 290:0.82 297:0.36 299:0.97 300:0.55\n2 1:0.74 6:0.95 7:0.81 8:0.93 9:0.80 11:0.64 12:0.86 17:0.72 20:0.77 21:0.54 27:0.08 28:0.93 30:0.40 32:0.80 34:0.55 36:0.36 37:0.98 39:0.56 41:0.90 43:0.95 66:0.49 69:0.23 70:0.88 74:0.95 76:0.85 77:0.70 78:0.89 81:0.66 83:0.78 85:0.96 91:0.53 96:0.83 98:0.68 100:0.91 101:0.85 104:0.58 108:0.74 111:0.89 114:0.77 120:0.73 121:0.90 122:0.43 123:0.73 124:0.57 126:0.54 127:0.72 129:0.59 131:0.89 133:0.47 135:0.42 140:0.45 144:0.57 145:0.69 146:0.70 147:0.75 149:0.95 150:0.77 151:0.90 152:0.91 153:0.69 154:0.95 155:0.67 157:0.92 159:0.55 161:0.77 162:0.86 164:0.74 165:0.79 166:0.84 167:0.59 169:0.94 172:0.78 173:0.25 176:0.73 177:0.38 179:0.36 181:0.60 182:0.86 186:0.89 187:0.39 189:0.97 192:0.59 195:0.74 201:0.74 202:0.60 204:0.89 208:0.64 212:0.80 215:0.58 216:0.45 220:0.93 222:0.60 227:0.92 229:0.92 230:0.87 231:0.77 233:0.76 235:0.80 238:0.87 241:0.59 242:0.24 243:0.45 245:0.92 246:0.91 247:0.67 248:0.81 253:0.88 255:0.79 256:0.64 259:0.21 260:0.74 261:0.95 265:0.69 266:0.54 267:0.76 268:0.69 271:0.78 276:0.78 282:0.88 285:0.62 287:0.93 290:0.77 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.85 7:0.81 8:0.89 9:0.80 11:0.64 12:0.86 17:0.73 20:0.92 21:0.22 27:0.34 28:0.93 30:0.67 32:0.80 34:0.31 36:0.73 37:0.72 39:0.56 41:0.99 43:0.97 60:0.87 66:0.64 69:0.23 70:0.65 74:0.96 76:0.98 77:0.96 78:0.93 81:0.85 83:0.89 85:0.94 91:0.88 96:0.98 98:0.66 100:0.91 101:0.84 108:0.76 111:0.91 114:0.69 120:0.96 121:0.90 122:0.43 123:0.75 124:0.48 126:0.54 127:0.97 129:0.59 131:0.89 133:0.47 135:0.42 138:0.98 140:0.45 144:0.57 145:0.65 146:0.59 147:0.64 149:0.98 150:0.90 151:0.98 152:0.86 153:0.93 154:0.97 155:0.67 157:0.91 158:0.92 159:0.55 161:0.77 162:0.78 164:0.96 165:0.86 166:0.84 167:0.82 169:0.89 172:0.88 173:0.27 176:0.56 177:0.38 179:0.31 181:0.60 182:0.86 186:0.92 189:0.87 191:0.93 192:0.59 195:0.73 201:0.74 202:0.94 204:0.89 208:0.64 212:0.87 215:0.72 216:0.42 220:0.62 222:0.60 227:0.92 229:0.92 230:0.87 231:0.77 232:0.72 233:0.76 235:0.74 238:0.85 241:0.89 242:0.28 243:0.33 245:0.94 246:0.91 247:0.60 248:0.99 253:0.99 255:0.79 256:0.95 259:0.21 260:0.96 261:0.91 265:0.67 266:0.54 267:0.73 268:0.96 271:0.78 276:0.81 279:0.86 282:0.88 283:0.82 285:0.62 286:0.99 287:0.93 290:0.69 297:0.36 299:0.97 300:0.84\n0 1:0.74 7:0.78 8:0.61 9:0.80 12:0.86 17:0.73 21:0.47 27:0.72 28:0.93 32:0.80 34:0.49 36:0.32 39:0.56 41:0.82 74:0.57 76:0.94 77:0.96 81:0.67 83:0.74 91:0.84 96:0.70 104:0.58 114:0.80 120:0.56 126:0.54 131:0.89 135:0.77 140:0.45 144:0.57 145:0.70 150:0.79 151:0.52 153:0.48 155:0.67 157:0.61 161:0.77 162:0.86 164:0.57 165:0.80 166:0.84 167:0.81 175:0.91 176:0.73 181:0.60 182:0.86 192:0.59 195:0.57 201:0.74 202:0.36 204:0.89 208:0.64 215:0.63 216:0.33 220:0.93 222:0.60 227:0.92 229:0.92 230:0.81 231:0.77 232:0.81 233:0.69 235:0.68 241:0.86 244:0.83 246:0.91 248:0.52 253:0.64 255:0.79 256:0.45 257:0.84 259:0.21 260:0.56 267:0.44 268:0.46 271:0.78 277:0.87 282:0.88 285:0.62 287:0.93 290:0.80 297:0.36 299:0.99\n1 7:0.81 12:0.86 17:0.83 21:0.40 27:0.72 28:0.93 32:0.80 34:0.37 36:0.48 39:0.56 74:0.59 77:0.70 81:0.47 91:0.83 104:0.58 114:0.55 121:1.00 126:0.32 131:0.61 135:0.54 144:0.57 145:0.45 150:0.38 155:0.67 157:0.61 161:0.77 166:0.76 167:0.80 175:0.91 176:0.53 178:0.55 181:0.60 182:0.73 191:0.77 192:0.59 195:0.52 204:0.89 208:0.64 222:0.60 227:0.61 229:0.61 230:0.87 231:0.70 232:0.81 233:0.76 235:0.42 241:0.83 244:0.83 246:0.61 253:0.47 257:0.84 259:0.21 267:0.23 271:0.78 277:0.87 282:0.88 287:0.61 290:0.55 299:0.88\n1 1:0.74 11:0.64 12:0.86 17:0.36 21:0.77 27:0.45 28:0.93 30:0.11 34:0.73 36:0.18 37:0.50 39:0.56 43:0.82 66:0.29 69:0.71 70:0.93 74:0.77 81:0.42 83:0.72 85:0.85 91:0.14 98:0.35 101:0.76 108:0.66 114:0.64 122:0.67 123:0.64 124:0.70 126:0.54 127:0.43 129:0.81 131:0.61 133:0.67 135:0.92 144:0.57 145:0.49 146:0.13 147:0.18 149:0.68 150:0.62 154:0.77 155:0.67 157:0.84 159:0.59 161:0.77 165:0.63 166:0.84 167:0.53 172:0.37 173:0.64 176:0.73 177:0.38 178:0.55 179:0.65 181:0.60 182:0.84 187:0.68 192:0.59 201:0.74 212:0.37 215:0.44 216:0.77 222:0.60 227:0.61 229:0.61 231:0.76 235:0.98 241:0.44 242:0.51 243:0.20 245:0.65 246:0.90 247:0.47 253:0.61 259:0.21 265:0.37 266:0.71 267:0.85 271:0.78 276:0.42 287:0.61 290:0.64 297:0.36 300:0.70\n2 1:0.74 6:0.90 7:0.81 8:0.81 9:0.80 11:0.64 12:0.86 17:0.81 20:0.86 21:0.59 27:0.42 28:0.93 30:0.54 32:0.80 34:0.77 36:0.75 37:0.68 39:0.56 41:0.99 43:0.97 60:0.99 66:0.72 69:0.29 70:0.77 74:0.95 77:0.89 78:0.91 81:0.64 83:0.89 85:0.95 91:0.91 96:0.97 98:0.89 100:0.88 101:0.85 104:0.75 108:0.57 111:0.89 114:0.63 120:0.94 121:0.90 122:0.43 123:0.55 124:0.43 126:0.54 127:0.96 129:0.59 131:0.89 133:0.47 135:0.58 138:0.96 140:0.45 144:0.57 145:0.77 146:0.26 147:0.32 149:0.94 150:0.77 151:0.99 152:0.81 153:0.97 154:0.97 155:0.67 157:0.92 158:0.92 159:0.51 161:0.77 162:0.80 164:0.95 165:0.80 166:0.84 167:0.78 169:0.86 172:0.80 173:0.33 176:0.56 177:0.38 179:0.47 181:0.60 182:0.86 186:0.91 189:0.91 191:0.85 192:0.59 195:0.68 201:0.74 202:0.90 204:0.89 208:0.64 212:0.74 215:0.53 216:0.32 220:0.62 222:0.60 227:0.92 229:0.92 230:0.87 231:0.77 232:0.83 233:0.76 235:0.88 238:0.84 241:0.79 242:0.32 243:0.23 245:0.83 246:0.91 247:0.67 248:0.97 253:0.98 255:0.79 256:0.92 259:0.21 260:0.95 261:0.87 265:0.89 266:0.27 267:0.65 268:0.93 271:0.78 276:0.73 279:0.86 282:0.88 283:0.82 285:0.62 287:0.93 290:0.63 297:0.36 299:0.97 300:0.70\n2 1:0.74 6:0.92 7:0.81 8:0.97 9:0.80 11:0.64 12:0.86 17:0.85 20:0.98 21:0.30 27:0.10 28:0.93 30:0.18 32:0.80 34:0.63 36:0.47 37:0.96 39:0.56 41:0.99 43:0.90 60:0.99 66:0.64 69:0.17 70:0.82 74:0.86 77:0.70 78:0.93 81:0.76 83:0.89 85:0.93 91:0.89 96:0.97 98:0.63 100:0.93 101:0.81 104:0.58 108:0.84 111:0.92 114:0.68 120:0.96 121:0.97 122:0.43 123:0.83 124:0.51 126:0.54 127:0.98 129:0.81 131:0.89 133:0.67 135:0.18 138:0.97 140:0.94 144:0.57 145:0.77 146:0.42 147:0.49 149:0.85 150:0.84 151:0.96 152:0.92 153:0.86 154:0.89 155:0.67 157:0.90 158:0.92 159:0.70 161:0.77 162:0.69 164:0.95 165:0.81 166:0.84 167:0.83 169:0.91 172:0.75 173:0.16 176:0.56 177:0.38 178:0.48 179:0.52 181:0.60 182:0.86 186:0.93 189:0.94 191:0.97 192:0.59 195:0.83 201:0.74 202:0.93 204:0.89 208:0.64 212:0.70 215:0.67 216:0.52 220:0.62 222:0.60 227:0.92 229:0.92 230:0.87 231:0.77 233:0.76 235:0.60 238:0.88 241:0.93 242:0.39 243:0.25 245:0.77 246:0.91 247:0.60 248:0.97 253:0.98 255:0.79 256:0.94 259:0.21 260:0.96 261:0.93 265:0.64 266:0.75 267:0.52 268:0.94 271:0.78 276:0.67 279:0.86 282:0.88 283:0.82 285:0.62 287:0.93 290:0.68 297:0.36 299:0.88 300:0.55\n1 1:0.74 7:0.81 9:0.80 11:0.64 12:0.86 17:0.04 21:0.54 27:0.08 28:0.93 30:0.68 32:0.80 34:0.42 36:0.35 37:0.98 39:0.56 41:0.88 43:0.95 66:0.79 69:0.23 70:0.31 74:0.78 76:0.85 77:0.89 81:0.66 83:0.74 85:0.85 91:0.68 96:0.71 98:0.76 101:0.82 104:0.58 108:0.18 114:0.77 120:0.58 121:0.90 122:0.41 123:0.18 126:0.54 127:0.25 129:0.05 131:0.89 135:0.32 140:0.45 144:0.57 145:0.79 146:0.44 147:0.50 149:0.79 150:0.77 151:0.54 153:0.83 154:0.95 155:0.67 157:0.86 159:0.16 161:0.77 162:0.71 164:0.72 165:0.79 166:0.84 167:0.60 172:0.41 173:0.55 176:0.73 177:0.38 179:0.76 181:0.60 182:0.86 187:0.39 191:0.95 192:0.59 195:0.55 201:0.74 202:0.63 204:0.89 208:0.64 212:0.78 215:0.58 216:0.45 220:0.93 222:0.60 227:0.92 229:0.92 230:0.87 231:0.77 233:0.76 235:0.80 241:0.60 242:0.45 243:0.80 246:0.91 247:0.39 248:0.56 253:0.70 255:0.79 256:0.58 259:0.21 260:0.58 265:0.76 266:0.23 267:0.23 268:0.66 271:0.78 276:0.24 282:0.88 285:0.62 287:0.93 290:0.77 297:0.36 299:0.97 300:0.25\n3 1:0.74 6:0.91 7:0.76 8:0.82 9:0.80 11:0.64 12:0.86 17:0.92 20:0.95 21:0.68 27:0.19 28:0.93 30:0.28 32:0.80 34:0.85 36:0.40 37:0.74 39:0.56 41:0.98 43:0.80 60:0.95 66:0.79 69:0.51 70:0.80 74:0.95 76:0.94 77:0.89 78:0.96 81:0.53 83:0.89 85:0.94 91:0.88 96:0.96 98:0.81 100:0.97 101:0.84 104:0.58 108:0.39 111:0.96 114:0.70 120:0.94 122:0.43 123:0.38 124:0.39 126:0.54 127:0.46 129:0.05 131:0.89 133:0.39 135:0.34 140:0.45 144:0.57 145:0.88 146:0.84 147:0.86 149:0.92 150:0.68 151:0.99 152:0.91 153:0.96 154:0.75 155:0.67 157:0.91 158:0.92 159:0.48 161:0.77 162:0.80 164:0.94 165:0.69 166:0.84 167:0.81 169:0.95 172:0.82 173:0.50 176:0.73 177:0.38 179:0.38 181:0.60 182:0.86 186:0.96 189:0.92 191:0.92 192:0.59 195:0.73 201:0.74 202:0.89 208:0.64 212:0.67 215:0.49 216:0.33 222:0.60 227:0.92 229:0.92 230:0.79 231:0.77 232:0.81 233:0.76 235:0.88 238:0.93 241:0.87 242:0.43 243:0.80 245:0.78 246:0.91 247:0.67 248:0.96 253:0.98 255:0.79 256:0.91 259:0.21 260:0.94 261:0.95 265:0.81 266:0.38 267:0.28 268:0.92 271:0.78 276:0.73 279:0.86 282:0.88 283:0.82 285:0.62 287:0.93 290:0.70 297:0.36 299:0.97 300:0.55\n1 1:0.74 6:0.92 8:0.87 9:0.80 12:0.86 17:0.47 20:0.76 21:0.30 27:0.16 28:0.93 30:0.76 32:0.80 34:0.28 36:0.76 37:0.59 39:0.56 41:0.92 43:0.34 55:0.92 66:0.25 69:0.59 70:0.29 74:0.68 77:0.89 78:0.93 81:0.78 83:0.78 91:0.65 96:0.95 98:0.33 100:0.91 108:0.45 111:0.91 114:0.86 117:0.86 120:0.75 122:0.51 123:0.43 124:0.71 126:0.54 127:0.55 129:0.59 131:0.89 133:0.64 135:0.66 138:0.96 140:0.80 144:0.57 145:0.49 146:0.57 147:0.63 149:0.31 150:0.85 151:0.87 152:0.75 153:0.95 154:0.26 155:0.67 157:0.61 158:0.83 159:0.72 161:0.77 162:0.81 163:0.93 164:0.81 165:0.84 166:0.84 167:0.61 169:0.89 172:0.16 173:0.43 176:0.73 177:0.38 179:0.91 181:0.60 182:0.86 186:0.93 187:0.21 189:0.93 191:0.82 192:0.59 195:0.87 201:0.74 202:0.81 208:0.64 212:0.23 215:0.72 216:0.79 222:0.60 227:0.92 229:0.92 231:0.77 232:0.83 235:0.52 238:0.88 241:0.62 242:0.55 243:0.45 244:0.61 245:0.45 246:0.91 247:0.39 248:0.84 253:0.94 255:0.79 256:0.84 259:0.21 260:0.76 261:0.78 265:0.36 266:0.38 267:0.59 268:0.86 271:0.78 276:0.27 282:0.88 285:0.62 287:0.93 290:0.86 297:0.36 299:0.88 300:0.25\n2 1:0.74 6:0.92 7:0.81 8:0.85 9:0.80 12:0.86 17:0.90 20:0.82 21:0.05 27:0.72 28:0.93 32:0.80 34:0.59 36:0.86 37:1.00 39:0.56 41:0.88 74:0.59 76:0.85 77:0.89 78:0.90 81:0.87 83:0.81 91:0.85 96:0.88 100:0.89 104:0.74 111:0.89 114:0.95 120:0.79 121:0.90 126:0.54 131:0.89 135:0.18 140:0.45 144:0.57 145:0.85 150:0.93 151:0.94 152:0.79 153:0.80 155:0.67 157:0.61 161:0.77 162:0.79 164:0.71 165:0.90 166:0.85 167:0.81 169:0.87 175:0.91 176:0.73 181:0.60 182:0.86 186:0.90 189:0.93 192:0.59 195:0.65 201:0.74 202:0.60 204:0.89 208:0.64 215:0.91 216:0.03 222:0.60 227:0.92 229:0.92 230:0.87 231:0.77 232:0.83 233:0.76 235:0.12 238:0.86 241:0.86 244:0.83 246:0.91 248:0.87 253:0.87 255:0.79 256:0.58 257:0.84 259:0.21 260:0.80 261:0.84 267:0.82 268:0.65 271:0.78 277:0.87 282:0.88 285:0.62 287:0.93 290:0.95 297:0.36 299:0.97\n2 1:0.74 6:0.87 7:0.81 8:0.78 9:0.80 11:0.64 12:0.86 17:0.72 20:0.90 21:0.40 27:0.44 28:0.93 30:0.45 32:0.80 34:0.49 36:0.93 37:0.70 39:0.56 41:0.95 43:0.80 60:0.87 66:0.94 69:0.64 70:0.53 74:0.93 77:0.70 78:0.88 81:0.71 83:0.85 85:0.95 91:0.92 96:0.94 98:0.88 100:0.86 101:0.86 108:0.49 111:0.86 114:0.82 120:0.93 121:0.97 122:0.43 123:0.46 126:0.54 127:0.42 129:0.05 131:0.89 135:0.37 140:0.87 144:0.57 145:0.76 146:0.72 147:0.76 149:0.94 150:0.81 151:0.99 152:0.84 153:0.95 154:0.75 155:0.67 157:0.92 158:0.92 159:0.29 161:0.77 162:0.77 164:0.92 165:0.81 166:0.84 167:0.80 169:0.83 172:0.83 173:0.78 176:0.73 177:0.38 179:0.37 181:0.60 182:0.86 186:0.88 189:0.89 191:0.84 192:0.59 195:0.61 201:0.74 202:0.88 204:0.89 208:0.64 212:0.93 215:0.67 216:0.29 220:0.62 222:0.60 227:0.92 229:0.92 230:0.87 231:0.77 232:0.72 233:0.76 235:0.60 238:0.83 241:0.83 242:0.44 243:0.94 246:0.91 247:0.47 248:0.93 253:0.96 255:0.79 256:0.89 259:0.21 260:0.93 261:0.87 265:0.88 266:0.23 267:0.59 268:0.91 271:0.78 276:0.73 279:0.86 282:0.88 283:0.82 285:0.62 287:0.93 290:0.82 297:0.36 299:0.88 300:0.43\n2 1:0.74 7:0.81 9:0.80 12:0.86 17:0.79 27:0.19 28:0.93 32:0.80 34:0.18 36:0.21 37:0.74 39:0.56 41:0.82 74:0.59 77:0.70 81:0.92 83:0.81 91:0.64 96:0.83 104:0.58 114:0.98 120:0.72 121:0.90 126:0.54 131:0.89 135:0.60 140:0.45 144:0.57 145:0.44 150:0.96 151:0.90 153:0.69 155:0.67 157:0.61 161:0.77 162:0.86 164:0.62 165:0.92 166:0.85 167:0.54 175:0.91 176:0.73 181:0.60 182:0.86 187:0.21 191:0.85 192:0.59 195:0.71 201:0.74 202:0.46 204:0.89 208:0.64 215:0.96 216:0.33 222:0.60 227:0.92 229:0.92 230:0.87 231:0.77 232:0.81 233:0.76 235:0.05 241:0.49 244:0.83 246:0.91 248:0.80 253:0.83 255:0.79 256:0.45 257:0.84 259:0.21 260:0.73 267:0.36 268:0.55 271:0.78 277:0.87 282:0.88 285:0.62 287:0.93 290:0.98 297:0.36 299:0.88\n1 1:0.74 6:0.97 7:0.81 8:0.97 9:0.80 11:0.64 12:0.86 17:0.87 20:0.75 21:0.54 27:0.27 28:0.93 30:0.14 32:0.80 34:0.21 36:0.23 37:0.95 39:0.56 41:0.93 43:0.94 66:0.30 69:0.30 70:0.94 74:0.91 76:0.85 77:0.70 78:1.00 81:0.63 83:0.77 85:0.95 91:0.87 96:0.82 98:0.26 100:0.97 101:0.77 104:0.58 108:0.24 111:0.99 114:0.77 120:0.81 121:0.97 123:0.23 124:0.95 126:0.54 127:0.99 129:0.81 131:0.89 133:0.96 135:0.24 140:0.45 144:0.57 145:0.70 146:0.67 147:0.72 149:0.93 150:0.76 151:0.87 152:0.74 153:0.48 154:0.94 155:0.67 157:0.89 159:0.91 161:0.77 162:0.85 164:0.85 165:0.79 166:0.84 167:0.80 169:0.95 172:0.71 173:0.10 176:0.73 177:0.38 179:0.36 181:0.60 182:0.86 186:1.00 189:0.97 191:0.94 192:0.59 195:0.97 201:0.74 202:0.76 204:0.89 208:0.64 212:0.58 215:0.58 216:0.26 220:0.96 222:0.60 227:0.92 229:0.92 230:0.87 231:0.77 233:0.76 235:0.74 238:0.90 241:0.82 242:0.45 243:0.48 245:0.74 246:0.91 247:0.60 248:0.79 253:0.86 255:0.79 256:0.81 259:0.21 260:0.81 261:0.80 265:0.28 266:0.92 267:0.69 268:0.82 271:0.78 276:0.81 282:0.88 283:0.71 285:0.62 287:0.93 290:0.77 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.95 7:0.81 8:0.97 9:0.80 11:0.64 12:0.86 17:0.43 20:0.95 21:0.54 27:0.08 28:0.93 30:0.42 32:0.80 34:0.34 36:0.48 37:0.98 39:0.56 41:0.99 43:0.95 66:0.51 69:0.23 70:0.85 74:0.95 76:0.85 77:0.70 78:0.95 81:0.66 83:0.83 85:0.96 91:0.93 96:0.96 98:0.72 100:0.96 101:0.86 104:0.58 108:0.72 111:0.95 114:0.77 120:0.96 121:0.90 122:0.43 123:0.70 124:0.56 126:0.54 127:0.81 129:0.59 131:0.89 133:0.47 135:0.34 138:0.98 140:0.87 144:0.57 145:0.69 146:0.63 147:0.69 149:0.96 150:0.77 151:0.94 152:0.91 153:0.81 154:0.95 155:0.67 157:0.92 159:0.52 161:0.77 162:0.76 164:0.96 165:0.79 166:0.84 167:0.82 169:0.94 172:0.78 173:0.28 176:0.73 177:0.38 179:0.38 181:0.60 182:0.86 186:0.95 189:0.96 191:0.97 192:0.59 195:0.71 201:0.74 202:0.93 204:0.89 208:0.64 212:0.82 215:0.58 216:0.45 220:0.62 222:0.60 227:0.92 229:0.92 230:0.87 231:0.77 233:0.76 235:0.80 238:0.92 241:0.89 242:0.24 243:0.44 245:0.92 246:0.91 247:0.67 248:0.95 253:0.97 255:0.79 256:0.95 259:0.21 260:0.96 261:0.95 265:0.72 266:0.54 267:0.59 268:0.95 271:0.78 276:0.78 282:0.88 283:0.71 285:0.62 287:0.93 290:0.77 297:0.36 299:0.88 300:0.84\n0 1:0.74 11:0.64 12:0.86 17:0.32 21:0.54 27:0.45 28:0.93 30:0.58 34:0.86 36:0.18 37:0.50 39:0.56 43:0.82 55:0.84 60:0.87 66:0.10 69:0.69 70:0.60 74:0.62 81:0.59 83:0.86 85:0.72 91:0.17 98:0.18 101:0.68 108:0.52 114:0.77 122:0.43 123:0.70 124:0.82 126:0.54 127:0.64 129:0.59 131:0.61 133:0.76 135:0.81 144:0.57 145:0.49 146:0.26 147:0.32 149:0.56 150:0.74 154:0.77 155:0.67 157:0.76 158:0.87 159:0.84 161:0.77 163:0.79 165:0.79 166:0.84 167:0.48 172:0.16 173:0.45 176:0.73 177:0.38 178:0.55 179:0.88 181:0.60 182:0.85 187:0.68 192:0.59 201:0.74 208:0.64 212:0.16 215:0.58 216:0.77 222:0.60 227:0.61 229:0.61 231:0.76 235:0.68 241:0.21 242:0.40 243:0.39 245:0.48 246:0.91 247:0.55 253:0.63 259:0.21 265:0.14 266:0.54 267:0.52 271:0.78 276:0.32 279:0.86 283:0.71 287:0.61 290:0.77 297:0.36 300:0.43\n0 12:0.86 17:0.47 18:0.69 21:0.78 27:0.45 29:0.53 30:0.45 34:0.67 36:0.19 37:0.50 39:0.37 43:0.12 55:0.45 66:0.27 69:0.81 70:0.25 71:0.95 74:0.26 86:0.67 91:0.22 98:0.10 108:0.66 122:0.57 123:0.63 124:0.72 127:0.17 129:0.05 133:0.62 135:0.54 139:0.65 145:0.47 146:0.19 147:0.05 149:0.08 154:0.47 159:0.36 163:0.93 172:0.10 173:0.73 175:0.75 177:0.05 178:0.55 179:0.84 187:0.68 212:0.61 216:0.77 222:0.60 235:0.74 241:0.47 242:0.63 243:0.29 244:0.61 245:0.38 247:0.30 253:0.23 254:0.84 257:0.84 259:0.21 265:0.11 266:0.17 267:0.76 271:0.43 276:0.19 277:0.69 300:0.18\n2 1:0.74 9:0.80 11:0.91 12:0.86 17:0.34 18:0.87 21:0.64 27:0.48 29:0.53 30:0.26 31:0.86 32:0.78 34:0.67 36:0.29 37:0.55 39:0.37 43:0.63 44:0.93 45:0.91 64:0.77 66:0.09 69:0.56 70:0.97 71:0.95 74:0.81 77:0.70 79:0.86 81:0.44 83:0.60 86:0.90 91:0.07 96:0.68 97:0.94 98:0.40 99:0.83 101:0.52 108:0.43 114:0.57 120:0.53 122:0.51 123:0.89 124:0.87 126:0.54 127:0.89 129:0.81 133:0.86 135:0.42 137:0.86 139:0.90 140:0.45 144:0.85 145:0.65 146:0.70 147:0.74 149:0.74 150:0.66 151:0.47 153:0.48 154:0.70 155:0.67 158:0.78 159:0.86 162:0.86 164:0.57 165:0.70 172:0.65 173:0.30 176:0.73 177:0.70 179:0.38 187:0.39 192:0.87 195:0.94 196:0.88 201:0.93 202:0.36 208:0.64 212:0.54 215:0.38 216:0.92 220:0.96 222:0.60 228:0.99 235:0.88 241:0.64 242:0.19 243:0.45 245:0.82 247:0.88 248:0.47 253:0.45 254:0.84 255:0.95 256:0.45 259:0.21 260:0.54 265:0.36 266:0.92 267:0.91 268:0.46 271:0.43 276:0.78 279:0.82 282:0.86 283:0.82 284:0.89 285:0.62 290:0.57 297:0.36 300:0.98\n0 1:0.69 7:0.72 11:0.91 12:0.86 17:0.98 18:0.77 27:0.53 29:0.53 30:0.31 32:0.80 34:0.50 36:0.64 37:0.27 39:0.37 43:0.63 44:0.93 45:0.92 55:0.52 66:0.54 69:0.69 70:0.87 71:0.95 74:0.88 77:0.99 81:0.83 83:0.60 86:0.82 91:0.27 97:0.89 98:0.72 99:0.83 101:0.52 104:0.86 106:0.81 108:0.68 114:0.95 117:0.86 123:0.66 124:0.64 126:0.44 127:0.37 129:0.59 133:0.61 135:0.54 139:0.85 144:0.85 145:0.97 146:0.40 147:0.46 149:0.85 150:0.80 154:0.75 155:0.58 158:0.79 159:0.70 165:0.70 172:0.89 173:0.53 176:0.66 177:0.70 178:0.55 179:0.18 187:0.21 192:0.59 195:0.90 201:0.68 204:0.85 206:0.81 208:0.54 212:0.80 215:0.96 216:0.30 222:0.60 230:0.75 232:0.92 233:0.76 235:0.05 241:0.01 242:0.53 243:0.36 245:0.94 247:0.88 253:0.65 254:0.74 259:0.21 265:0.72 266:0.47 267:0.28 271:0.43 276:0.89 279:0.82 282:0.88 283:0.82 290:0.95 297:0.36 300:0.70\n0 1:0.69 8:0.72 9:0.76 11:0.91 12:0.86 17:0.75 18:0.58 20:0.92 27:0.29 29:0.53 30:0.43 34:0.20 36:0.31 37:0.53 39:0.37 43:0.61 45:0.92 66:0.11 69:0.77 70:0.91 71:0.95 74:0.72 78:0.97 81:0.83 83:0.60 86:0.60 91:0.17 96:0.80 97:0.89 98:0.34 99:0.83 100:0.92 101:0.52 108:0.70 111:0.95 114:0.95 120:0.69 122:0.51 123:0.90 124:0.89 126:0.44 127:0.45 129:0.93 133:0.90 135:0.47 139:0.59 140:0.45 144:0.85 146:0.28 147:0.35 149:0.83 150:0.80 151:0.81 152:0.86 153:0.48 154:0.50 155:0.58 158:0.79 159:0.83 162:0.86 164:0.54 165:0.70 169:0.90 172:0.65 173:0.54 175:0.75 176:0.66 177:0.38 179:0.32 186:0.97 187:0.68 190:0.77 192:0.59 201:0.68 202:0.36 208:0.54 212:0.50 215:0.96 216:0.21 222:0.60 235:0.05 241:0.05 242:0.33 243:0.20 244:0.61 245:0.79 247:0.76 248:0.73 253:0.81 255:0.74 256:0.45 257:0.65 259:0.21 260:0.68 261:0.93 265:0.22 266:0.89 267:0.28 268:0.46 271:0.43 276:0.77 277:0.69 279:0.82 283:0.82 285:0.56 290:0.95 297:0.36 300:0.84\n0 1:0.69 7:0.72 9:0.76 11:0.91 12:0.86 17:0.79 18:0.69 21:0.05 27:0.24 29:0.53 30:0.45 34:0.73 36:0.51 37:0.61 39:0.37 43:0.69 45:0.66 66:0.27 69:0.54 70:0.25 71:0.95 74:0.53 81:0.75 83:0.60 86:0.67 91:0.53 96:0.80 97:0.89 98:0.19 99:0.83 101:0.52 108:0.41 114:0.85 120:0.69 122:0.57 123:0.65 124:0.61 126:0.44 127:0.17 129:0.05 133:0.39 135:0.89 139:0.65 140:0.45 144:0.85 146:0.13 147:0.18 149:0.36 150:0.71 151:0.81 153:0.48 154:0.58 155:0.58 158:0.79 159:0.29 162:0.86 163:0.88 164:0.54 165:0.70 172:0.10 173:0.48 175:0.75 176:0.66 177:0.38 179:0.85 187:0.39 190:0.77 192:0.59 201:0.68 202:0.36 204:0.85 208:0.54 212:0.61 215:0.78 216:0.61 222:0.60 230:0.75 233:0.76 235:0.12 241:0.30 242:0.63 243:0.46 244:0.61 245:0.40 247:0.30 248:0.73 253:0.76 255:0.74 256:0.45 257:0.65 259:0.21 260:0.68 265:0.09 266:0.17 267:0.95 268:0.46 271:0.43 276:0.15 277:0.87 279:0.82 283:0.82 285:0.56 290:0.85 297:0.36 300:0.18\n0 1:0.69 11:0.91 12:0.86 17:0.76 18:0.86 21:0.40 27:0.19 29:0.53 30:0.13 34:0.44 36:0.36 37:0.38 39:0.37 43:0.63 44:0.87 45:0.77 55:0.59 66:0.67 69:0.35 70:0.96 71:0.95 74:0.45 81:0.42 83:0.60 86:0.80 91:0.03 98:0.82 99:0.83 101:0.52 106:0.81 108:0.27 114:0.61 117:0.86 122:0.51 123:0.26 124:0.45 126:0.44 127:0.55 129:0.05 133:0.37 135:0.92 139:0.78 144:0.85 145:0.83 146:0.85 147:0.88 149:0.56 150:0.55 154:0.53 155:0.58 159:0.52 165:0.70 172:0.70 173:0.33 176:0.66 177:0.70 178:0.55 179:0.53 187:0.39 192:0.59 195:0.77 201:0.68 206:0.81 208:0.54 212:0.40 215:0.42 216:0.87 222:0.60 228:0.99 235:0.52 241:0.54 242:0.28 243:0.72 244:0.61 245:0.78 247:0.76 253:0.45 259:0.21 265:0.82 266:0.75 267:0.65 271:0.43 276:0.64 290:0.61 297:0.36 300:0.84\n0 1:0.69 7:0.72 9:0.76 11:0.91 12:0.86 17:0.66 18:0.66 20:0.94 21:0.22 27:0.72 29:0.53 30:0.76 32:0.79 34:0.47 36:0.26 39:0.37 43:0.72 44:0.93 45:0.83 66:0.48 69:0.12 70:0.36 71:0.95 74:0.74 77:0.70 78:0.86 81:0.57 83:0.60 86:0.76 91:0.37 96:0.71 97:0.89 98:0.23 99:0.83 100:0.73 101:0.52 104:0.88 106:0.81 108:0.10 111:0.83 114:0.67 117:0.86 120:0.57 122:0.51 123:0.10 124:0.56 126:0.44 127:0.16 129:0.05 132:0.97 133:0.43 135:0.72 139:0.81 140:0.45 144:0.85 145:1.00 146:0.33 147:0.40 149:0.62 150:0.59 151:0.53 152:0.87 153:0.48 154:0.84 155:0.58 158:0.78 159:0.27 162:0.86 164:0.54 165:0.70 169:0.72 172:0.37 173:0.16 176:0.66 177:0.70 179:0.40 186:0.86 187:0.68 190:0.77 192:0.59 195:0.77 201:0.68 202:0.36 204:0.85 206:0.81 208:0.54 212:0.78 215:0.51 216:0.20 220:0.82 222:0.60 230:0.75 232:0.93 233:0.76 235:0.31 241:0.07 242:0.45 243:0.60 245:0.61 247:0.47 248:0.53 253:0.55 254:0.80 255:0.74 256:0.45 259:0.21 260:0.57 261:0.85 265:0.25 266:0.27 267:0.36 268:0.46 271:0.43 276:0.29 279:0.82 282:0.87 283:0.78 285:0.56 290:0.67 297:0.36 300:0.33\n0 1:0.69 8:0.62 9:0.76 11:0.91 12:0.86 17:0.64 18:0.63 21:0.47 27:0.57 29:0.53 30:0.28 34:0.58 36:0.74 37:0.27 39:0.37 43:0.71 45:0.81 66:0.29 69:0.29 70:0.97 71:0.95 74:0.56 81:0.38 83:0.60 86:0.64 91:0.54 96:0.86 97:0.99 98:0.35 99:0.83 101:0.52 104:0.86 106:0.81 108:0.56 114:0.59 117:0.86 120:0.77 123:0.53 124:0.84 126:0.44 127:0.75 129:0.89 133:0.83 135:0.34 138:0.97 139:0.62 140:0.45 144:0.85 146:0.13 147:0.18 149:0.61 150:0.54 151:0.84 153:0.72 154:0.61 155:0.58 158:0.79 159:0.74 162:0.84 163:0.88 164:0.71 165:0.70 172:0.37 173:0.18 175:0.75 176:0.66 177:0.38 179:0.73 187:0.39 190:0.77 191:0.80 192:0.59 201:0.68 202:0.66 206:0.81 208:0.54 212:0.27 215:0.41 216:0.17 220:0.93 222:0.60 232:0.92 235:0.60 241:0.27 242:0.40 243:0.20 244:0.61 245:0.58 247:0.74 248:0.83 253:0.78 255:0.74 256:0.71 257:0.65 259:0.21 260:0.73 265:0.37 266:0.71 267:0.28 268:0.73 271:0.43 276:0.49 277:0.69 279:0.82 283:0.82 285:0.56 290:0.59 297:0.36 300:0.84\n0 1:0.69 11:0.91 12:0.86 17:0.49 21:0.13 27:0.25 29:0.53 30:0.95 32:0.75 34:0.24 36:0.56 37:0.90 39:0.37 43:0.60 44:0.93 45:0.66 66:0.54 69:0.79 71:0.95 74:0.50 77:0.70 81:0.65 83:0.60 91:0.42 98:0.12 99:0.83 101:0.52 104:0.86 106:0.81 108:0.63 114:0.75 117:0.86 123:0.61 126:0.44 127:0.08 129:0.05 135:0.39 139:0.73 144:0.85 145:0.61 146:0.13 147:0.18 149:0.28 150:0.63 154:0.49 155:0.58 159:0.08 165:0.70 172:0.10 173:0.95 175:0.75 176:0.66 177:0.38 178:0.55 179:0.10 187:0.39 192:0.59 195:0.56 201:0.68 206:0.81 208:0.54 215:0.61 216:0.87 222:0.60 232:0.92 235:0.22 241:0.05 243:0.63 244:0.61 253:0.54 257:0.65 259:0.21 265:0.12 267:0.82 271:0.43 277:0.69 282:0.83 290:0.75 297:0.36 300:0.08\n1 1:0.74 9:0.80 11:0.91 12:0.86 17:0.49 18:0.89 21:0.59 27:0.48 29:0.53 30:0.40 31:0.86 32:0.79 34:0.40 36:0.21 37:0.55 39:0.37 43:0.63 44:0.93 45:0.91 64:0.77 66:0.45 69:0.25 70:0.95 71:0.95 74:0.78 77:0.70 79:0.86 81:0.46 83:0.60 86:0.90 91:0.15 96:0.68 98:0.56 99:0.83 101:0.52 108:0.20 114:0.58 120:0.54 122:0.51 123:0.19 124:0.81 126:0.54 127:0.90 129:0.05 133:0.81 135:0.61 137:0.86 139:0.90 140:0.45 144:0.85 145:0.59 146:0.79 147:0.83 149:0.77 150:0.67 151:0.48 153:0.48 154:0.71 155:0.67 159:0.75 162:0.86 164:0.57 165:0.70 172:0.71 173:0.17 176:0.73 177:0.70 179:0.44 187:0.39 192:0.87 195:0.85 196:0.88 201:0.93 202:0.36 208:0.64 212:0.37 215:0.39 216:0.92 220:0.93 222:0.60 228:0.99 235:0.84 241:0.56 242:0.36 243:0.58 245:0.79 247:0.79 248:0.48 253:0.46 254:0.80 255:0.95 256:0.45 259:0.21 260:0.54 265:0.58 266:0.75 267:0.36 268:0.46 271:0.43 276:0.73 282:0.87 283:0.82 284:0.89 285:0.62 290:0.58 297:0.36 300:0.94\n0 8:0.66 12:0.79 17:0.55 21:0.59 27:0.45 28:0.49 30:0.17 32:0.80 34:0.79 36:0.20 37:0.50 43:0.32 55:0.59 66:0.47 69:0.70 70:0.73 81:0.82 91:0.09 98:0.71 108:0.82 123:0.81 124:0.65 126:0.54 127:0.58 129:0.81 133:0.67 135:0.82 145:0.47 146:0.84 147:0.87 149:0.70 150:0.62 154:0.24 159:0.78 161:0.55 167:0.64 172:0.71 173:0.52 177:0.05 178:0.55 179:0.40 181:0.68 187:0.68 195:0.91 212:0.21 215:0.55 216:0.77 235:0.68 241:0.24 242:0.82 243:0.45 245:0.84 247:0.12 259:0.21 265:0.71 266:0.71 267:0.69 271:0.83 276:0.75 283:0.60 297:0.36 300:0.70\n1 6:0.86 7:0.81 8:0.78 12:0.79 17:0.91 20:0.75 21:0.77 27:0.56 28:0.49 30:0.95 32:0.80 34:0.97 36:0.81 37:0.57 43:0.45 55:0.99 66:0.20 69:0.51 78:0.83 81:0.61 91:0.97 98:0.07 100:0.81 108:0.39 111:0.82 120:0.96 123:0.37 124:0.61 126:0.54 127:0.32 129:0.59 133:0.47 135:0.73 140:0.90 145:0.79 146:0.05 147:0.05 149:0.18 150:0.45 151:0.83 152:0.74 153:0.95 154:0.34 159:0.53 161:0.55 162:0.49 164:0.97 167:0.96 169:0.83 172:0.05 173:0.41 177:0.05 178:0.50 179:1.00 181:0.68 186:0.80 191:0.94 195:0.82 202:0.98 215:0.43 216:0.56 230:0.65 233:0.63 235:0.98 238:0.90 241:0.87 243:0.40 245:0.36 248:0.94 256:0.98 259:0.21 260:0.96 261:0.75 265:0.07 267:1.00 268:0.96 271:0.83 285:0.62 297:0.36 300:0.08\n0 12:0.79 17:0.53 20:0.75 21:0.78 27:0.15 28:0.49 34:0.71 36:0.34 37:0.85 78:0.72 91:0.56 100:0.73 104:0.81 106:0.81 111:0.72 120:0.60 135:0.60 140:0.45 151:0.54 152:0.74 153:0.48 161:0.55 162:0.86 164:0.57 167:0.85 169:0.72 175:0.75 181:0.68 186:0.73 187:0.21 202:0.36 206:0.81 216:0.79 220:0.62 235:0.68 241:0.74 244:0.61 248:0.54 256:0.45 257:0.65 259:0.21 260:0.61 261:0.73 267:0.89 268:0.46 271:0.83 277:0.69 285:0.62\n4 6:0.96 8:0.98 12:0.79 17:0.16 20:0.86 21:0.68 27:0.06 28:0.49 32:0.80 34:0.89 36:0.38 37:0.92 78:0.85 81:0.77 91:0.90 100:0.90 111:0.86 120:0.96 126:0.54 135:0.32 140:0.45 145:0.76 150:0.57 151:0.84 152:0.84 153:0.98 161:0.55 162:0.56 164:0.96 167:0.92 169:0.90 175:0.75 181:0.68 186:0.85 187:0.68 189:0.99 191:0.97 195:0.62 202:0.95 215:0.49 216:0.75 235:0.80 238:0.95 241:0.78 244:0.61 248:0.94 256:0.94 257:0.65 259:0.21 260:0.96 261:0.89 267:0.23 268:0.94 271:0.83 277:0.69 283:0.82 285:0.62 297:0.36\n2 8:0.95 12:0.79 17:0.13 21:0.78 27:0.72 28:0.49 34:0.64 36:0.27 37:0.94 91:0.88 104:0.58 120:0.75 135:0.78 140:0.45 151:0.71 153:0.72 161:0.55 162:0.67 164:0.75 167:0.96 175:0.75 181:0.68 202:0.68 216:0.32 241:0.88 244:0.61 248:0.68 256:0.68 257:0.65 259:0.21 260:0.76 267:0.44 268:0.70 271:0.83 277:0.69 283:0.60 285:0.62\n4 6:0.96 7:0.81 8:0.96 12:0.79 17:0.24 20:0.75 21:0.68 27:0.06 28:0.49 30:0.95 32:0.80 34:0.67 36:0.71 37:0.92 43:0.50 55:0.96 66:0.20 69:0.30 78:0.94 81:0.77 91:0.96 98:0.11 100:0.97 108:0.24 111:0.98 120:0.99 123:0.23 124:0.61 126:0.54 127:0.44 129:0.59 133:0.47 135:0.23 140:0.45 145:0.63 146:0.05 147:0.05 149:0.22 150:0.57 151:0.90 152:0.84 153:0.99 154:0.39 159:0.20 161:0.55 162:0.58 164:0.99 167:0.99 169:0.90 172:0.05 173:0.61 177:0.05 179:1.00 181:0.68 186:0.92 189:0.97 191:0.98 195:0.55 202:0.99 215:0.49 216:0.75 230:0.87 233:0.76 235:0.80 238:0.98 241:1.00 243:0.40 245:0.36 248:0.98 256:0.99 259:0.21 260:0.99 261:0.89 265:0.12 267:0.82 268:0.99 271:0.83 283:0.82 285:0.62 297:0.36 300:0.08\n1 6:0.91 8:0.86 12:0.79 17:0.24 20:0.90 21:0.78 27:0.37 28:0.49 34:0.55 36:0.25 37:0.90 78:0.76 91:0.91 100:0.79 104:0.58 111:0.75 120:0.76 135:0.72 140:0.80 151:0.66 152:0.84 153:0.48 161:0.55 162:0.55 164:0.79 167:0.97 169:0.76 175:0.75 178:0.42 181:0.68 186:0.76 189:0.92 191:0.90 202:0.77 216:0.29 220:0.62 238:0.90 241:0.89 244:0.61 248:0.68 256:0.73 257:0.65 259:0.21 260:0.77 261:0.78 267:0.44 268:0.74 271:0.83 277:0.69 285:0.62\n2 12:0.79 17:0.47 21:0.78 27:0.21 28:0.49 30:0.21 34:0.42 36:0.73 37:0.74 43:0.42 55:0.71 66:0.15 69:0.51 70:0.82 91:0.29 98:0.36 108:0.92 120:0.76 123:0.92 124:0.95 127:0.60 129:0.99 133:0.95 135:0.26 140:0.90 146:0.05 147:0.05 149:0.73 151:0.73 153:0.80 154:0.32 159:0.93 161:0.55 162:0.49 164:0.79 167:0.69 172:0.70 173:0.14 177:0.05 178:0.50 179:0.21 181:0.68 187:0.39 202:0.84 212:0.19 216:0.95 235:0.42 241:0.46 242:0.82 243:0.06 245:0.86 247:0.12 248:0.68 256:0.78 259:0.21 260:0.77 265:0.38 266:0.95 267:0.19 268:0.74 271:0.83 276:0.89 283:0.82 285:0.62 300:0.70\n2 6:0.81 8:0.62 12:0.79 17:0.43 20:0.96 21:0.78 27:0.21 28:0.49 30:0.28 34:0.45 36:0.74 37:0.74 43:0.48 55:0.71 66:0.15 69:0.36 70:0.81 78:0.75 91:0.56 98:0.36 100:0.78 104:0.84 106:0.81 108:0.92 111:0.75 120:0.92 123:0.92 124:0.95 127:0.61 129:0.99 133:0.95 135:0.24 140:0.45 146:0.28 147:0.34 149:0.74 151:0.82 152:0.90 153:0.95 154:0.36 159:0.93 161:0.55 162:0.58 164:0.89 167:0.70 169:0.76 172:0.70 173:0.09 177:0.05 179:0.21 181:0.68 186:0.76 187:0.39 189:0.83 191:0.73 202:0.86 206:0.81 212:0.21 216:0.95 235:0.42 238:0.87 241:0.47 242:0.82 243:0.08 245:0.87 247:0.12 248:0.88 256:0.85 259:0.21 260:0.92 261:0.78 265:0.38 266:0.95 267:0.44 268:0.86 271:0.83 276:0.89 283:0.82 285:0.62 300:0.70\n0 12:0.79 17:0.66 21:0.78 27:0.10 28:0.49 34:0.33 36:0.52 37:0.28 91:0.86 104:0.58 106:0.81 120:0.90 135:0.49 140:0.45 151:0.80 153:0.93 161:0.55 162:0.63 164:0.91 167:0.87 175:0.75 181:0.68 187:0.68 202:0.87 206:0.81 216:0.23 235:0.05 241:0.75 244:0.61 248:0.86 256:0.88 257:0.65 259:0.21 260:0.91 267:0.23 268:0.89 271:0.83 277:0.69 285:0.62\n0 8:0.75 12:0.79 17:0.69 21:0.47 27:0.45 28:0.49 30:0.20 32:0.80 34:0.80 36:0.20 37:0.50 43:0.32 55:0.42 66:0.72 69:0.69 70:0.92 81:0.86 91:0.11 98:0.55 108:0.52 123:0.50 124:0.45 126:0.54 127:0.49 129:0.81 133:0.67 135:0.79 145:0.41 146:0.77 147:0.80 149:0.69 150:0.72 154:0.24 159:0.67 161:0.55 167:0.69 172:0.73 173:0.59 177:0.05 178:0.55 179:0.49 181:0.68 187:0.68 195:0.84 212:0.72 215:0.63 216:0.77 235:0.52 241:0.44 242:0.82 243:0.75 245:0.68 247:0.12 259:0.21 265:0.56 266:0.71 267:0.23 271:0.83 276:0.61 297:0.36 300:0.84\n1 8:1.00 12:0.79 17:0.53 20:0.74 21:0.78 27:0.42 28:0.49 34:0.62 36:0.24 37:1.00 78:0.83 91:0.90 100:0.86 104:0.58 111:0.83 120:0.60 135:0.72 140:0.87 151:0.54 152:0.73 153:0.48 161:0.55 162:0.54 164:0.57 167:0.95 169:0.84 175:0.75 178:0.48 181:0.68 186:0.83 191:0.89 202:0.56 216:0.17 220:0.62 241:0.84 244:0.61 248:0.54 256:0.45 257:0.65 259:0.21 260:0.61 261:0.74 267:0.59 268:0.46 271:0.83 277:0.69 285:0.62\n1 6:0.96 8:0.97 12:0.79 17:0.38 20:0.73 21:0.78 27:0.18 28:0.49 34:0.62 36:0.51 37:0.96 78:0.82 91:0.33 100:0.91 111:0.83 120:0.86 135:0.69 140:0.45 151:0.76 152:0.76 153:0.87 161:0.55 162:0.61 164:0.89 167:0.84 169:0.76 175:0.75 181:0.68 186:0.86 187:0.87 191:0.89 202:0.84 216:0.52 235:0.12 241:0.73 244:0.61 248:0.81 256:0.85 257:0.65 259:0.21 260:0.87 261:0.75 267:0.65 268:0.86 271:0.83 277:0.69 283:0.60 285:0.62\n2 6:0.96 8:0.93 12:0.79 17:0.38 20:0.74 21:0.71 27:0.06 28:0.49 32:0.80 34:0.71 36:0.63 37:0.92 78:0.81 81:0.74 91:0.82 100:0.80 111:0.80 120:0.82 126:0.54 135:0.65 140:0.94 145:0.69 150:0.55 151:0.75 152:0.84 153:0.85 161:0.55 162:0.49 164:0.81 167:0.91 169:0.90 175:0.75 178:0.52 181:0.68 186:0.82 187:0.68 191:0.95 195:0.62 202:0.85 215:0.48 216:0.75 235:0.84 241:0.77 244:0.61 248:0.74 256:0.75 257:0.65 259:0.21 260:0.83 261:0.89 267:0.19 268:0.76 271:0.83 277:0.69 285:0.62 297:0.36\n1 6:0.96 8:0.95 12:0.79 17:0.32 20:0.79 21:0.78 27:0.18 28:0.49 34:0.33 36:0.61 37:0.96 78:0.75 91:0.78 100:0.79 111:0.75 120:0.59 135:0.61 140:0.93 151:0.51 152:0.76 153:0.45 161:0.55 162:0.51 164:0.84 167:0.98 169:0.76 175:0.75 178:0.52 181:0.68 186:0.76 189:0.98 191:0.90 202:0.84 216:0.52 220:0.91 235:0.12 238:0.91 241:0.94 244:0.61 248:0.53 256:0.83 257:0.65 259:0.21 260:0.60 261:0.75 267:0.73 268:0.80 271:0.83 277:0.69 285:0.62\n3 6:0.96 7:0.81 8:0.95 12:0.79 17:0.45 20:0.83 21:0.68 27:0.06 28:0.49 30:0.95 32:0.80 34:0.85 36:0.71 37:0.92 43:0.50 55:0.96 66:0.20 69:0.30 78:0.88 81:0.77 91:0.94 98:0.11 100:0.94 108:0.24 111:0.90 120:0.97 123:0.23 124:0.61 126:0.54 127:0.28 129:0.59 133:0.47 135:0.26 140:0.80 145:0.63 146:0.05 147:0.05 149:0.22 150:0.57 151:0.84 152:0.84 153:0.98 154:0.39 159:0.20 161:0.55 162:0.55 164:0.97 167:0.96 169:0.90 172:0.05 173:0.54 177:0.05 178:0.42 179:0.99 181:0.68 186:0.88 187:0.21 189:0.96 191:0.97 195:0.57 202:0.96 215:0.49 216:0.75 230:0.87 233:0.76 235:0.80 238:0.95 241:0.86 243:0.40 245:0.36 248:0.95 256:0.95 259:0.21 260:0.97 261:0.89 265:0.11 267:0.76 268:0.96 271:0.83 283:0.82 285:0.62 297:0.36 300:0.08\n2 7:0.81 8:0.93 12:0.79 17:0.24 21:0.59 27:0.06 28:0.49 32:0.80 34:0.78 36:0.35 37:0.92 81:0.82 91:0.84 120:0.84 126:0.54 135:0.37 140:0.90 145:0.72 150:0.62 151:0.74 153:0.83 161:0.55 162:0.52 164:0.89 167:0.89 175:0.75 178:0.50 181:0.68 187:0.39 191:0.93 195:0.62 202:0.89 215:0.55 216:0.75 220:0.97 230:0.65 233:0.63 235:0.68 241:0.76 244:0.61 248:0.76 256:0.86 257:0.65 259:0.21 260:0.85 267:0.18 268:0.86 271:0.83 277:0.69 285:0.62 297:0.36\n0 8:0.96 12:0.51 17:0.15 21:0.71 25:0.88 27:0.12 28:0.66 30:0.21 34:0.30 36:0.83 37:0.79 39:0.92 43:0.24 55:0.52 66:0.36 69:0.30 70:0.50 74:0.63 76:0.85 81:0.38 91:0.94 98:0.31 104:0.58 108:0.24 120:0.97 123:0.23 124:0.82 126:0.32 127:0.54 129:0.05 133:0.82 135:0.34 140:0.45 145:0.77 146:0.44 147:0.51 149:0.20 150:0.34 151:0.80 153:0.94 154:0.81 159:0.61 161:0.68 162:0.80 164:0.96 167:0.99 172:0.27 173:0.24 177:0.38 179:0.86 181:0.56 190:0.77 191:0.95 202:0.92 212:0.16 215:0.48 216:0.53 220:0.62 222:0.48 235:0.84 241:0.90 242:0.40 243:0.51 245:0.45 247:0.47 248:0.96 253:0.49 254:0.86 256:0.94 259:0.21 260:0.97 265:0.33 266:0.54 267:0.76 268:0.95 276:0.36 283:0.71 285:0.50 297:0.36 300:0.33\n4 1:0.74 6:0.99 7:0.81 8:0.98 9:0.80 11:0.57 12:0.51 17:0.11 20:0.99 21:0.64 25:0.88 27:0.09 28:0.66 30:0.89 32:0.80 34:0.28 36:0.39 37:0.95 39:0.92 41:1.00 43:0.46 60:1.00 66:0.16 69:0.95 70:0.20 74:0.70 77:0.70 78:0.98 81:0.70 83:0.90 85:0.85 87:0.98 91:0.96 96:0.99 98:0.06 100:1.00 101:0.72 104:0.58 108:0.90 111:1.00 114:0.72 120:0.97 121:0.90 122:0.43 123:0.90 124:0.75 126:0.54 127:0.29 129:0.81 133:0.67 135:0.23 140:0.45 145:0.90 146:0.13 147:0.18 149:0.36 150:0.80 151:0.99 152:1.00 153:0.94 154:0.35 155:0.67 158:0.92 159:0.81 161:0.68 162:0.75 163:0.88 164:0.97 165:0.80 167:0.99 169:0.99 172:0.10 173:0.87 176:0.73 177:0.38 179:0.89 181:0.56 186:0.97 189:0.99 191:0.92 192:0.59 195:0.97 201:0.74 202:0.94 204:0.89 208:0.64 212:0.30 215:0.53 216:0.68 220:0.62 222:0.48 230:0.84 232:0.80 233:0.69 235:0.88 238:1.00 241:0.93 242:0.63 243:0.37 245:0.43 247:0.30 248:0.99 253:0.99 255:0.79 256:0.96 259:0.21 260:0.97 261:1.00 265:0.06 266:0.27 267:0.76 268:0.96 276:0.22 279:0.86 282:0.88 283:0.82 285:0.62 290:0.72 297:0.36 299:0.88 300:0.18\n2 1:0.74 6:0.99 7:0.81 8:0.94 9:0.80 11:0.57 12:0.51 17:0.04 20:0.78 21:0.40 25:0.88 27:0.09 28:0.66 30:0.87 32:0.80 34:0.33 36:0.93 37:0.95 39:0.92 41:0.95 43:0.57 60:0.87 66:0.54 69:0.94 70:0.27 74:0.74 77:0.70 78:0.84 81:0.85 83:0.83 85:0.88 87:0.98 91:0.15 96:0.90 98:0.21 100:0.95 101:0.76 104:0.58 108:0.89 111:0.90 114:0.82 120:0.83 121:0.90 122:0.43 123:0.88 124:0.48 126:0.54 127:0.17 129:0.59 133:0.47 135:0.58 140:0.90 145:0.90 146:0.38 147:0.45 149:0.53 150:0.91 151:0.85 152:1.00 153:0.46 154:0.45 155:0.67 158:0.87 159:0.42 161:0.68 162:0.53 164:0.81 165:0.86 167:0.76 169:0.99 172:0.32 173:0.94 176:0.73 177:0.38 178:0.50 179:0.58 181:0.56 186:0.84 187:0.87 191:0.89 192:0.59 195:0.90 201:0.74 202:0.79 204:0.89 208:0.64 212:0.19 215:0.67 216:0.68 220:0.62 222:0.48 230:0.84 232:0.80 233:0.69 235:0.68 241:0.62 242:0.63 243:0.63 245:0.50 247:0.30 248:0.89 253:0.90 255:0.79 256:0.77 259:0.21 260:0.83 261:1.00 265:0.23 266:0.47 267:0.69 268:0.76 276:0.20 279:0.86 282:0.88 283:0.71 285:0.62 290:0.82 297:0.36 299:0.88 300:0.25\n1 1:0.74 8:0.95 9:0.80 11:0.57 12:0.51 17:0.79 21:0.59 25:0.88 27:0.72 28:0.66 30:0.91 34:0.73 36:0.69 37:0.95 39:0.92 41:0.96 43:0.88 66:0.27 69:0.54 70:0.13 74:0.51 81:0.74 83:0.80 85:0.80 87:0.98 91:0.56 96:0.90 98:0.10 101:0.76 104:0.54 108:0.42 114:0.74 120:0.83 122:0.43 123:0.40 124:0.61 126:0.54 127:0.70 129:0.59 133:0.47 135:0.69 140:0.87 145:0.77 146:0.13 147:0.18 149:0.61 150:0.83 151:0.87 153:0.48 154:0.87 155:0.67 159:0.46 161:0.68 162:0.64 163:0.88 164:0.83 165:0.81 167:0.79 172:0.10 173:0.59 176:0.73 177:0.38 178:0.48 179:0.98 181:0.56 187:0.39 192:0.59 201:0.74 202:0.77 208:0.64 212:0.61 215:0.55 216:0.21 220:0.93 222:0.48 232:0.76 235:0.84 241:0.68 242:0.63 243:0.46 245:0.40 247:0.30 248:0.89 253:0.87 255:0.79 256:0.78 259:0.21 260:0.84 265:0.11 266:0.17 267:0.19 268:0.78 276:0.12 285:0.62 290:0.74 297:0.36 300:0.13\n0 1:0.74 12:0.51 17:0.53 21:0.78 27:0.45 28:0.66 30:0.21 34:0.73 36:0.36 37:0.50 39:0.92 43:0.22 55:0.45 66:0.36 69:0.72 70:0.37 74:0.42 81:0.42 91:0.20 98:0.32 108:0.79 114:0.63 123:0.78 124:0.57 126:0.54 127:0.23 129:0.05 133:0.39 135:0.83 145:0.50 146:0.18 147:0.23 149:0.17 150:0.60 154:0.73 155:0.67 159:0.47 161:0.68 163:0.89 167:0.65 172:0.16 173:0.63 176:0.73 177:0.38 178:0.55 179:0.88 181:0.56 187:0.68 192:0.59 201:0.74 212:0.42 215:0.43 216:0.77 222:0.48 235:1.00 241:0.21 242:0.45 243:0.40 245:0.43 247:0.35 253:0.50 254:0.80 259:0.21 265:0.34 266:0.23 267:0.94 276:0.19 277:0.69 290:0.63 297:0.36 300:0.25\n1 1:0.74 7:0.78 8:0.92 9:0.80 12:0.51 17:0.51 20:0.82 27:0.51 28:0.66 30:0.91 32:0.75 34:0.29 36:0.80 37:0.70 39:0.92 43:0.87 66:0.69 69:0.55 70:0.13 74:0.76 76:0.97 77:0.89 78:0.72 81:0.96 91:0.82 96:0.93 98:0.34 100:0.80 104:0.76 108:0.43 111:0.75 114:0.77 120:0.88 122:0.43 123:0.41 126:0.54 127:0.12 129:0.05 135:0.18 138:0.95 140:0.45 145:0.74 146:0.36 147:0.43 149:0.67 150:0.98 151:0.98 152:0.79 153:0.94 154:0.84 155:0.67 158:0.84 159:0.14 161:0.68 162:0.72 163:0.81 164:0.88 167:0.97 169:0.78 172:0.21 173:0.61 176:0.56 177:0.38 179:0.52 181:0.56 186:0.73 191:0.76 192:0.59 195:0.72 201:0.74 202:0.82 204:0.89 208:0.64 212:0.61 215:0.91 216:0.29 222:0.48 230:0.81 232:0.72 233:0.69 235:0.05 241:0.83 242:0.63 243:0.73 247:0.30 248:0.96 253:0.93 255:0.79 256:0.84 259:0.21 260:0.89 261:0.76 265:0.36 266:0.17 267:0.59 268:0.85 276:0.13 279:0.86 282:0.83 283:0.71 285:0.62 286:0.99 290:0.77 297:0.36 298:0.99 300:0.13\n2 1:0.74 7:0.81 8:0.86 9:0.80 11:0.57 12:0.51 17:0.67 20:0.83 21:0.13 25:0.88 27:0.68 28:0.66 30:0.89 34:0.67 36:0.74 37:0.56 39:0.92 41:0.82 43:0.48 66:0.75 69:0.95 70:0.20 74:0.55 78:0.79 81:0.90 83:0.79 85:0.85 87:0.98 91:0.04 96:0.80 98:0.29 100:0.73 101:0.75 104:0.58 108:0.90 111:0.77 114:0.92 120:0.76 121:0.90 122:0.43 123:0.90 126:0.54 127:0.12 129:0.05 135:0.30 140:0.80 146:0.49 147:0.55 149:0.44 150:0.95 151:0.87 152:0.79 153:0.48 154:0.37 155:0.67 159:0.18 161:0.68 162:0.86 164:0.67 165:0.88 167:0.70 169:0.72 172:0.32 173:0.98 176:0.73 177:0.38 179:0.27 181:0.56 186:0.80 187:0.39 191:0.70 192:0.59 201:0.74 202:0.50 204:0.89 208:0.64 212:0.30 215:0.84 216:0.37 220:0.62 222:0.48 230:0.84 232:0.80 233:0.69 235:0.22 241:0.43 242:0.63 243:0.77 247:0.30 248:0.78 253:0.82 255:0.79 256:0.58 259:0.21 260:0.76 261:0.78 265:0.31 266:0.27 267:0.87 268:0.59 276:0.19 285:0.62 290:0.92 297:0.36 300:0.18\n0 12:0.51 17:0.34 21:0.59 27:0.45 28:0.66 30:0.62 34:0.86 36:0.19 37:0.50 39:0.92 43:0.30 55:0.98 66:0.30 69:0.87 70:0.34 74:0.44 81:0.52 91:0.14 98:0.24 108:0.74 122:0.43 123:0.72 124:0.71 126:0.32 127:0.28 129:0.59 133:0.64 135:0.65 145:0.49 146:0.37 147:0.05 149:0.24 150:0.40 154:0.48 159:0.52 161:0.68 163:0.88 167:0.62 172:0.16 173:0.84 177:0.05 178:0.55 179:0.88 181:0.56 187:0.68 212:0.30 215:0.55 216:0.77 222:0.48 235:0.68 241:0.10 242:0.63 243:0.23 245:0.43 247:0.35 253:0.38 254:0.84 257:0.65 259:0.21 265:0.26 266:0.27 267:0.95 276:0.26 283:0.71 297:0.36 300:0.25\n2 1:0.74 8:0.96 9:0.80 11:0.57 12:0.51 17:0.83 20:0.82 21:0.59 25:0.88 27:0.72 28:0.66 30:0.91 34:0.73 36:0.69 37:0.95 39:0.92 41:0.94 43:0.88 66:0.27 69:0.54 70:0.13 74:0.51 78:0.72 81:0.74 83:0.79 85:0.80 87:0.98 91:0.54 96:0.86 98:0.10 100:0.73 101:0.76 104:0.54 108:0.42 111:0.72 114:0.74 120:0.77 122:0.43 123:0.40 124:0.61 126:0.54 127:0.70 129:0.59 133:0.47 135:0.69 140:0.87 145:0.77 146:0.13 147:0.18 149:0.61 150:0.83 151:0.87 152:0.79 153:0.48 154:0.87 155:0.67 159:0.46 161:0.68 162:0.57 163:0.88 164:0.78 165:0.81 167:0.80 169:0.72 172:0.10 173:0.59 176:0.73 177:0.38 178:0.48 179:0.98 181:0.56 186:0.73 187:0.21 191:0.87 192:0.59 201:0.74 202:0.73 208:0.64 212:0.61 215:0.55 216:0.21 220:0.93 222:0.48 232:0.76 235:0.84 241:0.68 242:0.63 243:0.46 245:0.40 247:0.30 248:0.85 253:0.83 255:0.79 256:0.71 259:0.21 260:0.78 261:0.73 265:0.11 266:0.17 267:0.65 268:0.72 276:0.12 285:0.62 290:0.74 297:0.36 300:0.13\n2 1:0.74 7:0.81 8:0.63 9:0.80 11:0.57 12:0.51 17:0.16 20:0.94 21:0.40 27:0.21 28:0.66 30:0.57 34:0.47 36:0.87 37:0.74 39:0.92 41:0.92 43:0.97 60:0.95 66:0.82 69:0.17 70:0.64 74:0.97 78:0.75 81:0.78 83:0.82 85:0.97 91:0.27 96:0.85 98:0.82 100:0.73 101:0.85 104:0.93 106:0.81 108:0.14 111:0.74 114:0.82 117:0.86 120:0.76 121:0.90 122:0.57 123:0.13 124:0.39 126:0.54 127:0.54 129:0.05 133:0.39 135:0.17 140:0.45 146:0.91 147:0.92 149:0.97 150:0.85 151:0.86 152:0.87 153:0.86 154:0.97 155:0.67 158:0.87 159:0.61 161:0.68 162:0.73 164:0.78 165:0.83 167:0.70 169:0.72 172:0.86 173:0.17 176:0.73 177:0.38 179:0.34 181:0.56 186:0.75 187:0.39 192:0.59 201:0.74 202:0.69 204:0.89 206:0.81 208:0.64 212:0.70 215:0.67 216:0.95 220:0.62 222:0.48 230:0.84 232:0.95 233:0.69 235:0.52 241:0.41 242:0.53 243:0.83 245:0.80 247:0.47 248:0.83 253:0.90 255:0.79 256:0.68 259:0.21 260:0.77 261:0.77 265:0.82 266:0.63 267:0.69 268:0.73 276:0.78 279:0.86 283:0.71 285:0.62 290:0.82 297:0.36 300:0.55\n0 8:0.96 9:0.80 12:0.51 17:0.53 21:0.05 27:0.17 28:0.66 34:0.29 36:0.87 37:0.92 39:0.92 41:0.82 81:0.94 83:0.73 91:0.62 96:0.74 104:0.58 120:0.88 126:0.32 135:0.34 140:0.97 150:0.89 151:0.69 153:0.92 155:0.67 161:0.68 162:0.68 164:0.88 167:0.89 175:0.91 181:0.56 187:0.39 190:0.77 191:0.92 192:0.59 202:0.83 208:0.64 215:0.91 216:0.43 220:0.62 222:0.48 235:0.05 241:0.75 244:0.83 248:0.65 253:0.55 255:0.79 256:0.86 257:0.84 259:0.21 260:0.88 267:0.19 268:0.85 277:0.87 285:0.62 297:0.36\n2 1:0.74 6:0.99 7:0.81 8:0.80 11:0.57 12:0.51 17:0.11 20:0.79 21:0.22 25:0.88 27:0.09 28:0.66 30:0.76 32:0.80 34:0.39 36:0.87 37:0.95 39:0.92 43:0.85 66:0.10 69:0.64 70:0.44 74:0.97 77:0.70 78:0.72 81:0.91 83:0.78 85:1.00 87:0.98 91:0.18 98:0.38 100:0.82 101:0.86 104:0.58 108:0.95 111:0.76 114:0.90 121:0.90 122:0.57 123:0.95 124:0.95 126:0.54 127:0.92 129:0.99 133:0.95 135:0.78 145:0.79 146:0.78 147:0.82 149:0.99 150:0.95 152:1.00 154:0.81 155:0.67 159:0.92 161:0.68 163:0.81 165:0.90 167:0.75 169:0.99 172:0.73 173:0.29 176:0.73 177:0.38 178:0.55 179:0.18 181:0.56 186:0.73 187:0.21 192:0.59 195:0.98 201:0.74 202:0.54 204:0.89 208:0.64 212:0.37 215:0.79 216:0.68 222:0.48 230:0.84 232:0.80 233:0.69 235:0.52 241:0.61 242:0.63 243:0.28 245:0.92 247:0.39 253:0.79 259:0.21 261:1.00 265:0.40 266:0.80 267:0.73 276:0.93 282:0.88 290:0.90 297:0.36 299:0.88 300:0.55\n0 1:0.74 8:0.90 9:0.80 12:0.51 17:0.64 21:0.22 27:0.72 28:0.66 34:0.63 36:0.90 37:0.86 39:0.92 81:0.86 91:0.80 96:0.73 104:0.73 114:0.90 120:0.77 126:0.54 135:0.20 140:0.87 150:0.88 151:0.62 153:0.48 155:0.67 161:0.68 162:0.86 164:0.71 167:0.99 175:0.91 176:0.73 181:0.56 190:0.77 192:0.59 201:0.74 202:0.56 208:0.64 215:0.79 216:0.10 222:0.48 235:0.31 241:0.90 244:0.83 248:0.60 253:0.70 255:0.79 256:0.64 257:0.84 259:0.21 260:0.77 267:0.17 268:0.65 277:0.87 285:0.62 290:0.90 297:0.36\n2 1:0.74 6:0.91 8:0.84 9:0.80 12:0.51 17:0.69 20:0.99 21:0.30 25:0.88 27:0.55 28:0.66 34:0.47 36:0.51 37:0.35 39:0.92 41:0.95 78:0.79 81:0.82 83:0.81 87:0.98 91:0.72 96:0.91 100:0.83 104:0.58 111:0.79 114:0.86 120:0.85 126:0.54 135:0.37 140:0.45 150:0.88 151:0.92 152:0.96 153:0.72 155:0.67 161:0.68 162:0.86 164:0.82 165:0.84 167:0.97 169:0.79 175:0.91 176:0.73 181:0.56 186:0.79 189:0.93 192:0.59 201:0.74 202:0.69 208:0.64 215:0.72 216:0.43 220:0.87 222:0.48 232:0.80 235:0.42 238:0.92 241:0.83 244:0.83 248:0.91 253:0.88 255:0.79 256:0.78 257:0.84 259:0.21 260:0.85 261:0.83 267:0.23 268:0.77 277:0.87 285:0.62 290:0.86 297:0.36\n2 1:0.74 6:0.99 7:0.81 8:0.92 9:0.80 11:0.57 12:0.51 17:0.16 20:0.81 21:0.30 25:0.88 27:0.09 28:0.66 30:0.87 32:0.80 34:0.44 36:0.73 37:0.95 39:0.92 41:0.94 43:0.68 60:0.87 66:0.24 69:0.89 70:0.27 74:0.77 77:0.70 78:0.85 81:0.89 83:0.83 85:0.90 87:0.98 91:0.23 96:0.90 98:0.17 100:0.94 101:0.78 104:0.58 108:0.87 111:0.89 114:0.86 120:0.82 121:0.90 122:0.43 123:0.87 124:0.81 126:0.54 127:0.30 129:0.89 133:0.78 135:0.30 140:0.87 145:0.90 146:0.13 147:0.18 149:0.67 150:0.93 151:0.87 152:1.00 153:0.48 154:0.58 155:0.67 158:0.87 159:0.57 161:0.68 162:0.61 163:0.88 164:0.80 165:0.88 167:0.75 169:0.99 172:0.21 173:0.86 176:0.73 177:0.38 178:0.48 179:0.74 181:0.56 186:0.85 187:0.87 189:0.97 191:0.79 192:0.59 195:0.85 201:0.74 202:0.74 204:0.89 208:0.64 212:0.50 215:0.72 216:0.68 220:0.62 222:0.48 230:0.84 232:0.80 233:0.69 235:0.60 238:0.97 241:0.61 242:0.63 243:0.28 245:0.50 247:0.30 248:0.89 253:0.90 255:0.79 256:0.73 259:0.21 260:0.83 261:1.00 265:0.18 266:0.38 267:0.91 268:0.75 276:0.36 279:0.86 282:0.88 283:0.71 285:0.62 290:0.86 297:0.36 299:0.88 300:0.25\n1 1:0.60 7:0.70 8:0.76 10:0.86 11:0.75 12:0.20 17:0.62 18:0.78 21:0.22 27:0.59 29:0.71 30:0.21 32:0.67 34:0.56 36:0.23 37:0.27 39:0.38 43:0.66 45:0.87 46:0.88 55:0.52 66:0.94 69:0.12 70:0.88 71:0.78 74:0.61 77:0.70 81:0.51 86:0.68 91:0.33 98:0.93 99:0.83 101:0.87 107:0.91 108:0.10 110:0.93 114:0.85 122:0.83 123:0.10 125:0.88 126:0.32 127:0.58 129:0.05 131:0.61 135:0.26 139:0.66 144:0.76 145:0.44 146:0.81 147:0.84 149:0.58 150:0.45 154:0.55 155:0.51 157:0.95 158:0.73 159:0.37 160:0.88 165:0.65 166:0.86 170:0.90 172:0.85 173:0.28 174:0.89 176:0.63 177:0.88 178:0.55 179:0.38 182:1.00 187:0.21 192:0.51 195:0.60 197:0.92 201:0.57 204:0.81 208:0.50 212:0.88 215:0.79 216:0.40 222:0.76 227:0.61 229:0.61 230:0.73 231:0.86 233:0.76 235:0.42 239:0.85 241:0.24 242:0.39 243:0.95 244:0.83 246:0.84 247:0.82 253:0.62 259:0.21 265:0.93 266:0.27 267:0.23 271:0.57 276:0.75 279:0.75 282:0.75 283:0.66 287:0.61 289:0.91 290:0.85 297:0.36 300:0.70\n0 1:0.59 10:0.88 11:0.75 12:0.20 17:0.43 18:0.70 21:0.64 27:0.34 29:0.71 30:0.43 34:0.91 36:0.53 37:0.48 39:0.38 43:0.37 45:0.87 46:0.88 66:0.89 69:0.86 70:0.84 71:0.78 74:0.38 81:0.47 86:0.71 91:0.10 98:0.61 99:0.83 101:0.87 107:0.90 108:0.73 110:0.92 114:0.69 122:0.83 123:0.71 125:0.88 126:0.32 127:0.18 129:0.05 131:0.61 135:0.24 139:0.69 144:0.76 146:0.79 147:0.82 149:0.56 150:0.40 154:0.28 155:0.47 157:0.97 159:0.35 160:0.88 165:0.65 166:0.85 170:0.90 172:0.70 173:0.83 174:0.88 176:0.63 177:0.88 178:0.55 179:0.27 182:1.00 187:0.68 192:0.46 197:0.88 201:0.56 208:0.50 212:0.61 215:0.53 216:0.88 222:0.76 227:0.61 229:0.61 231:0.84 235:0.88 239:0.87 241:0.01 242:0.19 243:0.90 244:0.83 246:0.84 247:0.67 253:0.52 259:0.21 265:0.62 266:0.63 267:0.97 271:0.57 276:0.57 287:0.61 289:0.91 290:0.69 297:0.36 300:0.70\n0 10:0.85 11:0.49 12:0.20 17:0.67 18:0.62 21:0.54 27:0.52 29:0.71 30:0.33 34:0.36 36:0.48 37:0.43 39:0.38 43:0.09 45:0.66 46:0.88 55:0.52 66:0.60 69:0.65 70:0.83 71:0.78 74:0.36 76:0.99 77:0.89 81:0.29 86:0.67 91:0.29 96:0.74 98:0.53 101:0.47 107:0.90 108:0.50 110:0.91 114:0.64 122:0.83 123:0.48 124:0.58 125:0.88 126:0.24 127:0.46 129:0.05 131:0.85 133:0.60 135:0.76 139:0.64 140:0.45 144:0.57 145:0.70 146:0.78 147:0.82 149:0.18 150:0.32 151:0.57 153:0.48 154:0.36 157:0.76 158:0.72 159:0.70 160:0.88 162:0.86 166:0.78 170:0.90 172:0.63 173:0.51 174:0.79 176:0.56 177:0.88 179:0.55 182:0.72 187:0.87 190:0.98 195:0.88 197:0.82 202:0.36 212:0.30 216:0.79 220:0.74 222:0.76 227:0.82 229:0.61 231:0.79 235:0.60 239:0.84 241:0.10 242:0.55 243:0.67 244:0.83 245:0.70 246:0.61 247:0.79 248:0.56 253:0.58 254:0.88 256:0.45 259:0.21 265:0.54 266:0.84 267:0.17 268:0.46 271:0.57 276:0.59 282:0.71 285:0.46 287:0.61 289:0.89 290:0.64 300:0.70\n1 1:0.61 10:0.94 11:0.82 12:0.20 17:0.38 18:0.73 21:0.13 27:0.63 29:0.71 30:0.45 34:0.68 36:0.70 37:0.66 39:0.38 43:0.92 45:0.81 46:0.95 66:0.19 69:0.12 70:0.54 71:0.78 74:0.63 81:0.53 85:0.88 86:0.84 91:0.53 97:0.89 98:0.25 99:0.83 101:0.87 104:0.93 107:0.91 108:0.91 110:0.93 114:0.88 122:0.55 123:0.90 124:0.82 125:0.88 126:0.32 127:0.61 129:0.89 131:0.61 133:0.78 135:0.83 139:0.80 144:0.76 146:0.24 147:0.30 149:0.84 150:0.46 154:0.91 155:0.48 157:1.00 158:0.77 159:0.77 160:0.88 165:0.65 166:0.86 170:0.90 172:0.41 173:0.11 174:0.88 176:0.63 177:0.88 178:0.55 179:0.54 182:1.00 187:0.39 192:0.47 197:0.88 201:0.58 208:0.50 212:0.56 215:0.84 216:0.29 222:0.76 227:0.61 229:0.61 231:0.85 232:0.95 235:0.31 239:0.93 241:0.24 242:0.21 243:0.33 245:0.75 246:0.84 247:0.67 253:0.64 259:0.21 265:0.27 266:0.84 267:0.82 271:0.57 276:0.52 279:0.76 283:0.82 287:0.61 289:0.91 290:0.88 297:0.36 300:0.55\n0 10:0.85 11:0.52 12:0.20 17:0.32 18:0.64 21:0.78 27:0.45 29:0.71 30:0.40 34:0.64 36:0.27 37:0.50 39:0.38 43:0.31 45:0.73 46:0.88 55:0.59 66:0.35 69:0.76 70:0.79 71:0.78 74:0.31 86:0.66 91:0.04 98:0.42 101:0.47 107:0.89 108:0.59 110:0.90 123:0.57 124:0.83 125:0.88 127:0.75 129:0.59 131:0.61 133:0.85 135:0.66 139:0.65 144:0.76 145:0.44 146:0.93 147:0.94 149:0.52 154:0.23 157:0.77 159:0.93 160:0.88 166:0.61 170:0.90 172:0.90 173:0.39 174:0.83 177:0.88 178:0.55 179:0.18 182:0.72 187:0.68 197:0.84 212:0.81 216:0.77 222:0.76 227:0.61 229:0.61 231:0.71 235:0.68 239:0.84 241:0.07 242:0.80 243:0.51 244:0.83 245:0.94 246:0.61 247:0.76 253:0.28 259:0.21 265:0.44 266:0.92 267:0.52 271:0.57 276:0.92 287:0.61 289:0.89 300:0.98\n0 8:0.86 10:0.89 11:0.49 12:0.20 17:0.72 18:0.70 21:0.78 27:0.10 29:0.71 30:0.21 34:0.45 36:0.54 37:0.86 39:0.38 43:0.25 45:0.73 46:0.88 55:0.59 66:0.88 69:0.50 70:0.77 71:0.78 74:0.27 86:0.70 91:0.40 98:0.80 101:0.47 107:0.90 108:0.38 110:0.91 122:0.94 123:0.37 125:0.88 127:0.29 129:0.05 131:0.61 135:0.66 139:0.68 144:0.57 145:0.54 146:0.78 147:0.81 149:0.24 154:0.49 157:0.80 159:0.34 160:0.88 166:0.61 170:0.90 172:0.65 173:0.54 174:0.94 177:0.88 178:0.55 179:0.53 182:0.74 187:0.39 191:0.70 197:0.96 202:0.53 212:0.59 216:0.55 222:0.76 227:0.61 229:0.61 231:0.71 235:0.22 239:0.88 241:0.51 242:0.15 243:0.88 244:0.83 246:0.61 247:0.84 253:0.25 254:0.80 259:0.21 265:0.80 266:0.47 267:0.65 271:0.57 276:0.54 287:0.61 289:0.89 300:0.55\n0 8:0.72 10:0.83 11:0.49 12:0.20 17:0.92 18:0.62 21:0.78 27:0.72 29:0.71 30:0.68 34:0.37 36:0.57 37:0.23 39:0.38 43:0.26 45:0.66 46:0.88 55:0.71 66:0.20 69:0.84 70:0.43 71:0.78 74:0.28 86:0.64 91:0.48 98:0.20 101:0.47 107:0.89 108:0.69 110:0.90 122:0.77 123:0.87 124:0.74 125:0.88 127:0.48 129:0.05 131:0.61 133:0.60 135:0.20 139:0.62 144:0.57 145:0.65 146:0.25 147:0.26 149:0.22 154:0.19 157:0.76 159:0.64 160:0.88 163:0.80 166:0.61 170:0.90 172:0.16 173:0.79 174:0.83 175:0.75 177:0.05 178:0.55 179:0.88 182:0.72 197:0.84 202:0.36 212:0.19 216:0.06 222:0.76 227:0.61 229:0.61 231:0.70 235:0.80 239:0.83 241:0.77 242:0.19 243:0.32 244:0.93 245:0.49 246:0.61 247:0.55 253:0.26 257:0.93 259:0.21 265:0.17 266:0.47 267:0.19 271:0.57 276:0.24 277:0.87 287:0.61 289:0.89 300:0.33\n0 1:0.56 10:0.90 11:0.52 12:0.20 17:0.62 18:0.74 21:0.74 27:0.63 29:0.71 30:0.36 34:0.52 36:0.87 37:0.79 39:0.38 43:0.10 45:0.73 46:0.88 55:0.45 64:0.77 66:0.36 69:0.45 70:0.91 71:0.78 74:0.36 81:0.48 83:0.56 86:0.76 91:0.12 98:0.66 99:0.83 101:0.47 107:0.91 108:0.35 110:0.92 123:0.33 124:0.68 125:0.88 126:0.51 127:0.66 129:0.59 131:0.61 133:0.60 135:0.58 139:0.72 144:0.76 146:0.75 147:0.79 149:0.16 150:0.36 154:0.52 155:0.46 157:0.80 159:0.56 160:0.88 163:0.81 165:0.65 166:0.80 170:0.90 172:0.57 173:0.41 174:0.86 177:0.88 178:0.55 179:0.55 182:0.81 187:0.39 192:0.44 197:0.89 201:0.56 208:0.50 212:0.27 215:0.46 216:0.41 222:0.76 227:0.61 229:0.61 231:0.82 235:0.97 236:0.94 239:0.89 241:0.10 242:0.37 243:0.51 244:0.83 245:0.76 246:0.91 247:0.79 253:0.32 254:0.80 259:0.21 265:0.67 266:0.75 267:0.36 271:0.57 276:0.64 287:0.61 289:0.91 297:0.36 300:0.84\n0 1:0.62 10:0.90 11:0.75 12:0.20 17:0.16 18:0.74 21:0.47 27:0.47 29:0.71 30:0.68 34:0.82 36:0.19 37:0.66 39:0.38 43:0.61 44:0.88 45:0.85 46:0.88 66:0.36 69:0.40 70:0.52 71:0.78 74:0.49 77:0.96 81:0.51 86:0.75 91:0.18 97:0.97 98:0.31 99:0.83 101:0.96 102:0.96 104:0.90 106:0.81 107:0.90 108:0.63 110:0.92 114:0.76 117:0.86 122:0.85 123:0.61 124:0.60 125:0.88 126:0.32 127:0.17 129:0.05 131:0.61 133:0.45 135:0.51 139:0.76 144:0.76 145:1.00 146:0.47 147:0.53 149:0.62 150:0.45 154:0.50 155:0.48 157:0.97 158:0.76 159:0.32 160:0.88 165:0.65 166:0.85 170:0.90 172:0.41 173:0.28 174:0.86 176:0.63 177:0.88 178:0.55 179:0.31 182:1.00 187:0.39 192:0.47 195:0.88 197:0.88 201:0.58 206:0.81 208:0.50 212:0.69 215:0.63 216:0.82 222:0.76 227:0.61 229:0.61 231:0.85 232:0.84 235:0.74 239:0.91 241:0.05 242:0.31 243:0.49 244:0.83 245:0.71 246:0.84 247:0.60 253:0.56 259:0.21 265:0.33 266:0.47 267:0.59 271:0.57 276:0.48 277:0.69 279:0.79 282:0.72 283:0.67 287:0.61 289:0.91 290:0.76 297:0.36 300:0.43\n1 1:0.60 8:0.59 10:0.85 11:0.75 12:0.20 17:0.57 18:0.72 21:0.30 27:0.59 29:0.71 30:0.26 34:0.80 36:0.47 37:0.27 39:0.38 43:0.66 45:0.81 46:0.88 55:0.59 66:0.67 69:0.15 70:0.75 71:0.78 74:0.52 81:0.50 86:0.65 91:0.08 97:0.89 98:0.86 99:0.83 101:0.87 107:0.92 108:0.12 110:0.93 114:0.82 122:0.83 123:0.12 124:0.47 125:0.88 126:0.32 127:0.65 129:0.05 131:0.61 133:0.45 135:0.47 139:0.64 144:0.76 146:0.90 147:0.92 149:0.55 150:0.43 154:0.55 155:0.47 157:0.98 158:0.77 159:0.59 160:0.88 165:0.65 166:0.85 170:0.90 172:0.79 173:0.18 174:0.86 176:0.63 177:0.88 178:0.55 179:0.41 182:1.00 187:0.21 192:0.46 197:0.89 201:0.57 208:0.50 212:0.68 215:0.72 216:0.40 222:0.76 227:0.61 229:0.61 231:0.85 235:0.52 239:0.84 241:0.30 242:0.41 243:0.71 244:0.83 245:0.87 246:0.84 247:0.94 253:0.59 259:0.21 265:0.86 266:0.63 267:0.28 271:0.57 276:0.75 279:0.76 283:0.82 287:0.61 289:0.91 290:0.82 297:0.36 300:0.55\n2 1:0.63 8:0.67 10:0.91 11:0.75 12:0.20 17:0.47 18:0.82 22:0.93 27:0.27 29:0.71 30:0.17 33:0.97 34:0.73 36:0.76 37:0.69 39:0.38 43:0.57 45:0.87 46:0.88 47:0.93 66:0.92 69:0.37 70:0.91 71:0.78 74:0.42 75:0.96 81:0.57 83:0.56 86:0.78 87:0.98 91:0.15 97:0.89 98:0.94 99:0.83 101:0.96 107:0.92 108:0.29 110:0.93 114:0.95 122:0.89 123:0.28 125:0.88 126:0.32 127:0.63 129:0.05 131:0.61 135:0.56 139:0.77 144:0.76 146:0.87 147:0.90 149:0.62 150:0.51 154:0.46 155:0.49 157:0.99 159:0.45 160:0.88 165:0.65 166:0.86 170:0.90 172:0.78 173:0.41 174:0.90 176:0.63 177:0.88 178:0.55 179:0.52 182:1.00 187:0.68 192:0.48 197:0.93 201:0.60 208:0.61 212:0.57 215:0.96 216:0.44 219:0.90 222:0.76 226:0.96 227:0.61 229:0.61 231:0.86 232:0.75 235:0.12 239:0.91 241:0.39 242:0.14 243:0.92 244:0.83 246:0.84 247:0.92 253:0.65 259:0.21 262:0.93 265:0.94 266:0.38 267:0.36 271:0.57 276:0.66 279:0.75 287:0.61 289:0.91 290:0.95 291:0.97 292:0.88 297:0.36 300:0.70\n1 1:0.63 10:0.86 11:0.64 12:0.20 17:0.34 18:0.62 22:0.93 27:0.27 29:0.71 30:0.45 33:0.97 34:0.79 36:0.68 37:0.69 39:0.38 43:0.59 45:0.73 46:0.88 47:0.93 55:0.52 66:0.82 69:0.37 70:0.61 71:0.78 74:0.44 75:0.96 81:0.57 83:0.56 86:0.67 87:0.98 91:0.08 97:0.94 98:0.83 99:0.83 101:0.65 107:0.90 108:0.29 110:0.91 114:0.95 122:0.41 123:0.28 125:0.88 126:0.32 127:0.33 129:0.05 131:0.61 135:0.66 139:0.68 144:0.76 146:0.51 147:0.57 149:0.27 150:0.51 154:0.56 155:0.49 157:0.96 159:0.18 160:0.88 165:0.65 166:0.86 170:0.90 172:0.48 173:0.65 174:0.79 176:0.63 177:0.88 178:0.55 179:0.76 182:1.00 187:0.68 192:0.48 197:0.82 201:0.60 208:0.61 212:0.75 215:0.96 216:0.44 219:0.90 222:0.76 226:0.96 227:0.61 229:0.61 231:0.83 232:0.75 235:0.12 239:0.87 241:0.46 242:0.33 243:0.83 246:0.84 247:0.60 253:0.65 254:0.99 259:0.21 262:0.93 265:0.83 266:0.27 267:0.23 271:0.57 276:0.31 279:0.78 287:0.61 289:0.90 290:0.95 291:0.97 292:0.88 297:0.36 300:0.43\n0 1:0.63 8:0.79 10:0.92 11:0.64 12:0.20 17:0.34 18:0.70 27:0.27 29:0.71 30:0.14 34:0.75 36:0.78 37:0.69 39:0.38 43:0.58 45:0.83 46:0.88 55:0.52 66:0.69 69:0.08 70:0.97 71:0.78 74:0.56 81:0.57 86:0.78 87:0.98 91:0.37 98:0.85 99:0.83 101:0.65 107:0.91 108:0.07 110:0.93 114:0.95 117:0.86 122:0.55 123:0.07 124:0.44 125:0.88 126:0.32 127:0.71 129:0.05 131:0.61 133:0.39 135:0.66 139:0.73 144:0.76 146:0.84 147:0.87 149:0.38 150:0.51 154:0.63 155:0.49 157:1.00 158:0.72 159:0.49 160:0.88 165:0.65 166:0.86 170:0.90 172:0.75 173:0.18 174:0.88 176:0.63 177:0.88 178:0.55 179:0.51 182:1.00 187:0.39 192:0.48 197:0.90 201:0.60 208:0.50 212:0.57 215:0.96 216:0.44 222:0.76 227:0.61 229:0.61 231:0.85 232:0.75 235:0.12 239:0.89 241:0.41 242:0.13 243:0.73 245:0.80 246:0.84 247:0.90 253:0.67 254:0.95 259:0.21 265:0.85 266:0.63 267:0.59 271:0.57 276:0.68 287:0.61 289:0.91 290:0.95 297:0.36 300:0.84\n0 1:0.64 8:0.61 10:0.96 11:0.49 12:0.20 17:0.24 18:0.96 22:0.93 27:0.27 29:0.71 30:0.43 33:0.97 34:0.37 36:0.96 37:0.31 39:0.38 43:0.57 45:0.95 46:0.88 47:0.93 64:0.77 66:0.25 69:0.15 70:0.85 71:0.78 74:0.25 81:0.55 83:0.56 86:0.90 91:0.37 98:0.70 99:0.83 101:0.47 107:0.91 108:0.74 110:0.92 122:0.93 123:0.72 124:0.84 125:0.88 126:0.32 127:0.95 129:0.89 131:0.61 133:0.83 135:0.69 139:0.87 144:0.57 146:0.75 147:0.79 149:0.76 150:0.49 154:0.49 155:0.49 157:0.90 159:0.82 160:0.88 165:0.65 166:0.74 170:0.90 172:0.76 173:0.11 174:0.97 175:0.75 177:0.70 178:0.55 179:0.27 182:0.82 187:0.39 192:0.45 197:0.98 201:0.60 208:0.50 212:0.52 216:0.53 219:0.87 222:0.76 227:0.61 229:0.61 231:0.76 235:0.05 236:0.92 239:0.95 241:0.15 242:0.16 243:0.40 244:0.83 245:0.91 246:0.91 247:0.97 253:0.23 257:0.65 259:0.21 262:0.93 265:0.70 266:0.80 267:0.73 271:0.57 276:0.87 277:0.69 287:0.61 289:0.90 291:0.97 292:0.88 300:0.84\n0 10:0.83 11:0.49 12:0.20 17:0.88 18:0.62 21:0.78 27:0.72 29:0.71 30:0.21 34:0.75 36:0.91 37:0.23 39:0.38 43:0.26 45:0.66 46:0.88 66:0.36 69:0.84 70:0.37 71:0.78 74:0.28 86:0.64 91:0.07 98:0.16 101:0.47 107:0.89 108:0.69 110:0.89 122:0.85 123:0.67 124:0.57 125:0.88 127:0.14 129:0.05 131:0.61 133:0.37 135:0.37 139:0.62 144:0.57 145:0.59 146:0.25 147:0.26 149:0.21 154:0.19 157:0.76 159:0.23 160:0.88 163:0.88 166:0.61 170:0.90 172:0.16 173:0.81 174:0.79 175:0.75 177:0.05 178:0.55 179:0.61 182:0.72 187:0.21 197:0.82 212:0.42 216:0.06 222:0.76 227:0.61 229:0.61 231:0.67 235:0.31 239:0.83 241:0.05 242:0.45 243:0.40 244:0.93 245:0.43 246:0.61 247:0.35 253:0.26 257:0.93 259:0.21 265:0.18 266:0.23 267:0.18 271:0.57 276:0.17 277:0.69 287:0.61 289:0.88 300:0.25\n1 1:0.63 8:0.59 10:0.92 11:0.64 12:0.20 17:0.72 18:0.75 27:0.27 29:0.71 30:0.17 34:0.39 36:0.82 37:0.69 39:0.38 43:0.24 45:0.85 46:0.88 55:0.59 66:0.96 69:0.37 70:0.88 71:0.78 74:0.49 81:0.57 86:0.79 87:0.98 91:0.09 98:0.97 99:0.83 101:0.65 107:0.92 108:0.29 110:0.94 114:0.95 117:0.86 122:0.41 123:0.28 125:0.88 126:0.32 127:0.79 129:0.05 131:0.61 135:0.56 139:0.73 144:0.76 146:0.95 147:0.96 149:0.37 150:0.51 154:0.47 155:0.49 157:0.98 158:0.72 159:0.61 160:0.88 165:0.65 166:0.86 170:0.90 172:0.91 173:0.32 174:0.94 176:0.63 177:0.88 178:0.55 179:0.31 182:1.00 187:0.39 192:0.48 197:0.95 201:0.60 208:0.50 212:0.80 215:0.96 216:0.44 222:0.76 227:0.61 229:0.61 231:0.87 232:0.75 235:0.12 239:0.90 241:0.37 242:0.16 243:0.96 244:0.61 246:0.84 247:0.98 253:0.66 254:0.98 259:0.21 265:0.97 266:0.54 267:0.28 271:0.57 276:0.83 287:0.61 289:0.92 290:0.95 297:0.36 300:0.70\n0 8:0.68 10:0.86 11:0.49 12:0.20 17:0.64 18:0.60 21:0.78 27:0.45 29:0.71 30:0.76 34:0.79 36:0.22 37:0.50 39:0.38 43:0.08 45:0.66 46:0.88 55:0.59 66:0.52 69:0.83 70:0.29 71:0.78 74:0.27 86:0.68 91:0.09 98:0.19 101:0.47 107:0.89 108:0.68 110:0.89 122:0.43 123:0.66 124:0.50 125:0.88 127:0.33 129:0.05 131:0.61 133:0.36 135:0.77 139:0.64 144:0.57 145:0.69 146:0.33 147:0.40 149:0.07 154:0.28 157:0.76 159:0.64 160:0.88 166:0.61 170:0.90 172:0.27 173:0.74 174:0.79 177:0.88 178:0.55 179:0.87 182:0.72 187:0.68 197:0.81 202:0.36 212:0.52 216:0.77 222:0.76 227:0.61 229:0.61 231:0.67 235:1.00 239:0.84 241:0.39 242:0.24 243:0.61 244:0.61 245:0.48 246:0.61 247:0.47 253:0.25 254:0.99 259:0.21 265:0.21 266:0.27 267:0.28 271:0.57 276:0.15 287:0.61 289:0.88 300:0.25\n0 1:0.63 10:0.91 11:0.49 12:0.20 17:0.38 18:0.78 21:0.05 22:0.93 27:0.43 29:0.71 30:0.28 33:0.97 34:0.69 36:0.48 37:0.48 39:0.38 43:0.57 45:0.81 46:0.88 47:0.93 64:0.77 66:0.54 69:0.79 70:0.89 71:0.78 74:0.27 81:0.53 83:0.56 86:0.76 91:0.35 98:0.42 99:0.83 101:0.47 104:0.77 107:0.90 108:0.63 110:0.91 122:0.93 123:0.61 124:0.64 125:0.88 126:0.32 127:0.75 129:0.05 131:0.61 133:0.60 135:0.58 139:0.72 144:0.57 146:0.49 147:0.30 149:0.29 150:0.47 154:0.45 155:0.49 157:0.84 159:0.53 160:0.88 165:0.65 166:0.74 170:0.90 172:0.51 173:0.83 174:0.88 177:0.70 178:0.55 179:0.73 182:0.82 187:0.68 192:0.45 197:0.89 201:0.59 208:0.50 212:0.71 216:0.40 222:0.76 227:0.61 229:0.61 231:0.76 235:0.12 236:0.92 239:0.89 241:0.24 242:0.28 243:0.27 244:0.83 245:0.62 246:0.91 247:0.79 253:0.24 254:0.88 257:0.65 259:0.21 262:0.93 265:0.44 266:0.47 267:0.36 271:0.57 276:0.45 287:0.61 289:0.90 291:0.97 300:0.70\n1 7:0.66 10:0.91 11:0.49 12:0.20 17:0.49 18:0.87 21:0.68 26:0.99 27:0.45 28:0.70 29:0.71 30:0.21 34:0.80 36:0.17 37:0.50 39:0.61 43:0.34 45:0.94 58:0.93 66:0.26 69:0.63 70:0.90 71:0.87 74:0.61 81:0.27 86:0.90 89:0.98 91:0.14 98:0.43 101:0.65 108:0.48 123:0.46 124:0.90 126:0.24 127:0.75 129:0.81 133:0.89 135:0.78 139:0.84 141:0.91 145:0.47 146:0.84 147:0.87 149:0.57 150:0.29 154:0.47 159:0.88 161:0.68 167:0.63 170:0.77 172:0.84 173:0.34 174:0.91 177:0.88 178:0.55 179:0.19 181:0.64 187:0.68 197:0.90 199:0.97 212:0.60 215:0.49 216:0.77 222:0.21 223:0.99 224:0.93 225:0.97 230:0.68 233:0.66 234:0.91 235:0.84 239:0.89 240:0.95 241:0.12 242:0.42 243:0.46 244:0.61 245:0.93 247:0.91 253:0.46 254:0.94 259:0.21 265:0.45 266:0.87 267:0.28 271:0.57 274:0.91 276:0.92 297:0.36 300:0.84\n1 8:0.96 9:0.80 12:0.20 17:0.02 20:0.84 21:0.13 23:0.98 26:1.00 27:0.13 28:0.70 29:0.71 31:0.99 34:0.62 36:0.57 37:0.94 39:0.61 41:0.88 58:1.00 60:0.87 62:0.98 71:0.87 74:0.47 75:0.99 78:0.72 79:0.99 81:0.30 83:0.69 89:0.95 91:0.99 96:0.97 100:0.73 104:0.58 111:0.72 120:0.96 126:0.24 128:0.99 135:0.44 137:0.99 139:0.74 140:0.99 141:1.00 150:0.33 151:0.86 152:0.82 153:0.78 155:0.66 158:0.92 161:0.68 162:0.73 164:0.94 167:1.00 168:0.99 169:0.72 170:0.77 175:0.99 181:0.64 186:0.73 191:0.86 192:0.99 196:0.96 199:0.99 202:0.91 205:0.98 208:0.64 215:0.84 216:0.52 219:0.95 220:0.62 222:0.21 223:0.99 224:0.98 225:0.99 226:0.98 234:0.97 235:0.12 239:0.90 240:1.00 241:0.99 244:0.98 248:0.84 253:0.95 255:0.95 256:0.93 257:0.97 259:0.21 260:0.96 261:0.73 267:0.69 268:0.93 271:0.57 274:1.00 277:0.98 279:0.80 283:0.82 284:0.99 285:0.62 292:0.95 297:0.36\n2 1:0.67 6:0.97 8:0.89 9:0.80 10:0.89 11:0.57 12:0.20 17:0.34 18:0.76 20:0.89 21:0.05 23:0.97 26:1.00 27:0.38 28:0.70 29:0.71 30:0.15 31:0.99 34:0.28 36:0.77 37:0.72 39:0.61 41:0.82 43:0.58 45:0.88 58:1.00 62:0.97 64:0.77 66:0.92 69:0.56 70:0.88 71:0.87 74:0.61 78:0.93 79:0.99 81:0.69 83:0.69 86:0.84 89:0.97 91:0.72 96:0.96 97:0.94 98:0.91 99:0.95 100:0.99 101:0.96 108:0.43 111:0.98 114:0.95 120:0.90 123:0.41 126:0.51 127:0.52 128:0.98 129:0.05 135:0.56 137:0.99 139:0.83 140:0.95 141:1.00 146:0.86 147:0.88 149:0.39 150:0.56 151:0.91 152:0.99 153:0.85 154:0.54 155:0.66 158:0.81 159:0.43 161:0.68 162:0.83 164:0.87 165:0.81 167:0.82 168:0.98 169:0.99 170:0.77 172:0.79 173:0.61 174:0.83 176:0.70 177:0.88 179:0.48 181:0.64 186:0.92 187:0.39 189:0.98 191:0.88 192:0.99 196:0.98 197:0.85 199:0.99 201:0.64 202:0.83 205:0.97 208:0.64 212:0.59 215:0.91 216:0.65 219:0.94 220:0.62 222:0.21 223:0.99 224:0.99 225:0.99 234:0.99 235:0.31 238:0.98 239:0.87 240:1.00 241:0.71 242:0.38 243:0.92 247:0.76 248:0.81 251:1.00 253:0.96 254:0.90 255:0.95 256:0.87 259:0.21 260:0.91 261:0.99 265:0.91 266:0.54 267:0.23 268:0.88 271:0.57 274:0.99 276:0.68 279:0.78 283:0.67 284:0.99 285:0.62 290:0.95 292:0.88 297:0.36 300:0.70\n1 1:0.68 8:0.64 9:0.76 10:0.87 11:0.49 12:0.20 18:0.62 20:0.89 21:0.05 23:0.97 26:1.00 27:0.13 28:0.70 29:0.71 30:0.91 31:0.94 34:0.37 36:0.52 37:0.94 39:0.61 41:0.82 43:0.63 45:0.73 58:0.98 62:0.96 64:0.77 66:0.69 69:0.79 70:0.13 71:0.87 74:0.36 78:0.72 79:0.94 81:0.80 83:0.69 86:0.69 89:0.96 91:0.62 96:0.82 98:0.18 100:0.73 101:0.65 104:0.58 108:0.63 111:0.72 114:0.95 120:0.81 122:0.89 123:0.61 126:0.54 127:0.10 128:0.97 129:0.05 135:0.42 137:0.94 139:0.66 140:0.45 141:1.00 146:0.20 147:0.25 149:0.45 150:0.64 151:0.84 152:0.87 153:0.82 154:0.52 155:0.66 159:0.10 161:0.68 162:0.73 164:0.80 165:0.93 167:0.80 168:0.97 169:0.72 170:0.77 172:0.21 173:0.99 174:0.79 176:0.73 177:0.88 179:0.16 181:0.64 186:0.73 187:0.21 191:0.70 192:0.99 196:0.89 197:0.82 199:0.95 201:0.67 202:0.72 205:0.95 208:0.64 212:0.61 215:0.91 216:0.52 220:0.62 222:0.21 223:0.99 224:0.98 225:0.99 234:0.97 235:0.42 236:0.97 239:0.85 240:1.00 241:0.68 242:0.63 243:0.73 244:0.61 247:0.30 248:0.75 253:0.81 254:0.84 255:0.79 256:0.75 259:0.21 260:0.81 261:0.73 265:0.20 266:0.17 267:0.28 268:0.76 271:0.57 274:0.98 276:0.20 284:0.93 285:0.62 290:0.95 297:0.36 300:0.13\n2 1:0.60 8:0.71 9:0.79 10:0.98 11:0.57 12:0.20 17:0.57 18:0.99 21:0.30 22:0.93 23:0.98 26:1.00 27:0.50 28:0.70 29:0.71 30:0.60 31:0.98 32:0.71 33:0.97 34:0.66 36:0.81 37:0.60 39:0.61 43:0.39 44:0.92 45:1.00 47:0.93 58:0.99 62:0.99 64:0.77 66:0.15 69:0.53 70:0.75 71:0.87 74:0.95 75:0.98 77:0.89 79:0.98 81:0.49 83:0.69 86:0.99 89:1.00 91:0.18 96:0.93 97:1.00 98:0.56 99:0.83 101:0.96 102:0.97 108:0.99 114:0.80 117:0.86 122:0.91 123:0.99 124:0.94 126:0.32 127:0.97 128:0.99 129:0.96 133:0.94 135:0.61 137:0.98 139:0.99 140:0.90 141:1.00 145:0.70 146:0.70 147:0.74 149:0.92 150:0.43 151:0.91 153:0.85 154:0.19 155:0.64 158:0.82 159:0.98 161:0.68 162:0.81 165:0.65 167:0.54 168:0.99 170:0.77 172:0.99 173:0.09 174:0.99 176:0.62 177:0.88 179:0.09 181:0.64 187:0.39 190:0.89 192:0.58 195:1.00 196:0.99 197:0.97 199:1.00 201:0.57 202:0.75 204:0.81 205:0.98 208:0.64 212:0.60 216:0.86 219:0.94 222:0.21 223:0.99 224:0.99 225:0.99 226:0.98 234:0.99 235:0.42 239:0.98 240:1.00 242:0.27 243:0.10 245:1.00 247:0.99 248:0.87 253:0.96 254:0.84 255:0.78 256:0.80 259:0.21 262:0.93 265:0.57 266:0.87 267:0.82 268:0.81 271:0.57 274:0.99 276:1.00 279:0.82 281:0.91 282:0.79 283:0.82 284:0.98 285:0.60 290:0.80 291:0.97 292:0.95 300:0.84\n1 1:0.69 9:0.79 10:0.87 11:0.49 12:0.20 17:0.08 18:0.93 23:0.96 26:1.00 27:0.31 28:0.70 29:0.71 30:0.73 31:0.95 34:0.75 36:0.45 37:0.70 39:0.61 41:0.82 43:0.56 45:0.92 58:0.98 62:0.96 64:0.77 66:0.92 69:0.25 70:0.56 71:0.87 74:0.69 79:0.94 81:0.81 83:0.69 86:0.91 89:0.96 91:0.56 96:0.83 98:0.96 101:0.65 108:0.20 114:0.98 120:0.78 122:0.86 123:0.19 126:0.54 127:0.71 128:0.98 129:0.05 135:0.68 137:0.95 139:0.87 140:0.80 141:1.00 146:0.69 147:0.73 149:0.66 150:0.68 151:0.90 153:0.69 154:0.54 155:0.66 159:0.27 161:0.68 162:0.86 164:0.70 165:0.93 167:0.81 168:0.98 170:0.77 172:0.78 173:0.50 174:0.79 176:0.73 177:0.88 179:0.53 181:0.64 187:0.68 192:0.99 196:0.95 197:0.83 199:0.97 201:0.68 202:0.55 205:0.95 208:0.64 212:0.89 215:0.96 216:0.62 220:0.62 222:0.21 223:0.99 224:0.99 225:0.99 234:0.98 235:0.31 236:0.97 239:0.86 240:1.00 241:0.69 242:0.45 243:0.92 244:0.61 247:0.79 248:0.80 253:0.85 254:0.93 255:0.94 256:0.58 259:0.21 260:0.78 265:0.96 266:0.38 267:0.23 268:0.64 271:0.57 274:0.97 276:0.64 283:0.67 284:0.90 285:0.62 290:0.98 297:0.36 300:0.55\n2 1:0.64 6:0.95 8:0.70 9:0.79 10:0.97 11:0.57 12:0.20 17:0.64 18:1.00 20:0.82 21:0.30 22:0.93 23:0.99 26:1.00 27:0.21 28:0.70 29:0.71 30:0.45 31:1.00 34:0.25 36:0.66 37:0.74 39:0.61 41:0.82 43:0.74 45:1.00 47:0.93 58:1.00 62:0.99 64:0.77 66:0.17 69:0.15 70:0.82 71:0.87 74:0.96 75:0.97 78:0.72 79:0.99 81:0.65 83:0.69 86:1.00 89:0.99 91:0.70 96:0.98 97:1.00 98:0.59 99:0.95 100:0.90 101:0.96 108:0.98 111:0.82 114:0.82 117:0.86 120:0.72 122:0.86 123:0.98 124:0.95 126:0.51 127:1.00 128:0.99 129:0.97 133:0.96 135:0.51 137:1.00 139:0.99 140:0.98 141:1.00 146:0.91 147:0.93 149:0.96 150:0.52 151:0.69 152:0.87 153:0.96 154:0.12 155:0.65 158:0.77 159:0.98 161:0.68 162:0.81 164:0.70 165:0.81 167:0.71 168:0.99 169:0.84 170:0.77 172:0.99 173:0.05 174:0.99 176:0.63 177:0.88 179:0.08 181:0.64 186:0.73 187:0.39 190:0.89 191:0.73 192:0.98 193:0.96 196:1.00 197:0.97 199:1.00 201:0.62 202:0.85 204:0.80 205:0.99 208:0.64 212:0.54 216:0.95 219:0.91 222:0.21 223:1.00 224:0.99 225:0.99 226:0.98 234:0.99 235:0.52 236:0.94 239:0.97 240:1.00 241:0.44 242:0.32 243:0.15 245:1.00 247:0.99 248:0.64 253:0.99 254:0.86 255:0.79 256:0.89 259:0.21 260:0.72 261:0.84 262:0.93 265:0.60 266:0.89 267:0.28 268:0.89 271:0.57 274:1.00 276:1.00 279:0.82 281:0.91 284:0.99 285:0.62 290:0.82 292:0.95 300:0.84\n2 1:0.64 6:0.95 8:0.84 9:0.80 10:0.98 11:0.57 12:0.20 17:0.55 18:1.00 20:0.89 21:0.30 22:0.93 23:1.00 26:1.00 27:0.21 28:0.70 29:0.71 30:0.45 31:1.00 33:0.97 34:0.28 36:0.72 37:0.74 39:0.61 43:0.73 45:1.00 47:0.93 58:1.00 62:1.00 64:0.77 66:0.17 69:0.15 70:0.82 71:0.87 74:0.96 75:0.97 78:0.81 79:1.00 81:0.65 83:0.69 86:0.99 89:0.99 91:0.75 96:0.99 97:1.00 98:0.60 99:0.95 100:0.83 101:0.96 108:0.98 111:0.81 114:0.82 117:0.86 120:0.86 122:0.86 123:0.98 124:0.96 126:0.51 127:0.98 128:1.00 129:0.98 133:0.97 135:0.49 137:1.00 139:0.99 140:0.98 141:1.00 146:0.93 147:0.95 149:0.96 150:0.52 151:0.90 152:0.87 153:0.98 154:0.11 155:0.66 158:0.82 159:0.98 161:0.68 162:0.79 164:0.81 165:0.81 167:0.65 168:1.00 169:0.83 170:0.77 172:0.99 173:0.05 174:0.99 176:0.63 177:0.88 179:0.08 181:0.64 186:0.82 187:0.39 190:0.77 191:0.80 192:0.99 193:0.96 196:1.00 197:0.97 199:1.00 201:0.62 202:0.93 204:0.80 205:1.00 208:0.64 212:0.54 216:0.95 219:0.94 222:0.21 223:1.00 224:0.99 225:0.99 226:0.98 234:0.99 235:0.52 236:0.94 239:0.97 240:1.00 241:0.21 242:0.32 243:0.16 245:1.00 247:0.99 248:0.85 253:1.00 254:0.86 255:0.94 256:0.96 259:0.21 260:0.87 261:0.84 262:0.93 265:0.61 266:0.89 267:0.82 268:0.96 271:0.57 274:1.00 276:1.00 279:0.82 281:0.91 283:0.82 284:1.00 285:0.62 290:0.82 291:0.97 292:0.95 300:0.84\n3 1:0.64 6:0.97 8:0.84 9:0.80 10:0.84 11:0.54 12:0.20 17:0.26 18:0.88 20:0.99 21:0.59 23:1.00 26:1.00 27:0.38 28:0.70 29:0.71 30:0.58 31:1.00 32:0.80 34:0.19 36:0.71 37:0.72 39:0.61 41:0.97 43:0.55 44:0.93 45:0.93 58:1.00 62:1.00 64:0.77 66:0.94 69:0.62 70:0.71 71:0.87 74:0.74 76:0.85 77:1.00 78:0.92 79:1.00 81:0.64 83:0.69 86:0.86 89:0.96 91:0.95 96:1.00 97:1.00 98:0.95 99:0.99 100:0.99 101:0.87 102:0.98 108:0.47 111:0.98 114:0.73 120:0.98 122:0.86 123:0.46 126:0.51 127:0.64 128:1.00 129:0.05 135:0.49 137:1.00 139:0.91 140:0.98 141:1.00 145:0.84 146:0.89 147:0.91 149:0.67 150:0.49 151:0.94 152:0.99 153:0.97 154:0.44 155:0.67 158:0.82 159:0.49 161:0.68 162:0.84 164:0.97 165:0.81 167:0.97 168:1.00 169:0.99 170:0.77 172:0.84 173:0.65 174:0.79 176:0.70 177:0.88 179:0.41 181:0.64 186:0.92 189:0.98 191:0.93 192:0.99 193:0.98 195:0.70 196:1.00 197:0.81 199:1.00 201:0.62 202:0.96 204:0.85 205:1.00 208:0.64 212:0.73 215:0.55 216:0.65 219:0.94 222:0.21 223:1.00 224:0.99 225:0.99 234:0.99 235:0.98 238:0.98 239:0.92 240:1.00 241:0.85 242:0.41 243:0.94 244:0.61 247:0.76 248:0.95 251:1.00 253:1.00 255:1.00 256:0.98 259:0.21 260:0.98 261:0.99 265:0.95 266:0.54 267:0.59 268:0.98 271:0.57 274:1.00 276:0.74 279:0.82 281:0.91 282:0.88 283:0.82 284:1.00 285:0.62 290:0.73 292:0.95 297:0.36 299:0.88 300:0.70\n1 1:0.67 8:0.96 9:0.79 10:0.85 11:0.45 12:0.20 17:0.11 18:0.81 21:0.05 23:0.99 26:1.00 27:0.28 28:0.70 29:0.71 30:0.76 31:1.00 34:0.49 36:0.56 37:0.84 39:0.61 43:0.33 45:0.83 58:1.00 62:0.96 64:0.77 66:0.83 69:0.73 70:0.36 71:0.87 74:0.50 79:1.00 81:0.64 83:0.69 86:0.77 87:0.98 89:0.96 91:0.94 96:0.99 97:0.98 98:0.74 99:0.83 101:0.47 108:0.56 114:0.92 120:0.72 122:0.86 123:0.54 126:0.51 127:0.24 128:1.00 129:0.05 135:0.21 137:1.00 139:0.76 140:0.99 141:1.00 146:0.54 147:0.60 149:0.44 150:0.58 151:0.86 153:0.91 154:0.25 155:0.66 158:0.75 159:0.20 161:0.68 162:0.83 164:0.65 165:0.65 167:0.99 168:1.00 170:0.77 172:0.51 173:0.90 174:0.79 175:0.75 176:0.63 177:0.70 179:0.63 181:0.64 190:0.77 191:0.89 192:0.98 196:0.98 197:0.82 199:1.00 201:0.64 202:0.92 205:0.99 208:0.64 212:0.57 216:0.55 219:0.90 220:0.62 222:0.21 223:1.00 224:0.99 225:0.99 228:0.99 234:0.99 235:0.22 236:0.94 239:0.83 240:1.00 241:0.91 242:0.60 243:0.84 244:0.83 247:0.35 248:0.77 251:1.00 253:0.98 254:0.90 255:0.79 256:0.94 257:0.65 259:0.21 260:0.73 265:0.75 266:0.38 267:0.59 268:0.95 271:0.57 274:1.00 276:0.39 277:0.69 279:0.80 284:1.00 285:0.62 290:0.92 292:0.88 300:0.33\n1 1:0.64 6:0.92 8:0.72 9:0.79 10:0.91 11:0.81 12:0.20 17:0.22 18:0.88 20:0.90 21:0.30 23:0.97 26:1.00 27:0.50 28:0.70 29:0.71 30:0.40 31:0.99 34:0.70 36:0.88 37:0.46 39:0.61 41:0.82 43:0.77 45:0.93 58:1.00 62:0.97 64:0.77 66:0.94 69:0.23 70:0.78 71:0.87 74:0.78 78:0.79 79:0.98 81:0.64 83:0.69 85:0.72 86:0.93 89:0.98 91:0.51 96:0.94 97:0.98 98:0.94 99:0.95 100:0.84 101:0.96 108:0.18 111:0.79 114:0.84 120:0.87 122:0.65 123:0.18 126:0.51 127:0.63 128:0.98 129:0.05 135:0.66 137:0.99 139:0.93 140:0.95 141:1.00 146:0.82 147:0.85 149:0.90 150:0.49 151:0.62 152:0.91 153:0.78 154:0.62 155:0.66 158:0.81 159:0.38 161:0.68 162:0.86 164:0.87 165:0.81 167:0.79 168:0.98 169:0.81 170:0.77 172:0.83 173:0.36 174:0.88 176:0.70 177:0.88 179:0.43 181:0.64 186:0.80 187:0.39 190:0.89 192:0.99 196:0.99 197:0.88 199:0.99 201:0.62 202:0.80 204:0.81 205:0.97 208:0.64 212:0.82 215:0.72 216:0.47 219:0.94 220:0.87 222:0.21 223:0.99 224:0.99 225:0.99 234:0.98 235:0.60 239:0.89 240:1.00 241:0.68 242:0.29 243:0.94 247:0.84 248:0.60 253:0.95 255:0.94 256:0.86 259:0.21 260:0.87 261:0.83 265:0.94 266:0.27 267:0.23 268:0.86 271:0.57 274:0.99 276:0.72 279:0.81 281:0.91 283:0.67 284:0.98 285:0.62 290:0.84 292:0.88 297:0.36 300:0.70\n2 1:0.62 6:0.84 7:0.70 8:0.77 9:0.80 10:0.86 11:0.49 12:0.20 17:0.66 18:0.91 20:0.92 21:0.47 23:0.99 26:1.00 27:0.55 28:0.70 29:0.71 30:0.76 31:1.00 34:0.61 36:0.41 37:0.69 39:0.61 43:0.63 44:0.88 45:0.94 58:1.00 62:0.96 64:0.77 66:0.32 69:0.19 70:0.61 71:0.87 74:0.70 77:0.96 78:0.83 79:0.99 81:0.54 83:0.69 86:0.88 89:0.96 91:0.93 96:0.98 97:0.94 98:0.46 99:0.83 100:0.87 101:0.65 104:0.75 108:0.77 111:0.83 114:0.76 120:0.90 122:0.86 123:0.76 124:0.73 126:0.51 127:0.63 128:0.99 129:0.05 133:0.65 135:0.75 137:1.00 139:0.89 140:0.96 141:1.00 145:0.89 146:0.31 147:0.37 149:0.70 150:0.46 151:0.93 152:0.86 153:0.88 154:0.54 155:0.66 158:0.76 159:0.63 161:0.68 162:0.82 164:0.88 165:0.65 167:0.99 168:0.99 169:0.85 170:0.77 172:0.61 173:0.18 174:0.79 176:0.63 177:0.88 179:0.44 181:0.64 186:0.84 189:0.86 190:0.77 191:0.79 192:0.99 195:0.82 196:1.00 197:0.85 199:1.00 201:0.60 202:0.89 204:0.83 205:0.99 208:0.64 212:0.70 215:0.63 216:0.51 219:0.91 220:0.93 222:0.21 223:1.00 224:0.99 225:0.99 230:0.73 233:0.66 234:0.98 235:0.68 238:0.91 239:0.86 240:1.00 241:0.89 242:0.51 243:0.33 244:0.83 245:0.84 247:0.67 248:0.89 253:0.98 255:0.94 256:0.92 259:0.21 260:0.91 261:0.86 265:0.47 266:0.63 267:0.44 268:0.93 271:0.57 274:1.00 276:0.66 277:0.69 279:0.80 281:0.91 282:0.74 283:0.67 284:0.99 285:0.62 290:0.76 292:0.95 297:0.36 300:0.84\n3 1:0.64 6:0.94 8:0.75 9:0.80 10:0.98 11:0.57 12:0.20 17:0.62 18:1.00 20:0.83 21:0.30 22:0.93 23:0.99 26:1.00 27:0.21 28:0.70 29:0.71 30:0.45 31:0.99 33:0.97 34:0.21 36:0.70 37:0.74 39:0.61 43:0.72 45:1.00 47:0.93 58:1.00 62:1.00 64:0.77 66:0.17 69:0.15 70:0.82 71:0.87 74:0.96 75:0.97 78:0.79 79:0.99 81:0.65 83:0.69 86:0.99 89:0.99 91:0.35 96:0.97 97:1.00 98:0.60 99:0.95 100:0.89 101:0.96 108:0.98 111:0.82 114:0.82 117:0.86 120:0.77 122:0.86 123:0.98 124:0.96 126:0.51 127:0.99 128:1.00 129:0.98 133:0.97 135:0.54 137:0.99 139:0.99 140:0.97 141:1.00 146:0.93 147:0.95 149:0.96 150:0.52 151:0.66 152:0.91 153:0.92 154:0.11 155:0.66 158:0.82 159:0.98 161:0.68 162:0.77 164:0.71 165:0.81 167:0.67 168:1.00 169:0.84 170:0.77 172:0.99 173:0.05 174:0.99 176:0.63 177:0.88 179:0.08 181:0.64 186:0.80 187:0.39 190:0.89 192:0.99 193:0.96 196:1.00 197:0.97 199:1.00 201:0.62 202:0.82 204:0.80 205:0.99 208:0.64 212:0.54 216:0.95 219:0.94 222:0.21 223:0.99 224:0.99 225:0.99 226:0.98 234:0.99 235:0.52 236:0.94 239:0.97 240:1.00 241:0.30 242:0.32 243:0.16 245:1.00 247:0.99 248:0.63 253:0.99 254:0.86 255:0.94 256:0.85 259:0.21 260:0.78 261:0.85 262:0.93 265:0.61 266:0.89 267:0.73 268:0.87 271:0.57 274:0.99 276:1.00 279:0.82 281:0.91 283:0.82 284:0.99 285:0.62 290:0.82 291:0.97 292:0.95 300:0.84\n2 1:0.67 6:0.98 8:0.94 9:0.80 10:0.89 11:0.57 12:0.20 17:0.34 18:0.76 20:0.90 21:0.05 23:0.99 26:1.00 27:0.38 28:0.70 29:0.71 30:0.15 31:1.00 34:0.28 36:0.77 37:0.72 39:0.61 41:0.88 43:0.58 45:0.88 58:1.00 62:0.97 64:0.77 66:0.92 69:0.56 70:0.88 71:0.87 74:0.61 78:0.92 79:1.00 81:0.69 83:0.69 86:0.84 89:0.97 91:0.74 96:0.98 97:0.99 98:0.91 99:0.95 100:0.98 101:0.96 108:0.43 111:0.97 114:0.95 120:0.94 123:0.41 126:0.51 127:0.52 128:0.99 129:0.05 135:0.51 137:1.00 139:0.83 140:0.96 141:1.00 146:0.86 147:0.88 149:0.39 150:0.56 151:0.91 152:0.99 153:0.88 154:0.54 155:0.67 158:0.81 159:0.43 161:0.68 162:0.85 164:0.91 165:0.81 167:0.80 168:0.99 169:0.99 170:0.77 172:0.79 173:0.61 174:0.83 176:0.70 177:0.88 179:0.48 181:0.64 186:0.92 187:0.21 189:0.98 191:0.88 192:0.99 196:0.99 197:0.85 199:0.99 201:0.64 202:0.87 205:0.99 208:0.64 212:0.59 215:0.91 216:0.65 219:0.94 220:0.62 222:0.21 223:1.00 224:0.99 225:0.99 234:0.99 235:0.31 238:0.98 239:0.87 240:1.00 241:0.69 242:0.38 243:0.92 247:0.76 248:0.85 251:1.00 253:0.98 254:0.90 255:1.00 256:0.91 259:0.21 260:0.94 261:0.98 265:0.91 266:0.54 267:0.23 268:0.92 271:0.57 274:1.00 276:0.68 279:0.81 283:0.67 284:0.99 285:0.62 290:0.95 292:0.88 297:0.36 300:0.70\n1 1:0.69 7:0.70 9:0.75 10:0.98 11:0.78 12:0.20 17:0.78 18:0.93 21:0.47 23:0.96 26:1.00 27:0.52 28:0.70 29:0.71 30:0.88 31:0.92 32:0.71 34:0.22 36:0.23 37:0.43 39:0.61 41:0.82 43:0.61 44:0.92 45:0.98 58:0.99 62:0.97 64:0.77 66:0.84 69:0.82 70:0.40 71:0.87 74:0.87 77:0.89 79:0.92 81:0.83 83:0.69 85:0.72 86:0.97 89:1.00 91:0.31 96:0.78 97:0.94 98:0.79 99:0.99 101:1.00 102:0.97 108:0.67 114:0.80 120:0.66 122:0.85 123:0.65 124:0.40 126:0.54 127:0.57 128:0.95 129:0.05 133:0.73 135:0.66 137:0.92 139:0.97 140:0.90 141:1.00 145:0.82 146:0.94 147:0.22 149:0.67 150:0.65 151:0.58 153:0.48 154:0.47 155:0.65 158:0.77 159:0.73 161:0.68 162:0.62 164:0.67 165:1.00 167:0.65 168:0.95 170:0.77 172:0.95 173:0.73 174:0.97 176:0.73 177:0.70 178:0.48 179:0.19 181:0.64 187:0.39 190:0.89 192:0.98 193:0.98 195:0.88 196:0.96 197:0.95 199:0.99 201:0.68 202:0.60 204:0.85 205:0.95 208:0.64 212:0.77 215:0.63 216:0.79 219:0.91 220:0.62 222:0.21 223:0.99 224:0.99 225:0.99 230:0.73 233:0.66 234:0.98 235:0.99 236:0.97 239:0.97 240:1.00 241:0.21 242:0.17 243:0.09 245:0.83 247:0.93 248:0.56 253:0.83 255:0.77 256:0.58 257:0.65 259:0.21 260:0.67 265:0.79 266:0.87 267:0.17 268:0.59 271:0.57 274:0.98 276:0.90 279:0.81 281:0.86 282:0.80 283:0.82 284:0.92 285:0.62 290:0.80 292:0.95 297:0.36 300:0.84\n2 1:0.65 6:0.96 8:0.93 9:0.79 10:0.86 11:0.49 12:0.20 17:0.38 18:0.88 20:0.90 21:0.22 23:1.00 26:1.00 27:0.31 28:0.70 29:0.71 30:0.88 31:1.00 34:0.44 36:0.79 37:0.70 39:0.61 43:0.65 44:0.88 45:0.87 58:1.00 62:1.00 64:0.77 66:0.85 69:0.15 70:0.21 71:0.87 74:0.67 75:0.97 76:0.85 77:0.89 78:0.83 79:1.00 81:0.66 83:0.91 86:0.85 89:0.96 91:0.95 96:1.00 97:0.99 98:0.89 99:0.95 100:0.91 101:0.65 102:0.96 108:0.12 111:0.86 114:0.85 120:0.89 122:0.86 123:0.12 126:0.51 127:0.45 128:1.00 129:0.05 135:0.63 137:1.00 138:1.00 139:0.88 140:0.97 141:1.00 145:0.76 146:0.36 147:0.42 149:0.64 150:0.54 151:0.94 152:0.92 153:0.98 154:0.55 155:0.66 158:0.77 159:0.14 161:0.68 162:0.80 164:0.83 165:0.81 167:0.99 168:1.00 169:0.87 170:0.77 172:0.57 173:0.68 174:0.79 175:0.75 176:0.63 177:0.70 179:0.73 181:0.64 186:0.84 189:0.97 190:0.77 191:0.88 192:0.98 193:0.98 195:0.54 196:1.00 197:0.85 199:1.00 201:0.63 202:0.97 204:0.85 205:1.00 208:0.64 212:0.95 216:0.62 219:0.91 220:0.62 222:0.21 223:1.00 224:0.99 225:0.99 226:0.98 234:0.99 235:0.42 236:0.94 238:0.94 239:0.93 240:1.00 241:0.92 242:0.52 243:0.86 244:0.83 247:0.47 248:0.84 253:1.00 255:0.79 256:0.98 257:0.65 259:0.21 260:0.89 261:0.87 265:0.89 266:0.12 267:0.94 268:0.98 271:0.57 274:1.00 276:0.46 277:0.69 279:0.81 281:0.91 282:0.75 284:1.00 285:0.62 290:0.85 292:0.95 300:0.18\n1 12:0.99 17:0.87 21:0.40 27:0.44 28:0.57 34:0.49 36:0.17 37:0.46 81:0.66 91:0.17 106:0.81 126:0.54 135:0.81 150:0.48 161:0.98 167:0.61 175:0.75 178:0.55 181:0.98 187:0.39 206:0.81 215:0.67 216:0.55 235:0.42 241:0.59 244:0.61 257:0.65 259:0.21 267:0.44 277:0.69 297:0.36\n0 12:0.99 17:0.99 21:0.78 27:0.67 28:0.57 30:0.95 34:0.24 36:0.42 37:0.29 43:0.05 55:0.99 66:0.20 69:1.00 98:0.05 108:1.00 123:1.00 124:0.61 127:0.10 129:0.59 133:0.47 135:0.26 146:0.05 147:0.05 149:0.05 154:0.05 159:0.47 161:0.98 167:0.46 172:0.05 173:0.98 177:0.05 178:0.55 179:0.48 181:0.98 187:0.68 216:0.60 235:0.12 241:0.01 243:0.40 245:0.36 259:0.21 265:0.05 267:0.76 300:0.08\n0 12:0.99 17:1.00 21:0.78 27:0.56 28:0.57 34:0.33 36:0.74 37:0.44 43:0.06 66:0.36 69:0.99 98:0.05 108:0.99 123:0.99 127:0.05 129:0.05 135:0.20 146:0.05 147:0.05 149:0.05 154:0.06 159:0.05 161:0.98 167:0.45 172:0.05 173:0.88 177:0.05 178:0.55 181:0.98 187:0.21 216:0.16 235:0.12 243:0.51 259:0.21 265:0.05 267:0.82\n1 12:0.99 17:0.76 21:0.78 27:0.51 28:0.57 30:0.95 34:0.94 36:0.73 37:0.62 43:0.26 55:0.59 66:0.64 69:0.80 91:0.37 98:0.20 108:0.64 123:0.62 127:0.10 129:0.05 135:0.28 145:0.45 146:0.27 147:0.33 149:0.23 154:0.19 159:0.12 161:0.98 163:0.97 167:0.48 172:0.16 173:0.84 177:0.05 178:0.55 179:0.31 181:0.98 187:0.39 212:0.95 216:0.28 235:0.05 241:0.12 242:0.82 243:0.69 247:0.12 259:0.21 265:0.22 266:0.12 267:0.69 276:0.19 300:0.08\n0 12:0.99 17:0.89 21:0.78 27:0.52 28:0.57 30:0.95 34:0.88 36:0.75 37:0.48 43:0.28 55:0.98 66:0.20 69:0.78 91:0.12 98:0.08 108:0.61 123:0.59 124:0.61 127:0.22 129:0.59 133:0.47 135:0.47 146:0.05 147:0.05 149:0.17 154:0.20 159:0.29 161:0.98 167:0.47 172:0.05 173:0.83 177:0.05 178:0.55 179:0.99 181:0.98 187:0.68 216:0.20 235:0.31 241:0.07 243:0.40 245:0.36 259:0.21 265:0.08 267:0.28 300:0.08\n0 12:0.99 17:0.98 20:0.95 21:0.78 27:0.50 28:0.57 34:0.50 36:0.68 37:0.42 43:0.34 66:0.36 69:0.65 78:0.77 91:0.02 98:0.06 100:0.80 108:0.49 111:0.76 123:0.47 127:0.05 129:0.05 135:0.34 146:0.05 147:0.05 149:0.13 152:0.97 154:0.26 159:0.05 161:0.98 167:0.45 169:0.78 172:0.05 173:0.49 177:0.05 178:0.55 181:0.98 186:0.77 187:0.68 216:0.92 235:0.68 243:0.51 259:0.21 261:0.86 265:0.06 267:0.82\n0 12:0.99 17:0.22 21:0.78 27:0.72 28:0.57 34:0.29 36:0.62 37:0.79 43:0.29 66:0.36 69:0.75 91:0.46 98:0.06 108:0.58 123:0.55 127:0.05 129:0.05 135:0.30 146:0.05 147:0.05 149:0.12 154:0.21 159:0.05 161:0.98 167:0.64 172:0.05 173:0.47 177:0.05 178:0.55 181:0.98 187:0.87 216:0.46 235:0.05 241:0.64 243:0.51 265:0.06 267:0.36\n0 12:0.99 17:1.00 20:0.95 21:0.78 27:0.50 28:0.57 34:0.42 36:0.64 37:0.42 43:0.23 66:0.36 69:0.88 78:0.72 91:0.02 98:0.06 100:0.80 108:0.77 111:0.74 123:0.75 127:0.05 129:0.05 135:0.54 146:0.05 147:0.05 149:0.09 152:0.97 154:0.16 159:0.05 161:0.98 167:0.45 169:0.78 172:0.05 173:0.82 177:0.05 178:0.55 181:0.98 186:0.73 187:0.68 216:0.92 235:0.02 243:0.51 259:0.21 261:0.86 265:0.06 267:0.79\n0 8:0.58 12:0.99 17:0.88 20:0.96 21:0.78 27:0.52 28:0.57 34:0.45 36:0.44 37:0.30 78:0.77 91:0.54 100:0.85 111:0.79 120:0.65 135:0.58 140:0.45 151:0.56 152:0.89 153:0.72 161:0.98 162:0.71 164:0.73 167:0.57 169:0.83 175:0.75 181:0.98 186:0.78 187:0.21 202:0.63 216:0.65 220:0.62 235:0.05 241:0.53 244:0.61 248:0.59 256:0.64 257:0.65 259:0.21 260:0.66 261:0.89 267:0.76 268:0.66 277:0.69 285:0.62\n3 1:0.57 8:0.95 9:0.75 10:0.87 11:0.86 12:0.37 17:0.01 18:0.62 21:0.40 23:0.98 27:0.24 29:0.77 30:0.43 31:1.00 34:0.30 36:0.70 37:0.72 39:0.82 43:0.21 45:0.87 46:0.97 62:0.96 66:0.91 69:0.25 70:0.53 71:0.80 74:0.44 79:1.00 81:0.35 83:0.69 86:0.62 91:0.97 96:1.00 97:1.00 98:0.99 99:0.83 101:0.52 104:0.76 107:0.94 108:0.20 110:0.93 114:0.72 120:0.99 122:0.90 123:0.19 125:0.97 126:0.26 127:0.90 128:0.98 129:0.05 131:0.94 135:0.28 137:1.00 138:0.99 139:0.60 140:1.00 143:1.00 144:0.92 146:0.79 147:0.83 149:0.29 150:0.34 151:0.83 153:0.99 154:0.52 155:0.64 157:0.61 158:0.73 159:0.35 160:1.00 162:0.81 164:0.98 165:0.63 166:0.61 168:0.98 170:0.90 172:0.74 173:0.42 174:0.86 175:0.75 176:0.59 177:0.99 179:0.62 182:0.86 190:0.89 191:0.94 192:1.00 196:0.89 197:0.90 201:0.54 202:0.96 205:0.98 208:0.64 212:0.60 215:0.67 216:0.58 222:0.60 227:0.97 229:0.92 231:0.86 232:0.82 235:0.52 239:0.86 241:0.96 242:0.32 243:0.91 244:0.83 246:0.61 247:0.86 248:0.75 253:0.99 254:0.84 255:0.78 256:0.97 257:0.65 259:0.21 260:0.99 264:0.96 265:0.99 266:0.47 267:0.65 268:0.98 271:0.62 275:0.93 276:0.62 277:0.69 279:0.80 283:0.82 284:0.99 285:0.62 287:0.95 289:0.93 290:0.72 294:0.95 297:0.36 298:0.99 300:0.43\n0 1:0.60 7:0.65 8:0.89 9:0.72 10:0.96 11:0.84 12:0.37 17:0.97 18:0.68 21:0.22 23:0.97 27:0.68 29:0.77 30:0.54 32:0.66 34:0.88 36:0.62 37:0.89 39:0.82 43:0.15 45:0.98 46:0.99 56:0.97 62:0.98 66:0.60 69:0.82 70:0.75 71:0.80 74:0.61 75:0.96 77:0.70 80:0.98 81:0.54 82:0.99 83:0.56 86:0.61 88:0.98 91:0.15 96:0.78 97:0.94 98:0.85 99:0.95 101:0.47 102:0.96 104:0.95 106:0.81 107:0.97 108:0.67 110:0.96 114:0.82 120:0.67 122:0.93 123:0.65 124:0.52 125:0.99 126:0.43 127:0.74 128:0.97 129:0.05 131:0.61 133:0.43 135:0.37 139:0.60 140:0.45 143:0.99 144:0.85 145:0.69 146:0.92 147:0.66 149:0.33 150:0.43 151:0.75 153:0.48 154:0.37 155:0.55 157:0.61 158:0.75 159:0.65 160:0.97 162:0.86 164:0.66 165:0.65 166:0.61 168:0.97 170:0.90 172:0.94 173:0.80 174:0.96 175:0.75 176:0.62 177:0.88 179:0.18 182:0.61 187:0.21 190:0.95 192:0.99 193:0.95 195:0.80 197:0.98 201:0.62 202:0.50 204:0.80 205:0.97 206:0.81 208:0.50 212:0.90 215:0.79 216:0.34 220:0.62 222:0.60 226:0.95 227:0.61 229:0.61 230:0.68 231:0.73 233:0.76 235:0.52 236:0.92 239:0.96 241:0.24 242:0.12 243:0.39 244:0.93 245:0.98 246:0.61 247:0.99 248:0.72 253:0.78 254:0.74 255:0.74 256:0.58 257:0.93 259:0.21 260:0.67 264:0.96 265:0.85 266:0.47 267:0.36 268:0.59 271:0.62 275:0.99 276:0.93 277:0.69 279:0.75 282:0.75 283:0.66 285:0.55 287:0.61 289:0.94 290:0.82 294:0.99 295:0.98 297:0.36 300:0.70\n1 1:0.66 2:0.99 7:0.69 8:0.64 9:0.74 10:0.95 11:0.92 12:0.37 17:0.98 18:0.86 27:0.58 29:0.77 30:0.55 31:0.93 32:0.64 34:0.87 36:0.66 37:0.50 39:0.82 43:0.21 44:0.88 45:0.98 46:0.97 56:0.97 64:0.77 66:0.35 69:0.15 70:0.76 71:0.80 74:0.64 77:0.89 79:0.92 80:0.99 81:0.69 83:0.69 86:0.86 91:0.75 96:0.79 97:0.94 98:0.81 99:0.95 101:0.65 107:0.97 108:0.12 110:0.95 114:0.89 120:0.67 122:0.41 123:0.80 124:0.60 125:0.96 126:0.51 127:0.91 129:0.59 131:0.84 133:0.47 135:0.30 137:0.93 138:0.95 139:0.83 140:0.45 143:0.99 144:0.92 145:0.93 146:0.88 147:0.90 149:0.42 150:0.56 151:0.92 153:0.77 154:0.48 155:0.63 157:0.91 159:0.79 160:0.96 162:0.86 164:0.64 165:0.65 166:0.77 170:0.90 172:0.94 173:0.12 174:0.95 176:0.62 177:0.99 179:0.15 182:0.80 190:0.89 191:0.70 192:1.00 193:0.97 195:0.90 196:0.94 197:0.94 201:0.67 202:0.54 204:0.82 208:0.64 212:0.88 215:0.91 216:0.08 219:0.88 222:0.60 227:0.89 229:0.61 230:0.71 231:0.84 233:0.76 235:0.42 239:0.93 241:0.79 242:0.12 243:0.57 244:0.61 245:0.99 246:0.61 247:1.00 248:0.82 253:0.80 254:0.74 255:0.78 256:0.58 259:0.21 260:0.68 264:0.96 265:0.65 266:0.47 267:0.59 268:0.63 271:0.62 275:0.99 276:0.95 279:0.78 281:0.91 282:0.73 284:0.91 285:0.60 286:0.99 287:0.61 289:0.93 290:0.89 292:0.88 294:0.99 295:0.98 297:0.36 298:0.99 300:0.70\n2 1:0.63 7:0.66 8:0.72 9:0.73 10:0.81 11:0.86 12:0.37 17:0.91 18:0.92 21:0.13 27:0.49 29:0.77 30:0.57 31:0.95 32:0.65 34:0.67 36:0.75 37:0.78 39:0.82 43:0.57 44:0.88 45:0.92 46:0.98 48:0.91 56:0.97 64:0.77 66:0.54 69:0.86 70:0.59 71:0.80 74:0.57 77:0.70 79:0.95 80:0.99 81:0.63 82:0.98 83:0.56 86:0.83 88:0.98 91:0.23 96:0.80 97:0.89 98:0.72 99:0.95 101:0.52 104:0.81 106:0.81 107:0.95 108:0.12 110:0.94 114:0.82 117:0.86 120:0.68 122:0.57 123:0.12 124:0.52 125:0.97 126:0.51 127:0.56 129:0.05 131:0.84 133:0.45 135:0.60 137:0.95 138:0.95 139:0.80 140:0.45 143:0.99 144:0.85 145:0.49 146:0.44 147:0.75 149:0.59 150:0.49 151:0.70 153:0.46 154:0.19 155:0.58 157:0.61 158:0.73 159:0.44 160:0.96 162:0.86 164:0.66 165:0.65 166:0.77 170:0.90 172:0.86 173:0.95 174:0.79 175:0.75 176:0.62 177:0.96 179:0.26 182:0.61 187:0.39 190:0.98 191:0.82 192:1.00 193:0.95 195:0.65 196:0.94 197:0.81 201:0.65 202:0.56 204:0.82 206:0.81 208:0.61 212:0.93 215:0.79 216:0.30 220:0.74 222:0.60 227:0.89 229:0.61 230:0.68 231:0.67 232:0.87 233:0.65 235:0.52 239:0.82 241:0.02 242:0.16 243:0.63 244:0.83 245:0.95 246:0.61 247:0.98 248:0.65 253:0.79 254:0.92 255:0.74 256:0.64 257:0.84 259:0.21 260:0.69 264:0.96 265:0.72 266:0.27 267:0.36 268:0.64 271:0.62 275:0.97 276:0.83 277:0.87 279:0.74 281:0.86 282:0.74 283:0.82 284:0.93 285:0.60 286:0.99 287:0.61 289:0.93 290:0.82 294:0.98 297:0.36 298:0.99 300:0.55\n1 1:0.66 7:0.65 8:0.83 9:0.74 10:0.96 11:0.87 12:0.37 17:0.97 18:0.93 21:0.13 23:0.97 27:0.68 29:0.77 30:0.62 31:0.91 32:0.71 34:0.75 36:0.68 37:0.89 39:0.82 43:0.23 44:0.92 45:0.99 46:0.99 48:0.91 56:0.97 62:0.98 64:0.77 66:0.99 69:0.15 70:0.64 71:0.80 74:0.71 75:0.97 77:0.70 79:0.90 80:0.99 81:0.66 82:0.99 83:0.69 86:0.89 88:0.98 91:0.11 96:0.79 97:1.00 98:0.98 99:0.99 101:0.96 102:0.97 104:0.95 106:0.81 107:0.97 108:0.12 110:0.96 114:0.88 120:0.68 122:0.86 123:0.12 125:0.98 126:0.51 127:0.83 128:0.97 129:0.05 131:0.61 135:0.26 137:0.91 139:0.89 140:0.87 143:0.99 144:0.85 145:0.69 146:0.97 147:0.97 149:0.46 150:0.51 151:0.65 153:0.48 154:0.53 155:0.64 157:0.61 158:0.76 159:0.69 160:0.97 162:0.86 164:0.66 165:0.70 166:0.61 168:0.97 170:0.90 172:0.98 173:0.15 174:0.95 176:0.63 177:0.99 179:0.15 182:0.61 187:0.21 190:0.95 191:0.85 192:1.00 193:0.95 195:0.83 196:0.93 197:0.97 201:0.66 202:0.58 204:0.81 205:0.97 206:0.81 208:0.61 212:0.91 215:0.84 216:0.34 219:0.91 220:0.91 222:0.60 226:0.96 227:0.61 229:0.61 230:0.68 231:0.75 233:0.76 235:0.52 236:0.94 239:0.96 241:0.15 242:0.12 243:0.99 244:0.83 246:0.61 247:1.00 248:0.63 253:0.82 255:0.78 256:0.64 259:0.21 260:0.68 264:0.96 265:0.98 266:0.54 267:0.28 268:0.66 271:0.62 275:0.99 276:0.95 279:0.81 281:0.86 282:0.79 283:0.82 284:0.93 285:0.60 287:0.61 289:0.94 290:0.88 292:0.88 294:0.99 295:0.98 297:0.36 300:0.55\n0 1:0.60 7:0.65 8:0.59 9:0.72 10:0.96 11:0.84 12:0.37 17:0.95 18:0.68 21:0.22 23:0.97 27:0.68 29:0.77 30:0.53 32:0.66 34:0.90 36:0.55 37:0.89 39:0.82 43:0.17 45:0.97 46:0.99 56:0.97 62:0.98 66:0.98 69:0.15 70:0.72 71:0.80 74:0.59 75:0.96 77:0.70 80:0.98 81:0.54 82:0.99 83:0.56 86:0.61 88:0.98 91:0.22 96:0.79 97:0.97 98:0.97 99:0.95 101:0.47 102:0.96 104:0.95 106:0.81 107:0.97 108:0.12 110:0.96 114:0.82 120:0.67 122:0.93 123:0.12 125:0.99 126:0.43 127:0.78 128:0.97 129:0.05 131:0.61 135:0.49 139:0.60 140:0.45 143:0.99 144:0.85 145:0.69 146:0.95 147:0.96 149:0.34 150:0.43 151:0.75 153:0.48 154:0.37 155:0.55 157:0.61 158:0.75 159:0.61 160:0.97 162:0.86 164:0.68 165:0.65 166:0.61 168:0.97 170:0.90 172:0.96 173:0.18 174:0.96 175:0.75 176:0.62 177:0.99 179:0.19 182:0.61 187:0.21 190:0.95 192:0.99 193:0.95 195:0.77 197:0.98 201:0.62 202:0.53 204:0.80 205:0.97 206:0.81 208:0.50 212:0.89 215:0.79 216:0.34 220:0.82 222:0.60 226:0.95 227:0.61 229:0.61 230:0.68 231:0.73 233:0.76 235:0.52 236:0.92 239:0.96 241:0.35 242:0.13 243:0.98 244:0.93 246:0.61 247:0.99 248:0.73 253:0.78 254:0.74 255:0.74 256:0.58 257:0.65 259:0.21 260:0.68 264:0.96 265:0.97 266:0.47 267:0.36 268:0.62 271:0.62 275:0.99 276:0.92 277:0.69 279:0.77 282:0.75 283:0.82 285:0.55 287:0.61 289:0.94 290:0.82 294:0.99 295:0.98 297:0.36 300:0.55\n0 1:0.63 8:0.91 9:0.72 10:0.95 11:0.92 12:0.37 17:0.95 18:0.94 21:0.22 23:0.97 27:0.68 29:0.77 30:0.26 31:0.89 34:0.80 36:0.57 37:0.89 39:0.82 43:0.20 44:0.88 45:0.96 46:0.97 48:0.91 56:0.97 62:0.98 64:0.77 66:0.99 69:0.17 70:0.75 71:0.80 74:0.42 75:0.96 76:0.85 77:0.70 79:0.89 80:0.99 81:0.54 82:0.99 83:0.60 86:0.86 88:0.98 91:0.15 96:0.76 97:0.97 98:0.98 99:0.95 101:0.96 102:0.96 107:0.96 108:0.14 110:0.94 114:0.73 122:0.99 123:0.13 125:0.97 126:0.43 127:0.80 128:0.97 129:0.05 131:0.61 135:0.19 137:0.89 139:0.85 140:0.80 143:0.99 144:0.92 145:0.69 146:0.96 147:0.97 149:0.29 150:0.44 151:0.61 153:0.48 154:0.31 155:0.57 157:0.78 158:0.72 159:0.67 160:0.96 162:0.86 165:0.65 166:0.61 168:0.97 170:0.90 172:0.97 173:0.16 174:0.95 176:0.59 177:0.99 179:0.17 182:0.73 187:0.21 190:0.98 191:0.79 192:0.98 193:0.95 195:0.82 196:0.92 197:0.97 201:0.62 202:0.50 204:0.80 205:0.97 208:0.54 212:0.91 216:0.34 219:0.90 220:0.74 222:0.60 226:0.96 227:0.61 229:0.61 231:0.77 235:0.52 236:0.92 239:0.95 241:0.10 242:0.12 243:0.99 244:0.83 246:0.61 247:1.00 248:0.59 253:0.65 254:0.94 255:0.72 256:0.58 259:0.21 264:0.96 265:0.98 266:0.54 267:0.28 268:0.59 271:0.62 275:0.99 276:0.93 279:0.77 281:0.86 282:0.72 284:0.88 285:0.55 287:0.61 289:0.92 290:0.73 292:0.88 294:0.99 295:0.98 300:0.55\n2 1:0.58 2:1.00 8:0.96 9:0.74 10:0.82 11:0.84 12:0.37 17:0.30 18:0.63 21:0.05 27:0.24 29:0.77 30:0.60 31:0.88 34:0.76 36:0.81 37:0.72 39:0.82 43:0.23 45:0.81 46:0.96 56:0.97 66:0.86 69:0.42 70:0.67 71:0.80 74:0.36 79:0.87 81:0.34 83:0.56 86:0.62 91:0.73 96:0.88 98:0.88 101:0.47 104:0.76 107:0.92 108:0.32 110:0.92 120:0.79 122:0.83 123:0.31 125:0.97 126:0.26 127:0.43 129:0.05 131:0.95 135:0.30 137:0.88 138:0.96 139:0.61 140:0.87 143:0.99 144:0.92 146:0.64 147:0.69 149:0.24 150:0.38 151:0.75 153:0.48 154:0.22 155:0.63 157:0.61 159:0.24 160:0.98 162:0.76 164:0.78 166:0.77 170:0.90 172:0.59 173:0.64 174:0.79 175:0.75 177:0.99 178:0.42 179:0.70 182:0.88 187:0.95 190:0.98 191:0.84 192:0.99 196:0.87 197:0.82 201:0.55 202:0.74 208:0.61 212:0.72 216:0.58 220:0.74 222:0.60 227:0.97 229:0.94 231:0.88 232:0.82 235:0.12 239:0.81 241:0.70 242:0.19 243:0.86 244:0.93 246:0.61 247:0.79 248:0.74 253:0.82 254:0.95 255:0.78 256:0.79 257:0.65 259:0.21 260:0.79 264:0.96 265:0.88 266:0.38 267:0.36 268:0.78 271:0.62 275:0.93 276:0.44 277:0.69 279:0.77 284:0.88 285:0.62 287:0.96 289:0.93 294:0.95 295:0.98 300:0.55\n0 1:0.60 7:0.65 9:0.72 10:0.95 11:0.91 12:0.37 17:0.96 18:0.68 21:0.22 23:0.97 27:0.68 29:0.77 30:0.61 32:0.66 34:0.75 36:0.55 37:0.89 39:0.82 43:0.17 45:0.98 46:0.99 56:0.97 62:0.98 66:0.99 69:0.15 70:0.68 71:0.80 74:0.64 75:0.96 77:0.70 80:0.98 81:0.54 82:0.99 83:0.56 86:0.61 88:0.98 91:0.11 96:0.78 97:0.97 98:0.98 99:0.95 101:0.52 102:0.96 104:0.95 106:0.81 107:0.97 108:0.12 110:0.96 114:0.82 120:0.67 122:0.86 123:0.12 125:0.99 126:0.43 127:0.83 128:0.97 129:0.05 131:0.61 135:0.30 139:0.60 140:0.45 143:0.99 144:0.92 145:0.69 146:0.97 147:0.98 149:0.40 150:0.43 151:0.75 153:0.48 154:0.14 155:0.55 157:0.85 158:0.75 159:0.71 160:0.97 162:0.86 164:0.66 165:0.65 166:0.61 168:0.97 170:0.90 172:0.97 173:0.14 174:0.95 176:0.62 177:0.99 179:0.16 182:0.76 187:0.21 190:0.95 191:0.76 192:0.99 193:0.95 195:0.85 197:0.97 201:0.62 202:0.50 204:0.80 205:0.97 206:0.81 208:0.50 212:0.88 215:0.79 216:0.34 220:0.62 222:0.60 226:0.95 227:0.61 229:0.61 230:0.68 231:0.80 233:0.76 235:0.52 236:0.92 239:0.95 241:0.18 242:0.17 243:0.99 244:0.83 246:0.61 247:0.99 248:0.72 253:0.79 254:0.93 255:0.74 256:0.58 259:0.21 260:0.67 264:0.96 265:0.98 266:0.54 267:0.28 268:0.59 271:0.62 275:0.99 276:0.94 279:0.77 282:0.75 283:0.82 285:0.55 287:0.61 289:0.94 290:0.82 294:0.99 295:0.98 297:0.36 300:0.70\n1 1:0.65 10:0.99 11:0.64 12:0.95 17:0.77 18:0.71 21:0.30 26:0.94 27:0.15 29:0.62 30:0.62 34:0.89 36:0.34 37:0.64 39:0.97 43:0.57 45:0.97 56:0.97 58:0.93 66:0.98 69:0.19 70:0.61 74:0.53 75:0.95 80:0.99 81:0.45 82:0.98 83:0.54 86:0.76 88:0.99 91:0.11 98:0.99 99:0.95 101:0.69 102:0.95 108:0.15 122:0.99 123:0.15 126:0.31 127:0.89 129:0.05 131:0.61 135:0.23 139:0.72 141:0.91 144:0.76 145:0.50 146:0.94 147:0.95 149:0.81 150:0.42 154:0.58 155:0.51 157:0.86 159:0.60 165:0.63 166:0.75 170:0.79 172:0.95 173:0.22 174:0.99 177:0.96 178:0.55 179:0.22 182:0.77 187:0.39 192:0.46 193:0.97 195:0.73 197:0.99 199:0.94 201:0.61 204:0.79 208:0.49 212:0.90 216:0.38 222:0.20 223:0.92 224:0.93 226:0.96 227:0.61 229:0.61 231:0.64 234:0.91 235:0.60 236:0.92 239:0.99 241:0.01 242:0.31 243:0.98 244:0.61 246:0.90 247:0.95 251:1.00 253:0.42 254:0.94 259:0.21 264:0.93 265:0.99 266:0.54 267:0.65 271:0.24 274:0.91 275:0.99 276:0.90 287:0.61 294:1.00 300:0.70\n1 1:0.67 8:0.93 10:1.00 11:0.55 12:0.95 17:0.89 18:0.64 21:0.30 26:0.94 27:0.15 29:0.62 30:0.95 33:0.97 34:0.74 36:0.46 37:0.64 39:0.97 43:0.57 45:0.94 55:0.52 56:0.97 58:0.93 66:1.00 69:0.21 70:0.19 74:0.49 75:0.96 80:0.99 81:0.48 82:0.98 83:0.54 86:0.72 88:0.99 91:0.04 97:0.89 98:1.00 99:0.95 101:0.46 102:0.95 108:0.17 122:0.98 123:0.16 126:0.31 127:0.96 129:0.05 131:0.61 135:0.24 139:0.68 141:0.91 144:0.76 145:0.52 146:1.00 147:1.00 149:0.87 150:0.44 154:0.58 155:0.52 157:0.84 159:0.91 165:0.63 166:0.75 170:0.79 172:1.00 173:0.08 174:1.00 177:0.96 178:0.55 179:0.09 182:0.77 187:0.39 192:0.47 193:0.96 195:0.98 197:1.00 199:0.94 201:0.62 204:0.82 208:0.49 212:0.94 216:0.38 222:0.20 223:0.92 224:0.93 226:0.96 227:0.61 229:0.61 231:0.64 234:0.91 235:0.68 236:0.92 239:0.99 241:0.02 242:0.80 243:1.00 244:0.61 246:0.90 247:0.93 251:1.00 253:0.40 254:0.94 259:0.21 264:0.93 265:1.00 266:0.38 267:0.19 271:0.24 274:0.91 275:0.98 276:1.00 279:0.75 287:0.61 291:0.97 294:0.99 295:0.98 300:0.55\n0 7:0.66 10:0.97 11:0.55 12:0.95 17:0.95 18:0.58 21:0.47 26:0.99 27:0.69 29:0.62 30:0.21 32:0.64 34:0.19 36:0.78 37:0.63 39:0.97 43:0.15 45:0.95 55:0.52 58:0.98 66:0.59 69:0.83 70:0.78 74:0.37 81:0.29 86:0.59 91:0.29 98:0.80 101:0.46 104:0.76 108:0.68 120:0.56 123:0.65 124:0.60 126:0.23 127:0.79 129:0.05 131:0.61 133:0.65 135:0.97 139:0.58 140:0.45 141:0.99 144:0.76 145:0.61 146:0.95 147:0.50 149:0.23 150:0.32 151:0.49 153:0.48 154:0.28 157:0.85 159:0.78 162:0.62 164:0.55 166:0.61 170:0.79 172:0.93 173:0.72 174:0.97 175:0.75 177:0.38 179:0.18 182:0.76 187:0.39 190:0.98 195:0.90 197:0.97 199:0.99 202:0.50 212:0.89 215:0.63 216:0.10 220:0.93 222:0.20 223:0.99 224:0.99 227:0.61 229:0.61 230:0.68 231:0.63 233:0.76 234:0.98 235:0.52 239:0.95 241:0.10 242:0.36 243:0.07 244:0.61 245:0.96 246:0.61 247:0.88 248:0.48 253:0.33 254:0.93 256:0.45 257:0.93 259:0.21 260:0.56 264:0.93 265:0.80 266:0.71 267:0.28 268:0.46 271:0.24 274:0.97 275:0.99 276:0.92 277:0.69 285:0.45 287:0.61 294:0.99 297:0.36 300:0.84\n1 1:0.58 10:0.96 11:0.64 12:0.95 17:0.88 18:0.76 21:0.30 26:0.94 27:0.28 29:0.62 30:0.87 34:0.92 36:0.27 37:0.24 39:0.97 43:0.57 45:0.91 56:0.97 58:0.93 66:0.84 69:0.21 70:0.41 74:0.43 80:0.99 81:0.39 82:0.98 83:0.54 86:0.84 88:0.99 91:0.25 98:0.79 99:0.83 101:0.69 102:0.95 108:0.17 122:0.99 123:0.16 124:0.37 126:0.31 127:0.57 129:0.05 131:0.61 133:0.36 135:0.56 139:0.78 141:0.91 144:0.76 145:0.77 146:0.76 147:0.80 149:0.44 150:0.37 154:0.56 155:0.52 157:0.83 159:0.44 165:0.63 166:0.75 170:0.79 172:0.74 173:0.29 174:0.93 175:0.75 177:0.88 178:0.55 179:0.55 182:0.77 187:0.87 192:0.46 193:0.96 195:0.66 197:0.96 199:0.94 201:0.56 204:0.82 208:0.49 212:0.58 216:0.34 222:0.20 223:0.92 224:0.93 227:0.61 229:0.61 231:0.64 234:0.91 235:0.42 236:0.92 239:0.95 241:0.30 242:0.30 243:0.85 244:0.61 245:0.58 246:0.89 247:0.79 253:0.37 254:0.84 257:0.65 259:0.21 264:0.93 265:0.79 266:0.47 267:0.19 271:0.24 274:0.91 275:0.96 276:0.60 277:0.69 287:0.61 294:0.99 300:0.55\n0 1:0.66 10:0.99 11:0.64 12:0.95 17:0.77 18:0.71 21:0.22 26:0.98 27:0.15 29:0.62 30:0.60 32:0.67 34:0.79 36:0.56 37:0.64 39:0.97 43:0.57 45:0.97 56:0.97 58:0.93 66:0.33 69:0.19 70:0.59 74:0.52 75:0.95 80:0.99 81:0.58 82:0.99 83:0.54 86:0.77 88:0.98 91:0.17 98:0.71 99:0.95 101:0.69 102:0.96 104:0.89 106:0.81 108:0.15 122:0.99 123:0.74 124:0.60 126:0.43 127:0.91 129:0.59 131:0.61 133:0.47 135:0.21 139:0.72 141:0.91 144:0.76 145:0.50 146:0.76 147:0.80 149:0.82 150:0.50 154:0.58 155:0.51 157:0.86 159:0.57 165:0.63 166:0.75 170:0.79 172:0.89 173:0.23 174:0.99 177:0.96 178:0.55 179:0.21 182:0.77 187:0.39 192:0.49 193:0.97 195:0.71 197:0.99 199:0.97 201:0.65 204:0.79 206:0.81 208:0.49 212:0.93 215:0.79 216:0.38 222:0.20 223:0.98 224:0.93 226:0.95 227:0.61 229:0.61 231:0.64 234:0.91 235:0.60 236:0.94 239:0.99 242:0.31 243:0.57 244:0.61 245:0.98 246:0.90 247:0.97 251:1.00 253:0.42 254:0.94 259:0.21 264:0.93 265:0.70 266:0.54 267:0.73 271:0.24 274:0.91 275:0.99 276:0.91 283:0.82 287:0.61 294:1.00 297:0.36 300:0.84\n0 7:0.66 10:0.97 11:0.55 12:0.95 17:0.91 18:0.61 21:0.47 26:0.99 27:0.69 29:0.62 30:0.14 32:0.64 34:0.40 36:0.39 37:0.63 39:0.97 43:0.20 45:0.95 58:0.98 66:0.93 69:0.82 70:0.83 74:0.34 81:0.34 86:0.64 91:0.37 98:0.89 101:0.46 104:0.76 108:0.67 120:0.65 123:0.65 124:0.36 126:0.23 127:0.81 129:0.05 131:0.61 133:0.38 135:0.60 139:0.61 140:0.45 141:0.99 144:0.76 145:0.41 146:0.96 147:0.50 149:0.25 150:0.38 151:0.60 153:0.48 154:0.33 157:0.85 159:0.72 162:0.86 164:0.55 166:0.61 170:0.79 172:0.96 173:0.76 174:0.97 177:0.38 179:0.19 182:0.76 187:0.21 190:0.98 195:0.84 197:0.96 199:0.99 202:0.36 212:0.92 215:0.63 216:0.10 220:0.62 222:0.20 223:0.99 224:1.00 227:0.61 229:0.61 230:0.68 231:0.63 233:0.76 234:1.00 235:0.60 239:0.95 241:0.18 242:0.36 243:0.07 244:0.61 245:0.85 246:0.61 247:0.88 248:0.59 253:0.30 254:0.93 256:0.45 257:0.93 259:0.21 260:0.66 264:0.93 265:0.89 266:0.71 267:0.19 268:0.46 271:0.24 274:0.97 275:0.98 276:0.92 283:0.67 285:0.45 287:0.61 294:0.99 297:0.36 300:0.84\n0 10:0.86 11:0.64 12:0.95 17:0.16 18:0.71 21:0.78 26:0.97 27:0.20 29:0.62 30:0.66 33:0.97 34:0.75 36:0.61 37:0.66 39:0.97 43:0.64 45:0.73 55:0.59 58:0.93 66:0.85 69:0.47 70:0.53 74:0.40 82:0.98 86:0.77 88:0.99 91:0.20 98:0.84 101:0.52 102:0.95 108:0.36 123:0.35 127:0.35 129:0.05 131:0.61 135:0.34 139:0.72 141:0.91 144:0.76 145:0.54 146:0.60 147:0.65 149:0.35 154:0.53 157:0.76 159:0.22 166:0.61 170:0.79 172:0.57 173:0.69 174:0.79 177:0.96 178:0.55 179:0.68 182:0.73 187:0.68 193:0.94 195:0.57 197:0.85 199:0.95 212:0.88 216:0.60 222:0.20 223:0.97 224:0.93 227:0.61 229:0.61 231:0.62 234:0.91 235:0.12 239:0.88 241:0.27 242:0.22 243:0.86 244:0.61 246:0.61 247:0.74 253:0.35 254:0.97 259:0.21 264:0.93 265:0.84 266:0.23 267:0.65 271:0.24 274:0.91 275:0.91 276:0.44 287:0.61 291:0.97 294:0.96 300:0.43\n0 10:0.91 11:0.64 12:0.95 17:0.61 18:0.77 21:0.78 26:0.97 27:0.02 29:0.62 30:0.61 33:0.97 34:0.53 36:0.51 37:0.95 39:0.97 43:0.62 45:0.85 58:0.93 66:0.10 69:0.60 70:0.48 74:0.32 86:0.75 91:0.14 98:0.31 101:0.69 108:0.46 122:0.57 123:0.79 124:0.69 127:0.20 129:0.05 131:0.61 133:0.66 135:0.70 139:0.72 141:0.91 144:0.76 145:0.41 146:0.53 147:0.59 149:0.63 154:0.51 157:0.80 159:0.54 166:0.61 170:0.79 172:0.51 173:0.39 174:0.88 175:0.91 177:0.70 178:0.55 179:0.35 182:0.74 187:0.68 197:0.91 199:0.96 202:0.36 212:0.59 216:0.87 222:0.20 223:0.97 224:0.93 227:0.61 229:0.61 231:0.62 234:0.91 235:0.31 239:0.89 241:0.57 242:0.14 243:0.58 244:0.83 245:0.70 246:0.61 247:0.79 253:0.29 257:0.84 259:0.21 264:0.93 265:0.29 266:0.75 267:0.28 271:0.24 274:0.91 275:0.95 276:0.54 277:0.95 287:0.61 291:0.97 294:0.97 300:0.43\n1 1:0.67 8:0.92 9:0.72 10:1.00 11:0.55 12:0.95 17:0.89 18:0.64 21:0.30 23:0.96 26:0.94 27:0.15 29:0.62 30:0.95 33:0.97 34:0.44 36:0.50 37:0.64 39:0.97 43:0.57 45:0.94 55:0.52 56:0.97 58:0.93 62:0.97 66:1.00 69:0.21 70:0.19 74:0.49 75:0.95 80:0.99 81:0.48 82:0.98 83:0.54 86:0.72 88:0.99 91:0.14 98:1.00 99:0.95 101:0.46 102:0.95 108:0.17 122:0.98 123:0.16 126:0.31 127:0.95 128:0.96 129:0.05 131:0.82 135:0.34 139:0.68 140:0.45 141:0.91 143:0.99 144:0.76 145:0.52 146:1.00 147:1.00 149:0.87 150:0.44 151:0.58 153:0.69 154:0.58 155:0.54 157:0.84 159:0.91 162:0.86 165:0.63 166:0.75 168:0.96 170:0.79 172:1.00 173:0.08 174:1.00 177:0.96 179:0.09 182:0.77 187:0.39 190:0.95 191:0.76 192:0.48 193:0.96 195:0.98 197:1.00 199:0.94 201:0.62 202:0.46 204:0.82 205:0.95 208:0.49 212:0.94 216:0.38 220:0.87 222:0.20 223:0.92 224:0.93 226:0.96 227:0.87 229:0.87 231:0.64 234:0.91 235:0.68 236:0.92 239:0.99 241:0.15 242:0.80 243:1.00 244:0.61 246:0.90 247:0.93 248:0.57 251:1.00 253:0.40 254:0.94 255:0.70 256:0.45 259:0.21 264:0.93 265:1.00 266:0.38 267:0.19 268:0.55 271:0.24 274:0.91 275:0.98 276:1.00 285:0.49 287:0.92 291:0.97 294:0.99 300:0.55\n1 7:0.66 8:0.74 10:0.88 11:0.55 12:0.95 17:0.13 18:0.63 21:0.40 26:0.99 27:0.21 29:0.62 30:0.15 34:0.56 36:0.77 37:0.74 39:0.97 43:0.57 45:0.73 55:0.52 58:0.99 66:0.54 69:0.12 70:0.90 74:0.39 80:0.98 81:0.30 86:0.65 91:0.44 98:0.50 101:0.46 104:0.84 106:0.81 108:0.10 120:0.74 123:0.10 124:0.52 126:0.23 127:0.44 129:0.05 131:0.61 133:0.45 135:0.19 139:0.63 140:0.80 141:0.99 144:0.76 146:0.65 147:0.70 149:0.37 150:0.33 151:0.65 153:0.48 154:0.47 157:0.78 159:0.56 162:0.70 164:0.71 166:0.61 170:0.79 172:0.57 173:0.16 174:0.83 175:0.75 177:0.88 178:0.42 179:0.59 182:0.73 187:0.39 190:0.98 197:0.87 199:0.98 202:0.63 206:0.81 212:0.59 215:0.67 216:0.95 222:0.20 223:0.99 224:0.99 227:0.61 229:0.61 230:0.68 231:0.62 233:0.76 234:0.99 235:0.42 239:0.87 241:0.30 242:0.12 243:0.62 244:0.83 245:0.75 246:0.61 247:0.91 248:0.66 253:0.34 256:0.64 257:0.65 259:0.21 260:0.74 264:0.93 265:0.52 266:0.63 267:0.69 268:0.65 271:0.24 274:0.98 275:0.95 276:0.52 277:0.69 283:0.82 285:0.45 287:0.61 294:0.96 297:0.36 300:0.70\n0 1:0.58 10:0.95 11:0.64 12:0.95 17:0.76 18:0.78 21:0.30 26:0.99 27:0.43 29:0.62 30:0.40 34:0.69 36:0.42 37:0.29 39:0.97 43:0.61 45:0.92 56:0.97 58:0.98 66:0.63 69:0.48 70:0.96 74:0.35 80:0.99 81:0.39 82:0.98 83:0.54 86:0.78 88:0.99 91:0.22 98:0.67 99:0.83 101:0.69 102:0.95 108:0.37 120:0.65 122:0.99 123:0.36 124:0.64 126:0.31 127:0.84 129:0.05 131:0.61 133:0.72 135:0.20 139:0.74 140:0.45 141:0.99 144:0.76 145:0.89 146:0.90 147:0.92 149:0.75 150:0.37 151:0.60 153:0.48 154:0.51 155:0.51 157:0.83 159:0.79 162:0.86 164:0.55 165:0.63 166:0.75 170:0.79 172:0.82 173:0.30 174:0.94 177:0.96 179:0.38 182:0.77 187:0.39 190:0.98 192:0.46 193:0.97 195:0.90 197:0.96 199:0.95 201:0.56 202:0.36 204:0.81 208:0.49 212:0.54 216:0.46 220:0.62 222:0.20 223:0.99 224:1.00 227:0.61 229:0.61 231:0.64 234:1.00 235:0.42 236:0.92 239:0.95 241:0.41 242:0.16 243:0.69 244:0.83 245:0.81 246:0.89 247:0.96 248:0.59 253:0.31 256:0.45 259:0.21 260:0.66 264:0.93 265:0.68 266:0.87 267:0.52 268:0.46 271:0.24 274:0.97 275:0.98 276:0.78 285:0.45 287:0.61 294:0.99 300:0.94\n0 10:0.92 11:0.64 12:0.95 17:0.51 18:0.63 21:0.59 26:0.98 27:0.67 29:0.62 30:0.68 32:0.64 34:0.78 36:0.45 37:0.57 39:0.97 43:0.39 45:0.77 58:0.93 66:0.86 69:0.37 70:0.21 74:0.36 81:0.28 86:0.72 91:0.38 98:0.81 101:0.69 104:0.97 106:0.81 108:0.29 123:0.28 126:0.23 127:0.29 129:0.05 131:0.61 135:0.68 139:0.67 141:0.91 144:0.76 145:0.56 146:0.56 147:0.62 149:0.29 150:0.30 154:0.56 157:0.78 159:0.20 166:0.61 170:0.79 172:0.61 173:0.60 174:0.88 177:0.96 178:0.55 179:0.59 182:0.73 187:0.87 195:0.55 197:0.90 199:0.97 206:0.81 212:0.95 215:0.55 216:0.36 222:0.20 223:0.98 224:0.93 227:0.61 229:0.61 231:0.62 234:0.91 235:0.68 239:0.89 241:0.03 242:0.31 243:0.87 244:0.61 246:0.61 247:0.76 253:0.32 254:0.95 259:0.21 264:0.93 265:0.81 266:0.12 267:0.28 271:0.24 274:0.91 275:0.93 276:0.50 283:0.82 287:0.61 294:0.96 297:0.36 300:0.18\n0 10:0.89 11:0.55 12:0.95 17:0.32 18:0.75 21:0.78 26:0.96 27:0.21 29:0.62 30:0.17 34:0.62 36:0.85 37:0.74 39:0.97 43:0.26 45:0.77 55:0.45 58:0.93 66:0.48 69:0.74 70:0.90 74:0.44 86:0.68 91:0.23 98:0.46 101:0.46 108:0.57 122:0.95 123:0.54 124:0.57 127:0.35 129:0.05 131:0.61 133:0.45 135:0.20 139:0.66 141:0.91 144:0.76 146:0.64 147:0.69 149:0.31 154:0.46 157:0.79 159:0.55 166:0.61 170:0.79 172:0.59 173:0.67 174:0.88 175:0.75 177:0.88 178:0.55 179:0.47 182:0.73 187:0.39 197:0.89 199:0.95 202:0.50 212:0.60 216:0.95 222:0.20 223:0.96 224:0.93 227:0.61 229:0.61 231:0.62 234:0.91 235:0.52 239:0.88 241:0.18 242:0.24 243:0.60 244:0.61 245:0.81 246:0.61 247:0.88 253:0.37 254:0.93 257:0.65 259:0.21 264:0.93 265:0.48 266:0.75 267:0.36 271:0.24 274:0.91 275:0.95 276:0.57 277:0.69 287:0.61 294:0.96 300:0.84\n0 1:0.66 10:0.99 11:0.64 12:0.95 17:0.81 18:0.72 21:0.22 26:0.98 27:0.15 29:0.62 30:0.58 32:0.67 34:0.89 36:0.55 37:0.64 39:0.97 43:0.57 45:0.97 56:0.97 58:0.93 66:0.98 69:0.19 70:0.59 74:0.54 75:0.95 80:0.99 81:0.58 82:0.99 83:0.54 86:0.77 88:0.98 91:0.25 98:0.99 99:0.95 101:0.69 102:0.96 104:0.89 106:0.81 108:0.15 122:0.99 123:0.15 126:0.43 127:0.89 129:0.05 131:0.61 135:0.23 139:0.72 141:0.91 144:0.76 145:0.50 146:0.92 147:0.94 149:0.83 150:0.50 154:0.58 155:0.51 157:0.86 159:0.54 165:0.63 166:0.75 170:0.79 172:0.96 173:0.24 174:0.99 177:0.96 178:0.55 179:0.20 182:0.77 187:0.39 192:0.49 193:0.97 195:0.69 197:1.00 199:0.97 201:0.65 204:0.79 206:0.81 208:0.49 212:0.92 215:0.79 216:0.38 222:0.20 223:0.98 224:0.93 226:0.95 227:0.61 229:0.61 231:0.64 234:0.91 235:0.60 236:0.94 239:0.99 242:0.30 243:0.98 244:0.61 246:0.90 247:0.98 251:1.00 253:0.43 254:0.94 259:0.21 264:0.93 265:0.99 266:0.38 267:0.69 271:0.24 274:0.91 275:0.99 276:0.91 283:0.82 287:0.61 294:1.00 297:0.36 300:0.70\n1 1:0.58 10:0.95 11:0.64 12:0.95 17:0.81 18:0.78 21:0.30 26:0.96 27:0.43 29:0.62 30:0.27 34:0.81 36:0.39 37:0.29 39:0.97 43:0.62 45:0.92 56:0.97 58:0.93 66:0.53 69:0.48 70:0.95 74:0.40 80:0.99 81:0.39 82:0.98 83:0.54 86:0.78 88:0.99 91:0.15 98:0.66 99:0.83 101:0.69 102:0.95 108:0.37 122:0.90 123:0.36 124:0.64 126:0.31 127:0.82 129:0.05 131:0.61 133:0.60 135:0.21 139:0.74 141:0.91 144:0.76 145:0.89 146:0.90 147:0.92 149:0.75 150:0.37 154:0.51 155:0.51 157:0.83 159:0.79 165:0.63 166:0.75 170:0.79 172:0.82 173:0.29 174:0.94 177:0.96 178:0.55 179:0.33 182:0.77 187:0.39 192:0.46 193:0.97 195:0.91 197:0.96 199:0.95 201:0.56 204:0.81 208:0.49 212:0.54 216:0.46 222:0.20 223:0.96 224:0.93 227:0.61 229:0.61 231:0.64 234:0.91 235:0.42 236:0.92 239:0.95 241:0.15 242:0.16 243:0.62 244:0.83 245:0.90 246:0.89 247:0.97 253:0.35 259:0.21 264:0.93 265:0.67 266:0.84 267:0.52 271:0.24 274:0.91 275:0.98 276:0.82 287:0.61 294:0.99 300:0.84\n1 1:0.58 10:0.92 11:0.64 12:0.95 17:0.03 18:0.65 21:0.40 26:0.96 27:0.26 29:0.62 30:0.66 34:0.67 36:0.36 37:0.58 39:0.97 43:0.60 45:0.83 55:0.71 56:0.97 58:0.93 66:0.92 69:0.23 70:0.49 74:0.35 81:0.38 83:0.54 86:0.67 91:0.12 98:0.94 99:0.83 101:0.69 108:0.18 122:0.98 123:0.18 126:0.31 127:0.62 129:0.05 131:0.61 135:0.30 139:0.66 141:0.91 144:0.76 146:0.92 147:0.93 149:0.50 150:0.36 154:0.52 155:0.47 157:0.81 159:0.53 165:0.63 166:0.75 170:0.79 172:0.79 173:0.25 174:0.95 177:0.96 178:0.55 179:0.50 182:0.77 187:0.87 192:0.44 197:0.97 199:0.95 201:0.55 208:0.49 212:0.48 216:0.90 222:0.20 223:0.96 224:0.93 227:0.61 229:0.61 231:0.64 234:0.91 235:0.52 236:0.92 239:0.90 241:0.07 242:0.31 243:0.92 244:0.83 246:0.89 247:0.94 253:0.32 259:0.21 264:0.93 265:0.94 266:0.47 267:0.28 271:0.24 274:0.91 275:0.96 276:0.68 287:0.61 294:0.97 300:0.43\n1 1:0.62 10:0.95 11:0.64 12:0.95 17:0.87 18:0.76 21:0.30 26:0.94 27:0.28 29:0.62 30:0.87 34:0.96 36:0.33 37:0.24 39:0.97 43:0.56 44:0.88 45:0.90 56:0.97 58:0.93 64:0.77 66:0.83 69:0.44 70:0.36 74:0.43 80:1.00 81:0.61 82:0.99 83:0.60 86:0.84 88:0.99 91:0.23 98:0.78 99:0.95 101:0.69 102:0.96 108:0.34 122:0.97 123:0.33 124:0.37 126:0.43 127:0.64 129:0.05 131:0.61 133:0.36 135:0.44 139:0.84 141:0.91 144:0.76 145:0.79 146:0.76 147:0.80 149:0.34 150:0.50 154:0.55 155:0.55 157:0.82 159:0.45 165:0.70 166:0.75 170:0.79 172:0.71 173:0.48 174:0.93 175:0.75 177:0.88 178:0.55 179:0.59 182:0.77 187:0.87 192:0.51 193:0.98 195:0.66 197:0.95 199:0.94 201:0.61 204:0.84 208:0.54 212:0.61 216:0.34 222:0.20 223:0.92 224:0.93 227:0.61 229:0.61 231:0.64 234:0.91 235:0.52 236:0.94 239:0.95 241:0.46 242:0.24 243:0.84 244:0.61 245:0.57 246:0.89 247:0.79 253:0.37 254:0.86 257:0.65 259:0.21 264:0.93 265:0.78 266:0.63 267:0.44 271:0.24 274:0.91 275:0.96 276:0.57 277:0.69 281:0.86 287:0.61 294:0.99 300:0.43\n0 1:0.58 10:0.87 11:0.64 12:0.95 17:0.26 18:0.66 21:0.40 26:0.99 27:0.20 29:0.62 30:0.58 34:0.69 36:0.51 37:0.66 39:0.97 43:0.63 45:0.77 56:0.97 58:0.98 66:0.80 69:0.52 70:0.44 74:0.38 80:0.99 81:0.38 82:0.98 83:0.54 86:0.68 88:0.99 91:0.14 98:0.78 99:0.83 101:0.69 102:0.95 108:0.40 120:0.56 122:0.90 123:0.38 126:0.31 127:0.27 129:0.05 131:0.61 135:0.42 139:0.66 140:0.45 141:0.99 144:0.76 145:0.41 146:0.60 147:0.66 149:0.41 150:0.36 151:0.49 153:0.48 154:0.53 155:0.49 157:0.78 159:0.22 162:0.86 164:0.55 165:0.63 166:0.75 170:0.79 172:0.45 173:0.69 174:0.83 175:0.75 177:0.88 179:0.75 182:0.77 187:0.68 190:0.98 192:0.45 193:0.97 195:0.58 197:0.88 199:0.94 201:0.55 202:0.36 204:0.79 208:0.49 212:0.55 216:0.60 220:0.93 222:0.20 223:0.99 224:0.99 227:0.61 229:0.61 231:0.64 234:0.98 235:0.52 236:0.92 239:0.90 241:0.52 242:0.40 243:0.82 244:0.83 246:0.89 247:0.55 248:0.48 253:0.34 256:0.45 257:0.65 259:0.21 260:0.56 264:0.93 265:0.79 266:0.27 267:0.65 268:0.46 271:0.24 274:0.97 275:0.93 276:0.33 277:0.69 285:0.45 287:0.61 294:0.97 300:0.33\n1 1:0.58 10:0.95 11:0.64 12:0.95 17:0.78 18:0.78 21:0.30 26:0.96 27:0.43 29:0.62 30:0.38 34:0.83 36:0.30 37:0.29 39:0.97 43:0.62 45:0.92 56:0.97 58:0.93 66:0.62 69:0.48 70:0.93 74:0.36 80:0.99 81:0.39 82:0.98 83:0.54 86:0.78 88:0.99 91:0.18 98:0.72 99:0.83 101:0.69 102:0.95 108:0.37 122:0.99 123:0.36 124:0.65 126:0.31 127:0.87 129:0.05 131:0.61 133:0.72 135:0.18 139:0.74 141:0.91 144:0.76 145:0.89 146:0.90 147:0.92 149:0.75 150:0.37 154:0.51 155:0.51 157:0.83 159:0.74 165:0.63 166:0.75 170:0.79 172:0.82 173:0.34 174:0.94 177:0.96 178:0.55 179:0.37 182:0.77 187:0.39 192:0.46 193:0.97 195:0.87 197:0.96 199:0.95 201:0.56 204:0.81 208:0.49 212:0.59 216:0.46 222:0.20 223:0.96 224:0.93 227:0.61 229:0.61 231:0.64 234:0.91 235:0.42 236:0.92 239:0.95 241:0.15 242:0.16 243:0.68 244:0.83 245:0.82 246:0.89 247:0.97 253:0.32 259:0.21 264:0.93 265:0.73 266:0.84 267:0.52 271:0.24 274:0.91 275:0.98 276:0.79 287:0.61 294:0.99 300:0.84\n0 1:0.58 10:0.91 11:0.64 12:0.95 17:0.36 18:0.66 21:0.40 26:0.99 27:0.20 29:0.62 30:0.38 34:0.70 36:0.50 37:0.66 39:0.97 43:0.63 45:0.77 56:0.97 58:0.98 66:0.83 69:0.52 70:0.63 74:0.40 80:0.99 81:0.38 82:0.98 83:0.54 86:0.68 88:0.99 91:0.14 98:0.88 99:0.83 101:0.69 102:0.95 108:0.40 120:0.56 122:0.90 123:0.38 126:0.31 127:0.41 129:0.05 131:0.61 135:0.42 139:0.66 140:0.45 141:0.99 144:0.76 145:0.41 146:0.68 147:0.73 149:0.42 150:0.36 151:0.49 153:0.48 154:0.52 155:0.49 157:0.78 159:0.27 162:0.86 164:0.55 165:0.63 166:0.75 170:0.79 172:0.51 173:0.69 174:0.83 177:0.96 179:0.77 182:0.77 187:0.68 190:0.98 192:0.45 193:0.97 195:0.58 197:0.87 199:0.94 201:0.55 202:0.36 204:0.79 208:0.49 212:0.42 216:0.60 220:0.93 222:0.20 223:0.99 224:0.99 227:0.61 229:0.61 231:0.64 234:0.98 235:0.52 236:0.92 239:0.91 241:0.52 242:0.45 243:0.84 244:0.61 246:0.89 247:0.60 248:0.48 253:0.35 254:0.97 256:0.45 259:0.21 260:0.56 264:0.93 265:0.88 266:0.27 267:0.65 268:0.46 271:0.24 274:0.97 275:0.93 276:0.41 285:0.45 287:0.61 294:0.97 300:0.43\n0 1:0.66 10:0.99 11:0.64 12:0.95 17:0.78 18:0.72 21:0.22 26:0.98 27:0.15 29:0.62 30:0.60 32:0.67 34:0.89 36:0.61 37:0.64 39:0.97 43:0.57 45:0.97 56:0.97 58:0.93 66:0.43 69:0.19 70:0.58 74:0.52 75:0.95 80:0.99 81:0.58 82:0.99 83:0.54 86:0.77 88:0.98 91:0.18 98:0.69 99:0.95 101:0.69 102:0.96 104:0.89 106:0.81 108:0.15 122:0.99 123:0.15 124:0.60 126:0.43 127:0.71 129:0.59 131:0.61 133:0.47 135:0.20 139:0.72 141:0.91 144:0.76 145:0.50 146:0.76 147:0.80 149:0.83 150:0.50 154:0.58 155:0.51 157:0.86 159:0.55 165:0.63 166:0.75 170:0.79 172:0.89 173:0.23 174:0.99 177:0.96 178:0.55 179:0.19 182:0.77 187:0.39 192:0.49 193:0.97 195:0.71 197:1.00 199:0.97 201:0.65 204:0.79 206:0.81 208:0.49 212:0.93 215:0.79 216:0.38 222:0.20 223:0.98 224:0.93 226:0.95 227:0.61 229:0.61 231:0.64 234:0.91 235:0.60 236:0.94 239:0.99 242:0.31 243:0.57 244:0.61 245:0.98 246:0.90 247:0.97 251:1.00 253:0.42 254:0.94 259:0.21 264:0.93 265:0.70 266:0.54 267:0.69 271:0.24 274:0.91 275:0.99 276:0.91 283:0.82 287:0.61 294:1.00 297:0.36 300:0.70\n3 6:0.90 8:0.97 12:0.37 20:0.79 21:0.78 27:0.03 28:0.96 29:0.62 34:0.75 36:0.98 37:0.93 39:0.98 71:0.70 78:0.82 91:1.00 96:0.76 100:0.86 111:0.82 135:0.26 140:1.00 145:0.76 151:0.53 152:0.97 153:0.72 161:0.79 162:0.45 167:0.86 169:0.96 175:0.97 178:0.55 181:0.59 186:0.82 190:0.89 191:0.99 202:0.99 216:0.76 220:0.74 222:0.21 235:0.97 241:0.98 244:0.93 248:0.55 253:0.53 256:0.75 257:0.93 259:0.21 261:0.98 267:0.91 268:0.69 271:0.48 277:0.95 285:0.47\n4 1:0.74 6:0.90 7:0.66 8:0.92 9:0.80 11:0.57 12:0.37 18:0.72 20:0.84 21:0.13 27:0.03 28:0.96 29:0.62 30:0.95 31:0.99 34:0.88 36:0.79 37:0.93 39:0.98 41:0.96 43:0.83 48:0.91 64:0.77 66:0.75 69:0.65 70:0.13 71:0.70 74:0.54 78:0.97 79:0.99 81:0.65 83:0.91 85:0.80 86:0.83 91:0.79 96:0.96 98:0.21 100:0.98 101:0.87 104:0.93 108:0.50 111:0.98 114:0.79 120:0.92 122:0.57 123:0.48 126:0.54 127:0.10 129:0.05 135:0.63 137:0.99 139:0.81 140:0.45 146:0.23 147:0.29 149:0.76 150:0.79 151:0.97 152:0.97 153:0.89 154:0.79 155:0.67 159:0.11 161:0.79 162:0.69 164:0.86 165:0.93 167:0.79 169:0.96 172:0.32 173:0.79 176:0.73 177:0.70 179:0.15 181:0.59 186:0.97 187:0.68 189:0.98 191:0.97 192:0.87 196:0.98 201:0.93 202:0.80 208:0.64 212:0.84 215:0.61 216:0.76 222:0.21 230:0.69 233:0.76 235:0.31 238:0.97 241:0.77 242:0.63 243:0.77 247:0.35 248:0.96 253:0.94 255:0.95 256:0.83 259:0.21 260:0.92 261:0.98 265:0.23 266:0.17 267:0.59 268:0.83 271:0.48 276:0.23 281:0.91 284:0.98 285:0.62 290:0.79 297:0.36 300:0.13\n1 1:0.74 11:0.57 12:0.37 17:0.61 18:0.71 21:0.68 27:0.45 28:0.96 29:0.62 30:0.95 32:0.80 34:0.85 36:0.20 37:0.50 39:0.98 43:0.81 44:0.93 64:0.77 66:0.75 69:0.71 70:0.13 71:0.70 74:0.63 77:0.70 81:0.44 83:0.91 85:0.80 86:0.82 91:0.23 98:0.16 101:0.87 108:0.54 114:0.56 122:0.57 123:0.52 126:0.54 127:0.09 129:0.05 135:0.78 139:0.85 145:0.49 146:0.22 147:0.28 149:0.75 150:0.69 154:0.76 155:0.67 159:0.11 161:0.79 165:0.93 167:0.50 172:0.32 173:0.72 176:0.73 177:0.70 178:0.55 179:0.10 181:0.59 187:0.68 192:0.87 195:0.72 201:0.93 208:0.64 212:0.84 215:0.37 216:0.77 222:0.21 235:0.88 241:0.18 242:0.63 243:0.77 247:0.35 253:0.41 259:0.21 265:0.17 266:0.17 267:0.36 271:0.48 276:0.24 282:0.88 290:0.56 297:0.36 299:0.88 300:0.13\n3 1:0.74 8:0.68 9:0.80 11:0.57 12:0.37 17:0.64 18:0.96 20:0.80 21:0.68 28:0.96 29:0.62 30:0.91 31:0.91 32:0.80 34:0.61 36:0.29 37:0.97 39:0.98 41:0.82 43:0.80 44:0.93 60:0.87 64:0.77 66:0.26 69:0.73 70:0.30 71:0.70 74:0.96 77:0.70 78:0.84 79:0.90 81:0.44 83:0.91 85:0.99 86:0.99 91:0.22 96:0.75 98:0.57 100:0.73 101:0.87 104:0.80 108:0.57 111:0.82 114:0.56 120:0.63 122:0.57 123:0.93 124:0.81 126:0.54 127:0.75 129:0.93 133:0.84 135:0.54 137:0.91 139:0.99 140:0.80 145:0.65 146:0.81 147:0.84 149:0.99 150:0.69 151:0.72 152:0.77 153:0.48 154:0.74 155:0.67 158:0.91 159:0.89 161:0.79 162:0.53 164:0.57 165:0.93 167:0.46 169:0.72 172:0.90 173:0.44 176:0.73 177:0.70 178:0.42 179:0.17 181:0.59 186:0.84 187:0.21 192:0.87 195:0.97 196:0.96 201:0.93 202:0.58 208:0.64 212:0.49 215:0.37 216:0.98 219:0.95 220:0.62 222:0.21 235:0.88 241:0.01 242:0.45 243:0.50 245:0.96 247:0.55 248:0.67 253:0.79 255:0.95 256:0.45 259:0.21 260:0.64 261:0.79 265:0.39 266:0.75 267:0.92 268:0.46 271:0.48 276:0.91 279:0.86 282:0.88 283:0.78 284:0.89 285:0.62 290:0.56 292:0.91 297:0.36 299:0.88 300:0.94\n3 1:0.74 6:0.87 7:0.81 8:0.69 9:0.80 11:0.57 12:0.37 17:0.06 18:0.95 20:0.93 21:0.13 22:0.93 27:0.18 28:0.96 29:0.62 30:0.91 31:0.92 32:0.80 34:0.87 36:0.36 37:0.46 39:0.98 41:0.88 43:0.93 44:0.93 47:0.93 60:0.98 64:0.77 66:0.48 69:0.32 70:0.33 71:0.70 74:0.95 77:0.89 78:0.87 79:0.91 81:0.65 83:0.91 85:0.99 86:0.99 91:0.17 96:0.77 98:0.57 100:0.88 101:0.87 104:0.77 106:0.81 108:0.76 111:0.86 114:0.79 117:0.86 120:0.65 121:1.00 122:0.57 123:0.74 124:0.76 126:0.54 127:0.64 129:0.89 133:0.78 135:0.94 137:0.92 139:0.99 140:0.45 145:0.80 146:0.57 147:0.63 149:0.99 150:0.79 151:0.72 152:0.87 153:0.48 154:0.93 155:0.67 158:0.92 159:0.77 161:0.79 162:0.74 164:0.67 165:0.93 167:0.47 169:0.86 172:0.89 173:0.17 176:0.73 177:0.70 179:0.20 181:0.59 186:0.87 187:0.87 189:0.88 191:0.84 192:0.87 195:0.91 196:0.96 201:0.93 202:0.56 204:0.89 206:0.81 208:0.64 212:0.77 215:0.61 216:0.75 219:0.95 220:0.62 222:0.21 230:0.87 233:0.76 235:0.31 238:0.88 241:0.03 242:0.44 243:0.19 245:0.94 247:0.74 248:0.70 253:0.82 255:0.95 256:0.58 259:0.21 260:0.66 261:0.88 262:0.93 265:0.58 266:0.71 267:0.65 268:0.59 271:0.48 276:0.89 279:0.86 281:0.91 282:0.88 283:0.82 284:0.92 285:0.62 290:0.79 292:0.95 297:0.36 299:0.97 300:0.94\n3 1:0.74 11:0.57 12:0.37 17:0.55 18:0.96 21:0.68 27:0.48 28:0.96 29:0.62 30:0.91 32:0.80 34:0.45 36:0.28 37:0.55 39:0.98 43:0.80 44:0.93 60:0.99 64:0.77 66:0.26 69:0.73 70:0.30 71:0.70 74:0.96 77:0.70 81:0.44 83:0.91 85:0.99 86:0.99 91:0.09 97:0.89 98:0.57 101:0.87 108:0.57 114:0.56 122:0.57 123:0.93 124:0.81 126:0.54 127:0.75 129:0.93 133:0.84 135:0.44 139:0.99 145:0.65 146:0.81 147:0.84 149:0.99 150:0.69 154:0.74 155:0.67 158:0.92 159:0.89 161:0.79 165:0.93 167:0.55 172:0.90 173:0.44 176:0.73 177:0.70 178:0.55 179:0.17 181:0.59 187:0.39 192:0.87 195:0.97 201:0.93 202:0.36 208:0.64 212:0.49 215:0.37 216:0.92 219:0.95 222:0.21 235:0.88 241:0.41 242:0.45 243:0.50 245:0.96 247:0.55 253:0.48 259:0.21 265:0.39 266:0.75 267:0.76 271:0.48 276:0.91 279:0.86 282:0.88 283:0.82 290:0.56 292:0.95 297:0.36 299:0.88 300:0.94\n0 1:0.74 11:0.57 12:0.37 17:0.45 18:0.72 21:0.13 27:0.45 28:0.96 29:0.62 30:0.91 32:0.80 34:0.61 36:0.17 37:0.50 39:0.98 43:0.82 44:0.93 64:0.77 66:0.64 69:0.68 70:0.19 71:0.70 74:0.63 77:0.70 81:0.65 83:0.91 85:0.80 86:0.83 91:0.14 98:0.15 101:0.87 108:0.52 114:0.79 122:0.57 123:0.50 124:0.42 126:0.54 127:0.33 129:0.05 133:0.37 135:0.58 139:0.85 145:0.41 146:0.22 147:0.27 149:0.75 150:0.79 154:0.77 155:0.67 159:0.41 161:0.79 165:0.93 167:0.54 172:0.32 173:0.70 176:0.73 177:0.70 178:0.55 179:0.87 181:0.59 187:0.68 192:0.87 195:0.69 201:0.93 208:0.64 212:0.73 215:0.61 216:0.77 222:0.21 235:0.31 241:0.37 242:0.55 243:0.69 245:0.43 247:0.35 253:0.56 259:0.21 265:0.16 266:0.23 267:0.28 271:0.48 276:0.13 282:0.88 290:0.79 297:0.36 299:0.88 300:0.18\n3 1:0.74 6:0.94 7:0.81 8:0.85 9:0.80 11:0.57 12:0.37 17:0.32 18:0.90 20:0.96 21:0.30 22:0.93 27:0.21 28:0.96 29:0.62 30:0.73 31:0.98 34:0.50 36:0.64 37:0.74 39:0.98 41:0.95 43:0.97 47:0.93 48:0.91 60:0.95 64:0.77 66:0.17 69:0.15 70:0.63 71:0.70 74:0.83 78:0.91 79:0.98 81:0.54 83:0.91 85:0.94 86:0.96 91:0.31 96:0.93 98:0.22 100:0.97 101:0.87 104:0.84 106:0.81 108:0.12 111:0.94 114:0.65 117:0.86 120:0.87 121:0.90 122:0.57 123:0.12 124:0.95 126:0.54 127:0.77 129:0.96 133:0.94 135:0.24 137:0.98 139:0.97 140:0.45 146:0.60 147:0.65 149:0.92 150:0.75 151:0.97 152:0.92 153:0.90 154:0.97 155:0.67 158:0.92 159:0.91 161:0.79 162:0.63 164:0.83 165:0.93 167:0.54 169:0.95 172:0.54 173:0.07 176:0.73 177:0.70 179:0.40 181:0.59 186:0.91 187:0.39 189:0.95 191:0.75 192:0.87 196:0.99 201:0.93 202:0.78 204:0.89 206:0.81 208:0.64 212:0.22 215:0.44 216:0.95 219:0.95 222:0.21 230:0.87 233:0.76 235:0.52 238:0.96 241:0.37 242:0.32 243:0.38 245:0.73 247:0.74 248:0.92 253:0.94 255:0.95 256:0.79 259:0.21 260:0.88 261:0.94 262:0.93 265:0.24 266:0.92 267:0.52 268:0.80 271:0.48 276:0.75 279:0.86 281:0.91 283:0.82 284:0.97 285:0.62 290:0.65 292:0.95 297:0.36 300:0.70\n1 1:0.74 6:1.00 7:0.66 8:0.93 9:0.80 11:0.57 12:0.37 17:0.34 18:0.96 20:0.76 21:0.13 27:0.02 28:0.96 29:0.62 30:0.93 31:0.91 32:0.80 34:0.47 36:0.20 37:0.92 39:0.98 41:0.82 43:0.89 44:0.93 48:0.91 60:0.87 64:0.77 66:0.97 69:0.50 70:0.20 71:0.70 74:0.96 77:0.70 78:0.95 79:0.90 81:0.65 83:0.91 85:0.98 86:0.99 91:0.42 96:0.75 98:0.69 100:0.98 101:0.87 108:0.39 111:0.97 114:0.79 120:0.63 122:0.57 123:0.37 126:0.54 127:0.21 129:0.05 135:0.85 137:0.91 139:0.99 140:0.87 145:0.41 146:0.90 147:0.92 149:0.99 150:0.79 151:0.72 152:0.82 153:0.48 154:0.87 155:0.67 158:0.91 159:0.50 161:0.79 162:0.50 164:0.57 165:0.93 167:0.60 169:0.89 172:0.93 173:0.33 176:0.73 177:0.70 178:0.48 179:0.13 181:0.59 186:0.94 187:0.39 191:0.77 192:0.87 195:0.88 196:0.96 201:0.93 202:0.61 208:0.64 212:0.87 215:0.61 216:0.99 219:0.95 220:0.62 222:0.21 230:0.69 233:0.76 235:0.31 241:0.55 242:0.50 243:0.97 247:0.35 248:0.67 253:0.81 255:0.95 256:0.45 259:0.21 260:0.64 261:0.85 265:0.69 266:0.27 267:0.89 268:0.46 271:0.48 276:0.87 279:0.86 281:0.91 282:0.88 283:0.78 284:0.89 285:0.62 290:0.79 292:0.91 297:0.36 299:0.88 300:0.43\n1 1:0.74 6:1.00 7:0.66 8:0.96 9:0.80 11:0.57 12:0.37 17:0.13 18:0.89 20:0.87 21:0.22 27:0.02 28:0.96 29:0.62 30:0.91 31:0.95 34:0.49 36:0.30 37:0.92 39:0.98 41:0.88 43:0.82 44:0.87 48:0.91 60:0.87 64:0.77 66:0.79 69:0.68 70:0.22 71:0.70 74:0.85 78:0.82 79:0.94 81:0.59 83:0.91 85:0.98 86:0.96 91:0.33 96:0.83 98:0.63 100:0.88 101:0.87 108:0.86 111:0.83 114:0.71 120:0.73 122:0.57 123:0.86 124:0.41 126:0.54 127:0.54 129:0.81 133:0.67 135:0.92 137:0.95 139:0.97 140:0.45 145:0.44 146:0.17 147:0.22 149:0.95 150:0.77 151:0.87 152:0.82 153:0.48 154:0.78 155:0.67 158:0.91 159:0.75 161:0.79 162:0.55 164:0.69 165:0.93 167:0.67 169:0.88 172:0.91 173:0.53 176:0.73 177:0.70 179:0.25 181:0.59 186:0.83 187:0.39 189:1.00 191:0.73 192:0.87 195:0.89 196:0.97 201:0.93 202:0.65 208:0.64 212:0.75 215:0.51 216:0.99 219:0.95 220:0.74 222:0.21 230:0.69 233:0.76 235:0.42 238:0.94 241:0.66 242:0.45 243:0.11 245:0.84 247:0.55 248:0.80 253:0.86 255:0.95 256:0.58 259:0.21 260:0.74 261:0.85 265:0.63 266:0.75 267:0.65 268:0.62 271:0.48 276:0.81 279:0.86 281:0.91 283:0.78 284:0.93 285:0.62 290:0.71 292:0.91 297:0.36 300:0.43\n2 1:0.74 9:0.80 11:0.57 12:0.37 17:0.04 18:0.77 21:0.05 27:0.33 28:0.96 29:0.62 30:0.94 31:0.94 34:0.50 36:0.23 37:0.41 39:0.98 41:0.82 43:0.86 60:0.97 64:0.77 66:0.33 69:0.57 70:0.19 71:0.70 74:0.70 79:0.93 81:0.72 83:0.91 85:0.88 86:0.88 91:0.40 96:0.80 98:0.21 101:0.87 108:0.68 114:0.89 120:0.69 122:0.57 123:0.65 124:0.72 126:0.54 127:0.39 129:0.81 133:0.67 135:0.99 137:0.94 139:0.89 140:0.45 145:0.93 146:0.17 147:0.22 149:0.84 150:0.83 151:0.87 153:0.48 154:0.84 155:0.67 158:0.92 159:0.60 161:0.79 162:0.86 163:0.90 164:0.57 165:0.93 167:0.48 172:0.32 173:0.47 176:0.73 177:0.70 179:0.74 181:0.59 187:0.39 192:0.87 196:0.95 201:0.93 202:0.36 208:0.64 212:0.23 215:0.78 216:0.88 219:0.95 222:0.21 235:0.22 241:0.07 242:0.55 243:0.33 245:0.58 247:0.35 248:0.77 253:0.82 255:0.95 256:0.45 259:0.21 260:0.70 265:0.23 266:0.71 267:0.82 268:0.46 271:0.48 276:0.33 279:0.86 283:0.82 284:0.89 285:0.62 290:0.89 292:0.95 297:0.36 300:0.25\n1 1:0.74 6:0.89 7:0.81 8:0.69 9:0.80 11:0.57 12:0.37 17:0.20 18:0.78 20:0.93 21:0.54 22:0.93 27:0.07 28:0.96 29:0.62 30:0.89 31:0.97 32:0.80 34:0.97 36:0.21 37:0.63 39:0.98 41:0.96 43:0.77 44:0.93 47:0.93 60:1.00 64:0.77 66:0.20 69:0.80 70:0.29 71:0.70 74:0.77 77:0.70 78:0.82 79:0.96 81:0.48 83:0.91 85:0.85 86:0.89 91:0.53 96:0.88 98:0.14 100:0.86 101:0.87 104:0.79 106:0.81 108:0.63 111:0.82 114:0.59 120:0.80 121:0.90 122:0.57 123:0.61 124:0.74 126:0.54 127:0.28 129:0.81 133:0.67 135:0.97 137:0.97 139:0.94 140:0.80 145:0.50 146:0.22 147:0.28 149:0.74 150:0.72 151:0.87 152:0.86 153:0.48 154:0.70 155:0.67 158:0.92 159:0.44 161:0.79 162:0.61 163:0.97 164:0.84 165:0.93 167:0.61 169:0.84 172:0.21 173:0.79 176:0.73 177:0.70 178:0.42 179:0.69 181:0.59 186:0.82 187:0.68 189:0.91 192:0.87 195:0.78 196:0.98 201:0.93 202:0.79 204:0.89 206:0.81 208:0.64 212:0.42 215:0.39 216:0.95 219:0.95 220:0.82 222:0.21 230:0.86 233:0.73 235:0.80 238:0.90 241:0.57 242:0.45 243:0.40 245:0.56 247:0.39 248:0.87 253:0.89 255:0.95 256:0.80 259:0.21 260:0.81 261:0.85 262:0.93 265:0.15 266:0.27 267:0.52 268:0.79 271:0.48 276:0.33 279:0.86 281:0.89 282:0.88 283:0.82 284:0.97 285:0.62 290:0.59 292:0.95 297:0.36 299:0.88 300:0.33\n2 1:0.74 6:0.90 7:0.66 8:0.93 9:0.80 12:0.37 20:0.81 21:0.22 27:0.03 28:0.96 29:0.62 31:0.96 34:0.80 36:0.88 37:0.93 39:0.98 41:0.94 48:0.91 64:0.77 71:0.70 78:0.93 79:0.96 81:0.59 83:0.91 91:0.76 96:0.87 100:0.97 104:0.91 111:0.95 114:0.71 120:0.78 126:0.54 135:0.71 137:0.96 139:0.64 140:0.45 145:0.59 150:0.77 151:0.87 152:0.97 153:0.48 155:0.67 161:0.79 162:0.72 164:0.79 165:0.93 167:0.76 169:0.96 175:0.97 176:0.73 181:0.59 186:0.93 187:0.87 189:0.97 191:0.96 192:0.87 196:0.89 201:0.93 202:0.71 208:0.64 215:0.51 216:0.76 220:0.82 222:0.21 230:0.69 233:0.76 235:0.42 238:0.97 241:0.75 244:0.93 248:0.85 253:0.82 255:0.95 256:0.73 257:0.93 259:0.21 260:0.79 261:0.98 267:0.59 268:0.74 271:0.48 277:0.95 281:0.91 284:0.96 285:0.62 290:0.71 297:0.36\n1 1:0.74 11:0.57 12:0.37 17:0.78 18:0.92 27:0.39 28:0.96 29:0.62 30:0.90 34:0.45 36:0.78 37:0.27 39:0.98 43:0.85 60:0.95 64:0.77 66:0.59 69:0.61 70:0.28 71:0.70 74:0.86 81:0.79 83:0.91 85:0.94 86:0.97 91:0.03 98:0.53 101:0.87 108:0.47 114:0.98 122:0.57 123:0.45 124:0.63 126:0.54 127:0.42 129:0.81 133:0.67 135:0.97 139:0.97 146:0.57 147:0.63 149:0.96 150:0.86 154:0.82 155:0.67 158:0.92 159:0.43 161:0.79 165:0.93 167:0.50 172:0.71 173:0.64 176:0.73 177:0.70 178:0.55 179:0.42 181:0.59 187:0.39 192:0.87 201:0.93 208:0.64 212:0.84 215:0.96 216:0.42 219:0.95 222:0.21 235:0.12 241:0.18 242:0.45 243:0.67 245:0.79 247:0.55 253:0.68 259:0.21 265:0.55 266:0.54 267:0.69 271:0.48 276:0.66 279:0.86 283:0.82 290:0.98 292:0.95 297:0.36 300:0.55\n0 8:0.80 10:0.82 12:0.37 17:0.88 18:0.68 21:0.78 27:0.63 29:0.98 30:0.94 34:0.50 36:0.61 37:0.46 39:0.89 43:0.20 46:0.88 55:0.84 66:0.80 69:0.93 70:0.19 71:0.57 74:0.29 86:0.57 91:0.20 98:0.71 107:0.93 108:0.85 110:0.92 122:0.83 123:0.84 124:0.39 125:0.88 127:0.54 129:0.05 131:0.61 133:0.62 135:0.30 139:0.56 145:0.59 146:0.94 147:0.05 149:0.37 154:0.13 157:0.61 159:0.80 160:0.88 163:0.94 166:0.61 170:0.97 172:0.77 173:0.86 174:0.79 175:0.91 177:0.05 178:0.55 179:0.48 182:0.61 187:0.39 197:0.82 212:0.51 216:0.42 222:0.48 227:0.61 229:0.61 231:0.75 235:0.52 239:0.82 241:0.07 242:0.58 243:0.09 244:0.93 245:0.60 246:0.61 247:0.60 253:0.26 257:0.93 259:0.21 265:0.71 266:0.63 267:0.19 271:0.46 276:0.66 277:0.87 287:0.61 289:0.90 300:0.18\n1 10:0.96 12:0.37 17:0.95 21:0.78 27:0.36 29:0.98 30:0.14 34:0.59 36:0.37 37:0.82 39:0.89 43:0.10 46:0.88 48:0.91 55:0.84 66:0.11 69:0.99 70:0.82 71:0.57 74:0.25 91:0.05 98:0.30 107:0.89 108:0.98 110:0.89 122:0.95 123:0.98 124:0.98 125:0.88 127:0.95 129:0.05 131:0.61 133:0.98 135:0.44 139:0.56 145:0.50 146:0.89 147:0.05 149:0.30 154:0.08 157:0.61 159:0.95 160:0.88 163:0.86 166:0.61 170:0.97 172:0.63 173:0.99 174:0.99 175:0.75 177:0.05 178:0.55 179:0.24 182:0.61 187:0.68 197:0.99 202:0.50 212:0.13 216:0.13 222:0.48 227:0.61 229:0.61 231:0.62 235:0.42 239:0.95 241:0.46 242:0.76 243:0.06 244:0.93 245:0.80 246:0.61 247:0.74 253:0.23 257:0.93 259:0.21 265:0.33 266:0.98 267:0.36 271:0.46 276:0.89 277:0.69 281:0.91 287:0.61 289:0.88 300:0.70\n0 7:0.64 8:0.60 10:0.82 11:0.45 12:0.37 17:0.98 18:0.97 21:0.78 27:0.63 29:0.98 30:0.86 34:0.59 36:0.71 37:0.28 39:0.89 43:0.10 45:0.77 46:0.88 55:0.59 66:0.29 69:0.89 70:0.41 71:0.57 74:0.31 83:0.56 86:0.62 91:0.15 98:0.70 101:0.47 107:0.96 108:0.78 110:0.97 122:0.92 123:0.42 124:0.58 125:0.88 127:0.61 129:0.05 131:0.61 133:0.45 135:0.21 139:0.61 146:0.76 147:0.83 149:0.23 154:0.36 155:0.50 157:0.61 159:0.58 160:0.88 166:0.61 170:0.97 172:0.73 173:0.92 174:0.79 177:0.70 178:0.55 179:0.39 182:0.61 187:0.21 192:0.49 197:0.80 204:0.80 208:0.50 212:0.61 216:0.38 222:0.48 227:0.61 229:0.61 230:0.65 231:0.91 233:0.76 235:0.22 239:0.81 241:0.03 242:0.70 243:0.47 244:0.83 245:0.90 246:0.61 247:0.55 253:0.28 254:0.88 257:0.65 259:0.21 265:0.65 266:0.63 267:0.44 271:0.46 276:0.76 277:0.69 287:0.61 289:0.95 300:0.55\n0 8:0.65 10:0.82 12:0.37 17:1.00 18:0.61 21:0.78 27:0.71 29:0.98 30:0.33 34:0.33 36:0.76 37:0.27 39:0.89 43:0.07 46:0.88 55:1.00 66:0.12 69:0.87 70:0.69 71:0.57 74:0.25 86:0.57 91:0.01 98:0.08 107:0.88 108:0.99 110:0.88 122:0.95 123:0.99 124:0.91 125:0.88 127:0.85 129:0.96 131:0.61 133:0.90 135:0.75 139:0.55 146:0.05 147:0.05 149:0.07 154:0.07 157:0.61 159:0.99 160:0.88 163:0.90 166:0.61 170:0.97 172:0.10 173:0.31 174:0.89 175:0.97 177:0.05 178:0.55 179:0.92 182:0.61 187:0.87 197:0.82 202:0.53 212:0.19 216:0.17 222:0.48 227:0.61 229:0.61 231:0.61 235:0.42 239:0.81 241:0.02 242:0.63 243:0.19 244:0.97 245:0.42 246:0.61 247:0.39 253:0.22 257:0.93 259:0.21 265:0.08 266:0.47 267:0.98 271:0.46 276:0.33 277:0.95 287:0.61 289:0.88 300:0.43\n0 8:0.81 10:0.81 11:0.45 12:0.37 17:1.00 18:0.57 21:0.78 27:1.00 29:0.98 30:0.45 34:0.96 36:0.47 39:0.89 43:0.07 45:0.66 46:0.88 55:1.00 66:0.13 69:0.99 70:0.50 71:0.57 74:0.25 86:0.56 91:0.03 98:0.05 101:0.47 107:0.88 108:0.98 110:0.89 122:0.55 123:0.98 124:0.89 125:0.88 127:0.43 129:0.05 131:0.61 133:0.87 135:0.89 139:0.55 146:0.13 147:0.05 149:0.07 154:0.06 157:0.61 159:0.97 160:0.88 163:0.90 166:0.61 170:0.97 172:0.10 173:0.90 174:0.83 175:0.91 177:0.05 178:0.55 179:0.90 182:0.61 187:0.39 197:0.81 202:0.36 212:0.23 216:0.05 222:0.48 227:0.61 229:0.61 231:0.62 235:0.05 239:0.81 241:0.01 242:0.24 243:0.21 244:0.93 245:0.40 246:0.61 247:0.47 253:0.22 257:0.93 259:0.21 265:0.05 266:0.38 267:0.99 271:0.46 276:0.30 277:0.87 287:0.61 289:0.88 300:0.33\n1 8:0.81 10:0.85 11:0.45 12:0.37 17:0.88 18:0.64 21:0.78 27:0.54 29:0.98 30:0.45 34:0.68 36:0.92 37:0.49 39:0.89 43:0.10 45:0.66 46:0.88 55:0.92 66:0.09 69:0.76 70:0.72 71:0.57 74:0.25 86:0.57 91:0.01 98:0.29 101:0.47 107:0.92 108:0.96 110:0.94 123:0.95 124:0.97 125:0.88 127:0.84 129:0.59 131:0.61 133:0.97 135:0.71 139:0.56 146:0.45 147:0.05 149:0.21 154:0.08 157:0.61 159:0.90 160:0.88 163:0.94 166:0.61 170:0.97 172:0.32 173:0.47 174:0.89 175:0.75 177:0.05 178:0.55 179:0.47 182:0.61 187:0.21 191:0.90 197:0.86 212:0.13 216:0.22 222:0.48 227:0.61 229:0.61 231:0.79 239:0.84 241:0.10 242:0.57 243:0.08 244:0.83 245:0.64 246:0.61 247:0.84 253:0.23 254:0.98 257:0.93 259:0.21 265:0.31 266:0.96 267:0.82 271:0.46 276:0.73 277:0.87 287:0.61 289:0.91 300:0.70\n0 7:0.64 8:0.66 10:0.83 11:0.45 12:0.37 17:0.87 18:0.72 21:0.78 27:0.72 29:0.98 30:0.76 34:0.45 36:0.21 39:0.89 43:0.10 44:0.85 45:0.66 46:0.88 48:0.91 55:0.84 66:0.72 69:0.27 70:0.22 71:0.57 74:0.30 76:0.94 83:0.56 86:0.58 91:0.86 98:0.62 101:0.47 107:0.91 108:0.21 110:0.93 122:0.65 123:0.20 125:0.88 127:0.18 129:0.05 131:0.61 135:0.44 139:0.57 145:0.50 146:0.49 147:0.55 149:0.08 154:0.45 155:0.49 157:0.61 159:0.18 160:0.88 166:0.61 170:0.97 172:0.27 173:0.44 174:0.79 177:0.88 178:0.55 179:0.80 182:0.61 192:0.48 193:0.96 195:0.60 197:0.84 204:0.79 208:0.50 212:0.42 216:0.02 222:0.48 227:0.61 229:0.61 230:0.65 231:0.79 233:0.76 235:0.88 239:0.85 241:0.84 242:0.45 243:0.75 244:0.83 246:0.61 247:0.35 253:0.27 254:0.97 259:0.21 265:0.63 266:0.23 267:0.36 271:0.46 276:0.24 281:0.91 287:0.61 289:0.91 300:0.18\n0 8:0.80 10:0.82 12:0.37 17:0.88 18:0.68 21:0.78 27:0.63 29:0.98 30:0.90 34:0.56 36:0.52 37:0.46 39:0.89 43:0.21 46:0.88 55:0.84 66:0.82 69:0.93 70:0.19 71:0.57 74:0.30 86:0.57 91:0.20 98:0.70 107:0.93 108:0.85 110:0.93 122:0.82 123:0.84 124:0.39 125:0.88 127:0.52 129:0.05 131:0.61 133:0.62 135:0.28 139:0.56 145:0.59 146:0.94 147:0.05 149:0.47 154:0.14 157:0.61 159:0.80 160:0.88 163:0.92 166:0.61 170:0.97 172:0.80 173:0.86 174:0.79 175:0.91 177:0.05 178:0.55 179:0.43 182:0.61 187:0.39 197:0.82 212:0.35 216:0.42 222:0.48 227:0.61 229:0.61 231:0.76 235:0.52 239:0.82 241:0.07 242:0.42 243:0.08 244:0.93 245:0.62 246:0.61 247:0.60 253:0.27 257:0.93 259:0.21 265:0.71 266:0.63 267:0.19 271:0.46 276:0.69 277:0.87 287:0.61 289:0.90 300:0.18\n0 9:0.73 10:0.92 11:0.64 12:0.37 17:0.85 18:0.98 21:0.68 23:0.95 27:0.72 29:0.98 30:0.45 31:0.93 34:0.64 36:0.47 39:0.89 43:0.58 44:0.85 45:0.77 46:0.94 62:0.97 64:0.77 66:0.94 69:0.27 70:0.53 71:0.57 74:0.37 75:0.96 79:0.93 81:0.39 83:0.56 86:0.88 91:0.20 98:0.83 101:0.87 107:0.94 108:0.21 110:0.96 122:0.92 123:0.20 125:0.88 126:0.24 127:0.32 128:0.97 129:0.05 131:0.92 132:0.97 135:0.69 137:0.93 139:0.83 140:0.45 144:0.57 145:0.45 146:0.77 147:0.80 149:0.53 150:0.44 151:0.85 153:0.48 154:0.55 155:0.56 157:0.86 159:0.33 160:0.88 162:0.86 166:0.88 168:0.97 170:0.97 172:0.85 173:0.36 174:0.89 177:0.88 179:0.29 182:0.76 187:0.87 190:0.95 192:0.49 195:0.62 196:0.94 197:0.92 202:0.36 205:0.95 208:0.50 212:0.84 216:0.12 219:0.86 222:0.48 226:0.98 227:0.87 229:0.61 231:0.89 235:0.88 239:0.92 241:0.01 242:0.72 243:0.95 246:0.61 247:0.74 248:0.76 253:0.33 254:0.97 255:0.72 256:0.45 259:0.21 265:0.83 266:0.38 267:0.19 268:0.46 271:0.46 276:0.74 279:0.76 284:0.87 285:0.50 287:0.61 289:0.94 292:0.95 300:0.55\n1 10:0.84 11:0.45 12:0.37 17:0.62 18:0.59 21:0.78 27:1.00 29:0.98 30:0.36 34:0.30 36:0.62 37:0.27 39:0.89 43:0.28 45:0.83 46:0.88 55:0.71 66:0.30 69:0.95 70:0.92 71:0.57 74:0.30 86:0.57 91:0.20 98:0.34 101:0.47 107:0.92 108:0.94 110:0.92 122:0.83 123:0.94 124:0.91 125:0.88 127:0.64 129:0.05 131:0.61 133:0.91 135:0.93 139:0.55 146:0.65 147:0.18 149:0.35 154:0.20 157:0.61 159:0.90 160:0.88 166:0.61 170:0.97 172:0.65 173:0.85 174:0.89 175:0.75 177:0.38 178:0.55 179:0.39 182:0.61 187:0.68 197:0.86 212:0.36 216:0.37 222:0.48 227:0.61 229:0.61 231:0.73 235:0.52 239:0.84 241:0.05 242:0.59 243:0.11 244:0.93 245:0.75 246:0.61 247:0.84 253:0.27 257:0.84 259:0.21 265:0.36 266:0.96 267:0.76 271:0.46 276:0.75 277:0.87 287:0.61 289:0.90 300:0.84\n0 10:0.81 11:0.49 12:0.37 17:0.98 18:0.95 21:0.54 22:0.93 27:0.61 29:0.98 30:0.21 34:0.95 36:0.60 37:0.42 39:0.89 43:0.11 45:0.73 46:0.88 47:0.93 55:0.92 64:0.77 66:0.06 69:0.98 70:0.93 71:0.57 74:0.26 81:0.33 86:0.61 91:0.01 98:0.21 101:0.65 107:0.94 108:0.97 110:0.96 122:0.92 123:0.83 124:0.98 125:0.88 126:0.24 127:0.89 129:0.05 131:0.61 133:0.98 135:0.85 139:0.59 146:0.51 147:0.05 149:0.24 150:0.37 154:0.08 157:0.61 159:0.95 160:0.88 163:0.90 166:0.88 170:0.97 172:0.37 173:0.94 174:0.79 177:0.05 178:0.55 179:0.32 182:0.61 187:0.98 197:0.79 212:0.13 216:0.49 219:0.86 222:0.48 227:0.61 229:0.61 231:0.88 235:0.60 239:0.80 241:0.01 242:0.75 243:0.06 244:0.61 245:0.71 246:0.61 247:0.82 253:0.23 254:0.97 257:0.93 259:0.21 262:0.93 265:0.17 266:0.97 267:0.99 271:0.46 276:0.84 277:0.87 287:0.61 289:0.94 292:0.88 300:0.84\n0 10:0.81 12:0.37 17:0.66 18:0.57 21:0.78 27:0.66 29:0.98 30:0.33 34:0.64 36:0.77 37:0.49 39:0.89 43:0.05 46:0.88 55:0.99 66:0.12 69:0.97 70:0.69 71:0.57 74:0.24 86:0.56 91:0.01 98:0.06 107:0.88 108:0.96 110:0.89 123:0.96 124:0.91 125:0.88 127:0.23 129:0.96 131:0.61 133:0.90 135:0.58 139:0.55 146:0.05 147:0.05 149:0.06 154:0.05 157:0.61 159:0.95 160:0.88 163:0.90 166:0.61 170:0.97 172:0.10 173:0.69 174:0.83 175:0.97 177:0.05 178:0.55 179:0.73 182:0.61 187:0.39 197:0.80 212:0.19 216:0.21 222:0.48 227:0.61 229:0.61 231:0.62 235:0.98 239:0.80 241:0.05 242:0.19 243:0.19 244:0.97 245:0.42 246:0.61 247:0.55 253:0.20 257:0.93 259:0.21 265:0.06 266:0.47 267:0.23 271:0.46 276:0.33 277:0.95 287:0.61 289:0.88 300:0.43\n2 10:0.83 12:0.37 17:0.59 18:0.60 21:0.78 27:0.24 29:0.98 30:0.91 34:0.39 36:0.37 37:0.80 39:0.89 43:0.09 46:0.88 55:0.99 66:0.10 69:0.72 70:0.13 71:0.57 74:0.24 86:0.57 91:0.03 98:0.06 107:0.89 108:0.55 110:0.90 122:0.91 123:0.52 124:0.82 125:0.88 127:0.41 129:0.89 131:0.61 133:0.78 135:0.23 139:0.55 145:0.80 146:0.05 147:0.05 149:0.08 154:0.08 157:0.61 159:0.81 160:0.88 163:0.99 166:0.61 170:0.97 172:0.05 173:0.47 174:0.79 175:0.97 177:0.05 178:0.55 179:0.97 182:0.61 187:0.68 197:0.84 212:0.61 216:0.67 222:0.48 227:0.61 229:0.61 231:0.65 235:0.84 239:0.82 241:0.10 242:0.63 243:0.29 244:0.97 245:0.37 246:0.61 247:0.30 253:0.22 257:0.93 259:0.21 265:0.06 266:0.17 267:0.19 271:0.46 276:0.23 277:0.95 287:0.61 289:0.88 300:0.13\n0 1:0.74 7:0.81 8:0.69 11:0.64 12:0.86 17:0.36 18:0.92 21:0.13 26:0.96 27:0.40 29:0.77 30:0.27 32:0.79 34:0.31 36:0.21 37:0.74 43:0.69 44:0.93 45:0.73 48:0.91 55:0.71 58:0.93 64:0.77 66:0.19 69:0.54 70:0.91 71:0.55 74:0.74 77:0.70 81:0.68 83:0.60 86:0.90 91:0.44 97:0.89 98:0.45 99:0.83 101:0.52 104:0.95 106:0.81 108:0.41 114:0.79 122:0.86 123:0.80 124:0.80 126:0.54 127:0.61 129:0.59 133:0.77 135:1.00 139:0.93 141:0.91 145:0.67 146:0.58 147:0.64 149:0.45 150:0.79 154:0.70 155:0.67 158:0.78 159:0.67 165:0.70 172:0.51 173:0.42 176:0.73 177:0.70 178:0.55 179:0.50 187:0.87 192:0.87 195:0.82 199:0.97 201:0.93 204:0.89 206:0.81 208:0.64 212:0.48 215:0.61 216:0.36 222:0.60 223:0.96 224:0.93 230:0.86 233:0.73 234:0.91 235:0.31 241:0.07 242:0.43 243:0.45 245:0.77 247:0.86 253:0.57 254:0.74 259:0.21 265:0.41 266:0.84 267:0.36 271:0.64 274:0.91 276:0.67 279:0.82 281:0.88 282:0.87 283:0.78 290:0.79 297:0.36 300:0.70\n1 1:0.69 7:0.72 8:0.68 11:0.64 12:0.86 17:0.53 18:0.84 21:0.30 26:0.96 27:0.06 29:0.77 30:0.43 32:0.69 34:0.95 36:0.17 37:0.86 43:0.63 45:0.92 58:0.93 66:0.43 69:0.57 70:0.81 71:0.55 74:0.82 77:0.70 81:0.41 83:0.60 86:0.87 91:0.23 97:0.89 98:0.66 99:0.83 101:0.52 104:0.91 106:0.81 108:0.44 114:0.63 117:0.86 122:0.51 123:0.42 124:0.60 126:0.44 127:0.46 129:0.59 133:0.46 135:1.00 139:0.83 141:0.91 145:0.61 146:0.88 147:0.90 149:0.80 150:0.55 154:0.81 155:0.58 158:0.78 159:0.70 163:0.81 165:0.70 172:0.73 173:0.41 176:0.66 177:0.70 178:0.55 179:0.32 187:0.87 192:0.59 195:0.88 199:0.99 201:0.68 204:0.85 206:0.81 208:0.54 212:0.37 215:0.44 216:0.76 222:0.60 223:0.96 224:0.93 230:0.74 233:0.73 234:0.91 235:0.42 241:0.56 242:0.39 243:0.57 245:0.92 247:0.84 253:0.51 254:0.84 259:0.21 265:0.66 266:0.54 267:0.88 271:0.64 274:0.91 276:0.78 279:0.82 282:0.77 283:0.78 290:0.63 297:0.36 300:0.70\n2 1:0.74 8:0.91 9:0.76 11:0.64 12:0.86 17:0.85 18:0.72 21:0.30 22:0.93 26:0.96 27:0.60 29:0.77 30:0.09 34:0.18 36:0.50 37:0.59 43:0.87 45:0.83 47:0.93 55:0.71 58:0.98 64:0.77 66:0.11 69:0.56 70:0.97 71:0.55 74:0.87 81:0.55 83:0.60 86:0.80 91:0.17 96:0.75 97:0.97 98:0.31 99:0.83 101:0.52 104:0.96 106:0.81 108:0.43 114:0.65 117:0.86 120:0.63 122:0.77 123:0.84 124:0.92 126:0.54 127:0.54 129:0.81 133:0.91 135:0.98 139:0.84 140:0.45 141:0.98 146:0.61 147:0.66 149:0.76 150:0.72 151:0.65 153:0.48 154:0.85 155:0.67 158:0.91 159:0.82 162:0.86 164:0.54 165:0.70 172:0.59 173:0.31 176:0.73 177:0.70 179:0.29 187:0.95 190:0.77 192:0.87 199:0.98 201:0.93 202:0.36 206:0.81 208:0.64 212:0.59 215:0.44 216:0.20 219:0.95 220:0.62 222:0.60 223:0.96 224:1.00 234:1.00 235:0.52 241:0.01 242:0.45 243:0.36 245:0.83 247:0.76 248:0.63 253:0.72 255:0.74 256:0.45 259:0.21 260:0.63 262:0.93 265:0.31 266:0.89 267:0.23 268:0.46 271:0.64 274:0.97 276:0.82 277:0.69 279:0.86 283:0.78 285:0.56 290:0.65 292:0.91 297:0.36 300:0.84\n2 1:0.74 8:0.78 9:0.80 11:0.64 12:0.86 17:0.40 18:0.80 21:0.47 22:0.93 26:0.96 27:0.56 29:0.77 30:0.10 31:0.89 34:0.42 36:0.88 37:0.71 43:0.61 45:0.90 47:0.93 55:0.59 58:0.99 64:0.77 66:0.23 69:0.47 70:0.96 71:0.55 74:0.87 79:0.88 81:0.47 83:0.60 86:0.88 91:0.38 96:0.72 97:0.97 98:0.59 99:0.83 101:0.52 104:0.93 106:0.81 108:0.90 114:0.60 117:0.86 120:0.59 122:0.75 123:0.89 124:0.88 126:0.54 127:0.57 129:0.93 133:0.87 135:1.00 137:0.89 139:0.89 140:0.45 141:0.98 145:0.41 146:0.26 147:0.32 149:0.63 150:0.67 151:0.59 153:0.84 154:0.86 155:0.67 158:0.87 159:0.84 162:0.66 164:0.74 165:0.70 172:0.74 173:0.21 176:0.73 177:0.70 179:0.24 187:0.68 192:0.87 196:0.92 199:0.99 201:0.93 202:0.66 206:0.81 208:0.64 212:0.30 215:0.41 216:0.41 219:0.95 220:0.82 222:0.60 223:0.96 224:0.98 234:0.98 235:0.68 241:0.15 242:0.24 243:0.15 245:0.90 247:0.92 248:0.59 253:0.62 254:0.80 255:0.95 256:0.64 259:0.21 260:0.60 262:0.93 265:0.60 266:0.91 267:0.73 268:0.68 271:0.64 274:0.98 276:0.87 279:0.86 283:0.71 284:0.95 285:0.62 290:0.60 292:0.91 297:0.36 300:0.84\n0 11:0.64 12:0.86 17:0.22 21:0.78 26:0.95 27:0.45 29:0.77 30:0.30 34:0.76 36:0.19 37:0.50 43:0.63 45:0.77 58:0.93 66:0.19 69:0.72 70:0.80 71:0.55 74:0.48 91:0.15 98:0.23 101:0.52 108:0.92 122:0.51 123:0.53 124:0.67 127:0.59 129:0.59 133:0.64 135:0.87 141:0.91 145:0.49 146:0.44 147:0.51 149:0.42 154:0.53 159:0.78 172:0.37 173:0.54 175:0.75 177:0.38 178:0.55 179:0.80 187:0.68 199:0.96 212:0.52 216:0.77 222:0.60 223:0.93 224:0.93 234:0.91 235:0.31 241:0.27 242:0.24 243:0.39 244:0.61 245:0.56 247:0.67 253:0.34 257:0.65 259:0.21 265:0.19 266:0.54 267:0.65 271:0.64 274:0.91 276:0.36 277:0.69 300:0.55\n1 1:0.69 7:0.72 11:0.64 12:0.86 17:0.67 18:0.86 21:0.30 26:0.96 27:0.06 29:0.77 30:0.33 32:0.69 34:0.95 36:0.17 37:0.86 43:0.63 45:0.91 58:0.93 66:0.44 69:0.69 70:0.85 71:0.55 74:0.79 77:0.70 81:0.41 83:0.60 86:0.87 91:0.14 98:0.58 99:0.83 101:0.52 104:0.91 106:0.81 108:0.52 114:0.63 117:0.86 122:0.51 123:0.50 124:0.68 126:0.44 127:0.35 129:0.59 133:0.66 135:0.99 139:0.83 141:0.91 145:0.61 146:0.85 147:0.87 149:0.77 150:0.55 154:0.75 155:0.58 159:0.68 165:0.70 172:0.73 173:0.53 176:0.66 177:0.70 178:0.55 179:0.29 187:0.95 192:0.59 195:0.90 199:0.98 201:0.68 204:0.85 206:0.81 208:0.54 212:0.39 215:0.44 216:0.76 222:0.60 223:0.96 224:0.93 230:0.74 233:0.73 234:0.91 235:0.42 241:0.64 242:0.32 243:0.57 245:0.87 247:0.84 253:0.50 254:0.84 259:0.21 265:0.60 266:0.54 267:0.89 271:0.64 274:0.91 276:0.77 282:0.77 290:0.63 297:0.36 300:0.70\n2 1:0.74 7:0.72 8:0.70 11:0.64 12:0.86 17:0.82 18:0.70 21:0.30 22:0.93 26:0.96 27:0.26 29:0.77 30:0.53 32:0.69 34:0.63 36:0.89 37:0.84 43:0.68 45:0.73 47:0.93 48:0.97 55:0.84 58:0.93 64:0.77 66:0.91 69:0.58 70:0.68 71:0.55 74:0.77 76:0.85 77:0.70 81:0.55 83:0.60 86:0.70 91:0.44 98:0.85 99:0.83 101:0.52 108:0.44 114:0.65 122:0.77 123:0.42 126:0.54 127:0.35 129:0.05 135:1.00 139:0.71 141:0.91 145:0.61 146:0.92 147:0.93 149:0.49 150:0.72 154:0.57 155:0.67 159:0.54 165:0.70 172:0.75 173:0.50 176:0.73 177:0.70 178:0.55 179:0.46 187:0.87 192:0.87 195:0.80 199:0.96 201:0.93 204:0.85 208:0.64 212:0.29 215:0.44 216:0.42 222:0.60 223:0.96 224:0.93 230:0.74 233:0.73 234:0.91 235:0.52 241:0.10 242:0.30 243:0.91 244:0.61 247:0.74 253:0.51 259:0.21 262:0.93 265:0.85 266:0.63 267:0.52 271:0.64 274:0.91 276:0.64 281:0.89 282:0.77 290:0.65 297:0.36 300:0.55\n2 1:0.74 8:0.83 9:0.80 11:0.85 12:0.86 17:0.51 18:0.75 21:0.30 22:0.93 26:0.96 27:0.56 29:0.77 30:0.15 31:0.87 34:0.18 36:0.61 37:0.71 43:0.14 45:0.85 47:0.93 55:0.71 58:0.98 64:0.77 66:0.13 69:0.47 70:0.98 71:0.55 74:0.87 79:0.87 81:0.55 83:0.91 86:0.83 91:0.38 96:0.69 97:0.97 98:0.31 99:0.83 101:0.87 104:0.93 106:0.81 108:0.36 114:0.65 117:0.86 120:0.55 122:0.77 123:0.34 124:0.97 126:0.54 127:0.83 129:0.95 133:0.97 135:1.00 137:0.87 139:0.85 140:0.45 141:0.98 145:0.41 146:0.90 147:0.92 149:0.39 150:0.72 151:0.52 153:0.48 154:0.88 155:0.67 158:0.91 159:0.95 162:0.86 164:0.57 165:0.70 172:0.79 173:0.10 176:0.73 177:0.70 179:0.16 187:0.68 192:0.87 196:0.89 199:0.99 201:0.93 202:0.36 206:0.81 208:0.64 212:0.22 215:0.44 216:0.41 219:0.95 220:0.87 222:0.60 223:0.96 224:0.99 234:0.98 235:0.52 241:0.15 242:0.24 243:0.34 245:0.90 247:0.96 248:0.51 253:0.54 254:0.74 255:0.95 256:0.45 259:0.21 260:0.56 262:0.93 265:0.33 266:0.98 267:0.97 268:0.46 271:0.64 274:0.97 276:0.94 279:0.86 283:0.78 284:0.89 285:0.62 290:0.65 292:0.95 297:0.36 300:0.94\n2 1:0.74 6:0.91 8:0.89 11:0.85 12:0.86 17:0.51 18:0.75 20:0.94 21:0.30 22:0.93 26:0.96 27:0.56 29:0.77 30:0.15 31:0.87 34:0.17 36:0.63 37:0.71 43:0.14 45:0.85 47:0.93 55:0.71 58:0.93 64:0.77 66:0.13 69:0.45 70:0.98 71:0.55 74:0.86 78:0.97 79:0.87 81:0.55 83:0.60 86:0.83 91:0.33 97:0.94 98:0.31 99:0.83 100:0.94 101:0.87 104:0.84 106:0.81 108:0.35 111:0.95 114:0.65 117:0.86 122:0.77 123:0.34 124:0.97 126:0.54 127:0.81 129:0.95 133:0.97 135:1.00 137:0.87 139:0.79 140:0.80 141:0.91 145:0.41 146:0.90 147:0.92 149:0.39 150:0.72 151:0.48 152:0.95 153:0.48 154:0.88 155:0.67 158:0.79 159:0.95 162:0.62 165:0.70 169:0.91 172:0.79 173:0.10 176:0.73 177:0.70 178:0.42 179:0.16 186:0.97 187:0.39 189:0.93 190:0.89 192:0.87 196:0.88 199:0.99 201:0.93 202:0.50 206:0.81 208:0.64 212:0.22 215:0.44 216:0.41 220:0.87 222:0.60 223:0.96 224:0.93 234:0.91 235:0.52 238:0.88 241:0.05 242:0.24 243:0.34 245:0.90 247:0.96 248:0.48 253:0.52 254:0.74 256:0.45 259:0.21 261:0.94 262:0.93 265:0.33 266:0.98 267:0.97 268:0.46 271:0.64 274:0.91 276:0.94 279:0.82 283:0.82 284:0.86 285:0.47 290:0.65 297:0.36 300:0.94\n2 1:0.74 6:0.87 7:0.81 8:0.78 11:0.64 12:0.86 17:0.40 18:0.95 20:0.93 26:0.96 27:0.40 29:0.77 30:0.45 32:0.80 34:0.36 36:0.18 37:0.74 43:0.69 44:0.93 45:0.83 55:0.71 58:0.93 64:0.77 66:0.44 69:0.52 70:0.83 71:0.55 74:0.83 77:0.70 78:0.99 81:0.84 83:0.91 86:0.94 91:0.48 97:0.94 98:0.70 100:0.99 101:0.52 104:0.92 106:0.81 108:0.77 111:0.99 114:0.98 121:0.90 122:0.86 123:0.75 124:0.67 126:0.54 127:0.62 129:0.59 133:0.61 135:0.99 139:0.95 141:0.91 145:0.63 146:0.79 147:0.82 149:0.47 150:0.89 152:0.96 154:0.69 155:0.67 158:0.79 159:0.71 165:0.93 169:0.97 172:0.75 173:0.38 176:0.73 177:0.70 178:0.55 179:0.35 186:0.98 187:0.87 189:0.89 192:0.87 195:0.86 199:0.98 201:0.93 204:0.89 206:0.81 208:0.64 212:0.55 215:0.96 216:0.36 222:0.60 223:0.96 224:0.93 230:0.87 233:0.76 234:0.91 235:0.12 238:0.96 241:0.01 242:0.37 243:0.45 245:0.88 247:0.84 253:0.68 254:0.74 259:0.21 261:0.97 265:0.70 266:0.75 267:0.44 271:0.64 274:0.91 276:0.79 279:0.82 281:0.91 282:0.88 283:0.82 290:0.98 297:0.36 299:0.88 300:0.70\n2 1:0.74 9:0.80 11:0.64 12:0.86 17:0.81 18:0.76 21:0.68 26:0.96 27:0.55 29:0.77 30:0.08 31:0.91 34:0.25 36:0.76 37:0.62 43:0.48 45:0.77 55:0.59 58:0.98 64:0.77 66:0.36 69:0.55 70:0.98 71:0.55 74:0.69 79:0.90 81:0.41 83:0.60 86:0.82 91:0.27 96:0.75 97:0.89 98:0.59 99:0.83 101:0.52 108:0.81 114:0.56 120:0.63 122:0.51 123:0.80 124:0.70 126:0.54 127:0.42 129:0.59 133:0.66 135:1.00 137:0.91 139:0.84 140:0.45 141:0.98 145:0.96 146:0.67 147:0.72 149:0.50 150:0.65 151:0.72 153:0.48 154:0.72 155:0.67 158:0.91 159:0.64 162:0.86 164:0.57 165:0.70 172:0.63 173:0.42 176:0.73 177:0.70 179:0.40 187:0.39 192:0.87 196:0.93 199:0.98 201:0.93 202:0.36 208:0.64 212:0.48 215:0.37 216:0.19 219:0.95 220:0.62 222:0.60 223:0.96 224:1.00 234:0.99 235:0.88 241:0.61 242:0.21 243:0.43 245:0.82 247:0.91 248:0.67 253:0.67 254:0.74 255:0.95 256:0.45 259:0.21 260:0.64 265:0.60 266:0.63 267:0.99 268:0.46 271:0.64 274:0.97 276:0.70 279:0.86 283:0.78 284:0.89 285:0.62 290:0.56 292:0.91 297:0.36 300:0.84\n2 1:0.74 8:0.89 9:0.80 11:0.64 12:0.86 17:0.61 18:0.76 21:0.40 22:0.93 26:0.96 27:0.56 29:0.77 30:0.20 31:0.90 34:0.21 36:0.91 37:0.71 43:0.57 45:0.85 47:0.93 55:0.59 58:0.98 64:0.77 66:0.25 69:0.46 70:0.94 71:0.55 74:0.86 79:0.89 81:0.51 83:0.60 86:0.85 91:0.38 96:0.73 97:0.94 98:0.41 99:0.83 101:0.52 104:0.93 106:0.81 108:0.35 114:0.62 117:0.86 120:0.61 122:0.77 123:0.34 124:0.95 126:0.54 127:0.69 129:0.81 133:0.95 135:1.00 137:0.90 139:0.86 140:0.45 141:0.98 145:0.41 146:0.87 147:0.89 149:0.35 150:0.69 151:0.63 153:0.72 154:0.87 155:0.67 158:0.91 159:0.89 162:0.86 164:0.69 165:0.70 172:0.75 173:0.17 176:0.73 177:0.70 179:0.26 187:0.68 192:0.87 196:0.92 199:0.99 201:0.93 202:0.53 206:0.81 208:0.64 212:0.39 215:0.42 216:0.41 219:0.95 220:0.74 222:0.60 223:0.96 224:0.99 234:0.98 235:0.60 241:0.01 242:0.17 243:0.44 245:0.83 247:0.91 248:0.61 253:0.65 254:0.80 255:0.95 256:0.58 259:0.21 260:0.61 262:0.93 265:0.43 266:0.96 267:0.59 268:0.62 271:0.64 274:0.98 276:0.86 279:0.86 283:0.77 284:0.93 285:0.62 290:0.62 292:0.91 297:0.36 300:0.70\n0 1:0.69 11:0.64 12:0.86 17:0.61 21:0.64 26:0.96 27:0.45 29:0.77 30:0.21 32:0.69 34:0.75 36:0.20 37:0.50 43:0.65 45:0.81 58:0.93 66:0.09 69:0.69 70:0.79 71:0.55 74:0.62 77:0.70 81:0.33 83:0.60 91:0.20 98:0.29 99:0.83 101:0.52 108:0.87 114:0.56 122:0.55 123:0.68 124:0.79 126:0.44 127:0.46 129:0.81 133:0.76 135:0.89 141:0.91 145:0.47 146:0.32 147:0.38 149:0.58 150:0.51 154:0.54 155:0.58 159:0.62 165:0.70 172:0.37 173:0.61 175:0.75 176:0.66 177:0.38 178:0.55 179:0.64 187:0.68 192:0.59 195:0.82 199:0.97 201:0.68 208:0.54 212:0.59 215:0.38 216:0.77 222:0.60 223:0.95 224:0.93 234:0.91 235:0.84 241:0.18 242:0.24 243:0.40 244:0.61 245:0.63 247:0.60 253:0.41 257:0.65 259:0.21 265:0.26 266:0.71 267:1.00 271:0.64 274:0.91 276:0.51 277:0.69 282:0.77 290:0.56 297:0.36 300:0.55\n0 1:0.74 11:0.78 12:0.86 17:0.51 18:0.72 21:0.54 26:0.96 27:0.45 28:0.73 29:0.77 30:0.91 32:0.80 34:0.52 36:0.22 37:0.50 39:0.66 43:0.82 44:0.93 58:0.93 64:0.77 66:0.36 69:0.69 70:0.19 74:0.60 77:0.70 81:0.52 83:0.91 85:0.80 86:0.81 91:0.17 98:0.24 101:0.87 108:0.79 114:0.59 122:0.57 123:0.78 124:0.58 126:0.54 127:0.33 129:0.59 131:0.61 133:0.46 135:0.84 139:0.84 141:0.91 144:0.76 145:0.45 146:0.17 147:0.22 149:0.69 150:0.73 154:0.77 155:0.67 157:0.81 159:0.44 161:0.58 163:0.90 165:0.93 166:0.85 167:0.61 172:0.21 173:0.70 176:0.73 177:0.70 178:0.55 179:0.87 181:0.64 182:0.84 187:0.68 192:0.87 195:0.71 199:0.95 201:0.93 208:0.64 212:0.52 215:0.39 216:0.77 222:0.48 223:0.95 224:0.93 227:0.61 229:0.61 231:0.77 234:0.91 235:0.74 241:0.12 242:0.55 243:0.45 245:0.50 246:0.96 247:0.39 253:0.43 259:0.21 265:0.26 266:0.27 267:0.28 271:0.64 274:0.91 276:0.16 282:0.88 287:0.61 290:0.59 297:0.36 299:0.88 300:0.18\n3 1:0.69 6:0.93 7:0.81 8:0.78 9:0.80 11:0.81 12:0.86 17:0.20 18:0.83 20:0.99 21:0.64 26:0.96 27:0.09 28:0.73 29:0.77 30:0.45 31:0.98 32:0.80 34:0.97 36:0.77 37:0.86 39:0.66 41:0.92 43:0.71 44:0.93 45:0.87 58:0.99 64:0.77 66:0.43 69:0.39 70:0.66 74:0.63 77:0.70 78:0.84 79:0.98 81:0.34 83:0.91 86:0.89 91:0.67 96:0.93 98:0.48 99:0.83 100:0.86 101:0.52 108:0.82 111:0.83 114:0.55 120:0.83 121:0.90 122:0.80 123:0.81 124:0.77 126:0.44 127:0.75 129:0.81 131:0.90 133:0.74 135:0.76 137:0.98 139:0.93 140:0.45 141:0.98 144:0.76 145:0.65 146:0.37 147:0.44 149:0.59 150:0.52 151:0.97 152:0.99 153:0.89 154:0.76 155:0.67 157:0.61 159:0.60 161:0.58 162:0.85 164:0.81 165:0.70 166:0.75 167:0.90 169:0.92 172:0.54 173:0.34 176:0.55 177:0.70 179:0.62 181:0.64 182:0.85 186:0.84 187:0.21 189:0.90 191:0.78 192:0.87 195:0.78 196:0.99 199:0.98 201:0.68 202:0.75 204:0.89 208:0.64 212:0.52 216:0.45 222:0.48 223:0.96 224:0.99 227:0.96 229:0.92 230:0.87 231:0.78 232:0.72 233:0.76 234:0.98 235:0.80 238:0.89 241:0.77 242:0.33 243:0.31 245:0.69 246:0.61 247:0.76 248:0.90 253:0.90 254:0.80 255:0.95 256:0.81 259:0.21 260:0.84 261:0.94 265:0.50 266:0.80 267:0.73 268:0.82 271:0.64 274:0.99 276:0.60 281:0.91 282:0.88 284:0.98 285:0.62 287:0.97 290:0.55 299:0.88 300:0.55\n3 1:0.74 8:0.77 9:0.80 11:0.64 12:0.86 17:0.15 18:0.79 21:0.30 25:0.88 26:0.96 27:0.08 28:0.73 29:0.77 30:0.14 31:0.98 34:0.42 36:0.97 37:0.80 39:0.66 41:0.90 43:0.66 45:0.87 55:0.71 58:0.99 64:0.77 66:0.19 69:0.34 70:0.94 74:0.31 79:0.98 81:0.66 83:0.91 86:0.83 91:0.53 96:0.94 97:0.99 98:0.41 99:0.83 101:0.52 104:0.58 108:0.94 114:0.65 120:0.83 123:0.93 124:0.91 126:0.54 127:0.94 129:0.81 131:0.90 133:0.91 135:0.56 137:0.98 139:0.83 140:0.45 141:0.98 144:0.76 146:0.68 147:0.73 149:0.65 150:0.77 151:0.97 153:0.90 154:0.22 155:0.67 157:0.61 158:0.72 159:0.87 161:0.58 162:0.69 163:0.81 164:0.79 165:0.70 166:0.85 167:0.63 172:0.59 173:0.14 176:0.73 177:0.70 179:0.39 181:0.64 182:0.85 187:0.39 191:0.76 192:0.87 196:0.97 199:0.99 201:0.93 202:0.80 208:0.64 212:0.21 215:0.44 216:0.82 219:0.92 222:0.48 223:0.96 224:0.98 227:0.96 229:0.92 231:0.78 232:0.86 234:0.98 235:0.52 241:0.21 242:0.71 243:0.31 245:0.79 246:0.61 247:0.67 248:0.90 253:0.87 254:0.88 255:0.95 256:0.79 259:0.21 260:0.84 265:0.43 266:0.95 267:0.69 268:0.82 271:0.64 274:0.99 276:0.78 279:0.82 284:0.98 285:0.62 287:0.97 290:0.65 292:0.91 297:0.36 300:0.84\n3 1:0.74 6:0.98 7:0.81 8:0.97 9:0.80 11:0.87 12:0.86 17:0.20 18:0.88 20:0.85 21:0.22 25:0.88 26:0.96 27:0.08 28:0.73 29:0.77 30:0.29 31:1.00 32:0.78 34:0.45 36:0.96 37:0.80 39:0.66 41:0.99 43:0.82 44:0.93 45:0.92 58:1.00 64:0.77 66:0.54 69:0.35 70:0.81 74:0.75 77:0.70 78:0.94 79:1.00 81:0.80 83:0.91 85:0.72 86:0.94 91:0.91 96:0.99 97:0.99 98:0.77 100:0.98 101:0.97 104:0.58 108:0.27 111:0.97 114:0.71 120:0.97 121:0.90 123:0.26 124:0.70 126:0.54 127:0.92 129:0.89 131:0.90 133:0.78 135:0.85 137:1.00 138:0.99 139:0.96 140:0.45 141:0.98 144:0.76 145:0.74 146:0.96 147:0.97 149:0.78 150:0.87 151:1.00 152:1.00 153:0.98 154:0.80 155:0.67 157:0.76 158:0.72 159:0.83 161:0.58 162:0.79 164:0.95 165:0.93 166:0.85 167:0.76 169:0.98 172:0.85 173:0.17 176:0.73 177:0.70 179:0.31 181:0.64 182:0.85 186:0.94 187:0.21 189:0.99 191:0.95 192:0.87 195:0.92 196:1.00 199:1.00 201:0.93 202:0.93 204:0.89 208:0.64 212:0.23 215:0.51 216:0.82 219:0.92 222:0.48 223:0.96 224:0.99 227:0.96 229:0.92 230:0.87 231:0.78 232:0.83 233:0.76 234:0.98 235:0.60 238:0.98 241:0.65 242:0.32 243:0.63 245:0.89 246:0.96 247:0.67 248:0.99 253:0.99 255:0.95 256:0.95 259:0.21 260:0.96 261:0.98 265:0.77 266:0.87 267:0.73 268:0.95 271:0.64 274:1.00 276:0.84 279:0.82 281:0.91 282:0.86 284:1.00 285:0.62 287:0.97 290:0.71 292:0.95 297:0.36 300:0.70\n3 1:0.74 6:0.94 8:0.83 9:0.80 11:0.64 12:0.86 17:0.40 18:0.79 20:0.82 21:0.30 25:0.88 26:0.96 27:0.61 28:0.73 29:0.77 30:0.28 31:0.96 34:0.21 36:0.93 37:0.44 39:0.66 41:0.82 43:0.24 45:0.97 58:0.99 64:0.77 66:0.12 69:0.95 70:0.90 74:0.48 78:0.78 79:0.95 81:0.66 83:0.91 86:0.83 91:0.25 96:0.86 97:0.99 98:0.32 99:0.83 100:0.81 101:0.52 104:0.72 108:0.98 111:0.77 114:0.65 120:0.82 123:0.98 124:0.99 126:0.54 127:0.94 129:0.98 131:0.90 133:0.99 135:0.92 137:0.96 139:0.85 140:0.45 141:0.98 144:0.76 146:0.71 147:0.05 149:0.64 150:0.77 151:0.87 152:0.98 153:0.48 154:0.17 155:0.67 157:0.61 158:0.86 159:0.97 161:0.58 162:0.84 163:0.81 164:0.73 165:0.70 166:0.85 167:0.64 169:0.76 172:0.78 173:0.64 176:0.73 177:0.05 179:0.16 181:0.64 182:0.84 186:0.78 187:0.21 189:0.98 192:0.87 196:0.96 199:1.00 201:0.93 202:0.74 208:0.64 212:0.14 215:0.44 216:0.64 219:0.95 220:0.87 222:0.48 223:0.96 224:0.99 227:0.96 229:0.91 231:0.78 232:0.84 234:0.99 235:0.52 238:0.90 241:0.27 242:0.21 243:0.05 245:0.87 246:0.61 247:0.88 248:0.79 253:0.78 254:0.86 255:0.95 256:0.80 257:0.84 259:0.21 260:0.74 261:0.79 265:0.34 266:0.99 267:0.85 268:0.80 271:0.64 274:0.99 276:0.94 279:0.86 283:0.78 284:0.96 285:0.62 287:0.97 290:0.65 292:0.87 297:0.36 300:0.84\n2 1:0.74 6:0.94 8:0.75 9:0.80 11:0.64 12:0.86 17:0.11 18:0.76 20:0.87 21:0.59 25:0.88 26:0.96 27:0.61 28:0.73 29:0.77 30:0.08 31:0.98 34:0.62 36:0.23 37:0.44 39:0.66 41:0.96 43:0.58 45:0.81 58:1.00 64:0.77 66:0.16 69:0.77 70:1.00 74:0.30 78:0.75 79:0.98 81:0.46 83:0.91 86:0.82 91:0.53 96:0.94 98:0.16 99:0.83 100:0.78 101:0.52 104:0.72 108:0.60 111:0.74 114:0.58 120:0.87 123:0.57 124:0.96 126:0.54 127:0.92 129:0.05 131:0.90 133:0.95 135:0.88 137:0.98 139:0.78 140:0.80 141:0.98 144:0.76 146:0.50 147:0.56 149:0.50 150:0.67 151:0.96 152:0.98 153:0.86 154:0.68 155:0.67 157:0.61 159:0.95 161:0.58 162:0.51 164:0.86 165:0.70 166:0.84 167:0.64 169:0.76 172:0.41 173:0.34 176:0.73 177:0.70 178:0.42 179:0.56 181:0.64 182:0.85 186:0.76 187:0.87 189:0.91 191:0.70 192:0.87 196:0.96 199:0.99 201:0.93 202:0.90 208:0.64 212:0.12 215:0.39 216:0.64 222:0.48 223:0.96 224:0.98 227:0.96 229:0.92 231:0.78 232:0.84 234:0.97 235:0.80 238:0.85 241:0.27 242:0.71 243:0.37 245:0.60 246:0.61 247:0.60 248:0.91 253:0.88 254:0.88 255:0.95 256:0.87 259:0.21 260:0.86 261:0.79 265:0.17 266:0.96 267:0.69 268:0.87 271:0.64 274:0.99 276:0.66 284:0.98 285:0.62 287:0.97 290:0.58 297:0.36 300:0.98\n2 6:0.96 8:0.82 9:0.80 11:0.64 12:0.86 17:0.28 18:0.61 20:0.99 21:0.13 25:0.88 26:0.96 27:0.31 28:0.73 29:0.77 30:0.15 31:1.00 34:0.21 36:0.81 37:0.54 39:0.66 41:0.99 43:0.15 45:0.66 55:0.59 58:1.00 60:0.95 66:0.33 69:0.84 70:0.84 74:0.48 78:0.77 79:1.00 81:0.39 83:0.91 86:0.70 91:0.65 96:0.98 98:0.56 100:0.81 101:0.52 104:0.74 108:0.38 111:0.77 120:0.95 123:0.67 124:0.61 126:0.26 127:0.63 129:0.05 131:0.90 133:0.37 135:0.47 137:1.00 139:0.78 140:0.45 141:0.98 144:0.76 146:0.50 147:0.52 149:0.19 150:0.34 151:0.99 152:0.90 153:0.96 154:0.58 155:0.67 157:0.61 158:0.91 159:0.38 161:0.58 162:0.50 163:0.90 164:0.95 166:0.75 167:0.94 169:0.79 172:0.27 173:0.95 177:0.05 179:0.85 181:0.64 182:0.85 186:0.78 189:0.97 191:0.90 192:0.87 196:0.98 199:1.00 202:0.98 208:0.64 212:0.30 215:0.61 216:0.17 219:0.95 222:0.48 223:0.96 224:0.98 227:0.96 229:0.92 231:0.78 234:0.97 235:0.12 238:0.93 241:0.82 242:0.73 243:0.50 245:0.60 246:0.61 247:0.39 248:0.97 253:0.95 254:0.88 255:0.95 256:0.98 257:0.84 260:0.94 261:0.81 265:0.52 266:0.54 267:0.44 268:0.97 271:0.64 274:1.00 276:0.37 279:0.86 283:0.78 284:1.00 285:0.62 287:0.97 292:0.91 297:0.36 300:0.55\n1 1:0.69 6:0.84 8:0.65 9:0.80 11:0.87 12:0.86 17:0.59 18:0.98 20:0.95 21:0.47 22:0.93 26:0.96 27:0.21 28:0.73 29:0.77 30:0.66 31:0.97 34:0.76 36:0.86 37:0.74 39:0.66 41:0.82 43:0.92 45:0.99 47:0.93 58:0.98 60:0.87 64:0.77 66:0.27 69:0.19 70:0.66 74:0.75 78:0.76 79:0.97 81:0.41 83:0.91 85:0.88 86:0.99 91:0.25 96:0.91 97:0.94 98:0.55 99:0.83 100:0.78 101:0.97 104:0.84 106:0.81 108:0.95 111:0.75 114:0.57 117:0.86 120:0.80 122:0.85 123:0.95 124:0.87 126:0.44 127:0.83 129:0.89 131:0.90 133:0.87 135:0.23 137:0.97 139:0.99 140:0.45 141:0.98 144:0.76 146:0.90 147:0.92 149:0.95 150:0.55 151:0.96 152:0.91 153:0.87 154:0.91 155:0.67 157:0.82 158:0.92 159:0.91 161:0.58 162:0.74 164:0.68 165:0.70 166:0.75 167:0.61 169:0.76 172:0.92 173:0.08 176:0.55 177:0.70 179:0.14 181:0.64 182:0.85 186:0.77 187:0.39 189:0.86 191:0.70 192:0.87 196:0.99 199:0.99 201:0.68 202:0.72 204:0.85 206:0.81 208:0.64 212:0.67 216:0.95 219:0.95 222:0.48 223:0.96 224:0.98 227:0.96 229:0.91 231:0.78 232:0.92 234:0.97 235:0.60 238:0.86 241:0.15 242:0.36 243:0.38 245:0.98 246:0.61 247:0.82 248:0.85 253:0.88 255:0.95 256:0.73 259:0.21 260:0.79 261:0.79 262:0.93 265:0.56 266:0.89 267:0.44 268:0.76 271:0.64 274:0.98 276:0.96 279:0.86 281:0.89 283:0.82 284:0.96 285:0.62 287:0.97 290:0.57 292:0.95 300:0.94\n2 1:0.74 6:0.93 7:0.63 8:0.91 9:0.80 11:0.64 12:0.86 17:0.55 18:0.73 20:0.99 21:0.30 26:0.96 27:0.09 28:0.73 29:0.77 30:0.62 31:1.00 32:0.80 34:0.76 36:0.87 37:0.86 39:0.66 41:0.98 43:0.17 44:0.93 45:0.73 58:1.00 64:0.77 66:0.75 69:0.30 70:0.34 74:0.49 77:0.70 78:0.91 79:1.00 81:0.67 83:0.91 86:0.85 91:0.91 96:0.98 97:0.89 98:0.75 100:0.96 101:0.52 108:0.24 111:0.93 114:0.65 120:0.95 122:0.57 123:0.23 126:0.54 127:0.24 129:0.05 131:0.90 135:0.23 137:1.00 139:0.90 140:0.45 141:0.98 144:0.76 145:0.56 146:0.31 147:0.38 149:0.07 150:0.80 151:0.99 152:0.99 153:0.97 154:0.82 155:0.67 157:0.61 158:0.72 159:0.13 161:0.58 162:0.78 164:0.92 165:0.93 166:0.85 167:0.97 169:0.92 172:0.32 173:0.76 176:0.73 177:0.70 179:0.84 181:0.64 182:0.85 186:0.91 189:0.95 191:0.94 192:0.87 195:0.53 196:1.00 199:0.99 201:0.93 202:0.90 204:0.85 208:0.64 212:0.95 215:0.44 216:0.45 219:0.92 222:0.48 223:0.96 224:0.98 227:0.96 229:0.92 230:0.63 231:0.78 232:0.72 233:0.73 234:0.98 235:0.52 238:0.95 241:0.95 242:0.63 243:0.77 246:0.96 247:0.35 248:0.97 253:0.96 254:0.90 255:0.95 256:0.93 259:0.21 260:0.95 261:0.94 265:0.75 266:0.12 267:0.79 268:0.93 271:0.64 274:1.00 276:0.27 279:0.82 281:0.91 282:0.88 284:0.99 285:0.62 287:0.97 290:0.65 292:0.91 297:0.36 300:0.25\n2 6:0.98 7:0.63 8:0.97 9:0.80 11:0.64 12:0.86 17:0.09 18:0.80 20:0.99 21:0.59 25:0.88 26:0.96 27:0.08 28:0.73 29:0.77 30:0.13 31:1.00 32:0.62 34:0.52 36:0.64 37:0.80 39:0.66 41:0.99 43:0.62 45:0.90 55:0.59 58:1.00 60:0.97 66:0.32 69:0.51 70:0.96 74:0.49 78:0.92 79:1.00 81:0.26 83:0.91 86:0.86 91:0.99 96:0.99 97:0.94 98:0.55 100:0.98 101:0.52 104:0.58 108:0.94 111:0.96 120:0.99 123:0.94 124:0.92 126:0.26 127:0.93 129:0.81 131:0.90 133:0.92 135:0.65 137:1.00 138:0.99 139:0.88 140:0.45 141:0.98 144:0.76 145:0.89 146:0.55 147:0.61 149:0.60 150:0.25 151:1.00 152:1.00 153:0.99 154:0.80 155:0.67 157:0.61 158:0.92 159:0.88 161:0.58 162:0.79 164:0.97 166:0.75 167:0.95 169:0.98 172:0.77 173:0.23 177:0.70 179:0.30 181:0.64 182:0.85 186:0.92 189:0.99 191:0.98 192:0.87 195:0.96 196:1.00 199:1.00 202:0.98 208:0.64 212:0.21 215:0.39 216:0.82 219:0.95 222:0.48 223:0.96 224:0.99 227:0.96 229:0.92 230:0.63 231:0.78 233:0.73 234:0.99 235:0.74 238:0.98 241:0.85 242:0.63 243:0.23 245:0.83 246:0.61 247:0.60 248:0.99 253:0.99 254:0.92 255:0.95 256:0.99 259:0.21 260:0.98 261:0.98 265:0.56 266:0.92 267:0.65 268:0.99 271:0.64 274:1.00 276:0.85 279:0.86 283:0.82 284:1.00 285:0.62 287:0.97 292:0.95 297:0.36 300:0.94\n2 9:0.80 11:0.81 12:0.86 17:0.07 18:0.88 21:0.30 25:0.88 26:0.96 27:0.08 28:0.73 29:0.77 30:0.74 31:0.95 34:0.50 36:0.86 37:0.80 39:0.66 41:0.82 43:0.72 45:0.87 58:0.98 66:0.87 69:0.17 70:0.44 74:0.44 79:0.94 81:0.31 83:0.91 86:0.91 91:0.31 96:0.84 98:0.94 101:0.52 104:0.58 108:0.14 120:0.81 122:0.80 123:0.13 126:0.26 127:0.62 129:0.05 131:0.90 135:0.61 137:0.95 139:0.88 140:0.80 141:0.98 144:0.76 146:0.74 147:0.78 149:0.78 150:0.29 151:0.92 153:0.72 154:0.68 155:0.67 157:0.61 159:0.30 161:0.58 162:0.78 164:0.65 166:0.75 167:0.74 172:0.63 173:0.38 177:0.70 179:0.71 181:0.64 182:0.85 187:0.87 192:0.87 196:0.96 199:0.96 202:0.59 208:0.64 212:0.48 215:0.44 216:0.82 222:0.48 223:0.96 224:1.00 227:0.96 229:0.92 231:0.77 232:0.86 234:1.00 235:0.31 241:0.60 242:0.58 243:0.88 246:0.61 247:0.39 248:0.81 253:0.78 254:0.80 255:0.95 256:0.58 259:0.21 260:0.76 265:0.94 266:0.38 267:0.69 268:0.64 271:0.64 274:0.98 276:0.49 284:0.91 285:0.62 287:0.97 297:0.36 300:0.43\n0 1:0.74 7:0.63 11:0.78 12:0.86 17:0.40 18:0.72 21:0.68 26:0.96 27:0.45 28:0.73 29:0.77 30:0.32 34:0.71 36:0.19 37:0.50 39:0.66 43:0.82 55:0.59 58:0.93 60:0.87 64:0.77 66:0.64 69:0.63 70:0.72 74:0.60 81:0.45 83:0.91 85:0.80 86:0.80 91:0.08 98:0.69 101:0.87 108:0.71 114:0.56 123:0.69 124:0.46 126:0.54 127:0.41 129:0.59 131:0.61 133:0.46 135:0.79 139:0.84 141:0.91 144:0.76 145:0.49 146:0.33 147:0.39 149:0.71 150:0.70 154:0.77 155:0.67 157:0.81 158:0.91 159:0.50 161:0.58 165:0.93 166:0.84 167:0.61 172:0.61 173:0.60 176:0.73 177:0.70 178:0.55 179:0.58 181:0.64 182:0.84 187:0.68 192:0.87 199:0.98 201:0.93 208:0.64 212:0.30 215:0.37 216:0.77 219:0.95 222:0.48 223:0.96 224:0.93 227:0.61 229:0.61 230:0.64 231:0.76 233:0.76 234:0.91 235:0.88 241:0.15 242:0.57 243:0.29 245:0.71 246:0.96 247:0.67 253:0.41 259:0.21 265:0.69 266:0.71 267:0.28 271:0.64 274:0.91 276:0.54 279:0.86 283:0.78 287:0.61 290:0.56 292:0.91 297:0.36 300:0.55\n2 1:0.69 6:0.93 8:0.95 9:0.80 11:0.64 12:0.86 17:0.24 18:0.90 20:0.74 21:0.13 26:0.96 27:0.09 28:0.73 29:0.77 30:0.67 31:0.96 34:0.92 36:0.89 37:0.86 39:0.66 41:0.88 43:0.71 44:0.90 45:0.91 58:0.98 64:0.77 66:0.47 69:0.32 70:0.63 74:0.35 77:0.70 78:0.72 79:0.95 81:0.74 83:0.91 86:0.96 91:0.38 96:0.86 97:0.89 98:0.44 99:0.83 100:0.73 101:0.52 108:0.25 111:0.72 114:0.64 120:0.75 122:0.80 123:0.24 124:0.66 126:0.44 127:0.77 129:0.59 131:0.90 133:0.66 135:0.54 137:0.96 139:0.96 140:0.45 141:0.98 144:0.76 145:0.79 146:0.61 147:0.66 149:0.62 150:0.70 151:0.92 152:0.99 153:0.72 154:0.80 155:0.67 157:0.61 158:0.72 159:0.65 161:0.58 162:0.86 164:0.70 165:0.70 166:0.75 167:0.75 169:0.92 172:0.63 173:0.25 176:0.55 177:0.70 179:0.54 181:0.64 182:0.85 186:0.73 187:0.39 192:0.87 195:0.80 196:0.98 199:0.96 201:0.68 202:0.59 208:0.64 212:0.57 216:0.45 219:0.92 222:0.48 223:0.96 224:0.99 227:0.96 229:0.92 231:0.78 232:0.72 234:0.99 235:0.22 241:0.64 242:0.32 243:0.59 245:0.78 246:0.61 247:0.60 248:0.83 253:0.80 254:0.86 255:0.95 256:0.64 259:0.21 260:0.76 261:0.94 265:0.46 266:0.75 267:0.59 268:0.68 271:0.64 274:0.98 276:0.61 279:0.82 282:0.71 284:0.94 285:0.62 287:0.97 290:0.64 292:0.91 300:0.70\n2 6:0.94 7:0.76 8:0.86 9:0.80 12:0.86 17:0.53 20:0.91 21:0.54 25:0.88 27:0.57 28:0.73 30:0.68 32:0.72 34:0.49 36:0.37 37:0.62 39:0.73 41:0.90 43:0.45 55:0.59 66:0.31 69:0.17 70:0.57 78:0.88 81:0.37 83:0.77 91:0.86 96:0.84 98:0.44 100:0.92 104:0.54 108:0.78 111:0.89 120:0.93 123:0.77 124:0.72 126:0.32 127:0.75 129:0.81 133:0.67 135:0.94 140:0.97 144:0.85 145:0.87 146:0.30 147:0.36 149:0.49 150:0.33 151:0.87 152:0.85 153:0.90 154:0.34 155:0.67 159:0.63 161:0.74 162:0.82 164:0.91 167:0.87 169:0.90 172:0.37 173:0.18 175:0.75 177:0.05 179:0.75 181:0.91 186:0.88 189:0.95 191:0.79 192:0.59 195:0.81 202:0.85 208:0.64 212:0.18 215:0.58 216:0.49 222:0.35 230:0.79 233:0.76 235:0.60 238:0.91 241:0.88 242:0.82 243:0.28 244:0.61 245:0.64 247:0.12 248:0.82 253:0.78 255:0.79 256:0.89 257:0.65 259:0.21 260:0.93 261:0.90 265:0.46 266:0.71 267:0.65 268:0.90 271:0.64 276:0.44 277:0.69 283:0.82 285:0.62 297:0.36 300:0.55\n1 1:0.74 7:0.76 11:0.88 12:0.86 17:0.30 21:0.47 27:0.45 28:0.73 30:0.31 32:0.80 34:0.88 36:0.19 37:0.50 39:0.73 43:0.82 55:0.59 60:0.87 66:0.24 69:0.61 70:0.81 74:0.79 77:0.70 81:0.63 83:0.84 85:0.80 91:0.17 98:0.57 101:0.72 108:0.90 114:0.80 123:0.45 124:0.78 126:0.54 127:0.60 129:0.81 133:0.76 135:0.87 144:0.85 145:0.42 146:0.84 147:0.87 149:0.79 150:0.77 154:0.77 155:0.67 158:0.87 159:0.77 161:0.74 165:0.80 167:0.59 172:0.63 173:0.43 176:0.73 177:0.38 178:0.55 179:0.36 181:0.91 187:0.68 192:0.59 195:0.90 201:0.74 208:0.64 212:0.51 215:0.63 216:0.77 222:0.35 230:0.79 233:0.76 235:0.60 241:0.44 242:0.57 243:0.44 245:0.85 247:0.67 253:0.69 259:0.21 265:0.46 266:0.87 267:0.36 271:0.64 276:0.78 279:0.86 282:0.88 283:0.71 290:0.80 297:0.36 299:0.88 300:0.70\n3 1:0.74 6:0.97 7:0.81 8:0.93 9:0.80 12:0.86 17:0.32 20:0.98 21:0.40 27:0.29 28:0.73 30:0.66 32:0.80 34:0.49 36:0.85 37:0.81 39:0.73 41:0.95 43:0.42 55:0.59 60:0.87 66:0.68 69:0.73 70:0.64 74:0.70 76:0.98 77:0.70 78:0.92 81:0.67 83:0.81 91:0.92 96:0.88 98:0.84 100:0.96 104:0.79 108:0.56 111:0.93 114:0.82 120:0.95 121:0.90 123:0.54 124:0.43 126:0.54 127:0.78 129:0.05 133:0.39 135:0.54 138:0.99 140:0.80 144:0.85 145:0.63 146:0.75 147:0.33 149:0.57 150:0.80 151:0.92 152:0.90 153:0.90 154:0.62 155:0.67 158:0.87 159:0.41 161:0.74 162:0.76 164:0.95 165:0.83 167:0.88 169:0.94 172:0.61 173:0.83 176:0.73 177:0.05 179:0.69 181:0.91 186:0.92 189:0.98 191:0.87 192:0.59 195:0.63 201:0.74 202:0.91 204:0.89 208:0.64 212:0.61 215:0.67 216:0.50 220:0.62 222:0.35 230:0.87 233:0.76 235:0.52 238:0.94 241:0.90 242:0.79 243:0.25 245:0.68 247:0.39 248:0.89 253:0.88 254:0.84 255:0.79 256:0.93 257:0.65 259:0.21 260:0.95 261:0.94 265:0.84 266:0.38 267:0.65 268:0.94 271:0.64 276:0.55 279:0.86 282:0.88 283:0.82 285:0.62 290:0.82 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.82 8:0.87 9:0.80 11:0.88 12:0.86 17:0.18 20:0.87 21:0.22 27:0.38 28:0.73 30:0.11 34:0.34 36:0.64 37:0.90 39:0.73 41:0.95 43:0.67 55:0.71 60:0.87 66:0.13 69:0.54 70:0.84 74:0.69 78:0.77 81:0.77 83:0.81 85:0.72 91:0.85 96:0.93 98:0.43 100:0.80 101:0.72 108:0.78 111:0.76 114:0.90 120:0.93 122:0.43 123:0.66 124:0.73 126:0.54 127:0.51 129:0.81 133:0.67 135:0.23 140:0.93 144:0.85 146:0.30 147:0.36 149:0.46 150:0.85 151:0.87 152:0.83 153:0.84 154:0.63 155:0.67 158:0.87 159:0.46 161:0.74 162:0.79 164:0.92 165:0.86 167:0.75 169:0.78 172:0.27 173:0.56 176:0.73 177:0.38 179:0.81 181:0.91 186:0.78 187:0.39 189:0.84 191:0.89 192:0.59 201:0.74 202:0.87 208:0.64 212:0.28 215:0.79 216:0.79 220:0.62 222:0.35 235:0.31 238:0.87 241:0.72 242:0.45 243:0.34 245:0.56 247:0.47 248:0.88 253:0.93 255:0.79 256:0.91 259:0.21 260:0.92 261:0.79 265:0.25 266:0.63 267:0.84 268:0.91 271:0.64 276:0.39 279:0.86 283:0.82 285:0.62 290:0.90 297:0.36 300:0.55\n3 6:0.89 7:0.81 8:0.86 9:0.80 11:0.88 12:0.86 17:0.05 20:0.98 21:0.13 25:0.88 27:0.24 28:0.73 30:0.21 32:0.80 34:0.30 36:0.79 37:0.71 39:0.73 41:0.97 43:0.60 55:0.71 66:0.44 69:0.90 70:0.86 74:0.65 76:0.94 77:0.70 78:0.95 81:0.67 83:0.83 85:0.72 91:0.92 96:0.95 98:0.69 100:0.98 101:0.71 104:0.76 108:0.79 111:0.97 120:0.97 121:0.90 123:0.78 124:0.65 126:0.32 127:0.94 129:0.05 133:0.62 135:0.17 140:0.90 144:0.85 145:0.47 146:0.79 147:0.05 149:0.74 150:0.48 151:0.98 152:0.90 153:0.97 154:0.51 155:0.67 159:0.63 161:0.74 162:0.77 164:0.97 167:0.89 169:0.97 172:0.74 173:0.93 177:0.05 179:0.40 181:0.91 186:0.95 189:0.91 191:0.91 192:0.59 195:0.76 202:0.94 204:0.89 208:0.64 212:0.77 215:0.84 216:0.57 220:0.74 222:0.35 230:0.87 233:0.76 235:0.12 238:0.95 241:0.97 242:0.80 243:0.07 245:0.87 247:0.39 248:0.94 253:0.94 255:0.79 256:0.96 257:0.65 259:0.21 260:0.97 261:0.96 265:0.69 266:0.54 267:0.59 268:0.96 271:0.64 276:0.78 282:0.88 283:0.71 285:0.62 297:0.36 299:0.88 300:0.70\n3 1:0.74 6:0.93 7:0.76 8:0.84 9:0.80 11:0.88 12:0.86 17:0.43 20:0.99 21:0.30 27:0.21 28:0.73 30:0.14 34:0.28 36:0.88 37:0.74 39:0.73 41:0.99 43:0.98 55:0.71 60:0.97 66:0.13 69:0.12 70:0.88 74:0.90 76:0.97 78:0.88 81:0.72 83:0.90 85:0.96 91:0.72 96:0.98 98:0.45 100:0.96 101:0.73 104:0.84 106:0.81 108:0.97 111:0.92 114:0.86 117:0.86 120:0.98 123:0.97 124:0.96 126:0.54 127:0.99 129:0.99 133:0.96 135:0.19 138:0.98 140:0.45 144:0.85 146:0.49 147:0.55 149:0.91 150:0.82 151:1.00 152:0.91 153:0.98 154:0.98 155:0.67 158:0.92 159:0.98 161:0.74 162:0.73 164:0.95 165:0.84 167:0.67 169:0.94 172:0.95 173:0.05 176:0.73 177:0.38 179:0.10 181:0.91 186:0.88 187:0.39 189:0.94 191:0.80 192:0.59 201:0.74 202:0.92 206:0.81 208:0.64 212:0.49 215:0.72 216:0.95 222:0.35 230:0.79 232:0.92 233:0.76 235:0.42 238:0.96 241:0.62 242:0.73 243:0.08 245:0.99 247:0.60 248:0.99 253:0.99 255:0.79 256:0.94 259:0.21 260:0.98 261:0.93 265:0.47 266:0.94 267:0.36 268:0.94 271:0.64 276:0.99 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.94\n2 6:0.88 8:0.73 9:0.80 12:0.86 17:0.02 20:0.97 21:0.30 25:0.88 27:0.39 28:0.73 30:0.76 34:0.30 36:0.89 37:0.45 39:0.73 41:0.97 43:0.43 55:0.59 66:0.72 69:0.35 70:0.22 74:0.40 78:0.85 81:0.52 83:0.84 91:0.85 96:0.96 98:0.92 100:0.87 104:0.58 108:0.27 111:0.85 120:0.97 122:0.41 123:0.26 126:0.32 127:0.54 129:0.05 135:0.28 140:0.87 144:0.85 146:0.44 147:0.51 149:0.27 150:0.40 151:0.98 152:0.89 153:0.97 154:0.72 155:0.67 159:0.16 161:0.74 162:0.83 164:0.96 167:0.88 169:0.85 172:0.27 173:0.75 177:0.38 179:0.96 181:0.91 186:0.85 189:0.90 191:0.77 192:0.59 202:0.92 208:0.64 212:0.42 215:0.72 216:0.46 222:0.35 235:0.31 238:0.88 241:0.93 242:0.45 243:0.75 247:0.35 248:0.95 253:0.93 254:0.94 255:0.79 256:0.95 259:0.21 260:0.97 261:0.88 265:0.92 266:0.23 267:0.19 268:0.95 271:0.64 276:0.23 283:0.82 285:0.62 297:0.36 300:0.18\n1 1:0.74 7:0.76 11:0.88 12:0.86 17:0.47 21:0.40 27:0.45 28:0.73 30:0.15 34:0.86 36:0.28 37:0.50 39:0.73 43:0.82 66:0.43 69:0.61 70:0.87 74:0.71 81:0.67 83:0.75 85:0.90 91:0.06 98:0.71 101:0.78 108:0.47 114:0.82 122:0.41 123:0.45 124:0.60 126:0.54 127:0.53 129:0.59 133:0.47 135:0.93 144:0.85 145:0.50 146:0.88 147:0.90 149:0.81 150:0.80 154:0.77 155:0.67 159:0.68 161:0.74 165:0.83 167:0.54 172:0.61 173:0.49 176:0.73 177:0.38 178:0.55 179:0.48 181:0.91 187:0.68 192:0.59 201:0.74 212:0.29 215:0.67 216:0.77 222:0.35 230:0.79 233:0.76 235:0.52 241:0.27 242:0.31 243:0.57 245:0.85 247:0.60 253:0.68 259:0.21 265:0.71 266:0.75 267:0.28 271:0.64 276:0.67 290:0.82 297:0.36 300:0.70\n2 1:0.74 7:0.76 8:0.75 9:0.80 11:0.88 12:0.86 17:0.40 21:0.40 27:0.21 28:0.73 30:0.18 34:0.61 36:0.93 37:0.74 39:0.73 41:0.92 43:0.97 55:0.71 60:0.87 66:0.16 69:0.17 70:0.96 74:0.89 76:0.85 81:0.67 83:0.81 85:0.93 91:0.23 96:0.85 98:0.41 101:0.75 104:0.89 106:0.81 108:0.95 114:0.82 117:0.86 120:0.82 123:0.93 124:0.91 126:0.54 127:0.76 129:0.93 133:0.91 135:0.54 140:0.80 144:0.85 146:0.38 147:0.45 149:0.89 150:0.80 151:0.87 153:0.91 154:0.97 155:0.67 158:0.87 159:0.90 161:0.74 162:0.67 164:0.80 165:0.83 167:0.68 172:0.77 173:0.08 176:0.73 177:0.38 179:0.19 181:0.91 187:0.39 192:0.59 201:0.74 202:0.74 206:0.81 208:0.64 212:0.67 215:0.67 216:0.95 220:0.62 222:0.35 230:0.78 232:0.95 233:0.69 235:0.52 241:0.64 242:0.71 243:0.16 245:0.92 247:0.55 248:0.84 253:0.89 255:0.79 256:0.71 259:0.21 260:0.82 265:0.37 266:0.94 267:0.36 268:0.76 271:0.64 276:0.91 279:0.86 283:0.71 285:0.62 290:0.82 297:0.36 300:0.98\n1 6:0.92 7:0.76 8:0.97 9:0.80 11:0.82 12:0.86 17:0.09 20:0.98 21:0.59 25:0.88 27:0.08 28:0.73 30:0.17 32:0.72 34:0.52 36:0.64 37:0.80 39:0.73 41:0.98 43:0.36 55:0.84 66:0.16 69:0.55 70:0.86 74:0.89 76:0.94 77:0.70 78:0.92 81:0.42 83:0.87 91:0.99 96:0.97 98:0.59 100:0.95 104:0.58 108:0.42 111:0.93 120:0.99 122:0.43 123:0.93 124:0.88 126:0.32 127:0.92 129:0.93 133:0.90 135:0.65 138:0.99 140:0.95 144:0.85 145:0.89 146:0.93 147:0.95 149:0.68 150:0.35 151:0.98 152:0.93 153:0.98 154:0.63 155:0.67 159:0.88 161:0.74 162:0.73 164:0.99 167:0.87 169:0.92 172:0.80 173:0.26 177:0.38 179:0.27 181:0.91 186:0.92 189:0.93 191:0.98 192:0.59 195:0.96 202:0.98 208:0.64 212:0.22 215:0.55 216:0.82 220:0.74 222:0.35 230:0.78 233:0.69 235:0.74 238:0.93 241:0.85 242:0.21 243:0.50 245:0.88 247:0.67 248:0.97 253:0.98 254:0.74 255:0.79 256:0.98 259:0.21 260:0.99 261:0.94 265:0.60 266:0.87 267:0.65 268:0.99 271:0.64 276:0.87 282:0.79 283:0.71 285:0.62 297:0.36 300:0.84\n1 12:0.06 17:0.40 21:0.64 27:0.45 28:0.64 30:0.58 32:0.80 34:0.78 36:0.18 37:0.50 43:0.32 55:0.52 66:0.80 69:0.70 70:0.33 81:0.81 91:0.12 98:0.48 108:0.53 123:0.51 126:0.54 127:0.15 129:0.05 135:0.39 145:0.47 146:0.59 147:0.64 149:0.46 150:0.60 154:0.24 159:0.21 161:0.68 167:0.48 172:0.45 173:0.69 177:0.05 178:0.55 179:0.40 181:0.64 187:0.68 195:0.73 212:0.71 215:0.53 216:0.77 235:0.80 241:0.12 242:0.82 243:0.82 247:0.12 259:0.21 265:0.50 266:0.27 267:0.44 271:0.63 276:0.36 283:0.60 297:0.36 300:0.25\n1 6:0.83 7:0.81 8:0.63 12:0.06 17:0.26 20:0.97 21:0.47 27:0.07 28:0.64 30:0.33 32:0.80 34:0.25 36:0.89 37:0.32 43:0.35 55:0.52 66:0.12 69:0.63 70:0.49 78:0.92 81:0.87 91:0.95 98:0.27 100:0.93 108:0.48 111:0.91 120:0.84 123:0.71 124:0.66 126:0.54 127:0.41 129:0.81 133:0.67 135:0.65 140:0.87 145:0.45 146:0.31 147:0.37 149:0.43 150:0.73 151:0.73 152:0.89 153:0.81 154:0.27 159:0.46 161:0.68 162:0.49 164:0.94 167:0.82 169:0.90 172:0.27 173:0.63 177:0.05 178:0.48 179:0.86 181:0.64 186:0.91 189:0.85 191:0.91 195:0.71 202:0.96 212:0.42 215:0.63 216:0.52 220:0.93 230:0.87 233:0.76 235:0.52 238:0.88 241:0.81 242:0.82 243:0.58 245:0.47 247:0.12 248:0.76 256:0.93 259:0.21 260:0.85 261:0.92 265:0.26 266:0.38 267:0.91 268:0.92 271:0.63 276:0.30 283:0.60 285:0.62 297:0.36 300:0.33\n2 6:0.97 8:0.95 12:0.06 17:0.06 20:0.96 21:0.78 27:0.12 28:0.64 34:0.52 36:0.37 37:0.88 78:0.95 91:0.89 100:0.98 104:0.89 106:0.81 111:0.97 120:0.97 135:0.68 140:0.87 151:0.81 152:0.89 153:0.94 161:0.68 162:0.55 164:0.99 167:0.74 169:0.97 175:0.75 178:0.48 181:0.64 186:0.95 187:0.68 189:0.98 191:0.98 202:0.99 206:0.81 216:0.91 220:0.62 238:0.97 241:0.74 244:0.61 248:0.95 256:0.99 257:0.65 259:0.21 260:0.97 261:0.96 267:0.79 268:0.99 271:0.63 277:0.69 283:0.82 285:0.62\n2 6:0.83 7:0.81 8:0.62 12:0.06 17:0.01 20:0.98 21:0.47 27:0.04 28:0.64 30:0.95 32:0.80 34:0.28 36:0.74 37:0.60 43:0.47 55:0.84 66:0.64 69:0.39 78:0.91 81:0.87 91:0.98 98:0.89 100:0.89 104:0.58 108:0.30 111:0.90 120:0.97 123:0.29 126:0.54 127:0.44 129:0.05 135:0.28 140:0.45 145:0.94 146:0.50 147:0.56 149:0.27 150:0.73 151:0.79 152:0.91 153:0.91 154:0.36 159:0.18 161:0.68 162:0.71 163:0.86 164:0.98 167:0.85 169:0.86 172:0.16 173:0.72 177:0.05 179:0.99 181:0.64 186:0.91 189:0.85 191:0.87 195:0.54 202:0.97 212:0.95 215:0.63 216:0.61 220:0.62 230:0.87 233:0.76 235:0.52 238:0.84 241:0.96 242:0.82 243:0.69 247:0.12 248:0.95 256:0.98 259:0.21 260:0.97 261:0.91 265:0.89 266:0.12 267:0.79 268:0.98 271:0.63 276:0.19 283:0.60 285:0.62 297:0.36 300:0.08\n2 6:0.83 7:0.81 8:0.63 12:0.06 17:0.38 20:0.90 21:0.30 27:0.21 28:0.64 30:0.52 34:0.47 36:0.93 37:0.74 43:0.52 55:0.71 66:0.44 69:0.12 70:0.63 78:0.82 81:0.90 91:0.76 98:0.65 100:0.81 106:0.81 108:0.77 111:0.81 120:0.93 123:0.75 124:0.85 126:0.54 127:0.76 129:0.95 133:0.87 135:0.28 140:0.45 146:0.80 147:0.84 149:0.83 150:0.82 151:0.82 152:0.84 153:0.95 154:0.41 159:0.88 161:0.68 162:0.75 164:0.90 167:0.59 169:0.80 172:0.87 173:0.08 177:0.05 179:0.22 181:0.64 186:0.81 187:0.39 189:0.85 191:0.76 202:0.83 206:0.81 212:0.49 215:0.72 216:0.95 230:0.87 233:0.76 235:0.42 238:0.84 241:0.55 242:0.82 243:0.29 245:0.91 247:0.12 248:0.89 256:0.86 259:0.21 260:0.93 261:0.82 265:0.66 266:0.91 267:0.76 268:0.87 271:0.63 276:0.90 283:0.82 285:0.62 297:0.36 300:0.70\n2 6:0.86 7:0.81 8:0.77 12:0.06 17:0.01 20:0.82 21:0.30 27:0.30 28:0.64 30:0.21 32:0.80 34:0.67 36:0.53 37:0.32 43:0.41 55:0.52 66:0.80 69:0.52 70:0.50 78:0.89 81:0.97 91:0.92 98:0.81 100:0.87 104:0.91 106:0.81 108:0.40 111:0.87 120:0.96 123:0.39 126:0.54 127:0.30 129:0.05 135:0.65 140:0.45 145:0.52 146:0.68 147:0.72 149:0.47 150:0.95 151:0.80 152:0.86 153:0.93 154:0.31 159:0.26 161:0.68 162:0.78 163:0.90 164:0.99 167:0.74 169:0.83 172:0.45 173:0.66 177:0.05 179:0.78 181:0.64 186:0.88 187:0.21 189:0.88 191:0.88 195:0.61 202:0.97 206:0.81 212:0.37 215:0.72 216:0.64 220:0.82 230:0.87 233:0.76 235:0.52 238:0.84 241:0.74 242:0.82 243:0.82 247:0.12 248:0.94 256:0.99 259:0.21 260:0.96 261:0.87 265:0.81 266:0.38 267:0.65 268:0.99 271:0.63 276:0.36 283:0.82 285:0.62 297:0.36 300:0.33\n1 12:0.06 17:0.30 21:0.40 27:0.45 28:0.64 30:0.55 32:0.80 34:0.69 36:0.19 37:0.50 43:0.32 55:0.59 66:0.52 69:0.70 70:0.43 81:0.89 91:0.25 98:0.57 108:0.53 123:0.51 124:0.65 126:0.54 127:0.41 129:0.81 133:0.67 135:0.92 145:0.52 146:0.76 147:0.80 149:0.53 150:0.78 154:0.24 159:0.61 161:0.68 163:0.86 167:0.55 172:0.48 173:0.62 177:0.05 178:0.55 179:0.67 181:0.64 187:0.68 195:0.82 212:0.18 215:0.67 216:0.77 235:0.52 241:0.44 242:0.82 243:0.61 245:0.61 247:0.12 259:0.21 265:0.58 266:0.80 267:0.59 271:0.63 276:0.49 297:0.36 300:0.33\n1 6:0.81 7:0.81 8:0.61 12:0.06 17:0.02 20:0.95 21:0.59 27:0.06 28:0.64 30:0.76 32:0.80 34:0.68 36:0.43 37:0.26 43:0.44 55:0.71 66:0.72 69:0.49 70:0.22 78:0.92 81:0.83 91:0.96 98:0.66 100:0.89 104:0.74 108:0.38 111:0.90 120:0.90 123:0.36 126:0.54 127:0.19 129:0.05 135:0.39 140:0.87 145:0.72 146:0.55 147:0.61 149:0.36 150:0.63 151:0.74 152:0.88 153:0.83 154:0.33 159:0.20 161:0.68 162:0.64 163:0.81 164:0.95 167:0.82 169:0.86 172:0.27 173:0.61 177:0.05 178:0.48 179:0.83 181:0.64 186:0.92 189:0.83 191:0.83 195:0.59 202:0.93 212:0.42 215:0.55 216:0.39 220:0.62 230:0.65 233:0.63 235:0.74 238:0.83 241:0.83 242:0.82 243:0.75 247:0.12 248:0.86 256:0.94 259:0.21 260:0.91 261:0.92 265:0.66 266:0.23 267:0.95 268:0.94 271:0.63 276:0.24 283:0.60 285:0.62 297:0.36 300:0.18\n2 6:0.90 7:0.81 8:0.76 12:0.06 17:0.07 20:0.98 21:0.13 27:0.07 28:0.64 30:0.45 32:0.80 34:0.21 36:0.49 37:0.68 43:0.49 55:0.52 66:0.85 69:0.21 70:0.69 78:0.91 81:0.93 91:0.98 98:0.90 100:0.91 104:0.76 108:0.17 111:0.90 120:0.97 123:0.16 126:0.54 127:0.47 129:0.05 135:0.47 140:0.45 145:0.77 146:0.78 147:0.81 149:0.61 150:0.88 151:0.80 152:0.90 153:0.93 154:0.38 159:0.34 161:0.68 162:0.75 164:0.99 167:0.83 169:0.89 172:0.57 173:0.35 177:0.05 179:0.74 181:0.64 186:0.91 189:0.91 191:0.90 195:0.65 202:0.98 212:0.49 215:0.84 216:0.64 220:0.74 230:0.87 233:0.76 235:0.12 238:0.86 241:0.85 242:0.82 243:0.86 247:0.12 248:0.96 256:0.99 259:0.21 260:0.97 261:0.92 265:0.90 266:0.54 267:0.98 268:0.99 271:0.63 276:0.45 283:0.60 285:0.62 297:0.36 300:0.55\n2 6:0.85 7:0.81 8:0.67 12:0.06 20:0.98 21:0.64 25:0.88 27:0.13 28:0.64 30:0.76 32:0.80 34:0.37 36:0.55 37:0.29 43:0.46 55:0.71 66:0.80 69:0.47 70:0.37 78:0.93 81:0.91 91:0.99 98:0.90 100:0.93 104:0.58 108:0.36 111:0.93 120:0.99 123:0.35 126:0.54 127:0.48 129:0.05 135:0.26 140:0.45 145:0.94 146:0.71 147:0.75 149:0.48 150:0.83 151:0.84 152:0.93 153:0.98 154:0.35 159:0.28 161:0.68 162:0.65 164:0.99 167:0.85 169:0.92 172:0.45 173:0.64 177:0.05 179:0.85 181:0.64 186:0.92 189:0.87 191:0.95 195:0.57 202:0.98 212:0.55 215:0.53 216:0.72 220:0.62 230:0.65 233:0.63 235:0.80 238:0.90 241:0.96 242:0.82 243:0.82 247:0.12 248:0.98 256:0.99 259:0.21 260:0.99 261:0.93 265:0.90 266:0.38 267:0.65 268:0.99 271:0.63 276:0.37 283:0.82 285:0.62 297:0.36 300:0.33\n0 12:0.20 17:0.93 21:0.78 27:0.58 30:0.95 37:0.35 39:0.40 43:0.06 55:1.00 66:0.20 69:0.99 74:0.26 91:0.01 98:0.05 108:0.99 123:0.99 124:0.61 127:0.23 129:0.59 133:0.47 146:0.05 147:0.05 149:0.05 154:0.06 159:0.99 172:0.05 173:0.78 175:0.75 177:0.05 178:0.55 179:0.99 187:0.21 202:0.36 216:0.11 222:0.25 235:0.60 243:0.40 244:0.61 245:0.36 253:0.23 257:0.65 259:0.21 265:0.05 277:0.69 300:0.08\n0 12:0.20 17:0.83 21:0.78 27:0.61 30:0.95 37:0.28 39:0.40 43:0.06 55:1.00 66:0.20 69:0.99 74:0.28 98:0.05 108:0.98 123:0.98 124:0.61 127:0.29 129:0.59 133:0.47 146:0.05 147:0.05 149:0.05 154:0.06 159:0.97 172:0.05 173:0.87 175:0.75 177:0.05 178:0.55 179:0.99 187:0.68 216:0.64 222:0.25 241:0.03 243:0.40 244:0.61 245:0.36 253:0.25 257:0.65 265:0.05 277:0.69 300:0.08\n0 12:0.20 17:0.89 21:0.78 27:0.63 30:0.95 34:0.36 36:0.42 37:0.30 39:0.40 43:0.05 55:1.00 66:0.20 69:1.00 74:0.26 98:0.05 108:1.00 123:1.00 124:0.61 127:0.23 129:0.59 133:0.47 135:0.70 146:0.05 147:0.05 149:0.05 154:0.05 159:0.99 172:0.05 173:0.87 175:0.75 177:0.05 178:0.55 179:0.99 187:0.68 202:0.36 216:0.59 222:0.25 243:0.40 244:0.61 245:0.36 253:0.24 257:0.65 259:0.21 265:0.05 267:0.44 277:0.69 300:0.08\n0 12:0.20 17:0.72 21:0.78 27:0.72 30:0.76 34:0.31 36:0.33 39:0.40 43:0.20 55:0.59 66:0.36 69:0.72 70:0.15 74:0.41 91:0.06 98:0.15 108:0.55 122:0.57 123:0.52 124:0.52 127:0.47 129:0.05 133:0.39 135:0.30 146:0.24 147:0.30 149:0.08 154:0.58 159:0.59 163:0.98 172:0.10 173:0.66 177:0.38 178:0.55 179:0.99 187:0.21 212:0.95 216:0.04 222:0.25 235:0.12 241:0.24 242:0.82 243:0.51 245:0.37 247:0.12 253:0.36 254:0.98 259:0.21 265:0.16 266:0.12 267:0.23 276:0.13 300:0.13\n1 12:0.20 17:0.77 21:0.78 27:0.58 30:0.76 34:0.31 36:0.46 37:0.24 39:0.40 43:0.27 55:0.92 66:0.36 69:0.76 70:0.15 74:0.40 91:0.38 98:0.19 108:0.59 122:0.57 123:0.57 124:0.52 127:0.65 129:0.05 133:0.39 135:0.78 146:0.46 147:0.53 149:0.18 154:0.20 159:0.89 163:0.98 172:0.10 173:0.48 177:0.38 178:0.55 179:0.99 187:0.39 212:0.95 216:0.40 222:0.25 235:0.60 241:0.07 242:0.82 243:0.51 244:0.61 245:0.37 247:0.12 253:0.36 259:0.21 265:0.21 266:0.12 267:0.59 276:0.13 300:0.13\n0 12:0.20 17:0.69 21:0.78 27:0.71 30:0.95 34:0.40 36:0.68 37:0.25 39:0.40 43:0.44 55:1.00 66:0.20 69:0.05 74:0.42 96:0.67 98:0.05 108:0.05 123:0.05 124:0.61 127:0.93 129:0.59 133:0.47 135:0.66 140:0.45 146:0.05 147:0.05 149:0.15 151:0.46 153:0.48 154:0.33 159:1.00 162:0.86 172:0.05 173:0.05 175:0.75 177:0.05 179:1.00 187:0.95 190:0.77 202:0.36 216:0.16 220:1.00 222:0.25 241:0.05 243:0.40 244:0.61 245:0.36 248:0.46 253:0.37 256:0.45 257:0.65 259:0.21 265:0.05 267:0.18 268:0.46 277:0.69 285:0.50 300:0.08\n"
  },
  {
    "path": "examples/lambdarank/rank.test.query",
    "content": "12\n19\n18\n10\n15\n15\n22\n23\n18\n16\n16\n11\n6\n13\n17\n21\n20\n16\n13\n16\n21\n15\n10\n19\n10\n13\n18\n17\n23\n24\n16\n13\n17\n24\n17\n10\n17\n15\n18\n16\n9\n9\n21\n14\n13\n13\n13\n10\n10\n6\n"
  },
  {
    "path": "examples/lambdarank/rank.train",
    "content": "0 10:0.89 11:0.75 12:0.01 17:0.45 18:0.91 21:0.78 27:0.72 29:0.77 30:0.76 39:0.65 43:0.79 44:0.88 45:0.88 66:0.64 69:0.25 70:0.41 71:0.83 74:0.79 77:0.70 83:0.56 85:0.72 86:0.93 91:0.35 98:0.70 101:0.96 108:0.20 122:0.86 123:0.19 124:0.47 127:0.43 129:0.05 133:0.45 139:0.92 145:0.47 146:0.58 147:0.63 149:0.84 154:0.73 155:0.50 159:0.31 170:0.90 172:0.67 173:0.40 174:0.79 177:0.88 178:0.55 179:0.52 187:0.21 192:0.48 195:0.59 197:0.83 204:0.80 208:0.50 212:0.82 216:0.29 222:0.48 235:0.22 239:0.88 241:0.21 242:0.40 243:0.69 245:0.77 247:0.76 253:0.55 265:0.70 266:0.27 271:0.34 276:0.58 281:0.91 282:0.75 300:0.43\n1 1:0.69 11:0.64 12:0.51 17:0.53 18:0.75 21:0.77 27:0.45 29:0.71 30:0.45 34:0.81 36:0.21 37:0.50 39:0.48 43:0.10 45:0.66 55:0.52 64:0.77 66:0.52 69:0.71 70:0.33 71:0.97 74:0.50 81:0.37 83:0.60 86:0.80 91:0.08 98:0.24 99:0.83 101:0.52 108:0.54 114:0.53 122:0.80 123:0.52 124:0.50 126:0.54 127:0.17 129:0.05 133:0.43 135:0.56 139:0.77 145:0.49 146:0.31 147:0.38 149:0.08 150:0.58 154:0.72 155:0.58 159:0.25 165:0.70 172:0.27 173:0.72 176:0.73 177:0.70 178:0.55 179:0.61 187:0.68 192:0.59 201:0.74 208:0.64 212:0.52 215:0.36 216:0.77 222:0.48 235:0.99 241:0.21 242:0.55 243:0.61 245:0.48 247:0.39 253:0.36 254:0.90 259:0.21 265:0.26 266:0.27 267:0.69 271:0.60 276:0.25 290:0.53 297:0.36 300:0.25\n0 1:0.69 11:0.64 12:0.51 17:0.34 18:0.85 21:0.13 27:0.18 29:0.71 30:0.17 34:0.47 36:0.30 37:0.85 39:0.48 43:0.65 45:0.77 66:0.20 69:0.10 70:0.68 71:0.97 74:0.59 81:0.62 83:0.60 86:0.85 91:0.31 97:0.89 98:0.50 99:0.83 101:0.52 104:0.84 108:0.09 114:0.75 122:0.82 123:0.70 124:0.67 126:0.44 127:0.52 129:0.59 133:0.61 135:0.34 139:0.81 146:0.59 147:0.65 149:0.46 150:0.61 154:0.83 155:0.58 158:0.79 159:0.56 165:0.70 172:0.41 173:0.15 176:0.66 177:0.70 178:0.55 179:0.73 187:0.21 192:0.59 201:0.68 208:0.54 212:0.19 215:0.61 216:0.82 222:0.48 235:0.22 241:0.50 242:0.33 243:0.57 245:0.60 247:0.67 253:0.54 254:0.90 259:0.21 265:0.48 266:0.71 267:0.19 271:0.60 276:0.47 279:0.82 283:0.82 290:0.75 297:0.36 300:0.43\n1 11:0.64 12:0.51 17:0.11 18:0.82 21:0.78 27:0.45 29:0.71 30:0.45 34:0.82 36:0.27 37:0.50 39:0.48 43:0.12 45:0.66 55:0.59 66:0.63 69:0.72 70:0.61 71:0.97 74:0.41 86:0.83 91:0.17 98:0.47 101:0.52 108:0.56 122:0.51 123:0.53 124:0.45 127:0.29 129:0.05 133:0.37 135:0.39 139:0.79 145:0.50 146:0.57 147:0.63 149:0.11 154:0.66 159:0.43 172:0.41 173:0.71 177:0.70 178:0.55 179:0.74 187:0.68 202:0.36 212:0.50 216:0.77 222:0.48 235:0.68 241:0.32 242:0.14 243:0.68 245:0.54 247:0.67 253:0.32 254:0.96 259:0.21 265:0.49 266:0.47 267:0.44 271:0.60 276:0.32 300:0.43\n0 1:0.69 7:0.72 11:0.64 12:0.51 17:0.76 18:0.61 21:0.47 27:0.72 29:0.71 30:0.74 32:0.69 34:0.55 36:0.78 39:0.48 43:0.72 45:0.87 66:0.43 69:0.81 70:0.37 71:0.97 74:0.75 77:0.98 81:0.37 83:0.60 86:0.71 91:0.72 98:0.63 99:0.83 101:0.52 104:0.58 108:0.66 114:0.59 122:0.75 123:0.63 124:0.59 126:0.44 127:0.86 129:0.05 133:0.43 135:0.32 139:0.68 145:1.00 146:0.53 147:0.48 149:0.75 150:0.54 154:0.58 155:0.58 158:0.74 159:0.37 165:0.70 172:0.45 173:0.94 176:0.66 177:0.38 178:0.55 179:0.74 192:0.59 195:0.59 201:0.68 204:0.85 208:0.54 212:0.37 215:0.41 216:0.03 222:0.48 230:0.74 232:0.78 233:0.73 235:0.60 241:0.79 242:0.51 243:0.47 245:0.72 247:0.60 253:0.46 254:0.95 257:0.65 259:0.21 265:0.64 266:0.63 267:0.36 271:0.60 276:0.48 282:0.77 290:0.59 297:0.36 300:0.33\n1 1:0.69 7:0.72 11:0.64 12:0.51 17:0.06 18:0.91 21:0.22 22:0.93 27:0.11 29:0.71 30:0.21 34:0.92 36:0.26 37:0.91 39:0.48 43:0.60 45:0.73 47:0.93 55:0.59 66:0.75 69:0.10 70:0.64 71:0.97 74:0.59 81:0.54 83:0.60 86:0.88 91:0.53 97:0.89 98:0.81 99:0.83 101:0.52 108:0.09 114:0.67 122:0.86 123:0.09 124:0.39 126:0.44 127:0.57 129:0.05 133:0.37 135:0.94 139:0.84 145:0.59 146:0.68 147:0.72 149:0.37 150:0.58 154:0.70 155:0.58 158:0.79 159:0.33 165:0.70 172:0.54 173:0.29 176:0.66 177:0.70 178:0.55 179:0.77 187:0.39 192:0.59 201:0.68 204:0.85 208:0.54 212:0.49 215:0.51 216:0.75 222:0.48 230:0.75 233:0.76 235:0.31 241:0.37 242:0.52 243:0.77 245:0.50 247:0.47 253:0.51 254:0.97 259:0.21 262:0.93 265:0.81 266:0.47 267:0.44 271:0.60 276:0.46 279:0.82 283:0.82 290:0.67 297:0.36 300:0.43\n0 1:0.69 12:0.51 17:0.69 18:0.60 21:0.05 25:0.88 27:0.72 29:0.71 30:0.76 34:0.29 36:0.55 39:0.48 43:0.10 55:0.84 66:0.36 69:0.90 70:0.15 71:0.97 74:0.34 81:0.79 83:0.60 86:0.62 87:0.98 91:0.76 98:0.26 99:0.83 104:0.58 108:0.80 114:0.85 122:0.80 123:0.79 124:0.52 126:0.44 127:0.23 129:0.05 133:0.39 135:0.51 139:0.60 146:0.32 147:0.05 149:0.08 150:0.75 154:0.08 155:0.58 159:0.33 163:0.98 165:0.70 172:0.10 173:0.97 175:0.75 176:0.66 177:0.05 178:0.55 179:0.96 192:0.59 201:0.68 208:0.54 212:0.95 215:0.78 216:0.01 222:0.48 232:0.79 235:0.12 241:0.81 242:0.82 243:0.34 244:0.83 245:0.37 247:0.12 253:0.58 257:0.84 259:0.21 265:0.28 266:0.12 267:0.52 271:0.60 276:0.15 277:0.69 290:0.85 297:0.36 300:0.13\n1 1:0.69 11:0.64 12:0.51 17:0.86 18:0.64 21:0.05 22:0.93 27:0.72 29:0.71 30:0.76 34:0.33 36:0.37 39:0.48 43:0.71 45:0.81 47:0.93 66:0.80 69:0.32 70:0.28 71:0.97 74:0.59 81:0.71 83:0.60 86:0.75 91:0.62 98:0.79 99:0.83 101:0.52 104:0.54 108:0.25 114:0.85 122:0.51 123:0.24 126:0.44 127:0.28 129:0.05 135:0.34 139:0.71 145:0.45 146:0.48 147:0.54 149:0.60 150:0.67 154:0.72 155:0.58 159:0.17 165:0.70 172:0.45 173:0.61 176:0.66 177:0.70 178:0.55 179:0.76 187:0.21 192:0.59 201:0.68 208:0.54 212:0.71 215:0.78 216:0.11 222:0.48 232:0.74 235:0.12 241:0.49 242:0.40 243:0.82 247:0.47 253:0.58 254:0.97 259:0.21 262:0.93 265:0.79 266:0.27 267:0.23 271:0.60 276:0.33 290:0.85 297:0.36 300:0.25\n1 1:0.69 9:0.76 11:0.64 12:0.51 17:0.47 18:0.90 21:0.05 27:0.02 29:0.71 30:0.37 32:0.69 34:0.75 36:0.22 37:0.92 39:0.48 43:0.69 45:0.77 55:0.59 66:0.48 69:0.38 70:0.85 71:0.97 74:0.61 77:0.70 81:0.71 83:0.60 86:0.83 91:0.38 96:0.76 97:0.89 98:0.46 99:0.83 101:0.52 108:0.69 114:0.85 120:0.63 122:0.86 123:0.67 124:0.57 126:0.44 127:0.23 129:0.05 133:0.37 135:0.88 139:0.82 140:0.80 145:0.56 146:0.49 147:0.55 149:0.63 150:0.67 151:0.65 153:0.48 154:0.59 155:0.58 158:0.79 159:0.44 162:0.86 164:0.54 165:0.70 172:0.51 173:0.29 176:0.66 177:0.70 179:0.43 187:0.39 190:0.77 192:0.59 195:0.81 201:0.68 202:0.50 208:0.54 212:0.50 215:0.78 216:0.99 219:0.89 220:0.96 222:0.48 235:0.12 241:0.53 242:0.71 243:0.44 244:0.61 245:0.75 247:0.55 248:0.63 253:0.68 255:0.74 256:0.58 259:0.21 260:0.63 265:0.48 266:0.71 267:0.79 268:0.59 271:0.60 276:0.53 277:0.87 279:0.82 282:0.77 283:0.82 285:0.56 290:0.85 292:0.95 297:0.36 300:0.70\n0 1:0.69 7:0.72 8:0.67 9:0.76 11:0.64 12:0.51 17:0.59 18:0.61 21:0.47 27:0.72 29:0.71 30:0.74 32:0.69 34:0.49 36:0.81 39:0.48 43:0.72 45:0.87 66:0.43 69:0.81 70:0.37 71:0.97 74:0.75 77:0.98 81:0.37 83:0.60 86:0.71 91:0.76 96:0.78 98:0.63 99:0.83 101:0.52 104:0.58 108:0.66 114:0.59 120:0.66 122:0.75 123:0.63 124:0.59 126:0.44 127:0.86 129:0.05 133:0.43 135:0.30 139:0.68 140:0.45 145:1.00 146:0.53 147:0.48 149:0.75 150:0.54 151:0.65 153:0.48 154:0.58 155:0.58 158:0.74 159:0.37 162:0.86 164:0.65 165:0.70 172:0.45 173:0.94 176:0.66 177:0.38 179:0.74 190:0.77 192:0.59 195:0.60 201:0.68 202:0.53 204:0.85 208:0.54 212:0.37 215:0.41 216:0.02 220:0.74 222:0.48 230:0.74 232:0.78 233:0.73 235:0.60 241:0.82 242:0.51 243:0.47 245:0.72 247:0.60 248:0.68 253:0.71 254:0.95 255:0.74 256:0.58 257:0.65 259:0.21 260:0.65 265:0.64 266:0.63 267:0.36 268:0.62 271:0.60 276:0.48 282:0.77 285:0.56 290:0.59 297:0.36 300:0.33\n1 1:0.74 11:0.64 12:0.51 17:0.62 18:0.87 21:0.05 27:0.53 29:0.71 30:0.76 32:0.75 34:0.42 36:0.25 37:0.86 39:0.48 43:0.82 44:0.93 45:0.73 48:0.91 55:0.52 64:0.77 66:0.61 69:0.47 70:0.36 71:0.97 74:0.68 77:0.70 81:0.79 83:0.91 86:0.96 91:0.27 98:0.38 101:0.52 104:0.91 106:0.81 108:0.36 114:0.89 117:0.86 122:0.82 123:0.35 124:0.47 126:0.54 127:0.49 129:0.59 133:0.46 135:0.75 139:0.96 145:0.65 146:0.38 147:0.45 149:0.57 150:0.87 154:0.81 155:0.67 159:0.39 165:0.93 172:0.48 173:0.54 176:0.73 177:0.70 178:0.55 179:0.75 187:0.39 192:0.87 195:0.63 201:0.93 206:0.81 208:0.64 212:0.76 215:0.78 216:0.65 219:0.89 222:0.48 232:0.94 235:0.22 241:0.10 242:0.38 243:0.68 245:0.62 247:0.47 253:0.61 254:0.86 259:0.21 265:0.40 266:0.38 267:0.65 271:0.60 276:0.28 281:0.91 282:0.84 290:0.89 292:0.91 297:0.36 300:0.33\n0 7:0.66 11:0.64 12:0.51 17:0.36 18:0.94 21:0.54 27:0.20 29:0.71 30:0.13 34:0.88 36:0.37 37:0.60 39:0.48 43:0.14 45:0.66 55:0.59 64:0.77 66:0.59 69:0.49 70:0.98 71:0.97 74:0.56 76:0.85 81:0.31 86:0.92 91:0.29 98:0.45 101:0.52 104:0.94 106:0.81 108:0.38 120:0.54 122:0.86 123:0.36 124:0.78 126:0.44 127:0.94 129:0.05 133:0.86 135:0.80 139:0.90 140:0.45 145:0.61 146:0.84 147:0.86 149:0.29 150:0.25 151:0.46 153:0.48 154:0.76 159:0.87 162:0.86 164:0.53 172:0.71 173:0.23 177:0.70 179:0.52 187:0.68 190:0.89 192:0.51 201:0.68 202:0.36 206:0.81 212:0.30 215:0.39 216:0.84 219:0.89 220:0.93 222:0.48 230:0.69 233:0.76 235:0.68 241:0.41 242:0.51 243:0.67 245:0.67 247:0.90 248:0.46 253:0.37 254:0.96 256:0.45 259:0.21 260:0.54 265:0.47 266:0.92 267:0.44 268:0.46 271:0.60 276:0.66 283:0.78 285:0.47 292:0.91 297:0.36 300:0.94\n1 1:0.74 7:0.66 11:0.64 12:0.51 17:0.49 18:0.97 21:0.30 22:0.93 27:0.20 29:0.71 30:0.42 32:0.80 34:0.95 36:0.32 37:0.60 39:0.48 43:0.14 44:0.93 45:0.77 47:0.93 55:0.71 64:0.77 66:0.49 69:0.49 70:0.85 71:0.97 74:0.72 76:0.85 77:0.70 81:0.59 83:0.60 86:0.96 91:0.25 98:0.76 99:0.83 101:0.52 104:0.99 106:0.81 108:0.38 114:0.65 117:0.86 122:0.86 123:0.36 124:0.65 126:0.54 127:0.88 129:0.05 133:0.66 135:0.70 139:0.96 145:0.88 146:0.91 147:0.92 149:0.34 150:0.74 154:0.85 155:0.67 159:0.73 165:0.70 172:0.77 173:0.35 176:0.73 177:0.70 178:0.55 179:0.39 187:0.68 192:0.87 195:0.86 201:0.93 206:0.81 208:0.64 212:0.54 215:0.44 216:0.84 222:0.48 230:0.69 232:0.99 233:0.76 235:0.60 241:0.21 242:0.70 243:0.60 245:0.87 247:0.84 253:0.50 254:0.80 259:0.21 262:0.93 265:0.76 266:0.80 267:0.87 271:0.60 276:0.79 282:0.88 290:0.65 297:0.36 300:0.70\n1 1:0.74 7:0.66 9:0.76 11:0.64 12:0.51 17:0.34 18:0.96 21:0.22 27:0.20 29:0.71 30:0.40 32:0.75 34:0.94 36:0.19 37:0.60 39:0.48 43:0.69 44:0.93 45:0.81 55:0.71 64:0.77 66:0.10 69:0.48 70:0.86 71:0.97 74:0.75 76:0.85 77:0.70 81:0.63 83:0.60 86:0.94 91:0.37 96:0.80 97:0.99 98:0.43 99:0.83 101:0.52 104:0.98 106:0.81 108:0.37 114:0.71 117:0.86 120:0.69 122:0.86 123:0.82 124:0.90 126:0.54 127:0.80 129:0.59 133:0.89 135:0.69 139:0.94 140:0.45 145:0.70 146:0.59 147:0.65 149:0.63 150:0.76 151:0.81 153:0.48 154:0.79 155:0.67 158:0.78 159:0.77 162:0.86 164:0.54 165:0.70 172:0.63 173:0.31 176:0.73 177:0.70 179:0.37 187:0.68 190:0.77 192:0.87 195:0.89 201:0.93 202:0.36 206:0.81 208:0.64 212:0.48 215:0.51 216:0.84 219:0.89 222:0.48 230:0.69 232:0.99 233:0.76 235:0.42 241:0.41 242:0.61 243:0.44 245:0.81 247:0.91 248:0.73 253:0.80 254:0.93 255:0.74 256:0.45 259:0.21 260:0.68 265:0.36 266:0.80 267:0.44 268:0.46 271:0.60 276:0.79 277:0.69 279:0.82 282:0.83 283:0.78 285:0.56 290:0.71 292:0.91 297:0.36 300:0.70\n1 11:0.83 12:0.51 17:0.32 18:0.70 21:0.78 27:0.28 29:0.86 30:0.85 34:0.73 36:0.90 37:0.65 39:0.55 43:0.57 45:0.77 66:0.80 69:0.94 70:0.28 71:0.79 74:0.50 85:0.85 86:0.77 91:0.02 98:0.32 101:0.87 108:0.88 122:0.82 123:0.87 124:0.38 127:0.25 129:0.05 133:0.37 135:0.90 139:0.74 146:0.68 147:0.05 149:0.66 154:0.46 159:0.71 163:0.81 172:0.65 173:0.87 177:0.05 178:0.55 179:0.47 187:0.87 212:0.30 216:0.44 222:0.48 241:0.10 242:0.33 243:0.11 245:0.54 247:0.60 253:0.35 257:0.84 259:0.21 265:0.35 266:0.63 267:0.23 271:0.56 276:0.34 300:0.33\n1 11:0.57 12:0.51 17:0.28 18:0.60 21:0.78 27:0.28 29:0.86 30:0.91 34:0.50 36:0.79 37:0.65 39:0.55 43:0.65 66:0.49 69:0.90 70:0.13 71:0.79 74:0.37 85:0.72 86:0.69 91:0.02 98:0.08 101:0.87 108:0.80 122:0.41 123:0.79 124:0.48 127:0.17 129:0.05 133:0.37 135:0.71 139:0.67 146:0.17 147:0.05 149:0.41 154:0.54 159:0.46 163:0.97 172:0.16 173:0.81 177:0.05 178:0.55 179:0.83 187:0.87 212:0.61 216:0.44 222:0.48 241:0.12 242:0.63 243:0.29 245:0.39 247:0.30 253:0.30 257:0.84 259:0.21 265:0.08 266:0.17 267:0.23 271:0.56 276:0.12 300:0.13\n1 11:0.57 12:0.51 17:0.40 18:0.66 21:0.78 27:0.66 29:0.86 30:0.95 34:0.85 36:0.88 37:0.57 39:0.55 43:0.85 66:0.64 69:0.61 71:0.79 74:0.44 85:0.72 86:0.75 91:0.22 98:0.17 101:0.87 108:0.46 122:0.57 123:0.45 127:0.10 129:0.05 135:0.66 139:0.72 146:0.17 147:0.22 149:0.60 154:0.82 159:0.09 163:0.90 172:0.16 173:0.92 177:0.70 178:0.55 179:0.16 187:0.98 212:0.95 216:0.23 222:0.48 235:0.22 241:0.44 242:0.82 243:0.69 247:0.12 253:0.33 259:0.21 265:0.19 266:0.12 267:0.52 271:0.56 276:0.19 300:0.08\n1 11:0.57 12:0.51 17:0.47 18:0.74 21:0.78 27:0.28 29:0.86 30:0.87 34:0.44 36:0.79 37:0.65 39:0.55 43:0.56 66:0.79 69:0.95 70:0.24 71:0.79 74:0.55 85:0.93 86:0.84 91:0.02 98:0.32 101:0.87 108:0.89 122:0.57 123:0.89 124:0.40 127:0.21 129:0.05 133:0.59 135:0.89 139:0.81 146:0.80 147:0.05 149:0.77 154:0.45 159:0.77 163:0.75 172:0.75 173:0.82 177:0.05 178:0.55 179:0.27 187:0.87 212:0.39 216:0.44 222:0.48 241:0.15 242:0.41 243:0.09 245:0.59 247:0.60 253:0.37 257:0.84 259:0.21 265:0.34 266:0.54 267:0.23 271:0.56 276:0.53 300:0.33\n1 8:0.60 11:0.83 12:0.51 17:0.49 18:0.60 21:0.78 27:0.28 29:0.86 30:0.57 34:0.23 36:0.81 37:0.65 39:0.55 43:0.31 45:0.93 66:0.07 69:0.99 70:0.80 71:0.79 74:0.53 85:0.80 86:0.64 91:0.08 98:0.15 101:0.87 108:0.98 122:0.51 123:0.98 124:0.98 127:0.84 129:0.81 133:0.98 135:0.19 139:0.63 146:0.34 147:0.05 149:0.66 154:0.12 159:0.97 163:0.88 172:0.37 173:0.94 177:0.05 178:0.55 179:0.32 187:0.39 212:0.12 216:0.44 222:0.48 235:0.31 241:0.10 242:0.31 243:0.07 245:0.71 247:0.86 253:0.36 257:0.84 259:0.21 265:0.16 266:0.98 267:0.82 271:0.56 276:0.83 277:0.69 300:0.84\n1 11:0.57 12:0.37 17:0.83 21:0.78 27:0.29 30:0.95 34:0.52 36:0.21 37:0.26 43:0.79 66:0.54 69:0.74 74:0.42 85:0.72 91:0.12 98:0.07 101:0.68 108:0.57 123:0.55 127:0.05 129:0.05 135:0.90 146:0.13 147:0.18 149:0.44 154:0.73 159:0.08 172:0.10 173:0.53 177:0.38 178:0.55 179:0.08 187:0.21 216:0.26 222:0.84 241:0.24 243:0.63 253:0.37 259:0.21 265:0.07 267:0.23 271:0.42 300:0.08\n1 11:0.57 12:0.37 17:0.22 21:0.78 27:0.32 30:0.20 34:0.44 36:0.57 37:0.66 43:0.64 55:0.71 66:0.12 69:0.57 70:1.00 74:0.65 85:0.80 91:0.02 98:0.12 101:0.47 108:0.97 122:0.67 123:0.97 124:0.94 127:0.15 129:0.89 133:0.93 135:0.73 146:0.17 147:0.22 149:0.44 154:0.82 159:0.95 163:0.87 172:0.37 173:0.06 177:0.38 178:0.55 179:0.14 187:0.68 212:0.12 216:0.80 222:0.84 235:0.42 241:0.07 242:0.72 243:0.13 245:0.67 247:0.55 253:0.50 259:0.21 265:0.12 266:0.97 267:0.82 271:0.42 276:0.65 277:0.69 300:0.99\n0 11:0.57 12:0.37 17:0.69 21:0.78 27:0.64 30:0.95 34:0.64 36:0.97 37:0.39 43:0.90 66:0.54 69:0.45 74:0.45 85:0.72 91:0.25 98:0.13 101:0.75 108:0.35 123:0.33 127:0.08 129:0.05 135:0.77 146:0.13 147:0.18 149:0.51 154:0.89 159:0.08 172:0.10 173:0.72 177:0.38 178:0.55 179:0.12 187:0.68 216:0.19 222:0.84 235:0.05 241:0.41 243:0.63 253:0.39 259:0.21 265:0.14 267:0.17 271:0.42 300:0.08\n1 11:0.57 12:0.37 21:0.78 27:0.32 30:0.95 34:0.69 36:0.98 37:0.66 43:0.76 66:0.54 69:0.81 74:0.41 85:0.72 91:0.08 98:0.10 101:0.73 108:0.65 123:0.63 127:0.07 129:0.05 135:0.79 146:0.13 147:0.18 149:0.40 154:0.68 159:0.08 172:0.10 173:0.90 177:0.38 178:0.55 179:0.09 187:0.68 216:0.80 222:0.84 235:0.52 241:0.05 243:0.63 253:0.36 259:0.21 265:0.11 267:0.36 271:0.42 300:0.08\n1 11:0.57 12:0.37 17:0.40 21:0.78 27:0.72 30:0.95 34:0.90 36:0.95 37:0.45 43:0.76 66:0.54 69:0.81 74:0.41 85:0.72 91:0.07 98:0.11 101:0.74 108:0.65 123:0.63 127:0.08 129:0.05 135:0.61 146:0.13 147:0.18 149:0.41 154:0.68 159:0.08 172:0.10 173:0.94 177:0.38 178:0.55 179:0.10 187:0.21 216:0.12 222:0.84 235:0.68 241:0.43 243:0.63 253:0.36 259:0.21 265:0.12 267:0.23 271:0.42 300:0.08\n1 11:0.57 12:0.37 17:0.67 21:0.78 27:0.64 30:0.76 34:0.31 36:0.96 37:0.39 43:0.87 66:0.64 69:0.53 70:0.15 74:0.45 85:0.72 91:0.18 98:0.13 101:0.71 108:0.41 122:0.43 123:0.39 127:0.08 129:0.05 135:0.87 146:0.20 147:0.26 149:0.50 154:0.85 159:0.10 163:0.90 172:0.16 173:0.46 177:0.38 178:0.55 179:0.11 187:0.68 212:0.95 216:0.19 222:0.84 235:0.05 241:0.37 242:0.82 243:0.69 247:0.12 253:0.39 259:0.21 265:0.14 266:0.12 267:0.18 271:0.42 276:0.15 300:0.13\n1 11:0.57 12:0.37 17:0.30 21:0.78 27:0.32 30:0.27 34:0.30 36:0.47 37:0.66 43:0.71 55:0.71 66:0.13 69:0.87 70:0.98 74:0.59 85:0.80 98:0.12 101:0.47 108:0.97 122:0.67 123:0.97 124:0.93 127:0.14 129:0.81 133:0.92 135:0.85 146:0.31 147:0.37 149:0.48 154:0.61 159:0.94 163:0.87 172:0.37 173:0.19 177:0.38 178:0.55 179:0.14 187:0.68 212:0.12 216:0.80 222:0.84 241:0.07 242:0.73 243:0.19 245:0.67 247:0.55 253:0.47 259:0.21 265:0.12 266:0.97 267:0.82 271:0.42 276:0.62 277:0.69 300:0.98\n2 11:0.57 12:0.37 17:0.51 21:0.78 27:0.64 30:0.76 34:0.61 36:1.00 37:0.39 43:0.81 66:0.64 69:0.59 70:0.15 74:0.54 85:0.72 91:0.15 98:0.61 101:0.75 108:0.45 122:0.57 123:0.43 127:0.18 129:0.05 135:0.74 146:0.36 147:0.42 149:0.49 154:0.76 159:0.14 163:0.93 172:0.16 173:0.84 177:0.38 178:0.55 179:0.92 187:0.68 212:0.95 216:0.19 222:0.84 235:0.05 241:0.43 242:0.82 243:0.69 247:0.12 253:0.44 259:0.21 265:0.62 266:0.12 267:0.28 271:0.42 276:0.13 300:0.13\n0 7:0.78 8:0.90 9:0.80 12:0.20 17:0.26 21:0.40 27:0.06 28:0.56 30:0.58 32:0.75 34:0.59 36:0.34 37:0.92 39:0.50 41:0.82 43:0.29 55:0.52 66:0.27 69:0.71 70:0.44 81:0.50 83:0.76 91:0.64 96:0.80 98:0.57 108:0.74 120:0.79 123:0.52 124:0.59 126:0.32 127:0.32 129:0.59 133:0.47 135:0.28 140:0.92 145:0.56 146:0.54 147:0.60 149:0.41 150:0.39 151:0.87 153:0.48 154:0.21 155:0.67 159:0.32 161:0.74 162:0.56 164:0.72 167:0.85 172:0.27 173:0.79 175:0.75 177:0.05 178:0.48 179:0.79 181:0.72 187:0.39 191:0.85 192:0.59 195:0.66 202:0.69 208:0.64 212:0.37 215:0.67 216:0.75 220:0.91 222:0.84 230:0.81 233:0.76 235:0.42 241:0.75 242:0.82 243:0.46 244:0.61 245:0.56 247:0.12 248:0.78 253:0.74 255:0.79 256:0.64 257:0.65 259:0.21 260:0.79 265:0.25 266:0.47 267:0.59 268:0.66 276:0.34 277:0.69 283:0.71 285:0.62 297:0.36 300:0.33\n1 11:0.57 12:0.20 17:0.67 21:0.78 27:0.45 28:0.56 30:0.58 34:0.96 36:0.21 37:0.50 39:0.50 43:0.76 66:0.36 69:0.76 70:0.24 74:0.53 85:0.85 91:0.17 98:0.37 101:0.76 108:0.59 122:0.41 123:0.57 124:0.59 127:0.18 129:0.59 133:0.47 135:0.73 145:0.49 146:0.55 147:0.61 149:0.68 154:0.67 159:0.35 161:0.74 163:0.81 167:0.63 172:0.27 173:0.69 177:0.38 178:0.55 179:0.55 181:0.72 187:0.68 212:0.37 216:0.77 222:0.84 235:0.98 241:0.24 242:0.40 243:0.51 245:0.56 247:0.47 253:0.44 259:0.21 265:0.39 266:0.47 267:0.89 276:0.35 300:0.18\n4 6:0.99 7:0.78 8:0.96 9:0.80 12:0.20 17:0.24 20:0.89 21:0.68 27:0.06 28:0.56 30:0.58 32:0.75 34:0.67 36:0.71 37:0.92 39:0.50 41:0.95 43:0.44 55:0.52 66:0.80 69:0.27 70:0.60 78:0.94 81:0.32 83:0.82 91:0.96 96:0.94 98:0.98 100:0.99 108:0.21 111:0.99 120:0.99 123:0.20 126:0.32 127:0.81 129:0.05 135:0.23 140:0.95 145:0.63 146:0.61 147:0.66 149:0.48 150:0.30 151:0.98 152:0.92 153:0.48 154:0.33 155:0.67 159:0.22 161:0.74 162:0.51 164:0.98 167:0.98 169:0.98 172:0.45 173:0.58 175:0.75 177:0.05 178:0.48 179:0.89 181:0.72 186:0.93 189:0.99 191:0.98 192:0.59 195:0.56 202:0.99 208:0.64 212:0.37 215:0.49 216:0.75 222:0.84 230:0.81 233:0.76 235:0.80 238:0.99 241:1.00 242:0.82 243:0.82 244:0.61 247:0.12 248:0.93 253:0.92 255:0.79 256:0.98 257:0.65 259:0.21 260:0.99 261:0.97 265:0.98 266:0.27 267:0.82 268:0.98 276:0.35 277:0.69 283:0.82 285:0.62 297:0.36 300:0.43\n1 7:0.78 11:0.57 12:0.20 17:0.47 21:0.47 27:0.21 28:0.56 30:0.26 34:0.58 36:0.56 37:0.74 39:0.50 43:0.89 55:0.59 66:0.64 69:0.15 70:0.81 74:0.73 81:0.44 85:0.94 91:0.33 98:0.84 101:0.79 106:0.81 108:0.78 120:0.73 123:0.77 124:0.48 126:0.32 127:0.68 129:0.59 133:0.47 135:0.17 140:0.45 146:0.83 147:0.86 149:0.93 150:0.36 151:0.63 153:0.72 154:0.87 159:0.82 161:0.74 162:0.66 164:0.79 167:0.68 172:0.94 173:0.10 177:0.38 179:0.18 181:0.72 187:0.39 190:0.77 202:0.73 206:0.81 212:0.71 215:0.63 216:0.95 220:0.93 222:0.84 230:0.81 233:0.76 235:0.52 241:0.43 242:0.77 243:0.33 245:0.98 247:0.67 248:0.66 253:0.54 256:0.71 259:0.21 260:0.74 265:0.84 266:0.63 267:0.36 268:0.75 276:0.93 283:0.71 285:0.50 297:0.36 300:0.70\n1 1:0.74 9:0.80 11:0.57 12:0.20 17:0.55 20:0.87 21:0.59 27:0.35 28:0.56 30:0.21 34:0.47 36:0.96 37:0.48 39:0.50 41:0.82 43:0.84 55:0.52 60:0.87 66:0.23 69:0.63 70:0.93 74:0.81 78:0.74 81:0.60 83:0.83 85:0.93 91:0.11 96:0.83 98:0.30 100:0.77 101:0.77 108:0.88 111:0.74 114:0.74 117:0.86 120:0.72 123:0.88 124:0.91 126:0.54 127:0.47 129:0.89 133:0.91 135:0.89 140:0.45 146:0.67 147:0.72 149:0.88 150:0.74 151:0.90 152:0.82 153:0.69 154:0.81 155:0.67 158:0.87 159:0.84 161:0.74 162:0.86 164:0.62 165:0.78 167:0.59 169:0.75 172:0.63 173:0.36 176:0.73 177:0.38 179:0.31 181:0.72 186:0.75 187:0.87 192:0.59 201:0.74 202:0.46 208:0.64 212:0.67 215:0.55 216:0.64 222:0.84 232:1.00 235:0.74 241:0.10 242:0.55 243:0.37 245:0.79 247:0.55 248:0.80 253:0.85 255:0.79 256:0.45 259:0.21 260:0.73 261:0.76 265:0.32 266:0.89 267:0.23 268:0.55 276:0.79 279:0.86 283:0.71 285:0.62 290:0.74 297:0.36 300:0.84\n4 6:0.99 8:0.95 9:0.80 11:0.57 12:0.20 17:0.22 20:0.82 21:0.68 27:0.06 28:0.56 30:0.33 32:0.75 34:0.86 36:0.39 37:0.92 39:0.50 41:0.82 43:0.75 66:0.68 69:0.83 70:0.49 74:0.40 78:0.84 81:0.32 83:0.77 85:0.72 91:0.85 96:0.85 98:0.51 100:0.94 101:0.73 108:0.68 111:0.88 120:0.90 123:0.66 124:0.41 126:0.32 127:0.45 129:0.05 133:0.39 135:0.44 140:0.93 145:0.76 146:0.46 147:0.05 149:0.53 150:0.30 151:0.93 152:0.92 153:0.48 154:0.66 155:0.67 159:0.34 161:0.74 162:0.60 164:0.87 167:0.88 169:0.98 172:0.37 173:0.94 177:0.05 179:0.87 181:0.72 186:0.84 187:0.87 189:0.99 191:0.96 192:0.59 195:0.62 202:0.84 208:0.64 212:0.42 215:0.49 216:0.75 222:0.84 235:0.80 238:0.97 241:0.76 242:0.63 243:0.19 245:0.45 247:0.39 248:0.83 253:0.80 255:0.79 256:0.83 257:0.65 259:0.21 260:0.90 261:0.97 265:0.53 266:0.38 267:0.23 268:0.84 276:0.25 283:0.71 285:0.62 297:0.36 300:0.33\n1 1:0.74 11:0.57 12:0.20 17:0.77 21:0.71 27:0.37 28:0.56 30:0.76 32:0.80 34:0.90 36:0.34 37:0.58 39:0.50 43:0.78 66:0.80 69:0.79 70:0.28 74:0.71 77:0.70 81:0.51 83:0.73 85:0.88 91:0.37 98:0.41 101:0.81 108:0.63 114:0.68 117:0.86 122:0.43 123:0.60 126:0.54 127:0.13 129:0.05 135:0.49 145:0.47 146:0.38 147:0.44 149:0.77 150:0.67 154:0.70 155:0.67 159:0.15 161:0.74 165:0.69 167:0.56 172:0.45 173:0.90 176:0.73 177:0.38 178:0.55 179:0.31 181:0.72 187:0.68 192:0.59 195:0.59 201:0.74 212:0.90 215:0.48 216:0.35 222:0.84 232:0.95 235:0.88 241:0.02 242:0.72 243:0.82 247:0.30 253:0.61 259:0.21 265:0.43 266:0.17 267:0.76 276:0.34 282:0.88 290:0.68 297:0.36 299:0.88 300:0.25\n0 1:0.74 6:0.89 7:0.81 8:0.62 9:0.80 11:0.57 12:0.20 17:0.43 20:0.82 21:0.30 27:0.21 28:0.56 30:0.19 34:0.45 36:0.74 37:0.74 39:0.50 41:0.92 43:0.98 55:0.71 60:0.87 66:0.29 69:0.12 70:0.88 74:0.95 78:0.79 81:0.77 83:0.82 85:0.99 91:0.56 96:0.82 98:0.65 100:0.89 101:0.82 108:0.83 111:0.82 114:0.86 120:0.77 121:0.97 123:0.82 124:0.89 126:0.54 127:0.88 129:0.93 133:0.90 135:0.24 140:0.80 146:0.91 147:0.92 149:0.98 150:0.85 151:0.82 152:0.95 153:0.46 154:0.98 155:0.67 158:0.92 159:0.94 161:0.74 162:0.50 164:0.80 165:0.84 167:0.69 169:0.83 172:0.96 173:0.06 176:0.73 177:0.38 178:0.42 179:0.12 181:0.72 186:0.80 187:0.39 189:0.92 191:0.73 192:0.59 201:0.74 202:0.86 204:0.89 208:0.64 212:0.55 215:0.72 216:0.95 220:0.87 222:0.84 230:0.87 233:0.76 235:0.42 238:0.96 241:0.47 242:0.71 243:0.27 245:0.99 247:0.67 248:0.79 253:0.88 255:0.79 256:0.79 259:0.21 260:0.78 261:0.87 265:0.66 266:0.80 267:0.44 268:0.79 276:0.98 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.84\n3 6:0.99 7:0.78 8:0.95 9:0.80 12:0.20 17:0.45 20:0.83 21:0.68 27:0.06 28:0.56 30:0.58 32:0.75 34:0.85 36:0.71 37:0.92 39:0.50 41:0.94 43:0.44 55:0.52 66:0.80 69:0.27 70:0.60 78:0.86 81:0.32 83:0.82 91:0.94 96:0.94 98:0.87 100:0.93 108:0.21 111:0.88 120:0.98 123:0.20 126:0.32 127:0.39 129:0.05 135:0.26 140:0.95 145:0.63 146:0.61 147:0.66 149:0.48 150:0.30 151:0.98 152:0.92 153:0.48 154:0.33 155:0.67 159:0.22 161:0.74 162:0.58 164:0.97 167:0.95 169:0.98 172:0.45 173:0.52 175:0.75 177:0.05 179:0.82 181:0.72 186:0.86 187:0.21 189:0.97 191:0.97 192:0.59 195:0.58 202:0.96 208:0.64 212:0.37 215:0.49 216:0.75 222:0.84 230:0.81 233:0.76 235:0.80 238:0.95 241:0.86 242:0.82 243:0.82 244:0.61 247:0.12 248:0.93 253:0.91 255:0.79 256:0.96 257:0.65 259:0.21 260:0.98 261:0.97 265:0.87 266:0.27 267:0.76 268:0.96 276:0.35 277:0.69 283:0.82 285:0.62 297:0.36 300:0.43\n1 8:0.62 11:0.57 12:0.20 17:0.64 21:0.78 27:0.45 28:0.56 30:0.40 34:0.81 36:0.18 37:0.50 39:0.50 43:0.74 55:0.59 66:0.43 69:0.85 70:0.96 74:0.56 85:0.85 91:0.25 98:0.40 101:0.75 108:0.71 123:0.69 124:0.66 127:0.37 129:0.59 133:0.64 135:0.94 145:0.47 146:0.65 147:0.70 149:0.72 154:0.65 159:0.66 161:0.74 167:0.66 172:0.57 173:0.77 177:0.38 178:0.55 179:0.47 181:0.72 187:0.68 212:0.73 216:0.77 222:0.84 235:1.00 241:0.37 242:0.63 243:0.57 245:0.75 247:0.39 253:0.45 259:0.21 265:0.42 266:0.63 267:0.91 276:0.56 300:0.94\n2 1:0.74 7:0.81 9:0.80 11:0.57 12:0.20 17:0.24 21:0.54 27:0.56 28:0.56 30:0.16 34:0.30 36:0.33 37:0.53 39:0.50 41:0.82 43:0.98 60:0.87 66:0.05 69:0.19 70:0.98 74:0.87 81:0.63 83:0.84 85:0.99 91:0.04 96:0.79 98:0.17 101:0.78 106:0.81 108:0.99 114:0.77 117:0.86 120:0.68 121:0.99 123:0.97 124:0.99 126:0.54 127:0.93 129:0.99 133:0.99 135:0.32 140:0.45 146:0.64 147:0.70 149:0.93 150:0.77 151:0.83 153:0.80 154:0.98 155:0.67 158:0.87 159:0.98 161:0.74 162:0.78 164:0.70 165:0.79 167:0.57 172:0.59 173:0.05 176:0.73 177:0.38 179:0.14 181:0.72 187:0.39 192:0.59 201:0.74 202:0.59 204:0.89 206:0.81 208:0.64 212:0.26 215:0.58 216:0.87 220:0.62 222:0.84 230:0.84 232:0.88 233:0.69 235:0.68 241:0.03 242:0.63 243:0.10 245:0.91 247:0.47 248:0.75 253:0.84 255:0.79 256:0.58 259:0.21 260:0.69 265:0.18 266:0.99 267:0.99 268:0.64 276:0.96 279:0.86 283:0.71 285:0.62 290:0.77 297:0.36 300:0.94\n1 7:0.78 8:0.73 11:0.57 12:0.20 17:0.43 21:0.47 27:0.21 28:0.56 30:0.26 34:0.52 36:0.55 37:0.74 39:0.50 43:0.88 55:0.59 66:0.64 69:0.15 70:0.81 74:0.73 81:0.44 85:0.94 91:0.35 98:0.84 101:0.79 108:0.78 120:0.56 123:0.77 124:0.48 126:0.32 127:0.69 129:0.59 133:0.47 135:0.17 140:0.80 146:0.83 147:0.86 149:0.93 150:0.36 151:0.49 153:0.48 154:0.86 159:0.82 161:0.74 162:0.49 164:0.56 167:0.68 172:0.94 173:0.10 177:0.38 178:0.42 179:0.18 181:0.72 187:0.39 190:0.77 202:0.66 212:0.71 215:0.63 216:0.95 220:0.93 222:0.84 230:0.81 233:0.76 235:0.52 241:0.43 242:0.77 243:0.33 245:0.98 247:0.67 248:0.49 253:0.54 256:0.45 259:0.21 260:0.56 265:0.84 266:0.63 267:0.28 268:0.46 276:0.93 285:0.50 297:0.36 300:0.70\n1 7:0.78 8:0.92 9:0.80 11:0.57 12:0.20 17:0.03 21:0.68 27:0.06 28:0.56 30:0.17 32:0.75 34:0.93 36:0.92 37:0.92 39:0.50 41:0.90 43:0.61 55:0.52 66:0.49 69:0.92 70:0.90 74:0.36 81:0.38 83:0.74 85:0.72 91:0.93 96:0.77 98:0.39 101:0.71 108:0.83 120:0.97 123:0.82 124:0.73 126:0.32 127:0.67 129:0.05 133:0.74 135:0.81 140:1.00 145:0.63 146:0.51 147:0.05 149:0.50 150:0.34 151:0.69 153:0.48 154:0.50 155:0.67 159:0.59 161:0.74 162:0.56 164:0.98 167:0.82 172:0.45 173:0.97 177:0.05 179:0.76 181:0.72 187:0.68 190:0.77 191:0.95 192:0.59 195:0.76 202:0.97 208:0.64 212:0.30 215:0.49 216:0.75 222:0.84 230:0.81 233:0.76 235:0.84 241:0.72 242:0.77 243:0.13 245:0.55 247:0.39 248:0.70 253:0.62 255:0.79 256:0.97 257:0.65 259:0.21 260:0.98 265:0.41 266:0.63 267:0.28 268:0.97 276:0.44 283:0.71 285:0.62 297:0.36 300:0.70\n1 1:0.74 7:0.81 11:0.57 12:0.20 17:0.55 21:0.22 27:0.51 28:0.56 30:0.74 34:0.86 36:0.41 37:0.47 39:0.50 43:0.87 66:0.77 69:0.55 70:0.51 74:0.93 81:0.82 83:0.76 85:0.97 91:0.29 98:0.75 101:0.86 106:0.81 108:0.62 114:0.90 117:0.86 121:0.90 122:0.43 123:0.60 124:0.41 126:0.54 127:0.35 129:0.59 133:0.47 135:0.60 146:0.20 147:0.25 149:0.96 150:0.88 154:0.85 155:0.67 159:0.49 161:0.74 165:0.86 167:0.68 172:0.82 173:0.49 176:0.73 177:0.38 178:0.55 179:0.31 181:0.72 187:0.68 192:0.59 201:0.74 204:0.89 206:0.81 208:0.64 212:0.69 215:0.79 216:0.74 222:0.84 230:0.84 232:0.85 233:0.69 235:0.31 241:0.44 242:0.58 243:0.19 245:0.81 247:0.55 253:0.77 259:0.21 265:0.75 266:0.63 267:0.44 276:0.74 290:0.90 297:0.36 300:0.55\n0 6:0.97 8:0.95 9:0.80 12:0.20 17:0.09 20:0.89 21:0.05 27:0.32 28:0.56 30:0.28 32:0.75 34:0.37 36:0.25 37:0.97 39:0.50 41:0.90 43:0.44 55:0.71 66:0.87 69:0.08 70:0.79 78:0.77 81:0.81 83:0.79 91:0.89 96:0.90 98:0.98 100:0.84 108:0.07 111:0.78 120:0.94 123:0.07 126:0.32 127:0.84 129:0.05 135:0.39 140:0.94 145:0.74 146:0.84 147:0.86 149:0.59 150:0.60 151:0.96 152:0.84 153:0.48 154:0.33 155:0.67 159:0.40 161:0.74 162:0.51 164:0.92 167:0.94 169:0.82 172:0.63 173:0.24 175:0.75 177:0.05 179:0.74 181:0.72 186:0.77 189:0.98 191:0.95 192:0.59 195:0.59 202:0.93 208:0.64 212:0.48 215:0.91 216:0.37 222:0.84 235:0.05 238:0.96 241:0.84 242:0.82 243:0.88 244:0.61 247:0.12 248:0.87 253:0.85 255:0.79 256:0.89 257:0.65 259:0.21 260:0.94 261:0.82 265:0.98 266:0.54 267:0.87 268:0.90 276:0.52 277:0.69 283:0.82 285:0.62 297:0.36 300:0.55\n0 7:0.81 8:0.98 9:0.80 12:0.20 17:0.51 21:0.74 27:0.06 28:0.56 30:0.45 32:0.75 34:0.86 36:0.51 37:0.92 39:0.50 41:0.92 43:0.37 55:0.52 66:0.24 69:0.55 70:0.41 74:0.47 81:0.34 83:0.75 91:0.89 96:0.79 98:0.54 108:0.76 120:0.93 121:0.90 123:0.61 124:0.71 126:0.32 127:0.65 129:0.81 133:0.67 135:0.39 140:0.98 145:0.61 146:0.39 147:0.46 149:0.50 150:0.31 151:0.80 153:0.48 154:0.28 155:0.67 159:0.41 161:0.74 162:0.54 164:0.94 167:0.86 172:0.32 173:0.62 175:0.75 177:0.05 178:0.42 179:0.78 181:0.72 187:0.21 190:0.77 191:0.94 192:0.59 195:0.65 202:0.93 204:0.89 208:0.64 212:0.36 215:0.46 216:0.75 220:1.00 222:0.84 230:0.87 233:0.76 235:0.95 241:0.75 242:0.82 243:0.23 244:0.61 245:0.60 247:0.12 248:0.74 253:0.69 255:0.79 256:0.92 257:0.65 259:0.21 260:0.93 265:0.26 266:0.54 267:0.87 268:0.92 276:0.45 277:0.69 283:0.71 285:0.62 297:0.36 300:0.33\n1 7:0.78 8:0.97 9:0.80 12:0.20 17:0.08 21:0.59 27:0.04 28:0.56 30:0.58 34:0.39 36:0.68 37:0.94 39:0.50 41:0.90 43:0.39 55:0.52 66:0.61 69:0.46 70:0.44 81:0.36 83:0.79 91:0.98 96:0.92 98:0.28 108:0.75 120:1.00 123:0.73 124:0.47 126:0.32 127:0.80 129:0.59 133:0.47 135:0.18 140:0.99 145:0.59 146:0.21 147:0.27 149:0.41 150:0.32 151:0.97 153:0.48 154:0.29 155:0.67 159:0.41 161:0.74 162:0.54 164:1.00 167:0.96 172:0.37 173:0.55 175:0.75 177:0.05 179:0.89 181:0.72 191:0.99 192:0.59 202:1.00 208:0.64 212:0.71 215:0.55 216:0.87 222:0.84 230:0.81 233:0.76 235:0.68 241:0.93 242:0.82 243:0.29 244:0.61 245:0.52 247:0.12 248:0.88 253:0.88 255:0.79 256:0.99 257:0.65 259:0.21 260:1.00 265:0.30 266:0.27 267:0.79 268:0.99 276:0.17 277:0.69 283:0.82 285:0.62 297:0.36 300:0.33\n2 1:0.74 7:0.81 9:0.80 11:0.57 12:0.20 17:0.47 21:0.30 27:0.21 28:0.56 30:0.19 34:0.42 36:0.73 37:0.74 39:0.50 41:0.94 43:0.98 55:0.71 60:0.87 66:0.30 69:0.12 70:0.88 74:0.95 81:0.77 83:0.83 85:0.99 91:0.29 96:0.94 98:0.65 101:0.82 106:0.81 108:0.83 114:0.86 117:0.86 120:0.92 121:0.97 123:0.82 124:0.89 126:0.54 127:0.87 129:0.93 133:0.90 135:0.26 140:0.45 146:0.91 147:0.92 149:0.98 150:0.85 151:0.98 153:0.93 154:0.98 155:0.67 158:0.92 159:0.94 161:0.74 162:0.59 164:0.86 165:0.84 167:0.68 172:0.96 173:0.06 176:0.73 177:0.38 179:0.12 181:0.72 187:0.39 192:0.59 201:0.74 202:0.84 204:0.89 206:0.81 208:0.64 212:0.55 215:0.72 216:0.95 222:0.84 230:0.87 232:0.88 233:0.76 235:0.42 241:0.46 242:0.71 243:0.27 245:0.99 247:0.67 248:0.93 253:0.96 255:0.79 256:0.84 259:0.21 260:0.92 265:0.66 266:0.80 267:0.19 268:0.84 276:0.98 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.84\n1 1:0.74 7:0.81 11:0.57 12:0.20 17:0.47 21:0.05 27:0.61 28:0.56 30:0.21 37:0.58 39:0.50 43:0.98 66:0.85 69:0.07 70:0.64 74:0.71 81:0.91 83:0.79 85:0.85 91:0.23 98:0.72 101:0.78 106:0.81 108:0.06 114:0.95 117:0.86 121:0.97 123:0.06 126:0.54 127:0.22 129:0.05 146:0.76 147:0.80 149:0.80 150:0.95 154:0.98 155:0.67 159:0.32 161:0.74 165:0.90 167:0.61 172:0.57 173:0.15 176:0.73 177:0.38 178:0.55 179:0.54 181:0.72 187:0.39 192:0.59 201:0.74 204:0.89 206:0.81 208:0.64 212:0.49 215:0.91 216:0.92 222:0.84 230:0.87 232:0.88 233:0.76 235:0.12 241:0.18 242:0.52 243:0.86 247:0.47 253:0.75 265:0.72 266:0.54 276:0.46 290:0.95 297:0.36 300:0.43\n1 1:0.69 8:0.86 11:0.64 12:0.96 17:0.47 18:0.63 21:0.54 26:0.94 27:0.72 29:0.86 30:0.62 34:0.89 36:0.49 37:0.23 39:0.68 43:0.69 45:0.66 58:0.93 66:0.61 69:0.50 70:0.34 71:0.86 74:0.52 77:0.70 81:0.36 83:0.60 86:0.64 91:0.38 96:0.72 98:0.24 99:0.83 101:0.52 108:0.38 114:0.57 117:0.86 122:0.57 123:0.37 124:0.43 126:0.44 127:0.45 129:0.05 133:0.39 135:0.37 139:0.62 140:0.45 141:0.91 145:0.50 146:0.24 147:0.30 149:0.44 150:0.53 151:0.51 153:0.48 154:0.58 155:0.58 159:0.27 162:0.62 165:0.70 172:0.27 173:0.67 175:0.75 176:0.61 177:0.38 179:0.93 187:0.39 190:0.89 192:0.59 195:0.56 199:0.94 201:0.68 202:0.50 208:0.54 212:0.61 215:0.39 216:0.07 220:0.74 222:0.48 223:0.92 224:0.93 232:0.92 234:0.91 235:0.88 241:0.61 242:0.33 243:0.68 244:0.61 245:0.42 247:0.39 248:0.51 253:0.47 256:0.45 257:0.65 259:0.21 265:0.26 266:0.23 267:0.23 268:0.46 271:0.51 274:0.91 276:0.15 277:0.69 282:0.73 285:0.47 290:0.57 297:0.36 300:0.25\n1 11:0.64 12:0.96 17:0.43 18:0.84 21:0.30 26:0.96 27:1.00 29:0.86 30:0.08 31:0.87 34:0.87 36:0.47 37:0.40 39:0.68 43:0.68 45:0.88 55:0.71 58:0.98 64:0.77 66:0.31 69:0.50 70:1.00 71:0.86 74:0.70 79:0.87 81:0.30 86:0.82 91:0.03 98:0.21 101:0.52 104:0.58 108:0.39 122:0.86 123:0.37 124:0.97 126:0.26 127:0.99 129:0.05 133:0.98 135:0.26 137:0.87 139:0.80 140:0.45 141:0.98 146:0.83 147:0.86 149:0.84 150:0.28 151:0.48 153:0.48 154:0.71 159:0.97 162:0.86 172:0.81 173:0.09 177:0.70 179:0.26 187:0.87 190:0.89 196:0.88 199:0.99 202:0.36 212:0.39 216:0.06 219:0.89 220:0.87 222:0.48 223:0.95 224:0.99 234:0.99 235:0.31 241:0.15 242:0.24 243:0.49 245:0.78 247:0.88 248:0.48 253:0.41 254:0.99 256:0.45 259:0.21 265:0.23 266:0.99 267:0.23 268:0.46 271:0.51 274:0.97 276:0.88 284:0.86 285:0.47 292:0.91 300:0.98\n0 7:0.66 11:0.64 12:0.96 17:0.64 18:0.99 21:0.40 22:0.93 26:0.96 27:0.39 29:0.86 30:0.31 32:0.64 34:0.75 36:0.35 37:0.67 39:0.68 43:0.30 45:0.73 47:0.93 48:0.91 55:0.59 58:0.93 64:0.77 66:0.71 69:0.52 70:0.72 71:0.86 74:0.35 81:0.36 86:0.98 91:0.22 98:0.81 101:0.52 104:1.00 106:0.81 108:0.40 120:0.59 122:0.86 123:0.38 124:0.47 126:0.44 127:0.62 129:0.59 133:0.61 135:0.92 139:0.98 140:0.45 141:0.91 145:0.82 146:0.97 147:0.97 149:0.59 150:0.29 151:0.51 153:0.48 154:0.56 159:0.80 162:0.86 164:0.53 172:0.94 173:0.30 177:0.70 179:0.19 187:0.21 190:0.89 192:0.51 195:0.92 199:1.00 201:0.68 202:0.36 206:0.81 212:0.88 215:0.42 216:0.89 220:0.74 222:0.48 223:0.95 224:0.93 230:0.69 233:0.73 234:0.91 235:0.52 241:0.05 242:0.73 243:0.75 244:0.61 245:0.93 247:0.79 248:0.51 253:0.29 256:0.45 259:0.21 260:0.58 262:0.93 265:0.81 266:0.75 267:0.28 268:0.46 271:0.51 274:0.91 276:0.91 281:0.91 283:0.78 285:0.47 297:0.36 300:0.84\n2 1:0.69 7:0.72 9:0.76 11:0.64 12:0.96 17:0.89 18:0.69 21:0.22 26:0.94 27:1.00 29:0.86 30:0.44 32:0.69 34:0.96 36:0.64 37:0.40 39:0.68 43:0.72 45:0.95 58:0.93 66:0.51 69:0.15 70:0.84 71:0.86 74:0.91 76:0.85 77:0.70 81:0.47 83:0.60 86:0.67 91:0.70 96:0.76 97:0.89 98:0.89 99:0.83 101:0.52 104:0.58 106:0.81 108:0.65 114:0.63 117:0.86 120:0.64 122:0.51 123:0.62 124:0.56 126:0.44 127:0.90 129:0.59 133:0.46 135:0.58 139:0.65 140:0.45 141:0.91 145:0.54 146:0.41 147:0.47 149:0.94 150:0.56 151:0.70 153:0.69 154:0.62 155:0.58 158:0.78 159:0.67 162:0.86 164:0.55 165:0.70 172:0.85 173:0.16 176:0.61 177:0.70 179:0.29 187:0.21 190:0.77 192:0.59 195:0.80 199:0.94 201:0.68 202:0.46 204:0.85 206:0.81 208:0.54 212:0.77 215:0.44 216:0.06 220:0.62 222:0.48 223:0.92 224:0.93 230:0.75 233:0.76 234:0.91 235:0.42 241:0.50 242:0.41 243:0.45 244:0.61 245:0.95 247:0.82 248:0.65 253:0.75 255:0.74 256:0.45 259:0.21 260:0.64 265:0.89 266:0.71 267:0.65 268:0.55 271:0.51 274:0.91 276:0.85 279:0.82 282:0.77 283:0.78 285:0.56 290:0.63 297:0.36 300:0.84\n2 11:0.64 12:0.96 17:0.83 18:0.69 21:0.22 26:0.94 27:1.00 29:0.86 30:0.57 34:0.96 36:0.18 37:0.40 39:0.68 43:0.72 45:0.94 58:0.93 66:0.36 69:0.10 70:0.64 71:0.86 74:0.88 81:0.32 86:0.67 91:0.54 98:0.82 101:0.52 104:0.58 108:0.65 122:0.75 123:0.62 124:0.61 126:0.26 127:0.71 129:0.59 133:0.46 135:0.66 139:0.66 141:0.91 146:0.41 147:0.47 149:0.93 150:0.29 154:0.62 159:0.55 172:0.75 173:0.17 177:0.70 178:0.55 179:0.34 187:0.21 199:0.94 212:0.83 215:0.51 216:0.06 222:0.48 223:0.92 224:0.93 234:0.91 235:0.22 241:0.55 242:0.51 243:0.51 244:0.61 245:0.93 247:0.76 253:0.46 259:0.21 265:0.82 266:0.71 267:0.28 271:0.51 274:0.91 276:0.80 297:0.36 300:0.70\n2 1:0.69 7:0.72 8:0.62 9:0.76 11:0.64 12:0.96 17:0.87 18:0.69 21:0.22 26:0.94 27:1.00 29:0.86 30:0.52 32:0.69 34:0.90 36:0.48 37:0.40 39:0.68 43:0.72 45:0.97 58:0.93 66:0.61 69:0.17 70:0.80 71:0.86 74:0.93 77:0.70 81:0.51 83:0.60 86:0.67 91:0.85 96:0.91 97:0.89 98:0.92 99:0.83 101:0.52 104:0.58 108:0.65 114:0.63 120:0.90 122:0.51 123:0.62 124:0.50 126:0.44 127:0.98 129:0.59 133:0.46 135:0.51 138:0.97 139:0.65 140:0.45 141:0.91 145:0.92 146:0.41 147:0.47 149:0.95 150:0.57 151:0.95 153:0.92 154:0.62 155:0.58 158:0.79 159:0.73 162:0.83 164:0.84 165:0.70 172:0.92 173:0.15 176:0.61 177:0.70 179:0.23 190:0.77 191:0.70 192:0.59 195:0.84 199:0.94 201:0.68 202:0.81 204:0.85 208:0.54 212:0.78 215:0.44 216:0.06 222:0.48 223:0.92 224:0.93 230:0.75 233:0.76 234:0.91 235:0.52 241:0.86 242:0.41 243:0.37 244:0.61 245:0.97 247:0.79 248:0.87 253:0.93 255:0.74 256:0.84 259:0.21 260:0.87 265:0.92 266:0.75 267:0.28 268:0.86 271:0.51 274:0.91 276:0.90 279:0.82 282:0.77 283:0.82 285:0.56 290:0.63 297:0.36 300:0.84\n1 1:0.69 7:0.72 11:0.64 12:0.96 17:0.88 18:0.79 21:0.22 26:0.95 27:1.00 29:0.86 30:0.52 32:0.69 34:0.98 36:0.55 37:0.40 39:0.68 43:0.72 45:0.95 58:0.93 66:0.80 69:0.15 70:0.66 71:0.86 74:0.92 77:0.70 81:0.47 83:0.60 86:0.86 91:0.51 97:0.89 98:0.86 99:0.83 101:0.52 104:0.58 106:0.81 108:0.12 114:0.63 117:0.86 122:0.51 123:0.12 124:0.39 126:0.44 127:0.69 129:0.05 133:0.43 135:0.63 139:0.81 141:0.91 145:0.58 146:0.88 147:0.90 149:0.94 150:0.56 154:0.69 155:0.58 158:0.78 159:0.55 165:0.70 172:0.90 173:0.20 176:0.61 177:0.70 178:0.55 179:0.28 187:0.21 192:0.59 195:0.73 199:0.95 201:0.68 204:0.85 206:0.81 208:0.54 212:0.83 215:0.44 216:0.06 222:0.48 223:0.93 224:0.93 230:0.75 233:0.76 234:0.91 235:0.42 241:0.39 242:0.38 243:0.82 245:0.88 247:0.91 253:0.51 254:0.88 259:0.21 265:0.86 266:0.47 267:0.28 271:0.51 274:0.91 276:0.84 279:0.82 282:0.77 283:0.78 290:0.63 297:0.36 300:0.55\n0 7:0.72 11:0.64 12:0.96 17:0.47 18:0.79 21:0.71 22:0.93 26:0.96 27:0.59 29:0.86 30:0.15 31:0.86 32:0.64 34:0.80 36:0.65 37:0.34 39:0.68 43:0.12 45:0.66 47:0.93 55:0.42 58:0.98 64:0.77 66:0.45 69:0.85 70:0.73 71:0.86 74:0.55 76:0.85 79:0.86 81:0.29 86:0.82 91:0.23 98:0.46 101:0.52 104:0.96 106:0.81 108:0.71 120:0.53 123:0.69 124:0.58 126:0.44 127:0.21 129:0.05 133:0.43 135:0.60 137:0.86 139:0.81 140:0.45 141:0.98 145:0.93 146:0.57 147:0.46 149:0.17 150:0.23 151:0.46 153:0.48 154:0.58 155:0.58 159:0.34 162:0.86 164:0.54 172:0.51 173:0.87 177:0.38 179:0.37 187:0.87 190:0.77 192:0.59 195:0.77 196:0.87 199:0.96 201:0.68 202:0.36 204:0.85 206:0.81 208:0.54 212:0.77 215:0.37 216:0.87 219:0.92 220:1.00 222:0.48 223:0.95 224:0.98 230:0.75 233:0.76 234:0.97 235:0.88 241:0.05 242:0.21 243:0.46 245:0.76 247:0.82 248:0.46 253:0.37 254:0.74 255:0.74 256:0.45 257:0.65 259:0.21 260:0.53 262:0.93 265:0.48 266:0.47 267:0.52 268:0.46 271:0.51 274:0.97 276:0.56 283:0.66 284:0.87 285:0.56 292:0.87 297:0.36 300:0.55\n0 7:0.66 11:0.64 12:0.96 17:0.92 18:0.92 21:0.05 26:0.96 27:0.72 29:0.86 30:0.72 32:0.64 34:0.63 36:0.54 39:0.68 43:0.71 45:0.66 55:0.71 58:0.93 64:0.77 66:0.49 69:0.29 70:0.65 71:0.86 74:0.37 81:0.72 86:0.89 91:0.10 98:0.68 101:0.52 108:0.83 120:0.69 123:0.82 124:0.75 126:0.44 127:0.75 129:0.05 133:0.73 135:0.44 139:0.85 140:0.45 141:0.91 145:0.49 146:0.53 147:0.59 149:0.61 150:0.50 151:0.60 153:0.48 154:0.61 159:0.72 162:0.86 164:0.53 172:0.79 173:0.20 177:0.70 179:0.34 187:0.68 190:0.89 192:0.51 195:0.85 199:0.98 201:0.68 202:0.36 212:0.81 215:0.78 216:0.01 222:0.48 223:0.95 224:0.93 228:0.99 230:0.69 233:0.73 234:0.91 235:0.22 242:0.45 243:0.31 244:0.61 245:0.86 247:0.76 248:0.59 253:0.30 256:0.45 259:0.21 260:0.66 265:0.68 266:0.71 267:0.52 268:0.46 271:0.51 274:0.91 276:0.81 277:0.69 283:0.82 285:0.47 297:0.36 300:0.84\n2 11:0.64 12:0.96 17:0.86 18:0.84 21:0.05 22:0.93 26:0.96 27:1.00 29:0.86 30:0.55 34:0.99 36:0.37 37:0.40 39:0.68 43:0.72 45:0.95 47:0.93 58:0.93 64:0.77 66:0.77 69:0.07 70:0.74 71:0.86 74:0.89 81:0.47 86:0.85 91:0.61 98:0.82 101:0.52 104:0.58 106:0.81 108:0.06 117:0.86 122:0.51 123:0.06 124:0.42 126:0.26 127:0.83 129:0.05 133:0.60 135:0.97 139:0.83 141:0.91 146:0.86 147:0.88 149:0.93 150:0.37 154:0.66 159:0.57 172:0.88 173:0.14 177:0.70 178:0.55 179:0.33 187:0.39 199:0.97 206:0.81 212:0.76 216:0.06 219:0.89 222:0.48 223:0.95 224:0.93 234:0.91 235:0.05 241:0.32 242:0.40 243:0.79 245:0.82 247:0.90 253:0.46 254:0.74 259:0.21 262:0.93 265:0.82 266:0.54 267:0.36 271:0.51 274:0.91 276:0.82 292:0.91 300:0.70\n1 7:0.72 11:0.64 12:0.96 17:0.76 18:0.78 21:0.40 22:0.93 26:0.96 27:0.18 29:0.86 30:0.62 32:0.68 34:0.85 36:0.31 37:0.93 39:0.68 43:0.10 44:0.90 45:0.73 47:0.93 55:0.42 58:0.93 64:0.77 66:0.72 69:0.49 70:0.54 71:0.86 74:0.68 81:0.36 86:0.89 91:0.53 98:0.34 101:0.52 104:0.80 106:0.81 108:0.38 122:0.51 123:0.36 124:0.40 126:0.44 127:0.32 129:0.05 133:0.37 135:0.37 139:0.89 141:0.91 145:0.94 146:0.29 147:0.36 149:0.06 150:0.29 154:0.85 155:0.58 159:0.24 172:0.48 173:0.66 177:0.70 178:0.55 179:0.73 187:0.21 192:0.59 195:0.60 199:0.96 201:0.68 204:0.85 206:0.81 208:0.54 212:0.86 215:0.42 216:0.43 219:0.89 222:0.48 223:0.95 224:0.93 230:0.75 233:0.76 234:0.91 235:0.52 241:0.30 242:0.29 243:0.75 245:0.48 247:0.60 253:0.41 254:0.74 259:0.21 262:0.93 265:0.36 266:0.23 267:0.65 271:0.51 274:0.91 276:0.25 292:0.95 297:0.36 300:0.43\n0 7:0.66 11:0.64 12:0.96 17:0.49 18:0.92 21:0.22 26:0.96 27:0.37 29:0.86 30:0.76 32:0.64 34:0.99 36:0.35 37:0.89 39:0.68 43:0.64 45:0.66 55:0.59 58:0.93 64:0.77 66:0.91 69:0.54 70:0.30 71:0.86 74:0.41 76:0.94 81:0.34 86:0.87 91:0.35 98:0.94 101:0.52 104:0.58 108:0.41 122:0.86 123:0.39 126:0.26 127:0.63 129:0.05 135:0.34 139:0.84 141:0.91 145:0.65 146:0.89 147:0.91 149:0.47 150:0.31 154:0.54 159:0.48 172:0.76 173:0.56 177:0.70 178:0.55 179:0.54 187:0.68 195:0.69 199:0.97 212:0.68 216:0.24 219:0.89 222:0.48 223:0.95 224:0.93 230:0.69 233:0.76 234:0.91 235:0.22 241:0.12 242:0.55 243:0.92 244:0.61 247:0.74 253:0.32 259:0.21 265:0.94 266:0.54 267:0.36 271:0.51 274:0.91 276:0.65 292:0.91 300:0.33\n0 1:0.69 7:0.81 10:1.00 11:0.83 12:0.51 17:0.97 18:0.99 22:0.93 27:0.70 29:0.91 30:0.87 32:0.80 33:0.97 34:0.75 36:0.80 37:0.35 39:0.90 43:0.96 44:0.93 45:0.99 47:0.93 48:0.91 60:0.95 64:0.77 66:0.99 69:0.08 70:0.39 71:0.92 74:0.98 75:0.99 77:0.98 81:0.79 83:0.91 85:0.94 86:1.00 91:0.60 98:0.97 101:0.96 102:0.98 104:0.82 106:0.81 108:0.07 114:0.98 117:0.86 121:0.90 122:0.65 123:0.07 126:0.54 127:0.74 129:0.05 131:0.61 135:0.34 139:1.00 144:0.57 145:0.74 146:0.90 147:0.92 149:0.99 150:0.62 154:0.96 155:0.58 157:0.91 158:0.92 159:0.50 165:0.93 166:0.74 170:0.82 172:0.98 173:0.18 174:0.98 176:0.73 177:0.88 178:0.55 179:0.14 182:0.82 187:0.21 192:0.86 193:1.00 195:0.70 197:0.99 201:0.68 204:0.84 206:0.81 208:0.64 212:0.94 215:0.96 216:0.35 219:0.95 222:0.48 226:0.98 227:0.61 229:0.61 230:0.87 231:0.63 232:0.88 233:0.76 235:0.22 236:0.97 239:1.00 241:0.15 242:0.21 243:0.99 246:0.89 247:0.97 253:0.78 259:0.21 262:0.93 265:0.97 266:0.27 267:0.65 271:0.42 276:0.96 279:0.82 281:0.91 282:0.88 283:0.82 287:0.61 290:0.98 291:0.97 292:0.95 297:0.36 299:0.97 300:0.55\n0 1:0.67 8:0.63 10:0.96 11:0.64 12:0.51 17:0.75 18:0.87 21:0.47 27:0.54 29:0.91 30:0.87 34:0.97 36:0.34 37:0.60 39:0.90 43:0.61 45:0.91 64:0.77 66:0.90 69:0.32 70:0.30 71:0.92 74:0.73 81:0.73 83:0.91 86:0.96 91:0.06 98:0.71 99:0.99 101:0.87 108:0.25 114:0.80 122:0.65 123:0.24 126:0.54 127:0.22 129:0.05 131:0.61 135:0.37 139:0.94 144:0.57 146:0.53 147:0.59 149:0.43 150:0.53 154:0.87 155:0.52 157:0.83 159:0.19 165:0.93 166:0.74 170:0.82 172:0.71 173:0.50 174:0.86 176:0.73 177:0.88 178:0.55 179:0.35 182:0.81 187:0.68 192:0.50 197:0.90 201:0.66 208:0.64 212:0.80 215:0.63 216:0.64 222:0.48 227:0.61 229:0.61 231:0.63 235:0.80 236:0.97 239:0.95 241:0.05 242:0.18 243:0.90 246:0.89 247:0.79 253:0.64 254:0.80 259:0.21 265:0.71 266:0.27 267:0.65 271:0.42 276:0.57 287:0.61 290:0.80 297:0.36 300:0.33\n0 1:0.58 8:0.70 10:0.96 11:0.64 12:0.51 17:0.62 18:0.95 20:0.88 21:0.77 27:0.45 29:0.91 30:0.36 34:0.85 36:0.39 37:0.50 39:0.90 43:0.58 44:0.88 45:0.91 48:0.91 64:0.77 66:0.49 69:0.63 70:0.64 71:0.92 74:0.62 78:0.98 81:0.62 83:0.69 86:0.92 91:0.08 98:0.61 99:0.95 100:0.73 101:0.87 102:0.96 108:0.48 111:0.95 114:0.64 122:0.92 123:0.46 124:0.56 126:0.54 127:0.41 129:0.05 131:0.61 133:0.39 135:0.42 139:0.90 144:0.57 145:0.49 146:0.71 147:0.75 149:0.48 150:0.43 152:0.85 154:0.73 155:0.47 157:0.86 159:0.50 165:0.81 166:0.74 169:0.72 170:0.82 172:0.75 173:0.60 174:0.93 176:0.73 177:0.88 178:0.55 179:0.33 182:0.81 186:0.98 187:0.68 192:0.45 195:0.73 197:0.94 201:0.58 208:0.64 212:0.73 215:0.44 216:0.77 222:0.48 227:0.61 229:0.61 231:0.63 235:1.00 236:0.97 239:0.95 241:0.21 242:0.42 243:0.60 245:0.91 246:0.89 247:0.82 253:0.53 254:0.80 259:0.21 261:0.91 265:0.62 266:0.54 267:0.28 271:0.42 276:0.76 281:0.86 287:0.61 290:0.64 297:0.36 300:0.55\n0 8:0.58 10:0.81 11:0.52 12:0.51 17:0.45 18:0.74 21:0.13 25:0.88 27:1.00 29:0.91 30:0.33 34:0.78 36:0.84 37:0.27 39:0.90 43:0.75 45:0.73 55:0.71 66:0.86 69:0.37 70:0.65 71:0.92 74:0.44 81:0.34 86:0.64 91:0.61 98:0.91 101:0.65 104:0.58 108:0.29 120:0.62 123:0.28 126:0.24 127:0.51 129:0.05 131:0.61 135:0.44 139:0.62 140:0.45 146:0.83 147:0.86 149:0.56 150:0.37 151:0.57 153:0.48 154:0.67 157:0.61 159:0.39 162:0.86 164:0.55 166:0.61 170:0.82 172:0.61 173:0.44 174:0.83 177:0.88 179:0.70 182:0.61 187:0.21 190:0.95 197:0.85 202:0.36 212:0.59 215:0.84 216:0.23 220:0.74 222:0.48 227:0.61 229:0.61 231:0.62 235:0.12 239:0.80 241:0.56 242:0.31 243:0.87 244:0.61 246:0.61 247:0.79 248:0.56 253:0.38 256:0.45 259:0.21 260:0.63 265:0.91 266:0.47 267:0.28 268:0.46 271:0.42 276:0.50 285:0.46 287:0.61 297:0.36 300:0.43\n0 10:0.80 11:0.46 12:0.51 17:0.83 18:0.69 21:0.78 27:0.34 29:0.91 30:0.55 34:0.56 36:0.54 37:0.46 39:0.90 43:0.21 45:0.66 55:0.99 66:0.07 69:0.96 70:0.60 71:0.92 74:0.36 86:0.61 91:0.12 98:0.13 101:0.47 108:0.91 122:0.93 123:0.98 124:0.96 127:0.86 129:0.59 131:0.61 133:0.95 135:0.51 139:0.59 145:0.54 146:0.13 147:0.05 149:0.19 154:0.14 157:0.61 159:0.96 163:0.90 166:0.61 170:0.82 172:0.10 173:0.75 174:0.86 175:0.91 177:0.05 178:0.55 179:0.76 182:0.61 187:0.95 197:0.80 212:0.18 216:0.53 222:0.48 227:0.61 229:0.61 231:0.61 235:0.60 239:0.79 241:0.18 242:0.31 243:0.13 244:0.83 245:0.48 246:0.61 247:0.76 253:0.32 257:0.93 259:0.21 265:0.06 266:0.84 267:0.87 271:0.42 276:0.50 277:0.87 287:0.61 300:0.55\n0 1:0.59 7:0.70 8:0.70 9:0.73 10:0.84 11:0.50 12:0.51 17:0.84 18:0.95 21:0.40 27:0.49 29:0.91 30:0.10 31:0.91 32:0.72 34:0.97 36:0.35 37:0.52 39:0.90 43:0.66 44:0.86 45:0.77 48:0.99 55:0.71 66:0.59 69:0.15 70:0.92 71:0.92 74:0.63 77:0.89 79:0.90 81:0.46 83:0.69 86:0.74 91:0.42 96:0.75 97:0.97 98:0.74 99:0.83 101:0.47 108:0.12 114:0.78 120:0.63 122:0.92 123:0.12 124:0.63 126:0.32 127:0.69 129:0.05 131:0.80 133:0.60 135:0.66 137:0.91 139:0.73 140:0.45 144:0.57 145:0.77 146:0.77 147:0.81 149:0.55 150:0.41 151:0.70 153:0.69 154:0.48 155:0.64 157:0.61 158:0.76 159:0.52 162:0.86 164:0.66 165:0.65 166:0.61 170:0.82 172:0.68 173:0.22 174:0.79 175:0.75 176:0.63 177:0.70 179:0.53 182:0.61 187:0.39 190:0.77 192:0.87 195:0.72 196:0.90 197:0.81 201:0.56 202:0.50 204:0.79 208:0.61 212:0.52 215:0.67 216:0.44 220:0.74 222:0.48 227:0.82 229:0.61 230:0.73 231:0.62 233:0.76 235:0.52 239:0.83 241:0.55 242:0.52 243:0.67 244:0.61 245:0.76 246:0.61 247:0.86 248:0.66 253:0.72 254:0.96 255:0.72 256:0.58 257:0.65 259:0.21 260:0.64 265:0.74 266:0.54 267:0.96 268:0.59 271:0.42 276:0.67 277:0.69 279:0.79 281:0.86 282:0.80 283:0.67 284:0.90 285:0.60 287:0.61 290:0.78 297:0.36 300:0.70\n1 1:0.61 6:0.83 7:0.70 8:0.65 10:0.91 11:0.64 12:0.51 17:0.94 18:0.93 20:0.93 21:0.22 27:0.64 29:0.91 30:0.45 32:0.67 34:0.98 36:0.25 37:0.27 39:0.90 43:0.61 44:0.86 45:0.96 66:0.97 69:0.17 70:0.72 71:0.92 74:0.85 76:0.97 77:0.89 78:0.99 81:0.50 83:0.91 86:0.84 91:0.51 97:0.94 98:0.96 99:0.83 100:0.89 101:0.87 102:0.94 104:0.93 106:0.81 108:0.14 111:0.96 114:0.85 117:0.86 122:0.91 123:0.13 126:0.32 127:0.71 129:0.05 131:0.61 135:0.96 139:0.82 144:0.57 145:0.98 146:0.96 147:0.97 149:0.81 150:0.44 152:0.94 154:0.58 155:0.64 157:0.80 158:0.77 159:0.66 165:0.65 166:0.61 169:0.95 170:0.82 172:0.93 173:0.16 174:0.89 176:0.63 177:0.88 178:0.55 179:0.25 182:0.74 186:0.99 187:0.68 189:0.84 192:0.87 193:0.98 195:0.80 197:0.90 201:0.58 204:0.85 206:0.81 208:0.64 212:0.68 215:0.79 216:0.18 222:0.48 227:0.61 229:0.61 230:0.72 231:0.63 232:0.95 233:0.65 235:0.31 238:0.82 239:0.91 241:0.07 242:0.16 243:0.97 246:0.61 247:0.97 253:0.69 254:0.80 259:0.21 261:0.95 265:0.96 266:0.38 267:0.93 271:0.42 276:0.87 279:0.78 281:0.86 282:0.76 283:0.82 287:0.61 290:0.85 297:0.36 300:0.70\n2 1:0.56 10:0.92 11:0.55 12:0.51 17:0.49 18:0.95 21:0.78 27:0.45 29:0.91 30:0.21 34:0.85 36:0.18 37:0.50 39:0.90 43:0.60 45:0.88 48:0.91 55:0.71 66:0.27 69:0.63 70:0.93 71:0.92 74:0.41 81:0.38 83:0.56 86:0.85 91:0.20 98:0.55 99:0.83 101:0.65 108:0.87 114:0.62 122:0.93 123:0.46 124:0.77 126:0.32 127:0.59 129:0.05 131:0.61 133:0.74 135:0.79 139:0.82 144:0.57 145:0.50 146:0.78 147:0.81 149:0.66 150:0.33 154:0.44 155:0.46 157:0.86 159:0.70 165:0.65 166:0.61 170:0.82 172:0.68 173:0.51 174:0.93 176:0.63 177:0.88 178:0.55 179:0.33 182:0.76 187:0.68 192:0.44 197:0.92 201:0.53 208:0.50 212:0.74 215:0.43 216:0.77 222:0.48 227:0.61 229:0.61 231:0.63 235:1.00 239:0.91 241:0.43 242:0.19 243:0.46 244:0.61 245:0.86 246:0.61 247:0.93 253:0.47 254:0.97 259:0.21 265:0.49 266:0.80 267:0.79 271:0.42 276:0.79 281:0.86 287:0.61 290:0.62 297:0.36 300:0.84\n2 1:0.67 6:0.83 7:0.70 8:0.61 10:1.00 11:0.82 12:0.51 17:0.95 18:0.98 20:0.89 21:0.22 22:0.93 27:0.64 29:0.91 30:0.72 33:0.97 34:0.98 36:0.33 37:0.27 39:0.90 43:0.61 44:0.88 45:0.99 47:0.93 64:0.77 66:0.99 69:0.15 70:0.53 71:0.92 74:0.86 75:0.99 76:0.97 78:0.99 81:0.71 83:0.91 85:0.72 86:0.99 91:0.42 97:0.97 98:0.99 99:0.95 100:0.98 101:0.96 102:0.96 104:0.96 106:0.81 108:0.12 111:0.98 114:0.90 117:0.86 122:0.93 123:0.12 126:0.54 127:0.88 129:0.05 131:0.61 135:0.98 139:0.99 144:0.57 145:0.97 146:0.97 147:0.98 149:0.89 150:0.56 152:0.94 154:0.86 155:0.64 157:0.91 158:0.84 159:0.70 165:0.81 166:0.74 169:0.95 170:0.82 172:0.97 173:0.15 174:0.99 176:0.73 177:0.88 178:0.55 179:0.17 182:0.82 186:0.99 187:0.68 189:0.87 191:0.70 192:0.87 193:0.98 195:0.82 197:0.99 201:0.66 204:0.85 206:0.81 208:0.64 212:0.87 215:0.79 216:0.18 219:0.95 222:0.48 226:0.95 227:0.61 229:0.61 230:0.72 231:0.63 232:0.98 233:0.65 235:0.52 236:0.97 238:0.91 239:1.00 241:0.12 242:0.24 243:0.99 246:0.89 247:0.94 253:0.71 259:0.21 261:0.95 262:0.93 265:0.99 266:0.38 267:0.44 271:0.42 276:0.94 279:0.81 281:0.86 283:0.82 287:0.61 290:0.90 291:0.97 292:0.87 297:0.36 300:0.55\n1 1:0.67 8:0.63 10:0.96 11:0.64 12:0.51 17:0.76 18:0.87 21:0.47 27:0.54 29:0.91 30:0.87 34:0.97 36:0.37 37:0.60 39:0.90 43:0.61 45:0.91 64:0.77 66:0.90 69:0.32 70:0.30 71:0.92 74:0.73 81:0.73 83:0.91 86:0.96 91:0.06 98:0.71 99:0.99 101:0.87 108:0.25 114:0.80 122:0.65 123:0.24 126:0.54 127:0.22 129:0.05 131:0.61 135:0.37 139:0.94 144:0.57 146:0.53 147:0.59 149:0.43 150:0.53 154:0.87 155:0.52 157:0.83 159:0.19 165:0.93 166:0.74 170:0.82 172:0.71 173:0.50 174:0.86 176:0.73 177:0.88 178:0.55 179:0.35 182:0.81 187:0.68 192:0.50 197:0.90 201:0.66 208:0.64 212:0.80 215:0.63 216:0.64 222:0.48 227:0.61 229:0.61 231:0.63 235:0.80 236:0.97 239:0.95 241:0.05 242:0.18 243:0.90 246:0.89 247:0.79 253:0.64 254:0.80 259:0.21 265:0.71 266:0.27 267:0.65 271:0.42 276:0.57 287:0.61 290:0.80 297:0.36 300:0.33\n0 7:0.69 8:0.89 10:0.82 11:0.55 12:0.51 17:0.16 18:0.73 21:0.47 27:0.28 29:0.91 30:0.29 32:0.65 34:0.55 36:0.95 37:0.72 39:0.90 43:0.61 45:0.91 55:0.59 66:0.53 69:0.84 70:0.84 71:0.92 74:0.73 81:0.29 86:0.65 91:0.46 98:0.75 101:0.65 104:0.82 106:0.81 108:0.69 120:0.56 123:0.67 124:0.74 126:0.24 127:0.81 129:0.05 131:0.61 133:0.76 135:0.70 139:0.63 140:0.45 144:0.57 145:0.44 146:0.96 147:0.67 149:0.77 150:0.32 151:0.49 153:0.72 154:0.22 157:0.76 159:0.85 162:0.56 164:0.63 166:0.61 170:0.82 172:0.92 173:0.67 174:0.79 177:0.38 179:0.19 182:0.72 187:0.39 190:0.95 195:0.95 197:0.80 202:0.58 206:0.81 212:0.59 215:0.63 216:0.82 220:0.93 222:0.48 227:0.61 229:0.61 230:0.71 231:0.61 232:0.88 233:0.76 235:0.52 239:0.82 241:0.15 242:0.28 243:0.22 244:0.61 245:0.95 246:0.61 247:0.96 248:0.49 253:0.52 254:0.99 256:0.45 257:0.84 259:0.21 260:0.56 265:0.75 266:0.63 267:0.94 268:0.57 271:0.42 276:0.92 285:0.46 287:0.61 297:0.36 300:0.70\n1 1:0.58 7:0.70 10:0.85 11:0.50 12:0.51 17:0.87 18:0.96 21:0.47 27:0.49 29:0.91 30:0.45 32:0.72 34:0.89 36:0.62 37:0.52 39:0.90 43:0.66 44:0.86 45:0.97 48:0.99 66:0.67 69:0.17 70:0.72 71:0.92 74:0.84 77:0.89 81:0.45 83:0.56 86:0.76 91:0.18 97:0.94 98:0.80 99:0.83 101:0.47 108:0.79 114:0.76 122:0.82 123:0.78 124:0.47 126:0.32 127:0.82 129:0.05 131:0.61 133:0.45 135:0.82 139:0.75 144:0.57 145:0.76 146:0.78 147:0.82 149:0.86 150:0.40 154:0.47 155:0.50 157:0.61 158:0.77 159:0.75 165:0.65 166:0.61 170:0.82 172:0.94 173:0.14 174:0.79 176:0.63 177:0.88 178:0.55 179:0.20 182:0.61 187:0.39 192:0.49 195:0.88 197:0.82 201:0.55 204:0.79 208:0.50 212:0.82 215:0.63 216:0.44 222:0.48 227:0.61 229:0.61 230:0.73 231:0.61 233:0.76 235:0.60 239:0.84 241:0.10 242:0.41 243:0.32 244:0.61 245:0.97 246:0.61 247:0.91 253:0.65 254:0.97 259:0.21 265:0.80 266:0.63 267:0.98 271:0.42 276:0.91 277:0.69 279:0.78 281:0.86 282:0.80 283:0.82 287:0.61 290:0.76 297:0.36 300:0.84\n0 1:0.58 7:0.70 10:0.88 11:0.55 12:0.51 17:0.78 18:0.90 21:0.71 27:0.32 29:0.91 30:0.41 32:0.67 34:0.97 36:0.96 37:0.85 39:0.90 43:0.60 44:0.88 45:0.81 48:0.99 55:0.71 64:0.77 66:0.92 69:0.33 70:0.68 71:0.92 74:0.69 77:0.98 81:0.57 83:0.69 86:0.78 91:0.29 97:0.89 98:0.92 99:0.95 101:0.65 102:0.96 108:0.26 114:0.67 122:0.92 123:0.25 126:0.51 127:0.55 129:0.05 131:0.61 135:0.71 139:0.77 144:0.57 145:1.00 146:0.88 147:0.90 149:0.46 150:0.41 154:0.61 155:0.50 157:0.80 158:0.76 159:0.46 165:0.81 166:0.72 170:0.82 172:0.78 173:0.36 174:0.83 176:0.70 177:0.88 178:0.55 179:0.50 182:0.75 187:0.21 192:0.49 195:0.69 197:0.85 201:0.57 204:0.79 208:0.61 212:0.68 215:0.48 216:0.55 222:0.48 227:0.61 229:0.61 230:0.73 231:0.62 233:0.66 235:0.95 239:0.89 241:0.32 242:0.19 243:0.92 244:0.61 246:0.61 247:0.92 253:0.57 254:0.92 259:0.21 265:0.92 266:0.54 267:0.94 271:0.42 276:0.67 279:0.75 281:0.86 282:0.75 283:0.67 287:0.61 290:0.67 297:0.36 300:0.55\n2 1:0.56 10:0.90 11:0.55 12:0.51 17:0.62 18:0.96 21:0.77 27:0.45 29:0.91 30:0.53 32:0.71 34:0.90 36:0.24 37:0.50 39:0.90 43:0.57 44:0.86 45:0.81 48:0.91 55:0.71 64:0.77 66:0.45 69:0.63 70:0.75 71:0.92 74:0.49 77:0.70 81:0.45 83:0.56 86:0.81 91:0.10 98:0.68 99:0.83 101:0.65 108:0.48 114:0.63 122:0.92 123:0.46 124:0.59 126:0.51 127:0.44 129:0.05 131:0.61 133:0.39 135:0.47 139:0.79 144:0.57 145:0.61 146:0.76 147:0.80 149:0.56 150:0.37 154:0.60 155:0.46 157:0.82 159:0.51 165:0.65 166:0.72 170:0.82 172:0.65 173:0.60 174:0.88 176:0.70 177:0.88 178:0.55 179:0.42 182:0.75 187:0.68 192:0.45 195:0.73 197:0.89 201:0.55 208:0.61 212:0.69 215:0.43 216:0.77 222:0.48 227:0.61 229:0.61 231:0.62 235:1.00 239:0.89 241:0.21 242:0.62 243:0.58 244:0.61 245:0.87 246:0.61 247:0.74 253:0.49 254:0.74 259:0.21 265:0.69 266:0.54 267:0.52 271:0.42 276:0.70 281:0.86 282:0.80 287:0.61 290:0.63 297:0.36 300:0.70\n1 1:0.69 7:0.81 8:0.60 10:1.00 11:0.83 12:0.51 17:0.94 18:0.99 22:0.93 27:0.71 29:0.91 30:0.90 32:0.77 33:0.97 34:0.86 36:0.59 37:0.27 39:0.90 43:0.96 44:0.93 45:0.98 47:0.93 60:0.87 64:0.77 66:0.99 69:0.08 70:0.37 71:0.92 74:0.98 75:0.99 77:0.70 81:0.79 83:0.91 85:0.97 86:0.99 91:0.23 97:0.89 98:0.98 101:0.96 102:0.98 104:0.93 106:0.81 108:0.07 114:0.98 117:0.86 121:0.90 122:0.65 123:0.07 126:0.54 127:0.85 129:0.05 131:0.61 132:0.97 135:0.65 139:0.99 144:0.57 145:0.45 146:0.95 147:0.96 149:1.00 150:0.62 154:0.96 155:0.58 157:0.91 158:0.92 159:0.62 165:0.93 166:0.74 170:0.82 172:0.98 173:0.14 174:0.97 176:0.73 177:0.88 178:0.55 179:0.15 182:0.82 187:0.21 192:0.86 193:1.00 195:0.75 197:0.98 201:0.68 204:0.84 206:0.81 208:0.64 212:0.90 215:0.96 216:0.16 219:0.95 222:0.48 226:0.98 227:0.61 229:0.61 230:0.87 231:0.63 232:0.95 233:0.76 235:0.22 236:0.97 239:1.00 241:0.12 242:0.30 243:0.99 246:0.89 247:0.91 253:0.78 262:0.93 265:0.98 266:0.47 267:0.69 271:0.42 276:0.95 279:0.81 281:0.91 282:0.85 283:0.82 287:0.61 290:0.98 291:0.97 292:0.95 297:0.36 300:0.70\n1 1:0.62 8:0.86 9:0.71 10:0.91 11:0.55 12:0.51 17:0.64 18:0.92 20:0.87 21:0.47 22:0.93 23:0.96 27:0.42 29:0.91 30:0.09 31:0.89 33:0.97 34:0.56 36:0.90 37:0.57 39:0.90 43:0.21 44:0.92 45:0.93 47:0.93 48:0.91 55:0.71 62:0.97 64:0.77 66:0.06 69:0.32 70:0.99 71:0.92 74:0.69 75:0.98 76:0.85 77:0.96 78:0.94 79:0.88 81:0.50 83:0.69 86:0.81 91:0.17 96:0.72 97:0.97 98:0.22 99:0.83 100:0.92 101:0.65 102:0.97 108:0.98 111:0.92 114:0.78 117:0.86 122:0.92 123:0.95 124:0.98 126:0.51 127:0.94 128:0.96 129:0.96 131:0.82 133:0.98 135:0.74 137:0.89 139:0.85 140:0.45 144:0.57 145:0.80 146:0.29 147:0.35 149:0.44 150:0.42 151:0.59 152:0.82 153:0.69 154:0.64 155:0.57 157:0.84 158:0.81 159:0.96 162:0.86 165:0.65 166:0.74 168:0.96 169:0.90 170:0.82 172:0.70 173:0.07 174:0.96 175:0.75 176:0.70 177:0.70 179:0.19 182:0.82 186:0.94 187:0.21 190:0.77 192:0.56 193:0.95 195:0.99 196:0.91 197:0.89 201:0.60 202:0.46 205:0.95 208:0.61 212:0.30 216:0.56 219:0.94 220:0.87 222:0.48 226:0.96 227:0.85 229:0.90 231:0.63 232:0.88 235:0.68 236:0.95 239:0.94 241:0.01 242:0.14 243:0.13 244:0.61 245:0.86 246:0.89 247:0.99 248:0.57 253:0.65 254:0.84 255:0.70 256:0.45 257:0.65 259:0.21 261:0.87 262:0.93 265:0.18 266:0.99 267:0.19 268:0.55 271:0.42 276:0.92 277:0.69 279:0.81 281:0.91 282:0.80 284:0.90 285:0.60 287:0.91 290:0.78 291:0.97 292:0.88 300:0.98\n0 1:0.58 6:0.81 8:0.74 10:0.96 11:0.50 12:0.51 17:0.43 18:0.94 20:0.94 21:0.47 27:0.33 29:0.91 30:0.10 34:0.71 36:0.79 37:0.88 39:0.90 43:0.50 45:0.97 55:0.71 64:0.77 66:0.06 69:0.27 70:0.97 71:0.92 74:0.62 75:0.97 78:0.87 81:0.53 83:0.56 86:0.90 91:0.18 97:0.94 98:0.22 99:0.83 100:0.92 101:0.47 108:0.99 111:0.88 122:0.83 123:0.99 124:0.99 126:0.51 127:1.00 129:0.98 131:0.61 133:0.99 135:0.28 139:0.88 144:0.57 146:0.85 147:0.88 149:0.70 150:0.41 152:0.97 154:0.64 155:0.47 157:0.88 159:0.98 165:0.65 166:0.74 169:0.90 170:0.82 172:0.77 173:0.06 174:0.99 177:0.88 178:0.55 179:0.11 182:0.81 186:0.87 187:0.39 192:0.46 197:0.96 201:0.60 208:0.50 212:0.30 215:0.63 216:0.49 219:0.91 222:0.48 226:0.96 227:0.61 229:0.61 231:0.63 235:0.68 236:0.95 239:0.96 241:0.10 242:0.16 243:0.17 244:0.61 245:0.95 246:0.89 247:1.00 253:0.47 254:0.86 259:0.21 261:0.93 265:0.24 266:0.98 267:0.36 271:0.42 276:0.98 277:0.69 279:0.78 287:0.61 292:0.88 297:0.36 300:0.98\n2 1:0.57 7:0.69 10:0.80 11:0.52 12:0.51 17:0.89 18:0.96 21:0.64 27:0.72 29:0.91 30:0.62 32:0.67 34:0.88 36:0.55 39:0.90 43:0.62 45:0.99 48:0.91 66:0.43 69:0.94 70:0.56 71:0.92 74:0.90 76:0.85 77:0.70 81:0.42 83:0.56 86:0.78 91:0.71 97:0.89 98:0.68 99:0.83 101:0.65 104:0.78 108:0.88 114:0.69 122:0.65 123:0.87 124:0.91 126:0.32 127:0.89 129:0.05 131:0.61 133:0.93 135:0.96 139:0.74 145:0.74 146:0.98 147:0.94 149:0.94 150:0.37 154:0.57 155:0.46 157:0.61 158:0.76 159:0.92 165:0.65 166:0.61 170:0.82 172:0.96 173:0.79 174:0.79 176:0.63 177:0.70 178:0.55 179:0.13 182:0.61 192:0.45 195:0.98 197:0.80 201:0.54 208:0.50 212:0.50 215:0.53 216:0.09 222:0.48 227:0.61 229:0.61 230:0.71 231:0.61 232:0.84 233:0.76 235:0.80 239:0.79 241:0.78 242:0.21 243:0.34 244:0.61 245:0.97 246:0.61 247:0.95 253:0.65 257:0.65 259:0.21 265:0.68 266:0.87 267:0.94 271:0.42 276:0.97 279:0.75 281:0.91 282:0.75 283:0.67 287:0.61 290:0.69 297:0.36 300:0.55\n1 1:0.74 11:0.57 12:0.20 17:0.70 21:0.30 30:0.85 32:0.80 34:0.94 36:0.19 37:0.97 43:0.92 66:0.87 69:0.37 70:0.40 74:0.88 77:0.99 81:0.65 83:0.75 85:0.94 91:0.05 98:0.78 101:0.86 104:0.87 106:0.81 108:0.29 114:0.86 117:0.86 122:0.43 123:0.28 126:0.54 127:0.26 129:0.05 135:0.47 145:0.99 146:0.54 147:0.60 149:0.94 150:0.79 154:0.92 155:0.67 159:0.19 165:0.84 172:0.63 173:0.59 176:0.73 177:0.38 178:0.55 179:0.53 187:0.68 192:0.59 195:0.54 201:0.74 206:0.81 212:0.86 215:0.72 216:0.94 222:0.90 232:0.90 235:0.42 241:0.44 242:0.63 243:0.88 247:0.30 253:0.75 259:0.21 265:0.78 266:0.27 267:0.44 271:0.68 276:0.51 282:0.88 290:0.86 297:0.36 299:1.00 300:0.43\n1 1:0.74 7:0.81 11:0.57 12:0.20 17:0.38 21:0.40 27:0.39 30:0.68 32:0.80 34:0.97 36:0.48 37:0.55 43:0.91 66:0.79 69:0.41 70:0.43 74:0.81 77:0.70 81:0.61 83:0.75 85:0.85 91:0.20 98:0.48 101:0.80 104:0.80 106:0.81 108:0.32 114:0.82 117:0.86 121:0.99 122:0.43 123:0.31 126:0.54 127:0.15 129:0.05 135:0.42 145:0.72 146:0.43 147:0.50 149:0.78 150:0.76 154:0.91 155:0.67 158:0.84 159:0.16 165:0.83 172:0.41 173:0.51 176:0.73 177:0.38 178:0.55 179:0.44 187:0.21 192:0.59 195:0.62 201:0.74 204:0.89 206:0.81 208:0.64 212:0.61 215:0.67 216:0.59 222:0.90 230:0.87 232:0.85 233:0.76 235:0.52 241:0.24 242:0.45 243:0.80 247:0.47 253:0.71 259:0.21 265:0.50 266:0.27 267:0.84 271:0.68 276:0.32 279:0.86 282:0.88 283:0.67 290:0.82 297:0.36 299:0.88 300:0.33\n1 1:0.74 11:0.57 12:0.20 17:0.86 21:0.05 27:0.44 30:0.76 32:0.80 34:0.63 36:0.34 37:0.28 43:0.98 60:0.87 66:0.85 69:0.07 70:0.43 74:0.86 77:0.89 81:0.81 83:0.88 85:0.91 91:0.23 98:0.71 101:0.84 108:0.06 114:0.95 122:0.43 123:0.06 126:0.54 127:0.22 129:0.05 135:0.56 145:0.84 146:0.59 147:0.64 149:0.89 150:0.88 154:0.98 155:0.67 158:0.92 159:0.21 165:0.90 172:0.57 173:0.24 176:0.73 177:0.38 178:0.55 179:0.52 187:0.87 192:0.59 195:0.57 201:0.74 208:0.64 212:0.58 215:0.91 216:0.91 222:0.90 235:0.12 241:0.18 242:0.61 243:0.86 247:0.39 253:0.78 259:0.21 265:0.71 266:0.27 267:0.52 271:0.68 276:0.43 279:0.86 282:0.88 283:0.82 290:0.95 297:0.36 299:0.97 300:0.43\n1 11:0.57 12:0.20 17:0.87 21:0.78 27:0.44 30:0.95 34:0.55 36:0.26 37:0.28 43:0.87 55:0.45 66:0.90 69:0.52 70:0.13 74:0.97 85:0.72 91:0.02 98:0.27 101:0.72 108:0.40 122:0.67 123:0.38 127:0.11 129:0.05 135:0.56 146:0.36 147:0.43 149:0.74 154:0.85 159:0.14 172:0.71 173:0.48 177:0.38 178:0.55 179:0.10 187:0.95 212:0.93 216:0.91 222:0.90 235:0.12 241:0.15 242:0.80 243:0.90 247:0.39 253:0.69 259:0.21 265:0.30 266:0.17 267:0.36 271:0.68 276:0.61 300:0.18\n0 11:0.57 12:0.20 17:0.45 21:0.78 30:0.76 34:0.73 36:0.30 37:0.99 43:0.61 66:0.64 69:0.92 70:0.15 74:0.36 85:0.72 91:0.23 98:0.15 101:0.70 108:0.84 122:0.41 123:0.83 127:0.09 129:0.05 132:0.97 135:0.85 146:0.26 147:0.32 149:0.30 154:0.50 159:0.11 163:0.99 172:0.16 173:0.90 177:0.38 178:0.55 179:0.14 187:0.68 202:0.65 212:0.95 216:1.00 222:0.90 235:0.31 241:0.41 242:0.82 243:0.69 247:0.12 253:0.32 259:0.21 265:0.16 266:0.12 267:0.88 271:0.68 276:0.13 300:0.13\n1 11:0.57 12:0.51 17:0.78 21:0.78 27:0.63 30:0.95 34:0.85 36:0.59 37:0.23 39:0.26 43:0.86 66:0.54 69:0.59 74:0.44 85:0.72 91:0.70 98:0.13 101:0.75 104:0.89 106:0.81 108:0.45 123:0.43 127:0.08 129:0.05 135:0.47 146:0.13 147:0.18 149:0.49 154:0.83 159:0.08 172:0.10 173:0.84 177:0.38 178:0.55 179:0.12 187:0.68 206:0.81 216:0.11 222:0.35 235:0.12 241:0.61 243:0.63 253:0.39 259:0.21 265:0.14 267:0.59 271:0.11 300:0.08\n0 11:0.57 12:0.51 17:0.49 21:0.78 27:0.21 30:0.95 34:0.71 36:0.70 37:0.74 39:0.26 43:0.09 66:0.54 69:1.00 74:0.27 85:0.72 91:0.02 98:0.05 101:0.47 108:0.99 123:0.99 127:0.05 129:0.05 135:0.18 146:0.13 147:0.18 149:0.07 154:0.08 159:0.08 172:0.10 173:0.96 177:0.38 178:0.55 179:0.08 187:0.39 216:0.95 222:0.35 232:0.85 235:0.42 241:0.70 243:0.63 253:0.25 259:0.21 265:0.05 267:0.52 271:0.11 300:0.08\n2 1:0.74 11:0.57 12:0.51 17:0.69 21:0.22 27:0.51 30:0.87 34:0.97 36:0.32 37:0.46 39:0.26 43:0.40 66:0.82 69:0.95 70:0.20 74:0.48 81:0.93 83:0.76 85:0.90 91:0.17 98:0.32 101:0.76 106:0.81 108:0.91 114:0.90 117:0.86 122:0.43 123:0.90 126:0.54 127:0.12 129:0.05 135:0.66 145:0.82 146:0.66 147:0.71 149:0.55 150:0.96 154:0.31 155:0.67 159:0.25 163:0.81 165:0.86 172:0.48 173:0.94 176:0.73 177:0.38 178:0.55 179:0.20 187:0.39 192:0.59 201:0.74 206:0.81 212:0.61 215:0.79 216:0.12 222:0.35 235:0.31 241:0.37 242:0.63 243:0.83 247:0.30 253:0.67 259:0.21 265:0.35 266:0.23 267:0.44 271:0.11 276:0.37 290:0.90 297:0.36 300:0.18\n2 11:0.57 12:0.51 17:0.51 21:0.78 27:0.51 30:0.95 34:0.70 36:0.80 37:0.29 39:0.26 43:0.94 66:0.54 69:0.40 74:0.47 85:0.72 91:0.88 98:0.16 101:0.76 108:0.31 123:0.30 127:0.09 129:0.05 135:0.34 145:0.61 146:0.13 147:0.18 149:0.52 154:0.94 159:0.08 172:0.10 173:0.78 177:0.38 178:0.55 179:0.18 187:0.21 202:0.36 216:0.16 222:0.35 235:0.99 241:0.74 243:0.63 253:0.40 259:0.21 265:0.17 267:0.79 271:0.11 300:0.08\n2 1:0.74 7:0.78 8:0.58 12:0.51 17:0.69 20:0.99 21:0.30 27:0.38 30:0.95 32:0.75 34:0.97 36:0.25 37:0.24 39:0.26 43:0.61 66:0.54 69:0.92 74:0.68 76:0.85 77:0.89 78:0.99 81:0.92 83:0.74 91:0.44 98:0.08 100:0.92 108:0.84 111:0.97 114:0.61 123:0.83 126:0.54 127:0.06 129:0.05 135:0.71 145:0.59 146:0.13 147:0.18 149:0.29 150:0.95 152:0.90 154:0.51 155:0.67 158:0.84 159:0.08 165:0.80 169:0.90 172:0.10 173:0.95 176:0.54 177:0.38 178:0.55 179:0.08 186:0.99 187:0.39 192:0.59 195:0.80 201:0.74 204:0.89 208:0.64 215:0.63 216:0.48 222:0.35 230:0.81 233:0.69 235:0.60 241:0.21 243:0.63 253:0.55 259:0.21 261:0.93 265:0.09 267:0.36 271:0.11 279:0.86 282:0.83 283:0.71 290:0.61 297:0.36 300:0.08\n2 1:0.74 6:0.81 7:0.81 9:0.80 11:0.57 12:0.51 17:0.84 20:0.94 21:0.22 27:0.55 30:0.95 34:0.93 36:0.65 37:0.24 39:0.26 41:0.82 43:0.81 66:0.54 69:0.69 74:0.56 78:1.00 81:0.93 83:0.77 85:0.72 91:0.64 96:0.73 98:0.14 100:0.73 101:0.75 108:0.53 111:0.97 114:0.90 120:0.60 121:0.90 123:0.51 126:0.54 127:0.09 129:0.05 135:0.23 140:0.45 145:0.87 146:0.13 147:0.18 149:0.46 150:0.96 151:0.63 152:0.94 153:0.48 154:0.77 155:0.67 159:0.08 162:0.86 164:0.57 165:0.86 169:0.72 172:0.10 173:0.94 176:0.73 177:0.38 179:0.13 186:0.99 187:0.39 192:0.59 201:0.74 202:0.36 204:0.89 208:0.64 215:0.79 216:0.07 220:0.82 222:0.35 230:0.87 233:0.76 235:0.31 241:0.59 243:0.63 248:0.60 253:0.72 255:0.79 256:0.45 259:0.21 260:0.60 261:0.93 265:0.14 267:0.44 268:0.46 271:0.11 285:0.62 290:0.90 297:0.36 300:0.08\n1 11:0.57 12:0.51 17:0.77 21:0.78 27:0.72 30:0.91 34:0.90 36:0.49 37:0.93 39:0.26 43:0.84 66:0.27 69:0.65 70:0.13 74:0.52 85:0.80 91:0.44 98:0.11 101:0.77 108:0.49 122:0.43 123:0.47 124:0.61 127:0.27 129:0.59 133:0.47 135:0.34 146:0.13 147:0.18 149:0.62 154:0.80 159:0.27 163:0.88 172:0.10 173:0.75 177:0.38 178:0.55 179:0.94 187:0.39 212:0.61 216:0.07 222:0.35 235:0.12 241:0.24 242:0.63 243:0.46 245:0.40 247:0.30 253:0.43 259:0.21 265:0.11 266:0.17 267:0.79 271:0.11 276:0.12 300:0.13\n2 11:0.57 12:0.51 17:0.57 21:0.78 27:0.51 30:0.95 34:0.75 36:0.87 37:0.29 39:0.26 43:0.89 66:0.54 69:0.46 74:0.45 85:0.72 91:0.77 98:0.15 101:0.76 108:0.35 120:0.56 123:0.34 127:0.09 129:0.05 135:0.28 140:0.45 145:0.61 146:0.13 147:0.18 149:0.50 151:0.49 153:0.48 154:0.87 159:0.08 162:0.86 164:0.56 172:0.10 173:0.80 177:0.38 179:0.15 187:0.39 190:0.77 202:0.36 216:0.16 220:0.93 222:0.35 241:0.59 243:0.63 248:0.49 253:0.39 256:0.45 259:0.21 260:0.56 265:0.16 267:0.79 268:0.46 271:0.11 285:0.50 300:0.08\n1 8:0.63 11:0.57 12:0.51 17:0.36 21:0.78 27:0.21 30:0.95 34:0.66 36:0.83 37:0.74 39:0.26 43:0.09 66:0.54 69:1.00 74:0.27 85:0.72 91:0.15 98:0.05 101:0.47 108:0.99 123:0.99 127:0.05 129:0.05 135:0.18 146:0.13 147:0.18 149:0.07 154:0.08 159:0.08 172:0.10 173:0.96 177:0.38 178:0.55 179:0.08 187:0.39 202:0.76 216:0.95 222:0.35 232:0.85 235:0.42 241:0.64 243:0.63 253:0.25 259:0.21 265:0.05 267:0.59 271:0.11 300:0.08\n2 9:0.80 11:0.57 12:0.51 17:0.77 21:0.78 27:0.63 30:0.95 34:0.85 36:0.54 37:0.23 39:0.26 41:0.82 43:0.86 66:0.54 69:0.59 74:0.44 83:0.76 85:0.72 91:0.76 96:0.80 98:0.13 101:0.75 104:0.89 106:0.81 108:0.45 120:0.69 123:0.43 127:0.08 129:0.05 135:0.47 140:0.45 146:0.13 147:0.18 149:0.49 151:0.87 153:0.48 154:0.83 155:0.67 159:0.08 162:0.86 164:0.57 172:0.10 173:0.84 177:0.38 179:0.12 187:0.68 192:0.59 202:0.36 206:0.81 208:0.64 216:0.11 222:0.35 235:0.12 241:0.67 243:0.63 248:0.78 253:0.75 255:0.79 256:0.45 259:0.21 260:0.70 265:0.14 267:0.59 268:0.46 271:0.11 285:0.62 300:0.08\n2 1:0.74 7:0.81 11:0.57 12:0.51 17:0.90 21:0.22 27:0.55 30:0.95 34:0.96 36:0.63 37:0.24 39:0.26 43:0.82 66:0.54 69:0.69 74:0.56 81:0.93 83:0.76 85:0.72 91:0.58 98:0.14 101:0.75 108:0.53 114:0.90 121:0.90 123:0.50 126:0.54 127:0.09 129:0.05 135:0.28 145:0.87 146:0.13 147:0.18 149:0.46 150:0.96 154:0.77 155:0.67 159:0.08 165:0.86 172:0.10 173:0.94 176:0.73 177:0.38 178:0.55 179:0.13 187:0.39 192:0.59 201:0.74 204:0.89 208:0.64 215:0.79 216:0.07 222:0.35 230:0.87 233:0.76 235:0.31 241:0.39 243:0.63 253:0.68 259:0.21 265:0.14 267:0.44 271:0.11 290:0.90 297:0.36 300:0.08\n2 1:0.74 11:0.57 12:0.51 17:0.78 21:0.30 27:0.16 30:0.62 34:0.93 36:0.54 37:0.37 39:0.26 43:0.73 66:0.75 69:0.86 70:0.23 74:0.48 81:0.90 83:0.75 85:0.80 91:0.60 98:0.41 101:0.75 106:0.81 108:0.73 114:0.86 117:0.86 122:0.43 123:0.71 126:0.54 127:0.13 129:0.05 135:0.26 146:0.50 147:0.56 149:0.57 150:0.94 154:0.63 155:0.67 159:0.18 165:0.84 172:0.32 173:0.90 176:0.73 177:0.38 178:0.55 179:0.47 187:0.39 192:0.59 201:0.74 206:0.81 212:0.30 215:0.72 216:0.06 222:0.35 235:0.42 241:0.15 242:0.63 243:0.77 247:0.35 253:0.65 265:0.43 266:0.27 267:0.28 271:0.11 276:0.25 290:0.86 297:0.36 300:0.18\n1 1:0.74 7:0.81 11:0.57 12:0.51 17:0.83 21:0.47 27:0.37 30:0.95 32:0.80 34:0.99 36:0.65 37:0.32 39:0.26 43:0.81 66:0.54 69:0.72 74:0.65 77:0.70 81:0.82 83:0.74 85:0.72 91:0.64 98:0.13 101:0.75 108:0.55 114:0.80 121:0.97 123:0.52 126:0.54 127:0.08 129:0.05 135:0.34 145:0.76 146:0.13 147:0.18 149:0.45 150:0.88 154:0.75 155:0.67 159:0.08 165:0.80 172:0.10 173:0.91 176:0.73 177:0.38 178:0.55 179:0.11 187:0.39 192:0.59 195:0.59 201:0.74 204:0.89 208:0.64 215:0.63 216:0.30 222:0.35 230:0.87 233:0.76 235:0.60 241:0.10 243:0.63 253:0.65 259:0.21 265:0.13 267:0.28 271:0.11 282:0.88 290:0.80 297:0.36 299:0.88 300:0.08\n1 1:0.74 7:0.81 11:0.57 12:0.51 17:0.77 21:0.13 27:0.55 30:0.95 34:0.95 36:0.59 37:0.24 39:0.26 43:0.82 66:0.54 69:0.67 74:0.56 81:0.96 83:0.77 85:0.72 91:0.44 98:0.14 101:0.75 108:0.51 114:0.92 121:0.90 123:0.49 126:0.54 127:0.09 129:0.05 135:0.21 145:0.87 146:0.13 147:0.18 149:0.46 150:0.98 154:0.78 155:0.67 159:0.08 165:0.88 172:0.10 173:0.92 176:0.73 177:0.38 178:0.55 179:0.13 187:0.39 192:0.59 201:0.74 204:0.89 208:0.64 215:0.84 216:0.07 222:0.35 230:0.87 233:0.76 235:0.22 241:0.41 243:0.63 253:0.70 259:0.21 265:0.14 267:0.65 271:0.11 290:0.92 297:0.36 300:0.08\n1 1:0.74 11:0.57 12:0.51 17:0.77 18:0.78 21:0.47 27:0.63 29:0.56 30:0.94 32:0.80 34:1.00 36:0.32 37:0.29 39:0.82 43:0.87 44:0.93 60:0.87 64:0.77 66:0.80 69:0.55 70:0.18 71:0.92 74:0.77 77:0.70 81:0.49 83:0.91 85:0.85 86:0.89 91:0.68 98:0.67 101:0.87 108:0.42 114:0.60 122:0.57 123:0.41 126:0.54 127:0.20 129:0.05 135:0.58 139:0.92 145:0.58 146:0.38 147:0.45 149:0.85 150:0.72 154:0.86 155:0.67 158:0.92 159:0.15 165:0.93 172:0.45 173:0.82 176:0.73 177:0.70 178:0.55 179:0.62 187:0.21 192:0.87 195:0.54 201:0.93 208:0.64 212:0.55 215:0.41 216:0.25 219:0.95 222:0.25 235:0.68 241:0.50 242:0.58 243:0.82 247:0.35 253:0.47 259:0.21 265:0.67 266:0.27 267:0.44 271:0.47 276:0.26 279:0.86 282:0.88 283:0.82 290:0.60 292:0.95 297:0.36 299:0.88 300:0.18\n0 1:0.74 9:0.80 12:0.51 17:0.69 18:0.67 21:0.05 27:0.69 29:0.56 31:0.91 34:0.26 36:0.80 37:0.37 39:0.82 41:0.82 43:0.17 48:0.98 64:0.77 66:0.36 69:0.33 71:0.92 74:0.39 76:0.94 79:0.90 81:0.74 83:0.91 86:0.66 91:0.78 96:0.75 98:0.15 108:0.26 114:0.89 120:0.63 123:0.25 126:0.54 127:0.09 129:0.05 135:0.54 137:0.91 139:0.75 140:0.45 146:0.05 147:0.05 149:0.07 150:0.84 151:0.72 153:0.48 154:0.11 155:0.67 159:0.05 162:0.62 164:0.57 165:0.93 172:0.05 173:0.84 175:0.91 176:0.73 177:0.05 187:0.39 191:0.82 192:0.87 196:0.91 201:0.93 202:0.50 204:0.85 208:0.64 215:0.78 216:0.18 219:0.89 220:0.62 222:0.25 232:0.87 235:0.22 241:0.30 243:0.51 244:0.83 248:0.67 253:0.70 255:0.95 256:0.45 257:0.84 259:0.21 260:0.64 265:0.16 267:0.28 268:0.46 271:0.47 277:0.87 281:0.91 284:0.89 285:0.62 290:0.89 292:0.91 297:0.36\n2 1:0.69 8:0.68 9:0.80 11:0.64 12:0.51 17:0.61 18:0.98 21:0.22 22:0.93 27:0.30 29:0.56 30:0.09 31:0.88 34:0.55 36:0.94 37:0.57 39:0.82 41:0.82 43:0.64 45:0.85 47:0.93 55:0.59 64:0.77 66:0.36 69:0.10 70:0.98 71:0.92 74:0.75 79:0.88 81:0.44 83:0.91 86:0.97 91:0.67 96:0.71 97:0.89 98:0.54 101:0.52 108:0.95 114:0.67 120:0.56 122:0.86 123:0.95 124:0.88 126:0.44 127:0.93 129:0.59 133:0.89 135:0.75 137:0.88 139:0.97 140:0.45 146:0.79 147:0.82 149:0.65 150:0.53 151:0.53 153:0.48 154:0.84 155:0.67 158:0.86 159:0.90 162:0.86 164:0.70 172:0.89 173:0.07 176:0.66 177:0.70 179:0.20 187:0.39 190:0.77 192:0.87 196:0.92 201:0.68 202:0.59 208:0.64 212:0.49 216:0.67 219:0.95 220:0.87 222:0.25 232:0.86 235:0.31 241:0.21 242:0.72 243:0.25 245:0.93 247:0.76 248:0.52 253:0.56 254:0.84 255:0.95 256:0.64 259:0.21 260:0.57 262:0.93 265:0.55 266:0.92 267:0.99 268:0.67 271:0.47 276:0.92 279:0.86 283:0.67 284:0.94 285:0.62 290:0.67 292:0.91 300:0.94\n1 1:0.74 11:0.92 12:0.51 17:0.28 18:0.92 21:0.40 27:0.45 29:0.56 30:0.44 32:0.80 34:0.78 36:0.22 37:0.50 39:0.82 43:0.82 44:0.93 45:0.85 64:0.77 66:0.20 69:0.69 70:0.86 71:0.92 74:0.78 77:0.70 81:0.52 83:0.91 85:0.90 86:0.94 91:0.06 98:0.51 101:0.97 108:0.90 114:0.62 122:0.86 123:0.89 124:0.90 126:0.54 127:0.68 129:0.81 133:0.89 135:0.63 139:0.94 145:0.50 146:0.45 147:0.52 149:0.90 150:0.73 154:0.77 155:0.67 159:0.84 165:0.93 172:0.65 173:0.45 176:0.73 177:0.70 178:0.55 179:0.31 187:0.68 192:0.87 195:0.94 201:0.93 208:0.64 212:0.35 215:0.42 216:0.77 222:0.25 235:0.60 241:0.30 242:0.30 243:0.27 245:0.84 247:0.88 253:0.49 259:0.21 265:0.52 266:0.89 267:0.36 271:0.47 276:0.82 282:0.88 290:0.62 297:0.36 299:0.88 300:0.84\n1 1:0.69 9:0.80 11:0.64 12:0.51 17:0.75 18:0.68 21:0.13 27:0.54 29:0.56 30:0.95 31:0.88 34:0.69 36:0.68 37:0.79 39:0.82 41:0.82 43:0.72 45:0.66 64:0.77 66:0.54 69:0.15 71:0.92 74:0.39 79:0.88 81:0.54 83:0.91 86:0.70 91:0.65 96:0.71 98:0.15 99:0.83 101:0.52 108:0.12 114:0.75 120:0.57 123:0.12 126:0.44 127:0.09 129:0.05 135:0.44 137:0.88 139:0.68 140:0.45 146:0.13 147:0.18 149:0.36 150:0.58 151:0.56 153:0.48 154:0.62 155:0.67 159:0.08 162:0.86 164:0.57 165:0.70 172:0.10 173:0.57 175:0.75 176:0.66 177:0.38 179:0.16 187:0.21 192:0.87 196:0.88 201:0.68 202:0.36 208:0.64 216:0.41 220:0.82 222:0.25 232:0.84 235:0.22 241:0.35 243:0.63 244:0.61 248:0.55 253:0.55 255:0.95 256:0.45 257:0.65 259:0.21 260:0.58 265:0.16 267:0.96 268:0.46 271:0.47 277:0.69 284:0.89 285:0.62 290:0.75 300:0.08\n0 8:0.61 9:0.80 12:0.51 17:0.24 18:0.85 21:0.74 27:0.38 29:0.56 30:0.87 31:0.89 34:1.00 36:0.40 37:0.57 39:0.82 41:0.82 43:0.11 48:0.91 55:0.52 64:0.77 66:0.79 69:0.71 70:0.20 71:0.92 79:0.88 81:0.23 83:0.91 86:0.84 91:0.66 96:0.71 98:0.72 108:0.54 120:0.57 122:0.86 123:0.52 126:0.26 127:0.22 129:0.05 135:0.37 137:0.89 139:0.83 140:0.90 146:0.67 147:0.72 149:0.11 150:0.23 151:0.56 153:0.48 154:0.50 155:0.67 159:0.26 162:0.58 164:0.57 172:0.41 173:0.79 175:0.75 177:0.38 178:0.42 179:0.73 187:0.68 192:0.87 196:0.91 202:0.69 208:0.64 212:0.19 216:0.56 219:0.89 220:0.99 222:0.25 235:0.95 241:0.69 242:0.75 243:0.80 244:0.61 247:0.35 248:0.55 253:0.43 254:0.90 255:0.95 256:0.68 257:0.65 259:0.21 260:0.58 265:0.73 266:0.47 267:0.44 268:0.68 271:0.47 276:0.32 277:0.69 281:0.89 283:0.78 284:0.93 285:0.62 292:0.91 300:0.18\n1 1:0.69 11:0.57 12:0.51 17:0.36 18:0.96 22:0.93 27:0.64 29:0.56 30:0.21 34:0.75 36:0.86 37:0.29 39:0.82 43:0.94 47:0.93 55:0.45 64:0.77 66:0.91 69:0.19 70:0.59 71:0.92 74:0.59 81:0.71 83:0.60 85:0.80 86:0.97 91:0.77 97:0.89 98:0.93 99:0.83 101:0.87 108:0.15 114:0.95 117:0.86 122:0.86 123:0.15 126:0.44 127:0.58 129:0.05 135:0.51 139:0.96 146:0.78 147:0.81 149:0.77 150:0.67 154:0.94 155:0.58 158:0.79 159:0.34 165:0.70 172:0.76 173:0.36 176:0.66 177:0.70 178:0.55 179:0.53 187:0.39 192:0.51 201:0.68 208:0.54 212:0.91 216:0.12 219:0.92 222:0.25 232:0.88 235:0.05 241:0.24 242:0.74 243:0.92 247:0.60 253:0.64 259:0.21 262:0.93 265:0.93 266:0.27 267:0.44 271:0.47 276:0.64 279:0.82 290:0.95 292:0.95 300:0.43\n0 11:0.83 12:0.51 17:0.28 18:0.72 21:0.78 27:0.45 29:0.56 30:0.45 34:0.71 36:0.17 37:0.50 39:0.82 43:0.74 45:0.66 66:0.72 69:0.84 70:0.74 71:0.92 74:0.71 85:0.80 86:0.83 91:0.11 98:0.29 101:0.97 108:0.69 123:0.67 124:0.43 127:0.24 129:0.05 133:0.59 135:0.88 139:0.79 145:0.50 146:0.50 147:0.05 149:0.74 154:0.64 159:0.53 172:0.68 173:0.76 177:0.05 178:0.55 179:0.37 187:0.68 212:0.87 216:0.77 222:0.25 235:0.22 241:0.15 242:0.17 243:0.10 245:0.62 247:0.86 253:0.42 257:0.84 259:0.21 265:0.31 266:0.38 267:0.44 271:0.47 276:0.52 300:0.70\n2 1:0.74 11:0.83 12:0.51 17:0.32 18:0.84 21:0.13 27:0.39 29:0.56 30:0.55 34:0.31 36:0.23 39:0.82 43:0.94 45:0.77 60:0.97 64:0.77 66:0.12 69:0.25 70:0.60 71:0.92 74:0.77 81:0.67 83:0.91 85:0.80 86:0.91 91:0.54 98:0.47 101:0.87 108:0.75 114:0.79 122:0.57 123:0.19 124:0.69 126:0.54 127:0.55 129:0.59 133:0.66 135:0.42 139:0.91 146:0.51 147:0.57 149:0.78 150:0.80 154:0.94 155:0.67 158:0.92 159:0.46 165:0.93 172:0.61 173:0.30 176:0.73 177:0.70 178:0.55 179:0.51 187:0.39 192:0.87 201:0.93 202:0.36 208:0.64 212:0.75 215:0.61 216:0.36 219:0.95 222:0.25 235:0.31 241:0.39 242:0.19 243:0.32 245:0.78 247:0.90 253:0.57 259:0.21 265:0.43 266:0.54 267:0.52 271:0.47 276:0.64 279:0.86 283:0.82 290:0.79 292:0.95 297:0.36 300:0.55\n1 1:0.74 9:0.80 11:0.57 12:0.51 18:0.74 21:0.05 22:0.93 27:0.30 29:0.56 30:0.95 31:0.89 34:0.79 36:0.76 37:0.31 39:0.82 41:0.82 43:0.95 47:0.93 60:0.87 64:0.77 66:0.75 69:0.17 70:0.13 71:0.92 74:0.67 79:0.88 81:0.74 83:0.91 85:0.80 86:0.85 91:0.66 96:0.72 98:0.65 101:0.87 104:0.96 106:0.81 108:0.14 114:0.89 117:0.86 120:0.59 122:0.57 123:0.13 126:0.54 127:0.19 129:0.05 135:0.79 137:0.89 139:0.87 140:0.80 146:0.26 147:0.32 149:0.80 150:0.84 151:0.61 153:0.48 154:0.95 155:0.67 158:0.91 159:0.11 162:0.62 164:0.57 165:0.93 172:0.32 173:0.73 176:0.73 177:0.70 178:0.42 179:0.74 187:0.87 192:0.87 196:0.92 201:0.93 202:0.50 206:0.81 208:0.64 212:0.95 215:0.78 216:0.80 219:0.95 220:0.74 222:0.25 232:0.98 235:0.22 241:0.49 242:0.63 243:0.77 247:0.35 248:0.59 253:0.66 255:0.95 256:0.45 259:0.21 260:0.60 262:0.93 265:0.65 266:0.12 267:0.79 268:0.46 271:0.47 276:0.20 279:0.86 283:0.78 284:0.89 285:0.62 290:0.89 292:0.91 297:0.36 300:0.13\n1 1:0.74 9:0.80 11:0.57 12:0.51 17:0.69 18:0.77 21:0.68 22:0.93 27:0.58 29:0.56 30:0.33 31:0.86 34:0.20 36:0.58 37:0.47 39:0.82 41:0.82 43:0.89 47:0.93 60:0.95 64:0.77 66:0.20 69:0.53 70:0.49 71:0.92 74:0.57 79:0.86 81:0.44 83:0.91 85:0.72 86:0.81 91:0.06 96:0.68 98:0.20 101:0.87 104:1.00 106:0.81 108:0.41 114:0.56 117:0.86 120:0.53 122:0.57 123:0.89 124:0.70 126:0.54 127:0.67 129:0.05 133:0.59 135:0.72 137:0.86 139:0.84 140:0.45 146:0.31 147:0.38 149:0.63 150:0.70 151:0.47 153:0.48 154:0.87 155:0.67 158:0.91 159:0.73 162:0.62 163:0.75 164:0.57 165:0.93 172:0.21 173:0.37 176:0.73 177:0.70 179:0.90 187:0.95 192:0.87 196:0.88 201:0.93 202:0.50 206:0.81 208:0.64 212:0.19 215:0.37 216:0.45 219:0.95 220:0.96 222:0.25 232:1.00 235:0.88 242:0.19 243:0.49 245:0.48 247:0.55 248:0.47 253:0.40 255:0.95 256:0.45 259:0.21 260:0.54 262:0.93 265:0.20 266:0.47 267:0.88 268:0.46 271:0.47 276:0.23 277:0.87 279:0.86 283:0.78 284:0.89 285:0.62 290:0.56 292:0.91 297:0.36 300:0.33\n0 1:0.69 8:0.77 9:0.80 11:0.64 12:0.51 17:0.06 18:0.73 21:0.22 27:0.14 29:0.56 30:0.21 31:0.88 34:0.45 36:0.25 37:0.67 39:0.82 41:0.82 43:0.68 45:0.81 66:0.26 69:0.93 70:0.60 71:0.92 74:0.62 79:0.88 81:0.44 83:0.91 86:0.73 91:0.72 96:0.80 97:0.94 98:0.38 99:0.83 101:0.52 108:0.86 114:0.67 120:0.73 122:0.80 123:0.86 124:0.84 126:0.44 127:0.45 129:0.05 133:0.84 135:0.97 137:0.88 139:0.71 140:0.98 145:0.96 146:0.61 147:0.18 149:0.57 150:0.56 151:0.58 153:0.46 154:0.57 155:0.67 158:0.78 159:0.67 162:0.51 163:0.88 164:0.79 165:0.70 172:0.37 173:0.94 176:0.66 177:0.38 179:0.64 187:0.39 190:0.89 192:0.87 196:0.89 201:0.68 202:0.82 208:0.64 212:0.35 215:0.51 216:0.93 220:0.74 222:0.25 235:0.31 241:0.39 242:0.24 243:0.19 244:0.61 245:0.60 247:0.74 248:0.56 253:0.76 255:0.95 256:0.77 257:0.65 259:0.21 260:0.69 265:0.40 266:0.63 267:0.88 268:0.78 271:0.47 276:0.52 279:0.82 283:0.78 284:0.86 285:0.62 290:0.67 297:0.36 300:0.43\n1 1:0.74 11:0.83 12:0.51 17:0.49 18:0.95 21:0.13 27:0.58 29:0.56 30:0.54 34:0.37 36:0.84 37:0.27 39:0.82 43:0.92 45:0.66 55:0.59 60:0.87 64:0.77 66:0.88 69:0.38 70:0.44 71:0.92 74:0.66 81:0.76 83:0.91 85:0.72 86:0.94 91:0.44 97:0.89 98:0.82 99:0.83 101:0.97 108:0.30 114:0.79 122:0.86 123:0.28 126:0.54 127:0.31 129:0.05 135:0.70 139:0.94 146:0.79 147:0.83 149:0.78 150:0.84 154:0.91 155:0.67 158:0.92 159:0.35 165:1.00 172:0.67 173:0.42 176:0.73 177:0.70 178:0.55 179:0.54 187:0.39 192:0.87 201:0.93 208:0.64 212:0.61 215:0.61 216:0.39 219:0.95 222:0.25 235:0.52 241:0.07 242:0.77 243:0.89 247:0.47 253:0.56 259:0.21 265:0.82 266:0.47 267:0.28 271:0.47 276:0.55 279:0.86 283:0.82 290:0.79 292:0.95 297:0.36 300:0.33\n1 12:0.86 17:0.92 21:0.78 27:0.72 43:0.08 66:0.36 69:0.98 91:0.07 98:0.05 108:0.97 123:0.97 127:0.05 129:0.05 145:0.52 146:0.05 147:0.05 149:0.05 154:0.07 159:0.05 172:0.05 173:0.91 177:0.05 178:0.55 187:0.39 216:0.07 235:0.95 241:0.44 243:0.51 265:0.05\n1 12:0.86 17:0.16 21:0.78 27:0.72 30:0.62 34:0.36 36:0.25 43:0.08 55:0.99 66:0.07 69:0.98 70:0.34 91:0.01 98:0.05 108:0.96 123:0.96 124:0.89 127:0.20 129:0.95 133:0.87 135:0.78 146:0.05 147:0.05 149:0.10 154:0.07 159:0.92 163:0.99 172:0.05 173:0.84 177:0.05 178:0.55 179:0.78 187:0.68 212:0.30 216:0.04 241:0.03 242:0.82 243:0.23 245:0.39 247:0.12 259:0.21 265:0.05 266:0.27 267:0.76 276:0.29 300:0.25\n1 12:0.86 17:0.77 21:0.78 27:0.72 34:0.50 36:0.21 37:0.78 43:0.31 66:0.36 69:0.72 91:0.27 98:0.09 108:0.55 123:0.53 127:0.07 129:0.05 135:0.70 145:0.41 146:0.05 147:0.05 149:0.13 154:0.23 159:0.05 172:0.05 173:0.85 177:0.05 178:0.55 187:0.68 216:0.19 235:0.31 241:0.21 243:0.51 259:0.21 265:0.10 267:0.52\n1 12:0.86 17:0.40 21:0.78 27:0.21 34:0.25 36:0.80 37:0.59 43:0.06 66:0.36 69:0.99 91:0.02 98:0.05 108:0.99 123:0.99 127:0.05 129:0.05 135:0.61 146:0.05 147:0.05 149:0.05 154:0.06 159:0.05 172:0.05 173:0.93 177:0.05 178:0.55 187:0.87 216:0.67 235:0.12 241:0.03 243:0.51 259:0.21 265:0.05 267:0.23\n0 12:0.86 17:0.75 21:0.78 27:0.72 43:0.27 66:0.36 69:0.80 91:0.22 98:0.06 108:0.64 123:0.61 127:0.05 129:0.05 146:0.05 147:0.05 149:0.11 154:0.19 159:0.05 172:0.05 173:0.71 177:0.05 178:0.55 187:0.87 216:0.11 235:0.52 241:0.05 243:0.51 265:0.07\n0 12:0.86 17:0.64 21:0.78 27:0.72 43:0.27 66:0.36 69:0.81 91:0.37 98:0.06 108:0.65 123:0.62 127:0.05 129:0.05 146:0.05 147:0.05 149:0.11 154:0.19 159:0.05 172:0.05 173:0.72 177:0.05 178:0.55 187:0.87 216:0.11 235:0.74 241:0.07 243:0.51 265:0.07\n0 12:0.86 17:0.47 21:0.78 27:0.72 34:0.69 36:0.18 37:0.78 43:0.28 66:0.36 69:0.78 91:0.48 98:0.07 108:0.61 123:0.59 127:0.06 129:0.05 135:0.75 145:0.40 146:0.05 147:0.05 149:0.12 154:0.20 159:0.05 172:0.05 173:0.76 177:0.05 178:0.55 187:0.39 216:0.19 235:0.22 241:0.05 243:0.51 259:0.21 265:0.07 267:0.28\n1 12:0.86 17:0.57 21:0.78 27:0.72 34:0.58 36:0.83 43:0.21 66:0.36 69:0.92 91:0.44 98:0.07 108:0.83 123:0.82 127:0.05 129:0.05 135:0.80 146:0.05 147:0.05 149:0.08 154:0.14 159:0.05 172:0.05 173:0.93 177:0.05 178:0.55 187:0.39 216:0.42 235:0.68 241:0.15 243:0.51 259:0.21 265:0.07 267:0.59\n1 8:0.86 12:0.86 17:0.83 21:0.78 27:0.72 34:0.40 36:0.68 37:0.81 43:0.32 66:0.36 69:0.70 91:0.91 98:0.06 108:0.53 123:0.51 127:0.05 129:0.05 135:0.39 145:0.59 146:0.05 147:0.05 149:0.13 154:0.24 159:0.05 172:0.05 173:0.56 177:0.05 178:0.55 191:0.89 202:0.90 216:0.45 235:0.60 241:0.83 243:0.51 259:0.21 265:0.06 267:0.69\n1 12:0.86 17:0.94 21:0.78 27:0.57 30:0.95 34:0.82 36:0.57 37:0.44 43:0.24 55:0.59 66:0.54 69:0.85 91:0.42 98:0.16 108:0.72 123:0.70 127:0.09 129:0.05 135:0.51 145:0.59 146:0.23 147:0.29 149:0.16 154:0.17 159:0.11 172:0.10 173:0.90 177:0.05 178:0.55 179:0.33 187:0.68 216:0.22 235:0.22 241:0.07 243:0.63 259:0.21 265:0.18 267:0.28 300:0.08\n0 12:0.86 17:0.53 21:0.78 27:0.53 34:0.29 36:0.61 37:0.38 43:0.19 66:0.36 69:0.94 91:0.22 98:0.06 108:0.89 123:0.88 127:0.05 129:0.05 135:0.82 145:0.49 146:0.05 147:0.05 149:0.08 154:0.13 159:0.05 172:0.05 173:0.93 177:0.05 178:0.55 187:0.39 216:0.80 235:0.31 241:0.05 243:0.51 259:0.21 265:0.06 267:0.36\n2 7:0.81 12:0.86 17:0.72 21:0.05 27:0.55 30:0.45 32:0.80 34:0.29 36:0.23 37:0.31 43:0.48 55:0.45 66:0.27 69:0.29 70:0.25 81:0.77 91:0.25 98:0.19 106:0.81 108:0.22 123:0.22 124:0.61 126:0.54 127:0.52 129:0.59 133:0.47 135:0.61 145:0.41 146:0.24 147:0.30 149:0.29 150:0.57 154:0.37 159:0.43 163:0.79 172:0.10 173:0.34 177:0.05 178:0.55 179:0.98 187:0.39 195:0.65 206:0.81 212:0.61 215:0.91 216:0.58 230:0.87 233:0.76 235:0.05 241:0.05 242:0.82 243:0.46 245:0.40 247:0.12 265:0.21 266:0.17 267:0.52 276:0.14 283:0.60 297:0.36 300:0.18\n1 8:0.81 12:0.86 17:0.92 21:0.78 27:0.72 34:0.31 36:0.69 37:0.81 43:0.32 66:0.36 69:0.70 91:0.58 98:0.06 108:0.53 123:0.51 127:0.05 129:0.05 135:0.42 145:0.59 146:0.05 147:0.05 149:0.13 154:0.24 159:0.05 172:0.05 173:0.56 177:0.05 178:0.55 187:0.21 202:0.46 216:0.45 235:0.60 241:0.80 243:0.51 259:0.21 265:0.06 267:0.52\n0 12:0.86 17:0.91 21:0.78 27:0.43 34:0.56 36:0.43 37:0.28 43:0.28 66:0.36 69:0.78 91:0.11 98:0.08 108:0.61 123:0.59 127:0.06 129:0.05 135:0.30 145:0.40 146:0.05 147:0.05 149:0.12 154:0.20 159:0.05 172:0.05 173:0.86 177:0.05 178:0.55 187:0.39 216:0.18 235:0.31 241:0.12 243:0.51 259:0.21 265:0.09 267:0.65\n1 12:0.86 17:0.82 21:0.78 27:0.54 34:0.64 36:0.28 37:0.48 43:0.23 66:0.36 69:0.87 91:0.62 98:0.08 108:0.74 123:0.73 127:0.06 129:0.05 135:0.56 146:0.05 147:0.05 149:0.10 154:0.16 159:0.05 172:0.05 173:0.95 177:0.05 178:0.55 187:0.68 202:0.46 216:0.23 235:0.60 241:0.62 243:0.51 259:0.21 265:0.08 267:0.36\n0 12:0.86 17:0.96 21:0.78 27:0.72 34:0.49 36:0.50 43:0.20 66:0.36 69:0.94 91:0.23 98:0.06 108:0.88 123:0.87 127:0.05 129:0.05 135:0.54 145:0.44 146:0.05 147:0.05 149:0.08 154:0.13 159:0.05 172:0.05 173:0.95 177:0.05 178:0.55 187:0.68 216:0.14 235:0.52 243:0.51 259:0.21 265:0.06 267:0.28\n2 12:0.86 17:0.90 21:0.78 27:0.72 30:0.95 34:0.96 36:0.47 43:0.28 55:0.59 66:0.54 69:0.78 91:0.53 98:0.16 108:0.62 123:0.60 127:0.09 129:0.05 135:0.42 145:0.49 146:0.24 147:0.30 149:0.18 154:0.20 159:0.11 172:0.10 173:0.79 177:0.05 178:0.55 179:0.32 187:0.39 216:0.30 235:0.84 241:0.05 243:0.63 259:0.21 265:0.17 267:0.85 300:0.08\n2 1:0.74 6:0.87 8:0.75 9:0.80 11:0.92 12:0.20 17:0.90 18:1.00 20:0.99 21:0.71 22:0.93 27:0.57 28:0.57 29:0.94 30:0.40 31:0.86 32:0.80 34:0.95 36:0.25 37:0.38 39:0.47 41:0.82 43:0.85 44:0.93 45:0.96 47:0.93 60:0.95 64:0.77 66:0.81 69:0.44 70:0.77 71:0.71 74:0.98 77:0.98 78:0.96 79:0.86 81:0.44 83:0.91 85:0.88 86:1.00 91:0.15 96:0.68 98:0.90 100:0.97 101:0.97 106:0.81 108:0.34 111:0.96 114:0.55 117:0.86 120:0.54 122:0.85 123:0.33 124:0.40 126:0.54 127:0.77 129:0.59 133:0.46 135:0.96 137:0.86 139:1.00 140:0.45 145:0.94 146:0.98 147:0.98 149:0.96 150:0.70 151:0.48 152:0.91 153:0.48 154:0.90 155:0.67 158:0.92 159:0.80 161:0.97 162:0.86 164:0.57 165:0.93 167:0.48 169:0.95 172:0.98 173:0.25 176:0.73 177:0.70 179:0.14 181:0.45 186:0.95 187:0.39 189:0.89 192:0.87 195:0.91 196:0.89 201:0.93 202:0.36 206:0.81 208:0.64 212:0.80 215:0.37 216:0.72 219:0.95 220:0.93 222:0.35 232:0.84 235:0.95 238:0.92 241:0.21 242:0.28 243:0.83 245:0.98 247:0.92 248:0.48 253:0.49 255:0.95 256:0.45 259:0.21 260:0.54 261:0.94 262:0.93 265:0.90 266:0.54 267:0.99 268:0.46 271:0.38 276:0.96 279:0.86 282:0.88 283:0.82 284:0.89 285:0.62 290:0.55 292:0.95 297:0.36 299:0.88 300:0.70\n2 1:0.74 7:0.81 8:0.60 11:0.64 12:0.20 17:0.78 18:0.86 21:0.22 27:0.43 28:0.57 29:0.94 30:0.53 32:0.80 34:0.99 36:0.17 37:0.25 39:0.47 43:0.79 44:0.93 45:0.81 48:0.91 55:0.42 64:0.77 66:0.91 69:0.76 70:0.48 71:0.71 74:0.86 77:0.89 81:0.70 83:0.60 86:0.94 91:0.48 97:0.89 98:0.75 99:0.83 101:0.52 108:0.59 114:0.71 122:0.57 123:0.57 126:0.54 127:0.24 129:0.05 135:0.87 139:0.97 145:0.96 146:0.70 147:0.74 149:0.55 150:0.80 154:0.72 155:0.67 158:0.87 159:0.28 161:0.97 165:0.70 167:0.49 172:0.75 173:0.85 176:0.73 177:0.70 178:0.55 179:0.35 181:0.45 187:0.21 192:0.87 195:0.65 201:0.93 204:0.89 208:0.64 212:0.76 215:0.51 216:0.33 219:0.95 222:0.35 230:0.86 233:0.76 235:0.52 241:0.27 242:0.30 243:0.91 247:0.67 253:0.54 259:0.21 265:0.75 266:0.54 267:0.52 271:0.38 276:0.60 279:0.86 281:0.88 282:0.88 283:0.71 290:0.71 292:0.91 297:0.36 300:0.43\n3 1:0.74 6:0.85 7:0.81 8:0.67 11:0.92 12:0.20 17:0.79 18:0.95 20:0.87 21:0.40 27:0.31 28:0.57 29:0.94 30:0.10 32:0.80 34:0.97 36:0.25 37:0.71 39:0.47 43:0.94 44:0.93 45:0.77 48:0.99 55:0.71 64:0.77 66:0.74 69:0.35 70:0.94 71:0.71 74:0.86 77:1.00 78:0.97 81:0.66 83:0.91 85:0.80 86:0.97 91:0.20 98:0.77 99:0.83 100:0.91 101:0.97 106:0.81 108:0.58 111:0.94 114:0.62 120:0.64 121:0.97 122:0.85 123:0.55 124:0.44 126:0.54 127:0.70 129:0.59 133:0.61 135:0.86 139:0.97 140:0.45 145:0.96 146:0.17 147:0.22 149:0.80 150:0.80 151:0.56 152:0.83 153:0.69 154:0.94 155:0.67 159:0.62 161:0.97 162:0.86 164:0.53 165:0.93 167:0.51 169:0.88 172:0.84 173:0.29 176:0.73 177:0.70 179:0.37 181:0.45 186:0.97 187:0.39 189:0.86 190:0.89 192:0.87 195:0.78 201:0.93 202:0.46 204:0.89 206:0.81 208:0.64 212:0.73 215:0.42 216:0.28 220:0.62 222:0.35 230:0.87 232:0.92 233:0.76 235:0.84 238:0.82 241:0.39 242:0.42 243:0.14 245:0.80 247:0.84 248:0.55 253:0.50 256:0.45 259:0.21 260:0.62 261:0.90 265:0.77 266:0.71 267:0.96 268:0.55 271:0.38 276:0.77 281:0.91 282:0.88 283:0.78 285:0.47 290:0.62 297:0.36 299:0.99 300:0.84\n2 1:0.74 7:0.81 11:0.83 12:0.20 17:0.57 18:0.96 21:0.68 22:0.93 27:0.57 28:0.57 29:0.94 30:0.75 32:0.80 34:0.45 36:0.37 37:0.61 39:0.47 43:0.86 44:0.93 45:0.97 47:0.93 64:0.77 66:0.90 69:0.60 70:0.46 71:0.71 74:0.96 77:0.70 81:0.45 83:0.91 85:0.94 86:0.99 91:0.06 98:0.82 101:0.87 106:0.81 108:0.72 114:0.56 117:0.86 121:0.90 122:0.57 123:0.70 124:0.37 126:0.54 127:0.49 129:0.59 133:0.61 135:0.44 139:0.99 145:0.77 146:0.17 147:0.22 149:0.96 150:0.70 154:0.84 155:0.67 159:0.73 161:0.97 165:0.93 167:0.50 172:0.97 173:0.42 176:0.73 177:0.70 178:0.55 179:0.15 181:0.45 187:0.21 192:0.87 195:0.89 201:0.93 204:0.89 206:0.81 208:0.64 212:0.90 215:0.37 216:0.86 222:0.35 230:0.87 232:0.85 233:0.76 235:0.88 241:0.32 242:0.39 243:0.08 245:0.86 247:0.74 253:0.49 262:0.93 265:0.82 266:0.63 267:0.94 271:0.38 276:0.93 281:0.91 282:0.88 290:0.56 297:0.36 299:0.88 300:0.84\n1 1:0.74 6:0.86 7:0.72 8:0.70 11:0.64 12:0.20 17:0.73 18:0.95 20:0.82 21:0.22 22:0.93 27:0.43 28:0.57 29:0.94 30:0.33 32:0.80 34:0.99 36:0.64 37:0.38 39:0.47 43:0.09 44:0.93 45:0.83 47:0.93 48:0.91 55:0.71 64:0.77 66:0.68 69:0.65 70:0.89 71:0.71 74:0.83 77:0.70 78:0.99 81:0.67 83:0.60 86:0.96 91:0.25 97:0.89 98:0.79 99:0.83 100:0.93 101:0.52 106:0.81 108:0.63 111:0.96 114:0.71 117:0.86 122:0.86 123:0.61 124:0.45 126:0.54 127:0.35 129:0.59 133:0.46 135:0.98 139:0.97 145:0.42 146:0.29 147:0.35 149:0.23 150:0.78 152:0.83 154:0.79 155:0.67 158:0.87 159:0.61 161:0.97 165:0.70 167:0.51 169:0.88 172:0.79 173:0.53 176:0.73 177:0.70 178:0.55 179:0.32 181:0.45 186:0.98 187:0.39 192:0.87 195:0.85 201:0.93 204:0.85 206:0.81 208:0.64 212:0.59 215:0.51 216:0.41 219:0.95 222:0.35 230:0.75 232:0.93 233:0.76 235:0.42 241:0.39 242:0.60 243:0.29 245:0.86 247:0.76 253:0.54 254:0.74 259:0.21 261:0.90 262:0.93 265:0.80 266:0.47 267:0.97 271:0.38 276:0.74 279:0.86 281:0.89 282:0.88 283:0.71 290:0.71 292:0.91 297:0.36 300:0.70\n2 1:0.74 7:0.81 11:0.83 12:0.20 17:0.53 18:0.96 21:0.47 22:0.93 27:0.48 28:0.57 29:0.94 30:0.84 32:0.80 34:0.88 36:0.85 37:0.42 39:0.47 43:0.87 44:0.93 45:0.73 47:0.93 60:0.87 64:0.77 66:0.95 69:0.58 70:0.53 71:0.71 74:0.93 77:0.70 81:0.58 83:0.91 85:0.95 86:0.99 91:0.17 98:0.88 101:0.87 106:0.81 108:0.44 114:0.60 117:0.86 121:0.90 122:0.57 123:0.43 126:0.54 127:0.43 129:0.05 135:0.56 139:0.99 145:0.44 146:0.86 147:0.88 149:0.96 150:0.76 154:0.85 155:0.67 158:0.92 159:0.43 161:0.97 165:0.93 167:0.47 172:0.88 173:0.61 176:0.73 177:0.70 178:0.55 179:0.30 181:0.45 187:0.68 192:0.87 195:0.67 201:0.93 204:0.89 206:0.81 208:0.64 212:0.80 215:0.41 216:0.51 219:0.95 222:0.35 230:0.87 232:0.97 233:0.76 235:0.84 241:0.18 242:0.37 243:0.95 247:0.67 253:0.50 259:0.21 262:0.93 265:0.88 266:0.27 267:0.73 271:0.38 276:0.78 279:0.86 281:0.91 282:0.88 283:0.82 290:0.60 292:0.95 297:0.36 299:0.88 300:0.70\n1 1:0.74 7:0.81 9:0.80 11:0.64 12:0.20 17:0.92 18:0.83 21:0.22 27:0.17 28:0.57 29:0.94 30:0.19 31:0.91 34:0.94 36:0.28 37:0.81 39:0.47 43:0.08 44:0.87 45:0.77 48:0.98 55:0.42 64:0.77 66:0.53 69:0.86 70:0.96 71:0.71 74:0.65 79:0.90 81:0.67 83:0.60 86:0.89 91:0.27 96:0.75 98:0.48 99:0.83 101:0.52 108:0.72 114:0.71 120:0.63 122:0.57 123:0.71 124:0.52 126:0.54 127:0.23 129:0.05 133:0.43 135:0.96 137:0.91 139:0.90 140:0.45 145:0.84 146:0.68 147:0.72 149:0.08 150:0.78 151:0.72 153:0.48 154:0.63 155:0.67 159:0.45 161:0.97 162:0.86 164:0.57 165:0.70 167:0.52 172:0.54 173:0.83 176:0.73 177:0.70 179:0.42 181:0.45 187:0.68 192:0.87 195:0.82 196:0.94 201:0.93 202:0.36 204:0.89 208:0.64 212:0.30 215:0.51 216:0.38 220:0.62 222:0.35 230:0.86 233:0.76 235:0.42 241:0.44 242:0.23 243:0.62 245:0.74 247:0.60 248:0.67 253:0.69 254:0.74 255:0.95 256:0.45 259:0.21 260:0.64 265:0.50 266:0.63 267:0.52 268:0.46 271:0.38 276:0.52 281:0.91 284:0.89 285:0.62 290:0.71 297:0.36 300:0.84\n2 1:0.74 8:0.83 11:0.92 12:0.20 17:0.38 18:0.88 20:0.82 21:0.47 27:0.45 28:0.57 29:0.94 30:0.37 34:0.84 36:0.19 37:0.50 39:0.47 43:0.82 45:0.73 55:0.84 64:0.77 66:0.48 69:0.69 70:0.90 71:0.71 74:0.56 78:0.98 81:0.52 83:0.91 85:0.72 86:0.89 91:0.17 98:0.43 100:0.73 101:0.97 108:0.52 111:0.94 114:0.60 122:0.86 123:0.50 124:0.73 126:0.54 127:0.46 129:0.05 133:0.73 135:0.89 139:0.86 145:0.50 146:0.68 147:0.72 149:0.66 150:0.74 152:0.79 154:0.77 155:0.67 159:0.69 161:0.97 163:0.81 165:0.93 167:0.48 169:0.72 172:0.51 173:0.56 176:0.73 177:0.70 178:0.55 179:0.62 181:0.45 186:0.97 187:0.68 192:0.87 201:0.93 208:0.64 212:0.22 215:0.41 216:0.77 222:0.35 235:0.68 241:0.24 242:0.63 243:0.59 245:0.62 247:0.47 253:0.45 259:0.21 261:0.86 265:0.45 266:0.80 267:0.52 271:0.38 276:0.54 290:0.60 297:0.36 300:0.84\n2 1:0.74 7:0.81 11:0.64 12:0.20 17:0.84 18:0.90 21:0.22 22:0.93 27:0.17 28:0.57 29:0.94 30:0.33 34:0.98 36:0.18 37:0.81 39:0.47 43:0.09 44:0.87 45:0.77 47:0.93 48:0.98 55:0.42 64:0.77 66:0.31 69:0.62 70:0.84 71:0.71 74:0.74 81:0.67 83:0.60 86:0.94 91:0.17 98:0.44 99:0.83 101:0.52 106:0.81 108:0.75 114:0.71 117:0.86 122:0.85 123:0.73 124:0.73 126:0.54 127:0.42 129:0.59 133:0.66 135:0.96 139:0.94 145:0.84 146:0.42 147:0.49 149:0.08 150:0.78 154:0.80 155:0.67 159:0.43 161:0.97 165:0.70 167:0.56 172:0.48 173:0.65 176:0.73 177:0.70 178:0.55 179:0.53 181:0.45 187:0.68 192:0.87 195:0.68 201:0.93 204:0.89 206:0.81 208:0.64 212:0.52 215:0.51 216:0.38 222:0.35 230:0.86 232:0.99 233:0.76 235:0.42 241:0.54 242:0.24 243:0.36 245:0.75 247:0.67 253:0.53 254:0.74 259:0.21 262:0.93 265:0.46 266:0.38 267:0.79 271:0.38 276:0.59 277:0.69 281:0.91 290:0.71 297:0.36 300:0.70\n1 1:0.74 11:0.64 12:0.20 17:0.30 18:0.83 21:0.64 27:0.45 28:0.57 29:0.94 30:0.15 34:0.83 36:0.20 37:0.50 39:0.47 43:0.09 45:0.66 55:0.71 64:0.77 66:0.33 69:0.70 70:0.84 71:0.71 74:0.56 81:0.42 83:0.60 86:0.83 91:0.15 97:0.89 98:0.33 99:0.83 101:0.52 108:0.81 114:0.57 122:0.86 123:0.80 124:0.71 126:0.54 127:0.27 129:0.05 133:0.59 135:0.83 139:0.85 145:0.49 146:0.18 147:0.23 149:0.13 150:0.66 154:0.76 155:0.67 158:0.91 159:0.50 161:0.97 163:0.88 165:0.70 167:0.49 172:0.27 173:0.62 176:0.73 177:0.70 178:0.55 179:0.71 181:0.45 187:0.68 192:0.87 201:0.93 208:0.64 212:0.30 215:0.38 216:0.77 219:0.95 222:0.35 235:0.84 241:0.30 242:0.77 243:0.37 245:0.53 247:0.35 253:0.41 254:0.74 259:0.21 265:0.35 266:0.47 267:0.44 271:0.38 276:0.36 277:0.87 279:0.86 283:0.77 290:0.57 292:0.91 297:0.36 300:0.55\n2 1:0.74 6:0.84 8:0.62 9:0.80 11:0.64 12:0.20 17:0.13 18:0.82 20:0.87 21:0.71 27:0.17 28:0.57 29:0.94 30:0.45 31:0.91 34:1.00 36:0.42 37:0.65 39:0.47 43:0.92 44:0.87 45:0.66 64:0.77 66:0.36 69:0.45 70:0.25 71:0.71 74:0.58 78:0.96 79:0.90 81:0.41 83:0.60 86:0.88 91:0.54 96:0.75 97:0.89 98:0.16 99:0.83 100:0.90 101:0.52 108:0.35 111:0.94 114:0.55 120:0.63 122:0.86 123:0.33 124:0.69 126:0.54 127:0.39 129:0.05 133:0.59 135:0.89 137:0.91 139:0.90 140:0.80 145:0.82 146:0.21 147:0.27 149:0.64 150:0.65 151:0.72 152:0.94 153:0.48 154:0.91 155:0.67 158:0.91 159:0.39 161:0.97 162:0.49 164:0.57 165:0.70 167:0.59 169:0.88 172:0.21 173:0.49 176:0.73 177:0.70 178:0.42 179:0.89 181:0.45 186:0.96 187:0.95 189:0.83 191:0.85 192:0.87 195:0.65 196:0.94 201:0.93 202:0.64 208:0.64 212:0.23 215:0.37 216:0.59 219:0.95 220:0.62 222:0.35 235:0.95 238:0.82 241:0.61 242:0.55 243:0.51 245:0.45 247:0.39 248:0.67 253:0.62 255:0.95 256:0.45 259:0.21 260:0.64 261:0.93 265:0.17 266:0.38 267:0.96 268:0.46 271:0.38 276:0.26 279:0.86 283:0.78 284:0.89 285:0.62 290:0.55 292:0.91 297:0.36 300:0.18\n1 7:0.81 12:0.20 17:0.73 18:0.79 21:0.78 27:0.49 28:0.57 29:0.94 30:0.76 31:0.90 34:0.31 36:0.33 37:0.43 39:0.47 43:0.13 48:0.99 55:0.71 66:0.72 69:0.64 70:0.22 71:0.71 74:0.51 79:0.90 86:0.76 91:0.69 98:0.72 108:0.49 121:0.90 122:0.85 123:0.46 127:0.22 129:0.05 135:0.42 137:0.90 139:0.81 140:0.45 145:0.40 146:0.55 147:0.61 149:0.11 151:0.55 153:0.48 154:0.48 155:0.67 159:0.20 161:0.97 162:0.86 167:0.66 172:0.27 173:0.80 175:0.75 177:0.38 179:0.87 181:0.45 187:0.39 190:0.89 192:0.87 196:0.91 202:0.36 204:0.89 208:0.64 212:0.42 216:0.12 220:0.62 222:0.35 230:0.87 233:0.76 235:0.02 241:0.68 242:0.45 243:0.75 244:0.61 247:0.35 248:0.54 253:0.36 254:0.80 256:0.45 257:0.65 259:0.21 265:0.72 266:0.23 267:0.19 268:0.46 271:0.38 276:0.23 277:0.69 281:0.91 284:0.86 285:0.47 300:0.18\n2 1:0.74 11:0.83 12:0.20 17:0.77 18:0.92 21:0.59 27:0.54 28:0.57 29:0.94 30:0.21 34:0.99 36:0.19 37:0.54 39:0.47 43:0.79 44:0.90 45:0.77 48:0.99 55:0.59 64:0.77 66:0.94 69:0.75 70:0.77 71:0.71 74:0.75 77:0.70 81:0.46 83:0.60 85:0.80 86:0.97 91:0.29 98:0.87 99:0.83 101:0.87 108:0.58 114:0.58 122:0.82 123:0.56 126:0.54 127:0.40 129:0.05 135:0.81 139:0.97 145:0.45 146:0.90 147:0.92 149:0.76 150:0.67 154:0.73 155:0.67 159:0.49 161:0.97 165:0.70 167:0.46 172:0.83 173:0.75 176:0.73 177:0.70 178:0.55 179:0.36 181:0.45 187:0.39 192:0.87 195:0.74 201:0.93 208:0.64 212:0.68 215:0.39 216:0.37 222:0.35 235:0.84 241:0.10 242:0.18 243:0.94 247:0.88 253:0.45 259:0.21 265:0.87 266:0.47 267:0.44 271:0.38 276:0.72 281:0.89 282:0.77 290:0.58 297:0.36 300:0.55\n2 1:0.74 7:0.72 8:0.59 11:0.64 12:0.20 17:0.84 18:0.89 21:0.22 22:0.93 27:0.57 28:0.57 29:0.94 30:0.43 32:0.80 34:0.99 36:0.27 37:0.26 39:0.47 43:0.88 44:0.93 45:0.83 47:0.93 48:0.99 64:0.77 66:0.89 69:0.23 70:0.57 71:0.71 74:0.87 77:0.70 81:0.67 83:0.60 86:0.95 91:0.44 97:0.89 98:0.68 99:0.83 101:0.52 108:0.18 114:0.71 122:0.57 123:0.18 126:0.54 127:0.20 129:0.05 135:0.84 139:0.96 145:0.91 146:0.63 147:0.69 149:0.67 150:0.78 154:0.93 155:0.67 158:0.91 159:0.24 161:0.97 165:0.70 167:0.54 172:0.70 173:0.33 176:0.73 177:0.70 178:0.55 179:0.33 181:0.45 187:0.21 192:0.87 195:0.64 201:0.93 204:0.85 208:0.64 212:0.78 215:0.51 216:0.46 219:0.95 222:0.35 230:0.74 233:0.73 235:0.42 241:0.51 242:0.29 243:0.90 247:0.76 253:0.54 259:0.21 262:0.93 265:0.68 266:0.27 267:0.44 271:0.38 276:0.57 279:0.86 281:0.89 282:0.88 283:0.77 290:0.71 292:0.91 297:0.36 300:0.43\n1 1:0.74 7:0.81 11:0.92 12:0.20 17:0.67 18:0.81 21:0.05 27:0.49 28:0.57 29:0.94 30:0.62 32:0.80 34:0.99 36:0.38 37:0.43 39:0.47 43:0.84 44:0.93 45:0.73 48:0.98 60:0.87 64:0.77 66:0.29 69:0.64 70:0.40 71:0.71 74:0.79 77:0.70 81:0.83 83:0.91 85:0.72 86:0.87 91:0.46 98:0.62 101:0.97 108:0.49 114:0.89 121:0.90 122:0.57 123:0.61 124:0.60 126:0.54 127:0.30 129:0.59 133:0.46 135:0.91 139:0.94 145:0.39 146:0.22 147:0.28 149:0.65 150:0.89 154:0.80 155:0.67 158:0.92 159:0.32 161:0.97 165:0.93 167:0.57 172:0.32 173:0.72 176:0.73 177:0.70 178:0.55 179:0.71 181:0.45 187:0.39 192:0.87 195:0.64 201:0.93 204:0.89 208:0.64 212:0.42 215:0.78 216:0.12 219:0.95 222:0.35 230:0.87 233:0.76 235:0.22 241:0.57 242:0.45 243:0.51 245:0.62 247:0.55 253:0.61 259:0.21 265:0.19 266:0.47 267:0.23 271:0.38 276:0.39 279:0.86 281:0.91 282:0.88 283:0.82 290:0.89 292:0.95 297:0.36 299:0.88 300:0.33\n2 1:0.74 7:0.81 11:0.64 12:0.20 17:0.93 18:0.86 21:0.22 22:0.93 27:0.17 28:0.57 29:0.94 30:0.33 34:0.98 36:0.20 37:0.81 39:0.47 43:0.08 44:0.87 45:0.77 47:0.93 48:0.98 55:0.42 64:0.77 66:0.31 69:0.84 70:0.92 71:0.71 74:0.69 81:0.67 83:0.60 86:0.91 91:0.18 98:0.38 99:0.83 101:0.52 106:0.81 108:0.83 114:0.71 117:0.86 122:0.85 123:0.82 124:0.73 126:0.54 127:0.29 129:0.59 133:0.66 135:0.93 139:0.92 145:0.84 146:0.42 147:0.49 149:0.07 150:0.78 154:0.64 155:0.67 159:0.43 161:0.97 165:0.70 167:0.52 172:0.48 173:0.86 176:0.73 177:0.70 178:0.55 179:0.44 181:0.45 187:0.68 192:0.87 195:0.74 201:0.93 204:0.89 206:0.81 208:0.64 212:0.52 215:0.51 216:0.38 222:0.35 230:0.86 232:0.99 233:0.76 235:0.42 241:0.44 242:0.24 243:0.36 245:0.75 247:0.67 253:0.53 254:0.74 259:0.21 262:0.93 265:0.40 266:0.63 267:0.65 271:0.38 276:0.59 277:0.69 281:0.91 290:0.71 297:0.36 300:0.84\n1 1:0.64 10:0.89 11:0.57 12:0.20 17:0.77 18:0.92 26:0.94 27:0.41 28:0.76 29:0.53 30:0.70 34:0.47 36:0.35 37:0.29 39:0.58 43:0.75 45:0.95 58:0.93 66:0.97 69:0.15 70:0.50 71:0.83 74:0.87 81:0.60 83:0.56 86:0.94 91:0.33 98:0.97 99:0.83 101:0.96 108:0.12 114:0.95 122:0.86 123:0.12 126:0.32 127:0.76 129:0.05 135:0.49 139:0.92 141:0.91 146:0.90 147:0.92 149:0.91 150:0.56 154:0.66 155:0.49 159:0.50 161:0.67 165:0.65 167:0.63 170:0.94 172:0.92 173:0.23 174:0.83 176:0.63 177:0.88 178:0.55 179:0.29 181:0.68 187:0.39 192:0.48 197:0.87 199:0.94 201:0.60 208:0.50 212:0.83 215:0.96 216:0.46 222:0.35 223:0.92 224:0.93 234:0.91 235:0.05 239:0.88 241:0.27 242:0.22 243:0.97 247:0.95 253:0.73 259:0.21 265:0.97 266:0.27 267:0.28 271:0.13 274:0.91 276:0.85 290:0.95 297:0.36 300:0.55\n2 1:0.60 7:0.69 8:0.58 10:0.90 12:0.20 17:0.67 18:0.69 20:0.96 21:0.59 22:0.93 26:0.96 27:0.31 28:0.76 29:0.53 30:0.21 34:0.98 36:0.30 37:0.55 39:0.58 43:0.10 44:0.92 47:0.93 48:0.91 55:0.45 58:0.93 64:0.77 66:0.69 69:0.74 70:0.67 71:0.83 74:0.57 76:0.85 77:0.70 78:0.80 81:0.41 86:0.78 91:0.06 98:0.46 100:0.80 102:0.97 106:0.81 108:0.58 111:0.79 114:0.73 117:0.86 122:0.57 123:0.55 124:0.41 126:0.51 127:0.24 129:0.05 133:0.36 135:0.84 139:0.80 141:0.91 145:0.76 146:0.50 147:0.56 149:0.09 150:0.43 152:0.91 154:0.57 155:0.51 159:0.31 161:0.67 167:0.63 169:0.78 170:0.94 172:0.41 173:0.79 174:0.83 176:0.70 177:0.88 178:0.55 179:0.71 181:0.68 186:0.81 187:0.39 192:0.48 193:0.97 195:0.69 197:0.85 199:0.96 201:0.59 204:0.79 206:0.81 208:0.61 212:0.55 216:0.85 222:0.35 223:0.95 224:0.93 230:0.71 232:0.94 233:0.66 234:0.91 235:0.80 236:0.95 239:0.92 241:0.27 242:0.16 243:0.73 245:0.46 247:0.60 253:0.56 254:0.97 259:0.21 261:0.83 262:0.93 265:0.48 266:0.38 267:0.28 271:0.13 274:0.91 276:0.30 281:0.86 282:0.79 290:0.73 300:0.43\n0 10:0.89 11:0.52 12:0.20 17:0.43 18:0.64 20:0.87 21:0.78 26:0.94 27:0.45 28:0.76 29:0.53 30:0.91 34:0.63 36:0.18 37:0.50 39:0.58 43:0.78 45:0.73 58:0.93 66:0.69 69:0.74 70:0.13 71:0.83 74:0.42 78:0.76 86:0.74 91:0.18 98:0.12 100:0.73 101:0.65 108:0.57 111:0.75 122:0.65 123:0.55 127:0.08 129:0.05 135:0.82 139:0.71 141:0.91 145:0.50 146:0.19 147:0.25 149:0.61 152:0.82 154:0.71 159:0.10 161:0.67 167:0.63 169:0.72 170:0.94 172:0.21 173:0.72 174:0.79 177:0.88 178:0.55 179:0.09 181:0.68 186:0.77 187:0.68 197:0.83 199:0.94 212:0.61 216:0.77 222:0.35 223:0.91 224:0.93 234:0.91 235:0.68 239:0.88 241:0.27 242:0.63 243:0.73 247:0.30 253:0.36 254:0.80 259:0.21 261:0.77 265:0.13 266:0.17 267:0.23 271:0.13 274:0.91 276:0.21 300:0.13\n0 10:0.91 11:0.52 12:0.20 17:0.24 18:0.78 21:0.78 26:0.94 27:0.48 28:0.76 29:0.53 30:0.29 34:0.52 36:0.30 37:0.55 39:0.58 43:0.21 45:0.87 58:0.93 66:0.36 69:0.92 70:0.89 71:0.83 74:0.50 86:0.80 91:0.12 98:0.34 101:0.65 108:0.90 122:0.86 123:0.89 124:0.82 127:0.18 129:0.05 133:0.81 135:0.84 139:0.76 141:0.91 145:0.89 146:0.25 147:0.31 149:0.35 154:0.50 159:0.72 161:0.67 167:0.69 170:0.94 172:0.59 173:0.72 174:0.86 177:0.88 178:0.55 179:0.22 181:0.68 187:0.39 197:0.85 199:0.95 202:0.58 212:0.37 216:0.92 222:0.35 223:0.92 224:0.93 234:0.91 235:0.95 239:0.89 241:0.47 242:0.32 243:0.31 245:0.71 247:0.84 253:0.41 254:0.80 259:0.21 265:0.37 266:0.91 267:0.28 271:0.13 274:0.91 276:0.66 277:0.69 300:0.84\n4 1:0.57 6:0.99 8:0.98 9:0.74 11:0.46 12:0.20 17:0.73 18:0.66 20:0.99 21:0.59 23:0.98 26:0.96 27:0.15 28:0.76 29:0.53 30:0.28 31:0.96 34:0.94 36:0.30 37:0.99 39:0.58 43:0.35 45:0.77 55:0.71 58:0.99 62:0.96 64:0.77 66:0.67 69:0.87 70:0.95 71:0.83 74:0.46 78:0.96 79:0.96 81:0.43 83:0.69 86:0.68 91:0.67 96:0.90 98:0.36 99:0.83 100:1.00 101:0.47 108:0.93 111:1.00 114:0.71 122:0.83 123:0.93 124:0.45 126:0.32 127:0.47 128:0.97 129:0.59 133:0.47 135:0.49 137:0.96 139:0.66 140:0.96 141:0.98 146:0.22 147:0.28 149:0.31 150:0.38 151:0.62 152:0.92 153:0.48 154:0.26 155:0.63 159:0.79 161:0.67 162:0.74 165:0.65 167:0.89 168:0.97 169:1.00 170:0.94 172:0.57 173:0.74 175:0.91 176:0.63 177:0.38 179:0.67 181:0.68 186:0.96 187:0.21 189:0.99 190:0.89 191:0.90 192:0.57 193:0.96 196:0.90 199:0.96 201:0.55 202:0.79 205:0.98 208:0.61 212:0.55 216:0.22 220:0.97 222:0.35 223:0.95 224:0.98 232:0.76 234:0.97 235:0.74 238:0.99 239:0.84 241:0.77 242:0.72 243:0.27 244:0.83 245:0.66 247:0.47 248:0.61 253:0.86 255:0.73 256:0.84 257:0.84 259:0.21 261:0.99 265:0.38 266:0.63 267:0.44 268:0.83 271:0.13 274:0.99 276:0.29 277:0.87 284:0.98 285:0.60 290:0.71 300:0.84\n0 1:0.60 8:0.75 9:0.73 12:0.20 17:0.49 20:0.79 21:0.30 26:0.93 27:0.72 28:0.76 29:0.53 30:0.95 31:0.97 34:0.42 36:0.90 37:0.29 39:0.58 43:0.16 55:0.92 58:0.93 64:0.77 66:0.20 69:0.54 71:0.83 74:0.41 78:0.72 79:0.97 81:0.49 83:0.56 91:0.83 96:0.88 97:0.94 98:0.11 99:0.83 100:0.73 108:0.42 111:0.72 114:0.82 123:0.40 124:0.61 126:0.32 127:0.29 129:0.59 133:0.47 135:0.44 137:0.97 139:0.67 140:0.87 141:0.91 146:0.05 147:0.05 149:0.09 150:0.44 151:0.85 152:0.77 153:0.48 154:0.11 155:0.56 158:0.76 159:0.17 161:0.67 162:0.57 165:0.65 167:0.96 169:0.72 170:0.94 172:0.05 173:0.82 175:0.97 176:0.63 177:0.05 179:0.99 181:0.68 186:0.73 190:0.89 192:0.55 196:0.90 199:0.93 201:0.57 202:0.78 208:0.50 216:0.14 219:0.91 220:0.62 222:0.35 223:0.91 224:0.93 232:0.72 234:0.91 235:0.42 241:0.93 243:0.40 244:0.93 245:0.36 248:0.82 253:0.84 255:0.72 256:0.77 257:0.93 259:0.21 261:0.73 265:0.12 267:0.23 268:0.77 271:0.13 274:0.91 277:0.95 279:0.79 284:0.96 285:0.50 290:0.82 292:0.88 300:0.08\n1 1:0.67 6:0.79 8:0.58 10:0.96 11:0.57 12:0.20 17:0.84 18:0.95 20:0.92 26:0.95 27:0.41 28:0.76 29:0.53 30:0.58 34:0.64 36:0.47 37:0.29 39:0.58 43:0.75 45:0.95 58:0.93 64:0.77 66:0.80 69:0.47 70:0.72 71:0.83 74:0.90 78:0.87 81:0.74 83:0.69 86:0.97 91:0.29 97:0.94 98:0.83 99:0.95 100:0.85 101:1.00 108:0.36 111:0.85 114:0.97 122:0.86 123:0.35 124:0.40 126:0.51 127:0.57 129:0.05 133:0.45 135:0.39 139:0.96 141:0.91 146:0.86 147:0.89 149:0.89 150:0.64 152:0.95 154:0.57 155:0.52 158:0.82 159:0.53 161:0.67 165:0.81 167:0.64 169:0.81 170:0.94 172:0.92 173:0.45 174:0.91 176:0.70 177:0.88 178:0.55 179:0.24 181:0.68 186:0.87 187:0.39 189:0.81 192:0.51 197:0.91 199:0.96 201:0.65 208:0.61 212:0.85 215:0.96 216:0.46 219:0.94 222:0.35 223:0.93 224:0.93 234:0.91 235:0.12 238:0.86 239:0.95 241:0.30 242:0.24 243:0.82 245:0.90 247:0.93 253:0.75 259:0.21 261:0.89 265:0.83 266:0.63 267:0.28 271:0.13 274:0.91 276:0.85 279:0.78 283:0.82 290:0.97 292:0.95 297:0.36 300:0.84\n0 1:0.66 10:0.93 11:0.46 12:0.20 17:0.08 18:0.72 21:0.30 22:0.93 26:0.96 27:0.60 28:0.76 29:0.53 30:0.68 33:0.97 34:0.82 36:0.89 37:0.45 39:0.58 43:0.64 45:0.77 47:0.93 58:0.93 64:0.77 66:0.71 69:0.78 70:0.48 71:0.83 74:0.52 81:0.69 83:0.56 86:0.83 91:0.23 98:0.69 99:0.83 101:0.47 106:0.81 108:0.61 114:0.86 117:0.86 122:0.85 123:0.59 124:0.42 126:0.54 127:0.43 129:0.05 133:0.36 135:0.39 139:0.78 141:0.91 145:0.70 146:0.64 147:0.41 149:0.44 150:0.59 154:0.64 155:0.51 159:0.37 161:0.67 165:0.65 167:0.60 170:0.94 172:0.57 173:0.86 174:0.90 176:0.73 177:0.05 178:0.55 179:0.68 181:0.68 187:0.68 192:0.50 197:0.93 199:0.97 201:0.65 206:0.81 208:0.64 212:0.69 215:0.72 216:0.59 222:0.35 223:0.95 224:0.93 232:0.99 234:0.91 235:0.60 236:0.97 239:0.92 241:0.15 242:0.31 243:0.21 245:0.60 247:0.74 251:1.00 253:0.62 254:0.84 257:0.93 259:0.21 262:0.93 265:0.69 266:0.54 267:0.28 271:0.13 274:0.91 276:0.47 290:0.86 291:0.97 297:0.36 300:0.43\n0 10:0.94 11:0.52 12:0.20 17:0.11 18:0.86 21:0.47 26:0.96 27:0.56 28:0.76 29:0.53 30:0.62 33:0.97 34:0.64 36:0.27 37:0.60 39:0.58 43:0.59 45:0.81 55:0.45 58:0.93 66:0.49 69:0.82 70:0.63 71:0.83 74:0.43 81:0.28 86:0.84 91:0.07 98:0.60 101:0.87 102:0.95 108:0.67 122:0.95 123:0.65 124:0.56 126:0.24 127:0.27 129:0.05 133:0.36 135:0.44 139:0.80 141:0.91 145:0.65 146:0.70 147:0.75 149:0.58 150:0.30 154:0.48 159:0.41 161:0.67 167:0.59 170:0.94 172:0.67 173:0.84 174:0.96 177:0.88 178:0.55 179:0.33 181:0.68 187:0.39 195:0.72 197:0.95 199:0.98 212:0.70 216:0.76 222:0.35 223:0.95 224:0.93 234:0.91 235:0.52 236:0.92 239:0.94 241:0.10 242:0.63 243:0.60 244:0.61 245:0.86 247:0.82 253:0.37 259:0.21 265:0.61 266:0.54 267:0.44 271:0.13 274:0.91 276:0.68 291:0.97 300:0.55\n1 1:0.64 6:0.79 8:0.58 10:0.98 11:0.82 12:0.20 17:0.84 18:0.92 20:0.92 26:0.95 27:0.41 28:0.76 29:0.53 30:0.75 34:0.37 36:0.24 37:0.29 39:0.58 43:0.73 45:0.95 58:0.93 66:0.97 69:0.47 70:0.46 71:0.83 74:0.90 78:0.84 81:0.60 83:0.56 85:0.85 86:0.97 91:0.33 97:0.89 98:0.95 99:0.83 100:0.81 101:1.00 108:0.36 111:0.82 114:0.95 122:0.65 123:0.34 126:0.32 127:0.63 129:0.05 135:0.47 139:0.95 141:0.91 146:0.89 147:0.91 149:0.94 150:0.56 152:0.95 154:0.63 155:0.49 158:0.77 159:0.48 161:0.67 165:0.65 167:0.65 169:0.81 170:0.94 172:0.92 173:0.48 174:0.92 176:0.63 177:0.88 178:0.55 179:0.26 181:0.68 186:0.84 187:0.39 189:0.81 192:0.48 197:0.92 199:0.96 201:0.60 208:0.50 212:0.90 215:0.96 216:0.46 222:0.35 223:0.93 224:0.93 234:0.91 235:0.05 238:0.84 239:0.96 241:0.32 242:0.15 243:0.97 247:0.96 253:0.74 259:0.21 261:0.89 265:0.95 266:0.38 267:0.28 271:0.13 274:0.91 276:0.86 279:0.76 283:0.82 290:0.95 297:0.36 300:0.55\n4 1:0.57 8:0.95 9:0.75 11:0.46 12:0.20 17:0.81 18:0.66 20:0.80 21:0.59 23:0.99 26:0.96 27:0.18 28:0.76 29:0.53 30:0.28 31:0.99 34:0.47 36:0.23 37:0.98 39:0.58 43:0.35 45:0.77 55:0.71 58:0.99 62:0.96 64:0.77 66:0.67 69:0.87 70:0.95 71:0.83 74:0.46 78:0.85 79:0.98 81:0.43 83:0.69 86:0.68 91:0.93 96:0.92 98:0.36 99:0.83 100:0.88 101:0.47 108:0.93 111:0.85 114:0.71 122:0.83 123:0.93 124:0.45 126:0.32 127:0.48 128:0.99 129:0.59 133:0.47 135:0.37 137:0.99 138:0.98 139:0.70 140:0.98 141:0.98 146:0.22 147:0.28 149:0.31 150:0.38 151:0.60 152:0.77 153:0.82 154:0.26 155:0.64 159:0.79 161:0.67 162:0.76 165:0.65 167:0.97 168:0.99 169:0.86 170:0.94 172:0.57 173:0.74 175:0.91 176:0.63 177:0.38 178:0.48 179:0.67 181:0.68 186:0.85 190:0.89 191:0.83 192:0.58 193:0.96 196:0.93 199:0.96 201:0.55 202:0.86 205:0.99 208:0.61 212:0.55 216:0.27 219:0.90 220:0.82 222:0.35 223:0.95 224:0.98 234:0.97 235:0.74 239:0.84 241:0.98 242:0.72 243:0.27 244:0.83 245:0.66 247:0.47 248:0.58 253:0.89 255:0.74 256:0.89 257:0.84 259:0.21 261:0.80 265:0.38 266:0.63 267:0.28 268:0.90 271:0.13 274:0.99 276:0.29 277:0.87 284:0.99 285:0.60 290:0.71 292:0.88 300:0.84\n1 10:0.96 11:0.54 12:0.06 17:0.09 18:0.91 21:0.78 26:0.96 27:0.28 29:0.56 30:0.76 34:0.63 36:0.70 37:0.77 39:0.51 43:0.56 45:0.96 58:0.93 66:0.77 69:0.62 70:0.45 71:0.66 74:0.75 86:0.94 89:0.97 91:0.20 98:0.76 101:0.87 108:0.60 122:0.67 123:0.57 124:0.41 127:0.35 129:0.59 133:0.47 135:0.32 139:0.90 141:0.91 146:0.19 147:0.25 149:0.57 154:0.79 159:0.42 170:0.96 172:0.86 173:0.63 174:0.90 177:0.96 178:0.55 179:0.26 187:0.68 197:0.92 199:0.96 212:0.81 216:0.56 222:0.76 223:0.97 224:0.93 225:0.96 234:0.91 235:0.31 239:0.94 240:0.95 241:0.10 242:0.19 243:0.19 245:0.86 247:0.93 253:0.53 254:0.74 259:0.21 264:0.90 265:0.76 266:0.27 267:0.28 271:0.13 274:0.91 275:0.93 276:0.79 294:0.98 300:0.55\n1 8:0.83 10:0.93 11:0.54 12:0.06 17:0.04 18:0.70 21:0.22 26:0.95 27:0.28 29:0.56 30:0.54 34:0.62 36:0.85 37:0.77 39:0.51 43:0.10 45:0.85 56:0.97 58:0.93 66:0.60 69:0.48 70:0.51 71:0.66 74:0.51 81:0.28 86:0.81 89:0.99 91:0.57 98:0.74 101:0.69 108:0.37 122:0.99 123:0.36 124:0.50 126:0.23 127:0.41 129:0.59 133:0.47 135:0.58 139:0.77 140:0.45 141:0.91 143:1.00 146:0.75 147:0.79 149:0.16 150:0.31 151:0.72 153:0.78 154:0.84 159:0.43 162:0.70 170:0.96 172:0.57 173:0.50 174:0.83 177:0.96 179:0.60 187:0.68 190:0.98 191:0.75 197:0.87 199:0.94 202:0.69 212:0.30 216:0.56 220:0.82 222:0.76 223:0.94 224:0.93 225:1.00 234:0.91 235:0.22 239:0.91 240:1.00 241:0.64 242:0.59 243:0.67 245:0.73 247:0.60 248:0.70 253:0.41 254:0.74 256:0.68 259:0.21 264:0.90 265:0.74 266:0.75 267:0.76 268:0.72 271:0.13 274:0.91 275:0.97 276:0.53 285:0.45 294:0.98 300:0.43\n1 8:0.98 10:0.93 11:0.54 12:0.06 17:0.20 18:0.71 21:0.78 26:0.96 27:0.28 29:0.56 30:0.74 34:0.76 36:0.86 37:0.77 39:0.51 43:0.09 45:0.89 58:0.93 66:0.07 69:0.63 70:0.59 71:0.66 74:0.52 86:0.82 89:0.99 91:0.38 98:0.31 101:0.69 108:0.84 122:0.67 123:0.58 124:0.78 127:0.46 129:0.59 133:0.73 135:0.30 139:0.78 141:0.91 146:0.19 147:0.25 149:0.10 154:0.79 159:0.57 170:0.96 172:0.48 173:0.57 174:0.88 177:0.96 178:0.55 179:0.58 187:0.39 197:0.88 199:0.95 202:0.36 212:0.61 216:0.56 222:0.76 223:0.95 224:0.93 225:0.97 234:0.91 235:0.31 239:0.92 240:0.95 241:0.03 242:0.19 243:0.33 245:0.67 247:0.76 253:0.42 254:0.74 259:0.21 264:0.90 265:0.24 266:0.75 267:0.36 271:0.13 274:0.91 275:0.96 276:0.54 277:0.98 294:0.98 300:0.70\n1 2:0.99 10:0.94 11:0.54 12:0.06 18:0.72 21:0.78 26:0.95 27:0.52 29:0.56 30:0.73 32:0.74 34:0.89 36:0.49 37:0.57 39:0.51 43:0.09 44:0.93 45:0.85 58:0.93 66:0.86 69:0.19 70:0.47 71:0.66 74:0.63 77:0.70 82:0.99 86:0.84 88:0.98 89:0.99 91:0.49 98:0.87 101:0.69 102:0.98 108:0.15 122:0.67 123:0.15 127:0.40 129:0.05 135:0.39 139:0.85 140:0.80 141:0.91 143:0.99 145:0.96 146:0.62 147:0.68 149:0.07 151:0.65 153:0.48 154:0.85 159:0.23 162:0.54 170:0.96 172:0.59 173:0.45 174:0.83 177:0.96 178:0.42 179:0.69 187:0.87 190:0.98 195:0.56 197:0.87 199:0.95 202:0.65 212:0.72 216:0.57 222:0.76 223:0.96 224:0.93 225:1.00 234:0.91 235:0.31 239:0.95 240:1.00 241:0.64 242:0.19 243:0.86 247:0.60 248:0.65 253:0.47 254:0.80 256:0.58 259:0.21 264:0.90 265:0.87 266:0.27 267:0.52 268:0.59 271:0.13 274:0.91 275:0.96 276:0.43 282:0.83 285:0.45 294:0.99 295:0.98 300:0.43\n1 10:0.97 11:0.54 12:0.06 17:0.02 18:0.90 21:0.78 26:0.96 27:0.29 29:0.56 30:0.73 32:0.71 34:0.70 36:0.63 37:0.78 39:0.51 43:0.59 44:0.92 45:0.94 58:0.93 66:0.94 69:0.27 70:0.51 71:0.66 74:0.76 77:0.98 82:0.99 86:0.93 88:0.98 89:0.99 91:0.40 98:0.93 101:0.87 108:0.21 122:0.67 123:0.20 127:0.58 129:0.05 135:0.32 139:0.91 141:0.91 145:0.97 146:0.81 147:0.84 149:0.67 154:0.85 159:0.37 170:0.96 172:0.84 173:0.38 174:0.89 177:0.96 178:0.55 179:0.40 187:0.87 195:0.60 197:0.92 199:0.95 202:0.46 212:0.85 216:0.82 222:0.76 223:0.97 224:0.93 225:0.97 234:0.91 235:0.52 239:0.95 240:0.95 241:0.39 242:0.17 243:0.94 247:0.96 253:0.53 254:0.74 259:0.21 264:0.90 265:0.93 266:0.27 267:0.28 271:0.13 274:0.91 275:0.96 276:0.74 282:0.79 294:0.99 300:0.55\n2 1:0.66 7:0.70 10:0.96 11:0.54 12:0.06 17:0.69 18:0.69 21:0.30 22:0.93 26:0.97 29:0.56 30:0.41 32:0.80 33:0.97 34:0.95 36:0.74 37:0.98 39:0.51 43:0.08 44:0.93 45:0.85 47:0.93 55:0.52 56:0.97 58:0.93 64:0.77 66:0.27 69:0.81 70:0.60 71:0.66 74:0.64 77:0.70 80:1.00 81:0.79 82:0.99 83:0.91 86:0.80 88:0.99 89:0.98 91:0.05 98:0.40 101:0.69 102:0.98 106:0.81 108:0.65 114:0.86 117:0.86 122:0.98 123:0.75 124:0.58 126:0.54 127:0.22 129:0.05 133:0.38 135:0.32 139:0.86 141:0.91 145:0.65 146:0.42 147:0.49 149:0.12 150:0.60 154:0.66 155:0.57 159:0.36 165:0.93 170:0.96 172:0.63 173:0.82 174:0.96 176:0.73 177:0.96 178:0.55 179:0.29 187:0.68 192:0.86 193:0.98 195:0.75 197:0.96 199:0.98 201:0.66 204:0.84 206:0.81 208:0.64 212:0.80 215:0.72 216:0.95 222:0.76 223:0.98 224:0.93 225:0.99 230:0.73 232:0.99 233:0.76 234:0.91 235:0.68 236:0.97 239:0.97 240:0.95 241:0.53 242:0.39 243:0.59 245:0.84 247:0.74 253:0.64 254:0.74 259:0.21 262:0.93 264:0.90 265:0.35 266:0.63 267:0.96 271:0.13 274:0.91 275:0.96 276:0.61 277:0.95 281:0.91 282:0.88 290:0.86 291:0.97 294:0.99 297:0.36 299:0.88 300:0.55\n1 10:0.96 11:0.54 12:0.06 17:0.03 18:0.91 21:0.78 26:0.96 27:0.28 29:0.56 30:0.76 34:0.89 36:0.49 37:0.77 39:0.51 43:0.57 45:0.96 58:0.93 66:0.95 69:0.59 70:0.48 71:0.66 74:0.75 86:0.94 89:0.97 91:0.29 98:0.87 101:0.87 108:0.45 122:0.67 123:0.43 127:0.39 129:0.05 135:0.51 139:0.91 141:0.91 146:0.85 147:0.87 149:0.58 154:0.81 159:0.42 170:0.96 172:0.88 173:0.61 174:0.90 177:0.96 178:0.55 179:0.28 187:0.39 197:0.92 199:0.96 212:0.81 216:0.56 222:0.76 223:0.97 224:0.93 225:0.96 234:0.91 235:0.31 239:0.94 240:0.95 241:0.10 242:0.19 243:0.96 247:0.93 253:0.53 254:0.74 259:0.21 264:0.90 265:0.87 266:0.27 267:0.23 271:0.13 274:0.91 275:0.93 276:0.79 294:0.98 300:0.70\n1 2:0.99 8:0.78 10:0.97 11:0.54 12:0.06 17:0.70 18:0.80 26:0.97 27:0.61 29:0.56 30:0.66 34:0.33 36:0.76 37:0.82 39:0.51 43:0.11 45:0.98 56:0.97 58:0.93 66:0.07 69:0.76 70:0.71 71:0.66 74:0.68 81:0.31 86:0.92 89:1.00 91:0.15 98:0.21 101:0.69 108:0.79 122:0.99 123:0.77 124:0.96 126:0.23 127:0.93 129:0.99 133:0.96 135:0.28 139:0.88 141:0.91 146:0.51 147:0.47 149:0.22 150:0.35 154:0.65 159:0.91 170:0.96 172:0.54 173:0.45 174:0.95 177:0.05 178:0.55 179:0.20 187:0.39 197:0.92 199:0.97 202:0.36 212:0.52 216:0.46 222:0.76 223:0.97 224:0.93 225:0.99 234:0.91 235:0.02 239:0.96 240:0.95 241:0.07 242:0.22 243:0.09 245:0.89 247:0.76 253:0.50 254:0.84 257:0.97 259:0.21 264:0.90 265:0.23 266:0.94 267:0.79 271:0.13 274:0.91 275:0.99 276:0.91 294:1.00 295:0.98 300:0.84\n2 10:0.95 11:0.57 12:0.06 17:0.11 18:0.89 21:0.78 26:0.96 27:0.28 29:0.56 30:0.85 34:0.80 36:0.86 37:0.77 39:0.51 43:0.69 45:0.93 58:0.93 66:0.92 69:0.58 70:0.45 71:0.66 74:0.70 75:0.98 83:0.72 86:0.91 89:0.96 91:0.27 97:0.97 98:0.80 101:0.96 108:0.45 122:0.67 123:0.43 127:0.29 129:0.05 135:0.51 139:0.89 141:0.91 146:0.80 147:0.83 149:0.77 154:0.81 158:0.81 159:0.36 170:0.96 172:0.79 173:0.61 174:0.89 177:0.96 178:0.55 179:0.35 187:0.68 197:0.92 199:0.96 208:0.64 212:0.61 216:0.56 219:0.94 222:0.76 223:0.97 224:0.93 225:0.96 226:0.96 234:0.91 235:0.22 239:0.95 240:0.95 241:0.12 242:0.14 243:0.92 247:0.92 253:0.51 254:0.74 259:0.21 264:0.90 265:0.80 266:0.27 267:0.28 271:0.13 274:0.91 275:0.91 276:0.67 279:0.79 283:0.67 292:0.88 294:0.96 300:0.55\n2 10:0.95 11:0.54 12:0.06 17:0.04 18:0.72 21:0.78 26:0.96 27:0.29 29:0.56 30:0.73 32:0.80 34:0.50 36:0.39 37:0.78 39:0.51 43:0.11 44:0.93 45:0.85 58:0.93 66:0.44 69:0.17 70:0.68 71:0.66 74:0.63 77:0.70 82:0.99 86:0.83 88:0.99 89:0.99 91:0.23 98:0.57 101:0.69 102:0.98 108:0.59 122:0.67 123:0.56 124:0.58 127:0.70 129:0.59 133:0.47 135:0.24 139:0.85 141:0.91 145:0.87 146:0.29 147:0.35 149:0.09 154:0.82 159:0.27 170:0.96 172:0.41 173:0.43 174:0.86 177:0.96 178:0.55 179:0.76 187:0.87 195:0.55 197:0.89 199:0.95 212:0.72 216:0.82 222:0.76 223:0.96 224:0.93 225:0.97 234:0.91 235:0.05 239:0.96 240:0.95 241:0.24 242:0.19 243:0.46 245:0.68 247:0.67 253:0.48 254:0.74 259:0.21 264:0.90 265:0.58 266:0.47 267:0.65 271:0.13 274:0.91 275:0.96 276:0.40 282:0.88 294:0.99 299:0.88 300:0.70\n1 10:1.00 11:0.54 12:0.06 17:0.34 18:0.95 21:0.78 26:0.97 27:0.28 29:0.56 30:0.84 34:0.55 36:0.79 37:0.77 39:0.51 43:0.23 45:1.00 58:0.93 66:0.11 69:0.62 70:0.52 71:0.66 74:0.92 86:0.99 89:1.00 91:0.05 98:0.43 101:0.87 108:0.91 122:0.97 123:0.90 124:0.95 127:0.89 129:0.97 133:0.95 135:0.58 139:0.98 141:0.91 146:0.19 147:0.25 149:0.73 154:0.79 159:0.96 170:0.96 172:0.95 173:0.17 174:1.00 177:0.96 178:0.55 179:0.09 187:0.39 197:0.99 199:1.00 202:0.36 212:0.68 216:0.56 222:0.76 223:0.98 224:0.93 225:0.99 234:0.91 235:0.42 239:1.00 240:0.95 241:0.01 242:0.16 243:0.06 245:0.99 247:0.99 253:0.61 254:0.74 259:0.21 264:0.90 265:0.45 266:0.91 267:0.76 271:0.13 274:0.91 275:1.00 276:0.99 294:1.00 300:0.94\n1 10:0.98 11:0.81 12:0.06 17:0.01 18:0.88 21:0.78 26:0.97 27:0.52 29:0.56 30:0.73 34:0.71 36:0.37 37:0.57 39:0.51 43:0.84 45:0.88 58:0.93 60:0.87 66:0.94 69:0.21 70:0.47 71:0.66 74:0.75 75:0.99 83:0.91 85:0.80 86:0.92 89:0.99 91:0.25 98:0.93 101:0.97 108:0.17 122:0.91 123:0.16 127:0.58 129:0.05 135:0.42 139:0.91 141:0.91 145:0.50 146:0.81 147:0.84 149:0.86 154:0.85 158:0.86 159:0.37 170:0.96 172:0.84 173:0.34 174:0.92 177:0.96 178:0.55 179:0.40 187:0.87 197:0.95 199:0.96 202:0.36 208:0.64 212:0.85 216:0.57 219:0.95 222:0.76 223:0.97 224:0.93 225:0.98 226:0.96 234:0.91 235:0.42 239:0.98 240:0.95 241:0.47 242:0.17 243:0.94 247:0.94 253:0.53 259:0.21 264:0.90 265:0.93 266:0.27 267:0.44 271:0.13 274:0.91 275:0.97 276:0.74 279:0.80 283:0.67 292:0.88 294:1.00 295:0.98 300:0.43\n3 1:0.66 10:0.97 11:0.81 12:0.06 17:0.64 18:0.77 21:0.30 22:0.93 26:0.97 29:0.56 30:0.85 33:0.97 34:0.73 36:0.61 37:0.98 39:0.51 43:0.61 45:0.96 47:0.93 56:0.97 58:0.93 64:0.77 66:0.63 69:0.90 70:0.40 71:0.66 74:0.62 81:0.79 83:0.91 85:0.72 86:0.89 89:0.99 91:0.14 98:0.57 101:0.96 106:0.81 108:0.86 114:0.86 117:0.86 122:0.67 123:0.85 124:0.64 126:0.54 127:0.38 129:0.59 133:0.72 135:0.20 139:0.85 141:0.91 145:0.83 146:0.60 147:0.29 149:0.54 150:0.60 154:0.50 155:0.51 159:0.72 165:0.93 170:0.96 172:0.87 173:0.84 174:0.96 176:0.73 177:0.05 178:0.55 179:0.23 187:0.39 192:0.55 197:0.95 199:0.98 201:0.66 202:0.36 206:0.81 208:0.64 212:0.42 215:0.72 216:0.95 222:0.76 223:0.98 224:0.93 225:0.99 234:0.91 235:0.68 236:0.97 239:0.96 240:0.95 241:0.39 242:0.19 243:0.09 245:0.86 247:0.82 253:0.64 257:0.97 259:0.21 262:0.93 264:0.90 265:0.59 266:0.63 267:0.97 271:0.13 274:0.91 275:0.98 276:0.83 290:0.86 291:0.97 294:0.99 297:0.36 300:0.55\n3 10:0.96 11:0.54 12:0.06 17:0.16 18:0.84 21:0.78 26:0.97 27:0.72 29:0.56 30:0.53 32:0.80 34:0.49 36:0.95 39:0.51 43:0.24 44:0.93 45:0.92 58:0.93 66:0.45 69:0.58 70:0.89 71:0.66 74:0.72 77:0.70 82:0.99 86:0.90 88:0.99 89:0.99 91:0.20 98:0.42 101:0.87 102:0.98 108:0.72 122:0.91 123:0.71 124:0.80 127:0.78 129:0.59 133:0.80 135:0.76 139:0.90 141:0.91 145:0.94 146:0.39 147:0.45 149:0.32 154:0.79 159:0.77 170:0.96 172:0.73 173:0.41 174:0.93 177:0.96 178:0.55 179:0.41 187:0.87 195:0.88 197:0.93 199:0.96 212:0.71 216:0.49 222:0.76 223:0.97 224:0.93 225:0.98 234:0.91 235:0.22 239:0.97 240:0.95 241:0.24 242:0.16 243:0.37 245:0.80 247:0.96 253:0.52 254:0.74 259:0.21 264:0.90 265:0.44 266:0.80 267:0.52 271:0.13 274:0.91 275:0.97 276:0.74 282:0.88 294:0.99 299:0.88 300:0.84\n1 2:0.99 8:0.83 10:0.98 11:0.81 12:0.06 17:0.64 18:0.85 21:0.13 26:0.97 27:0.59 29:0.56 30:0.91 34:0.71 36:0.66 37:0.42 39:0.51 43:0.86 45:0.83 56:0.97 58:0.93 66:0.95 69:0.53 70:0.21 71:0.66 74:0.75 80:0.99 81:0.29 82:0.98 85:0.90 86:0.94 88:0.99 89:1.00 91:0.35 98:0.83 101:0.96 108:0.41 122:0.67 123:0.39 126:0.23 127:0.33 129:0.05 135:0.34 139:0.92 140:0.45 141:0.91 143:0.99 145:0.45 146:0.65 147:0.70 149:0.96 150:0.32 151:0.65 153:0.48 154:0.83 159:0.25 162:0.86 170:0.96 172:0.86 173:0.70 174:0.92 177:0.96 179:0.29 187:0.39 190:0.98 195:0.61 197:0.95 199:0.96 202:0.36 212:0.94 216:0.33 222:0.76 223:0.97 224:0.93 225:1.00 234:0.91 235:0.12 239:0.98 240:1.00 241:0.02 242:0.19 243:0.95 247:0.82 248:0.62 253:0.53 256:0.45 259:0.21 264:0.90 265:0.83 266:0.17 267:0.28 268:0.46 271:0.13 274:0.91 275:0.98 276:0.76 285:0.45 294:1.00 295:0.99 300:0.25\n2 1:0.66 7:0.70 10:0.96 11:0.54 12:0.06 17:0.67 18:0.69 21:0.30 22:0.93 26:0.97 29:0.56 30:0.41 32:0.80 33:0.97 34:0.94 36:0.78 37:0.98 39:0.51 43:0.08 44:0.93 45:0.85 47:0.93 55:0.52 56:0.97 58:0.93 64:0.77 66:0.47 69:0.81 70:0.60 71:0.66 74:0.64 77:0.70 80:1.00 81:0.79 82:0.99 83:0.91 86:0.80 88:0.99 89:0.98 91:0.03 98:0.33 101:0.69 102:0.98 106:0.81 108:0.65 114:0.86 117:0.86 122:0.98 123:0.63 124:0.65 126:0.54 127:0.23 129:0.05 133:0.59 135:0.28 139:0.86 141:0.91 145:0.65 146:0.42 147:0.49 149:0.12 150:0.60 154:0.66 155:0.57 159:0.37 165:0.93 170:0.96 172:0.63 173:0.82 174:0.96 176:0.73 177:0.96 178:0.55 179:0.30 187:0.68 192:0.86 193:0.98 195:0.75 197:0.97 199:0.98 201:0.66 204:0.84 206:0.81 208:0.64 212:0.80 215:0.72 216:0.95 222:0.76 223:0.98 224:0.93 225:0.99 230:0.73 232:0.99 233:0.76 234:0.91 235:0.68 236:0.97 239:0.97 240:0.95 241:0.58 242:0.55 243:0.59 245:0.77 247:0.74 253:0.64 254:0.74 259:0.21 262:0.93 264:0.90 265:0.35 266:0.63 267:0.84 271:0.13 274:0.91 275:0.95 276:0.62 281:0.91 282:0.88 290:0.86 291:0.97 294:0.99 297:0.36 299:0.88 300:0.55\n1 10:0.94 11:0.54 12:0.06 17:0.01 18:0.72 21:0.40 26:0.95 27:0.52 29:0.56 30:0.68 32:0.71 34:0.58 36:0.55 37:0.57 39:0.51 43:0.10 44:0.92 45:0.85 56:0.97 58:0.93 66:0.86 69:0.21 70:0.52 71:0.66 74:0.60 77:0.70 80:0.99 81:0.27 82:0.99 86:0.84 88:0.99 89:0.99 91:0.20 98:0.94 101:0.69 108:0.17 122:0.67 123:0.16 126:0.23 127:0.62 129:0.05 135:0.32 139:0.83 140:0.45 141:0.91 143:0.99 145:0.94 146:0.59 147:0.65 149:0.09 150:0.30 151:0.65 153:0.48 154:0.85 159:0.22 162:0.86 170:0.96 172:0.61 173:0.53 174:0.83 177:0.96 179:0.73 187:0.87 190:0.98 195:0.54 197:0.88 199:0.94 202:0.36 212:0.75 216:0.57 222:0.76 223:0.96 224:0.93 225:0.99 234:0.91 235:0.42 239:0.92 240:1.00 241:0.59 242:0.18 243:0.87 247:0.60 248:0.62 253:0.46 254:0.80 256:0.45 259:0.21 264:0.90 265:0.94 266:0.27 267:0.52 268:0.46 271:0.13 274:0.91 275:0.96 276:0.48 282:0.79 285:0.45 294:0.99 300:0.43\n1 10:0.95 11:0.81 12:0.06 17:0.05 18:0.75 21:0.78 26:0.95 27:0.29 29:0.56 30:0.88 34:0.76 36:0.39 37:0.78 39:0.51 43:0.75 45:0.77 58:0.93 66:0.20 69:0.21 70:0.28 71:0.66 74:0.58 85:0.80 86:0.86 89:0.99 91:0.42 98:0.56 101:0.96 108:0.58 122:0.67 123:0.55 124:0.75 127:0.74 129:0.81 133:0.67 135:0.23 139:0.82 140:0.45 141:0.91 143:0.99 145:0.50 146:0.29 147:0.35 149:0.80 151:0.70 153:0.72 154:0.82 159:0.40 162:0.57 170:0.96 172:0.37 173:0.34 174:0.86 177:0.96 179:0.65 187:0.87 190:0.98 197:0.89 199:0.95 202:0.66 212:0.75 216:0.82 220:0.74 222:0.76 223:0.96 224:0.93 225:1.00 234:0.91 235:0.22 239:0.93 240:1.00 241:0.64 242:0.19 243:0.37 245:0.73 247:0.67 248:0.68 253:0.45 256:0.58 259:0.21 264:0.90 265:0.58 266:0.47 267:0.44 268:0.65 271:0.13 274:0.91 275:0.97 276:0.55 285:0.45 294:0.99 300:0.33\n1 1:0.65 9:0.70 10:0.96 11:0.82 12:0.06 17:0.67 18:0.77 21:0.54 26:0.97 27:0.29 29:0.56 30:0.66 34:0.73 36:0.62 37:0.78 39:0.51 43:0.64 45:0.85 56:0.97 58:0.93 64:0.77 66:0.18 69:0.45 70:0.85 71:0.66 74:0.62 81:0.76 83:0.91 85:0.80 86:0.88 89:1.00 91:0.09 96:0.71 98:0.31 101:0.96 108:0.35 114:0.77 120:0.58 122:0.99 123:0.86 124:0.87 126:0.54 127:0.50 129:0.81 133:0.85 135:0.44 139:0.84 140:0.45 141:0.98 146:0.35 147:0.42 149:0.68 150:0.56 151:0.57 153:0.48 154:0.83 155:0.53 159:0.74 162:0.86 164:0.55 165:0.93 170:0.96 172:0.54 173:0.27 174:0.88 176:0.73 177:0.96 179:0.39 187:0.95 190:0.95 192:0.57 197:0.90 199:0.95 201:0.66 202:0.36 208:0.64 212:0.76 215:0.58 216:0.82 220:0.87 222:0.76 223:0.98 224:0.93 225:0.99 234:0.91 235:0.88 236:0.97 239:0.94 240:0.95 241:0.21 242:0.43 243:0.40 245:0.76 247:0.60 248:0.56 253:0.62 255:0.69 256:0.45 259:0.21 260:0.58 264:0.90 265:0.21 266:0.75 267:0.36 268:0.46 271:0.13 274:0.91 275:0.98 276:0.70 285:0.49 290:0.77 294:1.00 297:0.36 300:0.94\n1 8:0.84 10:0.97 11:0.54 12:0.06 17:0.66 18:0.80 26:0.97 27:0.61 29:0.56 30:0.66 34:0.40 36:0.83 37:0.82 39:0.51 43:0.11 45:0.98 56:1.00 58:0.93 66:0.07 69:0.84 70:0.71 71:0.66 74:0.68 81:0.38 86:0.92 89:1.00 91:0.23 98:0.21 101:0.69 108:0.82 122:0.99 123:0.81 124:0.97 126:0.23 127:0.94 129:0.99 133:0.96 135:0.28 139:0.88 140:0.45 141:0.91 143:0.99 146:0.51 147:0.05 149:0.24 150:0.43 151:0.73 153:0.83 154:0.65 159:0.91 162:0.64 170:0.96 172:0.54 173:0.56 174:0.95 177:0.05 179:0.20 187:0.39 190:0.98 197:0.92 199:0.97 202:0.63 212:0.52 216:0.46 222:0.76 223:0.97 224:0.93 225:1.00 234:0.91 235:0.12 239:0.96 240:1.00 241:0.41 242:0.22 243:0.06 245:0.89 247:0.76 248:0.69 253:0.50 254:0.84 256:0.58 257:0.97 259:0.21 264:0.90 265:0.23 266:0.94 267:0.88 268:0.64 271:0.13 274:0.91 275:0.99 276:0.91 285:0.45 294:1.00 300:0.84\n1 2:0.99 10:0.97 11:0.81 12:0.06 18:0.75 21:0.30 26:0.96 27:0.29 29:0.56 30:0.73 34:0.82 36:0.70 37:0.78 39:0.51 43:0.75 45:0.77 56:0.97 58:0.93 66:0.91 69:0.23 70:0.45 71:0.66 74:0.60 81:0.28 82:0.98 85:0.80 86:0.87 88:0.99 89:1.00 91:0.17 98:0.93 101:0.96 108:0.18 122:0.99 123:0.18 126:0.23 127:0.59 129:0.05 135:0.42 139:0.83 141:0.91 145:0.97 146:0.78 147:0.81 149:0.81 150:0.30 154:0.85 159:0.34 170:0.96 172:0.76 173:0.39 174:0.88 177:0.96 178:0.55 179:0.53 187:0.87 195:0.57 197:0.91 199:0.95 212:0.88 216:0.82 222:0.76 223:0.96 224:0.93 225:0.99 234:0.91 235:0.31 239:0.96 240:0.95 241:0.27 242:0.21 243:0.92 247:0.74 253:0.46 259:0.21 264:0.90 265:0.93 266:0.38 267:0.52 271:0.13 274:0.91 275:0.98 276:0.63 294:0.99 295:0.98 300:0.43\n1 1:0.64 10:0.86 11:0.52 12:0.20 17:0.87 18:0.90 21:0.30 22:0.93 27:0.70 29:0.91 30:0.33 32:0.72 34:1.00 36:0.51 37:0.26 39:0.69 43:0.66 44:0.92 45:0.87 47:0.93 64:0.77 66:0.63 69:0.48 70:0.89 71:0.57 74:0.74 76:0.85 77:0.89 81:0.68 83:0.69 86:0.90 91:0.27 97:0.94 98:0.66 99:0.95 101:0.87 104:0.96 106:0.81 108:0.37 114:0.84 117:0.86 122:0.65 123:0.35 124:0.51 126:0.51 127:0.52 129:0.05 133:0.60 135:0.69 139:0.91 145:0.69 146:0.82 147:0.85 149:0.73 150:0.56 154:0.55 155:0.49 158:0.81 159:0.63 165:0.81 170:0.87 172:0.70 173:0.38 174:0.79 176:0.70 177:0.88 178:0.55 179:0.50 187:0.21 192:0.49 195:0.80 197:0.82 201:0.62 206:0.81 208:0.61 212:0.50 215:0.72 216:0.17 219:0.94 222:0.35 232:0.87 235:0.52 239:0.85 241:0.24 242:0.14 243:0.69 244:0.61 245:0.72 247:0.84 253:0.65 259:0.21 262:0.93 265:0.67 266:0.75 267:0.44 271:0.23 276:0.66 279:0.78 282:0.80 283:0.67 290:0.84 292:0.88 297:0.36 300:0.84\n1 1:0.58 10:0.91 11:0.46 12:0.20 17:0.30 18:0.98 21:0.47 27:0.52 29:0.91 30:0.70 34:0.62 36:0.51 37:0.56 39:0.69 43:0.61 45:0.99 64:0.77 66:0.78 69:0.64 70:0.62 71:0.57 74:0.88 81:0.49 83:0.56 86:0.98 91:0.12 98:0.81 99:0.83 101:0.47 108:0.81 114:0.76 122:0.91 123:0.80 124:0.44 126:0.32 127:0.72 129:0.59 133:0.77 135:0.84 139:0.98 146:0.62 147:0.68 149:0.94 150:0.44 154:0.19 155:0.51 159:0.89 165:0.65 170:0.87 172:0.98 173:0.33 174:0.90 175:0.75 176:0.63 177:0.70 178:0.55 179:0.12 187:0.21 192:0.48 197:0.93 201:0.55 204:0.81 208:0.50 212:0.58 216:0.48 219:0.90 222:0.35 232:0.98 235:0.60 239:0.90 241:0.10 242:0.52 243:0.11 244:0.61 245:0.96 247:0.91 253:0.67 257:0.65 259:0.21 265:0.81 266:0.84 267:0.28 271:0.23 276:0.97 277:0.69 281:0.91 290:0.76 292:0.95 300:0.94\n0 10:0.91 11:0.52 12:0.20 17:0.28 18:0.59 21:0.54 27:0.52 29:0.91 30:0.33 34:0.44 36:0.40 37:0.56 39:0.69 43:0.25 45:0.90 55:0.52 66:0.75 69:0.90 70:0.74 71:0.57 74:0.84 76:0.85 81:0.27 86:0.63 91:0.23 96:0.71 98:0.83 101:0.65 108:0.80 114:0.72 122:0.83 123:0.79 124:0.47 126:0.24 127:0.71 129:0.05 133:0.77 135:0.91 139:0.61 140:0.45 146:0.99 147:0.68 149:0.67 150:0.29 151:0.52 153:0.48 154:0.13 159:0.88 162:0.86 170:0.87 172:0.96 173:0.75 174:0.90 175:0.75 176:0.62 177:0.38 179:0.16 187:0.21 190:0.95 197:0.93 202:0.36 212:0.58 216:0.48 220:0.87 222:0.35 232:0.98 235:0.60 239:0.90 241:0.35 242:0.63 243:0.13 244:0.61 245:0.93 247:0.91 248:0.51 253:0.69 254:0.99 256:0.45 257:0.84 259:0.21 265:0.83 266:0.87 267:0.52 268:0.46 271:0.23 276:0.94 277:0.69 285:0.46 290:0.72 300:0.70\n0 1:0.63 10:0.85 11:0.52 12:0.20 17:0.89 18:0.90 21:0.40 22:0.93 27:0.70 29:0.91 30:0.41 32:0.72 34:1.00 36:0.42 37:0.26 39:0.69 43:0.66 44:0.92 45:0.88 47:0.93 64:0.77 66:0.68 69:0.48 70:0.94 71:0.57 74:0.75 76:0.85 77:0.89 81:0.66 83:0.69 86:0.90 91:0.29 97:0.94 98:0.66 99:0.95 101:0.87 104:0.96 106:0.81 108:0.37 114:0.82 117:0.86 122:0.86 123:0.36 124:0.47 126:0.51 127:0.65 129:0.05 133:0.62 135:0.58 139:0.91 145:0.72 146:0.85 147:0.88 149:0.74 150:0.54 154:0.55 155:0.49 158:0.81 159:0.70 165:0.81 170:0.87 172:0.73 173:0.35 174:0.79 176:0.70 177:0.88 178:0.55 179:0.52 187:0.21 192:0.48 195:0.85 197:0.82 201:0.61 206:0.81 208:0.61 212:0.52 215:0.67 216:0.17 219:0.94 222:0.35 232:0.87 235:0.60 239:0.85 241:0.24 242:0.19 243:0.72 244:0.61 245:0.71 247:0.86 253:0.64 259:0.21 262:0.93 265:0.67 266:0.87 267:0.36 271:0.23 276:0.65 279:0.78 282:0.80 283:0.67 290:0.82 292:0.88 297:0.36 300:0.94\n0 1:0.64 10:0.86 11:0.52 12:0.20 17:0.88 18:0.90 21:0.30 22:0.93 27:0.70 29:0.91 30:0.33 32:0.72 34:1.00 36:0.50 37:0.26 39:0.69 43:0.66 44:0.92 45:0.87 47:0.93 64:0.77 66:0.63 69:0.48 70:0.89 71:0.57 74:0.74 76:0.85 77:0.89 81:0.68 83:0.69 86:0.90 91:0.27 97:0.94 98:0.66 99:0.95 101:0.87 104:0.96 106:0.81 108:0.37 114:0.84 117:0.86 122:0.65 123:0.35 124:0.51 126:0.51 127:0.52 129:0.05 133:0.60 135:0.69 139:0.91 145:0.69 146:0.82 147:0.85 149:0.73 150:0.56 154:0.55 155:0.49 158:0.81 159:0.63 165:0.81 170:0.87 172:0.70 173:0.38 174:0.79 176:0.70 177:0.88 178:0.55 179:0.50 187:0.21 192:0.49 195:0.80 197:0.82 201:0.62 206:0.81 208:0.61 212:0.50 215:0.72 216:0.17 219:0.94 222:0.35 232:0.87 235:0.52 239:0.85 241:0.24 242:0.14 243:0.69 244:0.61 245:0.72 247:0.84 253:0.65 259:0.21 262:0.93 265:0.67 266:0.75 267:0.44 271:0.23 276:0.66 279:0.78 282:0.80 283:0.67 290:0.84 292:0.88 297:0.36 300:0.84\n0 1:0.64 8:0.71 10:0.90 11:0.46 12:0.20 17:0.85 18:0.72 21:0.30 22:0.93 27:0.43 29:0.91 30:0.19 32:0.72 34:0.99 36:0.40 37:0.55 39:0.69 43:0.76 44:0.92 45:0.73 47:0.93 64:0.77 66:0.88 69:0.19 70:0.59 71:0.57 74:0.68 77:0.70 81:0.62 83:0.56 86:0.83 91:0.42 98:0.91 99:0.83 101:0.47 104:0.96 106:0.81 108:0.15 114:0.84 117:0.86 123:0.15 126:0.51 127:0.51 129:0.05 135:0.88 139:0.82 145:0.40 146:0.91 147:0.92 149:0.57 150:0.56 154:0.69 155:0.49 159:0.51 165:0.65 170:0.87 172:0.67 173:0.23 174:0.79 176:0.70 177:0.88 178:0.55 179:0.64 187:0.21 192:0.49 195:0.71 197:0.83 201:0.62 206:0.81 208:0.61 212:0.57 215:0.72 216:0.34 222:0.35 232:0.88 235:0.52 239:0.88 241:0.49 242:0.44 243:0.89 247:0.79 253:0.64 254:0.96 259:0.21 262:0.93 265:0.91 266:0.47 267:0.44 271:0.23 276:0.56 282:0.80 290:0.84 297:0.36 300:0.43\n0 1:0.66 10:0.86 11:0.52 12:0.20 17:0.88 18:0.90 21:0.13 22:0.93 27:0.70 29:0.91 30:0.33 32:0.72 34:0.99 36:0.52 37:0.26 39:0.69 43:0.66 44:0.92 45:0.87 47:0.93 64:0.77 66:0.63 69:0.47 70:0.82 71:0.57 74:0.74 76:0.85 77:0.89 81:0.72 83:0.69 86:0.90 91:0.27 97:0.94 98:0.68 99:0.95 101:0.87 104:0.96 106:0.81 108:0.36 114:0.92 117:0.86 122:0.65 123:0.34 124:0.51 126:0.51 127:0.60 129:0.05 133:0.60 135:0.69 139:0.91 145:0.61 146:0.82 147:0.85 149:0.73 150:0.61 154:0.55 155:0.50 158:0.81 159:0.62 165:0.81 170:0.87 172:0.70 173:0.38 174:0.79 176:0.70 177:0.88 178:0.55 179:0.52 187:0.21 192:0.50 195:0.79 197:0.82 201:0.63 206:0.81 208:0.61 212:0.50 215:0.84 216:0.17 219:0.94 222:0.35 232:0.87 235:0.31 239:0.85 241:0.27 242:0.14 243:0.69 244:0.61 245:0.72 247:0.84 253:0.68 259:0.21 262:0.93 265:0.68 266:0.75 267:0.44 271:0.23 276:0.66 279:0.78 282:0.80 283:0.67 290:0.92 292:0.88 297:0.36 300:0.70\n2 1:0.61 7:0.75 8:0.59 10:0.84 11:0.46 12:0.20 17:0.81 18:0.80 21:0.54 27:0.53 29:0.91 30:0.45 32:0.71 34:0.89 36:0.61 37:0.25 39:0.69 43:0.12 44:0.92 45:0.77 48:0.91 55:0.42 64:0.77 66:0.87 69:0.57 70:0.71 71:0.57 74:0.75 76:0.85 77:0.70 81:0.56 83:0.56 86:0.87 91:0.74 98:0.81 99:0.83 101:0.47 108:0.44 114:0.76 122:0.65 123:0.42 126:0.51 127:0.29 129:0.05 135:0.42 139:0.88 145:0.69 146:0.62 147:0.67 149:0.12 150:0.49 154:0.64 155:0.53 159:0.23 165:0.65 170:0.87 172:0.63 173:0.74 174:0.79 176:0.70 177:0.88 178:0.55 179:0.56 187:0.21 192:0.56 195:0.59 197:0.83 201:0.60 204:0.82 208:0.61 212:0.77 215:0.58 216:0.34 222:0.35 230:0.77 233:0.65 235:0.74 239:0.83 241:0.67 242:0.28 243:0.88 244:0.61 247:0.74 253:0.62 254:0.74 259:0.21 265:0.81 266:0.38 267:0.65 271:0.23 276:0.50 281:0.86 282:0.80 290:0.76 297:0.36 300:0.55\n0 10:0.82 11:0.52 12:0.20 17:0.75 18:0.58 21:0.78 27:0.58 29:0.91 30:0.76 34:0.17 36:0.35 37:0.57 39:0.69 43:0.23 45:0.73 66:0.54 69:0.96 70:0.22 71:0.57 74:0.31 86:0.62 91:0.27 98:0.14 101:0.65 108:0.93 122:0.65 123:0.93 124:0.45 127:0.12 129:0.05 133:0.36 135:0.34 139:0.61 146:0.28 147:0.05 149:0.20 154:0.16 159:0.27 170:0.87 172:0.21 173:0.97 174:0.83 177:0.05 178:0.55 179:0.42 187:0.39 197:0.81 212:0.42 216:0.59 222:0.35 235:0.42 239:0.82 241:0.05 242:0.45 243:0.26 244:0.61 245:0.40 247:0.35 253:0.28 257:0.93 259:0.21 265:0.15 266:0.23 267:0.52 271:0.23 276:0.16 300:0.18\n1 1:0.65 7:0.75 10:0.92 11:0.52 12:0.20 17:0.16 18:0.76 21:0.22 27:0.52 29:0.91 30:0.66 34:0.91 36:0.22 37:0.56 39:0.69 43:0.62 45:0.89 64:0.77 66:0.33 69:0.70 70:0.58 71:0.57 74:0.61 81:0.70 83:0.69 86:0.82 91:0.17 98:0.60 99:0.95 101:0.65 104:1.00 108:0.54 114:0.88 122:0.65 123:0.51 124:0.78 126:0.51 127:0.44 129:0.05 133:0.74 135:0.97 139:0.83 146:0.77 147:0.81 149:0.74 150:0.58 154:0.52 155:0.55 159:0.60 163:0.75 165:0.81 170:0.87 172:0.54 173:0.63 174:0.90 176:0.70 177:0.88 178:0.55 179:0.49 187:0.21 192:0.57 197:0.93 201:0.63 204:0.83 208:0.61 212:0.27 215:0.79 216:0.48 222:0.35 230:0.77 232:0.97 233:0.76 235:0.42 239:0.90 241:0.30 242:0.28 243:0.50 244:0.61 245:0.73 247:0.79 253:0.64 259:0.21 265:0.61 266:0.71 267:0.52 271:0.23 276:0.64 281:0.91 290:0.88 297:0.36 300:0.55\n0 1:0.65 10:0.86 11:0.52 12:0.20 17:0.88 18:0.90 21:0.22 22:0.93 27:0.70 29:0.91 30:0.33 32:0.72 34:1.00 36:0.53 37:0.26 39:0.69 43:0.66 44:0.92 45:0.87 47:0.93 64:0.77 66:0.63 69:0.47 70:0.89 71:0.57 74:0.74 76:0.85 77:0.89 81:0.70 83:0.69 86:0.90 91:0.25 97:0.94 98:0.66 99:0.95 101:0.87 104:0.96 106:0.81 108:0.36 114:0.88 117:0.86 122:0.65 123:0.35 124:0.51 126:0.51 127:0.52 129:0.05 133:0.60 135:0.69 139:0.91 145:0.65 146:0.82 147:0.85 149:0.73 150:0.58 154:0.55 155:0.50 158:0.81 159:0.63 165:0.81 170:0.87 172:0.70 173:0.37 174:0.79 176:0.70 177:0.88 178:0.55 179:0.50 187:0.21 192:0.49 195:0.80 197:0.82 201:0.63 206:0.81 208:0.61 212:0.50 215:0.79 216:0.17 219:0.94 222:0.35 232:0.87 235:0.42 239:0.85 241:0.24 242:0.14 243:0.69 244:0.61 245:0.72 247:0.84 253:0.67 259:0.21 262:0.93 265:0.67 266:0.75 267:0.44 271:0.23 276:0.66 279:0.78 282:0.80 283:0.67 290:0.88 292:0.88 297:0.36 300:0.84\n0 1:0.58 10:0.91 11:0.52 12:0.20 17:0.38 18:0.98 21:0.47 27:0.52 29:0.91 30:0.68 34:0.78 36:0.32 37:0.56 39:0.69 43:0.61 45:0.99 48:0.91 64:0.77 66:0.79 69:0.63 70:0.59 71:0.57 74:0.86 76:0.85 81:0.37 86:0.98 91:0.09 98:0.81 101:0.87 108:0.81 114:0.72 122:0.91 123:0.80 124:0.43 126:0.32 127:0.72 129:0.59 133:0.77 135:0.92 139:0.97 146:0.65 147:0.70 149:0.93 150:0.41 154:0.16 155:0.51 159:0.88 170:0.87 172:0.98 173:0.34 174:0.90 175:0.75 176:0.62 177:0.70 178:0.55 179:0.13 187:0.21 192:0.48 197:0.93 201:0.55 204:0.81 208:0.50 212:0.37 216:0.48 222:0.35 232:1.00 235:0.60 239:0.90 241:0.24 242:0.54 243:0.12 244:0.61 245:0.95 247:0.91 253:0.65 257:0.65 259:0.21 265:0.81 266:0.84 267:0.28 271:0.23 276:0.96 277:0.69 281:0.86 290:0.72 300:0.94\n0 1:0.64 10:0.86 11:0.52 12:0.20 17:0.88 18:0.90 21:0.30 22:0.93 27:0.70 29:0.91 30:0.33 32:0.72 34:1.00 36:0.51 37:0.26 39:0.69 43:0.66 44:0.92 45:0.87 47:0.93 64:0.77 66:0.63 69:0.48 70:0.89 71:0.57 74:0.74 76:0.85 77:0.89 81:0.68 83:0.69 86:0.90 91:0.27 97:0.94 98:0.67 99:0.95 101:0.87 104:0.96 106:0.81 108:0.37 114:0.84 117:0.86 122:0.65 123:0.35 124:0.51 126:0.51 127:0.52 129:0.05 133:0.60 135:0.69 139:0.91 145:0.69 146:0.82 147:0.85 149:0.73 150:0.56 154:0.55 155:0.49 158:0.81 159:0.63 165:0.81 170:0.87 172:0.70 173:0.38 174:0.79 176:0.70 177:0.88 178:0.55 179:0.51 187:0.21 192:0.49 195:0.80 197:0.82 201:0.62 206:0.81 208:0.61 212:0.50 215:0.72 216:0.17 219:0.94 222:0.35 232:0.87 235:0.52 239:0.85 241:0.24 242:0.14 243:0.69 244:0.61 245:0.72 247:0.84 253:0.65 259:0.21 262:0.93 265:0.67 266:0.75 267:0.44 271:0.23 276:0.66 279:0.78 282:0.80 283:0.67 290:0.84 292:0.88 297:0.36 300:0.84\n1 1:0.65 7:0.75 10:0.92 11:0.52 12:0.20 17:0.18 18:0.76 21:0.22 27:0.52 29:0.91 30:0.70 34:0.91 36:0.21 37:0.56 39:0.69 43:0.62 45:0.89 64:0.77 66:0.35 69:0.70 70:0.53 71:0.57 74:0.60 81:0.70 83:0.69 86:0.82 91:0.18 98:0.60 99:0.95 101:0.65 104:1.00 108:0.54 114:0.88 122:0.65 123:0.51 124:0.77 126:0.51 127:0.42 129:0.05 133:0.74 135:0.97 139:0.83 146:0.77 147:0.81 149:0.74 150:0.58 154:0.52 155:0.55 159:0.59 163:0.75 165:0.81 170:0.87 172:0.54 173:0.63 174:0.90 176:0.70 177:0.88 178:0.55 179:0.50 187:0.21 192:0.57 197:0.93 201:0.63 204:0.83 208:0.61 212:0.29 215:0.79 216:0.48 222:0.35 230:0.77 232:0.97 233:0.76 235:0.42 239:0.90 241:0.32 242:0.30 243:0.51 244:0.61 245:0.72 247:0.76 253:0.63 259:0.21 265:0.61 266:0.71 267:0.59 271:0.23 276:0.63 281:0.91 290:0.88 297:0.36 300:0.55\n1 1:0.74 6:0.81 7:0.81 8:0.61 11:0.83 12:0.20 17:0.64 18:0.94 20:0.83 21:0.40 27:0.52 29:0.71 30:0.30 32:0.80 34:0.71 36:0.39 37:0.37 39:0.44 43:0.92 44:0.93 45:0.87 48:0.97 64:0.77 66:0.53 69:0.40 70:0.71 71:0.84 74:0.84 77:0.70 78:0.97 81:0.62 83:0.91 85:0.72 86:0.96 91:0.29 98:0.85 100:0.95 101:0.97 104:0.98 106:0.81 108:0.60 111:0.96 114:0.62 121:0.99 122:0.80 123:0.58 124:0.55 126:0.54 127:0.76 129:0.59 133:0.46 135:0.95 139:0.97 145:0.69 146:0.37 147:0.43 149:0.85 150:0.78 152:0.86 154:0.91 155:0.67 159:0.50 165:0.93 169:0.91 172:0.76 173:0.42 176:0.73 177:0.70 178:0.55 179:0.41 186:0.97 187:0.95 192:0.87 195:0.69 201:0.93 204:0.89 206:0.81 208:0.64 212:0.77 215:0.42 216:0.37 222:0.48 230:0.87 233:0.76 235:0.80 241:0.41 242:0.16 243:0.40 245:0.90 247:0.92 253:0.50 259:0.21 261:0.94 265:0.85 266:0.54 267:0.52 271:0.27 276:0.75 281:0.91 282:0.88 283:0.82 290:0.62 297:0.36 299:0.88 300:0.55\n1 1:0.69 8:0.65 9:0.76 11:0.64 12:0.20 17:0.62 18:0.89 20:0.92 22:0.93 27:1.00 29:0.71 30:0.93 31:0.93 34:0.84 36:0.48 37:0.27 39:0.44 43:0.68 45:0.85 47:0.93 55:0.59 64:0.77 66:0.99 69:0.52 70:0.27 71:0.84 74:0.97 78:0.83 79:0.93 81:0.81 83:0.60 86:0.93 91:0.53 96:0.80 98:0.96 99:0.83 100:0.73 101:0.52 108:0.40 111:0.81 114:0.95 117:0.86 122:0.77 123:0.38 126:0.44 127:0.70 129:0.05 135:0.68 137:0.93 139:0.90 140:0.45 146:0.98 147:0.98 149:0.72 150:0.78 151:0.81 152:0.86 153:0.48 154:0.85 155:0.58 159:0.74 162:0.86 165:0.70 169:0.72 172:0.97 173:0.36 176:0.66 177:0.70 179:0.16 186:0.84 187:0.68 190:0.77 192:0.51 196:0.95 201:0.68 202:0.36 208:0.54 212:0.95 216:0.24 222:0.48 232:0.90 235:0.05 241:0.27 242:0.73 243:0.99 247:0.86 248:0.73 253:0.86 254:0.74 255:0.74 256:0.45 259:0.21 261:0.86 262:0.93 265:0.96 266:0.17 267:0.23 268:0.46 271:0.27 276:0.94 284:0.87 285:0.56 290:0.95 300:0.43\n1 1:0.69 7:0.72 8:0.64 9:0.76 11:0.85 12:0.20 17:0.32 18:0.90 21:0.22 27:0.58 29:0.71 30:0.56 32:0.69 34:0.97 36:0.44 37:0.35 39:0.44 43:0.65 45:0.88 66:0.64 69:0.56 70:0.70 71:0.84 74:0.87 76:0.85 77:0.70 81:0.52 83:0.60 86:0.94 91:0.58 96:0.71 97:0.89 98:0.61 99:0.83 101:0.87 104:0.88 106:0.81 108:0.43 114:0.67 117:0.86 120:0.57 122:0.80 123:0.41 124:0.50 126:0.44 127:0.41 129:0.59 133:0.61 135:0.70 139:0.91 140:0.45 145:0.47 146:0.61 147:0.66 149:0.36 150:0.58 151:0.53 153:0.48 154:0.79 155:0.58 158:0.78 159:0.40 162:0.86 164:0.54 165:0.70 172:0.67 173:0.60 176:0.66 177:0.70 179:0.51 187:0.68 190:0.77 192:0.59 195:0.65 201:0.68 202:0.36 204:0.85 206:0.81 208:0.54 212:0.82 215:0.51 216:0.48 220:0.82 222:0.48 230:0.74 232:0.90 233:0.73 235:0.31 241:0.21 242:0.16 243:0.69 245:0.68 247:0.86 248:0.53 253:0.57 254:0.90 255:0.74 256:0.45 259:0.21 260:0.57 265:0.62 266:0.54 267:0.59 268:0.46 271:0.27 276:0.60 279:0.82 282:0.77 283:0.78 285:0.56 290:0.67 297:0.36 300:0.70\n2 1:0.69 8:0.87 9:0.76 11:0.64 12:0.20 17:0.98 18:0.91 21:0.71 27:1.00 29:0.71 30:0.09 31:0.91 34:0.20 36:0.47 37:0.84 39:0.44 43:0.71 44:0.90 45:0.81 55:0.71 64:0.77 66:0.13 69:0.30 70:0.98 71:0.84 74:0.74 76:0.85 77:0.70 79:0.91 81:0.32 83:0.60 86:0.92 87:0.98 91:0.65 96:0.77 97:0.89 98:0.33 99:0.83 101:0.52 108:0.90 114:0.54 122:0.80 123:0.89 124:0.91 126:0.44 127:0.97 129:0.05 133:0.89 135:0.83 137:0.91 139:0.92 140:0.45 145:0.99 146:0.32 147:0.38 149:0.70 150:0.51 151:0.70 153:0.72 154:0.61 155:0.58 158:0.78 159:0.75 162:0.86 165:0.70 172:0.37 173:0.20 176:0.66 177:0.70 179:0.54 190:0.77 191:0.70 192:0.51 195:0.87 196:0.94 201:0.68 202:0.63 208:0.54 212:0.39 216:0.07 219:0.92 220:0.96 222:0.48 232:0.72 235:0.95 241:0.79 242:0.17 243:0.29 244:0.61 245:0.71 247:0.79 248:0.67 253:0.67 255:0.74 256:0.68 259:0.21 265:0.35 266:0.95 267:0.36 268:0.71 271:0.27 276:0.69 277:0.69 279:0.82 282:0.77 284:0.94 285:0.56 290:0.54 292:0.91 300:0.84\n1 1:0.74 7:0.81 9:0.76 11:0.85 12:0.20 17:0.70 18:0.83 21:0.30 27:0.48 29:0.71 30:0.33 32:0.69 34:0.95 36:0.92 37:0.48 39:0.44 43:0.70 45:0.81 55:0.59 64:0.77 66:0.31 69:0.42 70:0.89 71:0.84 74:0.81 76:0.85 77:0.70 81:0.59 83:0.60 86:0.81 91:0.44 96:0.71 97:0.89 98:0.54 99:0.83 101:0.87 104:0.94 106:0.81 108:0.32 114:0.65 117:0.86 120:0.57 121:0.90 122:0.80 123:0.31 124:0.70 126:0.54 127:0.55 129:0.05 133:0.66 135:0.93 139:0.84 140:0.45 145:0.83 146:0.63 147:0.68 149:0.63 150:0.74 151:0.53 153:0.48 154:0.60 155:0.67 158:0.78 159:0.52 162:0.52 164:0.54 165:0.70 172:0.48 173:0.40 176:0.73 177:0.70 179:0.58 187:0.68 190:0.77 192:0.87 195:0.74 201:0.93 202:0.58 204:0.89 206:0.81 208:0.64 212:0.52 215:0.44 216:0.40 220:0.82 222:0.48 230:0.87 232:0.95 233:0.76 235:0.52 241:0.53 242:0.24 243:0.49 244:0.61 245:0.74 247:0.79 248:0.53 253:0.54 255:0.74 256:0.45 259:0.21 260:0.57 265:0.56 266:0.63 267:0.96 268:0.46 271:0.27 276:0.60 279:0.82 281:0.91 282:0.77 283:0.71 285:0.56 290:0.65 297:0.36 300:0.70\n1 1:0.74 9:0.80 11:0.64 12:0.20 17:0.13 18:0.91 21:0.30 27:0.12 29:0.71 30:0.84 31:0.87 34:0.93 36:0.67 37:0.95 39:0.44 43:0.11 45:0.89 55:0.45 64:0.77 66:0.93 69:0.54 70:0.28 71:0.84 74:0.85 79:0.87 81:0.59 83:0.60 86:0.98 91:0.27 96:0.69 98:0.64 99:0.83 101:0.52 108:0.42 114:0.65 120:0.55 122:0.57 123:0.40 126:0.54 127:0.19 129:0.05 135:0.24 137:0.87 139:0.96 140:0.45 146:0.63 147:0.69 149:0.08 150:0.74 151:0.52 153:0.48 154:0.84 155:0.67 159:0.24 162:0.86 164:0.57 165:0.70 172:0.80 173:0.59 176:0.73 177:0.70 179:0.21 187:0.68 192:0.87 196:0.91 201:0.93 202:0.36 208:0.64 212:0.84 215:0.44 216:0.61 220:0.87 222:0.48 235:0.52 241:0.32 242:0.45 243:0.93 247:0.60 248:0.51 253:0.54 254:0.80 255:0.95 256:0.45 259:0.21 260:0.56 265:0.65 266:0.27 267:0.44 268:0.46 271:0.27 276:0.68 284:0.89 285:0.62 290:0.65 297:0.36 300:0.33\n1 1:0.74 11:0.85 12:0.20 17:0.30 18:0.80 21:0.30 27:0.45 29:0.71 30:0.08 34:0.88 36:0.18 37:0.50 39:0.44 43:0.26 44:0.87 45:0.73 64:0.77 66:0.30 69:0.69 70:1.00 71:0.84 74:0.63 81:0.59 83:0.60 86:0.86 91:0.14 97:0.89 98:0.27 99:0.83 101:0.87 108:0.86 114:0.65 122:0.77 123:0.85 124:0.77 126:0.54 127:0.33 129:0.05 133:0.73 135:0.85 139:0.88 145:0.52 146:0.41 147:0.48 149:0.22 150:0.74 154:0.76 155:0.67 158:0.91 159:0.61 165:0.70 172:0.32 173:0.57 176:0.73 177:0.70 178:0.55 179:0.67 187:0.68 192:0.87 195:0.86 201:0.93 208:0.64 212:0.22 215:0.44 216:0.77 219:0.95 222:0.48 235:0.52 241:0.21 242:0.38 243:0.44 245:0.55 247:0.67 253:0.50 254:0.74 259:0.21 265:0.29 266:0.71 267:0.65 271:0.27 276:0.43 277:0.69 279:0.86 283:0.77 290:0.65 292:0.91 297:0.36 300:0.94\n1 1:0.74 7:0.66 11:0.57 12:0.20 17:0.13 18:0.78 21:0.77 27:0.36 29:0.71 30:0.94 32:0.80 34:0.98 36:0.51 37:0.57 39:0.44 43:0.88 44:0.93 64:0.77 66:0.80 69:0.58 70:0.13 71:0.84 74:0.75 77:0.70 81:0.43 83:0.91 85:0.85 86:0.89 91:0.48 98:0.45 101:0.87 108:0.45 114:0.53 122:0.57 123:0.43 126:0.54 127:0.14 129:0.05 135:0.74 139:0.91 145:0.88 146:0.28 147:0.34 149:0.86 150:0.69 154:0.86 155:0.67 159:0.12 165:0.93 172:0.45 173:0.86 176:0.73 177:0.70 178:0.55 179:0.35 187:0.39 192:0.87 195:0.60 201:0.93 204:0.85 208:0.64 212:0.90 215:0.36 216:0.59 222:0.48 230:0.69 233:0.73 235:1.00 241:0.57 242:0.58 243:0.82 247:0.35 253:0.43 259:0.21 265:0.47 266:0.17 267:0.52 271:0.27 276:0.34 281:0.91 282:0.88 290:0.53 297:0.36 299:0.88 300:0.13\n1 1:0.74 11:0.83 12:0.20 17:0.89 18:0.95 21:0.22 22:0.93 27:0.62 29:0.71 30:0.55 32:0.80 34:0.89 36:0.43 37:0.27 39:0.44 43:0.76 44:0.93 45:0.98 47:0.93 55:0.42 64:0.77 66:0.99 69:0.78 70:0.29 71:0.84 74:0.94 77:0.70 81:0.67 83:0.91 85:0.72 86:0.99 91:0.17 98:0.94 101:0.97 104:0.82 106:0.81 108:0.62 114:0.71 117:0.86 122:0.57 123:0.59 126:0.54 127:0.60 129:0.05 135:0.74 139:0.99 145:0.50 146:0.99 147:1.00 149:0.51 150:0.80 154:0.67 155:0.67 159:0.89 163:0.90 165:0.93 172:0.98 173:0.49 176:0.73 177:0.70 178:0.55 179:0.14 187:0.21 192:0.87 195:0.97 201:0.93 206:0.81 208:0.64 212:0.47 215:0.51 216:0.60 222:0.48 232:0.87 235:0.42 241:0.10 242:0.50 243:0.99 247:0.35 253:0.55 259:0.21 262:0.93 265:0.94 266:0.27 267:0.52 271:0.27 276:0.95 282:0.88 290:0.71 297:0.36 299:0.88 300:0.33\n0 1:0.69 8:0.65 9:0.76 11:0.85 12:0.20 17:0.57 18:0.99 21:0.47 27:0.14 29:0.71 30:0.70 31:0.86 34:0.90 36:0.53 37:0.92 39:0.44 43:0.58 44:0.90 45:0.90 48:0.91 55:0.52 64:0.77 66:0.99 69:0.48 70:0.58 71:0.84 74:0.92 77:0.70 79:0.86 81:0.35 86:0.98 91:0.46 96:0.68 98:0.98 101:0.87 108:0.37 114:0.59 122:0.77 123:0.36 126:0.44 127:0.80 129:0.05 135:0.83 137:0.86 139:0.98 140:0.45 145:0.70 146:0.96 147:0.97 149:0.82 150:0.49 151:0.48 153:0.69 154:0.47 155:0.58 159:0.67 162:0.86 172:0.96 173:0.38 176:0.66 177:0.70 179:0.19 187:0.21 190:0.77 192:0.51 195:0.84 196:0.89 201:0.68 202:0.46 204:0.85 208:0.54 212:0.89 216:0.36 220:0.93 222:0.48 232:0.83 235:0.60 241:0.35 242:0.52 243:0.99 244:0.61 247:0.82 248:0.48 253:0.50 255:0.74 256:0.45 259:0.21 265:0.98 266:0.27 267:0.17 268:0.55 271:0.27 276:0.92 281:0.89 282:0.77 284:0.87 285:0.56 290:0.59 300:0.70\n1 1:0.69 8:0.63 11:0.64 12:0.20 17:0.91 18:0.97 21:0.71 27:0.70 29:0.71 30:0.12 34:0.91 36:0.75 37:0.38 39:0.44 43:0.15 44:0.87 45:0.93 48:0.91 55:0.42 64:0.77 66:0.98 69:0.39 70:0.78 71:0.84 74:0.95 81:0.29 86:0.99 91:0.42 98:0.89 101:0.52 108:0.30 114:0.54 122:0.80 123:0.29 126:0.44 127:0.43 129:0.05 135:0.44 139:0.99 145:0.72 146:0.96 147:0.97 149:0.08 150:0.47 154:0.58 155:0.58 159:0.68 172:0.95 173:0.25 176:0.66 177:0.70 178:0.55 179:0.17 187:0.87 192:0.51 195:0.88 201:0.68 208:0.54 212:0.58 216:0.13 222:0.48 235:0.88 241:0.15 242:0.21 243:0.98 247:0.88 253:0.48 254:0.74 259:0.21 265:0.89 266:0.27 267:0.36 271:0.27 276:0.91 281:0.91 290:0.54 300:0.55\n0 1:0.69 7:0.72 11:0.83 12:0.20 17:0.97 18:0.63 21:0.40 22:0.93 27:0.55 29:0.71 30:0.86 32:0.69 34:0.96 36:0.47 37:0.32 39:0.44 43:0.78 45:0.83 47:0.93 66:0.77 69:0.78 70:0.30 71:0.84 74:0.73 77:0.89 81:0.39 83:0.60 85:0.72 86:0.73 91:0.10 98:0.34 99:0.83 101:0.87 104:0.81 106:0.81 108:0.61 114:0.61 117:0.86 122:0.51 123:0.59 124:0.39 126:0.44 127:0.18 129:0.05 133:0.37 135:0.94 139:0.70 145:0.83 146:0.40 147:0.47 149:0.71 150:0.54 154:0.70 155:0.58 159:0.25 165:0.70 172:0.57 173:0.81 176:0.66 177:0.70 178:0.55 179:0.37 187:0.39 192:0.59 195:0.72 201:0.68 204:0.85 206:0.81 208:0.54 212:0.89 215:0.42 216:0.81 222:0.48 230:0.74 232:0.86 233:0.73 235:0.52 241:0.10 242:0.58 243:0.79 245:0.51 247:0.47 253:0.48 259:0.21 262:0.93 265:0.36 266:0.23 267:0.65 271:0.27 276:0.39 282:0.77 290:0.61 297:0.36 300:0.33\n1 1:0.69 8:0.64 9:0.76 11:0.64 12:0.20 17:0.40 18:0.86 20:0.89 21:0.05 27:0.48 29:0.71 30:0.15 31:0.90 34:0.95 36:0.89 37:0.49 39:0.44 43:0.13 45:0.66 64:0.77 66:0.63 69:0.51 70:0.68 71:0.84 74:0.61 78:0.72 79:0.90 81:0.71 83:0.60 86:0.88 91:0.58 96:0.75 97:0.89 98:0.46 100:0.73 101:0.52 108:0.39 111:0.72 114:0.85 122:0.86 123:0.38 124:0.45 126:0.44 127:0.26 129:0.05 133:0.37 135:0.54 137:0.90 139:0.87 140:0.45 146:0.41 147:0.48 149:0.12 150:0.64 151:0.65 152:0.83 153:0.48 154:0.84 155:0.58 158:0.78 159:0.27 162:0.86 169:0.72 172:0.41 173:0.61 176:0.66 177:0.70 179:0.70 186:0.73 187:0.39 190:0.77 192:0.51 196:0.93 201:0.68 202:0.36 208:0.54 212:0.50 216:0.36 219:0.92 220:0.62 222:0.48 232:0.91 235:0.12 241:0.41 242:0.53 243:0.68 245:0.54 247:0.55 248:0.63 253:0.68 254:0.80 255:0.74 256:0.45 259:0.21 261:0.73 265:0.47 266:0.38 267:0.52 268:0.46 271:0.27 276:0.34 279:0.82 284:0.87 285:0.56 290:0.85 292:0.87 300:0.43\n1 1:0.74 6:0.81 7:0.72 8:0.64 9:0.80 11:0.85 12:0.20 17:0.64 18:0.96 20:0.90 21:0.30 27:0.52 29:0.71 30:0.32 31:0.87 32:0.80 34:0.61 36:0.89 37:0.37 39:0.44 43:0.71 44:0.93 45:0.83 55:0.71 64:0.77 66:0.53 69:0.35 70:0.83 71:0.84 74:0.80 76:0.85 77:0.70 78:0.93 79:0.87 81:0.63 83:0.60 86:0.95 91:0.27 96:0.71 97:0.89 98:0.79 99:0.83 100:0.92 101:0.87 104:0.98 106:0.81 108:0.81 111:0.92 114:0.65 117:0.86 120:0.58 122:0.86 123:0.80 124:0.64 126:0.54 127:0.85 129:0.05 133:0.66 135:0.97 137:0.87 139:0.95 140:0.45 145:0.69 146:0.76 147:0.80 149:0.57 150:0.76 151:0.53 152:0.86 153:0.48 154:0.80 155:0.67 158:0.78 159:0.77 162:0.86 164:0.67 165:0.70 169:0.91 172:0.81 173:0.21 176:0.73 177:0.70 179:0.35 186:0.93 187:0.87 190:0.77 192:0.87 195:0.89 196:0.91 201:0.93 202:0.53 204:0.89 206:0.81 208:0.64 212:0.60 215:0.44 216:0.37 220:0.87 222:0.48 230:0.75 232:0.94 233:0.76 235:0.60 241:0.27 242:0.43 243:0.37 245:0.89 247:0.79 248:0.52 253:0.56 254:0.95 255:0.95 256:0.58 259:0.21 260:0.58 261:0.94 265:0.79 266:0.75 267:0.76 268:0.62 271:0.27 276:0.81 277:0.69 279:0.82 281:0.91 282:0.88 283:0.78 284:0.91 285:0.62 290:0.65 297:0.36 300:0.70\n1 8:0.82 11:0.85 12:0.20 17:0.88 18:1.00 20:0.84 21:0.68 27:0.14 29:0.71 30:0.73 34:0.97 36:0.31 37:0.92 39:0.44 43:0.58 44:0.87 45:0.92 48:1.00 55:0.52 64:0.77 66:0.48 69:0.51 70:0.42 71:0.84 74:0.96 76:0.85 78:0.92 81:0.25 86:1.00 91:0.23 98:0.72 100:0.94 101:0.87 108:0.93 111:0.92 122:0.86 123:0.93 124:0.85 126:0.26 127:0.89 129:0.59 133:0.88 135:0.70 139:1.00 145:0.93 146:0.89 147:0.91 149:0.82 150:0.25 152:0.85 154:0.17 155:0.58 159:0.90 169:0.89 172:0.99 173:0.20 177:0.70 178:0.55 179:0.10 186:0.92 187:0.68 191:0.70 192:0.51 195:0.97 202:0.36 204:0.85 208:0.54 212:0.93 216:0.36 222:0.48 235:0.95 241:0.51 242:0.42 243:0.22 245:0.99 247:0.94 253:0.48 254:0.74 259:0.21 261:0.92 265:0.72 266:0.54 267:0.44 271:0.27 276:0.99 281:0.89 300:0.70\n1 1:0.74 11:0.92 12:0.20 17:0.40 18:0.77 21:0.30 27:0.45 29:0.71 30:0.62 32:0.69 34:0.86 36:0.17 37:0.50 39:0.44 43:0.82 45:0.73 60:0.87 64:0.77 66:0.20 69:0.69 70:0.54 71:0.84 74:0.67 77:0.70 81:0.61 83:0.91 85:0.72 86:0.81 91:0.18 98:0.16 101:0.97 108:0.52 114:0.65 122:0.57 123:0.84 124:0.78 126:0.54 127:0.39 129:0.05 133:0.73 135:0.86 139:0.84 145:0.52 146:0.25 147:0.31 149:0.65 150:0.77 154:0.77 155:0.67 158:0.91 159:0.56 165:0.93 172:0.27 173:0.63 176:0.73 177:0.70 178:0.55 179:0.77 187:0.68 192:0.87 195:0.79 201:0.93 208:0.64 212:0.42 215:0.44 216:0.77 219:0.95 222:0.48 235:0.52 241:0.21 242:0.29 243:0.48 245:0.51 247:0.60 253:0.50 259:0.21 265:0.17 266:0.54 267:0.28 271:0.27 276:0.36 277:0.69 279:0.86 282:0.77 283:0.78 290:0.65 292:0.91 297:0.36 300:0.43\n1 1:0.74 7:0.66 8:0.88 11:0.57 12:0.20 17:0.28 18:0.98 20:0.93 21:0.68 27:0.36 29:0.71 30:0.93 32:0.80 34:0.96 36:0.51 37:0.57 39:0.44 43:0.87 44:0.93 60:0.87 64:0.77 66:0.97 69:0.58 70:0.18 71:0.84 74:0.98 77:0.70 78:0.88 81:0.44 83:0.91 85:0.98 86:1.00 91:0.42 98:0.82 100:0.92 101:0.87 108:0.44 111:0.89 114:0.56 122:0.57 123:0.43 126:0.54 127:0.31 129:0.05 135:0.75 139:1.00 145:0.83 146:0.63 147:0.68 149:1.00 150:0.70 152:0.87 154:0.85 155:0.67 158:0.92 159:0.24 165:0.93 169:0.90 172:0.94 173:0.75 176:0.73 177:0.70 178:0.55 179:0.17 186:0.88 187:0.39 192:0.87 195:0.65 201:0.93 204:0.85 208:0.64 212:0.94 215:0.37 216:0.59 219:0.95 222:0.48 230:0.69 233:0.76 235:0.88 241:0.49 242:0.50 243:0.98 247:0.35 253:0.49 259:0.21 261:0.92 265:0.82 266:0.17 267:0.44 271:0.27 276:0.88 279:0.86 281:0.91 282:0.88 283:0.82 290:0.56 292:0.95 297:0.36 299:0.88 300:0.18\n1 1:0.69 8:0.74 11:0.64 12:0.20 17:0.85 18:0.99 21:0.71 22:0.93 27:0.70 29:0.71 30:0.42 34:0.94 36:0.91 37:0.38 39:0.44 43:0.63 44:0.90 45:0.91 47:0.93 55:0.59 64:0.77 66:0.98 69:0.39 70:0.67 71:0.84 74:0.90 76:0.85 77:0.70 81:0.29 86:0.99 91:0.46 98:0.88 101:0.52 108:0.30 114:0.54 117:0.86 122:0.86 123:0.29 126:0.44 127:0.42 129:0.05 135:0.30 139:0.99 145:0.69 146:0.97 147:0.98 149:0.79 150:0.47 154:0.76 155:0.58 159:0.71 172:0.96 173:0.23 176:0.66 177:0.70 178:0.55 179:0.17 187:0.87 192:0.51 195:0.89 201:0.68 208:0.54 212:0.75 216:0.13 222:0.48 232:0.93 235:0.88 241:0.10 242:0.43 243:0.98 247:0.86 253:0.47 254:0.92 259:0.21 262:0.93 265:0.88 266:0.27 267:0.65 271:0.27 276:0.91 282:0.77 290:0.54 300:0.55\n1 1:0.74 7:0.81 11:0.64 12:0.20 17:0.93 18:0.90 21:0.59 27:0.14 29:0.71 30:0.60 32:0.80 34:0.94 36:0.56 37:0.92 39:0.44 43:0.69 44:0.93 45:0.95 48:0.99 64:0.77 66:0.96 69:0.32 70:0.39 71:0.84 74:0.95 76:0.85 77:0.98 81:0.48 83:0.60 86:0.95 91:0.20 97:0.89 98:0.93 99:0.95 101:0.52 104:0.94 106:0.81 108:0.25 114:0.58 117:0.86 122:0.75 123:0.24 126:0.54 127:0.56 129:0.05 135:0.56 139:0.96 145:0.84 146:0.80 147:0.84 149:0.87 150:0.68 154:0.82 155:0.67 158:0.78 159:0.36 165:0.70 172:0.90 173:0.42 176:0.73 177:0.70 178:0.55 179:0.29 187:0.68 192:0.87 195:0.63 201:0.93 204:0.89 206:0.81 208:0.64 212:0.95 215:0.39 216:0.36 222:0.48 230:0.86 232:0.95 233:0.73 235:0.97 241:0.10 242:0.43 243:0.96 247:0.82 253:0.49 254:0.80 259:0.21 265:0.93 266:0.12 267:0.52 271:0.27 276:0.83 279:0.82 281:0.89 282:0.88 283:0.78 290:0.58 297:0.36 300:0.33\n1 1:0.74 7:0.81 11:0.92 12:0.20 17:0.72 18:0.99 21:0.59 27:0.57 29:0.71 30:0.36 32:0.80 34:0.82 36:0.32 37:0.61 39:0.44 43:0.84 44:0.93 45:0.97 64:0.77 66:0.91 69:0.64 70:0.67 71:0.84 74:0.98 77:0.70 81:0.47 83:0.91 85:0.98 86:1.00 91:0.27 98:0.87 101:0.97 104:0.91 108:0.49 114:0.58 121:0.90 122:0.57 123:0.47 124:0.37 126:0.54 127:0.56 129:0.05 133:0.43 135:0.76 139:1.00 145:0.74 146:0.99 147:0.99 149:0.97 150:0.71 154:0.81 155:0.67 159:0.86 165:0.93 172:0.99 173:0.36 176:0.73 177:0.70 178:0.55 179:0.11 187:0.39 192:0.87 195:0.96 201:0.93 204:0.89 208:0.64 212:0.93 215:0.39 216:0.65 222:0.48 230:0.87 232:0.94 233:0.76 235:0.80 241:0.37 242:0.27 243:0.91 245:0.98 247:0.92 253:0.50 265:0.87 266:0.54 267:0.36 271:0.27 276:0.98 281:0.91 282:0.88 290:0.58 297:0.36 299:0.88 300:0.70\n1 1:0.74 7:0.66 9:0.76 11:0.57 12:0.20 17:0.45 18:0.97 21:0.68 27:0.32 29:0.71 30:0.93 32:0.80 34:0.95 36:0.52 37:0.91 39:0.44 43:0.81 44:0.93 60:0.87 64:0.77 66:0.97 69:0.72 70:0.18 71:0.84 74:0.98 77:0.70 81:0.44 83:0.91 85:0.98 86:1.00 91:0.42 96:0.68 98:0.72 101:0.87 108:0.55 114:0.56 120:0.54 122:0.57 123:0.53 126:0.54 127:0.22 129:0.05 135:0.61 139:1.00 140:0.45 145:0.49 146:0.63 147:0.68 149:1.00 150:0.70 151:0.48 153:0.48 154:0.75 155:0.67 158:0.92 159:0.24 162:0.86 164:0.54 165:0.93 172:0.94 173:0.83 176:0.73 177:0.70 179:0.14 187:0.39 190:0.77 192:0.87 195:0.65 201:0.93 202:0.36 204:0.85 208:0.64 212:0.94 215:0.37 216:0.43 219:0.95 220:0.93 222:0.48 230:0.69 233:0.76 235:0.88 241:0.58 242:0.50 243:0.98 247:0.35 248:0.48 253:0.49 255:0.74 256:0.45 259:0.21 260:0.54 265:0.72 266:0.17 267:0.91 268:0.46 271:0.27 276:0.88 279:0.86 281:0.91 282:0.88 283:0.82 285:0.56 290:0.56 292:0.95 297:0.36 299:0.88 300:0.18\n1 1:0.63 10:0.83 11:0.45 12:0.20 17:0.82 18:0.76 21:0.22 27:0.44 29:0.56 30:0.76 34:0.33 36:0.33 37:0.41 39:0.56 43:0.23 45:0.73 55:0.71 64:0.77 66:0.59 69:0.90 70:0.43 71:0.66 74:0.53 81:0.55 83:0.54 86:0.73 91:0.27 98:0.60 99:0.83 101:0.46 108:0.80 114:0.85 122:0.90 123:0.79 124:0.67 126:0.43 127:0.62 129:0.05 133:0.73 135:0.85 139:0.69 146:0.88 147:0.53 149:0.24 150:0.49 154:0.48 155:0.49 158:0.73 159:0.80 165:0.63 170:0.82 172:0.68 173:0.82 174:0.83 175:0.75 176:0.63 177:0.70 178:0.55 179:0.52 187:0.68 192:0.50 197:0.82 201:0.61 208:0.54 212:0.30 215:0.79 216:0.93 222:0.60 235:0.42 239:0.82 241:0.05 242:0.52 243:0.23 244:0.83 245:0.71 247:0.88 253:0.61 254:0.93 257:0.84 259:0.21 264:0.98 265:0.61 266:0.80 267:0.44 271:0.29 276:0.65 277:0.69 290:0.85 297:0.36 300:0.43\n0 10:0.80 11:0.49 12:0.20 17:0.57 18:0.88 21:0.78 27:0.64 29:0.56 30:0.26 34:0.28 36:0.31 37:0.46 39:0.56 43:0.58 45:0.90 48:0.91 66:0.15 69:0.25 70:1.00 71:0.66 74:0.63 76:0.85 86:0.82 91:0.40 98:0.22 101:0.52 108:0.20 122:0.90 123:0.19 124:0.95 127:0.79 129:0.95 133:0.95 135:0.86 139:0.80 146:0.61 147:0.66 149:0.67 154:0.47 159:0.92 170:0.82 172:0.57 173:0.08 174:0.79 175:0.91 177:0.70 178:0.55 179:0.34 187:0.68 197:0.79 212:0.37 216:0.41 222:0.60 235:0.68 239:0.80 242:0.24 243:0.36 244:0.83 245:0.75 247:0.91 253:0.47 257:0.84 259:0.21 264:0.98 265:0.24 266:0.97 267:0.59 271:0.29 276:0.80 277:0.87 281:0.91 300:0.98\n1 8:0.70 11:0.49 12:0.20 17:0.89 18:0.97 21:0.78 27:0.47 29:0.56 30:0.29 34:0.30 36:0.41 37:0.55 39:0.56 43:0.30 45:0.85 55:0.59 66:0.71 69:0.21 70:0.88 71:0.66 74:0.76 76:0.85 86:0.94 91:0.10 98:0.90 101:0.52 108:0.17 117:0.86 122:0.91 123:0.16 124:0.45 127:0.85 129:0.59 133:0.46 135:0.70 139:0.90 145:0.52 146:0.98 147:0.99 149:0.44 154:0.22 159:0.82 170:0.82 172:0.95 173:0.12 175:0.91 177:0.70 178:0.55 179:0.18 187:0.39 212:0.73 216:0.26 222:0.60 232:0.83 235:0.60 241:0.07 242:0.14 243:0.75 244:0.83 245:0.97 247:0.96 253:0.53 254:0.86 257:0.84 259:0.21 264:0.98 265:0.90 266:0.80 267:0.28 271:0.29 276:0.93 277:0.87 300:0.84\n1 1:0.58 10:0.80 11:0.49 12:0.20 17:0.66 18:0.85 21:0.74 27:0.55 29:0.56 30:0.08 34:0.63 36:0.66 37:0.40 39:0.56 43:0.23 45:0.77 48:0.91 55:0.42 64:0.77 66:0.30 69:0.58 70:1.00 71:0.66 74:0.54 77:0.70 81:0.43 83:0.54 86:0.80 91:0.02 98:0.25 99:0.83 101:0.52 108:0.97 114:0.64 117:0.86 122:0.95 123:0.97 124:0.83 126:0.43 127:0.96 129:0.05 133:0.83 135:0.95 139:0.77 145:0.45 146:0.49 147:0.55 149:0.23 150:0.39 154:0.50 155:0.47 159:0.93 165:0.63 170:0.82 172:0.59 173:0.22 174:0.79 175:0.91 176:0.63 177:0.70 178:0.55 179:0.50 187:1.00 192:0.46 195:0.98 197:0.79 201:0.56 208:0.54 212:0.68 215:0.46 216:0.61 222:0.60 232:0.99 235:0.98 239:0.79 241:0.05 242:0.37 243:0.40 244:0.83 245:0.76 247:0.94 253:0.51 254:0.74 257:0.84 259:0.21 264:0.98 265:0.27 266:0.87 267:0.18 271:0.29 276:0.65 277:0.95 281:0.91 282:0.73 290:0.64 297:0.36 300:0.98\n1 10:0.87 11:0.45 12:0.20 17:0.91 18:0.93 21:0.54 22:0.93 27:0.55 29:0.56 30:0.40 34:0.52 36:0.46 37:0.35 39:0.56 43:0.38 45:0.66 47:0.93 48:0.91 55:0.71 64:0.77 66:0.67 69:0.50 70:0.49 71:0.66 74:0.45 81:0.27 86:0.89 91:0.33 98:0.64 101:0.46 108:0.38 122:0.94 123:0.37 124:0.46 126:0.23 127:0.39 129:0.05 133:0.37 135:0.58 139:0.85 146:0.67 147:0.72 149:0.28 150:0.30 154:0.44 159:0.42 170:0.82 172:0.68 173:0.52 174:0.89 175:0.91 177:0.70 178:0.55 179:0.48 187:0.39 197:0.90 212:0.86 216:0.29 222:0.60 235:0.60 239:0.86 241:0.21 242:0.16 243:0.71 244:0.83 245:0.77 247:0.86 253:0.38 254:0.96 257:0.84 259:0.21 262:0.93 264:0.98 265:0.65 266:0.27 267:0.36 271:0.29 276:0.63 277:0.87 281:0.86 300:0.43\n0 8:0.59 10:0.81 11:0.49 12:0.20 17:0.78 18:0.88 21:0.78 27:0.60 29:0.56 30:0.43 34:0.74 36:0.42 37:0.24 39:0.56 43:0.56 45:0.77 55:0.92 66:0.13 69:0.74 70:0.91 71:0.66 74:0.55 86:0.82 91:0.37 98:0.44 101:0.69 108:0.58 122:0.91 123:0.94 124:0.91 127:0.73 129:0.59 133:0.91 135:0.87 139:0.78 146:0.85 147:0.87 149:0.42 154:0.45 159:0.87 163:0.92 170:0.82 172:0.61 173:0.49 174:0.79 175:0.91 177:0.70 178:0.55 179:0.36 187:0.21 197:0.81 212:0.16 216:0.37 222:0.60 232:0.72 235:0.22 239:0.81 241:0.05 242:0.27 243:0.40 244:0.83 245:0.80 247:0.86 253:0.44 257:0.84 259:0.21 264:0.98 265:0.46 266:0.91 267:0.19 271:0.29 276:0.80 277:0.95 300:0.94\n1 8:0.86 10:0.83 12:0.20 17:0.97 18:0.63 21:0.78 27:0.60 29:0.56 30:0.41 34:0.18 36:0.59 37:0.88 39:0.56 43:0.11 48:0.91 55:0.59 66:0.27 69:0.74 70:0.65 71:0.66 74:0.52 76:0.94 77:0.89 86:0.65 87:0.98 91:0.62 96:0.75 98:0.22 108:0.57 122:0.90 123:0.55 124:0.79 127:0.99 129:0.05 133:0.74 135:0.65 139:0.66 140:0.80 145:0.85 146:0.49 147:0.35 149:0.17 151:0.59 153:0.72 154:0.18 158:0.74 159:0.88 162:0.55 170:0.82 172:0.32 173:0.49 174:0.79 175:0.91 177:0.38 178:0.42 179:0.80 190:0.98 191:0.70 195:0.96 197:0.82 202:0.59 212:0.19 216:0.07 220:0.74 222:0.60 232:0.72 235:0.95 239:0.83 241:0.78 242:0.33 243:0.29 244:0.93 245:0.58 247:0.74 248:0.57 253:0.59 254:0.84 256:0.45 257:0.93 259:0.21 264:0.98 265:0.24 266:0.63 267:0.65 268:0.57 271:0.29 275:0.91 276:0.34 277:0.87 281:0.91 282:0.73 285:0.45 294:0.93 300:0.55\n1 8:0.76 9:0.71 10:0.84 11:0.45 12:0.20 17:0.47 18:0.67 21:0.40 27:0.21 29:0.56 30:0.13 34:0.49 36:0.78 37:0.74 39:0.56 43:0.22 45:0.66 55:0.45 66:0.13 69:0.12 70:0.94 71:0.66 74:0.83 76:0.94 81:0.28 83:0.54 86:0.66 91:0.64 96:0.94 98:0.33 101:0.46 108:0.97 114:0.74 117:0.86 120:0.65 122:0.90 123:0.97 124:0.95 126:0.23 127:0.88 129:0.96 133:0.95 135:0.65 139:0.64 140:0.97 146:0.83 147:0.85 149:0.45 150:0.30 151:0.75 153:0.90 154:0.15 155:0.53 158:0.73 159:0.94 162:0.66 164:0.55 170:0.82 172:0.84 173:0.06 174:0.93 175:0.97 176:0.60 177:0.38 179:0.14 187:0.39 190:0.95 191:0.75 192:0.57 197:0.84 202:0.83 208:0.49 212:0.60 216:0.95 220:0.62 222:0.60 232:0.85 235:0.42 239:0.83 241:0.35 242:0.77 243:0.23 244:0.93 245:0.95 247:0.82 248:0.70 253:0.95 255:0.70 256:0.84 257:0.93 259:0.21 260:0.66 264:0.98 265:0.35 266:0.96 267:0.28 268:0.85 271:0.29 276:0.95 277:0.95 285:0.49 290:0.74 300:0.94\n1 7:0.66 10:0.92 11:0.49 12:0.20 17:0.87 18:0.96 21:0.77 27:0.55 29:0.56 30:0.12 32:0.64 34:1.00 36:0.28 37:0.40 39:0.56 43:0.30 45:0.73 48:0.91 55:0.52 66:0.23 69:0.55 70:0.95 71:0.66 74:0.32 81:0.24 86:0.92 91:0.25 98:0.61 101:0.52 108:0.43 122:0.95 123:0.75 124:0.73 126:0.23 127:0.75 129:0.05 133:0.73 135:0.49 139:0.88 145:1.00 146:0.76 147:0.80 149:0.39 150:0.25 154:0.22 159:0.70 170:0.82 172:0.74 173:0.44 174:0.93 175:0.75 177:0.88 178:0.55 179:0.40 187:0.95 195:0.83 197:0.94 212:0.68 215:0.43 216:0.35 222:0.60 230:0.68 233:0.66 235:0.98 239:0.90 241:0.52 242:0.32 243:0.58 244:0.93 245:0.82 247:0.92 253:0.29 257:0.65 259:0.21 264:0.98 265:0.57 266:0.80 267:0.36 271:0.29 276:0.77 277:0.87 281:0.86 283:0.67 297:0.36 300:0.84\n2 7:0.81 12:0.79 17:0.88 20:0.89 27:0.52 28:0.51 30:0.95 32:0.80 34:0.73 36:0.26 37:0.32 43:0.38 55:0.59 66:0.96 69:0.57 70:0.13 78:0.81 81:1.00 91:0.56 98:0.77 100:0.80 106:0.81 108:0.86 111:0.80 120:0.69 123:0.85 124:0.36 126:0.54 127:0.57 129:0.59 133:0.47 135:0.78 140:0.45 145:0.50 146:0.05 147:0.05 149:0.80 150:0.99 151:0.66 152:0.93 153:0.48 154:0.28 159:0.85 161:0.87 162:0.86 164:0.57 167:0.68 169:0.76 172:0.97 173:0.30 177:0.05 179:0.16 181:0.64 186:0.81 187:0.21 195:0.95 202:0.36 206:0.81 212:0.94 215:0.96 216:0.32 230:0.87 233:0.76 235:0.02 241:0.56 242:0.82 243:0.05 245:0.78 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 261:0.83 265:0.77 266:0.23 267:0.28 268:0.46 271:0.15 276:0.91 283:0.82 285:0.62 297:0.36 300:0.18\n1 6:0.95 7:0.81 8:0.83 12:0.79 17:0.81 20:0.97 21:0.13 25:0.88 27:0.51 28:0.51 30:0.45 32:0.80 34:0.49 36:0.27 37:0.29 43:0.28 55:0.59 66:0.49 69:0.78 70:0.25 78:0.88 81:0.99 91:0.33 98:0.29 100:0.95 108:0.86 111:0.91 123:0.85 124:0.48 126:0.54 127:0.46 129:0.59 133:0.47 135:0.82 145:0.61 146:0.05 147:0.05 149:0.21 150:0.99 152:0.95 154:0.20 159:0.57 161:0.87 163:0.99 167:0.67 169:0.97 172:0.16 173:0.75 177:0.05 178:0.55 179:0.97 181:0.64 186:0.88 187:0.39 189:0.95 195:0.78 212:0.61 215:0.84 216:0.25 230:0.87 233:0.76 235:0.12 238:0.97 241:0.55 242:0.82 243:0.29 245:0.39 247:0.12 259:0.21 261:0.98 265:0.31 266:0.17 267:0.36 271:0.15 276:0.15 297:0.36 300:0.18\n1 12:0.79 17:0.40 21:0.13 27:0.29 28:0.51 30:0.74 34:0.75 36:0.24 37:0.92 43:0.33 55:0.84 66:0.87 69:0.66 70:0.28 81:0.99 91:0.29 98:0.92 106:0.81 108:0.50 120:0.72 123:0.48 126:0.54 127:0.53 129:0.05 135:0.74 140:0.45 146:0.95 147:0.96 149:0.53 150:0.99 151:0.70 153:0.69 154:0.25 159:0.61 161:0.87 162:0.86 163:0.94 164:0.62 167:0.67 172:0.63 173:0.60 177:0.05 179:0.69 181:0.64 187:0.21 202:0.46 206:0.81 212:0.61 215:0.84 216:0.93 235:0.12 241:0.54 242:0.82 243:0.88 247:0.12 248:0.66 256:0.45 259:0.21 260:0.73 265:0.92 266:0.38 267:0.85 268:0.55 271:0.15 276:0.54 285:0.62 297:0.36 300:0.25\n1 12:0.79 17:0.90 21:0.30 27:0.48 28:0.51 30:0.76 34:1.00 36:0.38 37:0.43 43:0.30 66:0.64 69:0.72 70:0.15 81:0.98 91:0.51 98:0.16 108:0.56 120:0.53 123:0.53 126:0.54 127:0.09 129:0.05 135:0.66 140:0.45 145:0.54 146:0.21 147:0.27 149:0.25 150:0.97 151:0.46 153:0.48 154:0.22 159:0.10 161:0.87 162:0.86 163:0.97 164:0.57 167:0.62 172:0.16 173:0.80 177:0.05 179:0.17 181:0.64 187:0.39 202:0.36 212:0.95 215:0.72 216:0.32 220:0.87 235:0.31 241:0.39 242:0.82 243:0.69 247:0.12 248:0.46 256:0.45 259:0.21 260:0.53 265:0.18 266:0.12 267:0.44 268:0.46 271:0.15 276:0.15 285:0.62 297:0.36 300:0.13\n1 12:0.79 17:0.45 21:0.59 25:0.88 27:0.72 28:0.51 30:0.95 32:0.80 34:0.91 36:0.57 43:0.52 55:0.59 66:0.64 69:0.19 81:0.93 91:0.71 98:0.78 108:0.15 123:0.15 126:0.54 127:0.26 129:0.05 135:0.44 145:0.47 146:0.28 147:0.34 149:0.30 150:0.88 154:0.41 159:0.12 161:0.87 167:0.57 172:0.16 173:0.77 177:0.05 178:0.55 179:0.97 181:0.64 187:0.21 195:0.53 212:0.95 215:0.55 216:0.04 235:0.68 241:0.18 242:0.82 243:0.69 247:0.12 259:0.21 265:0.78 266:0.12 267:0.23 271:0.15 276:0.19 297:0.36 300:0.08\n1 12:0.79 17:0.67 21:0.78 27:0.45 28:0.51 34:0.86 36:0.18 37:0.50 43:0.28 66:0.36 69:0.78 91:0.22 98:0.07 108:0.62 123:0.59 127:0.05 129:0.05 135:0.87 145:0.47 146:0.05 147:0.05 149:0.12 154:0.20 159:0.05 161:0.87 167:0.58 172:0.05 173:0.72 177:0.05 178:0.55 181:0.64 187:0.68 216:0.77 235:0.95 241:0.24 243:0.51 259:0.21 265:0.07 267:0.28 271:0.15\n2 12:0.79 17:0.47 20:0.83 21:0.13 25:0.88 27:0.72 28:0.51 30:0.91 32:0.80 34:0.29 36:0.50 43:0.52 55:0.52 66:0.69 69:0.07 70:0.13 78:0.77 81:0.99 91:0.82 98:0.93 100:0.82 108:0.06 111:0.78 120:0.56 123:0.06 126:0.54 127:0.56 129:0.05 135:0.37 140:0.45 145:0.39 146:0.43 147:0.49 149:0.35 150:0.99 151:0.50 152:0.80 153:0.72 154:0.41 159:0.16 161:0.87 162:0.67 164:0.64 167:0.89 169:0.82 172:0.21 173:0.52 177:0.05 179:0.98 181:0.64 186:0.78 195:0.53 202:0.53 212:0.61 215:0.84 216:0.04 220:0.74 235:0.12 241:0.82 242:0.82 243:0.73 247:0.12 248:0.50 256:0.45 259:0.21 260:0.57 261:0.80 265:0.93 266:0.17 267:0.17 268:0.57 271:0.15 276:0.15 283:0.60 285:0.62 297:0.36 300:0.13\n2 12:0.79 17:0.92 21:0.40 25:0.88 27:0.51 28:0.51 30:0.76 32:0.80 34:0.52 36:0.40 37:0.29 43:0.20 55:0.59 66:0.36 69:0.93 70:0.15 81:0.97 91:0.57 98:0.13 108:0.92 120:0.73 123:0.92 124:0.52 126:0.54 127:0.23 129:0.59 133:0.47 135:0.78 140:0.45 145:0.42 146:0.05 147:0.05 149:0.12 150:0.95 151:0.66 153:0.48 154:0.13 159:0.58 161:0.87 162:0.86 163:1.00 164:0.67 167:0.64 172:0.10 173:0.90 177:0.05 179:0.96 181:0.64 187:0.21 195:0.90 202:0.50 212:0.95 215:0.67 216:0.25 220:0.62 235:0.42 241:0.47 242:0.82 243:0.34 245:0.37 247:0.12 248:0.66 256:0.58 259:0.21 260:0.74 265:0.14 266:0.12 267:0.28 268:0.59 271:0.15 276:0.13 285:0.62 297:0.36 300:0.13\n2 7:0.81 12:0.79 17:0.95 20:0.81 27:0.58 28:0.51 30:0.95 32:0.80 34:0.47 36:0.33 37:0.59 43:0.40 55:0.99 66:0.20 69:0.52 78:0.72 81:1.00 91:0.27 98:0.06 100:0.73 106:0.81 108:0.40 111:0.72 123:0.38 124:0.61 126:0.54 127:0.23 129:0.59 133:0.47 135:0.82 145:0.50 146:0.05 147:0.05 149:0.17 150:0.99 152:0.82 154:0.30 159:0.64 161:0.87 167:0.59 169:0.72 172:0.05 173:0.28 177:0.05 178:0.55 179:0.99 181:0.64 186:0.73 187:0.21 195:0.94 206:0.81 215:0.96 216:0.24 230:0.87 233:0.76 235:0.02 241:0.27 243:0.40 245:0.36 259:0.21 261:0.78 265:0.06 267:0.28 271:0.15 283:0.82 297:0.36 300:0.08\n4 6:0.95 7:0.81 8:0.90 12:0.79 17:0.86 20:0.90 21:0.74 25:0.88 27:0.51 28:0.51 30:0.76 32:0.80 34:0.67 36:0.80 37:0.29 43:0.46 55:0.99 66:0.20 69:0.48 70:0.22 78:0.97 81:0.86 91:0.90 98:0.13 100:0.99 108:0.94 111:0.99 120:0.86 123:0.93 124:0.81 126:0.54 127:0.95 129:0.89 133:0.78 135:0.94 140:0.45 145:0.58 146:0.05 147:0.05 149:0.24 150:0.70 151:0.80 152:0.95 153:0.92 154:0.35 159:0.84 161:0.87 162:0.63 163:0.97 164:0.90 167:0.90 169:0.97 172:0.10 173:0.26 177:0.05 179:0.97 181:0.64 186:0.97 189:0.96 191:0.89 195:0.93 202:0.86 212:0.42 215:0.46 216:0.25 230:0.87 233:0.76 235:0.88 238:0.99 241:0.86 242:0.82 243:0.26 245:0.39 247:0.12 248:0.80 256:0.85 259:0.21 260:0.86 261:0.98 265:0.14 266:0.23 267:0.87 268:0.87 271:0.15 276:0.25 283:0.82 285:0.62 297:0.36 300:0.18\n1 7:0.81 12:0.79 17:0.96 21:0.40 27:0.58 28:0.51 30:0.45 32:0.80 34:1.00 36:0.38 37:0.59 43:0.40 55:0.71 66:0.49 69:0.54 70:0.25 81:0.97 91:0.33 98:0.31 108:0.87 123:0.87 124:0.48 126:0.54 127:0.61 129:0.59 133:0.47 135:0.75 145:0.50 146:0.05 147:0.05 149:0.22 150:0.95 154:0.30 159:0.68 161:0.87 163:0.97 167:0.57 172:0.16 173:0.41 177:0.05 178:0.55 179:0.98 181:0.64 187:0.21 195:0.84 212:0.61 215:0.67 216:0.24 230:0.87 233:0.76 235:0.42 241:0.18 242:0.82 243:0.29 245:0.39 247:0.12 259:0.21 265:0.33 266:0.17 267:0.28 271:0.15 276:0.15 297:0.36 300:0.18\n1 6:0.94 8:0.83 12:0.79 17:0.81 20:0.95 21:0.78 27:0.59 28:0.51 30:0.95 34:0.39 36:0.80 37:0.41 43:0.23 55:0.99 66:0.13 69:0.89 78:0.88 91:0.93 98:0.06 100:0.96 108:0.78 111:0.92 120:0.67 123:0.76 124:0.75 127:0.45 129:0.81 133:0.67 135:0.87 140:0.96 145:0.54 146:0.05 147:0.05 149:0.14 151:0.64 152:0.95 153:0.46 154:0.15 159:0.78 161:0.87 162:0.46 163:0.99 164:0.66 167:0.90 169:0.92 172:0.05 173:0.78 177:0.05 178:0.54 179:0.99 181:0.64 186:0.88 189:0.95 191:0.91 202:0.86 212:0.95 216:0.32 220:0.74 235:0.88 238:0.98 241:0.85 242:0.82 243:0.34 245:0.37 247:0.12 248:0.62 256:0.58 259:0.21 260:0.68 261:0.94 265:0.06 266:0.12 267:0.82 268:0.58 271:0.15 276:0.19 285:0.62 300:0.08\n3 6:0.92 8:0.83 12:0.79 17:0.24 20:0.85 21:0.05 25:0.88 27:0.64 28:0.51 30:0.45 34:0.22 36:0.32 37:0.43 43:0.52 55:0.45 66:0.27 69:0.05 70:0.25 78:0.85 81:0.99 91:0.84 98:0.16 100:0.89 108:0.05 111:0.85 120:0.76 123:0.83 124:0.61 126:0.54 127:0.96 129:0.59 133:0.47 135:0.83 140:0.45 146:0.19 147:0.24 149:0.28 150:0.99 151:0.66 152:0.82 153:0.48 154:0.41 159:0.59 161:0.87 162:0.75 163:0.80 164:0.87 167:0.88 169:0.86 172:0.10 173:0.12 177:0.05 179:0.98 181:0.64 186:0.85 189:0.94 202:0.80 212:0.61 215:0.91 216:0.23 220:0.74 235:0.05 238:0.96 241:0.80 242:0.82 243:0.46 245:0.40 247:0.12 248:0.68 256:0.81 259:0.21 260:0.77 261:0.86 265:0.13 266:0.17 267:0.73 268:0.83 271:0.15 276:0.13 283:0.60 285:0.62 297:0.36 300:0.18\n1 12:0.79 17:0.81 21:0.78 25:0.88 27:0.51 28:0.51 30:0.76 32:0.80 34:0.50 36:0.28 37:0.29 43:0.28 55:0.59 66:0.36 69:0.78 70:0.15 91:0.58 98:0.16 108:0.86 120:0.69 123:0.86 124:0.52 127:0.44 129:0.59 133:0.47 135:0.77 140:0.45 145:0.63 146:0.05 147:0.05 149:0.18 151:0.66 153:0.48 154:0.20 159:0.56 161:0.87 162:0.57 163:0.99 164:0.57 167:0.74 172:0.10 173:0.75 177:0.05 179:0.99 181:0.64 187:0.39 195:0.78 202:0.55 212:0.95 216:0.25 235:0.22 241:0.68 242:0.82 243:0.34 245:0.37 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 265:0.17 266:0.12 267:0.36 268:0.46 271:0.15 276:0.13 285:0.62 300:0.13\n1 1:0.63 10:0.85 11:0.86 12:0.20 17:0.47 18:0.78 21:0.54 22:0.93 27:0.02 29:0.77 30:0.43 34:0.91 36:0.54 37:0.99 39:0.69 43:0.23 45:0.85 46:0.96 47:0.93 56:0.97 64:0.77 66:0.89 69:0.71 70:0.87 71:0.71 74:0.42 81:0.58 83:0.54 86:0.74 91:0.31 98:0.79 99:0.95 101:0.70 104:0.88 106:0.81 107:0.93 108:0.54 110:0.90 114:0.71 117:0.86 123:0.51 125:0.88 126:0.54 127:0.27 129:0.05 135:0.98 139:0.70 144:0.85 146:0.65 147:0.70 149:0.29 150:0.46 154:0.38 155:0.49 159:0.25 160:0.88 165:0.63 170:0.82 172:0.70 173:0.84 174:0.83 176:0.63 177:0.99 178:0.55 179:0.46 187:0.68 192:0.55 197:0.86 201:0.65 206:0.81 208:0.64 212:0.78 215:0.55 216:0.85 222:0.35 232:0.91 235:0.95 236:0.94 239:0.84 241:0.64 242:0.19 243:0.90 244:0.83 247:0.84 253:0.53 254:0.93 259:0.21 262:0.93 264:0.93 265:0.79 266:0.38 267:0.52 271:0.40 275:0.93 276:0.56 283:0.82 289:0.92 290:0.71 294:0.94 297:0.36 300:0.70\n2 1:0.65 7:0.69 9:0.72 11:0.48 12:0.20 17:0.72 18:0.96 21:0.47 22:0.93 23:0.96 27:0.32 29:0.77 30:0.90 31:0.88 32:0.67 34:0.90 36:0.95 37:0.62 39:0.69 43:0.48 44:0.88 45:0.98 46:0.88 47:0.93 48:0.98 56:0.97 64:0.77 66:0.97 69:0.57 70:0.28 71:0.71 74:0.76 77:0.70 79:0.88 81:0.75 83:0.72 86:0.93 91:0.44 96:0.71 97:0.94 98:0.89 99:0.99 101:0.64 104:0.87 106:0.81 107:0.88 108:0.44 110:0.88 114:0.80 117:0.86 120:0.58 122:0.67 123:0.42 125:0.97 126:0.54 127:0.44 128:0.95 129:0.05 135:0.95 137:0.88 139:0.93 140:0.45 143:0.99 144:0.85 145:0.83 146:0.81 147:0.84 149:0.84 150:0.53 151:0.57 153:0.48 154:0.47 155:0.64 158:0.75 159:0.37 160:0.96 162:0.86 164:0.57 165:0.88 168:0.95 170:0.82 172:0.92 173:0.65 175:0.91 176:0.73 177:0.88 179:0.23 187:0.98 192:1.00 195:0.65 196:0.92 201:0.66 202:0.36 204:0.83 205:0.95 206:0.81 208:0.64 212:0.93 215:0.63 216:0.69 219:0.90 220:0.87 222:0.35 230:0.71 232:0.90 233:0.76 235:0.88 236:0.97 241:0.57 242:0.30 243:0.97 244:0.83 247:0.76 248:0.56 253:0.68 254:0.86 255:0.72 256:0.45 257:0.84 259:0.21 260:0.58 262:0.93 264:0.93 265:0.89 266:0.27 267:0.59 268:0.46 271:0.40 276:0.85 277:0.87 279:0.77 281:0.91 282:0.75 283:0.82 284:0.89 285:0.62 289:0.92 290:0.80 292:0.95 297:0.36 300:0.43\n2 1:0.64 7:0.69 10:0.90 11:0.87 12:0.20 17:0.34 18:0.83 21:0.05 27:0.06 29:0.77 30:0.85 32:0.71 34:0.94 36:0.71 37:0.90 39:0.69 43:0.57 44:0.92 45:0.89 46:0.95 64:0.77 66:0.43 69:0.89 70:0.40 71:0.71 74:0.56 77:0.70 81:0.57 82:0.98 83:0.60 86:0.81 88:0.98 91:0.11 98:0.51 99:0.95 101:0.87 104:0.98 106:0.81 107:0.92 108:0.07 110:0.90 114:0.89 122:0.67 123:0.07 124:0.68 125:0.88 126:0.32 127:0.43 129:0.05 133:0.62 135:0.98 139:0.82 144:0.85 145:0.80 146:0.31 147:0.65 149:0.42 150:0.48 154:0.52 155:0.52 159:0.49 160:0.88 165:0.69 170:0.82 172:0.51 173:0.95 174:0.83 176:0.62 177:0.96 178:0.55 179:0.57 187:0.87 192:0.57 195:0.74 197:0.85 201:0.62 204:0.81 206:0.81 208:0.54 212:0.61 215:0.91 216:0.76 222:0.35 230:0.71 233:0.66 235:0.22 239:0.87 241:0.46 242:0.13 243:0.57 244:0.61 245:0.71 247:0.88 253:0.63 254:0.88 257:0.65 259:0.21 264:0.93 265:0.53 266:0.71 267:0.69 271:0.40 275:0.93 276:0.55 277:0.69 281:0.86 282:0.79 289:0.89 290:0.89 294:0.96 297:0.36 300:0.43\n0 8:0.66 10:0.83 11:0.87 12:0.20 17:0.43 18:0.65 21:0.78 27:0.45 29:0.77 30:0.91 32:0.65 34:0.80 36:0.17 37:0.50 39:0.69 43:0.35 44:0.88 45:0.81 46:0.93 66:0.25 69:0.71 70:0.19 71:0.71 74:0.39 77:0.70 86:0.65 91:0.20 98:0.08 101:0.70 107:0.89 108:0.54 110:0.89 122:0.67 123:0.52 124:0.71 125:0.88 127:0.37 129:0.59 133:0.61 135:0.91 139:0.68 144:0.85 145:0.49 146:0.17 147:0.22 149:0.37 154:0.26 159:0.76 160:0.88 163:0.97 170:0.82 172:0.16 173:0.51 174:0.79 175:0.97 177:0.70 178:0.55 179:0.88 187:0.68 195:0.93 197:0.82 212:0.52 216:0.77 222:0.35 235:0.74 239:0.82 241:0.49 242:0.24 243:0.45 244:0.93 245:0.45 247:0.47 253:0.34 257:0.93 259:0.21 264:0.93 265:0.08 266:0.27 267:0.91 271:0.40 275:0.91 276:0.21 277:0.95 282:0.74 289:0.88 294:0.93 300:0.18\n1 1:0.67 7:0.69 10:0.89 11:0.87 12:0.20 17:0.24 18:0.84 21:0.22 22:0.93 27:0.24 29:0.77 30:0.86 32:0.74 33:0.97 34:0.96 36:0.47 37:0.80 39:0.69 43:0.41 44:0.93 45:0.95 46:0.95 47:0.93 56:0.97 64:0.77 66:0.12 69:0.63 70:0.45 71:0.71 74:0.61 77:0.70 80:0.99 81:0.77 82:0.99 83:0.72 86:0.76 88:0.98 91:0.25 98:0.32 99:0.99 101:0.87 102:0.98 107:0.95 108:0.85 110:0.92 114:0.90 117:0.86 122:0.91 123:0.46 124:0.80 125:0.88 126:0.54 127:0.34 129:0.59 133:0.74 135:0.42 139:0.83 144:0.85 145:0.50 146:0.52 147:0.58 149:0.71 150:0.57 154:0.31 155:0.56 159:0.60 160:0.88 165:0.88 170:0.82 172:0.61 173:0.51 174:0.88 176:0.73 177:0.99 178:0.55 179:0.29 187:0.39 192:0.87 193:0.96 195:0.85 197:0.90 201:0.67 204:0.83 208:0.64 212:0.60 215:0.79 216:0.67 222:0.35 230:0.71 232:0.88 233:0.76 235:0.68 236:0.97 239:0.93 241:0.10 242:0.18 243:0.32 244:0.93 245:0.85 247:0.90 253:0.65 259:0.21 262:0.93 264:0.93 265:0.31 266:0.71 267:0.18 271:0.40 275:0.95 276:0.75 281:0.91 282:0.83 289:0.92 290:0.90 291:0.97 294:0.98 297:0.36 300:0.70\n1 10:0.87 11:0.86 12:0.20 17:0.47 18:0.69 21:0.78 27:0.45 29:0.77 30:0.71 34:0.71 36:0.28 37:0.50 39:0.69 43:0.23 45:0.88 46:0.94 66:0.89 69:0.80 70:0.45 71:0.71 74:0.40 86:0.73 91:0.05 98:0.57 101:0.64 107:0.92 108:0.64 110:0.90 123:0.61 125:0.88 127:0.17 129:0.05 135:0.88 139:0.70 144:0.85 145:0.49 146:0.76 147:0.80 149:0.22 154:0.35 159:0.32 160:0.88 170:0.82 172:0.68 173:0.74 174:0.83 177:0.99 178:0.55 179:0.26 187:0.68 197:0.83 212:0.77 216:0.77 222:0.35 235:0.31 239:0.85 241:0.30 242:0.31 243:0.89 244:0.61 247:0.76 253:0.35 254:0.90 259:0.21 264:0.93 265:0.59 266:0.54 267:0.44 271:0.40 275:0.93 276:0.56 289:0.89 294:0.95 300:0.43\n1 1:0.62 7:0.69 10:0.88 11:0.86 12:0.20 17:0.53 18:0.69 21:0.22 22:0.93 27:0.18 29:0.77 30:0.87 32:0.71 34:0.96 36:0.18 37:0.79 39:0.69 43:0.23 44:0.92 45:0.88 46:0.95 47:0.93 48:0.91 64:0.77 66:0.36 69:0.90 70:0.30 71:0.71 74:0.51 76:0.85 77:0.70 80:0.99 81:0.53 82:0.99 83:0.69 86:0.71 88:0.98 91:0.27 98:0.51 99:0.95 101:0.70 102:0.97 104:0.97 106:0.81 107:0.94 108:0.80 110:0.91 114:0.82 117:0.86 122:0.67 123:0.79 124:0.69 125:0.88 126:0.32 127:0.30 129:0.05 133:0.62 135:0.95 139:0.78 144:0.85 145:0.69 146:0.62 147:0.29 149:0.27 150:0.44 154:0.46 155:0.52 159:0.44 160:0.88 165:0.69 170:0.82 172:0.41 173:0.95 174:0.86 176:0.62 177:0.96 178:0.55 179:0.59 187:0.87 192:0.57 193:0.95 195:0.77 197:0.86 201:0.60 204:0.81 206:0.81 208:0.61 212:0.18 215:0.79 216:0.72 222:0.35 230:0.71 232:0.99 233:0.76 235:0.42 239:0.91 241:0.67 242:0.18 243:0.40 244:0.61 245:0.63 247:0.74 253:0.59 254:0.95 257:0.65 259:0.21 262:0.93 264:0.93 265:0.52 266:0.71 267:0.65 271:0.40 275:0.94 276:0.47 281:0.91 282:0.80 289:0.90 290:0.82 294:0.97 297:0.36 300:0.33\n1 1:0.64 8:0.92 10:0.85 11:0.86 12:0.20 17:0.53 18:0.77 21:0.47 22:0.93 27:0.02 29:0.77 30:0.43 34:0.92 36:0.51 37:0.99 39:0.69 43:0.23 45:0.85 46:0.96 47:0.93 56:0.97 64:0.77 66:0.89 69:0.70 70:0.87 71:0.71 74:0.42 81:0.59 83:0.54 86:0.76 91:0.33 98:0.79 99:0.95 101:0.70 104:0.88 106:0.81 107:0.93 108:0.53 110:0.90 114:0.74 117:0.86 123:0.51 125:0.88 126:0.54 127:0.27 129:0.05 135:0.97 139:0.71 144:0.85 146:0.65 147:0.70 149:0.29 150:0.47 154:0.38 155:0.49 159:0.25 160:0.88 165:0.63 170:0.82 172:0.70 173:0.84 174:0.83 176:0.63 177:0.99 178:0.55 179:0.46 187:0.68 192:0.55 197:0.86 201:0.65 206:0.81 208:0.64 212:0.78 215:0.58 216:0.85 222:0.35 232:0.91 235:0.88 236:0.94 239:0.84 241:0.65 242:0.19 243:0.90 244:0.83 247:0.84 253:0.54 254:0.93 259:0.21 262:0.93 264:0.93 265:0.79 266:0.27 267:0.52 271:0.40 275:0.93 276:0.56 289:0.92 290:0.74 294:0.94 297:0.36 300:0.70\n2 1:0.62 7:0.69 10:0.96 11:0.86 12:0.20 17:0.36 18:0.64 21:0.22 22:0.93 27:0.18 29:0.77 30:0.56 32:0.65 34:0.94 36:0.18 37:0.79 39:0.69 43:0.12 44:0.88 45:0.97 46:0.99 47:0.93 48:0.91 64:0.77 66:0.98 69:0.82 70:0.37 71:0.71 74:0.45 76:0.85 77:0.70 80:0.99 81:0.53 83:0.69 86:0.69 91:0.31 98:0.87 99:0.95 101:0.70 104:0.97 106:0.81 107:0.98 108:0.66 110:0.94 114:0.82 117:0.86 122:0.98 123:0.64 125:0.88 126:0.32 127:0.39 129:0.05 135:0.90 139:0.73 144:0.85 145:0.63 146:0.95 147:0.96 149:0.09 150:0.44 154:0.46 155:0.52 159:0.63 160:0.88 165:0.69 170:0.82 172:0.94 173:0.75 174:0.97 176:0.62 177:0.99 178:0.55 179:0.18 187:0.87 192:0.57 193:0.95 195:0.87 197:0.97 201:0.60 204:0.81 206:0.81 208:0.61 212:0.91 215:0.79 216:0.72 222:0.35 230:0.71 232:0.99 233:0.76 235:0.42 239:0.95 241:0.63 242:0.44 243:0.98 244:0.61 247:0.67 253:0.59 254:0.95 259:0.21 262:0.93 264:0.93 265:0.87 266:0.47 267:0.36 271:0.40 275:0.99 276:0.89 281:0.91 282:0.74 289:0.91 290:0.82 294:0.99 297:0.36 300:0.55\n1 1:0.61 7:0.69 10:0.95 11:0.87 12:0.20 17:0.47 18:0.80 21:0.30 22:0.93 27:0.18 29:0.77 30:0.89 32:0.74 34:0.95 36:0.19 37:0.79 39:0.69 43:0.21 44:0.93 45:0.95 46:0.98 47:0.93 48:0.91 64:0.77 66:0.93 69:0.82 70:0.29 71:0.71 74:0.67 76:0.85 77:0.70 80:0.99 81:0.52 82:0.99 83:0.69 86:0.88 88:0.98 91:0.20 98:0.74 99:0.95 101:0.87 102:0.98 104:0.97 106:0.81 107:0.96 108:0.66 110:0.93 114:0.80 117:0.86 122:0.91 123:0.64 125:0.88 126:0.32 127:0.24 129:0.05 135:0.93 139:0.88 144:0.85 145:0.69 146:0.75 147:0.79 149:0.11 150:0.43 154:0.51 155:0.52 159:0.31 160:0.88 165:0.69 170:0.82 172:0.82 173:0.87 174:0.90 176:0.62 177:0.99 178:0.55 179:0.26 187:0.87 192:0.57 193:0.95 195:0.71 197:0.90 201:0.59 204:0.81 206:0.81 208:0.61 212:0.82 215:0.72 216:0.72 222:0.35 230:0.71 232:0.99 233:0.76 235:0.52 239:0.95 241:0.67 242:0.24 243:0.94 247:0.79 253:0.61 254:0.94 259:0.21 262:0.93 264:0.93 265:0.74 266:0.47 267:0.28 271:0.40 275:0.96 276:0.70 281:0.86 282:0.83 289:0.90 290:0.80 294:0.99 297:0.36 300:0.43\n1 1:0.67 7:0.69 10:0.89 11:0.87 12:0.20 17:0.20 18:0.84 21:0.22 22:0.93 27:0.24 29:0.77 30:0.86 32:0.74 33:0.97 34:0.96 36:0.55 37:0.80 39:0.69 43:0.41 44:0.93 45:0.95 46:0.95 47:0.93 56:0.97 64:0.77 66:0.12 69:0.63 70:0.43 71:0.71 74:0.61 77:0.70 80:0.99 81:0.77 82:0.99 83:0.72 86:0.76 88:0.98 91:0.20 98:0.32 99:0.99 101:0.87 102:0.98 107:0.95 108:0.85 110:0.92 114:0.90 117:0.86 122:0.91 123:0.46 124:0.80 125:0.88 126:0.54 127:0.34 129:0.59 133:0.74 135:0.44 139:0.83 144:0.85 145:0.50 146:0.52 147:0.58 149:0.71 150:0.57 154:0.31 155:0.56 159:0.60 160:0.88 165:0.88 170:0.82 172:0.61 173:0.51 174:0.88 176:0.73 177:0.99 178:0.55 179:0.29 187:0.39 192:0.87 193:0.96 195:0.85 197:0.90 201:0.67 204:0.83 208:0.64 212:0.60 215:0.79 216:0.67 222:0.35 230:0.71 232:0.88 233:0.76 235:0.68 236:0.97 239:0.93 241:0.10 242:0.18 243:0.32 244:0.93 245:0.85 247:0.90 253:0.65 259:0.21 262:0.93 264:0.93 265:0.32 266:0.71 267:0.18 271:0.40 275:0.95 276:0.75 281:0.91 282:0.83 289:0.92 290:0.90 291:0.97 294:0.98 297:0.36 300:0.70\n0 10:0.81 11:0.84 12:0.20 17:0.36 18:0.81 21:0.05 27:0.43 29:0.77 30:0.14 34:0.70 36:0.97 37:0.87 39:0.38 43:0.58 45:0.87 55:0.92 66:0.15 69:0.43 70:0.87 71:0.97 74:0.54 81:0.33 86:0.83 91:0.05 98:0.42 101:0.47 104:0.93 106:0.81 108:0.57 122:0.83 123:0.93 124:0.91 126:0.24 127:0.91 129:0.89 133:0.91 135:0.82 139:0.78 144:0.85 146:0.28 147:0.34 149:0.56 150:0.37 154:0.56 159:0.88 163:0.94 170:0.96 172:0.57 173:0.17 174:0.79 175:0.75 177:0.70 178:0.55 179:0.43 187:0.39 197:0.80 206:0.81 212:0.16 215:0.91 216:0.28 222:0.35 232:0.74 235:0.05 239:0.80 241:0.07 242:0.33 243:0.19 244:0.61 245:0.76 247:0.90 253:0.43 254:0.95 257:0.65 259:0.21 265:0.39 266:0.91 267:0.82 271:0.43 276:0.74 277:0.69 283:0.67 297:0.36 300:0.84\n2 1:0.65 10:0.97 11:0.84 12:0.20 17:0.69 18:0.78 21:0.22 27:0.72 29:0.77 30:0.17 33:0.97 34:0.85 36:0.62 37:0.47 39:0.38 43:0.65 45:0.77 55:0.71 64:0.77 66:0.33 69:0.77 70:0.96 71:0.97 74:0.49 75:0.96 81:0.63 83:0.56 86:0.79 91:0.15 98:0.52 99:0.83 101:0.47 102:0.95 108:0.61 114:0.88 122:0.95 123:0.58 124:0.83 126:0.51 127:0.70 129:0.05 133:0.80 135:0.34 139:0.75 144:0.85 145:0.41 146:0.76 147:0.46 149:0.61 150:0.57 154:0.45 155:0.50 159:0.73 165:0.65 170:0.96 172:0.65 173:0.68 174:0.97 176:0.70 177:0.70 178:0.55 179:0.42 187:0.68 192:0.47 195:0.85 197:0.97 201:0.63 208:0.61 212:0.71 216:0.17 222:0.35 226:0.98 232:0.80 235:0.42 236:0.95 239:0.96 241:0.12 242:0.57 243:0.23 245:0.79 247:0.86 253:0.62 254:0.99 257:0.65 259:0.21 265:0.53 266:0.80 267:0.44 271:0.43 276:0.74 290:0.88 291:0.97 300:0.84\n0 1:0.61 8:0.90 9:0.73 10:0.88 11:0.84 12:0.20 17:0.22 18:0.67 21:0.22 27:0.08 29:0.77 30:0.13 31:0.94 34:0.36 36:0.75 37:0.87 39:0.38 43:0.41 44:0.88 45:0.73 55:0.52 64:0.77 66:0.77 69:0.85 70:0.84 71:0.97 74:0.54 76:0.85 77:0.70 79:0.94 81:0.51 83:0.56 86:0.69 91:0.72 96:0.92 97:0.97 98:0.76 99:0.83 101:0.47 108:0.71 114:0.85 117:0.86 122:0.83 123:0.69 124:0.42 126:0.32 127:0.73 129:0.05 133:0.60 135:0.54 137:0.94 139:0.76 140:0.87 144:0.85 145:0.65 146:0.92 147:0.31 149:0.44 150:0.45 151:0.80 153:0.93 154:0.31 155:0.55 158:0.76 159:0.73 162:0.83 165:0.65 170:0.96 172:0.81 173:0.78 174:0.89 176:0.63 177:0.38 179:0.44 187:0.95 190:0.95 191:0.73 192:0.55 195:0.88 196:0.93 197:0.87 201:0.58 202:0.75 208:0.50 212:0.42 216:0.83 219:0.91 222:0.35 232:0.92 235:0.31 239:0.86 241:0.39 242:0.45 243:0.12 244:0.83 245:0.72 247:0.92 248:0.76 253:0.90 255:0.71 256:0.79 257:0.84 259:0.21 265:0.76 266:0.84 267:0.97 268:0.81 271:0.43 276:0.73 279:0.79 282:0.75 284:0.95 285:0.50 290:0.85 292:0.88 300:0.84\n0 10:0.87 11:0.84 12:0.20 17:0.30 18:0.62 21:0.59 27:0.08 29:0.77 30:0.13 34:0.75 36:0.74 37:0.87 39:0.38 43:0.13 45:0.73 55:0.59 66:0.71 69:0.92 70:0.94 71:0.97 74:0.43 81:0.28 86:0.70 91:0.02 98:0.49 101:0.47 104:0.96 106:0.81 108:0.85 114:0.64 122:0.83 123:0.84 124:0.56 126:0.24 127:0.62 129:0.05 133:0.80 135:0.26 139:0.68 144:0.85 145:0.94 146:0.73 147:0.05 149:0.19 150:0.31 154:0.46 158:0.72 159:0.71 170:0.96 172:0.76 173:0.92 174:0.86 176:0.59 177:0.05 178:0.55 179:0.48 187:1.00 193:0.97 197:0.85 206:0.81 212:0.77 216:0.83 222:0.35 232:0.99 235:0.68 239:0.88 241:0.12 242:0.16 243:0.08 245:0.64 247:0.93 253:0.50 254:0.84 257:0.93 259:0.21 265:0.50 266:0.75 267:0.96 271:0.43 276:0.68 290:0.64 300:0.70\n1 10:0.90 11:0.84 12:0.20 17:0.40 18:0.69 21:0.54 27:0.08 29:0.77 30:0.33 34:0.80 36:0.82 37:0.87 39:0.38 43:0.27 44:0.88 45:0.77 55:0.59 66:0.54 69:0.93 70:0.98 71:0.97 74:0.49 77:0.70 81:0.37 86:0.72 91:0.06 98:0.41 101:0.47 102:0.95 104:0.99 106:0.81 108:0.87 114:0.67 123:0.86 124:0.67 126:0.32 127:0.29 129:0.05 133:0.73 135:0.75 139:0.74 144:0.85 145:0.93 146:0.76 147:0.05 149:0.28 150:0.39 154:0.34 159:0.71 170:0.96 172:0.70 173:0.88 174:0.89 176:0.59 177:0.05 178:0.55 179:0.35 187:1.00 192:0.44 193:0.97 195:0.94 197:0.89 201:0.55 206:0.81 212:0.68 216:0.83 222:0.35 235:0.68 236:0.94 239:0.91 241:0.10 242:0.23 243:0.09 245:0.73 247:0.93 253:0.52 254:0.84 257:0.93 259:0.21 265:0.43 266:0.84 267:0.97 271:0.43 276:0.67 282:0.75 290:0.67 300:0.94\n2 8:0.72 9:0.73 10:0.92 11:0.84 12:0.20 17:0.55 18:0.63 21:0.40 23:0.98 27:0.72 29:0.77 30:0.21 31:0.91 34:0.47 36:0.67 39:0.38 43:0.58 45:0.66 62:0.97 66:0.80 69:0.19 70:0.50 71:0.97 74:0.38 79:0.90 81:0.32 83:0.56 86:0.72 91:0.79 96:0.75 98:0.93 101:0.47 102:0.95 108:0.15 122:0.77 123:0.15 126:0.24 127:0.58 128:0.97 129:0.05 135:0.21 137:0.91 139:0.67 140:0.80 144:0.85 145:0.45 146:0.76 147:0.80 149:0.30 150:0.36 151:0.71 153:0.72 154:0.55 155:0.64 159:0.32 162:0.53 163:0.81 168:0.97 170:0.96 172:0.45 173:0.37 174:0.86 177:0.88 178:0.42 179:0.87 190:0.77 192:0.57 193:0.97 195:0.58 196:0.89 197:0.89 202:0.71 205:0.98 208:0.61 212:0.55 216:0.08 220:0.74 222:0.35 235:0.42 236:0.92 239:0.92 241:0.86 242:0.16 243:0.82 244:0.61 247:0.60 248:0.67 251:1.00 253:0.57 254:0.97 255:0.73 256:0.64 259:0.21 265:0.93 266:0.27 267:0.19 268:0.66 271:0.43 276:0.36 284:0.91 285:0.60 300:0.33\n1 10:0.88 11:0.84 12:0.20 17:0.22 18:0.69 21:0.64 27:0.08 29:0.77 30:0.08 34:0.75 36:0.83 37:0.87 39:0.38 43:0.25 45:0.77 55:0.52 66:0.68 69:0.92 70:0.98 71:0.97 74:0.42 81:0.27 86:0.72 91:0.03 96:0.68 98:0.57 101:0.47 104:0.96 106:0.81 108:0.84 114:0.63 123:0.83 124:0.66 126:0.24 127:0.61 129:0.05 133:0.85 135:0.32 139:0.69 140:0.45 144:0.85 145:0.92 146:0.82 147:0.05 149:0.28 150:0.30 151:0.46 153:0.48 154:0.35 159:0.74 162:0.86 170:0.96 172:0.77 173:0.90 174:0.88 176:0.59 177:0.05 179:0.45 187:0.99 190:0.95 193:0.97 197:0.86 202:0.36 206:0.81 212:0.73 216:0.83 220:1.00 222:0.35 232:0.99 235:0.74 239:0.89 241:0.10 242:0.15 243:0.08 245:0.64 247:0.93 248:0.46 253:0.49 254:0.84 256:0.45 257:0.93 259:0.21 265:0.58 266:0.84 267:0.96 268:0.46 271:0.43 276:0.70 285:0.46 290:0.63 300:0.84\n2 1:0.60 8:0.88 10:0.88 11:0.84 12:0.20 17:0.07 18:0.75 21:0.30 27:0.43 29:0.77 30:0.21 34:0.75 36:0.82 37:0.87 39:0.38 43:0.58 45:0.73 64:0.77 66:0.80 69:0.66 70:0.50 71:0.97 74:0.41 75:0.96 81:0.49 83:0.56 86:0.75 91:0.25 98:0.74 99:0.83 101:0.47 108:0.50 114:0.82 122:0.91 123:0.48 126:0.32 127:0.24 129:0.05 135:0.39 139:0.71 144:0.85 146:0.66 147:0.71 149:0.31 150:0.44 154:0.49 155:0.47 159:0.25 165:0.65 170:0.96 172:0.45 173:0.77 174:0.83 176:0.63 177:0.88 178:0.55 179:0.71 187:0.21 192:0.45 197:0.86 201:0.57 208:0.50 212:0.55 216:0.28 222:0.35 226:0.96 232:0.74 235:0.42 239:0.89 241:0.47 242:0.40 243:0.82 244:0.61 247:0.55 253:0.58 254:0.94 259:0.21 265:0.75 266:0.38 267:0.28 271:0.43 276:0.35 290:0.82 300:0.33\n2 10:0.95 11:0.87 12:0.20 17:0.85 18:0.77 21:0.40 27:0.66 29:0.77 30:0.30 34:0.53 36:0.95 37:0.78 39:0.38 43:0.61 45:0.85 55:0.59 66:0.23 69:0.12 70:0.89 71:0.97 74:0.55 81:0.31 86:0.82 91:0.18 98:0.57 101:0.65 108:0.77 114:0.69 122:0.83 123:0.10 124:0.72 126:0.24 127:0.75 129:0.59 133:0.67 135:0.74 139:0.77 144:0.85 146:0.61 147:0.66 149:0.59 150:0.34 154:0.32 158:0.72 159:0.50 170:0.96 172:0.63 173:0.21 174:0.92 176:0.59 177:0.88 178:0.55 179:0.45 187:0.99 197:0.93 212:0.78 216:0.20 222:0.35 235:0.42 239:0.93 241:0.18 242:0.13 243:0.43 245:0.85 247:0.96 253:0.54 254:0.99 259:0.21 265:0.48 266:0.63 267:0.52 271:0.43 276:0.72 290:0.69 300:0.84\n0 10:1.00 11:0.87 12:0.20 17:0.62 18:0.74 21:0.47 23:0.95 27:0.53 29:0.77 30:0.60 33:0.97 34:0.70 36:0.55 37:0.38 39:0.38 43:0.39 45:0.81 55:0.52 62:0.97 66:0.90 69:0.96 70:0.62 71:0.97 74:0.34 75:0.97 81:0.38 86:0.69 91:0.07 98:0.85 101:0.87 102:0.95 104:1.00 106:0.81 108:0.92 120:0.56 122:0.94 123:0.92 124:0.39 126:0.32 127:0.71 128:0.95 129:0.05 133:0.85 135:0.72 139:0.66 140:0.45 144:0.85 145:0.47 146:1.00 147:0.18 149:0.74 150:0.39 151:0.52 153:0.48 154:0.18 159:0.93 162:0.86 164:0.56 168:0.95 170:0.96 172:1.00 173:0.83 174:1.00 177:0.38 179:0.09 187:0.68 190:0.89 192:0.45 193:0.96 195:0.99 197:1.00 201:0.55 202:0.36 205:0.95 206:0.81 212:0.93 215:0.63 216:0.80 220:0.93 222:0.35 226:0.96 235:0.60 236:0.94 239:1.00 241:0.07 242:0.24 243:0.05 245:0.97 247:0.98 248:0.51 253:0.30 254:0.74 255:0.69 256:0.45 257:0.84 259:0.21 260:0.56 265:0.85 266:0.84 267:0.96 268:0.46 271:0.43 276:0.99 283:0.67 285:0.50 291:0.97 297:0.36 300:0.94\n0 8:0.69 10:0.86 11:0.84 12:0.20 17:0.36 18:0.74 21:0.22 23:0.95 27:0.16 29:0.77 30:0.38 33:0.97 34:0.42 36:0.54 37:0.87 39:0.38 43:0.57 45:0.77 62:0.95 66:0.83 69:0.53 70:0.33 71:0.97 74:0.44 75:0.96 81:0.35 86:0.75 91:0.33 98:0.84 101:0.47 108:0.41 122:0.86 123:0.39 126:0.24 127:0.34 128:0.95 129:0.05 135:0.32 139:0.72 140:0.80 144:0.85 146:0.66 147:0.71 149:0.52 150:0.39 151:0.50 153:0.48 154:0.46 159:0.25 162:0.62 168:0.95 170:0.96 172:0.51 173:0.70 174:0.83 177:0.88 178:0.42 179:0.74 187:0.68 190:0.95 191:0.70 197:0.87 202:0.50 205:0.95 212:0.42 216:0.50 220:0.91 222:0.35 226:0.98 232:0.72 235:0.22 236:0.92 239:0.88 241:0.50 242:0.29 243:0.84 244:0.83 247:0.60 248:0.50 253:0.37 256:0.45 259:0.21 265:0.84 266:0.47 267:0.52 268:0.46 271:0.43 276:0.42 285:0.46 291:0.97 300:0.25\n2 1:0.62 9:0.70 10:0.89 11:0.84 12:0.20 17:0.34 18:0.63 21:0.47 23:0.96 27:0.08 29:0.77 30:0.21 31:0.86 33:0.97 34:0.61 36:0.87 37:0.87 39:0.38 43:0.56 45:0.73 55:0.59 62:0.96 64:0.77 66:0.63 69:0.90 70:0.96 71:0.97 74:0.50 75:0.98 79:0.86 81:0.57 83:0.56 86:0.69 91:0.06 96:0.68 97:0.89 98:0.38 99:0.83 101:0.47 104:0.99 106:0.81 108:0.89 114:0.78 122:0.83 123:0.88 124:0.67 126:0.51 127:0.32 128:0.95 129:0.59 133:0.80 135:0.65 137:0.86 139:0.75 140:0.45 144:0.85 145:0.94 146:0.29 147:0.05 149:0.38 150:0.50 151:0.49 153:0.69 154:0.17 155:0.50 158:0.81 159:0.75 162:0.86 165:0.65 168:0.95 170:0.96 172:0.73 173:0.80 174:0.89 176:0.70 177:0.05 179:0.37 187:1.00 190:0.77 192:0.48 193:0.97 196:0.88 197:0.88 201:0.60 202:0.46 205:0.95 206:0.81 208:0.61 212:0.73 216:0.83 219:0.94 220:0.97 222:0.35 226:0.96 235:0.68 236:0.95 239:0.92 241:0.05 242:0.17 243:0.09 245:0.67 247:0.93 248:0.49 253:0.57 254:0.99 255:0.69 256:0.45 257:0.93 259:0.21 265:0.40 266:0.80 267:0.96 268:0.55 271:0.43 276:0.66 279:0.78 284:0.90 285:0.60 290:0.78 291:0.97 292:0.88 300:0.84\n0 1:0.62 8:0.96 10:0.89 11:0.84 12:0.20 17:0.11 18:0.64 21:0.13 27:0.16 29:0.77 30:0.58 34:0.29 36:0.83 37:0.87 39:0.38 43:0.13 45:0.66 55:0.52 64:0.77 66:0.69 69:0.84 70:0.44 71:0.97 74:0.34 81:0.53 83:0.56 86:0.67 91:0.62 98:0.65 99:0.83 101:0.47 108:0.70 114:0.88 122:0.95 123:0.68 124:0.41 126:0.32 127:0.36 129:0.05 133:0.36 135:0.84 139:0.65 144:0.85 146:0.65 147:0.05 149:0.13 150:0.47 154:0.44 155:0.48 159:0.38 165:0.65 170:0.96 172:0.41 173:0.92 174:0.88 176:0.63 177:0.05 178:0.55 179:0.82 187:0.68 192:0.46 197:0.90 201:0.58 202:0.74 208:0.50 212:0.16 216:0.50 222:0.35 232:0.72 235:0.22 239:0.88 241:0.63 242:0.40 243:0.18 244:0.61 245:0.46 247:0.55 253:0.61 254:0.84 257:0.93 259:0.21 265:0.66 266:0.54 267:0.19 271:0.43 276:0.33 290:0.88 300:0.33\n1 10:0.93 11:0.84 12:0.20 17:0.13 18:0.95 21:0.78 27:0.43 29:0.77 30:0.60 34:0.75 36:0.50 37:0.87 39:0.38 43:0.29 45:0.91 55:0.59 66:0.35 69:0.93 70:0.77 71:0.97 74:0.51 75:0.97 86:0.84 91:0.31 98:0.61 101:0.47 104:0.93 108:0.91 122:0.92 123:0.90 124:0.85 127:0.96 129:0.05 133:0.86 135:0.37 139:0.80 144:0.85 146:0.76 147:0.60 149:0.66 154:0.49 159:0.83 170:0.96 172:0.83 173:0.89 174:0.91 177:0.70 178:0.55 179:0.26 187:0.39 197:0.93 212:0.71 216:0.28 222:0.35 226:0.95 232:0.74 235:0.31 239:0.93 241:0.51 242:0.58 243:0.22 244:0.83 245:0.90 247:0.94 253:0.41 257:0.65 259:0.21 265:0.62 266:0.80 267:0.28 271:0.43 276:0.88 277:0.87 283:0.65 300:0.70\n0 10:0.88 11:0.87 12:0.20 17:0.38 18:0.87 21:0.47 27:0.67 29:0.77 30:0.62 34:0.69 36:0.88 37:0.46 39:0.38 43:0.61 45:0.88 66:0.90 69:0.56 70:0.50 71:0.97 74:0.73 81:0.28 83:0.69 86:0.89 91:0.33 98:0.90 101:0.87 108:0.43 122:0.86 123:0.41 126:0.24 127:0.48 129:0.05 135:0.65 139:0.88 144:0.85 145:0.83 146:0.79 147:0.83 149:0.67 150:0.31 154:0.60 155:0.54 159:0.35 170:0.96 172:0.71 173:0.66 174:0.79 177:0.88 178:0.55 179:0.57 187:0.68 192:0.50 193:0.99 197:0.84 202:0.36 204:0.83 208:0.61 212:0.35 215:0.63 216:0.39 222:0.35 232:0.72 235:0.52 239:0.91 241:0.44 242:0.44 243:0.90 244:0.61 247:0.76 253:0.52 259:0.21 265:0.90 266:0.54 267:0.36 271:0.43 276:0.59 281:0.91 297:0.36 300:0.43\n0 1:0.59 8:0.88 10:0.84 11:0.84 12:0.20 17:0.51 18:0.92 21:0.40 22:0.93 27:0.42 29:0.77 30:0.45 34:0.37 36:0.50 37:0.49 39:0.38 43:0.27 44:0.88 45:0.89 47:0.93 55:0.42 64:0.77 66:0.88 69:0.90 70:0.62 71:0.97 74:0.63 77:0.70 81:0.48 83:0.56 86:0.85 91:0.07 97:0.89 98:0.72 99:0.83 101:0.47 104:0.94 106:0.81 108:0.80 114:0.78 117:0.86 122:0.92 123:0.79 124:0.37 126:0.32 127:0.38 129:0.05 133:0.59 135:0.71 139:0.87 144:0.85 145:0.76 146:0.95 147:0.05 149:0.38 150:0.42 154:0.31 155:0.51 158:0.77 159:0.77 165:0.65 170:0.96 172:0.91 173:0.81 174:0.79 175:0.75 176:0.63 177:0.05 178:0.55 179:0.23 187:0.95 192:0.48 195:0.93 197:0.83 201:0.56 202:0.36 204:0.80 206:0.81 208:0.50 212:0.54 216:0.37 219:0.91 222:0.35 232:0.97 235:0.52 239:0.83 241:0.05 242:0.39 243:0.06 244:0.61 245:0.70 247:0.88 253:0.60 254:0.86 257:0.93 259:0.21 262:0.93 265:0.73 266:0.75 267:0.96 271:0.43 276:0.83 277:0.69 279:0.76 281:0.91 282:0.75 290:0.78 292:0.95 300:0.84\n1 10:0.94 11:0.87 12:0.20 17:0.83 18:0.84 21:0.13 27:0.62 29:0.77 30:0.32 34:0.36 36:0.95 37:0.81 39:0.38 43:0.55 45:0.88 66:0.26 69:0.29 70:0.92 71:0.97 74:0.58 81:0.36 86:0.86 91:0.15 98:0.57 101:0.65 102:0.95 108:0.22 122:0.86 123:0.79 124:0.73 126:0.24 127:0.72 129:0.59 133:0.64 135:0.49 139:0.82 144:0.85 145:0.47 146:0.43 147:0.50 149:0.64 150:0.41 154:0.74 159:0.60 170:0.96 172:0.54 173:0.26 174:0.90 177:0.88 178:0.55 179:0.49 187:0.39 193:0.97 195:0.75 197:0.91 202:0.36 212:0.69 216:0.14 222:0.35 235:0.12 236:0.92 239:0.94 241:0.30 242:0.16 243:0.46 245:0.82 247:0.91 253:0.45 254:0.88 259:0.21 265:0.34 266:0.71 267:0.23 271:0.43 276:0.67 300:0.84\n1 8:0.88 10:0.89 12:0.20 17:0.40 21:0.78 23:0.97 27:0.35 29:0.77 30:0.62 34:0.83 36:0.56 37:0.82 39:0.38 43:0.20 55:0.59 62:0.97 66:0.61 69:0.80 70:0.34 71:0.97 74:0.37 83:0.56 91:0.37 98:0.46 102:0.95 108:0.63 123:0.61 124:0.43 127:0.45 128:0.97 129:0.05 133:0.39 135:0.37 139:0.67 140:0.80 144:0.85 145:0.40 146:0.38 147:0.05 149:0.11 151:0.57 153:0.48 154:0.29 155:0.50 159:0.31 162:0.54 168:0.97 170:0.96 172:0.27 173:0.93 174:0.86 175:0.91 177:0.05 178:0.42 179:0.93 187:0.39 190:0.95 191:0.78 192:0.47 193:0.97 195:0.60 197:0.89 202:0.65 204:0.80 205:0.97 208:0.50 212:0.30 216:0.74 220:0.82 222:0.35 235:0.74 239:0.91 241:0.54 242:0.33 243:0.23 244:0.83 245:0.42 247:0.39 248:0.58 253:0.33 254:0.84 256:0.58 257:0.93 259:0.21 265:0.48 266:0.27 267:0.44 268:0.59 271:0.43 276:0.21 277:0.87 281:0.91 285:0.46 300:0.25\n0 1:0.59 10:0.89 11:0.84 12:0.20 17:0.67 18:0.81 21:0.68 27:0.31 29:0.77 30:0.32 32:0.65 34:0.95 36:0.76 37:0.83 39:0.38 43:0.62 45:0.77 55:0.52 64:0.77 66:0.27 69:0.60 70:0.95 71:0.97 74:0.48 76:0.85 81:0.52 83:0.56 86:0.74 91:0.27 98:0.39 99:0.83 101:0.47 102:0.95 108:0.85 114:0.69 122:0.92 123:0.44 124:0.67 126:0.51 127:0.31 129:0.05 133:0.60 135:0.42 139:0.76 144:0.85 145:0.76 146:0.64 147:0.69 149:0.45 150:0.44 154:0.52 155:0.53 159:0.61 165:0.65 170:0.96 172:0.48 173:0.45 174:0.86 176:0.70 177:0.88 178:0.55 179:0.51 187:0.68 192:0.50 195:0.86 197:0.89 201:0.57 204:0.82 208:0.61 212:0.54 216:0.16 222:0.35 232:0.84 235:0.88 236:0.95 239:0.89 241:0.27 242:0.21 243:0.46 244:0.83 245:0.69 247:0.82 253:0.53 259:0.21 265:0.28 266:0.71 267:0.44 271:0.43 276:0.51 281:0.91 290:0.69 300:0.84\n0 10:0.88 11:0.87 12:0.20 17:0.36 18:0.87 21:0.47 27:0.67 29:0.77 30:0.62 34:0.75 36:0.89 37:0.46 39:0.38 43:0.61 45:0.88 66:0.90 69:0.56 70:0.50 71:0.97 74:0.73 81:0.28 83:0.69 86:0.89 91:0.42 98:0.90 101:0.87 108:0.43 122:0.86 123:0.41 126:0.24 127:0.48 129:0.05 135:0.54 139:0.88 144:0.85 145:0.83 146:0.79 147:0.83 149:0.67 150:0.31 154:0.60 155:0.54 159:0.35 170:0.96 172:0.71 173:0.66 174:0.79 177:0.88 178:0.55 179:0.57 187:0.68 192:0.50 193:0.99 197:0.84 202:0.46 204:0.83 208:0.61 212:0.35 215:0.63 216:0.39 222:0.35 232:0.72 235:0.52 239:0.91 241:0.49 242:0.44 243:0.90 244:0.61 247:0.76 253:0.52 259:0.21 265:0.90 266:0.54 267:0.36 271:0.43 276:0.59 281:0.91 297:0.36 300:0.43\n2 8:0.93 9:0.72 10:0.90 11:0.54 12:0.20 17:0.26 18:0.73 21:0.22 23:0.97 27:0.67 28:0.83 29:0.62 30:0.28 34:0.45 36:0.42 37:0.44 39:0.60 43:0.34 45:0.81 62:0.97 66:0.67 69:0.68 70:0.95 71:0.88 74:0.39 75:0.96 81:0.29 83:0.54 86:0.71 91:0.53 97:0.97 98:0.38 101:0.69 108:0.51 123:0.49 124:0.45 126:0.23 127:0.69 128:0.98 129:0.05 133:0.36 135:0.47 139:0.68 140:0.90 143:0.99 146:0.66 147:0.71 149:0.32 150:0.32 151:0.85 153:0.48 154:0.48 155:0.54 159:0.77 161:0.87 162:0.60 167:0.60 168:0.98 170:0.87 172:0.57 173:0.52 174:0.86 177:0.96 179:0.72 181:0.91 187:0.39 190:0.95 192:0.48 197:0.89 202:0.63 205:0.97 208:0.49 212:0.55 215:0.79 216:0.39 220:0.91 222:0.76 226:0.98 232:0.84 235:0.22 239:0.90 241:0.60 242:0.12 243:0.72 244:0.83 245:0.66 247:0.86 248:0.76 253:0.34 254:0.74 255:0.71 256:0.58 259:0.21 264:0.95 265:0.41 266:0.54 267:0.69 268:0.62 271:0.43 275:0.93 276:0.31 279:0.78 285:0.49 294:0.96 295:0.99 297:0.36 300:0.84\n0 6:0.95 7:0.66 8:0.89 9:0.73 10:0.95 11:0.54 12:0.20 17:0.28 18:0.81 20:0.90 21:0.59 23:0.99 27:0.21 28:0.83 29:0.62 30:0.32 31:0.89 33:0.97 34:0.45 36:0.75 37:0.74 39:0.60 43:0.10 45:0.85 55:0.59 62:0.99 66:0.29 69:0.25 70:0.99 71:0.88 74:0.66 75:0.97 76:0.85 78:0.80 79:0.89 81:0.32 83:0.60 86:0.72 91:0.63 96:0.86 97:0.99 98:0.24 100:0.83 101:0.69 108:0.20 111:0.80 114:0.69 117:0.86 120:0.58 122:0.90 123:0.19 124:0.89 126:0.31 127:0.91 128:0.99 129:0.05 133:0.89 135:0.28 137:0.89 139:0.70 140:0.97 143:1.00 146:0.82 147:0.85 149:0.22 150:0.32 151:0.57 152:0.97 153:0.72 154:0.50 155:0.58 158:0.76 159:0.96 161:0.87 162:0.56 164:0.56 167:0.62 168:0.99 169:0.86 170:0.87 172:0.74 173:0.07 174:0.96 176:0.62 177:0.96 179:0.32 181:0.91 186:0.81 187:0.39 190:0.89 191:0.70 192:0.97 193:0.96 196:0.89 197:0.94 201:0.54 202:0.86 205:0.99 208:0.64 212:0.68 216:0.95 220:0.82 222:0.76 226:0.98 230:0.68 232:0.91 233:0.76 235:0.74 236:0.92 239:0.94 241:0.63 242:0.13 243:0.47 244:0.61 245:0.85 247:0.98 248:0.56 253:0.85 254:0.99 255:0.74 256:0.84 259:0.21 260:0.58 261:0.90 264:0.95 265:0.26 266:0.94 267:0.65 268:0.85 271:0.43 275:0.95 276:0.71 279:0.79 284:0.86 285:0.62 290:0.69 291:0.97 294:0.97 295:0.99 300:0.99\n1 1:0.57 7:0.66 8:0.88 10:0.82 11:0.45 12:0.20 17:0.53 18:0.76 21:0.68 27:0.12 28:0.83 29:0.62 30:0.11 32:0.64 34:0.75 36:0.41 37:0.80 39:0.60 43:0.29 45:0.66 55:0.52 56:0.97 66:0.36 69:0.93 70:0.88 71:0.88 74:0.49 76:0.85 77:0.96 80:0.99 81:0.52 82:0.99 83:0.54 86:0.72 88:0.99 91:0.56 98:0.41 99:0.83 101:0.46 102:0.96 108:0.85 114:0.69 122:0.86 123:0.84 124:0.70 126:0.53 127:0.47 129:0.05 133:0.65 135:0.32 139:0.68 145:0.91 146:0.61 147:0.39 149:0.24 150:0.41 154:0.15 155:0.49 159:0.64 161:0.87 165:0.63 167:0.68 170:0.87 172:0.51 173:0.94 174:0.79 175:0.75 176:0.70 177:0.70 178:0.55 179:0.57 181:0.91 187:0.87 192:0.47 193:0.97 195:0.85 197:0.80 201:0.59 202:0.73 204:0.78 208:0.54 212:0.55 215:0.49 216:0.75 222:0.76 230:0.68 232:0.75 233:0.66 235:0.95 236:0.95 239:0.88 241:0.69 242:0.13 243:0.37 244:0.83 245:0.73 247:0.86 253:0.53 254:0.93 257:0.84 259:0.21 264:0.95 265:0.43 266:0.63 267:0.44 271:0.43 276:0.51 277:0.69 282:0.75 290:0.69 294:0.96 297:0.36 300:0.70\n1 1:0.63 8:0.71 10:0.99 11:0.57 12:0.20 17:0.69 18:0.97 21:0.22 27:0.24 28:0.83 29:0.62 30:0.33 32:0.71 33:0.97 34:0.44 36:0.73 37:0.45 39:0.60 43:0.58 44:0.88 45:0.99 56:0.97 66:0.92 69:0.52 70:0.81 71:0.88 74:0.86 75:0.98 77:0.70 81:0.64 82:0.99 83:0.54 86:0.96 88:0.98 91:0.15 97:0.89 98:0.95 99:0.83 101:0.97 102:0.97 104:0.82 106:0.81 108:0.63 114:0.88 117:0.86 122:0.97 123:0.61 124:0.37 126:0.53 127:0.96 129:0.59 133:0.73 135:0.34 139:0.93 145:0.88 146:0.36 147:0.42 149:0.83 150:0.54 154:0.67 155:0.49 158:0.81 159:0.94 161:0.87 165:0.63 167:0.45 170:0.87 172:0.99 173:0.15 174:0.99 176:0.70 177:0.96 178:0.55 179:0.11 181:0.91 187:0.39 192:0.50 195:0.99 197:0.98 201:0.65 206:0.81 208:0.54 212:0.75 215:0.79 216:0.53 222:0.76 226:0.96 232:0.91 235:0.52 236:0.95 239:0.99 241:0.02 242:0.12 243:0.07 245:0.95 247:1.00 253:0.70 254:0.80 259:0.21 264:0.95 265:0.95 266:0.80 267:0.36 271:0.43 275:0.99 276:0.98 279:0.77 282:0.80 283:0.67 290:0.88 291:0.97 294:1.00 295:0.98 297:0.36 300:0.84\n1 1:0.56 7:0.66 8:0.84 9:0.73 10:0.87 11:0.45 12:0.20 17:0.13 18:0.74 21:0.68 23:0.97 27:0.12 28:0.83 29:0.62 30:0.11 31:0.93 32:0.68 34:0.69 36:0.48 37:0.80 39:0.60 43:0.19 45:0.66 55:0.45 56:0.97 62:0.98 66:0.33 69:0.95 70:0.96 71:0.88 74:0.43 75:0.96 76:0.85 77:0.70 79:0.93 80:0.99 81:0.44 82:0.99 83:0.60 86:0.70 88:0.98 91:0.46 97:0.89 98:0.33 99:0.83 101:0.46 102:0.97 108:0.90 120:0.57 122:0.95 123:0.90 124:0.72 126:0.43 127:0.59 128:0.98 129:0.05 133:0.65 135:0.47 137:0.93 139:0.67 140:0.45 143:0.99 145:0.96 146:0.60 147:0.57 149:0.16 150:0.37 151:0.85 153:0.48 154:0.13 155:0.57 159:0.77 161:0.87 162:0.86 163:0.75 164:0.55 165:0.63 167:0.60 168:0.98 170:0.87 172:0.48 173:0.96 174:0.89 175:0.75 177:0.70 179:0.60 181:0.91 187:0.68 190:0.95 192:0.56 193:0.97 195:0.91 196:0.90 197:0.87 201:0.55 202:0.56 204:0.78 205:0.97 208:0.54 212:0.27 215:0.49 216:0.75 222:0.76 226:0.96 230:0.68 232:0.75 233:0.66 235:0.88 236:0.94 239:0.92 241:0.60 242:0.13 243:0.40 244:0.83 245:0.73 247:0.92 248:0.80 253:0.37 254:0.93 255:0.72 256:0.64 257:0.84 259:0.21 260:0.57 264:0.95 265:0.36 266:0.75 267:0.59 268:0.65 271:0.43 276:0.47 277:0.69 279:0.75 282:0.77 283:0.67 284:0.88 285:0.61 294:0.97 295:0.98 297:0.36 300:0.84\n3 1:0.65 7:0.75 8:0.86 9:0.79 10:1.00 11:0.54 12:0.20 17:0.91 18:0.91 20:0.85 21:0.05 23:0.99 27:0.18 28:0.83 29:0.62 30:0.45 31:0.93 32:0.72 33:0.97 34:0.55 36:0.30 37:0.49 39:0.60 43:0.77 45:0.99 55:0.45 56:0.97 62:1.00 66:0.08 69:0.21 70:0.82 71:0.88 74:0.87 75:0.98 76:1.00 77:0.89 78:0.80 79:0.93 80:1.00 81:0.68 82:0.99 83:0.91 86:0.92 88:0.99 91:0.33 96:0.93 97:0.99 98:0.34 99:0.83 100:0.90 101:0.87 102:0.97 104:0.94 106:0.81 108:0.17 111:0.84 114:0.95 117:0.86 120:0.86 122:0.98 123:0.96 124:0.97 126:0.53 127:0.98 128:0.99 129:0.05 133:0.97 135:0.17 137:0.93 139:0.88 140:0.45 143:1.00 145:0.87 146:0.80 147:0.83 149:0.90 150:0.59 151:0.95 152:0.85 153:0.86 154:0.48 155:0.66 158:0.82 159:0.95 161:0.87 162:0.86 164:0.79 165:0.63 167:0.45 168:0.99 169:0.86 170:0.87 172:0.91 173:0.07 174:1.00 176:0.70 177:0.96 179:0.11 181:0.91 186:0.81 187:0.21 190:0.77 192:1.00 193:0.99 195:0.99 196:0.95 197:0.99 201:0.66 202:0.70 204:0.79 205:0.99 206:0.81 208:0.64 212:0.70 215:0.91 216:0.63 219:0.90 220:0.62 222:0.76 226:0.98 230:0.77 232:0.82 233:0.76 235:0.31 236:0.95 239:1.00 242:0.19 243:0.33 245:0.98 247:1.00 248:0.91 253:0.95 254:1.00 255:0.95 256:0.78 259:0.21 260:0.86 261:0.85 264:0.95 265:0.29 266:0.75 267:0.94 268:0.78 271:0.43 275:0.97 276:0.98 277:0.87 279:0.81 282:0.80 283:0.82 284:0.92 285:0.62 290:0.95 291:0.97 292:0.95 294:1.00 295:0.99 297:0.36 300:0.94\n1 1:0.63 8:0.63 10:0.94 11:0.49 12:0.20 17:0.64 18:0.70 20:0.90 21:0.22 27:0.24 28:0.83 29:0.62 30:0.21 32:0.72 33:0.97 34:0.63 36:0.62 37:0.45 39:0.60 43:0.75 45:0.85 56:0.97 66:0.23 69:0.52 70:0.80 71:0.88 74:0.68 75:0.98 77:0.89 78:0.83 81:0.68 82:0.99 83:0.60 86:0.66 88:0.99 91:0.17 97:0.94 98:0.46 99:0.95 100:0.73 101:0.52 102:0.97 104:0.82 106:0.81 108:0.40 111:0.81 114:0.88 117:0.86 122:0.41 123:0.71 124:0.89 126:0.53 127:0.87 129:0.59 133:0.88 135:0.42 139:0.64 145:0.86 146:0.71 147:0.75 149:0.77 150:0.55 152:0.85 154:0.66 155:0.49 158:0.82 159:0.83 161:0.87 165:0.70 167:0.50 169:0.72 170:0.87 172:0.57 173:0.31 174:0.89 176:0.70 177:0.96 178:0.55 179:0.44 181:0.91 186:0.83 187:0.39 192:0.50 195:0.92 197:0.91 201:0.65 206:0.81 208:0.54 212:0.29 215:0.79 216:0.53 222:0.76 226:0.98 232:0.87 235:0.52 236:0.95 239:0.96 241:0.27 242:0.12 243:0.43 244:0.61 245:0.76 247:0.97 253:0.65 259:0.21 261:0.84 264:0.95 265:0.40 266:0.87 267:0.36 271:0.43 275:0.95 276:0.75 279:0.77 282:0.80 283:0.82 290:0.88 291:0.97 294:0.99 295:0.99 297:0.36 300:0.70\n1 1:0.62 10:0.95 11:0.57 12:0.20 17:0.30 18:0.87 21:0.30 27:0.45 28:0.83 29:0.62 30:0.28 32:0.65 34:0.87 36:0.22 37:0.50 39:0.60 43:0.23 45:0.89 56:0.97 64:0.77 66:0.35 69:0.64 70:0.89 71:0.88 74:0.50 75:0.97 77:0.70 81:0.53 83:0.54 86:0.89 91:0.17 97:0.89 98:0.45 99:0.83 101:0.96 104:0.95 108:0.49 122:0.90 123:0.47 124:0.79 126:0.43 127:0.57 129:0.59 133:0.74 135:0.88 139:0.86 145:0.50 146:0.69 147:0.73 149:0.39 150:0.47 154:0.67 155:0.48 159:0.70 161:0.87 165:0.63 167:0.54 170:0.87 172:0.68 173:0.51 174:0.93 177:0.96 178:0.55 179:0.37 181:0.91 187:0.68 192:0.46 195:0.86 197:0.94 201:0.61 208:0.54 212:0.56 216:0.77 219:0.91 222:0.76 226:0.95 235:0.52 236:0.94 239:0.94 241:0.46 242:0.12 243:0.51 245:0.84 247:0.98 253:0.41 254:0.92 259:0.21 264:0.95 265:0.47 266:0.84 267:0.44 271:0.43 275:0.97 276:0.76 279:0.77 282:0.74 292:0.87 294:0.99 295:0.98 300:0.84\n0 8:0.65 9:0.72 10:0.98 11:0.54 12:0.20 17:0.24 18:0.86 21:0.59 23:0.98 27:0.21 28:0.83 29:0.62 30:0.33 33:0.97 34:0.69 36:0.66 37:0.74 39:0.60 43:0.26 45:0.89 55:0.59 62:0.98 66:0.51 69:0.25 70:0.78 71:0.88 74:0.57 75:0.96 81:0.27 83:0.54 86:0.86 91:0.12 96:0.77 97:0.89 98:0.54 101:0.87 108:0.20 122:0.57 123:0.19 124:0.64 126:0.23 127:0.88 128:0.97 129:0.59 133:0.60 135:0.30 139:0.80 140:0.45 143:0.99 146:0.87 147:0.90 149:0.41 150:0.29 151:0.76 153:0.48 154:0.46 155:0.54 159:0.84 161:0.87 162:0.53 167:0.56 168:0.97 170:0.87 172:0.85 173:0.12 174:0.97 177:0.96 179:0.29 181:0.91 187:0.39 190:0.89 192:0.56 193:0.95 197:0.98 202:0.69 205:0.98 208:0.49 212:0.83 216:0.95 220:0.62 222:0.76 226:0.96 232:0.93 235:0.68 236:0.92 239:0.97 241:0.51 242:0.12 243:0.61 244:0.61 245:0.92 247:1.00 248:0.70 253:0.68 254:0.80 255:0.73 256:0.64 259:0.21 264:0.95 265:0.56 266:0.75 267:0.28 268:0.64 271:0.43 275:0.94 276:0.78 279:0.75 285:0.55 291:0.97 294:0.96 295:0.98 300:0.70\n2 7:0.69 8:0.94 9:0.71 10:0.98 11:0.49 12:0.20 17:0.47 18:0.90 21:0.54 23:0.98 27:0.21 28:0.83 29:0.62 30:0.43 31:0.89 33:0.97 34:0.67 36:0.64 37:0.74 39:0.60 43:0.34 45:0.85 55:0.52 62:0.99 66:0.59 69:0.19 70:0.75 71:0.88 74:0.57 75:0.96 76:0.85 79:0.89 81:0.33 83:0.54 86:0.90 91:0.53 98:0.63 101:0.69 104:0.84 106:0.81 108:0.94 120:0.67 123:0.93 124:0.63 126:0.31 127:0.79 128:0.97 129:0.05 133:0.66 135:0.20 137:0.89 139:0.83 140:0.97 143:0.99 146:0.92 147:0.94 149:0.42 150:0.34 151:0.59 153:0.46 154:0.53 155:0.53 159:0.91 161:0.87 162:0.53 164:0.75 167:0.55 168:0.97 170:0.87 172:0.96 173:0.08 174:0.99 177:0.96 178:0.42 179:0.14 181:0.91 187:0.39 190:0.98 192:0.55 193:0.96 196:0.91 197:0.99 201:0.54 202:0.79 205:0.99 206:0.81 208:0.49 212:0.85 215:0.58 216:0.95 220:0.82 222:0.76 226:0.96 230:0.68 232:0.93 233:0.65 235:0.68 236:0.92 239:0.98 241:0.50 242:0.13 243:0.39 244:0.61 245:0.98 247:1.00 248:0.57 253:0.44 254:0.90 255:0.70 256:0.81 259:0.21 260:0.67 264:0.95 265:0.64 266:0.87 267:0.65 268:0.76 271:0.43 275:0.94 276:0.95 277:0.69 283:0.82 284:0.86 285:0.61 291:0.97 294:0.96 297:0.36 300:0.94\n2 1:0.58 7:0.66 8:0.98 9:0.73 10:0.85 12:0.20 17:0.45 18:0.63 21:0.64 23:1.00 27:0.12 28:0.83 29:0.62 30:0.60 31:0.89 32:0.64 34:0.34 36:0.62 37:0.80 39:0.60 43:0.08 55:0.45 62:0.98 66:0.34 69:0.79 70:0.46 71:0.88 74:0.39 75:0.96 76:0.85 77:0.70 79:0.89 81:0.39 83:0.60 86:0.62 91:0.80 96:0.86 98:0.21 104:0.89 108:0.95 114:0.69 120:0.77 123:0.94 124:0.72 126:0.43 127:0.69 128:0.99 129:0.59 133:0.66 135:0.61 137:0.89 139:0.61 140:0.87 143:1.00 145:0.76 146:0.28 147:0.34 149:0.08 150:0.39 151:0.64 153:0.83 154:0.20 155:0.57 159:0.87 161:0.87 162:0.63 164:0.85 167:0.66 168:0.99 170:0.87 172:0.37 173:0.55 174:0.86 175:0.91 176:0.63 177:0.70 179:0.76 181:0.91 187:0.68 190:0.95 191:0.70 192:0.87 193:0.95 195:0.96 196:0.87 197:0.85 201:0.59 202:0.88 205:1.00 208:0.54 212:0.19 215:0.53 216:0.75 220:0.91 222:0.76 226:0.96 230:0.68 232:0.75 233:0.66 235:0.88 236:0.94 239:0.88 241:0.67 242:0.12 243:0.36 244:0.93 245:0.62 247:0.82 248:0.68 253:0.81 254:0.80 255:0.73 256:0.89 257:0.84 259:0.21 260:0.77 264:0.95 265:0.23 266:0.63 267:0.23 268:0.89 271:0.43 276:0.23 277:0.87 282:0.73 283:0.67 284:0.88 285:0.62 290:0.69 297:0.36 300:0.43\n3 1:0.56 7:0.69 8:0.96 9:0.74 10:0.84 11:0.45 12:0.20 17:0.13 18:0.58 21:0.64 23:1.00 27:0.56 28:0.83 29:0.62 30:0.45 31:0.98 32:0.65 34:0.71 36:0.44 39:0.60 43:0.57 45:0.73 55:0.52 62:0.99 66:0.36 69:0.98 70:0.74 71:0.88 74:0.44 75:0.97 77:0.70 79:0.98 81:0.45 83:0.91 86:0.60 91:0.94 96:0.98 97:0.97 98:0.20 99:0.83 101:0.46 104:0.79 108:0.96 114:0.69 120:0.93 123:0.96 124:0.70 126:0.43 127:0.97 128:1.00 129:0.05 133:0.60 135:0.39 137:0.98 138:0.99 139:0.68 140:1.00 143:1.00 145:0.47 146:0.48 147:0.25 149:0.28 150:0.38 151:0.76 153:0.91 154:0.45 155:0.65 159:0.90 161:0.87 162:0.54 164:0.95 165:0.63 167:0.74 168:1.00 170:0.87 172:0.37 173:0.99 174:0.86 175:0.91 176:0.63 177:0.38 179:0.82 181:0.91 187:0.98 190:0.89 192:0.99 195:0.97 196:0.92 197:0.86 201:0.54 202:0.98 204:0.79 205:1.00 208:0.64 212:0.22 215:0.53 216:0.72 219:0.91 220:0.74 222:0.76 226:0.98 230:0.71 233:0.66 235:0.84 236:0.94 239:0.88 241:0.74 242:0.22 243:0.31 244:0.93 245:0.60 247:0.76 248:0.77 253:0.96 255:0.78 256:0.98 257:0.93 259:0.21 260:0.93 264:0.95 265:0.21 266:0.75 267:0.99 268:0.98 271:0.43 276:0.29 277:0.87 279:0.79 282:0.74 284:0.99 285:0.62 290:0.69 292:0.95 294:0.95 295:0.99 297:0.36 300:0.55\n2 1:0.65 6:0.96 7:0.75 8:0.84 9:0.75 10:0.97 11:0.49 12:0.20 17:0.57 18:0.74 20:0.94 21:0.05 23:0.99 27:0.37 28:0.83 29:0.62 30:0.45 32:0.67 33:0.97 34:0.81 36:0.43 37:0.94 39:0.60 43:0.65 45:0.85 56:0.97 62:1.00 66:0.86 69:0.45 70:0.66 71:0.88 74:0.77 75:0.98 76:0.94 78:0.89 80:1.00 81:0.72 82:0.99 83:0.72 86:0.73 88:0.99 91:0.67 96:0.91 97:1.00 98:0.50 99:0.95 100:0.94 101:0.52 102:0.96 104:0.95 106:0.81 108:0.35 111:0.90 114:0.95 117:0.86 120:0.84 122:0.90 123:0.33 124:0.37 126:0.53 127:0.82 128:0.99 129:0.05 133:0.36 135:0.72 139:0.73 140:0.45 143:1.00 145:0.59 146:0.70 147:0.74 149:0.64 150:0.59 151:0.84 152:0.88 153:0.72 154:0.59 155:0.58 158:0.81 159:0.70 161:0.87 162:0.72 164:0.79 165:0.70 167:0.54 168:0.99 169:0.92 170:0.87 172:0.78 173:0.34 174:0.90 176:0.70 177:0.96 179:0.53 181:0.91 186:0.89 187:0.68 189:0.97 190:0.77 192:0.98 193:0.99 195:0.83 197:0.93 201:0.66 202:0.79 204:0.85 205:0.99 206:0.81 208:0.64 212:0.83 215:0.91 216:0.25 219:0.91 220:0.62 222:0.76 226:0.96 230:0.77 232:0.96 233:0.76 235:0.31 236:0.95 238:0.93 239:0.97 241:0.46 242:0.18 243:0.86 245:0.60 247:0.92 248:0.87 253:0.92 254:1.00 255:0.94 256:0.82 259:0.21 260:0.84 261:0.92 264:0.95 265:0.52 266:0.47 267:0.79 268:0.82 271:0.43 275:0.95 276:0.45 279:0.82 283:0.67 285:0.61 290:0.95 291:0.97 292:0.88 294:0.99 295:0.98 297:0.36 300:0.70\n3 1:0.58 7:0.66 8:0.98 9:0.73 10:0.85 12:0.20 17:0.45 18:0.64 21:0.64 23:1.00 27:0.12 28:0.83 29:0.62 30:0.45 31:0.89 32:0.64 34:0.31 36:0.62 37:0.80 39:0.60 43:0.08 55:0.45 62:0.98 66:0.34 69:0.97 70:0.65 71:0.88 74:0.39 75:0.96 76:0.85 77:0.70 79:0.89 81:0.39 83:0.60 86:0.63 91:0.78 96:0.86 98:0.23 104:0.89 108:0.95 114:0.69 120:0.77 123:0.94 124:0.72 126:0.43 127:0.74 128:0.99 129:0.05 133:0.65 135:0.54 137:0.89 139:0.61 140:0.87 143:1.00 145:0.76 146:0.53 147:0.34 149:0.08 150:0.39 151:0.64 153:0.83 154:0.19 155:0.57 159:0.87 161:0.87 162:0.64 164:0.85 167:0.66 168:0.99 170:0.87 172:0.41 173:0.98 174:0.86 175:0.75 176:0.63 177:0.70 179:0.73 181:0.91 187:0.68 190:0.95 191:0.70 192:0.87 193:0.95 195:0.96 196:0.87 197:0.85 201:0.59 202:0.88 205:1.00 208:0.54 212:0.27 215:0.53 216:0.75 220:0.91 222:0.76 226:0.96 230:0.68 232:0.75 233:0.66 235:0.88 236:0.94 239:0.88 241:0.67 242:0.12 243:0.33 244:0.93 245:0.66 247:0.86 248:0.68 253:0.81 254:0.80 255:0.73 256:0.89 257:0.84 259:0.21 260:0.77 264:0.95 265:0.25 266:0.63 267:0.23 268:0.89 271:0.43 276:0.27 277:0.69 282:0.73 283:0.67 284:0.88 285:0.62 290:0.69 297:0.36 300:0.55\n3 1:0.56 6:0.99 7:0.66 8:0.97 9:0.73 10:0.87 12:0.20 17:0.43 18:0.71 20:0.98 21:0.68 23:1.00 27:0.12 28:0.83 29:0.62 30:0.45 31:0.90 32:0.66 34:0.34 36:0.65 37:0.80 39:0.60 43:0.08 55:0.71 62:0.99 66:0.18 69:0.80 70:0.54 71:0.88 74:0.49 75:0.97 76:0.85 77:0.70 78:0.94 79:0.90 81:0.36 83:0.54 86:0.66 91:0.91 96:0.97 97:0.97 98:0.26 100:0.99 102:0.96 108:0.92 111:0.98 114:0.67 120:0.68 122:0.98 123:0.91 124:0.86 126:0.43 127:0.60 128:1.00 129:0.05 133:0.84 135:0.58 137:0.90 139:0.64 140:0.92 143:1.00 145:0.92 146:0.26 147:0.32 149:0.15 150:0.36 151:0.94 152:0.94 153:0.97 154:0.19 155:0.55 158:0.77 159:0.79 161:0.87 162:0.61 163:0.75 164:0.80 167:0.74 168:1.00 169:0.97 170:0.87 172:0.32 173:0.65 174:0.89 175:0.91 176:0.63 177:0.70 179:0.64 181:0.91 186:0.94 187:0.39 189:0.99 190:0.89 192:0.86 193:0.95 195:0.92 196:0.88 197:0.90 201:0.56 202:0.92 205:1.00 208:0.54 212:0.21 215:0.49 216:0.75 222:0.76 226:0.98 230:0.68 232:0.75 233:0.66 235:0.88 236:0.94 238:0.97 239:0.92 241:0.75 242:0.21 243:0.24 244:0.93 245:0.64 247:0.84 248:0.84 253:0.95 254:0.80 255:0.77 256:0.92 257:0.84 259:0.21 260:0.68 261:0.97 264:0.95 265:0.28 266:0.80 267:0.69 268:0.93 271:0.43 276:0.50 277:0.95 279:0.78 282:0.75 284:0.94 285:0.62 290:0.67 294:0.95 295:0.99 297:0.36 300:0.43\n2 6:0.95 7:0.69 8:0.89 9:0.74 10:0.98 11:0.54 12:0.20 17:0.47 18:0.87 20:0.91 21:0.54 23:0.99 27:0.21 28:0.83 29:0.62 30:0.44 33:0.97 34:0.68 36:0.77 37:0.74 39:0.60 43:0.33 45:0.88 55:0.52 62:0.99 66:0.51 69:0.19 70:0.76 71:0.88 74:0.58 75:0.97 76:0.85 78:0.82 81:0.33 83:0.60 86:0.85 91:0.49 96:0.85 97:0.94 98:0.52 100:0.93 101:0.87 104:0.84 106:0.81 108:0.93 111:0.87 120:0.74 122:0.98 123:0.93 124:0.69 126:0.31 127:0.90 128:0.99 129:0.05 133:0.74 135:0.18 139:0.79 140:0.97 143:1.00 146:0.90 147:0.92 149:0.41 150:0.34 151:0.80 152:0.97 153:0.46 154:0.52 155:0.58 159:0.90 161:0.87 162:0.56 164:0.75 167:0.51 168:0.99 169:0.86 170:0.87 172:0.94 173:0.09 174:0.99 177:0.96 179:0.16 181:0.91 186:0.83 187:0.39 190:0.77 192:0.98 193:0.96 197:0.98 201:0.54 202:0.76 205:0.99 206:0.81 208:0.54 212:0.87 215:0.58 216:0.95 220:0.74 222:0.76 226:0.98 230:0.68 232:0.93 233:0.65 235:0.68 236:0.92 239:0.98 241:0.37 242:0.12 243:0.43 244:0.61 245:0.97 247:1.00 248:0.75 253:0.82 254:0.90 255:0.78 256:0.79 259:0.21 260:0.74 261:0.90 264:0.95 265:0.53 266:0.87 267:0.73 268:0.75 271:0.43 275:0.95 276:0.92 277:0.69 279:0.77 283:0.66 285:0.61 291:0.97 294:0.97 295:0.99 297:0.36 300:0.98\n3 1:0.56 8:0.89 9:0.73 10:0.87 11:0.45 12:0.20 17:0.13 18:0.61 20:0.81 21:0.64 23:1.00 27:0.12 28:0.83 29:0.62 30:0.30 31:0.95 34:0.80 36:0.42 37:0.78 39:0.60 43:0.27 45:0.77 56:0.97 62:0.99 66:0.26 69:0.83 70:0.75 71:0.88 74:0.30 75:0.97 78:0.72 79:0.94 81:0.38 83:0.60 86:0.66 91:0.85 96:0.93 97:0.97 98:0.19 99:0.83 100:0.73 101:0.46 108:0.67 111:0.72 120:0.75 122:0.57 123:0.93 124:0.72 126:0.31 127:0.60 128:1.00 129:0.05 133:0.66 135:0.24 137:0.95 139:0.70 140:0.94 143:1.00 145:0.49 146:0.24 147:0.30 149:0.17 150:0.36 151:0.91 152:0.78 153:0.86 154:0.27 155:0.54 159:0.80 161:0.87 162:0.57 164:0.73 165:0.63 167:0.63 168:1.00 169:0.72 170:0.87 172:0.27 173:0.68 174:0.86 175:0.91 177:0.70 178:0.42 179:0.80 181:0.91 186:0.73 187:0.68 190:0.89 192:0.85 196:0.91 197:0.87 201:0.54 202:0.93 205:1.00 208:0.54 212:0.39 216:0.81 219:0.91 220:0.99 222:0.76 226:0.98 232:0.83 235:0.80 236:0.92 239:0.89 241:0.64 242:0.13 243:0.45 244:0.83 245:0.58 247:0.76 248:0.91 253:0.90 254:0.86 255:0.77 256:0.94 257:0.84 259:0.21 260:0.76 261:0.80 264:0.95 265:0.14 266:0.54 267:0.76 268:0.93 271:0.43 275:0.94 276:0.30 277:0.95 279:0.79 284:0.95 285:0.62 292:0.95 294:0.97 295:0.99 300:0.55\n2 8:0.92 9:0.74 10:0.86 11:0.45 12:0.20 17:0.12 18:0.63 21:0.68 23:0.99 27:0.05 28:0.83 29:0.62 30:0.15 31:0.87 34:0.24 36:0.43 37:0.78 39:0.60 43:0.14 45:0.66 55:0.45 62:0.98 66:0.33 69:0.96 70:0.84 71:0.88 74:0.37 75:0.97 79:0.87 81:0.25 83:0.60 86:0.62 91:0.86 96:0.92 97:0.94 98:0.33 101:0.46 104:0.94 106:0.81 108:0.92 120:0.73 122:0.75 123:0.92 124:0.71 126:0.23 127:0.45 128:1.00 129:0.05 133:0.65 135:0.23 137:0.87 139:0.61 140:0.98 143:1.00 146:0.63 147:0.24 149:0.11 150:0.27 151:0.76 153:0.72 154:0.16 155:0.58 158:0.77 159:0.76 161:0.87 162:0.57 163:0.80 164:0.83 167:0.56 168:1.00 170:0.87 172:0.27 173:0.98 174:0.86 175:0.75 177:0.38 179:0.82 181:0.91 187:0.87 190:0.89 192:0.98 196:0.87 197:0.86 202:0.88 205:0.99 206:0.81 208:0.54 212:0.15 215:0.49 216:0.83 220:0.62 222:0.76 226:0.98 232:0.88 235:0.80 239:0.88 241:0.53 242:0.14 243:0.28 244:0.93 245:0.53 247:0.67 248:0.70 253:0.87 255:0.78 256:0.88 257:0.93 259:0.21 260:0.74 264:0.95 265:0.35 266:0.63 267:0.36 268:0.88 271:0.43 275:0.91 276:0.29 277:0.69 279:0.77 283:0.66 284:0.86 285:0.62 294:0.95 295:0.99 297:0.36 300:0.55\n1 1:0.66 7:0.75 10:0.93 11:0.82 17:0.89 18:0.86 21:0.13 22:0.93 27:0.69 29:0.71 30:0.68 32:0.72 34:1.00 36:0.46 37:0.43 39:0.40 43:0.65 44:0.92 45:0.85 47:0.93 64:0.77 66:0.63 69:0.81 70:0.79 71:0.67 74:0.68 77:0.70 81:0.68 83:0.69 85:0.72 86:0.90 91:0.38 97:0.94 98:0.61 99:0.95 101:0.96 106:0.81 108:0.65 114:0.92 117:0.86 122:0.93 123:0.63 124:0.47 126:0.51 127:0.26 129:0.59 133:0.47 135:0.97 139:0.93 145:0.41 146:0.71 147:0.76 149:0.76 150:0.56 154:0.52 155:0.55 158:0.81 159:0.40 165:0.81 170:0.90 172:0.65 173:0.81 174:0.90 176:0.70 177:0.88 178:0.55 179:0.41 187:0.21 192:0.57 195:0.74 197:0.91 201:0.63 204:0.83 206:0.81 208:0.61 212:0.58 215:0.84 216:0.13 219:0.94 222:0.35 230:0.77 232:0.99 233:0.76 235:0.31 239:0.92 241:0.15 242:0.24 243:0.69 245:0.76 247:0.79 253:0.67 259:0.21 262:0.93 265:0.62 266:0.54 267:0.73 271:0.89 276:0.58 279:0.78 281:0.91 282:0.80 283:0.67 290:0.92 292:0.88 297:0.36 300:0.84\n1 1:0.60 8:0.81 9:0.70 10:0.98 11:0.52 17:0.12 18:0.82 21:0.74 23:0.96 27:0.45 29:0.71 30:0.09 31:0.86 32:0.66 34:0.59 36:0.19 37:0.50 39:0.40 43:0.24 44:0.88 45:0.81 55:0.45 62:0.96 64:0.77 66:0.29 69:0.71 70:0.94 71:0.67 74:0.76 75:0.98 79:0.86 81:0.52 83:0.56 86:0.88 91:0.23 97:0.94 98:0.46 99:0.95 101:0.65 102:0.96 108:0.54 120:0.54 122:0.83 123:0.85 124:0.82 126:0.51 127:0.55 128:0.95 129:0.59 133:0.80 135:0.89 137:0.86 139:0.87 140:0.45 145:0.54 146:0.72 147:0.76 149:0.27 150:0.41 151:0.47 153:0.48 154:0.60 155:0.48 159:0.77 162:0.86 164:0.56 165:0.65 168:0.95 170:0.90 172:0.75 173:0.54 174:0.94 177:0.88 179:0.27 187:0.68 190:0.77 192:0.46 195:0.90 196:0.88 197:0.95 201:0.59 202:0.36 205:0.95 208:0.50 212:0.71 215:0.46 216:0.77 219:0.94 220:0.99 222:0.35 226:0.95 235:0.99 236:0.95 239:0.97 241:0.35 242:0.23 243:0.48 245:0.87 247:0.97 248:0.47 253:0.53 254:0.90 255:0.68 256:0.45 259:0.21 260:0.54 265:0.43 266:0.87 267:0.76 268:0.46 271:0.89 276:0.83 279:0.79 283:0.65 284:0.88 285:0.60 292:0.86 297:0.36 300:0.70\n2 1:0.58 7:0.70 8:0.75 10:0.99 11:0.46 17:0.18 18:0.92 21:0.47 27:0.39 29:0.71 30:0.16 32:0.69 34:0.45 36:0.44 37:0.65 39:0.40 43:0.61 44:0.92 45:0.73 48:0.91 55:0.42 64:0.77 66:0.63 69:0.57 70:0.84 71:0.67 74:0.53 75:0.98 81:0.44 86:0.95 91:0.46 98:0.72 101:0.47 102:0.97 108:0.44 122:0.77 123:0.42 124:0.55 126:0.51 127:0.55 129:0.05 133:0.65 135:0.94 139:0.95 145:0.84 146:0.85 147:0.87 149:0.39 150:0.42 154:0.50 155:0.47 159:0.61 170:0.90 172:0.88 173:0.49 174:0.97 177:0.88 178:0.55 179:0.25 187:0.87 192:0.47 193:0.98 195:0.81 197:0.98 201:0.60 202:0.36 208:0.50 212:0.86 215:0.63 216:0.31 219:0.94 222:0.35 226:0.95 230:0.73 233:0.66 235:0.68 236:0.95 239:0.99 241:0.10 242:0.12 243:0.69 245:0.90 247:0.99 253:0.42 254:0.99 259:0.21 265:0.72 266:0.54 267:0.91 271:0.89 276:0.84 279:0.75 281:0.86 283:0.65 292:0.88 297:0.36 300:0.84\n2 10:0.97 11:0.82 17:0.69 18:0.94 21:0.78 27:0.72 29:0.71 30:0.76 34:1.00 36:0.37 37:0.37 39:0.40 43:0.77 45:0.89 66:0.47 69:0.32 70:0.59 71:0.67 74:0.62 83:0.69 85:0.72 86:0.96 91:0.60 97:0.94 98:0.55 101:1.00 108:0.25 122:0.65 123:0.24 124:0.68 127:0.87 129:0.59 133:0.67 135:0.65 139:0.95 145:0.98 146:0.70 147:0.74 149:0.85 154:0.61 158:0.81 159:0.64 170:0.90 172:0.65 173:0.26 174:0.92 177:0.88 178:0.55 179:0.53 187:0.68 197:0.95 208:0.61 212:0.68 216:0.27 219:0.94 222:0.35 235:0.88 239:0.96 241:0.61 242:0.13 243:0.59 245:0.80 247:0.90 253:0.47 259:0.21 265:0.57 266:0.71 267:0.52 271:0.89 276:0.60 279:0.79 283:0.67 292:0.88 300:0.84\n1 1:0.68 8:0.77 10:0.98 11:0.52 17:0.79 18:0.96 21:0.30 27:0.54 29:0.71 30:0.62 34:0.88 36:0.43 37:0.60 39:0.40 43:0.14 45:0.94 64:0.77 66:0.98 69:0.29 70:0.75 71:0.67 74:0.94 81:0.76 83:0.69 86:0.98 91:0.23 98:0.91 99:0.95 101:0.65 108:0.22 114:0.86 122:0.67 123:0.22 126:0.54 127:0.51 129:0.05 135:0.97 139:0.97 146:0.94 147:0.95 149:0.14 150:0.62 154:0.90 155:0.53 159:0.58 165:0.81 170:0.90 172:0.94 173:0.24 174:0.92 176:0.73 177:0.88 178:0.55 179:0.21 187:0.68 192:0.55 197:0.93 201:0.67 202:0.36 208:0.64 212:0.81 215:0.72 216:0.64 222:0.35 235:0.68 236:0.97 239:0.97 241:0.02 242:0.14 243:0.98 247:0.90 253:0.73 254:0.74 259:0.21 265:0.91 266:0.27 267:0.87 271:0.89 276:0.88 290:0.86 297:0.36 300:0.70\n1 1:0.64 7:0.75 10:0.88 11:0.75 17:0.34 18:0.68 21:0.54 27:0.02 29:0.71 30:0.87 32:0.80 34:0.99 36:0.21 37:0.91 39:0.40 43:0.75 44:0.93 45:0.73 48:0.91 64:0.77 66:0.82 69:0.83 70:0.32 71:0.67 74:0.67 77:0.70 81:0.73 83:0.91 85:0.72 86:0.77 91:0.14 98:0.39 101:0.87 102:0.98 108:0.68 114:0.77 122:0.65 123:0.66 126:0.54 127:0.13 129:0.05 135:0.92 139:0.85 145:0.49 146:0.45 147:0.51 149:0.58 150:0.54 154:0.66 155:0.55 159:0.16 165:0.93 170:0.90 172:0.48 173:0.87 174:0.79 176:0.73 177:0.88 178:0.55 179:0.26 187:0.68 192:0.57 193:0.96 195:0.72 197:0.82 201:0.63 204:0.83 208:0.64 212:0.61 215:0.58 216:0.81 222:0.35 230:0.77 233:0.66 235:0.80 236:0.97 239:0.93 241:0.57 242:0.33 243:0.83 247:0.60 253:0.60 259:0.21 265:0.41 266:0.38 267:0.96 271:0.89 276:0.34 281:0.91 282:0.88 290:0.77 297:0.36 299:0.88 300:0.33\n0 10:0.83 17:0.91 21:0.76 27:0.71 29:0.71 30:0.76 34:0.86 36:0.22 37:0.48 39:0.40 43:0.09 44:0.88 48:0.91 55:0.98 64:0.77 66:0.13 69:0.87 70:0.15 71:0.67 74:0.30 81:0.25 91:0.09 98:0.06 108:0.74 122:0.94 123:0.73 124:0.75 126:0.24 127:0.37 129:0.81 133:0.67 135:0.32 139:0.69 145:0.82 146:0.05 147:0.05 149:0.08 150:0.27 154:0.08 159:0.68 163:0.99 170:0.90 172:0.05 173:0.80 174:0.79 175:0.97 177:0.05 178:0.55 179:0.98 187:0.21 195:0.89 197:0.82 212:0.95 216:0.13 222:0.35 235:0.95 239:0.82 241:0.15 242:0.82 243:0.34 244:0.93 245:0.37 247:0.12 253:0.27 257:0.93 259:0.21 265:0.06 266:0.12 267:0.52 271:0.89 276:0.17 277:0.95 281:0.86 300:0.13\n2 8:0.80 9:0.72 10:0.87 11:0.57 17:0.75 18:0.84 21:0.22 23:0.95 27:0.53 29:0.71 30:0.33 31:0.92 32:0.67 34:0.55 36:0.98 37:0.77 39:0.40 43:0.58 44:0.88 45:0.81 48:0.91 55:0.59 62:0.96 64:0.77 66:0.90 69:0.60 70:0.63 71:0.67 74:0.70 75:0.97 79:0.91 81:0.32 83:0.56 86:0.89 91:0.51 96:0.77 97:0.89 98:0.75 101:0.87 108:0.46 122:0.83 123:0.44 126:0.24 127:0.24 128:0.96 129:0.05 135:0.80 137:0.92 139:0.88 140:0.87 145:0.67 146:0.63 147:0.68 149:0.30 150:0.36 151:0.76 153:0.48 154:0.52 155:0.55 158:0.76 159:0.23 162:0.54 168:0.96 170:0.90 172:0.73 173:0.73 174:0.79 177:0.88 178:0.48 179:0.38 187:0.39 190:0.89 191:0.70 192:0.55 195:0.64 196:0.94 197:0.82 202:0.64 205:0.95 208:0.61 212:0.94 216:0.33 219:0.91 220:0.62 222:0.35 226:0.98 235:0.22 239:0.89 241:0.41 242:0.24 243:0.91 244:0.61 247:0.84 248:0.70 253:0.75 254:0.86 255:0.71 256:0.58 259:0.21 265:0.75 266:0.17 267:0.82 268:0.59 271:0.89 276:0.62 279:0.78 281:0.91 284:0.88 285:0.60 292:0.95 300:0.43\n2 1:0.58 8:0.76 10:0.98 11:0.57 17:0.22 18:0.94 21:0.47 22:0.93 27:0.38 29:0.71 30:0.31 33:0.97 34:0.96 36:0.59 37:0.39 39:0.40 43:0.60 44:0.88 45:0.91 47:0.93 55:0.52 64:0.77 66:0.42 69:0.68 70:0.89 71:0.67 74:0.71 75:0.97 81:0.48 83:0.56 86:0.96 91:0.38 97:0.98 98:0.77 99:0.83 101:0.96 102:0.96 108:0.52 122:0.94 123:0.50 124:0.60 126:0.32 127:0.57 129:0.59 133:0.47 135:0.83 139:0.95 145:0.83 146:0.91 147:0.92 149:0.51 150:0.43 154:0.47 155:0.47 158:0.76 159:0.67 165:0.65 170:0.90 172:0.85 173:0.59 174:0.96 177:0.88 178:0.55 179:0.21 187:0.39 192:0.44 195:0.83 197:0.96 201:0.55 208:0.61 212:0.78 216:0.62 219:0.91 222:0.35 226:0.96 232:0.92 235:0.60 236:0.94 239:0.98 241:0.10 242:0.12 243:0.57 245:0.97 247:1.00 253:0.51 254:0.84 259:0.21 262:0.93 265:0.77 266:0.63 267:0.91 271:0.89 276:0.89 279:0.81 291:0.97 292:0.88 300:0.84\n0 8:0.80 10:0.89 11:0.52 17:0.76 18:0.99 21:0.30 27:0.42 29:0.71 30:0.15 31:0.90 34:0.44 36:0.40 37:0.55 39:0.40 43:0.14 44:0.88 45:0.73 55:0.71 64:0.77 66:0.23 69:0.98 70:0.90 71:0.67 74:0.56 77:0.70 79:0.89 81:0.31 86:0.98 91:0.54 98:0.47 101:0.65 108:0.97 122:0.92 123:0.97 124:0.97 126:0.24 127:0.94 129:0.89 133:0.97 135:0.84 137:0.90 139:0.97 140:0.45 145:0.42 146:0.62 147:0.56 149:0.47 150:0.35 151:0.53 153:0.77 154:0.10 159:0.97 162:0.86 170:0.90 172:0.96 173:0.88 174:0.97 177:0.38 179:0.10 187:0.39 190:0.95 195:1.00 196:0.94 197:0.88 202:0.54 212:0.48 216:0.34 219:0.90 220:0.87 222:0.35 232:0.80 235:0.31 239:0.88 241:0.03 242:0.55 243:0.06 244:0.61 245:0.98 247:1.00 248:0.54 253:0.44 254:0.74 256:0.58 257:0.84 259:0.21 265:0.49 266:0.95 267:0.65 268:0.63 271:0.89 276:0.99 282:0.75 284:0.93 285:0.46 292:0.88 300:0.94\n0 1:0.58 8:0.80 9:0.72 10:0.86 11:0.52 17:0.57 18:0.96 21:0.54 22:0.93 27:0.56 29:0.71 30:0.20 31:0.92 33:0.97 34:0.67 36:0.87 37:0.55 39:0.40 43:0.34 44:0.88 45:0.83 47:0.93 55:0.59 64:0.77 66:0.45 69:0.63 70:0.94 71:0.67 74:0.80 77:0.70 79:0.92 81:0.36 86:0.96 91:0.60 96:0.78 98:0.57 101:0.87 108:0.84 114:0.74 117:0.86 122:0.92 123:0.83 124:0.80 126:0.32 127:0.67 129:0.59 133:0.81 135:0.98 137:0.92 138:0.96 139:0.95 140:0.45 145:0.54 146:0.66 147:0.71 149:0.49 150:0.41 151:0.82 153:0.46 154:0.63 155:0.55 158:0.76 159:0.81 162:0.82 170:0.90 172:0.88 173:0.42 174:0.79 175:0.75 176:0.63 177:0.70 179:0.21 187:0.39 190:0.89 192:0.55 195:0.92 196:0.96 197:0.84 201:0.55 202:0.58 208:0.50 212:0.75 216:0.16 219:0.91 220:0.74 222:0.35 235:0.68 239:0.85 241:0.46 242:0.16 243:0.27 244:0.61 245:0.93 247:0.86 248:0.76 253:0.81 255:0.71 256:0.64 257:0.65 259:0.21 262:0.93 265:0.58 266:0.87 267:0.19 268:0.64 271:0.89 276:0.90 277:0.69 279:0.79 282:0.75 284:0.94 285:0.50 290:0.74 291:0.97 292:0.87 300:0.84\n1 1:0.59 10:0.92 11:0.46 17:0.24 18:0.87 21:0.68 27:0.45 29:0.71 30:0.36 34:0.81 36:0.21 37:0.50 39:0.40 43:0.39 44:0.88 45:0.73 55:0.52 64:0.77 66:0.46 69:0.71 70:0.87 71:0.67 74:0.83 81:0.38 86:0.91 91:0.17 98:0.63 101:0.47 108:0.54 114:0.69 122:0.83 123:0.52 124:0.73 126:0.51 127:0.53 129:0.59 133:0.73 135:0.86 139:0.89 145:0.49 146:0.85 147:0.88 149:0.37 150:0.40 154:0.65 155:0.47 158:0.81 159:0.71 170:0.90 172:0.82 173:0.58 174:0.88 176:0.70 177:0.88 178:0.55 179:0.26 187:0.68 192:0.46 195:0.87 197:0.87 201:0.57 208:0.61 212:0.73 215:0.49 216:0.77 219:0.94 222:0.35 235:0.88 239:0.90 241:0.27 242:0.19 243:0.58 245:0.89 247:0.95 253:0.62 254:0.93 259:0.21 265:0.64 266:0.80 267:0.97 271:0.89 276:0.84 279:0.78 283:0.65 290:0.69 292:0.86 297:0.36 300:0.84\n2 1:0.68 7:0.75 10:0.88 11:0.75 17:0.40 18:0.69 21:0.13 27:0.02 29:0.71 30:0.87 32:0.80 34:0.99 36:0.20 37:0.91 39:0.40 43:0.76 44:0.93 45:0.73 48:0.91 64:0.77 66:0.82 69:0.81 70:0.27 71:0.67 74:0.67 76:0.85 77:0.70 81:0.80 83:0.91 85:0.72 86:0.77 91:0.42 98:0.38 101:0.87 102:0.98 108:0.65 114:0.92 122:0.65 123:0.63 126:0.54 127:0.13 129:0.05 135:0.89 139:0.85 145:0.42 146:0.43 147:0.49 149:0.59 150:0.64 154:0.68 155:0.56 159:0.16 165:0.93 170:0.90 172:0.48 173:0.86 174:0.79 176:0.73 177:0.88 178:0.55 179:0.25 187:0.68 192:0.57 193:0.96 195:0.70 197:0.83 201:0.67 204:0.83 208:0.64 212:0.61 215:0.84 216:0.81 222:0.35 230:0.77 233:0.66 235:0.42 236:0.97 239:0.93 241:0.61 242:0.33 243:0.83 247:0.60 253:0.68 259:0.21 265:0.40 266:0.38 267:0.91 271:0.89 276:0.34 281:0.91 282:0.88 290:0.92 297:0.36 299:0.88 300:0.25\n0 1:0.61 7:0.70 9:0.74 11:0.52 12:0.01 17:0.11 18:0.76 21:0.54 27:0.05 29:0.56 30:0.87 31:0.92 32:0.72 34:0.78 36:0.75 37:0.79 39:0.93 43:0.74 44:0.92 45:0.83 64:0.77 66:0.45 69:0.62 70:0.20 71:0.90 74:0.70 77:0.70 79:0.92 81:0.59 83:0.69 86:0.82 91:0.20 96:0.78 97:0.94 98:0.38 99:0.95 101:0.87 108:0.59 114:0.76 120:0.66 122:0.65 123:0.57 124:0.67 126:0.51 127:0.21 129:0.59 133:0.61 135:0.92 137:0.92 139:0.86 140:0.45 145:0.45 146:0.17 147:0.22 149:0.65 150:0.44 151:0.76 153:0.48 154:0.64 155:0.64 158:0.81 159:0.34 162:0.86 164:0.72 165:0.81 170:0.94 172:0.32 173:0.59 175:0.75 176:0.70 177:0.70 179:0.61 187:0.68 190:0.77 192:0.97 193:0.97 195:0.77 196:0.94 201:0.60 202:0.58 204:0.79 208:0.61 212:0.30 215:0.58 216:0.90 219:0.94 220:0.96 222:0.35 230:0.73 233:0.66 235:0.74 239:0.84 241:0.30 242:0.33 243:0.37 244:0.61 245:0.52 247:0.55 248:0.71 253:0.79 255:0.73 256:0.64 257:0.65 259:0.21 260:0.67 265:0.40 266:0.38 267:0.94 268:0.66 271:0.22 276:0.36 277:0.69 279:0.78 282:0.80 283:0.67 284:0.94 285:0.60 290:0.76 292:0.88 297:0.36 300:0.18\n1 1:0.66 10:0.92 11:0.75 12:0.01 17:0.51 18:0.79 21:0.30 27:0.69 29:0.56 30:0.68 34:0.73 36:0.84 37:0.27 39:0.93 43:0.83 45:0.77 64:0.77 66:0.86 69:0.67 70:0.48 71:0.90 74:0.60 81:0.76 83:0.91 85:0.72 86:0.86 91:0.12 98:0.79 101:0.96 102:0.95 108:0.51 114:0.86 122:0.86 123:0.49 126:0.54 127:0.27 129:0.05 132:0.97 135:0.85 139:0.81 145:0.58 146:0.60 147:0.66 149:0.70 150:0.57 154:0.78 155:0.51 159:0.22 165:0.93 170:0.94 172:0.61 173:0.84 174:0.83 176:0.73 177:0.88 178:0.55 179:0.56 187:0.39 192:0.50 195:0.56 197:0.87 201:0.65 208:0.64 212:0.81 215:0.72 216:0.59 222:0.35 235:0.60 236:0.97 239:0.92 241:0.43 242:0.18 243:0.87 247:0.79 253:0.63 265:0.79 266:0.27 267:0.85 271:0.22 276:0.48 290:0.86 297:0.36 300:0.43\n1 8:0.89 9:0.79 12:0.01 17:0.36 20:0.99 21:0.78 23:0.96 27:0.21 29:0.56 31:0.94 34:0.40 36:0.88 37:0.74 39:0.93 41:0.82 43:0.14 66:0.36 69:0.65 71:0.90 78:0.83 79:0.93 83:0.91 91:0.61 96:0.80 98:0.06 100:0.73 108:0.49 111:0.81 120:0.69 123:0.47 127:0.05 128:0.98 129:0.05 135:0.20 137:0.94 140:0.97 146:0.05 147:0.05 149:0.07 151:0.86 152:0.90 153:0.48 154:0.10 155:0.66 159:0.05 162:0.46 164:0.57 168:0.98 169:0.72 170:0.94 172:0.05 173:0.46 175:0.97 177:0.05 178:0.54 186:0.84 187:0.39 192:0.99 202:0.78 205:0.95 208:0.64 216:0.95 222:0.35 235:0.42 241:0.32 243:0.51 244:0.93 248:0.77 253:0.74 255:0.94 256:0.45 257:0.93 259:0.21 260:0.70 261:0.85 265:0.06 267:0.65 268:0.46 271:0.22 277:0.95 284:0.89 285:0.62\n1 1:0.66 7:0.75 8:0.61 9:0.74 10:0.82 11:0.52 12:0.01 17:0.24 18:0.98 21:0.59 22:0.93 27:0.41 29:0.56 30:0.91 31:0.92 32:0.72 34:0.53 36:0.65 37:0.38 39:0.93 43:0.75 44:0.92 45:0.99 47:0.93 48:0.91 64:0.77 66:0.78 69:0.54 70:0.27 71:0.90 74:0.96 77:0.99 79:0.91 81:0.63 83:0.69 86:0.99 91:0.35 96:0.77 97:1.00 98:0.78 99:0.99 101:0.65 106:0.81 108:0.61 114:0.73 117:0.86 120:0.65 122:0.65 123:0.59 124:0.44 126:0.51 127:0.64 129:0.81 133:0.74 135:0.89 137:0.92 139:0.99 140:0.45 145:0.96 146:0.25 147:0.31 149:0.99 150:0.48 151:0.68 153:0.48 154:0.66 155:0.64 158:0.81 159:0.67 162:0.84 164:0.78 165:0.81 170:0.94 172:0.96 173:0.44 174:0.79 175:0.75 176:0.70 177:0.70 179:0.16 187:0.68 190:0.77 192:0.97 195:0.82 196:0.96 197:0.80 201:0.64 202:0.66 204:0.85 206:0.81 208:0.61 212:0.89 215:0.55 216:0.56 219:0.94 220:0.93 222:0.35 230:0.77 232:0.87 233:0.66 235:0.95 239:0.81 241:0.01 242:0.50 243:0.15 244:0.61 245:0.92 247:0.55 248:0.70 253:0.84 255:0.73 256:0.71 257:0.65 259:0.21 260:0.66 262:0.93 265:0.78 266:0.71 267:0.44 268:0.73 271:0.22 276:0.93 277:0.69 279:0.82 281:0.86 282:0.80 283:0.67 284:0.96 285:0.60 290:0.73 292:0.88 297:0.36 300:0.55\n0 1:0.62 7:0.75 10:0.90 11:0.52 12:0.01 17:0.79 18:0.82 21:0.47 27:0.65 29:0.56 30:0.90 32:0.72 34:0.95 36:0.55 37:0.27 39:0.93 43:0.75 44:0.92 45:0.90 48:0.91 64:0.77 66:0.45 69:0.50 70:0.23 71:0.90 74:0.75 76:0.85 77:0.70 81:0.60 83:0.69 86:0.88 91:0.40 97:0.98 98:0.59 99:0.95 101:0.65 108:0.64 114:0.78 122:0.65 123:0.62 124:0.58 126:0.51 127:0.42 129:0.59 133:0.47 135:0.96 139:0.92 145:0.99 146:0.29 147:0.36 149:0.80 150:0.45 154:0.54 155:0.53 158:0.81 159:0.33 165:0.81 170:0.94 172:0.48 173:0.60 174:0.83 176:0.70 177:0.88 178:0.55 179:0.63 187:0.39 192:0.56 195:0.62 197:0.87 201:0.60 204:0.82 208:0.61 212:0.42 215:0.63 216:0.26 219:0.94 222:0.35 230:0.77 232:0.95 233:0.76 235:0.68 239:0.88 241:0.21 242:0.45 243:0.46 245:0.74 247:0.47 253:0.63 254:0.94 259:0.21 265:0.60 266:0.54 267:0.59 271:0.22 276:0.47 279:0.81 281:0.91 282:0.80 283:0.67 290:0.78 292:0.88 297:0.36 300:0.25\n0 1:0.60 11:0.52 12:0.01 17:0.13 18:0.77 21:0.59 27:0.05 29:0.56 30:0.94 34:0.79 36:0.66 37:0.79 39:0.93 43:0.74 45:0.85 64:0.77 66:0.80 69:0.60 70:0.18 71:0.90 74:0.54 81:0.59 83:0.69 86:0.83 91:0.15 98:0.44 99:0.95 101:0.65 108:0.46 114:0.73 122:0.65 123:0.44 126:0.51 127:0.14 129:0.05 135:0.79 139:0.79 145:0.42 146:0.40 147:0.46 149:0.76 150:0.43 154:0.65 155:0.48 159:0.15 165:0.81 170:0.94 172:0.45 173:0.71 175:0.75 176:0.70 177:0.70 178:0.55 179:0.35 187:0.68 192:0.47 193:0.97 201:0.59 202:0.36 208:0.61 212:0.55 215:0.55 216:0.90 222:0.35 235:0.80 239:0.84 241:0.32 242:0.58 243:0.82 244:0.61 247:0.35 253:0.56 257:0.65 259:0.21 265:0.46 266:0.27 267:0.94 271:0.22 276:0.25 277:0.69 290:0.73 297:0.36 300:0.18\n1 7:0.75 10:0.88 11:0.81 12:0.01 17:0.66 18:0.74 21:0.78 27:0.16 29:0.56 30:0.85 34:0.68 36:0.55 37:0.69 39:0.93 43:0.62 45:0.88 66:0.12 69:0.96 70:0.41 71:0.90 74:0.56 83:0.69 85:0.72 86:0.79 91:0.08 98:0.14 101:0.87 108:0.93 122:0.65 123:0.93 124:0.93 127:0.58 129:0.05 133:0.92 135:0.89 139:0.80 145:0.74 146:0.18 147:0.05 149:0.68 154:0.26 155:0.54 159:0.87 163:0.97 170:0.94 172:0.27 173:0.90 174:0.88 177:0.05 178:0.55 179:0.58 187:0.87 192:0.56 197:0.87 202:0.36 204:0.83 208:0.61 212:0.23 216:0.74 222:0.35 230:0.77 233:0.66 235:0.22 239:0.87 242:0.33 243:0.10 245:0.60 247:0.82 253:0.44 257:0.93 259:0.21 265:0.14 266:0.80 267:0.69 271:0.22 276:0.59 277:0.69 281:0.86 300:0.43\n1 8:0.83 10:0.90 11:0.52 12:0.01 17:0.09 18:0.64 21:0.78 27:0.11 29:0.56 30:0.62 32:0.78 34:0.89 36:0.72 37:0.79 39:0.93 43:0.10 44:0.93 45:0.73 66:0.16 69:0.71 70:0.34 71:0.90 74:0.57 77:0.70 86:0.74 91:0.25 98:0.17 101:0.65 102:0.98 108:0.54 122:0.65 123:0.64 124:0.52 127:0.15 129:0.05 133:0.39 135:0.56 139:0.80 145:0.96 146:0.19 147:0.24 149:0.08 154:0.74 159:0.22 170:0.94 172:0.21 173:0.71 174:0.83 177:0.88 178:0.55 179:0.60 187:0.95 195:0.71 197:0.87 202:0.65 212:0.30 216:0.85 222:0.35 235:0.52 239:0.93 241:0.27 242:0.33 243:0.59 245:0.46 247:0.39 253:0.45 254:0.74 259:0.21 265:0.13 266:0.27 267:0.69 271:0.22 276:0.17 277:0.87 282:0.86 300:0.25\n1 1:0.64 10:0.91 11:0.75 12:0.01 17:0.85 18:0.76 21:0.47 27:0.12 29:0.56 30:0.62 34:0.67 36:0.83 37:0.55 39:0.93 43:0.78 45:0.77 64:0.77 66:0.87 69:0.75 70:0.62 71:0.90 74:0.58 81:0.73 83:0.91 85:0.72 86:0.84 91:0.08 98:0.57 101:0.96 108:0.58 114:0.80 122:0.86 123:0.55 126:0.54 127:0.17 129:0.05 135:0.51 139:0.79 145:0.45 146:0.67 147:0.72 149:0.66 150:0.54 154:0.70 155:0.50 159:0.26 165:0.93 170:0.94 172:0.63 173:0.74 174:0.83 176:0.73 177:0.88 178:0.55 179:0.31 187:0.39 192:0.49 197:0.86 201:0.64 208:0.64 212:0.77 215:0.63 216:0.51 222:0.35 235:0.74 236:0.97 239:0.90 241:0.24 242:0.16 243:0.88 247:0.82 253:0.60 259:0.21 265:0.58 266:0.38 267:0.59 271:0.22 276:0.50 290:0.80 297:0.36 300:0.55\n1 1:0.64 10:0.91 11:0.52 12:0.01 17:0.93 18:0.66 21:0.30 22:0.93 27:0.72 29:0.56 30:0.91 34:0.83 36:0.51 39:0.93 43:0.87 45:0.73 47:0.93 64:0.77 66:0.69 69:0.27 70:0.13 71:0.90 74:0.53 81:0.62 83:0.69 86:0.77 91:0.17 97:0.94 98:0.25 99:0.95 101:0.65 106:0.81 108:0.21 114:0.84 117:0.86 122:0.65 123:0.20 126:0.51 127:0.11 129:0.05 135:0.54 139:0.79 146:0.20 147:0.25 149:0.68 150:0.48 154:0.84 155:0.49 158:0.81 159:0.10 165:0.81 170:0.94 172:0.21 173:0.67 174:0.79 176:0.70 177:0.88 178:0.55 179:0.29 187:0.68 192:0.49 197:0.85 201:0.62 202:0.36 206:0.81 208:0.61 212:0.95 215:0.72 216:0.13 219:0.94 222:0.35 232:0.95 235:0.52 239:0.89 241:0.24 242:0.63 243:0.73 247:0.30 253:0.61 254:0.84 259:0.21 262:0.93 265:0.27 266:0.12 267:0.28 271:0.22 276:0.20 279:0.78 283:0.67 290:0.84 292:0.88 297:0.36 300:0.13\n0 8:0.77 10:0.80 11:0.46 12:0.01 17:0.66 18:0.58 21:0.78 27:0.25 29:0.56 30:0.09 34:0.17 36:0.31 37:0.60 39:0.93 43:0.13 45:0.66 55:0.45 66:0.32 69:0.97 70:1.00 71:0.90 74:0.44 86:0.61 91:0.75 96:0.74 98:0.15 101:0.47 108:0.96 120:0.67 122:0.83 123:0.96 124:0.92 127:0.54 129:0.05 133:0.93 135:0.61 139:0.59 140:0.98 145:0.77 146:0.44 147:0.05 149:0.18 151:0.61 153:0.48 154:0.10 159:0.95 162:0.45 164:0.64 170:0.94 172:0.51 173:0.85 174:0.79 175:0.91 177:0.05 178:0.54 179:0.54 190:0.95 191:0.94 197:0.79 202:0.93 212:0.49 216:0.34 220:0.62 222:0.35 235:0.60 239:0.79 241:0.79 242:0.74 243:0.10 244:0.83 245:0.60 247:0.67 248:0.62 253:0.53 256:0.73 257:0.93 259:0.21 260:0.68 265:0.16 266:0.91 267:0.52 268:0.62 271:0.22 276:0.59 277:0.95 285:0.50 300:0.98\n0 10:0.82 12:0.01 17:0.81 18:0.76 21:0.78 27:0.69 29:0.56 30:0.38 34:0.96 36:0.33 37:0.45 39:0.93 43:0.08 55:0.92 66:0.13 69:0.91 70:0.50 71:0.90 86:0.72 91:0.10 98:0.29 108:0.81 122:0.92 123:0.80 124:0.82 127:0.23 129:0.05 133:0.74 135:0.42 139:0.70 145:0.74 146:0.53 147:0.59 149:0.15 154:0.07 159:0.55 163:0.79 170:0.94 172:0.16 173:0.86 174:0.79 175:0.91 177:0.38 178:0.55 179:0.61 187:0.21 197:0.81 212:0.14 216:0.18 222:0.35 235:0.80 239:0.82 241:0.18 242:0.75 243:0.34 244:0.93 245:0.53 247:0.39 253:0.20 257:0.84 259:0.21 265:0.31 266:0.71 267:0.36 271:0.22 276:0.42 277:0.87 300:0.33\n1 1:0.65 7:0.75 8:0.66 10:0.82 11:0.52 12:0.01 17:0.09 18:0.93 21:0.54 27:0.41 29:0.56 30:0.91 32:0.72 34:0.64 36:0.40 37:0.38 39:0.93 43:0.75 44:0.92 45:0.98 48:0.91 64:0.77 66:0.42 69:0.58 70:0.28 71:0.90 74:0.88 77:0.70 81:0.64 83:0.69 86:0.96 91:0.11 97:0.99 98:0.33 99:0.99 101:0.65 108:0.79 114:0.76 122:0.65 123:0.77 124:0.77 126:0.51 127:0.57 129:0.81 133:0.74 135:0.92 139:0.97 145:0.76 146:0.41 147:0.48 149:0.96 150:0.50 154:0.66 155:0.57 158:0.81 159:0.62 165:0.81 170:0.94 172:0.78 173:0.50 174:0.79 175:0.75 176:0.70 177:0.70 178:0.55 179:0.29 187:0.87 192:0.86 195:0.79 197:0.81 201:0.63 202:0.36 204:0.85 208:0.61 212:0.89 215:0.58 216:0.56 219:0.94 222:0.35 230:0.77 232:0.87 233:0.66 235:0.88 239:0.82 241:0.01 242:0.50 243:0.37 244:0.61 245:0.89 247:0.55 253:0.67 257:0.65 259:0.21 265:0.35 266:0.54 267:0.36 271:0.22 276:0.77 277:0.69 279:0.81 281:0.86 282:0.80 283:0.67 290:0.76 292:0.88 297:0.36 300:0.70\n1 1:0.58 10:0.84 11:0.52 12:0.01 17:0.76 18:0.64 21:0.76 27:0.67 29:0.56 30:0.76 34:0.96 36:0.56 37:0.27 39:0.93 43:0.69 45:0.73 64:0.77 66:0.54 69:0.69 70:0.22 71:0.90 74:0.38 81:0.68 83:0.91 86:0.70 91:0.25 98:0.33 101:0.65 108:0.52 114:0.66 122:0.65 123:0.50 124:0.45 126:0.54 127:0.31 129:0.05 133:0.36 135:0.51 139:0.68 145:1.00 146:0.37 147:0.44 149:0.45 150:0.45 154:0.58 155:0.47 159:0.37 163:0.79 165:0.93 170:0.94 172:0.21 173:0.73 174:0.79 176:0.73 177:0.88 178:0.55 179:0.93 187:0.39 192:0.46 197:0.84 201:0.59 208:0.64 212:0.42 215:0.46 216:0.48 222:0.35 235:0.99 236:0.97 239:0.84 241:0.24 242:0.45 243:0.63 244:0.61 245:0.40 247:0.35 253:0.50 259:0.21 265:0.35 266:0.23 267:0.52 271:0.22 276:0.17 290:0.66 297:0.36 300:0.18\n0 8:0.61 10:0.90 11:0.52 12:0.01 17:0.13 18:0.72 21:0.40 27:0.13 29:0.56 30:0.45 32:0.78 34:0.73 36:0.19 37:0.79 39:0.93 43:0.14 44:0.93 45:0.73 66:0.13 69:0.80 70:0.50 71:0.90 74:0.54 75:0.96 77:0.70 81:0.30 86:0.76 91:0.10 98:0.32 101:0.65 102:0.98 108:0.64 122:0.65 123:0.69 124:0.69 126:0.24 127:0.28 129:0.05 133:0.59 135:0.95 139:0.81 145:0.61 146:0.19 147:0.05 149:0.10 150:0.33 154:0.68 159:0.33 170:0.94 172:0.21 173:0.87 174:0.83 177:0.05 178:0.55 179:0.83 187:0.68 193:0.97 195:0.64 197:0.87 212:0.23 216:0.83 222:0.35 226:0.96 235:0.42 236:0.92 239:0.94 241:0.15 242:0.24 243:0.21 245:0.45 247:0.47 253:0.43 254:0.74 257:0.93 259:0.21 265:0.14 266:0.38 267:0.69 271:0.22 276:0.29 277:0.95 282:0.86 300:0.33\n1 7:0.69 10:0.96 11:0.75 12:0.01 17:0.81 18:0.69 21:0.54 27:0.59 29:0.56 30:0.32 32:0.66 33:0.97 34:0.56 36:0.56 37:0.49 39:0.93 43:0.78 45:0.66 55:0.59 66:0.89 69:0.54 70:0.61 71:0.90 74:0.49 81:0.28 85:0.72 86:0.80 91:0.23 98:0.66 101:0.96 102:0.96 108:0.41 122:0.77 123:0.40 126:0.24 127:0.20 129:0.05 135:0.66 139:0.76 145:0.94 146:0.73 147:0.77 149:0.62 150:0.31 154:0.70 159:0.30 170:0.94 172:0.68 173:0.52 174:0.91 177:0.88 178:0.55 179:0.34 187:0.87 193:0.97 195:0.75 197:0.93 212:0.59 216:0.40 222:0.35 230:0.71 232:1.00 233:0.76 235:0.60 236:0.92 239:0.96 241:0.15 242:0.21 243:0.89 247:0.79 253:0.40 259:0.21 265:0.67 266:0.47 267:0.44 271:0.22 276:0.57 291:0.97 300:0.43\n1 8:0.70 10:0.90 11:0.81 12:0.01 17:0.69 18:0.76 21:0.78 27:0.09 29:0.56 30:0.30 32:0.80 34:0.20 36:0.47 37:0.82 39:0.93 43:0.79 44:0.93 45:0.77 66:0.09 69:0.75 70:0.93 71:0.90 74:0.62 77:0.89 85:0.72 86:0.82 91:0.33 98:0.19 101:0.96 102:0.98 108:0.58 122:0.65 123:0.93 124:0.93 127:0.45 129:0.05 133:0.92 135:0.77 139:0.84 145:1.00 146:0.25 147:0.31 149:0.68 154:0.73 159:0.87 170:0.94 172:0.27 173:0.45 174:0.86 177:0.88 178:0.55 179:0.52 187:0.68 195:0.98 197:0.85 202:0.54 212:0.23 216:0.56 222:0.35 235:0.42 239:0.93 241:0.46 242:0.16 243:0.31 245:0.61 247:0.88 253:0.47 259:0.21 265:0.12 266:0.89 267:0.28 271:0.22 276:0.61 277:0.69 282:0.88 299:0.88 300:0.84\n1 10:0.96 11:0.52 12:0.01 17:0.11 18:0.73 21:0.68 27:0.45 29:0.56 30:0.11 32:0.72 34:0.91 36:0.18 37:0.50 39:0.93 43:0.11 44:0.92 45:0.73 55:0.92 66:0.23 69:0.70 70:0.85 71:0.90 74:0.51 75:0.96 77:0.70 81:0.26 86:0.78 91:0.12 98:0.40 101:0.65 108:0.80 122:0.95 123:0.78 124:0.87 126:0.24 127:0.49 129:0.05 133:0.85 135:0.84 139:0.79 145:0.52 146:0.24 147:0.30 149:0.16 150:0.29 154:0.70 159:0.67 170:0.94 172:0.32 173:0.60 174:0.93 177:0.88 178:0.55 179:0.68 187:0.68 195:0.84 197:0.93 212:0.16 216:0.77 222:0.35 226:0.96 235:0.80 236:0.92 239:0.94 241:0.27 242:0.28 243:0.38 245:0.56 247:0.79 253:0.41 254:0.86 259:0.21 265:0.42 266:0.80 267:0.69 271:0.22 276:0.52 277:0.87 282:0.80 300:0.55\n0 10:0.90 11:0.75 12:0.01 17:0.20 18:0.81 20:0.89 21:0.78 27:0.45 29:0.56 30:0.36 32:0.72 34:0.78 36:0.17 37:0.50 39:0.93 43:0.80 44:0.92 45:0.81 66:0.19 69:0.73 70:0.56 71:0.90 74:0.69 77:0.70 78:0.86 85:0.72 86:0.84 91:0.11 98:0.58 100:0.73 101:0.96 108:0.56 111:0.84 122:0.83 123:0.84 124:0.73 127:0.37 129:0.59 133:0.73 135:0.87 139:0.85 145:0.52 146:0.72 147:0.76 149:0.77 152:0.87 154:0.75 159:0.69 169:0.72 170:0.94 172:0.61 173:0.58 174:0.83 177:0.88 178:0.55 179:0.46 186:0.86 187:0.68 195:0.89 197:0.86 212:0.27 216:0.77 222:0.35 235:0.95 239:0.89 241:0.24 242:0.15 243:0.59 245:0.71 247:0.90 253:0.50 259:0.21 261:0.85 265:0.45 266:0.80 267:0.44 271:0.22 276:0.65 282:0.80 300:0.43\n2 1:0.65 6:0.83 8:0.63 9:0.73 10:0.96 11:0.75 12:0.01 17:0.43 18:0.83 20:0.93 21:0.40 22:0.93 23:0.97 27:0.38 29:0.56 30:0.76 31:0.90 32:0.80 33:0.97 34:0.61 36:0.91 37:0.28 39:0.93 41:0.88 43:0.93 44:0.93 45:0.77 47:0.93 60:0.95 62:0.98 64:0.77 66:0.89 69:0.33 70:0.47 71:0.90 74:0.80 75:0.99 77:0.70 78:0.98 79:0.89 81:0.75 83:0.91 85:0.80 86:0.91 91:0.10 96:0.73 98:0.74 100:0.98 101:0.96 102:0.98 106:0.81 108:0.26 111:0.98 114:0.82 117:0.86 120:0.61 122:0.65 123:0.25 126:0.54 127:0.23 128:0.96 129:0.05 132:0.97 135:0.98 137:0.90 139:0.93 140:0.45 145:0.72 146:0.72 147:0.76 149:0.86 150:0.56 151:0.62 152:0.87 153:0.48 154:0.93 155:0.65 158:0.86 159:0.29 162:0.86 164:0.67 165:0.93 168:0.96 169:0.98 170:0.94 172:0.68 173:0.38 174:0.86 176:0.73 177:0.88 179:0.41 186:0.98 187:0.68 189:0.85 192:0.98 195:0.68 196:0.93 197:0.90 201:0.65 202:0.50 205:0.97 206:0.81 208:0.64 212:0.77 215:0.67 216:0.67 219:0.95 220:0.91 222:0.35 226:0.96 232:0.98 235:0.68 236:0.97 238:0.95 239:0.97 241:0.15 242:0.14 243:0.89 247:0.84 248:0.61 253:0.75 255:0.73 256:0.58 260:0.61 261:0.96 262:0.93 265:0.74 266:0.27 267:0.65 268:0.59 271:0.22 276:0.54 279:0.81 282:0.88 283:0.67 284:0.92 285:0.62 290:0.82 291:0.97 292:0.88 297:0.36 299:0.88 300:0.55\n1 1:0.66 7:0.81 8:0.67 10:0.98 11:0.75 12:0.20 17:0.73 18:0.87 21:0.30 22:0.93 27:0.43 29:0.94 30:0.40 32:0.80 33:0.97 34:0.89 36:0.44 37:0.44 39:0.36 43:0.78 44:0.93 45:0.90 47:0.93 48:0.91 64:0.77 66:0.54 69:0.79 70:0.94 71:0.86 74:0.86 75:0.99 76:0.85 77:0.70 81:0.77 83:0.69 86:0.92 91:0.12 97:0.94 98:0.41 99:0.95 101:0.65 102:0.98 104:0.96 106:0.81 108:0.62 114:0.86 117:0.86 122:0.95 123:0.60 124:0.83 126:0.54 127:0.46 129:0.05 131:0.61 133:0.88 135:0.91 139:0.96 144:0.76 145:0.41 146:0.80 147:0.83 149:0.91 150:0.67 154:0.70 155:0.57 157:0.87 158:0.86 159:0.83 165:0.81 166:0.96 170:0.90 172:0.84 173:0.57 174:0.98 176:0.73 177:0.88 178:0.55 179:0.26 182:0.87 187:0.39 192:0.58 193:0.99 195:0.95 197:0.98 201:0.65 202:0.49 204:0.83 206:0.81 208:0.64 212:0.60 215:0.72 216:0.48 219:0.95 222:0.97 226:0.96 227:0.61 229:0.61 230:0.83 231:0.94 232:0.97 233:0.76 235:0.60 236:0.97 239:0.99 241:0.07 242:0.21 243:0.63 245:0.81 246:0.96 247:0.93 253:0.70 259:0.21 262:0.93 265:0.43 266:0.92 267:0.18 271:0.32 276:0.83 279:0.80 281:0.91 282:0.88 283:0.67 287:0.61 290:0.86 291:0.97 292:0.88 297:0.36 300:0.94\n1 1:0.66 10:0.98 11:0.75 12:0.20 17:0.66 18:0.97 21:0.30 22:0.93 27:0.24 29:0.94 30:0.45 32:0.80 33:0.97 34:0.97 36:0.38 37:0.80 39:0.36 43:0.79 44:0.93 45:0.96 47:0.93 64:0.77 66:0.63 69:0.76 70:0.59 71:0.86 74:0.76 77:0.70 81:0.77 83:0.69 86:0.96 91:0.15 98:0.62 99:0.95 101:0.65 102:0.98 104:0.93 106:0.81 108:0.89 114:0.86 117:0.86 122:0.92 123:0.89 124:0.49 126:0.54 127:0.59 129:0.59 131:0.61 133:0.47 135:0.94 139:0.96 144:0.76 145:0.52 146:0.71 147:0.76 149:0.93 150:0.67 154:0.72 155:0.51 157:0.94 159:0.78 165:0.81 166:0.96 170:0.90 172:0.94 173:0.59 174:0.97 176:0.73 177:0.88 178:0.55 179:0.17 182:0.87 187:0.39 192:0.50 195:0.91 197:0.96 201:0.65 206:0.81 208:0.64 212:0.88 215:0.72 216:0.67 222:0.97 227:0.61 229:0.61 231:0.94 232:0.95 235:0.60 236:0.97 239:0.98 241:0.10 242:0.52 243:0.36 245:0.98 246:0.96 247:0.91 253:0.67 259:0.21 262:0.93 265:0.63 266:0.63 267:0.92 271:0.32 276:0.89 282:0.88 287:0.61 290:0.86 291:0.97 297:0.36 300:0.70\n2 1:0.67 8:0.67 10:0.98 11:0.75 12:0.20 17:0.55 18:0.95 21:0.22 22:0.93 27:0.24 29:0.94 30:0.60 32:0.80 33:0.97 34:0.89 36:0.47 37:0.80 39:0.36 43:0.79 44:0.93 45:0.97 47:0.93 64:0.77 66:0.68 69:0.75 70:0.56 71:0.86 74:0.80 75:0.99 77:0.70 81:0.79 83:0.69 86:0.95 91:0.31 97:0.94 98:0.41 99:0.95 101:0.65 102:0.98 104:0.93 106:0.81 108:0.96 114:0.90 117:0.86 122:0.92 123:0.95 124:0.50 126:0.54 127:0.76 129:0.59 131:0.61 133:0.60 135:0.98 139:0.96 144:0.76 145:0.69 146:0.66 147:0.71 149:0.92 150:0.72 154:0.72 155:0.52 157:0.93 158:0.86 159:0.90 165:0.81 166:0.96 170:0.90 172:0.95 173:0.45 174:0.97 176:0.73 177:0.88 178:0.55 179:0.17 182:0.87 187:0.21 192:0.51 195:0.98 197:0.94 201:0.66 206:0.81 208:0.64 212:0.89 215:0.79 216:0.67 219:0.95 222:0.97 226:0.96 227:0.61 229:0.61 231:0.94 232:0.95 235:0.52 236:0.97 239:0.98 241:0.46 242:0.51 243:0.31 245:0.96 246:0.96 247:0.90 253:0.70 259:0.21 262:0.93 265:0.43 266:0.63 267:0.94 271:0.32 276:0.82 279:0.80 282:0.88 283:0.67 287:0.61 290:0.90 291:0.97 292:0.88 297:0.36 300:0.70\n2 1:0.64 10:0.98 11:0.75 12:0.20 17:0.95 18:0.89 21:0.30 22:0.93 27:0.72 29:0.94 30:0.33 33:0.97 34:0.96 36:0.85 37:0.95 39:0.36 43:0.62 45:0.93 47:0.93 64:0.77 66:0.35 69:0.40 70:0.93 71:0.86 74:0.70 81:0.59 83:0.56 86:0.93 91:0.27 98:0.42 99:0.83 101:0.65 108:0.31 122:0.95 123:0.30 124:0.82 126:0.32 127:0.81 129:0.59 131:0.61 133:0.81 135:0.98 139:0.90 144:0.76 146:0.77 147:0.81 149:0.58 150:0.55 154:0.87 155:0.49 157:0.90 159:0.83 165:0.65 166:0.96 170:0.90 172:0.77 173:0.19 174:0.97 177:0.88 178:0.55 179:0.31 182:0.87 187:0.87 192:0.45 197:0.98 201:0.60 208:0.50 212:0.82 216:0.06 222:0.97 227:0.61 229:0.61 231:0.94 235:0.52 236:0.94 239:0.97 241:0.41 242:0.28 243:0.51 245:0.87 246:0.96 247:0.86 253:0.51 254:0.74 259:0.21 262:0.93 265:0.44 266:0.89 267:0.79 271:0.32 276:0.81 287:0.61 291:0.97 300:0.98\n2 1:0.64 7:0.81 10:0.98 11:0.75 12:0.20 17:0.61 18:0.95 21:0.54 22:0.93 27:0.24 29:0.94 30:0.68 32:0.80 33:0.97 34:0.97 36:0.69 37:0.80 39:0.36 43:0.81 44:0.93 45:0.98 47:0.93 64:0.77 66:0.35 69:0.70 70:0.59 71:0.86 74:0.78 77:0.70 81:0.72 83:0.69 86:0.96 91:0.20 98:0.47 99:0.95 101:0.65 102:0.98 104:0.93 106:0.81 108:0.92 114:0.77 117:0.86 122:0.92 123:0.91 124:0.69 126:0.54 127:0.68 129:0.81 131:0.61 133:0.67 135:0.90 139:0.97 144:0.76 145:0.70 146:0.26 147:0.32 149:0.91 150:0.58 154:0.75 155:0.64 157:0.95 159:0.86 165:0.81 166:0.96 170:0.90 172:0.90 173:0.45 174:0.98 176:0.73 177:0.88 178:0.55 179:0.17 182:0.87 187:0.39 192:0.87 193:0.99 195:0.95 197:0.96 201:0.63 204:0.85 206:0.81 208:0.64 212:0.90 215:0.58 216:0.67 222:0.97 227:0.61 229:0.61 230:0.83 231:0.94 232:0.95 233:0.66 235:0.80 236:0.97 239:0.99 241:0.05 242:0.27 243:0.16 245:0.98 246:0.96 247:0.82 253:0.64 259:0.21 262:0.93 265:0.49 266:0.75 267:0.52 271:0.32 276:0.88 281:0.86 282:0.88 287:0.61 290:0.77 291:0.97 297:0.36 300:0.94\n2 1:0.64 7:0.75 10:0.93 11:0.75 12:0.20 17:0.45 18:0.76 21:0.47 22:0.93 27:0.41 29:0.94 30:0.86 32:0.78 33:0.97 34:0.97 36:0.40 37:0.68 39:0.36 43:0.29 44:0.93 45:0.87 47:0.93 64:0.77 66:0.44 69:0.76 70:0.30 71:0.86 74:0.57 76:0.85 77:0.70 81:0.74 83:0.69 86:0.82 91:0.15 98:0.19 99:0.95 101:0.65 102:0.98 108:0.79 114:0.80 122:0.93 123:0.78 124:0.69 126:0.54 127:0.42 129:0.05 131:0.61 133:0.62 135:0.93 139:0.87 144:0.76 145:0.54 146:0.22 147:0.28 149:0.49 150:0.60 154:0.62 155:0.53 157:0.90 159:0.45 165:0.81 166:0.96 170:0.90 172:0.41 173:0.79 174:0.89 176:0.73 177:0.88 178:0.55 179:0.70 182:0.87 187:0.68 192:0.55 193:0.99 195:0.69 197:0.90 201:0.64 204:0.80 208:0.64 212:0.61 215:0.63 216:0.59 222:0.97 227:0.61 229:0.61 230:0.77 231:0.94 233:0.65 235:0.74 236:0.97 239:0.95 241:0.10 242:0.33 243:0.36 245:0.61 246:0.96 247:0.55 253:0.60 254:0.94 259:0.21 262:0.93 265:0.21 266:0.47 267:0.91 271:0.32 276:0.35 277:0.87 281:0.86 282:0.86 287:0.61 290:0.80 291:0.97 297:0.36 300:0.33\n1 1:0.60 8:0.87 9:0.74 10:0.98 11:0.75 12:0.20 17:0.59 18:0.94 21:0.30 22:0.93 23:0.98 27:0.19 29:0.94 30:0.75 31:0.96 33:0.97 34:0.67 36:0.26 37:0.73 39:0.36 43:0.63 44:0.88 45:0.94 47:0.93 62:0.99 64:0.77 66:0.09 69:0.51 70:0.31 71:0.86 74:0.51 75:0.99 79:0.95 81:0.55 83:0.69 86:0.94 91:0.64 97:0.99 98:0.49 99:0.83 101:0.65 102:0.96 108:0.66 122:0.93 123:0.38 124:0.44 126:0.32 127:0.34 128:0.99 129:0.05 131:0.98 133:0.39 135:0.92 137:0.96 139:0.95 140:0.45 144:0.76 145:0.47 146:0.44 147:0.50 149:0.87 150:0.50 151:0.91 153:0.72 154:0.52 155:0.56 157:0.94 158:0.86 159:0.31 162:0.86 165:0.65 166:0.96 168:0.99 170:0.90 172:0.79 173:0.61 174:0.96 177:0.88 179:0.33 182:0.88 187:0.87 190:0.89 191:0.81 192:0.49 193:0.98 195:0.60 196:0.98 197:0.98 201:0.57 202:0.61 204:0.81 205:0.98 208:0.64 212:0.88 216:0.81 219:0.95 222:0.97 226:0.98 227:0.99 229:0.94 231:0.95 235:0.42 236:0.94 239:0.99 241:0.61 242:0.59 243:0.27 244:0.83 245:0.84 246:0.96 247:0.55 248:0.85 253:0.41 255:0.72 256:0.68 259:0.21 262:0.93 265:0.44 266:0.38 267:0.84 268:0.70 271:0.32 276:0.67 279:0.82 281:0.86 283:0.67 284:0.94 285:0.50 287:0.97 291:0.97 292:0.95 300:0.33\n2 1:0.66 10:0.97 11:0.75 12:0.20 17:0.67 18:0.98 21:0.30 22:0.93 27:0.24 29:0.94 30:0.45 32:0.80 33:0.97 34:0.97 36:0.20 37:0.80 39:0.36 43:0.79 44:0.93 45:0.92 47:0.93 55:0.45 64:0.77 66:0.97 69:0.76 70:0.48 71:0.86 74:0.73 77:0.70 81:0.77 83:0.69 86:0.95 91:0.20 98:0.84 99:0.95 101:0.65 102:0.98 104:0.93 106:0.81 108:0.59 114:0.86 117:0.86 122:0.92 123:0.56 126:0.54 127:0.34 129:0.05 131:0.61 135:0.87 139:0.95 144:0.76 145:0.54 146:0.88 147:0.90 149:0.91 150:0.67 154:0.72 155:0.51 157:0.92 159:0.46 165:0.81 166:0.96 170:0.90 172:0.93 173:0.75 174:0.93 176:0.73 177:0.88 178:0.55 179:0.19 182:0.87 187:0.21 192:0.50 195:0.74 197:0.94 201:0.65 206:0.81 208:0.64 212:0.88 215:0.72 216:0.67 222:0.97 227:0.61 229:0.61 231:0.94 232:0.95 235:0.60 236:0.97 239:0.98 241:0.18 242:0.63 243:0.97 246:0.96 247:0.82 253:0.66 259:0.21 262:0.93 265:0.84 266:0.54 267:0.23 271:0.32 276:0.86 282:0.88 287:0.61 290:0.86 291:0.97 297:0.36 300:0.55\n1 1:0.66 10:0.99 11:0.75 12:0.20 17:0.70 18:0.99 21:0.30 22:0.93 27:0.24 29:0.94 30:0.45 32:0.80 33:0.97 34:0.97 36:0.21 37:0.80 39:0.36 43:0.79 44:0.93 45:0.96 47:0.93 64:0.77 66:0.63 69:0.76 70:0.56 71:0.86 74:0.77 77:0.70 81:0.77 83:0.69 86:0.97 91:0.14 98:0.72 99:0.95 101:0.65 102:0.98 104:0.93 106:0.81 108:0.79 114:0.86 117:0.86 122:0.92 123:0.77 124:0.50 126:0.54 127:0.44 129:0.59 131:0.61 133:0.47 135:0.93 139:0.97 144:0.76 145:0.63 146:0.71 147:0.76 149:0.94 150:0.67 154:0.72 155:0.51 157:0.94 159:0.62 165:0.81 166:0.96 170:0.90 172:0.94 173:0.69 174:0.96 176:0.73 177:0.88 178:0.55 179:0.16 182:0.87 187:0.21 192:0.50 195:0.82 197:0.97 201:0.65 206:0.81 208:0.64 212:0.89 215:0.72 216:0.67 222:0.97 227:0.61 229:0.61 231:0.94 232:0.95 235:0.60 236:0.97 239:0.99 241:0.07 242:0.53 243:0.36 245:0.98 246:0.96 247:0.82 253:0.67 259:0.21 262:0.93 265:0.72 266:0.38 267:0.36 271:0.32 276:0.92 282:0.88 287:0.61 290:0.86 291:0.97 297:0.36 300:0.55\n2 1:0.66 10:0.98 11:0.75 12:0.20 17:0.62 18:0.98 21:0.30 22:0.93 27:0.24 29:0.94 30:0.44 32:0.80 33:0.97 34:0.98 36:0.21 37:0.80 39:0.36 43:0.79 44:0.93 45:0.95 47:0.93 64:0.77 66:0.98 69:0.76 70:0.56 71:0.86 74:0.80 77:0.70 81:0.77 83:0.69 86:0.97 91:0.11 97:0.89 98:0.89 99:0.95 101:0.65 102:0.98 104:0.93 106:0.81 108:0.59 114:0.86 117:0.86 122:0.92 123:0.56 126:0.54 127:0.44 129:0.05 131:0.61 135:0.93 139:0.97 144:0.76 145:0.63 146:0.94 147:0.95 149:0.94 150:0.67 154:0.72 155:0.51 157:0.94 158:0.77 159:0.60 165:0.81 166:0.96 170:0.90 172:0.96 173:0.70 174:0.96 176:0.73 177:0.88 178:0.55 179:0.16 182:0.87 187:0.21 192:0.50 195:0.80 197:0.96 201:0.65 206:0.81 208:0.64 212:0.88 215:0.72 216:0.67 222:0.97 227:0.61 229:0.61 231:0.94 232:0.95 235:0.60 236:0.97 239:0.99 241:0.10 242:0.55 243:0.98 246:0.96 247:0.86 253:0.68 259:0.21 262:0.93 265:0.89 266:0.63 267:0.87 271:0.32 276:0.91 279:0.76 282:0.88 283:0.82 287:0.61 290:0.86 291:0.97 297:0.36 300:0.55\n1 1:0.67 8:0.63 10:0.98 11:0.75 12:0.20 17:0.59 18:0.94 21:0.22 22:0.93 27:0.24 29:0.94 30:0.60 32:0.80 33:0.97 34:0.87 36:0.47 37:0.80 39:0.36 43:0.79 44:0.93 45:0.97 47:0.93 64:0.77 66:0.67 69:0.75 70:0.55 71:0.86 74:0.75 77:0.70 81:0.79 83:0.69 86:0.95 91:0.25 98:0.42 99:0.95 101:0.65 102:0.98 104:0.93 106:0.81 108:0.96 114:0.90 117:0.86 122:0.92 123:0.95 124:0.50 126:0.54 127:0.78 129:0.59 131:0.61 133:0.60 135:0.99 139:0.94 144:0.76 145:0.69 146:0.66 147:0.71 149:0.92 150:0.72 154:0.72 155:0.52 157:0.93 159:0.90 165:0.81 166:0.96 170:0.90 172:0.95 173:0.45 174:0.96 176:0.73 177:0.88 178:0.55 179:0.18 182:0.87 187:0.39 192:0.51 195:0.98 197:0.94 201:0.66 206:0.81 208:0.64 212:0.89 215:0.79 216:0.67 222:0.97 227:0.61 229:0.61 231:0.94 232:0.95 235:0.52 236:0.97 239:0.98 241:0.46 242:0.52 243:0.31 245:0.96 246:0.96 247:0.90 253:0.68 259:0.21 262:0.93 265:0.44 266:0.71 267:0.94 271:0.32 276:0.82 282:0.88 287:0.61 290:0.90 291:0.97 297:0.36 300:0.70\n2 1:0.66 7:0.81 10:0.99 11:0.75 12:0.20 17:0.64 18:0.98 21:0.30 22:0.93 27:0.24 29:0.94 30:0.61 32:0.80 33:0.97 34:0.95 36:0.32 37:0.80 39:0.36 43:0.81 44:0.93 45:0.97 47:0.93 48:0.91 64:0.77 66:0.33 69:0.69 70:0.56 71:0.86 74:0.83 77:0.70 81:0.77 83:0.69 86:0.98 91:0.29 98:0.63 99:0.95 101:0.65 102:0.98 104:0.93 106:0.81 108:0.68 114:0.86 117:0.86 122:0.92 123:0.66 124:0.69 126:0.54 127:0.47 129:0.81 131:0.61 133:0.67 135:0.77 139:0.98 144:0.76 145:0.63 146:0.24 147:0.30 149:0.96 150:0.67 154:0.75 155:0.63 157:0.95 159:0.61 165:0.81 166:0.96 170:0.90 172:0.87 173:0.62 174:0.97 176:0.73 177:0.88 178:0.55 179:0.16 182:0.88 187:0.39 192:0.86 193:0.99 195:0.81 197:0.98 201:0.65 204:0.85 206:0.81 208:0.64 212:0.92 215:0.72 216:0.67 222:0.97 227:0.61 229:0.61 230:0.83 231:0.94 232:0.95 233:0.66 235:0.60 236:0.97 239:0.99 241:0.07 242:0.33 243:0.18 245:0.97 246:0.96 247:0.82 253:0.69 259:0.21 262:0.93 265:0.64 266:0.54 267:0.28 271:0.32 276:0.91 281:0.86 282:0.88 287:0.61 290:0.86 291:0.97 297:0.36 300:0.70\n2 1:0.68 10:0.91 11:0.75 12:0.20 17:0.06 18:0.67 21:0.13 22:0.93 27:0.36 29:0.94 30:0.95 33:0.97 34:0.47 36:0.39 37:0.64 39:0.36 43:0.91 45:0.73 47:0.93 64:0.77 66:0.69 69:0.41 71:0.86 74:0.57 75:0.99 81:0.81 83:0.69 86:0.77 91:0.53 97:0.94 98:0.17 99:0.95 101:0.65 104:0.96 106:0.81 108:0.31 114:0.92 117:0.86 122:0.93 123:0.30 126:0.54 127:0.10 129:0.05 131:0.61 135:0.73 139:0.82 144:0.76 146:0.18 147:0.23 149:0.70 150:0.77 154:0.90 155:0.52 157:0.79 158:0.86 159:0.09 165:0.81 166:0.96 170:0.90 172:0.21 173:0.69 174:0.79 176:0.73 177:0.88 178:0.55 179:0.13 182:0.87 187:0.68 192:0.54 197:0.85 201:0.67 206:0.81 208:0.64 212:0.95 215:0.84 216:0.72 219:0.95 222:0.97 226:0.96 227:0.61 229:0.61 231:0.94 232:0.97 235:0.42 236:0.97 239:0.93 241:0.27 242:0.63 243:0.73 246:0.96 247:0.30 253:0.66 259:0.21 262:0.93 265:0.18 266:0.12 267:0.23 271:0.32 276:0.23 279:0.80 283:0.67 287:0.61 290:0.92 291:0.97 292:0.88 297:0.36 300:0.08\n1 1:0.68 8:0.76 10:0.99 11:0.75 12:0.20 17:0.85 18:0.92 21:0.05 22:0.93 27:0.31 29:0.94 30:0.09 33:0.97 34:0.40 36:0.95 37:0.68 39:0.36 43:0.88 45:0.88 47:0.93 64:0.77 66:0.86 69:0.35 70:0.95 71:0.86 74:0.87 75:0.99 77:0.70 81:0.83 83:0.69 86:0.95 91:0.25 97:0.94 98:0.89 99:0.95 101:0.65 102:0.94 104:0.98 106:0.81 108:0.27 114:0.95 117:0.86 122:0.94 123:0.26 124:0.38 126:0.54 127:0.82 129:0.05 131:0.61 133:0.62 135:0.97 139:0.94 144:0.76 145:0.65 146:0.99 147:0.99 149:0.85 150:0.82 154:0.87 155:0.53 157:0.87 158:0.86 159:0.87 165:0.81 166:0.96 170:0.90 172:0.96 173:0.14 174:0.99 176:0.73 177:0.88 178:0.55 179:0.19 182:0.87 187:0.39 192:0.55 195:0.95 197:0.99 201:0.67 202:0.46 206:0.81 208:0.64 212:0.60 215:0.91 216:0.57 219:0.95 222:0.97 226:0.96 227:0.61 229:0.61 231:0.94 232:0.99 235:0.31 236:0.97 239:0.99 241:0.43 242:0.18 243:0.87 245:0.87 246:0.96 247:0.98 253:0.74 262:0.93 265:0.89 266:0.75 267:0.91 271:0.32 276:0.92 279:0.80 282:0.75 283:0.67 287:0.61 290:0.95 291:0.97 292:0.88 297:0.36 300:0.84\n2 1:0.68 7:0.70 8:0.71 9:0.74 10:0.97 11:0.75 12:0.20 17:0.06 18:0.83 21:0.13 23:0.96 27:0.19 29:0.94 30:0.74 31:0.90 34:0.79 36:0.75 37:0.73 39:0.36 43:0.96 45:0.90 62:0.98 64:0.77 66:0.77 69:0.15 70:0.53 71:0.86 74:0.85 75:0.99 79:0.90 81:0.81 83:0.69 86:0.92 91:0.17 96:0.74 97:0.94 98:0.76 99:0.95 101:0.65 102:0.94 108:0.59 114:0.92 120:0.62 122:0.94 123:0.57 124:0.41 126:0.54 127:0.56 128:0.96 129:0.59 131:0.98 133:0.47 135:0.70 137:0.90 139:0.93 140:0.80 144:0.76 145:0.67 146:0.18 147:0.23 149:0.92 150:0.77 151:0.69 153:0.48 154:0.96 155:0.65 157:0.89 158:0.86 159:0.40 162:0.51 164:0.57 165:0.81 166:0.96 168:0.96 170:0.90 172:0.81 173:0.27 174:0.94 176:0.73 177:0.88 178:0.42 179:0.41 182:0.88 187:0.87 192:0.98 193:0.98 195:0.63 196:0.94 197:0.96 201:0.67 202:0.60 204:0.83 205:0.95 208:0.64 212:0.90 215:0.84 216:0.81 219:0.95 220:0.74 222:0.97 226:0.96 227:0.99 229:0.93 230:0.73 231:0.94 233:0.66 235:0.42 236:0.97 239:0.98 241:0.12 242:0.18 243:0.19 245:0.81 246:0.96 247:0.94 248:0.64 253:0.80 255:0.74 256:0.45 259:0.21 260:0.63 265:0.76 266:0.47 267:0.18 268:0.46 271:0.32 276:0.70 279:0.80 281:0.86 283:0.67 284:0.89 285:0.62 287:0.97 290:0.92 292:0.88 297:0.36 300:0.70\n1 1:0.58 10:0.94 11:0.75 12:0.20 17:0.67 18:0.84 21:0.47 22:0.93 27:0.19 29:0.94 30:0.45 33:0.97 34:0.90 36:0.43 37:0.73 39:0.36 43:0.11 45:0.81 47:0.93 48:0.91 64:0.77 66:0.30 69:0.37 70:0.46 71:0.86 74:0.57 81:0.51 83:0.69 86:0.87 91:0.40 97:0.89 98:0.19 99:0.83 101:0.65 108:0.29 122:0.65 123:0.28 124:0.78 126:0.32 127:0.47 129:0.59 131:0.61 133:0.73 135:0.90 139:0.84 144:0.76 145:0.61 146:0.25 147:0.31 149:0.09 150:0.46 154:0.74 155:0.52 157:0.83 158:0.77 159:0.45 165:0.65 166:0.96 170:0.90 172:0.32 173:0.39 174:0.86 177:0.88 178:0.55 179:0.74 182:0.87 187:0.98 192:0.46 193:0.98 197:0.89 201:0.55 204:0.82 208:0.61 212:0.58 216:0.81 222:0.97 227:0.61 229:0.61 231:0.94 235:0.60 236:0.94 239:0.93 241:0.27 242:0.22 243:0.48 245:0.56 246:0.96 247:0.67 253:0.45 254:0.74 259:0.21 262:0.93 265:0.20 266:0.47 267:0.69 271:0.32 276:0.40 279:0.76 281:0.91 283:0.82 287:0.61 291:0.97 300:0.33\n2 1:0.66 7:0.81 8:0.77 10:0.98 11:0.75 12:0.20 17:0.92 18:0.93 21:0.30 22:0.93 27:0.34 29:0.94 30:0.36 32:0.80 33:0.97 34:0.76 36:0.99 37:0.64 39:0.36 43:0.83 44:0.93 45:0.92 47:0.93 48:0.91 64:0.77 66:0.60 69:0.37 70:0.85 71:0.86 74:0.83 75:0.99 77:0.89 81:0.77 83:0.69 86:0.93 91:0.18 97:0.99 98:0.85 99:0.95 101:0.65 102:0.98 104:0.99 106:0.81 108:0.29 114:0.86 117:0.86 122:0.94 123:0.28 124:0.51 126:0.54 127:0.46 129:0.59 131:0.61 133:0.47 135:0.93 139:0.96 144:0.76 145:0.89 146:0.95 147:0.96 149:0.85 150:0.67 154:0.79 155:0.57 157:0.92 158:0.86 159:0.69 165:0.81 166:0.96 170:0.90 172:0.87 173:0.23 174:0.98 176:0.73 177:0.88 178:0.55 179:0.23 182:0.87 187:0.68 192:0.58 193:0.99 195:0.88 197:0.98 201:0.65 202:0.36 204:0.84 206:0.81 208:0.64 212:0.74 215:0.72 216:0.51 219:0.95 222:0.97 226:0.96 227:0.61 229:0.61 230:0.83 231:0.94 232:0.99 233:0.66 235:0.60 236:0.97 239:0.99 241:0.03 242:0.27 243:0.67 245:0.95 246:0.96 247:0.94 253:0.69 259:0.21 262:0.93 265:0.85 266:0.63 267:0.59 271:0.32 276:0.85 279:0.82 281:0.91 282:0.88 283:0.67 287:0.61 290:0.86 291:0.97 292:0.95 297:0.36 300:0.70\n2 1:0.66 7:0.81 10:0.98 11:0.75 12:0.20 17:0.61 18:0.96 21:0.30 22:0.93 27:0.24 29:0.94 30:0.60 32:0.80 33:0.97 34:0.94 36:0.41 37:0.80 39:0.36 43:0.81 44:0.93 45:0.97 47:0.93 64:0.77 66:0.32 69:0.69 70:0.59 71:0.86 74:0.79 77:0.70 81:0.77 83:0.69 86:0.96 91:0.20 98:0.48 99:0.95 101:0.65 102:0.98 104:0.93 106:0.81 108:0.88 114:0.86 117:0.86 122:0.92 123:0.87 124:0.69 126:0.54 127:0.63 129:0.81 131:0.61 133:0.67 135:0.89 139:0.97 144:0.76 145:0.63 146:0.25 147:0.31 149:0.91 150:0.67 154:0.75 155:0.63 157:0.94 159:0.79 165:0.81 166:0.96 170:0.90 172:0.87 173:0.52 174:0.97 176:0.73 177:0.88 178:0.55 179:0.18 182:0.87 187:0.39 192:0.86 193:0.99 195:0.91 197:0.96 201:0.65 204:0.85 206:0.81 208:0.64 212:0.91 215:0.72 216:0.67 222:0.97 227:0.61 229:0.61 230:0.83 231:0.94 232:0.95 233:0.66 235:0.60 236:0.97 239:0.99 241:0.07 242:0.36 243:0.18 245:0.97 246:0.96 247:0.84 253:0.68 259:0.21 262:0.93 265:0.50 266:0.75 267:0.36 271:0.32 276:0.87 281:0.86 282:0.88 287:0.61 290:0.86 291:0.97 297:0.36 300:0.84\n2 1:0.64 7:0.75 10:0.96 11:0.75 12:0.20 17:0.84 18:0.82 21:0.47 22:0.93 27:0.58 29:0.94 30:0.74 32:0.78 33:0.97 34:0.67 36:0.46 37:0.71 39:0.36 43:0.19 44:0.93 45:0.95 47:0.93 64:0.77 66:0.23 69:0.84 70:0.39 71:0.86 74:0.74 76:0.85 77:0.70 81:0.74 83:0.69 86:0.89 91:0.15 97:0.89 98:0.39 99:0.95 101:0.65 102:0.98 104:0.99 106:0.81 108:0.89 114:0.80 117:0.86 122:0.93 123:0.89 124:0.87 126:0.54 127:0.68 129:0.93 131:0.61 133:0.87 135:0.21 139:0.91 144:0.76 145:0.77 146:0.47 147:0.05 149:0.09 150:0.60 154:0.52 155:0.53 157:0.92 158:0.76 159:0.84 165:0.81 166:0.96 170:0.90 172:0.63 173:0.66 174:0.94 176:0.73 177:0.05 178:0.55 179:0.34 182:0.87 187:0.68 192:0.55 193:0.99 195:0.94 197:0.91 201:0.64 204:0.80 206:0.81 208:0.64 212:0.30 215:0.63 216:0.49 222:0.97 227:0.61 229:0.61 230:0.77 231:0.94 232:0.99 233:0.65 235:0.74 236:0.97 239:0.97 241:0.52 242:0.33 243:0.07 245:0.83 246:0.96 247:0.55 253:0.64 254:0.74 257:0.93 259:0.21 262:0.93 265:0.41 266:0.84 267:0.44 271:0.32 276:0.78 279:0.75 281:0.86 282:0.86 283:0.67 287:0.61 290:0.80 291:0.97 297:0.36 300:0.55\n0 1:0.64 9:0.75 10:0.93 11:0.75 12:0.20 17:0.81 18:0.96 21:0.47 22:0.93 23:0.98 27:0.61 29:0.94 30:0.29 31:0.93 33:0.97 37:0.41 39:0.36 43:0.74 44:0.85 45:0.87 47:0.93 55:0.71 62:0.98 64:0.77 66:0.68 69:0.84 70:0.74 71:0.86 74:0.62 75:0.99 79:0.92 81:0.74 83:0.69 86:0.85 91:0.23 96:0.79 97:0.94 98:0.74 99:0.95 101:0.65 102:0.94 104:0.96 106:0.81 108:0.80 114:0.80 117:0.86 120:0.67 122:0.92 123:0.78 124:0.48 126:0.54 127:0.34 128:0.97 129:0.59 131:0.98 133:0.60 137:0.93 139:0.88 140:0.45 144:0.76 145:0.87 146:0.58 147:0.63 149:0.76 150:0.60 151:0.77 153:0.48 154:0.65 155:0.66 157:0.83 158:0.86 159:0.80 162:0.79 164:0.71 165:0.81 166:0.96 168:0.97 170:0.90 172:0.91 173:0.64 174:0.93 176:0.73 177:0.88 179:0.18 182:0.88 187:0.39 192:0.99 193:0.98 195:0.95 196:0.95 197:0.93 201:0.64 202:0.60 204:0.81 205:0.98 206:0.81 208:0.64 212:0.61 215:0.63 216:0.40 219:0.95 220:0.87 222:0.97 226:0.96 227:0.99 229:0.94 231:0.95 232:0.97 235:0.74 236:0.97 239:0.95 241:0.37 242:0.74 243:0.29 245:0.91 246:0.96 247:0.91 248:0.74 253:0.79 255:0.78 256:0.64 260:0.68 262:0.93 265:0.75 266:0.75 268:0.65 271:0.32 276:0.88 279:0.80 281:0.91 283:0.67 284:0.94 285:0.62 287:0.97 290:0.80 291:0.97 292:0.88 297:0.36 300:0.70\n2 1:0.66 10:0.98 11:0.75 12:0.20 17:0.66 18:0.98 21:0.30 22:0.93 27:0.24 29:0.94 30:0.40 32:0.80 33:0.97 34:0.95 36:0.23 37:0.80 39:0.36 43:0.79 44:0.93 45:0.95 47:0.93 64:0.77 66:0.59 69:0.76 70:0.59 71:0.86 74:0.75 77:0.70 81:0.77 83:0.69 86:0.96 91:0.12 98:0.60 99:0.95 101:0.65 102:0.98 104:0.93 106:0.81 108:0.85 114:0.86 117:0.86 122:0.92 123:0.84 124:0.59 126:0.54 127:0.48 129:0.59 131:0.61 133:0.60 135:0.95 139:0.95 144:0.76 145:0.54 146:0.78 147:0.82 149:0.93 150:0.67 154:0.72 155:0.51 157:0.93 159:0.68 165:0.81 166:0.96 170:0.90 172:0.92 173:0.66 174:0.94 176:0.73 177:0.88 178:0.55 179:0.18 182:0.87 187:0.21 192:0.50 195:0.86 197:0.94 201:0.65 206:0.81 208:0.64 212:0.86 215:0.72 216:0.67 222:0.97 227:0.61 229:0.61 231:0.94 232:0.95 235:0.60 236:0.97 239:0.98 241:0.15 242:0.63 243:0.39 245:0.95 246:0.96 247:0.82 253:0.67 259:0.21 262:0.93 265:0.61 266:0.71 267:0.93 271:0.32 276:0.90 282:0.88 287:0.61 290:0.86 291:0.97 297:0.36 300:0.70\n2 9:0.75 10:0.91 11:0.75 12:0.20 17:0.51 18:0.67 21:0.78 22:0.93 23:0.96 27:0.36 29:0.94 30:0.95 31:0.92 33:0.97 34:0.37 36:0.66 37:0.64 39:0.36 43:0.91 45:0.73 47:0.93 62:0.97 66:0.69 69:0.35 71:0.86 74:0.57 75:0.99 79:0.91 83:0.69 86:0.77 91:0.48 96:0.77 97:0.94 98:0.19 101:0.65 104:0.96 106:0.81 108:0.27 117:0.86 120:0.65 122:0.93 123:0.26 127:0.10 128:0.97 129:0.05 131:0.98 135:0.79 137:0.92 139:0.82 140:0.45 144:0.76 146:0.18 147:0.23 149:0.70 151:0.77 153:0.48 154:0.90 155:0.65 157:0.79 158:0.86 159:0.09 162:0.86 164:0.57 166:0.61 168:0.97 170:0.90 172:0.21 173:0.72 174:0.79 177:0.88 179:0.16 182:0.88 187:0.39 192:0.98 196:0.93 197:0.85 202:0.36 205:0.95 206:0.81 208:0.64 212:0.95 216:0.72 219:0.95 220:0.62 222:0.97 226:0.96 227:0.99 229:0.93 231:0.94 232:0.97 235:0.02 239:0.93 241:0.63 242:0.63 243:0.73 246:0.61 247:0.30 248:0.70 253:0.69 255:0.78 256:0.45 259:0.21 260:0.66 262:0.93 265:0.21 266:0.12 267:0.19 268:0.46 271:0.32 276:0.23 279:0.80 283:0.67 284:0.89 285:0.62 287:0.97 291:0.97 292:0.88 300:0.08\n0 11:0.82 17:0.22 18:0.64 21:0.78 27:0.45 29:0.77 30:0.76 32:0.69 34:0.77 36:0.21 37:0.50 39:0.98 43:0.60 55:0.42 66:0.77 69:0.70 70:0.29 71:0.89 74:0.57 77:0.70 86:0.74 91:0.10 98:0.39 108:0.53 122:0.51 123:0.51 127:0.13 129:0.05 135:0.61 139:0.71 144:0.85 145:0.52 146:0.48 147:0.54 149:0.42 154:0.72 159:0.17 163:0.90 172:0.37 173:0.70 177:0.70 178:0.55 179:0.37 187:0.68 195:0.71 212:0.52 216:0.77 222:0.20 235:0.22 241:0.10 242:0.24 243:0.79 247:0.47 253:0.38 254:0.92 259:0.21 265:0.41 266:0.27 267:0.44 271:0.47 276:0.22 282:0.77 300:0.25\n0 11:0.91 17:0.57 18:0.74 21:0.78 27:0.62 29:0.77 30:0.13 34:0.99 36:0.68 37:0.70 39:0.98 43:0.67 45:0.66 55:0.84 66:0.71 69:0.37 70:0.84 71:0.89 74:0.36 86:0.73 91:0.44 98:0.74 101:0.52 108:0.62 122:0.77 123:0.59 124:0.43 127:0.47 129:0.59 133:0.47 135:0.47 139:0.70 144:0.85 145:0.91 146:0.38 147:0.45 149:0.48 154:0.56 159:0.41 172:0.65 173:0.42 175:0.75 177:0.38 178:0.55 179:0.59 187:0.39 202:0.46 212:0.57 216:0.32 222:0.20 235:0.74 241:0.21 242:0.45 243:0.23 244:0.61 245:0.69 247:0.60 253:0.29 257:0.65 259:0.21 265:0.74 266:0.54 267:0.28 271:0.47 276:0.58 277:0.69 300:0.55\n0 1:0.69 11:0.91 17:0.81 18:0.73 21:0.74 27:0.52 29:0.77 30:0.71 32:0.78 34:0.97 36:0.26 37:0.34 39:0.98 43:0.64 44:0.93 45:0.81 66:0.63 69:0.33 70:0.40 71:0.89 74:0.73 77:0.70 81:0.31 83:0.60 86:0.85 91:0.58 97:0.98 98:0.36 99:0.83 101:0.52 108:0.26 114:0.54 122:0.51 123:0.25 124:0.45 126:0.44 127:0.27 129:0.05 133:0.43 135:0.42 139:0.86 144:0.85 145:0.50 146:0.51 147:0.57 149:0.40 150:0.51 154:0.85 155:0.58 158:0.78 159:0.47 165:0.70 172:0.41 173:0.26 176:0.66 177:0.70 178:0.55 179:0.72 187:0.68 192:0.59 195:0.82 201:0.68 208:0.54 212:0.61 215:0.36 216:0.40 222:0.20 235:0.95 241:0.10 242:0.33 243:0.68 245:0.54 247:0.55 253:0.42 254:0.92 259:0.21 265:0.38 266:0.38 267:0.65 271:0.47 276:0.26 279:0.82 282:0.86 283:0.78 290:0.54 297:0.36 300:0.33\n0 8:0.66 11:0.91 17:0.18 18:0.88 21:0.59 22:0.93 27:0.21 29:0.77 30:0.40 31:0.90 34:0.42 36:0.47 37:0.74 39:0.98 43:0.34 45:0.81 47:0.93 48:0.91 55:0.59 64:0.77 66:0.60 69:0.27 70:0.84 71:0.89 74:0.66 79:0.91 81:0.24 86:0.84 91:0.49 98:0.75 101:0.52 108:0.93 122:0.77 123:0.93 124:0.66 126:0.26 127:0.95 129:0.59 133:0.74 135:0.24 137:0.90 139:0.83 140:0.45 144:0.85 146:0.95 147:0.96 149:0.74 150:0.24 151:0.55 153:0.48 154:0.38 159:0.92 162:0.62 172:0.99 173:0.09 177:0.70 179:0.11 187:0.39 190:0.89 196:0.92 202:0.67 212:0.91 216:0.95 219:0.89 220:0.87 222:0.20 235:0.68 241:0.37 242:0.58 243:0.37 244:0.61 245:0.99 247:0.92 248:0.56 253:0.40 256:0.68 259:0.21 262:0.93 265:0.76 266:0.80 267:0.99 268:0.68 271:0.47 276:0.98 281:0.89 284:0.92 285:0.47 292:0.91 300:0.94\n0 11:0.91 17:0.15 18:0.72 21:0.13 22:0.93 27:0.43 29:0.77 30:0.21 34:0.95 36:0.55 37:0.66 39:0.98 43:0.63 45:0.81 47:0.93 55:0.45 64:0.77 66:0.96 69:0.65 70:0.77 71:0.89 74:0.65 81:0.36 86:0.69 91:0.35 98:0.89 101:0.52 108:0.49 122:0.75 123:0.47 126:0.26 127:0.43 129:0.05 135:0.68 139:0.67 144:0.85 146:0.84 147:0.87 149:0.68 150:0.32 154:0.53 159:0.41 172:0.90 173:0.70 177:0.70 178:0.55 179:0.27 187:0.68 212:0.90 216:0.68 222:0.20 235:0.12 241:0.37 242:0.30 243:0.96 244:0.61 247:0.74 253:0.40 259:0.21 262:0.93 265:0.89 266:0.27 267:0.36 271:0.47 276:0.82 300:0.55\n0 1:0.69 8:0.62 9:0.80 11:0.91 17:0.24 21:0.47 27:0.28 29:0.77 30:0.28 31:0.87 34:0.59 36:0.47 37:0.49 39:0.98 43:0.72 45:0.66 55:0.71 66:0.29 69:0.19 70:0.95 71:0.89 74:0.48 79:0.87 81:0.34 83:0.60 91:0.48 96:0.76 97:0.89 98:0.47 99:0.83 101:0.52 108:0.67 114:0.59 117:0.86 120:0.74 122:0.77 123:0.65 124:0.70 126:0.44 127:0.73 129:0.59 133:0.64 135:0.83 137:0.87 139:0.68 140:0.80 144:0.85 146:0.13 147:0.18 149:0.44 150:0.52 151:0.65 153:0.48 154:0.62 155:0.67 158:0.79 159:0.58 162:0.86 164:0.55 165:0.70 172:0.37 173:0.21 175:0.75 176:0.66 177:0.38 179:0.73 187:0.99 190:0.89 192:0.87 196:0.87 201:0.68 202:0.56 208:0.64 212:0.27 215:0.41 216:0.67 219:0.92 222:0.20 235:0.60 241:0.21 242:0.58 243:0.20 244:0.61 245:0.65 247:0.55 248:0.64 253:0.57 255:0.79 256:0.64 257:0.65 259:0.21 260:0.64 265:0.49 266:0.71 267:0.44 268:0.65 271:0.47 276:0.49 277:0.69 279:0.86 283:0.82 284:0.87 285:0.62 290:0.59 292:0.87 297:0.36 300:0.84\n1 8:0.75 11:0.91 17:0.82 18:0.93 21:0.47 22:0.93 27:0.40 29:0.77 30:0.70 31:0.93 34:0.44 36:0.45 37:0.31 39:0.98 43:0.57 44:0.87 45:0.77 47:0.93 48:0.91 55:0.45 64:0.77 66:0.43 69:0.25 70:0.57 71:0.89 74:0.46 79:0.95 81:0.26 86:0.88 91:0.78 98:0.56 101:0.52 108:0.81 123:0.80 124:0.76 126:0.26 127:0.90 129:0.05 133:0.74 135:0.78 137:0.93 139:0.88 140:0.80 144:0.85 145:0.90 146:0.82 147:0.85 149:0.66 150:0.25 151:0.60 153:0.48 154:0.67 159:0.81 162:0.56 172:0.92 173:0.14 177:0.70 178:0.42 179:0.17 187:0.21 190:0.89 191:0.82 195:0.90 196:0.95 202:0.72 212:0.88 216:0.36 219:0.89 220:0.93 222:0.20 235:0.52 241:0.49 242:0.38 243:0.36 245:0.97 247:0.88 248:0.61 253:0.34 254:0.99 256:0.68 259:0.21 262:0.93 265:0.57 266:0.75 267:0.28 268:0.70 271:0.47 276:0.94 277:0.69 281:0.89 284:0.93 285:0.47 292:0.95 300:0.70\n0 7:0.63 11:0.91 17:0.73 18:0.82 21:0.30 27:0.72 29:0.77 30:0.87 32:0.63 34:0.34 36:0.28 37:0.23 39:0.98 43:0.57 44:0.90 45:0.73 48:0.97 55:0.59 64:0.77 66:0.84 69:0.62 70:0.39 71:0.89 74:0.39 81:0.39 86:0.79 91:0.33 98:0.86 101:0.52 108:0.47 123:0.46 124:0.38 126:0.44 127:0.61 129:0.05 132:0.97 133:0.37 135:0.69 139:0.81 144:0.85 145:0.79 146:0.91 147:0.92 149:0.51 150:0.32 154:0.53 159:0.58 172:0.83 173:0.58 177:0.70 178:0.55 179:0.41 187:0.39 192:0.51 195:0.81 201:0.68 212:0.80 215:0.44 216:0.16 222:0.20 230:0.63 233:0.73 235:0.42 241:0.49 242:0.72 243:0.85 244:0.61 245:0.73 247:0.79 253:0.31 259:0.21 265:0.86 266:0.54 267:0.87 271:0.47 276:0.74 281:0.91 297:0.36 300:0.55\n0 8:0.66 11:0.91 17:0.49 18:0.94 21:0.13 27:0.65 29:0.77 30:0.14 31:0.89 34:0.64 36:0.94 37:0.36 39:0.98 43:0.62 45:0.66 55:0.84 64:0.77 66:0.16 69:0.12 70:0.99 71:0.89 74:0.38 79:0.89 81:0.36 86:0.92 91:0.31 98:0.24 101:0.52 108:0.10 122:0.86 123:0.10 124:0.97 126:0.26 127:0.96 129:0.05 133:0.97 135:0.88 137:0.89 139:0.91 140:0.45 144:0.85 146:0.78 147:0.82 149:0.36 150:0.32 151:0.51 153:0.48 154:0.67 159:0.95 162:0.86 172:0.70 173:0.06 177:0.70 179:0.26 187:0.95 190:0.89 192:0.51 196:0.92 202:0.50 212:0.30 216:0.27 219:0.92 220:0.74 222:0.20 235:0.12 241:0.07 242:0.41 243:0.37 245:0.82 247:0.96 248:0.52 253:0.30 254:0.97 256:0.58 259:0.21 265:0.26 266:0.98 267:0.89 268:0.59 271:0.47 276:0.87 283:0.78 284:0.88 285:0.47 292:0.91 300:0.99\n0 8:0.81 11:0.82 17:0.78 18:0.64 21:0.78 27:0.52 29:0.77 30:0.76 34:0.24 36:0.24 39:0.98 43:0.12 55:0.42 66:0.64 69:0.73 70:0.15 71:0.89 74:0.36 86:0.65 91:0.72 98:0.20 108:0.56 122:0.83 123:0.54 127:0.10 129:0.05 135:0.49 139:0.63 144:0.85 145:0.87 146:0.33 147:0.40 149:0.06 154:0.50 159:0.13 163:0.98 172:0.16 173:0.64 177:0.70 178:0.55 179:0.32 202:0.80 212:0.95 216:0.18 222:0.20 235:0.84 241:0.85 242:0.82 243:0.69 244:0.61 247:0.12 253:0.29 254:0.74 259:0.21 265:0.22 266:0.12 267:0.76 271:0.47 276:0.13 300:0.13\n0 9:0.76 17:0.04 21:0.78 27:0.16 29:0.77 30:0.95 31:0.90 34:0.80 36:0.71 37:0.79 39:0.98 43:0.64 55:0.59 66:0.54 69:0.48 71:0.89 74:0.26 79:0.91 91:0.73 96:0.78 98:0.24 108:0.37 120:0.68 123:0.35 127:0.11 129:0.05 135:0.30 137:0.90 138:0.98 140:0.90 144:0.85 146:0.21 147:0.27 149:0.31 151:0.81 153:0.48 154:0.53 155:0.58 159:0.10 162:0.53 164:0.76 172:0.10 173:0.76 175:0.75 177:0.38 178:0.50 179:0.66 187:0.39 190:0.77 192:0.59 202:0.86 208:0.54 216:0.69 220:0.82 222:0.20 235:0.80 241:0.64 243:0.63 244:0.61 248:0.76 253:0.55 254:0.93 255:0.79 256:0.85 257:0.65 259:0.21 260:0.64 265:0.26 267:0.44 268:0.83 271:0.47 277:0.69 284:0.91 285:0.62 300:0.08\n0 11:0.91 17:0.20 18:0.90 21:0.78 27:0.12 29:0.77 30:0.54 34:0.96 36:0.46 37:0.87 39:0.98 43:0.15 45:0.83 55:0.71 66:0.90 69:0.56 70:0.32 71:0.89 74:0.70 86:0.95 91:0.29 98:0.87 101:0.52 108:0.43 122:0.57 123:0.41 127:0.41 129:0.05 135:0.60 139:0.92 144:0.85 146:0.68 147:0.73 149:0.17 154:0.74 159:0.26 172:0.71 173:0.73 177:0.70 178:0.55 179:0.54 187:0.68 212:0.93 216:0.52 222:0.20 235:0.60 241:0.24 242:0.37 243:0.90 247:0.55 253:0.41 254:0.93 259:0.21 265:0.87 266:0.17 267:0.36 271:0.47 276:0.61 300:0.25\n0 11:0.91 17:0.36 18:0.59 21:0.13 22:0.93 27:0.27 29:0.77 30:0.11 34:0.37 36:0.76 37:0.35 39:0.98 43:0.59 45:0.66 47:0.93 55:0.42 64:0.77 66:0.67 69:0.92 70:0.93 71:0.89 74:0.49 81:0.55 86:0.68 91:0.15 98:0.58 101:0.52 106:0.81 108:0.34 117:0.86 122:0.75 123:0.33 124:0.45 126:0.44 127:0.65 129:0.05 133:0.43 135:0.73 139:0.65 144:0.85 146:0.23 147:0.73 149:0.30 150:0.39 154:0.47 158:0.71 159:0.57 172:0.57 173:0.98 177:0.38 178:0.55 179:0.71 187:0.95 192:0.51 201:0.68 206:0.81 212:0.27 215:0.61 216:0.75 222:0.20 235:0.22 241:0.15 242:0.28 243:0.72 245:0.66 247:0.67 253:0.35 254:0.96 257:0.65 259:0.21 262:0.93 265:0.59 266:0.63 267:0.59 271:0.47 276:0.40 277:0.69 297:0.36 300:0.70\n0 1:0.74 11:0.91 17:0.55 18:0.95 21:0.54 27:0.52 29:0.77 30:0.27 34:0.97 36:0.65 37:0.35 39:0.98 43:0.57 44:0.87 45:0.66 48:0.97 55:0.52 64:0.77 66:0.29 69:0.83 70:0.79 71:0.89 74:0.43 81:0.44 83:0.60 86:0.90 91:0.22 97:0.89 98:0.61 99:0.83 101:0.52 108:0.21 114:0.59 122:0.86 123:0.66 124:0.71 126:0.54 127:0.80 129:0.59 133:0.66 135:0.74 139:0.89 144:0.85 145:0.92 146:0.70 147:0.54 149:0.44 150:0.66 154:0.57 155:0.67 158:0.78 159:0.59 165:0.70 172:0.54 173:0.84 176:0.73 177:0.38 178:0.55 179:0.53 187:0.68 192:0.87 195:0.76 201:0.93 202:0.36 208:0.64 212:0.59 215:0.39 216:0.34 222:0.20 235:0.74 241:0.37 242:0.54 243:0.48 244:0.61 245:0.80 247:0.84 253:0.42 257:0.65 259:0.21 265:0.39 266:0.71 267:0.79 271:0.47 276:0.67 279:0.82 281:0.89 283:0.66 290:0.59 297:0.36 300:0.70\n0 11:0.82 17:0.30 18:0.83 21:0.78 27:0.45 29:0.77 30:0.43 34:0.87 36:0.20 37:0.50 39:0.98 43:0.49 55:0.52 66:0.20 69:0.85 70:0.88 71:0.89 74:0.44 86:0.87 91:0.12 98:0.45 108:0.71 122:0.77 123:0.79 124:0.70 127:0.27 129:0.59 133:0.66 135:0.88 139:0.83 144:0.85 145:0.47 146:0.51 147:0.40 149:0.30 154:0.48 159:0.52 172:0.68 173:0.81 177:0.38 178:0.55 179:0.27 187:0.68 212:0.80 216:0.77 222:0.20 235:0.42 241:0.47 242:0.31 243:0.23 245:0.85 247:0.82 253:0.33 254:0.88 257:0.65 259:0.21 265:0.35 266:0.54 267:0.44 271:0.47 276:0.73 300:0.84\n0 7:0.63 8:0.63 11:0.82 17:0.95 18:0.64 21:0.78 27:0.66 29:0.77 30:0.72 32:0.62 34:0.26 36:0.61 37:0.27 39:0.98 43:0.22 55:0.59 66:0.08 69:0.39 70:0.56 71:0.89 74:0.29 86:0.64 91:0.62 98:0.26 108:0.30 123:0.29 124:0.95 127:0.81 129:0.81 133:0.94 135:0.60 139:0.63 144:0.85 145:0.58 146:0.70 147:0.75 149:0.34 154:0.15 159:0.92 172:0.32 173:0.12 175:0.75 177:0.38 178:0.55 179:0.41 195:0.98 202:0.74 212:0.27 216:0.18 222:0.20 230:0.63 233:0.73 235:0.98 241:0.78 242:0.73 243:0.24 244:0.61 245:0.73 247:0.79 253:0.25 257:0.65 259:0.21 265:0.28 266:0.95 267:0.23 271:0.47 276:0.75 277:0.69 300:0.70\n1 8:0.62 11:0.91 17:0.45 18:0.83 21:0.05 22:0.93 27:0.26 29:0.77 30:0.14 31:0.90 34:0.89 36:0.73 37:0.84 39:0.98 43:0.56 45:0.73 47:0.93 55:0.71 64:0.77 66:0.53 69:0.61 70:0.95 71:0.89 74:0.39 79:0.90 81:0.43 86:0.77 91:0.58 98:0.64 101:0.52 108:0.47 122:0.75 123:0.45 124:0.65 126:0.26 127:0.54 129:0.05 133:0.66 135:0.54 137:0.90 139:0.77 140:0.45 144:0.85 145:0.38 146:0.77 147:0.81 149:0.45 150:0.36 151:0.55 153:0.48 154:0.45 159:0.59 162:0.86 172:0.63 173:0.55 177:0.70 179:0.54 187:0.39 190:0.89 196:0.90 202:0.36 212:0.29 216:0.58 219:0.89 220:0.62 222:0.20 235:0.05 241:0.32 242:0.16 243:0.62 244:0.61 245:0.74 247:0.90 248:0.54 253:0.31 256:0.45 259:0.21 262:0.93 265:0.64 266:0.75 267:0.36 268:0.46 271:0.47 276:0.62 284:0.86 285:0.47 292:0.91 300:0.84\n1 8:0.82 11:0.91 17:0.84 18:0.93 21:0.47 22:0.93 27:0.40 29:0.77 30:0.65 31:0.91 34:0.50 36:0.49 37:0.31 39:0.98 43:0.61 44:0.87 45:0.73 47:0.93 48:0.91 55:0.45 64:0.77 66:0.35 69:0.25 70:0.58 71:0.89 74:0.50 79:0.92 81:0.26 86:0.88 91:0.78 98:0.54 101:0.52 108:0.81 122:0.77 123:0.80 124:0.77 126:0.26 127:0.71 129:0.05 133:0.74 135:0.84 137:0.91 139:0.88 140:0.45 144:0.85 145:0.89 146:0.82 147:0.85 149:0.71 150:0.25 151:0.58 153:0.80 154:0.67 159:0.81 162:0.86 172:0.92 173:0.14 177:0.70 179:0.15 187:0.21 190:0.89 191:0.82 195:0.91 196:0.93 202:0.61 212:0.90 216:0.36 219:0.89 220:0.62 222:0.20 235:0.52 241:0.43 242:0.38 243:0.40 245:0.98 247:0.88 248:0.56 253:0.35 254:0.99 256:0.64 259:0.21 262:0.93 265:0.55 266:0.75 267:0.36 268:0.69 271:0.47 276:0.94 277:0.69 281:0.89 284:0.92 285:0.47 292:0.91 300:0.70\n0 11:0.82 17:0.97 18:0.67 21:0.78 27:0.72 29:0.77 30:0.45 32:0.62 34:0.86 36:0.33 39:0.98 43:0.16 55:0.71 66:0.16 69:0.86 70:0.61 71:0.89 74:0.33 77:0.89 86:0.66 91:0.66 98:0.20 108:0.84 122:0.75 123:0.71 124:0.84 127:0.80 129:0.59 133:0.82 135:0.81 139:0.64 144:0.85 145:1.00 146:0.31 147:0.05 149:0.13 154:0.20 159:0.68 163:0.97 172:0.21 173:0.84 175:0.75 177:0.05 178:0.55 179:0.87 195:0.83 202:0.36 212:0.30 222:0.20 235:0.12 241:0.78 242:0.33 243:0.17 244:0.61 245:0.47 247:0.60 253:0.28 254:0.74 257:0.84 259:0.21 265:0.21 266:0.54 267:0.18 271:0.47 276:0.37 277:0.69 282:0.71 300:0.43\n0 1:0.69 9:0.76 17:0.61 18:0.71 21:0.59 27:0.66 29:0.77 30:0.56 32:0.64 34:0.47 36:0.99 37:0.73 39:0.98 43:0.16 55:0.59 66:0.68 69:0.45 70:0.59 71:0.89 74:0.50 76:0.85 77:0.70 81:0.29 86:0.72 91:0.57 96:0.75 98:0.68 106:0.81 108:0.35 114:0.56 117:0.86 120:0.63 122:0.77 123:0.33 124:0.48 126:0.44 127:0.61 129:0.05 133:0.60 135:0.86 138:0.95 139:0.69 140:0.45 144:0.85 145:0.52 146:0.80 147:0.83 149:0.43 150:0.47 151:0.73 153:0.80 154:0.69 155:0.58 158:0.74 159:0.60 162:0.78 164:0.63 172:0.80 173:0.38 176:0.61 177:0.70 179:0.40 187:0.87 190:0.77 191:0.70 192:0.59 195:0.79 201:0.68 202:0.59 206:0.81 208:0.54 212:0.78 215:0.38 216:0.32 220:0.62 222:0.20 235:0.74 241:0.27 242:0.76 243:0.72 245:0.79 247:0.74 248:0.73 253:0.52 254:0.96 255:0.74 256:0.58 259:0.21 260:0.61 265:0.68 266:0.71 267:0.73 268:0.64 271:0.47 276:0.74 279:0.82 282:0.73 283:0.77 285:0.56 286:0.99 290:0.56 297:0.36 298:0.99 300:0.70\n0 8:0.68 11:0.91 17:0.73 18:0.95 21:0.64 22:0.93 27:0.40 29:0.77 30:0.55 31:0.94 34:0.67 36:0.48 37:0.31 39:0.98 43:0.57 44:0.87 45:0.81 47:0.93 48:0.98 55:0.45 64:0.77 66:0.48 69:0.32 70:0.81 71:0.89 74:0.45 79:0.96 81:0.24 86:0.91 91:0.65 98:0.43 101:0.52 108:0.86 122:0.86 123:0.86 124:0.88 126:0.26 127:0.95 129:0.59 133:0.91 135:0.81 137:0.94 139:0.90 140:0.45 144:0.85 145:0.88 146:0.80 147:0.83 149:0.63 150:0.24 151:0.64 153:0.83 154:0.46 159:0.89 162:0.75 172:0.92 173:0.12 177:0.70 179:0.18 187:0.21 190:0.89 191:0.89 195:0.96 196:0.96 202:0.71 212:0.77 216:0.36 219:0.89 222:0.20 235:0.80 241:0.32 242:0.28 243:0.25 244:0.61 245:0.92 247:0.91 248:0.65 253:0.33 256:0.79 259:0.21 262:0.93 265:0.45 266:0.89 267:0.52 268:0.75 271:0.47 276:0.93 277:0.69 281:0.89 284:0.95 285:0.47 292:0.95 300:0.84\n1 11:0.91 17:0.16 18:0.88 21:0.05 22:0.93 27:0.72 29:0.77 30:0.26 31:0.90 34:0.49 36:0.47 39:0.98 43:0.24 45:0.83 47:0.93 55:0.59 64:0.77 66:0.98 69:0.07 70:0.76 71:0.89 74:0.61 79:0.91 81:0.43 86:0.91 91:0.75 98:0.99 101:0.52 108:0.06 122:0.77 123:0.06 126:0.26 127:0.89 129:0.05 135:0.23 137:0.90 139:0.88 140:0.45 144:0.85 146:0.99 147:0.99 149:0.42 150:0.36 151:0.55 153:0.48 154:0.66 159:0.83 162:0.86 172:0.96 173:0.08 177:0.70 179:0.20 187:0.21 190:0.89 196:0.93 202:0.50 212:0.51 216:0.23 219:0.89 220:0.82 222:0.20 235:0.05 241:0.62 242:0.32 243:0.98 247:0.91 248:0.55 253:0.39 254:0.90 256:0.58 259:0.21 262:0.93 265:0.99 266:0.63 267:0.52 268:0.59 271:0.47 276:0.92 284:0.88 285:0.47 292:0.91 300:0.55\n0 8:0.59 11:0.57 12:0.01 17:0.34 21:0.78 27:0.45 28:0.96 30:0.84 34:0.84 36:0.21 37:0.50 39:0.83 43:0.78 66:0.95 69:0.77 70:0.21 74:0.92 85:0.98 91:0.25 98:0.74 101:0.85 108:0.61 122:0.43 123:0.58 127:0.23 129:0.05 135:0.69 145:0.50 146:0.93 147:0.94 149:0.96 154:0.71 159:0.56 161:0.48 163:0.81 167:0.65 172:0.88 173:0.64 177:0.38 178:0.55 179:0.20 181:0.92 187:0.68 212:0.48 216:0.77 222:0.76 235:0.31 241:0.37 242:0.63 243:0.95 247:0.30 253:0.65 259:0.21 265:0.74 266:0.47 267:0.44 271:0.42 276:0.79 300:0.18\n2 1:0.74 9:0.80 11:0.57 12:0.01 17:0.02 21:0.05 27:0.33 28:0.96 30:0.75 34:0.47 36:0.23 37:0.41 39:0.83 41:0.90 43:0.86 60:0.99 66:0.30 69:0.57 70:0.36 74:0.85 81:0.80 83:0.85 85:0.97 91:0.62 96:0.90 98:0.41 101:0.83 108:0.86 114:0.95 120:0.81 122:0.43 123:0.85 124:0.87 126:0.54 127:0.56 129:0.95 133:0.87 135:0.99 140:0.45 145:0.86 146:0.13 147:0.18 149:0.91 150:0.88 151:0.95 153:0.84 154:0.84 155:0.67 158:0.92 159:0.76 161:0.48 162:0.84 163:0.81 164:0.75 165:0.90 167:0.58 172:0.59 173:0.38 176:0.73 177:0.38 179:0.44 181:0.92 187:0.39 192:0.59 201:0.74 202:0.65 208:0.64 212:0.35 215:0.91 216:0.88 222:0.76 235:0.12 241:0.10 242:0.63 243:0.13 245:0.74 247:0.39 248:0.88 253:0.92 255:0.79 256:0.68 259:0.21 260:0.82 265:0.43 266:0.71 267:0.88 268:0.71 271:0.42 276:0.71 279:0.86 283:0.82 285:0.62 290:0.95 297:0.36 300:0.33\n2 6:0.98 8:0.89 9:0.80 11:0.57 12:0.01 17:0.05 20:0.98 21:0.78 27:0.09 28:0.96 30:0.89 32:0.80 34:0.49 36:0.68 37:0.78 39:0.83 41:0.99 43:0.92 60:0.99 66:0.23 69:0.41 70:0.28 74:0.85 77:0.70 78:0.84 83:0.90 85:0.94 91:0.63 96:0.98 98:0.20 100:0.90 101:0.79 108:0.32 111:0.86 120:0.95 122:0.43 123:0.31 124:0.79 127:0.65 129:0.89 133:0.78 135:0.92 138:0.99 140:0.45 145:0.74 146:0.37 147:0.44 149:0.88 151:0.97 152:0.99 153:0.90 154:0.91 155:0.67 158:0.92 159:0.79 161:0.48 162:0.69 164:0.94 167:0.67 169:0.98 172:0.32 173:0.22 177:0.38 179:0.71 181:0.92 186:0.85 187:0.68 189:0.95 191:0.73 192:0.59 195:0.92 202:0.90 208:0.64 212:0.61 216:0.89 220:0.62 222:0.76 235:0.74 238:0.94 241:0.46 242:0.63 243:0.43 245:0.62 247:0.30 248:0.98 253:0.98 255:0.79 256:0.92 259:0.21 260:0.96 261:0.99 265:0.21 266:0.47 267:0.59 268:0.92 271:0.42 276:0.45 279:0.86 282:0.88 283:0.82 285:0.62 299:0.88 300:0.33\n2 1:0.74 7:0.81 8:0.79 9:0.80 11:0.57 12:0.01 17:0.13 20:0.79 21:0.30 27:0.11 28:0.96 30:0.86 34:0.52 36:0.80 37:0.79 39:0.83 41:0.92 43:0.87 60:0.87 66:0.33 69:0.56 70:0.40 74:0.74 78:0.76 81:0.64 83:0.86 85:0.91 91:0.25 96:0.88 98:0.17 100:0.80 101:0.77 106:0.81 108:0.92 111:0.75 114:0.86 117:0.86 120:0.80 121:0.90 122:0.43 123:0.92 124:0.78 126:0.54 127:0.55 129:0.89 133:0.78 135:0.89 140:0.45 145:0.52 146:0.13 147:0.18 149:0.71 150:0.78 151:0.95 152:0.77 153:0.84 154:0.85 155:0.67 158:0.92 159:0.80 161:0.48 162:0.84 164:0.77 165:0.84 167:0.56 169:0.77 172:0.32 173:0.34 176:0.73 177:0.38 179:0.79 181:0.92 186:0.76 187:0.39 192:0.59 201:0.74 202:0.65 204:0.89 206:0.81 208:0.64 212:0.39 215:0.72 216:0.85 222:0.76 230:0.87 232:0.91 233:0.76 235:0.42 241:0.03 242:0.63 243:0.25 245:0.54 247:0.30 248:0.87 253:0.89 255:0.79 256:0.68 259:0.21 260:0.81 261:0.76 265:0.18 266:0.54 267:0.87 268:0.72 271:0.42 276:0.36 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.43\n3 1:0.74 8:0.93 9:0.80 11:0.57 12:0.01 17:0.28 21:0.22 27:0.09 28:0.96 30:0.84 34:0.76 36:0.97 37:0.78 39:0.83 41:0.98 43:0.92 60:0.98 66:0.16 69:0.37 70:0.53 74:0.94 81:0.69 83:0.89 85:0.99 91:0.51 96:0.96 98:0.35 101:0.84 108:0.76 114:0.90 120:0.92 122:0.43 123:0.75 124:0.94 126:0.54 127:0.75 129:0.98 133:0.94 135:0.72 140:0.45 146:0.31 147:0.38 149:0.97 150:0.81 151:0.98 153:0.91 154:0.91 155:0.67 158:0.92 159:0.89 161:0.48 162:0.72 164:0.90 165:0.86 167:0.59 172:0.67 173:0.13 176:0.73 177:0.38 179:0.26 181:0.92 187:0.98 191:0.70 192:0.59 201:0.74 202:0.84 208:0.64 212:0.54 215:0.79 216:0.89 220:0.62 222:0.76 235:0.31 241:0.12 242:0.63 243:0.13 245:0.85 247:0.30 248:0.96 253:0.97 255:0.79 256:0.87 259:0.21 260:0.92 265:0.37 266:0.80 267:0.88 268:0.87 271:0.42 276:0.86 279:0.86 283:0.82 285:0.62 290:0.90 297:0.36 300:0.70\n1 1:0.74 7:0.81 8:0.93 9:0.80 11:0.57 12:0.01 17:0.02 21:0.77 27:0.09 28:0.96 30:0.73 34:0.97 36:0.65 37:0.78 39:0.83 41:0.98 43:0.92 60:0.95 66:0.27 69:0.45 70:0.47 74:0.83 78:0.81 81:0.40 83:0.88 85:0.91 91:0.60 96:0.96 98:0.19 101:0.77 108:0.35 111:0.83 114:0.64 120:0.92 121:0.90 122:0.43 123:0.34 124:0.84 126:0.54 127:0.67 129:0.81 133:0.83 135:0.97 140:0.45 145:0.89 146:0.37 147:0.44 149:0.85 150:0.62 151:0.97 153:0.91 154:0.91 155:0.67 158:0.92 159:0.82 161:0.48 162:0.55 164:0.92 165:0.63 167:0.69 169:0.98 172:0.32 173:0.23 176:0.73 177:0.38 179:0.76 181:0.92 187:0.98 191:0.76 192:0.59 201:0.74 202:0.91 204:0.89 208:0.64 212:0.42 215:0.44 216:0.89 222:0.76 230:0.87 232:0.94 233:0.76 235:0.98 241:0.51 242:0.63 243:0.46 245:0.55 247:0.30 248:0.96 253:0.96 255:0.79 256:0.90 259:0.21 260:0.92 265:0.20 266:0.63 267:0.76 268:0.90 271:0.42 276:0.42 279:0.86 283:0.82 285:0.62 290:0.64 297:0.36 300:0.43\n4 1:0.74 6:0.98 7:0.81 8:0.98 9:0.80 11:0.57 12:0.01 17:0.01 20:0.99 21:0.47 27:0.09 28:0.96 30:0.85 32:0.80 34:0.66 36:0.86 37:0.78 39:0.83 41:1.00 43:0.92 60:1.00 66:0.35 69:0.40 70:0.41 74:0.90 76:0.85 77:0.70 78:0.92 81:0.57 83:0.91 85:0.96 91:0.89 96:1.00 98:0.44 100:0.99 101:0.82 108:0.85 111:0.99 114:0.80 120:0.99 121:0.97 122:0.43 123:0.84 124:0.83 126:0.54 127:0.62 129:0.93 133:0.84 135:0.89 138:1.00 140:0.45 145:0.67 146:0.37 147:0.44 149:0.91 150:0.74 151:1.00 152:0.99 153:0.99 154:0.91 155:0.67 158:0.92 159:0.79 161:0.48 162:0.66 164:0.98 165:0.80 167:0.79 169:0.98 172:0.54 173:0.21 176:0.73 177:0.38 179:0.56 181:0.92 186:0.92 187:0.68 189:0.99 191:0.92 192:0.59 195:0.91 201:0.74 202:0.97 204:0.89 208:0.64 212:0.42 215:0.63 216:0.89 222:0.76 230:0.87 232:0.88 233:0.76 235:0.60 238:0.99 241:0.71 242:0.63 243:0.33 245:0.68 247:0.30 248:1.00 253:1.00 255:0.79 256:0.98 259:0.21 260:0.99 261:0.99 265:0.46 266:0.63 267:0.84 268:0.98 271:0.42 276:0.61 279:0.86 282:0.88 283:0.82 285:0.62 290:0.80 297:0.36 299:0.88 300:0.43\n3 1:0.74 6:0.85 8:0.73 9:0.80 11:0.57 12:0.01 17:0.08 20:0.85 21:0.05 27:0.14 28:0.96 30:0.76 34:0.56 36:0.19 37:0.67 39:0.83 41:0.97 43:0.86 60:0.99 66:0.31 69:0.57 70:0.41 74:0.86 78:0.76 81:0.80 83:0.90 85:0.97 91:0.73 96:0.97 98:0.42 100:0.79 101:0.84 108:0.85 111:0.75 114:0.95 120:0.94 122:0.43 123:0.84 124:0.87 126:0.54 127:0.47 129:0.95 133:0.87 135:0.98 140:0.45 145:0.86 146:0.34 147:0.41 149:0.92 150:0.88 151:0.98 152:0.89 153:0.92 154:0.84 155:0.67 158:0.92 159:0.73 161:0.48 162:0.77 163:0.81 164:0.88 165:0.90 167:0.59 169:0.77 172:0.59 173:0.39 176:0.73 177:0.38 179:0.42 181:0.92 186:0.76 187:0.39 189:0.88 192:0.59 201:0.74 202:0.81 208:0.64 212:0.30 215:0.91 216:0.93 222:0.76 235:0.12 238:0.87 241:0.12 242:0.63 243:0.21 245:0.73 247:0.39 248:0.97 253:0.97 255:0.79 256:0.86 259:0.21 260:0.94 261:0.79 265:0.44 266:0.75 267:0.84 268:0.86 271:0.42 276:0.70 279:0.86 283:0.82 285:0.62 290:0.95 297:0.36 300:0.43\n1 7:0.81 9:0.80 11:0.57 12:0.01 17:0.36 21:0.13 27:0.43 28:0.96 30:0.85 34:0.19 36:0.98 37:0.84 39:0.83 41:0.97 43:0.85 60:0.95 66:0.46 69:0.62 70:0.44 74:0.90 78:0.91 81:0.56 83:0.89 85:0.96 91:0.78 96:0.97 98:0.29 101:0.82 108:0.47 111:0.97 114:0.74 120:0.93 121:0.90 122:0.43 123:0.45 124:0.67 126:0.32 127:0.65 129:0.81 133:0.67 135:0.85 140:0.45 145:0.39 146:0.53 147:0.59 149:0.93 150:0.42 151:0.98 153:0.93 154:0.81 155:0.67 158:0.92 159:0.77 161:0.48 162:0.81 164:0.89 167:0.78 169:0.97 172:0.59 173:0.44 176:0.56 177:0.38 179:0.56 181:0.92 187:0.21 191:0.77 192:0.59 202:0.83 204:0.89 208:0.64 212:0.76 216:0.50 222:0.76 230:0.87 232:0.74 233:0.76 235:0.12 238:0.98 241:0.70 242:0.63 243:0.58 245:0.75 247:0.30 248:0.96 253:0.98 255:0.79 256:0.88 260:0.94 265:0.31 266:0.71 267:0.36 268:0.87 271:0.42 276:0.44 279:0.86 283:0.82 285:0.62 290:0.74 300:0.70\n3 1:0.74 6:0.96 8:0.94 9:0.80 11:0.57 12:0.01 17:0.32 20:0.99 21:0.30 27:0.34 28:0.96 30:0.76 32:0.80 34:0.33 36:0.38 37:0.85 39:0.83 41:0.98 43:0.89 60:1.00 66:0.36 69:0.49 70:0.28 74:0.79 77:0.89 78:0.83 81:0.64 83:0.88 85:0.88 91:0.93 96:0.96 98:0.29 100:0.92 101:0.77 108:0.38 111:0.86 114:0.86 120:0.92 122:0.57 123:0.36 124:0.59 126:0.54 127:0.61 129:0.59 133:0.47 135:0.17 138:0.98 140:0.45 145:0.90 146:0.47 147:0.53 149:0.75 150:0.78 151:0.99 152:0.90 153:0.95 154:0.88 155:0.67 158:0.92 159:0.69 161:0.48 162:0.69 163:0.81 164:0.91 165:0.84 167:0.95 169:0.90 172:0.27 173:0.36 176:0.73 177:0.38 179:0.87 181:0.92 186:0.83 189:0.97 191:0.94 192:0.59 195:0.83 201:0.74 202:0.87 208:0.64 212:0.37 215:0.72 216:0.58 222:0.76 232:0.71 235:0.42 238:0.96 241:0.94 242:0.58 243:0.51 245:0.56 247:0.39 248:0.96 253:0.96 255:0.79 256:0.89 259:0.21 260:0.93 261:0.90 265:0.31 266:0.47 267:0.89 268:0.89 271:0.42 276:0.20 279:0.86 282:0.88 283:0.82 285:0.62 290:0.86 297:0.36 299:0.97 300:0.25\n3 1:0.74 6:0.93 7:0.81 8:0.83 9:0.80 11:0.57 12:0.01 17:0.22 20:0.99 21:0.30 27:0.21 28:0.96 30:0.75 34:0.49 36:0.80 37:0.74 39:0.83 41:0.99 43:0.98 60:0.99 66:0.11 69:0.12 70:0.54 74:0.98 78:0.79 81:0.64 83:0.90 85:1.00 91:0.70 96:0.99 98:0.44 100:0.86 101:0.86 106:0.81 108:0.97 111:0.81 114:0.86 117:0.86 120:0.97 121:0.90 122:0.57 123:0.86 124:0.95 126:0.54 127:0.83 129:0.99 133:0.96 135:0.30 138:0.99 140:0.45 146:0.59 147:0.65 149:0.99 150:0.78 151:0.99 152:0.96 153:0.97 154:0.98 155:0.67 158:0.92 159:0.94 161:0.48 162:0.77 164:0.94 165:0.84 167:0.65 169:0.82 172:0.92 173:0.06 176:0.73 177:0.38 179:0.13 181:0.92 186:0.79 187:0.39 189:0.94 191:0.70 192:0.59 201:0.74 202:0.89 204:0.89 206:0.81 208:0.64 212:0.42 215:0.72 216:0.95 222:0.76 230:0.87 232:0.87 233:0.76 235:0.42 238:0.95 241:0.39 242:0.62 243:0.13 245:0.96 247:0.60 248:0.99 253:0.99 255:0.79 256:0.92 259:0.21 260:0.97 261:0.85 265:0.45 266:0.91 267:0.59 268:0.92 271:0.42 276:0.96 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.84\n2 1:0.74 7:0.81 9:0.80 11:0.57 12:0.01 17:0.81 21:0.22 27:0.08 28:0.96 30:0.74 32:0.80 34:0.37 36:0.33 37:0.81 39:0.83 41:0.93 43:0.92 66:0.97 69:0.35 70:0.20 74:1.00 77:0.70 81:0.69 83:0.81 85:1.00 91:0.57 96:0.90 98:0.93 101:0.87 108:0.65 114:0.90 120:0.82 121:0.90 122:0.43 123:0.63 124:0.36 126:0.54 127:0.84 129:0.89 133:0.78 135:0.85 140:0.45 145:0.42 146:0.26 147:0.32 149:1.00 150:0.81 151:0.92 153:0.72 154:0.92 155:0.67 159:0.92 161:0.48 162:0.86 164:0.77 165:0.86 167:0.72 172:1.00 173:0.11 176:0.73 177:0.38 179:0.08 181:0.92 187:0.68 192:0.59 195:0.98 201:0.74 202:0.64 204:0.89 208:0.64 212:0.94 215:0.79 216:0.79 220:0.82 222:0.76 230:0.84 233:0.69 235:0.31 241:0.59 242:0.63 243:0.05 245:0.99 247:0.30 248:0.89 253:0.94 255:0.79 256:0.71 259:0.21 260:0.83 265:0.93 266:0.63 267:0.59 268:0.72 271:0.42 276:1.00 282:0.88 285:0.62 290:0.90 297:0.36 299:0.88 300:0.55\n0 11:0.57 12:0.01 17:0.45 21:0.78 27:0.45 28:0.96 30:0.10 34:0.87 36:0.20 37:0.50 39:0.83 43:0.74 55:0.45 66:0.34 69:0.79 70:0.96 74:0.94 85:0.90 91:0.12 98:0.35 101:0.77 108:0.62 122:0.67 123:0.60 124:0.86 127:0.50 129:0.81 133:0.86 135:0.89 145:0.41 146:0.64 147:0.69 149:0.78 154:0.65 159:0.76 161:0.48 167:0.66 172:0.63 173:0.64 177:0.38 178:0.55 179:0.41 181:0.92 187:0.68 212:0.72 216:0.77 222:0.76 235:0.97 241:0.41 242:0.72 243:0.51 245:0.74 247:0.47 253:0.66 259:0.21 265:0.37 266:0.87 267:0.69 271:0.42 276:0.71 300:0.84\n1 1:0.60 10:0.92 11:0.49 17:0.24 21:0.22 27:0.65 29:0.62 30:0.17 34:0.47 36:0.72 37:0.29 39:0.94 43:0.07 45:0.99 55:0.71 56:0.97 66:0.07 69:0.99 70:0.94 71:0.78 74:0.24 81:0.46 83:0.56 91:0.10 98:0.30 99:0.95 101:0.65 108:0.99 122:0.98 123:0.99 124:0.99 126:0.32 127:1.00 129:0.05 131:0.61 133:0.99 135:0.30 146:0.98 147:0.62 149:0.26 150:0.39 154:0.06 155:0.48 157:0.61 159:0.99 165:0.65 166:0.61 170:0.90 172:0.94 173:0.89 174:1.00 175:0.75 177:0.38 178:0.55 179:0.09 182:0.61 187:0.39 192:0.45 197:1.00 201:0.59 208:0.50 212:0.56 216:0.43 222:0.35 227:0.61 229:0.61 231:0.61 235:0.42 239:0.91 241:0.03 242:0.41 243:0.05 244:0.97 245:0.99 246:0.61 247:1.00 253:0.20 254:0.92 257:0.99 259:0.21 264:0.96 265:0.32 266:0.97 267:0.52 271:0.75 275:1.00 276:1.00 277:0.69 287:0.61 294:0.95 300:0.94\n0 8:0.86 9:0.70 10:0.80 11:0.42 17:0.38 18:0.85 21:0.78 22:0.93 27:0.11 29:0.62 30:0.27 31:0.91 34:0.82 36:0.76 37:0.89 39:0.94 43:0.05 47:0.93 55:0.71 66:0.62 69:0.83 70:0.58 71:0.78 74:0.30 79:0.91 86:0.61 91:0.20 96:0.72 98:0.56 108:0.67 117:0.86 122:0.67 123:0.65 124:0.64 127:0.32 129:0.05 131:0.85 133:0.72 135:0.70 137:0.91 139:0.61 140:0.45 144:0.57 146:0.88 147:0.26 149:0.07 151:0.58 153:0.48 154:0.09 155:0.50 157:0.61 158:0.72 159:0.74 162:0.83 163:0.75 166:0.61 170:0.90 172:0.67 173:0.66 174:0.83 175:0.91 177:0.70 179:0.43 182:0.61 187:0.87 190:1.00 191:0.84 192:0.54 196:0.87 197:0.84 202:0.63 208:0.49 212:0.22 216:0.90 219:0.87 220:0.87 222:0.35 227:0.85 229:0.61 231:0.68 232:0.97 239:0.80 241:0.18 242:0.12 243:0.21 244:0.99 245:0.66 246:0.61 247:0.92 248:0.57 253:0.46 254:0.90 255:0.69 256:0.68 257:0.97 259:0.21 262:0.93 264:0.96 265:0.57 266:0.75 267:0.17 268:0.70 271:0.75 275:0.96 276:0.61 277:0.87 279:0.75 284:0.95 285:0.47 287:0.61 292:0.87 294:0.93 300:0.43\n0 1:0.56 11:0.42 17:0.38 18:0.68 21:0.54 27:0.12 29:0.62 30:0.30 34:0.88 36:0.55 37:0.81 39:0.94 43:0.05 55:0.71 56:0.97 66:0.51 69:0.60 70:0.80 71:0.78 74:0.28 81:0.31 86:0.59 91:0.11 98:0.38 106:0.81 108:0.46 114:0.63 122:0.55 123:0.44 124:0.64 126:0.32 127:0.29 129:0.05 131:0.61 133:0.60 135:0.80 139:0.58 144:0.57 146:0.47 147:0.53 149:0.05 150:0.31 154:0.09 155:0.46 157:0.61 159:0.41 166:0.72 170:0.90 172:0.41 173:0.59 175:0.97 176:0.55 177:0.88 178:0.55 179:0.67 182:0.61 187:0.98 192:0.47 201:0.57 202:0.36 206:0.81 208:0.49 212:0.39 215:0.58 216:0.90 222:0.35 227:0.61 229:0.61 231:0.64 235:0.74 241:0.12 242:0.13 243:0.61 244:0.99 245:0.55 246:0.61 247:0.76 253:0.48 254:0.88 257:0.93 259:0.21 264:0.96 265:0.40 266:0.54 267:0.91 271:0.75 275:0.93 276:0.40 277:0.95 287:0.61 290:0.63 294:0.93 297:0.36 300:0.55\n1 1:0.56 8:0.72 9:0.70 10:0.92 11:0.48 17:0.22 18:0.60 21:0.68 27:0.63 29:0.62 30:0.18 34:0.63 36:0.85 37:0.72 39:0.94 43:0.12 45:0.97 55:0.59 66:0.08 69:0.33 70:0.95 71:0.78 74:0.25 81:0.33 83:0.54 86:0.58 91:0.06 97:0.89 98:0.37 99:0.83 101:0.47 108:0.26 122:0.90 123:0.98 124:0.98 126:0.26 127:0.75 129:0.05 131:0.61 133:0.98 135:0.70 139:0.56 140:0.45 146:0.96 147:0.97 149:0.27 150:0.31 151:0.57 153:0.48 154:0.13 155:0.50 157:0.61 159:0.97 162:0.86 165:0.63 166:0.61 170:0.90 172:0.94 173:0.06 174:1.00 177:0.99 179:0.09 182:0.61 187:0.39 190:1.00 192:0.45 197:0.99 201:0.54 202:0.36 208:0.49 212:0.73 216:0.34 220:0.87 222:0.35 227:0.61 229:0.61 231:0.61 235:0.88 239:0.89 241:0.05 242:0.17 243:0.29 244:0.93 245:0.99 246:0.61 247:1.00 248:0.56 253:0.23 254:0.97 255:0.69 256:0.45 259:0.21 264:0.96 265:0.33 266:0.96 267:0.36 268:0.46 271:0.75 275:0.99 276:0.99 277:0.87 279:0.74 285:0.47 287:0.61 294:0.95 300:0.94\n1 1:0.56 8:0.64 9:0.70 10:0.92 11:0.48 17:0.11 18:0.60 21:0.68 27:0.63 29:0.62 30:0.17 34:0.45 36:0.91 37:0.72 39:0.94 43:0.12 45:0.97 55:0.71 66:0.24 69:0.33 70:0.97 71:0.78 74:0.25 81:0.33 83:0.54 86:0.58 91:0.11 97:0.89 98:0.40 99:0.83 101:0.47 108:0.26 122:0.90 123:0.25 124:0.98 126:0.26 127:1.00 129:0.05 131:0.61 133:0.98 135:0.56 139:0.56 140:0.45 146:0.98 147:0.99 149:0.30 150:0.31 151:0.53 153:0.48 154:0.13 155:0.49 157:0.61 159:0.98 162:0.86 165:0.63 166:0.61 170:0.90 172:0.98 173:0.06 174:0.99 177:0.99 179:0.10 182:0.61 187:0.39 190:1.00 192:0.45 197:0.99 201:0.54 202:0.36 208:0.49 212:0.69 216:0.34 220:0.91 222:0.35 227:0.61 229:0.61 231:0.61 235:0.88 239:0.89 241:0.03 242:0.16 243:0.44 244:0.93 245:0.98 246:0.61 247:1.00 248:0.53 253:0.23 254:0.97 255:0.69 256:0.45 259:0.21 264:0.96 265:0.42 266:0.99 267:0.44 268:0.46 271:0.75 275:0.99 276:0.99 279:0.74 285:0.47 287:0.61 294:0.95 300:0.98\n0 8:0.81 9:0.71 10:0.83 11:0.42 17:0.38 18:0.86 21:0.68 23:0.95 27:0.12 29:0.62 30:0.16 31:0.91 34:0.96 36:0.85 37:0.81 39:0.94 43:0.05 55:0.45 62:0.95 66:0.26 69:0.89 70:0.79 71:0.78 74:0.34 79:0.90 81:0.23 86:0.66 91:0.38 96:0.80 98:0.54 108:0.46 114:0.60 122:0.91 123:0.76 124:0.73 126:0.22 127:0.38 128:0.95 129:0.05 131:0.85 133:0.67 135:0.68 137:0.91 139:0.64 140:0.80 144:0.57 146:0.82 147:0.81 149:0.07 150:0.24 151:0.70 153:0.48 154:0.09 155:0.51 157:0.61 159:0.71 162:0.55 166:0.72 168:0.95 170:0.90 172:0.65 173:0.82 174:0.91 175:0.91 176:0.55 177:0.88 178:0.42 179:0.30 182:0.61 187:0.98 190:1.00 191:0.73 192:0.56 196:0.88 197:0.91 202:0.74 205:0.95 208:0.49 212:0.37 216:0.90 220:0.74 222:0.35 227:0.85 229:0.61 231:0.68 235:0.80 239:0.82 241:0.46 242:0.22 243:0.47 244:0.99 245:0.88 246:0.61 247:0.97 248:0.65 253:0.71 254:0.93 255:0.70 256:0.71 257:0.93 259:0.21 264:0.96 265:0.49 266:0.54 267:0.85 268:0.72 271:0.75 275:0.91 276:0.78 277:0.87 284:0.90 285:0.50 287:0.61 290:0.60 294:0.92 300:0.55\n0 1:0.56 8:0.98 9:0.70 10:0.80 11:0.42 17:0.24 18:0.78 21:0.47 27:0.13 29:0.62 30:0.33 31:0.89 34:0.63 36:0.99 37:0.79 39:0.94 43:0.05 55:0.84 64:0.77 66:0.64 69:0.82 70:0.46 71:0.78 74:0.29 79:0.89 81:0.28 86:0.60 91:0.35 96:0.73 98:0.68 108:0.66 114:0.67 122:0.99 123:0.64 124:0.49 126:0.26 127:0.29 129:0.05 131:0.85 133:0.59 135:0.96 137:0.89 139:0.60 140:0.80 144:0.57 145:0.56 146:0.86 147:0.23 149:0.06 150:0.31 151:0.58 153:0.71 154:0.08 155:0.51 157:0.61 158:0.72 159:0.55 162:0.56 163:0.86 166:0.78 170:0.90 172:0.54 173:0.76 174:0.83 175:0.91 176:0.59 177:0.38 178:0.42 179:0.59 182:0.61 187:0.87 190:1.00 191:0.84 192:0.55 196:0.87 197:0.84 201:0.54 202:0.69 208:0.49 212:0.29 216:0.91 219:0.87 220:0.87 222:0.35 227:0.85 229:0.61 231:0.68 235:0.60 239:0.80 241:0.44 242:0.18 243:0.21 244:1.00 245:0.56 246:0.61 247:0.82 248:0.59 253:0.56 254:0.80 255:0.69 256:0.64 257:0.99 259:0.21 264:0.96 265:0.69 266:0.54 267:0.91 268:0.66 271:0.75 275:0.96 276:0.51 277:0.87 279:0.74 284:0.94 285:0.47 287:0.61 290:0.67 292:0.87 294:0.93 300:0.33\n1 8:0.89 9:0.71 10:0.81 11:0.46 17:0.47 18:0.79 21:0.47 27:0.12 29:0.62 30:0.41 31:0.91 34:0.63 36:0.77 37:0.81 39:0.94 43:0.08 45:0.66 55:0.71 66:0.68 69:0.83 70:0.72 71:0.78 74:0.30 76:0.98 79:0.91 81:0.24 86:0.60 91:0.58 96:0.79 98:0.74 101:0.45 108:0.68 114:0.63 117:0.86 122:0.90 123:0.65 124:0.45 126:0.22 127:0.35 129:0.05 131:0.85 133:0.37 135:0.81 137:0.91 139:0.59 140:0.80 144:0.57 145:0.45 146:0.88 147:0.49 149:0.09 150:0.25 151:0.74 153:0.48 154:0.07 155:0.52 157:0.77 158:0.71 159:0.58 162:0.61 166:0.72 170:0.90 172:0.73 173:0.78 174:0.86 175:0.75 176:0.55 177:0.38 179:0.42 182:0.73 187:0.68 190:1.00 192:0.56 196:0.87 197:0.86 202:0.68 208:0.49 212:0.49 216:0.90 220:0.82 222:0.35 227:0.85 229:0.61 231:0.68 232:0.82 235:0.52 239:0.80 241:0.44 242:0.19 243:0.28 244:1.00 245:0.79 246:0.61 247:0.93 248:0.69 253:0.69 255:0.70 256:0.64 257:0.99 259:0.21 264:0.96 265:0.75 266:0.75 267:0.79 268:0.68 271:0.75 275:0.91 276:0.67 277:0.69 284:0.87 285:0.47 287:0.61 290:0.63 294:0.91 300:0.70\n0 1:0.59 8:0.73 10:0.80 11:0.49 17:0.69 18:0.96 21:0.05 27:0.49 29:0.62 30:0.09 34:0.44 36:0.88 37:0.47 39:0.94 43:0.05 45:0.66 55:0.42 64:0.77 66:0.06 69:0.99 70:0.98 71:0.78 74:0.38 81:0.31 86:0.72 91:0.03 98:0.25 101:0.45 108:0.97 114:0.78 117:0.86 123:0.97 124:1.00 126:0.26 127:0.98 129:0.05 131:0.61 133:1.00 135:0.39 139:0.69 144:0.57 146:0.96 147:0.39 149:0.10 150:0.35 154:0.08 155:0.47 157:0.61 159:0.99 166:0.78 170:0.90 172:0.82 173:0.81 174:0.94 175:0.91 176:0.59 177:0.38 178:0.55 179:0.10 182:0.61 187:0.39 192:0.47 197:0.83 201:0.56 202:0.60 208:0.49 212:0.29 216:0.61 222:0.35 227:0.61 229:0.61 231:0.68 232:0.89 235:0.12 239:0.80 241:0.35 242:0.24 243:0.06 244:0.99 245:0.96 246:0.61 247:1.00 253:0.57 257:0.99 259:0.21 264:0.96 265:0.27 266:0.98 267:0.52 271:0.75 275:1.00 276:0.99 277:0.87 287:0.61 290:0.78 294:0.95 300:0.94\n2 1:0.56 2:0.99 10:0.87 11:0.45 17:0.49 21:0.47 27:0.24 29:0.62 30:0.17 33:0.97 34:0.66 36:0.96 37:0.79 39:0.94 43:0.08 45:0.83 55:0.71 56:0.97 66:0.85 69:0.87 70:0.93 71:0.78 74:0.28 75:0.95 81:0.40 83:0.54 91:0.17 98:0.80 101:0.52 108:0.75 114:0.64 122:0.98 123:0.73 124:0.38 126:0.43 127:0.61 129:0.05 131:0.61 133:0.43 135:0.97 145:0.89 146:0.95 147:0.24 149:0.12 150:0.38 154:0.10 155:0.46 157:0.61 158:0.72 159:0.76 166:0.72 170:0.90 172:0.90 173:0.79 174:0.96 175:0.75 176:0.55 177:0.05 178:0.55 179:0.29 182:0.61 187:1.00 192:0.47 195:0.90 197:0.95 201:0.60 208:0.49 212:0.73 216:0.65 222:0.35 226:0.95 227:0.61 229:0.61 231:0.61 235:0.74 236:0.91 239:0.86 241:0.03 242:0.12 243:0.09 244:0.98 245:0.75 246:0.61 247:0.99 253:0.49 254:0.80 257:0.99 259:0.21 264:0.96 265:0.80 266:0.80 267:0.73 271:0.75 275:0.97 276:0.82 277:0.69 279:0.74 287:0.61 290:0.64 291:0.97 294:0.95 295:0.98 300:0.84\n0 1:0.64 8:0.78 9:0.70 10:0.79 11:0.42 17:0.61 18:0.98 21:0.13 22:0.93 27:0.49 29:0.62 30:0.28 31:0.87 34:0.52 36:0.86 37:0.47 39:0.94 43:0.05 47:0.93 55:0.42 64:0.77 66:0.07 69:1.00 70:0.96 71:0.78 74:0.41 79:0.87 81:0.34 86:0.75 91:0.04 96:0.70 98:0.21 108:0.39 114:0.72 117:0.86 122:0.94 123:0.94 124:0.99 126:0.26 127:0.96 129:0.05 131:0.85 133:0.99 135:0.37 137:0.87 139:0.72 140:0.45 144:0.57 146:0.71 147:0.73 149:0.07 150:0.38 151:0.52 153:0.72 154:0.05 155:0.49 157:0.61 159:0.98 162:0.67 166:0.78 170:0.90 172:0.80 173:1.00 174:0.86 175:0.75 176:0.56 177:0.70 179:0.12 182:0.61 187:0.39 190:1.00 192:0.51 196:0.88 197:0.80 201:0.60 202:0.53 208:0.49 212:0.30 216:0.61 220:0.93 222:0.35 227:0.85 229:0.61 231:0.68 232:0.89 235:0.42 239:0.79 241:0.24 242:0.17 243:0.23 244:0.98 245:0.92 246:0.61 247:1.00 248:0.52 253:0.54 254:0.97 255:0.69 256:0.45 257:0.97 259:0.21 262:0.93 264:0.96 265:0.17 266:0.97 267:0.19 268:0.57 271:0.75 275:1.00 276:0.98 277:0.95 284:0.90 285:0.47 287:0.61 290:0.72 294:0.94 300:0.94\n1 1:0.56 2:0.99 9:0.70 10:0.87 11:0.45 17:0.47 21:0.47 23:0.95 27:0.06 29:0.62 30:0.19 33:0.97 34:0.44 36:1.00 37:0.90 39:0.94 43:0.08 45:0.83 55:0.71 56:0.97 62:0.96 66:0.84 69:0.87 70:0.90 71:0.78 74:0.28 75:0.95 81:0.40 83:0.54 91:0.18 96:0.72 98:0.70 101:0.52 108:0.74 114:0.64 122:0.98 123:0.73 124:0.39 126:0.43 127:0.39 128:0.96 129:0.05 131:0.80 133:0.59 135:0.98 140:0.45 143:0.99 145:0.89 146:0.91 147:0.93 149:0.12 150:0.38 151:0.59 153:0.46 154:0.10 155:0.50 157:0.61 158:0.72 159:0.70 162:0.62 166:0.72 168:0.96 170:0.90 172:0.88 173:0.79 174:0.96 175:0.91 176:0.55 177:0.96 179:0.26 182:0.61 187:1.00 190:0.99 192:0.58 195:0.90 197:0.95 201:0.60 202:0.49 205:0.95 208:0.49 212:0.77 216:0.73 220:0.82 222:0.35 226:0.95 227:0.82 229:0.61 231:0.61 235:0.74 236:0.91 239:0.86 241:0.03 242:0.12 243:0.85 244:0.98 245:0.73 246:0.61 247:0.98 248:0.57 253:0.53 254:0.80 255:0.71 256:0.45 257:0.84 259:0.21 264:0.96 265:0.71 266:0.63 267:0.84 268:0.45 271:0.75 275:0.97 276:0.80 277:0.87 279:0.74 285:0.55 287:0.61 290:0.64 291:0.97 294:0.95 295:0.98 300:0.84\n0 8:0.86 9:0.70 10:0.82 11:0.42 17:0.53 18:0.83 21:0.77 27:0.12 29:0.62 30:0.10 31:0.89 34:0.94 36:0.91 37:0.81 39:0.94 43:0.05 55:0.92 66:0.17 69:0.85 70:0.90 71:0.78 74:0.34 79:0.88 81:0.23 86:0.66 91:0.51 96:0.75 98:0.41 108:0.71 114:0.58 120:0.59 122:0.90 123:0.69 124:0.90 126:0.22 127:0.60 129:0.59 131:0.85 133:0.89 135:0.66 137:0.89 139:0.63 140:0.95 144:0.57 146:0.79 147:0.63 149:0.08 150:0.24 151:0.57 153:0.48 154:0.08 155:0.52 157:0.61 159:0.84 162:0.58 163:0.81 164:0.66 166:0.72 170:0.90 172:0.59 173:0.68 174:0.89 175:0.97 176:0.55 177:0.70 178:0.50 179:0.32 182:0.61 187:0.98 190:1.00 191:0.73 192:0.86 196:0.87 197:0.89 202:0.78 208:0.50 212:0.30 216:0.90 220:0.99 222:0.35 227:0.85 229:0.61 231:0.68 235:0.97 239:0.81 241:0.27 242:0.24 243:0.33 244:0.99 245:0.83 246:0.61 247:0.96 248:0.56 253:0.56 254:0.93 255:0.69 256:0.78 257:0.97 259:0.21 260:0.59 264:0.96 265:0.43 266:0.84 267:0.93 268:0.78 271:0.75 275:0.91 276:0.81 277:0.95 284:0.92 285:0.50 287:0.61 290:0.58 294:0.92 300:0.70\n1 1:0.56 8:0.65 9:0.70 10:0.93 11:0.48 17:0.34 18:0.70 21:0.74 27:0.63 29:0.62 30:0.18 34:0.80 36:0.87 37:0.72 39:0.94 43:0.12 45:0.98 55:0.59 66:0.24 69:0.35 70:0.96 71:0.78 74:0.25 81:0.32 83:0.54 86:0.59 91:0.07 97:0.89 98:0.43 99:0.83 101:0.47 108:0.27 122:0.90 123:0.26 124:0.98 126:0.26 127:0.88 129:0.05 131:0.61 133:0.98 135:0.66 139:0.57 140:0.45 146:0.99 147:0.99 149:0.27 150:0.30 151:0.60 153:0.48 154:0.14 155:0.50 157:0.61 159:0.97 162:0.86 165:0.63 166:0.61 170:0.90 172:0.98 173:0.06 174:1.00 177:0.99 179:0.09 182:0.61 187:0.39 190:1.00 192:0.46 197:0.99 201:0.53 202:0.50 208:0.49 212:0.77 216:0.34 220:0.82 222:0.35 227:0.61 229:0.61 231:0.62 235:0.97 239:0.90 241:0.03 242:0.16 243:0.44 244:0.93 245:0.99 246:0.61 247:1.00 248:0.58 253:0.23 254:0.97 255:0.69 256:0.58 259:0.21 264:0.96 265:0.45 266:0.98 267:0.28 268:0.59 271:0.75 275:0.99 276:0.99 279:0.74 285:0.47 287:0.61 294:0.95 300:0.98\n1 1:0.56 9:0.70 10:0.86 11:0.45 17:0.49 21:0.47 23:0.95 27:0.06 29:0.62 30:0.28 33:0.97 34:0.55 36:0.98 37:0.90 39:0.94 43:0.08 45:0.83 55:0.71 56:0.97 62:0.95 66:0.84 69:0.87 70:0.85 71:0.78 74:0.27 81:0.40 83:0.54 91:0.18 96:0.69 98:0.79 101:0.52 108:0.75 114:0.64 122:0.98 123:0.73 124:0.38 126:0.43 127:0.63 128:0.95 129:0.05 131:0.80 133:0.43 135:0.98 140:0.80 143:0.98 145:0.89 146:0.95 147:0.24 149:0.13 150:0.38 151:0.50 153:0.46 154:0.13 155:0.47 157:0.61 159:0.75 162:0.56 166:0.72 168:0.95 170:0.90 172:0.89 173:0.80 174:0.96 175:0.75 176:0.55 177:0.05 178:0.42 179:0.31 182:0.61 187:1.00 190:0.99 192:0.50 195:0.90 197:0.95 201:0.60 202:0.50 205:0.95 208:0.49 212:0.75 216:0.73 220:0.96 222:0.35 227:0.82 229:0.61 231:0.61 235:0.74 236:0.91 239:0.85 241:0.12 242:0.12 243:0.10 244:0.97 245:0.74 246:0.61 247:0.98 248:0.49 253:0.50 254:0.90 255:0.69 256:0.45 257:0.99 259:0.21 264:0.96 265:0.79 266:0.80 267:0.89 268:0.45 271:0.75 275:0.97 276:0.81 277:0.69 285:0.55 287:0.61 290:0.64 291:0.97 294:0.94 300:0.70\n1 8:0.77 9:0.71 10:0.83 11:0.42 17:0.32 18:0.86 21:0.64 27:0.12 29:0.62 30:0.12 31:0.92 34:0.96 36:0.83 37:0.81 39:0.94 43:0.05 55:0.45 66:0.68 69:0.60 70:0.79 71:0.78 74:0.34 79:0.92 81:0.23 83:0.54 86:0.66 91:0.40 96:0.79 98:0.75 108:0.46 114:0.61 122:0.90 123:0.44 124:0.49 126:0.22 127:0.36 129:0.05 131:0.85 133:0.60 135:0.65 137:0.92 139:0.64 140:0.87 144:0.57 146:0.94 147:0.95 149:0.06 150:0.24 151:0.65 153:0.48 154:0.09 155:0.51 157:0.61 159:0.70 162:0.63 166:0.72 170:0.90 172:0.82 173:0.42 174:0.89 175:0.75 176:0.55 177:0.99 178:0.48 179:0.30 182:0.88 187:0.98 190:1.00 192:0.56 196:0.88 197:0.90 202:0.73 208:0.49 212:0.27 216:0.90 220:0.91 222:0.35 227:0.85 229:0.93 231:0.69 235:0.74 239:0.82 241:0.62 242:0.18 243:0.72 244:0.99 245:0.82 246:0.61 247:0.92 248:0.70 253:0.67 254:0.93 255:0.70 256:0.75 257:0.65 259:0.21 264:0.96 265:0.76 266:0.54 267:0.91 268:0.74 271:0.75 275:0.91 276:0.77 277:0.69 284:0.95 285:0.47 287:0.89 290:0.61 294:0.92 300:0.55\n0 8:0.94 9:0.70 10:0.79 11:0.42 17:0.34 18:0.80 21:0.54 27:0.12 29:0.62 30:0.42 31:0.91 34:0.96 36:0.74 37:0.81 39:0.94 43:0.05 55:0.84 66:0.20 69:0.92 70:0.54 71:0.78 74:0.31 76:0.97 77:0.70 79:0.91 81:0.24 86:0.62 91:0.82 96:0.92 98:0.57 108:0.46 114:0.62 122:0.90 123:0.83 124:0.75 126:0.22 127:0.44 129:0.05 131:0.85 133:0.64 135:0.80 137:0.91 139:0.60 140:0.99 144:0.57 145:0.83 146:0.81 147:0.75 149:0.08 150:0.25 151:0.59 153:0.72 154:0.06 155:0.49 157:0.61 158:0.71 159:0.68 162:0.73 166:0.72 170:0.90 172:0.51 173:0.91 174:0.79 175:0.91 176:0.55 177:0.88 179:0.39 182:0.61 187:0.87 190:1.00 191:0.83 192:0.51 195:0.88 196:0.87 197:0.80 202:0.92 208:0.49 212:0.19 216:0.90 219:0.86 220:0.82 222:0.35 227:0.85 229:0.61 231:0.68 235:0.60 239:0.79 241:0.62 242:0.41 243:0.40 244:0.99 245:0.85 246:0.61 247:0.84 248:0.62 253:0.86 254:0.97 255:0.69 256:0.94 257:0.93 259:0.21 264:0.96 265:0.47 266:0.63 267:0.99 268:0.94 271:0.75 275:0.91 276:0.73 277:0.87 279:0.74 282:0.71 284:0.96 285:0.47 287:0.61 290:0.62 292:0.86 294:0.92 300:0.43\n0 8:0.76 10:0.89 12:0.01 17:0.90 18:0.92 21:0.78 27:0.47 29:0.52 30:0.43 34:0.47 36:0.22 37:0.55 39:0.56 43:0.56 48:0.91 55:0.84 66:0.35 69:0.71 70:0.73 71:0.61 74:0.45 76:0.85 86:0.89 91:0.12 98:0.68 108:0.54 117:0.86 122:0.92 123:0.52 124:0.76 127:0.83 129:0.05 133:0.74 135:0.78 139:0.86 145:0.56 146:0.92 147:0.23 149:0.48 154:0.45 159:0.80 163:0.92 170:0.82 172:0.67 173:0.54 174:0.90 177:0.05 178:0.55 179:0.44 187:0.39 197:0.90 212:0.21 216:0.26 222:0.60 232:0.83 235:0.68 239:0.88 241:0.07 242:0.21 243:0.12 244:0.83 245:0.81 247:0.88 253:0.38 257:0.93 259:0.21 265:0.69 266:0.80 267:0.69 271:0.23 276:0.75 281:0.91 300:0.70\n0 1:0.59 8:0.69 10:0.88 11:0.52 12:0.01 17:0.86 18:0.98 21:0.40 27:0.54 29:0.52 30:0.42 34:0.36 36:0.20 37:0.54 39:0.56 43:0.31 45:0.73 48:0.91 55:0.71 64:0.77 66:0.71 69:0.23 70:0.66 71:0.61 74:0.65 76:1.00 81:0.40 86:0.97 91:0.31 98:0.88 101:0.65 108:0.18 114:0.78 122:0.92 123:0.18 124:0.44 126:0.32 127:0.83 129:0.59 133:0.47 135:0.54 139:0.96 145:0.38 146:0.96 147:0.97 149:0.46 150:0.44 154:0.21 155:0.49 158:0.76 159:0.75 170:0.82 172:0.90 173:0.16 174:0.88 176:0.63 177:0.88 178:0.55 179:0.28 187:0.87 192:0.47 197:0.87 201:0.56 204:0.78 208:0.50 212:0.58 216:0.19 219:0.91 222:0.60 235:0.52 239:0.87 241:0.24 242:0.42 243:0.75 244:0.61 245:0.93 247:0.96 253:0.60 254:0.97 259:0.21 265:0.88 266:0.63 267:0.69 271:0.23 276:0.86 279:0.75 281:0.86 290:0.78 292:0.87 300:0.70\n1 8:0.67 10:0.92 11:0.57 12:0.01 17:0.90 18:0.99 21:0.68 27:0.69 29:0.52 30:0.40 34:0.39 36:0.42 37:0.42 39:0.56 43:0.60 45:0.93 55:0.52 66:0.99 69:0.29 70:0.58 71:0.61 74:0.93 76:0.85 77:0.70 81:0.28 86:0.99 91:0.12 98:0.99 101:0.87 108:0.22 114:0.66 122:0.83 123:0.22 126:0.24 127:0.92 129:0.05 135:0.61 139:0.98 145:0.42 146:0.99 147:0.99 149:0.71 150:0.31 154:0.55 158:0.75 159:0.82 170:0.82 172:0.99 173:0.15 174:0.88 176:0.62 177:0.88 178:0.55 179:0.13 187:0.87 195:0.91 197:0.86 212:0.92 216:0.25 222:0.60 235:0.84 239:0.89 241:0.15 242:0.14 243:0.99 247:0.98 253:0.66 254:0.98 259:0.21 265:0.99 266:0.38 267:0.44 271:0.23 276:0.96 282:0.74 290:0.66 300:0.55\n0 8:0.81 10:0.88 11:0.52 12:0.01 17:0.87 18:0.91 21:0.78 27:0.47 29:0.52 30:0.17 34:0.47 36:0.19 37:0.55 39:0.56 43:0.23 45:0.73 48:0.91 55:0.92 66:0.53 69:0.71 70:0.94 71:0.61 74:0.54 76:0.85 86:0.89 91:0.15 98:0.76 101:0.65 108:0.85 117:0.86 122:0.92 123:0.84 124:0.76 127:0.86 129:0.59 133:0.80 135:0.71 139:0.86 145:0.56 146:0.77 147:0.23 149:0.34 154:0.53 159:0.80 170:0.82 172:0.77 173:0.55 174:0.89 177:0.05 178:0.55 179:0.41 187:0.39 197:0.88 212:0.18 216:0.26 222:0.60 232:0.83 235:0.68 239:0.87 241:0.15 242:0.15 243:0.11 244:0.61 245:0.78 247:0.96 253:0.43 254:0.74 257:0.93 259:0.21 265:0.76 266:0.80 267:0.79 271:0.23 276:0.77 281:0.91 300:0.84\n0 8:0.70 10:0.85 11:0.52 12:0.01 17:0.89 18:1.00 21:0.78 27:0.47 29:0.52 30:0.53 34:0.30 36:0.41 37:0.55 39:0.56 43:0.57 45:0.93 48:0.91 55:0.52 66:0.99 69:0.21 70:0.56 71:0.61 74:0.87 76:0.85 86:1.00 91:0.10 98:0.99 101:0.65 108:0.17 117:0.86 122:0.92 123:0.16 127:0.86 129:0.05 135:0.70 139:0.99 145:0.52 146:0.99 147:0.99 149:0.76 154:0.18 159:0.83 170:0.82 172:0.99 173:0.12 174:0.83 177:0.88 178:0.55 179:0.13 187:0.39 197:0.81 212:0.93 216:0.26 222:0.60 232:0.83 235:0.60 239:0.84 241:0.07 242:0.41 243:0.99 247:0.93 253:0.59 254:0.99 259:0.21 265:0.99 266:0.27 267:0.28 271:0.23 276:0.97 281:0.91 300:0.55\n1 8:0.63 10:0.97 11:0.57 12:0.01 17:0.53 18:0.99 21:0.30 22:0.93 27:0.32 29:0.52 30:0.53 34:0.55 36:0.39 37:0.46 39:0.56 43:0.38 44:0.88 45:0.97 47:0.93 48:0.91 55:0.59 64:0.77 66:0.99 69:0.77 70:0.72 71:0.61 74:0.66 81:0.34 86:0.99 91:0.64 98:0.91 101:0.96 108:0.61 122:0.92 123:0.58 126:0.24 127:0.51 129:0.05 135:0.23 139:0.99 145:0.63 146:0.99 147:0.99 149:0.79 150:0.37 154:0.35 159:0.87 170:0.82 172:0.99 173:0.51 174:0.97 177:0.88 178:0.55 179:0.12 187:0.68 195:0.97 197:0.96 212:0.80 216:0.73 219:0.90 222:0.60 235:0.31 239:0.96 241:0.10 242:0.40 243:0.99 247:0.97 253:0.49 254:0.94 259:0.21 262:0.93 265:0.91 266:0.71 267:0.52 271:0.23 276:0.96 281:0.91 292:0.95 300:0.70\n0 8:0.71 10:0.87 11:0.46 12:0.01 17:0.91 18:0.91 21:0.78 27:0.47 29:0.52 30:0.14 34:0.45 36:0.20 37:0.55 39:0.56 43:0.20 45:0.66 48:0.91 55:0.92 66:0.12 69:0.94 70:0.90 71:0.61 74:0.51 76:0.85 86:0.87 91:0.15 98:0.38 101:0.47 108:0.90 117:0.86 122:0.92 123:0.82 124:0.92 127:0.91 129:0.59 133:0.91 135:0.88 139:0.84 145:0.56 146:0.54 147:0.23 149:0.31 154:0.15 159:0.80 163:0.75 170:0.82 172:0.48 173:0.93 174:0.88 177:0.05 178:0.55 179:0.43 187:0.39 197:0.86 212:0.23 216:0.26 222:0.60 232:0.83 235:0.68 239:0.86 241:0.12 242:0.39 243:0.11 244:0.61 245:0.76 247:0.97 253:0.41 254:0.92 257:0.93 259:0.21 265:0.37 266:0.75 267:0.91 271:0.23 276:0.76 277:0.87 281:0.91 300:0.84\n1 8:0.71 9:0.73 10:0.90 11:0.52 12:0.01 17:0.76 18:0.99 21:0.30 27:0.65 29:0.52 30:0.17 31:0.97 34:0.34 36:0.40 37:0.52 39:0.56 43:0.66 45:0.92 55:0.71 64:0.77 66:0.35 69:0.10 70:0.83 71:0.61 74:0.69 79:0.97 81:0.34 83:0.56 86:0.98 91:0.54 96:0.84 97:0.89 98:0.75 101:0.65 108:0.90 122:0.92 123:0.09 124:0.60 126:0.24 127:0.92 129:0.59 133:0.47 135:0.76 137:0.97 139:0.98 140:0.92 146:0.97 147:0.97 149:0.81 150:0.37 151:0.85 153:0.48 154:0.16 155:0.56 158:0.76 159:0.86 162:0.86 170:0.82 172:0.91 173:0.08 174:0.92 177:0.88 179:0.18 187:0.39 190:0.89 191:0.73 192:0.55 196:0.99 197:0.88 202:0.73 208:0.50 212:0.47 216:0.17 219:0.91 220:0.62 222:0.60 235:0.31 239:0.88 241:0.53 242:0.54 243:0.51 244:0.61 245:0.98 247:0.91 248:0.82 253:0.83 255:0.72 256:0.81 259:0.21 265:0.74 266:0.63 267:0.84 268:0.81 271:0.23 276:0.93 279:0.75 284:0.98 285:0.50 292:0.88 300:0.55\n1 1:0.63 7:0.70 10:0.85 12:0.01 17:0.78 18:0.80 21:0.40 22:0.93 27:0.67 29:0.52 30:0.19 32:0.67 34:0.99 36:0.57 37:0.36 39:0.56 43:0.59 44:0.88 47:0.93 48:0.98 64:0.77 66:0.35 69:0.56 70:0.86 71:0.61 74:0.52 81:0.51 86:0.82 91:0.29 98:0.43 106:0.81 108:0.43 114:0.82 117:0.86 122:0.83 123:0.41 124:0.67 126:0.51 127:0.54 129:0.05 133:0.60 135:0.94 139:0.86 145:0.59 146:0.55 147:0.61 149:0.48 150:0.50 154:0.65 155:0.49 159:0.57 170:0.82 172:0.45 173:0.51 174:0.79 176:0.70 177:0.88 178:0.55 179:0.65 187:0.95 192:0.55 195:0.75 197:0.82 201:0.61 206:0.81 208:0.61 212:0.50 215:0.67 216:0.14 219:0.91 222:0.60 230:0.73 232:0.93 233:0.66 235:0.60 239:0.84 241:0.18 242:0.23 243:0.51 244:0.61 245:0.67 247:0.79 253:0.59 254:0.74 259:0.21 262:0.93 265:0.45 266:0.63 267:0.52 271:0.23 276:0.50 281:0.86 283:0.67 290:0.82 292:0.88 297:0.36 300:0.70\n1 1:0.58 8:0.63 10:0.87 11:0.46 12:0.01 17:0.94 18:0.96 21:0.47 22:0.93 27:0.55 29:0.52 30:0.30 34:0.97 36:0.57 37:0.50 39:0.56 43:0.58 44:0.88 45:0.94 47:0.93 64:0.77 66:0.97 69:0.69 70:0.79 71:0.61 74:0.84 77:0.70 81:0.49 83:0.56 86:0.97 91:0.29 97:0.89 98:0.88 99:0.83 101:0.47 108:0.52 114:0.76 117:0.86 122:0.91 123:0.50 126:0.32 127:0.42 129:0.05 135:0.93 139:0.97 145:0.96 146:0.97 147:0.98 149:0.74 150:0.44 154:0.47 155:0.51 158:0.76 159:0.70 165:0.65 170:0.82 172:0.93 173:0.54 174:0.83 176:0.63 177:0.88 178:0.55 179:0.20 187:0.21 192:0.48 195:0.90 197:0.87 201:0.55 204:0.80 208:0.50 212:0.57 216:0.16 219:0.91 222:0.60 232:0.88 235:0.60 239:0.86 242:0.33 243:0.97 244:0.61 247:0.82 253:0.65 254:0.86 259:0.21 262:0.93 265:0.88 266:0.38 267:0.59 271:0.23 276:0.87 279:0.75 281:0.86 282:0.75 290:0.76 292:0.88 300:0.55\n2 6:1.00 8:1.00 12:0.20 17:0.59 20:0.82 21:0.74 25:0.88 27:0.05 28:0.78 30:0.45 32:0.80 34:0.21 36:0.55 43:0.52 55:0.45 66:0.36 69:0.27 70:0.53 78:0.79 81:0.77 91:0.89 98:0.75 100:0.89 104:0.73 108:0.67 111:0.82 120:0.84 123:0.64 124:0.60 126:0.54 127:0.95 129:0.59 133:0.47 135:0.54 140:0.90 145:0.92 146:0.51 147:0.57 149:0.68 150:0.57 151:0.76 152:0.78 153:0.87 154:0.41 159:0.44 161:0.69 162:0.59 164:0.92 167:0.94 169:0.87 172:0.48 173:0.36 177:0.05 178:0.50 179:0.69 181:0.72 186:0.80 189:1.00 191:0.95 195:0.65 202:0.89 212:0.68 215:0.46 216:0.16 220:0.62 235:0.88 238:0.98 241:0.99 242:0.82 243:0.50 245:0.77 247:0.12 248:0.76 256:0.88 259:0.21 260:0.84 261:0.82 265:0.75 266:0.63 267:0.92 268:0.90 271:0.50 276:0.55 283:0.60 285:0.62 297:0.36 300:0.43\n1 12:0.20 17:0.53 21:0.59 27:0.45 28:0.78 30:0.11 32:0.80 34:0.91 36:0.18 37:0.50 43:0.32 55:0.59 66:0.30 69:0.70 70:0.54 81:0.87 91:0.27 98:0.30 108:0.53 123:0.51 124:0.61 126:0.54 127:0.21 129:0.59 133:0.47 135:0.75 145:0.44 146:0.48 147:0.54 149:0.33 150:0.72 154:0.24 159:0.44 161:0.69 163:0.88 167:0.68 172:0.16 173:0.60 177:0.05 178:0.55 179:0.80 181:0.72 187:0.68 195:0.83 212:0.30 215:0.55 216:0.77 235:0.68 241:0.53 242:0.82 243:0.48 245:0.47 247:0.12 259:0.21 265:0.32 266:0.27 267:0.28 271:0.50 276:0.25 283:0.60 297:0.36 300:0.33\n3 6:0.96 7:0.81 8:0.92 12:0.20 17:0.47 20:0.99 21:0.30 27:0.21 28:0.78 30:0.27 34:0.66 36:0.87 37:0.74 43:0.52 55:0.71 66:0.44 69:0.10 70:0.80 78:0.79 81:0.93 91:0.80 98:0.75 100:0.85 104:0.84 106:0.81 108:0.87 111:0.80 120:0.92 123:0.86 124:0.67 126:0.54 127:0.66 129:0.81 133:0.67 135:0.20 140:0.45 146:0.92 147:0.93 149:0.85 150:0.88 151:0.82 152:0.90 153:0.95 154:0.41 159:0.84 161:0.69 162:0.61 164:0.90 167:0.72 169:0.82 172:0.89 173:0.08 177:0.05 179:0.19 181:0.72 186:0.79 187:0.39 189:0.97 191:0.70 202:0.86 206:0.81 212:0.60 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.94 241:0.62 242:0.82 243:0.45 245:0.96 247:0.12 248:0.88 256:0.89 259:0.21 260:0.92 261:0.85 265:0.75 266:0.63 267:0.44 268:0.88 271:0.50 276:0.91 283:0.82 285:0.62 297:0.36 300:0.70\n1 12:0.20 17:0.64 21:0.54 27:0.45 28:0.78 30:0.76 34:0.80 36:0.17 37:0.50 43:0.32 55:0.92 66:0.36 69:0.69 70:0.15 81:0.89 91:0.35 98:0.34 108:0.53 123:0.50 124:0.52 126:0.54 127:0.19 129:0.59 133:0.47 135:0.56 145:0.52 146:0.46 147:0.52 149:0.23 150:0.77 154:0.24 159:0.32 161:0.69 163:0.96 167:0.56 172:0.10 173:0.66 177:0.05 178:0.55 179:0.94 181:0.72 187:0.68 212:0.95 215:0.58 216:0.77 235:0.60 241:0.12 242:0.82 243:0.51 245:0.37 247:0.12 259:0.21 265:0.36 266:0.12 267:0.28 271:0.50 276:0.18 297:0.36 300:0.13\n1 8:0.82 12:0.20 17:0.66 21:0.40 27:0.26 28:0.78 30:0.33 32:0.80 34:0.71 36:0.62 37:0.91 43:0.52 55:0.52 66:0.36 69:0.12 70:0.61 81:0.92 91:0.65 98:0.66 104:0.73 108:0.63 120:0.73 123:0.61 124:0.60 126:0.54 127:0.58 129:0.59 133:0.47 135:0.54 140:0.87 145:0.52 146:0.47 147:0.53 149:0.62 150:0.85 151:0.66 153:0.48 154:0.41 159:0.37 161:0.69 162:0.61 164:0.75 167:0.78 172:0.41 173:0.28 177:0.05 178:0.48 179:0.72 181:0.72 187:0.21 191:0.75 195:0.64 202:0.68 212:0.59 215:0.67 216:0.45 220:0.82 235:0.42 241:0.72 242:0.82 243:0.49 245:0.71 247:0.12 248:0.66 256:0.68 259:0.21 260:0.74 265:0.66 266:0.63 267:0.65 268:0.69 271:0.50 276:0.48 285:0.62 297:0.36 300:0.43\n4 6:0.98 8:0.97 12:0.20 17:0.06 20:0.99 21:0.74 25:0.88 27:0.13 28:0.78 30:0.21 32:0.80 34:0.50 36:0.74 37:0.82 43:0.47 55:0.59 66:0.33 69:0.46 70:0.81 78:0.92 81:0.77 91:1.00 98:0.56 100:0.99 104:0.58 108:0.81 111:0.98 120:0.99 123:0.80 124:0.78 126:0.54 127:0.90 129:0.89 133:0.78 135:0.32 140:0.45 145:0.97 146:0.25 147:0.31 149:0.67 150:0.57 151:0.91 152:1.00 153:1.00 154:0.35 159:0.59 161:0.69 162:0.69 164:0.99 167:0.94 169:0.96 172:0.54 173:0.42 177:0.05 179:0.59 181:0.72 186:0.91 189:0.99 191:0.97 195:0.76 202:0.99 212:0.40 215:0.46 216:0.87 235:0.88 238:0.99 241:0.98 242:0.82 243:0.29 245:0.73 247:0.12 248:0.98 256:0.99 259:0.21 260:0.99 261:0.98 265:0.57 266:0.63 267:0.79 268:0.99 271:0.50 276:0.64 283:0.82 285:0.62 297:0.36 300:0.55\n3 6:0.96 7:0.81 8:0.97 12:0.20 17:0.12 20:0.85 21:0.78 25:0.88 27:0.44 28:0.78 30:0.45 32:0.80 34:0.55 36:0.63 43:0.47 55:0.45 66:0.43 69:0.46 70:0.57 78:0.77 91:0.88 98:0.39 100:0.82 104:0.76 108:0.86 111:0.77 120:0.94 123:0.85 124:0.66 127:0.93 129:0.81 133:0.67 135:0.65 140:0.45 145:0.85 146:0.27 147:0.33 149:0.56 151:0.83 152:0.81 153:0.96 154:0.35 159:0.67 161:0.69 162:0.55 164:0.99 167:0.92 169:0.80 172:0.45 173:0.37 177:0.05 179:0.75 181:0.72 186:0.77 189:0.97 191:0.92 195:0.81 202:0.98 212:0.55 216:0.49 220:0.62 230:0.65 233:0.63 235:0.88 238:0.96 241:0.92 242:0.82 243:0.43 245:0.64 247:0.12 248:0.91 256:0.98 259:0.21 260:0.94 261:0.80 265:0.41 266:0.63 267:0.44 268:0.98 271:0.50 276:0.39 283:0.60 285:0.62 300:0.55\n1 12:0.20 17:0.18 21:0.78 25:0.88 27:0.13 28:0.78 30:0.21 34:0.37 36:0.92 37:0.82 43:0.52 55:0.52 66:0.63 69:0.05 70:0.80 91:0.58 98:0.80 104:0.58 108:0.05 120:0.80 123:0.05 124:0.52 127:0.86 129:0.81 133:0.67 135:0.34 140:0.45 146:0.87 147:0.90 149:0.75 151:0.74 153:0.83 154:0.41 159:0.62 161:0.69 162:0.85 164:0.82 167:0.86 172:0.73 173:0.10 177:0.05 179:0.53 181:0.72 187:0.21 202:0.70 212:0.54 216:0.87 235:0.02 241:0.77 242:0.82 243:0.69 245:0.75 247:0.12 248:0.72 256:0.77 259:0.21 260:0.81 265:0.80 266:0.80 267:0.44 268:0.78 271:0.50 276:0.68 283:0.60 285:0.62 300:0.55\n3 6:0.98 8:0.95 12:0.20 17:0.34 20:0.81 21:0.74 25:0.88 27:0.13 28:0.78 30:0.21 32:0.80 34:0.52 36:0.93 37:0.82 43:0.52 55:0.52 66:0.27 69:0.27 70:0.73 78:0.81 81:0.77 91:0.78 98:0.75 100:0.90 104:0.58 108:0.81 111:0.83 120:0.79 123:0.20 124:0.58 126:0.54 127:0.78 129:0.59 133:0.47 135:0.81 140:0.45 145:0.97 146:0.85 147:0.88 149:0.76 150:0.57 151:0.75 152:1.00 153:0.86 154:0.41 159:0.63 161:0.69 162:0.84 164:0.81 167:0.82 169:0.96 172:0.73 173:0.24 177:0.05 179:0.43 181:0.72 186:0.81 187:0.21 189:0.98 195:0.80 202:0.69 212:0.58 215:0.46 216:0.87 235:0.88 238:0.97 241:0.75 242:0.82 243:0.46 245:0.90 247:0.12 248:0.71 256:0.73 259:0.21 260:0.79 261:0.98 265:0.62 266:0.80 267:0.65 268:0.76 271:0.50 276:0.75 285:0.62 297:0.36 300:0.55\n1 7:0.81 8:0.77 12:0.20 17:0.40 21:0.54 25:0.88 27:0.44 28:0.78 30:0.38 32:0.80 34:0.80 36:0.56 43:0.52 55:0.45 66:0.19 69:0.17 70:0.71 81:0.89 91:0.68 98:0.74 104:0.76 106:0.81 108:0.14 120:0.53 123:0.55 124:0.75 126:0.54 127:0.84 129:0.81 133:0.67 135:0.39 140:0.87 145:0.72 146:0.27 147:0.33 149:0.67 150:0.77 151:0.46 153:0.48 154:0.41 159:0.59 161:0.69 162:0.54 164:0.57 167:0.67 172:0.37 173:0.20 177:0.05 178:0.48 179:0.64 181:0.72 187:0.87 195:0.76 202:0.56 206:0.81 212:0.60 215:0.58 216:0.49 220:0.87 230:0.87 233:0.76 235:0.60 241:0.51 242:0.82 243:0.40 245:0.74 247:0.12 248:0.46 256:0.45 259:0.21 260:0.53 265:0.20 266:0.71 267:0.91 268:0.46 271:0.50 276:0.59 283:0.60 285:0.62 297:0.36 300:0.55\n2 6:0.98 8:0.93 12:0.20 17:0.11 20:0.75 21:0.68 25:0.88 27:0.13 28:0.78 30:0.45 34:0.47 36:0.73 37:0.82 43:0.52 55:0.52 66:0.61 69:0.23 70:0.58 78:0.72 81:0.82 91:0.94 98:0.71 100:0.85 104:0.58 108:0.66 111:0.76 120:0.91 123:0.63 124:0.50 126:0.54 127:0.70 129:0.59 133:0.47 135:0.60 140:0.45 145:0.84 146:0.24 147:0.30 149:0.65 150:0.62 151:0.83 152:1.00 153:0.96 154:0.41 159:0.42 161:0.69 162:0.74 164:0.97 167:0.84 169:0.96 172:0.59 173:0.33 177:0.05 179:0.66 181:0.72 186:0.73 187:0.39 191:0.86 202:0.94 212:0.54 215:0.49 216:0.87 235:0.80 241:0.76 242:0.82 243:0.34 245:0.74 247:0.12 248:0.87 256:0.95 259:0.21 260:0.91 261:0.98 265:0.71 266:0.71 267:0.79 268:0.96 271:0.50 276:0.51 283:0.60 285:0.62 297:0.36 300:0.43\n2 6:0.98 8:0.97 12:0.20 17:0.11 20:0.75 21:0.68 25:0.88 27:0.13 28:0.78 30:0.45 34:0.47 36:0.73 37:0.82 43:0.52 55:0.52 66:0.61 69:0.23 70:0.58 78:0.72 81:0.82 91:0.87 98:0.71 100:0.82 104:0.58 108:0.66 111:0.76 120:0.91 123:0.63 124:0.50 126:0.54 127:0.70 129:0.59 133:0.47 135:0.60 140:0.45 145:0.84 146:0.24 147:0.30 149:0.65 150:0.62 151:0.83 152:1.00 153:0.96 154:0.41 159:0.42 161:0.69 162:0.74 164:0.97 167:0.84 169:0.96 172:0.59 173:0.33 177:0.05 179:0.66 181:0.72 186:0.73 187:0.39 191:0.75 202:0.94 212:0.54 215:0.49 216:0.87 235:0.80 241:0.76 242:0.82 243:0.34 245:0.74 247:0.12 248:0.87 256:0.95 259:0.21 260:0.91 261:0.98 265:0.71 266:0.71 267:0.28 268:0.96 271:0.50 276:0.51 283:0.60 285:0.62 297:0.36 300:0.43\n3 6:1.00 7:0.81 8:1.00 12:0.20 17:0.11 20:0.99 21:0.13 27:0.07 28:0.78 30:0.45 32:0.80 34:0.67 36:0.82 37:0.84 43:0.47 55:0.45 66:0.33 69:0.37 70:0.42 78:0.83 81:0.96 91:0.96 98:0.55 100:0.93 104:0.58 108:0.68 111:0.88 120:0.94 123:0.66 124:0.71 126:0.54 127:0.88 129:0.81 133:0.67 135:0.30 140:0.45 145:0.86 146:0.19 147:0.25 149:0.47 150:0.93 151:0.81 152:0.95 153:0.94 154:0.36 159:0.51 161:0.69 162:0.58 164:0.97 167:0.92 169:0.89 172:0.27 173:0.39 177:0.05 179:0.87 181:0.72 186:0.84 189:1.00 191:0.94 195:0.70 202:0.96 212:0.15 215:0.84 216:0.63 220:0.74 230:0.87 233:0.76 235:0.12 238:0.98 241:0.91 242:0.82 243:0.37 245:0.53 247:0.12 248:0.92 256:0.95 259:0.21 260:0.95 261:0.92 265:0.56 266:0.63 267:0.99 268:0.96 271:0.50 276:0.36 283:0.60 285:0.62 297:0.36 300:0.33\n1 1:0.74 11:0.64 12:0.51 17:0.61 21:0.74 27:0.45 28:0.70 30:0.21 32:0.80 34:0.92 36:0.18 37:0.50 39:0.50 43:0.81 55:0.52 66:0.27 69:0.71 70:0.97 74:0.91 77:0.89 81:0.51 83:0.72 85:0.91 91:0.20 98:0.56 101:0.79 108:0.77 114:0.67 122:0.67 123:0.75 124:0.79 126:0.54 127:0.46 129:0.81 131:0.61 133:0.76 135:0.85 144:0.57 145:0.54 146:0.61 147:0.66 149:0.85 150:0.66 154:0.77 155:0.67 157:0.85 159:0.66 161:0.45 165:0.65 166:0.83 167:0.64 172:0.59 173:0.61 176:0.73 177:0.38 178:0.55 179:0.39 181:0.94 182:0.80 187:0.68 192:0.59 195:0.84 201:0.74 212:0.54 215:0.46 216:0.77 222:0.76 227:0.61 229:0.61 231:0.75 235:0.97 241:0.18 242:0.29 243:0.40 245:0.81 246:0.89 247:0.67 253:0.69 259:0.21 265:0.58 266:0.71 267:0.28 271:0.69 276:0.72 282:0.88 287:0.61 290:0.67 297:0.36 299:0.88 300:0.84\n3 1:0.74 7:0.81 8:0.83 11:0.64 12:0.51 17:0.77 21:0.30 27:0.21 28:0.70 30:0.12 34:0.56 36:0.49 37:0.74 39:0.50 43:0.98 66:0.48 69:0.12 70:0.95 74:0.99 81:0.75 83:0.75 85:1.00 91:0.03 98:0.64 101:0.85 104:0.84 106:0.81 108:0.96 114:0.86 120:0.65 121:0.97 122:0.67 123:0.96 124:0.87 126:0.54 127:0.87 129:0.96 131:0.81 133:0.90 135:0.24 140:0.45 144:0.57 146:0.56 147:0.62 149:0.99 150:0.84 151:0.61 153:0.48 154:0.98 155:0.67 157:0.91 159:0.94 161:0.45 162:0.86 164:0.55 165:0.84 166:0.84 167:0.56 172:0.99 173:0.06 176:0.73 177:0.38 179:0.10 181:0.94 182:0.81 187:0.39 190:0.77 192:0.59 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.84 215:0.72 216:0.95 220:0.62 222:0.76 227:0.85 229:0.61 230:0.87 231:0.76 233:0.76 235:0.42 242:0.58 243:0.08 245:0.99 246:0.89 247:0.67 248:0.59 253:0.79 256:0.45 259:0.21 260:0.65 265:0.65 266:0.89 267:0.44 268:0.46 271:0.69 276:0.99 283:0.71 285:0.50 287:0.61 290:0.86 297:0.36 300:0.84\n3 1:0.74 6:1.00 8:0.97 9:0.80 11:0.64 12:0.51 17:0.55 20:0.93 21:0.22 27:0.03 28:0.70 30:0.95 34:0.53 36:0.40 37:1.00 39:0.50 41:0.93 43:0.79 66:0.54 69:0.76 74:0.42 78:0.83 81:0.80 83:0.81 85:0.72 91:0.83 96:0.92 98:0.10 100:0.92 101:0.73 104:0.58 108:0.59 111:0.86 114:0.90 120:0.86 123:0.56 126:0.54 127:0.07 129:0.05 131:0.89 135:0.42 140:0.45 144:0.57 146:0.13 147:0.18 149:0.43 150:0.87 151:0.98 152:1.00 153:0.92 154:0.72 155:0.67 157:0.77 159:0.08 161:0.45 162:0.57 164:0.84 165:0.86 166:0.84 167:0.86 169:0.97 172:0.10 173:0.84 176:0.73 177:0.38 179:0.09 181:0.94 182:0.81 186:0.83 187:0.68 189:0.99 191:0.95 192:0.59 201:0.74 202:0.81 208:0.64 215:0.79 216:0.76 222:0.76 227:0.92 229:0.89 231:0.76 235:0.31 238:0.97 241:0.74 243:0.63 246:0.89 248:0.92 253:0.89 255:0.79 256:0.77 259:0.21 260:0.87 261:0.99 265:0.11 267:0.91 268:0.81 271:0.69 285:0.62 287:0.92 290:0.90 297:0.36 300:0.08\n1 1:0.74 11:0.64 12:0.51 17:0.57 21:0.40 27:0.01 28:0.70 30:0.74 32:0.80 34:0.90 36:0.68 37:0.97 39:0.50 43:0.87 66:0.68 69:0.37 70:0.41 74:0.92 77:0.70 81:0.76 83:0.76 85:0.97 91:0.25 98:0.75 101:0.86 104:0.84 106:0.81 108:0.29 114:0.66 117:0.86 122:0.43 123:0.28 124:0.45 126:0.54 127:0.60 129:0.59 131:0.61 133:0.47 135:0.81 144:0.57 145:0.84 146:0.76 147:0.80 149:0.97 150:0.85 154:0.85 155:0.67 157:0.89 159:0.47 161:0.45 165:0.86 166:0.84 167:0.69 172:0.76 173:0.39 176:0.56 177:0.38 178:0.55 179:0.46 181:0.94 182:0.81 187:0.68 192:0.59 195:0.66 201:0.74 206:0.81 212:0.68 215:0.63 216:0.85 222:0.76 227:0.61 229:0.61 231:0.75 232:0.90 235:0.68 241:0.39 242:0.60 243:0.72 245:0.83 246:0.90 247:0.39 253:0.70 259:0.21 265:0.75 266:0.63 267:0.52 271:0.69 276:0.66 282:0.88 287:0.61 290:0.66 297:0.36 299:0.88 300:0.55\n4 1:0.74 6:1.00 8:0.99 9:0.80 11:0.64 12:0.51 17:0.28 20:0.97 21:0.13 27:0.03 28:0.70 30:0.95 34:0.52 36:0.61 37:1.00 39:0.50 41:1.00 43:0.78 60:0.99 66:0.54 69:0.77 74:0.55 78:0.96 81:0.84 83:0.91 85:0.72 91:1.00 96:1.00 98:0.09 100:0.99 101:0.71 104:0.58 108:0.60 111:0.99 114:0.92 120:1.00 123:0.58 126:0.54 127:0.06 129:0.05 131:0.89 135:0.66 138:1.00 140:0.45 144:0.57 146:0.13 147:0.18 149:0.43 150:0.91 151:1.00 152:1.00 153:1.00 154:0.71 155:0.67 157:0.76 158:0.92 159:0.08 161:0.45 162:0.69 164:0.99 165:0.88 166:0.84 167:1.00 169:0.97 172:0.10 173:0.75 176:0.73 177:0.38 179:0.08 181:0.94 182:0.81 186:0.95 189:1.00 191:0.97 192:0.59 201:0.74 202:0.98 208:0.64 215:0.84 216:0.76 222:0.76 227:0.92 229:0.89 231:0.76 235:0.22 238:1.00 241:1.00 243:0.63 246:0.90 248:1.00 253:1.00 255:0.79 256:0.99 259:0.21 260:1.00 261:0.99 265:0.09 267:0.94 268:0.99 271:0.69 279:0.86 283:0.82 285:0.62 287:0.92 290:0.92 297:0.36 300:0.08\n2 1:0.74 6:0.94 7:0.81 8:0.87 9:0.80 11:0.64 12:0.51 17:0.85 20:0.85 27:0.30 28:0.70 30:0.56 32:0.80 34:0.47 36:0.71 37:0.72 39:0.50 41:0.88 43:0.69 60:0.87 66:0.06 69:0.86 70:0.75 74:0.99 77:0.70 78:0.78 81:0.93 83:0.88 85:1.00 91:0.18 96:0.87 98:0.29 100:0.83 101:0.86 104:0.92 106:0.81 108:0.84 111:0.78 114:0.98 117:0.86 120:0.82 121:0.90 122:0.43 123:0.98 124:0.99 126:0.54 127:0.90 129:1.00 131:0.89 133:0.99 135:0.63 140:0.45 144:0.57 145:0.67 146:0.69 147:0.74 149:0.99 150:0.97 151:0.95 152:0.86 153:0.83 154:0.59 155:0.67 157:0.91 158:0.92 159:0.98 161:0.45 162:0.84 164:0.80 165:0.92 166:0.84 167:0.62 169:0.80 172:0.92 173:0.35 176:0.73 177:0.38 179:0.09 181:0.94 182:0.81 186:0.79 187:0.39 189:0.96 191:0.70 192:0.59 195:1.00 201:0.74 202:0.69 204:0.89 206:0.81 208:0.64 212:0.59 215:0.96 216:0.32 222:0.76 227:0.92 229:0.89 230:0.87 231:0.76 232:0.85 233:0.76 235:0.05 238:0.94 241:0.10 242:0.51 243:0.08 245:0.99 246:0.90 247:0.67 248:0.85 253:0.92 255:0.79 256:0.81 259:0.21 260:0.82 261:0.82 265:0.30 266:0.91 267:0.85 268:0.75 271:0.69 276:0.99 279:0.86 282:0.88 283:0.82 285:0.62 287:0.92 290:0.98 297:0.36 299:0.88 300:0.70\n2 1:0.74 7:0.81 8:0.68 11:0.64 12:0.51 17:0.38 21:0.40 27:0.21 28:0.70 30:0.21 34:0.63 36:0.42 37:0.74 39:0.50 43:0.82 55:0.59 66:0.31 69:0.15 70:0.95 74:0.95 76:0.85 81:0.67 85:0.80 91:0.06 98:0.54 101:0.71 104:0.84 106:0.81 108:0.88 114:0.82 117:0.86 121:0.90 122:0.57 123:0.87 124:0.86 126:0.54 127:0.75 129:0.89 131:0.61 133:0.87 135:0.30 144:0.57 146:0.72 147:0.76 149:0.80 150:0.73 154:0.92 155:0.67 157:0.78 158:0.87 159:0.84 161:0.45 166:0.84 167:0.65 172:0.79 173:0.10 176:0.73 177:0.38 178:0.55 179:0.26 181:0.94 182:0.73 187:0.39 192:0.59 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.73 215:0.67 216:0.95 222:0.76 227:0.61 229:0.61 230:0.87 231:0.76 232:0.94 233:0.76 235:0.52 241:0.24 242:0.30 243:0.40 245:0.88 246:0.61 247:0.67 253:0.77 259:0.21 265:0.55 266:0.91 267:0.36 271:0.69 276:0.86 279:0.86 283:0.71 287:0.61 290:0.82 297:0.36 300:0.84\n1 1:0.74 11:0.64 12:0.51 17:0.57 21:0.59 27:0.45 28:0.70 30:0.17 32:0.80 34:0.90 36:0.21 37:0.50 39:0.50 43:0.82 66:0.30 69:0.70 70:0.92 74:0.86 77:0.89 81:0.63 83:0.73 85:0.91 91:0.18 98:0.49 101:0.80 108:0.53 114:0.74 122:0.57 123:0.51 124:0.77 126:0.54 127:0.42 129:0.81 131:0.61 133:0.76 135:0.81 144:0.57 145:0.47 146:0.67 147:0.72 149:0.85 150:0.76 154:0.77 155:0.67 157:0.85 159:0.59 161:0.45 165:0.78 166:0.83 167:0.65 172:0.54 173:0.63 176:0.73 177:0.38 178:0.55 179:0.45 181:0.94 182:0.80 187:0.68 192:0.59 195:0.80 201:0.74 212:0.49 215:0.55 216:0.77 222:0.76 227:0.61 229:0.61 231:0.75 235:0.80 241:0.21 242:0.39 243:0.48 245:0.75 246:0.89 247:0.60 253:0.70 259:0.21 265:0.51 266:0.71 267:0.23 271:0.69 276:0.66 282:0.88 287:0.61 290:0.74 297:0.36 299:0.88 300:0.70\n2 6:0.93 8:0.98 9:0.80 12:0.51 17:0.08 20:0.81 21:0.78 27:0.20 28:0.70 34:0.49 36:0.27 37:0.94 39:0.50 41:0.93 78:0.75 83:0.81 91:0.88 96:0.91 100:0.78 104:0.58 111:0.74 120:0.87 131:0.89 135:0.88 140:0.45 144:0.57 151:0.92 152:0.92 153:0.72 155:0.67 157:0.61 161:0.45 162:0.66 164:0.82 166:0.61 167:0.97 169:0.76 175:0.91 181:0.94 182:0.81 186:0.75 189:0.87 191:0.94 192:0.59 202:0.76 208:0.64 216:0.38 220:0.74 222:0.76 227:0.92 229:0.89 231:0.76 238:0.90 241:0.87 244:0.83 246:0.61 248:0.91 253:0.87 255:0.79 256:0.78 257:0.84 259:0.21 260:0.87 261:0.78 267:0.44 268:0.78 271:0.69 277:0.87 283:0.71 285:0.62 287:0.92\n3 1:0.74 6:0.88 7:0.81 9:0.80 11:0.64 12:0.51 17:0.75 20:0.73 21:0.30 27:0.21 28:0.70 30:0.13 34:0.62 36:0.50 37:0.74 39:0.50 41:0.82 43:0.98 60:0.87 66:0.48 69:0.12 70:0.95 74:1.00 78:0.72 81:0.75 83:0.84 85:1.00 91:0.03 96:0.77 98:0.64 100:0.73 101:0.86 104:0.84 106:0.81 108:0.96 111:0.72 114:0.86 117:0.86 120:0.65 121:0.97 122:0.67 123:0.96 124:0.87 126:0.54 127:0.87 129:0.96 131:0.89 133:0.90 135:0.23 140:0.45 144:0.57 146:0.56 147:0.62 149:0.99 150:0.84 151:0.77 152:0.91 153:0.48 154:0.98 155:0.67 157:0.91 158:0.87 159:0.94 161:0.45 162:0.86 164:0.57 165:0.84 166:0.84 167:0.54 169:0.78 172:0.99 173:0.06 176:0.73 177:0.38 179:0.10 181:0.94 182:0.81 186:0.73 187:0.39 192:0.59 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.84 215:0.72 216:0.95 220:0.62 222:0.76 227:0.92 229:0.89 230:0.87 231:0.76 232:0.90 233:0.76 235:0.42 242:0.58 243:0.08 245:0.99 246:0.89 247:0.67 248:0.71 253:0.85 255:0.79 256:0.45 259:0.21 260:0.66 261:0.81 265:0.65 266:0.89 267:0.44 268:0.46 271:0.69 276:0.99 279:0.86 283:0.71 285:0.62 287:0.91 290:0.86 297:0.36 300:0.84\n3 1:0.74 6:1.00 8:0.95 9:0.80 11:0.64 12:0.51 17:0.55 20:0.75 21:0.22 27:0.03 28:0.70 30:0.58 34:0.74 36:0.66 37:1.00 39:0.50 41:0.98 43:0.79 66:0.27 69:0.74 70:0.44 74:0.55 78:0.83 81:0.80 83:0.88 85:0.85 91:0.81 96:0.96 98:0.40 100:0.91 101:0.78 104:0.58 108:0.71 111:0.84 114:0.90 120:0.94 122:0.43 123:0.69 124:0.73 126:0.54 127:0.32 129:0.81 131:0.89 133:0.67 135:0.39 140:0.80 144:0.57 146:0.13 147:0.18 149:0.69 150:0.87 151:0.98 152:1.00 153:0.91 154:0.73 155:0.67 157:0.82 159:0.38 161:0.45 162:0.80 163:0.86 164:0.91 165:0.86 166:0.84 167:0.90 169:0.97 172:0.21 173:0.79 176:0.73 177:0.38 178:0.42 179:0.80 181:0.94 182:0.81 186:0.84 187:0.21 189:0.93 191:0.89 192:0.59 201:0.74 202:0.85 208:0.64 212:0.16 215:0.79 216:0.76 222:0.76 227:0.92 229:0.89 231:0.76 235:0.31 238:0.95 241:0.76 242:0.58 243:0.29 245:0.51 246:0.89 247:0.47 248:0.96 253:0.95 255:0.79 256:0.88 259:0.21 260:0.94 261:0.99 265:0.42 266:0.54 267:0.96 268:0.89 271:0.69 276:0.34 285:0.62 287:0.92 290:0.90 297:0.36 300:0.33\n3 1:0.74 6:0.88 7:0.81 8:0.75 9:0.80 11:0.64 12:0.51 17:0.61 20:0.98 21:0.30 27:0.21 28:0.70 30:0.13 34:0.50 36:0.57 37:0.74 39:0.50 41:0.94 43:0.98 60:0.99 66:0.49 69:0.12 70:0.94 74:0.99 76:0.85 78:0.77 81:0.75 83:0.85 85:1.00 91:0.40 96:0.94 98:0.63 100:0.81 101:0.86 104:0.84 106:0.81 108:0.95 111:0.77 114:0.86 117:0.86 120:0.90 121:0.90 122:0.67 123:0.95 124:0.83 126:0.54 127:0.84 129:0.95 131:0.89 133:0.87 135:0.21 140:0.45 144:0.57 146:0.29 147:0.36 149:0.99 150:0.84 151:0.99 152:0.91 153:0.95 154:0.98 155:0.67 157:0.91 158:0.92 159:0.93 161:0.45 162:0.56 164:0.85 165:0.84 166:0.84 167:0.67 169:0.79 172:0.99 173:0.07 176:0.73 177:0.38 179:0.10 181:0.94 182:0.81 186:0.77 187:0.39 189:0.90 192:0.59 201:0.74 202:0.82 204:0.89 206:0.81 208:0.64 212:0.85 215:0.72 216:0.95 222:0.76 227:0.92 229:0.89 230:0.87 231:0.76 232:0.90 233:0.76 235:0.42 238:0.93 241:0.30 242:0.57 243:0.06 245:0.99 246:0.89 247:0.67 248:0.94 253:0.97 255:0.79 256:0.81 259:0.21 260:0.91 261:0.81 265:0.64 266:0.80 267:0.28 268:0.81 271:0.69 276:0.99 279:0.86 283:0.82 285:0.62 287:0.92 290:0.86 297:0.36 300:0.84\n3 1:0.74 6:0.91 7:0.81 8:0.81 9:0.80 11:0.88 12:0.06 17:0.05 18:0.92 20:0.94 21:0.22 22:0.93 27:0.19 28:0.87 29:0.86 30:0.93 31:0.97 32:0.80 34:0.39 36:0.56 37:0.66 39:0.90 41:0.95 43:0.81 44:0.93 47:0.93 60:0.99 64:0.77 66:0.49 69:0.70 70:0.28 71:0.71 74:0.93 77:0.99 78:0.80 79:0.96 81:0.60 83:0.91 85:0.97 86:0.98 91:0.67 96:0.88 98:0.59 100:0.83 101:0.87 106:0.81 108:0.75 111:0.80 114:0.71 117:0.86 120:0.80 121:0.97 122:0.57 123:0.73 124:0.67 126:0.54 127:0.33 129:0.81 133:0.67 135:0.60 137:0.97 139:0.99 140:0.45 144:0.85 145:0.91 146:0.21 147:0.27 149:0.98 150:0.77 151:0.82 152:0.92 153:0.46 154:0.76 155:0.67 158:0.92 159:0.48 161:0.80 162:0.79 164:0.82 165:0.93 167:0.65 169:0.81 172:0.78 173:0.67 176:0.73 177:0.70 179:0.25 181:0.96 186:0.81 187:0.68 189:0.92 191:0.70 192:0.87 195:0.75 196:0.99 201:0.93 202:0.74 204:0.89 206:0.81 208:0.64 212:0.76 215:0.51 216:0.73 219:0.95 220:0.62 222:0.84 230:0.86 232:0.90 233:0.73 235:0.42 238:0.89 241:0.57 242:0.51 243:0.22 245:0.89 247:0.35 248:0.87 253:0.92 255:0.95 256:0.78 259:0.21 260:0.81 261:0.85 262:0.93 265:0.60 266:0.54 267:0.89 268:0.79 271:0.81 276:0.77 279:0.86 281:0.89 282:0.88 283:0.82 284:0.97 285:0.62 290:0.71 292:0.95 297:0.36 299:1.00 300:0.55\n1 1:0.74 11:0.88 12:0.06 17:0.34 18:0.85 21:0.54 27:0.45 28:0.87 29:0.86 30:0.90 34:0.79 36:0.25 37:0.50 39:0.90 43:0.81 64:0.77 66:0.51 69:0.70 70:0.29 71:0.71 74:0.69 81:0.47 83:0.91 85:0.91 86:0.92 91:0.08 98:0.41 101:0.87 108:0.53 114:0.59 122:0.57 123:0.51 124:0.72 126:0.54 127:0.46 129:0.81 133:0.74 135:0.78 139:0.90 144:0.85 145:0.50 146:0.64 147:0.69 149:0.89 150:0.71 154:0.77 155:0.67 159:0.66 161:0.80 165:0.93 167:0.59 172:0.57 173:0.60 176:0.73 177:0.70 178:0.55 179:0.58 181:0.96 187:0.68 192:0.87 201:0.93 208:0.64 212:0.28 215:0.39 216:0.77 222:0.84 235:0.74 241:0.43 242:0.45 243:0.61 245:0.64 247:0.55 253:0.45 259:0.21 265:0.43 266:0.71 267:0.28 271:0.81 276:0.53 290:0.59 297:0.36 300:0.43\n2 1:0.74 6:0.90 7:0.81 8:0.75 9:0.80 11:0.92 12:0.06 17:0.15 18:0.89 20:0.93 21:0.71 22:0.93 27:0.10 28:0.87 29:0.86 30:0.91 31:0.97 32:0.80 34:0.66 36:0.98 37:0.73 39:0.90 41:0.95 43:0.96 44:0.93 45:0.66 47:0.93 60:0.99 64:0.77 66:0.75 69:0.30 70:0.27 71:0.71 74:0.90 77:0.70 78:0.82 79:0.97 81:0.43 83:0.91 85:0.94 86:0.96 91:0.62 96:0.89 98:0.62 100:0.85 101:0.87 106:0.81 108:0.24 111:0.82 114:0.55 117:0.86 120:0.82 121:0.90 122:0.57 123:0.23 124:0.41 126:0.54 127:0.22 129:0.59 133:0.46 135:0.83 137:0.97 139:0.97 140:0.45 144:0.85 145:0.69 146:0.85 147:0.87 149:0.96 150:0.69 151:0.96 152:0.91 153:0.87 154:0.96 155:0.67 158:0.92 159:0.49 161:0.80 162:0.68 164:0.83 165:0.93 167:0.54 169:0.83 172:0.75 173:0.19 176:0.73 177:0.70 179:0.28 181:0.96 186:0.83 187:0.87 189:0.91 191:0.70 192:0.87 195:0.87 196:0.99 201:0.93 202:0.76 204:0.89 206:0.81 208:0.64 212:0.37 215:0.37 216:0.87 219:0.95 222:0.84 230:0.86 232:0.90 233:0.73 235:0.95 238:0.89 241:0.24 242:0.45 243:0.77 245:0.74 247:0.60 248:0.88 253:0.92 255:0.95 256:0.77 259:0.21 260:0.82 261:0.87 262:0.93 265:0.63 266:0.75 267:0.52 268:0.78 271:0.81 276:0.65 279:0.86 281:0.89 282:0.88 283:0.82 284:0.97 285:0.62 290:0.55 292:0.95 297:0.36 299:0.88 300:0.43\n1 1:0.74 7:0.81 8:0.94 9:0.80 11:0.88 12:0.06 17:0.73 18:0.91 21:0.54 22:0.93 27:0.15 28:0.87 29:0.86 30:0.93 31:0.96 32:0.80 34:0.49 36:0.31 37:0.83 39:0.90 41:0.93 43:0.91 44:0.93 47:0.93 60:0.97 64:0.77 66:0.79 69:0.44 70:0.23 71:0.71 74:0.93 77:0.70 79:0.95 81:0.47 83:0.91 85:0.95 86:0.98 91:0.63 96:0.86 98:0.42 101:0.87 106:0.81 108:0.34 114:0.59 117:0.86 120:0.77 121:0.90 122:0.57 123:0.32 124:0.40 126:0.54 127:0.75 129:0.59 132:0.97 133:0.46 135:0.93 137:0.96 139:0.98 140:0.45 144:0.85 145:0.74 146:0.69 147:0.74 149:0.97 150:0.71 151:0.87 153:0.48 154:0.90 155:0.67 158:0.92 159:0.77 161:0.80 162:0.78 164:0.77 165:0.93 167:0.52 172:0.80 173:0.27 176:0.73 177:0.70 179:0.46 181:0.96 187:0.39 191:0.73 192:0.87 195:0.89 196:0.98 201:0.93 202:0.67 204:0.89 206:0.81 208:0.64 212:0.86 215:0.39 216:0.62 219:0.95 220:0.62 222:0.84 230:0.87 232:0.92 233:0.76 235:0.74 241:0.12 242:0.51 243:0.80 245:0.77 247:0.35 248:0.84 253:0.90 255:0.95 256:0.71 260:0.78 262:0.93 265:0.44 266:0.54 267:0.82 268:0.72 271:0.81 276:0.43 279:0.86 281:0.91 282:0.88 283:0.82 284:0.96 285:0.62 290:0.59 292:0.95 297:0.36 299:0.88 300:0.43\n3 1:0.74 6:0.95 7:0.81 8:0.89 9:0.80 11:0.92 12:0.06 17:0.32 18:0.95 20:0.94 21:0.40 22:0.93 27:0.21 28:0.87 29:0.86 30:0.87 31:0.99 34:0.61 36:0.66 37:0.74 39:0.90 41:0.98 43:0.96 45:0.66 47:0.93 60:0.97 64:0.77 66:0.06 69:0.19 70:0.46 71:0.71 74:0.91 78:0.88 79:0.99 81:0.52 83:0.91 85:0.98 86:0.98 91:0.56 96:0.96 98:0.34 100:0.96 101:0.87 106:0.81 108:0.94 111:0.93 114:0.62 117:0.86 120:0.92 121:0.97 122:0.57 123:0.81 124:0.93 126:0.54 127:0.72 129:0.97 133:0.93 135:0.21 137:0.99 139:0.99 140:0.45 144:0.85 146:0.52 147:0.58 149:0.97 150:0.73 151:0.94 152:0.93 153:0.81 154:0.96 155:0.67 158:0.92 159:0.87 161:0.80 162:0.60 164:0.90 165:0.93 167:0.61 169:0.94 172:0.77 173:0.09 176:0.73 177:0.70 179:0.20 181:0.96 186:0.88 187:0.39 189:0.96 191:0.73 192:0.87 196:1.00 201:0.93 202:0.87 204:0.89 206:0.81 208:0.64 212:0.58 215:0.42 216:0.95 219:0.95 220:0.62 222:0.84 230:0.86 232:0.91 233:0.73 235:0.60 238:0.96 241:0.49 242:0.39 243:0.19 245:0.91 247:0.82 248:0.96 253:0.97 255:0.95 256:0.87 259:0.21 260:0.92 261:0.95 262:0.93 265:0.33 266:0.87 267:0.23 268:0.88 271:0.81 276:0.91 279:0.86 281:0.89 283:0.82 284:0.99 285:0.62 290:0.62 292:0.95 297:0.36 300:0.70\n3 1:0.74 6:0.95 7:0.81 8:0.89 9:0.80 11:0.92 12:0.06 17:0.59 18:0.95 20:0.84 21:0.40 22:0.93 27:0.21 28:0.87 29:0.86 30:0.87 31:0.98 34:0.49 36:0.67 37:0.74 39:0.90 41:0.93 43:0.96 45:0.66 47:0.93 60:0.87 64:0.77 66:0.06 69:0.19 70:0.48 71:0.71 74:0.92 78:0.86 79:0.97 81:0.52 83:0.91 85:0.98 86:0.99 91:0.18 96:0.91 98:0.33 100:0.95 101:0.87 106:0.81 108:0.94 111:0.90 114:0.62 117:0.86 120:0.84 121:0.97 122:0.57 123:0.82 124:0.93 126:0.54 127:0.72 129:0.97 133:0.93 135:0.20 137:0.98 139:0.99 140:0.45 144:0.85 146:0.54 147:0.60 149:0.98 150:0.73 151:0.98 152:0.93 153:0.91 154:0.96 155:0.67 158:0.92 159:0.87 161:0.80 162:0.76 164:0.79 165:0.93 167:0.54 169:0.94 172:0.77 173:0.09 176:0.73 177:0.70 179:0.20 181:0.96 186:0.86 187:0.39 189:0.95 192:0.87 196:0.99 201:0.93 202:0.70 204:0.89 206:0.81 208:0.64 212:0.59 215:0.42 216:0.95 219:0.95 222:0.84 230:0.86 232:0.88 233:0.73 235:0.60 238:0.96 241:0.21 242:0.39 243:0.23 245:0.91 247:0.82 248:0.90 253:0.94 255:0.95 256:0.71 259:0.21 260:0.85 261:0.95 262:0.93 265:0.33 266:0.87 267:0.59 268:0.74 271:0.81 276:0.90 279:0.86 281:0.89 283:0.82 284:0.96 285:0.62 290:0.62 292:0.95 297:0.36 300:0.84\n1 1:0.74 9:0.80 11:0.92 12:0.06 17:0.26 18:0.97 21:0.22 22:0.93 27:0.18 28:0.87 29:0.86 30:0.91 31:0.94 34:0.87 36:0.49 37:0.85 39:0.90 41:0.82 43:0.89 45:0.73 47:0.93 60:0.99 64:0.77 66:0.97 69:0.47 70:0.27 71:0.71 74:0.95 79:0.93 81:0.60 83:0.91 85:0.98 86:0.99 91:0.29 96:0.80 98:0.90 101:0.97 108:0.36 114:0.71 120:0.69 122:0.57 123:0.35 126:0.54 127:0.48 129:0.05 135:0.86 137:0.94 139:0.99 140:0.45 144:0.85 146:0.91 147:0.93 149:0.99 150:0.77 151:0.87 153:0.48 154:0.88 155:0.67 158:0.92 159:0.53 161:0.80 162:0.86 164:0.57 165:0.93 167:0.55 172:0.93 173:0.43 176:0.73 177:0.70 179:0.21 181:0.96 187:0.39 192:0.87 196:0.98 201:0.93 202:0.36 208:0.64 212:0.78 215:0.51 216:0.82 219:0.95 222:0.84 232:0.92 235:0.42 241:0.27 242:0.45 243:0.97 247:0.60 248:0.77 253:0.87 255:0.95 256:0.45 259:0.21 260:0.70 262:0.93 265:0.90 266:0.54 267:0.36 268:0.46 271:0.81 276:0.87 279:0.86 283:0.82 284:0.89 285:0.62 290:0.71 292:0.95 297:0.36 300:0.43\n3 1:0.74 6:0.94 8:0.87 9:0.80 11:0.88 12:0.06 17:0.15 18:0.88 20:0.96 21:0.68 28:0.87 29:0.86 30:0.91 31:0.99 32:0.80 34:0.47 36:0.23 37:0.97 39:0.90 41:0.99 43:0.80 44:0.93 60:1.00 64:0.77 66:0.48 69:0.74 70:0.30 71:0.71 74:0.87 77:0.70 78:0.88 79:0.99 81:0.44 83:0.91 85:0.96 86:0.96 91:0.88 96:0.97 98:0.28 100:0.94 101:0.87 108:0.81 111:0.90 114:0.56 120:0.94 122:0.57 123:0.80 124:0.75 126:0.54 127:0.30 129:0.89 133:0.78 135:0.51 137:0.99 139:0.97 140:0.45 144:0.85 145:0.67 146:0.36 147:0.42 149:0.95 150:0.70 151:0.98 152:0.89 153:0.91 154:0.74 155:0.67 158:0.92 159:0.86 161:0.80 162:0.56 164:0.93 165:0.93 167:0.58 169:0.92 172:0.73 173:0.39 176:0.73 177:0.70 179:0.29 181:0.96 186:0.88 187:0.21 189:0.95 191:0.86 192:0.87 195:0.98 196:1.00 201:0.93 202:0.92 208:0.64 212:0.47 215:0.37 216:0.98 219:0.95 222:0.84 232:0.84 235:0.88 238:0.94 241:0.39 242:0.50 243:0.33 245:0.81 247:0.47 248:0.97 253:0.98 255:0.95 256:0.92 259:0.21 260:0.94 261:0.93 265:0.30 266:0.84 267:0.94 268:0.92 271:0.81 276:0.60 279:0.86 282:0.88 283:0.82 284:0.99 285:0.62 290:0.56 292:0.95 297:0.36 299:0.88 300:0.70\n4 1:0.74 6:0.88 8:0.75 9:0.80 11:0.88 12:0.06 17:0.02 18:0.84 20:0.96 21:0.22 27:0.15 28:0.87 29:0.86 30:0.91 31:1.00 34:0.44 36:0.67 37:0.69 39:0.90 41:1.00 43:0.96 60:0.99 64:0.77 66:0.61 69:0.15 70:0.21 71:0.71 74:0.76 78:0.94 79:1.00 81:0.60 83:0.91 85:0.88 86:0.92 91:0.97 96:0.99 98:0.66 100:0.98 101:0.87 108:0.12 111:0.96 114:0.71 120:0.98 122:0.57 123:0.12 124:0.47 126:0.54 127:0.45 129:0.59 133:0.46 135:0.78 137:1.00 139:0.92 140:0.45 144:0.85 146:0.50 147:0.56 149:0.90 150:0.77 151:0.99 152:0.97 153:0.97 154:0.96 155:0.67 158:0.92 159:0.28 161:0.80 162:0.65 164:0.97 165:0.93 167:0.87 169:0.95 172:0.48 173:0.36 176:0.73 177:0.70 179:0.73 181:0.96 186:0.93 189:0.89 191:0.87 192:0.87 196:1.00 201:0.93 202:0.96 208:0.64 212:0.22 215:0.51 216:0.46 219:0.95 220:0.62 222:0.84 232:0.75 235:0.42 238:0.96 241:0.86 242:0.52 243:0.68 245:0.62 247:0.47 248:0.99 253:0.99 255:0.95 256:0.97 259:0.21 260:0.98 261:0.97 265:0.66 266:0.54 267:0.82 268:0.97 271:0.81 276:0.40 279:0.86 283:0.82 284:1.00 285:0.62 290:0.71 292:0.95 297:0.36 300:0.25\n1 1:0.74 11:0.88 12:0.06 17:0.30 18:0.76 21:0.40 27:0.45 28:0.87 29:0.86 30:0.94 32:0.80 34:0.75 36:0.20 37:0.50 39:0.90 43:0.81 44:0.93 64:0.77 66:0.80 69:0.70 70:0.18 71:0.71 74:0.68 77:0.70 81:0.52 83:0.91 85:0.85 86:0.87 91:0.12 98:0.39 101:0.87 108:0.53 114:0.62 122:0.57 123:0.51 126:0.54 127:0.13 129:0.05 135:0.65 139:0.88 144:0.85 145:0.47 146:0.50 147:0.56 149:0.82 150:0.73 154:0.77 155:0.67 159:0.18 161:0.80 165:0.93 167:0.51 172:0.45 173:0.68 176:0.73 177:0.70 178:0.55 179:0.30 181:0.96 187:0.68 192:0.87 195:0.73 201:0.93 208:0.64 212:0.55 215:0.42 216:0.77 222:0.84 235:0.60 241:0.10 242:0.58 243:0.82 247:0.35 253:0.48 259:0.21 265:0.41 266:0.27 267:0.36 271:0.81 276:0.20 282:0.88 290:0.62 297:0.36 299:0.88 300:0.18\n3 1:0.74 9:0.80 11:0.88 12:0.06 17:0.15 18:0.92 20:0.76 21:0.47 22:0.93 27:0.49 28:0.87 29:0.86 30:0.90 31:0.96 32:0.80 34:0.47 36:0.40 37:0.38 39:0.90 41:0.88 43:0.85 44:0.93 47:0.93 60:0.87 64:0.77 66:0.45 69:0.63 70:0.39 71:0.71 74:0.90 77:0.99 78:0.72 79:0.95 81:0.49 83:0.91 85:0.98 86:0.98 91:0.23 96:0.86 98:0.44 100:0.73 101:0.87 108:0.91 111:0.72 114:0.60 117:0.86 120:0.77 122:0.57 123:0.90 124:0.76 126:0.54 127:0.58 129:0.81 133:0.74 135:0.79 137:0.96 139:0.98 140:0.45 144:0.85 145:0.99 146:0.61 147:0.66 149:0.97 150:0.72 151:0.87 152:0.77 153:0.48 154:0.82 155:0.67 158:0.92 159:0.79 161:0.80 162:0.77 164:0.66 165:0.93 167:0.53 169:0.81 172:0.84 173:0.42 176:0.73 177:0.70 179:0.24 181:0.96 186:0.73 187:0.39 192:0.87 195:0.91 196:0.98 201:0.93 202:0.55 208:0.64 212:0.73 215:0.41 216:0.88 219:0.95 222:0.84 232:0.85 235:0.68 241:0.15 242:0.43 243:0.31 245:0.91 247:0.74 248:0.84 253:0.89 255:0.95 256:0.58 260:0.78 261:0.78 262:0.93 265:0.46 266:0.84 267:0.84 268:0.58 271:0.81 276:0.83 279:0.86 282:0.88 283:0.82 284:0.92 285:0.62 290:0.60 292:0.95 297:0.36 299:1.00 300:0.84\n3 1:0.74 6:0.91 7:0.81 8:0.80 9:0.80 11:0.88 12:0.06 17:0.12 18:0.87 20:0.82 21:0.30 22:0.93 27:0.21 28:0.87 29:0.86 30:0.93 31:0.96 34:0.66 36:0.31 37:0.71 39:0.90 41:0.93 43:0.76 47:0.93 60:0.99 64:0.77 66:0.93 69:0.81 70:0.24 71:0.71 74:0.87 78:0.82 79:0.95 81:0.55 83:0.91 85:0.95 86:0.95 91:0.49 96:0.87 97:0.89 98:0.76 100:0.88 101:0.87 106:0.81 108:0.65 111:0.83 114:0.65 117:0.86 120:0.78 121:0.90 122:0.57 123:0.62 126:0.54 127:0.25 129:0.05 135:0.92 137:0.96 139:0.97 140:0.45 144:0.85 146:0.81 147:0.84 149:0.95 150:0.75 151:0.87 152:0.81 153:0.48 154:0.68 155:0.67 158:0.92 159:0.37 161:0.80 162:0.86 164:0.78 165:0.93 167:0.59 169:0.84 172:0.82 173:0.83 176:0.73 177:0.70 179:0.27 181:0.96 186:0.82 187:0.21 189:0.94 191:0.70 192:0.87 196:0.98 201:0.93 202:0.65 204:0.89 206:0.81 208:0.64 212:0.60 215:0.44 216:0.79 219:0.95 220:0.62 222:0.84 230:0.86 232:0.94 233:0.73 235:0.52 238:0.91 241:0.44 242:0.51 243:0.94 247:0.35 248:0.85 253:0.90 255:0.95 256:0.73 259:0.21 260:0.79 261:0.83 262:0.93 265:0.76 266:0.38 267:0.65 268:0.74 271:0.81 276:0.70 279:0.86 281:0.89 283:0.82 284:0.96 285:0.62 290:0.65 292:0.95 297:0.36 300:0.43\n1 1:0.74 7:0.81 8:0.64 9:0.80 11:0.92 12:0.06 17:0.18 18:0.93 20:0.84 21:0.13 27:0.55 28:0.87 29:0.86 30:0.93 31:0.97 32:0.80 34:0.45 36:0.59 37:0.25 39:0.90 41:0.92 43:0.91 44:0.93 45:0.66 60:0.87 64:0.77 66:0.94 69:0.41 70:0.28 71:0.71 74:0.95 77:0.89 78:0.77 79:0.97 81:0.66 83:0.91 85:0.96 86:0.98 91:0.51 96:0.90 98:0.83 100:0.78 101:0.87 108:0.31 111:0.76 114:0.79 120:0.82 121:0.90 122:0.57 123:0.30 126:0.54 127:0.33 129:0.05 135:0.81 137:0.97 139:0.99 140:0.45 144:0.85 145:0.67 146:0.70 147:0.74 149:0.98 150:0.80 151:0.95 152:0.80 153:0.83 154:0.90 155:0.67 158:0.92 159:0.27 161:0.80 162:0.69 164:0.75 165:0.93 167:0.65 169:0.76 172:0.85 173:0.54 176:0.73 177:0.70 179:0.29 181:0.96 186:0.77 187:0.39 192:0.87 195:0.59 196:0.99 201:0.93 202:0.67 204:0.89 208:0.64 212:0.89 215:0.61 216:0.50 219:0.95 222:0.84 230:0.87 232:0.88 233:0.76 235:0.31 241:0.57 242:0.45 243:0.95 247:0.47 248:0.89 253:0.94 255:0.95 256:0.68 259:0.21 260:0.83 261:0.78 265:0.83 266:0.27 267:0.44 268:0.70 271:0.81 276:0.75 279:0.86 281:0.91 282:0.88 283:0.82 284:0.95 285:0.62 290:0.79 292:0.95 297:0.36 299:0.97 300:0.55\n0 8:0.97 10:0.82 12:0.69 17:0.70 18:0.64 21:0.78 26:0.94 27:0.69 29:0.62 30:0.67 34:0.40 36:0.42 37:0.62 39:0.85 43:0.10 46:0.88 55:0.92 58:0.93 66:0.20 69:0.93 70:0.52 71:0.72 74:0.27 86:0.57 89:0.98 91:0.07 98:0.32 107:0.92 108:0.86 110:0.91 122:0.90 123:0.85 124:0.96 125:0.88 127:0.78 129:0.05 131:0.61 133:0.95 135:0.26 139:0.56 141:0.91 145:0.56 146:0.71 147:0.05 149:0.16 154:0.09 157:0.61 159:0.87 160:0.88 163:0.96 166:0.61 170:0.79 172:0.37 173:0.83 174:0.79 175:0.91 177:0.05 178:0.55 179:0.65 182:0.61 187:0.39 197:0.80 199:0.94 202:0.56 212:0.19 216:0.17 222:0.76 223:0.91 224:0.93 225:0.97 227:0.61 229:0.61 231:0.63 234:0.91 235:0.98 239:0.81 240:0.95 241:0.43 242:0.63 243:0.11 244:0.93 245:0.52 246:0.61 247:0.74 253:0.24 254:0.95 257:0.97 259:0.21 264:0.90 265:0.34 266:0.87 267:0.96 271:0.24 274:0.91 275:0.95 276:0.59 277:0.87 287:0.61 289:0.89 294:0.94 300:0.55\n1 1:0.60 8:0.84 10:0.86 11:0.56 12:0.69 17:0.61 18:0.91 21:0.13 26:0.98 27:0.42 29:0.62 30:0.38 34:0.76 36:0.51 37:0.65 39:0.85 43:0.65 45:0.88 46:0.98 56:0.97 58:0.93 66:0.92 69:0.41 70:0.56 71:0.72 74:0.49 81:0.50 83:0.54 86:0.86 89:0.95 91:0.46 98:0.90 99:0.83 101:0.87 104:0.58 107:0.95 108:0.32 110:0.96 123:0.31 125:0.88 126:0.31 127:0.47 129:0.05 131:0.61 135:0.70 139:0.82 141:0.91 144:0.57 145:0.38 146:0.70 147:0.75 149:0.73 150:0.46 154:0.55 155:0.47 157:0.97 159:0.28 160:0.88 165:0.63 166:0.61 170:0.79 172:0.79 173:0.58 174:0.79 175:0.75 177:0.88 178:0.55 179:0.46 182:0.91 187:0.39 192:0.44 197:0.83 199:0.96 201:0.57 208:0.49 212:0.85 216:0.30 222:0.76 223:0.98 224:0.93 225:1.00 227:0.61 229:0.61 231:0.86 234:0.91 235:0.22 236:0.92 239:0.86 240:0.95 241:0.64 242:0.14 243:0.92 244:0.61 246:0.61 247:0.92 253:0.40 257:0.65 259:0.21 264:0.90 265:0.90 266:0.27 267:0.19 271:0.24 274:0.91 276:0.67 277:0.69 287:0.61 289:0.93 300:0.43\n2 1:0.60 11:0.53 12:0.69 17:0.59 18:0.94 21:0.13 26:0.98 27:0.72 29:0.62 30:0.86 32:0.67 34:0.59 36:0.88 39:0.85 43:0.62 44:0.88 45:0.95 46:1.00 56:0.97 58:0.93 66:0.94 69:0.41 70:0.41 71:0.72 74:0.68 77:0.70 81:0.50 83:0.72 86:0.87 89:0.96 91:0.35 97:0.94 98:0.86 99:0.83 101:0.69 104:0.57 107:0.96 108:0.32 110:0.96 122:0.91 123:0.31 125:0.88 126:0.31 127:0.37 129:0.05 131:0.61 135:0.70 139:0.88 141:0.91 144:0.57 145:0.39 146:0.76 147:0.80 149:0.85 150:0.46 154:0.52 155:0.47 157:0.99 158:0.77 159:0.32 160:0.88 165:0.63 166:0.61 170:0.79 172:0.83 173:0.51 175:0.75 177:0.88 178:0.55 179:0.35 182:0.95 187:0.39 192:0.44 195:0.59 199:0.95 201:0.57 208:0.64 212:0.82 216:0.09 219:0.91 222:0.76 223:0.98 224:0.93 225:1.00 227:0.61 229:0.61 231:0.86 234:0.91 235:0.22 236:0.92 240:0.95 241:0.58 242:0.33 243:0.94 244:0.83 246:0.61 247:0.67 253:0.50 257:0.65 259:0.21 264:0.90 265:0.86 266:0.27 267:0.28 271:0.24 274:0.91 275:0.91 276:0.71 277:0.69 279:0.77 282:0.75 283:0.82 287:0.61 289:0.94 292:0.95 294:0.93 300:0.55\n2 10:0.94 11:0.53 12:0.69 17:0.76 18:0.68 21:0.54 26:0.97 27:0.28 29:0.62 30:0.44 34:0.40 36:0.90 37:0.82 39:0.85 43:0.10 45:0.73 46:0.94 55:0.71 56:0.97 58:0.93 66:0.93 69:0.32 70:0.66 71:0.72 74:0.37 80:0.99 81:0.29 82:0.98 86:0.69 88:0.99 89:1.00 91:0.07 98:0.95 101:0.52 107:0.92 108:0.25 110:0.92 123:0.24 125:0.88 126:0.23 127:0.67 129:0.05 131:0.61 135:0.82 139:0.66 141:0.91 144:0.57 145:0.45 146:0.88 147:0.90 149:0.18 150:0.32 154:0.55 157:0.86 159:0.45 160:0.88 166:0.61 170:0.79 172:0.82 173:0.37 174:0.88 177:0.96 178:0.55 179:0.46 182:0.76 187:0.68 195:0.70 197:0.90 199:0.96 212:0.85 216:0.54 222:0.76 223:0.97 224:0.93 225:1.00 227:0.61 229:0.61 231:0.82 234:0.91 235:0.68 239:0.90 240:0.95 241:0.53 242:0.15 243:0.93 246:0.61 247:0.94 253:0.33 254:0.99 259:0.21 264:0.90 265:0.95 266:0.27 267:0.73 271:0.24 274:0.91 275:0.96 276:0.72 287:0.61 289:0.90 294:0.98 300:0.55\n1 1:0.60 9:0.73 10:0.85 11:0.56 12:0.69 17:0.06 18:0.63 21:0.13 23:0.99 26:0.99 27:0.42 29:0.62 30:0.68 34:0.40 36:0.23 37:0.65 39:0.85 43:0.57 45:0.77 46:0.95 55:0.59 56:0.97 58:1.00 62:0.97 66:0.86 69:0.63 70:0.29 71:0.72 74:0.35 75:0.96 81:0.50 83:0.54 86:0.66 89:0.98 91:0.95 97:0.89 98:0.85 99:0.83 101:0.69 104:0.58 107:0.89 108:0.48 110:0.90 120:0.92 123:0.46 125:0.88 126:0.31 127:0.36 128:0.99 129:0.05 131:0.86 135:0.42 139:0.65 140:0.87 141:0.99 143:1.00 144:0.57 146:0.62 147:0.67 149:0.37 150:0.46 151:0.96 153:0.95 154:0.47 155:0.54 157:0.87 159:0.23 160:0.88 162:0.84 164:0.86 165:0.63 166:0.61 168:0.99 170:0.79 172:0.61 173:0.82 174:0.79 177:0.96 179:0.64 182:0.77 190:0.95 192:0.48 197:0.83 199:0.98 201:0.57 202:0.85 205:0.99 208:0.49 212:0.81 216:0.30 222:0.76 223:0.99 224:0.99 225:1.00 226:0.96 227:0.86 229:0.61 231:0.80 234:0.98 235:0.22 236:0.92 239:0.87 240:1.00 241:0.96 242:0.18 243:0.87 244:0.83 246:0.61 247:0.79 248:0.94 253:0.31 255:0.72 256:0.88 259:0.21 260:0.91 264:0.90 265:0.85 266:0.27 267:0.19 268:0.90 271:0.24 274:0.99 275:0.93 276:0.51 279:0.75 285:0.55 287:0.61 289:0.89 294:0.96 295:0.98 300:0.25\n1 1:0.58 7:0.63 8:0.72 9:0.73 10:0.94 11:0.56 12:0.69 17:0.32 18:0.64 21:0.30 23:0.99 26:0.99 27:0.21 29:0.62 30:0.13 33:0.97 34:0.66 36:0.95 37:0.74 39:0.85 43:0.57 45:0.94 46:0.93 56:0.97 58:0.99 62:0.99 66:0.19 69:0.92 70:0.91 71:0.72 74:0.33 75:0.96 80:0.99 81:0.46 83:0.54 86:0.66 89:1.00 91:0.48 97:0.89 98:0.56 99:0.83 101:0.69 104:0.84 107:0.93 108:0.84 110:0.93 120:0.78 123:0.83 124:0.90 125:0.88 126:0.31 127:0.76 128:0.99 129:0.05 131:0.86 133:0.88 135:0.24 139:0.64 140:0.80 141:0.99 143:1.00 144:0.57 146:0.91 147:0.82 149:0.68 150:0.43 151:0.96 153:0.87 154:0.13 155:0.54 157:0.89 159:0.86 160:0.88 162:0.67 164:0.65 165:0.63 166:0.61 168:0.99 170:0.79 172:0.78 173:0.82 174:0.95 177:0.88 179:0.20 182:0.79 187:0.39 190:0.95 192:0.48 197:0.95 199:0.99 201:0.56 202:0.75 205:0.98 208:0.49 212:0.68 216:0.95 222:0.76 223:0.99 224:0.98 225:1.00 226:0.98 227:0.86 229:0.61 230:0.63 231:0.85 233:0.76 234:0.98 235:0.42 236:0.92 239:0.93 240:1.00 241:0.35 242:0.16 243:0.31 244:0.61 245:0.92 246:0.61 247:0.99 248:0.91 253:0.30 254:0.99 255:0.72 256:0.73 257:0.65 259:0.21 260:0.77 264:0.90 265:0.57 266:0.80 267:0.79 268:0.78 271:0.24 274:0.98 275:0.99 276:0.91 279:0.75 283:0.82 285:0.55 287:0.61 289:0.91 291:0.97 294:0.99 295:0.99 300:0.84\n0 1:0.57 8:0.61 9:0.71 10:0.81 11:0.45 12:0.69 17:0.67 18:0.92 21:0.54 26:0.94 27:0.52 29:0.62 30:0.72 31:0.90 34:0.37 36:0.51 37:0.43 39:0.85 43:0.39 44:0.85 45:0.93 46:0.98 58:0.93 64:0.77 66:0.63 69:0.93 70:0.56 71:0.72 74:0.39 77:0.89 79:0.90 81:0.38 83:0.54 86:0.68 89:0.98 91:0.23 96:0.75 97:0.89 98:0.52 99:0.83 101:0.46 107:0.96 108:0.50 110:0.96 114:0.66 122:0.91 123:0.48 124:0.64 125:0.99 126:0.31 127:0.52 129:0.05 131:0.86 133:0.73 135:0.73 137:0.90 139:0.69 140:0.45 141:0.91 145:0.74 146:0.49 147:0.81 149:0.74 150:0.36 151:0.70 153:0.69 154:0.29 155:0.53 157:0.61 158:0.72 159:0.72 160:0.96 162:0.86 165:0.63 166:0.80 170:0.79 172:0.75 173:0.91 174:0.79 175:0.91 176:0.59 177:0.38 179:0.43 182:0.61 187:0.87 190:0.95 192:0.56 195:0.88 196:0.89 197:0.81 199:0.94 201:0.54 202:0.46 204:0.83 208:0.49 212:0.49 216:0.79 219:0.87 220:0.74 222:0.76 223:0.91 224:0.93 225:0.96 227:0.86 229:0.61 231:0.71 234:0.91 235:0.68 239:0.81 240:0.95 241:0.10 242:0.55 243:0.68 244:0.93 245:0.73 246:0.61 247:0.67 248:0.65 253:0.60 255:0.70 256:0.45 257:0.93 259:0.21 264:0.90 265:0.53 266:0.84 267:0.17 268:0.55 271:0.24 274:0.91 275:0.94 276:0.69 277:0.95 279:0.75 281:0.86 282:0.72 284:0.89 285:0.49 287:0.61 289:0.95 290:0.66 292:0.88 294:0.93 300:0.70\n0 8:0.78 12:0.69 17:0.96 18:0.94 21:0.78 26:0.94 27:0.42 29:0.62 30:0.09 34:0.42 36:0.30 37:0.35 39:0.85 43:0.06 46:0.88 55:0.92 58:0.93 66:0.19 69:0.94 70:1.00 71:0.72 74:0.25 86:0.60 89:0.97 91:0.35 98:0.21 107:0.94 108:0.96 110:0.95 122:0.95 123:0.96 124:0.99 125:0.88 127:0.68 129:0.97 131:0.61 133:0.99 135:0.26 139:0.59 141:0.91 145:0.70 146:0.45 147:0.05 149:0.24 154:0.06 157:0.61 159:0.97 160:0.88 166:0.61 170:0.79 172:0.84 173:0.60 175:0.97 177:0.05 178:0.55 179:0.16 182:0.61 191:0.78 199:0.94 202:0.69 212:0.37 216:0.10 222:0.76 223:0.91 224:0.93 225:0.96 227:0.61 229:0.61 231:0.76 234:0.91 235:0.05 240:0.95 241:0.85 242:0.76 243:0.05 244:0.93 245:0.85 246:0.61 247:0.93 253:0.23 254:0.94 257:0.97 259:0.21 264:0.90 265:0.23 266:0.99 267:0.23 271:0.24 274:0.91 275:0.96 276:0.94 277:0.98 287:0.61 289:0.92 294:0.93 300:0.98\n1 7:0.63 10:0.93 11:0.56 12:0.69 17:0.53 18:0.64 21:0.30 26:0.98 27:0.50 29:0.62 30:0.13 33:0.97 34:0.42 36:0.90 37:0.60 39:0.85 43:0.55 45:0.93 46:0.93 55:0.59 58:0.98 66:0.36 69:0.93 70:0.93 71:0.72 74:0.31 75:0.96 81:0.31 82:0.98 83:0.54 86:0.64 88:0.99 89:1.00 91:0.10 97:0.94 98:0.64 101:0.87 102:0.95 104:0.84 107:0.93 108:0.86 110:0.93 120:0.58 123:0.86 124:0.85 125:0.88 126:0.23 127:0.84 129:0.05 131:0.86 133:0.85 135:0.84 139:0.62 140:0.45 141:0.97 144:0.57 145:0.70 146:0.95 147:0.35 149:0.63 150:0.35 151:0.52 153:0.48 154:0.13 157:0.81 159:0.87 160:0.88 162:0.86 164:0.55 166:0.81 170:0.79 172:0.88 173:0.84 174:0.95 177:0.70 179:0.20 182:0.74 187:0.39 190:0.98 195:0.95 197:0.94 199:0.99 202:0.36 208:0.49 212:0.60 215:0.72 216:0.86 220:0.87 222:0.76 223:0.98 224:0.98 225:0.99 226:0.98 227:0.86 229:0.61 230:0.63 231:0.85 233:0.76 234:0.98 235:0.31 239:0.93 240:0.95 241:0.03 242:0.22 243:0.08 244:0.61 245:0.93 246:0.61 247:0.99 248:0.51 253:0.28 254:0.99 256:0.45 257:0.84 259:0.21 260:0.58 264:0.90 265:0.65 266:0.87 267:0.85 268:0.46 271:0.24 274:0.97 275:0.98 276:0.92 279:0.77 283:0.82 285:0.45 287:0.61 289:0.91 291:0.97 294:0.99 295:0.99 297:0.36 300:0.84\n1 1:0.66 7:0.70 10:0.89 11:0.56 12:0.69 17:0.34 18:0.69 21:0.30 22:0.93 26:0.99 27:0.31 29:0.62 30:0.87 32:0.75 34:0.98 36:0.28 37:0.55 39:0.85 43:0.58 44:0.93 45:0.83 46:0.95 47:0.93 56:0.97 58:0.93 64:0.77 66:0.72 69:0.75 70:0.32 71:0.72 74:0.60 77:0.70 81:0.77 82:0.99 83:0.72 86:0.77 88:0.98 89:0.97 91:0.08 98:0.21 99:0.99 101:0.69 102:0.98 106:0.81 107:0.92 108:0.59 110:0.92 114:0.86 117:0.86 122:0.67 123:0.56 124:0.40 125:0.88 126:0.54 127:0.27 129:0.05 131:0.61 133:0.36 135:0.72 139:0.83 141:0.91 144:0.57 145:0.67 146:0.27 147:0.33 149:0.34 150:0.60 154:0.63 155:0.54 157:0.94 159:0.35 160:0.88 165:0.86 166:0.93 170:0.79 172:0.45 173:0.80 174:0.79 176:0.73 177:0.96 178:0.55 179:0.72 182:0.97 187:0.39 192:0.58 195:0.69 197:0.82 199:0.96 201:0.66 204:0.81 206:0.81 208:0.64 212:0.84 215:0.72 216:0.85 222:0.76 223:0.98 224:0.93 225:1.00 227:0.61 229:0.61 230:0.73 231:0.90 232:0.97 233:0.76 234:0.91 235:0.68 236:0.97 239:0.92 240:0.95 241:0.24 242:0.33 243:0.75 245:0.47 246:0.93 247:0.60 253:0.63 254:0.93 259:0.21 262:0.93 264:0.90 265:0.23 266:0.23 267:0.28 271:0.24 274:0.91 275:0.93 276:0.17 281:0.86 282:0.83 287:0.61 289:0.94 290:0.86 294:0.98 297:0.36 300:0.33\n1 7:0.63 10:0.90 11:0.56 12:0.69 17:0.61 18:0.91 21:0.13 26:0.98 27:0.68 29:0.62 30:0.27 32:0.62 34:0.50 36:0.73 37:0.40 39:0.85 43:0.56 45:0.97 46:0.97 58:0.93 66:0.42 69:0.93 70:0.88 71:0.72 74:0.54 81:0.34 86:0.83 89:0.97 91:0.20 98:0.61 101:0.87 104:0.58 107:0.96 108:0.86 110:0.97 122:0.91 123:0.86 124:0.86 125:0.88 126:0.23 127:0.98 129:0.05 131:0.61 133:0.86 135:0.37 139:0.79 141:0.91 144:0.57 145:1.00 146:0.92 147:0.49 149:0.76 150:0.37 154:0.13 157:0.99 159:0.86 160:0.88 166:0.81 170:0.79 172:0.91 173:0.86 174:0.94 177:0.05 178:0.55 179:0.18 182:0.95 187:0.39 195:0.94 197:0.90 199:0.99 212:0.73 215:0.84 216:0.12 222:0.76 223:0.98 224:0.93 225:0.96 227:0.61 229:0.61 230:0.63 231:0.89 233:0.66 234:0.91 235:0.12 239:0.88 240:0.95 241:0.68 242:0.14 243:0.12 244:0.61 245:0.95 246:0.61 247:0.99 253:0.43 254:0.99 257:0.97 259:0.21 264:0.90 265:0.62 266:0.80 267:0.73 271:0.24 274:0.91 275:0.93 276:0.93 287:0.61 289:0.94 294:0.93 297:0.36 300:0.84\n1 7:0.63 10:0.90 11:0.56 12:0.69 17:0.61 18:0.91 21:0.13 26:0.98 27:0.68 29:0.62 30:0.27 32:0.62 34:0.50 36:0.73 37:0.40 39:0.85 43:0.56 45:0.97 46:0.97 58:0.93 66:0.42 69:0.93 70:0.88 71:0.72 74:0.54 81:0.34 86:0.83 89:0.97 91:0.18 98:0.61 101:0.87 104:0.58 107:0.96 108:0.86 110:0.97 122:0.91 123:0.86 124:0.86 125:0.88 126:0.23 127:0.98 129:0.05 131:0.61 133:0.86 135:0.37 139:0.79 141:0.91 144:0.57 145:1.00 146:0.92 147:0.49 149:0.76 150:0.37 154:0.13 157:0.99 159:0.86 160:0.88 166:0.81 170:0.79 172:0.91 173:0.86 174:0.94 177:0.05 178:0.55 179:0.18 182:0.95 187:0.39 195:0.94 197:0.90 199:0.99 212:0.73 215:0.84 216:0.12 222:0.76 223:0.98 224:0.93 225:0.96 227:0.61 229:0.61 230:0.63 231:0.89 233:0.66 234:0.91 235:0.12 239:0.88 240:0.95 241:0.68 242:0.14 243:0.12 244:0.61 245:0.95 246:0.61 247:0.99 253:0.43 254:0.99 257:0.97 259:0.21 264:0.90 265:0.62 266:0.80 267:0.73 271:0.24 274:0.91 275:0.93 276:0.93 287:0.61 289:0.94 294:0.93 297:0.36 300:0.84\n1 7:0.63 8:0.76 10:0.90 11:0.64 12:0.69 17:0.67 18:0.70 21:0.22 26:0.98 27:0.72 29:0.62 30:0.44 32:0.62 34:0.67 36:0.22 37:0.40 39:0.85 43:0.43 44:0.85 45:0.85 46:0.94 55:0.71 58:0.93 66:0.85 69:0.15 70:0.75 71:0.72 74:0.38 80:0.99 81:0.32 82:0.98 83:0.54 86:0.66 88:0.99 89:0.98 91:0.74 98:0.89 101:0.87 102:0.95 104:0.54 107:0.91 108:0.12 110:0.92 123:0.12 124:0.37 125:0.88 126:0.23 127:0.95 129:0.05 131:0.61 133:0.36 135:0.18 139:0.64 141:0.91 144:0.57 145:1.00 146:0.83 147:0.86 149:0.57 150:0.36 154:0.33 155:0.49 157:0.86 159:0.48 160:0.88 166:0.81 170:0.79 172:0.76 173:0.25 174:0.88 177:0.96 178:0.55 179:0.58 182:0.76 192:0.45 193:0.96 195:0.65 197:0.90 199:0.97 204:0.79 208:0.49 212:0.84 215:0.79 216:0.04 222:0.76 223:0.98 224:0.93 225:0.97 227:0.61 229:0.61 230:0.63 231:0.84 233:0.66 234:0.91 235:0.22 239:0.91 240:0.95 241:0.89 242:0.41 243:0.86 244:0.83 245:0.60 246:0.61 247:0.86 253:0.33 259:0.21 264:0.90 265:0.89 266:0.47 267:0.36 271:0.24 274:0.91 275:0.94 276:0.65 283:0.82 287:0.61 289:0.90 294:0.97 297:0.36 300:0.70\n0 7:0.81 12:0.51 17:0.59 25:0.88 27:0.72 28:0.46 30:0.76 43:0.23 55:0.52 66:0.36 69:0.88 70:0.15 81:0.90 91:0.57 98:0.13 104:0.58 108:0.85 120:0.80 123:0.85 124:0.52 126:0.54 127:0.24 129:0.59 133:0.47 140:0.45 145:0.69 146:0.05 147:0.05 149:0.17 150:0.81 151:0.73 153:0.78 154:0.16 159:0.39 161:0.77 162:0.78 163:0.98 164:0.70 167:0.89 172:0.10 173:0.91 177:0.05 179:0.97 181:0.54 202:0.59 212:0.95 215:0.96 216:0.06 230:0.87 233:0.76 235:0.02 241:0.85 242:0.82 243:0.34 245:0.37 247:0.12 248:0.73 256:0.58 260:0.81 265:0.14 266:0.12 268:0.64 271:0.58 276:0.13 283:0.82 285:0.62 297:0.36 300:0.13\n2 7:0.81 12:0.51 17:0.40 21:0.05 27:0.53 28:0.46 30:0.58 34:0.88 36:0.46 37:0.49 43:0.52 55:0.84 66:0.80 69:0.05 70:0.60 81:0.89 91:0.15 98:0.82 104:0.86 106:0.81 108:0.05 120:0.69 123:0.05 126:0.54 127:0.30 129:0.05 135:0.21 140:0.45 146:0.76 147:0.80 149:0.50 150:0.78 151:0.66 153:0.48 154:0.41 159:0.32 161:0.77 162:0.86 163:0.81 164:0.57 167:0.57 172:0.45 173:0.17 177:0.05 179:0.78 181:0.54 187:0.39 202:0.36 206:0.81 212:0.37 215:0.91 216:0.87 230:0.87 233:0.76 235:0.05 241:0.24 242:0.82 243:0.82 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 265:0.82 266:0.38 267:0.91 268:0.46 271:0.58 276:0.37 283:0.82 285:0.62 297:0.36 300:0.43\n1 6:0.90 8:0.97 12:0.51 17:0.45 20:0.93 21:0.54 27:0.10 28:0.46 30:0.76 32:0.80 34:0.58 36:0.56 37:0.90 43:0.34 55:0.84 66:0.36 69:0.65 70:0.15 78:0.76 81:0.76 91:0.93 98:0.37 100:0.80 104:0.77 108:0.50 111:0.76 120:0.74 123:0.48 124:0.52 126:0.54 127:0.42 129:0.59 133:0.47 135:0.54 140:0.45 145:0.49 146:0.31 147:0.38 149:0.25 150:0.57 151:0.60 152:0.86 153:0.93 154:0.25 159:0.28 161:0.77 162:0.67 163:0.96 164:0.90 167:0.91 169:0.78 172:0.10 173:0.81 177:0.05 179:0.99 181:0.54 186:0.77 189:0.91 191:0.96 195:0.60 202:0.85 212:0.95 215:0.58 216:0.38 220:0.62 235:0.60 238:0.93 241:0.93 242:0.82 243:0.51 245:0.37 247:0.12 248:0.67 256:0.90 259:0.21 260:0.75 261:0.81 265:0.39 266:0.12 267:0.36 268:0.87 271:0.58 276:0.16 283:0.60 285:0.62 297:0.36 300:0.13\n1 6:0.90 7:0.81 8:0.93 12:0.51 17:0.20 20:0.92 21:0.78 27:0.13 28:0.46 30:0.45 34:0.90 36:0.45 37:0.70 43:0.33 55:0.84 66:0.77 69:0.68 70:0.33 78:0.75 91:0.99 98:0.88 100:0.79 104:0.78 108:0.52 111:0.75 120:0.83 123:0.50 127:0.43 129:0.05 135:0.26 140:0.45 145:0.83 146:0.75 147:0.79 149:0.39 151:0.56 152:0.85 153:0.72 154:0.25 159:0.32 161:0.77 162:0.53 163:0.86 164:0.98 167:0.92 169:0.77 172:0.37 173:0.81 177:0.05 179:0.90 181:0.54 186:0.76 189:0.92 191:0.96 202:0.97 212:0.52 216:0.65 220:0.74 230:0.87 233:0.76 235:0.88 238:0.92 241:0.99 242:0.82 243:0.79 247:0.12 248:0.75 256:0.97 259:0.21 260:0.83 261:0.79 265:0.88 266:0.23 267:0.88 268:0.97 271:0.58 276:0.32 283:0.60 285:0.62 300:0.25\n1 12:0.51 17:0.38 21:0.68 27:0.45 28:0.46 30:0.30 32:0.80 34:0.81 36:0.23 37:0.50 43:0.32 55:0.84 66:0.51 69:0.70 70:0.80 81:0.67 91:0.35 98:0.41 108:0.54 123:0.51 124:0.65 126:0.54 127:0.40 129:0.81 133:0.67 135:0.83 145:0.47 146:0.57 147:0.63 149:0.49 150:0.49 154:0.24 159:0.56 161:0.77 163:0.90 167:0.57 172:0.41 173:0.65 177:0.05 178:0.55 179:0.74 181:0.54 187:0.68 195:0.79 212:0.23 215:0.49 216:0.77 235:0.80 241:0.27 242:0.82 243:0.61 245:0.55 247:0.12 259:0.21 265:0.43 266:0.71 267:0.23 271:0.58 276:0.41 297:0.36 300:0.55\n1 8:0.93 12:0.51 17:0.12 21:0.13 27:0.38 28:0.46 34:0.31 36:0.59 37:0.90 81:0.87 91:0.89 104:0.76 120:0.85 126:0.54 135:0.49 140:0.45 150:0.74 151:0.76 153:0.87 161:0.77 162:0.74 164:0.86 167:0.91 175:0.75 181:0.54 191:0.81 202:0.78 215:0.84 216:0.19 235:0.12 241:0.98 244:0.61 248:0.79 256:0.81 257:0.65 259:0.21 260:0.86 267:0.19 268:0.82 271:0.58 277:0.69 285:0.62 297:0.36\n0 12:0.51 17:0.34 21:0.22 25:0.88 27:0.72 28:0.46 43:0.44 66:0.36 69:0.46 81:0.85 91:0.85 98:0.16 104:0.58 108:0.35 120:0.80 123:0.34 126:0.54 127:0.09 129:0.05 140:0.80 146:0.05 147:0.05 149:0.15 150:0.68 151:0.66 153:0.48 154:0.33 159:0.05 161:0.77 162:0.58 164:0.83 167:0.90 172:0.05 173:0.94 177:0.05 178:0.42 181:0.54 202:0.79 215:0.79 216:0.21 220:0.82 235:0.22 241:0.88 243:0.51 248:0.72 256:0.79 260:0.80 265:0.17 268:0.79 271:0.58 283:0.82 285:0.62 297:0.36\n2 7:0.81 12:0.51 17:0.75 21:0.40 25:0.88 27:0.57 28:0.46 30:0.45 32:0.80 34:0.21 36:0.47 37:0.44 43:0.24 55:0.52 66:0.77 69:0.86 70:0.33 81:0.81 91:0.61 98:0.57 104:0.54 108:0.73 120:0.53 123:0.71 126:0.54 127:0.17 129:0.05 135:0.20 140:0.45 145:0.58 146:0.55 147:0.61 149:0.32 150:0.61 151:0.46 153:0.48 154:0.17 159:0.20 161:0.77 162:0.86 164:0.57 167:0.88 172:0.37 173:0.96 177:0.05 179:0.61 181:0.54 187:0.21 195:0.64 202:0.36 212:0.23 215:0.67 216:0.55 220:0.91 230:0.65 233:0.63 235:0.42 241:0.81 242:0.82 243:0.79 247:0.12 248:0.46 256:0.45 259:0.21 260:0.53 265:0.58 266:0.38 267:0.82 268:0.46 271:0.58 276:0.32 285:0.62 297:0.36 300:0.25\n1 8:0.69 12:0.51 17:0.15 20:0.77 21:0.78 27:0.33 28:0.46 30:0.38 32:0.80 34:0.66 36:0.92 37:0.46 43:0.51 55:0.96 66:0.20 69:0.27 70:0.63 78:0.75 91:0.92 98:0.32 100:0.73 104:0.73 108:0.21 111:0.74 120:0.76 123:0.20 124:0.85 127:0.94 129:0.93 133:0.84 135:0.61 140:0.45 145:0.80 146:0.41 147:0.48 149:0.49 151:0.60 152:0.75 153:0.92 154:0.40 159:0.60 161:0.77 162:0.57 163:0.81 164:0.94 167:0.91 169:0.72 172:0.21 173:0.26 177:0.05 179:0.86 181:0.54 186:0.76 191:0.82 195:0.77 202:0.92 212:0.28 216:0.38 220:0.82 235:0.80 241:0.92 242:0.82 243:0.40 245:0.50 247:0.12 248:0.68 256:0.91 259:0.21 260:0.77 261:0.74 265:0.35 266:0.63 267:0.96 268:0.92 271:0.58 276:0.42 283:0.60 285:0.62 300:0.43\n3 6:0.98 8:0.97 12:0.51 17:0.28 20:0.97 21:0.78 25:0.88 27:0.16 28:0.46 34:0.34 36:0.38 37:0.77 78:0.89 91:0.94 100:0.99 104:0.58 111:0.98 120:0.97 135:0.20 140:0.45 151:0.84 152:0.98 153:0.97 161:0.77 162:0.71 164:0.95 167:0.90 169:0.97 175:0.75 181:0.54 186:0.89 189:0.99 191:0.91 202:0.92 216:0.52 235:0.05 238:1.00 241:0.88 244:0.61 248:0.95 256:0.93 257:0.65 259:0.21 260:0.97 261:1.00 267:0.79 268:0.94 271:0.58 277:0.69 283:0.60 285:0.62\n2 6:0.83 8:0.71 12:0.51 17:0.84 20:0.81 21:0.13 25:0.88 27:0.72 28:0.46 30:0.91 34:0.40 36:0.88 43:0.52 55:0.71 66:0.77 69:0.07 70:0.19 78:0.75 81:0.87 91:0.86 98:0.98 100:0.79 104:0.58 108:0.06 111:0.75 120:0.77 123:0.06 126:0.54 127:0.82 129:0.05 135:0.49 140:0.45 146:0.59 147:0.65 149:0.44 150:0.74 151:0.73 152:0.78 153:0.78 154:0.41 159:0.22 161:0.77 162:0.85 164:0.82 167:0.90 169:0.77 172:0.37 173:0.40 177:0.05 179:0.93 181:0.54 186:0.76 189:0.85 202:0.70 212:0.73 215:0.84 216:0.15 220:0.74 235:0.12 238:0.90 241:0.89 242:0.82 243:0.79 247:0.12 248:0.69 256:0.77 259:0.21 260:0.78 261:0.77 265:0.98 266:0.23 267:0.92 268:0.77 271:0.58 276:0.32 283:0.82 285:0.62 297:0.36 300:0.18\n2 6:0.88 7:0.81 8:0.77 12:0.51 17:0.22 20:0.95 21:0.30 27:0.21 28:0.46 30:0.45 34:0.75 36:0.68 37:0.74 43:0.52 55:0.52 66:0.82 69:0.10 70:0.33 78:0.75 81:0.84 91:0.65 98:0.72 100:0.80 104:0.84 106:0.81 108:0.09 111:0.75 120:0.84 123:0.09 126:0.54 127:0.22 129:0.05 135:0.21 140:0.45 146:0.63 147:0.68 149:0.56 150:0.64 151:0.79 152:0.94 153:0.90 154:0.41 159:0.24 161:0.77 162:0.59 164:0.85 167:0.74 169:0.78 172:0.48 173:0.26 177:0.05 179:0.63 181:0.54 186:0.75 187:0.39 189:0.90 202:0.80 206:0.81 212:0.91 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.96 241:0.69 242:0.82 243:0.83 247:0.12 248:0.76 256:0.79 259:0.21 260:0.85 261:0.81 265:0.72 266:0.17 267:0.79 268:0.81 271:0.58 276:0.38 283:0.82 285:0.62 297:0.36 300:0.25\n2 7:0.81 12:0.51 17:0.40 20:0.75 21:0.74 27:0.56 28:0.46 30:0.91 32:0.80 34:0.68 36:0.32 37:0.60 43:0.39 55:0.45 66:0.52 69:0.59 70:0.27 78:0.72 81:0.78 91:0.38 98:0.22 100:0.73 104:0.82 106:0.81 108:0.81 111:0.72 120:0.53 123:0.80 124:0.64 126:0.54 127:0.48 129:0.81 133:0.67 135:0.76 140:0.45 145:0.82 146:0.05 147:0.05 149:0.48 150:0.58 151:0.46 152:0.74 153:0.72 154:0.29 159:0.50 161:0.77 162:0.86 164:0.69 167:0.60 169:0.72 172:0.48 173:0.58 177:0.05 179:0.70 181:0.54 186:0.73 187:0.39 195:0.74 202:0.53 206:0.81 212:0.75 215:0.46 216:0.76 220:0.93 230:0.87 233:0.76 235:0.95 241:0.37 242:0.82 243:0.13 245:0.60 247:0.12 248:0.46 256:0.58 259:0.21 260:0.53 261:0.73 265:0.24 266:0.38 267:0.65 268:0.62 271:0.58 276:0.38 283:0.82 285:0.62 297:0.36 300:0.33\n1 7:0.81 12:0.51 17:0.70 21:0.40 25:0.88 27:0.72 28:0.46 30:0.45 32:0.80 34:0.21 36:0.44 43:0.24 55:0.52 66:0.77 69:0.86 70:0.33 81:0.81 91:0.58 98:0.57 104:0.58 108:0.73 123:0.71 126:0.54 127:0.17 129:0.05 135:0.20 145:0.58 146:0.55 147:0.61 149:0.32 150:0.61 154:0.17 159:0.20 161:0.77 167:0.88 172:0.37 173:0.96 177:0.05 178:0.55 179:0.61 181:0.54 187:0.21 195:0.64 202:0.50 212:0.23 215:0.67 216:0.50 230:0.65 233:0.63 235:0.42 241:0.82 242:0.82 243:0.79 247:0.12 259:0.21 265:0.58 266:0.38 267:0.79 271:0.58 276:0.32 297:0.36 300:0.25\n1 8:0.89 12:0.51 17:0.05 20:0.80 21:0.47 27:0.72 28:0.46 32:0.80 34:0.89 36:0.60 37:0.77 78:0.74 81:0.79 91:0.85 100:0.73 104:0.57 111:0.73 120:0.60 126:0.54 135:0.70 140:0.45 145:0.87 150:0.59 151:0.54 152:0.77 153:0.48 161:0.77 162:0.69 164:0.73 167:0.90 169:0.72 175:0.75 181:0.54 186:0.75 195:0.54 202:0.64 215:0.63 216:0.04 220:0.93 235:0.52 241:0.91 244:0.61 248:0.54 256:0.64 257:0.65 259:0.21 260:0.61 261:0.74 267:0.28 268:0.66 271:0.58 277:0.69 285:0.62 297:0.36\n2 8:0.91 12:0.51 17:0.69 21:0.22 27:0.52 28:0.46 30:0.21 34:0.90 36:0.53 37:0.73 43:0.46 55:0.71 66:0.77 69:0.44 70:0.89 81:0.85 91:0.44 98:0.57 104:0.93 106:0.81 108:0.34 120:0.84 123:0.32 124:0.41 126:0.54 127:0.34 129:0.81 133:0.67 135:0.66 140:0.45 145:0.61 146:0.81 147:0.84 149:0.68 150:0.68 151:0.74 153:0.82 154:0.35 159:0.64 161:0.77 162:0.67 163:0.90 164:0.78 167:0.67 172:0.68 173:0.28 177:0.05 179:0.50 181:0.54 187:0.39 202:0.70 206:0.81 212:0.35 215:0.79 216:0.34 235:0.22 241:0.56 242:0.82 243:0.79 245:0.56 247:0.12 248:0.76 256:0.71 259:0.21 260:0.85 265:0.58 266:0.47 267:0.65 268:0.73 271:0.58 276:0.56 283:0.82 285:0.62 297:0.36 300:0.70\n0 12:0.51 17:0.45 21:0.78 25:0.88 27:0.72 28:0.46 30:0.76 43:0.23 55:0.45 66:0.72 69:0.88 70:0.22 78:0.78 91:0.58 98:0.44 104:0.73 108:0.77 111:0.78 120:0.78 123:0.75 127:0.14 129:0.05 140:0.96 145:0.45 146:0.46 147:0.53 149:0.25 151:0.66 153:0.48 154:0.16 159:0.17 161:0.77 162:0.48 163:0.75 164:0.72 167:0.89 169:0.81 172:0.27 173:0.97 177:0.05 178:0.54 179:0.59 181:0.54 202:0.78 212:0.42 216:0.12 235:0.31 241:0.86 242:0.82 243:0.75 247:0.12 248:0.71 256:0.64 260:0.79 265:0.46 266:0.23 268:0.65 271:0.58 276:0.17 285:0.62 300:0.18\n1 12:0.51 17:0.49 27:0.03 28:0.46 30:0.11 34:0.44 36:0.19 37:0.91 43:0.40 55:0.92 66:0.16 69:0.52 70:0.97 81:0.96 91:0.48 98:0.40 104:0.78 106:0.81 108:0.40 120:0.61 123:0.80 124:0.84 126:0.54 127:0.46 129:0.95 133:0.87 135:0.60 140:0.45 146:0.60 147:0.66 149:0.63 150:0.93 151:0.56 153:0.72 154:0.30 159:0.79 161:0.77 162:0.56 164:0.64 167:0.69 172:0.51 173:0.29 177:0.05 179:0.56 181:0.54 187:0.21 202:0.58 206:0.81 212:0.18 215:0.96 216:0.86 220:0.62 235:0.05 241:0.61 242:0.82 243:0.51 245:0.61 247:0.12 248:0.55 256:0.45 259:0.21 260:0.62 265:0.32 266:0.87 267:0.52 268:0.57 271:0.58 276:0.59 285:0.62 297:0.36 300:0.84\n2 6:0.98 8:0.97 12:0.51 17:0.28 20:0.97 21:0.78 25:0.88 27:0.16 28:0.46 34:0.34 36:0.38 37:0.77 78:0.89 91:0.94 100:0.99 104:0.58 111:0.98 120:0.97 135:0.20 140:0.45 151:0.84 152:0.98 153:0.97 161:0.77 162:0.71 164:0.95 167:0.90 169:0.97 175:0.75 181:0.54 186:0.89 189:0.99 191:0.91 202:0.92 216:0.52 235:0.05 238:1.00 241:0.88 244:0.61 248:0.95 256:0.93 257:0.65 259:0.21 260:0.97 261:1.00 267:0.79 268:0.94 271:0.58 277:0.69 283:0.60 285:0.62\n3 7:0.81 12:0.51 17:0.36 21:0.74 25:0.88 27:0.16 28:0.46 30:0.45 32:0.80 34:0.95 36:0.45 37:0.77 43:0.51 55:0.45 66:0.49 69:0.30 70:0.25 81:0.61 91:0.87 98:0.32 104:0.58 108:0.53 120:0.92 123:0.51 124:0.48 126:0.54 127:0.27 129:0.59 133:0.47 135:0.34 140:0.45 145:0.59 146:0.05 147:0.05 149:0.32 150:0.45 151:0.81 153:0.94 154:0.40 159:0.19 161:0.77 162:0.78 163:0.81 164:0.90 167:0.78 172:0.16 173:0.54 177:0.05 179:0.94 181:0.54 187:0.98 195:0.58 202:0.84 212:0.61 215:0.46 216:0.52 230:0.87 233:0.76 235:0.88 241:0.73 242:0.82 243:0.29 245:0.39 247:0.12 248:0.89 256:0.87 259:0.21 260:0.92 265:0.34 266:0.17 267:0.23 268:0.88 271:0.58 276:0.16 285:0.62 297:0.36 300:0.18\n1 7:0.81 8:0.95 12:0.51 17:0.26 20:0.86 21:0.47 25:0.88 27:0.24 28:0.46 34:0.62 36:0.44 37:0.88 43:0.28 66:0.36 69:0.78 78:0.74 81:0.79 91:0.98 98:0.08 100:0.78 104:0.76 108:0.62 111:0.74 120:0.84 123:0.60 126:0.54 127:0.06 129:0.05 135:0.34 140:0.45 145:0.52 146:0.05 147:0.05 149:0.12 150:0.59 151:0.63 152:0.81 153:0.99 154:0.20 159:0.05 161:0.77 162:0.59 164:0.97 167:0.90 169:0.75 172:0.05 173:0.87 177:0.05 181:0.54 186:0.75 191:0.86 202:0.95 215:0.63 216:0.50 220:0.62 230:0.87 233:0.76 235:0.52 241:0.91 243:0.51 248:0.76 256:0.96 259:0.21 260:0.85 261:0.76 265:0.09 267:0.73 268:0.96 271:0.58 283:0.60 285:0.62 297:0.36\n2 8:0.88 12:0.51 17:0.72 20:0.74 21:0.78 27:0.43 28:0.46 34:0.58 36:0.22 78:0.72 91:0.89 100:0.92 104:0.58 111:0.84 120:0.76 135:0.78 140:0.45 151:0.72 152:0.74 153:0.77 161:0.77 162:0.86 164:0.69 167:0.89 169:0.90 175:0.75 181:0.54 186:0.73 202:0.54 216:0.18 241:0.86 244:0.61 248:0.68 256:0.58 257:0.65 259:0.21 260:0.77 261:0.75 267:0.52 268:0.63 271:0.58 277:0.69 285:0.62\n1 7:0.81 8:0.95 12:0.51 17:0.45 21:0.54 27:0.67 28:0.46 32:0.80 34:0.40 36:0.87 37:0.96 43:0.52 66:0.36 69:0.17 81:0.76 91:0.84 98:0.14 104:0.58 108:0.14 120:0.77 123:0.13 126:0.54 127:0.09 129:0.05 135:0.58 140:0.45 145:0.56 146:0.05 147:0.05 149:0.16 150:0.57 151:0.71 153:0.72 154:0.41 159:0.05 161:0.77 162:0.81 164:0.83 167:0.89 172:0.05 173:0.66 177:0.05 181:0.54 191:0.76 195:0.54 202:0.73 215:0.58 216:0.13 220:0.62 230:0.87 233:0.76 235:0.60 241:0.85 243:0.51 248:0.69 256:0.78 259:0.21 260:0.78 265:0.15 267:0.23 268:0.78 271:0.58 285:0.62 297:0.36\n0 12:0.06 17:0.69 21:0.78 27:0.69 30:0.58 34:0.33 36:0.63 37:0.64 39:0.31 43:0.07 55:0.98 66:0.10 69:0.98 70:0.33 74:0.26 91:0.01 98:0.08 108:0.97 123:0.97 124:0.91 127:0.32 129:0.96 131:0.61 133:0.90 135:0.23 145:0.52 146:0.28 147:0.34 149:0.11 154:0.07 157:0.61 159:0.98 163:0.87 166:0.61 172:0.10 173:0.75 175:0.75 177:0.05 178:0.55 179:0.79 182:0.61 187:0.68 202:0.36 212:0.16 216:0.24 222:0.35 227:0.61 229:0.61 231:0.76 235:0.12 241:0.01 242:0.80 243:0.29 244:0.61 245:0.43 246:0.61 247:0.30 253:0.24 257:0.65 259:0.21 265:0.08 266:0.54 267:0.52 276:0.31 277:0.69 287:0.61 300:0.25\n0 12:0.06 17:0.43 21:0.78 27:0.06 30:0.95 34:0.74 36:0.43 37:0.85 39:0.31 43:0.36 55:0.99 66:0.20 69:0.49 74:0.41 98:0.05 108:0.38 123:0.36 124:0.61 127:0.12 129:0.59 131:0.61 133:0.47 135:0.88 146:0.05 147:0.05 149:0.16 154:0.27 157:0.61 159:0.76 166:0.61 172:0.05 173:0.07 175:0.75 177:0.05 178:0.55 179:0.84 182:0.61 187:0.68 216:0.84 222:0.35 227:0.61 229:0.61 231:0.62 243:0.40 244:0.61 245:0.36 246:0.61 253:0.36 257:0.65 259:0.21 265:0.05 267:0.36 277:0.69 287:0.61 300:0.08\n0 8:0.59 12:0.06 17:0.59 21:0.78 27:0.14 30:0.91 34:0.37 36:0.60 37:0.71 39:0.31 43:0.07 55:1.00 66:0.10 69:0.99 70:0.13 74:0.30 98:0.05 108:0.98 122:0.51 123:0.98 124:0.82 127:0.21 129:0.89 131:0.61 133:0.78 135:0.69 146:0.05 147:0.05 149:0.06 154:0.06 157:0.61 159:0.99 163:1.00 166:0.61 172:0.05 173:0.65 175:0.75 177:0.05 178:0.55 179:0.91 182:0.61 187:0.68 191:0.73 202:0.71 212:0.95 216:0.68 222:0.35 227:0.61 229:0.61 231:0.62 241:0.27 242:0.63 243:0.29 244:0.61 245:0.37 246:0.61 247:0.30 253:0.27 257:0.65 259:0.21 265:0.05 266:0.12 267:0.28 276:0.22 277:0.69 287:0.61 300:0.13\n0 12:0.06 17:0.22 21:0.78 27:0.42 30:0.95 34:0.61 36:0.72 37:0.60 39:0.31 43:0.08 55:1.00 66:0.20 69:0.98 74:0.26 98:0.05 108:0.96 123:0.96 124:0.61 127:0.52 129:0.59 131:0.61 133:0.47 135:0.37 146:0.05 147:0.05 149:0.06 154:0.07 157:0.61 159:0.98 166:0.61 172:0.05 173:0.73 175:0.75 177:0.05 178:0.55 179:1.00 182:0.61 187:0.68 216:0.58 222:0.35 227:0.61 229:0.61 231:0.62 241:0.03 243:0.40 244:0.61 245:0.36 246:0.61 253:0.24 257:0.65 259:0.21 265:0.05 267:0.73 277:0.69 287:0.61 300:0.08\n0 8:0.64 12:0.06 17:0.43 21:0.78 27:0.16 30:0.76 34:0.34 36:0.60 37:0.84 39:0.31 43:0.05 55:0.42 66:0.36 69:1.00 70:0.15 74:0.27 91:0.06 98:0.05 108:1.00 122:0.51 123:1.00 124:0.52 127:0.18 129:0.59 131:0.61 133:0.47 135:0.54 146:0.05 147:0.05 149:0.05 154:0.05 157:0.61 159:0.96 163:1.00 166:0.61 172:0.10 173:0.92 175:0.75 177:0.05 178:0.55 179:0.93 182:0.61 187:0.87 202:0.46 212:0.95 216:0.62 222:0.35 227:0.61 229:0.61 231:0.63 235:0.05 241:0.05 242:0.82 243:0.34 244:0.61 245:0.37 246:0.61 247:0.12 253:0.25 257:0.65 259:0.21 265:0.05 266:0.12 267:0.28 276:0.12 277:0.69 287:0.61 300:0.13\n0 12:0.06 17:0.28 21:0.78 27:0.69 30:0.95 34:0.56 36:0.58 37:0.27 39:0.31 43:0.10 55:1.00 66:0.20 69:0.97 74:0.28 91:0.11 98:0.05 108:0.94 123:0.93 124:0.61 127:0.17 129:0.59 131:0.61 133:0.47 135:0.19 146:0.05 147:0.05 149:0.07 154:0.09 157:0.61 159:0.91 166:0.61 172:0.05 173:0.67 175:0.75 177:0.05 178:0.55 179:0.97 182:0.61 187:0.39 202:0.62 216:0.51 222:0.35 227:0.61 229:0.61 231:0.63 235:0.22 241:0.02 243:0.40 244:0.61 245:0.36 246:0.61 253:0.26 257:0.65 259:0.21 265:0.05 267:0.65 277:0.69 287:0.61 300:0.08\n0 12:0.06 17:0.62 21:0.40 27:0.39 30:0.62 34:0.42 36:0.53 37:0.26 39:0.31 43:0.30 55:1.00 66:0.16 69:0.68 70:0.34 74:0.49 81:0.58 91:0.01 98:0.07 108:0.52 114:0.55 117:0.86 123:0.50 124:0.81 126:0.32 127:0.48 129:0.89 131:0.61 132:0.97 133:0.78 135:0.83 145:0.47 146:0.27 147:0.33 149:0.20 150:0.43 154:0.22 157:0.61 159:0.99 163:0.90 166:0.94 172:0.10 173:0.08 175:0.75 176:0.53 177:0.05 178:0.55 179:0.93 182:0.61 187:0.95 212:0.30 216:0.73 222:0.35 227:0.61 229:0.61 231:0.95 235:0.42 242:0.63 243:0.37 244:0.61 245:0.42 246:0.61 247:0.35 253:0.42 257:0.65 265:0.07 266:0.27 267:0.19 276:0.24 277:0.69 287:0.61 290:0.55 300:0.25\n0 12:0.06 17:0.83 21:0.78 27:0.66 30:0.58 34:0.89 36:0.44 37:0.32 39:0.31 43:0.10 55:0.52 66:0.18 69:0.97 70:0.44 74:0.30 91:0.03 98:0.09 108:0.95 123:0.93 124:0.68 127:0.12 129:0.81 131:0.61 133:0.67 135:0.66 146:0.30 147:0.36 149:0.18 154:0.09 157:0.61 159:0.68 166:0.61 172:0.27 173:0.69 175:0.75 177:0.05 178:0.55 179:0.19 182:0.61 187:0.21 212:0.37 216:0.40 222:0.35 227:0.61 229:0.61 231:0.82 235:0.97 241:0.05 242:0.80 243:0.39 244:0.61 245:0.50 246:0.61 247:0.30 253:0.27 257:0.65 259:0.21 265:0.09 266:0.47 267:0.23 276:0.30 277:0.69 287:0.61 300:0.33\n1 12:0.06 17:0.49 21:0.78 27:0.55 30:0.95 34:0.28 36:0.63 37:0.73 39:0.31 43:0.10 55:0.84 66:1.00 69:0.97 70:0.13 74:0.25 98:0.99 108:0.94 123:0.94 127:0.86 129:0.05 131:0.61 135:0.21 146:1.00 147:1.00 149:0.77 154:0.08 157:0.61 159:1.00 163:0.94 166:0.61 172:1.00 173:0.43 177:0.38 178:0.55 179:0.08 182:0.61 187:0.39 212:0.94 216:0.41 222:0.35 227:0.61 229:0.61 231:0.95 241:0.21 242:0.82 243:1.00 244:0.61 246:0.61 247:0.39 253:0.23 265:0.99 266:0.47 267:0.23 276:1.00 287:0.61 300:0.13\n0 12:0.06 17:0.59 21:0.78 27:0.06 30:0.76 34:0.74 36:0.44 37:0.85 39:0.31 43:0.24 55:0.52 66:0.36 69:0.84 70:0.15 74:0.37 98:0.06 108:0.92 122:0.55 123:0.91 124:0.52 127:0.11 129:0.59 131:0.61 133:0.47 135:0.88 146:0.05 147:0.05 149:0.15 154:0.17 157:0.61 159:0.72 163:0.99 166:0.61 172:0.10 173:0.25 175:0.75 177:0.05 178:0.55 179:0.53 182:0.61 187:0.68 212:0.95 216:0.84 222:0.35 227:0.61 229:0.61 231:0.64 242:0.82 243:0.34 244:0.61 245:0.37 246:0.61 247:0.12 253:0.33 257:0.65 259:0.21 265:0.06 266:0.12 267:0.36 276:0.12 277:0.69 287:0.61 300:0.13\n0 12:0.06 17:0.47 21:0.78 27:0.06 30:0.76 34:0.74 36:0.44 37:0.85 39:0.31 43:0.21 55:0.52 66:0.36 69:0.91 70:0.15 74:0.34 98:0.06 108:0.92 122:0.55 123:0.92 124:0.52 127:0.11 129:0.59 131:0.61 133:0.47 135:0.84 146:0.05 147:0.05 149:0.13 154:0.14 157:0.61 159:0.64 163:1.00 166:0.61 172:0.10 173:0.39 175:0.75 177:0.05 178:0.55 179:0.44 182:0.61 187:0.68 212:0.95 216:0.84 222:0.35 227:0.61 229:0.61 231:0.64 242:0.82 243:0.34 244:0.61 245:0.37 246:0.61 247:0.12 253:0.31 257:0.65 259:0.21 265:0.06 266:0.12 267:0.28 276:0.12 277:0.69 287:0.61 300:0.13\n0 12:0.06 17:0.64 21:0.78 27:0.55 30:0.87 34:0.97 36:0.45 37:0.53 39:0.31 43:0.22 55:0.59 66:0.20 69:0.89 70:0.27 74:0.32 91:0.14 98:0.20 108:0.89 123:0.76 124:0.70 127:0.30 129:0.81 131:0.61 133:0.67 135:0.69 145:0.91 146:0.34 147:0.41 149:0.27 154:0.15 157:0.61 159:0.62 166:0.61 172:0.21 173:0.84 175:0.75 177:0.05 178:0.55 179:0.81 182:0.61 187:0.95 212:0.19 216:0.30 222:0.35 227:0.61 229:0.61 231:0.95 235:0.88 241:0.07 242:0.79 243:0.40 244:0.61 245:0.48 246:0.61 247:0.30 253:0.29 257:0.65 265:0.20 266:0.47 267:0.23 276:0.28 277:0.69 287:0.61 300:0.25\n0 12:0.06 17:0.51 21:0.78 27:0.06 30:0.95 34:0.74 36:0.42 37:0.85 39:0.31 43:0.13 55:0.71 66:0.54 69:0.95 74:0.32 98:0.08 108:0.91 123:0.90 127:0.06 129:0.05 131:0.61 135:0.88 146:0.28 147:0.34 149:0.09 154:0.10 157:0.61 159:0.12 166:0.61 172:0.10 173:0.58 177:0.38 178:0.55 179:0.09 182:0.61 187:0.68 216:0.84 222:0.35 227:0.61 229:0.61 231:0.63 243:0.63 244:0.61 246:0.61 253:0.29 259:0.21 265:0.09 267:0.36 287:0.61 300:0.08\n0 12:0.06 17:0.81 21:0.78 27:0.17 30:0.95 34:0.63 36:0.52 37:0.95 39:0.31 43:0.29 55:1.00 66:0.20 69:0.71 74:0.40 91:0.01 98:0.05 108:0.54 123:0.52 124:0.61 127:0.13 129:0.59 131:0.61 133:0.47 135:0.70 146:0.05 147:0.05 149:0.14 154:0.21 157:0.61 159:0.87 166:0.61 172:0.05 173:0.11 175:0.75 177:0.05 178:0.55 179:0.89 182:0.61 187:0.39 202:0.53 216:0.42 222:0.35 227:0.61 229:0.61 231:0.62 235:0.05 241:0.56 243:0.40 244:0.61 245:0.36 246:0.61 253:0.35 257:0.65 259:0.21 265:0.05 267:0.36 277:0.69 287:0.61 300:0.08\n0 12:0.06 17:0.51 21:0.78 27:0.06 30:0.76 34:0.74 36:0.47 37:0.85 39:0.31 43:0.24 55:0.52 66:0.36 69:0.83 70:0.15 74:0.37 98:0.06 108:0.92 122:0.55 123:0.91 124:0.52 127:0.12 129:0.59 131:0.61 133:0.47 135:0.88 146:0.05 147:0.05 149:0.15 154:0.17 157:0.61 159:0.73 163:0.99 166:0.61 172:0.10 173:0.23 175:0.75 177:0.05 178:0.55 179:0.55 182:0.61 187:0.68 212:0.95 216:0.84 222:0.35 227:0.61 229:0.61 231:0.64 242:0.82 243:0.34 244:0.61 245:0.37 246:0.61 247:0.12 253:0.34 257:0.65 259:0.21 265:0.06 266:0.12 267:0.28 276:0.12 277:0.69 287:0.61 300:0.13\n0 8:0.63 12:0.06 17:0.82 21:0.78 27:0.66 30:0.58 34:0.89 36:0.48 37:0.32 39:0.31 43:0.10 55:0.52 66:0.18 69:0.97 70:0.44 74:0.30 91:0.04 98:0.09 108:0.95 123:0.93 124:0.68 127:0.12 129:0.81 131:0.61 133:0.67 135:0.66 146:0.30 147:0.36 149:0.18 154:0.09 157:0.61 159:0.68 166:0.61 172:0.27 173:0.69 175:0.75 177:0.05 178:0.55 179:0.19 182:0.61 187:0.21 202:0.36 212:0.37 216:0.40 222:0.35 227:0.61 229:0.61 231:0.82 235:0.98 241:0.10 242:0.80 243:0.39 244:0.61 245:0.50 246:0.61 247:0.30 253:0.27 257:0.65 259:0.21 265:0.09 266:0.47 267:0.28 276:0.30 277:0.69 287:0.61 300:0.33\n0 12:0.06 17:0.53 21:0.78 27:0.06 30:0.91 34:0.74 36:0.46 37:0.85 39:0.31 43:0.12 55:0.52 66:0.49 69:0.96 70:0.13 74:0.29 98:0.06 108:0.92 123:0.91 124:0.48 127:0.15 129:0.59 131:0.61 133:0.47 135:0.84 146:0.22 147:0.28 149:0.12 154:0.10 157:0.61 159:0.90 163:0.81 166:0.61 172:0.16 173:0.58 175:0.75 177:0.05 178:0.55 179:0.73 182:0.61 187:0.68 212:0.61 216:0.84 222:0.35 227:0.61 229:0.61 231:0.67 242:0.63 243:0.60 244:0.61 245:0.39 246:0.61 247:0.30 253:0.26 257:0.65 259:0.21 265:0.07 266:0.17 267:0.28 276:0.12 277:0.69 287:0.61 300:0.13\n0 12:0.06 17:0.11 21:0.78 27:0.72 30:0.95 34:0.53 36:0.88 39:0.31 43:0.32 55:0.96 66:0.20 69:0.65 74:0.37 91:0.35 98:0.10 108:0.49 123:0.47 124:0.61 127:0.33 129:0.59 131:0.61 133:0.47 135:0.58 145:0.77 146:0.05 147:0.05 149:0.18 154:0.23 157:0.61 159:0.25 166:0.61 172:0.05 173:0.81 175:0.75 177:0.05 178:0.55 179:1.00 182:0.61 187:0.95 216:0.57 222:0.35 227:0.61 229:0.61 231:0.86 235:0.42 241:0.32 243:0.40 244:0.61 245:0.36 246:0.61 253:0.34 257:0.65 265:0.10 267:0.52 277:0.69 287:0.61 300:0.08\n3 1:0.74 8:0.67 9:0.80 11:0.88 12:0.51 17:0.02 27:0.33 28:0.91 30:0.61 34:0.33 36:0.32 37:0.41 39:0.75 41:0.92 43:0.86 66:0.09 69:0.57 70:0.75 74:0.89 81:0.94 83:0.83 85:0.98 91:0.49 96:0.93 98:0.21 101:0.83 104:0.84 106:0.81 108:0.78 114:0.98 117:0.86 120:0.87 122:0.43 123:0.94 124:0.94 126:0.54 127:0.75 129:0.97 133:0.94 135:0.89 138:0.96 140:0.45 144:0.85 145:0.82 146:0.29 147:0.36 149:0.95 150:0.97 151:0.98 153:0.91 154:0.84 155:0.67 159:0.86 161:0.77 162:0.73 164:0.79 165:0.92 167:0.64 172:0.61 173:0.30 176:0.73 177:0.38 179:0.33 181:0.80 187:0.39 192:0.59 201:0.74 202:0.71 206:0.81 208:0.64 212:0.52 215:0.96 216:0.88 222:0.25 232:0.83 235:0.05 241:0.61 242:0.51 243:0.15 245:0.80 247:0.67 248:0.93 253:0.95 255:0.79 256:0.71 259:0.21 260:0.88 265:0.19 266:0.92 267:0.59 268:0.74 271:0.32 276:0.80 285:0.62 290:0.98 297:0.36 300:0.84\n1 1:0.74 11:0.88 12:0.51 17:0.30 21:0.54 27:0.45 28:0.91 30:0.21 32:0.80 34:0.75 36:0.17 37:0.50 39:0.75 43:0.82 60:0.87 66:0.51 69:0.70 70:0.83 74:0.93 77:0.70 81:0.62 83:0.86 85:0.95 91:0.06 98:0.63 101:0.78 108:0.53 114:0.77 122:0.67 123:0.51 124:0.87 126:0.54 127:0.70 129:0.93 133:0.91 135:0.72 144:0.85 145:0.44 146:0.95 147:0.96 149:0.90 150:0.76 154:0.77 155:0.67 158:0.87 159:0.88 161:0.77 165:0.79 167:0.58 172:0.77 173:0.41 176:0.73 177:0.38 178:0.55 179:0.38 181:0.80 187:0.68 192:0.59 195:0.96 201:0.74 208:0.64 212:0.15 215:0.58 216:0.77 222:0.25 235:0.68 241:0.50 242:0.45 243:0.61 245:0.73 247:0.67 253:0.74 259:0.21 265:0.63 266:0.94 267:0.44 271:0.32 276:0.77 279:0.86 282:0.88 283:0.71 290:0.77 297:0.36 299:0.88 300:0.70\n3 1:0.74 6:0.93 8:0.76 9:0.80 11:0.88 12:0.51 20:0.76 27:0.14 28:0.91 30:0.62 34:0.53 36:0.34 37:0.67 39:0.75 41:0.99 43:0.86 60:0.95 66:0.06 69:0.59 70:0.76 74:0.91 78:0.91 81:0.94 83:0.90 85:0.98 91:0.90 96:0.99 98:0.27 100:0.90 101:0.83 108:0.78 111:0.95 114:0.98 120:0.98 122:0.43 123:0.62 124:0.93 126:0.54 127:0.75 129:0.96 133:0.93 135:0.83 138:0.99 140:0.45 144:0.85 145:0.82 146:0.29 147:0.36 149:0.95 150:0.97 151:1.00 152:0.98 153:0.98 154:0.83 155:0.67 158:0.92 159:0.86 161:0.77 162:0.68 164:0.96 165:0.92 167:0.57 169:0.90 172:0.61 173:0.31 176:0.73 177:0.38 179:0.32 181:0.80 186:0.79 187:0.39 189:0.92 191:0.79 192:0.59 201:0.74 202:0.94 208:0.64 212:0.51 215:0.96 216:0.93 222:0.25 235:0.05 238:0.97 241:0.46 242:0.52 243:0.15 245:0.82 247:0.67 248:0.99 253:0.99 255:0.79 256:0.94 259:0.21 260:0.98 261:0.96 265:0.19 266:0.94 267:0.36 268:0.95 271:0.32 276:0.81 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.84\n2 6:0.97 8:0.95 9:0.80 12:0.51 17:0.38 20:0.89 21:0.78 27:0.05 28:0.91 34:0.85 36:0.58 37:0.81 39:0.75 41:0.97 60:0.95 74:0.46 78:0.85 83:0.88 91:0.67 96:0.92 100:0.95 111:0.90 120:0.86 135:0.70 138:0.98 140:0.45 144:0.85 151:0.93 152:0.84 153:0.77 155:0.67 158:0.87 161:0.77 162:0.67 164:0.87 167:0.64 169:0.93 175:0.91 181:0.80 186:0.85 187:0.98 189:0.98 192:0.59 202:0.81 208:0.64 216:0.94 220:0.99 222:0.25 232:0.97 235:0.42 238:0.97 241:0.60 244:0.83 248:0.92 253:0.88 255:0.79 256:0.83 257:0.84 259:0.21 260:0.86 261:0.94 267:0.23 268:0.83 271:0.32 277:0.87 279:0.86 283:0.71 285:0.62\n1 1:0.74 8:0.66 9:0.80 11:0.88 12:0.51 17:0.04 21:0.22 27:0.14 28:0.91 30:0.71 32:0.80 34:0.63 36:0.30 37:0.67 39:0.75 41:0.98 43:0.86 60:0.99 66:0.52 69:0.58 70:0.66 74:0.86 77:0.70 78:0.80 81:0.81 83:0.88 85:0.96 91:0.77 96:0.95 98:0.53 101:0.83 108:0.86 111:0.79 114:0.90 120:0.91 122:0.43 123:0.85 124:0.73 126:0.54 127:0.47 129:0.89 133:0.78 135:0.98 140:0.45 144:0.85 145:0.94 146:0.13 147:0.18 149:0.89 150:0.87 151:0.91 153:0.72 154:0.84 155:0.67 158:0.92 159:0.71 161:0.77 162:0.72 164:0.91 165:0.86 167:0.58 169:0.95 172:0.67 173:0.42 176:0.73 177:0.38 179:0.46 181:0.80 187:0.39 191:0.75 192:0.59 195:0.88 201:0.74 202:0.85 208:0.64 212:0.36 215:0.79 216:0.93 220:0.74 222:0.25 235:0.31 238:0.86 241:0.47 242:0.61 243:0.14 245:0.74 247:0.39 248:0.95 253:0.96 255:0.79 256:0.89 259:0.21 260:0.91 265:0.54 266:0.71 267:0.87 268:0.88 271:0.32 276:0.66 279:0.86 282:0.88 283:0.82 285:0.62 290:0.90 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.93 7:0.81 8:0.86 9:0.80 11:0.88 12:0.51 17:0.26 20:0.97 21:0.30 27:0.25 28:0.91 30:0.75 32:0.80 34:0.31 36:0.90 37:0.43 39:0.75 41:0.97 43:0.83 60:0.87 66:0.60 69:0.65 70:0.59 74:0.90 77:0.89 78:0.78 81:0.76 83:0.89 85:0.97 91:0.40 96:0.94 98:0.32 100:0.83 101:0.83 104:0.93 106:0.81 108:0.90 111:0.79 114:0.86 117:0.86 120:0.90 121:0.99 122:0.43 123:0.90 124:0.58 126:0.54 127:0.44 129:0.81 133:0.67 135:0.93 140:0.45 144:0.85 145:0.72 146:0.54 147:0.60 149:0.90 150:0.84 151:0.96 152:0.90 153:0.85 154:0.80 155:0.67 158:0.92 159:0.75 161:0.77 162:0.85 164:0.89 165:0.84 167:0.55 169:0.81 172:0.74 173:0.46 176:0.73 177:0.38 179:0.40 181:0.80 186:0.79 187:0.39 189:0.94 192:0.59 195:0.92 201:0.74 202:0.80 204:0.89 206:0.81 208:0.64 212:0.73 215:0.72 216:0.80 220:0.74 222:0.25 230:0.87 232:0.95 233:0.76 235:0.42 238:0.92 241:0.39 242:0.59 243:0.31 245:0.79 247:0.55 248:0.94 253:0.96 255:0.79 256:0.83 259:0.21 260:0.90 261:0.87 265:0.35 266:0.71 267:0.65 268:0.86 271:0.32 276:0.61 279:0.86 282:0.88 283:0.82 285:0.62 290:0.86 297:0.36 299:0.97 300:0.84\n3 1:0.74 6:0.93 8:0.86 9:0.80 11:0.88 12:0.51 17:0.01 20:0.98 27:0.14 28:0.91 30:0.65 34:0.67 36:0.29 37:0.67 39:0.75 41:0.99 43:0.86 60:0.98 66:0.06 69:0.57 70:0.74 74:0.93 78:0.85 81:0.94 83:0.90 85:0.98 91:0.63 96:0.99 98:0.25 100:0.95 101:0.83 108:0.78 111:0.90 114:0.98 120:0.98 122:0.43 123:0.86 124:0.93 126:0.54 127:0.74 129:0.96 133:0.93 135:0.85 138:0.99 140:0.45 144:0.85 145:0.82 146:0.22 147:0.28 149:0.96 150:0.97 151:1.00 152:0.98 153:0.98 154:0.84 155:0.67 158:0.92 159:0.86 161:0.77 162:0.66 164:0.96 165:0.92 167:0.56 169:0.90 172:0.61 173:0.30 176:0.73 177:0.38 179:0.31 181:0.80 186:0.85 187:0.39 189:0.94 192:0.59 201:0.74 202:0.94 208:0.64 212:0.50 215:0.96 216:0.93 222:0.25 235:0.05 238:0.97 241:0.41 242:0.53 243:0.15 245:0.83 247:0.67 248:0.99 253:1.00 255:0.79 256:0.94 259:0.21 260:0.98 261:0.96 265:0.19 266:0.92 267:0.28 268:0.95 271:0.32 276:0.81 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.84\n3 1:0.74 7:0.81 11:0.88 12:0.51 17:0.51 21:0.30 27:0.21 28:0.91 30:0.62 34:0.66 36:0.59 37:0.74 39:0.75 43:0.98 66:0.12 69:0.12 70:0.72 74:0.99 81:0.76 83:0.75 85:0.99 91:0.05 98:0.55 101:0.86 108:0.93 114:0.86 121:0.97 122:0.57 123:0.82 124:0.82 126:0.54 127:0.64 129:0.89 133:0.83 135:0.18 144:0.85 146:0.72 147:0.77 149:0.99 150:0.84 154:0.98 155:0.67 159:0.86 161:0.77 165:0.84 167:0.57 172:0.92 173:0.08 176:0.73 177:0.38 178:0.55 179:0.15 181:0.80 187:0.68 192:0.59 201:0.74 202:0.46 204:0.89 208:0.64 212:0.77 215:0.72 216:0.95 222:0.25 230:0.87 233:0.76 235:0.42 241:0.44 242:0.52 243:0.28 245:0.97 247:0.67 253:0.78 259:0.21 265:0.48 266:0.87 267:0.59 271:0.32 276:0.94 290:0.86 297:0.36 300:0.94\n1 1:0.74 11:0.88 12:0.51 17:0.26 21:0.40 27:0.45 28:0.91 30:0.31 34:0.68 36:0.17 37:0.50 39:0.75 43:0.82 55:0.71 60:0.87 66:0.10 69:0.69 70:0.81 74:0.91 81:0.71 83:0.84 85:0.93 91:0.04 98:0.32 101:0.76 108:0.82 114:0.82 122:0.67 123:0.63 124:0.93 126:0.54 127:0.71 129:0.96 133:0.93 135:0.78 144:0.85 145:0.49 146:0.13 147:0.18 149:0.83 150:0.81 154:0.77 155:0.67 158:0.87 159:0.88 161:0.77 163:0.81 165:0.83 167:0.52 172:0.54 173:0.40 176:0.73 177:0.38 178:0.55 179:0.38 181:0.80 187:0.68 192:0.59 201:0.74 208:0.64 212:0.18 215:0.67 216:0.77 222:0.25 235:0.52 241:0.27 242:0.61 243:0.11 245:0.76 247:0.60 253:0.75 259:0.21 265:0.34 266:0.94 267:0.65 271:0.32 276:0.77 279:0.86 283:0.71 290:0.82 297:0.36 300:0.70\n3 1:0.74 7:0.81 9:0.80 11:0.88 12:0.51 17:0.06 21:0.13 27:0.13 28:0.91 30:0.86 32:0.80 34:0.44 36:0.44 37:0.79 39:0.75 41:0.97 43:0.81 60:0.87 66:0.84 69:0.70 70:0.28 74:0.86 77:0.70 81:0.85 83:0.89 85:0.91 91:0.75 96:0.95 98:0.63 101:0.83 108:0.53 114:0.92 120:0.90 121:0.90 122:0.43 123:0.51 126:0.54 127:0.19 129:0.05 135:0.89 140:0.45 144:0.85 145:0.54 146:0.60 147:0.65 149:0.86 150:0.91 151:0.93 153:0.78 154:0.76 155:0.67 158:0.92 159:0.22 161:0.77 162:0.83 164:0.89 165:0.88 167:0.72 172:0.54 173:0.78 176:0.73 177:0.38 179:0.47 181:0.80 187:0.39 192:0.59 195:0.63 201:0.74 202:0.81 204:0.89 208:0.64 212:0.52 215:0.84 216:0.83 220:0.74 222:0.25 230:0.87 233:0.76 235:0.22 241:0.70 242:0.63 243:0.85 247:0.30 248:0.95 253:0.96 255:0.79 256:0.84 259:0.21 260:0.91 265:0.64 266:0.38 267:0.52 268:0.87 271:0.32 276:0.41 279:0.86 282:0.88 283:0.82 285:0.62 290:0.92 297:0.36 299:0.88 300:0.25\n2 1:0.74 6:0.96 7:0.81 8:0.93 9:0.80 11:0.88 12:0.51 17:0.22 20:0.98 21:0.30 27:0.21 28:0.91 30:0.60 34:0.66 36:0.70 37:0.74 39:0.75 41:0.99 43:0.98 60:0.87 66:0.10 69:0.12 70:0.68 74:0.99 78:0.85 81:0.76 83:0.90 85:0.99 91:0.81 96:0.98 98:0.56 100:0.95 101:0.86 104:0.84 106:0.81 108:0.93 111:0.91 114:0.86 117:0.86 120:0.96 121:0.90 122:0.57 123:0.82 124:0.71 126:0.54 127:0.61 129:0.81 133:0.67 135:0.17 140:0.45 144:0.85 146:0.90 147:0.92 149:0.99 150:0.84 151:0.99 152:0.97 153:0.97 154:0.98 155:0.67 158:0.92 159:0.85 161:0.77 162:0.64 164:0.94 165:0.84 167:0.61 169:0.91 172:0.91 173:0.08 176:0.73 177:0.38 179:0.16 181:0.80 186:0.85 187:0.39 189:0.97 191:0.75 192:0.59 201:0.74 202:0.91 204:0.89 206:0.81 208:0.64 212:0.77 215:0.72 216:0.95 222:0.25 230:0.87 232:0.90 233:0.76 235:0.42 238:0.97 241:0.56 242:0.51 243:0.38 245:0.98 247:0.67 248:0.99 253:0.99 255:0.79 256:0.93 259:0.21 260:0.96 261:0.96 265:0.48 266:0.80 267:0.59 268:0.92 271:0.32 276:0.93 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.84\n2 6:0.83 8:0.63 9:0.80 11:0.88 12:0.51 17:0.08 20:0.80 21:0.78 27:0.31 28:0.91 30:0.95 34:0.25 36:0.85 37:0.30 39:0.75 41:0.97 43:0.86 66:0.54 69:0.59 74:0.44 78:0.79 83:0.83 85:0.72 91:0.92 96:0.94 98:0.16 100:0.83 101:0.76 104:0.58 108:0.45 111:0.79 120:0.91 123:0.43 127:0.09 129:0.05 135:0.20 140:0.45 144:0.85 146:0.13 147:0.18 149:0.49 151:0.96 152:0.77 153:0.86 154:0.83 155:0.67 159:0.08 161:0.77 162:0.65 164:0.89 167:0.83 169:0.81 172:0.10 173:0.93 177:0.38 179:0.18 181:0.80 186:0.79 189:0.85 191:0.81 192:0.59 202:0.85 208:0.64 216:0.19 220:0.74 222:0.25 232:0.78 235:0.22 238:0.92 241:0.82 243:0.63 248:0.94 253:0.92 255:0.79 256:0.86 259:0.21 260:0.91 261:0.81 265:0.17 267:0.23 268:0.86 271:0.32 285:0.62 300:0.08\n1 1:0.74 6:0.95 8:0.86 9:0.80 11:0.88 12:0.51 17:0.45 20:0.74 21:0.59 27:0.06 28:0.91 30:0.38 32:0.80 34:0.75 36:0.75 37:0.82 39:0.75 41:0.95 43:0.76 55:0.71 60:0.97 66:0.13 69:0.81 70:0.80 74:0.94 77:0.96 78:0.99 81:0.58 83:0.86 85:0.94 91:0.48 96:0.87 98:0.38 100:0.96 101:0.79 108:0.90 111:0.98 114:0.74 120:0.78 122:0.67 123:0.77 124:0.88 126:0.54 127:0.38 129:0.93 133:0.87 135:0.77 140:0.45 144:0.85 145:0.90 146:0.36 147:0.43 149:0.86 150:0.73 151:0.87 152:0.74 153:0.48 154:0.67 155:0.67 158:0.87 159:0.79 161:0.77 162:0.81 164:0.85 165:0.78 167:0.57 169:0.92 172:0.61 173:0.61 176:0.73 177:0.38 179:0.26 181:0.80 186:0.99 187:0.39 189:0.96 192:0.59 195:0.94 201:0.74 202:0.78 208:0.64 212:0.37 215:0.55 216:0.92 220:0.91 222:0.25 235:0.74 238:0.80 241:0.44 242:0.55 243:0.21 245:0.85 247:0.47 248:0.86 253:0.91 255:0.79 256:0.81 259:0.21 260:0.79 261:0.78 265:0.38 266:0.80 267:0.52 268:0.83 271:0.32 276:0.81 279:0.86 282:0.88 283:0.71 285:0.62 290:0.74 297:0.36 299:0.88 300:0.70\n1 1:0.74 6:0.79 8:0.59 12:0.51 17:0.83 20:0.87 27:0.64 28:0.59 30:0.94 34:0.90 36:0.47 37:0.33 39:0.35 43:0.41 55:0.59 66:0.72 69:0.29 70:0.13 74:0.69 78:0.98 81:0.92 83:0.80 91:0.48 98:0.62 100:0.73 104:0.95 106:0.81 108:0.22 111:0.95 114:0.98 122:0.51 123:0.22 126:0.54 127:0.18 129:0.05 135:0.34 146:0.31 147:0.38 149:0.22 150:0.96 152:0.82 154:0.67 155:0.67 159:0.13 161:0.96 165:0.92 167:0.45 169:0.72 172:0.27 173:0.67 176:0.73 177:0.38 178:0.55 179:0.79 181:0.46 186:0.98 187:0.68 189:0.82 192:0.59 201:0.74 206:0.81 212:0.95 215:0.96 216:0.33 222:0.76 235:0.05 238:0.81 241:0.12 242:0.45 243:0.75 247:0.35 253:0.76 254:0.97 259:0.21 261:0.87 265:0.63 266:0.12 267:0.19 276:0.26 283:0.82 290:0.98 297:0.36 300:0.13\n1 1:0.74 7:0.78 9:0.80 12:0.51 17:0.88 21:0.05 27:0.64 28:0.59 30:0.87 34:0.18 36:0.49 37:0.72 39:0.35 43:0.91 66:0.32 69:0.40 70:0.27 74:0.64 76:0.94 81:0.86 91:0.05 96:0.77 98:0.16 104:0.99 106:0.81 108:0.92 114:0.74 117:0.86 120:0.65 122:0.43 123:0.92 124:0.72 126:0.54 127:0.70 129:0.81 133:0.67 135:0.23 138:0.95 140:0.45 146:0.13 147:0.18 149:0.70 150:0.88 151:0.87 153:0.48 154:0.90 155:0.67 159:0.79 161:0.96 162:0.86 164:0.56 167:0.48 172:0.21 173:0.22 176:0.56 177:0.38 179:0.91 181:0.46 187:0.39 192:0.59 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.19 215:0.84 216:0.23 222:0.76 230:0.80 232:0.98 233:0.66 235:0.12 241:0.41 242:0.63 243:0.32 245:0.48 247:0.30 248:0.78 253:0.76 255:0.79 256:0.45 259:0.21 260:0.66 265:0.17 266:0.47 267:0.28 268:0.46 276:0.24 285:0.62 286:0.99 290:0.74 297:0.36 298:0.99 300:0.25\n2 1:0.74 7:0.81 8:0.59 9:0.80 11:0.57 12:0.51 17:0.43 21:0.05 27:0.58 28:0.59 30:0.73 34:0.55 36:0.18 37:0.29 39:0.35 41:0.82 43:0.81 55:0.42 60:0.87 66:0.61 69:0.61 70:0.51 74:0.98 76:0.85 77:0.70 81:0.87 83:0.81 85:0.88 91:0.62 96:0.80 98:0.73 101:0.79 104:0.94 106:0.81 108:0.71 114:0.95 117:0.86 120:0.69 122:0.43 123:0.69 124:0.51 126:0.54 127:0.56 129:0.59 132:0.97 133:0.47 135:0.85 140:0.45 145:0.41 146:0.60 147:0.65 149:0.93 150:0.89 151:0.87 153:0.48 154:0.80 155:0.67 158:0.92 159:0.50 161:0.96 162:0.86 164:0.57 167:0.45 172:0.88 173:0.61 176:0.73 177:0.38 179:0.24 181:0.46 187:0.68 192:0.59 195:0.69 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.83 215:0.91 216:0.33 222:0.76 230:0.84 232:0.88 233:0.69 235:0.12 241:0.07 242:0.37 243:0.37 245:0.95 247:0.67 248:0.78 253:0.88 255:0.79 256:0.45 259:0.21 260:0.70 265:0.74 266:0.27 267:0.23 268:0.46 276:0.85 279:0.86 282:0.84 283:0.82 285:0.62 290:0.95 297:0.36 300:0.70\n2 6:0.86 8:0.70 9:0.80 12:0.51 17:0.83 20:0.89 21:0.71 27:0.54 28:0.59 30:0.91 37:0.30 39:0.35 41:0.90 43:0.89 55:0.42 60:0.95 66:0.69 69:0.51 70:0.13 74:0.65 78:1.00 81:0.38 83:0.80 91:0.84 96:0.90 98:0.31 100:0.97 104:0.76 108:0.39 111:0.98 114:0.68 120:0.91 122:0.43 123:0.38 126:0.54 127:0.12 129:0.05 138:0.97 140:0.90 145:0.61 146:0.19 147:0.25 149:0.50 150:0.52 151:0.96 152:0.83 153:0.86 154:0.87 155:0.67 158:0.92 159:0.10 161:0.96 162:0.79 164:0.87 167:0.77 169:0.95 172:0.21 173:0.95 176:0.73 177:0.38 179:0.42 181:0.46 186:1.00 189:0.88 191:0.70 192:0.59 202:0.81 208:0.64 212:0.61 215:0.48 216:0.09 220:0.62 222:0.76 235:0.88 238:0.85 241:0.88 242:0.63 243:0.73 247:0.30 248:0.90 253:0.89 255:0.79 256:0.82 259:0.21 260:0.91 261:0.92 265:0.33 266:0.17 268:0.86 276:0.23 279:0.86 283:0.82 285:0.62 290:0.68 297:0.36 300:0.13\n1 1:0.74 7:0.81 8:0.69 9:0.80 11:0.57 12:0.51 17:0.78 21:0.54 27:0.57 28:0.59 30:0.68 32:0.80 34:0.69 36:0.87 37:0.48 39:0.35 41:0.88 43:0.96 55:0.59 60:0.87 66:0.35 69:0.30 70:0.66 74:0.93 76:0.94 77:0.89 81:0.67 83:0.80 85:0.85 91:0.70 96:0.88 98:0.60 101:0.78 104:0.87 106:0.81 108:0.68 114:0.64 120:0.88 121:0.90 123:0.66 124:0.67 126:0.54 127:0.75 129:0.59 132:0.97 133:0.64 135:0.42 140:0.90 145:0.86 146:0.44 147:0.50 149:0.81 150:0.77 151:0.92 153:0.72 154:0.96 155:0.67 158:0.92 159:0.49 161:0.96 162:0.86 164:0.80 165:0.70 167:0.45 172:0.51 173:0.34 176:0.56 177:0.38 179:0.62 181:0.46 187:0.39 192:0.59 195:0.72 201:0.74 202:0.67 204:0.89 206:0.81 208:0.64 212:0.81 215:0.55 216:0.35 220:0.62 222:0.76 230:0.87 233:0.76 235:0.88 241:0.07 242:0.24 243:0.49 245:0.73 247:0.67 248:0.87 253:0.91 255:0.79 256:0.73 259:0.21 260:0.88 265:0.61 266:0.54 267:0.28 268:0.75 276:0.59 279:0.86 282:0.88 283:0.82 285:0.62 290:0.64 297:0.36 299:0.88 300:0.70\n0 11:0.57 12:0.51 17:0.34 21:0.78 27:0.06 28:0.59 30:0.41 32:0.75 34:0.58 36:0.31 37:0.95 39:0.35 43:0.80 66:0.86 69:0.72 70:0.60 74:0.84 77:0.89 85:0.85 91:0.46 98:0.55 101:0.80 104:0.87 106:0.81 108:0.55 122:0.57 123:0.52 127:0.16 129:0.05 135:0.81 145:0.76 146:0.45 147:0.52 149:0.79 154:0.74 159:0.17 161:0.96 167:0.45 172:0.59 173:0.85 177:0.38 178:0.55 179:0.32 181:0.46 187:0.21 195:0.64 206:0.81 212:0.92 216:0.50 222:0.76 235:0.12 241:0.10 242:0.45 243:0.86 247:0.47 253:0.60 259:0.21 265:0.56 266:0.17 267:0.36 276:0.48 282:0.83 300:0.43\n2 7:0.81 8:0.70 12:0.51 17:0.79 21:0.68 27:0.53 28:0.59 30:0.87 34:0.83 36:0.31 37:0.55 39:0.35 43:0.41 55:0.42 66:0.20 69:0.39 70:0.19 74:1.00 76:0.98 81:0.34 91:0.77 96:0.78 98:0.63 104:0.93 108:0.72 114:0.62 117:0.86 122:0.67 123:0.29 124:0.52 126:0.32 127:0.60 129:0.05 132:0.97 133:0.39 135:0.51 140:0.45 146:0.59 147:0.65 149:0.87 150:0.31 151:0.63 153:0.69 154:0.71 155:0.67 158:0.84 159:0.41 161:0.96 162:0.86 167:0.46 172:0.86 173:0.46 176:0.56 177:0.38 179:0.27 181:0.46 187:0.39 190:0.77 192:0.59 202:0.46 204:0.89 208:0.64 212:0.92 216:0.27 220:0.62 222:0.76 230:0.83 232:0.96 233:0.66 235:0.80 241:0.27 242:0.82 243:0.40 245:0.95 247:0.39 248:0.61 253:0.85 254:0.84 256:0.45 265:0.47 266:0.54 267:0.19 268:0.55 276:0.81 285:0.50 290:0.62 300:0.33\n2 6:0.81 7:0.81 8:0.62 12:0.51 17:0.67 20:0.88 21:0.47 27:0.35 28:0.59 30:0.73 32:0.80 34:0.83 36:0.38 37:0.32 39:0.35 43:0.39 55:0.42 66:0.25 69:0.45 70:0.26 74:1.00 77:0.70 78:0.92 81:0.49 91:0.57 98:0.69 100:0.83 104:0.91 108:0.69 111:0.89 114:0.66 117:0.86 121:0.90 122:0.67 123:0.33 124:0.56 126:0.32 127:0.50 129:0.05 132:0.97 133:0.39 135:0.44 145:0.70 146:0.61 147:0.67 149:0.85 150:0.38 152:0.84 154:0.29 155:0.67 158:0.84 159:0.36 161:0.96 167:0.45 169:0.83 172:0.79 173:0.55 176:0.56 177:0.38 178:0.55 179:0.30 181:0.46 186:0.92 187:0.39 189:0.85 192:0.59 195:0.60 204:0.89 208:0.64 212:0.88 216:0.25 222:0.76 230:0.84 232:0.78 233:0.69 235:0.52 238:0.81 241:0.12 242:0.81 243:0.45 244:0.61 245:0.93 247:0.39 253:0.75 261:0.86 265:0.43 266:0.38 267:0.19 276:0.78 282:0.88 290:0.66 299:0.88 300:0.43\n1 1:0.74 7:0.78 12:0.51 17:0.85 21:0.05 27:0.72 28:0.59 30:0.44 34:0.62 36:0.39 39:0.35 43:0.76 55:0.42 66:0.27 69:0.07 70:0.71 74:0.96 76:0.85 77:0.96 81:0.87 91:0.53 98:0.30 106:0.81 108:0.63 114:0.95 117:0.86 122:0.67 123:0.61 124:0.79 126:0.54 127:0.72 129:0.81 132:0.97 133:0.76 135:0.49 145:0.47 146:0.27 147:0.33 149:0.86 150:0.89 154:0.87 155:0.67 159:0.55 161:0.96 167:0.45 172:0.54 173:0.14 176:0.73 177:0.38 178:0.55 179:0.51 181:0.46 187:0.68 192:0.59 195:0.73 201:0.74 206:0.81 212:0.84 215:0.91 216:0.21 222:0.76 230:0.81 232:0.75 233:0.76 235:0.12 241:0.18 242:0.57 243:0.39 245:0.77 247:0.60 253:0.80 259:0.21 265:0.33 266:0.54 267:0.18 276:0.63 282:0.84 283:0.71 290:0.95 297:0.36 300:0.70\n2 1:0.74 6:0.93 7:0.78 8:0.85 12:0.51 17:0.85 20:0.86 21:0.13 27:0.50 28:0.59 30:0.75 34:0.47 36:0.41 37:0.70 39:0.35 43:0.43 55:0.52 66:0.89 69:0.21 70:0.42 74:0.81 76:0.85 77:0.89 78:1.00 81:0.80 91:0.68 96:0.74 98:0.81 100:0.97 104:0.92 106:0.81 108:0.17 111:0.98 114:0.72 117:0.86 120:0.69 123:0.16 124:0.36 126:0.54 127:0.44 129:0.05 132:0.97 133:0.39 135:0.21 140:0.45 145:0.70 146:0.86 147:0.89 149:0.71 150:0.83 151:0.66 152:0.83 153:0.48 154:0.59 155:0.67 159:0.51 161:0.96 162:0.58 164:0.56 167:0.51 169:0.95 172:0.86 173:0.23 176:0.56 177:0.38 179:0.33 181:0.46 186:0.99 187:0.39 189:0.95 190:0.77 191:0.80 192:0.59 195:0.74 201:0.74 202:0.63 206:0.81 212:0.91 215:0.79 216:0.62 220:0.82 222:0.76 230:0.81 232:0.86 233:0.76 235:0.22 238:0.89 241:0.52 242:0.78 243:0.90 245:0.66 247:0.55 248:0.66 253:0.74 254:0.84 256:0.58 259:0.21 260:0.70 261:0.91 265:0.81 266:0.47 267:0.23 268:0.62 276:0.76 282:0.84 283:0.82 285:0.62 290:0.72 297:0.36 300:0.55\n2 8:0.64 12:0.51 17:0.90 21:0.13 27:0.61 28:0.59 30:0.45 34:0.18 36:0.59 37:0.39 39:0.35 43:0.42 55:0.52 66:0.79 69:0.78 70:0.56 74:0.88 81:0.77 87:0.98 91:0.89 98:0.77 108:0.61 114:0.74 122:0.67 123:0.59 124:0.38 126:0.32 127:0.73 129:0.05 133:0.39 135:0.23 146:0.68 147:0.05 149:0.51 150:0.57 154:0.55 159:0.40 161:0.96 167:0.76 172:0.61 173:0.88 176:0.56 177:0.05 178:0.55 179:0.73 181:0.46 187:0.21 212:0.55 216:0.29 222:0.76 232:0.72 235:0.12 241:0.82 242:0.72 243:0.12 245:0.53 247:0.39 253:0.71 254:0.94 257:0.65 259:0.21 265:0.77 266:0.47 267:0.18 276:0.48 290:0.74 300:0.43\n1 8:0.71 12:0.51 17:0.87 20:0.81 21:0.05 27:0.67 28:0.59 34:0.52 36:0.31 37:0.66 39:0.35 43:0.37 66:0.36 69:0.49 74:0.57 76:0.85 77:0.70 78:0.96 81:0.84 91:0.83 98:0.07 100:0.73 108:0.38 111:0.93 114:0.77 123:0.36 126:0.32 127:0.06 129:0.05 135:0.39 145:0.42 146:0.05 147:0.05 149:0.14 150:0.65 152:0.78 154:0.28 159:0.05 161:0.96 167:0.77 169:0.72 172:0.05 173:0.47 175:0.75 176:0.56 177:0.05 178:0.55 181:0.46 186:0.96 191:0.73 195:0.74 202:0.46 216:0.02 222:0.76 232:0.76 235:0.05 241:0.85 243:0.51 244:0.61 253:0.61 257:0.65 259:0.21 261:0.82 265:0.08 267:0.23 277:0.69 282:0.84 290:0.77\n2 7:0.78 11:0.57 12:0.51 17:0.94 21:0.78 27:0.72 28:0.59 30:0.60 32:0.78 34:0.64 36:0.65 39:0.35 43:0.95 55:0.52 66:0.86 69:0.05 70:0.56 74:0.93 76:0.85 77:0.70 85:0.80 91:0.60 98:0.79 101:0.79 104:0.82 106:0.81 108:0.05 122:0.67 123:0.05 127:0.27 129:0.05 132:0.97 135:0.49 145:0.47 146:0.55 147:0.61 149:0.77 154:0.95 155:0.67 158:0.87 159:0.20 161:0.96 167:0.45 172:0.59 173:0.25 177:0.38 178:0.55 179:0.59 181:0.46 187:0.39 192:0.59 195:0.56 206:0.81 208:0.64 212:0.84 216:0.14 222:0.76 230:0.81 232:0.70 233:0.76 241:0.05 242:0.72 243:0.86 247:0.55 253:0.66 259:0.21 265:0.79 266:0.27 267:0.23 276:0.47 279:0.86 282:0.86 283:0.82 300:0.43\n1 11:0.57 12:0.51 17:0.67 21:0.78 27:0.55 28:0.59 30:0.15 34:0.56 36:0.52 37:0.32 39:0.35 43:0.74 55:0.71 66:0.80 69:0.48 70:0.86 74:0.94 76:0.85 85:0.72 91:0.44 98:0.84 101:0.72 108:0.37 122:0.67 123:0.35 124:0.39 127:0.61 129:0.05 133:0.39 135:0.74 145:0.41 146:0.85 147:0.88 149:0.69 154:0.79 159:0.51 161:0.96 167:0.45 172:0.77 173:0.47 177:0.38 178:0.55 179:0.50 181:0.46 187:0.39 212:0.55 216:0.44 222:0.76 232:0.82 235:0.22 241:0.15 242:0.31 243:0.82 245:0.70 247:0.67 253:0.67 259:0.21 265:0.84 266:0.71 267:0.59 276:0.67 300:0.70\n1 12:0.51 17:0.51 21:0.78 27:0.45 28:0.59 30:0.91 34:0.85 36:0.17 37:0.50 39:0.35 43:0.26 55:0.98 66:0.27 69:0.81 70:0.13 74:0.45 91:0.40 98:0.19 108:0.65 122:0.51 123:0.62 124:0.72 127:0.38 129:0.05 133:0.62 135:0.82 145:0.50 146:0.30 147:0.36 149:0.22 154:0.18 159:0.59 161:0.96 163:0.97 167:0.46 172:0.10 173:0.75 177:0.38 178:0.55 179:0.97 181:0.46 187:0.68 212:0.61 216:0.77 222:0.76 235:0.97 241:0.21 242:0.63 243:0.46 244:0.61 245:0.38 247:0.30 253:0.39 259:0.21 265:0.20 266:0.17 267:0.59 276:0.21 300:0.13\n1 1:0.74 7:0.81 11:0.57 12:0.51 17:0.95 21:0.54 27:0.59 28:0.59 30:0.67 32:0.80 34:0.50 36:0.35 37:0.23 39:0.35 43:0.73 55:0.52 66:0.80 69:0.70 70:0.46 74:1.00 76:0.99 77:0.99 81:0.75 85:0.72 91:0.42 98:0.84 101:0.70 104:0.94 106:0.81 108:0.53 114:0.77 121:0.90 122:0.67 123:0.51 124:0.42 126:0.54 127:0.86 129:0.05 132:0.97 133:0.74 135:0.30 145:0.74 146:0.96 147:0.23 149:0.88 150:0.78 154:0.63 155:0.67 159:0.77 161:0.96 167:0.45 172:0.94 173:0.57 176:0.73 177:0.05 178:0.55 179:0.22 181:0.46 187:0.39 192:0.59 195:0.88 201:0.74 204:0.89 206:0.81 208:0.64 212:0.78 215:0.58 216:0.22 222:0.76 230:0.87 232:0.77 233:0.76 235:0.88 241:0.02 242:0.81 243:0.07 245:0.86 247:0.39 253:0.77 257:0.65 259:0.21 265:0.84 266:0.54 267:0.17 276:0.90 282:0.88 290:0.77 297:0.36 299:0.88 300:0.70\n1 1:0.74 7:0.78 12:0.51 17:0.32 21:0.13 27:0.55 28:0.59 30:0.72 32:0.78 34:0.80 36:0.70 37:0.32 39:0.35 43:0.37 55:0.71 66:0.67 69:0.48 70:0.48 74:0.82 77:0.70 81:0.82 91:0.77 98:0.73 108:0.37 114:0.92 123:0.35 124:0.43 126:0.54 127:0.49 129:0.05 133:0.39 135:0.70 145:0.41 146:0.65 147:0.70 149:0.45 150:0.84 154:0.81 155:0.67 159:0.36 161:0.96 167:0.45 172:0.48 173:0.57 176:0.73 177:0.38 178:0.55 179:0.77 181:0.46 187:0.68 192:0.59 195:0.60 201:0.74 212:0.39 215:0.84 216:0.44 222:0.76 230:0.81 232:0.82 233:0.69 235:0.22 241:0.10 242:0.42 243:0.72 245:0.56 247:0.55 253:0.76 254:0.80 259:0.21 265:0.73 266:0.54 267:0.76 276:0.43 282:0.86 290:0.92 297:0.36 300:0.43\n1 9:0.80 12:0.51 17:0.96 21:0.64 27:0.72 28:0.59 30:0.45 34:0.25 36:0.80 37:0.24 39:0.35 41:0.82 43:0.27 55:0.84 66:0.82 69:0.75 70:0.47 74:0.82 76:1.00 81:0.59 83:0.76 91:0.88 96:0.80 98:0.74 104:0.74 108:0.58 114:0.63 120:0.77 122:0.67 123:0.55 126:0.32 127:0.24 129:0.05 135:0.60 140:0.80 145:0.77 146:0.63 147:0.68 149:0.39 150:0.44 151:0.87 153:0.48 154:0.65 155:0.67 159:0.24 161:0.96 162:0.78 164:0.70 167:0.77 172:0.48 173:0.87 176:0.56 177:0.38 179:0.67 181:0.46 192:0.59 202:0.59 208:0.64 212:0.30 216:0.22 220:0.62 222:0.76 235:0.88 241:0.87 242:0.77 243:0.83 247:0.35 248:0.78 253:0.84 254:0.92 255:0.79 256:0.58 259:0.21 260:0.78 265:0.75 266:0.47 267:0.82 268:0.64 276:0.39 283:0.71 285:0.62 290:0.63 300:0.33\n1 1:0.74 7:0.81 11:0.57 12:0.51 17:0.95 21:0.54 27:0.59 28:0.59 30:0.66 32:0.80 34:0.59 36:0.33 37:0.23 39:0.35 43:0.74 55:0.52 66:0.83 69:0.29 70:0.48 74:1.00 76:0.99 77:0.99 81:0.75 85:0.72 91:0.42 98:0.88 101:0.70 104:0.94 106:0.81 108:0.22 114:0.77 121:0.90 122:0.67 123:0.22 124:0.39 126:0.54 127:0.89 129:0.05 132:0.97 133:0.62 135:0.30 145:0.70 146:0.96 147:0.97 149:0.88 150:0.78 154:0.64 155:0.67 159:0.76 161:0.96 167:0.45 172:0.94 173:0.18 176:0.73 177:0.38 178:0.55 179:0.23 181:0.46 187:0.39 192:0.59 195:0.88 201:0.74 204:0.89 206:0.81 208:0.64 212:0.78 215:0.58 216:0.22 222:0.76 230:0.87 232:0.77 233:0.76 235:0.88 241:0.01 242:0.81 243:0.84 245:0.87 247:0.39 253:0.77 259:0.21 265:0.88 266:0.63 267:0.17 276:0.90 282:0.88 290:0.77 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.82 7:0.78 8:0.62 11:0.57 12:0.51 17:0.89 20:0.87 21:0.47 27:0.49 28:0.59 30:0.62 32:0.75 34:0.90 36:0.70 37:0.27 39:0.35 43:0.88 55:0.52 66:0.75 69:0.23 70:0.34 74:0.76 76:0.85 77:0.70 78:0.99 81:0.73 83:0.75 85:0.72 91:0.68 98:0.67 100:0.94 101:0.76 104:0.95 106:0.81 108:0.18 111:0.98 114:0.80 117:0.86 122:0.41 123:0.18 126:0.54 127:0.20 129:0.05 135:0.49 145:0.69 146:0.32 147:0.39 149:0.57 150:0.83 152:0.83 154:0.86 155:0.67 159:0.13 161:0.96 165:0.84 167:0.46 169:0.91 172:0.32 173:0.65 176:0.73 177:0.38 178:0.55 179:0.77 181:0.46 186:0.99 187:0.39 189:0.84 192:0.59 195:0.54 201:0.74 206:0.81 212:0.95 215:0.63 216:0.36 222:0.76 230:0.81 232:0.80 233:0.76 235:0.74 238:0.82 241:0.24 242:0.33 243:0.77 247:0.39 253:0.69 259:0.21 261:0.91 265:0.68 266:0.12 267:0.44 276:0.29 282:0.83 283:0.82 290:0.80 297:0.36 300:0.25\n0 1:0.56 7:0.70 10:0.81 11:0.84 12:0.06 17:0.75 18:0.64 21:0.77 27:0.12 29:0.62 30:0.45 32:0.67 34:0.98 36:0.58 37:0.85 43:0.25 45:0.81 66:0.16 69:0.94 70:0.61 71:0.95 74:0.53 77:0.70 81:0.39 83:0.56 86:0.61 91:0.12 98:0.31 99:0.83 101:0.47 108:0.83 114:0.63 122:0.65 123:0.82 124:0.82 126:0.32 127:0.28 129:0.05 131:0.61 133:0.77 135:0.96 139:0.59 144:0.85 145:0.70 146:0.38 147:0.25 149:0.32 150:0.34 154:0.46 155:0.50 157:0.61 159:0.58 163:0.89 165:0.65 166:0.61 170:0.87 172:0.21 173:0.95 174:0.86 176:0.63 177:0.70 178:0.55 179:0.62 182:0.61 187:0.87 192:0.50 195:0.87 197:0.85 201:0.53 204:0.80 208:0.50 212:0.22 215:0.44 216:0.69 222:0.35 227:0.61 229:0.61 230:0.73 231:0.62 233:0.76 235:0.98 239:0.80 241:0.46 242:0.22 243:0.31 244:0.61 245:0.57 246:0.61 247:0.74 253:0.50 254:0.84 257:0.65 259:0.21 265:0.33 266:0.75 267:0.94 271:0.27 276:0.44 277:0.69 282:0.75 287:0.61 290:0.63 297:0.36 300:0.43\n0 10:0.86 11:0.86 12:0.06 17:0.76 18:0.80 21:0.59 27:0.57 29:0.62 30:0.10 32:0.63 34:0.84 36:0.32 37:0.38 43:0.65 45:0.85 48:0.91 55:0.59 66:0.20 69:0.90 70:0.95 71:0.95 74:0.49 81:0.33 86:0.67 91:0.11 98:0.51 101:0.47 104:0.79 106:0.81 108:0.79 120:0.69 123:0.90 124:0.83 126:0.32 127:0.85 129:0.59 131:0.61 133:0.82 135:0.97 139:0.66 140:0.45 144:0.92 145:0.88 146:0.76 147:0.32 149:0.68 150:0.33 151:0.65 153:0.48 154:0.18 157:0.61 159:0.81 162:0.86 164:0.55 166:0.73 170:0.87 172:0.78 173:0.82 174:0.95 177:0.38 179:0.27 182:0.61 187:0.39 190:0.95 193:0.95 195:0.91 197:0.93 202:0.36 206:0.81 212:0.72 215:0.55 216:0.72 222:0.35 227:0.61 229:0.61 231:0.65 235:0.74 236:0.91 239:0.85 241:0.24 242:0.24 243:0.23 244:0.61 245:0.90 246:0.61 247:0.97 248:0.63 253:0.40 254:0.99 256:0.45 257:0.84 259:0.21 260:0.69 265:0.46 266:0.92 267:0.99 268:0.46 271:0.27 276:0.86 281:0.91 283:0.82 285:0.46 287:0.61 297:0.36 300:0.84\n2 1:0.62 7:0.70 8:0.75 10:0.90 11:0.88 12:0.06 17:0.55 18:0.75 21:0.13 27:0.55 29:0.62 30:0.66 32:0.67 34:0.95 36:0.48 37:0.84 43:0.66 45:0.89 66:0.61 69:0.84 70:0.70 71:0.95 74:0.62 77:0.70 81:0.52 83:0.56 86:0.75 91:0.38 97:0.89 98:0.52 99:0.83 101:0.65 104:0.98 106:0.81 108:0.81 114:0.88 117:0.86 122:0.65 123:0.80 124:0.56 126:0.32 127:0.56 129:0.59 131:0.61 132:0.97 133:0.64 135:1.00 139:0.72 144:0.92 145:0.72 146:0.29 147:0.18 149:0.59 150:0.46 154:0.25 155:0.53 157:0.88 158:0.76 159:0.62 165:0.65 166:0.61 170:0.87 172:0.65 173:0.82 174:0.89 176:0.63 177:0.38 178:0.55 179:0.56 182:0.77 187:0.39 192:0.55 195:0.79 197:0.88 201:0.58 204:0.82 206:0.81 208:0.50 212:0.42 215:0.84 216:0.49 222:0.35 227:0.61 229:0.61 230:0.73 231:0.63 233:0.76 235:0.22 239:0.89 241:0.01 242:0.16 243:0.16 244:0.61 245:0.70 246:0.61 247:0.86 253:0.64 254:0.86 257:0.84 265:0.54 266:0.63 267:0.44 271:0.27 276:0.57 279:0.75 282:0.75 283:0.67 287:0.61 290:0.88 297:0.36 300:0.70\n1 1:0.59 7:0.70 8:0.84 9:0.74 10:0.81 11:0.84 12:0.06 17:0.57 18:0.63 21:0.40 27:0.14 29:0.62 30:0.74 34:0.93 36:0.79 37:0.91 43:0.65 45:0.89 66:0.47 69:0.38 70:0.70 71:0.95 74:0.70 76:0.85 81:0.47 83:0.56 86:0.61 91:0.63 96:0.89 97:0.89 98:0.35 99:0.83 101:0.47 104:0.99 106:0.81 108:0.30 114:0.78 117:0.86 120:0.79 122:0.55 123:0.28 124:0.67 126:0.32 127:0.35 129:0.05 131:0.61 133:0.62 135:0.96 139:0.60 140:0.45 144:0.85 145:0.52 146:0.63 147:0.68 149:0.72 150:0.42 151:0.90 153:0.69 154:0.56 155:0.56 157:0.61 158:0.77 159:0.69 162:0.55 164:0.77 165:0.65 166:0.61 170:0.87 172:0.54 173:0.21 174:0.79 176:0.63 177:0.88 179:0.53 182:0.61 187:0.87 190:0.89 191:0.75 192:0.58 197:0.82 201:0.56 202:0.77 204:0.79 206:0.81 208:0.50 212:0.28 215:0.67 216:0.57 220:0.62 222:0.35 227:0.61 229:0.61 230:0.73 231:0.61 233:0.76 235:0.52 239:0.80 241:0.44 242:0.45 243:0.59 244:0.61 245:0.70 246:0.61 247:0.67 248:0.86 253:0.89 254:0.74 255:0.72 256:0.73 259:0.21 260:0.80 265:0.37 266:0.75 267:0.95 268:0.75 271:0.27 276:0.51 279:0.76 283:0.82 285:0.50 287:0.61 290:0.78 297:0.36 300:0.84\n1 1:0.62 7:0.70 8:0.71 10:0.82 11:0.84 12:0.06 17:0.70 18:0.76 21:0.13 27:0.24 29:0.62 30:0.45 32:0.67 34:1.00 36:0.38 37:0.60 43:0.25 45:0.81 55:0.71 66:0.61 69:0.71 70:0.65 71:0.95 74:0.62 77:0.70 81:0.52 83:0.56 86:0.65 91:0.42 97:0.89 98:0.45 99:0.83 101:0.47 104:0.95 108:0.54 114:0.88 122:0.65 123:0.52 124:0.55 126:0.32 127:0.49 129:0.05 131:0.61 133:0.60 135:0.74 139:0.63 144:0.85 145:0.87 146:0.62 147:0.67 149:0.24 150:0.46 154:0.52 155:0.53 157:0.61 158:0.76 159:0.60 165:0.65 166:0.61 170:0.87 172:0.54 173:0.66 174:0.88 176:0.63 177:0.88 178:0.55 179:0.68 182:0.61 187:0.68 192:0.55 195:0.80 197:0.89 201:0.58 204:0.83 208:0.50 212:0.55 215:0.84 216:0.55 222:0.35 227:0.61 229:0.61 230:0.73 231:0.63 233:0.76 235:0.22 239:0.82 241:0.27 242:0.28 243:0.68 244:0.61 245:0.60 246:0.61 247:0.74 253:0.64 254:0.88 259:0.21 265:0.47 266:0.54 267:0.52 271:0.27 276:0.43 279:0.75 282:0.75 283:0.67 287:0.61 290:0.88 297:0.36 300:0.55\n2 1:0.60 7:0.70 10:0.82 11:0.84 12:0.06 17:0.11 21:0.30 27:0.34 29:0.62 30:0.21 32:0.74 34:0.92 36:0.18 37:0.44 43:0.59 44:0.86 45:0.66 66:0.72 69:0.73 70:0.37 71:0.95 74:0.54 77:0.70 81:0.48 83:0.69 91:0.18 98:0.46 99:0.83 101:0.47 102:0.94 108:0.56 114:0.82 122:0.67 123:0.53 126:0.32 127:0.14 129:0.05 131:0.61 135:0.83 139:0.69 144:0.92 145:0.65 146:0.52 147:0.58 149:0.30 150:0.43 154:0.48 155:0.54 157:0.61 159:0.19 163:0.81 165:0.65 166:0.61 170:0.87 172:0.27 173:0.75 174:0.86 175:0.75 176:0.63 177:0.70 178:0.55 179:0.61 182:0.61 187:0.39 192:0.51 193:0.98 195:0.71 197:0.88 201:0.57 204:0.82 208:0.61 212:0.42 215:0.72 216:0.71 222:0.35 227:0.61 229:0.61 230:0.73 231:0.62 233:0.66 235:0.42 239:0.87 241:0.55 242:0.45 243:0.75 244:0.83 246:0.61 247:0.35 253:0.59 257:0.65 259:0.21 265:0.47 266:0.23 267:0.94 271:0.27 276:0.21 277:0.69 281:0.91 282:0.82 287:0.61 290:0.82 297:0.36 300:0.25\n2 1:0.57 8:0.71 10:0.88 11:0.84 12:0.06 17:0.85 18:0.67 21:0.59 27:0.57 29:0.62 30:0.40 32:0.67 34:0.84 36:0.30 37:0.38 43:0.65 45:0.92 48:0.91 66:0.95 69:0.43 70:0.88 71:0.95 74:0.77 77:0.98 81:0.50 83:0.56 86:0.71 91:0.10 97:0.89 98:0.93 99:0.83 101:0.47 104:0.79 106:0.81 108:0.33 114:0.73 117:0.86 122:0.55 123:0.32 126:0.51 127:0.58 129:0.05 131:0.61 135:0.94 139:0.67 144:0.85 145:0.74 146:0.92 147:0.94 149:0.81 150:0.40 154:0.55 155:0.46 157:0.61 158:0.77 159:0.55 165:0.65 166:0.73 170:0.87 172:0.88 173:0.39 174:0.91 176:0.70 177:0.88 178:0.55 179:0.34 182:0.61 187:0.21 192:0.45 193:0.95 195:0.75 197:0.93 201:0.55 206:0.81 208:0.50 212:0.71 215:0.55 216:0.72 222:0.35 227:0.61 229:0.61 231:0.63 235:0.80 236:0.91 239:0.87 241:0.27 242:0.19 243:0.95 246:0.61 247:0.92 253:0.62 254:0.99 259:0.21 265:0.93 266:0.54 267:0.99 271:0.27 276:0.79 279:0.76 281:0.91 282:0.75 283:0.82 287:0.61 290:0.73 297:0.36 300:0.70\n2 1:0.57 10:0.86 11:0.88 12:0.06 17:0.81 18:0.80 21:0.59 27:0.70 29:0.62 30:0.33 32:0.71 34:0.97 36:0.26 37:0.44 43:0.34 44:0.86 45:0.85 66:0.54 69:0.75 70:0.77 71:0.95 74:0.60 77:0.70 81:0.43 83:0.56 86:0.71 91:0.12 98:0.59 99:0.83 101:0.65 108:0.58 114:0.71 122:0.65 123:0.55 124:0.63 126:0.32 127:0.38 129:0.05 131:0.61 133:0.60 135:0.88 139:0.69 144:0.92 145:0.97 146:0.73 147:0.77 149:0.24 150:0.38 154:0.53 155:0.46 157:0.78 159:0.53 165:0.65 166:0.61 170:0.87 172:0.61 173:0.71 174:0.89 176:0.63 177:0.88 178:0.55 179:0.51 182:0.73 187:0.68 192:0.45 195:0.79 197:0.90 201:0.55 208:0.50 212:0.58 215:0.55 216:0.38 222:0.35 227:0.61 229:0.61 231:0.63 235:0.74 239:0.85 241:0.18 242:0.24 243:0.63 245:0.70 246:0.61 247:0.84 253:0.56 254:0.99 259:0.21 265:0.60 266:0.71 267:0.98 271:0.27 276:0.59 282:0.79 287:0.61 290:0.71 297:0.36 300:0.55\n1 1:0.59 10:0.86 11:0.88 12:0.06 17:0.67 18:0.79 21:0.68 27:0.45 29:0.62 30:0.33 34:0.94 36:0.25 37:0.50 43:0.60 45:0.73 64:0.77 66:0.12 69:0.71 70:0.49 71:0.95 74:0.33 81:0.40 83:0.56 86:0.74 91:0.14 98:0.12 99:0.83 101:0.65 108:0.54 122:0.65 123:0.81 124:0.81 126:0.32 127:0.24 129:0.59 131:0.61 133:0.76 135:0.83 139:0.71 144:0.92 145:0.50 146:0.19 147:0.24 149:0.39 150:0.35 154:0.49 155:0.47 157:0.77 159:0.47 163:0.75 165:0.65 166:0.76 170:0.87 172:0.16 173:0.63 174:0.79 175:0.91 177:0.38 178:0.55 179:0.75 182:0.86 187:0.68 192:0.44 197:0.84 201:0.56 208:0.50 212:0.19 216:0.77 222:0.35 227:0.61 229:0.61 231:0.65 235:0.88 236:0.94 239:0.85 241:0.15 242:0.19 243:0.40 244:0.83 245:0.46 246:0.85 247:0.55 253:0.29 257:0.84 259:0.21 265:0.11 266:0.47 267:0.88 271:0.27 276:0.32 277:0.95 287:0.61 300:0.33\n1 10:0.82 11:0.84 12:0.06 17:0.62 18:0.69 21:0.76 27:0.45 29:0.62 30:0.15 32:0.67 34:0.90 36:0.20 37:0.50 43:0.25 45:0.73 64:0.77 66:0.53 69:0.70 70:0.68 71:0.95 74:0.47 77:0.70 81:0.23 86:0.62 91:0.14 98:0.37 101:0.47 108:0.53 122:0.67 123:0.51 124:0.63 126:0.24 127:0.38 129:0.05 131:0.61 133:0.60 135:0.80 139:0.61 144:0.85 145:0.49 146:0.52 147:0.58 149:0.21 150:0.24 154:0.48 157:0.61 159:0.55 166:0.72 170:0.87 172:0.37 173:0.65 174:0.79 177:0.88 178:0.55 179:0.79 182:0.61 187:0.68 195:0.79 197:0.82 212:0.15 216:0.77 219:0.87 222:0.35 227:0.61 229:0.61 231:0.62 235:0.95 239:0.81 241:0.21 242:0.14 243:0.62 244:0.61 245:0.50 246:0.61 247:0.67 253:0.39 254:0.97 259:0.21 265:0.39 266:0.63 267:0.36 271:0.27 276:0.32 282:0.75 287:0.61 292:0.88 300:0.43\n1 1:0.56 7:0.70 10:0.82 11:0.84 12:0.06 17:0.76 18:0.66 21:0.77 27:0.72 29:0.62 30:0.70 34:1.00 36:0.49 43:0.39 45:0.87 48:0.91 66:0.72 69:0.82 70:0.56 71:0.95 74:0.61 81:0.39 83:0.56 86:0.63 91:0.18 97:0.94 98:0.51 99:0.83 101:0.47 108:0.66 114:0.63 122:0.55 123:0.64 124:0.41 126:0.32 127:0.23 129:0.05 131:0.61 132:0.97 133:0.39 135:0.92 139:0.62 144:0.85 146:0.54 147:0.60 149:0.41 150:0.34 154:0.58 155:0.52 157:0.61 158:0.77 159:0.31 165:0.65 166:0.61 170:0.87 172:0.61 173:0.87 174:0.79 176:0.63 177:0.88 178:0.55 179:0.45 182:0.61 187:0.68 192:0.54 197:0.82 201:0.53 204:0.82 208:0.50 212:0.73 215:0.44 216:0.15 222:0.35 227:0.61 229:0.61 230:0.73 231:0.61 233:0.66 235:0.98 239:0.81 241:0.07 242:0.24 243:0.75 245:0.62 246:0.61 247:0.67 253:0.52 254:0.93 259:0.21 265:0.52 266:0.54 267:0.44 271:0.27 276:0.47 279:0.78 281:0.91 283:0.82 287:0.61 290:0.63 297:0.36 300:0.55\n3 1:0.57 7:0.70 8:0.64 10:0.86 11:0.88 12:0.06 17:0.77 18:0.60 21:0.64 27:0.56 29:0.62 30:0.62 32:0.67 34:1.00 36:0.38 37:0.52 43:0.27 45:0.92 66:0.10 69:0.97 70:0.75 71:0.95 74:0.60 77:0.70 81:0.42 83:0.56 86:0.67 91:0.03 98:0.21 99:0.83 101:0.65 104:0.97 106:0.81 108:0.82 114:0.69 117:0.86 122:0.55 123:0.85 124:0.88 126:0.32 127:0.32 129:0.05 131:0.61 133:0.86 135:0.92 139:0.64 144:0.92 145:0.72 146:0.34 147:0.52 149:0.56 150:0.37 154:0.16 155:0.53 157:0.80 159:0.78 165:0.65 166:0.61 170:0.87 172:0.41 173:0.98 174:0.92 176:0.63 177:0.38 178:0.55 179:0.35 182:0.74 187:0.68 192:0.55 195:0.95 197:0.89 201:0.54 204:0.84 206:0.81 208:0.50 212:0.37 215:0.53 216:0.70 222:0.35 227:0.61 229:0.61 230:0.73 231:0.62 233:0.66 235:0.80 239:0.85 241:0.27 242:0.32 243:0.34 245:0.75 246:0.61 247:0.86 253:0.55 254:0.94 257:0.84 259:0.21 265:0.22 266:0.91 267:0.95 271:0.27 276:0.68 277:0.87 282:0.75 287:0.61 290:0.69 297:0.36 300:0.70\n1 1:0.58 10:0.87 11:0.64 12:0.79 17:0.67 18:0.79 21:0.30 26:0.96 27:0.67 28:0.70 29:0.71 30:0.76 34:0.95 36:0.24 37:0.83 39:0.38 43:0.60 45:0.83 58:0.93 66:0.83 69:0.64 70:0.28 71:0.79 74:0.38 81:0.48 83:0.54 86:0.69 91:0.49 98:0.43 99:0.83 101:0.69 104:0.58 108:0.49 114:0.80 122:0.57 123:0.47 126:0.31 127:0.14 129:0.05 131:0.61 135:0.63 139:0.67 141:0.91 144:0.76 146:0.40 147:0.46 149:0.37 150:0.45 154:0.63 155:0.47 157:0.97 159:0.15 161:0.79 165:0.63 166:0.78 167:0.72 170:0.82 172:0.51 173:0.74 174:0.83 176:0.62 177:0.96 178:0.55 179:0.28 181:0.50 182:0.96 187:0.21 192:0.46 197:0.87 199:0.94 201:0.56 208:0.49 212:0.91 215:0.72 216:0.29 222:0.60 223:0.95 224:0.93 227:0.61 229:0.61 231:0.76 232:0.80 234:0.91 235:0.42 239:0.86 241:0.51 242:0.13 243:0.84 246:0.96 247:0.74 253:0.57 254:0.97 259:0.21 264:0.90 265:0.45 266:0.17 267:0.82 271:0.56 274:0.91 275:0.91 276:0.40 287:0.61 290:0.80 294:0.95 297:0.36 300:0.25\n1 10:0.96 11:0.64 12:0.79 17:0.62 18:0.93 21:0.78 26:0.97 27:0.06 28:0.70 29:0.71 30:0.84 34:0.82 36:0.84 37:0.90 39:0.38 43:0.60 45:0.98 58:0.93 66:0.71 69:0.07 70:0.47 71:0.79 74:0.63 86:0.89 91:0.04 98:0.86 101:0.69 104:0.58 108:0.06 122:0.67 123:0.06 124:0.47 127:0.93 129:0.05 131:0.61 133:0.60 135:0.82 139:0.84 141:0.91 144:0.76 146:0.97 147:0.98 149:0.87 154:0.72 157:1.00 159:0.81 161:0.79 166:0.61 167:0.71 170:0.82 172:0.93 173:0.08 174:0.95 177:0.96 178:0.55 179:0.23 181:0.50 182:1.00 187:0.68 197:0.95 199:0.97 212:0.56 216:0.70 222:0.60 223:0.97 224:0.93 227:0.61 229:0.61 231:0.80 232:0.80 234:0.91 235:0.12 239:0.94 241:0.46 242:0.14 243:0.75 245:0.92 246:0.61 247:0.94 253:0.47 254:0.93 259:0.21 264:0.90 265:0.86 266:0.80 267:0.52 271:0.56 274:0.91 275:0.97 276:0.89 287:0.61 294:0.98 300:0.70\n1 1:0.57 10:0.92 11:0.64 12:0.79 17:0.91 18:0.90 21:0.54 26:0.97 27:0.67 28:0.70 29:0.71 30:0.30 34:0.63 36:0.49 37:0.83 39:0.38 43:0.34 45:0.95 58:0.93 66:0.84 69:0.73 70:0.57 71:0.79 74:0.42 81:0.42 83:0.54 86:0.81 91:0.44 98:0.82 99:0.83 101:0.87 104:0.58 108:0.56 114:0.72 122:0.99 123:0.53 124:0.38 126:0.31 127:0.48 129:0.05 131:0.61 133:0.38 135:0.30 139:0.77 141:0.91 144:0.76 146:0.85 147:0.88 149:0.81 150:0.40 154:0.25 155:0.46 157:1.00 159:0.50 161:0.79 165:0.63 166:0.78 167:0.72 170:0.82 172:0.95 173:0.73 174:0.97 176:0.62 177:0.96 178:0.55 179:0.17 181:0.50 182:1.00 187:0.68 192:0.45 197:0.98 199:0.96 201:0.54 208:0.49 212:0.94 215:0.58 216:0.29 222:0.60 223:0.97 224:0.93 227:0.61 229:0.61 231:0.82 232:0.80 234:0.91 235:0.68 239:0.91 241:0.50 242:0.45 243:0.85 244:0.83 245:0.93 246:0.96 247:0.98 253:0.53 259:0.21 264:0.90 265:0.82 266:0.38 267:0.28 271:0.56 274:0.91 275:0.99 276:0.91 287:0.61 290:0.72 294:0.97 297:0.36 300:0.55\n2 1:0.56 6:0.99 8:0.86 9:0.70 10:0.96 11:0.64 12:0.79 17:0.64 18:0.94 20:0.88 21:0.68 26:0.97 27:0.20 28:0.70 29:0.71 30:0.87 32:0.74 34:0.81 36:0.44 37:0.84 39:0.38 43:0.60 44:0.93 45:0.95 48:0.98 58:0.93 66:0.95 69:0.30 70:0.27 71:0.79 74:0.50 77:0.70 78:0.87 81:0.39 82:0.99 83:0.60 86:0.89 88:0.98 91:0.46 96:0.68 98:0.97 99:0.83 100:0.93 101:0.69 102:0.98 108:0.24 111:0.88 114:0.66 120:0.54 122:0.97 123:0.23 126:0.31 127:0.74 129:0.05 131:0.84 135:0.49 139:0.90 140:0.80 141:0.91 144:0.76 145:0.89 146:0.86 147:0.88 149:0.87 150:0.37 151:0.48 152:0.95 153:0.48 154:0.49 155:0.51 157:1.00 159:0.43 161:0.79 162:0.58 164:0.55 165:0.63 166:0.78 167:0.70 169:1.00 170:0.82 172:0.86 173:0.38 174:0.93 176:0.62 177:0.96 178:0.42 179:0.39 181:0.50 182:1.00 186:0.87 187:0.21 189:0.93 190:0.95 191:0.75 192:0.49 193:0.95 195:0.65 197:0.96 199:0.97 201:0.54 202:0.53 204:0.80 208:0.54 212:0.60 215:0.49 216:0.45 220:0.99 222:0.60 223:0.97 224:0.93 227:0.94 229:0.88 231:0.82 234:0.91 235:0.84 238:0.95 239:0.96 241:0.43 242:0.32 243:0.95 244:0.83 246:0.96 247:0.88 248:0.48 253:0.51 255:0.68 256:0.45 259:0.21 260:0.54 261:0.98 264:0.90 265:0.97 266:0.38 267:0.17 268:0.46 271:0.56 274:0.91 275:0.97 276:0.77 281:0.91 282:0.82 285:0.49 287:0.97 290:0.66 294:0.99 297:0.36 300:0.33\n2 1:0.65 10:0.95 11:0.64 12:0.79 17:0.62 18:0.89 21:0.40 22:0.93 26:0.98 27:0.56 28:0.70 29:0.71 30:0.73 32:0.78 33:0.97 34:0.77 36:0.23 37:0.60 39:0.38 43:0.36 44:0.93 45:0.99 47:0.93 56:0.97 58:0.93 64:0.77 66:0.88 69:0.83 70:0.56 71:0.79 74:0.77 77:0.89 81:0.75 82:0.99 83:0.72 86:0.86 88:0.98 91:0.06 98:0.89 99:0.99 101:0.69 102:0.98 104:0.89 106:0.81 108:0.68 114:0.82 117:0.86 122:0.57 123:0.66 124:0.37 126:0.54 127:0.75 129:0.05 131:0.61 133:0.38 135:0.56 139:0.86 141:0.91 144:0.76 145:0.72 146:0.96 147:0.47 149:0.78 150:0.57 154:0.58 155:0.50 157:1.00 159:0.73 161:0.79 165:0.86 166:0.88 167:0.61 170:0.82 172:0.96 173:0.75 174:0.97 176:0.73 177:0.38 178:0.55 179:0.17 181:0.50 182:1.00 187:0.39 192:0.51 195:0.85 197:0.97 199:0.98 201:0.66 206:0.81 208:0.64 212:0.69 215:0.67 216:0.76 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 231:0.83 232:0.93 234:0.91 235:0.74 236:0.97 239:0.95 241:0.07 242:0.15 243:0.11 245:0.93 246:1.00 247:0.96 253:0.66 254:0.84 257:0.93 259:0.21 262:0.93 264:0.90 265:0.89 266:0.75 267:0.44 271:0.56 274:0.91 275:0.98 276:0.93 282:0.86 287:0.61 290:0.82 291:0.97 294:0.99 297:0.36 300:0.84\n1 1:0.65 10:0.98 11:0.64 12:0.79 17:0.55 18:0.92 21:0.40 22:0.93 26:0.98 27:0.56 28:0.70 29:0.71 30:0.84 32:0.78 33:0.97 34:0.93 36:0.26 37:0.60 39:0.38 43:0.38 44:0.93 45:0.99 47:0.93 56:0.97 58:0.93 64:0.77 66:0.79 69:0.81 70:0.52 71:0.79 74:0.85 77:0.89 81:0.75 82:0.99 83:0.72 86:0.94 88:0.98 91:0.05 98:0.86 99:0.99 101:0.69 102:0.98 104:0.89 106:0.81 108:0.65 114:0.82 117:0.86 122:0.57 123:0.63 124:0.40 126:0.54 127:0.64 129:0.05 131:0.61 133:0.45 135:0.17 139:0.92 141:0.91 144:0.76 145:0.72 146:0.94 147:0.46 149:0.75 150:0.57 154:0.60 155:0.50 157:1.00 159:0.67 161:0.79 165:0.86 166:0.88 167:0.65 170:0.82 172:0.96 173:0.75 174:0.97 176:0.73 177:0.88 178:0.55 179:0.17 181:0.50 182:1.00 187:0.39 192:0.51 195:0.81 197:0.98 199:0.98 201:0.66 206:0.81 208:0.64 212:0.78 215:0.67 216:0.76 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 231:0.83 232:0.93 234:0.91 235:0.74 236:0.97 239:0.98 241:0.24 242:0.14 243:0.19 245:0.96 246:1.00 247:0.94 253:0.69 254:0.90 257:0.65 259:0.21 262:0.93 264:0.90 265:0.86 266:0.75 267:0.44 271:0.56 274:0.91 275:0.97 276:0.93 282:0.86 287:0.61 290:0.82 291:0.97 294:0.99 297:0.36 300:0.84\n2 1:0.60 8:0.72 9:0.72 10:0.95 11:0.64 12:0.79 17:0.81 18:0.89 20:0.82 21:0.47 23:0.97 26:0.98 27:0.67 28:0.70 29:0.71 30:0.91 31:0.90 32:0.74 34:0.64 36:0.78 37:0.42 39:0.38 43:0.65 44:0.93 45:0.93 56:0.97 58:0.98 62:0.97 64:0.77 66:0.91 69:0.33 70:0.23 71:0.79 74:0.51 77:0.70 78:0.72 79:0.89 80:1.00 81:0.54 82:0.98 83:0.72 86:0.92 88:0.98 91:0.72 96:0.74 98:0.84 99:0.95 100:0.73 101:0.69 102:0.94 108:0.26 111:0.72 120:0.62 122:0.97 123:0.25 126:0.43 127:0.34 128:0.96 129:0.05 131:0.90 135:0.61 137:0.90 139:0.91 140:0.80 141:0.99 144:0.76 145:0.72 146:0.54 147:0.60 149:0.73 150:0.42 151:0.61 152:0.81 153:0.48 154:0.65 155:0.63 157:1.00 159:0.19 161:0.79 162:0.54 164:0.70 165:0.70 166:0.76 167:0.98 168:0.96 169:0.72 170:0.82 172:0.74 173:0.60 174:0.92 177:0.96 178:0.42 179:0.47 181:0.50 182:1.00 186:0.73 190:0.95 192:0.87 193:0.98 195:0.55 196:0.93 197:0.95 199:0.98 201:0.59 202:0.72 204:0.84 205:0.97 208:0.64 212:0.95 216:0.22 220:0.87 222:0.60 223:0.98 224:0.98 227:0.95 229:0.89 231:0.83 234:0.97 235:0.68 236:0.94 239:0.94 241:0.88 242:0.32 243:0.91 246:0.95 247:0.74 248:0.69 253:0.56 254:0.94 255:0.70 256:0.68 259:0.21 260:0.62 261:0.73 264:0.90 265:0.84 266:0.12 267:0.18 268:0.69 271:0.56 274:0.98 275:0.96 276:0.61 281:0.86 282:0.82 284:0.91 285:0.61 287:0.97 294:0.98 300:0.25\n1 10:0.99 11:0.64 12:0.79 17:0.32 18:0.89 21:0.78 26:0.97 27:0.06 28:0.70 29:0.71 30:0.67 34:0.53 36:0.25 37:0.90 39:0.38 43:0.57 45:0.97 58:0.93 66:0.69 69:0.07 70:0.58 71:0.79 74:0.86 86:0.97 91:0.15 98:0.71 101:0.69 104:0.58 108:0.06 122:0.97 123:0.06 124:0.48 127:0.79 129:0.05 131:0.61 133:0.60 135:0.77 139:0.95 141:0.91 144:0.76 146:0.84 147:0.87 149:0.47 154:0.72 157:0.99 159:0.66 161:0.79 166:0.61 167:0.66 170:0.82 172:0.92 173:0.12 174:0.95 177:0.96 178:0.55 179:0.24 181:0.50 182:0.95 187:0.68 197:0.96 199:0.97 212:0.87 216:0.70 222:0.60 223:0.97 224:0.93 227:0.61 229:0.61 231:0.80 232:0.80 234:0.91 235:0.12 239:0.99 241:0.27 242:0.18 243:0.73 245:0.92 246:0.61 247:0.82 253:0.58 254:0.90 259:0.21 264:0.90 265:0.71 266:0.71 267:0.28 271:0.56 274:0.91 275:0.98 276:0.88 287:0.61 294:1.00 300:0.70\n2 1:0.61 6:0.99 8:0.93 9:0.74 10:0.91 11:0.64 12:0.79 17:0.59 18:0.88 20:0.96 21:0.64 23:0.99 26:0.98 27:0.20 28:0.70 29:0.71 30:0.87 31:0.92 32:0.74 34:0.44 36:0.37 37:0.84 39:0.38 43:0.57 44:0.93 45:0.88 48:0.98 56:0.97 58:0.99 62:0.97 64:0.77 66:0.36 69:0.73 70:0.41 71:0.79 74:0.53 75:0.95 77:0.70 78:0.94 79:0.92 81:0.70 82:0.99 83:0.72 86:0.86 88:0.98 91:0.85 96:0.93 97:0.89 98:0.36 99:0.99 100:1.00 101:0.69 102:0.98 108:0.56 111:0.99 114:0.72 120:0.88 122:0.97 123:0.54 124:0.70 126:0.54 127:0.76 128:0.97 129:0.59 131:0.93 133:0.62 135:0.54 137:0.92 139:0.86 140:0.80 141:0.99 143:0.98 144:0.76 145:0.89 146:0.31 147:0.23 149:0.58 150:0.50 151:0.54 152:0.95 153:0.82 154:0.63 155:0.64 157:0.99 159:0.34 161:0.79 162:0.64 164:0.87 165:0.86 166:0.88 167:0.98 168:0.97 169:1.00 170:0.82 172:0.51 173:0.87 174:0.89 176:0.73 177:0.38 178:0.42 179:0.63 181:0.50 182:1.00 186:0.94 189:0.99 190:0.95 191:0.92 192:0.99 193:0.95 195:0.60 196:0.94 197:0.92 199:0.97 201:0.62 202:0.84 204:0.80 205:0.98 208:0.64 212:0.80 215:0.53 216:0.45 219:0.87 220:0.93 222:0.60 223:0.98 224:0.98 226:0.96 227:0.96 229:1.00 231:0.83 234:0.97 235:0.95 236:0.97 238:0.99 239:0.93 241:0.89 242:0.13 243:0.23 245:0.73 246:1.00 247:0.88 248:0.55 253:0.91 254:0.95 255:0.73 256:0.85 257:0.93 259:0.21 260:0.88 261:0.98 264:0.90 265:0.38 266:0.54 267:0.65 268:0.86 271:0.56 274:0.99 275:0.95 276:0.53 279:0.75 281:0.91 282:0.82 284:0.97 285:0.62 287:1.00 290:0.72 292:0.88 294:0.98 297:0.36 300:0.55\n2 1:0.65 10:0.97 11:0.64 12:0.79 17:0.66 18:0.93 21:0.40 22:0.93 26:0.98 27:0.56 28:0.70 29:0.71 30:0.86 32:0.80 33:0.97 34:0.94 36:0.19 37:0.60 39:0.38 43:0.40 44:0.93 45:0.97 47:0.93 56:0.97 58:0.93 64:0.77 66:0.71 69:0.54 70:0.39 71:0.79 74:0.68 77:0.70 81:0.78 82:0.99 83:0.91 86:0.93 88:0.99 91:0.08 98:0.59 101:0.69 102:0.98 104:0.91 106:0.81 108:0.73 114:0.82 117:0.86 122:0.98 123:0.71 124:0.45 126:0.54 127:0.45 129:0.59 131:0.61 133:0.47 135:0.37 139:0.92 141:0.91 144:0.76 145:0.70 146:0.57 147:0.62 149:0.72 150:0.58 154:0.63 155:0.50 157:1.00 159:0.46 161:0.79 165:0.93 166:0.88 167:0.57 170:0.82 172:0.89 173:0.55 174:0.97 176:0.73 177:0.96 178:0.55 179:0.23 181:0.50 182:1.00 187:0.39 192:0.51 195:0.68 197:0.98 199:0.98 201:0.66 206:0.81 208:0.64 212:0.89 215:0.67 216:0.76 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 231:0.82 232:0.95 234:0.91 235:0.74 236:0.97 239:0.97 241:0.01 242:0.27 243:0.28 245:0.93 246:1.00 247:0.90 253:0.63 254:0.74 259:0.21 262:0.93 264:0.90 265:0.60 266:0.54 267:0.36 271:0.56 274:0.91 275:0.96 276:0.83 282:0.88 287:0.61 290:0.82 291:0.97 294:0.99 297:0.36 299:0.88 300:0.70\n1 1:0.67 7:0.69 8:0.58 10:0.92 11:0.64 12:0.79 17:0.66 18:0.67 20:0.85 21:0.22 26:0.98 27:0.67 28:0.70 29:0.71 30:0.76 32:0.69 34:0.89 36:0.24 37:0.44 39:0.38 43:0.32 44:0.86 45:0.87 56:0.97 58:0.93 64:0.77 66:0.77 69:0.74 70:0.42 71:0.79 74:0.58 77:0.70 78:0.79 81:0.80 83:0.91 86:0.80 91:0.29 98:0.56 100:0.73 101:0.69 102:0.94 108:0.58 111:0.78 114:0.90 122:0.67 123:0.55 124:0.38 126:0.54 127:0.27 129:0.05 131:0.61 133:0.36 135:0.78 139:0.76 141:0.91 144:0.76 145:0.70 146:0.54 147:0.05 149:0.24 150:0.62 152:0.81 154:0.64 155:0.55 157:0.99 159:0.30 161:0.79 165:0.93 166:0.89 167:0.63 169:0.72 170:0.82 172:0.59 173:0.83 174:0.89 176:0.73 177:0.05 178:0.55 179:0.56 181:0.50 182:1.00 186:0.80 187:0.39 192:0.58 193:0.95 195:0.64 197:0.92 199:0.95 201:0.67 204:0.82 208:0.64 212:0.75 215:0.79 216:0.56 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 230:0.71 231:0.82 233:0.76 234:0.91 235:0.60 236:0.97 239:0.90 241:0.15 242:0.18 243:0.13 245:0.52 246:1.00 247:0.74 253:0.64 254:0.92 257:0.97 259:0.21 261:0.79 264:0.90 265:0.58 266:0.47 267:0.36 271:0.56 274:0.91 275:0.93 276:0.44 281:0.91 282:0.77 287:0.61 290:0.90 294:0.97 297:0.36 300:0.43\n2 1:0.65 10:0.96 11:0.64 12:0.79 17:0.45 18:0.91 21:0.40 22:0.93 26:0.98 27:0.56 28:0.70 29:0.71 30:0.74 32:0.78 33:0.97 34:0.63 36:0.26 37:0.60 39:0.38 43:0.35 44:0.93 45:0.98 47:0.93 56:0.97 58:0.93 64:0.77 66:0.84 69:0.83 70:0.57 71:0.79 74:0.78 77:0.89 81:0.75 82:0.99 83:0.72 86:0.90 88:0.98 91:0.05 98:0.85 99:0.99 101:0.69 102:0.98 104:0.89 106:0.81 108:0.68 114:0.82 117:0.86 122:0.98 123:0.66 124:0.38 126:0.54 127:0.62 129:0.05 131:0.61 133:0.38 135:0.74 139:0.89 141:0.91 144:0.76 145:0.72 146:0.94 147:0.54 149:0.68 150:0.57 154:0.58 155:0.50 157:1.00 159:0.68 161:0.79 165:0.86 166:0.88 167:0.62 170:0.82 172:0.95 173:0.78 174:0.97 176:0.73 177:0.38 178:0.55 179:0.19 181:0.50 182:1.00 187:0.39 192:0.51 195:0.82 197:0.97 199:0.98 201:0.66 206:0.81 208:0.64 212:0.60 215:0.67 216:0.76 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 231:0.83 232:0.93 234:0.91 235:0.74 236:0.97 239:0.96 241:0.10 242:0.15 243:0.14 245:0.93 246:1.00 247:0.96 253:0.66 254:0.90 257:0.93 259:0.21 262:0.93 264:0.90 265:0.85 266:0.63 267:0.44 271:0.56 274:0.91 275:0.97 276:0.91 282:0.86 287:0.61 290:0.82 291:0.97 294:0.99 297:0.36 300:0.84\n0 1:0.56 10:0.98 11:0.64 12:0.79 17:0.72 18:0.95 21:0.78 26:0.98 27:0.45 28:0.70 29:0.71 30:0.87 34:0.89 36:0.18 37:0.50 39:0.38 43:0.60 45:0.98 56:0.97 58:0.93 64:0.77 66:0.82 69:0.83 70:0.41 71:0.79 74:0.55 81:0.48 83:0.60 86:0.96 91:0.06 98:0.66 99:0.95 101:0.69 108:0.68 122:0.97 123:0.66 124:0.41 126:0.43 127:0.44 129:0.05 131:0.61 133:0.72 135:0.71 139:0.93 141:0.91 144:0.76 145:0.49 146:0.84 147:0.22 149:0.83 150:0.36 154:0.60 155:0.46 157:1.00 159:0.63 161:0.79 165:0.70 166:0.76 167:0.65 170:0.82 172:0.94 173:0.78 174:0.97 177:0.70 178:0.55 179:0.19 181:0.50 182:1.00 187:0.68 192:0.44 197:0.98 199:0.98 201:0.54 208:0.54 212:0.86 216:0.77 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 231:0.77 234:0.91 235:1.00 236:0.94 239:0.97 241:0.21 242:0.24 243:0.10 245:0.82 246:0.95 247:0.84 253:0.43 254:0.86 257:0.84 259:0.21 264:0.90 265:0.67 266:0.71 267:0.36 271:0.56 274:0.91 275:0.98 276:0.88 287:0.61 294:0.99 300:0.70\n1 1:0.65 10:0.97 11:0.64 12:0.79 17:0.47 18:0.91 21:0.40 22:0.93 26:0.98 27:0.56 28:0.70 29:0.71 30:0.76 32:0.78 33:0.97 34:0.84 36:0.19 37:0.60 39:0.38 43:0.36 44:0.93 45:0.98 47:0.93 56:0.97 58:0.93 64:0.77 66:0.75 69:0.83 70:0.50 71:0.79 74:0.81 77:0.89 81:0.75 82:0.99 83:0.72 86:0.91 88:0.98 91:0.04 98:0.84 99:0.99 101:0.69 102:0.98 104:0.89 106:0.81 108:0.67 114:0.82 117:0.86 122:0.98 123:0.65 124:0.42 126:0.54 127:0.59 129:0.05 131:0.61 133:0.45 135:0.47 139:0.89 141:0.91 144:0.76 145:0.72 146:0.94 147:0.53 149:0.69 150:0.57 154:0.58 155:0.50 157:1.00 159:0.68 161:0.79 165:0.86 166:0.88 167:0.67 170:0.82 172:0.95 173:0.77 174:0.97 176:0.73 177:0.88 178:0.55 179:0.19 181:0.50 182:1.00 187:0.39 192:0.51 195:0.82 197:0.97 199:0.98 201:0.66 206:0.81 208:0.64 212:0.60 215:0.67 216:0.76 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 231:0.83 232:0.93 234:0.91 235:0.74 236:0.97 239:0.97 241:0.30 242:0.15 243:0.23 245:0.96 246:1.00 247:0.93 253:0.67 254:0.88 257:0.65 259:0.21 262:0.93 264:0.90 265:0.84 266:0.75 267:0.36 271:0.56 274:0.91 275:0.97 276:0.91 282:0.86 287:0.61 290:0.82 291:0.97 294:0.99 297:0.36 300:0.84\n1 1:0.63 10:0.97 11:0.64 12:0.79 17:0.69 18:0.93 21:0.54 22:0.93 26:0.98 27:0.56 28:0.70 29:0.71 30:0.87 32:0.80 33:0.97 34:0.91 36:0.18 37:0.60 39:0.38 43:0.60 44:0.93 45:0.97 47:0.93 56:0.97 58:0.93 64:0.77 66:0.16 69:0.48 70:0.42 71:0.79 74:0.66 77:0.70 81:0.75 82:0.99 83:0.91 86:0.91 88:0.99 91:0.10 98:0.62 101:0.69 102:0.98 104:0.97 106:0.81 108:0.73 114:0.77 117:0.86 122:0.98 123:0.35 124:0.50 126:0.54 127:0.50 129:0.59 131:0.61 133:0.47 135:0.68 139:0.90 141:0.91 144:0.76 145:0.74 146:0.67 147:0.72 149:0.84 150:0.54 154:0.61 155:0.49 157:1.00 159:0.48 161:0.79 165:0.93 166:0.88 167:0.65 170:0.82 172:0.87 173:0.48 174:0.97 176:0.73 177:0.96 178:0.55 179:0.24 181:0.50 182:1.00 187:0.21 192:0.50 195:0.68 197:0.98 199:0.98 201:0.64 206:0.81 208:0.64 212:0.87 215:0.58 216:0.76 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 231:0.82 232:0.99 234:0.91 235:0.84 236:0.97 239:0.97 241:0.24 242:0.24 243:0.37 245:0.95 246:1.00 247:0.88 253:0.60 254:0.74 259:0.21 262:0.93 264:0.90 265:0.61 266:0.75 267:0.84 271:0.56 274:0.91 275:0.96 276:0.84 282:0.88 287:0.61 290:0.77 291:0.97 294:0.99 297:0.36 299:0.88 300:0.84\n0 1:0.65 10:0.93 11:0.64 12:0.79 17:0.57 18:0.87 21:0.40 22:0.93 26:0.98 27:0.56 28:0.70 29:0.71 30:0.73 32:0.78 33:0.97 34:0.93 36:0.29 37:0.60 39:0.38 43:0.27 44:0.93 45:0.98 47:0.93 56:0.97 58:0.93 64:0.77 66:0.81 69:0.81 70:0.59 71:0.79 74:0.80 77:0.89 81:0.75 82:0.99 83:0.72 86:0.82 88:0.98 91:0.05 98:0.86 99:0.99 101:0.69 102:0.98 104:0.89 106:0.81 108:0.65 114:0.82 117:0.86 122:0.57 123:0.63 124:0.39 126:0.54 127:0.63 129:0.05 131:0.61 133:0.45 135:0.17 139:0.83 141:0.91 144:0.76 145:0.72 146:0.94 147:0.38 149:0.73 150:0.57 154:0.49 155:0.50 157:1.00 159:0.67 161:0.79 165:0.86 166:0.88 167:0.65 170:0.82 172:0.95 173:0.76 174:0.96 176:0.73 177:0.88 178:0.55 179:0.19 181:0.50 182:1.00 187:0.39 192:0.51 195:0.81 197:0.96 199:0.98 201:0.66 206:0.81 208:0.64 212:0.75 215:0.67 216:0.76 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 231:0.83 232:0.93 234:0.91 235:0.74 236:0.97 239:0.94 241:0.24 242:0.17 243:0.17 245:0.94 246:1.00 247:0.94 253:0.67 254:0.90 257:0.65 259:0.21 262:0.93 264:0.90 265:0.86 266:0.75 267:0.44 271:0.56 274:0.91 275:0.97 276:0.91 282:0.86 287:0.61 290:0.82 291:0.97 294:0.98 297:0.36 300:0.84\n2 1:0.66 10:0.99 11:0.83 12:0.79 17:0.94 18:0.93 21:0.30 26:0.98 27:0.63 28:0.70 29:0.71 30:0.87 32:0.78 34:0.31 36:0.21 37:0.61 39:0.38 43:0.63 44:0.93 45:0.99 56:0.97 58:0.93 64:0.77 66:0.77 69:0.54 70:0.44 71:0.79 74:0.91 77:0.70 81:0.76 82:0.99 83:0.72 85:0.72 86:0.97 88:0.98 91:0.05 98:0.84 99:0.99 101:0.97 102:0.98 104:0.94 106:0.81 108:0.41 114:0.86 117:0.86 122:0.97 123:0.40 124:0.43 126:0.54 127:0.79 129:0.05 131:0.61 133:0.62 135:0.96 139:0.97 141:0.91 144:0.76 145:0.67 146:0.98 147:0.98 149:0.84 150:0.59 154:0.77 155:0.51 157:1.00 159:0.83 161:0.79 165:0.86 166:0.89 167:0.61 170:0.82 172:0.97 173:0.31 174:0.97 176:0.73 177:0.96 178:0.55 179:0.15 181:0.50 182:1.00 187:0.39 192:0.55 195:0.92 197:0.97 199:0.98 201:0.66 206:0.81 208:0.64 212:0.68 215:0.72 216:0.55 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 231:0.83 232:0.97 234:0.91 235:0.68 236:0.97 239:0.99 241:0.07 242:0.18 243:0.79 245:0.96 246:1.00 247:0.91 253:0.72 259:0.21 264:0.90 265:0.84 266:0.75 267:0.87 271:0.56 274:0.91 275:0.99 276:0.95 282:0.86 287:0.61 290:0.86 294:1.00 297:0.36 300:0.84\n2 1:0.65 10:0.98 11:0.64 12:0.79 17:0.45 18:0.93 21:0.40 22:0.93 26:0.98 27:0.56 28:0.70 29:0.71 30:0.85 32:0.78 33:0.97 34:0.68 36:0.24 37:0.60 39:0.38 43:0.36 44:0.93 45:0.99 47:0.93 56:0.97 58:0.93 64:0.77 66:0.85 69:0.83 70:0.48 71:0.79 74:0.80 77:0.89 81:0.75 82:0.99 83:0.72 86:0.94 88:0.98 91:0.08 98:0.86 99:0.99 101:0.69 102:0.98 104:0.89 106:0.81 108:0.68 114:0.82 117:0.86 122:0.98 123:0.66 124:0.38 126:0.54 127:0.68 129:0.05 131:0.61 133:0.38 135:0.34 139:0.93 141:0.91 144:0.76 145:0.72 146:0.94 147:0.52 149:0.73 150:0.57 154:0.58 155:0.50 157:1.00 159:0.67 161:0.79 165:0.86 166:0.88 167:0.63 170:0.82 172:0.96 173:0.79 174:0.98 176:0.73 177:0.38 178:0.55 179:0.18 181:0.50 182:1.00 187:0.39 192:0.51 195:0.81 197:0.98 199:0.98 201:0.66 206:0.81 208:0.64 212:0.68 215:0.67 216:0.76 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 231:0.83 232:0.93 234:0.91 235:0.74 236:0.97 239:0.98 241:0.15 242:0.15 243:0.13 245:0.93 246:1.00 247:0.95 253:0.67 254:0.88 257:0.93 259:0.21 262:0.93 264:0.90 265:0.86 266:0.63 267:0.44 271:0.56 274:0.91 275:0.97 276:0.92 282:0.86 287:0.61 290:0.82 291:0.97 294:0.99 297:0.36 300:0.84\n2 1:0.65 8:0.67 9:0.75 10:0.98 11:0.64 12:0.79 17:0.91 18:0.97 20:0.90 21:0.59 23:0.99 26:0.98 27:0.62 28:0.70 29:0.71 30:0.87 31:0.95 34:0.29 36:0.48 37:0.27 39:0.38 43:0.62 44:0.88 45:0.98 58:1.00 62:0.99 64:0.77 66:0.67 69:0.56 70:0.42 71:0.79 74:0.60 75:0.97 78:0.84 79:0.95 80:0.98 81:0.44 82:0.99 83:0.91 86:0.95 88:0.99 91:0.73 96:0.85 97:0.97 98:0.85 99:0.99 100:0.82 101:0.69 102:0.96 108:0.43 111:0.82 120:0.76 122:0.97 123:0.41 124:0.47 126:0.31 127:0.66 128:0.98 129:0.59 131:0.93 133:0.47 135:0.28 137:0.95 139:0.94 140:0.97 141:0.99 143:0.99 144:0.76 145:0.82 146:0.93 147:0.94 149:0.87 150:0.41 151:0.66 152:0.84 153:0.78 154:0.70 155:0.65 157:1.00 159:0.66 161:0.79 162:0.75 164:0.81 165:0.63 166:0.73 167:0.97 168:0.98 169:0.80 170:0.82 172:0.93 173:0.46 174:0.98 177:0.96 178:0.48 179:0.20 181:0.50 182:1.00 186:0.84 190:0.77 192:1.00 193:0.95 195:0.83 196:0.97 197:0.99 199:0.99 201:0.61 202:0.81 204:0.81 205:0.99 208:0.64 212:0.77 216:0.23 219:0.91 220:0.74 222:0.60 223:0.98 224:0.98 226:0.96 227:0.96 229:1.00 231:0.83 234:0.98 235:0.95 236:0.91 239:0.98 241:0.85 242:0.28 243:0.72 245:0.97 246:0.61 247:0.74 248:0.63 253:0.82 254:0.86 255:0.78 256:0.85 259:0.21 260:0.77 261:0.85 264:0.90 265:0.85 266:0.38 267:0.23 268:0.85 271:0.56 274:0.99 275:0.97 276:0.90 279:0.79 281:0.91 284:0.97 285:0.62 287:1.00 292:0.88 294:0.99 295:0.98 300:0.70\n1 10:0.99 11:0.64 12:0.79 17:0.36 18:0.89 21:0.78 26:0.97 27:0.06 28:0.70 29:0.71 30:0.67 34:0.53 36:0.22 37:0.90 39:0.38 43:0.57 45:0.97 58:0.93 66:0.69 69:0.07 70:0.58 71:0.79 74:0.85 86:0.97 91:0.20 98:0.71 101:0.69 104:0.58 108:0.06 122:0.97 123:0.06 124:0.48 127:0.81 129:0.05 131:0.61 133:0.60 135:0.77 139:0.95 141:0.91 144:0.76 146:0.84 147:0.87 149:0.47 154:0.72 157:0.99 159:0.66 161:0.79 166:0.61 167:0.67 170:0.82 172:0.92 173:0.12 174:0.95 177:0.96 178:0.55 179:0.24 181:0.50 182:0.95 187:0.68 197:0.96 199:0.97 212:0.87 216:0.70 222:0.60 223:0.97 224:0.93 227:0.61 229:0.61 231:0.80 232:0.80 234:0.91 235:0.12 239:0.99 241:0.32 242:0.18 243:0.73 245:0.92 246:0.61 247:0.82 253:0.58 254:0.90 259:0.21 264:0.90 265:0.72 266:0.71 267:0.36 271:0.56 274:0.91 275:0.98 276:0.88 287:0.61 294:1.00 300:0.70\n1 10:0.97 11:0.64 12:0.79 17:0.47 18:0.92 21:0.78 26:0.97 27:0.06 28:0.70 29:0.71 30:0.85 34:0.77 36:0.66 37:0.90 39:0.38 43:0.59 45:0.98 58:0.93 66:0.71 69:0.08 70:0.46 71:0.79 74:0.66 86:0.94 91:0.12 98:0.80 101:0.69 104:0.58 108:0.07 122:0.97 123:0.07 124:0.47 127:0.87 129:0.05 131:0.61 133:0.60 135:0.83 139:0.87 141:0.91 144:0.76 146:0.93 147:0.95 149:0.85 154:0.71 157:1.00 159:0.74 161:0.79 166:0.61 167:0.71 170:0.82 172:0.93 173:0.10 174:0.94 177:0.96 178:0.55 179:0.23 181:0.50 182:1.00 187:0.68 197:0.96 199:0.97 212:0.73 216:0.70 222:0.60 223:0.97 224:0.93 227:0.61 229:0.61 231:0.80 232:0.80 234:0.91 235:0.22 239:0.96 241:0.46 242:0.17 243:0.75 245:0.92 246:0.61 247:0.88 253:0.49 254:0.93 259:0.21 264:0.90 265:0.80 266:0.75 267:0.44 271:0.56 274:0.91 275:0.98 276:0.89 287:0.61 294:0.99 300:0.70\n1 1:0.67 7:0.69 10:0.89 11:0.64 12:0.79 17:0.66 18:0.62 21:0.22 26:0.98 27:0.31 28:0.70 29:0.71 30:0.76 32:0.77 34:0.98 36:0.29 37:0.55 39:0.38 43:0.31 44:0.93 45:0.83 56:0.97 58:0.93 64:0.77 66:0.64 69:0.60 70:0.36 71:0.79 74:0.60 77:0.70 80:0.98 81:0.80 82:0.99 83:0.91 86:0.73 88:0.98 91:0.09 98:0.52 101:0.69 102:0.98 104:0.95 106:0.81 108:0.45 114:0.90 117:0.86 122:0.57 123:0.44 124:0.44 126:0.54 127:0.23 129:0.05 131:0.61 133:0.38 135:0.87 139:0.79 141:0.91 144:0.76 145:0.72 146:0.53 147:0.59 149:0.31 150:0.62 154:0.64 155:0.54 157:0.98 159:0.28 161:0.79 165:0.93 166:0.89 167:0.65 170:0.82 172:0.45 173:0.64 174:0.86 176:0.73 177:0.96 178:0.55 179:0.61 181:0.50 182:1.00 187:0.39 192:0.57 193:0.95 195:0.67 197:0.89 199:0.95 201:0.67 204:0.81 206:0.81 208:0.64 212:0.57 215:0.79 216:0.85 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 230:0.71 231:0.82 232:0.97 233:0.76 234:0.91 235:0.60 236:0.97 239:0.92 241:0.24 242:0.13 243:0.69 245:0.55 246:1.00 247:0.74 253:0.65 254:0.92 259:0.21 264:0.90 265:0.54 266:0.47 267:0.28 271:0.56 274:0.91 275:0.91 276:0.37 281:0.91 282:0.85 287:0.61 290:0.90 294:0.98 297:0.36 300:0.33\n1 6:0.84 7:0.81 8:0.70 12:0.06 17:0.03 20:0.85 21:0.30 27:0.50 28:0.53 30:0.45 34:0.56 36:0.80 37:0.25 43:0.52 55:0.59 66:0.94 69:0.10 70:0.49 78:0.76 81:0.91 91:0.87 98:0.95 100:0.79 104:0.79 106:0.81 108:0.09 111:0.76 120:0.98 123:0.09 126:0.54 127:0.64 129:0.05 135:0.37 140:0.45 146:0.91 147:0.92 149:0.76 150:0.83 151:0.89 152:0.90 153:0.99 154:0.41 159:0.51 161:0.68 162:0.79 164:0.98 167:0.78 169:0.77 172:0.83 173:0.18 177:0.05 179:0.43 181:0.64 186:0.76 187:0.21 189:0.87 191:0.82 202:0.96 206:0.81 212:0.75 215:0.72 216:0.75 230:0.87 233:0.76 235:0.31 238:0.92 241:0.73 242:0.82 243:0.94 247:0.12 248:0.98 256:0.97 259:0.21 260:0.98 261:0.80 265:0.95 266:0.47 267:0.94 268:0.97 271:0.52 276:0.73 283:0.82 285:0.62 297:0.36 300:0.33\n0 8:0.77 12:0.06 17:0.09 20:0.77 21:0.78 27:0.58 28:0.53 34:0.53 36:0.29 37:0.45 78:0.75 91:0.96 100:0.78 104:0.58 111:0.74 120:0.90 135:0.80 140:0.87 151:0.78 152:0.75 153:0.89 161:0.68 162:0.57 164:0.93 167:0.91 169:0.76 175:0.75 178:0.48 181:0.64 186:0.76 191:0.80 202:0.91 216:0.50 241:0.90 244:0.61 248:0.86 256:0.91 257:0.65 259:0.21 260:0.91 261:0.75 267:0.44 268:0.91 271:0.52 277:0.69 285:0.62\n1 6:0.79 8:0.58 12:0.06 17:0.06 20:0.98 21:0.78 27:0.07 28:0.53 34:0.80 36:0.28 37:0.24 78:0.82 91:0.99 100:0.88 104:0.58 111:0.83 120:0.99 135:0.81 140:0.45 151:0.90 152:0.93 153:0.99 161:0.68 162:0.74 164:0.99 167:0.91 169:0.85 175:0.75 181:0.64 186:0.82 189:0.82 191:0.81 202:0.98 216:0.76 238:0.93 241:0.89 244:0.61 248:0.98 256:0.98 257:0.65 259:0.21 260:0.99 261:0.89 267:0.87 268:0.99 271:0.52 277:0.69 285:0.62\n1 12:0.06 17:0.40 21:0.30 27:0.45 28:0.53 30:0.33 32:0.80 34:0.71 36:0.17 37:0.50 43:0.32 55:0.59 66:0.46 69:0.68 70:0.80 81:0.91 91:0.42 98:0.32 108:0.82 123:0.81 124:0.74 126:0.54 127:0.27 129:0.89 133:0.78 135:0.92 145:0.39 146:0.49 147:0.56 149:0.50 150:0.83 154:0.24 159:0.54 161:0.68 167:0.64 172:0.45 173:0.58 177:0.05 178:0.55 179:0.56 181:0.64 187:0.68 195:0.84 212:0.51 215:0.72 216:0.77 235:0.31 241:0.47 242:0.82 243:0.34 245:0.57 247:0.12 259:0.21 265:0.35 266:0.71 267:0.28 271:0.52 276:0.49 283:0.60 297:0.36 300:0.55\n1 6:0.82 8:0.64 12:0.06 17:0.06 20:0.83 21:0.05 27:0.63 28:0.53 30:0.33 34:0.92 36:0.39 37:0.31 43:0.51 55:0.52 66:0.86 69:0.10 70:0.72 78:0.74 81:0.95 91:0.80 98:0.90 100:0.78 104:0.78 106:0.81 108:0.09 111:0.74 120:0.95 123:0.09 126:0.54 127:0.46 129:0.05 135:0.69 140:0.87 146:0.70 147:0.75 149:0.63 150:0.91 151:0.80 152:0.79 153:0.93 154:0.40 159:0.28 161:0.68 162:0.59 164:0.95 167:0.74 169:0.76 172:0.61 173:0.32 177:0.05 178:0.48 179:0.69 181:0.64 186:0.75 187:0.21 189:0.84 191:0.76 202:0.94 206:0.81 212:0.69 215:0.91 216:0.58 235:0.05 238:0.89 241:0.67 242:0.82 243:0.87 247:0.12 248:0.92 256:0.94 259:0.21 260:0.95 261:0.76 265:0.90 266:0.27 267:0.59 268:0.94 271:0.52 276:0.48 283:0.60 285:0.62 297:0.36 300:0.55\n1 6:0.88 7:0.81 8:0.73 12:0.06 17:0.22 20:0.99 21:0.78 27:0.21 28:0.53 30:0.36 34:0.67 36:0.95 37:0.74 43:0.38 55:0.59 66:0.26 69:0.58 70:0.75 78:0.75 91:0.87 98:0.62 100:0.79 108:0.93 111:0.75 120:0.97 123:0.82 124:0.83 127:0.63 129:0.93 133:0.84 135:0.49 140:0.45 146:0.78 147:0.81 149:0.78 151:0.85 152:0.98 153:0.98 154:0.29 159:0.86 161:0.68 162:0.64 164:0.95 167:0.59 169:0.77 172:0.80 173:0.29 177:0.05 179:0.22 181:0.64 186:0.76 187:0.39 189:0.88 191:0.82 202:0.93 212:0.42 216:0.95 230:0.65 233:0.63 235:0.52 238:0.93 241:0.32 242:0.82 243:0.21 245:0.92 247:0.12 248:0.96 256:0.93 259:0.21 260:0.98 261:0.82 265:0.52 266:0.91 267:0.85 268:0.94 271:0.52 276:0.89 283:0.82 285:0.62 300:0.70\n1 6:0.82 7:0.81 8:0.74 12:0.06 17:0.01 20:0.92 21:0.78 27:0.48 28:0.53 30:0.33 34:0.49 36:0.85 37:0.80 43:0.46 55:0.52 66:0.72 69:0.40 70:0.64 78:0.74 91:0.91 98:0.68 100:0.77 104:0.74 108:0.68 111:0.73 120:0.93 123:0.66 124:0.42 127:0.34 129:0.59 133:0.47 135:0.71 140:0.96 146:0.50 147:0.56 149:0.62 151:0.74 152:0.86 153:0.84 154:0.35 159:0.53 161:0.68 162:0.51 164:0.95 167:0.89 169:0.75 172:0.68 173:0.31 177:0.05 178:0.54 179:0.48 181:0.64 186:0.75 189:0.84 191:0.82 202:0.96 212:0.58 216:0.62 220:0.62 230:0.87 233:0.76 235:0.02 238:0.88 241:0.82 242:0.82 243:0.22 245:0.71 247:0.12 248:0.90 256:0.93 259:0.21 260:0.93 261:0.76 265:0.68 266:0.75 267:0.89 268:0.94 271:0.52 276:0.60 283:0.60 285:0.62 300:0.55\n2 7:0.81 8:0.71 12:0.06 17:0.64 21:0.40 27:0.21 28:0.53 30:0.66 34:0.37 36:0.73 37:0.74 43:0.52 55:0.71 66:0.63 69:0.12 70:0.51 78:0.80 81:0.89 91:0.37 98:0.80 104:0.84 106:0.81 108:0.10 111:0.83 120:0.82 123:0.10 124:0.64 126:0.54 127:0.83 129:0.89 133:0.78 135:0.24 140:0.45 146:0.99 147:0.99 149:0.88 150:0.79 151:0.73 153:0.78 154:0.41 159:0.92 161:0.68 162:0.82 164:0.85 167:0.56 169:0.87 172:0.96 173:0.07 177:0.05 179:0.16 181:0.64 187:0.68 202:0.76 206:0.81 212:0.55 215:0.67 216:0.95 220:0.91 230:0.65 233:0.63 235:0.42 241:0.18 242:0.82 243:0.69 245:0.96 247:0.12 248:0.75 256:0.81 259:0.21 260:0.83 265:0.80 266:0.84 267:0.19 268:0.81 271:0.52 276:0.94 283:0.82 285:0.62 297:0.36 300:0.70\n4 6:0.97 8:0.96 12:0.06 17:0.13 20:0.96 21:0.59 25:0.88 27:0.04 28:0.53 30:0.45 32:0.80 34:0.21 36:0.23 37:0.94 43:0.25 55:0.71 66:0.13 69:0.84 70:0.50 78:0.88 81:0.84 91:0.99 98:0.40 100:0.99 104:0.58 108:0.79 111:0.97 120:0.98 123:0.67 124:0.50 126:0.54 127:0.25 129:0.59 133:0.47 135:0.24 140:0.45 145:0.79 146:0.43 147:0.50 149:0.31 150:0.64 151:0.89 152:0.94 153:0.99 154:0.18 159:0.31 161:0.68 162:0.76 164:0.99 167:0.92 169:0.97 172:0.27 173:0.90 177:0.05 179:0.81 181:0.64 186:0.88 189:0.98 191:0.98 195:0.66 202:0.97 212:0.52 215:0.55 216:0.72 235:0.68 238:0.99 241:0.96 242:0.82 243:0.34 245:0.48 247:0.12 248:0.97 256:0.98 259:0.21 260:0.98 261:0.98 265:0.37 266:0.27 267:0.73 268:0.98 271:0.52 276:0.29 283:0.82 285:0.62 297:0.36 300:0.33\n1 7:0.81 8:0.60 12:0.06 17:0.30 21:0.30 25:0.88 27:0.72 28:0.53 30:0.45 34:0.53 36:0.80 43:0.52 55:0.59 66:0.94 69:0.10 70:0.49 81:0.91 91:0.54 98:0.95 104:0.54 108:0.09 120:0.93 123:0.09 126:0.54 127:0.67 129:0.05 135:0.32 140:0.45 146:0.91 147:0.92 149:0.76 150:0.83 151:0.80 153:0.92 154:0.41 159:0.51 161:0.68 162:0.85 164:0.88 167:0.90 172:0.83 173:0.19 177:0.05 179:0.44 181:0.64 202:0.78 212:0.75 215:0.72 216:0.34 230:0.87 233:0.76 235:0.31 241:0.87 242:0.82 243:0.94 247:0.12 248:0.89 256:0.84 259:0.21 260:0.93 265:0.95 266:0.47 267:0.88 268:0.85 271:0.52 276:0.73 283:0.82 285:0.62 297:0.36 300:0.33\n1 12:0.06 17:0.34 21:0.30 27:0.45 28:0.53 30:0.55 32:0.80 34:0.71 36:0.24 37:0.50 43:0.32 55:0.84 66:0.52 69:0.68 70:0.51 81:0.91 91:0.14 98:0.70 108:0.78 123:0.77 124:0.64 126:0.54 127:0.51 129:0.81 133:0.67 135:0.95 145:0.47 146:0.71 147:0.75 149:0.63 150:0.83 154:0.24 159:0.73 161:0.68 163:0.81 167:0.62 172:0.65 173:0.54 177:0.05 178:0.55 179:0.50 181:0.64 187:0.68 195:0.88 212:0.19 215:0.72 216:0.77 235:0.31 241:0.43 242:0.82 243:0.39 245:0.75 247:0.12 259:0.21 265:0.70 266:0.84 267:0.65 271:0.52 276:0.66 283:0.60 297:0.36 300:0.43\n1 8:0.77 12:0.06 17:0.09 20:0.77 21:0.78 27:0.58 28:0.53 34:0.53 36:0.29 37:0.45 78:0.75 91:0.96 100:0.78 104:0.58 111:0.74 120:0.90 135:0.80 140:0.87 151:0.78 152:0.75 153:0.89 161:0.68 162:0.57 164:0.93 167:0.91 169:0.76 175:0.75 178:0.48 181:0.64 186:0.76 191:0.80 202:0.91 216:0.50 241:0.90 244:0.61 248:0.86 256:0.91 257:0.65 259:0.21 260:0.91 261:0.75 267:0.44 268:0.91 271:0.52 277:0.69 285:0.62\n1 12:0.06 17:0.26 20:0.81 21:0.13 25:0.88 27:0.72 28:0.53 34:0.26 36:0.61 37:0.24 43:0.52 66:0.36 69:0.07 78:0.74 81:0.93 91:0.89 98:0.09 100:0.73 104:0.54 108:0.06 111:0.73 120:0.90 123:0.06 126:0.54 127:0.06 129:0.05 135:0.37 140:0.45 146:0.05 147:0.05 149:0.16 150:0.89 151:0.73 152:0.78 153:0.80 154:0.41 159:0.05 161:0.68 162:0.83 164:0.93 167:0.90 169:0.72 172:0.05 173:0.21 177:0.05 181:0.64 186:0.75 202:0.86 215:0.84 216:0.62 220:0.74 235:0.12 241:0.85 243:0.51 248:0.85 256:0.90 259:0.21 260:0.90 261:0.74 265:0.09 267:0.69 268:0.91 271:0.52 283:0.60 285:0.62 297:0.36\n2 6:0.98 8:0.97 12:0.06 17:0.78 20:0.82 21:0.13 25:0.88 27:0.20 28:0.53 30:0.45 34:0.89 36:0.50 37:0.94 43:0.35 55:0.59 66:0.64 69:0.63 70:0.33 78:0.76 81:0.93 91:0.91 98:0.64 100:0.84 104:0.54 108:0.61 111:0.78 120:0.84 123:0.59 124:0.42 126:0.54 127:0.34 129:0.59 133:0.47 135:0.47 140:0.45 146:0.05 147:0.05 149:0.38 150:0.89 151:0.78 152:0.78 153:0.89 154:0.26 159:0.28 161:0.68 162:0.80 164:0.91 167:0.89 169:0.82 172:0.32 173:0.77 177:0.05 179:0.87 181:0.64 186:0.77 187:0.21 189:0.99 191:0.97 202:0.84 212:0.23 215:0.84 216:0.26 220:0.74 235:0.12 238:0.98 241:0.83 242:0.82 243:0.21 245:0.43 247:0.12 248:0.76 256:0.88 259:0.21 260:0.85 261:0.79 265:0.64 266:0.38 267:0.28 268:0.88 271:0.52 276:0.29 285:0.62 297:0.36 300:0.25\n2 1:0.65 8:0.64 10:0.96 11:0.77 12:0.69 17:0.95 18:0.86 21:0.47 26:0.97 27:0.64 29:0.77 30:0.85 34:0.75 36:0.61 37:0.34 39:0.72 43:0.40 45:0.99 56:0.97 58:0.93 64:0.77 66:0.61 69:0.29 70:0.56 71:0.88 74:0.44 77:0.70 80:0.99 81:0.77 83:0.73 86:0.73 89:0.98 91:0.09 97:0.94 98:0.66 99:1.00 101:0.87 108:0.22 114:0.80 122:0.98 123:0.22 124:0.72 126:0.54 127:0.90 129:0.05 131:0.61 133:0.81 135:0.32 139:0.72 141:0.91 144:0.76 145:0.54 146:0.89 147:0.91 149:0.83 150:0.54 154:0.37 155:0.53 157:0.87 158:0.73 159:0.79 165:0.88 166:0.81 170:0.77 172:0.93 173:0.17 174:0.96 176:0.73 177:0.99 178:0.55 179:0.20 182:0.80 187:0.68 192:0.58 193:0.96 195:0.89 197:0.98 199:0.98 201:0.65 204:0.80 208:0.64 212:0.71 215:0.63 216:0.15 219:0.88 222:0.84 223:0.97 224:0.93 225:0.98 227:0.61 229:0.61 231:0.71 234:0.91 235:0.95 236:0.97 239:0.95 240:0.95 241:0.18 242:0.23 243:0.68 244:0.83 245:0.93 246:0.91 247:0.97 253:0.58 254:0.93 259:0.21 264:0.96 265:0.66 266:0.91 267:0.23 271:0.44 274:0.91 275:0.98 276:0.92 279:0.75 282:0.71 283:0.67 287:0.61 290:0.80 292:0.88 294:0.99 297:0.36 300:0.84\n2 1:0.61 8:0.75 10:0.91 11:0.77 12:0.69 17:0.98 18:0.72 21:0.40 26:0.97 27:0.72 29:0.77 30:0.54 32:0.78 34:0.47 36:0.83 39:0.72 43:0.06 44:0.93 45:0.85 48:0.98 56:0.97 58:0.93 66:0.88 69:0.25 70:0.54 71:0.88 74:0.60 76:0.97 77:0.89 80:1.00 81:0.62 82:0.99 83:0.60 86:0.79 88:0.98 89:0.98 91:0.76 98:0.95 99:0.99 101:0.87 102:0.98 108:0.20 114:0.70 122:0.41 123:0.19 126:0.51 127:0.66 129:0.05 131:0.61 135:0.30 139:0.83 141:0.91 144:0.76 145:0.69 146:0.54 147:0.60 149:0.05 150:0.45 154:0.84 155:0.57 157:0.80 159:0.20 165:0.70 166:0.73 170:0.77 172:0.67 173:0.61 174:0.79 176:0.59 177:0.99 178:0.55 179:0.67 182:0.76 192:0.98 193:0.99 195:0.53 197:0.85 199:0.96 201:0.63 204:0.85 208:0.64 212:0.88 216:0.08 222:0.84 223:0.97 224:0.93 225:0.98 227:0.61 229:0.61 231:0.69 234:0.91 235:0.74 236:0.94 239:0.95 240:0.95 241:0.81 242:0.14 243:0.89 246:0.61 247:0.86 253:0.56 254:0.84 259:0.21 264:0.96 265:0.95 266:0.27 267:0.28 271:0.44 274:0.91 275:0.91 276:0.55 281:0.86 282:0.86 287:0.61 290:0.70 294:0.99 300:0.43\n1 10:0.92 11:0.77 12:0.69 17:0.32 18:0.70 21:0.78 26:0.95 27:0.28 29:0.77 30:0.91 34:0.77 36:0.65 37:0.93 39:0.72 43:0.28 45:0.92 58:0.93 66:0.64 69:0.87 70:0.24 71:0.88 74:0.43 86:0.77 89:0.97 91:0.23 98:0.40 101:0.71 104:0.58 108:0.74 122:0.98 123:0.73 124:0.50 127:0.79 129:0.05 131:0.61 133:0.59 135:0.34 139:0.72 141:0.91 144:0.76 146:0.40 147:0.22 149:0.25 154:0.53 157:0.80 159:0.44 166:0.61 170:0.77 172:0.61 173:0.97 174:0.86 177:0.70 178:0.55 179:0.67 182:0.74 187:0.39 197:0.88 199:0.95 212:0.85 216:0.25 222:0.84 223:0.94 224:0.93 225:0.96 227:0.61 229:0.61 231:0.64 232:0.79 234:0.91 235:0.05 239:0.89 240:0.95 241:0.21 242:0.21 243:0.24 245:0.63 246:0.61 247:0.79 253:0.37 254:0.90 257:0.97 259:0.21 264:0.96 265:0.42 266:0.38 267:0.36 271:0.44 274:0.91 275:0.94 276:0.46 287:0.61 294:0.97 300:0.33\n0 8:0.75 10:0.89 11:0.75 12:0.69 17:0.81 18:0.82 21:0.78 26:0.96 27:0.28 29:0.77 30:0.85 34:0.67 36:0.83 37:0.93 39:0.72 43:0.26 45:0.96 58:0.93 66:0.33 69:0.55 70:0.44 71:0.88 74:0.41 86:0.72 89:0.95 91:0.03 98:0.64 101:0.65 104:0.58 108:0.70 122:0.41 123:0.68 124:0.70 127:0.50 129:0.59 131:0.61 133:0.67 135:0.51 139:0.70 141:0.91 144:0.76 146:0.59 147:0.65 149:0.66 154:0.17 157:0.85 159:0.60 166:0.61 170:0.77 172:0.74 173:0.47 174:0.91 175:0.75 177:0.99 178:0.55 179:0.29 182:0.76 187:0.21 197:0.93 199:0.95 212:0.58 216:0.25 222:0.84 223:0.95 224:0.93 225:0.95 227:0.61 229:0.61 231:0.68 232:0.79 234:0.91 235:0.05 239:0.88 240:0.95 241:0.10 242:0.17 243:0.46 244:0.93 245:0.91 246:0.61 247:0.92 253:0.36 254:0.95 257:0.65 259:0.21 264:0.96 265:0.65 266:0.71 267:0.93 271:0.44 274:0.91 275:0.96 276:0.81 277:0.69 287:0.61 294:0.96 300:0.55\n1 1:0.58 10:0.94 11:0.77 12:0.69 17:0.79 18:0.68 21:0.13 26:0.97 27:0.72 29:0.77 30:0.85 34:0.75 36:0.99 37:0.26 39:0.72 43:0.28 45:0.97 56:0.97 58:0.93 66:0.54 69:0.82 70:0.51 71:0.88 74:0.48 80:0.99 81:0.38 82:0.98 83:0.56 86:0.80 88:0.99 89:0.98 91:0.27 98:0.75 99:0.83 101:0.87 102:0.95 108:0.67 122:0.98 123:0.65 124:0.52 126:0.26 127:0.62 129:0.05 131:0.61 133:0.43 135:0.26 139:0.75 141:0.91 144:0.76 145:0.45 146:0.75 147:0.64 149:0.57 150:0.37 154:0.51 155:0.53 157:0.82 159:0.48 165:0.63 166:0.61 170:0.77 172:0.83 173:0.87 174:0.93 177:0.88 178:0.55 179:0.31 182:0.75 187:0.21 192:0.55 193:0.96 195:0.68 197:0.95 199:0.97 201:0.55 204:0.83 208:0.50 212:0.82 216:0.21 222:0.84 223:0.97 224:0.93 225:0.97 227:0.61 229:0.61 231:0.65 234:0.91 235:0.22 236:0.91 239:0.94 240:0.95 241:0.35 242:0.27 243:0.40 245:0.93 246:0.61 247:0.93 253:0.39 254:0.88 257:0.93 259:0.21 264:0.96 265:0.75 266:0.47 267:0.19 271:0.44 274:0.91 275:0.97 276:0.81 287:0.61 294:0.98 300:0.70\n1 1:0.63 10:0.90 11:0.77 12:0.69 17:0.38 18:0.77 26:0.95 27:0.72 29:0.77 30:0.91 34:0.87 36:0.81 37:0.26 39:0.72 43:0.75 45:0.89 58:0.93 64:0.77 66:0.86 69:0.07 70:0.21 71:0.88 74:0.47 81:0.55 83:0.56 86:0.74 89:0.95 91:0.25 97:0.94 98:0.82 99:0.95 101:0.96 104:0.94 106:0.81 108:0.06 114:0.89 122:0.67 123:0.06 126:0.32 127:0.31 129:0.05 131:0.61 135:0.58 139:0.74 141:0.91 144:0.76 146:0.41 147:0.47 149:0.72 150:0.48 154:0.66 155:0.49 157:0.80 158:0.73 159:0.15 165:0.65 166:0.81 170:0.77 172:0.61 173:0.46 174:0.83 175:0.75 176:0.60 177:0.99 178:0.55 179:0.60 182:0.81 187:0.68 192:0.55 197:0.88 199:0.94 201:0.62 206:0.81 208:0.50 212:0.95 215:0.96 216:0.39 219:0.88 222:0.84 223:0.93 224:0.93 225:0.95 227:0.61 229:0.61 231:0.72 234:0.91 235:0.12 239:0.89 240:0.95 241:0.27 242:0.18 243:0.87 244:0.61 246:0.92 247:0.79 253:0.62 257:0.65 259:0.21 264:0.96 265:0.82 266:0.12 267:0.88 271:0.44 274:0.91 275:0.93 276:0.49 277:0.69 279:0.75 283:0.67 287:0.61 290:0.89 292:0.88 294:0.96 297:0.36 300:0.25\n1 1:0.65 10:0.96 11:0.77 12:0.69 17:0.55 18:0.92 21:0.40 22:0.93 26:0.97 27:0.56 29:0.77 30:0.93 32:0.80 33:0.97 34:0.92 36:0.23 37:0.60 39:0.72 43:0.36 44:0.93 45:0.98 47:0.93 56:0.97 58:0.93 64:0.77 66:0.97 69:0.58 70:0.28 71:0.88 74:0.72 77:0.70 81:0.79 82:0.99 83:0.91 86:0.90 88:0.99 89:0.98 91:0.03 97:0.94 98:0.82 101:0.87 102:0.98 104:0.91 106:0.81 108:0.44 114:0.82 117:0.86 122:0.67 123:0.43 126:0.54 127:0.31 129:0.05 131:0.61 135:0.75 139:0.90 141:0.91 144:0.76 145:0.74 146:0.83 147:0.86 149:0.63 150:0.55 154:0.58 155:0.50 157:0.88 158:0.74 159:0.39 165:0.93 166:0.81 170:0.77 172:0.92 173:0.59 174:0.91 176:0.73 177:0.99 178:0.55 179:0.20 182:0.80 187:0.39 192:0.57 195:0.68 197:0.93 199:0.96 201:0.67 206:0.81 208:0.64 212:0.82 215:0.67 216:0.76 219:0.88 222:0.84 223:0.97 224:0.93 225:0.98 227:0.61 229:0.61 231:0.72 232:0.95 234:0.91 235:0.84 236:0.97 239:0.96 240:0.95 241:0.02 242:0.15 243:0.97 246:0.91 247:0.90 253:0.64 254:0.74 259:0.21 262:0.93 264:0.96 265:0.82 266:0.27 267:0.79 271:0.44 274:0.91 275:0.96 276:0.83 279:0.76 282:0.88 283:0.82 287:0.61 290:0.82 291:0.97 292:0.95 294:0.99 297:0.36 299:0.88 300:0.70\n1 1:0.64 10:0.98 11:0.77 12:0.69 17:0.34 18:0.92 21:0.40 22:0.93 26:0.97 27:0.56 29:0.77 30:0.90 33:0.97 34:0.66 36:0.26 37:0.60 39:0.72 43:0.33 44:0.92 45:0.99 47:0.93 56:0.97 58:0.93 64:0.77 66:0.47 69:0.87 70:0.39 71:0.88 74:0.62 77:0.89 81:0.71 82:0.99 83:0.69 86:0.85 88:0.98 89:0.98 91:0.02 98:0.76 99:0.99 101:0.87 102:0.97 108:0.75 114:0.82 117:0.86 122:0.98 123:0.73 124:0.69 126:0.54 127:0.60 129:0.05 131:0.61 133:0.64 135:0.28 139:0.84 141:0.91 144:0.76 145:0.74 146:0.92 147:0.70 149:0.76 150:0.50 154:0.51 155:0.49 157:0.89 159:0.72 165:0.81 166:0.81 170:0.77 172:0.94 173:0.82 174:0.97 176:0.70 177:0.99 178:0.55 179:0.14 182:0.80 187:0.39 192:0.55 195:0.86 197:0.97 199:0.98 201:0.65 208:0.64 212:0.81 216:0.76 222:0.84 223:0.97 224:0.93 225:0.98 227:0.61 229:0.61 231:0.72 232:0.98 234:0.91 235:0.80 236:0.95 239:0.97 240:0.95 241:0.35 242:0.24 243:0.29 245:0.98 246:0.91 247:0.96 253:0.61 254:0.93 257:0.65 259:0.21 262:0.93 264:0.96 265:0.76 266:0.63 267:0.23 271:0.44 274:0.91 275:0.99 276:0.94 282:0.80 287:0.61 290:0.82 291:0.97 294:0.99 300:0.84\n1 1:0.60 10:0.92 11:0.77 12:0.69 17:0.70 18:0.92 21:0.22 22:0.93 26:0.95 27:0.72 29:0.77 30:0.88 34:0.80 36:0.54 39:0.72 43:0.27 45:0.96 47:0.93 58:0.93 64:0.77 66:0.45 69:0.12 70:0.41 71:0.88 74:0.50 81:0.50 83:0.56 86:0.82 89:0.97 91:0.27 98:0.76 99:0.95 101:0.87 104:0.80 106:0.81 108:0.73 114:0.80 117:0.86 122:0.97 123:0.72 124:0.59 126:0.32 127:0.73 129:0.59 131:0.61 133:0.47 135:0.97 139:0.77 141:0.91 144:0.76 146:0.68 147:0.73 149:0.55 150:0.43 154:0.56 155:0.48 157:0.87 159:0.60 165:0.65 166:0.81 170:0.77 172:0.78 173:0.17 174:0.89 176:0.60 177:0.99 178:0.55 179:0.34 182:0.80 187:0.39 192:0.50 197:0.90 199:0.95 201:0.59 206:0.81 208:0.50 212:0.60 215:0.79 216:0.18 222:0.84 223:0.95 224:0.93 225:0.96 227:0.61 229:0.61 231:0.72 232:0.87 234:0.91 235:0.42 239:0.90 240:0.95 241:0.05 242:0.13 243:0.48 244:0.61 245:0.94 246:0.92 247:0.94 253:0.58 254:0.92 259:0.21 262:0.93 264:0.96 265:0.76 266:0.75 267:0.73 271:0.44 274:0.91 275:0.96 276:0.80 287:0.61 290:0.80 294:0.97 297:0.36 300:0.70\n2 1:0.63 10:0.82 11:0.64 12:0.69 17:0.38 18:0.67 26:0.94 27:0.28 29:0.77 30:0.45 34:0.42 36:0.63 37:0.93 39:0.72 43:0.28 45:0.77 58:0.93 64:0.77 66:0.82 69:0.37 70:0.61 71:0.88 74:0.32 81:0.55 83:0.56 86:0.64 89:0.96 91:0.57 98:0.85 99:0.95 101:0.52 104:0.58 108:0.29 114:0.89 123:0.28 126:0.32 127:0.35 129:0.05 131:0.61 135:0.69 139:0.62 141:0.91 144:0.76 146:0.60 147:0.65 149:0.29 150:0.48 154:0.20 155:0.49 157:0.77 159:0.22 165:0.65 166:0.81 170:0.77 172:0.48 173:0.59 174:0.79 176:0.60 177:0.99 178:0.55 179:0.78 182:0.81 187:0.39 192:0.55 197:0.83 199:0.93 201:0.62 208:0.50 212:0.50 215:0.96 216:0.25 222:0.84 223:0.92 224:0.93 225:0.96 227:0.61 229:0.61 231:0.72 232:0.79 234:0.91 235:0.12 239:0.81 240:0.95 241:0.24 242:0.33 243:0.83 244:0.97 246:0.92 247:0.60 253:0.62 259:0.21 264:0.96 265:0.85 266:0.27 267:0.36 271:0.44 274:0.91 275:0.91 276:0.37 287:0.61 290:0.89 294:0.93 297:0.36 300:0.43\n1 1:0.65 10:0.97 11:0.77 12:0.69 17:0.53 18:0.86 21:0.40 22:0.93 26:0.97 27:0.56 29:0.77 30:0.93 32:0.80 33:0.97 34:0.93 36:0.28 37:0.60 39:0.72 43:0.36 44:0.93 45:0.99 47:0.93 56:0.97 58:0.93 64:0.77 66:0.20 69:0.58 70:0.28 71:0.88 74:0.65 77:0.70 81:0.79 82:0.99 83:0.91 86:0.83 88:0.99 89:0.97 91:0.05 97:0.94 98:0.60 101:0.87 102:0.98 104:0.91 106:0.81 108:0.73 114:0.82 117:0.86 122:0.98 123:0.43 124:0.52 126:0.54 127:0.45 129:0.59 131:0.61 133:0.47 135:0.74 139:0.86 141:0.91 144:0.76 145:0.74 146:0.65 147:0.70 149:0.78 150:0.55 154:0.58 155:0.50 157:0.86 158:0.74 159:0.46 165:0.93 166:0.81 170:0.77 172:0.89 173:0.59 174:0.96 176:0.73 177:0.99 178:0.55 179:0.20 182:0.80 187:0.21 192:0.57 195:0.68 197:0.97 199:0.98 201:0.67 206:0.81 208:0.64 212:0.86 215:0.67 216:0.76 219:0.88 222:0.84 223:0.97 224:0.93 225:0.98 227:0.61 229:0.61 231:0.71 232:0.95 234:0.91 235:0.84 236:0.97 239:0.97 240:0.95 241:0.18 242:0.30 243:0.40 245:0.97 246:0.91 247:0.93 253:0.63 254:0.74 259:0.21 262:0.93 264:0.96 265:0.61 266:0.27 267:0.52 271:0.44 274:0.91 275:0.98 276:0.87 279:0.76 282:0.88 283:0.82 287:0.61 290:0.82 291:0.97 292:0.95 294:0.99 297:0.36 299:0.88 300:0.70\n2 1:0.69 8:1.00 9:0.80 10:0.90 11:0.75 12:0.69 17:0.75 18:0.75 23:0.98 26:0.97 27:0.28 29:0.77 30:0.75 31:0.99 34:0.61 36:0.99 37:0.93 39:0.72 43:0.24 44:0.92 45:0.91 56:0.97 58:0.99 62:0.99 64:0.77 66:0.92 69:0.59 70:0.50 71:0.88 74:0.60 76:0.94 77:0.89 79:0.98 80:0.99 81:0.83 82:0.99 83:0.91 86:0.83 88:0.98 89:0.97 91:0.86 96:0.94 97:0.94 98:0.84 99:1.00 101:0.71 102:0.97 104:0.58 108:0.45 114:0.98 120:0.90 122:0.67 123:0.43 126:0.54 127:0.33 128:0.99 129:0.05 131:0.87 135:0.74 137:0.99 139:0.83 140:0.80 141:0.99 143:1.00 144:0.76 145:0.59 146:0.74 147:0.78 149:0.20 150:0.66 151:0.97 153:0.88 154:0.57 155:0.67 157:0.84 158:0.73 159:0.30 162:0.79 164:0.82 165:0.88 166:0.81 168:0.99 170:0.77 172:0.79 173:0.70 174:0.83 176:0.73 177:0.99 179:0.39 182:0.81 191:0.87 192:1.00 193:0.96 195:0.64 196:0.98 197:0.86 199:0.96 201:0.68 202:0.76 204:0.79 205:0.98 208:0.64 212:0.72 215:0.96 216:0.25 219:0.88 222:0.84 223:0.97 224:0.98 225:0.99 227:0.92 229:0.89 231:0.72 232:0.79 234:0.97 235:0.52 236:0.97 239:0.92 240:0.99 241:0.85 242:0.18 243:0.92 246:0.92 247:0.88 248:0.90 253:0.93 254:0.92 255:1.00 256:0.78 259:0.21 260:0.90 264:0.96 265:0.84 266:0.38 267:0.19 268:0.80 271:0.44 274:0.98 275:0.93 276:0.66 279:0.75 282:0.80 283:0.67 284:0.97 285:0.62 287:0.94 290:0.98 292:0.88 294:0.98 297:0.36 300:0.55\n0 1:0.59 8:0.87 9:0.76 10:0.91 11:0.75 12:0.69 17:0.79 18:0.63 21:0.40 23:0.97 26:0.97 27:0.44 29:0.77 30:0.42 31:0.94 34:0.75 36:0.96 37:0.69 39:0.72 43:0.23 45:0.90 56:0.97 58:0.98 62:0.97 66:0.93 69:0.41 70:0.62 71:0.88 74:0.32 79:0.93 80:0.99 81:0.53 82:0.98 83:0.73 86:0.62 88:0.99 89:0.98 91:0.73 96:0.80 98:0.94 99:0.95 101:0.65 102:0.95 104:0.78 108:0.31 120:0.76 123:0.30 126:0.43 127:0.59 128:0.98 129:0.05 131:0.87 135:0.58 137:0.94 139:0.61 140:0.94 141:0.99 143:0.99 144:0.76 145:0.70 146:0.79 147:0.82 149:0.21 150:0.42 151:0.86 153:0.48 154:0.45 155:0.66 157:0.77 159:0.34 162:0.79 164:0.81 165:0.65 166:0.61 168:0.98 170:0.77 172:0.82 173:0.53 174:0.88 177:0.99 179:0.43 182:0.80 191:0.80 192:1.00 193:0.96 195:0.62 196:0.88 197:0.90 199:0.96 201:0.61 202:0.72 204:0.79 205:0.97 208:0.64 212:0.89 215:0.67 216:0.26 220:0.82 222:0.84 223:0.97 224:0.98 225:0.98 227:0.92 229:0.89 231:0.72 234:0.97 235:0.68 236:0.92 239:0.91 240:0.99 241:0.81 242:0.15 243:0.94 244:0.83 246:0.61 247:0.88 248:0.77 253:0.74 254:0.93 255:1.00 256:0.77 259:0.21 260:0.77 264:0.96 265:0.94 266:0.27 267:0.36 268:0.77 271:0.44 274:0.98 275:0.95 276:0.72 283:0.67 284:0.89 285:0.62 287:0.93 294:0.97 297:0.36 300:0.55\n2 8:0.94 12:0.20 17:0.53 20:0.77 21:0.13 25:0.88 27:0.42 28:0.92 30:0.95 34:0.58 36:0.70 37:0.47 43:0.21 55:0.52 66:0.54 69:0.93 78:0.78 81:0.92 91:0.69 98:0.12 100:0.83 104:0.74 108:0.86 111:0.79 120:0.84 123:0.85 126:0.54 127:0.08 129:0.05 135:0.23 140:0.80 146:0.20 147:0.25 149:0.11 150:0.85 151:0.77 152:0.75 153:0.88 154:0.13 159:0.10 161:0.73 162:0.65 164:0.91 167:0.76 169:0.82 172:0.10 173:0.99 177:0.05 178:0.42 179:0.14 181:0.73 186:0.79 187:0.68 191:0.91 202:0.87 215:0.84 216:0.66 220:0.74 235:0.12 241:0.72 243:0.63 248:0.76 256:0.88 259:0.21 260:0.85 261:0.76 265:0.13 267:0.91 268:0.88 271:0.35 283:0.60 285:0.62 297:0.36 300:0.08\n2 6:0.91 7:0.81 8:0.79 12:0.20 17:0.38 20:0.95 21:0.30 27:0.21 28:0.92 30:0.16 34:0.61 36:0.90 37:0.74 43:0.52 55:0.59 66:0.23 69:0.10 70:0.85 78:0.80 81:0.89 91:0.90 98:0.51 100:0.90 104:0.84 106:0.81 108:0.98 111:0.84 120:0.95 123:0.98 124:0.95 126:0.54 127:0.88 129:0.99 133:0.95 135:0.32 140:0.45 146:0.83 147:0.86 149:0.90 150:0.79 151:0.83 152:0.97 153:0.96 154:0.41 159:0.96 161:0.73 162:0.68 164:0.95 167:0.69 169:0.86 172:0.95 173:0.06 177:0.05 179:0.11 181:0.73 186:0.81 187:0.39 189:0.93 191:0.78 202:0.93 206:0.81 212:0.54 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.96 241:0.62 242:0.82 243:0.19 245:0.98 247:0.12 248:0.93 256:0.93 259:0.21 260:0.96 261:0.88 265:0.53 266:0.89 267:0.99 268:0.94 271:0.35 276:0.98 283:0.82 285:0.62 297:0.36 300:0.94\n1 12:0.20 17:0.11 21:0.78 27:0.04 28:0.92 30:0.68 34:0.47 36:0.57 37:0.91 43:0.50 55:0.52 66:0.54 69:0.15 70:0.31 91:0.51 98:0.53 108:0.12 120:0.53 123:0.12 124:0.48 127:0.24 129:0.59 133:0.47 135:0.65 140:0.45 146:0.51 147:0.57 149:0.48 151:0.46 153:0.48 154:0.39 159:0.27 161:0.73 162:0.62 164:0.57 167:0.70 172:0.32 173:0.27 177:0.05 179:0.75 181:0.73 187:0.68 202:0.50 212:0.42 216:0.73 220:0.91 235:0.05 241:0.64 242:0.82 243:0.63 245:0.50 247:0.12 248:0.46 256:0.45 259:0.21 260:0.53 265:0.54 266:0.27 267:0.98 268:0.46 271:0.35 276:0.32 285:0.62 300:0.25\n3 7:0.81 12:0.20 17:0.53 21:0.30 27:0.21 28:0.92 30:0.21 34:0.55 36:0.86 37:0.74 43:0.52 55:0.71 66:0.12 69:0.10 70:0.85 81:0.89 91:0.44 98:0.50 104:0.87 106:0.81 108:0.85 123:0.84 124:0.95 126:0.54 127:0.88 129:0.99 133:0.95 135:0.42 146:0.83 147:0.86 149:0.90 150:0.79 154:0.41 159:0.96 161:0.73 167:0.61 172:0.90 173:0.06 177:0.05 178:0.55 179:0.11 181:0.73 187:0.39 206:0.81 212:0.52 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 241:0.44 242:0.82 243:0.19 245:0.98 247:0.12 259:0.21 265:0.52 266:0.92 267:0.97 271:0.35 276:0.98 297:0.36 300:0.94\n2 7:0.81 12:0.20 17:0.59 21:0.30 27:0.21 28:0.92 30:0.16 34:0.69 36:0.86 37:0.74 43:0.52 55:0.59 66:0.23 69:0.10 70:0.85 81:0.89 91:0.44 98:0.51 108:0.98 123:0.98 124:0.95 126:0.54 127:0.88 129:0.99 133:0.95 135:0.37 146:0.83 147:0.86 149:0.90 150:0.79 154:0.41 159:0.96 161:0.73 167:0.56 172:0.95 173:0.06 177:0.05 178:0.55 179:0.11 181:0.73 187:0.39 212:0.54 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 241:0.24 242:0.82 243:0.19 245:0.98 247:0.12 259:0.21 265:0.53 266:0.89 267:0.96 271:0.35 276:0.98 297:0.36 300:0.94\n1 8:0.79 12:0.20 17:0.08 21:0.13 25:0.88 27:0.42 28:0.92 30:0.45 34:0.22 36:0.59 37:0.47 43:0.44 55:0.52 66:0.69 69:0.45 70:0.25 81:0.92 91:0.86 98:0.89 104:0.74 108:0.35 120:0.81 123:0.34 126:0.54 127:0.43 129:0.05 135:0.61 140:0.45 146:0.56 147:0.62 149:0.31 150:0.85 151:0.78 153:0.89 154:0.33 159:0.20 161:0.73 162:0.73 163:0.93 164:0.86 167:0.89 172:0.21 173:0.73 177:0.05 179:0.97 181:0.73 191:0.86 202:0.79 212:0.61 215:0.84 216:0.66 235:0.12 241:0.90 242:0.82 243:0.73 247:0.12 248:0.73 256:0.81 259:0.21 260:0.82 265:0.89 266:0.17 267:0.36 268:0.83 271:0.35 276:0.20 283:0.82 285:0.62 297:0.36 300:0.18\n2 8:0.96 12:0.20 17:0.57 21:0.13 25:0.88 27:0.07 28:0.92 30:0.95 34:0.59 36:0.71 37:0.98 43:0.21 55:0.52 66:0.54 69:0.93 81:0.92 91:0.17 98:0.12 104:0.58 108:0.86 120:0.86 123:0.85 126:0.54 127:0.08 129:0.05 135:0.37 140:0.45 146:0.20 147:0.25 149:0.11 150:0.85 151:0.76 153:0.87 154:0.13 159:0.10 161:0.73 162:0.82 164:0.86 167:0.80 172:0.10 173:1.00 177:0.05 179:0.14 181:0.73 187:0.21 202:0.77 215:0.84 216:0.67 235:0.12 241:0.75 243:0.63 248:0.80 256:0.81 259:0.21 260:0.86 265:0.13 267:0.65 268:0.82 271:0.35 285:0.62 297:0.36 300:0.08\n1 6:0.95 8:0.95 12:0.20 17:0.11 20:0.77 21:0.78 27:0.04 28:0.92 30:0.68 34:0.53 36:0.60 37:0.91 43:0.50 55:0.52 66:0.54 69:0.15 70:0.31 78:0.91 91:0.38 98:0.53 100:0.99 104:0.90 106:0.81 108:0.12 111:0.98 123:0.12 124:0.48 127:0.24 129:0.59 133:0.47 135:0.63 146:0.51 147:0.57 149:0.48 152:0.79 154:0.39 159:0.27 161:0.73 167:0.60 169:0.94 172:0.32 173:0.27 177:0.05 178:0.55 179:0.75 181:0.73 186:0.91 187:0.95 189:0.99 206:0.81 212:0.42 216:0.73 235:0.05 238:0.99 241:0.41 242:0.82 243:0.63 245:0.50 247:0.12 259:0.21 261:0.88 265:0.54 266:0.27 267:0.97 271:0.35 276:0.32 300:0.25\n1 12:0.20 17:0.22 21:0.40 27:0.45 28:0.92 30:0.62 32:0.80 34:0.53 36:0.28 37:0.50 43:0.32 55:0.84 66:0.33 69:0.69 70:0.74 81:0.88 91:0.25 98:0.62 108:0.52 123:0.50 124:0.79 126:0.54 127:0.50 129:0.89 133:0.78 135:0.83 145:0.40 146:0.84 147:0.87 149:0.57 150:0.74 154:0.24 159:0.70 161:0.73 163:0.94 167:0.60 172:0.48 173:0.56 177:0.05 178:0.55 179:0.58 181:0.73 187:0.68 195:0.86 212:0.27 215:0.67 216:0.77 235:0.42 241:0.43 242:0.82 243:0.50 245:0.69 247:0.12 259:0.21 265:0.62 266:0.80 267:0.69 271:0.35 276:0.60 297:0.36 300:0.70\n2 8:0.74 12:0.20 17:0.08 21:0.78 27:0.72 28:0.92 34:0.70 36:0.77 37:0.84 91:0.84 104:0.58 120:0.92 135:0.28 140:0.80 151:0.79 153:0.91 161:0.73 162:0.54 164:0.93 167:0.90 175:0.75 178:0.42 181:0.73 191:0.75 202:0.93 216:0.36 235:0.52 241:0.94 244:0.61 248:0.88 256:0.91 257:0.65 259:0.21 260:0.92 267:0.19 268:0.91 271:0.35 277:0.69 283:0.82 285:0.62\n3 6:0.98 8:0.98 12:0.20 17:0.07 20:0.94 21:0.47 25:0.88 27:0.07 28:0.92 30:0.21 32:0.80 34:0.31 36:0.81 37:0.98 43:0.23 55:0.59 66:0.27 69:0.87 70:0.50 78:0.92 81:0.86 91:1.00 98:0.44 100:0.99 104:0.58 108:0.82 111:0.98 120:0.98 123:0.74 124:0.59 126:0.54 127:0.21 129:0.59 133:0.47 135:0.19 140:0.45 145:0.91 146:0.51 147:0.57 149:0.34 150:0.69 151:0.90 152:0.97 153:0.99 154:0.16 159:0.30 161:0.73 162:0.75 164:0.99 167:0.91 169:0.97 172:0.27 173:0.93 177:0.05 179:0.64 181:0.73 186:0.93 189:0.99 191:0.97 195:0.68 202:0.98 212:0.37 215:0.63 216:0.67 220:0.62 235:0.52 238:1.00 241:0.97 242:0.82 243:0.46 245:0.56 247:0.12 248:0.98 256:0.99 259:0.21 260:0.99 261:0.98 265:0.28 266:0.38 267:0.84 268:0.99 271:0.35 276:0.35 283:0.82 285:0.62 297:0.36 300:0.33\n1 8:0.60 12:0.20 17:0.34 21:0.13 25:0.88 27:0.69 28:0.92 34:0.26 36:0.33 37:0.29 81:0.92 91:0.85 104:0.58 120:0.86 126:0.54 135:0.30 140:0.80 150:0.85 151:0.75 153:0.86 161:0.73 162:0.58 164:0.88 167:0.90 175:0.75 178:0.42 181:0.73 202:0.85 215:0.84 216:0.51 235:0.12 241:0.92 244:0.61 248:0.81 256:0.86 257:0.65 259:0.21 260:0.87 267:0.65 268:0.85 271:0.35 277:0.69 283:0.82 285:0.62 297:0.36\n1 12:0.20 17:0.16 25:0.88 27:0.72 28:0.92 30:0.62 34:0.71 36:0.58 43:0.47 55:0.92 66:0.61 69:0.33 70:0.34 78:0.80 81:0.95 91:0.84 98:0.77 104:0.58 108:0.54 111:0.80 120:0.89 123:0.52 124:0.43 126:0.54 127:0.55 129:0.59 133:0.47 135:0.47 140:0.45 146:0.05 147:0.05 149:0.37 150:0.91 151:0.79 153:0.90 154:0.36 159:0.32 161:0.73 162:0.82 163:0.86 164:0.87 167:0.90 169:0.82 172:0.27 173:0.48 177:0.05 179:0.94 181:0.73 202:0.78 212:0.30 215:0.96 216:0.18 235:0.02 241:0.92 242:0.82 243:0.23 245:0.42 247:0.12 248:0.84 256:0.84 260:0.89 265:0.77 266:0.27 267:0.85 268:0.84 271:0.35 276:0.28 285:0.62 297:0.36 300:0.25\n2 6:0.87 8:0.81 12:0.20 17:0.26 20:0.81 21:0.05 25:0.88 27:0.72 28:0.92 30:0.66 32:0.80 34:0.82 36:0.55 43:0.51 55:0.59 66:0.46 69:0.32 70:0.42 78:0.77 81:0.99 91:0.66 98:0.73 100:0.81 104:0.76 108:0.49 111:0.77 120:0.82 123:0.47 124:0.74 126:0.54 127:0.65 129:0.89 133:0.78 135:0.70 140:0.45 145:0.96 146:0.05 147:0.05 149:0.62 150:0.99 151:0.75 152:0.78 153:0.86 154:0.40 159:0.41 161:0.73 162:0.69 164:0.85 167:0.80 169:0.79 172:0.45 173:0.40 177:0.05 179:0.72 181:0.73 186:0.78 187:0.21 189:0.88 191:0.96 195:0.61 202:0.78 212:0.36 215:0.91 216:0.34 220:0.93 235:0.52 238:0.91 241:0.76 242:0.82 243:0.13 245:0.57 247:0.12 248:0.74 256:0.80 259:0.21 260:0.83 261:0.78 265:0.74 266:0.54 267:0.99 268:0.81 271:0.35 276:0.46 285:0.62 297:1.00 300:0.33\n1 12:0.20 17:0.32 25:0.88 27:0.07 28:0.92 30:0.91 32:0.80 34:0.34 36:0.97 37:0.98 43:0.50 55:0.59 66:0.69 69:0.30 70:0.13 81:0.97 91:0.58 98:0.69 104:0.58 108:0.24 120:0.53 123:0.23 126:0.54 127:0.21 129:0.05 135:0.61 140:0.45 145:0.91 146:0.32 147:0.39 149:0.35 150:0.96 151:0.46 153:0.48 154:0.39 159:0.13 161:0.73 162:0.62 164:0.57 167:0.82 172:0.21 173:0.70 177:0.05 179:0.90 181:0.73 187:0.21 195:0.52 202:0.50 212:0.95 215:0.96 216:0.67 220:0.87 235:0.52 241:0.76 242:0.82 243:0.73 247:0.12 248:0.46 256:0.45 259:0.21 260:0.53 265:0.69 266:0.12 267:0.23 268:0.46 271:0.35 276:0.23 285:0.62 297:0.99 300:0.13\n1 6:0.84 8:0.74 12:0.20 17:0.24 20:0.94 25:0.88 27:0.32 28:0.92 34:0.53 36:0.48 37:0.60 78:0.80 81:0.95 91:0.96 100:0.83 104:0.58 111:0.80 120:0.98 126:0.54 135:0.61 140:0.45 150:0.91 151:0.84 152:0.87 153:0.98 161:0.73 162:0.56 164:0.98 167:0.90 169:0.82 175:0.75 181:0.73 186:0.80 189:0.86 191:0.85 202:0.97 215:0.96 216:0.50 235:0.02 238:0.91 241:0.95 244:0.61 248:0.97 256:0.97 257:0.65 260:0.98 261:0.84 267:0.82 268:0.97 271:0.35 277:0.69 283:0.82 285:0.62 297:0.36\n1 6:0.98 8:0.60 12:0.20 17:0.12 20:0.94 25:0.88 27:0.07 28:0.92 34:0.69 36:0.75 37:0.98 78:0.84 81:0.95 91:0.74 100:0.89 104:0.58 111:0.84 120:0.84 126:0.54 135:0.65 140:0.45 150:0.91 151:0.78 152:0.97 153:0.90 161:0.73 162:0.49 164:0.82 167:0.82 169:0.97 175:0.75 181:0.73 186:0.84 187:0.21 189:0.83 202:0.85 215:0.96 216:0.67 235:0.05 238:0.92 241:0.76 244:0.61 248:0.76 256:0.78 257:0.65 259:0.21 260:0.85 261:0.98 267:0.18 268:0.77 271:0.35 277:0.69 285:0.62 297:0.36\n2 6:0.84 7:0.81 8:0.73 12:0.20 17:0.55 20:0.83 21:0.30 27:0.50 28:0.92 30:0.21 32:0.80 34:0.67 36:0.88 37:0.60 43:0.40 55:0.71 66:0.19 69:0.53 70:0.81 78:0.77 81:0.89 91:0.37 98:0.50 100:0.79 104:0.84 106:0.81 108:0.99 111:0.76 120:0.80 123:0.99 124:0.97 126:0.54 127:0.97 129:0.99 133:0.97 135:0.74 140:0.45 145:0.70 146:0.97 147:0.98 149:0.91 150:0.79 151:0.73 152:0.79 153:0.78 154:0.31 159:0.97 161:0.73 162:0.72 164:0.79 167:0.55 169:0.76 172:0.97 173:0.09 177:0.05 179:0.10 181:0.73 186:0.77 187:0.39 189:0.86 195:1.00 202:0.71 206:0.81 212:0.54 215:0.72 216:0.86 220:0.87 230:0.87 233:0.76 235:0.31 238:0.85 241:0.21 242:0.82 243:0.24 245:0.99 247:0.12 248:0.73 256:0.71 259:0.21 260:0.81 261:0.77 265:0.52 266:0.94 267:0.96 268:0.75 271:0.35 276:0.99 283:0.82 285:0.62 297:0.36 300:0.94\n1 12:0.20 17:0.28 21:0.71 27:0.45 28:0.92 30:0.30 32:0.80 34:0.64 36:0.35 37:0.50 43:0.32 55:0.84 66:0.31 69:0.70 70:0.97 81:0.73 91:0.17 98:0.29 108:0.97 123:0.97 124:0.89 126:0.54 127:0.63 129:0.96 133:0.90 135:0.89 145:0.49 146:0.66 147:0.71 149:0.57 150:0.54 154:0.24 159:0.93 161:0.73 163:0.90 167:0.54 172:0.65 173:0.28 177:0.05 178:0.55 179:0.39 181:0.73 187:0.68 195:0.99 212:0.16 215:0.48 216:0.77 235:0.84 241:0.15 242:0.82 243:0.33 245:0.76 247:0.12 259:0.21 265:0.31 266:0.96 267:0.44 271:0.35 276:0.67 297:0.36 300:0.98\n2 7:0.81 8:0.92 12:0.20 17:0.92 21:0.05 27:0.72 28:0.92 30:0.62 34:0.45 36:0.77 37:0.84 43:0.49 55:0.84 66:0.83 69:0.21 70:0.34 81:0.93 91:0.81 98:0.95 104:0.54 108:0.17 120:0.80 123:0.16 126:0.54 127:0.64 129:0.05 135:0.51 140:0.45 146:0.83 147:0.86 149:0.52 150:0.88 151:0.70 153:0.71 154:0.38 159:0.40 161:0.73 162:0.66 164:0.74 167:0.89 172:0.51 173:0.33 177:0.05 179:0.83 181:0.73 191:0.83 202:0.66 212:0.28 215:0.91 216:0.29 220:0.62 230:0.87 233:0.76 235:0.05 241:0.91 242:0.82 243:0.84 247:0.12 248:0.72 256:0.64 259:0.21 260:0.81 265:0.95 266:0.47 267:0.69 268:0.68 271:0.35 276:0.43 285:0.62 297:0.36 300:0.25\n0 7:0.81 12:0.20 17:0.30 20:0.75 21:0.54 27:0.61 28:0.92 30:0.30 32:0.80 37:0.28 43:0.50 55:0.84 66:0.26 69:0.25 70:0.60 78:0.89 81:0.84 91:0.87 98:0.25 100:0.73 104:0.90 106:0.81 108:0.68 111:0.96 120:0.96 123:0.66 124:0.87 126:0.54 127:0.51 129:0.95 133:0.87 140:0.45 145:0.49 146:0.05 147:0.05 149:0.42 150:0.64 151:0.84 152:0.74 153:0.98 154:0.39 159:0.86 161:0.73 162:0.75 163:0.86 164:0.97 167:0.61 169:0.95 172:0.27 173:0.10 177:0.05 179:0.78 181:0.73 186:0.73 187:0.39 195:0.97 202:0.94 206:0.81 212:0.13 215:0.58 216:0.75 230:0.87 233:0.76 235:0.60 238:0.98 241:0.44 242:0.82 243:0.15 245:0.49 247:0.12 248:0.94 256:0.96 260:0.96 261:0.73 265:0.27 266:0.75 268:0.96 271:0.35 276:0.43 283:0.82 285:0.62 297:0.36 300:0.43\n2 7:0.81 12:0.20 17:0.94 21:0.59 27:0.72 28:0.92 30:0.43 32:0.80 34:0.86 36:0.56 43:0.50 55:0.59 66:0.99 69:0.34 70:0.41 81:0.97 91:0.82 98:1.00 104:0.57 108:0.27 123:0.26 126:0.54 127:0.98 129:0.05 135:0.49 145:0.82 146:0.98 147:0.99 149:0.96 150:0.96 154:0.39 159:0.78 161:0.73 167:0.85 172:0.98 173:0.21 177:0.05 178:0.55 179:0.14 181:0.73 195:0.90 212:0.94 215:0.55 216:0.04 230:0.87 233:0.76 235:0.84 241:0.78 242:0.82 243:0.99 247:0.12 259:0.21 265:1.00 266:0.38 267:0.18 271:0.35 276:0.96 297:0.36 300:0.43\n1 6:0.80 8:0.59 12:0.20 17:0.34 20:0.94 27:0.35 28:0.92 30:0.53 34:0.67 36:0.76 37:0.24 43:0.52 55:0.84 66:0.54 69:0.05 70:0.64 78:0.83 81:0.95 91:0.79 98:0.67 100:0.87 104:0.89 106:0.81 108:0.05 111:0.83 120:0.87 123:0.05 124:0.69 126:0.54 127:0.75 129:0.89 133:0.78 135:0.79 140:0.45 146:0.91 147:0.93 149:0.79 150:0.91 151:0.79 152:0.88 153:0.91 154:0.41 159:0.80 161:0.73 162:0.77 164:0.92 167:0.64 169:0.84 172:0.80 173:0.07 177:0.05 179:0.36 181:0.73 186:0.83 187:0.39 189:0.82 202:0.86 206:0.81 212:0.37 215:0.96 216:0.51 220:0.74 235:0.02 238:0.90 241:0.53 242:0.82 243:0.63 245:0.84 247:0.12 248:0.81 256:0.87 259:0.21 260:0.87 261:0.87 265:0.68 266:0.89 267:0.52 268:0.89 271:0.35 276:0.79 283:0.82 285:0.62 297:0.36 300:0.70\n2 1:0.74 8:0.95 9:0.80 11:0.64 12:0.37 17:0.24 20:0.78 21:0.40 27:0.61 28:0.66 30:0.38 34:0.26 36:0.60 37:0.89 39:0.96 41:0.98 43:0.82 46:0.96 66:0.49 69:0.29 70:0.83 74:0.87 78:0.76 81:0.56 83:0.86 85:0.91 91:0.65 96:0.96 98:0.40 100:0.80 101:0.80 104:0.54 107:0.98 108:0.22 110:0.90 111:0.76 114:0.82 120:0.92 122:0.57 123:0.22 124:0.65 125:0.99 126:0.54 127:0.96 129:0.59 131:0.81 133:0.64 135:0.74 140:0.45 144:0.57 146:0.57 147:0.62 149:0.85 150:0.74 151:0.97 152:0.76 153:0.90 154:0.77 155:0.67 157:0.83 159:0.68 160:0.99 161:0.68 162:0.73 164:0.88 165:0.83 166:0.73 167:0.90 169:0.77 172:0.57 173:0.23 176:0.73 177:0.38 179:0.66 181:0.76 182:0.79 186:0.77 191:0.92 192:0.59 201:0.74 202:0.83 208:0.64 212:0.55 215:0.67 216:0.36 222:0.35 227:0.84 229:0.88 231:0.62 232:0.74 235:0.52 241:0.89 242:0.52 243:0.60 245:0.70 246:0.87 247:0.47 248:0.96 253:0.97 255:0.79 256:0.87 259:0.21 260:0.92 261:0.75 265:0.42 266:0.63 267:0.28 268:0.86 271:0.87 276:0.53 285:0.62 287:0.90 289:0.89 290:0.82 297:0.36 300:0.70\n3 1:0.74 6:0.98 7:0.81 8:0.99 9:0.80 11:0.64 12:0.37 17:0.09 20:0.85 21:0.47 27:0.09 28:0.66 30:0.33 32:0.80 34:0.44 36:0.83 37:0.83 39:0.96 41:0.99 43:0.91 46:0.95 60:0.99 66:0.18 69:0.43 70:0.94 74:0.91 76:0.85 77:0.89 78:0.77 81:0.54 83:0.90 85:0.93 91:0.80 96:0.99 98:0.26 100:0.86 101:0.77 104:0.79 107:0.98 108:0.94 110:0.90 111:0.79 114:0.80 120:0.98 121:0.90 122:0.67 123:0.94 124:0.88 125:0.99 126:0.54 127:0.92 129:0.93 131:0.81 133:0.87 135:0.39 138:0.99 140:0.45 144:0.57 145:0.59 146:0.54 147:0.60 149:0.77 150:0.72 151:0.99 152:0.90 153:0.97 154:0.91 155:0.67 157:0.82 158:0.92 159:0.86 160:1.00 161:0.68 162:0.75 164:0.96 165:0.80 166:0.73 167:0.84 169:0.85 172:0.41 173:0.20 176:0.73 177:0.38 179:0.57 181:0.76 182:0.79 186:0.78 187:0.21 189:1.00 191:0.93 192:0.59 195:0.94 201:0.74 202:0.94 204:0.89 208:0.64 212:0.19 215:0.63 216:0.84 220:0.62 222:0.35 227:0.84 229:0.88 230:0.84 231:0.62 232:0.84 233:0.69 235:0.68 238:0.97 241:0.77 242:0.45 243:0.32 245:0.70 246:0.87 247:0.47 248:0.99 253:0.99 255:0.79 256:0.95 259:0.21 260:0.98 261:0.85 265:0.28 266:0.91 267:0.28 268:0.96 271:0.87 276:0.61 279:0.86 282:0.88 283:0.82 285:0.62 287:0.90 289:0.89 290:0.80 297:0.36 299:0.88 300:0.94\n1 1:0.74 11:0.64 12:0.37 17:0.43 21:0.59 27:0.45 28:0.66 30:0.45 32:0.80 34:0.83 36:0.18 37:0.50 39:0.96 43:0.82 46:0.94 66:0.30 69:0.70 70:0.61 74:0.76 77:0.70 81:0.48 83:0.73 85:0.88 91:0.06 98:0.24 101:0.75 107:0.97 108:0.53 110:0.90 114:0.74 122:0.43 123:0.51 124:0.71 125:0.88 126:0.54 127:0.26 129:0.81 131:0.61 133:0.67 135:0.68 144:0.57 145:0.45 146:0.48 147:0.54 149:0.81 150:0.67 154:0.77 155:0.67 157:0.80 159:0.66 160:0.88 161:0.68 163:0.81 165:0.78 166:0.73 167:0.66 172:0.32 173:0.50 176:0.73 177:0.38 178:0.55 179:0.60 181:0.76 182:0.78 187:0.68 192:0.59 195:0.92 201:0.74 212:0.36 215:0.55 216:0.77 222:0.35 227:0.61 229:0.61 231:0.62 235:0.74 241:0.54 242:0.52 243:0.48 245:0.60 246:0.87 247:0.55 253:0.66 259:0.21 265:0.26 266:0.54 267:0.36 271:0.87 276:0.37 282:0.88 287:0.61 289:0.89 290:0.74 297:0.36 299:0.88 300:0.43\n3 1:0.74 6:0.98 7:0.81 8:0.98 9:0.80 11:0.64 12:0.37 17:0.09 20:0.97 21:0.47 27:0.11 28:0.66 30:0.56 34:0.36 36:0.83 37:0.79 39:0.96 41:1.00 43:0.39 46:0.93 55:0.92 60:0.98 66:0.19 69:0.96 70:0.46 74:0.81 76:0.85 77:0.89 78:0.93 81:0.53 83:0.91 85:0.80 91:0.96 96:1.00 98:0.38 100:0.99 101:0.72 104:0.73 107:0.96 108:0.92 110:0.90 111:0.98 114:0.80 120:1.00 121:0.90 122:0.43 123:0.93 124:0.85 125:0.96 126:0.54 127:0.86 129:0.59 131:0.81 133:0.82 135:0.21 138:1.00 140:0.45 144:0.57 145:0.82 146:0.23 147:0.05 149:0.48 150:0.71 151:1.00 152:0.95 153:0.99 154:0.24 155:0.67 157:0.77 158:0.87 159:0.84 160:1.00 161:0.68 162:0.49 164:1.00 165:0.80 166:0.73 167:0.90 169:0.98 172:0.21 173:0.96 176:0.73 177:0.05 179:0.83 181:0.76 182:0.78 186:0.93 189:0.99 191:0.98 192:0.59 195:0.94 201:0.74 202:1.00 204:0.89 208:0.64 212:0.13 215:0.63 216:0.85 220:0.74 222:0.35 227:0.84 229:0.88 230:0.84 231:0.62 232:0.79 233:0.69 235:0.60 238:0.99 241:0.86 242:0.24 243:0.15 245:0.52 246:0.87 247:0.60 248:1.00 253:1.00 255:0.79 256:1.00 257:0.65 259:0.21 260:1.00 261:0.98 265:0.13 266:0.75 267:0.97 268:1.00 271:0.87 276:0.37 279:0.86 282:0.81 283:0.71 285:0.62 287:0.90 289:0.89 290:0.80 297:0.36 300:0.33\n3 1:0.74 6:0.98 7:0.81 8:0.81 9:0.80 11:0.64 12:0.37 17:0.01 20:0.88 21:0.64 27:0.11 28:0.66 30:0.15 34:0.29 36:0.97 37:0.79 39:0.96 41:1.00 43:0.73 46:0.93 55:0.71 60:0.95 66:0.33 69:0.86 70:0.84 74:0.83 76:0.85 77:0.70 78:0.77 81:0.48 83:0.90 85:0.72 91:0.82 96:0.99 98:0.48 100:0.81 101:0.71 104:0.73 107:0.95 108:0.86 110:0.89 111:0.77 114:0.72 117:0.86 120:0.97 121:0.90 122:0.51 123:0.85 124:0.71 125:0.96 126:0.54 127:0.71 129:0.59 131:0.81 133:0.64 135:0.84 138:1.00 140:0.45 144:0.57 145:0.86 146:0.13 147:0.41 149:0.54 150:0.66 151:0.99 152:0.95 153:0.97 154:0.63 155:0.67 157:0.76 158:0.87 159:0.70 160:1.00 161:0.68 162:0.48 163:0.75 164:0.98 165:0.70 166:0.73 167:0.82 169:0.98 172:0.27 173:0.82 176:0.73 177:0.05 179:0.86 181:0.76 182:0.78 186:0.78 187:0.39 189:0.97 191:0.91 192:0.59 195:0.83 201:0.74 202:0.99 204:0.89 208:0.64 212:0.15 215:0.53 216:0.85 220:0.74 222:0.35 227:0.84 229:0.88 230:0.84 231:0.62 232:0.79 233:0.69 235:0.88 238:0.91 241:0.76 242:0.33 243:0.37 245:0.53 246:0.87 247:0.39 248:0.99 253:0.99 255:0.79 256:0.99 257:0.65 259:0.21 260:0.97 261:0.98 265:0.50 266:0.63 267:0.94 268:0.98 271:0.87 276:0.36 279:0.86 282:0.81 283:0.71 285:0.62 287:0.90 289:0.89 290:0.72 297:0.36 300:0.55\n3 1:0.74 6:0.93 8:0.93 9:0.80 11:0.64 12:0.37 17:0.26 20:0.82 21:0.05 27:0.12 28:0.66 30:0.37 34:0.19 36:0.62 37:0.88 39:0.96 41:0.95 43:0.73 46:0.95 66:0.15 69:0.85 70:0.87 74:0.78 77:0.70 78:0.81 81:0.74 83:0.82 85:0.90 91:0.80 96:0.95 98:0.27 100:0.92 101:0.78 104:0.58 107:0.98 108:0.91 110:0.90 111:0.86 114:0.95 117:0.86 120:0.85 122:0.57 123:0.69 124:0.76 125:0.98 126:0.54 127:0.82 129:0.81 131:0.81 133:0.76 135:0.19 140:0.80 144:0.57 145:0.38 146:0.46 147:0.05 149:0.70 150:0.84 151:0.86 152:0.92 153:0.95 154:0.64 155:0.67 157:0.82 158:0.83 159:0.75 160:0.99 161:0.68 162:0.84 164:0.82 165:0.90 166:0.73 167:0.81 169:0.96 172:0.48 173:0.78 176:0.73 177:0.05 179:0.70 181:0.76 182:0.78 186:0.82 187:0.21 189:0.99 191:0.82 192:0.59 195:0.86 201:0.74 202:0.78 208:0.64 212:0.57 215:0.91 216:0.72 222:0.35 227:0.84 229:0.88 231:0.62 232:0.77 235:0.22 238:0.98 241:0.75 242:0.44 243:0.11 245:0.63 246:0.87 247:0.60 248:0.91 253:0.95 255:0.79 256:0.83 257:0.65 259:0.21 260:0.85 261:0.96 265:0.21 266:0.71 267:0.59 268:0.84 271:0.87 276:0.50 282:0.81 285:0.62 287:0.90 289:0.89 290:0.95 297:0.36 300:0.70\n3 1:0.74 6:0.83 7:0.76 8:0.93 9:0.80 11:0.64 12:0.37 17:0.16 20:0.89 27:0.13 28:0.66 30:0.68 32:0.80 34:0.25 36:0.92 37:0.86 39:0.96 41:0.98 43:0.93 46:0.96 60:0.97 66:0.32 69:0.33 70:0.24 74:0.79 77:0.70 78:0.77 81:0.82 83:0.90 85:0.85 91:0.89 96:0.97 98:0.17 100:0.80 101:0.78 104:0.58 107:0.96 108:0.26 110:0.90 111:0.77 114:0.98 120:0.93 122:0.43 123:0.25 124:0.72 125:0.98 126:0.54 127:0.64 129:0.59 131:0.81 133:0.64 135:0.24 138:0.98 140:0.45 144:0.57 145:0.86 146:0.24 147:0.30 149:0.77 150:0.89 151:0.98 152:0.84 153:0.93 154:0.93 155:0.67 157:0.80 158:0.92 159:0.52 160:1.00 161:0.68 162:0.80 164:0.92 165:0.93 166:0.73 167:0.92 169:0.78 172:0.21 173:0.33 176:0.73 177:0.38 179:0.90 181:0.76 182:0.79 186:0.78 189:0.85 191:0.91 192:0.59 195:0.73 201:0.74 202:0.88 208:0.64 212:0.42 215:0.96 216:0.35 220:0.74 222:0.35 227:0.84 229:0.88 230:0.78 231:0.62 232:0.77 233:0.69 235:0.05 238:0.89 241:0.96 242:0.45 243:0.49 245:0.48 246:0.87 247:0.39 248:0.97 253:0.97 255:0.79 256:0.91 259:0.21 260:0.94 261:0.80 265:0.19 266:0.27 267:0.44 268:0.92 271:0.87 276:0.28 279:0.86 282:0.88 283:0.82 285:0.62 287:0.90 289:0.89 290:0.98 297:0.99 299:0.88 300:0.18\n2 1:0.74 8:0.98 9:0.80 11:0.64 12:0.37 17:0.34 27:0.55 28:0.66 30:0.56 32:0.71 34:0.40 36:0.95 37:0.83 39:0.96 41:0.99 43:0.68 46:0.95 60:1.00 66:0.44 69:0.89 70:0.58 74:0.82 76:0.85 77:0.70 78:0.88 81:0.80 83:0.90 85:0.88 91:0.90 96:0.99 98:0.35 101:0.77 104:0.58 107:0.97 108:0.78 110:0.90 111:0.91 114:0.98 120:0.97 122:0.57 123:0.76 124:0.68 125:0.99 126:0.54 127:0.92 129:0.59 131:0.81 133:0.64 135:0.30 140:0.45 144:0.57 145:0.61 146:0.54 147:0.32 149:0.68 150:0.88 151:0.99 153:0.97 154:0.57 155:0.67 157:0.81 158:0.92 159:0.71 160:1.00 161:0.68 162:0.77 164:0.94 165:0.92 166:0.73 167:0.91 169:0.93 172:0.37 173:0.87 176:0.73 177:0.05 179:0.83 181:0.76 182:0.79 191:0.93 192:0.59 195:0.82 201:0.74 202:0.89 208:0.64 212:0.23 215:0.96 216:0.45 222:0.35 227:0.84 229:0.88 231:0.62 232:0.77 235:0.05 238:0.95 241:0.93 242:0.55 243:0.25 245:0.57 246:0.87 247:0.39 248:0.99 253:0.99 255:0.79 256:0.92 257:0.65 260:0.97 265:0.37 266:0.47 267:0.52 268:0.92 271:0.87 276:0.38 279:0.86 282:0.79 283:0.82 285:0.62 287:0.90 289:0.89 290:0.98 297:0.36 300:0.43\n1 1:0.74 8:0.95 9:0.80 11:0.64 12:0.37 17:0.24 20:0.78 21:0.40 27:0.61 28:0.66 30:0.38 34:0.26 36:0.60 37:0.89 39:0.96 41:0.98 43:0.82 46:0.96 66:0.49 69:0.29 70:0.83 74:0.87 78:0.76 81:0.56 83:0.86 85:0.91 91:0.65 96:0.96 98:0.40 100:0.80 101:0.80 104:0.54 107:0.98 108:0.22 110:0.90 111:0.76 114:0.82 120:0.92 122:0.57 123:0.22 124:0.65 125:0.99 126:0.54 127:0.96 129:0.59 131:0.81 133:0.64 135:0.74 140:0.45 144:0.57 146:0.57 147:0.62 149:0.85 150:0.74 151:0.97 152:0.76 153:0.90 154:0.77 155:0.67 157:0.83 159:0.68 160:0.99 161:0.68 162:0.73 164:0.88 165:0.83 166:0.73 167:0.90 169:0.77 172:0.57 173:0.23 176:0.73 177:0.38 179:0.66 181:0.76 182:0.79 186:0.77 191:0.92 192:0.59 201:0.74 202:0.83 208:0.64 212:0.55 215:0.67 216:0.36 222:0.35 227:0.84 229:0.88 231:0.62 232:0.74 235:0.52 241:0.89 242:0.52 243:0.60 245:0.70 246:0.87 247:0.47 248:0.96 253:0.97 255:0.79 256:0.87 259:0.21 260:0.92 261:0.75 265:0.42 266:0.63 267:0.28 268:0.86 271:0.87 276:0.53 285:0.62 287:0.90 289:0.89 290:0.82 297:0.36 300:0.70\n0 1:0.74 8:0.95 9:0.80 11:0.64 12:0.37 17:0.22 21:0.13 27:0.13 28:0.66 30:0.30 34:0.56 36:0.57 37:0.86 39:0.96 41:0.99 43:0.77 46:0.94 55:0.45 60:0.98 66:0.26 69:0.78 70:0.80 74:0.85 81:0.68 83:0.90 85:0.80 91:0.94 96:0.98 98:0.25 101:0.73 107:0.96 108:0.32 110:0.89 114:0.92 120:0.95 122:0.67 123:0.31 124:0.79 125:0.98 126:0.54 127:0.89 129:0.59 131:0.81 133:0.76 135:0.63 138:0.99 140:0.45 144:0.57 146:0.28 147:0.46 149:0.66 150:0.81 151:0.97 153:0.88 154:0.70 155:0.67 157:0.78 158:0.87 159:0.71 160:1.00 161:0.68 162:0.74 164:0.94 165:0.88 166:0.73 167:0.89 172:0.27 173:0.71 176:0.73 177:0.05 179:0.83 181:0.76 182:0.79 191:0.91 192:0.59 201:0.74 202:0.90 208:0.64 212:0.39 215:0.84 216:0.55 220:0.62 222:0.35 227:0.84 229:0.88 231:0.62 232:0.74 235:0.22 241:0.82 242:0.63 243:0.45 245:0.54 246:0.87 247:0.39 248:0.98 253:0.98 255:0.79 256:0.92 257:0.65 259:0.21 260:0.95 265:0.27 266:0.54 267:0.73 268:0.93 271:0.87 276:0.32 277:0.69 279:0.86 283:0.71 285:0.62 287:0.90 289:0.89 290:0.92 297:0.36 300:0.55\n2 1:0.74 6:0.91 7:0.81 8:0.91 9:0.80 12:0.37 17:0.15 20:0.93 21:0.54 27:0.27 28:0.66 30:0.45 34:0.55 36:0.87 37:0.68 39:0.96 41:1.00 43:0.43 46:0.88 55:0.45 60:1.00 66:0.49 69:0.32 70:0.25 74:0.76 76:0.94 78:0.80 81:0.52 83:0.90 91:0.94 96:1.00 98:0.28 100:0.86 104:0.58 107:0.90 108:0.25 110:0.88 111:0.81 114:0.77 120:0.99 121:0.90 122:0.67 123:0.24 124:0.48 125:0.99 126:0.54 127:0.55 129:0.59 131:0.81 133:0.47 135:0.42 140:0.45 144:0.57 146:0.36 147:0.42 149:0.30 150:0.69 151:1.00 152:0.87 153:0.99 154:0.32 155:0.67 157:0.61 158:0.92 159:0.53 160:1.00 161:0.68 162:0.79 163:0.75 164:0.97 165:0.79 166:0.73 167:0.90 169:0.85 172:0.16 173:0.30 175:0.75 176:0.73 177:0.05 179:0.98 181:0.76 182:0.79 186:0.80 189:0.92 191:0.97 192:0.59 201:0.74 202:0.95 204:0.89 208:0.64 212:0.61 215:0.58 216:0.60 222:0.35 227:0.84 229:0.88 230:0.84 231:0.62 232:0.77 233:0.69 235:0.74 238:0.95 241:0.87 242:0.82 243:0.60 244:0.61 245:0.39 246:0.87 247:0.12 248:1.00 253:0.99 255:0.79 256:0.97 257:0.65 259:0.21 260:0.99 261:0.85 265:0.30 266:0.17 267:0.69 268:0.97 271:0.87 276:0.15 277:0.69 279:0.86 283:0.82 285:0.62 287:0.90 289:0.89 290:0.77 297:0.36 300:0.18\n3 1:0.74 6:0.93 8:0.92 9:0.80 11:0.64 12:0.37 17:0.16 20:0.98 21:0.13 27:0.12 28:0.66 30:0.28 34:0.22 36:0.84 37:0.88 39:0.96 41:1.00 43:0.67 46:0.95 60:1.00 66:0.07 69:0.89 70:0.97 74:0.75 78:0.91 81:0.68 83:0.91 85:0.90 91:0.99 96:1.00 98:0.21 100:0.98 101:0.76 104:0.58 107:0.98 108:0.94 110:0.90 111:0.95 114:0.92 120:0.99 122:0.57 123:0.83 124:0.88 125:0.98 126:0.54 127:0.89 129:0.89 131:0.81 133:0.89 135:0.20 138:1.00 140:0.45 144:0.57 146:0.13 147:0.05 149:0.65 150:0.81 151:1.00 152:0.92 153:0.98 154:0.57 155:0.67 157:0.81 158:0.92 159:0.83 160:1.00 161:0.68 162:0.73 164:0.98 165:0.88 166:0.73 167:0.90 169:0.96 172:0.48 173:0.79 176:0.73 177:0.05 179:0.67 181:0.76 182:0.79 186:0.91 189:0.94 191:0.96 192:0.59 201:0.74 202:0.97 208:0.64 212:0.51 215:0.84 216:0.72 220:0.74 222:0.35 227:0.84 229:0.88 231:0.62 232:0.77 235:0.22 238:0.98 241:0.89 242:0.39 243:0.11 245:0.59 246:0.87 247:0.67 248:1.00 253:1.00 255:0.79 256:0.98 257:0.65 259:0.21 260:0.99 261:0.96 265:0.18 266:0.80 267:0.76 268:0.98 271:0.87 276:0.55 279:0.86 283:0.82 285:0.62 287:0.90 289:0.89 290:0.92 297:0.36 300:0.84\n1 1:0.74 11:0.64 12:0.37 17:0.34 21:0.59 27:0.45 28:0.66 30:0.45 34:0.61 36:0.20 37:0.50 39:0.96 43:0.82 46:0.94 55:0.84 60:0.87 66:0.47 69:0.61 70:0.61 74:0.76 81:0.48 83:0.86 85:0.72 91:0.17 98:0.59 101:0.72 107:0.97 108:0.46 110:0.90 114:0.74 122:0.51 123:0.44 124:0.56 125:0.88 126:0.54 127:0.45 129:0.59 131:0.61 133:0.47 135:0.78 144:0.57 145:0.50 146:0.69 147:0.73 149:0.61 150:0.67 154:0.77 155:0.67 157:0.76 158:0.87 159:0.51 160:0.88 161:0.68 163:0.90 165:0.78 166:0.73 167:0.55 172:0.41 173:0.58 176:0.73 177:0.38 178:0.55 179:0.73 181:0.76 182:0.78 187:0.68 192:0.59 201:0.74 208:0.64 212:0.36 215:0.55 216:0.77 222:0.35 227:0.61 229:0.61 231:0.62 235:0.74 241:0.12 242:0.22 243:0.59 245:0.66 246:0.87 247:0.60 253:0.66 259:0.21 265:0.60 266:0.63 267:0.23 271:0.87 276:0.42 279:0.86 283:0.71 287:0.61 289:0.89 290:0.74 297:0.36 300:0.43\n1 11:0.88 12:0.01 17:0.43 18:0.63 21:0.78 27:0.45 29:0.77 30:0.95 34:0.84 36:0.18 37:0.50 39:0.78 43:0.77 66:0.64 69:0.80 71:0.75 74:0.41 85:0.72 86:0.73 91:0.18 98:0.10 101:0.87 108:0.63 122:0.57 123:0.61 127:0.07 129:0.05 135:0.87 139:0.70 144:0.85 145:0.49 146:0.17 147:0.22 149:0.52 154:0.69 159:0.09 163:0.97 172:0.16 173:0.76 177:0.70 178:0.55 179:0.08 187:0.68 212:0.95 216:0.77 222:0.60 235:0.60 241:0.10 242:0.82 243:0.69 247:0.12 253:0.32 259:0.21 265:0.10 266:0.12 267:0.23 271:0.66 276:0.19 300:0.08\n1 9:0.80 11:0.91 12:0.01 17:0.49 18:0.93 20:0.91 21:0.78 27:0.38 29:0.77 30:0.58 31:0.92 34:0.29 36:0.95 37:0.55 39:0.78 43:0.66 45:0.77 55:0.92 66:0.33 69:0.65 70:0.62 71:0.75 74:0.46 78:0.72 79:0.92 83:0.60 86:0.78 91:0.22 96:0.78 98:0.67 100:0.92 101:0.52 108:0.49 111:0.85 120:0.65 122:0.86 123:0.47 124:0.71 127:0.65 129:0.59 133:0.64 135:0.92 137:0.92 139:0.75 140:0.45 144:0.85 145:0.65 146:0.89 147:0.91 149:0.57 151:0.75 152:0.85 153:0.72 154:0.55 155:0.67 159:0.74 162:0.72 163:0.94 164:0.64 169:0.90 172:0.54 173:0.51 175:0.75 177:0.38 179:0.55 186:0.73 187:0.68 192:0.87 196:0.91 202:0.56 208:0.64 212:0.27 216:0.58 220:0.62 222:0.60 235:0.31 241:0.21 242:0.74 243:0.50 244:0.61 245:0.78 247:0.47 248:0.69 253:0.66 255:0.95 256:0.58 257:0.65 259:0.21 260:0.65 261:0.91 265:0.68 266:0.80 267:0.59 268:0.59 271:0.66 276:0.65 277:0.69 284:0.92 285:0.62 300:0.55\n1 11:0.88 12:0.01 17:0.16 18:0.60 21:0.78 27:0.45 29:0.77 30:0.95 34:0.66 36:0.25 37:0.50 39:0.78 43:0.64 66:0.64 69:0.91 71:0.75 74:0.37 85:0.72 86:0.69 91:0.07 98:0.07 101:0.87 108:0.81 122:0.57 123:0.80 127:0.06 129:0.05 135:0.88 139:0.67 144:0.85 145:0.45 146:0.17 147:0.22 149:0.40 154:0.54 159:0.09 163:0.99 172:0.16 173:0.78 177:0.70 178:0.55 179:0.08 187:0.68 212:0.95 216:0.77 222:0.60 235:0.52 241:0.27 242:0.82 243:0.69 247:0.12 253:0.30 259:0.21 265:0.08 266:0.12 267:0.36 271:0.66 276:0.19 300:0.08\n1 1:0.74 11:0.91 12:0.01 17:0.07 18:0.65 21:0.13 22:0.93 27:0.16 29:0.77 30:0.76 34:0.75 36:0.67 37:0.85 39:0.78 43:0.82 45:0.66 47:0.93 64:0.77 66:0.64 69:0.50 70:0.15 71:0.75 74:0.44 81:0.71 83:0.91 86:0.76 91:0.12 98:0.34 101:0.52 108:0.38 114:0.79 122:0.57 123:0.37 126:0.54 127:0.12 129:0.05 135:0.68 139:0.72 144:0.85 146:0.22 147:0.28 149:0.57 150:0.82 154:0.77 155:0.67 159:0.11 163:0.90 165:0.93 172:0.16 173:0.84 176:0.73 177:0.70 178:0.55 179:0.65 187:0.95 192:0.87 201:0.93 208:0.64 212:0.95 215:0.61 216:0.54 222:0.60 235:0.31 241:0.12 242:0.82 243:0.69 247:0.12 253:0.55 254:0.95 259:0.21 262:0.93 265:0.36 266:0.12 267:0.36 271:0.66 276:0.14 290:0.79 297:0.36 300:0.13\n0 1:0.74 11:0.91 12:0.01 17:0.01 18:0.82 21:0.13 27:0.47 29:0.77 30:0.76 34:0.62 36:0.45 37:0.58 39:0.78 43:0.68 45:0.66 48:0.91 55:0.71 64:0.77 66:0.72 69:0.42 70:0.22 71:0.75 74:0.46 81:0.82 83:0.60 86:0.70 91:0.18 98:0.52 99:0.83 101:0.52 108:0.32 114:0.79 122:0.82 123:0.31 126:0.54 127:0.16 129:0.05 135:0.42 139:0.74 144:0.85 145:0.63 146:0.47 147:0.53 149:0.37 150:0.87 154:0.57 155:0.67 159:0.17 165:0.70 172:0.27 173:0.52 175:0.75 176:0.73 177:0.38 178:0.55 179:0.69 187:0.68 192:0.87 201:0.93 204:0.85 208:0.64 212:0.78 215:0.61 216:0.62 219:0.87 222:0.60 235:0.68 241:0.27 242:0.45 243:0.75 244:0.61 247:0.35 253:0.55 257:0.65 259:0.21 265:0.53 266:0.17 267:0.23 271:0.66 276:0.24 277:0.69 281:0.89 290:0.79 292:0.91 297:0.36 300:0.18\n1 1:0.69 8:0.92 9:0.76 11:0.82 12:0.01 17:0.45 18:0.97 21:0.40 22:0.93 27:0.21 29:0.77 30:0.36 31:0.95 34:0.37 36:0.89 37:0.74 39:0.78 43:0.60 47:0.93 48:0.91 64:0.77 66:0.52 69:0.92 70:0.64 71:0.75 74:0.61 76:0.85 79:0.96 81:0.36 83:0.60 86:0.83 91:0.37 96:0.87 98:0.71 108:0.83 114:0.61 117:0.86 122:0.86 123:0.82 124:0.65 126:0.44 127:0.52 129:0.05 133:0.66 135:0.87 137:0.95 139:0.85 140:0.45 144:0.85 146:0.94 147:0.36 149:0.81 150:0.50 151:0.86 153:0.78 154:0.61 155:0.58 158:0.78 159:0.78 162:0.74 172:0.83 173:0.86 176:0.66 177:0.38 179:0.27 187:0.39 190:0.77 192:0.51 196:0.95 201:0.68 202:0.69 204:0.85 208:0.54 212:0.59 216:0.95 219:0.92 222:0.60 232:0.85 235:0.52 241:0.37 242:0.39 243:0.17 244:0.61 245:0.91 247:0.74 248:0.82 253:0.82 255:0.74 256:0.71 257:0.65 259:0.21 262:0.93 265:0.71 266:0.75 267:0.36 268:0.73 271:0.66 276:0.83 279:0.82 281:0.89 284:0.94 285:0.56 290:0.61 292:0.91 300:0.55\n1 1:0.74 11:0.92 12:0.01 17:0.61 18:0.86 21:0.47 22:0.93 27:0.62 29:0.77 30:0.87 32:0.80 34:0.66 36:0.28 37:0.40 39:0.78 43:0.82 44:0.93 45:0.66 47:0.93 60:0.87 64:0.77 66:0.88 69:0.69 70:0.37 71:0.75 74:0.77 77:0.70 81:0.54 83:0.91 85:0.85 86:0.92 91:0.25 97:0.89 98:0.79 101:0.97 106:0.81 108:0.53 114:0.60 117:0.86 122:0.57 123:0.50 126:0.54 127:0.28 129:0.05 135:0.98 139:0.94 144:0.85 145:0.87 146:0.66 147:0.71 149:0.85 150:0.74 154:0.77 155:0.67 158:0.91 159:0.25 165:0.93 172:0.65 173:0.83 176:0.73 177:0.70 178:0.55 179:0.52 187:1.00 192:0.87 195:0.58 201:0.93 206:0.81 208:0.64 212:0.59 215:0.41 216:0.14 219:0.95 222:0.60 235:0.80 241:0.12 242:0.24 243:0.88 247:0.67 253:0.47 259:0.21 262:0.93 265:0.79 266:0.47 267:0.23 271:0.66 276:0.49 279:0.86 282:0.88 283:0.78 290:0.60 292:0.95 297:0.36 299:0.88 300:0.43\n1 1:0.74 7:0.81 11:0.88 12:0.01 17:0.64 18:0.87 21:0.40 22:0.93 27:0.65 29:0.77 30:0.94 32:0.80 34:0.82 36:0.54 37:0.52 39:0.78 43:0.90 44:0.93 47:0.93 48:0.91 60:0.95 64:0.77 66:0.88 69:0.47 70:0.19 71:0.75 74:0.89 76:0.85 77:0.70 81:0.54 83:0.91 85:0.91 86:0.95 91:0.38 98:0.78 101:0.87 108:0.36 114:0.62 117:0.86 121:0.90 122:0.57 123:0.34 126:0.54 127:0.27 129:0.05 135:0.30 139:0.97 144:0.85 145:0.72 146:0.54 147:0.60 149:0.94 150:0.74 154:0.89 155:0.67 158:0.92 159:0.19 165:0.93 172:0.67 173:0.68 176:0.73 177:0.70 178:0.55 179:0.48 187:0.87 192:0.87 195:0.57 201:0.93 204:0.89 208:0.64 212:0.93 215:0.42 216:0.47 219:0.95 222:0.60 230:0.87 233:0.76 235:0.60 241:0.43 242:0.53 243:0.89 247:0.35 253:0.51 259:0.21 262:0.93 265:0.78 266:0.17 267:0.23 271:0.66 276:0.53 279:0.86 281:0.91 282:0.88 283:0.82 290:0.62 292:0.95 297:0.36 299:0.88 300:0.18\n1 1:0.69 11:0.93 12:0.01 17:0.55 18:0.88 22:0.93 27:0.72 29:0.77 30:0.45 34:0.89 36:0.83 39:0.78 43:0.64 44:0.90 45:0.73 47:0.93 64:0.77 66:0.87 69:0.45 70:0.61 71:0.75 74:0.74 77:0.70 81:0.76 83:0.60 86:0.81 91:0.57 97:0.89 98:0.83 99:0.83 101:0.87 108:0.35 114:0.95 117:0.86 122:0.83 123:0.33 126:0.44 127:0.33 129:0.05 135:0.37 139:0.84 144:0.85 145:0.38 146:0.70 147:0.75 149:0.62 150:0.73 154:0.85 155:0.58 158:0.78 159:0.28 165:0.70 172:0.63 173:0.58 176:0.66 177:0.70 178:0.55 179:0.60 187:0.68 192:0.51 195:0.57 201:0.68 208:0.54 212:0.48 216:0.39 219:0.92 222:0.60 232:0.97 235:0.05 241:0.47 242:0.28 243:0.88 247:0.67 253:0.64 254:0.74 259:0.21 262:0.93 265:0.83 266:0.38 267:0.19 271:0.66 276:0.49 279:0.82 282:0.77 290:0.95 292:0.91 300:0.43\n2 11:0.88 12:0.01 17:0.18 18:0.93 21:0.05 27:0.71 29:0.77 30:0.76 34:0.69 36:0.88 37:0.25 39:0.78 43:0.97 64:0.77 66:0.64 69:0.07 70:0.44 71:0.75 74:0.47 81:0.65 85:0.72 86:0.80 91:0.57 98:0.81 101:0.87 108:0.06 122:0.83 123:0.06 124:0.47 126:0.44 127:0.58 129:0.05 133:0.43 135:0.72 139:0.77 144:0.85 146:0.83 147:0.86 149:0.89 150:0.45 154:0.97 159:0.50 172:0.71 173:0.15 177:0.70 178:0.55 179:0.51 187:0.39 192:0.51 201:0.68 212:0.42 215:0.78 216:0.32 219:0.87 222:0.60 232:0.88 235:0.12 241:0.18 242:0.63 243:0.69 245:0.81 247:0.39 253:0.34 259:0.21 265:0.81 266:0.38 267:0.52 271:0.66 276:0.66 283:0.78 292:0.91 297:0.36 300:0.55\n1 1:0.74 7:0.81 11:0.92 12:0.01 17:0.22 18:0.90 21:0.74 22:0.93 27:0.62 29:0.77 30:0.89 32:0.80 34:0.96 36:0.70 37:0.59 39:0.78 43:0.89 44:0.93 45:0.66 47:0.93 48:0.91 60:0.87 64:0.77 66:0.52 69:0.52 70:0.31 71:0.75 74:0.83 77:0.70 81:0.40 83:0.91 85:0.85 86:0.88 91:0.31 97:0.89 98:0.63 99:0.83 101:0.97 106:0.81 108:0.40 114:0.54 117:0.86 122:0.83 123:0.39 124:0.55 126:0.54 127:0.55 129:0.05 133:0.43 135:0.75 139:0.94 144:0.85 145:0.72 146:0.59 147:0.64 149:0.90 150:0.65 154:0.88 155:0.67 158:0.91 159:0.40 165:0.70 172:0.61 173:0.60 176:0.73 177:0.70 178:0.55 179:0.56 187:0.95 192:0.87 195:0.66 201:0.93 204:0.89 206:0.81 208:0.64 212:0.37 215:0.36 216:0.67 219:0.95 222:0.60 230:0.86 233:0.73 235:0.97 241:0.55 242:0.40 243:0.61 245:0.80 247:0.60 253:0.45 259:0.21 262:0.93 265:0.64 266:0.63 267:0.28 271:0.66 276:0.59 279:0.86 281:0.89 282:0.88 283:0.78 290:0.54 292:0.91 297:0.36 300:0.43\n1 1:0.74 11:0.88 12:0.01 17:0.08 18:0.68 20:0.99 21:0.13 22:0.93 27:0.16 29:0.77 30:0.95 34:0.66 36:0.61 37:0.85 39:0.78 43:0.97 47:0.93 60:0.87 64:0.77 66:0.64 69:0.10 71:0.75 74:0.58 78:0.92 81:0.71 83:0.91 85:0.72 86:0.77 91:0.10 97:0.89 98:0.17 100:0.91 101:0.87 108:0.09 111:0.91 114:0.79 122:0.57 123:0.09 126:0.54 127:0.10 129:0.05 135:0.60 139:0.82 144:0.85 146:0.17 147:0.22 149:0.64 150:0.82 152:0.94 154:0.97 155:0.67 158:0.92 159:0.09 165:0.93 169:0.87 172:0.16 173:0.52 176:0.73 177:0.70 178:0.55 179:0.16 186:0.92 187:0.87 192:0.87 201:0.93 208:0.64 212:0.95 215:0.61 216:0.54 219:0.95 222:0.60 235:0.31 241:0.37 242:0.82 243:0.69 247:0.12 253:0.56 259:0.21 261:0.96 262:0.93 265:0.19 266:0.12 267:0.36 271:0.66 276:0.19 279:0.86 283:0.82 290:0.79 292:0.95 297:0.36 300:0.08\n1 1:0.74 7:0.81 11:0.88 12:0.01 17:0.13 18:0.67 21:0.54 22:0.93 27:0.29 29:0.77 30:0.95 32:0.80 34:0.59 36:0.75 37:0.88 39:0.78 43:0.89 44:0.93 47:0.93 64:0.77 66:0.64 69:0.52 71:0.75 74:0.70 77:0.70 81:0.48 83:0.91 85:0.72 86:0.76 91:0.33 97:0.89 98:0.18 101:0.87 108:0.40 114:0.59 121:0.90 122:0.57 123:0.38 126:0.54 127:0.10 129:0.05 132:0.97 135:0.37 139:0.89 144:0.85 145:0.49 146:0.17 147:0.22 149:0.62 150:0.71 154:0.87 155:0.67 158:0.79 159:0.09 163:0.90 165:0.93 172:0.16 173:0.86 176:0.73 177:0.70 178:0.55 179:0.17 187:0.39 192:0.87 195:0.53 201:0.93 204:0.89 208:0.64 212:0.95 215:0.39 216:0.61 219:0.92 222:0.60 230:0.87 233:0.76 235:0.74 241:0.32 242:0.82 243:0.69 247:0.12 253:0.45 262:0.93 265:0.19 266:0.12 267:0.23 271:0.66 276:0.19 279:0.82 281:0.91 282:0.88 290:0.59 292:0.95 297:0.36 299:0.88 300:0.08\n1 1:0.74 11:0.92 12:0.01 17:0.70 18:0.86 21:0.47 27:0.62 29:0.77 30:0.87 32:0.80 34:0.62 36:0.26 37:0.40 39:0.78 43:0.81 44:0.93 45:0.66 64:0.77 66:0.88 69:0.71 70:0.37 71:0.75 74:0.74 77:0.70 81:0.54 83:0.91 85:0.85 86:0.92 91:0.18 98:0.79 101:0.97 108:0.54 114:0.60 122:0.57 123:0.52 126:0.54 127:0.28 129:0.05 135:0.98 139:0.93 144:0.85 145:0.85 146:0.66 147:0.71 149:0.85 150:0.74 154:0.76 155:0.67 158:0.78 159:0.25 165:0.93 172:0.65 173:0.84 176:0.73 177:0.70 178:0.55 179:0.52 187:1.00 192:0.87 195:0.58 201:0.93 208:0.64 212:0.59 215:0.41 216:0.14 219:0.92 222:0.60 235:0.80 241:0.15 242:0.24 243:0.88 247:0.67 253:0.47 259:0.21 265:0.79 266:0.54 267:0.23 271:0.66 276:0.49 279:0.82 282:0.88 290:0.60 292:0.91 297:0.36 299:0.88 300:0.43\n2 1:0.62 7:0.66 9:0.74 10:0.96 11:0.64 12:0.51 17:0.73 18:0.92 21:0.30 22:0.93 27:0.21 29:0.94 30:0.14 31:0.93 34:0.47 36:0.63 37:0.74 39:0.89 43:0.61 45:0.98 47:0.93 55:0.42 64:0.77 66:0.25 69:0.17 70:0.98 71:0.59 74:0.67 79:0.93 81:0.56 83:0.54 86:0.87 91:0.57 96:0.80 97:0.94 98:0.54 99:0.95 101:1.00 104:0.84 106:0.81 108:0.90 114:0.76 117:0.86 120:0.69 123:0.90 124:0.96 126:0.43 127:0.96 129:0.89 131:0.95 133:0.96 135:0.23 137:0.93 139:0.84 140:0.45 144:0.57 146:0.52 147:0.58 149:0.77 150:0.44 151:0.85 153:0.48 154:0.54 155:0.58 157:0.99 158:0.74 159:0.94 162:0.86 164:0.55 165:0.70 166:0.92 170:0.94 172:0.94 173:0.07 174:0.99 176:0.60 177:0.96 179:0.12 182:0.98 187:0.39 190:0.98 192:0.98 193:0.95 196:0.94 197:0.98 201:0.60 202:0.36 204:0.81 206:0.81 208:0.54 212:0.61 215:0.72 216:0.95 219:0.88 222:0.48 227:0.91 229:0.99 230:0.68 231:0.88 232:0.91 233:0.76 235:0.60 239:0.94 241:0.02 242:0.16 243:0.19 244:0.61 245:0.97 246:0.92 247:1.00 248:0.76 253:0.81 255:0.73 256:0.45 259:0.21 260:0.70 262:0.93 264:0.93 265:0.56 266:0.96 267:0.65 268:0.46 271:0.26 275:0.98 276:0.97 279:0.77 281:0.91 283:0.82 284:0.88 285:0.55 287:0.94 290:0.76 292:0.95 294:0.97 297:0.36 300:0.94\n2 1:0.63 7:0.64 8:0.77 9:0.75 10:0.94 11:0.52 12:0.51 17:0.61 18:0.86 21:0.54 23:0.98 27:0.70 29:0.94 30:0.14 31:0.94 32:0.67 34:0.40 36:0.96 37:0.54 39:0.89 43:0.26 44:0.88 45:0.93 55:0.71 56:0.97 62:0.97 64:0.77 66:0.98 69:0.44 70:0.91 71:0.59 74:0.60 77:0.70 79:0.94 81:0.67 82:0.99 83:0.54 86:0.83 88:0.98 91:0.65 96:0.83 97:0.94 98:0.98 99:0.95 101:0.69 102:0.96 108:0.34 114:0.74 120:0.73 122:0.98 123:0.32 126:0.54 127:0.83 128:0.96 129:0.05 131:0.95 135:0.92 137:0.94 139:0.83 140:0.45 143:0.99 144:0.57 145:0.65 146:0.97 147:0.98 149:0.40 150:0.49 151:0.57 153:0.48 154:0.51 155:0.65 157:0.99 158:0.74 159:0.73 162:0.68 164:0.77 165:0.70 166:0.91 168:0.96 170:0.94 172:0.94 173:0.30 174:0.97 176:0.63 177:0.96 179:0.24 182:0.99 187:0.39 190:0.98 192:1.00 193:0.95 195:0.86 196:0.94 197:0.98 201:0.64 202:0.70 204:0.78 205:0.98 208:0.64 212:0.68 215:0.58 216:0.26 219:0.88 220:0.91 222:0.48 227:0.91 229:0.99 230:0.65 231:0.88 233:0.76 235:0.88 236:0.94 239:0.93 241:0.44 242:0.19 243:0.98 244:0.83 246:0.92 247:0.97 248:0.61 253:0.81 254:0.80 255:0.78 256:0.71 259:0.21 260:0.73 264:0.93 265:0.98 266:0.63 267:0.18 268:0.72 271:0.26 275:0.95 276:0.88 279:0.77 281:0.91 282:0.75 283:0.82 284:0.96 285:0.62 287:0.94 290:0.74 292:0.95 294:0.98 297:0.36 300:0.70\n1 1:0.57 7:0.64 9:0.79 10:0.88 11:0.46 12:0.51 17:0.12 21:0.47 23:0.97 27:0.72 29:0.94 30:0.10 31:0.94 34:0.77 36:0.62 39:0.89 41:0.82 43:0.17 45:0.77 55:0.52 60:0.87 62:0.98 64:0.77 66:0.23 69:0.85 70:0.88 71:0.59 74:0.47 75:0.99 79:0.93 81:0.39 83:0.60 91:0.62 96:0.80 97:0.97 98:0.52 101:0.46 102:0.94 104:0.84 106:0.81 108:0.80 120:0.71 122:0.97 123:0.68 124:0.65 126:0.43 127:0.36 128:0.98 129:0.59 131:0.95 133:0.61 135:0.58 137:0.94 139:0.74 140:0.87 143:0.99 144:0.57 145:0.56 146:0.60 147:0.05 149:0.16 150:0.40 151:0.86 153:0.48 154:0.10 155:0.66 157:0.61 158:0.92 159:0.45 162:0.62 164:0.66 166:0.82 168:0.98 170:0.94 172:0.57 173:0.88 174:0.95 175:0.91 177:0.05 178:0.42 179:0.50 182:0.98 187:0.39 192:1.00 193:0.95 195:0.74 196:0.92 197:0.95 201:0.59 202:0.60 205:0.97 206:0.81 208:0.64 212:0.58 215:0.63 216:0.54 219:0.95 220:0.93 222:0.48 226:0.98 227:0.91 229:0.98 230:0.64 231:0.88 233:0.66 235:0.68 236:0.91 239:0.92 241:0.64 242:0.24 243:0.10 244:0.97 245:0.72 246:0.61 247:0.79 248:0.77 253:0.75 254:0.86 255:0.95 256:0.58 257:0.97 259:0.21 260:0.72 264:0.93 265:0.43 266:0.63 267:0.82 268:0.59 271:0.26 275:0.94 276:0.60 277:0.87 279:0.81 283:0.82 284:0.92 285:0.62 287:0.94 292:0.95 294:0.97 295:0.99 297:0.36 300:0.55\n2 1:0.63 8:0.86 9:0.75 10:0.93 11:0.83 12:0.51 17:0.26 18:0.78 21:0.22 27:0.17 29:0.94 30:0.17 31:0.96 34:0.52 36:0.47 37:0.97 39:0.89 43:0.75 45:0.90 55:0.42 64:0.77 66:0.33 69:0.48 70:0.99 71:0.59 74:0.53 79:0.95 81:0.58 83:0.54 85:0.72 86:0.82 91:0.63 96:0.86 97:0.99 98:0.51 99:0.95 101:1.00 108:0.37 114:0.80 120:0.78 123:0.36 124:0.83 126:0.43 127:0.72 129:0.59 131:0.95 133:0.81 135:0.66 137:0.96 139:0.79 140:0.45 144:0.57 146:0.81 147:0.84 149:0.70 150:0.45 151:0.85 153:0.48 154:0.66 155:0.58 157:0.98 158:0.74 159:0.79 162:0.52 164:0.74 165:0.70 166:0.92 170:0.94 172:0.74 173:0.29 174:0.93 176:0.60 177:0.96 179:0.33 182:0.99 187:0.39 190:0.98 191:0.76 192:0.98 196:0.94 197:0.94 201:0.61 202:0.74 208:0.54 212:0.47 215:0.79 216:0.68 219:0.88 220:0.82 222:0.48 227:0.91 229:0.99 231:0.88 235:0.52 239:0.91 241:0.51 242:0.21 243:0.50 245:0.86 246:0.92 247:0.98 248:0.84 253:0.83 255:0.74 256:0.64 259:0.21 260:0.78 264:0.93 265:0.53 266:0.84 267:0.84 268:0.69 271:0.26 275:0.96 276:0.81 279:0.81 283:0.82 284:0.95 285:0.55 287:0.94 290:0.80 292:0.95 294:0.97 297:0.36 300:0.94\n1 1:0.61 2:0.99 7:0.66 8:0.80 9:0.76 10:0.83 11:0.52 12:0.51 17:0.13 18:0.69 21:0.40 23:0.97 27:0.04 29:0.94 30:0.33 31:0.97 34:0.64 36:0.53 37:0.98 39:0.89 43:0.22 45:0.85 55:0.92 62:0.97 64:0.77 66:0.25 69:0.95 70:0.82 71:0.59 74:0.48 75:0.98 79:0.97 81:0.55 83:0.54 86:0.67 91:0.77 96:0.91 97:0.99 98:0.37 99:0.95 101:0.52 108:0.89 114:0.74 120:0.85 122:0.67 123:0.89 124:0.88 126:0.43 127:0.42 128:0.98 129:0.05 131:0.95 133:0.85 135:0.81 137:0.97 139:0.75 140:0.98 143:0.99 144:0.57 146:0.65 147:0.23 149:0.26 150:0.43 151:0.61 153:0.81 154:0.14 155:0.65 157:0.96 158:0.81 159:0.72 162:0.52 164:0.88 165:0.70 166:0.92 168:0.98 170:0.94 172:0.48 173:0.95 174:0.86 176:0.60 177:0.70 178:0.42 179:0.47 182:0.99 187:0.68 190:0.89 191:0.80 192:1.00 196:0.94 197:0.83 201:0.60 202:0.88 204:0.82 205:0.97 208:0.64 212:0.15 215:0.67 216:0.74 219:0.94 220:0.91 222:0.48 226:0.95 227:0.91 229:0.99 230:0.68 231:0.88 233:0.76 235:0.68 239:0.88 241:0.66 242:0.14 243:0.19 244:0.83 245:0.69 246:0.92 247:0.95 248:0.59 253:0.87 254:0.90 255:0.78 256:0.84 257:0.84 259:0.21 260:0.85 264:0.93 265:0.39 266:0.84 267:0.52 268:0.85 271:0.26 275:0.94 276:0.65 279:0.81 281:0.91 283:0.82 284:0.98 285:0.62 287:0.94 290:0.74 292:0.95 294:0.96 295:0.98 297:0.36 300:0.70\n2 1:0.66 7:0.64 8:0.77 9:0.80 10:0.89 11:0.64 12:0.51 17:0.38 18:0.75 21:0.30 23:0.99 27:0.04 29:0.94 30:0.53 31:0.98 34:0.87 36:0.91 37:0.98 39:0.89 41:0.88 43:0.62 44:0.92 45:0.83 55:0.59 56:0.97 62:0.99 64:0.77 66:0.54 69:0.84 70:0.57 71:0.59 74:0.59 75:0.98 77:0.70 79:0.97 81:0.74 82:0.99 83:0.60 86:0.71 88:0.99 91:0.74 96:0.91 97:0.97 98:0.67 99:0.99 101:0.87 102:0.97 108:0.70 114:0.84 120:0.85 122:0.97 123:0.68 124:0.52 126:0.54 127:0.29 128:0.99 129:0.05 131:0.95 133:0.45 135:0.65 137:0.98 139:0.82 140:0.95 143:1.00 144:0.57 145:0.95 146:0.86 147:0.88 149:0.52 150:0.55 151:0.86 153:0.48 154:0.51 155:0.66 157:0.92 158:0.81 159:0.56 162:0.51 164:0.84 165:0.86 166:0.91 168:0.99 170:0.94 172:0.77 173:0.78 174:0.96 176:0.70 177:0.96 178:0.52 179:0.27 182:0.99 187:0.87 191:0.80 192:1.00 195:0.85 196:0.96 197:0.95 201:0.66 202:0.85 204:0.79 205:0.99 208:0.64 212:0.85 215:0.72 216:0.74 219:0.94 220:0.62 222:0.48 226:0.96 227:0.91 229:0.99 230:0.64 231:0.88 233:0.66 235:0.80 236:0.95 239:0.93 241:0.65 242:0.16 243:0.62 244:0.61 245:0.90 246:0.61 247:0.91 248:0.81 253:0.90 255:1.00 256:0.81 259:0.21 260:0.85 264:0.93 265:0.67 266:0.47 267:0.36 268:0.81 271:0.26 275:0.91 276:0.76 279:0.80 281:0.91 282:0.80 283:0.67 284:0.98 285:0.62 287:0.94 290:0.84 292:0.88 294:0.98 295:0.98 297:0.36 300:0.55\n2 1:0.62 7:0.66 8:0.78 9:0.79 10:0.96 11:0.64 12:0.51 17:0.61 18:0.90 21:0.30 22:0.93 23:0.97 27:0.21 29:0.94 30:0.13 31:0.99 34:0.55 36:0.68 37:0.74 39:0.89 43:0.61 45:0.98 47:0.93 55:0.42 62:0.99 64:0.77 66:0.25 69:0.17 70:0.98 71:0.59 74:0.68 75:0.97 79:0.99 81:0.56 83:0.60 86:0.86 91:0.87 96:0.97 97:0.99 98:0.54 99:0.95 101:1.00 104:0.84 106:0.81 108:0.90 114:0.76 117:0.86 120:0.95 123:0.90 124:0.96 126:0.43 127:0.95 128:0.99 129:0.89 131:0.95 133:0.96 135:0.19 137:0.99 139:0.85 140:0.93 144:0.57 146:0.51 147:0.57 149:0.75 150:0.44 151:0.95 153:0.94 154:0.55 155:0.65 157:0.99 158:0.77 159:0.94 162:0.60 164:0.92 165:0.70 166:0.92 168:0.99 170:0.94 172:0.94 173:0.07 174:0.99 176:0.60 177:0.96 179:0.12 182:0.99 187:0.39 190:0.89 191:0.75 192:0.99 193:0.95 196:0.99 197:0.98 201:0.60 202:0.90 204:0.81 205:0.97 206:0.81 208:0.64 212:0.61 215:0.72 216:0.95 219:0.91 222:0.48 226:0.98 227:0.91 229:1.00 230:0.68 231:0.88 232:0.91 233:0.76 235:0.60 239:0.95 241:0.21 242:0.16 243:0.17 244:0.61 245:0.97 246:0.92 247:1.00 248:0.84 253:0.97 255:0.94 256:0.90 259:0.21 260:0.95 262:0.93 264:0.93 265:0.56 266:0.96 267:0.69 268:0.91 271:0.26 275:0.98 276:0.97 279:0.81 281:0.91 283:0.82 284:0.99 285:0.61 287:0.94 290:0.76 292:0.95 294:0.97 297:0.36 300:0.94\n2 1:0.62 2:1.00 7:0.66 8:0.60 9:0.75 10:0.99 11:0.64 12:0.51 17:0.24 18:0.96 21:0.59 23:0.98 27:0.64 29:0.94 30:0.54 31:0.95 32:0.75 34:0.50 36:0.87 37:0.28 39:0.89 43:0.61 44:0.92 45:0.99 55:0.42 56:0.97 60:0.87 62:0.98 64:0.77 66:0.86 69:0.36 70:0.70 71:0.59 74:0.88 75:0.99 77:0.89 79:0.94 80:0.98 81:0.70 82:0.99 83:0.54 86:0.96 88:0.98 91:0.61 96:0.83 97:1.00 98:0.90 99:0.99 101:1.00 102:0.96 108:0.62 114:0.73 120:0.73 122:0.67 123:0.60 124:0.39 126:0.54 127:0.93 128:0.96 129:0.59 131:0.95 133:0.60 135:0.82 137:0.95 139:0.96 140:0.45 143:0.99 144:0.57 145:0.63 146:0.45 147:0.52 149:0.72 150:0.47 151:0.59 153:0.48 154:0.66 155:0.65 157:1.00 158:0.86 159:0.78 162:0.84 164:0.77 165:0.86 166:0.91 168:0.96 170:0.94 172:0.98 173:0.22 174:0.98 176:0.70 177:0.96 179:0.13 182:0.99 187:0.21 190:0.98 192:1.00 193:0.95 195:0.88 196:0.97 197:0.98 201:0.62 202:0.65 204:0.84 205:0.98 208:0.64 212:0.89 215:0.55 216:0.61 219:0.95 220:0.87 222:0.48 226:0.96 227:0.91 229:0.99 230:0.68 231:0.88 233:0.76 235:0.97 236:0.95 239:0.99 241:0.50 242:0.24 243:0.12 244:0.61 245:0.95 246:0.92 247:0.99 248:0.61 253:0.87 255:0.78 256:0.71 259:0.21 260:0.73 264:0.93 265:0.90 266:0.47 267:0.69 268:0.72 271:0.26 275:0.99 276:0.96 279:0.82 281:0.91 282:0.83 283:0.67 284:0.96 285:0.62 287:0.94 290:0.73 292:0.88 294:1.00 295:0.98 297:0.36 300:0.70\n2 1:0.62 7:0.66 8:0.77 9:0.79 10:0.96 11:0.83 12:0.51 17:0.67 18:0.91 21:0.30 23:0.97 27:0.21 29:0.94 30:0.15 31:0.98 34:0.70 36:0.67 37:0.74 39:0.89 43:0.82 45:0.98 55:0.42 62:0.98 64:0.77 66:0.23 69:0.17 70:0.98 71:0.59 74:0.71 75:0.97 79:0.98 81:0.56 83:0.60 85:0.72 86:0.88 91:0.72 96:0.93 97:0.99 98:0.53 99:0.95 101:1.00 108:0.90 114:0.76 120:0.88 123:0.90 124:0.97 126:0.43 127:0.97 128:0.98 129:0.93 131:0.95 133:0.97 135:0.21 137:0.98 139:0.88 140:0.95 144:0.57 146:0.55 147:0.61 149:0.88 150:0.44 151:0.85 153:0.83 154:0.78 155:0.65 157:0.99 158:0.77 159:0.95 162:0.55 164:0.84 165:0.70 166:0.92 168:0.98 170:0.94 172:0.95 173:0.06 174:0.99 176:0.60 177:0.96 178:0.42 179:0.12 182:0.99 187:0.39 190:0.89 192:0.99 193:0.95 196:0.98 197:0.98 201:0.60 202:0.83 204:0.81 205:0.97 208:0.64 212:0.59 215:0.72 216:0.95 219:0.91 220:0.87 222:0.48 226:0.98 227:0.91 229:1.00 230:0.68 231:0.88 233:0.76 235:0.60 239:0.96 241:0.44 242:0.15 243:0.17 245:0.97 246:0.92 247:1.00 248:0.76 253:0.93 255:0.79 256:0.81 259:0.21 260:0.88 264:0.93 265:0.54 266:0.97 267:0.65 268:0.81 271:0.26 275:0.98 276:0.98 279:0.81 281:0.91 283:0.82 284:0.97 285:0.61 287:0.94 290:0.76 292:0.95 294:0.98 297:0.36 300:0.94\n1 10:0.93 11:0.83 12:0.51 17:0.62 18:0.74 21:0.78 27:0.45 29:0.94 30:0.74 34:0.76 36:0.32 37:0.50 39:0.89 43:0.78 45:0.81 55:0.42 66:0.67 69:0.76 70:0.36 71:0.59 74:0.52 85:0.72 86:0.82 91:0.27 98:0.26 101:1.00 108:0.60 122:0.67 123:0.57 124:0.45 127:0.26 129:0.05 131:0.61 133:0.36 135:0.60 139:0.77 144:0.57 145:0.50 146:0.34 147:0.40 149:0.67 154:0.71 157:0.97 159:0.39 166:0.61 170:0.94 172:0.57 173:0.78 174:0.83 177:0.96 178:0.55 179:0.53 182:0.90 187:0.68 197:0.86 212:0.82 216:0.77 222:0.48 227:0.61 229:0.61 231:0.74 235:0.52 239:0.91 241:0.15 242:0.16 243:0.72 245:0.66 246:0.61 247:0.79 253:0.42 259:0.21 264:0.93 265:0.28 266:0.27 267:0.36 271:0.26 275:0.94 276:0.29 287:0.61 294:0.97 300:0.33\n1 1:0.62 7:0.66 8:0.69 9:0.75 10:0.97 11:0.64 12:0.51 17:0.64 18:0.95 21:0.30 22:0.93 23:0.95 27:0.50 29:0.94 30:0.26 31:0.95 32:0.64 34:0.68 36:0.91 37:0.60 39:0.89 43:0.60 44:0.86 45:0.99 47:0.93 55:0.42 62:0.98 64:0.77 66:0.43 69:0.21 70:0.95 71:0.59 74:0.79 75:0.97 77:0.70 79:0.94 81:0.56 83:0.54 86:0.93 91:0.37 96:0.84 97:0.99 98:0.58 99:0.95 101:1.00 104:0.84 106:0.81 108:0.17 114:0.76 117:0.86 120:0.78 122:0.67 123:0.16 124:0.87 126:0.43 127:0.95 128:0.98 129:0.59 131:0.95 133:0.88 135:0.60 137:0.95 139:0.92 140:0.87 144:0.57 145:0.70 146:0.98 147:0.98 149:0.81 150:0.44 151:0.85 153:0.48 154:0.64 155:0.65 157:1.00 158:0.77 159:0.94 162:0.84 164:0.76 165:0.70 166:0.92 168:0.98 170:0.94 172:0.98 173:0.07 174:0.99 176:0.60 177:0.96 179:0.11 182:0.99 187:0.39 190:0.89 192:0.99 195:0.99 196:0.97 197:0.98 201:0.60 202:0.65 204:0.82 205:0.95 206:0.81 208:0.64 212:0.73 215:0.72 216:0.86 219:0.91 220:0.87 222:0.48 226:0.98 227:0.91 229:0.99 230:0.68 231:0.88 232:0.91 233:0.76 235:0.60 239:0.96 242:0.14 243:0.57 245:0.99 246:0.92 247:1.00 248:0.76 253:0.86 254:0.84 255:0.78 256:0.71 259:0.21 260:0.78 262:0.93 264:0.93 265:0.60 266:0.94 267:0.36 268:0.72 271:0.26 275:0.98 276:0.98 279:0.81 281:0.91 282:0.73 283:0.82 284:0.94 285:0.61 287:0.94 290:0.76 292:0.95 294:0.98 297:0.36 300:0.94\n1 1:0.59 7:0.64 8:0.78 10:0.86 11:0.52 12:0.51 17:0.86 18:0.77 21:0.59 27:0.72 29:0.94 30:0.32 32:0.71 34:0.93 36:0.58 37:0.42 39:0.89 43:0.21 44:0.93 45:0.87 55:0.71 64:0.77 66:0.71 69:0.82 70:0.79 71:0.59 74:0.52 77:0.89 81:0.44 82:0.99 86:0.71 88:0.98 91:0.29 98:0.58 99:0.83 101:0.69 102:0.98 104:0.89 106:0.81 108:0.67 114:0.67 122:0.67 123:0.65 124:0.46 126:0.43 127:0.37 129:0.05 131:0.61 133:0.59 135:0.49 139:0.77 144:0.57 145:0.82 146:0.68 147:0.40 149:0.26 150:0.38 154:0.19 155:0.47 157:0.98 159:0.48 165:0.63 166:0.91 170:0.94 172:0.76 173:0.83 174:0.89 176:0.60 177:0.38 178:0.55 179:0.39 182:0.97 187:0.21 192:0.47 195:0.74 197:0.90 201:0.57 206:0.81 208:0.54 212:0.86 215:0.55 216:0.10 222:0.48 227:0.61 229:0.61 230:0.64 231:0.87 233:0.66 235:0.84 239:0.90 241:0.12 242:0.22 243:0.18 244:0.83 245:0.73 246:0.92 247:0.91 253:0.53 254:0.97 257:0.93 259:0.21 264:0.93 265:0.59 266:0.54 267:0.28 271:0.26 275:0.91 276:0.68 282:0.83 283:0.67 287:0.61 290:0.67 294:0.97 297:0.36 300:0.70\n1 10:0.92 11:0.83 12:0.51 17:0.36 18:0.84 21:0.78 27:0.45 29:0.94 30:0.38 34:0.88 36:0.21 37:0.50 39:0.89 43:0.66 45:0.93 55:0.42 66:0.48 69:0.77 70:0.90 71:0.59 74:0.61 85:0.72 86:0.87 91:0.33 98:0.42 101:1.00 108:0.60 122:0.67 123:0.57 124:0.76 127:0.44 129:0.59 131:0.61 133:0.74 135:0.85 139:0.83 144:0.57 145:0.42 146:0.67 147:0.71 149:0.61 154:0.69 157:0.99 159:0.68 166:0.61 170:0.94 172:0.80 173:0.66 174:0.92 177:0.96 178:0.55 179:0.27 182:0.95 187:0.68 197:0.92 212:0.78 216:0.77 222:0.48 227:0.61 229:0.61 231:0.81 235:0.84 239:0.90 241:0.43 242:0.16 243:0.59 245:0.88 246:0.61 247:0.97 253:0.47 259:0.21 264:0.93 265:0.44 266:0.71 267:0.59 271:0.26 275:0.96 276:0.80 287:0.61 294:0.97 300:0.94\n1 1:0.60 9:0.79 10:0.92 11:0.64 12:0.51 17:0.28 18:0.84 21:0.47 23:0.96 27:0.27 29:0.94 30:0.55 31:0.94 34:0.36 36:0.70 37:0.36 39:0.89 41:0.82 43:0.28 45:0.92 55:0.42 62:0.98 64:0.77 66:0.85 69:0.27 70:0.67 71:0.59 74:0.66 75:0.99 79:0.93 81:0.54 83:0.54 86:0.83 91:0.35 96:0.80 97:0.97 98:0.81 99:0.95 101:0.96 108:0.21 114:0.72 120:0.69 122:0.67 123:0.20 124:0.37 126:0.43 127:0.57 128:0.98 129:0.05 131:0.95 133:0.36 135:0.70 137:0.94 139:0.84 140:0.45 143:0.99 144:0.57 146:0.71 147:0.76 149:0.36 150:0.41 151:0.86 153:0.48 154:0.63 155:0.66 157:0.99 158:0.84 159:0.37 162:0.86 164:0.57 165:0.70 166:0.92 168:0.98 170:0.94 172:0.76 173:0.39 174:0.88 176:0.60 177:0.96 179:0.52 182:0.98 187:0.95 192:1.00 196:0.95 197:0.91 201:0.59 202:0.36 205:0.95 208:0.64 212:0.78 215:0.63 216:0.89 219:0.95 222:0.48 226:0.95 227:0.91 229:0.99 231:0.88 235:0.74 239:0.94 241:0.37 242:0.27 243:0.86 244:0.61 245:0.60 246:0.92 247:0.84 248:0.77 253:0.81 254:0.86 255:0.95 256:0.45 259:0.21 260:0.70 264:0.93 265:0.81 266:0.47 267:0.23 268:0.46 271:0.26 275:0.96 276:0.63 279:0.79 283:0.66 284:0.89 285:0.62 287:0.94 290:0.72 292:0.87 294:0.98 295:0.98 297:0.36 300:0.55\n0 12:0.20 17:1.00 18:0.57 21:0.78 27:0.72 29:0.86 30:0.45 34:0.31 36:0.51 39:0.94 43:0.05 46:0.88 55:0.52 66:0.27 69:0.98 70:0.25 71:0.63 74:0.25 86:0.57 91:0.01 98:0.06 107:0.89 108:0.99 110:0.89 122:0.82 123:0.99 124:0.72 125:0.88 127:0.33 129:0.81 131:0.61 133:0.67 135:0.49 139:0.55 146:0.05 147:0.05 149:0.05 154:0.05 157:0.61 159:0.97 160:0.88 163:1.00 166:0.61 172:0.10 173:0.78 175:0.91 177:0.05 178:0.55 179:0.96 182:0.61 187:0.21 202:0.60 212:0.61 216:0.13 222:0.21 227:0.61 229:0.61 231:0.61 241:0.41 242:0.63 243:0.29 244:0.83 245:0.38 246:0.61 247:0.30 253:0.22 257:0.84 265:0.06 266:0.17 267:0.97 276:0.13 277:0.87 287:0.61 289:0.88 300:0.18\n0 12:0.20 17:0.99 18:0.56 21:0.78 27:0.69 29:0.86 30:0.87 37:0.27 39:0.94 43:0.05 46:0.88 55:0.59 66:0.20 69:1.00 70:0.27 71:0.63 74:0.25 86:0.56 98:0.08 107:0.89 108:0.99 110:0.89 122:0.77 123:0.99 124:0.74 125:0.88 127:0.18 129:0.05 131:0.61 133:0.62 139:0.55 146:0.21 147:0.34 149:0.05 154:0.06 157:0.61 159:0.93 160:0.88 163:0.80 166:0.61 172:0.16 173:0.99 175:0.75 177:0.05 178:0.55 179:0.61 182:0.61 187:0.68 202:0.63 212:0.19 216:0.85 222:0.21 227:0.61 229:0.61 231:0.61 235:0.12 241:0.05 242:0.75 243:0.40 244:0.61 245:0.49 246:0.61 247:0.35 253:0.22 254:0.92 257:0.84 265:0.08 266:0.47 276:0.19 277:0.87 287:0.61 289:0.88 300:0.25\n0 12:0.20 17:0.99 18:0.57 21:0.78 27:0.72 29:0.86 30:0.76 34:0.84 36:0.32 39:0.94 43:0.05 46:0.88 55:0.45 66:0.36 69:0.99 70:0.15 71:0.63 74:0.25 86:0.56 91:0.20 98:0.06 107:0.89 108:0.98 110:0.88 122:0.57 123:0.98 124:0.52 125:0.88 127:0.21 129:0.05 131:0.61 133:0.39 135:0.30 139:0.55 146:0.18 147:0.23 149:0.05 154:0.08 157:0.61 159:0.93 160:0.88 163:1.00 166:0.61 172:0.10 173:0.89 175:0.75 177:0.38 178:0.55 179:0.95 182:0.61 187:0.21 212:0.95 222:0.21 227:0.61 229:0.61 231:0.61 235:0.52 241:0.39 242:0.82 243:0.51 244:0.61 245:0.37 246:0.61 247:0.12 253:0.22 254:0.80 257:0.65 265:0.06 266:0.12 267:0.36 276:0.12 277:0.69 287:0.61 289:0.88 300:0.13\n0 11:0.75 12:0.20 17:0.83 18:0.60 21:0.78 27:0.72 29:0.86 30:0.76 34:0.62 36:0.96 39:0.94 43:0.32 45:0.66 46:0.93 66:0.36 69:0.91 70:0.15 71:0.63 74:0.33 86:0.65 91:0.03 98:0.07 101:0.52 107:0.91 108:0.82 110:0.90 122:0.80 123:0.81 124:0.52 125:0.88 127:0.18 129:0.05 131:0.61 133:0.39 135:0.65 139:0.63 144:0.57 146:0.13 147:0.18 149:0.21 154:0.23 157:0.78 159:0.48 160:0.88 163:0.99 166:0.61 172:0.10 173:0.83 175:0.75 177:0.38 178:0.55 179:0.92 182:0.73 187:0.39 212:0.95 216:0.12 222:0.21 227:0.61 229:0.61 231:0.63 235:0.31 241:0.18 242:0.82 243:0.51 244:0.61 245:0.37 246:0.61 247:0.12 253:0.28 257:0.65 259:0.21 265:0.07 266:0.12 267:0.36 276:0.12 277:0.69 287:0.61 289:0.88 300:0.13\n0 12:0.20 17:1.00 18:0.73 21:0.78 27:0.72 29:0.86 30:0.62 34:0.30 36:0.47 39:0.94 43:0.15 46:0.88 55:0.52 66:0.16 69:0.50 70:0.23 71:0.63 74:0.24 86:0.59 91:0.02 98:0.06 107:0.89 108:0.38 110:0.89 122:0.41 123:0.37 124:0.81 125:0.88 127:0.49 129:0.89 131:0.61 133:0.78 135:0.71 139:0.58 146:0.20 147:0.26 149:0.10 154:0.11 157:0.61 159:0.98 160:0.88 163:0.90 166:0.61 172:0.10 173:0.07 175:0.91 177:0.05 178:0.55 179:0.93 182:0.61 187:0.21 202:0.63 212:0.30 216:0.09 222:0.21 227:0.61 229:0.61 231:0.62 241:0.43 242:0.33 243:0.37 244:0.83 245:0.42 246:0.61 247:0.39 253:0.20 257:0.84 265:0.06 266:0.27 267:0.99 276:0.26 277:0.87 287:0.61 289:0.88 300:0.18\n2 6:0.95 7:0.63 8:0.93 9:0.80 11:0.87 12:0.69 17:0.24 18:0.90 20:0.91 21:0.78 27:0.10 28:0.56 29:0.62 30:0.60 31:0.99 34:0.95 36:0.92 37:0.92 39:0.80 41:0.98 43:0.79 44:0.85 45:0.73 48:0.91 55:0.45 66:0.27 69:0.71 70:0.44 71:0.86 74:0.43 76:0.94 78:0.82 79:1.00 83:0.91 85:0.72 86:0.73 91:0.98 96:0.99 97:0.94 98:0.42 100:0.86 101:0.97 108:0.86 111:0.83 120:0.96 122:0.86 123:0.92 124:0.73 127:0.69 129:0.05 131:0.91 133:0.60 135:0.96 137:0.99 138:1.00 139:0.71 140:0.98 144:0.76 145:0.70 146:0.46 147:0.53 149:0.63 151:0.97 152:0.95 153:0.96 154:0.72 155:0.67 157:0.82 158:0.72 159:0.81 161:0.77 162:0.48 164:0.94 166:0.61 167:0.72 169:0.86 172:0.51 173:0.51 177:0.70 178:0.53 179:0.53 181:0.64 182:0.97 186:0.82 187:0.39 189:0.98 191:0.98 192:0.87 195:0.92 196:0.96 202:0.99 204:0.85 208:0.64 212:0.49 216:0.88 219:0.87 222:0.84 227:0.95 229:0.98 230:0.63 231:0.80 233:0.73 235:0.31 238:0.92 241:0.69 242:0.63 243:0.28 245:0.80 246:0.61 247:0.76 248:0.96 253:0.96 255:0.95 256:0.99 259:0.21 260:0.94 261:0.89 265:0.17 266:0.84 267:0.84 268:0.99 271:0.48 276:0.60 277:0.69 279:0.82 281:0.89 284:1.00 285:0.62 287:0.99 292:0.95 300:0.33\n2 1:0.69 6:0.86 8:0.66 9:0.80 11:0.92 12:0.69 17:0.30 18:0.99 20:0.86 21:0.30 22:0.93 27:0.21 28:0.56 29:0.62 30:0.67 31:0.98 34:0.40 36:0.84 37:0.74 39:0.80 41:0.82 43:0.80 45:0.99 47:0.93 64:0.77 66:0.34 69:0.12 70:0.70 71:0.86 74:0.84 78:0.81 79:1.00 81:0.40 83:0.91 85:0.80 86:0.97 91:0.82 96:0.99 97:0.99 98:0.71 99:0.83 100:0.84 101:0.97 108:0.83 111:0.80 114:0.60 117:0.86 120:0.85 122:0.85 123:0.82 124:0.82 126:0.44 127:0.72 129:0.89 131:0.91 133:0.84 135:0.95 137:0.98 138:0.97 139:0.96 140:0.99 144:0.76 146:0.86 147:0.88 149:0.97 150:0.55 151:0.73 152:0.83 153:0.96 154:0.82 155:0.67 157:0.88 158:0.72 159:0.88 161:0.77 162:0.76 164:0.74 165:0.70 166:0.78 167:0.54 169:0.81 172:0.94 173:0.08 176:0.55 177:0.70 179:0.13 181:0.64 182:0.97 186:0.81 187:0.39 189:0.88 191:0.84 192:0.87 196:0.99 201:0.68 202:0.92 204:0.85 208:0.64 212:0.78 216:0.95 219:0.87 222:0.84 227:0.95 229:0.98 231:0.80 232:0.85 235:0.42 238:0.86 241:0.24 242:0.37 243:0.40 245:0.98 246:0.61 247:0.93 248:0.68 253:0.95 255:0.95 256:0.94 259:0.21 260:0.69 261:0.82 262:0.93 265:0.71 266:0.87 267:0.96 268:0.94 271:0.48 276:0.96 279:0.86 281:0.91 283:0.82 284:0.97 285:0.62 287:0.99 290:0.60 292:0.95 300:0.84\n1 1:0.69 6:0.84 8:0.87 9:0.80 11:0.81 12:0.69 17:0.34 18:0.68 20:0.80 21:0.05 27:0.05 28:0.56 29:0.62 30:0.71 31:0.91 34:0.77 36:0.26 37:0.98 39:0.80 43:0.27 45:0.81 60:0.87 66:0.33 69:0.69 70:0.40 71:0.86 74:0.65 78:0.86 79:0.96 81:0.64 83:0.91 86:0.78 91:0.71 96:0.94 97:0.94 98:0.12 99:0.83 100:0.87 101:0.52 104:0.96 106:0.81 108:0.53 111:0.85 114:0.70 117:0.86 120:0.85 122:0.51 123:0.51 124:0.71 126:0.44 127:0.64 129:0.59 131:0.91 133:0.66 135:0.78 137:0.91 139:0.82 140:0.45 144:0.76 146:0.20 147:0.26 149:0.18 150:0.62 151:0.84 152:0.77 153:0.72 154:0.75 155:0.67 157:0.61 158:0.92 159:0.69 161:0.77 162:0.58 164:0.66 165:0.70 166:0.80 167:0.66 169:0.86 172:0.27 173:0.60 176:0.55 177:0.70 179:0.85 181:0.64 182:0.61 186:0.85 187:0.68 189:0.86 190:0.77 191:0.97 192:0.87 196:0.93 201:0.68 202:0.84 206:0.81 208:0.64 212:0.30 215:0.78 216:0.63 219:0.95 220:0.62 222:0.84 227:0.95 229:0.61 231:0.80 232:0.98 235:0.12 238:0.87 241:0.59 242:0.33 243:0.50 245:0.53 246:0.61 247:0.47 248:0.92 253:0.81 254:0.74 255:0.79 256:0.83 260:0.67 261:0.81 265:0.13 266:0.54 267:0.52 268:0.84 271:0.48 276:0.28 279:0.86 283:0.82 284:0.87 285:0.62 287:0.61 290:0.70 292:0.95 297:0.36 300:0.33\n2 1:0.69 6:0.91 7:0.63 8:0.82 9:0.80 12:0.69 17:0.18 20:0.96 27:0.06 28:0.56 29:0.62 31:1.00 34:0.59 36:0.30 37:0.81 39:0.80 41:0.98 44:0.85 64:0.77 71:0.86 74:0.48 77:0.70 78:0.96 79:1.00 81:0.70 83:0.91 91:0.99 96:1.00 97:0.99 99:0.83 100:0.98 111:0.97 114:0.78 120:0.95 126:0.44 131:0.91 135:0.78 137:1.00 138:1.00 139:0.75 140:0.94 144:0.76 145:0.65 150:0.66 151:0.99 152:0.92 153:0.99 155:0.67 157:0.61 158:0.87 161:0.77 162:0.61 164:0.94 165:0.70 166:0.79 167:0.88 169:0.97 175:0.97 176:0.55 181:0.64 182:0.97 186:0.96 189:0.92 191:0.96 192:0.87 195:0.75 196:0.98 201:0.68 202:0.99 204:0.85 208:0.64 216:0.80 219:0.95 222:0.84 227:0.95 229:0.98 230:0.63 231:0.80 233:0.76 235:0.05 238:0.96 241:0.90 244:0.93 246:0.61 248:0.97 253:0.98 255:0.95 256:0.99 257:0.93 259:0.21 260:0.94 261:0.97 267:0.95 268:0.99 271:0.48 277:0.95 279:0.86 281:0.91 282:0.71 283:0.71 284:1.00 285:0.62 287:0.99 290:0.78 292:0.95\n1 6:0.90 8:0.84 9:0.80 11:0.64 12:0.69 17:0.38 18:0.81 20:0.77 21:0.78 27:0.30 28:0.56 29:0.62 30:0.33 31:0.97 34:0.80 36:0.28 37:0.68 39:0.80 41:0.92 43:0.71 45:0.66 55:0.52 66:0.54 69:0.17 70:0.49 71:0.86 74:0.29 78:0.93 79:0.98 83:0.91 86:0.59 91:0.64 96:0.96 97:0.94 98:0.34 100:0.97 101:0.52 108:0.82 111:0.96 120:0.87 122:0.86 123:0.81 124:0.48 127:0.80 129:0.05 131:0.91 133:0.39 135:0.98 137:0.97 139:0.59 140:0.95 144:0.76 146:0.13 147:0.18 149:0.39 151:0.87 152:0.76 153:0.90 154:0.61 155:0.67 157:0.61 158:0.72 159:0.57 161:0.77 162:0.69 164:0.74 166:0.61 167:0.66 169:0.95 172:0.32 173:0.21 175:0.75 177:0.38 179:0.91 181:0.64 182:0.99 186:0.93 187:0.68 189:0.94 191:0.95 192:0.87 196:0.87 202:0.85 208:0.64 212:0.42 216:0.60 219:0.87 222:0.84 227:0.95 229:0.99 231:0.80 238:0.95 241:0.60 242:0.79 243:0.32 244:0.61 245:0.50 246:0.61 247:0.30 248:0.85 253:0.86 255:0.95 256:0.87 257:0.65 259:0.21 260:0.81 261:0.82 265:0.36 266:0.38 267:0.19 268:0.87 271:0.48 276:0.18 277:0.87 279:0.82 283:0.78 284:0.96 285:0.62 287:0.99 292:0.91 300:0.33\n2 1:0.69 6:0.96 8:0.92 9:0.80 11:0.85 12:0.69 17:0.11 18:0.77 20:0.96 21:0.54 27:0.04 28:0.56 29:0.62 30:0.45 31:0.99 34:0.90 36:0.69 37:0.96 39:0.80 41:0.98 43:0.30 45:0.77 66:0.53 69:0.92 70:0.78 71:0.86 74:0.48 76:0.85 78:0.87 79:1.00 81:0.34 83:0.91 86:0.58 91:0.99 96:1.00 97:0.98 98:0.40 99:0.83 100:0.92 101:0.87 108:0.83 111:0.88 114:0.57 120:0.95 122:0.41 123:0.82 124:0.63 126:0.44 127:0.58 129:0.05 131:0.91 133:0.59 135:0.83 137:0.99 138:1.00 139:0.75 140:0.99 144:0.76 145:0.52 146:0.54 147:0.05 149:0.32 150:0.52 151:0.95 152:0.97 153:0.97 154:0.47 155:0.67 157:0.61 158:0.91 159:0.59 161:0.77 162:0.49 163:0.81 164:0.93 165:0.70 166:0.80 167:0.87 169:0.93 172:0.37 173:0.96 176:0.55 177:0.05 178:0.52 179:0.84 181:0.64 182:0.96 186:0.88 189:0.94 191:0.99 192:0.87 196:0.97 201:0.68 202:1.00 204:0.85 208:0.64 212:0.30 215:0.39 216:0.92 219:0.95 220:0.62 222:0.84 227:0.95 229:0.98 231:0.80 235:0.68 238:0.92 241:0.89 242:0.14 243:0.17 245:0.50 246:0.61 247:0.67 248:0.94 253:0.96 254:0.96 255:0.95 256:0.99 257:0.84 259:0.21 260:0.91 261:0.95 265:0.42 266:0.54 267:0.82 268:0.99 271:0.48 276:0.33 279:0.86 281:0.91 283:0.78 284:1.00 285:0.62 287:0.99 290:0.57 292:0.95 297:0.36 300:0.55\n2 6:0.98 7:0.64 8:0.98 9:0.80 12:0.69 17:0.36 18:0.58 20:0.81 21:0.78 27:0.11 28:0.56 29:0.62 30:0.95 31:0.99 34:0.52 36:0.18 37:0.89 39:0.80 41:0.97 43:0.22 44:0.85 55:0.42 66:0.54 69:0.96 71:0.86 74:0.30 77:0.70 78:0.90 79:1.00 83:0.91 86:0.57 91:0.95 96:0.99 97:0.94 98:0.08 100:0.94 108:0.92 111:0.90 120:0.90 123:0.92 127:0.06 129:0.05 131:0.91 135:0.63 137:0.99 138:1.00 139:0.60 140:0.99 144:0.76 145:0.54 146:0.17 147:0.22 149:0.13 151:0.87 152:0.84 153:0.92 154:0.14 155:0.67 157:0.61 158:0.72 159:0.09 161:0.77 162:0.50 164:0.91 166:0.61 167:0.75 169:0.92 172:0.10 173:0.98 175:0.75 177:0.38 178:0.53 179:0.08 181:0.64 182:0.97 186:0.89 187:0.21 189:0.99 191:0.98 192:0.87 195:0.91 196:0.88 202:0.99 204:0.85 208:0.64 216:0.90 219:0.87 222:0.84 227:0.95 229:0.98 230:0.64 231:0.80 233:0.73 235:0.22 238:0.93 241:0.73 243:0.63 244:0.61 246:0.61 248:0.92 253:0.92 254:0.74 255:0.95 256:0.98 257:0.65 259:0.21 260:0.87 261:0.90 265:0.08 267:0.92 268:0.98 271:0.48 277:0.69 279:0.82 282:0.71 284:0.99 285:0.62 287:0.99 292:0.95 300:0.08\n2 6:0.96 7:0.64 8:0.97 9:0.80 11:0.92 12:0.69 17:0.13 18:0.70 20:0.85 21:0.78 27:0.04 28:0.56 29:0.62 30:0.76 31:1.00 34:0.93 36:0.93 37:0.96 39:0.80 41:0.98 43:0.52 45:0.73 66:0.36 69:0.95 70:0.28 71:0.86 74:0.36 78:0.91 79:1.00 83:0.91 85:0.72 86:0.66 91:0.98 96:1.00 97:0.89 98:0.26 100:0.96 101:0.97 108:0.90 111:0.93 120:0.96 122:0.41 123:0.90 124:0.68 127:0.66 129:0.59 131:0.91 133:0.61 135:0.56 137:1.00 138:1.00 139:0.66 140:0.99 144:0.76 145:0.52 146:0.17 147:0.05 149:0.37 151:0.97 152:0.97 153:0.98 154:0.41 155:0.67 157:0.83 158:0.72 159:0.76 161:0.77 162:0.48 163:0.75 164:0.93 166:0.61 167:0.76 169:0.93 172:0.27 173:0.96 177:0.05 178:0.53 179:0.88 181:0.64 182:0.96 186:0.91 187:0.21 189:0.98 191:0.98 192:0.87 196:0.93 202:1.00 204:0.89 208:0.64 212:0.37 216:0.92 219:0.87 220:0.62 222:0.84 227:0.95 229:0.98 230:0.64 231:0.80 233:0.76 235:0.22 238:0.96 241:0.74 242:0.16 243:0.18 245:0.50 246:0.61 247:0.60 248:0.96 253:0.97 255:0.95 256:0.99 257:0.84 259:0.21 260:0.93 261:0.95 265:0.28 266:0.38 267:0.76 268:0.99 271:0.48 276:0.21 279:0.82 281:0.89 284:1.00 285:0.62 287:0.98 292:0.95 300:0.25\n2 1:0.69 6:0.86 8:0.67 9:0.80 11:0.92 12:0.69 17:0.45 18:0.99 20:0.79 21:0.30 22:0.93 27:0.21 28:0.56 29:0.62 30:0.68 31:0.96 34:0.47 36:0.82 37:0.74 39:0.80 41:0.88 43:0.92 45:0.99 47:0.93 60:0.95 64:0.77 66:0.34 69:0.12 70:0.69 71:0.86 74:0.89 78:0.81 79:0.96 81:0.40 83:0.91 85:0.85 86:0.98 91:0.53 96:0.87 98:0.71 99:0.83 100:0.84 101:0.97 104:0.84 106:0.81 108:0.83 111:0.81 114:0.60 117:0.86 120:0.78 122:0.85 123:0.82 124:0.82 126:0.44 127:0.73 129:0.89 131:0.91 133:0.84 135:0.96 137:0.96 139:0.97 140:0.80 144:0.76 146:0.86 147:0.88 149:0.97 150:0.55 151:0.87 152:0.83 153:0.48 154:0.92 155:0.67 157:0.93 158:0.92 159:0.88 161:0.77 162:0.86 164:0.67 165:0.70 166:0.78 167:0.48 169:0.81 172:0.95 173:0.08 176:0.55 177:0.70 179:0.13 181:0.64 182:0.99 186:0.82 187:0.39 189:0.87 192:0.87 196:0.98 201:0.68 202:0.59 204:0.85 206:0.81 208:0.64 212:0.79 216:0.95 219:0.95 220:0.87 222:0.84 227:0.95 229:0.99 231:0.80 232:0.91 235:0.42 238:0.87 241:0.01 242:0.37 243:0.43 245:0.98 246:0.61 247:0.93 248:0.86 253:0.90 255:0.95 256:0.64 259:0.21 260:0.79 261:0.82 262:0.93 265:0.71 266:0.87 267:0.97 268:0.67 271:0.48 276:0.96 279:0.86 281:0.91 283:0.82 284:0.93 285:0.62 287:0.99 290:0.60 292:0.95 300:0.84\n1 1:0.69 6:0.95 7:0.63 8:0.92 9:0.80 11:0.88 12:0.69 17:0.11 18:0.72 20:0.92 21:0.54 27:0.10 28:0.56 29:0.62 30:0.33 31:0.99 32:0.80 34:0.76 36:0.82 37:0.92 39:0.80 41:0.98 43:0.61 44:0.93 45:0.85 66:0.68 69:0.67 70:0.54 71:0.86 74:0.58 76:0.85 77:0.70 78:0.83 79:1.00 81:0.34 83:0.91 86:0.70 91:0.97 96:0.99 97:0.89 98:0.67 99:0.83 100:0.90 101:0.87 108:0.71 111:0.85 114:0.57 120:0.96 122:0.75 123:0.69 124:0.44 126:0.44 127:0.39 129:0.59 131:0.91 133:0.46 135:0.79 137:0.99 138:1.00 139:0.78 140:0.98 144:0.76 145:0.61 146:0.41 147:0.48 149:0.58 150:0.52 151:0.97 152:0.95 153:0.97 154:0.55 155:0.67 157:0.61 158:0.72 159:0.45 161:0.77 162:0.50 164:0.95 165:0.70 166:0.80 167:0.87 169:0.86 172:0.67 173:0.69 176:0.55 177:0.70 178:0.52 179:0.52 181:0.64 182:0.97 186:0.84 189:0.95 191:0.97 192:0.87 195:0.70 196:0.98 201:0.68 202:0.99 204:0.85 208:0.64 212:0.70 215:0.39 216:0.88 222:0.84 227:0.95 229:0.98 230:0.63 231:0.80 233:0.73 235:0.68 238:0.93 241:0.86 242:0.42 243:0.27 245:0.74 246:0.61 247:0.76 248:0.96 253:0.97 254:0.84 255:0.95 256:0.99 259:0.21 260:0.93 261:0.89 265:0.68 266:0.75 267:0.95 268:0.99 271:0.48 276:0.59 279:0.82 281:0.88 282:0.88 283:0.78 284:1.00 285:0.62 287:0.99 290:0.57 297:0.36 299:0.88 300:0.43\n2 1:0.69 7:0.64 8:0.94 9:0.80 11:0.85 12:0.69 17:0.57 18:0.91 21:0.22 27:0.10 28:0.56 29:0.62 30:0.71 31:0.99 34:0.85 36:0.84 37:0.92 39:0.80 41:0.95 43:0.60 44:0.85 45:0.85 55:0.45 64:0.77 66:0.45 69:0.66 70:0.48 71:0.86 74:0.34 77:0.70 79:0.99 81:0.46 83:0.91 86:0.63 91:0.93 96:0.98 97:0.89 98:0.29 99:0.83 101:0.87 108:0.51 114:0.62 120:0.89 122:0.86 123:0.48 124:0.58 126:0.44 127:0.65 129:0.05 131:0.91 133:0.43 135:0.98 137:0.99 138:1.00 139:0.63 140:0.97 144:0.76 145:0.52 146:0.55 147:0.61 149:0.57 150:0.56 151:0.92 153:0.89 154:0.68 155:0.67 157:0.61 158:0.72 159:0.78 161:0.77 162:0.55 164:0.89 165:0.70 166:0.78 167:0.75 172:0.63 173:0.49 176:0.55 177:0.70 178:0.42 179:0.51 181:0.64 182:0.97 187:0.39 191:0.95 192:0.87 195:0.91 196:0.90 201:0.68 202:0.97 204:0.89 208:0.64 212:0.88 216:0.88 219:0.87 220:0.82 222:0.84 227:0.95 229:0.98 230:0.64 231:0.80 233:0.73 235:0.31 241:0.72 242:0.50 243:0.58 245:0.85 246:0.61 247:0.76 248:0.92 253:0.92 254:0.93 255:0.95 256:0.97 259:0.21 260:0.87 265:0.32 266:0.47 267:0.79 268:0.97 271:0.48 276:0.37 279:0.82 281:0.89 282:0.71 284:0.99 285:0.62 287:0.99 290:0.62 292:0.91 300:0.55\n2 6:0.98 7:0.64 8:0.97 9:0.80 12:0.69 17:0.11 20:0.80 21:0.78 27:0.11 28:0.56 29:0.62 31:0.99 34:0.53 36:0.26 37:0.89 39:0.80 41:0.92 44:0.85 71:0.86 74:0.30 77:0.70 78:0.87 79:1.00 83:0.91 91:0.96 96:0.99 97:0.94 100:0.93 111:0.89 120:0.89 131:0.91 135:0.65 137:0.99 139:0.59 140:0.99 144:0.76 145:0.54 151:0.93 152:0.84 153:0.94 155:0.67 157:0.61 158:0.72 161:0.77 162:0.49 164:0.81 166:0.61 167:0.75 169:0.91 175:0.97 178:0.52 181:0.64 182:0.96 186:0.87 187:0.39 189:0.98 191:0.96 192:0.87 195:0.91 196:0.88 202:0.98 204:0.85 208:0.64 216:0.90 219:0.87 222:0.84 227:0.95 229:0.98 230:0.64 231:0.80 233:0.73 235:0.22 238:0.94 241:0.72 244:0.93 246:0.61 248:0.88 253:0.91 255:0.95 256:0.96 257:0.93 259:0.21 260:0.84 261:0.90 267:0.65 268:0.97 271:0.48 277:0.95 279:0.82 282:0.71 284:0.99 285:0.62 287:0.99 292:0.95\n1 1:0.74 11:0.87 12:0.69 17:0.22 18:0.91 21:0.40 27:0.45 28:0.56 29:0.62 30:0.74 34:0.68 36:0.23 37:0.50 39:0.80 43:0.82 45:0.89 64:0.77 66:0.61 69:0.69 70:0.62 71:0.86 74:0.54 81:0.53 83:0.91 85:0.85 86:0.83 91:0.29 98:0.56 101:0.97 108:0.52 114:0.62 122:0.80 123:0.50 124:0.57 126:0.54 127:0.53 129:0.59 131:0.61 133:0.66 135:0.86 139:0.79 144:0.76 145:0.44 146:0.80 147:0.83 149:0.88 150:0.74 154:0.77 155:0.67 157:0.96 159:0.71 161:0.77 165:0.93 166:0.86 167:0.59 172:0.75 173:0.56 176:0.73 177:0.70 178:0.55 179:0.42 181:0.64 182:0.97 187:0.68 192:0.87 201:0.93 208:0.64 212:0.42 215:0.42 216:0.77 222:0.84 227:0.61 229:0.61 231:0.79 235:0.60 241:0.44 242:0.41 243:0.68 245:0.80 246:0.99 247:0.82 253:0.47 259:0.21 265:0.57 266:0.71 267:0.44 271:0.48 276:0.69 287:0.61 290:0.62 297:0.36 300:0.70\n0 12:0.95 17:0.83 21:0.78 27:0.35 29:0.53 34:0.99 36:0.17 37:0.59 39:0.94 43:0.06 66:0.36 69:0.94 71:0.86 91:0.12 98:0.06 108:0.89 123:0.88 127:0.05 129:0.05 135:0.99 145:0.70 146:0.05 147:0.05 149:0.05 154:0.06 159:0.05 170:0.79 172:0.05 173:0.93 175:0.99 177:0.05 178:0.55 187:0.68 202:0.36 216:0.39 222:0.25 235:0.68 241:0.32 243:0.51 244:0.97 253:0.20 257:0.97 259:0.21 264:0.93 265:0.06 267:0.28 271:0.13 277:0.98\n0 1:0.63 7:0.66 8:0.73 9:0.73 10:0.92 11:0.49 12:0.95 17:0.32 18:0.80 21:0.47 22:0.93 23:0.97 25:0.88 27:0.32 29:0.53 30:0.86 31:0.91 32:0.64 33:0.97 34:0.34 36:0.40 37:0.36 39:0.94 43:0.65 45:0.92 47:0.93 62:0.97 64:0.77 66:0.06 69:0.40 70:0.47 71:0.86 74:0.51 79:0.90 81:0.60 83:0.60 86:0.81 91:0.12 96:0.75 98:0.14 99:0.95 101:0.52 104:0.58 108:0.31 114:0.78 117:0.86 120:0.68 122:0.91 123:0.96 124:0.92 126:0.53 127:0.96 128:0.96 129:0.93 133:0.91 135:0.71 137:0.91 139:0.77 140:0.45 145:0.69 146:0.24 147:0.30 149:0.71 150:0.46 151:0.66 153:0.48 154:0.54 155:0.64 159:0.92 162:0.66 164:0.71 165:0.70 168:0.96 170:0.79 172:0.32 173:0.12 174:0.90 175:0.91 176:0.70 177:0.70 179:0.62 187:0.68 190:0.98 192:0.99 195:0.98 196:0.91 197:0.92 201:0.61 202:0.64 205:0.97 208:0.64 212:0.23 215:0.63 216:0.43 220:0.93 222:0.25 230:0.68 233:0.66 235:0.74 236:0.95 239:0.91 241:0.41 242:0.40 243:0.34 244:0.83 245:0.63 247:0.67 248:0.65 253:0.67 255:0.73 256:0.64 257:0.84 259:0.21 260:0.68 262:0.93 264:0.93 265:0.11 266:0.80 267:0.91 268:0.65 271:0.13 275:0.93 276:0.60 277:0.98 284:0.92 285:0.61 290:0.78 291:0.97 294:0.92 297:0.36 300:0.70\n1 7:0.66 8:0.91 10:0.99 11:0.57 12:0.95 17:0.89 18:0.87 21:0.22 27:0.65 29:0.53 30:0.88 32:0.64 34:0.78 36:0.18 37:0.69 39:0.94 43:0.76 66:0.48 69:0.71 70:0.48 71:0.86 74:0.79 81:0.34 85:0.94 86:0.95 91:0.40 98:0.33 101:0.87 104:0.96 106:0.81 108:0.54 123:0.52 124:0.82 126:0.23 127:0.70 129:0.59 133:0.85 135:0.58 139:0.94 145:0.42 146:0.62 147:0.67 149:0.98 150:0.38 154:0.68 159:0.79 170:0.79 172:0.85 173:0.54 174:0.93 177:0.96 178:0.55 179:0.26 187:0.87 195:0.92 197:0.94 202:0.36 206:0.81 212:0.86 215:0.79 216:0.34 222:0.25 230:0.68 233:0.76 235:0.22 239:0.98 241:0.15 242:0.22 243:0.59 245:0.86 247:0.79 253:0.55 259:0.21 264:0.93 265:0.36 266:0.80 267:0.36 271:0.13 275:0.98 276:0.84 283:0.82 294:1.00 297:0.36 300:0.94\n0 12:0.95 17:0.88 21:0.54 27:0.37 29:0.53 34:0.99 36:0.58 37:0.60 39:0.94 43:0.09 66:0.36 69:0.68 71:0.86 81:0.29 91:0.23 98:0.09 108:0.52 123:0.49 126:0.23 127:0.06 129:0.05 135:0.49 145:0.91 146:0.05 147:0.05 149:0.06 150:0.32 154:0.08 159:0.05 170:0.79 172:0.05 173:0.79 175:0.99 177:0.05 178:0.55 187:0.39 215:0.58 216:0.47 222:0.25 235:0.60 241:0.21 243:0.51 244:0.97 253:0.20 257:0.97 259:0.21 264:0.93 265:0.09 267:0.91 271:0.13 277:0.98 283:0.67 297:0.36\n0 7:0.66 8:0.72 12:0.95 17:0.62 21:0.30 27:0.72 29:0.53 30:0.62 32:0.64 34:0.92 36:0.47 37:0.73 39:0.94 43:0.11 55:0.71 66:0.75 69:0.10 70:0.34 71:0.86 81:0.33 91:0.90 98:0.96 104:0.58 108:0.09 120:0.85 123:0.09 126:0.23 127:0.69 129:0.05 135:0.19 140:0.45 145:0.47 146:0.63 147:0.68 149:0.14 150:0.36 151:0.65 153:0.48 154:0.09 159:0.23 162:0.80 163:0.75 164:0.82 170:0.79 172:0.32 173:0.42 175:0.97 177:0.38 179:0.95 190:0.98 195:0.56 202:0.73 212:0.61 215:0.72 216:0.15 220:0.62 222:0.25 230:0.68 233:0.76 235:0.31 241:0.86 242:0.63 243:0.77 244:0.97 247:0.35 248:0.77 253:0.20 256:0.78 257:0.93 259:0.21 260:0.85 264:0.93 265:0.96 266:0.23 267:0.23 268:0.79 271:0.13 275:0.91 276:0.29 277:0.95 285:0.45 294:0.94 297:0.36 300:0.25\n0 1:0.61 7:0.66 10:0.86 11:0.49 12:0.95 17:0.36 18:0.67 21:0.59 22:0.93 25:0.88 27:0.32 29:0.53 30:0.33 32:0.64 33:0.97 34:0.36 36:0.63 37:0.36 39:0.94 43:0.65 45:0.73 47:0.93 64:0.77 66:0.12 69:0.41 70:0.69 71:0.86 74:0.37 81:0.58 83:0.60 86:0.69 91:0.17 98:0.20 99:0.95 101:0.52 104:0.58 108:0.32 114:0.73 117:0.86 122:0.85 123:0.88 124:0.81 126:0.53 127:0.93 129:0.05 133:0.73 135:0.37 139:0.67 145:0.69 146:0.17 147:0.22 149:0.41 150:0.44 154:0.54 155:0.48 159:0.77 165:0.70 170:0.79 172:0.16 173:0.26 174:0.79 175:0.91 176:0.70 177:0.70 178:0.55 179:0.92 187:0.68 192:0.48 195:0.88 197:0.85 201:0.60 202:0.36 208:0.64 212:0.19 215:0.55 216:0.43 222:0.25 230:0.68 233:0.66 235:0.84 236:0.95 239:0.86 241:0.35 242:0.19 243:0.40 244:0.83 245:0.46 247:0.55 253:0.54 257:0.84 259:0.21 262:0.93 264:0.93 265:0.09 266:0.47 267:0.73 271:0.13 275:0.93 276:0.28 277:0.98 290:0.73 291:0.97 294:0.93 297:0.36 300:0.43\n0 7:0.66 12:0.95 17:0.28 21:0.64 27:0.34 29:0.53 30:0.76 32:0.64 34:0.80 36:0.32 37:0.46 39:0.94 43:0.10 55:0.84 66:0.72 69:0.52 70:0.22 71:0.86 81:0.28 91:0.27 98:0.60 104:0.86 106:0.81 108:0.40 123:0.38 126:0.23 127:0.18 129:0.05 135:0.58 145:0.63 146:0.63 147:0.68 149:0.12 150:0.30 154:0.09 159:0.24 163:0.86 170:0.79 172:0.27 173:0.54 175:0.97 177:0.38 178:0.55 179:0.78 187:0.87 195:0.68 206:0.81 212:0.42 215:0.53 216:0.53 222:0.25 230:0.68 233:0.66 235:0.74 241:0.24 242:0.75 243:0.75 244:0.97 247:0.30 253:0.20 257:0.93 259:0.21 264:0.93 265:0.61 266:0.23 267:0.36 271:0.13 275:0.91 276:0.26 277:0.95 283:0.67 294:0.94 297:0.36 300:0.18\n0 8:0.77 12:0.95 17:0.89 21:0.78 27:0.72 29:0.53 34:0.91 36:0.18 37:0.59 39:0.94 43:0.09 66:0.36 69:0.72 71:0.86 82:0.98 88:0.99 91:0.58 98:0.09 108:0.55 123:0.52 127:0.07 129:0.05 135:0.56 145:0.85 146:0.05 147:0.05 149:0.06 154:0.08 159:0.05 170:0.79 172:0.05 173:0.85 175:0.99 177:0.05 178:0.55 187:0.21 195:0.65 216:0.04 222:0.25 235:0.31 241:0.46 243:0.51 244:0.97 253:0.20 257:0.97 259:0.21 264:0.93 265:0.10 267:0.69 271:0.13 277:0.98 294:0.94\n2 10:0.93 11:0.54 12:0.95 17:0.75 18:0.70 21:0.54 27:0.18 29:0.53 30:0.54 34:0.81 36:0.66 37:0.84 39:0.94 43:0.10 45:0.85 66:0.88 69:0.49 70:0.39 71:0.86 74:0.51 81:0.29 86:0.81 91:0.51 98:0.78 101:0.69 104:0.95 106:0.81 108:0.38 123:0.36 126:0.23 127:0.27 129:0.05 135:0.80 139:0.78 145:0.59 146:0.69 147:0.74 149:0.12 150:0.32 154:0.71 159:0.27 170:0.79 172:0.67 173:0.59 174:0.83 177:0.96 178:0.55 179:0.49 187:0.39 197:0.87 206:0.81 212:0.75 215:0.58 216:0.62 222:0.25 235:0.60 239:0.91 241:0.21 242:0.14 243:0.89 247:0.76 253:0.42 254:0.74 259:0.21 264:0.93 265:0.78 266:0.38 267:0.36 271:0.13 275:0.96 276:0.51 294:0.98 297:0.36 300:0.33\n1 10:0.98 11:0.57 12:0.95 17:0.45 18:0.86 21:0.78 27:0.45 29:0.53 30:0.94 34:0.82 36:0.22 37:0.50 39:0.94 43:0.75 66:0.60 69:0.77 70:0.21 71:0.86 74:0.78 85:0.94 86:0.95 91:0.07 98:0.44 101:0.87 108:0.61 122:0.67 123:0.58 124:0.51 127:0.17 129:0.59 133:0.47 135:0.60 139:0.93 145:0.52 146:0.60 147:0.66 149:0.98 154:0.65 159:0.31 170:0.79 172:0.84 173:0.73 174:0.93 177:0.96 178:0.55 179:0.13 187:0.68 197:0.94 212:0.90 216:0.77 222:0.25 235:0.52 239:0.98 241:0.32 242:0.23 243:0.67 245:0.93 247:0.74 253:0.54 259:0.21 264:0.93 265:0.46 266:0.38 267:0.19 271:0.13 275:0.98 276:0.79 294:1.00 300:0.55\n2 7:0.66 8:0.89 10:0.96 11:0.57 12:0.95 17:0.16 18:0.78 21:0.13 27:0.02 29:0.53 30:0.87 34:0.45 36:0.21 37:0.92 39:0.94 43:0.57 66:0.42 69:0.93 70:0.32 71:0.86 74:0.65 81:0.35 85:0.95 86:0.89 91:0.15 98:0.58 101:0.87 108:0.89 120:0.75 123:0.89 124:0.65 126:0.23 127:0.58 129:0.59 133:0.60 135:0.87 139:0.86 140:0.45 145:0.77 146:0.60 147:0.05 149:0.93 150:0.39 151:0.63 153:0.72 154:0.46 159:0.79 162:0.81 164:0.73 170:0.79 172:0.85 173:0.89 174:0.93 177:0.05 179:0.22 187:0.39 190:0.98 191:0.73 197:0.91 202:0.62 212:0.86 215:0.84 216:0.99 220:0.74 222:0.25 230:0.68 233:0.76 235:0.12 239:0.95 241:0.56 242:0.28 243:0.06 245:0.94 247:0.79 248:0.67 253:0.48 256:0.64 257:0.97 259:0.21 260:0.76 264:0.93 265:0.59 266:0.47 267:0.59 268:0.68 271:0.13 275:0.98 276:0.84 283:0.67 285:0.45 294:0.99 297:0.36 300:0.55\n1 10:0.98 11:0.57 12:0.95 17:0.40 18:0.86 21:0.78 27:0.45 29:0.53 30:0.94 34:0.81 36:0.21 37:0.50 39:0.94 43:0.75 66:0.59 69:0.78 70:0.19 71:0.86 74:0.78 85:0.94 86:0.95 91:0.14 98:0.43 101:0.87 108:0.61 122:0.67 123:0.59 124:0.52 127:0.17 129:0.59 133:0.47 135:0.69 139:0.93 145:0.50 146:0.59 147:0.65 149:0.98 154:0.65 159:0.30 170:0.79 172:0.83 173:0.74 174:0.93 177:0.96 178:0.55 179:0.13 187:0.68 197:0.94 212:0.90 216:0.77 222:0.25 235:0.31 239:0.98 241:0.27 242:0.24 243:0.67 245:0.93 247:0.67 253:0.54 259:0.21 264:0.93 265:0.45 266:0.38 267:0.23 271:0.13 275:0.98 276:0.78 294:1.00 300:0.43\n0 10:0.89 11:0.57 12:0.95 17:0.51 18:0.64 21:0.78 27:0.03 29:0.53 30:0.95 32:0.80 34:0.20 36:0.35 37:0.95 39:0.94 43:0.81 44:0.93 66:0.72 69:0.71 71:0.86 74:0.56 77:0.70 82:0.99 85:0.72 86:0.74 88:0.99 91:0.33 98:0.12 101:0.87 102:0.98 108:0.54 122:0.67 123:0.52 127:0.08 129:0.05 135:0.80 139:0.80 145:0.77 146:0.19 147:0.24 149:0.70 154:0.75 159:0.10 170:0.79 172:0.27 173:0.71 174:0.79 177:0.96 178:0.55 179:0.08 187:0.21 195:0.75 197:0.84 212:0.78 216:0.65 222:0.25 235:0.12 239:0.93 241:0.35 242:0.45 243:0.75 247:0.35 253:0.44 259:0.21 264:0.93 265:0.13 266:0.17 267:0.84 271:0.13 275:0.91 276:0.27 282:0.88 294:0.98 299:0.88 300:0.08\n1 7:0.66 8:0.93 10:0.99 11:0.57 12:0.95 17:0.32 18:0.87 21:0.13 27:0.29 29:0.53 30:0.87 34:0.59 36:0.21 37:0.92 39:0.94 43:0.75 66:0.36 69:0.50 70:0.32 71:0.86 74:0.81 81:0.35 85:0.95 86:0.96 91:0.33 98:0.60 101:0.87 108:0.38 120:0.68 123:0.73 124:0.61 126:0.23 127:0.26 129:0.59 133:0.47 135:0.82 139:0.94 140:0.45 145:0.77 146:0.75 147:0.79 149:0.98 150:0.39 151:0.63 153:0.72 154:0.66 159:0.64 162:0.86 164:0.68 170:0.79 172:0.84 173:0.29 174:0.93 177:0.96 179:0.15 187:0.39 190:0.98 197:0.95 202:0.55 212:0.84 215:0.84 216:0.93 220:0.62 222:0.25 230:0.68 233:0.76 235:0.12 239:0.98 241:0.68 242:0.28 243:0.51 245:0.97 247:0.79 248:0.62 253:0.55 256:0.58 259:0.21 260:0.69 264:0.93 265:0.46 266:0.54 267:0.73 268:0.63 271:0.13 275:0.98 276:0.88 285:0.45 294:1.00 297:0.36 300:0.43\n0 12:0.95 17:0.92 21:0.78 27:0.72 29:0.53 30:0.76 34:0.63 36:0.55 37:0.49 39:0.94 43:0.08 55:0.52 66:0.64 69:0.79 70:0.15 71:0.86 91:0.40 98:0.39 108:0.63 122:0.85 123:0.60 127:0.13 129:0.05 135:0.74 145:0.80 146:0.34 147:0.40 149:0.08 154:0.08 159:0.14 163:0.98 170:0.79 172:0.16 173:0.92 175:0.97 177:0.38 178:0.55 179:0.75 187:0.68 212:0.95 216:0.08 222:0.25 235:0.95 241:0.39 242:0.82 243:0.69 244:0.97 247:0.12 253:0.20 257:0.93 259:0.21 264:0.93 265:0.41 266:0.12 267:0.28 271:0.13 275:0.93 276:0.15 277:0.95 294:0.94 300:0.13\n0 7:0.69 10:0.85 11:0.46 12:0.51 17:0.77 18:0.79 21:0.78 26:0.97 27:0.55 29:0.56 30:0.76 34:0.80 36:0.42 37:0.64 39:0.70 43:0.61 45:0.73 48:0.91 58:0.93 66:0.85 69:0.46 70:0.27 71:0.84 74:0.41 86:0.80 89:0.97 91:0.15 98:0.74 101:0.47 108:0.35 122:0.75 123:0.34 127:0.23 129:0.05 135:0.34 139:0.78 141:0.91 146:0.61 147:0.67 149:0.70 154:0.50 159:0.23 170:0.82 172:0.57 173:0.59 174:0.79 177:0.88 178:0.55 179:0.56 187:0.95 197:0.85 199:0.96 212:0.76 216:0.27 222:0.21 223:0.97 224:0.93 225:0.96 230:0.71 233:0.76 234:0.91 235:0.05 239:0.84 240:0.95 241:0.27 242:0.38 243:0.86 244:0.83 247:0.60 253:0.35 259:0.21 265:0.74 266:0.38 267:0.76 271:0.31 274:0.91 276:0.44 281:0.91 300:0.25\n1 7:0.69 8:0.85 10:0.88 12:0.51 17:0.47 18:0.88 21:0.40 26:0.98 27:0.55 29:0.56 30:0.13 32:0.65 34:0.64 36:0.31 37:0.64 39:0.70 43:0.62 48:0.91 58:0.93 64:0.77 66:0.06 69:0.49 70:0.97 71:0.84 74:0.29 81:0.42 86:0.88 89:0.96 91:0.04 98:0.19 108:0.98 123:0.98 124:0.99 126:0.32 127:0.95 129:0.59 133:0.99 135:0.95 139:0.88 141:0.91 145:0.76 146:0.67 147:0.72 149:0.67 150:0.43 154:0.65 159:0.97 170:0.82 172:0.57 173:0.09 174:0.79 175:0.75 177:0.70 178:0.55 179:0.15 187:0.95 192:0.45 195:1.00 197:0.85 199:1.00 201:0.56 202:0.50 212:0.22 215:0.67 216:0.27 219:0.91 222:0.21 223:0.98 224:0.93 225:0.96 230:0.71 233:0.76 234:0.91 235:0.52 239:0.87 240:0.95 241:0.10 242:0.38 243:0.17 244:0.61 245:0.89 247:0.86 253:0.26 254:0.74 257:0.65 259:0.21 265:0.20 266:0.99 267:0.36 271:0.31 274:0.91 276:0.95 277:0.87 281:0.91 283:0.67 292:0.88 297:0.36 300:0.99\n0 7:0.69 10:0.88 12:0.51 17:0.40 18:0.88 21:0.40 26:0.99 27:0.55 29:0.56 30:0.13 31:0.86 32:0.65 34:0.68 36:0.30 37:0.64 39:0.70 43:0.62 48:0.91 58:0.98 64:0.77 66:0.06 69:0.49 70:0.97 71:0.84 74:0.29 79:0.86 81:0.42 86:0.88 89:0.96 91:0.04 98:0.19 108:0.98 120:0.54 123:0.98 124:0.99 126:0.32 127:0.95 129:0.59 133:0.99 135:0.92 137:0.86 139:0.88 140:0.45 141:0.99 145:0.76 146:0.67 147:0.72 149:0.67 150:0.43 151:0.48 153:0.48 154:0.65 159:0.97 162:0.86 164:0.56 170:0.82 172:0.57 173:0.09 174:0.79 175:0.75 177:0.70 179:0.15 187:0.95 190:0.89 192:0.45 195:1.00 196:0.88 197:0.85 199:1.00 201:0.56 202:0.36 212:0.22 215:0.67 216:0.27 219:0.91 220:0.99 222:0.21 223:0.99 224:0.98 225:0.96 230:0.71 233:0.76 234:0.98 235:0.52 239:0.87 240:0.95 241:0.07 242:0.38 243:0.17 244:0.61 245:0.89 247:0.86 248:0.48 253:0.26 254:0.74 255:0.68 256:0.45 257:0.65 259:0.21 260:0.54 265:0.20 266:0.99 267:0.28 268:0.46 271:0.31 274:0.97 276:0.95 277:0.87 281:0.91 283:0.67 284:0.88 285:0.50 292:0.88 297:0.36 300:0.99\n1 7:0.69 10:0.85 11:0.46 12:0.51 17:0.75 18:0.70 21:0.78 26:0.98 27:0.55 29:0.56 30:0.74 34:0.62 36:0.47 37:0.64 39:0.70 43:0.71 45:0.83 58:0.93 66:0.88 69:0.46 70:0.42 71:0.84 74:0.55 86:0.76 89:0.98 91:0.23 98:0.81 101:0.47 108:0.35 122:0.55 123:0.34 127:0.30 129:0.05 135:0.37 139:0.72 141:0.91 146:0.79 147:0.82 149:0.64 154:0.61 159:0.34 170:0.82 172:0.67 173:0.50 174:0.79 177:0.88 178:0.55 179:0.52 187:0.95 197:0.85 199:0.97 212:0.41 216:0.27 222:0.21 223:0.97 224:0.93 225:0.97 230:0.71 233:0.76 234:0.91 235:0.05 239:0.84 240:0.95 241:0.18 242:0.33 243:0.89 244:0.61 247:0.60 253:0.44 259:0.21 265:0.81 266:0.38 267:0.52 271:0.31 274:0.91 276:0.53 300:0.43\n0 7:0.69 10:0.85 11:0.46 12:0.51 17:0.76 18:0.76 21:0.78 26:0.97 27:0.55 29:0.56 30:0.76 34:0.80 36:0.33 37:0.64 39:0.70 43:0.61 45:0.73 48:0.91 58:0.93 66:0.83 69:0.46 70:0.20 71:0.84 74:0.41 86:0.76 89:0.97 91:0.17 98:0.72 101:0.47 108:0.35 122:0.55 123:0.34 127:0.22 129:0.05 135:0.42 139:0.76 141:0.91 146:0.60 147:0.65 149:0.66 154:0.50 159:0.22 170:0.82 172:0.51 173:0.59 174:0.79 177:0.88 178:0.55 179:0.60 187:0.95 197:0.85 199:0.96 212:0.86 216:0.27 222:0.21 223:0.97 224:0.93 225:0.96 230:0.71 233:0.76 234:0.91 235:0.05 239:0.84 240:0.95 241:0.18 242:0.29 243:0.84 244:0.83 247:0.60 253:0.35 259:0.21 265:0.72 266:0.23 267:0.79 271:0.31 274:0.91 276:0.40 281:0.91 300:0.18\n1 1:0.64 10:0.85 12:0.51 17:0.81 18:0.67 21:0.22 26:0.98 27:0.43 29:0.56 30:0.76 34:0.50 36:0.33 37:0.73 39:0.70 43:0.77 58:0.93 64:0.77 66:0.54 69:0.12 70:0.22 71:0.84 74:0.40 81:0.55 86:0.69 89:0.97 91:0.18 98:0.47 108:0.10 114:0.82 122:0.75 123:0.10 124:0.45 126:0.51 127:0.32 129:0.05 133:0.36 135:0.49 139:0.72 141:0.91 146:0.33 147:0.40 149:0.54 150:0.55 154:0.69 155:0.49 159:0.21 170:0.82 172:0.21 173:0.39 174:0.79 176:0.63 177:0.88 178:0.55 179:0.93 187:0.39 192:0.49 197:0.85 199:0.95 201:0.62 208:0.61 212:0.42 215:0.72 216:0.23 219:0.91 222:0.21 223:0.98 224:0.93 225:0.98 234:0.91 235:0.42 239:0.84 240:0.95 241:0.32 242:0.45 243:0.63 244:0.61 245:0.40 247:0.35 253:0.58 259:0.21 265:0.49 266:0.23 267:0.23 271:0.31 274:0.91 276:0.20 283:0.67 290:0.82 292:0.88 297:0.36 300:0.18\n0 7:0.69 10:0.86 11:0.46 12:0.51 17:0.55 21:0.30 26:0.99 27:0.50 29:0.56 30:0.18 32:0.67 34:0.55 36:0.86 37:0.60 39:0.70 43:0.63 45:0.91 55:0.59 58:0.93 66:0.52 69:0.78 70:0.93 71:0.84 74:0.70 77:0.70 81:0.33 83:0.56 89:0.99 91:0.12 97:0.89 98:0.64 101:0.47 104:0.84 106:0.81 108:0.90 117:0.86 123:0.89 124:0.78 126:0.24 127:0.82 129:0.05 133:0.83 135:0.47 141:0.91 145:0.67 146:0.47 147:0.27 149:0.73 150:0.37 154:0.52 158:0.77 159:0.82 170:0.82 172:0.86 173:0.62 174:0.83 175:0.75 177:0.38 178:0.55 179:0.28 187:0.39 195:0.92 197:0.86 199:0.99 206:0.81 208:0.50 212:0.60 215:0.72 216:0.86 222:0.21 223:0.98 224:0.93 225:0.97 230:0.71 232:0.90 233:0.76 234:0.91 235:0.31 239:0.85 240:0.95 242:0.45 243:0.11 244:0.83 245:0.88 247:0.79 253:0.51 257:0.84 259:0.21 265:0.64 266:0.87 267:0.65 271:0.31 274:0.91 276:0.85 277:0.87 279:0.76 282:0.75 283:0.82 297:0.36 300:0.84\n1 1:0.63 10:0.87 11:0.46 12:0.51 17:0.66 18:0.63 21:0.40 26:0.98 27:0.69 29:0.56 30:0.41 32:0.65 34:0.74 36:0.66 37:0.25 39:0.70 43:0.64 45:0.66 58:0.93 66:0.86 69:0.30 70:0.77 71:0.84 74:0.43 81:0.55 83:0.56 86:0.66 89:0.97 91:0.10 98:0.91 99:0.83 101:0.47 104:0.93 106:0.81 108:0.24 114:0.78 117:0.86 123:0.23 126:0.32 127:0.49 129:0.05 135:0.79 139:0.64 141:0.91 145:0.67 146:0.76 147:0.80 149:0.46 150:0.50 154:0.67 155:0.49 159:0.32 165:0.65 170:0.82 172:0.59 173:0.44 174:0.79 176:0.63 177:0.88 178:0.55 179:0.72 187:0.95 192:0.47 195:0.58 197:0.85 199:0.98 201:0.59 206:0.81 208:0.50 212:0.54 215:0.67 216:0.62 222:0.21 223:0.98 224:0.93 225:0.98 232:0.88 234:0.91 235:0.60 239:0.86 240:0.95 241:0.10 242:0.45 243:0.86 244:0.61 247:0.67 253:0.57 254:0.74 259:0.21 265:0.91 266:0.47 267:0.36 271:0.31 274:0.91 276:0.47 290:0.78 297:0.36 300:0.55\n1 1:0.56 10:0.86 11:0.46 12:0.51 17:0.61 18:0.62 21:0.68 26:0.98 27:0.30 29:0.56 30:0.45 32:0.67 34:0.97 36:0.44 37:0.80 39:0.70 43:0.58 45:0.81 58:0.93 66:0.29 69:0.84 70:0.81 71:0.84 74:0.52 77:0.70 81:0.42 83:0.56 86:0.66 89:0.98 91:0.10 98:0.28 99:0.83 101:0.47 104:0.89 106:0.81 108:0.80 114:0.67 117:0.86 122:0.55 123:0.79 124:0.84 126:0.32 127:0.59 129:0.05 133:0.83 135:0.23 139:0.64 141:0.91 145:0.80 146:0.32 147:0.05 149:0.56 150:0.38 154:0.47 155:0.46 159:0.58 163:0.88 165:0.65 170:0.82 172:0.37 173:0.85 174:0.83 175:0.75 176:0.63 177:0.05 178:0.55 179:0.70 187:0.95 192:0.45 195:0.76 197:0.87 199:0.97 201:0.54 206:0.81 208:0.50 212:0.16 215:0.49 216:0.74 222:0.21 223:0.98 224:0.93 225:0.98 232:0.85 234:0.91 235:0.84 239:0.86 240:0.95 241:0.35 242:0.16 243:0.12 244:0.83 245:0.58 247:0.74 253:0.53 257:0.93 259:0.21 265:0.31 266:0.84 267:0.23 271:0.31 274:0.91 276:0.50 277:0.87 282:0.75 290:0.67 297:0.36 300:0.70\n0 7:0.69 10:0.85 11:0.46 12:0.51 17:0.62 18:0.66 21:0.78 26:0.96 27:0.55 29:0.56 30:0.62 34:0.80 36:0.71 37:0.64 39:0.70 43:0.61 45:0.66 48:0.91 58:0.93 66:0.30 69:0.47 70:0.34 71:0.84 74:0.35 86:0.68 89:0.96 91:0.14 98:0.32 101:0.47 108:0.36 122:0.41 123:0.35 124:0.61 127:0.19 129:0.05 133:0.43 135:0.68 139:0.70 141:0.91 145:0.40 146:0.33 147:0.40 149:0.42 154:0.51 159:0.23 163:0.81 170:0.82 172:0.16 173:0.54 174:0.79 175:0.75 177:0.70 178:0.55 179:0.76 187:0.95 197:0.85 199:0.95 202:0.46 212:0.30 216:0.27 222:0.21 223:0.96 224:0.93 225:0.96 230:0.71 233:0.76 234:0.91 235:0.22 239:0.84 240:0.95 241:0.27 242:0.33 243:0.48 244:0.83 245:0.47 247:0.39 253:0.31 257:0.65 259:0.21 265:0.34 266:0.27 267:0.23 271:0.31 274:0.91 276:0.23 277:0.69 281:0.91 300:0.25\n0 1:0.69 7:0.75 9:0.75 10:0.81 11:0.46 12:0.51 17:0.94 18:0.96 22:0.93 26:0.99 27:0.72 29:0.56 30:0.94 31:0.94 32:0.72 34:0.53 36:0.88 39:0.70 43:0.74 44:0.92 45:0.98 47:0.93 48:0.91 58:0.98 64:0.77 66:0.20 69:0.97 70:0.21 71:0.84 74:0.92 77:0.70 79:0.94 81:0.77 83:0.56 86:0.98 89:0.99 91:0.68 96:0.83 97:0.89 98:0.57 99:0.83 101:0.47 106:0.81 108:0.81 114:0.97 117:0.86 120:0.72 122:0.75 123:0.80 124:0.85 126:0.51 127:0.90 129:0.05 133:0.84 135:0.84 137:0.94 139:0.98 140:0.45 141:0.99 145:0.40 146:0.83 147:0.90 149:0.99 150:0.78 151:0.90 153:0.69 154:0.65 155:0.64 158:0.82 159:0.88 162:0.86 164:0.62 165:0.65 170:0.82 172:0.91 173:0.97 174:0.79 176:0.70 177:0.70 179:0.13 187:0.87 190:0.77 192:0.98 195:0.96 196:0.98 197:0.79 199:1.00 201:0.67 202:0.46 204:0.84 206:0.81 208:0.61 212:0.49 215:0.96 216:0.16 219:0.94 222:0.21 223:0.99 224:1.00 225:0.99 230:0.77 233:0.76 234:1.00 235:0.22 239:0.80 240:0.99 241:0.03 242:0.32 243:0.33 244:0.61 245:0.98 247:0.76 248:0.80 253:0.89 255:0.78 256:0.45 257:0.65 260:0.73 262:0.93 265:0.59 266:0.71 267:0.59 268:0.55 271:0.31 274:0.98 276:0.96 277:0.69 279:0.80 281:0.91 282:0.80 283:0.82 284:0.90 285:0.60 290:0.97 292:0.95 297:0.36 300:0.55\n0 12:0.51 17:0.59 18:0.87 21:0.78 26:0.94 27:0.15 29:0.56 30:0.45 34:0.56 36:0.44 37:0.90 39:0.70 43:0.16 44:0.88 48:0.91 55:0.59 58:0.93 66:0.63 69:0.78 70:0.61 71:0.84 74:0.40 76:0.85 86:0.83 89:0.96 91:0.11 98:0.70 108:0.62 122:0.92 123:0.59 124:0.45 127:0.48 129:0.05 133:0.37 135:0.23 139:0.83 141:0.91 145:0.42 146:0.57 147:0.28 149:0.18 154:0.46 159:0.32 170:0.82 172:0.41 173:0.91 175:0.75 177:0.05 178:0.55 179:0.82 187:0.39 193:0.97 195:0.59 199:0.94 212:0.61 216:0.35 222:0.21 223:0.92 224:0.93 225:0.96 234:0.91 235:0.52 239:0.84 240:0.95 241:0.43 242:0.63 243:0.28 244:0.61 245:0.54 247:0.47 253:0.35 254:0.93 257:0.93 259:0.21 265:0.70 266:0.38 267:0.69 271:0.31 274:0.91 276:0.37 277:0.69 281:0.91 300:0.43\n0 8:0.93 10:0.84 12:0.51 17:0.73 18:0.90 21:0.78 26:0.96 27:0.20 29:0.56 30:0.71 34:0.50 36:0.68 37:0.97 39:0.70 43:0.56 55:0.45 58:0.93 66:0.75 69:0.56 70:0.56 71:0.84 74:0.39 86:0.89 89:0.97 91:0.62 98:0.75 108:0.43 122:0.92 123:0.41 124:0.40 127:0.43 129:0.05 133:0.39 135:0.28 139:0.84 141:0.91 146:0.73 147:0.77 149:0.35 154:0.45 159:0.40 170:0.82 172:0.65 173:0.61 174:0.79 177:0.88 178:0.55 179:0.59 187:0.21 197:0.83 199:0.95 212:0.77 216:0.39 222:0.21 223:0.96 224:0.93 225:0.96 234:0.91 235:0.22 239:0.83 240:0.95 241:0.21 242:0.51 243:0.77 244:0.83 245:0.64 247:0.79 253:0.34 259:0.21 265:0.75 266:0.47 267:0.59 271:0.31 274:0.91 276:0.56 300:0.55\n0 1:0.64 10:0.87 11:0.46 12:0.51 17:0.45 18:0.62 21:0.30 26:0.98 27:0.69 29:0.56 30:0.14 32:0.65 34:0.94 36:0.18 37:0.25 39:0.70 43:0.64 45:0.66 55:0.71 58:0.93 66:0.62 69:0.29 70:0.90 71:0.84 74:0.43 81:0.57 83:0.56 86:0.66 89:0.97 91:0.23 98:0.75 99:0.83 101:0.47 104:0.93 106:0.81 108:0.22 114:0.82 117:0.86 123:0.22 124:0.48 126:0.32 127:0.79 129:0.05 133:0.36 135:0.96 139:0.64 141:0.91 145:0.52 146:0.78 147:0.82 149:0.50 150:0.52 154:0.67 155:0.49 159:0.53 165:0.65 170:0.82 172:0.67 173:0.30 174:0.79 176:0.63 177:0.88 178:0.55 179:0.59 187:0.87 192:0.48 195:0.68 197:0.85 199:0.99 201:0.60 206:0.81 208:0.50 212:0.54 215:0.72 216:0.62 222:0.21 223:0.98 224:0.93 225:0.98 232:0.88 234:0.91 235:0.52 239:0.86 240:0.95 241:0.37 242:0.74 243:0.68 244:0.61 245:0.79 247:0.67 253:0.58 254:0.74 259:0.21 265:0.75 266:0.75 267:0.28 271:0.31 274:0.91 276:0.63 290:0.82 297:0.36 300:0.70\n1 1:0.69 11:0.75 12:0.37 17:0.26 18:0.90 21:0.13 27:0.47 29:0.62 30:0.62 32:0.63 34:0.42 36:0.23 37:0.66 39:0.51 43:0.67 44:0.85 45:0.92 46:0.88 64:0.77 66:0.74 69:0.79 70:0.49 71:0.74 74:0.43 77:0.98 81:0.60 83:0.60 86:0.72 91:0.27 98:0.73 99:0.83 101:0.52 107:0.93 108:0.62 110:0.95 114:0.64 122:0.80 123:0.60 124:0.42 125:0.88 126:0.44 127:0.29 129:0.05 131:0.61 133:0.43 135:0.94 139:0.71 144:0.57 145:0.90 146:0.87 147:0.28 149:0.81 150:0.60 154:0.55 155:0.58 157:0.61 159:0.51 160:0.88 165:0.70 166:0.84 172:0.78 173:0.73 176:0.55 177:0.38 178:0.55 179:0.32 182:0.61 187:0.39 192:0.51 195:0.82 201:0.68 204:0.85 208:0.54 212:0.60 216:0.82 222:0.35 227:0.61 229:0.61 231:0.90 232:0.96 235:0.22 241:0.49 242:0.54 243:0.21 245:0.79 246:0.61 247:0.67 253:0.48 254:0.86 257:0.65 259:0.21 265:0.73 266:0.38 267:0.36 276:0.70 281:0.91 282:0.71 287:0.61 289:0.94 290:0.64 300:0.43\n1 11:0.64 12:0.37 17:0.45 18:0.68 21:0.68 27:0.56 29:0.62 30:0.15 32:0.62 34:0.95 36:0.18 37:0.60 39:0.51 43:0.13 45:0.66 46:0.88 66:0.53 69:0.84 70:0.52 71:0.74 74:0.27 81:0.24 86:0.56 91:0.20 98:0.50 101:0.52 104:0.91 106:0.81 107:0.94 108:0.69 110:0.96 123:0.67 124:0.51 125:0.88 126:0.26 127:0.28 129:0.05 131:0.61 133:0.37 135:0.69 139:0.55 145:0.72 146:0.53 147:0.53 149:0.14 150:0.24 154:0.56 157:0.61 159:0.36 160:0.88 166:0.86 172:0.37 173:0.90 177:0.05 178:0.55 179:0.73 182:0.61 187:0.21 195:0.66 206:0.81 212:0.30 215:0.37 216:0.76 222:0.35 227:0.61 229:0.61 231:0.90 232:0.97 235:0.80 241:0.01 242:0.14 243:0.37 245:0.57 246:0.61 247:0.67 253:0.24 254:0.95 257:0.84 259:0.21 265:0.51 266:0.47 267:0.36 276:0.38 283:0.78 287:0.61 289:0.95 297:0.36 300:0.33\n0 12:0.37 17:0.93 18:0.88 21:0.78 27:0.72 29:0.62 30:0.28 34:0.63 36:0.94 37:0.66 39:0.51 43:0.18 46:0.88 55:0.71 66:0.87 69:0.05 70:0.47 71:0.74 74:0.25 86:0.59 91:0.33 98:0.95 107:0.95 108:0.05 110:0.97 123:0.05 125:0.88 127:0.65 129:0.05 131:0.61 135:0.75 139:0.57 146:0.79 147:0.83 149:0.26 154:0.60 157:0.61 159:0.35 160:0.88 166:0.61 172:0.63 173:0.13 177:0.70 178:0.55 179:0.71 182:0.61 187:0.39 202:0.36 212:0.61 216:0.09 222:0.35 227:0.61 229:0.61 231:0.90 241:0.21 242:0.16 243:0.88 246:0.61 247:0.79 253:0.22 254:1.00 259:0.21 265:0.95 266:0.54 267:0.44 276:0.53 287:0.61 289:0.95 300:0.33\n1 8:0.84 11:0.64 12:0.37 17:0.67 18:0.83 21:0.54 27:0.52 29:0.62 30:0.36 34:0.33 36:0.94 37:0.47 39:0.51 43:0.13 45:0.66 46:0.88 55:0.84 66:0.48 69:0.54 70:0.64 71:0.74 74:0.26 81:0.25 86:0.58 91:0.38 98:0.75 101:0.52 107:0.96 108:0.78 110:0.98 114:0.55 122:0.41 123:0.77 124:0.67 125:0.88 126:0.26 127:0.67 129:0.59 131:0.61 133:0.66 135:0.89 139:0.56 146:0.36 147:0.43 149:0.25 150:0.25 154:0.40 157:0.61 159:0.67 160:0.88 163:0.94 166:0.76 172:0.61 173:0.43 176:0.54 177:0.70 178:0.55 179:0.55 182:0.61 187:0.39 212:0.21 216:0.39 222:0.35 227:0.61 229:0.61 231:0.93 232:0.93 235:0.60 241:0.24 242:0.15 243:0.25 245:0.76 246:0.61 247:0.84 253:0.36 254:0.92 259:0.21 265:0.75 266:0.80 267:0.87 276:0.65 287:0.61 289:0.96 290:0.55 300:0.55\n2 8:0.65 11:0.64 12:0.37 17:0.94 18:0.65 21:0.74 27:0.69 29:0.62 30:0.37 32:0.62 34:0.93 36:0.52 37:0.25 39:0.51 43:0.34 45:0.73 46:0.88 55:0.59 66:0.88 69:0.86 70:0.87 71:0.74 74:0.28 76:0.85 81:0.23 86:0.59 91:0.15 98:0.70 101:0.52 107:0.95 108:0.73 110:0.97 123:0.71 125:0.88 126:0.26 127:0.21 129:0.05 131:0.61 135:0.47 139:0.57 145:0.41 146:0.78 147:0.81 149:0.38 150:0.23 154:0.25 157:0.61 159:0.34 160:0.88 166:0.86 172:0.67 173:0.88 177:0.70 178:0.55 179:0.39 182:0.61 187:0.68 195:0.76 212:0.57 215:0.36 216:0.55 222:0.35 227:0.61 229:0.61 231:0.93 235:0.88 241:0.15 242:0.14 243:0.89 244:0.61 246:0.61 247:0.82 253:0.25 259:0.21 265:0.70 266:0.47 267:0.23 276:0.55 283:0.78 287:0.61 289:0.96 297:0.36 300:0.70\n1 8:0.62 11:0.64 12:0.37 17:0.34 18:0.63 21:0.30 27:0.58 29:0.62 30:0.30 34:0.47 36:0.69 37:0.42 39:0.51 43:0.59 45:0.66 46:0.88 55:0.84 66:0.45 69:0.43 70:0.76 71:0.74 74:0.28 81:0.32 86:0.59 91:0.23 96:0.77 98:0.67 101:0.52 107:0.92 108:0.33 110:0.93 114:0.57 117:0.86 122:0.77 123:0.32 124:0.81 125:0.88 126:0.26 127:0.79 129:0.05 131:0.83 133:0.81 135:0.24 139:0.57 140:0.45 146:0.89 147:0.91 149:0.47 150:0.29 151:0.55 153:0.48 154:0.48 157:0.61 158:0.71 159:0.77 160:0.88 162:0.55 166:0.76 172:0.68 173:0.26 176:0.54 177:0.70 179:0.46 182:0.61 187:0.68 190:0.89 202:0.70 212:0.18 216:0.88 220:0.87 222:0.35 227:0.61 229:0.61 231:0.78 232:0.88 235:0.31 241:0.30 242:0.79 243:0.58 244:0.61 245:0.77 246:0.61 247:0.60 248:0.56 253:0.42 256:0.64 259:0.21 265:0.67 266:0.80 267:0.73 268:0.68 276:0.73 285:0.47 287:0.61 289:0.91 290:0.57 300:0.70\n1 11:0.64 12:0.37 17:0.75 18:0.62 21:0.47 27:0.61 29:0.62 30:0.33 34:0.58 36:0.47 37:0.61 39:0.51 43:0.59 45:0.66 46:0.88 55:0.84 66:0.46 69:0.58 70:0.77 71:0.74 74:0.28 76:0.85 77:0.70 81:0.27 86:0.58 91:0.08 98:0.66 101:0.52 107:0.92 108:0.44 110:0.93 114:0.56 117:0.86 122:0.77 123:0.43 124:0.76 125:0.88 126:0.26 127:0.63 129:0.05 131:0.61 133:0.73 135:0.44 139:0.57 145:0.47 146:0.89 147:0.91 149:0.45 150:0.26 154:0.47 157:0.61 158:0.71 159:0.75 160:0.88 166:0.76 172:0.68 173:0.41 176:0.54 177:0.70 178:0.55 179:0.44 182:0.61 187:0.95 195:0.90 212:0.19 216:0.44 222:0.35 227:0.61 229:0.61 231:0.78 232:0.97 235:0.52 241:0.02 242:0.79 243:0.58 244:0.61 245:0.79 246:0.61 247:0.60 253:0.37 259:0.21 265:0.67 266:0.80 267:0.19 276:0.72 282:0.70 287:0.61 289:0.91 290:0.56 300:0.70\n0 12:0.37 17:0.61 18:0.67 21:0.78 27:0.32 29:0.62 30:0.76 32:0.62 34:0.68 36:0.32 37:0.89 39:0.51 43:0.18 46:0.88 55:0.71 66:0.64 69:0.08 70:0.15 71:0.74 74:0.24 76:0.85 86:0.57 91:0.31 98:0.82 104:0.58 106:0.81 107:0.89 108:0.07 110:0.91 122:0.65 123:0.07 125:0.88 127:0.31 129:0.05 131:0.61 135:0.94 139:0.55 145:0.89 146:0.41 147:0.47 149:0.12 154:0.12 157:0.61 159:0.15 160:0.88 163:0.75 166:0.61 172:0.16 173:0.50 175:0.75 177:0.38 178:0.55 179:0.98 182:0.61 187:0.87 195:0.53 206:0.81 212:0.95 216:0.32 222:0.35 227:0.61 229:0.61 231:0.74 235:0.22 241:0.46 242:0.82 243:0.69 244:0.83 246:0.61 247:0.12 253:0.20 257:0.65 259:0.21 265:0.82 266:0.12 267:0.44 276:0.17 277:0.69 287:0.61 289:0.90 300:0.13\n1 11:0.64 12:0.37 17:0.18 18:0.65 21:0.78 27:0.56 29:0.62 30:0.55 34:0.80 36:0.23 37:0.60 39:0.51 43:0.41 45:0.66 46:0.88 55:0.71 66:0.36 69:0.88 70:0.71 71:0.74 74:0.27 86:0.58 91:0.07 98:0.51 101:0.52 107:0.94 108:0.83 110:0.96 122:0.77 123:0.82 124:0.76 125:0.88 127:0.48 129:0.59 131:0.61 133:0.76 135:0.60 139:0.56 145:0.65 146:0.41 147:0.05 149:0.30 154:0.31 157:0.61 158:0.71 159:0.71 160:0.88 163:0.94 166:0.61 172:0.41 173:0.83 175:0.75 177:0.05 178:0.55 179:0.69 182:0.61 187:0.87 212:0.18 216:0.76 222:0.35 227:0.61 229:0.61 231:0.87 232:0.95 235:0.52 241:0.49 242:0.31 243:0.13 244:0.61 245:0.58 246:0.61 247:0.74 253:0.24 257:0.84 259:0.21 265:0.52 266:0.80 267:0.36 276:0.49 277:0.69 287:0.61 289:0.93 300:0.55\n1 11:0.86 12:0.37 17:0.55 18:0.69 21:0.78 27:0.47 29:0.62 30:0.76 32:0.62 34:0.20 36:0.19 37:0.66 39:0.51 43:0.10 44:0.85 45:0.73 46:0.88 66:0.54 69:0.85 70:0.22 71:0.74 74:0.49 77:0.70 86:0.71 91:0.42 98:0.13 101:0.87 107:0.91 108:0.71 110:0.92 122:0.55 123:0.70 124:0.45 125:0.88 127:0.14 129:0.05 131:0.61 133:0.37 135:0.74 139:0.69 144:0.57 145:0.82 146:0.20 147:0.05 149:0.06 154:0.62 155:0.58 157:0.61 159:0.20 160:0.88 166:0.61 172:0.21 173:0.89 177:0.05 178:0.55 179:0.62 182:0.61 187:0.39 192:0.51 195:0.74 202:0.50 204:0.85 208:0.54 212:0.42 216:0.82 222:0.35 227:0.61 229:0.61 231:0.83 235:0.12 241:0.65 242:0.45 243:0.26 245:0.40 246:0.61 247:0.35 253:0.35 254:0.84 257:0.84 259:0.21 265:0.14 266:0.23 267:0.52 276:0.14 281:0.91 282:0.71 287:0.61 289:0.92 300:0.18\n1 9:0.76 11:0.64 12:0.37 17:0.62 18:0.92 21:0.78 27:0.47 29:0.62 30:0.72 31:0.87 32:0.62 34:0.50 36:0.21 37:0.66 39:0.51 43:0.65 44:0.85 45:0.92 46:0.88 66:0.93 69:0.66 70:0.39 71:0.74 74:0.36 77:0.70 79:0.88 83:0.60 86:0.66 91:0.42 96:0.72 97:0.89 98:0.75 101:0.52 107:0.94 108:0.50 110:0.95 122:0.80 123:0.48 125:0.88 127:0.24 129:0.05 131:0.89 135:0.93 137:0.87 139:0.66 140:0.45 145:0.76 146:0.80 147:0.84 149:0.83 151:0.59 153:0.48 154:0.65 155:0.58 157:0.61 158:0.72 159:0.36 160:0.88 162:0.86 166:0.61 172:0.80 173:0.66 177:0.70 179:0.29 182:0.61 187:0.68 190:0.77 192:0.51 195:0.77 196:0.87 202:0.36 208:0.54 212:0.80 216:0.82 219:0.87 220:0.74 222:0.35 227:0.61 229:0.61 231:0.90 232:0.92 235:0.22 241:0.18 242:0.55 243:0.93 246:0.61 247:0.60 248:0.58 253:0.40 254:0.90 255:0.74 256:0.45 259:0.21 265:0.75 266:0.38 267:0.28 268:0.46 276:0.70 279:0.82 282:0.71 284:0.86 285:0.56 287:0.61 289:0.95 292:0.95 300:0.33\n1 11:0.64 12:0.37 17:0.88 18:0.66 21:0.47 27:0.69 29:0.62 30:0.38 34:0.37 36:0.70 37:0.27 39:0.51 43:0.59 45:0.66 46:0.88 55:0.71 66:0.49 69:0.86 70:0.77 71:0.74 74:0.28 81:0.27 86:0.59 91:0.14 98:0.77 101:0.52 107:0.92 108:0.73 110:0.94 114:0.56 117:0.86 122:0.77 123:0.72 124:0.67 125:0.88 126:0.26 127:0.66 129:0.05 131:0.61 133:0.60 135:0.60 139:0.57 146:0.95 147:0.78 149:0.47 150:0.26 154:0.49 157:0.61 158:0.71 159:0.79 160:0.88 166:0.76 172:0.74 173:0.76 176:0.54 177:0.38 178:0.55 179:0.40 182:0.61 187:0.39 212:0.28 216:0.21 222:0.35 227:0.61 229:0.61 231:0.79 232:0.92 235:0.52 241:0.27 242:0.77 243:0.33 244:0.61 245:0.86 246:0.61 247:0.60 253:0.37 257:0.65 259:0.21 265:0.77 266:0.80 267:0.36 276:0.76 287:0.61 289:0.91 290:0.56 300:0.84\n0 8:0.69 12:0.37 17:0.61 18:0.66 21:0.22 27:0.37 29:0.62 30:0.44 34:0.81 36:0.99 37:0.37 39:0.51 43:0.14 46:0.88 55:0.92 66:0.20 69:0.58 70:0.66 71:0.74 74:0.24 81:0.49 86:0.57 91:0.56 98:0.48 104:0.89 107:0.92 108:0.85 110:0.95 120:0.80 123:0.85 124:0.93 125:0.88 126:0.26 127:0.72 129:0.59 131:0.91 133:0.92 135:0.89 139:0.55 140:0.45 145:0.52 146:0.51 147:0.57 149:0.26 150:0.38 151:0.60 153:0.46 154:0.10 157:0.61 159:0.86 160:0.88 162:0.69 163:0.94 164:0.53 166:0.87 172:0.45 173:0.31 175:0.75 177:0.38 179:0.55 182:0.61 187:0.39 190:0.89 202:0.76 212:0.30 215:0.51 216:0.60 220:0.62 222:0.35 227:0.61 229:0.61 231:0.87 235:0.22 241:0.41 242:0.80 243:0.28 244:0.83 245:0.64 246:0.61 247:0.39 248:0.65 253:0.20 256:0.78 257:0.65 259:0.21 260:0.58 265:0.50 266:0.92 267:0.65 268:0.79 276:0.66 277:0.87 283:0.82 285:0.47 287:0.61 289:0.93 297:0.36 300:0.55\n1 9:0.76 11:0.75 12:0.37 17:0.55 18:0.91 21:0.78 27:0.47 29:0.62 30:0.76 31:0.88 34:0.59 36:0.18 37:0.66 39:0.51 43:0.65 44:0.85 45:0.92 46:0.88 66:0.91 69:0.65 70:0.30 71:0.74 74:0.43 77:0.70 79:0.90 83:0.60 86:0.74 91:0.31 96:0.75 97:0.89 98:0.75 101:0.52 107:0.93 108:0.50 110:0.95 122:0.80 123:0.48 125:0.88 127:0.24 129:0.05 131:0.89 135:0.97 137:0.88 139:0.72 140:0.45 144:0.57 145:0.79 146:0.82 147:0.85 149:0.83 151:0.65 153:0.48 154:0.59 155:0.58 157:0.61 158:0.72 159:0.38 160:0.88 162:0.86 166:0.61 172:0.76 173:0.64 177:0.70 179:0.33 182:0.61 187:0.68 190:0.77 192:0.51 195:0.79 196:0.89 202:0.36 208:0.54 212:0.71 216:0.82 219:0.87 220:0.62 222:0.35 227:0.61 229:0.61 231:0.86 232:0.87 235:0.12 241:0.02 242:0.59 243:0.92 246:0.61 247:0.47 248:0.63 253:0.44 254:0.86 255:0.74 256:0.45 259:0.21 265:0.75 266:0.38 267:0.28 268:0.46 276:0.64 279:0.82 282:0.71 284:0.86 285:0.56 287:0.61 289:0.93 292:0.95 300:0.33\n1 11:0.42 12:0.01 17:0.51 21:0.78 27:0.66 29:0.56 30:0.43 34:0.77 36:0.72 37:0.47 39:0.65 43:0.17 55:0.84 66:0.85 69:0.23 70:0.56 71:0.58 74:0.39 91:0.05 98:0.85 108:0.18 123:0.18 124:0.38 127:0.44 129:0.05 131:0.61 133:0.39 135:0.61 139:0.64 144:0.57 146:0.97 147:0.97 149:0.30 154:0.51 157:0.61 159:0.72 166:0.61 172:0.85 173:0.14 175:0.75 177:0.38 178:0.55 179:0.34 182:0.61 187:0.39 212:0.27 216:0.23 219:0.89 222:0.35 227:0.61 229:0.61 231:0.80 241:0.05 242:0.70 243:0.86 244:0.61 245:0.74 246:0.61 247:0.47 253:0.31 254:0.74 257:0.65 259:0.21 265:0.85 266:0.63 267:0.44 271:0.56 276:0.77 277:0.69 287:0.61 292:0.91 300:0.55\n1 7:0.63 8:0.68 11:0.75 12:0.01 17:0.24 18:0.61 21:0.13 25:0.88 27:0.09 29:0.56 30:0.14 34:0.44 36:0.91 37:0.89 39:0.65 43:0.69 45:0.66 55:0.52 66:0.45 69:0.07 70:0.92 71:0.58 74:0.38 81:0.41 86:0.63 91:0.25 98:0.48 101:0.52 108:0.06 123:0.06 124:0.87 126:0.26 127:0.89 129:0.05 131:0.61 133:0.88 135:0.34 139:0.61 144:0.57 145:0.42 146:0.82 147:0.85 149:0.61 150:0.35 154:0.59 157:0.77 159:0.84 166:0.79 172:0.82 173:0.08 177:0.70 178:0.55 179:0.30 182:0.72 187:0.98 212:0.57 215:0.61 216:0.85 222:0.35 227:0.61 229:0.61 230:0.64 231:0.73 233:0.76 235:0.12 241:0.32 242:0.81 243:0.58 244:0.61 245:0.84 246:0.61 247:0.60 253:0.30 259:0.21 265:0.49 266:0.84 267:0.28 271:0.56 276:0.84 287:0.61 297:0.36 300:0.84\n1 11:0.75 12:0.01 17:0.28 18:0.61 21:0.13 25:0.88 27:0.09 29:0.56 30:0.11 34:0.44 36:0.95 37:0.89 39:0.65 43:0.69 45:0.66 55:0.52 66:0.61 69:0.07 70:0.91 71:0.58 74:0.38 81:0.41 86:0.66 91:0.22 98:0.60 101:0.52 108:0.06 123:0.06 124:0.85 126:0.26 127:0.88 129:0.05 131:0.61 133:0.92 135:0.49 139:0.64 144:0.57 146:0.91 147:0.93 149:0.61 150:0.35 154:0.59 157:0.77 159:0.85 166:0.79 172:0.87 173:0.08 177:0.70 178:0.55 179:0.30 182:0.72 187:0.98 212:0.58 215:0.61 216:0.85 222:0.35 227:0.61 229:0.61 231:0.73 235:0.12 241:0.24 242:0.81 243:0.68 244:0.61 245:0.77 246:0.61 247:0.60 253:0.30 259:0.21 265:0.61 266:0.89 267:0.44 271:0.56 276:0.84 287:0.61 297:0.36 300:0.70\n0 11:0.86 12:0.01 17:0.72 18:0.98 21:0.13 27:0.53 29:0.56 30:0.32 34:0.44 36:0.26 37:0.38 39:0.65 43:0.09 45:0.73 55:0.59 66:0.42 69:0.96 70:0.75 71:0.58 74:0.35 81:0.38 86:0.96 91:0.11 98:0.64 101:0.87 108:0.95 114:0.63 117:0.86 122:0.86 123:0.95 124:0.92 126:0.26 127:0.84 129:0.89 131:0.61 133:0.93 135:0.75 139:0.95 144:0.57 145:0.70 146:0.97 147:0.05 149:0.46 150:0.34 154:0.22 157:0.75 158:0.71 159:0.96 166:0.77 172:0.97 173:0.74 176:0.55 177:0.05 178:0.55 179:0.11 182:0.72 187:0.68 212:0.52 216:0.80 222:0.35 227:0.61 229:0.61 231:0.79 232:0.87 235:0.12 241:0.24 242:0.74 243:0.05 245:0.98 246:0.61 247:0.96 253:0.47 254:0.80 257:0.84 259:0.21 265:0.65 266:0.95 267:0.91 271:0.56 276:0.98 287:0.61 290:0.63 300:0.94\n0 8:0.61 12:0.01 17:0.79 18:0.96 21:0.59 27:0.68 29:0.56 30:0.37 34:0.97 36:0.88 37:0.44 39:0.65 43:0.12 44:0.87 48:0.91 55:0.84 64:0.77 66:0.26 69:0.95 70:0.79 71:0.58 74:0.25 81:0.27 86:0.91 91:0.48 98:0.55 108:0.80 122:0.86 123:0.79 124:0.84 126:0.26 127:0.72 129:0.59 131:0.61 133:0.82 135:0.82 139:0.91 145:0.85 146:0.36 147:0.57 149:0.33 150:0.26 154:0.09 157:0.61 159:0.80 163:0.94 166:0.61 172:0.59 173:0.93 175:0.75 177:0.05 178:0.55 179:0.44 182:0.61 187:0.39 195:0.92 212:0.22 216:0.27 219:0.89 222:0.35 227:0.61 229:0.61 231:0.64 235:0.74 241:0.05 242:0.78 243:0.32 244:0.83 245:0.80 246:0.61 247:0.67 253:0.22 257:0.84 259:0.21 265:0.56 266:0.87 267:0.36 271:0.56 276:0.74 277:0.87 281:0.89 287:0.61 292:0.91 300:0.70\n1 7:0.63 11:0.75 12:0.01 17:0.16 18:0.61 21:0.13 25:0.88 27:0.09 29:0.56 30:0.14 34:0.44 36:0.95 37:0.89 39:0.65 43:0.69 45:0.66 55:0.45 66:0.67 69:0.07 70:0.90 71:0.58 74:0.38 81:0.41 86:0.63 91:0.33 98:0.68 101:0.52 108:0.06 123:0.06 124:0.76 126:0.26 127:0.92 129:0.05 131:0.61 133:0.88 135:0.34 139:0.61 144:0.57 145:0.42 146:0.91 147:0.92 149:0.61 150:0.35 154:0.59 157:0.77 159:0.80 166:0.79 172:0.86 173:0.09 177:0.70 178:0.55 179:0.33 182:0.73 187:0.98 212:0.60 215:0.61 216:0.85 222:0.35 227:0.61 229:0.61 230:0.64 231:0.73 233:0.76 235:0.12 241:0.41 242:0.80 243:0.71 244:0.61 245:0.77 246:0.61 247:0.60 253:0.30 259:0.21 265:0.68 266:0.91 267:0.44 271:0.56 276:0.83 287:0.61 297:0.36 300:0.70\n1 7:0.63 11:0.75 12:0.01 17:0.69 18:0.61 21:0.05 25:0.88 27:0.09 29:0.56 30:0.21 32:0.62 34:0.29 36:0.81 37:0.89 39:0.65 43:0.69 45:0.66 55:0.52 66:0.92 69:0.05 70:0.72 71:0.58 74:0.38 81:0.50 86:0.63 91:0.33 98:0.95 101:0.52 108:0.05 120:0.63 123:0.05 126:0.26 127:0.66 129:0.05 131:0.85 135:0.65 139:0.61 140:0.45 144:0.57 145:0.56 146:0.89 147:0.91 149:0.54 150:0.39 151:0.55 153:0.48 154:0.59 157:0.79 159:0.49 162:0.86 164:0.52 166:0.79 172:0.79 173:0.15 177:0.70 179:0.50 182:0.73 187:0.39 190:0.89 195:0.67 202:0.36 212:0.68 215:0.78 216:0.85 220:0.62 222:0.35 227:0.84 229:0.61 230:0.64 231:0.74 233:0.76 235:0.05 241:0.69 242:0.78 243:0.93 244:0.61 246:0.61 247:0.60 248:0.54 253:0.30 256:0.45 259:0.21 260:0.57 265:0.95 266:0.63 267:0.36 268:0.46 271:0.56 276:0.69 285:0.47 287:0.61 297:0.36 300:0.55\n0 11:0.42 12:0.01 21:0.05 27:0.69 29:0.56 30:0.76 34:0.68 36:0.90 37:0.25 39:0.65 43:0.69 55:0.45 64:0.77 66:0.64 69:0.38 70:0.15 71:0.58 74:0.38 81:0.58 91:0.33 98:0.35 108:0.30 122:0.51 123:0.28 126:0.26 127:0.12 129:0.05 131:0.61 135:0.94 144:0.57 146:0.23 147:0.29 149:0.34 150:0.43 154:0.58 157:0.61 159:0.11 166:0.61 172:0.16 173:0.74 175:0.75 177:0.38 178:0.55 179:0.67 182:0.61 187:0.87 212:0.95 216:0.52 222:0.35 227:0.61 229:0.61 231:0.67 235:0.05 241:0.32 242:0.82 243:0.69 244:0.61 246:0.61 247:0.12 253:0.30 254:0.80 257:0.65 259:0.21 265:0.37 266:0.12 267:0.28 271:0.56 276:0.17 277:0.69 287:0.61 300:0.13\n0 8:0.81 12:0.01 17:0.77 18:0.93 21:0.68 27:0.68 29:0.56 30:0.30 34:0.98 36:0.92 37:0.44 39:0.65 43:0.12 44:0.87 48:0.91 55:0.71 64:0.77 66:0.44 69:0.93 70:0.81 71:0.58 74:0.25 81:0.24 86:0.87 91:0.23 98:0.52 108:0.57 122:0.86 123:0.55 124:0.82 126:0.26 127:0.63 129:0.05 131:0.61 133:0.82 135:0.80 139:0.88 145:0.85 146:0.35 147:0.89 149:0.27 150:0.24 154:0.09 157:0.61 159:0.82 163:0.94 166:0.61 172:0.57 173:0.86 175:0.75 177:0.05 178:0.55 179:0.58 182:0.61 187:0.39 195:0.94 212:0.23 216:0.27 219:0.89 222:0.35 227:0.61 229:0.61 231:0.64 235:0.80 241:0.10 242:0.78 243:0.58 244:0.83 245:0.66 246:0.61 247:0.55 253:0.22 257:0.84 259:0.21 265:0.54 266:0.92 267:0.59 271:0.56 276:0.61 277:0.87 281:0.89 287:0.61 292:0.91 300:0.70\n1 7:0.63 11:0.75 12:0.01 17:0.20 18:0.61 21:0.13 25:0.88 27:0.09 29:0.56 30:0.10 34:0.45 36:0.91 37:0.89 39:0.65 43:0.69 45:0.66 55:0.52 66:0.61 69:0.07 70:0.89 71:0.58 74:0.38 81:0.41 86:0.63 91:0.20 98:0.69 101:0.52 108:0.06 123:0.06 124:0.80 126:0.26 127:0.92 129:0.05 131:0.61 133:0.89 135:0.54 139:0.61 144:0.57 145:0.42 146:0.95 147:0.96 149:0.62 150:0.35 154:0.59 157:0.77 159:0.85 166:0.79 172:0.88 173:0.08 177:0.70 178:0.55 179:0.28 182:0.72 187:0.98 212:0.51 215:0.61 216:0.85 222:0.35 227:0.61 229:0.61 230:0.64 231:0.77 233:0.76 235:0.12 241:0.32 242:0.79 243:0.68 244:0.61 245:0.83 246:0.61 247:0.60 253:0.31 259:0.21 265:0.70 266:0.89 267:0.44 271:0.56 276:0.87 287:0.61 297:0.36 300:0.70\n1 7:0.63 12:0.01 17:0.62 18:0.66 21:0.78 27:0.16 29:0.56 30:0.21 34:0.42 36:0.95 37:0.70 39:0.65 43:0.12 55:0.92 66:0.16 69:0.94 70:0.70 71:0.58 74:0.30 86:0.67 91:0.14 98:0.38 108:0.89 122:0.77 123:0.88 124:0.94 127:0.70 129:0.59 131:0.61 133:0.93 135:0.87 139:0.65 145:0.56 146:0.79 147:0.32 149:0.23 154:0.13 157:0.61 159:0.87 163:0.94 166:0.61 172:0.37 173:0.87 177:0.05 178:0.55 179:0.56 182:0.61 187:0.87 202:0.36 212:0.27 216:0.66 222:0.35 227:0.61 229:0.61 230:0.64 231:0.76 232:0.72 233:0.76 235:0.88 241:0.32 242:0.28 243:0.20 244:0.61 245:0.62 246:0.61 247:0.86 253:0.26 254:0.90 257:0.84 259:0.21 265:0.41 266:0.87 267:0.19 271:0.56 276:0.65 287:0.61 300:0.55\n1 12:0.01 17:0.77 21:0.78 27:0.58 29:0.56 30:0.21 34:0.52 36:0.97 37:0.26 39:0.65 43:0.18 55:0.92 66:0.16 69:0.05 70:0.92 71:0.58 74:0.32 83:0.60 91:0.05 97:0.89 98:0.36 108:0.05 117:0.86 122:0.77 123:0.05 124:0.85 127:0.82 129:0.59 131:0.61 133:0.82 135:0.81 139:0.68 146:0.53 147:0.59 149:0.24 154:0.12 155:0.58 157:0.61 158:0.72 159:0.68 166:0.61 172:0.21 173:0.06 175:0.75 177:0.38 178:0.55 179:0.80 182:0.61 187:0.87 192:0.51 208:0.54 212:0.22 216:0.67 219:0.92 222:0.35 227:0.61 229:0.61 231:0.73 232:0.94 241:0.07 242:0.71 243:0.37 244:0.83 245:0.54 246:0.61 247:0.39 253:0.27 257:0.65 259:0.21 265:0.38 266:0.75 267:0.84 271:0.56 276:0.46 277:0.69 279:0.82 287:0.61 292:0.95 300:0.70\n1 12:0.01 17:0.70 18:0.62 21:0.47 27:0.63 29:0.56 30:0.90 34:0.91 36:0.28 37:0.41 39:0.65 43:0.14 55:0.59 66:0.89 69:0.63 70:0.21 71:0.58 74:0.28 76:0.85 77:0.70 81:0.26 86:0.67 91:0.60 98:0.86 106:0.81 108:0.48 114:0.57 123:0.46 126:0.26 127:0.38 129:0.05 131:0.61 135:0.30 139:0.65 145:0.70 146:0.72 147:0.77 149:0.32 150:0.25 154:0.45 157:0.61 159:0.29 166:0.77 172:0.70 173:0.77 176:0.55 177:0.70 178:0.55 179:0.55 182:0.61 187:0.39 195:0.61 206:0.81 212:0.93 216:0.18 222:0.35 227:0.61 229:0.61 231:0.83 235:0.52 241:0.41 242:0.80 243:0.90 244:0.61 246:0.61 247:0.35 253:0.39 254:0.84 259:0.21 265:0.86 266:0.17 267:0.23 271:0.56 276:0.59 282:0.71 287:0.61 290:0.57 300:0.25\n1 7:0.63 8:0.63 11:0.75 12:0.01 17:0.32 18:0.61 21:0.13 25:0.88 27:0.09 29:0.56 30:0.10 34:0.39 36:0.99 37:0.89 39:0.65 43:0.69 45:0.66 55:0.71 66:0.48 69:0.07 70:0.87 71:0.58 74:0.38 81:0.41 86:0.63 91:0.27 98:0.61 101:0.52 108:0.06 123:0.06 124:0.80 126:0.26 127:0.88 129:0.05 131:0.61 133:0.81 135:0.65 139:0.61 144:0.57 145:0.42 146:0.91 147:0.93 149:0.62 150:0.35 154:0.59 157:0.77 159:0.85 166:0.79 172:0.85 173:0.08 177:0.70 178:0.55 179:0.27 182:0.72 187:0.98 212:0.51 215:0.61 216:0.85 222:0.35 227:0.61 229:0.61 230:0.64 231:0.73 233:0.76 235:0.12 241:0.15 242:0.81 243:0.59 244:0.61 245:0.90 246:0.61 247:0.60 253:0.30 259:0.21 265:0.62 266:0.89 267:0.44 271:0.56 276:0.87 287:0.61 297:0.36 300:0.70\n1 7:0.63 11:0.75 12:0.01 17:0.28 18:0.61 21:0.13 25:0.88 27:0.09 29:0.56 30:0.10 34:0.44 36:0.93 37:0.89 39:0.65 43:0.69 45:0.66 55:0.52 66:0.49 69:0.07 70:0.84 71:0.58 74:0.38 81:0.41 86:0.66 91:0.18 98:0.64 101:0.52 108:0.06 123:0.06 124:0.84 126:0.26 127:0.91 129:0.05 131:0.61 133:0.89 135:0.37 139:0.64 144:0.57 145:0.42 146:0.94 147:0.95 149:0.62 150:0.35 154:0.59 157:0.77 159:0.86 166:0.79 172:0.87 173:0.07 177:0.70 178:0.55 179:0.26 182:0.72 187:0.98 212:0.55 215:0.61 216:0.85 222:0.35 227:0.61 229:0.61 230:0.64 231:0.78 233:0.76 235:0.12 241:0.27 242:0.78 243:0.60 244:0.61 245:0.86 246:0.61 247:0.60 253:0.31 259:0.21 265:0.65 266:0.80 267:0.36 271:0.56 276:0.87 283:0.78 287:0.61 297:0.36 300:0.70\n0 7:0.63 8:0.66 11:0.75 12:0.01 17:0.66 18:0.57 21:0.30 27:0.56 29:0.56 30:0.10 32:0.62 34:0.29 36:0.75 37:0.45 39:0.65 43:0.11 45:0.66 55:0.71 66:0.05 69:0.19 70:0.95 71:0.58 74:0.31 76:0.98 77:0.70 81:0.32 86:0.59 91:0.03 98:0.17 101:0.52 108:1.00 120:0.55 123:0.96 124:1.00 126:0.26 127:1.00 129:0.96 131:0.85 133:1.00 135:0.92 139:0.57 140:0.87 144:0.57 145:0.79 146:0.31 147:0.37 149:0.33 150:0.29 151:0.48 153:0.48 154:0.55 157:0.75 159:0.98 162:0.49 164:0.52 166:0.79 172:0.67 173:0.05 175:0.75 177:0.38 178:0.48 179:0.14 182:0.71 187:0.87 190:0.89 195:1.00 202:0.63 212:0.21 215:0.44 216:0.56 220:0.87 222:0.35 227:0.84 229:0.61 230:0.63 231:0.80 233:0.73 235:0.31 241:0.15 242:0.79 243:0.07 244:0.61 245:0.87 246:0.61 247:0.79 248:0.48 253:0.27 256:0.45 257:0.65 259:0.21 260:0.54 265:0.15 266:0.99 267:0.79 268:0.46 271:0.56 276:0.96 277:0.87 282:0.71 285:0.47 287:0.61 297:0.36 300:0.94\n2 7:0.81 12:0.69 17:0.72 20:0.80 27:0.58 28:0.46 30:0.94 32:0.80 34:0.96 36:0.49 37:0.30 43:0.52 55:0.59 66:0.72 69:0.05 70:0.13 78:0.75 81:0.99 91:0.33 98:0.58 100:0.79 104:0.89 106:0.81 108:0.05 111:0.75 120:0.69 123:0.05 126:0.54 127:0.17 129:0.05 135:0.49 140:0.45 145:0.38 146:0.52 147:0.58 149:0.37 150:0.99 151:0.66 152:0.77 153:0.48 154:0.41 159:0.19 161:0.94 162:0.86 164:0.57 167:0.52 169:0.77 172:0.27 173:0.17 177:0.05 179:0.76 181:0.52 186:0.76 187:0.39 195:0.60 202:0.36 206:0.81 212:0.42 215:0.96 216:0.33 230:0.87 233:0.76 235:0.02 241:0.02 242:0.82 243:0.75 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 261:0.76 265:0.59 266:0.23 267:0.36 268:0.46 276:0.22 283:0.82 285:0.62 297:0.36 300:0.13\n2 8:0.85 12:0.69 17:0.77 21:0.78 25:0.88 27:0.30 28:0.46 30:0.87 32:0.80 34:0.97 36:0.51 37:0.70 43:0.28 55:0.71 66:0.82 69:0.77 70:0.27 91:0.64 98:0.81 104:0.54 108:0.60 120:0.60 123:0.58 127:0.30 129:0.05 135:0.89 140:0.45 145:0.69 146:0.78 147:0.82 149:0.44 151:0.54 153:0.48 154:0.21 159:0.34 161:0.94 162:0.74 163:0.81 164:0.67 167:0.65 172:0.48 173:0.83 177:0.05 179:0.74 181:0.52 187:0.21 191:0.75 195:0.67 202:0.56 212:0.30 216:0.38 220:0.87 235:0.68 241:0.50 242:0.82 243:0.83 247:0.12 248:0.54 256:0.58 259:0.21 260:0.61 265:0.81 266:0.47 267:0.65 268:0.59 276:0.40 285:0.62 300:0.25\n2 6:0.97 8:0.95 12:0.69 17:0.70 20:0.86 21:0.47 25:0.88 27:0.27 28:0.46 34:0.50 36:0.83 37:0.88 43:0.44 66:0.36 69:0.47 78:0.76 81:0.95 91:0.33 98:0.16 100:0.83 104:0.58 108:0.36 111:0.77 120:0.60 123:0.35 126:0.54 127:0.09 129:0.05 135:0.37 140:0.45 146:0.05 147:0.05 149:0.15 150:0.92 151:0.54 152:1.00 153:0.48 154:0.33 159:0.05 161:0.94 162:0.86 164:0.57 167:0.73 169:0.88 172:0.05 173:0.95 177:0.05 181:0.52 186:0.77 187:0.21 189:0.99 202:0.36 215:0.63 216:0.28 220:0.62 235:0.52 238:0.96 241:0.66 243:0.51 248:0.54 256:0.45 259:0.21 260:0.61 261:0.92 265:0.17 267:0.44 268:0.46 285:0.62 297:0.36\n1 12:0.69 17:0.40 21:0.78 27:0.45 28:0.46 30:0.95 34:0.80 36:0.18 37:0.50 43:0.26 55:0.84 66:0.54 69:0.82 91:0.18 98:0.22 108:0.66 123:0.64 127:0.11 129:0.05 135:0.87 145:0.49 146:0.32 147:0.39 149:0.17 154:0.19 159:0.13 161:0.94 167:0.54 172:0.10 173:0.80 177:0.05 178:0.55 179:0.62 181:0.52 187:0.68 216:0.77 235:0.97 241:0.07 243:0.63 259:0.21 265:0.24 267:0.23 300:0.08\n3 8:0.95 12:0.69 17:0.66 21:0.76 25:0.88 27:0.30 28:0.46 30:0.76 32:0.80 34:0.79 36:0.62 37:0.70 43:0.36 55:0.71 66:0.72 69:0.64 70:0.22 81:0.83 91:0.90 98:0.80 104:0.54 108:0.49 120:0.85 123:0.46 126:0.54 127:0.29 129:0.05 135:0.47 140:0.45 145:0.72 146:0.50 147:0.56 149:0.35 150:0.63 151:0.72 153:0.48 154:0.27 159:0.18 161:0.94 162:0.81 164:0.85 167:0.91 172:0.27 173:0.88 177:0.05 179:0.92 181:0.52 187:0.21 191:0.87 195:0.56 202:0.77 212:0.42 215:0.46 216:0.38 235:0.95 241:0.90 242:0.82 243:0.75 247:0.12 248:0.78 256:0.82 259:0.21 260:0.85 265:0.80 266:0.23 267:0.36 268:0.82 276:0.25 283:0.60 285:0.62 297:0.36 300:0.18\n1 8:0.94 12:0.69 17:0.77 20:0.93 21:0.59 25:0.88 27:0.72 28:0.46 32:0.80 34:0.47 36:0.75 78:0.74 81:0.92 91:0.86 100:0.79 104:0.58 111:0.74 120:0.66 126:0.54 135:0.37 140:0.45 145:0.92 150:0.86 151:0.56 152:0.87 153:0.72 161:0.94 162:0.86 164:0.84 167:0.92 169:0.77 175:0.75 181:0.52 186:0.75 195:0.52 202:0.72 215:0.55 216:0.09 220:0.87 235:0.68 241:0.97 244:0.61 248:0.61 256:0.79 257:0.65 259:0.21 260:0.67 261:0.79 267:0.59 268:0.80 277:0.69 285:0.62 297:0.36\n2 8:0.80 12:0.69 17:0.88 21:0.40 25:0.88 27:0.27 28:0.46 30:0.76 34:0.90 36:0.87 37:0.88 43:0.52 55:0.71 66:0.36 69:0.12 70:0.15 81:0.96 91:0.53 98:0.21 104:0.58 108:0.10 120:0.53 123:0.10 124:0.52 126:0.54 127:0.16 129:0.59 133:0.47 135:0.71 140:0.45 146:0.27 147:0.33 149:0.28 150:0.94 151:0.46 153:0.48 154:0.41 159:0.20 161:0.94 162:0.74 163:0.75 164:0.67 167:0.77 172:0.10 173:0.22 177:0.05 179:0.88 181:0.52 187:0.21 202:0.56 212:0.95 215:0.67 216:0.28 220:0.91 235:0.42 241:0.72 242:0.82 243:0.51 245:0.37 247:0.12 248:0.46 256:0.58 259:0.21 260:0.53 265:0.23 266:0.12 267:0.65 268:0.59 276:0.16 285:0.62 297:0.36 300:0.13\n3 6:0.98 8:0.95 12:0.69 17:0.38 20:0.99 21:0.76 25:0.88 27:0.30 28:0.46 30:0.76 32:0.80 34:0.80 36:0.64 37:0.70 43:0.36 55:0.71 66:0.72 69:0.64 70:0.22 78:0.89 81:0.83 91:0.95 98:0.80 100:0.99 104:0.54 108:0.49 111:0.98 120:0.93 123:0.46 126:0.54 127:0.29 129:0.05 135:0.42 140:0.45 145:0.72 146:0.50 147:0.56 149:0.35 150:0.63 151:0.84 152:0.91 153:0.97 154:0.27 159:0.18 161:0.94 162:0.79 164:0.94 167:0.91 169:1.00 172:0.27 173:0.88 177:0.05 179:0.92 181:0.52 186:0.89 189:0.98 191:0.92 195:0.56 202:0.89 212:0.42 215:0.46 216:0.38 235:0.95 238:1.00 241:0.89 242:0.82 243:0.75 247:0.12 248:0.90 256:0.91 259:0.21 260:0.93 261:0.98 265:0.80 266:0.23 267:0.28 268:0.92 276:0.25 283:0.60 285:0.62 297:0.36 300:0.18\n2 6:0.96 8:0.91 12:0.69 17:0.90 20:0.85 21:0.22 25:0.88 27:0.72 28:0.46 30:0.86 32:0.80 34:0.58 36:0.36 43:0.24 55:0.59 66:0.84 69:0.85 70:0.21 78:0.77 81:0.98 91:0.69 98:0.64 100:0.82 104:0.74 108:0.71 111:0.77 120:0.54 123:0.69 126:0.54 127:0.19 129:0.05 135:0.78 140:0.45 145:0.72 146:0.60 147:0.66 149:0.46 150:0.97 151:0.47 152:0.81 153:0.48 154:0.17 159:0.22 161:0.94 162:0.86 164:0.57 167:0.88 169:0.79 172:0.54 173:0.94 177:0.05 179:0.47 181:0.52 186:0.78 189:0.98 195:0.66 202:0.36 212:0.81 215:0.79 216:0.02 220:0.82 235:0.22 238:0.95 241:0.80 242:0.82 243:0.85 247:0.12 248:0.47 256:0.45 259:0.21 260:0.54 261:0.80 265:0.64 266:0.27 267:0.36 268:0.46 276:0.44 285:0.62 297:0.36 300:0.18\n1 12:0.69 17:0.49 21:0.78 27:0.72 28:0.46 34:0.82 36:0.23 91:0.90 104:0.58 120:0.63 135:0.81 140:0.45 151:0.54 153:0.48 161:0.94 162:0.84 164:0.77 167:0.90 175:0.75 181:0.52 191:0.70 202:0.65 216:0.11 220:0.93 241:0.86 244:0.61 248:0.57 256:0.68 257:0.65 259:0.21 260:0.64 267:0.44 268:0.71 277:0.69 285:0.62\n2 12:0.69 17:0.62 21:0.22 25:0.88 27:0.27 28:0.46 30:0.62 34:0.93 36:0.67 37:0.88 43:0.52 55:0.92 66:0.47 69:0.08 70:0.34 81:0.98 91:0.33 98:0.66 104:0.58 108:0.56 123:0.53 124:0.52 126:0.54 127:0.50 129:0.59 133:0.47 135:0.73 146:0.21 147:0.27 149:0.39 150:0.97 154:0.41 159:0.28 161:0.94 163:0.75 167:0.63 172:0.21 173:0.30 177:0.05 178:0.55 179:0.93 181:0.52 187:0.39 212:0.30 215:0.79 216:0.28 235:0.22 241:0.44 242:0.82 243:0.37 245:0.46 247:0.12 259:0.21 265:0.67 266:0.27 267:0.44 276:0.26 297:0.36 300:0.25\n1 12:0.69 17:0.05 20:0.76 21:0.78 27:0.72 28:0.46 34:0.33 36:0.54 43:0.30 66:0.36 69:0.74 78:0.72 91:0.82 98:0.12 100:0.73 104:0.58 108:0.58 111:0.72 120:0.74 123:0.55 127:0.08 129:0.05 132:0.97 135:0.60 140:0.45 146:0.05 147:0.05 149:0.12 151:0.66 152:0.74 153:0.48 154:0.22 159:0.05 161:0.94 162:0.66 164:0.79 167:0.91 169:0.72 172:0.05 173:1.00 177:0.05 181:0.52 186:0.73 202:0.72 216:0.12 235:0.05 241:0.89 243:0.51 248:0.67 256:0.75 260:0.75 261:0.73 265:0.13 267:0.28 268:0.74 283:0.82 285:0.62\n1 12:0.69 17:0.30 21:0.30 25:0.88 27:0.27 28:0.46 34:0.85 36:0.71 37:0.88 43:0.34 66:0.36 69:0.64 81:0.97 91:0.38 98:0.13 104:0.58 108:0.49 123:0.47 126:0.54 127:0.08 129:0.05 135:0.34 146:0.05 147:0.05 149:0.13 150:0.96 154:0.26 159:0.05 161:0.94 167:0.67 172:0.05 173:0.96 177:0.05 178:0.55 181:0.52 187:0.39 215:0.72 216:0.28 235:0.31 241:0.53 243:0.51 259:0.21 265:0.13 267:0.52 297:0.36\n2 8:0.88 12:0.69 17:0.75 21:0.47 25:0.88 27:0.30 28:0.46 30:0.76 34:0.89 36:0.47 37:0.70 43:0.25 55:0.71 66:0.64 69:0.84 70:0.15 81:0.95 91:0.68 98:0.49 104:0.54 108:0.69 120:0.53 123:0.67 126:0.54 127:0.15 129:0.05 135:0.81 140:0.45 145:0.45 146:0.44 147:0.50 149:0.21 150:0.92 151:0.46 153:0.69 154:0.18 159:0.16 161:0.94 162:0.86 163:0.98 164:0.62 167:0.62 172:0.16 173:0.95 177:0.05 179:0.85 181:0.52 187:0.21 191:0.70 202:0.46 212:0.95 215:0.63 216:0.38 220:0.93 235:0.52 241:0.41 242:0.82 243:0.69 247:0.12 248:0.46 256:0.45 259:0.21 260:0.53 265:0.50 266:0.12 267:0.44 268:0.55 276:0.18 285:0.62 297:0.36 300:0.13\n2 6:0.98 8:0.97 12:0.69 17:0.28 20:0.78 21:0.47 27:0.47 28:0.46 34:0.58 36:0.89 37:0.90 78:0.78 81:0.95 91:0.88 100:0.95 104:0.58 111:0.89 120:0.85 126:0.54 135:0.21 140:0.45 150:0.92 151:0.66 152:0.77 153:0.48 161:0.94 162:0.78 164:0.94 167:0.91 169:0.90 175:0.75 181:0.52 186:0.79 189:0.98 191:0.87 202:0.90 215:0.63 216:0.29 220:0.62 235:0.52 238:0.99 241:0.93 244:0.61 248:0.79 256:0.92 257:0.65 259:0.21 260:0.86 261:0.83 267:0.19 268:0.93 277:0.69 283:0.60 285:0.62 297:0.36\n2 8:0.94 12:0.69 17:0.77 20:0.93 21:0.59 25:0.88 27:0.72 28:0.46 32:0.80 34:0.47 36:0.75 78:0.74 81:0.92 91:0.86 100:0.79 104:0.58 111:0.74 120:0.66 126:0.54 135:0.37 140:0.45 145:0.92 150:0.86 151:0.56 152:0.87 153:0.72 161:0.94 162:0.86 164:0.84 167:0.92 169:0.77 175:0.75 181:0.52 186:0.75 195:0.52 202:0.72 215:0.55 216:0.09 220:0.87 235:0.68 241:0.97 244:0.61 248:0.61 256:0.79 257:0.65 259:0.21 260:0.67 261:0.79 267:0.59 268:0.80 277:0.69 285:0.62 297:0.36\n2 1:0.65 7:0.81 10:0.97 11:0.84 12:0.37 17:0.83 18:0.85 21:0.22 27:0.53 29:0.62 30:0.36 32:0.68 34:0.62 36:0.25 37:0.86 39:0.47 43:0.36 44:0.92 45:0.87 48:0.91 64:0.77 66:0.43 69:0.39 70:0.93 71:0.91 74:0.75 77:0.70 81:0.60 83:0.56 86:0.90 91:0.17 98:0.76 99:0.83 101:0.47 104:0.87 106:0.81 108:0.30 114:0.88 117:0.86 122:0.65 123:0.29 124:0.60 126:0.51 127:0.73 129:0.59 133:0.47 135:0.74 139:0.91 144:0.85 145:0.98 146:0.81 147:0.84 149:0.28 150:0.52 154:0.54 155:0.56 159:0.55 165:0.65 170:0.87 172:0.71 173:0.37 174:0.94 176:0.70 177:0.88 178:0.55 179:0.40 187:0.39 192:0.57 193:0.99 195:0.73 197:0.94 201:0.63 204:0.83 206:0.81 208:0.64 212:0.69 215:0.79 216:0.65 222:0.60 230:0.83 232:0.91 233:0.66 235:0.42 239:0.97 241:0.41 242:0.16 243:0.57 245:0.91 247:0.92 253:0.67 254:0.74 259:0.21 265:0.76 266:0.63 267:0.96 271:0.44 276:0.75 281:0.86 282:0.77 290:0.88 297:0.36 300:0.84\n0 8:0.62 10:0.83 11:0.84 12:0.37 17:0.22 18:0.69 21:0.78 27:0.45 29:0.62 30:0.76 34:0.84 36:0.18 37:0.50 39:0.47 43:0.32 45:0.66 55:0.96 66:0.36 69:0.87 70:0.22 71:0.91 74:0.33 86:0.67 91:0.23 98:0.21 101:0.47 108:0.74 122:0.65 123:0.72 124:0.67 127:0.18 129:0.05 133:0.59 135:0.91 139:0.65 144:0.85 145:0.47 146:0.38 147:0.05 149:0.24 154:0.24 159:0.46 163:0.93 170:0.87 172:0.16 173:0.77 174:0.79 175:0.75 177:0.05 178:0.55 179:0.80 187:0.68 197:0.82 212:0.42 216:0.77 222:0.60 235:0.22 239:0.82 241:0.24 242:0.45 243:0.26 244:0.83 245:0.40 247:0.35 253:0.29 257:0.93 259:0.21 265:0.23 266:0.23 267:0.44 271:0.44 276:0.24 277:0.69 300:0.18\n0 1:0.63 7:0.64 9:0.73 10:0.93 11:0.87 12:0.37 17:0.28 18:0.71 21:0.05 27:0.02 29:0.62 30:0.30 32:0.71 34:0.56 36:0.48 37:0.92 39:0.47 43:0.46 44:0.92 45:0.85 48:0.91 66:0.44 69:0.91 70:0.81 71:0.91 74:0.58 76:0.85 77:0.70 81:0.57 83:0.56 86:0.77 91:0.33 96:0.80 98:0.53 99:0.83 101:0.65 108:0.81 114:0.92 120:0.69 122:0.95 123:0.80 124:0.69 126:0.32 127:0.58 129:0.05 133:0.67 135:0.92 139:0.81 140:0.45 144:0.85 145:0.56 146:0.68 147:0.49 149:0.42 150:0.51 151:0.85 153:0.48 154:0.52 155:0.56 159:0.60 162:0.86 164:0.56 165:0.65 170:0.87 172:0.57 173:0.94 174:0.92 176:0.63 177:0.70 179:0.57 187:0.39 190:0.89 192:0.58 195:0.80 197:0.93 201:0.59 202:0.36 208:0.50 212:0.37 215:0.91 216:0.99 222:0.60 230:0.65 233:0.76 235:0.12 239:0.91 241:0.62 242:0.16 243:0.31 244:0.61 245:0.75 247:0.88 248:0.77 253:0.81 255:0.72 256:0.45 257:0.65 259:0.21 260:0.70 265:0.54 266:0.75 267:0.69 268:0.46 271:0.44 276:0.58 281:0.91 282:0.80 285:0.50 290:0.92 297:0.36 300:0.70\n1 10:0.96 11:0.84 12:0.37 17:0.82 18:0.65 27:0.27 29:0.62 30:0.38 34:0.25 36:0.41 37:0.94 39:0.47 43:0.65 45:0.81 66:0.90 69:0.05 70:0.73 71:0.91 74:0.56 76:0.85 77:0.70 81:0.59 86:0.71 91:0.38 98:0.87 101:0.47 102:0.96 108:0.05 114:0.84 117:0.86 122:0.95 123:0.05 126:0.32 127:0.38 129:0.05 135:0.75 139:0.68 144:0.85 145:0.38 146:0.73 147:0.77 149:0.71 150:0.58 154:0.63 159:0.29 170:0.87 172:0.71 173:0.21 174:0.93 176:0.59 177:0.88 178:0.55 179:0.53 187:0.39 192:0.45 193:0.97 195:0.58 197:0.96 201:0.60 212:0.80 216:0.59 222:0.60 232:0.82 235:0.05 236:0.94 239:0.96 241:0.21 242:0.27 243:0.90 244:0.61 247:0.84 253:0.61 254:0.74 259:0.21 265:0.87 266:0.27 267:0.44 271:0.44 276:0.58 282:0.72 290:0.84 300:0.55\n0 1:0.62 7:0.64 9:0.70 10:0.87 11:0.84 12:0.37 17:0.08 18:0.80 21:0.47 22:0.93 27:0.20 29:0.62 30:0.55 31:0.87 32:0.71 34:0.88 36:0.57 37:0.60 39:0.47 43:0.75 44:0.92 45:0.81 47:0.93 48:0.91 64:0.77 66:0.31 69:0.27 70:0.67 71:0.91 74:0.69 76:0.85 77:0.70 79:0.86 81:0.55 83:0.56 86:0.86 91:0.25 96:0.69 97:0.97 98:0.17 99:0.83 101:0.47 104:0.99 106:0.81 108:0.21 114:0.78 117:0.86 120:0.55 122:0.91 123:0.20 124:0.76 126:0.51 127:0.60 129:0.05 133:0.73 135:0.69 137:0.87 139:0.89 140:0.45 144:0.85 145:0.70 146:0.32 147:0.38 149:0.51 150:0.46 151:0.50 153:0.48 154:0.66 155:0.51 158:0.81 159:0.81 162:0.86 164:0.56 165:0.65 170:0.87 172:0.37 173:0.14 174:0.86 176:0.70 177:0.88 179:0.73 187:0.68 190:0.77 192:0.51 195:0.93 196:0.89 197:0.88 201:0.60 202:0.36 206:0.81 208:0.61 212:0.75 215:0.63 216:0.84 219:0.94 220:0.96 222:0.60 230:0.65 232:0.99 233:0.76 235:0.68 239:0.86 241:0.21 242:0.43 243:0.49 244:0.61 245:0.58 247:0.55 248:0.50 253:0.62 255:0.69 256:0.45 259:0.21 260:0.55 262:0.93 265:0.18 266:0.47 267:0.69 268:0.46 271:0.44 276:0.31 279:0.81 281:0.91 282:0.80 283:0.66 284:0.88 285:0.60 290:0.78 292:0.87 297:0.36 300:0.55\n2 1:0.62 10:0.91 11:0.87 12:0.37 17:0.70 18:0.73 21:0.05 27:0.20 29:0.62 30:0.57 34:0.92 36:0.65 37:0.60 39:0.47 43:0.67 45:0.90 66:0.77 69:0.17 70:0.49 71:0.91 74:0.70 81:0.71 83:0.56 86:0.79 91:0.12 98:0.71 99:0.83 101:0.65 102:0.95 104:0.84 106:0.81 108:0.14 114:0.95 117:0.86 122:0.55 123:0.13 124:0.40 126:0.51 127:0.36 129:0.05 133:0.45 135:0.60 139:0.76 144:0.85 145:0.59 146:0.77 147:0.81 149:0.73 150:0.64 154:0.62 155:0.48 159:0.45 165:0.65 170:0.87 172:0.76 173:0.21 174:0.86 176:0.70 177:0.88 178:0.55 179:0.41 187:0.39 192:0.49 193:0.97 195:0.73 197:0.89 201:0.64 206:0.81 208:0.50 212:0.72 215:0.91 216:0.84 222:0.60 232:0.89 235:0.22 236:0.95 239:0.92 241:0.21 242:0.24 243:0.79 244:0.61 245:0.74 247:0.79 253:0.69 259:0.21 265:0.71 266:0.38 267:0.69 271:0.44 276:0.67 290:0.95 297:0.36 300:0.43\n3 1:0.63 7:0.70 8:0.70 9:0.69 10:0.88 11:0.84 12:0.37 17:0.30 18:0.67 21:0.05 27:0.36 29:0.62 30:0.32 32:0.67 34:0.29 36:0.71 37:0.88 39:0.47 43:0.58 45:0.93 66:0.69 69:0.52 70:0.87 71:0.91 74:0.77 77:0.70 81:0.57 83:0.56 86:0.69 91:0.40 96:0.77 97:0.94 98:0.85 99:0.83 101:0.47 104:0.87 108:0.76 114:0.92 120:0.54 123:0.74 124:0.52 126:0.32 127:0.74 129:0.59 133:0.77 135:0.81 139:0.66 140:0.80 144:0.85 145:0.72 146:0.20 147:0.26 149:0.80 150:0.51 151:0.47 153:0.48 154:0.61 155:0.51 158:0.77 159:0.77 162:0.62 164:0.56 165:0.65 170:0.87 172:0.89 173:0.34 174:0.79 175:0.75 176:0.63 177:0.70 179:0.28 187:0.39 190:0.95 192:0.51 195:0.89 197:0.84 201:0.59 202:0.60 204:0.80 208:0.50 212:0.42 215:0.91 216:0.50 220:0.62 222:0.60 230:0.73 232:0.90 233:0.76 235:0.12 239:0.87 241:0.41 242:0.30 243:0.11 244:0.61 245:0.85 247:0.86 248:0.47 253:0.81 255:0.68 256:0.58 257:0.65 259:0.21 260:0.54 265:0.85 266:0.80 267:0.65 268:0.59 271:0.44 276:0.85 277:0.69 279:0.78 282:0.75 283:0.82 285:0.50 290:0.92 297:0.36 300:0.84\n1 8:0.59 10:0.96 11:0.84 12:0.37 17:0.75 18:0.65 27:0.27 29:0.62 30:0.38 34:0.24 36:0.42 37:0.94 39:0.47 43:0.65 45:0.81 66:0.90 69:0.05 70:0.73 71:0.91 74:0.56 76:0.85 77:0.70 81:0.59 86:0.71 91:0.44 96:0.80 98:0.87 101:0.47 102:0.96 108:0.05 114:0.84 117:0.86 122:0.95 123:0.05 126:0.32 127:0.38 129:0.05 135:0.75 139:0.68 140:0.45 144:0.85 145:0.38 146:0.73 147:0.77 149:0.71 150:0.58 151:0.65 153:0.48 154:0.63 158:0.73 159:0.29 162:0.86 170:0.87 172:0.71 173:0.21 174:0.93 176:0.59 177:0.88 179:0.53 187:0.39 190:0.95 192:0.45 193:0.97 195:0.58 197:0.96 201:0.60 202:0.36 212:0.80 216:0.59 222:0.60 232:0.82 235:0.05 236:0.94 239:0.96 241:0.32 242:0.27 243:0.90 244:0.61 247:0.84 248:0.63 253:0.80 254:0.74 256:0.45 259:0.21 265:0.87 266:0.27 267:0.44 268:0.46 271:0.44 276:0.58 282:0.72 285:0.46 290:0.84 300:0.55\n0 1:0.63 7:0.64 10:0.94 11:0.84 12:0.37 17:0.32 18:0.69 21:0.05 27:0.02 29:0.62 30:0.60 32:0.71 34:0.39 36:0.40 37:0.92 39:0.47 43:0.30 44:0.92 45:0.95 66:0.79 69:0.88 70:0.48 71:0.91 74:0.75 76:0.85 77:0.70 81:0.57 83:0.56 86:0.75 91:0.11 98:0.79 99:0.83 101:0.47 108:0.75 114:0.92 122:0.55 123:0.74 124:0.40 126:0.32 127:0.69 129:0.05 133:0.45 135:0.75 139:0.78 144:0.85 145:0.54 146:0.91 147:0.49 149:0.75 150:0.51 154:0.52 155:0.49 159:0.68 165:0.65 170:0.87 172:0.89 173:0.86 174:0.93 176:0.63 177:0.70 178:0.55 179:0.30 187:0.39 192:0.47 195:0.81 197:0.93 201:0.59 208:0.50 212:0.80 215:0.91 216:0.99 222:0.60 230:0.65 233:0.76 235:0.12 239:0.92 241:0.46 242:0.41 243:0.17 244:0.61 245:0.87 247:0.88 253:0.69 254:0.74 257:0.65 259:0.21 265:0.79 266:0.71 267:0.52 271:0.44 276:0.81 282:0.80 290:0.92 297:0.36 300:0.55\n1 1:0.59 7:0.70 8:0.74 9:0.75 10:0.89 11:0.84 12:0.37 17:0.09 18:0.82 21:0.40 27:0.20 29:0.62 30:0.66 31:0.90 32:0.71 34:0.44 36:0.73 37:0.57 39:0.47 43:0.62 44:0.92 45:0.95 66:0.96 69:0.57 70:0.52 71:0.91 74:0.86 77:0.70 79:0.90 81:0.49 83:0.56 86:0.89 91:0.71 96:0.96 97:0.94 98:0.83 99:0.83 101:0.47 108:0.44 114:0.78 120:0.93 122:0.55 123:0.42 126:0.32 127:0.33 129:0.05 135:0.42 137:0.90 138:0.98 139:0.86 140:0.97 144:0.85 145:0.92 146:0.80 147:0.83 149:0.80 150:0.44 151:0.66 153:0.91 154:0.58 155:0.64 158:0.76 159:0.36 162:0.81 164:0.92 165:0.65 170:0.87 172:0.90 173:0.62 174:0.79 176:0.63 177:0.88 179:0.23 187:0.39 190:0.89 191:0.76 192:0.87 195:0.69 196:0.93 197:0.82 201:0.56 202:0.86 204:0.80 208:0.61 212:0.91 215:0.67 216:0.73 222:0.60 230:0.73 233:0.76 235:0.52 239:0.86 241:0.68 242:0.38 243:0.96 247:0.90 248:0.63 253:0.97 254:0.97 255:0.73 256:0.89 259:0.21 260:0.93 265:0.83 266:0.38 267:0.76 268:0.90 271:0.44 276:0.82 279:0.78 282:0.79 283:0.67 284:0.88 285:0.60 290:0.78 297:0.36 300:0.43\n2 1:0.65 7:0.81 10:0.97 11:0.84 12:0.37 17:0.70 18:0.80 21:0.22 22:0.93 27:0.53 29:0.62 30:0.42 32:0.68 34:0.77 36:0.34 37:0.86 39:0.47 43:0.58 44:0.92 45:0.83 47:0.93 48:0.91 64:0.77 66:0.93 69:0.33 70:0.83 71:0.91 74:0.75 77:0.70 81:0.60 83:0.56 86:0.87 91:0.18 97:0.94 98:0.95 99:0.83 101:0.47 104:0.87 106:0.81 108:0.26 114:0.88 117:0.86 122:0.94 123:0.25 126:0.51 127:0.67 129:0.05 135:0.93 139:0.91 144:0.85 145:0.98 146:0.88 147:0.90 149:0.31 150:0.52 154:0.59 155:0.56 158:0.81 159:0.45 165:0.65 170:0.87 172:0.80 173:0.38 174:0.94 176:0.70 177:0.88 178:0.55 179:0.49 187:0.39 192:0.57 193:0.99 195:0.67 197:0.95 201:0.63 204:0.83 206:0.81 208:0.64 212:0.69 215:0.79 216:0.65 219:0.94 222:0.60 230:0.83 232:0.91 233:0.66 235:0.42 239:0.97 241:0.15 242:0.16 243:0.93 247:0.90 253:0.67 254:0.74 259:0.21 262:0.93 265:0.95 266:0.54 267:0.95 271:0.44 276:0.69 279:0.79 281:0.86 282:0.77 283:0.82 290:0.88 292:0.87 297:0.36 300:0.70\n2 1:0.62 10:0.97 11:0.84 12:0.37 17:0.55 18:0.75 21:0.47 22:0.93 27:0.04 29:0.62 30:0.13 32:0.67 34:0.94 36:0.33 37:0.94 39:0.47 43:0.56 45:0.81 47:0.93 64:0.77 66:0.54 69:0.35 70:0.93 71:0.91 74:0.62 77:0.70 81:0.55 83:0.56 86:0.85 91:0.31 98:0.74 99:0.83 101:0.47 104:0.99 106:0.81 108:0.60 114:0.78 117:0.86 122:0.95 123:0.58 124:0.52 126:0.51 127:0.50 129:0.59 133:0.47 135:0.60 139:0.80 144:0.85 145:0.49 146:0.34 147:0.41 149:0.27 150:0.46 154:0.84 155:0.48 159:0.39 165:0.65 170:0.87 172:0.65 173:0.42 174:0.94 176:0.70 177:0.88 178:0.55 179:0.51 187:0.87 192:0.48 193:0.96 195:0.64 197:0.96 201:0.60 206:0.81 208:0.61 212:0.81 215:0.63 216:0.74 222:0.60 232:0.99 235:0.68 239:0.96 241:0.32 242:0.21 243:0.39 245:0.82 247:0.86 253:0.59 254:0.84 259:0.21 262:0.93 265:0.74 266:0.47 267:0.92 271:0.44 276:0.63 282:0.75 290:0.78 297:0.36 300:0.70\n0 1:0.57 7:0.70 8:0.76 9:0.75 11:0.84 12:0.37 17:0.51 18:0.80 21:0.59 22:0.93 27:0.51 29:0.62 30:0.17 31:0.95 34:0.53 36:0.64 37:0.40 39:0.47 43:0.63 45:0.87 47:0.93 55:0.71 66:0.68 69:0.23 70:0.92 71:0.91 74:0.69 79:0.95 81:0.45 83:0.69 86:0.83 91:0.58 96:0.94 97:0.89 98:0.90 99:0.83 101:0.47 102:0.95 108:0.77 114:0.71 117:0.86 120:0.90 123:0.75 124:0.46 126:0.32 127:0.95 129:0.59 133:0.46 135:0.82 137:0.95 138:0.98 139:0.83 140:0.80 144:0.85 145:0.74 146:0.78 147:0.81 149:0.65 150:0.40 151:0.78 153:0.71 154:0.68 155:0.64 158:0.81 159:0.85 162:0.83 164:0.90 165:0.65 170:0.87 172:0.92 173:0.12 175:0.75 176:0.63 177:0.70 179:0.24 187:0.39 190:0.89 192:0.98 195:0.94 196:0.95 201:0.55 202:0.82 204:0.84 208:0.61 212:0.41 215:0.55 216:0.32 219:0.94 220:0.82 222:0.60 230:0.73 232:0.85 233:0.76 235:0.74 239:0.84 241:0.57 242:0.54 243:0.31 244:0.61 245:0.96 247:0.90 248:0.82 253:0.94 254:0.74 255:0.78 256:0.87 257:0.65 259:0.21 260:0.90 262:0.93 265:0.90 266:0.80 267:0.59 268:0.87 271:0.44 276:0.89 277:0.69 279:0.78 283:0.66 284:0.97 285:0.60 290:0.71 292:0.87 297:0.36 300:0.84\n0 10:0.82 11:0.84 12:0.37 17:0.45 18:0.82 21:0.78 27:0.45 29:0.62 30:0.38 34:0.71 36:0.19 37:0.50 39:0.47 43:0.25 45:0.66 55:0.84 66:0.48 69:0.89 70:0.45 71:0.91 74:0.31 86:0.77 91:0.12 98:0.42 101:0.47 108:0.78 122:0.92 123:0.77 124:0.78 127:0.27 129:0.05 133:0.80 135:0.86 139:0.73 144:0.85 145:0.47 146:0.79 147:0.05 149:0.25 154:0.18 159:0.71 163:0.94 170:0.87 172:0.37 173:0.77 174:0.79 177:0.05 178:0.55 179:0.68 187:0.68 197:0.81 212:0.28 216:0.77 222:0.60 235:1.00 239:0.82 241:0.21 242:0.60 243:0.16 244:0.83 245:0.47 247:0.55 253:0.28 257:0.93 259:0.21 265:0.44 266:0.63 267:0.73 271:0.44 276:0.42 300:0.33\n2 1:0.63 7:0.64 8:0.98 9:0.74 10:0.92 11:0.84 12:0.37 17:0.30 18:0.61 21:0.05 27:0.02 29:0.62 30:0.56 31:0.93 32:0.67 34:0.39 36:0.31 37:0.92 39:0.47 43:0.57 45:0.94 66:0.77 69:0.46 70:0.77 71:0.91 74:0.82 76:0.85 77:0.70 79:0.93 81:0.57 83:0.56 86:0.67 91:0.46 96:0.92 97:0.89 98:0.72 99:0.83 101:0.47 108:0.35 114:0.92 120:0.86 122:0.82 123:0.34 124:0.43 126:0.32 127:0.74 129:0.05 133:0.73 135:0.44 137:0.93 139:0.65 140:0.45 144:0.85 145:0.49 146:0.91 147:0.93 149:0.78 150:0.51 151:0.95 153:0.84 154:0.61 155:0.56 158:0.77 159:0.76 162:0.68 164:0.77 165:0.65 170:0.87 172:0.86 173:0.30 174:0.89 176:0.63 177:0.88 179:0.36 187:0.39 190:0.89 191:0.70 192:0.58 195:0.89 196:0.89 197:0.90 201:0.59 202:0.71 208:0.50 212:0.60 215:0.91 216:0.99 222:0.60 230:0.65 233:0.76 235:0.12 239:0.90 241:0.68 242:0.51 243:0.79 244:0.61 245:0.73 247:0.82 248:0.92 253:0.94 254:0.74 255:0.73 256:0.71 259:0.21 260:0.87 265:0.72 266:0.71 267:0.89 268:0.74 271:0.44 276:0.78 279:0.76 282:0.75 283:0.82 284:0.88 285:0.60 290:0.92 297:0.36 300:0.94\n2 6:0.99 8:0.97 9:0.80 11:0.83 12:0.20 17:0.73 18:0.81 20:0.85 21:0.05 27:0.01 28:0.93 29:0.71 30:0.44 31:0.95 34:0.89 36:0.61 37:0.98 39:0.47 41:0.90 43:0.59 45:0.88 46:0.97 64:0.77 66:0.60 69:0.90 70:0.85 71:0.89 74:0.55 78:0.83 79:0.96 81:0.41 83:0.91 85:0.72 86:0.85 91:0.72 96:0.88 98:0.50 100:0.95 101:0.87 104:0.58 107:0.96 108:0.85 110:0.94 111:0.90 120:0.81 122:0.51 123:0.84 124:0.58 125:0.99 126:0.26 127:0.45 129:0.59 133:0.61 135:0.39 137:0.95 139:0.82 140:0.87 146:0.34 147:0.23 149:0.66 150:0.35 151:0.72 152:0.96 153:0.48 154:0.49 155:0.67 159:0.60 160:0.99 161:0.80 162:0.86 164:0.79 167:0.93 169:0.98 172:0.74 173:0.91 177:0.05 179:0.41 181:0.69 186:0.83 187:0.21 189:0.99 190:0.77 191:0.91 192:0.87 196:0.95 202:0.72 208:0.64 212:0.71 216:0.82 219:0.89 220:0.62 222:0.48 232:0.76 235:0.05 238:0.98 241:0.78 242:0.24 243:0.13 245:0.79 247:0.79 248:0.74 253:0.83 255:0.95 256:0.79 257:0.84 259:0.21 260:0.79 261:0.99 265:0.52 266:0.71 267:0.52 268:0.80 271:0.94 276:0.66 284:0.96 285:0.62 289:0.93 292:0.91 300:0.94\n1 8:0.95 9:0.76 12:0.20 17:0.53 20:0.77 21:0.78 27:0.37 28:0.93 29:0.71 34:0.34 36:0.23 37:0.98 39:0.47 46:0.88 71:0.89 78:0.80 83:0.60 91:0.77 96:0.86 100:0.84 104:0.54 107:0.88 110:0.88 111:0.80 120:0.77 125:0.98 135:0.79 140:0.45 151:0.90 152:0.75 153:0.83 155:0.58 160:0.96 161:0.80 162:0.53 164:0.62 167:0.96 169:0.82 175:0.97 181:0.69 186:0.80 190:0.77 191:0.82 192:0.59 202:0.63 208:0.54 216:0.38 222:0.48 232:0.72 241:0.81 244:0.93 248:0.80 253:0.76 255:0.74 256:0.45 257:0.93 259:0.21 260:0.73 261:0.76 267:0.69 268:0.58 271:0.94 277:0.95 285:0.56 289:0.93\n1 1:0.69 6:0.94 8:0.86 9:0.76 11:0.64 12:0.20 17:0.51 18:0.82 20:0.76 21:0.13 27:0.08 28:0.93 29:0.71 30:0.65 31:0.89 34:0.91 36:0.59 37:0.95 39:0.47 43:0.69 45:0.94 46:0.99 66:0.74 69:0.48 70:0.82 71:0.89 74:0.75 78:0.72 79:0.89 81:0.52 83:0.60 86:0.85 91:0.64 96:0.74 98:0.79 99:0.83 100:0.83 101:0.52 104:0.75 107:0.97 108:0.74 110:0.95 111:0.76 114:0.75 120:0.61 122:0.51 123:0.72 124:0.42 125:0.98 126:0.44 127:0.72 129:0.59 133:0.46 135:0.39 137:0.89 139:0.81 140:0.45 146:0.62 147:0.68 149:0.82 150:0.58 151:0.62 152:0.94 153:0.80 154:0.54 155:0.58 159:0.63 160:0.96 161:0.80 162:0.79 164:0.62 165:0.70 167:0.89 169:0.82 172:0.85 173:0.41 176:0.66 177:0.70 179:0.37 181:0.69 186:0.73 187:0.21 190:0.77 192:0.59 196:0.90 201:0.68 202:0.60 208:0.54 212:0.57 215:0.61 216:0.47 220:0.74 222:0.48 232:0.80 235:0.22 241:0.75 242:0.38 243:0.23 245:0.87 247:0.79 248:0.60 253:0.64 254:0.74 255:0.74 256:0.58 259:0.21 260:0.60 261:0.85 265:0.79 266:0.63 267:0.69 268:0.65 271:0.94 276:0.78 284:0.86 285:0.62 289:0.93 290:0.75 297:0.36 300:0.84\n2 1:0.69 6:0.83 7:0.72 8:0.77 9:0.76 11:0.83 12:0.20 17:0.49 18:0.80 20:0.89 21:0.40 27:0.21 28:0.93 29:0.71 30:0.72 34:0.62 36:0.62 37:0.74 39:0.47 43:0.72 45:1.00 46:1.00 66:0.43 69:0.17 70:0.60 71:0.89 74:0.97 78:0.74 81:0.37 83:0.60 85:0.90 86:0.90 91:0.72 96:0.97 97:0.99 98:0.76 99:0.83 100:0.78 101:0.87 104:0.84 106:0.81 107:0.98 108:0.86 110:0.95 111:0.74 114:0.61 117:0.86 120:0.93 122:0.51 123:0.85 124:0.81 125:0.99 126:0.44 127:0.78 129:0.59 133:0.82 135:0.17 139:0.87 140:0.45 146:0.94 147:0.95 149:0.99 150:0.53 151:0.96 152:0.85 153:0.95 154:0.55 155:0.58 158:0.79 159:0.92 160:0.99 161:0.80 162:0.61 164:0.86 165:0.70 167:0.74 169:0.76 172:0.98 173:0.07 176:0.66 177:0.70 179:0.10 181:0.69 186:0.75 187:0.39 189:0.86 190:0.77 191:0.70 192:0.59 201:0.68 202:0.85 204:0.85 206:0.81 208:0.54 212:0.77 215:0.42 216:0.95 222:0.48 230:0.74 232:0.88 233:0.73 235:0.52 238:0.91 241:0.56 242:0.55 243:0.31 245:0.99 247:0.84 248:0.96 253:0.98 255:0.74 256:0.86 259:0.21 260:0.92 261:0.77 265:0.76 266:0.47 267:0.18 268:0.86 271:0.94 276:0.98 279:0.82 283:0.82 285:0.56 289:0.93 290:0.61 297:0.36 300:0.84\n2 6:0.99 8:0.97 9:0.80 11:0.83 12:0.20 17:0.73 18:0.81 20:0.85 21:0.05 27:0.01 28:0.93 29:0.71 30:0.44 31:0.95 34:0.89 36:0.60 37:0.98 39:0.47 41:0.90 43:0.59 45:0.88 46:0.97 64:0.77 66:0.60 69:0.90 70:0.85 71:0.89 74:0.55 78:0.83 79:0.96 81:0.41 83:0.91 85:0.72 86:0.85 91:0.72 96:0.88 98:0.50 100:0.95 101:0.87 104:0.58 107:0.96 108:0.85 110:0.94 111:0.90 120:0.81 122:0.51 123:0.84 124:0.58 125:0.99 126:0.26 127:0.45 129:0.59 133:0.61 135:0.39 137:0.95 139:0.82 140:0.87 146:0.34 147:0.23 149:0.66 150:0.35 151:0.72 152:0.96 153:0.48 154:0.49 155:0.67 159:0.60 160:0.99 161:0.80 162:0.86 164:0.79 167:0.93 169:0.98 172:0.74 173:0.91 177:0.05 179:0.41 181:0.69 186:0.83 187:0.21 189:0.99 190:0.77 191:0.91 192:0.87 196:0.95 202:0.72 208:0.64 212:0.71 216:0.82 219:0.89 220:0.62 222:0.48 232:0.76 235:0.05 238:0.98 241:0.78 242:0.24 243:0.13 245:0.79 247:0.79 248:0.74 253:0.83 255:0.95 256:0.79 257:0.84 259:0.21 260:0.79 261:0.99 265:0.52 266:0.71 267:0.52 268:0.80 271:0.94 276:0.66 284:0.96 285:0.62 289:0.93 292:0.91 300:0.94\n1 1:0.69 6:0.88 7:0.72 8:0.87 9:0.80 11:0.64 12:0.20 17:0.51 18:0.81 20:0.86 21:0.40 27:0.43 28:0.93 29:0.71 30:0.28 31:0.89 32:0.80 34:0.59 36:0.85 37:0.79 39:0.47 43:0.67 44:0.93 45:0.83 46:0.99 66:0.89 69:0.17 70:0.81 71:0.89 74:0.78 77:0.70 78:0.75 79:0.88 81:0.37 83:0.60 86:0.89 91:0.84 96:0.94 97:0.89 98:0.99 99:0.83 100:0.80 101:0.52 104:0.58 107:0.96 108:0.14 110:0.93 111:0.76 114:0.61 120:0.90 122:0.51 123:0.13 125:0.98 126:0.44 127:0.93 129:0.05 135:0.30 137:0.89 138:0.98 139:0.90 140:0.97 145:0.70 146:0.81 147:0.84 149:0.55 150:0.54 151:0.55 152:0.81 153:0.88 154:0.85 155:0.67 158:0.78 159:0.37 160:1.00 161:0.80 162:0.71 164:0.90 165:0.70 167:0.95 169:0.78 172:0.70 173:0.35 176:0.66 177:0.70 179:0.67 181:0.69 186:0.76 189:0.90 190:0.77 191:0.90 192:0.87 195:0.61 196:0.92 201:0.68 202:0.87 204:0.85 208:0.64 212:0.61 215:0.42 216:0.49 220:0.91 222:0.48 230:0.75 232:0.76 233:0.76 235:0.60 238:0.94 241:0.79 242:0.19 243:0.90 247:0.76 248:0.57 253:0.93 254:0.84 255:0.95 256:0.89 259:0.21 260:0.87 261:0.78 265:0.99 266:0.38 267:0.97 268:0.89 271:0.94 276:0.57 279:0.82 282:0.88 283:0.78 284:0.93 285:0.62 289:0.93 290:0.61 297:0.36 300:0.55\n1 1:0.74 9:0.80 11:0.64 12:0.20 17:0.77 18:0.85 21:0.47 22:0.93 27:0.08 28:0.93 29:0.71 30:0.54 31:0.96 34:0.75 36:0.49 37:0.90 39:0.47 41:0.90 43:0.56 45:0.85 46:0.98 47:0.93 64:0.77 66:0.77 69:0.81 70:0.52 71:0.89 74:0.56 79:0.97 81:0.47 83:0.91 86:0.83 91:0.72 96:0.90 98:0.77 99:0.83 101:0.52 104:0.58 107:0.96 108:0.65 110:0.93 114:0.60 120:0.82 122:0.51 123:0.62 124:0.40 125:0.98 126:0.54 127:0.52 129:0.05 133:0.43 135:0.60 137:0.96 139:0.81 140:0.93 146:0.75 147:0.44 149:0.62 150:0.67 151:0.75 153:0.48 154:0.66 155:0.67 159:0.43 160:0.99 161:0.80 162:0.79 163:0.81 164:0.83 165:0.70 167:0.93 172:0.68 173:0.87 176:0.73 177:0.38 179:0.58 181:0.69 187:0.98 190:0.77 192:0.87 196:0.95 201:0.93 202:0.81 208:0.64 212:0.35 215:0.41 216:0.64 219:0.89 220:0.87 222:0.48 232:0.76 235:0.80 241:0.78 242:0.37 243:0.17 245:0.65 247:0.74 248:0.76 253:0.85 254:0.88 255:0.95 256:0.85 257:0.65 260:0.81 262:0.93 265:0.77 266:0.54 267:0.82 268:0.85 271:0.94 276:0.59 284:0.97 285:0.62 289:0.93 290:0.60 292:0.91 297:0.36 300:0.43\n1 1:0.69 7:0.72 8:0.91 9:0.76 11:0.64 12:0.20 17:0.26 18:0.78 20:0.77 21:0.54 27:0.18 28:0.93 29:0.71 30:0.67 34:0.49 36:0.98 37:0.97 39:0.47 43:0.72 45:0.95 46:0.98 48:0.91 66:0.19 69:0.67 70:0.57 71:0.89 74:0.82 76:0.85 78:0.78 81:0.34 83:0.60 86:0.81 91:0.75 96:0.83 97:0.94 98:0.53 99:0.83 100:0.73 101:0.52 104:0.57 107:0.97 108:0.83 110:0.95 111:0.76 114:0.58 120:0.73 122:0.51 123:0.82 124:0.85 125:0.98 126:0.44 127:0.86 129:0.81 133:0.84 135:0.86 139:0.80 140:0.45 146:0.78 147:0.18 149:0.85 150:0.52 151:0.81 152:0.76 153:0.48 154:0.67 155:0.67 158:0.78 159:0.76 160:0.99 161:0.80 162:0.73 163:0.81 164:0.78 165:0.70 167:0.97 169:0.72 172:0.61 173:0.54 176:0.66 177:0.38 179:0.36 181:0.69 186:0.78 190:0.77 192:0.87 201:0.68 202:0.73 204:0.89 208:0.64 212:0.36 215:0.39 216:0.10 220:0.96 222:0.48 230:0.74 232:0.75 233:0.73 235:0.68 241:0.83 242:0.52 243:0.10 245:0.85 247:0.76 248:0.75 253:0.82 254:0.84 255:0.74 256:0.80 257:0.65 259:0.21 260:0.69 261:0.75 265:0.55 266:0.75 267:0.17 268:0.77 271:0.94 276:0.80 277:0.69 279:0.82 281:0.86 283:0.78 285:0.56 289:0.93 290:0.58 297:0.36 300:0.70\n1 1:0.69 8:0.66 9:0.80 11:0.64 12:0.20 17:0.78 18:0.73 20:0.80 21:0.40 27:0.67 28:0.93 29:0.71 30:0.58 31:0.89 34:0.84 36:0.69 37:0.79 39:0.47 43:0.69 45:0.77 46:1.00 66:0.80 69:0.17 70:0.44 71:0.89 74:0.56 78:0.75 79:0.88 81:0.37 83:0.60 86:0.82 91:0.56 96:0.79 98:0.86 99:0.83 100:0.79 101:0.52 104:0.54 107:0.94 108:0.14 110:0.92 111:0.75 114:0.61 120:0.68 122:0.51 123:0.13 125:0.98 126:0.44 127:0.38 129:0.05 135:0.69 137:0.89 139:0.77 140:0.80 146:0.43 147:0.49 149:0.49 150:0.54 151:0.61 152:0.80 153:0.46 154:0.85 155:0.67 159:0.16 160:0.98 161:0.80 162:0.66 164:0.71 165:0.70 167:0.86 169:0.78 172:0.45 173:0.60 176:0.66 177:0.70 179:0.82 181:0.69 186:0.76 187:0.39 190:0.77 191:0.86 192:0.87 196:0.90 201:0.68 202:0.67 208:0.64 212:0.82 215:0.42 216:0.11 220:0.91 222:0.48 232:0.72 235:0.60 241:0.73 242:0.40 243:0.82 247:0.55 248:0.59 253:0.71 254:0.93 255:0.95 256:0.68 259:0.21 260:0.67 261:0.78 265:0.86 266:0.23 267:0.18 268:0.68 271:0.94 276:0.34 284:0.89 285:0.62 289:0.93 290:0.61 297:0.36 300:0.33\n2 1:0.69 6:0.97 7:0.72 8:0.88 9:0.76 11:0.83 12:0.20 17:0.81 18:0.82 20:0.79 27:0.17 28:0.93 29:0.71 30:0.45 32:0.69 34:0.50 36:0.47 37:0.80 39:0.47 43:0.94 45:0.83 46:0.98 66:0.60 69:0.19 70:0.65 71:0.89 74:0.69 77:0.70 78:0.79 81:0.69 83:0.60 85:0.72 86:0.86 91:0.73 96:0.83 98:0.72 99:0.83 100:0.88 101:0.87 104:0.87 107:0.96 108:0.70 110:0.93 111:0.81 114:0.95 120:0.72 122:0.51 123:0.68 124:0.50 125:1.00 126:0.44 127:0.75 129:0.59 133:0.46 135:0.72 139:0.82 140:0.45 145:0.54 146:0.64 147:0.69 149:0.77 150:0.65 151:0.83 152:0.77 153:0.69 154:0.94 155:0.58 159:0.50 160:0.96 161:0.80 162:0.86 164:0.55 165:0.70 167:0.91 169:0.85 172:0.63 173:0.26 176:0.66 177:0.70 179:0.61 181:0.69 186:0.79 187:0.21 189:0.98 190:0.77 192:0.59 195:0.73 201:0.68 202:0.46 204:0.85 208:0.54 212:0.30 215:0.96 216:0.34 222:0.48 230:0.75 232:0.89 233:0.76 235:0.05 238:0.96 241:0.77 242:0.17 243:0.36 245:0.78 247:0.82 248:0.75 253:0.81 255:0.74 256:0.45 259:0.21 260:0.69 261:0.79 265:0.73 266:0.54 267:0.28 268:0.55 271:0.94 276:0.60 282:0.77 285:0.56 289:0.93 290:0.95 297:0.36 300:0.55\n2 1:0.69 6:0.83 7:0.72 8:0.70 9:0.76 11:0.83 12:0.20 17:0.61 18:0.84 20:0.79 21:0.40 27:0.21 28:0.93 29:0.71 30:0.71 34:0.66 36:0.62 37:0.74 39:0.47 43:0.72 45:1.00 46:1.00 66:0.43 69:0.90 70:0.62 71:0.89 74:0.97 78:0.75 81:0.37 83:0.60 85:0.90 86:0.91 91:0.22 96:0.84 98:0.75 99:0.83 100:0.78 101:0.87 104:0.84 107:0.98 108:0.88 110:0.95 111:0.75 114:0.61 120:0.75 122:0.51 123:0.88 124:0.85 125:0.99 126:0.44 127:0.78 129:0.59 133:0.87 135:0.18 139:0.88 140:0.45 146:0.81 147:0.87 149:0.98 150:0.53 151:0.81 152:0.85 153:0.48 154:0.54 155:0.58 159:0.92 160:0.98 161:0.80 162:0.76 164:0.73 165:0.70 167:0.69 169:0.76 172:0.98 173:0.66 176:0.66 177:0.38 179:0.10 181:0.69 186:0.76 187:0.39 189:0.84 190:0.77 192:0.59 201:0.68 202:0.67 204:0.85 208:0.54 212:0.76 215:0.42 216:0.95 220:0.91 222:0.48 230:0.74 232:0.88 233:0.73 235:0.52 238:0.90 241:0.37 242:0.54 243:0.19 245:0.99 247:0.86 248:0.77 253:0.87 255:0.74 256:0.68 257:0.65 259:0.21 260:0.70 261:0.77 265:0.75 266:0.71 267:0.44 268:0.71 271:0.94 276:0.99 285:0.56 289:0.93 290:0.61 297:0.36 300:0.84\n1 1:0.74 6:0.84 8:0.63 9:0.80 11:0.83 12:0.20 17:0.24 18:0.74 20:0.87 21:0.59 27:0.45 28:0.93 29:0.71 30:0.33 31:0.86 34:0.66 36:0.20 37:0.50 39:0.47 41:0.82 43:0.82 45:0.81 46:0.96 60:0.87 64:0.77 66:0.46 69:0.60 70:0.95 71:0.89 74:0.71 78:0.74 79:0.86 81:0.46 83:0.91 85:0.72 86:0.85 91:0.25 96:0.68 98:0.43 100:0.77 101:0.87 107:0.96 108:0.46 110:0.93 111:0.74 114:0.58 120:0.54 122:0.41 123:0.44 124:0.76 125:0.98 126:0.54 127:0.40 129:0.59 133:0.73 135:0.83 137:0.86 139:0.87 140:0.45 145:0.52 146:0.63 147:0.68 149:0.71 150:0.70 151:0.48 152:0.82 153:0.48 154:0.77 155:0.67 158:0.91 159:0.60 160:0.96 161:0.80 162:0.86 163:0.90 164:0.57 165:0.93 167:0.73 169:0.76 172:0.57 173:0.50 176:0.73 177:0.70 179:0.52 181:0.69 186:0.75 187:0.68 189:0.84 192:0.87 196:0.88 201:0.93 202:0.36 208:0.64 212:0.30 215:0.39 216:0.77 219:0.95 220:0.93 222:0.48 235:0.80 238:0.90 241:0.54 242:0.17 243:0.59 245:0.68 247:0.74 248:0.48 253:0.44 255:0.95 256:0.45 259:0.21 260:0.54 261:0.77 265:0.45 266:0.71 267:0.69 268:0.46 271:0.94 276:0.59 279:0.86 283:0.78 284:0.89 285:0.62 289:0.93 290:0.58 292:0.91 297:0.36 300:0.84\n3 1:0.69 6:0.96 7:0.72 8:0.95 9:0.80 11:0.64 12:0.20 17:0.34 18:0.66 20:0.93 21:0.40 27:0.08 28:0.93 29:0.71 30:0.62 31:0.95 32:0.64 34:0.28 36:0.45 37:0.90 39:0.47 41:0.82 43:0.59 45:0.85 46:0.98 66:0.49 69:0.60 70:0.56 71:0.89 74:0.65 78:0.76 79:0.96 81:0.37 83:0.91 86:0.65 91:0.98 96:0.99 97:0.99 98:0.54 99:0.83 100:0.82 101:0.52 104:0.58 107:0.96 108:0.75 110:0.94 111:0.78 114:0.61 120:0.98 122:0.51 123:0.73 124:0.66 125:0.99 126:0.44 127:0.66 129:0.81 133:0.67 135:0.44 137:0.95 138:0.99 139:0.63 140:0.99 145:0.59 146:0.38 147:0.44 149:0.65 150:0.54 151:0.87 152:0.98 153:0.98 154:0.48 155:0.67 158:0.79 159:0.44 160:1.00 161:0.80 162:0.76 163:0.81 164:0.96 165:0.70 167:0.99 169:0.89 172:0.48 173:0.66 175:0.75 176:0.66 177:0.38 179:0.71 181:0.69 186:0.77 189:0.96 191:0.94 192:0.87 195:0.68 196:0.89 201:0.68 202:0.94 204:0.85 208:0.64 212:0.27 215:0.42 216:0.64 222:0.48 230:0.74 232:0.75 233:0.73 235:0.68 238:0.97 241:0.95 242:0.58 243:0.20 244:0.61 245:0.64 247:0.39 248:0.77 253:0.98 255:0.95 256:0.96 257:0.65 260:0.97 261:0.91 265:0.56 266:0.75 267:0.97 268:0.96 271:0.94 276:0.50 277:0.69 279:0.82 283:0.82 284:0.93 285:0.62 289:0.93 290:0.61 297:0.36 300:0.55\n2 8:0.87 9:0.76 11:0.83 12:0.20 17:0.85 18:0.81 21:0.05 27:0.01 28:0.93 29:0.71 30:0.44 31:0.91 34:0.91 36:0.59 37:0.98 39:0.47 43:0.59 45:0.88 46:0.97 64:0.77 66:0.60 69:0.90 70:0.85 71:0.89 74:0.55 79:0.92 81:0.41 83:0.60 85:0.72 86:0.85 91:0.51 96:0.68 98:0.50 101:0.87 104:0.58 107:0.96 108:0.85 110:0.94 120:0.54 122:0.51 123:0.84 124:0.58 125:0.96 126:0.26 127:0.45 129:0.59 133:0.61 135:0.34 137:0.91 139:0.82 140:0.87 146:0.34 147:0.23 149:0.66 150:0.35 151:0.48 153:0.83 154:0.49 155:0.58 159:0.60 160:0.96 161:0.80 162:0.56 164:0.54 167:0.89 172:0.74 173:0.91 177:0.05 179:0.41 181:0.69 187:0.21 190:0.89 191:0.93 192:0.59 196:0.92 202:0.66 208:0.54 212:0.71 216:0.82 219:0.89 220:0.62 222:0.48 232:0.76 235:0.05 241:0.75 242:0.24 243:0.13 245:0.79 247:0.79 248:0.48 253:0.38 255:0.74 256:0.58 257:0.84 259:0.21 260:0.54 265:0.52 266:0.71 267:0.69 268:0.64 271:0.94 276:0.66 284:0.87 285:0.62 289:0.93 292:0.91 300:0.94\n1 1:0.69 6:0.96 8:0.96 9:0.76 12:0.20 17:0.30 20:0.89 21:0.05 27:0.08 28:0.93 29:0.71 31:0.87 34:0.36 36:0.76 37:0.95 39:0.47 46:0.88 71:0.89 74:0.39 78:0.77 79:0.87 81:0.60 83:0.60 91:0.88 96:0.95 97:0.97 99:0.83 100:0.84 104:0.75 107:0.88 110:0.88 111:0.78 114:0.85 120:0.91 125:0.98 126:0.44 135:0.26 137:0.87 138:0.98 139:0.64 140:0.80 150:0.60 151:0.96 152:0.94 153:0.95 155:0.58 158:0.78 160:0.99 161:0.80 162:0.61 164:0.89 165:0.70 167:0.99 169:0.80 175:0.97 176:0.66 178:0.42 181:0.69 186:0.77 189:0.98 190:0.77 191:0.97 192:0.59 196:0.87 201:0.68 202:0.88 208:0.54 215:0.78 216:0.47 219:0.89 222:0.48 232:0.79 235:0.12 238:0.97 241:0.92 244:0.93 248:0.93 253:0.91 255:0.74 256:0.88 257:0.93 259:0.21 260:0.89 261:0.83 267:0.17 268:0.89 271:0.94 277:0.95 279:0.82 283:0.78 284:0.86 285:0.62 289:0.93 290:0.85 292:0.91 297:0.36\n1 1:0.69 6:0.96 7:0.72 8:0.95 9:0.80 11:0.64 12:0.20 17:0.34 18:0.66 20:0.93 21:0.40 27:0.08 28:0.93 29:0.71 30:0.62 31:0.95 32:0.64 34:0.28 36:0.45 37:0.90 39:0.47 41:0.82 43:0.59 45:0.85 46:0.98 66:0.49 69:0.60 70:0.56 71:0.89 74:0.65 78:0.76 79:0.96 81:0.37 83:0.91 86:0.65 91:0.98 96:0.99 97:0.99 98:0.54 99:0.83 100:0.82 101:0.52 104:0.58 107:0.96 108:0.75 110:0.94 111:0.78 114:0.61 120:0.98 122:0.51 123:0.73 124:0.66 125:0.99 126:0.44 127:0.66 129:0.81 133:0.67 135:0.44 137:0.95 138:0.99 139:0.63 140:0.99 145:0.59 146:0.38 147:0.44 149:0.65 150:0.54 151:0.87 152:0.98 153:0.98 154:0.48 155:0.67 158:0.79 159:0.44 160:1.00 161:0.80 162:0.76 163:0.81 164:0.96 165:0.70 167:0.99 169:0.89 172:0.48 173:0.66 175:0.75 176:0.66 177:0.38 179:0.71 181:0.69 186:0.77 189:0.96 191:0.94 192:0.87 195:0.68 196:0.89 201:0.68 202:0.94 204:0.85 208:0.64 212:0.27 215:0.42 216:0.64 222:0.48 230:0.74 232:0.75 233:0.73 235:0.68 238:0.97 241:0.95 242:0.58 243:0.20 244:0.61 245:0.64 247:0.39 248:0.77 253:0.98 255:0.95 256:0.96 257:0.65 260:0.97 261:0.91 265:0.56 266:0.75 267:0.97 268:0.96 271:0.94 276:0.50 277:0.69 279:0.82 283:0.82 284:0.93 285:0.62 289:0.93 290:0.61 297:0.36 300:0.55\n1 1:0.69 11:0.83 12:0.20 17:0.34 18:0.85 21:0.71 27:0.45 28:0.93 29:0.71 30:0.60 34:0.63 36:0.17 37:0.50 39:0.47 43:0.66 45:0.96 46:0.98 66:0.26 69:0.61 70:0.70 71:0.89 74:0.77 81:0.32 83:0.60 85:0.72 86:0.86 91:0.17 98:0.47 99:0.83 101:0.87 107:0.97 108:0.46 110:0.95 114:0.54 122:0.51 123:0.45 124:0.93 125:0.88 126:0.44 127:0.72 129:0.81 133:0.93 135:0.49 139:0.82 145:0.49 146:0.88 147:0.90 149:0.88 150:0.51 154:0.63 155:0.58 159:0.88 160:0.88 161:0.80 163:0.81 165:0.70 167:0.73 172:0.79 173:0.31 176:0.66 177:0.70 178:0.55 179:0.23 181:0.69 187:0.68 192:0.59 201:0.68 208:0.54 212:0.29 215:0.37 216:0.77 222:0.48 235:0.88 241:0.52 242:0.42 243:0.45 245:0.87 247:0.86 253:0.44 259:0.21 265:0.49 266:0.89 267:0.89 271:0.94 276:0.88 289:0.92 290:0.54 297:0.36 300:0.70\n1 1:0.69 9:0.76 11:0.83 12:0.20 17:0.38 18:0.85 21:0.54 27:0.08 28:0.93 29:0.71 30:0.76 34:0.76 36:0.47 37:0.90 39:0.47 43:0.75 45:0.92 46:0.99 66:0.18 69:0.81 70:0.52 71:0.89 74:0.83 81:0.34 83:0.60 85:0.90 86:0.93 91:0.38 96:0.82 98:0.57 99:0.83 101:0.87 104:0.58 107:0.97 108:0.65 110:0.95 114:0.58 120:0.71 122:0.51 123:0.79 124:0.64 125:0.99 126:0.44 127:0.64 129:0.05 133:0.66 135:0.82 139:0.90 140:0.80 146:0.67 147:0.44 149:0.93 150:0.52 151:0.81 153:0.48 154:0.66 155:0.58 159:0.56 160:0.97 161:0.80 162:0.67 164:0.64 165:0.70 167:0.83 172:0.79 173:0.81 176:0.66 177:0.38 178:0.42 179:0.34 181:0.69 187:0.98 190:0.77 192:0.59 201:0.68 202:0.59 208:0.54 212:0.60 215:0.39 216:0.64 222:0.48 232:0.76 235:0.80 241:0.71 242:0.31 243:0.10 245:0.87 247:0.76 248:0.74 253:0.81 255:0.74 256:0.58 257:0.65 260:0.68 265:0.58 266:0.54 267:0.99 268:0.59 271:0.94 276:0.79 277:0.69 285:0.56 289:0.93 290:0.58 297:0.36 300:0.70\n2 1:0.69 6:0.88 7:0.72 8:0.87 9:0.80 11:0.64 12:0.20 17:0.53 18:0.84 20:0.86 21:0.40 27:0.43 28:0.93 29:0.71 30:0.21 31:0.89 32:0.80 34:0.49 36:0.85 37:0.79 39:0.47 43:0.67 44:0.93 45:0.83 46:0.99 66:0.90 69:0.17 70:0.68 71:0.89 74:0.79 77:0.70 78:0.75 79:0.88 81:0.37 83:0.60 86:0.90 91:0.83 96:0.93 97:0.89 98:0.99 99:0.83 100:0.80 101:0.52 104:0.58 107:0.96 108:0.14 110:0.93 111:0.76 114:0.61 120:0.89 122:0.51 123:0.13 125:0.98 126:0.44 127:0.91 129:0.05 135:0.32 137:0.89 138:0.98 139:0.90 140:0.97 145:0.70 146:0.78 147:0.82 149:0.57 150:0.54 151:0.55 152:0.81 153:0.88 154:0.85 155:0.67 158:0.78 159:0.34 160:0.99 161:0.80 162:0.70 164:0.89 165:0.70 167:0.95 169:0.78 172:0.71 173:0.37 176:0.66 177:0.70 179:0.65 181:0.69 186:0.76 189:0.90 190:0.77 191:0.90 192:0.87 195:0.60 196:0.92 201:0.68 202:0.87 204:0.85 208:0.64 212:0.72 215:0.42 216:0.49 220:0.91 222:0.48 230:0.75 232:0.76 233:0.76 235:0.60 238:0.94 241:0.80 242:0.18 243:0.90 247:0.82 248:0.57 253:0.93 254:0.84 255:0.95 256:0.89 259:0.21 260:0.86 261:0.78 265:0.99 266:0.54 267:0.96 268:0.89 271:0.94 276:0.60 279:0.82 282:0.88 283:0.78 284:0.94 285:0.62 289:0.93 290:0.61 297:0.36 300:0.43\n4 6:0.99 7:0.72 8:0.97 9:0.80 11:0.64 12:0.20 17:0.06 18:0.64 20:0.99 21:0.78 27:0.01 28:0.93 29:0.71 30:0.45 31:0.99 32:0.69 34:0.53 36:0.64 37:0.98 39:0.47 41:0.97 43:0.25 45:0.87 46:0.97 66:0.54 69:0.93 70:0.89 71:0.89 74:0.63 77:0.70 78:0.90 79:0.99 83:0.91 86:0.67 91:0.99 96:1.00 97:0.99 98:0.42 100:0.99 101:0.52 104:0.58 107:0.96 108:0.86 110:0.94 111:0.99 120:1.00 122:0.51 123:0.86 124:0.69 125:0.98 127:0.51 129:0.05 133:0.73 135:0.32 137:0.99 138:0.99 139:0.65 140:0.99 145:0.74 146:0.60 147:0.23 149:0.56 151:0.92 152:0.96 153:1.00 154:0.21 155:0.67 158:0.79 159:0.62 160:1.00 161:0.80 162:0.68 164:0.99 167:1.00 169:0.98 172:0.61 173:0.98 177:0.05 179:0.56 181:0.69 186:0.90 189:0.99 191:0.95 192:0.87 195:0.84 196:0.91 202:0.99 204:0.85 208:0.64 212:0.52 216:0.82 222:0.48 230:0.75 232:0.75 233:0.76 235:0.88 238:0.99 241:1.00 242:0.42 243:0.16 244:0.61 245:0.66 247:0.60 248:0.94 253:1.00 255:0.95 256:0.99 257:0.84 259:0.21 260:0.99 261:0.99 265:0.44 266:0.80 267:0.95 268:0.99 271:0.94 276:0.56 279:0.82 282:0.77 283:0.82 284:0.99 285:0.62 289:0.93 300:0.84\n1 1:0.69 8:1.00 11:0.83 12:0.20 17:0.69 18:0.92 21:0.13 27:0.08 28:0.93 29:0.71 30:0.43 34:0.95 36:0.70 37:0.95 39:0.47 43:0.69 45:0.95 46:0.98 66:0.09 69:0.48 70:0.92 71:0.89 74:0.70 81:0.52 83:0.60 85:0.72 86:0.91 91:0.58 98:0.39 99:0.83 101:0.87 104:0.75 107:0.97 108:0.94 110:0.95 114:0.75 122:0.86 123:0.84 124:0.88 125:0.88 126:0.44 127:0.95 129:0.93 133:0.87 135:0.44 139:0.87 146:0.62 147:0.68 149:0.86 150:0.58 154:0.55 155:0.58 159:0.86 160:0.88 161:0.80 165:0.70 167:0.78 172:0.71 173:0.23 176:0.66 177:0.70 178:0.55 179:0.26 181:0.69 187:0.21 191:0.84 192:0.59 201:0.68 202:0.50 208:0.54 212:0.40 215:0.61 216:0.47 222:0.48 232:0.80 235:0.22 241:0.66 242:0.36 243:0.16 245:0.91 247:0.79 253:0.55 259:0.21 265:0.34 266:0.94 267:0.73 271:0.94 276:0.87 289:0.93 290:0.75 297:0.36 300:0.94\n1 7:0.81 8:0.79 9:0.80 11:0.83 12:0.20 17:0.96 18:0.97 21:0.13 22:0.93 27:0.60 29:0.53 30:0.15 31:0.96 32:0.69 34:0.67 36:0.39 37:0.80 39:0.99 41:0.82 43:0.88 44:0.90 45:0.73 47:0.93 48:1.00 55:0.42 64:0.77 66:0.96 69:0.12 70:0.84 71:0.82 74:0.68 78:0.97 79:0.97 81:0.67 83:0.91 85:0.72 86:0.99 89:0.99 91:0.58 96:0.78 98:0.98 101:0.87 108:0.10 111:0.94 120:0.73 121:0.90 122:0.83 123:0.10 126:0.44 127:0.80 129:0.05 135:0.66 137:0.96 139:0.99 140:0.80 141:0.97 145:0.61 146:0.90 147:0.92 149:0.78 150:0.46 151:0.78 153:0.77 154:0.87 155:0.67 159:0.50 162:0.85 164:0.71 169:0.90 172:0.90 173:0.22 177:0.70 179:0.33 187:0.39 190:0.89 191:0.81 192:0.87 195:0.68 196:0.98 201:0.68 202:0.68 204:0.89 208:0.64 212:0.85 215:0.61 216:0.21 219:0.92 220:0.62 222:0.21 223:0.94 225:0.99 230:0.86 233:0.73 234:1.00 235:0.42 240:0.99 241:0.44 242:0.19 243:0.96 247:0.84 248:0.71 253:0.72 255:0.95 256:0.71 259:0.21 260:0.72 262:0.93 265:0.98 266:0.27 267:0.85 268:0.75 271:0.86 274:0.99 276:0.82 281:0.89 283:0.78 284:0.95 285:0.62 292:0.95 297:0.36 300:0.70\n2 7:0.72 8:0.89 9:0.80 12:0.20 17:0.85 18:0.69 21:0.47 27:0.64 29:0.53 30:0.21 31:0.97 32:0.69 34:0.53 36:0.94 37:0.84 39:0.99 41:0.82 43:0.13 44:0.90 48:0.97 55:0.52 60:0.87 64:0.77 66:0.30 69:0.67 70:0.77 71:0.82 74:0.47 78:0.91 79:0.97 81:0.38 83:0.91 86:0.70 89:0.97 91:0.87 96:0.79 97:0.89 98:0.61 104:0.80 108:0.76 111:0.89 120:0.87 123:0.49 124:0.60 126:0.44 127:0.57 129:0.05 133:0.39 135:0.49 137:0.97 139:0.85 140:0.98 141:0.97 145:0.70 146:0.61 147:0.67 149:0.20 150:0.31 151:0.77 153:0.86 154:0.46 155:0.67 158:0.91 159:0.44 162:0.73 164:0.91 169:0.88 172:0.37 173:0.73 175:0.75 177:0.38 178:0.42 179:0.77 191:0.81 192:0.87 195:0.68 196:0.96 201:0.68 202:0.91 208:0.64 212:0.22 215:0.41 216:0.39 219:0.95 220:0.87 222:0.21 223:0.94 225:0.99 230:0.74 233:0.76 234:0.98 235:0.80 240:0.99 241:0.82 242:0.74 243:0.48 244:0.61 245:0.67 247:0.47 248:0.70 253:0.68 254:0.88 255:0.95 256:0.92 257:0.65 259:0.21 260:0.84 265:0.52 266:0.71 267:0.69 268:0.93 271:0.86 274:1.00 276:0.44 277:0.69 279:0.86 281:0.91 283:0.78 284:0.99 285:0.62 292:0.91 297:0.36 300:0.55\n1 1:0.74 6:0.91 7:0.81 8:0.92 9:0.80 11:0.83 12:0.20 17:0.84 18:0.84 20:0.80 21:0.47 27:0.41 29:0.53 30:0.62 31:0.91 32:0.80 34:0.71 36:0.50 37:0.80 39:0.99 41:0.90 43:0.76 44:0.93 45:0.95 48:0.97 60:0.87 64:0.77 66:0.89 69:0.78 70:0.48 71:0.82 74:0.92 77:0.70 78:0.91 79:0.91 81:0.53 83:0.91 85:0.72 86:0.90 89:0.98 91:0.62 96:0.76 98:0.84 100:0.91 101:0.87 104:0.74 108:0.61 111:0.90 114:0.60 120:0.73 121:0.97 122:0.51 123:0.59 124:0.37 126:0.54 127:0.78 129:0.05 133:0.37 135:0.56 137:0.91 139:0.95 140:0.80 141:0.97 145:0.92 146:0.83 147:0.25 149:0.92 150:0.74 151:0.72 152:0.90 153:0.88 154:0.68 155:0.67 158:0.91 159:0.50 162:0.77 164:0.77 165:0.93 169:0.87 172:0.92 173:0.83 176:0.73 177:0.05 179:0.28 186:0.91 187:0.39 191:0.70 192:0.87 195:0.71 196:0.95 201:0.93 202:0.70 204:0.89 208:0.64 212:0.90 215:0.41 216:0.28 219:0.95 220:0.62 222:0.21 223:0.94 225:0.99 230:0.87 233:0.76 234:0.98 235:0.84 240:0.99 241:0.74 242:0.44 243:0.09 245:0.80 247:0.82 248:0.68 253:0.79 255:0.95 256:0.71 257:0.84 259:0.21 260:0.69 261:0.90 265:0.84 266:0.54 267:0.19 268:0.74 271:0.86 274:0.98 276:0.84 279:0.86 281:0.91 282:0.88 283:0.78 284:0.95 285:0.62 290:0.60 292:0.91 297:0.36 299:0.88 300:0.70\n2 7:0.81 8:0.83 9:0.80 12:0.20 17:0.62 18:0.91 20:0.90 21:0.76 27:0.25 29:0.53 30:0.66 31:0.91 32:0.68 34:0.95 36:0.52 37:0.91 39:0.99 43:0.31 44:0.90 48:0.97 55:0.45 64:0.77 66:0.83 69:0.88 70:0.54 71:0.82 74:0.47 78:0.84 79:0.91 81:0.25 83:0.60 86:0.88 89:0.99 91:0.40 96:0.72 98:0.73 100:0.81 104:0.78 108:0.76 111:0.82 120:0.67 121:0.90 123:0.75 124:0.39 126:0.44 127:0.83 129:0.05 133:0.62 135:0.47 137:0.91 139:0.91 140:0.94 141:0.97 145:0.63 146:0.80 147:0.25 149:0.39 150:0.23 151:0.59 152:0.92 153:0.72 154:0.23 155:0.67 159:0.59 162:0.66 164:0.65 169:0.81 172:0.87 173:0.92 175:0.75 177:0.05 179:0.37 186:0.84 187:0.87 190:0.89 191:0.90 192:0.87 195:0.80 196:0.94 202:0.66 204:0.89 208:0.64 212:0.85 215:0.36 216:0.45 219:0.89 220:0.62 222:0.21 223:0.94 225:0.98 230:0.86 233:0.76 234:0.98 235:0.97 240:0.99 241:0.61 242:0.60 243:0.10 244:0.61 245:0.72 247:0.67 248:0.58 253:0.48 255:0.95 256:0.68 257:0.84 259:0.21 260:0.64 261:0.86 265:0.73 266:0.63 267:0.18 268:0.68 271:0.86 274:0.98 276:0.77 277:0.69 281:0.89 284:0.91 285:0.62 292:0.91 297:0.36 300:0.70\n1 7:0.72 8:0.95 9:0.80 12:0.20 17:0.89 18:0.88 20:0.86 21:0.54 22:0.93 27:0.12 29:0.53 30:0.11 31:0.97 32:0.68 34:0.66 36:0.62 37:0.91 39:0.99 41:0.82 43:0.64 44:0.90 47:0.93 48:0.99 55:0.45 64:0.77 66:0.36 69:0.67 70:0.84 71:0.82 78:0.88 79:0.97 81:0.33 83:0.91 86:0.88 89:0.99 91:0.73 96:0.79 98:0.48 100:0.90 108:0.70 111:0.87 120:0.68 122:0.86 123:0.68 124:0.60 126:0.44 127:0.39 129:0.59 133:0.47 135:0.66 137:0.97 139:0.90 140:0.96 141:0.98 145:0.61 146:0.23 147:0.29 149:0.34 150:0.27 151:0.63 152:0.81 153:0.86 154:0.54 155:0.67 159:0.32 162:0.86 164:0.79 169:0.87 172:0.32 173:0.79 175:0.75 177:0.38 179:0.77 186:0.88 187:0.21 191:0.79 192:0.87 195:0.61 196:0.97 201:0.68 202:0.78 208:0.64 212:0.28 215:0.39 216:0.60 219:0.89 222:0.21 223:0.94 225:0.99 230:0.74 233:0.73 234:0.99 235:0.74 240:0.99 241:0.75 242:0.45 243:0.48 244:0.61 245:0.62 247:0.39 248:0.74 253:0.68 255:0.95 256:0.89 257:0.65 259:0.21 260:0.69 261:0.86 262:0.93 265:0.49 266:0.54 267:0.36 268:0.85 271:0.86 274:1.00 276:0.32 277:0.69 281:0.89 284:0.98 285:0.62 292:0.95 297:0.36 300:0.55\n1 7:0.66 8:0.95 9:0.76 11:0.83 12:0.20 17:0.77 18:0.88 21:0.64 22:0.93 27:0.47 29:0.53 30:0.29 31:0.93 32:0.68 34:0.79 36:0.33 37:0.74 39:0.99 43:0.71 44:0.90 45:0.66 47:0.93 48:0.91 55:0.45 60:0.87 64:0.77 66:0.47 69:0.82 70:0.86 71:0.82 74:0.59 79:0.95 81:0.30 83:0.91 85:0.72 86:0.91 89:0.99 91:0.70 96:0.80 97:0.89 98:0.41 101:0.87 108:0.66 120:0.73 122:0.86 123:0.64 124:0.87 126:0.44 127:0.66 129:0.05 133:0.88 135:0.18 137:0.93 139:0.93 140:0.80 141:0.97 145:0.61 146:0.66 147:0.46 149:0.52 150:0.25 151:0.81 153:0.48 154:0.61 155:0.67 158:0.92 159:0.73 162:0.84 164:0.71 172:0.63 173:0.73 177:0.05 179:0.52 187:0.39 190:0.77 192:0.87 195:0.88 196:0.96 201:0.68 202:0.71 208:0.64 212:0.49 215:0.38 216:0.71 219:0.95 220:0.74 222:0.21 223:0.94 225:0.99 230:0.69 233:0.76 234:0.99 235:0.84 240:0.99 241:0.47 242:0.39 243:0.19 245:0.65 247:0.82 248:0.75 253:0.73 255:0.79 256:0.75 257:0.84 259:0.21 260:0.69 262:0.93 265:0.43 266:0.80 267:0.17 268:0.78 271:0.86 274:0.99 276:0.65 279:0.86 281:0.89 283:0.82 284:0.95 285:0.62 292:0.95 297:0.36 300:0.70\n3 7:0.81 8:0.97 12:0.20 17:0.49 18:0.74 21:0.76 27:0.49 29:0.53 30:0.91 31:0.91 34:0.44 36:0.67 37:0.91 39:0.99 43:0.11 48:0.99 55:0.92 64:0.77 66:0.13 69:0.84 70:0.19 71:0.82 74:0.47 79:0.92 81:0.23 86:0.70 89:0.98 91:0.79 98:0.34 108:0.60 120:0.64 121:0.90 122:0.43 123:0.68 124:0.82 126:0.26 127:0.40 129:0.05 133:0.74 135:0.18 137:0.91 139:0.78 140:0.94 141:0.97 146:0.39 147:0.29 149:0.15 150:0.23 151:0.65 153:0.48 154:0.09 155:0.67 159:0.42 162:0.53 163:0.94 164:0.63 172:0.10 173:0.90 175:0.75 177:0.05 178:0.50 179:0.89 190:0.77 191:0.87 192:0.87 196:0.92 202:0.76 204:0.89 208:0.64 212:0.52 216:0.21 220:0.97 222:0.21 223:0.94 225:0.99 230:0.86 233:0.73 234:0.97 235:0.95 240:0.99 241:0.96 242:0.24 243:0.34 244:0.83 245:0.43 247:0.47 248:0.63 253:0.34 255:0.74 256:0.71 257:0.84 259:0.21 260:0.63 265:0.19 266:0.27 267:0.44 268:0.72 271:0.86 274:0.98 276:0.32 277:0.69 281:0.91 284:0.93 285:0.56 300:0.18\n1 1:0.74 11:0.64 12:0.20 17:0.59 18:0.75 21:0.22 27:0.45 29:0.53 30:0.11 34:0.87 36:0.17 37:0.50 39:0.99 43:0.12 45:0.66 64:0.77 66:0.47 69:0.69 70:0.54 71:0.82 74:0.43 81:0.57 83:0.60 86:0.79 89:0.97 91:0.12 98:0.15 99:0.83 101:0.52 108:0.53 114:0.71 122:0.86 123:0.50 124:0.52 126:0.54 127:0.46 129:0.05 133:0.37 135:0.83 139:0.75 141:0.91 145:0.47 146:0.25 147:0.31 149:0.08 150:0.72 154:0.76 155:0.67 159:0.68 165:0.70 172:0.21 173:0.58 176:0.73 177:0.70 178:0.55 179:0.93 187:0.68 192:0.87 201:0.93 208:0.64 212:0.30 215:0.51 216:0.77 222:0.21 223:0.94 225:0.98 234:0.91 235:0.42 240:0.95 241:0.21 242:0.63 243:0.59 245:0.46 247:0.35 253:0.52 254:0.74 259:0.21 265:0.16 266:0.27 267:0.28 271:0.86 274:0.91 276:0.13 290:0.71 297:0.36 300:0.33\n1 1:0.74 7:0.72 8:0.83 12:0.20 17:0.64 18:0.73 20:0.78 21:0.74 27:0.72 29:0.53 30:0.89 31:0.89 32:0.79 34:0.55 36:0.90 37:0.95 39:0.99 43:0.18 44:0.93 48:0.91 55:0.71 64:0.77 66:0.75 69:0.35 70:0.20 71:0.82 74:0.53 77:0.70 78:0.72 79:0.89 81:0.40 83:0.60 86:0.70 89:0.97 91:0.83 98:0.92 99:0.83 100:0.73 104:0.74 108:0.27 111:0.72 114:0.54 120:0.72 122:0.43 123:0.26 126:0.54 127:0.52 129:0.05 135:0.37 137:0.89 139:0.81 140:0.80 141:0.97 145:0.56 146:0.47 147:0.53 149:0.19 150:0.65 151:0.60 152:0.76 153:0.85 154:0.12 155:0.67 159:0.17 162:0.65 164:0.72 165:0.70 169:0.72 172:0.32 173:0.73 175:0.75 176:0.73 177:0.38 179:0.93 186:0.73 190:0.89 192:0.87 195:0.53 196:0.91 201:0.93 202:0.71 204:0.85 208:0.64 212:0.95 215:0.36 216:0.23 220:0.62 222:0.21 223:0.94 225:0.98 230:0.74 233:0.73 234:0.97 235:0.97 240:0.99 241:0.95 242:0.33 243:0.77 244:0.83 247:0.39 248:0.59 253:0.38 255:0.74 256:0.71 257:0.65 259:0.21 260:0.67 261:0.73 265:0.92 266:0.12 267:0.84 268:0.72 271:0.86 274:0.98 276:0.29 277:0.69 281:0.86 282:0.87 284:0.91 285:0.56 290:0.54 297:0.36 300:0.18\n1 6:0.93 7:0.72 8:0.81 11:0.57 12:0.20 17:0.93 18:0.98 20:0.93 21:0.13 27:0.38 29:0.53 30:0.75 31:0.97 32:0.69 34:0.64 36:0.34 37:0.57 39:0.99 43:0.81 44:0.90 48:1.00 55:0.45 64:1.00 66:0.83 69:0.59 70:0.48 71:0.82 74:0.43 78:0.95 79:0.98 81:0.43 85:0.72 86:0.98 89:0.99 91:0.70 98:0.44 100:0.97 101:0.87 108:0.45 111:0.95 120:0.82 123:0.43 124:0.39 126:0.44 127:0.71 129:0.05 133:0.60 135:0.21 137:0.97 139:0.98 140:0.45 141:0.97 145:0.99 146:0.75 147:0.79 149:0.89 150:0.33 151:0.94 152:0.86 153:0.90 154:0.76 159:0.79 162:0.73 164:0.74 169:0.95 172:0.93 173:0.40 177:0.70 179:0.21 186:0.95 189:0.94 190:0.77 192:0.51 195:0.92 196:0.99 201:0.68 202:0.75 212:0.92 215:0.41 216:0.05 219:0.92 222:0.21 223:0.94 225:0.99 230:0.75 233:0.76 234:0.98 235:0.97 238:0.92 240:0.99 241:0.79 242:0.58 243:0.84 245:0.84 247:0.79 248:0.85 253:0.33 255:0.74 256:0.80 259:0.21 260:0.79 261:0.95 265:0.46 266:0.47 267:0.17 268:0.79 271:0.86 274:0.99 276:0.71 281:0.91 283:0.78 284:0.96 285:0.56 292:0.91 297:0.99 300:0.70\n1 7:0.81 8:0.74 12:0.20 17:0.78 18:0.98 21:0.22 22:0.93 27:0.21 29:0.53 30:0.88 32:0.80 34:0.28 36:0.28 37:0.89 39:0.99 43:0.12 44:0.93 47:0.93 55:0.71 64:0.77 66:0.97 69:0.44 70:0.21 71:0.82 74:0.58 77:0.70 81:0.46 86:0.98 89:0.99 91:0.23 98:0.90 104:0.83 108:0.34 121:0.90 122:0.83 123:0.32 126:0.44 127:0.49 129:0.05 135:0.69 139:0.98 141:0.91 145:0.63 146:0.97 147:0.98 149:0.20 150:0.34 154:0.57 155:0.67 159:0.70 172:0.92 173:0.28 175:0.75 177:0.38 178:0.55 179:0.23 187:0.87 191:0.73 192:0.87 195:0.88 201:0.68 204:0.89 208:0.64 212:0.93 215:0.51 216:0.56 219:0.89 222:0.21 223:0.94 225:0.98 230:0.86 233:0.73 234:0.91 235:0.31 240:0.95 241:0.30 242:0.51 243:0.97 244:0.61 247:0.60 253:0.38 254:0.74 257:0.65 259:0.21 262:0.93 265:0.90 266:0.27 267:0.28 271:0.86 274:0.91 276:0.86 277:0.69 281:0.89 282:0.88 292:0.95 297:0.36 299:0.88 300:0.43\n2 7:0.66 8:0.95 9:0.80 11:0.57 12:0.20 17:0.76 18:0.89 21:0.68 27:0.25 29:0.53 30:0.66 31:0.92 32:0.64 34:0.36 36:0.83 37:0.91 39:0.99 41:0.88 43:0.79 55:0.45 66:0.92 69:0.76 70:0.56 71:0.82 74:0.42 79:0.92 81:0.24 83:0.91 85:0.72 86:0.89 89:0.99 91:0.92 96:0.71 98:0.87 101:0.87 104:0.78 108:0.59 120:0.88 123:0.57 124:0.36 126:0.26 127:0.71 129:0.05 133:0.37 135:0.60 137:0.92 139:0.87 140:0.98 141:0.97 145:0.98 146:0.86 147:0.05 149:0.71 150:0.24 151:0.52 153:0.98 154:0.72 155:0.67 159:0.50 162:0.64 164:0.90 172:0.91 173:0.80 177:0.05 179:0.29 190:0.77 191:0.91 192:0.87 195:0.70 196:0.94 202:0.91 208:0.64 212:0.87 215:0.37 216:0.45 219:0.89 220:0.62 222:0.21 223:0.94 225:0.99 230:0.69 233:0.73 234:0.97 235:0.88 240:0.99 241:0.88 242:0.74 243:0.06 245:0.70 247:0.79 248:0.54 253:0.43 255:0.95 256:0.92 257:0.84 259:0.21 260:0.83 265:0.87 266:0.38 267:0.19 268:0.92 271:0.86 274:0.99 276:0.83 283:0.78 284:0.97 285:0.62 292:0.95 297:0.36 300:0.70\n1 8:0.59 11:0.64 12:0.20 17:0.76 18:0.96 21:0.77 27:0.45 29:0.53 30:0.43 34:0.87 36:0.28 37:0.50 39:0.99 43:0.13 44:0.87 45:0.77 55:0.59 64:0.77 66:0.86 69:0.71 70:0.83 71:0.82 74:0.53 81:0.22 86:0.97 89:0.99 91:0.04 98:0.75 101:0.52 108:0.54 122:0.86 123:0.52 124:0.37 126:0.26 127:0.53 129:0.05 133:0.37 135:0.83 139:0.96 141:0.91 145:0.58 146:0.93 147:0.95 149:0.19 150:0.22 154:0.65 159:0.74 172:0.86 173:0.56 177:0.70 178:0.55 179:0.34 187:0.68 195:0.89 212:0.77 216:0.77 222:0.21 223:0.94 225:0.98 234:0.91 235:0.98 240:0.95 241:0.18 242:0.33 243:0.86 245:0.75 247:0.67 253:0.36 254:0.74 259:0.21 265:0.75 266:0.80 267:0.36 271:0.86 274:0.91 276:0.75 300:0.70\n2 1:0.74 7:0.72 8:0.84 9:0.80 11:0.64 12:0.20 17:0.57 18:0.94 20:0.91 21:0.54 27:0.19 29:0.53 30:0.70 31:0.88 32:0.68 34:0.50 36:0.59 37:0.90 39:0.99 43:0.67 44:0.90 45:0.95 55:0.71 64:0.77 66:0.98 69:0.65 70:0.42 71:0.82 74:0.93 78:0.93 79:0.88 81:0.46 83:0.60 86:0.99 89:0.99 91:0.44 96:0.68 97:0.89 98:0.95 99:0.83 100:0.93 101:0.52 104:0.76 108:0.49 111:0.92 114:0.59 120:0.76 122:0.57 123:0.47 126:0.54 127:0.67 129:0.05 135:0.77 137:0.88 139:0.98 140:0.90 141:0.97 145:0.70 146:0.97 147:0.98 149:0.39 150:0.67 151:0.48 152:0.94 153:0.72 154:0.75 155:0.67 158:0.78 159:0.70 162:0.81 164:0.76 165:0.70 169:0.91 172:0.94 173:0.54 176:0.73 177:0.70 179:0.22 186:0.93 187:0.21 190:0.89 191:0.89 192:0.87 195:0.86 196:0.93 201:0.93 202:0.69 204:0.85 208:0.64 212:0.91 215:0.39 216:0.59 220:0.62 222:0.21 223:0.94 225:0.99 230:0.74 233:0.73 234:0.97 235:0.84 240:0.99 241:0.59 242:0.36 243:0.98 247:0.60 248:0.49 253:0.50 254:0.74 255:0.95 256:0.75 259:0.21 260:0.69 261:0.93 265:0.95 266:0.38 267:0.19 268:0.75 271:0.86 274:0.98 276:0.89 279:0.82 283:0.78 284:0.93 285:0.62 290:0.59 297:0.36 300:0.55\n1 1:0.74 7:0.66 8:0.84 9:0.80 11:0.64 12:0.20 17:0.78 18:0.91 20:0.79 21:0.13 22:0.93 27:0.35 29:0.53 30:0.70 31:0.90 32:0.74 34:0.40 36:0.76 37:0.79 39:0.99 43:0.26 44:0.90 45:0.89 47:0.93 48:0.91 55:0.52 64:0.77 66:0.99 69:0.33 70:0.55 71:0.82 74:0.74 77:0.70 78:0.83 79:0.90 81:0.63 83:0.60 86:0.95 89:0.99 91:0.46 96:0.74 98:0.98 99:0.83 100:0.89 101:0.52 104:0.80 106:0.81 108:0.26 111:0.84 114:0.79 120:0.68 123:0.25 126:0.54 127:0.83 129:0.05 135:0.49 137:0.90 139:0.94 140:0.90 141:0.97 145:0.76 146:0.98 147:0.98 149:0.71 150:0.76 151:0.63 152:0.77 153:0.48 154:0.91 155:0.67 159:0.74 162:0.85 164:0.74 165:0.70 169:0.86 172:0.98 173:0.21 176:0.73 177:0.70 179:0.15 186:0.83 187:0.39 190:0.89 191:0.78 192:0.87 195:0.86 196:0.94 201:0.93 202:0.71 206:0.81 208:0.64 212:0.88 215:0.61 216:0.70 220:0.74 222:0.21 223:0.94 225:0.99 230:0.69 233:0.73 234:0.98 235:0.31 240:0.99 241:0.62 242:0.74 243:0.99 247:0.90 248:0.62 253:0.67 254:0.74 255:0.95 256:0.75 259:0.21 260:0.66 261:0.80 262:0.93 265:0.98 266:0.54 267:0.17 268:0.78 271:0.86 274:0.99 276:0.95 281:0.89 282:0.77 283:0.78 284:0.95 285:0.62 290:0.79 297:0.36 300:0.70\n2 1:0.74 12:0.20 17:0.66 18:0.98 21:0.47 22:0.93 27:0.21 29:0.53 30:0.87 31:0.86 34:0.24 36:0.35 37:0.89 39:0.99 43:0.13 47:0.93 55:0.71 64:0.77 66:0.94 69:0.47 70:0.19 71:0.82 79:0.86 81:0.52 83:0.91 86:0.98 89:0.99 91:0.23 98:0.91 104:0.83 108:0.36 114:0.60 120:0.53 122:0.83 123:0.34 124:0.36 126:0.54 127:0.75 129:0.05 133:0.39 135:0.68 137:0.86 139:0.98 140:0.45 141:0.97 146:0.97 147:0.98 149:0.18 150:0.73 151:0.47 153:0.48 154:0.59 155:0.67 159:0.76 162:0.52 164:0.54 165:0.93 172:0.94 173:0.30 175:0.75 176:0.73 177:0.38 179:0.23 187:0.87 190:0.77 192:0.87 196:0.88 201:0.93 202:0.58 208:0.64 212:0.94 215:0.41 216:0.56 219:0.89 220:0.96 222:0.21 223:0.94 225:0.98 234:0.97 235:0.80 240:0.99 241:0.69 242:0.57 243:0.94 244:0.61 245:0.74 247:0.47 248:0.47 253:0.44 254:0.74 255:0.74 256:0.45 257:0.65 259:0.21 260:0.53 262:0.93 265:0.91 266:0.23 267:0.28 268:0.46 271:0.86 274:0.97 276:0.88 277:0.69 284:0.87 285:0.56 290:0.60 292:0.95 297:0.36 300:0.33\n2 1:0.74 7:0.72 11:0.64 12:0.20 17:0.81 18:1.00 21:0.47 27:0.62 29:0.53 30:0.94 32:0.68 34:0.49 36:0.42 37:0.66 39:0.99 43:0.13 44:0.90 45:0.81 48:0.99 55:0.52 64:0.77 66:0.99 69:0.35 70:0.19 71:0.82 74:0.71 81:0.48 83:0.91 86:1.00 89:1.00 91:0.37 98:0.99 101:0.52 108:0.27 114:0.60 122:0.86 123:0.26 126:0.54 127:0.86 129:0.05 135:0.60 139:1.00 141:0.91 145:0.93 146:0.97 147:0.98 149:0.70 150:0.72 154:0.88 155:0.67 159:0.73 165:0.93 172:0.99 173:0.24 176:0.73 177:0.70 178:0.55 179:0.13 187:0.21 192:0.87 195:0.85 201:0.93 208:0.64 212:0.95 215:0.41 216:0.05 222:0.21 223:0.94 225:0.98 230:0.74 233:0.73 234:0.91 235:0.68 240:0.95 241:0.02 242:0.80 243:0.99 247:0.67 253:0.46 254:0.80 259:0.21 265:0.99 266:0.12 267:0.18 271:0.86 274:0.91 276:0.96 281:0.89 290:0.60 297:0.36 300:0.33\n2 1:0.74 6:0.91 7:0.81 8:0.91 9:0.80 11:0.83 12:0.20 17:0.77 18:0.84 20:0.93 21:0.47 27:0.41 29:0.53 30:0.62 31:0.96 32:0.80 34:0.31 36:0.45 37:0.80 39:0.99 41:0.92 43:0.76 44:0.93 45:0.95 48:0.97 64:0.77 66:0.89 69:0.78 70:0.48 71:0.82 74:0.90 77:0.70 78:0.90 79:0.96 81:0.53 83:0.91 85:0.72 86:0.90 89:0.98 91:0.86 96:0.85 98:0.86 100:0.88 101:0.87 104:0.74 108:0.61 111:0.88 114:0.60 120:0.87 121:0.97 122:0.51 123:0.59 124:0.37 126:0.54 127:0.92 129:0.05 133:0.37 135:0.39 137:0.96 139:0.93 140:0.45 141:0.97 145:0.92 146:0.83 147:0.25 149:0.92 150:0.74 151:0.90 152:0.90 153:0.96 154:0.68 155:0.67 159:0.50 162:0.79 164:0.86 165:0.93 169:0.86 172:0.92 173:0.83 176:0.73 177:0.05 179:0.30 186:0.90 189:0.92 191:0.75 192:0.87 195:0.70 196:0.97 201:0.93 202:0.85 204:0.89 208:0.64 212:0.90 215:0.41 216:0.28 219:0.89 220:0.62 222:0.21 223:0.94 225:0.99 230:0.87 233:0.76 234:0.98 235:0.84 238:0.85 240:0.99 241:0.95 242:0.44 243:0.09 245:0.80 247:0.82 248:0.83 253:0.88 255:0.95 256:0.87 257:0.84 259:0.21 260:0.83 261:0.90 265:0.86 266:0.54 267:0.19 268:0.89 271:0.86 274:0.99 276:0.84 281:0.91 282:0.88 283:0.78 284:0.97 285:0.62 290:0.60 292:0.91 297:0.36 299:0.88 300:0.70\n1 1:0.74 7:0.66 8:0.85 9:0.80 11:0.64 12:0.20 17:0.85 18:0.92 21:0.13 22:0.93 27:0.35 29:0.53 30:0.70 31:0.89 32:0.74 34:0.39 36:0.75 37:0.79 39:0.99 43:0.26 44:0.90 45:0.92 47:0.93 48:0.91 55:0.52 64:0.77 66:0.35 69:0.33 70:0.56 71:0.82 74:0.81 77:0.70 79:0.89 81:0.63 83:0.60 86:0.97 89:0.99 91:0.49 96:0.72 98:0.73 99:0.83 101:0.52 104:0.80 106:0.81 108:0.26 114:0.79 120:0.64 123:0.82 124:0.60 126:0.54 127:0.81 129:0.59 133:0.46 135:0.39 137:0.89 139:0.96 140:0.92 141:0.97 145:0.76 146:0.90 147:0.92 149:0.71 150:0.76 151:0.59 153:0.90 154:0.91 155:0.67 159:0.75 162:0.85 164:0.74 165:0.70 172:0.94 173:0.21 176:0.73 177:0.70 179:0.15 187:0.39 191:0.70 192:0.87 195:0.87 196:0.94 201:0.93 202:0.69 206:0.81 208:0.64 212:0.88 215:0.61 216:0.70 219:0.89 220:0.74 222:0.21 223:0.94 225:0.99 230:0.69 233:0.73 234:0.98 235:0.31 240:0.99 241:0.61 242:0.73 243:0.57 245:0.99 247:0.90 248:0.58 253:0.65 254:0.74 255:0.95 256:0.73 259:0.21 260:0.63 262:0.93 265:0.72 266:0.47 267:0.17 268:0.76 271:0.86 274:0.99 276:0.95 281:0.89 282:0.77 283:0.78 284:0.95 285:0.62 290:0.79 292:0.91 297:0.36 300:0.70\n3 1:0.74 6:0.91 7:0.72 8:0.80 9:0.80 12:0.20 17:0.83 18:0.95 20:0.97 21:0.22 22:0.93 25:0.88 27:0.32 29:0.53 30:0.13 31:0.88 32:0.69 34:0.36 36:0.35 37:0.74 39:0.99 41:0.82 43:0.70 44:0.90 47:0.93 48:0.97 55:0.52 64:0.77 66:0.35 69:0.19 70:0.88 71:0.82 78:0.93 79:0.88 81:0.58 83:0.91 86:0.94 89:0.99 91:0.29 96:0.71 98:0.70 100:0.94 104:0.58 106:0.81 108:0.67 111:0.92 114:0.71 120:0.57 122:0.86 123:0.65 124:0.71 126:0.54 127:0.77 129:0.81 133:0.67 135:0.30 137:0.88 139:0.94 140:0.45 141:0.97 145:0.70 146:0.26 147:0.32 149:0.54 150:0.76 151:0.56 152:0.89 153:0.48 154:0.60 155:0.67 159:0.67 162:0.86 164:0.57 165:0.93 169:0.92 172:0.68 173:0.17 175:0.75 176:0.73 177:0.38 179:0.41 186:0.93 187:0.68 189:0.93 192:0.87 195:0.81 196:0.92 201:0.93 202:0.36 206:0.81 208:0.64 212:0.69 215:0.51 216:0.81 219:0.92 220:0.82 222:0.21 223:0.94 225:0.98 230:0.74 233:0.73 234:0.99 235:0.42 238:0.90 240:0.99 241:0.44 242:0.45 243:0.24 244:0.61 245:0.87 247:0.67 248:0.55 253:0.53 255:0.95 256:0.45 257:0.65 259:0.21 260:0.58 261:0.93 262:0.93 265:0.71 266:0.84 267:0.17 268:0.46 271:0.86 274:0.97 276:0.75 277:0.69 281:0.89 283:0.82 284:0.89 285:0.62 290:0.71 292:0.95 297:0.36 300:0.70\n2 6:0.93 7:0.66 8:0.89 11:0.57 12:0.20 17:0.81 18:0.99 20:0.98 21:0.40 22:0.93 27:0.53 29:0.53 30:0.53 31:0.93 32:0.68 34:0.21 36:0.70 37:0.70 39:0.99 43:0.95 44:0.90 47:0.93 55:0.45 60:0.98 64:0.77 66:0.79 69:0.25 70:0.52 71:0.82 74:0.71 78:0.92 79:0.95 81:0.36 83:0.91 85:0.85 86:1.00 89:1.00 91:0.17 98:0.82 100:0.93 101:0.87 104:0.74 108:0.75 111:0.92 120:0.64 123:0.74 124:0.41 126:0.44 127:0.66 129:0.05 133:0.43 135:0.32 137:0.93 139:1.00 140:0.87 141:0.97 145:0.44 146:0.65 147:0.70 149:0.91 150:0.29 151:0.65 152:0.90 153:0.48 154:0.95 155:0.67 158:0.91 159:0.75 162:0.86 164:0.68 169:0.91 172:0.99 173:0.16 177:0.70 179:0.11 186:0.92 187:0.39 189:0.94 190:0.89 192:0.87 195:0.87 196:0.97 201:0.68 202:0.63 208:0.64 212:0.94 215:0.42 216:0.59 219:0.95 222:0.21 223:0.94 225:0.99 230:0.69 233:0.76 234:0.99 235:0.52 238:0.89 240:0.99 241:0.59 242:0.50 243:0.19 245:0.99 247:0.82 248:0.63 253:0.42 255:0.74 256:0.71 259:0.21 260:0.63 261:0.93 262:0.93 265:0.82 266:0.27 267:0.17 268:0.71 271:0.86 274:0.99 276:0.97 277:0.69 279:0.86 283:0.78 284:0.94 285:0.56 292:0.95 297:0.36 300:0.55\n1 7:0.72 8:0.84 9:0.80 11:0.83 12:0.20 17:0.95 18:0.97 20:0.79 21:0.40 22:0.93 27:0.54 29:0.53 30:0.74 31:0.93 32:0.69 34:0.56 36:0.80 37:0.62 39:0.99 41:0.82 43:0.88 44:0.90 45:1.00 47:0.93 48:0.99 55:0.52 60:0.95 64:0.77 66:0.74 69:0.45 70:0.26 71:0.82 74:0.99 78:0.96 79:0.95 81:0.38 83:0.91 85:0.91 86:0.99 89:0.99 91:0.44 96:0.68 98:0.79 100:0.95 101:0.87 104:0.88 106:0.81 108:0.72 111:0.95 120:0.65 122:0.51 123:0.70 124:0.45 126:0.44 127:0.91 129:0.81 133:0.67 135:0.47 137:0.93 139:0.99 140:0.45 141:0.97 145:0.79 146:0.57 147:0.63 149:1.00 150:0.31 151:0.47 152:0.77 153:0.48 154:0.86 155:0.67 158:0.91 159:0.81 162:0.86 164:0.70 169:0.93 172:0.99 173:0.26 177:0.70 179:0.10 186:0.96 187:0.39 190:0.89 192:0.87 195:0.91 196:0.97 201:0.68 202:0.63 206:0.81 208:0.64 212:0.94 215:0.42 216:0.37 219:0.95 220:0.97 222:0.21 223:0.94 225:0.99 230:0.74 233:0.73 234:0.99 235:0.60 240:0.99 241:0.59 242:0.54 243:0.17 245:1.00 247:0.88 248:0.47 253:0.49 255:0.95 256:0.71 259:0.21 260:0.64 261:0.86 262:0.93 265:0.79 266:0.71 267:0.87 268:0.72 271:0.86 274:0.99 276:0.99 279:0.86 281:0.89 283:0.78 284:0.94 285:0.62 292:0.95 297:0.36 300:0.84\n1 10:0.90 11:0.88 12:0.69 17:0.77 18:0.56 21:0.78 27:0.72 29:0.94 30:0.15 34:0.21 36:0.48 39:0.54 43:0.09 55:0.98 66:0.05 69:1.00 70:0.99 74:0.29 85:0.72 86:0.59 91:0.17 98:0.12 101:0.87 108:0.99 122:0.95 123:0.98 124:0.98 127:0.58 129:0.05 133:0.98 135:0.39 139:0.58 144:0.85 145:0.47 146:0.18 147:0.25 149:0.17 154:0.08 159:0.98 163:0.79 170:0.79 172:0.21 173:0.97 174:0.98 177:0.38 178:0.55 179:0.39 187:0.21 197:0.90 212:0.12 216:0.15 222:0.84 235:0.74 239:0.89 241:0.12 242:0.61 243:0.11 245:0.61 247:0.82 253:0.26 257:0.84 259:0.21 265:0.06 266:0.98 267:0.23 271:0.27 276:0.75 277:0.95 300:0.98\n3 10:0.88 11:0.87 12:0.69 17:0.47 18:0.89 21:0.40 27:0.24 29:0.94 30:0.40 34:0.42 36:0.56 37:0.66 39:0.54 43:0.77 45:0.81 66:0.32 69:0.12 70:0.88 74:0.53 81:0.33 86:0.90 91:0.03 98:0.56 101:0.87 108:0.80 122:0.91 123:0.79 124:0.77 126:0.24 127:0.90 129:0.05 133:0.74 135:0.86 139:0.88 144:0.85 146:0.55 147:0.61 149:0.75 150:0.36 154:0.69 159:0.69 170:0.79 172:0.51 173:0.14 174:0.86 177:0.88 178:0.55 179:0.60 187:0.68 197:0.89 212:0.22 216:0.56 219:0.90 222:0.84 235:0.42 236:0.92 239:0.87 242:0.22 243:0.44 244:0.61 245:0.72 247:0.84 253:0.42 259:0.21 265:0.57 266:0.75 267:0.44 271:0.27 276:0.62 277:0.69 292:0.95 300:0.84\n2 11:0.84 12:0.69 17:0.40 18:0.59 21:0.78 27:0.43 29:0.94 30:0.95 34:0.63 36:0.44 37:0.53 39:0.54 43:0.33 45:0.66 66:0.64 69:0.93 74:0.33 86:0.65 91:0.04 98:0.08 101:0.47 108:0.86 122:0.91 123:0.85 127:0.06 129:0.05 135:0.19 139:0.63 144:0.85 145:0.69 146:0.17 147:0.22 149:0.26 154:0.25 159:0.09 163:0.99 170:0.79 172:0.16 173:0.89 175:0.75 177:0.70 178:0.55 179:0.08 187:0.87 193:0.97 212:0.95 216:0.81 222:0.84 235:0.68 239:0.84 241:0.07 242:0.82 243:0.69 244:0.61 247:0.12 253:0.30 257:0.65 259:0.21 265:0.08 266:0.12 267:0.28 271:0.27 276:0.19 277:0.69 300:0.08\n1 11:0.87 12:0.69 17:0.15 18:0.64 21:0.78 27:0.72 29:0.94 30:0.95 34:0.94 36:0.89 39:0.54 43:0.71 45:0.73 66:0.64 69:0.72 74:0.38 86:0.70 91:0.22 98:0.13 101:0.65 108:0.55 122:0.65 123:0.52 127:0.08 129:0.05 135:0.60 139:0.68 144:0.85 146:0.17 147:0.22 149:0.44 154:0.60 159:0.09 163:0.97 170:0.79 172:0.16 173:0.85 175:0.75 177:0.70 178:0.55 179:0.10 187:0.21 212:0.95 216:0.10 222:0.84 235:0.31 241:0.32 242:0.82 243:0.69 244:0.61 247:0.12 253:0.34 257:0.65 259:0.21 265:0.13 266:0.12 267:0.19 271:0.27 276:0.19 277:0.69 300:0.08\n1 10:0.93 11:0.87 12:0.69 17:0.45 18:0.76 21:0.22 27:0.64 29:0.94 30:0.09 34:0.58 36:0.93 37:0.34 39:0.54 43:0.75 45:0.73 66:0.51 69:0.35 70:0.85 74:0.40 81:0.35 86:0.81 91:0.06 98:0.62 101:0.65 108:0.27 122:0.94 123:0.26 124:0.64 126:0.24 127:0.69 129:0.05 133:0.60 135:0.86 139:0.76 144:0.85 146:0.59 147:0.64 149:0.55 150:0.39 154:0.66 159:0.43 170:0.79 172:0.41 173:0.42 174:0.91 177:0.88 178:0.55 179:0.81 187:0.39 197:0.94 212:0.39 216:0.45 222:0.84 235:0.22 236:0.92 239:0.91 241:0.18 242:0.24 243:0.61 244:0.61 245:0.55 247:0.67 253:0.35 259:0.21 265:0.63 266:0.63 267:0.52 271:0.27 276:0.43 300:0.55\n2 1:0.63 7:0.75 10:0.88 11:0.87 12:0.69 17:0.26 18:0.92 21:0.40 27:0.37 29:0.94 30:0.61 34:0.45 36:0.94 37:0.62 39:0.54 43:0.77 44:0.88 45:0.89 60:0.87 64:0.77 66:0.20 69:0.17 70:0.72 74:0.75 75:0.99 81:0.63 83:0.91 86:0.94 91:0.09 98:0.55 99:0.95 101:0.65 108:0.14 114:0.82 122:0.91 123:0.78 124:0.76 126:0.51 127:0.74 129:0.05 133:0.74 135:0.76 139:0.95 144:0.85 145:0.40 146:0.68 147:0.73 149:0.87 150:0.49 154:0.69 155:0.54 158:0.86 159:0.67 165:0.81 170:0.79 172:0.65 173:0.16 174:0.86 176:0.70 177:0.88 178:0.55 179:0.47 187:0.21 192:0.57 195:0.81 197:0.87 201:0.61 204:0.83 208:0.64 212:0.52 215:0.67 216:0.60 219:0.95 222:0.84 226:0.96 230:0.77 233:0.76 235:0.60 239:0.92 241:0.30 242:0.19 243:0.57 244:0.61 245:0.78 247:0.88 253:0.64 259:0.21 265:0.52 266:0.75 267:0.36 271:0.27 276:0.70 277:0.69 279:0.80 281:0.91 283:0.67 290:0.82 292:0.88 297:0.36 300:0.70\n1 10:0.95 11:0.87 12:0.69 17:0.32 18:0.60 21:0.78 27:0.52 29:0.94 30:0.28 34:0.22 36:0.68 37:0.49 39:0.54 43:0.22 45:0.73 55:0.92 66:0.13 69:0.97 70:0.98 74:0.30 86:0.66 91:0.25 98:0.25 101:0.65 108:0.94 122:0.95 123:0.94 124:0.96 127:0.82 129:0.05 133:0.96 135:0.56 139:0.64 144:0.85 146:0.70 147:0.65 149:0.31 154:0.15 159:0.92 163:0.98 170:0.79 172:0.45 173:0.91 174:0.98 177:0.05 178:0.55 179:0.45 187:0.21 197:0.96 202:0.36 212:0.15 216:0.49 222:0.84 235:0.31 239:0.93 241:0.15 242:0.78 243:0.23 244:0.61 245:0.67 247:0.74 253:0.27 257:0.93 259:0.21 265:0.28 266:0.96 267:0.79 271:0.27 276:0.74 300:0.98\n2 9:0.75 10:0.89 11:0.87 12:0.69 17:0.22 18:0.89 21:0.22 27:0.52 29:0.94 30:0.53 31:0.94 34:0.42 36:0.59 37:0.49 39:0.54 43:0.77 45:0.83 64:0.77 66:0.32 69:0.10 70:0.84 74:0.53 79:0.93 81:0.37 83:0.69 86:0.90 91:0.06 96:0.80 98:0.56 101:0.65 108:0.80 120:0.69 122:0.91 123:0.78 124:0.77 126:0.32 127:0.92 129:0.05 133:0.74 135:0.87 137:0.94 139:0.88 140:0.45 144:0.85 146:0.53 147:0.59 149:0.78 150:0.38 151:0.86 153:0.48 154:0.69 155:0.64 159:0.67 162:0.86 164:0.56 170:0.79 172:0.51 173:0.14 174:0.86 177:0.88 179:0.60 187:0.68 190:0.77 192:0.98 196:0.95 197:0.88 201:0.58 202:0.36 208:0.61 212:0.22 215:0.79 216:0.49 219:0.91 222:0.84 235:0.31 239:0.87 242:0.22 243:0.44 244:0.61 245:0.72 247:0.84 248:0.77 253:0.77 255:0.77 256:0.45 259:0.21 260:0.70 265:0.57 266:0.75 267:0.52 268:0.46 271:0.27 276:0.62 277:0.69 283:0.67 284:0.88 285:0.60 292:0.88 297:0.36 300:0.84\n1 10:0.91 11:0.87 12:0.69 17:0.15 18:0.61 21:0.05 27:0.68 29:0.94 30:0.58 33:0.97 34:0.71 36:0.44 37:0.46 39:0.54 43:0.60 45:0.73 55:0.96 66:0.27 69:0.85 70:0.33 74:0.35 81:0.38 86:0.67 91:0.04 98:0.25 101:0.65 108:0.70 122:0.95 123:0.69 124:0.84 126:0.24 127:0.63 129:0.05 132:0.97 133:0.80 135:0.34 139:0.66 144:0.85 146:0.35 147:0.05 149:0.41 150:0.43 154:0.49 159:0.59 163:0.79 170:0.79 172:0.21 173:0.85 174:0.90 177:0.05 178:0.55 179:0.88 187:0.68 197:0.93 212:0.16 216:0.20 222:0.84 235:0.05 236:0.92 239:0.90 241:0.21 242:0.40 243:0.18 244:0.61 245:0.45 247:0.55 253:0.32 257:0.93 259:0.21 265:0.27 266:0.54 267:0.23 271:0.27 276:0.36 291:0.97 300:0.25\n1 10:0.85 11:0.87 12:0.69 17:0.24 18:0.77 21:0.78 27:0.52 29:0.94 30:0.37 34:0.52 36:0.41 37:0.49 39:0.54 43:0.22 45:0.73 55:0.71 66:0.63 69:0.97 70:0.73 74:0.30 86:0.77 91:0.23 98:0.23 101:0.65 108:0.94 122:0.92 123:0.94 124:0.63 127:0.83 129:0.05 133:0.73 135:0.51 139:0.74 144:0.85 146:0.65 147:0.05 149:0.29 154:0.15 159:0.92 170:0.79 172:0.59 173:0.90 174:0.79 175:0.75 177:0.05 178:0.55 179:0.70 187:0.21 197:0.85 202:0.36 212:0.61 216:0.49 222:0.84 235:0.12 239:0.84 241:0.18 242:0.76 243:0.11 244:0.61 245:0.57 247:0.55 253:0.27 257:0.93 259:0.21 265:0.25 266:0.71 267:0.17 271:0.27 276:0.49 277:0.69 300:0.55\n2 1:0.66 7:0.70 8:0.72 10:0.95 11:0.56 12:0.37 17:0.77 18:0.92 21:0.40 27:0.58 29:0.97 30:0.42 32:0.67 34:0.97 36:0.54 37:0.49 39:0.86 43:0.17 44:0.86 45:0.66 48:0.91 55:0.45 64:0.77 66:0.27 69:0.90 70:0.88 71:0.61 74:0.38 81:0.56 86:0.75 91:0.54 98:0.30 101:0.47 104:0.81 108:0.95 114:0.76 122:0.75 123:0.95 124:0.91 126:0.51 127:0.93 129:0.59 131:0.61 133:0.91 135:0.75 139:0.74 144:0.76 145:0.86 146:0.67 147:0.62 149:0.22 150:0.55 154:0.30 155:0.51 157:0.61 159:0.88 166:0.87 170:0.82 172:0.86 173:0.74 174:0.94 176:0.63 177:0.70 178:0.55 179:0.19 182:0.61 187:0.21 192:0.55 195:0.96 197:0.92 201:0.65 208:0.61 212:0.75 215:0.63 216:0.49 219:0.87 222:0.25 227:0.61 229:0.61 230:0.73 231:0.80 233:0.66 235:0.74 239:0.92 241:0.32 242:0.41 243:0.17 245:0.93 246:0.61 247:0.98 253:0.55 254:0.88 257:0.65 259:0.21 265:0.32 266:0.84 267:0.44 271:0.82 276:0.92 281:0.86 283:0.67 287:0.61 290:0.76 292:0.88 297:0.36 300:0.94\n2 1:0.66 7:0.70 8:0.62 9:0.73 10:0.95 11:0.51 12:0.37 17:0.86 18:0.94 21:0.13 22:0.93 27:0.67 29:0.97 30:0.45 31:0.90 32:0.71 34:0.83 36:0.90 37:0.34 39:0.86 43:0.59 44:0.92 47:0.93 48:1.00 64:0.77 66:0.95 69:0.64 70:0.72 71:0.61 74:0.52 77:0.70 79:0.90 81:0.56 86:0.82 91:0.48 96:0.74 98:0.84 104:0.88 106:0.81 108:0.49 114:0.92 120:0.62 122:0.75 123:0.47 126:0.51 127:0.34 129:0.05 131:0.91 135:0.51 137:0.90 139:0.83 140:0.45 144:0.76 145:0.41 146:0.78 147:0.82 149:0.69 150:0.56 151:0.66 153:0.48 154:0.55 155:0.64 157:0.61 159:0.34 162:0.86 164:0.56 166:0.87 170:0.82 172:0.88 173:0.72 174:0.90 176:0.70 177:0.88 179:0.27 182:0.61 187:0.21 190:0.77 192:0.87 195:0.64 196:0.92 197:0.91 201:0.63 202:0.36 206:0.81 208:0.61 212:0.91 215:0.84 216:0.27 219:0.87 220:0.74 222:0.25 227:0.94 229:0.61 230:0.73 231:0.80 232:0.74 233:0.76 235:0.31 239:0.92 241:0.03 242:0.32 243:0.95 244:0.61 246:0.61 247:0.94 248:0.63 253:0.71 254:0.80 255:0.72 256:0.45 259:0.21 260:0.63 262:0.93 265:0.84 266:0.38 267:0.44 268:0.46 271:0.82 276:0.79 281:0.91 282:0.80 283:0.82 284:0.88 285:0.60 287:0.61 290:0.92 292:0.95 297:0.36 300:0.55\n2 1:0.59 7:0.75 10:1.00 11:0.56 12:0.37 17:0.69 18:0.99 21:0.64 22:0.93 27:0.51 29:0.97 30:0.54 32:0.71 34:0.45 36:0.46 37:0.33 39:0.86 43:0.12 44:0.92 45:0.97 47:0.93 48:0.91 55:0.45 64:0.77 66:1.00 69:0.63 70:0.64 71:0.61 74:0.96 77:0.70 81:0.51 83:0.56 86:1.00 91:0.20 98:0.95 99:0.83 101:0.47 104:0.99 106:0.81 108:0.48 114:0.70 117:0.86 122:0.65 123:0.46 126:0.51 127:0.65 129:0.05 131:0.61 135:0.96 139:1.00 144:0.76 145:0.72 146:0.99 147:0.99 149:0.30 150:0.44 154:0.59 155:0.54 157:0.61 158:0.76 159:0.82 165:0.65 166:0.86 170:0.82 172:0.99 173:0.41 174:0.99 176:0.70 177:0.88 178:0.55 179:0.10 182:0.61 187:0.21 192:0.56 195:0.93 197:0.99 201:0.58 204:0.83 206:0.81 208:0.61 212:0.93 215:0.53 216:0.85 219:0.91 222:0.25 227:0.61 229:0.61 230:0.77 231:0.80 232:0.92 233:0.66 235:0.84 239:1.00 242:0.13 243:1.00 246:0.61 247:0.99 253:0.70 254:0.88 259:0.21 262:0.93 265:0.95 266:0.47 267:0.98 271:0.82 276:0.99 279:0.75 281:0.86 282:0.80 283:0.82 287:0.61 290:0.70 292:0.88 297:0.36 300:0.70\n1 8:0.78 9:0.71 10:1.00 12:0.37 17:0.78 21:0.68 23:0.99 27:0.70 29:0.97 30:0.93 31:0.89 34:0.96 36:0.72 37:0.61 39:0.86 43:0.32 48:0.91 55:0.45 62:0.99 66:0.97 69:0.50 70:0.24 71:0.61 74:0.48 75:0.96 76:0.98 77:0.89 79:0.88 81:0.30 91:0.82 96:0.93 98:0.98 102:0.96 108:0.38 114:0.63 120:0.59 122:0.95 123:0.37 126:0.32 127:0.79 128:0.97 129:0.05 131:0.91 135:0.34 137:0.89 139:0.72 140:0.98 144:0.76 145:0.83 146:0.87 147:0.89 149:0.58 150:0.29 151:0.61 153:0.48 154:0.52 155:0.56 157:0.61 158:0.76 159:0.45 162:0.77 164:0.56 166:0.73 168:0.97 170:0.82 172:0.93 173:0.56 174:0.99 175:0.75 176:0.59 177:0.70 179:0.27 182:0.61 190:0.95 191:0.87 192:0.86 193:0.98 195:0.66 196:0.89 197:1.00 201:0.54 202:0.84 204:0.78 205:0.99 208:0.61 212:0.89 216:0.23 219:0.91 220:0.62 222:0.25 226:0.96 227:0.94 229:0.61 231:0.80 232:0.74 235:0.84 236:0.94 239:1.00 241:0.83 242:0.78 243:0.97 244:0.83 246:0.61 247:0.82 248:0.59 253:0.90 255:0.71 256:0.87 257:0.65 259:0.21 260:0.60 265:0.98 266:0.38 267:0.94 268:0.88 271:0.82 276:0.86 277:0.69 279:0.79 281:0.86 282:0.72 284:0.93 285:0.62 287:0.61 290:0.63 292:0.88 300:0.55\n0 1:0.59 7:0.75 10:0.94 11:0.56 12:0.37 17:0.77 18:0.88 21:0.68 22:0.93 27:0.51 29:0.97 30:0.43 32:0.71 34:0.44 36:0.35 37:0.33 39:0.86 43:0.11 44:0.92 45:0.89 47:0.93 48:0.91 55:0.45 64:0.77 66:0.98 69:0.69 70:0.76 71:0.61 74:0.80 76:0.85 77:0.70 81:0.39 86:0.92 91:0.05 98:0.90 101:0.47 104:1.00 106:0.81 108:0.52 114:0.69 117:0.86 122:0.65 123:0.50 126:0.51 127:0.47 129:0.05 131:0.61 135:0.94 139:0.92 144:0.76 145:0.74 146:0.95 147:0.96 149:0.28 150:0.41 154:0.61 155:0.54 157:0.61 159:0.63 166:0.86 170:0.82 172:0.96 173:0.61 174:0.89 176:0.70 177:0.88 178:0.55 179:0.17 182:0.61 187:0.21 192:0.56 195:0.82 197:0.88 201:0.57 204:0.83 206:0.81 208:0.61 212:0.91 215:0.49 216:0.85 222:0.25 227:0.61 229:0.61 230:0.77 231:0.80 232:0.92 233:0.65 235:0.88 239:0.92 241:0.07 242:0.13 243:0.98 246:0.61 247:0.97 253:0.61 254:0.88 259:0.21 262:0.93 265:0.90 266:0.27 267:0.69 271:0.82 276:0.92 281:0.86 282:0.80 287:0.61 290:0.69 297:0.36 300:0.70\n0 1:0.59 7:0.75 10:0.84 11:0.51 12:0.37 17:0.55 18:0.62 21:0.68 22:0.93 27:0.51 29:0.97 30:0.62 32:0.71 34:0.44 36:0.41 37:0.33 39:0.86 43:0.13 44:0.92 47:0.93 48:0.91 55:0.42 64:0.77 66:0.75 69:0.70 70:0.23 71:0.61 74:0.54 76:0.85 77:0.70 81:0.39 86:0.69 91:0.09 98:0.63 104:1.00 106:0.81 108:0.53 114:0.69 117:0.86 122:0.41 123:0.51 126:0.51 127:0.18 129:0.05 131:0.61 135:0.86 139:0.79 144:0.76 145:0.74 146:0.51 147:0.57 149:0.11 150:0.41 154:0.53 155:0.54 157:0.61 159:0.18 163:0.86 166:0.86 170:0.82 172:0.32 173:0.84 174:0.79 176:0.70 177:0.88 178:0.55 179:0.74 182:0.61 187:0.21 192:0.56 195:0.59 197:0.84 201:0.57 204:0.83 206:0.81 208:0.61 212:0.30 215:0.49 216:0.85 222:0.25 227:0.61 229:0.61 230:0.77 231:0.79 232:0.92 233:0.65 235:0.88 239:0.83 241:0.18 242:0.33 243:0.77 244:0.61 246:0.61 247:0.39 253:0.54 254:0.80 259:0.21 262:0.93 265:0.64 266:0.27 267:0.69 271:0.82 276:0.28 281:0.86 282:0.80 283:0.82 287:0.61 290:0.69 297:0.36 300:0.18\n0 1:0.61 10:0.93 11:0.56 12:0.37 17:0.12 18:0.77 21:0.64 27:0.08 29:0.97 30:0.37 32:0.65 34:0.99 36:0.27 37:0.94 39:0.86 43:0.38 45:0.77 55:0.59 64:0.77 66:0.53 69:0.77 70:0.70 71:0.61 74:0.53 81:0.59 83:0.56 86:0.84 91:0.44 98:0.59 99:0.83 101:0.47 108:0.70 114:0.72 122:0.86 123:0.68 124:0.64 126:0.54 127:0.43 129:0.05 131:0.61 133:0.60 135:0.39 139:0.78 144:0.76 145:0.41 146:0.24 147:0.05 149:0.25 150:0.48 154:0.66 155:0.48 157:0.84 159:0.43 165:0.65 166:0.86 170:0.82 172:0.54 173:0.81 174:0.88 176:0.73 177:0.05 178:0.55 179:0.61 182:0.84 187:0.68 192:0.47 195:0.66 197:0.90 201:0.61 208:0.64 212:0.75 215:0.53 216:0.67 222:0.25 227:0.61 229:0.61 231:0.79 235:0.88 236:0.97 239:0.91 241:0.54 242:0.33 243:0.11 245:0.65 246:0.93 247:0.82 253:0.55 254:0.88 257:0.93 259:0.21 265:0.60 266:0.47 267:0.59 271:0.82 276:0.52 277:0.69 283:0.67 287:0.61 290:0.72 297:0.36 300:0.55\n2 1:0.65 7:0.70 8:0.69 9:0.74 10:0.95 11:0.51 12:0.37 17:0.85 18:0.93 21:0.22 22:0.93 27:0.67 29:0.97 30:0.32 31:0.92 32:0.71 34:0.91 36:0.86 37:0.34 39:0.86 43:0.57 44:0.92 47:0.93 48:1.00 55:0.45 64:0.77 66:0.95 69:0.65 70:0.74 71:0.61 74:0.51 77:0.70 79:0.92 81:0.53 83:0.56 86:0.82 91:0.54 96:0.78 98:0.85 104:0.88 106:0.81 108:0.49 114:0.88 120:0.67 122:0.75 123:0.47 126:0.51 127:0.36 129:0.05 131:0.91 135:0.58 137:0.92 139:0.82 140:0.45 144:0.76 145:0.42 146:0.79 147:0.82 149:0.68 150:0.53 151:0.76 153:0.48 154:0.53 155:0.64 157:0.61 159:0.35 162:0.86 164:0.66 166:0.87 170:0.82 172:0.88 173:0.72 174:0.90 176:0.70 177:0.88 179:0.27 182:0.61 187:0.21 190:0.77 192:0.97 195:0.64 196:0.93 197:0.91 201:0.63 202:0.50 206:0.81 208:0.61 212:0.91 215:0.79 216:0.27 220:0.82 222:0.25 227:0.95 229:0.61 230:0.73 231:0.81 232:0.74 233:0.76 235:0.42 239:0.92 241:0.10 242:0.32 243:0.95 244:0.61 246:0.61 247:0.94 248:0.73 253:0.77 254:0.84 255:0.74 256:0.58 259:0.21 260:0.67 262:0.93 265:0.85 266:0.38 267:0.52 268:0.59 271:0.82 276:0.79 281:0.91 282:0.80 284:0.92 285:0.60 287:0.61 290:0.88 297:0.36 300:0.55\n0 1:0.58 8:0.78 11:0.56 12:0.37 17:0.61 18:0.93 21:0.47 22:0.93 27:0.12 29:0.97 30:0.52 33:0.97 34:0.58 36:0.75 37:0.82 39:0.86 43:0.62 44:0.88 45:0.95 47:0.93 64:0.77 66:0.96 69:0.59 70:0.47 71:0.61 74:0.80 77:0.70 81:0.46 83:0.56 86:0.95 91:0.23 98:0.90 99:0.83 101:0.47 108:0.45 114:0.76 117:0.86 122:0.86 123:0.43 126:0.32 127:0.49 129:0.05 131:0.61 135:0.49 139:0.94 144:0.76 145:0.41 146:0.93 147:0.94 149:0.68 150:0.41 154:0.51 155:0.52 157:0.93 159:0.55 165:0.65 166:0.87 170:0.82 172:0.91 173:0.54 175:0.75 176:0.63 177:0.70 178:0.55 179:0.26 182:0.85 187:0.98 192:0.50 195:0.77 201:0.55 204:0.82 208:0.50 212:0.72 216:0.79 222:0.25 227:0.61 229:0.61 231:0.80 232:0.98 235:0.60 241:0.35 242:0.24 243:0.97 244:0.61 246:0.93 247:0.60 253:0.64 254:0.88 257:0.65 259:0.21 262:0.93 265:0.90 266:0.27 267:0.23 271:0.82 276:0.84 277:0.69 281:0.91 282:0.75 287:0.61 290:0.76 291:0.97 300:0.33\n2 1:0.59 7:0.75 10:1.00 11:0.56 12:0.37 17:0.75 18:0.99 21:0.68 22:0.93 27:0.51 29:0.97 30:0.52 32:0.71 34:0.40 36:0.43 37:0.33 39:0.86 43:0.12 44:0.92 45:0.97 47:0.93 48:0.91 55:0.45 64:0.77 66:1.00 69:0.63 70:0.64 71:0.61 74:0.96 77:0.70 81:0.50 83:0.56 86:1.00 91:0.20 98:0.95 99:0.83 101:0.47 104:0.99 106:0.81 108:0.48 114:0.69 117:0.86 122:0.65 123:0.46 126:0.51 127:0.65 129:0.05 131:0.61 135:0.96 139:1.00 144:0.76 145:0.76 146:0.99 147:0.99 149:0.27 150:0.42 154:0.60 155:0.54 157:0.61 159:0.82 165:0.65 166:0.86 170:0.82 172:0.99 173:0.41 174:0.99 176:0.70 177:0.88 178:0.55 179:0.10 182:0.61 187:0.21 192:0.56 195:0.93 197:0.99 201:0.57 204:0.83 206:0.81 208:0.61 212:0.94 215:0.49 216:0.85 222:0.25 227:0.61 229:0.61 230:0.77 231:0.80 232:0.92 233:0.65 235:0.88 239:1.00 241:0.01 242:0.13 243:1.00 246:0.61 247:0.99 253:0.69 254:0.88 259:0.21 262:0.93 265:0.95 266:0.27 267:0.98 271:0.82 276:0.99 281:0.86 282:0.80 287:0.61 290:0.69 297:0.36 300:0.70\n0 1:0.56 10:0.84 11:0.56 12:0.37 17:0.45 18:0.80 21:0.77 27:0.45 29:0.97 30:0.68 34:0.80 36:0.28 37:0.50 39:0.86 43:0.29 44:0.88 45:0.85 64:0.77 66:0.36 69:0.72 70:0.41 71:0.61 74:0.62 77:0.89 81:0.46 83:0.56 86:0.84 91:0.23 98:0.22 99:0.83 101:0.47 108:0.79 114:0.63 122:0.86 123:0.78 124:0.60 126:0.51 127:0.32 129:0.05 131:0.61 133:0.39 135:0.65 139:0.82 144:0.76 145:0.47 146:0.29 147:0.35 149:0.44 150:0.39 154:0.58 155:0.46 157:0.89 159:0.42 165:0.65 166:0.86 170:0.82 172:0.41 173:0.73 174:0.79 176:0.70 177:0.88 178:0.55 179:0.61 182:0.84 187:0.68 192:0.45 195:0.71 197:0.83 201:0.55 208:0.61 212:0.81 215:0.43 216:0.77 222:0.25 227:0.61 229:0.61 231:0.79 235:1.00 239:0.83 241:0.10 242:0.43 243:0.49 244:0.61 245:0.71 246:0.92 247:0.67 253:0.52 254:0.84 259:0.21 265:0.24 266:0.27 267:0.36 271:0.82 276:0.26 277:0.87 282:0.75 287:0.61 290:0.63 297:0.36 300:0.33\n1 1:0.61 7:0.70 8:0.76 9:0.71 10:0.93 11:0.51 12:0.37 17:0.81 18:0.93 21:0.13 22:0.93 23:0.96 27:0.62 29:0.97 30:0.45 31:0.93 32:0.71 34:0.96 36:0.51 37:0.36 39:0.86 43:0.59 44:0.86 47:0.93 48:1.00 62:0.97 64:0.77 66:0.96 69:0.62 70:0.77 71:0.61 74:0.38 75:0.98 79:0.92 81:0.56 86:0.77 91:0.57 98:0.94 102:0.97 104:0.87 106:0.81 108:0.47 120:0.68 122:0.75 123:0.46 126:0.51 127:0.61 128:0.96 129:0.05 131:0.87 135:0.60 137:0.93 139:0.76 140:0.80 144:0.76 145:0.63 146:0.87 147:0.89 149:0.75 150:0.53 151:0.66 153:0.48 154:0.49 155:0.55 157:0.61 159:0.45 162:0.86 164:0.66 166:0.81 168:0.96 170:0.82 172:0.89 173:0.67 174:0.90 177:0.88 179:0.32 182:0.61 187:0.21 190:0.89 192:0.57 195:0.66 196:0.92 197:0.91 201:0.63 202:0.50 205:0.95 206:0.81 208:0.50 212:0.88 215:0.84 216:0.36 219:0.88 220:0.62 222:0.25 226:0.95 227:0.92 229:0.61 230:0.73 231:0.77 233:0.66 235:0.31 236:0.95 239:0.95 241:0.18 242:0.37 243:0.96 244:0.61 246:0.61 247:0.91 248:0.63 253:0.33 254:0.80 255:0.73 256:0.58 259:0.21 260:0.68 262:0.93 265:0.94 266:0.54 267:0.36 268:0.59 271:0.82 276:0.80 279:0.75 281:0.86 283:0.82 284:0.92 285:0.60 287:0.61 292:0.95 297:0.36 300:0.70\n0 8:0.97 10:0.84 11:0.56 12:0.37 17:0.88 18:0.70 21:0.78 23:0.95 27:0.53 29:0.97 30:0.62 34:0.64 36:0.34 37:0.64 39:0.86 43:0.64 45:0.73 62:0.95 66:0.30 69:0.45 70:0.23 71:0.61 74:0.40 86:0.71 91:0.81 98:0.44 101:0.47 108:0.35 122:0.65 123:0.33 124:0.71 127:0.76 128:0.96 129:0.05 131:0.61 133:0.60 135:0.30 139:0.69 140:0.98 144:0.76 145:0.45 146:0.47 147:0.53 149:0.40 151:0.52 153:0.45 154:0.54 157:0.82 159:0.48 162:0.45 163:0.87 166:0.61 168:0.96 170:0.82 172:0.16 173:0.48 174:0.79 175:0.75 177:0.70 178:0.54 179:0.95 182:0.74 190:0.95 191:0.87 197:0.84 202:0.85 205:0.98 212:0.30 216:0.28 220:0.62 222:0.25 227:0.61 229:0.61 231:0.67 235:0.74 239:0.84 241:0.87 242:0.33 243:0.48 244:0.83 245:0.43 246:0.61 247:0.39 248:0.52 253:0.35 256:0.68 257:0.65 259:0.21 265:0.46 266:0.27 267:0.28 268:0.45 271:0.82 276:0.27 277:0.69 285:0.46 287:0.61 300:0.18\n1 1:0.67 7:0.75 10:1.00 11:0.56 12:0.37 17:0.88 18:0.80 21:0.54 27:0.64 29:0.97 30:0.20 32:0.75 34:0.99 36:0.60 37:0.55 39:0.86 43:0.66 44:0.93 45:0.66 48:0.97 64:0.77 66:0.93 69:0.29 70:0.61 71:0.61 74:0.79 76:0.85 77:0.89 81:0.62 83:0.56 86:0.92 91:0.33 98:0.87 99:0.83 101:0.47 102:0.98 104:0.58 106:0.81 108:0.22 114:0.76 122:0.77 123:0.22 126:0.51 127:0.40 129:0.05 131:0.61 135:0.51 139:0.94 144:0.76 145:0.98 146:0.53 147:0.59 149:0.32 150:0.55 154:0.76 155:0.57 157:0.61 158:0.81 159:0.19 165:0.65 166:0.86 170:0.82 172:0.80 173:0.60 174:0.94 176:0.70 177:0.88 178:0.55 179:0.40 182:0.61 187:0.21 192:0.85 195:0.53 197:0.96 201:0.64 204:0.84 206:0.81 208:0.61 212:0.95 215:0.58 216:0.16 219:0.94 222:0.25 227:0.61 229:0.61 230:0.77 231:0.79 233:0.66 235:0.88 239:0.99 241:0.12 242:0.28 243:0.93 246:0.61 247:0.79 253:0.63 254:0.84 259:0.21 265:0.87 266:0.12 267:0.28 271:0.82 276:0.70 279:0.78 281:0.86 282:0.83 283:0.65 287:0.61 290:0.76 292:0.86 297:0.36 300:0.43\n1 1:0.62 7:0.70 8:0.72 10:0.93 11:0.75 12:0.37 17:0.83 18:0.82 21:0.59 27:0.70 29:0.97 30:0.20 32:0.67 34:0.26 36:0.83 37:0.70 39:0.86 43:0.13 45:0.73 55:0.52 64:0.77 66:0.43 69:0.62 70:0.99 71:0.61 74:0.35 76:0.85 77:0.70 81:0.55 83:0.56 86:0.67 91:0.31 98:0.40 101:0.65 102:0.95 104:0.92 106:0.81 108:0.95 114:0.66 123:0.94 124:0.89 126:0.54 127:0.86 129:0.59 131:0.61 133:0.90 135:0.49 139:0.64 144:0.76 145:0.87 146:0.62 147:0.67 149:0.25 150:0.50 154:0.57 155:0.52 157:0.61 159:0.88 166:0.86 170:0.82 172:0.78 173:0.33 174:0.93 176:0.59 177:0.88 178:0.55 179:0.33 182:0.61 187:0.39 192:0.54 193:0.98 195:0.96 197:0.89 201:0.63 204:0.80 206:0.81 208:0.64 212:0.54 215:0.55 216:0.21 222:0.25 227:0.61 229:0.61 230:0.73 231:0.79 232:0.72 233:0.76 235:0.88 236:0.97 239:0.93 241:0.32 242:0.33 243:0.27 244:0.61 245:0.81 246:0.61 247:0.96 253:0.51 254:0.84 259:0.21 265:0.42 266:0.91 267:0.23 271:0.82 276:0.81 282:0.72 283:0.82 287:0.61 290:0.66 297:0.36 300:0.98\n1 1:0.60 10:0.91 11:0.56 12:0.37 17:0.59 18:0.87 21:0.59 27:0.45 29:0.97 30:0.54 32:0.71 34:0.82 36:0.21 37:0.50 39:0.86 43:0.28 44:0.92 45:0.87 64:0.77 66:0.33 69:0.70 70:0.64 71:0.61 74:0.62 77:0.70 81:0.52 83:0.56 86:0.87 91:0.27 98:0.52 99:0.83 101:0.47 108:0.53 114:0.73 122:0.86 123:0.51 124:0.67 126:0.51 127:0.36 129:0.05 131:0.61 133:0.60 135:0.79 139:0.85 144:0.76 145:0.47 146:0.60 147:0.66 149:0.52 150:0.44 154:0.63 155:0.48 157:0.90 159:0.45 165:0.65 166:0.87 170:0.82 172:0.48 173:0.70 174:0.83 176:0.70 177:0.88 178:0.55 179:0.52 182:0.84 187:0.68 192:0.45 195:0.71 197:0.86 201:0.59 208:0.61 212:0.76 216:0.77 222:0.25 227:0.61 229:0.61 231:0.80 235:0.80 236:0.95 239:0.88 241:0.15 242:0.27 243:0.50 245:0.71 246:0.93 247:0.84 253:0.57 254:0.96 259:0.21 265:0.54 266:0.63 267:0.65 271:0.82 276:0.57 282:0.79 287:0.61 290:0.73 300:0.55\n2 1:0.68 10:0.98 11:0.56 12:0.37 17:0.91 18:0.86 21:0.13 27:0.51 29:0.97 30:0.31 32:0.77 34:0.33 36:0.92 37:0.37 39:0.86 43:0.20 44:0.93 45:0.66 55:0.45 64:0.77 66:0.98 69:0.17 70:0.63 71:0.61 74:0.61 77:0.70 81:0.71 83:0.56 86:0.85 91:0.12 98:0.98 99:0.83 101:0.47 102:0.98 104:0.91 108:0.14 114:0.92 123:0.13 126:0.54 127:0.82 129:0.05 131:0.61 135:0.90 139:0.85 144:0.76 145:0.42 146:0.95 147:0.96 149:0.38 150:0.61 154:0.58 155:0.52 157:0.61 159:0.64 165:0.65 166:0.87 170:0.82 172:0.95 173:0.18 174:0.97 176:0.73 177:0.88 178:0.55 179:0.21 182:0.61 187:0.68 192:0.54 195:0.76 197:0.98 201:0.67 208:0.64 212:0.91 215:0.84 216:0.42 222:0.25 227:0.61 229:0.61 231:0.80 232:0.85 235:0.42 236:0.97 239:0.98 241:0.03 242:0.44 243:0.98 246:0.61 247:0.93 253:0.67 254:0.80 259:0.21 265:0.98 266:0.54 267:0.59 271:0.82 276:0.91 282:0.85 283:0.82 287:0.61 290:0.92 297:0.36 300:0.70\n1 1:0.57 8:0.77 9:0.70 10:0.97 11:0.56 12:0.37 17:0.94 18:0.97 21:0.59 27:0.33 29:0.97 30:0.56 31:0.90 34:0.99 36:0.87 37:0.57 39:0.86 43:0.18 44:0.92 45:0.66 48:0.97 55:0.52 64:0.77 66:0.83 69:0.86 70:0.57 71:0.61 74:0.82 76:0.94 77:0.70 79:0.89 81:0.34 86:0.96 91:0.58 96:0.68 98:0.83 101:0.47 102:0.97 108:0.72 114:0.71 122:0.91 123:0.70 124:0.39 126:0.32 127:0.80 129:0.05 131:0.91 133:0.60 135:0.60 137:0.90 139:0.95 140:0.80 144:0.76 145:0.85 146:0.91 147:0.48 149:0.26 150:0.37 151:0.49 153:0.77 154:0.49 155:0.52 157:0.61 159:0.65 162:0.86 166:0.87 170:0.82 172:0.94 173:0.84 174:0.96 176:0.63 177:0.38 179:0.22 182:0.61 187:0.39 190:0.95 192:0.49 195:0.80 196:0.94 197:0.97 201:0.55 202:0.54 204:0.82 208:0.50 212:0.88 216:0.38 219:0.87 220:0.82 222:0.25 227:0.95 229:0.61 231:0.81 235:0.74 239:0.96 241:0.52 242:0.41 243:0.13 244:0.61 245:0.87 246:0.61 247:0.92 248:0.49 253:0.63 254:0.74 255:0.68 256:0.58 257:0.84 259:0.21 265:0.83 266:0.63 267:0.52 268:0.63 271:0.82 276:0.90 281:0.86 282:0.77 284:0.93 285:0.50 287:0.61 290:0.71 292:0.88 300:0.84\n2 1:0.58 7:0.69 8:0.82 10:0.97 12:0.37 17:0.73 18:0.93 21:0.47 22:0.93 27:0.55 29:0.97 30:0.52 32:0.65 34:0.98 36:0.50 37:0.63 39:0.86 43:0.19 44:0.85 47:0.93 48:0.91 55:0.45 64:0.77 66:0.98 69:0.39 70:0.72 71:0.61 74:0.34 77:0.70 81:0.46 86:0.77 91:0.54 98:0.98 104:0.91 106:0.81 108:0.30 122:0.75 123:0.29 126:0.51 127:0.81 129:0.05 131:0.61 135:0.76 139:0.74 145:0.96 146:0.95 147:0.96 149:0.26 150:0.44 154:0.45 155:0.47 157:0.61 159:0.64 166:0.81 170:0.82 172:0.96 173:0.32 174:0.95 177:0.88 178:0.55 179:0.20 182:0.61 187:0.39 192:0.46 195:0.77 197:0.95 201:0.60 206:0.81 208:0.50 212:0.92 215:0.63 216:0.42 219:0.87 222:0.25 227:0.61 229:0.61 230:0.71 231:0.78 233:0.66 235:0.68 236:0.95 239:0.96 241:0.46 242:0.28 243:0.98 244:0.61 246:0.61 247:0.96 253:0.30 254:0.80 259:0.21 262:0.93 265:0.98 266:0.54 267:0.44 271:0.82 276:0.91 281:0.86 282:0.72 283:0.67 287:0.61 292:0.88 297:0.36 300:0.70\n2 1:0.59 7:0.75 10:1.00 11:0.56 12:0.37 17:0.64 18:0.99 21:0.68 22:0.93 27:0.51 29:0.97 30:0.33 32:0.71 34:0.40 36:0.43 37:0.33 39:0.86 43:0.12 44:0.92 45:0.88 47:0.93 48:0.91 55:0.45 64:0.77 66:1.00 69:0.63 70:0.53 71:0.61 74:0.96 76:0.85 77:0.70 81:0.39 86:1.00 91:0.20 98:0.95 101:0.47 104:1.00 106:0.81 108:0.48 114:0.69 117:0.86 122:0.65 123:0.46 126:0.51 127:0.68 129:0.05 131:0.61 135:0.97 139:1.00 144:0.76 145:0.74 146:0.99 147:0.99 149:0.15 150:0.41 154:0.61 155:0.54 157:0.61 159:0.81 166:0.86 170:0.82 172:0.99 173:0.42 174:0.99 176:0.70 177:0.88 178:0.55 179:0.10 182:0.61 187:0.21 192:0.56 195:0.92 197:0.99 201:0.57 204:0.83 206:0.81 208:0.61 212:0.94 215:0.49 216:0.85 222:0.25 227:0.61 229:0.61 230:0.77 231:0.80 232:0.92 233:0.65 235:0.88 239:1.00 242:0.13 243:1.00 246:0.61 247:0.99 253:0.69 254:0.88 259:0.21 262:0.93 265:0.95 266:0.27 267:0.96 271:0.82 276:0.98 281:0.86 282:0.80 287:0.61 290:0.69 297:0.36 300:0.70\n0 10:0.84 11:0.56 12:0.37 17:0.72 18:0.78 21:0.78 22:0.93 27:0.62 29:0.97 30:0.32 33:0.97 34:0.42 36:0.21 37:0.66 39:0.86 43:0.58 45:0.83 47:0.93 66:0.89 69:0.61 70:0.86 71:0.61 74:0.56 86:0.84 91:0.42 98:0.85 101:0.47 104:0.99 106:0.81 108:0.47 122:0.86 123:0.45 127:0.35 129:0.05 131:0.61 135:0.74 139:0.78 144:0.76 146:0.79 147:0.82 149:0.39 154:0.50 157:0.88 159:0.35 166:0.61 170:0.82 172:0.68 173:0.68 174:0.79 177:0.88 178:0.55 179:0.55 182:0.78 187:0.87 197:0.84 206:0.81 212:0.73 216:0.13 222:0.25 227:0.61 229:0.61 231:0.74 239:0.84 241:0.15 242:0.21 243:0.89 244:0.61 246:0.61 247:0.84 253:0.44 254:0.92 262:0.93 265:0.85 266:0.47 267:0.36 271:0.82 276:0.55 287:0.61 291:0.97 300:0.70\n0 1:0.60 7:0.70 8:0.85 10:0.93 11:0.51 12:0.37 17:0.79 18:0.93 21:0.30 22:0.93 27:0.62 29:0.97 30:0.58 32:0.71 34:0.98 36:0.85 37:0.36 39:0.86 43:0.36 44:0.86 47:0.93 48:0.98 55:0.45 64:0.77 66:0.61 69:0.63 70:0.73 71:0.61 74:0.37 75:0.98 81:0.51 86:0.77 91:0.31 98:0.80 102:0.97 104:0.87 106:0.81 108:0.48 122:0.75 123:0.46 124:0.50 126:0.51 127:0.53 129:0.59 131:0.61 133:0.47 135:0.68 139:0.76 144:0.76 145:0.80 146:0.80 147:0.83 149:0.67 150:0.48 154:0.49 155:0.47 157:0.61 159:0.46 166:0.81 170:0.82 172:0.84 173:0.66 174:0.89 177:0.88 178:0.55 179:0.30 182:0.61 187:0.21 192:0.51 195:0.68 197:0.89 201:0.62 206:0.81 208:0.50 212:0.89 215:0.72 216:0.36 219:0.88 222:0.25 226:0.95 227:0.61 229:0.61 230:0.73 231:0.77 233:0.76 235:0.52 236:0.95 239:0.94 241:0.18 242:0.36 243:0.67 245:0.93 246:0.61 247:0.91 253:0.33 254:0.99 259:0.21 262:0.93 265:0.80 266:0.54 267:0.82 271:0.82 276:0.80 279:0.75 281:0.91 283:0.66 287:0.61 292:0.88 297:0.36 300:0.70\n1 1:0.74 11:0.42 12:0.69 17:0.47 21:0.59 26:0.95 27:0.45 28:0.68 30:0.68 34:0.66 36:0.17 37:0.50 39:0.35 43:0.29 55:0.71 58:0.93 66:0.54 69:0.69 70:0.43 74:0.62 81:0.57 91:0.11 98:0.47 108:0.53 114:0.74 122:0.51 123:0.51 124:0.48 126:0.54 127:0.31 129:0.05 131:0.61 133:0.39 135:0.75 141:0.91 144:0.57 145:0.52 146:0.60 147:0.65 149:0.32 150:0.65 154:0.75 155:0.67 157:0.61 159:0.47 161:0.95 166:0.95 167:0.49 172:0.32 173:0.67 176:0.73 177:0.38 178:0.55 179:0.82 181:0.96 182:0.61 187:0.68 192:0.59 199:0.95 201:0.74 212:0.42 215:0.55 216:0.77 222:0.76 223:0.94 224:0.93 227:0.61 229:0.61 231:0.92 234:0.91 235:0.74 241:0.15 242:0.45 243:0.63 245:0.50 246:0.61 247:0.47 253:0.61 254:0.74 259:0.21 265:0.49 266:0.38 267:0.36 271:0.84 274:0.91 276:0.27 287:0.61 290:0.74 297:0.36 300:0.33\n1 1:0.74 7:0.76 8:0.81 9:0.80 11:0.42 12:0.69 17:0.75 20:0.90 21:0.22 26:0.95 27:0.72 28:0.68 30:0.76 32:0.72 34:0.61 36:0.97 37:0.49 39:0.35 41:0.82 43:0.74 55:0.59 58:0.99 66:0.72 69:0.84 70:0.22 74:0.62 78:0.82 81:0.81 83:0.77 91:0.82 96:0.90 98:0.24 100:0.84 104:0.76 108:0.69 111:0.82 114:0.90 120:0.86 122:0.51 123:0.67 126:0.54 127:0.11 129:0.05 131:0.97 135:0.61 140:0.45 141:0.98 144:0.57 145:0.59 146:0.28 147:0.34 149:0.38 150:0.83 151:0.94 152:0.84 153:0.80 154:0.64 155:0.67 157:0.61 158:0.86 159:0.12 161:0.95 162:0.66 164:0.84 166:0.95 167:0.83 169:0.82 172:0.27 173:0.93 176:0.73 177:0.38 179:0.24 181:0.96 182:0.94 186:0.83 191:0.73 192:0.59 195:0.68 199:0.97 201:0.74 202:0.78 208:0.64 212:0.78 215:0.79 216:0.09 220:0.74 222:0.76 223:0.95 224:0.99 227:0.92 229:0.97 230:0.79 231:0.93 233:0.76 234:0.98 235:0.31 241:0.85 242:0.45 243:0.75 246:0.61 247:0.35 248:0.89 253:0.89 254:0.74 255:0.79 256:0.77 259:0.21 260:0.87 261:0.84 265:0.26 266:0.17 267:0.23 268:0.80 271:0.84 274:0.99 276:0.25 279:0.86 283:0.67 285:0.62 287:0.90 290:0.90 297:0.36 300:0.18\n2 1:0.74 7:0.76 8:0.93 9:0.80 11:0.42 12:0.69 17:0.55 21:0.22 26:0.95 27:0.31 28:0.68 30:0.72 32:0.80 34:0.53 36:0.55 37:0.55 39:0.35 43:0.25 55:0.92 58:0.98 66:0.35 69:0.74 70:0.54 74:0.78 76:0.85 77:0.98 81:0.81 91:0.14 96:0.82 98:0.62 104:0.82 106:0.81 108:0.90 114:0.90 117:0.86 120:0.55 123:0.89 124:0.86 126:0.54 127:0.80 129:0.59 131:0.97 133:0.86 135:0.88 140:0.45 141:0.98 144:0.57 145:0.92 146:0.61 147:0.66 149:0.56 150:0.83 151:0.51 153:0.48 154:0.70 155:0.67 157:0.61 158:0.83 159:0.88 161:0.95 162:0.86 163:0.94 164:0.64 166:0.95 167:0.53 172:0.70 173:0.48 176:0.73 177:0.38 179:0.39 181:0.96 182:0.75 187:0.39 190:0.77 192:0.59 195:0.96 199:0.99 201:0.74 202:0.53 206:0.81 208:0.64 212:0.40 215:0.79 216:0.85 220:0.96 222:0.76 223:0.95 224:0.98 227:0.92 229:0.61 230:0.79 231:0.93 232:0.91 233:0.76 234:0.98 235:0.31 241:0.35 242:0.74 243:0.26 245:0.80 246:0.61 247:0.60 248:0.51 253:0.84 254:0.80 255:0.79 256:0.58 259:0.21 260:0.56 265:0.63 266:0.71 267:0.19 268:0.62 271:0.84 274:0.97 276:0.77 282:0.88 285:0.62 287:0.61 290:0.90 297:0.36 299:0.88 300:0.55\n2 1:0.74 7:0.81 8:0.81 9:0.80 11:0.64 12:0.69 17:0.88 20:0.79 26:0.95 27:0.06 28:0.68 30:0.36 32:0.80 34:0.42 36:0.44 37:0.87 39:0.35 41:0.82 43:0.98 58:0.98 66:0.91 69:0.05 70:0.70 74:0.91 76:0.85 77:0.70 78:0.85 81:0.95 83:0.81 85:0.90 91:0.17 96:0.80 98:0.89 100:0.91 101:0.83 104:0.79 106:0.81 108:0.05 111:0.86 114:0.98 117:0.86 120:0.69 121:0.90 123:0.05 126:0.54 127:0.44 129:0.05 131:0.97 135:0.23 140:0.45 141:0.98 144:0.57 145:0.42 146:0.75 147:0.79 149:0.92 150:0.98 151:0.87 152:0.85 153:0.48 154:0.98 155:0.67 157:0.96 159:0.31 161:0.95 162:0.86 164:0.57 165:0.92 166:0.95 167:0.47 169:0.86 172:0.76 173:0.21 176:0.73 177:0.38 179:0.49 181:0.96 182:0.95 186:0.86 187:0.68 192:0.59 195:0.59 199:0.98 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.83 215:0.96 216:0.54 222:0.76 223:0.95 224:1.00 227:0.92 229:0.97 230:0.84 231:0.93 232:0.86 233:0.69 234:1.00 235:0.05 241:0.03 242:0.28 243:0.92 246:0.88 247:0.60 248:0.78 253:0.87 255:0.79 256:0.45 259:0.21 260:0.70 261:0.88 265:0.89 266:0.27 267:0.36 268:0.46 271:0.84 274:0.97 276:0.65 282:0.83 285:0.62 287:0.90 290:0.98 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.92 7:0.76 8:0.84 9:0.80 11:0.64 12:0.69 17:0.57 20:0.99 21:0.40 26:0.95 27:0.47 28:0.68 30:0.20 32:0.80 34:0.36 36:0.54 37:0.57 39:0.35 41:0.90 43:0.98 55:0.45 58:0.99 60:0.87 66:0.27 69:0.15 70:0.92 74:0.89 76:0.94 77:0.70 78:0.96 81:0.73 83:0.83 85:0.80 91:0.85 96:0.87 98:0.74 100:0.98 101:0.77 104:0.79 108:0.12 111:0.97 114:0.82 120:0.78 123:0.60 124:0.58 126:0.54 127:0.80 129:0.59 131:0.97 133:0.47 135:0.32 140:0.45 141:0.98 144:0.57 145:0.50 146:0.38 147:0.44 149:0.81 150:0.82 151:0.92 152:0.93 153:0.72 154:0.98 155:0.67 157:0.89 158:0.87 159:0.40 161:0.95 162:0.76 164:0.77 165:0.83 166:0.95 167:0.83 169:0.97 172:0.57 173:0.30 176:0.73 177:0.38 179:0.62 181:0.96 182:0.95 186:0.96 189:0.93 192:0.59 195:0.63 199:0.98 201:0.74 202:0.69 208:0.64 212:0.70 215:0.67 216:0.23 220:0.74 222:0.76 223:0.95 224:0.98 227:0.92 229:0.97 230:0.79 231:0.93 232:0.72 233:0.76 234:0.98 235:0.52 238:0.95 241:0.86 242:0.63 243:0.59 245:0.80 246:0.88 247:0.60 248:0.85 253:0.90 255:0.79 256:0.68 259:0.21 260:0.79 261:0.97 265:0.43 266:0.71 267:0.69 268:0.73 271:0.84 274:0.98 276:0.59 279:0.86 282:0.88 283:0.71 285:0.62 287:0.90 290:0.82 297:0.36 299:0.88 300:0.70\n2 1:0.74 7:0.81 9:0.80 11:0.64 12:0.69 17:0.99 21:0.05 26:0.95 27:0.72 28:0.68 30:0.40 32:0.78 34:0.34 36:0.49 39:0.35 41:0.82 43:0.98 55:0.59 58:0.98 60:0.87 66:0.91 69:0.07 70:0.67 74:0.93 76:0.94 77:0.89 81:0.91 83:0.85 85:0.85 91:0.83 96:0.78 98:0.99 101:0.81 104:0.58 108:0.06 114:0.95 120:0.66 121:0.90 122:0.41 123:0.06 126:0.54 127:0.90 129:0.05 131:0.97 135:0.77 140:0.45 141:0.98 144:0.57 145:0.69 146:0.73 147:0.77 149:0.81 150:0.95 151:0.79 153:0.69 154:0.98 155:0.67 157:0.93 158:0.87 159:0.30 161:0.95 162:0.86 164:0.62 165:0.90 166:0.95 167:0.80 172:0.75 173:0.30 176:0.73 177:0.38 179:0.60 181:0.96 182:0.95 192:0.59 195:0.57 199:0.98 201:0.74 202:0.46 204:0.89 208:0.64 212:0.90 215:0.91 216:0.03 220:0.62 222:0.76 223:0.95 224:1.00 227:0.92 229:0.97 230:0.87 231:0.93 233:0.76 234:1.00 235:0.12 241:0.79 242:0.22 243:0.91 246:0.88 247:0.67 248:0.72 253:0.85 255:0.79 256:0.45 259:0.21 260:0.67 265:0.99 266:0.27 267:0.17 268:0.55 271:0.84 274:0.97 276:0.64 279:0.86 282:0.86 283:0.71 285:0.62 287:0.90 290:0.95 297:0.36 300:0.55\n0 7:0.76 8:0.89 12:0.69 17:0.26 20:0.89 21:0.54 25:0.88 26:0.95 27:0.51 28:0.68 30:0.19 32:0.72 34:0.67 36:0.78 37:0.72 39:0.35 43:0.45 55:0.45 58:1.00 66:0.79 69:0.17 70:0.82 78:0.85 81:0.36 91:0.94 98:0.77 100:0.84 104:0.54 108:0.80 111:0.83 120:0.97 123:0.79 124:0.39 126:0.32 127:0.86 129:0.59 131:0.85 133:0.47 135:0.78 140:0.45 141:0.98 145:0.87 146:0.31 147:0.37 149:0.65 150:0.32 151:0.80 152:0.84 153:0.93 154:0.34 157:0.61 159:0.72 161:0.95 162:0.77 164:0.96 166:0.78 167:0.84 169:0.81 172:0.82 173:0.15 175:0.75 177:0.05 179:0.46 181:0.96 182:0.61 186:0.85 190:0.77 191:0.90 195:0.86 199:1.00 202:0.93 212:0.69 215:0.58 216:0.59 220:0.62 222:0.76 223:0.95 224:0.99 227:0.84 229:0.61 230:0.79 231:0.68 233:0.76 234:0.99 235:0.60 241:0.89 242:0.82 243:0.16 244:0.61 245:0.78 246:0.61 247:0.12 248:0.95 253:0.20 256:0.95 257:0.65 259:0.21 260:0.96 261:0.85 265:0.77 266:0.71 267:0.69 268:0.95 271:0.84 274:1.00 276:0.69 277:0.69 283:0.82 285:0.50 287:0.61 297:0.36 300:0.70\n1 7:0.78 11:0.64 12:0.69 17:0.90 21:0.76 26:0.95 27:0.72 28:0.68 30:0.08 32:0.77 34:0.70 36:0.52 39:0.35 43:0.98 58:0.98 66:0.45 69:0.29 70:0.89 74:0.73 76:0.94 77:0.70 81:0.27 85:0.72 91:0.67 98:0.69 101:0.74 104:0.58 108:0.60 120:0.54 122:0.43 123:0.58 124:0.56 126:0.32 127:0.65 129:0.59 131:0.84 133:0.47 135:0.24 140:0.45 141:0.98 144:0.57 145:0.59 146:0.24 147:0.30 149:0.61 150:0.26 151:0.46 153:0.69 154:0.98 155:0.67 157:0.81 159:0.33 161:0.95 162:0.86 164:0.62 166:0.78 167:0.82 172:0.27 173:0.45 177:0.38 179:0.90 181:0.96 182:0.74 190:0.77 192:0.59 195:0.64 199:0.97 202:0.46 204:0.89 208:0.64 212:0.19 215:0.46 216:0.01 220:1.00 222:0.76 223:0.95 224:0.98 227:0.84 229:0.61 230:0.81 231:0.88 233:0.76 234:0.98 235:0.95 241:0.83 242:0.45 243:0.40 245:0.53 246:0.61 247:0.47 248:0.46 253:0.54 256:0.45 259:0.21 260:0.54 265:0.69 266:0.47 267:0.19 268:0.55 271:0.84 274:0.97 276:0.31 282:0.85 285:0.50 287:0.61 297:0.36 300:0.55\n2 1:0.74 11:0.64 12:0.69 17:0.95 21:0.40 26:0.95 27:0.72 28:0.68 30:0.15 34:0.73 36:0.86 39:0.35 43:0.87 55:0.45 58:0.93 60:0.87 66:0.63 69:0.32 70:0.52 74:0.57 81:0.78 83:0.86 85:0.72 91:0.72 98:0.47 101:0.74 104:0.57 108:0.25 114:0.58 123:0.24 124:0.49 126:0.54 127:0.47 129:0.05 131:0.61 133:0.62 135:0.56 141:0.91 144:0.57 146:0.39 147:0.46 149:0.66 150:0.80 154:0.85 155:0.67 157:0.81 158:0.87 159:0.31 161:0.95 166:0.95 167:0.81 172:0.41 173:0.46 176:0.54 177:0.38 178:0.55 179:0.82 181:0.96 182:0.74 192:0.59 199:0.97 201:0.74 208:0.64 212:0.84 215:0.55 216:0.06 222:0.76 223:0.94 224:0.93 227:0.61 229:0.61 231:0.92 232:0.78 234:0.91 235:0.88 241:0.80 242:0.73 243:0.68 245:0.47 246:0.61 247:0.39 253:0.48 259:0.21 265:0.49 266:0.23 267:0.18 271:0.84 274:0.91 276:0.36 279:0.86 283:0.71 287:0.61 290:0.58 297:0.36 300:0.33\n2 1:0.74 6:0.94 7:0.81 8:0.77 9:0.80 11:0.64 12:0.69 17:0.89 20:0.80 26:0.95 27:0.06 28:0.68 30:0.86 32:0.80 34:0.26 36:0.47 37:0.87 39:0.35 41:0.82 43:0.98 55:0.71 58:0.98 66:0.96 69:0.05 70:0.42 74:0.90 76:0.85 77:0.70 78:0.90 81:0.95 83:0.81 85:0.90 91:0.11 96:0.80 98:0.96 100:0.92 101:0.79 104:0.79 106:0.81 108:0.05 111:0.90 114:0.98 117:0.86 120:0.69 121:0.90 123:0.05 126:0.54 127:0.72 129:0.05 131:0.97 135:0.24 140:0.45 141:0.98 144:0.57 145:0.42 146:0.96 147:0.97 149:0.93 150:0.98 151:0.87 152:0.84 153:0.48 154:0.98 155:0.67 157:0.95 159:0.67 161:0.95 162:0.86 164:0.57 165:0.92 166:0.95 167:0.46 169:0.90 172:0.89 173:0.10 176:0.73 177:0.38 179:0.33 181:0.96 182:0.95 186:0.90 187:0.68 192:0.59 195:0.80 199:0.99 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.72 215:0.96 216:0.54 222:0.76 223:0.95 224:1.00 227:0.92 229:0.97 230:0.84 231:0.93 232:0.86 233:0.69 234:1.00 235:0.05 241:0.02 242:0.63 243:0.96 246:0.88 247:0.60 248:0.78 253:0.87 255:0.79 256:0.45 259:0.21 260:0.70 261:0.90 265:0.96 266:0.38 267:0.36 268:0.46 271:0.84 274:0.97 276:0.82 282:0.83 285:0.62 287:0.90 290:0.98 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.86 7:0.81 8:0.73 9:0.80 11:0.42 12:0.69 17:0.93 20:0.92 21:0.54 26:0.95 27:0.31 28:0.68 30:0.85 32:0.78 34:0.66 36:0.66 37:0.62 39:0.35 41:0.90 43:0.71 55:0.59 58:0.99 66:0.91 69:0.30 70:0.41 74:0.84 77:0.70 78:0.94 81:0.68 83:0.77 91:0.08 96:0.86 98:0.90 100:0.92 106:0.81 108:0.24 111:0.92 114:0.77 117:0.86 120:0.77 121:0.90 123:0.23 126:0.54 127:0.46 129:0.05 131:0.97 135:0.68 138:0.96 140:0.45 141:0.98 144:0.57 145:0.44 146:0.87 147:0.89 149:0.73 150:0.74 151:0.87 152:0.86 153:0.48 154:0.83 155:0.67 157:0.61 159:0.44 161:0.95 162:0.86 164:0.75 166:0.95 167:0.59 169:0.90 172:0.75 173:0.33 176:0.73 177:0.38 179:0.52 181:0.96 182:0.95 186:0.93 187:0.98 189:0.88 192:0.59 195:0.67 199:0.98 201:0.74 202:0.61 204:0.89 206:0.81 208:0.64 212:0.73 215:0.58 216:0.38 220:0.96 222:0.76 223:0.95 224:1.00 227:0.92 229:0.97 230:0.87 231:0.93 232:0.85 233:0.76 234:0.99 235:0.74 238:0.86 241:0.54 242:0.63 243:0.91 246:0.61 247:0.55 248:0.86 253:0.88 255:0.79 256:0.68 259:0.21 260:0.77 261:0.92 265:0.90 266:0.27 267:0.59 268:0.70 271:0.84 274:0.99 276:0.64 282:0.86 283:0.82 285:0.62 287:0.90 290:0.77 297:0.36 300:0.43\n1 1:0.74 11:0.42 12:0.69 17:0.61 21:0.78 26:0.95 27:0.45 28:0.68 30:0.62 34:0.83 36:0.18 37:0.50 39:0.35 43:0.27 55:0.84 58:0.93 66:0.47 69:0.72 70:0.34 74:0.54 81:0.40 91:0.23 98:0.35 108:0.56 114:0.63 122:0.41 123:0.53 124:0.52 126:0.54 127:0.18 129:0.59 131:0.61 133:0.47 135:0.76 141:0.91 144:0.57 145:0.49 146:0.50 147:0.56 149:0.25 150:0.60 154:0.74 155:0.67 157:0.61 159:0.33 161:0.95 163:0.86 166:0.95 167:0.55 172:0.21 173:0.67 176:0.73 177:0.38 178:0.55 179:0.73 181:0.96 182:0.61 187:0.68 192:0.59 199:0.95 201:0.74 212:0.30 215:0.43 216:0.77 222:0.76 223:0.94 224:0.93 227:0.61 229:0.61 231:0.91 234:0.91 235:1.00 241:0.43 242:0.33 243:0.59 245:0.46 246:0.61 247:0.39 253:0.52 254:0.74 259:0.21 265:0.38 266:0.27 267:0.36 271:0.84 274:0.91 276:0.27 287:0.61 290:0.63 297:0.36 300:0.25\n2 1:0.74 6:0.85 7:0.81 8:0.69 9:0.80 11:0.42 12:0.69 17:0.57 20:0.95 21:0.22 26:0.95 27:0.72 28:0.68 30:0.68 32:0.78 34:0.50 36:0.25 37:0.37 39:0.35 41:0.82 43:0.32 55:0.42 58:0.99 60:0.87 66:0.45 69:0.58 70:0.31 74:0.79 76:0.94 77:0.89 78:0.88 81:0.87 83:0.83 91:0.84 96:0.90 98:0.34 100:0.90 104:0.54 108:0.64 111:0.88 114:0.69 120:0.83 122:0.43 123:0.61 124:0.56 126:0.54 127:0.43 129:0.59 131:0.97 133:0.47 135:0.32 138:0.96 140:0.45 141:0.98 144:0.57 145:0.42 146:0.27 147:0.33 149:0.13 150:0.89 151:0.95 152:0.88 153:0.84 154:0.82 155:0.67 157:0.61 158:0.92 159:0.24 161:0.95 162:0.83 164:0.82 166:0.95 167:0.82 169:0.87 172:0.27 173:0.78 176:0.56 177:0.38 179:0.87 181:0.96 182:0.95 186:0.88 189:0.87 192:0.59 195:0.56 199:0.98 201:0.74 202:0.71 204:0.89 208:0.64 212:0.42 215:0.72 216:0.15 222:0.76 223:0.95 224:1.00 227:0.92 229:0.97 230:0.84 231:0.93 232:0.81 233:0.69 234:0.99 235:0.60 238:0.87 241:0.83 242:0.63 243:0.40 245:0.53 246:0.61 247:0.39 248:0.92 253:0.91 254:0.74 255:0.79 256:0.73 259:0.21 260:0.84 261:0.90 265:0.37 266:0.38 267:0.23 268:0.77 271:0.84 274:0.99 276:0.25 279:0.86 282:0.86 283:0.82 285:0.62 287:0.90 290:0.69 297:0.36 300:0.25\n2 1:0.74 6:0.92 7:0.81 8:0.80 9:0.80 11:0.64 12:0.69 17:0.88 20:0.80 26:0.95 27:0.06 28:0.68 30:0.86 32:0.80 34:0.25 36:0.52 37:0.87 39:0.35 41:0.82 43:0.98 55:0.71 58:0.98 66:0.95 69:0.05 70:0.44 74:0.85 76:0.85 77:0.70 78:0.90 81:0.95 83:0.81 85:0.88 91:0.09 96:0.80 98:0.96 100:0.87 101:0.77 104:0.79 106:0.81 108:0.05 111:0.88 114:0.98 117:0.86 120:0.69 121:0.90 123:0.05 126:0.54 127:0.70 129:0.05 131:0.97 135:0.26 140:0.45 141:0.98 144:0.57 145:0.42 146:0.96 147:0.97 149:0.86 150:0.98 151:0.87 152:0.85 153:0.48 154:0.98 155:0.67 157:0.93 159:0.68 161:0.95 162:0.86 164:0.57 165:0.92 166:0.95 167:0.46 169:0.88 172:0.88 173:0.10 176:0.73 177:0.38 179:0.36 181:0.96 182:0.95 186:0.90 187:0.39 192:0.59 195:0.82 199:0.99 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.51 215:0.96 216:0.54 222:0.76 223:0.95 224:1.00 227:0.92 229:0.97 230:0.84 231:0.93 232:0.86 233:0.69 234:1.00 235:0.05 241:0.02 242:0.74 243:0.95 246:0.88 247:0.60 248:0.78 253:0.86 255:0.79 256:0.45 259:0.21 260:0.70 261:0.89 265:0.96 266:0.54 267:0.19 268:0.46 271:0.84 274:0.97 276:0.80 282:0.83 285:0.62 287:0.90 290:0.98 297:0.36 299:0.88 300:0.70\n1 1:0.74 6:0.83 7:0.81 8:0.76 9:0.80 11:0.64 12:0.69 17:0.78 20:0.93 21:0.54 26:0.95 27:0.52 28:0.68 30:0.28 32:0.80 34:0.58 36:0.78 37:0.47 39:0.35 41:0.95 43:0.81 58:1.00 60:0.87 66:0.29 69:0.23 70:0.65 74:0.82 76:0.94 77:0.89 78:0.88 81:0.67 83:0.83 85:0.88 91:0.80 96:0.92 98:0.67 100:0.86 101:0.81 108:0.18 111:0.86 114:0.77 120:0.87 121:0.90 122:0.41 123:0.65 124:0.59 126:0.54 127:0.80 129:0.59 131:0.97 133:0.47 135:0.54 140:0.87 141:0.98 144:0.57 145:0.88 146:0.60 147:0.66 149:0.81 150:0.78 151:0.90 152:0.86 153:0.69 154:0.75 155:0.67 157:0.95 158:0.84 159:0.41 161:0.95 162:0.73 164:0.91 165:0.79 166:0.95 167:0.84 169:0.84 172:0.45 173:0.35 176:0.73 177:0.38 179:0.73 181:0.96 182:0.95 186:0.88 189:0.86 192:0.59 195:0.65 199:0.99 201:0.74 202:0.86 204:0.89 208:0.64 212:0.27 215:0.58 216:0.25 220:0.93 222:0.76 223:0.95 224:0.99 227:0.92 229:0.97 230:0.87 231:0.93 233:0.76 234:0.98 235:0.74 238:0.85 241:0.89 242:0.40 243:0.57 245:0.72 246:0.88 247:0.55 248:0.92 253:0.93 255:0.79 256:0.89 259:0.21 260:0.87 261:0.89 265:0.67 266:0.54 267:0.69 268:0.90 271:0.84 274:1.00 276:0.52 279:0.86 282:0.88 283:0.71 285:0.62 287:0.90 290:0.77 297:0.36 299:0.88 300:0.43\n2 1:0.74 7:0.81 8:0.84 9:0.80 11:0.64 12:0.69 17:0.85 20:0.80 26:0.95 27:0.06 28:0.68 30:0.88 32:0.80 34:0.29 36:0.46 37:0.87 39:0.35 41:0.82 43:0.98 55:0.71 58:0.98 66:0.95 69:0.05 70:0.36 74:0.84 76:0.85 77:0.70 78:0.91 81:0.95 83:0.81 85:0.88 91:0.33 96:0.83 98:0.96 100:0.89 101:0.78 104:0.79 106:0.81 108:0.05 111:0.90 114:0.98 117:0.86 120:0.72 121:0.90 123:0.05 126:0.54 127:0.69 129:0.05 131:0.97 135:0.32 140:0.45 141:0.98 144:0.57 145:0.42 146:0.96 147:0.97 149:0.87 150:0.98 151:0.90 152:0.85 153:0.69 154:0.98 155:0.67 157:0.93 159:0.66 161:0.95 162:0.86 164:0.62 165:0.92 166:0.95 167:0.46 169:0.86 172:0.87 173:0.10 176:0.73 177:0.38 179:0.37 181:0.96 182:0.95 186:0.91 187:0.68 192:0.59 195:0.80 199:0.99 201:0.74 202:0.46 204:0.89 206:0.81 208:0.64 212:0.61 215:0.96 216:0.54 222:0.76 223:0.95 224:1.00 227:0.92 229:0.97 230:0.84 231:0.93 232:0.86 233:0.69 234:1.00 235:0.05 241:0.02 242:0.77 243:0.95 246:0.88 247:0.60 248:0.80 253:0.87 255:0.79 256:0.45 259:0.21 260:0.73 261:0.88 265:0.96 266:0.54 267:0.28 268:0.55 271:0.84 274:0.97 276:0.79 282:0.83 285:0.62 287:0.90 290:0.98 297:0.36 299:0.88 300:0.55\n1 1:0.74 6:0.84 7:0.81 8:0.70 9:0.80 11:0.64 12:0.69 17:0.88 20:0.93 21:0.22 26:0.95 27:0.72 28:0.68 30:0.68 32:0.80 34:0.81 36:0.48 37:0.41 39:0.35 41:0.94 43:0.85 58:0.99 60:0.95 66:0.71 69:0.29 70:0.43 74:0.89 76:0.85 77:0.70 78:0.90 81:0.82 83:0.87 85:0.91 91:0.88 96:0.89 98:0.76 100:0.90 101:0.84 104:0.58 108:0.22 111:0.89 114:0.90 120:0.80 121:0.90 122:0.43 123:0.22 124:0.42 126:0.54 127:0.84 129:0.59 131:0.97 133:0.47 135:0.26 140:0.45 141:0.98 144:0.57 145:0.47 146:0.63 147:0.68 149:0.88 150:0.89 151:0.95 152:0.87 153:0.84 154:0.87 155:0.67 157:0.96 158:0.92 159:0.37 161:0.95 162:0.84 164:0.83 165:0.86 166:0.95 167:0.83 169:0.88 172:0.57 173:0.43 176:0.73 177:0.38 179:0.76 181:0.96 182:0.95 186:0.90 189:0.86 191:0.80 192:0.59 195:0.59 199:0.98 201:0.74 202:0.75 204:0.89 208:0.64 212:0.75 215:0.79 216:0.23 220:0.87 222:0.76 223:0.95 224:0.99 227:0.92 229:0.97 230:0.87 231:0.93 232:0.79 233:0.76 234:0.98 235:0.31 238:0.87 241:0.86 242:0.54 243:0.75 245:0.60 246:0.88 247:0.47 248:0.87 253:0.92 255:0.79 256:0.78 259:0.21 260:0.81 261:0.90 265:0.76 266:0.47 267:0.23 268:0.81 271:0.84 274:0.99 276:0.45 279:0.86 282:0.88 283:0.82 285:0.62 287:0.90 290:0.90 297:0.36 299:0.88 300:0.43\n2 1:0.74 8:0.83 9:0.80 11:0.64 12:0.69 17:0.78 21:0.05 25:0.88 26:0.95 27:0.49 28:0.68 30:0.87 34:0.18 36:0.56 37:0.48 39:0.35 41:0.82 43:0.89 55:0.59 58:0.98 66:0.97 69:0.50 70:0.27 74:0.95 81:0.90 83:0.78 85:0.98 91:0.27 96:0.75 98:0.94 101:0.87 104:0.58 108:0.38 114:0.74 117:0.86 120:0.63 122:0.43 123:0.37 126:0.54 127:0.62 129:0.05 131:0.97 135:0.18 138:0.95 140:0.45 141:0.98 144:0.57 146:0.91 147:0.92 149:0.98 150:0.94 151:0.79 153:0.69 154:0.87 155:0.67 157:0.98 158:0.83 159:0.51 161:0.95 162:0.86 164:0.62 165:0.88 166:0.95 167:0.48 172:0.93 173:0.49 176:0.56 177:0.38 179:0.24 181:0.96 182:0.95 187:0.39 192:0.59 199:0.99 201:0.74 202:0.46 208:0.64 212:0.93 215:0.84 216:0.44 220:0.62 222:0.76 223:0.95 224:1.00 227:0.92 229:0.97 231:0.93 232:0.83 234:1.00 235:0.22 241:0.10 242:0.44 243:0.97 246:0.88 247:0.60 248:0.72 253:0.81 255:0.79 256:0.45 259:0.21 260:0.64 265:0.94 266:0.27 267:0.23 268:0.55 271:0.84 274:0.98 276:0.87 283:0.71 285:0.62 286:0.99 287:0.90 290:0.74 297:0.36 298:0.99 300:0.43\n1 10:0.85 11:0.64 12:0.51 17:0.57 18:0.70 21:0.78 27:0.43 29:0.52 30:0.28 34:0.90 36:0.19 37:0.61 39:0.52 43:0.23 45:0.81 66:0.96 69:0.47 70:0.71 71:0.93 74:0.34 85:0.80 86:0.66 91:0.46 98:0.98 101:0.96 108:0.36 122:0.98 123:0.35 127:0.81 129:0.05 135:0.66 139:0.64 146:0.98 147:0.98 149:0.54 154:0.16 159:0.76 170:0.77 172:0.91 173:0.31 174:0.97 177:1.00 178:0.55 179:0.31 187:0.39 197:0.98 212:0.55 216:0.72 222:0.48 235:0.60 239:0.84 241:0.02 242:0.21 243:0.97 244:0.93 247:0.94 253:0.30 259:0.21 264:0.93 265:0.98 266:0.63 267:0.73 271:0.88 275:0.94 276:0.84 294:0.94 300:0.55\n0 1:0.56 7:0.63 10:0.80 11:0.42 12:0.51 17:0.22 18:0.77 21:0.64 25:0.88 27:0.49 29:0.52 30:0.26 32:0.62 34:0.73 36:0.43 37:0.33 39:0.52 43:0.05 45:0.92 64:0.77 66:0.07 69:0.86 70:0.95 71:0.93 74:0.25 75:0.95 81:0.32 83:0.53 86:0.58 91:0.38 97:0.89 98:0.21 99:0.83 101:0.45 104:0.75 108:0.73 120:0.55 122:0.97 123:0.98 124:0.97 126:0.26 127:0.88 129:0.81 133:0.97 135:0.65 139:0.57 140:0.80 145:0.59 146:0.60 147:0.44 149:0.05 150:0.28 151:0.47 153:0.46 154:0.05 155:0.46 159:0.95 162:0.62 163:0.75 164:0.53 165:0.63 170:0.77 172:0.41 173:0.51 174:0.94 175:1.00 177:0.70 178:0.42 179:0.35 187:0.68 190:1.00 192:0.46 195:0.99 197:0.90 201:0.55 202:0.49 208:0.48 212:0.13 215:0.53 216:0.74 219:0.86 220:0.96 222:0.48 226:0.96 230:0.63 233:0.76 235:0.84 236:0.91 239:0.79 241:0.18 242:0.15 243:0.16 244:1.00 245:0.73 247:0.96 248:0.47 253:0.22 254:1.00 256:0.45 257:0.99 259:0.21 260:0.55 264:0.93 265:0.20 266:0.98 267:0.65 268:0.45 271:0.88 275:0.96 276:0.81 277:0.99 279:0.74 285:0.45 292:0.88 294:0.91 297:0.36 300:0.94\n2 10:0.84 11:0.64 12:0.51 17:0.59 18:0.78 21:0.78 27:0.71 29:0.52 30:0.21 32:0.62 34:0.47 36:0.33 37:0.49 39:0.52 43:0.31 44:0.85 45:0.85 66:0.08 69:0.71 70:0.90 71:0.93 74:0.33 77:0.70 82:0.98 85:0.72 86:0.65 88:0.99 91:0.29 98:0.29 101:0.96 102:0.94 108:0.54 122:0.98 123:0.95 124:0.97 127:0.85 129:0.05 133:0.97 135:0.79 139:0.64 145:0.83 146:0.36 147:0.42 149:0.49 154:0.23 159:0.91 170:0.77 172:0.51 173:0.37 174:0.96 177:1.00 178:0.55 179:0.34 187:0.68 195:0.98 197:0.94 202:0.63 212:0.23 216:0.29 222:0.48 235:0.88 239:0.84 241:0.12 242:0.12 243:0.32 244:0.93 245:0.74 247:0.98 253:0.30 259:0.21 264:0.93 265:0.16 266:0.96 267:0.73 271:0.88 275:0.96 276:0.81 277:0.99 282:0.71 294:0.94 300:0.84\n1 10:0.84 11:0.64 12:0.51 17:0.34 18:0.73 21:0.78 27:0.48 29:0.52 30:0.15 34:0.25 36:0.19 37:0.55 39:0.52 43:0.32 45:0.81 55:0.59 66:0.23 69:0.74 70:0.94 71:0.93 74:0.33 85:0.72 86:0.65 91:0.11 98:0.48 101:0.96 108:0.82 122:0.98 123:0.81 124:0.87 127:0.88 129:0.05 133:0.85 135:0.42 139:0.63 145:0.58 146:0.39 147:0.32 149:0.49 154:0.23 159:0.85 170:0.77 172:0.68 173:0.53 174:0.98 177:0.05 178:0.55 179:0.31 187:0.39 197:0.96 212:0.54 216:0.92 222:0.48 235:0.95 239:0.84 241:0.15 242:0.14 243:0.09 244:0.93 245:0.87 247:0.95 253:0.29 257:1.00 259:0.21 264:0.93 265:0.50 266:0.91 267:0.23 271:0.88 275:0.97 276:0.83 277:1.00 294:0.94 300:0.84\n0 10:0.79 11:0.42 12:0.51 17:0.45 18:0.66 21:0.78 27:0.52 29:0.52 30:0.21 34:0.68 36:0.39 37:0.43 39:0.52 43:0.05 45:0.81 55:0.71 66:0.54 69:0.90 70:0.89 71:0.93 74:0.25 76:0.85 86:0.57 91:0.18 98:0.57 101:0.45 108:0.81 122:0.55 123:0.79 124:0.64 127:0.28 129:0.05 133:0.59 135:0.65 139:0.56 145:0.69 146:0.92 147:0.93 149:0.05 154:0.05 159:0.75 170:0.77 172:0.73 173:0.78 174:0.88 175:0.75 177:1.00 178:0.55 179:0.30 187:0.68 197:0.85 212:0.51 216:0.79 222:0.48 235:0.80 239:0.78 241:0.10 242:0.12 243:0.62 244:1.00 245:0.81 247:0.97 253:0.23 254:0.80 257:0.65 259:0.21 264:0.93 265:0.58 266:0.84 267:0.44 271:0.88 275:0.97 276:0.72 277:0.69 294:0.91 300:0.70\n0 10:0.84 11:0.54 12:0.51 17:0.87 18:0.65 21:0.78 27:0.72 29:0.52 30:0.56 34:0.25 36:0.30 39:0.52 43:0.05 45:0.87 66:0.74 69:0.30 70:0.39 71:0.93 74:0.33 86:0.65 91:0.68 98:0.47 101:0.72 108:0.24 122:0.67 123:0.23 124:0.39 127:0.28 129:0.05 133:0.36 135:0.94 139:0.63 145:0.91 146:0.41 147:0.47 149:0.05 154:0.29 159:0.26 170:0.77 172:0.51 173:0.43 174:0.79 177:1.00 178:0.55 179:0.66 197:0.84 212:0.81 216:0.02 222:0.48 235:0.12 239:0.84 241:0.78 242:0.24 243:0.77 244:0.93 245:0.49 247:0.67 253:0.30 254:0.74 259:0.21 264:0.93 265:0.49 266:0.27 267:0.44 271:0.88 275:0.91 276:0.33 294:0.94 300:0.33\n0 1:0.57 8:0.63 9:0.71 10:0.79 11:0.42 12:0.51 17:0.89 21:0.13 27:0.72 29:0.52 30:0.53 34:0.50 36:0.39 39:0.52 43:0.05 45:0.97 66:0.11 69:0.94 70:0.82 71:0.93 74:0.28 81:0.34 83:0.53 91:0.78 96:0.77 98:0.32 99:0.83 101:0.46 108:0.43 114:0.66 120:0.65 122:0.86 123:0.42 124:0.94 126:0.24 127:0.85 129:0.59 133:0.94 135:0.96 140:0.45 146:0.70 147:0.80 149:0.08 150:0.34 151:0.68 153:0.72 154:0.05 155:0.50 159:0.90 162:0.86 163:0.81 164:0.70 165:0.63 170:0.77 172:0.68 173:0.83 174:0.79 175:0.99 176:0.55 177:0.88 179:0.20 190:1.00 192:0.57 197:0.80 201:0.55 202:0.58 208:0.48 212:0.26 215:0.84 216:0.02 220:0.74 222:0.48 232:0.84 235:0.22 239:0.78 241:0.79 242:0.30 243:0.31 244:1.00 245:0.91 247:0.98 248:0.68 253:0.62 254:0.92 255:0.70 256:0.64 257:0.99 259:0.21 260:0.65 264:0.93 265:0.34 266:0.84 267:0.52 268:0.66 271:0.88 275:0.94 276:0.91 277:0.99 285:0.46 290:0.66 294:0.91 297:0.36 300:0.84\n0 10:0.82 11:0.64 12:0.51 17:0.66 18:0.84 21:0.78 27:0.72 29:0.52 30:0.70 34:0.39 36:0.21 39:0.52 43:0.21 45:0.91 66:0.94 69:0.88 70:0.52 71:0.93 74:0.30 85:0.72 86:0.62 91:0.63 98:0.84 101:0.96 108:0.75 122:0.98 123:0.74 127:0.35 129:0.05 135:0.54 139:0.60 145:0.72 146:0.95 147:0.96 149:0.31 154:0.14 159:0.63 170:0.77 172:0.85 173:0.83 174:0.96 177:1.00 178:0.55 179:0.31 197:0.95 212:0.42 216:0.02 222:0.48 235:0.12 239:0.82 241:0.80 242:0.24 243:0.95 244:0.93 247:0.92 253:0.27 259:0.21 264:0.93 265:0.84 266:0.63 267:0.36 271:0.88 275:0.94 276:0.76 294:0.93 300:0.43\n0 1:0.56 10:0.80 11:0.42 12:0.51 17:0.32 18:0.87 21:0.74 27:0.45 29:0.52 30:0.26 34:0.91 36:0.18 37:0.50 39:0.52 43:0.05 44:0.85 45:0.89 64:0.77 66:0.18 69:0.71 70:0.78 71:0.93 75:0.95 81:0.29 83:0.53 86:0.59 91:0.29 97:0.89 98:0.62 99:0.83 101:0.45 102:0.94 108:0.54 122:0.97 123:0.84 124:0.76 126:0.24 127:0.44 129:0.59 133:0.74 135:0.89 139:0.58 145:0.50 146:0.66 147:0.71 149:0.05 150:0.27 154:0.05 155:0.46 159:0.71 165:0.63 170:0.77 172:0.70 173:0.56 174:0.93 175:1.00 177:0.88 178:0.55 179:0.36 187:0.68 192:0.44 195:0.88 197:0.94 201:0.53 208:0.48 212:0.54 216:0.77 219:0.86 222:0.48 226:0.96 235:0.95 236:0.91 239:0.80 241:0.41 242:0.14 243:0.58 244:1.00 245:0.81 247:0.93 253:0.20 254:0.80 257:0.99 259:0.21 264:0.93 265:0.41 266:0.84 267:0.65 271:0.88 275:0.97 276:0.74 277:0.99 279:0.74 292:0.88 294:0.91 300:0.70\n0 1:0.57 2:0.99 10:0.80 11:0.42 12:0.51 17:0.61 18:0.78 21:0.47 27:0.69 29:0.52 30:0.08 33:0.97 34:0.17 36:0.24 37:0.73 39:0.52 43:0.05 45:0.77 55:0.71 56:0.97 64:0.77 66:0.17 69:0.39 70:0.99 71:0.93 75:0.95 81:0.33 83:0.53 86:0.58 91:0.20 97:0.89 98:0.38 99:0.83 101:0.45 108:0.76 123:0.74 124:0.93 126:0.26 127:0.69 129:0.59 133:0.92 135:0.34 139:0.57 146:0.52 147:0.58 149:0.05 150:0.31 154:0.05 155:0.46 159:0.86 165:0.63 170:0.77 172:0.51 173:0.16 174:0.94 175:1.00 177:0.88 178:0.55 179:0.41 187:0.68 192:0.47 197:0.94 201:0.56 202:0.46 208:0.49 212:0.21 216:0.21 219:0.86 222:0.48 226:0.95 235:0.68 236:0.91 239:0.80 241:0.32 242:0.14 243:0.33 244:1.00 245:0.73 247:0.98 253:0.20 254:0.74 257:0.99 259:0.21 264:0.93 265:0.40 266:0.95 267:0.96 271:0.88 275:0.97 276:0.75 277:1.00 279:0.75 291:0.97 292:0.87 294:0.92 295:0.98 300:0.94\n1 1:0.57 7:0.63 10:0.84 11:0.64 12:0.51 17:0.89 18:0.64 21:0.13 27:0.72 29:0.52 30:0.86 32:0.62 34:0.99 36:0.19 39:0.52 43:0.33 45:0.66 66:0.84 69:0.58 70:0.27 71:0.93 74:0.33 77:0.70 81:0.34 83:0.53 85:0.72 86:0.65 91:0.53 98:0.67 99:0.83 101:0.87 106:0.81 108:0.45 114:0.66 117:0.86 122:0.67 123:0.43 126:0.24 127:0.20 129:0.05 135:0.73 139:0.63 145:0.94 146:0.45 147:0.51 149:0.50 150:0.34 154:0.25 155:0.48 159:0.16 165:0.63 170:0.77 172:0.54 173:0.79 174:0.79 176:0.55 177:1.00 178:0.55 179:0.51 187:0.39 192:0.51 195:0.55 197:0.84 201:0.55 204:0.78 206:0.81 208:0.48 212:0.81 215:0.84 216:0.12 222:0.48 230:0.63 232:0.87 233:0.66 235:0.22 239:0.83 241:0.35 242:0.24 243:0.85 244:0.93 247:0.67 253:0.50 259:0.21 264:0.93 265:0.67 266:0.27 267:0.73 271:0.88 275:0.91 276:0.30 282:0.71 290:0.66 294:0.94 297:0.36 300:0.25\n0 8:0.63 10:0.79 11:0.42 12:0.51 17:0.18 18:0.57 21:0.40 27:0.55 29:0.52 30:0.10 34:0.74 36:0.30 37:0.54 39:0.52 43:0.05 45:0.83 55:0.84 66:0.10 69:0.99 70:0.94 71:0.93 81:0.27 86:0.56 91:0.51 98:0.31 101:0.46 108:0.99 120:0.57 123:0.99 124:0.99 126:0.24 127:0.99 129:0.05 133:0.99 135:0.79 139:0.55 140:0.45 146:0.88 147:0.91 149:0.05 150:0.28 151:0.54 153:0.72 154:0.05 159:0.98 162:0.86 164:0.57 170:0.77 172:0.90 173:0.93 174:0.83 175:0.99 177:0.38 179:0.11 187:0.21 190:1.00 192:0.45 197:0.79 201:0.54 202:0.53 212:0.27 215:0.67 216:0.54 220:0.91 222:0.48 235:0.52 239:0.78 241:0.24 242:0.41 243:0.18 244:1.00 245:0.95 247:1.00 248:0.55 253:0.20 254:0.96 255:0.69 256:0.58 257:1.00 259:0.21 260:0.57 264:0.93 265:0.33 266:0.97 267:0.99 268:0.62 271:0.88 275:0.98 276:0.98 277:0.99 283:0.67 285:0.47 294:0.91 297:0.36 300:0.94\n0 8:0.87 10:0.80 11:0.42 12:0.51 17:0.64 18:0.90 21:0.78 27:0.51 29:0.52 30:0.72 34:0.83 36:0.25 37:0.80 39:0.52 43:0.05 45:0.98 66:0.09 69:0.98 70:0.66 71:0.93 86:0.59 91:0.65 98:0.25 101:0.45 108:0.96 122:0.97 123:0.96 124:0.98 127:0.81 129:0.05 133:0.98 135:0.91 139:0.57 145:0.79 146:0.86 147:0.41 149:0.06 154:0.05 159:0.96 170:0.77 172:0.63 173:0.88 174:0.99 175:1.00 177:0.38 178:0.55 179:0.20 187:0.21 191:0.70 197:0.96 212:0.18 216:0.10 222:0.48 235:0.88 239:0.80 241:0.02 242:0.52 243:0.10 244:1.00 245:0.83 247:0.82 253:0.20 257:1.00 259:0.21 264:0.93 265:0.28 266:0.97 267:0.18 271:0.88 275:0.95 276:0.91 277:0.99 294:0.91 300:0.84\n0 8:0.70 10:0.79 11:0.42 12:0.51 17:0.70 18:0.62 21:0.78 27:0.69 29:0.52 30:0.09 34:0.77 36:0.93 37:0.50 39:0.52 43:0.05 45:0.66 55:0.59 66:0.29 69:0.10 70:0.97 71:0.93 74:0.27 86:0.57 91:0.31 98:0.45 101:0.45 108:0.09 122:0.90 123:0.09 124:0.92 127:0.94 129:0.05 133:0.92 135:0.75 139:0.55 146:0.85 147:0.87 149:0.05 154:0.05 158:0.71 159:0.87 163:0.81 170:0.77 172:0.65 173:0.08 174:0.79 175:0.97 177:0.99 178:0.55 179:0.42 187:0.39 197:0.82 212:0.27 216:0.35 222:0.48 232:0.93 235:0.05 239:0.78 241:0.12 242:0.23 243:0.48 244:1.00 245:0.74 247:0.98 253:0.25 254:0.99 257:0.93 259:0.21 264:0.93 265:0.47 266:0.94 267:0.44 271:0.88 275:0.96 276:0.77 277:0.95 294:0.91 300:0.84\n0 7:0.63 8:0.92 10:0.79 11:0.42 12:0.51 17:0.13 18:0.57 21:0.40 27:0.35 29:0.52 30:0.10 32:0.62 34:0.80 36:0.50 37:0.67 39:0.52 43:0.05 45:0.66 55:0.71 66:0.13 69:0.66 70:0.96 71:0.93 74:0.25 81:0.28 86:0.56 91:0.60 98:0.34 101:0.45 104:0.95 106:0.81 108:0.50 120:0.79 123:0.48 124:0.96 126:0.24 127:0.83 129:0.05 133:0.96 135:0.56 139:0.55 140:0.45 145:0.47 146:0.84 147:0.86 149:0.05 150:0.28 151:0.70 153:0.81 154:0.05 159:0.92 162:0.70 164:0.84 170:0.77 172:0.68 173:0.30 174:0.79 175:0.99 177:0.96 179:0.22 187:0.21 190:1.00 191:0.70 192:0.51 195:0.98 197:0.79 201:0.54 202:0.80 206:0.81 212:0.26 215:0.67 216:0.75 220:0.87 222:0.48 230:0.63 233:0.65 235:0.52 239:0.78 241:0.39 242:0.50 243:0.33 244:1.00 245:0.86 247:0.98 248:0.75 253:0.22 254:1.00 255:0.70 256:0.81 257:0.97 259:0.21 260:0.77 264:0.93 265:0.36 266:0.95 267:0.99 268:0.83 271:0.88 275:0.96 276:0.90 277:0.98 283:0.82 285:0.46 294:0.91 297:0.36 300:0.84\n1 8:0.97 10:0.80 11:0.42 12:0.51 17:0.83 18:0.84 21:0.78 27:0.52 29:0.52 30:0.08 34:0.61 36:0.36 37:0.84 39:0.52 43:0.05 45:0.87 55:0.45 66:0.19 69:0.94 70:0.99 71:0.93 74:0.26 86:0.58 91:0.86 98:0.54 101:0.45 108:0.88 123:0.88 124:0.91 127:0.74 129:0.05 133:0.90 135:0.17 139:0.57 140:0.97 145:0.63 146:0.90 147:0.67 149:0.06 151:0.48 153:0.46 154:0.05 159:0.86 162:0.46 170:0.77 172:0.73 173:0.87 174:0.93 175:0.97 177:0.96 178:0.54 179:0.25 190:1.00 191:0.88 197:0.94 202:0.82 212:0.58 216:0.17 220:0.93 222:0.48 235:0.88 239:0.79 241:0.83 242:0.24 243:0.31 244:1.00 245:0.88 247:0.98 248:0.48 253:0.23 256:0.45 257:0.97 259:0.21 264:0.93 265:0.55 266:0.95 267:0.59 268:0.45 271:0.88 275:0.91 276:0.87 277:0.95 285:0.45 294:0.91 300:0.94\n0 1:0.57 8:0.77 9:0.71 10:0.79 11:0.42 12:0.51 17:0.38 18:0.57 21:0.05 27:0.19 29:0.52 30:0.14 34:0.34 36:0.68 37:0.62 39:0.52 43:0.05 45:0.83 55:0.71 66:0.05 69:0.88 70:0.97 71:0.93 74:0.27 81:0.35 83:0.53 86:0.56 91:0.15 96:0.82 97:0.89 98:0.17 99:0.83 101:0.46 108:0.77 114:0.67 117:0.86 120:0.72 123:0.75 124:1.00 126:0.24 127:0.98 129:0.59 133:1.00 135:0.78 139:0.55 140:0.45 146:0.90 147:0.75 149:0.05 150:0.35 151:0.79 153:0.80 154:0.05 155:0.50 158:0.71 159:1.00 162:0.86 164:0.71 165:0.63 170:0.77 172:0.67 173:0.24 174:0.88 175:0.99 176:0.55 177:0.70 179:0.09 187:0.39 190:1.00 191:0.82 192:0.58 197:0.79 201:0.55 202:0.59 208:0.48 212:0.16 215:0.91 216:0.73 220:0.62 222:0.48 232:0.95 235:0.12 239:0.78 241:0.01 242:0.39 243:0.07 244:1.00 245:0.95 247:1.00 248:0.75 253:0.73 254:0.88 255:0.70 256:0.64 257:0.99 259:0.21 260:0.69 264:0.93 265:0.18 266:0.99 267:0.99 268:0.67 271:0.88 275:1.00 276:0.99 277:0.98 279:0.75 283:0.67 285:0.46 290:0.67 294:0.92 297:0.36 300:0.98\n0 8:0.83 10:0.79 11:0.42 12:0.51 17:0.87 18:0.59 21:0.78 27:1.00 29:0.52 30:0.36 34:0.37 36:0.65 37:0.49 39:0.52 43:0.05 45:0.73 55:0.98 66:0.08 69:0.96 70:0.78 71:0.93 74:0.24 86:0.57 91:0.78 98:0.21 101:0.45 108:0.96 123:0.96 124:0.96 127:0.57 129:0.81 133:0.95 135:0.61 139:0.55 145:0.72 146:0.43 147:0.05 149:0.05 154:0.05 159:0.93 163:0.98 170:0.77 172:0.21 173:0.82 174:0.83 175:1.00 177:0.05 178:0.55 179:0.53 191:0.75 197:0.80 202:0.88 212:0.16 216:0.22 222:0.48 235:0.42 239:0.78 241:0.82 242:0.21 243:0.09 244:1.00 245:0.59 247:0.88 253:0.20 257:1.00 259:0.21 264:0.93 265:0.22 266:0.92 267:0.23 271:0.88 275:0.93 276:0.65 277:1.00 294:0.91 300:0.70\n0 1:0.57 8:0.77 9:0.71 10:0.79 11:0.42 12:0.51 17:0.38 18:0.57 21:0.05 27:0.19 29:0.52 30:0.14 34:0.34 36:0.68 37:0.62 39:0.52 43:0.05 45:0.83 55:0.71 66:0.05 69:0.88 70:0.97 71:0.93 74:0.27 81:0.35 83:0.53 86:0.56 91:0.15 96:0.82 97:0.89 98:0.17 99:0.83 101:0.46 108:0.77 114:0.67 117:0.86 120:0.72 123:0.75 124:1.00 126:0.24 127:0.98 129:0.59 133:1.00 135:0.78 139:0.55 140:0.45 146:0.90 147:0.75 149:0.05 150:0.35 151:0.79 153:0.80 154:0.05 155:0.50 158:0.71 159:1.00 162:0.86 164:0.71 165:0.63 170:0.77 172:0.67 173:0.24 174:0.88 175:0.99 176:0.55 177:0.70 179:0.09 187:0.39 190:1.00 191:0.82 192:0.58 197:0.79 201:0.55 202:0.59 208:0.48 212:0.16 215:0.91 216:0.73 220:0.62 222:0.48 232:0.95 235:0.12 239:0.78 241:0.01 242:0.39 243:0.07 244:1.00 245:0.95 247:1.00 248:0.75 253:0.73 254:0.88 255:0.70 256:0.64 257:0.99 259:0.21 260:0.69 264:0.93 265:0.18 266:0.99 267:0.99 268:0.67 271:0.88 275:1.00 276:0.99 277:0.98 279:0.75 283:0.67 285:0.46 290:0.67 294:0.92 297:0.36 300:0.98\n1 8:0.93 9:0.70 10:0.80 11:0.64 12:0.51 17:0.07 18:0.63 21:0.78 27:0.14 29:0.52 30:0.21 34:0.49 36:0.24 37:0.67 39:0.52 43:0.08 45:0.77 66:0.19 69:0.98 70:0.91 71:0.93 74:0.27 83:0.53 85:0.72 86:0.59 91:0.78 96:0.74 98:0.16 101:0.96 108:0.96 120:0.62 122:0.67 123:0.96 124:0.97 127:0.62 129:0.05 133:0.96 135:0.91 139:0.58 140:1.00 145:0.47 146:0.50 147:0.52 149:0.15 154:0.07 155:0.50 159:0.94 162:0.45 164:0.68 170:0.77 172:0.51 173:0.94 174:0.89 177:0.38 178:0.55 179:0.43 187:0.68 190:1.00 191:0.79 192:0.57 197:0.84 202:0.94 208:0.48 212:0.37 216:0.93 220:0.74 222:0.48 235:0.31 239:0.80 241:0.37 242:0.12 243:0.12 244:0.93 245:0.63 247:0.97 253:0.52 255:0.69 256:0.68 257:1.00 259:0.21 260:0.62 264:0.93 265:0.18 266:0.96 267:0.73 268:0.64 271:0.88 275:0.96 276:0.73 285:0.61 294:0.92 300:0.84\n0 8:0.75 10:0.79 11:0.42 12:0.51 17:0.51 18:0.61 21:0.78 27:0.28 29:0.52 30:0.12 34:0.62 36:0.92 37:0.72 39:0.52 43:0.05 45:0.83 55:0.71 66:0.10 69:0.82 70:0.99 71:0.93 74:0.27 76:0.99 86:0.57 91:0.49 96:0.77 98:0.25 101:0.46 108:0.96 120:0.57 122:0.90 123:0.65 124:0.95 127:0.84 129:0.81 132:0.97 133:0.94 135:0.88 139:0.55 140:0.45 145:0.54 146:0.64 147:0.42 149:0.05 151:0.53 153:0.48 154:0.05 159:0.91 162:0.53 164:0.65 170:0.77 172:0.51 173:0.55 174:0.88 175:1.00 177:0.38 179:0.34 187:0.39 190:1.00 191:0.79 192:0.44 197:0.81 202:0.70 212:0.30 216:0.67 220:0.93 222:0.48 235:0.84 239:0.78 241:0.21 242:0.17 243:0.18 244:1.00 245:0.79 247:0.98 248:0.53 253:0.59 254:0.96 255:0.69 256:0.58 257:1.00 259:0.21 260:0.57 264:0.93 265:0.26 266:0.95 267:1.00 268:0.66 271:0.88 275:0.95 276:0.81 277:0.99 283:0.67 285:0.47 294:0.91 300:0.98\n0 10:0.79 11:0.42 12:0.51 17:0.24 18:0.60 21:0.78 27:0.34 29:0.52 30:0.17 34:0.59 36:0.65 37:0.46 39:0.52 43:0.05 45:0.77 55:0.96 66:0.08 69:0.98 70:0.96 71:0.93 74:0.24 86:0.57 91:0.03 98:0.22 101:0.45 104:0.80 106:0.81 108:0.97 123:0.96 124:0.95 127:0.62 129:0.05 133:0.94 135:0.76 139:0.55 145:0.63 146:0.71 147:0.05 149:0.05 154:0.05 159:0.94 170:0.77 172:0.45 173:0.94 174:0.86 175:1.00 177:0.05 178:0.55 179:0.45 187:0.87 191:0.70 197:0.81 206:0.81 212:0.13 216:0.53 222:0.48 235:0.22 239:0.78 241:0.21 242:0.31 243:0.08 244:1.00 245:0.67 247:0.96 253:0.22 257:1.00 259:0.21 264:0.93 265:0.23 266:0.97 267:0.44 271:0.88 275:0.94 276:0.69 277:0.99 294:0.91 300:0.94\n0 10:0.79 11:0.42 12:0.51 17:0.28 18:0.61 21:0.74 27:0.45 29:0.52 30:0.37 34:0.89 36:0.17 37:0.50 39:0.52 43:0.05 45:0.73 55:0.71 66:0.48 69:0.70 70:0.83 71:0.93 74:0.25 81:0.23 86:0.57 91:0.31 98:0.64 101:0.46 108:0.53 123:0.51 124:0.66 126:0.22 127:0.44 129:0.05 133:0.59 135:0.93 139:0.55 145:0.49 146:0.84 147:0.87 149:0.05 150:0.24 154:0.05 159:0.67 170:0.77 172:0.71 173:0.59 174:0.79 175:0.75 177:1.00 178:0.55 179:0.37 187:0.68 197:0.82 212:0.49 215:0.46 216:0.77 222:0.48 235:0.95 239:0.78 241:0.44 242:0.22 243:0.60 244:1.00 245:0.83 247:0.96 253:0.22 257:0.65 259:0.21 264:0.93 265:0.64 266:0.63 267:0.44 271:0.88 275:0.97 276:0.74 277:0.69 294:0.91 297:0.36 300:0.70\n0 8:0.69 10:0.79 11:0.42 12:0.51 17:0.49 18:0.65 21:0.78 27:0.72 29:0.52 30:0.09 34:0.26 36:0.54 39:0.52 43:0.05 45:0.85 55:0.84 66:0.08 69:0.87 70:0.99 71:0.93 74:0.25 86:0.57 91:0.31 98:0.19 101:0.45 108:0.94 123:0.94 124:0.97 127:0.67 129:0.59 133:0.97 135:0.44 139:0.55 146:0.48 147:0.54 149:0.05 154:0.05 159:0.94 163:0.75 170:0.77 172:0.37 173:0.53 174:0.91 175:0.99 177:0.96 178:0.55 179:0.35 197:0.86 202:0.62 212:0.13 216:0.11 222:0.48 235:0.31 239:0.78 241:0.81 242:0.14 243:0.19 244:1.00 245:0.72 247:0.98 253:0.22 254:0.84 257:0.97 259:0.21 264:0.93 265:0.21 266:0.98 267:0.36 271:0.88 275:0.97 276:0.79 277:0.99 294:0.91 300:0.94\n0 10:0.84 11:0.64 12:0.51 17:0.49 18:0.63 21:0.78 27:0.31 29:0.52 30:0.09 34:0.53 36:0.88 37:0.60 39:0.52 43:0.28 45:0.66 55:0.71 66:0.08 69:0.75 70:0.99 71:0.93 74:0.32 85:0.72 86:0.64 91:0.04 98:0.27 101:0.96 108:0.96 123:0.96 124:0.97 127:0.86 129:0.05 133:0.97 135:0.87 139:0.62 146:0.47 147:0.53 149:0.46 154:0.20 159:0.95 170:0.77 172:0.59 173:0.31 174:0.79 177:1.00 178:0.55 179:0.19 187:0.68 197:0.83 202:0.36 212:0.26 216:0.71 222:0.48 235:0.80 239:0.83 241:0.32 242:0.24 243:0.23 244:0.93 245:0.88 247:0.99 253:0.29 259:0.21 264:0.93 265:0.29 266:0.99 267:0.96 271:0.88 275:0.97 276:0.92 277:1.00 294:0.94 300:0.94\n2 8:0.81 9:0.76 11:0.85 12:0.06 17:0.57 18:0.99 20:0.94 21:0.30 22:0.93 27:0.21 29:0.91 30:0.13 31:0.97 34:0.74 36:0.85 37:0.74 39:0.34 43:0.21 45:0.90 47:0.93 48:0.91 55:0.71 64:0.77 66:0.44 69:0.10 70:0.97 71:0.64 74:0.53 78:0.72 79:0.99 81:0.35 83:0.60 85:0.72 86:0.81 91:0.69 96:0.71 97:0.89 98:0.59 100:0.89 101:0.97 108:0.96 111:0.81 120:0.86 122:0.86 123:0.96 124:0.87 126:0.26 127:0.87 129:0.59 131:0.99 133:0.90 135:0.37 137:0.97 139:0.81 140:0.94 144:0.57 146:0.93 147:0.94 149:0.59 150:0.31 151:0.90 152:0.88 153:0.94 154:0.81 155:0.58 157:0.97 158:0.79 159:0.93 162:0.69 164:0.76 166:0.89 169:0.87 172:0.96 173:0.06 177:0.70 179:0.13 182:0.96 186:0.73 187:0.39 190:0.77 191:0.75 192:0.59 196:0.96 202:0.88 208:0.54 212:0.60 216:0.95 219:0.92 222:0.60 227:1.00 229:0.98 231:0.98 235:0.31 241:0.50 242:0.37 243:0.28 245:0.98 246:0.61 247:0.98 248:0.88 253:0.43 255:0.79 256:0.90 259:0.21 260:0.83 261:0.86 262:0.93 265:0.60 266:0.89 267:0.84 268:0.91 271:0.49 276:0.97 279:0.82 281:0.91 283:0.82 284:0.96 285:0.62 287:1.00 292:0.95 300:0.94\n2 6:0.95 8:0.95 9:0.80 12:0.06 17:0.01 20:0.86 21:0.13 27:0.10 29:0.91 30:0.76 31:0.98 34:0.93 36:0.44 37:0.97 39:0.34 41:0.82 43:0.12 44:0.85 48:0.99 55:0.59 66:0.64 69:0.76 70:0.15 71:0.64 74:0.30 76:0.94 77:0.70 78:0.88 79:0.99 81:0.49 83:0.91 87:0.98 91:0.97 96:1.00 98:0.44 100:0.98 108:0.59 111:0.96 114:0.63 120:0.91 122:0.77 123:0.56 126:0.26 127:0.14 129:0.05 131:0.99 135:0.44 137:0.98 138:0.99 139:0.59 140:0.99 144:0.57 145:0.65 146:0.32 147:0.38 149:0.10 150:0.38 151:0.87 152:0.95 153:0.99 154:0.09 155:0.67 157:0.61 158:0.72 159:0.13 162:0.74 163:0.97 164:0.86 166:0.89 169:0.97 172:0.16 173:0.95 175:0.91 176:0.55 177:0.05 179:0.81 182:0.96 186:0.88 187:0.39 191:0.97 192:0.87 195:0.58 196:0.87 202:0.96 208:0.64 212:0.95 216:0.82 219:0.87 222:0.60 227:1.00 229:0.98 231:0.98 232:0.72 235:0.12 241:0.85 242:0.82 243:0.69 244:0.83 246:0.61 247:0.12 248:0.87 253:0.95 255:0.95 256:0.97 257:0.84 259:0.21 260:0.89 261:0.97 265:0.46 266:0.12 267:0.79 268:0.97 271:0.49 276:0.19 277:0.87 279:0.82 281:0.91 282:0.71 284:0.98 285:0.62 287:1.00 290:0.63 292:0.95 300:0.13\n2 8:0.78 11:0.85 12:0.06 17:0.69 18:0.99 21:0.30 22:0.93 27:0.50 29:0.91 30:0.10 31:0.90 32:0.77 34:0.80 36:0.90 37:0.60 39:0.34 43:0.20 44:0.93 45:0.92 47:0.93 48:0.91 55:0.71 64:0.77 66:0.45 69:0.53 70:0.97 71:0.64 74:0.70 77:0.89 79:0.94 81:0.35 83:0.60 85:0.72 86:0.88 91:0.27 97:0.89 98:0.63 101:0.97 108:0.96 120:0.63 122:0.86 123:0.96 124:0.87 126:0.26 127:0.96 129:0.81 131:0.93 133:0.89 135:0.73 137:0.90 139:0.90 140:0.45 144:0.57 145:0.72 146:0.95 147:0.96 149:0.64 150:0.31 151:0.65 153:0.48 154:0.76 155:0.58 157:0.97 158:0.79 159:0.94 162:0.74 164:0.54 166:0.89 172:0.97 173:0.15 177:0.70 179:0.12 182:0.91 187:0.39 190:0.89 192:0.59 195:0.99 196:0.93 202:0.56 208:0.54 212:0.67 216:0.86 219:0.92 220:0.62 222:0.60 227:0.98 229:0.61 231:0.97 235:0.31 241:0.05 242:0.38 243:0.29 245:0.98 246:0.61 247:0.98 248:0.63 253:0.41 255:0.74 256:0.58 259:0.21 260:0.63 262:0.93 265:0.64 266:0.91 267:0.65 268:0.59 271:0.49 276:0.98 279:0.82 281:0.91 282:0.85 283:0.82 284:0.86 285:0.56 287:0.61 292:0.95 300:0.94\n1 1:0.69 9:0.80 11:0.42 12:0.06 17:0.36 18:0.91 21:0.22 22:0.93 25:0.88 27:0.54 29:0.91 30:0.21 31:0.97 37:0.67 39:0.34 41:0.82 43:0.13 44:0.85 47:0.93 48:1.00 55:0.59 64:0.77 66:0.10 69:0.56 70:0.77 71:0.64 74:0.47 77:0.70 79:0.98 81:0.59 83:0.91 86:0.71 91:0.54 96:0.91 97:0.89 98:0.40 104:0.74 108:0.43 114:0.67 120:0.87 122:0.86 123:0.90 124:0.85 126:0.44 127:0.72 129:0.05 131:0.99 133:0.82 137:0.97 138:0.98 139:0.75 140:0.97 144:0.57 145:0.58 146:0.68 147:0.73 149:0.23 150:0.58 151:0.87 153:0.78 154:0.55 155:0.67 157:0.61 158:0.78 159:0.82 162:0.72 164:0.74 166:0.99 172:0.45 173:0.34 175:0.75 176:0.66 177:0.38 179:0.56 182:0.96 187:0.39 192:0.87 195:0.93 196:0.94 201:0.68 202:0.80 208:0.64 212:0.21 216:0.74 219:0.92 222:0.60 227:1.00 229:0.98 231:0.98 235:0.31 241:0.64 242:0.73 243:0.43 244:0.61 245:0.71 246:0.61 247:0.60 248:0.77 253:0.85 254:0.84 255:0.95 256:0.83 257:0.65 259:0.21 260:0.85 262:0.93 265:0.38 266:0.91 268:0.83 271:0.49 276:0.64 277:0.87 279:0.82 281:0.91 282:0.71 284:0.96 285:0.62 287:1.00 290:0.67 292:0.91 300:0.55\n1 6:0.95 8:0.94 9:0.80 12:0.06 17:0.20 20:0.96 21:0.78 27:0.10 29:0.91 31:0.99 34:0.39 36:0.24 37:0.97 39:0.34 41:0.88 71:0.64 74:0.26 78:0.91 79:0.99 83:0.91 87:0.98 91:0.99 96:1.00 100:0.98 111:0.96 120:0.96 131:0.99 135:0.92 137:0.99 138:0.99 140:0.99 144:0.57 151:0.92 152:0.95 153:0.99 155:0.67 157:0.61 158:0.72 162:0.64 164:0.91 166:0.61 169:0.97 175:0.97 182:0.96 186:0.91 189:0.95 191:0.98 192:0.87 202:0.98 208:0.64 216:0.82 222:0.60 227:1.00 229:0.98 231:0.98 232:0.72 238:0.98 241:0.95 244:0.93 246:0.61 248:0.94 253:0.97 255:0.95 256:0.99 257:0.93 259:0.21 260:0.95 261:0.97 267:0.87 268:0.99 271:0.49 277:0.95 283:0.82 284:0.98 285:0.62 287:1.00\n1 1:0.74 11:0.42 12:0.06 17:0.43 18:0.72 21:0.47 27:0.45 29:0.91 30:0.21 32:0.64 34:0.78 36:0.21 37:0.50 39:0.34 43:0.82 64:0.77 66:0.27 69:0.69 70:0.50 71:0.64 74:0.37 81:0.45 86:0.69 91:0.27 98:0.27 108:0.53 114:0.58 122:0.82 123:0.78 124:0.70 126:0.54 127:0.35 129:0.05 131:0.61 133:0.60 135:0.49 139:0.67 144:0.57 145:0.52 146:0.24 147:0.30 149:0.59 150:0.64 154:0.77 155:0.67 157:0.61 159:0.45 166:0.98 172:0.21 173:0.70 176:0.66 177:0.70 178:0.55 179:0.81 182:0.61 187:0.68 192:0.87 195:0.72 201:0.93 208:0.64 212:0.37 215:0.39 216:0.77 222:0.60 227:0.61 229:0.61 231:0.97 235:0.68 241:0.03 242:0.40 243:0.46 245:0.50 246:0.61 247:0.55 253:0.41 259:0.21 265:0.18 266:0.47 267:0.73 271:0.49 276:0.29 277:0.69 287:0.61 290:0.58 297:0.36 300:0.33\n1 1:0.69 8:0.84 9:0.76 11:0.75 12:0.06 17:0.67 18:0.92 21:0.05 22:0.93 25:0.88 27:0.54 29:0.91 30:0.20 31:0.93 34:0.49 36:0.96 37:0.67 39:0.34 43:0.22 44:0.85 45:0.66 47:0.93 48:0.97 55:0.71 64:0.77 66:0.11 69:0.54 70:0.96 71:0.64 74:0.44 77:0.70 79:0.97 81:0.79 83:0.60 86:0.75 91:0.51 96:0.76 98:0.34 99:0.83 101:0.52 104:0.74 108:0.91 114:0.85 120:0.89 122:0.86 123:0.91 124:0.92 126:0.44 127:0.85 129:0.95 131:0.99 133:0.91 135:0.95 137:0.93 139:0.72 140:0.45 144:0.57 145:0.58 146:0.39 147:0.45 149:0.29 150:0.76 151:0.81 153:0.48 154:0.54 155:0.58 157:0.78 159:0.88 162:0.85 164:0.76 165:0.70 166:0.99 172:0.45 173:0.24 175:0.75 176:0.66 177:0.38 179:0.38 182:0.96 187:0.68 190:0.77 192:0.59 195:0.97 196:0.91 201:0.68 202:0.76 208:0.54 212:0.36 216:0.74 219:0.87 220:0.62 222:0.60 227:1.00 229:0.98 231:0.98 235:0.12 241:0.47 242:0.57 243:0.23 244:0.61 245:0.80 246:1.00 247:0.67 248:0.84 253:0.67 255:0.79 256:0.82 257:0.65 259:0.21 260:0.85 262:0.93 265:0.36 266:0.94 267:0.28 268:0.83 271:0.49 276:0.78 277:0.69 281:0.89 282:0.71 284:0.93 285:0.62 287:1.00 290:0.85 292:0.95 300:0.98\n1 9:0.80 11:0.42 12:0.06 17:0.05 18:0.62 21:0.30 25:0.88 27:0.64 29:0.91 30:0.30 31:0.92 34:0.80 36:0.31 37:0.82 39:0.34 43:0.16 55:0.52 66:0.74 69:0.76 70:0.48 71:0.64 74:0.37 79:0.97 81:0.35 83:0.91 86:0.67 91:0.90 96:0.98 98:0.66 104:0.75 108:0.60 114:0.59 117:0.86 120:0.94 122:0.77 123:0.57 124:0.39 126:0.26 127:0.47 129:0.05 131:0.99 133:0.37 135:0.34 137:0.92 138:0.99 139:0.65 140:0.94 144:0.57 145:0.38 146:0.54 147:0.05 149:0.16 150:0.31 151:0.90 153:0.90 154:0.46 155:0.67 157:0.61 158:0.71 159:0.32 162:0.71 164:0.90 166:0.89 172:0.51 173:0.89 176:0.55 177:0.05 179:0.77 182:0.95 187:0.95 190:0.77 192:0.87 196:0.88 202:0.93 208:0.64 212:0.87 216:0.66 220:0.87 222:0.60 227:1.00 229:0.97 231:0.98 232:0.99 235:0.31 241:0.68 242:0.55 243:0.15 244:0.61 245:0.49 246:0.61 247:0.60 248:0.95 253:0.86 254:0.80 255:0.95 256:0.95 257:0.84 259:0.21 260:0.92 265:0.66 266:0.23 267:0.88 268:0.95 271:0.49 276:0.39 284:0.94 285:0.62 287:1.00 290:0.59 300:0.33\n1 7:0.66 8:0.93 9:0.80 12:0.06 17:0.01 21:0.13 25:0.88 27:0.28 29:0.91 30:0.15 31:0.97 32:0.64 34:0.24 36:0.25 37:0.55 39:0.34 43:0.16 55:0.59 66:0.89 69:0.42 70:0.70 71:0.64 74:0.27 79:0.99 81:0.40 83:0.91 91:0.99 96:0.97 98:0.97 104:0.58 108:0.32 120:1.00 123:0.31 126:0.26 127:0.78 129:0.05 131:0.99 135:0.24 137:0.97 138:1.00 140:1.00 144:0.57 145:0.38 146:0.87 147:0.89 149:0.29 150:0.34 151:0.90 153:1.00 154:0.44 155:0.67 157:0.61 159:0.44 162:0.72 164:1.00 166:0.61 172:0.68 173:0.48 175:0.75 177:0.38 179:0.67 182:0.72 190:0.77 191:0.96 192:0.87 195:0.62 202:1.00 208:0.64 212:0.48 215:0.61 216:0.92 222:0.60 227:1.00 229:0.86 230:0.69 231:0.97 233:0.73 235:0.12 241:0.93 242:0.79 243:0.89 244:0.61 246:0.61 247:0.39 248:0.97 253:0.84 254:0.96 255:0.95 256:1.00 257:0.65 259:0.21 260:1.00 265:0.97 266:0.54 267:0.73 268:1.00 271:0.49 276:0.57 277:0.69 283:0.82 284:0.95 285:0.62 287:0.88 297:0.36 300:0.43\n1 1:0.69 8:0.88 9:0.80 11:0.75 12:0.06 17:0.67 18:0.92 20:0.92 21:0.05 22:0.93 25:0.88 27:0.54 29:0.91 30:0.20 31:0.98 34:0.53 36:0.96 37:0.67 39:0.34 41:0.88 43:0.22 44:0.85 45:0.66 47:0.93 48:0.97 55:0.71 64:0.77 66:0.11 69:0.54 70:0.96 71:0.64 74:0.44 77:0.70 78:0.89 79:0.99 81:0.79 83:0.91 86:0.75 91:0.57 96:0.92 98:0.34 99:0.83 100:0.95 101:0.52 104:0.74 108:0.91 111:0.92 114:0.85 120:0.92 122:0.86 123:0.91 124:0.92 126:0.44 127:0.85 129:0.95 131:0.99 133:0.91 135:0.95 137:0.98 138:0.98 139:0.72 140:0.95 144:0.57 145:0.58 146:0.39 147:0.45 149:0.29 150:0.76 151:0.87 152:0.94 153:0.82 154:0.54 155:0.67 157:0.78 159:0.88 162:0.79 164:0.82 165:0.70 166:0.99 169:0.92 172:0.45 173:0.24 175:0.75 176:0.66 177:0.38 179:0.38 182:0.96 186:0.89 187:0.39 191:0.80 192:0.87 195:0.97 196:0.94 201:0.68 202:0.84 208:0.64 212:0.36 216:0.74 219:0.87 220:0.62 222:0.60 227:1.00 229:0.98 231:0.98 235:0.12 241:0.54 242:0.57 243:0.23 244:0.61 245:0.80 246:1.00 247:0.67 248:0.89 253:0.88 255:0.95 256:0.88 257:0.65 259:0.21 260:0.89 261:0.93 262:0.93 265:0.36 266:0.94 267:0.36 268:0.88 271:0.49 276:0.78 277:0.69 281:0.89 282:0.71 284:0.97 285:0.62 287:1.00 290:0.85 292:0.95 300:0.98\n1 1:0.69 8:0.95 9:0.80 11:0.42 12:0.06 17:0.04 18:0.80 21:0.40 25:0.88 27:0.64 29:0.91 30:0.21 31:0.93 34:0.69 36:0.21 37:0.82 39:0.34 43:0.16 44:0.85 48:0.98 55:0.52 64:0.77 66:0.11 69:0.88 70:0.82 71:0.64 74:0.35 79:0.98 81:0.41 83:0.60 86:0.66 91:0.84 96:0.91 98:0.48 104:0.75 108:0.76 114:0.58 120:0.91 122:0.77 123:0.30 124:0.64 126:0.44 127:0.54 129:0.05 131:0.99 133:0.60 135:0.49 137:0.93 139:0.65 140:0.87 144:0.57 145:0.40 146:0.44 147:0.58 149:0.18 150:0.52 151:0.81 153:0.72 154:0.26 155:0.67 157:0.61 158:0.71 159:0.46 162:0.82 164:0.85 166:0.98 172:0.45 173:0.95 176:0.55 177:0.38 179:0.76 182:0.61 187:0.95 190:0.77 191:0.85 192:0.87 195:0.72 196:0.89 201:0.68 202:0.88 208:0.64 212:0.58 216:0.66 219:0.87 220:0.96 222:0.60 227:1.00 229:0.61 231:0.98 235:0.52 241:0.69 242:0.22 243:0.31 244:0.61 245:0.56 246:0.61 247:0.74 248:0.90 253:0.63 254:0.80 255:0.95 256:0.92 257:0.65 259:0.21 260:0.88 265:0.42 266:0.54 267:0.36 268:0.92 271:0.49 276:0.44 277:0.69 279:0.82 281:0.91 284:0.95 285:0.62 287:0.61 290:0.58 292:0.95 300:0.55\n1 1:0.69 8:0.95 9:0.80 11:0.42 12:0.06 17:0.04 18:0.80 21:0.40 25:0.88 27:0.64 29:0.91 30:0.21 31:0.92 34:0.69 36:0.21 37:0.82 39:0.34 43:0.16 44:0.85 48:0.98 55:0.52 64:0.77 66:0.11 69:0.88 70:0.82 71:0.64 74:0.34 79:0.97 81:0.41 83:0.60 86:0.66 91:0.84 96:0.86 98:0.48 104:0.75 108:0.76 114:0.58 120:0.84 122:0.77 123:0.30 124:0.64 126:0.44 127:0.54 129:0.05 131:0.99 133:0.60 135:0.49 137:0.92 138:0.96 139:0.65 140:0.80 144:0.57 145:0.40 146:0.44 147:0.58 149:0.18 150:0.52 151:0.84 153:0.72 154:0.26 155:0.67 157:0.61 159:0.46 162:0.76 164:0.81 166:0.98 172:0.45 173:0.95 176:0.55 177:0.38 179:0.76 182:0.96 187:0.87 190:0.77 191:0.77 192:0.87 195:0.72 196:0.89 201:0.68 202:0.85 208:0.64 212:0.58 216:0.66 219:0.87 220:0.62 222:0.60 227:1.00 229:0.98 231:0.98 235:0.52 241:0.73 242:0.22 243:0.31 244:0.61 245:0.56 246:0.61 247:0.74 248:0.79 253:0.56 254:0.80 255:0.95 256:0.89 257:0.65 259:0.21 260:0.78 265:0.42 266:0.54 267:0.23 268:0.89 271:0.49 276:0.44 277:0.69 281:0.91 284:0.94 285:0.62 287:1.00 290:0.58 292:0.95 300:0.55\n1 7:0.66 8:0.95 9:0.80 11:0.42 12:0.06 17:0.32 18:0.63 21:0.30 25:0.88 27:0.64 29:0.91 30:0.21 31:0.88 34:0.59 36:0.38 37:0.82 39:0.34 43:0.16 55:0.45 66:0.69 69:0.72 70:0.50 71:0.64 74:0.37 79:0.90 81:0.35 83:0.60 86:0.67 91:0.86 96:0.96 98:0.62 104:0.75 108:0.55 114:0.59 120:0.91 122:0.77 123:0.53 124:0.41 126:0.26 127:0.37 129:0.05 131:0.99 133:0.39 135:0.60 137:0.88 138:0.97 139:0.65 140:0.95 144:0.57 145:0.39 146:0.47 147:0.05 149:0.17 150:0.31 151:0.84 153:0.91 154:0.48 155:0.67 157:0.61 159:0.26 162:0.65 164:0.82 166:0.89 172:0.41 173:0.88 175:0.75 176:0.55 177:0.05 179:0.82 182:0.61 187:0.87 190:0.77 191:0.92 192:0.87 196:0.88 202:0.89 208:0.64 212:0.55 216:0.66 222:0.60 227:1.00 229:0.61 230:0.69 231:0.98 232:0.95 233:0.73 235:0.31 241:0.74 242:0.72 243:0.18 244:0.61 245:0.46 246:0.61 247:0.39 248:0.87 253:0.78 254:0.80 255:0.79 256:0.91 257:0.84 259:0.21 260:0.87 265:0.63 266:0.27 267:0.44 268:0.91 271:0.49 276:0.33 277:0.69 284:0.90 285:0.62 287:0.61 290:0.59 300:0.33\n2 6:0.95 8:0.93 9:0.80 12:0.06 17:0.01 20:0.83 21:0.13 27:0.10 29:0.91 30:0.76 31:0.98 34:0.93 36:0.44 37:0.97 39:0.34 41:0.82 43:0.12 44:0.85 48:0.99 55:0.59 66:0.64 69:0.76 70:0.15 71:0.64 74:0.30 76:0.94 77:0.70 78:0.91 79:0.99 81:0.49 83:0.91 87:0.98 91:0.93 96:1.00 98:0.44 100:0.98 108:0.59 111:0.96 114:0.63 120:0.91 122:0.77 123:0.56 126:0.26 127:0.14 129:0.05 131:0.99 135:0.44 137:0.98 138:0.99 139:0.59 140:0.99 144:0.57 145:0.65 146:0.32 147:0.38 149:0.10 150:0.38 151:0.87 152:0.95 153:0.99 154:0.09 155:0.67 157:0.61 158:0.72 159:0.13 162:0.74 163:0.97 164:0.86 166:0.89 169:0.97 172:0.16 173:0.95 175:0.91 176:0.55 177:0.05 179:0.81 182:0.96 186:0.91 187:0.39 191:0.90 192:0.87 195:0.58 196:0.87 202:0.96 208:0.64 212:0.95 216:0.82 219:0.87 222:0.60 227:1.00 229:0.98 231:0.98 232:0.72 235:0.12 241:0.85 242:0.82 243:0.69 244:0.83 246:0.61 247:0.12 248:0.87 253:0.95 255:0.95 256:0.97 257:0.84 259:0.21 260:0.89 261:0.97 265:0.46 266:0.12 267:0.65 268:0.97 271:0.49 276:0.19 277:0.87 279:0.82 281:0.91 282:0.71 284:0.98 285:0.62 287:1.00 290:0.63 292:0.95 300:0.13\n1 1:0.74 11:0.64 12:0.06 17:0.51 18:0.82 21:0.22 27:0.45 29:0.91 30:0.76 32:0.64 34:0.67 36:0.22 37:0.50 39:0.34 43:0.82 60:0.87 64:0.77 66:0.31 69:0.69 70:0.41 71:0.64 74:0.62 81:0.72 83:0.91 85:0.72 86:0.83 91:0.11 98:0.29 101:0.87 108:0.52 114:0.71 122:0.83 123:0.75 124:0.60 126:0.54 127:0.31 129:0.05 131:0.61 133:0.43 135:0.24 139:0.85 144:0.57 145:0.47 146:0.26 147:0.32 149:0.79 150:0.83 154:0.77 155:0.67 157:0.82 158:0.91 159:0.40 165:0.93 166:0.99 172:0.41 173:0.71 176:0.73 177:0.70 178:0.55 179:0.60 182:0.96 187:0.68 192:0.87 195:0.70 201:0.93 208:0.64 212:0.81 215:0.51 216:0.77 219:0.95 222:0.60 227:0.61 229:0.61 231:0.98 235:0.42 241:0.12 242:0.18 243:0.51 245:0.71 246:1.00 247:0.82 253:0.52 259:0.21 265:0.21 266:0.38 267:0.59 271:0.49 276:0.30 277:0.69 279:0.86 283:0.78 287:0.61 290:0.71 292:0.91 297:0.36 300:0.43\n1 1:0.69 7:0.72 8:0.82 9:0.80 12:0.06 17:0.34 18:0.63 20:0.85 21:0.22 25:0.88 27:0.28 29:0.91 30:0.42 31:0.97 32:0.69 34:0.67 36:0.94 37:0.55 39:0.34 41:0.82 43:0.13 55:0.59 66:0.93 69:0.44 70:0.59 71:0.64 74:0.36 76:0.85 77:0.70 78:0.85 79:0.99 81:0.55 83:0.91 86:0.58 91:0.66 96:0.94 97:0.89 98:0.90 100:0.91 104:0.58 106:0.81 108:0.34 111:0.86 114:0.62 120:0.95 122:0.51 123:0.32 126:0.44 127:0.47 129:0.05 131:0.99 135:0.47 137:0.97 139:0.58 140:0.99 144:0.57 145:0.40 146:0.79 147:0.83 149:0.20 150:0.57 151:0.82 152:0.81 153:0.90 154:0.59 155:0.67 157:0.61 158:0.72 159:0.35 162:0.80 164:0.91 166:0.89 169:0.88 172:0.82 173:0.53 176:0.55 177:0.70 179:0.40 182:0.95 186:0.85 187:0.87 191:0.75 192:0.87 195:0.60 196:0.87 201:0.68 202:0.89 204:0.85 206:0.81 208:0.64 212:0.86 215:0.51 216:0.92 219:0.87 222:0.60 227:1.00 229:0.98 230:0.74 231:0.98 233:0.73 235:0.31 241:0.63 242:0.30 243:0.94 244:0.61 246:0.61 247:0.79 248:0.74 253:0.80 254:0.74 255:0.95 256:0.92 259:0.21 260:0.94 261:0.86 265:0.90 266:0.27 267:0.44 268:0.93 271:0.49 276:0.73 279:0.82 282:0.71 283:0.82 284:0.96 285:0.62 287:1.00 290:0.62 292:0.95 297:0.36 300:0.43\n3 1:0.74 6:0.92 8:0.84 9:0.80 11:0.64 12:0.37 17:0.51 20:0.83 21:0.74 28:0.76 30:0.17 32:0.80 34:0.55 36:0.24 37:0.97 39:0.27 41:0.96 43:0.80 55:0.71 66:0.07 69:0.74 70:0.83 74:0.89 77:0.70 78:0.86 81:0.55 83:0.81 85:0.97 91:0.58 96:0.91 98:0.41 100:0.86 101:0.80 104:0.80 108:0.92 111:0.85 114:0.67 120:0.86 123:0.95 124:0.94 126:0.54 127:0.78 129:0.95 131:1.00 133:0.94 135:0.77 140:0.80 144:0.57 145:0.63 146:0.65 147:0.70 149:0.95 150:0.68 151:0.93 152:0.79 153:0.78 154:0.74 155:0.67 157:0.96 159:0.92 161:0.76 162:0.71 164:0.86 165:0.65 166:0.99 167:0.65 169:0.84 172:0.65 173:0.39 176:0.73 177:0.38 178:0.42 179:0.22 181:0.67 182:0.93 186:0.86 187:0.21 189:0.93 191:0.75 192:0.59 195:0.98 201:0.74 202:0.80 208:0.64 212:0.39 215:0.46 216:0.98 222:0.60 227:1.00 229:0.96 231:0.99 232:0.85 235:0.95 238:0.87 241:0.50 242:0.57 243:0.28 245:0.89 246:1.00 247:0.47 248:0.91 253:0.93 255:0.79 256:0.83 259:0.21 260:0.86 261:0.83 265:0.27 266:0.91 267:0.88 268:0.83 271:0.26 276:0.90 277:0.69 282:0.88 285:0.62 287:1.00 290:0.67 297:0.36 299:0.88 300:0.84\n2 1:0.74 8:0.77 11:0.64 12:0.37 17:0.26 27:0.13 28:0.76 30:0.76 34:0.87 36:0.36 37:0.68 39:0.27 43:0.77 66:0.64 69:0.79 70:0.15 74:0.41 81:0.99 83:0.80 85:0.72 91:0.51 98:0.28 101:0.75 104:0.58 108:0.62 114:0.98 120:0.65 122:0.41 123:0.60 126:0.54 127:0.11 129:0.05 131:0.95 135:0.23 140:0.80 144:0.57 146:0.24 147:0.30 149:0.44 150:1.00 151:0.61 153:0.48 154:0.69 155:0.67 157:0.80 159:0.11 161:0.76 162:0.50 163:0.97 164:0.55 165:0.92 166:0.99 167:0.75 172:0.16 173:0.98 176:0.73 177:0.38 178:0.42 179:0.52 181:0.67 182:0.92 187:0.21 190:0.77 191:0.70 192:0.59 201:0.74 202:0.63 212:0.95 215:0.96 216:0.39 220:0.62 222:0.60 227:1.00 229:0.61 231:0.99 232:0.77 235:0.05 241:0.69 242:0.82 243:0.69 246:1.00 247:0.12 248:0.59 253:0.73 256:0.45 259:0.21 260:0.65 265:0.30 266:0.12 267:0.89 268:0.46 271:0.26 276:0.14 285:0.50 287:0.61 290:0.98 297:0.36 300:0.13\n2 1:0.74 6:0.96 7:0.81 8:0.91 9:0.80 11:0.64 12:0.37 17:0.26 20:0.98 21:0.30 27:0.21 28:0.76 30:0.26 34:0.66 36:0.50 37:0.74 39:0.27 41:0.98 43:0.98 60:0.99 66:0.23 69:0.12 70:0.89 74:0.95 78:0.93 81:0.87 83:0.90 85:0.97 91:0.77 96:0.98 98:0.59 100:0.96 101:0.81 104:0.84 106:0.81 108:0.95 111:0.94 114:0.86 117:0.86 120:0.96 121:0.90 122:0.57 123:0.60 124:0.77 126:0.54 127:0.60 129:0.81 131:1.00 133:0.76 135:0.17 140:0.45 144:0.57 146:0.45 147:0.52 149:0.89 150:0.92 151:0.99 152:0.91 153:0.94 154:0.98 155:0.67 157:0.96 158:0.92 159:0.88 161:0.76 162:0.71 164:0.92 165:0.84 166:0.99 167:0.63 169:0.95 172:0.80 173:0.08 176:0.73 177:0.38 179:0.25 181:0.67 182:0.93 186:0.93 187:0.39 189:0.97 191:0.76 192:0.59 201:0.74 202:0.88 204:0.89 206:0.81 208:0.64 212:0.55 215:0.72 216:0.95 220:0.62 222:0.60 227:1.00 229:0.96 230:0.87 231:0.99 232:0.89 233:0.76 235:0.42 238:0.94 241:0.46 242:0.37 243:0.19 245:0.92 246:1.00 247:0.60 248:0.98 253:0.99 255:0.79 256:0.89 259:0.21 260:0.96 261:0.95 265:0.33 266:0.89 267:0.23 268:0.90 271:0.26 276:0.84 279:0.86 283:0.82 285:0.62 287:1.00 290:0.86 297:0.36 300:0.94\n3 1:0.74 6:0.93 8:0.73 9:0.80 11:0.64 12:0.37 17:0.26 20:0.85 27:0.13 28:0.76 30:0.54 34:0.52 36:0.23 37:0.68 39:0.27 41:0.82 43:0.79 66:0.97 69:0.76 70:0.48 74:0.91 78:0.84 81:0.99 83:0.81 85:0.98 91:0.46 96:0.84 98:0.91 100:0.83 101:0.86 104:0.58 108:0.59 111:0.82 114:0.98 120:0.75 122:0.43 123:0.56 126:0.54 127:0.50 129:0.05 131:0.99 135:0.51 140:0.45 144:0.57 146:0.94 147:0.95 149:0.96 150:1.00 151:0.93 152:0.97 153:0.77 154:0.72 155:0.67 157:0.97 159:0.58 161:0.76 162:0.68 164:0.64 165:0.92 166:0.99 167:0.68 169:0.96 172:0.92 173:0.72 176:0.73 177:0.38 179:0.24 181:0.67 182:0.93 186:0.84 187:0.21 189:0.86 192:0.59 201:0.74 202:0.54 208:0.64 212:0.85 215:0.96 216:0.39 222:0.60 227:1.00 229:0.96 231:0.99 232:0.77 235:0.05 238:0.84 241:0.57 242:0.51 243:0.97 246:1.00 247:0.47 248:0.82 253:0.89 255:0.79 256:0.45 259:0.21 260:0.75 261:0.97 265:0.91 266:0.38 267:0.52 268:0.57 271:0.26 276:0.86 285:0.62 287:1.00 290:0.98 297:0.36 300:0.55\n1 11:0.64 12:0.37 17:0.24 21:0.78 27:0.45 28:0.76 30:0.71 32:0.80 34:0.80 36:0.18 37:0.50 39:0.27 43:0.81 66:0.24 69:0.71 70:0.40 74:0.69 77:0.70 85:0.88 91:0.09 98:0.20 101:0.76 108:0.83 122:0.43 123:0.82 124:0.81 127:0.23 129:0.89 131:0.61 133:0.78 135:0.77 144:0.57 145:0.49 146:0.13 147:0.18 149:0.74 154:0.76 157:0.90 159:0.52 161:0.76 163:0.81 166:0.61 167:0.60 172:0.21 173:0.58 177:0.38 178:0.55 179:0.65 181:0.67 182:0.82 187:0.68 195:0.87 212:0.50 216:0.77 222:0.60 227:0.61 229:0.61 231:0.96 235:0.80 241:0.35 242:0.63 243:0.28 245:0.50 246:0.61 247:0.35 253:0.52 259:0.21 265:0.22 266:0.38 267:0.28 271:0.26 276:0.34 282:0.88 287:0.61 299:0.88 300:0.33\n2 1:0.74 6:0.93 8:0.64 9:0.80 12:0.37 17:0.09 20:0.88 27:0.13 28:0.76 30:0.95 34:0.68 36:0.23 37:0.68 39:0.27 41:0.88 43:0.35 55:0.71 66:0.54 69:0.54 78:0.85 81:0.99 83:0.81 91:0.80 96:0.87 98:0.55 100:0.84 104:0.58 108:0.42 111:0.84 114:0.98 120:0.78 123:0.40 126:0.54 127:0.16 129:0.05 131:1.00 135:0.39 140:0.80 144:0.57 146:0.28 147:0.35 149:0.21 150:1.00 151:0.87 152:0.97 153:0.48 154:0.26 155:0.67 157:0.61 159:0.12 161:0.76 162:0.56 164:0.67 165:0.92 166:0.99 167:0.77 169:0.96 172:0.10 173:0.88 175:0.75 176:0.73 177:0.05 178:0.42 179:0.97 181:0.67 182:0.93 186:0.86 187:0.21 189:0.85 192:0.59 201:0.74 202:0.63 208:0.64 215:0.96 216:0.39 222:0.60 227:1.00 229:0.96 231:0.99 232:0.77 235:0.05 238:0.84 241:0.71 243:0.63 244:0.61 246:1.00 248:0.86 253:0.85 255:0.79 256:0.58 257:0.65 259:0.21 260:0.79 261:0.97 265:0.56 267:0.44 268:0.59 271:0.26 277:0.69 285:0.62 287:1.00 290:0.98 297:0.36 300:0.08\n2 1:0.74 6:0.91 7:0.81 8:0.84 9:0.80 11:0.64 12:0.37 17:0.20 20:0.97 21:0.77 25:0.88 27:0.38 28:0.76 30:0.21 32:0.80 34:0.24 36:0.45 37:0.73 39:0.27 41:0.96 43:0.82 55:0.71 66:0.36 69:0.42 70:0.62 74:0.69 76:0.85 77:0.70 78:0.90 81:0.47 83:0.81 85:0.80 91:0.77 96:0.93 98:0.63 100:0.92 101:0.73 104:0.58 108:0.32 111:0.90 114:0.63 120:0.93 121:0.97 123:0.31 124:0.83 126:0.54 127:0.96 129:0.81 131:1.00 133:0.83 135:0.42 140:0.87 144:0.57 145:0.80 146:0.84 147:0.87 149:0.72 150:0.63 151:0.96 152:0.90 153:0.85 154:0.77 155:0.67 157:0.84 159:0.75 161:0.76 162:0.72 163:0.86 164:0.91 165:0.63 166:0.99 167:0.89 169:0.90 172:0.51 173:0.28 176:0.73 177:0.38 179:0.66 181:0.67 182:0.93 186:0.90 189:0.92 191:0.87 192:0.59 195:0.88 201:0.74 202:0.87 204:0.89 208:0.64 212:0.18 215:0.43 216:0.26 220:0.74 222:0.60 227:1.00 229:0.96 230:0.87 231:0.99 233:0.76 235:0.99 238:0.91 241:0.83 242:0.74 243:0.51 245:0.65 246:1.00 247:0.47 248:0.92 253:0.92 255:0.79 256:0.89 259:0.21 260:0.93 261:0.92 265:0.64 266:0.87 267:0.44 268:0.90 271:0.26 276:0.60 282:0.88 283:0.71 285:0.62 287:1.00 290:0.63 297:0.36 299:0.88 300:0.43\n1 11:0.64 12:0.37 17:0.18 21:0.78 27:0.45 28:0.76 30:0.84 34:0.92 36:0.18 37:0.50 39:0.27 43:0.73 66:0.48 69:0.87 70:0.39 74:0.89 85:0.98 91:0.09 98:0.33 101:0.85 108:0.74 122:0.43 123:0.72 124:0.67 127:0.24 129:0.81 131:0.61 133:0.67 135:0.84 144:0.57 145:0.50 146:0.57 147:0.63 149:0.95 154:0.62 157:0.97 159:0.54 161:0.76 166:0.61 167:0.56 172:0.75 173:0.80 177:0.38 178:0.55 179:0.22 181:0.67 182:0.90 187:0.68 212:0.87 216:0.77 222:0.60 227:0.61 229:0.61 231:0.98 235:0.80 241:0.18 242:0.63 243:0.60 245:0.86 246:0.61 247:0.30 253:0.63 259:0.21 265:0.36 266:0.47 267:0.19 271:0.26 276:0.74 287:0.61 300:0.43\n3 1:0.74 6:0.94 8:0.83 9:0.80 11:0.64 12:0.37 20:0.76 27:0.14 28:0.76 30:0.76 34:0.75 36:0.19 37:0.67 39:0.27 41:0.98 43:0.86 60:0.87 66:0.11 69:0.59 70:0.43 74:0.74 78:0.90 81:0.99 83:0.90 85:0.91 91:0.78 96:0.98 98:0.24 100:0.92 101:0.78 108:0.90 111:0.89 114:0.98 120:0.96 122:0.43 123:0.62 124:0.73 126:0.54 127:0.59 129:0.81 131:1.00 133:0.67 135:0.70 140:0.45 144:0.57 145:0.56 146:0.29 147:0.36 149:0.81 150:1.00 151:0.99 152:0.91 153:0.94 154:0.83 155:0.67 157:0.93 158:0.92 159:0.75 161:0.76 162:0.72 164:0.92 165:0.92 166:0.99 167:0.62 169:0.91 172:0.32 173:0.42 176:0.73 177:0.38 179:0.77 181:0.67 182:0.93 186:0.91 187:0.39 191:0.70 192:0.59 201:0.74 202:0.88 208:0.64 212:0.22 215:0.96 216:0.93 220:0.62 222:0.60 227:1.00 229:0.96 231:0.99 235:0.05 238:0.89 241:0.41 242:0.61 243:0.37 245:0.60 246:1.00 247:0.39 248:0.98 253:0.98 255:0.79 256:0.89 259:0.21 260:0.96 261:0.92 265:0.26 266:0.71 267:0.23 268:0.90 271:0.26 276:0.32 279:0.86 283:0.82 285:0.62 287:1.00 290:0.98 297:0.36 300:0.43\n2 1:0.74 6:0.94 8:0.88 9:0.80 11:0.64 12:0.37 17:0.01 20:0.97 27:0.14 28:0.76 30:0.86 34:0.83 36:0.18 37:0.67 39:0.27 41:0.98 43:0.86 60:0.97 66:0.33 69:0.57 70:0.32 74:0.75 78:0.90 81:0.99 83:0.90 85:0.91 91:0.54 96:0.98 98:0.25 100:0.93 101:0.78 108:0.90 111:0.90 114:0.98 120:0.96 122:0.43 123:0.90 124:0.71 126:0.54 127:0.57 129:0.81 131:1.00 133:0.67 135:0.65 140:0.45 144:0.57 145:0.56 146:0.22 147:0.28 149:0.81 150:1.00 151:0.99 152:0.91 153:0.94 154:0.84 155:0.67 157:0.93 158:0.92 159:0.74 161:0.76 162:0.70 164:0.93 165:0.92 166:0.99 167:0.63 169:0.91 172:0.32 173:0.40 176:0.73 177:0.38 179:0.79 181:0.67 182:0.93 186:0.90 187:0.39 189:0.95 192:0.59 201:0.74 202:0.88 208:0.64 212:0.23 215:0.96 216:0.93 220:0.62 222:0.60 227:1.00 229:0.96 231:0.99 235:0.05 238:0.91 241:0.44 242:0.63 243:0.39 245:0.58 246:1.00 247:0.30 248:0.98 253:0.98 255:0.79 256:0.90 259:0.21 260:0.96 261:0.92 265:0.27 266:0.54 267:0.19 268:0.91 271:0.26 276:0.26 279:0.86 283:0.82 285:0.62 287:1.00 290:0.98 297:0.36 300:0.33\n4 1:0.74 6:0.93 8:0.88 9:0.80 11:0.64 12:0.37 20:0.98 27:0.13 28:0.76 30:0.41 34:0.53 36:0.40 37:0.68 39:0.27 41:0.99 43:0.80 55:0.92 60:0.95 66:0.49 69:0.48 70:0.60 74:0.61 78:0.97 81:0.99 83:0.90 85:0.80 91:0.92 96:0.99 98:0.65 100:0.98 101:0.75 104:0.58 108:0.37 111:0.98 114:0.98 120:0.97 123:0.36 124:0.78 126:0.54 127:0.83 129:0.05 131:1.00 133:0.82 135:0.66 138:0.99 140:0.45 144:0.57 146:0.76 147:0.79 149:0.70 150:1.00 151:0.99 152:0.97 153:0.97 154:0.74 155:0.67 157:0.85 158:0.92 159:0.61 161:0.76 162:0.66 163:0.81 164:0.95 165:0.92 166:0.99 167:0.91 169:0.96 172:0.45 173:0.43 176:0.73 177:0.38 179:0.78 181:0.67 182:0.93 186:0.97 189:0.95 191:0.87 192:0.59 201:0.74 202:0.92 208:0.64 212:0.19 215:0.96 216:0.39 222:0.60 227:1.00 229:0.96 231:0.99 232:0.77 235:0.05 238:0.96 241:0.91 242:0.63 243:0.60 245:0.52 246:1.00 247:0.39 248:0.99 253:0.98 255:0.79 256:0.94 259:0.21 260:0.97 261:0.97 265:0.66 266:0.71 267:0.88 268:0.94 271:0.26 276:0.49 279:0.86 283:0.82 285:0.62 287:1.00 290:0.98 297:0.36 300:0.43\n2 1:0.74 6:0.91 7:0.81 8:0.81 9:0.80 11:0.64 12:0.37 17:0.26 20:0.90 21:0.13 27:0.13 28:0.76 30:0.76 32:0.80 34:0.86 36:0.36 37:0.79 39:0.27 41:0.93 43:0.81 60:0.87 66:0.86 69:0.70 70:0.29 74:0.88 77:0.70 78:0.80 81:0.94 83:0.87 85:0.93 91:0.42 96:0.91 98:0.69 100:0.83 101:0.84 108:0.53 111:0.79 114:0.92 120:0.84 121:0.90 122:0.57 123:0.51 126:0.54 127:0.21 129:0.05 131:1.00 135:0.76 140:0.45 144:0.57 145:0.54 146:0.62 147:0.67 149:0.88 150:0.97 151:0.93 152:0.85 153:0.78 154:0.76 155:0.67 157:0.95 158:0.92 159:0.23 161:0.76 162:0.84 164:0.78 165:0.88 166:0.99 167:0.63 169:0.80 172:0.61 173:0.80 176:0.73 177:0.38 179:0.45 181:0.67 182:0.93 186:0.80 187:0.68 189:0.93 192:0.59 195:0.61 201:0.74 202:0.66 204:0.89 208:0.64 212:0.69 215:0.84 216:0.83 222:0.60 227:1.00 229:0.96 230:0.87 231:0.99 233:0.76 235:0.22 238:0.87 241:0.44 242:0.61 243:0.87 246:1.00 247:0.39 248:0.90 253:0.93 255:0.79 256:0.71 259:0.21 260:0.85 261:0.83 265:0.70 266:0.38 267:0.59 268:0.73 271:0.26 276:0.49 279:0.86 282:0.88 283:0.82 285:0.62 287:1.00 290:0.92 297:0.36 299:0.88 300:0.25\n0 1:0.74 7:0.66 11:0.87 12:0.79 17:0.76 18:0.87 21:0.54 27:1.00 29:0.77 30:0.66 32:0.80 34:0.75 36:0.68 37:0.29 39:0.40 43:0.96 44:0.93 45:0.83 46:0.96 64:0.77 66:0.52 69:0.27 70:0.49 71:0.77 74:0.85 77:0.96 81:0.55 83:0.91 85:0.80 86:0.94 91:0.18 97:0.89 98:0.36 99:0.83 101:0.97 107:0.95 108:0.65 110:0.96 114:0.59 123:0.63 124:0.65 125:0.88 126:0.54 127:0.44 129:0.59 131:0.61 133:0.66 135:0.68 139:0.96 144:0.76 145:0.77 146:0.24 147:0.30 149:0.84 150:0.74 154:0.96 155:0.67 157:0.90 158:0.79 159:0.30 160:0.88 165:1.00 166:0.90 172:0.61 173:0.42 176:0.73 177:0.70 178:0.55 179:0.52 182:0.85 187:0.39 192:0.87 195:0.61 201:0.93 204:0.85 208:0.64 212:0.85 215:0.39 216:0.23 219:0.92 222:0.90 227:0.61 229:0.61 230:0.69 231:0.84 233:0.76 235:0.84 241:0.39 242:0.24 243:0.34 245:0.73 246:0.97 247:0.67 253:0.47 259:0.21 265:0.38 266:0.38 267:0.52 271:0.79 276:0.55 279:0.82 281:0.91 282:0.88 287:0.61 289:0.95 290:0.59 292:0.95 297:0.36 299:0.99 300:0.43\n1 1:0.74 11:0.81 12:0.79 17:0.49 18:0.94 21:0.54 27:0.26 29:0.77 30:0.38 32:0.79 34:0.30 36:0.62 37:0.49 39:0.40 43:0.66 44:0.93 45:0.87 46:0.88 48:0.91 55:0.52 64:0.77 66:0.93 69:0.25 70:0.52 71:0.77 74:0.86 77:0.70 81:0.47 83:0.60 86:0.96 91:0.42 97:0.89 98:0.88 99:0.83 101:0.52 107:0.96 108:0.20 110:0.96 114:0.59 122:0.85 123:0.19 125:0.88 126:0.54 127:0.42 129:0.05 131:0.61 135:0.88 139:0.97 144:0.76 145:0.86 146:0.73 147:0.78 149:0.51 150:0.67 154:0.85 155:0.67 157:0.90 158:0.78 159:0.30 160:0.88 165:0.70 166:0.90 172:0.81 173:0.41 176:0.73 177:0.70 178:0.55 179:0.40 182:0.84 187:0.68 192:0.87 195:0.58 201:0.93 204:0.85 208:0.64 212:0.93 215:0.39 216:0.35 219:0.92 222:0.90 227:0.61 228:0.99 229:0.61 231:0.84 235:0.74 241:0.35 242:0.16 243:0.93 246:0.97 247:0.88 253:0.48 254:0.80 259:0.21 265:0.88 266:0.23 267:0.23 271:0.79 276:0.71 279:0.82 281:0.89 282:0.87 287:0.61 289:0.95 290:0.59 292:0.91 297:0.36 300:0.43\n0 11:0.81 12:0.79 17:0.59 18:0.79 21:0.74 27:0.45 29:0.77 30:0.21 32:0.69 34:0.71 36:0.18 37:0.50 39:0.40 43:0.08 44:0.85 45:0.66 46:0.88 55:0.45 64:0.77 66:0.47 69:0.72 70:0.89 71:0.77 74:0.41 81:0.29 86:0.74 91:0.17 98:0.36 101:0.52 107:0.92 108:0.55 110:0.93 123:0.52 124:0.56 125:0.88 126:0.44 127:0.33 129:0.05 131:0.61 133:0.37 135:0.51 139:0.72 144:0.76 145:0.52 146:0.44 147:0.51 149:0.10 150:0.23 154:0.71 157:0.77 159:0.43 160:0.88 166:0.76 172:0.41 173:0.72 177:0.70 178:0.55 179:0.67 182:0.72 187:0.68 192:0.51 195:0.72 201:0.68 212:0.58 215:0.36 216:0.77 222:0.90 227:0.61 229:0.61 231:0.72 235:0.95 241:0.15 242:0.38 243:0.59 245:0.66 246:0.61 247:0.60 253:0.32 254:0.80 259:0.21 265:0.38 266:0.54 267:0.82 271:0.79 276:0.32 287:0.61 289:0.91 297:0.36 300:0.70\n0 11:0.81 12:0.79 17:0.62 18:0.62 21:0.78 27:0.45 29:0.77 30:0.76 34:0.80 36:0.26 37:0.50 39:0.40 43:0.74 45:0.66 46:0.88 66:0.64 69:0.78 70:0.15 71:0.77 74:0.40 86:0.73 91:0.06 98:0.16 101:0.52 107:0.89 108:0.62 110:0.90 122:0.57 123:0.59 125:0.88 127:0.09 129:0.05 131:0.61 135:0.83 139:0.69 144:0.76 145:0.44 146:0.24 147:0.30 149:0.47 154:0.64 157:0.77 159:0.11 160:0.88 163:0.97 166:0.61 172:0.16 173:0.78 177:0.70 178:0.55 179:0.18 182:0.72 187:0.68 212:0.95 216:0.77 222:0.90 227:0.61 229:0.61 231:0.64 235:0.99 241:0.43 242:0.82 243:0.69 246:0.61 247:0.12 253:0.31 254:0.97 259:0.21 265:0.18 266:0.12 267:0.28 271:0.79 276:0.14 287:0.61 289:0.88 300:0.13\n2 1:0.74 7:0.66 11:0.87 12:0.79 17:0.78 18:0.84 21:0.64 27:1.00 29:0.77 30:0.54 32:0.80 34:0.68 36:0.38 37:0.29 39:0.40 43:0.95 44:0.93 45:0.77 46:0.97 64:0.77 66:0.90 69:0.32 70:0.67 71:0.77 74:0.84 77:0.96 81:0.47 83:0.91 85:0.80 86:0.93 91:0.18 97:0.89 98:0.90 101:0.97 107:0.95 108:0.25 110:0.96 114:0.57 123:0.24 125:0.88 126:0.54 127:0.47 129:0.05 131:0.61 135:0.56 139:0.95 144:0.76 145:0.85 146:0.70 147:0.74 149:0.83 150:0.71 154:0.95 155:0.67 157:0.89 158:0.79 159:0.27 160:0.88 165:0.93 166:0.90 172:0.71 173:0.50 176:0.73 177:0.70 178:0.55 179:0.57 182:0.84 187:0.39 192:0.87 195:0.59 201:0.93 204:0.85 208:0.64 212:0.80 215:0.38 216:0.23 219:0.92 222:0.90 227:0.61 229:0.61 230:0.69 231:0.84 233:0.73 235:0.88 241:0.30 242:0.27 243:0.90 246:0.97 247:0.74 253:0.46 259:0.21 265:0.90 266:0.38 267:0.19 271:0.79 276:0.56 279:0.82 281:0.91 282:0.88 287:0.61 289:0.94 290:0.57 292:0.95 297:0.36 299:0.99 300:0.55\n2 1:0.74 7:0.66 11:0.87 12:0.79 17:0.79 18:0.87 21:0.54 27:1.00 29:0.77 30:0.60 32:0.80 34:0.64 36:0.55 37:0.29 39:0.40 43:0.96 44:0.93 45:0.81 46:0.97 64:0.77 66:0.23 69:0.27 70:0.53 71:0.77 74:0.83 77:0.96 81:0.55 83:0.91 85:0.80 86:0.95 91:0.15 97:0.89 98:0.56 99:0.83 101:0.97 107:0.95 108:0.61 110:0.96 114:0.59 123:0.20 124:0.56 125:0.88 126:0.54 127:0.47 129:0.59 131:0.61 133:0.46 135:0.61 139:0.96 144:0.76 145:0.77 146:0.42 147:0.48 149:0.85 150:0.74 154:0.96 155:0.67 157:0.90 158:0.79 159:0.28 160:0.88 165:1.00 166:0.90 172:0.59 173:0.46 176:0.73 177:0.70 178:0.55 179:0.55 182:0.85 187:0.39 192:0.87 195:0.59 201:0.93 204:0.85 208:0.64 212:0.84 215:0.39 216:0.23 219:0.92 222:0.90 227:0.61 229:0.61 230:0.69 231:0.84 233:0.76 235:0.84 241:0.30 242:0.24 243:0.43 245:0.79 246:0.97 247:0.76 253:0.47 259:0.21 265:0.47 266:0.38 267:0.52 271:0.79 276:0.55 279:0.82 281:0.91 282:0.88 287:0.61 289:0.95 290:0.59 292:0.95 297:0.36 299:0.99 300:0.55\n2 1:0.74 7:0.81 8:0.74 11:0.81 12:0.79 17:0.47 18:0.88 20:0.89 21:0.47 22:0.93 27:0.21 29:0.77 30:0.28 34:0.66 36:0.49 37:0.74 39:0.40 43:0.63 45:0.83 46:0.88 47:0.93 64:0.77 66:0.89 69:0.21 70:0.74 71:0.77 74:0.80 78:0.92 81:0.50 83:0.60 86:0.92 91:0.25 97:0.94 98:0.77 99:0.83 100:0.96 101:0.52 104:0.99 106:0.81 107:0.95 108:0.17 110:0.95 111:0.93 114:0.60 117:0.86 122:0.80 123:0.16 125:0.88 126:0.54 127:0.26 129:0.05 131:0.61 135:0.17 139:0.94 144:0.76 146:0.68 147:0.73 149:0.49 150:0.68 152:0.99 154:0.94 155:0.67 157:0.88 158:0.91 159:0.27 160:0.88 165:0.70 166:0.90 169:0.91 172:0.70 173:0.35 176:0.73 177:0.70 178:0.55 179:0.44 182:0.84 186:0.91 187:0.39 192:0.87 201:0.93 204:0.89 206:0.81 208:0.64 212:0.86 215:0.41 216:0.95 219:0.95 222:0.90 227:0.61 229:0.61 230:0.86 231:0.84 232:0.91 233:0.73 235:0.68 241:0.21 242:0.19 243:0.90 246:0.97 247:0.84 253:0.48 254:0.74 259:0.21 261:0.93 262:0.93 265:0.78 266:0.38 267:0.52 271:0.79 276:0.58 279:0.86 281:0.88 283:0.78 287:0.61 289:0.95 290:0.60 292:0.91 297:0.36 300:0.55\n2 1:0.74 8:0.59 11:0.81 12:0.79 17:0.26 18:0.69 21:0.64 22:0.93 27:0.42 29:0.77 30:0.45 32:0.79 34:0.50 36:0.46 37:0.63 39:0.40 43:0.09 44:0.93 45:0.66 46:0.88 47:0.93 64:0.77 66:0.49 69:0.76 70:0.25 71:0.77 74:0.55 77:0.70 81:0.42 83:0.60 86:0.73 91:0.22 98:0.13 99:0.83 101:0.52 104:0.98 106:0.81 107:0.90 108:0.59 110:0.90 114:0.57 117:0.86 122:0.80 123:0.57 124:0.48 125:0.88 126:0.54 127:0.18 129:0.05 131:0.61 133:0.37 135:0.23 139:0.80 144:0.76 145:0.61 146:0.19 147:0.24 149:0.06 150:0.66 154:0.71 155:0.67 157:0.77 159:0.23 160:0.88 163:0.79 165:0.70 166:0.90 172:0.16 173:0.83 176:0.73 177:0.70 178:0.55 179:0.86 182:0.84 187:0.87 192:0.87 195:0.64 201:0.93 206:0.81 208:0.64 212:0.61 215:0.38 216:0.68 222:0.90 227:0.61 229:0.61 231:0.84 232:0.89 235:0.84 241:0.50 242:0.63 243:0.60 245:0.39 246:0.97 247:0.30 253:0.40 254:0.80 259:0.21 262:0.93 265:0.14 266:0.17 267:0.36 271:0.79 276:0.13 282:0.87 287:0.61 289:0.94 290:0.57 297:0.36 300:0.18\n1 1:0.69 8:0.81 9:0.76 11:0.81 12:0.79 17:0.70 18:1.00 20:0.85 21:0.68 22:0.93 27:0.21 29:0.77 30:0.44 31:0.93 34:0.42 36:0.64 37:0.74 39:0.40 43:0.72 45:1.00 46:0.88 47:0.93 48:0.97 64:0.77 66:0.54 69:0.29 70:0.66 71:0.77 74:0.98 78:0.72 79:0.94 81:0.32 83:0.60 86:1.00 91:0.61 96:0.83 97:0.99 98:0.81 99:0.83 100:0.95 101:0.52 107:0.97 108:0.61 110:0.97 111:0.88 114:0.55 117:0.86 122:0.85 123:0.59 124:0.70 125:0.88 126:0.44 127:0.98 129:0.59 131:0.94 133:0.77 135:0.26 137:0.93 139:1.00 140:0.45 144:0.76 146:0.42 147:0.48 149:0.99 150:0.51 151:0.81 152:0.99 153:0.48 154:0.20 155:0.58 157:0.94 158:0.78 159:0.95 160:0.88 162:0.76 165:0.70 166:0.90 169:0.91 172:1.00 173:0.07 176:0.66 177:0.70 179:0.09 182:0.86 186:0.73 187:0.39 190:0.77 192:0.51 196:0.98 201:0.68 202:0.79 204:0.85 208:0.54 212:0.80 216:0.95 219:0.92 220:0.93 222:0.90 227:0.98 229:0.92 231:0.85 232:0.91 235:0.84 241:0.56 242:0.45 243:0.06 245:1.00 246:0.97 247:0.93 248:0.75 253:0.86 254:0.74 255:0.74 256:0.83 259:0.21 261:0.93 262:0.93 265:0.81 266:0.75 267:0.73 268:0.83 271:0.79 276:0.99 279:0.82 281:0.89 284:0.97 285:0.56 287:0.98 289:0.95 290:0.55 292:0.91 300:0.84\n1 7:0.66 8:0.77 11:0.81 12:0.79 17:0.51 18:0.97 20:0.90 22:0.93 27:0.69 29:0.77 30:0.32 31:0.90 34:0.28 36:0.91 37:0.47 39:0.40 43:0.69 45:0.77 46:0.88 47:0.93 48:0.91 55:0.71 64:0.77 66:0.09 69:0.97 70:0.87 71:0.77 74:0.35 76:0.85 78:0.87 79:0.94 81:0.77 86:0.72 91:0.20 98:0.31 100:0.89 101:0.52 104:0.83 106:0.81 107:0.95 108:0.96 110:0.95 111:0.86 120:0.72 122:0.86 123:0.96 124:0.96 125:0.88 126:0.44 127:0.89 129:0.59 131:0.84 133:0.95 135:0.39 137:0.90 139:0.70 140:0.45 144:0.76 146:0.75 147:0.44 149:0.59 150:0.55 151:0.81 152:0.84 153:0.48 154:0.59 157:0.80 159:0.91 160:0.88 162:0.86 163:0.81 164:0.64 166:0.77 169:0.87 172:0.54 173:0.95 177:0.38 179:0.27 182:0.74 186:0.87 187:0.21 190:0.77 192:0.51 196:0.89 201:0.68 202:0.50 206:0.81 212:0.14 215:0.96 216:0.30 220:0.74 222:0.90 227:0.92 229:0.61 230:0.69 231:0.78 233:0.76 235:0.05 241:0.21 242:0.70 243:0.17 244:0.61 245:0.84 246:0.61 247:0.82 248:0.75 253:0.29 255:0.74 256:0.58 257:0.65 259:0.21 260:0.69 261:0.87 262:0.93 265:0.33 266:0.95 267:0.23 268:0.59 271:0.79 276:0.87 281:0.91 283:0.82 284:0.86 285:0.56 287:0.61 289:0.93 297:0.36 300:0.94\n2 1:0.74 7:0.66 11:0.87 12:0.79 17:0.73 18:0.86 21:0.54 27:1.00 29:0.77 30:0.62 32:0.80 34:0.62 36:0.50 37:0.29 39:0.40 43:0.96 44:0.93 45:0.81 46:0.97 64:0.77 66:0.90 69:0.27 70:0.47 71:0.77 74:0.84 77:0.96 81:0.55 83:0.91 85:0.80 86:0.94 91:0.17 97:0.89 98:0.87 99:0.83 101:0.97 107:0.95 108:0.21 110:0.96 114:0.59 123:0.20 125:0.88 126:0.54 127:0.39 129:0.05 131:0.61 135:0.65 139:0.96 144:0.76 145:0.77 146:0.67 147:0.72 149:0.83 150:0.74 154:0.96 155:0.67 157:0.90 158:0.79 159:0.26 160:0.88 165:1.00 166:0.90 172:0.71 173:0.46 176:0.73 177:0.70 178:0.55 179:0.53 182:0.85 187:0.39 192:0.87 195:0.59 201:0.93 204:0.85 208:0.64 212:0.83 215:0.39 216:0.23 219:0.92 222:0.90 227:0.61 229:0.61 230:0.69 231:0.84 233:0.76 235:0.84 241:0.37 242:0.27 243:0.90 246:0.97 247:0.67 253:0.47 259:0.21 265:0.87 266:0.38 267:0.23 271:0.79 276:0.53 279:0.82 281:0.91 282:0.88 287:0.61 289:0.95 290:0.59 292:0.95 297:0.36 299:0.99 300:0.43\n2 6:1.00 7:0.66 8:0.98 9:0.80 12:0.79 17:0.22 20:0.99 21:0.78 27:0.13 29:0.77 31:0.98 34:0.49 36:0.78 37:0.97 39:0.40 43:0.13 44:0.85 46:0.88 48:0.91 66:0.36 69:0.64 71:0.77 78:0.94 79:0.99 83:0.91 91:0.96 96:0.94 98:0.09 100:0.99 107:0.88 108:0.49 110:0.88 111:0.99 120:0.63 123:0.47 125:0.88 127:0.07 129:0.05 131:0.94 135:0.42 137:0.98 139:0.59 140:0.95 144:0.76 145:0.89 146:0.05 147:0.05 149:0.07 151:0.52 152:0.90 153:0.72 154:0.10 155:0.67 157:0.61 159:0.05 160:0.88 162:0.52 164:0.85 166:0.61 169:1.00 172:0.05 173:0.78 175:0.91 177:0.05 178:0.42 182:0.86 186:0.94 189:1.00 190:0.77 191:0.84 192:0.87 195:0.61 196:0.87 202:0.93 208:0.64 216:0.53 219:0.87 220:0.74 222:0.90 227:0.98 229:0.92 230:0.69 231:0.85 233:0.76 235:0.12 238:0.99 241:0.87 243:0.51 244:0.83 246:0.61 248:0.54 253:0.88 255:0.95 256:0.91 257:0.84 259:0.21 260:0.62 261:0.98 265:0.10 267:0.44 268:0.92 271:0.79 277:0.87 281:0.89 284:0.99 285:0.62 287:0.98 289:0.95 292:0.91\n0 11:0.64 12:0.96 17:0.36 21:0.47 26:0.95 27:0.45 28:0.93 30:0.55 34:0.55 36:0.41 37:0.50 39:0.35 43:0.78 55:0.84 58:0.93 66:0.18 69:0.69 70:0.84 74:0.79 81:0.49 85:0.72 91:0.06 98:0.35 101:0.69 108:0.52 114:0.55 122:0.67 123:0.50 124:0.89 126:0.32 127:0.64 129:0.81 131:0.61 133:0.86 135:0.94 141:0.91 144:0.57 145:0.38 146:0.70 147:0.74 149:0.64 150:0.38 154:0.71 157:0.76 159:0.83 161:0.65 166:0.80 167:0.65 172:0.45 173:0.47 176:0.53 177:0.38 178:0.55 179:0.49 181:0.70 182:0.72 187:0.68 199:0.96 212:0.14 216:0.77 222:0.48 223:0.95 224:0.93 227:0.61 229:0.61 231:0.83 234:0.91 235:0.52 241:0.27 242:0.57 243:0.39 245:0.73 246:0.61 247:0.67 253:0.57 259:0.21 265:0.37 266:0.95 267:0.69 271:0.60 274:0.91 276:0.68 287:0.61 290:0.55 300:0.84\n2 1:0.74 7:0.81 11:0.64 12:0.96 17:0.64 21:0.30 26:0.97 27:0.04 28:0.93 30:0.14 32:0.80 34:0.75 36:0.27 37:0.99 39:0.35 43:0.59 58:0.93 66:0.19 69:0.93 70:0.97 74:0.72 77:0.70 81:0.79 83:0.75 85:0.85 91:0.20 98:0.21 101:0.72 108:0.86 114:0.86 121:0.99 122:0.67 123:0.85 124:0.85 126:0.54 127:0.33 129:0.81 131:0.61 133:0.83 135:0.79 141:0.91 144:0.57 145:0.49 146:0.49 147:0.55 149:0.50 150:0.86 154:0.48 155:0.67 157:0.81 159:0.80 161:0.65 163:0.81 165:0.84 166:0.91 167:0.60 172:0.27 173:0.83 176:0.73 177:0.38 178:0.55 179:0.62 181:0.70 182:0.84 187:0.87 192:0.59 195:0.96 199:0.97 201:0.74 204:0.89 208:0.64 212:0.18 215:0.72 216:0.57 222:0.48 223:0.96 224:0.93 227:0.61 229:0.61 230:0.87 231:0.85 233:0.76 234:0.91 235:0.42 241:0.07 242:0.31 243:0.40 245:0.58 246:0.97 247:0.60 253:0.70 259:0.21 265:0.23 266:0.84 267:0.44 271:0.60 274:0.91 276:0.47 282:0.88 287:0.61 290:0.86 297:0.36 299:0.88 300:0.84\n1 1:0.74 7:0.81 8:0.78 9:0.80 11:0.64 12:0.96 17:0.49 21:0.47 26:0.97 27:0.21 28:0.93 30:0.21 34:0.61 36:0.75 37:0.74 39:0.35 41:0.88 43:0.97 55:0.84 58:0.98 60:0.95 66:0.52 69:0.19 70:0.94 74:0.96 81:0.69 83:0.82 85:0.96 91:0.17 96:0.85 98:0.69 101:0.77 104:0.89 106:0.81 108:0.94 114:0.80 117:0.86 120:0.76 121:1.00 122:0.67 123:0.94 124:0.87 126:0.54 127:0.87 129:0.96 131:0.94 133:0.91 135:0.17 140:0.45 141:0.99 144:0.57 146:0.68 147:0.73 149:0.90 150:0.80 151:0.94 153:0.80 154:0.97 155:0.67 157:0.89 158:0.92 159:0.93 161:0.65 162:0.79 164:0.71 165:0.80 166:0.91 167:0.72 172:0.92 173:0.07 176:0.73 177:0.38 179:0.19 181:0.70 182:0.85 187:0.39 192:0.59 199:0.99 201:0.74 202:0.60 204:0.89 206:0.81 208:0.64 212:0.30 215:0.63 216:0.95 222:0.48 223:0.96 224:0.99 227:0.98 229:0.92 230:0.87 231:0.86 232:0.95 233:0.76 234:0.99 235:0.60 241:0.55 242:0.38 243:0.19 245:0.91 246:0.97 247:0.67 248:0.83 253:0.90 255:0.79 256:0.58 259:0.21 260:0.77 265:0.69 266:0.95 267:0.76 268:0.65 271:0.60 274:0.98 276:0.92 279:0.86 283:0.82 285:0.62 287:0.98 290:0.80 297:0.36 300:0.94\n0 1:0.74 11:0.64 12:0.96 17:0.45 21:0.71 26:0.96 27:0.45 28:0.93 30:0.21 32:0.80 34:0.59 36:0.25 37:0.50 39:0.35 43:0.82 55:0.59 58:0.93 66:0.08 69:0.70 70:0.98 74:0.90 77:0.70 81:0.52 83:0.73 85:0.88 91:0.06 98:0.33 101:0.74 108:0.94 114:0.68 122:0.67 123:0.86 124:0.91 126:0.54 127:0.68 129:0.81 131:0.61 133:0.89 135:0.65 141:0.91 144:0.57 145:0.50 146:0.43 147:0.50 149:0.74 150:0.67 154:0.77 155:0.67 157:0.84 159:0.84 161:0.65 165:0.69 166:0.90 167:0.75 172:0.48 173:0.46 176:0.73 177:0.38 178:0.55 179:0.40 181:0.70 182:0.83 187:0.68 192:0.59 195:0.94 199:0.96 201:0.74 212:0.37 215:0.48 216:0.77 222:0.48 223:0.96 224:0.93 227:0.61 229:0.61 231:0.85 234:0.91 235:0.88 241:0.63 242:0.73 243:0.22 245:0.78 246:0.97 247:0.47 253:0.70 259:0.21 265:0.18 266:0.95 267:0.69 271:0.60 274:0.91 276:0.75 282:0.88 287:0.61 290:0.68 297:0.36 299:0.88 300:0.94\n2 1:0.74 6:0.91 8:0.81 9:0.80 11:0.64 12:0.96 17:0.26 20:0.90 21:0.13 26:0.97 27:0.04 28:0.93 30:0.14 34:0.37 36:0.99 37:0.95 39:0.35 41:0.97 43:0.87 58:1.00 60:0.87 66:0.33 69:0.56 70:0.88 74:0.87 78:0.84 81:0.88 83:0.89 85:0.95 91:0.65 96:0.96 98:0.45 100:0.86 101:0.78 108:0.86 111:0.83 114:0.92 120:0.95 122:0.57 123:0.85 124:0.93 126:0.54 127:0.85 129:0.97 131:0.94 133:0.94 135:0.86 140:0.80 141:0.99 144:0.57 146:0.13 147:0.18 149:0.85 150:0.93 151:0.97 152:0.94 153:0.95 154:0.85 155:0.67 157:0.89 158:0.92 159:0.90 161:0.65 162:0.74 164:0.91 165:0.88 166:0.91 167:0.78 169:0.83 172:0.73 173:0.24 176:0.73 177:0.38 179:0.36 181:0.70 182:0.85 186:0.84 187:0.68 189:0.91 192:0.59 199:0.99 201:0.74 202:0.88 208:0.64 212:0.16 215:0.84 216:0.83 222:0.48 223:0.97 224:0.99 227:0.98 229:0.92 231:0.86 234:0.99 235:0.22 238:0.89 241:0.69 242:0.32 243:0.10 245:0.77 246:0.97 247:0.60 248:0.95 253:0.97 255:0.79 256:0.90 259:0.21 260:0.95 261:0.87 265:0.47 266:0.94 267:0.85 268:0.90 271:0.60 274:1.00 276:0.80 279:0.86 283:0.82 285:0.62 287:0.98 290:0.92 297:0.36 300:0.70\n0 1:0.74 6:0.98 8:0.92 9:0.80 11:0.64 12:0.96 17:0.24 20:0.90 21:0.40 26:0.97 27:0.08 28:0.93 30:0.86 34:0.20 36:0.62 37:0.91 39:0.35 41:0.92 43:0.62 55:0.45 58:0.99 66:0.49 69:0.91 70:0.41 74:0.95 78:0.88 81:0.74 83:0.80 85:0.88 87:0.98 91:0.75 96:0.95 98:0.43 100:0.95 101:0.79 108:0.41 111:0.91 114:0.82 120:0.84 122:0.67 123:0.40 124:0.56 126:0.54 127:0.65 129:0.05 131:0.94 133:0.39 135:0.44 140:0.87 141:0.99 144:0.57 146:0.55 147:0.62 149:0.81 150:0.83 151:0.95 152:0.99 153:0.86 154:0.51 155:0.67 157:0.86 158:0.82 159:0.59 161:0.65 162:0.64 164:0.79 165:0.83 166:0.91 167:0.92 169:0.98 172:0.67 173:0.96 176:0.73 177:0.05 179:0.49 181:0.70 182:0.85 186:0.88 187:0.39 189:0.95 191:0.84 192:0.59 199:0.97 201:0.74 202:0.84 208:0.64 212:0.81 215:0.67 216:0.63 220:0.62 222:0.48 223:0.96 224:0.98 227:0.98 229:0.92 231:0.86 232:0.72 234:0.97 235:0.52 238:0.96 241:0.78 242:0.72 243:0.60 245:0.86 246:0.97 247:0.60 248:0.88 253:0.96 255:0.79 256:0.85 257:0.65 259:0.21 260:0.84 261:0.98 265:0.45 266:0.71 267:0.44 268:0.86 271:0.60 274:0.99 276:0.57 277:0.69 285:0.62 287:0.98 290:0.82 297:0.36 300:0.55\n2 1:0.74 6:0.91 7:0.81 8:0.82 9:0.80 11:0.64 12:0.96 17:0.34 20:0.99 21:0.54 26:0.97 27:0.11 28:0.93 30:0.33 32:0.80 34:0.49 36:0.98 37:0.80 39:0.35 41:0.98 43:0.89 55:0.71 58:1.00 60:0.98 66:0.31 69:0.50 70:0.66 74:0.93 77:0.70 78:0.83 81:0.65 83:0.89 85:0.93 91:0.86 96:0.98 98:0.61 100:0.83 101:0.79 108:0.67 111:0.82 114:0.77 120:0.96 121:0.99 122:0.67 123:0.65 124:0.83 126:0.54 127:0.77 129:0.93 131:0.94 133:0.84 135:0.37 140:0.45 141:0.99 144:0.57 145:0.54 146:0.13 147:0.18 149:0.85 150:0.77 151:0.99 152:0.91 153:0.97 154:0.88 155:0.67 157:0.88 158:0.92 159:0.80 161:0.65 162:0.79 164:0.93 165:0.79 166:0.90 167:0.81 169:0.81 172:0.68 173:0.30 176:0.73 177:0.38 179:0.37 181:0.70 182:0.85 186:0.83 187:0.68 189:0.92 191:0.91 192:0.59 195:0.91 199:1.00 201:0.74 202:0.90 204:0.89 208:0.64 212:0.27 215:0.58 216:0.86 222:0.48 223:0.97 224:0.99 227:0.98 229:0.92 230:0.87 231:0.86 233:0.76 234:0.98 235:0.68 238:0.86 241:0.71 242:0.38 243:0.10 245:0.83 246:0.97 247:0.67 248:0.97 253:0.99 255:0.79 256:0.93 259:0.21 260:0.96 261:0.86 265:0.62 266:0.84 267:0.28 268:0.93 271:0.60 274:1.00 276:0.79 279:0.86 282:0.88 283:0.82 285:0.62 287:0.98 290:0.77 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.95 7:0.81 8:0.83 9:0.80 11:0.64 12:0.96 17:0.55 20:0.99 21:0.30 26:0.97 27:0.21 28:0.93 30:0.10 34:0.63 36:0.83 37:0.74 39:0.35 41:0.98 43:0.98 58:1.00 60:0.98 66:0.07 69:0.12 70:0.94 74:0.99 78:0.78 81:0.79 83:0.89 85:0.99 91:0.78 96:0.98 98:0.36 100:0.86 101:0.81 104:0.84 106:0.81 108:0.98 111:0.80 114:0.86 117:0.86 120:0.95 121:0.90 122:0.67 123:0.88 124:0.98 126:0.54 127:0.89 129:0.99 131:0.94 133:0.98 135:0.19 140:0.45 141:0.99 144:0.57 146:0.61 147:0.67 149:0.96 150:0.86 151:0.99 152:0.91 153:0.97 154:0.98 155:0.67 157:0.92 158:0.92 159:0.96 161:0.65 162:0.73 164:0.92 165:0.84 166:0.91 167:0.65 169:0.84 172:0.84 173:0.06 176:0.73 177:0.38 179:0.12 181:0.70 182:0.85 186:0.78 187:0.39 189:0.96 191:0.73 192:0.59 199:1.00 201:0.74 202:0.89 204:0.89 206:0.81 208:0.64 212:0.36 215:0.72 216:0.95 222:0.48 223:0.97 224:0.99 227:0.98 229:0.92 230:0.87 231:0.86 232:0.93 233:0.76 234:0.98 235:0.42 238:0.97 241:0.27 242:0.45 243:0.11 245:0.96 246:0.97 247:0.67 248:0.97 253:0.99 255:0.79 256:0.91 259:0.21 260:0.95 261:0.85 265:0.28 266:0.96 267:0.28 268:0.92 271:0.60 274:1.00 276:0.97 279:0.86 283:0.82 285:0.62 287:0.98 290:0.86 297:0.36 300:0.94\n2 1:0.74 6:0.95 7:0.81 8:0.84 9:0.80 11:0.64 12:0.96 17:0.51 20:0.74 21:0.54 26:0.97 27:0.21 28:0.93 30:0.27 34:0.42 36:0.80 37:0.74 39:0.35 41:0.88 43:0.96 55:0.71 58:0.99 60:0.97 66:0.09 69:0.25 70:0.81 74:0.99 78:0.95 81:0.65 83:0.77 85:0.97 91:0.14 96:0.89 98:0.40 100:0.96 101:0.74 104:0.95 106:0.81 108:0.97 111:0.94 114:0.77 117:0.86 120:0.64 121:0.90 122:0.67 123:0.97 124:0.98 126:0.54 127:0.96 129:1.00 131:0.94 133:0.98 135:0.32 140:0.80 141:0.99 144:0.57 146:0.65 147:0.70 149:0.92 150:0.77 151:0.63 152:0.91 153:0.48 154:0.96 155:0.67 157:0.87 158:0.92 159:0.98 161:0.65 162:0.70 164:0.73 165:0.79 166:0.90 167:0.71 169:0.84 172:0.89 173:0.06 176:0.73 177:0.38 179:0.10 181:0.70 182:0.85 186:0.94 187:0.39 190:0.77 192:0.59 199:1.00 201:0.74 202:0.74 204:0.89 206:0.81 208:0.64 212:0.29 215:0.58 216:0.95 220:0.62 222:0.48 223:0.96 224:0.98 227:0.98 229:0.92 230:0.84 231:0.86 232:0.98 233:0.69 234:0.97 235:0.68 241:0.51 242:0.71 243:0.10 245:0.97 246:0.97 247:0.67 248:0.61 253:0.93 255:0.79 256:0.75 259:0.21 260:0.65 261:0.85 265:0.42 266:0.96 267:0.23 268:0.77 271:0.60 274:0.98 276:0.99 279:0.86 283:0.82 285:0.62 287:0.98 290:0.77 297:0.36 300:0.84\n4 1:0.74 6:0.98 7:0.76 8:0.95 9:0.80 12:0.96 17:0.01 20:0.99 21:0.40 26:0.97 27:0.08 28:0.93 30:0.62 32:0.80 34:0.21 36:0.53 37:0.91 39:0.35 41:1.00 43:0.35 55:0.45 58:1.00 60:0.99 66:0.67 69:0.56 70:0.45 74:0.97 76:1.00 77:1.00 78:0.93 81:0.74 83:0.91 87:0.98 91:0.99 96:1.00 98:0.77 100:0.99 108:0.43 111:0.99 114:0.82 120:0.99 122:0.67 123:0.41 124:0.46 126:0.54 127:0.63 129:0.59 131:0.94 133:0.47 135:0.34 138:0.99 140:0.45 141:0.99 144:0.57 145:0.76 146:0.86 147:0.89 149:0.76 150:0.83 151:1.00 152:0.99 153:0.99 154:0.26 155:0.67 157:0.61 158:0.92 159:0.60 161:0.65 162:0.73 164:0.98 165:0.83 166:0.91 167:0.98 169:0.98 172:0.78 173:0.49 176:0.73 177:0.38 179:0.43 181:0.70 182:0.85 186:0.93 189:0.99 191:0.96 192:0.59 195:0.80 199:1.00 201:0.74 202:0.97 208:0.64 212:0.59 215:0.67 216:0.63 222:0.48 223:0.97 224:0.98 227:0.98 229:0.92 230:0.79 231:0.86 232:0.72 233:0.76 234:0.98 235:0.52 238:0.99 241:0.96 242:0.77 243:0.72 244:0.61 245:0.85 246:0.97 247:0.47 248:1.00 253:1.00 255:0.79 256:0.98 259:0.21 260:0.99 261:0.98 265:0.77 266:0.63 267:0.82 268:0.98 271:0.60 274:1.00 276:0.73 279:0.86 282:0.88 283:0.82 285:0.62 287:0.98 290:0.82 297:0.36 299:0.88 300:0.43\n1 1:0.74 8:0.85 9:0.80 12:0.96 17:0.18 21:0.40 26:0.97 27:0.08 28:0.93 30:0.94 34:0.34 36:0.76 37:0.91 39:0.35 41:0.88 43:0.36 55:0.45 58:0.99 66:0.80 69:0.54 70:0.21 74:0.93 81:0.74 83:0.77 87:0.98 91:0.81 96:0.91 98:0.47 108:0.41 114:0.82 120:0.76 122:0.67 123:0.40 124:0.38 126:0.54 127:0.61 129:0.59 131:0.94 133:0.47 135:0.61 140:0.87 141:0.99 144:0.57 146:0.56 147:0.62 149:0.66 150:0.83 151:0.82 153:0.83 154:0.27 155:0.67 157:0.61 158:0.82 159:0.53 161:0.65 162:0.57 164:0.73 165:0.83 166:0.91 167:0.93 172:0.67 173:0.52 175:0.75 176:0.73 177:0.05 179:0.64 181:0.70 182:0.85 187:0.39 191:0.78 192:0.59 199:0.95 201:0.74 202:0.80 208:0.64 212:0.88 215:0.67 216:0.63 220:0.74 222:0.48 223:0.96 224:0.98 227:0.98 229:0.91 231:0.86 232:0.72 234:0.97 235:0.52 241:0.79 242:0.82 243:0.82 244:0.61 245:0.55 246:0.97 247:0.12 248:0.75 253:0.93 255:0.79 256:0.78 257:0.65 259:0.21 260:0.76 265:0.49 266:0.27 267:0.59 268:0.79 271:0.60 274:0.98 276:0.36 277:0.69 285:0.62 287:0.98 290:0.82 297:0.36 300:0.33\n2 1:0.74 6:0.90 8:0.77 9:0.80 11:0.64 12:0.96 17:0.47 20:0.99 21:0.47 26:0.97 27:0.12 28:0.93 30:0.36 32:0.80 34:0.96 36:0.30 37:0.78 39:0.35 41:0.97 43:0.76 58:1.00 60:0.99 66:0.61 69:0.81 70:0.89 74:0.94 77:0.70 78:0.78 81:0.69 83:0.88 85:0.96 91:0.72 96:0.97 98:0.63 100:0.81 101:0.82 108:0.65 111:0.77 114:0.80 120:0.95 122:0.57 123:0.62 124:0.65 126:0.54 127:0.44 129:0.81 131:0.94 133:0.76 135:0.23 140:0.45 141:0.99 144:0.57 145:0.54 146:0.90 147:0.91 149:0.91 150:0.80 151:0.99 152:0.90 153:0.97 154:0.68 155:0.67 157:0.91 158:0.92 159:0.75 161:0.65 162:0.76 164:0.91 165:0.80 166:0.91 167:0.75 169:0.79 172:0.82 173:0.66 176:0.73 177:0.38 179:0.29 181:0.70 182:0.85 186:0.78 187:0.68 189:0.92 191:0.89 192:0.59 195:0.91 199:0.99 201:0.74 202:0.88 208:0.64 212:0.68 215:0.63 216:0.81 222:0.48 223:0.97 224:0.99 227:0.98 229:0.92 231:0.86 234:0.98 235:0.60 238:0.89 241:0.63 242:0.38 243:0.68 245:0.83 246:0.97 247:0.60 248:0.96 253:0.98 255:0.79 256:0.90 259:0.21 260:0.95 261:0.82 265:0.64 266:0.89 267:0.23 268:0.91 271:0.60 274:1.00 276:0.79 279:0.86 282:0.88 283:0.82 285:0.62 287:0.98 290:0.80 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.93 7:0.81 8:0.84 9:0.80 11:0.64 12:0.96 17:0.55 20:0.88 21:0.64 26:0.97 27:0.05 28:0.93 30:0.45 32:0.72 34:0.45 36:0.86 37:0.78 39:0.35 41:0.97 43:0.52 55:0.59 58:1.00 60:0.98 66:0.30 69:0.59 70:0.82 74:0.91 78:0.79 81:0.58 83:0.84 85:0.88 91:0.82 96:0.97 98:0.59 100:0.81 101:0.76 108:0.90 111:0.79 114:0.72 117:0.86 120:0.92 121:0.90 122:0.67 123:0.43 124:0.59 126:0.54 127:0.60 129:0.59 131:0.94 133:0.47 135:0.51 140:0.80 141:0.99 144:0.57 145:0.77 146:0.84 147:0.87 149:0.67 150:0.72 151:0.98 152:0.90 153:0.97 154:0.66 155:0.67 157:0.85 158:0.92 159:0.75 161:0.65 162:0.76 164:0.90 165:0.70 166:0.90 167:0.81 169:0.79 172:0.68 173:0.42 176:0.73 177:0.38 179:0.42 181:0.70 182:0.85 186:0.80 187:0.87 189:0.95 191:0.76 192:0.59 195:0.89 199:0.99 201:0.74 202:0.87 204:0.89 208:0.64 212:0.73 215:0.53 216:0.83 222:0.48 223:0.97 224:0.99 227:0.98 229:0.92 230:0.87 231:0.86 232:0.97 233:0.76 234:0.98 235:0.80 238:0.88 241:0.71 242:0.44 243:0.48 245:0.89 246:0.97 247:0.47 248:0.95 253:0.98 255:0.79 256:0.89 259:0.21 260:0.92 261:0.84 265:0.37 266:0.80 267:0.19 268:0.90 271:0.60 274:0.99 276:0.65 279:0.86 283:0.82 285:0.62 287:0.98 290:0.72 297:0.36 300:0.70\n2 1:0.74 6:0.91 8:0.82 9:0.80 11:0.64 12:0.96 17:0.34 20:0.86 21:0.13 26:0.97 27:0.04 28:0.93 30:0.20 34:0.58 36:0.86 37:0.95 39:0.35 41:0.96 43:0.87 58:1.00 60:0.87 66:0.24 69:0.56 70:0.75 74:0.86 78:0.80 81:0.88 83:0.88 85:0.93 91:0.72 96:0.97 98:0.40 100:0.86 101:0.77 104:0.81 108:0.84 111:0.81 114:0.92 120:0.94 122:0.67 123:0.83 124:0.91 126:0.54 127:0.81 129:0.96 131:0.94 133:0.91 135:0.28 138:0.98 140:0.45 141:0.99 144:0.57 146:0.13 147:0.18 149:0.83 150:0.93 151:0.99 152:0.94 153:0.97 154:0.85 155:0.67 157:0.88 158:0.92 159:0.85 161:0.65 162:0.67 164:0.88 165:0.88 166:0.91 167:0.76 169:0.83 172:0.51 173:0.31 176:0.73 177:0.38 179:0.51 181:0.70 182:0.85 186:0.81 187:0.87 189:0.95 191:0.87 192:0.59 199:0.99 201:0.74 202:0.84 208:0.64 212:0.21 215:0.84 216:0.83 222:0.48 223:0.97 224:0.99 227:0.98 229:0.92 231:0.86 232:0.91 234:0.99 235:0.22 238:0.94 241:0.66 242:0.51 243:0.13 245:0.69 246:0.97 247:0.60 248:0.96 253:0.97 255:0.79 256:0.85 259:0.21 260:0.94 261:0.87 265:0.42 266:0.87 267:0.85 268:0.87 271:0.60 274:0.99 276:0.69 279:0.86 283:0.82 285:0.62 287:0.98 290:0.92 297:0.36 300:0.55\n2 1:0.74 7:0.81 8:0.73 9:0.80 11:0.64 12:0.96 17:0.69 21:0.30 26:0.97 27:0.21 28:0.93 30:0.18 34:0.40 36:0.74 37:0.74 39:0.35 41:0.82 43:0.98 55:0.71 58:0.98 66:0.07 69:0.12 70:0.87 74:0.99 81:0.79 83:0.79 85:0.99 91:0.06 96:0.91 98:0.37 101:0.76 104:0.84 106:0.81 108:0.97 114:0.86 117:0.86 120:0.75 121:0.90 122:0.67 123:0.97 124:0.99 126:0.54 127:0.99 129:1.00 131:0.94 133:0.99 135:0.32 140:0.45 141:0.99 144:0.57 146:0.64 147:0.69 149:0.96 150:0.86 151:0.93 153:0.77 154:0.98 155:0.67 157:0.90 158:0.84 159:0.98 161:0.65 162:0.61 164:0.64 165:0.84 166:0.91 167:0.73 172:0.89 173:0.05 176:0.73 177:0.38 179:0.10 181:0.70 182:0.85 187:0.39 192:0.59 199:1.00 201:0.74 202:0.69 204:0.89 206:0.81 208:0.64 212:0.30 215:0.72 216:0.95 222:0.48 223:0.96 224:0.98 227:0.98 229:0.91 230:0.87 231:0.86 232:0.93 233:0.76 234:0.97 235:0.42 241:0.57 242:0.70 243:0.10 245:0.98 246:0.97 247:0.67 248:0.82 253:0.94 255:0.79 256:0.68 259:0.21 260:0.75 265:0.39 266:0.96 267:0.69 268:0.69 271:0.60 274:0.97 276:0.99 279:0.86 283:0.71 285:0.62 287:0.98 290:0.86 297:0.36 300:0.94\n1 1:0.74 6:0.97 8:0.93 9:0.80 11:0.64 12:0.96 17:0.18 20:0.97 21:0.40 27:0.55 28:0.73 30:0.62 34:0.67 36:0.95 37:0.32 39:0.27 41:0.93 43:0.80 55:0.71 60:0.87 66:0.95 69:0.73 70:0.65 74:0.93 78:0.83 81:0.81 83:0.87 85:0.80 91:0.48 96:0.90 98:0.90 100:0.88 101:0.73 108:0.56 111:0.84 114:0.82 120:0.82 122:0.67 123:0.54 126:0.54 127:0.47 129:0.05 131:0.99 135:0.76 140:0.45 144:0.57 146:0.97 147:0.98 149:0.77 150:0.87 151:0.93 152:0.89 153:0.77 154:0.74 155:0.67 157:0.86 158:0.92 159:0.70 161:0.89 162:0.51 164:0.79 165:0.83 166:0.99 167:0.60 169:0.86 172:0.87 173:0.60 176:0.73 177:0.38 179:0.33 181:0.91 182:0.95 186:0.83 187:0.68 189:0.97 192:0.59 201:0.74 202:0.80 208:0.64 212:0.42 215:0.67 216:0.43 220:0.91 222:0.48 227:1.00 229:0.97 231:0.98 232:0.88 235:0.52 238:0.91 241:0.63 242:0.59 243:0.95 246:1.00 247:0.55 248:0.89 253:0.93 255:0.79 256:0.75 259:0.21 260:0.83 261:0.92 265:0.90 266:0.71 267:0.65 268:0.75 271:0.13 276:0.78 279:0.86 283:0.82 285:0.62 287:1.00 290:0.82 297:0.36 300:0.70\n1 9:0.80 11:0.64 12:0.96 17:0.18 21:0.78 27:0.33 28:0.73 30:0.76 34:0.39 36:0.61 37:0.55 39:0.27 41:0.95 43:0.64 60:0.97 66:0.77 69:0.91 70:0.29 74:0.62 83:0.88 85:0.85 91:0.49 96:0.95 98:0.28 101:0.75 108:0.81 120:0.91 122:0.57 123:0.80 127:0.12 129:0.05 131:0.99 135:0.73 140:0.45 144:0.57 145:0.67 146:0.47 147:0.53 149:0.57 151:0.97 153:0.90 154:0.54 155:0.67 157:0.90 158:0.92 159:0.17 161:0.89 162:0.53 164:0.85 166:0.61 167:0.48 172:0.37 173:0.88 177:0.38 179:0.22 181:0.91 182:0.95 187:0.68 192:0.59 202:0.85 208:0.64 212:0.23 216:0.81 222:0.48 227:1.00 229:0.97 231:0.98 235:0.60 241:0.24 242:0.55 243:0.79 246:0.61 247:0.39 248:0.95 253:0.93 255:0.79 256:0.81 259:0.21 260:0.91 265:0.30 266:0.38 267:0.76 268:0.82 271:0.13 276:0.27 279:0.86 283:0.82 285:0.62 287:1.00 300:0.25\n2 1:0.74 6:0.91 7:0.81 8:0.64 9:0.80 11:0.64 12:0.96 17:0.38 20:0.75 21:0.40 27:0.21 28:0.73 30:0.30 34:0.50 36:0.81 37:0.74 39:0.27 41:0.90 43:0.92 55:0.71 60:0.87 66:0.92 69:0.15 70:0.78 74:0.96 76:0.85 78:0.96 81:0.80 83:0.86 85:0.94 91:0.42 96:0.91 98:0.90 100:0.97 101:0.81 104:0.84 106:0.81 108:0.12 111:0.96 114:0.82 117:0.86 120:0.84 122:0.43 123:0.12 124:0.36 126:0.54 127:0.59 129:0.05 131:0.99 133:0.39 135:0.24 140:0.45 144:0.57 146:0.97 147:0.97 149:0.88 150:0.82 151:0.93 152:0.98 153:0.78 154:0.92 155:0.67 157:0.97 158:0.92 159:0.72 161:0.89 162:0.83 164:0.76 166:0.99 167:0.48 169:0.90 172:0.91 173:0.13 176:0.73 177:0.38 179:0.27 181:0.91 182:0.95 186:0.96 187:0.39 189:0.85 192:0.59 201:0.74 202:0.64 204:0.89 206:0.81 208:0.64 212:0.70 215:0.67 216:0.95 222:0.48 227:1.00 229:0.97 230:0.84 231:0.98 232:0.93 233:0.69 235:0.52 238:0.92 241:0.27 242:0.29 243:0.92 245:0.70 246:0.61 247:0.67 248:0.90 253:0.94 255:0.79 256:0.68 259:0.21 260:0.85 261:0.96 265:0.90 266:0.54 267:0.73 268:0.70 271:0.13 276:0.84 279:0.86 283:0.82 285:0.62 287:1.00 290:0.82 297:0.36 300:0.55\n1 1:0.74 6:0.91 7:0.81 8:0.80 9:0.80 11:0.64 12:0.96 17:0.22 20:0.85 21:0.40 27:0.21 28:0.73 30:0.29 34:0.44 36:0.83 37:0.74 39:0.27 41:0.82 43:0.75 55:0.71 60:0.87 66:0.92 69:0.15 70:0.78 74:0.96 76:0.94 78:0.84 81:0.80 83:0.79 85:0.94 91:0.49 96:0.88 98:0.89 100:0.91 101:0.81 104:0.92 106:0.81 108:0.12 111:0.86 114:0.82 117:0.86 120:0.78 122:0.43 123:0.12 124:0.36 126:0.54 127:0.55 129:0.05 131:0.99 133:0.39 135:0.17 140:0.45 144:0.57 146:0.97 147:0.97 149:0.85 150:0.82 151:0.90 152:0.98 153:0.69 154:0.92 155:0.67 157:0.97 158:0.92 159:0.71 161:0.89 162:0.58 164:0.75 166:0.99 167:0.46 169:0.90 172:0.90 173:0.13 176:0.73 177:0.38 179:0.28 181:0.91 182:0.95 186:0.84 187:0.39 189:0.92 192:0.59 201:0.74 202:0.71 204:0.89 206:0.81 208:0.64 212:0.68 215:0.67 216:0.95 220:0.62 222:0.48 227:1.00 229:0.97 230:0.84 231:0.98 232:0.85 233:0.69 235:0.52 238:0.94 241:0.12 242:0.39 243:0.92 245:0.70 246:0.61 247:0.67 248:0.86 253:0.92 255:0.79 256:0.68 259:0.21 260:0.79 261:0.96 265:0.89 266:0.54 267:0.97 268:0.70 271:0.13 276:0.83 279:0.86 283:0.82 285:0.62 287:1.00 290:0.82 297:0.36 300:0.55\n0 1:0.74 11:0.64 12:0.96 17:0.28 21:0.54 27:0.45 28:0.73 30:0.68 34:0.77 36:0.17 37:0.50 39:0.27 43:0.82 55:0.84 60:0.87 66:0.45 69:0.69 70:0.31 74:0.74 81:0.71 83:0.86 85:0.72 91:0.18 98:0.44 101:0.70 108:0.64 114:0.77 122:0.67 123:0.61 124:0.66 126:0.54 127:0.29 129:0.05 131:0.61 133:0.62 135:0.91 144:0.57 145:0.47 146:0.13 147:0.18 149:0.57 150:0.81 154:0.77 155:0.67 157:0.79 158:0.87 159:0.59 161:0.89 163:0.94 165:0.79 166:0.99 167:0.51 172:0.27 173:0.57 176:0.73 177:0.38 178:0.55 179:0.81 181:0.91 182:0.94 187:0.68 192:0.59 201:0.74 208:0.64 212:0.61 215:0.58 216:0.77 222:0.48 227:0.61 229:0.61 231:0.98 235:0.68 241:0.41 242:0.79 243:0.32 245:0.47 246:1.00 247:0.30 253:0.66 259:0.21 265:0.45 266:0.27 267:0.28 271:0.13 276:0.31 277:0.69 279:0.86 283:0.71 287:0.61 290:0.77 297:0.36 300:0.25\n1 1:0.74 6:0.94 8:0.90 9:0.80 11:0.64 12:0.96 17:0.20 20:0.95 21:0.54 27:0.06 28:0.73 30:0.21 32:0.78 34:0.78 36:0.98 37:0.82 39:0.27 41:0.92 43:0.75 55:0.96 60:0.97 66:0.09 69:0.82 70:0.91 74:0.83 77:0.70 78:0.78 81:0.70 83:0.84 85:0.80 91:0.57 96:0.91 98:0.22 100:0.81 101:0.72 108:0.67 111:0.78 114:0.77 120:0.86 122:0.67 123:0.84 124:0.88 126:0.54 127:0.28 129:0.59 131:0.99 133:0.86 135:0.74 140:0.45 144:0.57 145:0.69 146:0.32 147:0.39 149:0.63 150:0.75 151:0.92 152:0.97 153:0.76 154:0.66 155:0.67 157:0.85 158:0.92 159:0.68 161:0.89 162:0.60 164:0.88 166:0.99 167:0.54 169:0.80 172:0.32 173:0.68 176:0.73 177:0.38 179:0.53 181:0.91 182:0.95 186:0.78 187:0.39 189:0.96 192:0.59 195:0.92 201:0.74 202:0.85 208:0.64 212:0.35 215:0.58 216:0.92 220:0.96 222:0.48 227:1.00 229:0.97 231:0.98 235:0.68 238:0.89 241:0.51 242:0.55 243:0.40 245:0.58 246:0.61 247:0.60 248:0.89 253:0.92 255:0.79 256:0.86 259:0.21 260:0.86 261:0.90 265:0.19 266:0.75 267:0.44 268:0.86 271:0.13 276:0.53 277:0.69 279:0.86 282:0.86 283:0.82 285:0.62 287:1.00 290:0.77 297:0.36 300:0.70\n2 1:0.74 9:0.80 11:0.64 12:0.96 17:0.32 21:0.13 27:0.33 28:0.73 30:0.76 32:0.80 34:0.33 36:0.42 37:0.55 39:0.27 41:0.96 43:0.75 60:0.99 66:0.77 69:0.82 70:0.29 74:0.74 77:0.70 81:0.92 83:0.88 85:0.85 91:0.54 96:0.95 98:0.44 101:0.79 104:0.95 106:0.81 108:0.67 114:0.92 117:0.86 120:0.91 122:0.57 123:0.65 126:0.54 127:0.14 129:0.05 131:1.00 135:0.69 140:0.45 144:0.57 145:0.69 146:0.46 147:0.52 149:0.68 150:0.96 151:0.97 153:0.89 154:0.67 155:0.67 157:0.92 158:0.92 159:0.17 161:0.89 162:0.83 164:0.86 165:0.88 166:0.99 167:0.53 172:0.37 173:0.89 176:0.73 177:0.38 179:0.45 181:0.91 182:0.95 187:0.68 192:0.59 195:0.72 201:0.74 202:0.76 206:0.81 208:0.64 212:0.23 215:0.84 216:0.81 222:0.48 227:1.00 229:0.97 231:0.98 232:0.98 235:0.22 241:0.49 242:0.55 243:0.79 246:1.00 247:0.39 248:0.95 253:0.95 255:0.79 256:0.82 259:0.21 260:0.91 265:0.46 266:0.38 267:0.76 268:0.82 271:0.13 276:0.28 279:0.86 282:0.88 283:0.82 285:0.62 287:1.00 290:0.92 297:0.36 299:0.88 300:0.25\n2 1:0.74 6:0.95 7:0.81 8:0.91 9:0.80 11:0.64 12:0.96 17:0.05 20:0.99 21:0.22 27:0.35 28:0.73 30:0.74 32:0.80 34:0.52 36:0.91 37:0.80 39:0.27 41:0.98 43:0.76 60:0.98 66:0.94 69:0.81 70:0.47 74:0.94 77:0.70 78:0.86 81:0.89 83:0.89 85:0.97 91:0.76 96:0.96 98:0.80 100:0.94 101:0.85 104:0.89 106:0.81 108:0.66 111:0.90 114:0.90 117:0.86 120:0.93 121:0.90 122:0.43 123:0.63 126:0.54 127:0.28 129:0.05 131:1.00 135:0.93 140:0.45 144:0.57 145:0.56 146:0.90 147:0.92 149:0.95 150:0.93 151:0.96 152:0.90 153:0.88 154:0.67 155:0.67 157:0.98 158:0.92 159:0.50 161:0.89 162:0.58 164:0.91 165:0.86 166:0.99 167:0.65 169:0.92 172:0.85 173:0.77 176:0.73 177:0.38 179:0.27 181:0.91 182:0.95 186:0.86 187:0.21 189:0.96 191:0.75 192:0.59 195:0.80 201:0.74 202:0.90 204:0.89 206:0.81 208:0.64 212:0.60 215:0.79 216:0.72 220:0.74 222:0.48 227:1.00 229:0.97 230:0.87 231:0.98 232:0.95 233:0.76 235:0.31 238:0.96 241:0.68 242:0.58 243:0.94 246:1.00 247:0.60 248:0.96 253:0.98 255:0.79 256:0.90 259:0.21 260:0.93 261:0.96 265:0.80 266:0.63 267:0.59 268:0.90 271:0.13 276:0.74 279:0.86 282:0.88 283:0.82 285:0.62 287:1.00 290:0.90 297:0.36 299:0.88 300:0.43\n1 6:0.91 8:0.92 9:0.80 11:0.64 12:0.96 17:0.43 20:0.90 21:0.78 27:0.21 28:0.73 30:0.21 34:0.62 36:0.75 37:0.74 39:0.27 41:0.82 43:0.92 60:0.95 66:0.27 69:0.41 70:1.00 74:0.90 78:0.78 83:0.88 85:0.97 91:0.05 96:0.85 98:0.19 100:0.83 101:0.73 104:0.84 106:0.81 108:0.96 111:0.78 117:0.86 120:0.76 122:0.57 123:0.96 124:0.91 127:0.62 129:0.95 131:0.99 133:0.93 135:0.30 140:0.45 144:0.57 146:0.51 147:0.57 149:0.88 151:0.94 152:0.98 153:0.80 154:0.91 155:0.67 157:0.93 158:0.92 159:0.98 161:0.89 162:0.56 164:0.65 166:0.61 167:0.46 169:0.90 172:0.76 173:0.07 177:0.38 179:0.25 181:0.91 182:0.95 186:0.78 187:0.39 189:0.97 192:0.59 202:0.60 206:0.81 208:0.64 212:0.54 216:0.95 222:0.48 227:1.00 229:0.97 231:0.98 232:0.93 235:0.68 238:0.93 241:0.12 242:0.28 243:0.17 245:0.84 246:0.61 247:0.60 248:0.83 253:0.88 255:0.79 256:0.45 259:0.21 260:0.77 261:0.96 265:0.21 266:0.95 267:0.84 268:0.58 271:0.13 276:0.83 279:0.86 283:0.82 285:0.62 287:1.00 300:1.00\n1 1:0.74 6:0.90 7:0.81 8:0.79 9:0.80 11:0.64 12:0.96 17:0.12 20:0.97 21:0.40 27:0.26 28:0.73 30:0.17 32:0.80 34:0.96 36:0.85 37:0.83 39:0.27 41:0.90 43:0.76 55:0.84 60:0.87 66:0.15 69:0.47 70:0.68 74:0.88 77:0.70 78:0.83 81:0.80 83:0.82 85:0.80 91:0.65 96:0.90 98:0.25 100:0.89 101:0.73 104:0.95 106:0.81 108:0.59 111:0.84 114:0.82 117:0.86 120:0.84 121:0.90 122:0.57 123:0.57 124:0.86 126:0.54 127:0.25 129:0.89 131:0.99 133:0.83 135:0.79 140:0.80 144:0.57 145:0.54 146:0.33 147:0.39 149:0.60 150:0.82 151:0.92 152:0.89 153:0.72 154:0.83 155:0.67 157:0.86 158:0.92 159:0.57 161:0.89 162:0.53 163:0.89 164:0.86 166:0.99 167:0.53 169:0.86 172:0.21 173:0.31 176:0.73 177:0.38 178:0.42 179:0.57 181:0.91 182:0.95 186:0.84 187:0.39 189:0.91 192:0.59 195:0.88 201:0.74 202:0.84 204:0.89 206:0.81 208:0.64 212:0.19 215:0.67 216:0.74 220:0.87 222:0.48 227:1.00 229:0.97 230:0.87 231:0.98 232:0.98 233:0.76 235:0.52 238:0.91 241:0.49 242:0.45 243:0.29 245:0.56 246:0.61 247:0.39 248:0.89 253:0.92 255:0.79 256:0.82 259:0.21 260:0.85 261:0.93 265:0.27 266:0.75 267:0.65 268:0.82 271:0.13 276:0.48 279:0.86 282:0.88 283:0.82 285:0.62 287:1.00 290:0.82 297:0.36 299:0.88 300:0.43\n2 1:0.74 6:0.94 8:0.73 9:0.80 11:0.64 12:0.96 17:0.22 20:0.75 21:0.54 27:0.06 28:0.73 30:0.21 32:0.78 34:0.53 36:0.94 37:0.82 39:0.27 41:0.92 43:0.76 55:0.96 60:0.97 66:0.07 69:0.80 70:0.86 74:0.86 77:0.70 78:0.91 81:0.70 83:0.83 85:0.88 91:0.22 96:0.91 98:0.23 100:0.89 101:0.75 108:0.63 111:0.89 114:0.77 120:0.86 122:0.67 123:0.84 124:0.90 126:0.54 127:0.42 129:0.81 131:0.99 133:0.89 135:0.83 140:0.45 144:0.57 145:0.69 146:0.39 147:0.46 149:0.75 150:0.75 151:0.92 152:0.97 153:0.76 154:0.68 155:0.67 157:0.92 158:0.92 159:0.74 161:0.89 162:0.60 164:0.88 166:0.99 167:0.52 169:0.80 172:0.41 173:0.65 176:0.73 177:0.38 179:0.55 181:0.91 182:0.95 186:0.91 187:0.39 189:0.86 192:0.59 195:0.91 201:0.74 202:0.86 208:0.64 212:0.41 215:0.58 216:0.92 220:0.96 222:0.48 227:1.00 229:0.97 231:0.98 235:0.68 238:0.85 241:0.46 242:0.44 243:0.44 245:0.61 246:0.61 247:0.60 248:0.89 253:0.92 255:0.79 256:0.86 259:0.21 260:0.86 261:0.90 265:0.23 266:0.84 267:0.44 268:0.86 271:0.13 276:0.59 277:0.69 279:0.86 282:0.86 283:0.82 285:0.62 287:1.00 290:0.77 297:0.36 300:0.70\n2 1:0.74 11:0.64 12:0.96 17:0.92 27:0.72 28:0.73 30:0.68 32:0.80 34:0.47 36:0.85 39:0.27 43:0.93 66:0.79 69:0.07 70:0.21 74:0.79 77:0.70 81:0.98 83:0.80 85:0.85 91:0.82 98:0.97 101:0.83 104:0.54 108:0.06 114:0.98 122:0.57 123:0.06 126:0.54 127:0.77 129:0.05 131:0.61 135:0.44 144:0.57 145:0.44 146:0.48 147:0.54 149:0.80 150:0.99 154:0.92 155:0.67 157:0.93 159:0.17 161:0.89 165:0.92 166:0.99 167:0.76 172:0.41 173:0.50 176:0.73 177:0.38 178:0.55 179:0.91 181:0.91 182:0.95 192:0.59 195:0.52 201:0.74 212:0.89 215:0.96 222:0.48 227:0.61 229:0.61 231:0.98 232:0.80 235:0.05 241:0.77 242:0.63 243:0.80 246:1.00 247:0.35 253:0.77 265:0.97 266:0.17 267:0.36 271:0.13 276:0.29 282:0.88 287:0.61 290:0.98 297:0.36 299:0.88 300:0.18\n1 11:0.64 12:0.96 17:0.20 21:0.22 27:0.45 28:0.73 30:0.45 34:0.61 36:0.18 37:0.50 39:0.27 43:0.78 66:0.29 69:0.68 70:0.71 74:0.77 77:0.70 81:0.75 85:0.90 91:0.18 98:0.36 101:0.78 108:0.52 114:0.55 122:0.43 123:0.49 124:0.73 126:0.32 127:0.30 129:0.81 131:0.61 133:0.67 135:0.82 144:0.57 145:0.52 146:0.61 147:0.67 149:0.78 150:0.55 154:0.71 157:0.94 159:0.62 161:0.89 163:0.81 166:0.91 167:0.51 172:0.37 173:0.54 176:0.53 177:0.38 178:0.55 179:0.57 181:0.91 182:0.85 187:0.68 195:0.87 212:0.27 216:0.77 222:0.48 227:0.61 229:0.61 231:0.97 235:0.22 241:0.41 242:0.28 243:0.47 245:0.66 246:0.61 247:0.60 253:0.57 259:0.21 265:0.38 266:0.71 267:0.52 271:0.13 276:0.50 282:0.81 287:0.61 290:0.55 300:0.55\n1 6:0.91 7:0.76 8:0.81 9:0.80 11:0.64 12:0.96 17:0.36 20:0.97 21:0.30 27:0.21 28:0.73 30:0.27 34:0.61 36:0.78 37:0.74 39:0.27 41:0.82 43:0.58 55:0.84 66:0.06 69:0.91 70:0.96 74:0.65 78:0.84 81:0.67 83:0.73 85:0.94 91:0.73 96:0.79 98:0.29 100:0.94 101:0.75 104:0.84 106:0.81 108:0.90 111:0.89 120:0.90 123:0.96 124:0.97 126:0.32 127:0.85 129:0.98 131:0.99 133:0.96 135:0.17 140:0.94 144:0.57 146:0.55 147:0.73 149:0.81 150:0.48 151:0.70 152:0.98 153:0.93 154:0.50 155:0.67 157:0.94 159:0.94 161:0.89 162:0.59 164:0.86 166:0.90 167:0.48 169:0.90 172:0.54 173:0.65 177:0.05 179:0.18 181:0.91 182:0.94 186:0.84 187:0.39 189:0.92 191:0.77 192:0.59 202:0.83 206:0.81 208:0.64 212:0.22 215:0.72 216:0.95 222:0.48 227:1.00 229:0.97 230:0.79 231:0.98 233:0.76 235:0.31 238:0.97 241:0.24 242:0.70 243:0.10 245:0.90 246:0.61 247:0.67 248:0.74 253:0.76 255:0.79 256:0.84 257:0.65 259:0.21 260:0.90 261:0.96 265:0.28 266:0.95 267:0.91 268:0.84 271:0.13 276:0.93 283:0.82 285:0.62 287:1.00 297:0.36 300:0.94\n1 1:0.74 6:0.94 8:0.86 9:0.80 11:0.64 12:0.96 17:0.06 20:0.95 21:0.59 27:0.06 28:0.73 30:0.21 32:0.78 34:0.75 36:0.96 37:0.82 39:0.27 41:0.97 43:0.75 55:0.92 66:0.63 69:0.82 70:0.76 74:0.78 77:0.70 78:0.80 81:0.67 83:0.80 85:0.80 91:0.65 96:0.92 98:0.68 100:0.83 101:0.72 108:0.80 111:0.80 114:0.74 120:0.87 122:0.41 123:0.78 124:0.52 126:0.54 127:0.35 129:0.81 131:1.00 133:0.67 135:0.87 140:0.45 144:0.57 145:0.69 146:0.40 147:0.46 149:0.65 150:0.78 151:0.87 152:0.97 153:0.48 154:0.67 155:0.67 157:0.84 158:0.87 159:0.75 161:0.89 162:0.60 163:0.75 164:0.91 165:0.78 166:0.99 167:0.54 169:0.80 172:0.68 173:0.66 176:0.73 177:0.38 179:0.44 181:0.91 182:0.95 186:0.80 187:0.39 189:0.95 192:0.59 195:0.93 201:0.74 202:0.88 208:0.64 212:0.16 215:0.55 216:0.92 220:0.99 222:0.48 227:1.00 229:0.97 231:0.98 235:0.74 238:0.88 241:0.53 242:0.21 243:0.20 245:0.72 246:1.00 247:0.67 248:0.91 253:0.93 255:0.79 256:0.89 259:0.21 260:0.87 261:0.90 265:0.68 266:0.89 267:0.69 268:0.89 271:0.13 276:0.65 279:0.86 282:0.86 283:0.71 285:0.62 287:1.00 290:0.74 297:0.36 300:0.55\n1 1:0.68 7:0.66 9:0.75 12:0.51 17:0.98 18:0.65 21:0.59 27:0.72 28:0.89 29:0.71 30:0.72 31:0.96 32:0.67 34:0.45 36:0.34 39:0.51 43:0.21 44:0.88 48:0.91 55:0.45 64:0.77 66:0.44 69:0.92 70:0.41 71:0.94 74:0.78 76:0.98 77:0.99 79:0.96 81:0.64 83:0.91 86:0.68 91:0.42 96:0.79 98:0.75 104:0.91 106:0.81 108:0.84 114:0.71 120:0.88 123:0.84 124:0.60 126:0.54 127:0.89 129:0.05 133:0.43 135:0.51 137:0.96 139:0.74 140:0.97 145:0.89 146:0.93 147:0.87 149:0.59 150:0.62 151:0.82 153:0.46 154:0.14 155:0.65 159:0.78 161:0.96 162:0.85 164:0.86 167:0.59 172:0.94 173:0.90 176:0.63 177:0.38 179:0.15 181:0.48 187:0.21 190:0.89 192:0.87 195:0.89 196:0.93 201:0.67 202:0.78 206:0.81 208:0.64 212:0.92 215:0.55 216:0.18 220:0.62 222:0.35 230:0.68 233:0.66 235:0.97 241:0.53 242:0.70 243:0.50 244:0.83 245:0.99 247:0.86 248:0.74 253:0.82 255:0.78 256:0.85 257:0.65 259:0.21 260:0.88 265:0.75 266:0.71 267:0.44 268:0.84 271:0.54 276:0.95 281:0.91 282:0.75 283:0.67 284:0.96 285:0.62 290:0.71 297:0.36 300:0.84\n1 1:0.69 7:0.70 8:0.79 9:0.75 11:0.75 12:0.51 17:0.97 18:0.81 21:0.40 27:0.67 28:0.89 29:0.71 30:0.74 31:0.89 32:0.67 34:0.85 36:0.66 37:0.52 39:0.51 43:0.93 44:0.88 45:0.97 48:0.91 55:0.52 64:0.77 66:0.89 69:0.30 70:0.42 71:0.94 74:0.92 76:0.85 77:0.96 79:0.89 81:0.83 83:0.91 85:0.72 86:0.81 91:0.44 96:0.72 98:0.97 99:0.99 101:0.87 104:0.95 106:0.81 108:0.73 114:0.78 117:0.86 120:0.59 123:0.71 124:0.37 126:0.54 127:0.97 129:0.59 133:0.46 135:0.79 137:0.89 139:0.83 140:0.45 145:0.58 146:0.53 147:0.59 149:0.91 150:0.88 151:0.61 153:0.48 154:0.93 155:0.66 159:0.95 161:0.96 162:0.86 164:0.56 165:0.70 167:0.54 172:1.00 173:0.08 176:0.63 177:0.70 179:0.08 181:0.48 187:0.39 190:0.89 191:0.76 192:0.87 195:0.99 196:0.91 201:0.68 202:0.36 204:0.85 206:0.81 208:0.64 212:0.92 215:0.67 216:0.51 220:0.82 222:0.35 230:0.73 232:0.85 233:0.76 235:0.95 241:0.37 242:0.74 243:0.11 245:1.00 247:0.91 248:0.59 253:0.77 255:0.78 256:0.45 259:0.21 260:0.60 265:0.97 266:0.75 267:0.28 268:0.46 271:0.54 276:1.00 281:0.91 282:0.75 283:0.67 284:0.88 285:0.62 290:0.78 297:0.36 300:0.84\n1 1:0.67 8:0.85 9:0.75 12:0.51 17:0.86 18:0.60 21:0.47 27:0.72 28:0.89 29:0.71 30:0.91 31:0.96 34:0.18 36:0.43 39:0.51 43:0.10 44:0.86 48:0.91 55:0.42 64:0.77 66:0.17 69:0.82 70:0.30 71:0.94 74:0.57 76:0.98 77:0.99 79:0.96 81:0.45 83:0.60 86:0.65 91:0.68 96:0.87 97:0.89 98:0.64 108:0.40 114:0.66 123:0.64 124:0.51 126:0.44 127:0.55 129:0.05 133:0.37 135:0.54 137:0.96 138:0.97 139:0.76 140:0.87 145:0.82 146:0.57 147:0.55 149:0.37 150:0.48 151:0.91 153:0.72 154:0.18 155:0.58 158:0.81 159:0.37 161:0.96 162:0.69 167:0.84 172:0.77 173:0.92 176:0.59 177:0.05 179:0.38 181:0.48 190:0.77 192:0.51 195:0.64 196:0.93 201:0.62 202:0.73 208:0.54 212:0.86 216:0.09 219:0.94 220:0.62 222:0.35 232:0.75 235:0.74 241:0.85 242:0.76 243:0.67 244:0.83 245:0.89 247:0.74 248:0.81 253:0.84 254:0.96 255:0.73 256:0.71 257:0.84 259:0.21 265:0.56 266:0.38 267:0.36 268:0.75 271:0.54 276:0.73 279:0.82 281:0.86 282:0.73 284:0.96 285:0.56 286:0.99 290:0.66 292:0.88 300:0.55\n1 1:0.66 6:0.84 7:0.69 8:0.82 9:0.76 11:0.45 12:0.51 17:0.90 20:0.90 21:0.54 27:0.18 28:0.89 29:0.71 30:0.75 31:0.98 32:0.65 34:0.33 36:0.23 37:0.63 39:0.51 43:0.56 45:0.96 55:0.52 66:0.74 69:0.38 70:0.28 71:0.94 74:0.86 76:0.97 77:0.96 78:0.95 79:0.98 81:0.65 83:0.60 91:0.96 96:1.00 98:0.70 99:0.83 100:0.94 101:0.52 108:0.30 111:0.93 114:0.72 120:0.98 122:0.51 123:0.28 124:0.43 126:0.44 127:0.65 129:0.59 133:0.47 135:0.24 137:0.98 140:0.80 145:0.85 146:0.67 147:0.72 149:0.91 150:0.58 151:0.99 152:0.93 153:0.97 154:0.45 155:0.58 159:0.44 161:0.96 162:0.64 164:0.96 165:0.70 167:0.83 169:0.89 172:0.92 173:0.43 175:0.75 176:0.62 177:0.38 178:0.42 179:0.24 181:0.48 186:0.95 189:0.89 190:0.95 191:0.94 192:0.59 195:0.68 201:0.61 202:0.97 204:0.81 208:0.54 212:0.92 215:0.58 216:0.42 222:0.35 230:0.71 233:0.76 235:0.80 238:0.85 241:0.83 242:0.53 243:0.77 244:0.93 245:0.94 247:0.67 248:0.99 253:1.00 255:0.74 256:0.98 257:0.65 259:0.21 260:0.98 261:0.92 265:0.70 266:0.54 267:0.59 268:0.98 271:0.54 276:0.86 277:0.69 282:0.74 283:0.67 284:0.97 285:0.62 290:0.72 297:0.36 300:0.55\n1 7:0.69 8:0.94 9:0.79 11:0.45 12:0.51 17:0.88 21:0.78 27:0.72 28:0.89 29:0.71 30:0.55 31:0.95 32:0.74 34:0.61 36:0.68 37:0.93 39:0.51 43:0.56 44:0.88 45:0.73 55:0.45 66:0.52 69:0.19 70:0.71 71:0.94 74:0.62 76:0.85 77:0.96 79:0.94 83:0.60 91:0.88 96:0.84 98:0.56 101:0.52 108:0.60 120:0.74 123:0.58 124:0.52 127:0.46 129:0.59 133:0.47 135:0.47 137:0.95 139:0.67 140:0.45 145:0.85 146:0.32 147:0.39 149:0.38 151:0.91 153:0.72 154:0.45 155:0.66 159:0.30 161:0.96 162:0.65 164:0.64 167:0.85 172:0.48 173:0.37 175:0.75 177:0.38 179:0.69 181:0.48 190:0.89 191:0.89 192:0.87 195:0.61 196:0.90 202:0.55 204:0.81 208:0.64 212:0.69 216:0.04 222:0.35 230:0.71 233:0.66 241:0.89 242:0.31 243:0.40 244:0.93 245:0.69 247:0.60 248:0.81 253:0.81 255:0.79 256:0.45 257:0.65 259:0.21 260:0.74 265:0.58 266:0.54 267:0.28 268:0.57 271:0.54 276:0.45 277:0.69 282:0.86 284:0.91 285:0.62 300:0.55\n1 1:0.65 7:0.70 8:0.81 9:0.73 11:0.45 12:0.51 17:0.92 18:0.67 21:0.40 27:0.72 28:0.89 29:0.71 30:0.87 31:0.89 32:0.67 34:0.18 36:0.75 39:0.51 41:0.82 43:0.37 44:0.88 45:0.77 48:0.91 55:0.45 66:0.54 69:0.93 70:0.39 71:0.94 74:0.73 77:0.70 79:0.89 81:0.67 83:0.60 86:0.64 91:0.72 96:0.74 98:0.62 99:0.83 101:0.52 104:0.75 108:0.38 114:0.76 120:0.61 123:0.36 124:0.70 126:0.44 127:0.89 129:0.05 133:0.77 135:0.30 137:0.89 139:0.74 140:0.80 145:0.70 146:0.67 147:0.88 149:0.63 150:0.60 151:0.62 153:0.48 154:0.28 155:0.65 159:0.77 161:0.96 162:0.86 164:0.71 165:0.70 167:0.84 172:0.93 173:0.92 176:0.62 177:0.38 179:0.18 181:0.48 192:0.86 195:0.87 196:0.90 201:0.61 202:0.56 204:0.85 208:0.64 212:0.86 215:0.67 216:0.01 220:0.93 222:0.35 230:0.73 233:0.76 235:0.60 241:0.85 242:0.63 243:0.62 244:0.93 245:0.96 247:0.84 248:0.60 253:0.70 255:0.73 256:0.64 257:0.65 259:0.21 260:0.62 265:0.63 266:0.84 267:0.18 268:0.65 271:0.54 276:0.93 277:0.69 281:0.91 282:0.75 284:0.89 285:0.62 290:0.76 297:0.36 300:0.84\n1 1:0.57 8:0.84 12:0.51 17:0.85 21:0.74 27:0.72 28:0.89 29:0.71 30:0.45 34:0.25 36:0.57 37:0.70 39:0.51 43:0.11 44:0.88 48:0.91 55:0.59 64:0.77 66:0.69 69:0.48 70:0.25 71:0.94 74:0.48 76:0.98 77:0.70 81:0.33 91:0.88 96:0.72 98:0.82 108:0.37 114:0.63 122:0.77 123:0.35 126:0.44 127:0.31 129:0.05 135:0.37 139:0.66 140:0.90 145:0.70 146:0.47 147:0.53 149:0.11 150:0.37 151:0.51 153:0.71 154:0.09 155:0.46 159:0.17 161:0.96 162:0.56 163:0.75 167:0.86 172:0.21 173:0.78 175:0.91 176:0.62 177:0.05 178:0.50 179:0.96 181:0.48 190:0.98 191:0.87 192:0.44 195:0.55 201:0.54 202:0.73 208:0.54 212:0.61 216:0.02 220:0.93 222:0.35 235:0.95 241:0.94 242:0.82 243:0.73 244:0.97 247:0.12 248:0.52 253:0.53 256:0.68 257:0.84 259:0.21 265:0.82 266:0.17 267:0.65 268:0.72 271:0.54 276:0.21 277:0.87 281:0.86 282:0.73 285:0.47 290:0.63 300:0.18\n1 1:0.69 7:0.69 11:0.75 12:0.51 17:0.97 18:0.75 21:0.59 27:0.67 28:0.89 29:0.71 30:0.53 32:0.67 34:0.89 36:0.39 37:0.35 39:0.51 43:0.74 44:0.92 45:0.92 48:0.97 55:0.59 64:0.77 66:0.98 69:0.36 70:0.54 71:0.94 74:0.86 76:0.94 77:1.00 81:0.76 83:0.91 85:0.72 86:0.73 91:0.22 97:0.98 98:0.97 99:0.99 101:0.87 104:0.86 106:0.81 108:0.28 114:0.71 117:0.86 122:0.51 123:0.27 126:0.54 127:0.73 129:0.05 135:0.65 139:0.79 145:0.93 146:0.94 147:0.95 149:0.78 150:0.74 154:0.65 155:0.58 158:0.75 159:0.60 161:0.96 165:0.70 167:0.47 172:0.95 173:0.31 176:0.63 177:0.70 178:0.55 179:0.21 181:0.48 187:0.21 191:0.70 192:0.57 195:0.78 201:0.67 204:0.85 206:0.81 208:0.64 212:0.89 215:0.55 216:0.18 222:0.35 228:0.99 230:0.71 232:0.91 233:0.76 235:0.98 241:0.03 242:0.36 243:0.98 247:0.82 253:0.64 259:0.21 265:0.97 266:0.27 267:0.36 271:0.54 276:0.90 279:0.81 281:0.86 282:0.75 283:0.82 290:0.71 297:0.36 300:0.43\n1 1:0.64 6:0.84 7:0.69 8:0.75 9:0.76 11:0.45 12:0.51 17:0.91 20:0.89 21:0.47 27:0.18 28:0.89 29:0.71 30:0.75 31:0.99 32:0.65 34:0.31 36:0.30 37:0.63 39:0.51 43:0.56 45:0.99 55:0.52 66:0.61 69:0.36 70:0.29 71:0.94 74:0.95 76:0.85 77:0.89 78:0.93 79:0.99 81:0.65 83:0.60 91:0.92 96:0.99 97:0.89 98:0.85 99:0.83 100:0.73 101:0.52 104:0.82 106:0.81 108:0.72 111:0.89 114:0.74 117:0.86 120:0.99 122:0.51 123:0.70 124:0.51 126:0.44 127:0.76 129:0.59 133:0.47 135:0.47 137:0.99 140:0.45 145:0.79 146:0.67 147:0.72 149:0.97 150:0.57 151:0.98 152:0.93 153:0.48 154:0.45 155:0.58 158:0.75 159:0.72 161:0.96 162:0.69 164:0.97 165:0.70 167:0.70 169:0.89 172:0.98 173:0.24 175:0.75 176:0.62 177:0.38 179:0.12 181:0.48 186:0.92 187:0.21 189:0.81 190:0.95 191:0.90 192:0.59 195:0.86 201:0.60 202:0.96 204:0.84 206:0.81 208:0.54 212:0.93 215:0.63 216:0.42 220:0.62 222:0.35 230:0.71 232:0.88 233:0.76 235:0.68 238:0.81 241:0.69 242:0.53 243:0.38 244:0.93 245:1.00 247:0.67 248:0.99 253:1.00 255:0.74 256:0.97 257:0.65 259:0.21 260:0.99 261:0.92 265:0.85 266:0.54 267:0.69 268:0.97 271:0.54 276:0.97 277:0.69 279:0.77 282:0.74 283:0.67 284:0.99 285:0.62 290:0.74 297:0.36 300:0.84\n2 1:0.68 6:0.89 7:0.69 8:0.79 9:0.73 11:0.57 12:0.51 17:0.97 18:0.87 20:0.95 21:0.47 27:0.48 28:0.89 29:0.71 30:0.54 31:0.89 32:0.67 34:0.20 36:0.52 37:0.56 39:0.51 43:0.75 44:0.88 45:0.77 55:0.45 64:0.77 66:0.97 69:0.32 70:0.53 71:0.94 74:0.85 76:0.98 77:0.96 78:0.98 79:0.88 81:0.70 83:0.60 86:0.91 91:0.73 96:0.72 98:0.92 99:0.83 100:0.91 101:0.87 108:0.25 111:0.95 114:0.76 120:0.59 123:0.24 126:0.54 127:0.54 129:0.05 135:0.42 137:0.89 139:0.88 140:0.45 145:0.84 146:0.88 147:0.90 149:0.63 150:0.61 151:0.57 152:0.94 153:0.48 154:0.66 155:0.65 159:0.46 161:0.96 162:0.81 164:0.73 165:0.70 167:0.84 169:0.88 172:0.92 173:0.35 176:0.63 177:0.70 179:0.24 181:0.48 186:0.97 189:0.92 190:0.89 191:0.89 192:0.86 195:0.70 196:0.92 201:0.65 202:0.62 204:0.80 208:0.64 212:0.92 215:0.63 216:0.07 220:0.93 222:0.35 230:0.71 232:0.72 233:0.76 235:0.74 238:0.83 241:0.85 242:0.36 243:0.97 244:0.61 247:0.94 248:0.58 253:0.72 255:0.72 256:0.64 259:0.21 260:0.60 261:0.94 265:0.92 266:0.47 267:0.28 268:0.67 271:0.54 276:0.86 282:0.75 284:0.94 285:0.62 290:0.76 297:0.36 300:0.55\n2 1:0.62 6:0.85 7:0.70 8:0.78 9:0.70 11:0.45 12:0.51 17:0.88 18:0.78 20:0.85 21:0.71 27:0.42 28:0.89 29:0.71 30:0.76 31:0.86 32:0.64 34:0.22 36:0.69 37:0.62 39:0.51 43:0.63 44:0.88 45:0.73 48:0.97 55:0.52 64:0.77 66:0.54 69:0.48 70:0.45 71:0.94 74:0.73 76:0.85 77:0.89 78:0.94 79:0.86 81:0.63 83:0.60 86:0.78 87:0.98 91:0.91 96:0.78 98:0.59 99:0.83 100:0.89 101:0.52 108:0.37 111:0.92 114:0.66 120:0.54 123:0.35 124:0.64 126:0.54 127:0.79 129:0.05 133:0.60 135:0.26 137:0.86 139:0.80 140:0.45 145:0.76 146:0.78 147:0.81 149:0.63 150:0.52 151:0.48 152:0.82 153:0.48 154:0.53 155:0.57 159:0.70 161:0.96 162:0.56 164:0.74 165:0.70 167:0.86 169:0.85 172:0.90 173:0.36 176:0.63 177:0.70 179:0.22 181:0.48 186:0.94 190:0.98 191:0.90 192:0.56 195:0.85 196:0.88 201:0.61 202:0.74 204:0.84 208:0.64 212:0.91 215:0.48 216:0.10 220:1.00 222:0.35 230:0.73 232:0.79 233:0.76 235:0.97 241:0.95 242:0.76 243:0.62 244:0.83 245:0.95 247:0.84 248:0.49 253:0.78 255:0.69 256:0.73 259:0.21 260:0.55 261:0.87 265:0.60 266:0.71 267:0.19 268:0.73 271:0.54 276:0.88 281:0.91 282:0.73 284:0.95 285:0.62 290:0.66 297:0.36 300:0.94\n0 12:0.51 17:0.62 18:0.67 21:0.78 27:0.45 28:0.89 29:0.71 30:0.76 34:0.89 36:0.25 37:0.50 39:0.51 43:0.30 55:0.42 66:0.97 69:0.77 70:0.27 71:0.94 74:0.79 86:0.70 91:0.09 98:0.55 108:0.60 122:0.51 123:0.58 127:0.16 129:0.05 135:0.30 139:0.67 145:0.50 146:0.67 147:0.72 149:0.85 154:0.25 159:0.26 161:0.96 167:0.49 172:0.92 173:0.75 177:0.70 178:0.55 179:0.11 181:0.48 187:0.68 212:0.94 216:0.77 222:0.35 235:0.88 241:0.12 242:0.61 243:0.97 244:0.83 247:0.47 253:0.55 254:0.86 259:0.21 265:0.56 266:0.17 267:0.79 271:0.54 276:0.86 300:0.25\n0 1:0.64 7:0.70 8:0.78 9:0.71 11:0.45 12:0.51 17:0.88 18:0.91 20:0.81 21:0.76 27:0.63 28:0.89 29:0.71 30:0.61 31:0.87 34:0.71 36:0.41 37:0.70 39:0.51 43:0.16 45:0.66 48:0.97 55:0.45 64:0.77 66:0.59 69:0.39 70:0.66 71:0.94 74:0.79 76:0.97 78:0.92 79:0.86 81:0.61 83:0.91 86:0.87 91:0.27 96:0.69 98:0.46 99:0.83 100:0.73 101:0.52 104:0.86 106:0.81 108:0.30 111:0.89 114:0.63 117:0.86 120:0.55 123:0.29 124:0.69 126:0.54 127:0.90 129:0.05 133:0.74 135:0.39 137:0.87 139:0.85 140:0.45 145:0.40 146:0.74 147:0.78 149:0.41 150:0.51 151:0.50 152:0.78 153:0.48 154:0.50 155:0.58 159:0.78 161:0.96 162:0.62 164:0.56 165:0.70 167:0.52 169:0.72 172:0.94 173:0.23 176:0.63 177:0.70 179:0.18 181:0.48 186:0.92 187:0.39 190:0.89 192:0.56 196:0.89 201:0.62 202:0.50 204:0.83 206:0.81 208:0.64 212:0.91 215:0.46 216:0.28 220:0.96 222:0.35 230:0.73 232:0.91 233:0.76 235:1.00 241:0.30 242:0.55 243:0.67 244:0.83 245:0.95 247:0.93 248:0.50 253:0.59 254:0.80 255:0.70 256:0.45 259:0.21 260:0.55 261:0.84 265:0.48 266:0.54 267:0.69 268:0.46 271:0.54 276:0.90 281:0.91 284:0.88 285:0.62 290:0.63 297:0.36 300:0.84\n1 1:0.69 7:0.69 8:0.74 11:0.75 12:0.51 17:0.95 18:0.83 21:0.54 22:0.93 27:0.43 28:0.89 29:0.71 30:0.88 32:0.66 34:0.92 36:0.36 37:0.40 39:0.51 43:0.85 44:0.88 45:0.83 47:0.93 48:0.91 55:0.52 64:0.77 66:0.98 69:0.32 70:0.28 71:0.94 74:0.78 77:0.96 81:0.75 83:0.60 85:0.72 86:0.83 91:0.02 97:0.99 98:0.99 99:0.95 101:0.87 104:0.91 106:0.81 108:0.25 114:0.69 117:0.86 123:0.24 126:0.54 127:0.87 129:0.05 135:0.32 139:0.85 145:0.94 146:0.92 147:0.93 149:0.83 150:0.68 154:0.82 155:0.56 158:0.76 159:0.54 161:0.96 165:0.70 167:0.47 172:0.95 173:0.33 176:0.62 177:0.70 178:0.55 179:0.23 181:0.48 187:0.21 192:0.55 195:0.70 201:0.67 204:0.81 206:0.81 208:0.64 212:0.89 215:0.55 216:0.36 219:0.91 222:0.35 230:0.71 232:0.94 233:0.76 235:0.95 241:0.03 242:0.58 243:0.98 247:0.91 253:0.61 262:0.93 265:0.99 266:0.27 267:0.52 271:0.54 276:0.90 279:0.82 281:0.86 282:0.75 283:0.67 290:0.69 292:0.88 297:0.36 300:0.33\n1 1:0.59 6:0.82 7:0.66 8:0.75 9:0.72 11:0.45 12:0.51 17:0.98 18:0.73 20:0.84 21:0.77 27:0.52 28:0.89 29:0.71 30:0.27 31:0.87 32:0.64 34:0.28 36:0.36 39:0.51 43:0.57 45:0.73 48:0.91 55:0.52 64:0.77 66:0.77 69:0.73 70:0.83 71:0.94 74:0.67 76:0.85 77:0.98 78:0.95 79:0.87 81:0.59 83:0.91 86:0.70 91:0.63 96:0.70 98:0.91 99:0.83 100:0.88 101:0.52 104:0.79 108:0.56 111:0.92 114:0.63 120:0.56 123:0.54 124:0.41 126:0.54 127:0.94 129:0.05 133:0.43 135:0.28 137:0.87 138:0.95 139:0.69 140:0.45 145:0.67 146:0.88 147:0.31 149:0.47 150:0.47 151:0.55 152:0.84 153:0.72 154:0.15 155:0.64 159:0.53 161:0.96 162:0.86 164:0.63 165:0.70 167:0.82 169:0.82 172:0.85 173:0.76 176:0.63 177:0.38 179:0.39 181:0.48 186:0.95 190:0.89 191:0.76 192:0.86 195:0.69 196:0.88 201:0.58 202:0.49 208:0.64 212:0.82 215:0.44 216:0.40 220:0.91 222:0.35 228:0.99 230:0.68 233:0.76 235:1.00 241:0.80 242:0.38 243:0.20 244:0.83 245:0.85 247:0.88 248:0.54 253:0.55 254:0.97 255:0.71 256:0.45 257:0.65 259:0.21 260:0.56 261:0.89 265:0.91 266:0.27 267:0.52 268:0.57 271:0.54 276:0.78 281:0.91 282:0.73 284:0.91 285:0.62 286:0.99 290:0.63 297:0.36 298:0.99 300:0.70\n2 1:0.68 6:0.84 7:0.70 8:0.72 9:0.74 12:0.51 17:0.77 20:0.89 21:0.22 25:0.88 27:0.37 28:0.89 29:0.71 30:0.91 31:0.90 32:0.65 34:0.17 36:0.41 37:0.62 39:0.51 41:0.82 43:0.09 44:0.86 48:0.99 55:0.52 64:0.77 66:0.26 69:0.65 70:0.28 71:0.94 74:0.60 76:0.94 77:0.89 78:0.98 79:0.90 81:0.80 83:0.60 91:0.86 96:0.74 98:0.34 100:0.96 104:0.76 108:0.49 111:0.96 114:0.90 120:0.62 123:0.72 124:0.74 126:0.54 127:0.79 129:0.89 133:0.78 135:0.37 137:0.90 139:0.69 140:0.45 145:0.98 146:0.54 147:0.60 149:0.39 150:0.68 151:0.64 152:0.84 153:0.77 154:0.08 155:0.65 159:0.76 161:0.96 162:0.86 164:0.69 165:0.93 167:0.85 169:0.94 172:0.74 173:0.51 175:0.91 176:0.73 177:0.05 179:0.38 181:0.48 186:0.97 189:0.86 191:0.87 192:0.87 195:0.89 196:0.89 201:0.66 202:0.54 204:0.84 208:0.64 212:0.85 215:0.79 216:0.03 220:0.82 222:0.35 228:0.99 230:0.73 233:0.76 235:0.68 238:0.86 241:0.89 242:0.70 243:0.57 244:0.97 245:0.84 247:0.39 248:0.61 253:0.71 255:0.73 256:0.58 257:0.84 259:0.21 260:0.63 261:0.93 265:0.33 266:0.75 267:0.23 268:0.63 271:0.54 276:0.70 277:0.87 281:0.91 282:0.74 284:0.93 285:0.62 290:0.90 297:0.36 300:0.70\n0 1:0.61 11:0.45 12:0.51 17:0.57 18:0.62 21:0.68 27:0.45 28:0.89 29:0.71 30:0.45 34:0.84 36:0.19 37:0.50 39:0.51 43:0.35 45:0.77 55:0.52 66:0.61 69:0.70 70:0.59 71:0.94 74:0.59 77:0.70 81:0.56 83:0.60 86:0.64 91:0.10 98:0.45 99:0.83 101:0.52 108:0.53 114:0.66 122:0.77 123:0.51 124:0.50 126:0.44 127:0.39 129:0.05 133:0.43 135:0.70 139:0.62 145:0.50 146:0.62 147:0.67 149:0.33 150:0.46 154:0.27 155:0.48 159:0.56 161:0.96 165:0.70 167:0.60 172:0.59 173:0.64 176:0.62 177:0.70 178:0.55 179:0.57 181:0.48 187:0.68 192:0.46 195:0.79 201:0.57 208:0.54 212:0.73 215:0.49 216:0.77 222:0.35 235:0.88 241:0.55 242:0.41 243:0.67 244:0.93 245:0.74 247:0.67 253:0.53 259:0.21 265:0.47 266:0.54 267:0.36 271:0.54 276:0.41 282:0.73 290:0.66 297:0.36 300:0.55\n1 1:0.63 8:0.79 9:0.70 11:0.54 12:0.51 17:0.93 18:0.75 21:0.59 27:0.57 28:0.89 29:0.71 30:0.72 31:0.86 34:0.80 36:0.55 37:0.68 39:0.51 43:0.33 44:0.92 45:0.73 55:0.45 64:0.77 66:0.46 69:0.43 70:0.56 71:0.94 74:0.72 76:0.85 77:0.89 79:0.86 81:0.64 83:0.60 86:0.74 87:0.98 91:0.44 96:0.68 98:0.61 99:0.83 101:0.52 108:0.79 114:0.71 120:0.54 123:0.77 124:0.75 126:0.54 127:0.72 129:0.59 133:0.73 135:0.44 137:0.86 139:0.82 140:0.87 145:0.85 146:0.50 147:0.56 149:0.57 150:0.53 151:0.49 153:0.48 154:0.25 155:0.55 159:0.70 161:0.96 162:0.50 164:0.56 165:0.70 167:0.54 172:0.86 173:0.31 176:0.63 177:0.70 178:0.48 179:0.24 181:0.48 187:0.21 190:0.89 191:0.85 192:0.50 195:0.84 196:0.88 201:0.61 202:0.61 204:0.82 208:0.64 212:0.88 215:0.55 216:0.14 220:0.97 222:0.35 232:0.77 235:0.80 241:0.37 242:0.72 243:0.37 244:0.61 245:0.92 247:0.86 248:0.49 253:0.60 255:0.69 256:0.45 260:0.55 265:0.62 266:0.75 267:0.23 268:0.46 271:0.54 276:0.87 281:0.86 282:0.80 284:0.88 285:0.62 290:0.71 297:0.36 300:0.70\n1 1:0.65 8:0.84 11:0.54 12:0.51 17:0.96 18:0.79 21:0.47 27:0.57 28:0.89 29:0.71 30:0.62 34:0.70 36:0.60 37:0.68 39:0.51 43:0.11 44:0.88 45:0.73 48:0.98 55:0.45 64:0.77 66:0.59 69:0.41 70:0.51 71:0.94 74:0.72 76:0.98 77:0.98 81:0.67 83:0.60 86:0.73 87:0.98 91:0.23 98:0.74 99:0.83 101:0.52 108:0.79 114:0.76 123:0.77 124:0.64 126:0.54 127:0.77 129:0.59 133:0.61 135:0.47 139:0.76 145:0.72 146:0.50 147:0.56 149:0.48 150:0.57 154:0.17 155:0.56 159:0.67 161:0.96 165:0.70 167:0.50 172:0.92 173:0.32 176:0.63 177:0.70 178:0.55 179:0.20 181:0.48 187:0.21 192:0.50 195:0.81 201:0.62 202:0.50 204:0.84 208:0.64 212:0.90 215:0.63 216:0.14 222:0.35 232:0.77 235:0.68 241:0.18 242:0.60 243:0.32 244:0.93 245:0.96 247:0.86 253:0.61 254:0.74 265:0.74 266:0.75 267:0.19 271:0.54 276:0.91 281:0.86 282:0.74 290:0.76 297:0.36 300:0.70\n2 1:0.68 7:0.69 8:0.80 9:0.72 11:0.75 12:0.51 17:0.79 18:0.74 21:0.40 27:0.71 28:0.89 29:0.71 30:0.55 32:0.67 34:0.78 36:0.61 37:0.56 39:0.51 43:0.90 44:0.88 45:0.93 55:0.52 66:0.99 69:0.19 70:0.55 71:0.94 74:0.89 76:0.94 77:0.99 81:0.59 83:0.60 85:0.72 86:0.74 91:0.37 96:0.73 97:0.94 98:0.96 101:0.87 104:0.79 106:0.81 108:0.15 114:0.72 117:0.86 120:0.61 123:0.15 126:0.44 127:0.73 129:0.05 135:0.49 138:0.95 139:0.76 140:0.45 145:0.77 146:0.92 147:0.94 149:0.88 150:0.60 151:0.65 153:0.48 154:0.89 155:0.58 158:0.75 159:0.55 161:0.96 162:0.86 164:0.68 167:0.50 172:0.97 173:0.23 176:0.60 177:0.70 179:0.17 181:0.48 187:0.21 190:0.95 192:0.57 195:0.72 201:0.63 202:0.53 204:0.85 206:0.81 208:0.54 212:0.93 215:0.63 216:0.05 220:0.91 222:0.35 230:0.71 232:0.70 233:0.66 235:0.68 241:0.15 242:0.70 243:0.99 247:0.76 248:0.65 253:0.75 255:0.71 256:0.58 259:0.21 260:0.61 265:0.96 266:0.27 267:0.18 268:0.62 271:0.54 276:0.93 279:0.81 282:0.75 283:0.82 285:0.56 286:0.99 290:0.72 297:0.36 298:0.99 300:0.70\n0 1:0.69 7:0.69 8:0.72 11:0.45 12:0.51 17:0.90 18:0.74 21:0.13 27:0.32 28:0.89 29:0.71 30:0.76 32:0.67 34:0.28 36:0.34 37:0.64 39:0.51 43:0.40 44:0.88 45:0.83 55:0.52 64:0.77 66:0.93 69:0.15 70:0.42 71:0.94 74:0.77 76:0.94 77:0.99 81:0.83 83:0.60 86:0.75 91:0.37 98:0.93 99:0.83 101:0.52 108:0.12 114:0.88 117:0.86 122:0.77 123:0.12 126:0.54 127:0.59 129:0.05 135:0.51 139:0.76 145:0.97 146:0.73 147:0.77 149:0.42 150:0.86 154:0.54 155:0.56 159:0.29 161:0.96 165:0.70 167:0.52 172:0.82 173:0.37 176:0.63 177:0.70 178:0.55 179:0.43 181:0.48 187:0.21 191:0.70 192:0.55 195:0.60 201:0.68 204:0.80 208:0.64 212:0.88 215:0.84 216:0.16 222:0.35 230:0.71 232:0.86 233:0.76 235:0.52 241:0.27 242:0.70 243:0.94 244:0.83 247:0.79 253:0.68 254:0.74 259:0.21 265:0.93 266:0.27 267:0.23 271:0.54 276:0.72 282:0.75 290:0.88 297:0.36 300:0.55\n1 1:0.59 6:0.82 7:0.66 8:0.70 11:0.45 12:0.51 17:0.98 18:0.73 20:0.86 21:0.77 27:0.52 28:0.89 29:0.71 30:0.27 32:0.64 34:0.42 36:0.32 39:0.51 43:0.57 45:0.73 48:0.91 55:0.52 64:0.77 66:0.77 69:0.73 70:0.83 71:0.94 74:0.67 76:0.85 77:0.98 78:0.95 81:0.59 83:0.60 86:0.70 91:0.51 98:0.91 99:0.83 100:0.73 101:0.52 104:0.79 108:0.56 111:0.91 114:0.63 123:0.54 124:0.41 126:0.54 127:0.94 129:0.05 133:0.43 135:0.30 139:0.69 145:0.67 146:0.88 147:0.31 149:0.47 150:0.47 152:0.84 154:0.15 155:0.47 159:0.53 161:0.96 165:0.70 167:0.75 169:0.82 172:0.85 173:0.76 176:0.63 177:0.38 178:0.55 179:0.39 181:0.48 186:0.94 187:0.21 191:0.80 192:0.45 195:0.69 201:0.58 208:0.64 212:0.82 215:0.44 216:0.40 222:0.35 228:0.99 230:0.68 233:0.76 235:1.00 241:0.74 242:0.38 243:0.20 244:0.83 245:0.85 247:0.88 253:0.54 254:0.97 257:0.65 259:0.21 261:0.89 265:0.91 266:0.27 267:0.44 271:0.54 276:0.78 281:0.91 282:0.73 290:0.63 297:0.36 300:0.70\n1 1:0.58 6:0.82 7:0.69 8:0.71 9:0.71 11:0.45 12:0.51 17:0.88 18:0.64 20:0.89 21:0.64 27:0.51 28:0.89 29:0.71 30:0.16 32:0.65 34:0.78 36:0.56 37:0.33 39:0.51 43:0.39 45:0.92 55:0.45 66:0.88 69:0.83 70:0.88 71:0.94 74:0.85 76:0.85 77:0.70 78:0.87 81:0.38 86:0.67 91:0.18 96:0.73 98:0.90 100:0.90 101:0.52 104:0.98 106:0.81 108:0.67 111:0.87 114:0.67 117:0.86 120:0.61 122:0.51 123:0.65 124:0.38 126:0.44 127:0.63 129:0.05 133:0.43 135:0.97 139:0.65 140:0.80 145:0.70 146:0.98 147:0.37 149:0.65 150:0.43 151:0.61 152:0.90 153:0.48 154:0.25 155:0.57 158:0.75 159:0.80 161:0.96 162:0.86 164:0.76 167:0.48 169:0.90 172:0.98 173:0.69 176:0.62 177:0.38 179:0.13 181:0.48 186:0.87 187:0.21 190:0.95 192:0.56 195:0.91 201:0.55 202:0.63 204:0.82 206:0.81 208:0.54 212:0.88 215:0.53 216:0.85 220:0.97 222:0.35 230:0.71 232:0.92 233:0.66 235:0.80 241:0.10 242:0.39 243:0.11 244:0.83 245:0.97 247:0.79 248:0.60 253:0.72 254:0.84 255:0.70 256:0.68 257:0.65 259:0.21 260:0.61 261:0.88 265:0.90 266:0.54 267:1.00 268:0.71 271:0.54 276:0.96 279:0.82 282:0.74 283:0.82 285:0.56 290:0.67 297:0.36 300:0.84\n1 1:0.69 6:0.89 7:0.69 8:0.75 9:0.76 11:0.45 12:0.51 17:0.82 18:0.91 20:0.90 21:0.13 27:0.32 28:0.89 29:0.71 30:0.11 31:0.94 32:0.67 34:0.18 36:0.96 37:0.64 39:0.51 43:0.40 44:0.88 45:0.99 55:0.71 64:0.77 66:0.10 69:0.15 70:0.93 71:0.94 74:0.89 76:0.94 77:0.99 78:0.98 79:0.94 81:0.83 83:0.60 86:0.90 91:0.79 96:0.92 98:0.51 99:0.83 100:0.96 101:0.52 108:0.94 111:0.96 114:0.88 120:0.87 123:0.99 124:0.94 126:0.54 127:1.00 129:0.89 133:0.93 135:0.34 137:0.94 138:0.98 139:0.89 140:0.95 145:0.97 146:0.68 147:0.73 149:0.86 150:0.86 151:0.72 152:0.93 153:0.48 154:0.54 155:0.65 159:0.98 161:0.96 162:0.81 164:0.90 165:0.70 167:0.81 169:0.92 172:0.98 173:0.05 176:0.63 177:0.70 179:0.09 181:0.48 186:0.98 189:0.91 190:0.95 191:0.90 192:0.87 195:1.00 196:0.96 201:0.68 202:0.84 204:0.80 208:0.64 212:0.56 215:0.84 216:0.16 219:0.88 220:0.99 222:0.35 230:0.71 233:0.76 235:0.52 238:0.86 241:0.80 242:0.70 243:0.10 244:0.83 245:1.00 247:0.93 248:0.71 253:0.95 254:0.74 255:0.78 256:0.88 259:0.21 260:0.88 261:0.94 265:0.52 266:0.89 267:0.28 268:0.89 271:0.54 276:1.00 277:0.69 282:0.75 284:0.98 285:0.62 290:0.88 292:0.88 297:0.36 300:0.84\n2 1:0.69 7:0.70 11:0.75 12:0.51 17:0.82 18:0.85 21:0.54 27:0.59 28:0.89 29:0.71 30:0.88 32:0.67 34:0.37 36:0.22 37:0.47 39:0.51 43:0.91 44:0.88 45:0.87 48:0.91 55:0.52 64:0.77 66:0.98 69:0.44 70:0.29 71:0.94 74:0.85 76:0.85 77:0.99 81:0.76 83:0.91 85:0.72 86:0.85 91:0.04 97:0.89 98:0.95 99:0.95 101:0.87 108:0.34 114:0.69 123:0.33 126:0.54 127:0.64 129:0.05 135:0.26 139:0.88 145:1.00 146:0.93 147:0.94 149:0.87 150:0.73 154:0.91 155:0.64 158:0.77 159:0.56 161:0.96 165:0.70 167:0.57 172:0.96 173:0.40 176:0.62 177:0.70 178:0.55 179:0.18 181:0.48 187:0.39 192:0.58 195:0.73 201:0.68 204:0.85 208:0.64 212:0.93 215:0.55 216:0.36 219:0.91 222:0.35 230:0.73 233:0.66 235:0.97 241:0.47 242:0.53 243:0.99 247:0.88 253:0.64 265:0.95 266:0.27 267:0.19 271:0.54 276:0.92 279:0.80 281:0.86 282:0.75 283:0.82 290:0.69 292:0.95 297:0.36 300:0.70\n0 12:0.51 17:0.38 21:0.22 27:0.45 28:0.83 30:0.87 32:0.72 34:0.68 36:0.17 37:0.50 39:0.66 43:0.30 55:0.71 66:0.86 69:0.68 70:0.26 74:0.44 81:0.60 91:0.18 98:0.88 108:0.52 123:0.50 124:0.38 126:0.32 127:0.49 129:0.05 133:0.39 135:0.61 145:0.52 146:0.99 147:0.99 149:0.83 150:0.44 154:0.53 159:0.86 161:0.82 167:0.53 172:0.97 173:0.40 177:0.38 178:0.55 179:0.15 181:0.81 187:0.68 195:0.96 212:0.89 215:0.79 216:0.77 222:0.35 235:0.22 241:0.15 242:0.80 243:0.87 245:0.94 247:0.39 253:0.38 254:0.80 259:0.21 265:0.88 266:0.54 267:0.28 271:0.66 276:0.93 297:0.36 300:0.43\n3 1:0.74 6:0.95 7:0.81 8:0.92 9:0.80 12:0.51 17:0.64 20:0.96 27:0.25 28:0.83 32:0.80 34:0.21 36:0.38 37:0.92 39:0.66 41:0.94 74:0.59 76:0.94 77:0.70 78:0.95 81:0.92 83:0.84 91:0.88 96:0.93 100:0.97 104:0.58 111:0.96 114:0.98 120:0.88 121:0.90 126:0.54 135:0.32 140:0.45 144:0.85 145:0.40 150:0.96 151:0.96 152:0.89 153:0.85 155:0.67 161:0.82 162:0.61 164:0.80 165:0.92 167:0.88 169:0.96 175:0.91 176:0.73 181:0.81 186:0.95 189:0.96 191:0.90 192:0.59 195:0.52 201:0.74 202:0.74 204:0.89 208:0.64 215:0.96 216:0.09 222:0.35 230:0.87 232:0.78 233:0.76 235:0.05 238:0.95 241:0.87 244:0.83 248:0.93 253:0.92 255:0.79 256:0.75 257:0.84 259:0.21 260:0.88 261:0.96 267:0.44 268:0.75 271:0.66 277:0.87 282:0.88 285:0.62 290:0.98 297:0.36 299:0.88\n2 1:0.74 6:0.90 7:0.81 8:0.73 9:0.80 11:0.88 12:0.51 17:0.36 20:0.97 21:0.30 27:0.21 28:0.83 30:0.10 34:0.80 36:0.86 37:0.74 39:0.66 41:0.93 43:0.98 55:0.71 60:0.87 66:0.16 69:0.12 70:0.94 74:0.91 78:0.93 81:0.74 83:0.83 85:0.95 91:0.35 96:0.91 98:0.48 100:0.97 101:0.78 104:0.84 106:0.81 108:0.90 111:0.95 114:0.86 117:0.86 120:0.85 121:0.90 123:0.89 124:0.94 126:0.54 127:0.76 129:0.95 133:0.94 135:0.30 140:0.45 144:0.85 146:0.29 147:0.36 149:0.93 150:0.83 151:0.96 152:0.95 153:0.87 154:0.98 155:0.67 158:0.92 159:0.89 161:0.82 162:0.65 164:0.80 165:0.84 167:0.58 169:0.94 172:0.70 173:0.08 176:0.73 177:0.38 179:0.23 181:0.81 186:0.93 187:0.39 189:0.92 191:0.73 192:0.59 201:0.74 202:0.73 204:0.89 206:0.81 208:0.64 212:0.39 215:0.72 216:0.95 222:0.35 230:0.87 232:0.90 233:0.76 235:0.42 238:0.95 241:0.37 242:0.62 243:0.16 245:0.87 247:0.67 248:0.91 253:0.93 255:0.79 256:0.73 259:0.21 260:0.85 261:0.96 265:0.50 266:0.95 267:0.52 268:0.75 271:0.66 276:0.89 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.70\n2 1:0.74 6:0.82 7:0.81 8:0.63 9:0.80 11:0.88 12:0.51 17:0.20 20:0.96 21:0.13 27:0.18 28:0.83 30:0.52 32:0.80 34:0.62 36:0.37 37:0.46 39:0.66 41:0.90 43:0.93 60:0.87 66:0.49 69:0.30 70:0.87 74:0.94 77:0.89 78:0.89 81:0.84 83:0.85 85:0.98 91:0.54 96:0.82 98:0.62 100:0.88 101:0.85 104:0.77 106:0.81 108:0.70 111:0.87 114:0.92 117:0.86 120:0.72 121:1.00 122:0.43 123:0.68 124:0.79 126:0.54 127:0.61 129:0.93 133:0.84 135:0.86 140:0.45 144:0.85 145:0.77 146:0.43 147:0.50 149:0.96 150:0.90 151:0.73 152:0.93 153:0.46 154:0.93 155:0.67 158:0.92 159:0.74 161:0.82 162:0.86 164:0.70 165:0.88 167:0.53 169:0.85 172:0.82 173:0.18 176:0.73 177:0.38 179:0.29 181:0.81 186:0.88 187:0.87 189:0.85 191:0.70 192:0.59 195:0.88 201:0.74 202:0.56 204:0.89 206:0.81 208:0.64 212:0.59 215:0.84 216:0.75 220:0.74 222:0.35 230:0.84 232:0.83 233:0.76 235:0.22 238:0.85 241:0.12 242:0.38 243:0.15 245:0.86 247:0.67 248:0.79 253:0.88 255:0.79 256:0.64 259:0.21 260:0.73 261:0.91 265:0.63 266:0.63 267:0.79 268:0.64 271:0.66 276:0.83 279:0.86 282:0.88 283:0.82 285:0.62 290:0.92 297:0.36 299:0.97 300:0.84\n0 12:0.51 17:0.38 21:0.74 27:0.45 28:0.83 30:0.72 32:0.72 34:0.69 36:0.17 37:0.50 39:0.66 43:0.30 55:0.71 66:0.86 69:0.71 70:0.36 74:0.38 81:0.28 91:0.12 98:0.84 108:0.54 123:0.51 124:0.38 126:0.32 127:0.47 129:0.05 133:0.39 135:0.84 145:0.50 146:0.98 147:0.98 149:0.83 150:0.27 154:0.48 159:0.78 161:0.82 167:0.54 172:0.94 173:0.51 177:0.38 178:0.55 179:0.19 181:0.81 187:0.68 195:0.93 212:0.90 215:0.46 216:0.77 222:0.35 235:0.88 241:0.18 242:0.81 243:0.87 245:0.89 247:0.39 253:0.34 254:0.80 259:0.21 265:0.84 266:0.71 267:0.28 271:0.66 276:0.89 297:0.36 300:0.84\n3 1:0.74 6:0.93 7:0.81 8:0.90 9:0.80 11:0.88 12:0.51 17:0.06 20:0.84 21:0.59 27:0.03 28:0.83 30:0.91 32:0.80 34:0.75 36:0.83 37:0.93 39:0.66 41:0.88 43:0.86 60:0.87 66:0.69 69:0.61 70:0.13 74:0.77 76:0.85 77:0.70 78:0.87 81:0.57 83:0.86 85:0.80 91:0.70 96:0.84 98:0.62 100:0.90 101:0.78 104:0.93 108:0.46 111:0.87 114:0.74 120:0.75 121:0.97 122:0.43 123:0.44 126:0.54 127:0.18 129:0.05 135:0.51 140:0.45 144:0.85 145:0.59 146:0.46 147:0.53 149:0.65 150:0.72 151:0.93 152:0.80 153:0.77 154:0.83 155:0.67 158:0.92 159:0.17 161:0.82 162:0.86 163:0.81 164:0.69 165:0.78 167:0.78 169:0.87 172:0.21 173:0.77 176:0.73 177:0.38 179:0.86 181:0.81 186:0.87 187:0.68 189:0.94 191:0.98 192:0.59 195:0.61 201:0.74 202:0.54 204:0.89 208:0.64 212:0.61 215:0.55 216:0.76 222:0.35 230:0.87 232:0.95 233:0.76 235:0.74 238:0.90 241:0.74 242:0.63 243:0.73 247:0.30 248:0.82 253:0.85 255:0.79 256:0.58 259:0.21 260:0.76 261:0.85 265:0.63 266:0.17 267:0.91 268:0.63 271:0.66 276:0.13 279:0.86 282:0.88 283:0.82 285:0.62 290:0.74 297:0.36 299:0.88 300:0.13\n2 1:0.74 6:0.80 8:0.61 9:0.80 11:0.88 12:0.51 17:0.57 20:0.88 21:0.22 27:0.09 28:0.83 30:0.33 32:0.80 34:0.61 36:0.95 37:0.36 39:0.66 41:0.92 43:0.79 55:0.59 60:0.87 66:0.98 69:0.74 70:0.66 74:0.89 77:0.70 78:0.83 81:0.79 83:0.87 85:0.95 91:0.60 96:0.86 98:0.90 100:0.80 101:0.84 108:0.58 111:0.81 114:0.90 120:0.77 123:0.55 126:0.54 127:0.47 129:0.05 135:0.42 140:0.80 144:0.85 145:0.82 146:0.93 147:0.94 149:0.95 150:0.86 151:0.87 152:0.83 153:0.48 154:0.73 155:0.67 158:0.92 159:0.57 161:0.82 162:0.68 164:0.75 165:0.86 167:0.63 169:0.78 172:0.96 173:0.71 176:0.73 177:0.38 178:0.42 179:0.17 181:0.81 186:0.83 187:0.21 189:0.82 192:0.59 195:0.80 201:0.74 202:0.67 208:0.64 212:0.93 215:0.79 216:0.46 222:0.35 232:0.82 235:0.31 238:0.82 241:0.52 242:0.76 243:0.98 247:0.67 248:0.84 253:0.89 255:0.79 256:0.68 259:0.21 260:0.78 261:0.83 265:0.90 266:0.38 267:0.28 268:0.69 271:0.66 276:0.92 279:0.86 282:0.88 283:0.82 285:0.62 290:0.90 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.90 7:0.81 8:0.68 9:0.80 11:0.88 12:0.51 17:0.51 20:0.89 21:0.54 27:0.21 28:0.83 30:0.45 34:0.62 36:0.67 37:0.74 39:0.66 41:0.88 43:0.96 55:0.71 60:0.87 66:0.62 69:0.23 70:0.79 74:0.83 78:0.86 81:0.60 83:0.81 85:0.93 91:0.08 96:0.71 98:0.85 100:0.85 101:0.75 104:0.91 106:0.81 108:0.18 111:0.85 114:0.77 117:0.86 120:0.58 121:0.90 123:0.18 124:0.50 126:0.54 127:0.79 129:0.59 133:0.47 135:0.21 140:0.45 144:0.85 146:0.99 147:0.99 149:0.95 150:0.75 151:0.54 152:0.95 153:0.48 154:0.96 155:0.67 158:0.87 159:0.91 161:0.82 162:0.86 164:0.67 165:0.79 167:0.55 169:0.94 172:0.98 173:0.09 176:0.73 177:0.38 179:0.13 181:0.81 186:0.86 187:0.39 189:0.85 191:0.70 192:0.59 201:0.74 202:0.50 204:0.89 206:0.81 208:0.64 212:0.73 215:0.58 216:0.95 220:0.96 222:0.35 230:0.84 232:0.94 233:0.69 235:0.68 238:0.84 241:0.21 242:0.79 243:0.68 245:0.99 247:0.47 248:0.55 253:0.72 255:0.79 256:0.58 259:0.21 260:0.58 261:0.96 265:0.85 266:0.80 267:0.85 268:0.59 271:0.66 276:0.97 279:0.86 283:0.71 285:0.62 290:0.77 297:0.36 300:0.84\n1 1:0.74 6:0.98 7:0.76 8:0.90 9:0.80 11:0.88 12:0.51 17:0.30 20:0.76 21:0.54 27:0.02 28:0.83 30:0.68 32:0.72 34:0.85 36:0.47 37:0.92 39:0.66 41:0.82 43:0.88 66:0.88 69:0.53 70:0.53 74:0.92 76:0.85 78:0.93 81:0.65 83:0.74 85:0.97 91:0.40 96:0.71 98:0.67 100:0.97 101:0.84 108:0.41 111:0.96 114:0.77 120:0.58 122:0.43 123:0.39 124:0.37 126:0.54 127:0.39 129:0.05 133:0.39 135:0.69 140:0.45 144:0.85 145:0.83 146:0.88 147:0.91 149:0.96 150:0.77 151:0.58 152:0.78 153:0.48 154:0.87 155:0.67 159:0.68 161:0.82 162:0.54 164:0.57 165:0.79 167:0.62 169:0.88 172:0.84 173:0.37 176:0.73 177:0.38 179:0.34 181:0.81 186:0.93 187:0.39 191:0.90 192:0.59 195:0.88 201:0.74 202:0.56 208:0.64 212:0.73 215:0.58 216:0.99 220:0.87 222:0.35 230:0.79 233:0.76 235:0.74 241:0.50 242:0.51 243:0.89 245:0.64 247:0.60 248:0.57 253:0.76 255:0.79 256:0.45 259:0.21 260:0.59 261:0.83 265:0.68 266:0.38 267:0.79 268:0.46 271:0.66 276:0.69 285:0.62 290:0.77 297:0.36 300:0.70\n3 1:0.74 8:0.59 9:0.80 11:0.88 12:0.51 17:0.04 21:0.05 27:0.33 28:0.83 30:0.53 32:0.80 34:0.59 36:0.26 37:0.41 39:0.66 41:0.82 43:0.86 60:0.97 66:0.71 69:0.57 70:0.90 74:0.90 77:0.89 81:0.88 83:0.87 85:0.94 91:0.38 96:0.80 98:0.68 101:0.81 108:0.67 114:0.95 120:0.69 122:0.57 123:0.65 124:0.46 126:0.54 127:0.42 129:0.81 133:0.67 135:0.98 140:0.45 144:0.85 145:0.96 146:0.13 147:0.18 149:0.89 150:0.93 151:0.87 153:0.48 154:0.84 155:0.67 158:0.92 159:0.68 161:0.82 162:0.86 164:0.57 165:0.90 167:0.53 172:0.76 173:0.42 176:0.73 177:0.38 179:0.42 181:0.81 187:0.39 192:0.59 195:0.87 201:0.74 202:0.36 208:0.64 212:0.27 215:0.91 216:0.88 222:0.35 235:0.12 241:0.15 242:0.33 243:0.13 245:0.73 247:0.67 248:0.78 253:0.87 255:0.79 256:0.45 259:0.21 260:0.70 265:0.68 266:0.75 267:0.82 268:0.46 271:0.66 276:0.68 279:0.86 282:0.88 283:0.82 285:0.62 290:0.95 297:0.36 299:0.88 300:0.94\n2 1:0.74 6:0.80 8:0.58 9:0.80 11:0.88 12:0.51 17:0.11 20:0.96 21:0.05 27:0.14 28:0.83 30:0.28 32:0.80 34:0.50 36:0.18 37:0.67 39:0.66 41:0.90 43:0.86 60:0.97 66:0.60 69:0.57 70:0.95 74:0.91 77:0.89 78:0.91 81:0.88 83:0.86 85:0.93 91:0.49 96:0.88 98:0.69 100:0.90 101:0.80 108:0.68 111:0.90 114:0.95 120:0.79 122:0.67 123:0.66 124:0.63 126:0.54 127:0.46 129:0.81 133:0.67 135:0.98 140:0.45 144:0.85 145:0.96 146:0.34 147:0.41 149:0.88 150:0.93 151:0.87 152:0.92 153:0.48 154:0.84 155:0.67 158:0.92 159:0.69 161:0.82 162:0.54 164:0.73 165:0.90 167:0.55 169:0.88 172:0.73 173:0.42 176:0.73 177:0.38 179:0.42 181:0.81 186:0.91 187:0.39 189:0.82 191:0.70 192:0.59 195:0.87 201:0.74 202:0.70 208:0.64 212:0.26 215:0.91 216:0.93 220:0.62 222:0.35 235:0.12 238:0.86 241:0.21 242:0.44 243:0.21 245:0.79 247:0.67 248:0.86 253:0.91 255:0.79 256:0.64 259:0.21 260:0.80 261:0.92 265:0.69 266:0.80 267:0.88 268:0.66 271:0.66 276:0.70 279:0.86 282:0.88 283:0.82 285:0.62 290:0.95 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.79 7:0.81 8:0.58 9:0.80 11:0.88 12:0.51 17:0.28 20:0.85 21:0.13 27:0.39 28:0.83 30:0.41 32:0.80 34:0.28 36:0.91 37:0.30 39:0.66 41:0.82 43:0.80 60:0.87 66:0.86 69:0.73 70:0.45 74:0.81 76:0.94 77:0.70 78:0.84 81:0.84 83:0.84 85:0.88 91:0.62 96:0.84 98:0.73 100:0.78 101:0.78 104:0.95 106:0.81 108:0.56 111:0.82 114:0.92 117:0.86 120:0.74 121:0.90 122:0.43 123:0.53 126:0.54 127:0.23 129:0.05 135:1.00 140:0.45 144:0.85 145:0.61 146:0.83 147:0.85 149:0.80 150:0.90 151:0.92 152:0.81 153:0.72 154:0.74 155:0.67 158:0.92 159:0.39 161:0.82 162:0.67 163:0.75 164:0.64 165:0.88 167:0.56 169:0.77 172:0.59 173:0.70 176:0.73 177:0.38 179:0.52 181:0.81 186:0.84 187:0.39 189:0.81 192:0.59 195:0.77 201:0.74 202:0.53 204:0.89 206:0.81 208:0.64 212:0.19 215:0.84 216:0.65 222:0.35 230:0.87 232:0.96 233:0.76 235:0.22 238:0.81 241:0.30 242:0.45 243:0.86 247:0.47 248:0.81 253:0.86 255:0.79 256:0.45 259:0.21 260:0.75 261:0.82 265:0.73 266:0.63 267:0.73 268:0.57 271:0.66 276:0.49 279:0.86 282:0.88 283:0.82 285:0.62 290:0.92 297:0.36 299:0.88 300:0.33\n1 1:0.74 6:0.81 8:0.61 9:0.80 11:0.88 12:0.51 17:0.07 20:0.97 21:0.30 27:0.11 28:0.83 30:0.60 34:0.24 36:0.47 37:0.83 39:0.66 41:0.88 43:0.95 60:0.95 66:0.86 69:0.23 70:0.53 74:0.97 78:0.87 81:0.74 83:0.84 85:0.99 91:0.37 96:0.73 98:0.95 100:0.85 101:0.86 104:0.93 108:0.61 111:0.85 114:0.86 120:0.61 122:0.43 123:0.59 124:0.38 126:0.54 127:0.89 129:0.59 133:0.47 135:0.98 140:0.45 144:0.85 146:0.40 147:0.46 149:0.99 150:0.83 151:0.60 152:0.89 153:0.72 154:0.95 155:0.67 158:0.92 159:0.83 161:0.82 162:0.76 164:0.69 165:0.84 167:0.55 169:0.82 172:0.96 173:0.13 176:0.73 177:0.38 179:0.19 181:0.81 186:0.86 187:0.87 189:0.84 191:0.73 192:0.59 201:0.74 202:0.58 208:0.64 212:0.57 215:0.72 216:0.83 220:0.87 222:0.35 232:0.95 235:0.42 238:0.83 241:0.24 242:0.45 243:0.13 245:0.93 247:0.67 248:0.61 253:0.81 255:0.79 256:0.58 259:0.21 260:0.61 261:0.88 265:0.95 266:0.38 267:0.59 268:0.62 271:0.66 276:0.93 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.55\n2 1:0.74 6:0.93 8:0.87 9:0.80 11:0.88 12:0.37 17:0.02 20:0.98 27:0.14 28:0.70 30:0.70 32:0.80 34:0.78 36:0.28 37:0.67 39:0.42 41:0.99 43:0.86 60:0.95 66:0.12 69:0.57 70:0.74 74:0.88 77:0.70 78:0.86 81:0.95 83:0.90 85:0.95 91:0.75 96:0.99 98:0.26 100:0.93 101:0.81 108:0.93 111:0.88 114:0.98 120:0.99 122:0.43 123:0.58 124:0.89 126:0.54 127:0.68 129:0.95 133:0.87 135:0.39 138:0.99 140:0.45 144:0.85 145:0.80 146:0.22 147:0.28 149:0.89 150:0.98 151:1.00 152:0.94 153:0.99 154:0.84 155:0.67 158:0.92 159:0.82 161:0.75 162:0.65 163:0.81 164:0.97 165:0.92 167:0.60 169:0.89 172:0.37 173:0.34 176:0.73 177:0.38 179:0.54 181:0.94 186:0.86 187:0.39 189:0.95 192:0.59 195:0.93 201:0.74 202:0.95 208:0.64 212:0.15 215:0.96 216:0.93 222:0.60 235:0.05 238:0.94 241:0.44 242:0.45 243:0.24 245:0.70 247:0.55 248:1.00 253:1.00 255:0.79 256:0.96 259:0.21 260:0.99 261:0.93 265:0.22 266:0.92 267:0.23 268:0.96 271:0.60 276:0.63 279:0.86 282:0.88 283:0.82 285:0.62 290:0.98 297:0.36 299:0.88 300:0.84\n3 1:0.74 6:0.85 7:0.81 8:0.68 9:0.80 11:0.88 12:0.37 17:0.18 20:0.99 21:0.40 27:0.09 28:0.70 30:0.55 34:0.19 36:0.52 37:0.32 39:0.42 41:0.99 43:0.92 55:0.71 60:0.95 66:0.92 69:0.37 70:0.60 74:0.77 78:0.88 81:0.73 83:0.90 85:0.88 91:0.90 96:0.99 98:0.98 100:0.90 101:0.80 104:0.54 108:0.29 111:0.87 114:0.82 120:0.98 121:0.90 123:0.28 126:0.54 127:0.84 129:0.05 135:0.49 138:0.98 140:0.45 144:0.85 146:0.91 147:0.93 149:0.85 150:0.83 151:0.98 152:0.90 153:0.93 154:0.92 155:0.67 158:0.92 159:0.53 161:0.75 162:0.73 164:0.96 165:0.83 167:0.88 169:0.88 172:0.77 173:0.38 176:0.73 177:0.38 179:0.56 181:0.94 186:0.88 189:0.87 191:0.77 192:0.59 201:0.74 202:0.93 204:0.89 208:0.64 212:0.30 215:0.67 216:0.23 222:0.60 230:0.87 232:0.74 233:0.76 235:0.52 238:0.88 241:0.85 242:0.75 243:0.92 247:0.47 248:0.99 253:0.99 255:0.79 256:0.94 259:0.21 260:0.98 261:0.92 265:0.98 266:0.63 267:0.28 268:0.95 271:0.60 276:0.66 279:0.86 283:0.82 285:0.62 290:0.82 297:0.36 300:0.55\n2 1:0.74 6:0.86 7:0.76 8:0.68 9:0.80 11:0.88 12:0.37 17:0.11 20:0.99 21:0.05 27:0.08 28:0.70 30:0.33 32:0.80 34:0.40 36:0.86 37:0.28 39:0.42 41:0.99 43:0.84 60:0.95 66:0.86 69:0.44 70:0.58 74:0.81 76:0.85 77:0.70 78:0.91 81:0.91 83:0.90 85:0.88 91:0.94 96:0.99 98:0.95 100:0.96 101:0.82 104:0.58 108:0.34 111:0.93 114:0.95 120:0.97 123:0.32 126:0.54 127:0.65 129:0.05 135:0.63 138:0.98 140:0.45 144:0.85 145:0.76 146:0.73 147:0.77 149:0.82 150:0.96 151:0.98 152:0.91 153:0.92 154:0.80 155:0.67 158:0.92 159:0.29 161:0.75 162:0.70 164:0.95 165:0.90 167:0.87 169:0.94 172:0.61 173:0.62 176:0.73 177:0.38 179:0.73 181:0.94 186:0.92 189:0.87 191:0.83 192:0.59 195:0.62 201:0.74 202:0.92 208:0.64 212:0.69 215:0.91 216:0.31 220:0.62 222:0.60 230:0.79 232:0.77 233:0.76 235:0.12 238:0.94 241:0.83 242:0.43 243:0.87 247:0.47 248:0.99 253:0.99 255:0.79 256:0.93 259:0.21 260:0.97 261:0.96 265:0.95 266:0.47 267:0.65 268:0.94 271:0.60 276:0.50 279:0.86 282:0.88 283:0.82 285:0.62 290:0.95 297:0.36 299:0.88 300:0.43\n3 1:0.74 6:0.89 7:0.81 8:0.76 9:0.80 11:0.88 12:0.37 17:0.28 20:0.99 21:0.54 25:0.88 27:0.08 28:0.70 30:0.30 32:0.80 34:0.18 36:0.45 37:0.54 39:0.42 41:0.99 43:0.78 55:0.92 60:0.99 66:0.47 69:0.72 70:0.73 74:0.80 76:0.85 77:0.70 78:0.85 81:0.69 83:0.90 85:0.90 87:0.98 91:0.84 96:0.98 98:0.67 100:0.88 101:0.78 104:0.58 108:0.86 111:0.85 114:0.77 120:0.96 121:0.90 123:0.85 124:0.75 126:0.54 127:0.94 129:0.81 133:0.76 135:0.21 138:0.98 140:0.45 144:0.85 145:0.52 146:0.86 147:0.26 149:0.82 150:0.79 151:0.97 152:0.91 153:0.91 154:0.70 155:0.67 158:0.92 159:0.75 161:0.75 162:0.75 164:0.94 165:0.79 167:0.87 169:0.85 172:0.70 173:0.61 176:0.73 177:0.05 179:0.48 181:0.94 186:0.85 189:0.90 191:0.84 192:0.59 195:0.87 201:0.74 202:0.89 204:0.89 208:0.64 212:0.30 215:0.58 216:0.18 220:0.62 222:0.60 230:0.87 232:0.78 233:0.76 235:0.74 238:0.89 241:0.81 242:0.74 243:0.12 245:0.79 247:0.47 248:0.99 253:0.98 255:0.79 256:0.91 257:0.65 259:0.21 260:0.97 261:0.90 265:0.68 266:0.80 267:0.59 268:0.92 271:0.60 276:0.73 279:0.86 282:0.88 283:0.82 285:0.62 290:0.77 297:0.36 299:0.88 300:0.55\n3 1:0.74 6:0.93 8:0.78 9:0.80 11:0.88 12:0.37 17:0.02 20:0.75 27:0.14 28:0.70 30:0.70 32:0.80 34:0.66 36:0.34 37:0.67 39:0.42 41:0.99 43:0.86 60:0.87 66:0.08 69:0.57 70:0.66 74:0.86 77:0.70 78:0.85 81:0.95 83:0.90 85:0.95 91:0.92 96:0.99 98:0.22 100:0.95 101:0.80 108:0.93 111:0.87 114:0.98 120:0.98 122:0.43 123:0.91 124:0.89 126:0.54 127:0.67 129:0.95 133:0.87 135:0.51 138:0.98 140:0.45 144:0.85 145:0.80 146:0.29 147:0.36 149:0.89 150:0.98 151:1.00 152:0.94 153:0.99 154:0.84 155:0.67 158:0.92 159:0.83 161:0.75 162:0.65 164:0.96 165:0.92 167:0.60 169:0.89 172:0.41 173:0.33 176:0.73 177:0.38 179:0.54 181:0.94 186:0.88 187:0.39 189:0.94 191:0.83 192:0.59 195:0.93 201:0.74 202:0.95 208:0.64 212:0.19 215:0.96 216:0.93 222:0.60 235:0.05 238:0.94 241:0.43 242:0.53 243:0.24 245:0.70 247:0.60 248:1.00 253:1.00 255:0.79 256:0.95 259:0.21 260:0.99 261:0.93 265:0.24 266:0.84 267:0.65 268:0.96 271:0.60 276:0.63 279:0.86 282:0.88 283:0.82 285:0.62 290:0.98 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.95 7:0.81 8:0.89 9:0.80 11:0.88 12:0.37 17:0.18 20:0.99 21:0.30 27:0.21 28:0.70 30:0.21 34:0.49 36:0.54 37:0.74 39:0.42 41:0.99 43:0.98 55:0.71 60:0.98 66:0.08 69:0.12 70:0.89 74:0.98 78:0.82 81:0.78 83:0.90 85:0.99 91:0.84 96:0.99 98:0.34 100:0.93 101:0.80 104:0.84 106:0.81 108:0.97 111:0.86 114:0.86 117:0.86 120:0.97 121:0.90 122:0.67 123:0.96 124:0.97 126:0.54 127:0.75 129:0.99 133:0.97 135:0.28 140:0.45 144:0.85 146:0.90 147:0.92 149:0.94 150:0.86 151:0.99 152:0.91 153:0.97 154:0.98 155:0.67 158:0.92 159:0.96 161:0.75 162:0.68 164:0.95 165:0.84 167:0.59 169:0.90 172:0.80 173:0.06 176:0.73 177:0.38 179:0.12 181:0.94 186:0.83 187:0.39 189:0.96 191:0.82 192:0.59 201:0.74 202:0.92 204:0.89 206:0.81 208:0.64 212:0.35 215:0.72 216:0.95 222:0.60 230:0.87 232:0.89 233:0.76 235:0.42 238:0.96 241:0.41 242:0.45 243:0.19 245:0.96 247:0.67 248:0.99 253:0.99 255:0.79 256:0.94 259:0.21 260:0.97 261:0.92 265:0.29 266:0.95 267:0.28 268:0.94 271:0.60 276:0.97 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.94\n3 1:0.74 7:0.81 11:0.88 12:0.37 17:0.43 21:0.30 27:0.21 28:0.70 30:0.26 34:0.55 36:0.47 37:0.74 39:0.42 43:0.98 55:0.71 66:0.08 69:0.12 70:0.88 74:0.98 81:0.78 83:0.75 85:0.99 91:0.04 98:0.35 101:0.80 108:0.96 114:0.86 121:0.90 122:0.67 123:0.96 124:0.97 126:0.54 127:0.86 129:0.99 133:0.97 135:0.37 144:0.85 146:0.90 147:0.92 149:0.93 150:0.86 154:0.98 155:0.67 159:0.96 161:0.75 165:0.84 167:0.66 172:0.79 173:0.06 176:0.73 177:0.38 178:0.55 179:0.12 181:0.94 187:0.68 192:0.59 201:0.74 202:0.36 204:0.89 208:0.64 212:0.35 215:0.72 216:0.95 222:0.60 230:0.87 233:0.76 235:0.42 241:0.57 242:0.52 243:0.19 245:0.96 247:0.67 253:0.78 259:0.21 265:0.37 266:0.95 267:0.44 271:0.60 276:0.97 290:0.86 297:0.36 300:0.94\n1 1:0.74 9:0.80 11:0.88 12:0.37 17:0.13 21:0.64 27:0.45 28:0.70 30:0.73 34:0.73 36:0.23 37:0.50 39:0.42 41:0.82 43:0.82 66:0.20 69:0.69 70:0.57 74:0.70 81:0.57 83:0.73 85:0.91 91:0.17 96:0.69 98:0.37 101:0.81 108:0.65 114:0.72 120:0.55 122:0.43 123:0.63 124:0.74 126:0.54 127:0.38 129:0.81 133:0.67 135:0.72 140:0.45 144:0.85 145:0.49 146:0.25 147:0.31 149:0.83 150:0.71 151:0.51 153:0.48 154:0.77 155:0.67 159:0.53 161:0.75 162:0.86 164:0.57 165:0.70 167:0.56 172:0.27 173:0.65 176:0.73 177:0.38 179:0.68 181:0.94 187:0.68 192:0.59 201:0.74 202:0.36 208:0.64 212:0.30 215:0.53 216:0.77 220:0.96 222:0.60 235:0.80 241:0.27 242:0.58 243:0.36 245:0.63 247:0.39 248:0.50 253:0.63 255:0.79 256:0.45 259:0.21 260:0.55 265:0.39 266:0.75 267:0.69 268:0.46 271:0.60 276:0.40 285:0.62 290:0.72 297:0.36 300:0.55\n3 1:0.74 6:0.85 7:0.81 8:0.63 9:0.80 11:0.88 12:0.37 17:0.79 20:0.98 27:0.05 28:0.70 30:0.44 32:0.80 34:0.17 36:0.48 37:0.28 39:0.42 41:0.97 43:0.56 55:0.71 66:0.36 69:0.94 70:0.65 74:0.67 77:0.70 78:0.90 81:0.95 83:0.88 85:0.85 91:0.83 96:0.96 98:0.69 100:0.91 101:0.75 104:0.58 108:0.45 111:0.89 114:0.98 120:0.92 121:0.90 123:0.44 124:0.69 126:0.54 127:0.79 129:0.05 133:0.62 135:0.19 140:0.45 144:0.85 145:0.70 146:0.78 147:0.90 149:0.72 150:0.98 151:0.98 152:0.90 153:0.92 154:0.45 155:0.67 159:0.73 161:0.75 162:0.56 163:0.75 164:0.87 165:0.92 167:0.90 169:0.89 172:0.61 173:0.96 176:0.73 177:0.05 179:0.52 181:0.94 186:0.90 189:0.86 191:0.84 192:0.59 195:0.86 201:0.74 202:0.84 204:0.89 208:0.64 212:0.18 215:0.96 216:0.15 222:0.60 230:0.87 232:0.77 233:0.76 235:0.05 238:0.89 241:0.95 242:0.77 243:0.51 245:0.80 247:0.55 248:0.96 253:0.96 255:0.79 256:0.83 257:0.65 259:0.21 260:0.93 261:0.94 265:0.69 266:0.75 267:0.28 268:0.84 271:0.60 276:0.69 277:0.69 282:0.88 285:0.62 290:0.98 297:0.36 299:0.88 300:0.70\n0 12:0.37 17:0.26 21:0.13 27:0.33 30:0.76 34:0.84 36:0.26 37:0.89 43:0.42 55:0.45 66:0.64 69:0.49 70:0.15 81:1.00 91:0.11 98:0.60 108:0.38 123:0.36 126:0.54 127:0.18 129:0.05 135:0.61 145:0.65 146:0.40 147:0.47 149:0.28 150:1.00 154:0.32 159:0.15 163:0.92 172:0.16 173:0.70 177:0.05 178:0.55 179:0.92 187:0.98 212:0.95 215:0.84 216:0.83 235:0.12 241:0.50 242:0.82 243:0.69 247:0.12 259:0.21 265:0.61 266:0.12 267:0.36 276:0.14 297:0.36 300:0.13\n1 8:0.79 12:0.37 17:0.28 21:0.78 27:0.45 30:0.95 34:0.76 36:0.26 37:0.50 43:0.25 55:0.84 66:0.54 69:0.84 91:0.17 98:0.19 108:0.70 123:0.68 127:0.10 129:0.05 135:0.86 145:0.45 146:0.35 147:0.41 149:0.17 154:0.18 159:0.14 172:0.10 173:0.74 177:0.05 178:0.55 179:0.51 187:0.68 216:0.77 235:0.60 241:0.18 243:0.63 259:0.21 265:0.21 267:0.69 300:0.08\n2 6:0.89 8:0.76 12:0.37 17:0.47 20:0.87 21:0.47 27:0.72 30:0.21 32:0.80 34:0.49 36:0.37 43:0.43 55:0.59 66:0.20 69:0.49 70:0.37 78:0.99 81:0.98 91:0.29 98:0.20 100:0.98 104:0.92 106:0.81 108:0.38 111:0.98 120:0.69 123:0.72 124:0.73 126:0.54 127:0.33 129:0.81 133:0.67 135:0.24 140:0.45 145:0.76 146:0.24 147:0.30 149:0.33 150:0.98 151:0.66 152:0.82 153:0.48 154:0.32 159:0.39 162:0.86 163:0.87 164:0.57 169:0.97 172:0.10 173:0.51 177:0.05 179:0.93 186:0.98 187:0.87 189:0.90 195:0.66 202:0.36 206:0.81 212:0.42 215:0.63 216:0.08 235:0.52 238:0.92 241:0.30 242:0.82 243:0.40 245:0.40 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 261:0.94 265:0.19 266:0.23 267:0.59 268:0.46 276:0.23 283:0.60 285:0.62 297:0.36 300:0.25\n1 6:0.80 8:0.61 12:0.37 17:0.20 20:0.85 21:0.13 27:0.13 30:0.76 34:0.96 36:0.25 37:0.82 43:0.44 55:0.45 66:0.64 69:0.44 70:0.15 78:0.93 81:1.00 91:0.22 98:0.53 100:0.97 108:0.34 111:0.95 123:0.33 126:0.54 127:0.16 129:0.05 135:0.69 145:0.61 146:0.40 147:0.47 149:0.28 150:1.00 152:0.94 154:0.34 159:0.15 163:0.92 169:0.90 172:0.16 173:0.61 177:0.05 178:0.55 179:0.89 186:0.93 187:0.68 212:0.95 215:0.84 216:0.91 235:0.12 241:0.32 242:0.82 243:0.69 247:0.12 259:0.21 261:0.92 265:0.55 266:0.12 267:0.44 276:0.14 283:0.82 297:0.36 300:0.13\n2 6:0.90 8:0.83 12:0.37 17:0.49 20:0.91 21:0.78 27:0.72 34:0.30 36:0.83 37:0.56 78:0.88 91:0.86 100:0.93 111:0.89 120:0.65 135:0.32 140:0.98 145:0.70 151:0.60 152:0.85 153:0.46 162:0.45 164:0.53 169:0.91 175:0.75 178:0.55 186:0.88 189:0.92 191:0.75 202:0.87 216:0.26 235:0.12 238:0.93 241:0.86 244:0.61 248:0.58 256:0.45 257:0.65 259:0.21 260:0.65 261:0.89 267:0.28 268:0.45 277:0.69 285:0.62\n2 8:0.64 12:0.37 17:0.28 20:0.95 21:0.78 27:0.26 30:0.21 34:0.44 36:0.97 37:0.40 43:0.41 66:0.20 69:0.51 70:0.37 78:0.92 91:0.31 98:0.07 100:0.73 108:0.39 111:0.89 123:0.37 124:0.81 127:0.44 129:0.89 133:0.78 135:0.90 146:0.13 147:0.18 149:0.32 152:0.88 154:0.31 159:0.81 163:0.87 169:0.72 172:0.10 173:0.25 177:0.05 178:0.55 179:0.95 186:0.92 187:0.68 212:0.42 216:0.83 235:0.05 241:0.02 242:0.82 243:0.40 245:0.39 247:0.12 259:0.21 261:0.89 265:0.07 266:0.23 267:0.65 276:0.18 300:0.25\n1 12:0.37 17:0.16 21:0.05 27:0.13 30:0.76 34:0.95 36:0.29 37:0.82 43:0.40 55:0.45 66:0.64 69:0.52 70:0.15 81:1.00 91:0.20 98:0.53 108:0.40 123:0.38 126:0.54 127:0.16 129:0.05 135:0.58 145:0.61 146:0.40 147:0.47 149:0.27 150:1.00 154:0.30 159:0.15 163:0.92 172:0.16 173:0.68 177:0.05 178:0.55 179:0.88 187:0.98 212:0.95 215:0.91 216:0.91 235:0.05 241:0.49 242:0.82 243:0.69 247:0.12 259:0.21 265:0.55 266:0.12 267:0.52 276:0.14 297:0.36 300:0.13\n0 8:0.68 12:0.37 17:0.66 20:0.90 21:0.78 27:0.51 30:0.95 34:0.58 36:0.95 37:0.24 43:0.41 55:0.96 66:0.20 69:0.51 78:0.96 91:0.31 98:0.08 100:0.97 108:0.39 111:0.96 123:0.37 124:0.61 127:0.18 129:0.59 133:0.47 135:0.75 146:0.05 147:0.05 149:0.20 152:0.84 154:0.31 159:0.26 169:0.96 172:0.05 173:0.50 177:0.05 178:0.55 179:0.98 186:0.95 187:0.68 202:0.36 216:0.63 235:0.05 241:0.18 243:0.40 245:0.36 259:0.21 261:0.96 265:0.08 267:0.76 300:0.08\n1 8:0.64 12:0.37 20:0.83 21:0.78 27:0.66 34:0.73 36:0.27 37:0.25 78:0.92 91:0.96 100:0.90 111:0.90 120:0.73 135:0.77 140:0.99 151:0.66 152:0.79 153:0.48 162:0.45 164:0.67 169:0.88 175:0.75 178:0.55 186:0.92 191:0.85 202:0.94 216:0.62 220:0.62 241:0.94 244:0.61 248:0.66 256:0.58 257:0.65 259:0.21 260:0.74 261:0.85 267:0.69 268:0.59 277:0.69 285:0.62\n1 6:0.82 7:0.81 12:0.37 17:0.30 20:0.82 21:0.40 27:0.44 30:0.95 32:0.80 34:0.79 36:0.39 37:0.46 43:0.35 55:0.96 66:0.20 69:0.63 78:0.98 81:0.99 91:0.40 98:0.10 100:0.91 104:0.98 106:0.81 108:0.48 111:0.95 123:0.46 124:0.61 126:0.54 127:0.23 129:0.59 133:0.47 135:0.44 145:0.56 146:0.05 147:0.05 149:0.20 150:0.98 152:0.84 154:0.27 159:0.20 169:0.91 172:0.05 173:0.79 177:0.05 178:0.55 179:0.99 186:0.98 187:0.87 195:0.56 206:0.81 215:0.67 216:0.83 230:0.87 233:0.76 235:0.42 241:0.30 243:0.40 245:0.36 259:0.21 261:0.91 265:0.10 267:0.59 297:0.36 300:0.08\n1 6:0.80 8:0.67 12:0.37 20:0.91 21:0.78 27:0.13 34:0.98 36:0.32 37:0.82 78:0.89 91:0.86 100:0.87 111:0.87 120:0.87 135:0.56 140:0.98 145:0.47 151:0.75 152:0.93 153:0.85 162:0.45 164:0.82 169:0.90 175:0.75 178:0.55 186:0.89 187:0.39 191:0.92 202:0.99 216:0.91 235:0.88 241:0.72 244:0.61 248:0.81 256:0.78 257:0.65 259:0.21 260:0.87 261:0.92 267:0.88 268:0.78 277:0.69 285:0.62\n0 12:0.37 17:0.36 21:0.78 27:0.45 30:0.95 34:0.83 36:0.18 37:0.50 43:0.26 55:0.71 66:0.54 69:0.82 91:0.27 98:0.17 108:0.66 123:0.64 127:0.10 129:0.05 135:0.92 145:0.45 146:0.29 147:0.36 149:0.17 154:0.19 159:0.12 172:0.10 173:0.73 177:0.05 178:0.55 179:0.39 187:0.68 216:0.77 235:0.95 241:0.50 243:0.63 259:0.21 265:0.19 267:0.65 300:0.08\n0 1:0.74 11:0.64 12:0.95 17:0.57 21:0.30 27:0.55 30:0.15 34:0.84 36:0.49 37:0.57 39:0.37 43:0.92 55:0.59 66:0.54 69:0.12 70:0.89 74:0.99 81:0.73 83:0.75 85:0.85 91:0.40 98:0.68 101:0.71 106:0.81 108:0.75 114:0.86 117:0.86 122:0.67 123:0.73 124:0.91 126:0.54 127:0.98 129:0.89 131:0.61 133:0.95 135:0.71 144:0.57 146:0.67 147:0.72 149:0.91 150:0.83 154:0.91 155:0.67 157:0.91 159:0.93 165:0.84 166:1.00 172:0.97 173:0.07 176:0.73 177:0.38 178:0.55 179:0.14 182:0.97 187:0.68 192:0.59 201:0.74 206:0.81 212:0.68 215:0.72 216:0.23 222:0.21 227:0.61 229:0.61 231:1.00 235:0.42 241:0.05 242:0.50 243:0.25 245:0.94 246:0.61 247:0.67 253:0.78 259:0.21 265:0.68 266:0.95 267:0.17 276:0.96 287:0.61 290:0.86 297:0.36 300:0.84\n2 1:0.74 7:0.81 11:0.64 12:0.95 17:0.78 21:0.13 27:0.72 30:0.18 32:0.80 34:0.99 36:0.45 39:0.37 43:0.82 60:0.87 66:0.46 69:0.64 70:0.85 74:0.91 77:0.70 81:0.83 83:0.87 85:0.93 91:0.60 98:0.52 101:0.80 108:0.85 114:0.92 121:0.90 122:0.51 123:0.84 124:0.67 126:0.54 127:0.45 129:0.81 131:0.61 133:0.67 135:0.94 144:0.57 145:0.72 146:0.59 147:0.65 149:0.86 150:0.89 154:0.77 155:0.67 157:0.99 158:0.92 159:0.67 165:0.88 166:1.00 172:0.67 173:0.52 176:0.73 177:0.38 178:0.55 179:0.42 182:0.98 187:0.21 192:0.59 195:0.85 201:0.74 204:0.89 208:0.64 212:0.54 215:0.84 216:0.10 222:0.21 227:0.61 229:0.61 230:0.84 231:1.00 233:0.69 235:0.22 241:0.21 242:0.21 243:0.40 245:0.81 246:0.61 247:0.60 253:0.78 265:0.53 266:0.80 267:0.76 276:0.68 279:0.86 282:0.88 283:0.82 287:0.61 290:0.92 297:0.36 299:0.88 300:0.70\n1 1:0.74 9:0.80 11:0.64 12:0.95 17:0.76 21:0.22 27:0.72 30:0.53 34:0.80 36:0.77 39:0.37 41:0.82 43:0.92 55:0.71 66:0.32 69:0.10 70:0.62 74:0.99 81:0.78 83:0.77 85:0.85 91:0.40 96:0.74 98:0.71 101:0.71 106:0.81 108:0.95 114:0.90 117:0.86 120:0.61 122:0.67 123:0.94 124:0.83 126:0.54 127:0.97 129:0.89 131:1.00 133:0.83 135:0.88 140:0.45 144:0.57 146:0.91 147:0.93 149:0.90 150:0.86 151:0.64 153:0.46 154:0.92 155:0.67 157:0.91 159:0.92 162:0.62 164:0.54 165:0.86 166:1.00 172:0.94 173:0.07 176:0.73 177:0.38 179:0.14 182:0.98 187:0.87 192:0.59 201:0.74 202:0.49 206:0.81 208:0.64 212:0.67 215:0.79 216:0.17 220:0.74 222:0.21 227:0.61 229:0.99 231:1.00 235:0.31 241:0.03 242:0.70 243:0.38 245:0.98 246:0.61 247:0.67 248:0.62 253:0.82 255:0.79 256:0.45 259:0.21 260:0.62 265:0.71 266:0.89 267:0.44 268:0.45 276:0.96 285:0.62 287:0.61 290:0.90 297:0.36 300:0.84\n4 1:0.74 9:0.80 11:0.64 12:0.95 17:0.70 21:0.05 25:0.88 27:0.72 30:0.21 34:0.97 36:0.44 37:0.73 39:0.37 41:0.94 43:0.88 66:0.69 69:0.34 70:0.67 74:0.69 81:0.88 83:0.83 85:0.80 91:0.74 96:0.94 98:0.43 101:0.76 108:0.27 114:0.95 120:0.88 122:0.51 123:0.26 124:0.41 126:0.54 127:0.60 129:0.05 131:1.00 133:0.39 135:0.94 140:0.45 144:0.57 146:0.45 147:0.52 149:0.70 150:0.93 151:0.93 153:0.78 154:0.86 155:0.67 157:0.94 159:0.44 162:0.75 164:0.80 165:0.90 166:1.00 172:0.41 173:0.38 176:0.73 177:0.38 179:0.87 182:0.99 187:0.21 192:0.59 201:0.74 202:0.73 208:0.64 212:0.55 215:0.91 216:0.27 222:0.21 227:0.61 229:1.00 231:1.00 235:0.12 241:0.61 242:0.40 243:0.73 245:0.46 246:0.61 247:0.47 248:0.93 253:0.93 255:0.79 256:0.77 259:0.21 260:0.89 265:0.45 266:0.38 267:0.36 268:0.77 276:0.23 285:0.62 287:0.61 290:0.95 297:0.36 300:0.43\n2 1:0.74 7:0.81 9:0.80 11:0.64 12:0.95 17:0.73 21:0.13 27:0.55 30:0.27 32:0.80 34:0.98 36:0.59 37:0.57 39:0.37 41:0.82 43:0.62 55:0.59 60:0.87 66:0.45 69:0.59 70:0.81 74:0.81 77:0.70 81:0.83 83:0.84 85:0.80 91:0.57 96:0.78 98:0.62 101:0.74 108:0.76 114:0.92 120:0.62 121:0.90 123:0.74 124:0.58 126:0.54 127:0.40 129:0.59 131:1.00 133:0.47 135:0.99 140:0.80 144:0.57 145:0.40 146:0.65 147:0.70 149:0.71 150:0.89 151:0.69 153:0.48 154:0.75 155:0.67 157:0.93 158:0.86 159:0.54 162:0.74 164:0.57 165:0.88 166:1.00 172:0.63 173:0.52 176:0.73 177:0.38 178:0.42 179:0.43 182:0.98 187:0.39 192:0.59 195:0.77 201:0.74 202:0.56 204:0.89 208:0.64 212:0.69 215:0.84 216:0.23 220:0.74 222:0.21 227:0.61 229:0.99 230:0.84 231:1.00 233:0.69 235:0.22 241:0.27 242:0.72 243:0.48 245:0.85 246:0.61 247:0.60 248:0.65 253:0.82 255:0.79 256:0.58 259:0.21 260:0.63 265:0.63 266:0.63 267:0.36 268:0.59 276:0.67 279:0.86 282:0.88 283:0.66 285:0.62 287:0.61 290:0.92 297:0.36 299:0.88 300:0.70\n3 1:0.74 6:1.00 8:0.95 9:0.80 11:0.64 12:0.95 17:0.72 20:0.99 21:0.05 25:0.88 27:0.72 30:0.21 34:0.53 36:0.51 37:0.73 39:0.37 41:0.92 43:0.98 60:0.87 66:0.80 69:0.07 70:0.50 74:0.75 78:0.98 81:0.88 83:0.87 85:0.80 91:0.88 96:0.91 98:0.99 100:0.99 101:0.79 108:0.06 111:0.99 114:0.95 120:0.93 122:0.51 123:0.06 126:0.54 127:0.88 129:0.05 131:1.00 135:0.71 140:0.80 144:0.57 146:0.71 147:0.75 149:0.72 150:0.93 151:0.94 152:0.99 153:0.86 154:0.98 155:0.67 157:0.95 158:0.87 159:0.28 162:0.75 164:0.88 165:0.90 166:1.00 169:0.98 172:0.45 173:0.32 176:0.73 177:0.38 179:0.89 182:0.99 186:0.97 189:1.00 192:0.59 201:0.74 202:0.83 208:0.64 212:0.55 215:0.91 216:0.27 222:0.21 227:0.61 229:0.99 231:1.00 235:0.12 238:0.98 241:0.89 242:0.40 243:0.82 246:0.61 247:0.39 248:0.88 253:0.92 255:0.79 256:0.86 259:0.21 260:0.93 261:0.97 265:0.99 266:0.27 267:0.19 268:0.86 276:0.35 279:0.86 283:0.71 285:0.62 287:0.61 290:0.95 297:0.36 300:0.33\n2 1:0.74 7:0.81 11:0.64 12:0.95 17:0.81 21:0.59 27:0.72 30:0.19 34:0.50 36:0.30 39:0.37 43:0.90 55:0.84 66:0.27 69:0.48 70:0.82 74:0.96 76:0.85 81:0.57 83:0.73 85:0.96 91:0.33 98:0.55 101:0.79 106:0.81 108:0.69 114:0.74 117:0.86 121:0.90 122:0.67 123:0.67 124:0.91 126:0.54 127:0.93 129:0.95 131:0.61 133:0.91 135:0.98 144:0.57 145:0.74 146:0.58 147:0.64 149:0.93 150:0.72 154:0.89 155:0.67 157:0.99 159:0.89 165:0.78 166:1.00 172:0.77 173:0.19 176:0.73 177:0.38 178:0.55 179:0.27 182:0.97 187:0.21 192:0.59 201:0.74 204:0.89 206:0.81 208:0.64 212:0.23 215:0.55 222:0.21 227:0.61 229:0.61 230:0.87 231:1.00 233:0.76 235:0.74 241:0.05 242:0.44 243:0.29 245:0.87 246:0.61 247:0.60 253:0.75 265:0.56 266:0.94 267:0.69 276:0.86 287:0.61 290:0.74 297:0.36 300:0.70\n1 1:0.74 11:0.64 12:0.95 17:0.64 20:0.99 21:0.47 27:0.72 30:0.21 34:0.30 36:0.83 37:0.68 39:0.37 43:0.92 55:0.71 66:0.19 69:0.41 70:0.96 74:0.97 78:0.87 81:0.64 83:0.74 85:0.90 91:0.12 98:0.31 100:0.73 101:0.65 108:0.93 111:0.85 114:0.80 122:0.67 123:0.93 124:0.98 126:0.54 127:1.00 129:0.89 131:0.61 133:0.99 135:0.90 144:0.57 146:0.61 147:0.67 149:0.88 150:0.77 152:0.92 154:0.91 155:0.67 157:0.84 159:0.99 165:0.80 166:1.00 169:0.72 172:0.92 173:0.06 176:0.73 177:0.38 178:0.55 179:0.12 182:0.97 186:0.87 187:0.39 192:0.59 201:0.74 202:0.50 212:0.30 215:0.63 216:0.26 222:0.21 227:0.61 229:0.61 231:1.00 235:0.60 241:0.03 242:0.80 243:0.11 245:0.94 246:0.61 247:0.60 253:0.77 259:0.21 261:0.88 265:0.33 266:1.00 267:0.36 276:0.97 287:0.61 290:0.80 297:0.36 300:0.99\n2 7:0.78 12:0.06 17:0.72 27:0.70 30:0.56 32:0.78 34:0.33 36:0.87 37:0.32 39:0.96 43:0.32 55:0.84 66:0.35 69:0.07 70:0.76 74:0.89 76:0.85 77:0.70 81:0.87 91:0.54 98:0.73 104:0.89 106:0.81 108:0.93 117:0.86 123:0.93 124:0.88 126:0.32 127:0.92 129:0.59 133:0.89 135:0.71 145:0.50 146:0.80 147:0.83 149:0.79 150:0.73 154:0.86 159:0.91 172:0.89 173:0.06 177:0.38 178:0.55 179:0.19 187:0.39 195:0.98 206:0.81 212:0.27 215:0.96 216:0.38 222:0.97 230:0.81 232:0.82 233:0.76 235:0.02 241:0.21 242:0.70 243:0.36 245:0.93 247:0.67 253:0.63 254:0.74 259:0.21 265:0.74 266:0.92 267:0.76 271:0.22 276:0.92 282:0.86 283:0.82 297:0.36 300:0.70\n1 1:0.74 7:0.81 9:0.80 11:0.57 12:0.06 17:0.47 21:0.13 27:0.72 30:0.28 34:0.93 36:0.48 37:0.55 39:0.96 43:0.83 60:0.87 66:0.79 69:0.65 70:0.83 74:0.90 81:0.78 83:0.85 85:0.88 91:0.61 96:0.75 98:0.75 101:0.79 104:0.80 106:0.81 108:0.49 114:0.92 117:0.86 120:0.63 121:0.90 122:0.51 123:0.47 124:0.38 126:0.54 127:0.37 129:0.05 133:0.39 135:0.54 140:0.45 145:0.97 146:0.78 147:0.82 149:0.81 150:0.86 151:0.70 153:0.69 154:0.80 155:0.67 158:0.92 159:0.43 162:0.86 164:0.62 165:0.88 172:0.61 173:0.66 176:0.73 177:0.38 179:0.62 187:0.21 192:0.59 201:0.74 202:0.46 204:0.89 206:0.81 208:0.64 212:0.27 215:0.84 216:0.16 220:0.74 222:0.97 230:0.87 232:0.84 233:0.76 235:0.22 241:0.24 242:0.40 243:0.80 245:0.53 247:0.47 248:0.66 253:0.82 255:0.79 256:0.45 259:0.21 260:0.64 265:0.75 266:0.47 267:0.52 268:0.55 271:0.22 276:0.51 279:0.86 283:0.82 285:0.62 290:0.92 297:0.36 300:0.55\n1 7:0.78 8:0.62 11:0.57 12:0.06 17:0.06 21:0.30 27:0.71 30:0.17 32:0.75 34:0.70 36:0.80 37:0.39 39:0.96 43:0.44 55:0.84 66:0.08 69:0.91 70:0.99 74:0.60 81:0.56 85:0.88 91:0.61 98:0.26 101:0.69 104:0.87 106:0.81 108:0.96 120:0.90 123:0.96 124:0.99 126:0.32 127:0.89 129:0.95 133:0.99 135:0.23 140:0.80 145:0.41 146:0.85 147:0.05 149:0.78 150:0.42 151:0.75 153:0.87 154:0.46 159:0.97 162:0.65 164:0.90 172:0.67 173:0.54 177:0.05 178:0.42 179:0.17 187:0.21 190:0.77 195:1.00 202:0.86 206:0.81 212:0.16 215:0.72 216:0.30 220:0.87 222:0.97 230:0.81 233:0.76 235:0.31 241:0.03 242:0.76 243:0.05 245:0.86 247:0.67 248:0.85 253:0.47 256:0.87 257:0.65 259:0.21 260:0.90 265:0.28 266:0.99 267:0.28 268:0.88 271:0.22 276:0.94 283:0.71 285:0.50 297:0.36 300:0.98\n1 1:0.74 7:0.78 8:0.71 9:0.80 12:0.06 17:0.53 21:0.05 27:0.64 30:0.20 34:0.53 36:0.74 37:0.32 39:0.96 41:0.82 43:0.44 55:0.92 66:0.07 69:0.97 70:0.95 74:0.59 81:0.83 83:0.79 91:0.54 96:0.77 98:0.24 108:0.10 114:0.95 120:0.65 123:0.94 124:0.98 126:0.54 127:0.92 129:0.81 133:0.97 135:0.78 140:0.45 146:0.38 147:0.44 149:0.72 150:0.90 151:0.77 153:0.48 154:0.17 155:0.67 159:0.95 162:0.86 163:0.94 164:0.57 165:0.90 172:0.45 173:0.83 176:0.73 177:0.05 179:0.30 187:0.21 192:0.59 201:0.74 202:0.36 208:0.64 212:0.16 215:0.91 216:0.13 220:0.62 222:0.97 230:0.81 233:0.69 235:0.12 241:0.21 242:0.73 243:0.24 245:0.77 247:0.60 248:0.71 253:0.80 254:0.74 255:0.79 256:0.45 257:0.65 259:0.21 260:0.66 265:0.14 266:0.98 267:0.84 268:0.46 271:0.22 276:0.85 283:0.71 285:0.62 290:0.95 297:0.36 300:0.94\n2 8:0.73 11:0.57 12:0.06 17:0.12 21:0.13 27:0.65 30:0.33 34:0.59 36:0.93 37:0.40 39:0.96 43:0.79 55:0.59 66:0.68 69:0.70 70:0.66 74:0.57 81:0.71 85:0.72 91:0.78 98:0.69 101:0.72 104:0.82 106:0.81 108:0.53 120:0.98 123:0.51 124:0.48 126:0.32 127:0.56 129:0.05 133:0.62 135:0.51 140:0.45 146:0.78 147:0.05 149:0.74 150:0.52 151:0.83 153:0.97 154:0.72 159:0.55 162:0.81 164:0.97 172:0.71 173:0.69 177:0.05 179:0.52 187:0.21 190:0.77 191:0.73 202:0.94 206:0.81 212:0.75 215:0.84 216:0.66 222:0.97 235:0.12 241:0.67 242:0.75 243:0.09 245:0.70 247:0.39 248:0.97 253:0.46 256:0.96 257:0.65 259:0.21 260:0.98 265:0.69 266:0.54 267:0.94 268:0.97 271:0.22 276:0.66 283:0.82 285:0.50 297:0.36 300:0.55\n1 7:0.78 8:0.65 11:0.57 12:0.06 17:0.16 21:0.13 27:0.71 30:0.42 32:0.75 34:0.71 36:0.83 37:0.27 39:0.96 43:0.48 55:0.71 66:0.16 69:0.08 70:0.85 74:0.60 81:0.71 85:0.72 91:0.70 98:0.47 101:0.65 104:0.97 106:0.81 108:0.07 120:0.74 123:0.07 124:0.94 126:0.32 127:0.95 129:0.93 133:0.93 135:0.24 140:0.45 145:0.52 146:0.91 147:0.93 149:0.81 150:0.52 151:0.66 153:0.48 154:0.60 159:0.91 162:0.71 164:0.69 172:0.75 173:0.07 177:0.38 179:0.21 187:0.87 190:0.77 195:0.97 202:0.60 206:0.81 212:0.40 215:0.84 216:0.37 220:0.74 222:0.97 230:0.81 233:0.69 235:0.12 241:0.03 242:0.75 243:0.37 245:0.90 247:0.60 248:0.67 253:0.48 256:0.58 259:0.21 260:0.75 265:0.49 266:0.94 267:0.85 268:0.63 271:0.22 276:0.91 283:0.82 285:0.50 297:0.36 300:0.84\n0 1:0.74 8:0.78 9:0.80 12:0.06 17:0.57 21:0.05 27:0.35 30:0.95 34:0.44 36:0.92 37:0.57 39:0.96 41:0.88 43:0.37 55:0.99 66:0.20 69:0.49 74:0.49 81:0.83 83:0.80 91:0.61 96:0.85 98:0.06 108:0.38 114:0.95 120:0.75 123:0.36 124:0.61 126:0.54 127:0.79 129:0.59 133:0.47 135:0.98 140:0.45 146:0.05 147:0.05 149:0.17 150:0.90 151:0.85 153:0.84 154:0.28 155:0.67 159:0.74 162:0.60 164:0.71 165:0.90 172:0.05 173:0.35 175:0.75 176:0.73 177:0.05 179:1.00 187:0.39 192:0.59 201:0.74 202:0.64 208:0.64 215:0.91 216:0.41 220:0.62 222:0.97 235:0.12 241:0.39 243:0.40 244:0.61 245:0.36 248:0.82 253:0.83 255:0.79 256:0.58 257:0.65 259:0.21 260:0.76 265:0.07 267:0.91 268:0.65 271:0.22 277:0.69 285:0.62 290:0.95 297:0.36 300:0.08\n0 1:0.74 8:0.96 9:0.80 12:0.06 17:0.30 21:0.30 27:0.27 30:0.76 34:0.71 36:0.89 37:0.86 39:0.96 43:0.38 55:0.45 66:0.64 69:0.15 70:0.15 74:0.65 81:0.65 91:0.70 96:0.80 98:0.44 108:0.12 114:0.86 117:0.86 120:0.61 122:0.57 123:0.12 126:0.54 127:0.14 129:0.05 135:0.69 140:0.80 146:0.28 147:0.35 149:0.14 150:0.70 151:0.60 153:0.84 154:0.88 155:0.67 158:0.84 159:0.12 162:0.52 164:0.71 172:0.16 173:0.48 176:0.73 177:0.38 179:0.80 187:0.39 190:0.77 191:0.96 192:0.59 201:0.74 202:0.78 208:0.64 212:0.95 215:0.72 216:0.45 220:0.74 222:0.97 232:0.85 235:0.42 241:0.65 242:0.82 243:0.69 247:0.12 248:0.62 253:0.81 254:0.80 255:0.79 256:0.77 259:0.21 260:0.62 265:0.46 266:0.12 267:0.73 268:0.74 271:0.22 276:0.15 285:0.62 290:0.86 297:0.36 300:0.13\n0 12:0.06 17:0.13 21:0.78 27:0.45 30:0.55 34:0.80 36:0.24 37:0.50 39:0.96 43:0.27 55:0.71 66:0.24 69:0.78 70:0.56 74:0.97 91:0.31 98:0.48 108:0.62 122:0.67 123:0.80 124:0.79 127:0.30 129:0.05 133:0.74 135:0.65 145:0.49 146:0.77 147:0.80 149:0.70 154:0.55 159:0.74 172:0.65 173:0.58 177:0.38 178:0.55 179:0.25 187:0.68 202:0.36 212:0.54 216:0.77 222:0.97 235:0.84 241:0.21 242:0.81 243:0.46 245:0.86 247:0.39 253:0.69 254:0.84 259:0.21 265:0.42 266:0.71 267:0.73 271:0.22 276:0.79 277:0.69 300:0.55\n1 1:0.74 11:0.57 12:0.06 17:0.34 21:0.59 27:0.41 30:0.26 32:0.78 34:0.91 36:0.86 37:0.72 39:0.96 43:0.89 55:0.71 66:0.15 69:0.53 70:0.87 74:0.88 77:0.70 81:0.53 83:0.73 85:0.80 91:0.38 98:0.45 101:0.72 108:0.85 114:0.74 123:0.85 124:0.86 126:0.54 127:0.64 129:0.93 133:0.84 135:0.65 145:0.87 146:0.68 147:0.73 149:0.78 150:0.70 154:0.87 155:0.67 159:0.82 165:0.78 172:0.59 173:0.30 176:0.73 177:0.38 178:0.55 179:0.30 187:0.39 192:0.59 195:0.93 201:0.74 212:0.37 215:0.55 216:0.94 222:0.97 235:0.74 241:0.27 242:0.63 243:0.31 245:0.88 247:0.67 253:0.71 259:0.21 265:0.47 266:0.94 267:0.95 271:0.22 276:0.83 282:0.86 290:0.74 297:0.36 300:0.70\n1 1:0.74 9:0.80 11:0.57 12:0.06 17:0.07 27:0.37 30:0.38 34:0.58 36:0.82 37:0.39 39:0.96 41:0.82 43:0.93 55:0.59 60:0.87 66:0.24 69:0.27 70:0.93 74:0.93 81:0.88 83:0.85 85:0.88 91:0.51 96:0.80 98:0.40 101:0.74 104:1.00 108:0.21 114:0.98 120:0.69 123:0.20 124:0.90 126:0.54 127:0.88 129:0.93 133:0.90 135:0.51 140:0.45 146:0.77 147:0.81 149:0.86 150:0.93 151:0.87 153:0.48 154:0.93 155:0.67 158:0.92 159:0.85 162:0.86 164:0.57 165:0.92 172:0.75 173:0.13 176:0.73 177:0.38 179:0.27 187:0.99 192:0.59 201:0.74 202:0.36 208:0.64 212:0.57 215:0.96 216:0.87 222:0.97 235:0.05 241:0.05 242:0.55 243:0.44 245:0.88 247:0.67 248:0.78 253:0.88 255:0.79 256:0.45 259:0.21 260:0.70 265:0.42 266:0.94 267:0.69 268:0.46 271:0.22 276:0.87 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.84\n0 12:0.06 17:0.40 21:0.78 27:0.45 30:0.62 34:0.83 36:0.23 37:0.50 39:0.96 43:0.24 55:0.71 66:0.68 69:0.84 70:0.47 74:0.91 91:0.23 98:0.60 108:0.70 122:0.67 123:0.68 124:0.45 127:0.23 129:0.05 133:0.39 135:0.63 145:0.50 146:0.88 147:0.90 149:0.55 154:0.55 159:0.59 172:0.71 173:0.72 177:0.38 178:0.55 179:0.30 187:0.68 212:0.39 216:0.77 222:0.97 235:1.00 241:0.10 242:0.80 243:0.72 245:0.79 247:0.39 253:0.64 254:0.84 259:0.21 265:0.61 266:0.54 267:0.36 271:0.22 276:0.66 300:0.55\n0 1:0.74 8:0.89 9:0.80 12:0.06 17:0.01 21:0.40 27:0.43 30:0.45 32:0.78 34:0.47 36:0.40 37:0.72 39:0.96 43:0.21 55:0.42 66:0.49 69:0.75 70:0.25 74:0.71 76:0.85 77:0.70 81:0.60 91:0.51 96:0.80 98:0.14 108:0.58 114:0.82 120:0.68 122:0.51 123:0.56 124:0.48 126:0.54 127:0.31 129:0.05 133:0.39 135:0.28 140:0.45 145:0.44 146:0.21 147:0.27 149:0.09 150:0.67 151:0.79 153:0.69 154:0.71 155:0.67 159:0.42 162:0.84 163:0.79 164:0.72 172:0.16 173:0.76 176:0.73 177:0.38 179:0.96 187:0.87 192:0.59 195:0.72 201:0.74 202:0.60 208:0.64 212:0.61 215:0.67 216:0.66 220:0.62 222:0.97 235:0.52 241:0.65 242:0.63 243:0.60 245:0.39 247:0.30 248:0.76 253:0.83 254:0.74 255:0.79 256:0.64 259:0.21 260:0.70 265:0.15 266:0.17 267:0.93 268:0.66 271:0.22 276:0.13 282:0.86 285:0.62 290:0.82 297:0.36 300:0.18\n2 1:0.74 9:0.80 11:0.57 12:0.06 17:0.40 21:0.47 27:0.64 30:0.32 32:0.77 34:0.52 36:0.49 37:0.45 39:0.96 43:0.65 55:0.59 66:0.48 69:0.87 70:0.98 74:0.78 77:0.89 81:0.56 85:0.80 91:0.09 96:0.83 98:0.50 101:0.71 108:0.80 114:0.80 120:0.72 123:0.79 124:0.83 126:0.54 127:0.56 129:0.81 133:0.86 135:0.44 140:0.45 145:0.89 146:0.32 147:0.39 149:0.63 150:0.65 151:0.77 153:0.48 154:0.59 155:0.67 158:0.86 159:0.86 162:0.64 164:0.73 172:0.73 173:0.69 176:0.73 177:0.38 179:0.39 187:0.98 192:0.59 195:0.96 201:0.74 202:0.65 208:0.64 212:0.52 215:0.63 216:0.87 220:0.74 222:0.97 235:0.60 241:0.01 242:0.58 243:0.25 245:0.76 247:0.67 248:0.80 253:0.85 255:0.79 256:0.64 259:0.21 260:0.73 265:0.52 266:0.89 267:0.59 268:0.66 271:0.22 276:0.73 279:0.86 282:0.85 283:0.67 285:0.62 290:0.80 297:0.36 300:0.94\n2 1:0.74 8:0.82 11:0.57 12:0.06 17:0.15 21:0.30 27:0.58 30:0.21 34:0.33 36:0.64 37:0.45 39:0.96 43:0.96 55:0.71 60:0.95 66:0.09 69:0.15 70:0.75 74:0.89 81:0.75 83:0.87 85:0.88 91:0.51 98:0.50 101:0.78 108:0.12 114:0.86 122:0.67 123:0.83 124:0.80 126:0.54 127:0.89 129:0.81 133:0.76 135:0.51 146:0.35 147:0.41 149:0.84 150:0.84 154:0.96 155:0.67 158:0.86 159:0.65 165:0.84 172:0.45 173:0.17 176:0.73 177:0.38 178:0.55 179:0.65 187:0.68 192:0.59 201:0.74 202:0.46 208:0.64 212:0.55 215:0.72 216:0.50 222:0.97 235:0.52 241:0.10 242:0.44 243:0.47 245:0.70 247:0.60 253:0.75 259:0.21 265:0.26 266:0.75 267:0.84 271:0.22 276:0.58 277:0.69 279:0.86 283:0.66 290:0.86 297:0.36 300:0.55\n1 8:0.65 9:0.80 12:0.06 17:0.26 21:0.40 25:0.88 27:0.56 30:0.45 34:0.28 36:0.71 37:0.35 39:0.96 41:0.90 43:0.30 55:0.52 66:0.64 69:0.82 70:0.50 74:0.48 81:0.49 83:0.77 91:0.84 96:0.84 98:0.54 104:0.78 108:0.67 120:0.93 122:0.43 123:0.65 124:0.42 126:0.32 127:0.24 129:0.05 133:0.39 135:0.34 140:0.92 146:0.59 147:0.05 149:0.21 150:0.39 151:0.83 153:0.92 154:0.60 155:0.67 159:0.33 162:0.79 164:0.93 172:0.32 173:0.87 177:0.05 179:0.79 191:0.75 192:0.59 202:0.88 208:0.64 212:0.23 215:0.67 216:0.44 220:0.74 222:0.97 235:0.42 241:0.79 242:0.55 243:0.21 245:0.43 247:0.39 248:0.82 253:0.79 254:0.88 255:0.79 256:0.92 257:0.65 259:0.21 260:0.93 265:0.56 266:0.38 267:0.23 268:0.91 271:0.22 276:0.29 283:0.71 285:0.62 297:0.36 300:0.33\n2 6:0.87 7:0.81 8:0.86 12:0.06 17:0.43 20:0.91 21:0.40 25:0.88 27:0.05 28:0.46 34:0.86 36:0.66 37:0.78 78:0.79 81:0.84 91:0.91 100:0.83 104:0.72 111:0.79 120:0.92 126:0.54 135:0.51 140:0.90 150:0.64 151:0.74 152:0.85 153:0.82 161:0.54 162:0.53 164:0.93 167:0.79 169:0.83 175:0.75 178:0.50 181:0.62 186:0.79 187:0.39 189:0.89 191:0.99 202:0.93 215:0.67 216:0.67 220:0.62 230:0.65 233:0.63 235:0.42 238:0.93 241:0.71 244:0.61 248:0.88 256:0.91 257:0.65 259:0.21 260:0.92 261:0.82 267:0.91 268:0.91 271:0.94 277:0.69 283:0.60 285:0.62 297:0.36\n1 7:0.81 8:0.98 12:0.06 17:0.07 20:0.74 21:0.05 25:0.88 27:0.08 28:0.46 30:0.91 32:0.80 37:0.99 43:0.21 55:0.96 66:0.27 69:0.91 70:0.13 78:0.99 81:0.91 91:0.98 98:0.18 100:0.81 104:0.57 108:0.88 111:1.00 120:0.99 123:0.88 124:0.72 126:0.54 127:0.21 129:0.81 133:0.67 140:0.45 145:0.50 146:0.05 147:0.05 149:0.18 150:0.82 151:0.91 152:0.74 153:1.00 154:0.14 159:0.41 161:0.54 162:0.70 163:0.98 164:0.99 167:0.94 169:1.00 172:0.10 173:0.93 177:0.05 179:0.91 181:0.62 186:0.75 191:0.99 195:0.81 202:0.99 212:0.61 215:0.91 216:0.66 230:0.87 233:0.76 235:0.05 238:0.99 241:0.90 242:0.82 243:0.29 245:0.38 247:0.12 248:0.99 256:0.99 260:0.99 261:0.74 265:0.20 266:0.17 268:0.99 271:0.94 276:0.21 283:0.82 285:0.62 297:0.36 300:0.13\n1 6:0.91 8:0.74 12:0.06 17:0.20 20:0.75 21:0.78 25:0.88 27:0.32 28:0.46 34:0.71 36:0.51 37:0.73 43:0.51 66:0.36 69:0.15 78:0.77 91:0.94 98:0.10 100:0.78 104:0.74 108:0.12 111:0.76 120:0.98 123:0.12 127:0.07 129:0.05 135:0.56 140:0.45 146:0.05 147:0.05 149:0.16 151:0.85 152:0.77 153:0.98 154:0.40 159:0.05 161:0.54 162:0.72 164:0.99 167:0.81 169:0.76 172:0.05 173:0.41 177:0.05 181:0.62 186:0.76 187:0.39 189:0.83 191:0.93 202:0.98 216:0.88 235:0.22 238:0.83 241:0.72 243:0.51 248:0.98 256:0.98 259:0.21 260:0.98 261:0.75 265:0.11 267:0.98 268:0.99 271:0.94 283:0.82 285:0.62\n1 6:0.94 7:0.81 8:0.89 12:0.06 17:0.67 20:0.78 21:0.74 25:0.88 27:0.34 28:0.46 30:0.55 32:0.80 34:0.39 36:0.73 37:0.99 43:0.48 55:0.45 66:0.46 69:0.42 70:0.52 78:0.74 81:0.64 91:0.42 98:0.29 100:0.77 104:0.58 108:0.32 111:0.73 123:0.31 124:0.76 126:0.54 127:0.82 129:0.89 133:0.78 135:0.20 140:0.80 145:0.69 146:0.43 147:0.50 149:0.60 150:0.47 152:0.77 153:0.48 154:0.36 159:0.67 161:0.54 162:0.58 164:0.57 167:0.78 169:0.75 172:0.45 173:0.33 177:0.05 178:0.42 179:0.76 181:0.62 186:0.75 187:0.39 189:0.95 195:0.83 202:0.53 212:0.40 215:0.46 216:0.47 220:1.00 230:0.87 233:0.76 235:0.88 238:0.93 241:0.70 242:0.82 243:0.59 245:0.58 247:0.12 256:0.45 259:0.21 261:0.74 265:0.31 266:0.63 267:0.65 268:0.46 271:0.94 276:0.48 285:0.62 297:0.36 300:0.43\n2 12:0.06 17:0.43 21:0.78 27:0.07 28:0.46 34:0.21 36:0.36 37:0.87 43:0.51 66:0.36 69:0.10 91:0.92 98:0.13 108:0.09 120:0.94 123:0.09 127:0.08 129:0.05 135:0.23 140:0.87 145:0.50 146:0.05 147:0.05 149:0.16 151:0.80 153:0.93 154:0.40 159:0.05 161:0.54 162:0.52 164:0.94 167:0.89 172:0.05 173:0.52 177:0.05 178:0.48 181:0.62 187:0.39 202:0.94 216:0.88 235:0.05 241:0.77 243:0.51 248:0.91 256:0.92 259:0.21 260:0.94 265:0.13 267:0.44 268:0.92 271:0.94 283:0.82 285:0.62\n1 8:0.95 12:0.06 17:0.57 21:0.78 25:0.88 27:0.34 28:0.46 34:0.58 36:0.22 37:0.91 78:0.78 91:0.96 104:0.73 111:0.78 120:0.93 135:0.70 140:0.80 151:0.77 153:0.88 161:0.54 162:0.56 164:0.96 167:0.94 169:0.82 175:0.75 178:0.42 181:0.62 191:0.97 202:0.95 216:0.66 220:0.87 241:0.89 244:0.61 248:0.89 256:0.95 257:0.65 259:0.21 260:0.93 267:0.76 268:0.95 271:0.94 277:0.69 285:0.62\n4 8:0.90 12:0.06 17:0.38 21:0.13 25:0.88 27:0.64 28:0.46 30:0.21 32:0.80 34:0.75 36:0.63 37:0.85 43:0.42 55:0.52 66:0.24 69:0.48 70:0.87 81:0.89 91:0.82 98:0.45 104:0.54 108:0.87 120:0.84 123:0.87 124:0.84 126:0.54 127:0.87 129:0.93 133:0.84 135:0.18 140:0.45 145:0.85 146:0.54 147:0.60 149:0.59 150:0.79 151:0.78 153:0.89 154:0.32 159:0.71 161:0.54 162:0.68 163:0.92 164:0.84 167:0.94 172:0.41 173:0.36 177:0.05 179:0.65 181:0.62 191:0.98 195:0.81 202:0.77 212:0.18 215:0.84 216:0.18 235:0.12 241:0.88 242:0.82 243:0.37 245:0.66 247:0.12 248:0.76 256:0.78 259:0.21 260:0.84 265:0.47 266:0.87 267:0.18 268:0.80 271:0.94 276:0.59 283:0.60 285:0.62 297:0.36 300:0.70\n2 6:0.93 8:0.97 12:0.06 17:0.38 20:0.84 21:0.30 25:0.88 27:0.28 28:0.46 30:0.68 34:0.23 36:0.30 37:0.50 43:0.52 55:0.52 66:0.71 69:0.10 70:0.52 78:0.75 81:0.86 91:0.99 98:0.79 100:0.78 104:0.74 108:0.56 111:0.74 120:0.98 123:0.54 124:0.42 126:0.54 127:0.94 129:0.59 133:0.47 135:0.30 140:0.80 146:0.18 147:0.23 149:0.59 150:0.69 151:0.83 152:0.80 153:0.96 154:0.41 159:0.34 161:0.54 162:0.57 164:0.99 167:0.92 169:0.76 172:0.57 173:0.32 177:0.05 178:0.42 179:0.77 181:0.62 186:0.75 189:0.94 191:0.97 202:0.98 212:0.81 215:0.72 216:0.89 220:0.62 235:0.31 238:0.88 241:0.83 242:0.82 243:0.21 245:0.60 247:0.12 248:0.97 256:0.99 259:0.21 260:0.98 261:0.75 265:0.79 266:0.38 267:0.59 268:0.99 271:0.94 276:0.47 285:0.62 297:0.36 300:0.43\n1 6:0.93 7:0.81 8:0.97 12:0.06 17:0.07 20:0.81 21:0.74 25:0.88 27:0.15 28:0.46 30:0.15 32:0.80 34:0.25 36:0.52 37:0.93 43:0.48 55:0.45 66:0.53 69:0.42 70:0.68 78:0.75 81:0.64 91:0.88 98:0.34 100:0.78 104:0.57 108:0.32 111:0.75 120:0.93 123:0.31 124:0.68 126:0.54 127:0.93 129:0.89 133:0.78 135:0.19 140:0.45 145:0.69 146:0.51 147:0.57 149:0.50 150:0.47 151:0.80 152:0.78 153:0.93 154:0.36 159:0.69 161:0.54 162:0.65 164:0.95 167:0.95 169:0.77 172:0.37 173:0.32 177:0.05 179:0.88 181:0.62 186:0.75 189:0.94 191:0.99 195:0.84 202:0.93 212:0.15 215:0.46 216:0.49 220:0.62 230:0.87 233:0.76 235:0.88 238:0.94 241:0.91 242:0.82 243:0.62 245:0.46 247:0.12 248:0.90 256:0.94 259:0.21 260:0.93 261:0.75 265:0.37 266:0.63 267:0.97 268:0.94 271:0.94 276:0.36 283:0.82 285:0.62 297:0.36 300:0.43\n2 6:0.91 7:0.81 8:0.81 12:0.06 17:0.02 20:0.87 21:0.05 25:0.88 27:0.30 28:0.46 30:0.30 32:0.80 34:0.20 36:0.58 37:0.32 43:0.47 55:0.71 66:0.51 69:0.37 70:0.60 78:0.75 81:0.91 91:0.98 98:0.76 100:0.80 104:0.79 108:0.67 111:0.75 120:0.98 123:0.65 124:0.52 126:0.54 127:0.75 129:0.59 133:0.47 135:0.37 140:0.45 145:0.38 146:0.49 147:0.56 149:0.51 150:0.82 151:0.83 152:0.82 153:0.96 154:0.35 159:0.48 161:0.54 162:0.52 163:0.81 164:0.99 167:0.94 169:0.77 172:0.41 173:0.41 177:0.05 179:0.82 181:0.62 186:0.76 189:0.92 191:0.95 195:0.64 202:0.99 212:0.23 215:0.91 216:0.65 220:0.62 230:0.65 233:0.63 235:0.05 238:0.94 241:0.90 242:0.82 243:0.39 245:0.63 247:0.12 248:0.97 256:0.99 259:0.21 260:0.98 261:0.78 265:0.76 266:0.71 267:0.96 268:0.99 271:0.94 276:0.44 283:0.60 285:0.62 297:0.36 300:0.43\n2 6:0.93 8:0.88 12:0.06 17:0.20 20:0.83 21:0.05 25:0.88 27:0.42 28:0.46 30:0.62 32:0.80 34:0.47 36:0.55 37:0.62 43:0.44 55:0.45 66:0.30 69:0.44 70:0.34 78:0.75 81:0.91 91:0.99 98:0.22 100:0.79 104:0.73 108:0.73 111:0.75 120:0.97 123:0.71 124:0.71 126:0.54 127:0.63 129:0.81 133:0.67 135:0.30 140:0.45 145:0.76 146:0.05 147:0.05 149:0.34 150:0.82 151:0.81 152:0.79 153:0.94 154:0.34 159:0.37 161:0.54 162:0.69 163:0.81 164:0.99 167:0.95 169:0.76 172:0.16 173:0.54 177:0.05 179:0.94 181:0.62 186:0.76 189:0.95 191:0.94 195:0.60 202:0.97 212:0.30 215:0.91 216:0.82 220:0.62 235:0.05 238:0.91 241:0.92 242:0.82 243:0.23 245:0.43 247:0.12 248:0.96 256:0.98 259:0.21 260:0.97 261:0.76 265:0.24 266:0.27 267:0.79 268:0.98 271:0.94 276:0.23 283:0.60 285:0.62 297:0.36 300:0.25\n2 6:0.97 8:0.91 12:0.06 17:0.55 20:0.75 21:0.05 25:0.88 27:0.64 28:0.46 30:0.62 34:0.23 36:0.36 37:0.77 43:0.37 55:0.92 66:0.30 69:0.59 70:0.34 78:0.77 81:0.91 91:0.87 98:0.27 100:0.79 104:0.57 108:0.45 111:0.77 120:0.87 123:0.61 124:0.61 126:0.54 127:0.15 129:0.59 133:0.47 135:0.30 140:0.45 146:0.38 147:0.44 149:0.37 150:0.82 151:0.74 152:0.74 153:0.84 154:0.28 159:0.28 161:0.54 162:0.66 163:0.93 164:0.90 167:0.95 169:0.79 172:0.16 173:0.47 177:0.05 179:0.59 181:0.62 186:0.76 189:0.98 191:0.98 202:0.85 212:0.61 215:0.91 216:0.38 220:0.62 235:0.05 238:0.95 241:0.96 242:0.82 243:0.48 245:0.47 247:0.12 248:0.81 256:0.86 259:0.21 260:0.87 261:0.74 265:0.26 266:0.23 267:0.28 268:0.87 271:0.94 276:0.28 283:0.82 285:0.62 297:0.36 300:0.25\n1 6:0.94 8:0.96 12:0.06 17:0.05 20:0.80 21:0.78 28:0.46 34:0.53 36:0.25 37:0.96 78:0.82 91:0.99 100:0.82 111:0.84 120:0.98 135:0.78 140:0.95 151:0.83 152:0.77 153:0.95 161:0.54 162:0.46 164:0.99 167:0.95 169:0.87 175:0.75 178:0.53 181:0.62 186:0.77 189:0.95 191:1.00 202:1.00 216:0.88 220:0.62 238:0.97 241:0.95 244:0.61 248:0.97 256:0.99 257:0.65 259:0.21 260:0.98 261:0.77 267:0.91 268:0.99 271:0.94 277:0.69 285:0.62\n4 6:0.99 8:0.99 12:0.06 17:0.11 20:0.96 21:0.05 25:0.88 28:0.46 30:0.45 32:0.80 34:0.31 36:0.56 37:0.98 43:0.46 55:0.52 66:0.11 69:0.39 70:0.86 78:0.97 81:0.91 91:0.98 98:0.24 100:0.99 104:0.58 108:0.89 111:0.98 120:1.00 123:0.29 124:0.77 126:0.54 127:0.90 129:0.89 133:0.78 135:0.21 140:0.45 145:0.85 146:0.38 147:0.45 149:0.44 150:0.82 151:0.93 152:0.92 153:1.00 154:0.35 159:0.73 161:0.54 162:0.53 164:1.00 167:0.95 169:0.99 172:0.37 173:0.27 177:0.05 179:0.81 181:0.62 186:0.98 189:0.99 191:1.00 195:0.83 202:1.00 212:0.49 215:0.91 216:0.90 235:0.05 238:1.00 241:0.95 242:0.82 243:0.31 245:0.55 247:0.12 248:1.00 256:1.00 259:0.21 260:1.00 261:0.99 265:0.25 266:0.63 267:0.84 268:1.00 271:0.94 276:0.41 283:0.82 285:0.62 297:0.36 300:0.70\n1 6:0.87 8:0.66 12:0.06 17:0.32 20:0.75 21:0.78 27:0.21 28:0.46 30:0.11 34:0.31 36:0.91 37:0.74 43:0.47 55:0.92 66:0.23 69:0.38 70:0.99 78:0.75 91:0.73 98:0.26 100:0.80 104:0.84 106:0.81 108:0.93 111:0.75 120:0.93 123:0.92 124:0.94 127:0.86 129:0.98 133:0.94 135:0.17 140:0.45 146:0.76 147:0.79 149:0.55 151:0.80 152:0.83 153:0.92 154:0.36 159:0.95 161:0.54 162:0.66 163:0.92 164:0.94 167:0.70 169:0.76 172:0.51 173:0.09 177:0.05 179:0.50 181:0.62 186:0.79 187:0.39 189:0.86 191:0.80 202:0.90 206:0.81 212:0.26 216:0.95 220:0.62 235:0.52 238:0.88 241:0.55 242:0.82 243:0.28 245:0.67 247:0.12 248:0.90 256:0.92 259:0.21 260:0.93 261:0.76 265:0.28 266:0.95 267:0.65 268:0.92 271:0.94 276:0.67 283:0.82 285:0.62 300:0.94\n1 6:0.98 7:0.81 8:0.98 12:0.06 17:0.05 20:0.75 21:0.74 25:0.88 27:0.11 28:0.46 30:0.55 32:0.80 34:0.21 36:0.96 37:0.98 43:0.43 55:0.98 66:0.10 69:0.51 70:0.71 78:0.77 81:0.64 91:0.93 98:0.23 100:0.91 104:0.57 108:0.94 111:0.78 120:0.98 123:0.92 124:0.92 126:0.54 127:0.96 129:0.97 132:0.97 133:0.92 135:0.34 140:0.45 145:0.52 146:0.05 147:0.05 149:0.37 150:0.47 151:0.90 152:0.74 153:0.99 154:0.33 159:0.87 161:0.54 162:0.64 163:0.99 164:0.99 167:0.93 169:0.81 172:0.27 173:0.24 177:0.05 179:0.77 181:0.62 186:0.81 189:0.99 191:1.00 195:0.95 202:0.98 212:0.29 215:0.46 216:0.55 230:0.65 233:0.63 235:0.88 238:0.96 241:0.86 242:0.82 243:0.13 245:0.51 247:0.12 248:0.97 256:0.98 260:0.98 261:0.75 265:0.17 266:0.75 267:0.76 268:0.98 271:0.94 276:0.51 283:0.82 285:0.62 297:0.36 300:0.55\n2 6:0.99 8:0.93 12:0.06 17:0.43 20:0.74 21:0.05 25:0.88 28:0.46 30:0.38 34:0.58 36:0.44 37:0.98 43:0.46 55:0.42 66:0.54 69:0.41 70:0.58 78:0.84 81:0.91 91:0.81 98:0.63 100:0.88 104:0.58 108:0.32 111:0.84 120:0.89 123:0.31 124:0.50 126:0.54 127:0.64 129:0.59 133:0.47 135:0.20 140:0.45 146:0.52 147:0.58 149:0.54 150:0.82 151:0.75 152:0.92 153:0.85 154:0.35 159:0.34 161:0.54 162:0.79 164:0.92 167:0.84 169:0.99 172:0.41 173:0.54 177:0.05 179:0.83 181:0.62 186:0.84 187:0.21 189:0.90 191:0.96 202:0.86 212:0.42 215:0.91 216:0.90 220:0.62 235:0.05 238:0.91 241:0.75 242:0.82 243:0.63 245:0.59 247:0.12 248:0.85 256:0.89 259:0.21 260:0.90 261:0.99 265:0.64 266:0.54 267:0.79 268:0.90 271:0.94 276:0.38 283:0.60 285:0.62 297:0.36 300:0.43\n1 7:0.81 12:0.06 17:0.66 21:0.74 25:0.88 27:0.15 28:0.46 30:0.55 32:0.80 34:0.29 36:0.75 37:0.93 43:0.48 55:0.45 66:0.46 69:0.42 70:0.52 81:0.64 91:0.49 98:0.29 104:0.57 108:0.32 123:0.31 124:0.76 126:0.54 127:0.82 129:0.89 133:0.78 135:0.21 145:0.69 146:0.43 147:0.50 149:0.60 150:0.47 154:0.36 159:0.67 161:0.54 167:0.78 172:0.45 173:0.33 177:0.05 178:0.55 179:0.76 181:0.62 187:0.39 191:0.84 195:0.83 202:0.55 212:0.40 215:0.46 216:0.49 230:0.87 233:0.76 235:0.88 241:0.70 242:0.82 243:0.59 245:0.58 247:0.12 259:0.21 265:0.31 266:0.63 267:0.44 271:0.94 276:0.48 297:0.36 300:0.43\n2 6:0.87 7:0.81 8:0.73 12:0.06 17:0.28 20:0.88 21:0.30 27:0.21 28:0.46 30:0.43 34:0.75 36:0.96 37:0.74 43:0.52 55:0.59 66:0.93 69:0.10 70:0.59 78:0.74 81:0.86 91:0.77 98:0.93 100:0.78 104:0.84 106:0.81 108:0.09 111:0.74 120:0.96 123:0.09 124:0.37 126:0.54 127:0.75 129:0.81 133:0.67 135:0.17 140:0.45 146:1.00 147:1.00 149:0.91 150:0.69 151:0.84 152:0.83 153:0.97 154:0.41 159:0.91 161:0.54 162:0.71 164:0.94 167:0.73 169:0.76 172:0.98 173:0.07 177:0.05 179:0.13 181:0.62 186:0.75 187:0.39 189:0.88 191:0.73 202:0.90 206:0.81 212:0.75 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.91 241:0.62 242:0.82 243:0.93 245:0.89 247:0.12 248:0.94 256:0.92 259:0.21 260:0.96 261:0.76 265:0.93 266:0.75 267:0.82 268:0.92 271:0.94 276:0.96 283:0.82 285:0.62 297:0.36 300:0.70\n2 6:0.97 8:0.94 12:0.06 17:0.30 20:0.91 21:0.54 25:0.88 27:0.16 28:0.46 30:0.38 32:0.80 34:0.66 36:0.30 37:0.85 43:0.52 55:0.92 66:0.29 69:0.17 70:0.78 78:0.74 81:0.79 91:0.96 98:0.31 100:0.79 104:0.78 108:0.14 111:0.74 120:0.95 123:0.13 124:0.83 126:0.54 127:0.79 129:0.93 133:0.84 135:0.88 140:0.80 145:0.82 146:0.49 147:0.55 149:0.49 150:0.59 151:0.80 152:0.91 153:0.92 154:0.41 159:0.71 161:0.54 162:0.58 164:0.99 167:0.77 169:0.77 172:0.27 173:0.15 177:0.05 178:0.42 179:0.84 181:0.62 186:0.75 187:0.39 189:0.98 191:0.98 195:0.84 202:0.98 212:0.28 215:0.58 216:0.81 220:0.62 235:0.60 238:0.97 241:0.69 242:0.82 243:0.48 245:0.49 247:0.12 248:0.93 256:0.98 259:0.21 260:0.95 261:0.79 265:0.33 266:0.63 267:1.00 268:0.98 271:0.94 276:0.39 283:0.60 285:0.62 297:0.36 300:0.55\n2 6:0.93 8:0.90 12:0.06 17:0.11 20:0.81 21:0.78 27:0.07 28:0.46 34:0.19 36:0.33 37:0.87 43:0.51 66:0.36 69:0.10 78:0.86 91:0.99 98:0.13 100:0.79 108:0.09 111:0.85 120:0.99 123:0.09 127:0.08 129:0.05 135:0.24 140:0.95 145:0.50 146:0.05 147:0.05 149:0.16 151:0.86 152:0.85 153:0.99 154:0.40 159:0.05 161:0.54 162:0.51 164:1.00 167:0.94 169:0.82 172:0.05 173:0.54 177:0.05 178:0.53 181:0.62 186:0.76 189:0.96 191:1.00 202:1.00 216:0.88 220:0.62 235:0.05 238:0.88 241:0.91 243:0.51 248:0.99 256:0.99 259:0.21 260:0.99 261:0.79 265:0.14 267:0.44 268:1.00 271:0.94 285:0.62\n1 6:0.94 7:0.81 8:0.82 12:0.06 17:0.59 20:0.76 21:0.74 25:0.88 27:0.34 28:0.46 30:0.55 32:0.80 34:0.36 36:0.76 37:0.99 43:0.48 55:0.45 66:0.52 69:0.42 70:0.52 78:0.74 81:0.64 91:0.46 98:0.34 100:0.77 104:0.58 108:0.32 111:0.73 123:0.31 124:0.71 126:0.54 127:0.78 129:0.89 133:0.78 135:0.39 145:0.69 146:0.51 147:0.57 149:0.61 150:0.47 152:0.77 154:0.36 159:0.69 161:0.54 167:0.82 169:0.75 172:0.48 173:0.31 177:0.05 178:0.55 179:0.75 181:0.62 186:0.75 187:0.39 189:0.89 195:0.85 202:0.61 212:0.40 215:0.46 216:0.47 230:0.87 233:0.76 235:0.88 238:0.94 241:0.73 242:0.82 243:0.61 245:0.56 247:0.12 259:0.21 261:0.74 265:0.36 266:0.71 267:0.36 271:0.94 276:0.47 297:0.36 300:0.43\n1 7:0.81 12:0.06 17:0.49 21:0.22 27:0.45 28:0.46 30:0.14 32:0.80 34:0.77 36:0.28 37:0.50 43:0.36 55:0.52 66:0.43 69:0.60 70:0.96 81:0.88 91:0.06 98:0.44 108:0.83 123:0.82 124:0.76 126:0.54 127:0.62 129:0.89 133:0.78 135:0.66 145:0.52 146:0.58 147:0.63 149:0.67 150:0.74 154:0.27 159:0.80 161:0.54 167:0.59 172:0.70 173:0.39 177:0.05 178:0.55 179:0.39 181:0.62 187:0.68 195:0.92 212:0.54 215:0.79 216:0.77 230:0.87 233:0.76 235:0.22 241:0.15 242:0.82 243:0.22 245:0.82 247:0.12 259:0.21 265:0.46 266:0.87 267:0.69 271:0.94 276:0.74 283:0.60 297:0.36 300:0.94\n2 6:0.89 8:0.84 12:0.06 17:0.02 20:0.85 21:0.13 25:0.88 27:0.26 28:0.46 30:0.56 34:0.33 36:0.50 37:0.54 43:0.47 55:0.71 66:0.67 69:0.38 70:0.53 78:0.75 81:0.89 91:0.98 98:0.61 100:0.79 104:0.73 108:0.30 111:0.75 120:0.97 123:0.28 124:0.43 126:0.54 127:0.32 129:0.59 133:0.47 135:0.32 140:0.45 146:0.76 147:0.80 149:0.54 150:0.79 151:0.83 152:0.81 153:0.96 154:0.35 159:0.52 161:0.54 162:0.60 164:0.99 167:0.95 169:0.77 172:0.48 173:0.30 177:0.05 179:0.70 181:0.62 186:0.76 189:0.91 191:0.95 202:0.98 212:0.23 215:0.84 216:0.73 220:0.62 235:0.12 238:0.92 241:0.92 242:0.82 243:0.72 245:0.56 247:0.12 248:0.95 256:0.98 259:0.21 260:0.97 261:0.77 265:0.62 266:0.54 267:0.95 268:0.98 271:0.94 276:0.41 283:0.60 285:0.62 297:0.36 300:0.43\n2 6:0.96 7:0.81 8:0.91 12:0.06 17:0.15 20:0.88 21:0.30 25:0.88 27:0.09 28:0.46 32:0.80 34:0.42 36:0.45 37:0.85 43:0.25 66:0.36 69:0.83 78:0.75 81:0.86 91:0.99 98:0.10 100:0.80 104:0.72 108:0.67 111:0.76 120:0.96 123:0.65 126:0.54 127:0.07 129:0.05 135:0.34 140:0.45 145:0.89 146:0.05 147:0.05 149:0.11 150:0.69 151:0.80 152:0.83 153:0.92 154:0.18 159:0.05 161:0.54 162:0.68 164:0.98 167:0.96 169:0.78 172:0.05 173:1.00 177:0.05 181:0.62 186:0.76 189:0.97 191:0.97 195:0.58 202:0.97 215:0.72 216:0.67 220:0.74 230:0.87 233:0.76 235:0.31 238:0.96 241:0.99 243:0.51 248:0.95 256:0.98 259:0.21 260:0.96 261:0.78 265:0.10 267:0.89 268:0.98 271:0.94 283:0.60 285:0.62 297:0.36\n1 1:0.74 11:0.57 12:0.69 17:0.49 21:0.68 27:0.45 28:0.73 30:0.45 32:0.75 34:0.83 36:0.17 37:0.50 43:0.81 55:0.92 60:0.87 66:0.36 69:0.71 70:0.50 74:0.56 81:0.48 83:0.85 85:0.72 91:0.25 98:0.30 101:0.71 108:0.54 114:0.70 123:0.52 124:0.76 126:0.54 127:0.41 129:0.05 133:0.74 135:0.85 145:0.50 146:0.46 147:0.52 149:0.53 150:0.66 154:0.76 155:0.67 158:0.87 159:0.61 161:0.57 163:0.75 165:0.69 167:0.47 172:0.21 173:0.63 176:0.73 177:0.38 178:0.55 179:0.89 181:0.51 187:0.68 192:0.59 195:0.82 201:0.74 208:0.64 212:0.23 215:0.49 216:0.77 222:0.25 235:0.88 241:0.18 242:0.73 243:0.51 245:0.42 247:0.35 253:0.57 259:0.21 265:0.32 266:0.38 267:0.59 271:0.97 276:0.30 279:0.86 283:0.71 290:0.70 297:0.36 300:0.33\n2 1:0.74 6:0.94 7:0.78 8:0.80 9:0.80 12:0.69 17:0.34 20:0.99 21:0.47 27:0.03 28:0.73 30:0.45 32:0.80 34:0.19 36:0.62 37:0.69 43:0.37 55:0.52 66:0.36 69:0.52 70:0.74 74:0.57 77:0.70 78:0.98 81:0.57 91:0.95 96:0.97 98:0.30 100:0.99 108:0.83 111:0.99 114:0.80 120:0.96 123:0.82 124:0.70 126:0.54 127:0.64 129:0.81 133:0.67 135:0.32 140:0.92 145:0.49 146:0.33 147:0.39 149:0.48 150:0.65 151:0.71 152:0.92 153:0.69 154:0.28 155:0.67 158:0.84 159:0.56 161:0.57 162:0.59 164:0.95 167:0.79 169:0.99 172:0.37 173:0.49 175:0.75 176:0.73 177:0.05 179:0.78 181:0.51 186:0.98 189:0.95 190:0.77 191:0.99 192:0.59 195:0.74 201:0.74 202:0.95 208:0.64 212:0.36 215:0.63 216:0.53 220:0.62 222:0.25 230:0.81 232:0.76 233:0.69 235:0.68 238:0.96 241:0.83 242:0.82 243:0.37 244:0.61 245:0.60 247:0.12 248:0.81 253:0.96 255:0.79 256:0.98 257:0.65 259:0.21 260:0.96 261:0.97 265:0.33 266:0.63 267:0.76 268:0.95 271:0.97 276:0.39 277:0.69 282:0.88 283:0.71 285:0.62 290:0.80 297:0.36 300:0.55\n3 6:0.89 7:0.78 8:0.70 9:0.80 11:0.57 12:0.69 17:0.89 20:0.87 21:0.54 27:0.68 28:0.73 30:0.60 32:0.75 34:0.19 36:0.68 37:0.64 41:0.82 43:0.60 55:0.45 66:0.99 69:0.43 70:0.50 74:0.36 78:0.95 81:0.68 83:0.75 85:0.72 91:0.83 96:0.79 98:0.99 100:0.95 101:0.71 104:0.58 108:0.33 111:0.94 120:0.94 123:0.32 126:0.32 127:0.90 129:0.05 135:0.37 140:0.98 145:0.70 146:0.95 147:0.96 149:0.92 150:0.49 151:0.82 152:0.82 153:0.46 154:0.49 155:0.67 159:0.62 161:0.57 162:0.80 164:0.92 167:0.78 169:0.93 172:0.97 173:0.37 177:0.38 179:0.18 181:0.51 186:0.94 189:0.91 191:0.86 192:0.59 195:0.77 202:0.86 208:0.64 212:0.93 215:0.58 216:0.19 220:0.62 222:0.25 230:0.81 233:0.69 235:0.88 238:0.90 241:0.79 242:0.82 243:0.99 247:0.39 248:0.74 253:0.68 255:0.79 256:0.91 259:0.21 260:0.94 261:0.90 265:0.99 266:0.47 267:1.00 268:0.90 271:0.97 276:0.93 283:0.71 285:0.62 297:0.36 300:0.70\n2 6:0.96 7:0.78 8:0.95 9:0.80 12:0.69 17:0.16 20:0.91 21:0.64 27:0.13 28:0.73 30:0.72 32:0.75 34:0.30 36:0.90 37:0.82 41:0.82 43:0.40 55:0.45 66:0.24 69:0.41 70:0.67 78:0.90 81:0.34 83:0.74 91:0.96 96:0.77 98:0.29 100:0.91 108:0.76 111:0.90 120:0.97 123:0.30 124:0.80 126:0.32 127:0.95 129:0.93 133:0.84 135:0.32 140:1.00 145:0.85 146:0.61 147:0.67 149:0.72 150:0.31 151:0.77 152:0.85 153:0.48 154:0.31 155:0.67 159:0.85 161:0.57 162:0.52 164:0.97 167:0.80 169:0.89 172:0.63 173:0.19 175:0.75 177:0.05 178:0.48 179:0.50 181:0.51 186:0.90 189:0.97 190:0.77 191:0.98 192:0.59 195:0.94 202:0.97 208:0.64 212:0.71 215:0.53 216:0.63 220:0.62 222:0.25 230:0.81 233:0.76 235:0.74 238:0.88 241:0.83 242:0.82 243:0.44 244:0.61 245:0.75 247:0.12 248:0.71 253:0.63 255:0.79 256:0.97 257:0.65 259:0.21 260:0.97 261:0.89 265:0.30 266:0.75 267:0.69 268:0.96 271:0.97 276:0.66 277:0.69 283:0.71 285:0.62 297:0.36 300:0.84\n1 6:0.83 7:0.78 8:0.71 12:0.69 17:0.75 20:0.85 21:0.59 27:0.18 28:0.73 30:0.95 34:0.31 36:0.39 37:0.37 43:0.37 55:0.84 66:0.54 69:0.53 74:0.44 78:0.88 81:0.28 91:0.94 96:0.72 98:0.35 100:0.86 108:0.41 111:0.86 114:0.64 120:0.76 123:0.39 126:0.32 127:0.12 129:0.05 135:0.24 140:0.45 145:0.47 146:0.32 147:0.38 149:0.21 150:0.27 151:0.62 152:0.80 153:0.45 154:0.28 159:0.13 161:0.57 162:0.50 164:0.72 167:0.78 169:0.84 172:0.10 173:0.66 176:0.56 177:0.38 179:0.87 181:0.51 186:0.88 189:0.85 190:0.77 191:0.97 202:0.86 216:0.35 220:0.97 222:0.25 230:0.81 233:0.69 235:0.74 238:0.84 241:0.80 243:0.63 244:0.61 248:0.69 253:0.55 256:0.91 259:0.21 260:0.77 261:0.83 265:0.37 267:0.88 268:0.79 271:0.97 283:0.71 285:0.62 290:0.64 300:0.08\n1 1:0.74 6:0.85 7:0.78 8:0.63 12:0.69 17:0.89 20:0.91 21:0.47 27:0.21 28:0.73 30:0.21 32:0.75 34:0.20 36:0.19 37:0.25 43:0.45 55:0.45 66:0.75 69:0.25 70:0.64 74:0.44 78:0.93 81:0.72 91:0.85 96:0.74 98:0.58 100:0.92 108:0.20 111:0.92 114:0.80 120:0.80 123:0.19 124:0.39 126:0.54 127:0.43 129:0.05 132:0.97 133:0.39 135:0.24 140:0.45 145:0.83 146:0.56 147:0.62 149:0.43 150:0.76 151:0.70 152:0.87 153:0.91 154:0.78 155:0.67 159:0.38 161:0.57 162:0.75 164:0.80 167:0.79 169:0.89 172:0.54 173:0.33 176:0.73 177:0.38 179:0.73 181:0.51 186:0.93 189:0.87 190:0.77 191:0.95 192:0.59 195:0.66 201:0.74 202:0.76 212:0.83 215:0.63 216:0.14 220:0.62 222:0.25 230:0.81 233:0.76 235:0.84 238:0.86 241:0.81 242:0.77 243:0.77 245:0.50 247:0.39 248:0.73 253:0.67 254:0.88 256:0.81 260:0.81 261:0.91 265:0.59 266:0.27 267:0.19 268:0.80 271:0.97 276:0.37 285:0.62 290:0.80 297:0.36 300:0.43\n2 8:0.62 12:0.69 17:0.67 21:0.64 27:0.45 28:0.73 30:0.76 34:0.83 36:0.18 37:0.50 43:0.74 55:0.42 66:0.77 69:0.70 70:0.53 74:0.49 81:0.34 91:0.17 98:0.59 108:0.53 123:0.51 124:0.41 126:0.32 127:0.44 129:0.05 133:0.39 135:0.76 145:0.49 146:0.77 147:0.81 149:0.88 150:0.31 154:0.65 159:0.62 161:0.57 167:0.48 172:0.89 173:0.62 177:0.38 178:0.55 179:0.24 181:0.51 187:0.68 212:0.86 215:0.53 216:0.77 222:0.25 235:0.74 241:0.21 242:0.81 243:0.79 245:0.90 247:0.47 253:0.41 259:0.21 265:0.60 266:0.75 267:0.52 271:0.97 276:0.80 297:0.36 300:0.70\n2 7:0.78 8:0.70 12:0.69 17:0.81 21:0.30 27:0.48 28:0.73 30:0.94 32:0.80 34:0.34 36:0.36 37:0.31 43:0.36 55:0.71 66:0.72 69:0.53 70:0.20 74:0.58 76:0.94 77:0.70 81:0.68 91:0.56 98:0.82 104:0.88 108:0.41 120:0.59 123:0.39 124:0.43 126:0.32 127:0.70 129:0.59 133:0.47 135:0.37 140:0.45 145:0.49 146:0.92 147:0.94 149:0.77 150:0.49 151:0.53 153:0.77 154:0.27 159:0.68 161:0.57 162:0.68 164:0.64 167:0.47 172:0.84 173:0.42 175:0.75 177:0.05 179:0.38 181:0.51 187:0.39 190:0.77 191:0.96 195:0.83 202:0.54 212:0.85 215:0.72 216:0.23 220:0.87 222:0.25 230:0.81 233:0.76 235:0.42 241:0.18 242:0.82 243:0.75 244:0.61 245:0.86 247:0.12 248:0.52 253:0.46 256:0.45 257:0.65 259:0.21 260:0.59 265:0.82 266:0.63 267:0.18 268:0.57 271:0.97 276:0.76 277:0.69 282:0.88 283:0.71 285:0.50 297:0.36 300:0.43\n2 6:0.93 7:0.78 8:0.88 12:0.69 17:0.13 20:0.87 21:0.30 27:0.09 28:0.73 30:0.31 32:0.75 34:0.18 36:0.49 37:0.54 43:0.45 55:0.59 66:0.20 69:0.17 70:0.82 78:0.95 81:0.77 91:0.97 98:0.62 100:0.95 108:0.92 111:0.94 120:0.98 123:0.92 124:0.91 126:0.32 127:0.99 129:0.97 133:0.92 135:0.34 140:0.45 145:0.91 146:0.33 147:0.39 149:0.93 150:0.57 151:0.78 152:0.82 153:0.78 154:0.34 159:0.97 161:0.57 162:0.57 164:0.98 167:0.77 169:0.93 172:0.98 173:0.06 175:0.75 177:0.05 179:0.09 181:0.51 186:0.95 189:0.94 190:0.77 191:0.98 195:1.00 202:0.97 212:0.69 215:0.72 216:0.57 220:0.62 222:0.25 230:0.81 233:0.69 235:0.60 238:0.90 241:0.79 242:0.82 243:0.05 244:0.61 245:1.00 247:0.12 248:0.97 253:0.20 256:0.99 257:0.65 259:0.21 260:0.98 261:0.90 265:0.63 266:0.91 267:0.98 268:0.97 271:0.97 276:0.99 277:0.69 283:0.71 285:0.50 297:0.36 300:0.94\n0 12:0.69 17:0.64 21:0.76 25:0.88 28:0.73 30:0.09 32:0.75 34:0.42 36:0.25 37:0.97 43:0.36 55:0.42 66:0.08 69:0.56 70:0.95 74:0.32 81:0.32 91:0.33 98:0.16 104:0.58 108:0.95 123:0.42 124:0.90 126:0.32 127:0.94 129:0.96 133:0.90 135:0.26 145:0.67 146:0.33 147:0.40 149:0.40 150:0.30 154:0.27 159:0.88 161:0.57 167:0.56 172:0.21 173:0.27 175:0.75 177:0.05 178:0.55 179:0.84 181:0.51 187:0.39 195:0.96 212:0.13 215:0.46 216:0.98 222:0.25 235:0.97 241:0.55 242:0.76 243:0.25 244:0.61 245:0.48 247:0.39 253:0.30 257:0.65 259:0.21 265:0.11 266:0.75 267:0.23 271:0.97 276:0.41 277:0.69 297:0.36 300:0.70\n2 6:0.82 7:0.78 8:0.69 9:0.80 12:0.69 17:0.83 20:0.80 21:0.30 27:0.48 28:0.73 30:0.95 32:0.80 34:0.44 36:0.28 37:0.31 43:0.36 55:0.71 66:0.72 69:0.53 70:0.19 74:0.58 76:0.94 77:0.70 78:0.90 81:0.68 91:0.65 96:0.72 98:0.82 100:0.91 104:0.88 108:0.41 111:0.89 120:0.74 123:0.39 124:0.43 126:0.32 127:0.61 129:0.59 133:0.47 135:0.70 140:0.94 145:0.49 146:0.91 147:0.92 149:0.78 150:0.49 151:0.60 152:0.78 153:0.48 154:0.27 155:0.67 159:0.63 161:0.57 162:0.83 164:0.81 167:0.51 169:0.89 172:0.84 173:0.44 175:0.75 177:0.05 179:0.36 181:0.51 186:0.90 187:0.39 189:0.85 190:0.77 191:0.97 192:0.59 195:0.81 202:0.71 208:0.64 212:0.92 215:0.72 216:0.23 220:0.87 222:0.25 230:0.81 233:0.76 235:0.42 238:0.90 241:0.39 242:0.82 243:0.75 244:0.61 245:0.86 247:0.12 248:0.58 253:0.53 255:0.79 256:0.82 257:0.65 259:0.21 260:0.75 261:0.83 265:0.82 266:0.38 267:0.18 268:0.77 271:0.97 276:0.77 277:0.69 282:0.88 283:0.71 285:0.62 297:0.36 300:0.33\n0 6:0.83 8:0.98 12:0.69 17:0.06 20:0.85 25:0.88 27:0.37 28:0.73 30:0.30 34:0.26 36:0.29 37:0.97 43:0.42 55:0.84 66:0.26 69:0.21 70:0.66 78:0.83 81:0.87 91:1.00 98:0.67 100:0.83 104:0.54 108:0.65 111:0.81 120:1.00 123:0.16 124:0.58 126:0.32 127:0.84 129:0.59 133:0.47 135:0.39 140:0.45 146:0.53 147:0.59 149:0.53 150:0.73 151:0.91 152:0.80 153:1.00 154:0.32 159:0.35 161:0.57 162:0.53 163:0.75 164:0.99 167:0.81 169:0.81 172:0.37 173:0.39 175:0.75 177:0.05 179:0.83 181:0.51 186:0.83 189:0.85 190:0.77 191:1.00 202:0.99 212:0.23 215:0.96 216:0.92 222:0.25 235:0.02 238:0.85 241:0.87 242:0.82 243:0.45 244:0.61 245:0.64 247:0.12 248:1.00 253:0.20 256:0.99 257:0.65 259:0.21 260:1.00 261:0.81 265:0.59 266:0.54 267:0.93 268:0.99 271:0.97 276:0.43 277:0.69 283:0.82 285:0.50 297:0.36 300:0.43\n2 1:0.74 6:0.85 7:0.78 8:0.63 12:0.69 17:0.89 20:0.91 21:0.47 27:0.21 28:0.73 30:0.21 32:0.75 34:0.20 36:0.19 37:0.25 43:0.45 55:0.45 66:0.75 69:0.25 70:0.64 74:0.44 78:0.93 81:0.72 91:0.85 96:0.74 98:0.58 100:0.92 108:0.20 111:0.92 114:0.80 120:0.80 123:0.19 124:0.39 126:0.54 127:0.43 129:0.05 132:0.97 133:0.39 135:0.24 140:0.45 145:0.83 146:0.56 147:0.62 149:0.43 150:0.76 151:0.70 152:0.87 153:0.91 154:0.78 155:0.67 159:0.38 161:0.57 162:0.75 164:0.80 167:0.79 169:0.89 172:0.54 173:0.33 176:0.73 177:0.38 179:0.73 181:0.51 186:0.93 189:0.87 190:0.77 191:0.95 192:0.59 195:0.66 201:0.74 202:0.76 212:0.83 215:0.63 216:0.14 220:0.62 222:0.25 230:0.81 233:0.76 235:0.84 238:0.86 241:0.81 242:0.77 243:0.77 245:0.50 247:0.39 248:0.73 253:0.67 254:0.88 256:0.81 260:0.81 261:0.91 265:0.59 266:0.27 267:0.19 268:0.80 271:0.97 276:0.37 285:0.62 290:0.80 297:0.36 300:0.43\n2 6:0.93 7:0.78 8:0.79 12:0.69 17:0.73 20:0.85 21:0.71 27:0.10 28:0.73 30:0.66 32:0.75 34:0.17 36:0.55 37:0.72 43:0.39 55:0.45 66:0.63 69:0.49 70:0.52 78:0.94 81:0.40 91:0.96 98:0.67 100:0.91 108:0.74 111:0.92 120:0.98 123:0.72 124:0.64 126:0.32 127:0.93 129:0.89 133:0.78 135:0.34 140:0.45 145:0.93 146:0.28 147:0.34 149:0.86 150:0.34 151:0.75 152:0.80 153:0.48 154:0.29 159:0.71 161:0.57 162:0.72 164:0.97 167:0.81 169:0.88 172:0.92 173:0.37 175:0.75 177:0.05 179:0.23 181:0.51 186:0.94 189:0.94 190:0.77 191:0.97 195:0.84 202:0.95 212:0.89 215:0.48 216:0.50 220:0.62 222:0.25 230:0.81 233:0.69 235:0.95 238:0.85 241:0.88 242:0.82 243:0.11 244:0.61 245:0.92 247:0.12 248:0.97 253:0.20 256:0.97 257:0.65 259:0.21 260:0.98 261:0.87 265:0.67 266:0.75 267:0.88 268:0.97 271:0.97 276:0.88 277:0.69 283:0.71 285:0.62 297:0.36 300:0.84\n3 6:0.79 7:0.78 8:0.58 12:0.69 17:0.89 20:0.79 21:0.78 27:0.57 28:0.73 30:0.38 32:0.75 34:0.33 36:0.33 37:0.31 43:0.42 55:0.59 66:0.64 69:0.29 70:0.45 74:0.46 78:0.93 91:0.84 98:0.48 100:0.84 104:0.58 108:0.22 111:0.90 123:0.22 124:0.44 127:0.94 129:0.59 133:0.47 135:0.39 145:0.52 146:0.56 147:0.62 149:0.53 152:0.77 154:0.32 158:0.85 159:0.57 161:0.57 167:0.81 169:0.82 172:0.45 173:0.29 175:0.75 177:0.05 178:0.55 179:0.86 181:0.51 186:0.93 189:0.81 191:0.79 195:0.71 202:0.60 212:0.57 216:0.04 222:0.25 230:0.81 233:0.69 235:0.42 238:0.82 241:0.89 242:0.82 243:0.69 244:0.61 245:0.55 247:0.12 253:0.39 257:0.65 259:0.21 261:0.82 265:0.50 266:0.47 267:0.19 271:0.97 276:0.27 277:0.69 283:0.71 300:0.33\n3 6:0.82 7:0.78 8:0.70 12:0.69 17:0.93 20:0.83 21:0.54 27:0.67 28:0.73 30:0.45 32:0.75 34:0.20 36:0.25 37:0.41 43:0.34 55:0.59 66:0.69 69:0.62 70:0.25 78:0.90 81:0.58 91:0.89 98:0.84 100:0.87 104:0.58 108:0.47 111:0.88 120:0.90 123:0.45 126:0.32 127:0.34 129:0.05 135:0.44 140:0.45 145:0.70 146:0.53 147:0.59 149:0.29 150:0.43 151:0.64 152:0.79 153:0.78 154:0.25 159:0.19 161:0.57 162:0.85 163:0.90 164:0.91 167:0.78 169:0.84 172:0.21 173:0.86 175:0.75 177:0.05 179:0.96 181:0.51 186:0.90 189:0.84 190:0.77 191:0.87 195:0.54 202:0.84 212:0.61 215:0.58 216:0.21 220:0.74 222:0.25 230:0.81 233:0.76 235:0.74 238:0.84 241:0.79 242:0.82 243:0.73 244:0.61 247:0.12 248:0.85 253:0.20 256:0.90 257:0.65 259:0.21 260:0.90 261:0.83 265:0.84 266:0.17 267:0.23 268:0.89 271:0.97 276:0.20 277:0.69 283:0.71 285:0.50 297:0.36 300:0.18\n1 1:0.74 8:0.58 9:0.80 12:0.69 17:0.90 21:0.30 27:0.72 28:0.73 30:0.76 32:0.74 34:0.37 36:0.80 37:0.24 43:0.34 55:0.59 66:0.77 69:0.55 70:0.29 74:0.61 77:0.70 81:0.73 91:0.85 96:0.84 98:0.84 108:0.42 114:0.86 120:0.77 123:0.41 126:0.54 127:0.34 129:0.05 135:0.49 140:0.90 145:0.52 146:0.51 147:0.57 149:0.26 150:0.77 151:0.58 153:0.72 154:0.74 155:0.67 159:0.18 161:0.57 162:0.84 163:0.90 164:0.76 167:0.79 172:0.37 173:0.83 176:0.73 177:0.38 179:0.87 181:0.51 190:0.77 192:0.59 195:0.53 201:0.74 202:0.67 208:0.64 212:0.52 215:0.72 216:0.05 220:0.74 222:0.25 235:0.60 241:0.82 242:0.55 243:0.79 247:0.39 248:0.57 253:0.83 254:0.88 255:0.79 256:0.71 259:0.21 260:0.78 265:0.84 266:0.27 267:0.23 268:0.74 271:0.97 276:0.31 282:0.83 283:0.71 285:0.62 290:0.86 297:0.36 300:0.25\n0 6:0.88 8:0.69 12:0.69 17:0.62 20:0.85 21:0.78 27:0.72 28:0.73 37:0.83 74:0.45 78:0.86 91:0.80 96:0.88 100:0.88 111:0.86 120:0.79 140:0.45 151:0.69 152:0.81 153:0.88 158:0.84 161:0.57 162:0.69 164:0.80 167:0.80 169:0.86 175:0.91 181:0.51 186:0.86 189:0.89 190:0.77 191:0.89 202:0.78 216:0.17 220:0.62 222:0.25 238:0.88 241:0.85 244:0.83 248:0.79 253:0.83 256:0.82 257:0.84 259:0.21 260:0.79 261:0.83 268:0.80 271:0.97 277:0.87 285:0.62\n3 7:0.78 8:0.79 12:0.69 17:0.40 21:0.59 27:0.04 28:0.73 30:0.30 32:0.75 34:0.20 36:0.60 37:0.62 43:0.39 55:0.45 66:0.12 69:0.45 70:0.75 81:0.53 91:0.89 98:0.43 104:0.58 108:0.69 120:0.94 123:0.77 124:0.64 126:0.32 127:0.88 129:0.81 133:0.67 135:0.44 140:0.45 145:0.82 146:0.05 147:0.05 149:0.46 150:0.40 151:0.74 154:0.30 159:0.51 161:0.57 162:0.60 164:0.93 167:0.82 172:0.41 173:0.47 175:0.75 177:0.05 179:0.83 181:0.51 190:0.77 191:0.95 195:0.68 202:0.91 212:0.39 215:0.55 216:0.34 220:0.62 222:0.25 230:0.81 233:0.69 235:0.80 241:0.93 242:0.82 243:0.15 244:0.61 245:0.55 247:0.12 248:0.91 253:0.20 256:0.93 257:0.65 259:0.21 260:0.94 265:0.41 266:0.63 267:0.79 268:0.91 271:0.97 276:0.40 277:0.69 283:0.71 285:0.50 297:0.36 300:0.55\n1 12:0.69 17:0.30 21:0.40 27:0.45 28:0.73 30:0.32 32:0.80 34:0.70 36:0.17 37:0.50 43:0.32 55:0.84 66:0.52 69:0.69 70:0.75 81:0.66 91:0.10 98:0.59 108:0.68 123:0.66 124:0.78 126:0.54 127:0.68 129:0.93 133:0.84 135:0.75 145:0.40 146:0.36 147:0.43 149:0.72 150:0.48 154:0.24 159:0.83 161:0.45 167:0.64 172:0.79 173:0.47 177:0.05 178:0.55 179:0.35 181:0.87 187:0.68 195:0.94 212:0.42 215:0.67 216:0.77 235:0.42 241:0.18 242:0.82 243:0.13 245:0.82 247:0.12 259:0.21 265:0.60 266:0.91 267:0.28 276:0.79 297:0.36 300:0.70\n0 6:0.84 8:0.67 12:0.69 17:0.12 20:0.85 21:0.74 27:0.08 28:0.73 30:0.71 32:0.80 34:0.26 36:0.28 37:0.59 43:0.46 55:0.71 66:0.82 69:0.48 70:0.52 78:0.75 81:0.47 91:0.99 98:0.89 100:0.77 108:0.37 111:0.74 120:0.98 123:0.35 126:0.54 127:0.44 129:0.05 135:0.54 140:0.45 145:0.63 146:0.71 147:0.75 149:0.53 150:0.38 151:0.84 152:0.87 153:0.97 154:0.35 159:0.28 161:0.45 162:0.61 164:0.98 167:0.97 169:0.75 172:0.48 173:0.64 177:0.05 179:0.81 181:0.87 186:0.76 189:0.84 191:0.97 195:0.59 202:0.98 212:0.61 215:0.46 216:0.52 235:0.88 238:0.87 241:0.86 242:0.82 243:0.83 247:0.12 248:0.97 256:0.99 259:0.21 260:0.98 261:0.77 265:0.89 266:0.38 267:0.88 268:0.98 276:0.39 283:0.82 285:0.62 297:0.36 300:0.43\n1 6:0.87 8:0.81 12:0.69 17:0.18 20:0.75 21:0.05 25:0.88 27:0.19 28:0.73 34:0.36 36:0.21 37:0.64 78:0.80 81:0.77 91:0.94 100:0.82 104:0.74 111:0.79 120:0.94 126:0.54 135:0.37 140:0.45 150:0.57 151:0.83 152:0.74 153:0.95 161:0.45 162:0.76 164:0.94 167:0.95 169:0.79 175:0.75 181:0.87 186:0.81 189:0.89 191:0.93 202:0.90 215:0.91 216:0.27 235:0.05 238:0.87 241:0.81 244:0.61 248:0.92 256:0.92 257:0.65 259:0.21 260:0.95 261:0.74 267:0.85 268:0.93 277:0.69 283:0.82 285:0.62 297:0.36\n2 6:0.81 7:0.81 8:0.61 12:0.69 17:0.09 20:0.98 21:0.30 27:0.21 28:0.73 30:0.56 34:0.62 36:0.88 37:0.74 43:0.52 55:0.71 66:0.15 69:0.10 70:0.61 78:0.76 81:0.69 91:0.91 98:0.57 100:0.78 104:0.84 106:0.81 108:0.98 111:0.75 120:0.98 123:0.90 124:0.91 126:0.54 127:0.90 129:0.97 133:0.92 135:0.44 140:0.45 146:0.97 147:0.98 149:0.91 150:0.50 151:0.86 152:0.90 153:0.99 154:0.41 159:0.97 161:0.45 162:0.66 164:0.97 167:0.83 169:0.76 172:0.96 173:0.05 177:0.05 179:0.10 181:0.87 186:0.76 187:0.39 189:0.83 191:0.89 202:0.96 206:0.81 212:0.54 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.86 241:0.71 242:0.82 243:0.23 245:0.99 247:0.12 248:0.97 256:0.96 259:0.21 260:0.98 261:0.78 265:0.54 266:0.80 267:0.97 268:0.97 276:0.99 283:0.82 285:0.62 297:0.36 300:0.70\n3 7:0.81 8:0.74 12:0.69 17:0.28 21:0.54 25:0.88 28:0.73 30:0.21 32:0.80 34:0.29 36:0.98 37:0.97 43:0.48 55:0.42 66:0.18 69:0.36 70:0.50 81:0.61 91:0.94 98:0.32 104:0.58 108:0.83 120:0.87 123:0.27 124:0.68 126:0.54 127:0.43 129:0.81 133:0.67 135:0.94 140:0.80 145:0.97 146:0.44 147:0.51 149:0.41 150:0.45 151:0.73 153:0.81 154:0.37 159:0.55 161:0.45 162:0.56 164:0.93 167:0.87 172:0.27 173:0.30 177:0.05 178:0.42 179:0.84 181:0.87 187:0.39 191:0.94 195:0.84 202:0.92 212:0.37 215:0.58 216:0.98 220:0.96 230:0.65 233:0.63 235:0.60 241:0.74 242:0.82 243:0.39 245:0.50 247:0.12 248:0.81 256:0.91 259:0.21 260:0.87 265:0.21 266:0.47 267:0.76 268:0.92 276:0.32 285:0.62 297:0.36 300:0.33\n1 6:0.80 7:0.81 8:0.59 12:0.69 17:0.15 20:0.76 27:0.13 28:0.73 30:0.11 32:0.80 34:0.21 36:0.44 37:0.31 43:0.38 55:0.71 66:0.19 69:0.57 70:0.88 78:0.80 81:0.79 91:0.72 98:0.42 100:0.79 104:0.96 106:0.81 108:0.44 111:0.78 120:0.95 123:0.42 124:0.96 126:0.54 127:0.87 129:0.99 133:0.97 135:0.97 140:0.45 145:0.79 146:0.90 147:0.92 149:0.77 150:0.59 151:0.84 152:0.75 153:0.97 154:0.28 159:0.92 161:0.45 162:0.79 164:0.92 167:0.72 169:0.77 172:0.74 173:0.22 177:0.05 179:0.25 181:0.87 186:0.80 187:0.87 189:0.82 191:0.79 195:0.98 202:0.85 206:0.81 212:0.21 215:0.96 216:0.81 230:0.87 233:0.76 235:0.02 238:0.83 241:0.52 242:0.82 243:0.40 245:0.83 247:0.12 248:0.93 256:0.89 259:0.21 260:0.95 261:0.75 265:0.44 266:0.96 267:0.65 268:0.89 276:0.88 283:0.82 285:0.62 297:0.36 300:0.70\n2 6:0.94 8:0.87 12:0.69 17:0.13 20:0.82 21:0.64 25:0.88 27:0.48 28:0.73 30:0.45 32:0.80 34:0.24 36:0.34 37:0.55 43:0.48 55:0.84 66:0.30 69:0.38 70:0.61 78:0.79 81:0.55 91:0.96 98:0.44 100:0.82 104:0.75 108:0.68 111:0.78 120:0.98 123:0.66 124:0.73 126:0.54 127:0.77 129:0.81 133:0.67 135:0.39 140:0.45 145:0.85 146:0.41 147:0.47 149:0.51 150:0.42 151:0.83 152:0.78 153:0.96 154:0.37 159:0.56 161:0.45 162:0.65 164:0.98 167:0.91 169:0.80 172:0.32 173:0.36 177:0.05 179:0.80 181:0.87 186:0.79 187:0.39 189:0.95 191:0.97 195:0.71 202:0.97 212:0.13 215:0.53 216:0.92 220:0.62 235:0.74 238:0.95 241:0.76 242:0.82 243:0.31 245:0.60 247:0.12 248:0.97 256:0.98 259:0.21 260:0.98 261:0.78 265:0.46 266:0.80 267:0.84 268:0.98 276:0.42 285:0.62 297:0.36 300:0.43\n0 6:0.99 8:0.91 12:0.69 17:0.40 20:0.75 21:0.64 25:0.88 28:0.73 30:0.21 32:0.80 34:0.25 36:0.24 37:0.97 43:0.40 55:0.42 66:0.27 69:0.55 70:0.67 78:0.87 81:0.70 91:0.95 98:0.23 100:0.73 104:0.58 108:0.42 111:0.84 120:0.97 123:0.41 124:0.70 126:0.54 127:0.94 129:0.81 133:0.67 135:0.37 140:0.80 145:0.61 146:0.57 147:0.62 149:0.35 150:0.52 151:0.81 152:0.97 153:0.94 154:0.31 159:0.89 161:0.45 162:0.59 164:0.96 167:0.78 169:1.00 172:0.21 173:0.25 177:0.05 178:0.42 179:0.90 181:0.87 186:0.87 187:0.21 191:0.79 195:0.97 202:0.94 212:0.16 215:0.53 216:0.98 235:0.80 241:0.67 242:0.82 243:0.46 245:0.50 247:0.12 248:0.95 256:0.95 259:0.21 260:0.97 261:1.00 265:0.25 266:0.54 267:0.95 268:0.95 276:0.27 283:0.82 285:0.62 297:0.36 300:0.43\n3 8:0.75 12:0.69 17:0.12 21:0.64 25:0.88 27:0.03 28:0.73 30:0.41 32:0.80 34:0.30 36:0.39 37:0.46 43:0.52 55:0.59 66:0.20 69:0.21 70:0.95 78:0.76 81:0.55 91:0.95 98:0.38 104:0.73 108:0.17 111:0.75 120:0.94 123:0.16 124:0.74 126:0.54 127:0.58 129:0.81 133:0.67 135:0.58 140:0.87 145:0.85 146:0.51 147:0.57 149:0.54 150:0.42 151:0.81 153:0.94 154:0.41 159:0.57 161:0.45 162:0.64 164:0.96 167:0.93 169:0.80 172:0.27 173:0.22 177:0.05 178:0.48 179:0.74 181:0.87 187:0.39 191:0.90 195:0.75 202:0.93 212:0.19 215:0.53 216:0.66 220:0.62 235:0.74 241:0.78 242:0.82 243:0.40 245:0.63 247:0.12 248:0.92 256:0.94 259:0.21 260:0.95 265:0.41 266:0.71 267:0.82 268:0.94 276:0.44 283:0.60 285:0.62 297:0.36 300:0.84\n3 6:1.00 8:0.86 12:0.69 17:0.13 20:0.79 21:0.64 25:0.88 28:0.73 30:0.45 32:0.80 34:0.24 36:0.36 37:0.97 43:0.48 55:0.84 66:0.30 69:0.38 70:0.61 78:0.78 81:0.55 91:0.96 98:0.44 100:0.81 104:0.58 108:0.68 111:0.78 120:0.98 123:0.66 124:0.73 126:0.54 127:0.77 129:0.81 133:0.67 135:0.32 140:0.45 145:0.85 146:0.41 147:0.47 149:0.51 150:0.42 151:0.84 152:0.95 153:0.97 154:0.37 159:0.56 161:0.45 162:0.64 164:0.99 167:0.90 169:0.98 172:0.32 173:0.36 177:0.05 179:0.80 181:0.87 186:0.79 187:0.39 189:0.92 191:0.94 195:0.71 202:0.98 212:0.13 215:0.53 216:0.98 220:0.62 235:0.74 238:0.93 241:0.76 242:0.82 243:0.31 245:0.60 247:0.12 248:0.97 256:0.98 259:0.21 260:0.98 261:1.00 265:0.46 266:0.80 267:0.84 268:0.98 276:0.42 285:0.62 297:0.36 300:0.43\n1 8:0.89 12:0.69 17:0.32 21:0.64 25:0.88 28:0.73 30:0.21 32:0.80 34:0.75 36:0.25 37:0.97 43:0.52 55:0.52 66:0.05 69:0.21 70:0.99 81:0.55 91:0.85 98:0.18 104:0.58 108:0.76 120:0.92 123:0.85 124:0.92 126:0.54 127:0.99 129:0.97 133:0.92 135:0.51 140:0.45 145:0.72 146:0.38 147:0.45 149:0.61 150:0.42 151:0.79 153:0.90 154:0.41 159:0.89 161:0.45 162:0.73 164:0.93 167:0.75 172:0.45 173:0.09 177:0.05 179:0.60 181:0.87 187:0.21 191:0.89 195:0.96 202:0.89 212:0.40 215:0.53 216:0.98 235:0.74 241:0.59 242:0.82 243:0.20 245:0.64 247:0.12 248:0.89 256:0.91 259:0.21 260:0.93 265:0.17 266:0.92 267:0.65 268:0.92 276:0.60 283:0.60 285:0.62 297:0.36 300:0.94\n1 12:0.69 17:0.20 21:0.59 25:0.88 27:0.19 28:0.73 30:0.15 32:0.80 34:0.53 36:0.23 37:0.38 43:0.52 55:0.59 66:0.24 69:0.19 70:0.84 81:0.58 91:0.76 98:0.35 104:0.72 108:0.84 120:0.61 123:0.15 124:0.69 126:0.54 127:0.58 129:0.81 133:0.67 135:0.87 140:0.92 145:0.79 146:0.48 147:0.54 149:0.45 150:0.43 151:0.54 153:0.48 154:0.41 159:0.60 161:0.45 162:0.46 164:0.69 167:0.89 172:0.27 173:0.19 177:0.05 178:0.51 179:0.84 181:0.87 187:0.39 195:0.79 202:0.85 212:0.30 215:0.55 216:0.87 220:0.82 235:0.68 241:0.75 242:0.82 243:0.44 245:0.53 247:0.12 248:0.54 256:0.58 259:0.21 260:0.61 265:0.22 266:0.54 267:0.92 268:0.62 276:0.30 285:0.62 297:0.36 300:0.55\n1 6:0.87 8:0.82 12:0.69 17:0.36 20:0.75 25:0.88 27:0.14 28:0.73 30:0.58 34:0.24 36:0.30 37:0.59 43:0.48 55:0.84 66:0.36 69:0.27 70:0.44 78:0.86 81:0.79 91:0.84 98:0.73 100:0.88 104:0.74 108:0.21 111:0.85 120:0.83 123:0.20 124:0.59 126:0.54 127:0.77 129:0.59 133:0.47 135:0.54 140:0.80 146:0.53 147:0.59 149:0.48 150:0.59 151:0.80 152:0.75 153:0.92 154:0.37 159:0.29 161:0.45 162:0.59 163:0.86 164:0.84 167:0.98 169:0.83 172:0.27 173:0.48 177:0.05 178:0.42 179:0.89 181:0.87 186:0.88 189:0.89 191:0.92 202:0.80 212:0.37 215:0.96 216:0.58 235:0.02 238:0.92 241:0.89 242:0.82 243:0.51 245:0.56 247:0.12 248:0.75 256:0.81 259:0.21 260:0.84 261:0.76 265:0.74 266:0.38 267:0.44 268:0.80 276:0.34 283:0.82 285:0.62 297:0.36 300:0.33\n4 6:1.00 8:0.93 12:0.69 17:0.09 20:0.76 25:0.88 28:0.73 30:0.41 34:0.24 36:0.35 37:0.97 43:0.52 55:0.59 66:0.86 69:0.05 70:0.42 78:0.85 81:0.79 91:0.98 98:0.85 100:0.90 104:0.58 108:0.05 111:0.86 120:0.97 123:0.05 126:0.54 127:0.36 129:0.05 135:0.34 140:0.87 146:0.76 147:0.80 149:0.60 150:0.59 151:0.83 152:0.95 153:0.96 154:0.41 159:0.32 161:0.45 162:0.52 164:0.97 167:0.93 169:0.99 172:0.59 173:0.17 177:0.05 178:0.48 179:0.67 181:0.87 186:0.85 187:0.39 189:0.99 191:0.99 202:0.98 212:0.42 215:0.96 216:0.98 220:0.62 235:0.02 238:0.96 241:0.78 242:0.82 243:0.86 247:0.12 248:0.95 256:0.97 259:0.21 260:0.97 261:1.00 265:0.85 266:0.54 267:0.76 268:0.97 276:0.49 283:0.60 285:0.62 297:0.36 300:0.33\n1 6:0.91 8:0.82 12:0.69 17:0.49 20:0.74 25:0.88 27:0.03 28:0.73 30:0.62 34:0.22 36:0.28 37:0.46 43:0.48 55:0.42 66:0.16 69:0.27 70:0.34 78:0.79 81:0.79 91:0.73 98:0.20 100:0.81 104:0.73 108:0.89 111:0.78 120:0.88 123:0.20 124:0.52 126:0.54 127:0.84 129:0.59 133:0.47 135:0.37 140:0.45 146:0.31 147:0.37 149:0.30 150:0.59 151:0.79 152:0.84 153:0.91 154:0.37 159:0.70 161:0.45 162:0.72 164:0.83 167:0.80 169:0.78 172:0.21 173:0.20 177:0.05 179:0.95 181:0.87 186:0.80 187:0.39 189:0.89 191:0.95 202:0.75 212:0.30 215:0.96 216:0.66 235:0.02 238:0.95 241:0.69 242:0.82 243:0.37 245:0.46 247:0.12 248:0.83 256:0.77 259:0.21 260:0.89 261:0.80 265:0.14 266:0.27 267:0.79 268:0.79 276:0.14 285:0.62 297:0.36 300:0.25\n4 6:1.00 8:0.98 12:0.69 17:0.06 20:0.74 25:0.88 27:0.37 28:0.73 30:0.30 34:0.26 36:0.29 37:0.97 43:0.49 55:0.84 66:0.26 69:0.21 70:0.66 78:0.93 81:0.79 91:1.00 98:0.67 100:0.99 104:0.54 108:0.65 111:0.95 120:0.99 123:0.16 124:0.58 126:0.54 127:0.84 129:0.59 133:0.47 135:0.39 140:0.45 146:0.53 147:0.59 149:0.54 150:0.59 151:0.91 152:0.73 153:1.00 154:0.38 159:0.35 161:0.45 162:0.53 163:0.75 164:0.99 167:0.98 169:0.95 172:0.37 173:0.39 177:0.05 179:0.83 181:0.87 186:1.00 189:1.00 191:1.00 202:0.99 212:0.23 215:0.96 216:0.92 235:0.02 238:0.99 241:0.87 242:0.82 243:0.45 245:0.64 247:0.12 248:0.99 256:0.99 259:0.21 260:1.00 261:0.76 265:0.59 266:0.54 267:0.93 268:0.99 276:0.43 283:0.82 285:0.62 297:0.36 300:0.43\n3 6:0.91 8:0.86 12:0.69 17:0.61 20:0.93 21:0.78 25:0.88 27:0.19 28:0.73 30:0.45 32:0.80 34:0.40 36:0.30 37:0.38 43:0.48 55:0.42 66:0.13 69:0.41 70:0.50 78:0.76 91:0.99 98:0.24 100:0.79 104:0.72 108:0.83 111:0.75 120:0.97 123:0.31 124:0.69 127:0.91 129:0.81 133:0.67 135:0.78 140:0.90 145:0.83 146:0.31 147:0.37 149:0.36 151:0.82 152:0.87 153:0.95 154:0.37 159:0.55 161:0.45 162:0.56 164:0.97 167:0.98 169:0.77 172:0.21 173:0.41 177:0.05 178:0.50 179:0.94 181:0.87 186:0.76 189:0.92 191:0.98 195:0.75 202:0.96 212:0.23 216:0.87 220:0.62 235:0.95 238:0.91 241:0.88 242:0.82 243:0.34 245:0.45 247:0.12 248:0.96 256:0.96 259:0.21 260:0.97 261:0.78 265:0.16 266:0.38 267:0.73 268:0.96 276:0.25 283:0.60 285:0.62 300:0.33\n1 6:0.81 7:0.81 8:0.91 12:0.69 17:0.43 20:0.73 21:0.68 25:0.88 27:0.68 28:0.73 30:0.21 32:0.80 34:0.19 36:0.27 43:0.52 55:0.42 66:0.36 69:0.23 70:0.37 78:0.80 81:0.52 91:0.99 98:0.12 100:0.81 104:0.73 108:0.18 111:0.79 120:0.88 123:0.18 124:0.67 126:0.54 127:0.99 129:0.81 133:0.67 135:0.51 140:0.94 145:0.85 146:0.22 147:0.27 149:0.32 150:0.40 151:0.74 152:0.73 153:0.84 154:0.41 159:0.82 161:0.45 162:0.48 164:0.92 167:0.98 169:0.78 172:0.16 173:0.13 177:0.05 178:0.53 179:0.97 181:0.87 186:0.81 189:0.84 191:0.95 195:0.92 202:0.95 212:0.42 215:0.49 216:0.55 220:0.62 230:0.65 233:0.63 235:0.80 238:0.80 241:0.89 242:0.82 243:0.51 245:0.40 247:0.12 248:0.83 256:0.89 259:0.21 260:0.89 261:0.74 265:0.12 266:0.23 267:0.85 268:0.89 276:0.16 283:0.60 285:0.62 297:0.36 300:0.25\n1 7:0.81 12:0.69 17:0.66 21:0.54 25:0.88 27:0.72 28:0.73 30:0.66 32:0.80 34:0.17 36:0.47 43:0.40 55:0.71 66:0.19 69:0.54 70:0.59 81:0.61 91:0.80 98:0.62 104:0.54 108:0.84 120:0.61 123:0.40 124:0.52 126:0.54 127:0.78 129:0.59 133:0.47 135:0.75 140:0.45 145:0.74 146:0.80 147:0.83 149:0.64 150:0.45 151:0.56 153:0.72 154:0.30 159:0.69 161:0.45 162:0.79 164:0.71 167:0.97 172:0.68 173:0.43 177:0.05 179:0.53 181:0.87 191:0.82 195:0.84 202:0.60 212:0.48 215:0.58 216:0.06 220:0.96 230:0.87 233:0.76 235:0.60 241:0.86 242:0.82 243:0.40 245:0.84 247:0.12 248:0.55 256:0.58 259:0.21 260:0.62 265:0.62 266:0.75 267:0.65 268:0.65 276:0.66 285:0.62 297:0.36 300:0.55\n1 7:0.81 12:0.69 17:0.36 21:0.30 27:0.45 28:0.73 30:0.66 34:0.83 36:0.18 37:0.50 43:0.36 55:0.71 66:0.54 69:0.61 70:0.41 81:0.69 91:0.14 98:0.67 108:0.46 123:0.44 124:0.52 126:0.54 127:0.51 129:0.59 133:0.47 135:0.92 145:0.39 146:0.86 147:0.88 149:0.69 150:0.50 154:0.27 159:0.67 161:0.45 167:0.67 172:0.70 173:0.48 177:0.05 178:0.55 179:0.45 181:0.87 187:0.68 212:0.74 215:0.72 216:0.77 230:0.87 233:0.76 235:0.31 241:0.30 242:0.82 243:0.62 245:0.86 247:0.12 259:0.21 265:0.68 266:0.75 267:0.23 276:0.67 297:0.36 300:0.43\n0 6:1.00 8:0.78 12:0.69 17:0.38 20:0.76 21:0.64 25:0.88 28:0.73 30:0.21 32:0.80 34:0.36 36:0.21 37:0.97 43:0.40 55:0.99 66:0.16 69:0.55 70:0.69 78:0.77 81:0.70 91:0.96 98:0.23 100:0.80 104:0.58 108:0.42 111:0.77 120:0.98 123:0.41 124:0.90 126:0.54 127:0.94 129:0.96 133:0.90 135:0.21 140:0.80 145:0.63 146:0.57 147:0.63 149:0.39 150:0.52 151:0.83 152:0.95 153:0.96 154:0.31 159:0.90 161:0.45 162:0.57 164:0.98 167:0.74 169:0.99 172:0.21 173:0.24 177:0.05 178:0.42 179:0.81 181:0.87 186:0.78 187:0.21 189:0.86 191:0.80 195:0.97 202:0.97 212:0.13 215:0.53 216:0.98 235:0.80 238:0.89 241:0.59 242:0.82 243:0.37 245:0.49 247:0.12 248:0.97 256:0.97 259:0.21 260:0.98 261:1.00 265:0.25 266:0.80 267:0.88 268:0.97 276:0.44 283:0.82 285:0.62 297:0.36 300:0.43\n1 6:0.87 8:0.78 12:0.69 17:0.70 20:0.80 25:0.88 27:0.40 28:0.73 30:0.62 34:0.22 36:0.30 37:0.36 43:0.48 55:0.42 66:0.16 69:0.27 70:0.34 78:0.74 81:0.79 91:0.96 98:0.36 100:0.77 104:0.74 108:0.69 111:0.74 120:0.90 123:0.20 124:0.52 126:0.54 127:0.80 129:0.59 133:0.47 135:0.65 140:0.80 146:0.31 147:0.37 149:0.37 150:0.59 151:0.80 152:0.77 153:0.92 154:0.37 159:0.33 161:0.45 162:0.54 164:0.91 167:0.95 169:0.75 172:0.21 173:0.45 177:0.05 178:0.42 179:0.95 181:0.87 186:0.75 189:0.89 191:0.95 202:0.90 212:0.30 215:0.96 216:0.79 220:0.62 235:0.02 238:0.90 241:0.81 242:0.82 243:0.37 245:0.46 247:0.12 248:0.86 256:0.88 259:0.21 260:0.90 261:0.75 265:0.21 266:0.27 267:0.73 268:0.88 276:0.17 285:0.62 297:0.36 300:0.25\n1 7:0.81 12:0.69 17:0.24 21:0.71 25:0.88 27:0.19 28:0.73 30:0.55 32:0.80 34:0.69 36:0.41 37:0.38 43:0.52 55:0.84 66:0.46 69:0.27 70:0.71 81:0.65 91:0.27 98:0.54 104:0.72 108:0.21 120:0.58 123:0.20 124:0.66 126:0.54 127:0.69 129:0.81 133:0.67 135:0.83 140:0.45 145:0.85 146:0.77 147:0.81 149:0.55 150:0.47 151:0.50 153:0.72 154:0.41 159:0.72 161:0.45 162:0.76 163:0.94 164:0.69 167:0.82 172:0.45 173:0.18 177:0.05 179:0.74 181:0.87 187:0.39 195:0.87 202:0.58 212:0.29 215:0.48 216:0.87 220:0.74 230:0.87 233:0.76 235:0.88 241:0.70 242:0.82 243:0.59 245:0.62 247:0.12 248:0.51 256:0.58 259:0.21 260:0.58 265:0.56 266:0.75 267:0.95 268:0.62 276:0.46 283:0.60 285:0.62 297:0.36 300:0.55\n1 6:0.92 8:0.88 12:0.69 17:0.38 20:0.88 25:0.88 27:0.06 28:0.73 30:0.76 34:0.22 36:0.49 37:0.87 43:0.48 55:0.84 66:0.80 69:0.27 70:0.28 78:0.75 81:0.79 91:0.88 98:0.89 100:0.79 104:0.72 108:0.21 111:0.75 120:0.90 123:0.20 126:0.54 127:0.43 129:0.05 135:0.32 140:0.45 146:0.64 147:0.69 149:0.49 150:0.59 151:0.82 152:0.83 153:0.94 154:0.37 159:0.24 161:0.45 162:0.71 163:0.86 164:0.91 167:0.88 169:0.76 172:0.45 173:0.51 177:0.05 179:0.84 181:0.87 186:0.76 187:0.39 189:0.93 191:0.96 202:0.86 212:0.37 215:0.96 216:0.31 220:0.62 235:0.02 238:0.92 241:0.75 242:0.82 243:0.82 247:0.12 248:0.86 256:0.87 259:0.21 260:0.91 261:0.77 265:0.89 266:0.38 267:0.36 268:0.88 276:0.37 283:0.82 285:0.62 297:0.36 300:0.25\n0 1:0.74 11:0.83 12:0.37 17:0.40 18:0.75 21:0.40 27:0.45 28:0.91 29:0.86 30:0.85 32:0.64 34:0.75 36:0.19 37:0.50 39:0.95 43:0.82 45:0.73 60:0.87 64:0.77 66:0.49 69:0.68 70:0.40 71:0.56 74:0.71 81:0.58 83:0.91 85:0.85 86:0.86 91:0.06 98:0.40 101:0.87 108:0.52 114:0.62 122:0.57 123:0.50 124:0.66 126:0.54 127:0.36 129:0.05 133:0.66 135:0.61 139:0.88 145:0.50 146:0.51 147:0.57 149:0.84 150:0.76 154:0.77 155:0.67 158:0.91 159:0.48 161:0.78 165:0.93 167:0.50 172:0.48 173:0.67 176:0.73 177:0.70 178:0.55 179:0.62 181:0.97 187:0.68 192:0.87 195:0.73 201:0.93 208:0.64 212:0.48 215:0.42 216:0.77 219:0.95 222:0.25 235:0.60 241:0.18 242:0.28 243:0.60 245:0.64 247:0.67 253:0.48 259:0.21 265:0.42 266:0.63 267:0.28 271:0.34 276:0.46 279:0.86 283:0.78 290:0.62 292:0.91 297:0.36 300:0.43\n3 1:0.74 6:0.96 7:0.81 8:0.91 9:0.80 11:0.92 12:0.37 17:0.43 18:0.97 20:0.97 21:0.30 27:0.21 28:0.91 29:0.86 30:0.72 31:0.97 34:0.58 36:0.75 37:0.74 39:0.95 41:0.93 43:0.97 45:0.98 60:0.87 64:0.77 66:0.12 69:0.15 70:0.59 71:0.56 74:0.96 78:0.87 79:0.97 81:0.64 83:0.91 85:0.95 86:0.99 91:0.51 96:0.94 97:0.89 98:0.55 100:0.94 101:0.97 104:0.84 106:0.81 108:0.94 111:0.90 114:0.65 117:0.86 120:0.86 121:0.90 122:0.80 123:0.61 124:0.81 126:0.54 127:0.69 129:0.89 133:0.78 135:0.24 137:0.97 139:0.99 140:0.45 146:0.34 147:0.40 149:0.97 150:0.79 151:0.92 152:0.91 153:0.88 154:0.97 155:0.67 158:0.92 159:0.88 161:0.78 162:0.68 164:0.83 165:0.93 167:0.53 169:0.92 172:0.89 173:0.08 176:0.73 177:0.70 179:0.14 181:0.97 186:0.87 187:0.39 189:0.97 192:0.87 196:0.99 201:0.93 202:0.79 204:0.89 206:0.81 208:0.64 212:0.68 215:0.44 216:0.95 219:0.95 220:0.87 222:0.25 230:0.87 232:0.89 233:0.76 235:0.52 238:0.95 241:0.32 242:0.27 243:0.19 245:0.98 247:0.93 248:0.86 253:0.96 255:0.95 256:0.81 259:0.21 260:0.85 261:0.94 265:0.51 266:0.80 267:0.23 268:0.81 271:0.34 276:0.95 279:0.86 281:0.91 283:0.82 284:0.96 285:0.62 290:0.65 292:0.95 297:0.36 300:0.94\n3 1:0.74 6:0.93 7:0.81 8:0.81 9:0.80 11:0.92 12:0.37 17:0.85 18:0.94 20:0.88 21:0.68 27:0.12 28:0.91 29:0.86 30:0.73 31:0.89 32:0.80 34:0.83 36:0.99 37:0.80 39:0.95 41:0.90 43:0.77 44:0.93 45:0.96 64:0.77 66:0.71 69:0.80 70:0.59 71:0.56 74:0.90 77:0.89 78:0.81 79:0.89 81:0.45 83:0.91 85:0.90 86:0.97 91:0.27 96:0.73 98:0.63 100:0.82 101:0.97 108:0.77 111:0.80 114:0.56 120:0.60 121:0.90 122:0.80 123:0.75 124:0.47 126:0.54 127:0.58 129:0.59 133:0.66 135:0.78 137:0.89 139:0.97 140:0.45 145:0.92 146:0.56 147:0.62 149:0.93 150:0.70 151:0.61 152:0.89 153:0.48 154:0.70 155:0.67 159:0.89 161:0.78 162:0.86 164:0.73 165:0.93 167:0.51 169:0.79 172:0.92 173:0.52 176:0.73 177:0.70 179:0.22 181:0.97 186:0.81 187:0.68 189:0.95 192:0.87 195:0.97 196:0.94 201:0.93 202:0.58 204:0.89 208:0.64 212:0.51 215:0.37 216:0.75 220:0.96 222:0.25 230:0.87 233:0.76 235:0.88 238:0.86 241:0.21 242:0.42 243:0.23 245:0.91 247:0.88 248:0.60 253:0.63 255:0.95 256:0.64 259:0.21 260:0.60 261:0.85 265:0.64 266:0.80 267:0.28 268:0.66 271:0.34 276:0.84 281:0.91 282:0.88 284:0.94 285:0.62 290:0.56 297:0.36 299:0.97 300:0.70\n2 1:0.69 6:0.93 8:0.84 9:0.80 11:0.83 12:0.37 17:0.67 18:0.93 20:0.98 21:0.22 27:0.18 28:0.91 29:0.86 30:0.56 31:0.95 34:0.25 36:0.89 37:0.63 39:0.95 41:0.94 43:0.76 45:0.97 66:0.23 69:0.83 70:0.67 71:0.56 74:0.87 78:0.88 79:0.95 81:0.57 83:0.91 85:0.97 86:0.97 91:0.90 96:0.86 97:0.89 98:0.57 99:0.99 100:0.92 101:0.97 104:0.58 108:0.87 111:0.89 114:0.67 120:0.80 122:0.57 123:0.86 124:0.96 126:0.44 127:0.98 129:0.99 133:0.96 135:0.76 137:0.95 139:0.96 140:0.80 146:0.42 147:0.44 149:0.94 150:0.59 151:0.87 152:0.91 153:0.48 154:0.68 155:0.67 158:0.78 159:0.94 161:0.78 162:0.70 164:0.83 165:0.70 167:0.84 169:0.90 172:0.92 173:0.48 176:0.66 177:0.05 179:0.13 181:0.97 186:0.88 189:0.94 192:0.87 196:0.98 201:0.68 202:0.79 208:0.64 212:0.42 215:0.51 216:0.18 220:0.82 222:0.25 235:0.52 238:0.92 241:0.85 242:0.22 243:0.06 245:0.96 247:0.90 248:0.80 253:0.88 255:0.95 256:0.81 257:0.84 259:0.21 260:0.78 261:0.94 265:0.59 266:0.94 267:0.52 268:0.82 271:0.34 276:0.96 279:0.82 283:0.78 284:0.97 285:0.62 290:0.67 297:1.00 300:0.84\n2 1:0.74 9:0.80 11:0.83 12:0.37 17:0.57 18:0.93 21:0.30 22:0.93 27:0.06 28:0.91 29:0.86 30:0.90 31:0.95 34:0.47 36:0.54 37:0.84 39:0.95 41:0.88 43:0.71 45:0.66 47:0.93 60:0.87 64:0.77 66:0.86 69:0.87 70:0.27 71:0.56 74:0.93 79:0.94 81:0.64 83:0.91 85:0.99 86:0.98 91:0.15 96:0.84 98:0.81 101:0.87 104:0.84 106:0.81 108:0.74 114:0.65 117:0.86 120:0.74 122:0.57 123:0.72 124:0.38 126:0.54 127:0.43 129:0.05 133:0.37 135:0.34 137:0.95 139:0.98 140:0.45 145:0.92 146:0.95 147:0.96 149:0.98 150:0.79 151:0.92 153:0.72 154:0.61 155:0.67 158:0.92 159:0.72 161:0.78 162:0.86 164:0.69 165:0.93 167:0.58 172:0.95 173:0.79 176:0.73 177:0.70 179:0.17 181:0.97 187:0.39 192:0.87 196:0.98 201:0.93 202:0.53 206:0.81 208:0.64 212:0.54 215:0.44 216:0.70 219:0.95 222:0.25 232:0.89 235:0.52 241:0.52 242:0.44 243:0.86 245:0.91 247:0.67 248:0.81 253:0.88 255:0.95 256:0.58 259:0.21 260:0.75 262:0.93 265:0.81 266:0.54 267:0.28 268:0.62 271:0.34 276:0.90 279:0.86 283:0.82 284:0.93 285:0.62 290:0.65 292:0.95 297:0.36 300:0.43\n3 1:0.74 6:0.96 7:0.81 8:0.83 9:0.80 11:0.92 12:0.37 17:0.47 18:0.97 20:0.78 21:0.30 22:0.93 27:0.21 28:0.91 29:0.86 30:0.73 31:0.99 34:0.68 36:0.69 37:0.74 39:0.95 41:0.95 43:0.97 45:0.98 47:0.93 60:0.87 64:0.77 66:0.16 69:0.15 70:0.58 71:0.56 74:0.96 78:0.90 79:0.99 81:0.64 83:0.91 85:0.96 86:0.99 91:0.65 96:0.96 97:0.94 98:0.54 100:0.95 101:0.97 104:0.84 106:0.81 108:0.95 111:0.92 114:0.65 117:0.86 120:0.91 121:0.90 122:0.80 123:0.87 124:0.90 126:0.54 127:0.76 129:0.95 133:0.90 135:0.18 137:0.99 139:0.99 140:0.45 146:0.32 147:0.38 149:0.97 150:0.79 151:0.98 152:0.91 153:0.94 154:0.97 155:0.67 158:0.92 159:0.90 161:0.78 162:0.70 164:0.85 165:0.93 167:0.47 169:0.92 172:0.89 173:0.08 176:0.73 177:0.70 179:0.14 181:0.97 186:0.90 187:0.39 189:0.94 191:0.73 192:0.87 196:1.00 201:0.93 202:0.82 204:0.89 206:0.81 208:0.64 212:0.59 215:0.44 216:0.95 219:0.95 222:0.25 230:0.87 232:0.89 233:0.76 235:0.52 238:0.94 241:0.02 242:0.31 243:0.16 245:0.97 247:0.93 248:0.93 253:0.98 255:0.95 256:0.84 259:0.21 260:0.90 261:0.94 262:0.93 265:0.50 266:0.84 267:0.17 268:0.85 271:0.34 276:0.96 279:0.86 281:0.91 283:0.82 284:0.98 285:0.62 290:0.65 292:0.95 297:0.36 300:0.84\n1 1:0.69 11:0.92 12:0.37 17:0.38 18:0.92 21:0.47 27:0.45 28:0.91 29:0.86 30:0.72 32:0.69 34:0.79 36:0.43 37:0.50 39:0.95 43:0.77 45:0.95 66:0.63 69:0.69 70:0.71 71:0.56 74:0.88 77:0.70 81:0.36 83:0.60 85:0.88 86:0.95 91:0.02 97:0.89 98:0.67 99:0.83 101:0.97 108:0.74 114:0.59 122:0.80 123:0.72 124:0.65 126:0.44 127:0.59 129:0.59 133:0.77 135:0.81 139:0.93 145:0.42 146:0.62 147:0.67 149:0.92 150:0.53 154:0.70 155:0.58 158:0.78 159:0.78 161:0.78 165:0.70 167:0.56 172:0.88 173:0.51 176:0.66 177:0.70 178:0.55 179:0.25 181:0.97 187:0.68 192:0.59 195:0.91 201:0.68 208:0.54 212:0.54 215:0.41 216:0.77 222:0.25 235:0.60 241:0.44 242:0.36 243:0.25 245:0.88 247:0.90 253:0.49 259:0.21 265:0.68 266:0.63 267:0.36 271:0.34 276:0.85 279:0.82 282:0.77 283:0.78 290:0.59 297:0.36 300:0.94\n4 1:0.69 6:0.92 7:0.72 8:0.81 9:0.80 11:0.92 12:0.37 17:0.57 18:0.81 20:0.99 27:0.17 28:0.91 29:0.86 30:0.53 31:0.99 32:0.69 34:0.52 36:0.92 37:0.69 39:0.95 41:0.96 43:0.82 45:0.88 66:0.54 69:0.12 70:0.56 71:0.56 74:0.80 76:0.85 77:0.70 78:0.92 79:0.99 81:0.75 83:0.91 85:0.85 86:0.89 91:0.80 96:0.97 98:0.77 99:0.83 100:0.97 101:0.97 104:0.58 108:0.10 111:0.95 114:0.95 120:0.95 123:0.10 124:0.52 126:0.44 127:0.55 129:0.59 133:0.46 135:0.24 137:0.99 138:0.98 139:0.85 140:0.80 145:0.82 146:0.88 147:0.90 149:0.90 150:0.71 151:0.97 152:0.91 153:0.93 154:0.77 155:0.67 159:0.62 161:0.78 162:0.77 164:0.90 165:0.70 167:0.85 169:0.95 172:0.79 173:0.15 176:0.66 177:0.70 179:0.35 181:0.97 186:0.91 189:0.93 191:0.80 192:0.87 195:0.81 196:0.98 201:0.68 202:0.86 204:0.85 208:0.64 212:0.55 215:0.96 216:0.29 222:0.25 230:0.75 232:0.77 233:0.76 235:0.05 238:0.96 241:0.89 242:0.33 243:0.63 245:0.91 247:0.84 248:0.95 253:0.98 255:0.95 256:0.89 259:0.21 260:0.94 261:0.97 265:0.77 266:0.75 267:0.17 268:0.89 271:0.34 276:0.78 282:0.77 284:0.98 285:0.62 290:0.95 297:0.36 300:0.55\n2 1:0.74 7:0.81 9:0.80 11:0.92 12:0.37 17:0.51 18:0.98 21:0.30 22:0.93 27:0.50 28:0.91 29:0.86 30:0.75 31:0.87 32:0.80 34:0.55 36:0.74 37:0.60 39:0.95 41:0.82 43:0.88 44:0.93 45:0.98 47:0.93 60:0.87 64:0.77 66:0.12 69:0.54 70:0.55 71:0.56 74:0.98 77:0.70 79:0.87 81:0.64 83:0.91 85:0.98 86:0.99 91:0.08 96:0.69 97:0.94 98:0.53 101:0.97 104:0.84 106:0.81 108:0.95 114:0.65 117:0.86 120:0.55 121:0.90 122:0.80 123:0.91 124:0.90 126:0.54 127:0.83 129:0.95 133:0.90 135:0.32 137:0.87 139:1.00 140:0.45 145:0.74 146:0.53 147:0.59 149:0.99 150:0.79 151:0.52 153:0.48 154:0.86 155:0.67 158:0.92 159:0.91 161:0.78 162:0.86 164:0.57 165:0.93 167:0.45 172:0.94 173:0.21 176:0.73 177:0.70 179:0.12 181:0.97 187:0.39 192:0.87 195:0.98 196:0.91 201:0.93 202:0.36 204:0.89 206:0.81 208:0.64 212:0.71 215:0.44 216:0.86 219:0.95 220:0.87 222:0.25 230:0.87 232:0.89 233:0.76 235:0.52 242:0.27 243:0.16 245:0.98 247:0.94 248:0.51 253:0.56 255:0.95 256:0.45 259:0.21 260:0.56 262:0.93 265:0.51 266:0.80 267:0.19 268:0.46 271:0.34 276:0.97 279:0.86 281:0.91 282:0.88 283:0.82 284:0.89 285:0.62 290:0.65 292:0.95 297:0.36 299:0.88 300:0.84\n0 1:0.74 6:0.89 7:0.81 8:0.67 9:0.80 11:0.92 12:0.37 17:0.76 18:0.97 20:0.75 21:0.05 22:0.93 27:0.27 28:0.91 29:0.86 30:0.90 31:0.95 32:0.80 34:0.24 36:0.68 37:0.35 39:0.95 41:0.88 43:0.95 44:0.93 45:0.91 47:0.93 60:1.00 64:0.77 66:0.43 69:0.19 70:0.30 71:0.56 74:0.98 77:0.70 78:0.83 79:0.95 81:0.85 83:0.91 85:0.99 86:0.99 91:0.27 96:0.85 98:0.76 100:0.83 101:0.97 104:0.79 106:0.81 108:0.82 111:0.81 114:0.89 117:0.86 120:0.75 121:0.99 122:0.57 123:0.81 124:0.71 126:0.54 127:0.88 129:0.81 133:0.67 135:0.65 137:0.95 139:1.00 140:0.45 145:0.70 146:0.89 147:0.91 149:0.99 150:0.91 151:0.87 152:0.74 153:0.48 154:0.95 155:0.67 158:0.92 159:0.84 161:0.78 162:0.86 164:0.69 165:0.93 167:0.48 169:0.83 172:0.95 173:0.11 176:0.73 177:0.70 179:0.14 181:0.97 186:0.83 187:0.21 192:0.87 195:0.93 196:0.98 201:0.93 202:0.53 204:0.89 206:0.81 208:0.64 212:0.58 215:0.78 216:0.70 219:0.95 220:0.62 222:0.25 230:0.87 232:0.85 233:0.76 235:0.22 241:0.10 242:0.36 243:0.31 245:0.99 247:0.91 248:0.83 253:0.90 255:0.95 256:0.58 259:0.21 260:0.76 261:0.77 262:0.93 265:0.76 266:0.54 267:0.18 268:0.62 271:0.34 276:0.96 279:0.86 281:0.91 282:0.88 283:0.82 284:0.93 285:0.62 290:0.89 292:0.95 297:0.36 299:0.88 300:0.70\n3 1:0.74 7:0.81 9:0.80 11:0.92 12:0.37 17:0.64 18:0.97 21:0.30 22:0.93 27:0.21 28:0.91 29:0.86 30:0.73 31:0.94 34:0.58 36:0.68 37:0.74 39:0.95 41:0.82 43:0.97 45:0.98 47:0.93 64:0.77 66:0.16 69:0.15 70:0.57 71:0.56 74:0.96 79:0.93 81:0.64 83:0.91 85:0.96 86:0.99 91:0.18 96:0.87 98:0.54 101:0.97 104:0.84 106:0.81 108:0.95 114:0.65 117:0.86 120:0.78 121:0.90 122:0.80 123:0.87 124:0.90 126:0.54 127:0.76 129:0.95 133:0.90 135:0.18 137:0.94 139:0.99 140:0.80 146:0.34 147:0.40 149:0.98 150:0.79 151:0.87 153:0.48 154:0.97 155:0.67 159:0.90 161:0.78 162:0.86 164:0.65 165:0.93 167:0.46 172:0.89 173:0.08 176:0.73 177:0.70 179:0.14 181:0.97 187:0.39 192:0.87 196:0.98 201:0.93 202:0.50 204:0.89 206:0.81 208:0.64 212:0.60 215:0.44 216:0.95 222:0.25 230:0.87 232:0.89 233:0.76 235:0.52 241:0.01 242:0.30 243:0.19 245:0.97 247:0.93 248:0.77 253:0.91 255:0.95 256:0.58 259:0.21 260:0.78 262:0.93 265:0.50 266:0.84 267:0.18 268:0.59 271:0.34 276:0.96 281:0.91 284:0.89 285:0.62 290:0.65 297:0.36 300:0.84\n3 1:0.74 6:0.93 7:0.81 8:0.86 9:0.80 11:0.92 12:0.37 17:0.81 18:0.94 20:0.88 21:0.68 27:0.12 28:0.91 29:0.86 30:0.73 31:0.98 32:0.80 34:0.67 36:0.96 37:0.80 39:0.95 41:0.94 43:0.78 44:0.93 45:0.96 60:0.95 64:0.77 66:0.71 69:0.79 70:0.59 71:0.56 74:0.92 77:0.89 78:0.77 79:0.98 81:0.45 83:0.91 85:0.90 86:0.97 91:0.42 96:0.93 97:0.97 98:0.63 100:0.80 101:0.97 108:0.76 111:0.77 114:0.56 120:0.88 121:0.90 122:0.80 123:0.75 124:0.47 126:0.54 127:0.60 129:0.59 133:0.66 135:0.61 137:0.98 139:0.98 140:0.45 145:0.92 146:0.56 147:0.62 149:0.94 150:0.70 151:0.97 152:0.89 153:0.90 154:0.71 155:0.67 158:0.92 159:0.89 161:0.78 162:0.84 164:0.84 165:0.93 167:0.53 169:0.79 172:0.92 173:0.50 176:0.73 177:0.70 179:0.22 181:0.97 186:0.78 187:0.87 189:0.95 191:0.73 192:0.87 195:0.97 196:0.99 201:0.93 202:0.74 204:0.89 208:0.64 212:0.51 215:0.37 216:0.75 219:0.95 222:0.25 230:0.87 233:0.76 235:0.88 238:0.88 241:0.32 242:0.42 243:0.23 245:0.91 247:0.88 248:0.92 253:0.96 255:0.95 256:0.79 259:0.21 260:0.88 261:0.85 265:0.64 266:0.80 267:0.23 268:0.80 271:0.34 276:0.83 279:0.86 281:0.91 282:0.88 283:0.82 284:0.97 285:0.62 290:0.56 292:0.95 297:0.36 299:0.97 300:0.70\n0 6:0.98 8:0.98 12:0.06 17:0.04 20:0.90 21:0.78 27:0.06 28:0.64 30:0.45 34:0.40 36:0.85 37:0.82 43:0.32 55:0.98 66:0.13 69:0.71 70:0.33 78:0.80 91:0.98 98:0.13 100:0.86 104:0.73 108:0.94 111:0.81 120:0.98 123:0.94 124:0.89 127:0.48 129:0.95 133:0.87 135:0.24 140:0.94 145:0.76 146:0.05 147:0.05 149:0.24 151:0.84 152:0.84 153:0.98 154:0.23 159:0.86 161:0.50 162:0.46 163:0.98 164:0.99 167:0.94 169:0.84 172:0.10 173:0.42 177:0.05 178:0.53 179:0.91 181:0.82 186:0.81 189:0.98 191:0.99 202:1.00 212:0.23 216:0.92 220:0.62 235:0.88 238:0.96 241:0.82 242:0.82 243:0.21 245:0.40 247:0.12 248:0.97 256:0.99 259:0.21 260:0.98 261:0.84 265:0.14 266:0.38 267:0.59 268:0.99 271:0.67 276:0.32 285:0.62 300:0.25\n1 6:0.99 8:1.00 12:0.06 17:0.02 20:0.75 21:0.76 27:0.12 28:0.64 30:0.91 32:0.80 34:0.34 36:0.86 37:0.80 43:0.19 55:0.71 66:0.49 69:0.94 70:0.13 78:0.84 81:0.69 91:0.99 98:0.19 100:0.93 104:0.58 108:0.92 111:0.88 120:0.98 123:0.91 124:0.48 126:0.54 127:0.18 129:0.59 133:0.47 135:0.44 140:0.80 145:0.92 146:0.05 147:0.05 149:0.14 150:0.50 151:0.84 152:0.74 153:0.98 154:0.13 159:0.44 161:0.50 162:0.59 163:0.97 164:0.99 167:0.98 169:0.91 172:0.16 173:0.95 177:0.05 178:0.42 179:0.86 181:0.82 186:0.84 189:0.99 191:0.95 195:0.90 202:0.99 212:0.61 215:0.46 216:0.75 220:0.74 235:0.95 238:0.97 241:0.96 242:0.82 243:0.29 245:0.39 247:0.12 248:0.97 256:0.99 259:0.21 260:0.98 261:0.76 265:0.21 266:0.17 267:0.82 268:0.99 271:0.67 276:0.15 283:0.82 285:0.62 297:0.36 300:0.13\n2 7:0.81 12:0.06 17:0.22 21:0.74 25:0.88 27:0.03 28:0.64 30:0.21 32:0.80 34:0.52 36:0.96 37:0.95 43:0.52 55:0.84 66:0.43 69:0.27 70:0.82 81:0.72 91:0.75 98:0.52 104:0.58 108:0.88 120:0.94 123:0.87 124:0.87 126:0.54 127:0.95 129:0.96 133:0.90 135:0.81 140:0.45 145:0.83 146:0.05 147:0.05 149:0.63 150:0.53 151:0.84 153:0.97 154:0.41 159:0.87 161:0.50 162:0.70 163:0.88 164:0.96 167:0.80 172:0.70 173:0.12 177:0.05 179:0.45 181:0.82 187:0.21 195:0.95 202:0.93 212:0.14 215:0.46 216:0.86 220:0.62 230:0.87 233:0.76 235:0.88 241:0.70 242:0.82 243:0.08 245:0.75 247:0.12 248:0.92 256:0.94 259:0.21 260:0.95 265:0.54 266:0.92 267:0.36 268:0.95 271:0.67 276:0.74 283:0.82 285:0.62 297:0.36 300:0.70\n4 6:0.96 7:0.81 8:0.93 12:0.06 17:0.01 20:0.98 21:0.74 25:0.88 27:0.03 28:0.64 30:0.17 32:0.80 34:0.28 36:0.90 37:0.95 43:0.52 55:0.71 66:0.34 69:0.27 70:0.98 78:0.94 81:0.72 91:0.99 98:0.37 100:1.00 104:0.58 108:0.78 111:0.99 120:1.00 123:0.77 124:0.77 126:0.54 127:0.99 129:0.89 133:0.78 135:0.82 140:0.45 145:0.83 146:0.05 147:0.05 149:0.45 150:0.53 151:0.91 152:0.99 153:1.00 154:0.41 159:0.79 161:0.50 162:0.68 163:0.88 164:1.00 167:0.98 169:0.99 172:0.37 173:0.16 177:0.05 179:0.80 181:0.82 186:0.94 189:0.97 191:0.98 195:0.90 202:0.99 212:0.19 215:0.46 216:0.86 230:0.87 233:0.76 235:0.88 238:0.99 241:0.94 242:0.82 243:0.13 245:0.57 247:0.12 248:0.99 256:0.99 259:0.21 260:1.00 261:1.00 265:0.39 266:0.80 267:0.91 268:1.00 271:0.67 276:0.42 283:0.82 285:0.62 297:0.36 300:0.84\n2 6:0.96 7:0.81 8:0.81 12:0.06 17:0.07 20:0.74 21:0.74 25:0.88 27:0.03 28:0.64 30:0.09 32:0.80 34:0.77 36:0.74 37:0.95 43:0.52 55:0.52 66:0.25 69:0.27 70:0.94 78:0.83 81:0.72 91:0.94 98:0.33 100:0.89 104:0.58 108:0.76 111:0.86 120:0.97 123:0.74 124:0.88 126:0.54 127:0.95 129:0.95 133:0.87 135:0.83 140:0.45 145:0.83 146:0.05 147:0.05 149:0.51 150:0.53 151:0.84 152:0.99 153:0.97 154:0.41 159:0.79 161:0.50 162:0.58 163:0.88 164:0.98 167:0.86 169:0.99 172:0.37 173:0.16 177:0.05 179:0.71 181:0.82 186:0.80 187:0.21 191:0.94 195:0.90 202:0.98 212:0.22 215:0.46 216:0.86 220:0.62 230:0.87 233:0.76 235:0.88 238:0.94 241:0.75 242:0.82 243:0.11 245:0.60 247:0.12 248:0.95 256:0.98 259:0.21 260:0.97 261:1.00 265:0.35 266:0.84 267:0.82 268:0.98 271:0.67 276:0.54 283:0.60 285:0.62 297:0.36 300:0.70\n1 8:0.72 12:0.06 17:0.36 21:0.76 27:0.45 28:0.64 30:0.62 34:0.66 36:0.46 37:0.50 43:0.32 55:0.84 66:0.52 69:0.71 70:0.64 81:0.69 91:0.04 98:0.61 108:0.54 123:0.52 124:0.65 126:0.54 127:0.38 129:0.81 133:0.67 135:0.87 145:0.45 146:0.88 147:0.90 149:0.65 150:0.50 154:0.23 159:0.72 161:0.50 167:0.69 172:0.65 173:0.54 177:0.05 178:0.55 179:0.45 181:0.82 187:0.68 212:0.19 215:0.46 216:0.77 235:0.95 241:0.46 242:0.82 243:0.62 245:0.76 247:0.12 259:0.21 265:0.62 266:0.84 267:0.28 271:0.67 276:0.66 283:0.60 297:0.36 300:0.55\n1 6:0.96 7:0.81 8:0.96 12:0.06 20:0.81 21:0.77 25:0.88 27:0.03 28:0.64 30:0.30 32:0.80 34:0.49 36:0.72 37:0.95 43:0.52 55:0.92 66:0.08 69:0.30 70:0.80 78:0.84 81:0.65 91:0.97 98:0.20 100:0.93 104:0.58 108:0.84 111:0.87 120:0.93 123:0.90 124:0.90 126:0.54 127:0.93 129:0.96 133:0.90 135:0.37 140:0.94 145:0.80 146:0.05 147:0.05 149:0.42 150:0.48 151:0.80 152:0.99 153:0.92 154:0.41 159:0.76 161:0.50 162:0.50 164:0.98 167:0.95 169:0.99 172:0.21 173:0.19 177:0.05 178:0.52 179:0.83 181:0.82 186:0.84 187:0.21 189:0.95 191:0.94 195:0.87 202:0.98 212:0.13 215:0.44 216:0.86 220:0.74 230:0.87 233:0.76 235:0.97 238:0.97 241:0.85 242:0.82 243:0.15 245:0.48 247:0.12 248:0.90 256:0.97 259:0.21 260:0.94 261:1.00 265:0.19 266:0.75 267:0.82 268:0.97 271:0.67 276:0.43 283:0.82 285:0.62 297:0.36 300:0.55\n0 6:0.92 7:0.81 8:0.95 12:0.06 17:0.28 20:0.95 21:0.74 27:0.13 28:0.64 30:0.62 32:0.80 34:0.22 36:0.96 37:0.67 43:0.23 55:0.99 66:0.30 69:0.88 70:0.34 78:0.76 81:0.72 91:0.95 98:0.14 100:0.81 104:0.58 108:0.93 111:0.76 120:0.90 123:0.93 124:0.71 126:0.54 127:0.44 129:0.81 133:0.67 135:0.63 140:0.94 145:0.82 146:0.19 147:0.24 149:0.22 150:0.53 151:0.76 152:0.88 153:0.87 154:0.16 159:0.77 161:0.50 162:0.51 163:0.90 164:0.94 167:0.96 169:0.79 172:0.16 173:0.78 177:0.05 178:0.53 179:0.93 181:0.82 186:0.77 189:0.93 191:0.93 195:0.93 202:0.95 212:0.30 215:0.46 216:0.61 230:0.87 233:0.76 235:0.88 238:0.94 241:0.86 242:0.82 243:0.37 245:0.43 247:0.12 248:0.85 256:0.92 259:0.21 260:0.90 261:0.81 265:0.15 266:0.27 267:0.98 268:0.92 271:0.67 276:0.24 283:0.60 285:0.62 297:0.36 300:0.25\n2 6:0.92 7:0.81 8:0.81 12:0.06 17:0.32 20:0.99 21:0.30 27:0.21 28:0.64 30:0.20 34:0.33 36:0.86 37:0.74 43:0.52 55:0.71 66:0.19 69:0.10 70:0.83 78:0.77 81:0.90 91:0.88 98:0.46 100:0.82 104:0.84 106:0.81 108:0.98 111:0.77 120:0.98 123:0.98 124:0.97 126:0.54 127:0.95 129:0.99 133:0.97 135:0.24 140:0.45 146:0.87 147:0.89 149:0.89 150:0.82 151:0.85 152:0.92 153:0.99 154:0.41 159:0.97 161:0.50 162:0.77 164:0.96 167:0.76 169:0.80 172:0.96 173:0.05 177:0.05 179:0.10 181:0.82 186:0.77 187:0.39 189:0.93 191:0.82 202:0.92 206:0.81 212:0.39 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.95 241:0.65 242:0.82 243:0.15 245:0.98 247:0.12 248:0.97 256:0.94 259:0.21 260:0.98 261:0.81 265:0.48 266:0.96 267:0.44 268:0.94 271:0.67 276:0.99 283:0.82 285:0.62 297:0.36 300:0.84\n1 12:0.06 17:0.28 21:0.71 27:0.72 28:0.64 30:0.21 32:0.80 34:0.37 36:0.77 43:0.52 55:0.45 66:0.36 69:0.25 70:0.37 81:0.75 91:0.75 98:0.16 104:0.58 108:0.84 120:0.80 123:0.83 124:0.67 126:0.54 127:0.94 129:0.81 133:0.67 135:0.19 140:0.95 145:0.77 146:0.05 147:0.05 149:0.29 150:0.56 151:0.71 153:0.72 154:0.41 159:0.59 161:0.50 162:0.48 163:0.88 164:0.90 167:0.98 172:0.16 173:0.26 177:0.05 178:0.53 179:0.97 181:0.82 195:0.74 202:0.94 212:0.42 215:0.48 216:0.08 220:0.62 235:0.84 241:0.95 242:0.82 243:0.26 245:0.40 247:0.12 248:0.72 256:0.87 259:0.21 260:0.81 265:0.18 266:0.23 267:0.18 268:0.87 271:0.67 276:0.17 283:0.60 285:0.62 297:0.36 300:0.25\n1 12:0.06 17:0.08 21:0.74 27:0.72 28:0.64 30:0.21 32:0.80 34:0.25 36:0.79 43:0.52 55:0.45 66:0.36 69:0.27 70:0.37 81:0.72 91:0.76 98:0.16 104:0.58 108:0.85 120:0.93 123:0.84 124:0.67 126:0.54 127:0.94 129:0.81 133:0.67 135:0.34 140:0.92 145:0.77 146:0.05 147:0.05 149:0.29 150:0.53 151:0.80 153:0.93 154:0.41 159:0.59 161:0.50 162:0.49 163:0.88 164:0.97 167:0.98 172:0.16 173:0.27 177:0.05 178:0.51 179:0.97 181:0.82 195:0.75 202:0.98 212:0.42 215:0.46 216:0.16 235:0.88 241:0.97 242:0.82 243:0.26 245:0.40 247:0.12 248:0.90 256:0.96 259:0.21 260:0.93 265:0.18 266:0.23 267:0.28 268:0.96 271:0.67 276:0.17 283:0.60 285:0.62 297:0.36 300:0.25\n2 6:0.96 8:0.92 12:0.06 17:0.06 20:0.84 21:0.76 25:0.88 27:0.03 28:0.64 30:0.21 32:0.80 34:0.56 36:0.58 37:0.95 43:0.52 55:0.71 66:0.24 69:0.29 70:0.92 78:0.77 81:0.69 91:0.94 98:0.33 100:0.82 104:0.58 108:0.78 111:0.77 120:0.94 123:0.77 124:0.84 126:0.54 127:0.96 129:0.93 133:0.84 135:0.66 140:0.80 145:0.91 146:0.05 147:0.05 149:0.45 150:0.50 151:0.79 152:0.99 153:0.91 154:0.41 159:0.65 161:0.50 162:0.52 163:0.88 164:0.96 167:0.93 169:0.99 172:0.27 173:0.25 177:0.05 178:0.42 179:0.81 181:0.82 186:0.77 187:0.21 189:0.93 191:0.94 195:0.80 202:0.96 212:0.22 215:0.46 216:0.86 235:0.95 238:0.95 241:0.79 242:0.82 243:0.14 245:0.53 247:0.12 248:0.92 256:0.95 259:0.21 260:0.94 261:1.00 265:0.36 266:0.71 267:0.76 268:0.95 271:0.67 276:0.45 283:0.82 285:0.62 297:0.36 300:0.70\n1 6:0.92 7:0.81 8:0.96 12:0.06 17:0.78 20:0.77 21:0.78 27:0.10 28:0.64 34:0.55 36:0.42 37:0.74 78:0.76 91:0.98 100:0.80 104:0.75 111:0.76 120:0.89 135:0.23 140:0.80 145:0.87 151:0.71 152:0.75 153:0.72 161:0.50 162:0.51 164:0.95 167:0.98 169:0.78 175:0.75 178:0.42 181:0.82 186:0.77 189:0.93 191:0.97 202:0.95 216:0.55 220:0.62 230:0.65 233:0.63 235:0.74 238:0.91 241:0.97 244:0.61 248:0.85 256:0.93 257:0.65 259:0.21 260:0.90 261:0.75 267:0.52 268:0.93 271:0.67 277:0.69 285:0.62\n2 8:0.73 12:0.06 17:0.34 21:0.74 25:0.88 27:0.03 28:0.64 30:0.10 34:0.40 36:0.37 37:0.95 43:0.52 55:0.71 66:0.45 69:0.27 70:0.94 81:0.72 91:0.82 98:0.48 104:0.58 108:0.76 120:0.94 123:0.74 124:0.80 126:0.54 127:0.87 129:0.93 133:0.84 135:0.60 140:0.80 146:0.05 147:0.05 149:0.52 150:0.53 151:0.81 153:0.94 154:0.41 159:0.79 161:0.50 162:0.64 163:0.81 164:0.95 167:0.87 172:0.48 173:0.16 177:0.05 178:0.42 179:0.72 181:0.82 187:0.21 191:0.89 202:0.93 212:0.23 215:0.46 216:0.86 235:0.88 241:0.75 242:0.82 243:0.12 245:0.58 247:0.12 248:0.91 256:0.94 259:0.21 260:0.94 265:0.49 266:0.84 267:0.52 268:0.94 271:0.67 276:0.52 283:0.82 285:0.62 297:0.36 300:0.70\n2 6:0.96 7:0.81 8:0.85 12:0.06 17:0.36 20:0.78 21:0.74 25:0.88 27:0.03 28:0.64 30:0.17 32:0.80 34:0.31 36:0.30 37:0.95 43:0.52 55:0.71 66:0.34 69:0.27 70:0.84 78:0.83 81:0.72 91:0.70 98:0.50 100:0.92 104:0.58 108:0.76 111:0.87 120:0.90 123:0.74 124:0.77 126:0.54 127:0.77 129:0.89 133:0.78 135:0.34 140:0.45 145:0.83 146:0.05 147:0.05 149:0.49 150:0.53 151:0.77 152:0.99 153:0.88 154:0.41 159:0.58 161:0.50 162:0.75 163:0.81 164:0.95 167:0.90 169:0.99 172:0.37 173:0.26 177:0.05 179:0.77 181:0.82 186:0.84 187:0.21 189:0.93 191:0.76 195:0.75 202:0.91 212:0.30 215:0.46 216:0.86 220:0.62 230:0.87 233:0.76 235:0.88 238:0.96 241:0.77 242:0.82 243:0.13 245:0.57 247:0.12 248:0.85 256:0.93 259:0.21 260:0.90 261:1.00 265:0.52 266:0.71 267:0.18 268:0.93 271:0.67 276:0.47 283:0.82 285:0.62 297:0.36 300:0.55\n1 12:0.06 17:0.24 21:0.30 27:0.45 28:0.64 30:0.68 34:0.68 36:0.17 37:0.50 43:0.32 55:0.59 66:0.31 69:0.68 70:0.37 81:0.90 91:0.17 98:0.25 108:0.68 123:0.65 124:0.84 126:0.54 127:0.34 129:0.93 133:0.84 135:0.86 145:0.45 146:0.23 147:0.29 149:0.51 150:0.82 154:0.24 159:0.66 161:0.50 167:0.65 172:0.37 173:0.54 177:0.05 178:0.55 179:0.63 181:0.82 187:0.68 212:0.40 215:0.72 216:0.77 235:0.31 241:0.27 242:0.82 243:0.21 245:0.56 247:0.12 259:0.21 265:0.28 266:0.54 267:0.52 271:0.67 276:0.49 283:0.60 297:0.36 300:0.33\n2 12:0.06 17:0.73 18:0.80 21:0.64 22:0.93 27:0.69 29:0.71 30:0.66 34:1.00 36:0.42 37:0.53 43:0.18 44:0.87 47:0.93 55:0.71 64:0.77 66:0.94 69:0.23 70:0.41 71:0.77 74:0.33 81:0.25 86:0.78 91:0.27 98:0.90 108:0.18 123:0.18 126:0.26 127:0.46 129:0.05 135:0.74 139:0.79 145:0.77 146:0.95 147:0.96 149:0.41 150:0.25 154:0.47 159:0.63 172:0.85 173:0.19 177:0.70 178:0.55 179:0.36 187:0.68 195:0.81 212:0.73 216:0.33 219:0.89 222:0.76 235:0.80 241:0.39 242:0.77 243:0.94 244:0.61 247:0.67 253:0.28 254:0.97 259:0.21 262:0.93 265:0.90 266:0.54 267:0.73 271:0.22 276:0.76 292:0.91 300:0.43\n0 12:0.06 17:0.72 18:0.85 21:0.13 22:0.93 27:0.72 29:0.71 30:0.58 37:0.65 43:0.14 44:0.87 47:0.93 48:0.91 55:0.52 64:0.77 66:0.80 69:0.60 70:0.60 71:0.77 74:0.51 81:0.68 86:0.89 91:0.64 98:0.86 104:0.97 106:0.81 108:0.46 122:0.67 123:0.44 126:0.44 127:0.37 129:0.05 139:0.88 145:0.70 146:0.61 147:0.66 149:0.09 150:0.47 154:0.70 159:0.23 172:0.45 173:0.81 177:0.70 178:0.55 179:0.82 187:0.68 192:0.51 195:0.60 201:0.68 206:0.81 212:0.71 215:0.61 216:0.29 222:0.76 235:0.22 241:0.07 242:0.16 243:0.82 247:0.60 253:0.36 254:0.96 262:0.93 265:0.86 266:0.27 271:0.22 276:0.32 281:0.91 283:0.82 297:0.36 300:0.43\n1 1:0.69 7:0.66 12:0.06 17:0.66 18:0.76 21:0.74 27:0.63 29:0.71 30:0.56 32:0.68 34:0.96 36:0.24 37:0.27 43:0.09 55:0.59 66:0.17 69:0.70 70:0.66 71:0.77 74:0.60 76:0.85 77:0.70 81:0.29 86:0.71 91:0.08 98:0.25 104:0.87 106:0.81 108:0.75 114:0.54 117:0.86 122:0.86 123:0.74 124:0.85 126:0.44 127:0.69 129:0.81 133:0.83 135:0.24 139:0.69 145:0.74 146:0.19 147:0.25 149:0.13 150:0.47 154:0.51 155:0.58 158:0.78 159:0.87 172:0.37 173:0.43 175:0.75 176:0.66 177:0.38 178:0.55 179:0.59 187:0.39 192:0.59 195:0.96 201:0.68 206:0.81 208:0.54 212:0.55 215:0.36 216:0.84 222:0.76 230:0.69 233:0.73 235:0.95 241:0.03 242:0.62 243:0.16 244:0.61 245:0.69 247:0.74 253:0.39 254:0.84 257:0.65 259:0.21 265:0.27 266:0.71 267:0.88 271:0.22 276:0.56 277:0.69 279:0.82 282:0.77 283:0.67 290:0.54 297:0.36 300:0.70\n1 12:0.06 17:0.95 18:0.98 21:0.54 22:0.93 27:0.51 29:0.71 30:0.38 34:0.90 36:0.34 37:0.60 43:0.14 44:0.87 47:0.93 48:0.91 55:0.52 64:0.77 66:0.49 69:0.58 70:0.75 71:0.77 74:0.30 81:0.25 86:0.96 91:0.33 98:0.91 108:0.44 122:0.86 123:0.43 124:0.58 126:0.26 127:0.90 129:0.05 133:0.37 135:0.68 139:0.96 145:0.56 146:0.99 147:0.99 149:0.40 150:0.25 154:0.50 159:0.88 172:0.93 173:0.30 177:0.70 178:0.55 179:0.18 187:0.39 195:0.96 212:0.52 216:0.53 219:0.89 222:0.76 235:0.60 241:0.27 242:0.59 243:0.60 244:0.61 245:0.99 247:0.76 253:0.26 254:0.74 259:0.21 262:0.93 265:0.91 266:0.63 267:0.82 271:0.22 276:0.93 281:0.89 292:0.91 300:0.55\n1 1:0.69 12:0.06 17:0.34 18:0.80 21:0.77 27:0.66 29:0.71 30:0.58 34:0.99 36:0.45 37:0.26 43:0.08 44:0.90 48:0.97 55:0.45 64:0.77 66:0.20 69:0.93 70:0.88 71:0.77 74:0.54 76:0.85 77:0.70 81:0.28 86:0.82 91:0.11 98:0.26 108:0.86 114:0.53 122:0.85 123:0.85 124:0.81 126:0.44 127:0.73 129:0.05 132:0.97 133:0.77 135:0.91 139:0.83 145:0.72 146:0.57 147:0.28 149:0.10 150:0.47 154:0.51 155:0.58 159:0.85 172:0.32 173:0.85 176:0.66 177:0.38 178:0.55 179:0.71 187:0.68 192:0.51 195:0.95 201:0.68 208:0.54 212:0.16 216:0.73 222:0.76 235:0.99 241:0.10 242:0.24 243:0.26 244:0.61 245:0.64 247:0.76 253:0.37 254:0.84 257:0.65 265:0.28 266:0.87 267:0.99 271:0.22 276:0.46 281:0.91 282:0.77 290:0.53 300:0.84\n1 12:0.06 17:0.84 18:0.98 21:0.54 27:0.34 29:0.71 30:0.65 34:0.68 36:0.44 37:0.41 43:0.15 44:0.87 55:0.52 64:0.77 66:0.94 69:0.77 70:0.48 71:0.77 74:0.33 81:0.25 86:0.98 91:0.18 98:0.83 108:0.60 122:0.86 123:0.58 124:0.36 126:0.26 127:0.52 129:0.05 133:0.37 135:0.63 139:0.98 145:0.45 146:0.86 147:0.05 149:0.28 150:0.25 154:0.52 159:0.51 172:0.94 173:0.78 177:0.05 178:0.55 179:0.21 187:0.95 195:0.70 212:0.94 216:0.28 219:0.89 222:0.76 235:0.60 241:0.18 242:0.51 243:0.06 245:0.73 247:0.76 253:0.27 254:0.88 257:0.84 259:0.21 265:0.83 266:0.23 267:0.52 271:0.22 276:0.88 292:0.95 300:0.55\n2 7:0.72 12:0.06 17:0.66 18:0.86 21:0.40 27:0.51 29:0.71 30:0.57 32:0.77 34:1.00 36:0.53 37:0.60 43:0.12 44:0.93 48:0.91 55:0.59 64:0.77 66:0.89 69:0.58 70:0.52 71:0.77 74:0.51 77:0.70 81:0.41 86:0.84 91:0.33 98:0.84 104:0.99 108:0.44 123:0.42 126:0.44 127:0.34 129:0.05 135:0.54 139:0.90 145:0.50 146:0.85 147:0.88 149:0.24 150:0.32 154:0.56 159:0.42 172:0.70 173:0.58 177:0.70 178:0.55 179:0.52 187:0.39 192:0.51 195:0.69 201:0.68 212:0.57 215:0.42 216:0.53 219:0.92 222:0.76 230:0.74 233:0.73 235:0.52 241:0.27 242:0.45 243:0.90 244:0.61 247:0.76 253:0.36 254:0.74 259:0.21 265:0.84 266:0.47 267:0.52 271:0.22 276:0.59 281:0.88 282:0.85 283:0.77 292:0.91 297:0.36 300:0.43\n1 12:0.06 17:0.98 18:0.87 21:0.22 22:0.93 27:0.57 29:0.71 30:0.42 34:0.94 36:0.24 37:0.32 43:0.17 47:0.93 48:0.91 55:0.52 64:0.77 66:0.83 69:0.87 70:0.52 71:0.77 74:0.35 81:0.36 86:0.89 91:0.37 98:0.70 108:0.75 122:0.65 123:0.74 124:0.39 126:0.26 127:0.62 129:0.05 133:0.59 135:0.66 139:0.86 145:0.50 146:0.80 147:0.05 149:0.12 150:0.32 154:0.48 159:0.59 172:0.81 173:0.89 177:0.05 178:0.55 179:0.44 187:0.87 212:0.91 216:0.29 222:0.76 235:0.22 241:0.01 242:0.41 243:0.08 245:0.63 247:0.74 253:0.29 254:0.93 257:0.84 259:0.21 262:0.93 265:0.70 266:0.38 267:0.85 271:0.22 276:0.70 281:0.91 300:0.43\n1 7:0.72 12:0.06 17:0.57 18:0.86 21:0.40 27:0.51 29:0.71 30:0.43 32:0.78 34:1.00 36:0.55 37:0.60 43:0.11 44:0.93 48:0.91 55:0.71 64:0.77 66:0.89 69:0.58 70:0.59 71:0.77 74:0.51 77:0.70 81:0.41 86:0.85 91:0.35 98:0.83 104:0.98 108:0.44 123:0.42 126:0.44 127:0.33 129:0.05 135:0.68 139:0.90 145:0.45 146:0.84 147:0.87 149:0.23 150:0.32 154:0.72 159:0.41 172:0.70 173:0.58 177:0.70 178:0.55 179:0.51 187:0.39 192:0.51 195:0.69 201:0.68 212:0.51 215:0.42 216:0.53 219:0.92 222:0.76 230:0.74 233:0.73 235:0.52 241:0.30 242:0.54 243:0.90 247:0.76 253:0.36 254:0.98 259:0.21 265:0.83 266:0.63 267:0.59 271:0.22 276:0.59 281:0.88 282:0.86 283:0.77 292:0.91 297:0.36 300:0.55\n1 1:0.69 7:0.66 11:0.64 12:0.06 17:0.91 18:0.75 21:0.74 27:0.64 29:0.71 30:0.14 32:0.69 34:1.00 36:0.33 37:0.33 43:0.66 45:0.77 66:0.25 69:0.57 70:0.91 71:0.77 74:0.64 76:0.85 77:0.70 81:0.32 83:0.60 86:0.71 91:0.08 98:0.20 99:0.83 101:0.52 104:0.92 106:0.81 108:0.44 114:0.54 117:0.86 122:0.86 123:0.42 124:0.84 126:0.44 127:0.47 129:0.59 133:0.82 135:0.95 139:0.68 145:0.50 146:0.39 147:0.45 149:0.53 150:0.51 154:0.56 155:0.58 158:0.78 159:0.78 165:0.70 172:0.32 173:0.35 175:0.75 176:0.66 177:0.38 178:0.55 179:0.69 187:0.87 192:0.59 195:0.93 201:0.68 206:0.81 208:0.54 212:0.18 215:0.36 216:0.39 222:0.76 230:0.69 233:0.76 235:0.97 241:0.02 242:0.54 243:0.45 244:0.61 245:0.57 247:0.60 253:0.40 257:0.65 259:0.21 265:0.21 266:0.84 267:0.36 271:0.22 276:0.46 277:0.69 282:0.77 283:0.66 290:0.54 297:0.36 300:0.70\n0 1:0.58 8:0.72 9:0.73 10:0.79 11:0.45 12:0.20 17:0.98 18:0.72 21:0.40 22:0.93 26:0.98 27:0.66 29:0.53 30:0.89 31:0.87 34:0.30 36:0.93 37:0.57 39:0.95 43:0.20 44:0.86 45:1.00 46:0.88 47:0.93 48:0.99 58:0.98 64:0.77 66:0.72 69:0.34 70:0.31 71:0.83 74:0.33 79:0.87 81:0.49 83:0.56 86:0.64 89:0.98 91:0.11 98:0.85 99:0.95 101:0.47 107:0.98 108:0.27 110:0.89 122:0.67 123:0.26 124:0.51 125:0.88 126:0.32 127:0.83 129:0.05 131:0.61 133:0.74 135:0.70 137:0.87 139:0.66 140:0.45 141:0.99 145:0.63 146:0.99 147:0.99 149:0.67 150:0.39 151:0.53 153:0.48 154:0.09 155:0.55 157:0.61 159:0.88 160:0.88 162:0.86 165:0.65 166:0.61 170:0.79 172:0.99 173:0.13 174:0.79 177:1.00 179:0.12 182:0.61 187:0.68 190:0.99 192:0.56 195:0.96 196:0.88 197:0.80 199:1.00 201:0.60 202:0.50 204:0.82 208:0.50 212:0.82 216:0.61 220:0.91 222:0.35 223:0.98 224:0.99 225:0.99 227:0.61 229:0.61 231:0.62 234:0.99 235:0.68 239:0.79 240:0.99 241:0.03 242:0.39 243:0.75 244:0.97 245:0.98 246:0.61 247:0.96 248:0.53 253:0.30 254:0.90 255:0.72 256:0.58 259:0.21 262:0.93 264:0.93 265:0.85 266:0.75 267:0.99 268:0.59 271:0.60 274:0.98 275:0.91 276:0.97 281:0.86 284:0.87 285:0.50 287:0.61 289:0.88 294:0.91 300:0.70\n0 10:0.82 11:0.53 12:0.20 17:0.30 18:0.77 21:0.47 26:0.94 27:0.40 29:0.53 30:0.15 34:0.76 36:0.51 37:0.72 39:0.95 43:0.09 45:0.85 46:0.94 58:0.93 66:0.92 69:0.67 70:0.78 71:0.83 74:0.29 81:0.26 86:0.64 89:0.97 91:0.33 98:0.92 101:0.64 107:0.94 108:0.51 110:0.89 122:0.97 123:0.49 125:0.88 126:0.22 127:0.55 129:0.05 131:0.61 135:0.74 139:0.61 141:0.91 144:0.57 146:0.91 147:0.93 149:0.11 150:0.28 154:0.09 157:0.79 159:0.52 160:0.88 166:0.80 170:0.79 172:0.79 173:0.68 174:0.93 177:1.00 178:0.55 179:0.49 182:0.73 187:0.68 197:0.93 199:0.94 212:0.69 216:0.66 222:0.35 223:0.92 224:0.93 225:0.96 227:0.61 229:0.61 231:0.82 234:0.91 235:0.52 236:0.91 239:0.81 240:0.95 241:0.51 242:0.14 243:0.92 244:0.98 246:0.61 247:0.96 253:0.26 254:0.97 259:0.21 264:0.93 265:0.92 266:0.54 267:0.79 271:0.60 274:0.91 275:0.96 276:0.68 287:0.61 289:0.88 294:0.93 300:0.55\n0 1:0.56 10:0.79 11:0.45 12:0.20 17:0.69 18:0.93 21:0.47 26:0.98 27:0.72 29:0.53 30:0.14 31:0.88 34:0.42 36:0.77 37:0.44 39:0.95 43:0.06 44:0.85 45:0.94 46:0.88 48:0.97 55:0.92 58:0.93 64:0.77 66:0.13 69:0.99 70:0.96 71:0.83 74:0.26 79:0.88 81:0.37 83:0.54 86:0.67 89:0.98 91:0.09 98:0.31 99:0.83 101:0.47 107:0.91 108:0.98 110:0.88 122:0.95 123:0.98 124:0.99 125:0.88 126:0.31 127:0.99 129:0.05 131:0.61 133:0.99 135:0.65 137:0.88 139:0.66 140:0.80 141:0.91 145:0.99 146:0.94 147:0.05 149:0.13 150:0.34 151:0.51 153:0.46 154:0.05 155:0.47 157:0.61 159:0.97 160:0.88 162:0.54 165:0.63 166:0.61 170:0.79 172:0.79 173:0.94 174:0.91 175:0.75 177:0.05 178:0.42 179:0.16 182:0.61 187:0.39 190:1.00 192:0.46 195:1.00 196:0.88 197:0.86 199:0.98 201:0.57 202:0.49 204:0.78 208:0.48 212:0.14 216:0.13 220:0.82 222:0.35 223:0.98 224:0.93 225:0.97 227:0.61 229:0.61 231:0.70 234:0.91 235:0.68 239:0.79 240:0.98 241:0.01 242:0.36 243:0.05 244:0.98 245:0.87 246:0.61 247:0.99 248:0.51 253:0.24 254:0.90 256:0.45 257:1.00 259:0.21 264:0.93 265:0.33 266:0.98 267:0.19 268:0.45 271:0.60 274:0.91 275:0.96 276:0.95 277:0.69 281:0.91 284:0.86 285:0.45 287:0.61 289:0.88 294:0.91 300:0.94\n0 8:0.77 10:0.82 11:0.51 12:0.20 17:0.59 18:0.98 21:0.59 22:0.93 26:0.96 27:0.67 29:0.53 30:0.66 31:0.86 34:0.77 36:0.25 37:0.35 39:0.95 43:0.09 44:0.85 45:0.91 46:0.88 47:0.93 48:0.97 58:0.93 64:0.77 66:0.78 69:0.85 70:0.39 71:0.83 74:0.28 79:0.86 81:0.24 86:0.83 89:0.99 91:0.53 98:0.75 101:0.52 107:0.95 108:0.71 110:0.89 122:0.95 123:0.69 124:0.41 125:0.88 126:0.22 127:0.53 129:0.05 131:0.61 133:0.39 135:0.63 137:0.86 139:0.79 140:0.45 141:0.91 144:0.57 145:0.41 146:0.80 147:0.64 149:0.12 150:0.26 151:0.47 153:0.48 154:0.12 157:0.88 159:0.51 160:0.88 162:0.62 166:0.61 170:0.79 172:0.95 173:0.88 174:0.86 177:0.88 179:0.18 182:0.78 187:0.21 190:1.00 195:0.71 196:0.88 197:0.88 199:0.95 202:0.50 212:0.93 216:0.34 219:0.87 220:0.97 222:0.35 223:0.96 224:0.93 225:0.97 227:0.61 229:0.61 231:0.78 234:0.91 235:0.68 239:0.82 240:0.98 241:0.60 242:0.23 243:0.19 244:0.97 245:0.95 246:0.61 247:0.94 248:0.47 253:0.25 254:0.84 256:0.45 257:0.97 259:0.21 262:0.93 264:0.93 265:0.75 266:0.38 267:0.28 268:0.46 271:0.60 274:0.91 275:0.99 276:0.91 281:0.91 284:0.87 285:0.45 287:0.61 289:0.88 292:0.88 294:0.94 300:0.55\n0 1:0.57 10:0.81 11:0.49 12:0.20 17:0.24 18:0.69 21:0.30 26:0.95 27:0.45 29:0.53 30:0.21 34:0.80 36:0.17 37:0.50 39:0.95 43:0.05 45:0.73 46:0.88 55:0.52 58:0.93 66:0.36 69:0.79 70:0.91 71:0.83 74:0.30 81:0.27 86:0.60 89:0.96 91:0.14 98:0.27 101:0.47 107:0.94 108:0.63 110:0.89 114:0.71 122:0.41 123:0.61 124:0.82 125:0.88 126:0.24 127:0.78 129:0.05 131:0.61 133:0.80 135:0.66 139:0.58 141:0.91 144:0.57 145:0.47 146:0.42 147:0.49 149:0.06 150:0.29 154:0.09 155:0.46 157:0.78 159:0.69 160:0.88 166:0.61 170:0.79 172:0.45 173:0.73 174:0.79 175:0.91 176:0.59 177:0.38 178:0.55 179:0.71 182:0.73 187:0.68 192:0.46 197:0.82 199:0.94 201:0.54 208:0.48 212:0.52 215:0.72 216:0.77 222:0.35 223:0.93 224:0.93 225:0.96 227:0.61 229:0.61 231:0.65 234:0.91 235:0.42 239:0.80 240:0.95 241:0.21 242:0.12 243:0.26 244:0.99 245:0.59 246:0.61 247:0.88 253:0.53 254:0.86 257:0.99 259:0.21 264:0.93 265:0.30 266:0.71 267:0.23 271:0.60 274:0.91 275:0.93 276:0.50 277:0.87 287:0.61 289:0.89 290:0.71 294:0.92 297:0.36 300:0.70\n0 1:0.56 10:0.79 11:0.45 12:0.20 17:0.40 18:0.80 21:0.71 26:0.98 29:0.53 30:0.54 34:0.37 36:0.28 37:0.97 39:0.95 43:0.13 45:0.91 46:0.88 58:0.93 66:0.13 69:0.94 70:0.70 71:0.83 74:0.25 81:0.38 83:0.56 86:0.63 89:0.98 91:0.31 98:0.36 99:0.95 101:0.47 107:0.89 108:0.82 110:0.88 122:0.67 123:0.87 124:0.88 125:0.88 126:0.31 127:0.31 129:0.05 131:0.61 133:0.86 135:0.60 139:0.61 141:0.91 145:0.65 146:0.82 147:0.22 149:0.21 150:0.33 154:0.08 155:0.46 157:0.61 159:0.84 160:0.88 165:0.65 166:0.61 170:0.79 172:0.45 173:0.81 174:0.79 175:0.91 177:0.70 178:0.55 179:0.33 182:0.61 187:0.21 192:0.44 197:0.80 199:0.96 201:0.54 202:0.67 208:0.50 212:0.30 216:0.98 222:0.35 223:0.98 224:0.93 225:0.97 227:0.61 229:0.61 231:0.62 234:0.91 235:0.95 239:0.78 240:0.95 241:0.61 242:0.24 243:0.17 244:0.98 245:0.75 246:0.61 247:0.86 253:0.23 254:0.93 257:0.99 259:0.21 264:0.93 265:0.23 266:0.94 267:0.76 271:0.60 274:0.91 275:0.91 276:0.70 277:0.87 287:0.61 289:0.88 294:0.91 300:0.55\n0 8:0.83 10:0.79 11:0.45 12:0.20 17:0.45 18:1.00 21:0.40 26:0.97 27:0.58 29:0.53 30:0.84 31:0.87 32:0.63 34:0.30 36:0.62 37:0.30 39:0.95 43:0.12 44:0.86 45:0.97 46:0.88 48:0.91 55:0.71 58:0.93 64:0.77 66:1.00 69:0.78 70:0.27 71:0.83 74:0.30 77:0.70 79:0.87 81:0.25 86:0.86 89:0.99 91:0.02 98:1.00 101:0.47 107:0.88 108:0.62 110:0.88 122:0.95 123:0.60 124:0.36 125:0.88 126:0.22 127:1.00 129:0.05 131:0.61 133:0.36 135:0.44 137:0.87 139:0.83 140:0.45 141:0.91 145:0.90 146:1.00 147:0.05 149:0.33 150:0.27 151:0.50 153:0.48 154:0.09 157:0.61 159:0.97 160:0.88 162:0.86 166:0.61 170:0.79 172:1.00 173:0.27 174:0.79 175:0.91 177:0.05 179:0.09 182:0.61 187:0.39 190:1.00 195:1.00 196:0.90 197:0.79 199:0.97 202:0.36 212:0.94 216:0.36 219:0.87 220:0.91 222:0.35 223:0.97 224:0.93 225:0.97 227:0.61 229:0.61 231:0.61 234:0.91 235:0.42 239:0.78 240:0.98 241:0.07 242:0.77 243:0.05 244:0.98 245:0.94 246:0.61 247:0.92 248:0.50 253:0.27 254:0.97 256:0.45 257:1.00 259:0.21 264:0.93 265:1.00 266:0.27 267:0.36 268:0.46 271:0.60 274:0.91 276:1.00 277:0.87 281:0.86 282:0.72 284:0.87 285:0.45 287:0.61 289:0.88 292:0.95 300:0.70\n1 10:0.81 11:0.53 12:0.20 17:0.15 18:0.70 21:0.59 26:0.97 27:0.09 29:0.53 30:0.45 34:0.79 36:0.83 37:0.95 39:0.95 43:0.09 45:0.93 46:0.88 48:0.91 56:0.97 58:0.93 66:0.11 69:0.92 70:0.81 71:0.83 74:0.27 81:0.25 83:0.54 86:0.61 89:0.97 91:0.12 98:0.40 101:0.64 107:0.92 108:0.84 110:0.88 122:0.86 123:0.49 124:0.92 125:0.88 126:0.22 127:0.76 129:0.05 131:0.61 133:0.91 135:0.92 139:0.60 141:0.91 144:0.57 145:0.45 146:0.59 147:0.76 149:0.18 150:0.26 154:0.07 155:0.47 157:0.82 159:0.80 160:0.88 166:0.77 170:0.79 172:0.59 173:0.87 174:0.88 175:0.91 177:0.88 178:0.55 179:0.37 182:0.75 187:0.87 192:0.45 195:0.91 197:0.86 199:0.97 202:0.36 204:0.78 208:0.48 212:0.42 216:0.74 222:0.35 223:0.97 224:0.93 225:0.96 227:0.61 229:0.61 231:0.79 234:0.91 235:0.68 239:0.81 240:0.95 241:0.21 242:0.17 243:0.31 244:0.99 245:0.79 246:0.61 247:0.98 253:0.24 257:0.97 259:0.21 264:0.93 265:0.33 266:0.87 267:0.28 271:0.60 274:0.91 275:0.97 276:0.78 277:0.98 281:0.91 287:0.61 289:0.88 294:0.93 300:0.84\n0 8:0.85 10:0.79 11:0.45 12:0.20 17:0.55 18:0.67 21:0.78 26:0.94 27:0.52 29:0.53 30:0.14 34:0.26 36:0.48 37:0.43 39:0.95 43:0.05 45:0.73 46:0.93 55:0.96 58:0.93 66:0.05 69:0.99 70:0.99 71:0.83 74:0.28 86:0.59 89:0.96 91:0.01 98:0.14 101:0.47 107:0.97 108:0.99 110:0.89 122:0.41 123:0.91 124:0.98 125:0.88 127:0.96 129:0.05 131:0.61 133:0.98 135:0.79 139:0.58 141:0.91 145:0.54 146:0.35 147:0.05 149:0.06 154:0.05 157:0.61 159:0.98 160:0.88 163:0.99 166:0.61 170:0.79 172:0.32 173:0.99 174:0.79 175:1.00 177:0.05 178:0.55 179:0.44 182:0.61 187:0.68 197:0.79 199:0.94 202:0.56 212:0.14 216:0.79 222:0.35 223:0.92 224:0.93 225:0.95 227:0.61 229:0.61 231:0.61 234:0.91 235:0.52 239:0.78 240:0.95 241:0.12 242:0.19 243:0.08 244:1.00 245:0.61 246:0.61 247:0.92 253:0.25 257:1.00 259:0.21 264:0.93 265:0.12 266:0.98 267:0.52 271:0.60 274:0.91 275:0.93 276:0.76 277:1.00 287:0.61 289:0.88 294:0.91 300:0.94\n0 8:0.63 10:0.79 11:0.45 12:0.20 17:0.30 18:0.90 21:0.78 26:0.94 27:0.37 29:0.53 30:0.17 34:0.37 36:0.82 37:0.94 39:0.95 43:0.05 45:0.77 46:0.88 55:0.71 58:0.93 66:0.09 69:0.85 70:0.90 71:0.83 74:0.30 86:0.67 89:0.97 91:0.08 98:0.33 101:0.47 107:0.96 108:0.99 110:0.89 122:0.99 123:0.99 124:0.99 125:0.88 127:0.97 129:0.59 131:0.83 133:0.99 135:0.56 139:0.64 140:0.45 141:0.91 143:0.99 146:0.91 147:0.38 149:0.13 151:0.60 153:0.48 154:0.05 157:0.61 159:0.98 160:0.88 162:0.86 166:0.61 170:0.79 172:0.93 173:0.31 174:0.90 175:0.97 177:0.70 179:0.10 182:0.61 187:0.39 190:1.00 197:0.86 199:0.94 202:0.36 212:0.48 216:0.28 220:0.62 222:0.35 223:0.92 224:0.93 225:0.96 227:0.86 229:0.61 231:0.75 234:0.91 235:0.12 239:0.79 240:0.95 241:0.05 242:0.51 243:0.06 244:0.97 245:0.98 246:0.61 247:1.00 248:0.58 253:0.27 254:0.86 256:0.45 257:0.99 259:0.21 264:0.93 265:0.35 266:0.98 267:0.87 268:0.46 271:0.60 274:0.91 275:1.00 276:0.99 277:0.95 285:0.45 287:0.61 289:0.88 294:0.94 300:0.98\n0 1:0.60 10:0.80 11:0.51 12:0.20 17:0.78 18:0.92 21:0.22 26:0.98 27:0.72 29:0.53 30:0.68 34:0.77 36:0.72 39:0.95 43:0.20 45:0.87 46:0.88 55:0.84 58:0.93 66:0.92 69:0.19 70:0.37 71:0.83 74:0.26 81:0.45 83:0.56 86:0.67 89:0.98 91:0.25 97:0.94 98:0.94 99:0.95 101:0.52 107:0.91 108:0.15 110:0.88 122:0.95 123:0.15 125:0.88 126:0.31 127:0.59 129:0.05 131:0.61 135:0.97 139:0.65 141:0.91 144:0.57 146:0.94 147:0.95 149:0.21 150:0.39 154:0.13 155:0.47 157:0.79 159:0.58 160:0.88 163:0.75 165:0.65 166:0.61 170:0.79 172:0.79 173:0.20 174:0.79 177:1.00 178:0.55 179:0.48 182:0.73 187:0.39 192:0.45 197:0.81 199:0.96 201:0.59 208:0.50 212:0.22 216:0.32 222:0.35 223:0.98 224:0.93 225:0.98 227:0.61 229:0.61 231:0.64 234:0.91 235:0.42 239:0.79 240:0.95 241:0.07 242:0.36 243:0.93 244:0.98 246:0.61 247:0.82 253:0.24 254:0.98 259:0.21 264:0.93 265:0.94 266:0.63 267:0.28 271:0.60 274:0.91 275:0.91 276:0.69 279:0.75 287:0.61 289:0.88 294:0.92 300:0.33\n0 1:0.58 10:0.79 11:0.48 12:0.20 17:0.98 18:0.62 21:0.47 26:0.98 27:0.72 29:0.53 30:0.89 34:0.39 36:0.18 39:0.95 43:0.12 45:0.99 46:0.88 48:0.91 58:0.93 66:0.80 69:0.40 70:0.24 71:0.83 74:0.31 81:0.41 83:0.56 86:0.61 89:0.98 91:0.72 98:0.90 99:0.95 101:0.52 107:0.94 108:0.31 110:0.89 122:0.67 123:0.30 124:0.40 125:0.88 126:0.31 127:0.88 129:0.05 131:0.61 133:0.36 135:0.21 139:0.60 141:0.91 145:0.85 146:0.97 147:0.97 149:0.53 150:0.36 154:0.09 155:0.48 157:0.61 159:0.76 160:0.88 165:0.65 166:0.61 170:0.79 172:0.95 173:0.25 174:0.79 177:1.00 178:0.55 179:0.20 182:0.61 192:0.46 195:0.88 197:0.80 199:0.99 201:0.57 204:0.78 208:0.50 212:0.88 222:0.35 223:0.98 224:0.93 225:0.97 227:0.61 229:0.61 231:0.63 234:0.91 235:0.68 239:0.79 240:0.95 241:0.77 242:0.36 243:0.82 244:0.97 245:0.95 246:0.61 247:0.92 253:0.28 254:0.74 259:0.21 264:0.93 265:0.90 266:0.54 267:0.85 271:0.60 274:0.91 275:0.91 276:0.91 281:0.91 287:0.61 289:0.88 294:0.91 300:0.70\n1 10:0.83 11:0.53 12:0.20 17:0.43 18:0.78 21:0.47 26:0.94 27:0.40 29:0.53 30:0.20 34:0.77 36:0.49 37:0.72 39:0.95 43:0.09 45:0.87 46:0.94 58:0.93 66:0.93 69:0.68 70:0.80 71:0.83 74:0.29 81:0.26 86:0.64 89:0.97 91:0.29 98:0.92 101:0.64 107:0.93 108:0.52 110:0.89 122:0.97 123:0.49 125:0.88 126:0.22 127:0.53 129:0.05 131:0.61 135:0.69 139:0.61 141:0.91 144:0.57 146:0.89 147:0.91 149:0.12 150:0.28 154:0.09 157:0.84 159:0.49 160:0.88 166:0.80 170:0.79 172:0.80 173:0.70 174:0.94 177:1.00 178:0.55 179:0.45 182:0.76 187:0.68 197:0.94 199:0.94 212:0.71 216:0.66 222:0.35 223:0.92 224:0.93 225:0.96 227:0.61 229:0.61 231:0.83 234:0.91 235:0.52 236:0.91 239:0.82 240:0.95 241:0.32 242:0.16 243:0.93 244:0.98 246:0.61 247:0.93 253:0.26 254:0.97 259:0.21 264:0.93 265:0.92 266:0.54 267:0.82 271:0.60 274:0.91 275:0.96 276:0.70 287:0.61 289:0.88 294:0.93 300:0.55\n0 8:0.64 10:0.79 11:0.42 12:0.20 17:0.73 18:0.99 21:0.64 22:0.93 26:0.97 27:0.38 29:0.53 30:0.36 31:0.94 34:0.40 36:0.99 37:0.41 39:0.95 43:0.06 45:0.91 46:0.88 47:0.93 48:0.91 55:0.71 58:0.93 64:0.77 66:0.26 69:0.98 70:0.81 71:0.83 74:0.25 79:0.94 81:0.25 86:0.75 89:0.97 91:0.12 98:0.66 101:0.45 107:0.90 108:0.90 110:0.88 122:0.95 123:0.89 124:0.90 125:0.88 126:0.22 127:0.99 129:0.05 131:0.61 133:0.89 135:0.84 137:0.94 139:0.73 140:0.45 141:0.91 145:0.45 146:0.93 147:0.91 149:0.18 150:0.27 151:0.70 153:0.72 154:0.05 157:0.61 159:0.94 160:0.88 162:0.76 166:0.61 170:0.79 172:0.92 173:0.93 174:0.79 175:0.99 177:0.70 179:0.14 182:0.61 187:0.68 190:1.00 196:0.92 197:0.80 199:0.97 202:0.58 212:0.41 216:0.50 219:0.87 222:0.35 223:0.97 224:0.93 225:0.96 227:0.61 229:0.61 231:0.62 234:0.91 235:0.80 239:0.78 240:0.98 241:0.35 242:0.74 243:0.18 244:0.99 245:0.98 246:0.61 247:0.97 248:0.65 253:0.22 254:0.88 256:0.58 257:0.99 259:0.21 262:0.93 264:0.93 265:0.67 266:0.89 267:0.69 268:0.62 271:0.60 274:0.91 275:0.91 276:0.96 277:0.99 281:0.91 284:0.92 285:0.45 287:0.61 289:0.88 292:0.95 294:0.91 300:0.94\n0 8:0.72 10:0.79 11:0.45 12:0.20 17:0.66 18:0.79 21:0.78 26:0.94 27:0.51 29:0.53 30:0.40 34:0.39 36:0.99 37:0.49 39:0.95 43:0.14 45:0.73 46:0.88 55:0.71 58:0.93 66:0.60 69:0.71 70:0.74 71:0.83 74:0.27 86:0.62 89:0.97 91:0.40 98:0.79 101:0.47 107:0.95 108:0.79 110:0.89 122:0.99 123:0.78 124:0.58 125:0.88 127:0.56 129:0.05 131:0.61 133:0.60 135:0.88 139:0.61 141:0.91 146:0.67 147:0.72 149:0.14 154:0.10 157:0.61 159:0.72 160:0.88 166:0.61 170:0.79 172:0.75 173:0.58 174:0.83 175:0.91 177:0.99 178:0.55 179:0.42 182:0.61 187:0.21 197:0.83 199:0.94 212:0.22 216:0.38 219:0.87 222:0.35 223:0.92 224:0.93 225:0.96 227:0.61 229:0.61 231:0.74 234:0.91 235:0.05 239:0.78 240:0.95 241:0.03 242:0.14 243:0.36 244:0.99 245:0.81 246:0.61 247:0.96 253:0.25 257:0.84 259:0.21 264:0.93 265:0.79 266:0.71 267:0.88 271:0.60 274:0.91 275:0.98 276:0.73 277:0.95 287:0.61 289:0.88 292:0.88 294:0.92 300:0.70\n0 10:0.80 11:0.51 12:0.20 17:0.69 18:0.92 21:0.78 26:0.96 27:1.00 29:0.53 30:0.70 34:0.79 36:0.91 37:0.53 39:0.95 43:0.09 44:0.86 45:0.83 46:0.88 48:0.97 55:0.84 58:0.93 66:0.91 69:0.30 70:0.39 71:0.83 74:0.26 83:0.54 86:0.66 89:0.97 91:0.20 98:0.96 101:0.52 107:0.91 108:0.24 110:0.88 122:0.95 123:0.23 125:0.88 127:0.70 129:0.05 131:0.61 135:0.96 139:0.66 141:0.91 144:0.57 145:0.85 146:0.92 147:0.94 149:0.16 154:0.07 155:0.47 157:0.79 159:0.55 160:0.88 163:0.90 166:0.61 170:0.79 172:0.75 173:0.29 174:0.79 177:1.00 178:0.55 179:0.57 182:0.73 187:0.87 192:0.45 195:0.76 197:0.83 199:0.95 204:0.78 208:0.48 212:0.29 216:0.28 222:0.35 223:0.96 224:0.93 225:0.96 227:0.61 229:0.61 231:0.64 234:0.91 235:0.02 239:0.80 240:0.95 241:0.03 242:0.38 243:0.91 244:0.99 246:0.61 247:0.86 253:0.24 259:0.21 264:0.93 265:0.96 266:0.54 267:0.73 271:0.60 274:0.91 275:0.91 276:0.64 281:0.91 287:0.61 289:0.88 294:0.92 300:0.33\n0 11:0.88 12:0.51 17:0.18 21:0.78 27:0.55 30:0.95 34:0.62 36:0.88 37:0.32 39:0.31 43:0.61 66:0.54 69:0.92 74:0.36 85:0.72 91:0.01 98:0.08 101:0.71 108:0.83 123:0.82 127:0.06 129:0.05 135:0.61 144:0.85 146:0.13 147:0.18 149:0.29 154:0.51 159:0.08 172:0.10 173:0.94 177:0.38 178:0.55 179:0.08 187:0.87 216:0.58 222:0.48 241:0.03 243:0.63 253:0.32 259:0.21 265:0.09 267:0.36 271:0.69 300:0.08\n1 11:0.88 12:0.51 17:0.45 21:0.78 27:0.17 30:0.91 34:0.63 36:0.70 37:0.84 39:0.31 43:0.78 66:0.69 69:0.78 70:0.13 74:0.51 85:0.80 91:0.02 98:0.15 101:0.75 108:0.61 122:0.43 123:0.59 127:0.09 129:0.05 135:0.37 144:0.85 146:0.22 147:0.28 149:0.61 154:0.71 159:0.10 172:0.21 173:0.79 177:0.38 178:0.55 179:0.12 187:0.95 212:0.61 216:0.45 222:0.48 235:0.22 241:0.21 242:0.63 243:0.73 247:0.30 253:0.42 259:0.21 265:0.16 266:0.17 267:0.36 271:0.69 276:0.17 300:0.13\n1 11:0.88 12:0.51 17:0.62 21:0.78 27:0.49 30:0.95 34:0.42 36:0.41 37:0.42 39:0.31 43:0.71 66:0.54 69:0.87 74:0.38 85:0.72 91:0.03 98:0.11 101:0.73 108:0.74 123:0.72 127:0.07 129:0.05 135:0.63 144:0.85 146:0.13 147:0.18 149:0.36 154:0.61 159:0.08 172:0.10 173:0.99 177:0.38 178:0.55 179:0.09 187:0.39 202:0.36 216:0.94 222:0.48 235:0.05 241:0.32 243:0.63 253:0.35 259:0.21 265:0.11 267:0.17 271:0.69 300:0.08\n0 1:0.74 7:0.81 11:0.88 12:0.51 17:0.94 21:0.71 27:0.72 30:0.95 39:0.31 43:0.95 66:0.54 69:0.34 74:0.58 81:0.53 83:0.73 85:0.72 91:0.72 98:0.39 101:0.78 108:0.27 114:0.68 121:0.90 123:0.26 126:0.54 127:0.13 129:0.05 144:0.85 145:0.58 146:0.13 147:0.18 149:0.53 150:0.67 154:0.95 155:0.67 159:0.08 165:0.69 172:0.10 173:1.00 176:0.73 177:0.38 178:0.55 179:0.76 192:0.59 201:0.74 204:0.89 208:0.64 215:0.48 216:0.04 222:0.48 230:0.87 233:0.76 235:0.88 241:0.78 243:0.63 253:0.57 265:0.41 271:0.69 290:0.68 297:0.36 300:0.08\n0 12:0.51 17:0.49 21:0.78 27:0.45 30:0.76 34:0.59 36:0.17 37:0.50 39:0.31 43:0.24 55:0.92 66:0.13 69:0.84 70:0.15 74:0.37 91:0.03 98:0.06 108:0.69 122:0.55 123:0.67 124:0.75 127:0.16 129:0.81 133:0.67 135:0.75 145:0.49 146:0.05 147:0.05 149:0.18 154:0.17 159:0.54 163:0.98 172:0.05 173:0.61 175:0.75 177:0.05 178:0.55 179:0.88 187:0.68 212:0.95 216:0.77 222:0.48 235:0.60 241:0.24 242:0.82 243:0.34 244:0.61 245:0.37 247:0.12 253:0.33 257:0.65 259:0.21 265:0.06 266:0.12 267:0.28 271:0.69 276:0.16 277:0.69 300:0.13\n0 11:0.82 12:0.51 17:0.94 21:0.78 30:0.62 34:0.74 36:0.30 37:0.97 39:0.31 43:0.59 55:0.52 66:0.33 69:0.93 70:0.54 74:0.93 91:0.02 98:0.25 108:0.97 122:0.67 123:0.97 124:0.96 127:0.66 129:0.81 133:0.96 135:0.47 144:0.85 145:0.94 146:0.30 147:0.05 149:0.70 154:0.48 159:0.95 172:0.92 173:0.63 177:0.05 178:0.55 179:0.14 187:0.68 212:0.84 216:0.94 222:0.48 235:0.52 241:0.10 242:0.80 243:0.05 245:0.92 247:0.55 253:0.66 257:0.65 259:0.21 265:0.27 266:0.97 267:0.36 271:0.69 276:0.95 300:0.94\n1 11:0.88 12:0.51 17:0.12 21:0.78 27:0.28 30:0.62 34:0.44 36:0.90 37:0.50 39:0.31 43:0.88 55:0.71 66:0.75 69:0.52 70:0.23 74:0.68 85:0.72 91:0.02 98:0.71 101:0.74 108:0.40 122:0.67 123:0.38 127:0.22 129:0.05 135:0.71 144:0.85 146:0.59 147:0.64 149:0.59 154:0.86 159:0.21 163:0.75 172:0.32 173:0.64 177:0.38 178:0.55 179:0.81 187:0.87 212:0.30 216:0.67 222:0.48 235:0.12 241:0.18 242:0.77 243:0.77 247:0.30 253:0.51 259:0.21 265:0.71 266:0.27 267:0.65 271:0.69 276:0.29 300:0.18\n1 11:0.88 12:0.51 17:0.72 21:0.78 27:0.72 30:0.68 39:0.31 43:0.92 66:0.32 69:0.34 70:0.43 74:0.65 85:0.80 91:0.31 98:0.20 101:0.77 108:0.27 122:0.43 123:0.69 124:0.61 127:0.47 129:0.59 133:0.47 144:0.85 145:0.83 146:0.19 147:0.24 149:0.71 154:0.91 159:0.35 172:0.21 173:0.44 177:0.38 178:0.55 179:0.88 187:0.21 212:0.61 216:0.05 222:0.48 235:0.22 241:0.43 242:0.45 243:0.49 245:0.54 247:0.39 253:0.50 265:0.15 266:0.27 271:0.69 276:0.15 300:0.33\n0 11:0.88 12:0.51 17:0.61 21:0.78 27:0.43 30:0.62 34:0.93 36:0.74 37:0.71 39:0.31 43:0.68 55:0.71 66:0.61 69:0.88 70:0.34 74:0.54 85:0.72 91:0.20 98:0.26 101:0.72 108:0.76 122:0.57 123:0.75 124:0.43 127:0.21 129:0.05 133:0.39 135:0.44 144:0.85 145:0.84 146:0.34 147:0.05 149:0.41 154:0.57 159:0.33 172:0.27 173:0.92 177:0.05 178:0.55 179:0.79 187:0.68 212:0.61 216:0.61 222:0.48 235:0.88 241:0.01 242:0.63 243:0.23 245:0.42 247:0.35 253:0.44 257:0.65 259:0.21 265:0.28 266:0.23 267:0.36 271:0.69 276:0.18 300:0.25\n0 12:0.06 17:0.43 21:0.78 27:0.45 30:0.95 34:0.81 36:0.20 37:0.50 43:0.27 55:0.84 66:0.54 69:0.79 91:0.18 98:0.24 108:0.63 123:0.61 127:0.11 129:0.05 135:0.81 145:0.50 146:0.34 147:0.40 149:0.18 154:0.20 159:0.13 172:0.10 173:0.78 177:0.05 178:0.55 179:0.69 187:0.68 216:0.77 235:0.95 241:0.12 243:0.63 259:0.21 265:0.26 267:0.44 300:0.08\n0 7:0.81 12:0.06 17:0.49 21:0.30 27:0.50 30:0.43 32:0.80 34:0.83 36:0.97 37:0.60 43:0.40 55:0.71 66:0.52 69:0.53 70:0.64 81:0.69 91:0.54 98:0.78 104:0.84 106:0.81 108:0.82 120:0.53 123:0.81 124:0.65 126:0.54 127:0.78 129:0.81 133:0.67 135:0.92 140:0.80 145:0.84 146:0.87 147:0.89 149:0.76 150:0.50 151:0.46 153:0.48 154:0.31 159:0.83 162:0.80 163:0.92 164:0.72 172:0.82 173:0.30 177:0.05 178:0.42 179:0.32 187:0.39 195:0.93 202:0.60 206:0.81 212:0.22 215:0.72 216:0.86 220:1.00 230:0.87 233:0.76 235:0.31 241:0.07 242:0.82 243:0.39 245:0.90 247:0.12 248:0.46 256:0.64 259:0.21 260:0.53 265:0.78 266:0.87 267:0.59 268:0.65 276:0.83 283:0.82 285:0.62 297:0.36 300:0.55\n1 8:0.77 12:0.06 17:0.02 20:0.89 21:0.40 25:0.88 27:0.68 30:0.21 34:0.70 36:0.50 37:0.36 43:0.44 55:0.84 66:0.30 69:0.47 70:0.69 78:0.74 81:0.66 91:0.71 98:0.52 100:0.78 104:0.58 108:0.69 111:0.74 120:0.84 123:0.35 124:0.60 126:0.54 127:0.53 129:0.59 133:0.47 135:0.18 140:0.80 145:0.85 146:0.48 147:0.54 149:0.55 150:0.48 151:0.71 152:0.85 153:0.72 154:0.33 159:0.38 162:0.51 164:0.88 169:0.76 172:0.37 173:0.56 177:0.05 178:0.42 179:0.76 186:0.75 202:0.88 212:0.36 215:0.67 216:0.49 220:0.91 235:0.42 241:0.89 242:0.82 243:0.48 245:0.67 247:0.12 248:0.76 256:0.84 259:0.21 260:0.84 261:0.77 265:0.52 266:0.63 267:0.18 268:0.85 276:0.43 283:0.82 285:0.62 297:0.36 300:0.43\n1 7:0.81 8:0.92 12:0.06 17:0.43 21:0.59 27:0.72 30:0.95 32:0.80 34:0.61 36:0.55 37:0.68 43:0.49 55:0.92 66:0.54 69:0.34 81:0.58 91:0.80 98:0.89 104:0.58 108:0.27 120:0.73 123:0.26 126:0.54 127:0.45 129:0.05 135:0.28 140:0.80 145:0.58 146:0.39 147:0.45 149:0.22 150:0.43 151:0.66 153:0.48 154:0.38 159:0.15 162:0.59 164:0.80 172:0.10 173:0.78 177:0.05 178:0.42 179:1.00 191:0.75 195:0.53 202:0.75 215:0.55 216:0.34 220:0.74 230:0.87 233:0.76 235:0.68 241:0.90 243:0.63 248:0.66 256:0.75 259:0.21 260:0.74 265:0.89 267:0.94 268:0.75 285:0.62 297:0.36 300:0.08\n0 12:0.06 17:0.49 21:0.78 27:0.45 30:0.76 34:0.50 36:0.46 37:0.50 43:0.26 55:0.71 66:0.52 69:0.82 70:0.29 91:0.20 98:0.40 108:0.67 123:0.65 124:0.50 127:0.18 129:0.59 133:0.47 135:0.85 145:0.47 146:0.58 147:0.64 149:0.33 154:0.18 159:0.34 163:0.86 172:0.27 173:0.78 177:0.05 178:0.55 179:0.67 187:0.68 212:0.23 216:0.77 235:0.74 241:0.27 242:0.82 243:0.61 245:0.48 247:0.12 259:0.21 265:0.42 266:0.38 267:0.65 276:0.31 300:0.25\n0 12:0.06 17:0.49 25:0.88 27:0.72 30:0.76 34:0.40 36:0.39 43:0.35 55:0.84 66:0.36 69:0.62 70:0.15 81:0.79 91:0.72 98:0.32 104:0.54 108:0.47 120:0.69 123:0.45 124:0.52 126:0.54 127:0.46 129:0.59 133:0.47 135:0.24 140:0.45 145:0.41 146:0.30 147:0.36 149:0.25 150:0.59 151:0.66 153:0.48 154:0.26 159:0.30 162:0.86 163:0.96 164:0.57 172:0.10 173:0.76 177:0.05 179:0.99 187:0.21 202:0.36 212:0.95 215:0.96 216:0.14 235:0.02 241:0.84 242:0.82 243:0.51 245:0.37 247:0.12 248:0.63 256:0.45 260:0.70 265:0.35 266:0.12 267:0.89 268:0.46 276:0.15 285:0.62 297:0.36 300:0.13\n0 6:0.84 7:0.81 8:0.79 12:0.06 17:0.62 20:0.80 21:0.30 25:0.88 27:0.72 30:0.45 32:0.80 34:0.44 36:0.41 37:0.82 43:0.34 55:0.52 66:0.27 69:0.65 70:0.25 78:0.81 81:0.82 91:0.78 98:0.26 100:0.87 104:0.54 108:0.50 111:0.82 120:0.61 123:0.48 124:0.61 126:0.54 127:0.31 129:0.59 133:0.47 135:0.34 140:0.45 145:0.74 146:0.23 147:0.29 149:0.30 150:0.61 151:0.54 152:0.79 153:0.48 154:0.25 159:0.21 162:0.76 163:0.81 164:0.80 169:0.85 172:0.10 173:0.87 177:0.05 179:0.96 186:0.81 189:0.85 191:0.85 195:0.57 202:0.71 212:0.61 215:0.72 216:0.30 220:0.87 230:0.87 233:0.76 235:0.42 238:0.96 241:0.85 242:0.82 243:0.46 245:0.40 247:0.12 248:0.55 256:0.75 259:0.21 260:0.62 261:0.81 265:0.28 266:0.17 267:0.52 268:0.76 276:0.16 285:0.62 297:0.36 300:0.18\n4 6:0.97 8:0.93 12:0.06 17:0.02 20:0.97 27:0.11 30:0.45 34:0.18 36:0.25 37:0.87 43:0.49 55:0.84 66:0.27 69:0.21 70:0.25 78:0.92 81:0.79 91:0.95 98:0.36 100:1.00 108:0.77 111:0.99 120:0.95 123:0.75 124:0.72 126:0.54 127:0.85 129:0.81 133:0.67 135:0.17 140:0.45 146:0.05 147:0.05 149:0.28 150:0.59 151:0.82 152:0.91 153:0.48 154:0.38 159:0.47 162:0.58 163:0.89 164:0.96 169:1.00 172:0.10 173:0.30 177:0.05 179:0.98 186:0.92 189:0.97 191:0.86 202:0.94 212:0.61 215:0.96 216:0.49 235:0.02 238:0.99 241:0.88 242:0.82 243:0.29 245:0.38 247:0.12 248:0.93 256:0.95 259:0.21 260:0.95 261:0.99 265:0.38 266:0.17 267:0.69 268:0.95 276:0.21 283:0.82 285:0.62 297:0.36 300:0.18\n1 12:0.06 17:0.84 20:0.82 21:0.05 25:0.88 27:0.72 30:0.68 34:0.45 36:0.46 43:0.49 55:0.71 66:0.79 69:0.23 70:0.31 78:0.72 81:0.77 91:0.81 98:0.84 100:0.73 104:0.58 108:0.18 111:0.72 120:0.61 123:0.18 126:0.54 127:0.35 129:0.05 135:0.70 140:0.45 146:0.62 147:0.68 149:0.47 150:0.57 151:0.56 152:0.78 153:0.77 154:0.38 159:0.23 162:0.68 164:0.64 169:0.72 172:0.41 173:0.46 177:0.05 179:0.84 186:0.73 202:0.54 212:0.42 215:0.91 216:0.10 220:0.62 235:0.05 241:0.84 242:0.82 243:0.80 247:0.12 248:0.55 256:0.45 259:0.21 260:0.62 261:0.73 265:0.84 266:0.27 267:0.73 268:0.57 276:0.35 283:0.60 285:0.62 297:0.36 300:0.25\n0 6:0.79 8:0.63 12:0.06 17:0.02 20:0.89 21:0.78 25:0.88 27:0.72 34:0.56 36:0.23 78:0.77 91:0.93 100:0.79 104:0.58 111:0.76 120:0.75 135:0.77 140:0.87 151:0.70 152:0.84 153:0.69 162:0.50 164:0.79 169:0.77 175:0.75 178:0.48 186:0.78 189:0.81 202:0.81 216:0.25 220:0.62 238:0.87 241:0.94 244:0.61 248:0.68 256:0.73 257:0.65 259:0.21 260:0.76 261:0.80 267:0.65 268:0.74 277:0.69 285:0.62\n0 6:0.84 7:0.81 8:0.66 12:0.06 17:0.09 20:0.96 21:0.30 27:0.21 30:0.38 34:0.64 36:0.87 37:0.74 43:0.52 55:0.59 66:0.63 69:0.10 70:0.55 78:0.86 81:0.69 91:0.71 98:0.77 100:0.94 104:0.84 106:0.81 108:0.67 111:0.89 120:0.88 123:0.65 124:0.48 126:0.54 127:0.45 129:0.59 133:0.47 135:0.19 140:0.45 146:0.54 147:0.60 149:0.63 150:0.50 151:0.80 152:0.95 153:0.93 154:0.41 159:0.61 162:0.58 164:0.83 169:0.90 172:0.63 173:0.13 177:0.05 179:0.56 186:0.87 187:0.39 189:0.86 202:0.79 206:0.81 212:0.18 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.95 241:0.62 242:0.82 243:0.32 245:0.75 247:0.12 248:0.82 256:0.77 259:0.21 260:0.88 261:0.92 265:0.77 266:0.75 267:0.88 268:0.79 276:0.60 283:0.82 285:0.62 297:0.36 300:0.43\n0 7:0.81 8:0.78 12:0.06 17:0.72 20:0.83 21:0.22 27:0.11 30:0.62 32:0.80 34:0.61 36:0.75 37:0.86 43:0.40 55:0.52 66:0.25 69:0.53 70:0.65 78:0.76 81:0.72 91:0.53 98:0.69 100:0.81 104:0.93 106:0.81 108:0.41 111:0.76 120:0.74 123:0.76 124:0.79 126:0.54 127:0.71 129:0.93 133:0.84 135:0.61 140:0.45 145:0.63 146:0.64 147:0.69 149:0.86 150:0.53 151:0.71 152:0.79 153:0.72 154:0.30 159:0.74 162:0.83 164:0.77 169:0.79 172:0.79 173:0.37 177:0.05 179:0.29 186:0.77 187:0.39 191:0.83 195:0.88 202:0.66 206:0.81 212:0.69 215:0.79 216:0.84 230:0.87 233:0.76 235:0.22 241:0.52 242:0.82 243:0.57 245:0.87 247:0.12 248:0.67 256:0.71 259:0.21 260:0.75 261:0.77 265:0.41 266:0.80 267:0.82 268:0.72 276:0.84 283:0.82 285:0.62 297:0.36 300:0.70\n1 6:0.96 7:0.81 8:0.86 12:0.06 17:0.38 20:0.83 21:0.54 27:0.40 30:0.62 34:0.19 36:0.77 37:0.81 43:0.28 55:0.96 66:0.20 69:0.77 70:0.54 78:0.81 81:0.61 91:0.73 98:0.27 100:0.89 104:0.58 108:0.88 111:0.83 120:0.81 123:0.87 124:0.85 126:0.54 127:0.37 129:0.93 133:0.84 135:0.42 140:0.87 145:0.44 146:0.43 147:0.50 149:0.40 150:0.45 151:0.71 152:0.79 153:0.48 154:0.21 159:0.65 162:0.51 163:0.98 164:0.84 169:0.86 172:0.21 173:0.66 177:0.05 178:0.48 179:0.76 186:0.82 189:0.97 191:0.73 202:0.85 212:0.28 215:0.58 216:0.33 220:0.96 230:0.87 233:0.76 235:0.60 238:0.96 241:0.79 242:0.82 243:0.34 245:0.49 247:0.12 248:0.73 256:0.80 259:0.21 260:0.81 261:0.82 265:0.30 266:0.63 267:1.00 268:0.80 276:0.42 285:0.62 297:0.36 300:0.43\n1 8:0.95 12:0.06 17:0.34 20:0.86 21:0.78 25:0.88 27:0.60 30:0.76 34:0.34 36:0.42 37:0.78 43:0.47 55:0.59 66:0.36 69:0.37 70:0.15 78:0.74 91:0.90 98:0.25 100:0.78 104:0.58 108:0.29 111:0.74 120:0.59 123:0.28 124:0.52 127:0.56 129:0.59 133:0.47 135:0.17 140:0.96 146:0.24 147:0.30 149:0.27 151:0.53 152:0.82 153:0.46 154:0.36 159:0.28 162:0.48 163:0.79 164:0.72 169:0.76 172:0.10 173:0.57 177:0.05 178:0.54 179:0.99 186:0.75 202:0.80 212:0.95 216:0.16 220:0.87 235:0.22 241:0.96 242:0.82 243:0.51 245:0.37 247:0.12 248:0.52 256:0.68 259:0.21 260:0.60 261:0.76 265:0.27 266:0.12 267:0.69 268:0.66 276:0.14 285:0.62 300:0.13\n1 8:0.70 12:0.06 17:0.03 20:0.95 21:0.78 25:0.88 27:0.63 30:0.95 34:0.53 36:1.00 37:0.32 43:0.46 55:0.96 66:0.13 69:0.44 78:0.74 91:0.81 98:0.08 100:0.78 104:0.58 108:0.34 111:0.74 120:0.94 123:0.32 124:0.75 127:0.34 129:0.81 133:0.67 135:0.37 140:0.87 146:0.05 147:0.05 149:0.24 151:0.80 152:0.90 153:0.92 154:0.35 159:0.38 162:0.55 163:0.97 164:0.94 169:0.76 172:0.05 173:0.46 177:0.05 178:0.48 179:0.98 186:0.75 202:0.93 212:0.95 216:0.62 235:0.52 238:0.89 241:0.88 242:0.82 243:0.34 245:0.37 247:0.12 248:0.91 256:0.92 259:0.21 260:0.94 261:0.77 265:0.08 266:0.12 267:0.65 268:0.92 276:0.19 283:0.82 285:0.62 300:0.08\n0 6:0.81 8:0.80 12:0.06 17:0.83 20:0.87 21:0.30 25:0.88 27:0.72 30:0.21 34:0.45 36:0.62 43:0.46 55:0.59 66:0.80 69:0.41 70:0.67 78:0.75 81:0.69 91:0.73 98:0.94 100:0.78 104:0.58 108:0.32 111:0.75 120:0.71 123:0.31 126:0.54 127:0.61 129:0.05 135:0.28 140:0.45 146:0.67 147:0.72 149:0.49 150:0.50 151:0.66 152:0.84 153:0.48 154:0.35 159:0.26 162:0.86 164:0.67 169:0.76 172:0.45 173:0.64 177:0.05 179:0.87 186:0.76 187:0.21 202:0.50 212:0.55 215:0.72 216:0.08 220:0.87 235:0.31 241:0.86 242:0.82 243:0.82 247:0.12 248:0.64 256:0.58 259:0.21 260:0.72 261:0.77 265:0.94 266:0.27 267:0.44 268:0.59 276:0.36 285:0.62 297:0.36 300:0.43\n2 6:0.87 8:0.76 12:0.06 17:0.28 20:0.79 21:0.78 27:0.21 30:0.62 34:0.80 36:0.92 37:0.74 43:0.39 55:0.92 66:0.23 69:0.56 70:0.65 78:0.87 91:0.46 98:0.27 100:0.90 108:0.91 111:0.87 120:0.76 123:0.90 124:0.88 127:0.51 129:0.95 133:0.87 135:0.58 140:0.80 146:0.45 147:0.52 149:0.47 151:0.66 152:0.92 153:0.48 154:0.30 159:0.77 162:0.48 163:0.94 164:0.70 169:0.90 172:0.32 173:0.35 177:0.05 178:0.42 179:0.68 186:0.87 187:0.39 189:1.00 202:0.77 212:0.27 216:0.95 235:0.52 238:0.90 241:0.32 242:0.82 243:0.27 245:0.56 247:0.12 248:0.69 256:0.64 259:0.21 260:0.77 261:0.91 265:0.29 266:0.84 267:0.44 268:0.63 276:0.52 283:0.82 285:0.62 300:0.55\n1 11:0.88 12:0.51 17:0.26 21:0.78 27:0.45 30:0.91 34:0.80 36:0.19 37:0.50 43:0.76 66:0.27 69:0.82 70:0.13 74:0.49 85:0.80 91:0.05 98:0.08 101:0.73 108:0.66 122:0.43 123:0.64 124:0.61 127:0.13 129:0.59 133:0.47 135:0.60 144:0.85 145:0.49 146:0.13 147:0.18 149:0.55 154:0.68 159:0.25 163:0.88 172:0.10 173:0.73 177:0.38 178:0.55 179:0.66 187:0.68 212:0.61 216:0.77 222:0.99 235:0.80 241:0.52 242:0.63 243:0.46 245:0.40 247:0.30 253:0.41 259:0.21 265:0.08 266:0.17 267:0.28 271:0.19 276:0.12 300:0.13\n1 8:0.61 11:0.88 12:0.51 17:0.03 20:0.95 21:0.54 27:0.55 30:0.45 32:0.72 34:0.86 36:0.27 37:0.32 43:0.80 55:0.84 66:0.67 69:0.41 70:0.57 74:0.43 78:0.97 81:0.49 85:0.72 91:0.35 98:0.75 100:0.73 101:0.72 104:0.93 106:0.81 108:0.31 111:0.94 123:0.30 124:0.47 126:0.32 127:0.49 129:0.05 133:0.62 135:0.81 144:0.85 145:0.69 146:0.82 147:0.85 149:0.67 150:0.39 152:0.88 154:0.74 159:0.53 163:0.75 169:0.72 172:0.57 173:0.37 177:0.38 178:0.55 179:0.67 186:0.97 187:0.87 195:0.72 206:0.81 212:0.16 215:0.58 216:0.62 222:0.99 235:0.60 241:0.01 242:0.78 243:0.72 245:0.57 247:0.39 253:0.37 259:0.21 261:0.92 265:0.75 266:0.63 267:0.52 271:0.19 276:0.52 283:0.71 297:0.36 300:0.43\n1 11:0.88 12:0.51 17:0.77 21:0.78 27:0.26 30:0.71 34:0.90 36:0.88 37:0.64 43:0.67 55:0.92 66:0.82 69:0.75 70:0.24 74:0.44 85:0.80 91:0.64 98:0.79 101:0.75 106:0.81 108:0.59 123:0.56 127:0.28 129:0.05 135:0.80 144:0.85 145:0.42 146:0.85 147:0.88 149:0.59 154:0.56 159:0.42 163:0.94 172:0.48 173:0.75 177:0.38 178:0.55 179:0.72 187:0.68 206:0.81 212:0.61 216:0.40 222:0.99 235:0.42 241:0.03 242:0.73 243:0.83 247:0.39 253:0.38 259:0.21 265:0.79 266:0.38 267:0.44 271:0.19 276:0.40 300:0.18\n1 11:0.88 12:0.51 17:0.84 21:0.78 27:0.43 30:0.85 34:0.58 36:0.88 37:0.42 43:0.77 66:0.89 69:0.79 70:0.27 74:0.77 85:0.95 91:0.60 98:0.80 101:0.84 104:0.99 106:0.81 108:0.63 122:0.43 123:0.60 127:0.28 129:0.05 135:0.65 144:0.85 145:0.42 146:0.88 147:0.90 149:0.88 154:0.70 159:0.47 163:0.81 172:0.70 173:0.77 177:0.38 178:0.55 179:0.47 187:0.68 206:0.81 212:0.57 216:0.41 222:0.99 235:0.42 241:0.03 242:0.63 243:0.90 247:0.30 253:0.56 259:0.21 265:0.80 266:0.47 267:0.36 271:0.19 276:0.58 300:0.25\n1 8:0.59 12:0.51 17:0.47 21:0.74 27:0.12 30:0.76 34:0.73 36:0.38 37:0.78 43:0.25 55:0.96 66:0.13 69:0.83 70:0.29 81:0.33 91:0.12 98:0.16 104:0.95 106:0.81 108:0.93 117:0.86 120:0.55 123:0.92 124:0.89 126:0.32 127:0.37 129:0.95 133:0.87 135:0.20 140:0.45 145:0.49 146:0.05 147:0.05 149:0.23 150:0.30 151:0.48 153:0.48 154:0.18 159:0.82 162:0.86 163:0.97 164:0.55 172:0.10 173:0.61 175:0.75 177:0.05 179:0.88 187:0.95 190:0.77 202:0.36 206:0.81 212:0.23 215:0.46 216:0.81 220:0.96 222:0.99 232:0.97 235:0.88 241:0.30 242:0.82 243:0.21 244:0.61 245:0.40 247:0.12 248:0.48 253:0.20 256:0.45 257:0.65 259:0.21 260:0.55 265:0.18 266:0.38 267:0.44 268:0.46 271:0.19 276:0.31 277:0.69 285:0.50 297:0.36 300:0.25\n1 1:0.74 11:0.88 12:0.51 17:0.51 21:0.22 27:0.57 30:0.95 34:0.47 36:0.35 37:0.31 43:0.96 60:0.87 66:0.54 69:0.15 74:0.58 81:0.82 83:0.85 85:0.72 91:0.20 98:0.15 101:0.76 104:0.98 108:0.12 114:0.90 123:0.12 126:0.54 127:0.09 129:0.05 135:0.58 144:0.85 145:0.38 146:0.13 147:0.18 149:0.53 150:0.89 154:0.96 155:0.67 158:0.87 159:0.08 165:0.86 172:0.10 173:0.57 176:0.73 177:0.38 178:0.55 179:0.16 187:0.95 192:0.59 201:0.74 208:0.64 215:0.79 216:0.90 222:0.99 235:0.31 241:0.12 243:0.63 253:0.69 259:0.21 265:0.16 267:0.23 271:0.19 279:0.86 283:0.71 290:0.90 297:0.36 300:0.08\n1 11:0.88 12:0.51 17:0.06 21:0.13 27:0.33 30:0.62 32:0.72 34:0.82 36:0.36 37:0.41 43:0.76 55:0.84 66:0.47 69:0.79 70:0.34 74:0.40 81:0.83 85:0.72 91:0.44 98:0.37 101:0.73 108:0.63 123:0.61 124:0.52 126:0.32 127:0.21 129:0.05 133:0.39 135:0.95 144:0.85 145:0.47 146:0.39 147:0.34 149:0.52 150:0.62 154:0.68 159:0.27 163:0.89 172:0.21 173:0.86 177:0.05 178:0.55 179:0.81 187:0.68 195:0.65 212:0.30 215:0.84 216:0.88 222:0.99 235:0.12 241:0.05 242:0.63 243:0.37 245:0.46 247:0.35 253:0.36 257:0.65 259:0.21 265:0.39 266:0.27 267:0.91 271:0.19 276:0.26 297:0.36 300:0.25\n2 11:0.88 12:0.51 17:0.22 21:0.78 27:0.33 30:0.76 34:1.00 36:0.43 37:0.69 43:0.85 66:0.64 69:0.61 70:0.29 74:0.61 85:0.85 91:0.15 98:0.56 101:0.79 108:0.47 122:0.43 123:0.45 124:0.42 127:0.29 129:0.05 133:0.39 135:0.51 144:0.85 145:0.61 146:0.54 147:0.60 149:0.75 154:0.82 159:0.31 163:0.81 172:0.32 173:0.68 177:0.38 178:0.55 179:0.84 187:0.68 212:0.52 216:0.76 222:0.99 235:0.52 241:0.27 242:0.73 243:0.69 245:0.43 247:0.30 253:0.48 259:0.21 265:0.58 266:0.23 267:0.65 271:0.19 276:0.28 300:0.25\n1 11:0.88 12:0.51 17:0.08 21:0.13 27:0.69 30:0.62 32:0.72 34:0.82 36:0.37 37:0.44 43:0.76 55:0.84 66:0.47 69:0.79 70:0.34 74:0.40 81:0.83 85:0.72 91:0.48 98:0.37 101:0.73 108:0.63 123:0.61 124:0.52 126:0.32 127:0.21 129:0.05 133:0.39 135:0.94 144:0.85 145:0.47 146:0.39 147:0.34 149:0.52 150:0.62 154:0.68 159:0.27 163:0.89 172:0.21 173:0.86 177:0.05 178:0.55 179:0.81 187:0.68 195:0.65 212:0.30 215:0.84 216:0.25 222:0.99 235:0.12 241:0.05 242:0.63 243:0.37 245:0.46 247:0.35 253:0.36 257:0.65 259:0.21 265:0.39 266:0.27 267:0.88 271:0.19 276:0.26 297:0.36 300:0.25\n2 11:0.88 12:0.51 17:0.82 21:0.78 27:1.00 30:0.76 34:0.50 36:0.60 37:0.40 43:0.82 60:0.87 66:0.72 69:0.68 70:0.22 74:0.63 83:0.83 85:0.80 91:0.31 98:0.17 101:0.75 108:0.52 122:0.41 123:0.50 127:0.10 129:0.05 135:0.20 144:0.85 145:0.82 146:0.24 147:0.30 149:0.65 154:0.77 155:0.67 158:0.87 159:0.11 172:0.27 173:0.71 177:0.38 178:0.55 179:0.13 187:0.39 192:0.59 208:0.64 212:0.78 216:0.10 222:0.99 235:0.52 241:0.61 242:0.45 243:0.75 247:0.35 253:0.49 259:0.21 265:0.19 266:0.17 267:0.23 271:0.19 276:0.23 279:0.86 283:0.71 300:0.18\n1 8:0.60 11:0.88 12:0.51 17:0.32 20:0.99 21:0.78 27:0.14 30:0.95 34:0.28 36:0.35 37:0.67 43:0.82 55:0.59 66:0.99 69:0.60 70:0.15 74:0.43 78:0.86 85:0.72 91:0.42 98:0.97 100:0.73 101:0.69 104:0.82 106:0.81 108:0.46 111:0.83 120:0.58 123:0.44 127:0.75 129:0.05 135:0.78 140:0.45 144:0.85 145:0.52 146:0.99 147:0.99 149:0.94 151:0.52 152:0.90 153:0.48 154:0.77 159:0.82 162:0.86 164:0.55 169:0.72 172:0.98 173:0.38 177:0.38 179:0.13 186:0.86 187:0.39 190:0.77 202:0.36 206:0.81 212:0.94 216:0.93 220:0.87 222:0.99 235:0.12 241:0.53 242:0.82 243:0.99 247:0.39 248:0.52 253:0.38 256:0.45 259:0.21 260:0.58 261:0.84 265:0.97 266:0.23 267:0.97 268:0.46 271:0.19 276:0.96 285:0.50 300:0.43\n1 11:0.88 12:0.51 17:0.40 21:0.78 27:0.43 30:0.76 34:0.88 36:0.19 37:0.35 43:0.21 66:0.20 69:0.98 70:0.22 74:0.32 85:0.80 91:0.01 98:0.05 101:0.64 108:0.97 122:0.41 123:0.97 124:0.73 127:0.11 129:0.59 133:0.64 135:0.76 144:0.85 145:0.44 146:0.13 147:0.05 149:0.19 154:0.14 159:0.46 163:0.88 172:0.10 173:0.86 177:0.05 178:0.55 179:0.23 187:0.95 212:0.42 216:0.82 222:0.99 235:0.42 242:0.45 243:0.26 245:0.40 247:0.35 253:0.29 257:0.65 259:0.21 265:0.05 266:0.23 267:0.36 271:0.19 276:0.18 300:0.18\n1 8:0.82 11:0.88 12:0.51 17:0.93 21:0.78 27:0.44 30:0.86 34:0.78 36:0.67 37:0.45 43:0.58 55:0.52 66:0.97 69:0.84 70:0.23 74:0.42 85:0.80 91:0.46 98:0.50 101:0.69 108:0.69 123:0.67 124:0.36 127:0.26 129:0.05 133:0.39 135:0.68 144:0.85 145:0.56 146:0.95 147:0.96 149:0.91 154:0.47 159:0.86 172:0.97 173:0.52 177:0.38 178:0.55 179:0.12 187:0.21 212:0.94 216:0.41 222:0.99 235:0.95 242:0.82 243:0.97 245:0.80 247:0.47 253:0.37 259:0.21 265:0.51 266:0.23 267:0.69 271:0.19 276:0.89 300:0.55\n2 11:0.88 12:0.51 17:0.05 21:0.13 27:0.33 30:0.62 32:0.72 34:0.76 36:0.36 37:0.41 43:0.76 55:0.84 66:0.47 69:0.79 70:0.34 74:0.40 81:0.83 85:0.72 91:0.44 98:0.37 101:0.73 108:0.63 123:0.61 124:0.52 126:0.32 127:0.21 129:0.05 133:0.39 135:0.95 144:0.85 145:0.47 146:0.40 147:0.34 149:0.52 150:0.62 154:0.67 159:0.27 163:0.89 172:0.21 173:0.86 177:0.05 178:0.55 179:0.81 187:0.68 195:0.65 212:0.30 215:0.84 216:0.88 222:0.99 235:0.12 241:0.12 242:0.63 243:0.37 245:0.46 247:0.35 253:0.36 257:0.65 259:0.21 265:0.39 266:0.27 267:0.91 271:0.19 276:0.26 297:0.36 300:0.25\n2 6:0.83 7:0.76 8:0.85 11:0.88 12:0.51 17:0.36 20:0.99 21:0.40 27:0.21 30:0.33 34:0.59 36:0.79 37:0.74 43:0.90 66:0.12 69:0.12 70:0.69 74:0.53 78:1.00 81:0.61 85:0.80 91:0.37 98:0.21 100:0.98 101:0.71 104:0.84 106:0.81 108:0.10 111:0.99 120:0.81 122:0.43 123:0.92 124:0.72 126:0.32 127:0.40 129:0.59 133:0.64 135:0.24 140:0.45 144:0.85 146:0.29 147:0.35 149:0.67 150:0.45 151:0.70 152:0.90 153:0.91 154:0.89 159:0.81 162:0.57 164:0.79 169:0.98 172:0.21 173:0.09 177:0.38 179:0.86 186:1.00 187:0.39 189:0.85 190:0.77 202:0.76 206:0.81 212:0.42 215:0.67 216:0.95 220:0.62 222:0.99 230:0.78 233:0.69 235:0.42 238:0.89 241:0.47 242:0.45 243:0.49 245:0.48 247:0.47 248:0.73 253:0.43 256:0.73 259:0.21 260:0.81 261:0.96 265:0.15 266:0.38 267:0.59 268:0.75 271:0.19 276:0.24 277:0.69 283:0.71 285:0.50 297:0.36 300:0.43\n2 6:0.96 8:0.85 9:0.80 11:0.57 12:0.69 17:0.03 20:0.99 21:0.78 27:0.59 28:0.66 30:0.89 32:0.80 34:0.53 36:0.57 37:0.31 39:0.79 41:0.98 43:0.76 55:0.92 60:0.95 66:0.61 69:0.76 70:0.15 74:0.77 77:0.70 78:0.88 83:0.89 85:0.80 91:0.81 96:0.97 98:0.73 100:0.92 101:0.78 108:0.60 111:0.88 120:0.93 122:0.57 123:0.57 124:0.43 127:0.48 129:0.05 133:0.39 135:0.61 140:0.45 145:0.91 146:0.58 147:0.05 149:0.61 151:0.98 152:0.92 153:0.93 154:0.67 155:0.67 158:0.87 159:0.30 161:0.82 162:0.52 163:0.81 164:0.92 167:0.99 169:0.89 172:0.27 173:0.91 177:0.05 179:0.93 181:0.56 186:0.88 189:0.97 191:0.85 192:0.59 195:0.58 202:0.92 208:0.64 212:0.30 216:0.52 222:0.48 235:0.60 238:0.93 241:0.94 242:0.63 243:0.23 245:0.42 247:0.35 248:0.97 253:0.97 255:0.79 256:0.90 257:0.65 259:0.21 260:0.94 261:0.90 265:0.73 266:0.27 267:0.79 268:0.90 276:0.27 279:0.86 282:0.88 283:0.71 285:0.62 299:0.88 300:0.13\n2 1:0.74 9:0.80 11:0.57 12:0.69 17:0.08 21:0.40 27:0.28 28:0.66 30:0.62 34:0.29 36:0.86 37:0.55 39:0.79 41:0.90 43:0.98 66:0.61 69:0.15 70:0.34 74:0.58 81:0.60 83:0.78 85:0.80 91:0.53 96:0.85 98:0.26 101:0.76 108:0.12 114:0.82 120:0.76 122:0.43 123:0.12 124:0.43 126:0.54 127:0.39 129:0.05 133:0.39 135:0.39 140:0.45 146:0.30 147:0.36 149:0.72 150:0.76 151:0.92 153:0.72 154:0.98 155:0.67 159:0.39 161:0.82 162:0.59 164:0.73 165:0.83 167:0.87 172:0.27 173:0.25 176:0.73 177:0.38 179:0.92 181:0.56 187:0.21 192:0.59 201:0.74 202:0.68 208:0.64 212:0.84 215:0.67 216:0.67 222:0.48 235:0.52 241:0.74 242:0.63 243:0.68 245:0.42 247:0.35 248:0.83 253:0.83 255:0.79 256:0.64 259:0.21 260:0.76 265:0.28 266:0.17 267:0.28 268:0.68 276:0.15 285:0.62 290:0.82 297:0.36 300:0.25\n2 1:0.74 6:0.96 8:0.92 9:0.80 11:0.57 12:0.69 17:0.02 20:0.80 21:0.13 27:0.28 28:0.66 30:0.76 34:0.28 36:0.41 37:0.55 39:0.79 41:0.90 43:0.83 66:0.36 69:0.65 70:0.22 74:0.50 78:0.81 81:0.75 83:0.81 85:0.80 91:0.42 96:0.89 98:0.29 100:0.87 101:0.75 108:0.80 111:0.82 114:0.92 120:0.89 122:0.41 123:0.79 124:0.57 126:0.54 127:0.50 129:0.59 133:0.47 135:0.56 140:0.80 146:0.13 147:0.18 149:0.59 150:0.84 151:0.93 152:0.98 153:0.78 154:0.80 155:0.67 159:0.48 161:0.82 162:0.59 163:0.89 164:0.87 165:0.88 167:0.76 169:0.99 172:0.16 173:0.66 176:0.73 177:0.38 179:0.96 181:0.56 186:0.82 187:0.39 192:0.59 201:0.74 202:0.84 208:0.64 212:0.42 215:0.84 216:0.67 220:0.74 222:0.48 235:0.22 241:0.63 242:0.45 243:0.40 245:0.43 247:0.35 248:0.88 253:0.87 255:0.79 256:0.84 259:0.21 260:0.89 261:0.98 265:0.31 266:0.23 267:0.44 268:0.84 276:0.15 283:0.82 285:0.62 290:0.92 297:0.36 300:0.18\n1 8:0.65 11:0.57 12:0.69 17:0.24 21:0.78 27:0.45 28:0.66 30:0.20 34:0.66 36:0.25 37:0.50 39:0.79 43:0.76 55:0.71 66:0.24 69:0.76 70:0.97 74:0.61 85:0.72 91:0.08 98:0.31 101:0.69 108:0.60 123:0.57 124:0.89 127:0.38 129:0.05 133:0.89 135:0.78 145:0.42 146:0.61 147:0.67 149:0.69 154:0.68 159:0.76 161:0.82 167:0.68 172:0.51 173:0.58 177:0.38 178:0.55 179:0.40 181:0.56 187:0.68 212:0.48 216:0.77 222:0.48 235:0.60 241:0.35 242:0.78 243:0.44 245:0.70 247:0.55 253:0.48 259:0.21 265:0.33 266:0.87 267:0.44 276:0.68 300:0.94\n2 1:0.74 6:0.96 7:0.81 8:0.86 9:0.80 11:0.57 12:0.69 17:0.32 20:0.99 21:0.30 27:0.21 28:0.66 30:0.17 34:0.34 36:0.84 37:0.74 39:0.79 41:0.92 43:0.98 55:0.71 60:0.95 66:0.35 69:0.12 70:0.90 74:0.88 78:0.87 81:0.65 83:0.82 85:0.91 91:0.62 96:0.92 98:0.62 100:0.89 101:0.77 104:0.84 106:0.81 108:0.10 111:0.86 114:0.86 117:0.86 120:0.85 121:0.90 123:0.10 124:0.82 126:0.54 127:0.64 129:0.89 133:0.83 135:0.30 140:0.45 146:0.91 147:0.92 149:0.85 150:0.79 151:0.96 152:1.00 153:0.86 154:0.98 155:0.67 158:0.92 159:0.81 161:0.82 162:0.73 164:0.80 165:0.84 167:0.63 169:0.84 172:0.75 173:0.09 176:0.73 177:0.38 179:0.32 181:0.56 186:0.87 187:0.39 189:0.99 192:0.59 201:0.74 202:0.72 204:0.89 206:0.81 208:0.64 212:0.42 215:0.72 216:0.95 222:0.48 230:0.87 232:0.91 233:0.76 235:0.42 238:0.91 241:0.12 242:0.57 243:0.51 245:0.85 247:0.60 248:0.91 253:0.93 255:0.79 256:0.73 259:0.21 260:0.86 261:0.89 265:0.63 266:0.84 267:0.87 268:0.76 276:0.81 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.70\n1 1:0.74 6:0.96 7:0.81 8:0.62 9:0.80 11:0.57 12:0.69 17:0.38 20:0.99 21:0.47 27:0.21 28:0.66 30:0.13 34:0.53 36:0.87 37:0.74 39:0.79 43:0.79 55:0.42 66:0.20 69:0.17 70:0.83 74:0.91 76:0.85 78:0.80 81:0.54 85:0.80 91:0.22 96:0.76 98:0.50 100:0.82 101:0.73 104:0.92 106:0.81 108:0.14 111:0.79 114:0.80 117:0.86 120:0.65 122:0.43 123:0.83 124:0.79 126:0.54 127:0.57 129:0.89 133:0.78 135:0.20 140:0.45 146:0.66 147:0.71 149:0.72 150:0.64 151:0.69 152:1.00 153:0.48 154:0.92 155:0.67 158:0.86 159:0.67 161:0.82 162:0.65 164:0.69 167:0.65 169:0.84 172:0.61 173:0.15 176:0.73 177:0.38 179:0.41 181:0.56 186:0.81 187:0.39 192:0.59 201:0.74 202:0.61 204:0.89 206:0.81 208:0.64 212:0.40 215:0.63 216:0.95 220:0.82 222:0.48 230:0.83 232:0.85 233:0.66 235:0.60 241:0.21 242:0.43 243:0.48 245:0.82 247:0.55 248:0.69 253:0.82 255:0.79 256:0.58 259:0.21 260:0.65 261:0.89 265:0.46 266:0.63 267:0.52 268:0.62 276:0.74 279:0.86 283:0.71 285:0.62 290:0.80 297:0.36 300:0.55\n3 1:0.74 6:0.96 8:0.93 9:0.80 11:0.57 12:0.69 20:0.98 21:0.05 27:0.28 28:0.66 30:0.58 34:0.44 36:0.60 37:0.55 39:0.79 41:1.00 43:0.83 60:0.95 66:0.18 69:0.65 70:0.60 74:0.64 78:0.97 81:0.81 83:0.90 85:0.85 91:0.97 96:0.99 98:0.17 100:1.00 101:0.72 108:0.95 111:1.00 114:0.95 120:0.98 122:0.41 123:0.95 124:0.82 126:0.54 127:0.83 129:0.81 133:0.76 135:0.42 138:0.99 140:0.45 146:0.13 147:0.18 149:0.58 150:0.88 151:1.00 152:0.98 153:0.99 154:0.80 155:0.67 158:0.92 159:0.87 161:0.82 162:0.65 163:0.90 164:0.98 165:0.90 167:0.98 169:0.99 172:0.16 173:0.38 176:0.73 177:0.38 179:0.89 181:0.56 186:0.96 189:0.97 191:0.89 192:0.59 201:0.74 202:0.96 208:0.64 212:0.37 215:0.91 216:0.67 222:0.48 235:0.12 238:0.98 241:0.90 242:0.16 243:0.29 245:0.48 247:0.60 248:0.99 253:0.99 255:0.79 256:0.97 259:0.21 260:0.98 261:0.98 265:0.18 266:0.47 267:0.92 268:0.97 276:0.32 279:0.86 283:0.82 285:0.62 290:0.95 297:0.36 300:0.43\n1 1:0.68 7:0.70 8:0.75 9:0.73 10:0.88 11:0.86 12:0.20 17:0.85 18:0.98 21:0.54 22:0.93 27:0.51 29:0.91 30:0.75 31:0.93 32:0.72 34:0.42 36:0.66 37:0.46 39:0.55 43:0.32 44:0.92 45:0.98 47:0.93 64:0.77 66:0.98 69:0.75 70:0.32 71:0.63 74:0.84 77:0.89 79:0.93 81:0.63 83:0.69 86:0.96 91:0.37 96:0.80 98:0.91 99:0.95 101:0.65 108:0.59 114:0.74 117:0.86 122:0.86 123:0.56 126:0.51 127:0.51 129:0.05 135:0.28 137:0.93 139:0.96 140:0.45 144:0.85 145:0.83 146:0.96 147:0.97 149:0.88 150:0.57 151:0.85 153:0.48 154:0.18 155:0.58 159:0.67 162:0.86 165:0.65 170:0.82 172:0.96 173:0.66 174:0.88 176:0.63 177:0.88 179:0.17 187:0.39 190:0.95 192:0.86 195:0.85 196:0.97 197:0.86 201:0.65 202:0.36 204:0.85 208:0.61 212:0.92 215:0.58 216:0.39 222:0.60 230:0.73 232:0.88 233:0.76 235:0.88 239:0.87 241:0.50 242:0.57 243:0.99 244:0.83 247:0.74 248:0.76 253:0.85 255:0.72 256:0.45 259:0.21 262:0.93 265:0.91 266:0.47 267:0.28 268:0.46 271:0.78 276:0.92 281:0.91 282:0.80 284:0.88 285:0.50 290:0.74 297:0.36 300:0.43\n2 1:0.66 10:0.84 11:0.84 12:0.20 17:0.15 18:0.69 21:0.30 22:0.93 27:0.38 29:0.91 30:0.33 32:0.67 34:0.64 36:0.17 37:0.66 39:0.55 43:0.30 44:0.88 45:0.73 47:0.93 64:0.77 66:0.45 69:0.85 70:0.36 71:0.63 74:0.44 77:0.89 81:0.63 83:0.56 86:0.69 91:0.54 98:0.16 99:0.83 101:0.47 108:0.71 114:0.82 117:0.86 122:0.85 123:0.69 124:0.66 126:0.51 127:0.24 129:0.05 133:0.60 135:0.96 139:0.72 144:0.85 145:0.47 146:0.23 147:0.18 149:0.20 150:0.56 154:0.23 155:0.51 158:0.72 159:0.37 165:0.65 170:0.82 172:0.27 173:0.87 174:0.79 175:0.75 176:0.63 177:0.38 178:0.55 179:0.75 187:0.87 192:0.51 195:0.72 197:0.82 201:0.64 208:0.61 212:0.42 215:0.72 216:0.66 222:0.60 232:0.86 235:0.60 239:0.83 241:0.18 242:0.19 243:0.32 244:0.83 245:0.47 247:0.55 253:0.58 254:0.88 257:0.84 259:0.21 262:0.93 265:0.17 266:0.38 267:0.28 271:0.78 276:0.28 277:0.69 282:0.75 290:0.82 297:0.36 300:0.25\n0 1:0.59 10:0.82 11:0.84 12:0.20 17:0.08 18:0.90 21:0.40 22:0.93 27:0.42 29:0.91 30:0.14 34:0.83 36:0.55 37:0.72 39:0.55 43:0.56 45:0.83 47:0.93 64:0.77 66:0.53 69:0.44 70:0.96 71:0.63 74:0.52 81:0.50 83:0.56 86:0.80 91:0.23 97:0.94 98:0.71 99:0.83 101:0.47 108:0.34 114:0.76 117:0.86 123:0.32 124:0.52 126:0.32 127:0.78 129:0.05 133:0.36 135:0.93 139:0.79 144:0.85 146:0.77 147:0.81 149:0.60 150:0.44 154:0.45 155:0.47 158:0.75 159:0.56 165:0.65 170:0.82 172:0.63 173:0.41 174:0.79 176:0.62 177:0.88 178:0.55 179:0.59 187:0.87 192:0.45 197:0.82 201:0.56 208:0.50 212:0.80 216:0.55 219:0.90 222:0.60 232:0.85 235:0.52 239:0.82 241:0.02 242:0.38 243:0.62 244:0.93 245:0.81 247:0.79 253:0.57 259:0.21 262:0.93 265:0.72 266:0.63 267:0.28 271:0.78 276:0.57 279:0.78 290:0.76 292:0.95 300:0.84\n1 1:0.66 10:0.84 11:0.84 12:0.20 17:0.20 18:0.72 21:0.30 22:0.93 27:0.38 29:0.91 30:0.58 32:0.67 34:0.75 36:0.17 37:0.66 39:0.55 43:0.31 44:0.88 45:0.77 47:0.93 64:0.77 66:0.61 69:0.85 70:0.44 71:0.63 74:0.48 77:0.89 81:0.63 83:0.56 86:0.71 91:0.37 98:0.26 99:0.83 101:0.47 108:0.71 114:0.82 117:0.86 122:0.86 123:0.69 124:0.47 126:0.51 127:0.16 129:0.05 133:0.43 135:0.93 139:0.73 144:0.85 145:0.47 146:0.38 147:0.18 149:0.28 150:0.56 154:0.23 155:0.51 158:0.72 159:0.26 165:0.65 170:0.82 172:0.37 173:0.83 174:0.79 175:0.75 176:0.63 177:0.38 178:0.55 179:0.44 187:0.87 192:0.51 195:0.78 197:0.82 201:0.64 208:0.61 212:0.37 215:0.72 216:0.66 222:0.60 232:0.86 235:0.60 239:0.83 241:0.02 242:0.40 243:0.29 244:0.83 245:0.52 247:0.55 253:0.59 254:0.88 257:0.84 259:0.21 262:0.93 265:0.28 266:0.47 267:0.44 271:0.78 276:0.27 277:0.69 282:0.75 290:0.82 297:0.36 300:0.33\n0 1:0.64 8:0.60 9:0.73 10:0.82 11:0.84 12:0.20 17:0.67 18:0.94 27:0.72 29:0.91 30:0.54 31:0.93 34:0.36 36:1.00 37:0.42 39:0.55 43:0.57 45:0.83 55:0.71 64:0.77 66:0.90 69:0.05 70:0.43 71:0.63 74:0.52 79:0.93 81:0.60 83:0.56 86:0.84 91:0.54 96:0.80 97:0.89 98:0.94 99:0.83 101:0.47 108:0.05 114:0.92 122:0.92 123:0.05 126:0.32 127:0.63 129:0.05 135:0.94 137:0.93 139:0.81 140:0.45 144:0.85 146:0.82 147:0.85 149:0.49 150:0.55 151:0.85 153:0.48 154:0.51 155:0.56 158:0.75 159:0.38 162:0.86 165:0.65 170:0.82 172:0.71 173:0.19 174:0.79 176:0.62 177:0.88 179:0.61 187:0.39 190:0.95 192:0.55 196:0.94 197:0.82 201:0.60 202:0.36 208:0.50 212:0.72 216:0.04 219:0.90 222:0.60 232:0.92 235:0.05 239:0.82 241:0.15 242:0.44 243:0.90 244:0.83 247:0.79 248:0.76 253:0.80 254:0.80 255:0.72 256:0.45 259:0.21 265:0.94 266:0.47 267:0.52 268:0.46 271:0.78 276:0.60 279:0.76 284:0.88 285:0.50 290:0.92 292:0.95 300:0.33\n0 1:0.60 8:0.66 9:0.72 10:0.84 11:0.84 12:0.20 17:0.47 18:0.98 21:0.59 22:0.93 27:0.38 29:0.91 30:0.70 31:0.90 32:0.66 34:0.75 36:0.28 37:0.66 39:0.55 43:0.31 44:0.88 45:0.98 47:0.93 64:0.77 66:0.68 69:0.77 70:0.72 71:0.63 74:0.75 77:0.70 79:0.90 81:0.53 83:0.56 86:0.92 91:0.33 96:0.74 97:0.89 98:0.76 99:0.83 101:0.47 108:0.60 114:0.71 117:0.86 122:0.91 123:0.57 124:0.46 126:0.51 127:0.58 129:0.05 133:0.45 135:0.98 137:0.90 139:0.91 140:0.45 144:0.85 145:0.52 146:0.96 147:0.96 149:0.84 150:0.45 151:0.65 153:0.48 154:0.16 155:0.56 158:0.75 159:0.80 162:0.86 165:0.65 170:0.82 172:0.94 173:0.59 174:0.86 176:0.63 177:0.88 179:0.18 187:0.39 190:0.95 192:0.56 195:0.92 196:0.94 197:0.86 201:0.59 202:0.36 208:0.61 212:0.71 215:0.55 216:0.66 219:0.90 220:0.74 222:0.60 232:0.86 235:0.80 239:0.83 241:0.02 242:0.54 243:0.72 244:0.83 245:0.97 247:0.88 248:0.63 253:0.72 255:0.71 256:0.45 259:0.21 262:0.93 265:0.76 266:0.80 267:0.59 268:0.46 271:0.78 276:0.92 279:0.76 282:0.75 284:0.88 285:0.50 290:0.71 292:0.95 297:0.36 300:0.84\n0 1:0.57 7:0.70 10:0.81 11:0.84 12:0.20 17:0.61 18:0.86 21:0.59 22:0.93 27:0.34 29:0.91 30:0.76 34:0.66 36:0.79 37:0.46 39:0.55 43:0.40 44:0.88 45:0.90 47:0.93 64:0.77 66:0.09 69:0.65 70:0.46 71:0.63 74:0.62 77:0.70 81:0.45 83:0.56 86:0.81 91:0.20 97:0.97 98:0.20 99:0.83 101:0.47 108:0.49 114:0.69 117:0.86 122:0.86 123:0.85 124:0.91 126:0.32 127:0.45 129:0.95 133:0.90 135:0.32 139:0.85 144:0.85 145:0.59 146:0.33 147:0.39 149:0.61 150:0.40 154:0.30 155:0.56 158:0.77 159:0.81 163:0.81 165:0.65 170:0.82 172:0.32 173:0.40 174:0.79 175:0.91 176:0.62 177:0.38 178:0.55 179:0.56 187:0.87 192:0.57 195:0.95 197:0.80 201:0.55 204:0.85 208:0.61 212:0.27 216:0.53 219:0.91 222:0.60 230:0.72 232:0.86 233:0.65 235:0.74 239:0.80 241:0.24 242:0.58 243:0.37 244:0.93 245:0.62 247:0.47 253:0.56 257:0.84 259:0.21 262:0.93 265:0.18 266:0.80 267:0.65 271:0.78 276:0.58 277:0.87 279:0.81 281:0.86 282:0.74 283:0.82 290:0.69 292:0.95 300:0.55\n0 1:0.63 8:0.77 9:0.73 10:0.83 11:0.84 12:0.20 17:0.83 18:0.93 21:0.05 27:0.55 29:0.91 30:0.72 31:0.95 34:0.20 36:0.94 37:0.44 39:0.55 43:0.48 44:0.88 45:0.94 64:0.77 66:0.45 69:0.54 70:0.39 71:0.63 74:0.65 77:0.70 79:0.95 81:0.57 83:0.56 86:0.87 91:0.25 96:0.85 98:0.68 99:0.83 101:0.47 108:0.41 114:0.89 122:0.91 123:0.40 124:0.84 126:0.32 127:0.69 129:0.59 133:0.87 135:0.95 137:0.95 139:0.86 140:0.45 144:0.85 145:0.65 146:0.92 147:0.93 149:0.74 150:0.53 151:0.85 153:0.48 154:0.37 155:0.56 159:0.80 162:0.86 163:0.81 165:0.65 170:0.82 172:0.73 173:0.33 174:0.83 175:0.75 176:0.62 177:0.70 179:0.40 187:0.39 190:0.95 191:0.80 192:0.56 195:0.91 196:0.96 197:0.84 201:0.59 202:0.50 204:0.83 208:0.50 212:0.30 216:0.37 222:0.60 232:0.87 235:0.12 239:0.82 241:0.12 242:0.54 243:0.58 244:0.93 245:0.77 247:0.76 248:0.82 253:0.84 255:0.72 256:0.58 257:0.65 259:0.21 265:0.68 266:0.84 267:0.44 268:0.59 271:0.78 276:0.76 277:0.69 281:0.91 282:0.74 284:0.92 285:0.50 290:0.89 300:0.33\n1 1:0.61 10:0.87 11:0.84 12:0.20 17:0.24 18:0.70 21:0.22 27:0.13 29:0.91 30:0.62 34:0.50 36:0.22 37:0.79 39:0.55 43:0.37 44:0.88 45:0.73 64:0.77 66:0.75 69:0.67 70:0.34 71:0.63 74:0.49 77:0.70 81:0.53 83:0.56 86:0.73 91:0.35 98:0.53 99:0.83 101:0.47 108:0.51 114:0.82 122:0.86 123:0.49 126:0.32 127:0.16 129:0.05 135:0.87 139:0.76 144:0.85 145:0.54 146:0.40 147:0.47 149:0.22 150:0.48 154:0.50 155:0.51 159:0.15 165:0.65 170:0.82 172:0.32 173:0.84 174:0.79 176:0.62 177:0.88 178:0.55 179:0.63 187:0.95 192:0.49 195:0.57 197:0.82 201:0.58 204:0.81 208:0.50 212:0.30 216:0.83 222:0.60 235:0.31 239:0.85 241:0.12 242:0.33 243:0.77 244:0.61 247:0.39 253:0.59 254:0.93 259:0.21 265:0.55 266:0.27 267:0.44 271:0.78 276:0.18 281:0.91 282:0.74 290:0.82 300:0.25\n1 8:0.66 12:0.20 17:0.51 18:0.62 21:0.78 27:0.25 29:0.98 30:0.72 34:0.47 36:0.97 37:0.56 39:0.86 43:0.12 55:0.52 66:0.61 69:0.84 70:0.56 74:0.41 86:0.67 91:0.10 98:0.31 108:0.84 123:0.83 124:0.55 127:0.21 129:0.59 133:0.64 135:0.91 139:0.65 146:0.23 147:0.05 149:0.21 154:0.46 159:0.59 172:0.65 173:0.69 175:0.75 177:0.05 178:0.55 179:0.31 187:0.95 212:0.75 216:0.87 222:0.84 235:0.05 241:0.07 242:0.72 243:0.10 244:0.61 245:0.70 247:0.60 253:0.32 254:0.74 257:0.84 259:0.21 265:0.33 266:0.63 267:0.52 276:0.53 277:0.69 300:0.70\n0 12:0.20 17:0.53 18:0.87 21:0.74 27:0.40 29:0.98 30:0.21 34:0.93 36:0.72 37:0.83 39:0.86 43:0.14 55:0.52 66:0.25 69:0.60 70:0.88 74:0.59 81:0.23 86:0.81 91:0.10 98:0.55 108:0.80 114:0.54 122:0.77 123:0.79 124:0.83 126:0.26 127:0.52 129:0.59 133:0.82 135:0.88 139:0.77 146:0.29 147:0.35 149:0.32 150:0.23 154:0.14 159:0.76 172:0.57 173:0.41 175:0.75 176:0.61 177:0.38 178:0.55 179:0.41 187:0.68 212:0.41 216:0.30 222:0.84 235:0.88 241:0.10 242:0.72 243:0.16 244:0.61 245:0.78 247:0.79 253:0.39 254:0.94 257:0.65 259:0.21 265:0.56 266:0.84 267:0.36 276:0.72 277:0.87 290:0.54 300:0.70\n2 8:0.79 12:0.20 17:0.30 18:0.66 21:0.78 27:0.48 29:0.98 30:0.11 34:0.76 36:0.74 37:0.47 39:0.86 43:0.12 55:0.59 66:0.09 69:1.00 70:0.98 74:0.48 86:0.67 91:0.02 98:0.18 108:0.96 123:0.96 124:0.99 127:0.86 129:0.05 133:0.99 135:0.37 139:0.65 146:0.63 147:0.63 149:0.35 154:0.10 159:0.99 172:0.75 173:0.96 177:0.05 178:0.55 179:0.15 187:0.95 212:0.26 216:0.74 222:0.84 235:0.68 241:0.03 242:0.55 243:0.16 244:0.61 245:0.87 247:0.94 253:0.34 254:0.92 257:0.84 259:0.21 265:0.20 266:1.00 267:0.23 276:0.95 277:0.87 300:0.94\n0 12:0.20 17:0.78 18:0.87 21:0.78 27:0.72 29:0.98 30:0.32 34:0.69 36:0.52 37:0.70 39:0.86 43:0.07 55:0.59 66:0.12 69:0.93 70:0.94 74:0.40 86:0.86 91:0.11 98:0.20 108:0.93 122:0.86 123:0.86 124:0.92 127:0.19 129:0.59 133:0.91 135:0.30 139:0.81 146:0.72 147:0.76 149:0.15 154:0.20 159:0.87 172:0.57 173:0.64 177:0.70 178:0.55 179:0.16 187:0.39 212:0.27 216:0.11 222:0.84 235:0.12 241:0.03 242:0.32 243:0.32 245:0.79 247:0.84 253:0.31 254:0.97 259:0.21 265:0.22 266:0.91 267:0.23 276:0.78 300:0.94\n0 12:0.20 17:0.49 18:0.89 21:0.78 27:0.40 29:0.98 30:0.33 34:0.94 36:0.61 37:0.83 39:0.86 43:0.14 55:0.52 66:0.13 69:0.60 70:0.86 74:0.33 86:0.82 91:0.14 98:0.25 108:0.66 122:0.86 123:0.89 124:0.85 127:0.50 129:0.05 133:0.82 135:0.92 139:0.79 146:0.29 147:0.35 149:0.24 154:0.10 159:0.71 172:0.27 173:0.44 175:0.75 177:0.38 178:0.55 179:0.70 187:0.68 212:0.18 216:0.30 222:0.84 235:0.84 241:0.10 242:0.54 243:0.28 244:0.83 245:0.58 247:0.74 253:0.28 257:0.65 259:0.21 265:0.17 266:0.75 267:0.44 276:0.47 277:0.87 300:0.70\n0 12:0.20 17:0.38 18:0.75 21:0.78 27:0.43 29:0.98 30:0.17 34:0.55 36:0.73 37:0.53 39:0.86 43:0.12 55:0.92 66:0.08 69:0.73 70:0.71 74:0.70 86:0.71 91:0.03 98:0.34 108:0.93 117:0.86 122:0.77 123:0.85 124:0.96 127:0.80 129:0.93 133:0.96 135:0.88 139:0.69 146:0.62 147:0.67 149:0.35 154:0.09 159:0.92 172:0.61 173:0.39 175:0.75 177:0.38 178:0.55 179:0.27 187:0.68 212:0.23 216:0.81 222:0.84 232:0.85 241:0.07 242:0.77 243:0.17 244:0.61 245:0.82 247:0.74 253:0.41 254:0.97 257:0.65 259:0.21 265:0.30 266:0.96 267:0.44 276:0.86 277:0.69 300:0.43\n0 12:0.20 17:0.26 18:0.65 21:0.78 27:0.67 29:0.98 30:0.76 34:1.00 36:0.43 37:0.23 39:0.86 43:0.13 55:0.84 66:0.64 69:0.68 70:0.15 74:0.32 86:0.65 91:0.23 98:0.57 104:0.87 106:0.81 108:0.52 122:0.83 123:0.50 127:0.17 129:0.05 135:0.51 139:0.63 146:0.54 147:0.60 149:0.10 154:0.10 159:0.19 163:0.94 172:0.16 173:0.77 177:0.70 178:0.55 179:0.91 187:0.39 206:0.81 212:0.95 216:0.42 222:0.84 235:0.68 241:0.41 242:0.82 243:0.69 244:0.83 247:0.12 253:0.27 259:0.21 265:0.58 266:0.12 267:0.44 276:0.18 283:0.78 300:0.13\n0 11:0.64 12:0.20 17:0.70 18:0.65 21:0.78 27:0.72 29:0.98 30:0.45 34:0.74 36:0.55 39:0.86 43:0.59 45:0.66 55:0.45 66:0.82 69:0.69 70:0.61 74:0.46 86:0.65 91:0.23 98:0.72 101:0.52 108:0.52 122:0.41 123:0.50 127:0.22 129:0.05 135:0.34 139:0.63 146:0.55 147:0.61 149:0.29 154:0.50 159:0.20 172:0.48 173:0.85 177:0.70 178:0.55 179:0.64 187:0.21 212:0.50 216:0.08 222:0.84 235:0.02 241:0.50 242:0.33 243:0.83 244:0.61 247:0.55 253:0.34 259:0.21 265:0.72 266:0.38 267:0.44 276:0.38 300:0.43\n1 12:0.20 17:0.75 18:0.85 21:0.78 27:0.72 29:0.98 30:0.28 34:0.31 36:0.74 39:0.86 43:0.16 55:0.52 66:0.87 69:0.36 70:0.54 74:0.60 86:0.90 91:0.76 98:0.91 108:0.28 122:0.80 123:0.27 127:0.51 129:0.05 135:0.18 139:0.85 146:0.80 147:0.83 149:0.15 154:0.61 159:0.36 172:0.63 173:0.46 177:0.70 178:0.55 179:0.68 187:0.21 212:0.55 216:0.01 222:0.84 235:0.05 241:0.77 242:0.40 243:0.88 247:0.67 253:0.38 254:0.99 259:0.21 265:0.91 266:0.54 267:0.36 276:0.52 300:0.43\n0 12:0.20 17:0.30 18:0.98 21:0.78 22:0.93 27:0.60 29:0.98 30:0.21 34:0.61 36:0.82 37:0.33 39:0.86 43:0.13 47:0.93 55:0.71 66:0.19 69:0.97 70:0.80 74:0.43 86:0.96 91:0.03 98:0.52 108:0.96 122:0.86 123:0.96 124:0.95 127:0.94 129:0.05 133:0.95 135:0.88 139:0.94 146:0.93 147:0.05 149:0.41 154:0.16 159:0.94 172:0.88 173:0.88 177:0.05 178:0.55 179:0.15 187:0.87 212:0.30 216:0.29 222:0.84 241:0.12 242:0.78 243:0.05 245:0.95 247:0.79 253:0.33 254:0.97 257:0.84 259:0.21 262:0.93 265:0.54 266:0.94 267:0.79 276:0.95 277:0.87 300:0.70\n0 12:0.20 17:0.49 18:0.87 21:0.74 27:0.40 29:0.98 30:0.21 34:0.92 36:0.73 37:0.83 39:0.86 43:0.14 55:0.52 66:0.25 69:0.60 70:0.88 74:0.59 81:0.23 86:0.81 91:0.09 98:0.55 108:0.80 114:0.54 122:0.77 123:0.79 124:0.83 126:0.26 127:0.52 129:0.59 133:0.82 135:0.88 139:0.77 146:0.29 147:0.35 149:0.32 150:0.23 154:0.14 159:0.76 172:0.57 173:0.41 175:0.75 176:0.61 177:0.38 178:0.55 179:0.41 187:0.68 212:0.41 216:0.30 222:0.84 235:0.88 241:0.10 242:0.72 243:0.16 244:0.61 245:0.78 247:0.79 253:0.39 254:0.94 257:0.65 259:0.21 265:0.56 266:0.84 267:0.36 276:0.72 277:0.87 290:0.54 300:0.70\n0 8:0.64 11:0.64 12:0.20 17:0.94 18:0.92 21:0.78 27:0.70 29:0.98 30:0.11 34:0.34 36:0.47 37:0.54 39:0.86 43:0.16 44:0.87 45:0.66 48:0.97 55:0.52 66:0.35 69:0.41 70:0.99 74:0.63 86:0.87 91:0.15 98:0.27 101:0.52 108:0.97 122:0.86 123:0.97 124:0.97 127:0.97 129:0.81 133:0.97 135:0.72 139:0.86 145:0.94 146:0.58 147:0.64 149:0.39 154:0.09 159:0.95 172:0.90 173:0.09 175:0.75 177:0.38 178:0.55 179:0.18 187:0.39 195:0.99 212:0.59 216:0.14 222:0.84 235:0.12 241:0.03 242:0.74 243:0.12 244:0.61 245:0.87 247:0.79 253:0.39 257:0.65 259:0.21 265:0.30 266:0.98 267:0.36 276:0.93 277:0.69 281:0.89 300:0.98\n0 7:0.66 12:0.20 17:0.36 18:0.69 21:0.64 27:0.42 29:0.98 30:0.76 32:0.64 34:0.95 36:0.81 37:0.47 39:0.86 43:0.17 55:0.92 66:0.25 69:0.39 70:0.21 74:0.34 81:0.26 86:0.71 91:0.15 98:0.45 104:0.99 106:0.81 108:0.30 123:0.58 124:0.71 126:0.26 127:0.29 129:0.05 133:0.59 135:0.71 139:0.68 145:0.49 146:0.39 147:0.45 149:0.14 150:0.25 154:0.49 159:0.39 163:0.94 172:0.16 173:0.39 177:0.70 178:0.55 179:0.85 187:0.99 195:0.70 206:0.81 212:0.52 215:0.38 216:0.66 222:0.84 230:0.69 233:0.73 235:0.74 241:0.01 242:0.24 243:0.45 244:0.61 245:0.45 247:0.47 253:0.28 254:0.96 259:0.21 265:0.34 266:0.27 267:0.59 276:0.32 277:0.87 297:0.36 300:0.18\n0 8:0.64 12:0.20 17:0.26 18:0.99 21:0.71 27:0.52 29:0.98 30:0.15 31:0.86 34:0.64 36:0.55 37:0.40 39:0.86 43:0.15 55:0.84 64:0.77 66:0.16 69:0.87 70:0.90 74:0.36 79:0.86 81:0.24 86:0.97 91:0.18 98:0.44 108:0.75 122:0.86 123:0.73 124:0.96 126:0.26 127:0.93 129:0.05 133:0.96 135:0.20 137:0.86 139:0.96 140:0.80 146:0.96 147:0.76 149:0.46 150:0.24 151:0.46 153:0.46 154:0.20 159:0.95 162:0.69 172:0.83 173:0.52 177:0.05 178:0.42 179:0.16 187:0.87 190:0.89 196:0.87 202:0.55 212:0.18 216:0.82 219:0.89 220:0.99 222:0.84 235:0.84 241:0.12 242:0.81 243:0.12 244:0.61 245:0.92 247:0.67 248:0.46 253:0.29 254:0.84 256:0.58 257:0.84 259:0.21 265:0.46 266:0.97 267:0.23 268:0.58 276:0.94 284:0.87 285:0.47 292:0.91 300:0.84\n1 12:0.20 17:0.72 18:0.81 21:0.78 27:0.72 29:0.98 30:0.45 34:0.50 36:0.84 39:0.86 43:0.16 55:0.52 66:0.85 69:0.36 70:0.57 74:0.58 86:0.89 91:0.77 98:0.89 108:0.28 122:0.80 123:0.27 127:0.44 129:0.05 135:0.26 139:0.84 146:0.73 147:0.77 149:0.13 154:0.65 159:0.29 172:0.57 173:0.51 177:0.70 178:0.55 179:0.73 202:0.36 212:0.69 216:0.01 222:0.84 235:0.05 241:0.83 242:0.22 243:0.86 247:0.74 253:0.38 254:0.99 259:0.21 265:0.89 266:0.38 267:0.44 276:0.46 300:0.43\n1 1:0.74 7:0.66 11:0.57 12:0.37 17:0.36 18:0.91 21:0.68 27:0.02 28:0.87 29:0.56 30:0.68 32:0.80 34:0.92 36:0.54 37:0.92 39:0.79 43:0.88 44:0.93 48:0.97 64:0.77 66:0.60 69:0.55 70:0.56 71:0.62 74:0.82 76:0.85 77:0.70 81:0.44 83:0.91 85:0.93 86:0.96 91:0.31 98:0.59 101:0.87 108:0.42 114:0.56 122:0.57 123:0.41 124:0.67 126:0.54 127:0.66 129:0.59 133:0.73 135:0.69 139:0.96 145:0.82 146:0.86 147:0.88 149:0.93 150:0.70 154:0.86 155:0.67 159:0.78 161:0.85 163:0.90 165:0.93 167:0.58 172:0.75 173:0.36 176:0.73 177:0.70 178:0.55 179:0.44 181:0.60 187:0.39 192:0.87 195:0.92 201:0.93 208:0.64 212:0.30 215:0.37 216:0.99 222:0.35 230:0.69 233:0.76 235:0.88 241:0.24 242:0.29 243:0.67 245:0.76 247:0.82 253:0.45 259:0.21 265:0.60 266:0.71 267:0.89 271:0.31 276:0.70 281:0.91 282:0.88 290:0.56 297:0.36 299:0.88 300:0.70\n4 6:0.84 8:0.84 9:0.80 12:0.37 17:0.51 18:0.96 20:0.88 21:0.30 22:0.93 27:0.72 28:0.87 29:0.56 30:0.11 31:0.99 34:0.92 36:0.49 39:0.79 41:0.95 43:0.17 47:0.93 55:0.52 64:0.77 66:0.61 69:0.30 70:0.76 71:0.62 78:0.91 79:1.00 81:0.33 83:0.91 86:0.92 91:0.79 96:0.92 98:0.77 100:0.95 108:0.60 111:0.91 120:0.86 122:0.86 123:0.57 124:0.66 126:0.26 127:0.74 129:0.89 133:0.78 135:0.30 137:0.99 139:0.89 140:0.97 146:0.24 147:0.30 149:0.33 150:0.30 151:0.91 152:0.95 153:0.97 154:0.12 155:0.67 159:0.68 161:0.85 162:0.74 164:0.78 167:0.75 169:0.94 172:0.68 173:0.22 175:0.91 177:0.05 179:0.55 181:0.60 186:0.93 187:0.21 189:0.95 191:0.84 192:0.87 196:0.99 202:0.92 208:0.64 212:0.30 216:0.32 222:0.35 235:0.31 238:0.91 241:0.69 242:0.82 243:0.19 244:0.83 245:0.69 247:0.12 248:0.92 253:0.89 255:0.95 256:0.96 257:0.84 260:0.87 261:0.94 262:0.93 265:0.77 266:0.75 267:0.91 268:0.95 271:0.31 276:0.66 277:0.87 284:0.99 285:0.62 300:0.55\n4 9:0.80 12:0.37 17:0.13 18:0.97 21:0.40 22:0.93 27:0.72 28:0.87 29:0.56 30:0.26 31:0.98 39:0.79 41:0.82 43:0.17 47:0.93 55:0.71 64:0.77 66:0.63 69:0.33 70:0.73 71:0.62 78:0.95 79:0.99 81:0.30 83:0.91 86:0.93 91:0.78 96:0.76 98:0.68 108:0.79 111:0.97 120:0.65 122:0.86 123:0.78 124:0.52 126:0.26 127:0.38 129:0.81 133:0.67 137:0.98 139:0.91 140:0.94 146:0.65 147:0.70 149:0.34 150:0.28 151:0.75 153:0.95 154:0.12 155:0.67 159:0.72 161:0.85 162:0.70 164:0.64 167:0.68 169:0.93 172:0.75 173:0.18 175:0.91 177:0.05 179:0.37 181:0.60 187:0.39 190:0.89 191:0.86 192:0.87 196:0.98 202:0.85 208:0.64 212:0.23 216:0.32 219:0.89 222:0.35 235:0.42 238:0.96 241:0.55 242:0.82 243:0.31 244:0.83 245:0.78 247:0.12 248:0.69 253:0.61 255:0.95 256:0.91 257:0.84 260:0.65 262:0.93 265:0.69 266:0.80 268:0.88 271:0.31 276:0.71 277:0.87 284:0.98 285:0.62 292:0.91 300:0.55\n2 1:0.74 6:0.80 7:0.81 8:0.60 11:0.57 12:0.37 17:0.51 18:0.90 20:0.88 21:0.59 22:0.93 27:0.72 28:0.87 29:0.56 30:0.76 32:0.80 34:0.92 36:0.25 39:0.79 43:0.89 44:0.93 47:0.93 60:0.99 64:0.77 66:0.79 69:0.52 70:0.37 71:0.62 74:0.83 77:0.70 78:0.87 81:0.47 83:0.91 85:0.88 86:0.93 91:0.11 98:0.68 100:0.88 101:0.87 104:0.89 106:0.81 108:0.40 111:0.85 114:0.58 117:0.86 121:0.90 122:0.57 123:0.38 124:0.38 126:0.54 127:0.32 129:0.05 133:0.37 135:0.39 139:0.96 145:0.85 146:0.70 147:0.74 149:0.89 150:0.71 152:0.93 154:0.87 155:0.67 158:0.91 159:0.38 161:0.85 165:0.93 167:0.58 169:0.80 172:0.63 173:0.54 176:0.73 177:0.70 178:0.55 179:0.57 181:0.60 186:0.90 187:0.87 192:0.87 195:0.68 201:0.93 202:0.50 204:0.89 206:0.81 208:0.64 212:0.59 215:0.39 216:0.28 219:0.95 222:0.35 230:0.87 232:0.92 233:0.76 235:0.80 238:0.83 241:0.21 242:0.37 243:0.80 245:0.54 247:0.55 253:0.46 261:0.89 262:0.93 265:0.68 266:0.38 267:0.73 271:0.31 276:0.51 279:0.86 281:0.91 282:0.88 283:0.78 290:0.58 292:0.91 297:0.36 299:0.88 300:0.43\n2 1:0.74 11:0.64 12:0.37 17:0.30 18:0.89 21:0.54 27:0.54 28:0.87 29:0.56 30:0.21 31:0.92 34:0.44 36:0.23 37:0.58 39:0.79 43:0.90 45:0.77 64:0.77 66:0.49 69:0.47 70:0.80 71:0.62 74:0.65 79:0.93 81:0.46 83:0.60 86:0.92 91:0.46 98:0.42 99:0.83 101:0.52 108:0.36 114:0.59 122:0.82 123:0.34 124:0.79 126:0.54 127:0.62 129:0.05 133:0.81 135:0.84 137:0.92 139:0.89 140:0.45 146:0.68 147:0.73 149:0.79 150:0.67 151:0.60 153:0.48 154:0.89 155:0.67 159:0.74 161:0.85 162:0.62 165:0.70 167:0.56 172:0.57 173:0.30 176:0.73 177:0.70 179:0.61 181:0.60 187:0.68 190:0.89 192:0.87 196:0.94 201:0.93 202:0.50 208:0.64 212:0.35 215:0.39 216:0.41 222:0.35 235:0.74 241:0.15 242:0.18 243:0.60 245:0.63 247:0.82 248:0.59 253:0.44 256:0.45 259:0.21 265:0.44 266:0.75 267:0.73 268:0.46 271:0.31 276:0.58 284:0.86 285:0.47 290:0.59 297:0.36 300:0.70\n1 1:0.74 7:0.66 11:0.83 12:0.37 17:0.24 18:0.91 21:0.13 27:0.02 28:0.87 29:0.56 30:0.53 34:0.83 36:0.22 37:0.92 39:0.79 43:0.89 45:0.66 48:0.91 60:0.95 64:0.77 66:0.72 69:0.50 70:0.66 71:0.62 74:0.85 76:0.85 81:0.75 83:0.91 85:0.94 86:0.96 91:0.11 98:0.68 101:0.87 108:0.56 114:0.79 122:0.57 123:0.53 124:0.49 126:0.54 127:0.68 129:0.81 133:0.78 135:0.89 139:0.96 145:0.77 146:0.17 147:0.22 149:0.92 150:0.84 154:0.87 155:0.67 158:0.91 159:0.82 161:0.85 165:0.93 167:0.67 172:0.87 173:0.27 176:0.73 177:0.70 178:0.55 179:0.32 181:0.60 187:0.39 192:0.87 201:0.93 202:0.50 208:0.64 212:0.54 215:0.61 216:0.99 219:0.95 222:0.35 230:0.69 233:0.76 235:0.31 241:0.53 242:0.23 243:0.12 245:0.80 247:0.90 253:0.57 259:0.21 265:0.69 266:0.87 267:0.91 271:0.31 276:0.80 279:0.86 281:0.91 283:0.78 290:0.79 292:0.91 297:0.36 300:0.94\n2 1:0.74 6:0.93 7:0.81 8:0.88 9:0.80 11:0.57 12:0.37 17:0.75 18:0.96 20:0.92 21:0.13 27:0.56 28:0.87 29:0.56 30:0.58 31:0.98 34:0.37 36:0.54 39:0.79 41:0.90 43:0.93 44:0.87 48:0.97 55:0.71 64:0.77 66:0.88 69:0.29 70:0.40 71:0.62 74:0.58 78:0.95 79:0.98 81:0.75 83:0.91 85:0.72 86:0.94 91:0.54 96:0.91 98:0.96 100:0.99 101:0.87 108:0.22 111:0.96 114:0.79 120:0.84 121:0.90 122:0.86 123:0.22 126:0.54 127:0.72 129:0.05 135:0.39 137:0.98 139:0.95 140:0.87 145:0.42 146:0.66 147:0.71 149:0.68 150:0.84 151:0.90 152:0.94 153:0.78 154:0.93 155:0.67 159:0.25 161:0.85 162:0.58 164:0.73 165:0.93 167:0.89 169:0.95 172:0.65 173:0.55 176:0.73 177:0.70 179:0.70 181:0.60 186:0.98 189:0.95 192:0.87 195:0.56 196:0.99 201:0.93 202:0.78 204:0.89 208:0.64 212:0.87 215:0.61 216:0.10 219:0.89 222:0.35 228:0.99 230:0.87 233:0.76 235:0.31 238:0.95 241:0.82 242:0.80 243:0.88 247:0.35 248:0.90 253:0.89 255:0.95 256:0.80 259:0.21 260:0.85 261:0.97 265:0.96 266:0.27 267:0.69 268:0.78 271:0.31 276:0.55 281:0.91 284:0.96 285:0.62 290:0.79 292:0.95 297:0.36 300:0.33\n2 1:0.74 9:0.80 11:0.57 12:0.37 17:0.62 18:0.67 20:0.83 21:0.68 22:0.93 27:0.36 28:0.87 29:0.56 30:0.95 31:0.89 34:0.98 36:0.32 37:0.64 39:0.79 41:0.82 43:0.89 47:0.93 64:0.77 66:0.64 69:0.51 71:0.62 74:0.45 78:0.85 79:0.89 81:0.44 83:0.91 85:0.72 86:0.76 91:0.33 96:0.73 98:0.12 100:0.87 101:0.87 104:0.97 106:0.81 108:0.39 111:0.84 114:0.56 117:0.86 120:0.60 122:0.57 123:0.38 126:0.54 127:0.08 129:0.05 135:0.58 137:0.89 139:0.73 140:0.45 145:0.67 146:0.17 147:0.22 149:0.62 150:0.70 151:0.63 152:0.79 153:0.69 154:0.88 155:0.67 159:0.09 161:0.85 162:0.86 163:0.90 164:0.62 165:0.93 167:0.68 169:0.85 172:0.16 173:0.61 176:0.73 177:0.70 179:0.09 181:0.60 186:0.85 187:0.87 192:0.87 196:0.90 201:0.93 202:0.46 206:0.81 208:0.64 212:0.95 215:0.37 216:0.74 220:0.74 222:0.35 232:0.98 235:0.88 241:0.56 242:0.82 243:0.69 247:0.12 248:0.61 253:0.51 255:0.95 256:0.45 259:0.21 260:0.61 261:0.81 262:0.93 265:0.13 266:0.12 267:0.52 268:0.55 271:0.31 276:0.19 284:0.90 285:0.62 290:0.56 297:0.36 300:0.08\n2 1:0.74 6:0.93 7:0.81 8:0.94 9:0.80 11:0.57 12:0.37 17:0.75 18:0.96 20:0.84 21:0.13 22:0.93 27:0.56 28:0.87 29:0.56 30:0.58 31:0.99 34:0.56 36:0.55 39:0.79 41:0.94 43:0.93 44:0.87 47:0.93 48:0.97 55:0.71 64:0.77 66:0.88 69:0.29 70:0.40 71:0.62 74:0.58 78:0.96 79:0.99 81:0.75 83:0.91 85:0.72 86:0.94 91:0.61 96:0.92 98:0.92 100:0.98 101:0.87 108:0.22 111:0.96 114:0.79 120:0.87 121:0.90 122:0.86 123:0.22 126:0.54 127:0.53 129:0.05 135:0.39 137:0.99 139:0.95 140:0.45 145:0.42 146:0.66 147:0.71 149:0.68 150:0.84 151:0.94 152:0.94 153:0.82 154:0.93 155:0.67 159:0.25 161:0.85 162:0.76 164:0.82 165:0.93 167:0.75 169:0.96 172:0.65 173:0.52 176:0.73 177:0.70 179:0.66 181:0.60 186:0.98 187:0.21 189:0.97 191:0.77 192:0.87 195:0.57 196:0.99 201:0.93 202:0.83 204:0.89 208:0.64 212:0.87 215:0.61 216:0.10 219:0.89 222:0.35 228:0.99 230:0.87 233:0.76 235:0.31 238:0.93 241:0.68 242:0.80 243:0.88 247:0.35 248:0.91 253:0.90 255:0.95 256:0.87 259:0.21 260:0.87 261:0.97 262:0.93 265:0.92 266:0.27 267:0.76 268:0.86 271:0.31 276:0.55 281:0.91 284:0.98 285:0.62 290:0.79 292:0.91 297:0.36 300:0.33\n4 6:0.84 8:0.67 9:0.80 12:0.37 17:0.38 18:0.96 20:0.87 21:0.30 22:0.93 27:0.72 28:0.87 29:0.56 30:0.11 31:1.00 34:0.93 36:0.49 39:0.79 41:0.96 43:0.17 47:0.93 55:0.52 64:0.77 66:0.61 69:0.30 70:0.76 71:0.62 78:0.95 79:1.00 81:0.33 83:0.91 86:0.92 91:0.69 96:0.95 98:0.77 100:0.98 108:0.60 111:0.96 120:0.90 122:0.86 123:0.57 124:0.66 126:0.26 127:0.74 129:0.89 133:0.78 135:0.28 137:1.00 139:0.90 140:0.95 146:0.24 147:0.30 149:0.33 150:0.30 151:0.94 152:0.95 153:0.97 154:0.12 155:0.67 159:0.68 161:0.85 162:0.74 164:0.84 167:0.69 169:0.94 172:0.68 173:0.22 175:0.91 177:0.05 179:0.55 181:0.60 186:0.97 187:0.39 189:0.83 191:0.82 192:0.87 196:1.00 202:0.93 208:0.64 212:0.30 216:0.32 219:0.89 222:0.35 235:0.31 238:0.96 241:0.58 242:0.82 243:0.19 244:0.83 245:0.69 247:0.12 248:0.95 253:0.92 255:0.95 256:0.97 257:0.84 260:0.91 261:0.94 262:0.93 265:0.77 266:0.75 267:0.44 268:0.95 271:0.31 276:0.66 277:0.87 284:0.99 285:0.62 292:0.95 300:0.55\n3 1:0.74 7:0.66 9:0.80 11:0.57 12:0.37 17:0.36 18:0.95 21:0.76 22:0.93 27:0.72 28:0.87 29:0.56 30:0.15 31:0.92 39:0.79 41:0.88 43:0.88 47:0.93 48:0.97 53:1.00 60:0.95 64:0.77 66:0.17 69:0.56 70:0.94 71:0.62 74:0.67 76:0.85 79:0.91 81:0.43 83:0.91 85:0.88 86:0.94 91:0.37 96:0.77 98:0.34 101:0.87 108:0.90 114:0.54 120:0.65 122:0.86 123:0.90 124:0.90 126:0.54 127:0.73 129:0.81 133:0.89 137:0.92 139:0.94 140:0.45 145:0.40 146:0.70 147:0.74 149:0.80 150:0.69 151:0.75 153:0.72 154:0.86 155:0.67 158:0.91 159:0.88 161:0.85 162:0.86 164:0.69 165:0.93 167:0.60 172:0.51 173:0.27 176:0.73 177:0.70 179:0.42 181:0.60 187:0.21 192:0.87 196:0.95 201:0.93 202:0.58 208:0.64 212:0.35 215:0.36 216:0.10 219:0.95 220:0.62 222:0.35 230:0.69 233:0.76 235:0.98 241:0.32 242:0.71 243:0.36 245:0.77 247:0.67 248:0.70 253:0.70 255:0.95 256:0.64 260:0.66 262:0.93 265:0.36 266:0.94 268:0.66 271:0.31 276:0.74 279:0.86 281:0.91 283:0.78 284:0.94 285:0.62 290:0.54 292:0.91 297:0.36 300:0.84\n1 1:0.74 11:0.57 12:0.37 17:0.90 18:0.88 21:0.22 22:0.93 27:0.72 28:0.87 29:0.56 30:0.88 34:0.79 36:0.28 39:0.79 43:0.93 47:0.93 60:0.95 64:0.77 66:0.85 69:0.33 70:0.29 71:0.62 74:0.70 81:0.67 83:0.91 85:0.85 86:0.93 91:0.37 98:0.63 101:0.87 104:0.95 106:0.81 108:0.26 114:0.71 117:0.86 122:0.57 123:0.25 126:0.54 127:0.18 129:0.05 135:0.34 139:0.93 146:0.63 147:0.68 149:0.86 150:0.80 154:0.93 155:0.67 158:0.92 159:0.23 161:0.85 165:0.93 167:0.53 172:0.57 173:0.37 176:0.73 177:0.70 178:0.55 179:0.43 181:0.60 187:0.87 192:0.87 201:0.93 206:0.81 208:0.64 212:0.69 215:0.51 216:0.05 219:0.95 222:0.35 232:0.96 235:0.42 241:0.03 242:0.38 243:0.86 247:0.47 253:0.53 262:0.93 265:0.64 266:0.38 267:0.44 271:0.31 276:0.43 279:0.86 283:0.82 290:0.71 292:0.95 297:0.36 300:0.33\n1 1:0.74 11:0.83 12:0.37 17:0.36 18:0.65 21:0.30 27:0.45 28:0.87 29:0.56 30:0.89 34:0.82 36:0.18 37:0.50 39:0.79 43:0.82 45:0.66 64:0.77 66:0.30 69:0.69 70:0.20 71:0.62 74:0.49 81:0.61 83:0.91 85:0.72 86:0.74 91:0.22 98:0.12 101:0.87 108:0.52 114:0.65 122:0.55 123:0.81 124:0.61 126:0.54 127:0.33 129:0.05 133:0.43 135:0.80 139:0.72 145:0.52 146:0.17 147:0.22 149:0.61 150:0.77 154:0.77 155:0.67 159:0.48 161:0.85 163:0.80 165:0.93 167:0.54 172:0.16 173:0.66 176:0.73 177:0.70 178:0.55 179:0.90 181:0.60 187:0.68 192:0.87 201:0.93 208:0.64 212:0.30 215:0.44 216:0.77 222:0.35 235:0.52 241:0.07 242:0.33 243:0.48 245:0.47 247:0.39 253:0.49 259:0.21 265:0.10 266:0.27 267:0.36 271:0.31 276:0.13 277:0.69 290:0.65 297:0.36 300:0.18\n2 1:0.74 6:0.93 8:0.58 9:0.80 11:0.57 12:0.37 17:0.06 18:0.79 20:0.84 21:0.22 27:0.56 28:0.87 29:0.56 30:0.76 31:0.86 34:0.21 36:0.51 39:0.79 43:0.94 64:0.77 66:0.72 69:0.25 70:0.22 71:0.62 74:0.47 78:0.92 79:0.86 81:0.67 83:0.91 85:0.72 86:0.87 91:0.56 96:0.68 98:0.67 100:0.86 101:0.87 108:0.20 111:0.90 114:0.71 120:0.55 122:0.57 123:0.19 126:0.54 127:0.20 129:0.05 135:0.42 137:0.86 139:0.83 140:0.45 146:0.39 147:0.45 149:0.64 150:0.80 151:0.50 152:0.94 153:0.48 154:0.94 155:0.67 159:0.15 161:0.85 162:0.86 164:0.57 165:0.93 167:0.60 169:0.96 172:0.27 173:0.56 176:0.73 177:0.70 179:0.83 181:0.60 186:0.94 187:0.21 192:0.87 196:0.89 201:0.93 202:0.36 208:0.64 212:0.78 215:0.51 216:0.10 220:0.91 222:0.35 228:0.99 235:0.42 241:0.30 242:0.45 243:0.75 247:0.35 248:0.49 253:0.52 255:0.95 256:0.45 259:0.21 260:0.55 261:0.97 265:0.67 266:0.17 267:0.23 268:0.46 271:0.31 276:0.17 284:0.89 285:0.62 290:0.71 297:0.36 300:0.18\n1 11:0.78 12:0.79 17:0.12 20:0.95 21:0.30 27:0.31 30:0.13 34:0.31 36:0.90 37:0.46 39:0.51 43:0.77 55:0.71 66:0.12 69:0.19 70:0.98 74:0.83 78:0.86 81:0.60 85:0.80 91:0.11 98:0.24 100:0.73 101:0.52 108:0.95 111:0.83 120:0.58 123:0.95 124:0.99 126:0.32 127:0.95 129:0.99 131:0.91 133:0.99 135:0.65 140:0.45 144:0.76 146:0.83 147:0.86 149:0.74 150:0.44 151:0.52 152:0.88 153:0.48 154:0.70 157:0.76 159:0.98 162:0.86 164:0.55 166:0.87 169:0.72 172:0.76 173:0.05 177:0.38 179:0.17 182:0.72 186:0.86 187:0.39 190:0.77 202:0.36 212:0.22 215:0.72 216:0.60 220:0.87 222:0.76 227:0.96 229:0.61 231:0.94 235:0.31 241:0.07 242:0.27 243:0.25 245:0.84 246:0.61 247:0.67 248:0.52 253:0.59 256:0.45 259:0.21 260:0.58 261:0.84 265:0.26 266:1.00 267:0.52 268:0.46 271:0.17 276:0.94 285:0.50 287:0.61 297:0.36 300:0.98\n2 6:0.85 8:0.75 9:0.80 12:0.79 17:0.15 20:0.91 21:0.78 27:0.32 30:0.56 34:0.24 36:0.91 37:0.42 39:0.51 41:0.82 43:0.27 55:0.96 66:0.19 69:0.78 70:0.42 74:0.63 78:0.94 83:0.76 91:0.72 96:0.80 98:0.23 100:0.92 108:0.83 111:0.92 120:0.69 122:0.67 123:0.82 124:0.90 127:0.37 129:0.05 131:0.98 133:0.89 135:0.79 140:0.92 144:0.76 146:0.36 147:0.43 149:0.40 151:0.87 152:0.85 153:0.48 154:0.19 155:0.67 157:0.61 159:0.73 162:0.49 163:0.93 164:0.57 166:0.61 169:0.90 172:0.21 173:0.62 177:0.38 178:0.51 179:0.73 182:0.96 186:0.93 187:0.39 189:0.86 192:0.59 202:0.66 208:0.64 212:0.23 216:0.55 222:0.76 227:0.99 229:0.98 231:0.95 235:0.22 238:0.86 241:0.37 242:0.63 243:0.33 244:0.61 245:0.48 246:0.61 247:0.39 248:0.78 253:0.79 255:0.79 256:0.45 259:0.21 260:0.70 261:0.90 265:0.25 266:0.71 267:0.88 268:0.46 271:0.17 276:0.44 277:0.69 285:0.62 287:0.99 300:0.33\n2 8:0.76 11:0.78 12:0.79 17:0.24 20:0.86 21:0.78 27:0.56 30:0.37 34:0.49 36:0.83 37:0.53 39:0.51 43:0.50 55:0.71 66:0.27 69:0.80 70:0.96 74:0.92 78:0.93 85:0.72 91:0.56 98:0.36 100:0.73 101:0.64 108:0.64 111:0.90 122:0.67 123:0.61 124:0.94 127:0.75 129:0.59 131:0.61 133:0.94 135:0.23 144:0.76 146:0.90 147:0.92 149:0.68 152:0.81 154:0.54 157:0.77 159:0.93 166:0.61 169:0.72 172:0.71 173:0.43 177:0.38 178:0.55 179:0.32 182:0.72 186:0.93 187:0.68 191:0.70 202:0.63 212:0.19 216:0.87 222:0.76 227:0.61 229:0.61 231:0.86 235:0.74 241:0.15 242:0.79 243:0.46 245:0.79 246:0.61 247:0.39 253:0.65 259:0.21 261:0.87 265:0.38 266:0.95 267:0.94 271:0.17 276:0.81 287:0.61 300:0.99\n1 11:0.78 12:0.79 17:0.26 21:0.78 27:0.45 30:0.33 34:0.76 36:0.67 37:0.50 39:0.51 43:0.70 66:0.79 69:0.84 70:0.36 74:0.63 85:0.80 91:0.22 98:0.47 101:0.73 108:0.69 122:0.57 123:0.67 127:0.14 129:0.05 131:0.61 135:0.70 144:0.76 145:0.41 146:0.69 147:0.74 149:0.58 154:0.60 157:0.89 159:0.27 166:0.61 172:0.41 173:0.78 177:0.38 178:0.55 179:0.43 182:0.78 187:0.68 212:0.42 216:0.77 222:0.76 227:0.61 229:0.61 231:0.84 235:0.52 241:0.12 242:0.45 243:0.80 246:0.61 247:0.47 253:0.49 259:0.21 265:0.48 266:0.38 267:0.36 271:0.17 276:0.32 287:0.61 300:0.25\n1 11:0.78 12:0.79 17:0.22 21:0.78 27:0.66 30:0.12 34:0.79 36:0.91 37:0.36 39:0.51 43:0.90 55:0.71 66:0.06 69:0.44 70:0.97 74:0.86 85:0.98 91:0.11 98:0.22 101:0.75 108:0.72 123:0.96 124:0.99 127:0.97 129:0.99 131:0.61 133:0.99 135:0.51 144:0.76 146:0.22 147:0.27 149:0.95 154:0.89 157:0.97 159:0.98 166:0.61 172:0.63 173:0.07 177:0.38 178:0.55 179:0.18 182:0.90 187:0.68 212:0.21 216:0.32 222:0.76 227:0.61 229:0.61 231:0.93 235:0.02 241:0.05 242:0.60 243:0.09 245:0.85 246:0.61 247:0.60 253:0.61 259:0.21 265:0.19 266:1.00 267:0.36 271:0.17 276:0.93 287:0.61 300:0.99\n2 1:0.74 8:0.66 11:0.78 12:0.79 17:0.06 27:0.63 30:0.11 34:0.77 36:0.53 37:0.32 39:0.51 43:0.98 66:0.23 69:0.05 70:0.68 74:0.86 81:0.95 83:0.80 85:0.85 91:0.25 98:0.70 101:0.80 108:0.05 114:0.98 122:0.67 123:0.57 124:0.56 126:0.54 127:0.61 129:0.59 131:0.61 133:0.47 135:0.77 144:0.76 146:0.40 147:0.47 149:0.81 150:0.98 154:0.98 155:0.67 157:0.95 159:0.34 165:0.92 166:0.97 172:0.48 173:0.21 176:0.73 177:0.38 178:0.55 179:0.70 182:0.96 187:0.39 192:0.59 201:0.74 212:0.71 215:0.96 216:0.46 222:0.76 227:0.61 229:0.61 231:0.95 235:0.05 241:0.12 242:0.51 243:0.60 245:0.71 246:0.99 247:0.60 253:0.79 259:0.21 265:0.50 266:0.27 267:0.65 271:0.17 276:0.51 283:0.82 287:0.61 290:0.98 297:0.36 300:0.43\n1 8:0.72 11:0.78 12:0.79 17:0.26 21:0.47 27:0.21 30:0.19 34:0.55 36:0.87 37:0.74 39:0.51 43:0.69 55:0.71 66:0.23 69:0.19 70:0.91 74:0.95 76:0.94 81:0.42 85:0.93 91:0.72 98:0.49 101:0.79 108:0.15 114:0.55 122:0.67 123:0.15 124:0.90 126:0.32 127:0.59 129:0.89 131:0.61 133:0.89 135:0.34 144:0.76 146:0.79 147:0.82 149:0.87 150:0.36 154:0.59 157:0.97 159:0.77 166:0.83 172:0.59 173:0.13 176:0.53 177:0.38 178:0.55 179:0.38 182:0.91 187:0.39 202:0.75 212:0.48 216:0.95 222:0.76 227:0.61 229:0.61 231:0.93 235:0.52 241:0.50 242:0.63 243:0.43 245:0.78 246:0.61 247:0.47 253:0.68 259:0.21 265:0.51 266:0.87 267:0.94 271:0.17 276:0.76 287:0.61 290:0.55 300:0.70\n1 11:0.78 12:0.79 17:0.47 21:0.30 27:0.28 30:0.17 34:0.94 36:0.74 37:0.72 39:0.51 43:0.58 55:0.71 66:0.68 69:0.91 70:0.97 74:0.93 77:0.70 81:0.55 85:0.93 91:0.42 98:0.55 101:0.77 108:0.83 114:0.55 117:0.86 122:0.67 123:0.82 124:0.64 126:0.32 127:0.50 129:0.05 131:0.61 133:0.82 135:0.71 144:0.76 145:0.70 146:0.89 147:0.58 149:0.81 150:0.41 154:0.47 157:0.97 158:0.82 159:0.82 166:0.83 172:0.84 173:0.82 176:0.53 177:0.05 178:0.55 179:0.32 182:0.90 187:0.68 195:0.94 212:0.55 216:0.54 222:0.76 227:0.61 229:0.61 231:0.93 232:0.99 235:0.31 241:0.30 242:0.72 243:0.13 245:0.77 246:0.61 247:0.60 253:0.66 257:0.65 259:0.21 265:0.57 266:0.84 267:0.65 271:0.17 276:0.78 282:0.81 287:0.61 290:0.55 300:0.94\n1 1:0.74 11:0.51 12:0.79 17:0.30 21:0.22 27:0.72 30:0.76 34:0.94 36:0.66 37:0.44 39:0.51 43:0.92 55:0.42 66:0.85 69:0.15 70:0.43 74:0.84 81:0.82 91:0.29 98:0.82 108:0.12 114:0.90 122:0.43 123:0.12 126:0.54 127:0.31 129:0.05 131:0.61 135:0.32 144:0.76 146:0.57 147:0.63 149:0.90 150:0.84 154:0.91 155:0.67 157:0.61 158:0.87 159:0.21 166:0.97 172:0.57 173:0.41 176:0.73 177:0.38 178:0.55 179:0.65 182:0.61 187:0.39 192:0.59 201:0.74 208:0.64 212:0.69 215:0.79 216:0.15 222:0.76 227:0.61 229:0.61 231:0.95 235:0.31 241:0.46 242:0.61 243:0.86 246:0.61 247:0.39 253:0.75 254:0.74 259:0.21 265:0.82 266:0.27 267:0.36 271:0.17 276:0.44 279:0.86 283:0.71 287:0.61 290:0.90 297:0.36 300:0.43\n2 6:0.83 8:0.67 11:0.78 12:0.79 17:0.20 20:0.85 27:0.63 30:0.60 32:0.72 34:0.62 36:0.62 37:0.32 39:0.51 43:0.84 55:0.71 66:0.20 69:0.05 70:0.56 74:0.81 78:0.99 81:0.90 85:0.80 91:0.18 98:0.65 100:0.98 101:0.78 108:0.05 111:0.98 122:0.67 123:0.59 124:0.55 126:0.32 127:0.60 129:0.59 131:0.61 133:0.47 135:0.51 144:0.76 145:0.49 146:0.46 147:0.53 149:0.72 150:0.80 152:0.83 154:0.83 157:0.91 159:0.34 166:0.87 169:0.96 172:0.45 173:0.19 177:0.38 178:0.55 179:0.75 182:0.81 186:0.99 187:0.68 189:0.85 195:0.57 212:0.72 215:0.96 216:0.46 222:0.76 227:0.61 229:0.61 231:0.94 235:0.02 238:0.87 241:0.60 242:0.45 243:0.60 245:0.68 246:0.61 247:0.60 253:0.58 259:0.21 261:0.94 265:0.57 266:0.38 267:0.52 271:0.17 276:0.47 283:0.82 287:0.61 297:0.36 300:0.43\n2 1:0.74 7:0.81 11:0.78 12:0.79 17:0.12 21:0.22 27:0.63 30:0.43 34:0.83 36:0.60 37:0.49 39:0.51 43:0.91 60:0.87 66:0.31 69:0.42 70:0.87 74:0.95 81:0.83 83:0.85 85:0.97 91:0.07 98:0.59 101:0.84 108:0.71 114:0.90 121:0.90 122:0.43 123:0.69 124:0.79 126:0.54 127:0.63 129:0.89 131:0.61 133:0.78 135:0.54 144:0.76 145:0.70 146:0.66 147:0.71 149:0.95 150:0.89 154:0.90 155:0.67 157:0.99 158:0.87 159:0.73 165:0.86 166:0.97 172:0.70 173:0.27 176:0.73 177:0.38 178:0.55 179:0.34 182:0.96 187:0.95 192:0.59 201:0.74 204:0.89 208:0.64 212:0.40 215:0.79 216:0.64 222:0.76 227:0.61 229:0.61 230:0.84 231:0.95 233:0.69 235:0.31 241:0.21 242:0.62 243:0.39 245:0.87 246:0.99 247:0.55 253:0.78 265:0.60 266:0.63 267:0.23 271:0.17 276:0.79 279:0.86 283:0.71 287:0.61 290:0.90 297:0.36 300:0.84\n2 1:0.74 6:0.83 7:0.81 11:0.51 12:0.79 17:0.36 20:0.89 21:0.47 27:0.21 30:0.62 34:0.53 36:0.51 37:0.74 39:0.51 43:0.30 55:0.42 66:0.75 69:0.19 70:0.34 74:0.79 76:0.85 78:0.88 81:0.67 91:0.22 98:0.70 100:0.73 104:0.91 106:0.81 108:0.15 111:0.86 114:0.80 117:0.86 122:0.43 123:0.15 126:0.54 127:0.21 129:0.05 131:0.61 135:0.21 144:0.76 146:0.53 147:0.59 149:0.19 150:0.72 152:0.92 154:0.92 155:0.67 157:0.61 158:0.86 159:0.19 166:0.97 169:0.92 172:0.32 173:0.40 176:0.73 177:0.38 178:0.55 179:0.81 182:0.61 186:0.88 187:0.39 192:0.59 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.61 215:0.63 216:0.95 222:0.76 227:0.61 229:0.61 230:0.83 231:0.95 232:0.96 233:0.66 235:0.60 241:0.35 242:0.33 243:0.77 246:0.61 247:0.39 253:0.69 254:0.74 259:0.21 261:0.92 265:0.71 266:0.23 267:0.44 271:0.17 276:0.22 279:0.86 283:0.67 287:0.61 290:0.80 297:0.36 300:0.25\n0 8:0.78 11:0.78 12:0.79 17:0.20 21:0.78 27:0.56 30:0.18 34:0.61 36:0.96 37:0.43 39:0.51 43:0.86 55:0.96 66:0.06 69:0.12 70:0.96 74:0.65 85:0.93 91:0.06 98:0.19 101:0.71 108:0.10 123:0.10 124:0.99 127:0.97 129:0.95 131:0.61 133:0.99 135:0.79 144:0.76 146:0.72 147:0.77 149:0.84 154:0.84 157:0.91 159:0.97 163:0.81 166:0.61 172:0.37 173:0.05 177:0.38 178:0.55 179:0.26 182:0.81 187:0.87 202:0.36 212:0.12 216:0.89 222:0.76 227:0.61 229:0.61 231:0.91 235:0.31 241:0.01 242:0.74 243:0.18 245:0.75 246:0.61 247:0.47 253:0.50 259:0.21 265:0.20 266:0.99 267:0.59 271:0.17 276:0.88 283:0.71 287:0.61 300:0.94\n2 8:0.69 11:0.78 12:0.79 17:0.30 21:0.47 27:0.21 30:0.17 34:0.42 36:0.94 37:0.74 39:0.51 43:0.69 55:0.71 66:0.25 69:0.19 70:0.91 74:0.96 76:0.85 81:0.42 85:0.93 91:0.70 96:0.75 98:0.50 101:0.79 108:0.15 114:0.55 117:0.86 122:0.67 123:0.15 124:0.90 126:0.32 127:0.59 129:0.89 131:0.88 133:0.89 135:0.26 140:0.45 144:0.76 146:0.79 147:0.82 149:0.87 150:0.36 151:0.59 153:0.69 154:0.59 157:0.97 158:0.82 159:0.77 162:0.86 166:0.83 172:0.61 173:0.13 176:0.53 177:0.38 179:0.37 182:0.91 187:0.39 190:0.77 202:0.46 212:0.47 216:0.95 220:0.74 222:0.76 227:0.95 229:0.61 231:0.93 232:0.91 235:0.52 241:0.12 242:0.63 243:0.44 245:0.78 246:0.61 247:0.47 248:0.57 253:0.79 256:0.45 259:0.21 265:0.51 266:0.87 267:0.92 268:0.55 271:0.17 276:0.77 285:0.50 287:0.61 290:0.55 300:0.70\n1 8:0.68 11:0.78 12:0.79 17:0.24 21:0.78 27:0.45 30:0.28 34:0.64 36:0.27 37:0.50 39:0.51 43:0.78 55:0.52 66:0.30 69:0.75 70:0.75 74:0.89 85:0.72 91:0.20 98:0.45 101:0.71 108:0.59 122:0.67 123:0.71 124:0.60 127:0.19 129:0.05 131:0.61 133:0.39 135:0.89 144:0.76 145:0.42 146:0.51 147:0.57 149:0.65 154:0.71 157:0.81 159:0.41 166:0.61 172:0.51 173:0.66 177:0.38 178:0.55 179:0.31 182:0.74 187:0.68 212:0.70 216:0.77 222:0.76 227:0.61 229:0.61 231:0.83 235:0.60 241:0.44 242:0.79 243:0.57 245:0.78 246:0.61 247:0.39 253:0.63 259:0.21 265:0.34 266:0.54 267:0.59 271:0.17 276:0.58 277:0.69 287:0.61 300:0.70\n1 8:0.73 11:0.78 12:0.79 17:0.28 21:0.47 27:0.21 30:0.19 34:0.44 36:0.88 37:0.74 39:0.51 43:0.69 55:0.71 66:0.23 69:0.19 70:0.91 74:0.96 76:0.85 81:0.42 85:0.93 91:0.58 98:0.49 101:0.79 108:0.15 114:0.55 117:0.86 122:0.67 123:0.15 124:0.90 126:0.32 127:0.58 129:0.89 131:0.61 133:0.89 135:0.30 144:0.76 146:0.78 147:0.82 149:0.87 150:0.36 154:0.59 157:0.97 158:0.82 159:0.77 166:0.83 172:0.59 173:0.13 176:0.53 177:0.38 178:0.55 179:0.38 182:0.91 187:0.39 212:0.48 216:0.95 222:0.76 227:0.61 229:0.61 231:0.93 232:0.91 235:0.52 241:0.07 242:0.63 243:0.43 245:0.78 246:0.61 247:0.47 253:0.68 259:0.21 265:0.51 266:0.87 267:0.94 271:0.17 276:0.76 287:0.61 290:0.55 300:0.70\n1 11:0.88 12:0.79 17:0.20 21:0.64 27:0.45 28:0.70 30:0.11 34:0.89 36:0.18 37:0.50 39:0.55 43:0.78 55:0.84 66:0.29 69:0.70 70:0.85 74:0.75 81:0.37 85:0.80 91:0.06 98:0.27 101:0.72 108:0.53 122:0.67 123:0.51 124:0.84 126:0.32 127:0.34 129:0.05 133:0.82 135:0.83 144:0.85 145:0.47 146:0.53 147:0.59 149:0.70 150:0.33 154:0.70 159:0.71 161:0.79 167:0.60 172:0.37 173:0.52 177:0.38 178:0.55 179:0.60 181:0.98 187:0.68 212:0.27 215:0.53 216:0.77 222:0.35 235:0.74 241:0.61 242:0.72 243:0.47 245:0.58 247:0.47 253:0.55 259:0.21 265:0.30 266:0.80 267:0.28 271:0.34 276:0.51 283:0.71 297:0.36 300:0.55\n2 1:0.74 6:0.93 7:0.81 8:0.87 9:0.80 11:0.88 12:0.79 17:0.12 20:0.87 21:0.13 27:0.13 28:0.70 30:0.67 32:0.80 34:0.78 36:0.43 37:0.79 39:0.55 41:0.94 43:0.81 60:0.97 66:0.89 69:0.70 70:0.43 74:0.91 77:0.70 78:0.79 81:0.88 83:0.89 85:0.94 91:0.48 96:0.94 98:0.75 100:0.85 101:0.85 108:0.53 111:0.80 114:0.92 120:0.89 121:0.90 122:0.43 123:0.51 126:0.54 127:0.24 129:0.05 135:0.80 140:0.45 144:0.85 145:0.54 146:0.70 147:0.75 149:0.91 150:0.93 151:0.96 152:0.90 153:0.87 154:0.76 155:0.67 158:0.92 159:0.28 161:0.79 162:0.81 164:0.83 165:0.88 167:0.56 169:0.82 172:0.70 173:0.78 176:0.73 177:0.38 179:0.41 181:0.98 186:0.79 187:0.68 189:0.95 191:0.76 192:0.59 195:0.63 201:0.74 202:0.74 204:0.89 208:0.64 212:0.70 215:0.84 216:0.83 222:0.35 230:0.87 233:0.76 235:0.22 238:0.94 241:0.51 242:0.54 243:0.90 247:0.55 248:0.94 253:0.96 255:0.79 256:0.77 259:0.21 260:0.89 261:0.88 265:0.75 266:0.38 267:0.59 268:0.79 271:0.34 276:0.58 279:0.86 282:0.88 283:0.82 285:0.62 290:0.92 297:0.36 299:0.88 300:0.33\n3 1:0.74 6:0.93 8:0.82 9:0.80 11:0.88 12:0.79 17:0.05 20:0.76 27:0.14 28:0.70 30:0.75 34:0.70 36:0.28 37:0.67 39:0.55 41:0.99 43:0.86 60:0.97 66:0.24 69:0.59 70:0.69 74:0.90 78:0.88 81:0.96 83:0.91 85:0.98 91:0.88 96:1.00 98:0.23 100:0.96 101:0.80 108:0.64 111:0.89 114:0.98 120:0.99 122:0.43 123:0.62 124:0.93 126:0.54 127:0.83 129:0.97 133:0.93 135:0.60 138:0.99 140:0.45 144:0.85 145:0.49 146:0.29 147:0.36 149:0.95 150:0.98 151:0.99 152:0.96 153:0.97 154:0.83 155:0.67 158:0.92 159:0.92 161:0.79 162:0.76 164:0.97 165:0.92 167:0.56 169:0.91 172:0.61 173:0.23 176:0.73 177:0.38 179:0.40 181:0.98 186:0.84 187:0.39 189:0.94 191:0.83 192:0.59 201:0.74 202:0.95 208:0.64 212:0.35 215:0.96 216:0.93 222:0.35 235:0.05 238:0.93 241:0.52 242:0.59 243:0.18 245:0.76 247:0.47 248:1.00 253:1.00 255:0.79 256:0.96 259:0.21 260:0.99 261:0.96 265:0.26 266:0.94 267:0.95 268:0.96 271:0.34 276:0.75 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.84\n3 1:0.74 7:0.81 11:0.88 12:0.79 17:0.66 21:0.30 27:0.21 28:0.70 30:0.44 34:0.63 36:0.92 37:0.74 39:0.55 43:0.98 66:0.16 69:0.12 70:0.75 74:0.95 81:0.80 83:0.75 85:0.97 91:0.10 98:0.44 101:0.81 108:0.95 114:0.86 121:0.90 122:0.57 123:0.78 124:0.84 126:0.54 127:0.68 129:0.81 133:0.83 135:0.30 144:0.85 146:0.63 147:0.68 149:0.95 150:0.87 154:0.98 155:0.67 159:0.89 161:0.79 165:0.84 167:0.47 172:0.67 173:0.08 176:0.73 177:0.38 178:0.55 179:0.31 181:0.98 187:0.68 192:0.59 201:0.74 202:0.36 204:0.89 208:0.64 212:0.35 215:0.72 216:0.95 222:0.35 230:0.87 233:0.76 235:0.42 241:0.10 242:0.45 243:0.34 245:0.87 247:0.47 253:0.77 259:0.21 265:0.34 266:0.87 267:0.52 271:0.34 276:0.78 290:0.86 297:0.36 300:0.84\n0 1:0.74 6:0.83 8:0.61 9:0.80 11:0.88 12:0.79 17:0.92 20:0.79 21:0.13 25:0.88 27:0.18 28:0.70 30:0.56 34:0.92 36:0.43 37:0.26 39:0.55 41:0.99 43:0.94 60:0.95 66:0.64 69:0.23 70:0.64 74:0.92 78:0.90 81:0.88 83:0.90 85:0.94 87:0.98 91:0.87 96:0.99 98:0.68 100:0.93 101:0.84 104:0.58 108:0.18 111:0.89 114:0.92 120:0.98 122:0.57 123:0.18 124:0.47 126:0.54 127:0.30 129:0.59 133:0.47 135:0.54 138:0.98 140:0.45 144:0.85 146:0.67 147:0.72 149:0.93 150:0.93 151:0.99 152:0.78 153:0.95 154:0.94 155:0.67 158:0.92 159:0.35 161:0.79 162:0.79 164:0.96 165:0.88 167:0.81 169:0.89 172:0.67 173:0.30 176:0.73 177:0.38 179:0.43 181:0.98 186:0.90 189:0.83 191:0.78 192:0.59 201:0.74 202:0.92 208:0.64 212:0.82 215:0.84 216:0.22 222:0.35 232:0.81 235:0.22 238:0.90 241:0.85 242:0.40 243:0.69 245:0.77 247:0.60 248:0.99 253:1.00 255:0.79 256:0.94 259:0.21 260:0.98 261:0.89 265:0.68 266:0.27 267:0.73 268:0.95 271:0.34 276:0.61 279:0.86 283:0.82 285:0.62 290:0.92 297:0.36 300:0.55\n3 1:0.74 6:0.87 7:0.81 8:0.73 9:0.80 11:0.88 12:0.79 17:0.51 20:0.75 21:0.68 25:0.88 27:0.72 28:0.70 30:0.33 32:0.80 34:0.19 36:0.93 39:0.55 41:0.99 43:0.75 60:0.97 66:0.12 69:0.83 70:0.62 74:0.82 76:0.94 77:0.89 78:0.86 81:0.65 83:0.90 85:0.91 87:0.98 91:0.77 96:0.99 98:0.34 100:0.91 101:0.78 104:0.58 108:0.86 111:0.85 114:0.70 120:0.97 121:1.00 122:0.43 123:0.86 124:0.91 126:0.54 127:0.98 129:0.95 133:0.90 135:0.58 138:0.99 140:0.45 144:0.85 145:0.79 146:0.13 147:0.59 149:0.77 150:0.75 151:0.99 152:0.74 153:0.96 154:0.66 155:0.67 158:0.92 159:0.83 161:0.79 162:0.83 163:0.86 164:0.94 165:0.69 167:0.80 169:0.84 172:0.27 173:0.70 176:0.73 177:0.05 179:0.64 181:0.98 186:0.89 189:0.88 191:0.82 192:0.59 195:0.93 201:0.74 202:0.89 204:0.89 208:0.64 212:0.13 215:0.49 216:0.24 222:0.35 230:0.87 232:0.81 233:0.76 235:0.95 238:0.88 241:0.82 242:0.24 243:0.22 245:0.64 247:0.60 248:0.99 253:0.99 255:0.79 256:0.92 257:0.65 259:0.21 260:0.97 261:0.77 265:0.36 266:0.89 267:0.84 268:0.93 271:0.34 276:0.61 279:0.86 282:0.88 283:0.82 285:0.62 290:0.70 297:0.36 299:0.97 300:0.43\n0 1:0.74 7:0.81 8:0.72 9:0.80 11:0.88 12:0.79 17:0.62 20:0.75 21:0.30 27:0.52 28:0.70 30:0.70 37:0.58 39:0.55 41:0.97 43:0.98 60:0.87 66:0.15 69:0.12 70:0.84 74:0.93 78:0.82 81:0.80 83:0.87 85:0.98 91:0.74 96:0.96 98:0.25 100:0.82 101:0.80 108:0.10 111:0.85 114:0.86 117:0.86 120:0.93 121:0.90 122:0.43 123:0.10 124:0.94 126:0.54 127:0.77 129:0.97 133:0.94 138:0.98 140:0.45 144:0.85 146:0.70 147:0.74 149:0.95 150:0.87 151:0.99 152:0.74 153:0.96 154:0.98 155:0.67 158:0.92 159:0.91 161:0.79 162:0.69 164:0.87 165:0.84 167:0.54 169:0.89 172:0.54 173:0.07 176:0.73 177:0.38 179:0.36 181:0.98 186:0.81 187:0.39 192:0.59 201:0.74 202:0.83 204:0.89 208:0.64 212:0.22 215:0.72 216:0.90 222:0.35 230:0.87 232:0.92 233:0.76 235:0.42 238:0.95 241:0.47 242:0.53 243:0.36 245:0.78 247:0.60 248:0.96 253:0.97 255:0.79 256:0.86 259:0.21 260:0.93 261:0.75 265:0.28 266:0.95 268:0.85 271:0.34 276:0.77 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.98\n2 1:0.74 7:0.81 8:0.70 9:0.80 11:0.88 12:0.79 17:0.18 21:0.13 27:0.03 28:0.70 30:0.62 32:0.80 34:0.96 36:0.62 37:0.92 39:0.55 41:0.82 43:0.90 60:0.87 66:0.30 69:0.44 70:0.59 74:0.98 77:0.70 81:0.88 83:0.86 85:0.98 91:0.22 96:0.74 98:0.69 101:0.86 104:0.84 106:0.81 108:0.34 114:0.92 117:0.86 120:0.62 121:0.90 122:0.43 123:0.75 124:0.58 126:0.54 127:0.43 129:0.59 133:0.47 135:0.92 140:0.45 144:0.85 145:0.59 146:0.78 147:0.81 149:0.99 150:0.93 151:0.69 153:0.48 154:0.89 155:0.67 158:0.92 159:0.65 161:0.79 162:0.62 164:0.57 165:0.88 167:0.49 172:0.82 173:0.30 176:0.73 177:0.38 179:0.24 181:0.98 187:0.68 192:0.59 195:0.85 201:0.74 202:0.50 204:0.89 206:0.81 208:0.64 212:0.57 215:0.84 216:0.79 220:0.74 222:0.35 230:0.87 232:0.91 233:0.76 235:0.22 241:0.21 242:0.51 243:0.58 245:0.95 247:0.60 248:0.65 253:0.83 255:0.79 256:0.45 259:0.21 260:0.63 265:0.57 266:0.38 267:0.36 268:0.46 271:0.34 276:0.84 279:0.86 282:0.88 283:0.82 285:0.62 290:0.92 297:0.36 299:0.88 300:0.55\n1 1:0.74 11:0.88 12:0.79 17:0.45 21:0.71 27:0.45 28:0.70 30:0.45 32:0.80 34:0.80 36:0.18 37:0.50 39:0.55 43:0.81 55:0.84 66:0.47 69:0.71 70:0.86 74:0.56 77:0.70 81:0.52 83:0.73 85:0.72 91:0.04 98:0.36 101:0.70 108:0.64 114:0.68 123:0.61 124:0.79 126:0.54 127:0.58 129:0.05 133:0.82 135:0.70 144:0.85 145:0.50 146:0.13 147:0.18 149:0.63 150:0.67 154:0.77 155:0.67 159:0.76 161:0.79 163:0.75 165:0.69 167:0.56 172:0.41 173:0.55 176:0.73 177:0.38 178:0.55 179:0.77 181:0.98 187:0.68 192:0.59 195:0.90 201:0.74 212:0.13 215:0.48 216:0.77 222:0.35 235:0.88 241:0.53 242:0.79 243:0.23 245:0.51 247:0.35 253:0.56 259:0.21 265:0.38 266:0.80 267:0.59 271:0.34 276:0.40 277:0.69 282:0.88 290:0.68 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.93 8:0.86 9:0.80 11:0.88 12:0.79 17:0.04 20:0.96 27:0.14 28:0.70 30:0.75 34:0.75 36:0.28 37:0.67 39:0.55 41:1.00 43:0.85 60:0.99 66:0.23 69:0.57 70:0.60 74:0.87 78:0.84 81:0.96 83:0.91 85:0.97 91:0.67 96:1.00 98:0.22 100:0.95 101:0.79 108:0.61 111:0.89 114:0.98 120:0.99 122:0.43 123:0.58 124:0.93 126:0.54 127:0.79 129:0.97 133:0.93 135:0.61 138:0.99 140:0.45 144:0.85 145:0.47 146:0.22 147:0.28 149:0.93 150:0.98 151:0.99 152:0.96 153:0.97 154:0.82 155:0.67 158:0.92 159:0.92 161:0.79 162:0.75 164:0.97 165:0.92 167:0.53 169:0.91 172:0.57 173:0.22 176:0.73 177:0.38 179:0.44 181:0.98 186:0.84 187:0.39 189:0.94 191:0.75 192:0.59 201:0.74 202:0.95 208:0.64 212:0.30 215:0.96 216:0.93 222:0.35 235:0.05 238:0.97 241:0.44 242:0.60 243:0.16 245:0.73 247:0.47 248:1.00 253:1.00 255:0.79 256:0.96 259:0.21 260:0.99 261:0.96 265:0.24 266:0.92 267:0.87 268:0.97 271:0.34 276:0.71 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.94\n2 1:0.74 6:0.93 7:0.81 8:0.85 9:0.80 11:0.88 12:0.79 17:0.28 20:0.99 21:0.30 27:0.21 28:0.70 30:0.42 34:0.80 36:0.94 37:0.74 39:0.55 41:0.99 43:0.98 60:0.98 66:0.20 69:0.12 70:0.81 74:0.97 78:0.82 81:0.80 83:0.90 85:0.97 91:0.78 96:0.98 98:0.58 100:0.93 101:0.82 108:0.78 111:0.87 114:0.86 117:0.86 120:0.96 121:0.90 122:0.57 123:0.77 124:0.75 126:0.54 127:0.69 129:0.81 133:0.67 135:0.26 138:0.99 140:0.45 144:0.85 146:0.83 147:0.85 149:0.95 150:0.87 151:0.98 152:0.91 153:0.94 154:0.98 155:0.67 158:0.92 159:0.86 161:0.79 162:0.79 164:0.93 165:0.84 167:0.50 169:0.91 172:0.68 173:0.08 176:0.73 177:0.38 179:0.29 181:0.98 186:0.82 187:0.39 189:0.94 192:0.59 201:0.74 202:0.89 204:0.89 208:0.64 212:0.51 215:0.72 216:0.95 222:0.35 230:0.87 232:0.92 233:0.76 235:0.42 238:0.97 241:0.30 242:0.44 243:0.40 245:0.93 247:0.47 248:0.99 253:0.99 255:0.79 256:0.92 259:0.21 260:0.97 261:0.95 265:0.59 266:0.80 267:0.36 268:0.92 271:0.34 276:0.81 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.84\n2 1:0.74 6:0.94 7:0.81 8:0.88 9:0.80 11:0.88 12:0.79 17:0.08 20:0.97 21:0.13 27:0.03 28:0.70 30:0.62 32:0.80 34:0.95 36:0.63 37:0.92 39:0.55 41:0.95 43:0.90 60:0.98 66:0.30 69:0.44 70:0.59 74:0.98 77:0.70 78:0.81 81:0.88 83:0.87 85:0.98 91:0.54 96:0.92 98:0.69 100:0.88 101:0.86 104:0.84 106:0.81 108:0.34 111:0.83 114:0.92 117:0.86 120:0.87 121:0.90 122:0.43 123:0.75 124:0.58 126:0.54 127:0.43 129:0.59 133:0.47 135:0.94 140:0.45 144:0.85 145:0.59 146:0.78 147:0.81 149:0.99 150:0.93 151:0.94 152:0.93 153:0.81 154:0.89 155:0.67 158:0.92 159:0.65 161:0.79 162:0.86 164:0.83 165:0.88 167:0.52 169:0.85 172:0.82 173:0.30 176:0.73 177:0.38 179:0.24 181:0.98 186:0.81 187:0.39 189:0.95 192:0.59 195:0.85 201:0.74 202:0.72 204:0.89 206:0.81 208:0.64 212:0.57 215:0.84 216:0.79 220:0.74 222:0.35 230:0.87 232:0.91 233:0.76 235:0.22 238:0.94 241:0.39 242:0.51 243:0.58 245:0.95 247:0.60 248:0.92 253:0.95 255:0.79 256:0.78 259:0.21 260:0.88 261:0.92 265:0.57 266:0.38 267:0.36 268:0.79 271:0.34 276:0.84 279:0.86 282:0.88 283:0.82 285:0.62 290:0.92 297:0.36 299:0.88 300:0.55\n2 1:0.74 8:0.61 9:0.80 11:0.88 12:0.79 17:0.07 20:0.77 21:0.22 27:0.17 28:0.70 30:0.76 34:0.71 36:0.52 37:0.97 39:0.55 41:0.97 43:0.76 60:0.98 66:0.36 69:0.81 70:0.37 74:0.71 78:0.72 81:0.89 83:0.89 85:0.88 91:0.31 96:0.95 98:0.24 100:0.73 101:0.78 104:0.90 106:0.81 108:0.65 111:0.72 114:0.90 117:0.86 120:0.91 122:0.57 123:0.63 124:0.70 126:0.54 127:0.19 129:0.81 133:0.67 135:0.94 140:0.45 144:0.85 146:0.36 147:0.42 149:0.73 150:0.94 151:0.96 152:0.82 153:0.86 154:0.68 155:0.67 158:0.92 159:0.35 161:0.79 162:0.86 163:0.81 164:0.84 165:0.90 167:0.68 169:0.79 172:0.27 173:0.78 176:0.73 177:0.38 179:0.60 181:0.98 186:0.73 187:0.87 192:0.59 201:0.74 202:0.72 206:0.81 208:0.64 212:0.37 215:0.79 216:0.71 222:0.35 232:0.94 235:0.52 241:0.69 242:0.58 243:0.51 245:0.50 247:0.39 248:0.95 253:0.95 255:0.79 256:0.84 259:0.21 260:0.92 261:0.82 265:0.26 266:0.38 267:0.36 268:0.80 271:0.34 276:0.32 279:0.86 283:0.82 285:0.62 290:0.90 297:0.36 300:0.33\n2 1:0.74 7:0.81 9:0.80 11:0.88 12:0.79 17:0.40 21:0.13 27:0.16 28:0.70 30:0.76 32:0.80 34:0.52 36:0.70 37:0.69 39:0.55 41:0.98 43:0.80 60:0.98 66:0.93 69:0.73 70:0.46 74:1.00 77:0.89 81:0.88 83:0.90 85:1.00 91:0.37 96:0.97 98:0.77 101:0.87 104:0.96 106:0.81 108:0.70 114:0.92 117:0.86 120:0.94 121:0.90 122:0.43 123:0.68 124:0.37 126:0.54 127:0.34 129:0.81 133:0.76 135:0.87 140:0.45 144:0.85 145:0.74 146:0.32 147:0.38 149:1.00 150:0.93 151:0.98 153:0.92 154:0.74 155:0.67 158:0.92 159:0.85 161:0.79 162:0.81 164:0.93 165:0.88 167:0.46 172:0.99 173:0.43 176:0.73 177:0.38 179:0.10 181:0.98 187:0.87 192:0.59 195:0.97 201:0.74 202:0.87 204:0.89 206:0.81 208:0.64 212:0.86 215:0.84 216:0.74 220:0.74 222:0.35 230:0.87 232:0.98 233:0.76 235:0.22 241:0.05 242:0.63 243:0.06 245:0.93 247:0.47 248:0.97 253:0.99 255:0.79 256:0.90 259:0.21 260:0.95 265:0.77 266:0.80 267:0.69 268:0.91 271:0.34 276:0.98 279:0.86 282:0.88 283:0.82 285:0.62 290:0.92 297:0.36 299:0.97 300:0.84\n2 1:0.74 7:0.81 11:0.88 12:0.79 17:0.53 21:0.30 27:0.21 28:0.70 30:0.43 34:0.76 36:0.92 37:0.74 39:0.55 43:0.98 66:0.20 69:0.12 70:0.80 74:0.97 81:0.80 83:0.75 85:0.98 91:0.08 98:0.57 101:0.82 104:0.91 106:0.81 108:0.10 114:0.86 117:0.86 121:0.90 122:0.57 123:0.77 124:0.75 126:0.54 127:0.65 129:0.81 133:0.67 135:0.34 144:0.85 146:0.83 147:0.86 149:0.96 150:0.87 154:0.98 155:0.67 159:0.86 161:0.79 165:0.84 167:0.49 172:0.70 173:0.08 176:0.73 177:0.38 178:0.55 179:0.27 181:0.98 187:0.39 192:0.59 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.54 215:0.72 216:0.95 222:0.35 230:0.87 232:0.95 233:0.76 235:0.42 241:0.24 242:0.45 243:0.43 245:0.93 247:0.47 253:0.78 259:0.21 265:0.44 266:0.80 267:0.36 271:0.34 276:0.82 290:0.86 297:0.36 300:0.84\n2 1:0.74 6:0.93 8:0.75 9:0.80 11:0.88 12:0.79 17:0.07 20:0.87 21:0.05 27:0.14 28:0.70 30:0.20 32:0.80 34:0.45 36:0.74 37:0.67 39:0.55 41:0.90 43:0.85 55:0.92 66:0.18 69:0.57 70:0.88 74:0.86 77:0.70 78:0.77 81:0.92 83:0.81 85:0.88 91:0.44 96:0.89 98:0.50 100:0.81 101:0.75 108:0.73 111:0.77 114:0.95 120:0.81 122:0.57 123:0.71 124:0.90 126:0.54 127:0.63 129:0.93 133:0.90 135:0.91 140:0.45 144:0.85 145:0.47 146:0.22 147:0.28 149:0.83 150:0.96 151:0.92 152:0.96 153:0.72 154:0.82 155:0.67 159:0.82 161:0.79 162:0.58 163:0.92 164:0.75 165:0.90 167:0.50 169:0.91 172:0.41 173:0.34 176:0.73 177:0.38 179:0.53 181:0.98 186:0.78 187:0.68 189:0.90 191:0.70 192:0.59 195:0.93 201:0.74 202:0.72 208:0.64 212:0.19 215:0.91 216:0.93 220:0.62 222:0.35 235:0.12 238:0.90 241:0.30 242:0.41 243:0.19 245:0.68 247:0.55 248:0.88 253:0.92 255:0.79 256:0.68 259:0.21 260:0.82 261:0.96 265:0.52 266:0.91 267:0.65 268:0.71 271:0.34 276:0.66 282:0.88 285:0.62 290:0.95 297:0.36 299:0.88 300:0.70\n2 1:0.74 7:0.81 8:0.88 9:0.80 11:0.88 12:0.79 17:0.62 21:0.05 27:0.15 28:0.70 30:0.76 32:0.80 34:0.73 36:0.88 37:0.88 39:0.55 41:0.90 43:0.74 60:0.97 66:0.43 69:0.85 70:0.41 74:0.97 77:0.70 81:0.92 83:0.85 85:1.00 91:0.11 96:0.89 98:0.65 101:0.85 108:0.70 114:0.95 120:0.82 121:0.90 122:0.57 123:0.68 124:0.85 126:0.54 127:0.59 129:0.95 133:0.87 135:0.83 140:0.45 144:0.85 145:0.40 146:0.98 147:0.98 149:0.98 150:0.96 151:0.87 153:0.48 154:0.64 155:0.67 158:0.92 159:0.91 161:0.79 162:0.81 163:0.81 164:0.73 165:0.90 167:0.49 172:0.91 173:0.56 176:0.73 177:0.38 179:0.16 181:0.98 187:0.68 192:0.59 195:0.98 201:0.74 202:0.62 204:0.89 208:0.64 212:0.48 215:0.91 216:0.80 220:0.62 222:0.35 230:0.84 232:0.88 233:0.69 235:0.12 241:0.21 242:0.63 243:0.57 245:0.95 247:0.39 248:0.88 253:0.93 255:0.79 256:0.64 259:0.21 260:0.82 265:0.66 266:0.71 267:0.44 268:0.67 271:0.34 276:0.93 279:0.86 282:0.88 283:0.82 285:0.62 290:0.95 297:0.36 299:0.88 300:0.55\n2 1:0.57 8:0.62 10:0.93 11:0.75 12:0.37 17:0.55 18:0.72 21:0.64 27:0.68 29:0.86 30:0.45 33:0.97 34:0.78 36:0.46 37:0.60 39:0.25 43:0.61 44:0.88 45:0.77 48:0.91 64:0.77 66:0.63 69:0.53 70:0.78 71:0.95 74:0.43 75:0.95 81:0.33 86:0.79 91:0.31 98:0.46 101:0.65 102:0.96 108:0.41 122:0.94 123:0.39 124:0.45 126:0.32 127:0.39 129:0.05 131:0.61 133:0.36 135:0.23 139:0.79 144:0.76 145:0.86 146:0.42 147:0.48 149:0.33 150:0.37 154:0.75 155:0.46 157:0.80 159:0.32 166:0.85 170:0.82 172:0.41 173:0.63 174:0.90 177:0.88 178:0.55 179:0.80 182:0.75 187:0.39 192:0.44 195:0.68 197:0.93 201:0.54 208:0.50 212:0.61 216:0.31 222:0.84 226:0.98 227:0.61 229:0.61 231:0.78 235:0.80 236:0.91 239:0.93 241:0.32 242:0.33 243:0.68 245:0.54 246:0.61 247:0.60 253:0.37 254:0.74 259:0.21 265:0.48 266:0.38 267:0.94 271:0.27 276:0.35 281:0.91 287:0.61 291:0.97 300:0.55\n1 10:0.95 11:0.75 12:0.37 17:0.78 18:0.82 21:0.74 27:0.65 29:0.86 30:0.76 34:0.68 36:0.80 37:0.57 39:0.25 43:0.61 44:0.85 45:0.81 48:0.97 64:0.77 66:0.80 69:0.36 70:0.28 71:0.95 74:0.45 75:0.95 81:0.25 86:0.88 91:0.17 98:0.81 101:0.65 108:0.28 122:0.65 123:0.27 126:0.24 127:0.30 129:0.05 131:0.61 135:0.24 139:0.84 144:0.76 145:0.52 146:0.39 147:0.45 149:0.29 150:0.26 154:0.84 157:0.83 159:0.15 166:0.74 170:0.82 172:0.45 173:0.75 174:0.86 177:0.88 178:0.55 179:0.77 182:0.75 187:0.21 193:0.95 195:0.55 197:0.90 212:0.82 216:0.29 222:0.84 226:0.98 227:0.61 229:0.61 231:0.73 235:0.88 239:0.94 241:0.41 242:0.16 243:0.82 246:0.61 247:0.60 253:0.38 254:0.80 259:0.21 265:0.81 266:0.23 267:0.52 271:0.27 276:0.27 281:0.86 287:0.61 300:0.25\n1 8:0.89 10:0.92 11:0.75 12:0.37 17:0.97 18:0.65 21:0.78 27:0.65 29:0.86 30:0.33 34:0.50 36:0.57 37:0.39 39:0.25 43:0.17 45:0.73 55:0.59 66:0.86 69:0.49 70:0.80 71:0.95 74:0.43 83:0.56 86:0.75 91:0.14 98:0.82 101:0.65 102:0.94 108:0.38 122:0.95 123:0.36 127:0.31 129:0.05 131:0.61 132:0.97 135:0.49 139:0.76 144:0.76 145:0.69 146:0.76 147:0.80 149:0.22 154:0.76 155:0.50 157:0.77 159:0.32 166:0.61 170:0.82 172:0.61 173:0.56 174:0.94 177:0.88 178:0.55 179:0.60 182:0.72 187:0.21 192:0.45 193:0.98 195:0.66 197:0.97 204:0.80 208:0.50 212:0.51 216:0.21 222:0.84 227:0.61 229:0.61 231:0.70 235:0.60 239:0.92 241:0.01 242:0.73 243:0.87 246:0.61 247:0.55 253:0.37 254:0.74 259:0.21 265:0.82 266:0.47 267:0.23 271:0.27 276:0.50 281:0.91 287:0.61 300:0.55\n2 10:0.90 11:0.75 12:0.37 17:0.64 18:0.65 21:0.78 27:0.72 29:0.86 30:0.76 34:0.85 36:0.95 39:0.25 43:0.83 45:0.73 48:0.97 66:0.72 69:0.60 70:0.22 71:0.95 74:0.44 86:0.75 91:0.17 98:0.22 101:0.65 108:0.46 122:0.65 123:0.44 127:0.11 129:0.05 131:0.61 135:0.54 139:0.73 144:0.76 145:0.72 146:0.20 147:0.26 149:0.66 154:0.79 157:0.77 159:0.10 166:0.61 170:0.82 172:0.27 173:0.86 174:0.79 177:0.88 178:0.55 179:0.18 182:0.72 187:0.21 197:0.84 212:0.78 216:0.09 222:0.84 227:0.61 229:0.61 231:0.63 235:0.68 239:0.89 241:0.57 242:0.45 243:0.75 246:0.61 247:0.35 253:0.37 254:0.80 259:0.21 265:0.24 266:0.17 267:0.87 271:0.27 276:0.26 281:0.91 287:0.61 300:0.18\n1 10:0.94 11:0.75 12:0.37 17:0.69 18:0.91 21:0.22 27:0.39 29:0.86 30:0.41 34:0.87 36:0.79 37:0.83 39:0.25 43:0.37 45:0.81 64:0.77 66:0.69 69:0.12 70:0.88 71:0.95 74:0.43 81:0.29 86:0.86 91:0.35 98:0.61 101:0.65 108:0.10 122:0.92 123:0.10 124:0.42 126:0.24 127:0.58 129:0.05 131:0.61 133:0.39 135:0.61 139:0.82 144:0.76 146:0.54 147:0.60 149:0.31 150:0.32 154:0.76 157:0.83 159:0.37 166:0.74 170:0.82 172:0.54 173:0.28 174:0.86 177:0.88 178:0.55 179:0.74 182:0.75 187:0.21 197:0.89 212:0.72 216:0.29 222:0.84 227:0.61 229:0.61 231:0.72 235:0.22 239:0.93 241:0.18 242:0.45 243:0.73 245:0.59 246:0.61 247:0.67 253:0.37 254:0.74 259:0.21 265:0.62 266:0.47 267:0.36 271:0.27 276:0.38 287:0.61 300:0.70\n4 1:0.61 8:0.82 9:0.75 10:0.96 11:0.75 12:0.37 17:0.38 18:0.80 21:0.13 23:0.99 27:0.53 29:0.86 30:0.66 31:0.95 34:0.74 36:0.58 37:0.85 39:0.25 43:0.63 45:0.83 48:0.91 62:0.99 64:0.77 66:0.85 69:0.15 70:0.53 71:0.95 74:0.55 75:0.99 79:0.95 81:0.66 83:0.69 86:0.88 91:0.82 96:0.82 97:0.97 98:0.93 99:0.83 101:0.65 102:0.94 104:0.87 108:0.12 120:0.78 122:0.76 123:0.12 126:0.51 127:0.58 128:0.98 129:0.05 131:0.90 135:0.28 137:0.95 139:0.88 140:0.90 144:0.76 145:0.38 146:0.47 147:0.53 149:0.32 150:0.58 151:0.68 153:0.46 154:0.74 155:0.65 157:0.85 158:0.85 159:0.17 162:0.70 164:0.78 165:0.65 166:0.86 168:0.98 170:0.82 172:0.57 173:0.58 174:0.88 177:0.88 179:0.77 182:0.82 190:0.89 192:0.98 193:0.95 195:0.53 196:0.96 197:0.91 201:0.63 202:0.71 205:0.98 208:0.64 212:0.83 215:0.84 216:0.16 219:0.95 220:0.74 222:0.84 226:0.98 227:0.94 229:0.90 231:0.79 235:0.31 236:0.95 239:0.96 241:0.84 242:0.22 243:0.86 246:0.92 247:0.60 248:0.66 253:0.78 254:0.84 255:0.78 256:0.73 259:0.21 260:0.78 265:0.93 266:0.27 267:0.23 268:0.74 271:0.27 276:0.45 279:0.81 281:0.91 283:0.66 284:0.95 285:0.62 287:0.94 292:0.95 297:0.36 300:0.43\n2 10:0.92 11:0.75 12:0.37 17:0.85 18:0.75 21:0.78 27:0.52 29:0.86 30:0.58 34:0.45 36:0.65 37:0.94 39:0.25 43:0.60 45:0.77 66:0.69 69:0.67 70:0.33 71:0.95 74:0.42 86:0.79 91:0.05 98:0.36 101:0.65 108:0.51 122:0.41 123:0.49 124:0.41 127:0.21 129:0.05 131:0.61 133:0.36 135:0.30 139:0.75 144:0.76 146:0.32 147:0.39 149:0.30 154:0.71 157:0.80 159:0.21 166:0.61 170:0.82 172:0.41 173:0.81 174:0.86 177:0.88 178:0.55 179:0.65 182:0.74 187:0.21 197:0.90 212:0.82 216:0.27 222:0.84 227:0.61 229:0.61 231:0.69 235:0.02 239:0.90 241:0.39 242:0.16 243:0.73 245:0.46 246:0.61 247:0.60 253:0.36 254:0.80 259:0.21 265:0.38 266:0.23 267:0.59 271:0.27 276:0.28 287:0.61 300:0.25\n1 10:0.94 11:0.75 12:0.37 17:0.64 18:0.88 21:0.78 27:0.39 29:0.86 30:0.45 34:0.88 36:0.71 37:0.83 39:0.25 43:0.33 45:0.81 66:0.68 69:0.62 70:0.69 71:0.95 74:0.42 86:0.85 91:0.20 98:0.58 101:0.65 108:0.47 122:0.92 123:0.45 124:0.43 127:0.47 129:0.05 131:0.61 133:0.39 135:0.47 139:0.80 144:0.76 146:0.54 147:0.60 149:0.28 154:0.72 157:0.83 159:0.38 166:0.61 170:0.82 172:0.51 173:0.70 174:0.86 177:0.88 178:0.55 179:0.74 182:0.75 187:0.21 197:0.88 212:0.58 216:0.29 222:0.84 227:0.61 229:0.61 231:0.71 235:1.00 239:0.92 241:0.18 242:0.38 243:0.72 245:0.58 246:0.61 247:0.67 253:0.36 254:0.74 259:0.21 265:0.59 266:0.54 267:0.36 271:0.27 276:0.36 287:0.61 300:0.55\n2 1:0.74 6:0.92 8:0.68 9:0.80 11:0.57 12:0.95 17:0.64 20:0.89 21:0.05 27:0.09 30:0.10 34:0.84 36:0.84 37:0.79 39:0.24 41:0.82 43:0.86 55:0.59 60:0.87 66:0.13 69:0.07 70:0.96 74:1.00 78:0.98 81:0.95 83:0.87 85:0.99 91:0.44 96:0.78 98:0.34 100:0.96 101:0.80 108:0.06 111:0.97 114:0.95 120:0.66 122:0.67 123:0.06 124:0.99 126:0.54 127:0.97 129:1.00 133:0.99 135:0.72 140:0.45 146:0.96 147:0.97 149:0.97 150:0.98 151:0.79 152:0.94 153:0.69 154:0.83 155:0.67 158:0.87 159:0.97 162:0.86 164:0.62 165:0.90 169:0.94 172:0.90 173:0.05 176:0.73 177:0.38 179:0.12 186:0.98 187:0.39 189:0.93 192:0.59 201:0.74 202:0.46 208:0.64 212:0.39 215:0.91 216:0.75 220:0.62 222:0.21 235:0.12 238:0.90 241:0.27 242:0.54 243:0.33 245:0.95 247:0.67 248:0.72 253:0.87 255:0.79 256:0.45 259:0.21 260:0.67 261:0.95 265:0.36 266:0.98 267:0.96 268:0.55 271:0.53 276:0.98 279:0.86 283:0.71 285:0.62 290:0.95 297:0.36 300:0.94\n2 1:0.74 11:0.57 12:0.95 17:0.32 21:0.30 27:0.45 30:0.08 34:0.68 36:0.21 37:0.50 39:0.24 43:0.71 55:0.42 66:0.10 69:0.69 70:0.99 74:0.82 81:0.82 85:0.72 91:0.40 98:0.34 101:0.71 108:0.71 114:0.86 122:0.67 123:0.79 124:0.67 126:0.54 127:0.26 129:0.59 133:0.64 135:0.85 145:0.50 146:0.24 147:0.30 149:0.45 150:0.84 154:0.75 155:0.67 158:0.86 159:0.51 172:0.45 173:0.59 176:0.73 177:0.38 178:0.55 179:0.54 187:0.68 192:0.59 201:0.74 208:0.64 212:0.40 215:0.72 216:0.77 222:0.21 235:0.42 241:0.24 242:0.43 243:0.28 245:0.63 247:0.60 253:0.73 259:0.21 265:0.32 266:0.63 267:0.44 271:0.53 276:0.48 277:0.69 279:0.86 283:0.67 290:0.86 297:0.36 300:0.84\n2 1:0.74 8:0.68 11:0.57 12:0.95 17:0.57 21:0.22 27:0.49 30:0.26 32:0.80 34:0.52 36:0.90 37:0.42 39:0.24 43:0.97 66:0.44 69:0.15 70:0.88 74:0.99 76:0.94 77:0.70 81:0.85 83:0.76 85:0.99 91:0.25 98:0.77 101:0.84 108:0.80 114:0.90 122:0.57 123:0.79 124:0.69 126:0.54 127:0.89 129:0.81 133:0.67 135:0.61 145:0.41 146:0.84 147:0.87 149:0.98 150:0.91 154:0.97 155:0.67 159:0.87 165:0.86 172:0.91 173:0.09 176:0.73 177:0.38 178:0.55 179:0.19 187:0.39 192:0.59 195:0.95 201:0.74 212:0.50 215:0.79 216:0.94 222:0.21 235:0.42 241:0.01 242:0.36 243:0.40 245:0.97 247:0.60 253:0.79 259:0.21 265:0.77 266:0.75 267:0.93 271:0.53 276:0.92 282:0.88 290:0.90 297:0.36 299:0.88 300:0.84\n1 8:0.87 11:0.57 12:0.95 17:0.13 20:0.87 21:0.71 27:0.11 30:0.32 34:0.40 36:0.88 37:0.80 39:0.24 43:0.34 55:0.84 66:0.09 69:0.96 70:0.78 74:1.00 76:1.00 78:0.90 81:0.35 85:0.72 91:0.79 96:0.96 98:0.38 100:0.73 101:0.52 108:0.93 111:0.87 114:0.61 117:0.86 122:0.67 123:0.97 124:0.98 126:0.32 127:0.93 129:0.89 133:0.98 135:0.39 140:0.45 146:0.97 147:0.31 149:0.89 150:0.31 151:0.80 152:0.82 153:0.93 154:0.16 158:0.85 159:0.98 162:0.71 169:0.72 172:0.90 173:0.69 176:0.56 177:0.05 179:0.11 186:0.90 187:0.68 190:0.77 191:0.80 202:0.87 212:0.29 216:0.81 222:0.21 235:0.88 241:0.05 242:0.81 243:0.06 245:0.97 247:0.67 248:0.88 253:0.97 256:0.88 257:0.65 259:0.21 261:0.85 265:0.36 266:0.97 267:0.95 268:0.89 271:0.53 276:0.98 285:0.50 290:0.61 300:0.94\n0 8:0.80 9:0.80 11:0.57 12:0.95 17:0.18 20:0.86 21:0.05 27:0.18 30:0.29 34:0.53 36:0.45 37:0.71 39:0.24 43:0.59 55:0.59 66:0.75 69:0.90 70:0.68 74:1.00 76:0.85 77:0.70 78:0.94 81:0.87 85:0.72 91:0.81 96:0.98 98:0.83 100:0.92 101:0.70 108:0.79 111:0.92 114:0.77 120:0.61 122:0.67 123:0.78 124:0.43 126:0.32 127:0.66 129:0.05 133:0.62 135:0.19 140:0.99 145:0.38 146:0.96 147:0.05 149:0.85 150:0.73 151:0.64 152:0.81 153:0.96 154:0.48 155:0.67 158:0.85 159:0.78 162:0.67 164:0.54 169:0.90 172:0.95 173:0.83 176:0.56 177:0.05 179:0.18 186:0.93 187:0.39 190:0.77 191:0.84 192:0.59 195:0.89 202:0.91 208:0.64 212:0.86 216:0.90 222:0.21 235:0.12 241:0.54 242:0.81 243:0.06 245:0.93 247:0.39 248:0.62 253:0.99 255:0.79 256:0.92 257:0.65 259:0.21 260:0.62 261:0.88 265:0.83 266:0.54 267:0.73 268:0.93 271:0.53 276:0.92 282:0.84 285:0.62 290:0.77 300:0.70\n1 7:0.81 8:0.89 11:0.57 12:0.95 17:0.36 21:0.05 27:0.29 30:0.13 32:0.77 34:0.44 36:0.93 37:0.70 39:0.24 43:0.73 55:0.71 66:0.79 69:0.48 70:0.92 74:0.98 76:0.99 77:0.96 81:0.87 85:0.85 91:0.57 96:0.86 98:0.81 101:0.76 108:0.37 114:0.77 121:0.90 122:0.67 123:0.35 124:0.39 126:0.32 127:0.54 129:0.05 133:0.39 135:0.95 140:0.45 145:0.89 146:0.90 147:0.92 149:0.81 150:0.73 151:0.70 153:0.69 154:0.75 155:0.67 158:0.85 159:0.61 162:0.81 172:0.82 173:0.39 176:0.56 177:0.38 179:0.40 187:0.39 190:0.77 192:0.59 195:0.80 202:0.58 204:0.89 208:0.64 212:0.60 216:0.41 220:0.62 222:0.21 230:0.84 233:0.69 235:0.12 241:0.39 242:0.73 243:0.80 245:0.78 247:0.55 248:0.69 253:0.91 256:0.58 259:0.21 265:0.81 266:0.80 267:0.79 268:0.64 271:0.53 276:0.73 282:0.85 285:0.50 290:0.77 300:0.70\n2 7:0.78 8:0.90 11:0.57 12:0.95 17:0.30 21:0.30 27:0.09 30:0.19 34:0.49 36:0.97 37:0.79 39:0.24 43:0.66 55:0.52 60:0.87 66:0.96 69:0.59 70:0.87 74:0.98 77:0.70 81:0.81 83:0.75 85:0.85 91:0.72 96:0.94 98:0.94 101:0.76 108:0.45 114:0.69 117:0.86 120:0.65 122:0.67 123:0.43 126:0.32 127:0.61 129:0.05 135:0.87 140:0.45 145:0.72 146:0.96 147:0.96 149:0.83 150:0.60 151:0.76 153:0.88 154:0.55 155:0.67 158:0.87 159:0.65 162:0.84 164:0.56 172:0.89 173:0.50 176:0.56 177:0.38 179:0.32 187:0.68 190:0.77 191:0.78 192:0.59 195:0.81 202:0.77 208:0.64 212:0.58 216:0.75 220:0.74 222:0.21 230:0.81 233:0.69 235:0.52 241:0.66 242:0.75 243:0.96 247:0.47 248:0.84 253:0.96 256:0.81 259:0.21 260:0.66 265:0.94 266:0.54 267:0.91 268:0.83 271:0.53 276:0.81 279:0.86 282:0.84 283:0.71 285:0.62 290:0.69 300:0.70\n2 6:0.99 8:0.82 9:0.80 11:0.57 12:0.95 17:0.18 20:0.89 21:0.22 27:0.06 30:0.42 34:0.64 36:0.62 37:0.85 39:0.24 41:0.82 43:0.66 55:0.52 66:0.61 69:0.76 70:0.84 74:0.99 76:0.85 77:0.70 78:0.95 81:0.75 83:0.74 85:0.85 91:0.57 96:0.78 98:0.74 100:0.94 101:0.73 108:0.59 111:0.93 114:0.72 117:0.86 120:0.65 122:0.67 123:0.57 124:0.57 126:0.32 127:0.49 129:0.05 133:0.62 135:0.39 140:0.80 145:0.45 146:0.96 147:0.96 149:0.87 150:0.55 151:0.77 152:0.83 153:0.48 154:0.55 155:0.67 158:0.84 159:0.80 162:0.86 164:0.57 169:0.92 172:0.93 173:0.57 176:0.56 177:0.38 179:0.17 186:0.95 187:0.68 189:1.00 191:0.81 192:0.59 195:0.93 202:0.50 208:0.64 212:0.73 216:0.87 220:0.82 222:0.21 235:0.31 238:0.89 241:0.64 242:0.79 243:0.68 245:0.96 247:0.60 248:0.71 253:0.86 255:0.79 256:0.58 259:0.21 260:0.66 261:0.91 265:0.74 266:0.75 267:0.93 268:0.59 271:0.53 276:0.91 282:0.84 285:0.62 290:0.72 300:0.84\n1 8:0.82 11:0.57 12:0.95 17:0.32 21:0.30 27:0.50 30:0.26 34:0.52 36:0.80 37:0.60 39:0.24 43:0.58 55:0.71 66:0.18 69:0.53 70:0.81 74:1.00 76:0.85 77:0.89 81:0.68 85:0.95 91:0.35 96:0.89 98:0.53 101:0.71 108:0.41 114:0.69 117:0.86 122:0.67 123:0.39 124:0.98 126:0.32 127:0.97 129:0.98 133:0.98 135:0.30 140:0.45 145:0.59 146:1.00 147:1.00 149:0.91 150:0.49 151:0.74 153:0.83 154:0.50 158:0.85 159:0.98 162:0.82 172:0.97 173:0.08 176:0.56 177:0.38 179:0.10 187:0.39 190:0.77 191:0.70 195:1.00 202:0.63 212:0.30 216:0.86 222:0.21 235:0.42 241:0.02 242:0.78 243:0.38 245:0.98 247:0.67 248:0.73 253:0.93 256:0.64 259:0.21 265:0.54 266:0.96 267:0.95 268:0.69 271:0.53 276:0.99 282:0.84 285:0.50 290:0.69 300:0.84\n2 1:0.74 7:0.81 9:0.80 11:0.57 12:0.95 17:0.43 21:0.40 27:0.09 30:0.38 32:0.80 34:0.77 36:0.92 37:0.79 39:0.24 41:0.82 43:0.79 60:0.87 66:0.95 69:0.60 70:0.85 74:0.97 77:0.89 81:0.85 83:0.83 85:0.96 91:0.51 96:0.73 98:0.94 101:0.85 106:0.81 108:0.45 114:0.82 117:0.86 120:0.60 121:0.99 122:0.43 123:0.44 126:0.54 127:0.61 129:0.05 135:0.73 140:0.45 145:0.76 146:0.95 147:0.96 149:0.94 150:0.90 151:0.63 153:0.48 154:0.73 155:0.67 158:0.87 159:0.63 162:0.86 164:0.57 165:0.81 172:0.88 173:0.52 176:0.73 177:0.38 179:0.34 187:0.87 192:0.59 195:0.79 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.74 215:0.67 216:0.75 220:0.82 222:0.21 230:0.87 233:0.76 235:0.60 241:0.46 242:0.27 243:0.96 247:0.67 248:0.60 253:0.80 255:0.79 256:0.45 259:0.21 260:0.60 265:0.94 266:0.54 267:0.69 268:0.46 271:0.53 276:0.80 279:0.86 282:0.88 283:0.71 285:0.62 290:0.82 297:0.36 299:0.97 300:0.70\n2 1:0.74 6:0.90 7:0.81 8:0.88 9:0.80 11:0.57 12:0.95 17:0.22 20:0.91 21:0.13 27:0.21 30:0.17 32:0.80 34:0.67 36:0.93 37:0.60 39:0.24 41:0.90 43:0.97 60:0.99 66:0.91 69:0.17 70:0.76 74:0.95 76:0.94 77:0.89 78:0.93 81:0.91 83:0.83 85:0.90 91:0.49 96:0.80 98:0.96 100:0.92 101:0.83 104:0.93 108:0.14 111:0.92 114:0.92 120:0.69 121:0.90 122:0.57 123:0.13 126:0.54 127:0.71 129:0.05 132:0.97 135:0.73 140:0.80 145:0.44 146:0.79 147:0.83 149:0.86 150:0.95 151:0.80 152:0.96 153:0.71 154:0.97 155:0.67 158:0.87 159:0.35 162:0.74 164:0.71 165:0.86 169:0.92 172:0.74 173:0.35 176:0.73 177:0.38 178:0.42 179:0.59 186:0.93 187:0.21 189:0.89 192:0.59 195:0.58 201:0.74 202:0.61 204:0.89 208:0.64 212:0.75 215:0.84 216:0.46 220:0.62 222:0.21 230:0.84 233:0.69 235:0.52 238:0.87 241:0.39 242:0.45 243:0.91 247:0.47 248:0.77 253:0.88 255:0.79 256:0.64 259:0.21 260:0.70 261:0.95 265:0.96 266:0.63 267:0.85 268:0.65 271:0.53 276:0.61 279:0.86 282:0.88 283:0.71 285:0.62 290:0.92 297:0.36 299:0.88 300:0.55\n1 8:0.79 11:0.57 12:0.95 17:0.53 20:0.87 27:0.59 30:0.21 34:0.40 36:0.92 37:0.52 39:0.24 43:0.79 55:0.84 66:0.06 69:0.05 70:0.95 74:1.00 78:0.93 81:0.92 85:0.98 91:0.42 96:0.74 98:0.26 100:0.94 101:0.74 108:0.05 111:0.92 114:0.80 122:0.67 123:0.96 124:0.99 126:0.32 127:1.00 129:0.99 133:0.99 135:0.44 140:0.45 146:0.96 147:0.97 149:0.94 150:0.85 151:0.58 152:0.82 153:0.48 154:0.72 159:0.99 162:0.62 169:0.92 172:0.89 173:0.05 176:0.56 177:0.38 179:0.10 186:0.92 187:0.87 190:0.77 202:0.50 212:0.19 216:0.59 220:0.74 222:0.21 235:0.05 241:0.05 242:0.76 243:0.24 245:0.97 247:0.67 248:0.56 253:0.82 256:0.45 259:0.21 261:0.89 265:0.28 266:0.98 267:0.76 268:0.46 271:0.53 276:0.99 277:0.69 285:0.50 290:0.80 300:0.94\n1 6:0.98 8:0.95 9:0.80 11:0.57 12:0.95 17:0.15 20:0.96 21:0.30 27:0.21 30:0.56 34:0.30 36:0.78 37:0.74 39:0.24 41:0.82 43:0.72 55:0.71 66:0.11 69:0.12 70:0.66 74:1.00 76:0.85 78:0.93 81:0.68 83:0.74 85:0.91 91:0.93 96:0.99 98:0.45 100:0.97 101:0.70 108:0.98 111:0.95 114:0.69 117:0.86 120:0.65 122:0.67 123:0.98 124:0.97 126:0.32 127:1.00 129:0.98 133:0.97 135:0.20 140:0.98 146:0.82 147:0.85 149:0.88 150:0.49 151:0.77 152:0.92 153:0.98 154:0.62 155:0.67 158:0.85 159:0.97 162:0.66 164:0.57 169:0.95 172:0.92 173:0.05 176:0.56 177:0.38 179:0.10 186:0.93 187:0.39 189:0.99 190:0.77 191:0.87 192:0.59 202:0.92 208:0.64 212:0.36 216:0.95 222:0.21 235:0.42 238:0.95 241:0.24 242:0.78 243:0.11 245:0.98 247:0.67 248:0.71 253:0.99 255:0.79 256:0.94 259:0.21 260:0.66 261:0.94 265:0.47 266:0.96 267:0.95 268:0.94 271:0.53 276:0.99 285:0.62 290:0.69 300:0.94\n1 8:0.83 11:0.57 12:0.95 17:0.32 21:0.47 27:0.21 30:0.43 34:0.44 36:0.79 37:0.74 39:0.24 43:0.82 55:0.84 66:0.17 69:0.21 70:0.83 74:0.99 76:0.97 81:0.56 85:0.96 91:0.48 96:0.79 98:0.57 101:0.74 108:0.98 114:0.66 117:0.86 122:0.67 123:0.98 124:0.97 126:0.32 127:0.98 129:0.95 133:0.97 135:0.24 140:0.45 146:0.82 147:0.85 149:0.93 150:0.42 151:0.61 153:0.86 154:0.77 158:0.84 159:0.96 162:0.58 172:0.91 173:0.06 176:0.56 177:0.38 179:0.12 187:0.39 190:0.77 191:0.70 202:0.72 212:0.21 216:0.95 220:0.74 222:0.21 235:0.60 241:0.43 242:0.76 243:0.21 245:0.96 247:0.67 248:0.62 253:0.86 256:0.68 259:0.21 265:0.58 266:0.98 267:0.84 268:0.72 271:0.53 276:0.97 285:0.50 290:0.66 300:0.94\n2 1:0.74 6:0.90 7:0.81 8:0.74 9:0.80 11:0.57 12:0.95 17:0.15 20:0.90 21:0.13 27:0.21 30:0.27 32:0.80 34:0.68 36:0.74 37:0.60 39:0.24 41:0.88 43:0.97 55:0.52 60:0.95 66:0.91 69:0.17 70:0.83 74:0.95 76:0.94 77:0.89 78:0.96 81:0.91 83:0.84 85:0.90 91:0.46 96:0.83 98:0.92 100:0.95 101:0.84 104:0.91 108:0.14 111:0.95 114:0.92 120:0.73 121:0.90 122:0.43 123:0.13 126:0.54 127:0.52 129:0.05 132:0.97 135:0.65 140:0.45 145:0.44 146:0.72 147:0.76 149:0.88 150:0.95 151:0.81 152:0.96 153:0.72 154:0.97 155:0.67 158:0.87 159:0.29 162:0.76 164:0.69 165:0.86 169:0.92 172:0.75 173:0.38 176:0.73 177:0.38 179:0.53 186:0.96 187:0.21 189:0.93 191:0.70 192:0.59 195:0.56 201:0.74 202:0.58 204:0.89 208:0.64 212:0.88 215:0.84 216:0.46 220:0.62 222:0.21 230:0.84 233:0.69 235:0.52 238:0.89 241:0.44 242:0.30 243:0.91 247:0.60 248:0.80 253:0.89 255:0.79 256:0.58 259:0.21 260:0.74 261:0.95 265:0.92 266:0.38 267:0.36 268:0.62 271:0.53 276:0.62 279:0.86 282:0.88 283:0.71 285:0.62 290:0.92 297:0.36 299:0.88 300:0.70\n0 8:0.86 11:0.57 12:0.95 17:0.59 21:0.74 27:0.45 30:0.26 34:0.66 36:0.39 37:0.50 39:0.24 43:0.65 55:0.59 66:0.61 69:0.71 70:0.86 74:0.98 77:0.70 81:0.33 85:0.80 91:0.29 98:0.63 101:0.71 108:0.54 114:0.61 122:0.67 123:0.52 124:0.71 126:0.32 127:0.37 129:0.05 133:0.82 135:0.85 145:0.52 146:0.92 147:0.94 149:0.76 150:0.30 154:0.54 158:0.84 159:0.77 172:0.82 173:0.49 176:0.56 177:0.38 178:0.55 179:0.28 187:0.68 195:0.94 212:0.30 216:0.77 222:0.21 235:0.95 241:0.30 242:0.78 243:0.68 245:0.79 247:0.39 253:0.71 259:0.21 265:0.64 266:0.75 267:0.89 271:0.53 276:0.79 282:0.84 290:0.61 300:0.84\n2 1:0.74 7:0.81 11:0.57 12:0.95 17:0.32 21:0.22 27:0.09 30:0.21 32:0.80 34:0.59 36:0.92 37:0.79 39:0.24 43:0.79 55:0.71 66:0.53 69:0.59 70:0.94 74:0.95 76:0.94 77:0.99 81:0.87 85:0.85 91:0.57 98:0.72 101:0.75 106:0.81 108:0.45 114:0.90 117:0.86 120:0.67 121:0.97 122:0.65 123:0.43 124:0.64 126:0.54 127:0.69 129:0.59 133:0.64 135:0.82 140:0.45 145:0.76 146:0.90 147:0.92 149:0.82 150:0.88 151:0.63 153:0.72 154:0.73 155:0.67 159:0.74 162:0.67 164:0.64 172:0.76 173:0.44 176:0.73 177:0.38 179:0.40 187:0.87 190:0.77 192:0.59 195:0.88 201:0.74 202:0.53 204:0.89 206:0.81 208:0.64 212:0.49 215:0.79 216:0.75 220:0.62 222:0.21 230:0.84 233:0.76 235:0.31 241:0.50 242:0.24 243:0.62 245:0.84 247:0.67 248:0.61 253:0.78 256:0.45 259:0.21 260:0.68 265:0.72 266:0.75 267:0.87 268:0.57 271:0.53 276:0.75 282:0.88 283:0.71 285:0.50 290:0.90 297:0.36 299:0.97 300:0.84\n0 8:0.78 10:0.79 12:0.69 17:0.99 18:0.57 21:0.78 27:0.72 29:0.62 30:0.28 34:0.37 36:0.44 39:0.58 43:0.05 55:0.45 66:0.07 69:0.98 70:0.75 71:0.67 74:0.25 86:0.57 91:0.14 98:0.13 108:0.98 122:0.98 123:0.98 124:0.91 127:0.43 129:0.59 131:0.61 133:0.91 135:0.32 139:0.56 145:0.40 146:0.17 147:0.05 149:0.06 154:0.06 157:0.61 159:0.96 166:0.61 170:0.90 172:0.37 173:0.86 174:0.93 175:0.99 177:0.05 178:0.55 179:0.65 182:0.61 187:0.95 197:0.82 202:0.61 212:0.37 216:0.18 222:0.21 227:0.61 229:0.61 231:0.68 235:0.22 239:0.79 241:0.41 242:0.51 243:0.12 244:0.97 245:0.52 246:0.61 247:0.76 253:0.23 254:0.74 257:0.99 264:0.96 265:0.10 266:0.80 267:0.99 271:0.17 275:0.94 276:0.51 277:0.98 287:0.61 294:0.91 300:0.55\n0 10:0.80 12:0.69 17:0.99 18:0.57 21:0.78 27:0.72 29:0.62 30:0.62 34:0.67 36:0.25 37:0.24 39:0.58 43:0.07 55:0.92 66:0.16 69:0.97 70:0.23 71:0.67 74:0.26 86:0.58 91:0.01 98:0.17 108:0.94 122:0.67 123:0.93 124:0.81 127:0.71 129:0.59 131:0.61 133:0.76 135:0.58 139:0.56 146:0.44 147:0.05 149:0.06 154:0.07 157:0.61 159:0.91 163:0.97 166:0.61 170:0.90 172:0.10 173:0.90 174:0.79 175:0.99 177:0.05 178:0.55 179:0.95 182:0.61 187:0.39 197:0.84 212:0.30 216:0.09 222:0.21 227:0.61 229:0.61 231:0.62 239:0.79 241:0.12 242:0.33 243:0.23 244:0.98 245:0.42 246:0.61 247:0.39 253:0.24 257:0.99 259:0.21 264:0.96 265:0.18 266:0.27 267:0.23 271:0.17 275:0.91 276:0.25 277:0.98 287:0.61 294:0.91 300:0.18\n0 8:0.59 10:0.80 11:0.54 12:0.69 17:0.96 18:0.58 21:0.78 27:1.00 29:0.62 30:0.38 34:0.86 36:0.48 39:0.58 43:0.05 45:0.66 55:0.99 66:0.13 69:0.98 70:0.63 71:0.67 74:0.24 86:0.58 98:0.05 101:0.45 108:0.97 122:0.95 123:0.97 124:0.93 127:0.68 129:0.05 131:0.61 133:0.92 135:0.44 139:0.57 144:0.76 146:0.19 147:0.25 149:0.05 154:0.07 157:0.75 159:1.00 163:1.00 166:0.61 170:0.90 172:0.16 173:0.60 174:0.79 175:0.97 177:0.70 178:0.55 179:0.83 182:0.71 187:0.21 197:0.79 212:0.28 216:0.01 222:0.21 227:0.61 229:0.61 231:0.61 239:0.80 241:0.12 242:0.60 243:0.34 244:0.93 245:0.45 246:0.61 247:0.55 253:0.22 254:0.84 257:0.93 259:0.21 264:0.96 265:0.05 266:0.47 267:0.84 271:0.17 275:0.91 276:0.41 277:0.95 287:0.61 294:0.92 300:0.43\n0 10:0.82 11:0.54 12:0.69 17:0.97 18:0.63 21:0.78 27:0.65 29:0.62 30:0.45 34:0.53 36:0.43 37:0.31 39:0.58 43:0.21 45:0.66 55:0.92 66:0.52 69:0.82 70:0.50 71:0.67 74:0.30 86:0.61 91:0.01 98:0.22 101:0.45 108:0.66 123:0.64 124:0.63 127:0.18 129:0.05 131:0.61 133:0.59 135:0.94 139:0.59 144:0.76 146:0.62 147:0.05 149:0.16 154:0.14 157:0.76 159:0.72 163:0.75 166:0.61 170:0.90 172:0.27 173:0.51 174:0.79 175:0.75 177:0.05 178:0.55 179:0.65 182:0.72 187:0.95 197:0.82 212:0.23 216:0.63 222:0.21 227:0.61 229:0.61 231:0.62 235:0.22 239:0.82 242:0.24 243:0.21 244:0.97 245:0.43 246:0.61 247:0.47 253:0.27 257:0.99 259:0.21 264:0.96 265:0.24 266:0.38 267:0.44 271:0.17 275:0.91 276:0.23 277:0.69 287:0.61 294:0.93 300:0.33\n0 10:0.81 11:0.54 12:0.69 17:0.96 18:0.58 21:0.78 27:0.72 29:0.62 30:0.11 34:0.94 36:0.38 39:0.58 43:0.05 45:0.66 66:0.30 69:0.97 70:0.54 71:0.67 74:0.26 86:0.59 91:0.14 98:0.09 101:0.45 108:0.95 122:0.76 123:0.95 124:0.78 127:0.19 129:0.05 131:0.61 133:0.73 135:0.37 139:0.57 144:0.76 146:0.20 147:0.05 149:0.05 154:0.08 157:0.76 159:0.67 163:0.90 166:0.61 170:0.90 172:0.16 173:0.97 174:0.79 175:0.97 177:0.05 178:0.55 179:0.75 182:0.72 187:0.21 197:0.79 212:0.30 216:0.06 222:0.21 227:0.61 229:0.61 231:0.63 235:0.60 239:0.80 241:0.07 242:0.33 243:0.23 244:0.93 245:0.40 246:0.61 247:0.39 253:0.24 254:0.88 257:0.99 264:0.96 265:0.10 266:0.27 267:0.17 271:0.17 275:0.91 276:0.26 277:0.95 287:0.61 294:0.92 300:0.33\n0 10:0.84 11:0.64 12:0.69 17:0.64 18:0.57 21:0.78 27:0.67 29:0.62 30:0.18 34:0.30 36:0.20 37:0.48 39:0.58 43:0.24 45:0.77 55:0.59 66:0.07 69:0.98 70:0.93 71:0.67 74:0.27 80:0.98 86:0.59 91:0.40 98:0.16 101:0.64 102:0.94 108:0.27 122:0.55 123:0.26 124:0.98 127:0.95 129:0.05 131:0.61 133:0.98 135:0.69 139:0.57 144:0.76 145:0.45 146:0.32 147:0.55 149:0.25 154:0.07 157:0.75 159:0.95 166:0.61 170:0.90 172:0.32 173:0.96 174:0.92 175:0.91 177:0.38 178:0.55 179:0.39 182:0.72 187:0.68 193:0.94 195:0.99 197:0.94 212:0.13 216:0.24 222:0.21 227:0.61 229:0.61 231:0.81 235:0.42 239:0.84 242:0.13 243:0.22 244:0.93 245:0.68 246:0.61 247:0.95 253:0.24 257:0.97 259:0.21 264:0.96 265:0.17 266:0.98 267:0.28 271:0.17 275:0.98 276:0.79 277:0.98 287:0.61 294:0.94 300:0.84\n0 10:0.79 12:0.69 17:0.99 18:0.60 21:0.78 27:0.71 29:0.62 30:0.68 34:0.73 36:0.28 39:0.58 43:0.06 55:0.96 66:0.12 69:0.94 70:0.43 71:0.67 74:0.27 86:0.60 91:0.01 98:0.17 108:0.89 122:0.85 123:0.93 124:0.86 127:0.19 129:0.59 131:0.61 133:0.82 135:0.71 139:0.58 146:0.17 147:0.05 149:0.06 154:0.09 157:0.61 159:0.66 163:0.98 166:0.61 170:0.90 172:0.10 173:0.86 174:0.83 175:0.99 177:0.05 178:0.55 179:0.65 182:0.61 187:0.39 197:0.82 212:0.42 216:0.14 222:0.21 227:0.61 229:0.61 231:0.64 239:0.79 241:0.05 242:0.19 243:0.19 244:0.97 245:0.44 246:0.61 247:0.55 253:0.24 254:0.74 257:0.99 259:0.21 264:0.96 265:0.07 266:0.38 267:0.36 271:0.17 275:0.91 276:0.33 277:0.98 287:0.61 294:0.91 300:0.33\n0 10:0.84 11:0.64 12:0.69 17:0.62 18:0.59 21:0.78 27:0.67 29:0.62 30:0.33 34:0.26 36:0.21 37:0.48 39:0.58 43:0.24 45:0.77 55:0.96 66:0.09 69:0.82 70:0.88 71:0.67 74:0.29 80:0.98 86:0.61 91:0.38 98:0.19 101:0.64 102:0.94 108:0.27 122:0.98 123:0.26 124:0.95 127:0.90 129:0.59 131:0.61 133:0.95 135:0.54 139:0.60 144:0.76 145:0.44 146:0.40 147:0.55 149:0.30 154:0.13 157:0.76 159:0.91 166:0.61 170:0.90 172:0.32 173:0.55 174:0.94 175:0.97 177:0.38 178:0.55 179:0.48 182:0.72 187:0.68 193:0.94 195:0.98 197:0.94 212:0.29 216:0.24 222:0.21 227:0.61 229:0.61 231:0.83 235:0.31 239:0.84 241:0.01 242:0.15 243:0.27 244:0.93 245:0.67 246:0.61 247:0.96 253:0.27 257:0.97 259:0.21 264:0.96 265:0.21 266:0.96 267:0.36 271:0.17 275:0.97 276:0.69 277:0.98 287:0.61 294:0.94 300:0.84\n1 1:0.57 11:0.48 12:0.69 17:0.67 18:0.64 21:0.30 27:0.30 29:0.62 30:0.90 34:0.42 36:0.35 37:0.71 39:0.58 43:0.32 45:0.73 55:0.59 56:0.97 66:0.69 69:0.66 70:0.19 71:0.67 74:0.33 81:0.48 86:0.65 91:0.48 98:0.33 101:0.52 108:0.50 123:0.48 124:0.41 126:0.32 127:0.19 129:0.05 131:0.61 133:0.37 135:0.69 139:0.63 144:0.76 146:0.40 147:0.46 149:0.29 150:0.47 154:0.23 155:0.46 157:0.61 159:0.27 166:0.93 170:0.90 172:0.41 173:0.68 175:0.97 177:0.70 178:0.55 179:0.59 182:0.61 187:0.39 192:0.47 201:0.59 208:0.49 212:0.82 215:0.72 216:0.35 222:0.21 227:0.61 229:0.61 231:0.88 235:0.52 236:0.92 241:0.07 242:0.72 243:0.73 244:0.93 245:0.46 246:0.61 247:0.39 253:0.29 257:0.93 259:0.21 264:0.96 265:0.35 266:0.23 267:0.52 271:0.17 276:0.29 277:0.95 287:0.61 297:0.36 300:0.18\n0 10:0.85 11:0.64 12:0.69 17:0.67 18:0.61 21:0.76 27:1.00 29:0.62 30:0.30 34:0.34 36:0.24 37:0.48 39:0.58 43:0.24 45:0.87 55:0.92 56:0.97 66:0.13 69:0.94 70:0.97 71:0.67 74:0.31 80:0.98 81:0.25 82:0.98 86:0.63 88:0.98 91:0.53 98:0.39 101:0.64 102:0.94 108:0.96 123:0.96 124:0.98 126:0.22 127:0.95 129:0.59 131:0.61 133:0.98 135:0.69 139:0.61 144:0.76 145:0.59 146:0.61 147:0.56 149:0.33 150:0.26 154:0.13 157:0.75 159:0.95 166:0.81 170:0.90 172:0.63 173:0.72 174:0.90 175:0.91 177:0.38 178:0.55 179:0.28 182:0.72 187:0.68 193:0.94 195:0.99 197:0.93 212:0.23 216:0.11 222:0.21 227:0.61 229:0.61 231:0.84 235:0.95 239:0.86 241:0.03 242:0.17 243:0.19 244:0.93 245:0.77 246:0.61 247:0.93 253:0.28 257:0.97 259:0.21 264:0.96 265:0.41 266:0.98 267:0.28 271:0.17 275:0.99 276:0.86 277:0.87 287:0.61 294:0.95 300:0.94\n0 8:0.71 10:0.79 12:0.69 17:0.96 18:0.57 21:0.78 27:0.65 29:0.62 30:0.45 34:0.74 36:0.78 37:0.49 39:0.58 43:0.05 55:1.00 66:0.09 69:1.00 70:0.47 71:0.67 74:0.26 86:0.57 91:0.03 98:0.05 108:0.99 122:0.43 123:0.99 124:0.92 127:0.30 129:0.59 131:0.61 133:0.91 135:0.54 139:0.56 146:0.13 147:0.05 149:0.05 154:0.05 157:0.61 159:0.99 163:1.00 166:0.61 170:0.90 172:0.10 173:0.86 174:0.79 175:0.99 177:0.05 178:0.55 179:0.75 182:0.61 187:0.39 197:0.79 202:0.46 212:0.30 216:0.02 222:0.21 227:0.61 229:0.61 231:0.61 235:0.42 239:0.78 241:0.05 242:0.14 243:0.17 244:0.97 245:0.44 246:0.61 247:0.67 253:0.23 257:0.99 259:0.21 264:0.96 265:0.05 266:0.54 267:0.69 271:0.17 275:0.93 276:0.39 277:0.98 287:0.61 294:0.91 300:0.33\n0 8:0.69 10:0.79 12:0.69 17:0.94 18:0.69 21:0.78 27:0.65 29:0.62 30:0.38 34:0.68 36:0.72 37:0.49 39:0.58 43:0.07 55:1.00 66:0.09 69:1.00 70:0.63 71:0.67 74:0.25 86:0.63 91:0.09 98:0.05 108:1.00 122:0.75 123:1.00 124:0.93 127:0.70 129:0.59 131:0.61 133:0.92 135:0.58 139:0.61 146:0.13 147:0.05 149:0.07 154:0.05 157:0.61 159:1.00 163:1.00 166:0.61 170:0.90 172:0.10 173:0.90 174:0.79 175:0.99 177:0.05 178:0.55 179:0.84 182:0.61 187:0.39 197:0.79 202:0.50 212:0.28 216:0.02 222:0.21 227:0.61 229:0.61 231:0.61 235:0.31 239:0.78 241:0.07 242:0.13 243:0.16 244:0.97 245:0.45 246:0.61 247:0.74 253:0.22 257:0.99 259:0.21 264:0.96 265:0.05 266:0.63 267:0.36 271:0.17 275:0.94 276:0.41 277:0.98 287:0.61 294:0.91 300:0.43\n1 7:0.81 12:0.37 17:0.89 20:0.97 21:0.13 27:0.06 32:0.80 34:0.89 36:0.36 37:0.60 43:0.28 66:0.36 69:0.77 78:0.83 81:0.97 91:0.25 98:0.06 100:0.85 104:0.79 106:0.81 108:0.60 111:0.83 123:0.57 126:0.54 127:0.05 129:0.05 135:0.94 145:0.38 146:0.05 147:0.05 149:0.12 150:0.96 152:0.89 154:0.21 159:0.05 169:0.83 172:0.05 173:0.58 177:0.05 178:0.55 186:0.84 187:0.68 195:0.93 206:0.81 215:0.84 216:0.85 230:0.65 233:0.63 235:0.12 241:0.32 243:0.51 259:0.21 261:0.94 265:0.06 267:0.84 297:0.36\n2 7:0.81 12:0.37 17:0.16 20:0.83 21:0.05 27:0.65 30:0.71 37:0.44 43:0.52 55:0.71 66:0.82 69:0.05 70:0.31 78:0.84 81:0.98 91:0.25 98:0.78 100:0.92 104:0.84 106:0.81 108:0.05 111:0.91 120:0.76 123:0.05 126:0.54 127:0.27 129:0.05 140:0.45 146:0.66 147:0.71 149:0.54 150:0.97 151:0.74 152:0.79 153:0.82 154:0.41 159:0.25 162:0.55 164:0.70 169:0.93 172:0.48 173:0.21 177:0.05 179:0.71 186:0.73 187:0.39 202:0.67 206:0.81 212:0.61 215:0.91 216:0.94 230:0.87 233:0.76 235:0.05 241:0.67 242:0.82 243:0.83 247:0.12 248:0.69 256:0.58 260:0.77 261:0.89 265:0.79 266:0.27 268:0.64 276:0.40 283:0.82 285:0.62 297:0.36 300:0.25\n0 12:0.37 17:0.72 20:0.84 21:0.78 25:0.88 27:0.72 30:0.33 43:0.52 55:0.59 66:0.61 69:0.35 70:0.49 78:0.83 91:0.72 98:0.77 100:0.73 104:0.73 108:0.59 111:0.81 120:0.79 123:0.57 124:0.51 127:0.92 129:0.81 133:0.67 140:0.45 146:0.05 147:0.05 149:0.48 151:0.66 152:0.80 153:0.48 154:0.41 159:0.34 162:0.70 163:0.75 164:0.72 169:0.72 172:0.37 173:0.52 177:0.05 179:0.91 186:0.86 202:0.63 212:0.19 216:0.06 235:0.12 241:0.97 242:0.82 243:0.18 245:0.45 247:0.12 248:0.72 256:0.64 260:0.80 261:0.89 265:0.77 266:0.47 268:0.65 276:0.33 285:0.62 300:0.33\n2 7:0.81 12:0.37 17:0.79 20:0.80 21:0.22 27:0.11 30:0.76 32:0.80 34:0.33 36:0.55 37:0.86 43:0.39 55:0.59 66:0.64 69:0.56 70:0.15 78:0.86 81:0.97 91:0.40 98:0.44 100:0.92 104:0.93 106:0.81 108:0.43 111:0.88 123:0.41 126:0.54 127:0.14 129:0.05 135:0.78 145:0.63 146:0.37 147:0.44 149:0.27 150:0.95 152:0.77 154:0.29 159:0.14 163:0.93 169:0.90 172:0.16 173:0.69 177:0.05 178:0.55 179:0.81 186:0.87 187:0.39 195:0.63 202:0.36 206:0.81 212:0.95 215:0.79 216:0.84 230:0.87 233:0.76 235:0.22 241:0.55 242:0.82 243:0.69 247:0.12 259:0.21 261:0.89 265:0.46 266:0.12 267:0.69 276:0.17 297:0.36 300:0.13\n1 12:0.37 17:0.02 21:0.05 27:0.72 30:0.95 34:0.86 36:0.77 37:0.32 43:0.50 55:0.92 66:0.54 69:0.12 81:0.98 91:0.44 98:0.77 104:0.96 108:0.10 123:0.10 126:0.54 127:0.25 129:0.05 135:0.89 146:0.46 147:0.52 149:0.22 150:0.97 154:0.39 159:0.17 172:0.10 173:0.45 177:0.05 178:0.55 179:0.99 187:0.68 215:0.91 216:0.14 235:0.05 241:0.15 243:0.63 259:0.21 265:0.77 267:0.89 297:0.36 300:0.08\n1 7:0.81 8:0.58 12:0.37 17:0.70 20:0.89 25:0.88 27:0.72 34:0.52 36:0.49 78:0.85 81:0.99 91:0.86 100:0.93 104:0.58 111:0.88 120:0.75 126:0.54 135:0.49 140:0.90 150:0.98 151:0.64 152:0.83 153:0.46 162:0.53 164:0.65 169:0.91 175:0.75 178:0.50 186:0.87 202:0.62 215:0.96 216:0.04 230:0.87 233:0.76 235:0.02 238:0.96 241:0.87 244:0.61 248:0.68 256:0.58 257:0.65 259:0.21 260:0.76 261:0.96 267:0.23 268:0.58 277:0.69 285:0.62 297:0.36\n2 12:0.37 17:0.32 21:0.47 27:0.43 30:0.76 34:0.95 36:0.39 37:0.67 43:0.43 55:0.92 66:0.64 69:0.49 70:0.29 81:0.93 91:0.17 98:0.69 108:0.66 123:0.64 124:0.42 126:0.54 127:0.37 129:0.59 133:0.47 135:0.47 145:0.67 146:0.05 147:0.05 149:0.37 150:0.87 154:0.32 159:0.46 163:0.75 172:0.32 173:0.47 177:0.05 178:0.55 179:0.88 187:0.95 212:0.23 215:0.63 216:0.60 235:0.52 241:0.41 242:0.82 243:0.21 245:0.43 247:0.12 259:0.21 265:0.69 266:0.38 267:0.28 276:0.31 283:0.60 297:0.36 300:0.25\n2 12:0.37 17:0.81 21:0.54 27:0.54 30:0.61 32:0.80 34:0.30 36:0.90 37:0.39 43:0.46 55:0.71 66:0.67 69:0.44 70:0.62 81:0.98 91:0.10 98:0.79 104:0.97 106:0.81 108:0.73 123:0.71 124:0.47 126:0.54 127:0.47 129:0.59 133:0.47 135:0.65 145:0.63 146:0.68 147:0.73 149:0.74 150:0.97 154:0.35 159:0.72 172:0.79 173:0.27 177:0.05 178:0.55 179:0.36 187:0.39 195:0.88 206:0.81 212:0.47 215:0.58 216:0.79 235:0.68 241:0.03 242:0.82 243:0.31 245:0.87 247:0.12 259:0.21 265:0.79 266:0.80 267:0.44 276:0.75 297:0.36 300:0.70\n1 7:0.81 12:0.37 17:0.18 20:0.83 21:0.13 27:0.63 30:0.38 37:0.58 43:0.52 55:0.84 66:0.93 69:0.07 70:0.57 78:0.72 81:0.97 91:0.33 98:0.91 100:0.73 108:0.06 111:0.72 120:0.85 123:0.06 126:0.54 127:0.51 129:0.05 140:0.45 146:0.94 147:0.95 149:0.73 150:0.96 151:0.71 152:0.79 153:0.72 154:0.41 159:0.60 162:0.86 163:0.75 164:0.80 169:0.72 172:0.81 173:0.12 177:0.05 179:0.44 186:0.73 187:0.39 202:0.66 212:0.30 215:0.84 216:0.91 220:0.62 230:0.65 233:0.63 235:0.12 241:0.37 242:0.82 243:0.93 247:0.12 248:0.77 256:0.73 260:0.85 261:0.73 265:0.91 266:0.54 268:0.75 276:0.71 283:0.82 285:0.62 297:0.36 300:0.43\n1 12:0.37 17:0.64 21:0.64 30:0.21 32:0.80 34:0.31 36:0.36 37:0.97 43:0.39 55:0.96 66:0.33 69:0.58 70:0.87 81:0.88 91:0.09 98:0.33 104:0.83 108:0.58 120:0.69 123:0.55 124:0.92 126:0.54 127:0.81 129:0.98 133:0.93 135:0.47 140:0.45 145:0.72 146:0.05 147:0.05 149:0.58 150:0.75 151:0.66 153:0.48 154:0.29 159:0.86 162:0.86 163:0.75 164:0.57 172:0.48 173:0.31 177:0.05 179:0.64 187:0.21 195:0.95 202:0.36 212:0.18 215:0.53 216:0.98 235:0.74 242:0.82 243:0.10 245:0.57 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 265:0.36 266:0.87 267:0.65 268:0.46 276:0.59 283:0.60 285:0.62 297:0.36 300:0.70\n1 12:0.37 17:0.77 25:0.88 27:0.72 78:0.87 81:0.99 91:0.85 104:0.86 111:0.90 120:0.80 126:0.54 140:0.45 150:0.98 151:0.66 153:0.48 162:0.81 164:0.79 169:0.93 175:0.75 202:0.69 215:0.96 216:0.16 220:0.82 235:0.02 241:0.89 244:0.61 248:0.72 256:0.73 257:0.65 260:0.81 268:0.74 277:0.69 285:0.62 297:0.36\n2 7:0.81 12:0.37 17:0.75 21:0.47 27:0.39 30:0.76 32:0.80 34:0.90 36:0.44 37:0.63 43:0.52 55:0.45 66:0.64 69:0.15 70:0.15 81:0.93 91:0.44 98:0.39 104:0.86 106:0.81 108:0.12 123:0.12 126:0.54 127:0.13 129:0.05 135:0.32 145:0.39 146:0.27 147:0.33 149:0.30 150:0.87 154:0.41 159:0.12 172:0.16 173:0.48 177:0.05 178:0.55 179:0.74 187:0.21 195:0.55 206:0.81 212:0.95 215:0.63 216:0.75 230:0.87 233:0.76 235:0.52 241:0.39 242:0.82 243:0.69 247:0.12 259:0.21 265:0.41 266:0.12 267:0.44 276:0.16 283:0.82 297:0.36 300:0.13\n2 12:0.37 17:0.01 20:0.80 27:0.43 34:0.42 36:0.29 37:0.41 43:0.52 66:0.36 69:0.05 78:0.72 81:0.99 91:0.20 98:0.12 100:0.73 104:0.96 106:0.81 108:0.05 111:0.72 123:0.05 126:0.54 127:0.08 129:0.05 135:0.74 146:0.05 147:0.05 149:0.16 150:0.98 152:0.77 154:0.41 159:0.05 169:0.72 172:0.05 173:0.39 177:0.05 178:0.55 186:0.73 187:0.68 206:0.81 215:0.96 216:0.55 235:0.02 241:0.35 243:0.51 259:0.21 261:0.73 265:0.13 267:0.52 283:0.82 297:0.36\n1 12:0.37 17:0.26 21:0.76 27:0.48 30:0.36 32:0.80 34:0.68 36:0.19 37:0.55 43:0.30 55:0.52 66:0.48 69:0.74 70:0.88 81:0.79 91:0.31 98:0.35 108:0.57 123:0.54 124:0.83 126:0.54 127:0.58 129:0.95 133:0.87 135:0.51 145:0.63 146:0.76 147:0.79 149:0.65 150:0.59 154:0.22 159:0.86 172:0.61 173:0.48 177:0.05 178:0.55 179:0.54 187:0.39 195:0.96 212:0.60 215:0.46 216:0.92 235:0.95 241:0.30 242:0.82 243:0.59 245:0.65 247:0.12 259:0.21 265:0.38 266:0.75 267:0.28 276:0.62 283:0.60 297:0.36 300:0.84\n0 12:0.37 17:0.18 21:0.30 27:0.32 30:0.87 34:0.96 36:0.39 37:0.54 43:0.44 55:0.84 66:0.45 69:0.47 70:0.15 81:0.95 91:0.06 98:0.64 108:0.36 123:0.34 124:0.67 126:0.54 127:0.36 129:0.81 133:0.67 135:0.21 146:0.77 147:0.81 149:0.45 150:0.93 154:0.33 159:0.52 163:0.94 172:0.32 173:0.39 177:0.05 178:0.55 179:0.78 187:0.68 212:0.95 215:0.72 216:0.85 235:0.31 241:0.24 242:0.82 243:0.58 245:0.52 247:0.12 259:0.21 265:0.65 266:0.12 267:0.28 276:0.41 283:0.60 297:0.36 300:0.13\n0 8:0.80 12:0.37 17:0.26 20:0.81 21:0.78 27:0.05 34:0.44 36:0.44 37:0.97 78:0.72 91:0.68 100:0.73 111:0.72 120:0.60 135:0.34 140:0.95 151:0.54 152:0.78 153:0.48 162:0.47 164:0.57 169:0.72 175:0.75 178:0.53 186:0.73 187:0.39 191:0.76 202:0.75 216:0.58 220:0.62 235:0.31 241:0.68 244:0.61 248:0.54 256:0.45 257:0.65 259:0.21 260:0.61 261:0.73 267:0.52 268:0.46 277:0.69 285:0.62\n2 7:0.81 12:0.37 17:0.45 20:0.80 21:0.30 27:0.50 30:0.95 32:0.80 34:0.37 36:0.91 37:0.60 43:0.50 55:0.92 66:0.36 69:0.21 78:0.72 81:0.95 91:0.44 98:0.43 100:0.73 104:0.84 106:0.81 108:0.17 111:0.72 120:0.69 123:0.16 124:0.52 126:0.54 127:0.22 129:0.59 133:0.47 135:0.78 140:0.45 145:0.69 146:0.39 147:0.46 149:0.27 150:0.93 151:0.66 152:0.77 153:0.48 154:0.39 159:0.24 162:0.86 163:0.86 164:0.57 169:0.72 172:0.10 173:0.34 177:0.05 179:0.96 186:0.73 187:0.39 195:0.60 202:0.36 206:0.81 212:0.95 215:0.72 216:0.86 230:0.87 233:0.76 235:0.31 241:0.27 242:0.82 243:0.51 245:0.37 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 261:0.73 265:0.45 266:0.12 267:0.52 268:0.46 276:0.18 283:0.82 285:0.62 297:0.36 300:0.08\n2 7:0.81 12:0.37 17:0.76 21:0.54 27:0.62 30:0.68 32:0.80 34:0.91 36:0.81 37:0.55 43:0.47 55:0.71 66:0.89 69:0.41 70:0.45 81:0.98 91:0.14 98:0.90 106:0.81 108:0.31 123:0.30 124:0.36 126:0.54 127:0.64 129:0.59 133:0.47 135:0.61 145:0.76 146:0.94 147:0.95 149:0.80 150:0.97 154:0.36 159:0.63 172:0.86 173:0.32 177:0.05 178:0.55 179:0.37 187:0.98 195:0.80 206:0.81 212:0.81 215:0.58 216:0.70 230:0.65 233:0.63 235:0.68 242:0.82 243:0.90 245:0.66 247:0.12 259:0.21 265:0.90 266:0.27 267:0.94 276:0.78 283:0.60 297:0.36 300:0.43\n2 7:0.81 8:0.98 12:0.37 17:0.95 21:0.77 27:0.72 28:0.66 32:0.80 34:0.36 36:0.55 37:0.99 81:0.80 91:0.92 104:0.54 126:0.54 135:0.30 145:1.00 150:0.60 161:0.61 167:0.82 175:0.75 178:0.55 181:0.91 191:0.86 195:0.61 202:0.36 215:0.43 216:0.06 230:0.65 233:0.63 235:0.98 241:0.87 244:0.61 257:0.65 259:0.21 267:0.65 271:0.55 277:0.69 297:0.99\n1 8:0.62 12:0.37 17:0.40 20:0.88 21:0.71 28:0.66 30:0.37 32:0.80 34:0.40 36:0.28 37:0.97 43:0.30 55:0.71 66:0.62 69:0.73 70:0.89 78:0.74 81:0.76 91:0.54 98:0.47 100:0.77 104:0.80 108:0.70 111:0.73 120:0.93 123:0.68 124:0.75 126:0.54 127:0.66 129:0.95 133:0.87 135:0.69 140:0.45 145:0.63 146:0.40 147:0.46 149:0.71 150:0.57 151:0.80 152:0.83 153:0.93 154:0.22 159:0.89 161:0.61 162:0.72 164:0.92 167:0.55 169:0.75 172:0.77 173:0.44 177:0.05 179:0.43 181:0.91 186:0.75 187:0.21 195:0.97 202:0.87 212:0.42 215:0.48 216:0.98 235:0.84 241:0.49 242:0.82 243:0.23 245:0.70 247:0.12 248:0.90 256:0.89 259:0.21 260:0.93 261:0.75 265:0.49 266:0.75 267:0.44 268:0.90 271:0.55 276:0.70 283:0.60 285:0.62 297:0.36 300:0.70\n3 8:0.88 12:0.37 17:0.57 20:0.76 21:0.22 27:0.72 28:0.66 30:0.21 34:0.19 36:0.25 37:0.86 43:0.44 55:0.45 66:0.54 69:0.45 70:0.37 78:0.76 81:0.92 91:0.87 98:0.33 100:0.80 104:0.54 108:0.35 111:0.76 120:0.77 123:0.33 124:0.45 126:0.54 127:0.83 129:0.59 133:0.47 135:0.54 140:0.45 145:0.70 146:0.41 147:0.48 149:0.35 150:0.86 151:0.72 152:0.75 153:0.78 154:0.34 159:0.57 161:0.61 162:0.72 163:0.75 164:0.79 167:0.85 169:0.78 172:0.21 173:0.42 177:0.05 179:0.97 181:0.91 186:0.77 202:0.71 212:0.42 215:0.79 216:0.21 220:0.62 235:0.22 241:0.97 242:0.82 243:0.63 245:0.40 247:0.12 248:0.69 256:0.71 259:0.21 260:0.78 261:0.75 265:0.36 266:0.23 267:0.44 268:0.74 271:0.55 276:0.15 283:0.82 285:0.62 297:0.36 300:0.25\n3 6:0.81 7:0.81 8:0.68 12:0.37 17:0.36 20:0.98 21:0.78 27:0.66 28:0.66 30:0.38 32:0.80 34:0.87 36:0.61 37:0.29 43:0.50 55:0.59 66:0.72 69:0.25 70:0.45 78:0.76 91:0.82 98:0.84 100:0.83 104:0.58 108:0.57 111:0.77 120:0.85 123:0.55 124:0.40 127:0.89 129:0.59 133:0.47 135:0.30 140:0.45 145:0.98 146:0.05 147:0.05 149:0.50 151:0.77 152:0.90 153:0.88 154:0.39 159:0.40 161:0.61 162:0.78 164:0.89 167:0.83 169:0.81 172:0.48 173:0.38 177:0.05 179:0.85 181:0.91 186:0.77 189:0.84 191:0.77 195:0.64 202:0.82 212:0.28 216:0.20 220:0.62 230:0.65 233:0.63 235:0.60 238:0.97 241:0.90 242:0.82 243:0.16 245:0.48 247:0.12 248:0.79 256:0.85 259:0.21 260:0.86 261:0.82 265:0.84 266:0.54 267:0.36 268:0.86 271:0.55 276:0.41 283:0.60 285:0.62 300:0.33\n1 12:0.37 17:0.36 21:0.30 27:0.45 28:0.66 30:0.68 34:0.71 36:0.30 37:0.50 43:0.33 55:0.71 66:0.68 69:0.68 70:0.43 81:0.91 91:0.22 98:0.53 108:0.52 123:0.49 124:0.41 126:0.54 127:0.37 129:0.59 133:0.47 135:0.69 145:0.52 146:0.64 147:0.69 149:0.42 150:0.83 154:0.24 159:0.48 161:0.61 163:0.75 167:0.49 172:0.37 173:0.67 177:0.05 178:0.55 179:0.85 181:0.91 187:0.68 212:0.42 215:0.72 216:0.77 235:0.31 241:0.21 242:0.82 243:0.72 245:0.45 247:0.12 259:0.21 265:0.55 266:0.27 267:0.28 271:0.55 276:0.28 297:0.36 300:0.33\n3 6:0.85 7:0.81 8:0.78 12:0.37 17:0.73 20:0.76 21:0.74 27:0.43 28:0.66 30:0.21 32:0.80 34:0.59 36:0.62 37:0.69 43:0.49 55:0.45 66:0.54 69:0.38 70:0.37 78:0.89 81:0.73 91:0.76 98:0.49 100:0.95 104:0.58 108:0.59 111:0.91 120:0.85 123:0.56 124:0.45 126:0.54 127:0.75 129:0.59 133:0.47 135:0.42 140:0.45 145:0.98 146:0.05 147:0.05 149:0.35 150:0.54 151:0.75 152:0.74 153:0.86 154:0.38 159:0.24 161:0.61 162:0.72 164:0.91 167:0.83 169:0.92 172:0.21 173:0.64 177:0.05 179:0.97 181:0.91 186:0.89 189:0.87 191:0.83 195:0.55 202:0.85 212:0.42 215:0.46 216:0.26 220:0.62 230:0.65 233:0.63 235:0.88 238:0.80 241:0.90 242:0.82 243:0.26 245:0.40 247:0.12 248:0.79 256:0.86 259:0.21 260:0.86 261:0.77 265:0.51 266:0.23 267:0.19 268:0.88 271:0.55 276:0.18 283:0.60 285:0.62 297:0.36 300:0.25\n3 6:0.98 8:0.96 12:0.37 17:0.15 20:0.96 21:0.13 27:0.05 28:0.66 30:0.76 32:0.80 34:0.37 36:0.86 37:0.96 43:0.32 55:0.59 66:0.36 69:0.68 70:0.15 78:0.90 81:0.94 91:0.97 98:0.21 100:0.99 108:0.64 111:0.98 120:0.95 123:0.62 124:0.52 126:0.54 127:0.28 129:0.59 133:0.47 135:0.78 140:0.45 145:0.70 146:0.05 147:0.05 149:0.24 150:0.89 151:0.83 152:0.89 153:0.95 154:0.24 159:0.20 161:0.61 162:0.58 163:0.93 164:0.99 167:0.84 169:1.00 172:0.10 173:0.88 177:0.05 179:0.98 181:0.91 186:0.90 189:0.99 191:0.96 195:0.56 202:0.98 212:0.95 215:0.84 216:0.55 220:0.62 235:0.12 238:1.00 241:0.97 242:0.82 243:0.34 245:0.37 247:0.12 248:0.92 256:0.98 259:0.21 260:0.95 261:0.99 265:0.23 266:0.12 267:0.69 268:0.98 271:0.55 276:0.14 283:0.60 285:0.62 297:0.36 300:0.13\n3 8:1.00 12:0.37 17:0.77 20:0.80 21:0.13 27:0.54 28:0.66 30:0.76 34:0.45 36:0.97 37:0.85 43:0.32 55:0.92 66:0.72 69:0.70 70:0.22 78:0.72 81:0.94 91:0.85 98:0.78 100:0.78 104:0.72 108:0.53 111:0.73 120:0.85 123:0.51 126:0.54 127:0.26 129:0.05 135:0.74 140:0.45 146:0.66 147:0.71 149:0.31 150:0.89 151:0.78 152:0.78 153:0.89 154:0.23 159:0.25 161:0.61 162:0.79 163:0.90 164:0.88 167:0.83 169:0.75 172:0.27 173:0.82 177:0.05 179:0.91 181:0.91 186:0.73 191:0.90 202:0.81 212:0.42 215:0.84 216:0.24 220:0.74 235:0.12 241:0.89 242:0.82 243:0.75 247:0.12 248:0.79 256:0.83 259:0.21 260:0.86 261:0.75 265:0.78 266:0.23 267:0.28 268:0.85 271:0.55 276:0.24 283:0.60 285:0.62 297:0.36 300:0.18\n1 7:0.81 8:0.85 12:0.37 17:0.57 20:0.76 27:0.20 28:0.66 30:0.94 32:0.80 34:0.24 36:0.41 37:0.73 43:0.43 55:0.71 66:0.64 69:0.45 70:0.20 78:0.72 81:0.96 91:0.29 98:0.81 100:0.73 104:0.88 106:0.81 108:0.68 111:0.72 123:0.66 124:0.47 126:0.54 127:0.52 129:0.59 133:0.47 135:0.71 145:0.39 146:0.46 147:0.53 149:0.76 150:0.94 152:0.75 154:0.33 159:0.65 161:0.61 167:0.54 169:0.72 172:0.80 173:0.34 177:0.05 178:0.55 179:0.36 181:0.91 186:0.73 187:0.68 195:0.82 206:0.81 212:0.86 215:0.96 216:0.72 230:0.87 233:0.76 235:0.02 241:0.44 242:0.82 243:0.32 245:0.88 247:0.12 259:0.21 261:0.73 265:0.81 266:0.63 267:0.23 271:0.55 276:0.77 283:0.82 297:0.36 300:0.43\n2 7:0.81 8:0.93 12:0.37 17:0.13 21:0.54 27:0.54 28:0.66 30:0.33 32:0.80 34:0.55 36:0.56 37:0.95 43:0.50 55:0.52 66:0.86 69:0.27 70:0.69 81:0.94 91:0.67 98:0.92 104:0.58 108:0.21 120:0.75 123:0.20 126:0.54 127:0.54 129:0.05 135:0.60 140:0.45 145:0.47 146:0.57 147:0.63 149:0.65 150:0.90 151:0.73 153:0.78 154:0.39 159:0.21 161:0.61 162:0.60 164:0.73 167:0.73 172:0.61 173:0.58 177:0.05 179:0.71 181:0.91 187:0.39 191:0.82 195:0.56 202:0.67 212:0.85 215:0.58 216:0.24 230:0.87 233:0.76 235:0.68 241:0.74 242:0.82 243:0.87 247:0.12 248:0.68 256:0.64 259:0.21 260:0.76 265:0.92 266:0.27 267:0.28 268:0.67 271:0.55 276:0.51 283:0.60 285:0.62 297:0.36 300:0.55\n2 7:0.81 12:0.37 17:0.49 20:0.81 21:0.22 27:0.64 28:0.66 30:0.54 32:0.80 34:0.92 36:0.90 37:0.55 43:0.49 55:0.71 66:0.88 69:0.27 70:0.42 78:0.74 81:0.92 91:0.74 98:0.98 100:0.79 104:0.58 108:0.21 111:0.74 120:0.73 123:0.20 126:0.54 127:0.80 129:0.05 135:0.77 140:0.45 145:0.84 146:0.85 147:0.88 149:0.62 150:0.86 151:0.66 152:0.82 153:0.48 154:0.38 159:0.42 161:0.61 162:0.74 164:0.67 167:0.83 169:0.75 172:0.67 173:0.37 177:0.05 179:0.69 181:0.91 186:0.75 187:0.21 195:0.67 202:0.56 212:0.61 215:0.79 216:0.21 230:0.87 233:0.76 235:0.22 241:0.91 242:0.82 243:0.89 247:0.12 248:0.66 256:0.58 259:0.21 260:0.74 261:0.76 265:0.98 266:0.54 267:0.59 268:0.59 271:0.55 276:0.56 285:0.62 297:0.36 300:0.33\n2 7:0.81 8:0.80 12:0.37 17:0.36 20:0.83 21:0.05 25:0.88 27:0.37 28:0.66 30:0.72 32:0.80 34:0.42 36:0.78 37:0.67 43:0.49 55:0.71 66:0.84 69:0.25 70:0.29 78:0.75 81:0.95 91:0.83 98:0.98 100:0.79 104:0.58 108:0.20 111:0.75 120:0.64 123:0.19 126:0.54 127:0.85 129:0.05 135:0.39 140:0.45 145:0.76 146:0.82 147:0.85 149:0.54 150:0.92 151:0.59 152:0.79 153:0.91 154:0.37 159:0.38 161:0.61 162:0.69 163:0.75 164:0.82 167:0.83 169:0.77 172:0.54 173:0.39 177:0.05 179:0.83 181:0.91 186:0.76 191:0.73 195:0.63 202:0.74 212:0.39 215:0.91 216:0.24 220:0.62 230:0.65 233:0.63 235:0.05 241:0.90 242:0.82 243:0.85 247:0.12 248:0.58 256:0.75 259:0.21 260:0.65 261:0.76 265:0.98 266:0.47 267:0.28 268:0.77 271:0.55 276:0.45 283:0.60 285:0.62 297:0.36 300:0.25\n3 6:0.94 7:0.81 8:0.94 12:0.37 17:0.20 20:0.99 21:0.05 27:0.16 28:0.66 30:0.91 32:0.80 34:0.64 36:0.73 37:0.90 43:0.42 55:0.59 66:0.69 69:0.47 70:0.13 78:0.78 81:0.95 91:0.98 98:0.44 100:0.90 104:0.58 108:0.36 111:0.83 120:0.97 123:0.35 126:0.54 127:0.14 129:0.05 135:0.34 140:0.45 145:0.47 146:0.32 147:0.39 149:0.33 150:0.92 151:0.83 152:0.91 153:0.96 154:0.32 159:0.13 161:0.61 162:0.80 164:0.96 167:0.84 169:0.87 172:0.21 173:0.68 177:0.05 179:0.69 181:0.91 186:0.78 189:0.95 191:0.88 195:0.65 202:0.93 212:0.61 215:0.91 216:0.48 220:0.62 230:0.65 233:0.63 235:0.05 238:0.98 241:0.93 242:0.82 243:0.73 247:0.12 248:0.95 256:0.95 259:0.21 260:0.97 261:0.88 265:0.46 266:0.17 267:0.79 268:0.95 271:0.55 276:0.23 283:0.82 285:0.62 297:0.36 300:0.13\n2 7:0.81 8:0.92 12:0.37 17:0.32 20:0.84 21:0.22 27:0.64 28:0.66 30:0.54 32:0.80 34:0.91 36:0.90 37:0.55 43:0.49 55:0.71 66:0.88 69:0.27 70:0.42 78:0.74 81:0.92 91:0.76 98:0.98 100:0.73 104:0.58 108:0.21 111:0.73 120:0.78 123:0.20 126:0.54 127:0.80 129:0.05 135:0.78 140:0.45 145:0.84 146:0.85 147:0.88 149:0.62 150:0.86 151:0.73 152:0.82 153:0.78 154:0.38 159:0.42 161:0.61 162:0.73 164:0.85 167:0.84 169:0.75 172:0.67 173:0.37 177:0.05 179:0.69 181:0.91 186:0.75 195:0.67 202:0.77 212:0.61 215:0.79 216:0.21 220:0.82 230:0.87 233:0.76 235:0.22 241:0.93 242:0.82 243:0.89 247:0.12 248:0.70 256:0.80 259:0.21 260:0.79 261:0.76 265:0.98 266:0.54 267:0.59 268:0.81 271:0.55 276:0.56 285:0.62 297:0.36 300:0.33\n2 8:0.85 12:0.37 17:0.84 21:0.05 27:1.00 28:0.66 30:0.76 32:0.80 34:0.59 36:0.57 37:0.31 43:0.46 55:0.59 66:0.64 69:0.41 70:0.15 81:0.95 91:0.93 98:0.74 104:0.58 108:0.31 120:0.79 123:0.30 126:0.54 127:0.24 129:0.05 135:0.49 140:0.45 145:0.63 146:0.35 147:0.42 149:0.28 150:0.92 151:0.74 153:0.82 154:0.35 159:0.14 161:0.61 162:0.80 163:0.75 164:0.82 167:0.84 172:0.16 173:0.78 177:0.05 179:0.97 181:0.91 195:0.53 202:0.73 212:0.95 215:0.91 216:0.18 220:0.62 235:0.05 241:0.95 242:0.82 243:0.69 247:0.12 248:0.72 256:0.75 259:0.21 260:0.80 265:0.75 266:0.12 267:0.44 268:0.78 271:0.55 276:0.17 285:0.62 297:0.36 300:0.13\n3 8:0.89 12:0.37 17:0.47 20:0.82 21:0.64 27:0.51 28:0.66 30:0.72 32:0.80 34:0.55 36:0.44 37:0.96 43:0.39 55:0.45 66:0.90 69:0.57 70:0.37 78:0.88 81:0.81 91:0.91 98:0.91 100:0.80 104:0.58 108:0.44 111:0.95 120:0.91 123:0.42 126:0.54 127:0.51 129:0.05 135:0.32 140:0.45 145:0.74 146:0.70 147:0.74 149:0.70 150:0.61 151:0.77 152:0.78 153:0.88 154:0.30 159:0.27 161:0.61 162:0.69 164:0.95 167:0.84 169:0.96 172:0.71 173:0.75 177:0.05 179:0.58 181:0.91 186:0.75 191:0.80 195:0.56 202:0.93 212:0.83 215:0.53 216:0.49 220:0.74 235:0.74 238:0.99 241:0.97 242:0.82 243:0.90 247:0.12 248:0.87 256:0.94 260:0.92 261:0.76 265:0.91 266:0.38 267:0.18 268:0.94 271:0.55 276:0.60 283:0.82 285:0.62 297:0.36 300:0.33\n1 12:0.37 17:0.16 21:0.40 27:0.45 28:0.66 30:0.45 32:0.80 34:0.75 36:0.18 37:0.50 43:0.32 55:0.92 66:0.13 69:0.69 70:0.33 81:0.89 91:0.14 98:0.21 108:0.52 123:0.82 124:0.82 126:0.54 127:0.21 129:0.89 133:0.78 135:0.78 145:0.40 146:0.34 147:0.40 149:0.35 150:0.79 154:0.24 159:0.53 161:0.61 163:0.89 167:0.53 172:0.10 173:0.52 177:0.05 178:0.55 179:0.75 181:0.91 187:0.68 195:0.90 212:0.23 215:0.67 216:0.77 235:0.42 241:0.41 242:0.82 243:0.34 245:0.43 247:0.12 259:0.21 265:0.20 266:0.38 267:0.36 271:0.55 276:0.32 283:0.60 297:0.36 300:0.25\n3 6:0.83 7:0.81 8:0.89 12:0.37 17:0.66 20:0.84 21:0.05 27:0.64 28:0.66 30:0.95 32:0.80 34:0.75 36:0.45 37:0.90 43:0.46 55:0.45 66:0.54 69:0.39 78:0.76 81:0.95 91:0.91 98:0.19 100:0.80 104:0.58 108:0.30 111:0.76 120:0.74 123:0.29 126:0.54 127:0.10 129:0.05 135:0.39 140:0.45 145:0.70 146:0.19 147:0.24 149:0.23 150:0.92 151:0.64 152:0.80 153:0.46 154:0.35 159:0.10 161:0.61 162:0.86 164:0.78 167:0.84 169:0.78 172:0.10 173:0.71 177:0.05 179:0.43 181:0.91 186:0.77 189:0.85 191:0.77 195:0.80 202:0.65 215:0.91 216:0.08 220:0.62 230:0.87 233:0.76 235:0.05 238:0.93 241:0.95 243:0.63 248:0.67 256:0.71 259:0.21 260:0.75 261:0.78 265:0.21 267:0.36 268:0.73 271:0.55 285:0.62 297:0.36 300:0.08\n2 6:0.96 7:0.81 8:0.93 12:0.37 17:0.43 20:0.99 21:0.64 27:0.54 28:0.66 30:0.61 32:0.80 34:0.49 36:0.48 37:0.95 43:0.50 55:0.59 66:0.89 69:0.32 70:0.48 78:0.77 81:0.81 91:0.87 98:0.96 100:0.83 104:0.58 108:0.25 111:0.82 120:0.82 123:0.24 126:0.54 127:0.71 129:0.05 135:0.66 140:0.45 145:0.52 146:0.61 147:0.66 149:0.71 150:0.61 151:0.75 152:0.90 153:0.85 154:0.39 159:0.22 161:0.61 162:0.76 164:0.91 167:0.83 169:0.87 172:0.68 173:0.61 177:0.05 179:0.66 181:0.91 186:0.76 189:0.97 191:0.85 195:0.56 202:0.86 212:0.95 215:0.53 216:0.24 220:0.82 230:0.87 233:0.76 235:0.74 238:0.99 241:0.91 242:0.82 243:0.89 247:0.12 248:0.74 256:0.89 259:0.21 260:0.82 261:0.82 265:0.96 266:0.12 267:0.17 268:0.89 271:0.55 276:0.58 283:0.60 285:0.62 297:0.36 300:0.43\n1 7:0.81 8:0.93 12:0.37 17:0.11 21:0.54 27:0.54 28:0.66 30:0.41 32:0.80 34:0.66 36:0.45 37:0.95 43:0.50 55:0.52 66:0.86 69:0.27 70:0.72 81:0.94 91:0.73 98:0.89 104:0.58 108:0.21 120:0.75 123:0.20 126:0.54 127:0.46 129:0.05 135:0.60 140:0.45 145:0.47 146:0.55 147:0.61 149:0.64 150:0.90 151:0.73 153:0.78 154:0.39 159:0.20 161:0.61 162:0.60 164:0.73 167:0.74 172:0.59 173:0.58 177:0.05 179:0.71 181:0.91 187:0.39 191:0.82 195:0.56 202:0.67 212:0.84 215:0.58 216:0.24 230:0.87 233:0.76 235:0.68 241:0.74 242:0.82 243:0.86 247:0.12 248:0.68 256:0.64 259:0.21 260:0.76 265:0.89 266:0.27 267:0.28 268:0.67 271:0.55 276:0.49 283:0.60 285:0.62 297:0.36 300:0.55\n2 6:0.85 8:0.75 12:0.37 17:0.51 20:0.85 21:0.68 25:0.88 27:0.28 28:0.66 30:0.62 34:0.63 36:0.46 37:0.92 43:0.47 55:0.71 66:0.75 69:0.43 70:0.34 78:0.74 81:0.79 91:0.76 98:0.94 100:0.77 104:0.58 108:0.33 111:0.74 123:0.32 126:0.54 127:0.60 129:0.05 135:0.32 146:0.64 147:0.69 149:0.40 150:0.59 152:0.89 154:0.36 159:0.24 161:0.61 163:0.81 167:0.84 169:0.75 172:0.32 173:0.67 177:0.05 178:0.55 179:0.94 181:0.91 186:0.75 187:0.21 212:0.61 215:0.49 216:0.38 235:0.80 241:0.93 242:0.82 243:0.77 247:0.12 259:0.21 261:0.77 265:0.94 266:0.17 267:0.36 271:0.55 276:0.29 297:0.36 300:0.25\n2 7:0.81 12:0.37 17:0.49 21:0.22 27:0.19 28:0.66 30:0.72 32:0.80 34:0.37 36:0.25 37:0.70 43:0.25 55:0.84 66:0.33 69:0.82 70:0.26 81:0.92 91:0.25 98:0.66 108:0.74 120:0.72 123:0.78 124:0.67 126:0.54 127:0.29 129:0.81 133:0.67 135:0.73 140:0.45 145:0.52 146:0.05 147:0.05 149:0.57 150:0.86 151:0.70 153:0.69 154:0.18 159:0.55 161:0.61 162:0.86 163:0.94 164:0.62 167:0.53 172:0.48 173:0.77 177:0.05 179:0.46 181:0.91 187:0.87 195:0.84 202:0.46 212:0.55 215:0.79 216:0.63 230:0.87 233:0.76 235:0.22 241:0.39 242:0.82 243:0.10 245:0.71 247:0.12 248:0.66 256:0.45 259:0.21 260:0.73 265:0.23 266:0.47 267:0.93 268:0.55 271:0.55 276:0.60 285:0.62 297:0.36 300:0.25\n1 8:0.94 12:0.37 17:0.55 21:0.78 27:0.21 28:0.66 30:0.33 34:0.39 36:0.90 37:0.74 43:0.43 55:0.71 66:0.13 69:0.48 70:0.74 78:0.72 91:0.53 98:0.39 108:0.94 111:0.72 120:0.78 123:0.94 124:0.96 127:0.79 129:0.99 133:0.96 135:0.28 140:0.45 146:0.50 147:0.57 149:0.84 151:0.59 153:0.45 154:0.33 159:0.95 161:0.61 162:0.68 164:0.87 167:0.51 169:0.82 172:0.84 173:0.11 177:0.05 179:0.14 181:0.91 187:0.39 191:0.80 202:0.81 212:0.35 216:0.95 220:0.62 235:0.42 241:0.30 242:0.82 243:0.11 245:0.94 247:0.12 248:0.71 256:0.84 259:0.21 260:0.79 265:0.41 266:0.97 267:0.82 268:0.84 271:0.55 276:0.96 283:0.82 285:0.62 300:0.84\n0 8:0.85 11:0.81 12:0.20 17:0.62 18:0.56 21:0.78 27:0.72 28:0.68 29:0.62 30:0.45 34:0.24 36:0.61 39:0.66 43:0.06 45:0.66 66:0.27 69:1.00 70:0.25 71:0.92 74:0.26 86:0.58 91:0.27 98:0.05 101:0.52 108:0.99 122:0.80 123:0.99 124:0.72 127:0.12 129:0.05 131:0.61 133:0.62 135:0.92 139:0.57 144:0.76 145:0.91 146:0.13 147:0.18 149:0.06 154:0.06 157:0.75 159:0.85 161:0.96 163:0.90 166:0.61 167:0.82 172:0.10 173:0.93 175:0.75 177:0.38 178:0.55 179:0.51 181:0.73 182:0.71 202:0.64 212:0.61 216:0.02 222:0.48 227:0.61 229:0.61 231:0.61 235:0.42 241:0.78 242:0.63 243:0.46 244:0.61 245:0.38 246:0.61 247:0.30 253:0.23 257:0.65 259:0.21 265:0.05 266:0.17 267:0.28 271:0.37 276:0.17 277:0.69 287:0.61 300:0.18\n0 11:0.81 12:0.20 17:0.34 18:0.59 21:0.78 27:0.34 28:0.68 29:0.62 30:0.21 34:0.66 36:0.77 37:0.46 39:0.66 43:0.26 45:0.66 66:0.20 69:0.86 70:0.37 71:0.92 74:0.32 86:0.63 91:0.07 98:0.19 101:0.52 108:0.72 122:0.41 123:0.70 124:0.73 127:0.21 129:0.59 131:0.61 133:0.64 135:0.71 139:0.62 144:0.76 145:0.63 146:0.33 147:0.40 149:0.20 154:0.18 157:0.76 159:0.50 161:0.96 163:0.97 166:0.61 167:0.54 172:0.10 173:0.77 175:0.75 177:0.38 178:0.55 179:0.85 181:0.73 182:0.72 187:0.87 212:0.42 216:0.53 222:0.48 227:0.61 229:0.61 231:0.62 235:0.22 241:0.30 242:0.45 243:0.40 244:0.61 245:0.40 246:0.61 247:0.35 253:0.27 257:0.65 259:0.21 265:0.20 266:0.23 267:0.28 271:0.37 276:0.23 277:0.69 287:0.61 300:0.25\n0 9:0.80 12:0.20 17:0.59 18:0.74 20:0.92 21:0.78 27:0.49 28:0.68 29:0.62 30:0.76 31:0.87 34:0.75 36:0.43 37:0.42 39:0.66 41:0.82 43:0.15 55:0.45 66:0.64 69:0.35 70:0.15 71:0.92 78:0.72 79:0.87 83:0.91 86:0.60 91:0.56 96:0.69 98:0.66 100:0.73 108:0.27 111:0.72 120:0.57 122:0.83 123:0.26 127:0.20 129:0.05 131:0.86 135:0.77 137:0.87 139:0.59 140:0.80 144:0.76 146:0.32 147:0.38 149:0.07 151:0.52 152:0.86 153:0.48 154:0.59 155:0.67 157:0.61 159:0.13 161:0.96 162:0.62 163:0.75 164:0.65 166:0.61 167:0.59 169:0.72 172:0.16 173:0.74 175:0.75 177:0.38 179:0.94 181:0.73 182:0.80 186:0.73 187:0.68 192:0.87 196:0.87 202:0.60 208:0.64 212:0.95 216:0.94 220:0.87 222:0.48 227:0.91 229:0.89 231:0.71 235:0.88 241:0.49 242:0.82 243:0.69 244:0.61 246:0.61 247:0.12 248:0.51 253:0.39 254:0.80 255:0.95 256:0.58 257:0.65 259:0.21 260:0.57 261:0.73 265:0.67 266:0.12 267:0.44 268:0.59 271:0.37 276:0.14 277:0.69 284:0.89 285:0.62 287:0.93 300:0.13\n0 11:0.81 12:0.20 17:0.40 18:0.85 20:0.90 21:0.78 27:0.04 28:0.68 29:0.62 30:0.71 34:0.66 36:0.44 37:0.96 39:0.66 43:0.65 45:0.77 55:0.59 66:0.33 69:0.67 70:0.29 71:0.92 74:0.49 78:0.82 86:0.79 91:0.37 98:0.35 100:0.88 101:0.52 108:0.51 111:0.83 120:0.69 122:0.86 123:0.49 124:0.61 127:0.21 129:0.59 131:0.61 133:0.47 135:0.79 139:0.76 140:0.80 144:0.76 146:0.37 147:0.44 149:0.57 151:0.60 152:0.96 153:0.48 154:0.54 157:0.82 159:0.27 161:0.96 162:0.62 164:0.53 166:0.61 167:0.62 169:0.86 172:0.27 173:0.73 175:0.75 177:0.38 178:0.42 179:0.62 181:0.73 182:0.75 186:0.82 187:0.95 190:0.89 202:0.50 212:0.50 216:0.65 222:0.48 227:0.61 229:0.61 231:0.66 235:0.22 241:0.54 242:0.53 243:0.50 244:0.61 245:0.60 246:0.61 247:0.47 248:0.59 253:0.34 256:0.45 257:0.65 259:0.21 260:0.66 261:0.90 265:0.37 266:0.47 267:0.59 268:0.46 271:0.37 276:0.34 277:0.69 285:0.47 287:0.61 300:0.25\n1 1:0.74 11:0.81 12:0.20 17:0.55 18:0.86 21:0.64 27:0.45 28:0.68 29:0.62 30:0.15 34:0.86 36:0.18 37:0.50 39:0.66 43:0.11 44:0.85 45:0.66 55:0.52 64:0.77 66:0.33 69:0.70 70:0.84 71:0.92 74:0.43 81:0.42 83:0.60 86:0.75 91:0.25 98:0.39 99:0.83 101:0.52 108:0.54 114:0.57 122:0.86 123:0.51 124:0.61 126:0.54 127:0.21 129:0.05 131:0.61 133:0.37 135:0.66 139:0.73 144:0.76 145:0.49 146:0.48 147:0.54 149:0.14 150:0.66 154:0.76 155:0.67 157:0.76 159:0.32 161:0.96 165:0.70 166:0.80 167:0.51 172:0.27 173:0.71 176:0.73 177:0.70 178:0.55 179:0.62 181:0.73 182:0.80 187:0.68 192:0.87 195:0.72 201:0.93 208:0.64 212:0.15 215:0.38 216:0.77 222:0.48 227:0.61 229:0.61 231:0.71 235:0.88 241:0.12 242:0.77 243:0.50 245:0.60 246:0.91 247:0.35 253:0.39 254:0.74 259:0.21 265:0.41 266:0.63 267:0.28 271:0.37 276:0.37 287:0.61 290:0.57 297:0.36 300:0.55\n2 6:0.90 8:0.80 9:0.76 11:0.81 12:0.20 17:0.55 18:0.89 20:0.96 21:0.13 27:0.53 28:0.68 29:0.62 30:0.37 31:0.92 34:0.26 36:0.98 37:0.39 39:0.66 43:0.59 45:0.66 55:0.92 66:0.43 69:0.45 70:0.90 71:0.92 74:0.44 78:0.96 79:0.92 81:0.49 83:0.60 86:0.76 91:0.15 96:0.79 98:0.51 100:0.98 101:0.52 108:0.64 111:0.98 120:0.57 122:0.86 123:0.62 124:0.82 126:0.26 127:0.67 129:0.59 131:0.86 133:0.82 135:0.96 137:0.92 139:0.73 140:0.45 144:0.76 146:0.43 147:0.49 149:0.37 150:0.38 151:0.70 152:0.89 153:0.72 154:0.49 155:0.58 157:0.76 159:0.73 161:0.96 162:0.64 163:0.81 164:0.53 166:0.61 167:0.51 169:0.98 172:0.48 173:0.30 175:0.75 177:0.38 179:0.67 181:0.73 182:0.81 186:0.96 187:0.87 189:0.91 190:0.77 192:0.51 196:0.91 202:0.65 208:0.54 212:0.22 215:0.61 216:0.68 220:0.62 222:0.48 227:0.92 229:0.89 231:0.72 235:0.22 238:0.96 241:0.12 242:0.53 243:0.25 244:0.61 245:0.60 246:0.61 247:0.60 248:0.72 253:0.65 255:0.74 256:0.64 257:0.65 259:0.21 260:0.56 261:0.96 265:0.53 266:0.80 267:0.52 268:0.66 271:0.37 276:0.55 277:0.69 284:0.92 285:0.62 287:0.93 297:0.36 300:0.70\n2 8:0.89 11:0.81 12:0.20 17:0.57 18:0.69 20:0.88 27:0.41 28:0.68 29:0.62 30:0.41 34:0.26 36:0.99 37:0.39 39:0.66 43:0.21 45:0.66 55:0.59 66:0.49 69:0.97 70:0.54 71:0.92 74:0.30 78:0.89 81:0.69 86:0.62 91:0.38 98:0.26 100:0.92 101:0.52 108:0.94 111:0.89 120:0.81 122:0.86 123:0.94 124:0.66 126:0.26 127:0.92 129:0.05 131:0.61 133:0.62 135:0.89 139:0.60 140:0.45 144:0.76 146:0.61 147:0.44 149:0.19 150:0.50 151:0.66 152:0.83 153:0.89 154:0.13 157:0.76 159:0.88 161:0.96 162:0.59 164:0.71 166:0.61 167:0.52 169:0.90 172:0.45 173:0.97 175:0.75 177:0.05 179:0.79 181:0.73 182:0.72 186:0.89 187:0.68 190:0.89 202:0.73 212:0.30 215:0.96 216:0.63 222:0.48 227:0.61 229:0.61 231:0.63 235:0.05 241:0.21 242:0.63 243:0.22 244:0.61 245:0.60 246:0.61 247:0.60 248:0.66 253:0.26 256:0.68 257:0.84 259:0.21 260:0.74 261:0.88 265:0.29 266:0.75 267:0.52 268:0.73 271:0.37 276:0.30 277:0.69 283:0.82 285:0.47 287:0.61 297:0.36 300:0.43\n1 1:0.74 8:0.66 11:0.78 12:0.20 17:0.51 18:0.75 21:0.59 27:0.45 28:0.68 29:0.62 30:0.21 34:0.75 36:0.19 37:0.50 39:0.66 43:0.81 44:0.85 64:0.77 66:0.54 69:0.70 70:0.37 71:0.92 74:0.43 81:0.47 83:0.91 85:0.72 86:0.75 91:0.27 98:0.14 101:0.87 108:0.54 114:0.58 122:0.57 123:0.51 124:0.45 126:0.54 127:0.18 129:0.05 131:0.61 133:0.37 135:0.85 139:0.72 144:0.76 145:0.47 146:0.21 147:0.27 149:0.57 150:0.71 154:0.76 155:0.67 157:0.76 159:0.29 161:0.96 165:0.93 166:0.80 167:0.52 172:0.21 173:0.69 176:0.73 177:0.70 178:0.55 179:0.80 181:0.73 182:0.80 187:0.68 192:0.87 195:0.73 201:0.93 208:0.64 212:0.42 215:0.39 216:0.77 222:0.48 227:0.61 229:0.61 231:0.71 235:0.84 241:0.21 242:0.45 243:0.63 245:0.40 246:0.91 247:0.35 253:0.40 259:0.21 265:0.15 266:0.23 267:0.36 271:0.37 276:0.14 287:0.61 290:0.58 297:0.36 300:0.25\n2 6:0.97 7:0.66 8:0.83 11:0.81 12:0.20 17:0.32 18:0.83 20:0.96 21:0.47 27:0.21 28:0.68 29:0.62 30:0.10 34:0.49 36:0.82 37:0.74 39:0.66 43:0.62 45:0.87 55:0.84 66:0.29 69:0.19 70:0.99 71:0.92 74:0.46 78:0.90 81:0.28 86:0.78 91:0.51 98:0.38 100:0.97 101:0.52 106:0.81 108:0.96 111:0.95 120:0.79 123:0.96 124:0.96 126:0.26 127:0.91 129:0.81 131:0.61 133:0.96 135:0.78 139:0.74 140:0.80 144:0.76 146:0.57 147:0.63 149:0.58 150:0.27 151:0.63 152:0.91 153:0.72 154:0.15 157:0.81 159:0.95 161:0.96 162:0.49 163:0.81 164:0.77 166:0.61 167:0.57 169:0.96 172:0.79 173:0.06 177:0.70 178:0.42 179:0.26 181:0.73 182:0.74 186:0.90 187:0.39 189:0.97 190:0.89 202:0.86 206:0.81 212:0.18 215:0.41 216:0.95 220:0.74 222:0.48 227:0.61 229:0.61 230:0.69 231:0.68 233:0.73 235:0.60 238:0.97 241:0.41 242:0.30 243:0.22 245:0.81 246:0.61 247:0.91 248:0.65 253:0.34 254:0.98 256:0.78 259:0.21 260:0.72 261:0.95 265:0.40 266:0.99 267:0.52 268:0.79 271:0.37 276:0.87 277:0.69 283:0.82 285:0.47 287:0.61 297:0.36 300:0.98\n0 7:0.66 8:0.86 11:0.81 12:0.20 17:0.89 18:0.73 20:0.90 21:0.47 27:0.64 28:0.68 29:0.62 30:0.45 32:0.79 34:0.91 36:0.57 37:0.35 39:0.66 43:0.66 44:0.93 45:0.66 48:0.91 55:0.45 66:0.77 69:0.52 70:0.33 71:0.92 74:0.57 77:0.70 78:0.82 81:0.28 86:0.76 91:0.23 98:0.58 100:0.73 101:0.52 106:0.81 108:0.40 111:0.80 122:0.43 123:0.38 126:0.26 127:0.17 129:0.05 131:0.61 135:0.98 139:0.82 144:0.76 145:0.89 146:0.34 147:0.41 149:0.32 150:0.27 152:0.84 154:0.84 157:0.77 159:0.14 161:0.96 166:0.61 167:0.51 169:0.72 172:0.37 173:0.79 177:0.70 178:0.55 179:0.62 181:0.73 182:0.74 186:0.82 187:0.39 195:0.54 206:0.81 212:0.87 215:0.41 216:0.08 222:0.48 227:0.61 229:0.61 230:0.69 231:0.64 233:0.76 235:0.60 241:0.12 242:0.24 243:0.79 246:0.61 247:0.47 253:0.38 254:0.80 259:0.21 261:0.82 265:0.59 266:0.17 267:0.59 271:0.37 276:0.31 281:0.91 282:0.87 283:0.78 287:0.61 297:0.36 300:0.25\n1 6:0.93 8:0.86 12:0.06 17:0.16 20:0.93 21:0.78 27:0.03 28:0.68 30:0.21 34:0.17 36:0.78 37:0.45 43:0.44 55:0.96 66:0.27 69:0.45 70:0.67 78:0.90 91:0.97 98:0.23 100:0.91 108:0.80 111:0.89 120:0.75 123:0.79 124:0.87 127:0.83 129:0.95 133:0.87 135:0.75 140:0.98 146:0.05 147:0.05 149:0.34 151:0.69 152:0.87 153:0.69 154:0.33 159:0.84 161:0.61 162:0.46 163:0.81 164:0.83 167:0.81 169:0.89 172:0.21 173:0.22 177:0.05 178:0.54 179:0.89 181:0.76 186:0.89 189:0.94 191:0.94 202:0.95 212:0.16 216:0.52 220:0.91 235:0.12 238:0.91 241:0.82 242:0.82 243:0.18 245:0.43 247:0.12 248:0.68 256:0.82 259:0.21 260:0.76 261:0.91 265:0.25 266:0.54 267:0.95 268:0.79 271:0.97 276:0.36 285:0.62 300:0.43\n1 8:0.74 12:0.06 17:0.06 27:0.69 28:0.68 30:0.60 34:0.30 36:0.99 37:0.26 43:0.52 55:0.71 66:0.72 69:0.05 70:0.62 78:1.00 81:0.87 91:0.85 98:0.87 104:0.94 108:0.05 111:0.99 120:0.75 123:0.05 124:0.43 126:0.54 127:0.92 129:0.59 133:0.47 135:0.85 140:0.45 146:0.95 147:0.96 149:0.75 150:0.74 151:0.71 153:0.72 154:0.41 159:0.72 161:0.61 162:0.55 164:0.78 167:0.48 169:0.91 172:0.82 173:0.08 177:0.05 179:0.43 181:0.76 187:0.68 191:0.70 202:0.75 212:0.37 215:0.96 216:0.42 235:0.02 238:0.80 241:0.12 242:0.82 243:0.75 245:0.85 247:0.12 248:0.68 256:0.75 259:0.21 260:0.76 265:0.87 266:0.63 267:0.91 268:0.73 271:0.97 276:0.76 283:0.60 285:0.62 297:0.36 300:0.55\n1 6:0.79 7:0.81 8:0.60 12:0.06 17:0.24 20:0.80 21:0.13 27:0.08 28:0.68 30:0.38 32:0.80 34:0.76 36:0.76 37:0.24 43:0.52 55:0.71 66:0.36 69:0.07 70:0.50 78:0.92 81:0.84 91:0.92 98:0.49 100:0.87 104:0.58 108:0.06 111:0.89 120:0.85 123:0.06 124:0.70 126:0.54 127:0.95 129:0.81 133:0.67 135:0.32 140:0.45 145:0.88 146:0.49 147:0.55 149:0.53 150:0.64 151:0.74 152:0.78 153:0.82 154:0.41 159:0.47 161:0.61 162:0.69 164:0.95 167:0.84 169:0.85 172:0.32 173:0.18 177:0.05 179:0.86 181:0.76 186:0.91 189:0.81 191:0.90 195:0.68 202:0.93 212:0.14 215:0.84 216:0.53 220:0.74 230:0.87 233:0.76 235:0.12 238:0.84 241:0.92 242:0.82 243:0.51 245:0.55 247:0.12 248:0.77 256:0.93 259:0.21 260:0.85 261:0.84 265:0.51 266:0.71 267:0.59 268:0.94 271:0.97 276:0.40 283:0.60 285:0.62 297:0.36 300:0.33\n2 6:0.82 7:0.81 8:0.61 12:0.06 17:0.04 20:0.95 21:0.30 27:0.21 28:0.68 30:0.11 34:0.74 36:0.85 37:0.74 43:0.52 55:0.71 66:0.32 69:0.10 70:0.88 78:0.89 81:0.80 91:0.94 98:0.47 100:0.90 104:0.84 106:0.81 108:0.94 111:0.88 120:0.96 123:0.93 124:0.93 126:0.54 127:0.77 129:0.98 133:0.94 135:0.18 140:0.45 146:0.72 147:0.76 149:0.73 150:0.59 151:0.85 152:0.92 153:0.98 154:0.41 159:0.91 161:0.61 162:0.58 164:0.96 167:0.63 169:0.87 172:0.82 173:0.07 177:0.05 179:0.24 181:0.76 186:0.89 187:0.39 189:0.84 191:0.94 202:0.94 206:0.81 212:0.40 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.87 241:0.62 242:0.82 243:0.19 245:0.86 247:0.12 248:0.95 256:0.94 259:0.21 260:0.97 261:0.91 265:0.48 266:0.95 267:0.94 268:0.95 271:0.97 276:0.88 283:0.82 285:0.62 297:0.36 300:0.84\n1 6:0.82 8:0.62 12:0.06 17:0.03 20:0.88 21:0.47 27:0.05 28:0.68 30:0.89 32:0.80 34:0.58 36:0.45 37:0.28 43:0.52 55:0.84 66:0.83 69:0.17 70:0.20 78:0.93 81:0.86 91:0.97 98:0.93 100:0.93 104:0.58 108:0.14 111:0.92 120:0.90 123:0.13 126:0.54 127:0.59 129:0.05 135:0.49 140:0.45 145:0.74 146:0.81 147:0.84 149:0.52 150:0.71 151:0.66 152:0.83 153:0.48 154:0.41 159:0.37 161:0.61 162:0.72 163:0.86 164:0.96 167:0.85 169:0.91 172:0.51 173:0.32 177:0.05 179:0.82 181:0.76 186:0.93 189:0.84 191:0.94 195:0.59 202:0.93 212:0.28 215:0.63 216:0.51 220:0.62 235:0.60 238:0.88 241:0.96 242:0.82 243:0.84 247:0.12 248:0.86 256:0.95 259:0.21 260:0.90 261:0.90 265:0.93 266:0.47 267:0.87 268:0.95 271:0.97 276:0.43 283:0.60 285:0.62 297:0.36 300:0.18\n1 8:0.58 12:0.06 17:0.16 21:0.13 27:0.45 28:0.68 30:0.28 32:0.80 34:0.80 36:0.17 37:0.50 43:0.32 55:0.59 66:0.72 69:0.68 70:0.75 81:0.84 91:0.54 98:0.61 108:0.51 123:0.49 124:0.41 126:0.54 127:0.31 129:0.59 133:0.47 135:0.84 145:0.47 146:0.85 147:0.87 149:0.56 150:0.64 154:0.24 159:0.63 161:0.61 163:0.75 167:0.50 172:0.59 173:0.54 177:0.05 178:0.55 179:0.58 181:0.76 187:0.68 195:0.88 212:0.27 215:0.84 216:0.77 235:0.12 241:0.27 242:0.82 243:0.75 245:0.61 247:0.12 259:0.21 265:0.62 266:0.63 267:0.73 271:0.97 276:0.50 297:0.36 300:0.55\n1 6:0.84 8:0.68 12:0.06 17:0.24 20:0.78 21:0.30 27:0.04 28:0.68 30:0.55 34:0.56 36:0.47 37:0.40 43:0.33 55:0.92 66:0.19 69:0.67 70:0.36 78:0.94 81:0.93 91:0.82 98:0.44 100:0.96 104:0.83 106:0.81 108:0.73 111:0.93 120:0.90 123:0.71 124:0.82 126:0.54 127:0.42 129:0.89 133:0.78 135:0.85 140:0.45 146:0.57 147:0.62 149:0.51 150:0.87 151:0.80 152:0.88 153:0.93 154:0.25 159:0.61 161:0.61 162:0.77 163:0.94 164:0.92 167:0.66 169:0.94 172:0.27 173:0.59 177:0.05 179:0.67 181:0.76 186:0.95 187:0.39 189:0.86 191:0.93 202:0.86 206:0.81 212:0.40 215:0.72 216:0.67 235:0.52 238:0.89 241:0.66 242:0.82 243:0.34 245:0.61 247:0.12 248:0.86 256:0.88 259:0.21 260:0.91 261:0.94 265:0.46 266:0.47 267:0.23 268:0.89 271:0.97 276:0.51 283:0.82 285:0.62 297:0.36 300:0.25\n1 6:0.81 7:0.81 8:0.60 12:0.06 17:0.03 20:0.95 21:0.78 27:0.06 28:0.68 30:0.11 34:0.52 36:0.95 37:0.29 43:0.46 66:0.75 69:0.42 70:0.54 78:0.89 91:0.95 98:0.78 100:0.88 104:0.58 108:0.32 111:0.87 120:0.84 123:0.31 127:0.27 129:0.05 135:0.44 140:0.95 145:0.50 146:0.46 147:0.52 149:0.42 151:0.71 152:0.88 153:0.77 154:0.35 159:0.17 161:0.61 162:0.47 164:0.86 167:0.82 169:0.85 172:0.32 173:0.71 177:0.05 178:0.53 179:0.87 181:0.76 186:0.89 189:0.83 191:0.92 202:0.95 212:0.61 216:0.56 220:0.62 230:0.87 233:0.76 235:0.22 238:0.85 241:0.84 242:0.82 243:0.77 247:0.12 248:0.76 256:0.86 259:0.21 260:0.85 261:0.90 265:0.78 266:0.23 267:0.95 268:0.83 271:0.97 276:0.26 285:0.62 300:0.33\n1 6:0.84 8:0.66 12:0.06 17:0.32 20:0.94 21:0.30 27:0.04 28:0.68 30:0.41 34:0.58 36:0.42 37:0.40 43:0.33 55:0.84 66:0.20 69:0.67 70:0.54 78:0.94 81:0.93 91:0.80 98:0.44 100:0.96 104:0.83 106:0.81 108:0.51 111:0.94 120:0.90 123:0.72 124:0.80 126:0.54 127:0.41 129:0.89 133:0.78 135:0.84 140:0.45 146:0.61 147:0.66 149:0.51 150:0.87 151:0.80 152:0.88 153:0.93 154:0.25 159:0.60 161:0.61 162:0.79 163:0.94 164:0.93 167:0.63 169:0.94 172:0.27 173:0.59 177:0.05 179:0.69 181:0.76 186:0.94 187:0.39 189:0.86 191:0.92 202:0.87 206:0.81 212:0.30 215:0.72 216:0.67 235:0.52 238:0.92 241:0.63 242:0.82 243:0.40 245:0.58 247:0.12 248:0.86 256:0.90 259:0.21 260:0.91 261:0.94 265:0.43 266:0.63 267:0.23 268:0.91 271:0.97 276:0.49 283:0.82 285:0.62 297:0.36 300:0.43\n1 7:0.81 8:0.66 12:0.06 17:0.26 21:0.78 27:0.06 28:0.68 30:0.21 34:0.88 36:0.92 37:0.85 43:0.27 55:0.71 66:0.35 69:0.80 70:0.87 78:0.98 91:0.79 98:0.51 104:0.79 106:0.81 108:0.90 111:0.96 120:0.61 123:0.90 124:0.87 127:0.55 129:0.96 133:0.90 135:0.92 140:0.90 145:0.47 146:0.05 147:0.05 149:0.67 151:0.56 153:0.71 154:0.20 159:0.81 161:0.61 162:0.47 164:0.63 167:0.71 169:0.84 172:0.71 173:0.62 177:0.05 178:0.50 179:0.35 181:0.76 187:0.68 191:0.86 202:0.73 206:0.81 212:0.50 216:0.87 220:0.62 230:0.87 233:0.76 235:0.88 241:0.71 242:0.82 243:0.07 245:0.78 247:0.12 248:0.55 256:0.45 259:0.21 260:0.62 265:0.53 266:0.87 267:0.89 268:0.57 271:0.97 276:0.78 285:0.62 300:0.70\n2 6:0.82 8:0.72 12:0.06 17:0.20 20:0.80 21:0.78 27:0.21 28:0.68 30:0.10 34:0.71 36:0.88 37:0.74 43:0.39 55:0.59 66:0.12 69:0.57 70:0.98 78:0.90 91:0.90 98:0.40 100:0.88 104:0.84 108:0.96 111:0.88 120:0.92 123:0.96 124:0.95 127:0.74 129:0.99 133:0.95 135:0.28 140:0.80 146:0.05 147:0.05 149:0.69 151:0.82 152:0.92 153:0.95 154:0.29 159:0.93 161:0.61 162:0.48 164:0.89 167:0.53 169:0.88 172:0.65 173:0.19 177:0.05 178:0.42 179:0.22 181:0.76 186:0.89 187:0.39 189:0.88 191:0.92 202:0.94 212:0.29 216:0.95 235:0.42 238:0.86 241:0.41 242:0.82 243:0.06 245:0.87 247:0.12 248:0.89 256:0.87 259:0.21 260:0.93 261:0.91 265:0.42 266:0.97 267:0.59 268:0.86 271:0.97 276:0.89 283:0.82 285:0.62 300:0.94\n1 8:0.59 12:0.06 17:0.16 21:0.30 27:0.45 28:0.68 30:0.76 34:0.80 36:0.19 37:0.50 43:0.32 55:0.71 66:0.75 69:0.68 70:0.57 81:0.80 91:0.42 98:0.57 108:0.52 123:0.50 124:0.41 126:0.54 127:0.36 129:0.81 133:0.67 135:0.87 145:0.50 146:0.81 147:0.84 149:0.60 150:0.59 154:0.24 159:0.64 161:0.61 167:0.51 172:0.65 173:0.56 177:0.05 178:0.55 179:0.55 181:0.76 187:0.68 212:0.77 215:0.72 216:0.77 235:0.31 241:0.32 242:0.82 243:0.77 245:0.55 247:0.12 259:0.21 265:0.58 266:0.54 267:0.44 271:0.97 276:0.54 283:0.60 297:0.36 300:0.70\n0 12:0.01 17:0.73 21:0.78 27:0.72 37:0.77 39:0.27 91:0.27 104:1.00 106:0.81 117:0.86 145:0.56 175:0.91 178:0.55 187:0.95 206:0.81 216:0.52 222:0.35 232:1.00 235:0.84 241:0.41 244:0.93 253:0.20 257:0.84 271:0.14 277:0.87\n0 8:0.82 12:0.01 17:0.85 21:0.78 27:0.31 30:0.37 37:0.77 39:0.27 43:0.15 55:0.92 66:0.24 69:0.74 70:0.46 74:0.71 91:0.38 98:0.48 108:0.57 122:0.67 123:0.55 124:0.93 127:0.49 129:0.59 133:0.92 145:0.74 146:0.85 147:0.05 149:0.32 154:0.15 158:0.74 159:0.83 163:0.94 172:0.57 173:0.51 177:0.05 178:0.55 179:0.39 187:0.87 191:0.76 202:0.36 212:0.27 216:0.43 222:0.35 232:0.71 235:0.80 241:0.18 242:0.79 243:0.08 244:0.61 245:0.72 247:0.39 253:0.42 254:0.96 257:0.65 259:0.21 265:0.49 266:0.80 271:0.14 276:0.74 300:0.33\n0 7:0.66 12:0.01 17:0.90 21:0.22 27:0.64 30:0.93 32:0.64 34:0.29 36:0.29 39:0.27 43:0.14 55:0.59 66:0.88 69:0.56 70:0.19 74:0.35 81:0.56 91:0.57 98:0.70 104:0.80 106:0.81 108:0.43 123:0.42 126:0.32 127:0.21 129:0.05 135:0.56 145:0.63 146:0.78 147:0.82 149:0.26 150:0.42 154:0.40 159:0.34 172:0.65 173:0.53 177:0.38 178:0.55 179:0.41 187:0.39 195:0.77 206:0.81 212:0.73 215:0.51 216:0.30 222:0.35 230:0.69 233:0.76 235:0.22 241:0.49 242:0.78 243:0.88 244:0.61 247:0.39 253:0.29 254:0.94 259:0.21 265:0.70 266:0.47 267:0.52 271:0.14 276:0.55 283:0.82 297:0.36 300:0.18\n0 7:0.66 8:0.93 12:0.01 17:0.78 21:0.78 27:0.18 34:0.53 36:0.43 37:0.84 39:0.27 74:0.34 77:0.89 91:0.64 135:0.54 145:0.90 175:0.91 178:0.55 187:0.21 191:0.73 195:0.57 202:0.64 216:0.35 222:0.35 230:0.69 233:0.73 235:0.12 241:0.78 244:0.93 253:0.28 257:0.84 259:0.21 267:0.28 271:0.14 277:0.87 282:0.73\n1 12:0.01 17:0.32 21:0.78 27:0.72 37:0.25 39:0.27 74:0.34 91:0.89 96:0.93 120:0.68 140:0.45 151:0.60 153:0.95 158:0.74 162:0.57 164:0.62 175:0.91 190:0.89 202:0.88 216:0.36 220:0.62 222:0.35 232:0.74 235:0.74 241:0.88 244:0.93 248:0.74 253:0.84 256:0.87 257:0.84 260:0.65 268:0.88 271:0.14 277:0.87 285:0.62\n0 12:0.01 17:0.34 21:0.78 27:0.72 30:0.95 34:0.36 36:0.90 39:0.27 43:0.13 55:0.92 66:0.54 69:0.67 74:0.33 91:0.06 98:0.13 108:0.51 123:0.49 127:0.08 129:0.05 135:0.54 146:0.43 147:0.50 149:0.09 154:0.10 159:0.16 172:0.10 173:0.16 177:0.38 178:0.55 179:0.17 187:0.39 216:0.11 222:0.35 232:0.79 235:0.88 241:0.07 243:0.63 244:0.83 253:0.28 259:0.21 265:0.14 267:0.23 271:0.14 300:0.08\n0 7:0.66 8:0.68 12:0.01 17:0.97 21:0.78 27:0.70 30:0.45 34:0.39 36:0.75 37:0.39 39:0.27 43:0.13 55:0.59 66:0.64 69:0.68 70:0.50 74:0.51 91:0.29 98:0.43 108:0.52 122:0.67 123:0.49 124:0.42 127:0.20 129:0.59 133:0.47 135:0.58 145:0.77 146:0.52 147:0.58 149:0.18 154:0.10 159:0.31 172:0.32 173:0.68 175:0.75 177:0.05 178:0.55 179:0.73 187:0.21 212:0.52 216:0.15 222:0.35 230:0.69 232:0.92 233:0.76 235:0.80 241:0.01 242:0.82 243:0.69 244:0.83 245:0.43 247:0.12 253:0.35 257:0.65 259:0.21 265:0.45 266:0.27 267:0.52 271:0.14 276:0.28 277:0.69 300:0.33\n1 12:0.01 17:0.92 21:0.78 27:0.68 34:0.45 36:0.34 39:0.27 91:0.04 104:0.99 106:0.81 117:0.86 135:0.39 145:0.70 175:0.91 178:0.55 187:0.39 206:0.81 216:0.31 222:0.35 232:0.96 235:0.68 241:0.39 244:0.93 253:0.20 257:0.84 259:0.21 267:0.52 271:0.14 277:0.87\n0 7:0.66 12:0.01 17:0.36 21:0.22 27:0.44 34:0.62 36:0.50 37:0.35 39:0.27 74:0.34 77:0.70 81:0.53 91:0.57 96:0.71 114:0.66 126:0.32 135:0.28 140:0.45 145:0.67 150:0.40 151:0.49 153:0.48 162:0.62 175:0.91 176:0.61 187:0.39 190:0.89 195:0.57 202:0.50 216:0.85 220:0.82 222:0.35 230:0.69 233:0.73 235:0.22 241:0.63 244:0.93 248:0.49 253:0.50 256:0.45 257:0.84 259:0.21 267:0.97 268:0.46 271:0.14 277:0.87 282:0.73 285:0.50 290:0.66\n0 12:0.01 17:0.18 21:0.68 27:0.48 30:0.42 34:0.31 36:0.21 37:0.55 39:0.27 43:0.14 55:0.92 66:0.45 69:0.59 70:0.75 74:0.63 77:0.96 81:0.24 91:0.23 98:0.47 108:0.58 114:0.55 120:0.63 122:0.67 123:0.55 124:0.75 126:0.32 127:0.40 129:0.89 133:0.78 135:0.68 140:0.45 145:0.77 146:0.05 147:0.05 149:0.25 150:0.24 151:0.55 153:0.48 154:0.10 159:0.72 162:0.86 163:0.81 164:0.53 172:0.48 173:0.40 175:0.75 176:0.61 177:0.05 179:0.62 187:0.39 190:0.89 195:0.90 202:0.36 212:0.23 216:0.92 220:0.62 222:0.35 235:0.80 241:0.55 242:0.82 243:0.12 244:0.83 245:0.60 247:0.12 248:0.54 253:0.41 256:0.45 257:0.65 259:0.21 260:0.61 265:0.48 266:0.75 267:0.69 268:0.46 271:0.14 276:0.53 277:0.69 282:0.73 285:0.50 290:0.55 300:0.55\n0 12:0.01 17:0.77 21:0.78 27:0.68 39:0.27 91:0.05 104:0.99 106:0.81 117:0.86 145:0.67 175:0.91 178:0.55 187:0.39 202:0.36 206:0.81 216:0.31 222:0.35 232:0.96 235:0.52 241:0.46 244:0.93 253:0.20 257:0.84 259:0.21 271:0.14 277:0.87\n1 12:0.01 17:0.85 21:0.78 27:0.68 39:0.27 91:0.05 104:0.99 106:0.81 117:0.86 145:0.67 175:0.91 178:0.55 187:0.39 206:0.81 216:0.31 222:0.35 232:0.96 235:0.52 241:0.35 244:0.93 253:0.20 257:0.84 259:0.21 271:0.14 277:0.87\n0 8:0.60 12:0.20 17:0.81 18:0.56 21:0.78 26:0.93 27:0.50 29:0.77 30:0.56 34:0.29 36:0.56 37:0.42 39:0.21 43:0.06 55:0.99 58:0.93 66:0.05 69:0.98 70:0.58 71:0.89 74:0.25 86:0.57 89:0.95 98:0.05 108:0.96 123:0.96 124:0.96 127:0.47 129:0.99 133:0.95 135:0.83 139:0.56 141:0.91 146:0.05 147:0.05 149:0.06 154:0.06 159:1.00 163:0.97 170:0.77 172:0.05 173:0.55 175:0.97 177:0.05 178:0.55 179:0.77 187:0.39 199:0.94 202:0.36 212:0.13 216:0.92 222:0.48 223:0.91 224:0.93 225:0.95 234:0.91 240:0.95 241:0.03 242:0.73 243:0.15 244:0.93 245:0.43 247:0.47 253:0.23 257:0.93 259:0.21 265:0.05 266:0.75 267:0.19 271:0.50 274:0.91 276:0.43 277:0.95 300:0.43\n0 8:0.80 10:0.83 12:0.20 17:0.83 18:0.57 21:0.78 26:0.94 27:0.69 29:0.77 30:0.45 34:0.45 36:0.30 37:0.63 39:0.21 43:0.07 55:0.99 58:0.93 66:0.07 69:0.95 70:0.61 71:0.89 74:0.25 86:0.58 89:0.96 91:0.01 98:0.12 108:0.90 123:0.90 124:0.94 127:0.60 129:0.05 133:0.94 135:0.78 139:0.56 141:0.91 145:0.52 146:0.43 147:0.50 149:0.08 154:0.06 159:0.98 163:0.99 170:0.77 172:0.10 173:0.56 174:0.90 175:0.91 177:0.38 178:0.55 179:0.77 187:0.21 197:0.81 199:0.94 212:0.22 216:0.32 222:0.48 223:0.91 224:0.93 225:0.96 234:0.91 235:0.42 239:0.82 240:0.95 241:0.01 242:0.22 243:0.23 244:0.93 245:0.47 247:0.76 253:0.23 257:0.84 259:0.21 265:0.12 266:0.75 267:0.28 271:0.50 274:0.91 276:0.46 277:0.87 300:0.43\n0 10:0.91 11:0.46 12:0.20 17:1.00 18:0.62 21:0.78 26:0.94 27:0.72 29:0.77 30:0.36 34:0.88 36:0.54 39:0.21 43:0.19 45:0.83 55:0.98 58:0.93 66:0.05 69:0.98 70:0.88 71:0.89 74:0.25 86:0.65 89:0.98 98:0.11 101:0.47 108:0.98 122:0.95 123:0.98 124:1.00 127:0.94 129:0.95 133:1.00 135:0.28 139:0.63 141:0.91 146:0.13 147:0.05 149:0.23 154:0.09 159:1.00 163:0.99 170:0.77 172:0.16 173:0.60 174:0.99 175:0.91 177:0.05 178:0.55 179:0.29 187:0.21 197:0.93 199:0.97 212:0.18 222:0.48 223:0.92 224:0.93 225:0.97 234:0.91 235:0.02 239:0.90 240:0.95 242:0.44 243:0.06 244:0.83 245:0.64 247:0.86 253:0.22 257:0.93 265:0.11 266:0.99 267:0.98 271:0.50 274:0.91 276:0.85 277:0.95 300:0.84\n0 10:0.83 12:0.20 17:0.84 18:0.61 21:0.78 26:0.94 27:0.58 29:0.77 30:0.76 34:0.61 36:0.41 37:0.32 39:0.21 43:0.31 55:0.92 58:0.93 66:0.18 69:0.88 70:0.37 71:0.89 74:0.26 86:0.63 89:0.96 91:0.10 98:0.29 108:0.81 123:0.89 124:0.73 127:0.22 129:0.59 133:0.64 135:0.58 139:0.61 141:0.91 145:0.69 146:0.13 147:0.18 149:0.25 154:0.23 159:0.63 163:0.81 170:0.77 172:0.21 173:0.77 174:0.79 175:0.91 177:0.38 178:0.55 179:0.68 187:0.21 197:0.81 199:0.94 202:0.36 212:0.37 216:0.69 222:0.48 223:0.91 224:0.93 225:0.95 234:0.91 235:0.31 239:0.82 240:0.95 242:0.40 243:0.29 244:0.83 245:0.51 247:0.55 253:0.24 257:0.84 259:0.21 265:0.23 266:0.47 267:0.98 271:0.50 274:0.91 276:0.32 277:0.87 300:0.33\n1 1:0.63 7:0.70 9:0.79 12:0.51 17:0.66 18:0.91 21:0.22 22:0.93 26:0.98 29:0.99 30:0.58 31:0.94 34:0.80 36:0.92 37:0.98 39:0.79 43:0.14 44:0.88 47:0.93 48:0.97 55:0.45 58:0.98 64:0.77 66:0.33 69:0.80 70:0.48 71:0.59 74:0.42 76:0.85 77:0.70 79:0.93 81:0.60 83:0.60 86:0.90 91:0.10 96:0.80 98:0.31 99:0.83 108:0.79 114:0.77 117:0.86 120:0.69 122:0.86 123:0.78 124:0.76 126:0.44 127:0.45 129:0.05 131:0.85 133:0.73 135:0.32 137:0.94 139:0.88 140:0.45 141:0.99 144:0.57 145:0.59 146:0.40 147:0.30 149:0.26 150:0.49 151:0.86 153:0.48 154:0.34 155:0.66 157:0.61 159:0.52 162:0.86 164:0.56 165:0.70 166:0.73 172:0.54 173:0.81 176:0.59 177:0.05 179:0.49 182:0.82 187:0.68 190:0.77 192:0.87 195:0.74 196:0.95 199:0.98 201:0.59 202:0.36 204:0.81 208:0.64 212:0.81 216:0.95 222:0.25 223:0.97 224:1.00 227:0.85 229:0.90 230:0.73 231:0.69 232:0.72 233:0.76 234:1.00 235:0.42 241:0.66 242:0.59 243:0.15 244:0.61 245:0.72 246:0.61 247:0.74 248:0.77 253:0.78 254:0.99 255:0.78 256:0.45 257:0.84 259:0.21 260:0.70 262:0.93 265:0.33 266:0.63 267:0.44 268:0.46 271:0.79 274:0.97 276:0.61 277:0.69 281:0.91 282:0.72 284:0.88 285:0.62 287:0.88 290:0.77 300:0.43\n2 1:0.69 11:0.82 12:0.51 17:0.85 18:0.89 21:0.30 22:0.93 26:0.97 27:0.54 29:0.99 30:0.45 34:0.85 36:0.30 37:0.73 39:0.79 43:0.89 44:0.92 45:0.66 47:0.93 48:0.91 55:0.52 58:0.93 64:0.77 66:0.61 69:0.50 70:0.80 71:0.59 74:0.59 76:0.97 77:0.89 81:0.79 83:0.60 85:0.80 86:0.95 91:0.20 97:0.89 98:0.60 99:0.95 101:0.97 108:0.67 114:0.86 117:0.86 122:0.82 123:0.65 124:0.50 126:0.54 127:0.57 129:0.59 131:0.61 133:0.46 135:0.37 139:0.95 141:0.91 144:0.57 145:0.79 146:0.24 147:0.30 149:0.77 150:0.66 154:0.88 155:0.57 157:0.81 158:0.73 159:0.37 165:0.93 166:0.78 172:0.59 173:0.60 176:0.73 177:0.70 178:0.55 179:0.63 182:0.81 187:0.87 192:0.54 195:0.61 199:0.98 201:0.67 204:0.83 208:0.64 212:0.81 215:0.72 216:0.67 219:0.94 222:0.25 223:0.97 224:0.93 227:0.61 229:0.61 231:0.68 232:0.99 234:0.91 235:0.74 241:0.39 242:0.21 243:0.34 245:0.74 246:0.86 247:0.74 253:0.63 259:0.21 262:0.93 265:0.61 266:0.47 267:0.28 271:0.79 274:0.91 276:0.47 279:0.77 281:0.86 282:0.73 287:0.61 290:0.86 292:0.88 297:0.36 300:0.70\n1 1:0.63 7:0.70 9:0.73 12:0.51 17:0.64 18:0.94 21:0.22 22:0.93 26:0.98 29:0.99 30:0.53 31:0.92 34:0.80 36:0.80 37:0.98 39:0.79 43:0.14 44:0.88 47:0.93 48:0.97 55:0.52 58:0.98 64:0.77 66:0.64 69:0.78 70:0.57 71:0.59 74:0.41 76:0.85 77:0.70 79:0.91 81:0.60 83:0.60 86:0.91 91:0.09 96:0.77 98:0.74 99:0.83 108:0.72 114:0.77 117:0.86 122:0.86 123:0.70 124:0.52 126:0.44 127:0.45 129:0.59 131:0.81 133:0.64 135:0.54 137:0.92 139:0.90 140:0.45 141:0.99 144:0.57 145:0.59 146:0.33 147:0.30 149:0.30 150:0.49 151:0.76 153:0.48 154:0.21 155:0.64 157:0.61 159:0.54 162:0.86 165:0.70 166:0.73 172:0.74 173:0.77 175:0.75 176:0.59 177:0.05 179:0.43 182:0.61 187:0.68 190:0.77 192:0.56 195:0.76 196:0.94 199:0.99 201:0.59 202:0.36 204:0.81 208:0.64 212:0.71 216:0.95 220:0.62 222:0.25 223:0.97 224:1.00 227:0.83 229:0.61 230:0.73 231:0.64 232:0.72 233:0.76 234:0.99 235:0.42 241:0.64 242:0.72 243:0.13 244:0.83 245:0.76 246:0.61 247:0.74 248:0.70 253:0.70 254:0.90 255:0.72 256:0.45 257:0.84 259:0.21 262:0.93 265:0.74 266:0.54 267:0.79 268:0.46 271:0.79 274:0.97 276:0.69 277:0.69 281:0.91 282:0.72 284:0.88 285:0.56 287:0.61 290:0.77 300:0.43\n0 12:0.51 17:0.36 18:0.74 21:0.78 26:0.97 27:0.45 29:0.99 30:0.33 34:0.70 36:0.20 37:0.50 39:0.79 43:0.13 55:0.84 58:0.93 64:0.77 66:0.12 69:0.88 70:0.69 71:0.59 74:0.26 81:0.25 86:0.71 91:0.04 98:0.16 108:0.76 122:0.41 123:0.52 124:0.81 126:0.26 127:0.41 129:0.05 131:0.61 133:0.74 135:0.85 139:0.68 141:0.91 145:0.50 146:0.26 147:0.40 149:0.12 150:0.27 154:0.18 157:0.61 159:0.80 163:0.80 166:0.61 172:0.16 173:0.74 175:0.75 177:0.05 178:0.55 179:0.86 182:0.61 187:0.68 199:0.95 212:0.19 216:0.77 222:0.25 223:0.97 224:0.93 227:0.61 229:0.61 231:0.62 234:0.91 235:0.99 241:0.49 242:0.19 243:0.32 244:0.83 245:0.46 246:0.61 247:0.55 253:0.24 254:0.92 257:0.84 259:0.21 265:0.14 266:0.47 267:0.73 271:0.79 274:0.91 276:0.29 277:0.87 287:0.61 300:0.43\n1 1:0.63 7:0.70 9:0.71 12:0.51 17:0.69 18:0.90 21:0.22 22:0.93 26:0.98 29:0.99 30:0.53 31:0.88 34:0.80 36:0.82 37:0.98 39:0.79 41:0.82 43:0.14 44:0.88 47:0.93 48:0.97 55:0.52 58:0.98 64:0.77 66:0.43 69:0.78 70:0.65 71:0.59 74:0.41 76:0.85 77:0.70 79:0.88 81:0.60 83:0.60 86:0.88 91:0.06 96:0.71 98:0.36 99:0.83 108:0.82 114:0.77 117:0.86 120:0.58 122:0.86 123:0.81 124:0.77 126:0.44 127:0.46 129:0.59 131:0.85 133:0.76 135:0.49 137:0.88 139:0.86 140:0.45 141:0.99 144:0.57 145:0.59 146:0.33 147:0.30 149:0.24 150:0.49 151:0.58 153:0.48 154:0.21 155:0.64 157:0.61 159:0.54 162:0.86 164:0.57 165:0.70 166:0.73 172:0.57 173:0.77 175:0.75 176:0.59 177:0.05 179:0.51 182:0.82 187:0.68 192:0.59 195:0.77 196:0.91 199:0.98 201:0.59 202:0.36 204:0.81 208:0.64 212:0.73 216:0.95 220:0.87 222:0.25 223:0.97 224:0.99 227:0.85 229:0.90 230:0.73 231:0.69 232:0.72 233:0.76 234:0.98 235:0.42 241:0.67 242:0.61 243:0.15 244:0.83 245:0.72 246:0.61 247:0.74 248:0.56 253:0.59 254:0.90 255:0.71 256:0.45 257:0.84 259:0.21 260:0.58 262:0.93 265:0.38 266:0.54 267:0.76 268:0.46 271:0.79 274:0.97 276:0.60 277:0.69 281:0.91 282:0.72 284:0.89 285:0.62 287:0.88 290:0.77 300:0.55\n0 12:0.51 17:0.83 18:0.93 21:0.68 26:0.97 27:0.52 29:0.99 30:0.89 34:0.55 36:0.26 37:0.43 39:0.79 43:0.14 44:0.88 48:1.00 55:0.59 58:0.93 64:0.77 66:0.60 69:0.67 70:0.33 71:0.59 74:0.30 77:0.70 81:0.35 86:0.90 91:0.14 98:0.54 108:0.51 122:0.86 123:0.49 124:0.50 126:0.26 127:0.21 129:0.59 131:0.61 133:0.47 135:0.70 139:0.90 141:0.91 145:0.82 146:0.71 147:0.76 149:0.26 150:0.39 154:0.17 157:0.61 159:0.40 166:0.61 172:0.57 173:0.60 175:0.75 177:0.38 178:0.55 179:0.39 182:0.61 187:0.39 195:0.81 199:0.99 212:0.80 216:0.79 219:0.90 222:0.25 223:0.97 224:0.93 227:0.61 229:0.61 231:0.62 234:0.91 235:0.88 241:0.07 242:0.76 243:0.67 244:0.83 245:0.73 246:0.61 247:0.55 253:0.27 254:0.97 257:0.65 259:0.21 265:0.55 266:0.47 267:0.17 271:0.79 274:0.91 276:0.54 277:0.69 281:0.86 282:0.72 287:0.61 292:0.88 300:0.43\n2 1:0.69 6:0.94 8:0.81 9:0.73 11:0.64 12:0.51 17:0.73 18:0.98 20:0.99 21:0.54 22:0.93 26:0.98 27:0.63 29:0.99 30:0.33 31:0.93 32:0.66 34:0.83 36:0.80 37:0.70 39:0.79 43:0.65 44:0.92 45:0.83 47:0.93 48:0.91 58:0.99 64:0.77 66:0.97 69:0.27 70:0.72 71:0.59 74:0.65 77:0.96 78:0.97 79:0.92 81:0.67 83:0.91 86:0.98 91:0.61 96:0.87 98:0.93 99:0.83 100:0.91 101:0.87 108:0.21 111:0.95 114:0.67 120:0.57 122:0.80 123:0.20 126:0.54 127:0.57 129:0.05 131:0.85 135:0.54 137:0.93 138:0.96 139:0.98 140:0.80 141:0.99 144:0.57 145:0.59 146:0.86 147:0.89 149:0.83 150:0.58 151:0.61 152:0.95 153:0.48 154:0.66 155:0.65 157:0.81 158:0.72 159:0.43 162:0.82 164:0.55 165:0.70 166:0.78 169:0.87 172:0.93 173:0.33 176:0.62 177:0.70 179:0.24 182:0.81 186:0.97 187:0.39 190:0.95 191:0.83 192:0.86 195:0.66 196:0.97 199:0.99 201:0.66 202:0.71 208:0.64 212:0.87 215:0.53 216:0.64 219:0.90 220:0.74 222:0.25 223:0.98 224:0.99 227:0.85 229:0.61 231:0.69 232:0.83 234:0.99 235:0.88 241:0.12 242:0.22 243:0.97 244:0.61 246:0.86 247:0.79 248:0.60 253:0.85 255:0.72 256:0.78 260:0.57 261:0.93 262:0.93 265:0.93 266:0.47 267:0.36 268:0.77 271:0.79 274:0.99 276:0.86 279:0.77 281:0.91 282:0.75 284:0.95 285:0.62 287:0.61 290:0.67 292:0.95 297:0.36 300:0.55\n2 7:0.70 12:0.51 17:0.70 18:0.84 21:0.78 26:0.97 27:0.59 29:0.99 30:0.66 34:0.92 36:0.41 37:1.00 39:0.79 43:0.31 55:0.59 58:0.93 66:0.97 69:0.58 70:0.57 71:0.59 74:0.38 76:0.94 83:0.60 86:0.82 91:0.18 98:0.98 108:0.44 117:0.86 123:0.43 127:0.80 129:0.05 131:0.61 135:0.39 139:0.78 141:0.91 144:0.57 145:0.83 146:0.96 147:0.97 149:0.50 154:0.47 155:0.51 157:0.61 159:0.67 166:0.61 172:0.93 173:0.49 177:0.70 178:0.55 179:0.26 182:0.61 187:0.68 192:0.48 199:0.96 204:0.81 208:0.54 212:0.77 216:0.48 222:0.25 223:0.96 224:0.93 227:0.61 229:0.61 230:0.73 231:0.65 232:0.78 233:0.76 234:0.91 235:0.80 241:0.10 242:0.75 243:0.97 244:0.83 246:0.61 247:0.76 253:0.33 265:0.98 266:0.63 267:0.23 271:0.79 274:0.91 276:0.87 287:0.61 300:0.70\n1 1:0.69 7:0.81 8:0.73 9:0.74 11:0.82 12:0.51 17:0.95 18:0.98 21:0.13 26:0.98 27:0.53 29:0.99 30:0.15 31:0.92 32:0.80 34:0.90 36:0.98 37:0.39 39:0.79 43:0.85 44:0.93 45:0.87 48:1.00 55:0.59 58:0.98 64:0.77 66:0.96 69:0.17 70:0.82 71:0.59 74:0.77 76:0.85 77:0.89 79:0.91 81:0.82 83:0.91 85:0.80 86:0.99 91:0.35 96:0.77 97:0.89 98:0.96 99:0.95 101:0.97 108:0.14 114:0.92 121:0.90 122:0.86 123:0.13 126:0.54 127:0.72 129:0.05 131:0.81 135:0.26 137:0.92 139:0.99 140:0.45 141:0.99 144:0.57 145:0.72 146:0.86 147:0.88 149:0.92 150:0.78 151:0.76 153:0.48 154:0.82 155:0.65 157:0.81 158:0.73 159:0.43 162:0.86 165:0.93 166:0.79 172:0.90 173:0.29 176:0.73 177:0.70 179:0.32 182:0.82 187:0.39 190:0.77 192:0.58 195:0.65 196:0.96 199:0.99 201:0.68 202:0.36 204:0.84 208:0.64 212:0.92 215:0.84 216:0.29 219:0.94 220:0.62 222:0.25 223:0.97 224:1.00 227:0.83 229:0.61 230:0.87 231:0.69 232:0.75 233:0.76 234:1.00 235:0.60 241:0.07 242:0.33 243:0.96 246:0.86 247:0.82 248:0.70 253:0.81 255:0.73 256:0.45 259:0.21 265:0.96 266:0.27 267:0.98 268:0.46 271:0.79 274:0.98 276:0.82 279:0.77 281:0.91 282:0.88 284:0.88 285:0.56 287:0.61 290:0.92 292:0.95 297:0.36 299:0.88 300:0.55\n2 1:0.66 6:0.82 7:0.64 8:0.65 9:0.71 11:0.50 12:0.51 17:0.47 18:0.77 20:0.93 21:0.40 26:0.98 27:0.49 29:0.99 30:0.44 31:0.88 32:0.71 34:0.89 36:0.62 37:0.27 39:0.79 43:0.63 44:0.92 45:0.92 48:0.91 55:0.71 58:0.98 64:0.77 66:0.72 69:0.23 70:0.63 71:0.59 74:0.82 76:0.85 77:0.70 78:1.00 79:0.87 81:0.65 83:0.60 86:0.83 91:0.66 96:0.70 97:0.89 98:0.92 99:0.83 100:0.94 101:0.52 104:0.97 106:0.81 108:0.73 111:0.98 114:0.82 117:0.86 120:0.57 122:0.77 123:0.71 124:0.44 126:0.54 127:0.95 129:0.59 131:0.85 133:0.46 135:0.70 137:0.88 139:0.87 140:0.45 141:0.99 144:0.57 145:0.76 146:0.73 147:0.77 149:0.74 150:0.56 151:0.55 152:0.86 153:0.69 154:0.66 155:0.58 157:0.89 158:0.81 159:0.85 162:0.86 164:0.62 165:0.70 166:0.79 169:0.92 172:0.97 173:0.12 176:0.70 177:0.70 179:0.16 182:0.82 186:0.99 187:0.39 189:0.84 190:0.77 192:0.57 195:0.94 196:0.90 199:0.97 201:0.63 202:0.46 206:0.81 208:0.64 212:0.81 215:0.67 216:0.33 219:0.94 220:0.91 222:0.25 223:0.97 224:0.99 227:0.85 229:0.90 230:0.65 231:0.69 232:0.72 233:0.76 234:0.98 235:0.60 238:0.84 241:0.37 242:0.70 243:0.27 244:0.61 245:0.98 246:0.86 247:0.92 248:0.54 253:0.69 254:0.80 255:0.70 256:0.45 259:0.21 260:0.57 261:0.95 265:0.92 266:0.54 267:0.28 268:0.55 271:0.79 274:0.97 276:0.95 279:0.79 281:0.91 282:0.79 283:0.66 284:0.90 285:0.62 287:0.88 290:0.82 292:0.87 297:0.36 300:0.70\n1 1:0.63 7:0.70 9:0.79 12:0.51 17:0.69 18:0.91 21:0.22 22:0.93 26:0.98 29:0.99 30:0.53 31:0.94 34:0.77 36:0.78 37:0.98 39:0.79 43:0.14 44:0.88 47:0.93 48:0.97 55:0.52 58:0.98 64:0.77 66:0.43 69:0.78 70:0.65 71:0.59 74:0.41 76:0.85 77:0.70 79:0.93 81:0.60 83:0.60 86:0.88 91:0.06 96:0.80 98:0.38 99:0.83 108:0.82 114:0.77 117:0.86 120:0.69 122:0.86 123:0.81 124:0.77 126:0.44 127:0.53 129:0.59 131:0.85 133:0.76 135:0.51 137:0.94 139:0.86 140:0.45 141:0.99 144:0.57 145:0.59 146:0.33 147:0.30 149:0.25 150:0.49 151:0.86 153:0.48 154:0.21 155:0.66 157:0.61 159:0.54 162:0.86 164:0.56 165:0.70 166:0.73 172:0.57 173:0.78 175:0.75 176:0.59 177:0.05 179:0.54 182:0.82 187:0.68 190:0.77 192:0.87 195:0.74 196:0.95 199:0.98 201:0.59 202:0.36 204:0.81 208:0.64 212:0.73 216:0.95 222:0.25 223:0.97 224:1.00 227:0.85 229:0.90 230:0.73 231:0.69 232:0.72 233:0.76 234:1.00 235:0.42 241:0.63 242:0.61 243:0.15 244:0.83 245:0.72 246:0.61 247:0.74 248:0.77 253:0.78 254:0.90 255:0.78 256:0.45 257:0.84 259:0.21 260:0.70 262:0.93 265:0.40 266:0.54 267:0.73 268:0.46 271:0.79 274:0.97 276:0.60 277:0.69 281:0.91 282:0.72 284:0.88 285:0.62 287:0.88 290:0.77 300:0.55\n0 11:0.42 12:0.51 17:0.49 18:0.60 21:0.78 26:0.94 27:0.45 29:0.99 30:0.11 34:0.86 36:0.19 37:0.50 39:0.79 43:0.08 55:0.45 58:0.93 66:0.16 69:0.86 70:0.54 71:0.59 74:0.33 86:0.62 91:0.17 98:0.18 108:0.73 122:0.51 123:0.77 124:0.81 127:0.22 129:0.59 131:0.61 133:0.76 135:0.95 139:0.61 141:0.91 144:0.57 145:0.49 146:0.19 147:0.24 149:0.08 154:0.23 157:0.61 159:0.64 163:0.89 166:0.61 172:0.10 173:0.71 175:0.75 177:0.38 178:0.55 179:0.81 182:0.61 187:0.68 199:0.94 212:0.30 216:0.77 222:0.25 223:0.92 224:0.93 227:0.61 229:0.61 231:0.62 234:0.91 235:0.84 241:0.21 242:0.33 243:0.37 244:0.83 245:0.42 246:0.61 247:0.39 253:0.29 254:0.84 257:0.65 259:0.21 265:0.09 266:0.27 267:0.65 271:0.79 274:0.91 276:0.25 277:0.69 287:0.61 300:0.33\n2 1:0.69 8:0.84 11:0.52 12:0.51 17:0.91 18:0.96 22:0.93 26:0.98 27:0.63 29:0.99 30:0.53 31:0.92 34:0.22 36:0.85 37:0.78 39:0.79 43:0.77 44:0.92 45:0.91 47:0.93 48:0.97 55:0.52 58:0.98 64:0.77 66:0.77 69:0.10 70:0.68 71:0.59 74:0.68 76:0.97 77:0.96 79:0.91 81:0.74 86:0.95 91:0.07 96:0.80 97:0.89 98:0.70 99:0.83 101:0.52 108:0.65 114:0.81 122:0.77 123:0.62 124:0.58 126:0.44 127:0.88 129:0.89 131:0.81 133:0.89 135:0.63 137:0.92 139:0.95 140:0.45 141:0.99 145:0.47 146:0.22 147:0.28 149:0.89 150:0.69 151:0.65 153:0.48 154:0.69 155:0.56 157:0.61 158:0.73 159:0.80 162:0.86 165:0.70 166:0.73 172:0.98 173:0.10 175:0.75 176:0.59 177:0.38 179:0.14 182:0.61 187:0.39 190:0.95 191:0.75 192:0.50 195:0.90 196:0.96 199:0.99 201:0.66 202:0.50 204:0.84 208:0.54 212:0.91 216:0.46 219:0.94 222:0.25 223:0.97 224:1.00 227:0.83 229:0.61 231:0.64 232:0.83 234:1.00 235:0.31 241:0.10 242:0.73 243:0.09 244:0.61 245:0.91 246:0.61 247:0.79 248:0.68 253:0.82 256:0.58 257:0.65 262:0.93 265:0.70 266:0.75 267:0.17 268:0.59 271:0.79 274:0.97 276:0.95 277:0.69 279:0.77 281:0.91 282:0.73 284:0.88 285:0.56 287:0.61 290:0.81 292:0.95 300:0.84\n2 1:0.60 8:0.69 9:0.70 11:0.64 12:0.51 17:0.76 18:0.84 20:0.93 21:0.71 26:0.98 27:0.08 29:0.99 30:0.38 31:0.87 34:1.00 36:0.57 37:0.32 39:0.79 43:0.73 44:0.92 45:0.85 55:0.45 58:0.98 64:0.77 66:0.93 69:0.42 70:0.74 71:0.59 74:0.74 76:0.94 77:0.99 78:0.96 79:0.86 81:0.51 86:0.91 91:0.20 96:0.69 97:0.89 98:0.93 99:0.83 100:0.73 101:0.87 108:0.32 111:0.92 114:0.63 117:0.86 122:0.75 123:0.31 126:0.44 127:0.59 129:0.05 131:0.81 135:0.72 137:0.87 139:0.93 140:0.45 141:0.99 144:0.57 145:0.95 146:0.84 147:0.87 149:0.43 150:0.40 151:0.50 152:0.96 153:0.48 154:0.64 155:0.56 157:0.85 158:0.73 159:0.40 162:0.86 165:0.70 166:0.73 169:0.72 172:0.81 173:0.49 176:0.59 177:0.70 179:0.46 182:0.76 186:0.95 187:0.39 190:0.77 192:0.49 195:0.63 196:0.90 199:0.97 201:0.57 202:0.36 204:0.84 208:0.54 212:0.70 216:0.66 219:0.94 220:0.96 222:0.25 223:0.97 224:0.98 227:0.83 229:0.61 231:0.67 232:0.72 234:0.98 235:0.97 241:0.65 242:0.16 243:0.93 246:0.61 247:0.84 248:0.50 253:0.57 254:0.88 255:0.69 256:0.45 259:0.21 261:0.92 265:0.93 266:0.54 267:0.59 268:0.46 271:0.79 274:0.97 276:0.70 279:0.77 281:0.86 282:0.73 284:0.88 285:0.56 287:0.61 290:0.63 292:0.88 300:0.55\n2 6:0.96 8:0.91 12:0.51 17:0.16 20:0.86 21:0.40 27:0.04 28:0.73 30:0.76 32:0.80 34:0.97 36:0.21 37:0.88 43:0.33 55:0.71 66:0.52 69:0.67 70:0.29 78:0.95 81:0.92 91:0.54 98:0.45 100:0.99 104:0.95 106:0.81 108:0.63 111:0.99 120:0.55 123:0.61 124:0.63 126:0.54 127:0.31 129:0.81 133:0.67 135:0.99 140:0.45 145:0.76 146:0.05 147:0.05 149:0.37 150:0.86 151:0.47 152:1.00 153:0.69 154:0.25 159:0.42 161:0.65 162:0.57 164:0.68 167:0.57 169:0.94 172:0.27 173:0.68 177:0.05 179:0.86 181:0.77 186:0.95 187:0.39 189:0.98 191:0.90 195:0.70 202:0.63 206:0.81 212:0.23 215:0.67 216:0.55 220:0.82 235:0.42 238:0.99 241:0.60 242:0.82 243:0.21 245:0.43 247:0.12 248:0.48 256:0.58 259:0.21 260:0.55 261:0.96 265:0.47 266:0.38 267:0.69 268:0.61 276:0.30 283:0.60 285:0.62 297:0.36 300:0.25\n1 6:0.79 8:0.58 12:0.51 17:0.13 20:0.86 21:0.47 27:0.62 28:0.73 30:0.21 34:0.56 36:0.87 37:0.26 43:0.52 55:0.71 66:0.20 69:0.15 70:0.70 78:0.80 81:0.91 91:0.40 98:0.32 100:0.78 104:0.88 106:0.81 108:0.80 111:0.78 120:0.89 123:0.79 124:0.90 126:0.54 127:0.83 129:0.96 133:0.90 135:0.24 140:0.45 146:0.05 147:0.05 149:0.54 150:0.83 151:0.76 152:0.81 153:0.87 154:0.41 159:0.78 161:0.65 162:0.85 163:0.90 164:0.85 167:0.52 169:0.76 172:0.32 173:0.12 177:0.05 179:0.72 181:0.77 186:0.80 187:0.39 189:0.81 202:0.75 206:0.81 212:0.16 215:0.63 216:0.75 235:0.52 238:0.82 241:0.50 242:0.82 243:0.12 245:0.56 247:0.12 248:0.85 256:0.81 259:0.21 260:0.90 261:0.80 265:0.34 266:0.89 267:0.88 268:0.81 276:0.54 283:0.82 285:0.62 297:0.36 300:0.43\n1 6:0.93 7:0.81 8:0.81 12:0.51 17:0.13 20:0.80 21:0.30 27:0.16 28:0.73 30:0.76 32:0.80 34:0.93 36:0.22 37:0.68 43:0.46 55:0.71 66:0.36 69:0.44 70:0.29 78:0.92 81:0.94 91:0.72 98:0.29 100:0.91 104:0.86 106:0.81 108:0.87 111:0.91 120:0.65 123:0.87 124:0.58 126:0.54 127:0.61 129:0.59 133:0.47 135:1.00 140:0.45 145:0.98 146:0.45 147:0.52 149:0.34 150:0.89 151:0.54 152:0.77 153:0.48 154:0.35 159:0.68 161:0.65 162:0.74 163:0.86 164:0.75 167:0.56 169:0.90 172:0.21 173:0.32 177:0.05 179:0.92 181:0.77 186:0.91 187:0.39 189:0.94 191:0.89 195:0.84 202:0.65 206:0.81 212:0.23 215:0.72 216:0.52 220:0.62 230:0.65 233:0.63 235:0.31 238:0.89 241:0.59 242:0.82 243:0.45 245:0.50 247:0.12 248:0.58 256:0.68 259:0.21 260:0.65 261:0.84 265:0.31 266:0.38 267:0.65 268:0.69 276:0.20 283:0.82 285:0.62 297:0.36 300:0.25\n1 6:0.94 7:0.81 8:0.85 12:0.51 17:0.84 20:0.80 21:0.22 27:0.11 28:0.73 30:0.33 32:0.80 34:0.83 36:0.66 37:0.86 43:0.40 55:0.84 66:0.51 69:0.53 70:0.73 78:0.82 81:0.95 91:0.58 98:0.81 100:0.90 104:0.93 106:0.81 108:0.76 111:0.84 120:0.76 123:0.75 124:0.64 126:0.54 127:0.79 129:0.81 133:0.67 135:0.56 140:0.45 145:0.63 146:0.67 147:0.71 149:0.72 150:0.92 151:0.73 152:0.77 153:0.80 154:0.30 159:0.69 161:0.65 162:0.78 164:0.71 167:0.52 169:0.87 172:0.71 173:0.42 177:0.05 179:0.47 181:0.77 186:0.82 187:0.39 189:0.95 191:0.86 195:0.84 202:0.61 206:0.81 212:0.35 215:0.79 216:0.84 230:0.87 233:0.76 235:0.22 238:0.94 241:0.49 242:0.82 243:0.40 245:0.81 247:0.12 248:0.68 256:0.58 259:0.21 260:0.77 261:0.80 265:0.81 266:0.63 267:0.79 268:0.65 276:0.73 283:0.82 285:0.62 297:0.36 300:0.55\n1 12:0.51 17:0.55 21:0.68 27:0.45 28:0.73 30:0.76 34:0.97 36:0.17 37:0.50 43:0.32 55:0.71 66:0.64 69:0.70 70:0.15 81:0.83 91:0.42 98:0.36 108:0.54 123:0.51 126:0.54 127:0.13 129:0.05 135:0.89 145:0.45 146:0.51 147:0.57 149:0.25 150:0.64 154:0.24 159:0.18 161:0.65 163:0.98 167:0.50 172:0.16 173:0.65 177:0.05 178:0.55 179:0.70 181:0.77 187:0.68 212:0.95 215:0.49 216:0.77 235:0.80 241:0.39 242:0.82 243:0.69 247:0.12 259:0.21 265:0.38 266:0.12 267:0.44 276:0.16 297:0.36 300:0.13\n2 6:0.94 8:0.83 12:0.51 17:0.78 20:0.85 21:0.68 27:0.18 28:0.73 30:0.76 34:0.86 36:0.55 37:0.42 43:0.51 55:0.84 66:0.85 69:0.29 70:0.27 78:0.96 81:0.83 91:0.80 98:0.99 100:0.97 104:0.58 108:0.22 111:0.96 120:0.79 123:0.22 126:0.54 127:0.90 129:0.05 135:0.75 140:0.45 145:0.45 146:0.86 147:0.88 149:0.56 150:0.64 151:0.66 152:0.81 153:0.48 154:0.40 159:0.42 161:0.65 162:0.73 163:0.81 164:0.80 167:0.80 169:0.96 172:0.57 173:0.39 177:0.05 179:0.81 181:0.77 186:0.96 189:0.95 191:0.91 202:0.72 212:0.22 215:0.49 216:0.09 220:0.62 235:0.80 238:0.95 241:0.95 242:0.82 243:0.86 247:0.12 248:0.72 256:0.75 259:0.21 260:0.80 261:0.92 265:0.99 266:0.54 267:0.69 268:0.76 276:0.47 283:0.82 285:0.62 297:0.36 300:0.25\n1 6:0.79 7:0.81 8:0.58 12:0.51 17:0.61 20:0.89 25:0.88 27:0.12 28:0.73 32:0.80 34:0.61 36:0.38 37:0.23 78:0.97 81:0.98 91:0.91 100:0.97 104:0.58 111:0.96 120:0.75 126:0.54 135:0.37 140:0.45 145:0.98 150:0.97 151:0.71 152:0.84 153:0.72 161:0.65 162:0.81 164:0.73 167:0.80 169:0.95 175:0.75 181:0.77 186:0.97 189:0.82 191:0.90 195:0.52 202:0.61 215:0.96 216:0.13 230:0.87 233:0.76 235:0.02 238:0.91 241:0.90 244:0.61 248:0.68 256:0.64 257:0.65 259:0.21 260:0.76 261:0.94 267:0.28 268:0.66 277:0.69 285:0.62 297:0.36\n1 6:0.89 7:0.81 8:0.74 12:0.51 17:0.77 20:0.75 21:0.30 27:0.43 28:0.73 30:0.27 32:0.80 34:0.97 36:0.33 37:0.47 43:0.44 55:0.71 66:0.35 69:0.45 70:0.78 78:0.99 81:0.94 91:0.27 98:0.44 100:0.97 104:0.91 106:0.81 108:0.64 111:0.97 123:0.62 124:0.78 126:0.54 127:0.44 129:0.89 133:0.78 135:0.97 145:0.67 146:0.40 147:0.47 149:0.66 150:0.89 152:0.74 154:0.34 159:0.79 161:0.65 163:0.81 167:0.46 169:0.94 172:0.54 173:0.23 177:0.05 178:0.55 179:0.51 181:0.77 186:1.00 187:0.39 189:0.91 191:0.73 195:0.93 206:0.81 212:0.16 215:0.72 216:0.24 230:0.87 233:0.76 235:0.31 238:0.94 241:0.12 242:0.82 243:0.33 245:0.72 247:0.12 259:0.21 261:0.79 265:0.46 266:0.89 267:0.65 276:0.61 283:0.82 297:0.36 300:0.55\n1 12:0.51 17:0.22 21:0.30 27:0.45 28:0.73 30:0.62 32:0.80 34:0.74 36:0.18 37:0.50 43:0.32 55:0.59 66:0.47 69:0.69 70:0.23 81:0.94 91:0.12 98:0.38 108:0.52 123:0.50 124:0.52 126:0.54 127:0.20 129:0.59 133:0.47 135:0.92 145:0.39 146:0.49 147:0.55 149:0.35 150:0.89 154:0.24 159:0.31 161:0.65 163:0.87 167:0.47 172:0.21 173:0.67 177:0.05 178:0.55 179:0.77 181:0.77 187:0.68 195:0.73 212:0.30 215:0.72 216:0.77 235:0.31 241:0.18 242:0.82 243:0.59 245:0.46 247:0.12 259:0.21 265:0.41 266:0.27 267:0.36 276:0.26 283:0.60 297:0.36 300:0.18\n2 6:0.85 7:0.81 8:0.71 12:0.51 17:0.26 20:0.88 21:0.54 27:0.04 28:0.73 30:0.33 32:0.80 34:0.81 36:0.57 37:0.68 43:0.26 55:0.59 66:0.20 69:0.81 70:0.36 78:0.82 81:0.89 91:0.29 98:0.39 100:0.88 104:0.94 106:0.81 108:0.76 111:0.83 120:0.81 123:0.64 124:0.56 126:0.54 127:0.23 129:0.59 133:0.47 135:0.66 140:0.45 145:0.67 146:0.43 147:0.50 149:0.36 150:0.79 151:0.74 152:0.84 153:0.82 154:0.19 159:0.31 161:0.65 162:0.73 163:0.75 164:0.79 167:0.62 169:0.85 172:0.27 173:0.87 177:0.05 179:0.74 181:0.77 186:0.83 187:0.39 189:0.87 191:0.81 195:0.71 202:0.70 206:0.81 212:0.19 215:0.58 216:0.80 230:0.87 233:0.76 235:0.60 238:0.91 241:0.66 242:0.82 243:0.40 245:0.53 247:0.12 248:0.73 256:0.71 259:0.21 260:0.82 261:0.85 265:0.40 266:0.47 267:0.69 268:0.74 276:0.34 283:0.82 285:0.62 297:0.36 300:0.25\n1 7:0.81 8:0.81 12:0.51 17:0.87 20:0.75 21:0.30 25:0.88 27:0.56 28:0.73 30:0.21 32:0.80 34:0.23 36:0.47 43:0.29 55:0.59 66:0.72 69:0.75 70:0.78 78:0.94 81:0.94 91:0.62 98:0.58 100:0.86 104:0.54 108:0.59 111:0.91 120:0.77 123:0.56 124:0.44 126:0.54 127:0.43 129:0.81 133:0.67 135:0.86 140:0.45 145:0.88 146:0.79 147:0.83 149:0.62 150:0.89 151:0.73 152:0.74 153:0.78 154:0.21 159:0.64 161:0.65 162:0.86 164:0.74 167:0.77 169:0.84 172:0.67 173:0.67 177:0.05 179:0.55 181:0.77 186:0.94 191:0.73 195:0.84 202:0.60 212:0.49 215:0.72 216:0.19 230:0.87 233:0.76 235:0.31 241:0.79 242:0.82 243:0.75 245:0.61 247:0.12 248:0.69 256:0.64 259:0.21 260:0.77 261:0.76 265:0.59 266:0.75 267:0.96 268:0.68 276:0.56 283:0.82 285:0.62 297:0.36 300:0.55\n1 6:0.98 7:0.81 8:0.96 12:0.51 17:0.76 20:0.87 21:0.64 27:0.17 28:0.73 30:0.60 32:0.80 34:0.68 36:0.31 37:0.97 43:0.36 55:0.71 66:0.77 69:0.63 70:0.66 78:0.94 81:0.85 91:0.82 98:0.78 100:0.96 104:0.58 108:0.48 111:0.94 123:0.46 124:0.40 126:0.54 127:0.64 129:0.81 133:0.67 135:0.54 140:0.45 145:0.96 146:0.85 147:0.88 149:0.66 150:0.68 152:0.82 153:0.48 154:0.27 159:0.57 161:0.65 162:0.86 164:0.67 167:0.79 169:0.94 172:0.70 173:0.59 177:0.05 179:0.60 181:0.77 186:0.93 189:0.99 191:0.87 195:0.79 202:0.50 212:0.48 215:0.53 216:0.07 220:0.99 230:0.87 233:0.76 235:0.74 238:0.94 241:0.88 242:0.82 243:0.79 245:0.57 247:0.12 256:0.58 259:0.21 261:0.92 265:0.78 266:0.47 267:0.59 268:0.59 276:0.61 283:0.60 285:0.62 297:0.36 300:0.70\n0 7:0.66 12:0.01 17:0.98 18:0.66 21:0.68 27:0.72 29:0.62 30:0.90 32:0.64 34:0.56 36:0.30 39:0.82 43:0.17 48:0.91 55:0.71 64:0.77 66:0.86 69:0.39 70:0.24 71:0.56 74:0.33 81:0.30 86:0.70 89:1.00 91:0.67 98:0.91 104:0.58 108:0.30 123:0.29 126:0.44 127:0.49 129:0.05 135:0.32 139:0.71 141:0.91 145:0.52 146:0.73 147:0.77 149:0.24 150:0.25 154:0.54 159:0.30 172:0.59 173:0.54 177:0.70 178:0.55 179:0.72 192:0.51 195:0.60 201:0.68 212:0.84 215:0.37 216:0.01 222:0.76 223:0.95 225:1.00 230:0.69 233:0.76 234:0.91 235:0.88 240:0.95 241:0.77 242:0.72 243:0.86 244:0.61 247:0.55 253:0.28 254:0.90 259:0.21 265:0.91 266:0.27 267:0.23 271:0.57 274:0.91 276:0.48 281:0.89 297:0.36 300:0.25\n0 12:0.01 17:0.66 21:0.78 25:0.88 27:0.34 29:0.62 30:0.15 34:0.58 36:0.66 37:0.74 39:0.82 43:0.18 55:0.59 66:0.27 69:0.19 70:0.97 71:0.56 74:0.44 89:0.99 91:0.01 98:0.15 104:0.58 108:0.83 123:0.82 124:0.91 127:0.97 129:0.81 133:0.91 135:0.58 141:0.91 146:0.47 147:0.53 149:0.19 154:0.46 159:0.95 172:0.41 173:0.06 175:0.75 177:0.38 178:0.55 179:0.70 187:0.95 212:0.48 216:0.72 222:0.76 223:0.93 225:0.97 234:0.91 235:0.52 240:0.95 241:0.05 242:0.51 243:0.29 244:0.61 245:0.56 247:0.60 253:0.33 254:0.80 257:0.65 259:0.21 265:0.17 266:0.75 267:0.23 271:0.57 274:0.91 276:0.55 277:0.69 300:0.84\n2 7:0.72 11:0.64 12:0.01 17:0.90 21:0.71 27:0.38 29:0.62 30:0.38 32:0.69 34:0.80 36:0.86 37:0.72 39:0.82 43:0.67 45:0.77 55:0.59 66:0.36 69:0.51 70:0.83 71:0.56 74:0.76 76:0.99 77:0.70 81:0.23 89:0.99 91:0.04 98:0.62 101:0.52 108:0.39 114:0.54 122:0.55 123:0.37 124:0.60 126:0.26 127:0.50 129:0.59 133:0.47 135:0.42 141:0.91 145:0.79 146:0.61 147:0.67 149:0.56 150:0.23 154:0.56 155:0.58 159:0.42 172:0.51 173:0.55 175:0.75 176:0.61 177:0.38 178:0.55 179:0.58 187:0.39 192:0.59 195:0.70 204:0.85 208:0.54 212:0.68 216:0.46 222:0.76 223:0.94 225:0.98 230:0.74 232:0.74 233:0.73 234:0.91 235:0.88 240:0.95 241:0.32 242:0.27 243:0.51 244:0.61 245:0.79 247:0.60 253:0.43 257:0.65 259:0.21 265:0.63 266:0.54 267:0.28 271:0.57 274:0.91 276:0.59 277:0.69 282:0.77 290:0.54 300:0.70\n0 8:0.85 12:0.01 17:0.78 21:0.30 27:0.51 29:0.62 30:0.33 34:0.47 36:0.53 37:0.55 39:0.82 43:0.18 55:0.92 66:0.54 69:0.15 70:0.69 71:0.56 74:0.56 76:0.98 77:0.96 81:0.33 89:0.97 91:0.89 96:0.76 98:0.61 108:0.12 114:0.63 122:0.77 123:0.12 124:0.48 126:0.26 127:0.89 129:0.05 133:0.39 135:0.68 140:0.45 141:0.91 145:0.72 146:0.44 147:0.51 149:0.22 150:0.30 151:0.57 153:0.72 154:0.12 159:0.31 162:0.67 172:0.32 173:0.38 175:0.75 176:0.61 177:0.38 179:0.92 190:0.89 195:0.59 202:0.53 212:0.42 216:0.08 220:0.62 222:0.76 223:0.92 225:0.96 232:0.79 234:0.91 235:0.42 240:0.95 241:0.95 242:0.45 243:0.63 244:0.83 245:0.50 247:0.47 248:0.55 253:0.59 256:0.45 257:0.65 259:0.21 265:0.62 266:0.38 267:0.44 268:0.57 271:0.57 274:0.91 276:0.33 277:0.69 282:0.73 285:0.47 290:0.63 300:0.43\n0 8:0.75 11:0.64 12:0.01 17:0.64 21:0.71 27:0.54 29:0.62 30:0.75 32:0.64 34:0.92 36:0.48 37:0.62 39:0.82 43:0.21 45:0.66 55:0.59 66:0.35 69:0.97 70:0.64 71:0.56 74:0.37 81:0.23 89:1.00 91:0.10 98:0.46 101:0.52 104:0.91 106:0.81 108:0.97 120:0.68 123:0.97 124:0.95 126:0.26 127:0.93 129:0.05 133:0.96 135:0.42 140:0.80 141:0.98 145:0.40 146:0.71 147:0.72 149:0.51 150:0.23 151:0.57 153:0.72 154:0.14 159:0.94 162:0.75 164:0.70 172:0.93 173:0.85 175:0.75 177:0.05 178:0.42 179:0.15 187:0.39 190:0.89 195:0.99 202:0.68 206:0.81 212:0.78 215:0.37 216:0.80 220:0.62 222:0.76 223:0.96 225:1.00 234:0.99 235:0.88 240:1.00 241:0.41 242:0.81 243:0.15 244:0.61 245:0.93 247:0.60 248:0.58 253:0.30 256:0.71 257:0.84 259:0.21 260:0.65 265:0.48 266:0.97 267:0.28 268:0.72 271:0.57 274:0.99 276:0.95 277:0.87 283:0.78 285:0.47 297:0.36 300:0.94\n2 11:0.64 12:0.01 17:0.45 18:0.65 21:0.05 27:0.39 29:0.62 30:0.91 34:0.71 36:0.99 37:0.86 39:0.82 43:0.64 45:0.66 55:0.84 66:0.69 69:0.36 70:0.13 71:0.56 74:0.40 81:0.39 86:0.68 89:0.96 91:0.25 98:0.80 101:0.52 108:0.28 114:0.81 122:0.55 123:0.27 126:0.26 127:0.29 129:0.05 135:0.23 139:0.66 141:0.91 146:0.49 147:0.55 149:0.34 150:0.34 154:0.53 159:0.18 163:0.86 172:0.21 173:0.65 176:0.61 177:0.70 178:0.55 179:0.95 187:0.39 212:0.61 216:0.19 222:0.76 223:0.92 225:0.96 232:0.76 234:0.91 235:0.05 240:0.95 241:0.59 242:0.63 243:0.73 244:0.61 247:0.30 253:0.56 259:0.21 265:0.80 266:0.17 267:0.79 271:0.57 274:0.91 276:0.20 290:0.81 300:0.13\n0 8:0.95 12:0.01 17:0.02 21:0.40 25:0.88 27:0.44 29:0.62 30:0.95 34:0.53 36:0.55 37:0.65 39:0.82 43:0.17 55:0.84 66:0.54 69:0.39 71:0.56 74:0.34 81:0.28 89:0.96 91:0.38 98:0.79 108:0.30 123:0.29 126:0.26 127:0.27 129:0.05 135:0.37 141:0.91 145:0.38 146:0.38 147:0.45 149:0.10 150:0.27 154:0.11 159:0.15 172:0.10 173:0.76 175:0.75 177:0.38 178:0.55 179:0.99 187:0.39 215:0.42 216:0.45 222:0.76 223:0.95 225:1.00 234:0.91 235:0.42 240:0.95 241:0.68 243:0.63 244:0.83 253:0.28 257:0.65 259:0.21 265:0.79 267:0.28 271:0.57 274:0.91 277:0.69 297:0.36 300:0.08\n0 11:0.64 12:0.01 17:0.09 18:0.80 21:0.78 27:0.27 29:0.62 30:0.27 34:0.26 36:0.96 37:0.74 39:0.82 43:0.69 45:0.81 55:0.71 66:0.13 69:0.46 70:0.79 71:0.56 74:0.74 86:0.88 89:0.99 91:0.07 98:0.53 101:0.52 108:0.35 122:0.80 123:0.70 124:0.64 127:0.53 129:0.59 133:0.61 135:0.66 139:0.84 141:0.91 146:0.63 147:0.68 149:0.49 154:0.78 159:0.57 172:0.63 173:0.40 177:0.70 178:0.55 179:0.54 187:0.95 202:0.36 212:0.73 216:0.63 222:0.76 223:0.93 225:0.97 234:0.91 235:0.12 240:0.95 241:0.55 242:0.16 243:0.62 245:0.74 247:0.88 253:0.42 254:0.84 259:0.21 265:0.52 266:0.71 267:0.59 271:0.57 274:0.91 276:0.62 300:0.55\n1 7:0.72 11:0.64 12:0.01 17:0.73 21:0.22 27:0.38 29:0.62 30:0.37 32:0.69 34:0.34 36:0.54 37:0.72 39:0.82 43:0.67 45:0.83 55:0.71 66:0.10 69:0.53 70:0.82 71:0.56 74:0.80 76:0.99 77:0.70 81:0.31 89:0.99 91:0.04 98:0.37 101:0.52 108:0.94 114:0.66 122:0.77 123:0.93 124:0.94 126:0.26 127:0.91 129:0.89 133:0.93 135:0.42 141:0.91 145:0.79 146:0.44 147:0.50 149:0.60 150:0.29 154:0.57 155:0.58 159:0.89 172:0.51 173:0.24 175:0.75 176:0.61 177:0.38 178:0.55 179:0.30 187:0.39 192:0.59 195:0.97 204:0.85 208:0.54 212:0.29 216:0.46 222:0.76 223:0.93 225:0.97 230:0.74 232:0.74 233:0.73 234:0.91 235:0.22 240:0.95 241:0.47 242:0.76 243:0.16 244:0.61 245:0.84 247:0.60 253:0.52 257:0.65 259:0.21 265:0.39 266:0.94 267:0.36 271:0.57 274:0.91 276:0.85 277:0.87 282:0.77 290:0.66 300:0.84\n2 11:0.64 12:0.01 17:0.09 18:0.79 21:0.78 27:0.27 29:0.62 30:0.27 34:0.24 36:0.95 37:0.74 39:0.82 43:0.69 45:0.81 55:0.71 66:0.13 69:0.52 70:0.79 71:0.56 74:0.74 86:0.87 89:0.99 91:0.07 98:0.53 101:0.52 108:0.40 122:0.80 123:0.70 124:0.64 127:0.54 129:0.59 133:0.61 135:0.51 139:0.83 141:0.91 146:0.63 147:0.68 149:0.48 154:0.76 159:0.57 172:0.63 173:0.46 177:0.70 178:0.55 179:0.54 187:0.39 212:0.73 216:0.63 222:0.76 223:0.93 225:0.97 234:0.91 235:0.12 240:0.95 241:0.65 242:0.16 243:0.62 245:0.74 247:0.88 253:0.42 254:0.84 259:0.21 265:0.52 266:0.71 267:0.59 271:0.57 274:0.91 276:0.62 300:0.55\n0 11:0.64 12:0.01 17:0.34 18:0.60 21:0.13 27:0.61 29:0.62 30:0.56 34:0.85 36:0.60 39:0.82 43:0.14 45:0.66 55:0.84 66:0.33 69:0.84 70:0.32 71:0.56 74:0.58 81:0.35 86:0.70 89:0.96 91:0.51 98:0.58 101:0.52 108:0.44 114:0.72 117:0.86 122:0.77 123:0.68 124:0.61 126:0.26 127:0.29 129:0.05 133:0.37 135:0.24 139:0.67 141:0.91 146:0.70 147:0.67 149:0.20 150:0.31 154:0.54 159:0.46 163:0.94 172:0.32 173:0.85 176:0.61 177:0.05 178:0.55 179:0.67 187:0.87 212:0.39 216:0.54 222:0.76 223:0.91 225:0.96 232:0.88 234:0.91 235:0.12 240:0.95 241:0.56 242:0.73 243:0.50 245:0.64 247:0.47 253:0.53 254:0.95 257:0.84 259:0.21 265:0.50 266:0.38 267:0.76 271:0.57 274:0.91 276:0.45 290:0.72 300:0.25\n1 8:0.96 9:0.76 12:0.01 17:0.32 21:0.13 27:0.26 29:0.62 30:0.45 34:0.55 36:0.74 37:0.85 39:0.82 43:0.16 55:0.59 66:0.69 69:0.45 70:0.25 71:0.56 74:0.49 81:0.35 89:0.95 91:0.99 96:0.94 98:0.72 108:0.35 114:0.72 120:0.68 122:0.77 123:0.34 126:0.26 127:0.22 129:0.05 135:0.24 140:0.97 141:0.98 146:0.41 147:0.48 149:0.14 150:0.31 151:0.61 153:0.80 154:0.11 155:0.58 158:0.74 159:0.15 162:0.74 163:0.81 164:0.78 172:0.21 173:0.74 175:0.91 176:0.61 177:0.05 179:0.92 190:0.89 191:0.94 192:0.59 202:0.92 208:0.54 212:0.61 216:0.53 220:0.74 222:0.76 223:0.96 225:1.00 234:0.97 235:0.12 240:1.00 241:0.98 242:0.82 243:0.73 244:0.83 247:0.12 248:0.72 253:0.87 255:0.74 256:0.94 257:0.84 259:0.21 260:0.67 265:0.72 266:0.17 267:0.52 268:0.95 271:0.57 274:0.99 276:0.21 277:0.87 285:0.56 290:0.72 300:0.18\n0 7:0.66 12:0.01 17:0.98 18:0.66 21:0.68 27:0.72 29:0.62 30:0.90 32:0.64 34:0.49 36:0.28 39:0.82 43:0.17 48:0.91 55:0.71 64:0.77 66:0.86 69:0.39 70:0.24 71:0.56 74:0.33 81:0.30 86:0.70 89:1.00 91:0.67 98:0.91 104:0.58 108:0.30 123:0.29 126:0.44 127:0.49 129:0.05 135:0.37 139:0.71 141:0.91 145:0.52 146:0.73 147:0.77 149:0.24 150:0.25 154:0.54 159:0.30 172:0.59 173:0.54 177:0.70 178:0.55 179:0.72 192:0.51 195:0.60 201:0.68 212:0.84 215:0.37 216:0.01 222:0.76 223:0.95 225:1.00 230:0.69 233:0.76 234:0.91 235:0.88 240:0.95 241:0.77 242:0.72 243:0.86 244:0.61 247:0.55 253:0.28 254:0.90 259:0.21 265:0.91 266:0.27 267:0.23 271:0.57 274:0.91 276:0.48 281:0.89 297:0.36 300:0.25\n0 8:0.78 12:0.01 17:0.06 21:0.40 25:0.88 27:0.44 29:0.62 30:0.76 34:0.34 36:0.68 37:0.65 39:0.82 43:0.17 55:0.92 66:0.36 69:0.39 70:0.22 71:0.56 74:0.44 81:0.28 89:0.96 91:0.60 98:0.27 108:0.53 122:0.77 123:0.51 124:0.67 126:0.26 127:0.66 129:0.81 133:0.67 135:0.34 141:0.91 145:0.38 146:0.05 147:0.05 149:0.16 150:0.27 154:0.11 159:0.26 163:0.75 172:0.16 173:0.61 175:0.91 177:0.05 178:0.55 179:0.96 187:0.39 202:0.46 212:0.42 215:0.42 216:0.45 222:0.76 223:0.95 225:1.00 234:0.91 235:0.42 240:0.95 241:0.73 242:0.75 243:0.26 244:0.83 245:0.40 247:0.30 253:0.33 257:0.84 259:0.21 265:0.29 266:0.23 267:0.23 271:0.57 274:0.91 276:0.23 277:0.87 297:0.36 300:0.18\n1 7:0.72 11:0.64 12:0.01 17:0.78 21:0.54 27:0.38 29:0.62 30:0.54 32:0.69 34:0.39 36:0.68 37:0.72 39:0.82 43:0.22 45:0.73 55:0.71 66:0.51 69:0.92 70:0.78 71:0.56 74:0.70 76:0.99 77:0.70 81:0.24 89:0.98 91:0.18 98:0.63 101:0.52 108:0.84 114:0.58 122:0.77 123:0.83 124:0.70 126:0.26 127:0.82 129:0.59 133:0.76 135:0.44 141:0.91 145:0.79 146:0.88 147:0.05 149:0.34 150:0.24 154:0.16 155:0.58 159:0.79 172:0.70 173:0.88 175:0.75 176:0.61 177:0.05 178:0.55 179:0.49 187:0.39 192:0.59 195:0.91 204:0.85 208:0.54 212:0.35 216:0.46 222:0.76 223:0.93 225:0.97 230:0.74 232:0.74 233:0.73 234:0.91 235:0.60 240:0.95 241:0.32 242:0.76 243:0.08 244:0.61 245:0.76 247:0.60 253:0.44 257:0.84 259:0.21 265:0.64 266:0.80 267:0.59 271:0.57 274:0.91 276:0.69 277:0.69 282:0.77 290:0.58 300:0.84\n0 1:0.58 9:0.71 10:0.88 12:0.79 17:0.62 18:0.66 21:0.47 23:0.95 27:0.57 29:0.77 30:0.33 31:0.89 34:0.82 36:0.31 37:0.54 39:0.46 43:0.08 46:0.88 55:0.84 62:0.96 64:0.77 66:0.54 69:0.32 70:0.49 71:0.84 74:0.29 79:0.89 81:0.47 83:0.56 86:0.66 91:0.22 98:0.53 107:0.89 108:0.25 110:0.90 122:0.95 123:0.24 124:0.55 125:0.88 126:0.51 127:0.53 128:0.96 129:0.05 133:0.59 135:0.65 137:0.89 139:0.64 140:0.45 146:0.59 147:0.64 149:0.09 150:0.45 151:0.61 153:0.48 154:0.35 155:0.54 159:0.49 160:0.88 162:0.86 168:0.96 170:0.77 172:0.32 173:0.33 174:0.89 175:0.75 177:0.70 179:0.89 187:0.39 190:0.98 192:0.49 196:0.88 197:0.93 201:0.60 202:0.36 205:0.95 208:0.50 212:0.19 215:0.63 216:0.44 220:0.82 222:0.35 235:0.74 236:0.92 239:0.87 241:0.61 242:0.45 243:0.63 244:0.93 245:0.45 247:0.47 248:0.59 253:0.26 254:0.84 255:0.70 256:0.45 257:0.65 259:0.21 265:0.54 266:0.47 267:0.69 268:0.46 271:0.50 276:0.33 277:0.69 284:0.88 285:0.50 289:0.92 297:0.36 300:0.33\n0 8:0.69 10:0.81 12:0.79 17:0.66 18:0.60 21:0.64 25:0.88 27:0.70 29:0.77 30:0.45 34:0.33 36:0.70 37:0.37 39:0.46 43:0.06 46:0.88 55:0.52 66:0.27 69:0.86 70:0.25 71:0.84 74:0.27 81:0.26 86:0.60 91:0.20 98:0.11 104:0.58 107:0.89 108:0.93 110:0.89 122:0.86 123:0.92 124:0.72 125:0.88 126:0.24 127:0.42 129:0.81 133:0.67 135:0.89 139:0.58 145:0.93 146:0.05 147:0.05 149:0.06 150:0.28 154:0.06 159:0.75 160:0.88 163:0.99 170:0.77 172:0.10 173:0.75 174:0.79 175:0.97 177:0.05 178:0.55 179:0.97 187:0.68 197:0.82 202:0.36 212:0.61 215:0.53 216:0.38 222:0.35 235:0.74 239:0.81 241:0.07 242:0.63 243:0.29 244:0.98 245:0.38 247:0.30 253:0.25 257:0.93 259:0.21 265:0.12 266:0.17 267:0.44 271:0.50 276:0.17 277:0.95 289:0.90 297:0.36 300:0.18\n2 1:0.68 7:0.65 10:0.85 11:0.51 12:0.79 17:0.61 18:0.85 21:0.30 27:0.60 29:0.77 30:0.38 32:0.64 34:0.85 36:0.50 37:0.83 39:0.46 43:0.08 45:0.66 46:0.88 55:0.42 64:0.77 66:0.77 69:0.40 70:0.78 71:0.84 74:0.46 81:0.71 86:0.77 91:0.44 98:0.87 99:0.83 101:0.47 102:0.94 107:0.95 108:0.31 110:0.96 114:0.82 120:0.69 122:0.75 123:0.30 124:0.40 125:0.88 126:0.54 127:0.71 129:0.59 132:0.97 133:0.46 135:0.28 139:0.73 140:0.45 145:0.41 146:0.89 147:0.91 149:0.09 150:0.61 151:0.65 153:0.48 154:0.30 155:0.52 159:0.55 160:0.88 162:0.86 163:0.75 164:0.55 165:0.65 170:0.77 172:0.76 173:0.38 174:0.79 175:0.75 176:0.70 177:0.70 179:0.52 187:0.39 190:0.99 192:0.51 193:0.95 195:0.75 197:0.81 201:0.67 202:0.36 208:0.64 212:0.29 215:0.67 216:0.20 222:0.35 230:0.68 233:0.76 235:0.88 236:0.95 239:0.87 241:0.65 242:0.38 243:0.79 244:0.61 245:0.74 247:0.67 248:0.62 253:0.58 254:0.74 256:0.45 257:0.65 260:0.69 265:0.87 266:0.54 267:0.28 268:0.46 271:0.50 276:0.67 277:0.69 283:0.82 285:0.46 289:0.95 290:0.82 297:0.36 300:0.84\n0 7:0.65 10:0.87 11:0.54 12:0.79 17:0.82 18:0.94 21:0.74 27:0.61 29:0.77 30:0.09 32:0.64 34:0.85 36:0.42 37:0.45 39:0.46 43:0.09 45:0.81 46:0.88 55:0.92 66:0.05 69:0.97 70:1.00 71:0.84 74:0.34 81:0.25 86:0.80 91:0.01 98:0.16 101:0.65 107:0.95 108:1.00 110:0.96 122:0.92 123:1.00 124:1.00 125:0.88 126:0.24 127:0.99 129:0.93 133:1.00 135:1.00 139:0.77 145:0.56 146:0.79 147:0.66 149:0.24 150:0.27 154:0.06 159:0.99 160:0.88 170:0.77 172:0.57 173:0.58 174:0.96 177:0.38 178:0.55 179:0.11 187:0.21 195:1.00 197:0.90 212:0.15 215:0.46 216:0.17 222:0.35 230:0.67 233:0.66 235:0.88 239:0.85 241:0.10 242:0.52 243:0.10 244:0.61 245:0.92 247:0.99 253:0.31 254:0.88 257:0.84 259:0.21 265:0.14 266:1.00 267:0.73 271:0.50 276:0.98 277:0.87 289:0.93 297:0.36 300:0.98\n2 1:0.63 7:0.65 10:0.85 11:0.51 12:0.79 17:0.75 18:0.73 21:0.30 23:0.95 27:0.60 29:0.77 30:0.09 32:0.64 34:0.85 36:0.95 37:0.83 39:0.46 43:0.08 45:0.66 46:0.88 55:0.42 62:0.95 64:0.77 66:0.19 69:0.91 70:0.95 71:0.84 74:0.35 81:0.59 86:0.70 91:0.46 98:0.39 99:0.83 101:0.47 102:0.94 107:0.93 108:0.74 110:0.94 114:0.84 123:0.72 124:0.82 125:0.88 126:0.51 127:0.70 128:0.95 129:0.05 132:0.97 133:0.73 135:0.61 139:0.67 140:0.45 145:0.41 146:0.19 147:0.38 149:0.11 150:0.51 151:0.50 153:0.48 154:0.35 155:0.49 159:0.52 160:0.88 162:0.86 163:0.81 165:0.65 168:0.95 170:0.77 172:0.21 173:0.99 174:0.79 175:0.75 176:0.70 177:0.05 179:0.81 187:0.39 190:0.99 192:0.46 193:0.95 195:0.73 197:0.81 201:0.62 202:0.36 205:0.95 208:0.61 212:0.23 216:0.20 220:0.91 222:0.35 230:0.68 233:0.76 235:0.74 236:0.95 239:0.87 241:0.67 242:0.42 243:0.33 244:0.61 245:0.55 247:0.67 248:0.50 253:0.59 254:0.74 256:0.45 257:0.93 265:0.41 266:0.54 267:0.52 268:0.46 271:0.50 276:0.42 277:0.87 285:0.46 289:0.94 290:0.84 300:0.70\n1 10:0.85 12:0.79 17:0.67 18:0.89 21:0.59 27:0.43 29:0.77 30:0.09 34:0.98 36:0.58 37:0.78 39:0.46 43:0.08 46:0.88 55:0.71 66:0.26 69:0.74 70:0.94 71:0.84 74:0.41 76:0.94 77:0.70 81:0.34 86:0.77 91:0.20 98:0.47 102:0.94 107:0.94 108:0.58 110:0.95 114:0.67 122:0.65 123:0.55 124:0.83 125:0.88 126:0.32 127:0.56 129:0.59 133:0.81 135:0.68 139:0.73 145:0.61 146:0.71 147:0.05 149:0.11 150:0.34 154:0.11 159:0.70 160:0.88 170:0.77 172:0.51 173:0.64 174:0.89 176:0.60 177:0.05 178:0.55 179:0.49 187:0.98 192:0.44 193:0.95 195:0.86 197:0.88 201:0.55 212:0.48 216:0.60 222:0.35 235:0.80 236:0.92 239:0.87 241:0.15 242:0.14 243:0.09 244:0.93 245:0.73 247:0.94 253:0.52 254:0.95 257:0.93 259:0.21 265:0.49 266:0.84 267:0.76 271:0.50 276:0.68 282:0.73 289:0.93 290:0.67 300:0.70\n0 1:0.59 10:0.88 12:0.79 17:0.57 18:0.67 21:0.30 23:0.95 27:0.57 29:0.77 30:0.33 34:0.83 36:0.33 37:0.54 39:0.46 43:0.56 46:0.88 62:0.96 64:0.77 66:0.12 69:0.30 70:0.36 71:0.84 74:0.29 81:0.51 83:0.56 86:0.66 91:0.20 98:0.28 107:0.89 108:0.24 110:0.90 120:0.62 122:0.95 123:0.54 124:0.78 125:0.88 126:0.51 127:0.61 128:0.96 129:0.05 133:0.73 135:0.66 139:0.64 140:0.45 146:0.31 147:0.37 149:0.33 150:0.49 151:0.65 153:0.48 154:0.45 155:0.47 159:0.50 160:0.88 162:0.86 164:0.55 168:0.96 170:0.77 172:0.21 173:0.31 174:0.89 175:0.75 177:0.70 179:0.90 187:0.39 190:0.98 192:0.50 197:0.93 201:0.62 202:0.36 205:0.95 208:0.50 212:0.19 215:0.72 216:0.44 220:0.74 222:0.35 235:0.60 236:0.92 239:0.87 241:0.60 242:0.45 243:0.49 244:0.93 245:0.45 247:0.47 248:0.63 253:0.26 255:0.70 256:0.45 257:0.65 259:0.21 260:0.62 265:0.26 266:0.47 267:0.36 268:0.46 271:0.50 276:0.33 277:0.95 285:0.50 289:0.92 297:0.36 300:0.25\n2 1:0.65 7:0.65 8:0.85 9:0.75 10:0.87 11:0.51 12:0.79 17:0.62 18:0.74 21:0.13 23:0.98 27:0.58 29:0.77 30:0.30 31:0.98 32:0.64 34:0.31 36:0.71 37:0.83 39:0.46 43:0.08 45:0.66 46:0.88 55:0.42 62:0.97 64:0.77 66:0.51 69:0.35 70:0.92 71:0.84 74:0.41 79:0.98 81:0.64 86:0.72 91:0.82 96:0.91 98:0.61 99:0.83 101:0.47 102:0.94 107:0.93 108:0.27 110:0.94 114:0.92 120:0.64 123:0.26 124:0.52 125:0.88 126:0.51 127:0.79 128:0.98 129:0.59 133:0.46 135:0.47 137:0.98 139:0.71 140:0.97 145:0.41 146:0.49 147:0.55 149:0.09 150:0.56 151:0.76 153:0.86 154:0.49 155:0.64 158:0.73 159:0.35 160:0.88 162:0.57 164:0.65 165:0.65 168:0.98 170:0.77 172:0.41 173:0.50 174:0.83 175:0.75 176:0.70 177:0.70 178:0.42 179:0.82 190:0.77 191:0.70 192:0.97 193:0.95 195:0.61 196:0.93 197:0.86 201:0.63 202:0.82 205:0.98 208:0.61 212:0.39 216:0.27 219:0.88 220:0.62 222:0.35 230:0.68 233:0.76 235:0.60 236:0.95 239:0.88 241:0.85 242:0.13 243:0.61 244:0.61 245:0.63 247:0.76 248:0.75 253:0.87 254:0.74 255:0.78 256:0.81 257:0.65 260:0.65 265:0.62 266:0.54 267:0.19 268:0.82 271:0.50 276:0.41 277:0.69 279:0.75 284:0.98 285:0.62 289:0.95 290:0.92 292:0.88 300:0.70\n0 8:0.72 10:0.81 12:0.79 17:0.73 18:0.78 21:0.78 22:0.93 27:0.43 29:0.77 30:0.68 34:0.82 36:0.29 37:0.84 39:0.46 43:0.08 46:0.88 47:0.93 55:0.71 66:0.79 69:0.56 70:0.43 71:0.84 74:0.30 86:0.70 91:0.44 98:0.77 107:0.91 108:0.43 110:0.92 122:0.75 123:0.41 125:0.88 127:0.26 129:0.05 135:0.47 139:0.68 146:0.68 147:0.73 149:0.09 154:0.15 159:0.26 160:0.88 163:0.81 170:0.77 172:0.41 173:0.66 174:0.79 177:0.88 178:0.55 179:0.77 187:0.39 197:0.82 212:0.42 216:0.29 219:0.88 222:0.35 235:0.22 239:0.81 241:0.18 242:0.19 243:0.80 244:0.93 247:0.55 253:0.27 254:0.99 259:0.21 262:0.93 265:0.77 266:0.38 267:0.19 271:0.50 276:0.34 289:0.90 292:0.88 300:0.33\n0 1:0.57 8:0.72 9:0.71 10:0.82 11:0.42 12:0.79 17:0.47 18:0.96 21:0.64 27:0.43 29:0.77 30:0.55 31:0.90 34:0.25 36:0.49 37:0.52 39:0.46 43:0.21 44:0.86 45:0.66 46:0.88 48:0.91 55:0.52 64:0.77 66:0.20 69:0.25 70:0.52 71:0.84 74:0.35 76:0.85 79:0.89 81:0.33 83:0.56 86:0.83 91:0.89 96:0.79 98:0.69 101:0.47 107:0.92 108:0.73 110:0.93 114:0.66 122:0.92 123:0.19 124:0.55 125:0.88 126:0.32 127:0.95 129:0.59 133:0.46 135:0.49 137:0.90 139:0.81 140:0.94 145:0.80 146:0.65 147:0.70 149:0.24 150:0.37 151:0.56 153:0.48 154:0.14 155:0.54 159:0.46 160:0.88 162:0.48 170:0.77 172:0.65 173:0.34 174:0.79 175:0.75 176:0.60 177:0.70 178:0.53 179:0.58 190:0.99 191:0.86 192:0.51 195:0.68 196:0.91 197:0.81 201:0.54 202:0.90 208:0.50 212:0.87 216:0.28 220:0.91 222:0.35 235:0.80 239:0.81 241:0.94 242:0.75 243:0.40 244:0.97 245:0.83 247:0.74 248:0.61 253:0.70 255:0.70 256:0.78 257:0.65 259:0.21 265:0.58 266:0.47 267:0.23 268:0.79 271:0.50 276:0.64 277:0.69 281:0.86 284:0.97 285:0.50 289:0.93 290:0.66 300:0.55\n1 1:0.59 7:0.66 10:0.84 12:0.79 17:0.69 18:0.96 21:0.64 22:0.93 27:0.39 29:0.77 30:0.21 31:0.87 32:0.64 33:0.97 34:0.52 36:0.35 37:0.67 39:0.46 43:0.06 44:0.88 46:0.88 47:0.93 48:0.97 64:0.77 66:0.12 69:0.90 70:0.97 71:0.84 74:0.57 76:0.85 77:0.89 79:0.87 81:0.42 86:0.87 91:0.07 98:0.27 102:0.95 104:1.00 106:0.81 107:0.96 108:0.98 110:0.97 114:0.64 117:0.86 122:0.82 123:0.84 124:0.97 125:0.88 126:0.51 127:0.86 129:0.81 133:0.97 135:0.99 137:0.87 139:0.85 140:0.45 145:0.84 146:0.49 147:0.23 149:0.10 150:0.44 151:0.50 153:0.48 154:0.16 155:0.53 159:0.95 160:0.88 162:0.86 170:0.77 172:0.90 173:0.57 174:0.92 176:0.60 177:0.70 179:0.14 187:0.21 190:0.99 192:0.56 193:0.95 195:0.99 196:0.90 197:0.85 201:0.57 202:0.36 204:0.82 206:0.81 208:0.61 212:0.68 215:0.49 216:0.89 219:0.88 220:0.91 222:0.35 230:0.68 233:0.65 235:0.88 239:0.87 241:0.02 242:0.33 243:0.07 244:0.83 245:0.93 247:0.96 248:0.50 253:0.52 254:0.86 256:0.45 257:0.65 259:0.21 262:0.93 265:0.26 266:0.98 267:0.36 268:0.46 271:0.50 276:0.95 281:0.86 282:0.73 284:0.87 285:0.46 289:0.95 290:0.64 291:0.97 292:0.88 297:0.36 300:0.98\n0 10:0.81 12:0.79 17:0.89 18:0.57 21:0.78 27:0.72 29:0.77 30:0.45 34:0.52 36:0.34 39:0.46 43:0.06 46:0.88 55:0.96 66:0.10 69:0.90 70:0.25 71:0.84 74:0.26 86:0.58 91:0.27 98:0.05 107:0.88 108:0.80 110:0.89 122:0.82 123:0.78 124:0.82 125:0.88 127:0.31 129:0.89 132:0.97 133:0.78 135:0.30 139:0.56 145:0.58 146:0.05 147:0.05 149:0.05 154:0.06 159:0.91 160:0.88 163:1.00 170:0.77 172:0.05 173:0.59 174:0.79 175:0.97 177:0.05 178:0.55 179:0.96 187:0.39 197:0.81 212:0.61 216:0.17 222:0.35 235:0.05 239:0.80 241:0.15 242:0.63 243:0.29 244:0.98 245:0.37 247:0.30 253:0.24 257:0.93 265:0.05 266:0.17 267:0.73 271:0.50 276:0.17 277:0.95 289:0.88 300:0.18\n0 8:0.93 9:0.70 12:0.79 17:0.49 21:0.59 27:0.53 29:0.77 31:0.87 34:0.90 36:0.37 37:0.88 39:0.46 46:0.88 71:0.84 79:0.87 81:0.27 91:0.76 96:0.73 107:0.88 110:0.88 120:0.57 125:0.88 126:0.24 135:0.34 137:0.87 138:0.97 140:0.92 145:0.40 150:0.30 151:0.57 153:0.48 155:0.54 160:0.88 162:0.49 164:0.55 170:0.77 175:0.99 178:0.51 187:0.21 190:0.99 191:0.77 192:0.57 193:0.95 202:0.72 208:0.61 216:0.18 220:0.87 222:0.35 235:0.74 236:0.91 239:0.82 241:0.78 244:0.99 248:0.56 253:0.50 255:0.69 256:0.58 257:0.97 259:0.21 260:0.57 267:0.23 268:0.59 271:0.50 277:0.98 284:0.88 285:0.60 286:0.99 289:0.95 298:0.99\n0 10:0.89 11:0.51 12:0.79 17:0.84 18:0.90 21:0.22 27:0.25 29:0.77 30:0.21 34:0.52 36:0.95 37:0.36 39:0.46 43:0.63 45:0.66 46:0.88 55:0.52 64:0.77 66:0.51 69:0.72 70:0.73 71:0.84 74:0.30 81:0.31 86:0.82 91:0.12 98:0.75 101:0.47 107:0.91 108:0.55 110:0.92 122:0.92 123:0.53 124:0.66 125:0.88 126:0.24 127:0.61 129:0.05 133:0.66 135:0.54 139:0.77 146:0.78 147:0.28 149:0.33 150:0.35 154:0.52 159:0.51 160:0.88 170:0.77 172:0.51 173:0.74 174:0.88 175:0.75 177:0.38 178:0.55 179:0.68 187:0.39 197:0.90 212:0.35 216:0.68 222:0.35 235:0.22 239:0.88 241:0.07 242:0.24 243:0.26 244:0.83 245:0.65 247:0.76 253:0.27 257:0.84 259:0.21 265:0.75 266:0.63 267:0.28 271:0.50 276:0.54 277:0.69 289:0.90 300:0.55\n2 1:0.65 7:0.66 9:0.74 10:0.84 12:0.79 17:0.67 18:0.96 21:0.47 22:0.93 27:0.39 29:0.77 30:0.28 31:0.91 32:0.64 33:0.97 34:0.59 36:0.30 37:0.67 39:0.46 43:0.07 44:0.86 46:0.88 47:0.93 48:0.97 55:0.42 64:0.77 66:0.27 69:0.92 70:0.90 71:0.84 74:0.59 75:0.96 76:0.85 77:0.89 79:0.91 81:0.59 86:0.87 91:0.22 96:0.77 98:0.37 104:1.00 106:0.81 107:0.97 108:0.95 110:0.97 114:0.72 117:0.86 120:0.65 122:0.82 123:0.95 124:0.94 125:0.88 126:0.54 127:0.74 129:0.81 133:0.94 135:0.98 137:0.91 138:0.96 139:0.85 140:0.80 145:0.90 146:0.65 147:0.25 149:0.10 150:0.55 151:0.72 153:0.46 154:0.15 155:0.64 158:0.74 159:0.89 160:0.88 162:0.80 164:0.67 170:0.77 172:0.89 173:0.77 174:0.90 176:0.62 177:0.70 178:0.42 179:0.16 187:0.21 190:0.95 191:0.73 192:0.97 193:0.95 195:0.97 196:0.93 197:0.85 201:0.64 202:0.56 204:0.82 206:0.81 208:0.64 212:0.77 215:0.58 216:0.89 219:0.90 220:0.62 222:0.35 226:0.95 230:0.68 233:0.65 235:0.84 236:0.92 239:0.87 241:0.12 242:0.36 243:0.09 244:0.83 245:0.93 247:0.94 248:0.76 253:0.72 254:0.96 255:0.73 256:0.64 257:0.65 259:0.21 260:0.65 262:0.93 265:0.39 266:0.91 267:0.69 268:0.62 271:0.50 276:0.94 279:0.82 281:0.91 282:0.73 283:0.66 284:0.92 285:0.60 286:0.99 289:0.95 290:0.72 291:0.97 292:0.87 297:0.36 298:0.99 300:0.94\n1 1:0.64 10:0.88 12:0.79 17:0.66 18:0.66 21:0.40 27:0.57 29:0.77 30:0.21 34:0.87 36:0.39 37:0.54 39:0.46 43:0.08 46:0.88 55:0.42 64:0.77 66:0.10 69:0.32 70:0.50 71:0.84 74:0.35 81:0.59 86:0.66 91:0.15 98:0.27 107:0.90 108:0.25 110:0.91 114:0.74 122:0.95 123:0.58 124:0.77 125:0.88 126:0.54 127:0.57 129:0.05 133:0.72 135:0.63 139:0.64 146:0.34 147:0.41 149:0.08 150:0.54 154:0.53 155:0.50 159:0.52 160:0.88 170:0.77 172:0.27 173:0.31 174:0.89 176:0.62 177:0.88 178:0.55 179:0.87 187:0.39 192:0.49 197:0.92 201:0.64 208:0.64 212:0.37 215:0.63 216:0.44 222:0.35 235:0.74 236:0.92 239:0.87 241:0.50 242:0.40 243:0.51 244:0.83 245:0.47 247:0.55 253:0.54 254:0.80 259:0.21 265:0.29 266:0.47 267:0.69 271:0.50 276:0.35 277:0.95 289:0.95 290:0.74 297:0.36 300:0.33\n2 1:0.68 7:0.65 9:0.71 10:0.85 11:0.51 12:0.79 17:0.61 18:0.83 21:0.30 27:0.60 29:0.77 30:0.11 31:0.88 32:0.64 34:0.76 36:0.86 37:0.83 39:0.46 43:0.08 45:0.66 46:0.88 55:0.42 64:0.77 66:0.49 69:0.84 70:0.93 71:0.84 74:0.37 79:0.88 81:0.71 86:0.75 91:0.44 96:0.71 98:0.66 99:0.83 101:0.47 102:0.94 107:0.94 108:0.31 110:0.95 114:0.82 120:0.58 122:0.92 123:0.30 124:0.56 125:0.88 126:0.54 127:0.70 129:0.05 132:0.97 133:0.45 135:0.81 137:0.88 138:0.96 139:0.72 140:0.80 145:0.41 146:0.59 147:0.67 149:0.11 150:0.61 151:0.61 153:0.48 154:0.46 155:0.58 159:0.42 160:0.88 162:0.54 164:0.55 165:0.65 170:0.77 172:0.48 173:0.93 174:0.79 176:0.70 177:0.70 178:0.42 179:0.72 187:0.39 190:0.95 192:0.86 193:0.95 195:0.67 196:0.89 197:0.81 201:0.67 202:0.56 208:0.64 212:0.37 215:0.67 216:0.20 220:0.82 222:0.35 230:0.68 233:0.76 235:0.88 236:0.95 239:0.87 241:0.66 242:0.16 243:0.60 244:0.61 245:0.71 247:0.84 248:0.59 253:0.60 254:0.74 255:0.70 256:0.45 257:0.65 260:0.58 265:0.66 266:0.54 267:0.28 268:0.46 271:0.50 276:0.51 277:0.69 284:0.88 285:0.60 286:0.99 289:0.95 290:0.82 297:0.36 298:0.99 300:0.70\n1 1:0.65 8:0.78 10:0.85 11:0.42 12:0.79 17:0.86 18:0.90 21:0.13 27:0.15 29:0.77 30:0.21 32:0.64 34:0.92 36:0.95 37:0.94 39:0.46 43:0.07 44:0.86 45:0.66 46:0.88 64:0.77 66:0.49 69:0.49 70:0.91 71:0.84 74:0.53 77:0.70 81:0.55 86:0.84 91:0.23 98:0.55 101:0.47 107:0.96 108:0.38 110:0.96 114:0.80 122:0.82 123:0.36 124:0.75 125:0.88 126:0.51 127:0.55 129:0.05 133:0.76 135:0.93 139:0.80 145:0.41 146:0.67 147:0.72 149:0.08 150:0.55 154:0.48 155:0.50 158:0.73 159:0.57 160:0.88 170:0.77 172:0.70 173:0.43 174:0.83 176:0.60 177:0.88 178:0.55 179:0.43 187:0.39 191:0.82 192:0.50 195:0.78 197:0.86 201:0.63 208:0.61 212:0.58 215:0.79 216:0.26 219:0.88 222:0.35 235:0.31 239:0.84 241:0.30 242:0.30 243:0.60 244:0.83 245:0.78 247:0.92 253:0.59 254:0.90 259:0.21 265:0.56 266:0.63 267:0.36 271:0.50 276:0.70 279:0.78 282:0.73 283:0.66 289:0.95 290:0.80 292:0.87 297:0.36 300:0.84\n1 1:0.59 7:0.66 10:0.84 12:0.79 17:0.62 18:0.95 21:0.64 22:0.93 27:0.39 29:0.77 30:0.21 32:0.64 33:0.97 34:0.58 36:0.25 37:0.67 39:0.46 43:0.06 44:0.88 46:0.88 47:0.93 48:0.91 64:0.77 66:0.11 69:0.91 70:0.98 71:0.84 74:0.56 76:0.85 77:0.89 81:0.40 86:0.86 91:0.10 98:0.26 102:0.95 104:1.00 106:0.81 107:0.96 108:0.98 110:0.97 114:0.64 117:0.86 122:0.82 123:0.84 124:0.97 125:0.88 126:0.51 127:0.92 129:0.81 133:0.97 135:0.99 139:0.84 145:0.80 146:0.26 147:0.23 149:0.09 150:0.42 154:0.16 155:0.54 159:0.96 160:0.88 170:0.77 172:0.90 173:0.58 174:0.92 176:0.60 177:0.70 178:0.55 179:0.15 187:0.21 192:0.56 193:0.95 195:0.99 197:0.85 201:0.58 202:0.36 204:0.82 206:0.81 208:0.61 212:0.68 215:0.49 216:0.89 222:0.35 230:0.68 233:0.65 235:0.84 239:0.87 241:0.10 242:0.33 243:0.07 244:0.83 245:0.92 247:0.97 253:0.52 254:0.86 257:0.65 259:0.21 262:0.93 265:0.27 266:0.98 267:0.28 271:0.50 276:0.95 281:0.86 282:0.73 289:0.95 290:0.64 291:0.97 297:0.36 300:0.98\n1 1:0.59 9:0.70 10:0.86 11:0.51 12:0.79 17:0.18 18:0.81 21:0.64 27:0.45 29:0.77 30:0.11 31:0.86 34:0.75 36:0.17 37:0.50 39:0.46 43:0.57 45:0.66 46:0.88 55:0.71 64:0.77 66:0.29 69:0.70 70:0.99 71:0.84 74:0.35 79:0.86 81:0.40 86:0.72 91:0.29 96:0.68 98:0.31 101:0.47 107:0.90 108:0.53 110:0.92 114:0.64 120:0.54 122:0.92 123:0.51 124:0.69 125:0.88 126:0.51 127:0.43 129:0.05 133:0.60 135:0.89 137:0.86 138:0.95 139:0.72 140:0.45 145:0.54 146:0.45 147:0.52 149:0.26 150:0.42 151:0.48 153:0.48 154:0.45 155:0.48 158:0.73 159:0.57 160:0.88 162:0.86 164:0.55 170:0.77 172:0.27 173:0.65 174:0.83 176:0.60 177:0.88 179:0.78 187:0.68 190:0.95 192:0.47 196:0.87 197:0.85 201:0.58 202:0.36 208:0.61 212:0.14 215:0.49 216:0.77 219:0.88 220:0.99 222:0.35 235:0.84 239:0.85 241:0.37 242:0.29 243:0.48 244:0.83 245:0.55 247:0.60 248:0.48 253:0.50 255:0.68 256:0.45 259:0.21 260:0.54 265:0.34 266:0.71 267:0.28 268:0.46 271:0.50 276:0.37 279:0.78 283:0.66 284:0.88 285:0.60 286:0.99 289:0.95 290:0.64 292:0.87 297:0.36 298:0.99 300:0.84\n2 1:0.67 7:0.66 10:0.87 12:0.79 17:0.81 18:0.96 21:0.47 27:0.33 29:0.77 30:0.27 32:0.64 34:0.77 36:0.25 37:0.79 39:0.46 43:0.07 44:0.86 46:0.88 48:0.98 55:0.42 64:1.00 66:0.26 69:0.93 70:0.92 71:0.84 74:0.56 76:0.85 77:0.89 81:0.66 86:0.88 91:0.14 98:0.36 107:0.97 108:0.95 110:0.97 114:0.72 122:0.82 123:0.95 124:0.94 125:0.88 126:0.54 127:0.73 129:0.81 133:0.95 135:0.95 139:0.85 145:0.97 146:0.65 147:0.30 149:0.10 150:0.61 154:0.15 155:0.54 159:0.89 160:0.88 170:0.77 172:0.89 173:0.79 174:0.92 176:0.62 177:0.38 178:0.55 179:0.15 187:0.39 192:0.56 193:0.95 195:0.97 197:0.88 201:0.66 204:0.80 208:0.64 212:0.75 215:0.58 216:0.27 222:0.35 230:0.68 233:0.65 235:0.84 236:0.92 239:0.86 241:0.01 242:0.36 243:0.06 244:0.83 245:0.93 247:0.95 253:0.55 254:0.96 257:0.84 259:0.21 265:0.38 266:0.91 267:0.79 271:0.50 276:0.94 281:0.91 282:0.73 289:0.95 290:0.72 297:0.99 300:0.94\n2 1:0.67 7:0.66 10:0.84 12:0.79 17:0.66 18:0.95 21:0.22 22:0.93 27:0.39 29:0.77 30:0.30 32:0.64 33:0.97 34:0.63 36:0.47 37:0.67 39:0.46 43:0.10 44:0.86 46:0.88 47:0.93 48:0.97 64:0.77 66:0.29 69:0.92 70:0.89 71:0.84 74:0.59 76:0.85 77:0.89 81:0.71 86:0.86 91:0.07 98:0.39 99:0.83 104:1.00 106:0.81 107:0.97 108:0.95 110:0.97 114:0.84 117:0.86 122:0.82 123:0.95 124:0.93 125:0.88 126:0.54 127:0.73 129:0.81 133:0.93 135:0.97 139:0.85 145:0.89 146:0.65 147:0.23 149:0.14 150:0.61 154:0.15 155:0.55 158:0.73 159:0.89 160:0.88 165:0.65 170:0.77 172:0.90 173:0.77 174:0.90 176:0.70 177:0.70 178:0.55 179:0.15 187:0.21 192:0.57 193:0.95 195:0.97 197:0.85 201:0.66 202:0.36 204:0.82 206:0.81 208:0.64 212:0.73 215:0.72 216:0.89 219:0.88 222:0.35 230:0.68 233:0.65 235:0.80 236:0.95 239:0.85 241:0.10 242:0.37 243:0.07 244:0.83 245:0.94 247:0.96 253:0.62 254:0.96 257:0.65 259:0.21 262:0.93 265:0.41 266:0.89 267:0.23 271:0.50 276:0.94 279:0.82 281:0.91 282:0.73 283:0.66 289:0.95 290:0.84 291:0.97 292:0.87 297:0.36 300:0.94\n1 1:0.65 9:0.72 10:0.85 11:0.42 12:0.79 17:0.85 18:0.90 21:0.13 27:0.15 29:0.77 30:0.21 31:0.89 32:0.64 34:0.83 36:0.96 37:0.94 39:0.46 43:0.07 44:0.86 45:0.66 46:0.88 64:0.77 66:0.49 69:0.49 70:0.91 71:0.84 74:0.53 77:0.70 79:0.89 81:0.55 86:0.84 91:0.20 96:0.72 98:0.55 101:0.47 107:0.96 108:0.38 110:0.96 114:0.80 120:0.59 122:0.82 123:0.36 124:0.75 125:0.88 126:0.51 127:0.55 129:0.05 133:0.76 135:0.93 137:0.89 138:0.95 139:0.80 140:0.45 145:0.41 146:0.67 147:0.72 149:0.08 150:0.55 151:0.65 153:0.48 154:0.48 155:0.58 158:0.73 159:0.57 160:0.88 162:0.86 164:0.55 170:0.77 172:0.70 173:0.43 174:0.83 176:0.60 177:0.88 179:0.43 187:0.39 190:0.95 192:0.87 195:0.78 196:0.91 197:0.86 201:0.63 202:0.36 208:0.61 212:0.58 215:0.79 216:0.26 219:0.88 220:0.74 222:0.35 235:0.31 239:0.84 241:0.27 242:0.30 243:0.60 244:0.83 245:0.78 247:0.92 248:0.63 253:0.63 254:0.90 255:0.71 256:0.45 259:0.21 260:0.60 265:0.56 266:0.63 267:0.52 268:0.46 271:0.50 276:0.70 279:0.78 282:0.73 283:0.66 284:0.88 285:0.60 286:0.99 289:0.95 290:0.80 292:0.87 297:0.36 298:0.99 300:0.84\n1 1:0.62 10:0.87 12:0.79 17:0.38 18:0.80 21:0.40 27:0.45 29:0.77 30:0.45 34:0.80 36:0.18 37:0.50 39:0.46 43:0.36 46:0.88 55:0.71 64:0.77 66:0.49 69:0.61 70:0.85 71:0.84 74:0.35 81:0.48 86:0.69 91:0.22 98:0.57 107:0.90 108:0.78 110:0.91 114:0.72 122:0.94 123:0.77 124:0.65 125:0.88 126:0.51 127:0.42 129:0.05 133:0.60 135:0.87 139:0.69 145:0.47 146:0.39 147:0.46 149:0.31 150:0.48 154:0.27 155:0.49 158:0.73 159:0.55 160:0.88 170:0.77 172:0.48 173:0.55 174:0.92 176:0.60 177:0.88 178:0.55 179:0.65 187:0.68 192:0.48 193:0.95 197:0.93 201:0.61 208:0.61 212:0.48 215:0.63 216:0.77 219:0.88 222:0.35 235:0.60 239:0.87 241:0.15 242:0.28 243:0.38 244:0.93 245:0.63 247:0.74 253:0.53 259:0.21 265:0.58 266:0.63 267:0.23 271:0.50 276:0.50 277:0.87 279:0.78 283:0.66 289:0.95 290:0.72 292:0.87 297:0.36 300:0.70\n0 10:0.96 12:0.79 17:0.85 18:0.92 21:0.47 27:0.43 29:0.77 30:0.40 34:0.82 36:0.25 37:0.78 39:0.46 43:0.07 46:0.88 55:0.71 66:0.60 69:0.73 70:0.71 71:0.84 74:0.42 75:0.95 81:0.33 86:0.82 91:0.15 98:0.81 102:0.94 107:0.96 108:0.56 110:0.96 122:0.94 123:0.54 124:0.51 125:0.88 126:0.24 127:0.72 129:0.05 133:0.39 135:0.71 139:0.77 145:0.74 146:0.98 147:0.99 149:0.20 150:0.36 154:0.16 159:0.86 160:0.88 170:0.77 172:0.94 173:0.49 174:0.99 177:0.88 178:0.55 179:0.17 187:1.00 193:0.95 195:0.95 197:0.98 212:0.57 216:0.60 222:0.35 226:0.96 235:0.74 236:0.91 239:0.95 241:0.05 242:0.13 243:0.67 244:0.83 245:0.98 247:0.96 253:0.36 254:0.84 259:0.21 265:0.81 266:0.80 267:0.28 271:0.50 276:0.93 289:0.94 300:0.84\n0 10:0.87 12:0.79 17:0.72 18:0.84 21:0.78 27:0.43 29:0.77 30:0.38 34:0.89 36:0.63 37:0.84 39:0.46 43:0.08 46:0.88 55:0.71 66:0.77 69:0.56 70:0.83 71:0.84 74:0.30 86:0.74 91:0.22 98:0.62 104:0.94 106:0.81 107:0.92 108:0.43 110:0.93 122:0.51 123:0.41 124:0.41 125:0.88 127:0.63 129:0.05 133:0.59 135:0.69 139:0.70 146:0.86 147:0.88 149:0.11 154:0.16 159:0.74 160:0.88 170:0.77 172:0.68 173:0.39 174:0.88 177:0.88 178:0.55 179:0.61 187:0.39 197:0.87 206:0.81 212:0.55 216:0.29 222:0.35 235:0.22 239:0.85 241:0.10 242:0.18 243:0.79 244:0.93 245:0.56 247:0.86 253:0.27 254:0.90 259:0.21 265:0.63 266:0.71 267:0.73 271:0.50 276:0.55 283:0.67 289:0.91 300:0.70\n0 10:0.93 12:0.79 17:0.73 18:0.93 21:0.54 27:0.57 29:0.77 30:0.30 33:0.97 34:0.71 36:0.92 37:0.54 39:0.46 43:0.08 46:0.88 55:0.84 66:0.36 69:0.73 70:0.80 71:0.84 74:0.27 75:0.95 81:0.28 86:0.82 91:0.05 98:0.61 107:0.91 108:0.56 110:0.93 122:0.92 123:0.54 124:0.85 125:0.88 126:0.24 127:0.88 129:0.81 133:0.86 135:0.87 139:0.77 146:0.91 147:0.37 149:0.18 150:0.30 154:0.17 159:0.84 160:0.88 170:0.77 172:0.76 173:0.52 174:0.97 175:0.75 177:0.38 178:0.55 179:0.35 187:0.68 197:0.97 212:0.30 216:0.44 222:0.35 226:0.98 235:0.68 236:0.91 239:0.92 241:0.21 242:0.15 243:0.10 244:0.93 245:0.83 247:0.84 253:0.24 254:0.92 257:0.84 259:0.21 265:0.62 266:0.80 267:0.28 271:0.50 276:0.81 277:0.69 289:0.90 291:0.97 300:0.70\n0 7:0.76 11:0.42 12:0.37 17:0.34 21:0.40 27:0.21 28:0.62 30:0.30 34:0.47 36:0.99 37:0.74 39:0.68 43:0.45 55:0.84 66:0.54 69:0.90 70:0.75 74:0.37 81:0.54 91:0.48 98:0.72 104:0.84 106:0.81 108:0.80 120:0.84 123:0.78 124:0.67 126:0.32 127:0.65 129:0.05 131:0.89 133:0.74 135:0.28 140:0.45 144:0.57 146:0.93 147:0.31 149:0.68 150:0.41 151:0.70 153:0.90 154:0.53 157:0.61 159:0.78 161:0.67 162:0.63 163:0.81 164:0.81 166:0.84 167:0.59 172:0.77 173:0.83 177:0.05 179:0.40 181:0.97 182:0.61 187:0.39 190:0.77 202:0.77 206:0.81 212:0.19 215:0.67 216:0.95 220:0.62 222:0.35 227:0.91 229:0.61 230:0.78 231:0.82 233:0.69 235:0.42 241:0.32 242:0.81 243:0.11 245:0.80 246:0.61 247:0.39 248:0.76 253:0.33 254:0.80 256:0.78 257:0.65 259:0.21 260:0.83 265:0.73 266:0.89 267:0.87 268:0.78 271:0.33 276:0.76 283:0.71 285:0.50 287:0.61 297:0.36 300:0.55\n0 1:0.74 9:0.80 12:0.37 17:0.40 21:0.47 27:0.68 28:0.62 30:0.45 32:0.72 34:0.26 36:0.71 37:0.35 39:0.68 43:0.31 55:0.59 66:0.27 69:0.67 70:0.25 81:0.65 91:0.12 96:0.69 98:0.18 108:0.51 114:0.80 120:0.55 123:0.66 124:0.61 126:0.54 127:0.14 129:0.59 131:0.96 133:0.47 135:0.54 140:0.45 144:0.57 145:0.56 146:0.24 147:0.30 149:0.27 150:0.71 151:0.51 153:0.48 154:0.23 155:0.67 157:0.61 159:0.27 161:0.67 162:0.86 163:0.89 164:0.55 166:0.94 167:0.63 172:0.10 173:0.52 175:0.75 176:0.73 177:0.05 179:0.67 181:0.97 182:0.61 187:0.39 192:0.59 195:0.91 201:0.74 202:0.36 208:0.64 212:0.61 215:0.63 216:0.63 220:0.96 222:0.35 227:0.96 229:0.61 231:0.90 232:0.98 235:0.60 241:0.47 242:0.82 243:0.46 244:0.61 245:0.40 246:0.61 247:0.12 248:0.50 253:0.61 255:0.79 256:0.45 257:0.65 259:0.21 260:0.55 265:0.15 266:0.17 267:0.28 268:0.46 271:0.33 276:0.18 277:0.69 285:0.62 287:0.61 290:0.80 297:0.36 300:0.18\n0 1:0.74 7:0.76 12:0.37 17:0.05 21:0.59 27:0.12 28:0.62 30:0.42 32:0.72 34:0.75 36:0.96 37:0.88 39:0.68 43:0.21 55:0.45 66:0.86 69:0.93 70:0.53 74:0.51 76:0.85 81:0.57 91:0.10 98:0.64 108:0.86 114:0.54 123:0.85 124:0.37 126:0.54 127:0.23 129:0.05 131:0.61 133:0.39 135:0.54 145:0.89 146:0.91 147:0.05 149:0.51 150:0.65 154:0.14 155:0.67 157:0.61 159:0.61 161:0.67 163:0.81 166:0.93 167:0.56 172:0.79 173:0.89 176:0.53 177:0.05 178:0.55 179:0.27 181:0.97 182:0.61 187:0.68 192:0.59 195:0.92 201:0.74 212:0.30 215:0.55 216:0.82 222:0.35 227:0.61 229:0.61 230:0.78 231:0.90 233:0.69 235:0.74 241:0.18 242:0.79 243:0.08 244:0.61 245:0.62 246:0.61 247:0.47 253:0.43 257:0.65 259:0.21 265:0.65 266:0.71 267:0.85 271:0.33 276:0.69 287:0.61 290:0.54 297:0.36 300:0.55\n0 7:0.76 12:0.37 21:0.13 27:0.38 28:0.62 30:0.67 32:0.72 34:0.56 36:0.99 37:0.59 39:0.68 43:0.35 55:0.84 66:0.51 69:0.55 70:0.39 74:0.42 81:0.76 91:0.65 98:0.76 108:0.81 120:0.92 123:0.80 124:0.56 126:0.32 127:0.64 129:0.05 131:0.89 133:0.39 135:0.96 140:0.45 145:0.79 146:0.82 147:0.85 149:0.62 150:0.56 151:0.70 153:0.69 154:0.26 157:0.61 159:0.74 161:0.67 162:0.79 163:0.92 164:0.88 166:0.84 167:0.54 172:0.65 173:0.39 177:0.38 179:0.52 181:0.97 182:0.61 187:0.87 190:0.77 195:0.89 202:0.82 212:0.23 215:0.84 216:0.93 220:0.62 222:0.35 227:0.91 229:0.61 230:0.79 231:0.84 233:0.76 235:0.12 241:0.12 242:0.79 243:0.44 244:0.61 245:0.84 246:0.61 247:0.47 248:0.88 253:0.37 256:0.86 259:0.21 260:0.92 265:0.76 266:0.75 267:0.96 268:0.86 271:0.33 276:0.68 277:0.69 283:0.82 285:0.50 287:0.61 297:0.36 300:0.33\n4 6:0.99 8:0.96 9:0.80 12:0.37 17:0.34 20:0.82 21:0.78 27:0.10 28:0.62 34:0.45 36:0.22 37:0.97 39:0.68 41:0.82 78:0.99 83:0.74 91:0.88 96:0.77 100:0.99 104:0.54 111:1.00 120:0.65 131:0.96 135:0.78 140:0.87 144:0.57 151:0.77 152:0.86 153:0.48 155:0.67 157:0.61 161:0.67 162:0.49 164:0.57 166:0.61 167:0.91 169:1.00 175:0.91 178:0.48 181:0.97 182:0.93 186:0.98 189:0.99 191:0.87 192:0.59 202:0.64 208:0.64 216:0.29 220:0.62 222:0.35 227:0.96 229:0.97 231:0.90 232:0.74 238:1.00 241:0.90 244:0.83 246:0.61 248:0.71 253:0.63 255:0.79 256:0.45 257:0.84 259:0.21 260:0.66 261:0.98 267:0.36 268:0.46 271:0.33 277:0.87 285:0.62 287:0.95\n1 1:0.74 7:0.81 11:0.64 12:0.37 17:0.28 21:0.71 27:0.35 28:0.62 30:0.76 32:0.80 34:0.97 36:0.30 37:0.62 39:0.68 43:0.83 60:0.87 66:0.36 69:0.66 70:0.29 74:0.80 77:0.70 81:0.50 83:0.85 85:0.85 91:0.40 98:0.12 101:0.74 108:0.50 114:0.68 121:0.90 122:0.43 123:0.48 124:0.69 126:0.54 127:0.15 129:0.59 131:0.61 133:0.64 135:0.47 144:0.57 145:0.49 146:0.22 147:0.28 149:0.75 150:0.66 154:0.80 155:0.67 157:0.88 158:0.87 159:0.34 161:0.67 165:0.69 166:0.93 167:0.62 172:0.21 173:0.48 176:0.73 177:0.38 178:0.55 179:0.49 181:0.97 182:0.93 187:0.87 192:0.59 195:0.91 201:0.74 204:0.89 208:0.64 212:0.23 215:0.48 216:0.62 222:0.35 227:0.61 229:0.61 230:0.87 231:0.89 233:0.76 235:0.88 241:0.43 242:0.73 243:0.51 245:0.45 246:0.93 247:0.30 253:0.65 259:0.21 265:0.13 266:0.38 267:0.95 271:0.33 276:0.25 279:0.86 282:0.88 283:0.71 287:0.61 290:0.68 297:0.36 299:0.88 300:0.25\n1 1:0.74 11:0.64 12:0.37 17:0.38 21:0.78 27:0.45 28:0.62 30:0.95 32:0.80 34:0.80 36:0.18 37:0.50 39:0.68 43:0.82 66:0.54 69:0.72 74:0.56 77:0.70 81:0.40 83:0.71 85:0.72 91:0.17 98:0.08 101:0.71 108:0.55 114:0.63 123:0.53 126:0.54 127:0.06 129:0.05 131:0.61 135:0.91 144:0.57 145:0.70 146:0.13 147:0.18 149:0.46 150:0.61 154:0.77 155:0.67 157:0.79 159:0.08 161:0.67 165:0.63 166:0.93 167:0.62 172:0.10 173:0.65 176:0.73 177:0.38 178:0.55 179:0.08 181:0.97 182:0.92 187:0.68 192:0.59 195:0.80 201:0.74 215:0.43 216:0.77 222:0.35 227:0.61 229:0.61 231:0.89 235:1.00 241:0.44 243:0.63 246:0.93 253:0.53 259:0.21 265:0.09 267:0.28 271:0.33 282:0.88 287:0.61 290:0.63 297:0.36 299:0.88 300:0.08\n0 12:0.37 17:0.49 21:0.78 27:0.45 28:0.62 30:0.91 34:0.79 36:0.17 37:0.50 39:0.68 43:0.26 55:0.59 66:0.69 69:0.79 70:0.13 74:0.52 91:0.20 98:0.21 108:0.63 122:0.51 123:0.61 127:0.10 129:0.05 131:0.61 135:0.89 145:0.47 146:0.32 147:0.39 149:0.26 154:0.19 157:0.61 159:0.13 161:0.67 166:0.61 167:0.56 172:0.21 173:0.75 177:0.38 178:0.55 179:0.24 181:0.97 182:0.61 187:0.68 212:0.61 216:0.77 222:0.35 227:0.61 229:0.61 231:0.69 235:0.74 241:0.21 242:0.63 243:0.73 244:0.61 246:0.61 247:0.30 253:0.43 259:0.21 265:0.23 266:0.17 267:0.52 271:0.33 276:0.23 287:0.61 300:0.13\n0 7:0.76 8:0.61 12:0.37 17:0.75 21:0.13 27:0.63 28:0.62 30:0.54 32:0.72 34:1.00 36:0.38 37:0.69 39:0.68 43:0.21 55:0.59 66:0.88 69:0.91 70:0.42 74:0.49 81:0.76 91:0.35 98:0.62 104:0.88 106:0.81 108:0.81 123:0.80 126:0.32 127:0.18 129:0.05 131:0.61 135:0.94 145:0.44 146:0.86 147:0.88 149:0.39 150:0.56 154:0.30 157:0.61 159:0.43 161:0.67 163:0.81 166:0.84 167:0.59 172:0.67 173:0.87 177:0.38 178:0.55 179:0.32 181:0.97 182:0.61 187:0.39 195:0.87 206:0.81 212:0.30 215:0.84 216:0.24 222:0.35 227:0.61 229:0.61 230:0.78 231:0.87 233:0.69 235:0.12 241:0.32 242:0.59 243:0.89 246:0.61 247:0.55 253:0.41 254:0.93 259:0.21 265:0.63 266:0.63 267:0.65 271:0.33 276:0.56 287:0.61 297:0.36 300:0.33\n0 12:0.37 17:0.84 21:0.59 27:0.72 28:0.62 30:0.68 39:0.68 43:0.24 55:0.96 66:0.32 69:0.93 70:0.31 74:0.46 81:0.33 91:0.65 96:0.77 98:0.33 108:0.85 114:0.54 120:0.69 123:0.84 124:0.83 126:0.32 127:0.41 129:0.05 131:0.96 133:0.82 140:0.45 146:0.63 147:0.05 149:0.26 150:0.30 151:0.66 153:0.48 154:0.17 157:0.61 158:0.82 159:0.74 161:0.67 162:0.82 163:0.94 164:0.55 166:0.77 167:0.86 172:0.21 173:0.88 176:0.53 177:0.05 179:0.86 181:0.97 182:0.61 190:0.77 202:0.58 212:0.19 216:0.04 220:0.74 222:0.35 227:0.96 229:0.61 231:0.90 232:0.74 235:0.68 241:0.78 242:0.63 243:0.19 244:0.61 245:0.43 246:0.61 247:0.39 248:0.68 253:0.61 256:0.64 257:0.65 259:0.21 260:0.69 265:0.36 266:0.47 268:0.64 271:0.33 276:0.34 285:0.62 287:0.61 290:0.54 300:0.25\n0 7:0.76 12:0.37 17:0.59 21:0.22 27:0.34 28:0.62 30:0.45 32:0.72 34:0.86 36:0.65 37:0.46 39:0.68 43:0.32 55:0.59 66:0.75 69:0.64 70:0.43 74:0.37 81:0.68 91:0.07 98:0.59 104:0.86 106:0.81 108:0.49 123:0.47 124:0.39 126:0.32 127:0.22 129:0.05 131:0.61 133:0.39 135:0.91 145:0.59 146:0.71 147:0.75 149:0.48 150:0.49 154:0.62 157:0.61 159:0.38 161:0.67 163:0.90 166:0.84 167:0.58 172:0.54 173:0.60 177:0.38 178:0.55 179:0.54 181:0.97 182:0.61 187:0.87 195:0.75 206:0.81 212:0.36 215:0.79 216:0.53 222:0.35 227:0.61 229:0.61 230:0.78 231:0.82 233:0.69 235:0.22 241:0.30 242:0.77 243:0.77 245:0.50 246:0.61 247:0.39 253:0.34 254:0.96 259:0.21 265:0.60 266:0.54 267:0.23 271:0.33 276:0.46 287:0.61 297:0.36 300:0.33\n1 1:0.74 6:0.79 9:0.80 11:0.64 12:0.37 17:0.51 20:0.81 21:0.05 27:0.38 28:0.62 30:0.30 32:0.72 34:0.29 36:0.73 37:0.63 39:0.68 41:0.82 43:0.83 55:0.92 66:0.62 69:0.65 70:0.82 74:0.48 78:0.80 81:0.90 83:0.79 85:0.72 91:0.11 96:0.77 98:0.81 100:0.80 101:0.69 104:0.88 106:0.81 108:0.75 111:0.79 114:0.95 117:0.86 120:0.65 123:0.73 124:0.55 126:0.54 127:0.61 129:0.59 131:0.96 133:0.64 135:0.61 140:0.45 144:0.57 145:0.41 146:0.70 147:0.74 149:0.76 150:0.95 151:0.77 152:0.82 153:0.48 154:0.78 155:0.67 157:0.78 159:0.82 161:0.67 162:0.86 164:0.57 165:0.90 166:0.94 167:0.49 169:0.78 172:0.84 173:0.42 176:0.73 177:0.38 179:0.31 181:0.97 182:0.94 186:0.81 187:0.68 192:0.59 195:0.93 201:0.74 202:0.36 206:0.81 208:0.64 212:0.47 215:0.91 216:0.72 220:0.62 222:0.35 227:0.96 229:0.97 231:0.91 232:0.82 235:0.12 242:0.80 243:0.32 245:0.87 246:0.94 247:0.55 248:0.71 253:0.79 255:0.79 256:0.45 259:0.21 260:0.66 261:0.81 265:0.81 266:0.75 267:0.95 268:0.46 271:0.33 276:0.82 285:0.62 287:0.95 290:0.95 297:0.36 300:0.84\n0 7:0.76 12:0.37 17:0.95 20:0.89 21:0.76 27:0.63 28:0.62 30:0.62 34:0.99 36:0.43 37:0.28 39:0.68 43:0.18 55:0.96 66:0.30 69:0.94 70:0.34 74:0.50 77:0.96 78:0.72 81:0.29 91:0.25 98:0.22 100:0.73 104:0.93 106:0.81 108:0.91 111:0.72 120:0.55 122:0.41 123:0.90 124:0.71 126:0.32 127:0.18 129:0.81 131:0.89 133:0.67 135:0.82 140:0.45 145:1.00 146:0.23 147:0.29 149:0.19 150:0.28 151:0.48 152:0.83 153:0.48 154:0.12 157:0.61 159:0.47 161:0.67 162:0.86 163:0.87 164:0.55 166:0.84 167:0.52 169:0.72 172:0.16 173:0.93 175:0.75 177:0.05 179:0.73 181:0.97 182:0.61 186:0.73 187:0.21 190:0.77 195:0.91 202:0.36 206:0.81 212:0.30 215:0.46 216:0.28 220:0.96 222:0.35 227:0.91 229:0.61 230:0.79 231:0.88 233:0.76 235:0.95 241:0.05 242:0.33 243:0.37 244:0.61 245:0.43 246:0.61 247:0.39 248:0.48 253:0.42 256:0.45 257:0.65 259:0.21 260:0.55 261:0.73 265:0.24 266:0.27 267:0.95 268:0.46 271:0.33 276:0.27 277:0.69 282:0.81 283:0.71 285:0.50 287:0.61 297:0.36 300:0.25\n1 12:0.37 17:0.53 21:0.05 27:0.58 28:0.62 30:0.54 34:0.18 36:0.46 37:0.35 39:0.68 43:0.34 55:0.59 66:0.95 69:0.59 70:0.57 74:0.66 81:0.84 91:0.12 98:0.95 104:0.80 106:0.81 108:0.45 123:0.43 126:0.32 127:0.64 129:0.05 131:0.61 135:0.66 146:0.95 147:0.96 149:0.75 150:0.64 154:0.61 157:0.61 158:0.82 159:0.63 161:0.67 166:0.84 167:0.57 172:0.88 173:0.51 177:0.38 178:0.55 179:0.35 181:0.97 182:0.61 187:0.21 206:0.81 212:0.70 215:0.91 216:0.86 222:0.35 227:0.61 229:0.61 231:0.87 235:0.05 241:0.24 242:0.80 243:0.95 246:0.61 247:0.47 253:0.50 254:0.96 259:0.21 265:0.95 266:0.38 267:0.36 271:0.33 276:0.80 283:0.82 287:0.61 297:0.36 300:0.55\n0 11:0.42 12:0.37 17:0.75 21:0.30 27:0.58 28:0.62 30:0.67 32:0.77 34:0.19 36:0.98 37:0.35 39:0.68 43:0.32 55:0.71 66:0.51 69:0.39 70:0.47 74:0.60 77:0.70 81:0.60 91:0.06 98:0.70 108:0.30 120:0.58 123:0.29 124:0.55 126:0.32 127:0.67 129:0.59 131:0.89 133:0.47 135:0.32 140:0.45 144:0.57 145:0.77 146:0.72 147:0.76 149:0.58 150:0.45 151:0.52 153:0.48 154:0.81 157:0.61 159:0.49 161:0.67 162:0.86 164:0.55 166:0.84 167:0.54 172:0.57 173:0.41 177:0.38 179:0.64 181:0.97 182:0.61 187:0.95 190:0.77 195:0.66 202:0.36 212:0.61 215:0.72 216:0.85 220:0.87 222:0.35 227:0.91 229:0.61 231:0.87 232:0.80 235:0.31 241:0.12 242:0.79 243:0.61 245:0.77 246:0.61 247:0.39 248:0.52 253:0.47 254:0.84 256:0.45 259:0.21 260:0.58 265:0.71 266:0.38 267:0.91 268:0.46 271:0.33 276:0.59 282:0.85 285:0.50 287:0.61 297:0.36 300:0.43\n0 12:0.37 17:0.20 20:0.77 21:0.30 27:0.15 28:0.62 30:0.76 34:0.39 36:0.70 37:0.56 39:0.68 43:0.39 55:0.92 66:0.64 69:0.43 70:0.21 74:0.42 78:0.72 81:0.60 91:0.64 98:0.81 100:0.73 104:0.91 106:0.81 108:0.54 111:0.72 120:0.63 123:0.52 124:0.42 126:0.32 127:0.53 129:0.59 131:0.89 133:0.47 135:0.90 140:0.45 146:0.05 147:0.05 149:0.38 150:0.45 151:0.59 152:0.75 153:0.72 154:0.29 157:0.61 159:0.36 161:0.67 162:0.67 163:0.94 164:0.63 166:0.84 167:0.68 169:0.72 172:0.32 173:0.52 175:0.75 177:0.05 179:0.91 181:0.97 182:0.61 186:0.73 187:0.68 190:0.77 202:0.53 206:0.81 212:0.52 215:0.72 216:0.86 220:0.74 222:0.35 227:0.91 229:0.61 231:0.83 235:0.31 241:0.57 242:0.78 243:0.21 244:0.61 245:0.43 246:0.61 247:0.30 248:0.57 253:0.37 256:0.45 257:0.65 259:0.21 260:0.64 261:0.73 265:0.81 266:0.27 267:0.52 268:0.57 271:0.33 276:0.32 277:0.69 285:0.50 287:0.61 297:0.36 300:0.18\n2 1:0.74 7:0.72 8:0.73 9:0.80 11:0.57 12:0.69 17:0.70 21:0.68 27:0.40 28:0.78 30:0.45 32:0.69 34:0.88 36:0.53 37:0.54 39:0.50 43:0.63 60:0.99 66:0.07 69:0.73 70:0.81 74:0.77 76:0.85 77:0.89 81:0.42 83:0.91 85:0.96 91:0.37 96:0.79 98:0.25 101:0.87 104:0.94 106:0.81 108:0.89 114:0.55 117:0.86 120:0.78 121:0.90 122:0.57 123:0.86 124:0.93 126:0.54 127:0.60 129:0.96 133:0.93 135:0.88 140:0.80 145:0.76 146:0.13 147:0.18 149:0.76 150:0.71 151:0.70 153:0.86 154:0.53 155:0.67 158:0.78 159:0.78 161:0.90 162:0.86 164:0.82 165:0.93 167:0.67 172:0.54 173:0.55 176:0.66 177:0.38 179:0.36 181:0.48 187:0.21 190:0.77 192:0.59 195:0.92 201:0.74 202:0.75 204:0.89 206:0.81 208:0.64 212:0.56 215:0.37 216:0.80 220:0.62 222:0.60 230:0.74 232:0.96 233:0.73 235:0.95 241:0.47 242:0.43 243:0.11 244:0.61 245:0.76 247:0.67 248:0.70 253:0.76 255:0.79 256:0.81 259:0.21 260:0.72 265:0.24 266:0.84 267:0.96 268:0.83 271:0.18 276:0.77 279:0.86 282:0.77 283:0.78 285:0.62 290:0.55 297:0.36 299:0.97 300:0.70\n1 9:0.80 11:0.57 12:0.69 17:0.47 21:0.78 27:0.27 28:0.78 30:0.41 34:0.89 36:0.91 37:0.83 39:0.50 41:0.82 43:0.63 55:0.92 60:0.87 66:0.86 69:0.71 70:0.57 74:0.60 83:0.91 85:0.85 91:0.18 96:0.70 98:0.84 101:0.87 108:0.54 120:0.57 123:0.52 127:0.34 129:0.05 135:0.68 140:0.45 146:0.85 147:0.88 149:0.58 151:0.53 153:0.46 154:0.53 155:0.67 158:0.78 159:0.42 161:0.90 162:0.62 164:0.53 167:0.67 172:0.59 173:0.73 177:0.38 179:0.65 181:0.48 187:0.95 190:0.77 191:0.73 192:0.59 202:0.49 208:0.64 212:0.30 216:0.66 220:0.82 222:0.60 235:0.31 241:0.46 242:0.45 243:0.86 244:0.61 247:0.55 248:0.52 253:0.43 255:0.79 256:0.45 259:0.21 260:0.57 265:0.84 266:0.63 267:0.36 268:0.45 271:0.18 276:0.48 279:0.86 283:0.78 285:0.62 300:0.43\n3 1:0.74 6:0.97 8:0.89 9:0.80 12:0.69 17:0.64 20:0.87 21:0.68 27:0.09 28:0.78 30:0.89 32:0.64 34:0.88 36:0.67 37:0.89 39:0.50 41:0.88 43:0.18 55:0.59 66:0.47 69:0.27 70:0.20 78:0.80 81:0.35 83:0.91 91:0.58 96:0.68 98:0.31 100:0.86 104:0.58 108:0.74 111:0.81 114:0.55 120:0.78 123:0.72 124:0.65 126:0.54 127:0.64 129:0.81 133:0.67 135:0.58 140:0.96 145:0.61 146:0.05 147:0.05 149:0.15 150:0.62 151:0.48 152:0.98 153:0.72 154:0.12 155:0.67 159:0.41 161:0.90 162:0.54 164:0.70 167:0.82 169:0.97 172:0.21 173:0.36 175:0.75 176:0.66 177:0.05 178:0.42 179:0.94 181:0.48 186:0.81 187:0.21 190:0.89 191:0.83 192:0.59 195:0.63 201:0.74 202:0.74 208:0.64 212:0.30 215:0.37 216:0.52 222:0.60 235:0.84 241:0.74 242:0.82 243:0.23 244:0.83 245:0.42 247:0.12 248:0.48 253:0.38 255:0.79 256:0.71 257:0.65 259:0.21 260:0.70 261:0.98 265:0.33 266:0.27 267:0.23 268:0.71 271:0.18 276:0.24 277:0.69 285:0.62 290:0.55 297:0.36 300:0.18\n2 1:0.74 8:0.86 9:0.80 11:0.57 12:0.69 17:0.83 20:0.88 21:0.22 27:0.07 28:0.78 30:0.17 34:0.70 36:0.57 37:0.88 39:0.50 41:0.88 43:0.62 55:0.96 60:0.95 66:0.13 69:0.74 70:0.95 74:0.45 78:0.80 81:0.70 83:0.91 85:0.80 91:0.14 96:0.72 98:0.18 100:0.73 101:0.87 108:0.72 111:0.78 114:0.67 120:0.81 123:0.70 124:0.97 126:0.54 127:0.42 129:0.59 133:0.96 135:0.98 140:0.80 146:0.13 147:0.18 149:0.39 150:0.83 151:0.59 152:0.83 153:0.69 154:0.52 155:0.67 158:0.78 159:0.95 161:0.90 162:0.86 163:0.81 164:0.71 165:0.93 167:0.66 169:0.72 172:0.37 173:0.25 176:0.66 177:0.38 179:0.46 181:0.48 186:0.80 187:0.68 190:0.89 191:0.70 192:0.59 201:0.74 202:0.62 208:0.64 212:0.12 215:0.51 216:0.81 222:0.60 235:0.31 241:0.44 242:0.78 243:0.14 244:0.61 245:0.58 247:0.39 248:0.58 253:0.54 255:0.79 256:0.81 259:0.21 260:0.75 261:0.81 265:0.19 266:0.96 267:0.36 268:0.70 271:0.18 276:0.66 277:0.69 279:0.86 283:0.82 285:0.62 290:0.67 297:0.36 300:0.84\n0 7:0.66 9:0.80 12:0.69 17:0.64 21:0.68 27:0.26 28:0.78 30:0.54 32:0.68 34:0.96 36:0.97 37:0.87 39:0.50 43:0.14 55:0.71 66:0.63 69:0.25 70:0.71 74:0.70 77:0.89 81:0.24 91:0.38 96:0.71 98:0.81 104:0.96 106:0.81 108:0.61 117:0.86 120:0.65 122:0.67 123:0.59 124:0.47 126:0.32 127:0.64 129:0.59 133:0.47 135:0.81 140:0.92 145:0.95 146:0.36 147:0.43 149:0.21 150:0.24 151:0.48 153:0.71 154:0.60 155:0.67 158:0.74 159:0.48 161:0.90 162:0.60 164:0.66 167:0.82 172:0.59 173:0.30 177:0.38 179:0.67 181:0.48 187:0.39 190:0.89 192:0.59 195:0.68 202:0.70 206:0.81 208:0.64 212:0.41 215:0.37 216:0.53 220:0.82 222:0.60 230:0.69 232:0.76 233:0.73 235:0.80 241:0.74 242:0.44 243:0.31 244:0.61 245:0.71 247:0.60 248:0.48 253:0.46 254:0.80 255:0.79 256:0.68 259:0.21 260:0.62 265:0.81 266:0.54 267:0.36 268:0.70 271:0.18 276:0.55 282:0.77 283:0.78 285:0.62 297:0.36 300:0.55\n1 1:0.74 6:0.98 7:0.72 8:0.78 11:0.57 12:0.69 17:0.49 20:0.87 21:0.68 27:0.27 28:0.78 30:0.13 32:0.64 34:0.74 36:0.96 37:0.56 39:0.50 43:0.65 55:0.84 60:0.97 66:0.69 69:0.59 70:0.89 74:0.74 78:0.92 81:0.37 83:0.91 85:0.91 91:0.22 98:0.78 100:0.91 101:0.87 104:0.98 108:0.45 111:0.90 114:0.55 121:0.90 122:0.43 123:0.43 124:0.46 126:0.54 127:0.63 129:0.59 133:0.64 135:0.85 145:0.86 146:0.89 147:0.91 149:0.69 150:0.63 152:0.82 154:0.56 155:0.67 158:0.78 159:0.65 161:0.90 163:0.81 167:0.52 169:0.89 172:0.79 173:0.50 176:0.66 177:0.38 178:0.55 179:0.43 181:0.48 186:0.91 187:0.87 189:0.99 192:0.59 195:0.80 201:0.74 202:0.36 204:0.89 208:0.64 212:0.37 215:0.37 216:0.44 222:0.60 230:0.74 233:0.73 235:0.95 238:0.91 242:0.33 243:0.73 244:0.61 245:0.76 247:0.60 253:0.43 259:0.21 261:0.90 265:0.78 266:0.63 267:0.36 271:0.18 276:0.72 279:0.86 283:0.78 290:0.55 297:0.36 300:0.70\n1 12:0.69 17:0.47 21:0.47 27:0.45 28:0.78 30:0.60 34:0.78 36:0.21 37:0.50 39:0.50 43:0.13 55:0.92 66:0.44 69:0.80 70:0.44 74:0.35 81:0.30 91:0.17 98:0.42 108:0.64 123:0.62 124:0.67 126:0.32 127:0.24 129:0.05 133:0.62 135:0.88 145:0.52 146:0.66 147:0.05 149:0.20 150:0.28 154:0.46 159:0.52 161:0.90 163:0.75 167:0.65 172:0.41 173:0.72 177:0.05 178:0.55 179:0.55 181:0.48 187:0.68 212:0.19 215:0.41 216:0.77 222:0.60 235:0.52 241:0.39 242:0.77 243:0.13 244:0.61 245:0.60 247:0.39 253:0.29 254:0.86 257:0.65 259:0.21 265:0.44 266:0.63 267:0.28 271:0.18 276:0.49 297:0.36 300:0.33\n2 1:0.74 8:0.92 9:0.80 12:0.69 17:0.67 21:0.68 27:0.09 28:0.78 30:0.62 32:0.64 34:0.82 36:0.94 37:0.89 39:0.50 43:0.18 55:0.59 66:0.61 69:0.27 70:0.23 81:0.35 91:0.62 96:0.67 98:0.36 104:0.58 108:0.77 114:0.55 120:0.53 123:0.75 124:0.43 126:0.54 127:0.61 129:0.59 133:0.47 135:0.54 140:0.93 145:0.61 146:0.05 147:0.05 149:0.14 150:0.62 151:0.46 153:0.48 154:0.12 155:0.67 159:0.47 161:0.90 162:0.47 164:0.54 167:0.83 172:0.27 173:0.31 175:0.75 176:0.66 177:0.05 178:0.52 179:0.94 181:0.48 187:0.21 190:0.77 191:0.75 192:0.59 195:0.67 201:0.74 202:0.76 208:0.64 212:0.61 215:0.37 216:0.52 220:0.99 222:0.60 235:0.84 241:0.74 242:0.82 243:0.23 244:0.83 245:0.42 247:0.12 248:0.46 253:0.37 255:0.79 256:0.45 257:0.65 259:0.21 260:0.53 265:0.38 266:0.23 267:0.87 268:0.46 271:0.18 276:0.17 277:0.69 285:0.62 290:0.55 297:0.36 300:0.18\n2 7:0.72 8:0.73 11:0.57 12:0.69 17:0.90 20:0.90 21:0.64 27:0.30 28:0.78 30:0.36 32:0.69 34:0.97 36:0.90 37:0.84 39:0.50 43:0.23 55:0.71 66:0.30 69:0.84 70:0.73 74:0.58 77:0.70 78:0.83 81:0.25 85:0.72 91:0.17 98:0.52 100:0.86 101:0.87 104:0.86 106:0.81 108:0.70 111:0.82 117:0.86 121:0.97 123:0.68 124:0.89 126:0.32 127:0.72 129:0.81 133:0.89 135:0.65 145:0.98 146:0.82 147:0.65 149:0.37 150:0.25 152:0.85 154:0.45 155:0.67 159:0.79 161:0.90 167:0.60 169:0.83 172:0.59 173:0.73 177:0.05 178:0.55 179:0.47 181:0.48 186:0.83 187:0.39 192:0.59 195:0.91 204:0.89 206:0.81 208:0.64 212:0.19 215:0.38 216:0.32 222:0.60 230:0.75 232:0.91 233:0.76 235:0.74 241:0.21 242:0.75 243:0.28 244:0.61 245:0.72 247:0.60 253:0.38 257:0.65 259:0.21 261:0.86 265:0.53 266:0.84 267:0.28 271:0.18 276:0.71 282:0.77 297:0.36 300:0.70\n2 9:0.80 11:0.57 12:0.69 17:0.69 21:0.30 27:0.08 28:0.78 30:0.45 34:0.80 36:0.97 37:0.85 39:0.50 43:0.58 55:0.96 66:0.30 69:0.83 70:0.61 74:0.55 81:0.36 85:0.80 91:0.63 96:0.78 98:0.36 101:0.87 108:0.68 114:0.63 120:0.67 123:0.66 124:0.87 126:0.32 127:0.74 129:0.05 133:0.87 135:0.77 140:0.87 145:0.77 146:0.53 147:0.44 149:0.43 150:0.32 151:0.60 153:0.46 154:0.47 155:0.67 159:0.67 161:0.90 162:0.63 163:0.93 164:0.78 167:0.80 172:0.32 173:0.80 176:0.61 177:0.05 178:0.42 179:0.79 181:0.48 187:0.39 190:0.77 192:0.59 202:0.78 208:0.64 212:0.22 216:0.67 220:0.82 222:0.60 235:0.31 241:0.72 242:0.22 243:0.31 244:0.61 245:0.50 247:0.60 248:0.68 253:0.64 255:0.79 256:0.81 257:0.65 259:0.21 260:0.65 265:0.38 266:0.75 267:0.73 268:0.79 271:0.18 276:0.46 285:0.62 290:0.63 300:0.43\n2 7:0.66 8:0.83 9:0.80 12:0.69 17:0.49 20:0.96 21:0.40 27:0.21 28:0.78 30:0.37 34:0.52 36:0.97 37:0.74 39:0.50 43:0.18 55:0.84 60:0.95 66:0.51 69:0.15 70:0.70 74:0.60 78:0.83 81:0.34 83:0.91 91:0.62 96:0.78 98:0.73 100:0.85 104:0.89 106:0.81 108:0.12 111:0.83 120:0.87 123:0.12 124:0.56 126:0.32 127:0.47 129:0.05 133:0.39 135:0.24 140:0.96 146:0.92 147:0.94 149:0.32 150:0.31 151:0.64 152:0.92 153:0.82 154:0.46 155:0.67 158:0.78 159:0.73 161:0.90 162:0.78 164:0.85 167:0.61 169:0.83 172:0.73 173:0.12 177:0.38 179:0.38 181:0.48 186:0.83 187:0.39 190:0.89 191:0.73 192:0.59 202:0.83 206:0.81 208:0.64 212:0.22 215:0.42 216:0.95 220:0.62 222:0.60 230:0.69 233:0.73 235:0.42 241:0.24 242:0.70 243:0.61 244:0.61 245:0.89 247:0.60 248:0.68 253:0.64 254:0.74 255:0.79 256:0.85 259:0.21 260:0.81 261:0.87 265:0.73 266:0.80 267:0.84 268:0.87 271:0.18 276:0.74 279:0.86 283:0.82 285:0.62 297:0.36 300:0.70\n3 1:0.74 8:0.84 9:0.80 12:0.69 17:0.93 21:0.68 27:0.09 28:0.78 30:0.58 32:0.64 34:0.87 36:0.68 37:0.89 39:0.50 43:0.18 55:0.71 66:0.80 69:0.27 70:0.33 81:0.35 91:0.66 96:0.72 98:0.91 104:0.58 108:0.21 114:0.55 120:0.75 123:0.20 126:0.54 127:0.51 129:0.05 135:0.58 140:0.45 145:0.80 146:0.76 147:0.80 149:0.21 150:0.62 151:0.56 153:0.48 154:0.12 155:0.67 159:0.32 161:0.90 162:0.84 163:0.81 164:0.81 167:0.81 172:0.45 173:0.42 175:0.75 176:0.66 177:0.05 179:0.86 181:0.48 187:0.21 190:0.89 191:0.70 192:0.59 195:0.59 201:0.74 202:0.75 208:0.64 212:0.55 215:0.37 216:0.52 220:0.99 222:0.60 235:0.84 241:0.73 242:0.82 243:0.82 244:0.83 247:0.12 248:0.58 253:0.47 255:0.79 256:0.79 257:0.65 259:0.21 260:0.68 265:0.91 266:0.27 267:0.96 268:0.82 271:0.18 276:0.37 277:0.69 285:0.62 290:0.55 297:0.36 300:0.25\n2 7:0.72 8:0.83 11:0.57 12:0.69 17:0.62 20:0.88 21:0.30 27:0.12 28:0.78 30:0.32 32:0.64 34:0.69 36:0.97 37:0.85 39:0.50 43:0.65 55:0.84 66:0.45 69:0.59 70:0.88 74:0.45 78:0.81 81:0.39 85:0.72 91:0.48 98:0.63 100:0.88 101:0.87 104:0.84 106:0.81 108:0.67 111:0.83 117:0.86 120:0.77 121:0.90 123:0.64 124:0.66 126:0.32 127:0.52 129:0.05 133:0.62 135:0.95 140:0.45 145:0.59 146:0.44 147:0.51 149:0.43 150:0.34 151:0.64 152:0.83 153:0.82 154:0.54 155:0.67 159:0.60 161:0.90 162:0.82 164:0.66 167:0.68 169:0.86 172:0.51 173:0.51 177:0.38 179:0.62 181:0.48 186:0.82 187:0.39 190:0.89 191:0.70 192:0.59 195:0.79 202:0.63 204:0.89 206:0.81 208:0.64 212:0.30 215:0.44 216:0.66 222:0.60 230:0.75 232:0.82 233:0.76 235:0.31 241:0.50 242:0.79 243:0.43 244:0.61 245:0.68 247:0.39 248:0.62 253:0.33 256:0.64 259:0.21 260:0.69 261:0.85 265:0.64 266:0.71 267:0.59 268:0.69 271:0.18 276:0.55 277:0.69 283:0.82 285:0.50 297:0.36 300:0.70\n0 7:0.66 12:0.69 17:0.67 21:0.68 27:0.26 28:0.78 30:0.30 32:0.68 34:0.93 36:0.80 37:0.87 39:0.50 43:0.11 55:0.59 66:0.77 69:0.85 70:0.65 74:0.62 77:0.96 81:0.24 91:0.37 96:0.67 98:0.79 104:0.86 106:0.81 108:0.71 122:0.43 123:0.69 124:0.39 126:0.32 127:0.37 129:0.05 133:0.39 135:0.79 140:0.45 145:0.97 146:0.86 147:0.30 149:0.18 150:0.24 151:0.46 153:0.48 154:0.29 158:0.74 159:0.50 161:0.90 162:0.86 167:0.74 172:0.71 173:0.86 177:0.05 179:0.49 181:0.48 187:0.39 190:0.89 195:0.75 202:0.36 206:0.81 212:0.42 215:0.37 216:0.53 220:0.99 222:0.60 230:0.69 232:0.76 233:0.73 235:0.80 241:0.64 242:0.32 243:0.16 244:0.61 245:0.67 247:0.67 248:0.46 253:0.39 254:0.80 256:0.45 257:0.65 259:0.21 265:0.79 266:0.63 267:0.52 268:0.46 271:0.18 276:0.63 282:0.77 285:0.50 297:0.36 300:0.43\n1 11:0.57 12:0.69 17:0.64 21:0.78 27:0.45 28:0.78 30:0.45 34:0.85 36:0.27 37:0.50 39:0.50 43:0.61 66:0.27 69:0.77 70:0.25 74:0.37 85:0.72 91:0.04 98:0.07 101:0.87 108:0.61 122:0.51 123:0.58 124:0.72 127:0.35 129:0.05 133:0.62 135:0.78 145:0.50 146:0.13 147:0.18 149:0.30 154:0.50 159:0.74 161:0.90 163:0.90 167:0.72 172:0.10 173:0.60 177:0.38 178:0.55 179:0.96 181:0.48 187:0.68 212:0.61 216:0.77 222:0.60 235:0.68 241:0.61 242:0.63 243:0.46 244:0.61 245:0.38 247:0.30 253:0.30 259:0.21 265:0.07 266:0.17 267:0.28 271:0.18 276:0.19 300:0.18\n3 1:0.74 8:0.75 9:0.80 12:0.69 17:0.70 21:0.68 27:0.09 28:0.78 30:0.76 32:0.64 34:0.92 36:0.79 37:0.89 39:0.50 43:0.18 55:0.59 66:0.54 69:0.27 70:0.22 81:0.35 91:0.67 96:0.67 98:0.56 104:0.58 108:0.65 114:0.55 120:0.53 123:0.63 124:0.45 126:0.54 127:0.51 129:0.59 133:0.47 135:0.44 140:0.87 145:0.61 146:0.05 147:0.05 149:0.14 150:0.62 151:0.46 153:0.48 154:0.12 155:0.67 159:0.36 161:0.90 162:0.50 163:0.89 164:0.54 167:0.78 172:0.21 173:0.39 175:0.75 176:0.66 177:0.05 178:0.48 179:0.96 181:0.48 187:0.21 190:0.77 191:0.70 192:0.59 195:0.61 201:0.74 202:0.63 208:0.64 212:0.42 215:0.37 216:0.52 220:0.97 222:0.60 235:0.84 241:0.71 242:0.82 243:0.26 244:0.83 245:0.40 247:0.12 248:0.46 253:0.37 255:0.79 256:0.45 257:0.65 259:0.21 260:0.53 265:0.57 266:0.23 267:0.23 268:0.46 271:0.18 276:0.21 277:0.69 285:0.62 290:0.55 297:0.36 300:0.18\n1 6:0.84 8:0.61 9:0.80 12:0.69 17:0.69 20:0.99 21:0.47 27:0.20 28:0.78 30:0.21 34:0.64 36:1.00 37:0.48 39:0.50 41:0.88 43:0.18 55:0.92 66:0.85 69:0.27 70:0.69 74:0.45 78:0.87 81:0.30 83:0.91 91:0.79 96:0.79 98:0.87 100:0.85 104:0.84 106:0.81 108:0.21 111:0.85 120:0.92 123:0.20 126:0.32 127:0.39 129:0.05 135:0.66 140:0.93 146:0.83 147:0.86 149:0.20 150:0.28 151:0.64 152:0.90 153:0.90 154:0.53 155:0.67 159:0.39 161:0.90 162:0.85 163:0.81 164:0.89 167:0.81 169:0.83 172:0.57 173:0.33 177:0.38 179:0.71 181:0.48 186:0.87 187:0.21 189:0.86 190:0.89 191:0.84 192:0.59 202:0.86 206:0.81 208:0.64 212:0.36 215:0.41 216:0.44 222:0.60 235:0.52 238:0.87 241:0.73 242:0.52 243:0.86 244:0.61 247:0.47 248:0.72 253:0.65 254:0.74 255:0.79 256:0.90 259:0.21 260:0.88 261:0.89 265:0.87 266:0.47 267:0.88 268:0.91 271:0.18 276:0.46 283:0.78 285:0.62 297:0.36 300:0.43\n4 1:0.74 6:0.97 7:0.66 8:0.97 9:0.80 12:0.69 17:0.73 20:0.99 21:0.40 27:0.09 28:0.78 30:0.91 32:0.68 34:0.67 36:0.53 37:0.89 39:0.50 41:0.97 43:0.18 55:0.59 60:0.87 66:0.69 69:0.17 70:0.13 74:0.46 77:0.70 78:0.95 81:0.51 83:0.91 91:0.95 96:0.94 98:0.86 100:0.99 104:0.58 108:0.14 111:0.99 114:0.61 120:0.96 123:0.13 126:0.54 127:0.37 129:0.05 135:0.44 140:0.90 145:0.77 146:0.38 147:0.45 149:0.15 150:0.68 151:0.91 152:0.98 153:0.96 154:0.12 155:0.67 158:0.78 159:0.15 161:0.90 162:0.75 163:0.81 164:0.94 167:0.95 169:0.97 172:0.21 173:0.64 175:0.75 176:0.66 177:0.05 179:0.96 181:0.48 186:0.94 189:0.98 190:0.77 191:0.93 192:0.59 195:0.53 201:0.74 202:0.93 208:0.64 212:0.61 215:0.42 216:0.52 222:0.60 230:0.69 233:0.73 235:0.52 238:0.99 241:0.96 242:0.82 243:0.73 244:0.83 247:0.12 248:0.91 253:0.88 255:0.79 256:0.95 257:0.65 259:0.21 260:0.94 261:0.98 265:0.86 266:0.17 267:0.84 268:0.95 271:0.18 276:0.22 277:0.69 279:0.86 282:0.77 283:0.82 285:0.62 290:0.61 297:0.36 300:0.13\n0 8:0.79 9:0.80 12:0.69 17:0.03 20:0.80 21:0.22 27:0.26 28:0.78 30:0.76 34:0.75 36:0.61 37:0.87 39:0.50 43:0.10 55:0.59 66:0.77 69:0.81 70:0.21 74:0.42 78:0.72 81:0.42 91:0.61 96:0.68 98:0.70 100:0.89 104:0.86 106:0.81 108:0.65 111:0.81 114:0.66 120:0.55 122:0.51 123:0.63 126:0.32 127:0.21 129:0.05 135:0.65 140:0.45 146:0.65 147:0.70 149:0.11 150:0.35 151:0.48 152:0.85 153:0.48 154:0.25 155:0.67 159:0.25 161:0.90 162:0.86 164:0.54 167:0.74 169:0.80 172:0.37 173:0.90 176:0.61 177:0.38 179:0.75 181:0.48 186:0.73 187:0.39 190:0.77 192:0.59 202:0.36 206:0.81 208:0.64 212:0.23 216:0.53 220:0.91 222:0.60 232:0.76 235:0.22 241:0.64 242:0.55 243:0.79 244:0.61 247:0.39 248:0.48 253:0.49 254:0.95 255:0.79 256:0.45 259:0.21 260:0.54 261:0.80 265:0.70 266:0.38 267:0.44 268:0.46 271:0.18 276:0.31 285:0.62 290:0.66 300:0.18\n2 7:0.66 8:0.83 9:0.80 12:0.69 17:0.53 20:0.96 21:0.40 27:0.21 28:0.78 30:0.17 34:0.63 36:0.96 37:0.74 39:0.50 43:0.18 55:0.59 60:0.95 66:0.45 69:0.71 70:0.80 74:0.60 78:0.83 81:0.34 83:0.91 91:0.64 96:0.78 98:0.68 100:0.85 104:0.89 106:0.81 108:0.54 111:0.83 120:0.87 123:0.52 124:0.67 126:0.32 127:0.47 129:0.05 133:0.62 135:0.19 140:0.96 146:0.89 147:0.34 149:0.30 150:0.31 151:0.64 152:0.92 153:0.82 154:0.46 155:0.67 158:0.78 159:0.71 161:0.90 162:0.78 164:0.85 167:0.69 169:0.83 172:0.67 173:0.58 177:0.05 179:0.41 181:0.48 186:0.83 187:0.39 190:0.89 191:0.73 192:0.59 202:0.83 206:0.81 208:0.64 212:0.23 215:0.42 216:0.95 220:0.62 222:0.60 230:0.69 233:0.73 235:0.42 241:0.53 242:0.62 243:0.17 244:0.61 245:0.82 247:0.60 248:0.68 253:0.65 254:0.74 255:0.79 256:0.85 257:0.65 259:0.21 260:0.81 261:0.87 265:0.69 266:0.75 267:0.79 268:0.87 271:0.18 276:0.72 279:0.86 283:0.82 285:0.62 297:0.36 300:0.70\n1 1:0.57 7:0.70 9:0.70 11:0.50 12:0.51 17:0.47 18:0.72 21:0.68 27:0.72 29:0.62 30:0.73 34:0.49 36:0.37 39:0.63 43:0.64 44:0.88 45:0.85 66:0.86 69:0.51 70:0.47 71:0.70 74:0.67 81:0.53 83:0.60 86:0.74 91:0.12 96:0.69 97:0.89 98:0.46 99:0.83 101:0.52 104:0.99 106:0.81 108:0.39 114:0.67 117:0.86 120:0.55 122:0.51 123:0.37 126:0.44 127:0.14 129:0.05 131:1.00 135:0.47 139:0.74 140:0.87 144:0.57 145:0.79 146:0.52 147:0.58 149:0.67 150:0.44 151:0.50 153:0.46 154:0.59 155:0.55 157:0.99 158:0.76 159:0.19 162:0.48 164:0.53 165:0.70 166:0.99 172:0.59 173:0.51 176:0.63 177:0.70 178:0.48 179:0.24 182:0.98 187:0.95 190:0.89 192:0.55 195:0.71 201:0.55 202:0.60 204:0.84 206:0.81 208:0.54 212:0.78 215:0.49 216:0.10 220:0.93 222:0.25 227:0.61 229:0.98 230:0.73 231:0.99 232:1.00 233:0.66 235:0.84 241:0.18 242:0.45 243:0.86 244:0.61 246:0.61 247:0.55 248:0.50 253:0.57 254:0.84 255:0.69 256:0.45 259:0.21 260:0.55 265:0.48 266:0.27 267:0.28 268:0.45 276:0.47 279:0.77 283:0.67 285:0.56 287:0.61 290:0.67 297:0.36 300:0.43\n1 1:0.57 9:0.72 11:0.50 12:0.51 17:0.22 18:0.68 21:0.68 27:0.49 29:0.62 30:0.75 32:0.67 34:0.58 36:0.23 37:0.38 39:0.63 43:0.62 45:0.93 66:0.35 69:0.62 70:0.54 71:0.70 74:0.73 77:0.96 81:0.53 83:0.60 86:0.67 91:0.64 96:0.76 97:0.99 98:0.51 99:0.83 101:0.52 104:0.84 106:0.81 108:0.47 114:0.67 117:0.86 120:0.65 122:0.51 123:0.45 124:0.77 126:0.44 127:0.43 129:0.59 131:1.00 133:0.77 135:0.81 139:0.65 140:0.45 144:0.57 145:1.00 146:0.75 147:0.79 149:0.81 150:0.44 151:0.66 153:0.48 154:0.51 155:0.57 157:0.99 158:0.76 159:0.66 162:0.75 164:0.80 165:0.70 166:0.99 172:0.61 173:0.48 176:0.63 177:0.70 179:0.42 182:0.99 187:0.87 190:0.89 192:0.57 195:0.85 201:0.55 202:0.72 206:0.81 208:0.54 212:0.52 215:0.49 216:0.88 220:0.91 222:0.25 227:0.61 229:1.00 231:0.99 232:0.91 235:0.84 241:0.52 242:0.55 243:0.51 244:0.83 245:0.77 246:0.61 247:0.47 248:0.69 253:0.77 255:0.71 256:0.77 260:0.65 265:0.53 266:0.84 267:0.76 268:0.76 276:0.68 279:0.82 282:0.75 283:0.67 285:0.56 287:0.61 290:0.67 297:0.36 300:0.55\n0 11:0.42 12:0.51 17:0.43 18:0.62 21:0.78 27:0.45 29:0.62 30:0.76 34:0.89 36:0.17 37:0.50 39:0.63 43:0.63 55:0.42 66:0.64 69:0.79 70:0.15 71:0.70 74:0.37 86:0.69 91:0.06 98:0.13 108:0.63 122:0.57 123:0.61 127:0.08 129:0.05 131:0.61 135:0.51 139:0.66 144:0.57 145:0.45 146:0.19 147:0.25 149:0.39 154:0.53 157:0.61 159:0.10 163:0.97 166:0.61 172:0.16 173:0.81 177:0.70 178:0.55 179:0.10 182:0.61 187:0.68 212:0.95 216:0.77 222:0.25 227:0.61 229:0.61 231:0.78 235:1.00 241:0.01 242:0.82 243:0.69 244:0.61 246:0.61 247:0.12 253:0.33 254:0.84 259:0.21 265:0.13 266:0.12 267:0.23 276:0.19 287:0.61 300:0.13\n1 1:0.58 11:0.64 12:0.51 17:0.79 18:0.71 21:0.77 22:0.93 27:0.66 29:0.62 30:0.76 34:0.79 36:0.63 37:0.49 39:0.63 43:0.67 47:0.93 64:0.77 66:0.54 69:0.73 70:0.15 71:0.70 74:0.38 81:0.67 83:0.91 85:0.72 86:0.72 91:0.17 98:0.37 101:0.87 104:1.00 106:0.81 108:0.56 114:0.63 117:0.86 122:0.57 123:0.53 124:0.45 126:0.54 127:0.18 129:0.05 131:0.61 133:0.37 135:0.63 139:0.70 144:0.57 146:0.41 147:0.48 149:0.43 150:0.46 154:0.56 155:0.47 157:0.85 159:0.24 163:0.75 165:0.93 166:0.99 172:0.21 173:0.77 176:0.70 177:0.70 178:0.55 179:0.79 182:0.97 187:0.87 192:0.45 201:0.57 206:0.81 208:0.64 212:0.42 215:0.44 216:0.35 222:0.25 227:0.61 229:0.61 231:0.99 232:1.00 235:0.99 241:0.30 242:0.45 243:0.63 244:0.61 245:0.40 246:0.61 247:0.35 253:0.48 259:0.21 262:0.93 265:0.39 266:0.23 267:0.65 276:0.22 287:0.61 290:0.63 297:0.36 300:0.13\n1 1:0.60 7:0.70 11:0.50 12:0.51 17:0.47 18:0.65 21:0.54 27:0.65 29:0.62 30:0.76 32:0.67 34:0.85 36:0.92 37:0.39 39:0.63 43:0.63 45:0.89 66:0.13 69:0.53 70:0.47 71:0.70 74:0.66 77:0.70 81:0.57 83:0.60 86:0.65 91:0.25 97:0.94 98:0.32 99:0.83 101:0.52 104:0.87 106:0.81 108:0.89 114:0.74 117:0.86 122:0.51 123:0.39 124:0.77 126:0.44 127:0.70 129:0.05 131:0.61 132:0.97 133:0.77 135:0.99 139:0.63 144:0.57 145:0.56 146:0.50 147:0.56 149:0.67 150:0.48 154:0.53 155:0.53 157:0.99 158:0.76 159:0.70 165:0.70 166:0.99 172:0.48 173:0.41 176:0.63 177:0.70 178:0.55 179:0.66 182:0.97 187:0.39 192:0.50 195:0.83 201:0.57 202:0.36 204:0.82 206:0.81 208:0.54 212:0.54 215:0.58 216:0.54 222:0.25 227:0.61 229:0.61 230:0.73 231:0.99 232:0.92 233:0.66 235:0.68 241:0.12 242:0.57 243:0.34 244:0.83 245:0.65 246:0.61 247:0.47 253:0.59 259:0.21 265:0.21 266:0.80 267:0.44 276:0.48 279:0.79 282:0.75 283:0.67 287:0.61 290:0.74 297:0.36 300:0.55\n1 1:0.67 9:0.72 11:0.50 12:0.51 17:0.47 18:0.69 21:0.40 22:0.93 27:0.20 29:0.62 30:0.62 34:0.52 36:0.51 37:0.47 39:0.63 43:0.62 45:0.81 47:0.93 64:0.77 66:0.36 69:0.27 70:0.69 71:0.70 74:0.59 81:0.74 83:0.60 86:0.74 91:0.04 96:0.74 97:0.89 98:0.24 99:0.83 101:0.52 104:0.97 106:0.81 108:0.21 114:0.82 117:0.86 120:0.62 122:0.51 123:0.20 124:0.68 126:0.54 127:0.37 129:0.05 131:1.00 133:0.60 135:0.78 139:0.77 140:0.45 144:0.57 146:0.34 147:0.41 149:0.49 150:0.67 151:0.66 153:0.48 154:0.64 155:0.58 157:0.98 158:0.81 159:0.53 162:0.86 164:0.56 165:0.70 166:0.99 172:0.32 173:0.23 176:0.70 177:0.70 179:0.76 182:0.98 187:0.68 190:0.89 192:0.57 201:0.66 202:0.36 206:0.81 208:0.64 212:0.42 215:0.67 216:0.73 219:0.94 220:0.74 222:0.25 227:0.61 229:0.99 231:0.99 232:0.98 235:0.68 241:0.07 242:0.45 243:0.51 244:0.61 245:0.54 246:0.61 247:0.55 248:0.63 253:0.69 254:0.86 255:0.71 256:0.45 259:0.21 260:0.63 262:0.93 265:0.26 266:0.54 267:0.28 268:0.46 276:0.34 279:0.81 283:0.65 285:0.56 287:0.61 290:0.82 292:0.86 297:0.36 300:0.55\n1 1:0.66 7:0.64 11:0.50 12:0.51 17:0.36 18:0.70 21:0.40 27:0.19 29:0.62 30:0.87 32:0.71 34:0.62 36:0.26 37:0.38 39:0.63 43:0.10 44:0.92 45:0.66 48:0.91 55:0.71 64:0.77 66:0.64 69:0.71 70:0.29 71:0.70 74:0.54 76:0.94 77:0.70 81:0.68 83:0.60 86:0.74 91:0.15 98:0.59 99:0.83 101:0.52 108:0.66 114:0.82 122:0.77 123:0.64 124:0.45 126:0.54 127:0.23 129:0.59 131:0.61 133:0.46 135:0.91 139:0.79 144:0.57 145:0.50 146:0.18 147:0.23 149:0.17 150:0.59 154:0.59 155:0.50 157:0.61 159:0.36 165:0.70 166:0.99 172:0.54 173:0.70 176:0.70 177:0.70 178:0.55 179:0.49 182:0.61 187:0.39 192:0.48 195:0.76 201:0.63 208:0.64 212:0.59 215:0.67 216:0.87 222:0.25 227:0.61 229:0.61 230:0.65 231:0.99 233:0.76 235:0.60 241:0.54 242:0.54 243:0.28 244:0.61 245:0.64 246:0.61 247:0.74 253:0.59 254:0.74 259:0.21 265:0.60 266:0.38 267:0.36 276:0.49 281:0.91 282:0.80 287:0.61 290:0.82 297:0.36 300:0.33\n1 11:0.50 12:0.51 17:0.57 18:0.74 21:0.13 27:0.32 29:0.62 30:0.33 34:0.58 36:0.86 37:0.48 39:0.63 43:0.61 45:0.73 64:0.77 66:0.45 69:0.79 70:0.49 71:0.70 74:0.48 81:0.30 83:0.60 86:0.71 91:0.18 97:0.89 98:0.27 101:0.52 104:0.90 106:0.81 108:0.63 117:0.86 122:0.86 123:0.60 124:0.66 126:0.26 127:0.71 129:0.05 131:0.61 133:0.60 135:0.80 139:0.68 144:0.57 146:0.52 147:0.18 149:0.43 150:0.33 154:0.50 157:0.91 158:0.76 159:0.79 163:0.92 166:0.61 172:0.27 173:0.65 177:0.38 178:0.55 179:0.91 182:0.81 187:0.39 206:0.81 208:0.54 212:0.42 216:0.58 222:0.25 227:0.61 229:0.61 231:0.87 232:0.94 235:0.12 241:0.01 242:0.45 243:0.32 244:0.83 245:0.47 246:0.61 247:0.47 253:0.39 257:0.65 259:0.21 265:0.30 266:0.38 267:0.52 276:0.21 279:0.77 283:0.67 287:0.61 300:0.33\n1 1:0.64 8:0.78 9:0.76 11:0.50 12:0.51 17:0.08 21:0.13 27:0.41 29:0.62 30:0.91 31:0.92 32:0.67 34:0.50 36:0.80 37:0.34 39:0.63 43:0.66 45:0.73 66:0.27 69:0.19 70:0.13 71:0.70 74:0.53 77:0.70 79:0.91 81:0.67 83:0.60 91:0.94 96:0.98 97:0.97 98:0.12 99:0.83 101:0.52 104:0.58 108:0.15 114:0.88 120:0.96 122:0.51 123:0.15 124:0.61 126:0.44 127:0.80 129:0.59 131:1.00 133:0.47 135:0.63 137:0.92 140:0.45 144:0.57 145:0.74 146:0.13 147:0.18 149:0.43 150:0.60 151:0.92 153:0.48 154:0.55 155:0.58 157:0.95 158:0.76 159:0.28 162:0.65 163:0.79 164:0.96 165:0.70 166:0.99 172:0.10 173:0.45 175:0.75 176:0.63 177:0.38 179:0.98 182:1.00 190:0.89 192:0.58 195:0.56 201:0.60 202:0.94 208:0.54 212:0.61 215:0.84 216:0.30 220:0.74 222:0.25 227:0.61 229:1.00 231:0.99 232:0.79 235:0.22 241:0.86 242:0.63 243:0.46 244:0.83 245:0.40 246:0.61 247:0.30 248:0.98 253:0.97 255:0.74 256:0.94 257:0.65 260:0.96 265:0.13 266:0.17 267:0.73 268:0.95 276:0.12 277:0.69 279:0.81 282:0.75 283:0.67 284:0.88 285:0.62 287:0.61 290:0.88 297:0.36 300:0.13\n2 1:0.69 11:0.64 12:0.51 17:0.81 18:0.74 21:0.05 27:0.09 29:0.62 30:0.95 34:0.78 36:0.53 37:0.73 39:0.63 43:0.76 64:0.77 66:0.75 69:0.45 70:0.13 71:0.70 74:0.50 81:0.81 83:0.91 85:0.80 86:0.79 91:0.06 98:0.34 101:0.87 108:0.35 114:0.95 122:0.57 123:0.33 126:0.54 127:0.12 129:0.05 131:0.61 135:0.77 139:0.76 144:0.57 146:0.25 147:0.31 149:0.68 150:0.76 154:0.67 155:0.53 157:0.95 159:0.11 165:0.93 166:0.99 172:0.32 173:0.73 176:0.70 177:0.70 178:0.55 179:0.35 182:0.98 187:0.39 192:0.50 201:0.66 208:0.64 212:0.84 215:0.91 216:0.92 222:0.25 227:0.61 229:0.61 231:0.99 235:0.22 241:0.07 242:0.63 243:0.77 244:0.61 246:0.61 247:0.35 253:0.65 259:0.21 265:0.37 266:0.17 267:0.97 276:0.20 287:0.61 290:0.95 297:0.36 300:0.13\n1 1:0.56 8:0.89 9:0.75 11:0.50 12:0.51 17:0.22 18:0.58 21:0.76 29:0.62 30:0.75 32:0.67 34:0.53 36:0.23 37:0.97 39:0.63 43:0.58 45:0.93 66:0.33 69:0.75 70:0.61 71:0.70 74:0.69 77:0.96 81:0.50 83:0.60 86:0.60 91:0.93 96:0.97 97:0.99 98:0.25 99:0.83 101:0.52 104:0.82 108:0.80 114:0.63 120:0.94 122:0.75 123:0.79 124:0.87 126:0.44 127:0.48 129:0.93 131:1.00 133:0.87 135:0.23 139:0.59 140:0.45 144:0.57 145:0.91 146:0.37 147:0.44 149:0.76 150:0.40 151:0.90 153:0.89 154:0.47 155:0.58 157:0.99 158:0.76 159:0.82 162:0.59 164:0.95 165:0.70 166:0.99 172:0.59 173:0.53 175:0.75 176:0.63 177:0.38 179:0.44 182:1.00 187:0.21 190:0.89 191:0.76 192:0.58 195:0.94 201:0.54 202:0.94 208:0.54 212:0.37 215:0.46 216:0.98 220:0.74 222:0.25 227:0.61 229:1.00 231:0.99 232:0.88 235:0.97 241:0.21 242:0.58 243:0.29 244:0.83 245:0.72 246:0.61 247:0.60 248:0.97 253:0.97 255:0.74 256:0.94 257:0.65 259:0.21 260:0.94 265:0.28 266:0.87 267:0.59 268:0.94 276:0.66 277:0.69 279:0.82 282:0.75 283:0.67 285:0.56 287:0.61 290:0.63 297:0.36 300:0.70\n0 12:0.51 17:0.38 18:0.69 21:0.54 27:0.45 29:0.62 30:0.76 34:0.63 36:0.17 37:0.50 39:0.63 43:0.13 55:0.99 64:0.77 66:0.13 69:0.70 70:0.15 71:0.70 81:0.26 86:0.67 91:0.06 98:0.06 108:0.53 122:0.86 123:0.51 124:0.75 126:0.26 127:0.60 129:0.81 131:0.61 133:0.67 135:0.89 139:0.65 145:0.52 146:0.05 147:0.05 149:0.08 150:0.29 154:0.10 157:0.61 159:0.85 163:0.97 166:0.61 172:0.05 173:0.45 175:0.91 177:0.05 178:0.55 179:0.99 182:0.61 187:0.68 212:0.95 216:0.77 222:0.25 227:0.61 229:0.61 231:0.61 235:0.60 241:0.21 242:0.82 243:0.34 244:0.93 245:0.37 246:0.61 247:0.12 253:0.20 257:0.84 259:0.21 265:0.06 266:0.12 267:0.59 276:0.17 277:0.87 287:0.61 300:0.13\n1 1:0.56 9:0.74 11:0.50 12:0.51 17:0.28 18:0.58 21:0.76 27:0.48 29:0.62 30:0.75 32:0.67 34:0.29 36:0.28 37:0.55 39:0.63 43:0.58 45:0.93 66:0.33 69:0.75 70:0.61 71:0.70 74:0.69 77:0.96 81:0.50 83:0.60 86:0.60 91:0.42 96:0.83 97:1.00 98:0.25 99:0.83 101:0.52 108:0.80 114:0.63 120:0.73 122:0.75 123:0.79 124:0.87 126:0.44 127:0.48 129:0.93 131:1.00 133:0.87 135:0.30 139:0.59 140:0.45 144:0.57 145:0.91 146:0.37 147:0.44 149:0.76 150:0.40 151:0.74 153:0.45 154:0.47 155:0.58 157:0.99 158:0.76 159:0.82 162:0.57 164:0.75 165:0.70 166:0.99 172:0.59 173:0.53 175:0.75 176:0.63 177:0.38 179:0.44 182:0.99 187:0.39 190:0.89 192:0.58 195:0.94 201:0.54 202:0.70 208:0.54 212:0.37 215:0.46 216:0.92 220:0.74 222:0.25 227:0.61 229:0.99 231:0.99 235:0.97 241:0.46 242:0.58 243:0.29 244:0.83 245:0.72 246:0.61 247:0.60 248:0.80 253:0.83 255:0.73 256:0.71 257:0.65 259:0.21 260:0.73 265:0.28 266:0.87 267:0.28 268:0.69 276:0.66 277:0.69 279:0.82 282:0.75 283:0.67 285:0.56 287:0.61 290:0.63 297:0.36 300:0.70\n1 1:0.60 8:0.73 9:0.73 10:0.82 11:0.45 12:0.51 17:0.61 18:0.86 21:0.13 27:0.13 29:0.56 30:0.21 31:0.98 34:0.24 36:0.89 37:0.69 39:0.42 43:0.48 44:0.88 45:0.92 55:0.71 64:0.77 66:0.35 69:0.95 70:0.86 71:0.94 74:0.82 76:0.85 77:0.70 79:0.98 81:0.46 83:0.54 86:0.81 89:0.96 91:0.62 96:0.93 97:0.98 98:0.67 99:0.83 101:0.46 108:0.90 114:0.85 122:0.90 123:0.90 124:0.88 126:0.31 127:0.91 129:0.59 133:0.89 135:0.63 137:0.98 139:0.81 140:0.45 141:0.91 145:0.56 146:0.98 147:0.35 149:0.63 150:0.43 151:0.91 153:0.72 154:0.16 155:0.54 158:0.75 159:0.91 162:0.78 165:0.63 170:0.77 172:0.92 173:0.85 174:0.88 175:0.75 176:0.62 177:0.38 179:0.17 187:0.21 190:0.95 191:0.82 192:0.56 195:0.98 196:0.97 197:0.81 201:0.57 202:0.79 208:0.49 212:0.52 216:0.37 219:0.90 220:0.74 222:0.84 223:0.92 225:0.96 232:0.72 234:0.91 235:0.22 239:0.81 240:0.95 241:0.53 242:0.58 243:0.15 244:0.61 245:0.95 247:0.98 248:0.92 253:0.94 254:0.92 255:0.72 256:0.82 257:0.93 259:0.21 264:0.95 265:0.68 266:0.80 267:0.59 268:0.84 271:0.80 274:0.91 275:0.96 276:0.94 277:0.69 279:0.79 282:0.74 284:0.98 285:0.49 290:0.85 292:0.88 294:0.95 300:0.70\n1 1:0.56 8:0.88 9:0.70 10:0.89 11:0.45 12:0.51 17:0.32 18:0.93 21:0.74 27:0.38 29:0.56 30:0.15 31:0.90 34:0.19 36:0.60 37:0.57 39:0.42 43:0.46 45:0.88 55:0.71 64:0.77 66:0.27 69:0.61 70:0.97 71:0.94 74:0.67 77:0.70 79:0.89 81:0.36 82:0.98 83:0.54 86:0.87 88:0.99 89:0.97 91:0.31 96:0.72 97:0.89 98:0.53 99:0.83 101:0.46 102:0.95 108:0.47 114:0.63 122:0.90 123:0.45 124:0.94 126:0.31 127:0.75 129:0.05 133:0.94 135:0.83 137:0.90 139:0.84 140:0.45 141:0.91 145:0.91 146:0.95 147:0.96 149:0.49 150:0.33 151:0.57 153:0.48 154:0.21 155:0.51 158:0.75 159:0.91 162:0.61 165:0.63 170:0.77 172:0.84 173:0.26 174:0.91 176:0.62 177:0.96 179:0.20 187:0.87 190:0.98 192:0.50 195:0.98 196:0.92 197:0.90 201:0.53 202:0.74 208:0.49 212:0.23 216:0.80 219:0.90 220:0.99 222:0.84 223:0.92 225:0.96 234:0.91 235:0.95 239:0.89 240:0.95 241:0.35 242:0.18 243:0.46 244:0.83 245:0.89 247:0.99 248:0.57 253:0.58 254:0.84 255:0.69 256:0.73 259:0.21 264:0.95 265:0.55 266:0.96 267:0.69 268:0.75 271:0.80 274:0.91 275:0.97 276:0.91 279:0.75 282:0.74 284:0.96 285:0.49 290:0.63 292:0.88 294:0.96 300:0.84\n1 1:0.56 10:0.85 11:0.45 12:0.51 17:0.47 18:0.75 21:0.77 27:0.45 29:0.56 30:0.17 34:0.95 36:0.19 37:0.50 39:0.42 43:0.09 45:0.66 55:0.92 64:0.77 66:0.24 69:0.71 70:0.91 71:0.94 74:0.55 81:0.40 83:0.54 86:0.73 89:0.96 91:0.15 98:0.40 99:0.83 101:0.46 108:0.54 114:0.62 122:0.90 123:0.51 124:0.88 126:0.43 127:0.50 129:0.05 133:0.85 135:0.87 139:0.70 141:0.91 145:0.49 146:0.68 147:0.73 149:0.16 150:0.36 154:0.46 155:0.46 159:0.74 163:0.81 165:0.63 170:0.77 172:0.48 173:0.55 174:0.79 176:0.63 177:0.96 178:0.55 179:0.49 187:0.68 192:0.45 197:0.82 201:0.54 208:0.54 212:0.19 215:0.43 216:0.77 222:0.84 223:0.91 225:0.95 234:0.91 235:1.00 239:0.83 240:0.95 241:0.55 242:0.39 243:0.44 244:0.83 245:0.70 247:0.79 253:0.50 254:0.86 259:0.21 264:0.95 265:0.42 266:0.89 267:0.76 271:0.80 274:0.91 275:0.91 276:0.67 290:0.62 294:0.94 297:0.36 300:0.70\n1 1:0.56 10:0.83 12:0.51 17:0.99 18:0.97 21:0.74 27:0.72 29:0.56 30:0.42 34:0.24 36:0.67 39:0.42 43:0.11 44:0.86 48:1.00 55:0.71 64:0.77 66:0.67 69:0.34 70:0.74 71:0.94 80:0.99 81:0.42 83:0.54 86:0.91 89:0.96 91:0.72 98:0.81 99:0.83 104:0.58 108:0.27 114:0.64 122:0.95 123:0.26 124:0.45 126:0.43 127:0.96 129:0.59 133:0.47 135:0.63 139:0.89 141:0.91 145:0.67 146:0.87 147:0.89 149:0.30 150:0.38 154:0.19 155:0.46 159:0.61 165:0.63 170:0.77 172:0.75 173:0.31 174:0.83 175:0.97 176:0.63 177:0.38 178:0.55 179:0.53 192:0.44 195:0.78 197:0.83 201:0.53 208:0.54 212:0.71 215:0.46 222:0.84 223:0.91 225:0.96 232:0.78 234:0.91 235:0.98 239:0.82 240:0.95 241:0.77 242:0.75 243:0.72 244:0.93 245:0.82 247:0.67 253:0.49 254:0.88 257:0.93 259:0.21 264:0.95 265:0.81 266:0.75 267:0.65 271:0.80 274:0.91 276:0.70 277:0.95 281:0.86 290:0.64 294:0.94 297:0.36 300:0.55\n1 1:0.63 2:0.99 9:0.70 10:0.91 11:0.45 12:0.51 17:0.89 18:0.94 21:0.47 23:0.98 27:0.60 29:0.56 30:0.32 31:0.87 32:0.64 33:0.97 34:0.86 36:0.68 37:0.55 39:0.42 43:0.26 45:0.83 55:0.45 56:0.97 62:0.96 64:0.77 66:0.52 69:0.29 70:0.95 71:0.94 74:0.70 75:0.98 79:0.87 81:0.57 83:0.54 86:0.91 89:0.96 91:0.44 96:0.72 97:0.89 98:0.72 99:0.83 101:0.46 108:0.22 114:0.78 117:0.86 122:0.95 123:0.22 124:0.72 126:0.53 127:0.79 128:0.95 129:0.05 133:0.73 135:0.90 137:0.87 139:0.90 140:0.90 141:0.97 143:0.99 145:0.76 146:0.87 147:0.89 149:0.35 150:0.48 151:0.52 153:0.48 154:0.67 155:0.54 158:0.81 159:0.69 162:0.86 165:0.63 168:0.95 170:0.77 172:0.79 173:0.22 174:0.86 176:0.70 177:0.96 179:0.37 187:0.21 190:0.95 192:0.56 195:0.82 196:0.90 197:0.89 201:0.62 202:0.60 204:0.79 205:0.98 208:0.64 212:0.61 216:0.32 219:0.94 220:0.99 222:0.84 223:0.93 225:0.97 226:0.95 232:0.87 234:0.97 235:0.74 236:0.95 239:0.92 240:0.99 241:0.03 242:0.44 243:0.61 244:0.61 245:0.84 247:0.97 248:0.51 253:0.66 254:0.80 255:0.70 256:0.68 259:0.21 264:0.95 265:0.73 266:0.84 267:0.28 268:0.69 271:0.80 274:0.98 275:0.93 276:0.78 279:0.79 281:0.91 284:0.88 285:0.61 290:0.78 291:0.97 292:0.87 294:0.98 295:0.98 300:0.84\n0 7:0.66 8:0.88 10:0.88 12:0.51 17:0.20 18:0.90 21:0.74 27:0.11 29:0.56 30:0.10 31:0.87 34:0.82 36:1.00 37:0.67 39:0.42 43:0.10 44:0.88 55:0.45 64:0.77 66:0.46 69:0.62 70:0.73 71:0.94 74:0.55 76:0.94 77:0.70 79:0.87 81:0.24 86:0.82 89:0.97 91:0.22 98:0.77 102:0.95 108:0.71 122:0.91 123:0.69 124:0.67 126:0.23 127:0.65 129:0.59 133:0.67 135:0.97 137:0.87 139:0.81 140:0.87 141:0.91 145:0.86 146:0.57 147:0.63 149:0.22 150:0.25 151:0.48 153:0.46 154:0.19 158:0.73 159:0.72 162:0.59 163:0.75 170:0.77 172:0.68 173:0.48 174:0.88 175:0.75 177:0.88 178:0.48 179:0.45 187:0.68 190:0.98 195:0.87 196:0.89 197:0.87 202:0.68 212:0.23 216:0.92 219:0.88 220:0.99 222:0.84 223:0.92 225:0.96 230:0.68 233:0.76 234:0.91 235:0.88 239:0.87 240:0.95 241:0.37 242:0.13 243:0.40 244:0.83 245:0.83 247:0.96 248:0.48 253:0.44 254:0.97 256:0.68 257:0.65 259:0.21 264:0.95 265:0.78 266:0.80 267:0.95 268:0.68 271:0.80 274:0.91 275:0.93 276:0.72 277:0.69 282:0.73 284:0.94 285:0.45 292:0.88 294:0.95 300:0.55\n0 8:0.83 9:0.72 12:0.51 17:0.24 18:0.80 21:0.78 23:0.97 27:0.45 29:0.56 30:0.17 31:0.96 34:0.17 36:0.99 37:0.39 39:0.42 43:0.07 55:0.71 66:0.13 69:0.94 70:0.97 71:0.94 74:0.26 79:0.96 83:0.54 86:0.72 89:0.95 91:0.80 96:0.83 98:0.21 108:0.96 120:0.72 122:0.95 123:0.95 124:0.93 127:0.53 128:0.96 129:0.81 133:0.92 135:0.58 137:0.96 139:0.69 140:0.97 141:0.97 145:0.87 146:0.48 147:0.25 149:0.10 151:0.85 153:0.48 154:0.10 155:0.53 159:0.93 162:0.47 163:0.88 164:0.77 168:0.96 170:0.77 172:0.32 173:0.74 175:0.97 177:0.05 178:0.54 179:0.55 187:0.21 190:0.95 191:0.83 192:0.86 196:0.91 202:0.94 205:0.97 208:0.49 212:0.13 216:0.84 220:0.99 222:0.84 223:0.92 225:0.96 234:0.97 235:0.12 240:0.98 241:0.57 242:0.40 243:0.16 244:0.93 245:0.61 247:0.79 248:0.80 253:0.76 254:0.74 255:0.71 256:0.89 257:0.97 259:0.21 260:0.70 264:0.95 265:0.23 266:0.95 267:0.96 268:0.85 271:0.80 274:0.98 275:0.91 276:0.61 277:0.95 284:0.98 285:0.61 294:0.92 300:0.84\n0 10:0.88 11:0.45 12:0.51 17:0.30 18:0.89 21:0.78 27:0.12 29:0.56 30:0.32 32:0.69 34:0.87 36:0.83 37:0.81 39:0.42 43:0.26 44:0.92 45:0.73 55:0.71 66:0.89 69:0.72 70:0.77 71:0.94 74:0.48 77:0.70 86:0.87 89:0.96 91:0.23 98:0.69 101:0.46 102:0.97 108:0.55 122:0.91 123:0.53 127:0.21 129:0.05 135:0.75 139:0.85 141:0.91 145:0.74 146:0.75 147:0.79 149:0.24 154:0.52 159:0.31 170:0.77 172:0.68 173:0.73 174:0.83 175:0.75 177:0.88 178:0.55 179:0.36 187:0.98 195:0.71 197:0.86 202:0.46 212:0.59 216:0.90 222:0.84 223:0.92 225:0.96 234:0.91 235:0.84 239:0.90 240:0.95 241:0.30 242:0.14 243:0.89 244:0.61 247:0.84 253:0.39 254:0.93 257:0.65 259:0.21 264:0.95 265:0.69 266:0.38 267:0.79 271:0.80 274:0.91 276:0.57 277:0.69 282:0.77 300:0.55\n0 8:0.81 10:0.97 11:0.45 12:0.51 17:0.05 18:0.78 21:0.78 23:0.97 27:0.53 29:0.56 30:0.42 34:0.40 36:1.00 37:0.47 39:0.42 43:0.49 44:0.86 45:0.66 48:0.91 55:0.71 62:0.96 66:0.98 69:0.36 70:0.73 71:0.94 74:0.82 75:0.96 86:0.76 89:0.98 91:0.42 96:0.82 98:0.96 101:0.46 108:0.28 117:0.86 122:0.90 123:0.27 127:0.72 128:0.95 129:0.05 135:0.75 139:0.76 140:0.45 141:0.97 145:0.54 146:0.99 147:0.99 149:0.60 151:0.51 153:0.48 154:0.47 158:0.75 159:0.82 162:0.60 168:0.95 170:0.77 172:0.96 173:0.18 174:0.97 175:0.75 177:0.88 179:0.18 187:0.68 190:0.98 192:0.46 195:0.93 197:0.98 202:0.68 205:0.95 212:0.72 216:0.42 220:0.96 222:0.84 223:0.93 225:0.97 226:0.96 232:0.87 234:0.97 235:0.12 239:0.96 240:0.98 241:0.50 242:0.38 243:0.99 244:0.83 247:0.94 248:0.51 253:0.84 254:0.93 255:0.69 256:0.64 257:0.65 259:0.21 264:0.95 265:0.96 266:0.54 267:0.52 268:0.68 271:0.80 274:0.97 276:0.92 277:0.69 281:0.86 285:0.49 300:0.70\n1 7:0.66 8:0.74 10:0.87 11:0.45 12:0.51 17:0.83 18:0.95 21:0.78 22:0.93 27:0.24 29:0.56 30:0.41 31:0.87 34:0.95 36:1.00 37:0.72 39:0.42 43:0.11 44:0.88 45:0.66 47:0.93 48:0.97 55:0.71 66:0.27 69:0.93 70:0.67 71:0.94 74:0.57 76:0.94 77:0.70 79:0.86 86:0.87 89:0.97 91:0.38 96:0.74 98:0.62 101:0.46 108:0.35 122:0.95 123:0.33 124:0.78 127:0.93 129:0.59 133:0.74 135:0.95 137:0.87 139:0.85 140:0.45 141:0.91 145:0.91 146:0.79 147:0.93 149:0.31 151:0.57 153:0.48 154:0.17 159:0.85 162:0.74 170:0.77 172:0.76 173:0.86 174:0.93 175:0.75 177:0.70 179:0.28 187:0.39 190:0.98 191:0.85 195:0.94 196:0.89 197:0.89 202:0.56 212:0.49 216:0.45 220:0.74 222:0.84 223:0.92 225:0.96 230:0.68 233:0.66 234:0.91 235:0.80 239:0.86 240:0.95 241:0.24 242:0.22 243:0.46 244:0.83 245:0.92 247:0.99 248:0.56 253:0.58 254:0.99 256:0.58 257:0.84 259:0.21 262:0.93 264:0.95 265:0.63 266:0.84 267:0.73 268:0.59 271:0.80 274:0.91 275:0.93 276:0.86 277:0.87 281:0.86 282:0.73 284:0.88 285:0.49 294:0.93 300:0.70\n1 1:0.61 7:0.66 9:0.70 10:0.87 11:0.45 12:0.51 17:0.79 18:0.78 21:0.64 27:0.13 29:0.56 30:0.21 32:0.64 34:0.49 36:0.97 37:0.69 39:0.42 43:0.48 45:0.83 55:0.45 64:0.77 66:0.25 69:0.78 70:0.87 71:0.94 74:0.74 76:0.85 77:0.70 81:0.48 83:0.54 86:0.79 89:0.96 91:0.27 96:0.69 98:0.67 99:0.83 101:0.46 104:1.00 106:0.81 108:0.76 114:0.69 117:0.86 120:0.55 122:0.90 123:0.75 124:0.74 126:0.43 127:0.55 129:0.05 133:0.65 135:0.21 139:0.73 140:0.45 141:0.91 145:0.63 146:0.50 147:0.35 149:0.39 150:0.43 151:0.50 153:0.48 154:0.30 155:0.49 158:0.74 159:0.57 162:0.86 164:0.55 165:0.63 170:0.77 172:0.57 173:0.77 174:0.83 175:0.75 176:0.63 177:0.38 179:0.41 187:0.87 190:0.95 192:0.49 193:0.96 195:0.79 197:0.84 201:0.58 202:0.36 206:0.81 208:0.54 212:0.71 215:0.53 216:0.37 220:0.96 222:0.84 223:0.91 225:0.96 230:0.68 232:0.72 233:0.76 234:0.91 235:0.88 239:0.87 240:0.95 241:0.03 242:0.39 243:0.36 244:0.61 245:0.85 247:0.86 248:0.50 253:0.59 254:1.00 255:0.68 256:0.45 257:0.93 259:0.21 260:0.55 264:0.95 265:0.68 266:0.63 267:0.36 268:0.46 271:0.80 274:0.91 276:0.72 277:0.87 279:0.75 282:0.73 283:0.65 285:0.49 290:0.69 297:0.36 300:0.70\n1 1:0.56 10:0.95 11:0.45 12:0.51 17:0.66 18:0.75 21:0.68 27:0.53 29:0.56 30:0.18 34:0.39 36:1.00 37:0.45 39:0.42 43:0.35 45:0.73 55:0.52 64:0.77 66:0.68 69:0.52 70:0.99 71:0.94 74:0.73 75:0.96 76:0.85 81:0.35 86:0.69 89:0.97 91:0.20 98:0.62 101:0.46 108:0.40 114:0.67 122:0.90 123:0.38 124:0.64 126:0.43 127:0.78 129:0.05 133:0.80 135:0.81 139:0.67 141:0.91 145:0.41 146:0.89 147:0.91 149:0.46 150:0.37 154:0.53 155:0.46 158:0.74 159:0.80 170:0.77 172:0.84 173:0.32 174:0.93 176:0.63 177:0.96 178:0.55 179:0.37 187:0.68 192:0.45 197:0.95 201:0.55 202:0.36 208:0.54 212:0.68 216:0.59 222:0.84 223:0.92 225:0.97 226:0.95 234:0.91 235:0.88 236:0.94 239:0.94 240:0.95 241:0.10 242:0.19 243:0.72 244:0.61 245:0.76 247:0.96 253:0.58 254:0.94 259:0.21 264:0.95 265:0.63 266:0.80 267:0.59 271:0.80 274:0.91 275:0.91 276:0.78 290:0.67 294:0.95 300:0.94\n0 1:0.58 2:0.99 9:0.70 10:0.85 11:0.45 12:0.51 17:0.62 18:0.93 21:0.30 22:0.93 27:0.72 29:0.56 30:0.37 31:0.88 34:0.36 36:0.84 39:0.42 43:0.23 45:0.77 47:0.93 55:0.71 56:0.97 64:0.77 66:0.48 69:0.88 70:0.87 71:0.94 74:0.60 79:0.88 81:0.53 83:0.54 86:0.87 89:0.96 91:0.27 96:0.71 97:0.89 98:0.79 99:0.83 101:0.46 108:0.76 114:0.82 117:0.86 122:0.95 123:0.75 124:0.58 126:0.43 127:0.77 129:0.05 133:0.45 135:0.85 137:0.88 139:0.85 140:0.45 141:0.91 143:0.98 146:0.91 147:0.83 149:0.34 150:0.45 151:0.57 153:0.48 154:0.51 155:0.51 158:0.76 159:0.69 162:0.54 165:0.63 170:0.77 172:0.76 173:0.86 174:0.83 176:0.63 177:0.88 179:0.38 187:0.87 190:0.89 192:0.55 196:0.91 197:0.85 201:0.61 202:0.56 208:0.49 212:0.50 216:0.10 219:0.91 220:0.87 222:0.84 223:0.91 225:0.96 232:0.97 234:0.91 235:0.52 239:0.84 240:0.95 241:0.10 242:0.21 243:0.46 244:0.83 245:0.92 247:0.96 248:0.56 253:0.63 254:0.84 255:0.70 256:0.45 257:0.65 259:0.21 262:0.93 264:0.95 265:0.79 266:0.63 267:0.52 268:0.46 271:0.80 274:0.91 275:0.95 276:0.78 279:0.75 284:0.88 285:0.55 290:0.82 292:0.86 294:0.97 295:0.98 300:0.70\n1 1:0.62 8:0.69 9:0.72 10:0.84 11:0.45 12:0.51 17:0.88 18:0.95 22:0.93 27:0.60 29:0.56 30:0.32 31:0.93 34:0.85 36:0.98 37:0.31 39:0.42 43:0.32 45:0.92 47:0.93 64:0.77 66:0.96 69:0.52 70:0.68 71:0.94 74:0.71 79:0.93 81:0.50 83:0.54 86:0.93 89:0.96 91:0.57 96:0.80 97:0.89 98:0.93 99:0.83 101:0.46 108:0.40 114:0.92 117:0.86 122:0.91 123:0.39 126:0.31 127:0.56 129:0.05 135:0.83 137:0.93 139:0.90 140:0.45 141:0.91 146:0.90 147:0.92 149:0.62 150:0.47 151:0.85 153:0.48 154:0.20 155:0.54 158:0.75 159:0.50 162:0.86 165:0.63 170:0.77 172:0.89 173:0.52 174:0.79 176:0.62 177:0.96 179:0.31 187:0.21 190:0.95 192:0.56 196:0.96 197:0.80 201:0.59 202:0.36 208:0.49 212:0.85 216:0.14 219:0.90 222:0.84 223:0.91 225:0.95 232:0.83 234:0.91 235:0.05 239:0.82 240:0.95 241:0.07 242:0.24 243:0.96 244:0.61 247:0.92 248:0.76 253:0.83 254:0.99 255:0.71 256:0.45 259:0.21 262:0.93 264:0.95 265:0.93 266:0.47 267:0.28 268:0.46 271:0.80 274:0.91 275:0.93 276:0.81 279:0.75 284:0.88 285:0.49 290:0.92 292:0.88 294:0.95 300:0.55\n2 1:0.59 10:0.90 11:0.49 12:0.51 17:0.67 18:0.93 21:0.54 27:0.69 29:0.56 30:0.18 32:0.66 34:0.73 36:0.90 37:0.44 39:0.42 43:0.10 45:0.77 55:0.45 64:0.77 66:0.68 69:0.50 70:0.87 71:0.94 74:0.60 77:0.89 81:0.47 83:0.54 86:0.87 89:0.96 91:0.20 98:0.77 99:0.83 101:0.52 102:0.96 108:0.39 114:0.74 122:0.95 123:0.37 124:0.45 126:0.43 127:0.51 129:0.05 133:0.36 135:0.83 139:0.83 141:0.91 145:0.96 146:0.77 147:0.81 149:0.20 150:0.42 154:0.59 155:0.47 159:0.45 165:0.63 170:0.77 172:0.76 173:0.52 174:0.83 175:0.75 176:0.63 177:0.88 178:0.55 179:0.44 187:0.39 192:0.47 195:0.68 197:0.87 201:0.59 208:0.54 212:0.60 215:0.58 216:0.32 222:0.84 223:0.92 225:0.96 234:0.91 235:0.74 239:0.90 240:0.95 241:0.05 242:0.27 243:0.72 244:0.61 245:0.83 247:0.90 253:0.57 254:0.84 257:0.65 259:0.21 264:0.95 265:0.77 266:0.63 267:0.44 271:0.80 274:0.91 276:0.69 277:0.69 282:0.75 290:0.74 297:0.36 300:0.70\n1 7:0.66 10:0.91 12:0.51 17:0.49 18:0.69 21:0.68 27:0.08 29:0.56 30:0.32 32:0.65 34:0.80 36:0.92 37:0.70 39:0.42 43:0.26 55:0.59 66:0.81 69:0.80 70:0.79 71:0.94 74:0.43 81:0.35 82:0.98 86:0.66 88:0.98 89:0.97 91:0.06 98:0.78 108:0.64 114:0.67 122:0.97 123:0.62 124:0.38 126:0.43 127:0.42 129:0.05 133:0.38 135:0.73 139:0.64 141:0.91 145:0.49 146:0.88 147:0.44 149:0.21 150:0.35 154:0.26 159:0.57 170:0.77 172:0.79 173:0.77 174:0.90 176:0.63 177:0.38 178:0.55 179:0.42 187:0.39 192:0.44 195:0.79 197:0.90 201:0.54 208:0.49 212:0.52 215:0.49 216:0.58 222:0.84 223:0.92 225:0.97 230:0.68 233:0.76 234:0.91 235:0.88 236:0.94 239:0.89 240:0.95 241:0.07 242:0.13 243:0.13 244:0.83 245:0.71 247:0.95 253:0.51 254:0.92 257:0.93 259:0.21 264:0.95 265:0.78 266:0.75 267:0.95 271:0.80 274:0.91 275:0.94 276:0.69 290:0.67 294:0.96 297:0.36 300:0.70\n1 8:0.85 9:0.72 10:0.86 11:0.45 12:0.51 17:0.81 18:0.95 21:0.13 27:0.13 29:0.56 30:0.21 31:0.93 34:0.58 36:0.98 37:0.69 39:0.42 43:0.56 45:0.87 55:0.45 66:0.98 69:0.36 70:0.80 71:0.94 74:0.88 76:0.85 77:0.70 79:0.92 80:0.99 81:0.32 82:0.98 83:0.54 86:0.92 88:0.99 89:0.96 91:0.65 96:0.85 98:0.97 101:0.46 108:0.28 114:0.82 122:0.90 123:0.27 126:0.23 127:0.74 129:0.05 135:0.63 137:0.93 139:0.88 140:0.87 141:0.91 145:0.70 146:0.96 147:0.97 149:0.61 150:0.35 151:0.75 153:0.48 154:0.17 155:0.54 158:0.73 159:0.65 162:0.84 170:0.77 172:0.96 173:0.28 174:0.86 176:0.60 177:0.96 179:0.19 187:0.21 190:0.95 191:0.75 192:0.56 195:0.81 196:0.95 197:0.86 202:0.67 208:0.49 212:0.91 216:0.37 220:0.74 222:0.84 223:0.92 225:0.96 232:0.72 234:0.91 235:0.12 239:0.85 240:0.95 241:0.39 242:0.45 243:0.98 244:0.83 247:0.94 248:0.72 253:0.88 254:0.97 255:0.71 256:0.71 259:0.21 264:0.95 265:0.97 266:0.47 267:0.52 268:0.73 271:0.80 274:0.91 275:0.93 276:0.91 282:0.73 284:0.94 285:0.49 290:0.82 294:0.96 300:0.70\n1 1:0.62 8:0.76 10:0.85 11:0.45 12:0.51 17:0.91 18:0.95 22:0.93 27:0.47 29:0.56 30:0.12 34:0.52 36:0.92 37:0.66 39:0.42 43:0.57 44:0.88 45:0.83 47:0.93 48:0.99 55:0.52 64:0.77 66:0.75 69:0.07 70:0.90 71:0.94 74:0.67 77:0.70 80:0.99 81:0.50 83:0.54 86:0.91 89:0.96 91:0.35 97:0.89 98:0.83 99:0.83 101:0.46 108:0.06 114:0.92 117:0.86 122:0.94 123:0.06 124:0.41 126:0.31 127:0.63 129:0.05 133:0.43 135:0.89 139:0.90 141:0.91 145:0.49 146:0.90 147:0.92 149:0.65 150:0.47 154:0.46 155:0.49 158:0.74 159:0.61 165:0.63 170:0.77 172:0.84 173:0.12 174:0.83 176:0.62 177:0.96 178:0.55 179:0.38 187:0.21 192:0.48 195:0.79 197:0.84 201:0.59 204:0.78 208:0.49 212:0.68 216:0.26 219:0.90 222:0.84 223:0.91 225:0.96 232:0.85 234:0.91 235:0.05 239:0.84 240:0.95 241:0.10 242:0.13 243:0.77 244:0.83 245:0.84 247:0.96 253:0.67 259:0.21 262:0.93 264:0.95 265:0.83 266:0.75 267:0.99 271:0.80 274:0.91 275:0.94 276:0.77 279:0.75 281:0.91 282:0.74 290:0.92 292:0.86 294:0.96 300:0.84\n0 8:0.93 10:0.88 11:0.45 12:0.51 17:0.94 18:0.95 21:0.78 27:0.13 29:0.56 30:0.38 34:0.44 36:0.94 37:0.69 39:0.42 43:0.56 44:0.88 45:0.85 48:0.91 55:0.45 66:0.63 69:0.36 70:0.92 71:0.94 74:0.83 76:0.85 77:0.70 86:0.92 89:0.97 91:0.65 98:0.78 101:0.46 108:0.28 122:0.90 123:0.27 124:0.52 127:0.80 129:0.05 133:0.60 135:0.76 139:0.90 141:0.91 145:0.67 146:0.93 147:0.95 149:0.57 154:0.17 155:0.49 159:0.75 170:0.77 172:0.92 173:0.23 174:0.91 177:0.96 178:0.55 179:0.22 187:0.21 191:0.70 192:0.48 193:0.95 195:0.88 197:0.89 202:0.64 204:0.79 208:0.49 212:0.82 216:0.37 222:0.84 223:0.92 225:0.96 232:0.72 234:0.91 235:0.12 239:0.88 240:0.95 241:0.21 242:0.21 243:0.69 244:0.83 245:0.94 247:0.98 253:0.57 254:0.90 259:0.21 264:0.95 265:0.78 266:0.71 267:0.36 271:0.80 274:0.91 275:0.94 276:0.89 281:0.86 282:0.74 294:0.94 300:0.84\n1 1:0.74 8:0.81 11:0.57 12:0.37 17:0.51 20:0.78 21:0.05 27:0.36 28:0.78 30:0.45 34:0.86 36:0.81 37:0.93 39:0.31 43:0.95 60:0.87 66:0.68 69:0.15 70:0.57 74:0.85 78:0.96 81:0.92 83:0.88 85:0.88 91:0.31 98:0.73 100:0.91 101:0.82 108:0.12 111:0.93 114:0.95 117:0.86 122:0.43 123:0.12 124:0.43 126:0.54 127:0.58 129:0.59 133:0.47 135:0.63 146:0.60 147:0.66 149:0.86 150:0.96 152:0.76 154:0.95 155:0.67 158:0.92 159:0.33 161:0.82 165:0.90 167:0.55 169:0.89 172:0.51 173:0.33 176:0.73 177:0.38 178:0.55 179:0.77 181:0.53 186:0.96 187:0.21 192:0.59 201:0.74 208:0.64 212:0.83 215:0.91 216:0.18 222:0.48 232:0.91 235:0.12 241:0.44 242:0.38 243:0.72 245:0.58 247:0.60 253:0.77 259:0.21 261:0.81 265:0.73 266:0.27 267:0.23 271:0.42 276:0.42 279:0.86 283:0.82 290:0.95 297:0.36 300:0.43\n1 7:0.81 11:0.57 12:0.37 17:0.64 21:0.78 27:0.33 28:0.78 30:0.38 34:0.63 36:0.93 37:0.81 39:0.31 43:0.78 55:0.71 66:0.45 69:0.79 70:0.59 74:0.92 85:0.80 91:0.33 98:0.61 101:0.72 108:0.84 121:0.90 122:0.67 123:0.83 124:0.76 127:0.36 129:0.05 133:0.74 135:0.34 145:0.54 146:0.54 147:0.60 149:0.74 154:0.70 155:0.67 159:0.76 161:0.82 163:0.81 167:0.47 172:0.63 173:0.60 177:0.38 178:0.55 179:0.41 181:0.53 187:0.68 192:0.59 204:0.89 208:0.64 212:0.14 216:0.84 222:0.48 230:0.87 233:0.76 235:0.74 241:0.07 242:0.80 243:0.31 245:0.75 247:0.39 253:0.65 259:0.21 265:0.62 266:0.87 267:0.52 271:0.42 276:0.68 277:0.69 300:0.55\n2 1:0.74 6:0.87 7:0.81 8:0.68 11:0.57 12:0.37 17:0.53 20:0.87 21:0.22 27:0.42 28:0.78 30:0.75 32:0.80 34:0.42 36:0.18 37:0.39 39:0.31 43:0.86 60:0.95 66:0.48 69:0.59 70:0.52 74:0.96 77:0.89 78:0.94 81:0.90 83:0.89 85:0.98 91:0.10 98:0.68 100:0.89 101:0.87 104:0.98 106:0.81 108:0.45 111:0.91 114:0.90 117:0.86 121:1.00 122:0.43 123:0.43 124:0.57 126:0.54 127:0.47 129:0.59 133:0.47 135:0.96 145:0.47 146:0.73 147:0.77 149:0.98 150:0.94 152:0.82 154:0.83 155:0.67 158:0.92 159:0.47 161:0.82 165:0.90 167:0.47 169:0.87 172:0.75 173:0.60 176:0.73 177:0.38 178:0.55 179:0.34 181:0.53 186:0.93 187:0.87 189:0.89 192:0.59 195:0.73 201:0.74 204:0.89 206:0.81 208:0.64 212:0.78 215:0.79 216:0.43 222:0.48 230:0.87 232:0.99 233:0.76 235:0.52 238:0.83 241:0.03 242:0.62 243:0.60 245:0.91 247:0.47 253:0.78 259:0.21 261:0.88 265:0.69 266:0.54 267:0.19 271:0.42 276:0.75 279:0.86 282:0.88 283:0.82 290:0.90 297:0.36 299:0.97 300:0.70\n1 1:0.74 6:0.89 7:0.81 8:0.74 9:0.80 11:0.57 12:0.37 17:0.16 20:0.88 21:0.71 27:0.03 28:0.78 30:0.62 34:0.97 36:0.70 37:0.92 39:0.31 41:0.88 43:0.77 60:0.87 66:0.75 69:0.80 70:0.34 74:0.76 78:0.93 81:0.61 83:0.83 85:0.80 91:0.38 96:0.72 98:0.39 100:0.91 101:0.76 108:0.64 111:0.91 114:0.68 120:0.59 121:0.90 122:0.43 123:0.61 126:0.54 127:0.13 129:0.05 135:0.65 140:0.45 145:0.54 146:0.43 147:0.49 149:0.62 150:0.74 151:0.58 152:0.93 153:0.48 154:0.70 155:0.67 158:0.87 159:0.16 161:0.82 162:0.64 164:0.71 165:0.78 167:0.51 169:0.88 172:0.32 173:0.85 176:0.73 177:0.38 179:0.43 181:0.53 186:0.93 187:0.68 189:0.90 191:0.75 192:0.59 201:0.74 202:0.63 204:0.89 208:0.64 212:0.30 215:0.48 216:0.79 220:0.93 222:0.48 230:0.87 233:0.76 235:0.97 238:0.84 241:0.27 242:0.33 243:0.77 247:0.39 248:0.58 253:0.68 255:0.79 256:0.58 259:0.21 260:0.60 261:0.91 265:0.41 266:0.27 267:0.76 268:0.64 271:0.42 276:0.27 279:0.86 283:0.71 285:0.62 290:0.68 297:0.36 300:0.25\n2 1:0.74 6:0.83 8:0.71 11:0.57 12:0.37 20:0.91 27:0.14 28:0.78 30:0.86 34:0.90 36:0.18 37:0.67 39:0.31 43:0.86 60:0.87 66:0.15 69:0.57 70:0.32 74:0.81 78:0.97 81:0.96 83:0.86 85:0.93 91:0.33 98:0.38 100:0.98 101:0.83 108:0.74 111:0.98 114:0.98 122:0.43 123:0.57 124:0.74 126:0.54 127:0.30 129:0.81 133:0.67 135:0.88 145:0.58 146:0.22 147:0.28 149:0.88 150:0.98 152:0.98 154:0.84 155:0.67 158:0.92 159:0.37 161:0.82 165:0.92 167:0.49 169:0.96 172:0.32 173:0.59 176:0.73 177:0.38 178:0.55 179:0.62 181:0.53 186:0.97 187:0.39 189:0.88 192:0.59 201:0.74 202:0.36 208:0.64 212:0.42 215:0.96 216:0.93 222:0.48 235:0.05 238:0.94 241:0.15 242:0.63 243:0.36 245:0.63 247:0.30 253:0.78 259:0.21 261:0.97 265:0.20 266:0.63 267:0.44 271:0.42 276:0.43 279:0.86 283:0.82 290:0.98 297:0.36 300:0.33\n1 1:0.74 7:0.81 9:0.80 11:0.57 12:0.37 17:0.79 21:0.74 27:0.39 28:0.78 30:0.76 32:0.80 34:0.66 36:0.32 37:0.49 39:0.31 41:0.88 43:0.90 60:0.87 66:0.77 69:0.49 70:0.40 74:0.95 77:0.70 81:0.50 83:0.83 85:0.98 91:0.23 96:0.70 98:0.76 101:0.85 104:0.90 106:0.81 108:0.38 114:0.67 120:0.56 121:0.97 122:0.43 123:0.36 124:0.41 126:0.54 127:0.41 129:0.59 133:0.47 135:0.37 140:0.45 145:0.88 146:0.92 147:0.94 149:0.96 150:0.66 151:0.51 153:0.72 154:0.89 155:0.67 158:0.87 159:0.67 161:0.82 162:0.86 163:0.81 164:0.70 165:0.65 167:0.48 172:0.82 173:0.33 176:0.73 177:0.38 179:0.34 181:0.53 187:0.39 192:0.59 195:0.87 201:0.74 202:0.55 204:0.89 206:0.81 208:0.64 212:0.47 215:0.46 216:0.29 220:0.96 222:0.48 230:0.87 233:0.76 235:0.95 241:0.10 242:0.63 243:0.79 245:0.81 247:0.39 248:0.52 253:0.73 255:0.79 256:0.58 259:0.21 260:0.57 265:0.77 266:0.63 267:0.94 268:0.63 271:0.42 276:0.74 279:0.86 282:0.88 283:0.71 285:0.62 290:0.67 297:0.36 299:0.88 300:0.70\n1 11:0.57 12:0.37 17:0.36 21:0.78 27:0.45 28:0.78 30:0.21 34:0.74 36:0.18 37:0.50 39:0.31 43:0.78 66:0.54 69:0.80 70:0.37 74:0.55 85:0.72 91:0.23 98:0.28 101:0.71 108:0.63 122:0.51 123:0.61 124:0.45 127:0.16 129:0.05 133:0.39 135:0.58 145:0.52 146:0.39 147:0.45 149:0.46 154:0.70 159:0.27 161:0.82 163:0.75 167:0.50 172:0.21 173:0.77 177:0.38 178:0.55 179:0.73 181:0.53 187:0.68 212:0.42 216:0.77 222:0.48 235:0.95 241:0.21 242:0.45 243:0.63 245:0.40 247:0.35 253:0.45 259:0.21 265:0.30 266:0.23 267:0.28 271:0.42 276:0.21 300:0.25\n1 1:0.74 7:0.81 11:0.57 12:0.37 17:0.02 20:0.80 21:0.30 27:0.11 28:0.78 30:0.89 34:0.82 36:0.62 37:0.79 39:0.31 43:0.87 66:0.75 69:0.56 70:0.20 74:0.70 78:0.88 81:0.80 83:0.75 85:0.85 91:0.31 98:0.51 100:0.85 101:0.79 104:0.89 106:0.81 108:0.43 111:0.86 114:0.86 117:0.86 121:0.90 122:0.43 123:0.41 126:0.54 127:0.15 129:0.05 135:0.21 145:0.52 146:0.46 147:0.52 149:0.76 150:0.87 152:0.77 154:0.85 155:0.67 159:0.17 161:0.82 165:0.84 167:0.49 169:0.83 172:0.32 173:0.66 176:0.73 177:0.38 178:0.55 179:0.60 181:0.53 186:0.88 187:0.39 192:0.59 201:0.74 204:0.89 206:0.81 208:0.64 212:0.30 215:0.72 216:0.85 222:0.48 230:0.87 232:0.92 233:0.76 235:0.42 241:0.18 242:0.63 243:0.77 247:0.30 253:0.70 259:0.21 261:0.80 265:0.53 266:0.27 267:0.65 271:0.42 276:0.21 290:0.86 297:0.36 300:0.18\n0 1:0.74 7:0.78 11:0.57 12:0.37 17:0.67 27:0.55 28:0.78 30:0.76 34:0.21 36:0.94 37:0.23 39:0.31 43:0.92 66:0.64 69:0.45 70:0.15 74:0.46 81:0.96 83:0.80 85:0.72 91:0.44 98:0.63 101:0.76 104:0.76 108:0.35 114:0.98 120:0.65 122:0.43 123:0.33 126:0.54 127:0.18 129:0.05 135:0.83 140:0.45 145:0.88 146:0.30 147:0.37 149:0.55 150:0.98 151:0.61 153:0.48 154:0.91 155:0.67 159:0.13 161:0.82 162:0.86 163:0.92 164:0.56 165:0.92 167:0.54 172:0.16 173:0.82 176:0.73 177:0.38 179:0.93 181:0.53 187:0.21 190:0.77 192:0.59 201:0.74 202:0.36 212:0.95 215:0.96 216:0.49 220:0.62 222:0.48 230:0.81 232:0.82 233:0.76 235:0.60 241:0.39 242:0.82 243:0.69 247:0.12 248:0.59 253:0.73 256:0.45 259:0.21 260:0.66 265:0.64 266:0.12 267:0.17 268:0.46 271:0.42 276:0.13 285:0.50 290:0.98 297:0.36 300:0.13\n1 1:0.74 11:0.57 12:0.37 17:0.62 21:0.71 27:0.45 28:0.78 30:0.45 32:0.80 34:0.87 36:0.20 37:0.50 39:0.31 43:0.81 66:0.69 69:0.71 70:0.25 74:0.56 77:0.70 81:0.52 83:0.73 85:0.72 91:0.12 98:0.46 101:0.72 108:0.54 114:0.68 122:0.43 123:0.52 126:0.54 127:0.14 129:0.05 135:0.75 145:0.58 146:0.55 147:0.61 149:0.51 150:0.67 154:0.77 155:0.67 159:0.20 161:0.82 163:0.86 165:0.69 167:0.48 172:0.21 173:0.71 176:0.73 177:0.38 178:0.55 179:0.72 181:0.53 187:0.68 192:0.59 195:0.72 201:0.74 212:0.61 215:0.48 216:0.77 222:0.48 235:0.88 241:0.12 242:0.63 243:0.73 247:0.30 253:0.56 259:0.21 265:0.48 266:0.17 267:0.28 271:0.42 276:0.20 282:0.88 290:0.68 297:0.36 299:0.88 300:0.18\n0 1:0.74 6:0.79 7:0.78 8:0.57 9:0.80 11:0.57 12:0.37 17:0.40 20:0.96 27:0.55 28:0.78 30:0.76 34:0.22 36:0.95 37:0.23 39:0.31 41:0.92 43:0.92 60:0.87 66:0.64 69:0.45 70:0.15 74:0.58 78:0.94 81:0.96 83:0.88 85:0.72 91:0.56 96:0.78 98:0.63 100:0.85 101:0.76 104:0.76 108:0.35 111:0.91 114:0.98 120:0.67 122:0.43 123:0.33 126:0.54 127:0.18 129:0.05 135:0.84 140:0.45 145:0.88 146:0.30 147:0.37 149:0.55 150:0.98 151:0.69 152:0.89 153:0.45 154:0.91 155:0.67 158:0.92 159:0.13 161:0.82 162:0.66 163:0.92 164:0.69 165:0.92 167:0.64 169:0.82 172:0.16 173:0.82 176:0.73 177:0.38 179:0.93 181:0.53 186:0.94 187:0.21 189:0.81 192:0.59 201:0.74 202:0.61 208:0.64 212:0.95 215:0.96 216:0.49 220:0.82 222:0.48 230:0.81 232:0.82 233:0.76 235:0.60 238:0.81 241:0.64 242:0.82 243:0.69 247:0.12 248:0.72 253:0.81 255:0.79 256:0.73 259:0.21 260:0.68 261:0.91 265:0.64 266:0.12 267:0.17 268:0.63 271:0.42 276:0.13 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.13\n1 1:0.74 6:0.79 8:0.58 9:0.80 11:0.57 12:0.37 17:0.30 20:0.93 21:0.22 27:0.32 28:0.78 30:0.87 34:0.55 36:0.41 37:0.26 39:0.31 41:0.82 43:0.85 60:0.97 66:0.63 69:0.60 70:0.27 74:0.77 78:0.97 81:0.84 83:0.87 85:0.90 91:0.62 96:0.80 98:0.67 100:0.86 101:0.82 104:0.83 108:0.46 111:0.94 114:0.90 120:0.69 122:0.43 123:0.44 124:0.45 126:0.54 127:0.33 129:0.59 133:0.47 135:0.91 140:0.45 145:0.54 146:0.63 147:0.68 149:0.84 150:0.90 151:0.87 152:0.86 153:0.48 154:0.83 155:0.67 158:0.92 159:0.33 161:0.82 162:0.86 163:0.81 164:0.57 165:0.86 167:0.49 169:0.83 172:0.41 173:0.67 176:0.73 177:0.38 179:0.76 181:0.53 186:0.97 187:0.39 189:0.81 192:0.59 201:0.74 202:0.36 208:0.64 212:0.30 215:0.79 216:0.25 222:0.48 232:0.88 235:0.31 238:0.81 241:0.18 242:0.63 243:0.68 245:0.54 247:0.30 248:0.78 253:0.84 255:0.79 256:0.45 259:0.21 260:0.70 261:0.92 265:0.68 266:0.54 267:0.69 268:0.46 271:0.42 276:0.36 279:0.86 283:0.82 285:0.62 290:0.90 297:0.36 300:0.25\n2 1:0.74 6:0.83 8:0.61 9:0.80 11:0.57 12:0.37 17:0.04 20:0.98 21:0.05 27:0.14 28:0.78 30:0.76 32:0.80 34:0.80 36:0.30 37:0.67 39:0.31 41:0.82 43:0.86 66:0.36 69:0.57 70:0.28 74:0.74 77:0.70 78:0.99 81:0.92 83:0.80 85:0.88 91:0.42 96:0.80 98:0.51 100:0.97 101:0.80 108:0.60 111:0.97 114:0.95 120:0.69 122:0.43 123:0.58 124:0.59 126:0.54 127:0.23 129:0.59 133:0.47 135:0.87 140:0.45 145:0.47 146:0.22 147:0.28 149:0.81 150:0.96 151:0.87 152:0.98 153:0.48 154:0.84 155:0.67 159:0.29 161:0.82 162:0.86 163:0.81 164:0.57 165:0.90 167:0.49 169:0.96 172:0.27 173:0.62 176:0.73 177:0.38 179:0.69 181:0.53 186:0.98 187:0.68 189:0.84 192:0.59 195:0.65 201:0.74 202:0.36 208:0.64 212:0.37 215:0.91 216:0.93 222:0.48 235:0.12 238:0.87 241:0.15 242:0.72 243:0.46 245:0.56 247:0.30 248:0.78 253:0.84 255:0.79 256:0.45 259:0.21 260:0.70 261:0.97 265:0.52 266:0.38 267:0.52 268:0.46 271:0.42 276:0.33 282:0.88 285:0.62 290:0.95 297:0.36 299:0.88 300:0.25\n2 6:1.00 8:0.98 12:0.06 17:0.01 20:0.99 21:0.78 27:0.01 28:0.49 34:0.28 36:0.57 37:0.96 43:0.21 66:0.36 69:0.93 78:0.91 91:0.99 98:0.07 100:0.99 108:0.85 111:0.98 120:0.92 123:0.84 127:0.06 129:0.05 135:0.28 140:0.98 145:0.74 146:0.05 147:0.05 149:0.08 151:0.83 152:0.93 153:0.95 154:0.14 159:0.05 161:0.71 162:0.45 164:0.92 167:0.92 169:0.98 172:0.05 173:0.99 177:0.05 178:0.54 181:0.63 186:0.91 189:1.00 191:0.99 202:1.00 216:0.94 235:0.68 238:1.00 241:0.96 243:0.51 248:0.89 256:0.95 259:0.21 260:0.93 261:0.97 265:0.07 267:0.84 268:0.90 271:0.28 285:0.62\n2 8:0.67 12:0.06 17:0.30 20:0.82 21:0.78 25:0.88 27:0.53 28:0.49 34:0.59 36:0.50 37:0.33 78:0.74 91:0.88 100:0.78 104:0.58 111:0.74 120:0.74 135:0.28 140:0.94 151:0.66 152:0.79 153:0.48 161:0.71 162:0.47 164:0.75 167:0.92 169:0.76 175:0.75 178:0.53 181:0.63 186:0.75 191:0.95 202:0.85 216:0.23 220:0.91 235:0.02 241:0.95 244:0.61 248:0.67 256:0.68 257:0.65 259:0.21 260:0.75 261:0.75 267:0.23 268:0.69 271:0.28 277:0.69 285:0.62\n3 6:0.88 8:0.93 12:0.06 17:0.07 20:0.99 21:0.54 25:0.88 27:0.40 28:0.49 30:0.15 34:0.47 36:0.77 37:0.74 43:0.47 66:0.16 69:0.39 70:0.68 78:0.74 81:0.91 91:0.90 98:0.63 100:0.79 104:0.58 108:0.63 111:0.74 120:0.80 123:0.29 124:0.51 126:0.54 127:0.78 129:0.59 133:0.47 135:0.26 140:0.93 146:0.47 147:0.53 149:0.49 150:0.83 151:0.74 152:0.94 153:0.83 154:0.36 159:0.31 161:0.71 162:0.48 164:0.89 167:0.92 169:0.77 172:0.37 173:0.57 177:0.05 178:0.52 179:0.87 181:0.63 186:0.75 189:0.94 191:0.84 202:0.94 212:0.30 215:0.58 216:0.59 220:0.96 235:0.60 238:0.97 241:0.96 242:0.82 243:0.37 245:0.57 247:0.12 248:0.72 256:0.86 259:0.21 260:0.81 261:0.78 265:0.60 266:0.54 267:0.28 268:0.86 271:0.28 276:0.37 283:0.60 285:0.62 297:0.36 300:0.43\n1 6:0.99 8:0.98 12:0.06 17:0.28 20:0.78 21:0.78 27:0.32 28:0.49 34:0.68 36:0.29 37:0.95 78:0.76 91:0.92 100:0.86 104:0.58 111:0.79 120:0.69 135:0.80 140:0.97 151:0.66 152:0.76 153:0.48 161:0.71 162:0.46 164:0.57 167:0.92 169:0.83 175:0.75 178:0.54 181:0.63 186:0.77 189:0.99 191:0.94 202:0.79 216:0.23 238:0.99 241:0.94 244:0.61 248:0.63 256:0.45 257:0.65 259:0.21 260:0.70 261:0.77 267:0.44 268:0.46 271:0.28 277:0.69 283:0.60 285:0.62\n2 6:1.00 8:0.91 12:0.06 17:0.30 20:0.99 21:0.78 25:0.88 27:0.10 28:0.49 34:0.26 36:0.72 37:0.97 43:0.33 66:0.36 69:0.67 78:0.78 91:0.73 98:0.09 100:0.86 104:0.58 108:0.51 111:0.80 120:0.75 123:0.49 127:0.07 129:0.05 135:0.18 140:0.94 145:0.45 146:0.05 147:0.05 149:0.13 151:0.71 152:1.00 153:0.72 154:0.25 159:0.05 161:0.71 162:0.47 164:0.76 167:0.73 169:0.95 172:0.05 173:0.80 177:0.05 178:0.53 181:0.63 186:0.79 187:0.68 189:0.98 191:0.93 202:0.85 216:0.67 235:0.42 238:0.97 241:0.65 243:0.51 248:0.68 256:0.68 259:0.21 260:0.76 261:0.96 265:0.10 267:0.44 268:0.70 271:0.28 285:0.62\n1 12:0.06 17:0.59 21:0.54 27:0.45 28:0.49 30:0.62 34:0.94 36:0.19 37:0.50 43:0.32 55:0.71 66:0.54 69:0.69 70:0.54 81:0.91 91:0.09 98:0.52 108:0.53 123:0.51 124:0.50 126:0.54 127:0.22 129:0.59 133:0.47 135:0.80 145:0.50 146:0.72 147:0.76 149:0.47 150:0.83 154:0.24 159:0.43 161:0.71 167:0.56 172:0.41 173:0.61 177:0.05 178:0.55 179:0.59 181:0.63 187:0.68 212:0.14 215:0.58 216:0.77 235:0.60 241:0.15 242:0.82 243:0.63 245:0.59 247:0.12 259:0.21 265:0.54 266:0.71 267:0.28 271:0.28 276:0.41 297:0.36 300:0.43\n1 6:1.00 8:0.99 12:0.06 17:0.02 20:0.99 21:0.78 25:0.88 27:0.10 28:0.49 34:0.24 36:0.37 37:0.97 43:0.52 66:0.36 69:0.12 78:0.90 91:0.97 98:0.10 100:0.98 104:0.58 108:0.10 111:0.97 120:0.82 123:0.10 127:0.07 129:0.05 135:0.37 140:0.93 146:0.05 147:0.05 149:0.16 151:0.79 152:1.00 153:0.91 154:0.41 159:0.05 161:0.71 162:0.48 164:0.91 167:0.92 169:0.95 172:0.05 173:0.35 177:0.05 178:0.52 181:0.63 186:0.90 189:1.00 191:0.96 202:0.95 216:0.67 220:0.82 235:0.42 238:1.00 241:0.93 243:0.51 248:0.74 256:0.89 259:0.21 260:0.83 261:0.96 265:0.10 267:0.73 268:0.89 271:0.28 283:0.82 285:0.62\n1 6:0.81 8:0.61 12:0.06 17:0.11 20:0.92 21:0.54 27:0.11 28:0.49 30:0.30 32:0.80 34:0.90 36:0.39 37:0.89 43:0.26 55:0.96 66:0.33 69:0.82 70:0.66 78:0.74 81:0.91 91:0.40 98:0.33 100:0.79 104:0.84 106:0.81 108:0.83 111:0.74 120:0.87 123:0.83 124:0.83 126:0.54 127:0.32 129:0.93 133:0.84 135:0.86 140:0.45 145:0.77 146:0.20 147:0.25 149:0.41 150:0.83 151:0.79 152:0.89 153:0.90 154:0.19 159:0.61 161:0.71 162:0.61 163:0.81 164:0.81 167:0.65 169:0.77 172:0.32 173:0.74 177:0.05 179:0.70 181:0.63 186:0.75 187:0.39 189:0.83 191:0.80 195:0.87 202:0.75 206:0.81 212:0.23 215:0.58 216:0.90 235:0.60 238:0.94 241:0.50 242:0.82 243:0.25 245:0.51 247:0.12 248:0.81 256:0.75 259:0.21 260:0.87 261:0.78 265:0.35 266:0.63 267:0.69 268:0.76 271:0.28 276:0.43 283:0.82 285:0.62 297:0.36 300:0.43\n1 6:0.99 8:0.95 12:0.06 17:0.28 20:0.83 21:0.78 27:0.40 28:0.49 30:0.15 34:0.22 36:0.98 37:0.79 43:0.47 55:0.52 66:0.33 69:0.35 70:0.68 78:0.75 91:0.87 98:0.30 100:0.84 104:0.58 108:0.58 111:0.78 120:0.77 123:0.56 124:0.77 127:0.27 129:0.89 133:0.78 135:0.84 140:0.95 146:0.05 147:0.05 149:0.45 151:0.72 152:0.80 153:0.78 154:0.36 159:0.49 161:0.71 162:0.46 163:0.97 164:0.75 167:0.91 169:0.81 172:0.27 173:0.27 177:0.05 178:0.53 179:0.71 181:0.63 186:0.76 189:1.00 191:0.91 202:0.91 212:0.30 216:0.45 235:0.22 238:0.99 241:0.89 242:0.82 243:0.17 245:0.49 247:0.12 248:0.69 256:0.73 259:0.21 260:0.78 261:0.79 265:0.32 266:0.54 267:0.65 268:0.69 271:0.28 276:0.38 285:0.62 300:0.43\n1 7:0.81 8:0.79 12:0.06 17:0.30 20:0.85 21:0.64 27:0.16 28:0.49 30:0.60 32:0.80 34:0.80 36:0.35 37:0.85 43:0.28 55:0.84 66:0.77 69:0.78 70:0.53 78:0.74 81:0.88 91:0.14 98:0.76 100:0.77 104:0.98 106:0.81 108:0.71 111:0.73 120:0.69 123:0.69 124:0.39 126:0.54 127:0.31 129:0.59 133:0.47 135:0.72 140:0.80 145:0.91 146:0.05 147:0.05 149:0.46 150:0.75 151:0.66 152:0.81 153:0.48 154:0.20 159:0.55 161:0.71 162:0.62 163:0.86 164:0.57 167:0.62 169:0.75 172:0.57 173:0.72 177:0.05 178:0.42 179:0.63 181:0.63 186:0.75 187:0.68 195:0.84 202:0.50 206:0.81 212:0.30 215:0.53 216:0.81 230:0.87 233:0.76 235:0.74 241:0.39 242:0.82 243:0.13 245:0.51 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 261:0.75 265:0.76 266:0.63 267:0.28 268:0.46 271:0.28 276:0.49 283:0.82 285:0.62 297:0.36 300:0.43\n1 6:0.88 12:0.06 17:0.18 20:0.75 21:0.59 25:0.88 27:0.40 28:0.49 30:0.45 34:0.80 36:0.87 37:0.74 43:0.47 55:0.59 66:0.24 69:0.40 70:0.61 78:0.72 81:0.89 91:0.22 98:0.45 100:0.73 104:0.58 108:0.65 111:0.72 120:0.69 123:0.30 124:0.57 126:0.54 127:0.58 129:0.59 133:0.47 135:0.80 140:0.80 146:0.35 147:0.41 149:0.51 150:0.79 151:0.66 152:0.94 153:0.48 154:0.36 159:0.29 161:0.71 162:0.62 164:0.57 167:0.65 169:0.77 172:0.32 173:0.57 177:0.05 178:0.42 179:0.84 181:0.63 186:0.73 187:0.39 202:0.50 212:0.61 215:0.55 216:0.59 235:0.68 241:0.47 242:0.82 243:0.44 245:0.59 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 261:0.78 265:0.42 266:0.38 267:0.28 268:0.46 271:0.28 276:0.32 285:0.62 297:0.36 300:0.43\n1 12:0.06 17:0.67 21:0.78 27:0.45 28:0.49 30:0.45 32:0.80 34:0.95 36:0.20 37:0.50 43:0.32 55:0.59 66:0.36 69:0.72 70:0.33 81:0.72 91:0.29 98:0.33 108:0.69 123:0.67 124:0.58 126:0.54 127:0.17 129:0.59 133:0.47 135:0.60 145:0.54 146:0.29 147:0.35 149:0.38 150:0.53 154:0.24 159:0.30 161:0.71 163:0.79 167:0.56 172:0.21 173:0.68 177:0.05 178:0.55 179:0.64 181:0.63 187:0.68 195:0.77 212:0.23 215:0.43 216:0.77 235:1.00 241:0.15 242:0.82 243:0.45 245:0.50 247:0.12 259:0.21 265:0.36 266:0.38 267:0.52 271:0.28 276:0.29 297:0.36 300:0.25\n1 6:0.81 8:0.65 12:0.06 17:0.13 20:0.83 21:0.54 27:0.11 28:0.49 30:0.30 32:0.80 34:0.86 36:0.36 37:0.89 43:0.26 55:0.96 66:0.33 69:0.82 70:0.66 78:0.74 81:0.91 91:0.37 98:0.33 100:0.80 104:0.84 106:0.81 108:0.83 111:0.75 120:0.81 123:0.83 124:0.83 126:0.54 127:0.32 129:0.93 133:0.84 135:0.85 140:0.45 145:0.77 146:0.20 147:0.25 149:0.41 150:0.83 151:0.72 152:0.89 153:0.77 154:0.19 159:0.61 161:0.71 162:0.86 163:0.81 164:0.72 167:0.61 169:0.77 172:0.32 173:0.74 177:0.05 179:0.70 181:0.63 186:0.75 187:0.39 189:0.83 191:0.87 195:0.87 202:0.57 206:0.81 212:0.23 215:0.58 216:0.90 235:0.60 238:0.97 241:0.37 242:0.82 243:0.25 245:0.51 247:0.12 248:0.73 256:0.64 259:0.21 260:0.81 261:0.78 265:0.35 266:0.63 267:0.65 268:0.66 271:0.28 276:0.43 283:0.82 285:0.62 297:0.36 300:0.43\n1 8:0.99 12:0.06 17:0.69 20:0.82 21:0.59 27:0.49 28:0.49 30:0.61 32:0.80 34:0.52 36:0.56 37:0.94 43:0.44 55:0.59 66:0.89 69:0.48 70:0.42 78:0.74 81:0.89 91:0.74 98:0.95 100:0.78 104:0.58 108:0.37 111:0.74 120:0.74 123:0.35 126:0.54 127:0.64 129:0.05 135:0.30 140:0.45 145:0.98 146:0.71 147:0.75 149:0.68 150:0.79 151:0.66 152:0.79 153:0.48 154:0.34 159:0.28 161:0.71 162:0.75 164:0.84 167:0.92 169:0.75 172:0.68 173:0.67 177:0.05 179:0.65 181:0.63 186:0.75 195:0.57 202:0.76 212:0.85 215:0.55 216:0.24 220:0.62 235:0.68 241:0.92 242:0.82 243:0.89 247:0.12 248:0.67 256:0.79 259:0.21 260:0.75 261:0.75 265:0.95 266:0.27 267:0.52 268:0.80 271:0.28 276:0.58 285:0.62 297:0.36 300:0.33\n1 12:0.06 17:0.36 21:0.05 25:0.88 27:0.40 28:0.49 30:0.21 34:0.58 36:0.45 37:0.74 43:0.47 66:0.36 69:0.33 70:0.67 81:0.98 91:0.31 98:0.42 104:0.58 108:0.26 123:0.25 124:0.59 126:0.54 127:0.54 129:0.59 133:0.47 135:0.26 146:0.31 147:0.37 149:0.51 150:0.97 154:0.36 159:0.25 161:0.71 167:0.73 172:0.27 173:0.56 177:0.05 178:0.55 179:0.86 181:0.63 187:0.21 212:0.71 215:0.91 216:0.59 235:0.05 241:0.66 242:0.82 243:0.51 245:0.56 247:0.12 259:0.21 265:0.44 266:0.27 267:0.28 271:0.28 276:0.28 297:0.36 300:0.43\n2 12:0.06 17:0.28 21:0.22 25:0.88 27:0.40 28:0.49 30:0.21 34:0.50 36:0.81 37:0.74 43:0.47 55:0.59 66:0.16 69:0.35 70:0.92 81:0.96 91:0.15 98:0.25 104:0.58 108:0.85 123:0.26 124:0.78 126:0.54 127:0.89 129:0.89 133:0.78 135:0.28 146:0.35 147:0.41 149:0.49 150:0.94 154:0.36 159:0.62 161:0.71 167:0.72 172:0.32 173:0.30 177:0.05 178:0.55 179:0.81 181:0.63 187:0.21 202:0.62 212:0.49 215:0.79 216:0.59 235:0.22 241:0.64 242:0.82 243:0.37 245:0.56 247:0.12 259:0.21 265:0.25 266:0.47 267:0.23 271:0.28 276:0.40 297:0.36 300:0.70\n1 7:0.81 8:0.74 12:0.06 17:0.34 21:0.78 25:0.88 27:0.10 28:0.49 34:0.40 36:0.96 37:0.97 43:0.22 66:0.36 69:0.90 78:0.79 91:0.33 98:0.08 104:0.58 108:0.79 111:0.77 120:0.69 123:0.78 127:0.06 129:0.05 135:0.20 140:0.96 146:0.05 147:0.05 149:0.09 151:0.66 153:0.48 154:0.15 159:0.05 161:0.71 162:0.46 164:0.57 167:0.59 169:0.84 172:0.05 173:0.96 177:0.05 178:0.53 181:0.63 187:0.39 191:0.88 202:0.77 216:0.67 230:0.87 233:0.76 235:0.31 241:0.30 243:0.51 248:0.63 256:0.45 259:0.21 260:0.70 265:0.08 267:0.82 268:0.46 271:0.28 285:0.62\n2 7:0.78 8:0.70 11:0.57 12:0.69 17:0.34 21:0.13 27:0.48 28:0.70 30:0.11 34:0.23 36:0.93 37:0.47 39:0.76 43:0.28 55:0.71 66:0.11 69:0.33 70:0.94 74:0.98 76:1.00 77:0.89 81:0.70 85:0.72 91:0.56 98:0.36 101:0.64 104:0.95 106:0.81 108:0.95 117:0.86 122:0.67 123:0.95 124:0.96 126:0.32 127:0.95 129:0.97 133:0.96 135:0.74 145:0.61 146:0.63 147:0.68 149:0.72 150:0.50 154:0.88 159:0.93 161:0.88 167:0.45 172:0.73 173:0.10 177:0.38 178:0.55 179:0.18 181:0.45 187:0.87 195:0.98 206:0.81 212:0.42 215:0.84 216:0.74 222:0.84 230:0.81 232:0.86 233:0.76 235:0.12 241:0.05 242:0.58 243:0.19 245:0.91 247:0.67 253:0.70 259:0.21 265:0.38 266:0.96 267:0.59 271:0.34 276:0.93 282:0.84 297:0.36 300:0.94\n2 1:0.74 7:0.81 12:0.69 17:0.28 21:0.40 27:0.21 28:0.70 30:0.15 34:0.55 36:0.58 37:0.74 39:0.76 43:0.37 55:0.59 66:0.64 69:0.15 70:0.84 74:0.97 76:0.94 81:0.65 91:0.17 98:0.86 108:0.12 114:0.82 117:0.86 123:0.12 124:0.64 126:0.54 127:0.81 129:0.89 133:0.78 135:0.18 146:0.99 147:0.99 149:0.70 150:0.71 154:0.92 155:0.67 159:0.91 161:0.88 167:0.47 172:0.96 173:0.07 176:0.73 177:0.38 178:0.55 179:0.15 181:0.45 187:0.39 192:0.59 201:0.74 204:0.89 208:0.64 212:0.54 215:0.67 216:0.95 222:0.84 230:0.84 232:0.85 233:0.69 235:0.52 241:0.21 242:0.22 243:0.69 245:0.96 247:0.67 253:0.77 254:0.74 259:0.21 265:0.86 266:0.80 267:0.52 271:0.34 276:0.95 290:0.82 297:0.36 300:0.70\n1 1:0.74 7:0.81 11:0.57 12:0.69 17:0.72 21:0.71 27:0.72 28:0.70 30:0.38 32:0.80 34:0.49 36:0.98 39:0.76 43:0.78 55:0.84 60:0.87 66:0.80 69:0.80 70:0.64 74:0.89 77:0.70 81:0.48 83:0.82 85:0.72 91:0.18 98:0.85 101:0.70 108:0.63 114:0.68 121:0.90 123:0.61 124:0.42 126:0.54 127:0.70 129:0.05 133:0.74 135:0.93 145:0.41 146:0.97 147:0.05 149:0.72 150:0.65 154:0.70 155:0.67 158:0.87 159:0.79 161:0.88 165:0.69 167:0.45 172:0.87 173:0.66 176:0.73 177:0.05 178:0.55 179:0.35 181:0.45 187:0.95 192:0.59 195:0.92 201:0.74 202:0.36 204:0.89 208:0.64 212:0.26 215:0.48 216:0.16 222:0.84 230:0.87 233:0.76 235:0.88 241:0.10 242:0.43 243:0.07 245:0.71 247:0.67 253:0.69 257:0.65 259:0.21 265:0.85 266:0.75 267:0.89 271:0.34 276:0.80 279:0.86 282:0.88 283:0.71 290:0.68 297:0.36 299:0.88 300:0.70\n3 1:0.74 6:0.99 7:0.81 8:0.96 9:0.80 12:0.69 17:0.20 20:0.98 21:0.40 27:0.21 28:0.70 30:0.15 34:0.34 36:0.57 37:0.74 39:0.76 43:0.38 55:0.59 66:0.33 69:0.15 70:0.86 74:0.97 76:0.94 78:0.98 81:0.65 91:0.44 96:0.87 98:0.68 100:0.99 104:0.94 106:0.81 108:0.12 111:0.99 114:0.82 117:0.86 120:0.87 123:0.12 124:0.82 126:0.54 127:0.83 129:0.93 133:0.84 135:0.17 140:0.45 146:0.98 147:0.98 149:0.70 150:0.71 151:0.83 152:0.98 153:0.72 154:0.92 155:0.67 158:0.87 159:0.91 161:0.88 162:0.61 164:0.80 167:0.47 169:0.98 172:0.91 173:0.07 176:0.73 177:0.38 179:0.16 181:0.45 186:0.98 187:0.39 189:0.99 190:0.77 192:0.59 201:0.74 202:0.76 204:0.89 206:0.81 208:0.64 212:0.54 215:0.67 216:0.95 220:0.62 222:0.84 230:0.84 232:0.85 233:0.69 235:0.52 238:0.96 241:0.21 242:0.27 243:0.50 245:0.97 247:0.67 248:0.79 253:0.91 254:0.74 255:0.79 256:0.78 259:0.21 260:0.87 261:0.97 265:0.68 266:0.87 267:0.65 268:0.77 271:0.34 276:0.95 279:0.86 283:0.82 285:0.62 290:0.82 297:0.36 300:0.70\n0 12:0.69 17:0.30 21:0.30 27:0.45 28:0.70 30:0.42 34:0.63 36:0.36 37:0.50 39:0.76 43:0.30 55:0.59 66:0.78 69:0.68 70:0.46 74:0.98 81:0.46 91:0.11 98:0.81 108:0.52 114:0.69 122:0.67 123:0.50 124:0.40 126:0.32 127:0.59 129:0.05 133:0.39 135:0.83 145:0.50 146:0.96 147:0.97 149:0.73 150:0.37 154:0.45 158:0.84 159:0.78 161:0.88 167:0.47 172:0.88 173:0.51 176:0.56 177:0.38 178:0.55 179:0.31 181:0.45 187:0.68 212:0.55 216:0.77 222:0.84 235:0.31 241:0.27 242:0.80 243:0.80 245:0.86 247:0.39 253:0.74 254:0.94 259:0.21 265:0.81 266:0.80 267:0.28 271:0.34 276:0.80 290:0.69 300:0.43\n2 1:0.74 7:0.78 11:0.57 12:0.69 17:0.62 21:0.30 27:0.49 28:0.70 30:0.61 32:0.80 34:0.92 36:0.91 37:0.53 39:0.76 43:0.92 55:0.71 66:0.89 69:0.37 70:0.51 74:0.92 76:0.85 77:0.70 81:0.73 83:0.75 85:0.85 91:0.12 98:0.95 101:0.80 104:0.90 106:0.81 108:0.29 114:0.86 117:0.86 122:0.67 123:0.28 126:0.54 127:0.64 129:0.05 135:0.42 145:0.42 146:0.78 147:0.82 149:0.81 150:0.83 154:0.92 155:0.67 158:0.85 159:0.34 161:0.88 165:0.84 167:0.46 172:0.68 173:0.50 176:0.73 177:0.38 178:0.55 179:0.65 181:0.45 187:0.68 192:0.59 195:0.59 201:0.74 206:0.81 212:0.77 215:0.72 216:0.71 222:0.84 230:0.81 232:0.97 233:0.76 235:0.42 241:0.15 242:0.51 243:0.89 247:0.67 253:0.76 259:0.21 265:0.95 266:0.38 267:0.59 271:0.34 276:0.58 282:0.88 283:0.82 290:0.86 297:0.36 299:0.88 300:0.43\n0 7:0.78 11:0.57 12:0.69 17:0.24 21:0.54 27:0.21 28:0.70 30:0.21 34:0.45 36:0.50 37:0.74 39:0.76 43:0.48 55:0.59 66:0.43 69:0.23 70:0.86 74:0.95 81:0.38 85:0.72 91:0.37 98:0.66 101:0.68 104:0.97 106:0.81 108:0.18 120:0.59 123:0.18 124:0.85 126:0.32 127:0.78 129:0.93 133:0.87 135:0.17 140:0.45 146:0.96 147:0.96 149:0.71 150:0.33 151:0.52 153:0.48 154:0.86 159:0.87 161:0.88 162:0.86 164:0.66 167:0.46 172:0.89 173:0.10 177:0.38 179:0.19 181:0.45 187:0.39 190:0.77 202:0.50 206:0.81 212:0.49 215:0.58 216:0.95 220:0.96 222:0.84 230:0.81 233:0.69 235:0.60 241:0.15 242:0.23 243:0.57 245:0.93 247:0.67 248:0.52 253:0.67 256:0.58 259:0.21 260:0.59 265:0.66 266:0.75 267:0.69 268:0.59 271:0.34 276:0.92 285:0.50 297:0.36 300:0.84\n0 6:0.92 7:0.78 8:0.70 12:0.69 17:0.45 20:0.94 21:0.05 27:0.48 28:0.70 30:0.15 34:0.24 36:0.92 37:0.47 39:0.76 43:0.33 55:0.84 66:0.13 69:0.32 70:0.89 74:0.84 76:1.00 77:0.89 78:0.89 81:0.79 91:0.23 98:0.40 100:0.84 104:0.95 106:0.81 108:0.25 111:0.86 117:0.86 123:0.89 124:0.90 126:0.32 127:0.79 129:0.81 133:0.89 135:0.76 145:0.61 146:0.43 147:0.50 149:0.45 150:0.58 152:0.97 154:0.88 159:0.81 161:0.88 163:0.81 167:0.45 169:0.86 172:0.37 173:0.17 177:0.38 178:0.55 179:0.53 181:0.45 186:0.89 187:0.87 195:0.92 206:0.81 212:0.18 215:0.91 216:0.74 222:0.84 230:0.81 232:0.86 233:0.76 235:0.05 241:0.07 242:0.71 243:0.33 245:0.70 247:0.60 253:0.60 254:0.74 259:0.21 261:0.92 265:0.24 266:0.94 267:0.59 271:0.34 276:0.68 282:0.84 297:0.36 300:0.70\n0 12:0.69 17:0.32 21:0.47 27:0.45 28:0.70 30:0.26 32:0.75 34:0.89 36:0.20 37:0.50 39:0.76 43:0.30 55:0.52 66:0.33 69:0.84 70:0.91 74:0.37 81:0.42 91:0.12 98:0.41 108:0.69 123:0.67 124:0.84 126:0.32 127:0.52 129:0.05 133:0.82 135:0.72 145:0.41 146:0.68 147:0.43 149:0.64 150:0.35 154:0.52 159:0.73 161:0.88 167:0.50 172:0.61 173:0.74 177:0.05 178:0.55 179:0.43 181:0.45 187:0.68 195:0.88 212:0.52 215:0.63 216:0.77 222:0.84 235:0.52 241:0.44 242:0.81 243:0.17 245:0.77 247:0.39 253:0.33 254:0.92 257:0.65 259:0.21 265:0.43 266:0.89 267:0.28 271:0.34 276:0.71 283:0.71 297:0.36 300:0.84\n0 1:0.74 6:0.80 7:0.78 8:0.60 11:0.57 12:0.69 17:0.45 20:0.93 21:0.22 27:0.71 28:0.70 30:0.17 32:0.80 34:0.52 36:0.64 37:0.54 39:0.76 43:0.72 55:0.59 60:0.87 66:0.60 69:0.87 70:0.88 74:0.94 76:0.85 77:0.89 78:0.92 81:0.81 83:0.81 85:0.80 87:0.98 91:0.08 98:0.66 100:0.87 101:0.71 104:0.83 106:0.81 108:0.74 111:0.90 114:0.90 122:0.57 123:0.72 124:0.77 126:0.54 127:0.72 129:0.59 133:0.86 135:0.78 145:0.65 146:0.95 147:0.41 149:0.72 150:0.87 152:0.86 154:0.62 155:0.67 158:0.86 159:0.86 161:0.88 165:0.86 167:0.46 169:0.84 172:0.85 173:0.70 176:0.73 177:0.05 178:0.55 179:0.31 181:0.45 186:0.92 187:0.21 189:0.82 192:0.59 195:0.95 201:0.74 206:0.81 208:0.64 212:0.35 215:0.79 216:0.15 222:0.84 230:0.81 232:0.70 233:0.76 235:0.42 238:0.82 241:0.15 242:0.21 243:0.09 245:0.81 247:0.67 253:0.78 257:0.65 259:0.21 261:0.89 265:0.67 266:0.91 267:0.73 271:0.34 276:0.83 279:0.86 282:0.88 283:0.82 290:0.90 297:0.36 299:0.88 300:0.84\n0 1:0.74 6:0.91 7:0.78 8:0.80 11:0.57 12:0.69 17:0.83 20:0.93 21:0.13 27:0.59 28:0.70 30:0.21 32:0.80 34:0.78 36:0.29 37:0.77 39:0.76 43:0.94 55:0.59 66:0.27 69:0.25 70:0.67 74:0.86 76:0.85 77:0.70 78:0.97 81:0.83 83:0.77 85:0.72 91:0.63 98:0.42 100:0.93 101:0.73 108:0.20 111:0.94 114:0.92 120:0.85 122:0.67 123:0.70 124:0.59 126:0.54 127:0.59 129:0.59 133:0.47 135:0.37 140:0.45 145:0.39 146:0.35 147:0.41 149:0.65 150:0.89 151:0.71 152:0.86 153:0.77 154:0.94 155:0.67 159:0.41 161:0.88 162:0.86 164:0.74 165:0.88 167:0.47 169:0.91 172:0.27 173:0.34 176:0.73 177:0.38 179:0.87 181:0.45 186:0.96 187:0.39 189:0.92 190:0.77 192:0.59 195:0.63 201:0.74 202:0.60 212:0.55 215:0.84 216:0.25 222:0.84 230:0.81 233:0.76 235:0.22 238:0.86 241:0.24 242:0.58 243:0.51 245:0.56 247:0.39 248:0.76 253:0.76 256:0.68 259:0.21 260:0.85 261:0.92 265:0.36 266:0.38 267:0.36 268:0.68 271:0.34 276:0.28 282:0.88 283:0.82 285:0.50 290:0.92 297:0.36 299:0.88 300:0.43\n0 7:0.78 11:0.57 12:0.69 17:0.36 21:0.78 27:0.48 28:0.70 30:0.45 34:0.36 36:0.96 37:0.47 39:0.76 43:0.60 55:0.71 66:0.25 69:0.37 70:0.77 74:0.99 85:0.96 91:0.01 98:0.59 101:0.73 104:0.96 106:0.81 108:0.92 122:0.67 123:0.92 124:0.96 127:0.97 129:0.98 133:0.96 135:0.89 145:0.61 146:0.39 147:0.45 149:0.87 154:0.85 159:0.98 161:0.88 167:0.45 172:0.99 173:0.07 177:0.38 178:0.55 179:0.09 181:0.45 187:0.95 206:0.81 212:0.60 216:0.74 222:0.84 230:0.81 233:0.76 235:0.22 241:0.02 242:0.19 243:0.05 245:0.99 247:0.67 253:0.71 259:0.21 265:0.60 266:0.95 267:0.36 271:0.34 276:0.99 300:0.94\n1 1:0.74 6:0.92 7:0.78 8:0.73 12:0.69 17:0.11 20:0.82 21:0.05 27:0.48 28:0.70 30:0.55 34:0.19 36:0.98 37:0.47 39:0.76 43:0.33 55:0.71 66:0.97 69:0.37 70:0.56 74:0.80 76:1.00 77:0.89 78:0.98 81:0.88 83:0.79 91:0.27 96:0.70 98:0.98 100:0.94 104:0.95 106:0.81 108:0.29 111:0.95 114:0.95 117:0.86 123:0.28 126:0.54 127:0.79 129:0.05 135:0.47 140:0.45 145:0.61 146:0.98 147:0.98 149:0.76 150:0.93 151:0.50 152:0.97 153:0.48 154:0.88 155:0.67 159:0.76 161:0.88 162:0.86 165:0.90 167:0.47 169:0.86 172:0.92 173:0.23 176:0.73 177:0.38 179:0.29 181:0.45 186:0.97 187:0.87 190:0.77 192:0.59 195:0.89 201:0.74 202:0.36 206:0.81 212:0.39 215:0.91 216:0.74 220:0.91 222:0.84 230:0.81 232:0.86 233:0.76 235:0.12 241:0.21 242:0.79 243:0.97 247:0.60 248:0.50 253:0.77 254:0.74 256:0.45 259:0.21 261:0.92 265:0.98 266:0.54 267:0.92 268:0.46 271:0.34 276:0.85 282:0.84 285:0.50 290:0.95 297:0.36 300:0.70\n2 8:0.88 11:0.57 12:0.69 17:0.16 20:0.92 21:0.22 27:0.57 28:0.70 30:0.38 32:0.77 34:0.33 36:0.84 37:0.54 39:0.76 43:0.80 55:0.59 60:0.87 66:0.45 69:0.70 70:0.65 74:0.89 77:0.89 78:0.90 81:0.52 83:0.80 85:0.72 91:0.27 98:0.72 100:0.84 101:0.71 104:0.93 106:0.81 108:0.70 111:0.87 114:0.72 117:0.86 120:0.69 123:0.68 124:0.76 126:0.32 127:0.72 129:0.81 133:0.76 135:0.66 140:0.45 145:0.56 146:0.26 147:0.05 149:0.67 150:0.40 151:0.66 152:0.86 153:0.48 154:0.75 155:0.67 158:0.87 159:0.71 161:0.88 162:0.86 164:0.56 167:0.45 169:0.82 172:0.63 173:0.60 176:0.56 177:0.05 179:0.52 181:0.45 186:0.90 187:0.68 190:0.77 192:0.59 195:0.84 202:0.36 206:0.81 208:0.64 212:0.51 216:0.70 222:0.84 232:0.97 235:0.22 241:0.01 242:0.38 243:0.09 245:0.75 247:0.67 248:0.63 253:0.70 256:0.45 257:0.65 259:0.21 260:0.70 261:0.88 265:0.73 266:0.80 267:0.28 268:0.46 271:0.34 276:0.68 279:0.86 282:0.85 283:0.82 285:0.50 290:0.72 300:0.55\n2 1:0.74 6:0.92 8:0.89 9:0.80 11:0.57 12:0.69 17:0.38 20:0.93 21:0.05 27:0.48 28:0.70 30:0.76 34:0.26 36:0.62 37:0.47 39:0.76 41:0.88 43:0.85 55:0.45 60:0.95 66:0.72 69:0.33 70:0.22 74:0.84 76:1.00 77:0.89 78:0.93 81:0.88 83:0.82 85:0.72 91:0.69 96:0.80 98:0.53 100:0.90 101:0.75 104:0.95 106:0.81 108:0.26 111:0.91 114:0.95 117:0.86 120:0.82 122:0.57 123:0.25 126:0.54 127:0.16 129:0.05 135:0.60 140:0.45 145:0.61 146:0.36 147:0.43 149:0.55 150:0.93 151:0.83 152:0.97 153:0.48 154:0.82 155:0.67 158:0.92 159:0.14 161:0.88 162:0.83 163:0.75 164:0.76 165:0.90 167:0.51 169:0.86 172:0.27 173:0.55 176:0.73 177:0.38 179:0.70 181:0.45 186:0.92 187:0.87 189:0.97 190:0.77 192:0.59 195:0.58 201:0.74 202:0.64 206:0.81 208:0.64 212:0.42 215:0.91 216:0.74 220:0.62 222:0.84 232:0.86 235:0.12 238:0.85 241:0.47 242:0.45 243:0.75 247:0.35 248:0.76 253:0.85 255:0.79 256:0.68 259:0.21 260:0.83 261:0.92 265:0.54 266:0.23 267:0.76 268:0.70 271:0.34 276:0.17 279:0.86 282:0.84 283:0.82 285:0.62 290:0.95 297:0.36 300:0.18\n0 1:0.74 11:0.57 12:0.69 17:0.22 20:0.95 21:0.68 27:0.18 28:0.70 30:0.27 34:0.36 36:0.73 37:0.45 39:0.76 43:0.80 55:0.71 66:0.08 69:0.34 70:0.87 74:0.99 78:0.78 81:0.48 85:0.97 91:0.10 98:0.36 100:0.73 101:0.72 108:0.99 111:0.77 114:0.70 120:0.69 122:0.57 123:0.99 124:0.98 126:0.54 127:1.00 129:1.00 133:0.98 135:0.34 140:0.45 146:0.96 147:0.96 149:0.93 150:0.62 151:0.66 152:0.91 153:0.48 154:0.87 155:0.67 159:0.99 161:0.88 162:0.86 164:0.56 167:0.45 169:0.72 172:0.95 173:0.06 176:0.73 177:0.38 179:0.09 181:0.45 186:0.79 187:0.87 190:0.77 192:0.59 201:0.74 202:0.36 212:0.47 215:0.49 216:0.83 222:0.84 235:0.84 241:0.05 242:0.22 243:0.19 245:0.99 247:0.67 248:0.63 253:0.76 256:0.45 259:0.21 260:0.70 261:0.80 265:0.39 266:0.98 267:0.65 268:0.46 271:0.34 276:1.00 285:0.50 290:0.70 297:0.36 300:0.94\n0 6:0.99 7:0.78 8:0.91 9:0.80 11:0.57 12:0.69 17:0.03 20:0.98 21:0.30 27:0.21 28:0.70 30:0.16 34:0.45 36:0.67 37:0.74 39:0.76 41:0.82 43:0.45 55:0.71 66:0.10 69:0.85 70:0.87 74:0.56 78:0.93 81:0.54 83:0.76 85:0.72 91:0.93 96:0.80 98:0.33 100:0.89 101:0.52 104:0.84 106:0.81 108:0.97 111:0.91 120:0.99 123:0.97 124:0.99 126:0.32 127:1.00 129:0.81 133:0.99 135:0.44 140:1.00 146:0.89 147:0.48 149:0.80 150:0.41 151:0.87 152:0.98 153:0.99 154:0.47 155:0.67 159:0.97 161:0.88 162:0.60 164:0.97 167:0.55 169:0.98 172:0.84 173:0.35 177:0.05 179:0.13 181:0.45 186:0.93 187:0.39 189:0.94 191:0.85 192:0.59 202:0.96 206:0.81 208:0.64 212:0.16 215:0.72 216:0.95 222:0.84 230:0.81 233:0.76 235:0.31 238:0.85 241:0.57 242:0.79 243:0.08 245:0.93 247:0.60 248:0.78 253:0.77 255:0.79 256:0.96 257:0.65 259:0.21 260:0.99 261:0.97 265:0.35 266:0.98 267:0.85 268:0.97 271:0.34 276:0.97 283:0.82 285:0.62 297:0.36 300:0.94\n2 8:0.75 12:0.51 17:0.81 21:0.40 27:0.72 28:0.47 30:0.89 32:0.80 34:0.56 36:0.54 37:0.32 43:0.31 66:0.47 69:0.72 70:0.20 81:0.92 91:0.88 98:0.22 104:0.58 108:0.71 120:0.89 123:0.69 124:0.52 126:0.54 127:0.28 129:0.59 133:0.47 135:0.58 140:0.45 145:0.77 146:0.13 147:0.18 149:0.34 150:0.85 151:0.80 153:0.93 154:0.22 159:0.26 161:0.89 162:0.86 164:0.84 167:0.83 172:0.21 173:0.85 177:0.05 179:0.87 181:0.98 195:0.59 202:0.72 212:0.30 215:0.67 216:0.26 235:0.52 241:0.91 242:0.82 243:0.37 245:0.46 247:0.12 248:0.85 256:0.78 259:0.21 260:0.90 265:0.24 266:0.27 267:0.52 268:0.80 271:0.64 276:0.15 285:0.62 297:0.36 300:0.18\n3 8:0.84 12:0.51 17:0.26 21:0.22 25:0.88 27:0.26 28:0.47 34:0.21 36:0.45 37:0.79 43:0.52 66:0.36 69:0.10 78:0.88 81:0.87 91:0.98 98:0.22 104:0.58 108:0.09 111:0.93 120:0.98 123:0.09 126:0.54 127:0.11 129:0.05 135:0.30 140:0.45 146:0.05 147:0.05 149:0.16 150:0.73 151:0.85 153:0.98 154:0.41 159:0.05 161:0.89 162:0.78 164:0.98 167:0.85 169:0.94 172:0.05 173:0.87 177:0.05 181:0.98 191:0.93 202:0.96 215:0.79 216:0.69 235:0.22 238:0.97 241:1.00 243:0.51 248:0.98 256:0.97 259:0.21 260:0.98 265:0.24 267:0.73 268:0.98 271:0.64 283:0.82 285:0.62 297:0.36\n1 7:0.81 8:0.76 12:0.51 17:0.51 21:0.40 27:0.50 28:0.47 30:0.26 32:0.80 34:0.31 36:0.79 37:0.60 43:0.40 55:0.84 66:0.05 69:0.54 70:0.64 81:0.83 91:0.06 98:0.26 104:0.91 106:0.81 108:0.98 120:0.80 123:0.96 124:0.99 126:0.54 127:0.99 129:1.00 133:0.99 135:0.60 140:0.45 145:0.70 146:0.85 147:0.88 149:0.85 150:0.63 151:0.73 153:0.80 154:0.30 159:0.99 161:0.89 162:0.77 164:0.84 167:0.46 172:0.86 173:0.08 177:0.05 179:0.10 181:0.98 187:0.39 191:0.73 195:1.00 202:0.76 206:0.81 212:0.23 215:0.67 216:0.86 220:0.62 230:0.65 233:0.63 235:0.42 241:0.03 242:0.82 243:0.09 245:0.97 247:0.12 248:0.73 256:0.80 259:0.21 260:0.81 265:0.25 266:0.98 267:0.23 268:0.81 271:0.64 276:0.99 283:0.82 285:0.62 297:0.36 300:0.84\n2 8:0.83 12:0.51 17:0.18 20:0.86 21:0.47 25:0.88 27:0.38 28:0.47 30:0.68 32:0.80 34:0.55 36:0.85 37:0.64 43:0.41 55:0.71 66:0.79 69:0.53 70:0.31 78:0.76 81:0.81 91:0.85 98:0.85 100:0.79 104:0.58 108:0.41 111:0.76 120:0.88 123:0.39 126:0.54 127:0.36 129:0.05 135:0.21 140:0.45 145:0.41 146:0.50 147:0.56 149:0.48 150:0.61 151:0.83 152:0.81 153:0.96 154:0.31 159:0.18 161:0.89 162:0.83 164:0.93 167:0.83 169:0.77 172:0.41 173:0.82 177:0.05 179:0.85 181:0.98 186:0.77 191:0.90 195:0.58 202:0.87 212:0.89 215:0.63 216:0.35 235:0.52 241:0.91 242:0.82 243:0.80 247:0.12 248:0.83 256:0.90 259:0.21 260:0.89 261:0.78 265:0.85 266:0.17 267:0.23 268:0.91 271:0.64 276:0.35 283:0.60 285:0.62 297:0.36 300:0.25\n2 8:0.86 12:0.51 17:0.07 21:0.30 27:0.50 28:0.47 30:0.76 34:0.17 36:0.92 37:0.31 43:0.36 55:0.52 66:0.72 69:0.61 70:0.15 78:0.79 81:0.85 91:0.97 98:0.79 104:0.73 108:0.46 111:0.79 120:0.92 123:0.45 126:0.54 127:0.27 129:0.05 135:0.37 140:0.80 146:0.45 147:0.52 149:0.36 150:0.68 151:0.78 153:0.90 154:0.27 159:0.16 161:0.89 162:0.77 163:0.86 164:0.98 167:0.85 169:0.82 172:0.27 173:0.88 177:0.05 178:0.42 179:0.91 181:0.98 191:0.87 202:0.95 212:0.42 215:0.72 216:0.61 220:0.74 235:0.31 241:0.98 242:0.82 243:0.75 247:0.12 248:0.88 256:0.96 259:0.21 260:0.92 265:0.79 266:0.23 267:0.44 268:0.97 271:0.64 276:0.24 283:0.60 285:0.62 297:0.36 300:0.13\n1 12:0.51 17:0.45 21:0.54 27:0.45 28:0.47 30:0.66 34:0.50 36:0.59 37:0.50 43:0.32 55:0.71 66:0.54 69:0.69 70:0.31 81:0.79 91:0.05 98:0.65 108:0.86 123:0.85 124:0.64 126:0.54 127:0.39 129:0.81 133:0.67 135:0.73 145:0.44 146:0.56 147:0.62 149:0.64 150:0.58 154:0.24 159:0.78 161:0.89 163:0.93 167:0.50 172:0.75 173:0.48 177:0.05 178:0.55 179:0.35 181:0.98 187:0.68 212:0.22 215:0.58 216:0.77 235:0.60 241:0.27 242:0.82 243:0.19 245:0.82 247:0.12 259:0.21 265:0.66 266:0.80 267:0.28 271:0.64 276:0.74 297:0.36 300:0.33\n0 6:0.90 8:0.72 12:0.51 17:0.59 20:0.81 21:0.22 25:0.88 27:0.26 28:0.47 34:0.55 36:0.66 37:0.79 78:0.82 81:0.87 91:0.82 100:0.88 104:0.58 111:0.83 120:0.88 126:0.54 135:0.47 140:0.45 150:0.73 151:0.74 152:0.84 153:0.84 161:0.89 162:0.86 164:0.85 167:0.80 169:0.89 175:0.75 181:0.98 186:0.82 187:0.21 189:0.88 202:0.74 215:0.79 216:0.69 235:0.22 238:0.94 241:0.82 244:0.61 248:0.84 256:0.80 257:0.65 259:0.21 260:0.89 261:0.89 267:0.18 268:0.81 271:0.64 277:0.69 285:0.62 297:0.36\n0 6:0.90 8:0.92 12:0.51 17:0.32 20:0.87 21:0.22 25:0.88 27:0.26 28:0.47 34:0.68 36:0.68 37:0.79 78:0.84 81:0.87 91:0.93 100:0.91 104:0.58 111:0.86 120:0.96 126:0.54 135:0.56 140:0.45 150:0.73 151:0.82 152:0.84 153:0.95 161:0.89 162:0.77 164:0.95 167:0.78 169:0.94 175:0.75 181:0.98 186:0.85 187:0.87 189:0.92 191:0.83 202:0.92 215:0.79 216:0.69 235:0.22 238:0.95 241:0.77 244:0.61 248:0.95 256:0.93 257:0.65 259:0.21 260:0.96 261:0.89 267:0.52 268:0.94 271:0.64 277:0.69 283:0.60 285:0.62 297:0.36\n2 6:0.95 8:0.88 12:0.51 17:0.20 20:0.95 21:0.78 27:0.16 28:0.47 34:0.58 36:0.26 37:0.85 78:0.91 91:0.97 100:0.99 104:0.58 111:0.98 120:0.97 135:0.77 140:0.45 151:0.84 152:0.93 153:0.97 161:0.89 162:0.80 164:0.97 167:0.82 169:0.98 175:0.75 181:0.98 186:0.91 189:0.96 191:0.84 202:0.94 216:0.55 238:0.99 241:0.86 244:0.61 248:0.96 256:0.95 257:0.65 259:0.21 260:0.98 261:0.98 267:0.87 268:0.96 271:0.64 277:0.69 285:0.62\n2 6:0.96 8:0.92 12:0.51 17:0.34 20:0.92 21:0.78 27:0.18 28:0.47 34:0.56 36:0.43 37:0.87 78:0.85 91:0.99 100:0.99 104:0.58 111:0.97 120:0.88 135:0.28 140:0.80 145:0.42 151:0.66 152:0.86 153:0.48 161:0.89 162:0.50 164:0.90 167:0.84 169:0.99 175:0.75 178:0.42 181:0.98 186:0.85 189:0.97 191:0.91 202:0.91 216:0.43 220:0.62 235:0.05 238:1.00 241:0.97 244:0.61 248:0.82 256:0.88 257:0.65 259:0.21 260:0.88 261:0.98 267:0.36 268:0.88 271:0.64 277:0.69 285:0.62\n1 6:0.90 8:0.91 12:0.51 17:0.38 20:0.76 21:0.22 25:0.88 27:0.26 28:0.47 34:0.44 36:0.49 37:0.79 43:0.52 66:0.36 69:0.10 78:0.89 81:0.87 91:0.90 98:0.15 100:0.98 104:0.58 106:0.81 108:0.09 111:0.96 120:0.98 123:0.09 126:0.54 127:0.09 129:0.05 135:0.42 140:0.45 146:0.05 147:0.05 149:0.16 150:0.73 151:0.84 152:0.84 153:0.98 154:0.41 159:0.05 161:0.89 162:0.79 164:0.97 167:0.82 169:0.89 172:0.05 173:0.68 177:0.05 181:0.98 186:0.89 187:0.68 189:0.92 191:0.91 202:0.95 206:0.81 215:0.79 216:0.69 235:0.22 238:0.99 241:0.87 243:0.51 248:0.97 256:0.96 259:0.21 260:0.98 261:0.89 265:0.16 267:0.85 268:0.97 271:0.64 283:0.82 285:0.62 297:0.36\n1 12:0.51 17:0.53 21:0.22 27:0.45 28:0.47 30:0.45 34:0.39 36:0.67 37:0.50 43:0.32 55:0.71 66:0.34 69:0.68 70:0.31 81:0.87 91:0.11 98:0.57 108:0.52 123:0.49 124:0.71 126:0.54 127:0.31 129:0.81 133:0.67 135:0.88 145:0.45 146:0.81 147:0.84 149:0.52 150:0.73 154:0.24 159:0.62 161:0.89 163:0.94 167:0.49 172:0.41 173:0.55 177:0.05 178:0.55 179:0.58 181:0.98 187:0.68 212:0.37 215:0.79 216:0.77 235:0.22 241:0.21 242:0.82 243:0.51 245:0.66 247:0.12 259:0.21 265:0.59 266:0.71 267:0.28 271:0.64 276:0.53 297:0.36 300:0.25\n2 7:0.81 8:0.78 12:0.51 17:0.38 21:0.47 27:0.21 28:0.47 30:0.10 34:0.67 36:0.86 37:0.74 43:0.52 55:0.52 66:0.30 69:0.15 70:0.87 78:0.76 81:0.81 91:0.23 98:0.60 104:0.84 106:0.81 108:0.87 111:0.75 120:0.84 123:0.86 124:0.89 126:0.54 127:0.78 129:0.96 133:0.90 135:0.17 140:0.45 146:0.45 147:0.52 149:0.76 150:0.61 151:0.80 153:0.92 154:0.41 159:0.88 161:0.89 162:0.70 164:0.83 167:0.52 169:0.84 172:0.78 173:0.08 177:0.05 179:0.27 181:0.98 187:0.39 202:0.76 206:0.81 212:0.30 215:0.63 216:0.95 230:0.87 233:0.76 235:0.52 241:0.39 242:0.82 243:0.15 245:0.87 247:0.12 248:0.77 256:0.77 259:0.21 260:0.85 265:0.61 266:0.91 267:0.88 268:0.79 271:0.64 276:0.86 283:0.82 285:0.62 297:0.36 300:0.84\n0 8:0.74 12:0.51 17:0.18 21:0.40 25:0.88 27:0.13 28:0.47 34:0.40 36:0.55 37:0.65 81:0.83 91:0.85 104:0.73 120:0.80 126:0.54 135:0.54 140:0.80 150:0.63 151:0.66 153:0.48 161:0.89 162:0.57 164:0.88 167:0.82 175:0.75 178:0.42 181:0.98 191:0.88 202:0.85 215:0.67 216:0.14 220:0.62 235:0.42 241:0.85 244:0.61 248:0.72 256:0.85 257:0.65 259:0.21 260:0.80 267:0.91 268:0.85 271:0.64 277:0.69 285:0.62 297:0.36\n2 6:0.91 7:0.81 8:0.88 12:0.51 17:0.30 20:0.96 21:0.40 27:0.21 28:0.47 30:0.45 34:0.34 36:0.63 37:0.74 43:0.52 55:0.71 66:0.07 69:0.15 70:0.66 78:0.77 81:0.83 91:0.89 98:0.33 100:0.88 104:0.91 106:0.81 108:0.99 111:0.80 120:0.93 123:0.95 124:0.98 126:0.54 127:0.98 129:1.00 133:0.98 135:0.47 140:0.45 146:0.25 147:0.31 149:0.85 150:0.63 151:0.79 152:0.96 153:0.90 154:0.41 159:0.98 161:0.89 162:0.64 164:0.96 167:0.51 169:0.83 172:0.94 173:0.05 177:0.05 179:0.10 181:0.98 186:0.78 187:0.39 189:0.93 191:0.84 202:0.94 206:0.81 212:0.41 215:0.67 216:0.95 220:0.62 230:0.65 233:0.63 235:0.42 238:0.98 241:0.35 242:0.82 243:0.05 245:0.98 247:0.12 248:0.89 256:0.94 259:0.21 260:0.93 261:0.88 265:0.32 266:0.97 267:0.69 268:0.95 271:0.64 276:0.99 283:0.82 285:0.62 297:0.36 300:0.94\n2 6:0.88 7:0.81 8:0.84 12:0.51 17:0.07 20:0.95 21:0.30 27:0.28 28:0.47 30:0.41 32:0.80 34:0.21 36:0.33 37:0.62 43:0.47 55:0.84 66:0.10 69:0.39 70:0.36 78:0.75 81:0.85 91:0.84 98:0.38 100:0.82 104:0.58 108:0.71 111:0.76 120:0.91 123:0.81 124:0.86 126:0.54 127:0.88 129:0.93 133:0.84 135:0.18 140:0.45 145:0.77 146:0.30 147:0.36 149:0.53 150:0.68 151:0.83 152:0.88 153:0.96 154:0.36 159:0.57 161:0.89 162:0.79 163:0.94 164:0.94 167:0.83 169:0.79 172:0.27 173:0.37 177:0.05 179:0.79 181:0.98 186:0.76 189:0.89 191:0.91 195:0.74 202:0.89 212:0.54 215:0.72 216:0.40 230:0.87 233:0.76 235:0.31 238:0.97 241:0.89 242:0.82 243:0.22 245:0.56 247:0.12 248:0.87 256:0.91 259:0.21 260:0.91 261:0.82 265:0.31 266:0.47 267:0.73 268:0.92 271:0.64 276:0.49 283:0.82 285:0.62 297:0.36 300:0.25\n1 1:0.66 10:0.96 11:0.64 12:0.69 17:0.32 18:0.89 21:0.22 22:0.93 26:0.98 27:0.56 29:0.77 30:0.76 33:0.97 34:0.87 36:0.24 37:0.60 39:0.78 43:0.62 44:0.92 45:0.98 47:0.93 56:0.97 58:0.93 64:0.77 66:0.53 69:0.83 70:0.53 71:0.81 74:0.61 77:0.89 81:0.73 82:0.99 83:0.69 86:0.83 88:0.99 89:0.99 91:0.10 97:0.89 98:0.79 99:0.99 101:0.97 102:0.97 108:0.68 114:0.88 117:0.86 122:0.98 123:0.66 124:0.66 126:0.54 127:0.58 129:0.05 131:0.61 133:0.62 135:0.66 139:0.83 141:0.91 144:0.57 145:0.70 146:0.92 147:0.60 149:0.66 150:0.54 154:0.24 155:0.50 157:0.94 158:0.73 159:0.69 165:0.88 166:0.88 170:0.79 172:0.92 173:0.77 174:0.97 176:0.70 177:0.96 178:0.55 179:0.18 182:0.89 187:0.95 192:0.51 195:0.84 197:0.97 199:0.98 201:0.66 208:0.64 212:0.69 216:0.76 219:0.88 222:0.90 223:0.98 224:0.93 225:0.98 227:0.61 229:0.61 231:0.82 234:0.91 235:0.68 236:0.95 239:0.95 240:0.95 241:0.15 242:0.14 243:0.23 244:0.61 245:0.96 246:0.92 247:0.98 253:0.63 254:0.90 257:0.65 259:0.21 262:0.93 264:0.98 265:0.79 266:0.38 267:0.36 274:0.91 275:0.99 276:0.92 279:0.74 282:0.80 287:0.61 290:0.88 291:0.97 292:0.95 294:0.99 300:0.70\n1 1:0.68 10:0.98 11:0.55 12:0.69 17:0.75 18:0.90 21:0.40 22:0.93 26:0.98 27:0.40 29:0.77 30:0.89 32:0.80 34:0.74 36:0.43 37:0.54 39:0.78 43:0.59 44:0.93 45:0.99 47:0.93 56:0.97 58:0.93 64:0.77 66:0.99 69:0.68 70:0.33 71:0.81 74:0.66 77:0.89 81:0.76 82:0.99 83:0.72 86:0.87 88:0.99 89:0.99 91:0.07 98:0.91 99:1.00 101:0.70 102:0.98 104:0.94 106:0.81 108:0.52 114:0.78 117:0.86 122:0.99 123:0.50 126:0.54 127:0.50 129:0.05 131:0.61 135:0.73 139:0.87 141:0.91 144:0.57 145:0.76 146:0.97 147:0.97 149:0.81 150:0.63 154:0.50 155:0.52 157:0.94 159:0.68 165:0.79 166:0.88 170:0.79 172:0.99 173:0.57 174:0.99 176:0.63 177:0.99 178:0.55 179:0.12 182:0.90 187:0.21 192:0.58 195:0.85 197:0.99 199:0.99 201:0.67 206:0.81 208:0.64 212:0.91 215:0.67 216:0.80 222:0.90 223:0.98 224:0.93 225:0.97 227:0.61 229:0.61 231:0.81 232:0.96 234:0.91 235:0.88 236:0.94 239:0.98 240:0.95 241:0.07 242:0.27 243:0.99 244:0.61 246:0.93 247:0.96 253:0.61 259:0.21 262:0.93 264:0.98 265:0.91 266:0.27 267:0.52 274:0.91 275:1.00 276:0.96 282:0.88 287:0.61 290:0.78 294:1.00 297:0.36 299:0.88 300:0.70\n1 1:0.58 10:0.95 11:0.55 12:0.69 17:0.36 18:0.69 21:0.22 26:0.98 27:0.42 29:0.77 30:0.89 33:0.97 34:0.30 36:0.32 37:0.66 39:0.78 43:0.27 45:0.96 56:0.97 58:0.93 66:0.77 69:0.10 70:0.36 71:0.81 74:0.37 80:0.98 81:0.38 82:0.98 83:0.54 86:0.70 88:0.99 89:0.98 91:0.31 98:0.75 99:0.83 101:0.70 102:0.94 108:0.09 122:0.98 123:0.09 124:0.40 126:0.26 127:0.41 129:0.05 131:0.61 133:0.37 135:0.80 139:0.67 141:0.91 144:0.57 145:0.63 146:0.76 147:0.80 149:0.57 150:0.37 154:0.53 155:0.50 157:0.79 159:0.43 165:0.63 166:0.61 170:0.79 172:0.83 173:0.20 174:0.95 177:0.99 178:0.55 179:0.34 182:0.73 187:0.95 192:0.47 193:0.95 195:0.69 197:0.97 199:0.98 201:0.55 204:0.80 208:0.49 212:0.82 216:0.52 222:0.90 223:0.98 224:0.93 225:0.97 227:0.61 229:0.61 231:0.66 234:0.91 235:0.31 236:0.91 239:0.94 240:0.95 241:0.18 242:0.24 243:0.79 244:0.61 245:0.82 246:0.61 247:0.84 253:0.33 254:0.80 259:0.21 264:0.98 265:0.75 266:0.63 267:0.44 274:0.91 275:0.98 276:0.73 287:0.61 291:0.97 294:0.98 300:0.55\n0 1:0.61 10:0.96 11:0.64 12:0.69 17:0.91 18:0.99 21:0.22 22:0.93 26:0.98 27:0.69 29:0.77 30:0.26 34:0.99 36:0.86 37:0.85 39:0.78 43:0.25 44:0.85 45:0.97 47:0.93 55:0.52 56:0.97 58:0.93 64:1.00 66:0.27 69:0.79 70:0.78 71:0.81 74:0.34 80:0.99 81:0.64 82:0.98 83:0.60 86:0.72 88:0.98 89:0.98 91:0.06 98:0.64 99:0.99 101:0.87 102:0.95 104:0.97 106:0.81 108:0.63 122:0.95 123:0.86 124:0.72 126:0.54 127:0.58 129:0.81 131:0.61 133:0.67 135:0.93 139:0.70 141:0.91 144:0.57 145:0.89 146:0.91 147:0.93 149:0.55 150:0.53 154:0.17 155:0.53 157:0.77 159:0.82 165:0.69 166:0.80 170:0.79 172:0.93 173:0.60 174:0.98 175:0.75 177:0.96 178:0.55 179:0.12 182:0.72 187:0.39 192:0.51 193:0.95 195:0.94 197:0.98 199:0.99 201:0.61 204:0.82 206:0.81 208:0.61 212:0.87 215:0.63 216:0.47 219:0.87 222:0.90 223:0.98 224:0.93 225:0.98 227:0.61 229:0.61 231:0.80 234:0.91 235:0.88 236:0.92 239:0.95 240:0.95 241:0.62 242:0.39 243:0.48 244:0.93 245:0.99 246:0.61 247:0.99 253:0.30 257:0.65 259:0.21 262:0.93 264:0.98 265:0.61 266:0.71 267:0.36 274:0.91 275:0.99 276:0.96 277:0.69 283:0.66 287:0.61 292:0.87 294:0.98 297:0.36 300:0.70\n0 8:0.91 9:0.71 10:0.95 11:0.46 12:0.69 17:0.61 18:0.84 21:0.30 23:0.98 26:0.98 27:0.66 29:0.77 30:0.75 31:0.94 34:0.73 36:0.97 37:0.96 39:0.78 43:0.17 45:0.93 58:0.99 62:0.97 64:0.77 66:0.95 69:0.15 70:0.48 71:0.81 74:0.26 79:0.94 81:0.28 83:0.60 86:0.65 89:0.99 91:0.82 98:0.97 101:0.52 108:0.12 122:0.98 123:0.12 126:0.22 127:0.74 128:0.96 129:0.05 131:0.86 135:0.76 137:0.94 139:0.63 140:0.45 141:0.99 143:0.99 146:0.81 147:0.84 149:0.14 150:0.31 151:0.57 153:0.48 154:0.28 155:0.55 157:0.61 159:0.37 162:0.69 166:0.80 168:0.96 170:0.79 172:0.86 173:0.31 174:0.94 177:0.99 179:0.39 182:0.61 190:0.99 191:0.87 192:0.56 196:0.88 197:0.96 199:0.97 202:0.72 205:0.98 208:0.54 212:0.80 216:0.24 220:0.91 222:0.90 223:0.98 224:0.98 225:0.97 227:0.89 229:0.61 231:0.75 234:0.97 235:0.31 239:0.92 240:0.95 241:0.80 242:0.18 243:0.95 244:0.93 246:0.61 247:0.91 248:0.60 253:0.23 254:0.80 255:0.70 256:0.73 259:0.21 264:0.98 265:0.97 266:0.27 267:0.19 268:0.75 274:0.98 275:0.97 276:0.77 284:0.96 285:0.50 287:0.61 294:0.98 300:0.55\n0 1:0.60 8:0.98 9:0.70 10:0.98 11:0.64 12:0.69 17:0.93 18:0.98 21:0.40 23:0.95 26:0.98 27:0.69 29:0.77 30:0.42 33:0.97 34:0.31 36:0.67 37:0.85 39:0.78 43:0.27 45:0.99 55:0.52 56:0.97 58:0.98 62:0.97 66:0.19 69:0.41 70:0.65 71:0.81 74:0.33 75:0.95 81:0.50 82:0.98 83:0.60 86:0.72 88:0.99 89:0.99 91:0.03 97:0.89 98:0.69 99:0.95 101:0.87 102:0.94 108:0.76 122:0.95 123:0.89 124:0.74 126:0.32 127:0.91 128:0.95 129:0.81 131:0.61 133:0.67 135:0.19 139:0.69 140:0.45 141:0.99 143:0.98 144:0.57 145:0.82 146:0.69 147:0.74 149:0.72 150:0.41 151:0.53 153:0.48 154:0.27 155:0.52 157:0.77 159:0.83 162:0.86 165:0.69 166:0.61 168:0.95 170:0.79 172:0.93 173:0.21 174:0.99 175:0.75 177:0.96 179:0.13 182:0.72 187:0.21 190:0.98 191:0.86 192:0.49 195:0.92 197:0.99 199:0.99 201:0.59 202:0.36 205:0.95 208:0.54 212:0.90 216:0.47 220:0.91 222:0.90 223:0.98 224:0.99 225:0.99 226:0.96 227:0.61 229:0.61 231:0.80 234:0.98 235:0.60 236:0.92 239:0.97 240:0.99 241:0.47 242:0.29 243:0.40 244:0.83 245:0.99 246:0.61 247:0.99 248:0.53 253:0.29 254:0.92 255:0.69 256:0.45 257:0.65 259:0.21 264:0.98 265:0.64 266:0.75 267:0.59 268:0.46 274:0.97 275:0.99 276:0.97 277:0.69 279:0.74 285:0.50 287:0.61 291:0.97 294:0.99 295:0.98 300:0.84\n0 10:0.92 11:0.55 12:0.69 17:0.90 18:0.99 21:0.22 22:0.93 26:0.98 27:0.69 29:0.77 30:0.33 34:0.97 36:0.87 37:0.85 39:0.78 43:0.22 45:0.94 47:0.93 55:0.52 58:0.93 64:0.77 66:0.32 69:0.79 70:0.79 71:0.81 74:0.34 81:0.51 86:0.72 89:0.98 91:0.07 98:0.66 101:0.70 104:0.97 106:0.81 108:0.63 122:0.95 123:0.86 124:0.67 126:0.32 127:0.56 129:0.59 131:0.61 133:0.66 135:0.69 139:0.69 141:0.91 144:0.57 145:0.69 146:0.91 147:0.93 149:0.53 150:0.48 154:0.14 157:0.77 159:0.81 166:0.79 170:0.79 172:0.93 173:0.61 174:0.97 175:0.75 177:0.96 178:0.55 179:0.13 182:0.72 187:0.39 192:0.47 195:0.93 197:0.97 199:0.97 201:0.60 202:0.36 206:0.81 212:0.87 215:0.79 216:0.47 219:0.87 222:0.90 223:0.98 224:0.93 225:0.98 227:0.61 229:0.61 231:0.80 234:0.91 235:0.52 239:0.91 240:0.95 241:0.55 242:0.44 243:0.51 244:0.93 245:0.98 246:0.61 247:0.99 253:0.30 257:0.65 259:0.21 262:0.93 264:0.98 265:0.63 266:0.71 267:0.28 274:0.91 275:0.98 276:0.95 277:0.69 283:0.67 287:0.61 292:0.88 294:0.96 297:0.36 300:0.70\n0 1:0.60 8:0.79 9:0.71 10:0.93 11:0.64 12:0.69 17:0.86 18:0.99 21:0.22 23:0.95 26:0.98 27:0.69 29:0.77 30:0.43 33:0.97 34:0.97 36:0.77 37:0.85 39:0.78 43:0.25 45:0.95 55:0.52 56:0.97 58:0.98 62:0.96 66:0.30 69:0.79 70:0.77 71:0.81 74:0.34 75:0.95 81:0.53 82:0.98 83:0.60 86:0.71 88:0.99 89:0.98 91:0.17 97:0.89 98:0.63 99:0.95 101:0.87 102:0.94 108:0.63 122:0.95 123:0.86 124:0.74 126:0.32 127:0.54 128:0.95 129:0.59 131:0.61 133:0.74 135:0.95 139:0.68 140:0.80 141:0.99 143:0.98 144:0.57 145:0.70 146:0.91 147:0.92 149:0.53 150:0.44 151:0.57 153:0.48 154:0.14 155:0.54 157:0.77 159:0.82 162:0.51 165:0.69 166:0.61 168:0.95 170:0.79 172:0.93 173:0.60 174:0.97 175:0.75 177:0.96 178:0.42 179:0.13 182:0.72 187:0.39 190:0.98 192:0.50 195:0.94 197:0.98 199:0.98 201:0.59 202:0.60 205:0.95 208:0.54 212:0.86 216:0.47 220:0.87 222:0.90 223:0.98 224:0.98 225:0.99 226:0.96 227:0.61 229:0.61 231:0.80 234:0.97 235:0.52 236:0.92 239:0.92 240:0.99 241:0.57 242:0.44 243:0.57 244:0.93 245:0.97 246:0.61 247:0.99 248:0.56 253:0.30 255:0.70 256:0.45 257:0.65 259:0.21 264:0.98 265:0.60 266:0.80 267:0.59 268:0.46 274:0.97 275:0.98 276:0.95 277:0.69 279:0.74 285:0.50 287:0.61 291:0.97 294:0.97 295:0.98 300:0.84\n0 10:0.92 11:0.55 12:0.69 17:0.89 18:0.99 21:0.22 26:0.98 27:0.69 29:0.77 30:0.43 32:0.63 34:0.97 36:0.79 37:0.85 39:0.78 43:0.20 45:0.93 55:0.52 58:0.93 66:0.29 69:0.79 70:0.78 71:0.81 74:0.34 81:0.41 86:0.71 89:0.98 91:0.03 98:0.63 101:0.70 104:0.99 106:0.81 108:0.63 122:0.95 123:0.86 124:0.69 126:0.26 127:0.62 129:0.59 131:0.61 133:0.66 135:0.89 139:0.68 141:0.91 144:0.57 145:0.97 146:0.91 147:0.92 149:0.42 150:0.43 154:0.14 157:0.77 159:0.83 166:0.61 170:0.79 172:0.93 173:0.60 174:0.97 175:0.75 177:0.96 178:0.55 179:0.14 182:0.72 187:0.39 192:0.44 195:0.94 197:0.97 199:0.97 201:0.54 206:0.81 212:0.86 215:0.67 216:0.47 222:0.90 223:0.97 224:0.93 225:0.98 227:0.61 229:0.61 231:0.80 234:0.91 235:0.68 239:0.90 240:0.95 241:0.37 242:0.43 243:0.51 244:0.93 245:0.98 246:0.61 247:0.99 253:0.30 257:0.65 259:0.21 264:0.98 265:0.60 266:0.71 267:0.59 274:0.91 275:0.98 276:0.95 277:0.69 283:0.67 287:0.61 294:0.96 297:0.99 300:0.70\n1 1:0.67 10:0.98 11:0.64 12:0.69 17:0.61 18:0.91 21:0.22 22:0.93 26:0.98 27:0.56 29:0.77 30:0.87 32:0.80 33:0.97 34:0.64 36:0.35 37:0.60 39:0.78 43:0.74 44:0.93 45:0.99 47:0.93 56:0.97 58:0.93 64:0.77 66:0.75 69:0.81 70:0.41 71:0.81 74:0.70 77:0.89 81:0.82 82:0.99 83:0.72 86:0.89 88:0.99 89:0.99 91:0.06 97:0.94 98:0.82 101:0.97 102:0.98 104:0.90 106:0.81 108:0.66 114:0.90 117:0.86 122:0.99 123:0.64 124:0.42 126:0.54 127:0.51 129:0.05 131:0.61 133:0.45 135:0.18 139:0.89 141:0.91 144:0.57 145:0.74 146:0.89 147:0.42 149:0.77 150:0.62 154:0.65 155:0.51 157:0.95 158:0.73 159:0.58 165:0.93 166:0.88 170:0.79 172:0.96 173:0.80 174:0.98 176:0.73 177:0.96 178:0.55 179:0.15 182:0.89 187:0.39 192:0.57 195:0.76 197:0.98 199:0.99 201:0.67 206:0.81 208:0.64 212:0.92 215:0.79 216:0.76 219:0.88 222:0.90 223:0.98 224:0.93 225:0.98 227:0.61 229:0.61 231:0.81 232:0.94 234:0.91 235:0.74 236:0.97 239:0.98 240:0.95 241:0.30 242:0.18 243:0.23 244:0.61 245:0.97 246:0.92 247:0.97 253:0.67 257:0.65 259:0.21 262:0.93 264:0.98 265:0.82 266:0.54 267:0.73 274:0.91 275:0.99 276:0.93 279:0.77 282:0.88 283:0.67 287:0.61 290:0.90 291:0.97 292:0.88 294:0.99 297:0.36 299:0.88 300:0.84\n1 1:0.65 10:0.97 11:0.82 12:0.69 17:0.53 18:0.91 21:0.40 22:0.93 26:0.98 27:0.56 29:0.77 30:0.87 32:0.72 33:0.97 34:0.95 36:0.20 37:0.60 39:0.78 43:0.70 44:0.92 45:0.98 47:0.93 56:0.97 58:0.93 64:0.77 66:0.98 69:0.58 70:0.37 71:0.81 74:0.69 77:0.70 81:0.78 82:0.99 83:0.91 85:0.72 86:0.91 88:0.99 89:0.98 91:0.15 98:0.87 99:0.99 101:1.00 102:0.97 104:0.91 106:0.81 108:0.44 114:0.82 117:0.86 122:0.99 123:0.42 126:0.54 127:0.40 129:0.05 131:0.61 135:0.68 139:0.89 141:0.91 144:0.57 145:0.72 146:0.87 147:0.89 149:0.77 150:0.59 154:0.60 155:0.50 157:0.95 159:0.45 165:0.88 166:0.88 170:0.79 172:0.94 173:0.58 174:0.96 176:0.70 177:0.99 178:0.55 179:0.19 182:0.89 187:0.21 192:0.55 195:0.68 197:0.97 199:0.98 201:0.66 206:0.81 208:0.64 212:0.88 215:0.67 216:0.76 222:0.90 223:0.98 224:0.93 225:0.98 227:0.61 229:0.61 231:0.81 232:0.95 234:0.91 235:0.80 236:0.95 239:0.96 240:0.95 241:0.18 242:0.16 243:0.98 246:0.92 247:0.94 253:0.63 259:0.21 262:0.93 264:0.98 265:0.87 266:0.27 267:0.36 274:0.91 275:0.98 276:0.88 282:0.80 287:0.61 290:0.82 291:0.97 294:0.99 297:0.36 300:0.70\n0 1:0.60 8:0.92 9:0.71 10:0.92 11:0.55 12:0.69 17:0.92 18:0.98 21:0.54 23:0.98 26:0.98 27:0.69 29:0.77 30:0.37 31:0.90 34:0.24 36:0.99 37:0.85 39:0.78 43:0.22 45:0.95 55:0.52 56:0.97 58:0.99 62:0.96 66:0.26 69:0.45 70:0.87 71:0.81 74:0.34 79:0.89 81:0.50 83:0.60 86:0.71 89:0.99 91:0.70 96:0.73 98:0.60 99:0.95 101:0.70 108:0.72 122:0.95 123:0.88 124:0.82 126:0.32 127:0.95 128:0.96 129:0.81 131:0.92 133:0.83 135:0.61 137:0.90 139:0.68 140:0.80 141:0.99 143:0.99 144:0.57 145:0.79 146:0.54 147:0.60 149:0.49 150:0.41 151:0.64 153:0.72 154:0.13 155:0.55 157:0.76 159:0.87 162:0.73 165:0.69 166:0.61 168:0.96 170:0.79 172:0.93 173:0.20 174:0.98 175:0.75 177:0.96 179:0.14 182:0.72 190:0.99 191:0.85 192:0.51 195:0.95 196:0.89 197:0.97 199:0.98 201:0.59 202:0.83 205:0.98 208:0.54 212:0.83 216:0.47 220:0.82 222:0.90 223:0.98 224:0.98 225:0.99 227:0.93 229:0.61 231:0.82 234:0.97 235:0.80 236:0.92 239:0.90 240:0.99 241:0.82 242:0.39 243:0.12 244:0.93 245:0.98 246:0.61 247:1.00 248:0.62 253:0.48 255:0.70 256:0.87 257:0.65 259:0.21 264:0.98 265:0.57 266:0.92 267:0.73 268:0.86 274:0.98 275:0.98 276:0.96 277:0.69 284:0.93 285:0.61 287:0.61 294:0.96 300:0.84\n2 6:0.96 7:0.81 8:0.85 11:0.57 12:0.51 17:0.79 20:0.78 21:0.47 27:0.06 28:0.99 30:0.33 34:0.39 36:0.49 37:0.86 39:0.39 43:0.80 55:0.45 66:0.06 69:0.62 70:0.94 74:0.92 76:0.99 77:0.70 78:0.96 81:0.47 85:0.80 91:0.46 96:0.78 98:0.26 100:0.93 101:0.72 108:0.47 111:0.94 114:0.66 117:0.86 121:0.90 122:0.67 123:0.66 124:0.85 126:0.32 127:0.50 129:0.81 133:0.83 135:0.94 140:0.45 145:0.59 146:0.45 147:0.52 149:0.67 150:0.38 151:0.61 152:0.76 153:0.48 154:0.74 155:0.67 158:0.85 159:0.78 161:0.88 162:0.86 167:0.68 169:0.91 172:0.45 173:0.41 176:0.56 177:0.38 179:0.50 181:0.47 186:0.95 187:0.87 189:0.97 190:0.77 191:0.82 192:0.59 195:0.93 202:0.54 204:0.89 208:0.64 212:0.50 216:0.76 220:0.93 222:0.48 230:0.87 232:0.91 233:0.76 235:0.52 238:0.86 241:0.68 242:0.41 243:0.40 245:0.72 247:0.60 248:0.60 253:0.83 256:0.58 259:0.21 261:0.82 265:0.25 266:0.92 267:0.82 268:0.63 276:0.62 277:0.69 282:0.84 285:0.50 290:0.66 300:0.84\n1 1:0.74 7:0.78 8:0.58 11:0.57 12:0.51 17:0.49 21:0.40 27:0.37 28:0.99 30:0.28 32:0.80 34:0.99 36:0.26 37:0.28 39:0.39 43:0.98 60:0.87 66:0.67 69:0.15 70:0.74 74:0.92 76:0.94 77:0.70 81:0.82 83:0.83 85:0.88 91:0.46 98:0.76 101:0.81 104:0.58 108:0.12 114:0.82 123:0.12 124:0.45 126:0.54 127:0.59 129:0.05 133:0.39 135:0.58 145:0.76 146:0.67 147:0.72 149:0.89 150:0.88 154:0.98 155:0.67 158:0.87 159:0.37 161:0.88 165:0.83 167:0.56 172:0.63 173:0.30 176:0.73 177:0.38 178:0.55 179:0.62 181:0.47 187:0.21 192:0.59 195:0.62 201:0.74 208:0.64 212:0.75 215:0.67 216:0.22 222:0.48 230:0.81 232:0.79 233:0.76 235:0.52 241:0.47 242:0.45 243:0.72 245:0.72 247:0.60 253:0.75 259:0.21 265:0.76 266:0.47 267:0.52 276:0.56 279:0.86 282:0.88 283:0.71 290:0.82 297:0.36 299:0.88 300:0.55\n1 7:0.81 8:0.59 9:0.80 11:0.57 12:0.51 17:0.79 21:0.78 27:0.37 28:0.99 30:0.33 34:0.75 36:0.27 37:0.36 39:0.39 41:0.82 43:0.89 66:0.46 69:0.49 70:0.55 74:0.85 83:0.76 85:0.88 91:0.46 96:0.80 98:0.62 101:0.78 104:0.58 108:0.72 120:0.69 121:0.90 122:0.67 123:0.70 124:0.57 127:0.37 129:0.59 133:0.47 135:0.42 140:0.45 145:0.72 146:0.24 147:0.30 149:0.79 151:0.87 153:0.48 154:0.87 155:0.67 159:0.51 161:0.88 162:0.86 164:0.57 167:0.54 172:0.45 173:0.44 177:0.38 179:0.65 181:0.47 187:0.21 192:0.59 202:0.36 204:0.89 208:0.64 212:0.40 216:0.15 222:0.48 230:0.83 232:0.79 233:0.66 235:0.31 241:0.39 242:0.31 243:0.45 245:0.70 247:0.60 248:0.78 253:0.84 255:0.79 256:0.45 259:0.21 260:0.70 265:0.63 266:0.63 267:0.36 268:0.46 276:0.44 285:0.62 300:0.43\n1 11:0.57 12:0.51 17:0.20 21:0.64 27:0.45 28:0.99 30:0.58 32:0.75 34:0.79 36:0.17 37:0.50 39:0.39 43:0.77 55:0.84 66:0.36 69:0.80 70:0.60 74:0.49 81:0.45 85:0.72 91:0.09 98:0.27 101:0.70 108:0.64 123:0.61 124:0.77 126:0.32 127:0.55 129:0.05 133:0.74 135:0.88 145:0.45 146:0.48 147:0.05 149:0.54 150:0.37 154:0.69 159:0.73 161:0.88 163:0.92 167:0.63 172:0.27 173:0.69 177:0.05 178:0.55 179:0.87 181:0.47 187:0.68 195:0.87 212:0.37 215:0.53 216:0.77 222:0.48 235:0.74 241:0.61 242:0.40 243:0.18 245:0.47 247:0.47 253:0.41 257:0.65 259:0.21 265:0.30 266:0.47 267:0.44 276:0.32 283:0.71 297:0.36 300:0.43\n2 1:0.74 7:0.81 11:0.57 12:0.51 17:0.55 21:0.30 27:0.37 28:0.99 30:0.30 32:0.80 34:0.95 36:0.29 37:0.28 39:0.39 43:0.98 60:0.95 66:0.17 69:0.12 70:0.87 74:0.94 77:0.70 81:0.86 83:0.84 85:0.90 91:0.38 98:0.49 101:0.81 104:0.58 106:0.81 108:0.10 114:0.86 117:0.86 121:0.90 123:0.64 124:0.70 126:0.54 127:0.74 129:0.59 133:0.64 135:0.61 145:0.72 146:0.44 147:0.51 149:0.90 150:0.91 154:0.98 155:0.67 158:0.92 159:0.50 161:0.88 165:0.84 167:0.54 172:0.54 173:0.22 176:0.73 177:0.38 178:0.55 179:0.60 181:0.47 187:0.21 192:0.59 195:0.69 201:0.74 204:0.89 206:0.81 208:0.64 212:0.51 215:0.72 216:0.22 222:0.48 230:0.87 232:0.79 233:0.76 235:0.42 241:0.39 242:0.24 243:0.51 245:0.75 247:0.67 253:0.77 259:0.21 265:0.42 266:0.71 267:0.36 276:0.60 279:0.86 282:0.88 283:0.82 290:0.86 297:0.36 299:0.88 300:0.70\n3 1:0.74 6:0.88 7:0.81 8:0.74 9:0.80 11:0.57 12:0.51 17:0.85 20:0.83 21:0.30 27:0.33 28:0.99 30:0.55 32:0.75 34:0.83 36:0.19 37:0.57 39:0.39 41:0.88 43:0.77 55:0.59 60:0.87 66:0.35 69:0.54 70:0.78 74:0.95 78:0.96 81:0.86 83:0.83 85:0.90 91:0.57 96:0.82 98:0.33 100:0.90 101:0.77 104:0.96 106:0.81 108:0.42 111:0.93 114:0.86 120:0.72 121:0.90 122:0.67 123:0.40 124:0.81 126:0.54 127:0.42 129:0.81 133:0.83 135:0.89 140:0.45 145:0.58 146:0.61 147:0.66 149:0.80 150:0.91 151:0.87 152:0.79 153:0.48 154:0.70 155:0.67 158:0.92 159:0.74 161:0.88 162:0.86 164:0.67 165:0.84 167:0.58 169:0.87 172:0.57 173:0.35 176:0.73 177:0.38 179:0.47 181:0.47 186:0.96 187:0.39 189:0.90 192:0.59 195:0.90 201:0.74 202:0.50 204:0.89 206:0.81 208:0.64 212:0.69 215:0.72 216:0.31 220:0.87 222:0.48 230:0.87 233:0.76 235:0.42 238:0.83 241:0.52 242:0.53 243:0.51 245:0.70 247:0.60 248:0.79 253:0.88 255:0.79 256:0.58 259:0.21 260:0.73 261:0.85 265:0.35 266:0.75 267:0.36 268:0.59 276:0.62 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.70\n1 1:0.74 6:0.91 7:0.81 8:0.84 9:0.80 11:0.57 12:0.51 17:0.93 20:0.82 21:0.22 27:0.63 28:0.99 30:0.27 32:0.80 34:0.64 36:0.24 37:0.88 39:0.39 41:0.92 43:0.85 55:0.52 60:0.97 66:0.69 69:0.63 70:0.89 74:0.96 77:0.89 78:0.97 81:0.94 83:0.89 85:0.94 91:0.75 96:0.73 98:0.64 100:0.84 101:0.83 104:0.58 108:0.79 111:0.94 114:0.69 120:0.61 121:0.90 122:0.67 123:0.77 124:0.47 126:0.54 127:0.76 129:0.81 133:0.67 135:0.54 138:0.96 140:0.80 145:0.74 146:0.13 147:0.18 149:0.88 150:0.97 151:0.64 152:0.79 153:0.72 154:0.81 155:0.67 158:0.87 159:0.66 161:0.88 162:0.63 164:0.68 165:0.88 167:0.81 169:0.82 172:0.84 173:0.55 176:0.56 177:0.38 178:0.42 179:0.37 181:0.47 186:0.97 189:0.92 192:0.59 195:0.81 201:0.74 202:0.62 204:0.89 208:0.64 212:0.85 215:0.72 216:0.13 220:0.82 222:0.48 230:0.84 232:0.79 233:0.69 235:0.68 238:0.81 241:0.81 242:0.60 243:0.10 245:0.82 247:0.60 248:0.66 253:0.79 255:0.79 256:0.58 259:0.21 260:0.61 261:0.86 265:0.65 266:0.71 267:0.89 268:0.62 276:0.74 279:0.86 282:0.88 283:0.71 285:0.62 286:0.99 290:0.69 297:0.36 298:0.99 299:0.88 300:0.84\n2 1:0.74 7:0.81 8:0.88 11:0.57 12:0.51 17:0.85 21:0.22 27:0.63 28:0.99 30:0.21 32:0.80 34:0.96 36:0.34 37:0.88 39:0.39 43:0.33 66:0.45 69:0.91 70:0.88 74:0.93 77:1.00 81:0.96 83:0.79 85:0.96 91:0.10 98:0.40 101:0.80 104:0.58 106:0.81 108:0.92 114:0.90 117:0.86 121:0.99 122:0.57 123:0.92 124:0.80 126:0.54 127:0.70 129:0.59 133:0.82 135:0.89 145:0.67 146:0.56 147:0.05 149:0.84 150:0.98 154:0.24 155:0.67 159:0.87 161:0.88 165:0.91 167:0.46 172:0.82 173:0.76 176:0.73 177:0.05 178:0.55 179:0.28 181:0.47 187:0.39 192:0.59 195:0.96 201:0.74 204:0.89 206:0.81 208:0.64 212:0.71 215:0.79 216:0.13 222:0.48 230:0.87 232:0.79 233:0.76 235:0.80 241:0.02 242:0.29 243:0.06 245:0.87 247:0.67 253:0.77 257:0.65 259:0.21 265:0.42 266:0.87 267:0.23 276:0.82 282:0.88 290:0.90 297:0.36 299:1.00 300:0.84\n2 1:0.74 6:0.86 7:0.81 8:0.63 9:0.80 11:0.57 12:0.51 17:0.90 20:0.84 21:0.54 27:0.55 28:0.99 30:0.31 32:0.80 34:0.80 36:0.28 39:0.39 41:0.90 43:0.92 66:0.47 69:0.19 70:0.84 74:0.92 76:0.85 77:0.96 78:0.96 81:0.73 83:0.78 85:0.95 91:0.78 96:0.85 98:0.72 100:0.92 101:0.84 104:0.58 108:0.79 111:0.93 114:0.77 120:0.82 121:0.90 123:0.77 124:0.67 126:0.54 127:0.97 129:0.81 133:0.67 135:0.34 140:0.80 145:0.83 146:0.27 147:0.33 149:0.92 150:0.81 151:0.87 152:0.80 153:0.48 154:0.91 155:0.67 159:0.64 161:0.88 162:0.80 164:0.80 165:0.79 167:0.84 169:0.89 172:0.75 173:0.20 176:0.73 177:0.38 179:0.41 181:0.47 186:0.95 189:0.88 192:0.59 195:0.79 201:0.74 202:0.71 204:0.89 208:0.64 212:0.49 215:0.58 216:0.09 220:0.74 222:0.48 230:0.87 232:0.79 233:0.76 235:0.68 238:0.84 241:0.88 242:0.27 243:0.21 245:0.87 247:0.67 248:0.83 253:0.89 255:0.79 256:0.73 259:0.21 260:0.82 261:0.87 265:0.72 266:0.54 267:0.52 268:0.76 276:0.77 282:0.88 283:0.71 285:0.62 290:0.77 297:0.36 299:0.97 300:0.70\n2 1:0.74 11:0.57 12:0.51 17:0.93 21:0.54 27:0.72 28:0.99 30:0.36 32:0.80 34:0.29 36:0.22 39:0.39 43:0.90 55:0.59 60:0.87 66:0.67 69:0.47 70:0.78 74:0.88 77:0.70 81:0.73 83:0.82 85:0.80 87:0.98 91:0.06 98:0.71 101:0.75 104:0.94 106:0.81 108:0.65 114:0.77 117:0.86 123:0.63 124:0.45 126:0.54 127:0.38 129:0.59 133:0.47 135:0.30 145:0.52 146:0.26 147:0.32 149:0.79 150:0.81 154:0.89 155:0.67 158:0.92 159:0.46 161:0.88 165:0.79 167:0.55 172:0.70 173:0.44 176:0.73 177:0.38 178:0.55 179:0.46 181:0.47 187:0.21 192:0.59 195:0.70 201:0.74 206:0.81 208:0.64 212:0.71 215:0.58 216:0.17 222:0.48 232:0.77 235:0.68 241:0.43 242:0.71 243:0.29 245:0.78 247:0.60 253:0.72 259:0.21 265:0.71 266:0.54 267:0.28 276:0.63 279:0.86 282:0.88 283:0.82 290:0.77 297:0.36 299:0.88 300:0.70\n2 1:0.74 7:0.81 11:0.57 12:0.51 17:0.82 27:0.09 28:0.99 30:0.42 32:0.80 34:0.90 36:0.75 37:0.84 39:0.39 43:0.95 55:0.84 60:0.87 66:0.62 69:0.12 70:0.56 74:0.84 77:0.89 81:0.99 83:0.88 85:0.88 91:0.58 98:0.62 101:0.78 104:0.88 106:0.81 108:0.10 114:0.98 117:0.86 121:0.90 123:0.10 124:0.52 126:0.54 127:0.57 129:0.59 133:0.64 135:0.71 145:0.72 146:0.75 147:0.79 149:0.83 150:1.00 154:0.95 155:0.67 158:0.92 159:0.60 161:0.88 163:0.75 165:0.92 167:0.57 172:0.57 173:0.16 176:0.73 177:0.38 178:0.55 179:0.68 181:0.47 187:0.21 192:0.59 195:0.76 201:0.74 204:0.89 206:0.81 208:0.64 212:0.23 215:0.96 216:0.45 222:0.48 230:0.87 232:0.92 233:0.76 235:0.05 241:0.49 242:0.45 243:0.68 245:0.61 247:0.67 253:0.78 259:0.21 265:0.63 266:0.71 267:0.82 276:0.50 279:0.86 282:0.88 283:0.82 290:0.98 297:0.36 299:0.97 300:0.43\n3 1:0.74 6:0.87 7:0.81 8:0.77 9:0.80 11:0.57 12:0.51 17:0.79 20:0.98 21:0.64 27:0.37 28:0.99 30:0.43 32:0.80 34:0.83 36:0.29 37:0.36 39:0.39 41:0.90 43:0.89 60:0.87 66:0.23 69:0.52 70:0.73 74:0.98 77:0.70 78:0.98 81:0.70 83:0.81 85:0.96 91:0.85 96:0.88 98:0.71 100:0.97 101:0.85 104:0.58 108:0.40 111:0.97 114:0.72 120:0.79 121:0.90 122:0.57 123:0.69 124:0.55 126:0.54 127:0.47 129:0.59 133:0.47 135:0.61 140:0.45 145:0.72 146:0.61 147:0.66 149:0.96 150:0.75 151:0.97 152:0.96 153:0.88 154:0.87 155:0.67 158:0.92 159:0.52 161:0.88 162:0.73 164:0.81 167:0.83 169:0.94 172:0.76 173:0.49 176:0.73 177:0.38 179:0.35 181:0.47 186:0.98 189:0.90 191:0.76 192:0.59 195:0.72 201:0.74 202:0.74 204:0.89 208:0.64 212:0.77 215:0.53 216:0.15 222:0.48 230:0.83 232:0.79 233:0.66 235:0.84 238:0.89 241:0.85 242:0.28 243:0.61 245:0.90 247:0.60 248:0.86 253:0.92 255:0.79 256:0.75 259:0.21 260:0.80 261:0.95 265:0.52 266:0.54 267:0.65 268:0.78 276:0.75 279:0.86 282:0.88 283:0.82 285:0.62 290:0.72 297:0.36 299:0.88 300:0.55\n0 12:0.51 17:0.18 21:0.78 27:0.45 28:0.99 30:0.09 34:0.87 36:0.17 37:0.50 39:0.39 43:0.30 55:0.45 66:0.44 69:0.83 70:0.99 74:0.80 77:0.70 91:0.37 98:0.21 108:0.68 122:0.57 123:0.66 124:0.76 127:0.51 129:0.05 133:0.74 135:0.90 145:0.52 146:0.38 147:0.40 149:0.25 154:0.64 159:0.74 161:0.88 167:0.52 172:0.37 173:0.72 177:0.05 178:0.55 179:0.78 181:0.47 187:0.68 195:0.89 212:0.52 216:0.77 222:0.48 235:0.52 241:0.30 242:0.42 243:0.25 245:0.52 247:0.47 253:0.57 254:0.74 257:0.65 259:0.21 265:0.23 266:0.54 267:0.52 276:0.39 282:0.84 300:0.84\n3 1:0.74 6:0.86 7:0.81 8:0.71 9:0.80 11:0.57 12:0.51 17:0.95 20:0.87 21:0.30 27:0.34 28:0.99 30:0.28 32:0.80 34:0.75 36:0.33 37:0.38 39:0.39 41:0.90 43:0.78 60:0.87 66:0.36 69:0.77 70:0.88 74:0.85 77:0.98 78:0.98 81:0.89 83:0.86 85:0.94 91:0.33 96:0.85 98:0.32 100:0.95 101:0.77 104:0.87 108:0.89 111:0.96 114:0.68 120:0.76 121:0.90 123:0.88 124:0.92 126:0.54 127:0.69 129:0.89 133:0.93 135:0.58 138:0.96 140:0.45 145:0.98 146:0.13 147:0.18 149:0.82 150:0.93 151:0.94 152:0.82 153:0.80 154:0.71 155:0.67 158:0.92 159:0.88 161:0.88 162:0.86 164:0.74 165:0.83 167:0.55 169:0.93 172:0.70 173:0.51 176:0.56 177:0.38 179:0.40 181:0.47 186:0.98 187:0.21 189:0.88 191:0.73 192:0.59 195:0.97 201:0.74 202:0.60 204:0.89 208:0.64 212:0.51 215:0.67 216:0.40 222:0.48 230:0.87 232:0.91 233:0.76 235:0.52 238:0.84 241:0.43 242:0.57 243:0.11 245:0.71 247:0.60 248:0.84 253:0.87 255:0.79 256:0.64 259:0.21 260:0.77 261:0.91 265:0.35 266:0.95 267:0.76 268:0.68 276:0.75 279:0.86 282:0.88 283:0.82 285:0.62 290:0.68 297:0.36 299:1.00 300:0.84\n1 1:0.74 6:0.86 7:0.81 8:0.69 9:0.80 11:0.57 12:0.51 17:0.93 20:0.98 21:0.40 27:0.37 28:0.99 30:0.19 32:0.80 34:0.86 36:0.40 37:0.28 39:0.39 41:0.93 43:0.98 60:0.87 66:0.35 69:0.17 70:0.85 74:0.99 76:0.85 77:0.70 78:0.97 81:0.84 83:0.87 85:0.95 91:0.80 96:0.91 98:0.81 100:0.93 101:0.84 104:0.58 108:0.14 111:0.95 114:0.82 120:0.85 121:0.99 122:0.67 123:0.70 124:0.61 126:0.54 127:0.79 129:0.59 133:0.47 135:0.68 140:0.45 145:0.54 146:0.69 147:0.74 149:0.95 150:0.89 151:0.97 152:0.94 153:0.90 154:0.98 155:0.67 158:0.92 159:0.65 161:0.88 162:0.82 164:0.81 165:0.81 167:0.83 169:0.90 172:0.75 173:0.18 176:0.73 177:0.38 179:0.34 181:0.47 186:0.97 189:0.89 192:0.59 195:0.78 201:0.74 202:0.71 204:0.89 208:0.64 212:0.61 215:0.67 216:0.22 222:0.48 230:0.87 232:0.79 233:0.76 235:0.60 238:0.83 241:0.84 242:0.55 243:0.51 245:0.94 247:0.47 248:0.91 253:0.95 255:0.79 256:0.73 259:0.21 260:0.86 261:0.93 265:0.55 266:0.54 267:0.87 268:0.76 276:0.81 279:0.86 282:0.88 283:0.82 285:0.62 290:0.82 297:0.36 299:0.88 300:0.55\n2 6:0.85 8:0.75 12:0.06 17:0.15 20:0.78 21:0.13 28:0.87 30:0.68 34:0.37 36:0.34 37:0.99 43:0.31 55:0.59 66:0.32 69:0.71 70:0.31 78:0.77 81:0.96 91:0.87 98:0.49 100:0.78 104:0.86 106:0.81 108:0.54 111:0.76 120:0.94 123:0.68 124:0.61 126:0.54 127:0.35 129:0.59 132:0.97 133:0.47 135:0.24 140:0.45 145:0.44 146:0.40 147:0.47 149:0.41 150:0.95 151:0.75 152:0.84 153:0.86 154:0.23 159:0.32 161:0.50 162:0.72 163:0.75 164:0.96 167:0.92 169:0.76 172:0.21 173:0.81 177:0.05 179:0.85 181:0.66 186:0.78 187:0.39 189:0.90 191:0.91 202:0.92 206:0.81 212:0.42 215:0.84 216:1.00 220:0.62 235:0.12 238:0.86 241:0.77 242:0.82 243:0.49 245:0.54 247:0.12 248:0.91 256:0.93 259:0.21 260:0.94 261:0.77 265:0.46 266:0.27 267:0.36 268:0.95 271:0.59 276:0.33 283:0.60 285:0.62 297:0.36 300:0.25\n2 6:0.85 8:0.72 12:0.06 17:0.16 20:0.82 21:0.13 28:0.87 30:0.68 34:0.37 36:0.35 37:0.99 43:0.31 55:0.59 66:0.32 69:0.71 70:0.31 78:0.75 81:0.96 91:0.93 98:0.49 100:0.78 104:0.86 106:0.81 108:0.54 111:0.75 120:0.94 123:0.68 124:0.61 126:0.54 127:0.35 129:0.59 132:0.97 133:0.47 135:0.26 140:0.45 145:0.44 146:0.34 147:0.41 149:0.41 150:0.95 151:0.75 152:0.84 153:0.86 154:0.23 159:0.32 161:0.50 162:0.72 163:0.97 164:0.96 167:0.92 169:0.76 172:0.21 173:0.81 177:0.05 179:0.85 181:0.66 186:0.76 187:0.39 189:0.89 191:0.87 202:0.92 206:0.81 212:0.42 215:0.84 216:1.00 220:0.62 235:0.12 238:0.87 241:0.77 242:0.82 243:0.49 245:0.54 247:0.12 248:0.91 256:0.93 259:0.21 260:0.94 261:0.77 265:0.38 266:0.38 267:0.69 268:0.95 271:0.59 276:0.32 283:0.60 285:0.62 297:0.36 300:0.25\n1 6:0.88 7:0.81 8:0.72 12:0.06 17:0.79 20:0.85 21:0.47 27:0.04 28:0.87 30:0.58 32:0.80 34:0.52 36:0.98 37:0.42 43:0.51 55:0.71 66:0.93 69:0.21 70:0.46 78:0.79 81:0.91 91:0.89 98:1.00 100:0.81 104:0.58 108:0.17 111:0.78 120:0.95 123:0.16 126:0.54 127:0.95 129:0.05 135:0.39 140:0.45 145:0.74 146:0.93 147:0.95 149:0.76 150:0.84 151:0.83 152:0.80 153:0.96 154:0.40 159:0.57 161:0.50 162:0.77 164:0.97 167:0.97 169:0.79 172:0.82 173:0.24 177:0.05 179:0.49 181:0.66 186:0.79 189:0.89 191:0.93 195:0.73 202:0.95 212:0.58 215:0.63 216:0.29 230:0.87 233:0.76 235:0.52 238:0.89 241:0.83 242:0.82 243:0.94 247:0.12 248:0.93 256:0.95 259:0.21 260:0.95 261:0.79 265:1.00 266:0.54 267:0.82 268:0.97 271:0.59 276:0.73 283:0.82 285:0.62 297:0.36 300:0.43\n1 6:0.97 8:0.96 12:0.06 17:0.03 20:0.78 21:0.13 25:0.88 27:0.30 28:0.87 30:0.21 34:0.28 36:0.72 37:0.85 43:0.37 55:0.52 66:0.69 69:0.60 70:0.50 78:0.90 81:0.96 91:0.95 98:0.39 100:0.88 104:0.57 108:0.91 111:0.94 120:0.98 123:0.90 124:0.41 126:0.54 127:0.87 129:0.59 132:0.97 133:0.47 135:0.42 140:0.45 145:0.47 146:0.05 147:0.05 149:0.28 150:0.95 151:0.85 152:0.76 153:0.98 154:0.28 159:0.78 161:0.50 162:0.68 163:0.81 164:0.98 167:0.99 169:0.95 172:0.41 173:0.43 177:0.05 179:0.89 181:0.66 186:0.81 189:0.98 191:0.98 202:0.96 212:0.16 215:0.84 216:0.88 235:0.12 238:0.99 241:0.92 242:0.82 243:0.18 245:0.46 247:0.12 248:0.97 256:0.97 259:0.21 260:0.98 261:0.78 265:0.41 266:0.54 267:0.89 268:0.97 271:0.59 276:0.21 283:0.60 285:0.62 297:0.36 300:0.33\n2 6:0.81 7:0.81 8:0.67 12:0.06 17:0.38 20:0.77 21:0.47 27:0.21 28:0.87 30:0.52 34:0.37 36:0.81 37:0.74 43:0.51 55:0.71 66:0.53 69:0.19 70:0.59 78:0.74 81:0.91 91:0.38 98:0.78 100:0.77 104:0.93 106:0.81 108:0.15 111:0.74 120:0.80 123:0.15 124:0.65 126:0.54 127:0.76 129:0.81 133:0.67 135:0.34 140:0.45 146:0.98 147:0.98 149:0.83 150:0.84 151:0.72 152:0.92 153:0.77 154:0.40 159:0.87 161:0.50 162:0.78 164:0.86 167:0.64 169:0.77 172:0.90 173:0.10 177:0.05 179:0.22 181:0.66 186:0.75 187:0.39 189:0.84 191:0.70 202:0.78 206:0.81 212:0.42 215:0.63 216:0.95 220:0.93 230:0.65 233:0.63 235:0.52 238:0.85 241:0.15 242:0.82 243:0.62 245:0.95 247:0.12 248:0.73 256:0.81 259:0.21 260:0.81 261:0.81 265:0.78 266:0.87 267:0.94 268:0.83 271:0.59 276:0.90 283:0.60 285:0.62 297:0.36 300:0.84\n2 7:0.81 12:0.06 17:0.55 21:0.05 27:0.18 28:0.87 30:0.38 32:0.80 34:0.40 36:0.68 37:0.49 43:0.47 55:0.59 66:0.98 69:0.34 70:0.62 81:0.97 91:0.37 98:0.97 104:0.79 106:0.81 108:0.27 120:0.79 123:0.26 126:0.54 127:0.74 129:0.05 135:0.19 140:0.45 145:0.77 146:0.97 147:0.98 149:0.89 150:0.96 151:0.74 153:0.83 154:0.36 159:0.72 161:0.50 162:0.83 164:0.76 167:0.70 172:0.96 173:0.23 177:0.05 179:0.19 181:0.66 187:0.21 195:0.84 202:0.64 206:0.81 212:0.84 215:0.91 216:0.63 230:0.87 233:0.76 235:0.05 241:0.41 242:0.82 243:0.98 247:0.12 248:0.71 256:0.68 259:0.21 260:0.80 265:0.97 266:0.54 267:0.73 268:0.70 271:0.59 276:0.92 283:0.82 285:0.62 297:0.36 300:0.55\n1 7:0.81 12:0.06 17:0.40 21:0.13 27:0.45 28:0.87 30:0.33 32:0.80 34:0.83 36:0.22 37:0.50 43:0.36 55:0.59 66:0.20 69:0.60 70:0.88 81:0.96 91:0.12 98:0.51 108:0.46 123:0.44 124:0.84 126:0.54 127:0.52 129:0.93 133:0.84 135:0.82 145:0.50 146:0.80 147:0.83 149:0.64 150:0.95 154:0.27 159:0.75 161:0.50 167:0.62 172:0.48 173:0.41 177:0.05 178:0.55 179:0.46 181:0.66 187:0.68 195:0.90 212:0.35 215:0.84 216:0.77 230:0.87 233:0.76 235:0.12 241:0.07 242:0.82 243:0.40 245:0.75 247:0.12 259:0.21 265:0.52 266:0.89 267:0.59 271:0.59 276:0.68 297:0.36 300:0.70\n1 7:0.81 12:0.06 17:0.45 21:0.22 27:0.45 28:0.87 30:0.38 32:0.80 34:0.79 36:0.21 37:0.50 43:0.36 55:0.59 66:0.46 69:0.60 70:0.62 81:0.95 91:0.11 98:0.76 108:0.46 123:0.44 124:0.58 126:0.54 127:0.45 129:0.59 133:0.47 135:0.84 145:0.47 146:0.91 147:0.93 149:0.68 150:0.93 154:0.27 159:0.67 161:0.50 167:0.65 172:0.67 173:0.46 177:0.05 178:0.55 179:0.42 181:0.66 187:0.68 195:0.86 212:0.26 215:0.79 216:0.77 230:0.87 233:0.76 235:0.22 241:0.18 242:0.82 243:0.59 245:0.87 247:0.12 259:0.21 265:0.76 266:0.80 267:0.59 271:0.59 276:0.71 297:0.36 300:0.55\n2 6:0.80 8:0.58 12:0.06 17:0.13 20:0.92 21:0.13 25:0.88 27:0.01 28:0.87 34:0.37 36:0.36 37:0.23 43:0.51 66:0.36 69:0.12 78:0.83 81:0.96 91:0.95 98:0.16 100:0.86 104:0.57 108:0.10 111:0.82 120:0.99 123:0.10 126:0.54 127:0.09 129:0.05 135:0.39 140:0.45 146:0.05 147:0.05 149:0.16 150:0.95 151:0.84 152:0.93 153:0.97 154:0.40 159:0.05 161:0.50 162:0.75 164:0.99 167:0.99 169:0.81 172:0.05 173:0.71 177:0.05 181:0.66 186:0.85 189:0.82 191:0.95 202:0.97 215:0.84 216:0.68 220:0.74 235:0.12 238:0.89 241:0.92 243:0.51 248:0.98 256:0.98 259:0.21 260:0.99 261:0.87 265:0.17 267:0.79 268:0.98 271:0.59 283:0.82 285:0.62 297:0.36\n4 6:0.99 8:0.99 12:0.06 17:0.05 20:0.97 21:0.13 25:0.88 27:0.02 28:0.87 30:0.33 34:0.40 36:0.34 37:0.92 43:0.37 55:0.52 66:0.68 69:0.60 70:0.69 78:0.97 81:0.96 91:1.00 98:0.44 100:0.99 104:0.58 108:0.87 111:0.98 120:1.00 123:0.86 124:0.41 126:0.54 127:0.81 129:0.59 133:0.47 135:0.47 140:0.45 145:0.47 146:0.05 147:0.05 149:0.29 150:0.95 151:0.93 152:0.96 153:1.00 154:0.28 159:0.68 161:0.50 162:0.57 163:0.75 164:1.00 167:0.99 169:0.97 172:0.37 173:0.50 177:0.05 179:0.91 181:0.66 186:0.98 189:1.00 191:1.00 202:1.00 212:0.19 215:0.84 216:0.99 235:0.12 238:0.99 241:0.91 242:0.82 243:0.19 245:0.45 247:0.12 248:1.00 256:1.00 259:0.21 260:1.00 261:0.99 265:0.46 266:0.47 267:0.91 268:1.00 271:0.59 276:0.21 283:0.82 285:0.62 297:0.36 300:0.43\n2 6:0.80 8:0.61 12:0.06 17:0.51 20:0.81 21:0.13 25:0.88 27:0.01 28:0.87 34:0.33 36:0.22 37:0.23 78:0.78 81:0.96 91:0.78 100:0.81 104:0.57 111:0.78 120:0.59 126:0.54 135:0.51 140:0.45 150:0.95 151:0.51 152:0.93 153:0.83 161:0.50 162:0.85 164:0.79 167:0.85 169:0.81 175:0.75 181:0.66 186:0.79 187:0.39 189:0.84 191:0.82 202:0.67 215:0.84 216:0.68 220:0.87 235:0.12 238:0.92 241:0.73 244:0.61 248:0.52 256:0.71 257:0.65 259:0.21 260:0.59 261:0.87 267:0.88 268:0.74 271:0.59 277:0.69 285:0.62 297:0.36\n3 6:0.83 7:0.81 8:0.65 12:0.06 17:0.45 20:0.81 21:0.54 27:0.50 28:0.87 30:0.21 32:0.80 34:0.42 36:0.77 37:0.60 43:0.51 55:0.71 66:0.18 69:0.21 70:0.70 78:0.74 81:0.90 91:0.14 98:0.56 100:0.77 104:0.84 106:0.81 108:0.84 111:0.74 120:0.88 123:0.84 124:0.95 126:0.54 127:0.98 129:0.99 133:0.95 135:0.51 140:0.45 145:0.80 146:0.61 147:0.67 149:0.90 150:0.80 151:0.79 152:0.78 153:0.90 154:0.40 159:0.97 161:0.50 162:0.86 164:0.88 167:0.63 169:0.75 172:0.95 173:0.06 177:0.05 179:0.10 181:0.66 186:0.75 187:0.39 189:0.85 195:1.00 202:0.79 206:0.81 212:0.42 215:0.58 216:0.86 220:0.87 230:0.87 233:0.76 235:0.60 238:0.86 241:0.12 242:0.82 243:0.07 245:0.99 247:0.12 248:0.83 256:0.85 259:0.21 260:0.89 261:0.75 265:0.57 266:0.92 267:0.28 268:0.85 271:0.59 276:0.99 283:0.82 285:0.62 297:0.36 300:0.70\n3 6:0.99 8:0.95 12:0.06 17:0.43 20:0.81 21:0.13 25:0.88 27:0.02 28:0.87 30:0.15 34:0.25 36:0.29 37:0.92 43:0.36 55:0.59 66:0.45 69:0.60 70:0.84 78:0.85 81:0.96 91:0.96 98:0.27 100:0.93 104:0.58 108:0.91 111:0.88 120:0.98 123:0.91 124:0.75 126:0.54 127:0.80 129:0.89 133:0.78 135:0.63 140:0.80 145:0.47 146:0.05 147:0.05 149:0.33 150:0.95 151:0.82 152:0.96 153:0.95 154:0.27 159:0.77 161:0.50 162:0.60 163:0.75 164:0.98 167:0.83 169:0.99 172:0.32 173:0.43 177:0.05 178:0.42 179:0.87 181:0.66 186:0.86 187:0.39 189:0.98 191:0.99 202:0.97 212:0.15 215:0.84 216:0.99 235:0.12 238:0.96 241:0.71 242:0.82 243:0.17 245:0.48 247:0.12 248:0.98 256:0.97 259:0.21 260:0.98 261:0.99 265:0.29 266:0.63 267:0.97 268:0.97 271:0.59 276:0.33 285:0.62 297:0.36 300:0.55\n3 6:0.81 7:0.81 8:0.60 12:0.06 17:0.11 20:0.93 21:0.30 27:0.21 28:0.87 30:0.55 34:0.45 36:0.82 37:0.74 43:0.52 55:0.71 66:0.52 69:0.10 70:0.62 78:0.78 81:0.94 91:0.88 98:0.75 100:0.80 104:0.84 106:0.81 108:0.96 111:0.77 120:0.98 123:0.96 124:0.84 126:0.54 127:0.87 129:0.96 133:0.90 135:0.17 140:0.45 146:0.65 147:0.70 149:0.88 150:0.90 151:0.86 152:0.92 153:0.99 154:0.41 159:0.96 161:0.50 162:0.66 164:0.97 167:0.82 169:0.77 172:0.98 173:0.05 177:0.05 179:0.11 181:0.66 186:0.79 187:0.39 189:0.83 191:0.91 202:0.96 206:0.81 212:0.51 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.87 241:0.70 242:0.82 243:0.08 245:0.99 247:0.12 248:0.97 256:0.96 259:0.21 260:0.98 261:0.81 265:0.75 266:0.94 267:0.44 268:0.97 271:0.59 276:0.98 283:0.82 285:0.62 297:0.36 300:0.84\n1 7:0.81 8:0.90 12:0.95 17:0.90 21:0.78 27:0.72 34:0.23 36:0.66 91:0.85 135:0.20 145:1.00 175:0.75 178:0.55 202:0.36 216:0.02 230:0.87 233:0.76 235:0.12 241:0.86 244:0.61 257:0.65 259:0.21 267:0.23 277:0.69\n1 12:0.95 17:0.87 21:0.76 27:0.72 30:0.95 34:0.87 36:0.46 37:0.47 43:0.43 55:0.92 66:0.20 69:0.52 81:0.44 91:0.20 98:0.06 106:0.81 108:0.40 123:0.39 124:0.61 126:0.54 127:0.11 129:0.59 133:0.47 135:0.78 146:0.05 147:0.05 149:0.21 150:0.36 154:0.32 159:0.17 172:0.05 173:0.34 177:0.05 178:0.55 179:0.75 187:0.39 206:0.81 215:0.46 216:0.10 235:0.95 241:0.21 243:0.40 245:0.36 259:0.21 265:0.06 267:0.65 297:0.36 300:0.08\n0 7:0.81 12:0.95 17:0.85 21:0.78 27:0.72 34:0.36 36:0.76 91:0.85 135:0.30 145:1.00 175:0.75 178:0.55 187:0.21 216:0.02 230:0.87 233:0.76 235:0.12 241:0.79 244:0.61 257:0.65 259:0.21 267:0.23 277:0.69\n2 12:0.95 17:0.91 21:0.78 27:0.60 34:0.20 36:0.30 37:0.81 43:0.34 66:0.36 69:0.64 91:0.17 98:0.08 106:0.81 108:0.49 123:0.47 127:0.06 129:0.05 135:0.81 146:0.05 147:0.05 149:0.13 154:0.26 159:0.05 172:0.05 173:0.72 177:0.05 178:0.55 187:0.39 206:0.81 216:0.20 235:0.12 241:0.01 243:0.51 259:0.21 265:0.09 267:0.19 283:0.82\n1 12:0.95 17:0.49 21:0.78 27:0.50 30:0.94 34:0.91 36:0.55 37:0.60 43:0.39 55:0.59 66:0.72 69:0.56 70:0.13 91:0.29 98:0.39 108:0.43 123:0.41 127:0.13 129:0.05 135:0.75 145:0.67 146:0.34 147:0.41 149:0.37 154:0.29 159:0.14 172:0.27 173:0.69 177:0.05 178:0.55 179:0.52 187:0.39 212:0.78 216:0.86 235:0.31 241:0.01 242:0.82 243:0.75 247:0.12 259:0.21 265:0.41 266:0.17 267:0.59 276:0.26 300:0.13\n1 8:0.73 12:0.95 17:0.55 21:0.78 27:0.72 34:0.26 36:0.62 37:0.47 43:0.27 66:0.36 69:0.80 91:0.66 98:0.06 108:0.64 123:0.61 127:0.05 129:0.05 135:0.44 146:0.05 147:0.05 149:0.11 154:0.19 159:0.05 172:0.05 173:0.69 177:0.05 178:0.55 187:0.21 191:0.84 216:0.10 235:0.22 241:0.77 243:0.51 259:0.21 265:0.06 267:0.79\n2 12:0.95 17:0.36 21:0.77 27:0.45 32:0.80 34:0.83 36:0.19 37:0.50 43:0.32 66:0.36 69:0.71 81:0.41 91:0.07 98:0.06 108:0.54 123:0.52 126:0.54 127:0.05 129:0.05 135:0.82 145:0.54 146:0.05 147:0.05 149:0.13 150:0.35 154:0.24 159:0.05 172:0.05 173:0.50 177:0.05 178:0.55 187:0.68 195:0.93 215:0.44 216:0.77 235:0.97 241:0.10 243:0.51 259:0.21 265:0.06 267:0.98 297:0.36\n1 12:0.95 17:0.32 21:0.78 27:0.70 30:0.71 34:0.59 36:0.21 37:0.38 43:0.24 55:0.52 66:0.82 69:0.85 70:0.29 91:0.14 98:0.46 108:0.71 123:0.69 127:0.14 129:0.05 135:0.32 146:0.53 147:0.59 149:0.41 154:0.17 159:0.19 172:0.48 173:0.90 177:0.05 178:0.55 179:0.34 187:0.39 212:0.84 216:0.45 235:0.42 241:0.32 242:0.82 243:0.83 247:0.12 259:0.21 265:0.48 266:0.23 267:0.23 276:0.40 300:0.25\n1 12:0.95 17:0.62 21:0.78 27:0.72 30:0.76 34:0.53 36:0.29 37:0.47 43:0.29 55:0.59 66:0.54 69:0.75 70:0.22 91:0.31 98:0.30 108:0.58 123:0.56 124:0.45 127:0.35 129:0.59 133:0.47 135:0.26 146:0.44 147:0.50 149:0.30 154:0.21 159:0.53 163:0.81 172:0.21 173:0.71 177:0.05 178:0.55 179:0.94 187:0.39 212:0.42 216:0.10 235:0.42 241:0.27 242:0.82 243:0.63 245:0.40 247:0.12 259:0.21 265:0.32 266:0.23 267:0.52 276:0.16 300:0.18\n1 12:0.95 17:0.90 21:0.13 27:0.72 30:0.62 34:0.40 36:0.17 37:0.90 43:0.35 55:0.96 66:0.16 69:0.64 70:0.34 81:0.74 91:0.12 98:0.17 106:0.81 108:0.81 123:0.80 124:0.81 126:0.54 127:0.22 129:0.89 133:0.78 135:0.65 146:0.05 147:0.05 149:0.29 150:0.55 154:0.26 159:0.61 163:0.96 172:0.10 173:0.41 177:0.05 178:0.55 179:0.81 187:0.68 206:0.81 212:0.30 215:0.84 216:0.06 235:0.12 241:0.01 242:0.82 243:0.23 245:0.42 247:0.12 259:0.21 265:0.18 266:0.27 267:0.28 276:0.28 283:0.60 297:0.36 300:0.25\n1 7:0.81 12:0.95 17:0.81 21:0.40 27:1.00 30:0.89 32:0.80 37:0.26 43:0.25 55:0.71 66:0.75 69:0.83 70:0.20 81:0.66 91:0.17 98:0.41 106:0.81 108:0.67 123:0.65 126:0.54 127:0.13 129:0.05 145:0.84 146:0.56 147:0.62 149:0.31 150:0.48 154:0.18 159:0.20 172:0.32 173:0.81 177:0.05 178:0.55 179:0.47 187:0.39 195:0.79 206:0.81 212:0.61 215:0.67 216:0.41 230:0.87 233:0.76 235:0.42 241:0.18 242:0.82 243:0.77 247:0.12 265:0.43 266:0.23 276:0.28 283:0.82 297:0.36 300:0.18\n1 12:0.95 17:0.57 21:0.40 27:0.72 30:0.95 34:0.95 36:0.35 37:0.47 43:0.46 55:0.84 66:0.54 69:0.43 81:0.66 91:0.20 98:0.42 108:0.33 123:0.32 126:0.54 127:0.14 129:0.05 135:0.26 146:0.36 147:0.43 149:0.22 150:0.48 154:0.35 159:0.14 172:0.10 173:0.56 177:0.05 178:0.55 179:0.93 187:0.39 215:0.67 216:0.10 235:0.42 241:0.35 243:0.63 259:0.21 265:0.44 267:0.44 297:0.36 300:0.08\n0 12:0.95 17:0.64 21:0.78 27:0.72 30:0.89 34:0.18 36:0.31 43:0.34 55:0.84 66:0.47 69:0.66 70:0.20 91:0.60 98:0.20 108:0.96 123:0.96 124:0.65 127:0.87 129:0.81 133:0.67 135:0.77 146:0.05 147:0.05 149:0.18 154:0.25 159:0.92 163:0.94 172:0.21 173:0.30 177:0.05 178:0.55 179:0.95 202:0.50 212:0.30 216:0.01 235:0.22 241:0.78 242:0.82 243:0.23 245:0.42 247:0.12 259:0.21 265:0.22 266:0.27 267:0.36 276:0.16 300:0.18\n1 8:0.75 12:0.95 17:0.22 21:0.78 27:0.49 30:0.62 34:0.49 36:0.37 37:0.38 43:0.24 55:0.84 66:0.75 69:0.85 70:0.34 91:0.35 98:0.40 108:0.72 123:0.70 127:0.13 129:0.05 135:0.61 145:0.98 146:0.66 147:0.71 149:0.29 154:0.17 159:0.25 163:0.75 172:0.32 173:0.78 177:0.05 178:0.55 179:0.46 187:0.39 191:0.75 202:0.58 212:0.30 216:0.88 235:0.52 241:0.24 242:0.82 243:0.77 247:0.12 265:0.42 266:0.27 267:0.85 276:0.29 300:0.25\n3 6:0.97 8:0.97 12:0.06 17:0.70 20:0.81 21:0.47 27:0.43 28:0.48 30:0.60 34:0.34 36:0.32 37:0.96 43:0.52 55:0.59 66:0.49 69:0.17 70:0.56 78:0.74 81:0.94 91:0.88 98:0.54 100:0.78 104:0.73 108:0.84 111:0.74 120:0.80 123:0.84 124:0.55 126:0.54 127:0.98 129:0.59 133:0.47 135:0.42 140:0.45 146:0.54 147:0.60 149:0.51 150:0.89 151:0.77 152:0.78 153:0.88 154:0.41 159:0.67 161:0.74 162:0.83 164:0.89 167:0.98 169:0.76 172:0.45 173:0.17 177:0.05 179:0.80 181:0.64 186:0.75 189:0.97 191:0.78 202:0.81 212:0.42 215:0.63 216:0.23 220:0.93 235:0.60 238:0.92 241:0.97 242:0.82 243:0.40 245:0.68 247:0.12 248:0.72 256:0.85 259:0.21 260:0.81 261:0.76 265:0.55 266:0.63 267:0.18 268:0.86 271:0.61 276:0.39 283:0.60 285:0.62 297:0.36 300:0.43\n2 6:0.98 8:0.94 12:0.06 17:0.15 20:0.83 21:0.13 25:0.88 27:0.04 28:0.48 30:0.91 34:0.55 36:0.70 37:0.98 43:0.48 55:0.52 66:0.69 69:0.33 70:0.13 78:0.81 81:0.92 91:0.95 98:0.59 100:0.91 104:0.58 108:0.26 111:0.85 120:0.95 123:0.25 126:0.54 127:0.17 129:0.05 135:0.49 140:0.45 146:0.30 147:0.36 149:0.35 150:0.85 151:0.84 152:0.93 153:0.98 154:0.36 159:0.13 161:0.74 162:0.76 164:0.96 167:0.86 169:0.98 172:0.21 173:0.70 177:0.05 179:0.84 181:0.64 186:0.81 187:0.68 189:0.97 191:0.91 202:0.92 212:0.95 215:0.84 216:0.81 235:0.12 238:0.97 241:0.75 242:0.82 243:0.73 247:0.12 248:0.93 256:0.94 259:0.21 260:0.95 261:0.98 265:0.60 266:0.12 267:0.52 268:0.94 271:0.61 276:0.21 283:0.60 285:0.62 297:0.36 300:0.13\n3 6:0.97 8:0.97 12:0.06 17:0.47 20:0.92 21:0.13 27:0.33 28:0.48 30:0.38 32:0.80 34:0.61 36:0.40 37:0.84 43:0.39 55:0.52 66:0.83 69:0.55 70:0.45 78:0.76 81:0.92 91:0.95 98:0.90 100:0.81 104:0.74 108:0.43 111:0.76 120:0.90 123:0.41 126:0.54 127:0.48 129:0.05 135:0.58 140:0.45 145:0.61 146:0.74 147:0.78 149:0.52 150:0.85 151:0.80 152:0.86 153:0.92 154:0.29 159:0.30 161:0.74 162:0.82 163:0.90 164:0.94 167:0.97 169:0.79 172:0.51 173:0.70 177:0.05 179:0.80 181:0.64 186:0.77 189:0.98 191:0.90 195:0.56 202:0.89 212:0.28 215:0.84 216:0.42 220:0.74 235:0.12 238:0.95 241:0.93 242:0.82 243:0.84 247:0.12 248:0.86 256:0.92 259:0.21 260:0.90 261:0.82 265:0.90 266:0.54 267:0.17 268:0.92 271:0.61 276:0.42 283:0.60 285:0.62 297:0.36 300:0.33\n2 6:0.92 8:0.91 12:0.06 20:0.90 21:0.22 27:0.42 28:0.48 30:0.45 32:0.80 34:0.34 36:0.72 37:0.53 43:0.47 55:0.84 66:0.85 69:0.35 70:0.46 78:0.74 81:0.91 91:0.98 98:0.94 100:0.78 104:0.58 108:0.27 111:0.74 120:0.94 123:0.26 126:0.54 127:0.63 129:0.05 135:0.20 140:0.80 145:0.40 146:0.85 147:0.88 149:0.56 150:0.82 151:0.82 152:0.84 153:0.95 154:0.36 159:0.42 161:0.74 162:0.52 163:0.94 164:0.96 167:0.97 169:0.77 172:0.57 173:0.42 177:0.05 178:0.42 179:0.78 181:0.64 186:0.75 189:0.93 191:0.88 195:0.62 202:0.96 212:0.58 215:0.79 216:0.66 220:0.82 235:0.22 238:0.95 241:0.93 242:0.82 243:0.86 247:0.12 248:0.92 256:0.95 259:0.21 260:0.95 261:0.78 265:0.94 266:0.47 267:0.44 268:0.95 271:0.61 276:0.47 283:0.82 285:0.62 297:0.36 300:0.33\n0 12:0.06 17:0.12 21:0.22 25:0.88 27:0.12 28:0.48 30:0.45 34:0.79 36:0.68 37:0.98 43:0.44 55:0.42 66:0.69 69:0.45 70:0.25 81:0.91 91:0.73 98:0.84 104:0.58 108:0.35 120:0.83 123:0.34 126:0.54 127:0.33 129:0.05 135:0.75 140:0.87 146:0.42 147:0.48 149:0.33 150:0.82 151:0.71 153:0.72 154:0.33 159:0.16 161:0.74 162:0.53 163:0.75 164:0.81 167:0.85 172:0.21 173:0.81 177:0.05 178:0.48 179:0.96 181:0.64 187:0.39 191:0.93 202:0.79 212:0.61 215:0.79 216:0.58 235:0.22 241:0.74 242:0.82 243:0.73 247:0.12 248:0.75 256:0.77 259:0.21 260:0.84 265:0.84 266:0.17 267:0.87 268:0.76 271:0.61 276:0.20 285:0.62 297:0.36 300:0.18\n4 6:0.97 8:0.94 12:0.06 17:0.49 20:0.78 21:0.13 27:0.33 28:0.48 30:0.56 32:0.80 34:0.49 36:0.42 37:0.84 43:0.34 55:0.52 66:0.44 69:0.65 70:0.42 78:0.76 81:0.92 91:0.86 98:0.46 100:0.80 104:0.74 108:0.49 111:0.76 120:0.84 123:0.47 124:0.58 126:0.54 127:0.53 129:0.59 133:0.47 135:0.54 140:0.45 145:0.61 146:0.48 147:0.55 149:0.51 150:0.85 151:0.73 152:0.86 153:0.81 154:0.26 159:0.44 161:0.74 162:0.86 164:0.84 167:0.97 169:0.79 172:0.37 173:0.69 177:0.05 179:0.78 181:0.64 186:0.77 187:0.21 189:0.96 191:0.92 195:0.64 202:0.72 212:0.23 215:0.84 216:0.42 220:0.74 235:0.12 238:0.93 241:0.95 242:0.82 243:0.57 245:0.64 247:0.12 248:0.77 256:0.80 259:0.21 260:0.85 261:0.82 265:0.47 266:0.63 267:0.19 268:0.80 271:0.61 276:0.38 283:0.60 285:0.62 297:0.36 300:0.33\n3 6:0.96 8:0.97 12:0.06 17:0.07 20:0.99 21:0.22 25:0.88 27:0.12 28:0.48 30:0.45 34:0.66 36:0.66 37:0.98 43:0.44 55:0.42 66:0.69 69:0.45 70:0.25 78:0.76 81:0.91 91:0.97 98:0.85 100:0.82 104:0.58 108:0.35 111:0.77 120:0.94 123:0.34 126:0.54 127:0.36 129:0.05 135:0.63 140:0.87 146:0.42 147:0.48 149:0.33 150:0.82 151:0.82 152:0.90 153:0.95 154:0.33 159:0.16 161:0.74 162:0.56 163:0.75 164:0.96 167:0.96 169:0.79 172:0.21 173:0.82 177:0.05 178:0.48 179:0.96 181:0.64 186:0.77 189:0.97 191:0.89 202:0.95 212:0.61 215:0.79 216:0.58 235:0.22 238:0.95 241:0.90 242:0.82 243:0.73 247:0.12 248:0.91 256:0.95 259:0.21 260:0.94 261:0.83 265:0.85 266:0.17 267:0.94 268:0.95 271:0.61 276:0.20 283:0.60 285:0.62 297:0.36 300:0.18\n2 6:0.94 8:0.95 12:0.06 17:0.02 20:0.85 21:0.68 27:0.12 28:0.48 30:0.91 34:0.67 36:0.76 37:0.88 43:0.41 55:0.84 66:0.69 69:0.54 70:0.13 78:0.74 81:0.76 91:0.98 98:0.80 100:0.79 108:0.41 111:0.74 120:0.94 123:0.40 126:0.54 127:0.29 129:0.05 135:0.73 140:0.80 146:0.44 147:0.50 149:0.32 150:0.56 151:0.81 152:0.81 153:0.94 154:0.31 159:0.16 161:0.74 162:0.51 163:0.93 164:0.96 167:0.97 169:0.77 172:0.21 173:0.84 177:0.05 178:0.42 179:0.95 181:0.64 186:0.75 189:0.95 191:0.91 202:0.96 212:0.61 215:0.49 216:0.74 220:0.82 235:0.80 238:0.96 241:0.95 242:0.82 243:0.73 247:0.12 248:0.91 256:0.95 259:0.21 260:0.94 261:0.77 265:0.80 266:0.17 267:0.84 268:0.95 271:0.61 276:0.21 283:0.82 285:0.62 297:0.36 300:0.13\n1 12:0.06 17:0.32 21:0.59 27:0.45 28:0.48 30:0.21 34:0.93 36:0.21 37:0.50 43:0.32 55:0.59 66:0.68 69:0.69 70:0.73 81:0.81 91:0.29 98:0.59 108:0.53 123:0.50 124:0.51 126:0.54 127:0.49 129:0.89 133:0.78 135:0.65 145:0.50 146:0.81 147:0.84 149:0.56 150:0.61 154:0.24 159:0.68 161:0.74 167:0.59 172:0.59 173:0.58 177:0.05 178:0.55 179:0.65 181:0.64 187:0.68 212:0.23 215:0.55 216:0.77 235:0.68 241:0.07 242:0.82 243:0.72 245:0.53 247:0.12 259:0.21 265:0.60 266:0.71 267:0.89 271:0.61 276:0.53 297:0.36 300:0.55\n4 6:0.98 7:0.81 8:0.96 12:0.06 17:0.26 20:0.98 21:0.40 25:0.88 27:0.04 28:0.48 30:0.58 32:0.80 34:0.40 36:0.83 37:0.98 43:0.52 55:0.59 66:0.88 69:0.12 70:0.42 78:0.87 81:0.87 91:0.99 98:0.98 100:0.99 104:0.58 108:0.10 111:0.96 120:0.99 123:0.10 126:0.54 127:0.85 129:0.05 135:0.30 140:0.45 145:0.80 146:0.82 147:0.85 149:0.64 150:0.74 151:0.90 152:0.93 153:0.99 154:0.41 159:0.38 161:0.74 162:0.69 164:0.99 167:0.95 169:0.97 172:0.65 173:0.30 177:0.05 179:0.72 181:0.64 186:0.89 189:0.99 191:0.97 195:0.60 202:0.99 212:0.35 215:0.67 216:0.81 230:0.87 233:0.76 235:0.42 238:0.99 241:0.86 242:0.82 243:0.88 247:0.12 248:0.98 256:0.99 259:0.21 260:0.99 261:0.98 265:0.98 266:0.38 267:0.97 268:0.99 271:0.61 276:0.54 283:0.82 285:0.62 297:0.36 300:0.33\n3 6:0.95 7:0.81 8:0.96 12:0.06 17:0.32 20:0.96 21:0.78 27:0.11 28:0.48 30:0.91 32:0.80 34:0.75 36:0.61 37:0.98 43:0.48 55:0.84 66:0.69 69:0.41 70:0.13 78:0.80 91:0.96 98:0.87 100:0.88 108:0.31 111:0.82 120:0.93 123:0.30 127:0.40 129:0.05 135:0.39 140:0.80 145:0.76 146:0.43 147:0.49 149:0.34 151:0.82 152:0.90 153:0.95 154:0.37 159:0.16 161:0.74 162:0.66 163:0.75 164:0.96 167:0.98 169:0.86 172:0.21 173:0.78 177:0.05 178:0.42 179:0.97 181:0.64 186:0.80 189:0.96 191:0.93 195:0.53 202:0.94 212:0.61 216:0.57 230:0.87 233:0.76 235:0.84 238:0.96 241:0.98 242:0.82 243:0.73 247:0.12 248:0.90 256:0.95 259:0.21 260:0.93 261:0.88 265:0.87 266:0.17 267:0.79 268:0.96 271:0.61 276:0.22 283:0.82 285:0.62 300:0.13\n0 8:0.94 12:0.06 17:0.38 21:0.78 27:0.37 28:0.48 34:0.50 36:0.21 37:0.57 78:0.91 91:0.91 111:0.98 120:0.93 135:0.83 140:0.45 151:0.78 153:0.88 161:0.74 162:0.67 164:0.92 167:0.97 169:0.97 175:0.75 181:0.64 191:0.88 202:0.88 216:0.17 238:0.99 241:0.96 244:0.61 248:0.90 256:0.91 257:0.65 259:0.21 260:0.93 267:0.65 268:0.90 271:0.61 277:0.69 285:0.62\n1 12:0.06 17:0.24 21:0.78 27:0.45 28:0.48 30:0.40 34:0.63 36:0.21 37:0.50 43:0.29 55:0.52 66:0.35 69:0.75 70:0.70 91:0.14 98:0.31 108:0.70 123:0.68 124:0.77 127:0.19 129:0.89 133:0.78 135:0.78 145:0.42 146:0.27 147:0.33 149:0.64 154:0.21 159:0.55 161:0.74 167:0.67 172:0.54 173:0.56 177:0.05 178:0.55 179:0.26 181:0.64 187:0.68 212:0.42 216:0.77 235:0.60 241:0.39 242:0.82 243:0.29 245:0.72 247:0.12 259:0.21 265:0.33 266:0.80 267:0.69 271:0.61 276:0.63 300:0.55\n2 6:0.96 8:0.95 12:0.06 17:0.22 20:0.88 21:0.78 27:0.20 28:0.48 34:0.47 36:0.27 37:0.85 78:0.75 91:0.92 100:0.80 104:0.58 111:0.76 120:0.85 135:0.88 140:0.45 151:0.80 152:0.86 153:0.92 161:0.74 162:0.79 164:0.95 167:0.97 169:0.78 175:0.75 181:0.64 186:0.76 189:0.96 191:0.89 202:0.90 216:0.53 220:0.99 238:0.95 241:0.93 244:0.61 248:0.77 256:0.93 257:0.65 259:0.21 260:0.85 261:0.81 267:0.65 268:0.94 271:0.61 277:0.69 283:0.60 285:0.62\n2 6:0.90 8:0.92 12:0.06 17:0.13 20:0.78 21:0.78 27:0.36 28:0.48 30:0.56 34:0.30 36:0.99 37:0.41 43:0.52 55:0.84 66:0.44 69:0.08 70:0.53 78:0.75 91:0.82 98:0.72 100:0.79 104:0.54 108:0.77 111:0.75 120:0.94 123:0.75 124:0.58 127:0.98 129:0.59 133:0.47 135:0.32 140:0.80 145:0.47 146:0.49 147:0.55 149:0.50 151:0.80 152:0.76 153:0.93 154:0.41 159:0.61 161:0.74 162:0.56 163:0.92 164:0.94 167:0.96 169:0.77 172:0.37 173:0.15 177:0.05 178:0.42 179:0.84 181:0.64 186:0.76 189:0.91 191:0.87 202:0.92 212:0.23 216:0.56 220:0.82 235:0.22 238:0.88 241:0.88 242:0.82 243:0.45 245:0.64 247:0.12 248:0.91 256:0.92 259:0.21 260:0.94 261:0.75 265:0.72 266:0.71 267:0.44 268:0.92 271:0.61 276:0.42 283:0.82 285:0.62 300:0.43\n4 6:0.98 7:0.81 8:0.95 12:0.06 17:0.36 20:0.76 21:0.40 25:0.88 27:0.04 28:0.48 30:0.58 32:0.80 34:0.67 36:0.86 37:0.98 43:0.52 55:0.59 66:0.88 69:0.12 70:0.42 78:0.81 81:0.87 91:0.90 98:0.94 100:0.91 104:0.58 108:0.10 111:0.84 120:0.95 123:0.10 126:0.54 127:0.63 129:0.05 135:0.42 140:0.45 145:0.80 146:0.82 147:0.85 149:0.64 150:0.74 151:0.84 152:0.93 153:0.97 154:0.41 159:0.38 161:0.74 162:0.73 164:0.96 167:0.83 169:0.98 172:0.65 173:0.28 177:0.05 179:0.69 181:0.64 186:0.82 187:0.95 189:0.99 191:0.92 195:0.62 202:0.93 212:0.35 215:0.67 216:0.81 230:0.87 233:0.76 235:0.42 238:0.96 241:0.73 242:0.82 243:0.88 247:0.12 248:0.93 256:0.94 259:0.21 260:0.95 261:0.98 265:0.94 266:0.38 267:0.95 268:0.95 271:0.61 276:0.54 285:0.62 297:0.36 300:0.33\n4 6:0.89 8:0.92 12:0.06 17:0.83 20:0.81 21:0.22 25:0.88 27:0.51 28:0.48 30:0.66 34:0.36 36:0.44 37:1.00 43:0.49 55:0.59 66:0.85 69:0.23 70:0.29 78:0.75 81:0.91 91:0.82 98:0.98 100:0.79 104:0.58 108:0.18 111:0.75 120:0.86 123:0.18 126:0.54 127:0.83 129:0.05 135:0.69 140:0.45 146:0.72 147:0.76 149:0.58 150:0.82 151:0.71 152:0.78 153:0.72 154:0.38 159:0.29 161:0.74 162:0.83 164:0.88 167:0.97 169:0.76 172:0.57 173:0.47 177:0.05 179:0.80 181:0.64 186:0.76 189:0.90 202:0.79 212:0.58 215:0.79 216:0.23 220:0.82 235:0.22 238:0.93 241:0.93 242:0.82 243:0.86 247:0.12 248:0.80 256:0.83 259:0.21 260:0.86 261:0.76 265:0.98 266:0.27 267:0.28 268:0.84 271:0.61 276:0.47 285:0.62 297:0.36 300:0.25\n1 8:0.62 12:0.06 17:0.07 20:0.74 21:0.78 27:0.44 28:0.48 34:0.55 36:0.62 37:0.32 78:0.75 91:0.92 100:0.73 104:0.82 111:0.75 120:0.97 135:0.47 140:0.45 151:0.85 152:0.74 153:0.98 161:0.74 162:0.59 164:0.99 167:0.71 169:0.76 175:0.75 181:0.64 186:0.73 187:0.39 191:0.78 202:0.99 216:0.94 220:0.62 235:0.74 241:0.53 244:0.61 248:0.96 256:0.99 257:0.65 259:0.21 260:0.98 261:0.73 267:0.73 268:0.99 271:0.61 277:0.69 283:0.82 285:0.62\n2 6:0.96 7:0.81 8:0.96 12:0.06 17:0.55 20:0.85 21:0.64 27:0.20 28:0.48 30:0.57 34:0.80 36:0.59 37:0.85 43:0.52 55:0.52 66:0.26 69:0.21 70:0.53 78:0.75 81:0.79 91:0.77 98:0.67 100:0.80 104:0.58 108:0.83 111:0.76 120:0.90 123:0.16 124:0.71 126:0.54 127:0.77 129:0.81 133:0.67 135:0.51 140:0.45 145:0.72 146:0.81 147:0.84 149:0.68 150:0.58 151:0.80 152:0.86 153:0.93 154:0.41 159:0.65 161:0.74 162:0.79 164:0.93 167:0.82 169:0.78 172:0.57 173:0.19 177:0.05 179:0.53 181:0.64 186:0.76 187:0.21 189:0.97 191:0.93 202:0.87 212:0.29 215:0.53 216:0.53 220:0.82 230:0.87 233:0.76 235:0.74 238:0.95 241:0.72 242:0.82 243:0.45 245:0.80 247:0.12 248:0.85 256:0.90 259:0.21 260:0.90 261:0.81 265:0.56 266:0.75 267:0.94 268:0.91 271:0.61 276:0.68 285:0.62 297:0.36 300:0.43\n3 6:0.98 8:0.95 12:0.20 17:0.34 20:0.81 21:0.74 25:0.88 27:0.13 28:0.78 30:0.21 32:0.80 34:0.52 36:0.93 37:0.82 43:0.52 55:0.52 66:0.27 69:0.27 70:0.73 78:0.81 81:0.77 91:0.78 98:0.75 100:0.90 104:0.58 108:0.81 111:0.83 120:0.79 123:0.20 124:0.58 126:0.54 127:0.78 129:0.59 133:0.47 135:0.81 140:0.45 145:0.97 146:0.85 147:0.88 149:0.76 150:0.57 151:0.75 152:1.00 153:0.86 154:0.41 159:0.63 161:0.69 162:0.84 164:0.81 167:0.82 169:0.96 172:0.73 173:0.24 177:0.05 179:0.43 181:0.72 186:0.81 187:0.21 189:0.98 195:0.80 202:0.69 212:0.58 215:0.46 216:0.87 235:0.88 238:0.97 241:0.75 242:0.82 243:0.46 245:0.90 247:0.12 248:0.71 256:0.73 259:0.21 260:0.79 261:0.98 265:0.62 266:0.80 267:0.65 268:0.76 271:0.50 276:0.75 285:0.62 297:0.36 300:0.55\n1 8:0.82 12:0.20 17:0.66 21:0.40 27:0.26 28:0.78 30:0.33 32:0.80 34:0.71 36:0.62 37:0.91 43:0.52 55:0.52 66:0.36 69:0.12 70:0.61 81:0.92 91:0.65 98:0.66 104:0.73 108:0.63 120:0.73 123:0.61 124:0.60 126:0.54 127:0.58 129:0.59 133:0.47 135:0.54 140:0.87 145:0.52 146:0.47 147:0.53 149:0.62 150:0.85 151:0.66 153:0.48 154:0.41 159:0.37 161:0.69 162:0.61 164:0.75 167:0.78 172:0.41 173:0.28 177:0.05 178:0.48 179:0.72 181:0.72 187:0.21 191:0.75 195:0.64 202:0.68 212:0.59 215:0.67 216:0.45 220:0.82 235:0.42 241:0.72 242:0.82 243:0.49 245:0.71 247:0.12 248:0.66 256:0.68 259:0.21 260:0.74 265:0.66 266:0.63 267:0.65 268:0.69 271:0.50 276:0.48 285:0.62 297:0.36 300:0.43\n3 6:0.96 7:0.81 8:0.92 12:0.20 17:0.47 20:0.99 21:0.30 27:0.21 28:0.78 30:0.27 34:0.66 36:0.87 37:0.74 43:0.52 55:0.71 66:0.44 69:0.10 70:0.80 78:0.79 81:0.93 91:0.80 98:0.75 100:0.85 104:0.84 106:0.81 108:0.87 111:0.80 120:0.92 123:0.86 124:0.67 126:0.54 127:0.66 129:0.81 133:0.67 135:0.20 140:0.45 146:0.92 147:0.93 149:0.85 150:0.88 151:0.82 152:0.90 153:0.95 154:0.41 159:0.84 161:0.69 162:0.61 164:0.90 167:0.72 169:0.82 172:0.89 173:0.08 177:0.05 179:0.19 181:0.72 186:0.79 187:0.39 189:0.97 191:0.70 202:0.86 206:0.81 212:0.60 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.94 241:0.62 242:0.82 243:0.45 245:0.96 247:0.12 248:0.88 256:0.89 259:0.21 260:0.92 261:0.85 265:0.75 266:0.63 267:0.44 268:0.88 271:0.50 276:0.91 283:0.82 285:0.62 297:0.36 300:0.70\n4 6:0.98 8:0.97 12:0.20 17:0.06 20:0.99 21:0.74 25:0.88 27:0.13 28:0.78 30:0.21 32:0.80 34:0.50 36:0.74 37:0.82 43:0.47 55:0.59 66:0.33 69:0.46 70:0.81 78:0.92 81:0.77 91:1.00 98:0.56 100:0.99 104:0.58 108:0.81 111:0.98 120:0.99 123:0.80 124:0.78 126:0.54 127:0.90 129:0.89 133:0.78 135:0.32 140:0.45 145:0.97 146:0.25 147:0.31 149:0.67 150:0.57 151:0.91 152:1.00 153:1.00 154:0.35 159:0.59 161:0.69 162:0.69 164:0.99 167:0.94 169:0.96 172:0.54 173:0.42 177:0.05 179:0.59 181:0.72 186:0.91 189:0.99 191:0.97 195:0.76 202:0.99 212:0.40 215:0.46 216:0.87 235:0.88 238:0.99 241:0.98 242:0.82 243:0.29 245:0.73 247:0.12 248:0.98 256:0.99 259:0.21 260:0.99 261:0.98 265:0.57 266:0.63 267:0.79 268:0.99 271:0.50 276:0.64 283:0.82 285:0.62 297:0.36 300:0.55\n2 6:0.98 8:0.93 12:0.20 17:0.11 20:0.75 21:0.68 25:0.88 27:0.13 28:0.78 30:0.45 34:0.47 36:0.73 37:0.82 43:0.52 55:0.52 66:0.61 69:0.23 70:0.58 78:0.72 81:0.82 91:0.94 98:0.71 100:0.85 104:0.58 108:0.66 111:0.76 120:0.91 123:0.63 124:0.50 126:0.54 127:0.70 129:0.59 133:0.47 135:0.60 140:0.45 145:0.84 146:0.24 147:0.30 149:0.65 150:0.62 151:0.83 152:1.00 153:0.96 154:0.41 159:0.42 161:0.69 162:0.74 164:0.97 167:0.84 169:0.96 172:0.59 173:0.33 177:0.05 179:0.66 181:0.72 186:0.73 187:0.39 191:0.86 202:0.94 212:0.54 215:0.49 216:0.87 235:0.80 241:0.76 242:0.82 243:0.34 245:0.74 247:0.12 248:0.87 256:0.95 259:0.21 260:0.91 261:0.98 265:0.71 266:0.71 267:0.79 268:0.96 271:0.50 276:0.51 283:0.60 285:0.62 297:0.36 300:0.43\n0 12:0.20 17:0.53 21:0.59 27:0.45 28:0.78 30:0.11 32:0.80 34:0.91 36:0.18 37:0.50 43:0.32 55:0.59 66:0.30 69:0.70 70:0.54 81:0.87 91:0.27 98:0.30 108:0.53 123:0.51 124:0.61 126:0.54 127:0.21 129:0.59 133:0.47 135:0.75 145:0.44 146:0.48 147:0.54 149:0.33 150:0.72 154:0.24 159:0.44 161:0.69 163:0.88 167:0.68 172:0.16 173:0.60 177:0.05 178:0.55 179:0.80 181:0.72 187:0.68 195:0.83 212:0.30 215:0.55 216:0.77 235:0.68 241:0.53 242:0.82 243:0.48 245:0.47 247:0.12 259:0.21 265:0.32 266:0.27 267:0.28 271:0.50 276:0.25 283:0.60 297:0.36 300:0.33\n2 6:1.00 8:1.00 12:0.20 17:0.59 20:0.82 21:0.74 25:0.88 27:0.05 28:0.78 30:0.45 32:0.80 34:0.21 36:0.55 43:0.52 55:0.45 66:0.36 69:0.27 70:0.53 78:0.79 81:0.77 91:0.89 98:0.75 100:0.89 104:0.73 108:0.67 111:0.82 120:0.84 123:0.64 124:0.60 126:0.54 127:0.95 129:0.59 133:0.47 135:0.54 140:0.90 145:0.92 146:0.51 147:0.57 149:0.68 150:0.57 151:0.76 152:0.78 153:0.87 154:0.41 159:0.44 161:0.69 162:0.59 164:0.92 167:0.94 169:0.87 172:0.48 173:0.36 177:0.05 178:0.50 179:0.69 181:0.72 186:0.80 189:1.00 191:0.95 195:0.65 202:0.89 212:0.68 215:0.46 216:0.16 220:0.62 235:0.88 238:0.98 241:0.99 242:0.82 243:0.50 245:0.77 247:0.12 248:0.76 256:0.88 259:0.21 260:0.84 261:0.82 265:0.75 266:0.63 267:0.92 268:0.90 271:0.50 276:0.55 283:0.60 285:0.62 297:0.36 300:0.43\n3 6:0.96 7:0.81 8:0.97 12:0.20 17:0.12 20:0.85 21:0.78 25:0.88 27:0.44 28:0.78 30:0.45 32:0.80 34:0.55 36:0.63 43:0.47 55:0.45 66:0.43 69:0.46 70:0.57 78:0.77 91:0.88 98:0.39 100:0.82 104:0.76 108:0.86 111:0.77 120:0.94 123:0.85 124:0.66 127:0.93 129:0.81 133:0.67 135:0.65 140:0.45 145:0.85 146:0.27 147:0.33 149:0.56 151:0.83 152:0.81 153:0.96 154:0.35 159:0.67 161:0.69 162:0.55 164:0.99 167:0.92 169:0.80 172:0.45 173:0.37 177:0.05 179:0.75 181:0.72 186:0.77 189:0.97 191:0.92 195:0.81 202:0.98 212:0.55 216:0.49 220:0.62 230:0.65 233:0.63 235:0.88 238:0.96 241:0.92 242:0.82 243:0.43 245:0.64 247:0.12 248:0.91 256:0.98 259:0.21 260:0.94 261:0.80 265:0.41 266:0.63 267:0.44 268:0.98 271:0.50 276:0.39 283:0.60 285:0.62 300:0.55\n2 6:0.98 8:0.97 12:0.20 17:0.11 20:0.75 21:0.68 25:0.88 27:0.13 28:0.78 30:0.45 34:0.47 36:0.73 37:0.82 43:0.52 55:0.52 66:0.61 69:0.23 70:0.58 78:0.72 81:0.82 91:0.87 98:0.71 100:0.82 104:0.58 108:0.66 111:0.76 120:0.91 123:0.63 124:0.50 126:0.54 127:0.70 129:0.59 133:0.47 135:0.60 140:0.45 145:0.84 146:0.24 147:0.30 149:0.65 150:0.62 151:0.83 152:1.00 153:0.96 154:0.41 159:0.42 161:0.69 162:0.74 164:0.97 167:0.84 169:0.96 172:0.59 173:0.33 177:0.05 179:0.66 181:0.72 186:0.73 187:0.39 191:0.75 202:0.94 212:0.54 215:0.49 216:0.87 235:0.80 241:0.76 242:0.82 243:0.34 245:0.74 247:0.12 248:0.87 256:0.95 259:0.21 260:0.91 261:0.98 265:0.71 266:0.71 267:0.28 268:0.96 271:0.50 276:0.51 283:0.60 285:0.62 297:0.36 300:0.43\n1 12:0.20 17:0.64 21:0.54 27:0.45 28:0.78 30:0.76 34:0.80 36:0.17 37:0.50 43:0.32 55:0.92 66:0.36 69:0.69 70:0.15 81:0.89 91:0.35 98:0.34 108:0.53 123:0.50 124:0.52 126:0.54 127:0.19 129:0.59 133:0.47 135:0.56 145:0.52 146:0.46 147:0.52 149:0.23 150:0.77 154:0.24 159:0.32 161:0.69 163:0.96 167:0.56 172:0.10 173:0.66 177:0.05 178:0.55 179:0.94 181:0.72 187:0.68 212:0.95 215:0.58 216:0.77 235:0.60 241:0.12 242:0.82 243:0.51 245:0.37 247:0.12 259:0.21 265:0.36 266:0.12 267:0.28 271:0.50 276:0.18 297:0.36 300:0.13\n3 6:1.00 7:0.81 8:1.00 12:0.20 17:0.11 20:0.99 21:0.13 27:0.07 28:0.78 30:0.45 32:0.80 34:0.67 36:0.82 37:0.84 43:0.47 55:0.45 66:0.33 69:0.37 70:0.42 78:0.83 81:0.96 91:0.96 98:0.55 100:0.93 104:0.58 108:0.68 111:0.88 120:0.94 123:0.66 124:0.71 126:0.54 127:0.88 129:0.81 133:0.67 135:0.30 140:0.45 145:0.86 146:0.19 147:0.25 149:0.47 150:0.93 151:0.81 152:0.95 153:0.94 154:0.36 159:0.51 161:0.69 162:0.58 164:0.97 167:0.92 169:0.89 172:0.27 173:0.39 177:0.05 179:0.87 181:0.72 186:0.84 189:1.00 191:0.94 195:0.70 202:0.96 212:0.15 215:0.84 216:0.63 220:0.74 230:0.87 233:0.76 235:0.12 238:0.98 241:0.91 242:0.82 243:0.37 245:0.53 247:0.12 248:0.92 256:0.95 259:0.21 260:0.95 261:0.92 265:0.56 266:0.63 267:0.99 268:0.96 271:0.50 276:0.36 283:0.60 285:0.62 297:0.36 300:0.33\n1 12:0.20 17:0.18 21:0.78 25:0.88 27:0.13 28:0.78 30:0.21 34:0.37 36:0.92 37:0.82 43:0.52 55:0.52 66:0.63 69:0.05 70:0.80 91:0.58 98:0.80 104:0.58 108:0.05 120:0.80 123:0.05 124:0.52 127:0.86 129:0.81 133:0.67 135:0.34 140:0.45 146:0.87 147:0.90 149:0.75 151:0.74 153:0.83 154:0.41 159:0.62 161:0.69 162:0.85 164:0.82 167:0.86 172:0.73 173:0.10 177:0.05 179:0.53 181:0.72 187:0.21 202:0.70 212:0.54 216:0.87 235:0.02 241:0.77 242:0.82 243:0.69 245:0.75 247:0.12 248:0.72 256:0.77 259:0.21 260:0.81 265:0.80 266:0.80 267:0.44 268:0.78 271:0.50 276:0.68 283:0.60 285:0.62 300:0.55\n1 12:0.06 17:0.38 21:0.54 25:0.88 27:0.28 30:0.41 32:0.75 34:0.93 36:0.88 37:0.85 39:0.71 43:0.41 55:0.59 66:0.63 69:0.37 70:0.47 74:0.59 81:0.56 89:0.97 91:0.17 98:0.82 104:0.58 108:0.29 120:0.62 123:0.28 124:0.46 126:0.32 127:0.84 129:0.05 133:0.39 135:0.68 140:0.45 141:0.91 145:0.59 146:0.76 147:0.80 149:0.45 150:0.42 151:0.58 153:0.48 154:0.69 159:0.44 162:0.86 164:0.56 172:0.51 173:0.44 177:0.38 179:0.78 187:0.68 190:0.77 195:0.61 202:0.36 212:0.42 215:0.58 216:0.39 220:0.74 222:0.21 223:0.92 225:0.96 234:0.91 235:0.68 240:0.95 241:0.37 242:0.58 243:0.69 245:0.63 247:0.47 248:0.56 253:0.47 254:0.95 256:0.45 259:0.21 260:0.63 265:0.82 266:0.54 267:0.36 268:0.46 271:0.26 274:0.91 276:0.48 283:0.71 285:0.50 297:0.36 300:0.33\n2 1:0.74 12:0.06 17:0.91 21:0.30 27:0.72 30:0.45 34:0.36 36:0.79 39:0.71 43:0.36 55:0.45 66:0.53 69:0.29 70:0.61 74:0.74 81:0.75 89:0.98 91:0.72 98:0.58 104:0.58 108:0.64 114:0.86 122:0.51 123:0.61 124:0.51 126:0.54 127:0.84 129:0.59 133:0.47 135:0.47 141:0.91 146:0.30 147:0.37 149:0.19 150:0.78 154:0.87 155:0.67 159:0.32 172:0.37 173:0.47 176:0.73 177:0.38 178:0.55 179:0.87 192:0.59 201:0.74 202:0.36 212:0.50 215:0.72 216:0.08 222:0.21 223:0.94 225:0.98 234:0.91 235:0.42 240:0.95 241:0.86 242:0.33 243:0.37 245:0.57 247:0.55 253:0.71 254:0.80 259:0.21 265:0.60 266:0.47 267:0.28 271:0.26 274:0.91 276:0.34 290:0.86 297:0.36 300:0.43\n1 1:0.74 8:0.70 12:0.06 17:0.57 21:0.54 27:0.59 30:0.76 32:0.75 34:0.99 36:0.33 37:0.42 39:0.71 43:0.79 55:0.45 66:0.64 69:0.27 70:0.15 74:0.55 77:0.70 81:0.60 89:0.96 91:0.31 98:0.23 104:0.99 106:0.81 108:0.21 114:0.77 122:0.41 123:0.20 126:0.54 127:0.11 129:0.05 135:0.51 141:0.91 145:0.82 146:0.24 147:0.30 149:0.43 150:0.67 154:0.72 155:0.67 159:0.11 172:0.16 173:0.46 176:0.73 177:0.38 178:0.55 179:0.41 187:0.39 192:0.59 195:0.60 201:0.74 206:0.81 212:0.95 215:0.58 216:0.18 222:0.21 223:0.94 225:0.98 234:0.91 235:0.68 240:0.95 241:0.41 242:0.82 243:0.69 247:0.12 253:0.61 254:0.95 259:0.21 265:0.26 266:0.12 267:0.59 271:0.26 274:0.91 276:0.17 282:0.83 283:0.71 290:0.77 297:0.36 300:0.13\n1 8:0.97 12:0.06 17:0.55 21:0.40 25:0.88 27:0.72 30:0.66 32:0.75 34:0.49 36:0.81 37:1.00 39:0.71 43:0.40 55:0.59 66:0.67 69:0.38 70:0.57 74:0.39 81:0.67 89:0.96 91:0.66 98:0.78 104:0.76 108:0.30 120:0.76 123:0.28 124:0.48 126:0.32 127:0.92 129:0.05 133:0.62 135:0.76 140:0.45 141:0.91 145:0.42 146:0.82 147:0.85 149:0.68 150:0.49 151:0.64 153:0.46 154:0.62 159:0.57 162:0.78 164:0.77 172:0.70 173:0.37 177:0.38 179:0.59 190:0.77 191:0.87 195:0.69 202:0.67 212:0.48 215:0.67 216:0.17 220:0.91 222:0.21 223:0.91 225:0.96 234:0.91 235:0.52 240:0.95 241:0.96 242:0.80 243:0.72 245:0.70 247:0.39 248:0.68 253:0.35 254:0.80 256:0.71 260:0.77 265:0.78 266:0.71 267:0.65 268:0.72 271:0.26 274:0.91 276:0.64 283:0.82 285:0.50 297:0.36 300:0.55\n1 12:0.06 17:0.32 21:0.78 27:0.45 30:0.95 34:0.85 36:0.17 37:0.50 39:0.71 43:0.28 55:0.84 66:0.54 69:0.74 74:0.42 89:0.96 91:0.37 98:0.19 108:0.57 123:0.55 127:0.10 129:0.05 135:0.82 141:0.91 145:0.50 146:0.32 147:0.38 149:0.18 154:0.21 159:0.13 172:0.10 173:0.65 177:0.38 178:0.55 179:0.50 187:0.68 216:0.77 222:0.21 223:0.91 225:0.96 234:0.91 235:0.74 240:0.95 241:0.21 243:0.63 244:0.61 253:0.37 259:0.21 265:0.21 267:0.65 271:0.26 274:0.91 300:0.08\n0 7:0.78 9:0.80 12:0.06 17:0.67 21:0.74 27:0.25 30:0.33 34:0.99 36:0.39 37:0.74 39:0.71 43:0.35 55:0.59 66:0.54 69:0.37 70:0.36 74:0.71 81:0.30 89:0.98 91:0.40 96:0.69 98:0.39 104:0.89 106:0.81 108:0.29 120:0.55 122:0.41 123:0.28 124:0.55 126:0.32 127:0.56 129:0.05 133:0.62 135:0.56 140:0.45 141:0.97 145:0.45 146:0.43 147:0.49 149:0.37 150:0.28 151:0.51 153:0.48 154:0.70 155:0.67 158:0.84 159:0.46 162:0.86 164:0.57 172:0.32 173:0.39 177:0.38 179:0.89 187:0.68 192:0.59 202:0.36 206:0.81 208:0.64 212:0.78 215:0.46 216:0.66 220:0.96 222:0.21 223:0.94 225:0.98 230:0.81 233:0.76 234:0.98 235:0.88 240:0.99 241:0.24 242:0.19 243:0.63 245:0.45 247:0.55 248:0.50 253:0.54 254:0.96 255:0.79 256:0.45 259:0.21 260:0.55 265:0.41 266:0.23 267:0.59 268:0.46 271:0.26 274:0.97 276:0.31 279:0.86 283:0.71 285:0.62 297:0.36 300:0.25\n2 8:0.77 12:0.06 17:0.95 21:0.54 27:0.60 30:0.40 34:0.92 36:0.71 37:0.55 39:0.71 43:0.34 55:0.45 66:0.27 69:0.17 70:0.59 74:0.95 81:0.35 89:0.99 91:0.51 96:0.76 98:0.66 104:0.58 108:0.14 114:0.65 117:0.86 122:0.67 123:0.66 124:0.58 126:0.32 127:0.72 129:0.59 133:0.47 135:0.39 140:0.45 141:0.97 146:0.56 147:0.62 149:0.50 150:0.31 151:0.59 153:0.72 154:0.86 158:0.84 159:0.43 162:0.79 172:0.59 173:0.29 176:0.56 177:0.38 179:0.58 187:0.21 190:0.77 202:0.64 212:0.86 216:0.26 220:0.96 222:0.21 223:0.94 225:0.99 232:0.83 234:0.98 235:0.60 240:0.99 241:0.18 242:0.52 243:0.58 245:0.82 247:0.39 248:0.58 253:0.81 254:0.80 256:0.64 259:0.21 265:0.61 266:0.47 267:0.76 268:0.69 271:0.26 274:0.98 276:0.62 285:0.50 290:0.65 300:0.55\n0 12:0.06 17:0.64 21:0.68 27:0.64 30:0.38 34:0.96 36:0.17 37:0.97 39:0.71 43:0.31 55:0.59 66:0.83 69:0.68 70:0.50 74:0.79 77:0.70 81:0.30 89:0.98 91:0.48 98:0.71 104:0.99 106:0.81 108:0.51 114:0.62 117:0.86 122:0.57 123:0.49 126:0.32 127:0.22 129:0.05 135:0.98 141:0.91 145:0.47 146:0.81 147:0.84 149:0.31 150:0.28 154:0.59 159:0.36 163:0.81 172:0.51 173:0.65 176:0.56 177:0.38 178:0.55 179:0.59 187:0.95 195:0.75 206:0.81 212:0.42 216:0.57 222:0.21 223:0.94 225:0.98 234:0.91 235:0.80 240:0.95 241:0.44 242:0.60 243:0.84 247:0.39 253:0.61 254:0.92 259:0.21 265:0.71 266:0.38 267:0.76 271:0.26 274:0.91 276:0.41 282:0.84 290:0.62 300:0.33\n0 12:0.06 17:0.75 21:0.54 27:0.72 30:0.45 34:0.42 36:0.57 39:0.71 43:0.43 55:0.71 66:0.82 69:0.29 70:0.61 74:0.57 76:0.85 81:0.55 89:0.96 91:0.75 98:0.96 104:0.58 108:0.22 114:0.77 123:0.22 126:0.54 127:0.69 129:0.05 135:0.51 141:0.91 145:0.88 146:0.65 147:0.70 149:0.52 150:0.58 154:0.33 159:0.25 172:0.48 173:0.55 176:0.73 177:0.38 178:0.55 179:0.86 202:0.36 212:0.61 215:0.58 216:0.03 222:0.21 223:0.94 225:0.98 234:0.91 235:0.68 240:0.95 241:0.87 242:0.80 243:0.83 244:0.61 247:0.30 253:0.61 259:0.21 265:0.96 266:0.38 267:0.36 271:0.26 274:0.91 276:0.39 290:0.77 297:0.36 300:0.43\n1 1:0.74 7:0.78 12:0.06 17:0.49 21:0.22 27:0.43 30:0.68 32:0.74 34:0.45 36:0.24 37:0.71 39:0.71 43:0.27 55:0.45 66:0.79 69:0.77 70:0.31 74:0.75 77:0.70 81:0.80 89:0.98 91:0.42 98:0.55 104:0.83 106:0.81 108:0.60 114:0.90 117:0.86 122:0.41 123:0.58 126:0.54 127:0.16 129:0.05 135:0.20 141:0.91 145:0.50 146:0.49 147:0.56 149:0.11 150:0.83 154:0.66 155:0.67 158:0.86 159:0.18 172:0.41 173:0.87 176:0.73 177:0.38 178:0.55 179:0.53 187:0.39 192:0.59 195:0.60 201:0.74 206:0.81 208:0.64 212:0.78 215:0.79 216:0.51 222:0.21 223:0.94 225:0.98 230:0.81 233:0.76 234:0.91 235:0.31 240:0.95 241:0.32 242:0.19 243:0.80 247:0.55 253:0.72 254:0.74 259:0.21 265:0.57 266:0.23 267:0.84 271:0.26 274:0.91 276:0.32 279:0.86 282:0.83 283:0.71 290:0.90 297:0.36 300:0.25\n2 8:0.84 12:0.06 17:0.11 21:0.13 27:0.37 30:0.68 34:0.92 36:0.83 37:0.58 39:0.71 43:0.42 55:0.59 66:0.79 69:0.21 70:0.31 74:0.39 81:0.76 89:0.96 91:0.38 98:0.90 104:0.78 106:0.81 108:0.17 120:0.59 123:0.16 126:0.32 127:0.48 129:0.05 135:0.26 140:0.80 141:0.91 146:0.65 147:0.70 149:0.39 150:0.56 151:0.51 153:0.46 154:0.56 159:0.24 162:0.66 164:0.65 172:0.41 173:0.47 177:0.38 178:0.42 179:0.88 187:0.21 190:0.77 202:0.56 206:0.81 212:0.42 215:0.84 216:0.45 220:0.87 222:0.21 223:0.91 225:0.96 234:0.91 235:0.12 240:0.95 241:0.65 242:0.75 243:0.80 247:0.35 248:0.52 253:0.35 254:0.97 256:0.58 259:0.21 260:0.59 265:0.90 266:0.27 267:0.69 268:0.58 271:0.26 274:0.91 276:0.34 285:0.50 297:0.36 300:0.25\n2 12:0.06 17:0.90 21:0.54 27:0.72 30:0.45 34:0.49 36:0.55 39:0.71 43:0.43 55:0.71 66:0.82 69:0.29 70:0.61 74:0.57 76:0.85 81:0.55 89:0.96 91:0.71 98:0.96 104:0.54 108:0.22 114:0.77 123:0.22 126:0.54 127:0.69 129:0.05 135:0.51 141:0.91 145:0.88 146:0.65 147:0.70 149:0.52 150:0.58 154:0.33 159:0.25 172:0.48 173:0.55 176:0.73 177:0.38 178:0.55 179:0.86 187:0.21 212:0.61 215:0.58 216:0.04 222:0.21 223:0.94 225:0.98 234:0.91 235:0.68 240:0.95 241:0.78 242:0.80 243:0.83 244:0.61 247:0.30 253:0.61 259:0.21 265:0.96 266:0.38 267:0.23 271:0.26 274:0.91 276:0.39 290:0.77 297:0.36 300:0.43\n1 12:0.06 17:0.77 21:0.13 25:0.88 27:0.72 30:0.74 34:0.83 36:0.59 37:0.23 39:0.71 43:0.45 55:0.52 66:0.67 69:0.07 70:0.59 74:0.54 81:0.76 89:0.97 91:0.62 98:0.53 104:0.58 108:0.82 123:0.81 124:0.49 126:0.32 127:0.57 129:0.05 133:0.62 135:0.19 141:0.91 146:0.40 147:0.47 149:0.54 150:0.56 154:0.34 159:0.65 172:0.63 173:0.11 177:0.38 178:0.55 179:0.62 202:0.55 212:0.28 215:0.84 216:0.20 222:0.21 223:0.92 225:0.96 234:0.91 235:0.12 240:0.95 241:0.80 242:0.79 243:0.23 244:0.61 245:0.64 247:0.39 253:0.44 259:0.21 265:0.54 266:0.63 267:0.76 271:0.26 274:0.91 276:0.54 277:0.69 297:0.36 300:0.70\n0 8:0.70 12:0.06 17:0.43 21:0.78 27:0.25 30:0.62 34:0.90 36:0.37 37:0.74 39:0.71 43:0.27 55:0.71 66:0.16 69:0.90 70:0.23 74:0.57 89:0.98 91:0.46 98:0.20 104:0.89 106:0.81 108:0.68 122:0.67 123:0.66 124:0.81 127:0.29 129:0.05 133:0.74 135:0.42 141:0.91 145:0.54 146:0.27 147:0.05 149:0.30 154:0.20 159:0.41 163:0.98 172:0.10 173:0.96 177:0.05 178:0.55 179:0.88 187:0.68 191:0.86 202:0.36 206:0.81 212:0.61 216:0.66 222:0.21 223:0.92 225:0.96 234:0.91 235:0.88 240:0.95 241:0.18 242:0.63 243:0.23 244:0.61 245:0.42 247:0.35 253:0.46 257:0.65 259:0.21 265:0.22 266:0.23 267:0.65 271:0.26 274:0.91 276:0.29 277:0.69 283:0.82 300:0.18\n2 1:0.74 12:0.06 17:0.95 21:0.30 27:0.72 30:0.45 34:0.40 36:0.80 39:0.71 43:0.36 55:0.45 66:0.53 69:0.29 70:0.61 74:0.74 81:0.75 89:0.98 91:0.71 98:0.58 104:0.58 108:0.64 114:0.86 122:0.51 123:0.61 124:0.51 126:0.54 127:0.84 129:0.59 133:0.47 135:0.47 141:0.91 146:0.30 147:0.37 149:0.19 150:0.78 154:0.87 155:0.67 159:0.32 172:0.37 173:0.47 176:0.73 177:0.38 178:0.55 179:0.87 187:0.21 192:0.59 201:0.74 212:0.50 215:0.72 216:0.08 222:0.21 223:0.94 225:0.98 234:0.91 235:0.42 240:0.95 241:0.77 242:0.33 243:0.37 245:0.57 247:0.55 253:0.71 254:0.80 259:0.21 265:0.60 266:0.47 267:0.36 271:0.26 274:0.91 276:0.34 290:0.86 297:0.36 300:0.43\n1 12:0.06 17:0.53 21:0.59 25:0.88 27:0.28 30:0.21 32:0.77 34:0.78 36:0.81 37:0.85 39:0.71 43:0.41 55:0.71 66:0.11 69:0.39 70:0.64 74:0.70 77:0.70 81:0.58 89:0.97 91:0.11 98:0.57 104:0.58 108:0.30 114:0.74 123:0.61 124:0.73 126:0.54 127:0.68 129:0.05 133:0.62 135:0.82 141:0.91 145:0.87 146:0.40 147:0.47 149:0.42 150:0.59 154:0.75 158:0.84 159:0.45 172:0.32 173:0.43 176:0.73 177:0.38 178:0.55 179:0.78 187:0.68 195:0.64 202:0.36 208:0.64 212:0.58 215:0.55 216:0.39 222:0.21 223:0.94 225:0.98 234:0.91 235:0.80 240:0.95 241:0.21 242:0.74 243:0.48 245:0.60 247:0.47 253:0.64 254:0.84 259:0.21 265:0.41 266:0.54 267:0.65 271:0.26 274:0.91 276:0.45 277:0.69 282:0.85 283:0.65 290:0.74 297:0.36 300:0.43\n2 1:0.74 12:0.06 17:0.30 21:0.40 25:0.88 27:0.27 30:0.30 32:0.74 34:0.94 36:0.62 37:0.90 39:0.71 43:0.88 55:0.71 66:0.60 69:0.41 70:0.80 74:0.80 77:0.89 81:0.70 89:0.98 91:0.23 98:0.65 104:0.58 108:0.31 114:0.82 122:0.43 123:0.30 124:0.55 126:0.54 127:0.70 129:0.05 132:0.97 133:0.62 135:0.91 141:0.91 145:0.59 146:0.57 147:0.63 149:0.66 150:0.75 154:0.86 155:0.67 158:0.84 159:0.39 172:0.45 173:0.50 176:0.73 177:0.38 178:0.55 179:0.81 187:0.68 192:0.59 195:0.59 201:0.74 212:0.52 215:0.67 216:0.75 222:0.21 223:0.94 225:0.98 234:0.91 235:0.52 240:0.95 241:0.35 242:0.24 243:0.67 245:0.53 247:0.67 253:0.71 265:0.66 266:0.47 267:0.59 271:0.26 274:0.91 276:0.42 282:0.82 290:0.82 297:0.36 300:0.55\n2 12:0.06 17:0.75 21:0.54 27:0.72 30:0.45 34:0.42 36:0.57 39:0.71 43:0.43 55:0.71 66:0.82 69:0.29 70:0.61 74:0.57 76:0.85 81:0.55 89:0.96 91:0.75 98:0.96 104:0.58 108:0.22 114:0.77 123:0.22 126:0.54 127:0.69 129:0.05 135:0.51 141:0.91 145:0.88 146:0.65 147:0.70 149:0.52 150:0.58 154:0.33 159:0.25 172:0.48 173:0.55 176:0.73 177:0.38 178:0.55 179:0.86 202:0.36 212:0.61 215:0.58 216:0.03 222:0.21 223:0.94 225:0.98 234:0.91 235:0.68 240:0.95 241:0.87 242:0.80 243:0.83 244:0.61 247:0.30 253:0.61 259:0.21 265:0.96 266:0.38 267:0.36 271:0.26 274:0.91 276:0.39 290:0.77 297:0.36 300:0.43\n1 8:0.96 12:0.06 17:0.70 21:0.05 25:0.88 27:0.71 30:0.41 32:0.75 34:0.93 36:0.77 37:0.89 39:0.71 43:0.41 55:0.59 66:0.68 69:0.29 70:0.65 74:0.38 81:0.84 89:0.96 91:0.67 98:0.85 104:0.58 108:0.22 120:0.85 123:0.22 124:0.45 126:0.32 127:0.91 129:0.05 133:0.39 135:0.60 140:0.45 141:0.91 145:0.92 146:0.87 147:0.90 149:0.69 150:0.64 151:0.70 153:0.71 154:0.57 159:0.57 162:0.82 164:0.84 172:0.73 173:0.29 177:0.38 179:0.56 190:0.77 191:0.84 195:0.70 202:0.75 212:0.71 215:0.91 216:0.25 220:0.62 222:0.21 223:0.91 225:0.96 234:0.91 235:0.05 240:0.95 241:0.89 242:0.80 243:0.72 245:0.79 247:0.39 248:0.79 253:0.34 254:0.80 256:0.80 260:0.86 265:0.85 266:0.63 267:0.23 268:0.80 271:0.26 274:0.91 276:0.66 283:0.82 285:0.50 297:0.36 300:0.55\n2 8:0.91 12:0.06 17:0.57 21:0.30 25:0.88 27:0.28 30:0.55 32:0.75 34:0.45 36:0.45 37:0.85 39:0.71 43:0.41 55:0.71 66:0.52 69:0.33 70:0.45 74:0.41 81:0.61 89:0.96 91:0.77 98:0.66 104:0.58 108:0.69 120:0.91 123:0.67 124:0.52 126:0.32 127:0.61 129:0.05 133:0.39 135:0.78 140:0.45 141:0.91 145:0.47 146:0.63 147:0.68 149:0.56 150:0.45 151:0.75 153:0.86 154:0.31 159:0.45 162:0.79 164:0.90 172:0.48 173:0.38 177:0.38 179:0.73 187:0.21 190:0.77 191:0.86 195:0.64 202:0.83 212:0.59 215:0.72 216:0.39 220:0.87 222:0.21 223:0.91 225:0.96 234:0.91 235:0.31 240:0.95 241:0.75 242:0.78 243:0.40 244:0.61 245:0.69 247:0.39 248:0.86 253:0.36 256:0.87 259:0.21 260:0.91 265:0.67 266:0.47 267:0.59 268:0.87 271:0.26 274:0.91 276:0.51 277:0.69 283:0.71 285:0.50 297:0.36 300:0.33\n1 12:0.06 17:0.36 21:0.78 27:0.45 30:0.95 34:0.75 36:0.17 37:0.50 39:0.71 43:0.24 55:0.71 66:0.54 69:0.84 74:0.39 89:0.96 91:0.27 98:0.17 108:0.69 123:0.67 127:0.10 129:0.05 135:0.83 141:0.91 145:0.47 146:0.27 147:0.33 149:0.16 154:0.17 159:0.12 172:0.10 173:0.79 177:0.38 178:0.55 179:0.36 187:0.68 216:0.77 222:0.21 223:0.91 225:0.96 234:0.91 235:0.31 240:0.95 241:0.44 243:0.63 244:0.61 253:0.35 259:0.21 265:0.18 267:0.44 271:0.26 274:0.91 300:0.08\n1 7:0.78 12:0.06 17:0.97 21:0.54 27:0.72 30:0.87 32:0.75 34:0.75 36:0.42 39:0.71 43:0.36 55:0.71 66:0.86 69:0.96 70:0.33 74:0.74 81:0.56 89:0.99 91:0.56 98:0.69 104:0.80 106:0.81 108:0.93 120:0.69 122:0.57 123:0.93 124:0.38 126:0.32 127:0.74 129:0.05 133:0.62 135:0.84 140:0.45 141:0.91 145:0.52 146:0.98 147:0.05 149:0.43 150:0.42 151:0.66 153:0.48 154:0.17 159:0.90 162:0.86 164:0.56 172:0.91 173:0.91 177:0.05 179:0.28 187:0.21 190:0.77 195:0.97 202:0.36 206:0.81 212:0.76 215:0.58 216:0.40 222:0.21 223:0.94 225:0.98 230:0.81 233:0.76 234:0.91 235:0.68 240:0.95 241:0.12 242:0.30 243:0.06 245:0.76 247:0.67 248:0.63 253:0.55 254:0.92 256:0.45 257:0.65 259:0.21 260:0.70 265:0.69 266:0.80 267:0.28 268:0.46 271:0.26 274:0.91 276:0.80 283:0.82 285:0.50 297:0.36 300:0.70\n2 8:0.77 12:0.06 17:0.85 21:0.40 27:0.60 30:0.44 34:0.66 36:0.91 37:0.55 39:0.71 43:0.45 55:0.71 66:0.92 69:0.15 70:0.57 74:0.95 81:0.54 89:0.99 91:0.78 96:0.85 98:1.00 104:0.58 108:0.12 114:0.68 120:0.69 122:0.67 123:0.12 126:0.32 127:0.96 129:0.05 135:0.51 140:0.80 141:0.97 146:0.89 147:0.91 149:0.65 150:0.41 151:0.66 153:0.48 154:0.61 159:0.48 162:0.56 164:0.56 172:0.77 173:0.25 176:0.56 177:0.38 178:0.42 179:0.58 190:0.77 191:0.82 202:0.83 212:0.69 216:0.26 220:0.91 222:0.21 223:0.94 225:0.99 234:0.98 235:0.52 240:0.99 241:0.86 242:0.72 243:0.92 247:0.47 248:0.73 253:0.89 254:0.80 256:0.81 259:0.21 260:0.70 265:1.00 266:0.54 267:0.23 268:0.83 271:0.26 274:0.99 276:0.66 285:0.62 290:0.68 300:0.43\n3 1:0.74 9:0.80 11:0.64 12:0.69 17:0.79 21:0.30 27:0.17 28:0.78 30:0.56 32:0.80 34:0.67 36:0.67 37:0.80 39:0.86 41:0.82 43:0.78 46:0.98 66:0.33 69:0.23 70:0.66 74:0.78 77:0.70 81:0.70 83:0.76 85:0.94 91:0.58 96:0.70 98:0.66 101:0.83 104:0.58 107:0.96 108:0.78 110:0.96 114:0.86 120:0.57 122:0.43 123:0.18 124:0.60 125:0.98 126:0.54 127:0.67 129:0.59 131:0.87 133:0.47 135:0.24 140:0.45 144:0.57 145:0.52 146:0.75 147:0.79 149:0.88 150:0.81 151:0.54 153:0.48 154:0.71 155:0.67 157:0.89 159:0.57 160:0.96 161:0.45 162:0.86 163:0.81 164:0.57 165:0.84 166:0.81 167:0.76 172:0.54 173:0.24 176:0.73 177:0.38 179:0.59 181:0.94 182:0.83 187:0.39 192:0.59 195:0.74 201:0.74 202:0.36 208:0.64 212:0.30 215:0.72 216:0.22 220:0.91 222:0.60 227:0.88 229:0.91 231:0.72 232:0.79 235:0.42 241:0.59 242:0.54 243:0.50 245:0.81 246:0.88 247:0.47 248:0.54 253:0.73 255:0.79 256:0.45 259:0.21 260:0.57 265:0.60 266:0.75 267:0.96 268:0.46 271:0.72 276:0.61 282:0.88 285:0.62 287:0.90 289:0.94 290:0.86 297:0.36 299:0.88 300:0.55\n2 1:0.74 9:0.80 11:0.64 12:0.69 17:0.26 21:0.30 25:0.88 27:0.06 28:0.78 30:0.73 32:0.80 34:0.83 36:0.70 37:0.95 39:0.86 41:0.82 43:0.85 46:0.99 66:0.86 69:0.60 70:0.29 74:0.81 77:0.89 81:0.70 83:0.76 85:0.91 91:0.53 96:0.72 98:0.83 101:0.84 104:0.58 107:0.95 108:0.46 110:0.95 114:0.86 120:0.72 122:0.43 123:0.44 125:0.98 126:0.54 127:0.32 129:0.05 131:0.87 135:0.60 140:0.45 144:0.57 145:0.52 146:0.69 147:0.74 149:0.88 150:0.81 151:0.60 153:0.48 154:0.83 155:0.67 157:0.88 159:0.27 160:0.96 161:0.45 162:0.86 163:0.81 164:0.68 165:0.84 166:0.81 167:0.87 172:0.59 173:0.73 176:0.73 177:0.38 179:0.64 181:0.94 182:0.83 187:0.39 190:0.77 192:0.59 195:0.57 201:0.74 202:0.53 208:0.64 212:0.54 215:0.72 216:0.58 220:0.87 222:0.60 227:0.88 229:0.91 231:0.72 235:0.42 241:0.73 242:0.63 243:0.86 246:0.88 247:0.35 248:0.58 253:0.76 255:0.79 256:0.58 259:0.21 260:0.70 265:0.83 266:0.27 267:0.44 268:0.62 271:0.72 276:0.48 282:0.88 285:0.62 287:0.90 289:0.95 290:0.86 297:0.36 299:0.88 300:0.25\n2 1:0.74 9:0.80 11:0.64 12:0.69 17:0.67 21:0.22 27:0.17 28:0.78 30:0.43 32:0.80 34:0.45 36:0.72 37:0.80 39:0.86 41:0.82 43:0.79 46:0.98 66:0.89 69:0.46 70:0.71 74:0.78 77:0.70 81:0.75 83:0.77 85:0.91 91:0.57 96:0.73 98:0.90 101:0.83 104:0.58 107:0.96 108:0.35 110:0.96 114:0.90 120:0.61 122:0.43 123:0.34 125:0.99 126:0.54 127:0.46 129:0.05 131:0.87 135:0.54 140:0.45 144:0.57 145:0.84 146:0.82 147:0.85 149:0.88 150:0.84 151:0.63 153:0.69 154:0.73 155:0.67 157:0.88 159:0.38 160:0.96 161:0.45 162:0.86 163:0.81 164:0.62 165:0.86 166:0.81 167:0.76 172:0.70 173:0.53 176:0.73 177:0.38 179:0.58 181:0.94 182:0.84 187:0.39 192:0.59 195:0.65 201:0.74 202:0.46 208:0.64 212:0.42 215:0.79 216:0.22 220:0.82 222:0.60 227:0.88 229:0.91 231:0.72 232:0.79 235:0.31 241:0.61 242:0.45 243:0.90 246:0.88 247:0.47 248:0.61 253:0.77 255:0.79 256:0.45 259:0.21 260:0.61 265:0.90 266:0.38 267:0.73 268:0.55 271:0.72 276:0.58 282:0.88 285:0.62 287:0.90 289:0.94 290:0.90 297:0.36 299:0.88 300:0.55\n3 9:0.80 11:0.64 12:0.69 17:0.72 21:0.78 25:0.88 27:0.06 28:0.78 30:0.76 32:0.80 34:0.58 36:0.49 37:0.95 39:0.86 41:0.93 43:0.86 46:0.98 55:0.71 66:0.77 69:0.47 70:0.21 74:0.65 77:0.70 83:0.80 85:0.80 91:0.72 96:0.90 98:0.73 101:0.79 104:0.58 107:0.93 108:0.36 110:0.94 120:0.86 122:0.43 123:0.35 125:0.97 127:0.23 129:0.05 131:0.87 135:0.26 140:0.80 144:0.57 145:0.63 146:0.43 147:0.49 149:0.72 151:0.94 153:0.82 154:0.83 155:0.67 157:0.82 159:0.16 160:0.98 161:0.45 162:0.67 164:0.81 166:0.61 167:0.90 172:0.37 173:0.75 177:0.38 178:0.42 179:0.78 181:0.94 182:0.84 187:0.39 192:0.59 195:0.54 202:0.74 208:0.64 212:0.87 216:0.58 222:0.60 227:0.88 229:0.91 231:0.72 235:0.52 241:0.75 242:0.55 243:0.79 246:0.61 247:0.39 248:0.89 253:0.88 255:0.79 256:0.77 259:0.21 260:0.86 265:0.73 266:0.17 267:0.23 268:0.76 271:0.72 276:0.31 282:0.88 285:0.62 287:0.90 289:0.95 299:0.88 300:0.18\n0 1:0.74 7:0.81 8:0.61 9:0.80 11:0.64 12:0.69 17:0.08 20:0.75 21:0.13 25:0.88 27:0.72 28:0.78 30:0.91 34:0.40 36:0.71 37:0.23 39:0.86 41:0.94 43:0.98 46:1.00 60:0.87 66:0.69 69:0.08 70:0.13 74:0.73 78:0.89 81:0.80 83:0.88 85:0.80 87:0.98 91:0.78 96:0.91 98:0.88 100:0.85 101:0.81 104:0.58 107:0.92 108:0.07 110:0.92 111:0.89 114:0.92 120:0.85 121:0.90 122:0.43 123:0.07 125:0.99 126:0.54 127:0.41 129:0.05 131:0.87 132:0.97 135:0.58 140:0.45 144:0.57 145:0.49 146:0.32 147:0.38 149:0.70 150:0.87 151:0.96 152:0.74 153:0.86 154:0.98 155:0.67 157:0.82 158:0.92 159:0.13 160:0.98 161:0.45 162:0.83 163:0.75 164:0.82 165:0.88 166:0.81 167:1.00 169:0.89 172:0.21 173:0.66 176:0.73 177:0.38 179:0.97 181:0.94 182:0.84 186:0.80 192:0.59 201:0.74 202:0.71 204:0.89 208:0.64 212:0.61 215:0.84 216:0.27 220:0.82 222:0.60 227:0.88 229:0.91 230:0.84 231:0.72 232:0.80 233:0.69 235:0.22 238:0.88 241:0.92 242:0.63 243:0.73 246:0.88 247:0.30 248:0.91 253:0.92 255:0.79 256:0.73 260:0.86 261:0.74 265:0.88 266:0.17 267:0.91 268:0.77 271:0.72 276:0.14 279:0.86 283:0.82 285:0.62 287:0.90 289:0.95 290:0.92 297:0.36 300:0.13\n3 1:0.74 12:0.69 17:0.89 21:0.22 27:0.17 28:0.78 30:0.45 34:0.25 36:0.62 37:0.80 39:0.86 43:0.43 46:0.88 55:0.45 66:0.69 69:0.23 70:0.25 74:0.75 76:0.85 77:0.70 81:0.73 91:0.33 98:0.36 104:0.58 107:0.89 108:0.18 110:0.89 114:0.90 117:0.86 122:0.67 123:0.18 125:0.88 126:0.54 127:0.13 129:0.05 131:0.61 135:0.34 144:0.57 145:0.58 146:0.38 147:0.45 149:0.33 150:0.77 154:0.32 155:0.67 157:0.61 159:0.15 160:0.88 161:0.45 163:0.75 166:0.81 167:0.70 172:0.21 173:0.31 175:0.75 176:0.73 177:0.05 178:0.55 179:0.56 181:0.94 182:0.61 187:0.39 192:0.59 195:0.67 201:0.74 212:0.61 215:0.79 216:0.22 222:0.60 227:0.61 229:0.61 231:0.72 232:0.79 235:0.31 241:0.35 242:0.82 243:0.73 244:0.61 246:0.61 247:0.12 253:0.72 257:0.65 259:0.21 265:0.38 266:0.17 267:0.59 271:0.72 276:0.21 277:0.69 282:0.81 287:0.61 289:0.94 290:0.90 297:0.36 300:0.18\n3 1:0.74 9:0.80 11:0.64 12:0.69 17:0.82 21:0.13 27:0.17 28:0.78 30:0.56 32:0.80 34:0.70 36:0.93 37:0.80 39:0.86 41:0.90 43:0.80 46:0.98 55:0.71 66:0.91 69:0.45 70:0.70 74:0.79 77:0.70 81:0.80 83:0.79 85:0.90 91:0.61 96:0.79 98:0.92 101:0.82 104:0.58 107:0.96 108:0.35 110:0.96 114:0.92 120:0.68 123:0.34 125:0.99 126:0.54 127:0.53 129:0.05 131:0.87 135:0.76 140:0.45 144:0.57 145:0.44 146:0.86 147:0.88 149:0.85 150:0.87 151:0.73 153:0.78 154:0.73 155:0.67 157:0.87 159:0.43 160:0.98 161:0.45 162:0.86 164:0.73 165:0.88 166:0.81 167:0.78 172:0.74 173:0.49 176:0.73 177:0.38 179:0.55 181:0.94 182:0.84 187:0.39 192:0.59 195:0.65 201:0.74 202:0.59 208:0.64 212:0.71 215:0.84 216:0.22 220:0.74 222:0.60 227:0.88 229:0.91 231:0.72 232:0.79 235:0.22 241:0.65 242:0.40 243:0.91 246:0.88 247:0.60 248:0.75 253:0.84 255:0.79 256:0.64 259:0.21 260:0.69 265:0.92 266:0.38 267:0.69 268:0.67 271:0.72 276:0.62 282:0.88 285:0.62 287:0.90 289:0.95 290:0.92 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.82 7:0.81 8:0.68 9:0.80 11:0.64 12:0.69 17:0.59 20:0.88 21:0.47 27:0.21 28:0.78 30:0.30 34:0.62 36:0.80 37:0.74 39:0.86 41:0.82 43:0.98 46:0.97 55:0.71 60:0.87 66:0.94 69:0.17 70:0.74 74:0.89 78:0.75 81:0.61 83:0.83 85:0.93 91:0.48 96:0.70 98:0.88 100:0.78 101:0.81 104:0.84 106:0.81 107:0.96 108:0.14 110:0.96 111:0.74 114:0.80 117:0.86 120:0.56 121:0.90 122:0.43 123:0.13 125:0.98 126:0.54 127:0.41 129:0.05 131:0.87 135:0.20 140:0.45 144:0.57 146:0.93 147:0.94 149:0.91 150:0.76 151:0.53 152:0.83 153:0.77 154:0.98 155:0.67 157:0.88 158:0.87 159:0.57 160:0.96 161:0.45 162:0.68 164:0.64 165:0.80 166:0.81 167:0.64 169:0.75 172:0.83 173:0.17 176:0.73 177:0.38 179:0.37 181:0.94 182:0.83 186:0.76 187:0.39 189:0.84 192:0.59 201:0.74 202:0.54 204:0.89 206:0.81 208:0.64 212:0.54 215:0.63 216:0.95 220:0.93 222:0.60 227:0.88 229:0.91 230:0.84 231:0.72 232:0.91 233:0.69 235:0.60 238:0.87 241:0.10 242:0.39 243:0.94 246:0.88 247:0.60 248:0.52 253:0.74 255:0.79 256:0.45 259:0.21 260:0.57 261:0.76 265:0.88 266:0.63 267:0.88 268:0.57 271:0.72 276:0.73 279:0.86 283:0.71 285:0.62 287:0.90 289:0.94 290:0.80 297:0.36 300:0.70\n2 1:0.74 9:0.80 11:0.64 12:0.69 17:0.09 21:0.30 25:0.88 27:0.06 28:0.78 30:0.45 32:0.80 34:0.96 36:0.48 37:0.95 39:0.86 41:0.88 43:0.90 46:0.97 66:0.36 69:0.23 70:0.33 74:0.64 77:0.89 81:0.70 83:0.78 85:0.80 91:0.54 96:0.82 98:0.37 101:0.79 104:0.58 107:0.93 108:0.57 110:0.94 114:0.86 120:0.72 122:0.43 123:0.55 124:0.58 125:0.99 126:0.54 127:0.40 129:0.59 131:0.87 133:0.47 135:0.30 140:0.45 144:0.57 145:0.52 146:0.26 147:0.32 149:0.71 150:0.81 151:0.87 153:0.48 154:0.89 155:0.67 157:0.82 159:0.23 160:0.97 161:0.45 162:0.86 164:0.67 165:0.84 166:0.81 167:0.83 172:0.21 173:0.48 176:0.73 177:0.38 179:0.89 181:0.94 182:0.84 187:0.39 192:0.59 195:0.54 201:0.74 202:0.50 208:0.64 212:0.52 215:0.72 216:0.58 222:0.60 227:0.88 229:0.91 231:0.72 235:0.42 241:0.70 242:0.55 243:0.45 245:0.50 246:0.88 247:0.39 248:0.79 253:0.82 255:0.79 256:0.58 259:0.21 260:0.73 265:0.39 266:0.27 267:0.44 268:0.59 271:0.72 276:0.25 282:0.88 285:0.62 287:0.90 289:0.95 290:0.86 297:0.36 299:0.88 300:0.25\n1 11:0.64 12:0.69 17:0.36 21:0.78 27:0.45 28:0.78 30:0.76 34:0.77 36:0.19 37:0.50 39:0.86 43:0.79 46:0.97 55:0.59 66:0.72 69:0.76 70:0.28 74:0.76 85:0.93 91:0.27 98:0.41 101:0.81 107:0.95 108:0.59 110:0.96 122:0.43 123:0.56 124:0.42 125:0.88 127:0.39 129:0.05 131:0.61 133:0.39 135:0.51 144:0.57 145:0.38 146:0.60 147:0.66 149:0.88 154:0.72 157:0.88 159:0.60 160:0.88 161:0.45 166:0.61 167:0.70 172:0.67 173:0.69 177:0.38 178:0.55 179:0.53 181:0.94 182:0.78 187:0.68 212:0.87 216:0.77 222:0.60 227:0.61 229:0.61 231:0.69 235:0.52 241:0.35 242:0.52 243:0.75 245:0.70 246:0.61 247:0.47 253:0.56 259:0.21 265:0.43 266:0.38 267:0.19 271:0.72 276:0.39 287:0.61 289:0.93 300:0.33\n0 1:0.74 11:0.42 12:0.69 17:0.67 21:0.13 27:0.72 28:0.78 30:0.40 34:0.59 36:0.68 39:0.86 43:0.43 46:0.88 55:0.45 66:0.25 69:0.21 70:0.83 74:0.93 81:0.82 83:0.77 87:0.98 91:0.25 98:0.30 107:0.96 108:0.17 110:0.96 114:0.92 122:0.67 123:0.16 124:0.84 125:0.88 126:0.54 127:0.78 129:0.89 131:0.61 133:0.83 135:0.79 144:0.57 146:0.55 147:0.61 149:0.58 150:0.88 154:0.84 155:0.67 157:0.61 159:0.78 160:0.88 161:0.45 165:0.88 166:0.81 167:0.77 172:0.59 173:0.14 176:0.73 177:0.38 178:0.55 179:0.43 181:0.94 182:0.83 187:0.39 192:0.59 201:0.74 212:0.76 215:0.84 222:0.60 227:0.61 229:0.61 231:0.72 232:0.70 235:0.31 241:0.63 242:0.36 243:0.44 245:0.81 246:0.88 247:0.67 253:0.78 254:0.74 265:0.33 266:0.71 267:0.79 271:0.72 276:0.71 287:0.61 289:0.94 290:0.92 297:0.36 300:0.84\n2 1:0.74 11:0.64 12:0.69 17:0.90 21:0.40 27:0.17 28:0.78 30:0.68 32:0.80 34:0.75 36:0.58 37:0.80 39:0.86 43:0.84 46:0.99 55:0.59 66:0.86 69:0.35 70:0.31 74:0.73 77:0.70 81:0.65 83:0.75 85:0.88 91:0.33 98:0.91 101:0.83 104:0.58 107:0.95 108:0.27 110:0.95 114:0.82 123:0.26 125:0.88 126:0.54 127:0.50 129:0.05 131:0.61 135:0.30 144:0.57 145:0.44 146:0.65 147:0.70 149:0.84 150:0.78 154:0.81 155:0.67 157:0.86 159:0.25 160:0.88 161:0.45 165:0.83 166:0.81 167:0.71 172:0.61 173:0.58 176:0.73 177:0.38 178:0.55 179:0.70 181:0.94 182:0.83 187:0.39 192:0.59 195:0.54 201:0.74 212:0.69 215:0.67 216:0.22 222:0.60 227:0.61 229:0.61 231:0.72 232:0.79 235:0.52 241:0.39 242:0.54 243:0.87 246:0.88 247:0.47 253:0.69 259:0.21 265:0.91 266:0.27 267:0.82 271:0.72 276:0.51 282:0.88 283:0.71 287:0.61 289:0.94 290:0.82 297:0.36 299:0.88 300:0.25\n1 1:0.74 6:0.84 8:0.70 9:0.80 11:0.64 12:0.69 17:0.73 20:0.87 21:0.05 27:0.72 28:0.78 30:0.70 34:0.28 36:0.81 37:0.23 39:0.86 41:0.88 43:0.94 46:0.99 66:0.62 69:0.21 70:0.48 74:0.84 76:0.85 78:0.74 81:0.85 83:0.80 85:0.93 91:0.80 96:0.80 98:0.66 100:0.77 101:0.84 104:0.58 107:0.96 108:0.68 110:0.95 111:0.73 114:0.95 120:0.69 122:0.57 123:0.66 124:0.52 125:1.00 126:0.54 127:0.79 129:0.81 131:0.87 133:0.67 135:0.49 140:0.45 144:0.57 146:0.13 147:0.18 149:0.87 150:0.91 151:0.82 152:0.82 153:0.77 154:0.94 155:0.67 157:0.89 159:0.43 160:0.97 161:0.45 162:0.86 164:0.69 165:0.90 166:0.81 167:0.98 169:0.75 172:0.57 173:0.32 176:0.73 177:0.38 179:0.71 181:0.94 182:0.84 186:0.75 189:0.86 192:0.59 201:0.74 202:0.54 208:0.64 212:0.35 215:0.91 216:0.10 220:0.62 222:0.60 227:0.88 229:0.91 231:0.72 232:0.79 235:0.12 238:0.83 241:0.83 242:0.55 243:0.19 245:0.61 246:0.88 247:0.39 248:0.77 253:0.86 255:0.79 256:0.58 259:0.21 260:0.70 261:0.75 265:0.67 266:0.63 267:0.69 268:0.63 271:0.72 276:0.51 285:0.62 287:0.90 289:0.95 290:0.95 297:0.36 300:0.43\n4 1:0.74 6:0.99 7:0.81 8:0.98 9:0.80 12:0.69 17:0.13 20:0.99 21:0.30 25:0.88 27:0.06 28:0.78 30:0.11 32:0.80 34:0.33 36:0.47 37:0.95 39:0.86 41:0.99 43:0.43 46:0.88 55:0.45 60:0.87 66:0.47 69:0.23 70:0.54 74:0.67 76:0.85 77:0.89 78:0.92 81:0.70 83:0.90 91:0.98 96:0.98 98:0.52 100:1.00 104:0.58 107:0.90 108:0.18 110:0.91 111:1.00 114:0.86 120:0.98 121:0.90 123:0.18 124:0.52 125:0.98 126:0.54 127:0.65 129:0.59 131:0.87 133:0.47 135:0.54 138:0.98 140:0.45 144:0.57 145:0.88 146:0.42 147:0.49 149:0.38 150:0.81 151:0.99 152:0.99 153:0.97 154:0.33 155:0.67 157:0.61 158:0.87 159:0.33 160:1.00 161:0.45 162:0.78 163:0.75 164:0.96 165:0.84 166:0.81 167:1.00 169:0.99 172:0.21 173:0.40 175:0.75 176:0.73 177:0.05 179:0.94 181:0.94 182:0.84 186:0.92 189:0.99 191:0.97 192:0.59 195:0.63 201:0.74 202:0.94 204:0.89 208:0.64 212:0.30 215:0.72 216:0.58 220:0.74 222:0.60 227:0.88 229:0.91 230:0.87 231:0.72 233:0.76 235:0.42 238:1.00 241:0.93 242:0.82 243:0.59 244:0.61 245:0.46 246:0.88 247:0.12 248:0.99 253:0.98 255:0.79 256:0.95 257:0.65 259:0.21 260:0.98 261:0.99 265:0.53 266:0.27 267:0.82 268:0.96 271:0.72 276:0.22 277:0.69 279:0.86 282:0.88 283:0.71 285:0.62 287:0.90 289:0.95 290:0.86 297:0.36 299:0.88 300:0.33\n3 1:0.74 12:0.69 17:0.79 21:0.30 27:0.17 28:0.78 30:0.95 32:0.80 34:0.52 36:0.59 37:0.80 39:0.86 43:0.42 46:0.88 55:0.84 66:0.54 69:0.27 74:0.47 77:0.70 81:0.70 83:0.75 91:0.42 98:0.55 104:0.58 107:0.89 108:0.21 110:0.90 114:0.86 123:0.20 125:0.88 126:0.54 127:0.16 129:0.05 131:0.61 135:0.19 144:0.57 145:0.52 146:0.33 147:0.40 149:0.22 150:0.81 154:0.32 155:0.67 157:0.61 159:0.13 160:0.88 161:0.45 165:0.84 166:0.81 167:0.71 172:0.10 173:0.57 175:0.75 176:0.73 177:0.05 178:0.55 179:0.97 181:0.94 182:0.83 187:0.39 192:0.59 195:0.54 201:0.74 215:0.72 216:0.22 222:0.60 227:0.61 229:0.61 231:0.71 232:0.79 235:0.42 241:0.43 243:0.63 244:0.61 246:0.88 253:0.65 257:0.65 259:0.21 265:0.57 267:0.65 271:0.72 277:0.69 282:0.88 287:0.61 289:0.94 290:0.86 297:0.36 299:0.88 300:0.08\n1 11:0.64 12:0.69 17:0.47 21:0.78 27:0.45 28:0.78 30:0.19 34:0.90 36:0.19 37:0.50 39:0.86 43:0.78 46:0.95 66:0.53 69:0.78 70:0.86 74:0.83 85:0.88 91:0.11 98:0.41 101:0.78 107:0.95 108:0.61 110:0.95 122:0.67 123:0.59 124:0.64 125:0.88 127:0.38 129:0.05 131:0.61 133:0.62 135:0.68 144:0.57 145:0.56 146:0.59 147:0.05 149:0.79 154:0.70 157:0.85 159:0.57 160:0.88 161:0.45 166:0.61 167:0.65 172:0.54 173:0.73 177:0.05 178:0.55 179:0.59 181:0.94 182:0.76 187:0.68 212:0.50 216:0.77 222:0.60 227:0.61 229:0.61 231:0.67 235:0.98 241:0.12 242:0.44 243:0.11 245:0.65 246:0.61 247:0.47 253:0.59 257:0.65 259:0.21 265:0.44 266:0.71 267:0.44 271:0.72 276:0.49 287:0.61 289:0.92 300:0.70\n2 1:0.74 11:0.64 12:0.69 17:0.40 21:0.30 27:0.17 28:0.78 30:0.45 32:0.80 34:0.96 36:0.47 37:0.80 39:0.86 43:0.90 46:0.97 66:0.36 69:0.23 70:0.33 74:0.64 77:0.89 81:0.70 83:0.75 85:0.80 91:0.38 98:0.37 101:0.79 104:0.58 107:0.93 108:0.57 110:0.94 114:0.86 122:0.43 123:0.54 124:0.58 125:0.88 126:0.54 127:0.38 129:0.59 131:0.61 133:0.47 135:0.23 144:0.57 145:0.52 146:0.26 147:0.32 149:0.71 150:0.81 154:0.89 155:0.67 157:0.82 159:0.23 160:0.88 161:0.45 165:0.84 166:0.81 167:0.74 172:0.21 173:0.48 176:0.73 177:0.38 178:0.55 179:0.89 181:0.94 182:0.83 187:0.39 192:0.59 195:0.54 201:0.74 212:0.52 215:0.72 216:0.22 222:0.60 227:0.61 229:0.61 231:0.72 232:0.79 235:0.42 241:0.55 242:0.55 243:0.45 245:0.50 246:0.88 247:0.39 253:0.68 259:0.21 265:0.39 266:0.27 267:0.28 271:0.72 276:0.25 282:0.88 287:0.61 289:0.94 290:0.86 297:0.36 299:0.88 300:0.25\n2 12:0.69 17:0.51 21:0.13 27:0.17 28:0.78 30:0.33 32:0.80 34:0.34 36:0.34 37:0.80 39:0.86 43:0.43 46:0.88 55:0.59 66:0.54 69:0.17 70:0.69 74:0.47 77:0.70 81:0.67 91:0.35 98:0.67 104:0.58 107:0.90 108:0.14 110:0.91 120:0.62 123:0.13 124:0.48 125:0.88 126:0.32 127:0.49 129:0.59 131:0.82 133:0.47 135:0.24 140:0.45 144:0.57 145:0.54 146:0.60 147:0.65 149:0.44 150:0.48 151:0.58 153:0.48 154:0.33 157:0.61 159:0.36 160:0.88 161:0.45 162:0.86 163:0.81 164:0.55 166:0.75 167:0.78 172:0.32 173:0.31 175:0.75 177:0.05 179:0.88 181:0.94 182:0.73 187:0.39 190:0.77 195:0.60 202:0.36 212:0.42 215:0.84 216:0.22 220:0.74 222:0.60 227:0.85 229:0.61 231:0.67 232:0.79 235:0.12 241:0.65 242:0.82 243:0.63 244:0.61 245:0.50 246:0.61 247:0.12 248:0.56 253:0.40 256:0.45 257:0.65 259:0.21 260:0.62 265:0.68 266:0.38 267:0.36 268:0.46 271:0.72 276:0.31 277:0.69 282:0.88 285:0.50 287:0.61 289:0.92 297:0.36 299:0.88 300:0.43\n1 12:0.51 17:0.26 18:0.78 21:0.78 27:0.72 29:0.62 30:0.19 34:0.66 36:0.70 37:0.36 39:0.71 43:0.09 55:0.92 66:0.15 69:0.37 70:0.90 71:0.56 74:0.28 86:0.73 91:0.18 98:0.21 108:0.29 123:0.28 124:0.93 127:0.81 129:0.59 133:0.92 135:0.81 139:0.70 146:0.55 147:0.61 149:0.11 154:0.29 159:0.91 163:0.75 170:0.99 172:0.27 173:0.12 175:0.91 177:0.38 178:0.55 179:0.70 187:0.68 202:0.36 212:0.15 216:0.30 222:0.35 235:0.12 241:0.10 242:0.33 243:0.36 244:0.93 245:0.55 247:0.76 253:0.25 254:0.80 257:0.84 259:0.21 265:0.22 266:0.91 267:0.23 271:0.61 276:0.55 277:0.87 300:0.70\n0 10:0.92 12:0.51 17:0.20 18:0.68 21:0.78 27:0.68 29:0.62 30:0.30 34:0.61 36:0.69 37:0.63 39:0.71 43:0.09 55:0.92 66:0.07 69:0.56 70:0.63 71:0.56 74:0.30 86:0.64 91:0.48 98:0.21 108:0.43 122:0.95 123:0.94 124:0.94 127:0.71 129:0.93 133:0.93 135:0.58 139:0.63 146:0.49 147:0.55 149:0.17 154:0.17 159:0.89 163:0.94 170:0.99 172:0.27 173:0.24 174:0.95 175:0.91 177:0.38 178:0.55 179:0.59 187:0.98 197:0.95 212:0.23 216:0.68 222:0.35 235:0.12 239:0.90 241:0.07 242:0.40 243:0.31 244:0.93 245:0.60 247:0.88 253:0.27 254:0.96 257:0.84 259:0.21 265:0.21 266:0.94 267:0.65 271:0.61 276:0.59 277:0.87 300:0.43\n0 10:0.89 12:0.51 17:0.22 18:0.69 21:0.78 27:0.36 29:0.62 30:0.16 34:0.62 36:0.93 37:0.31 39:0.71 43:0.07 55:0.92 66:0.07 69:0.99 70:0.99 71:0.56 86:0.66 91:0.06 98:0.21 108:0.99 122:0.95 123:0.99 124:0.99 127:0.72 129:0.93 133:0.99 135:0.70 139:0.64 146:0.62 147:0.05 149:0.13 154:0.06 159:0.98 170:0.99 172:0.54 173:0.91 174:0.99 175:0.91 177:0.05 178:0.55 179:0.20 187:0.68 197:0.92 212:0.12 216:0.70 222:0.35 239:0.88 241:0.01 242:0.55 243:0.06 244:0.93 245:0.81 247:0.74 253:0.20 254:0.74 257:0.93 259:0.21 265:0.23 266:1.00 267:0.97 271:0.61 276:0.91 277:0.87 300:0.94\n0 8:0.61 10:0.80 12:0.51 17:0.38 18:0.57 21:0.78 27:0.27 29:0.62 30:0.20 34:0.80 36:0.61 37:0.64 39:0.71 43:0.09 55:0.99 66:0.07 69:0.73 70:0.90 71:0.56 74:0.28 86:0.58 91:0.15 98:0.13 108:1.00 123:0.54 124:0.95 127:0.63 129:0.99 133:0.95 135:0.76 139:0.57 146:0.55 147:0.61 149:0.11 154:0.08 159:0.98 170:0.99 172:0.32 173:0.15 174:0.90 175:0.97 177:0.05 178:0.55 179:0.59 187:0.68 197:0.80 202:0.50 212:0.18 216:0.75 222:0.35 235:0.12 239:0.80 241:0.18 242:0.51 243:0.22 244:0.97 245:0.56 247:0.76 253:0.25 257:0.93 259:0.21 265:0.11 266:0.95 267:0.44 271:0.61 276:0.60 277:0.95 300:0.70\n0 10:0.84 12:0.51 17:0.59 18:0.57 21:0.78 27:0.55 29:0.62 30:0.28 34:0.28 36:0.44 37:0.31 39:0.71 43:0.17 55:0.71 66:0.32 69:0.95 70:0.99 71:0.56 74:0.32 86:0.57 91:0.02 98:0.25 108:0.91 123:0.90 124:0.98 127:0.66 129:0.59 133:0.98 135:0.26 139:0.56 146:0.91 147:0.05 149:0.31 154:0.11 159:0.97 170:0.99 172:0.83 173:0.64 174:0.89 175:0.91 177:0.05 178:0.55 179:0.22 187:0.68 197:0.84 212:0.37 216:0.60 222:0.35 235:0.02 239:0.84 241:0.46 242:0.77 243:0.06 244:0.93 245:0.77 247:0.88 253:0.29 257:0.93 259:0.21 265:0.27 266:0.98 267:0.23 271:0.61 276:0.89 277:0.87 300:0.98\n0 10:0.82 12:0.51 17:0.32 18:0.82 21:0.47 27:0.69 29:0.62 30:0.68 34:0.87 36:0.20 37:0.34 39:0.71 43:0.11 55:0.84 64:0.77 66:0.45 69:0.86 70:0.21 71:0.56 74:0.29 81:0.31 86:0.72 91:0.33 98:0.62 108:0.18 122:0.92 123:0.18 124:0.56 126:0.24 127:0.51 129:0.05 133:0.43 135:0.60 139:0.70 146:0.55 147:0.70 149:0.16 150:0.35 154:0.09 159:0.46 163:0.94 170:0.99 172:0.27 173:0.92 174:0.79 175:0.75 177:0.38 178:0.55 179:0.89 187:0.39 197:0.82 212:0.42 216:0.49 222:0.35 235:0.52 239:0.81 241:0.01 242:0.63 243:0.58 244:0.97 245:0.53 247:0.39 253:0.27 257:0.84 259:0.21 265:0.63 266:0.38 267:0.28 271:0.61 276:0.35 277:0.87 300:0.18\n1 12:0.51 17:0.26 18:0.83 21:0.78 27:0.72 29:0.62 30:0.40 34:0.55 36:0.81 37:0.36 39:0.71 43:0.11 55:0.96 66:0.13 69:0.74 70:0.76 71:0.56 74:0.28 86:0.75 91:0.33 98:0.26 108:0.91 122:0.92 123:0.91 124:0.95 127:0.61 129:0.81 133:0.95 135:0.83 139:0.72 146:0.28 147:0.05 149:0.16 154:0.20 159:0.88 163:0.88 170:0.99 172:0.32 173:0.46 175:0.91 177:0.05 178:0.55 179:0.56 187:0.68 202:0.46 212:0.16 216:0.30 222:0.35 235:0.22 241:0.12 242:0.45 243:0.10 244:0.93 245:0.58 247:0.79 253:0.25 254:0.80 257:0.93 259:0.21 265:0.28 266:0.94 267:0.36 271:0.61 276:0.64 277:0.87 300:0.70\n0 10:0.90 12:0.51 17:0.24 18:0.70 21:0.78 27:0.36 29:0.62 30:0.09 34:0.64 36:0.95 37:0.31 39:0.71 43:0.07 55:0.84 66:0.06 69:0.99 70:0.97 71:0.56 86:0.67 91:0.03 98:0.18 108:1.00 122:0.95 123:0.98 124:0.99 127:0.79 129:0.99 133:0.99 135:0.63 139:0.65 146:0.39 147:0.05 149:0.15 154:0.06 159:0.98 163:0.75 170:0.99 172:0.51 173:0.87 174:0.99 175:0.91 177:0.05 178:0.55 179:0.16 187:0.68 197:0.94 212:0.12 216:0.70 222:0.35 239:0.89 241:0.01 242:0.57 243:0.05 244:0.93 245:0.87 247:0.82 253:0.20 254:0.84 257:0.93 259:0.21 265:0.17 266:1.00 267:0.97 271:0.61 276:0.94 277:0.87 300:0.94\n1 12:0.51 17:0.22 18:0.56 21:0.78 25:0.88 27:0.38 29:0.62 30:0.17 34:0.33 36:0.79 37:0.66 39:0.71 43:0.08 55:0.92 66:0.05 69:0.81 70:0.98 71:0.56 74:0.26 86:0.57 98:0.16 104:0.58 108:0.98 123:0.98 124:1.00 127:0.98 129:1.00 133:1.00 135:0.71 139:0.55 146:0.05 147:0.05 149:0.21 154:0.07 159:1.00 163:0.92 170:0.99 172:0.54 173:0.13 175:0.97 177:0.05 178:0.55 179:0.14 187:0.95 202:0.56 212:0.12 216:0.88 222:0.35 235:0.88 241:0.07 242:0.82 243:0.05 244:0.97 245:0.85 247:0.67 253:0.23 257:0.93 259:0.21 265:0.17 266:1.00 267:0.59 271:0.61 276:0.96 277:0.95 300:0.99\n1 12:0.51 17:0.09 18:0.78 21:0.78 27:0.56 29:0.62 30:0.09 34:0.53 36:0.76 37:0.39 39:0.71 43:0.09 55:0.71 66:0.15 69:0.37 70:0.94 71:0.56 74:0.28 86:0.73 91:0.17 98:0.21 108:0.29 123:0.28 124:0.93 127:0.83 129:0.59 133:0.92 135:0.86 139:0.70 146:0.55 147:0.61 149:0.11 154:0.29 159:0.91 163:0.75 170:0.99 172:0.27 173:0.12 175:0.91 177:0.38 178:0.55 179:0.70 187:0.87 212:0.15 216:0.61 222:0.35 235:0.12 241:0.05 242:0.33 243:0.36 244:0.93 245:0.55 247:0.76 253:0.25 254:0.80 257:0.84 259:0.21 265:0.22 266:0.87 267:0.52 271:0.61 276:0.55 277:0.87 300:0.70\n1 8:0.74 10:0.88 12:0.51 17:0.15 18:0.57 21:0.54 27:0.60 29:0.62 30:0.21 34:0.75 36:0.75 37:0.42 39:0.71 43:0.22 55:0.71 66:0.11 69:0.91 70:0.83 71:0.56 74:0.31 81:0.26 86:0.58 91:0.04 98:0.33 104:0.99 106:0.81 108:0.93 123:0.93 124:0.99 126:0.24 127:0.97 129:0.96 133:0.99 135:0.65 139:0.57 146:0.59 147:0.40 149:0.40 150:0.28 154:0.15 159:0.98 163:0.94 170:0.99 172:0.85 173:0.41 174:0.93 175:0.91 177:0.05 178:0.55 179:0.13 187:0.95 197:0.89 206:0.81 212:0.15 215:0.58 216:0.59 222:0.35 235:0.60 239:0.86 241:0.07 242:0.79 243:0.06 244:0.93 245:0.91 247:0.91 253:0.28 257:0.93 259:0.21 265:0.35 266:0.99 267:0.36 271:0.61 276:0.97 277:0.87 297:0.36 300:0.98\n0 12:0.51 17:0.18 18:0.84 21:0.78 27:0.50 29:0.62 30:0.14 34:0.62 36:0.75 37:0.66 39:0.71 43:0.11 55:0.71 66:0.13 69:0.34 70:0.84 71:0.56 74:0.28 86:0.75 91:0.27 98:0.26 108:0.27 122:0.92 123:0.91 124:0.95 127:0.59 129:0.81 133:0.94 135:0.87 139:0.72 146:0.61 147:0.66 149:0.17 154:0.20 159:0.88 170:0.99 172:0.32 173:0.12 175:0.91 177:0.38 178:0.55 179:0.55 187:0.87 212:0.13 216:0.51 222:0.35 235:0.22 241:0.07 242:0.45 243:0.33 244:0.93 245:0.59 247:0.79 253:0.25 254:0.80 257:0.84 259:0.21 265:0.27 266:0.92 267:0.52 271:0.61 276:0.64 277:0.87 300:0.70\n1 10:0.80 12:0.51 17:0.43 18:0.56 21:0.13 27:0.66 29:0.62 30:0.16 34:0.37 36:0.72 37:0.55 39:0.71 43:0.11 55:0.84 66:0.08 69:1.00 70:0.91 71:0.56 74:0.26 81:0.28 86:0.57 91:0.04 98:0.25 108:0.96 120:0.65 123:0.96 124:1.00 126:0.24 127:1.00 129:0.93 133:1.00 135:0.44 139:0.56 140:0.45 146:0.94 147:0.51 149:0.47 150:0.31 151:0.58 153:0.69 154:0.05 159:0.99 162:0.86 164:0.66 170:0.99 172:0.93 173:0.91 174:0.88 175:0.91 177:0.05 179:0.09 187:0.99 190:0.98 197:0.79 202:0.50 212:0.27 215:0.84 216:0.68 220:0.74 222:0.35 235:0.12 239:0.79 241:0.21 242:0.81 243:0.05 244:0.93 245:0.97 247:0.82 248:0.58 253:0.24 254:0.80 256:0.58 257:0.93 259:0.21 260:0.65 265:0.27 266:0.99 267:0.84 268:0.59 271:0.61 276:0.99 277:0.95 285:0.46 297:0.36 300:0.98\n1 12:0.51 17:0.12 18:0.83 21:0.78 27:0.25 29:0.62 30:0.40 34:0.49 36:0.87 37:0.65 39:0.71 43:0.11 55:0.96 66:0.13 69:0.74 70:0.76 71:0.56 74:0.28 86:0.75 91:0.25 98:0.26 108:0.91 122:0.92 123:0.91 124:0.95 127:0.61 129:0.81 133:0.95 135:0.88 139:0.72 146:0.28 147:0.05 149:0.16 154:0.20 159:0.88 163:0.88 170:0.99 172:0.32 173:0.46 175:0.91 177:0.05 178:0.55 179:0.56 187:0.68 212:0.16 216:0.66 222:0.35 235:0.22 241:0.05 242:0.45 243:0.10 244:0.93 245:0.58 247:0.79 253:0.25 254:0.80 257:0.93 259:0.21 265:0.28 266:0.94 267:0.52 271:0.61 276:0.64 277:0.87 300:0.70\n1 10:0.79 12:0.51 17:0.49 18:0.57 21:0.78 25:0.88 27:0.67 29:0.62 30:0.11 34:0.19 36:0.64 37:0.27 39:0.71 43:0.11 55:0.42 66:0.16 69:0.41 70:0.54 71:0.56 74:0.25 86:0.58 91:0.01 98:0.05 104:0.75 108:0.31 123:0.30 124:0.86 127:0.99 129:0.93 133:0.84 135:0.51 139:0.57 146:0.17 147:0.22 149:0.09 154:0.09 159:1.00 163:0.80 170:0.99 172:0.10 173:0.05 174:0.79 175:0.97 177:0.05 178:0.55 179:0.96 187:0.39 197:0.79 202:0.56 212:0.30 216:0.75 222:0.35 235:0.22 239:0.79 241:0.07 242:0.33 243:0.37 244:0.97 245:0.40 247:0.39 253:0.22 257:0.93 259:0.21 265:0.05 266:0.27 267:0.19 271:0.61 276:0.24 277:0.95 300:0.33\n1 10:0.95 12:0.51 17:0.11 18:0.61 21:0.78 27:0.62 29:0.62 30:0.17 34:0.87 36:0.66 37:0.35 39:0.71 43:0.41 55:0.59 66:0.08 69:0.36 70:0.93 71:0.56 74:0.25 86:0.62 91:0.08 98:0.29 108:0.94 123:0.94 124:0.98 127:0.99 129:0.05 133:0.99 135:0.68 139:0.60 146:0.95 147:0.96 149:0.67 154:0.31 159:0.98 170:0.99 172:0.90 173:0.06 174:0.99 175:0.75 177:0.70 178:0.55 179:0.10 187:0.95 197:0.97 212:0.55 216:0.66 222:0.35 235:0.31 239:0.94 241:0.07 242:0.70 243:0.23 244:0.93 245:0.98 247:0.86 253:0.23 257:0.65 259:0.21 265:0.31 266:0.98 267:0.44 271:0.61 276:0.99 277:0.87 300:0.98\n1 12:1.00 17:0.59 21:0.78 27:0.45 28:0.49 34:0.73 36:0.18 37:0.50 43:0.29 66:0.36 69:0.77 91:0.23 98:0.07 108:0.60 123:0.57 127:0.06 129:0.05 135:0.82 145:0.52 146:0.05 147:0.05 149:0.12 154:0.21 159:0.05 161:0.59 167:0.61 172:0.05 173:0.72 177:0.05 178:0.55 181:0.52 187:0.68 216:0.77 235:0.95 241:0.32 243:0.51 259:0.21 265:0.07 267:0.23\n2 6:0.81 8:0.74 12:1.00 17:0.62 20:0.75 21:0.78 27:0.28 28:0.49 30:0.21 32:0.80 34:0.52 36:0.69 37:0.41 43:0.39 55:0.71 66:0.20 69:0.56 70:0.37 78:0.83 91:0.22 98:0.18 100:0.89 108:0.43 111:0.84 123:0.41 124:0.81 127:0.50 129:0.89 133:0.78 135:0.94 145:0.82 146:0.27 147:0.33 149:0.32 152:0.93 154:0.29 159:0.56 161:0.59 163:0.89 167:0.50 169:0.80 172:0.10 173:0.51 177:0.05 178:0.55 179:0.96 181:0.52 186:0.83 187:0.39 195:0.74 212:0.42 216:0.67 235:0.12 242:0.82 243:0.40 245:0.39 247:0.12 259:0.21 261:0.85 265:0.20 266:0.23 267:0.79 276:0.24 300:0.25\n1 6:0.83 8:0.63 12:1.00 17:0.70 20:0.87 21:0.22 27:0.66 28:0.49 30:0.18 34:0.58 36:0.41 37:0.56 43:0.48 55:0.96 66:0.08 69:0.33 70:0.81 78:0.82 81:0.84 91:0.18 98:0.21 100:0.80 106:0.81 108:0.89 111:0.81 120:0.54 123:0.88 124:0.97 126:0.54 127:0.95 129:0.99 133:0.97 135:0.69 140:0.45 146:0.29 147:0.35 149:0.50 150:0.64 151:0.47 152:0.85 153:0.48 154:0.37 159:0.93 161:0.59 162:0.86 163:0.99 164:0.57 167:0.56 169:0.78 172:0.27 173:0.09 177:0.05 179:0.51 181:0.52 186:0.83 187:0.68 189:0.84 202:0.36 206:0.81 212:0.16 215:0.79 216:0.07 220:0.82 235:0.31 238:0.84 241:0.12 242:0.82 243:0.13 245:0.61 247:0.12 248:0.47 256:0.45 259:0.21 260:0.54 261:0.82 265:0.23 266:0.95 267:0.17 268:0.46 276:0.71 283:0.60 285:0.62 297:0.36 300:0.55\n0 6:0.80 8:0.59 12:1.00 17:0.99 20:0.86 21:0.13 25:0.88 27:0.20 28:0.49 34:0.44 36:0.59 37:0.23 78:0.92 81:0.74 91:0.87 100:0.92 111:0.91 126:0.54 135:0.23 150:0.55 152:0.81 161:0.59 167:0.91 169:0.90 175:0.75 178:0.55 181:0.52 186:0.92 189:0.82 215:0.84 235:0.12 238:0.88 241:0.83 244:0.61 257:0.65 259:0.21 261:0.88 267:0.28 277:0.69 297:0.36\n1 6:0.81 8:0.62 12:1.00 17:0.73 20:0.93 21:0.13 27:0.28 28:0.49 30:0.45 32:0.80 34:0.22 36:0.18 37:0.41 43:0.44 55:0.99 66:0.25 69:0.45 70:0.50 78:0.84 81:0.74 91:0.03 98:0.13 100:0.83 108:0.35 111:0.83 123:0.34 124:0.84 126:0.54 127:0.89 129:0.93 133:0.84 135:0.91 145:0.80 146:0.31 147:0.37 149:0.34 150:0.55 152:0.93 154:0.33 159:0.93 161:0.59 163:0.79 167:0.53 169:0.80 172:0.16 173:0.13 177:0.05 178:0.55 179:0.94 181:0.52 186:0.84 187:0.39 189:0.83 191:0.84 195:0.98 202:0.36 212:0.23 215:0.84 216:0.67 235:0.12 238:0.85 241:0.02 242:0.82 243:0.45 245:0.42 247:0.12 259:0.21 261:0.85 265:0.14 266:0.38 267:0.73 276:0.29 297:0.36 300:0.33\n3 6:0.96 8:0.93 12:1.00 17:0.78 20:0.99 21:0.78 25:0.88 27:0.07 28:0.49 34:0.36 36:0.39 37:0.95 78:0.91 91:0.92 100:0.98 111:0.97 120:0.62 135:0.44 140:0.90 151:0.56 152:0.99 153:0.78 161:0.59 162:0.46 164:0.65 167:0.93 169:0.99 175:0.75 178:0.50 181:0.52 186:0.91 189:0.96 191:0.91 202:0.84 216:0.26 220:0.62 235:0.12 238:0.98 241:0.95 244:0.61 248:0.55 256:0.45 257:0.65 259:0.21 260:0.62 261:0.98 267:0.44 268:0.58 277:0.69 285:0.62\n1 6:0.83 12:1.00 17:0.66 20:0.80 21:0.30 27:0.66 28:0.49 30:0.76 34:0.95 36:0.75 37:0.56 43:0.51 55:0.45 66:0.36 69:0.17 70:0.15 78:0.75 81:0.82 91:0.29 98:0.15 100:0.73 106:0.81 108:0.14 111:0.74 123:0.13 124:0.52 126:0.54 127:0.27 129:0.59 133:0.47 135:0.24 146:0.18 147:0.23 149:0.29 150:0.61 152:0.85 154:0.40 159:0.19 161:0.59 163:0.75 167:0.53 169:0.78 172:0.10 173:0.43 177:0.05 178:0.55 179:0.97 181:0.52 186:0.76 187:0.68 206:0.81 212:0.95 215:0.72 216:0.07 235:0.42 241:0.03 242:0.82 243:0.51 245:0.37 247:0.12 259:0.21 261:0.82 265:0.16 266:0.12 267:0.82 276:0.13 297:0.36 300:0.13\n1 8:0.64 12:1.00 17:0.75 20:0.83 21:0.30 27:0.34 28:0.49 30:0.68 32:0.80 34:0.69 36:0.68 37:0.28 43:0.40 55:0.92 66:0.32 69:0.54 70:0.43 78:0.76 81:0.69 91:0.42 98:0.38 100:0.73 106:0.81 108:0.41 111:0.75 123:0.39 124:0.78 126:0.54 127:0.24 129:0.89 133:0.78 135:0.70 145:0.90 146:0.59 147:0.64 149:0.41 150:0.50 152:0.79 154:0.30 159:0.48 161:0.59 163:0.86 167:0.55 169:0.72 172:0.21 173:0.41 177:0.05 178:0.55 179:0.75 181:0.52 186:0.77 187:0.21 191:0.73 195:0.82 206:0.81 212:0.19 215:0.72 216:0.94 235:0.31 241:0.07 242:0.82 243:0.49 245:0.45 247:0.12 259:0.21 261:0.76 265:0.41 266:0.47 267:0.69 276:0.35 297:0.36 300:0.33\n1 6:0.81 12:1.00 17:0.84 20:0.86 21:0.13 27:0.28 28:0.49 30:0.91 34:0.34 36:0.51 37:0.41 43:0.43 55:0.59 66:0.77 69:0.46 70:0.19 78:0.74 81:0.74 91:0.15 98:0.77 100:0.73 106:0.81 108:0.35 111:0.74 123:0.34 126:0.54 127:0.25 129:0.05 135:0.86 146:0.53 147:0.59 149:0.44 150:0.55 152:0.93 154:0.33 159:0.19 161:0.59 163:0.90 167:0.51 169:0.80 172:0.37 173:0.68 177:0.05 178:0.55 179:0.81 181:0.52 186:0.75 187:0.68 206:0.81 212:0.52 215:0.84 216:0.67 235:0.12 241:0.01 242:0.82 243:0.79 247:0.12 259:0.21 261:0.85 265:0.77 266:0.27 267:0.76 276:0.32 283:0.82 297:0.36 300:0.18\n2 7:0.81 12:0.20 17:0.36 21:0.54 27:0.20 28:0.92 30:0.45 34:0.75 36:0.37 37:0.81 43:0.37 55:0.52 66:0.25 69:0.61 70:0.50 81:0.89 91:0.48 98:0.18 108:0.62 120:0.79 123:0.87 124:0.71 126:0.54 127:0.47 129:0.81 133:0.67 135:0.54 140:0.80 145:0.61 146:0.05 147:0.05 149:0.34 150:0.78 151:0.76 153:0.87 154:0.28 159:0.66 161:0.57 162:0.48 163:0.80 164:0.83 167:0.82 172:0.16 173:0.49 177:0.05 178:0.42 179:0.90 181:0.57 187:0.68 202:0.88 212:0.23 215:0.58 216:0.84 230:0.87 233:0.76 235:0.68 241:0.72 242:0.82 243:0.21 245:0.45 247:0.12 248:0.72 256:0.77 259:0.21 260:0.80 265:0.15 266:0.38 267:0.23 268:0.78 271:0.32 276:0.21 283:0.60 285:0.62 297:0.36 300:0.33\n1 12:0.20 17:0.26 21:0.71 27:0.45 28:0.92 30:0.62 34:0.85 36:0.30 37:0.50 43:0.32 55:0.92 66:0.16 69:0.70 70:0.34 81:0.80 91:0.14 98:0.14 108:0.87 123:0.86 124:0.86 126:0.54 127:0.45 129:0.93 133:0.84 135:0.77 145:0.52 146:0.05 147:0.05 149:0.30 150:0.60 154:0.24 159:0.60 161:0.57 163:0.94 167:0.62 172:0.10 173:0.63 177:0.05 178:0.55 179:0.93 181:0.57 187:0.68 212:0.30 215:0.48 216:0.77 235:0.84 241:0.18 242:0.82 243:0.23 245:0.40 247:0.12 259:0.21 265:0.15 266:0.27 267:0.59 271:0.32 276:0.28 283:0.60 297:0.36 300:0.25\n2 6:0.83 8:0.76 12:0.20 17:0.81 20:0.82 21:0.13 25:0.88 27:0.68 28:0.92 30:0.45 34:0.31 36:0.52 37:0.41 43:0.46 55:0.45 66:0.35 69:0.42 70:0.49 78:0.74 81:0.96 91:0.86 98:0.69 100:0.77 104:0.76 108:0.32 111:0.74 120:0.85 123:0.62 124:0.61 126:0.54 127:0.73 129:0.59 133:0.47 135:0.23 140:0.80 146:0.45 147:0.51 149:0.71 150:0.94 151:0.79 152:0.79 153:0.90 154:0.35 159:0.36 161:0.57 162:0.64 164:0.88 167:0.94 169:0.75 172:0.51 173:0.54 177:0.05 178:0.42 179:0.61 181:0.57 186:0.75 189:0.85 191:0.89 202:0.84 212:0.81 215:0.84 216:0.56 220:0.74 235:0.12 238:0.87 241:0.83 242:0.82 243:0.51 245:0.80 247:0.12 248:0.79 256:0.83 259:0.21 260:0.86 261:0.75 265:0.55 266:0.27 267:0.23 268:0.85 271:0.32 276:0.59 283:0.60 285:0.62 297:0.36 300:0.43\n1 7:0.81 12:0.20 17:0.40 21:0.54 27:0.20 28:0.92 30:0.45 34:0.89 36:0.36 37:0.81 43:0.38 55:0.59 66:0.25 69:0.60 70:0.50 81:0.89 91:0.12 98:0.18 108:0.66 123:0.88 124:0.71 126:0.54 127:0.51 129:0.81 133:0.67 135:0.49 145:0.61 146:0.05 147:0.05 149:0.33 150:0.78 154:0.28 159:0.68 161:0.57 163:0.80 167:0.78 172:0.16 173:0.47 177:0.05 178:0.55 179:0.91 181:0.57 187:0.68 212:0.23 215:0.58 216:0.84 230:0.87 233:0.76 235:0.68 241:0.69 242:0.82 243:0.21 245:0.45 247:0.12 259:0.21 265:0.15 266:0.38 267:0.28 271:0.32 276:0.22 283:0.60 297:0.36 300:0.33\n2 6:0.99 8:0.84 12:0.20 17:0.08 20:0.75 21:0.54 25:0.88 27:0.03 28:0.92 30:0.66 32:0.80 34:0.92 36:0.49 37:0.96 43:0.40 55:0.71 66:0.75 69:0.54 70:0.64 78:0.85 81:0.89 91:0.61 98:0.75 100:0.92 104:0.58 108:0.68 111:0.87 120:0.96 123:0.66 124:0.39 126:0.54 127:0.62 129:0.59 133:0.47 135:0.60 140:0.45 145:0.54 146:0.05 147:0.05 149:0.48 150:0.78 151:0.79 152:0.99 153:0.91 154:0.30 159:0.48 161:0.57 162:0.53 164:0.95 167:0.74 169:0.99 172:0.54 173:0.57 177:0.05 179:0.78 181:0.57 186:0.88 187:0.21 189:0.93 191:0.87 195:0.68 202:0.95 212:0.22 215:0.58 216:0.89 235:0.60 238:0.95 241:0.62 242:0.82 243:0.14 245:0.50 247:0.12 248:0.94 256:0.95 259:0.21 260:0.96 261:1.00 265:0.76 266:0.63 267:0.19 268:0.94 271:0.32 276:0.43 283:0.82 285:0.62 297:0.36 300:0.55\n2 8:0.85 12:0.20 17:0.61 21:0.54 25:0.88 27:0.03 28:0.92 30:0.15 32:0.80 34:0.92 36:0.41 37:0.96 43:0.22 55:0.42 66:0.33 69:0.90 70:0.68 81:0.89 91:0.78 98:0.24 104:0.58 108:0.88 120:0.87 123:0.88 124:0.71 126:0.54 127:0.23 129:0.81 133:0.67 135:0.42 140:0.45 145:0.54 146:0.19 147:0.24 149:0.31 150:0.78 151:0.79 153:0.90 154:0.15 159:0.47 161:0.57 162:0.77 164:0.89 167:0.76 172:0.27 173:0.90 177:0.05 179:0.65 181:0.57 187:0.21 191:0.83 195:0.83 202:0.82 212:0.30 215:0.58 216:0.89 220:0.87 235:0.60 241:0.65 242:0.82 243:0.28 245:0.53 247:0.12 248:0.82 256:0.86 259:0.21 260:0.88 265:0.26 266:0.54 267:0.84 268:0.86 271:0.32 276:0.36 283:0.60 285:0.62 297:0.36 300:0.43\n2 12:0.20 17:0.08 21:0.40 25:0.88 27:0.03 28:0.92 30:0.15 32:0.80 34:0.19 36:0.67 37:0.96 43:0.50 55:0.42 66:0.33 69:0.23 70:0.84 81:0.92 91:0.63 98:0.21 104:0.58 106:0.81 108:0.94 120:0.87 123:0.94 124:0.87 126:0.54 127:0.93 129:0.95 133:0.87 135:0.49 140:0.45 145:0.54 146:0.05 147:0.05 149:0.29 150:0.86 151:0.77 153:0.88 154:0.39 159:0.85 161:0.57 162:0.48 164:0.89 167:0.78 172:0.27 173:0.12 177:0.05 179:0.88 181:0.57 187:0.39 195:0.94 202:0.92 206:0.81 212:0.15 215:0.67 216:0.89 220:0.91 235:0.42 241:0.69 242:0.82 243:0.17 245:0.45 247:0.12 248:0.82 256:0.90 259:0.21 260:0.88 265:0.23 266:0.63 267:0.36 268:0.86 271:0.32 276:0.37 283:0.60 285:0.62 297:0.36 300:0.55\n3 6:0.80 8:0.59 12:0.20 17:0.47 20:0.83 21:0.13 25:0.88 27:0.39 28:0.92 34:0.50 36:0.61 78:0.76 81:0.96 91:0.88 100:0.78 104:0.73 111:0.75 120:0.89 126:0.54 135:0.30 140:0.45 150:0.94 151:0.80 152:0.79 153:0.93 161:0.57 162:0.69 164:0.89 167:0.82 169:0.76 175:0.75 181:0.57 186:0.76 187:0.68 189:0.82 191:0.76 202:0.84 215:0.84 216:0.16 235:0.12 238:0.87 241:0.72 244:0.61 248:0.85 256:0.86 257:0.65 259:0.21 260:0.90 261:0.76 267:0.28 268:0.87 271:0.32 277:0.69 283:0.82 285:0.62 297:0.36\n2 6:0.80 8:0.76 12:0.20 17:0.30 20:0.75 21:0.78 25:0.88 27:0.72 28:0.92 30:0.62 34:0.52 36:0.56 37:0.65 43:0.34 55:0.45 66:0.75 69:0.65 70:0.23 78:0.75 91:0.84 98:0.82 100:0.73 104:0.77 108:0.49 111:0.74 120:0.84 123:0.47 127:0.31 129:0.05 135:0.21 140:0.87 146:0.60 147:0.66 149:0.37 151:0.73 152:0.81 153:0.78 154:0.25 159:0.22 161:0.57 162:0.52 163:0.86 164:0.79 167:0.95 169:0.75 172:0.32 173:0.84 177:0.05 178:0.48 179:0.89 181:0.57 186:0.73 191:0.89 202:0.79 212:0.30 216:0.53 235:0.05 241:0.84 242:0.82 243:0.77 247:0.12 248:0.76 256:0.73 259:0.21 260:0.85 261:0.75 265:0.82 266:0.27 267:0.36 268:0.74 271:0.32 276:0.26 283:0.60 285:0.62 300:0.18\n3 6:0.99 8:0.97 12:0.20 17:0.02 20:0.98 21:0.54 25:0.88 27:0.03 28:0.92 30:0.44 32:0.80 34:0.39 36:0.53 37:0.96 43:0.22 55:0.71 66:0.54 69:0.90 70:0.90 78:0.97 81:0.89 91:0.98 98:0.59 100:1.00 104:0.58 108:0.91 111:1.00 120:0.99 123:0.91 124:0.68 126:0.54 127:0.38 129:0.89 133:0.78 135:0.32 140:0.45 145:0.65 146:0.19 147:0.24 149:0.45 150:0.78 151:0.91 152:0.99 153:1.00 154:0.15 159:0.75 161:0.57 162:0.66 164:0.99 167:0.97 169:0.99 172:0.67 173:0.82 177:0.05 179:0.45 181:0.57 186:0.97 189:0.99 191:0.98 195:0.93 202:0.99 212:0.30 215:0.58 216:0.89 235:0.60 238:1.00 241:0.96 242:0.82 243:0.15 245:0.70 247:0.12 248:0.99 256:0.99 259:0.21 260:0.99 261:1.00 265:0.60 266:0.87 267:0.91 268:0.99 271:0.32 276:0.64 283:0.82 285:0.62 297:0.36 300:0.84\n1 6:0.99 8:0.75 12:0.20 17:0.02 20:0.86 21:0.30 25:0.88 27:0.03 28:0.92 30:0.75 32:0.80 34:0.79 36:0.88 37:0.96 43:0.25 55:0.71 66:0.68 69:0.84 70:0.47 78:0.82 81:0.93 91:0.71 98:0.66 100:0.82 104:0.58 108:0.86 111:0.85 120:0.92 123:0.85 124:0.44 126:0.54 127:0.43 129:0.59 133:0.47 135:0.47 140:0.90 145:0.69 146:0.52 147:0.58 149:0.49 150:0.89 151:0.81 152:0.99 153:0.94 154:0.18 159:0.69 161:0.57 162:0.47 164:0.94 167:0.90 169:0.99 172:0.67 173:0.75 177:0.05 178:0.50 179:0.54 181:0.57 186:0.79 187:0.39 189:0.86 191:0.88 195:0.89 202:0.98 212:0.39 215:0.72 216:0.89 220:0.87 235:0.31 238:0.97 241:0.77 242:0.82 243:0.27 245:0.74 247:0.12 248:0.89 256:0.91 259:0.21 260:0.93 261:1.00 265:0.67 266:0.75 267:0.44 268:0.92 271:0.32 276:0.58 283:0.82 285:0.62 297:0.36 300:0.55\n3 6:0.83 7:0.81 8:0.65 12:0.20 17:0.18 20:0.97 21:0.30 27:0.21 28:0.92 30:0.45 34:0.73 36:0.77 37:0.74 43:0.52 55:0.71 66:0.42 69:0.10 70:0.62 78:0.75 81:0.93 91:0.37 98:0.60 100:0.77 104:0.84 106:0.81 108:0.09 111:0.74 120:0.81 123:0.09 124:0.86 126:0.54 127:0.68 129:0.95 133:0.87 135:0.44 140:0.45 146:0.91 147:0.93 149:0.79 150:0.89 151:0.76 152:0.90 153:0.87 154:0.41 159:0.84 161:0.57 162:0.64 164:0.78 167:0.63 169:0.75 172:0.78 173:0.09 177:0.05 179:0.31 181:0.57 186:0.75 187:0.39 189:0.85 202:0.71 206:0.81 212:0.35 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.86 241:0.21 242:0.82 243:0.57 245:0.85 247:0.12 248:0.73 256:0.68 259:0.21 260:0.82 261:0.77 265:0.61 266:0.89 267:0.85 268:0.72 271:0.32 276:0.83 283:0.82 285:0.62 297:0.36 300:0.55\n1 12:0.20 17:0.61 21:0.05 25:0.88 27:0.68 28:0.92 30:0.66 32:0.80 34:0.30 36:0.75 37:0.41 43:0.52 55:0.71 66:0.93 69:0.07 70:0.32 81:0.97 91:0.17 98:0.98 104:0.76 106:0.81 108:0.06 123:0.06 126:0.54 127:0.81 129:0.05 135:0.30 145:0.65 146:0.87 147:0.89 149:0.76 150:0.95 154:0.41 159:0.44 161:0.57 167:0.68 172:0.80 173:0.19 177:0.05 178:0.55 179:0.51 181:0.57 187:0.39 191:0.89 195:0.65 202:0.36 206:0.81 212:0.94 215:0.91 216:0.56 235:0.05 241:0.43 242:0.82 243:0.93 247:0.12 259:0.21 265:0.98 266:0.17 267:0.44 271:0.32 276:0.70 297:0.36 300:0.33\n2 6:0.90 8:0.73 12:0.20 17:0.13 20:0.93 21:0.54 25:0.88 27:0.42 28:0.92 30:0.33 32:0.80 34:0.30 36:0.90 37:0.53 43:0.36 55:0.71 66:0.45 69:0.62 70:0.69 78:0.74 81:0.89 91:0.67 98:0.14 100:0.77 104:0.79 108:0.97 111:0.74 120:0.87 123:0.97 124:0.66 126:0.54 127:0.94 129:0.81 133:0.67 135:0.60 140:0.45 145:0.84 146:0.05 147:0.05 149:0.24 150:0.78 151:0.75 152:0.86 153:0.86 154:0.27 159:0.93 161:0.57 162:0.51 164:0.92 167:0.94 169:0.75 172:0.27 173:0.25 177:0.05 179:0.92 181:0.57 186:0.75 189:0.91 191:0.79 195:0.98 202:0.93 212:0.42 215:0.58 216:0.53 220:0.96 235:0.60 238:0.87 241:0.82 242:0.82 243:0.19 245:0.47 247:0.12 248:0.81 256:0.92 259:0.21 260:0.87 261:0.76 265:0.15 266:0.38 267:0.96 268:0.90 271:0.32 276:0.21 285:0.62 297:0.36 300:0.43\n1 12:0.20 17:0.43 21:0.78 27:0.45 28:0.92 30:0.45 34:0.83 36:0.47 37:0.50 43:0.29 55:0.92 66:0.53 69:0.77 70:0.47 91:0.10 98:0.55 108:0.68 123:0.66 124:0.63 127:0.36 129:0.81 133:0.67 135:0.30 145:0.49 146:0.05 147:0.05 149:0.40 154:0.21 159:0.56 161:0.57 163:0.75 167:0.64 172:0.37 173:0.71 177:0.05 178:0.55 179:0.79 181:0.57 187:0.68 212:0.15 216:0.77 235:0.84 241:0.27 242:0.82 243:0.17 245:0.50 247:0.12 259:0.21 265:0.57 266:0.63 267:0.91 271:0.32 276:0.37 300:0.33\n1 7:0.81 12:0.20 17:0.36 21:0.54 27:0.20 28:0.92 30:0.45 34:0.89 36:0.39 37:0.81 43:0.36 55:0.59 66:0.25 69:0.63 70:0.50 81:0.89 91:0.10 98:0.18 108:0.66 123:0.88 124:0.71 126:0.54 127:0.50 129:0.81 133:0.67 135:0.49 145:0.61 146:0.05 147:0.05 149:0.33 150:0.78 154:0.27 159:0.67 161:0.57 163:0.80 167:0.78 172:0.16 173:0.51 177:0.05 178:0.55 179:0.91 181:0.57 187:0.68 212:0.23 215:0.58 216:0.84 230:0.87 233:0.76 235:0.68 241:0.69 242:0.82 243:0.21 245:0.45 247:0.12 259:0.21 265:0.15 266:0.38 267:0.28 271:0.32 276:0.22 297:0.36 300:0.33\n1 8:0.74 12:0.20 17:0.34 21:0.30 25:0.88 27:0.03 28:0.92 30:0.76 32:0.80 34:0.67 36:0.86 37:0.96 43:0.25 55:0.71 66:0.69 69:0.83 70:0.44 78:0.96 81:0.93 91:0.40 98:0.69 104:0.58 108:0.86 111:1.00 120:0.82 123:0.85 124:0.44 126:0.54 127:0.47 129:0.59 133:0.47 135:0.60 140:0.45 145:0.69 146:0.52 147:0.58 149:0.50 150:0.89 151:0.74 153:0.84 154:0.18 159:0.71 161:0.57 162:0.66 164:0.80 167:0.86 169:0.99 172:0.68 173:0.74 177:0.05 179:0.53 181:0.57 187:0.21 195:0.89 202:0.74 212:0.30 215:0.72 216:0.89 220:0.87 235:0.31 238:0.99 241:0.75 242:0.82 243:0.26 245:0.75 247:0.12 248:0.74 256:0.73 259:0.21 260:0.83 265:0.69 266:0.80 267:0.76 268:0.76 271:0.32 276:0.60 285:0.62 297:0.36 300:0.55\n1 12:0.20 17:0.55 21:0.13 25:0.88 27:0.72 28:0.92 30:0.40 32:0.80 34:0.68 36:0.84 43:0.21 55:0.71 66:0.25 69:0.92 70:0.88 81:0.96 91:0.22 98:0.36 104:0.72 108:0.84 123:0.84 124:0.84 126:0.54 127:0.39 129:0.93 133:0.84 135:0.61 145:0.61 146:0.78 147:0.81 149:0.51 150:0.94 154:0.14 159:0.83 161:0.57 167:0.67 172:0.57 173:0.81 177:0.05 178:0.55 179:0.36 181:0.57 187:0.21 191:0.70 195:0.96 212:0.22 215:0.84 216:0.48 235:0.12 241:0.37 242:0.82 243:0.44 245:0.79 247:0.12 259:0.21 265:0.39 266:0.94 267:0.65 271:0.32 276:0.72 297:0.36 300:0.84\n2 12:0.20 17:0.36 21:0.64 25:0.88 27:0.03 28:0.92 30:0.72 32:0.80 34:0.56 36:0.63 37:0.96 43:0.40 55:0.92 66:0.74 69:0.55 70:0.37 81:0.85 91:0.84 98:0.81 104:0.58 106:0.81 108:0.68 120:0.96 123:0.66 124:0.39 126:0.54 127:0.64 129:0.59 133:0.47 135:0.56 140:0.80 145:0.65 146:0.05 147:0.05 149:0.44 150:0.67 151:0.73 153:0.78 154:0.30 159:0.56 161:0.57 162:0.72 163:0.94 164:0.94 167:0.77 172:0.51 173:0.52 177:0.05 178:0.42 179:0.80 181:0.57 187:0.39 195:0.75 202:0.90 206:0.81 212:0.39 215:0.53 216:0.89 220:0.96 235:0.74 241:0.67 242:0.82 243:0.15 245:0.49 247:0.12 248:0.94 256:0.92 259:0.21 260:0.96 265:0.81 266:0.63 267:0.28 268:0.93 271:0.32 276:0.43 283:0.82 285:0.62 297:0.36 300:0.33\n1 12:0.20 17:0.47 21:0.78 25:0.88 27:0.72 28:0.92 30:0.62 34:0.70 36:0.57 37:0.65 43:0.34 55:0.45 66:0.75 69:0.65 70:0.23 91:0.68 98:0.78 104:0.77 108:0.49 120:0.84 123:0.47 127:0.27 129:0.05 135:0.24 140:0.45 146:0.60 147:0.66 149:0.37 151:0.73 153:0.78 154:0.25 159:0.22 161:0.57 162:0.53 163:0.86 164:0.79 167:0.78 172:0.32 173:0.82 177:0.05 179:0.87 181:0.57 187:0.39 202:0.78 212:0.30 216:0.53 220:0.97 235:0.05 241:0.68 242:0.82 243:0.77 247:0.12 248:0.76 256:0.73 259:0.21 260:0.84 265:0.78 266:0.27 267:0.65 268:0.74 271:0.32 276:0.26 285:0.62 300:0.18\n2 7:0.81 12:0.20 17:0.36 21:0.40 27:0.20 28:0.92 30:0.21 34:0.92 36:0.39 37:0.81 43:0.35 55:0.59 66:0.20 69:0.63 70:0.37 81:0.92 91:0.29 98:0.13 108:0.48 123:0.46 124:0.81 126:0.54 127:0.31 129:0.89 133:0.78 135:0.65 146:0.22 147:0.27 149:0.31 150:0.86 154:0.26 159:0.53 161:0.57 163:0.87 167:0.77 172:0.10 173:0.55 177:0.05 178:0.55 179:0.93 181:0.57 187:0.68 191:0.81 212:0.42 215:0.67 216:0.84 230:0.87 233:0.76 235:0.42 241:0.67 242:0.82 243:0.40 245:0.39 247:0.12 259:0.21 265:0.14 266:0.23 267:0.23 271:0.32 276:0.24 297:0.36 300:0.25\n1 6:0.93 7:0.81 8:0.88 12:0.20 17:0.26 20:0.83 21:0.59 25:0.88 27:0.71 28:0.92 30:0.11 32:0.80 34:0.31 36:0.34 37:0.42 43:0.36 55:0.42 66:0.61 69:0.62 70:0.54 78:0.74 81:0.87 91:0.80 98:0.36 100:0.77 104:0.73 108:0.87 111:0.74 120:0.72 123:0.86 124:0.43 126:0.54 127:0.74 129:0.59 133:0.47 135:0.51 140:0.80 145:0.61 146:0.05 147:0.05 149:0.26 150:0.73 151:0.66 152:0.79 153:0.48 154:0.27 159:0.66 161:0.57 162:0.73 164:0.86 167:0.96 169:0.75 172:0.27 173:0.54 177:0.05 178:0.42 179:0.95 181:0.57 186:0.75 189:0.94 191:0.78 195:0.80 202:0.80 212:0.30 215:0.55 216:0.54 220:0.87 230:0.87 233:0.76 235:0.68 238:0.89 241:0.89 242:0.82 243:0.23 245:0.42 247:0.12 248:0.65 256:0.86 259:0.21 260:0.73 261:0.75 265:0.38 266:0.27 267:0.28 268:0.83 271:0.32 276:0.17 283:0.60 285:0.62 297:0.36 300:0.33\n1 6:0.89 8:0.75 12:0.20 17:0.45 20:0.81 21:0.13 27:0.29 28:0.92 30:0.38 34:0.59 36:0.60 37:0.92 43:0.45 55:0.59 66:0.48 69:0.44 70:0.50 78:0.74 81:0.96 91:0.61 98:0.59 100:0.77 104:0.78 106:0.81 108:0.34 111:0.74 120:0.83 123:0.32 124:0.56 126:0.54 127:0.29 129:0.59 133:0.47 135:0.47 140:0.45 146:0.62 147:0.67 149:0.52 150:0.94 151:0.72 152:0.78 153:0.77 154:0.34 159:0.37 161:0.57 162:0.86 163:0.75 164:0.72 167:0.77 169:0.75 172:0.37 173:0.45 177:0.05 179:0.70 181:0.57 186:0.75 187:0.21 189:0.90 202:0.58 206:0.81 212:0.28 215:0.84 216:0.93 235:0.12 238:0.91 241:0.68 242:0.82 243:0.60 245:0.61 247:0.12 248:0.75 256:0.64 259:0.21 260:0.84 261:0.75 265:0.60 266:0.54 267:0.82 268:0.66 271:0.32 276:0.42 285:0.62 297:0.36 300:0.33\n1 1:0.68 8:0.77 9:0.76 10:0.99 11:0.83 12:0.86 17:0.69 18:0.94 23:0.98 27:0.60 29:0.91 30:0.75 31:0.96 34:0.30 36:0.95 37:0.49 39:0.82 43:0.62 45:0.99 56:0.97 62:0.99 64:0.77 66:0.63 69:0.54 70:0.58 71:0.59 74:0.76 75:0.95 79:0.95 81:0.73 83:0.72 85:0.72 86:0.94 91:0.57 96:0.86 97:0.89 98:0.79 99:0.99 101:1.00 108:0.42 114:0.95 117:0.86 122:0.91 123:0.40 124:0.55 126:0.53 127:0.84 128:0.98 129:0.05 131:0.89 133:0.67 135:0.61 137:0.96 139:0.91 140:0.45 143:0.99 144:0.57 146:0.97 147:0.98 149:0.95 150:0.58 151:0.93 153:0.78 154:0.51 155:0.65 157:0.98 159:0.84 162:0.84 165:0.86 166:0.84 168:0.98 170:0.82 172:0.97 173:0.31 174:0.99 176:0.63 177:0.96 179:0.14 182:0.94 187:0.68 190:0.89 191:0.73 192:0.87 196:0.97 197:0.99 201:0.67 202:0.62 205:0.97 208:0.64 212:0.77 216:0.60 220:0.82 222:0.35 226:0.98 227:0.88 229:0.97 231:0.76 232:0.92 235:0.22 236:0.94 239:0.98 241:0.30 242:0.18 243:0.69 245:0.98 246:0.89 247:0.99 248:0.83 253:0.88 255:0.79 256:0.64 259:0.21 264:0.95 265:0.79 266:0.63 267:0.82 268:0.68 271:0.29 275:0.99 276:0.96 279:0.75 284:0.95 285:0.61 287:0.91 290:0.95 294:0.99 295:0.99 300:0.70\n1 1:0.68 8:0.73 9:0.75 10:0.95 11:0.54 12:0.86 17:0.91 18:0.81 23:0.96 27:0.33 29:0.91 30:0.84 31:0.94 33:0.97 34:0.94 36:1.00 37:0.45 39:0.82 43:0.63 45:0.96 56:0.97 62:0.98 64:0.77 66:0.96 69:0.51 70:0.36 71:0.59 74:0.57 75:0.97 76:0.85 79:0.94 80:0.99 81:0.73 82:0.98 83:0.72 86:0.80 88:0.99 91:0.58 96:0.83 97:0.97 98:0.91 99:0.99 101:0.87 108:0.39 114:0.95 122:0.99 123:0.37 126:0.53 127:0.52 128:0.98 129:0.05 131:0.88 135:0.73 137:0.94 139:0.81 140:0.45 143:0.99 144:0.57 145:0.47 146:0.91 147:0.92 149:0.82 150:0.58 151:0.90 153:0.69 154:0.53 155:0.65 157:0.97 158:0.77 159:0.51 162:0.86 165:0.86 166:0.84 168:0.98 170:0.82 172:0.90 173:0.48 174:0.96 175:0.75 176:0.63 177:0.88 179:0.29 182:0.94 187:0.21 190:0.89 192:0.87 193:0.96 195:0.72 196:0.94 197:0.97 201:0.67 202:0.46 204:0.81 205:0.95 208:0.64 212:0.80 216:0.35 219:0.91 222:0.35 226:0.98 227:0.88 229:0.97 231:0.76 235:0.22 236:0.94 239:0.95 241:0.12 242:0.14 243:0.96 244:0.83 246:0.89 247:0.88 248:0.79 253:0.82 255:0.78 256:0.45 257:0.65 259:0.21 264:0.95 265:0.91 266:0.54 267:0.69 268:0.55 271:0.29 275:0.99 276:0.82 277:0.69 279:0.79 281:0.91 284:0.90 285:0.61 287:0.91 290:0.95 291:0.97 292:0.95 294:0.99 295:0.99 300:0.43\n1 1:0.66 9:0.72 10:0.94 11:0.54 12:0.86 17:0.78 18:0.82 21:0.22 22:0.93 23:0.95 27:0.55 29:0.91 30:0.84 31:0.89 33:0.97 34:0.97 36:0.71 37:0.58 39:0.82 43:0.58 44:0.88 45:0.97 47:0.93 56:0.97 62:0.97 64:0.77 66:0.16 69:0.75 70:0.48 71:0.59 74:0.65 75:0.97 77:0.70 79:0.89 80:0.98 81:0.69 82:0.99 83:0.72 86:0.84 88:0.99 91:0.27 96:0.72 97:0.97 98:0.67 99:0.99 101:0.69 102:0.96 108:0.82 114:0.85 117:0.86 122:0.99 123:0.56 124:0.51 126:0.53 127:0.52 128:0.96 129:0.05 131:0.88 133:0.45 135:0.90 137:0.89 139:0.86 140:0.45 143:0.99 144:0.57 145:0.44 146:0.82 147:0.85 149:0.78 150:0.52 151:0.61 153:0.48 154:0.47 155:0.64 157:0.97 158:0.76 159:0.63 162:0.86 165:0.86 166:0.83 168:0.96 170:0.82 172:0.87 173:0.70 174:0.94 176:0.63 177:0.96 179:0.25 182:0.94 187:0.39 190:0.89 192:0.86 195:0.80 196:0.92 197:0.93 201:0.65 202:0.36 204:0.79 205:0.95 208:0.64 212:0.73 216:0.70 219:0.91 220:0.82 222:0.35 226:0.96 227:0.88 229:0.97 231:0.76 232:0.88 235:0.52 236:0.94 239:0.95 241:0.37 242:0.27 243:0.37 244:0.61 245:0.95 246:0.89 247:0.84 248:0.59 253:0.68 254:0.94 255:0.72 256:0.45 259:0.21 262:0.93 264:0.95 265:0.65 266:0.63 267:0.73 268:0.46 271:0.29 275:0.99 276:0.85 279:0.79 281:0.91 282:0.75 284:0.88 285:0.61 287:0.91 290:0.85 291:0.97 292:0.88 294:0.99 295:0.98 300:0.55\n1 10:0.94 11:0.54 12:0.86 17:0.89 18:0.81 21:0.78 27:0.72 29:0.91 30:0.61 34:0.97 36:0.89 37:0.23 39:0.82 43:0.66 44:0.88 45:0.92 48:0.91 66:0.53 69:0.10 70:0.79 71:0.59 74:0.62 76:0.85 77:0.70 80:1.00 82:0.99 83:0.72 86:0.82 88:0.99 91:0.17 98:0.46 101:0.87 102:0.96 108:0.09 122:0.91 123:0.09 124:0.65 127:0.78 129:0.05 131:0.61 133:0.65 135:0.74 139:0.84 144:0.57 145:0.59 146:0.60 147:0.66 149:0.75 154:0.55 155:0.54 157:0.92 159:0.63 166:0.61 170:0.82 172:0.71 173:0.15 174:0.94 175:0.75 177:0.88 178:0.55 179:0.48 182:0.85 187:0.21 192:0.56 193:0.98 195:0.78 197:0.96 204:0.84 208:0.64 212:0.76 216:0.26 222:0.35 227:0.61 229:0.61 231:0.72 232:0.72 235:0.31 239:0.95 241:0.35 242:0.15 243:0.62 244:0.83 245:0.81 246:0.61 247:0.91 253:0.47 257:0.65 259:0.21 264:0.95 265:0.48 266:0.71 267:0.65 271:0.29 275:0.97 276:0.68 277:0.69 281:0.91 282:0.75 287:0.61 294:0.99 300:0.84\n1 10:0.94 11:0.54 12:0.86 17:0.53 18:0.84 21:0.78 27:0.72 29:0.91 30:0.91 34:0.89 36:0.56 37:0.23 39:0.82 43:0.66 44:0.88 45:0.93 48:0.91 66:0.19 69:0.12 70:0.28 71:0.59 74:0.66 75:0.97 76:0.85 77:0.70 80:1.00 82:0.99 83:0.72 86:0.83 88:0.99 91:0.22 97:0.97 98:0.56 101:0.87 102:0.96 108:0.10 122:0.91 123:0.56 124:0.52 127:0.48 129:0.59 131:0.61 133:0.47 135:0.44 139:0.87 144:0.57 145:0.59 146:0.38 147:0.45 149:0.82 154:0.55 155:0.54 157:0.95 158:0.76 159:0.28 166:0.61 170:0.82 172:0.63 173:0.35 174:0.89 175:0.75 177:0.88 178:0.55 179:0.52 182:0.87 187:0.21 192:0.56 193:0.98 195:0.58 197:0.94 204:0.84 208:0.64 212:0.88 216:0.26 219:0.91 222:0.35 226:0.96 227:0.61 229:0.61 231:0.72 232:0.72 235:0.42 239:0.96 241:0.39 242:0.22 243:0.62 244:0.83 245:0.81 246:0.61 247:0.79 253:0.49 257:0.65 259:0.21 264:0.95 265:0.52 266:0.38 267:0.59 271:0.29 275:0.97 276:0.59 277:0.69 279:0.79 281:0.91 282:0.75 287:0.61 292:0.88 294:0.99 295:0.98 300:0.43\n1 1:0.65 10:0.92 11:0.54 12:0.86 17:0.84 18:0.73 21:0.05 27:0.72 29:0.91 30:0.76 34:0.90 36:0.63 37:0.23 39:0.82 43:0.66 44:0.88 45:0.85 48:0.91 56:0.97 64:0.77 66:0.85 69:0.12 70:0.28 71:0.59 74:0.54 76:0.85 77:0.70 80:1.00 81:0.69 82:0.99 83:0.72 86:0.75 88:0.99 91:0.40 98:0.82 99:0.95 101:0.87 102:0.96 108:0.10 114:0.95 122:0.91 123:0.10 126:0.53 127:0.32 129:0.05 131:0.61 135:0.44 139:0.79 144:0.57 145:0.59 146:0.50 147:0.56 149:0.49 150:0.55 154:0.55 155:0.56 157:0.92 159:0.18 165:0.70 166:0.76 170:0.82 172:0.57 173:0.46 174:0.86 175:0.75 176:0.70 177:0.88 178:0.55 179:0.66 182:0.84 187:0.21 192:0.86 193:0.98 195:0.55 197:0.91 201:0.66 204:0.84 208:0.64 212:0.92 215:0.91 216:0.26 222:0.35 227:0.61 229:0.61 231:0.73 232:0.72 235:0.42 239:0.93 241:0.37 242:0.22 243:0.86 244:0.83 246:0.61 247:0.67 253:0.66 257:0.65 259:0.21 264:0.95 265:0.82 266:0.17 267:0.28 271:0.29 275:0.96 276:0.42 277:0.69 281:0.91 282:0.75 287:0.61 290:0.95 294:0.99 297:0.36 300:0.25\n1 1:0.57 7:0.69 8:0.76 9:0.70 10:0.95 11:0.64 12:0.86 17:0.75 18:0.64 21:0.68 23:0.96 27:0.48 29:0.91 30:0.28 34:0.89 36:0.94 37:0.45 39:0.82 43:0.21 45:0.99 56:0.97 62:0.96 66:0.47 69:0.83 70:0.94 71:0.59 74:0.69 75:0.98 77:0.70 80:0.99 81:0.57 82:0.98 83:0.54 86:0.67 88:0.98 91:0.07 96:0.69 97:1.00 98:0.73 99:0.95 101:0.96 102:0.95 108:0.91 114:0.69 120:0.56 122:0.93 123:0.90 124:0.81 126:0.53 127:0.58 128:0.95 129:0.81 131:0.88 133:0.84 135:0.91 139:0.65 140:0.45 143:0.98 144:0.57 145:0.96 146:0.78 147:0.82 149:0.44 150:0.39 151:0.52 153:0.48 154:0.52 155:0.54 157:0.98 158:0.81 159:0.92 162:0.86 164:0.56 165:0.70 166:0.83 168:0.95 170:0.82 172:0.97 173:0.50 174:0.99 175:0.75 176:0.70 177:0.88 179:0.12 182:0.94 187:0.68 190:0.77 192:0.57 193:0.95 195:0.99 197:0.99 201:0.59 202:0.36 204:0.83 205:0.95 208:0.54 212:0.69 215:0.49 216:0.74 220:0.93 222:0.35 226:0.95 227:0.88 229:0.97 230:0.71 231:0.76 233:0.66 235:0.97 236:0.95 239:0.96 241:0.12 242:0.14 243:0.19 244:0.61 245:0.98 246:0.89 247:0.99 248:0.51 253:0.58 254:0.74 255:0.69 256:0.45 257:0.65 259:0.21 260:0.56 264:0.95 265:0.73 266:0.89 267:0.73 268:0.46 271:0.29 275:0.99 276:0.97 277:0.69 279:0.82 282:0.74 283:0.66 285:0.61 287:0.91 290:0.69 294:0.99 295:0.98 297:0.36 300:0.94\n1 1:0.66 9:0.75 10:0.98 11:0.54 12:0.86 17:0.92 18:0.97 21:0.22 22:0.93 23:0.95 27:0.42 29:0.91 30:0.89 31:0.93 33:0.97 34:0.96 36:0.67 37:0.47 39:0.82 43:0.65 44:0.88 45:1.00 47:0.93 56:0.97 62:0.99 64:0.77 66:0.45 69:0.82 70:0.40 71:0.59 74:0.88 75:0.97 77:0.70 79:0.93 80:1.00 81:0.69 82:0.99 83:0.72 86:0.97 88:0.99 91:0.22 96:0.80 97:0.97 98:0.71 99:0.99 101:0.87 102:0.96 108:0.66 114:0.85 117:0.86 122:0.91 123:0.64 124:0.77 126:0.53 127:0.82 128:0.98 129:0.59 131:0.88 133:0.78 135:0.91 137:0.93 139:0.97 140:0.45 143:0.99 144:0.57 145:0.42 146:0.92 147:0.64 149:0.95 150:0.52 151:0.85 153:0.48 154:0.37 155:0.65 157:0.98 158:0.77 159:0.79 162:0.86 165:0.86 166:0.83 168:0.98 170:0.82 172:0.96 173:0.69 174:0.99 176:0.63 177:0.88 179:0.13 182:0.94 187:0.95 190:0.89 192:0.87 193:0.98 195:0.90 196:0.97 197:0.99 201:0.65 202:0.36 204:0.85 205:0.95 208:0.64 212:0.87 216:0.72 219:0.91 222:0.35 226:0.98 227:0.88 229:0.97 231:0.76 235:0.52 236:0.94 239:0.99 241:0.03 242:0.21 243:0.21 244:0.61 245:0.98 246:0.89 247:0.98 248:0.76 253:0.87 254:0.80 255:0.78 256:0.45 257:0.65 259:0.21 262:0.93 264:0.95 265:0.71 266:0.47 267:0.82 268:0.46 271:0.29 275:0.99 276:0.96 279:0.79 281:0.91 282:0.75 284:0.88 285:0.61 287:0.91 290:0.85 291:0.97 292:0.95 294:1.00 295:0.99 300:0.70\n1 8:0.77 10:0.94 11:0.54 12:0.86 17:0.78 18:0.83 21:0.78 27:0.50 29:0.91 30:0.85 34:0.79 36:0.90 37:0.30 39:0.82 43:0.64 44:0.88 45:0.96 66:0.24 69:0.76 70:0.49 71:0.59 74:0.64 75:0.97 77:0.70 82:0.99 83:0.72 86:0.85 88:0.99 91:0.15 97:0.97 98:0.27 101:0.69 102:0.96 108:0.79 122:0.91 123:0.77 124:0.91 127:0.66 129:0.05 131:0.61 133:0.91 135:0.42 139:0.85 144:0.57 145:0.50 146:0.27 147:0.26 149:0.73 154:0.51 157:0.94 158:0.77 159:0.80 166:0.61 170:0.82 172:0.63 173:0.59 174:0.95 177:0.88 178:0.55 179:0.36 182:0.86 187:0.39 195:0.91 197:0.95 208:0.64 212:0.60 216:0.36 219:0.91 222:0.35 226:0.98 227:0.61 229:0.61 231:0.73 235:0.42 239:0.95 241:0.07 242:0.24 243:0.20 244:0.61 245:0.78 246:0.61 247:0.90 253:0.48 254:0.92 257:0.65 259:0.21 264:0.95 265:0.29 266:0.80 267:0.65 271:0.29 275:0.98 276:0.77 277:0.69 279:0.79 282:0.75 287:0.61 292:0.95 294:0.99 295:0.99 300:0.70\n1 1:0.65 8:0.58 10:0.98 11:0.54 12:0.86 17:0.40 18:0.93 21:0.05 27:0.72 29:0.91 30:0.90 34:0.67 36:0.89 37:0.23 39:0.82 43:0.66 44:0.88 45:0.98 48:0.97 56:0.97 64:0.77 66:0.64 69:0.51 70:0.28 71:0.59 74:0.75 76:0.94 77:0.96 80:1.00 81:0.69 82:0.99 83:0.72 86:0.92 88:0.99 91:0.72 98:0.77 99:0.95 101:0.87 102:0.96 108:0.39 114:0.95 122:0.91 123:0.38 124:0.48 126:0.53 127:0.56 129:0.59 131:0.61 133:0.47 135:0.24 139:0.92 144:0.57 145:0.98 146:0.69 147:0.74 149:0.92 150:0.55 154:0.55 155:0.55 157:0.97 159:0.38 165:0.70 166:0.76 170:0.82 172:0.87 173:0.60 174:0.95 175:0.75 176:0.70 177:0.88 178:0.55 179:0.25 182:0.92 192:0.85 193:0.98 195:0.70 197:0.98 201:0.66 202:0.74 204:0.83 208:0.64 212:0.93 215:0.91 216:0.26 222:0.35 227:0.61 229:0.61 231:0.74 232:0.72 235:0.95 239:0.98 241:0.86 242:0.24 243:0.69 244:0.83 245:0.93 246:0.61 247:0.82 253:0.70 257:0.65 259:0.21 264:0.95 265:0.77 266:0.27 267:0.19 271:0.29 275:0.99 276:0.83 277:0.69 281:0.91 282:0.75 287:0.61 290:0.95 294:1.00 297:0.36 300:0.43\n1 1:0.60 9:0.73 10:0.97 11:0.54 12:0.86 17:0.81 18:0.96 21:0.64 22:0.93 23:0.95 27:0.52 29:0.91 30:0.88 31:0.90 33:0.97 34:0.99 36:0.76 37:0.60 39:0.82 43:0.64 44:0.88 45:0.99 47:0.93 56:0.97 62:0.98 64:0.77 66:0.54 69:0.48 70:0.45 71:0.59 74:0.85 75:0.97 77:0.96 79:0.90 81:0.63 82:0.99 83:0.72 86:0.96 88:0.98 91:0.25 96:0.74 97:0.97 98:0.69 99:0.99 101:0.87 102:0.96 108:0.37 114:0.69 117:0.86 122:0.91 123:0.35 124:0.70 126:0.53 127:0.77 128:0.96 129:0.05 131:0.88 133:0.74 135:0.95 137:0.90 139:0.95 140:0.45 143:0.99 144:0.57 145:0.87 146:0.86 147:0.88 149:0.91 150:0.45 151:0.66 153:0.48 154:0.57 155:0.64 157:0.97 158:0.77 159:0.70 162:0.62 165:0.86 166:0.83 168:0.96 170:0.82 172:0.94 173:0.35 174:0.98 176:0.63 177:0.96 179:0.17 182:0.94 187:0.21 190:0.89 192:0.87 195:0.82 196:0.94 197:0.99 201:0.60 202:0.50 205:0.95 208:0.64 212:0.84 216:0.48 219:0.91 220:0.74 222:0.35 226:0.98 227:0.88 229:0.97 231:0.76 232:0.81 235:0.95 236:0.94 239:0.98 241:0.02 242:0.21 243:0.63 244:0.61 245:0.96 246:0.89 247:0.98 248:0.63 251:1.00 253:0.77 254:0.80 255:0.73 256:0.45 259:0.21 262:0.93 264:0.95 265:0.69 266:0.71 267:0.92 268:0.46 271:0.29 275:0.99 276:0.93 279:0.79 282:0.75 284:0.88 285:0.61 287:0.91 290:0.69 291:0.97 292:0.95 294:0.99 295:0.99 300:0.84\n1 6:0.89 7:0.81 8:0.84 12:0.37 17:0.67 20:0.90 21:0.13 27:0.43 28:0.62 30:0.66 32:0.80 34:0.58 36:0.27 37:0.98 43:0.35 55:0.99 66:0.07 69:0.63 70:0.36 78:0.81 81:0.99 91:0.29 98:0.06 100:0.81 106:0.81 108:0.48 111:0.79 120:0.76 123:0.46 124:0.95 126:0.54 127:0.99 129:0.99 133:0.95 135:0.77 140:0.45 145:0.59 146:0.22 147:0.28 149:0.27 150:0.99 151:0.73 152:0.91 153:0.80 154:0.26 159:0.99 161:0.60 162:0.79 163:0.90 164:0.71 167:0.64 169:0.78 172:0.10 173:0.09 177:0.05 179:0.82 181:0.84 186:0.81 187:0.87 189:0.91 191:0.84 195:1.00 202:0.60 206:0.81 212:0.13 215:0.84 216:0.64 230:0.87 233:0.76 235:0.22 238:0.89 241:0.43 242:0.82 243:0.23 245:0.46 247:0.12 248:0.68 256:0.58 259:0.21 260:0.77 261:0.82 265:0.06 266:0.80 267:0.69 268:0.65 271:0.23 276:0.47 283:0.82 285:0.62 297:0.36 300:0.33\n1 6:0.79 8:0.58 12:0.37 17:0.73 20:0.92 25:0.88 27:0.12 28:0.62 30:0.94 34:0.39 36:0.36 37:0.23 43:0.48 55:0.59 66:0.69 69:0.30 70:0.18 78:0.85 81:1.00 91:0.84 98:0.70 100:0.84 104:0.58 108:0.62 111:0.84 120:0.83 123:0.59 124:0.41 126:0.54 127:0.80 129:0.59 133:0.47 135:0.49 140:0.45 146:0.05 147:0.05 149:0.44 150:1.00 151:0.79 152:0.86 153:0.90 154:0.37 159:0.35 161:0.60 162:0.79 164:0.85 167:0.93 169:0.83 172:0.41 173:0.46 177:0.05 179:0.89 181:0.84 186:0.84 189:0.81 191:0.80 202:0.77 212:0.71 215:0.96 216:0.34 235:0.05 238:0.88 241:0.97 242:0.82 243:0.18 245:0.46 247:0.12 248:0.75 256:0.79 259:0.21 260:0.84 261:0.86 265:0.71 266:0.27 267:0.23 268:0.81 271:0.23 276:0.32 283:0.60 285:0.62 297:0.36 300:0.18\n2 8:0.93 12:0.37 17:0.92 20:0.75 21:0.30 27:0.56 28:0.62 30:0.76 34:0.45 36:0.86 37:0.97 43:0.41 55:0.92 66:0.36 69:0.53 70:0.15 78:0.79 81:0.98 91:0.85 98:0.58 100:0.73 108:0.41 111:0.77 120:0.62 123:0.39 124:0.52 126:0.54 127:0.52 129:0.59 133:0.47 135:0.37 140:0.45 146:0.40 147:0.46 149:0.26 150:0.97 151:0.56 152:0.74 153:0.78 154:0.31 159:0.26 161:0.60 162:0.81 163:0.96 164:0.73 167:0.90 169:0.72 172:0.10 173:0.73 177:0.05 179:0.99 181:0.84 186:0.79 191:0.79 202:0.62 212:0.95 215:0.72 216:0.07 220:0.62 235:0.42 241:0.83 242:0.82 243:0.51 245:0.37 247:0.12 248:0.56 256:0.64 259:0.21 260:0.62 261:0.74 265:0.59 266:0.12 267:0.65 268:0.67 271:0.23 276:0.18 285:0.62 297:0.36 300:0.13\n3 6:0.84 7:0.81 8:0.68 12:0.37 17:0.28 20:0.80 21:0.30 27:0.21 28:0.62 30:0.14 34:0.69 36:0.91 37:0.74 43:0.52 55:0.96 66:0.11 69:0.10 70:0.97 78:0.80 81:0.98 91:0.51 98:0.22 100:0.82 104:0.84 106:0.81 108:0.99 111:0.79 120:0.81 123:0.98 124:0.97 126:0.54 127:0.92 129:1.00 133:0.97 135:0.39 140:0.45 146:0.05 147:0.05 149:0.48 150:0.97 151:0.78 152:0.93 153:0.89 154:0.41 159:0.96 161:0.60 162:0.56 164:0.81 167:0.56 169:0.78 172:0.51 173:0.05 177:0.05 179:0.39 181:0.84 186:0.80 187:0.39 189:0.84 191:0.76 202:0.78 206:0.81 212:0.23 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.89 241:0.12 242:0.82 243:0.07 245:0.68 247:0.12 248:0.73 256:0.73 259:0.21 260:0.82 261:0.82 265:0.16 266:0.98 267:0.84 268:0.76 271:0.23 276:0.76 283:0.82 285:0.62 297:0.36 300:0.94\n2 6:0.89 7:0.81 8:0.63 12:0.37 17:0.30 20:0.86 21:0.22 27:0.43 28:0.62 30:0.21 32:0.80 34:0.20 36:0.62 37:0.98 43:0.35 55:0.45 66:0.36 69:0.63 70:0.37 78:0.75 81:0.98 91:0.62 98:0.30 100:0.78 106:0.81 108:0.82 111:0.74 120:0.71 123:0.81 124:0.57 126:0.54 127:0.43 129:0.59 133:0.47 135:0.99 140:0.45 145:0.65 146:0.22 147:0.28 149:0.29 150:0.98 151:0.66 152:0.91 153:0.48 154:0.26 159:0.53 161:0.60 162:0.86 163:0.90 164:0.73 167:0.58 169:0.78 172:0.16 173:0.59 177:0.05 179:0.95 181:0.84 186:0.76 187:0.87 189:0.85 195:0.78 202:0.58 206:0.81 212:0.42 215:0.79 216:0.64 220:0.82 230:0.87 233:0.76 235:0.31 238:0.84 241:0.21 242:0.82 243:0.40 245:0.43 247:0.12 248:0.64 256:0.64 259:0.21 260:0.72 261:0.83 265:0.32 266:0.23 267:0.76 268:0.66 271:0.23 276:0.16 283:0.82 285:0.62 297:0.36 300:0.25\n3 6:0.94 8:0.89 12:0.37 17:0.84 20:0.96 27:0.08 28:0.62 34:0.63 36:0.51 37:0.85 78:0.91 81:1.00 91:0.84 100:0.95 111:0.92 120:0.95 126:0.54 135:0.47 140:0.45 150:1.00 151:0.78 152:0.96 153:0.89 161:0.60 162:0.59 164:0.91 167:0.76 169:0.90 175:0.75 181:0.84 186:0.91 187:0.39 189:0.96 191:0.95 202:0.88 215:0.96 216:0.27 235:0.02 238:0.97 241:0.69 244:0.61 248:0.92 256:0.89 257:0.65 259:0.21 260:0.95 261:0.93 267:0.18 268:0.89 271:0.23 277:0.69 283:0.82 285:0.62 297:0.36\n2 6:0.97 8:0.82 12:0.37 17:0.30 20:0.93 21:0.78 27:0.05 28:0.62 30:0.76 34:0.77 36:0.85 37:0.94 43:0.30 55:0.59 66:0.64 69:0.72 70:0.15 78:0.77 91:0.68 98:0.53 100:0.80 108:0.56 111:0.77 120:0.83 123:0.53 127:0.16 129:0.05 135:0.49 140:0.87 146:0.44 147:0.51 149:0.24 151:0.71 152:0.96 153:0.72 154:0.22 159:0.16 161:0.60 162:0.56 163:0.98 164:0.73 167:0.64 169:0.98 172:0.16 173:0.85 177:0.05 178:0.48 179:0.88 181:0.84 186:0.78 187:0.21 189:0.93 191:0.92 202:0.69 212:0.95 216:0.64 235:0.02 238:0.93 241:0.44 242:0.82 243:0.69 247:0.12 248:0.75 256:0.64 259:0.21 260:0.84 261:0.98 265:0.55 266:0.12 267:0.91 268:0.66 271:0.23 276:0.16 285:0.62 300:0.13\n3 6:0.89 8:0.78 12:0.37 17:0.30 20:0.83 27:0.09 28:0.62 30:0.28 34:0.78 36:0.40 37:0.82 43:0.35 55:0.84 66:0.23 69:0.62 70:0.47 78:0.80 81:1.00 91:0.38 98:0.53 100:0.83 104:0.91 106:0.81 108:0.47 111:0.80 120:0.80 123:0.45 124:0.85 126:0.54 127:0.54 129:0.93 133:0.84 135:0.98 140:0.45 145:0.61 146:0.76 147:0.79 149:0.51 150:1.00 151:0.71 152:0.79 153:0.72 154:0.26 159:0.68 161:0.60 162:0.86 163:0.96 164:0.73 167:0.67 169:0.81 172:0.32 173:0.50 177:0.05 179:0.69 181:0.84 186:0.80 187:0.39 189:0.91 191:0.76 202:0.58 206:0.81 212:0.16 215:0.96 216:0.94 235:0.02 238:0.93 241:0.51 242:0.82 243:0.43 245:0.59 247:0.12 248:0.72 256:0.64 259:0.21 260:0.81 261:0.79 265:0.55 266:0.80 267:0.52 268:0.66 271:0.23 276:0.53 283:0.82 285:0.62 297:0.36 300:0.33\n2 6:0.97 8:0.92 12:0.37 17:0.30 20:0.79 27:0.05 28:0.62 30:0.95 34:0.73 36:0.87 37:0.94 43:0.30 55:0.92 66:0.20 69:0.72 78:0.85 81:1.00 91:0.56 98:0.09 100:0.92 108:0.56 111:0.87 123:0.53 124:0.61 126:0.54 127:0.17 129:0.59 133:0.47 135:0.60 146:0.05 147:0.05 149:0.19 150:1.00 152:0.98 154:0.22 159:0.17 161:0.60 167:0.58 169:0.98 172:0.05 173:0.85 177:0.05 178:0.55 179:0.97 181:0.84 186:0.85 187:0.21 189:0.96 191:0.98 202:0.36 215:0.96 216:0.64 235:0.02 238:0.97 241:0.21 243:0.40 245:0.36 259:0.21 261:0.98 265:0.10 267:0.84 271:0.23 283:0.82 297:0.36 300:0.08\n3 6:0.95 8:0.89 12:0.37 17:0.82 20:0.82 27:0.08 28:0.62 34:0.63 36:0.51 37:0.85 78:0.84 81:1.00 91:0.76 100:0.92 111:0.86 120:0.88 126:0.54 135:0.44 140:0.45 150:1.00 151:0.74 152:0.97 153:0.84 161:0.60 162:0.53 164:0.84 167:0.74 169:0.88 175:0.75 181:0.84 186:0.85 187:0.68 189:0.96 191:0.98 202:0.83 215:0.96 216:0.27 235:0.02 238:0.97 241:0.67 244:0.61 248:0.83 256:0.79 257:0.65 259:0.21 260:0.89 261:0.92 267:0.19 268:0.80 271:0.23 277:0.69 285:0.62 297:0.36\n1 12:0.37 17:0.55 21:0.64 27:0.45 28:0.62 30:0.45 34:0.90 36:0.23 37:0.50 43:0.32 55:0.52 66:0.49 69:0.70 70:0.25 81:0.98 91:0.11 98:0.34 108:0.53 123:0.51 124:0.48 126:0.54 127:0.32 129:0.59 133:0.47 135:0.60 145:0.50 146:0.44 147:0.50 149:0.28 150:0.97 154:0.24 159:0.45 161:0.60 163:0.87 167:0.55 172:0.16 173:0.69 177:0.05 178:0.55 179:0.96 181:0.84 187:0.68 212:0.61 215:0.53 216:0.77 235:0.88 241:0.10 242:0.82 243:0.60 245:0.39 247:0.12 259:0.21 265:0.36 266:0.17 267:0.36 271:0.23 276:0.16 297:0.36 300:0.18\n1 6:0.84 7:0.81 8:0.65 12:0.37 17:0.18 20:0.95 21:0.30 27:0.21 28:0.62 30:0.91 34:0.66 36:0.61 37:0.74 43:0.52 55:0.59 66:0.69 69:0.12 70:0.13 78:0.78 81:0.98 91:0.51 98:0.39 100:0.81 106:0.81 108:0.10 111:0.78 120:0.75 123:0.10 126:0.54 127:0.13 129:0.05 135:0.28 140:0.45 146:0.32 147:0.38 149:0.35 150:0.97 151:0.73 152:0.93 153:0.78 154:0.41 159:0.13 161:0.60 162:0.60 164:0.74 167:0.67 169:0.78 172:0.21 173:0.35 177:0.05 179:0.62 181:0.84 186:0.79 187:0.39 189:0.86 191:0.76 202:0.68 206:0.81 212:0.95 215:0.72 216:0.95 230:0.87 233:0.76 235:0.42 238:0.89 241:0.52 242:0.82 243:0.73 247:0.12 248:0.68 256:0.64 259:0.21 260:0.76 261:0.82 265:0.41 266:0.12 267:0.97 268:0.68 271:0.23 276:0.23 283:0.82 285:0.62 297:0.36 300:0.13\n2 6:0.82 7:0.81 8:0.64 12:0.37 17:0.30 20:0.89 27:0.34 28:0.62 30:0.40 32:0.80 34:0.70 36:0.90 37:0.36 43:0.39 55:0.71 66:0.59 69:0.54 70:0.76 78:0.78 81:1.00 91:0.42 98:0.35 100:0.79 104:0.80 106:0.81 108:0.94 111:0.77 120:0.78 123:0.94 124:0.67 126:0.54 127:0.51 129:0.89 133:0.78 135:0.98 140:0.45 145:1.00 146:0.38 147:0.45 149:0.43 150:1.00 151:0.74 152:0.84 153:0.83 154:0.30 159:0.87 161:0.60 162:0.82 164:0.74 167:0.55 169:0.77 172:0.65 173:0.24 177:0.05 179:0.53 181:0.84 186:0.79 187:0.21 189:0.84 191:0.70 195:0.97 202:0.63 206:0.81 212:0.49 215:0.96 216:0.84 230:0.87 233:0.76 235:0.05 238:0.86 241:0.07 242:0.82 243:0.15 245:0.67 247:0.12 248:0.70 256:0.64 259:0.21 260:0.79 261:0.80 265:0.37 266:0.80 267:0.95 268:0.68 271:0.23 276:0.53 283:0.82 285:0.62 297:0.36 300:0.70\n4 6:0.97 8:0.95 12:0.37 17:0.03 20:0.97 27:0.05 28:0.62 30:0.76 34:0.23 36:0.94 37:0.94 43:0.30 55:0.71 66:0.20 69:0.73 70:0.22 78:0.99 81:1.00 91:0.97 98:0.20 100:0.99 108:0.80 111:0.99 120:0.99 123:0.79 124:0.73 126:0.54 127:0.54 129:0.81 133:0.67 135:0.37 140:0.45 146:0.05 147:0.05 149:0.25 150:1.00 151:0.86 152:0.96 153:0.99 154:0.22 159:0.57 161:0.60 162:0.53 163:0.88 164:0.98 167:0.91 169:0.98 172:0.10 173:0.70 177:0.05 179:0.96 181:0.84 186:0.98 189:0.98 191:0.99 202:0.98 212:0.42 215:0.96 216:0.64 235:0.02 238:0.99 241:0.84 242:0.82 243:0.26 245:0.40 247:0.12 248:0.98 256:0.98 259:0.21 260:0.99 261:0.98 265:0.22 266:0.23 267:0.97 268:0.97 271:0.23 276:0.23 283:0.82 285:0.62 297:0.36 300:0.18\n1 8:0.73 12:0.37 17:0.47 27:0.05 28:0.62 34:0.52 36:0.86 37:0.94 43:0.31 66:0.36 69:0.71 81:1.00 91:0.58 98:0.09 108:0.54 120:0.78 123:0.52 126:0.54 127:0.06 129:0.05 135:0.42 140:0.45 146:0.05 147:0.05 149:0.13 150:1.00 151:0.66 153:0.48 154:0.23 159:0.05 161:0.60 162:0.74 164:0.67 167:0.61 172:0.05 173:0.81 177:0.05 181:0.84 187:0.21 191:0.99 202:0.56 215:0.96 216:0.64 235:0.02 241:0.35 243:0.51 248:0.70 256:0.58 259:0.21 260:0.79 265:0.09 267:0.89 268:0.59 271:0.23 285:0.62 297:0.36\n1 1:0.74 11:0.85 12:0.06 17:0.57 18:0.96 21:0.54 27:0.45 28:0.70 29:0.94 30:0.15 34:0.89 36:0.21 37:0.50 39:0.86 43:0.82 45:0.85 46:0.93 48:0.91 64:0.77 66:0.48 69:0.61 70:0.94 71:0.93 74:0.44 81:0.49 83:0.91 85:0.72 86:0.75 91:0.18 98:0.47 101:0.97 107:0.91 108:0.85 110:0.91 114:0.59 122:0.86 123:0.84 124:0.76 125:0.88 126:0.54 127:0.49 129:0.05 131:0.61 133:0.73 135:0.90 139:0.73 144:0.57 145:0.50 146:0.58 147:0.63 149:0.75 150:0.72 154:0.77 155:0.67 157:0.83 159:0.65 160:0.88 161:0.74 165:0.93 166:0.91 167:0.66 172:0.73 173:0.50 176:0.73 177:0.70 178:0.55 179:0.37 181:0.84 182:0.97 187:0.68 192:0.87 201:0.93 208:0.64 212:0.67 215:0.39 216:0.77 222:0.35 227:0.61 229:0.61 231:0.86 235:0.74 241:0.37 242:0.70 243:0.28 245:0.81 246:0.96 247:0.60 253:0.42 259:0.21 265:0.49 266:0.87 267:0.28 271:0.39 276:0.75 277:0.69 281:0.91 287:0.61 289:0.93 290:0.59 297:0.36 300:0.70\n1 6:0.91 8:0.93 9:0.80 11:0.75 12:0.06 17:0.75 18:0.86 20:0.98 21:0.78 27:0.19 28:0.70 29:0.94 30:0.41 31:0.97 34:0.74 36:0.65 37:0.95 39:0.86 41:0.93 43:0.12 45:0.66 46:0.88 55:0.42 66:0.86 69:0.58 70:0.60 71:0.93 74:0.52 78:0.82 79:0.98 83:0.91 86:0.82 91:0.87 96:0.94 98:0.86 100:0.86 101:0.52 104:0.58 107:0.92 108:0.45 110:0.93 111:0.82 120:0.93 122:0.57 123:0.43 125:0.97 127:0.37 129:0.05 131:0.95 135:0.23 137:0.97 138:0.97 139:0.78 140:0.95 144:0.57 146:0.62 147:0.67 149:0.06 151:0.87 152:0.93 153:0.92 154:0.78 155:0.67 157:0.61 159:0.23 160:0.98 161:0.74 162:0.77 164:0.82 166:0.61 167:0.96 169:0.83 172:0.59 173:0.79 177:0.70 179:0.67 181:0.84 182:0.99 186:0.82 189:0.92 191:0.87 192:0.87 196:0.95 202:0.84 208:0.64 212:0.54 216:0.38 220:0.62 222:0.35 227:0.94 229:0.99 231:0.87 232:0.76 235:0.05 238:0.91 241:0.94 242:0.19 243:0.86 246:0.61 247:0.74 248:0.89 253:0.87 254:0.80 255:0.95 256:0.86 259:0.21 260:0.85 261:0.88 265:0.86 266:0.27 267:0.65 268:0.87 271:0.39 276:0.47 284:0.97 285:0.62 287:0.97 289:0.93 300:0.43\n1 6:0.96 8:0.91 9:0.80 12:0.06 17:0.32 20:0.92 21:0.78 27:0.15 28:0.70 29:0.94 31:0.98 34:0.64 36:0.27 37:0.94 39:0.86 41:0.95 46:0.88 60:0.87 71:0.93 74:0.47 78:0.86 79:0.99 83:0.91 91:0.93 96:0.93 100:0.93 104:0.58 107:0.88 110:0.88 111:0.88 120:0.93 125:0.96 131:0.95 135:0.80 137:0.98 138:0.98 139:0.74 140:0.94 144:0.57 151:0.94 152:0.94 153:0.89 155:0.67 157:0.61 158:0.92 160:0.99 161:0.74 162:0.78 164:0.86 166:0.61 167:0.96 169:0.92 175:0.97 181:0.84 182:0.99 186:0.86 189:0.96 191:0.95 192:0.87 196:0.94 202:0.87 208:0.64 216:0.47 219:0.95 220:0.87 222:0.35 227:0.94 229:0.99 231:0.87 238:0.94 241:0.94 244:0.93 246:0.61 248:0.93 253:0.89 255:0.95 256:0.90 257:0.93 259:0.21 260:0.88 261:0.95 267:0.36 268:0.91 271:0.39 277:0.95 279:0.86 283:0.82 284:0.98 285:0.62 287:0.97 289:0.93 292:0.95\n1 9:0.80 12:0.06 17:0.64 21:0.78 25:0.88 27:0.72 28:0.70 29:0.94 31:0.91 34:0.53 36:0.25 37:0.73 39:0.86 41:0.82 46:0.88 71:0.93 74:0.28 79:0.94 83:0.91 87:0.98 91:0.80 96:0.82 97:0.89 104:0.79 107:0.88 110:0.88 120:0.59 125:0.98 131:0.95 135:0.82 137:0.91 139:0.58 140:0.80 144:0.57 151:0.61 153:0.48 155:0.67 157:0.61 158:0.72 160:0.96 161:0.74 162:0.86 164:0.57 166:0.61 167:0.94 175:0.97 181:0.84 182:0.98 190:0.77 191:0.76 192:0.87 196:0.87 202:0.50 208:0.64 216:0.20 219:0.87 222:0.35 227:0.94 228:0.99 229:0.99 231:0.87 232:0.70 241:0.85 244:0.93 246:0.61 248:0.59 253:0.56 255:0.95 256:0.58 257:0.93 259:0.21 260:0.60 267:0.59 268:0.59 271:0.39 277:0.95 279:0.82 284:0.91 285:0.62 287:0.97 289:0.93 292:0.95\n1 1:0.74 6:1.00 7:0.81 8:0.89 9:0.80 11:0.85 12:0.06 17:0.77 18:0.98 20:0.80 21:0.22 22:0.93 27:0.49 28:0.70 29:0.94 30:0.14 31:0.98 32:0.80 34:0.28 36:0.33 37:0.68 39:0.86 41:0.94 43:0.86 44:0.93 45:0.85 46:0.93 47:0.93 55:0.71 60:0.87 64:0.77 66:0.09 69:0.56 70:0.97 71:0.93 74:0.81 77:0.70 78:0.78 79:0.98 81:0.66 83:0.91 85:0.90 86:0.92 91:0.18 96:0.91 98:0.36 100:0.84 101:0.97 104:0.94 106:0.81 107:0.94 108:0.85 110:0.95 111:0.79 114:0.71 117:0.86 120:0.84 121:0.90 123:0.84 124:0.98 125:0.98 126:0.54 127:0.85 129:0.99 131:0.95 133:0.98 135:0.93 137:0.98 138:0.97 139:0.96 140:0.45 144:0.57 145:0.42 146:0.60 147:0.65 149:0.88 150:0.80 151:0.94 152:0.77 153:0.82 154:0.83 155:0.67 157:0.90 158:0.92 159:0.97 160:0.98 161:0.74 162:0.85 164:0.83 165:0.93 166:0.91 167:0.56 169:0.82 172:0.87 173:0.10 176:0.73 177:0.70 179:0.11 181:0.84 182:0.99 186:0.79 187:0.39 189:1.00 192:0.87 195:1.00 196:0.99 201:0.93 202:0.74 204:0.89 206:0.81 208:0.64 212:0.30 215:0.51 216:0.67 219:0.95 220:0.82 222:0.35 227:0.94 229:1.00 230:0.87 231:0.87 232:0.95 233:0.76 235:0.42 238:0.96 241:0.02 242:0.33 243:0.19 245:0.97 246:0.96 247:0.94 248:0.91 253:0.92 255:0.95 256:0.80 259:0.21 260:0.85 261:0.79 262:0.93 265:0.38 266:0.96 267:0.88 268:0.81 271:0.39 276:0.98 279:0.86 281:0.91 282:0.88 283:0.82 284:0.97 285:0.62 287:0.97 289:0.93 290:0.71 292:0.95 297:0.36 299:0.88 300:0.94\n2 1:0.74 9:0.80 11:0.64 12:0.06 17:0.67 18:0.79 21:0.05 22:0.93 25:0.88 27:0.72 28:0.70 29:0.94 30:0.45 31:0.91 34:0.90 36:0.81 39:0.86 41:0.82 43:0.72 45:0.66 46:0.88 47:0.93 64:0.77 66:0.69 69:0.10 70:0.25 71:0.93 74:0.28 79:0.90 81:0.81 83:0.91 86:0.59 91:0.25 96:0.75 98:0.79 101:0.52 104:0.58 107:0.89 108:0.09 110:0.89 114:0.89 120:0.74 122:0.82 123:0.09 125:0.99 126:0.54 127:0.28 129:0.05 131:0.95 135:0.79 137:0.91 139:0.58 140:0.80 144:0.57 146:0.48 147:0.54 149:0.38 150:0.88 151:0.72 153:0.48 154:0.62 155:0.67 157:0.61 159:0.17 160:0.96 161:0.74 162:0.86 164:0.62 165:0.93 166:0.91 167:0.78 172:0.21 173:0.43 175:0.75 176:0.73 177:0.38 179:0.95 181:0.84 182:0.98 187:0.87 190:0.89 192:0.87 196:0.87 201:0.93 202:0.50 208:0.64 212:0.61 215:0.78 216:0.39 222:0.35 227:0.94 229:0.99 231:0.87 235:0.22 241:0.69 242:0.63 243:0.73 244:0.61 246:0.96 247:0.30 248:0.67 253:0.69 255:0.95 256:0.58 257:0.65 259:0.21 260:0.65 262:0.93 265:0.79 266:0.17 267:0.28 268:0.59 271:0.39 276:0.16 277:0.69 284:0.89 285:0.62 287:0.97 289:0.93 290:0.89 297:0.36 300:0.18\n1 1:0.69 6:0.93 8:0.84 9:0.80 11:0.75 12:0.06 17:0.84 18:0.99 20:0.75 21:0.59 22:0.93 25:0.88 27:0.11 28:0.70 29:0.94 30:0.45 31:0.98 32:0.80 34:0.87 36:0.60 37:0.86 39:0.86 41:0.94 43:0.65 44:0.93 45:0.90 46:0.88 47:0.93 48:0.98 55:0.45 64:0.77 66:0.97 69:0.27 70:0.78 71:0.93 74:0.55 77:0.96 78:0.88 79:0.98 81:0.42 83:0.91 86:0.82 91:0.62 96:0.94 97:0.89 98:0.98 99:0.83 100:0.73 101:0.52 104:0.58 107:0.94 108:0.21 110:0.95 111:0.88 114:0.56 117:0.86 120:0.90 122:0.86 123:0.20 125:0.97 126:0.54 127:0.79 129:0.05 131:0.95 135:0.24 137:0.98 138:0.97 139:0.85 140:0.90 144:0.57 145:0.77 146:0.92 147:0.93 149:0.79 150:0.59 151:0.96 152:0.91 153:0.88 154:0.77 155:0.67 157:0.61 158:0.72 159:0.53 160:0.99 161:0.74 162:0.86 164:0.83 165:0.70 166:0.91 167:0.76 169:0.96 172:0.92 173:0.29 176:0.55 177:0.70 179:0.28 181:0.84 182:0.99 186:0.83 187:0.21 191:0.95 192:0.87 195:0.69 196:0.97 201:0.74 202:0.83 204:0.85 208:0.64 212:0.83 215:0.39 216:0.75 219:0.87 220:0.62 222:0.35 227:0.94 229:0.99 231:0.87 232:0.80 235:0.88 241:0.67 242:0.30 243:0.97 246:0.61 247:0.90 248:0.92 253:0.90 254:0.86 255:0.95 256:0.87 259:0.21 260:0.86 261:0.97 262:0.93 265:0.98 266:0.27 267:0.73 268:0.89 271:0.39 276:0.85 279:0.82 281:0.88 282:0.88 284:0.98 285:0.62 287:0.97 289:0.93 290:0.56 292:0.95 297:0.36 300:0.70\n1 1:0.69 6:0.93 8:0.90 9:0.80 11:0.75 12:0.06 17:0.15 18:0.94 20:0.98 21:0.59 25:0.88 27:0.11 28:0.70 29:0.94 30:0.17 31:0.99 32:0.63 34:0.73 36:0.49 37:0.86 39:0.86 41:0.94 43:0.64 44:0.85 45:0.81 46:0.88 48:0.98 55:0.71 64:0.77 66:0.45 69:0.27 70:0.93 71:0.93 74:0.39 77:0.70 78:0.91 79:1.00 81:0.42 83:0.91 86:0.72 91:0.98 96:0.95 98:0.73 99:0.83 100:0.98 101:0.52 104:0.58 107:0.94 108:0.21 110:0.95 111:0.96 114:0.56 120:0.99 122:0.86 123:0.20 124:0.59 125:0.96 126:0.54 127:0.97 129:0.59 131:0.95 133:0.46 135:0.37 137:0.99 138:1.00 139:0.70 140:0.94 144:0.57 145:0.83 146:0.73 147:0.77 149:0.57 150:0.59 151:0.93 152:0.91 153:0.99 154:0.78 155:0.67 157:0.61 159:0.50 160:0.98 161:0.74 162:0.73 164:0.93 165:0.70 166:0.91 167:0.96 169:0.96 172:0.67 173:0.32 176:0.55 177:0.70 179:0.50 181:0.84 182:0.96 186:0.91 189:0.94 191:0.95 192:0.87 195:0.66 196:0.93 201:0.74 202:0.98 204:0.85 208:0.64 212:0.71 215:0.39 216:0.75 219:0.86 222:0.35 227:0.94 229:0.98 231:0.87 235:0.88 238:0.97 241:0.93 242:0.24 243:0.58 245:0.88 246:0.61 247:0.88 248:0.92 253:0.89 254:0.86 255:0.95 256:0.99 259:0.21 260:0.92 261:0.97 265:0.73 266:0.63 267:0.82 268:0.99 271:0.39 276:0.71 281:0.89 282:0.70 283:0.82 284:0.99 285:0.62 287:0.96 289:0.93 290:0.56 292:0.95 297:0.36 300:0.70\n1 6:0.99 8:0.96 9:0.80 12:0.06 17:0.73 20:0.99 21:0.78 27:0.47 28:0.83 30:0.11 34:0.21 36:0.49 37:0.91 39:0.69 41:0.90 43:0.20 66:0.29 69:0.39 70:0.84 74:0.49 78:0.82 83:0.80 91:0.84 96:0.91 98:0.24 100:0.93 104:0.58 108:0.86 111:0.86 120:0.94 123:0.86 124:0.72 127:0.63 129:0.59 133:0.64 135:0.18 140:0.96 145:0.79 146:0.23 147:0.29 149:0.19 151:0.93 152:0.91 153:0.78 154:0.82 155:0.67 159:0.69 161:0.71 162:0.56 164:0.91 167:0.97 169:0.91 172:0.27 173:0.27 177:0.38 178:0.52 179:0.83 181:0.71 186:0.82 189:0.99 191:0.91 192:0.59 202:0.89 208:0.64 212:0.57 216:0.36 220:0.62 222:0.95 235:0.97 238:0.98 241:0.91 242:0.71 243:0.40 245:0.56 247:0.39 248:0.90 253:0.87 254:0.86 255:0.79 256:0.89 259:0.21 260:0.94 261:0.90 265:0.26 266:0.47 267:0.73 268:0.89 271:0.40 276:0.25 283:0.82 285:0.62 300:0.55\n2 6:0.99 8:0.98 9:0.80 12:0.06 17:0.01 20:0.97 21:0.59 25:0.88 27:0.08 28:0.83 30:0.09 32:0.75 34:0.33 36:0.86 37:0.87 39:0.69 41:0.82 43:0.38 55:0.52 66:0.24 69:0.33 70:0.98 74:0.48 78:0.84 81:0.44 83:0.73 91:0.99 96:0.75 98:0.34 100:0.93 104:0.58 108:0.94 111:0.87 120:1.00 123:0.94 124:0.90 126:0.32 127:0.99 129:0.59 133:0.89 135:0.54 140:1.00 145:0.69 146:0.49 147:0.55 149:0.44 150:0.36 151:0.63 152:0.91 153:1.00 154:0.82 155:0.67 159:0.86 161:0.71 162:0.60 164:0.99 167:0.96 169:0.91 172:0.45 173:0.15 177:0.38 179:0.61 181:0.71 186:0.84 189:0.99 191:0.98 192:0.59 195:0.94 202:0.99 208:0.64 212:0.29 215:0.55 216:0.83 222:0.95 235:0.68 238:0.97 241:0.89 242:0.79 243:0.33 245:0.65 247:0.39 248:0.65 253:0.58 254:0.86 255:0.79 256:0.99 259:0.21 260:1.00 261:0.91 265:0.36 266:0.91 267:1.00 268:0.99 271:0.40 276:0.62 283:0.82 285:0.62 297:0.36 300:0.84\n3 6:0.98 8:0.96 9:0.80 12:0.06 17:0.82 20:0.97 21:0.59 27:0.11 28:0.83 30:0.62 34:0.42 36:0.35 37:0.94 39:0.69 41:0.95 43:0.28 55:0.52 66:0.30 69:0.33 70:0.34 74:0.66 78:0.93 81:0.33 83:0.85 91:0.92 96:0.97 98:0.14 100:0.99 104:0.58 108:0.85 111:0.98 114:0.64 120:0.94 122:0.51 123:0.85 124:0.71 126:0.32 127:0.89 129:0.59 133:0.64 135:0.42 140:0.80 146:0.20 147:0.25 149:0.12 150:0.30 151:0.99 152:0.98 153:0.98 154:0.80 155:0.67 158:0.85 159:0.61 161:0.71 162:0.64 163:0.79 164:0.87 167:0.94 169:0.97 172:0.16 173:0.29 176:0.56 177:0.38 179:0.95 181:0.71 186:0.93 189:0.99 191:0.92 192:0.59 202:0.88 208:0.64 212:0.30 216:0.37 222:0.95 232:0.75 235:0.68 238:0.99 241:0.82 242:0.33 243:0.37 245:0.43 247:0.39 248:0.95 253:0.97 254:0.80 255:0.79 256:0.88 259:0.21 260:0.94 261:0.98 265:0.15 266:0.27 267:0.92 268:0.90 271:0.40 276:0.20 285:0.62 290:0.64 300:0.25\n1 12:0.06 17:0.45 21:0.78 27:0.45 28:0.83 30:0.76 34:0.83 36:0.18 37:0.50 39:0.69 43:0.76 66:0.64 69:0.82 70:0.15 74:0.50 91:0.14 98:0.10 108:0.66 122:0.57 123:0.64 127:0.07 129:0.05 135:0.90 145:0.47 146:0.18 147:0.23 149:0.41 154:0.68 159:0.09 161:0.71 163:0.97 167:0.68 172:0.16 173:0.75 177:0.38 178:0.55 179:0.08 181:0.71 187:0.68 212:0.95 216:0.77 222:0.95 235:0.98 241:0.43 242:0.82 243:0.69 247:0.12 253:0.41 259:0.21 265:0.10 266:0.12 267:0.28 271:0.40 276:0.18 300:0.13\n2 1:0.74 6:0.98 8:0.95 9:0.80 12:0.06 17:0.85 20:0.82 21:0.05 27:0.11 28:0.83 30:0.68 34:0.74 36:0.29 37:0.94 39:0.69 41:0.88 43:0.35 55:0.45 66:0.32 69:0.15 70:0.31 74:0.81 76:0.85 77:0.70 78:0.86 81:0.93 83:0.81 91:0.49 96:0.87 98:0.34 100:0.95 104:0.58 108:0.12 111:0.91 114:0.95 120:0.78 122:0.67 123:0.12 124:0.70 126:0.54 127:0.59 129:0.59 133:0.64 135:0.39 140:0.45 145:0.41 146:0.35 147:0.42 149:0.25 150:0.96 151:0.90 152:0.99 153:0.69 154:0.88 155:0.67 159:0.41 161:0.71 162:0.74 163:0.75 164:0.71 165:0.90 167:0.73 169:0.97 172:0.21 173:0.27 176:0.73 177:0.38 179:0.90 181:0.71 186:0.86 187:0.21 189:0.98 192:0.59 195:0.63 201:0.74 202:0.61 208:0.64 212:0.19 215:0.91 216:0.37 220:0.62 222:0.95 232:0.75 235:0.12 238:0.98 241:0.58 242:0.45 243:0.49 245:0.48 247:0.47 248:0.85 253:0.89 254:0.80 255:0.79 256:0.58 259:0.21 260:0.79 261:0.98 265:0.37 266:0.47 267:0.98 268:0.64 271:0.40 276:0.30 282:0.84 285:0.62 290:0.95 297:0.36 300:0.25\n2 1:0.74 12:0.06 17:0.87 25:0.88 27:0.61 28:0.83 30:0.76 34:0.17 36:0.91 37:0.31 39:0.69 43:0.30 55:0.52 66:0.36 69:0.21 70:0.22 74:0.48 81:0.96 83:0.80 87:0.98 91:0.20 98:0.12 104:0.78 106:0.81 108:0.92 114:0.98 117:0.86 122:0.43 123:0.92 124:0.57 126:0.54 127:0.90 129:0.59 133:0.47 135:0.34 146:0.20 147:0.25 149:0.19 150:0.98 154:0.80 155:0.67 159:0.80 161:0.71 163:0.80 165:0.92 167:0.57 172:0.16 173:0.13 176:0.73 177:0.38 178:0.55 179:0.97 181:0.71 187:0.68 192:0.59 201:0.74 206:0.81 212:0.42 215:0.96 216:0.17 222:0.95 232:0.70 235:0.05 241:0.02 242:0.45 243:0.40 245:0.43 247:0.35 253:0.73 254:0.80 259:0.21 265:0.13 266:0.23 267:0.28 271:0.40 276:0.12 290:0.98 297:0.36 300:0.18\n1 12:0.06 17:0.43 21:0.40 25:0.88 27:0.08 28:0.83 30:0.45 34:0.66 36:0.34 37:0.87 39:0.69 43:0.23 55:0.71 66:0.53 69:0.21 70:0.74 74:0.56 81:0.42 91:0.17 98:0.60 104:0.58 108:0.74 114:0.68 117:0.86 123:0.72 124:0.52 126:0.32 127:0.75 129:0.59 133:0.47 135:0.60 146:0.22 147:0.27 149:0.30 150:0.36 154:0.88 159:0.50 161:0.71 167:0.66 172:0.45 173:0.27 176:0.56 177:0.38 178:0.55 179:0.79 181:0.71 187:0.95 191:0.76 212:0.58 216:0.83 222:0.95 232:0.84 235:0.42 241:0.32 242:0.52 243:0.37 245:0.64 247:0.39 253:0.56 254:0.80 259:0.21 265:0.61 266:0.54 267:0.98 271:0.40 276:0.36 290:0.68 300:0.55\n1 12:0.06 17:0.59 21:0.78 27:0.45 28:0.83 30:0.76 34:0.89 36:0.20 37:0.50 39:0.69 43:0.77 66:0.64 69:0.80 70:0.15 74:0.41 91:0.15 98:0.11 108:0.63 122:0.55 123:0.61 127:0.08 129:0.05 135:0.61 145:0.50 146:0.18 147:0.23 149:0.27 154:0.69 159:0.09 161:0.71 163:0.97 167:0.60 172:0.16 173:0.82 177:0.38 178:0.55 179:0.09 181:0.71 187:0.68 212:0.95 216:0.77 222:0.95 235:0.99 241:0.10 242:0.82 243:0.69 247:0.12 253:0.36 259:0.21 265:0.12 266:0.12 267:0.23 271:0.40 276:0.18 300:0.13\n1 6:0.98 8:0.97 9:0.80 12:0.06 17:0.24 20:0.97 21:0.78 27:0.10 28:0.83 34:0.56 36:0.26 37:0.92 39:0.69 41:0.90 78:0.85 83:0.80 91:0.95 96:0.86 100:0.96 104:0.58 111:0.92 120:0.94 135:0.80 140:0.97 151:0.86 152:0.93 153:0.84 155:0.67 161:0.71 162:0.55 164:0.90 167:0.97 169:0.94 175:0.91 178:0.48 181:0.71 186:0.86 189:0.99 191:0.95 192:0.59 202:0.88 208:0.64 216:0.41 220:0.62 222:0.95 238:0.98 241:0.93 244:0.83 248:0.84 253:0.80 255:0.79 256:0.86 257:0.84 259:0.21 260:0.94 261:0.94 267:0.85 268:0.87 271:0.40 277:0.87 285:0.62\n1 1:0.74 6:0.98 8:0.86 9:0.80 12:0.06 17:0.61 20:0.92 21:0.13 27:0.11 28:0.83 30:0.21 34:0.36 36:0.56 37:0.94 39:0.69 41:0.82 43:0.30 66:0.61 69:0.17 70:0.50 74:0.70 76:0.85 77:0.70 78:0.85 81:0.89 83:0.78 91:0.44 96:0.75 98:0.67 100:0.93 104:0.58 108:0.53 111:0.88 114:0.92 120:0.63 123:0.51 124:0.47 126:0.54 127:0.42 129:0.59 133:0.47 135:0.39 140:0.45 145:0.42 146:0.18 147:0.23 149:0.29 150:0.94 151:0.72 152:0.99 153:0.72 154:0.88 155:0.67 159:0.27 161:0.71 162:0.65 163:0.81 164:0.64 165:0.88 167:0.72 169:0.97 172:0.37 173:0.38 176:0.73 177:0.38 179:0.84 181:0.71 186:0.85 187:0.21 189:0.94 192:0.59 195:0.57 201:0.74 202:0.55 208:0.64 212:0.55 215:0.84 216:0.37 220:0.74 222:0.95 232:0.75 235:0.22 238:0.96 241:0.54 242:0.58 243:0.29 245:0.52 247:0.39 248:0.67 253:0.79 254:0.80 255:0.79 256:0.45 259:0.21 260:0.64 261:0.98 265:0.67 266:0.27 267:0.82 268:0.57 271:0.40 276:0.33 282:0.84 285:0.62 290:0.92 297:0.36 300:0.33\n0 11:0.57 12:0.51 17:0.34 21:0.78 27:0.45 28:0.99 30:0.45 34:0.84 36:0.17 37:0.50 39:0.79 43:0.78 66:0.49 69:0.78 70:0.25 74:0.46 85:0.72 91:0.27 98:0.19 101:0.71 108:0.62 122:0.43 123:0.59 124:0.48 127:0.40 129:0.05 133:0.39 135:0.73 145:0.52 146:0.29 147:0.35 149:0.46 154:0.70 159:0.59 161:0.84 163:0.80 167:0.55 172:0.16 173:0.73 177:0.38 178:0.55 179:0.97 181:0.56 187:0.68 212:0.61 216:0.77 222:0.60 235:0.31 241:0.37 242:0.63 243:0.60 245:0.39 247:0.30 253:0.39 259:0.21 265:0.20 266:0.17 267:0.44 271:0.20 276:0.13 300:0.18\n1 1:0.74 6:0.90 7:0.78 8:0.68 9:0.80 11:0.57 12:0.51 17:0.84 20:0.86 25:0.88 27:0.51 28:0.99 30:0.30 32:0.75 34:0.49 36:0.99 37:0.69 39:0.79 41:0.82 43:0.98 66:0.91 69:0.05 70:0.76 74:0.76 78:0.88 81:0.96 83:0.81 85:0.91 91:0.73 96:0.83 98:0.96 100:0.88 101:0.83 104:0.58 106:0.81 108:0.05 111:0.86 114:0.98 120:0.81 122:0.43 123:0.05 126:0.54 127:0.72 129:0.05 135:0.89 140:0.80 145:0.47 146:0.83 147:0.86 149:0.89 150:0.98 151:0.90 152:0.93 153:0.77 154:0.98 155:0.67 159:0.39 161:0.84 162:0.86 164:0.70 165:0.92 167:0.51 169:0.87 172:0.74 173:0.19 176:0.73 177:0.38 179:0.59 181:0.56 186:0.88 187:0.68 189:0.90 192:0.59 195:0.63 201:0.74 202:0.55 206:0.81 208:0.64 212:0.60 215:0.96 216:0.28 222:0.60 230:0.81 233:0.76 235:0.05 238:0.86 241:0.18 242:0.40 243:0.91 247:0.39 248:0.80 253:0.86 255:0.79 256:0.58 259:0.21 260:0.81 261:0.90 265:0.96 266:0.38 267:0.59 268:0.64 271:0.20 276:0.62 285:0.62 290:0.98 297:0.36 300:0.55\n1 1:0.74 6:0.97 7:0.78 8:0.86 9:0.80 12:0.51 17:0.16 20:0.92 21:0.30 27:0.28 28:0.99 30:0.29 32:0.75 34:0.56 36:0.92 37:0.62 39:0.79 43:0.39 55:0.59 66:0.95 69:0.15 70:0.66 74:0.52 78:0.91 81:0.86 83:0.75 91:0.62 96:0.74 98:0.94 100:0.93 104:0.95 106:0.81 108:0.12 111:0.91 114:0.86 120:0.85 123:0.12 126:0.54 127:0.60 129:0.05 135:0.51 140:0.94 145:0.61 146:0.92 147:0.93 149:0.77 150:0.91 151:0.69 152:0.97 153:0.72 154:0.88 155:0.67 159:0.53 161:0.84 162:0.81 164:0.80 165:0.84 167:0.57 169:0.96 172:0.87 173:0.20 176:0.73 177:0.38 179:0.36 181:0.56 186:0.91 187:0.68 189:0.96 190:0.77 192:0.59 195:0.73 201:0.74 202:0.70 206:0.81 208:0.64 212:0.84 215:0.72 216:0.50 220:0.62 222:0.60 230:0.81 233:0.76 235:0.52 238:0.91 241:0.46 242:0.80 243:0.95 247:0.39 248:0.65 253:0.72 254:0.74 255:0.79 256:0.75 259:0.21 260:0.85 261:0.97 265:0.94 266:0.54 267:0.52 268:0.76 271:0.20 276:0.78 283:0.71 285:0.62 290:0.86 297:0.36 300:0.55\n3 1:0.74 6:0.94 7:0.81 8:0.87 9:0.80 11:0.57 12:0.51 17:0.55 20:0.91 21:0.30 27:0.36 28:0.99 30:0.09 32:0.80 34:0.82 36:0.87 37:0.71 39:0.79 41:0.82 43:0.98 55:0.59 66:0.52 69:0.12 70:0.92 74:0.86 76:0.85 77:0.70 78:0.89 81:0.80 83:0.76 85:0.91 91:0.51 96:0.82 98:0.77 100:0.88 101:0.78 104:0.84 106:0.81 108:0.60 111:0.88 114:0.86 117:0.86 120:0.79 121:0.90 123:0.58 124:0.70 126:0.54 127:0.60 129:0.59 133:0.76 135:0.60 140:0.87 145:0.40 146:0.44 147:0.50 149:0.90 150:0.87 151:0.58 152:0.85 153:0.48 154:0.98 155:0.67 158:0.86 159:0.76 161:0.84 162:0.86 164:0.71 165:0.84 167:0.49 169:0.87 172:0.76 173:0.11 176:0.73 177:0.38 179:0.38 181:0.56 186:0.89 187:0.21 189:0.95 190:0.77 191:0.70 192:0.59 195:0.89 201:0.74 202:0.60 204:0.89 206:0.81 208:0.64 212:0.54 215:0.72 216:0.44 222:0.60 230:0.87 232:0.90 233:0.76 235:0.42 238:0.88 241:0.10 242:0.74 243:0.37 245:0.81 247:0.47 248:0.57 253:0.86 255:0.79 256:0.68 259:0.21 260:0.79 261:0.88 265:0.77 266:0.75 267:0.89 268:0.69 271:0.20 276:0.76 279:0.86 282:0.88 283:0.82 285:0.62 290:0.86 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.95 7:0.81 8:0.81 9:0.80 11:0.57 12:0.51 17:0.95 20:0.88 21:0.68 27:0.55 28:0.99 30:0.21 32:0.80 34:0.61 36:0.98 37:0.66 39:0.79 41:0.90 43:0.98 60:0.87 66:0.99 69:0.25 70:0.87 74:0.98 77:0.70 78:0.90 81:0.55 83:0.86 85:0.99 91:0.46 96:0.86 98:0.99 100:0.91 101:0.86 104:0.58 106:0.81 108:0.20 111:0.90 114:0.70 117:0.86 120:0.82 121:0.90 123:0.19 126:0.54 127:0.90 129:0.05 135:0.96 140:0.45 145:0.96 146:0.99 147:0.99 149:0.99 150:0.69 151:0.95 152:0.84 153:0.84 154:0.98 155:0.67 158:0.92 159:0.83 161:0.84 162:0.86 164:0.78 165:0.70 167:0.51 169:0.89 172:0.98 173:0.13 176:0.73 177:0.38 179:0.15 181:0.56 186:0.90 187:0.21 189:0.96 192:0.59 195:0.93 201:0.74 202:0.65 204:0.89 206:0.81 208:0.64 212:0.74 215:0.49 216:0.36 222:0.60 230:0.87 232:0.88 233:0.76 235:0.84 238:0.88 241:0.18 242:0.50 243:0.99 247:0.60 248:0.84 253:0.90 255:0.79 256:0.71 259:0.21 260:0.82 261:0.89 265:0.99 266:0.63 267:0.73 268:0.73 271:0.20 276:0.95 279:0.86 282:0.88 283:0.82 285:0.62 290:0.70 297:0.36 299:0.88 300:0.70\n1 1:0.74 6:0.90 7:0.81 8:0.77 9:0.80 11:0.57 12:0.51 17:0.73 20:0.92 21:0.22 25:0.88 27:0.51 28:0.99 30:0.26 32:0.75 34:0.39 36:0.97 37:0.69 39:0.79 41:0.94 43:0.84 55:0.45 66:0.45 69:0.15 70:0.89 74:0.72 78:0.88 81:0.91 83:0.82 85:0.85 91:0.82 96:0.92 98:0.70 100:0.90 101:0.79 104:0.58 108:0.12 111:0.88 114:0.90 120:0.93 121:0.90 123:0.12 124:0.59 126:0.54 127:0.91 129:0.59 133:0.47 135:0.79 138:0.98 140:0.87 145:0.49 146:0.65 147:0.70 149:0.83 150:0.95 151:0.97 152:0.93 153:0.96 154:0.81 155:0.67 159:0.45 161:0.84 162:0.86 164:0.92 165:0.84 167:0.82 169:0.87 172:0.67 173:0.27 176:0.73 177:0.38 179:0.50 181:0.56 186:0.89 189:0.92 192:0.59 195:0.63 201:0.74 202:0.84 204:0.89 208:0.64 212:0.71 215:0.79 216:0.28 222:0.60 230:0.87 233:0.76 235:0.52 238:0.88 241:0.79 242:0.74 243:0.58 245:0.88 247:0.39 248:0.93 253:0.92 255:0.79 256:0.89 259:0.21 260:0.94 261:0.90 265:0.70 266:0.47 267:0.69 268:0.90 271:0.20 276:0.71 283:0.71 285:0.62 290:0.90 297:0.36 300:0.70\n2 1:0.74 7:0.81 11:0.57 12:0.51 17:0.98 21:0.30 25:0.88 27:0.62 28:0.99 30:0.38 32:0.80 34:0.36 36:0.94 37:0.78 39:0.79 43:0.79 55:0.59 66:0.92 69:0.53 70:0.86 74:0.83 76:0.85 77:0.70 81:0.80 83:0.75 85:0.85 91:0.72 98:0.95 101:0.78 104:0.73 108:0.41 114:0.86 121:0.90 123:0.39 126:0.54 127:0.66 129:0.05 135:0.51 145:0.88 146:0.89 147:0.91 149:0.80 150:0.87 154:0.73 155:0.67 159:0.48 161:0.84 165:0.84 167:0.79 172:0.79 173:0.55 176:0.73 177:0.38 178:0.55 179:0.51 181:0.56 187:0.21 192:0.59 195:0.69 201:0.74 202:0.36 204:0.89 208:0.64 212:0.61 215:0.72 216:0.11 222:0.60 230:0.87 233:0.76 235:0.42 241:0.77 242:0.71 243:0.92 247:0.60 253:0.73 259:0.21 265:0.95 266:0.54 267:0.52 271:0.20 276:0.68 282:0.88 290:0.86 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.97 7:0.81 8:0.95 9:0.80 11:0.57 12:0.51 17:0.16 20:0.85 27:0.28 28:0.99 30:0.57 32:0.80 34:0.37 36:0.96 37:0.62 39:0.79 41:0.88 43:0.98 55:0.52 66:0.97 69:0.05 70:0.66 74:0.85 76:0.94 77:0.89 78:0.96 81:0.96 83:0.82 85:0.93 91:0.76 96:0.91 98:0.94 100:0.98 101:0.83 104:0.82 106:0.81 108:0.05 111:0.97 114:0.98 120:0.93 121:0.90 123:0.05 126:0.54 127:0.60 129:0.05 135:0.60 140:0.80 145:0.89 146:0.90 147:0.92 149:0.94 150:0.98 151:0.95 152:0.97 153:0.93 154:0.98 155:0.67 159:0.50 161:0.84 162:0.80 164:0.89 165:0.92 167:0.71 169:0.96 172:0.93 173:0.14 176:0.73 177:0.38 179:0.24 181:0.56 186:0.96 187:0.21 189:0.99 192:0.59 195:0.72 201:0.74 202:0.82 204:0.89 206:0.81 208:0.64 212:0.90 215:0.96 216:0.50 222:0.60 230:0.87 233:0.76 235:0.05 238:0.96 241:0.69 242:0.75 243:0.97 247:0.39 248:0.90 253:0.93 255:0.79 256:0.85 259:0.21 260:0.93 261:0.97 265:0.94 266:0.27 267:0.36 268:0.86 271:0.20 276:0.87 282:0.88 283:0.82 285:0.62 290:0.98 297:0.36 299:0.88 300:0.55\n2 6:0.94 7:0.78 8:0.81 9:0.80 11:0.57 12:0.51 17:0.26 20:0.99 21:0.30 27:0.21 28:0.99 30:0.33 34:0.34 36:0.84 37:0.74 39:0.79 41:0.82 43:0.75 55:0.52 66:0.92 69:0.10 70:0.76 74:0.69 76:0.97 78:0.88 81:0.70 83:0.76 85:0.80 91:0.63 96:0.80 98:0.86 100:0.92 101:0.76 104:0.84 106:0.81 108:0.09 111:0.88 120:0.89 123:0.09 126:0.32 127:0.37 129:0.05 135:0.19 140:0.93 146:0.82 147:0.85 149:0.75 150:0.50 151:0.87 152:0.90 153:0.90 154:0.65 155:0.67 159:0.38 161:0.84 162:0.82 164:0.82 167:0.62 169:0.89 172:0.77 173:0.21 177:0.38 179:0.44 181:0.56 186:0.88 187:0.39 189:0.95 192:0.59 202:0.73 206:0.81 208:0.64 212:0.61 215:0.72 216:0.95 222:0.60 230:0.81 233:0.76 235:0.31 238:0.91 241:0.57 242:0.72 243:0.92 247:0.39 248:0.78 253:0.80 255:0.79 256:0.77 259:0.21 260:0.89 261:0.90 265:0.86 266:0.38 267:0.79 268:0.78 271:0.20 276:0.66 283:0.82 285:0.62 297:0.36 300:0.55\n2 6:0.91 8:0.80 9:0.80 12:0.51 17:0.47 20:0.97 21:0.78 27:0.54 28:0.99 30:0.76 34:0.75 36:0.84 37:0.58 39:0.79 41:0.92 43:0.27 55:0.42 60:0.87 66:0.64 69:0.75 70:0.15 74:0.55 78:0.93 83:0.79 91:0.74 96:0.85 98:0.50 100:0.95 104:0.58 108:0.59 111:0.93 120:0.79 122:0.55 123:0.56 127:0.15 129:0.05 135:0.63 140:0.87 146:0.33 147:0.40 149:0.23 151:0.87 152:0.93 153:0.48 154:0.20 155:0.67 158:0.92 159:0.13 161:0.84 162:0.69 163:0.98 164:0.78 167:0.86 169:0.92 172:0.16 173:0.96 177:0.38 178:0.42 179:0.86 181:0.56 186:0.93 189:0.92 192:0.59 202:0.71 208:0.64 212:0.95 216:0.17 220:0.82 222:0.60 232:0.78 235:0.31 238:0.92 241:0.89 242:0.82 243:0.69 244:0.61 247:0.12 248:0.83 253:0.81 255:0.79 256:0.73 259:0.21 260:0.80 261:0.93 265:0.51 266:0.12 267:0.88 268:0.73 271:0.20 276:0.13 279:0.86 283:0.82 285:0.62 300:0.13\n1 1:0.74 7:0.81 12:0.69 17:0.47 21:0.59 27:0.70 28:0.66 32:0.75 34:0.50 36:0.99 37:0.43 39:0.50 43:0.22 66:0.36 69:0.89 74:0.47 81:0.65 83:0.73 91:0.11 98:0.08 104:0.58 108:0.78 114:0.74 121:0.90 123:0.76 126:0.54 127:0.06 129:0.05 135:0.73 145:0.59 146:0.05 147:0.05 149:0.09 150:0.76 154:0.15 155:0.67 159:0.05 161:0.86 165:0.70 167:0.65 172:0.05 173:0.98 175:0.75 176:0.73 177:0.05 178:0.55 181:0.59 187:0.39 192:0.59 195:0.67 201:0.74 204:0.89 208:0.64 215:0.55 216:0.27 222:0.76 230:0.87 233:0.76 235:0.84 241:0.44 243:0.51 244:0.61 253:0.58 257:0.65 259:0.21 265:0.09 267:0.44 271:0.66 277:0.69 290:0.74 297:0.36\n3 1:0.74 7:0.81 8:0.89 12:0.69 17:0.55 20:0.79 21:0.54 27:0.21 28:0.66 30:0.10 34:0.85 36:0.51 37:0.74 39:0.50 43:0.35 55:0.42 66:0.23 69:0.23 70:0.93 74:0.97 76:0.94 78:0.83 81:0.59 91:0.05 98:0.38 100:0.89 104:0.97 106:0.81 108:0.93 111:0.84 114:0.77 117:0.86 122:0.67 123:0.93 124:0.91 126:0.54 127:0.72 129:0.89 133:0.91 135:0.24 146:0.52 147:0.58 149:0.59 150:0.66 152:0.93 154:0.91 155:0.67 158:0.86 159:0.86 161:0.86 167:0.52 169:0.82 172:0.61 173:0.11 176:0.73 177:0.38 178:0.55 179:0.37 181:0.59 186:0.84 187:0.39 192:0.59 201:0.74 202:0.50 204:0.89 206:0.81 208:0.64 212:0.49 215:0.58 216:0.95 222:0.76 230:0.83 232:0.91 233:0.76 235:0.68 241:0.01 242:0.55 243:0.34 245:0.78 247:0.67 253:0.76 254:0.74 259:0.21 261:0.86 265:0.40 266:0.87 267:0.23 271:0.66 276:0.78 279:0.86 283:0.82 290:0.77 297:0.36 300:0.84\n1 1:0.74 6:0.92 8:0.86 9:0.80 11:0.57 12:0.69 17:0.82 20:0.94 21:0.30 27:0.52 28:0.66 30:0.54 32:0.80 34:0.56 36:0.75 37:0.69 39:0.50 41:0.88 43:0.98 55:0.52 60:0.87 66:0.90 69:0.12 70:0.72 74:0.93 77:0.70 78:0.93 81:0.75 83:0.81 85:0.90 91:0.38 96:0.91 98:0.94 100:0.99 101:0.84 104:0.95 106:0.81 108:0.10 111:0.99 114:0.86 117:0.86 120:0.84 122:0.43 123:0.10 126:0.54 127:0.60 129:0.05 135:0.18 140:0.45 145:0.47 146:0.73 147:0.77 149:0.87 150:0.84 151:0.96 152:0.87 153:0.87 154:0.98 155:0.67 158:0.92 159:0.30 161:0.86 162:0.85 164:0.77 165:0.84 167:0.58 169:1.00 172:0.71 173:0.35 176:0.73 177:0.38 179:0.60 181:0.59 186:0.93 187:0.68 189:0.94 192:0.59 195:0.56 201:0.74 202:0.69 206:0.81 208:0.64 212:0.80 215:0.72 216:0.38 222:0.76 232:0.97 235:0.42 238:0.98 241:0.18 242:0.37 243:0.90 247:0.60 248:0.86 253:0.93 255:0.79 256:0.73 259:0.21 260:0.85 261:0.97 265:0.94 266:0.54 267:0.59 268:0.76 271:0.66 276:0.58 279:0.86 282:0.88 283:0.82 285:0.62 290:0.86 297:0.36 299:0.88 300:0.70\n3 1:0.74 6:0.95 7:0.81 8:0.79 12:0.69 17:0.55 20:0.83 21:0.13 27:0.51 28:0.66 30:0.45 32:0.78 34:0.87 36:0.26 37:0.68 39:0.50 43:0.21 55:0.42 66:0.27 69:0.48 70:0.25 74:0.75 76:0.85 77:0.70 78:0.85 81:0.84 91:0.37 98:0.10 100:0.90 104:0.87 106:0.81 108:0.37 111:0.86 114:0.92 117:0.86 121:0.90 122:0.41 123:0.35 124:0.72 126:0.54 127:0.49 129:0.05 133:0.62 135:0.42 145:0.86 146:0.17 147:0.22 149:0.12 150:0.85 152:0.82 154:0.85 155:0.67 158:0.87 159:0.60 161:0.86 163:0.90 167:0.67 169:0.90 172:0.10 173:0.39 176:0.73 177:0.38 178:0.55 179:0.97 181:0.59 186:0.85 187:0.68 192:0.59 195:0.78 201:0.74 204:0.89 206:0.81 208:0.64 212:0.61 215:0.84 216:0.40 222:0.76 230:0.87 232:0.82 233:0.76 235:0.22 241:0.50 242:0.63 243:0.46 245:0.38 247:0.30 253:0.74 254:0.74 259:0.21 261:0.86 265:0.10 266:0.17 267:0.19 271:0.66 276:0.18 279:0.86 282:0.86 283:0.71 290:0.92 297:0.36 300:0.18\n0 12:0.69 17:0.32 21:0.71 27:0.45 28:0.66 30:0.38 34:0.77 36:0.22 37:0.50 39:0.50 43:0.27 55:0.59 66:0.20 69:0.71 70:0.78 74:0.60 77:0.70 81:0.29 91:0.10 98:0.35 108:0.86 123:0.52 124:0.72 126:0.32 127:0.42 129:0.05 133:0.62 135:0.81 145:0.44 146:0.52 147:0.58 149:0.34 150:0.27 154:0.65 159:0.59 161:0.86 167:0.59 172:0.27 173:0.64 177:0.38 178:0.55 179:0.78 181:0.59 187:0.68 195:0.80 212:0.28 215:0.48 216:0.77 222:0.76 235:0.84 241:0.21 242:0.75 243:0.40 245:0.56 247:0.39 253:0.48 254:0.94 259:0.21 265:0.24 266:0.63 267:0.89 271:0.66 276:0.38 282:0.84 283:0.71 297:0.36 300:0.55\n2 1:0.74 7:0.81 8:0.73 11:0.57 12:0.69 17:0.88 20:0.81 21:0.30 27:0.32 28:0.66 30:0.14 32:0.80 34:0.89 36:0.63 37:0.86 39:0.50 43:0.98 55:0.84 60:0.95 66:0.60 69:0.19 70:0.94 74:0.84 76:0.97 77:0.89 78:0.81 81:0.83 83:0.84 85:0.80 91:0.20 98:0.61 100:0.73 101:0.75 104:0.90 106:0.81 108:0.71 111:0.79 114:0.86 117:0.86 121:0.90 123:0.69 124:0.65 126:0.54 127:0.82 129:0.59 133:0.76 135:0.49 145:0.47 146:0.13 147:0.18 149:0.70 150:0.89 152:0.78 154:0.98 155:0.67 158:0.92 159:0.54 161:0.86 165:0.83 167:0.52 169:0.72 172:0.51 173:0.24 176:0.73 177:0.38 178:0.55 179:0.76 181:0.59 186:0.81 187:0.39 192:0.59 195:0.73 201:0.74 204:0.89 206:0.81 208:0.64 212:0.51 215:0.72 216:0.29 222:0.76 230:0.87 232:0.84 233:0.76 235:0.68 241:0.01 242:0.31 243:0.21 245:0.54 247:0.67 253:0.74 259:0.21 261:0.79 265:0.62 266:0.54 267:0.23 271:0.66 276:0.48 279:0.86 282:0.86 283:0.82 290:0.86 297:0.36 299:0.88 300:0.70\n1 1:0.74 7:0.81 12:0.69 17:0.73 20:0.80 21:0.59 27:0.72 28:0.66 30:0.33 32:0.75 34:0.26 36:0.95 39:0.50 43:0.39 55:0.71 66:0.54 69:0.90 70:0.69 74:0.64 78:0.72 81:0.65 83:0.73 91:0.65 98:0.57 100:0.73 104:0.74 108:0.79 111:0.72 114:0.74 121:0.90 122:0.41 123:0.78 124:0.55 126:0.54 127:0.80 129:0.05 133:0.62 135:0.23 145:0.59 146:0.65 147:0.05 149:0.34 150:0.76 152:0.77 154:0.29 155:0.67 159:0.56 161:0.86 165:0.70 167:0.92 169:0.72 172:0.32 173:0.95 176:0.73 177:0.05 178:0.55 179:0.91 181:0.59 186:0.73 192:0.59 195:0.73 201:0.74 204:0.89 208:0.64 212:0.19 215:0.55 216:0.02 222:0.76 230:0.87 233:0.76 235:0.84 241:0.87 242:0.19 243:0.19 244:0.61 245:0.45 247:0.55 253:0.62 257:0.65 259:0.21 261:0.73 265:0.58 266:0.47 267:0.69 271:0.66 276:0.31 290:0.74 297:0.36 300:0.43\n1 1:0.74 7:0.81 12:0.69 17:0.61 21:0.59 27:0.70 28:0.66 32:0.75 34:0.26 36:0.98 37:0.43 39:0.50 43:0.21 66:0.36 69:0.91 74:0.47 81:0.65 83:0.73 91:0.37 98:0.08 104:0.58 108:0.81 114:0.74 121:0.90 123:0.80 126:0.54 127:0.06 129:0.05 135:0.75 145:0.59 146:0.05 147:0.05 149:0.08 150:0.76 154:0.14 155:0.67 159:0.05 161:0.86 165:0.70 167:0.70 172:0.05 173:0.99 175:0.75 176:0.73 177:0.05 178:0.55 181:0.59 187:0.39 192:0.59 195:0.71 201:0.74 204:0.89 208:0.64 215:0.55 216:0.27 222:0.76 230:0.87 233:0.76 235:0.84 241:0.58 243:0.51 244:0.61 253:0.58 257:0.65 259:0.21 265:0.08 267:0.36 271:0.66 277:0.69 290:0.74 297:0.36\n2 1:0.74 6:0.93 8:0.85 12:0.69 17:0.51 20:0.84 21:0.05 27:0.62 28:0.66 30:0.33 34:0.70 36:0.49 37:0.50 39:0.50 43:0.79 55:0.42 66:0.79 69:0.74 70:0.49 74:0.74 77:0.89 78:0.87 81:0.88 91:0.44 98:0.30 100:0.95 108:0.57 111:0.91 114:0.95 122:0.57 123:0.55 126:0.54 127:0.12 129:0.05 135:0.44 145:0.85 146:0.35 147:0.42 149:0.61 150:0.90 152:0.80 154:0.72 155:0.67 159:0.14 161:0.86 167:0.62 169:0.93 172:0.41 173:0.79 176:0.73 177:0.38 178:0.55 179:0.22 181:0.59 186:0.87 187:0.39 189:0.94 192:0.59 195:0.69 201:0.74 212:0.89 215:0.91 216:0.19 222:0.76 235:0.12 238:0.96 241:0.35 242:0.63 243:0.80 247:0.39 253:0.75 254:0.74 259:0.21 261:0.87 265:0.32 266:0.17 267:0.23 271:0.66 276:0.34 282:0.84 283:0.82 290:0.95 297:0.36 300:0.33\n1 1:0.74 6:0.87 7:0.81 8:0.73 9:0.80 12:0.69 17:0.51 20:0.91 21:0.47 27:0.21 28:0.66 30:0.72 34:0.77 36:0.77 37:0.74 39:0.50 43:0.33 55:0.42 66:0.33 69:0.19 70:0.56 74:0.87 76:0.85 78:0.79 81:0.63 91:0.40 96:0.78 98:0.68 100:0.82 104:0.93 106:0.81 108:0.15 111:0.79 114:0.80 117:0.86 120:0.66 122:0.43 123:0.15 124:0.73 126:0.54 127:0.49 129:0.81 133:0.67 135:0.26 140:0.45 146:0.78 147:0.82 149:0.24 150:0.69 151:0.73 152:0.94 153:0.78 154:0.92 155:0.67 158:0.86 159:0.55 161:0.86 162:0.57 164:0.74 167:0.62 169:0.82 172:0.51 173:0.20 176:0.73 177:0.38 179:0.54 181:0.59 186:0.80 187:0.39 192:0.59 201:0.74 202:0.69 204:0.89 206:0.81 208:0.64 212:0.37 215:0.63 216:0.95 220:0.74 222:0.76 230:0.83 232:0.98 233:0.76 235:0.60 241:0.32 242:0.40 243:0.50 245:0.76 247:0.60 248:0.72 253:0.83 254:0.74 255:0.79 256:0.64 259:0.21 260:0.67 261:0.86 265:0.68 266:0.75 267:0.44 268:0.68 271:0.66 276:0.61 279:0.86 283:0.67 285:0.62 290:0.80 297:0.36 300:0.55\n2 1:0.74 6:0.87 7:0.81 8:0.82 11:0.57 12:0.69 17:0.66 20:0.92 21:0.22 25:0.88 27:0.62 28:0.66 30:0.30 32:0.80 34:0.64 36:0.45 37:0.55 39:0.50 43:0.98 66:0.33 69:0.15 70:0.60 74:0.86 76:0.85 77:0.89 78:0.86 81:0.86 83:0.75 85:0.85 91:0.20 98:0.62 100:0.91 101:0.80 104:0.58 108:0.12 111:0.86 114:0.90 117:0.86 121:0.90 122:0.41 123:0.62 124:0.61 126:0.54 127:0.75 129:0.59 133:0.47 135:0.60 145:0.50 146:0.26 147:0.32 149:0.74 150:0.91 152:0.86 154:0.98 155:0.67 158:0.85 159:0.36 161:0.86 165:0.84 167:0.65 169:0.88 172:0.32 173:0.33 176:0.73 177:0.38 178:0.55 179:0.82 181:0.59 186:0.86 187:0.39 189:0.88 192:0.59 195:0.58 201:0.74 204:0.89 208:0.64 212:0.61 215:0.79 216:0.18 222:0.76 230:0.87 232:0.95 233:0.76 235:0.52 238:0.92 241:0.44 242:0.24 243:0.50 245:0.64 247:0.60 253:0.75 259:0.21 261:0.88 265:0.28 266:0.47 267:0.59 271:0.66 276:0.35 282:0.88 283:0.82 290:0.90 297:0.36 299:0.88 300:0.43\n3 6:0.86 8:0.80 9:0.80 12:0.69 17:0.53 20:0.96 21:0.13 27:0.34 28:0.66 30:0.58 34:0.53 36:0.64 37:0.62 39:0.50 41:0.82 43:0.19 55:0.42 66:0.27 69:0.21 70:0.44 74:0.62 78:0.83 81:0.71 83:0.74 91:0.11 96:0.89 98:0.30 100:0.89 108:0.17 111:0.84 114:0.74 117:0.86 120:0.80 122:0.43 123:0.16 124:0.80 126:0.32 127:0.75 129:0.81 133:0.76 135:0.69 138:0.97 140:0.87 146:0.45 147:0.51 149:0.07 150:0.52 151:0.87 152:0.89 153:0.48 154:0.77 155:0.67 159:0.67 161:0.86 162:0.68 163:0.88 164:0.78 167:0.62 169:0.86 172:0.21 173:0.18 176:0.56 177:0.38 178:0.48 179:0.89 181:0.59 186:0.83 187:0.68 189:0.88 192:0.59 202:0.73 208:0.64 212:0.37 216:0.79 220:0.62 222:0.76 232:0.82 235:0.12 238:0.91 241:0.35 242:0.58 243:0.46 245:0.48 247:0.39 248:0.87 253:0.87 254:0.74 255:0.79 256:0.75 259:0.21 260:0.81 261:0.87 265:0.32 266:0.38 267:0.17 268:0.75 271:0.66 276:0.35 283:0.82 285:0.62 290:0.74 300:0.33\n0 11:0.57 12:0.69 17:0.32 21:0.13 27:0.45 28:0.66 30:0.30 32:0.75 34:0.52 36:0.17 37:0.50 39:0.50 43:0.76 55:0.84 66:0.25 69:0.68 70:0.88 74:0.50 81:0.65 85:0.72 91:0.09 98:0.43 101:0.69 108:0.83 123:0.82 124:0.84 126:0.32 127:0.61 129:0.05 133:0.82 135:0.76 145:0.49 146:0.54 147:0.60 149:0.64 150:0.47 154:0.68 159:0.80 161:0.86 163:0.93 167:0.60 172:0.45 173:0.49 177:0.38 178:0.55 179:0.57 181:0.59 187:0.68 195:0.92 212:0.16 215:0.84 216:0.77 222:0.76 235:0.12 241:0.24 242:0.79 243:0.34 245:0.69 247:0.47 253:0.41 259:0.21 265:0.45 266:0.91 267:0.36 271:0.66 276:0.61 277:0.69 283:0.82 297:0.36 300:0.70\n1 7:0.81 8:0.92 9:0.80 12:0.69 17:0.43 20:0.91 21:0.78 27:0.29 28:0.66 34:0.52 36:0.51 37:0.89 39:0.50 41:0.82 74:0.47 78:0.82 83:0.73 91:0.94 96:0.89 100:0.87 111:0.82 120:0.76 121:0.90 135:0.23 138:0.99 140:0.98 145:0.99 151:0.69 152:0.85 153:0.72 155:0.67 161:0.86 162:0.47 164:0.81 167:0.92 169:0.85 175:0.91 178:0.54 181:0.59 186:0.82 190:0.77 191:0.82 192:0.59 202:0.93 204:0.89 208:0.64 216:0.39 222:0.76 230:0.87 233:0.76 235:0.12 241:0.86 244:0.83 248:0.79 253:0.85 255:0.79 256:0.81 257:0.84 259:0.21 260:0.77 261:0.85 267:0.44 268:0.80 271:0.66 277:0.87 285:0.62\n2 1:0.74 6:0.87 7:0.81 8:0.77 11:0.57 12:0.69 17:0.55 20:0.88 21:0.47 27:0.21 28:0.66 30:0.16 34:0.85 36:0.53 37:0.74 39:0.50 43:0.86 55:0.42 66:0.95 69:0.19 70:0.81 74:0.96 76:0.85 78:0.82 81:0.63 85:0.80 91:0.14 98:0.90 100:0.83 101:0.75 104:0.97 106:0.81 108:0.15 111:0.81 114:0.80 117:0.86 122:0.57 123:0.15 126:0.54 127:0.47 129:0.05 135:0.17 146:0.90 147:0.92 149:0.89 150:0.69 152:0.94 154:0.92 155:0.67 158:0.87 159:0.50 161:0.86 167:0.56 169:0.82 172:0.87 173:0.23 176:0.73 177:0.38 178:0.55 179:0.33 181:0.59 186:0.82 187:0.39 192:0.59 201:0.74 204:0.89 206:0.81 208:0.64 212:0.71 215:0.63 216:0.95 222:0.76 230:0.83 232:0.91 233:0.66 235:0.60 241:0.10 242:0.36 243:0.95 247:0.60 253:0.76 259:0.21 261:0.86 265:0.90 266:0.38 267:0.76 271:0.66 276:0.77 279:0.86 283:0.71 290:0.80 297:0.36 300:0.70\n3 1:0.74 6:0.95 7:0.81 8:0.92 12:0.69 17:0.69 20:0.84 21:0.13 27:0.51 28:0.66 30:0.45 32:0.78 34:0.85 36:0.25 37:0.68 39:0.50 43:0.21 55:0.42 66:0.27 69:0.48 70:0.25 74:0.75 76:0.85 77:0.70 78:0.81 81:0.84 91:0.37 98:0.10 100:0.94 104:0.87 106:0.81 108:0.37 111:0.87 114:0.92 117:0.86 121:0.90 122:0.41 123:0.35 124:0.72 126:0.54 127:0.49 129:0.05 133:0.62 135:0.47 145:0.86 146:0.17 147:0.22 149:0.12 150:0.85 152:0.82 154:0.85 155:0.67 158:0.87 159:0.60 161:0.86 163:0.90 167:0.67 169:0.90 172:0.10 173:0.39 176:0.73 177:0.38 178:0.55 179:0.97 181:0.59 186:0.82 187:0.39 192:0.59 195:0.78 201:0.74 204:0.89 206:0.81 208:0.64 212:0.61 215:0.84 216:0.40 222:0.76 230:0.87 232:0.82 233:0.76 235:0.22 241:0.51 242:0.63 243:0.46 245:0.38 247:0.30 253:0.74 254:0.74 259:0.21 261:0.87 265:0.10 266:0.17 267:0.19 271:0.66 276:0.18 279:0.86 282:0.86 283:0.71 290:0.92 297:0.36 300:0.18\n2 1:0.74 6:0.97 7:0.81 8:0.84 9:0.80 11:0.87 12:0.51 17:0.15 18:0.98 20:0.99 21:0.30 22:0.93 27:0.21 28:0.73 29:0.62 30:0.42 31:0.99 34:0.44 36:0.84 37:0.74 39:0.67 41:0.95 43:0.97 45:0.93 47:0.93 60:0.98 64:0.77 66:0.43 69:0.15 70:0.82 71:0.73 74:0.85 78:0.85 79:0.99 81:0.59 83:0.91 85:0.90 86:0.96 91:0.73 96:0.96 97:0.89 98:0.58 100:0.91 101:0.97 104:0.84 106:0.81 108:0.12 111:0.86 114:0.65 117:0.86 120:0.92 121:0.90 122:0.85 123:0.12 124:0.79 126:0.54 127:0.81 129:0.59 131:0.93 133:0.81 135:0.44 137:0.99 139:0.97 140:0.45 144:0.76 146:0.88 147:0.90 149:0.95 150:0.76 151:0.99 152:0.99 153:0.95 154:0.97 155:0.67 157:0.98 158:0.92 159:0.82 161:0.71 162:0.61 164:0.86 165:0.93 166:0.89 167:0.73 169:0.86 172:0.87 173:0.10 176:0.73 177:0.70 179:0.22 181:0.73 182:0.99 186:0.85 187:0.39 189:0.98 192:0.87 196:0.99 201:0.93 202:0.88 204:0.89 206:0.81 208:0.64 212:0.61 215:0.44 216:0.95 219:0.95 222:0.90 227:0.96 229:0.99 230:0.87 231:0.85 232:0.90 233:0.76 235:0.52 238:0.94 241:0.51 242:0.19 243:0.57 245:0.93 246:0.99 247:0.90 248:0.94 253:0.96 255:0.95 256:0.88 259:0.21 260:0.90 261:0.89 262:0.93 265:0.59 266:0.87 267:0.52 268:0.89 271:0.69 276:0.90 279:0.86 281:0.91 283:0.82 284:0.98 285:0.62 287:0.99 290:0.65 292:0.95 297:0.36 300:0.84\n3 1:0.74 6:0.91 9:0.80 11:0.87 12:0.51 17:0.02 18:0.96 20:0.84 21:0.05 27:0.52 28:0.73 29:0.62 30:0.56 31:0.96 34:0.66 36:0.76 37:0.45 39:0.67 41:0.90 43:0.96 45:0.77 64:0.77 66:0.94 69:0.10 70:0.62 71:0.73 74:0.77 78:0.80 79:0.95 81:0.79 83:0.91 85:0.88 86:0.97 91:0.54 96:0.86 98:0.98 100:0.84 101:0.97 108:0.09 111:0.80 114:0.89 120:0.78 122:0.57 123:0.09 126:0.54 127:0.85 129:0.05 131:0.93 135:0.42 137:0.96 139:0.96 140:0.45 144:0.76 146:0.81 147:0.84 149:0.90 150:0.87 151:0.93 152:0.96 153:0.78 154:0.96 155:0.67 157:0.98 159:0.37 161:0.71 162:0.72 164:0.73 165:0.93 166:0.90 167:0.74 169:0.92 172:0.83 173:0.28 176:0.73 177:0.70 179:0.47 181:0.73 182:0.99 186:0.81 187:0.87 192:0.87 196:0.98 201:0.93 202:0.64 208:0.64 212:0.73 215:0.78 216:0.46 222:0.90 227:0.96 229:0.99 231:0.84 235:0.22 241:0.56 242:0.18 243:0.94 246:0.99 247:0.86 248:0.85 253:0.88 255:0.95 256:0.64 259:0.21 260:0.78 261:0.94 265:0.98 266:0.47 267:0.44 268:0.67 271:0.69 276:0.72 284:0.94 285:0.62 287:0.99 290:0.89 297:0.36 300:0.55\n4 1:0.74 6:0.91 8:0.77 9:0.80 11:0.87 12:0.51 17:0.04 18:0.95 20:0.99 21:0.05 27:0.52 28:0.73 29:0.62 30:0.66 31:0.99 34:0.36 36:0.55 37:0.45 39:0.67 41:0.98 43:0.81 45:0.73 60:0.95 64:0.77 66:0.93 69:0.23 70:0.49 71:0.73 74:0.75 78:0.92 79:0.99 81:0.79 83:0.91 85:0.90 86:0.91 91:0.90 96:0.97 98:0.92 100:0.96 101:0.97 108:0.18 111:0.93 114:0.89 120:0.95 122:0.57 123:0.18 126:0.54 127:0.53 129:0.05 131:0.93 135:0.28 137:0.99 139:0.92 140:0.45 144:0.76 146:0.85 147:0.88 149:0.91 150:0.87 151:0.99 152:0.96 153:0.95 154:0.76 155:0.67 157:0.99 158:0.92 159:0.42 161:0.71 162:0.80 164:0.92 165:0.93 166:0.90 167:1.00 169:0.92 172:0.80 173:0.32 176:0.73 177:0.70 179:0.45 181:0.73 182:0.99 186:0.92 189:0.93 191:0.89 192:0.87 196:0.99 201:0.93 202:0.90 208:0.64 212:0.77 215:0.78 216:0.46 219:0.95 220:0.62 222:0.90 227:0.96 229:1.00 231:0.85 235:0.22 238:0.94 241:0.95 242:0.22 243:0.93 246:0.99 247:0.76 248:0.97 253:0.97 255:0.95 256:0.92 259:0.21 260:0.94 261:0.94 265:0.92 266:0.27 267:0.52 268:0.93 271:0.69 276:0.69 279:0.86 283:0.82 284:0.99 285:0.62 287:0.99 290:0.89 292:0.95 297:0.36 300:0.43\n2 1:0.74 6:0.99 8:0.88 9:0.80 11:0.78 12:0.51 17:0.16 18:0.64 20:0.80 21:0.30 27:0.17 28:0.73 29:0.62 30:0.62 31:0.87 34:0.55 36:0.77 37:1.00 39:0.67 41:0.82 43:0.80 64:0.77 66:0.75 69:0.41 70:0.34 71:0.73 74:0.42 78:0.85 79:0.87 81:0.59 83:0.91 85:0.72 86:0.74 91:0.70 96:0.70 98:0.81 100:0.91 101:0.87 108:0.31 111:0.86 114:0.65 120:0.56 123:0.30 126:0.54 127:0.30 129:0.05 131:0.93 135:0.51 137:0.87 139:0.71 140:0.45 144:0.76 146:0.56 147:0.62 149:0.57 150:0.76 151:0.53 152:0.92 153:0.78 154:0.74 155:0.67 157:0.87 159:0.20 161:0.71 162:0.53 164:0.65 165:0.93 166:0.89 167:0.79 169:1.00 172:0.32 173:0.63 176:0.73 177:0.70 179:0.89 181:0.73 182:0.98 186:0.85 187:0.21 191:0.80 192:0.87 196:0.88 201:0.93 202:0.62 208:0.64 212:0.30 215:0.44 216:0.48 220:0.87 222:0.90 227:0.96 229:0.98 231:0.84 235:0.52 241:0.67 242:0.33 243:0.77 246:0.99 247:0.39 248:0.52 253:0.50 255:0.95 256:0.45 259:0.21 260:0.57 261:0.98 265:0.81 266:0.27 267:0.36 268:0.58 271:0.69 276:0.25 284:0.91 285:0.62 287:0.99 290:0.65 297:0.36 300:0.25\n2 1:0.74 6:0.97 7:0.81 8:0.86 9:0.80 11:0.87 12:0.51 17:0.12 18:0.88 20:0.98 21:0.40 22:0.93 27:0.21 28:0.73 29:0.62 30:0.72 31:0.96 34:0.50 36:0.61 37:0.74 39:0.67 41:0.92 43:0.97 45:0.66 47:0.93 48:0.91 60:0.87 64:0.77 66:0.77 69:0.17 70:0.50 71:0.73 74:0.82 78:0.79 79:0.96 81:0.54 83:0.91 85:0.91 86:0.93 91:0.44 96:0.87 98:0.80 100:0.81 101:0.97 104:0.84 106:0.81 108:0.61 111:0.78 114:0.62 117:0.86 120:0.77 121:0.99 122:0.57 123:0.59 124:0.40 126:0.54 127:0.56 129:0.59 131:0.93 133:0.46 135:0.17 137:0.96 139:0.95 140:0.45 144:0.76 146:0.17 147:0.22 149:0.92 150:0.74 151:0.82 152:0.99 153:0.46 154:0.97 155:0.67 157:0.99 158:0.91 159:0.49 161:0.71 162:0.68 164:0.76 165:0.93 166:0.89 167:0.72 169:0.86 172:0.78 173:0.23 176:0.73 177:0.70 179:0.46 181:0.73 182:0.99 186:0.80 187:0.39 192:0.87 196:0.98 201:0.93 202:0.76 204:0.89 206:0.81 208:0.64 212:0.82 215:0.42 216:0.95 219:0.95 220:0.62 222:0.90 227:0.96 229:0.99 230:0.87 231:0.84 232:0.90 233:0.76 235:0.60 241:0.46 242:0.33 243:0.18 245:0.76 246:0.99 247:0.74 248:0.84 253:0.88 255:0.95 256:0.79 259:0.21 260:0.78 261:0.89 262:0.93 265:0.80 266:0.63 267:0.85 268:0.79 271:0.69 276:0.67 279:0.86 281:0.91 283:0.78 284:0.96 285:0.62 287:0.99 290:0.62 292:0.91 297:0.36 300:0.55\n2 1:0.74 8:0.84 9:0.80 11:0.78 12:0.51 17:0.15 18:0.64 20:0.86 21:0.30 25:0.88 27:0.16 28:0.73 29:0.62 30:0.76 31:0.87 34:0.49 36:0.39 37:1.00 39:0.67 41:0.82 43:0.79 64:0.77 66:0.54 69:0.75 70:0.22 71:0.73 74:0.42 78:0.81 79:0.87 81:0.59 83:0.91 85:0.72 86:0.73 91:0.69 96:0.69 98:0.23 100:0.87 101:0.87 104:0.75 108:0.58 111:0.82 114:0.65 120:0.55 122:0.41 123:0.56 124:0.45 126:0.54 127:0.32 129:0.05 131:0.93 133:0.37 135:0.34 137:0.87 139:0.71 140:0.45 144:0.76 146:0.22 147:0.05 149:0.56 150:0.76 151:0.52 152:0.81 153:0.48 154:0.73 155:0.67 157:0.87 159:0.21 161:0.71 162:0.86 164:0.57 165:0.93 166:0.89 167:0.72 169:0.85 172:0.21 173:0.94 176:0.73 177:0.05 179:0.93 181:0.73 182:0.98 186:0.81 187:0.39 191:0.86 192:0.87 196:0.88 201:0.93 202:0.36 208:0.64 212:0.42 215:0.44 216:0.22 220:0.87 222:0.90 227:0.96 229:0.99 231:0.84 235:0.52 241:0.46 242:0.45 243:0.26 245:0.40 246:0.99 247:0.35 248:0.51 253:0.50 255:0.95 256:0.45 257:0.84 259:0.21 260:0.56 261:0.82 265:0.25 266:0.23 267:0.59 268:0.46 271:0.69 276:0.15 284:0.89 285:0.62 287:0.99 290:0.65 297:0.36 300:0.18\n2 1:0.74 8:0.79 9:0.80 11:0.92 12:0.51 17:0.47 18:0.98 20:0.96 21:0.71 27:0.68 28:0.73 29:0.62 30:0.42 31:0.95 34:0.70 36:0.95 37:0.47 39:0.67 41:0.94 43:0.91 45:0.88 60:0.87 64:0.77 66:0.20 69:0.45 70:0.86 71:0.73 74:0.84 78:0.76 79:0.95 81:0.44 83:0.91 85:0.98 86:0.96 91:0.40 96:0.84 98:0.43 100:0.73 101:0.97 104:0.88 106:0.81 108:0.80 111:0.75 114:0.55 120:0.81 122:0.57 123:0.78 124:0.95 126:0.54 127:0.98 129:0.98 131:0.93 133:0.95 135:0.66 137:0.95 139:0.96 140:0.80 144:0.76 146:0.17 147:0.22 149:0.96 150:0.69 151:0.92 152:0.89 153:0.72 154:0.91 155:0.67 157:0.99 158:0.91 159:0.95 161:0.71 162:0.60 164:0.76 165:0.93 166:0.89 167:0.67 169:0.72 172:0.90 173:0.11 176:0.73 177:0.70 178:0.42 179:0.14 181:0.73 182:0.99 186:0.77 187:0.39 192:0.87 196:0.97 201:0.93 202:0.74 206:0.81 208:0.64 212:0.48 215:0.37 216:0.29 219:0.95 222:0.90 227:0.96 229:0.99 231:0.84 235:0.95 241:0.24 242:0.16 243:0.07 245:0.96 246:0.99 247:0.93 248:0.82 253:0.87 255:0.95 256:0.79 259:0.21 260:0.76 261:0.78 265:0.45 266:0.96 267:0.52 268:0.75 271:0.69 276:0.96 279:0.86 283:0.78 284:0.95 285:0.62 287:0.99 290:0.55 292:0.91 297:0.36 300:0.94\n1 1:0.74 11:0.78 12:0.51 17:0.30 18:0.65 21:0.54 27:0.45 28:0.73 29:0.62 30:0.91 34:0.89 36:0.18 37:0.50 39:0.67 43:0.82 64:0.77 66:0.69 69:0.70 70:0.13 71:0.73 74:0.43 81:0.48 83:0.91 85:0.72 86:0.74 91:0.20 98:0.34 101:0.87 108:0.53 114:0.59 122:0.57 123:0.51 126:0.54 127:0.12 129:0.05 131:0.61 135:0.26 139:0.72 144:0.76 145:0.52 146:0.42 147:0.49 149:0.58 150:0.72 154:0.77 155:0.67 157:0.85 159:0.16 161:0.71 163:0.75 165:0.93 166:0.89 167:0.65 172:0.21 173:0.70 176:0.73 177:0.70 178:0.55 179:0.54 181:0.73 182:0.97 187:0.68 192:0.87 201:0.93 208:0.64 212:0.61 215:0.39 216:0.77 222:0.90 227:0.61 229:0.61 231:0.83 235:0.74 241:0.12 242:0.63 243:0.73 246:0.99 247:0.30 253:0.42 259:0.21 265:0.36 266:0.17 267:0.23 271:0.69 276:0.13 287:0.61 290:0.59 297:0.36 300:0.13\n1 1:0.74 11:0.78 12:0.51 17:0.24 18:0.83 21:0.54 27:0.45 28:0.73 29:0.62 30:0.44 34:0.86 36:0.18 37:0.50 39:0.67 43:0.82 55:0.71 64:0.77 66:0.10 69:0.69 70:0.82 71:0.73 74:0.43 81:0.48 83:0.91 85:0.72 86:0.75 91:0.18 98:0.25 101:0.87 108:0.53 114:0.59 123:0.88 124:0.90 126:0.54 127:0.38 129:0.05 131:0.61 133:0.89 135:0.85 139:0.72 144:0.76 145:0.49 146:0.39 147:0.46 149:0.73 150:0.72 154:0.77 155:0.67 157:0.82 159:0.73 161:0.71 165:0.93 166:0.89 167:0.71 172:0.48 173:0.51 176:0.73 177:0.70 178:0.55 179:0.45 181:0.73 182:0.97 187:0.68 192:0.87 201:0.93 208:0.64 212:0.50 215:0.39 216:0.77 222:0.90 227:0.61 229:0.61 231:0.83 235:0.74 241:0.44 242:0.45 243:0.44 245:0.67 246:0.99 247:0.74 253:0.42 259:0.21 265:0.23 266:0.87 267:0.52 271:0.69 276:0.65 277:0.69 287:0.61 290:0.59 297:0.36 300:0.70\n2 9:0.80 11:0.87 12:0.51 17:0.30 18:0.94 20:0.87 21:0.30 27:0.55 28:0.73 29:0.62 30:0.17 31:0.93 32:0.80 34:0.36 36:0.93 37:0.34 39:0.67 41:0.82 43:0.74 44:0.93 45:0.66 55:0.71 60:0.87 64:0.77 66:0.30 69:0.83 70:0.92 71:0.73 74:0.73 77:0.70 78:0.76 79:0.94 81:0.30 83:0.91 85:0.90 86:0.89 91:0.15 96:0.79 98:0.45 100:0.73 101:0.97 108:0.89 111:0.75 120:0.67 122:0.85 123:0.74 124:0.76 126:0.26 127:0.29 129:0.81 131:0.93 133:0.74 135:0.92 137:0.93 139:0.92 140:0.80 144:0.76 145:0.91 146:0.31 147:0.38 149:0.81 150:0.28 151:0.82 152:0.82 153:0.46 154:0.65 155:0.67 157:0.97 158:0.92 159:0.81 161:0.71 162:0.77 164:0.54 166:0.74 167:0.67 169:0.72 172:0.75 173:0.59 177:0.70 179:0.20 181:0.73 182:0.98 186:0.77 187:0.68 192:0.87 195:0.97 196:0.96 202:0.55 208:0.64 212:0.58 216:0.72 219:0.95 220:0.62 222:0.90 227:0.96 229:0.99 231:0.84 235:0.31 241:0.24 242:0.21 243:0.17 245:0.89 246:0.61 247:0.90 248:0.74 253:0.79 255:0.95 256:0.58 259:0.21 260:0.68 261:0.77 265:0.38 266:0.63 267:0.36 268:0.58 271:0.69 276:0.82 279:0.86 282:0.88 283:0.82 284:0.87 285:0.62 287:0.99 292:0.95 299:0.88 300:0.94\n3 1:0.74 6:0.99 7:0.63 8:0.99 9:0.80 12:0.51 17:0.13 20:0.95 21:0.30 27:0.17 28:0.73 29:0.62 30:0.11 31:0.99 32:0.80 34:0.62 36:0.73 37:1.00 39:0.67 41:0.98 43:0.14 44:0.93 48:0.91 55:0.45 60:0.87 64:0.77 66:0.61 69:0.63 70:0.54 71:0.73 74:0.59 76:0.85 77:0.70 78:0.96 79:0.99 81:0.59 83:0.91 91:0.92 96:0.97 97:0.99 98:0.54 100:1.00 108:0.48 111:0.99 114:0.65 120:0.92 123:0.46 124:0.43 126:0.54 127:0.48 129:0.59 131:0.93 133:0.47 135:0.42 137:0.99 139:0.82 140:0.87 144:0.76 145:0.72 146:0.48 147:0.54 149:0.17 150:0.76 151:0.96 152:0.92 153:0.92 154:0.10 155:0.67 157:0.61 158:0.91 159:0.35 161:0.71 162:0.72 164:0.91 165:0.93 166:0.89 167:1.00 169:1.00 172:0.27 173:0.73 175:0.91 176:0.73 177:0.05 179:0.93 181:0.73 182:0.99 186:0.95 189:0.99 191:0.91 192:0.87 195:0.65 196:0.98 201:0.93 202:0.91 204:0.85 208:0.64 212:0.30 215:0.44 216:0.48 219:0.95 220:0.62 222:0.90 227:0.96 229:1.00 230:0.63 231:0.85 233:0.73 235:0.52 238:0.99 241:0.95 242:0.82 243:0.68 244:0.83 245:0.42 246:0.99 247:0.12 248:0.95 253:0.94 255:0.95 256:0.92 257:0.84 259:0.21 260:0.91 261:0.98 265:0.55 266:0.27 267:0.44 268:0.93 271:0.69 276:0.23 277:0.87 279:0.86 281:0.91 282:0.88 283:0.78 284:0.99 285:0.62 287:0.99 290:0.65 292:0.95 297:0.36 299:0.88 300:0.33\n1 12:0.92 17:0.43 21:0.40 27:0.45 28:0.56 30:0.45 32:0.80 34:0.87 36:0.19 37:0.50 43:0.32 55:0.59 66:0.69 69:0.69 70:0.25 81:0.95 91:0.11 98:0.39 108:0.53 123:0.50 126:0.54 127:0.13 129:0.05 135:0.75 145:0.47 146:0.48 147:0.54 149:0.30 150:0.91 154:0.24 159:0.17 161:0.65 163:0.81 167:0.64 172:0.21 173:0.70 177:0.05 178:0.55 179:0.62 181:0.53 187:0.68 195:0.72 212:0.61 215:0.67 216:0.77 235:0.42 241:0.18 242:0.82 243:0.73 247:0.12 259:0.21 265:0.41 266:0.17 267:0.23 271:0.43 276:0.20 297:0.36 300:0.18\n1 12:0.92 17:0.38 21:0.30 27:0.45 28:0.56 30:0.33 32:0.80 34:0.86 36:0.17 37:0.50 43:0.32 55:0.71 66:0.68 69:0.69 70:0.69 81:0.96 91:0.18 98:0.48 108:0.52 123:0.50 124:0.41 126:0.54 127:0.19 129:0.59 133:0.47 135:0.72 145:0.49 146:0.68 147:0.73 149:0.41 150:0.93 154:0.24 159:0.37 161:0.65 167:0.62 172:0.37 173:0.60 177:0.05 178:0.55 179:0.64 181:0.53 187:0.68 195:0.82 212:0.19 215:0.72 216:0.77 235:0.31 241:0.12 242:0.82 243:0.72 245:0.45 247:0.12 259:0.21 265:0.50 266:0.47 267:0.36 271:0.43 276:0.33 283:0.60 297:0.36 300:0.43\n1 6:0.93 7:0.81 8:0.89 12:0.92 17:0.06 20:0.93 25:0.88 27:0.12 28:0.56 30:0.76 32:0.80 34:0.61 36:0.29 37:0.82 43:0.40 55:0.71 66:0.72 69:0.53 70:0.22 78:0.87 81:0.99 91:0.72 98:0.83 100:0.94 104:0.72 108:0.41 111:0.90 120:0.81 123:0.39 126:0.54 127:0.32 129:0.05 135:0.23 140:0.45 145:0.65 146:0.51 147:0.57 149:0.36 150:0.98 151:0.73 152:0.92 153:0.80 154:0.30 159:0.18 161:0.65 162:0.78 163:0.81 164:0.70 167:0.91 169:0.92 172:0.27 173:0.79 177:0.05 179:0.93 181:0.53 186:0.87 187:0.39 189:0.95 191:0.77 195:0.56 202:0.59 212:0.42 215:0.96 216:0.45 230:0.87 233:0.76 235:0.02 238:0.96 241:0.77 242:0.82 243:0.75 247:0.12 248:0.73 256:0.58 259:0.21 260:0.81 261:0.92 265:0.83 266:0.23 267:0.18 268:0.64 271:0.43 276:0.26 285:0.62 297:0.36 300:0.18\n0 12:0.92 17:0.81 25:0.88 27:0.07 28:0.56 34:0.83 36:0.39 37:0.91 81:0.99 91:0.37 104:0.58 120:0.75 126:0.54 135:0.72 140:0.45 150:0.98 151:0.71 153:0.72 161:0.65 162:0.86 164:0.69 167:0.77 175:0.75 181:0.53 187:0.39 202:0.53 215:0.96 216:0.69 235:0.02 241:0.66 244:0.61 248:0.68 256:0.58 257:0.65 259:0.21 260:0.76 267:0.44 268:0.62 271:0.43 277:0.69 285:0.62 297:0.36\n0 6:0.88 7:0.81 8:0.73 12:0.92 17:0.24 20:0.93 21:0.30 27:0.21 28:0.56 30:0.33 34:0.61 36:0.69 37:0.74 43:0.52 55:0.52 66:0.79 69:0.10 70:0.36 78:0.77 81:0.96 91:0.63 98:0.74 100:0.81 104:0.84 106:0.81 108:0.09 111:0.77 120:0.85 123:0.09 126:0.54 127:0.23 129:0.05 135:0.26 140:0.45 146:0.56 147:0.62 149:0.50 150:0.93 151:0.80 152:0.99 153:0.92 154:0.41 159:0.20 161:0.65 162:0.56 164:0.80 167:0.80 169:0.78 172:0.41 173:0.32 177:0.05 179:0.74 181:0.53 186:0.78 187:0.39 189:0.89 202:0.77 206:0.81 212:0.89 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.90 241:0.70 242:0.82 243:0.80 247:0.12 248:0.79 256:0.73 259:0.21 260:0.86 261:0.82 265:0.74 266:0.17 267:0.28 268:0.76 271:0.43 276:0.33 283:0.82 285:0.62 297:0.36 300:0.25\n2 7:0.81 12:0.92 17:0.59 21:0.40 27:0.21 28:0.56 30:0.52 34:0.67 36:0.77 37:0.74 43:0.52 55:0.71 66:0.45 69:0.15 70:0.74 81:0.95 91:0.11 98:0.67 104:0.89 106:0.81 108:0.74 120:0.71 123:0.73 124:0.79 126:0.54 127:0.67 129:0.93 133:0.84 135:0.18 140:0.45 146:0.52 147:0.58 149:0.79 150:0.91 151:0.66 153:0.48 154:0.41 159:0.88 161:0.65 162:0.78 163:0.81 164:0.70 167:0.63 172:0.85 173:0.08 177:0.05 179:0.24 181:0.53 187:0.39 202:0.59 206:0.81 212:0.30 215:0.67 216:0.95 220:0.74 230:0.65 233:0.63 235:0.42 241:0.15 242:0.82 243:0.14 245:0.90 247:0.12 248:0.65 256:0.58 259:0.21 260:0.72 265:0.67 266:0.75 267:0.52 268:0.64 271:0.43 276:0.88 283:0.82 285:0.62 297:0.36 300:0.84\n1 6:0.90 7:0.81 8:0.80 12:0.92 17:0.45 20:0.99 21:0.05 27:0.19 28:0.56 30:0.21 32:0.80 34:0.80 36:0.74 37:0.82 43:0.37 55:0.84 66:0.36 69:0.59 70:0.67 78:0.76 81:0.98 91:0.68 98:0.47 100:0.80 104:0.97 106:0.81 108:0.75 111:0.76 120:0.79 123:0.73 124:0.70 126:0.54 127:0.39 129:0.81 133:0.67 135:0.69 140:0.45 145:0.88 146:0.46 147:0.52 149:0.41 150:0.98 151:0.74 152:0.90 153:0.82 154:0.28 159:0.45 161:0.65 162:0.80 163:0.75 164:0.78 167:0.74 169:0.78 172:0.27 173:0.59 177:0.05 179:0.83 181:0.53 186:0.77 187:0.87 189:0.92 191:0.70 195:0.69 202:0.68 206:0.81 212:0.16 215:0.91 216:0.59 230:0.87 233:0.76 235:0.05 238:0.91 241:0.59 242:0.82 243:0.29 245:0.50 247:0.12 248:0.71 256:0.71 259:0.21 260:0.80 261:0.80 265:0.48 266:0.54 267:0.52 268:0.73 271:0.43 276:0.37 283:0.82 285:0.62 297:0.36 300:0.43\n2 7:0.81 8:0.85 12:0.92 17:0.53 21:0.05 25:0.88 27:0.07 28:0.56 30:0.62 32:0.80 34:0.68 36:0.81 37:0.91 43:0.49 55:0.71 66:0.79 69:0.25 70:0.41 81:0.98 91:0.72 98:0.83 104:0.58 108:0.20 120:0.73 123:0.19 124:0.38 126:0.54 127:0.51 129:0.59 133:0.47 135:0.72 140:0.45 145:0.65 146:0.80 147:0.83 149:0.64 150:0.98 151:0.66 153:0.48 154:0.37 159:0.43 161:0.65 162:0.64 164:0.76 167:0.73 172:0.61 173:0.32 177:0.05 179:0.68 181:0.53 187:0.39 191:0.85 195:0.69 202:0.69 212:0.55 215:0.91 216:0.69 220:0.87 230:0.87 233:0.76 235:0.05 241:0.56 242:0.82 243:0.80 245:0.53 247:0.12 248:0.66 256:0.68 259:0.21 260:0.74 265:0.83 266:0.47 267:0.59 268:0.70 271:0.43 276:0.53 283:0.60 285:0.62 297:0.36 300:0.33\n2 6:0.93 8:0.90 12:0.92 17:0.32 20:0.99 21:0.05 27:0.31 28:0.56 34:0.24 36:0.65 37:0.85 78:0.79 81:0.98 91:0.92 100:0.84 104:0.58 111:0.79 120:0.85 126:0.54 135:0.44 140:0.45 150:0.98 151:0.79 152:0.92 153:0.90 161:0.65 162:0.60 164:0.82 167:0.99 169:0.81 175:0.75 181:0.53 186:0.80 189:0.95 191:0.95 202:0.77 215:0.91 216:0.25 235:0.05 238:0.92 241:0.97 244:0.61 248:0.77 256:0.88 257:0.65 259:0.21 260:0.85 261:0.84 267:0.84 268:0.78 271:0.43 277:0.69 285:0.62 297:0.36\n1 6:0.96 7:0.81 8:0.91 12:0.92 17:0.45 20:0.93 21:0.05 25:0.88 27:0.07 28:0.56 30:0.68 32:0.80 34:0.69 36:0.83 37:0.91 43:0.48 55:0.71 66:0.77 69:0.29 70:0.37 78:0.84 81:0.98 91:0.80 98:0.83 100:0.93 104:0.58 108:0.22 111:0.87 120:0.82 123:0.22 124:0.38 126:0.54 127:0.49 129:0.59 133:0.47 135:0.65 140:0.45 145:0.65 146:0.80 147:0.83 149:0.62 150:0.98 151:0.78 152:0.97 153:0.89 154:0.37 159:0.42 161:0.65 162:0.54 164:0.83 167:0.77 169:0.98 172:0.59 173:0.34 177:0.05 179:0.70 181:0.53 186:0.85 187:0.21 189:0.96 191:0.92 195:0.69 202:0.81 212:0.51 215:0.91 216:0.69 230:0.87 233:0.76 235:0.05 238:0.96 241:0.65 242:0.82 243:0.79 245:0.52 247:0.12 248:0.74 256:0.80 259:0.21 260:0.82 261:0.98 265:0.83 266:0.47 267:0.52 268:0.78 271:0.43 276:0.51 285:0.62 297:0.36 300:0.33\n2 6:0.88 7:0.81 8:0.78 12:0.92 17:0.62 20:0.81 21:0.47 27:0.21 28:0.56 30:0.52 34:0.66 36:0.77 37:0.74 43:0.52 55:0.71 66:0.43 69:0.17 70:0.70 78:0.76 81:0.93 91:0.06 98:0.62 100:0.78 104:0.89 106:0.81 108:0.74 111:0.75 120:0.77 123:0.73 124:0.84 126:0.54 127:0.65 129:0.95 133:0.87 135:0.17 140:0.45 146:0.52 147:0.58 149:0.78 150:0.88 151:0.74 152:0.99 153:0.83 154:0.41 159:0.88 161:0.65 162:0.61 163:0.81 164:0.71 167:0.59 169:0.78 172:0.84 173:0.09 177:0.05 179:0.24 181:0.53 186:0.77 187:0.39 189:0.93 202:0.64 206:0.81 212:0.30 215:0.63 216:0.95 230:0.65 233:0.63 235:0.52 238:0.89 241:0.03 242:0.82 243:0.15 245:0.88 247:0.12 248:0.69 256:0.58 259:0.21 260:0.77 261:0.82 265:0.63 266:0.75 267:0.28 268:0.64 271:0.43 276:0.87 283:0.82 285:0.62 297:0.36 300:0.84\n1 8:0.87 12:0.92 17:0.04 21:0.05 25:0.88 27:0.07 28:0.56 30:0.95 34:0.90 36:0.71 37:0.91 43:0.47 55:0.96 66:0.20 69:0.38 81:0.98 91:0.73 98:0.10 104:0.58 108:0.30 120:0.73 123:0.28 124:0.61 126:0.54 127:0.33 129:0.59 133:0.47 135:0.58 140:0.45 146:0.05 147:0.05 149:0.21 150:0.98 151:0.66 153:0.48 154:0.35 159:0.25 161:0.65 162:0.82 164:0.74 167:0.82 172:0.05 173:0.55 177:0.05 179:1.00 181:0.53 187:0.68 191:0.89 202:0.62 215:0.91 216:0.69 220:0.93 235:0.05 241:0.71 243:0.40 245:0.36 248:0.66 256:0.64 259:0.21 260:0.74 265:0.10 267:0.69 268:0.68 271:0.43 285:0.62 297:0.36 300:0.08\n2 7:0.81 8:0.79 12:0.92 17:0.18 25:0.88 27:0.12 28:0.56 30:0.76 32:0.80 34:0.59 36:0.28 37:0.82 43:0.33 55:0.71 66:0.36 69:0.67 70:0.22 81:0.99 91:0.58 98:0.36 104:0.72 108:0.68 120:0.69 123:0.66 124:0.57 126:0.54 127:0.31 129:0.59 133:0.47 135:0.54 140:0.45 145:0.65 146:0.26 147:0.32 149:0.32 150:0.98 151:0.66 153:0.48 154:0.24 159:0.27 161:0.65 162:0.62 163:0.88 164:0.57 167:0.77 172:0.16 173:0.80 177:0.05 179:0.93 181:0.53 187:0.68 191:0.73 195:0.62 202:0.50 212:0.42 215:0.96 216:0.45 230:0.87 233:0.76 235:0.02 241:0.66 242:0.82 243:0.40 245:0.43 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 265:0.38 266:0.23 267:0.59 268:0.46 271:0.43 276:0.21 285:0.62 297:0.36 300:0.18\n0 8:0.84 12:0.92 17:0.61 21:0.05 27:0.40 28:0.56 34:0.45 36:0.30 37:0.85 81:0.98 91:0.67 104:0.54 120:0.73 126:0.54 135:0.61 140:0.45 150:0.98 151:0.69 153:0.69 161:0.65 162:0.64 164:0.68 167:0.85 175:0.75 181:0.53 187:0.39 191:0.78 202:0.61 215:0.91 216:0.19 235:0.05 241:0.73 244:0.61 248:0.66 256:0.68 257:0.65 259:0.21 260:0.74 267:0.59 268:0.62 271:0.43 277:0.69 285:0.62 297:0.36\n4 6:0.96 8:0.92 12:0.92 17:0.11 20:0.98 21:0.78 25:0.88 27:0.07 28:0.56 34:0.64 36:0.27 37:0.91 78:0.93 91:0.98 100:0.99 104:0.58 111:0.99 120:0.97 135:0.75 140:0.45 151:0.86 152:0.97 153:0.99 161:0.65 162:0.56 164:0.97 167:0.98 169:0.98 175:0.75 181:0.53 186:0.93 189:0.97 191:0.93 202:0.96 216:0.69 238:0.99 241:0.94 244:0.61 248:0.96 256:0.96 257:0.65 259:0.21 260:0.97 261:0.98 267:0.84 268:0.96 271:0.43 277:0.69 283:0.82 285:0.62\n1 1:0.74 6:0.82 8:0.64 9:0.80 11:0.91 12:0.51 17:0.26 18:0.90 20:0.79 21:0.40 22:0.93 27:0.25 28:0.76 29:0.56 30:0.17 31:0.88 34:0.42 36:0.38 37:0.34 39:0.25 43:0.67 45:0.81 47:0.93 55:0.84 64:0.77 66:0.11 69:0.55 70:0.91 71:0.97 74:0.60 78:0.88 79:0.88 81:0.57 83:0.60 86:0.89 91:0.25 96:0.71 98:0.30 99:0.83 100:0.89 101:0.52 104:0.99 106:0.81 108:0.42 111:0.87 114:0.62 117:0.86 120:0.57 122:0.86 123:0.89 124:0.77 126:0.54 127:0.46 129:0.59 133:0.74 135:0.90 137:0.88 139:0.86 140:0.80 144:0.85 146:0.60 147:0.65 149:0.53 150:0.73 151:0.56 152:0.78 153:0.48 154:0.83 155:0.67 159:0.78 161:0.78 162:0.54 164:0.57 165:0.70 167:0.45 169:0.88 172:0.54 173:0.33 176:0.73 177:0.70 178:0.42 179:0.53 181:0.96 186:0.88 187:0.95 189:0.86 192:0.87 196:0.91 201:0.93 202:0.56 206:0.81 208:0.64 212:0.42 215:0.42 216:0.40 220:0.82 222:0.60 232:1.00 235:0.60 238:0.88 241:0.05 242:0.54 243:0.51 245:0.71 247:0.67 248:0.55 253:0.51 254:0.74 255:0.95 256:0.45 259:0.21 260:0.58 261:0.86 262:0.93 265:0.32 266:0.87 267:0.73 268:0.46 271:0.52 276:0.59 277:0.69 284:0.89 285:0.62 290:0.62 297:0.36 300:0.84\n2 1:0.69 7:0.72 8:0.63 9:0.76 11:0.91 12:0.51 17:0.84 21:0.64 27:0.72 28:0.76 29:0.56 30:0.21 32:0.69 34:0.96 36:0.89 37:0.80 39:0.25 43:0.70 45:0.81 48:0.91 66:0.12 69:0.43 70:0.91 71:0.97 74:0.66 76:0.85 77:0.70 81:0.34 83:0.60 91:0.51 96:0.72 98:0.41 99:0.83 101:0.52 104:0.83 106:0.81 108:0.33 114:0.56 117:0.86 120:0.59 122:0.51 123:0.81 124:0.71 126:0.44 127:0.61 129:0.05 133:0.74 135:0.70 139:0.64 140:0.45 144:0.85 145:0.50 146:0.50 147:0.56 149:0.70 150:0.52 151:0.53 153:0.48 154:0.60 155:0.58 159:0.58 161:0.78 162:0.86 164:0.68 165:0.70 167:0.47 172:0.51 173:0.37 175:0.75 176:0.66 177:0.38 179:0.68 181:0.96 187:0.39 190:0.77 192:0.59 195:0.80 201:0.68 202:0.56 204:0.85 206:0.81 208:0.54 212:0.42 215:0.38 216:0.09 220:0.99 222:0.60 230:0.75 232:0.89 233:0.76 235:0.80 241:0.18 242:0.37 243:0.61 244:0.61 245:0.60 247:0.60 248:0.56 253:0.50 255:0.74 256:0.64 257:0.65 259:0.21 260:0.58 265:0.40 266:0.75 267:0.52 268:0.65 271:0.52 276:0.52 277:0.87 281:0.91 282:0.77 285:0.56 290:0.56 297:0.36 300:0.70\n2 1:0.74 9:0.80 11:0.91 12:0.51 17:0.64 18:0.69 21:0.05 22:0.93 27:0.21 28:0.76 29:0.56 30:0.60 31:0.91 32:0.69 34:0.50 36:0.71 37:0.60 39:0.25 43:0.10 45:0.77 47:0.93 55:0.71 64:0.77 66:0.86 69:0.78 70:0.44 71:0.97 74:0.69 77:0.70 79:0.90 81:0.86 83:0.60 86:0.79 91:0.37 96:0.75 97:0.94 98:0.64 99:0.83 101:0.52 104:0.98 106:0.81 108:0.62 114:0.89 117:0.86 120:0.63 122:0.82 123:0.59 126:0.54 127:0.19 129:0.05 135:0.94 137:0.91 139:0.83 140:0.45 144:0.85 145:0.83 146:0.69 147:0.73 149:0.14 150:0.90 151:0.72 153:0.48 154:0.70 155:0.67 158:0.91 159:0.27 161:0.78 162:0.86 164:0.57 165:0.70 167:0.46 172:0.59 173:0.81 176:0.73 177:0.70 179:0.41 181:0.96 187:0.68 192:0.87 195:0.70 196:0.93 201:0.93 202:0.36 206:0.81 208:0.64 212:0.54 215:0.78 216:0.62 219:0.95 220:0.62 222:0.60 232:0.99 235:0.22 241:0.12 242:0.19 243:0.86 247:0.79 248:0.67 253:0.75 254:0.74 255:0.95 256:0.45 259:0.21 260:0.64 262:0.93 265:0.64 266:0.38 267:0.93 268:0.46 271:0.52 276:0.49 279:0.86 282:0.77 283:0.78 284:0.89 285:0.62 290:0.89 292:0.91 297:0.36 300:0.33\n0 11:0.91 12:0.51 17:0.43 18:0.74 21:0.40 27:0.45 28:0.76 29:0.56 30:0.21 32:0.69 34:0.58 36:0.17 37:0.50 39:0.25 43:0.11 45:0.66 64:0.77 66:0.54 69:0.69 70:0.37 71:0.97 74:0.50 77:0.70 81:0.26 86:0.79 91:0.18 98:0.32 101:0.52 108:0.52 122:0.57 123:0.50 124:0.45 126:0.26 127:0.19 129:0.05 133:0.37 135:0.83 139:0.75 144:0.85 145:0.49 146:0.43 147:0.50 149:0.08 150:0.25 154:0.71 159:0.32 161:0.78 163:0.75 167:0.51 172:0.21 173:0.66 177:0.70 178:0.55 179:0.82 181:0.96 187:0.68 195:0.75 212:0.42 216:0.77 222:0.60 235:0.42 241:0.41 242:0.45 243:0.63 245:0.40 247:0.35 253:0.35 254:0.94 259:0.21 265:0.34 266:0.23 267:0.36 271:0.52 276:0.20 282:0.77 300:0.25\n2 7:0.72 8:0.70 9:0.76 11:0.91 12:0.51 17:0.59 20:0.75 21:0.78 27:0.12 28:0.76 29:0.56 30:0.21 32:0.69 34:0.25 36:0.26 37:0.29 39:0.25 43:0.40 45:0.73 55:0.59 66:0.85 69:0.81 70:0.64 71:0.97 74:0.53 76:0.85 77:0.70 78:0.82 83:0.60 91:0.77 96:0.98 98:0.78 100:0.91 101:0.52 104:0.58 108:0.65 111:0.85 120:0.95 123:0.63 127:0.27 129:0.05 135:0.20 138:0.99 140:0.45 144:0.85 145:0.74 146:0.76 147:0.80 149:0.39 151:0.90 152:0.74 153:0.83 154:0.30 155:0.58 159:0.32 161:0.78 162:0.71 164:0.90 167:0.79 169:0.89 172:0.57 173:0.87 175:0.75 177:0.38 179:0.61 181:0.96 186:0.83 190:0.77 191:0.77 192:0.59 195:0.67 202:0.88 204:0.85 208:0.54 212:0.36 216:0.15 220:0.62 222:0.60 230:0.75 232:0.78 233:0.76 235:0.05 241:0.85 242:0.71 243:0.86 244:0.61 247:0.47 248:0.97 253:0.95 255:0.74 256:0.90 257:0.65 259:0.21 260:0.94 261:0.76 265:0.78 266:0.38 267:0.44 268:0.90 271:0.52 276:0.46 277:0.69 282:0.77 285:0.56 300:0.43\n2 6:0.87 11:0.91 12:0.51 17:0.18 18:0.87 20:0.76 21:0.78 27:0.19 28:0.76 29:0.56 30:0.40 31:0.90 34:0.61 36:0.29 37:0.73 39:0.25 43:0.56 45:0.77 55:0.71 66:0.91 69:0.73 70:0.57 71:0.97 74:0.55 78:0.95 79:0.90 83:0.60 86:0.85 91:0.08 97:0.89 98:0.85 100:0.93 101:0.52 108:0.56 111:0.93 120:0.62 122:0.86 123:0.53 127:0.35 129:0.05 135:0.84 137:0.90 139:0.84 140:0.45 144:0.85 146:0.93 147:0.95 149:0.45 151:0.59 152:0.75 153:0.48 154:0.66 155:0.58 158:0.79 159:0.58 161:0.78 162:0.86 163:0.90 164:0.53 167:0.49 169:0.91 172:0.75 173:0.65 177:0.70 179:0.46 181:0.96 186:0.94 187:0.68 189:0.88 190:0.77 192:0.59 196:0.92 202:0.50 208:0.54 212:0.29 216:0.63 219:0.92 220:0.74 222:0.60 235:0.05 238:0.90 241:0.35 242:0.38 243:0.91 247:0.84 248:0.61 253:0.37 254:0.80 255:0.74 256:0.58 259:0.21 260:0.58 261:0.80 265:0.85 266:0.71 267:0.84 268:0.59 271:0.52 276:0.64 279:0.82 283:0.82 284:0.91 285:0.56 292:0.91 300:0.43\n2 1:0.69 6:0.86 7:0.72 8:0.83 9:0.76 11:0.91 12:0.51 17:0.49 18:0.61 20:0.98 21:0.30 27:0.21 28:0.76 29:0.56 30:0.43 34:0.69 36:0.72 37:0.74 39:0.25 43:0.72 45:0.94 66:0.15 69:0.85 70:0.81 71:0.97 74:0.80 78:0.78 81:0.54 83:0.60 86:0.67 91:0.73 96:0.96 97:0.97 98:0.65 99:0.83 100:0.81 101:0.52 104:0.84 106:0.81 108:0.91 111:0.77 114:0.63 117:0.86 120:0.94 122:0.77 123:0.69 124:0.72 126:0.44 127:0.56 129:0.59 133:0.66 135:0.18 139:0.65 140:0.45 144:0.85 146:0.92 147:0.74 149:0.85 150:0.58 151:0.96 152:0.90 153:0.94 154:0.22 155:0.58 158:0.79 159:0.80 161:0.78 162:0.60 164:0.87 165:0.70 167:0.49 169:0.79 172:0.79 173:0.71 176:0.66 177:0.38 179:0.26 181:0.96 186:0.79 187:0.39 189:0.87 190:0.77 191:0.81 192:0.59 201:0.68 202:0.86 204:0.85 206:0.81 208:0.54 212:0.60 215:0.44 216:0.95 222:0.60 230:0.75 232:0.90 233:0.76 235:0.42 238:0.87 241:0.35 242:0.40 243:0.33 245:0.93 247:0.74 248:0.95 253:0.96 254:0.96 255:0.74 256:0.86 257:0.65 259:0.21 260:0.91 261:0.83 265:0.41 266:0.80 267:0.23 268:0.87 271:0.52 276:0.84 279:0.82 283:0.82 285:0.56 290:0.63 297:0.36 300:0.84\n2 1:0.74 6:0.84 8:0.66 9:0.80 11:0.91 12:0.51 17:0.67 18:0.71 20:0.99 21:0.22 22:0.93 27:0.21 28:0.76 29:0.56 30:0.66 31:0.90 32:0.69 34:0.61 36:0.36 37:0.60 39:0.25 43:0.56 45:0.83 47:0.93 60:0.87 64:0.77 66:0.47 69:0.78 70:0.64 71:0.97 74:0.72 77:0.70 78:0.92 79:0.89 81:0.71 83:0.91 86:0.83 91:0.57 96:0.73 97:0.94 98:0.45 99:0.83 100:0.97 101:0.52 104:1.00 106:0.81 108:0.73 111:0.95 114:0.71 120:0.61 122:0.51 123:0.71 124:0.56 126:0.54 127:0.21 129:0.59 133:0.46 135:0.96 137:0.90 139:0.85 140:0.45 144:0.85 145:0.93 146:0.24 147:0.30 149:0.36 150:0.80 151:0.58 152:0.99 153:0.78 154:0.69 155:0.67 158:0.91 159:0.33 161:0.78 162:0.86 164:0.73 165:0.70 167:0.46 169:0.94 172:0.41 173:0.78 176:0.73 177:0.70 179:0.50 181:0.96 186:0.92 187:0.68 189:0.86 192:0.87 195:0.74 196:0.92 201:0.93 202:0.59 206:0.81 208:0.64 212:0.36 215:0.51 216:0.62 219:0.95 220:0.82 222:0.60 235:0.42 238:0.96 241:0.07 242:0.38 243:0.44 245:0.66 247:0.55 248:0.61 253:0.63 254:0.84 255:0.95 256:0.64 259:0.21 260:0.61 261:0.97 262:0.93 265:0.46 266:0.63 267:0.84 268:0.67 271:0.52 276:0.40 279:0.86 282:0.77 283:0.78 284:0.94 285:0.62 290:0.71 292:0.91 297:0.36 300:0.55\n1 7:0.72 8:0.70 9:0.76 11:0.91 12:0.51 17:0.66 20:0.75 21:0.78 27:0.12 28:0.76 29:0.56 30:0.38 32:0.69 34:0.21 36:0.41 37:0.29 39:0.25 43:0.62 45:0.83 55:0.92 66:0.24 69:0.70 70:0.70 71:0.97 74:0.60 76:0.85 77:0.70 78:0.82 83:0.60 91:0.73 96:0.98 98:0.67 100:0.91 101:0.52 104:0.58 108:0.84 111:0.85 120:0.95 123:0.64 124:0.78 127:0.81 129:0.81 133:0.76 135:0.28 138:0.99 140:0.45 144:0.85 145:0.74 146:0.29 147:0.05 149:0.61 151:0.90 152:0.74 153:0.83 154:0.52 155:0.58 159:0.62 161:0.78 162:0.72 164:0.90 167:0.79 169:0.89 172:0.45 173:0.67 175:0.75 177:0.05 179:0.64 181:0.96 186:0.83 190:0.77 191:0.77 192:0.59 195:0.78 202:0.87 204:0.85 208:0.54 212:0.18 216:0.15 220:0.62 222:0.60 230:0.75 232:0.78 233:0.76 235:0.05 241:0.84 242:0.18 243:0.10 244:0.61 245:0.68 247:0.67 248:0.97 253:0.96 255:0.74 256:0.90 257:0.84 259:0.21 260:0.94 261:0.76 265:0.44 266:0.80 267:0.65 268:0.90 271:0.52 276:0.60 277:0.69 282:0.77 285:0.56 300:0.55\n2 1:0.69 6:0.87 7:0.72 8:0.81 9:0.76 11:0.91 12:0.51 17:0.49 20:0.78 21:0.05 27:0.18 28:0.76 29:0.56 30:0.75 32:0.69 34:0.61 36:0.81 37:0.96 39:0.25 43:0.70 44:0.87 45:0.97 48:0.91 66:0.05 69:0.44 70:0.43 71:0.97 74:0.89 77:0.70 78:0.86 81:0.82 83:0.60 91:0.51 96:0.90 97:0.89 98:0.46 99:0.83 100:0.86 101:0.52 104:0.82 106:0.81 108:0.80 111:0.85 114:0.85 117:0.86 120:0.83 122:0.51 123:0.64 124:0.49 126:0.44 127:0.70 129:0.81 133:0.67 135:0.42 139:0.68 140:0.45 144:0.85 145:0.93 146:0.43 147:0.50 149:0.93 150:0.79 151:0.90 152:0.76 153:0.83 154:0.59 155:0.58 158:0.79 159:0.55 161:0.78 162:0.84 164:0.76 165:0.70 167:0.52 169:0.84 172:0.89 173:0.42 175:0.75 176:0.66 177:0.38 179:0.27 181:0.96 186:0.86 187:0.21 189:0.91 190:0.77 191:0.70 192:0.59 195:0.76 201:0.68 202:0.68 204:0.85 206:0.81 208:0.54 212:0.87 215:0.78 216:0.50 222:0.60 230:0.75 232:0.88 233:0.76 235:0.12 238:0.84 241:0.47 242:0.62 243:0.22 244:0.61 245:0.89 247:0.47 248:0.87 253:0.91 255:0.74 256:0.71 257:0.65 259:0.21 260:0.80 261:0.81 265:0.46 266:0.84 267:0.44 268:0.74 271:0.52 276:0.83 277:0.69 279:0.82 281:0.89 282:0.77 283:0.82 285:0.56 290:0.85 297:0.36 300:0.70\n0 1:0.74 11:0.91 12:0.51 17:0.36 18:0.76 21:0.59 27:0.45 28:0.76 29:0.56 30:0.33 32:0.80 34:0.81 36:0.17 37:0.50 39:0.25 43:0.32 44:0.93 45:0.73 64:0.77 66:0.45 69:0.69 70:0.69 71:0.97 74:0.67 77:0.70 81:0.45 83:0.60 86:0.79 91:0.17 97:0.89 98:0.30 99:0.83 101:0.52 108:0.53 114:0.58 122:0.41 123:0.51 124:0.66 126:0.54 127:0.34 129:0.05 133:0.60 135:0.86 139:0.88 144:0.85 145:0.47 146:0.39 147:0.46 149:0.24 150:0.67 154:0.76 155:0.67 158:0.91 159:0.47 161:0.78 163:0.75 165:0.70 167:0.46 172:0.27 173:0.68 176:0.73 177:0.70 178:0.55 179:0.84 181:0.96 187:0.68 192:0.87 195:0.73 201:0.93 208:0.64 212:0.19 215:0.39 216:0.77 219:0.95 222:0.60 235:0.80 241:0.12 242:0.19 243:0.58 245:0.47 247:0.55 253:0.43 254:0.74 259:0.21 265:0.32 266:0.47 267:0.28 271:0.52 276:0.30 279:0.86 282:0.88 283:0.77 290:0.58 292:0.91 297:0.36 300:0.43\n2 1:0.69 6:0.84 8:0.77 9:0.76 11:0.91 12:0.51 17:0.03 18:0.60 20:0.94 21:0.05 27:0.14 28:0.76 29:0.56 30:0.41 32:0.69 34:0.37 36:0.25 37:0.67 39:0.25 43:0.67 45:0.81 66:0.49 69:0.57 70:0.45 71:0.97 74:0.58 77:0.70 78:0.81 81:0.82 83:0.60 86:0.62 91:0.44 96:0.79 98:0.36 99:0.83 100:0.84 101:0.52 108:0.61 111:0.81 114:0.85 120:0.68 122:0.51 123:0.59 124:0.66 126:0.44 127:0.18 129:0.81 133:0.67 135:0.95 139:0.60 140:0.45 144:0.85 145:0.47 146:0.22 147:0.28 149:0.64 150:0.79 151:0.70 152:0.96 153:0.72 154:0.57 155:0.58 159:0.48 161:0.78 162:0.55 164:0.65 165:0.70 167:0.47 169:0.82 172:0.45 173:0.37 175:0.75 176:0.66 177:0.38 179:0.39 181:0.96 186:0.82 187:0.68 189:0.86 190:0.77 192:0.59 195:0.91 201:0.68 202:0.65 208:0.54 212:0.19 215:0.78 216:0.93 220:0.62 222:0.60 235:0.12 238:0.88 241:0.18 242:0.33 243:0.29 244:0.61 245:0.60 247:0.55 248:0.72 253:0.75 255:0.74 256:0.58 257:0.65 259:0.21 260:0.67 261:0.90 265:0.38 266:0.54 267:0.36 268:0.62 271:0.52 276:0.48 277:0.69 282:0.77 285:0.56 290:0.85 297:0.36 300:0.33\n1 1:0.69 6:0.89 7:0.72 8:0.81 9:0.76 11:0.91 12:0.51 17:0.91 18:0.70 20:0.94 21:0.30 27:0.35 28:0.76 29:0.56 30:0.75 32:0.69 34:0.39 36:0.47 37:0.55 39:0.25 43:0.72 45:0.98 66:0.77 69:0.80 70:0.41 71:0.97 74:0.92 77:0.70 78:0.85 81:0.54 83:0.60 86:0.79 91:0.67 96:0.76 97:0.89 98:0.76 99:0.83 100:0.87 101:0.52 104:0.91 108:0.77 111:0.85 114:0.63 120:0.64 122:0.51 123:0.75 124:0.42 126:0.44 127:0.81 129:0.59 133:0.66 135:0.37 138:0.96 139:0.75 140:0.45 144:0.85 145:0.41 146:0.37 147:0.18 149:0.94 150:0.58 151:0.81 152:0.88 153:0.48 154:0.65 155:0.58 158:0.79 159:0.66 161:0.78 162:0.81 164:0.68 165:0.70 167:0.47 169:0.85 172:0.93 173:0.77 176:0.66 177:0.38 179:0.23 181:0.96 186:0.85 187:0.39 189:0.90 190:0.77 192:0.59 195:0.79 201:0.68 202:0.61 204:0.85 208:0.54 212:0.92 215:0.44 216:0.52 220:0.87 222:0.60 230:0.74 232:0.93 233:0.73 235:0.42 238:0.88 241:0.15 242:0.60 243:0.08 245:0.89 247:0.60 248:0.74 253:0.71 254:0.80 255:0.74 256:0.64 257:0.65 259:0.21 260:0.62 261:0.90 265:0.76 266:0.54 267:0.36 268:0.66 271:0.52 276:0.88 279:0.82 282:0.77 283:0.82 285:0.56 290:0.63 297:0.36 300:0.70\n1 1:0.74 7:0.72 8:0.77 9:0.76 11:0.91 12:0.51 17:0.85 18:0.76 21:0.71 27:0.27 28:0.76 29:0.56 30:0.74 32:0.79 34:0.75 36:0.47 37:0.40 39:0.25 43:0.59 44:0.93 45:0.93 48:0.97 64:0.77 66:0.93 69:0.73 70:0.63 71:0.97 74:0.84 77:0.70 81:0.41 83:0.60 86:0.83 91:0.64 96:0.72 97:0.89 98:0.65 99:0.83 101:0.52 104:0.86 106:0.81 108:0.56 114:0.55 117:0.86 120:0.59 122:0.51 123:0.54 126:0.54 127:0.19 129:0.05 135:0.86 139:0.87 140:0.45 144:0.85 145:0.93 146:0.82 147:0.85 149:0.85 150:0.65 151:0.59 153:0.48 154:0.73 155:0.67 158:0.79 159:0.38 161:0.78 162:0.86 164:0.54 165:0.70 167:0.45 172:0.82 173:0.66 176:0.73 177:0.70 179:0.20 181:0.96 187:0.68 190:0.77 192:0.87 195:0.84 201:0.93 202:0.36 204:0.85 206:0.81 208:0.64 212:0.72 215:0.37 216:0.40 220:0.74 222:0.60 230:0.74 232:0.91 233:0.73 235:0.97 241:0.01 242:0.58 243:0.94 247:0.60 248:0.58 253:0.56 254:0.80 255:0.74 256:0.45 259:0.21 260:0.59 265:0.66 266:0.38 267:0.28 268:0.46 271:0.52 276:0.71 279:0.82 281:0.89 282:0.87 283:0.82 285:0.56 290:0.55 297:0.36 300:0.70\n1 1:0.69 6:0.87 7:0.72 8:0.81 9:0.76 11:0.91 12:0.51 17:0.57 20:0.78 21:0.05 27:0.18 28:0.76 29:0.56 30:0.74 32:0.69 34:0.49 36:0.87 37:0.96 39:0.25 43:0.70 44:0.87 45:0.98 48:0.91 66:0.72 69:0.44 70:0.41 71:0.97 74:0.91 77:0.70 78:0.86 81:0.82 83:0.60 91:0.54 96:0.90 97:0.89 98:0.63 99:0.83 100:0.86 101:0.52 104:0.82 106:0.81 108:0.78 111:0.85 114:0.85 117:0.86 120:0.83 122:0.51 123:0.77 124:0.45 126:0.44 127:0.73 129:0.81 133:0.67 135:0.61 139:0.68 140:0.45 144:0.85 145:0.93 146:0.43 147:0.50 149:0.95 150:0.79 151:0.90 152:0.76 153:0.83 154:0.59 155:0.58 158:0.79 159:0.58 161:0.78 162:0.84 164:0.76 165:0.70 167:0.50 169:0.84 172:0.93 173:0.40 175:0.75 176:0.66 177:0.38 179:0.22 181:0.96 186:0.86 187:0.21 189:0.91 190:0.77 191:0.70 192:0.59 195:0.77 201:0.68 202:0.68 204:0.85 206:0.81 208:0.54 212:0.88 215:0.78 216:0.50 222:0.60 230:0.75 232:0.88 233:0.76 235:0.12 238:0.84 241:0.39 242:0.62 243:0.19 244:0.61 245:0.91 247:0.47 248:0.87 253:0.91 255:0.74 256:0.71 257:0.65 259:0.21 260:0.80 261:0.81 265:0.64 266:0.80 267:0.52 268:0.74 271:0.52 276:0.88 277:0.69 279:0.82 281:0.89 282:0.77 283:0.82 285:0.56 290:0.85 297:0.36 300:0.70\n2 1:0.69 6:0.84 8:0.84 9:0.76 11:0.91 12:0.51 17:0.02 20:0.75 27:0.14 28:0.76 29:0.56 30:0.76 32:0.69 34:0.85 36:0.23 37:0.67 39:0.25 43:0.67 45:0.88 66:0.32 69:0.57 70:0.58 71:0.97 74:0.66 77:0.70 78:0.72 81:0.88 83:0.60 91:0.65 96:0.99 97:0.98 98:0.22 99:0.83 100:0.73 101:0.52 108:0.89 111:0.72 114:0.95 120:0.97 122:0.51 123:0.89 124:0.79 126:0.44 127:0.53 129:0.89 133:0.78 135:0.85 138:0.99 140:0.45 144:0.85 145:0.80 146:0.22 147:0.28 149:0.70 150:0.87 151:0.97 152:0.96 153:0.97 154:0.57 155:0.58 158:0.79 159:0.71 161:0.78 162:0.66 164:0.94 165:0.70 167:0.47 169:0.82 172:0.41 173:0.41 175:0.75 176:0.66 177:0.38 179:0.67 181:0.96 186:0.73 187:0.39 190:0.77 192:0.59 195:0.87 201:0.68 202:0.93 208:0.54 212:0.42 215:0.96 216:0.93 222:0.60 235:0.05 241:0.15 242:0.62 243:0.26 244:0.61 245:0.63 247:0.35 248:0.99 253:0.98 255:0.74 256:0.93 257:0.65 259:0.21 260:0.97 261:0.90 265:0.24 266:0.75 267:0.19 268:0.94 271:0.52 276:0.42 277:0.69 279:0.82 282:0.77 283:0.82 285:0.56 290:0.95 297:0.36 300:0.70\n1 7:0.72 11:0.91 12:0.51 17:0.81 18:0.60 21:0.78 27:0.72 28:0.76 29:0.56 30:0.33 32:0.69 34:0.33 36:0.79 37:0.29 39:0.25 43:0.68 45:0.85 66:0.43 69:0.57 70:0.77 71:0.97 74:0.63 76:0.85 77:0.70 86:0.62 91:0.22 98:0.51 101:0.52 104:0.54 108:0.87 122:0.51 123:0.86 124:0.76 127:0.67 129:0.89 133:0.78 135:0.44 139:0.60 144:0.85 145:0.74 146:0.13 147:0.18 149:0.66 154:0.57 155:0.58 159:0.71 161:0.78 167:0.45 172:0.54 173:0.44 175:0.75 177:0.38 178:0.55 179:0.60 181:0.96 187:0.39 192:0.59 195:0.86 202:0.36 204:0.85 208:0.54 212:0.18 216:0.13 222:0.60 230:0.75 232:0.74 233:0.76 235:0.22 241:0.05 242:0.24 243:0.16 244:0.61 245:0.69 247:0.76 253:0.40 257:0.65 259:0.21 265:0.53 266:0.84 267:0.91 271:0.52 276:0.59 277:0.69 282:0.77 300:0.55\n1 1:0.74 7:0.72 11:0.91 12:0.51 17:0.88 18:0.67 21:0.71 27:0.16 28:0.76 29:0.56 30:0.76 32:0.77 34:0.80 36:0.63 37:0.27 39:0.25 43:0.68 44:0.93 45:0.81 48:0.91 60:0.87 64:0.77 66:0.80 69:0.29 70:0.28 71:0.97 74:0.80 77:0.89 81:0.41 83:0.91 86:0.77 91:0.66 97:0.89 98:0.55 99:0.83 101:0.52 104:0.97 106:0.81 108:0.22 114:0.55 117:0.86 122:0.51 123:0.22 126:0.54 127:0.16 129:0.05 135:0.60 139:0.88 144:0.85 145:0.74 146:0.45 147:0.51 149:0.49 150:0.65 154:0.94 155:0.67 158:0.91 159:0.16 161:0.78 165:0.70 167:0.46 172:0.45 173:0.44 176:0.73 177:0.70 178:0.55 179:0.48 181:0.96 187:0.87 192:0.87 195:0.63 201:0.93 204:0.85 206:0.81 208:0.64 212:0.55 215:0.37 216:0.30 219:0.95 222:0.60 230:0.75 232:0.98 233:0.76 235:0.95 241:0.10 242:0.40 243:0.82 247:0.47 253:0.44 254:0.74 259:0.21 265:0.56 266:0.27 267:0.59 271:0.52 276:0.33 279:0.86 281:0.91 282:0.85 283:0.78 290:0.55 292:0.91 297:0.36 300:0.25\n2 1:0.69 6:0.86 7:0.81 8:0.62 9:0.76 11:0.92 12:0.51 17:0.82 18:0.61 20:0.77 27:0.34 28:0.76 29:0.56 30:0.70 32:0.69 34:0.29 36:0.73 37:0.36 39:0.25 43:0.69 45:0.99 66:0.99 69:0.45 70:0.67 71:0.97 74:0.96 76:0.85 77:0.89 78:0.88 81:0.88 83:0.60 85:0.80 86:0.70 91:0.38 96:0.80 97:0.89 98:0.90 99:0.83 100:0.91 101:0.87 104:0.80 106:0.81 108:0.35 111:0.88 114:0.95 117:0.86 120:0.69 121:0.90 122:0.51 123:0.34 126:0.44 127:0.47 129:0.05 135:0.97 139:0.79 140:0.45 144:0.85 145:0.91 146:0.98 147:0.98 149:0.97 150:0.87 151:0.81 152:0.75 153:0.48 154:0.45 155:0.67 158:0.79 159:0.76 161:0.78 162:0.86 164:0.54 165:0.70 167:0.45 169:0.88 172:0.98 173:0.26 176:0.66 177:0.70 179:0.13 181:0.96 186:0.88 187:0.21 189:0.88 190:0.77 192:0.87 195:0.92 201:0.68 202:0.36 204:0.89 206:0.81 208:0.64 212:0.83 215:0.96 216:0.84 222:0.60 230:0.87 232:0.86 233:0.76 235:0.05 238:0.87 241:0.01 242:0.53 243:0.99 247:0.76 248:0.73 253:0.86 255:0.74 256:0.45 259:0.21 260:0.68 261:0.80 265:0.90 266:0.63 267:0.23 268:0.46 271:0.52 276:0.95 279:0.82 281:0.91 282:0.77 283:0.82 285:0.56 290:0.95 297:0.36 300:0.70\n1 1:0.74 6:0.82 8:0.61 9:0.76 11:0.91 12:0.51 17:0.32 18:0.96 20:0.79 21:0.40 22:0.93 27:0.25 28:0.76 29:0.56 30:0.12 34:0.52 36:0.40 37:0.34 39:0.25 43:0.67 45:0.81 47:0.93 55:0.84 64:0.77 66:0.13 69:0.55 70:0.94 71:0.97 74:0.64 78:0.92 81:0.57 83:0.60 86:0.93 91:0.25 96:0.80 97:0.89 98:0.39 99:0.83 100:0.91 101:0.52 104:0.99 106:0.81 108:0.42 111:0.90 114:0.62 117:0.86 120:0.69 122:0.86 123:0.88 124:0.85 126:0.54 127:0.45 129:0.81 133:0.81 135:0.79 139:0.93 140:0.45 144:0.85 146:0.72 147:0.77 149:0.52 150:0.73 151:0.81 152:0.78 153:0.48 154:0.83 155:0.67 158:0.87 159:0.79 161:0.78 162:0.86 164:0.54 165:0.70 167:0.45 169:0.88 172:0.59 173:0.32 176:0.73 177:0.70 179:0.33 181:0.96 186:0.92 187:0.95 189:0.83 190:0.77 192:0.87 201:0.93 202:0.36 206:0.81 208:0.64 212:0.18 215:0.42 216:0.40 219:0.95 222:0.60 232:1.00 235:0.60 238:0.86 241:0.05 242:0.74 243:0.43 245:0.83 247:0.76 248:0.73 253:0.76 254:0.80 255:0.74 256:0.45 259:0.21 260:0.68 261:0.86 262:0.93 265:0.40 266:0.89 267:0.52 268:0.46 271:0.52 276:0.77 279:0.86 283:0.71 285:0.56 290:0.62 292:0.91 297:0.36 300:0.84\n2 1:0.69 7:0.72 8:0.67 9:0.76 11:0.91 12:0.51 17:0.67 18:0.61 21:0.30 27:0.50 28:0.76 29:0.56 30:0.60 32:0.69 34:0.69 36:0.88 37:0.60 39:0.25 43:0.72 45:0.97 66:0.17 69:0.94 70:0.75 71:0.97 74:0.87 77:0.70 81:0.54 83:0.60 86:0.66 91:0.14 96:0.69 97:0.94 98:0.57 99:0.83 101:0.52 104:0.84 106:0.81 108:0.92 114:0.63 117:0.86 120:0.55 122:0.75 123:0.13 124:0.76 126:0.44 127:0.64 129:0.59 133:0.74 135:0.85 139:0.64 140:0.45 144:0.85 145:0.70 146:0.68 147:0.92 149:0.90 150:0.58 151:0.51 153:0.48 154:0.20 155:0.58 158:0.79 159:0.84 161:0.78 162:0.62 164:0.54 165:0.70 167:0.45 172:0.90 173:0.88 176:0.66 177:0.38 179:0.19 181:0.96 187:0.39 190:0.77 192:0.59 195:0.94 201:0.68 202:0.50 204:0.85 206:0.81 208:0.54 212:0.71 215:0.44 216:0.86 220:0.87 222:0.60 230:0.75 232:0.90 233:0.76 235:0.42 241:0.01 242:0.45 243:0.38 245:0.95 247:0.79 248:0.50 253:0.53 254:0.97 255:0.74 256:0.45 257:0.65 259:0.21 260:0.55 265:0.50 266:0.80 267:0.69 268:0.46 271:0.52 276:0.91 277:0.69 279:0.82 282:0.77 283:0.82 285:0.56 290:0.63 297:0.36 300:0.84\n1 1:0.69 8:0.71 9:0.76 11:0.91 12:0.51 17:0.85 18:0.68 20:0.76 21:0.05 27:0.11 28:0.76 29:0.56 30:0.76 34:0.18 36:0.33 37:0.68 39:0.25 43:0.59 45:0.91 66:0.20 69:0.80 70:0.39 71:0.97 74:0.67 78:0.89 81:0.82 83:0.60 86:0.66 91:0.60 96:0.93 97:0.89 98:0.27 99:0.83 100:0.92 101:0.52 108:0.84 111:0.89 114:0.85 120:0.88 122:0.51 123:0.62 124:0.65 126:0.44 127:0.53 129:0.59 133:0.64 135:0.63 139:0.64 140:0.45 144:0.85 146:0.39 147:0.05 149:0.77 150:0.79 151:0.94 152:0.74 153:0.89 154:0.49 155:0.58 158:0.79 159:0.59 161:0.78 162:0.84 164:0.80 165:0.70 167:0.59 169:0.90 172:0.59 173:0.78 175:0.75 176:0.66 177:0.05 179:0.55 181:0.96 186:0.89 187:0.39 190:0.77 191:0.77 192:0.59 201:0.68 202:0.73 208:0.54 212:0.78 215:0.78 216:0.47 222:0.60 235:0.12 241:0.62 242:0.62 243:0.10 244:0.61 245:0.73 247:0.35 248:0.91 253:0.91 255:0.74 256:0.77 257:0.84 259:0.21 260:0.86 261:0.77 265:0.21 266:0.47 267:0.44 268:0.79 271:0.52 276:0.51 277:0.69 279:0.82 283:0.82 285:0.56 290:0.85 297:0.36 300:0.55\n1 1:0.74 7:0.81 11:0.78 12:0.86 17:0.87 27:0.13 28:0.89 30:0.70 32:0.80 34:0.36 36:0.79 37:0.85 39:0.86 43:0.96 66:0.99 69:0.08 70:0.36 74:0.98 77:0.96 81:0.96 83:0.80 85:0.99 91:0.09 98:1.00 101:0.87 104:0.57 108:0.07 114:0.98 121:1.00 122:0.43 123:0.07 126:0.54 127:0.96 129:0.05 131:0.61 135:0.44 144:0.76 145:0.98 146:0.99 147:0.99 149:0.99 150:0.98 154:0.96 155:0.67 157:0.95 159:0.84 161:0.63 163:0.81 165:0.92 166:0.93 167:0.57 172:0.97 173:0.08 176:0.73 177:0.38 178:0.55 179:0.19 181:0.50 182:0.86 187:0.39 192:0.59 195:0.93 201:0.74 204:0.89 208:0.64 212:0.48 215:0.96 216:0.31 222:0.25 227:0.61 229:0.61 230:0.87 231:0.89 232:0.80 233:0.76 235:0.05 241:0.02 242:0.54 243:0.99 246:0.94 247:0.60 253:0.81 259:0.21 265:1.00 266:0.38 267:0.23 271:0.44 276:0.93 282:0.88 287:0.61 290:0.98 297:0.36 299:0.97 300:0.43\n1 1:0.74 6:0.92 7:0.81 8:0.84 9:0.80 11:0.78 12:0.86 17:0.43 20:0.99 27:0.13 28:0.89 30:0.71 32:0.80 34:0.36 36:0.40 37:0.85 39:0.86 41:0.82 43:0.96 55:0.59 66:0.69 69:0.08 70:0.64 74:0.76 77:0.96 78:0.83 81:0.96 83:0.82 85:0.85 91:0.83 96:0.89 98:0.81 100:0.91 101:0.81 104:0.57 108:0.07 111:0.85 114:0.98 120:0.80 121:1.00 123:0.07 124:0.43 126:0.54 127:0.89 129:0.59 131:0.96 133:0.47 135:0.20 140:0.80 144:0.76 145:0.98 146:0.63 147:0.68 149:0.82 150:0.98 151:0.97 152:0.95 153:0.90 154:0.96 155:0.67 157:0.86 159:0.33 161:0.63 162:0.52 164:0.72 165:0.92 166:0.93 167:0.94 169:0.87 172:0.63 173:0.30 176:0.73 177:0.38 178:0.42 179:0.69 181:0.50 182:0.87 186:0.83 189:0.94 191:0.84 192:0.59 195:0.59 201:0.74 202:0.75 204:0.89 208:0.64 212:0.77 215:0.96 216:0.31 222:0.25 227:0.97 229:0.92 230:0.87 231:0.89 232:0.80 233:0.76 235:0.05 238:0.96 241:0.83 242:0.74 243:0.73 245:0.68 246:0.94 247:0.39 248:0.86 253:0.90 255:0.79 256:0.64 259:0.21 260:0.81 261:0.90 265:0.81 266:0.27 267:0.76 268:0.70 271:0.44 276:0.56 282:0.88 283:0.71 285:0.62 287:0.95 290:0.98 297:0.36 299:0.97 300:0.70\n1 1:0.74 6:0.80 7:0.81 8:0.59 9:0.80 11:0.78 12:0.86 17:0.75 20:0.93 21:0.05 27:0.40 28:0.89 30:0.41 32:0.80 34:0.37 36:0.72 37:0.23 39:0.86 41:0.82 43:0.84 60:0.95 66:0.69 69:0.33 70:0.57 74:0.84 77:0.89 78:0.76 81:0.93 83:0.87 85:0.88 91:0.71 96:0.79 98:0.72 100:0.78 101:0.80 104:0.74 108:0.26 111:0.75 114:0.95 120:0.68 121:0.99 122:0.43 123:0.25 124:0.42 126:0.54 127:0.54 129:0.59 131:0.95 133:0.47 135:0.54 140:0.45 144:0.76 145:0.97 146:0.72 147:0.76 149:0.83 150:0.96 151:0.83 152:0.90 153:0.78 154:0.81 155:0.67 157:0.87 158:0.92 159:0.45 161:0.63 162:0.57 164:0.65 165:0.90 166:0.93 167:0.96 169:0.76 172:0.54 173:0.36 176:0.73 177:0.38 179:0.73 181:0.50 182:0.87 186:0.77 189:0.83 192:0.59 195:0.67 201:0.74 202:0.59 204:0.89 208:0.64 212:0.30 215:0.91 216:0.11 220:0.62 222:0.25 227:0.97 229:0.92 230:0.84 231:0.89 233:0.69 235:0.12 238:0.85 241:0.86 242:0.45 243:0.73 245:0.59 246:0.94 247:0.47 248:0.75 253:0.85 255:0.79 256:0.45 259:0.21 260:0.69 261:0.80 265:0.72 266:0.54 267:0.18 268:0.58 271:0.44 276:0.46 279:0.86 282:0.88 283:0.82 285:0.62 287:0.95 290:0.95 297:0.36 299:0.97 300:0.43\n2 1:0.74 11:0.78 12:0.86 17:0.79 21:0.05 27:0.28 28:0.89 30:0.62 34:0.86 36:0.42 37:0.67 39:0.86 43:0.85 66:0.83 69:0.61 70:0.40 74:0.66 81:0.93 83:0.79 85:0.88 91:0.58 98:0.77 101:0.83 104:0.77 108:0.47 114:0.95 122:0.43 123:0.45 126:0.54 127:0.26 129:0.05 131:0.61 135:0.21 144:0.76 146:0.53 147:0.59 149:0.81 150:0.96 154:0.82 155:0.67 157:0.88 159:0.19 161:0.63 165:0.90 166:0.93 167:0.72 172:0.51 173:0.82 176:0.73 177:0.38 178:0.55 179:0.66 181:0.50 182:0.86 187:0.21 192:0.59 201:0.74 202:0.36 212:0.78 215:0.91 216:0.06 222:0.25 227:0.61 229:0.61 231:0.89 232:0.84 235:0.12 241:0.54 242:0.45 243:0.84 246:0.94 247:0.47 253:0.74 259:0.21 265:0.77 266:0.27 267:0.19 271:0.44 276:0.34 283:0.71 287:0.61 290:0.95 297:0.36 300:0.33\n2 1:0.74 7:0.81 11:0.78 12:0.86 17:0.83 21:0.30 27:0.50 28:0.89 30:0.16 32:0.80 34:0.75 36:0.79 37:0.60 39:0.86 43:0.86 60:0.95 66:0.35 69:0.57 70:0.95 74:0.97 77:0.89 81:0.80 83:0.81 85:0.99 91:0.06 98:0.55 101:0.84 104:0.84 106:0.81 108:0.94 114:0.86 117:0.86 121:0.90 122:0.67 123:0.94 124:0.87 126:0.54 127:0.86 129:0.95 131:0.61 133:0.87 135:0.21 144:0.76 145:0.70 146:0.85 147:0.88 149:0.97 150:0.87 154:0.84 155:0.67 157:0.94 158:0.92 159:0.91 161:0.63 165:0.84 166:0.93 167:0.54 172:0.95 173:0.24 176:0.73 177:0.38 178:0.55 179:0.13 181:0.50 182:0.86 187:0.39 192:0.59 195:0.97 201:0.74 204:0.89 206:0.81 208:0.64 212:0.68 215:0.72 216:0.86 222:0.25 227:0.61 229:0.61 230:0.87 231:0.89 232:0.92 233:0.76 235:0.42 242:0.43 243:0.22 245:0.98 246:0.94 247:0.67 253:0.78 259:0.21 265:0.57 266:0.80 267:0.28 271:0.44 276:0.96 279:0.86 282:0.88 283:0.82 287:0.61 290:0.86 297:0.36 299:0.97 300:0.84\n1 1:0.74 11:0.78 12:0.86 17:0.61 21:0.13 27:0.45 28:0.89 30:0.21 32:0.80 34:0.75 36:0.20 37:0.50 39:0.86 43:0.82 55:0.92 60:0.87 66:0.11 69:0.60 70:0.69 74:0.86 76:0.85 77:0.70 81:0.89 83:0.87 85:0.80 91:0.08 98:0.40 101:0.74 108:0.45 114:0.92 122:0.67 123:0.78 124:0.84 126:0.54 127:0.43 129:0.05 131:0.61 133:0.82 135:0.89 144:0.76 145:0.50 146:0.35 147:0.42 149:0.72 150:0.94 154:0.78 155:0.67 157:0.81 158:0.92 159:0.58 161:0.63 163:0.90 165:0.88 166:0.93 167:0.63 172:0.27 173:0.52 176:0.73 177:0.38 178:0.55 179:0.73 181:0.50 182:0.86 187:0.68 192:0.59 195:0.79 201:0.74 208:0.64 212:0.22 215:0.84 216:0.77 222:0.25 227:0.61 229:0.61 231:0.89 235:0.22 241:0.21 242:0.61 243:0.44 245:0.53 246:0.94 247:0.39 253:0.76 259:0.21 265:0.26 266:0.71 267:0.28 271:0.44 276:0.46 277:0.69 279:0.86 282:0.88 283:0.82 287:0.61 290:0.92 297:0.36 299:0.88 300:0.43\n1 1:0.74 6:0.96 8:0.91 9:0.80 11:0.78 12:0.86 17:0.88 20:0.76 21:0.54 27:0.67 28:0.89 30:0.20 34:0.20 36:0.22 37:0.72 39:0.86 41:0.90 43:0.92 55:0.84 60:0.95 66:0.06 69:0.41 70:0.86 74:0.84 78:0.82 81:0.66 83:0.83 85:0.99 91:0.05 96:0.74 98:0.23 100:0.82 101:0.75 104:0.97 106:0.81 108:0.98 111:0.81 114:0.77 117:0.86 120:0.68 123:0.92 124:1.00 126:0.54 127:0.97 129:1.00 131:0.96 133:1.00 135:0.69 140:0.45 144:0.76 146:0.37 147:0.44 149:0.92 150:0.78 151:0.60 152:0.75 153:0.46 154:0.91 155:0.67 157:0.89 158:0.87 159:0.99 161:0.63 162:0.86 163:0.94 164:0.74 165:0.79 166:0.93 167:0.59 169:0.80 172:0.71 173:0.06 176:0.73 177:0.38 179:0.12 181:0.50 182:0.87 186:0.83 187:0.68 189:0.97 190:0.77 192:0.59 201:0.74 202:0.59 206:0.81 208:0.64 212:0.13 215:0.58 216:0.14 220:0.96 222:0.25 227:0.97 229:0.93 231:0.89 232:0.98 235:0.68 238:1.00 241:0.07 242:0.63 243:0.08 245:0.91 246:0.94 247:0.67 248:0.62 253:0.77 255:0.79 256:0.68 259:0.21 260:0.69 261:0.75 265:0.20 266:1.00 267:0.82 268:0.68 271:0.44 276:0.97 279:0.86 283:0.82 285:0.62 287:0.96 290:0.77 297:0.36 300:0.84\n1 1:0.74 11:0.78 12:0.86 17:0.55 20:0.74 21:0.22 27:0.45 28:0.89 30:0.66 32:0.72 34:0.80 36:0.20 37:0.50 39:0.86 43:0.82 55:0.92 60:0.87 66:0.53 69:0.60 70:0.42 74:0.81 76:0.85 78:0.84 81:0.85 83:0.87 85:0.80 91:0.10 98:0.58 100:0.73 101:0.74 108:0.46 111:0.82 114:0.90 122:0.43 123:0.44 124:0.52 126:0.54 127:0.35 129:0.05 131:0.61 133:0.39 135:0.89 144:0.76 145:0.47 146:0.70 147:0.75 149:0.68 150:0.90 152:0.74 154:0.78 155:0.67 157:0.82 158:0.87 159:0.50 161:0.63 163:0.75 165:0.86 166:0.93 167:0.61 169:0.72 172:0.45 173:0.55 176:0.73 177:0.38 178:0.55 179:0.69 181:0.50 182:0.86 186:0.85 187:0.68 192:0.59 195:0.76 201:0.74 208:0.64 212:0.22 215:0.79 216:0.77 222:0.25 227:0.61 229:0.61 231:0.89 235:0.31 241:0.12 242:0.38 243:0.62 245:0.64 246:0.94 247:0.55 253:0.74 259:0.21 261:0.75 265:0.59 266:0.54 267:0.28 271:0.44 276:0.47 279:0.86 283:0.71 287:0.61 290:0.90 297:0.36 300:0.33\n1 1:0.74 7:0.81 11:0.78 12:0.86 17:0.88 27:0.13 28:0.89 30:0.66 32:0.80 34:0.31 36:0.89 37:0.85 39:0.86 43:0.96 66:0.31 69:0.08 70:0.52 74:0.97 77:0.96 81:0.96 83:0.80 85:0.99 91:0.14 98:0.69 101:0.86 104:0.57 108:0.58 114:0.98 121:1.00 122:0.57 123:0.88 124:0.67 126:0.54 127:0.90 129:0.81 131:0.61 133:0.67 135:0.56 144:0.76 145:0.98 146:0.25 147:0.31 149:0.98 150:0.98 154:0.96 155:0.67 157:0.94 159:0.83 161:0.63 163:0.81 165:0.92 166:0.93 167:0.58 172:0.86 173:0.09 176:0.73 177:0.38 178:0.55 179:0.23 181:0.50 182:0.86 187:0.39 192:0.59 195:0.93 201:0.74 204:0.89 208:0.64 212:0.39 215:0.96 216:0.31 222:0.25 227:0.61 229:0.61 230:0.87 231:0.89 232:0.80 233:0.76 235:0.05 241:0.03 242:0.50 243:0.11 245:0.95 246:0.94 247:0.60 253:0.80 259:0.21 265:0.69 266:0.71 267:0.59 271:0.44 276:0.90 282:0.88 287:0.61 290:0.98 297:0.36 299:0.97 300:0.55\n1 1:0.74 6:0.80 7:0.81 8:0.59 9:0.80 11:0.78 12:0.86 17:0.99 20:0.81 27:0.72 28:0.89 30:0.71 32:0.80 34:0.23 36:0.74 39:0.86 41:0.88 43:0.78 60:0.87 66:0.82 69:0.78 70:0.31 74:0.83 77:0.70 78:0.78 81:0.94 83:0.88 85:0.88 91:0.79 96:0.87 98:0.67 100:0.79 101:0.80 104:0.58 108:0.61 111:0.77 114:0.98 120:0.78 121:0.90 122:0.43 123:0.59 126:0.54 127:0.20 129:0.05 131:0.96 135:0.30 140:0.45 144:0.76 145:0.38 146:0.67 147:0.72 149:0.78 150:0.97 151:0.93 152:0.78 153:0.77 154:0.71 155:0.67 157:0.87 158:0.87 159:0.26 161:0.63 162:0.86 164:0.69 165:0.91 166:0.93 167:0.91 169:0.77 172:0.48 173:0.84 176:0.73 177:0.38 179:0.58 181:0.50 182:0.87 186:0.79 189:0.82 192:0.59 195:0.64 201:0.74 202:0.54 204:0.89 208:0.64 212:0.61 215:0.96 216:0.06 222:0.25 227:0.97 229:0.93 230:0.87 231:0.89 232:0.81 233:0.76 235:0.22 238:0.84 241:0.78 242:0.33 243:0.83 246:0.94 247:0.55 248:0.85 253:0.89 255:0.79 256:0.58 259:0.21 260:0.79 261:0.78 265:0.68 266:0.38 267:0.18 268:0.63 271:0.44 276:0.35 279:0.86 282:0.88 283:0.71 285:0.62 287:0.96 290:0.98 297:0.99 299:0.88 300:0.25\n1 1:0.74 6:0.92 8:0.65 11:0.78 12:0.86 17:0.93 20:0.81 21:0.64 27:0.13 28:0.89 30:0.38 34:0.71 36:0.68 37:0.85 39:0.86 43:0.92 66:0.45 69:0.44 70:0.65 74:0.86 78:0.77 81:0.67 83:0.73 85:0.94 91:0.02 98:0.72 100:0.79 101:0.83 104:0.57 108:0.76 111:0.76 114:0.72 122:0.43 123:0.75 124:0.67 126:0.54 127:0.75 129:0.81 131:0.61 133:0.67 135:0.60 144:0.76 146:0.62 147:0.67 149:0.91 150:0.77 152:0.95 154:0.91 155:0.67 157:0.91 159:0.60 161:0.63 163:0.81 165:0.70 166:0.92 167:0.60 169:0.86 172:0.63 173:0.38 176:0.73 177:0.38 178:0.55 179:0.53 181:0.50 182:0.85 186:0.78 187:0.39 189:0.85 192:0.59 201:0.74 212:0.40 215:0.53 216:0.31 222:0.25 227:0.61 229:0.61 231:0.88 232:0.80 235:0.88 238:0.88 241:0.10 242:0.24 243:0.40 245:0.79 246:0.94 247:0.67 253:0.69 259:0.21 261:0.90 265:0.72 266:0.54 267:0.36 271:0.44 276:0.68 287:0.61 290:0.72 297:0.36 300:0.55\n1 1:0.74 6:0.98 7:0.81 8:0.92 9:0.80 11:0.78 12:0.86 17:0.61 20:0.93 21:0.54 27:0.05 28:0.89 30:0.68 32:0.80 34:0.74 36:0.36 37:0.96 39:0.86 41:0.93 43:0.96 66:0.17 69:0.23 70:0.65 74:0.98 77:0.89 78:0.88 81:0.66 83:0.81 85:1.00 91:0.56 96:0.93 98:0.39 100:0.96 101:0.85 104:0.58 108:0.64 111:0.92 114:0.77 120:0.87 121:1.00 122:0.43 123:0.62 124:0.97 126:0.54 127:1.00 129:0.99 131:0.96 133:0.97 135:0.86 140:0.45 144:0.76 145:0.98 146:0.49 147:0.55 149:0.99 150:0.78 151:0.98 152:0.99 153:0.92 154:0.96 155:0.67 157:0.94 159:0.96 161:0.63 162:0.65 164:0.83 165:0.79 166:0.93 167:0.72 169:0.97 172:0.90 173:0.06 176:0.73 177:0.38 179:0.13 181:0.50 182:0.87 186:0.88 187:0.21 189:0.97 191:0.87 192:0.59 195:0.99 201:0.74 202:0.80 204:0.89 208:0.64 212:0.39 215:0.58 216:0.58 222:0.25 227:0.97 229:0.93 230:0.87 231:0.89 232:0.81 233:0.76 235:0.68 238:0.97 241:0.54 242:0.57 243:0.10 245:0.96 246:0.94 247:0.60 248:0.91 253:0.96 255:0.79 256:0.80 259:0.21 260:0.88 261:0.99 265:0.42 266:0.95 267:0.36 268:0.82 271:0.44 276:0.97 282:0.88 285:0.62 287:0.96 290:0.77 297:0.36 299:0.97 300:0.84\n2 1:0.74 6:0.90 7:0.81 8:0.78 9:0.80 11:0.78 12:0.86 17:0.67 20:0.99 21:0.30 27:0.21 28:0.89 30:0.14 34:0.80 36:0.76 37:0.74 39:0.86 41:0.95 43:0.98 60:0.97 66:0.13 69:0.12 70:0.96 74:0.96 76:0.85 78:0.78 81:0.80 83:0.88 85:0.99 91:0.37 96:0.94 98:0.63 100:0.81 101:0.83 104:0.84 106:0.81 108:0.94 111:0.77 114:0.86 117:0.86 120:0.88 121:0.90 122:0.67 123:0.77 124:0.77 126:0.54 127:0.76 129:0.89 131:0.96 133:0.78 135:0.17 140:0.45 144:0.76 146:0.82 147:0.85 149:0.97 150:0.87 151:0.98 152:0.92 153:0.92 154:0.98 155:0.67 157:0.93 158:0.92 159:0.89 161:0.63 162:0.70 164:0.84 165:0.84 166:0.93 167:0.65 169:0.79 172:0.93 173:0.08 176:0.73 177:0.38 179:0.15 181:0.50 182:0.87 186:0.78 187:0.39 189:0.91 191:0.78 192:0.59 201:0.74 202:0.78 204:0.89 206:0.81 208:0.64 212:0.60 215:0.72 216:0.95 222:0.25 227:0.97 229:0.93 230:0.87 231:0.89 232:0.92 233:0.76 235:0.42 238:0.90 241:0.30 242:0.44 243:0.23 245:0.98 246:0.94 247:0.67 248:0.93 253:0.96 255:0.79 256:0.78 259:0.21 260:0.89 261:0.82 265:0.56 266:0.80 267:0.36 268:0.81 271:0.44 276:0.95 279:0.86 283:0.82 285:0.62 287:0.96 290:0.86 297:0.36 300:0.84\n4 1:0.74 6:0.98 8:0.98 9:0.80 11:0.78 12:0.86 17:0.69 20:0.99 21:0.64 27:0.05 28:0.89 30:0.45 32:0.80 34:0.71 36:0.59 37:0.96 39:0.86 41:0.99 43:0.96 60:0.98 66:0.07 69:0.27 70:0.69 74:0.80 77:0.96 78:0.94 81:0.59 83:0.90 85:0.88 91:0.98 96:0.99 98:0.38 100:0.99 101:0.79 104:0.58 108:0.72 111:0.98 114:0.72 120:0.98 122:0.43 123:0.76 124:0.81 126:0.54 127:0.96 129:0.89 131:0.96 133:0.78 135:0.49 138:0.99 140:0.45 144:0.76 145:0.98 146:0.19 147:0.24 149:0.77 150:0.72 151:1.00 152:0.99 153:0.99 154:0.96 155:0.67 157:0.87 158:0.92 159:0.57 161:0.63 162:0.65 164:0.96 165:0.70 166:0.92 167:0.97 169:0.97 172:0.27 173:0.28 176:0.73 177:0.38 179:0.82 181:0.50 182:0.87 186:0.94 189:0.99 191:0.97 192:0.59 195:0.72 201:0.74 202:0.95 208:0.64 212:0.36 215:0.53 216:0.58 222:0.25 227:0.97 229:0.93 231:0.89 232:0.81 235:0.80 238:0.99 241:0.93 242:0.38 243:0.31 245:0.57 246:0.94 247:0.60 248:0.99 253:0.99 255:0.79 256:0.95 259:0.21 260:0.98 261:0.99 265:0.19 266:0.71 267:0.98 268:0.96 271:0.44 276:0.41 279:0.86 282:0.88 283:0.82 285:0.62 287:0.96 290:0.72 297:0.36 299:0.97 300:0.55\n3 1:0.74 6:0.98 8:0.97 9:0.80 11:0.78 12:0.86 17:0.59 20:0.81 27:0.05 28:0.89 30:0.66 34:0.90 36:0.27 37:0.96 39:0.86 41:0.90 43:0.96 66:0.30 69:0.08 70:0.76 74:0.63 78:0.89 81:0.96 83:0.82 85:0.90 91:0.44 96:0.89 98:0.32 100:0.97 101:0.80 104:0.58 108:0.83 111:0.94 114:0.98 120:0.82 122:0.43 123:0.82 124:0.73 126:0.54 127:0.85 129:0.81 131:0.96 133:0.67 135:0.37 140:0.80 144:0.76 146:0.19 147:0.24 149:0.78 150:0.98 151:0.92 152:0.99 153:0.72 154:0.96 155:0.67 157:0.88 159:0.60 161:0.63 162:0.60 164:0.75 165:0.92 166:0.93 167:0.79 169:0.97 172:0.32 173:0.15 176:0.73 177:0.38 178:0.42 179:0.81 181:0.50 182:0.87 186:0.89 187:0.68 189:0.99 191:0.91 192:0.59 201:0.74 202:0.70 208:0.64 212:0.36 215:0.96 216:0.58 222:0.25 227:0.97 229:0.93 231:0.89 232:0.81 235:0.05 238:0.98 241:0.69 242:0.52 243:0.31 245:0.60 246:0.94 247:0.47 248:0.88 253:0.89 255:0.79 256:0.68 259:0.21 260:0.83 261:0.99 265:0.34 266:0.71 267:0.18 268:0.70 271:0.44 276:0.34 285:0.62 287:0.96 290:0.98 297:0.36 300:0.70\n0 7:0.81 8:0.97 9:0.80 11:0.78 12:0.86 17:0.70 21:0.78 27:0.05 28:0.89 30:0.33 32:0.72 34:0.94 36:0.51 37:0.96 39:0.86 41:0.88 43:0.96 66:0.45 69:0.12 70:0.49 74:0.66 78:0.94 83:0.77 85:0.80 91:0.57 96:0.84 98:0.55 101:0.77 104:0.58 108:0.71 111:0.96 120:0.74 121:0.90 122:0.41 123:0.69 124:0.56 127:0.76 129:0.59 131:0.96 133:0.47 135:0.49 140:0.45 144:0.76 145:1.00 146:0.19 147:0.24 149:0.66 151:0.87 153:0.48 154:0.96 155:0.67 157:0.82 159:0.43 161:0.63 162:0.74 164:0.67 166:0.61 167:0.77 169:0.99 172:0.27 173:0.25 177:0.38 179:0.91 181:0.50 182:0.87 187:0.21 192:0.59 195:0.66 202:0.56 204:0.89 208:0.64 212:0.42 216:0.58 222:0.25 227:0.97 229:0.93 230:0.87 231:0.89 232:0.81 233:0.76 235:0.22 241:0.67 242:0.45 243:0.40 245:0.53 246:0.61 247:0.35 248:0.81 253:0.81 255:0.79 256:0.58 259:0.21 260:0.74 265:0.56 266:0.38 267:0.28 268:0.59 271:0.44 276:0.25 285:0.62 287:0.96 300:0.33\n0 17:0.53 21:0.78 27:0.72 28:0.83 91:0.93 120:0.75 140:0.99 151:0.73 153:0.80 161:0.99 162:0.45 164:0.65 167:0.67 175:0.75 178:0.55 181:0.98 187:0.39 202:0.98 216:0.09 235:0.05 241:0.64 244:0.61 248:0.68 256:0.58 257:0.65 260:0.76 268:0.58 277:0.69 285:0.62\n0 17:0.92 20:0.80 21:0.78 27:0.62 28:0.83 34:0.99 36:0.37 37:0.27 43:0.32 66:0.36 69:0.70 78:0.72 91:0.10 98:0.08 100:0.73 108:0.53 111:0.72 123:0.51 127:0.06 129:0.05 135:0.21 145:0.44 146:0.05 147:0.05 149:0.13 152:0.77 154:0.23 159:0.05 161:0.99 167:0.53 169:0.72 172:0.05 173:0.75 177:0.05 178:0.55 181:0.98 186:0.73 187:0.21 216:0.60 235:0.05 241:0.24 243:0.51 259:0.21 261:0.73 265:0.08 267:0.59\n1 17:0.24 20:0.76 21:0.22 27:0.17 28:0.83 30:0.45 34:0.86 36:0.96 37:0.58 43:0.51 55:0.59 66:0.27 69:0.15 70:0.25 78:0.84 81:0.72 91:0.04 98:0.12 100:0.73 108:0.12 111:0.81 123:0.12 124:0.72 126:0.54 127:0.85 129:0.81 133:0.67 135:1.00 146:0.24 147:0.30 149:0.28 150:0.53 152:0.76 154:0.40 159:0.84 161:0.99 163:0.79 167:0.52 169:0.85 172:0.10 173:0.10 177:0.05 178:0.55 179:0.98 181:0.98 186:0.84 187:0.68 202:0.36 212:0.61 215:0.79 216:0.90 235:0.31 241:0.18 242:0.82 243:0.46 245:0.38 247:0.12 259:0.21 261:0.80 265:0.13 266:0.17 267:0.52 276:0.16 297:0.36 300:0.18\n0 8:0.79 17:0.26 20:0.78 21:0.78 27:0.40 28:0.83 32:0.80 34:0.40 36:0.18 37:0.90 43:0.33 66:0.36 69:0.67 78:0.72 91:0.14 98:0.07 100:0.73 108:0.51 111:0.72 123:0.49 127:0.06 129:0.05 135:0.56 145:0.88 146:0.05 147:0.05 149:0.13 152:0.76 154:0.24 159:0.05 161:0.99 167:0.52 169:0.72 172:0.05 173:0.64 177:0.05 178:0.55 181:0.98 186:0.73 187:0.68 195:0.80 216:0.65 235:0.05 241:0.18 243:0.51 259:0.21 261:0.73 265:0.07 267:0.28\n0 17:0.57 21:0.78 27:0.25 28:0.83 34:0.70 36:0.29 91:0.78 120:0.73 135:0.63 140:1.00 151:0.70 153:0.71 161:0.99 162:0.45 164:0.63 167:0.67 175:0.75 178:0.55 181:0.98 187:0.68 202:0.99 216:0.14 241:0.63 244:0.61 248:0.66 256:0.58 257:0.65 259:0.21 260:0.74 267:0.94 268:0.57 277:0.69 285:0.62\n0 6:0.78 7:0.81 8:0.59 17:0.24 20:0.81 21:0.30 27:0.24 28:0.83 30:0.95 32:0.80 34:0.95 36:0.70 37:0.90 43:0.42 55:0.92 66:0.20 69:0.50 78:0.85 81:0.69 91:0.48 98:0.10 100:0.85 108:0.39 111:0.83 120:0.63 123:0.37 124:0.61 126:0.54 127:0.23 129:0.59 133:0.47 135:0.79 140:0.45 145:0.42 146:0.05 147:0.05 149:0.21 150:0.50 151:0.54 152:0.78 153:0.48 154:0.32 159:0.18 161:0.99 162:0.61 164:0.76 167:0.62 169:0.83 172:0.05 173:0.72 177:0.05 179:0.99 181:0.98 186:0.85 187:0.21 189:0.81 191:0.77 195:0.57 202:0.70 215:0.72 216:0.74 220:0.87 230:0.65 233:0.63 235:0.42 238:0.89 241:0.56 243:0.40 245:0.36 248:0.57 256:0.68 259:0.21 260:0.64 261:0.83 265:0.11 267:0.44 268:0.70 283:0.60 285:0.62 297:0.36 300:0.08\n0 17:0.85 21:0.78 27:0.64 28:0.83 34:0.68 36:0.42 37:0.35 91:0.14 120:0.86 135:0.49 140:0.45 151:0.74 153:0.83 161:0.99 162:0.86 164:0.76 167:0.54 175:0.75 181:0.98 187:0.68 202:0.62 216:0.12 241:0.30 244:0.61 248:0.80 256:0.68 257:0.65 259:0.21 260:0.87 267:0.69 268:0.71 277:0.69 285:0.62\n0 17:0.24 21:0.78 27:0.72 28:0.83 34:0.82 36:0.37 37:0.33 91:0.92 120:0.72 135:0.34 140:1.00 151:0.69 153:0.69 161:0.99 162:0.45 164:0.62 167:0.54 175:0.75 178:0.55 181:0.98 187:0.68 202:0.98 216:0.19 235:0.68 241:0.30 244:0.61 248:0.65 256:0.58 257:0.65 259:0.21 260:0.73 267:0.87 268:0.55 277:0.69 285:0.62\n2 17:0.62 21:0.30 27:0.72 28:0.83 30:0.73 34:0.56 36:0.62 37:0.57 43:0.46 55:0.92 66:0.69 69:0.41 70:0.22 81:0.69 91:0.18 98:0.77 106:0.81 108:0.32 123:0.31 124:0.42 126:0.54 127:0.38 129:0.59 133:0.47 135:0.74 146:0.89 147:0.91 149:0.55 150:0.50 154:0.35 159:0.57 161:0.99 163:0.94 167:0.49 172:0.54 173:0.32 177:0.05 178:0.55 179:0.68 181:0.98 187:0.39 206:0.81 212:0.72 215:0.72 216:0.32 235:0.31 241:0.05 242:0.82 243:0.73 245:0.59 247:0.12 259:0.21 265:0.77 266:0.38 267:0.36 276:0.50 297:0.36 300:0.18\n0 6:0.79 8:0.61 17:0.88 20:0.76 21:0.22 27:0.63 28:0.83 30:0.95 34:0.78 36:0.37 37:0.54 43:0.48 55:0.99 66:0.20 69:0.35 78:0.93 81:0.72 91:0.37 98:0.07 100:0.94 108:0.27 111:0.92 123:0.26 124:0.61 126:0.54 127:0.24 129:0.59 133:0.47 135:0.74 146:0.05 147:0.05 149:0.19 150:0.53 152:0.76 154:0.36 159:0.49 161:0.99 167:0.56 169:0.91 172:0.05 173:0.25 177:0.05 178:0.55 179:0.99 181:0.98 186:0.92 187:0.21 202:0.36 215:0.79 216:0.13 235:0.31 241:0.39 243:0.40 245:0.36 259:0.21 261:0.83 265:0.07 267:0.97 283:0.60 297:0.36 300:0.08\n2 17:0.51 21:0.64 27:0.45 28:0.83 30:0.76 34:0.89 36:0.32 37:0.50 43:0.32 55:0.96 66:0.20 69:0.70 70:0.22 81:0.55 91:0.03 98:0.25 108:0.65 123:0.63 124:0.73 126:0.54 127:0.22 129:0.81 133:0.67 135:0.69 145:0.52 146:0.05 147:0.05 149:0.30 150:0.42 154:0.24 159:0.39 161:0.99 163:0.96 167:0.52 172:0.10 173:0.66 177:0.05 178:0.55 179:0.87 181:0.98 187:0.68 212:0.42 215:0.53 216:0.77 235:0.80 241:0.18 242:0.82 243:0.26 245:0.40 247:0.12 259:0.21 265:0.27 266:0.23 267:0.76 276:0.24 297:0.36 300:0.18\n1 6:0.79 7:0.81 8:0.58 17:0.97 20:0.83 21:0.22 27:0.58 28:0.83 32:0.80 34:0.36 36:0.33 37:0.23 78:0.99 81:0.72 91:0.85 100:0.99 111:0.99 126:0.54 135:0.39 145:0.91 150:0.53 152:0.79 161:0.99 167:0.85 169:0.99 175:0.75 178:0.55 181:0.98 186:0.99 189:0.81 195:0.73 202:0.36 215:0.79 216:0.01 230:0.87 233:0.76 235:0.31 238:0.97 241:0.83 244:0.61 257:0.65 259:0.21 261:0.94 267:0.23 277:0.69 297:0.36\n0 17:0.15 20:0.78 21:0.22 27:0.17 28:0.83 30:0.45 34:0.52 36:0.99 37:0.58 43:0.51 55:0.59 66:0.27 69:0.15 70:0.25 78:0.86 81:0.72 91:0.04 98:0.13 100:0.87 108:0.12 111:0.85 120:0.54 123:0.12 124:0.72 126:0.54 127:0.88 129:0.81 133:0.67 135:0.99 140:0.45 146:0.24 147:0.30 149:0.28 150:0.53 151:0.47 152:0.76 153:0.48 154:0.40 159:0.83 161:0.99 162:0.52 163:0.79 164:0.57 167:0.57 169:0.83 172:0.10 173:0.10 177:0.05 179:0.98 181:0.98 186:0.87 187:0.68 202:0.58 212:0.61 215:0.79 216:0.90 220:0.82 235:0.31 241:0.41 242:0.82 243:0.46 245:0.38 247:0.12 248:0.47 256:0.45 259:0.21 260:0.54 261:0.81 265:0.13 266:0.17 267:0.84 268:0.46 276:0.16 285:0.62 297:0.36 300:0.18\n0 6:0.79 8:0.65 17:0.76 20:0.78 21:0.40 27:0.63 28:0.83 30:0.62 34:0.75 36:0.48 37:0.54 43:0.47 55:0.98 66:0.16 69:0.39 70:0.34 78:0.81 81:0.66 91:0.48 98:0.11 100:0.93 108:0.88 111:0.86 120:0.53 123:0.87 124:0.86 126:0.54 127:0.24 129:0.93 133:0.84 135:0.66 140:0.45 146:0.05 147:0.05 149:0.27 150:0.48 151:0.46 152:0.76 153:0.48 154:0.36 159:0.77 161:0.99 162:0.65 163:0.89 164:0.69 167:0.59 169:0.91 172:0.10 173:0.14 177:0.05 179:0.85 181:0.98 186:0.81 187:0.21 202:0.61 212:0.30 215:0.67 216:0.13 220:0.91 235:0.52 241:0.49 242:0.82 243:0.23 245:0.40 247:0.12 248:0.46 256:0.58 259:0.21 260:0.53 261:0.83 265:0.12 266:0.27 267:0.76 268:0.62 276:0.28 283:0.60 285:0.62 297:0.36 300:0.25\n1 6:0.78 17:0.88 20:0.87 21:0.13 27:0.44 28:0.83 30:0.45 32:0.80 34:0.24 36:0.21 37:0.28 43:0.52 55:0.59 66:0.82 69:0.07 70:0.42 78:0.80 81:0.74 91:0.61 98:0.83 100:0.79 106:0.81 108:0.06 111:0.79 120:0.57 123:0.06 126:0.54 127:0.32 129:0.05 135:0.66 140:0.45 145:0.84 146:0.73 147:0.77 149:0.50 150:0.55 151:0.50 152:0.86 153:0.77 154:0.41 159:0.30 161:0.99 162:0.86 163:0.81 164:0.72 167:0.53 169:0.79 172:0.48 173:0.21 177:0.05 179:0.76 181:0.98 186:0.81 187:0.39 189:0.81 195:0.59 202:0.57 206:0.81 212:0.30 215:0.84 216:0.91 220:0.74 235:0.12 238:0.82 241:0.24 242:0.82 243:0.83 247:0.12 248:0.51 256:0.64 259:0.21 260:0.58 261:0.85 265:0.83 266:0.47 267:0.44 268:0.66 276:0.40 283:0.60 285:0.62 297:0.36 300:0.33\n0 17:0.38 20:0.76 21:0.47 27:0.48 28:0.83 30:0.66 34:0.23 36:0.25 37:0.39 43:0.41 55:0.92 66:0.13 69:0.53 70:0.33 78:0.72 81:0.63 91:0.25 98:0.28 100:0.94 108:0.87 111:0.87 120:0.53 123:0.86 124:0.95 126:0.54 127:0.79 129:0.99 133:0.95 135:0.88 140:0.45 146:0.50 147:0.56 149:0.54 150:0.46 151:0.45 152:0.75 153:0.48 154:0.31 159:0.88 161:0.99 162:0.86 163:0.92 164:0.57 167:0.52 169:0.92 172:0.32 173:0.25 177:0.05 179:0.61 181:0.98 186:0.73 187:0.95 202:0.36 212:0.23 215:0.63 216:0.51 220:0.93 235:0.60 241:0.18 242:0.82 243:0.21 245:0.57 247:0.12 248:0.45 256:0.45 259:0.21 260:0.53 261:0.78 265:0.30 266:0.75 267:0.65 268:0.46 276:0.63 285:0.62 297:0.36 300:0.33\n1 17:0.08 20:0.76 21:0.30 27:0.52 28:0.83 30:0.91 34:0.47 36:0.58 37:0.34 43:0.32 55:0.92 66:0.49 69:0.70 70:0.13 78:0.87 81:0.69 91:0.33 98:0.58 100:0.92 108:0.53 111:0.86 120:0.73 123:0.51 124:0.48 126:0.54 127:0.28 129:0.59 133:0.47 135:0.20 140:0.45 146:0.48 147:0.54 149:0.29 150:0.50 151:0.66 152:0.75 153:0.48 154:0.23 159:0.25 161:0.99 162:0.86 163:0.86 164:0.73 167:0.64 169:0.87 172:0.16 173:0.83 177:0.05 179:0.95 181:0.98 186:0.73 187:0.39 202:0.59 212:0.61 215:0.72 216:0.81 220:0.62 235:0.31 241:0.59 242:0.82 243:0.60 245:0.39 247:0.12 248:0.66 256:0.64 259:0.21 260:0.74 261:0.76 265:0.59 266:0.17 267:0.79 268:0.68 276:0.21 283:0.60 285:0.62 297:0.36 300:0.13\n1 7:0.81 12:0.51 17:0.38 20:0.77 21:0.40 27:0.72 28:0.96 30:0.58 32:0.80 34:0.85 36:0.81 43:0.52 55:0.52 66:0.69 69:0.12 70:0.44 78:0.74 81:0.78 91:0.79 98:0.74 100:0.73 104:0.58 108:0.10 111:0.73 120:0.62 123:0.10 124:0.41 126:0.54 127:0.59 129:0.59 133:0.47 135:0.32 140:0.45 145:0.93 146:0.56 147:0.62 149:0.52 150:0.58 151:0.56 152:0.75 153:0.78 154:0.41 159:0.30 161:0.55 162:0.86 164:0.84 167:0.93 169:0.72 172:0.41 173:0.34 177:0.05 179:0.87 181:0.57 186:0.75 195:0.61 202:0.73 212:0.55 215:0.67 216:0.17 220:0.74 230:0.65 233:0.63 235:0.42 241:0.87 242:0.82 243:0.73 245:0.46 247:0.12 248:0.56 256:0.81 259:0.21 260:0.63 261:0.74 265:0.74 266:0.27 267:0.19 268:0.80 271:0.82 276:0.35 283:0.60 285:0.62 297:0.36 300:0.33\n1 6:0.98 7:0.81 8:0.97 12:0.51 17:0.03 20:0.92 21:0.68 25:0.88 27:0.13 28:0.96 30:0.21 34:0.44 36:0.33 37:0.46 43:0.48 55:0.59 66:0.30 69:0.41 70:0.64 78:0.83 81:0.63 91:1.00 98:0.19 100:0.84 104:0.58 108:0.74 111:0.90 120:0.99 123:0.72 124:0.78 126:0.54 127:0.97 129:0.89 132:0.97 133:0.78 135:0.42 140:0.45 145:0.77 146:0.27 147:0.33 149:0.45 150:0.46 151:0.91 152:0.86 153:1.00 154:0.36 159:0.82 161:0.55 162:0.71 164:1.00 167:0.94 169:0.93 172:0.32 173:0.22 177:0.05 179:0.82 181:0.57 186:0.77 189:0.99 191:0.98 202:0.99 212:0.49 215:0.49 216:0.93 230:0.87 233:0.76 235:0.80 238:0.99 241:0.95 242:0.82 243:0.23 245:0.56 247:0.12 248:0.99 256:1.00 260:0.99 261:0.82 265:0.21 266:0.54 267:0.97 268:1.00 271:0.82 276:0.40 283:0.60 285:0.62 297:0.36 300:0.43\n1 6:0.87 7:0.81 8:0.74 12:0.51 17:0.12 20:0.97 21:0.40 27:0.21 28:0.96 30:0.30 34:0.34 36:0.76 37:0.74 43:0.52 55:0.84 66:0.10 69:0.12 70:0.85 78:0.75 81:0.78 91:0.74 98:0.42 100:0.78 104:0.84 106:0.81 108:0.81 111:0.74 120:0.90 123:0.80 124:0.95 126:0.54 127:0.83 129:0.99 133:0.95 135:0.17 140:0.45 146:0.75 147:0.79 149:0.82 150:0.58 151:0.80 152:0.98 153:0.93 154:0.41 159:0.94 161:0.55 162:0.59 164:0.93 167:0.71 169:0.76 172:0.71 173:0.06 177:0.05 179:0.17 181:0.57 186:0.75 187:0.39 189:0.88 191:0.80 202:0.91 206:0.81 212:0.29 215:0.67 216:0.95 220:0.62 230:0.65 233:0.63 235:0.42 238:0.92 241:0.58 242:0.82 243:0.22 245:0.92 247:0.12 248:0.86 256:0.91 259:0.21 260:0.91 261:0.79 265:0.44 266:0.96 267:0.28 268:0.92 271:0.82 276:0.93 283:0.82 285:0.62 297:0.36 300:0.84\n1 7:0.81 12:0.51 17:0.36 21:0.77 25:0.88 27:0.37 28:0.96 30:0.21 32:0.80 34:0.66 36:0.46 37:0.31 43:0.41 55:0.59 66:0.49 69:0.55 70:0.67 81:0.52 91:0.64 98:0.21 104:0.58 108:0.92 120:0.72 123:0.92 124:0.64 126:0.54 127:0.81 129:0.81 133:0.67 135:0.54 140:0.80 145:0.67 146:0.05 147:0.05 149:0.33 150:0.40 151:0.58 153:0.86 154:0.31 159:0.80 161:0.55 162:0.72 164:0.89 167:0.76 172:0.32 173:0.36 177:0.05 178:0.42 179:0.89 181:0.57 187:0.68 195:0.90 202:0.83 212:0.55 215:0.44 216:0.86 220:1.00 230:0.65 233:0.63 235:0.97 241:0.69 242:0.82 243:0.18 245:0.48 247:0.12 248:0.65 256:0.86 259:0.21 260:0.73 265:0.23 266:0.38 267:0.65 268:0.87 271:0.82 276:0.21 285:0.62 297:0.36 300:0.43\n1 12:0.51 17:0.57 21:0.22 27:0.45 28:0.96 30:0.62 32:0.80 34:0.70 36:0.31 37:0.50 43:0.32 55:0.52 66:0.75 69:0.68 70:0.34 81:0.83 91:0.14 98:0.51 108:0.52 123:0.50 126:0.54 127:0.15 129:0.05 135:0.69 145:0.41 146:0.62 147:0.67 149:0.37 150:0.62 154:0.24 159:0.23 161:0.55 163:0.75 167:0.58 172:0.32 173:0.67 177:0.05 178:0.55 179:0.60 181:0.57 187:0.68 195:0.73 212:0.30 215:0.79 216:0.77 235:0.22 241:0.15 242:0.82 243:0.77 247:0.12 259:0.21 265:0.52 266:0.27 267:0.23 271:0.82 276:0.27 283:0.60 297:0.36 300:0.25\n1 8:0.94 12:0.51 17:0.88 21:0.71 27:0.59 28:0.96 30:0.62 32:0.80 34:0.81 36:0.66 37:0.48 43:0.34 55:0.84 66:0.75 69:0.66 70:0.34 81:0.60 91:0.78 98:0.74 104:0.58 108:0.50 120:0.64 123:0.48 126:0.54 127:0.24 129:0.05 135:0.47 140:0.45 145:0.97 146:0.55 147:0.61 149:0.39 150:0.45 151:0.56 153:0.78 154:0.25 159:0.20 161:0.55 162:0.79 163:0.75 164:0.89 167:0.94 172:0.32 173:0.84 177:0.05 179:0.84 181:0.57 191:0.75 195:0.56 202:0.81 212:0.30 215:0.48 216:0.23 220:0.82 235:0.84 241:0.93 242:0.82 243:0.77 247:0.12 248:0.58 256:0.85 259:0.21 260:0.65 265:0.74 266:0.27 267:0.23 268:0.86 271:0.82 276:0.29 283:0.60 285:0.62 297:0.36 300:0.25\n2 6:0.87 7:0.81 8:0.79 12:0.51 17:0.40 20:0.98 21:0.40 27:0.21 28:0.96 30:0.36 34:0.89 36:0.85 37:0.74 43:0.52 55:0.71 66:0.11 69:0.12 70:0.78 78:0.74 81:0.78 91:0.76 98:0.42 100:0.78 104:0.84 106:0.81 108:0.96 111:0.74 120:0.93 123:0.96 124:0.96 126:0.54 127:0.76 129:0.99 133:0.96 135:0.21 140:0.45 146:0.30 147:0.37 149:0.81 150:0.58 151:0.81 152:0.98 153:0.94 154:0.41 159:0.94 161:0.55 162:0.69 164:0.95 167:0.71 169:0.76 172:0.73 173:0.06 177:0.05 179:0.17 181:0.57 186:0.75 187:0.39 189:0.89 191:0.85 202:0.91 206:0.81 212:0.27 215:0.67 216:0.95 220:0.62 230:0.65 233:0.63 235:0.42 238:0.92 241:0.57 242:0.82 243:0.08 245:0.92 247:0.12 248:0.90 256:0.93 259:0.21 260:0.93 261:0.79 265:0.44 266:0.95 267:0.69 268:0.93 271:0.82 276:0.93 283:0.82 285:0.62 297:0.36 300:0.70\n1 6:0.87 8:0.81 12:0.51 17:0.34 20:0.73 21:0.78 27:0.21 28:0.96 30:0.33 34:0.56 36:0.86 37:0.74 43:0.46 55:0.84 66:0.36 69:0.41 70:0.91 78:0.74 91:0.72 98:0.36 100:0.86 104:0.84 108:0.96 111:0.73 120:0.92 123:0.96 124:0.94 127:0.55 129:0.99 133:0.95 135:0.21 140:0.80 146:0.19 147:0.24 149:0.51 151:0.82 152:0.98 153:0.95 154:0.35 159:0.92 161:0.55 162:0.49 163:0.86 164:0.88 167:0.58 169:0.76 172:0.61 173:0.11 177:0.05 178:0.42 179:0.47 181:0.57 186:0.85 187:0.39 191:0.70 202:0.91 212:0.14 216:0.95 235:0.31 238:0.88 241:0.15 242:0.82 243:0.13 245:0.61 247:0.12 248:0.89 256:0.85 259:0.21 260:0.92 261:0.79 265:0.39 266:0.92 267:0.73 268:0.85 271:0.82 276:0.69 283:0.82 285:0.62 300:0.84\n1 6:0.89 7:0.81 8:0.91 12:0.51 17:0.24 20:0.91 21:0.74 25:0.88 27:0.37 28:0.96 30:0.45 32:0.80 34:0.50 36:0.63 37:0.31 43:0.46 55:0.84 66:0.36 69:0.48 70:0.50 78:0.75 81:0.57 91:1.00 98:0.19 100:0.79 104:0.58 108:0.93 111:0.76 120:0.97 123:0.92 124:0.69 126:0.54 127:0.96 129:0.81 133:0.67 135:0.44 140:0.45 145:0.61 146:0.31 147:0.38 149:0.29 150:0.43 151:0.85 152:0.87 153:0.98 154:0.35 159:0.81 161:0.55 162:0.74 163:0.90 164:0.99 167:0.93 169:0.78 172:0.21 173:0.28 177:0.05 179:0.94 181:0.57 186:0.76 189:0.90 191:0.95 195:0.90 202:0.98 212:0.23 215:0.46 216:0.86 220:0.62 230:0.65 233:0.63 235:0.88 238:0.96 241:0.90 242:0.82 243:0.34 245:0.45 247:0.12 248:0.96 256:0.99 259:0.21 260:0.97 261:0.78 265:0.20 266:0.38 267:0.89 268:0.99 271:0.82 276:0.22 283:0.60 285:0.62 297:0.36 300:0.33\n2 6:0.92 8:0.89 12:0.51 17:0.12 20:0.87 21:0.78 25:0.88 27:0.47 28:0.96 34:0.62 36:0.24 37:0.90 78:0.91 91:0.97 100:0.99 104:0.58 111:0.98 120:0.97 135:0.87 140:0.45 151:0.84 152:0.82 153:0.97 161:0.55 162:0.69 164:0.99 167:0.93 169:1.00 175:0.75 181:0.57 186:0.91 189:0.93 191:0.89 202:0.98 216:0.68 220:0.74 238:0.98 241:0.90 244:0.61 248:0.96 256:0.99 257:0.65 259:0.21 260:0.97 261:0.95 267:0.91 268:0.99 271:0.82 277:0.69 283:0.60 285:0.62\n1 6:0.83 7:0.81 8:0.91 12:0.51 17:0.16 20:0.78 21:0.68 25:0.88 27:0.41 28:0.96 30:0.66 34:0.89 36:0.84 37:0.84 43:0.32 55:0.71 66:0.47 69:0.71 70:0.40 78:0.75 81:0.63 91:0.92 98:0.61 100:0.79 104:0.81 108:0.73 111:0.74 120:0.96 123:0.71 124:0.56 126:0.54 127:0.43 129:0.59 133:0.47 135:0.65 140:0.45 145:0.77 146:0.55 147:0.61 149:0.51 150:0.46 151:0.83 152:0.80 153:0.97 154:0.23 159:0.40 161:0.55 162:0.79 164:0.98 167:0.68 169:0.76 172:0.41 173:0.77 177:0.05 179:0.73 181:0.57 186:0.75 187:0.68 189:0.89 191:0.91 202:0.96 212:0.49 215:0.49 216:0.68 220:0.62 230:0.65 233:0.63 235:0.80 238:0.92 241:0.50 242:0.82 243:0.44 245:0.66 247:0.12 248:0.94 256:0.97 259:0.21 260:0.96 261:0.76 265:0.62 266:0.63 267:0.91 268:0.98 271:0.82 276:0.46 283:0.82 285:0.62 297:0.36 300:0.33\n1 12:0.51 17:0.45 21:0.77 25:0.88 27:0.07 28:0.96 30:0.66 34:0.87 36:0.67 37:0.63 43:0.46 55:0.84 66:0.30 69:0.50 70:0.53 81:0.52 91:0.97 98:0.31 104:0.58 108:0.76 120:0.97 123:0.75 124:0.73 126:0.54 127:0.42 129:0.81 133:0.67 135:0.71 140:0.45 145:0.72 146:0.50 147:0.56 149:0.48 150:0.40 151:0.84 153:0.97 154:0.35 159:0.79 161:0.55 162:0.65 163:0.75 164:0.99 167:0.75 172:0.32 173:0.26 177:0.05 179:0.73 181:0.57 187:0.68 202:0.98 212:0.13 215:0.44 216:0.95 220:0.62 235:0.97 241:0.67 242:0.82 243:0.37 245:0.60 247:0.12 248:0.96 256:0.99 259:0.21 260:0.98 265:0.34 266:0.80 267:0.87 268:0.99 271:0.82 276:0.39 283:0.82 285:0.62 297:0.36 300:0.43\n0 6:0.89 7:0.81 8:0.96 12:0.51 17:0.16 20:0.75 21:0.74 25:0.88 27:0.25 28:0.96 30:0.37 37:0.30 43:0.43 55:0.71 66:0.19 69:0.52 70:0.70 78:0.97 81:0.57 91:0.98 98:0.26 100:0.82 104:0.58 108:0.73 111:1.00 120:0.99 123:0.92 124:0.68 126:0.54 127:0.94 129:0.81 133:0.67 140:0.45 145:0.89 146:0.26 147:0.32 149:0.53 150:0.43 151:0.91 152:0.74 153:1.00 154:0.33 159:0.82 161:0.55 162:0.66 164:1.00 167:0.93 169:0.99 172:0.48 173:0.31 177:0.05 179:0.71 181:0.57 186:0.78 189:0.91 191:0.96 202:0.99 212:0.71 215:0.46 216:0.92 220:0.74 230:0.87 233:0.76 235:0.88 238:1.00 241:0.87 242:0.82 243:0.19 245:0.68 247:0.12 248:0.99 256:1.00 260:0.99 261:0.74 265:0.25 266:0.63 268:0.99 271:0.82 276:0.41 283:0.82 285:0.62 297:0.36 300:0.55\n1 12:0.51 17:0.59 21:0.74 25:0.88 27:0.07 28:0.96 30:0.71 34:0.96 36:0.40 37:0.63 43:0.46 55:0.71 66:0.24 69:0.47 70:0.40 81:0.57 91:0.81 98:0.25 104:0.58 108:0.90 120:0.81 123:0.89 124:0.85 126:0.54 127:0.91 129:0.93 133:0.84 135:0.87 140:0.80 145:0.77 146:0.26 147:0.32 149:0.37 150:0.43 151:0.75 153:0.84 154:0.35 159:0.73 161:0.55 162:0.60 163:0.81 164:0.91 167:0.75 172:0.21 173:0.34 177:0.05 178:0.42 179:0.88 181:0.57 187:0.68 202:0.88 212:0.15 215:0.46 216:0.95 220:0.74 235:0.88 241:0.66 242:0.82 243:0.28 245:0.48 247:0.12 248:0.73 256:0.89 259:0.21 260:0.82 265:0.27 266:0.63 267:0.44 268:0.89 271:0.82 276:0.37 283:0.82 285:0.62 297:0.36 300:0.33\n1 7:0.81 12:0.51 17:0.43 21:0.78 25:0.88 27:0.47 28:0.96 30:0.17 32:0.80 34:0.68 36:0.88 37:0.90 43:0.43 55:0.45 66:0.23 69:0.46 70:0.70 91:0.72 98:0.72 104:0.58 108:0.91 120:0.76 123:0.77 124:0.74 127:0.89 129:0.81 133:0.67 135:0.92 140:0.80 145:0.93 146:0.80 147:0.83 149:0.84 151:0.57 153:0.83 154:0.33 159:0.82 161:0.55 162:0.57 164:0.92 167:0.75 172:0.81 173:0.25 177:0.05 178:0.42 179:0.24 181:0.57 187:0.21 195:0.92 202:0.90 212:0.58 216:0.68 220:0.82 230:0.65 233:0.63 235:0.12 241:0.66 242:0.82 243:0.34 245:0.96 247:0.12 248:0.68 256:0.89 259:0.21 260:0.76 265:0.51 266:0.84 267:0.73 268:0.90 271:0.82 276:0.89 283:0.60 285:0.62 300:0.55\n1 12:0.51 17:0.57 21:0.22 25:0.88 27:0.37 28:0.96 30:0.62 34:0.45 36:0.54 37:0.31 43:0.41 55:0.71 66:0.61 69:0.52 70:0.34 81:0.83 91:0.22 98:0.22 104:0.58 108:0.89 120:0.54 123:0.89 124:0.43 126:0.54 127:0.75 129:0.59 133:0.47 135:0.88 140:0.80 146:0.05 147:0.05 149:0.25 150:0.62 151:0.47 153:0.48 154:0.31 159:0.72 161:0.55 162:0.53 164:0.57 167:0.67 172:0.27 173:0.38 177:0.05 178:0.42 179:0.95 181:0.57 187:0.68 202:0.57 212:0.61 215:0.79 216:0.86 220:0.82 235:0.22 241:0.49 242:0.82 243:0.23 245:0.42 247:0.12 248:0.47 256:0.45 259:0.21 260:0.54 265:0.24 266:0.23 267:0.79 268:0.46 271:0.82 276:0.14 285:0.62 297:0.36 300:0.25\n1 6:0.97 7:0.81 8:0.97 12:0.51 17:0.24 20:0.75 21:0.76 25:0.88 27:0.18 28:0.96 30:0.21 32:0.80 37:0.37 43:0.47 55:0.71 66:0.20 69:0.45 70:0.91 78:0.78 81:0.54 91:1.00 98:0.30 100:0.86 104:0.58 108:0.75 111:0.81 120:0.99 123:0.73 124:0.85 126:0.54 127:0.95 129:0.93 133:0.84 140:0.45 145:0.76 146:0.27 147:0.33 149:0.49 150:0.41 151:0.91 152:0.74 153:1.00 154:0.36 159:0.76 161:0.55 162:0.69 164:1.00 167:0.94 169:0.86 172:0.32 173:0.30 177:0.05 179:0.73 181:0.57 186:0.77 189:0.98 191:0.96 195:0.86 202:0.99 212:0.23 215:0.46 216:0.94 230:0.65 233:0.63 235:0.95 238:1.00 241:0.91 242:0.82 243:0.19 245:0.60 247:0.12 248:0.99 256:1.00 260:0.99 261:0.74 265:0.32 266:0.71 268:1.00 271:0.82 276:0.50 283:0.82 285:0.62 297:0.36 300:0.70\n2 12:0.51 17:0.24 21:0.74 25:0.88 27:0.07 28:0.96 30:0.53 34:0.90 36:0.67 37:0.63 43:0.46 55:0.71 66:0.34 69:0.49 70:0.63 81:0.57 91:0.95 98:0.37 104:0.58 108:0.71 120:0.96 123:0.69 124:0.89 126:0.54 127:0.89 129:0.96 133:0.90 135:0.82 140:0.80 145:0.59 146:0.54 147:0.60 149:0.65 150:0.43 151:0.84 153:0.97 154:0.35 159:0.86 161:0.55 162:0.63 164:0.98 167:0.79 172:0.57 173:0.24 177:0.05 178:0.42 179:0.56 181:0.57 187:0.68 202:0.97 212:0.19 215:0.46 216:0.95 220:0.62 235:0.88 241:0.72 242:0.82 243:0.28 245:0.67 247:0.12 248:0.95 256:1.00 259:0.21 260:0.96 265:0.39 266:0.92 267:0.94 268:0.98 271:0.82 276:0.65 283:0.60 285:0.62 297:0.36 300:0.55\n4 6:0.99 7:0.81 8:0.98 12:0.51 17:0.05 20:0.98 21:0.68 25:0.88 27:0.07 28:0.96 30:0.38 34:0.53 36:0.35 37:0.63 43:0.46 55:0.71 66:0.13 69:0.48 70:0.83 78:0.90 81:0.63 91:1.00 98:0.44 100:1.00 104:0.58 108:0.78 111:0.97 120:1.00 123:0.89 124:0.82 126:0.54 127:0.94 129:0.93 133:0.84 135:0.56 140:0.45 145:0.89 146:0.35 147:0.42 149:0.64 150:0.46 151:0.91 152:0.99 153:1.00 154:0.35 159:0.77 161:0.55 162:0.64 164:1.00 167:0.94 169:0.96 172:0.61 173:0.32 177:0.05 179:0.55 181:0.57 186:0.96 189:0.99 191:0.99 202:1.00 212:0.48 215:0.49 216:0.95 220:0.62 230:0.87 233:0.76 235:0.80 238:1.00 241:0.94 242:0.82 243:0.19 245:0.72 247:0.12 248:1.00 256:1.00 259:0.21 260:1.00 261:1.00 265:0.40 266:0.89 267:0.82 268:1.00 271:0.82 276:0.66 283:0.82 285:0.62 297:0.36 300:0.70\n1 6:0.83 8:0.93 12:0.51 17:0.28 20:0.76 21:0.22 25:0.88 27:0.41 28:0.96 30:0.36 34:0.79 36:0.62 37:0.84 43:0.34 55:0.71 66:0.91 69:0.65 70:0.44 78:0.75 81:0.83 91:0.84 98:0.95 100:0.77 104:0.81 108:0.50 111:0.74 120:0.96 123:0.48 126:0.54 127:0.64 129:0.05 135:0.65 140:0.45 146:0.92 147:0.93 149:0.67 150:0.62 151:0.81 152:0.80 153:0.94 154:0.25 159:0.53 161:0.55 162:0.77 164:0.97 167:0.91 169:0.76 172:0.76 173:0.66 177:0.05 179:0.55 181:0.57 186:0.75 191:0.91 202:0.94 212:0.48 215:0.79 216:0.68 220:0.62 235:0.22 238:0.84 241:0.82 242:0.82 243:0.92 247:0.12 248:0.94 256:0.96 259:0.21 260:0.96 261:0.76 265:0.95 266:0.47 267:0.65 268:0.96 271:0.82 276:0.65 283:0.60 285:0.62 297:0.36 300:0.33\n1 12:0.51 17:0.76 21:0.40 25:0.88 27:0.37 28:0.96 30:0.62 34:0.52 36:0.48 37:0.31 43:0.41 55:0.71 66:0.61 69:0.52 70:0.34 81:0.78 91:0.09 98:0.24 104:0.58 108:0.87 123:0.86 124:0.43 126:0.54 127:0.77 129:0.59 133:0.47 135:0.81 146:0.05 147:0.05 149:0.26 150:0.58 154:0.31 159:0.65 161:0.55 167:0.56 172:0.27 173:0.43 177:0.05 178:0.55 179:0.95 181:0.57 187:0.68 212:0.61 215:0.67 216:0.86 235:0.42 241:0.07 242:0.82 243:0.23 245:0.42 247:0.12 259:0.21 265:0.26 266:0.23 267:0.69 271:0.82 276:0.15 297:0.36 300:0.25\n1 12:0.51 17:0.72 21:0.54 27:0.45 28:0.96 30:0.66 32:0.80 34:0.90 36:0.18 37:0.50 43:0.32 55:0.59 66:0.91 69:0.69 70:0.41 81:0.72 91:0.15 98:0.78 108:0.53 123:0.51 126:0.54 127:0.27 129:0.05 135:0.87 145:0.50 146:0.90 147:0.92 149:0.66 150:0.54 154:0.24 159:0.51 161:0.55 167:0.59 172:0.76 173:0.61 177:0.05 178:0.55 179:0.37 181:0.57 187:0.68 195:0.82 212:0.52 215:0.58 216:0.77 235:0.60 241:0.18 242:0.82 243:0.92 247:0.12 259:0.21 265:0.78 266:0.54 267:0.79 271:0.82 276:0.65 297:0.36 300:0.43\n1 6:0.84 7:0.81 8:0.65 12:0.51 17:0.69 20:0.79 21:0.74 27:0.55 28:0.96 34:0.50 36:0.79 37:0.86 43:0.26 66:0.36 69:0.82 78:0.74 81:0.57 91:0.81 98:0.09 100:0.77 104:0.76 106:0.81 108:0.67 111:0.73 120:0.71 123:0.65 126:0.54 127:0.07 129:0.05 135:0.68 140:0.45 145:0.91 146:0.05 147:0.05 149:0.11 150:0.43 151:0.66 152:0.77 153:0.48 154:0.18 159:0.05 161:0.55 162:0.86 164:0.76 167:0.77 169:0.75 172:0.05 173:0.96 177:0.05 181:0.57 186:0.75 187:0.21 189:0.86 202:0.62 206:0.81 215:0.46 216:0.41 220:0.99 230:0.87 233:0.76 235:0.88 238:0.90 241:0.70 243:0.51 248:0.64 256:0.68 259:0.21 260:0.72 261:0.74 265:0.10 267:0.18 268:0.70 271:0.82 283:0.82 285:0.62 297:0.36\n1 1:0.74 11:0.57 12:0.79 17:0.55 21:0.13 27:0.45 28:0.80 30:0.86 34:0.75 36:0.27 37:0.50 39:0.79 43:0.82 46:0.96 66:0.33 69:0.68 70:0.32 74:0.71 81:0.75 83:0.77 85:0.91 91:0.11 98:0.34 101:0.80 107:0.94 108:0.51 110:0.92 114:0.92 122:0.43 123:0.49 124:0.61 125:0.88 126:0.54 127:0.18 129:0.59 133:0.47 135:0.90 145:0.50 146:0.52 147:0.58 149:0.84 150:0.85 154:0.78 155:0.67 159:0.34 160:0.88 161:0.66 163:0.81 165:0.88 167:0.65 172:0.32 173:0.59 176:0.73 177:0.38 178:0.55 179:0.43 181:0.52 187:0.68 192:0.59 201:0.74 212:0.39 215:0.84 216:0.77 222:0.76 235:0.22 241:0.18 242:0.63 243:0.50 245:0.64 247:0.30 253:0.73 259:0.21 265:0.36 266:0.54 267:0.44 271:0.95 276:0.41 289:0.92 290:0.92 297:0.36 300:0.33\n2 8:0.90 9:0.80 11:0.57 12:0.79 17:0.02 21:0.76 27:0.05 28:0.80 30:0.85 32:0.80 34:0.93 36:0.80 37:0.98 39:0.79 41:0.96 43:0.91 46:0.99 66:0.60 69:0.48 70:0.57 74:0.87 77:0.70 78:0.72 81:0.25 83:0.80 85:0.95 91:0.78 96:0.91 98:0.61 101:0.86 104:0.72 107:0.95 108:0.70 110:0.94 111:0.77 120:0.84 122:0.43 123:0.68 124:0.50 125:0.97 126:0.32 127:0.67 129:0.59 133:0.47 135:0.34 140:0.87 145:0.76 146:0.52 147:0.58 149:0.93 150:0.25 151:0.95 153:0.83 154:0.90 155:0.67 159:0.42 160:0.99 161:0.66 162:0.60 164:0.85 167:0.89 169:0.90 172:0.63 173:0.55 177:0.38 178:0.48 179:0.60 181:0.52 187:0.39 192:0.59 195:0.63 202:0.81 208:0.64 212:0.58 215:0.46 216:0.70 222:0.76 232:0.81 235:0.95 241:0.75 242:0.63 243:0.36 245:0.78 247:0.30 248:0.91 253:0.93 255:0.79 256:0.81 259:0.21 260:0.85 265:0.62 266:0.54 267:0.87 268:0.82 271:0.95 276:0.58 282:0.88 285:0.62 289:0.92 297:0.36 299:0.88 300:0.84\n3 6:0.98 8:0.95 9:0.80 11:0.57 12:0.79 17:0.01 20:0.81 21:0.76 27:0.05 28:0.80 30:0.86 32:0.80 34:0.77 36:0.77 37:0.98 39:0.79 41:0.94 43:0.87 46:1.00 66:0.86 69:0.57 70:0.46 74:0.84 77:0.70 78:0.77 81:0.25 83:0.80 85:0.93 91:0.68 96:0.90 98:0.76 100:0.83 101:0.86 104:0.72 107:0.95 108:0.44 110:0.93 111:0.78 120:0.84 122:0.43 123:0.42 125:0.99 126:0.32 127:0.25 129:0.05 135:0.68 140:0.45 145:0.76 146:0.52 147:0.58 149:0.91 150:0.25 151:0.95 152:0.93 153:0.84 154:0.86 155:0.67 159:0.18 160:0.99 161:0.66 162:0.82 164:0.81 167:0.88 169:0.94 172:0.59 173:0.79 177:0.38 179:0.56 181:0.52 186:0.78 187:0.68 189:0.98 192:0.59 195:0.55 202:0.70 208:0.64 212:0.84 215:0.46 216:0.70 222:0.76 232:0.81 235:0.95 238:0.96 241:0.74 242:0.63 243:0.86 247:0.30 248:0.90 253:0.92 255:0.79 256:0.75 259:0.21 260:0.84 261:0.94 265:0.76 266:0.27 267:0.85 268:0.76 271:0.95 276:0.41 282:0.88 285:0.62 289:0.92 297:0.36 299:0.88 300:0.55\n2 1:0.74 9:0.80 11:0.57 12:0.79 17:0.16 21:0.13 27:0.50 28:0.80 30:0.76 34:0.94 36:0.94 37:0.69 39:0.79 41:0.97 43:0.90 46:1.00 60:0.97 66:0.71 69:0.44 70:0.46 74:0.93 81:0.75 83:0.88 85:0.97 91:0.60 96:0.94 98:0.81 101:0.87 104:0.72 107:0.96 108:0.61 110:0.94 114:0.92 120:0.90 122:0.43 123:0.59 124:0.44 125:0.99 126:0.54 127:0.58 129:0.59 133:0.47 135:0.34 140:0.45 146:0.32 147:0.38 149:0.97 150:0.85 151:0.97 153:0.89 154:0.89 155:0.67 158:0.87 159:0.47 160:0.99 161:0.66 162:0.73 164:0.87 165:0.88 167:0.86 172:0.79 173:0.46 176:0.73 177:0.38 179:0.41 181:0.52 187:0.39 192:0.59 201:0.74 202:0.81 208:0.64 212:0.69 215:0.84 216:0.52 222:0.76 232:0.81 235:0.22 241:0.73 242:0.63 243:0.26 245:0.84 247:0.39 248:0.94 253:0.96 255:0.79 256:0.83 259:0.21 260:0.90 265:0.81 266:0.63 267:0.84 268:0.84 271:0.95 276:0.72 279:0.86 283:0.71 285:0.62 289:0.92 290:0.92 297:0.36 300:0.70\n1 1:0.74 6:0.98 8:0.88 9:0.80 11:0.57 12:0.79 17:0.08 20:0.82 21:0.22 27:0.02 28:0.80 30:0.85 34:0.63 36:0.74 37:0.96 39:0.79 41:1.00 43:0.89 46:0.99 66:0.72 69:0.49 70:0.54 74:0.78 78:0.76 81:0.70 83:0.90 85:0.94 91:0.97 96:0.98 98:0.55 100:0.80 101:0.85 104:0.58 107:0.95 108:0.67 110:0.93 111:0.76 114:0.90 120:0.96 122:0.43 123:0.65 124:0.41 125:0.96 126:0.54 127:0.48 129:0.59 133:0.47 135:0.30 140:0.80 146:0.13 147:0.18 149:0.89 150:0.82 151:0.99 152:1.00 153:0.97 154:0.88 155:0.67 159:0.35 160:1.00 161:0.66 162:0.58 164:0.97 165:0.86 167:0.87 169:0.96 172:0.59 173:0.58 176:0.73 177:0.38 178:0.42 179:0.67 181:0.52 186:0.76 187:0.39 189:0.93 191:0.83 192:0.59 201:0.74 202:0.96 208:0.64 212:0.77 215:0.79 216:0.87 222:0.76 232:0.80 235:0.31 238:0.94 241:0.73 242:0.63 243:0.20 245:0.61 247:0.30 248:0.99 253:0.99 255:0.79 256:0.96 259:0.21 260:0.97 261:0.98 265:0.56 266:0.47 267:0.88 268:0.97 271:0.95 276:0.39 285:0.62 289:0.92 290:0.90 297:0.36 300:0.70\n1 1:0.74 6:0.94 8:0.94 9:0.80 11:0.57 12:0.79 17:0.05 20:0.81 21:0.13 27:0.50 28:0.80 30:0.76 34:0.88 36:0.93 37:0.69 39:0.79 41:0.97 43:0.90 46:1.00 60:0.87 66:0.71 69:0.44 70:0.46 74:0.93 78:0.74 81:0.75 83:0.87 85:0.97 91:0.77 96:0.92 98:0.84 100:0.78 101:0.87 104:0.72 107:0.96 108:0.61 110:0.94 111:0.74 114:0.92 120:0.86 122:0.43 123:0.59 124:0.44 125:0.98 126:0.54 127:0.81 129:0.59 133:0.47 135:0.26 140:0.45 146:0.32 147:0.38 149:0.97 150:0.85 151:0.87 152:0.83 153:0.48 154:0.89 155:0.67 158:0.87 159:0.47 160:0.99 161:0.66 162:0.80 164:0.88 165:0.88 167:1.00 169:0.76 172:0.79 173:0.48 176:0.73 177:0.38 179:0.45 181:0.52 186:0.75 189:0.96 192:0.59 201:0.74 202:0.81 208:0.64 212:0.69 215:0.84 216:0.52 220:0.74 222:0.76 232:0.81 235:0.22 238:0.94 241:0.95 242:0.63 243:0.26 245:0.84 247:0.39 248:0.92 253:0.95 255:0.79 256:0.84 259:0.21 260:0.87 261:0.77 265:0.84 266:0.63 267:0.85 268:0.86 271:0.95 276:0.72 279:0.86 283:0.71 285:0.62 289:0.92 290:0.92 297:0.36 300:0.70\n2 1:0.74 6:0.98 7:0.81 8:0.98 9:0.80 11:0.57 12:0.79 17:0.13 20:0.76 21:0.47 27:0.02 28:0.80 30:0.86 34:0.42 36:0.45 37:0.96 39:0.79 41:0.97 43:0.98 46:1.00 66:0.86 69:0.17 70:0.46 74:0.86 76:0.85 78:0.88 81:0.57 83:0.87 85:0.93 91:0.79 96:0.96 98:0.83 100:0.98 101:0.86 104:0.58 107:0.95 108:0.14 110:0.93 111:0.96 114:0.80 120:0.92 121:0.90 122:0.43 123:0.13 125:0.99 126:0.54 127:0.32 129:0.05 135:0.37 140:0.45 146:0.50 147:0.56 149:0.92 150:0.74 151:0.98 152:1.00 153:0.91 154:0.98 155:0.67 159:0.18 160:0.99 161:0.66 162:0.81 164:0.88 165:0.80 167:0.97 169:0.96 172:0.59 173:0.50 176:0.73 177:0.38 179:0.64 181:0.52 186:0.88 187:0.21 189:0.99 191:0.82 192:0.59 201:0.74 202:0.80 204:0.89 208:0.64 212:0.84 215:0.63 216:0.87 222:0.76 230:0.84 232:0.80 233:0.69 235:0.60 238:0.99 241:0.82 242:0.63 243:0.86 247:0.30 248:0.96 253:0.97 255:0.79 256:0.85 259:0.21 260:0.93 261:0.98 265:0.83 266:0.27 267:0.95 268:0.85 271:0.95 276:0.42 285:0.62 289:0.92 290:0.80 297:0.36 300:0.55\n2 1:0.74 8:0.97 9:0.80 11:0.57 12:0.79 17:0.03 21:0.68 27:0.02 28:0.80 30:0.85 34:0.73 36:0.86 37:0.96 39:0.79 41:0.90 43:0.87 46:0.99 66:0.72 69:0.58 70:0.54 74:0.77 81:0.47 83:0.78 85:0.94 91:0.74 96:0.84 98:0.55 101:0.85 104:0.58 107:0.95 108:0.68 110:0.93 114:0.70 120:0.75 122:0.43 123:0.66 124:0.41 125:0.98 126:0.54 127:0.47 129:0.59 133:0.47 135:0.54 140:0.45 146:0.13 147:0.18 149:0.88 150:0.65 151:0.93 153:0.77 154:0.85 155:0.67 159:0.35 160:0.98 161:0.66 162:0.86 164:0.74 165:0.70 167:0.83 172:0.59 173:0.69 176:0.73 177:0.38 179:0.67 181:0.52 187:0.21 191:0.91 192:0.59 201:0.74 202:0.60 208:0.64 212:0.77 215:0.49 216:0.87 220:0.99 222:0.76 232:0.80 235:0.84 241:0.71 242:0.63 243:0.20 245:0.61 247:0.30 248:0.82 253:0.85 255:0.79 256:0.64 259:0.21 260:0.76 265:0.56 266:0.47 267:0.84 268:0.69 271:0.95 276:0.39 285:0.62 289:0.92 290:0.70 297:0.36 300:0.70\n2 1:0.74 6:0.92 7:0.81 8:0.80 9:0.80 11:0.57 12:0.79 17:0.55 20:0.77 21:0.30 27:0.21 28:0.80 30:0.74 34:0.53 36:0.82 37:0.74 39:0.79 41:0.90 43:0.98 46:0.99 60:0.95 66:0.16 69:0.12 70:0.55 74:0.99 78:0.74 81:0.65 83:0.88 85:1.00 91:0.04 96:0.85 98:0.54 100:0.77 101:0.87 104:0.84 106:0.81 107:0.97 108:0.96 110:0.95 111:0.73 114:0.86 117:0.86 120:0.75 121:0.90 122:0.57 123:0.87 124:0.95 125:0.99 126:0.54 127:0.88 129:0.99 133:0.96 135:0.44 140:0.45 146:0.53 147:0.59 149:1.00 150:0.79 151:0.82 152:0.91 153:0.46 154:0.98 155:0.67 158:0.92 159:0.95 160:0.98 161:0.66 162:0.81 164:0.73 165:0.84 167:0.64 169:0.77 172:0.96 173:0.06 176:0.73 177:0.38 179:0.10 181:0.52 186:0.75 187:0.39 192:0.59 201:0.74 202:0.61 204:0.89 206:0.81 208:0.64 212:0.56 215:0.72 216:0.95 220:0.87 222:0.76 230:0.87 232:0.91 233:0.76 235:0.42 241:0.15 242:0.60 243:0.09 245:0.99 247:0.67 248:0.83 253:0.90 255:0.79 256:0.64 259:0.21 260:0.76 261:0.79 265:0.51 266:0.87 267:0.52 268:0.67 271:0.95 276:0.99 279:0.86 283:0.82 285:0.62 289:0.92 290:0.86 297:0.36 300:0.84\n1 8:0.97 9:0.80 12:0.79 17:0.08 21:0.78 27:0.28 28:0.80 34:0.56 36:0.22 37:0.94 39:0.79 41:0.92 46:0.88 78:0.79 83:0.78 91:0.81 96:0.87 104:0.54 107:0.88 110:0.88 111:0.86 120:0.80 125:0.98 132:0.97 135:0.75 140:0.45 151:0.93 153:0.78 155:0.67 160:0.98 161:0.66 162:0.81 164:0.78 167:0.98 169:0.91 175:0.91 181:0.52 191:0.86 192:0.59 202:0.67 208:0.64 216:0.18 222:0.76 232:0.76 238:0.98 241:0.87 244:0.83 248:0.85 253:0.81 255:0.79 256:0.71 257:0.84 259:0.21 260:0.81 267:0.65 268:0.73 271:0.95 277:0.87 285:0.62 289:0.92\n1 1:0.74 8:0.88 9:0.80 11:0.57 12:0.79 17:0.04 27:0.02 28:0.80 30:0.86 34:0.63 36:0.66 37:0.96 39:0.79 41:0.94 43:0.76 46:0.99 66:0.84 69:0.82 70:0.40 74:0.71 78:0.80 81:0.86 83:0.83 85:0.91 91:0.77 96:0.92 98:0.39 101:0.84 104:0.58 107:0.94 108:0.66 110:0.93 111:0.79 114:0.98 120:0.86 122:0.43 123:0.64 125:1.00 126:0.54 127:0.13 129:0.05 135:0.60 140:0.45 146:0.34 147:0.41 149:0.84 150:0.92 151:0.93 153:0.78 154:0.67 155:0.67 159:0.14 160:0.99 161:0.66 162:0.85 164:0.81 165:0.92 167:0.85 169:0.92 172:0.54 173:0.95 176:0.73 177:0.38 179:0.22 181:0.52 187:0.21 192:0.59 201:0.74 202:0.69 208:0.64 212:0.92 215:0.96 216:0.87 222:0.76 232:0.80 235:0.05 241:0.73 242:0.63 243:0.85 247:0.30 248:0.91 253:0.92 255:0.79 256:0.75 259:0.21 260:0.86 265:0.41 266:0.17 267:0.59 268:0.76 271:0.95 276:0.42 285:0.62 289:0.92 290:0.98 297:0.36 300:0.43\n3 1:0.74 6:0.92 7:0.81 8:0.80 9:0.80 11:0.57 12:0.79 17:0.36 20:0.98 21:0.30 27:0.21 28:0.80 30:0.74 34:0.58 36:0.84 37:0.74 39:0.79 41:0.99 43:0.98 46:0.99 60:1.00 66:0.16 69:0.12 70:0.55 74:0.99 78:0.75 81:0.65 83:0.90 85:1.00 91:0.73 96:0.98 98:0.54 100:0.79 101:0.87 104:0.84 106:0.81 107:0.97 108:0.96 110:0.95 111:0.75 114:0.86 117:0.86 120:0.96 121:0.90 122:0.57 123:0.87 124:0.95 125:0.99 126:0.54 127:0.87 129:0.99 133:0.96 135:0.39 140:0.45 146:0.51 147:0.57 149:1.00 150:0.79 151:0.99 152:0.91 153:0.97 154:0.98 155:0.67 158:0.92 159:0.95 160:1.00 161:0.66 162:0.68 164:0.93 165:0.84 167:0.71 169:0.77 172:0.96 173:0.06 176:0.73 177:0.38 179:0.10 181:0.52 186:0.76 187:0.39 189:0.93 191:0.75 192:0.59 201:0.74 202:0.90 204:0.89 206:0.81 208:0.64 212:0.55 215:0.72 216:0.95 222:0.76 230:0.87 232:0.91 233:0.76 235:0.42 238:0.94 241:0.46 242:0.60 243:0.08 245:0.99 247:0.67 248:0.98 253:0.99 255:0.79 256:0.91 259:0.21 260:0.96 261:0.79 265:0.51 266:0.87 267:0.36 268:0.92 271:0.95 276:0.99 279:0.86 283:0.82 285:0.62 289:0.92 290:0.86 297:0.36 300:0.84\n2 6:0.97 8:0.98 9:0.80 12:0.79 17:0.01 20:0.79 21:0.78 27:0.14 28:0.80 34:0.68 36:0.28 37:1.00 39:0.79 41:0.95 46:0.88 78:0.75 83:0.80 91:0.85 96:0.90 100:0.80 104:0.72 107:0.88 110:0.88 111:0.75 120:0.83 125:0.97 135:0.81 140:0.80 151:0.96 152:0.76 153:0.85 155:0.67 160:0.99 161:0.66 162:0.55 164:0.81 167:0.98 169:0.78 175:0.91 178:0.42 181:0.52 186:0.76 189:0.98 191:0.92 192:0.59 202:0.78 208:0.64 216:0.41 222:0.76 232:0.81 238:0.95 241:0.85 244:0.83 248:0.89 253:0.85 255:0.79 256:0.77 257:0.84 259:0.21 260:0.83 261:0.76 267:0.52 268:0.77 271:0.95 277:0.87 285:0.62 289:0.92\n2 1:0.74 8:0.95 9:0.80 11:0.57 12:0.79 17:0.78 27:0.72 28:0.80 30:0.91 34:0.36 36:0.40 37:0.87 39:0.79 41:0.82 43:0.89 46:0.99 66:0.69 69:0.58 70:0.13 74:0.56 81:0.83 83:0.81 85:0.80 91:0.88 96:0.84 98:0.52 101:0.81 107:0.92 108:0.44 110:0.91 114:0.98 120:0.75 122:0.43 123:0.43 125:0.99 126:0.54 127:0.16 129:0.05 135:0.51 140:0.45 145:0.96 146:0.26 147:0.32 149:0.69 150:0.90 151:0.93 153:0.77 154:0.88 155:0.67 159:0.11 160:0.96 161:0.66 162:0.68 164:0.64 165:0.92 167:1.00 172:0.21 173:0.95 176:0.73 177:0.38 179:0.77 181:0.52 192:0.59 201:0.74 202:0.54 208:0.64 212:0.61 215:0.96 216:0.07 222:0.76 235:0.22 241:0.99 242:0.63 243:0.73 247:0.30 248:0.82 253:0.84 255:0.79 256:0.45 259:0.21 260:0.75 265:0.54 266:0.17 267:0.59 268:0.57 271:0.95 276:0.15 285:0.62 289:0.92 290:0.98 297:1.00 300:0.13\n3 1:0.74 6:0.98 7:0.81 8:0.97 9:0.80 11:0.57 12:0.79 17:0.15 20:0.97 21:0.13 27:0.02 28:0.80 30:0.86 34:0.25 36:0.49 37:0.96 39:0.79 41:0.98 43:0.98 46:1.00 66:0.86 69:0.08 70:0.46 74:0.86 78:0.87 81:0.75 83:0.89 85:0.93 91:0.87 96:0.97 98:0.82 100:0.97 101:0.86 104:0.58 107:0.95 108:0.07 110:0.93 111:0.94 114:0.92 120:0.93 121:0.90 122:0.43 123:0.07 125:0.99 126:0.54 127:0.31 129:0.05 135:0.30 140:0.45 146:0.50 147:0.56 149:0.92 150:0.85 151:0.98 152:1.00 153:0.92 154:0.98 155:0.67 159:0.18 160:0.99 161:0.66 162:0.75 164:0.91 165:0.88 167:0.96 169:0.96 172:0.59 173:0.41 176:0.73 177:0.38 179:0.63 181:0.52 186:0.87 187:0.21 189:0.99 191:0.81 192:0.59 201:0.74 202:0.85 204:0.89 208:0.64 212:0.84 215:0.84 216:0.87 222:0.76 230:0.84 232:0.80 233:0.69 235:0.22 238:0.99 241:0.81 242:0.63 243:0.86 247:0.30 248:0.97 253:0.97 255:0.79 256:0.87 259:0.21 260:0.94 261:0.98 265:0.82 266:0.27 267:0.44 268:0.88 271:0.95 276:0.42 285:0.62 289:0.92 290:0.92 297:0.36 300:0.55\n1 1:0.74 11:0.57 12:0.79 17:0.47 21:0.13 27:0.45 28:0.80 30:0.58 32:0.80 34:0.77 36:0.19 37:0.50 39:0.79 43:0.82 46:0.97 66:0.67 69:0.68 70:0.67 74:0.89 77:0.70 81:0.75 83:0.77 85:0.94 91:0.18 98:0.48 101:0.82 107:0.95 108:0.51 110:0.94 114:0.92 122:0.43 123:0.49 124:0.48 125:0.88 126:0.54 127:0.46 129:0.59 133:0.64 135:0.86 145:0.50 146:0.66 147:0.71 149:0.89 150:0.85 154:0.78 155:0.67 159:0.61 160:0.88 161:0.66 165:0.88 167:0.65 172:0.70 173:0.61 176:0.73 177:0.38 178:0.55 179:0.50 181:0.52 187:0.68 192:0.59 195:0.80 201:0.74 212:0.60 215:0.84 216:0.77 222:0.76 235:0.22 241:0.18 242:0.70 243:0.72 245:0.70 247:0.30 253:0.77 259:0.21 265:0.50 266:0.63 267:0.19 271:0.95 276:0.59 282:0.88 289:0.92 290:0.92 297:0.36 299:0.88 300:0.55\n0 1:0.66 8:0.77 9:0.75 11:0.45 12:0.79 17:0.62 18:0.96 27:0.71 29:0.77 30:0.57 31:0.99 34:0.28 36:0.97 37:0.40 39:0.95 43:0.56 44:0.88 45:0.90 46:0.88 48:0.98 55:0.71 64:0.77 66:0.46 69:0.88 70:0.62 71:0.66 74:0.66 77:0.70 79:0.99 81:0.62 83:0.60 86:0.92 91:0.87 96:0.95 97:0.97 98:0.66 99:0.83 101:0.52 107:0.91 108:0.75 110:0.92 114:0.92 122:0.85 123:0.74 124:0.65 125:0.88 126:0.44 127:0.89 129:0.05 133:0.60 135:0.30 137:0.99 139:0.91 140:0.80 145:0.65 146:0.77 147:0.75 149:0.67 150:0.54 151:0.98 153:0.94 154:0.16 155:0.58 158:0.75 159:0.62 160:0.88 162:0.63 165:0.70 172:0.75 173:0.90 176:0.62 177:0.38 178:0.42 179:0.40 190:0.95 191:0.76 192:0.51 195:0.76 196:0.99 201:0.62 202:0.87 204:0.81 208:0.54 212:0.72 216:0.39 219:0.90 222:0.25 232:0.72 235:0.05 241:0.80 242:0.33 243:0.46 244:0.83 245:0.87 247:0.86 248:0.95 253:0.95 254:0.96 255:0.74 256:0.90 257:0.65 259:0.21 265:0.67 266:0.75 267:0.87 268:0.88 271:0.95 276:0.78 279:0.81 281:0.91 282:0.74 284:0.99 285:0.56 289:0.90 290:0.92 292:0.95 300:0.55\n1 8:0.89 11:0.45 12:0.79 17:0.24 18:1.00 21:0.71 22:0.93 27:0.21 29:0.77 30:0.28 31:0.98 34:0.29 36:0.75 37:0.74 39:0.95 43:0.11 45:0.66 46:0.88 47:0.93 48:0.91 55:0.71 64:0.77 66:0.10 69:0.27 70:0.82 71:0.66 74:0.49 79:0.98 81:0.27 86:0.98 91:0.60 98:0.39 101:0.52 107:0.92 108:0.99 110:0.92 120:0.77 122:0.86 123:0.99 124:0.98 125:0.88 126:0.26 127:0.99 129:0.99 133:0.98 135:0.26 137:0.98 139:0.97 140:0.96 146:0.87 147:0.89 149:0.52 150:0.29 151:0.80 153:0.48 154:0.08 159:0.98 160:0.88 162:0.60 164:0.72 172:0.95 173:0.06 177:0.70 178:0.48 179:0.09 187:0.39 190:0.98 191:0.70 192:0.50 196:0.99 202:0.90 212:0.52 216:0.95 219:0.90 220:0.62 222:0.25 235:0.84 241:0.57 242:0.71 243:0.11 244:0.83 245:0.99 247:0.97 248:0.73 253:0.40 254:0.97 255:0.71 256:0.91 259:0.21 260:0.77 262:0.93 265:0.41 266:0.96 267:0.18 268:0.91 271:0.95 276:0.99 281:0.86 283:0.67 284:0.99 285:0.56 289:0.90 292:0.88 300:0.94\n0 7:0.69 8:0.65 11:0.45 12:0.79 17:0.45 18:0.99 21:0.22 22:0.93 27:0.66 29:0.77 30:0.13 31:0.91 34:0.40 36:0.93 37:0.54 39:0.95 43:0.22 45:0.95 46:0.88 47:0.93 48:0.91 55:0.71 64:0.77 66:0.42 69:0.74 70:0.93 71:0.66 74:0.58 79:0.90 81:0.43 86:0.96 91:0.20 98:0.72 101:0.52 104:0.83 106:0.81 107:0.92 108:0.57 110:0.93 120:0.63 122:0.85 123:0.54 124:0.86 125:0.88 126:0.44 127:0.90 129:0.93 133:0.87 135:0.60 137:0.91 139:0.95 140:0.45 146:0.99 147:0.37 149:0.66 150:0.42 151:0.70 153:0.72 154:0.14 159:0.93 160:0.88 162:0.65 164:0.63 172:0.96 173:0.37 177:0.38 179:0.13 187:0.21 190:0.95 192:0.51 196:0.95 201:0.60 202:0.55 206:0.81 212:0.47 215:0.79 216:0.45 219:0.90 220:0.74 222:0.25 230:0.69 233:0.66 235:0.31 242:0.18 243:0.07 244:0.83 245:0.98 247:0.95 248:0.66 253:0.45 255:0.71 256:0.45 257:0.65 259:0.21 260:0.64 262:0.93 265:0.72 266:0.80 267:0.44 268:0.57 271:0.95 276:0.97 281:0.86 283:0.66 284:0.91 285:0.56 289:0.90 292:0.88 297:0.36 300:0.84\n0 1:0.67 12:0.79 17:0.57 18:0.86 21:0.22 22:0.93 27:0.47 29:0.77 30:0.65 31:0.92 32:0.66 34:0.64 36:0.28 37:0.66 39:0.95 43:0.60 44:0.88 46:0.88 47:0.93 64:0.77 66:0.29 69:0.61 70:0.66 71:0.66 74:0.73 76:0.85 77:0.70 79:0.91 81:0.55 83:0.60 86:0.85 91:0.18 98:0.75 104:0.94 107:0.92 108:0.47 110:0.92 114:0.85 120:0.65 122:0.51 123:0.80 124:0.67 125:0.88 126:0.54 127:0.73 129:0.81 133:0.67 135:0.90 137:0.92 139:0.83 140:0.45 145:0.79 146:0.66 147:0.71 149:0.70 150:0.56 151:0.75 153:0.48 154:0.50 155:0.52 158:0.75 159:0.70 160:0.88 162:0.86 164:0.55 172:0.73 173:0.50 176:0.63 177:0.70 179:0.37 187:0.68 190:0.95 192:0.55 195:0.86 196:0.93 201:0.65 202:0.36 208:0.64 212:0.59 215:0.79 216:0.82 220:0.62 222:0.25 232:0.91 235:0.42 241:0.12 242:0.21 243:0.51 244:0.83 245:0.88 247:0.79 248:0.70 253:0.65 255:0.72 256:0.45 259:0.21 260:0.66 262:0.93 265:0.46 266:0.80 267:0.44 268:0.46 271:0.95 276:0.78 279:0.77 282:0.75 283:0.82 284:0.88 285:0.56 289:0.90 290:0.85 297:0.36 300:0.70\n0 1:0.63 8:0.87 9:0.75 12:0.79 17:0.01 18:0.67 21:0.22 27:0.56 29:0.77 30:0.60 34:0.75 36:0.66 37:0.58 39:0.95 43:0.57 46:0.88 66:0.10 69:0.12 70:0.79 71:0.66 74:0.44 81:0.35 86:0.64 91:0.93 96:0.98 98:0.20 107:0.89 108:0.10 110:0.89 114:0.76 120:0.96 122:0.75 123:0.60 124:0.85 125:0.88 126:0.44 127:0.94 129:0.05 133:0.83 135:0.20 138:0.95 139:0.62 140:0.45 146:0.30 147:0.36 149:0.48 150:0.39 151:0.96 153:0.84 154:0.45 155:0.58 158:0.73 159:0.86 160:0.88 162:0.61 164:0.97 172:0.27 173:0.09 176:0.60 177:0.70 179:0.79 187:0.68 190:0.95 191:0.92 192:0.58 201:0.59 202:0.96 208:0.54 212:0.30 215:0.72 216:0.79 220:0.62 222:0.25 235:0.31 241:0.79 242:0.33 243:0.40 244:0.93 245:0.56 247:0.67 248:0.99 253:0.96 255:0.73 256:0.97 259:0.21 260:0.95 265:0.16 266:0.71 267:0.44 268:0.97 271:0.95 276:0.38 277:0.69 279:0.79 283:0.66 285:0.56 286:0.99 289:0.88 290:0.76 297:0.36 300:0.70\n0 7:0.66 8:0.88 9:0.75 11:0.45 12:0.79 17:0.32 18:0.91 21:0.78 27:0.67 29:0.77 30:0.44 31:0.94 32:0.67 34:0.77 36:0.64 37:0.54 39:0.95 43:0.21 44:0.88 45:0.66 46:0.88 48:0.91 55:0.92 66:0.32 69:0.96 70:0.77 71:0.66 74:0.49 76:0.85 77:0.70 79:0.94 86:0.82 91:0.66 96:0.86 98:0.61 101:0.52 107:0.90 108:0.72 110:0.91 120:0.79 122:0.86 123:0.71 124:0.87 125:0.88 127:0.96 129:0.05 133:0.86 135:0.18 137:0.94 139:0.82 140:0.96 145:0.52 146:0.48 147:0.46 149:0.25 151:0.76 153:0.48 154:0.13 155:0.65 159:0.80 160:0.88 162:0.77 163:0.94 164:0.85 172:0.54 173:0.99 177:0.38 179:0.58 190:0.77 191:0.73 192:0.87 195:0.90 196:0.94 202:0.79 208:0.64 212:0.19 216:0.39 220:0.82 222:0.25 230:0.68 233:0.66 235:0.22 241:0.85 242:0.58 243:0.15 244:0.83 245:0.69 247:0.74 248:0.71 253:0.81 254:0.80 255:0.78 256:0.84 257:0.65 259:0.21 260:0.79 265:0.62 266:0.84 267:0.23 268:0.84 271:0.95 276:0.66 277:0.69 281:0.91 282:0.75 284:0.97 285:0.62 289:0.90 300:0.70\n0 1:0.61 7:0.66 11:0.75 12:0.79 17:0.38 18:0.96 21:0.64 27:0.26 29:0.77 30:0.32 32:0.66 34:0.99 36:0.32 37:0.68 39:0.95 43:0.75 44:0.88 45:0.77 46:0.94 48:0.91 55:0.45 64:0.77 66:0.93 69:0.61 70:0.64 71:0.66 74:0.60 77:0.70 81:0.61 83:0.60 85:0.72 86:0.95 91:0.29 97:0.89 98:0.85 99:0.83 101:0.97 107:0.91 108:0.47 110:0.92 114:0.69 122:0.86 123:0.45 125:0.88 126:0.54 127:0.35 129:0.05 135:0.93 139:0.94 145:0.54 146:0.78 147:0.82 149:0.62 150:0.49 154:0.66 155:0.54 158:0.74 159:0.34 160:0.88 165:0.70 172:0.80 173:0.69 176:0.63 177:0.70 178:0.55 179:0.38 187:0.68 192:0.49 195:0.63 201:0.60 204:0.84 208:0.64 212:0.88 215:0.53 216:0.69 219:0.90 222:0.25 230:0.68 233:0.66 235:0.88 241:0.07 242:0.28 243:0.93 247:0.79 253:0.55 259:0.21 265:0.85 266:0.27 267:0.65 271:0.95 276:0.69 279:0.79 281:0.86 282:0.75 289:0.90 290:0.69 292:0.87 297:0.36 300:0.55\n2 1:0.66 8:0.96 9:0.75 12:0.79 17:0.69 18:0.89 21:0.30 27:0.72 29:0.77 30:0.76 31:0.92 34:0.29 36:0.96 39:0.95 43:0.10 46:0.88 55:0.71 64:0.77 66:0.47 69:0.89 70:0.43 71:0.66 74:0.34 79:0.91 81:0.53 86:0.80 91:0.71 96:0.78 98:0.65 107:0.89 108:0.62 110:0.90 114:0.82 120:0.68 122:0.86 123:0.60 124:0.67 125:0.88 126:0.54 127:0.48 129:0.05 133:0.60 135:0.69 137:0.92 139:0.76 140:0.90 146:0.19 147:0.28 149:0.17 150:0.52 151:0.69 153:0.46 154:0.20 155:0.65 159:0.43 160:0.88 162:0.85 164:0.75 172:0.41 173:0.98 176:0.63 177:0.05 179:0.74 190:0.77 192:0.87 196:0.92 201:0.64 202:0.63 208:0.64 212:0.22 215:0.72 216:0.04 220:0.82 222:0.25 235:0.52 241:0.86 242:0.61 243:0.23 244:0.83 245:0.58 247:0.60 248:0.64 253:0.73 254:0.80 255:0.74 256:0.71 257:0.84 259:0.21 260:0.68 265:0.65 266:0.75 267:0.19 268:0.70 271:0.95 276:0.46 277:0.69 284:0.95 285:0.62 289:0.90 290:0.82 297:0.36 300:0.43\n2 1:0.66 9:0.74 12:0.79 17:0.75 18:0.89 21:0.30 27:0.72 29:0.77 30:0.76 31:0.90 34:0.31 36:0.96 39:0.95 43:0.10 46:0.88 55:0.71 64:0.77 66:0.47 69:0.89 70:0.43 71:0.66 74:0.34 79:0.89 81:0.53 86:0.80 91:0.69 96:0.76 98:0.65 107:0.89 108:0.62 110:0.90 114:0.82 120:0.65 122:0.86 123:0.60 124:0.67 125:0.88 126:0.54 127:0.48 129:0.05 133:0.60 135:0.69 137:0.90 139:0.76 140:0.80 146:0.19 147:0.28 149:0.17 150:0.52 151:0.69 153:0.46 154:0.20 155:0.65 159:0.43 160:0.88 162:0.82 164:0.67 172:0.41 173:0.98 176:0.63 177:0.05 179:0.74 187:0.21 190:0.77 192:0.86 196:0.90 201:0.64 202:0.56 208:0.64 212:0.22 215:0.72 216:0.04 220:0.82 222:0.25 235:0.52 241:0.83 242:0.61 243:0.23 244:0.83 245:0.58 247:0.60 248:0.64 253:0.70 254:0.80 255:0.73 256:0.64 257:0.84 259:0.21 260:0.65 265:0.65 266:0.75 267:0.19 268:0.61 271:0.95 276:0.46 277:0.69 284:0.91 285:0.62 289:0.90 290:0.82 297:0.36 300:0.43\n0 1:0.59 7:0.66 8:0.65 9:0.71 11:0.75 12:0.79 17:0.40 18:0.99 21:0.59 27:0.31 29:0.77 30:0.28 31:0.88 34:0.59 36:0.87 37:0.42 39:0.95 43:0.56 44:0.88 45:0.95 46:0.93 55:0.71 64:0.77 66:0.48 69:0.33 70:0.85 71:0.66 74:0.69 77:0.70 79:0.88 81:0.51 83:0.60 85:0.72 86:0.96 91:0.23 96:0.71 98:0.77 99:0.83 101:0.97 107:0.92 108:0.94 110:0.93 114:0.69 122:0.86 123:0.94 124:0.86 125:0.88 126:0.44 127:0.96 129:0.89 133:0.90 135:0.69 137:0.88 139:0.95 140:0.45 145:0.45 146:0.88 147:0.90 149:0.71 150:0.41 151:0.57 153:0.48 154:0.14 155:0.56 159:0.93 160:0.88 162:0.86 165:0.70 172:0.96 173:0.09 176:0.62 177:0.70 179:0.14 187:0.39 190:0.95 192:0.49 195:0.98 196:0.92 201:0.56 202:0.36 204:0.81 208:0.54 212:0.57 216:0.87 220:0.87 222:0.25 230:0.68 233:0.66 235:0.74 241:0.07 242:0.19 243:0.32 245:0.97 247:0.93 248:0.56 253:0.61 255:0.69 256:0.45 259:0.21 265:0.77 266:0.92 267:0.36 268:0.46 271:0.95 276:0.96 281:0.86 282:0.74 284:0.88 285:0.56 289:0.90 290:0.69 300:0.84\n0 11:0.54 12:0.79 17:0.30 18:0.69 21:0.59 27:0.45 29:0.77 30:0.45 34:0.71 36:0.51 37:0.50 39:0.95 43:0.60 45:0.66 46:0.88 55:0.84 66:0.64 69:0.47 70:0.59 71:0.66 74:0.59 77:0.70 81:0.24 86:0.65 91:0.04 98:0.72 101:0.52 107:0.90 108:0.36 110:0.90 114:0.67 122:0.77 123:0.34 124:0.46 125:0.88 126:0.26 127:0.61 129:0.05 133:0.37 135:0.60 139:0.63 145:0.44 146:0.84 147:0.87 149:0.36 150:0.26 154:0.49 158:0.73 159:0.63 160:0.88 163:0.75 172:0.61 173:0.38 176:0.60 177:0.70 178:0.55 179:0.64 187:0.68 195:0.79 212:0.21 216:0.77 222:0.25 235:0.68 241:0.24 242:0.70 243:0.69 244:0.61 245:0.71 247:0.67 253:0.54 259:0.21 265:0.72 266:0.75 267:0.23 271:0.95 276:0.55 282:0.73 289:0.88 290:0.67 300:0.55\n0 1:0.56 11:0.54 12:0.79 17:0.38 18:0.63 21:0.76 27:0.45 29:0.77 30:0.09 32:0.64 34:0.92 36:0.18 37:0.50 39:0.95 43:0.70 45:0.73 46:0.88 55:0.59 66:0.11 69:0.85 70:0.93 71:0.66 74:0.60 81:0.46 86:0.67 91:0.14 98:0.25 99:0.83 101:0.52 107:0.90 108:0.56 110:0.90 114:0.64 122:0.77 123:0.69 124:0.94 125:0.88 126:0.44 127:0.78 129:0.05 133:0.93 135:0.77 139:0.64 145:0.47 146:0.49 147:0.05 149:0.54 150:0.33 154:0.59 155:0.46 159:0.82 160:0.88 165:0.70 172:0.32 173:0.72 176:0.70 177:0.05 178:0.55 179:0.53 187:0.68 192:0.44 195:0.92 201:0.54 208:0.54 212:0.23 215:0.46 216:0.77 222:0.25 235:0.99 241:0.53 242:0.58 243:0.09 244:0.61 245:0.65 247:0.74 253:0.53 257:0.84 259:0.21 265:0.21 266:0.91 267:0.36 271:0.95 276:0.68 289:0.89 290:0.64 297:0.36 300:0.70\n0 1:0.66 7:0.66 11:0.75 12:0.79 17:0.13 18:0.85 21:0.30 27:0.31 29:0.77 30:0.21 32:0.80 34:0.82 36:0.71 37:0.42 39:0.95 43:0.94 44:0.93 45:0.73 46:0.95 48:0.91 55:0.52 64:0.77 66:0.90 69:0.23 70:0.70 71:0.66 74:0.68 76:0.85 77:0.70 81:0.72 83:0.60 85:0.72 86:0.86 91:0.27 97:0.89 98:0.97 101:0.97 104:0.82 107:0.91 108:0.18 110:0.91 114:0.86 120:0.56 123:0.18 125:0.88 126:0.54 127:0.77 129:0.05 135:0.24 139:0.89 140:0.45 145:0.44 146:0.75 147:0.79 149:0.68 150:0.53 151:0.49 153:0.48 154:0.94 155:0.51 158:0.75 159:0.31 160:0.88 162:0.86 164:0.55 165:0.93 172:0.71 173:0.43 176:0.73 177:0.70 179:0.63 187:0.39 190:0.98 192:0.48 195:0.57 201:0.64 202:0.36 208:0.64 212:0.80 215:0.72 216:0.87 219:0.90 220:0.93 222:0.25 230:0.68 233:0.76 235:0.68 241:0.41 242:0.37 243:0.90 247:0.82 248:0.48 253:0.65 256:0.45 259:0.21 260:0.56 265:0.97 266:0.38 267:0.36 268:0.46 271:0.95 276:0.59 279:0.77 281:0.91 282:0.88 285:0.47 289:0.90 290:0.86 292:0.88 297:0.36 299:0.88 300:0.43\n0 8:0.97 11:0.54 12:0.79 17:0.55 18:0.92 21:0.54 27:0.72 29:0.77 30:0.21 31:0.87 34:0.91 36:0.30 37:0.92 39:0.95 43:0.11 44:0.86 45:0.66 46:0.88 48:0.91 55:0.59 64:0.77 66:0.68 69:0.38 70:0.64 71:0.66 74:0.40 79:0.86 81:0.30 86:0.86 91:0.81 98:0.71 101:0.52 107:0.89 108:0.30 110:0.90 122:0.86 123:0.28 124:0.43 125:0.88 126:0.26 127:0.65 129:0.05 133:0.37 135:0.42 137:0.87 139:0.84 140:0.45 145:0.45 146:0.69 147:0.74 149:0.19 150:0.33 151:0.48 153:0.48 154:0.66 159:0.45 160:0.88 162:0.54 172:0.51 173:0.42 177:0.70 179:0.78 190:0.98 191:0.80 195:0.66 196:0.89 202:0.56 212:0.49 216:0.10 220:0.96 222:0.25 235:0.60 241:0.86 242:0.74 243:0.72 245:0.58 247:0.47 248:0.48 253:0.35 254:0.84 256:0.45 259:0.21 265:0.71 266:0.54 267:0.28 268:0.46 271:0.95 276:0.42 281:0.91 284:0.88 285:0.47 289:0.89 300:0.43\n1 8:0.62 12:0.79 17:0.67 18:0.87 21:0.22 27:0.72 29:0.77 30:0.68 31:0.95 34:0.66 36:0.91 37:0.28 39:0.95 43:0.44 44:0.86 46:0.88 48:1.00 64:0.77 66:0.86 69:0.56 70:0.48 71:0.66 74:0.34 79:0.94 81:0.52 86:0.86 91:0.84 98:0.87 104:0.57 107:0.90 108:0.43 110:0.91 120:0.74 122:0.83 123:0.42 125:0.88 126:0.44 127:0.40 129:0.05 135:0.63 137:0.95 139:0.83 140:0.80 145:0.58 146:0.56 147:0.62 149:0.41 150:0.49 151:0.80 153:0.72 154:0.45 159:0.20 160:0.88 162:0.59 164:0.71 172:0.61 173:0.81 177:0.70 178:0.42 179:0.66 190:0.95 192:0.51 195:0.55 196:0.95 201:0.62 202:0.66 212:0.81 215:0.79 216:0.15 220:0.62 222:0.25 235:0.42 241:0.89 242:0.54 243:0.87 244:0.83 247:0.60 248:0.81 253:0.31 254:0.84 255:0.73 256:0.64 259:0.21 260:0.75 265:0.87 266:0.27 267:0.23 268:0.66 271:0.95 276:0.47 281:0.91 284:0.94 285:0.56 289:0.90 297:0.36 300:0.43\n0 1:0.65 8:0.66 9:0.75 11:0.45 12:0.79 17:0.32 18:0.98 21:0.05 27:0.17 29:0.77 30:0.26 31:0.97 34:0.42 36:0.93 37:0.59 39:0.95 43:0.28 45:0.96 46:0.88 64:0.77 66:0.68 69:0.93 70:0.75 71:0.66 74:0.65 79:0.96 81:0.60 83:0.60 86:0.94 91:0.58 96:0.89 97:0.94 98:0.75 99:0.83 101:0.52 107:0.92 108:0.86 110:0.92 114:0.89 122:0.85 123:0.85 124:0.50 125:0.88 126:0.44 127:0.75 129:0.05 133:0.60 135:0.69 137:0.97 139:0.93 140:0.45 146:0.94 147:0.05 149:0.72 150:0.51 151:0.92 153:0.77 154:0.20 155:0.58 158:0.75 159:0.80 160:0.88 162:0.86 165:0.70 172:0.95 173:0.90 176:0.62 177:0.05 179:0.18 187:0.21 190:0.95 192:0.51 196:0.98 201:0.61 202:0.60 208:0.54 212:0.84 216:0.79 219:0.90 220:0.62 222:0.25 232:0.80 235:0.12 241:0.71 242:0.39 243:0.05 244:0.93 245:0.95 247:0.90 248:0.88 253:0.88 255:0.73 256:0.64 257:0.84 259:0.21 265:0.75 266:0.75 267:0.84 268:0.69 271:0.95 276:0.92 279:0.79 284:0.95 285:0.56 289:0.90 290:0.89 292:0.88 300:0.70\n0 11:0.45 12:0.79 17:0.32 18:0.88 21:0.22 22:0.93 27:0.38 29:0.77 30:0.11 34:0.67 36:0.68 37:0.50 39:0.95 43:0.21 45:0.73 46:0.88 47:0.93 48:0.91 55:0.71 64:0.77 66:0.26 69:0.51 70:0.96 71:0.66 74:0.49 81:0.43 86:0.80 91:0.07 98:0.31 101:0.52 104:0.73 107:0.91 108:0.76 110:0.91 122:0.85 123:0.74 124:0.92 125:0.88 126:0.44 127:0.50 129:0.93 133:0.93 135:0.60 139:0.79 146:0.22 147:0.27 149:0.27 150:0.42 154:0.20 159:0.85 160:0.88 163:0.81 172:0.59 173:0.23 175:0.75 177:0.38 178:0.55 179:0.38 187:0.39 192:0.45 201:0.60 212:0.18 215:0.79 216:0.30 219:0.88 222:0.25 232:0.84 235:0.31 241:0.21 242:0.21 243:0.12 244:0.93 245:0.72 247:0.91 253:0.40 257:0.65 259:0.21 262:0.93 265:0.34 266:0.94 267:0.36 271:0.95 276:0.74 277:0.69 281:0.86 289:0.90 292:0.88 297:0.36 300:0.84\n1 1:0.60 7:0.75 9:0.71 11:0.54 12:0.79 17:0.22 18:0.87 21:0.68 22:0.93 27:0.07 29:0.77 30:0.30 31:0.88 32:0.74 34:0.98 36:0.23 37:0.63 39:0.95 43:0.11 44:0.93 45:0.73 46:0.88 47:0.93 48:0.97 55:0.84 64:0.77 66:0.18 69:0.38 70:0.92 71:0.66 74:0.75 77:0.70 79:0.87 81:0.57 86:0.85 91:0.22 96:0.70 97:0.89 98:0.45 99:0.83 101:0.52 104:0.79 106:0.81 107:0.92 108:0.92 110:0.92 114:0.70 120:0.63 122:0.86 123:0.92 124:0.88 125:0.88 126:0.54 127:0.82 129:0.81 133:0.87 135:1.00 137:0.88 139:0.89 140:0.45 145:0.61 146:0.69 147:0.74 149:0.24 150:0.43 151:0.52 153:0.48 154:0.62 155:0.58 158:0.83 159:0.85 160:0.88 162:0.70 163:0.90 164:0.71 165:0.70 172:0.59 173:0.17 176:0.73 177:0.70 179:0.37 187:0.68 190:0.98 192:0.56 195:0.94 196:0.91 201:0.57 202:0.63 204:0.81 206:0.81 208:0.64 212:0.16 215:0.49 216:0.95 219:0.95 220:0.93 222:0.25 230:0.77 233:0.66 235:0.97 241:0.01 242:0.27 243:0.27 245:0.83 247:0.90 248:0.53 253:0.62 254:0.90 255:0.69 256:0.64 259:0.21 260:0.63 262:0.93 265:0.47 266:0.94 267:0.69 268:0.65 271:0.95 276:0.80 277:0.69 279:0.79 281:0.86 282:0.82 283:0.67 284:0.92 285:0.62 289:0.90 290:0.70 292:0.86 297:0.36 300:0.84\n1 1:0.62 8:0.61 9:0.74 11:0.54 12:0.79 17:0.02 18:0.86 21:0.30 27:0.05 29:0.77 30:0.45 31:0.87 32:0.72 34:0.64 36:0.82 37:0.79 39:0.95 43:0.74 45:0.66 46:0.88 55:0.92 66:0.29 69:0.61 70:0.57 71:0.66 74:0.58 77:0.70 79:0.87 81:0.51 86:0.77 91:0.22 96:0.82 97:0.89 98:0.55 99:0.83 101:0.52 107:0.90 108:0.77 110:0.91 114:0.84 120:0.76 122:0.75 123:0.76 124:0.84 125:0.88 126:0.44 127:0.35 129:0.59 133:0.81 135:0.72 137:0.87 139:0.73 140:0.45 145:0.42 146:0.34 147:0.41 149:0.32 150:0.39 151:0.76 153:0.48 154:0.64 155:0.58 158:0.81 159:0.65 160:0.88 162:0.60 163:0.92 164:0.77 165:0.70 172:0.37 173:0.45 176:0.70 177:0.70 179:0.61 187:0.87 190:0.77 192:0.58 195:0.89 196:0.88 201:0.59 202:0.75 208:0.54 212:0.37 215:0.72 216:0.90 220:0.74 222:0.25 232:0.71 235:0.60 241:0.32 242:0.28 243:0.33 245:0.58 247:0.74 248:0.79 253:0.81 254:0.97 255:0.72 256:0.75 259:0.21 260:0.77 265:0.56 266:0.63 267:0.59 268:0.75 271:0.95 276:0.53 279:0.77 282:0.80 283:0.67 284:0.88 285:0.62 289:0.90 290:0.84 297:0.36 300:0.43\n0 1:0.66 11:0.75 12:0.79 17:0.55 18:0.93 21:0.40 27:0.25 29:0.77 30:0.17 34:0.76 36:0.97 37:0.54 39:0.95 43:0.56 45:0.85 46:0.93 55:0.84 64:0.77 66:0.49 69:0.65 70:0.92 71:0.66 74:0.52 81:0.51 85:0.72 86:0.90 91:0.03 98:0.73 101:0.97 107:0.92 108:0.87 110:0.92 114:0.78 122:0.82 123:0.86 124:0.64 125:0.88 126:0.54 127:0.75 129:0.59 133:0.61 135:0.54 139:0.85 145:0.45 146:0.93 147:0.94 149:0.54 150:0.50 154:0.45 155:0.50 159:0.83 160:0.88 172:0.86 173:0.43 176:0.63 177:0.70 178:0.55 179:0.25 187:0.68 192:0.48 201:0.63 208:0.64 212:0.29 215:0.67 216:0.86 222:0.25 232:0.82 235:0.60 241:0.12 242:0.14 243:0.45 245:0.93 247:0.95 253:0.58 259:0.21 265:0.73 266:0.80 267:0.44 271:0.95 276:0.87 289:0.90 290:0.78 297:0.36 300:0.84\n0 1:0.63 8:0.89 9:0.75 12:0.79 17:0.02 18:0.67 21:0.22 27:0.56 29:0.77 30:0.60 34:0.75 36:0.66 37:0.58 39:0.95 43:0.57 46:0.88 66:0.10 69:0.12 70:0.79 71:0.66 74:0.44 81:0.35 86:0.64 91:0.89 96:0.96 98:0.20 107:0.89 108:0.10 110:0.89 114:0.76 120:0.93 122:0.75 123:0.60 124:0.85 125:0.88 126:0.44 127:0.94 129:0.05 133:0.83 135:0.26 138:0.95 139:0.62 140:0.45 146:0.30 147:0.36 149:0.48 150:0.39 151:0.94 153:0.78 154:0.45 155:0.58 158:0.73 159:0.86 160:0.88 162:0.63 164:0.96 172:0.27 173:0.09 176:0.60 177:0.70 179:0.79 187:0.39 190:0.95 191:0.95 192:0.58 201:0.59 202:0.94 208:0.54 212:0.30 215:0.72 216:0.79 220:0.74 222:0.25 235:0.31 241:0.78 242:0.33 243:0.40 244:0.93 245:0.56 247:0.67 248:0.98 253:0.94 255:0.73 256:0.95 259:0.21 260:0.93 265:0.16 266:0.71 267:0.36 268:0.95 271:0.95 276:0.38 277:0.69 279:0.79 283:0.66 285:0.56 286:0.99 289:0.88 290:0.76 297:0.36 298:0.99 300:0.70\n0 8:0.84 12:0.79 17:0.94 18:0.71 21:0.78 27:0.47 29:0.77 30:0.15 31:0.92 34:0.24 36:0.75 37:0.77 39:0.95 43:0.11 46:0.88 48:0.91 55:0.84 66:0.16 69:0.90 70:0.94 71:0.66 74:0.64 79:0.91 86:0.69 91:0.87 98:0.54 107:0.90 108:0.29 110:0.90 122:0.77 123:0.84 124:0.77 125:0.88 127:0.90 129:0.05 133:0.74 135:0.79 137:0.92 139:0.69 140:0.96 145:0.74 146:0.54 147:0.72 149:0.24 151:0.60 153:0.48 154:0.21 159:0.67 160:0.88 162:0.46 172:0.59 173:0.91 177:0.38 178:0.54 179:0.55 190:0.98 191:0.88 196:0.90 202:0.78 212:0.51 216:0.10 220:0.62 222:0.25 235:0.68 241:0.82 242:0.72 243:0.51 244:0.93 245:0.76 247:0.67 248:0.59 253:0.48 254:0.74 256:0.45 257:0.65 259:0.21 265:0.52 266:0.75 267:0.23 268:0.46 271:0.95 276:0.68 277:0.69 281:0.86 284:0.88 285:0.47 289:0.89 300:0.70\n3 6:0.95 8:0.89 9:0.80 12:0.79 17:0.01 20:0.96 21:0.40 27:0.13 28:0.53 30:0.21 34:0.42 36:0.70 37:0.64 39:0.42 41:0.82 43:0.36 55:0.45 66:0.61 69:0.54 70:0.67 74:0.84 78:0.91 81:0.52 83:0.77 91:0.86 96:0.97 98:0.39 100:0.94 108:0.42 111:0.91 114:0.68 117:0.86 120:0.74 122:0.67 123:0.40 124:0.51 126:0.32 127:0.64 129:0.05 133:0.62 135:0.34 140:0.96 146:0.47 147:0.54 149:0.39 150:0.40 151:0.92 152:0.98 153:0.90 154:0.75 155:0.67 158:0.84 159:0.54 161:0.71 162:0.61 163:0.90 164:0.64 167:0.85 169:0.96 172:0.37 173:0.52 176:0.56 177:0.38 179:0.88 181:0.81 186:0.91 187:0.68 189:0.97 191:0.81 192:0.59 202:0.91 208:0.64 212:0.37 216:0.92 220:0.91 222:0.95 232:0.88 235:0.42 238:0.91 241:0.76 242:0.72 243:0.67 245:0.45 247:0.39 248:0.81 253:0.97 254:0.84 255:0.79 256:0.92 259:0.21 260:0.75 261:0.97 265:0.41 266:0.47 267:0.19 268:0.92 276:0.32 285:0.62 290:0.68 300:0.43\n1 1:0.74 12:0.79 17:0.47 21:0.59 27:0.45 28:0.53 30:0.45 32:0.78 34:0.85 36:0.17 37:0.50 39:0.42 43:0.27 55:0.59 66:0.33 69:0.69 70:0.61 74:0.67 77:0.70 81:0.53 91:0.07 98:0.30 108:0.53 114:0.74 123:0.50 124:0.61 126:0.54 127:0.55 129:0.05 133:0.39 135:0.58 145:0.45 146:0.55 147:0.61 149:0.29 150:0.63 154:0.75 155:0.67 159:0.76 161:0.71 167:0.66 172:0.27 173:0.53 176:0.73 177:0.38 178:0.55 179:0.84 181:0.81 187:0.68 192:0.59 195:0.90 201:0.74 212:0.30 215:0.55 216:0.77 222:0.95 235:0.74 241:0.49 242:0.63 243:0.50 245:0.60 247:0.47 253:0.63 254:0.74 259:0.21 265:0.32 266:0.54 267:0.28 276:0.21 282:0.86 290:0.74 297:0.36 300:0.43\n2 1:0.74 6:0.82 8:0.73 9:0.80 12:0.79 20:0.76 21:0.22 27:0.19 28:0.53 30:0.95 34:0.42 36:0.91 37:0.56 39:0.42 41:0.95 43:0.61 55:0.59 66:0.54 69:0.85 74:0.51 78:0.83 81:0.73 83:0.81 91:0.81 96:0.98 98:0.19 100:0.73 108:0.72 111:0.81 114:0.69 117:0.86 120:0.93 123:0.70 126:0.54 127:0.10 129:0.05 135:0.63 138:0.98 140:0.45 145:0.96 146:0.23 147:0.29 149:0.29 150:0.77 151:0.95 152:0.98 153:0.84 154:0.50 155:0.67 158:0.86 159:0.11 161:0.71 162:0.83 164:0.94 167:0.77 169:0.80 172:0.10 173:0.97 176:0.56 177:0.38 179:0.47 181:0.81 186:0.83 187:0.87 191:0.80 192:0.59 201:0.74 202:0.91 208:0.64 215:0.72 216:0.92 220:0.74 222:0.95 232:0.85 235:0.31 241:0.71 243:0.63 248:0.96 253:0.97 254:0.97 255:0.79 256:0.94 259:0.21 260:0.94 261:0.89 265:0.21 267:0.23 268:0.94 279:0.86 283:0.66 285:0.62 290:0.69 297:0.36 300:0.08\n2 6:0.95 8:0.88 9:0.80 12:0.79 20:0.98 21:0.40 27:0.13 28:0.53 30:0.58 34:0.75 36:0.62 37:0.64 39:0.42 41:0.97 43:0.36 55:0.45 60:0.87 66:0.69 69:0.54 70:0.60 74:0.88 77:0.70 78:0.97 81:0.52 83:0.83 91:0.91 96:0.99 98:0.56 100:0.98 108:0.42 111:0.98 114:0.68 117:0.86 120:0.91 122:0.67 123:0.40 124:0.41 126:0.32 127:0.41 129:0.05 133:0.39 135:0.37 140:0.96 145:0.63 146:0.50 147:0.56 149:0.41 150:0.40 151:0.98 152:0.98 153:0.97 154:0.75 155:0.67 158:0.87 159:0.33 161:0.71 162:0.65 164:0.88 167:0.85 169:0.96 172:0.41 173:0.64 176:0.56 177:0.38 179:0.84 181:0.81 186:0.96 187:0.39 189:0.96 191:0.88 192:0.59 195:0.64 202:0.98 208:0.64 212:0.37 216:0.92 220:0.91 222:0.95 232:0.88 235:0.42 238:0.95 241:0.76 242:0.72 243:0.73 245:0.46 247:0.39 248:0.94 253:1.00 254:0.84 255:0.79 256:0.99 259:0.21 260:0.92 261:0.97 265:0.57 266:0.38 267:0.59 268:0.99 276:0.30 279:0.86 282:0.84 283:0.71 285:0.62 290:0.68 300:0.43\n2 1:0.74 11:0.57 12:0.79 17:0.51 21:0.40 27:0.45 28:0.53 30:0.68 34:0.80 36:0.18 37:0.50 39:0.42 43:0.82 55:0.59 66:0.77 69:0.69 70:0.43 74:0.81 77:0.70 81:0.67 83:0.75 85:0.88 91:0.07 98:0.47 101:0.79 108:0.52 114:0.82 122:0.43 123:0.50 124:0.38 126:0.54 127:0.33 129:0.05 133:0.39 135:0.51 145:0.49 146:0.56 147:0.62 149:0.81 150:0.79 154:0.77 155:0.67 159:0.43 161:0.71 165:0.83 167:0.57 172:0.59 173:0.69 176:0.73 177:0.38 178:0.55 179:0.62 181:0.81 187:0.68 192:0.59 195:0.72 201:0.74 212:0.75 215:0.67 216:0.77 222:0.95 235:0.52 241:0.15 242:0.43 243:0.79 245:0.52 247:0.60 253:0.71 259:0.21 265:0.49 266:0.38 267:0.28 276:0.37 282:0.84 290:0.82 297:0.36 300:0.43\n2 9:0.80 11:0.57 12:0.79 17:0.45 21:0.68 27:0.21 28:0.53 30:0.45 34:0.45 36:0.50 37:0.74 39:0.42 41:0.82 43:0.91 55:0.71 60:0.87 66:0.16 69:0.27 70:0.66 74:0.92 76:0.94 78:0.95 81:0.33 83:0.83 85:0.72 91:0.09 96:0.80 98:0.22 101:0.68 104:0.84 106:0.81 108:0.21 111:0.99 114:0.62 117:0.86 120:0.69 122:0.67 123:0.20 124:0.91 126:0.32 127:0.66 129:0.59 133:0.89 135:0.30 140:0.45 146:0.49 147:0.56 149:0.70 150:0.30 151:0.87 153:0.48 154:0.91 155:0.67 158:0.92 159:0.85 161:0.71 162:0.86 164:0.57 167:0.63 169:0.97 172:0.37 173:0.12 176:0.56 177:0.38 179:0.55 181:0.81 187:0.39 192:0.59 202:0.36 206:0.81 208:0.64 212:0.27 216:0.95 222:0.95 232:0.91 235:0.80 238:0.98 241:0.39 242:0.74 243:0.36 245:0.67 247:0.39 248:0.78 253:0.86 255:0.79 256:0.45 259:0.21 260:0.70 265:0.24 266:0.80 267:0.19 268:0.46 276:0.56 279:0.86 283:0.82 285:0.62 290:0.62 300:0.55\n2 1:0.74 7:0.81 8:0.95 9:0.80 12:0.79 17:0.11 21:0.68 27:0.10 28:0.53 30:0.94 34:0.70 36:0.68 37:0.81 39:0.42 41:0.93 43:0.34 55:0.92 60:0.87 66:0.36 69:0.61 70:0.13 74:0.78 76:0.97 77:0.89 81:0.56 83:0.82 91:0.75 96:0.93 98:0.62 108:0.46 114:0.70 117:0.86 120:0.80 121:0.90 122:0.51 123:0.45 124:0.67 126:0.54 127:0.44 129:0.05 133:0.62 135:0.24 140:0.80 145:0.76 146:0.62 147:0.67 149:0.31 150:0.69 151:0.96 153:0.86 154:0.25 155:0.67 158:0.92 159:0.40 161:0.71 162:0.82 163:0.94 164:0.79 165:0.69 167:0.89 172:0.16 173:0.66 176:0.73 177:0.38 179:0.95 181:0.81 187:0.21 191:0.76 192:0.59 195:0.67 201:0.74 202:0.77 204:0.89 208:0.64 212:0.78 215:0.49 216:0.76 220:0.62 222:0.95 230:0.87 232:0.83 233:0.76 235:0.88 241:0.79 242:0.45 243:0.51 244:0.61 245:0.40 247:0.35 248:0.87 253:0.94 255:0.79 256:0.81 259:0.21 260:0.81 265:0.63 266:0.17 267:0.36 268:0.83 276:0.27 279:0.86 282:0.84 283:0.82 285:0.62 290:0.70 297:0.36 300:0.13\n3 1:0.74 7:0.78 8:0.78 9:0.80 12:0.79 17:0.45 21:0.40 27:0.38 28:0.53 30:0.95 32:0.74 34:0.74 36:0.90 39:0.42 41:0.94 43:0.60 55:0.59 66:0.54 69:0.85 74:0.68 76:0.94 77:0.70 78:0.82 81:0.64 83:0.80 91:0.79 96:0.94 98:0.19 104:0.89 108:0.71 111:0.80 114:0.82 120:0.89 123:0.69 126:0.54 127:0.10 129:0.05 135:0.23 140:0.80 145:0.69 146:0.24 147:0.30 149:0.28 150:0.70 151:0.96 153:0.86 154:0.49 155:0.67 158:0.84 159:0.11 161:0.71 162:0.57 164:0.90 167:0.77 169:0.80 172:0.10 173:0.95 176:0.73 177:0.38 179:0.48 181:0.81 187:0.39 191:0.86 192:0.59 195:0.64 201:0.74 202:0.89 208:0.64 215:0.67 216:0.50 220:0.91 222:0.95 230:0.81 233:0.69 235:0.52 241:0.71 243:0.63 248:0.91 253:0.93 254:0.98 255:0.79 256:0.88 259:0.21 260:0.90 265:0.21 267:0.18 268:0.89 282:0.83 283:0.71 285:0.62 290:0.82 297:0.36 300:0.08\n2 1:0.74 6:0.82 8:0.63 9:0.80 11:0.57 12:0.79 17:0.22 20:0.80 21:0.13 27:0.35 28:0.53 30:0.72 34:0.75 36:0.89 37:0.31 39:0.42 41:0.90 43:0.81 66:0.44 69:0.70 70:0.40 74:0.72 78:0.84 81:0.82 83:0.81 85:0.90 91:0.29 96:0.91 98:0.51 100:0.86 101:0.83 104:0.58 108:0.53 111:0.83 114:0.92 120:0.81 122:0.43 123:0.51 124:0.58 126:0.54 127:0.34 129:0.59 133:0.47 135:0.39 140:0.45 146:0.45 147:0.52 149:0.82 150:0.89 151:0.97 152:0.98 153:0.88 154:0.76 155:0.67 159:0.31 161:0.71 162:0.85 163:0.75 164:0.75 165:0.88 167:0.74 169:0.92 172:0.37 173:0.80 176:0.73 177:0.38 179:0.71 181:0.81 186:0.84 187:0.21 189:0.85 192:0.59 201:0.74 202:0.69 208:0.64 212:0.39 215:0.84 216:0.57 222:0.95 232:0.80 235:0.22 238:0.86 241:0.67 242:0.42 243:0.57 245:0.64 247:0.55 248:0.88 253:0.91 255:0.79 256:0.73 259:0.21 260:0.82 261:0.95 265:0.52 266:0.27 267:0.28 268:0.76 276:0.41 285:0.62 290:0.92 297:0.36 300:0.33\n3 6:0.92 8:0.77 9:0.80 12:0.79 17:0.01 20:0.98 21:0.78 27:0.31 28:0.53 34:0.61 36:0.28 37:0.58 39:0.42 41:0.96 78:0.92 83:0.82 91:0.96 96:0.96 100:0.93 104:0.58 111:0.91 120:0.95 135:0.89 140:0.90 151:0.99 152:0.90 153:0.95 155:0.67 161:0.71 162:0.70 164:0.95 167:0.92 169:0.90 175:0.91 181:0.81 186:0.92 189:0.93 191:0.84 192:0.59 202:0.93 208:0.64 216:0.54 220:0.62 222:0.95 238:0.89 241:0.88 244:0.83 248:0.94 253:0.93 255:0.79 256:0.94 257:0.84 259:0.21 260:0.95 261:0.92 267:0.52 268:0.95 277:0.87 285:0.62\n2 6:0.96 8:0.95 9:0.80 11:0.57 12:0.79 17:0.32 20:0.80 21:0.68 27:0.21 28:0.53 30:0.45 34:0.44 36:0.48 37:0.74 39:0.42 41:0.82 43:0.91 55:0.71 60:0.87 66:0.16 69:0.27 70:0.66 74:0.92 76:0.94 78:0.92 81:0.33 83:0.82 85:0.72 91:0.33 96:0.86 98:0.22 100:0.95 101:0.68 104:0.84 106:0.81 108:0.21 111:0.95 114:0.62 117:0.86 120:0.69 122:0.67 123:0.20 124:0.91 126:0.32 127:0.66 129:0.59 133:0.89 135:0.24 140:0.80 146:0.49 147:0.56 149:0.70 150:0.30 151:0.87 152:0.84 153:0.48 154:0.91 155:0.67 158:0.92 159:0.85 161:0.71 162:0.72 164:0.57 167:0.71 169:0.93 172:0.37 173:0.12 176:0.56 177:0.38 178:0.42 179:0.55 181:0.81 186:0.91 187:0.39 189:1.00 191:0.70 192:0.59 202:0.68 206:0.81 208:0.64 212:0.27 216:0.95 222:0.95 232:0.91 235:0.80 238:0.95 241:0.61 242:0.74 243:0.36 245:0.67 247:0.39 248:0.78 253:0.89 255:0.79 256:0.71 259:0.21 260:0.70 261:0.89 265:0.24 266:0.80 267:0.59 268:0.71 276:0.56 279:0.86 283:0.82 285:0.62 290:0.62 300:0.55\n2 1:0.74 6:0.82 8:0.63 9:0.80 11:0.57 12:0.79 20:0.98 21:0.13 27:0.35 28:0.53 30:0.72 34:0.53 36:0.86 37:0.31 39:0.42 41:1.00 43:0.81 60:1.00 66:0.90 69:0.70 70:0.41 74:0.87 78:0.96 81:0.82 83:0.90 85:0.94 91:0.94 96:0.99 98:0.85 100:0.96 101:0.85 104:0.58 108:0.53 111:0.96 114:0.92 120:0.98 122:0.43 123:0.51 126:0.54 127:0.35 129:0.05 135:0.28 138:0.99 140:0.45 146:0.75 147:0.79 149:0.92 150:0.89 151:1.00 152:0.98 153:0.98 154:0.76 155:0.67 158:0.92 159:0.32 161:0.71 162:0.79 164:0.98 165:0.88 167:0.92 169:0.92 172:0.71 173:0.80 176:0.73 177:0.38 179:0.51 181:0.81 186:0.96 189:0.84 191:0.88 192:0.59 201:0.74 202:0.96 208:0.64 212:0.83 215:0.84 216:0.57 220:0.74 222:0.95 232:0.80 235:0.22 238:0.91 241:0.91 242:0.62 243:0.90 247:0.39 248:0.99 253:1.00 255:0.79 256:0.97 259:0.21 260:0.98 261:0.95 265:0.85 266:0.27 267:0.79 268:0.98 276:0.59 279:0.86 283:0.82 285:0.62 290:0.92 297:0.36 300:0.43\n2 1:0.74 8:0.64 9:0.80 11:0.57 12:0.79 17:0.04 21:0.13 27:0.35 28:0.53 30:0.87 34:0.47 36:0.97 37:0.31 39:0.42 41:0.97 43:0.81 66:0.54 69:0.70 70:0.20 74:0.66 81:0.82 83:0.83 85:0.88 91:0.81 96:0.95 98:0.19 101:0.79 104:0.58 108:0.53 114:0.92 120:0.88 122:0.43 123:0.51 124:0.48 126:0.54 127:0.15 129:0.59 133:0.47 135:0.58 140:0.45 146:0.27 147:0.33 149:0.80 150:0.89 151:0.94 153:0.82 154:0.76 155:0.67 159:0.22 161:0.71 162:0.59 164:0.88 165:0.88 167:0.74 172:0.32 173:0.68 176:0.73 177:0.38 179:0.45 181:0.81 187:0.21 191:0.82 192:0.59 201:0.74 202:0.87 208:0.64 212:0.61 215:0.84 216:0.57 220:0.74 222:0.95 232:0.80 235:0.22 241:0.67 242:0.63 243:0.63 245:0.50 247:0.30 248:0.93 253:0.94 255:0.79 256:0.86 259:0.21 260:0.89 265:0.21 266:0.27 267:0.65 268:0.87 276:0.21 285:0.62 290:0.92 297:0.36 300:0.18\n1 1:0.74 6:0.82 8:0.61 9:0.80 11:0.57 12:0.79 17:0.18 20:0.93 21:0.13 27:0.35 28:0.53 30:0.73 34:0.71 36:0.59 37:0.31 39:0.42 41:0.97 43:0.81 60:0.87 66:0.92 69:0.70 70:0.39 74:0.92 78:0.86 81:0.82 83:0.88 85:0.96 91:0.65 96:0.96 98:0.85 100:0.84 101:0.86 104:0.58 108:0.53 111:0.84 114:0.92 120:0.91 122:0.57 123:0.51 126:0.54 127:0.35 129:0.05 135:0.30 138:0.98 140:0.45 146:0.75 147:0.79 149:0.95 150:0.89 151:0.96 152:0.98 153:0.87 154:0.76 155:0.67 158:0.92 159:0.31 161:0.71 162:0.76 164:0.90 165:0.88 167:0.77 169:0.92 172:0.78 173:0.80 176:0.73 177:0.38 179:0.41 181:0.81 186:0.86 187:0.21 189:0.83 192:0.59 201:0.74 202:0.85 208:0.64 212:0.82 215:0.84 216:0.57 220:0.74 222:0.95 232:0.80 235:0.22 238:0.83 241:0.71 242:0.60 243:0.92 247:0.47 248:0.95 253:0.97 255:0.79 256:0.88 259:0.21 260:0.91 261:0.95 265:0.85 266:0.27 267:0.19 268:0.89 276:0.67 279:0.86 283:0.82 285:0.62 290:0.92 297:0.36 300:0.43\n3 1:0.74 6:0.87 7:0.81 8:0.85 9:0.80 12:0.79 17:0.08 20:0.79 21:0.71 27:0.10 28:0.53 30:0.95 34:0.70 36:0.75 37:0.81 39:0.42 41:0.96 43:0.30 55:0.92 60:0.98 66:0.27 69:0.69 74:0.72 76:0.97 77:0.89 78:0.87 81:0.53 83:0.82 91:0.75 96:0.94 98:0.45 100:0.83 108:0.53 111:0.85 114:0.68 120:0.85 121:0.90 123:0.50 124:0.72 126:0.54 127:0.35 129:0.05 133:0.62 135:0.47 140:0.45 145:0.76 146:0.44 147:0.50 149:0.26 150:0.67 151:0.96 152:0.77 153:0.86 154:0.22 155:0.67 158:0.92 159:0.34 161:0.71 162:0.81 163:0.94 164:0.86 165:0.69 167:0.88 169:0.80 172:0.10 173:0.78 176:0.73 177:0.38 179:0.96 181:0.81 186:0.88 187:0.39 189:0.89 191:0.85 192:0.59 195:0.65 201:0.74 202:0.82 204:0.89 208:0.64 212:0.95 215:0.48 216:0.76 222:0.95 230:0.87 233:0.76 235:0.95 238:0.82 241:0.78 242:0.63 243:0.46 244:0.61 245:0.38 247:0.30 248:0.90 253:0.94 255:0.79 256:0.86 259:0.21 260:0.86 261:0.81 265:0.47 266:0.12 267:0.52 268:0.87 276:0.23 279:0.86 282:0.84 283:0.82 285:0.62 290:0.68 297:0.36 300:0.08\n2 6:0.90 7:0.78 8:0.77 9:0.80 11:0.57 12:0.79 17:0.08 20:0.80 21:0.30 27:0.27 28:0.53 30:0.76 34:0.47 36:0.64 37:0.32 39:0.42 41:0.96 43:0.75 55:0.59 66:0.64 69:0.83 70:0.37 74:0.92 76:0.85 77:0.70 78:0.82 81:0.58 83:0.83 85:0.80 91:0.80 96:0.99 98:0.51 100:0.83 101:0.77 108:0.68 111:0.81 114:0.69 120:0.91 122:0.67 123:0.66 124:0.45 126:0.32 127:0.60 129:0.05 133:0.39 135:0.30 140:0.95 145:0.45 146:0.45 147:0.30 149:0.67 150:0.43 151:0.97 152:0.86 153:0.97 154:0.66 155:0.67 158:0.85 159:0.38 161:0.71 162:0.70 164:0.89 167:0.75 169:0.77 172:0.54 173:0.94 176:0.56 177:0.05 179:0.73 181:0.81 186:0.83 187:0.39 189:0.93 192:0.59 195:0.61 202:0.95 208:0.64 212:0.85 216:0.70 222:0.95 230:0.81 233:0.69 235:0.31 238:0.86 241:0.68 242:0.61 243:0.28 245:0.64 247:0.39 248:0.95 253:0.99 255:0.79 256:0.96 257:0.65 259:0.21 260:0.92 261:0.82 265:0.52 266:0.27 267:0.23 268:0.96 276:0.37 282:0.84 285:0.62 290:0.69 300:0.33\n3 8:0.93 9:0.80 11:0.57 12:0.79 17:0.12 21:0.68 27:0.21 28:0.53 30:0.44 34:0.30 36:0.55 37:0.74 39:0.42 41:0.90 43:0.44 55:0.52 66:0.92 69:0.80 70:0.41 74:0.99 76:0.98 81:0.33 83:0.77 85:1.00 91:0.74 96:0.96 98:0.80 101:0.85 108:0.94 114:0.62 117:0.86 120:0.76 122:0.57 123:0.94 124:0.37 126:0.32 127:0.98 129:0.59 133:0.76 135:0.17 140:0.98 146:0.25 147:0.34 149:0.93 150:0.30 151:0.87 153:0.85 154:0.19 155:0.67 158:0.85 159:0.93 161:0.71 162:0.56 164:0.72 167:0.84 172:0.99 173:0.45 176:0.56 177:0.05 178:0.42 179:0.11 181:0.81 187:0.39 191:0.88 192:0.59 202:0.92 208:0.64 212:0.94 216:0.95 220:0.93 222:0.95 232:0.91 235:0.80 241:0.76 242:0.45 243:0.06 245:0.93 247:0.60 248:0.81 253:0.98 255:0.79 256:0.92 257:0.65 259:0.21 260:0.77 265:0.81 266:0.71 267:0.98 268:0.92 276:0.98 285:0.62 290:0.62 300:0.70\n1 1:0.67 7:0.75 11:0.55 12:0.37 17:0.79 18:0.65 21:0.54 27:0.61 29:0.94 30:0.58 32:0.74 34:0.97 36:0.63 37:0.30 39:0.47 43:0.76 44:0.93 45:0.83 55:0.84 66:0.26 69:0.44 70:0.54 71:0.61 74:0.72 77:0.89 81:0.59 86:0.65 91:0.07 97:0.89 98:0.22 99:0.95 101:0.52 108:0.34 114:0.76 122:0.51 123:0.33 124:0.84 126:0.44 127:0.45 129:0.59 131:0.61 133:0.82 135:0.56 139:0.74 144:0.57 145:0.98 146:0.63 147:0.68 149:0.65 150:0.49 154:0.67 155:0.56 157:0.96 158:0.82 159:0.90 163:0.86 165:0.70 166:0.95 172:0.37 173:0.13 176:0.70 177:0.70 178:0.55 179:0.64 182:0.98 187:0.21 192:0.56 195:0.98 201:0.62 204:0.85 208:0.54 212:0.16 215:0.58 216:0.37 222:0.35 227:0.61 229:0.61 230:0.77 231:0.93 233:0.76 235:0.88 241:0.21 242:0.24 243:0.46 244:0.61 245:0.60 246:0.85 247:0.60 253:0.61 259:0.21 265:0.24 266:0.84 267:0.19 271:0.24 276:0.46 279:0.77 282:0.82 283:0.82 287:0.61 290:0.76 297:0.36 300:0.55\n0 1:0.61 9:0.71 11:0.46 12:0.37 17:0.72 18:0.75 21:0.40 22:0.93 27:0.72 29:0.94 30:0.33 31:0.88 34:0.37 36:0.63 39:0.47 43:0.66 45:0.73 47:0.93 64:0.77 66:0.12 69:0.17 70:0.69 71:0.61 74:0.35 79:0.88 81:0.59 83:0.60 86:0.75 91:0.27 96:0.71 97:0.89 98:0.11 99:0.83 101:0.52 108:0.14 114:0.70 117:0.86 122:0.80 123:0.98 124:0.78 126:0.44 127:0.79 129:0.59 131:0.92 133:0.76 135:0.32 137:0.88 139:0.80 140:0.45 146:0.25 147:0.31 149:0.48 150:0.51 151:0.57 153:0.48 154:0.56 155:0.56 157:0.61 158:0.73 159:0.96 162:0.86 165:0.70 166:0.87 172:0.21 173:0.06 175:0.75 176:0.59 177:0.38 179:0.91 182:0.61 187:0.39 190:0.89 192:0.49 196:0.90 201:0.58 202:0.36 204:0.82 208:0.54 212:0.42 216:0.06 219:0.91 220:0.87 222:0.35 227:0.83 229:0.61 231:0.86 232:0.85 235:0.52 241:0.01 242:0.45 243:0.49 244:0.83 245:0.45 246:0.61 247:0.47 248:0.56 253:0.55 255:0.69 256:0.45 257:0.65 259:0.21 262:0.93 265:0.09 266:0.38 267:0.59 268:0.46 271:0.24 276:0.28 277:0.69 279:0.77 281:0.86 284:0.88 285:0.56 287:0.61 290:0.70 292:0.88 300:0.43\n1 8:0.60 11:0.46 12:0.37 17:0.57 18:0.80 21:0.22 27:0.45 29:0.94 30:0.45 34:0.55 36:0.38 37:0.50 39:0.47 43:0.57 45:0.66 55:0.92 64:0.77 66:0.36 69:0.68 70:0.33 71:0.61 74:0.28 81:0.37 86:0.77 91:0.09 98:0.28 101:0.52 108:0.52 122:0.75 123:0.50 124:0.76 126:0.26 127:0.21 129:0.05 131:0.61 133:0.74 135:0.61 139:0.73 145:0.50 146:0.46 147:0.52 149:0.30 150:0.41 154:0.46 157:0.61 159:0.46 163:0.81 166:0.61 172:0.21 173:0.58 175:0.75 177:0.38 178:0.55 179:0.76 182:0.61 187:0.68 212:0.23 216:0.77 222:0.35 227:0.61 229:0.61 231:0.66 235:0.22 241:0.24 242:0.24 243:0.51 244:0.83 245:0.42 246:0.61 247:0.47 253:0.26 257:0.65 259:0.21 265:0.30 266:0.38 267:0.65 271:0.24 276:0.31 277:0.69 287:0.61 300:0.25\n0 1:0.57 8:0.58 12:0.37 17:0.36 18:0.74 21:0.71 22:0.93 27:0.13 29:0.94 30:0.76 34:0.91 36:0.90 37:0.98 39:0.47 43:0.14 47:0.93 55:0.42 64:0.77 66:0.72 69:0.32 70:0.15 71:0.61 74:0.33 81:0.35 86:0.75 91:0.10 98:0.52 108:0.25 114:0.63 122:0.80 123:0.24 126:0.44 127:0.16 129:0.05 131:0.61 135:0.76 139:0.76 145:0.83 146:0.43 147:0.49 149:0.07 150:0.40 154:0.54 155:0.46 157:0.61 158:0.73 159:0.16 163:0.75 166:0.87 172:0.27 173:0.46 176:0.59 177:0.70 178:0.55 179:0.69 182:0.61 187:0.39 192:0.44 201:0.55 202:0.36 208:0.54 212:0.42 216:0.38 219:0.91 222:0.35 227:0.61 229:0.61 231:0.86 235:0.88 241:0.12 242:0.45 243:0.75 244:0.83 246:0.61 247:0.35 253:0.47 254:0.74 259:0.21 262:0.93 265:0.54 266:0.23 267:0.36 271:0.24 276:0.23 279:0.77 287:0.61 290:0.63 292:0.87 300:0.13\n1 8:0.74 12:0.37 17:0.59 18:0.85 21:0.78 22:0.93 27:0.31 29:0.94 30:0.17 34:0.53 36:0.96 37:0.64 39:0.47 43:0.12 44:0.88 47:0.93 48:0.91 55:0.45 66:0.34 69:0.78 70:0.68 71:0.61 74:0.32 76:0.85 77:0.70 86:0.81 91:0.37 98:0.37 108:0.61 122:0.82 123:0.59 124:0.77 127:0.40 129:0.81 131:0.61 133:0.76 135:0.96 139:0.81 145:0.99 146:0.63 147:0.68 149:0.18 154:0.26 157:0.61 159:0.69 163:0.75 166:0.61 172:0.37 173:0.65 175:0.75 177:0.38 178:0.55 179:0.69 182:0.61 187:0.68 195:0.90 202:0.65 212:0.19 216:0.43 222:0.35 227:0.61 229:0.61 231:0.80 235:0.84 241:0.15 242:0.19 243:0.50 244:0.83 245:0.57 246:0.61 247:0.67 253:0.29 254:0.84 257:0.65 259:0.21 262:0.93 265:0.39 266:0.47 267:0.84 271:0.24 276:0.46 277:0.69 281:0.86 282:0.72 287:0.61 300:0.43\n1 7:0.64 11:0.55 12:0.37 17:0.69 18:0.65 21:0.68 27:0.61 29:0.94 30:0.41 32:0.63 34:0.95 36:0.61 37:0.30 39:0.47 43:0.75 45:0.81 55:0.42 66:0.15 69:0.78 70:0.88 71:0.61 74:0.51 81:0.28 86:0.65 91:0.03 98:0.14 101:0.52 108:0.61 122:0.41 123:0.59 124:0.86 126:0.26 127:0.84 129:0.59 131:0.61 133:0.82 135:0.58 139:0.63 144:0.57 145:0.92 146:0.30 147:0.30 149:0.61 150:0.30 154:0.66 157:0.96 159:0.89 166:0.78 172:0.21 173:0.52 177:0.38 178:0.55 179:0.78 182:0.88 187:0.21 195:0.96 212:0.19 215:0.49 216:0.37 222:0.35 227:0.61 229:0.61 230:0.64 231:0.85 233:0.66 235:0.84 241:0.07 242:0.33 243:0.29 244:0.61 245:0.56 246:0.61 247:0.67 253:0.41 257:0.65 259:0.21 265:0.15 266:0.80 267:0.28 271:0.24 276:0.36 283:0.67 287:0.61 297:0.36 300:0.70\n0 8:0.66 12:0.37 17:0.28 18:0.87 21:0.40 22:0.93 27:0.21 29:0.94 30:0.15 31:0.98 34:0.59 36:0.83 37:0.74 39:0.47 43:0.20 47:0.93 48:0.91 55:0.71 64:0.77 66:0.10 69:0.98 70:0.81 71:0.61 74:0.25 79:0.98 81:0.34 86:0.82 91:0.65 98:0.19 108:0.62 122:0.86 123:0.59 124:0.95 126:0.26 127:0.80 129:0.05 131:0.61 133:0.94 135:0.17 137:0.98 139:0.82 140:0.45 146:0.30 147:0.05 149:0.22 150:0.38 151:0.70 153:0.46 154:0.13 157:0.61 159:0.89 162:0.61 163:0.79 166:0.61 172:0.21 173:0.99 175:0.75 177:0.05 179:0.68 182:0.61 187:0.39 190:0.95 191:0.76 196:0.97 202:0.84 212:0.12 216:0.95 219:0.90 220:0.62 222:0.35 227:0.61 229:0.61 231:0.68 235:0.42 241:0.15 242:0.70 243:0.11 244:0.93 245:0.54 246:0.61 247:0.74 248:0.84 253:0.23 256:0.85 257:0.84 259:0.21 262:0.93 265:0.20 266:0.94 267:0.87 268:0.85 271:0.24 276:0.57 277:0.87 281:0.86 284:0.98 285:0.47 287:0.61 292:0.95 300:0.55\n0 8:0.71 12:0.37 17:0.43 18:0.88 21:0.13 27:0.61 29:0.94 30:0.38 32:0.63 34:0.95 36:0.52 37:0.35 39:0.47 43:0.15 48:0.98 55:0.71 64:0.77 66:0.36 69:0.61 70:0.63 71:0.61 74:0.29 81:0.38 86:0.83 91:0.57 98:0.36 108:0.46 122:0.86 123:0.45 124:0.77 126:0.26 127:0.29 129:0.05 131:0.61 133:0.73 135:0.34 139:0.81 145:0.69 146:0.50 147:0.56 149:0.20 150:0.43 154:0.47 157:0.61 159:0.47 166:0.61 172:0.32 173:0.55 177:0.70 178:0.55 179:0.70 182:0.61 187:0.39 195:0.80 212:0.28 216:0.10 222:0.35 227:0.61 228:0.99 229:0.61 231:0.71 235:0.12 241:0.15 242:0.71 243:0.51 244:0.83 245:0.51 246:0.61 247:0.47 253:0.26 254:0.84 259:0.21 265:0.38 266:0.63 267:0.65 271:0.24 276:0.41 281:0.91 287:0.61 300:0.43\n0 8:0.63 11:0.55 12:0.37 17:0.28 18:0.80 21:0.59 22:0.93 27:0.41 29:0.94 30:0.21 31:0.86 34:0.80 36:0.53 37:0.44 39:0.47 43:0.59 45:0.66 47:0.93 48:0.91 55:0.84 64:0.77 66:0.10 69:0.86 70:0.67 71:0.61 74:0.35 79:0.86 81:0.30 86:0.75 91:0.49 98:0.25 101:0.52 108:0.72 122:0.86 123:0.85 124:0.86 126:0.26 127:0.76 129:0.05 131:0.61 133:0.81 135:0.80 137:0.86 139:0.78 140:0.45 144:0.57 145:0.59 146:0.35 147:0.05 149:0.32 150:0.33 151:0.47 153:0.48 154:0.48 157:0.82 159:0.79 162:0.86 163:0.96 166:0.61 172:0.16 173:0.76 177:0.05 179:0.89 182:0.75 187:0.68 190:0.95 196:0.88 202:0.36 212:0.37 216:0.75 219:0.90 220:0.97 222:0.35 227:0.61 229:0.61 231:0.66 235:0.68 241:0.01 242:0.58 243:0.18 244:0.61 245:0.46 246:0.61 247:0.47 248:0.47 253:0.32 256:0.45 257:0.84 259:0.21 262:0.93 265:0.21 266:0.47 267:0.69 268:0.46 271:0.24 276:0.36 277:0.87 281:0.91 284:0.88 285:0.47 287:0.61 292:0.88 300:0.43\n1 1:0.57 11:0.46 12:0.37 17:0.86 18:0.73 21:0.68 27:0.61 29:0.94 30:0.15 34:0.55 36:0.99 37:0.53 39:0.47 43:0.21 45:0.66 55:0.71 64:0.77 66:0.08 69:0.90 70:0.76 71:0.61 74:0.32 81:0.36 86:0.73 91:0.49 98:0.19 101:0.52 108:0.80 114:0.63 122:0.77 123:0.86 124:0.93 126:0.44 127:0.30 129:0.05 131:0.61 133:0.92 135:0.93 139:0.74 145:0.61 146:0.49 147:0.55 149:0.19 150:0.41 154:0.17 155:0.47 157:0.61 158:0.73 159:0.85 163:0.87 166:0.87 172:0.21 173:0.69 176:0.59 177:0.70 178:0.55 179:0.51 182:0.61 187:0.21 192:0.44 201:0.55 208:0.54 212:0.14 216:0.26 219:0.91 222:0.35 227:0.61 229:0.61 231:0.84 235:0.84 241:0.10 242:0.21 243:0.29 244:0.83 245:0.56 246:0.61 247:0.79 253:0.48 259:0.21 265:0.20 266:0.89 267:0.44 271:0.24 276:0.57 277:0.87 279:0.77 287:0.61 290:0.63 292:0.86 300:0.55\n1 11:0.46 12:0.37 17:0.91 18:0.85 21:0.54 27:0.72 29:0.94 30:0.09 31:0.89 32:0.63 34:0.31 36:0.96 39:0.47 43:0.58 45:0.66 48:0.91 55:0.59 64:0.77 66:0.67 69:0.32 70:0.95 71:0.61 74:0.34 77:0.70 79:0.88 81:0.31 83:0.60 86:0.83 91:0.18 98:0.53 101:0.52 108:0.25 122:0.83 123:0.24 124:0.46 126:0.26 127:0.46 129:0.05 131:0.61 133:0.59 135:0.56 137:0.89 139:0.84 140:0.45 145:0.72 146:0.61 147:0.67 149:0.32 150:0.35 151:0.52 153:0.69 154:0.47 155:0.51 157:0.61 159:0.49 162:0.86 166:0.61 172:0.48 173:0.31 177:0.70 179:0.76 182:0.61 187:0.87 190:0.95 192:0.46 195:0.74 196:0.91 202:0.46 204:0.81 208:0.54 212:0.52 216:0.09 219:0.90 220:0.87 222:0.35 227:0.61 229:0.61 231:0.85 235:0.60 242:0.24 243:0.72 244:0.83 245:0.49 246:0.61 247:0.60 248:0.52 253:0.31 256:0.45 259:0.21 265:0.54 266:0.47 267:0.69 268:0.55 271:0.24 276:0.39 281:0.91 282:0.71 284:0.90 285:0.47 287:0.61 292:0.88 300:0.70\n0 8:0.66 12:0.37 17:0.55 18:0.96 21:0.30 22:0.93 27:0.50 29:0.94 30:0.26 31:0.97 34:0.42 36:0.77 37:0.60 39:0.47 43:0.20 44:0.88 47:0.93 48:0.91 55:0.84 64:0.77 66:0.07 69:0.95 70:0.89 71:0.61 74:0.26 79:0.96 81:0.35 86:0.92 91:0.29 98:0.28 108:0.97 122:0.86 123:0.95 124:0.97 126:0.26 127:0.86 129:0.59 131:0.61 133:0.97 135:0.69 137:0.97 139:0.92 140:0.80 145:0.70 146:0.45 147:0.77 149:0.34 150:0.39 151:0.71 153:0.78 154:0.08 157:0.61 159:0.93 162:0.69 166:0.61 172:0.67 173:0.80 175:0.75 177:0.05 178:0.42 179:0.27 182:0.61 187:0.39 190:0.95 195:0.99 196:0.98 202:0.66 212:0.21 216:0.86 219:0.90 222:0.35 227:0.61 229:0.61 231:0.65 235:0.31 241:0.07 242:0.79 243:0.17 244:0.83 245:0.79 246:0.61 247:0.60 248:0.72 253:0.23 254:0.88 256:0.64 257:0.84 259:0.21 262:0.93 265:0.28 266:0.96 267:0.44 268:0.68 271:0.24 276:0.87 277:0.87 281:0.91 284:0.95 285:0.47 287:0.61 292:0.95 300:0.70\n0 12:0.37 17:0.55 18:0.57 21:0.78 27:0.71 29:0.94 30:0.21 34:0.61 36:0.73 37:0.29 39:0.47 43:0.06 55:0.96 66:0.07 69:0.96 70:0.64 71:0.61 74:0.26 86:0.59 91:0.02 98:0.09 108:0.98 123:0.98 124:0.96 127:0.25 129:0.99 131:0.61 133:0.95 135:0.60 139:0.57 145:0.76 146:0.05 147:0.05 149:0.07 154:0.06 157:0.61 159:0.97 163:0.98 166:0.61 172:0.10 173:0.61 175:0.91 177:0.05 178:0.55 179:0.59 182:0.61 187:0.21 202:0.50 212:0.22 216:0.31 222:0.35 227:0.61 229:0.61 231:0.65 235:0.80 241:0.27 242:0.38 243:0.14 244:0.93 245:0.45 246:0.61 247:0.67 253:0.23 257:0.84 259:0.21 265:0.10 266:0.71 267:0.44 271:0.24 276:0.45 277:0.87 287:0.61 300:0.43\n0 8:0.66 12:0.37 17:0.40 18:0.83 21:0.13 27:0.61 29:0.94 30:0.76 34:0.95 36:0.54 37:0.35 39:0.47 43:0.15 44:0.88 48:0.99 55:0.92 64:0.77 66:0.36 69:0.61 70:0.21 71:0.61 74:0.29 81:0.38 86:0.79 91:0.54 98:0.43 108:0.46 122:0.43 123:0.45 124:0.68 126:0.26 127:0.28 129:0.05 131:0.61 133:0.60 135:0.75 139:0.80 145:0.80 146:0.56 147:0.62 149:0.17 150:0.43 154:0.47 157:0.61 159:0.44 166:0.61 172:0.27 173:0.56 177:0.70 178:0.55 179:0.76 182:0.61 187:0.39 195:0.77 212:0.16 216:0.10 222:0.35 227:0.61 228:0.99 229:0.61 231:0.70 235:0.12 241:0.27 242:0.16 243:0.51 244:0.83 245:0.50 246:0.61 247:0.60 253:0.26 254:0.84 259:0.21 265:0.45 266:0.54 267:0.65 271:0.24 276:0.37 281:0.91 287:0.61 300:0.18\n1 7:0.76 11:0.42 12:0.86 17:0.51 21:0.54 27:0.19 28:0.96 30:0.42 32:0.72 34:0.55 36:0.64 37:0.67 39:0.70 43:0.34 55:0.84 66:0.51 69:0.60 70:0.70 74:0.74 77:0.70 81:0.47 91:0.44 98:0.43 104:0.96 106:0.81 108:0.46 120:0.84 122:0.41 123:0.44 124:0.66 126:0.32 127:0.60 129:0.05 131:0.97 133:0.62 135:0.95 140:0.45 144:0.57 145:0.69 146:0.66 147:0.71 149:0.41 150:0.37 151:0.66 153:0.48 154:0.68 157:0.61 159:0.71 161:0.53 162:0.81 164:0.72 166:0.94 167:0.50 172:0.51 173:0.46 177:0.38 179:0.68 181:0.86 182:0.61 187:0.68 190:0.77 195:0.86 202:0.62 206:0.81 212:0.23 215:0.58 216:0.63 222:0.48 227:0.61 229:0.61 230:0.78 231:0.97 233:0.69 235:0.60 241:0.21 242:0.15 243:0.61 245:0.65 246:0.61 247:0.67 248:0.76 253:0.54 254:0.74 256:0.68 259:0.21 260:0.83 265:0.45 266:0.75 267:0.73 268:0.67 271:0.13 276:0.47 282:0.81 285:0.50 287:0.61 297:0.36 300:0.55\n1 6:0.92 7:0.76 8:0.94 11:0.42 12:0.86 17:0.53 20:0.91 21:0.54 27:0.19 28:0.96 30:0.42 32:0.72 34:0.59 36:0.62 37:0.67 39:0.70 43:0.34 55:0.84 66:0.51 69:0.60 70:0.70 74:0.74 77:0.70 78:0.82 81:0.47 91:0.72 98:0.43 100:0.73 104:0.96 106:0.81 108:0.46 111:0.80 120:0.95 122:0.41 123:0.44 124:0.66 126:0.32 127:0.60 129:0.05 131:0.97 133:0.62 135:0.95 140:0.45 144:0.57 145:0.69 146:0.66 147:0.71 149:0.41 150:0.37 151:0.78 152:0.93 153:0.89 154:0.68 157:0.61 159:0.71 161:0.53 162:0.67 164:0.91 166:0.94 167:0.54 169:0.84 172:0.51 173:0.46 177:0.38 179:0.68 181:0.86 182:0.61 186:0.82 187:0.68 190:0.77 195:0.86 202:0.87 206:0.81 212:0.23 215:0.58 216:0.63 220:0.62 222:0.48 227:0.61 229:0.61 230:0.78 231:0.97 233:0.69 235:0.60 241:0.43 242:0.15 243:0.61 245:0.65 246:0.61 247:0.67 248:0.92 253:0.54 254:0.74 256:0.88 259:0.21 260:0.94 261:0.90 265:0.45 266:0.75 267:0.65 268:0.89 271:0.13 276:0.47 282:0.81 283:0.82 285:0.50 287:0.61 297:0.36 300:0.55\n2 6:0.94 8:0.89 11:0.64 12:0.86 17:0.34 20:0.92 21:0.68 27:0.33 28:0.96 30:0.33 34:0.20 36:0.29 37:0.64 39:0.70 43:0.38 55:0.98 66:0.08 69:0.98 70:0.97 74:0.51 78:0.95 81:0.36 85:0.72 91:0.53 98:0.14 100:0.90 101:0.47 104:0.93 106:0.81 108:0.38 111:0.92 120:0.86 122:0.67 123:0.37 124:0.98 126:0.32 127:0.81 129:0.05 131:0.97 133:0.98 135:0.97 140:0.45 144:0.57 145:0.88 146:0.24 147:0.67 149:0.56 150:0.32 151:0.74 152:0.86 153:0.83 154:0.14 157:0.75 159:0.98 161:0.53 162:0.84 163:0.99 164:0.78 166:0.94 167:0.48 169:0.88 172:0.32 173:0.82 177:0.05 179:0.40 181:0.86 182:0.72 186:0.94 187:0.87 189:0.95 190:0.77 202:0.67 206:0.81 212:0.12 215:0.49 216:0.55 222:0.48 227:0.61 229:0.61 231:0.97 235:0.80 238:0.87 241:0.12 242:0.62 243:0.24 245:0.63 246:0.61 247:0.55 248:0.80 253:0.42 256:0.73 257:0.65 259:0.21 260:0.86 261:0.91 265:0.15 266:0.99 267:0.99 268:0.74 271:0.13 276:0.77 277:0.69 283:0.82 285:0.50 287:0.61 297:0.36 300:0.98\n1 1:0.74 11:0.42 12:0.86 17:0.43 21:0.59 27:0.45 28:0.96 30:0.76 32:0.72 34:0.91 36:0.25 37:0.50 39:0.70 43:0.80 55:0.42 66:0.64 69:0.70 70:0.15 74:0.43 81:0.59 91:0.31 98:0.15 108:0.53 114:0.74 122:0.55 123:0.51 126:0.54 127:0.09 129:0.05 131:0.61 135:0.19 144:0.57 145:0.45 146:0.22 147:0.27 149:0.45 150:0.66 154:0.75 155:0.67 157:0.61 159:0.10 161:0.53 163:0.97 166:0.98 167:0.49 172:0.16 173:0.71 176:0.73 177:0.38 178:0.55 179:0.14 181:0.86 182:0.61 187:0.68 192:0.59 195:0.72 201:0.74 212:0.95 215:0.55 216:0.77 222:0.48 227:0.61 229:0.61 231:0.98 235:0.74 241:0.15 242:0.82 243:0.69 246:0.61 247:0.12 253:0.58 254:0.74 259:0.21 265:0.16 266:0.12 267:0.69 271:0.13 276:0.16 287:0.61 290:0.74 297:0.36 300:0.13\n2 1:0.74 6:0.96 7:0.81 8:0.93 9:0.80 11:0.64 12:0.86 17:0.38 20:0.96 21:0.13 27:0.68 28:0.96 30:0.10 32:0.80 34:0.23 36:0.31 37:0.82 39:0.70 41:0.88 43:0.87 60:0.95 66:0.23 69:0.54 70:1.00 74:0.97 76:0.94 77:0.96 78:0.99 81:0.88 83:0.88 85:0.97 91:0.42 96:0.84 98:0.26 100:0.99 101:0.76 104:0.77 106:0.81 108:0.41 111:1.00 114:0.92 117:0.86 120:0.80 121:0.90 122:0.43 123:0.39 124:0.97 126:0.54 127:0.77 129:0.98 131:0.99 133:0.98 135:0.65 140:0.45 144:0.57 145:0.63 146:0.85 147:0.87 149:0.96 150:0.93 151:0.87 152:0.98 153:0.48 154:0.86 155:0.67 157:0.99 158:0.92 159:0.95 161:0.53 162:0.83 164:0.72 165:0.88 166:0.99 167:0.55 169:0.98 172:0.81 173:0.12 176:0.73 177:0.38 179:0.20 181:0.86 182:0.99 186:0.99 187:0.21 189:0.97 192:0.59 195:0.99 201:0.74 202:0.63 204:0.89 206:0.81 208:0.64 212:0.29 215:0.84 216:0.50 220:0.74 222:0.48 227:0.61 229:0.99 230:0.87 231:0.98 232:0.85 233:0.76 235:0.22 238:0.97 241:0.44 242:0.22 243:0.43 245:0.85 246:0.61 247:0.67 248:0.82 253:0.90 255:0.79 256:0.68 259:0.21 260:0.80 261:0.98 265:0.28 266:0.99 267:0.65 268:0.70 271:0.13 276:0.91 279:0.86 282:0.88 283:0.82 285:0.62 287:0.61 290:0.92 297:0.36 299:0.99 300:0.98\n2 6:0.96 7:0.76 8:0.92 11:0.64 12:0.86 17:0.66 20:0.92 21:0.22 27:0.68 28:0.96 30:0.40 32:0.80 34:0.26 36:0.33 37:0.82 39:0.70 43:0.80 55:0.71 66:0.49 69:0.54 70:0.92 74:0.83 77:0.70 78:0.98 81:0.73 85:0.93 91:0.44 98:0.57 100:0.95 101:0.74 104:0.77 106:0.81 108:0.41 111:0.96 120:0.69 123:0.39 124:0.92 126:0.32 127:0.64 129:0.93 131:0.97 133:0.94 135:0.85 140:0.45 144:0.57 145:0.72 146:0.97 147:0.97 149:0.90 150:0.54 151:0.63 152:0.98 153:0.72 154:0.74 157:0.98 159:0.91 161:0.53 162:0.86 164:0.72 166:0.94 167:0.46 169:0.98 172:0.89 173:0.19 177:0.38 179:0.20 181:0.86 182:0.94 186:0.98 187:0.21 189:0.94 190:0.77 195:0.98 202:0.59 206:0.81 212:0.56 215:0.79 216:0.50 220:0.62 222:0.48 227:0.61 229:0.61 230:0.79 231:0.98 233:0.76 235:0.22 238:0.89 241:0.03 242:0.71 243:0.60 245:0.85 246:0.61 247:0.67 248:0.63 253:0.59 256:0.64 259:0.21 260:0.69 261:0.98 265:0.58 266:0.95 267:0.52 268:0.68 271:0.13 276:0.90 282:0.88 283:0.71 285:0.50 287:0.61 297:0.36 299:0.88 300:0.84\n1 1:0.74 9:0.80 11:0.42 12:0.86 17:0.34 21:0.30 27:0.05 28:0.96 30:0.62 34:0.81 36:0.51 37:0.91 39:0.70 43:0.28 55:0.92 66:0.23 69:0.69 70:0.53 74:0.78 81:0.78 91:0.49 96:0.71 98:0.48 104:0.97 106:0.81 108:0.83 114:0.86 117:0.86 120:0.58 122:0.67 123:0.82 124:0.80 126:0.54 127:0.67 129:0.59 131:0.99 133:0.76 135:0.74 140:0.45 144:0.57 146:0.32 147:0.39 149:0.34 150:0.80 151:0.58 153:0.48 154:0.75 155:0.67 157:0.61 158:0.87 159:0.75 161:0.53 162:0.62 163:0.92 164:0.57 166:0.99 167:0.46 172:0.32 173:0.55 176:0.73 177:0.38 179:0.72 181:0.86 182:0.61 187:0.87 192:0.59 201:0.74 202:0.50 206:0.81 208:0.64 212:0.37 215:0.72 216:0.62 220:0.87 222:0.48 227:0.61 229:0.61 231:0.98 232:0.99 235:0.42 241:0.02 242:0.78 243:0.27 245:0.62 246:0.61 247:0.39 248:0.57 253:0.74 254:0.74 255:0.79 256:0.45 259:0.21 260:0.59 265:0.50 266:0.63 267:0.82 268:0.46 271:0.13 276:0.49 277:0.69 279:0.86 283:0.71 285:0.62 287:0.61 290:0.86 297:0.36 300:0.43\n1 6:0.96 7:0.76 8:0.70 11:0.64 12:0.86 17:0.55 20:0.84 21:0.40 27:0.68 28:0.96 30:0.21 32:0.72 34:0.24 36:0.61 37:0.82 39:0.70 43:0.73 55:0.52 66:0.53 69:0.54 70:0.96 74:0.66 78:0.88 81:0.59 85:0.85 91:0.44 98:0.50 100:0.73 101:0.73 104:0.77 106:0.81 108:0.42 111:0.85 120:0.65 123:0.40 124:0.84 126:0.32 127:0.46 129:0.89 131:0.97 133:0.89 135:0.80 140:0.45 144:0.57 145:0.77 146:0.86 147:0.88 149:0.78 150:0.44 151:0.61 152:0.98 153:0.48 154:0.67 157:0.95 159:0.81 161:0.53 162:0.86 164:0.55 166:0.94 167:0.47 169:0.97 172:0.80 173:0.29 177:0.38 179:0.30 181:0.86 182:0.85 186:0.88 187:0.21 190:0.77 195:0.95 202:0.36 206:0.81 212:0.69 215:0.67 216:0.50 220:0.62 222:0.48 227:0.61 229:0.61 230:0.79 231:0.97 233:0.76 235:0.42 241:0.05 242:0.73 243:0.62 245:0.78 246:0.61 247:0.55 248:0.59 253:0.51 256:0.45 259:0.21 260:0.65 261:0.98 265:0.51 266:0.84 267:0.59 268:0.46 271:0.13 276:0.80 283:0.82 285:0.50 287:0.61 297:0.36 300:0.94\n1 1:0.74 6:0.95 7:0.81 8:0.88 9:0.80 11:0.64 12:0.86 17:0.09 20:0.82 21:0.71 27:0.19 28:0.96 30:0.42 32:0.80 34:0.69 36:0.28 37:0.67 39:0.70 41:0.82 43:0.86 55:0.52 60:0.87 66:0.36 69:0.61 70:0.62 74:0.82 77:0.70 78:0.98 81:0.52 83:0.84 85:0.80 91:0.53 96:0.70 98:0.32 100:0.92 101:0.72 108:0.61 111:0.95 114:0.68 120:0.56 121:0.90 123:0.58 124:0.86 126:0.54 127:0.52 129:0.81 131:0.99 133:0.86 135:0.18 140:0.45 144:0.57 145:0.76 146:0.13 147:0.18 149:0.73 150:0.67 151:0.52 152:0.94 153:0.48 154:0.83 155:0.67 157:0.91 158:0.87 159:0.75 161:0.53 162:0.62 164:0.57 165:0.69 166:0.98 167:0.48 169:0.86 172:0.45 173:0.43 176:0.73 177:0.38 179:0.66 181:0.86 182:0.98 186:0.98 187:0.87 192:0.59 195:0.91 201:0.74 202:0.50 204:0.89 208:0.64 212:0.35 215:0.48 216:0.63 220:0.93 222:0.48 227:0.61 229:0.98 230:0.87 231:0.98 233:0.76 235:0.88 241:0.12 242:0.37 243:0.19 245:0.56 246:0.61 247:0.55 248:0.52 253:0.67 255:0.79 256:0.45 259:0.21 260:0.56 261:0.91 265:0.34 266:0.84 267:0.97 268:0.46 271:0.13 276:0.52 279:0.86 282:0.88 283:0.71 285:0.62 287:0.61 290:0.68 297:0.36 299:0.88 300:0.43\n0 12:0.86 17:0.51 21:0.78 27:0.45 28:0.96 30:0.95 34:0.75 36:0.36 37:0.50 39:0.70 43:0.71 55:0.59 66:0.54 69:0.71 74:0.37 91:0.09 98:0.16 108:0.54 123:0.52 127:0.09 129:0.05 131:0.61 135:0.24 145:0.49 146:0.23 147:0.29 149:0.35 154:0.61 157:0.61 159:0.11 161:0.53 166:0.61 167:0.62 172:0.10 173:0.73 177:0.38 178:0.55 179:0.33 181:0.86 182:0.61 187:0.68 216:0.77 222:0.48 227:0.61 229:0.61 231:0.74 235:0.31 241:0.61 243:0.63 246:0.61 253:0.34 254:0.97 259:0.21 265:0.18 267:0.89 271:0.13 287:0.61 300:0.08\n1 1:0.74 7:0.81 9:0.80 11:0.64 12:0.86 17:0.08 21:0.30 27:0.19 28:0.96 30:0.72 32:0.80 34:0.61 36:0.30 37:0.67 39:0.70 41:0.90 43:0.86 55:0.84 60:0.95 66:0.26 69:0.59 70:0.48 74:0.84 77:0.70 81:0.79 83:0.87 85:0.72 91:0.49 96:0.72 98:0.38 101:0.71 108:0.45 114:0.86 120:0.59 121:0.90 122:0.67 123:0.43 124:0.80 126:0.54 127:0.46 129:0.81 131:0.99 133:0.76 135:0.42 140:0.45 144:0.57 145:0.59 146:0.58 147:0.64 149:0.63 150:0.86 151:0.58 153:0.48 154:0.83 155:0.67 157:0.83 158:0.87 159:0.64 161:0.53 162:0.86 163:0.94 164:0.72 165:0.84 166:0.99 167:0.47 172:0.27 173:0.48 176:0.73 177:0.38 179:0.76 181:0.86 182:0.99 187:0.87 192:0.59 195:0.84 201:0.74 202:0.56 204:0.89 208:0.64 212:0.39 215:0.72 216:0.63 220:0.87 222:0.48 227:0.61 229:0.99 230:0.84 231:0.98 233:0.69 235:0.42 241:0.05 242:0.42 243:0.45 245:0.54 246:0.61 247:0.60 248:0.57 253:0.76 255:0.79 256:0.64 259:0.21 260:0.59 265:0.40 266:0.47 267:0.59 268:0.65 271:0.13 276:0.43 279:0.86 282:0.88 283:0.71 285:0.62 287:0.61 290:0.86 297:0.36 299:0.88 300:0.43\n1 1:0.74 11:0.42 12:0.86 17:0.45 21:0.30 27:0.05 28:0.96 30:0.62 34:0.88 36:0.49 37:0.91 39:0.70 43:0.28 55:0.92 66:0.23 69:0.69 70:0.53 74:0.73 81:0.78 91:0.35 98:0.48 104:0.97 106:0.81 108:0.83 114:0.86 117:0.86 122:0.67 123:0.82 124:0.80 126:0.54 127:0.67 129:0.59 131:0.61 133:0.76 135:0.74 144:0.57 146:0.32 147:0.39 149:0.34 150:0.80 154:0.75 155:0.67 157:0.61 159:0.75 161:0.53 163:0.92 166:0.99 167:0.46 172:0.32 173:0.55 176:0.73 177:0.38 178:0.55 179:0.72 181:0.86 182:0.61 187:0.98 192:0.59 201:0.74 206:0.81 212:0.37 215:0.72 216:0.62 222:0.48 227:0.61 229:0.61 231:0.98 232:0.99 235:0.42 241:0.03 242:0.78 243:0.27 245:0.62 246:0.61 247:0.39 253:0.70 254:0.74 259:0.21 265:0.50 266:0.63 267:0.73 271:0.13 276:0.49 277:0.69 287:0.61 290:0.86 297:0.36 300:0.43\n0 1:0.69 7:0.72 11:0.91 12:0.06 17:0.96 18:0.67 21:0.68 27:0.72 29:0.53 30:0.40 32:0.69 34:0.84 36:0.39 39:0.44 43:0.72 44:0.90 45:0.66 55:0.45 66:0.36 69:0.30 70:0.55 71:0.83 74:0.53 77:0.70 81:0.34 83:0.60 86:0.70 91:0.08 98:0.35 99:0.83 101:0.52 104:0.94 106:0.81 108:0.24 114:0.55 123:0.23 124:0.78 126:0.44 127:0.85 129:0.05 133:0.73 135:0.24 139:0.74 144:0.85 145:0.88 146:0.45 147:0.51 149:0.67 150:0.52 154:0.62 155:0.58 159:0.59 165:0.70 172:0.75 173:0.28 176:0.66 177:0.70 178:0.55 179:0.36 187:0.87 192:0.59 195:0.74 201:0.68 204:0.85 206:0.81 208:0.54 212:0.87 215:0.37 216:0.05 222:0.76 230:0.74 233:0.73 235:0.97 241:0.10 242:0.80 243:0.51 244:0.61 245:0.87 247:0.55 253:0.39 259:0.21 265:0.37 266:0.27 267:0.19 271:0.62 276:0.76 282:0.77 283:0.78 290:0.55 297:0.36 300:0.55\n2 8:0.87 11:0.93 12:0.06 17:0.47 18:1.00 21:0.78 27:0.62 29:0.53 30:0.95 34:0.29 36:0.37 37:0.59 39:0.44 43:0.62 45:0.85 55:0.52 66:0.98 69:0.66 70:0.13 71:0.83 74:0.44 86:0.99 91:0.08 98:0.85 101:0.87 108:0.50 122:0.86 123:0.48 127:0.36 129:0.05 135:0.30 139:0.99 144:0.85 145:0.40 146:0.84 147:0.87 149:0.72 154:0.73 159:0.40 172:0.95 173:0.70 177:0.70 178:0.55 179:0.17 187:0.39 212:0.94 216:0.67 222:0.76 235:0.22 241:0.39 242:0.78 243:0.98 247:0.76 253:0.33 254:0.80 259:0.21 265:0.85 266:0.17 267:0.59 271:0.62 276:0.90 300:0.25\n1 11:0.91 12:0.06 17:0.77 18:0.80 21:0.78 27:0.42 29:0.53 30:0.30 34:0.94 36:0.51 37:0.78 39:0.44 43:0.41 45:0.73 55:0.71 66:0.84 69:0.89 70:0.48 71:0.83 74:0.39 86:0.78 91:0.03 98:0.71 101:0.52 108:0.77 122:0.86 123:0.76 127:0.22 129:0.05 135:0.58 139:0.74 144:0.85 146:0.81 147:0.84 149:0.27 154:0.47 159:0.37 163:0.75 172:0.54 173:0.91 177:0.70 178:0.55 179:0.56 187:0.99 212:0.23 216:0.30 222:0.76 235:0.84 241:0.12 242:0.55 243:0.85 247:0.47 253:0.31 254:0.93 259:0.21 265:0.71 266:0.63 267:0.69 271:0.62 276:0.45 300:0.33\n0 12:0.06 17:1.00 18:0.59 21:0.78 27:0.72 29:0.53 30:0.21 34:0.94 36:0.47 37:0.67 39:0.44 43:0.07 55:0.84 66:0.20 69:0.94 70:0.37 71:0.83 74:0.25 86:0.61 91:0.23 98:0.12 108:0.88 122:0.75 123:0.87 124:0.81 127:0.26 129:0.05 133:0.74 135:0.42 139:0.59 145:0.77 146:0.37 147:0.44 149:0.07 154:0.07 159:0.94 163:0.97 172:0.10 173:0.60 175:0.75 177:0.38 178:0.55 179:0.91 187:0.68 212:0.42 216:0.16 222:0.76 235:0.52 242:0.45 243:0.40 244:0.83 245:0.39 247:0.35 253:0.22 257:0.65 259:0.21 265:0.12 266:0.23 267:0.28 271:0.62 276:0.24 277:0.69 300:0.25\n2 11:0.88 12:0.06 17:0.34 18:0.76 21:0.78 27:0.71 29:0.53 30:0.71 34:0.50 36:0.93 37:0.59 39:0.44 43:0.24 55:0.45 66:0.89 69:0.97 70:0.41 71:0.83 74:0.31 85:0.72 86:0.81 91:0.42 98:0.25 101:0.87 108:0.95 122:0.86 123:0.95 127:0.11 129:0.05 135:0.60 139:0.77 144:0.85 146:0.57 147:0.63 149:0.23 154:0.17 159:0.21 172:0.68 173:0.99 177:0.70 178:0.55 179:0.10 187:0.39 212:0.85 216:0.42 222:0.76 235:0.22 241:0.24 242:0.78 243:0.89 247:0.47 253:0.27 259:0.21 265:0.27 266:0.38 267:0.28 271:0.62 276:0.54 300:0.43\n1 11:0.91 12:0.06 17:0.84 21:0.71 27:0.58 29:0.53 30:0.40 34:0.47 36:0.42 37:0.69 39:0.44 43:0.52 44:0.87 45:0.66 55:0.71 64:0.77 66:0.35 69:0.79 70:0.58 71:0.83 74:0.35 81:0.23 91:0.06 98:0.60 101:0.52 104:0.91 106:0.81 108:0.73 117:0.86 123:0.71 124:0.76 126:0.26 127:0.59 129:0.59 133:0.76 135:0.44 139:0.64 144:0.85 145:0.63 146:0.32 147:0.38 149:0.44 150:0.23 154:0.45 159:0.88 172:0.84 173:0.52 175:0.75 177:0.38 178:0.55 179:0.21 187:0.68 195:0.97 206:0.81 212:0.23 216:0.18 222:0.76 232:0.95 235:0.84 241:0.10 242:0.76 243:0.10 244:0.61 245:0.93 247:0.47 253:0.29 257:0.65 259:0.21 265:0.61 266:0.91 267:0.17 271:0.62 276:0.89 277:0.69 300:0.84\n1 11:0.91 12:0.06 17:0.28 18:0.62 21:0.13 27:0.58 29:0.53 30:0.91 34:0.86 36:0.49 37:0.43 39:0.44 43:0.72 45:0.73 66:0.36 69:0.84 70:0.13 71:0.83 74:0.49 81:0.41 86:0.72 91:0.08 98:0.19 101:0.52 108:0.69 122:0.82 123:0.67 124:0.57 126:0.26 127:0.58 129:0.05 133:0.43 135:0.63 139:0.69 144:0.85 146:0.22 147:0.18 149:0.36 150:0.35 154:0.65 159:0.33 163:0.97 172:0.16 173:0.97 177:0.38 178:0.55 179:0.19 187:0.87 212:0.95 215:0.61 216:0.50 222:0.76 235:0.22 241:0.47 242:0.82 243:0.40 245:0.43 247:0.12 253:0.35 254:0.93 257:0.65 259:0.21 265:0.21 266:0.12 267:0.44 271:0.62 276:0.17 297:0.36 300:0.13\n2 1:0.74 7:0.72 11:0.92 12:0.06 17:0.20 18:0.73 21:0.68 22:0.93 27:0.62 29:0.53 30:0.72 32:0.69 34:0.97 36:0.52 37:0.59 39:0.44 43:0.89 45:0.66 47:0.93 48:0.91 60:0.87 64:0.77 66:0.67 69:0.52 70:0.60 71:0.83 74:0.76 77:0.70 81:0.44 83:0.91 85:0.80 86:0.84 91:0.42 98:0.58 101:0.87 106:0.81 108:0.40 114:0.56 117:0.86 122:0.57 123:0.38 124:0.43 126:0.54 127:0.35 129:0.05 133:0.37 135:0.49 139:0.87 144:0.85 145:0.80 146:0.48 147:0.54 149:0.77 150:0.70 154:0.88 155:0.67 158:0.91 159:0.28 165:0.93 172:0.48 173:0.65 176:0.73 177:0.70 178:0.55 179:0.71 187:0.95 192:0.87 195:0.62 201:0.93 204:0.85 206:0.81 208:0.64 212:0.52 215:0.37 216:0.67 219:0.95 222:0.76 230:0.74 233:0.73 235:0.88 241:0.63 242:0.24 243:0.72 245:0.56 247:0.74 253:0.44 259:0.21 262:0.93 265:0.59 266:0.47 267:0.28 271:0.62 276:0.37 279:0.86 281:0.91 282:0.77 283:0.78 290:0.56 292:0.91 297:0.36 300:0.55\n1 1:0.69 7:0.72 11:0.91 12:0.06 17:0.32 21:0.71 22:0.93 27:0.62 29:0.53 30:0.56 32:0.69 34:0.95 36:0.73 37:0.59 39:0.44 43:0.69 45:0.81 47:0.93 66:0.12 69:0.57 70:0.53 71:0.83 74:0.68 77:0.70 81:0.32 83:0.60 91:0.15 97:0.89 98:0.27 99:0.83 101:0.52 106:0.81 108:0.44 114:0.54 117:0.86 122:0.75 123:0.79 124:0.74 126:0.44 127:0.55 129:0.59 133:0.64 135:0.32 144:0.85 145:0.67 146:0.27 147:0.33 149:0.66 150:0.51 154:0.58 155:0.58 158:0.78 159:0.49 165:0.70 172:0.27 173:0.57 175:0.75 176:0.66 177:0.38 178:0.55 179:0.79 187:0.95 192:0.59 195:0.73 201:0.68 204:0.85 206:0.81 208:0.54 212:0.23 215:0.37 216:0.67 222:0.76 230:0.74 233:0.73 235:0.88 241:0.27 242:0.42 243:0.45 244:0.61 245:0.59 247:0.47 253:0.42 257:0.65 259:0.21 262:0.93 265:0.22 266:0.63 267:0.91 271:0.62 276:0.36 277:0.87 279:0.82 282:0.77 283:0.78 290:0.54 297:0.36 300:0.43\n1 11:0.91 12:0.06 17:0.49 18:0.62 21:0.13 27:0.58 29:0.53 30:0.91 34:0.53 36:0.56 37:0.43 39:0.44 43:0.72 45:0.73 66:0.36 69:0.86 70:0.13 71:0.83 74:0.48 81:0.54 86:0.72 91:0.04 98:0.18 101:0.52 108:0.72 122:0.82 123:0.70 124:0.57 126:0.26 127:0.59 129:0.05 133:0.43 135:0.58 139:0.69 144:0.85 146:0.22 147:0.18 149:0.36 150:0.41 154:0.63 159:0.37 163:0.97 172:0.16 173:0.98 177:0.38 178:0.55 179:0.17 187:0.68 212:0.95 215:0.61 216:0.50 222:0.76 232:0.85 235:0.12 241:0.46 242:0.82 243:0.40 245:0.43 247:0.12 253:0.34 254:0.93 257:0.65 259:0.21 265:0.19 266:0.12 267:0.23 271:0.62 276:0.17 297:0.99 300:0.13\n1 11:0.91 12:0.06 17:0.01 18:0.75 21:0.78 27:0.67 29:0.53 30:0.45 34:0.34 36:0.57 37:0.41 39:0.44 43:0.64 45:0.73 66:0.52 69:0.44 70:0.50 71:0.83 74:0.43 86:0.71 91:0.38 98:0.59 101:0.52 108:0.34 122:0.51 123:0.32 124:0.50 127:0.41 129:0.05 133:0.37 135:0.54 139:0.69 144:0.85 145:0.84 146:0.49 147:0.55 149:0.48 154:0.54 159:0.30 172:0.27 173:0.57 177:0.70 178:0.55 179:0.89 187:0.68 202:0.46 212:0.23 216:0.44 222:0.76 235:0.31 241:0.41 242:0.24 243:0.61 244:0.61 245:0.48 247:0.47 253:0.33 259:0.21 265:0.60 266:0.38 267:0.44 271:0.62 276:0.28 300:0.33\n0 11:0.91 12:0.06 17:0.76 18:0.63 21:0.13 27:0.60 29:0.53 30:0.17 34:0.37 36:0.64 37:0.49 39:0.44 43:0.18 45:0.73 55:0.59 66:0.07 69:0.98 70:0.95 71:0.83 74:0.48 81:0.44 83:0.60 86:0.65 91:0.11 96:0.68 97:0.89 98:0.26 101:0.52 108:0.85 114:0.63 117:0.86 122:0.77 123:0.84 124:0.97 126:0.26 127:0.91 129:0.05 133:0.97 135:0.24 139:0.63 140:0.45 144:0.85 146:0.61 147:0.38 149:0.41 150:0.36 151:0.47 153:0.48 154:0.16 155:0.58 158:0.78 159:0.94 162:0.86 172:0.54 173:0.95 176:0.55 177:0.05 179:0.20 187:0.68 190:0.89 192:0.59 202:0.36 208:0.54 212:0.39 216:0.21 220:0.91 222:0.76 232:0.91 235:0.12 241:0.01 242:0.71 243:0.08 244:0.61 245:0.88 247:0.92 248:0.47 253:0.47 256:0.45 257:0.84 259:0.21 265:0.28 266:0.96 267:0.52 268:0.46 271:0.62 276:0.92 277:0.69 279:0.82 283:0.78 285:0.47 290:0.63 300:0.94\n0 8:0.78 12:0.06 17:0.96 18:0.61 21:0.78 27:0.42 29:0.53 30:0.45 34:0.42 36:0.30 37:0.35 39:0.44 43:0.05 55:0.52 66:0.09 69:0.98 70:0.61 71:0.83 74:0.25 86:0.63 91:0.35 98:0.07 108:0.96 122:0.86 123:0.97 124:0.89 127:0.21 129:0.95 133:0.87 135:0.26 139:0.61 145:0.70 146:0.17 147:0.22 149:0.07 154:0.05 159:0.92 163:0.81 172:0.10 173:0.85 175:0.91 177:0.05 178:0.55 179:0.62 191:0.78 202:0.69 212:0.15 216:0.10 222:0.76 235:0.05 241:0.85 242:0.63 243:0.28 244:0.83 245:0.47 247:0.47 253:0.22 257:0.84 259:0.21 265:0.06 266:0.63 267:0.23 271:0.62 276:0.36 277:0.87 300:0.43\n1 11:0.91 12:0.06 17:0.02 18:0.65 21:0.13 27:0.58 29:0.53 30:0.91 34:0.52 36:0.57 37:0.43 39:0.44 43:0.72 45:0.73 66:0.36 69:0.66 70:0.13 71:0.83 74:0.51 81:0.54 86:0.76 91:0.05 98:0.33 101:0.52 108:0.50 122:0.82 123:0.48 124:0.57 126:0.26 127:0.77 129:0.05 133:0.43 135:0.73 139:0.72 144:0.85 146:0.22 147:0.18 149:0.36 150:0.41 154:0.77 159:0.17 163:0.90 172:0.16 173:0.99 177:0.38 178:0.55 179:0.52 187:0.39 212:0.95 215:0.61 216:0.50 222:0.76 232:0.85 235:0.12 241:0.57 242:0.82 243:0.40 245:0.43 247:0.12 253:0.35 254:0.93 257:0.65 259:0.21 265:0.36 266:0.12 267:0.28 271:0.62 276:0.17 283:0.78 297:0.99 300:0.13\n1 8:0.69 12:0.06 17:0.75 20:0.91 21:0.78 27:0.41 29:0.86 34:0.42 36:0.45 37:0.66 39:0.70 71:0.59 74:0.41 78:0.97 83:0.69 91:0.44 97:0.99 100:0.73 104:0.86 111:0.94 135:0.77 139:0.70 144:0.85 152:0.86 158:0.82 169:0.72 170:0.87 175:0.99 178:0.55 186:0.97 187:0.21 208:0.61 216:0.34 219:0.94 222:0.48 232:0.88 235:0.22 241:0.32 244:0.97 253:0.36 257:0.97 259:0.21 261:0.89 267:0.36 271:0.52 277:0.98 279:0.81 283:0.82 292:0.95\n3 1:0.67 8:0.59 10:0.89 11:0.87 12:0.06 17:0.05 18:0.79 27:0.14 29:0.86 30:0.91 34:0.78 36:0.18 37:0.67 39:0.70 43:0.74 45:0.91 64:0.77 66:0.35 69:0.76 70:0.24 71:0.59 74:0.65 81:0.76 83:0.69 86:0.86 91:0.40 97:0.94 98:0.18 99:0.95 101:0.65 108:0.77 114:0.97 122:0.65 123:0.76 124:0.72 126:0.51 127:0.34 129:0.05 133:0.67 135:0.94 139:0.86 144:0.85 145:0.58 146:0.20 147:0.28 149:0.73 150:0.68 154:0.67 155:0.52 158:0.82 159:0.42 165:0.81 170:0.87 172:0.45 173:0.79 174:0.79 176:0.70 177:0.70 178:0.55 179:0.56 187:0.39 192:0.51 197:0.83 201:0.65 208:0.61 212:0.71 215:0.96 216:0.93 219:0.94 222:0.48 235:0.12 239:0.87 241:0.10 242:0.44 243:0.36 245:0.69 247:0.67 253:0.70 254:0.86 257:0.65 259:0.21 265:0.20 266:0.54 267:0.36 271:0.52 276:0.41 277:0.69 279:0.78 283:0.82 290:0.97 292:0.95 297:0.36 300:0.33\n0 11:0.87 12:0.06 17:0.38 18:0.80 21:0.54 27:0.27 29:0.86 30:0.94 34:0.90 36:0.57 37:0.46 39:0.70 43:0.77 45:0.88 66:0.60 69:0.27 70:0.19 71:0.59 74:0.64 81:0.26 83:0.69 86:0.86 91:0.18 97:0.94 98:0.35 101:0.65 108:0.57 122:0.65 123:0.55 124:0.48 126:0.24 127:0.26 129:0.59 133:0.46 135:0.65 139:0.86 144:0.85 146:0.17 147:0.22 149:0.81 150:0.28 154:0.69 158:0.82 159:0.24 170:0.87 172:0.45 173:0.42 175:0.75 177:0.70 178:0.55 179:0.63 187:0.39 208:0.61 212:0.81 216:0.70 219:0.94 222:0.48 235:0.60 236:0.92 241:0.30 242:0.55 243:0.33 244:0.61 245:0.60 247:0.35 253:0.48 257:0.65 259:0.21 265:0.37 266:0.27 267:0.76 271:0.52 276:0.29 277:0.69 279:0.78 283:0.82 292:0.95 300:0.18\n0 1:0.67 8:0.58 10:0.89 11:0.87 12:0.06 17:0.06 18:0.79 27:0.33 29:0.86 30:0.91 34:0.83 36:0.18 37:0.41 39:0.70 43:0.74 45:0.91 64:0.77 66:0.35 69:0.76 70:0.24 71:0.59 74:0.65 81:0.76 83:0.69 86:0.86 91:0.42 97:0.94 98:0.18 99:0.95 101:0.65 108:0.77 114:0.97 122:0.65 123:0.76 124:0.72 126:0.51 127:0.34 129:0.05 133:0.67 135:0.96 139:0.86 144:0.85 145:0.58 146:0.20 147:0.28 149:0.73 150:0.68 154:0.67 155:0.52 158:0.82 159:0.42 165:0.81 170:0.87 172:0.45 173:0.79 174:0.79 176:0.70 177:0.70 178:0.55 179:0.56 187:0.39 192:0.51 197:0.83 201:0.65 208:0.61 212:0.71 215:0.96 216:0.88 219:0.94 222:0.48 235:0.12 239:0.87 241:0.10 242:0.44 243:0.36 245:0.69 247:0.67 253:0.70 254:0.86 257:0.65 259:0.21 265:0.20 266:0.54 267:0.52 271:0.52 276:0.41 277:0.69 279:0.78 283:0.82 290:0.97 292:0.95 297:0.36 300:0.33\n0 11:0.87 12:0.06 17:0.82 18:0.94 21:0.78 22:0.93 27:0.27 29:0.86 30:0.93 34:0.25 36:0.44 37:0.46 39:0.70 43:0.42 45:0.99 47:0.93 66:0.99 69:0.92 70:0.19 71:0.59 74:0.84 86:0.97 91:0.03 98:0.84 101:0.65 102:0.95 104:1.00 106:0.81 108:0.83 117:0.86 122:0.65 123:0.82 127:0.33 129:0.05 135:0.58 139:0.95 144:0.85 145:0.83 146:0.98 147:0.99 149:0.96 154:0.32 159:0.77 170:0.87 172:0.98 173:0.82 175:0.75 177:0.70 178:0.55 179:0.12 187:0.39 195:0.95 206:0.81 212:0.71 216:0.70 222:0.48 232:1.00 235:0.05 239:0.84 241:0.15 242:0.50 243:0.99 244:0.61 247:0.35 253:0.57 257:0.65 259:0.21 262:0.93 265:0.84 266:0.38 267:0.28 271:0.52 276:0.94 277:0.69 300:0.18\n0 7:0.75 8:0.61 10:0.82 11:0.87 12:0.06 17:0.40 18:0.70 21:0.78 27:0.21 29:0.86 30:0.90 34:0.58 36:0.88 37:0.74 39:0.70 43:0.75 45:0.83 66:0.36 69:0.56 70:0.19 71:0.59 74:0.56 83:0.69 86:0.76 91:0.35 98:0.34 101:0.65 108:0.73 122:0.65 123:0.71 124:0.68 127:0.29 129:0.59 133:0.61 135:0.19 139:0.79 144:0.85 146:0.17 147:0.22 149:0.65 154:0.65 155:0.54 159:0.48 163:0.75 170:0.87 172:0.27 173:0.49 174:0.79 175:0.75 177:0.70 178:0.55 179:0.77 187:0.39 192:0.56 197:0.81 202:0.58 204:0.83 208:0.61 212:0.16 216:0.95 222:0.48 230:0.77 233:0.76 235:0.42 239:0.82 241:0.44 242:0.40 243:0.39 244:0.61 245:0.50 247:0.39 253:0.44 257:0.65 259:0.21 265:0.36 266:0.54 267:0.76 271:0.52 276:0.31 277:0.69 281:0.91 300:0.18\n0 1:0.67 6:0.79 8:0.59 10:0.89 11:0.87 12:0.06 17:0.01 18:0.79 20:0.90 27:0.15 29:0.86 30:0.91 34:0.83 36:0.18 37:0.58 39:0.70 43:0.74 45:0.91 64:0.77 66:0.35 69:0.76 70:0.24 71:0.59 74:0.65 78:1.00 81:0.76 83:0.69 86:0.86 91:0.42 97:0.94 98:0.18 99:0.95 100:0.97 101:0.65 108:0.77 111:0.98 114:0.97 122:0.65 123:0.76 124:0.72 126:0.51 127:0.34 129:0.05 132:0.97 133:0.67 135:0.95 139:0.86 144:0.85 145:0.58 146:0.20 147:0.28 149:0.73 150:0.68 152:0.84 154:0.67 155:0.52 158:0.82 159:0.42 165:0.81 169:0.95 170:0.87 172:0.45 173:0.79 174:0.79 176:0.70 177:0.70 178:0.55 179:0.56 186:0.99 187:0.39 189:0.81 192:0.51 197:0.83 201:0.65 208:0.61 212:0.71 215:0.96 216:0.68 219:0.94 222:0.48 235:0.12 238:0.84 239:0.87 241:0.10 242:0.44 243:0.36 245:0.69 247:0.67 253:0.70 254:0.86 257:0.65 259:0.21 261:0.93 265:0.20 266:0.54 267:0.44 271:0.52 276:0.41 277:0.69 279:0.78 283:0.82 290:0.97 292:0.95 297:0.36 300:0.33\n1 1:0.61 10:0.92 11:0.87 12:0.06 17:0.38 18:0.84 21:0.54 27:0.02 29:0.86 30:0.66 32:0.72 34:0.75 36:0.43 37:0.92 39:0.70 43:0.75 44:0.92 45:0.92 64:0.77 66:0.36 69:0.44 70:0.72 71:0.59 74:0.71 77:0.70 81:0.63 83:0.69 86:0.89 91:0.06 98:0.53 99:0.95 101:0.65 108:0.34 114:0.76 122:0.95 123:0.32 124:0.70 126:0.51 127:0.42 129:0.05 133:0.60 135:0.61 139:0.89 144:0.85 145:0.49 146:0.75 147:0.79 149:0.88 150:0.50 154:0.66 155:0.48 159:0.64 165:0.81 170:0.87 172:0.65 173:0.30 174:0.94 176:0.70 177:0.88 178:0.55 179:0.38 187:0.39 192:0.47 195:0.84 197:0.94 201:0.60 208:0.61 212:0.48 215:0.58 216:0.99 222:0.48 235:0.74 239:0.91 241:0.32 242:0.41 243:0.51 244:0.61 245:0.84 247:0.79 253:0.61 259:0.21 265:0.55 266:0.71 267:0.44 271:0.52 276:0.70 282:0.80 290:0.76 297:0.36 300:0.84\n1 1:0.65 10:0.89 11:0.87 12:0.06 17:0.02 18:0.76 21:0.22 27:0.33 29:0.86 30:0.91 32:0.72 34:0.52 36:0.30 37:0.41 39:0.70 43:0.74 44:0.92 45:0.85 64:0.77 66:0.45 69:0.79 70:0.21 71:0.59 74:0.61 77:0.70 81:0.70 83:0.69 86:0.84 91:0.31 98:0.22 99:0.95 101:0.65 108:0.44 114:0.88 122:0.65 123:0.43 124:0.57 126:0.51 127:0.15 129:0.05 133:0.45 135:0.94 139:0.84 144:0.85 145:0.49 146:0.22 147:0.37 149:0.66 150:0.58 154:0.59 155:0.50 159:0.23 163:0.90 165:0.81 170:0.87 172:0.32 173:0.78 174:0.79 176:0.70 177:0.70 178:0.55 179:0.36 187:0.68 192:0.49 195:0.76 197:0.82 201:0.63 208:0.61 212:0.50 215:0.79 216:0.88 222:0.48 235:0.42 239:0.86 241:0.05 242:0.53 243:0.58 245:0.59 247:0.55 253:0.63 254:0.94 257:0.65 259:0.21 265:0.24 266:0.27 267:0.36 271:0.52 276:0.29 277:0.69 282:0.80 290:0.88 297:0.36 300:0.25\n0 1:0.65 8:0.58 10:0.89 11:0.87 12:0.06 18:0.70 21:0.22 27:0.14 29:0.86 30:0.90 32:0.72 34:0.75 36:0.19 37:0.67 39:0.70 43:0.74 44:0.92 45:0.83 64:0.77 66:0.36 69:0.77 70:0.19 71:0.59 74:0.56 77:0.70 81:0.70 83:0.69 86:0.80 91:0.27 98:0.17 99:0.95 101:0.65 108:0.44 114:0.88 122:0.65 123:0.43 124:0.59 126:0.51 127:0.16 129:0.05 133:0.45 135:0.90 139:0.80 144:0.85 145:0.49 146:0.22 147:0.28 149:0.48 150:0.58 154:0.61 155:0.50 159:0.20 165:0.81 170:0.87 172:0.27 173:0.83 174:0.79 176:0.70 177:0.70 178:0.55 179:0.47 187:0.68 192:0.49 195:0.65 197:0.82 201:0.63 208:0.61 212:0.55 215:0.79 216:0.93 222:0.48 235:0.42 239:0.87 241:0.02 242:0.40 243:0.51 245:0.56 247:0.55 253:0.63 254:0.94 257:0.65 259:0.21 265:0.18 266:0.27 267:0.36 271:0.52 276:0.23 277:0.69 282:0.80 290:0.88 297:0.36 300:0.18\n1 11:0.87 12:0.06 17:0.32 18:0.77 21:0.54 27:0.27 29:0.86 30:0.91 34:0.96 36:0.43 37:0.46 39:0.70 43:0.77 45:0.85 66:0.82 69:0.25 70:0.13 71:0.59 74:0.55 81:0.26 86:0.83 91:0.22 98:0.72 101:0.65 108:0.20 122:0.65 123:0.19 126:0.24 127:0.22 129:0.05 135:0.47 139:0.79 144:0.85 146:0.59 147:0.65 149:0.76 150:0.28 154:0.69 159:0.22 163:0.75 170:0.87 172:0.48 173:0.41 175:0.75 177:0.70 178:0.55 179:0.64 187:0.39 212:0.30 216:0.70 222:0.48 235:0.60 236:0.92 241:0.32 242:0.53 243:0.83 244:0.61 247:0.55 253:0.43 257:0.65 259:0.21 265:0.72 266:0.47 267:0.94 271:0.52 276:0.36 277:0.69 300:0.13\n0 10:0.83 11:0.87 12:0.06 17:0.02 18:0.61 21:0.78 27:0.14 29:0.86 30:0.76 34:0.78 36:0.20 37:0.67 39:0.70 43:0.60 45:0.73 66:0.54 69:0.86 70:0.22 71:0.59 74:0.36 86:0.67 91:0.37 98:0.35 101:0.65 108:0.73 122:0.65 123:0.71 124:0.45 127:0.18 129:0.05 133:0.37 135:0.97 139:0.66 144:0.85 145:0.74 146:0.41 147:0.05 149:0.37 154:0.49 159:0.25 163:0.75 170:0.87 172:0.21 173:0.91 174:0.79 175:0.75 177:0.05 178:0.55 179:0.79 187:0.39 197:0.83 212:0.42 216:0.93 222:0.48 235:0.60 239:0.83 241:0.05 242:0.45 243:0.26 244:0.61 245:0.40 247:0.35 253:0.32 257:0.93 259:0.21 265:0.37 266:0.23 267:0.44 271:0.52 276:0.21 277:0.69 300:0.18\n0 11:0.87 12:0.06 17:0.59 18:0.88 21:0.54 27:0.27 29:0.86 30:0.90 34:0.75 36:0.49 37:0.46 39:0.70 43:0.76 45:0.96 66:0.71 69:0.43 70:0.21 71:0.59 74:0.72 81:0.26 86:0.92 91:0.18 98:0.43 101:0.65 108:0.75 122:0.65 123:0.74 124:0.46 126:0.24 127:0.44 129:0.59 133:0.61 135:0.69 139:0.90 144:0.85 146:0.42 147:0.49 149:0.91 150:0.28 154:0.67 159:0.46 170:0.87 172:0.80 173:0.42 175:0.75 177:0.70 178:0.55 179:0.36 187:0.39 212:0.88 216:0.70 222:0.48 235:0.60 236:0.92 241:0.30 242:0.45 243:0.23 244:0.61 245:0.77 247:0.67 253:0.51 257:0.65 259:0.21 265:0.45 266:0.54 267:0.79 271:0.52 276:0.70 277:0.69 300:0.33\n0 11:0.87 12:0.06 17:0.55 18:0.89 21:0.54 27:0.27 29:0.86 30:0.91 34:0.75 36:0.49 37:0.46 39:0.70 43:0.76 45:0.96 66:0.77 69:0.43 70:0.19 71:0.59 74:0.78 81:0.26 83:0.69 86:0.93 91:0.15 97:0.94 98:0.49 101:0.65 108:0.73 122:0.65 123:0.71 124:0.41 126:0.24 127:0.45 129:0.59 133:0.46 135:0.61 139:0.93 144:0.85 146:0.21 147:0.27 149:0.92 150:0.28 154:0.67 158:0.82 159:0.44 170:0.87 172:0.82 173:0.45 175:0.75 177:0.70 178:0.55 179:0.36 187:0.39 208:0.61 212:0.91 216:0.70 219:0.94 222:0.48 235:0.60 236:0.92 241:0.27 242:0.50 243:0.19 244:0.61 245:0.81 247:0.39 253:0.54 257:0.65 259:0.21 265:0.50 266:0.38 267:0.59 271:0.52 276:0.58 277:0.69 279:0.78 283:0.82 292:0.95 300:0.25\n0 1:0.65 7:0.75 8:0.58 9:0.75 11:0.87 12:0.06 17:0.64 18:0.72 21:0.22 22:0.93 27:0.09 29:0.86 30:0.94 31:0.94 32:0.72 34:0.92 36:0.54 37:0.44 39:0.70 43:0.64 44:0.92 45:0.87 47:0.93 64:0.77 66:0.83 69:0.81 70:0.19 71:0.59 74:0.64 77:0.89 79:0.93 81:0.70 83:0.69 86:0.78 91:0.37 96:0.80 98:0.62 99:0.95 101:0.65 104:0.99 106:0.81 108:0.65 114:0.88 117:0.86 120:0.69 122:0.65 123:0.63 126:0.51 127:0.18 129:0.05 135:0.97 137:0.94 139:0.84 140:0.45 144:0.85 145:0.69 146:0.62 147:0.67 149:0.66 150:0.58 151:0.86 153:0.48 154:0.54 155:0.64 159:0.23 162:0.86 164:0.56 165:0.81 170:0.87 172:0.51 173:0.88 175:0.75 176:0.70 177:0.70 179:0.49 187:0.39 190:0.77 192:0.98 195:0.66 196:0.95 201:0.63 202:0.36 204:0.83 206:0.81 208:0.61 212:0.28 215:0.79 216:0.40 222:0.48 230:0.77 232:0.99 233:0.66 235:0.42 241:0.37 242:0.45 243:0.84 244:0.61 247:0.35 248:0.77 253:0.82 255:0.77 256:0.45 257:0.65 259:0.21 260:0.70 262:0.93 265:0.63 266:0.38 267:0.79 268:0.46 271:0.52 276:0.34 277:0.69 281:0.86 282:0.80 284:0.88 285:0.60 290:0.88 297:0.36 300:0.18\n0 11:0.87 12:0.06 17:0.43 18:0.72 21:0.54 27:0.27 29:0.86 30:0.95 34:0.83 36:0.57 37:0.46 39:0.70 43:0.76 45:0.81 66:0.30 69:0.39 70:0.13 71:0.59 74:0.48 81:0.26 86:0.78 91:0.27 98:0.12 101:0.65 108:0.30 122:0.65 123:0.29 124:0.61 126:0.24 127:0.31 129:0.59 133:0.46 135:0.63 139:0.74 144:0.85 146:0.17 147:0.22 149:0.64 150:0.28 154:0.68 159:0.29 170:0.87 172:0.16 173:0.49 175:0.75 177:0.70 178:0.55 179:0.89 187:0.39 212:0.30 216:0.70 222:0.48 235:0.60 236:0.92 241:0.44 242:0.63 243:0.48 244:0.61 245:0.47 247:0.35 253:0.39 257:0.65 259:0.21 265:0.13 266:0.27 267:0.59 271:0.52 276:0.13 277:0.69 300:0.13\n1 1:0.65 7:0.75 8:0.58 9:0.75 11:0.87 12:0.06 17:0.45 18:0.73 21:0.22 22:0.93 27:0.09 29:0.86 30:0.94 31:0.94 32:0.72 34:0.94 36:0.57 37:0.44 39:0.70 43:0.65 44:0.92 45:0.87 47:0.93 64:0.77 66:0.83 69:0.81 70:0.19 71:0.59 74:0.64 77:0.89 79:0.93 81:0.70 83:0.69 86:0.79 91:0.42 96:0.80 98:0.62 99:0.95 101:0.65 104:0.99 106:0.81 108:0.65 114:0.88 117:0.86 120:0.69 122:0.65 123:0.62 126:0.51 127:0.18 129:0.05 135:0.96 137:0.94 139:0.84 140:0.45 144:0.85 145:0.69 146:0.62 147:0.67 149:0.66 150:0.58 151:0.86 153:0.48 154:0.55 155:0.64 159:0.23 162:0.86 164:0.56 165:0.81 170:0.87 172:0.51 173:0.87 175:0.75 176:0.70 177:0.70 179:0.49 187:0.39 190:0.77 192:0.98 195:0.66 196:0.95 201:0.63 202:0.36 204:0.83 206:0.81 208:0.61 212:0.28 215:0.79 216:0.40 222:0.48 230:0.77 232:0.99 233:0.66 235:0.42 241:0.35 242:0.45 243:0.84 244:0.61 247:0.35 248:0.77 253:0.82 255:0.77 256:0.45 257:0.65 259:0.21 260:0.70 262:0.93 265:0.63 266:0.38 267:0.85 268:0.46 271:0.52 276:0.34 277:0.69 281:0.86 282:0.80 284:0.88 285:0.60 290:0.88 297:0.36 300:0.18\n0 1:0.57 12:0.06 17:0.95 21:0.76 22:0.93 27:0.71 29:0.86 34:0.47 36:0.81 37:0.23 39:0.70 47:0.93 64:0.77 71:0.59 81:0.58 83:0.69 91:0.15 99:0.95 104:0.96 106:0.81 114:0.64 117:0.86 126:0.51 135:0.39 144:0.85 145:0.79 150:0.42 155:0.46 165:0.81 170:0.87 175:0.99 176:0.70 178:0.55 187:0.39 192:0.45 193:0.97 201:0.56 206:0.81 208:0.61 215:0.46 216:0.25 222:0.48 232:0.96 235:0.98 239:0.84 241:0.41 244:0.97 253:0.49 257:0.97 259:0.21 262:0.93 267:0.44 271:0.52 277:0.98 290:0.64 297:0.36\n1 1:0.67 10:0.89 11:0.87 12:0.06 17:0.03 18:0.76 21:0.05 27:0.14 29:0.86 30:0.91 32:0.72 34:0.33 36:0.34 37:0.67 39:0.70 43:0.74 44:0.92 45:0.85 64:0.77 66:0.45 69:0.79 70:0.21 71:0.59 74:0.61 77:0.70 81:0.74 83:0.69 86:0.84 91:0.25 98:0.20 99:0.95 101:0.65 108:0.44 114:0.95 122:0.65 123:0.42 124:0.57 126:0.51 127:0.14 129:0.05 133:0.45 135:0.78 139:0.84 144:0.85 145:0.49 146:0.22 147:0.37 149:0.66 150:0.64 154:0.62 155:0.51 159:0.22 165:0.81 170:0.87 172:0.32 173:0.74 174:0.79 176:0.70 177:0.70 178:0.55 179:0.30 187:0.68 192:0.51 195:0.81 197:0.82 201:0.64 208:0.61 212:0.61 215:0.91 216:0.93 222:0.48 235:0.22 239:0.87 241:0.01 242:0.53 243:0.58 245:0.59 247:0.55 253:0.67 254:0.92 257:0.65 259:0.21 265:0.21 266:0.27 267:0.87 271:0.52 276:0.28 277:0.69 282:0.80 290:0.95 297:0.36 300:0.25\n0 11:0.87 12:0.06 17:0.40 18:0.82 21:0.54 27:0.27 29:0.86 30:0.94 34:0.87 36:0.55 37:0.46 39:0.70 43:0.77 45:0.90 66:0.64 69:0.27 70:0.19 71:0.59 74:0.67 81:0.26 83:0.69 86:0.87 91:0.25 97:0.94 98:0.40 101:0.65 108:0.62 122:0.65 123:0.60 124:0.45 126:0.24 127:0.31 129:0.59 133:0.46 135:0.68 139:0.87 144:0.85 146:0.17 147:0.22 149:0.83 150:0.28 154:0.69 158:0.82 159:0.29 170:0.87 172:0.54 173:0.39 175:0.75 177:0.70 178:0.55 179:0.60 187:0.39 208:0.61 212:0.85 216:0.70 219:0.94 222:0.48 235:0.60 236:0.92 241:0.24 242:0.54 243:0.28 244:0.61 245:0.64 247:0.35 253:0.49 257:0.65 259:0.21 265:0.42 266:0.27 267:0.59 271:0.52 276:0.34 277:0.69 279:0.78 283:0.82 292:0.95 300:0.25\n2 1:0.74 7:0.81 11:0.88 12:0.20 17:0.57 21:0.22 27:0.72 30:0.45 34:0.58 36:0.97 39:0.53 43:0.97 46:0.96 66:0.36 69:0.12 70:0.33 74:0.75 76:0.85 81:0.80 83:0.76 85:0.80 91:0.75 98:0.59 101:0.78 104:0.72 107:0.96 108:0.10 110:0.96 114:0.90 121:0.90 122:0.51 123:0.10 124:0.69 125:0.88 126:0.54 127:0.84 129:0.59 133:0.64 135:0.89 144:0.85 145:0.74 146:0.49 147:0.55 149:0.70 150:0.87 154:0.97 155:0.67 159:0.37 160:0.88 163:0.75 165:0.86 172:0.21 173:0.30 176:0.73 177:0.38 178:0.55 179:0.93 187:0.21 192:0.59 201:0.74 204:0.89 208:0.64 212:0.23 215:0.79 216:0.04 222:0.84 230:0.84 232:0.77 233:0.69 235:0.31 241:0.77 242:0.55 243:0.51 245:0.45 247:0.39 253:0.72 259:0.21 265:0.60 266:0.38 267:0.23 271:0.62 276:0.30 289:0.97 290:0.90 297:0.36 300:0.25\n3 9:0.80 12:0.20 17:0.53 21:0.78 27:0.72 34:0.37 36:0.67 39:0.53 41:0.82 46:0.88 60:0.87 74:0.47 83:0.86 91:0.88 96:0.86 104:0.58 107:0.88 110:0.88 120:0.77 125:0.97 135:0.47 140:0.45 144:0.85 151:0.95 153:0.83 155:0.67 158:0.92 160:0.96 162:0.55 164:0.65 175:0.91 192:0.59 202:0.62 208:0.64 216:0.13 222:0.84 232:0.76 235:0.05 241:0.91 244:0.83 248:0.84 253:0.81 255:0.79 256:0.45 257:0.84 259:0.21 260:0.77 267:0.36 268:0.58 271:0.62 277:0.87 279:0.86 283:0.82 285:0.62 289:0.97\n1 11:0.88 12:0.20 17:0.32 21:0.78 27:0.45 30:0.76 34:0.83 36:0.18 37:0.50 39:0.53 43:0.75 46:0.94 66:0.64 69:0.83 70:0.15 74:0.47 85:0.72 91:0.07 98:0.25 101:0.71 107:0.92 108:0.68 110:0.92 122:0.51 123:0.66 125:0.88 127:0.11 129:0.05 135:0.72 144:0.85 145:0.49 146:0.34 147:0.41 149:0.41 154:0.66 159:0.14 160:0.88 163:0.98 172:0.16 173:0.84 177:0.38 178:0.55 179:0.46 187:0.68 212:0.95 216:0.77 222:0.84 235:0.84 241:0.21 242:0.82 243:0.69 247:0.12 253:0.40 259:0.21 265:0.27 266:0.12 267:0.36 271:0.62 276:0.13 289:0.90 300:0.13\n2 1:0.74 7:0.81 9:0.80 11:0.88 12:0.20 17:0.16 21:0.30 27:0.21 30:0.68 34:0.52 36:0.81 37:0.74 39:0.53 41:0.82 43:0.98 46:0.94 60:0.87 66:0.54 69:0.12 70:0.43 74:0.79 81:0.75 83:0.84 85:0.85 91:0.22 96:0.77 98:0.20 101:0.73 104:0.84 106:0.81 107:0.95 108:0.10 110:0.95 114:0.86 117:0.86 120:0.65 121:0.90 122:0.43 123:0.10 124:0.55 125:0.98 126:0.54 127:0.50 129:0.05 133:0.62 135:0.42 140:0.87 144:0.85 146:0.41 147:0.47 149:0.80 150:0.84 151:0.77 153:0.48 154:0.98 155:0.67 158:0.92 159:0.82 160:0.96 162:0.54 164:0.57 165:0.84 172:0.32 173:0.09 176:0.73 177:0.38 178:0.48 179:0.88 187:0.39 192:0.59 201:0.74 202:0.56 204:0.89 206:0.81 208:0.64 212:0.42 215:0.72 216:0.95 220:0.62 222:0.84 230:0.87 232:0.88 233:0.76 235:0.42 241:0.21 242:0.63 243:0.63 245:0.45 247:0.30 248:0.71 253:0.81 255:0.79 256:0.45 259:0.21 260:0.66 265:0.21 266:0.38 267:0.44 268:0.46 271:0.62 276:0.20 279:0.86 283:0.82 285:0.62 289:0.97 290:0.86 297:0.36 300:0.33\n2 1:0.74 11:0.88 12:0.20 17:0.82 21:0.05 27:0.72 30:0.76 34:0.67 36:0.33 39:0.53 43:0.98 46:0.97 66:0.64 69:0.07 70:0.15 74:0.55 81:0.89 83:0.79 85:0.72 91:0.76 98:0.44 101:0.76 107:0.93 108:0.06 110:0.93 114:0.95 120:0.65 122:0.51 123:0.06 125:0.88 126:0.54 127:0.14 129:0.05 135:0.51 140:0.80 144:0.85 146:0.26 147:0.32 149:0.56 150:0.94 151:0.61 153:0.48 154:0.98 155:0.67 159:0.11 160:0.88 162:0.62 164:0.55 165:0.90 172:0.16 173:0.46 176:0.73 177:0.38 178:0.42 179:0.80 190:0.77 192:0.59 201:0.74 202:0.50 212:0.95 215:0.91 216:0.03 220:0.62 222:0.84 235:0.12 241:0.86 242:0.82 243:0.69 247:0.12 248:0.59 253:0.72 256:0.45 259:0.21 260:0.65 265:0.46 266:0.12 267:0.17 268:0.46 271:0.62 276:0.14 285:0.50 289:0.97 290:0.95 297:0.36 300:0.13\n1 1:0.74 7:0.81 9:0.80 11:0.88 12:0.20 17:0.34 20:0.99 21:0.54 27:0.30 30:0.91 32:0.80 34:0.92 36:0.96 37:0.29 39:0.53 41:0.92 43:0.87 46:0.95 66:0.27 69:0.55 70:0.13 74:0.70 77:0.70 78:0.90 81:0.61 83:0.82 85:0.80 91:0.61 96:0.93 98:0.09 100:0.94 101:0.75 107:0.93 108:0.43 110:0.94 111:0.91 114:0.77 117:0.86 120:0.88 121:0.90 122:0.43 123:0.41 124:0.61 125:0.99 126:0.54 127:0.25 129:0.59 133:0.47 135:0.93 140:0.45 144:0.85 145:0.50 146:0.13 147:0.18 149:0.62 150:0.75 151:0.98 152:0.91 153:0.92 154:0.86 155:0.67 159:0.37 160:0.98 162:0.69 163:0.88 164:0.79 165:0.79 169:0.92 172:0.10 173:0.54 176:0.73 177:0.38 179:0.93 186:0.90 187:0.68 192:0.59 195:0.72 201:0.74 202:0.71 204:0.89 208:0.64 212:0.61 215:0.58 216:0.63 222:0.84 230:0.87 232:0.88 233:0.76 235:0.68 241:0.57 242:0.63 243:0.46 245:0.40 247:0.30 248:0.93 253:0.93 255:0.79 256:0.68 259:0.21 260:0.89 261:0.94 265:0.10 266:0.17 267:0.44 268:0.74 271:0.62 276:0.12 282:0.88 285:0.62 289:0.97 290:0.77 297:0.36 299:0.88 300:0.13\n1 1:0.74 11:0.88 12:0.20 17:0.13 21:0.22 27:0.72 30:0.76 34:0.94 36:0.86 39:0.53 43:0.90 46:0.95 66:0.36 69:0.45 70:0.15 74:0.52 81:0.80 83:0.76 85:0.72 91:0.54 98:0.12 101:0.74 104:0.72 107:0.92 108:0.35 110:0.93 114:0.90 122:0.51 123:0.34 124:0.52 125:0.88 126:0.54 127:0.28 129:0.05 133:0.39 135:0.37 144:0.85 146:0.13 147:0.18 149:0.54 150:0.87 154:0.89 155:0.67 159:0.23 160:0.88 163:0.93 165:0.86 172:0.10 173:0.63 176:0.73 177:0.38 178:0.55 179:0.98 187:0.21 192:0.59 201:0.74 212:0.95 215:0.79 216:0.04 222:0.84 232:0.77 235:0.31 241:0.50 242:0.82 243:0.51 245:0.37 247:0.12 253:0.68 259:0.21 265:0.12 266:0.12 267:0.23 271:0.62 276:0.12 289:0.97 290:0.90 297:0.36 300:0.13\n2 1:0.74 7:0.81 8:0.70 9:0.80 11:0.88 12:0.20 17:0.43 20:0.91 21:0.22 27:0.71 30:0.45 34:0.45 36:0.98 37:0.32 39:0.53 41:0.96 43:0.97 46:0.96 66:0.36 69:0.12 70:0.33 74:0.75 76:0.85 78:0.91 81:0.80 83:0.82 85:0.80 91:0.82 96:0.95 98:0.59 100:0.73 101:0.78 104:0.76 107:0.96 108:0.10 110:0.96 111:0.88 114:0.90 120:0.88 121:0.90 122:0.51 123:0.10 124:0.69 125:0.98 126:0.54 127:0.84 129:0.59 133:0.64 135:0.90 140:0.45 144:0.85 145:0.74 146:0.49 147:0.55 149:0.70 150:0.87 151:0.91 152:0.95 153:0.48 154:0.97 155:0.67 159:0.37 160:0.99 162:0.81 163:0.75 164:0.86 165:0.86 169:0.72 172:0.21 173:0.30 176:0.73 177:0.38 179:0.93 186:0.91 190:0.77 192:0.59 201:0.74 202:0.80 204:0.89 208:0.64 212:0.23 215:0.79 216:0.14 220:0.62 222:0.84 230:0.84 232:0.81 233:0.69 235:0.31 241:0.96 242:0.55 243:0.51 245:0.45 247:0.39 248:0.93 253:0.95 255:0.79 256:0.85 259:0.21 260:0.89 261:0.92 265:0.60 266:0.38 267:0.36 268:0.85 271:0.62 276:0.30 285:0.62 289:0.97 290:0.90 297:0.36 300:0.25\n0 9:0.80 12:0.20 17:0.73 21:0.05 27:0.72 34:0.30 36:0.64 39:0.53 41:0.82 46:0.88 81:0.78 83:0.76 91:0.80 96:0.80 107:0.88 110:0.88 114:0.56 120:0.69 125:1.00 126:0.32 135:0.24 140:0.45 144:0.85 150:0.58 151:0.87 153:0.48 155:0.67 160:0.96 162:0.86 164:0.57 175:0.91 176:0.53 192:0.59 202:0.36 208:0.64 216:0.02 222:0.84 232:0.74 235:0.05 241:1.00 244:0.83 248:0.78 253:0.74 255:0.79 256:0.45 257:0.84 259:0.21 260:0.70 267:0.28 268:0.46 271:0.62 277:0.87 285:0.62 289:0.97 290:0.56\n2 1:0.74 9:0.80 11:0.88 12:0.20 17:0.81 20:0.88 21:0.30 27:0.40 30:0.45 34:0.34 36:0.90 37:0.69 39:0.53 41:0.82 43:0.79 46:0.95 55:0.84 60:0.87 66:0.61 69:0.75 70:0.72 74:0.85 78:0.72 81:0.75 83:0.86 85:0.85 91:0.31 96:0.80 98:0.81 100:0.95 101:0.76 104:0.98 107:0.97 108:0.71 110:0.97 111:0.88 114:0.86 117:0.86 120:0.69 122:0.67 123:0.69 124:0.50 125:1.00 126:0.54 127:0.45 129:0.59 133:0.47 135:0.66 140:0.45 144:0.85 145:0.79 146:0.26 147:0.32 149:0.74 150:0.84 151:0.87 152:0.83 153:0.48 154:0.73 155:0.67 158:0.92 159:0.58 160:0.96 162:0.86 163:0.92 164:0.57 165:0.84 169:0.93 172:0.59 173:0.70 176:0.73 177:0.38 179:0.60 186:0.73 187:0.87 192:0.59 201:0.74 202:0.36 208:0.64 212:0.30 215:0.72 216:0.30 222:0.84 232:0.96 235:0.42 241:0.07 242:0.57 243:0.34 245:0.74 247:0.39 248:0.78 253:0.85 255:0.79 256:0.45 259:0.21 260:0.70 261:0.90 265:0.81 266:0.75 267:0.84 268:0.46 271:0.62 276:0.57 279:0.86 283:0.82 285:0.62 289:0.97 290:0.86 297:0.36 300:0.55\n1 1:0.74 11:0.88 12:0.20 17:0.72 21:0.13 27:0.72 30:0.91 34:0.61 36:0.57 39:0.53 43:0.84 46:0.97 55:0.71 66:0.69 69:0.63 70:0.13 74:0.44 81:0.84 83:0.77 85:0.72 91:0.78 98:0.59 101:0.76 107:0.94 108:0.48 110:0.93 114:0.92 122:0.43 123:0.46 125:0.88 126:0.54 127:0.17 129:0.05 135:0.28 144:0.85 146:0.32 147:0.38 149:0.54 150:0.90 154:0.81 155:0.67 159:0.13 160:0.88 165:0.88 172:0.21 173:0.91 176:0.73 177:0.38 178:0.55 179:0.84 187:0.21 192:0.59 201:0.74 212:0.61 215:0.84 222:0.84 232:0.77 235:0.22 241:0.77 242:0.63 243:0.73 247:0.30 253:0.69 259:0.21 265:0.60 266:0.17 267:0.23 271:0.62 276:0.21 289:0.97 290:0.92 297:0.36 300:0.13\n0 1:0.74 11:0.88 12:0.20 17:0.70 21:0.71 30:0.56 32:0.80 34:0.61 36:0.25 37:0.97 39:0.53 43:0.80 46:0.97 60:0.87 66:0.35 69:0.74 70:0.71 74:0.88 77:0.70 81:0.49 83:0.86 85:0.96 91:0.25 98:0.49 101:0.82 104:0.82 107:0.99 108:0.78 110:0.98 114:0.68 122:0.43 123:0.76 124:0.77 125:0.88 126:0.54 127:0.55 129:0.81 133:0.76 135:0.61 144:0.85 145:0.65 146:0.58 147:0.64 149:0.93 150:0.66 154:0.74 155:0.67 158:0.87 159:0.75 160:0.88 165:0.69 172:0.65 173:0.59 176:0.73 177:0.38 178:0.55 179:0.41 187:0.21 192:0.59 195:0.89 201:0.74 208:0.64 212:0.27 215:0.48 216:0.98 222:0.84 232:0.87 235:0.88 241:0.07 242:0.53 243:0.40 245:0.80 247:0.47 253:0.69 259:0.21 265:0.50 266:0.92 267:0.28 271:0.62 276:0.72 279:0.86 282:0.88 283:0.71 289:0.97 290:0.68 297:0.36 299:0.88 300:0.70\n1 1:0.74 11:0.88 12:0.20 17:0.03 21:0.22 27:0.72 30:0.76 34:0.97 36:0.88 39:0.53 43:0.85 46:0.95 66:0.36 69:0.62 70:0.15 74:0.51 81:0.80 83:0.76 85:0.72 91:0.54 98:0.12 101:0.74 104:0.72 107:0.92 108:0.47 110:0.93 114:0.90 122:0.51 123:0.46 124:0.52 125:0.88 126:0.54 127:0.24 129:0.05 133:0.39 135:0.42 144:0.85 146:0.13 147:0.18 149:0.50 150:0.87 154:0.81 155:0.67 159:0.21 160:0.88 163:0.93 165:0.86 172:0.10 173:0.79 176:0.73 177:0.38 178:0.55 179:0.97 187:0.21 192:0.59 201:0.74 212:0.95 215:0.79 216:0.04 222:0.84 232:0.77 235:0.31 241:0.50 242:0.82 243:0.51 245:0.37 247:0.12 253:0.67 259:0.21 265:0.12 266:0.12 267:0.28 271:0.62 276:0.12 289:0.97 290:0.90 297:0.36 300:0.13\n1 11:0.88 12:0.20 17:0.32 21:0.78 27:0.45 30:0.95 34:0.62 36:0.17 37:0.50 39:0.53 43:0.78 46:0.93 66:0.54 69:0.78 74:0.41 85:0.72 91:0.06 98:0.07 101:0.70 107:0.90 108:0.61 110:0.90 123:0.59 125:0.88 127:0.06 129:0.05 135:0.85 144:0.85 145:0.50 146:0.13 147:0.18 149:0.42 154:0.71 159:0.08 160:0.88 172:0.10 173:0.65 177:0.38 178:0.55 179:0.08 187:0.68 216:0.77 222:0.84 235:0.22 241:0.27 243:0.63 253:0.37 259:0.21 265:0.08 267:0.36 271:0.62 289:0.89 300:0.08\n1 1:0.74 11:0.88 12:0.20 17:0.06 21:0.22 27:0.72 30:0.45 34:0.96 36:0.55 39:0.53 43:0.97 46:0.97 66:0.52 69:0.12 70:0.33 74:0.69 81:0.80 83:0.76 85:0.80 91:0.67 98:0.57 101:0.79 104:0.72 107:0.96 108:0.52 110:0.96 114:0.90 122:0.67 123:0.50 124:0.50 125:0.88 126:0.54 127:0.40 129:0.59 133:0.47 135:0.30 144:0.85 146:0.13 147:0.18 149:0.71 150:0.87 154:0.97 155:0.67 159:0.23 160:0.88 163:0.75 165:0.86 172:0.27 173:0.39 176:0.73 177:0.38 178:0.55 179:0.89 187:0.21 192:0.59 201:0.74 212:0.52 215:0.79 216:0.04 222:0.84 232:0.77 235:0.31 241:0.47 242:0.55 243:0.34 245:0.48 247:0.39 253:0.71 259:0.21 265:0.58 266:0.27 267:0.82 271:0.62 276:0.27 289:0.97 290:0.90 297:0.36 300:0.25\n2 1:0.74 7:0.81 11:0.64 12:0.79 17:0.51 21:0.40 26:0.99 27:0.21 28:0.80 30:0.38 34:0.40 36:0.87 37:0.74 39:0.85 43:0.97 58:0.93 66:0.63 69:0.17 70:0.65 74:0.89 81:0.73 83:0.75 85:0.91 91:0.14 98:0.70 101:0.82 108:0.14 114:0.82 117:0.86 121:0.90 122:0.43 123:0.13 124:0.48 126:0.54 127:0.33 129:0.59 131:0.61 133:0.47 135:0.18 141:0.91 144:0.57 146:0.71 147:0.76 149:0.90 150:0.83 154:0.97 155:0.67 157:0.92 159:0.39 161:0.61 165:0.83 166:0.93 167:0.67 172:0.63 173:0.24 176:0.73 177:0.38 178:0.55 179:0.50 181:0.60 182:0.89 187:0.39 192:0.59 199:0.97 201:0.74 202:0.36 204:0.89 208:0.64 212:0.55 215:0.67 216:0.95 222:0.35 223:0.99 224:0.93 227:0.61 229:0.61 230:0.84 231:0.89 232:0.91 233:0.76 234:0.91 235:0.52 241:0.21 242:0.37 243:0.68 245:0.75 246:0.94 247:0.67 253:0.74 259:0.21 265:0.70 266:0.47 267:0.28 271:0.27 274:0.91 276:0.59 287:0.61 290:0.82 297:0.36 300:0.55\n3 1:0.74 6:0.98 8:0.85 9:0.80 11:0.64 12:0.79 17:0.67 20:0.82 21:0.13 26:0.99 27:0.16 28:0.80 30:0.09 34:0.23 36:0.94 37:0.84 39:0.85 41:0.93 43:0.31 55:0.52 58:0.99 66:0.12 69:0.99 70:0.85 74:0.60 78:0.83 81:0.87 83:0.81 85:0.72 91:0.58 96:0.90 98:0.09 100:0.90 101:0.64 104:0.58 108:0.50 111:0.85 114:0.92 120:0.83 122:0.57 123:0.48 124:0.93 126:0.54 127:0.88 129:0.05 131:0.96 133:0.93 135:0.63 140:0.80 141:1.00 144:0.57 145:0.74 146:0.13 147:0.29 149:0.33 150:0.92 151:0.96 152:0.97 153:0.85 154:0.11 155:0.67 157:0.75 159:0.95 161:0.61 162:0.64 163:0.80 164:0.79 165:0.88 166:0.93 167:0.78 169:0.99 172:0.16 173:1.00 176:0.73 177:0.05 178:0.42 179:0.83 181:0.60 182:0.90 186:0.84 187:0.21 189:0.94 192:0.59 199:0.96 201:0.74 202:0.72 208:0.64 212:0.13 215:0.84 216:0.53 222:0.35 223:0.99 224:0.99 227:0.96 229:0.95 231:0.89 232:0.80 234:0.99 235:0.22 238:0.94 241:0.64 242:0.42 243:0.33 245:0.46 246:0.94 247:0.47 248:0.90 253:0.89 255:0.79 256:0.71 257:0.65 259:0.21 260:0.84 261:0.99 265:0.09 266:0.75 267:0.59 268:0.74 271:0.27 274:0.99 276:0.43 277:0.69 285:0.62 287:0.95 290:0.92 297:0.36 300:0.55\n2 1:0.74 9:0.80 11:0.64 12:0.79 17:0.24 21:0.13 26:0.99 27:0.20 28:0.80 30:0.33 32:0.80 34:0.36 36:0.46 37:0.77 39:0.85 41:0.82 43:0.62 58:0.98 60:0.95 66:0.20 69:0.91 70:0.49 74:0.74 77:0.70 81:0.87 83:0.85 85:0.80 91:0.42 96:0.80 98:0.21 101:0.74 104:0.79 108:0.67 114:0.92 120:0.69 122:0.41 123:0.65 124:0.81 126:0.54 127:0.33 129:0.59 131:0.95 133:0.76 135:0.58 140:0.80 141:1.00 144:0.57 145:0.52 146:0.13 147:0.36 149:0.52 150:0.92 151:0.87 153:0.48 154:0.52 155:0.67 157:0.83 158:0.87 159:0.48 161:0.61 162:0.53 163:0.79 164:0.57 165:0.88 166:0.93 167:0.74 172:0.16 173:0.96 176:0.73 177:0.05 178:0.42 179:0.83 181:0.60 182:0.90 187:0.39 192:0.59 195:0.74 199:0.96 201:0.74 202:0.57 208:0.64 212:0.19 215:0.84 216:0.83 222:0.35 223:0.99 224:1.00 227:0.96 229:0.95 231:0.89 232:0.86 234:0.99 235:0.22 241:0.53 242:0.19 243:0.40 245:0.46 246:0.94 247:0.55 248:0.78 253:0.84 255:0.79 256:0.45 257:0.65 259:0.21 260:0.70 265:0.23 266:0.47 267:0.76 268:0.46 271:0.27 274:0.97 276:0.32 277:0.69 279:0.86 282:0.88 283:0.71 285:0.62 287:0.95 290:0.92 297:0.36 299:0.88 300:0.33\n1 1:0.74 6:0.96 8:0.93 9:0.80 11:0.64 12:0.79 17:0.91 20:0.98 21:0.05 26:0.99 27:0.54 28:0.80 30:0.45 34:0.55 36:0.54 37:0.88 39:0.85 41:0.82 43:0.58 58:0.98 66:0.49 69:0.94 70:0.25 74:0.50 78:0.84 81:0.91 83:0.79 85:0.72 91:0.66 96:0.84 98:0.23 100:0.92 101:0.71 104:0.54 108:0.87 111:0.86 114:0.95 120:0.66 122:0.51 123:0.86 124:0.48 126:0.54 127:0.88 129:0.05 131:0.95 133:0.39 135:0.32 140:0.80 141:1.00 144:0.57 146:0.34 147:0.05 149:0.34 150:0.96 151:0.79 152:0.92 153:0.77 154:0.47 155:0.67 157:0.78 159:0.67 161:0.61 162:0.86 163:0.90 164:0.62 165:0.90 166:0.93 167:0.99 169:0.89 172:0.16 173:0.99 176:0.73 177:0.05 179:0.98 181:0.60 182:0.90 186:0.84 189:0.97 192:0.59 199:0.95 201:0.74 202:0.55 208:0.64 212:0.61 215:0.91 216:0.12 220:0.62 222:0.35 223:0.99 224:0.99 227:0.96 229:0.95 231:0.89 232:0.76 234:0.99 235:0.12 238:0.97 241:0.89 242:0.63 243:0.29 245:0.39 246:0.94 247:0.30 248:0.72 253:0.83 255:0.79 256:0.58 257:0.65 259:0.21 260:0.67 261:0.89 265:0.25 266:0.17 267:0.73 268:0.64 271:0.27 274:0.97 276:0.14 285:0.62 287:0.95 290:0.95 297:0.36 300:0.18\n3 1:0.74 6:0.81 7:0.81 8:0.59 9:0.80 11:0.64 12:0.79 17:0.24 20:0.85 21:0.40 26:0.99 27:0.21 28:0.80 30:0.45 34:0.62 36:0.92 37:0.74 39:0.85 41:0.88 43:0.97 58:0.98 60:0.95 66:0.90 69:0.17 70:0.53 74:0.92 78:0.77 81:0.73 83:0.85 85:0.93 91:0.27 96:0.82 98:0.85 100:0.79 101:0.84 104:0.84 106:0.81 108:0.14 111:0.76 114:0.82 117:0.86 120:0.72 121:0.90 122:0.43 123:0.13 126:0.54 127:0.36 129:0.05 131:0.96 135:0.18 140:0.45 141:1.00 144:0.57 146:0.82 147:0.85 149:0.93 150:0.83 151:0.87 152:0.90 153:0.48 154:0.97 155:0.67 157:0.93 158:0.92 159:0.38 161:0.61 162:0.86 164:0.69 165:0.83 166:0.93 167:0.68 169:0.76 172:0.73 173:0.26 176:0.73 177:0.38 179:0.50 181:0.60 182:0.90 186:0.78 187:0.39 192:0.59 199:0.98 201:0.74 202:0.53 204:0.89 206:0.81 208:0.64 212:0.58 215:0.67 216:0.95 220:0.91 222:0.35 223:0.99 224:0.99 227:0.96 229:0.95 230:0.84 231:0.89 232:0.91 233:0.76 234:0.99 235:0.52 241:0.30 242:0.51 243:0.91 246:0.94 247:0.67 248:0.79 253:0.87 255:0.79 256:0.58 259:0.21 260:0.72 261:0.79 265:0.85 266:0.47 267:0.69 268:0.62 271:0.27 274:0.98 276:0.61 279:0.86 283:0.82 285:0.62 287:0.95 290:0.82 297:0.36 300:0.43\n2 1:0.74 9:0.80 11:0.64 12:0.79 17:0.30 21:0.13 26:0.99 27:0.20 28:0.80 30:0.33 32:0.80 34:0.37 36:0.44 37:0.77 39:0.85 41:0.82 43:0.62 58:0.98 60:0.87 66:0.20 69:0.91 70:0.49 74:0.74 77:0.70 81:0.87 83:0.86 85:0.80 91:0.53 96:0.75 98:0.21 101:0.74 104:0.79 108:0.67 114:0.92 120:0.63 122:0.41 123:0.65 124:0.81 126:0.54 127:0.33 129:0.59 131:0.95 133:0.76 135:0.54 140:0.45 141:1.00 144:0.57 145:0.52 146:0.13 147:0.36 149:0.52 150:0.92 151:0.70 153:0.69 154:0.52 155:0.67 157:0.83 158:0.87 159:0.48 161:0.61 162:0.86 163:0.79 164:0.62 165:0.88 166:0.93 167:0.74 172:0.16 173:0.96 176:0.73 177:0.05 179:0.83 181:0.60 182:0.90 187:0.21 192:0.59 195:0.74 199:0.96 201:0.74 202:0.46 208:0.64 212:0.19 215:0.84 216:0.83 220:0.74 222:0.35 223:0.99 224:1.00 227:0.96 229:0.95 231:0.89 232:0.86 234:0.99 235:0.22 241:0.53 242:0.19 243:0.40 245:0.46 246:0.94 247:0.55 248:0.66 253:0.79 255:0.79 256:0.45 257:0.65 259:0.21 260:0.64 265:0.23 266:0.47 267:0.76 268:0.55 271:0.27 274:0.97 276:0.32 277:0.69 279:0.86 282:0.88 283:0.71 285:0.62 287:0.95 290:0.92 297:0.36 299:0.88 300:0.33\n1 1:0.74 11:0.64 12:0.79 17:0.30 21:0.13 26:0.99 27:0.20 28:0.80 30:0.38 32:0.80 34:0.42 36:0.46 37:0.77 39:0.85 43:0.62 55:0.52 58:0.93 60:0.95 66:0.20 69:0.92 70:0.45 74:0.74 77:0.70 81:0.87 83:0.84 85:0.80 91:0.48 98:0.19 101:0.74 104:0.79 108:0.78 114:0.92 123:0.77 124:0.81 126:0.54 127:0.34 129:0.59 131:0.61 133:0.76 135:0.44 141:0.91 144:0.57 145:0.52 146:0.13 147:0.33 149:0.56 150:0.92 154:0.52 155:0.67 157:0.83 158:0.87 159:0.49 161:0.61 163:0.88 165:0.88 166:0.93 167:0.70 172:0.21 173:0.96 176:0.73 177:0.05 178:0.55 179:0.74 181:0.60 182:0.90 187:0.39 192:0.59 195:0.74 199:0.97 201:0.74 202:0.50 208:0.64 212:0.42 215:0.84 216:0.83 222:0.35 223:0.99 224:0.93 227:0.61 229:0.61 231:0.89 232:0.86 234:0.91 235:0.22 241:0.39 242:0.45 243:0.34 245:0.53 246:0.94 247:0.60 253:0.73 257:0.65 259:0.21 265:0.21 266:0.38 267:0.76 271:0.27 274:0.91 276:0.38 277:0.69 279:0.86 282:0.88 283:0.71 287:0.61 290:0.92 297:0.36 299:0.88 300:0.33\n1 1:0.74 11:0.64 12:0.79 17:0.61 21:0.22 26:0.99 27:0.72 28:0.80 30:0.71 34:0.23 36:0.46 39:0.85 43:0.69 58:0.93 66:0.16 69:0.88 70:0.29 74:0.54 81:0.83 83:0.76 85:0.88 91:0.09 98:0.18 101:0.76 104:0.54 108:0.84 114:0.90 122:0.43 123:0.83 124:0.86 126:0.54 127:0.23 129:0.89 131:0.61 133:0.83 135:0.21 141:0.91 144:0.57 145:0.61 146:0.13 147:0.18 149:0.64 150:0.89 154:0.58 155:0.67 157:0.88 159:0.53 161:0.61 163:0.92 165:0.86 166:0.93 167:0.64 172:0.16 173:0.83 176:0.73 177:0.38 178:0.55 179:0.65 181:0.60 182:0.89 187:0.39 192:0.59 199:0.96 201:0.74 212:0.30 215:0.79 216:0.06 222:0.35 223:0.99 224:0.93 227:0.61 229:0.61 231:0.89 232:0.76 234:0.91 235:0.31 241:0.10 242:0.53 243:0.28 245:0.48 246:0.94 247:0.47 253:0.68 259:0.21 265:0.20 266:0.54 267:0.69 271:0.27 274:0.91 276:0.37 287:0.61 290:0.90 297:0.36 300:0.25\n1 1:0.74 11:0.64 12:0.79 17:0.59 21:0.22 26:0.99 27:0.72 28:0.80 30:0.62 34:0.23 36:0.51 39:0.85 43:0.69 55:0.96 58:0.93 66:0.16 69:0.88 70:0.34 74:0.38 81:0.83 83:0.76 85:0.72 91:0.08 98:0.17 101:0.70 104:0.54 108:0.77 114:0.90 123:0.84 124:0.81 126:0.54 127:0.28 129:0.05 131:0.61 133:0.74 135:0.17 141:0.91 144:0.57 145:0.61 146:0.13 147:0.18 149:0.40 150:0.89 154:0.58 155:0.67 157:0.77 159:0.60 161:0.61 163:0.98 165:0.86 166:0.93 167:0.64 172:0.10 173:0.83 176:0.73 177:0.38 178:0.55 179:0.88 181:0.60 182:0.89 187:0.39 192:0.59 199:0.96 201:0.74 212:0.61 215:0.79 216:0.06 222:0.35 223:0.99 224:0.93 227:0.61 229:0.61 231:0.89 232:0.76 234:0.91 235:0.31 241:0.10 242:0.63 243:0.37 245:0.42 246:0.94 247:0.35 253:0.67 259:0.21 265:0.08 266:0.23 267:0.84 271:0.27 274:0.91 276:0.27 277:0.69 287:0.61 290:0.90 297:0.36 300:0.25\n1 1:0.74 9:0.80 11:0.64 12:0.79 17:0.26 21:0.22 26:0.99 27:0.70 28:0.80 30:0.11 34:0.45 36:0.84 37:0.28 39:0.85 41:0.82 43:0.71 58:0.98 66:0.30 69:0.40 70:0.54 74:0.50 81:0.83 83:0.78 85:0.72 91:0.25 96:0.80 98:0.26 101:0.73 108:0.31 114:0.90 120:0.69 123:0.30 124:0.61 126:0.54 127:0.48 129:0.59 131:0.95 133:0.47 135:0.56 140:0.45 141:1.00 144:0.57 146:0.29 147:0.35 149:0.47 150:0.89 151:0.87 153:0.48 154:0.61 155:0.67 157:0.79 159:0.39 161:0.61 162:0.86 164:0.57 165:0.86 166:0.93 167:0.70 172:0.16 173:0.47 176:0.73 177:0.38 179:0.93 181:0.60 182:0.90 187:0.21 192:0.59 199:0.96 201:0.74 202:0.36 208:0.64 212:0.30 215:0.79 216:0.41 222:0.35 223:0.99 224:1.00 227:0.96 229:0.95 231:0.89 234:1.00 235:0.31 241:0.37 242:0.33 243:0.48 245:0.47 246:0.94 247:0.39 248:0.78 253:0.81 255:0.79 256:0.45 259:0.21 260:0.70 265:0.28 266:0.27 267:0.91 268:0.46 271:0.27 274:0.97 276:0.16 285:0.62 287:0.95 290:0.90 297:0.36 300:0.33\n2 1:0.74 6:0.98 8:0.89 9:0.80 11:0.64 12:0.79 17:0.20 20:0.91 21:0.05 26:0.99 27:0.16 28:0.80 30:0.14 34:0.25 36:0.93 37:0.84 39:0.85 41:0.92 43:0.90 55:0.92 58:0.99 66:0.59 69:0.45 70:0.94 74:0.81 78:0.89 81:0.91 83:0.81 85:0.88 91:0.35 96:0.88 98:0.54 100:0.95 101:0.75 104:0.58 108:0.35 111:0.92 114:0.95 120:0.80 122:0.51 123:0.34 124:0.67 126:0.54 127:0.76 129:0.81 131:0.96 133:0.76 135:0.90 140:0.80 141:1.00 144:0.57 145:0.74 146:0.86 147:0.89 149:0.79 150:0.96 151:0.87 152:0.97 153:0.48 154:0.89 155:0.67 157:0.87 159:0.83 161:0.61 162:0.83 163:0.81 164:0.77 165:0.90 166:0.93 167:0.74 169:0.99 172:0.65 173:0.24 176:0.73 177:0.38 178:0.42 179:0.58 181:0.60 182:0.90 186:0.89 187:0.68 189:0.96 192:0.59 199:0.98 201:0.74 202:0.66 208:0.64 212:0.22 215:0.91 216:0.53 220:0.62 222:0.35 223:0.99 224:0.99 227:0.96 229:0.95 231:0.89 232:0.80 234:0.99 235:0.12 238:0.96 241:0.55 242:0.30 243:0.67 245:0.68 246:0.94 247:0.60 248:0.87 253:0.90 255:0.79 256:0.71 259:0.21 260:0.81 261:0.99 265:0.56 266:0.80 267:0.69 268:0.72 271:0.27 274:0.99 276:0.56 285:0.62 287:0.95 290:0.95 297:0.36 300:0.84\n0 12:0.79 17:0.34 21:0.78 26:0.98 27:0.45 28:0.80 30:0.21 32:0.72 34:0.82 36:0.23 37:0.50 39:0.85 43:0.30 55:0.52 58:0.93 66:0.36 69:0.71 70:0.50 74:0.59 91:0.10 98:0.41 108:0.54 122:0.57 123:0.52 124:0.59 127:0.24 129:0.59 131:0.61 133:0.47 135:0.47 141:0.91 145:0.45 146:0.57 147:0.63 149:0.32 154:0.50 157:0.61 159:0.43 161:0.61 163:0.98 166:0.61 167:0.73 172:0.27 173:0.65 177:0.38 178:0.55 179:0.71 181:0.60 182:0.61 187:0.68 195:0.79 199:0.95 202:0.36 212:0.37 216:0.77 222:0.35 223:0.97 224:0.93 227:0.61 229:0.61 231:0.80 234:0.91 235:0.68 241:0.50 242:0.58 243:0.51 245:0.56 246:0.61 247:0.39 253:0.47 254:0.92 259:0.21 265:0.43 266:0.47 267:0.28 271:0.27 274:0.91 276:0.35 287:0.61 300:0.33\n1 1:0.74 6:0.86 8:0.74 9:0.80 11:0.64 12:0.79 17:0.22 20:0.88 21:0.47 26:0.99 27:0.06 28:0.80 30:0.21 32:0.80 34:0.45 36:0.71 37:0.82 39:0.85 41:0.90 43:0.75 58:0.99 60:0.97 66:0.54 69:0.83 70:0.37 74:0.66 77:0.70 78:0.83 81:0.77 83:0.82 85:0.72 91:0.42 96:0.78 98:0.24 100:0.83 101:0.72 108:0.67 111:0.82 114:0.80 120:0.67 123:0.65 124:0.45 126:0.54 127:0.17 129:0.05 131:0.96 133:0.39 135:0.68 140:0.45 141:1.00 144:0.57 145:0.44 146:0.31 147:0.05 149:0.45 150:0.84 151:0.79 152:0.89 153:0.69 154:0.65 155:0.67 157:0.79 158:0.92 159:0.24 161:0.61 162:0.86 164:0.75 165:0.80 166:0.93 167:0.73 169:0.80 172:0.21 173:0.87 176:0.73 177:0.05 179:0.76 181:0.60 182:0.90 186:0.83 187:0.39 189:0.89 191:0.83 192:0.59 195:0.68 199:0.98 201:0.74 202:0.61 208:0.64 212:0.42 215:0.63 216:0.92 220:0.93 222:0.35 223:0.99 224:1.00 227:0.96 229:0.95 231:0.89 234:0.99 235:0.68 238:0.87 241:0.50 242:0.45 243:0.26 245:0.40 246:0.94 247:0.35 248:0.73 253:0.79 255:0.79 256:0.64 257:0.65 259:0.21 260:0.68 261:0.85 265:0.26 266:0.23 267:0.44 268:0.69 271:0.27 274:0.99 276:0.18 279:0.86 282:0.88 283:0.82 285:0.62 287:0.95 290:0.80 297:0.36 299:0.88 300:0.25\n4 1:0.74 6:0.98 8:0.97 9:0.80 11:0.64 12:0.79 17:0.13 20:0.99 21:0.05 26:0.99 27:0.16 28:0.80 30:0.21 34:0.20 36:0.76 37:0.84 39:0.85 41:0.99 43:0.43 58:1.00 60:0.99 66:0.16 69:0.15 70:0.64 74:0.71 78:0.97 81:0.91 83:0.90 85:0.85 91:0.94 96:0.99 98:0.21 100:1.00 101:0.73 104:0.58 108:0.12 111:1.00 114:0.95 120:0.97 122:0.51 123:0.12 124:0.85 126:0.54 127:0.93 129:0.81 131:0.96 133:0.83 135:0.28 138:0.99 140:0.45 141:1.00 144:0.57 145:0.74 146:0.41 147:0.47 149:0.58 150:0.96 151:0.99 152:0.97 153:0.97 154:0.27 155:0.67 157:0.85 158:0.92 159:0.83 161:0.61 162:0.80 163:0.79 164:0.96 165:0.90 166:0.93 167:1.00 169:0.99 172:0.21 173:0.10 176:0.73 177:0.38 179:0.81 181:0.60 182:0.90 186:0.97 189:0.99 191:0.93 192:0.59 199:1.00 201:0.74 202:0.92 208:0.64 212:0.22 215:0.91 216:0.53 220:0.62 222:0.35 223:0.99 224:0.99 227:0.96 229:0.95 231:0.89 232:0.80 234:0.99 235:0.12 238:0.99 241:0.93 242:0.22 243:0.37 245:0.54 246:0.94 247:0.67 248:0.99 253:0.99 255:0.79 256:0.95 259:0.21 260:0.97 261:0.99 265:0.23 266:0.75 267:0.93 268:0.95 271:0.27 274:1.00 276:0.38 279:0.86 283:0.82 285:0.62 287:0.95 290:0.95 297:0.36 300:0.43\n0 1:0.74 6:0.94 8:0.88 9:0.80 11:0.64 12:0.79 17:0.20 20:0.88 21:0.05 26:0.99 27:0.16 28:0.80 30:0.21 34:0.76 36:0.59 37:0.80 39:0.85 41:0.82 43:0.75 58:0.99 66:0.54 69:0.73 70:0.37 74:0.49 78:0.77 81:0.94 83:0.79 85:0.72 91:0.57 96:0.79 98:0.65 100:0.83 101:0.74 104:0.92 106:0.81 108:0.57 111:0.78 114:0.95 120:0.77 122:0.41 123:0.54 124:0.45 126:0.54 127:0.40 129:0.05 131:0.96 133:0.39 135:0.54 140:0.45 141:1.00 144:0.57 146:0.54 147:0.05 149:0.49 150:0.97 151:0.81 152:0.94 153:0.48 154:0.66 155:0.67 157:0.79 159:0.30 161:0.61 162:0.86 163:0.89 164:0.68 165:0.90 166:0.93 167:0.68 169:0.79 172:0.21 173:0.87 176:0.73 177:0.05 179:0.94 181:0.60 182:0.90 186:0.78 187:0.39 189:0.97 190:0.77 192:0.59 199:0.97 201:0.74 202:0.53 206:0.81 208:0.64 212:0.42 215:0.91 216:0.45 220:0.62 222:0.35 223:0.99 224:1.00 227:0.96 229:0.95 231:0.89 234:1.00 235:0.22 238:0.95 241:0.27 242:0.45 243:0.26 245:0.40 246:0.94 247:0.35 248:0.73 253:0.80 255:0.79 256:0.58 257:0.65 259:0.21 260:0.77 261:0.81 265:0.66 266:0.23 267:0.19 268:0.62 271:0.27 274:0.98 276:0.24 283:0.82 285:0.62 287:0.95 290:0.95 297:0.36 300:0.25\n0 1:0.74 11:0.64 12:0.79 17:0.64 21:0.78 26:0.99 27:0.45 28:0.80 30:0.95 34:0.74 36:0.18 37:0.50 39:0.85 43:0.82 58:0.93 66:0.54 69:0.71 74:0.43 81:0.41 83:0.71 85:0.72 91:0.09 98:0.09 101:0.72 108:0.54 114:0.63 123:0.52 126:0.54 127:0.07 129:0.05 131:0.61 135:0.82 141:0.91 144:0.57 145:0.50 146:0.13 147:0.18 149:0.46 150:0.61 154:0.77 155:0.67 157:0.78 159:0.08 161:0.61 165:0.63 166:0.92 167:0.67 172:0.10 173:0.70 176:0.73 177:0.38 178:0.55 179:0.08 181:0.60 182:0.88 187:0.68 192:0.59 199:0.94 201:0.74 215:0.43 216:0.77 222:0.35 223:0.99 224:0.93 227:0.61 229:0.61 231:0.87 234:0.91 235:1.00 241:0.21 243:0.63 246:0.93 253:0.50 259:0.21 265:0.09 267:0.28 271:0.27 274:0.91 287:0.61 290:0.63 297:0.36 300:0.08\n2 1:0.74 8:0.94 9:0.80 11:0.64 12:0.79 17:0.12 21:0.13 26:0.99 27:0.16 28:0.80 30:0.33 34:0.23 36:0.75 37:0.84 39:0.85 41:0.90 43:0.78 58:0.99 66:0.32 69:0.79 70:0.49 74:0.71 81:0.87 83:0.80 85:0.80 91:0.51 96:0.86 98:0.22 101:0.75 104:0.58 108:0.42 114:0.92 120:0.78 122:0.57 123:0.40 124:0.72 126:0.54 127:0.43 129:0.59 131:0.96 133:0.64 135:0.18 140:0.80 141:1.00 144:0.57 145:0.74 146:0.13 147:0.36 149:0.63 150:0.92 151:0.87 153:0.48 154:0.70 155:0.67 157:0.83 159:0.48 161:0.61 162:0.60 163:0.88 164:0.73 165:0.88 166:0.93 167:0.79 172:0.21 173:0.80 176:0.73 177:0.05 178:0.42 179:0.87 181:0.60 182:0.90 187:0.21 192:0.59 199:0.96 201:0.74 202:0.68 208:0.64 212:0.42 215:0.84 216:0.53 220:0.62 222:0.35 223:0.99 224:0.99 227:0.96 229:0.95 231:0.89 232:0.80 234:0.99 235:0.22 241:0.67 242:0.45 243:0.49 245:0.48 246:0.94 247:0.39 248:0.85 253:0.87 255:0.79 256:0.64 257:0.65 259:0.21 260:0.78 265:0.24 266:0.38 267:0.79 268:0.68 271:0.27 274:0.98 276:0.26 277:0.69 285:0.62 287:0.95 290:0.92 297:0.36 300:0.33\n0 6:0.95 8:0.88 9:0.80 12:0.06 17:0.11 20:0.98 21:0.78 25:0.88 27:0.25 28:0.68 30:0.76 34:0.22 36:0.57 37:0.74 39:0.33 41:0.88 43:0.24 55:0.52 66:0.72 69:0.85 70:0.22 74:0.39 78:0.95 83:0.77 91:0.95 96:0.88 98:0.34 100:0.98 104:0.80 108:0.71 111:0.97 120:0.98 123:0.69 127:0.12 129:0.05 135:0.20 140:1.00 145:0.38 146:0.31 147:0.38 149:0.27 151:0.90 152:0.92 153:0.91 154:0.16 155:0.67 159:0.13 161:0.60 162:0.46 164:0.98 167:0.88 169:0.97 172:0.27 173:0.98 177:0.38 178:0.51 179:0.42 181:0.93 186:0.95 189:0.96 191:0.92 192:0.59 202:1.00 208:0.64 212:0.78 216:0.50 220:0.74 222:0.35 235:0.12 238:0.97 241:0.86 242:0.75 243:0.75 244:0.61 247:0.30 248:0.86 253:0.82 255:0.79 256:0.97 259:0.21 260:0.98 261:0.97 265:0.36 266:0.17 267:0.65 268:0.97 271:0.90 276:0.24 285:0.62 300:0.18\n1 1:0.74 6:0.90 8:0.81 9:0.80 11:0.57 12:0.06 17:0.57 20:0.88 21:0.40 27:0.34 28:0.68 30:0.17 32:0.80 34:0.44 36:0.94 37:0.57 39:0.33 41:0.88 43:0.86 60:0.87 66:0.72 69:0.58 70:0.78 74:0.91 77:0.96 78:0.83 81:0.71 83:0.85 85:0.91 91:0.51 96:0.74 98:0.82 100:0.88 101:0.81 104:0.91 106:0.81 108:0.60 111:0.83 114:0.82 117:0.86 120:0.62 122:0.41 123:0.57 124:0.43 126:0.54 127:0.44 129:0.59 133:0.47 135:0.94 140:0.45 145:0.92 146:0.27 147:0.33 149:0.86 150:0.81 151:0.64 152:0.83 153:0.77 154:0.83 155:0.67 158:0.87 159:0.51 161:0.60 162:0.86 164:0.70 165:0.81 167:0.59 169:0.86 172:0.74 173:0.54 176:0.73 177:0.38 179:0.46 181:0.93 186:0.83 187:0.21 189:0.91 192:0.59 195:0.72 201:0.74 202:0.55 206:0.81 208:0.64 212:0.57 215:0.67 216:0.76 220:0.82 222:0.35 235:0.60 238:0.92 241:0.39 242:0.19 243:0.23 245:0.77 247:0.60 248:0.63 253:0.80 255:0.79 256:0.58 259:0.21 260:0.62 261:0.85 265:0.82 266:0.54 267:0.98 268:0.64 271:0.90 276:0.67 279:0.86 282:0.88 283:0.71 285:0.62 290:0.82 297:0.36 299:0.97 300:0.55\n2 1:0.74 7:0.81 11:0.57 12:0.06 17:0.89 21:0.22 27:0.28 28:0.68 30:0.27 34:0.85 36:0.93 39:0.33 43:0.98 55:0.52 60:0.87 66:0.51 69:0.12 70:0.89 74:0.94 76:0.85 81:0.80 83:0.81 85:0.94 91:0.48 98:0.64 101:0.81 104:0.93 106:0.81 108:0.10 114:0.90 117:0.86 121:0.90 123:0.10 124:0.65 126:0.54 127:0.86 129:0.81 133:0.67 135:0.24 146:0.85 147:0.88 149:0.92 150:0.87 154:0.98 155:0.67 158:0.92 159:0.74 161:0.60 165:0.86 167:0.48 172:0.79 173:0.12 176:0.73 177:0.38 178:0.55 179:0.36 181:0.93 187:0.21 192:0.59 201:0.74 204:0.89 206:0.81 208:0.64 212:0.60 215:0.79 216:0.24 222:0.35 230:0.87 233:0.76 235:0.42 242:0.29 243:0.61 245:0.89 247:0.67 253:0.78 259:0.21 265:0.65 266:0.87 267:0.52 271:0.90 276:0.79 279:0.86 283:0.82 290:0.90 297:0.36 300:0.70\n0 6:0.97 8:0.95 9:0.80 12:0.06 17:0.28 20:0.98 21:0.78 27:0.16 28:0.68 34:0.21 36:0.40 37:0.54 39:0.33 41:0.88 43:0.35 66:0.36 69:0.54 74:0.56 78:0.94 83:0.78 91:0.90 96:0.94 98:0.07 100:0.97 108:0.42 111:0.96 120:0.88 123:0.40 127:0.05 129:0.05 135:0.21 140:0.97 145:0.49 146:0.05 147:0.05 149:0.14 151:0.90 152:0.90 153:0.86 154:0.26 155:0.67 158:0.85 159:0.05 161:0.60 162:0.52 164:0.85 167:0.89 169:0.96 172:0.05 173:0.45 175:0.75 177:0.05 178:0.50 181:0.93 186:0.94 189:0.98 191:0.97 192:0.59 202:0.89 208:0.64 216:0.41 220:0.62 222:0.35 235:0.05 238:0.97 241:0.88 243:0.51 244:0.61 248:0.87 253:0.92 255:0.79 256:0.86 257:0.65 259:0.21 260:0.89 261:0.95 265:0.07 267:0.94 268:0.86 271:0.90 277:0.69 285:0.62\n1 11:0.57 12:0.06 17:0.13 21:0.22 25:0.88 27:0.36 28:0.68 30:0.38 34:0.98 36:0.80 37:0.78 39:0.33 43:0.82 55:0.71 66:0.93 69:0.67 70:0.61 74:0.71 81:0.55 85:0.72 91:0.38 98:0.92 101:0.72 104:0.72 108:0.51 123:0.49 126:0.32 127:0.53 129:0.05 135:0.84 146:0.91 147:0.93 149:0.70 150:0.42 154:0.78 159:0.52 161:0.60 167:0.56 172:0.81 173:0.68 177:0.38 178:0.55 179:0.44 181:0.93 187:0.87 212:0.73 215:0.79 216:0.66 222:0.35 235:0.22 241:0.27 242:0.73 243:0.93 247:0.60 253:0.53 259:0.21 265:0.92 266:0.38 267:0.73 271:0.90 276:0.71 297:0.36 300:0.55\n0 6:0.82 8:0.62 9:0.80 12:0.06 17:0.13 20:0.91 21:0.78 27:0.43 28:0.68 30:0.13 34:0.42 36:0.67 37:0.45 39:0.33 41:0.82 43:0.38 55:0.71 66:0.10 69:0.45 70:0.94 74:0.42 78:0.76 83:0.76 91:0.60 96:0.80 98:0.27 100:0.78 104:0.58 108:0.96 111:0.75 120:0.69 123:0.96 124:0.94 127:0.89 129:0.05 133:0.94 135:0.84 140:0.94 146:0.35 147:0.42 149:0.55 151:0.87 152:0.92 153:0.48 154:0.69 155:0.67 159:0.90 161:0.60 162:0.48 164:0.57 167:0.57 169:0.77 172:0.32 173:0.16 177:0.38 178:0.52 179:0.52 181:0.93 186:0.77 187:0.21 189:0.83 192:0.59 202:0.68 208:0.64 212:0.12 216:0.37 222:0.35 235:0.05 238:0.85 241:0.32 242:0.81 243:0.25 245:0.67 247:0.39 248:0.78 253:0.74 254:0.94 255:0.79 256:0.45 259:0.21 260:0.70 261:0.80 265:0.29 266:0.96 267:0.91 268:0.46 271:0.90 276:0.69 277:0.69 285:0.62 300:0.84\n2 1:0.74 6:0.82 8:0.63 9:0.80 12:0.06 17:0.13 20:0.96 21:0.22 25:0.88 27:0.36 28:0.68 30:0.41 34:0.56 36:0.47 37:0.78 39:0.33 43:0.41 55:0.52 66:0.86 69:0.35 70:0.57 74:0.55 78:0.80 81:0.79 91:0.68 96:0.75 98:0.92 100:0.81 104:0.72 108:0.27 111:0.79 114:0.90 117:0.86 120:0.63 123:0.26 126:0.54 127:0.54 129:0.05 135:0.61 140:0.45 146:0.72 147:0.76 149:0.58 150:0.81 151:0.64 152:0.92 153:0.77 154:0.31 155:0.67 158:0.85 159:0.29 161:0.60 162:0.86 164:0.70 167:0.71 169:0.78 172:0.59 173:0.53 176:0.73 177:0.38 179:0.73 181:0.93 186:0.80 187:0.87 189:0.84 192:0.59 201:0.74 202:0.55 208:0.64 212:0.78 215:0.79 216:0.66 220:0.82 222:0.35 235:0.42 238:0.84 241:0.65 242:0.77 243:0.86 244:0.61 247:0.39 248:0.67 253:0.76 255:0.79 256:0.58 259:0.21 260:0.64 261:0.83 265:0.92 266:0.38 267:0.36 268:0.64 271:0.90 276:0.48 285:0.62 290:0.90 297:0.36 300:0.43\n2 11:0.57 12:0.06 17:0.30 21:0.22 25:0.88 27:0.36 28:0.68 30:0.42 34:0.96 36:0.75 37:0.78 39:0.33 43:0.83 55:0.71 66:0.93 69:0.43 70:0.64 74:0.71 81:0.55 85:0.72 91:0.56 98:0.96 101:0.72 104:0.72 108:0.33 120:0.61 123:0.32 126:0.32 127:0.71 129:0.05 135:0.86 140:0.45 146:0.92 147:0.94 149:0.73 150:0.42 151:0.55 153:0.69 154:0.79 159:0.55 161:0.60 162:0.86 164:0.62 167:0.68 172:0.82 173:0.40 177:0.38 179:0.46 181:0.93 187:0.68 190:0.77 202:0.46 212:0.70 215:0.79 216:0.66 220:0.82 222:0.35 235:0.22 241:0.59 242:0.73 243:0.94 247:0.60 248:0.54 253:0.53 256:0.45 259:0.21 260:0.61 265:0.96 266:0.38 267:0.85 268:0.55 271:0.90 276:0.72 285:0.50 297:0.36 300:0.55\n1 1:0.74 6:0.84 7:0.81 8:0.63 9:0.80 11:0.57 12:0.06 17:0.51 20:0.82 21:0.40 27:0.59 28:0.68 30:0.09 32:0.80 34:0.67 36:0.21 37:0.56 39:0.33 41:0.92 43:0.95 60:0.98 66:0.18 69:0.32 70:1.00 74:0.88 77:0.89 78:0.78 81:0.78 83:0.87 85:0.90 91:0.37 96:0.74 98:0.18 100:0.82 101:0.72 108:0.25 111:0.78 114:0.82 120:0.62 121:0.90 123:0.24 124:0.95 126:0.54 127:0.75 129:0.89 133:0.94 135:0.90 140:0.45 145:0.49 146:0.53 147:0.59 149:0.84 150:0.86 151:0.64 152:0.78 153:0.77 154:0.95 155:0.67 158:0.92 159:0.93 161:0.60 162:0.86 164:0.69 165:0.86 167:0.54 169:0.80 172:0.45 173:0.09 176:0.73 177:0.38 179:0.51 181:0.93 186:0.79 187:0.39 189:0.86 192:0.59 195:0.98 201:0.74 202:0.54 204:0.89 208:0.64 212:0.22 215:0.67 216:0.37 220:0.82 222:0.35 230:0.87 233:0.76 235:0.80 238:0.86 241:0.18 242:0.42 243:0.39 245:0.64 247:0.60 248:0.62 253:0.79 255:0.79 256:0.58 259:0.21 260:0.62 261:0.78 265:0.20 266:0.91 267:0.23 268:0.63 271:0.90 276:0.66 279:0.86 282:0.88 283:0.82 285:0.62 290:0.82 297:0.36 299:0.97 300:0.99\n0 11:0.57 12:0.06 17:0.43 21:0.59 27:0.45 28:0.68 30:0.58 32:0.75 34:0.86 36:0.18 37:0.50 39:0.33 43:0.75 55:0.59 66:0.80 69:0.70 70:0.44 74:0.40 81:0.33 85:0.72 91:0.15 98:0.49 101:0.72 108:0.53 123:0.51 126:0.32 127:0.15 129:0.05 135:0.76 145:0.52 146:0.60 147:0.66 149:0.56 150:0.30 154:0.67 159:0.22 161:0.60 163:0.81 167:0.54 172:0.45 173:0.68 177:0.38 178:0.55 179:0.42 181:0.93 187:0.68 195:0.73 212:0.37 215:0.55 216:0.77 222:0.35 235:0.68 241:0.15 242:0.76 243:0.82 247:0.35 253:0.36 259:0.21 265:0.51 266:0.38 267:0.36 271:0.90 276:0.36 297:0.36 300:0.33\n1 1:0.74 6:0.83 8:0.65 9:0.80 12:0.06 17:0.06 20:0.90 21:0.13 25:0.88 27:0.31 28:0.68 30:0.41 34:0.77 36:0.65 37:0.81 39:0.33 43:0.27 55:0.59 66:0.86 69:0.53 70:0.60 74:0.62 78:0.83 81:0.83 91:0.71 96:0.82 98:0.90 100:0.84 104:0.54 108:0.41 111:0.82 114:0.92 117:0.86 120:0.66 123:0.39 126:0.54 127:0.46 129:0.05 135:0.42 140:0.45 146:0.75 147:0.79 149:0.44 150:0.85 151:0.74 152:0.85 153:0.48 154:0.76 155:0.67 158:0.84 159:0.31 161:0.60 162:0.83 164:0.72 167:0.71 169:0.82 172:0.59 173:0.66 176:0.73 177:0.38 179:0.71 181:0.93 186:0.83 187:0.68 189:0.85 190:0.77 191:0.70 192:0.59 201:0.74 202:0.63 208:0.64 212:0.30 215:0.84 216:0.68 220:0.87 222:0.35 232:0.93 235:0.31 238:0.86 241:0.65 242:0.77 243:0.86 247:0.39 248:0.71 253:0.83 254:0.86 255:0.79 256:0.64 259:0.21 260:0.67 261:0.84 265:0.90 266:0.38 267:0.65 268:0.69 271:0.90 276:0.48 285:0.62 290:0.92 297:0.36 300:0.43\n0 1:0.74 11:0.57 12:0.06 17:0.61 21:0.78 27:0.45 28:0.68 30:0.33 34:0.76 36:0.18 37:0.50 39:0.33 43:0.81 55:0.71 66:0.45 69:0.72 70:0.69 74:0.64 81:0.41 83:0.71 85:0.72 91:0.14 98:0.35 101:0.71 108:0.55 114:0.63 122:0.51 123:0.53 124:0.66 126:0.54 127:0.41 129:0.05 133:0.62 135:0.73 145:0.49 146:0.52 147:0.58 149:0.56 150:0.61 154:0.76 155:0.67 159:0.59 161:0.60 163:0.79 165:0.63 167:0.54 172:0.27 173:0.66 176:0.73 177:0.38 178:0.55 179:0.87 181:0.93 187:0.68 192:0.59 201:0.74 212:0.19 215:0.43 216:0.77 222:0.35 235:1.00 241:0.18 242:0.45 243:0.58 245:0.47 247:0.47 253:0.55 259:0.21 265:0.37 266:0.47 267:0.87 271:0.90 276:0.31 290:0.63 297:0.36 300:0.43\n3 6:0.95 8:0.71 9:0.80 12:0.06 17:0.45 20:0.85 21:0.78 25:0.88 27:0.25 28:0.68 30:0.76 34:0.28 36:0.55 37:0.74 39:0.33 41:0.82 43:0.24 55:0.52 66:0.72 69:0.85 70:0.22 74:0.39 78:0.95 83:0.76 91:0.92 96:0.80 98:0.31 100:0.98 104:0.80 108:0.71 111:0.96 120:0.91 123:0.69 127:0.12 129:0.05 135:0.30 140:0.98 145:0.38 146:0.31 147:0.38 149:0.27 151:0.87 152:0.82 153:0.72 154:0.16 155:0.67 159:0.13 161:0.60 162:0.66 164:0.91 167:0.82 169:0.97 172:0.27 173:0.96 177:0.38 178:0.52 179:0.38 181:0.93 186:0.94 187:0.21 191:0.93 192:0.59 202:0.87 208:0.64 212:0.78 216:0.50 220:0.74 222:0.35 235:0.12 241:0.77 242:0.75 243:0.75 244:0.61 247:0.30 248:0.78 253:0.74 255:0.79 256:0.89 259:0.21 260:0.91 261:0.95 265:0.34 266:0.17 267:0.69 268:0.89 271:0.90 276:0.24 283:0.71 285:0.62 300:0.18\n1 6:0.86 7:0.78 8:0.82 9:0.80 12:0.06 17:0.45 20:0.96 21:0.78 25:0.88 27:0.08 28:0.68 30:0.62 34:0.40 36:0.51 37:0.68 39:0.33 43:0.43 55:0.52 66:0.87 69:0.17 70:0.53 74:0.54 76:0.94 78:0.84 91:0.57 96:0.77 98:0.92 100:0.86 104:0.72 108:0.14 111:0.83 120:0.76 123:0.13 127:0.54 129:0.05 135:0.51 140:0.90 146:0.72 147:0.76 149:0.64 151:0.77 152:0.95 153:0.48 154:0.33 155:0.67 159:0.29 161:0.60 162:0.53 164:0.67 167:0.68 169:0.83 172:0.63 173:0.38 177:0.38 178:0.48 179:0.69 181:0.93 186:0.84 187:0.39 189:0.88 190:0.77 191:0.70 192:0.59 202:0.66 208:0.64 212:0.82 216:0.48 222:0.35 230:0.81 233:0.69 235:0.22 238:0.87 241:0.60 242:0.78 243:0.88 244:0.61 247:0.39 248:0.71 253:0.67 255:0.79 256:0.58 259:0.21 260:0.76 261:0.88 265:0.92 266:0.38 267:0.52 268:0.59 271:0.90 276:0.52 285:0.62 300:0.43\n2 6:0.95 8:0.84 12:0.06 17:0.61 20:0.79 21:0.30 25:0.88 27:0.25 28:0.68 30:0.62 34:0.64 36:0.49 37:0.74 39:0.33 43:0.25 55:0.59 66:0.75 69:0.82 70:0.34 74:0.48 78:0.87 81:0.60 91:0.82 98:0.56 100:0.92 104:0.80 108:0.66 111:0.88 120:0.65 123:0.64 126:0.32 127:0.17 129:0.05 135:0.49 140:0.45 146:0.50 147:0.56 149:0.24 150:0.44 151:0.54 152:0.93 153:0.88 154:0.53 159:0.18 161:0.60 162:0.85 164:0.80 167:0.69 169:0.97 172:0.32 173:0.92 177:0.38 179:0.66 181:0.93 186:0.87 187:0.21 189:0.92 190:0.77 191:0.83 202:0.68 212:0.61 215:0.72 216:0.50 220:0.87 222:0.35 235:0.42 238:0.92 241:0.63 242:0.63 243:0.77 247:0.35 248:0.59 253:0.40 254:0.94 256:0.71 259:0.21 260:0.66 261:0.97 265:0.57 266:0.23 267:0.73 268:0.75 271:0.90 276:0.24 283:0.66 285:0.50 297:0.36 300:0.25\n1 1:0.74 6:0.91 7:0.81 8:0.86 9:0.80 11:0.57 12:0.86 17:0.75 18:0.94 20:0.96 21:0.54 27:0.52 28:0.56 29:0.62 30:0.58 31:0.97 32:0.80 34:0.62 36:0.93 37:0.56 39:0.99 41:0.96 43:0.92 44:0.93 48:0.91 60:0.98 64:0.77 66:0.96 69:0.42 70:0.71 71:0.89 74:0.90 77:0.70 78:0.89 79:0.97 81:0.50 83:0.91 85:0.94 86:0.98 91:0.76 96:0.91 98:0.99 100:0.89 101:0.87 108:0.32 111:0.87 114:0.59 120:0.87 121:0.90 122:0.57 123:0.31 126:0.54 127:0.86 129:0.05 135:0.24 137:0.97 139:0.99 140:0.87 145:0.79 146:0.91 147:0.92 149:0.96 150:0.72 151:0.98 152:0.96 153:0.92 154:0.91 155:0.67 158:0.92 159:0.51 161:0.69 162:0.52 164:0.89 165:0.93 167:0.93 169:0.84 172:0.90 173:0.44 176:0.73 177:0.70 178:0.48 179:0.33 181:0.48 186:0.88 189:0.93 191:0.94 192:0.87 195:0.69 196:0.99 201:0.93 202:0.90 204:0.89 208:0.64 212:0.60 215:0.39 216:0.50 219:0.95 222:0.25 230:0.87 233:0.76 235:0.84 238:0.86 241:0.81 242:0.22 243:0.96 247:0.79 248:0.90 253:0.94 255:0.95 256:0.85 259:0.21 260:0.86 261:0.91 265:0.99 266:0.38 267:0.88 268:0.87 271:0.66 276:0.82 279:0.86 281:0.91 282:0.88 283:0.82 284:0.98 285:0.62 290:0.59 292:0.95 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.92 7:0.81 8:0.92 9:0.80 11:0.57 12:0.86 17:0.61 18:0.77 20:0.98 21:0.64 27:0.44 28:0.56 29:0.62 30:0.71 31:1.00 32:0.69 34:0.67 36:0.63 37:0.78 39:0.99 41:0.99 43:0.95 44:0.90 48:0.99 55:0.45 60:0.87 64:0.77 66:0.72 69:0.30 70:0.33 71:0.89 74:0.67 78:0.89 79:1.00 81:0.44 83:0.91 85:0.72 86:0.83 91:0.94 96:0.98 98:0.64 100:0.88 101:0.87 108:0.76 111:0.88 114:0.57 120:0.96 121:0.90 123:0.75 124:0.45 126:0.54 127:0.63 129:0.05 133:0.59 135:0.19 137:1.00 139:0.91 140:0.80 145:0.80 146:0.50 147:0.57 149:0.74 150:0.70 151:1.00 152:0.90 153:0.98 154:0.95 155:0.67 158:0.92 159:0.57 161:0.69 162:0.64 164:0.96 165:0.93 167:0.96 169:0.86 172:0.91 173:0.28 176:0.73 177:0.70 178:0.42 179:0.25 181:0.48 186:0.89 189:0.93 191:0.97 192:0.87 195:0.77 196:1.00 201:0.93 202:0.96 204:0.89 208:0.64 212:0.93 215:0.38 216:0.56 219:0.95 222:0.25 230:0.87 233:0.76 235:0.84 238:0.85 241:0.91 242:0.80 243:0.23 245:0.88 247:0.55 248:0.98 253:0.97 255:0.95 256:0.96 259:0.21 260:0.96 261:0.91 265:0.65 266:0.47 267:0.89 268:0.96 271:0.66 276:0.85 277:0.87 279:0.86 281:0.91 283:0.82 284:1.00 285:0.62 290:0.57 292:0.95 297:0.36 300:0.70\n1 1:0.74 6:0.81 7:0.81 8:0.60 9:0.80 11:0.57 12:0.86 17:0.69 18:0.76 20:0.80 21:0.13 27:0.44 28:0.56 29:0.62 30:0.62 31:0.96 32:0.80 34:0.40 36:0.76 37:0.25 39:0.99 41:0.90 43:0.80 44:0.93 48:0.91 60:0.97 64:0.77 66:0.83 69:0.19 70:0.43 71:0.89 74:0.76 77:0.70 78:0.82 79:0.96 81:0.73 83:0.91 85:0.80 86:0.84 91:0.76 96:0.87 98:0.98 100:0.79 101:0.87 108:0.15 111:0.81 114:0.79 120:0.79 121:0.90 122:0.57 123:0.15 126:0.54 127:0.85 129:0.05 135:0.60 137:0.96 139:0.93 140:0.45 145:0.67 146:0.71 147:0.76 149:0.73 150:0.83 151:0.95 152:0.77 153:0.85 154:0.75 155:0.67 158:0.91 159:0.28 161:0.69 162:0.79 163:0.81 164:0.77 165:0.93 167:0.94 169:0.79 172:0.51 173:0.44 176:0.73 177:0.70 179:0.85 181:0.48 186:0.82 189:0.83 192:0.87 195:0.59 196:0.98 201:0.93 202:0.67 204:0.89 208:0.64 212:0.28 215:0.61 216:0.22 219:0.95 222:0.25 230:0.86 233:0.73 235:0.42 238:0.82 241:0.84 242:0.29 243:0.84 247:0.67 248:0.85 253:0.88 255:0.95 256:0.68 259:0.21 260:0.79 261:0.79 265:0.98 266:0.54 267:0.36 268:0.72 271:0.66 276:0.41 279:0.86 281:0.89 282:0.88 283:0.78 284:0.96 285:0.62 290:0.79 292:0.91 297:0.36 299:0.88 300:0.33\n2 1:0.74 6:0.91 7:0.66 8:0.90 9:0.80 11:0.57 12:0.86 17:0.86 18:0.69 20:0.94 21:0.13 27:0.10 28:0.56 29:0.62 30:0.95 31:0.99 32:0.80 34:0.53 36:0.50 37:0.88 39:0.99 41:0.97 43:0.83 44:0.93 48:0.91 55:0.45 60:0.87 64:0.77 66:0.90 69:0.40 70:0.13 71:0.89 74:0.65 77:0.70 78:0.87 79:0.99 81:0.67 83:0.91 85:0.72 86:0.77 91:0.97 96:0.96 98:0.79 100:0.86 101:0.87 108:0.73 111:0.86 114:0.79 120:0.94 123:0.71 124:0.37 126:0.54 127:0.77 129:0.05 133:0.43 135:0.20 137:0.99 139:0.88 140:0.87 145:0.59 146:0.41 147:0.47 149:0.80 150:0.80 151:0.99 152:0.87 153:0.99 154:0.79 155:0.67 158:0.91 159:0.61 161:0.69 162:0.51 164:0.91 165:0.93 167:0.97 169:0.84 172:0.98 173:0.34 176:0.73 177:0.70 179:0.15 181:0.48 186:0.87 189:0.92 191:0.96 192:0.87 195:0.80 196:0.99 201:0.93 202:0.92 208:0.64 212:0.93 215:0.61 216:0.47 219:0.95 222:0.25 230:0.69 233:0.76 235:0.31 238:0.84 241:0.95 242:0.82 243:0.09 245:0.94 247:0.60 248:0.95 253:0.95 255:0.95 256:0.88 259:0.21 260:0.94 261:0.89 265:0.79 266:0.54 267:0.52 268:0.90 271:0.66 276:0.94 277:0.69 279:0.86 281:0.89 282:0.88 283:0.82 284:0.99 285:0.62 290:0.79 292:0.91 297:0.36 299:0.88 300:0.55\n1 1:0.74 11:0.57 12:0.86 17:0.47 18:0.76 21:0.59 27:0.45 28:0.56 29:0.62 30:0.62 32:0.80 34:0.84 36:0.27 37:0.50 39:0.99 43:0.81 44:0.93 60:0.87 64:0.77 66:0.13 69:0.70 70:0.62 71:0.89 74:0.71 77:0.70 81:0.45 83:0.91 85:0.85 86:0.84 91:0.07 98:0.35 101:0.87 108:0.82 114:0.58 123:0.51 124:0.48 126:0.54 127:0.35 129:0.59 133:0.46 135:0.83 139:0.90 145:0.47 146:0.47 147:0.54 149:0.75 150:0.70 154:0.77 155:0.67 158:0.91 159:0.49 161:0.69 165:0.93 167:0.64 172:0.54 173:0.67 176:0.73 177:0.70 178:0.55 179:0.61 181:0.48 187:0.68 192:0.87 195:0.75 201:0.93 208:0.64 212:0.77 215:0.39 216:0.77 219:0.95 222:0.25 235:0.80 241:0.27 242:0.51 243:0.33 245:0.68 247:0.67 253:0.44 259:0.21 265:0.26 266:0.38 267:0.52 271:0.66 276:0.35 279:0.86 282:0.88 283:0.78 290:0.58 292:0.91 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.96 7:0.66 8:0.93 9:0.80 12:0.86 17:0.47 18:0.70 20:0.98 21:0.64 25:0.88 27:0.15 28:0.56 29:0.62 30:0.95 31:0.98 32:0.80 34:0.61 36:0.60 37:0.87 39:0.99 41:0.97 43:0.14 44:0.93 48:0.98 55:0.45 64:0.77 66:0.98 69:0.48 70:0.13 71:0.89 74:0.47 77:0.70 78:0.94 79:0.98 81:0.45 83:0.91 86:0.72 91:0.99 96:0.91 98:0.94 100:0.98 104:0.58 108:0.37 111:0.96 114:0.57 120:0.98 123:0.35 126:0.54 127:0.63 129:0.05 135:0.23 137:0.98 139:0.84 140:0.95 145:0.76 146:0.83 147:0.86 149:0.68 150:0.70 151:0.98 152:0.93 153:0.98 154:0.57 155:0.67 159:0.39 161:0.69 162:0.68 164:0.97 165:0.93 167:0.98 169:0.95 172:0.95 173:0.56 175:0.75 176:0.73 177:0.38 179:0.19 181:0.48 186:0.94 189:0.97 191:0.97 192:0.87 195:0.65 196:0.98 201:0.93 202:0.97 208:0.64 212:0.93 215:0.38 216:0.73 219:0.92 220:0.62 222:0.25 230:0.69 233:0.76 235:0.88 238:0.95 241:0.99 242:0.82 243:0.98 244:0.61 247:0.39 248:0.91 253:0.88 254:0.84 255:0.95 256:0.97 257:0.65 259:0.21 260:0.97 261:0.96 265:0.94 266:0.47 267:0.82 268:0.98 271:0.66 276:0.91 277:0.69 281:0.91 282:0.88 283:0.78 284:0.99 285:0.62 290:0.57 292:0.87 297:0.36 299:0.88 300:0.18\n1 1:0.74 6:0.96 7:0.81 8:0.65 9:0.80 12:0.86 17:0.87 20:0.82 21:0.59 25:0.88 27:0.15 28:0.56 29:0.62 31:0.87 32:0.64 34:0.58 36:0.70 37:0.87 39:0.99 41:0.82 64:0.77 71:0.89 74:0.47 78:0.78 79:0.86 81:0.48 83:0.91 91:0.68 96:0.69 100:0.79 104:0.58 111:0.77 114:0.58 120:0.84 121:0.90 126:0.54 135:0.32 137:0.87 139:0.74 140:0.90 145:0.50 150:0.71 151:0.50 152:0.93 153:0.87 155:0.67 161:0.69 162:0.70 164:0.73 165:0.93 167:0.87 169:0.95 175:0.97 176:0.73 181:0.48 186:0.79 187:0.21 189:0.84 190:0.89 191:0.82 192:0.87 195:0.53 196:0.88 201:0.93 202:0.71 204:0.89 208:0.64 215:0.39 216:0.73 222:0.25 230:0.87 233:0.76 235:0.88 238:0.84 241:0.75 244:0.93 248:0.50 253:0.42 255:0.95 256:0.71 257:0.93 259:0.21 260:0.77 261:0.96 267:0.65 268:0.74 271:0.66 277:0.95 281:0.91 283:0.82 284:0.91 285:0.62 290:0.58 297:0.36\n2 1:0.74 7:0.81 9:0.80 11:0.57 12:0.86 17:0.90 18:0.77 21:0.64 27:0.44 28:0.56 29:0.62 30:0.71 31:0.97 32:0.69 34:0.68 36:0.64 37:0.78 39:0.99 41:0.88 43:0.95 44:0.90 48:0.99 55:0.45 60:0.87 64:0.77 66:0.72 69:0.30 70:0.33 71:0.89 74:0.67 79:0.97 81:0.44 83:0.91 85:0.72 86:0.83 91:0.38 96:0.86 98:0.63 101:0.87 108:0.76 114:0.57 120:0.87 121:0.90 123:0.75 124:0.45 126:0.54 127:0.56 129:0.05 133:0.59 135:0.34 137:0.97 139:0.91 140:0.90 145:0.80 146:0.50 147:0.57 149:0.74 150:0.70 151:0.94 153:0.90 154:0.95 155:0.67 158:0.92 159:0.57 161:0.69 162:0.64 164:0.77 165:0.93 167:0.79 172:0.91 173:0.27 176:0.73 177:0.70 179:0.24 181:0.48 187:0.39 192:0.87 195:0.78 196:0.98 201:0.93 202:0.75 204:0.89 208:0.64 212:0.93 215:0.38 216:0.56 219:0.95 222:0.25 230:0.87 233:0.76 235:0.84 241:0.70 242:0.80 243:0.23 245:0.88 247:0.55 248:0.85 253:0.85 255:0.95 256:0.75 259:0.21 260:0.85 265:0.64 266:0.47 267:0.69 268:0.77 271:0.66 276:0.85 277:0.87 279:0.86 281:0.91 283:0.82 284:0.95 285:0.62 290:0.57 292:0.95 297:0.36 300:0.70\n2 1:0.74 11:0.57 12:0.86 17:0.45 18:0.83 21:0.13 27:0.45 28:0.56 29:0.62 30:0.19 34:0.85 36:0.17 37:0.50 39:0.99 43:0.82 44:0.87 60:0.87 64:0.77 66:0.30 69:0.68 70:0.90 71:0.89 74:0.60 81:0.67 83:0.91 85:0.80 86:0.90 91:0.10 98:0.20 101:0.87 108:0.84 114:0.79 123:0.83 124:0.83 126:0.54 127:0.39 129:0.59 133:0.81 135:0.60 139:0.91 145:0.50 146:0.24 147:0.30 149:0.68 150:0.80 154:0.77 155:0.67 158:0.92 159:0.54 161:0.69 165:0.93 167:0.64 172:0.41 173:0.64 176:0.73 177:0.70 178:0.55 179:0.59 181:0.48 187:0.68 192:0.87 195:0.77 201:0.93 208:0.64 212:0.57 215:0.61 216:0.77 219:0.95 222:0.25 235:0.31 241:0.30 242:0.23 243:0.36 245:0.61 247:0.76 253:0.56 259:0.21 265:0.22 266:0.71 267:0.28 271:0.66 276:0.53 279:0.86 283:0.82 290:0.79 292:0.95 297:0.36 300:0.70\n1 1:0.74 7:0.81 8:0.82 9:0.80 12:0.86 17:0.88 21:0.64 25:0.88 27:0.15 28:0.56 29:0.62 31:0.86 32:0.64 34:0.52 36:0.54 37:0.87 39:0.99 41:0.88 64:0.77 71:0.89 74:0.47 79:0.86 81:0.45 83:0.91 91:0.78 96:0.68 104:0.58 114:0.57 120:0.84 121:0.90 126:0.54 135:0.34 137:0.86 139:0.74 140:0.87 145:0.54 150:0.70 151:0.47 153:0.90 155:0.67 161:0.69 162:0.64 164:0.75 165:0.93 167:0.86 175:0.97 176:0.73 181:0.48 187:0.21 190:0.89 191:0.80 192:0.87 195:0.53 196:0.87 201:0.93 202:0.72 204:0.89 208:0.64 215:0.38 216:0.73 222:0.25 230:0.87 233:0.76 235:0.88 241:0.75 244:0.93 248:0.47 253:0.40 255:0.95 256:0.71 257:0.93 259:0.21 260:0.77 267:0.23 268:0.74 271:0.66 277:0.95 281:0.91 284:0.93 285:0.62 290:0.57 297:0.36\n1 1:0.74 6:0.95 7:0.81 8:0.90 9:0.80 11:0.57 12:0.86 17:0.64 18:0.91 20:0.92 21:0.64 22:0.93 27:0.30 28:0.56 29:0.62 30:0.45 31:0.98 32:0.80 34:0.77 36:0.42 37:0.80 39:0.99 41:0.96 43:0.83 44:0.93 47:0.93 48:0.98 55:0.71 60:0.95 64:0.77 66:0.54 69:0.67 70:0.64 71:0.89 74:0.75 77:0.70 78:0.90 79:0.97 81:0.44 83:0.91 85:0.80 86:0.93 91:0.87 96:0.91 98:0.57 100:0.94 101:0.87 104:0.83 106:0.81 108:0.78 111:0.91 114:0.57 117:0.86 120:0.84 121:0.97 122:0.65 123:0.76 124:0.52 126:0.54 127:0.38 129:0.59 133:0.46 135:0.49 137:0.98 139:0.96 140:0.80 145:0.85 146:0.60 147:0.66 149:0.72 150:0.70 151:1.00 152:0.86 153:0.98 154:0.79 155:0.67 158:0.92 159:0.53 161:0.69 162:0.52 164:0.87 165:0.93 167:0.76 169:0.92 172:0.74 173:0.63 176:0.73 177:0.70 178:0.42 179:0.36 181:0.48 186:0.90 187:0.21 189:0.96 191:0.88 192:0.87 195:0.79 196:0.99 201:0.93 202:0.87 204:0.89 206:0.81 208:0.64 212:0.78 215:0.38 216:0.74 219:0.95 222:0.25 230:0.87 233:0.76 235:0.84 238:0.92 241:0.65 242:0.29 243:0.40 245:0.88 247:0.76 248:0.90 253:0.91 255:0.95 256:0.81 259:0.21 260:0.85 261:0.92 262:0.93 265:0.59 266:0.71 267:0.36 268:0.84 271:0.66 276:0.71 279:0.86 281:0.91 282:0.88 283:0.82 284:0.98 285:0.62 290:0.57 292:0.95 297:0.36 299:0.88 300:0.55\n0 1:0.74 6:0.96 7:0.81 8:0.92 9:0.80 12:0.86 17:0.85 20:0.74 21:0.64 25:0.88 27:0.15 28:0.56 29:0.62 31:0.91 32:0.64 34:0.55 36:0.81 37:0.87 39:0.99 41:0.88 64:0.77 71:0.89 74:0.47 78:0.87 79:0.91 81:0.45 83:0.91 91:0.61 96:0.76 100:0.89 104:0.58 111:0.86 114:0.57 120:0.79 121:0.90 126:0.54 135:0.30 137:0.91 139:0.74 140:0.87 145:0.54 150:0.70 151:0.72 152:0.93 153:0.82 155:0.67 161:0.69 162:0.76 164:0.74 165:0.93 167:0.91 169:0.95 175:0.97 176:0.73 181:0.48 186:0.87 187:0.21 190:0.89 192:0.87 195:0.53 196:0.91 201:0.93 202:0.68 204:0.89 208:0.64 215:0.38 216:0.73 222:0.25 230:0.87 233:0.76 235:0.88 241:0.78 244:0.93 248:0.68 253:0.60 255:0.95 256:0.68 257:0.93 259:0.21 260:0.74 261:0.96 267:0.19 268:0.72 271:0.66 277:0.95 281:0.91 284:0.93 285:0.62 290:0.57 297:0.36\n2 1:0.74 6:0.95 7:0.81 8:0.93 9:0.80 11:0.57 12:0.86 17:0.55 18:0.60 20:0.98 27:0.19 28:0.56 29:0.62 30:0.95 31:0.99 34:0.64 36:0.58 37:0.84 39:0.99 41:0.98 43:0.66 48:0.91 55:0.45 60:0.95 64:0.77 66:0.92 69:0.81 70:0.13 71:0.89 74:0.62 78:0.92 79:0.99 81:0.81 83:0.91 85:0.72 86:0.69 91:0.97 96:0.95 98:0.80 100:0.94 101:0.87 108:0.65 111:0.92 114:0.98 120:0.95 121:0.90 123:0.63 124:0.36 126:0.54 127:0.82 129:0.05 133:0.37 135:0.18 137:0.99 139:0.85 140:0.90 145:0.67 146:0.78 147:0.50 149:0.70 150:0.88 151:0.98 152:0.90 153:0.93 154:0.55 155:0.67 158:0.92 159:0.48 161:0.69 162:0.51 164:0.95 165:0.93 167:0.96 169:0.91 172:0.95 173:0.88 176:0.73 177:0.05 178:0.50 179:0.22 181:0.48 186:0.92 189:0.96 191:0.97 192:0.87 196:0.98 201:0.93 202:0.96 204:0.89 208:0.64 212:0.93 215:0.96 216:0.59 219:0.95 220:0.82 222:0.25 230:0.87 233:0.76 235:0.12 238:0.90 241:0.91 242:0.82 243:0.08 245:0.83 247:0.35 248:0.95 253:0.95 255:0.95 256:0.95 257:0.84 259:0.21 260:0.94 261:0.93 265:0.80 266:0.54 267:0.52 268:0.95 271:0.66 276:0.88 279:0.86 281:0.91 283:0.82 284:0.99 285:0.62 290:0.98 292:0.95 297:0.36 300:0.55\n2 1:0.74 6:0.90 7:0.81 8:0.88 9:0.80 11:0.57 12:0.86 17:0.28 18:0.86 20:0.98 21:0.22 27:0.29 28:0.56 29:0.62 30:0.41 31:1.00 32:0.68 34:0.80 36:0.73 37:0.63 39:0.99 41:0.99 43:0.76 44:0.90 48:0.98 55:0.59 60:0.87 64:0.77 66:0.54 69:0.77 70:0.51 71:0.89 74:0.64 78:0.92 79:1.00 81:0.65 83:0.91 85:0.72 86:0.90 91:0.98 96:0.96 98:0.69 100:0.94 101:0.87 108:0.61 111:0.92 114:0.71 120:0.95 121:0.90 122:0.43 123:0.58 124:0.50 126:0.54 127:0.54 129:0.05 133:0.43 135:0.20 137:1.00 139:0.94 140:0.45 145:0.79 146:0.56 147:0.37 149:0.54 150:0.79 151:1.00 152:0.90 153:0.99 154:0.68 155:0.67 158:0.87 159:0.32 161:0.69 162:0.56 164:0.93 165:0.93 167:0.95 169:0.92 172:0.48 173:0.91 176:0.73 177:0.38 179:0.73 181:0.48 186:0.92 189:0.92 191:0.97 192:0.87 195:0.59 196:1.00 201:0.93 202:0.97 204:0.89 208:0.64 212:0.72 215:0.51 216:0.64 219:0.95 222:0.25 228:0.99 230:0.87 233:0.76 235:0.52 238:0.90 241:0.89 242:0.19 243:0.36 245:0.66 247:0.74 248:0.96 253:0.96 255:0.95 256:1.00 257:0.65 259:0.21 260:0.94 261:0.94 265:0.70 266:0.27 267:0.28 268:0.97 271:0.66 276:0.45 279:0.86 281:0.91 283:0.82 284:1.00 285:0.62 290:0.71 292:0.95 297:0.36 300:0.33\n1 1:0.74 6:0.81 7:0.81 8:0.94 9:0.80 12:0.86 17:0.49 20:0.76 21:0.05 27:0.56 28:0.56 29:0.62 30:0.95 31:0.95 32:0.80 34:0.84 36:0.73 37:0.84 39:0.99 41:0.88 43:0.10 44:0.93 48:0.98 55:0.45 64:0.77 66:0.54 69:0.81 71:0.89 74:0.59 77:0.70 78:0.85 79:0.94 81:0.80 83:0.91 91:0.88 96:0.83 98:0.15 100:0.81 104:0.76 108:0.66 111:0.83 114:0.89 120:0.82 121:0.90 123:0.63 126:0.54 127:0.09 129:0.05 135:0.28 137:0.95 139:0.82 140:0.45 145:0.65 146:0.19 147:0.24 149:0.08 150:0.87 151:0.82 152:0.75 153:0.72 154:0.09 155:0.67 159:0.10 161:0.69 162:0.72 164:0.77 165:0.93 167:0.97 169:0.79 172:0.10 173:0.96 175:0.91 176:0.73 177:0.05 179:0.22 181:0.48 186:0.85 189:0.83 190:0.89 191:0.86 192:0.87 195:0.58 196:0.94 201:0.93 202:0.72 204:0.89 208:0.64 215:0.78 216:0.13 220:0.62 222:0.25 230:0.87 233:0.76 235:0.31 238:0.82 241:0.95 243:0.63 244:0.83 248:0.80 253:0.82 255:0.95 256:0.73 257:0.84 259:0.21 260:0.80 261:0.76 265:0.16 267:0.36 268:0.75 271:0.66 277:0.87 281:0.91 282:0.88 284:0.94 285:0.62 290:0.89 297:0.36 299:0.88 300:0.08\n2 1:0.60 6:0.80 7:0.75 8:0.60 9:0.80 10:0.95 11:0.46 12:0.86 17:0.82 18:0.97 20:0.92 21:0.54 23:1.00 25:0.88 26:0.95 27:0.43 28:0.76 29:0.86 30:0.62 31:1.00 32:0.67 34:0.78 36:0.81 37:0.26 39:0.99 41:0.90 43:0.66 44:0.88 45:0.83 48:1.00 58:1.00 62:1.00 64:0.77 66:0.61 69:0.27 70:0.66 71:0.92 74:0.41 75:0.98 78:0.96 79:1.00 81:0.60 83:0.91 86:0.97 89:0.98 91:0.85 96:0.96 97:0.99 98:0.80 99:0.83 100:0.92 101:0.47 108:0.21 111:0.93 120:0.97 122:0.91 123:0.20 124:0.50 126:0.51 127:0.94 128:1.00 129:0.59 133:0.46 135:0.19 137:1.00 139:0.98 140:0.96 141:0.98 145:0.94 146:0.72 147:0.76 149:0.82 150:0.49 151:0.96 152:0.92 153:0.93 154:0.65 155:0.67 159:0.43 161:0.90 162:0.86 164:0.96 165:0.65 167:0.81 168:1.00 169:0.88 170:0.77 172:0.80 173:0.37 174:0.89 175:0.75 177:0.70 179:0.41 181:0.50 186:0.96 189:0.82 191:0.73 192:0.99 193:0.99 195:0.64 196:1.00 197:0.92 199:1.00 201:0.64 202:0.91 204:0.82 205:0.99 208:0.64 212:0.84 215:0.58 216:0.29 219:0.94 220:0.62 222:0.21 223:0.95 224:0.99 225:0.99 226:0.98 228:0.99 230:0.77 233:0.76 234:0.99 235:0.88 236:0.95 238:0.84 239:0.96 240:0.99 241:0.82 242:0.27 243:0.68 244:0.61 245:0.90 247:0.84 248:0.91 253:0.93 255:1.00 256:0.93 257:0.65 259:0.21 260:0.97 261:0.93 265:0.80 266:0.47 267:0.17 268:0.95 271:0.66 274:1.00 276:0.76 277:0.69 279:0.81 281:0.91 283:0.82 284:1.00 285:0.62 292:0.95 297:0.36 300:0.70\n2 1:0.66 6:0.84 8:0.67 10:0.97 11:0.75 12:0.86 17:0.64 18:0.92 20:0.89 21:0.47 22:0.93 26:0.95 27:0.42 28:0.76 29:0.86 30:0.74 32:0.80 33:0.97 34:0.31 36:0.34 37:0.63 39:0.99 43:0.77 44:0.93 45:0.91 47:0.93 58:0.93 64:0.77 66:0.82 69:0.80 70:0.33 71:0.92 74:0.54 77:0.70 78:0.82 81:0.74 83:0.91 85:0.72 86:0.95 89:0.99 91:0.12 98:0.69 100:0.80 101:0.96 102:0.98 104:0.90 106:0.81 108:0.63 111:0.80 114:0.80 122:0.93 123:0.61 124:0.38 126:0.54 127:0.26 129:0.05 133:0.39 135:0.20 139:0.94 141:0.91 145:0.59 146:0.79 147:0.18 149:0.84 150:0.54 152:0.84 154:0.69 155:0.51 159:0.43 161:0.90 165:0.93 167:0.53 169:0.77 170:0.77 172:0.79 173:0.79 174:0.94 176:0.73 177:0.38 178:0.55 179:0.30 181:0.50 186:0.82 187:0.87 189:0.86 192:0.50 195:0.74 197:0.96 199:0.98 201:0.66 206:0.81 208:0.64 212:0.83 215:0.63 216:0.68 219:0.91 222:0.21 223:0.94 224:0.93 225:0.98 234:0.91 235:0.80 236:0.97 238:0.82 239:0.97 240:0.95 241:0.37 242:0.44 243:0.13 245:0.71 247:0.76 253:0.59 257:0.84 259:0.21 261:0.82 262:0.93 265:0.69 266:0.38 267:0.23 271:0.66 274:0.91 276:0.70 282:0.88 283:0.82 290:0.80 291:0.97 292:0.95 297:0.36 299:0.88 300:0.33\n2 1:0.64 7:0.69 9:0.71 10:0.99 11:0.46 12:0.86 17:0.53 18:0.97 21:0.30 26:0.95 27:0.51 28:0.76 29:0.86 30:0.73 31:0.88 32:0.80 34:0.36 36:0.35 37:0.72 39:0.99 43:0.63 44:0.93 45:0.95 48:0.97 55:0.59 58:0.98 64:0.77 66:0.74 69:0.15 70:0.45 71:0.92 74:0.47 77:0.70 79:0.88 81:0.62 83:0.69 86:0.98 89:0.99 91:0.22 96:0.71 98:0.80 99:0.95 101:0.47 102:0.98 108:0.12 114:0.84 120:0.58 122:0.76 123:0.12 124:0.43 126:0.51 127:0.63 129:0.05 133:0.37 135:0.82 137:0.88 139:0.97 140:0.45 141:0.98 145:0.61 146:0.91 147:0.93 149:0.46 150:0.47 151:0.58 153:0.48 154:0.48 155:0.57 159:0.67 161:0.90 162:0.86 164:0.56 165:0.81 167:0.58 170:0.77 172:0.93 173:0.15 174:0.96 175:0.75 176:0.70 177:0.70 179:0.21 181:0.50 187:0.39 190:0.77 192:0.86 195:0.83 196:0.93 197:0.97 199:0.99 201:0.62 202:0.36 208:0.61 212:0.89 215:0.72 216:0.59 220:0.87 222:0.21 223:0.95 224:0.99 225:0.98 228:0.99 230:0.71 233:0.76 234:0.98 235:0.52 239:0.99 240:0.95 241:0.54 242:0.31 243:0.77 244:0.61 245:0.95 247:0.86 248:0.56 253:0.62 254:0.92 255:0.70 256:0.45 257:0.65 259:0.21 260:0.58 265:0.80 266:0.54 267:0.44 268:0.46 271:0.66 274:0.97 276:0.89 277:0.69 281:0.91 282:0.88 284:0.88 285:0.60 290:0.84 297:0.36 299:0.88 300:0.70\n2 6:0.97 7:0.75 8:0.90 9:0.72 10:0.96 11:0.57 12:0.86 17:0.75 18:0.89 20:0.82 22:0.93 26:0.95 27:0.19 28:0.76 29:0.86 30:0.73 31:0.97 32:0.67 33:0.97 34:0.59 36:0.47 37:0.84 39:0.99 43:0.73 44:0.88 45:0.93 47:0.93 48:0.98 58:0.99 64:0.77 66:0.61 69:0.40 70:0.40 71:0.92 74:0.56 75:0.97 78:0.90 79:0.97 81:0.46 83:0.91 86:0.91 89:0.99 91:0.42 96:0.73 97:0.97 98:0.76 100:0.93 101:0.87 104:0.86 106:0.81 108:0.74 111:0.90 120:0.81 122:0.93 123:0.72 124:0.58 126:0.32 127:0.80 129:0.05 133:0.65 135:0.68 137:0.97 139:0.93 140:0.95 141:0.98 145:0.54 146:0.37 147:0.44 149:0.76 150:0.46 151:0.63 152:0.78 153:0.83 154:0.66 155:0.64 158:0.81 159:0.76 161:0.90 162:0.75 163:0.81 164:0.74 167:0.54 169:0.91 170:0.77 172:0.77 173:0.25 174:0.95 177:0.88 179:0.44 181:0.50 186:0.90 187:0.68 189:0.98 190:0.77 191:0.73 192:0.87 193:0.99 195:0.88 196:0.98 197:0.95 199:0.99 201:0.60 202:0.65 204:0.83 206:0.81 208:0.64 212:0.48 215:0.96 216:0.59 219:0.94 222:0.21 223:0.95 224:1.00 225:0.97 226:0.98 230:0.77 233:0.76 234:1.00 235:0.05 238:0.93 239:0.97 240:0.95 241:0.43 242:0.41 243:0.29 244:0.61 245:0.82 247:0.82 248:0.61 253:0.54 255:0.73 256:0.80 259:0.21 260:0.82 261:0.84 262:0.93 265:0.76 266:0.71 267:0.52 268:0.69 271:0.66 274:0.99 276:0.73 277:0.69 279:0.80 281:0.91 283:0.82 284:0.95 285:0.60 291:0.97 292:0.95 297:0.36 300:0.55\n2 1:0.59 7:0.75 8:0.89 9:0.70 10:0.95 11:0.52 12:0.86 17:0.85 18:0.89 21:0.40 22:0.93 23:0.96 26:0.95 27:0.35 28:0.76 29:0.86 30:0.75 31:0.88 32:0.72 33:0.97 34:0.23 36:0.29 37:0.79 39:0.99 43:0.32 44:0.92 45:0.92 47:0.93 48:0.98 55:0.45 58:0.98 62:0.96 64:0.77 66:0.91 69:0.88 70:0.41 71:0.92 74:0.54 77:0.70 79:0.87 81:0.54 83:0.69 86:0.89 89:0.99 91:0.38 98:0.77 101:0.65 104:0.78 106:0.81 108:0.77 120:0.57 123:0.75 124:0.37 126:0.51 127:0.38 128:0.95 129:0.05 133:0.39 135:0.51 137:0.88 139:0.92 140:0.45 141:0.98 145:0.77 146:0.88 147:0.23 149:0.74 150:0.50 151:0.54 153:0.48 154:0.25 155:0.55 159:0.55 161:0.90 162:0.86 164:0.56 167:0.52 168:0.95 170:0.77 172:0.94 173:0.89 174:0.94 177:0.38 179:0.19 181:0.50 187:0.39 190:0.77 192:0.58 193:0.96 195:0.80 196:0.91 197:0.94 199:0.99 201:0.65 202:0.36 204:0.81 205:0.95 206:0.81 208:0.64 212:0.91 215:0.67 216:0.70 219:0.91 220:0.91 222:0.21 223:0.95 224:0.99 225:0.99 230:0.77 233:0.66 234:0.99 235:0.74 236:0.95 239:0.94 240:0.99 241:0.32 242:0.63 243:0.08 244:0.61 245:0.82 247:0.91 248:0.53 253:0.43 254:0.80 255:0.70 256:0.45 257:0.84 259:0.21 260:0.57 262:0.93 265:0.77 266:0.54 267:0.79 268:0.46 271:0.66 274:0.98 276:0.87 281:0.86 282:0.80 283:0.67 284:0.88 285:0.60 291:0.97 292:0.88 297:0.36 300:0.70\n2 1:0.69 6:0.83 7:0.81 8:0.69 9:0.80 11:0.52 12:0.86 17:0.89 18:0.96 20:0.81 22:0.93 23:0.96 26:0.95 27:0.61 28:0.76 29:0.86 30:0.85 31:0.94 32:0.72 34:0.64 36:0.55 37:0.43 39:0.99 41:0.82 43:0.73 44:0.92 45:0.95 47:0.93 48:0.98 58:0.99 62:0.97 64:0.77 66:0.97 69:0.21 70:0.41 71:0.92 74:0.82 77:0.70 78:0.91 79:0.93 81:0.86 83:0.91 86:0.98 89:0.95 91:0.46 96:0.80 97:0.94 98:0.97 99:0.95 100:0.89 101:0.65 104:0.91 106:0.81 108:0.17 111:0.89 114:0.98 120:0.69 121:0.90 122:0.65 123:0.16 126:0.54 127:0.75 128:0.98 129:0.05 135:0.42 137:0.94 139:0.98 140:0.45 141:0.98 145:0.89 146:0.91 147:0.93 149:0.94 150:0.83 151:0.86 152:0.79 153:0.48 154:0.63 155:0.67 158:0.82 159:0.53 161:0.90 162:0.86 164:0.57 165:0.93 167:0.56 168:0.98 169:0.86 170:0.77 172:0.92 173:0.26 175:0.75 176:0.73 177:0.70 179:0.28 181:0.50 186:0.91 187:0.39 189:0.84 192:0.99 193:1.00 195:0.71 196:0.97 199:0.99 201:0.74 202:0.36 204:0.85 205:0.95 206:0.81 208:0.64 212:0.78 215:0.96 216:0.30 219:0.94 222:0.21 223:0.95 224:1.00 225:0.98 230:0.87 233:0.76 234:1.00 235:0.68 236:0.97 238:0.84 239:0.90 240:0.99 241:0.49 242:0.18 243:0.97 244:0.61 247:0.84 248:0.77 253:0.86 255:1.00 256:0.45 257:0.65 259:0.21 260:0.70 261:0.84 262:0.93 265:0.97 266:0.38 267:0.28 268:0.46 271:0.66 274:0.98 276:0.85 277:0.69 279:0.78 281:0.91 282:0.80 283:0.82 284:0.89 285:0.62 290:0.98 292:0.95 297:0.36 300:0.43\n1 1:0.63 7:0.81 8:0.83 9:0.73 10:0.90 11:0.46 12:0.86 17:0.90 18:0.92 23:0.96 26:0.95 27:0.68 28:0.76 29:0.86 30:0.11 31:0.94 32:0.71 34:0.45 36:0.77 37:0.87 39:0.99 43:0.59 44:0.92 45:0.66 48:0.99 55:0.84 58:0.98 62:0.98 64:0.77 66:0.16 69:0.73 70:0.97 71:0.92 74:0.47 79:0.94 81:0.66 83:0.91 86:0.92 89:0.97 91:0.23 98:0.48 99:0.83 101:0.47 102:0.97 104:0.81 106:0.81 108:0.56 120:0.72 121:0.90 122:0.92 123:0.72 124:0.89 126:0.51 127:0.53 128:0.98 129:0.05 133:0.89 135:0.85 137:0.94 139:0.94 140:0.45 141:0.98 145:0.94 146:0.50 147:0.05 149:0.38 150:0.57 151:0.90 153:0.69 154:0.49 155:0.63 159:0.78 161:0.90 162:0.86 164:0.62 165:0.65 167:0.50 168:0.98 170:0.77 172:0.48 173:0.55 174:0.86 175:0.75 177:0.05 179:0.44 181:0.50 187:0.21 190:0.77 192:0.87 193:1.00 195:0.92 196:0.97 197:0.88 199:0.99 201:0.65 202:0.46 204:0.84 205:0.95 206:0.81 208:0.64 212:0.26 215:0.96 216:0.04 219:0.91 222:0.21 223:0.95 224:1.00 225:0.99 228:0.99 230:0.87 233:0.76 234:1.00 235:0.12 236:0.95 239:0.94 240:0.99 241:0.24 242:0.32 243:0.08 244:0.61 245:0.71 247:0.82 248:0.80 251:1.00 253:0.39 254:0.95 255:0.78 256:0.45 257:0.93 259:0.21 260:0.73 265:0.28 266:0.94 267:0.28 268:0.55 271:0.66 274:0.97 276:0.71 277:0.87 281:0.91 283:0.82 284:0.90 285:0.60 292:0.95 297:0.36 300:0.84\n1 7:0.70 8:0.80 9:0.72 10:0.96 11:0.52 12:0.86 17:0.79 18:0.85 21:0.59 23:0.99 26:0.95 27:0.66 28:0.76 29:0.86 30:0.19 31:0.98 32:0.67 34:0.40 36:0.62 37:0.45 39:0.99 43:0.34 44:0.88 45:0.81 58:1.00 62:0.98 66:0.35 69:0.86 70:0.97 71:0.92 74:0.44 75:0.97 79:0.98 81:0.33 83:0.56 86:0.88 89:0.99 91:0.84 96:0.80 98:0.66 101:0.65 108:0.85 120:0.92 122:0.75 123:0.84 124:0.76 126:0.32 127:0.96 128:0.98 129:0.59 133:0.74 135:0.42 137:0.98 139:0.87 140:0.99 141:0.98 145:0.99 146:0.74 147:0.47 149:0.47 150:0.33 151:0.53 153:0.82 154:0.18 155:0.56 159:0.73 161:0.90 162:0.70 164:0.93 167:0.83 168:0.98 170:0.77 172:0.77 173:0.81 174:0.95 177:0.70 179:0.34 181:0.50 190:0.89 191:0.88 192:0.58 193:0.97 195:0.87 196:0.98 197:0.96 199:0.99 201:0.55 202:0.90 204:0.79 205:0.99 208:0.61 212:0.55 215:0.55 216:0.21 219:0.91 220:0.62 222:0.21 223:0.95 224:0.98 225:0.99 226:0.96 230:0.73 233:0.66 234:0.97 235:0.74 236:0.94 239:0.96 240:0.99 241:0.88 242:0.13 243:0.20 245:0.88 247:0.97 248:0.52 253:0.74 254:0.99 255:0.73 256:0.91 257:0.65 259:0.21 260:0.92 265:0.66 266:0.75 267:0.93 268:0.92 271:0.66 274:0.99 276:0.82 283:0.67 284:0.99 285:0.62 292:0.88 297:0.36 300:0.84\n3 1:0.69 6:0.94 7:0.70 8:0.80 9:0.71 10:0.99 11:0.75 12:0.86 17:0.81 18:0.96 20:0.84 21:0.22 22:0.93 23:0.96 26:0.95 27:0.52 28:0.76 29:0.86 30:0.54 31:0.89 32:0.80 33:0.97 34:0.53 36:0.64 37:0.56 39:0.99 43:0.93 44:0.93 45:0.97 47:0.93 48:0.97 58:0.98 62:0.98 64:0.77 66:0.15 69:0.35 70:0.75 71:0.92 74:0.58 77:0.70 78:0.97 79:0.89 81:0.84 83:0.91 85:0.72 86:0.97 89:0.99 91:0.18 98:0.58 99:0.83 100:0.96 101:0.96 102:0.98 106:0.81 108:0.94 111:0.96 114:0.90 120:0.59 122:0.93 123:0.85 124:0.90 126:0.54 127:0.96 128:0.96 129:0.05 133:0.90 135:0.32 137:0.89 139:0.97 140:0.45 141:0.98 145:0.80 146:0.22 147:0.28 149:0.88 150:0.67 151:0.61 152:0.87 153:0.48 154:0.93 155:0.57 159:0.88 161:0.90 162:0.86 163:0.81 164:0.56 165:1.00 167:0.47 168:0.96 169:0.95 170:0.77 172:0.82 173:0.14 174:0.98 176:0.73 177:0.88 179:0.20 181:0.50 186:0.97 187:0.21 189:0.93 190:0.77 192:0.86 195:0.96 196:0.94 197:0.97 199:0.99 201:0.68 202:0.36 205:0.95 206:0.81 208:0.64 212:0.30 215:0.79 216:0.50 219:0.91 220:0.82 222:0.21 223:0.95 224:0.99 225:0.99 230:0.73 233:0.76 234:0.99 235:0.74 236:0.97 238:0.88 239:0.99 240:0.99 241:0.07 242:0.29 243:0.15 245:0.93 247:0.94 248:0.59 253:0.64 255:0.71 256:0.45 259:0.21 260:0.60 261:0.95 262:0.93 265:0.56 266:0.87 267:0.23 268:0.46 271:0.66 274:0.97 276:0.92 277:0.69 281:0.91 282:0.88 283:0.67 284:0.88 285:0.60 290:0.90 291:0.97 292:0.88 297:0.36 299:0.88 300:0.84\n2 7:0.75 8:0.95 10:0.96 11:0.57 12:0.86 17:0.85 18:0.91 21:0.54 23:0.95 26:0.95 27:0.54 28:0.76 29:0.86 30:0.54 31:0.98 32:0.71 34:0.34 36:0.49 37:0.95 39:0.99 43:0.71 44:0.92 45:0.94 48:0.91 58:0.99 62:0.98 64:0.77 66:0.43 69:0.46 70:0.77 71:0.92 74:0.75 79:0.98 81:0.51 83:0.91 86:0.95 89:0.99 91:0.62 98:0.72 101:0.87 102:0.97 108:0.35 120:0.88 123:0.34 124:0.60 126:0.51 127:0.78 128:0.96 129:0.59 133:0.47 135:0.26 137:0.98 139:0.95 140:0.45 141:0.98 145:0.82 146:0.77 147:0.81 149:0.85 150:0.47 151:0.95 153:0.85 154:0.50 155:0.55 159:0.55 161:0.90 162:0.70 164:0.85 167:0.79 168:0.96 170:0.77 172:0.86 173:0.44 174:0.93 177:0.88 179:0.23 181:0.50 190:0.89 191:0.86 192:0.86 193:0.99 195:0.72 196:0.99 197:0.93 199:0.98 201:0.62 202:0.80 204:0.84 205:0.95 208:0.64 212:0.87 215:0.58 216:0.24 220:0.62 222:0.21 223:0.95 224:0.98 225:0.98 230:0.77 233:0.76 234:0.98 235:0.88 236:0.95 239:0.96 240:0.99 241:0.79 242:0.16 243:0.57 245:0.97 247:0.97 248:0.91 253:0.53 254:0.84 255:0.73 256:0.81 259:0.21 260:0.88 265:0.72 266:0.54 267:0.18 268:0.83 271:0.66 274:0.99 276:0.89 281:0.91 284:0.97 285:0.60 297:0.36 300:0.70\n0 1:0.64 6:0.80 7:0.75 8:0.60 9:0.80 10:0.95 11:0.82 12:0.86 17:0.86 18:0.97 20:0.88 21:0.40 23:1.00 26:0.95 27:0.55 28:0.76 29:0.86 30:0.74 31:1.00 32:0.72 34:0.59 36:0.88 37:0.25 39:0.99 41:0.94 43:0.68 44:0.92 45:0.89 48:0.97 58:1.00 60:0.87 62:1.00 64:0.77 66:0.48 69:0.45 70:0.53 71:0.92 74:0.66 75:0.99 78:0.93 79:1.00 81:0.68 83:0.91 85:0.72 86:0.98 89:0.98 91:0.88 96:0.96 97:0.99 98:0.75 99:0.83 100:0.89 101:0.96 102:0.97 108:0.35 111:0.91 120:0.97 122:0.91 123:0.34 124:0.58 126:0.51 127:0.78 128:1.00 129:0.59 133:0.47 135:0.30 137:1.00 139:0.98 140:0.80 141:0.98 145:0.77 146:0.78 147:0.81 149:0.92 150:0.58 151:0.99 152:0.82 153:0.96 154:0.56 155:0.67 158:0.92 159:0.53 161:0.90 162:0.86 164:0.96 165:0.65 167:0.81 168:1.00 169:0.87 170:0.77 172:0.83 173:0.45 174:0.89 177:0.88 179:0.29 181:0.50 186:0.93 189:0.83 191:0.70 192:0.99 193:0.99 195:0.70 196:1.00 197:0.90 199:1.00 201:0.67 202:0.91 204:0.84 205:1.00 208:0.64 212:0.89 215:0.67 216:0.21 219:0.95 222:0.21 223:0.95 224:0.99 225:0.99 226:0.98 230:0.77 233:0.76 234:0.99 235:0.88 236:0.95 238:0.83 239:0.98 240:0.99 241:0.81 242:0.22 243:0.59 245:0.95 247:0.90 248:0.95 253:0.96 255:1.00 256:0.93 259:0.21 260:0.98 261:0.89 265:0.75 266:0.54 267:0.96 268:0.95 271:0.66 274:1.00 276:0.84 279:0.82 281:0.91 283:0.82 284:1.00 285:0.62 292:0.95 297:0.36 300:0.84\n3 1:0.57 6:0.94 7:0.70 8:0.87 9:0.73 10:0.98 11:0.52 12:0.86 17:0.88 18:0.96 20:0.81 21:0.59 22:0.93 23:0.96 26:0.95 27:0.44 28:0.76 29:0.86 30:0.19 31:0.96 32:0.71 34:0.44 36:0.52 37:0.78 39:0.99 43:0.25 44:0.92 45:0.94 47:0.93 48:0.99 58:0.99 62:0.99 64:0.77 66:0.11 69:0.33 70:0.97 71:0.92 74:0.51 75:0.98 78:0.89 79:0.96 81:0.47 83:0.56 86:0.97 89:0.99 91:0.42 97:0.89 98:0.50 100:0.91 101:0.65 102:0.97 104:0.86 106:0.81 108:0.62 111:0.89 120:0.71 122:0.93 123:0.90 124:0.89 126:0.51 127:0.84 128:0.98 129:0.59 133:0.89 135:0.78 137:0.96 139:0.97 140:0.90 141:0.98 145:0.91 146:0.45 147:0.52 149:0.62 150:0.44 151:0.86 152:0.83 153:0.48 154:0.86 155:0.55 159:0.86 161:0.90 162:0.86 164:0.73 167:0.57 168:0.98 169:0.87 170:0.77 172:0.80 173:0.14 174:0.96 177:0.88 179:0.25 181:0.50 186:0.89 187:0.68 189:0.97 190:0.77 191:0.80 192:0.58 193:0.98 195:0.95 196:0.98 197:0.95 199:0.99 201:0.62 202:0.62 204:0.79 205:0.95 206:0.81 208:0.50 212:0.49 215:0.55 216:0.56 219:0.94 220:0.96 222:0.21 223:0.95 224:0.99 225:0.98 226:0.98 230:0.72 233:0.66 234:0.99 235:0.88 236:0.95 238:0.90 239:0.98 240:0.99 241:0.51 242:0.19 243:0.16 245:0.89 247:0.95 248:0.77 253:0.41 254:0.80 255:0.74 256:0.68 259:0.21 260:0.72 261:0.87 262:0.93 265:0.38 266:0.80 267:0.65 268:0.70 271:0.66 274:0.98 276:0.87 277:0.69 279:0.76 281:0.86 283:0.82 284:0.95 285:0.60 292:0.95 297:0.36 300:0.94\n0 1:0.68 10:0.94 11:0.75 12:0.86 17:0.40 18:0.88 21:0.13 26:0.95 27:0.45 28:0.76 29:0.86 30:0.60 34:0.75 36:0.20 37:0.50 39:0.99 43:0.82 45:0.83 48:0.91 58:0.93 60:0.87 64:0.77 66:0.60 69:0.61 70:0.71 71:0.92 74:0.56 75:0.99 81:0.77 83:0.91 85:0.72 86:0.90 89:0.98 91:0.09 98:0.60 101:0.96 108:0.78 114:0.92 122:0.93 123:0.77 124:0.50 126:0.54 127:0.46 129:0.05 133:0.45 135:0.66 139:0.91 141:0.91 145:0.50 146:0.37 147:0.44 149:0.75 150:0.59 154:0.77 155:0.52 158:0.92 159:0.57 161:0.90 165:0.93 167:0.49 170:0.77 172:0.63 173:0.55 174:0.91 176:0.73 177:0.88 178:0.55 179:0.55 181:0.50 187:0.68 192:0.54 197:0.91 199:0.97 201:0.67 208:0.64 212:0.58 215:0.84 216:0.77 219:0.95 222:0.21 223:0.95 224:0.93 225:0.98 226:0.98 234:0.91 235:0.42 236:0.97 239:0.95 240:0.95 241:0.15 242:0.17 243:0.36 245:0.78 247:0.84 253:0.66 259:0.21 265:0.61 266:0.75 267:0.23 271:0.66 274:0.91 276:0.54 277:0.69 279:0.80 281:0.91 283:0.82 290:0.92 292:0.95 297:0.36 300:0.70\n2 1:0.67 6:0.88 8:0.74 9:0.73 10:0.97 11:0.57 12:0.86 17:0.34 18:0.92 20:0.93 21:0.22 22:0.93 23:0.97 26:0.95 27:0.56 28:0.76 29:0.86 30:0.28 31:0.94 32:0.80 33:0.97 34:0.80 36:0.22 37:0.60 39:0.99 41:0.82 43:0.75 44:0.93 45:0.94 47:0.93 58:0.98 62:0.97 64:0.77 66:0.54 69:0.57 70:0.89 71:0.92 74:0.56 77:0.70 78:0.90 79:0.94 81:0.76 83:0.91 86:0.94 89:0.99 91:0.14 96:0.73 98:0.70 100:0.91 101:0.87 102:0.98 104:0.96 106:0.81 108:0.86 111:0.90 114:0.90 120:0.73 122:0.93 123:0.85 124:0.71 126:0.54 127:0.72 128:0.96 129:0.59 133:0.74 135:0.60 137:0.94 139:0.93 140:0.45 141:0.98 145:0.65 146:0.44 147:0.50 149:0.67 150:0.57 151:0.63 152:0.87 153:0.48 154:0.19 155:0.65 159:0.81 161:0.90 162:0.86 164:0.68 165:0.93 167:0.57 168:0.96 169:0.89 170:0.77 172:0.87 173:0.35 174:0.96 176:0.73 177:0.88 179:0.25 181:0.50 186:0.90 187:0.87 189:0.89 190:0.89 191:0.70 192:0.98 195:0.92 196:0.97 197:0.94 199:0.99 201:0.66 202:0.53 205:0.95 206:0.81 208:0.64 212:0.42 215:0.79 216:0.76 220:0.82 222:0.21 223:0.95 224:0.99 225:0.99 234:0.99 235:0.52 236:0.97 238:0.87 239:0.97 240:0.99 241:0.52 242:0.19 243:0.23 245:0.91 247:0.95 248:0.61 253:0.70 254:0.97 255:0.74 256:0.58 259:0.21 260:0.73 261:0.90 262:0.93 265:0.71 266:0.80 267:0.44 268:0.62 271:0.66 274:0.98 276:0.86 282:0.88 283:0.82 284:0.93 285:0.62 290:0.90 291:0.97 297:0.36 299:0.88 300:0.84\n2 1:0.64 6:0.96 7:0.75 8:0.90 9:0.73 10:0.98 11:0.52 12:0.86 17:0.66 18:0.97 20:0.85 21:0.22 22:0.93 23:0.97 26:0.95 27:0.35 28:0.76 29:0.86 30:0.21 31:0.91 32:0.75 33:0.97 34:0.22 36:0.63 37:0.79 39:0.99 43:0.62 44:0.93 45:0.98 47:0.93 48:0.98 58:0.99 62:0.98 64:0.77 66:0.48 69:0.98 70:0.83 71:0.92 74:0.55 77:0.70 78:0.94 79:0.91 81:0.67 83:0.91 86:0.98 89:0.99 91:0.27 96:0.72 98:0.79 99:0.83 100:0.91 101:0.65 102:0.98 104:0.78 106:0.81 108:0.90 111:0.92 120:0.65 123:0.89 124:0.83 126:0.51 127:0.72 128:0.96 129:0.05 133:0.87 135:0.61 137:0.91 139:0.98 140:0.45 141:0.98 145:0.67 146:0.71 147:0.33 149:0.81 150:0.57 151:0.63 152:0.81 153:0.72 154:0.50 155:0.65 159:0.92 161:0.90 162:0.86 164:0.72 165:0.65 167:0.46 168:0.96 169:0.89 170:0.77 172:0.97 173:0.98 174:0.99 177:0.70 179:0.12 181:0.50 186:0.94 187:0.39 189:0.97 190:0.77 192:0.98 193:0.99 195:0.98 196:0.96 197:0.97 199:1.00 201:0.67 202:0.58 204:0.83 205:0.97 206:0.81 208:0.64 212:0.48 215:0.79 216:0.70 219:0.91 220:0.82 222:0.21 223:0.95 224:0.99 225:0.99 230:0.77 233:0.76 234:0.99 235:0.60 236:0.95 238:0.85 239:0.98 240:0.99 241:0.02 242:0.21 243:0.08 244:0.61 245:0.98 247:0.95 248:0.69 253:0.53 254:0.74 255:0.77 256:0.64 257:0.65 259:0.21 260:0.65 261:0.88 262:0.93 265:0.79 266:0.87 267:0.18 268:0.66 271:0.66 274:0.99 276:0.97 277:0.69 281:0.91 282:0.83 283:0.82 284:0.94 285:0.62 291:0.97 292:0.95 297:0.36 300:0.84\n1 1:0.69 7:0.75 8:0.92 9:0.76 10:0.94 11:0.57 12:0.86 17:0.92 18:0.96 20:0.80 21:0.13 22:0.93 26:0.95 27:0.54 28:0.76 29:0.86 30:0.72 31:0.98 32:0.80 34:0.88 36:0.60 37:0.95 39:0.99 43:0.74 44:0.93 45:0.89 47:0.93 48:1.00 58:0.99 64:0.77 66:0.97 69:0.27 70:0.56 71:0.92 74:0.70 77:0.70 78:0.83 79:0.97 81:0.86 83:0.91 86:0.98 89:0.98 91:0.25 96:0.79 98:0.95 99:0.99 100:0.87 101:0.87 102:0.98 104:0.98 106:0.81 108:0.21 111:0.83 114:0.92 120:0.84 122:0.75 123:0.20 126:0.54 127:0.67 129:0.05 135:0.51 137:0.98 139:0.98 140:0.80 141:0.98 145:0.86 146:0.89 147:0.91 149:0.87 150:0.81 151:0.82 152:0.77 153:0.78 154:0.55 155:0.65 159:0.48 161:0.90 162:0.77 164:0.78 165:0.93 167:0.52 169:0.85 170:0.77 172:0.92 173:0.31 174:0.89 176:0.73 177:0.88 179:0.26 181:0.50 186:0.83 187:0.39 190:0.89 192:0.98 193:0.99 195:0.69 196:0.99 197:0.88 199:0.99 201:0.68 202:0.69 204:0.83 206:0.81 208:0.64 212:0.87 215:0.84 216:0.24 219:0.91 220:0.87 222:0.21 223:0.95 224:1.00 225:0.98 230:0.77 233:0.76 234:1.00 235:0.88 236:0.97 239:0.96 240:0.95 241:0.32 242:0.23 243:0.97 247:0.93 248:0.74 253:0.82 254:0.84 255:0.78 256:0.71 259:0.21 260:0.85 261:0.80 262:0.93 265:0.95 266:0.27 267:0.93 268:0.73 271:0.66 274:0.99 276:0.85 281:0.91 282:0.88 283:0.82 284:0.96 285:0.60 290:0.92 292:0.95 297:0.36 300:0.70\n1 1:0.57 7:0.69 9:0.70 12:0.86 17:0.77 21:0.64 22:0.93 23:0.96 25:0.88 26:0.95 27:0.15 28:0.76 29:0.86 31:0.87 32:0.71 33:0.97 34:0.58 36:0.85 37:0.87 39:0.99 44:0.92 47:0.93 48:0.91 58:0.98 62:0.95 64:0.77 71:0.92 79:0.87 81:0.42 89:0.95 91:0.37 102:0.97 104:0.58 120:0.77 126:0.51 128:0.95 135:0.34 137:0.87 139:0.73 140:0.87 141:0.98 145:0.77 150:0.40 151:0.52 153:0.48 155:0.50 161:0.90 162:0.86 164:0.72 167:0.73 168:0.95 170:0.77 175:0.99 181:0.50 187:0.39 190:0.95 192:0.50 193:0.96 195:0.53 196:0.88 199:0.96 201:0.59 202:0.58 205:0.95 208:0.50 215:0.53 216:0.73 220:0.62 222:0.21 223:0.95 224:0.98 225:0.98 230:0.71 233:0.66 234:0.98 235:0.88 236:0.95 239:0.89 240:0.99 241:0.73 244:0.97 248:0.51 253:0.20 255:0.69 256:0.64 257:0.97 259:0.21 260:0.77 262:0.93 267:0.19 268:0.66 271:0.66 274:0.97 277:0.98 281:0.86 284:0.88 285:0.60 291:0.97 297:0.36\n1 1:0.68 8:0.60 10:0.93 11:0.82 12:0.86 17:0.34 18:0.90 21:0.13 26:0.95 27:0.45 28:0.76 29:0.86 30:0.61 32:0.67 34:0.75 36:0.19 37:0.50 39:0.99 43:0.82 45:0.85 48:0.91 58:0.93 60:0.87 64:0.77 66:0.51 69:0.61 70:0.65 71:0.92 74:0.74 75:0.99 77:0.70 81:0.77 83:0.91 85:0.80 86:0.93 89:0.98 91:0.06 98:0.67 101:0.96 108:0.78 114:0.92 122:0.65 123:0.77 124:0.66 126:0.54 127:0.48 129:0.59 133:0.64 135:0.85 139:0.93 141:0.91 145:0.52 146:0.40 147:0.46 149:0.81 150:0.59 154:0.77 155:0.52 158:0.92 159:0.61 161:0.90 165:0.93 167:0.49 170:0.77 172:0.74 173:0.52 174:0.89 176:0.73 177:0.88 178:0.55 179:0.37 181:0.50 187:0.68 192:0.54 195:0.81 197:0.89 199:0.98 201:0.67 208:0.64 212:0.60 215:0.84 216:0.77 219:0.95 222:0.21 223:0.95 224:0.93 225:0.98 226:0.98 234:0.91 235:0.42 236:0.97 239:0.95 240:0.95 241:0.18 242:0.14 243:0.36 245:0.85 247:0.93 253:0.70 259:0.21 265:0.68 266:0.80 267:0.19 271:0.66 274:0.91 276:0.74 279:0.80 281:0.91 282:0.75 283:0.82 290:0.92 292:0.95 297:0.36 300:0.70\n1 1:0.66 6:0.91 7:0.69 8:0.82 9:0.74 10:0.92 11:0.46 12:0.86 17:0.51 18:0.93 20:0.93 21:0.13 22:0.93 23:0.97 26:0.95 27:0.31 28:0.76 29:0.86 30:0.45 31:0.91 32:0.80 33:0.97 34:0.56 36:0.50 37:0.55 39:0.99 41:0.88 43:0.22 44:0.93 45:0.95 47:0.93 48:0.91 58:0.98 62:0.97 64:0.77 66:0.42 69:0.95 70:0.79 71:0.92 74:0.47 77:0.96 78:0.89 79:0.90 81:0.64 83:0.91 86:0.91 89:0.99 91:0.06 96:0.75 98:0.59 99:0.95 100:0.91 101:0.47 102:0.98 104:0.92 106:0.81 108:0.94 111:0.89 114:0.92 120:0.74 122:0.93 123:0.94 124:0.86 126:0.51 127:0.81 128:0.96 129:0.81 133:0.86 135:0.92 137:0.91 139:0.93 140:0.80 141:0.98 145:0.92 146:0.69 147:0.63 149:0.60 150:0.50 151:0.69 152:0.86 153:0.48 154:0.16 155:0.65 159:0.90 161:0.90 162:0.86 163:0.81 164:0.71 165:0.81 167:0.51 168:0.96 169:0.89 170:0.77 172:0.79 173:0.84 174:0.96 175:0.75 176:0.70 177:0.38 179:0.30 181:0.50 186:0.89 187:0.39 189:0.92 190:0.95 192:0.98 195:0.97 196:0.94 197:0.91 199:0.99 201:0.63 202:0.56 205:0.97 206:0.81 208:0.64 212:0.39 215:0.84 216:0.85 219:0.91 222:0.21 223:0.95 224:0.99 225:0.99 230:0.71 233:0.76 234:0.98 235:0.31 238:0.88 239:0.94 240:0.99 241:0.27 242:0.42 243:0.19 244:0.61 245:0.86 247:0.90 248:0.66 253:0.71 254:0.90 255:0.74 256:0.64 257:0.84 259:0.21 260:0.74 261:0.90 262:0.93 265:0.60 266:0.94 267:0.28 268:0.65 271:0.66 274:0.98 276:0.84 277:0.69 281:0.91 282:0.88 283:0.82 284:0.92 285:0.62 290:0.92 291:0.97 292:0.95 297:0.36 299:0.88 300:0.94\n3 1:0.69 7:0.75 9:0.79 10:0.99 11:0.75 12:0.86 17:0.82 18:0.96 22:0.93 23:0.96 25:0.88 26:0.95 27:0.69 28:0.76 29:0.86 30:0.84 31:0.95 32:0.67 34:0.19 36:0.42 37:0.58 39:0.99 41:0.82 43:0.78 44:0.88 45:0.96 47:0.93 48:0.97 58:0.98 60:0.87 62:0.99 64:0.77 66:0.97 69:0.73 70:0.41 71:0.92 74:0.61 75:0.99 79:0.94 81:0.80 83:0.91 85:0.72 86:0.97 89:0.99 91:0.37 96:0.83 98:0.87 101:0.96 104:0.54 108:0.57 114:0.98 120:0.72 122:0.93 123:0.54 126:0.54 127:0.39 128:0.98 129:0.05 135:0.37 137:0.95 139:0.97 140:0.45 141:0.98 145:0.56 146:0.88 147:0.90 149:0.93 150:0.63 151:0.90 153:0.69 154:0.70 155:0.66 158:0.92 159:0.47 161:0.90 162:0.86 164:0.62 165:0.93 167:0.52 168:0.98 170:0.77 172:0.91 173:0.74 174:0.97 176:0.73 177:0.88 179:0.23 181:0.50 187:0.39 192:0.99 195:0.72 196:0.97 197:0.99 199:0.99 201:0.68 202:0.46 204:0.83 205:0.95 208:0.64 212:0.69 215:0.96 216:0.03 219:0.95 222:0.21 223:0.95 224:1.00 225:0.99 226:0.98 230:0.77 233:0.76 234:0.99 235:0.22 236:0.97 239:0.99 240:0.99 241:0.35 242:0.60 243:0.97 247:0.60 248:0.80 253:0.83 255:0.94 256:0.45 259:0.21 260:0.73 262:0.93 265:0.87 266:0.38 267:0.28 268:0.55 271:0.66 274:0.97 276:0.84 279:0.80 281:0.91 283:0.82 284:0.90 285:0.62 290:0.98 292:0.95 297:0.36 300:0.43\n3 1:0.57 6:0.95 7:0.75 8:0.82 9:0.70 10:0.99 11:0.75 12:0.86 17:0.82 18:0.97 20:0.79 21:0.59 22:0.93 23:0.97 26:0.95 27:0.44 28:0.76 29:0.86 30:0.66 31:0.87 32:0.71 34:0.40 36:0.50 37:0.78 39:0.99 43:0.92 44:0.92 45:0.97 47:0.93 48:0.98 58:0.98 62:0.97 64:0.77 66:0.46 69:0.33 70:0.62 71:0.92 74:0.52 78:0.87 79:0.87 81:0.56 83:0.69 85:0.72 86:0.99 89:0.99 91:0.20 98:0.86 99:0.83 100:0.91 101:0.96 102:0.97 104:0.86 106:0.81 108:0.80 111:0.87 120:0.56 122:0.93 123:0.79 124:0.67 126:0.51 127:0.80 128:0.95 129:0.05 133:0.67 135:0.87 137:0.87 139:0.98 140:0.45 141:0.98 145:0.86 146:0.46 147:0.52 149:0.89 150:0.45 151:0.53 152:0.81 153:0.72 154:0.92 155:0.54 159:0.85 161:0.90 162:0.67 164:0.64 165:0.65 167:0.56 168:0.95 169:0.87 170:0.77 172:0.88 173:0.15 174:0.98 177:0.88 179:0.22 181:0.50 186:0.87 187:0.95 190:0.77 191:0.79 192:0.57 193:0.99 195:0.94 196:0.91 197:0.97 199:0.99 201:0.61 202:0.53 204:0.82 205:0.95 206:0.81 208:0.61 212:0.37 215:0.55 216:0.56 219:0.90 220:0.93 222:0.21 223:0.95 224:0.99 225:0.99 230:0.77 233:0.76 234:0.99 235:0.88 236:0.95 239:0.99 240:0.99 241:0.50 242:0.33 243:0.18 245:0.96 247:0.93 248:0.52 253:0.42 255:0.70 256:0.45 259:0.21 260:0.56 261:0.86 262:0.93 265:0.86 266:0.54 267:0.44 268:0.57 271:0.66 274:0.98 276:0.90 277:0.69 281:0.91 284:0.91 285:0.60 292:0.95 297:0.36 300:0.70\n2 1:0.69 7:0.70 8:0.81 9:0.72 10:0.99 11:0.82 12:0.86 17:0.75 18:0.99 21:0.30 22:0.93 23:0.98 26:0.95 27:0.52 28:0.76 29:0.86 30:0.44 31:0.95 32:0.80 33:0.97 34:0.91 36:0.76 37:0.56 39:0.99 43:0.78 44:0.93 45:0.97 47:0.93 48:0.99 58:0.99 62:0.98 64:0.77 66:0.19 69:0.40 70:0.74 71:0.92 74:0.79 75:0.98 77:0.70 79:0.95 81:0.81 83:0.91 85:0.80 86:0.99 89:0.99 91:0.20 97:0.98 98:0.65 99:0.99 101:0.96 102:0.98 104:0.93 106:0.81 108:0.94 114:0.86 120:0.75 123:0.86 124:0.79 126:0.54 127:0.97 128:0.97 129:0.81 133:0.78 135:0.30 137:0.95 139:0.99 140:0.45 141:0.98 145:0.70 146:0.80 147:0.83 149:0.95 150:0.65 151:0.74 153:0.48 154:0.71 155:0.58 158:0.82 159:0.87 161:0.90 162:0.82 164:0.73 165:0.93 167:0.49 168:0.97 170:0.77 172:0.92 173:0.17 174:0.97 176:0.73 177:0.88 179:0.13 181:0.50 187:0.39 190:0.89 192:0.86 195:0.95 196:0.98 197:0.97 199:1.00 201:0.68 202:0.62 205:0.97 206:0.81 208:0.64 212:0.85 215:0.72 216:0.50 219:0.94 220:0.74 222:0.21 223:0.95 224:0.99 225:0.99 226:0.98 230:0.73 233:0.76 234:0.99 235:0.84 236:0.97 239:0.99 240:0.99 241:0.18 242:0.23 243:0.38 245:0.99 247:0.98 248:0.69 253:0.68 255:0.74 256:0.64 259:0.21 260:0.76 262:0.93 265:0.43 266:0.87 267:0.76 268:0.68 271:0.66 274:0.98 276:0.96 279:0.81 281:0.91 282:0.88 283:0.82 284:0.95 285:0.60 290:0.86 291:0.97 292:0.95 297:0.36 299:0.88 300:0.94\n1 1:0.74 11:0.64 12:0.20 17:0.95 21:0.22 27:0.72 30:0.94 34:0.34 36:0.32 39:0.55 43:0.96 55:0.45 60:0.87 66:0.79 69:0.17 70:0.24 74:0.99 81:0.90 83:0.87 85:0.88 91:0.20 98:0.64 101:0.79 104:0.97 106:0.81 108:0.66 114:0.90 117:0.86 122:0.67 123:0.64 124:0.41 126:0.54 127:0.66 129:0.59 131:0.61 133:0.64 135:0.63 144:0.57 146:0.39 147:0.45 149:0.94 150:0.94 154:0.96 155:0.67 157:0.98 158:0.92 159:0.57 165:0.86 166:1.00 172:0.94 173:0.20 176:0.73 177:0.38 178:0.55 179:0.21 182:0.98 187:0.39 192:0.59 201:0.74 206:0.81 208:0.64 212:0.92 215:0.79 216:0.07 222:0.84 227:0.61 229:0.61 231:1.00 232:0.87 235:0.31 241:0.03 242:0.80 243:0.17 245:0.89 246:0.61 247:0.47 253:0.79 259:0.21 265:0.65 266:0.54 267:0.19 276:0.87 279:0.86 283:0.82 287:0.61 290:0.90 297:0.36 300:0.70\n1 11:0.64 12:0.20 17:0.22 21:0.78 27:0.25 30:0.28 34:0.64 36:0.91 37:0.44 39:0.55 43:0.32 55:0.71 66:0.72 69:0.94 70:0.89 74:0.50 85:0.85 91:0.02 98:0.40 101:0.72 108:0.92 122:0.43 123:0.92 124:0.41 127:0.21 129:0.59 131:0.61 133:0.47 135:0.80 144:0.57 146:0.18 147:0.23 149:0.45 154:0.45 157:0.94 159:0.65 166:0.61 172:0.59 173:0.87 177:0.38 178:0.55 179:0.43 182:0.85 187:0.39 202:0.50 212:0.55 216:0.81 222:0.84 227:0.61 229:0.61 231:0.99 235:0.05 241:0.07 242:0.40 243:0.20 245:0.61 246:0.61 247:0.60 253:0.42 259:0.21 265:0.42 266:0.63 267:0.28 276:0.42 287:0.61 300:0.70\n1 7:0.76 11:0.64 12:0.20 17:0.76 21:0.22 27:0.67 30:0.15 32:0.72 34:0.88 36:0.53 37:0.32 39:0.55 43:0.75 55:0.71 66:0.89 69:0.59 70:0.80 74:0.54 81:0.84 85:0.80 91:0.23 98:0.84 101:0.76 104:0.93 106:0.81 108:0.45 123:0.43 126:0.32 127:0.34 129:0.05 131:0.61 132:0.97 135:0.49 144:0.57 145:0.40 146:0.81 147:0.84 149:0.73 150:0.65 154:0.66 157:0.94 159:0.36 166:0.99 172:0.68 173:0.64 177:0.38 178:0.55 179:0.53 182:0.85 187:0.39 195:0.66 206:0.81 212:0.54 215:0.79 216:0.44 222:0.84 227:0.61 229:0.61 230:0.78 231:0.99 233:0.69 235:0.22 242:0.72 243:0.89 246:0.61 247:0.47 253:0.44 259:0.21 265:0.84 266:0.38 267:0.59 276:0.57 287:0.61 297:0.36 300:0.55\n1 12:0.20 17:0.84 21:0.78 27:0.72 30:0.95 34:0.21 36:0.22 39:0.55 43:0.24 55:0.99 66:0.20 69:0.84 74:0.39 91:0.20 98:0.06 104:0.58 108:0.70 120:0.69 123:0.68 124:0.61 127:0.53 129:0.59 131:0.99 133:0.47 135:0.60 140:0.45 146:0.05 147:0.05 149:0.12 151:0.66 153:0.48 154:0.17 157:0.61 159:0.84 162:0.86 164:0.55 166:0.61 172:0.05 173:0.65 175:0.75 177:0.05 179:1.00 182:0.61 190:0.77 202:0.36 216:0.03 222:0.84 227:0.61 229:0.61 231:0.99 235:0.12 241:0.79 243:0.40 244:0.61 245:0.36 246:0.61 248:0.63 253:0.35 256:0.45 257:0.65 259:0.21 260:0.69 265:0.06 267:0.52 268:0.46 277:0.69 283:0.82 285:0.50 287:0.61 300:0.08\n1 11:0.64 12:0.20 17:0.40 21:0.78 27:0.72 30:0.17 34:0.53 36:0.87 37:0.41 39:0.55 43:0.76 55:0.71 66:0.13 69:0.72 70:0.78 74:0.85 85:0.72 91:0.25 98:0.34 101:0.70 108:0.55 122:0.67 123:0.52 124:0.89 127:0.61 129:0.05 131:0.61 133:0.87 135:0.51 144:0.57 146:0.59 147:0.65 149:0.66 154:0.67 157:0.83 159:0.75 163:0.93 166:0.61 172:0.32 173:0.57 177:0.38 178:0.55 179:0.57 182:0.75 187:0.39 212:0.16 216:0.33 222:0.84 227:0.61 229:0.61 231:0.93 232:0.93 235:0.68 241:0.30 242:0.80 243:0.34 245:0.67 246:0.61 247:0.39 253:0.61 259:0.21 265:0.36 266:0.89 267:0.44 276:0.62 287:0.61 300:0.55\n1 1:0.74 7:0.81 11:0.64 12:0.20 17:0.59 21:0.13 27:0.68 30:0.62 34:0.58 36:0.59 37:0.81 39:0.55 43:0.78 55:0.59 60:0.87 66:0.75 69:0.77 70:0.34 74:0.71 81:0.93 83:0.87 85:0.72 91:0.54 98:0.44 101:0.74 108:0.61 114:0.92 121:0.90 122:0.43 123:0.58 126:0.54 127:0.14 129:0.05 131:0.61 135:0.80 144:0.57 145:0.83 146:0.34 147:0.41 149:0.48 150:0.97 154:0.71 155:0.67 157:0.87 158:0.92 159:0.14 165:0.88 166:1.00 172:0.32 173:0.93 176:0.73 177:0.38 178:0.55 179:0.50 182:0.98 187:0.68 192:0.59 201:0.74 204:0.89 208:0.64 212:0.84 215:0.84 216:0.21 222:0.84 227:0.61 229:0.61 230:0.87 231:1.00 233:0.76 235:0.22 241:0.51 242:0.33 243:0.77 246:0.61 247:0.39 253:0.73 259:0.21 265:0.46 266:0.17 267:0.76 276:0.28 279:0.86 283:0.82 287:0.61 290:0.92 297:0.36 300:0.25\n1 8:0.79 11:0.64 12:0.20 17:0.32 21:0.78 27:0.70 30:0.53 34:0.49 36:0.97 37:0.79 39:0.55 43:0.31 55:0.71 66:0.33 69:0.98 70:0.73 74:0.98 85:0.72 91:0.51 98:0.73 101:0.65 108:0.91 122:0.67 123:0.90 124:0.83 127:0.83 129:0.05 131:0.61 133:0.82 135:0.21 144:0.57 145:0.88 146:0.66 147:0.93 149:0.83 154:0.16 157:0.79 159:0.90 166:0.61 172:0.89 173:0.98 177:0.05 178:0.55 179:0.18 182:0.74 187:0.21 202:0.53 212:0.56 216:0.27 222:0.84 227:0.61 229:0.61 231:0.98 232:0.85 235:0.22 241:0.59 242:0.81 243:0.36 245:0.96 246:0.61 247:0.47 253:0.70 257:0.65 259:0.21 265:0.73 266:0.80 267:0.73 276:0.93 277:0.69 287:0.61 300:0.84\n1 11:0.64 12:0.20 17:0.08 21:0.78 27:0.70 30:0.41 34:0.30 36:0.50 37:0.79 39:0.55 43:0.98 55:0.71 66:0.86 69:0.05 70:0.60 74:0.85 85:0.72 91:0.15 98:0.88 101:0.74 108:0.05 122:0.67 123:0.05 127:0.42 129:0.05 131:0.61 135:0.78 144:0.57 146:0.69 147:0.74 149:0.70 154:0.98 157:0.87 159:0.27 166:0.61 172:0.59 173:0.24 177:0.38 178:0.55 179:0.70 182:0.77 187:0.87 212:0.72 216:0.27 222:0.84 227:0.61 229:0.61 231:0.98 235:0.05 241:0.24 242:0.63 243:0.86 246:0.61 247:0.47 253:0.60 259:0.21 265:0.88 266:0.27 267:0.36 276:0.49 287:0.61 300:0.43\n2 11:0.64 12:0.20 17:0.73 21:0.40 27:0.62 30:0.11 34:0.55 36:0.66 37:0.73 39:0.55 43:0.88 66:0.83 69:0.12 70:0.69 74:0.56 81:0.72 85:0.72 91:0.38 98:0.51 101:0.72 104:0.80 108:0.10 123:0.10 126:0.32 127:0.15 129:0.05 131:0.61 135:0.77 144:0.57 145:0.98 146:0.55 147:0.61 149:0.63 150:0.52 154:0.86 157:0.85 159:0.20 166:0.99 172:0.51 173:0.22 177:0.38 178:0.55 179:0.36 182:0.76 187:0.21 212:0.86 215:0.67 216:0.10 222:0.84 227:0.61 229:0.61 231:0.99 235:0.42 241:0.12 242:0.45 243:0.84 246:0.61 247:0.39 253:0.46 259:0.21 265:0.52 266:0.23 267:0.44 276:0.41 283:0.71 287:0.61 297:0.36 300:0.43\n3 1:0.69 7:0.72 8:0.67 11:0.64 12:0.86 17:0.97 18:0.71 27:0.72 29:0.71 30:0.17 32:0.69 34:0.80 36:0.61 37:0.81 39:0.84 43:0.72 45:0.73 55:0.71 66:0.91 69:0.05 70:0.79 71:0.89 74:0.82 76:0.85 77:0.89 81:0.89 83:0.91 86:0.78 91:0.62 97:0.89 98:0.97 99:0.83 101:0.52 104:0.58 108:0.05 114:0.95 122:0.77 123:0.05 126:0.44 127:0.79 129:0.05 135:0.51 139:0.77 145:0.65 146:0.80 147:0.83 149:0.48 150:0.88 154:0.65 155:0.67 158:0.74 159:0.36 165:0.70 172:0.74 173:0.21 176:0.66 177:0.70 178:0.55 179:0.60 187:0.21 192:0.87 195:0.58 201:0.68 204:0.85 208:0.64 212:0.55 215:0.96 216:0.05 219:0.89 222:0.48 230:0.75 232:0.81 233:0.76 235:0.05 241:0.07 242:0.73 243:0.91 247:0.60 253:0.65 254:0.88 259:0.21 265:0.97 266:0.27 267:0.87 276:0.62 279:0.82 282:0.77 290:0.95 292:0.91 297:0.36 300:0.55\n1 1:0.69 8:0.69 9:0.76 11:0.64 12:0.86 17:0.26 18:0.64 21:0.22 27:0.20 29:0.71 30:0.11 34:0.67 36:0.24 37:0.65 39:0.84 43:0.80 45:0.66 66:0.43 69:0.67 70:0.99 71:0.89 74:0.70 81:0.54 86:0.74 91:0.53 96:0.69 98:0.29 101:0.52 104:0.95 106:0.81 108:0.51 114:0.63 117:0.86 120:0.55 122:0.55 123:0.49 124:0.89 126:0.44 127:0.66 129:0.05 133:0.91 135:0.99 138:0.96 139:0.71 140:0.80 145:0.59 146:0.63 147:0.68 149:0.67 150:0.56 151:0.53 153:0.48 154:0.75 155:0.58 158:0.74 159:0.84 162:0.62 164:0.53 172:0.59 173:0.43 176:0.61 177:0.70 178:0.42 179:0.54 187:0.68 190:0.77 191:0.73 192:0.59 201:0.68 202:0.50 206:0.81 208:0.54 212:0.39 215:0.44 216:0.70 220:0.82 222:0.48 232:0.92 235:0.31 241:0.32 242:0.19 243:0.57 245:0.63 247:0.79 248:0.53 253:0.49 255:0.74 256:0.45 259:0.21 260:0.55 265:0.31 266:0.91 267:0.79 268:0.46 276:0.65 279:0.82 283:0.77 285:0.56 286:0.99 290:0.63 297:0.36 298:0.99 300:0.94\n1 8:0.83 12:0.86 17:0.43 18:0.66 21:0.05 25:0.88 27:0.36 29:0.71 30:0.38 34:0.22 36:0.50 37:0.57 39:0.84 43:0.15 55:0.71 66:0.54 69:0.78 70:0.78 71:0.89 74:0.41 76:0.85 77:0.70 81:0.77 86:0.65 91:0.80 98:0.61 104:0.54 108:0.62 120:0.75 123:0.59 124:0.58 126:0.26 127:0.50 129:0.05 133:0.62 135:0.68 139:0.64 140:0.45 145:0.74 146:0.60 147:0.05 149:0.21 150:0.56 151:0.59 153:0.85 154:0.11 159:0.42 162:0.71 164:0.71 172:0.41 173:0.85 175:0.75 177:0.05 179:0.80 190:0.89 191:0.83 195:0.65 202:0.70 212:0.28 215:0.78 216:0.18 220:0.62 222:0.48 235:0.05 241:0.82 242:0.60 243:0.16 244:0.83 245:0.51 247:0.55 248:0.61 253:0.32 256:0.68 257:0.84 259:0.21 260:0.68 265:0.62 266:0.47 267:0.44 268:0.73 276:0.40 277:0.69 282:0.73 283:0.78 285:0.47 297:0.36 300:0.55\n1 1:0.69 11:0.64 12:0.86 17:0.36 18:0.83 21:0.13 27:0.45 29:0.71 30:0.28 34:0.79 36:0.18 37:0.50 39:0.84 43:0.65 44:0.90 45:0.66 55:0.59 64:0.77 66:0.30 69:0.68 70:0.96 71:0.89 74:0.70 77:0.70 81:0.52 83:0.60 86:0.83 91:0.09 97:0.89 98:0.31 99:0.83 101:0.52 108:0.51 114:0.75 122:0.77 123:0.49 124:0.79 126:0.44 127:0.45 129:0.81 133:0.76 135:0.75 139:0.85 145:0.42 146:0.50 147:0.56 149:0.38 150:0.58 154:0.54 155:0.58 158:0.79 159:0.64 165:0.70 172:0.45 173:0.58 175:0.75 176:0.66 177:0.38 178:0.55 179:0.58 187:0.68 192:0.51 195:0.83 201:0.68 208:0.54 212:0.42 216:0.77 219:0.92 222:0.48 235:0.22 241:0.18 242:0.45 243:0.48 244:0.61 245:0.68 247:0.76 253:0.55 257:0.65 259:0.21 265:0.34 266:0.80 267:0.92 276:0.55 277:0.69 279:0.82 282:0.77 290:0.75 292:0.95 300:0.84\n1 1:0.74 7:0.66 8:0.81 9:0.80 11:0.64 12:0.86 17:0.72 18:0.93 21:0.22 27:0.52 29:0.71 30:0.76 31:0.87 32:0.69 34:0.86 36:0.41 37:0.55 39:0.84 43:0.76 44:0.90 45:0.66 48:0.91 64:0.77 66:0.62 69:0.81 70:0.58 71:0.89 74:0.87 76:0.85 77:0.89 79:0.87 81:0.63 86:0.95 91:0.25 96:0.69 98:0.68 101:0.52 108:0.65 114:0.63 120:0.55 122:0.76 123:0.63 124:0.56 126:0.54 127:0.34 129:0.81 133:0.67 135:0.90 137:0.87 138:0.95 139:0.95 140:0.45 145:0.77 146:0.92 147:0.94 149:0.96 150:0.73 151:0.56 153:0.48 154:0.68 155:0.67 158:0.78 159:0.72 162:0.86 164:0.54 172:0.90 173:0.66 176:0.66 177:0.70 179:0.18 187:0.21 192:0.87 195:0.91 196:0.90 201:0.93 202:0.36 204:0.85 208:0.64 212:0.52 215:0.44 216:0.46 219:0.92 220:0.82 222:0.48 230:0.68 233:0.73 235:0.42 241:0.01 242:0.32 243:0.68 245:0.93 247:0.90 248:0.55 253:0.53 255:0.95 256:0.45 259:0.21 260:0.55 265:0.69 266:0.38 267:0.44 268:0.46 276:0.87 279:0.86 281:0.89 282:0.86 283:0.77 284:0.87 285:0.62 286:0.99 290:0.63 292:0.91 297:0.36 298:0.99 300:0.70\n0 12:0.86 17:0.64 21:0.78 27:0.72 29:0.71 30:0.76 34:0.17 36:0.32 37:0.26 39:0.84 43:0.13 44:0.87 55:0.99 66:0.13 69:0.65 70:0.15 71:0.89 74:0.34 91:0.65 98:0.05 108:0.50 122:0.77 123:0.48 124:0.75 127:0.53 129:0.81 133:0.67 135:0.76 139:0.64 145:0.84 146:0.05 147:0.05 149:0.08 154:0.10 159:0.93 163:0.97 172:0.05 173:0.25 175:0.91 177:0.05 178:0.55 179:0.99 195:0.99 202:0.66 212:0.95 216:0.07 222:0.48 235:0.12 241:0.85 242:0.82 243:0.34 244:0.83 245:0.37 247:0.12 253:0.28 257:0.84 259:0.21 265:0.05 266:0.12 267:0.98 276:0.18 277:0.87 300:0.13\n2 11:0.85 12:0.86 17:0.18 18:0.91 21:0.47 22:0.93 27:0.41 29:0.71 30:0.15 32:0.68 34:0.53 36:0.30 37:0.44 39:0.84 43:0.60 44:0.90 45:0.81 47:0.93 48:0.91 55:0.92 64:0.77 66:0.35 69:0.53 70:0.97 71:0.89 74:0.59 76:0.85 81:0.25 86:0.90 91:0.38 98:0.58 101:0.87 104:0.99 108:0.72 122:0.86 123:0.70 124:0.83 126:0.26 127:0.70 129:0.59 133:0.84 135:0.82 139:0.90 145:0.89 146:0.26 147:0.32 149:0.52 150:0.25 154:0.74 159:0.78 172:0.59 173:0.34 177:0.70 178:0.55 179:0.52 187:0.68 195:0.90 212:0.40 216:0.75 219:0.89 222:0.48 235:0.52 241:0.05 242:0.24 243:0.23 245:0.73 247:0.82 253:0.38 254:0.96 259:0.21 262:0.93 265:0.59 266:0.89 267:0.92 276:0.67 277:0.69 281:0.91 292:0.91 300:0.84\n0 11:0.64 12:0.86 17:0.75 18:0.80 21:0.13 27:0.63 29:0.71 30:0.10 32:0.78 34:0.71 36:0.31 37:0.32 39:0.84 43:0.13 44:0.93 45:0.66 55:0.52 66:0.16 69:0.69 70:0.97 71:0.89 74:0.70 77:0.89 81:0.66 86:0.82 91:0.23 98:0.41 101:0.52 104:0.83 108:0.52 122:0.86 123:0.85 124:0.87 126:0.26 127:0.62 129:0.59 133:0.86 135:0.88 139:0.84 145:0.80 146:0.65 147:0.70 149:0.22 150:0.48 154:0.67 159:0.74 172:0.51 173:0.55 177:0.70 178:0.55 179:0.45 187:0.39 195:0.87 212:0.30 215:0.61 216:0.56 222:0.48 235:0.12 241:0.18 242:0.24 243:0.40 245:0.75 247:0.84 253:0.41 254:0.95 259:0.21 265:0.41 266:0.84 267:0.59 276:0.71 282:0.86 283:0.78 297:0.36 300:0.84\n1 1:0.74 8:0.69 9:0.80 12:0.86 17:0.62 18:0.75 21:0.59 22:0.93 27:0.28 29:0.71 30:0.56 31:0.86 34:0.95 36:0.26 37:0.41 39:0.84 43:0.14 47:0.93 55:0.96 64:0.77 66:0.08 69:0.51 70:0.71 71:0.89 74:0.60 79:0.86 81:0.42 86:0.80 91:0.40 96:0.68 98:0.23 104:0.94 106:0.81 108:0.39 114:0.58 117:0.86 120:0.54 122:0.77 123:0.65 124:0.85 126:0.54 127:0.58 129:0.05 133:0.81 135:0.99 137:0.86 139:0.83 140:0.45 145:0.85 146:0.27 147:0.33 149:0.16 150:0.63 151:0.47 153:0.48 154:0.83 155:0.67 158:0.86 159:0.67 162:0.78 164:0.70 172:0.21 173:0.39 176:0.73 177:0.70 179:0.79 187:0.39 192:0.87 196:0.88 201:0.93 202:0.59 206:0.81 208:0.64 212:0.13 215:0.39 216:0.67 219:0.95 220:0.97 222:0.48 232:0.98 235:0.80 241:0.01 242:0.24 243:0.39 245:0.52 247:0.74 248:0.47 253:0.42 254:0.86 255:0.95 256:0.58 259:0.21 260:0.54 262:0.93 265:0.18 266:0.75 267:0.59 268:0.64 276:0.43 277:0.87 279:0.86 283:0.77 284:0.93 285:0.62 290:0.58 292:0.87 297:0.36 300:0.55\n1 1:0.74 9:0.80 11:0.64 12:0.86 17:0.49 18:0.69 21:0.13 22:0.93 27:0.20 29:0.71 30:0.62 31:0.91 34:0.56 36:0.41 37:0.65 39:0.84 43:0.79 45:0.66 47:0.93 64:0.77 66:0.47 69:0.66 70:0.34 71:0.89 74:0.57 79:0.91 81:0.80 83:0.60 86:0.77 91:0.68 96:0.76 97:0.94 98:0.33 99:0.83 101:0.52 104:0.93 106:0.81 108:0.50 114:0.79 117:0.86 120:0.64 122:0.80 123:0.48 124:0.52 126:0.54 127:0.23 129:0.05 133:0.43 135:0.75 137:0.91 139:0.82 140:0.45 145:0.47 146:0.39 147:0.46 149:0.56 150:0.86 151:0.74 153:0.69 154:0.73 155:0.67 158:0.91 159:0.33 162:0.86 163:0.79 164:0.62 165:0.70 172:0.21 173:0.68 176:0.73 177:0.70 179:0.83 187:0.68 192:0.87 196:0.93 201:0.93 202:0.46 206:0.81 208:0.64 212:0.30 215:0.61 216:0.70 219:0.95 220:0.62 222:0.48 232:0.96 235:0.31 241:0.47 242:0.63 243:0.59 245:0.46 247:0.35 248:0.69 253:0.71 255:0.95 256:0.45 259:0.21 260:0.65 262:0.93 265:0.35 266:0.27 267:0.65 268:0.55 276:0.21 279:0.86 283:0.82 284:0.90 285:0.62 290:0.79 292:0.91 297:0.36 300:0.25\n2 7:0.66 11:0.64 12:0.86 17:0.96 18:0.83 21:0.22 27:0.53 29:0.71 30:0.62 32:0.68 34:0.81 36:0.52 37:0.25 39:0.84 43:0.58 45:0.73 48:0.91 55:0.59 64:0.77 66:0.92 69:0.12 70:0.58 71:0.89 74:0.69 76:0.99 77:0.70 81:0.63 86:0.92 91:0.56 98:0.98 101:0.52 104:0.89 106:0.81 108:0.10 123:0.10 126:0.44 127:0.81 129:0.05 135:0.47 139:0.90 145:0.49 146:0.76 147:0.80 149:0.37 150:0.44 154:0.83 155:0.58 159:0.32 172:0.77 173:0.35 177:0.70 178:0.55 179:0.56 187:0.39 192:0.59 195:0.60 201:0.68 204:0.85 206:0.81 208:0.54 212:0.91 215:0.51 216:0.18 222:0.48 230:0.69 232:0.74 233:0.76 235:0.31 241:0.05 242:0.58 243:0.92 247:0.79 253:0.41 254:0.95 259:0.21 265:0.98 266:0.27 267:0.52 276:0.66 281:0.91 282:0.77 283:0.82 297:0.36 300:0.55\n1 1:0.74 7:0.81 8:0.58 11:0.64 12:0.86 17:0.73 18:0.90 21:0.22 22:0.93 27:0.51 29:0.71 30:0.53 32:0.80 34:0.75 36:0.62 37:0.35 39:0.84 43:0.40 44:0.93 45:0.89 47:0.93 64:0.77 66:0.33 69:0.55 70:0.83 71:0.89 74:0.91 77:0.70 81:0.72 83:0.60 86:0.97 91:0.37 97:0.94 98:0.65 99:0.83 101:0.52 104:0.92 106:0.81 108:0.42 114:0.71 117:0.86 122:0.80 123:0.68 124:0.60 126:0.54 127:0.37 129:0.59 133:0.46 135:0.94 139:0.98 145:0.42 146:0.51 147:0.57 149:0.35 150:0.81 154:0.84 155:0.67 158:0.91 159:0.48 165:0.70 172:0.68 173:0.52 176:0.73 177:0.70 178:0.55 179:0.33 187:0.21 192:0.87 195:0.74 201:0.93 204:0.89 206:0.81 208:0.64 212:0.77 215:0.51 216:0.39 219:0.95 222:0.48 230:0.86 232:0.97 233:0.73 235:0.42 241:0.01 242:0.27 243:0.57 245:0.90 247:0.90 253:0.55 254:0.74 259:0.21 262:0.93 265:0.42 266:0.75 267:0.94 276:0.72 279:0.86 281:0.89 282:0.88 283:0.77 290:0.71 292:0.91 297:0.36 300:0.84\n1 7:0.66 12:0.86 17:0.66 18:0.79 21:0.05 27:0.72 29:0.71 30:0.27 31:0.88 32:0.75 34:0.97 36:0.65 39:0.84 43:0.14 44:0.93 55:0.42 64:0.77 66:0.43 69:0.08 70:0.73 71:0.89 74:0.72 76:0.97 77:0.70 79:0.88 81:0.82 86:0.86 87:0.98 91:0.65 98:0.39 104:0.88 106:0.81 108:0.07 120:0.57 123:0.07 124:0.90 126:0.44 127:0.91 129:0.59 133:0.91 135:0.74 137:0.88 139:0.87 140:0.45 145:0.59 146:0.71 147:0.75 149:0.20 150:0.60 151:0.53 153:0.48 154:0.78 159:0.82 162:0.86 164:0.54 172:0.61 173:0.09 177:0.70 179:0.55 187:0.21 190:0.77 192:0.51 195:0.92 196:0.90 201:0.68 202:0.36 206:0.81 212:0.55 215:0.78 216:0.07 220:0.82 222:0.48 228:0.99 230:0.69 232:0.77 233:0.73 235:0.12 241:0.07 242:0.14 243:0.57 245:0.65 247:0.86 248:0.53 253:0.42 254:0.80 255:0.74 256:0.45 259:0.21 260:0.57 265:0.41 266:0.84 267:0.88 268:0.46 276:0.67 282:0.84 283:0.78 284:0.87 285:0.56 297:0.36 300:0.55\n2 7:0.72 11:0.64 12:0.86 17:0.97 18:0.63 21:0.05 27:0.72 29:0.71 30:0.41 32:0.69 34:0.44 36:0.84 37:0.81 39:0.84 43:0.18 45:0.66 55:0.52 66:0.86 69:0.05 70:0.65 71:0.89 74:0.69 76:0.85 77:0.89 81:0.77 86:0.68 91:0.85 98:0.99 101:0.52 104:0.58 108:0.05 122:0.55 123:0.05 126:0.26 127:0.87 129:0.05 135:0.44 139:0.66 145:0.65 146:0.64 147:0.69 149:0.19 150:0.56 154:0.70 155:0.58 159:0.24 172:0.59 173:0.34 177:0.70 178:0.55 179:0.78 187:0.21 192:0.59 195:0.53 204:0.85 208:0.54 212:0.61 215:0.78 216:0.05 222:0.48 230:0.74 232:0.81 233:0.73 235:0.05 241:0.75 242:0.19 243:0.86 247:0.74 253:0.41 254:0.88 259:0.21 265:0.99 266:0.27 267:0.93 276:0.48 282:0.77 297:0.36 300:0.43\n1 1:0.74 9:0.80 11:0.64 12:0.86 17:0.47 18:0.68 21:0.13 22:0.93 27:0.20 29:0.71 30:0.62 31:0.91 34:0.71 36:0.33 37:0.65 39:0.84 43:0.78 45:0.66 47:0.93 64:0.77 66:0.47 69:0.71 70:0.34 71:0.89 74:0.57 79:0.91 81:0.80 83:0.60 86:0.76 91:0.66 96:0.76 97:0.94 98:0.33 99:0.83 101:0.52 104:0.93 106:0.81 108:0.54 114:0.79 117:0.86 120:0.64 122:0.80 123:0.52 124:0.52 126:0.54 127:0.23 129:0.05 133:0.43 135:0.74 137:0.91 139:0.81 140:0.45 145:0.47 146:0.39 147:0.46 149:0.54 150:0.86 151:0.74 153:0.69 154:0.71 155:0.67 158:0.91 159:0.33 162:0.86 163:0.79 164:0.62 165:0.70 172:0.21 173:0.73 176:0.73 177:0.70 179:0.83 187:0.68 192:0.87 196:0.92 201:0.93 202:0.46 206:0.81 208:0.64 212:0.30 215:0.61 216:0.70 219:0.95 220:0.62 222:0.48 232:0.96 235:0.31 241:0.50 242:0.63 243:0.59 245:0.46 247:0.35 248:0.69 253:0.70 255:0.95 256:0.45 259:0.21 260:0.65 262:0.93 265:0.35 266:0.27 267:0.84 268:0.55 276:0.21 279:0.86 283:0.82 284:0.90 285:0.62 290:0.79 292:0.91 297:0.36 300:0.25\n2 1:0.69 7:0.66 8:0.73 9:0.76 11:0.64 12:0.86 17:0.53 18:0.80 22:0.93 27:0.17 29:0.71 30:0.28 31:0.90 34:0.71 36:0.67 37:0.55 39:0.84 43:0.58 45:0.81 47:0.93 64:0.77 66:0.61 69:0.84 70:0.83 71:0.89 74:0.68 77:0.70 79:0.90 81:0.69 83:0.60 86:0.84 91:0.40 96:0.78 97:0.89 98:0.31 99:0.83 101:0.52 108:0.69 114:0.95 117:0.86 122:0.80 123:0.67 124:0.55 126:0.44 127:0.24 129:0.05 133:0.60 135:0.98 137:0.90 139:0.83 140:0.80 145:0.72 146:0.53 147:0.59 149:0.46 150:0.65 151:0.65 153:0.48 154:0.60 155:0.58 158:0.79 159:0.54 162:0.86 165:0.70 172:0.54 173:0.76 176:0.66 177:0.70 179:0.50 187:0.68 190:0.77 191:0.70 192:0.51 195:0.88 196:0.92 201:0.68 202:0.53 208:0.54 212:0.61 216:0.71 219:0.92 220:0.74 222:0.48 230:0.69 232:0.92 233:0.73 235:0.05 241:0.56 242:0.28 243:0.68 245:0.60 247:0.76 248:0.63 253:0.75 254:0.93 255:0.74 256:0.58 259:0.21 262:0.93 265:0.33 266:0.63 267:0.69 268:0.62 276:0.45 279:0.82 282:0.73 284:0.87 285:0.56 290:0.95 292:0.95 300:0.70\n1 7:0.72 8:0.83 11:0.64 12:0.86 17:0.92 18:0.72 21:0.05 27:0.72 29:0.71 30:0.21 34:0.36 36:0.43 39:0.84 43:0.59 45:0.73 48:0.97 55:0.84 66:0.93 69:0.08 70:0.88 71:0.89 74:0.68 81:0.77 86:0.83 91:0.80 98:0.92 101:0.52 104:0.58 108:0.07 120:0.74 123:0.07 126:0.26 127:0.55 129:0.05 135:0.54 139:0.83 140:0.45 146:0.92 147:0.93 149:0.45 150:0.56 151:0.60 153:0.48 154:0.92 155:0.58 159:0.53 162:0.86 164:0.56 172:0.82 173:0.15 177:0.70 179:0.42 190:0.89 192:0.59 202:0.50 204:0.85 208:0.54 212:0.60 215:0.78 216:0.02 220:0.62 222:0.48 230:0.75 233:0.76 235:0.05 241:0.79 242:0.72 243:0.94 247:0.79 248:0.61 253:0.41 254:0.74 256:0.58 259:0.21 260:0.68 265:0.92 266:0.63 267:0.84 268:0.59 276:0.72 281:0.91 283:0.78 285:0.47 297:0.36 300:0.70\n3 7:0.72 8:0.73 9:0.76 11:0.64 12:0.86 17:0.91 18:0.63 21:0.05 27:0.72 29:0.71 30:0.41 32:0.69 34:0.50 36:0.83 37:0.81 39:0.84 43:0.18 45:0.66 55:0.52 66:0.86 69:0.05 70:0.65 71:0.89 74:0.73 76:0.85 77:0.89 81:0.77 83:0.60 86:0.68 91:0.90 96:0.84 97:0.89 98:0.99 101:0.52 104:0.58 108:0.05 120:0.78 122:0.55 123:0.05 126:0.26 127:0.87 129:0.05 135:0.42 139:0.66 140:0.80 145:0.65 146:0.64 147:0.69 149:0.19 150:0.56 151:0.85 153:0.77 154:0.70 155:0.58 158:0.79 159:0.24 162:0.70 164:0.65 172:0.59 173:0.34 177:0.70 179:0.78 190:0.77 192:0.59 195:0.53 202:0.62 204:0.85 208:0.54 212:0.61 215:0.78 216:0.05 220:0.62 222:0.48 230:0.74 232:0.81 233:0.73 235:0.05 241:0.80 242:0.19 243:0.86 247:0.74 248:0.76 253:0.81 254:0.88 255:0.74 256:0.58 259:0.21 260:0.74 265:0.99 266:0.27 267:0.96 268:0.65 276:0.48 279:0.82 282:0.77 283:0.82 285:0.56 297:0.36 300:0.43\n1 1:0.69 7:0.72 8:0.68 9:0.76 11:0.64 12:0.86 17:0.88 18:0.73 21:0.22 27:0.49 29:0.71 30:0.73 32:0.69 34:0.63 36:0.73 37:0.38 39:0.84 43:0.65 45:0.81 55:0.52 66:0.91 69:0.10 70:0.39 71:0.89 74:0.87 76:0.97 77:0.99 81:0.62 86:0.79 91:0.46 96:0.71 98:0.85 101:0.52 108:0.09 114:0.67 117:0.86 120:0.57 122:0.75 123:0.09 126:0.44 127:0.36 129:0.05 135:0.49 139:0.79 140:0.45 145:0.92 146:0.66 147:0.71 149:0.66 150:0.59 151:0.53 153:0.48 154:0.77 155:0.67 158:0.78 159:0.25 162:0.86 164:0.54 172:0.76 173:0.32 176:0.66 177:0.70 179:0.45 187:0.21 190:0.77 192:0.87 195:0.57 201:0.68 202:0.36 204:0.85 208:0.64 212:0.95 215:0.51 216:0.30 219:0.92 220:0.82 222:0.48 230:0.74 232:0.84 233:0.73 235:0.31 241:0.01 242:0.28 243:0.92 247:0.84 248:0.53 253:0.57 254:0.93 255:0.74 256:0.45 259:0.21 260:0.57 265:0.85 266:0.12 267:0.28 268:0.46 276:0.65 279:0.82 282:0.77 285:0.56 290:0.67 292:0.91 297:0.36 300:0.33\n2 7:0.72 8:0.83 11:0.64 12:0.86 17:0.92 18:0.72 21:0.05 27:0.72 29:0.71 30:0.21 34:0.36 36:0.43 39:0.84 43:0.59 45:0.73 48:0.97 55:0.84 66:0.93 69:0.08 70:0.88 71:0.89 74:0.68 81:0.77 86:0.83 91:0.80 98:0.92 101:0.52 104:0.58 108:0.07 120:0.74 123:0.07 126:0.26 127:0.55 129:0.05 135:0.54 139:0.83 140:0.45 146:0.92 147:0.93 149:0.45 150:0.56 151:0.60 153:0.48 154:0.92 155:0.58 159:0.53 162:0.86 164:0.56 172:0.82 173:0.15 177:0.70 179:0.42 190:0.89 192:0.59 202:0.50 204:0.85 208:0.54 212:0.60 215:0.78 216:0.02 220:0.62 222:0.48 230:0.75 233:0.76 235:0.05 241:0.79 242:0.72 243:0.94 247:0.79 248:0.61 253:0.41 254:0.74 256:0.58 259:0.21 260:0.68 265:0.92 266:0.63 267:0.84 268:0.59 276:0.72 281:0.91 285:0.47 297:0.36 300:0.70\n2 1:0.74 11:0.64 12:0.86 17:0.18 18:0.76 21:0.30 27:0.45 29:0.71 30:0.30 34:0.91 36:0.21 37:0.50 39:0.84 43:0.20 45:0.73 55:0.59 64:0.77 66:0.33 69:0.68 70:0.92 71:0.89 74:0.52 81:0.64 83:0.60 86:0.83 91:0.11 98:0.15 99:0.83 101:0.52 108:0.52 114:0.65 122:0.55 123:0.50 124:0.77 126:0.54 127:0.69 129:0.59 133:0.73 135:0.87 139:0.79 145:0.49 146:0.31 147:0.38 149:0.11 150:0.77 154:0.76 155:0.67 159:0.86 165:0.70 172:0.32 173:0.43 176:0.73 177:0.70 178:0.55 179:0.81 187:0.68 192:0.87 201:0.93 208:0.64 212:0.52 215:0.44 216:0.77 222:0.48 235:0.52 241:0.27 242:0.13 243:0.50 245:0.53 247:0.76 253:0.49 254:0.80 259:0.21 265:0.16 266:0.54 267:0.84 276:0.34 290:0.65 297:0.36 300:0.70\n2 1:0.74 6:0.95 8:0.90 9:0.80 11:0.51 12:0.37 17:0.16 20:0.83 21:0.22 25:0.88 27:0.07 28:0.85 30:0.17 34:0.95 36:0.88 37:0.90 39:0.27 41:0.96 43:0.35 55:0.71 66:0.43 69:0.10 70:0.81 74:0.94 77:0.70 78:0.89 81:0.84 83:0.81 91:0.77 96:0.98 98:0.68 100:0.95 104:0.73 108:0.09 111:0.92 114:0.90 117:0.86 120:0.97 122:0.67 123:0.09 124:0.71 126:0.54 127:0.86 129:0.59 131:0.98 133:0.64 135:0.81 138:1.00 140:0.80 144:0.76 145:0.38 146:0.83 147:0.86 149:0.65 150:0.86 151:0.92 152:0.91 153:0.91 154:0.77 155:0.67 157:0.61 159:0.68 161:0.68 162:0.66 164:0.97 166:0.97 167:0.79 169:0.96 172:0.68 173:0.13 176:0.73 177:0.38 178:0.42 179:0.45 181:0.76 182:0.94 186:0.89 187:0.98 189:0.97 191:0.83 192:0.59 195:0.80 201:0.74 202:0.96 208:0.64 212:0.51 215:0.79 216:0.92 220:0.82 222:0.60 227:0.98 229:0.97 231:0.96 232:0.94 235:0.31 238:0.95 241:0.73 242:0.73 243:0.57 245:0.85 246:0.61 247:0.67 248:0.95 253:0.99 254:0.74 255:0.79 256:0.96 259:0.21 260:0.97 261:0.96 265:0.68 266:0.75 267:0.36 268:0.97 271:0.77 276:0.74 282:0.81 285:0.62 287:0.97 290:0.90 297:0.36 300:0.70\n2 1:0.74 6:0.94 7:0.81 8:0.89 9:0.80 11:0.78 12:0.37 17:0.22 20:0.97 21:0.59 27:0.08 28:0.85 30:0.31 32:0.80 34:0.55 36:0.96 37:0.90 39:0.27 41:0.99 43:0.83 55:0.59 60:0.95 66:0.34 69:0.67 70:0.76 74:1.00 76:0.98 77:0.98 78:0.83 81:0.77 83:0.89 85:0.99 91:0.89 96:0.99 98:0.72 100:0.87 101:0.84 104:0.78 106:0.81 108:0.94 111:0.83 114:0.74 117:0.86 120:0.95 121:0.90 122:0.67 123:0.94 124:0.72 126:0.54 127:0.83 129:0.81 131:0.98 133:0.67 135:1.00 140:0.87 144:0.76 145:0.85 146:0.92 147:0.93 149:0.98 150:0.83 151:0.99 152:0.89 153:0.98 154:0.79 155:0.67 157:0.98 158:0.92 159:0.91 161:0.68 162:0.80 164:0.93 165:0.70 166:0.97 167:0.73 169:0.85 172:0.97 173:0.33 176:0.73 177:0.38 179:0.11 181:0.76 182:0.95 186:0.83 187:0.21 189:0.95 191:0.87 192:0.59 195:0.98 201:0.74 202:0.93 204:0.89 206:0.81 208:0.64 212:0.79 215:0.55 216:0.85 220:0.62 222:0.60 227:0.98 229:0.97 230:0.87 231:0.96 232:0.84 233:0.76 235:0.88 238:0.91 241:0.65 242:0.43 243:0.28 245:1.00 246:0.96 247:0.60 248:0.97 253:1.00 255:0.79 256:0.96 259:0.21 260:0.95 261:0.88 265:0.72 266:0.54 267:0.85 268:0.96 271:0.77 276:0.98 279:0.86 282:0.88 283:0.82 285:0.62 287:0.98 290:0.74 297:0.36 299:0.88 300:0.70\n4 1:0.74 6:0.97 8:0.93 9:0.80 11:0.51 12:0.37 17:0.01 20:0.82 25:0.88 27:0.07 28:0.85 30:0.68 34:0.18 36:0.68 37:0.88 39:0.27 41:1.00 43:0.39 55:0.59 66:0.67 69:0.05 70:0.54 74:0.96 76:0.85 77:0.89 78:0.93 81:0.96 83:0.91 91:0.98 96:1.00 98:0.80 100:0.99 104:0.58 108:0.63 111:0.97 114:0.98 117:0.86 120:1.00 122:0.67 123:0.61 124:0.46 126:0.54 127:0.84 129:0.59 131:0.98 133:0.47 135:0.47 138:0.99 140:0.80 144:0.76 145:0.96 146:0.53 147:0.59 149:0.67 150:0.99 151:1.00 152:0.94 153:1.00 154:0.75 155:0.67 157:0.61 158:0.86 159:0.48 161:0.68 162:0.65 164:1.00 165:0.92 166:0.97 167:0.84 169:0.96 172:0.78 173:0.16 176:0.73 177:0.38 179:0.47 181:0.76 182:0.95 186:0.92 187:0.21 189:0.99 191:0.97 192:0.59 195:0.72 201:0.74 202:1.00 208:0.64 212:0.84 215:0.96 216:0.99 222:0.60 227:0.98 229:0.97 231:0.96 232:0.82 235:0.05 238:0.98 241:0.76 242:0.72 243:0.29 245:0.85 246:0.97 247:0.55 248:1.00 253:1.00 254:0.84 255:0.79 256:1.00 259:0.21 260:1.00 261:0.97 265:0.80 266:0.38 267:0.76 268:1.00 271:0.77 276:0.73 279:0.86 282:0.81 283:0.67 285:0.62 287:0.98 290:0.98 297:0.36 300:0.55\n1 1:0.74 8:0.64 11:0.78 12:0.37 17:0.53 20:0.74 21:0.13 27:0.45 28:0.85 30:0.17 32:0.80 34:0.71 36:0.27 37:0.50 39:0.27 43:0.82 55:0.84 60:0.87 66:0.20 69:0.68 70:0.90 74:0.90 77:0.70 78:0.85 81:0.89 83:0.85 85:0.80 91:0.11 98:0.40 100:0.88 101:0.72 108:0.52 111:0.85 114:0.92 122:0.67 123:0.50 124:0.85 126:0.54 127:0.59 129:0.93 131:0.61 133:0.84 135:0.90 144:0.76 145:0.49 146:0.68 147:0.73 149:0.77 150:0.94 152:0.74 154:0.77 155:0.67 157:0.85 158:0.92 159:0.76 161:0.68 165:0.88 166:0.97 167:0.66 169:0.85 172:0.51 173:0.53 176:0.73 177:0.38 178:0.55 179:0.45 181:0.76 182:0.94 186:0.86 187:0.68 192:0.59 195:0.89 201:0.74 208:0.64 212:0.30 215:0.84 216:0.77 222:0.60 227:0.61 229:0.61 231:0.95 235:0.22 241:0.47 242:0.55 243:0.40 245:0.78 246:0.97 247:0.67 253:0.78 259:0.21 261:0.75 265:0.42 266:0.87 267:0.36 271:0.77 276:0.70 279:0.86 282:0.88 283:0.82 287:0.61 290:0.92 297:0.36 299:0.88 300:0.84\n2 6:0.90 8:0.85 9:0.80 11:0.51 12:0.37 17:0.08 20:0.78 21:0.05 27:0.37 28:0.85 30:0.20 34:0.18 36:0.78 37:0.48 39:0.27 41:0.88 43:0.23 55:0.84 60:0.87 66:0.29 69:0.85 70:0.90 74:0.93 78:0.82 81:0.88 83:0.78 91:0.65 96:0.99 98:0.57 100:0.84 108:0.94 111:0.81 114:0.56 117:0.86 120:0.76 122:0.67 123:0.94 124:0.91 126:0.32 127:0.57 129:0.96 131:0.98 133:0.91 135:0.99 140:0.99 144:0.76 146:0.77 147:0.81 149:0.59 150:0.76 151:0.82 152:0.87 153:0.97 154:0.54 155:0.67 157:0.61 158:0.92 159:0.88 161:0.68 162:0.71 164:0.70 166:0.91 167:0.68 169:0.84 172:0.80 173:0.63 176:0.53 177:0.38 179:0.22 181:0.76 182:0.94 186:0.83 187:0.39 189:0.91 191:0.70 192:0.59 202:0.91 208:0.64 212:0.30 216:0.82 222:0.60 227:0.98 229:0.97 231:0.95 232:0.83 235:0.05 238:0.88 241:0.54 242:0.50 243:0.31 245:0.89 246:0.61 247:0.60 248:0.83 253:0.99 255:0.79 256:0.93 259:0.21 260:0.77 261:0.88 265:0.58 266:0.92 267:0.65 268:0.93 271:0.77 276:0.88 279:0.86 283:0.82 285:0.62 287:0.97 290:0.56 300:0.84\n2 6:0.95 7:0.76 8:0.87 9:0.80 11:0.78 12:0.37 17:0.09 20:0.96 21:0.30 27:0.21 28:0.85 30:0.27 34:0.37 36:0.84 37:0.74 39:0.27 41:0.98 43:0.45 55:0.59 60:0.95 66:0.35 69:0.10 70:0.81 74:0.99 76:0.85 78:0.79 81:0.67 83:0.89 85:0.97 91:0.92 96:1.00 98:0.59 100:0.84 101:0.74 108:0.98 111:0.79 114:0.55 117:0.86 120:0.94 122:0.67 123:0.98 124:0.92 126:0.32 127:0.99 129:0.97 131:0.98 133:0.94 135:0.23 138:1.00 140:0.90 144:0.76 146:0.45 147:0.51 149:0.84 150:0.49 151:0.98 152:0.89 153:0.99 154:0.77 155:0.67 157:0.95 158:0.92 159:0.97 161:0.68 162:0.66 164:0.90 166:0.90 167:0.82 169:0.81 172:0.99 173:0.05 176:0.53 177:0.38 179:0.09 181:0.76 182:0.95 186:0.80 187:0.39 189:0.96 191:0.87 192:0.59 202:0.96 208:0.64 212:0.73 216:0.95 222:0.60 227:0.98 229:0.97 230:0.78 231:0.96 232:0.85 233:0.69 235:0.31 238:0.91 241:0.75 242:0.33 243:0.06 245:1.00 246:0.61 247:0.67 248:0.97 253:1.00 255:0.79 256:0.97 259:0.21 260:0.95 261:0.85 265:0.60 266:0.94 267:0.69 268:0.97 271:0.77 276:0.99 279:0.86 283:0.82 285:0.62 287:0.98 290:0.55 300:0.84\n1 11:0.78 12:0.37 17:0.34 21:0.54 27:0.45 28:0.85 30:0.20 34:0.89 36:0.18 37:0.50 39:0.27 43:0.79 55:0.59 66:0.35 69:0.69 70:0.88 74:0.90 77:0.70 81:0.48 85:0.85 91:0.25 96:0.69 98:0.52 101:0.76 108:0.52 114:0.54 122:0.67 123:0.50 124:0.78 126:0.32 127:0.42 129:0.89 131:0.94 133:0.78 135:0.79 140:0.45 144:0.76 145:0.42 146:0.69 147:0.73 149:0.77 150:0.38 151:0.48 153:0.48 154:0.73 157:0.91 158:0.82 159:0.57 161:0.68 162:0.86 166:0.90 167:0.58 172:0.57 173:0.63 176:0.53 177:0.38 179:0.47 181:0.76 182:0.80 187:0.68 190:0.77 195:0.79 202:0.36 212:0.61 216:0.77 220:0.96 222:0.60 227:0.96 229:0.61 231:0.94 235:0.60 241:0.18 242:0.41 243:0.51 245:0.74 246:0.61 247:0.60 248:0.48 253:0.65 256:0.45 259:0.21 265:0.54 266:0.54 267:0.28 268:0.46 271:0.77 276:0.65 282:0.81 285:0.50 287:0.61 290:0.54 300:0.70\n2 1:0.74 6:0.94 7:0.76 8:0.92 9:0.80 12:0.37 17:0.03 20:0.84 21:0.68 27:0.06 28:0.85 30:0.58 32:0.77 34:0.93 36:0.92 37:0.92 39:0.27 41:0.96 43:0.29 55:0.71 66:0.88 69:0.72 70:0.39 74:0.90 76:0.94 77:0.70 78:0.86 81:0.53 83:0.80 91:0.93 96:0.99 98:0.90 100:0.91 108:0.55 111:0.87 114:0.54 117:0.86 120:0.88 122:0.67 123:0.52 126:0.54 127:0.46 129:0.05 131:0.98 135:0.81 140:0.95 144:0.76 145:0.63 146:0.92 147:0.94 149:0.53 150:0.63 151:0.94 152:0.88 153:0.95 154:0.22 155:0.67 157:0.61 158:0.83 159:0.54 161:0.68 162:0.57 163:0.92 164:0.93 166:0.97 167:0.79 169:0.88 172:0.65 173:0.69 175:0.75 176:0.53 177:0.05 178:0.42 179:0.64 181:0.76 182:0.94 186:0.86 187:0.68 189:0.97 191:0.95 192:0.59 195:0.77 201:0.74 202:0.97 208:0.64 212:0.23 215:0.49 216:0.75 222:0.60 227:0.98 229:0.97 230:0.79 231:0.96 232:0.98 233:0.76 235:0.84 238:0.93 241:0.72 242:0.82 243:0.88 244:0.61 246:0.61 247:0.12 248:0.91 253:0.99 255:0.79 256:0.97 257:0.65 259:0.21 260:0.88 261:0.90 265:0.90 266:0.63 267:0.28 268:0.97 271:0.77 276:0.55 277:0.69 282:0.85 283:0.82 285:0.62 287:0.97 290:0.54 297:0.36 300:0.33\n3 1:0.74 6:0.97 8:0.86 9:0.80 12:0.37 20:0.77 21:0.05 25:0.88 27:0.07 28:0.85 30:0.45 34:0.28 36:0.92 37:0.88 39:0.27 41:1.00 43:0.39 55:0.59 60:0.98 66:0.29 69:0.07 70:0.59 74:0.95 76:0.85 77:0.89 78:0.88 81:0.93 83:0.90 91:0.92 96:1.00 98:0.73 100:0.89 104:0.58 108:0.78 111:0.87 114:0.95 117:0.86 120:0.99 122:0.67 123:0.06 124:0.58 126:0.54 127:0.82 129:0.59 131:0.98 133:0.47 135:0.49 138:1.00 140:0.80 144:0.76 145:0.96 146:0.79 147:0.82 149:0.69 150:0.96 151:0.98 152:0.94 153:0.98 154:0.75 155:0.67 157:0.61 158:0.87 159:0.57 161:0.68 162:0.56 164:0.98 165:0.90 166:0.97 167:0.76 169:0.96 172:0.67 173:0.14 176:0.73 177:0.38 179:0.50 181:0.76 182:0.95 186:0.83 187:0.68 189:0.96 191:0.89 192:0.59 195:0.76 201:0.74 202:0.99 208:0.64 212:0.83 215:0.91 216:0.99 222:0.60 227:0.98 229:0.97 231:0.96 232:0.82 235:0.12 238:0.90 241:0.69 242:0.74 243:0.47 245:0.87 246:0.97 247:0.55 248:1.00 253:1.00 254:0.93 255:0.79 256:0.99 259:0.21 260:0.99 261:0.97 265:0.62 266:0.63 267:0.52 268:0.99 271:0.77 276:0.70 279:0.86 282:0.81 283:0.82 285:0.62 287:0.98 290:0.95 297:0.36 300:0.55\n1 1:0.74 8:0.64 11:0.57 12:0.51 17:0.36 20:0.81 21:0.59 27:0.45 28:0.73 30:0.28 34:0.83 36:0.17 37:0.50 39:0.38 43:0.82 66:0.51 69:0.70 70:0.79 74:0.79 78:0.90 81:0.67 83:0.73 85:0.90 91:0.25 98:0.45 100:0.73 101:0.79 108:0.53 111:0.87 114:0.74 122:0.43 123:0.51 124:0.65 126:0.54 127:0.38 129:0.59 133:0.64 135:0.87 145:0.49 146:0.63 147:0.68 149:0.81 150:0.78 152:0.78 154:0.77 155:0.67 159:0.57 161:0.78 165:0.78 167:0.54 169:0.72 172:0.57 173:0.63 176:0.73 177:0.38 178:0.55 179:0.55 181:0.97 186:0.90 187:0.68 192:0.59 201:0.74 212:0.61 215:0.55 216:0.77 222:0.48 235:0.74 241:0.39 242:0.39 243:0.61 245:0.69 247:0.67 253:0.67 259:0.21 261:0.84 265:0.47 266:0.75 267:0.28 271:0.11 276:0.56 290:0.74 297:0.36 300:0.55\n1 1:0.74 9:0.80 11:0.57 12:0.51 17:0.57 20:0.79 21:0.71 28:0.73 30:0.85 32:0.80 34:0.28 36:0.28 37:0.97 39:0.38 41:0.82 43:0.80 60:0.87 66:0.69 69:0.73 70:0.44 74:0.90 77:0.70 78:0.72 81:0.57 83:0.85 85:0.96 91:0.37 96:0.80 98:0.39 100:0.73 101:0.81 104:0.80 108:0.57 111:0.72 114:0.68 120:0.69 122:0.43 123:0.54 124:0.46 126:0.54 127:0.25 129:0.81 133:0.67 135:0.66 140:0.80 145:0.63 146:0.73 147:0.77 149:0.93 150:0.70 151:0.87 152:0.82 153:0.48 154:0.74 155:0.67 158:0.87 159:0.65 161:0.78 162:0.51 164:0.57 165:0.69 167:0.57 169:0.79 172:0.70 173:0.54 176:0.73 177:0.38 178:0.42 179:0.35 181:0.97 186:0.73 187:0.21 192:0.59 195:0.93 201:0.74 202:0.59 208:0.64 212:0.42 215:0.48 216:0.98 222:0.48 232:0.85 235:0.88 241:0.50 242:0.63 243:0.73 245:0.67 247:0.30 248:0.78 253:0.86 255:0.79 256:0.45 259:0.21 260:0.70 261:0.81 265:0.42 266:0.63 267:0.73 268:0.46 271:0.11 276:0.53 279:0.86 282:0.88 283:0.71 285:0.62 290:0.68 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.93 7:0.81 8:0.85 9:0.80 11:0.57 12:0.51 17:0.55 20:0.98 21:0.30 27:0.21 28:0.73 30:0.45 34:0.42 36:0.95 37:0.74 39:0.38 41:0.96 43:0.98 55:0.71 60:0.97 66:0.63 69:0.12 70:0.64 74:0.98 76:0.85 78:0.93 81:0.85 83:0.88 85:0.97 91:0.70 96:0.96 98:0.82 100:0.99 101:0.82 104:0.84 106:0.81 108:0.84 111:0.98 114:0.86 117:0.86 120:0.92 121:0.90 122:0.57 123:0.83 124:0.49 126:0.54 127:0.68 129:0.59 133:0.47 135:0.23 140:0.45 146:0.91 147:0.93 149:0.93 150:0.91 151:0.98 152:0.92 153:0.92 154:0.98 155:0.67 158:0.92 159:0.85 161:0.78 162:0.71 164:0.86 165:0.84 167:0.54 169:0.98 172:0.94 173:0.09 176:0.73 177:0.38 179:0.18 181:0.97 186:0.93 187:0.39 189:0.94 192:0.59 201:0.74 202:0.80 204:0.89 206:0.81 208:0.64 212:0.58 215:0.72 216:0.95 222:0.48 230:0.87 232:0.90 233:0.76 235:0.42 238:0.97 241:0.39 242:0.36 243:0.34 245:0.98 247:0.67 248:0.96 253:0.97 255:0.79 256:0.83 259:0.21 260:0.93 261:0.97 265:0.82 266:0.63 267:0.88 268:0.83 271:0.11 276:0.92 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.70\n2 1:0.74 7:0.81 9:0.80 11:0.57 12:0.51 17:0.83 21:0.64 27:0.72 28:0.73 30:0.13 32:0.80 34:0.22 36:0.68 39:0.38 41:0.93 43:0.98 55:0.59 60:0.99 66:0.97 69:0.27 70:0.86 74:0.90 77:0.89 81:0.74 83:0.82 85:0.95 91:0.72 96:0.82 98:1.00 101:0.83 104:0.54 108:0.21 114:0.72 120:0.72 121:0.99 123:0.20 126:0.54 127:0.95 129:0.05 135:0.30 140:0.45 145:0.65 146:0.98 147:0.98 149:0.93 150:0.82 151:0.77 153:0.48 154:0.98 155:0.67 158:0.87 159:0.75 161:0.78 162:0.78 164:0.77 165:0.80 167:0.81 172:0.93 173:0.18 176:0.73 177:0.38 179:0.27 181:0.97 192:0.59 195:0.86 201:0.74 202:0.67 204:0.89 208:0.64 212:0.60 215:0.53 216:0.08 220:0.62 222:0.48 230:0.87 232:0.74 233:0.76 235:0.88 241:0.81 242:0.70 243:0.97 247:0.47 248:0.80 253:0.86 255:0.79 256:0.71 259:0.21 260:0.73 265:1.00 266:0.54 267:0.94 268:0.71 271:0.11 276:0.87 279:0.86 282:0.88 283:0.82 285:0.62 290:0.72 297:0.36 299:0.97 300:0.70\n1 1:0.74 6:0.83 8:0.64 9:0.80 11:0.57 12:0.51 17:0.62 20:0.96 27:0.44 28:0.73 30:0.85 34:0.39 36:0.84 37:0.41 39:0.38 41:0.88 43:0.98 55:0.71 66:0.87 69:0.05 70:0.28 74:0.75 78:0.92 81:0.99 83:0.81 85:0.80 91:0.68 96:0.88 98:0.92 100:0.94 101:0.78 104:0.92 106:0.81 108:0.05 111:0.91 114:0.98 120:0.78 122:0.43 123:0.05 126:0.54 127:0.55 129:0.05 135:0.69 140:0.45 146:0.77 147:0.81 149:0.75 150:0.99 151:0.91 152:0.89 153:0.71 154:0.98 155:0.67 159:0.33 161:0.78 162:0.86 164:0.66 165:0.92 167:0.55 169:0.92 172:0.63 173:0.21 176:0.73 177:0.38 179:0.69 181:0.97 186:0.92 187:0.68 189:0.85 192:0.59 201:0.74 202:0.56 206:0.81 208:0.64 212:0.71 215:0.96 216:0.93 222:0.48 235:0.05 238:0.90 241:0.43 242:0.40 243:0.88 247:0.60 248:0.85 253:0.90 255:0.79 256:0.64 259:0.21 260:0.79 261:0.93 265:0.92 266:0.27 267:0.44 268:0.65 271:0.11 276:0.53 285:0.62 290:0.98 297:0.36 300:0.25\n1 1:0.74 6:0.87 8:0.60 9:0.80 11:0.57 12:0.51 17:0.01 20:0.89 21:0.05 27:0.14 28:0.73 30:0.76 32:0.80 34:0.82 36:0.35 37:0.67 39:0.38 41:0.88 43:0.86 60:0.95 66:0.64 69:0.59 70:0.21 74:0.76 77:0.70 78:0.87 81:0.96 83:0.88 85:0.85 91:0.54 96:0.88 98:0.55 100:0.83 101:0.79 108:0.45 111:0.85 114:0.95 120:0.80 122:0.43 123:0.43 124:0.42 126:0.54 127:0.25 129:0.05 133:0.39 135:0.98 140:0.45 145:0.49 146:0.53 147:0.59 149:0.75 150:0.98 151:0.92 152:0.95 153:0.72 154:0.83 155:0.67 158:0.92 159:0.28 161:0.78 162:0.86 163:0.92 164:0.69 165:0.90 167:0.51 169:0.88 172:0.32 173:0.66 176:0.73 177:0.38 179:0.81 181:0.97 186:0.88 187:0.39 189:0.82 192:0.59 195:0.62 201:0.74 202:0.53 208:0.64 212:0.73 215:0.91 216:0.93 222:0.48 235:0.12 238:0.83 241:0.24 242:0.73 243:0.69 245:0.43 247:0.30 248:0.87 253:0.89 255:0.79 256:0.58 259:0.21 260:0.80 261:0.93 265:0.56 266:0.17 267:0.44 268:0.62 271:0.11 276:0.28 279:0.86 282:0.88 283:0.82 285:0.62 290:0.95 297:0.36 299:0.88 300:0.18\n1 11:0.57 12:0.51 17:0.53 21:0.77 27:0.45 28:0.73 30:0.30 32:0.75 34:0.77 36:0.26 37:0.50 39:0.38 43:0.79 66:0.15 69:0.71 70:0.94 74:0.72 81:0.37 85:0.94 91:0.06 98:0.32 101:0.78 108:0.90 123:0.83 124:0.90 126:0.32 127:0.62 129:0.93 133:0.90 135:0.78 145:0.58 146:0.49 147:0.55 149:0.83 150:0.33 154:0.72 159:0.84 161:0.78 163:0.81 167:0.60 172:0.48 173:0.47 177:0.38 178:0.55 179:0.43 181:0.97 187:0.68 195:0.95 212:0.18 215:0.44 216:0.77 222:0.48 235:0.98 241:0.57 242:0.33 243:0.29 245:0.75 247:0.67 253:0.53 259:0.21 265:0.30 266:0.87 267:0.65 271:0.11 276:0.72 297:0.36 300:0.84\n1 1:0.74 6:0.97 7:0.78 8:0.93 9:0.80 11:0.57 12:0.51 17:0.11 20:0.95 21:0.13 27:0.02 28:0.73 30:0.65 32:0.80 34:0.28 36:0.30 37:0.92 39:0.38 41:0.90 43:0.82 60:0.87 66:0.67 69:0.67 70:0.44 74:0.88 76:0.85 77:0.70 78:0.84 81:0.93 83:0.86 85:0.97 91:0.44 96:0.88 98:0.60 100:0.88 101:0.84 108:0.86 111:0.84 114:0.92 120:0.80 122:0.43 123:0.86 124:0.50 126:0.54 127:0.49 129:0.59 133:0.64 135:0.85 140:0.80 145:0.67 146:0.13 147:0.18 149:0.89 150:0.96 151:0.87 152:0.89 153:0.48 154:0.78 155:0.67 158:0.87 159:0.74 161:0.78 162:0.52 164:0.74 165:0.88 167:0.68 169:0.86 172:0.80 173:0.52 176:0.73 177:0.38 178:0.42 179:0.36 181:0.97 186:0.84 187:0.39 189:0.97 192:0.59 195:0.90 201:0.74 202:0.73 208:0.64 212:0.54 215:0.84 216:0.99 220:0.62 222:0.48 230:0.81 233:0.76 235:0.22 238:0.90 241:0.68 242:0.52 243:0.11 245:0.81 247:0.60 248:0.87 253:0.91 255:0.79 256:0.64 259:0.21 260:0.81 261:0.88 265:0.61 266:0.87 267:0.82 268:0.68 271:0.11 276:0.74 279:0.86 282:0.88 283:0.71 285:0.62 290:0.92 297:0.36 299:0.88 300:0.55\n2 6:0.88 8:0.89 9:0.80 11:0.57 12:0.51 17:0.05 20:0.97 21:0.78 27:0.14 28:0.73 30:0.87 34:0.75 36:0.31 37:0.67 39:0.38 41:0.92 43:0.59 60:0.87 66:0.54 69:0.93 70:0.20 74:0.60 78:0.88 83:0.82 85:0.88 91:0.40 96:0.91 98:0.14 100:0.92 101:0.74 108:0.87 111:0.89 120:0.89 122:0.43 123:0.86 124:0.48 127:0.13 129:0.59 133:0.47 135:0.78 140:0.87 145:0.77 146:0.28 147:0.35 149:0.57 151:0.96 152:0.95 153:0.87 154:0.47 155:0.67 158:0.92 159:0.28 161:0.78 162:0.48 164:0.80 167:0.55 169:0.88 172:0.32 173:0.87 177:0.38 178:0.48 179:0.28 181:0.97 186:0.88 187:0.39 189:0.93 192:0.59 202:0.87 208:0.64 212:0.61 216:0.93 222:0.48 235:0.05 238:0.91 241:0.46 242:0.63 243:0.63 245:0.50 247:0.30 248:0.91 253:0.89 255:0.79 256:0.75 259:0.21 260:0.89 261:0.93 265:0.16 266:0.27 267:0.28 268:0.76 271:0.11 276:0.18 279:0.86 283:0.82 285:0.62 300:0.18\n1 1:0.74 7:0.81 11:0.57 12:0.51 17:0.75 21:0.59 27:0.57 28:0.73 30:0.84 32:0.80 34:0.55 36:0.42 37:0.61 39:0.38 43:0.86 66:0.97 69:0.59 70:0.26 74:0.99 77:0.70 81:0.67 83:0.73 85:1.00 91:0.08 98:0.88 101:0.87 104:0.80 106:0.81 108:0.73 114:0.74 117:0.86 121:0.90 122:0.43 123:0.72 124:0.36 126:0.54 127:0.62 129:0.59 133:0.47 135:0.74 145:0.74 146:0.13 147:0.18 149:1.00 150:0.78 154:0.84 155:0.67 159:0.85 161:0.78 165:0.78 167:0.51 172:0.99 173:0.32 176:0.73 177:0.38 178:0.55 179:0.12 181:0.97 187:0.21 192:0.59 195:0.95 201:0.74 204:0.89 206:0.81 208:0.64 212:0.94 215:0.55 216:0.86 222:0.48 230:0.87 232:0.86 233:0.76 235:0.74 241:0.24 242:0.63 243:0.06 245:0.91 247:0.30 253:0.76 265:0.88 266:0.54 267:0.44 271:0.11 276:0.97 282:0.88 290:0.74 297:0.36 299:0.88 300:0.33\n1 1:0.74 9:0.80 11:0.57 12:0.51 17:0.73 20:0.82 21:0.74 28:0.73 30:0.76 32:0.80 34:0.66 36:0.32 37:0.97 39:0.38 41:0.88 43:0.80 60:0.87 66:0.36 69:0.74 70:0.62 74:0.89 77:0.70 78:0.82 81:0.54 83:0.85 85:0.96 91:0.37 96:0.88 98:0.35 100:0.73 101:0.81 104:0.86 108:0.57 111:0.80 114:0.67 120:0.80 122:0.43 123:0.54 124:0.82 126:0.54 127:0.59 129:0.89 133:0.83 135:0.42 140:0.45 145:0.69 146:0.73 147:0.77 149:0.92 150:0.67 151:0.93 152:0.82 153:0.78 154:0.74 155:0.67 158:0.87 159:0.85 161:0.78 162:0.78 163:0.81 164:0.70 165:0.65 167:0.52 169:0.79 172:0.59 173:0.49 176:0.73 177:0.38 179:0.51 181:0.97 186:0.82 187:0.21 192:0.59 195:0.95 201:0.74 202:0.59 208:0.64 212:0.23 215:0.46 216:0.98 222:0.48 232:0.90 235:0.95 241:0.32 242:0.63 243:0.51 245:0.71 247:0.39 248:0.87 253:0.91 255:0.79 256:0.58 259:0.21 260:0.81 261:0.81 265:0.37 266:0.84 267:0.36 268:0.64 271:0.11 276:0.62 279:0.86 282:0.88 283:0.71 285:0.62 290:0.67 297:0.36 299:0.88 300:0.84\n2 1:0.74 11:0.57 12:0.51 17:0.47 21:0.64 28:0.73 30:0.75 32:0.80 34:0.50 36:0.25 37:0.97 39:0.38 43:0.80 60:0.87 66:0.35 69:0.75 70:0.59 74:0.91 77:0.96 81:0.63 83:0.86 85:0.96 91:0.22 98:0.27 101:0.82 104:0.80 108:0.58 114:0.72 122:0.43 123:0.55 124:0.86 126:0.54 127:0.68 129:0.89 133:0.87 135:0.54 145:0.74 146:0.52 147:0.05 149:0.94 150:0.75 154:0.73 155:0.67 158:0.87 159:0.79 161:0.78 165:0.70 167:0.47 172:0.59 173:0.59 176:0.73 177:0.05 178:0.55 179:0.51 181:0.97 187:0.21 192:0.59 195:0.90 201:0.74 208:0.64 212:0.59 215:0.53 216:0.98 222:0.48 232:0.85 235:0.80 241:0.03 242:0.63 243:0.09 245:0.70 247:0.35 253:0.71 257:0.65 259:0.21 265:0.29 266:0.71 267:0.73 271:0.11 276:0.62 279:0.86 282:0.88 283:0.71 290:0.72 297:0.36 299:0.99 300:0.70\n2 1:0.74 9:0.80 11:0.57 12:0.51 17:0.28 21:0.64 27:0.48 28:0.73 30:0.60 32:0.80 34:0.53 36:0.30 37:0.55 39:0.38 41:0.88 43:0.80 60:0.98 66:0.71 69:0.75 70:0.74 74:0.91 77:0.96 81:0.63 83:0.84 85:0.97 91:0.20 96:0.87 98:0.52 101:0.82 108:0.58 114:0.72 120:0.78 122:0.43 123:0.55 124:0.51 126:0.54 127:0.35 129:0.81 133:0.76 135:0.42 140:0.45 145:0.79 146:0.88 147:0.05 149:0.95 150:0.75 151:0.87 153:0.48 154:0.73 155:0.67 158:0.92 159:0.78 161:0.78 162:0.86 164:0.67 165:0.70 167:0.60 172:0.82 173:0.53 176:0.73 177:0.05 179:0.30 181:0.97 187:0.39 192:0.59 195:0.94 201:0.74 202:0.50 208:0.64 212:0.47 215:0.53 216:0.92 222:0.48 235:0.80 241:0.57 242:0.55 243:0.07 245:0.76 247:0.47 248:0.86 253:0.90 255:0.79 256:0.58 257:0.65 259:0.21 260:0.79 265:0.53 266:0.87 267:0.92 268:0.59 271:0.11 276:0.74 279:0.86 282:0.88 283:0.82 285:0.62 290:0.72 297:0.36 299:0.99 300:0.84\n1 6:0.79 8:0.58 9:0.80 12:0.51 17:0.53 20:0.91 21:0.78 27:0.72 28:0.73 34:0.49 36:0.24 39:0.38 41:0.82 78:0.87 83:0.77 91:0.89 96:0.84 100:0.82 104:0.58 111:0.84 120:0.74 135:0.61 140:0.45 151:0.92 152:0.85 153:0.72 155:0.67 161:0.78 162:0.67 164:0.64 167:0.84 169:0.79 175:0.91 181:0.97 186:0.86 189:0.81 192:0.59 202:0.53 208:0.64 216:0.05 222:0.48 232:0.78 238:0.82 241:0.91 244:0.83 248:0.81 253:0.77 255:0.79 256:0.45 257:0.84 259:0.21 260:0.75 261:0.87 267:0.52 268:0.57 271:0.11 277:0.87 285:0.62\n2 1:0.74 7:0.81 8:0.82 9:0.80 11:0.57 12:0.51 17:0.49 20:0.81 21:0.40 27:0.72 28:0.73 30:0.45 32:0.80 34:0.96 36:0.73 37:0.55 39:0.38 41:0.82 43:0.83 55:0.71 60:0.87 66:0.75 69:0.66 70:0.79 74:0.97 77:0.70 78:0.90 81:0.81 83:0.83 85:0.94 91:0.33 96:0.80 98:0.81 100:0.88 101:0.80 104:0.83 106:0.81 108:0.50 111:0.89 114:0.82 117:0.86 120:0.69 121:0.90 122:0.67 123:0.48 124:0.43 126:0.54 127:0.59 129:0.81 133:0.67 135:0.78 140:0.45 145:0.79 146:0.96 147:0.97 149:0.89 150:0.87 151:0.87 152:0.78 153:0.48 154:0.79 155:0.67 158:0.92 159:0.77 161:0.78 162:0.86 164:0.57 165:0.83 167:0.51 169:0.86 172:0.86 173:0.49 176:0.73 177:0.38 179:0.33 181:0.97 186:0.90 187:0.39 192:0.59 195:0.91 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.39 215:0.67 216:0.09 222:0.48 230:0.87 232:0.89 233:0.76 235:0.52 241:0.27 242:0.54 243:0.77 245:0.81 247:0.60 248:0.78 253:0.88 255:0.79 256:0.45 259:0.21 260:0.70 261:0.84 265:0.81 266:0.80 267:0.85 268:0.46 271:0.11 276:0.80 279:0.86 282:0.88 283:0.82 285:0.62 290:0.82 297:0.36 299:0.88 300:0.84\n2 9:0.80 11:0.57 12:0.51 17:0.05 21:0.78 27:0.14 28:0.73 30:0.87 34:0.66 36:0.41 37:0.67 39:0.38 41:0.92 43:0.58 60:0.87 66:0.45 69:0.94 70:0.27 74:0.61 78:0.86 83:0.82 85:0.90 91:0.73 96:0.91 98:0.14 101:0.75 108:0.88 111:0.89 120:0.89 122:0.43 123:0.87 124:0.67 127:0.22 129:0.81 133:0.67 135:0.70 140:0.80 145:0.77 146:0.28 147:0.35 149:0.60 151:0.96 153:0.87 154:0.46 155:0.67 158:0.92 159:0.66 161:0.78 162:0.48 164:0.80 167:0.53 169:0.91 172:0.32 173:0.87 177:0.38 178:0.42 179:0.63 181:0.97 187:0.39 191:0.75 192:0.59 202:0.87 208:0.64 212:0.50 216:0.93 222:0.48 235:0.05 241:0.35 242:0.63 243:0.58 245:0.52 247:0.30 248:0.91 253:0.89 255:0.79 256:0.75 259:0.21 260:0.89 265:0.15 266:0.47 267:0.28 268:0.76 271:0.11 276:0.27 279:0.86 283:0.82 285:0.62 300:0.25\n1 1:0.74 9:0.80 11:0.57 12:0.51 17:0.01 20:0.95 21:0.05 27:0.63 28:0.73 30:0.72 34:0.68 36:0.50 37:0.28 39:0.38 41:0.90 43:0.87 66:0.84 69:0.55 70:0.48 74:0.72 78:0.79 81:0.96 83:0.81 85:0.90 91:0.44 96:0.88 98:0.82 100:0.80 101:0.83 108:0.42 111:0.78 114:0.95 120:0.81 122:0.43 123:0.41 126:0.54 127:0.31 129:0.05 135:0.58 140:0.45 145:0.49 146:0.69 147:0.74 149:0.85 150:0.98 151:0.87 152:0.88 153:0.48 154:0.85 155:0.67 159:0.27 161:0.78 162:0.86 164:0.72 165:0.90 167:0.52 169:0.77 172:0.54 173:0.68 176:0.73 177:0.38 179:0.69 181:0.97 186:0.80 187:0.87 192:0.59 201:0.74 202:0.56 208:0.64 212:0.39 215:0.91 216:0.59 222:0.48 235:0.12 241:0.30 242:0.55 243:0.85 247:0.47 248:0.88 253:0.89 255:0.79 256:0.64 259:0.21 260:0.81 261:0.83 265:0.82 266:0.27 267:0.44 268:0.65 271:0.11 276:0.39 285:0.62 290:0.95 297:0.36 300:0.43\n2 8:0.98 9:0.80 12:0.20 17:0.08 21:0.78 27:0.42 34:0.45 36:0.26 37:0.86 39:0.96 41:0.98 60:0.87 74:0.46 83:0.88 91:0.92 96:0.94 104:0.76 120:0.90 135:0.71 140:0.45 151:0.94 153:0.96 155:0.67 158:0.87 162:0.79 164:0.90 175:0.91 192:0.59 202:0.83 208:0.64 216:0.38 220:0.62 222:0.35 232:0.81 241:0.90 244:0.83 248:0.94 253:0.91 255:0.79 256:0.87 257:0.84 260:0.90 267:0.28 268:0.88 271:0.36 277:0.87 279:0.86 283:0.71 285:0.62\n1 1:0.74 7:0.81 8:0.60 9:0.80 12:0.20 17:0.26 21:0.47 27:0.21 30:0.38 34:0.44 36:0.89 37:0.74 39:0.96 43:0.32 55:0.71 66:0.63 69:0.19 70:0.73 74:0.92 76:0.85 81:0.56 91:0.42 96:0.77 98:0.80 104:0.97 106:0.81 108:0.15 114:0.80 117:0.86 120:0.69 123:0.15 124:0.48 126:0.54 127:0.58 129:0.59 133:0.47 135:0.23 140:0.45 146:0.92 147:0.93 149:0.59 150:0.64 151:0.75 153:0.48 154:0.92 155:0.67 158:0.86 159:0.67 162:0.59 164:0.71 172:0.83 173:0.16 176:0.73 177:0.38 179:0.33 187:0.39 190:0.77 192:0.59 201:0.74 202:0.65 204:0.89 206:0.81 208:0.64 212:0.77 215:0.63 216:0.95 220:0.74 222:0.35 230:0.83 232:0.91 233:0.66 235:0.60 241:0.10 242:0.36 243:0.69 245:0.91 247:0.60 248:0.69 253:0.83 254:0.74 255:0.79 256:0.58 259:0.21 260:0.70 265:0.80 266:0.71 267:0.82 268:0.65 271:0.36 276:0.80 279:0.86 283:0.71 285:0.62 290:0.80 297:0.36 300:0.70\n2 1:0.74 7:0.81 11:0.57 12:0.20 17:0.61 21:0.40 27:0.34 30:0.53 34:0.67 36:0.93 37:0.42 39:0.96 43:0.59 66:0.74 69:0.94 70:0.50 74:0.89 76:0.97 77:0.96 81:0.46 83:0.72 85:0.94 91:0.46 98:0.58 101:0.80 104:0.58 108:0.88 114:0.68 121:0.90 122:0.57 123:0.87 124:0.42 126:0.54 127:0.77 129:0.05 133:0.62 135:0.72 145:0.86 146:0.82 147:0.05 149:0.78 150:0.63 154:0.47 155:0.67 159:0.75 165:0.63 172:0.73 173:0.95 176:0.73 177:0.05 178:0.55 179:0.56 187:0.39 192:0.59 195:0.90 201:0.74 204:0.89 208:0.64 212:0.54 215:0.46 216:0.38 222:0.35 230:0.84 232:0.82 233:0.69 235:0.99 241:0.41 242:0.52 243:0.09 245:0.64 247:0.47 253:0.69 257:0.65 259:0.21 265:0.59 266:0.63 267:0.79 271:0.36 276:0.52 282:0.84 290:0.68 297:0.36 300:0.43\n1 1:0.74 9:0.80 12:0.20 17:0.38 21:0.05 27:0.35 30:0.52 34:0.18 36:0.79 37:0.24 39:0.96 43:0.45 55:0.71 66:0.34 69:0.07 70:0.64 74:0.58 81:0.82 91:0.11 96:0.85 98:0.44 104:0.58 108:0.96 114:0.95 117:0.86 120:0.65 123:0.96 124:0.92 126:0.54 127:0.96 129:0.59 133:0.93 135:0.39 140:0.45 146:0.25 147:0.31 149:0.58 150:0.84 151:0.77 153:0.48 154:0.15 155:0.67 158:0.84 159:0.94 162:0.80 164:0.57 172:0.82 173:0.06 176:0.73 177:0.38 179:0.26 187:0.21 192:0.59 201:0.74 202:0.60 208:0.64 212:0.49 215:0.91 216:0.55 220:0.62 222:0.35 232:0.83 235:0.12 241:0.41 242:0.81 243:0.08 245:0.85 247:0.39 248:0.71 253:0.84 254:0.80 255:0.79 256:0.64 259:0.21 260:0.66 265:0.46 266:0.96 267:0.52 268:0.65 271:0.36 276:0.87 277:0.69 285:0.62 290:0.95 297:0.36 300:0.84\n2 1:0.74 7:0.78 9:0.80 12:0.20 17:0.28 21:0.22 27:0.64 30:0.73 32:0.75 34:0.66 36:0.67 37:0.37 39:0.96 43:0.41 55:0.71 66:0.97 69:0.33 70:0.39 74:0.88 81:0.70 87:0.98 91:0.20 96:0.78 98:0.99 104:0.72 108:0.26 114:0.90 120:0.60 123:0.25 126:0.54 127:0.92 129:0.05 135:0.21 140:0.45 145:0.93 146:0.99 147:0.99 149:0.83 150:0.75 151:0.62 153:0.48 154:0.31 155:0.67 158:0.85 159:0.82 162:0.86 164:0.57 172:0.93 173:0.17 176:0.73 177:0.38 179:0.26 187:0.21 190:0.77 192:0.59 195:0.92 201:0.74 202:0.50 208:0.64 212:0.48 215:0.79 216:0.21 220:0.82 222:0.35 230:0.81 232:0.70 233:0.69 235:0.31 241:0.37 242:0.80 243:0.97 244:0.61 247:0.39 248:0.60 253:0.84 255:0.79 256:0.58 259:0.21 260:0.60 265:0.99 266:0.63 267:0.85 268:0.59 271:0.36 276:0.88 285:0.62 290:0.90 297:0.36 300:0.55\n2 8:0.63 9:0.80 12:0.20 17:0.02 21:0.78 25:0.88 27:0.72 30:0.76 34:0.24 36:0.96 37:0.28 39:0.96 41:0.88 43:0.45 55:0.71 66:0.83 69:0.10 70:0.29 83:0.78 91:0.86 96:0.87 98:0.97 104:0.58 108:0.09 120:0.92 123:0.09 127:0.76 129:0.05 132:0.97 135:0.54 140:0.98 145:0.70 146:0.68 147:0.73 149:0.54 151:0.87 153:0.92 154:0.34 155:0.67 159:0.27 162:0.60 164:0.90 172:0.51 173:0.38 175:0.75 177:0.05 178:0.48 179:0.84 192:0.59 202:0.86 208:0.64 212:0.57 216:0.41 222:0.35 235:0.31 241:0.90 242:0.82 243:0.84 244:0.61 247:0.12 248:0.86 253:0.82 255:0.79 256:0.87 257:0.65 260:0.93 265:0.97 266:0.38 267:0.96 268:0.87 271:0.36 276:0.43 277:0.69 285:0.62 300:0.25\n2 8:0.76 9:0.80 12:0.20 17:0.47 21:0.78 27:1.00 30:0.45 34:0.20 36:0.94 37:0.33 39:0.96 41:0.95 43:0.44 55:0.45 66:0.27 69:0.05 70:0.25 74:0.77 76:0.94 77:0.70 83:0.80 91:0.88 96:0.93 98:0.26 104:0.58 108:0.05 120:0.85 122:0.67 123:0.05 124:0.61 127:0.33 129:0.59 133:0.47 135:0.76 140:0.87 145:0.61 146:0.32 147:0.38 149:0.28 151:0.91 153:0.90 154:0.34 155:0.67 159:0.40 162:0.49 163:0.87 164:0.82 172:0.10 173:0.14 175:0.75 177:0.05 178:0.48 179:0.96 191:0.81 192:0.59 195:0.70 202:0.90 208:0.64 212:0.61 216:0.43 220:0.62 222:0.35 232:0.76 235:0.02 241:0.80 242:0.82 243:0.46 244:0.61 245:0.40 247:0.12 248:0.91 253:0.94 255:0.79 256:0.84 257:0.65 259:0.21 260:0.85 265:0.28 266:0.17 267:0.87 268:0.83 271:0.36 276:0.15 277:0.69 282:0.84 285:0.62 300:0.18\n0 12:0.20 17:0.38 21:0.77 27:0.45 30:0.56 34:0.78 36:0.18 37:0.50 39:0.96 43:0.34 55:0.84 66:0.33 69:0.62 70:0.42 74:0.83 77:0.70 81:0.24 91:0.10 98:0.43 108:0.47 114:0.60 122:0.67 123:0.45 124:0.78 126:0.32 127:0.47 129:0.05 133:0.74 135:0.76 145:0.61 146:0.67 147:0.72 149:0.39 150:0.24 154:0.60 159:0.69 163:0.94 172:0.32 173:0.47 176:0.56 177:0.38 178:0.55 179:0.77 187:0.68 195:0.87 212:0.39 216:0.77 222:0.35 235:0.97 241:0.53 242:0.76 243:0.50 245:0.53 247:0.39 253:0.62 254:0.93 259:0.21 265:0.44 266:0.63 267:0.44 271:0.36 276:0.44 282:0.84 290:0.60 300:0.33\n1 8:0.86 9:0.80 12:0.20 17:0.20 21:0.30 27:0.37 30:0.76 34:0.20 36:1.00 37:0.44 39:0.96 41:0.82 43:0.44 55:0.84 66:0.25 69:0.15 70:0.29 74:0.78 81:0.31 83:0.76 91:0.44 96:0.96 98:0.28 104:0.58 108:0.12 114:0.69 117:0.86 120:0.69 122:0.67 123:0.12 124:0.71 126:0.32 127:0.65 129:0.81 133:0.67 135:0.90 140:0.98 145:0.44 146:0.41 147:0.47 149:0.35 150:0.29 151:0.87 153:0.89 154:0.33 155:0.67 158:0.85 159:0.63 162:0.67 163:0.86 164:0.57 172:0.16 173:0.16 175:0.75 176:0.56 177:0.05 179:0.92 187:0.68 191:0.82 192:0.59 202:0.87 208:0.64 212:0.23 216:0.67 222:0.35 232:0.88 235:0.31 241:0.56 242:0.82 243:0.45 244:0.61 245:0.45 247:0.12 248:0.78 253:0.96 255:0.79 256:0.89 257:0.65 259:0.21 260:0.70 265:0.30 266:0.38 267:0.23 268:0.89 271:0.36 276:0.24 277:0.69 285:0.62 290:0.69 300:0.25\n2 1:0.74 7:0.81 11:0.57 12:0.20 17:0.49 21:0.74 27:0.64 30:0.67 34:0.39 36:0.73 37:0.64 39:0.96 43:0.83 66:0.92 69:0.37 70:0.29 74:0.93 76:0.94 81:0.44 83:0.72 85:0.95 91:0.23 96:0.84 98:0.96 101:0.86 104:0.95 108:0.29 114:0.67 117:0.86 121:0.90 122:0.43 123:0.28 126:0.54 127:0.70 129:0.05 135:0.68 140:0.45 146:0.88 147:0.90 149:0.94 150:0.63 151:0.71 153:0.77 154:0.79 155:0.67 158:0.85 159:0.45 162:0.68 163:0.81 165:0.65 172:0.78 173:0.42 176:0.73 177:0.38 179:0.53 187:0.68 190:0.77 192:0.59 201:0.74 202:0.54 204:0.89 208:0.64 212:0.42 215:0.46 216:0.62 222:0.35 230:0.84 232:0.79 233:0.69 235:0.97 241:0.50 242:0.55 243:0.92 247:0.55 248:0.67 253:0.88 256:0.45 259:0.21 265:0.96 266:0.54 267:0.23 268:0.57 271:0.36 276:0.67 285:0.50 290:0.67 297:0.36 300:0.33\n1 1:0.74 7:0.81 11:0.57 12:0.20 17:0.69 21:0.76 27:0.64 30:0.66 34:0.80 36:0.90 37:0.64 39:0.96 43:0.85 66:0.91 69:0.34 70:0.36 74:0.94 76:0.94 81:0.43 83:0.72 85:0.95 91:0.33 98:0.91 101:0.85 108:0.27 114:0.66 121:0.90 122:0.57 123:0.26 126:0.54 127:0.51 129:0.05 135:0.73 146:0.85 147:0.88 149:0.93 150:0.63 154:0.82 155:0.67 159:0.42 163:0.81 165:0.65 172:0.76 173:0.39 176:0.73 177:0.38 178:0.55 179:0.52 187:0.87 192:0.59 201:0.74 204:0.89 208:0.64 212:0.56 215:0.46 216:0.62 222:0.35 230:0.84 232:0.79 233:0.69 235:0.98 241:0.37 242:0.59 243:0.92 247:0.39 253:0.71 259:0.21 265:0.91 266:0.27 267:0.96 271:0.36 276:0.65 290:0.66 297:0.36 300:0.43\n2 9:0.80 11:0.57 12:0.20 17:0.01 21:0.78 27:0.37 30:0.86 34:0.93 36:0.86 37:0.42 39:0.96 41:0.88 43:0.98 66:0.84 69:0.05 70:0.28 74:0.79 83:0.77 85:0.91 91:0.20 96:0.85 98:0.86 101:0.84 108:0.05 120:0.76 122:0.43 123:0.05 127:0.38 129:0.05 135:0.34 140:0.45 146:0.68 147:0.72 149:0.89 151:0.93 153:0.77 154:0.98 155:0.67 159:0.26 162:0.86 164:0.69 172:0.54 173:0.21 177:0.38 179:0.73 187:0.21 192:0.59 202:0.54 208:0.64 212:0.39 216:0.35 222:0.35 232:0.82 235:0.02 241:0.39 242:0.63 243:0.85 247:0.30 248:0.83 253:0.85 255:0.79 256:0.58 259:0.21 260:0.76 265:0.86 266:0.38 267:0.65 268:0.63 271:0.36 276:0.42 285:0.62 300:0.25\n2 8:0.86 9:0.80 12:0.20 17:0.64 21:0.05 27:0.34 30:0.45 34:0.18 36:0.63 37:0.42 39:0.96 41:0.82 43:0.41 55:0.98 66:0.13 69:0.30 70:0.50 74:0.84 76:0.85 77:0.89 81:0.42 83:0.76 91:0.74 96:0.97 98:0.18 104:0.58 108:0.24 114:0.77 120:0.69 122:0.67 123:0.23 124:0.86 126:0.32 127:0.90 129:0.93 133:0.84 135:0.21 140:0.98 145:0.70 146:0.32 147:0.38 149:0.33 150:0.35 151:0.87 153:0.48 154:0.31 155:0.67 158:0.84 159:0.78 162:0.76 163:0.87 164:0.57 172:0.10 173:0.18 175:0.75 176:0.56 177:0.05 179:0.94 191:0.89 192:0.59 195:0.88 202:0.85 208:0.64 212:0.23 216:0.38 220:0.62 222:0.35 232:0.82 235:0.05 241:0.77 242:0.82 243:0.34 244:0.61 245:0.42 247:0.12 248:0.78 253:0.97 255:0.79 256:0.89 257:0.65 259:0.21 260:0.70 265:0.20 266:0.38 267:0.65 268:0.89 271:0.36 276:0.30 277:0.69 282:0.84 285:0.62 290:0.77 300:0.33\n2 1:0.74 7:0.81 8:0.97 9:0.80 11:0.57 12:0.20 17:0.16 21:0.74 27:0.64 30:0.58 34:0.62 36:0.89 37:0.64 39:0.96 41:0.98 43:0.59 60:0.95 66:0.68 69:0.93 70:0.52 74:0.82 76:0.94 81:0.44 83:0.88 85:0.91 91:0.57 96:0.94 98:0.54 101:0.79 104:0.95 108:0.87 114:0.67 120:0.90 121:0.90 122:0.43 123:0.86 124:0.47 126:0.54 127:0.66 129:0.05 133:0.62 135:0.95 140:0.45 146:0.77 147:0.41 149:0.72 150:0.63 151:0.94 153:0.96 154:0.47 155:0.67 158:0.87 159:0.72 162:0.75 164:0.90 165:0.65 172:0.59 173:0.95 176:0.73 177:0.05 179:0.69 187:0.39 191:0.81 192:0.59 201:0.74 202:0.84 204:0.89 208:0.64 212:0.23 215:0.46 216:0.62 220:0.62 222:0.35 230:0.84 232:0.79 233:0.69 235:0.97 241:0.74 242:0.45 243:0.19 245:0.58 247:0.60 248:0.94 253:0.95 255:0.79 256:0.87 257:0.65 259:0.21 260:0.90 265:0.55 266:0.71 267:0.52 268:0.88 271:0.36 276:0.45 279:0.86 283:0.71 285:0.62 290:0.67 297:0.36 300:0.43\n0 12:0.20 17:0.11 21:0.78 27:0.45 30:0.41 34:0.70 36:0.18 37:0.50 39:0.96 43:0.34 55:0.71 66:0.34 69:0.80 70:0.77 74:0.80 91:0.15 98:0.32 108:0.64 122:0.67 123:0.62 124:0.83 127:0.63 129:0.05 133:0.82 135:0.68 145:0.45 146:0.69 147:0.05 149:0.45 154:0.25 159:0.85 163:0.90 172:0.37 173:0.59 177:0.05 178:0.55 179:0.76 187:0.68 212:0.19 216:0.77 222:0.35 235:0.68 241:0.68 242:0.79 243:0.13 244:0.61 245:0.54 247:0.35 253:0.58 257:0.65 259:0.21 265:0.35 266:0.80 267:0.28 271:0.36 276:0.44 300:0.55\n1 8:0.74 9:0.80 12:0.20 17:0.04 21:0.74 27:0.38 30:0.21 34:0.30 36:0.92 37:0.54 39:0.96 41:0.82 43:0.40 55:0.71 66:0.36 69:0.78 70:0.67 74:0.89 76:0.85 77:0.70 81:0.24 83:0.76 91:0.92 96:0.89 98:0.31 104:0.58 108:0.62 114:0.61 120:0.83 122:0.67 123:0.59 124:0.68 126:0.32 127:0.22 129:0.05 133:0.62 135:0.18 140:0.99 145:0.84 146:0.45 147:0.47 149:0.45 150:0.24 151:0.87 153:0.48 154:0.30 155:0.67 158:0.84 159:0.40 162:0.46 164:0.77 172:0.27 173:0.74 176:0.56 177:0.05 178:0.54 179:0.67 191:0.87 192:0.59 195:0.80 202:0.96 208:0.64 212:0.16 216:0.50 220:0.91 222:0.35 235:0.88 241:0.83 242:0.76 243:0.39 244:0.61 245:0.50 247:0.35 248:0.78 253:0.91 255:0.79 256:0.82 257:0.65 259:0.21 260:0.84 265:0.33 266:0.54 267:0.79 268:0.82 271:0.36 276:0.36 282:0.84 285:0.62 290:0.61 300:0.43\n1 1:0.74 6:0.79 8:0.58 9:0.80 11:0.87 12:0.98 17:0.70 18:0.82 20:0.83 22:0.93 27:0.53 28:0.91 29:0.77 30:0.70 31:0.97 34:0.88 36:0.35 37:0.27 39:0.53 41:0.92 43:0.83 45:0.94 47:0.93 60:0.95 64:0.77 66:0.93 69:0.41 70:0.54 71:0.73 74:0.84 78:0.96 79:0.97 81:0.83 83:0.91 85:0.90 86:0.92 91:0.65 96:0.91 97:0.94 98:0.91 100:0.84 101:0.87 104:0.94 106:0.81 108:0.31 111:0.93 114:0.98 117:0.86 120:0.84 122:0.75 123:0.30 124:0.36 126:0.54 127:0.76 129:0.05 131:0.89 133:0.37 135:0.32 137:0.97 139:0.92 140:0.45 144:0.76 146:0.93 147:0.94 149:0.96 150:0.89 151:0.95 152:0.79 153:0.83 154:0.79 155:0.67 157:0.89 158:0.92 159:0.61 161:0.73 162:0.86 164:0.77 165:0.93 166:0.84 167:0.47 169:0.82 172:0.92 173:0.35 176:0.73 177:0.70 179:0.27 181:0.49 182:0.88 186:0.96 187:0.95 189:0.82 192:0.87 196:0.98 201:0.93 202:0.66 206:0.81 208:0.64 212:0.86 215:0.96 216:0.29 219:0.95 222:0.48 227:0.95 229:0.93 231:0.77 232:0.77 235:0.12 238:0.81 241:0.24 242:0.36 243:0.93 245:0.71 246:0.96 247:0.82 248:0.89 253:0.93 255:0.95 256:0.73 259:0.21 260:0.84 261:0.85 262:0.93 265:0.91 266:0.63 267:0.79 268:0.74 276:0.85 279:0.86 283:0.82 284:0.95 285:0.62 287:0.97 290:0.98 292:0.95 297:0.36 300:0.55\n1 1:0.69 6:0.79 7:0.72 8:0.59 9:0.80 11:0.64 12:0.98 17:0.85 18:0.69 20:0.77 21:0.22 27:0.35 28:0.91 29:0.77 30:0.13 31:0.98 32:0.69 34:0.97 36:0.61 37:0.27 39:0.53 41:0.90 43:0.72 45:0.83 55:0.52 66:0.35 69:0.10 70:0.97 71:0.73 74:0.37 76:0.85 77:0.70 78:1.00 79:0.97 81:0.48 83:0.91 86:0.59 91:0.81 96:0.96 97:0.94 98:0.64 99:0.83 100:0.94 101:0.52 104:0.83 106:0.81 108:0.09 111:0.98 114:0.62 117:0.86 120:0.93 122:0.77 123:0.09 124:0.67 126:0.44 127:0.62 129:0.05 131:0.89 133:0.60 135:0.63 137:0.98 138:0.97 139:0.57 140:0.80 144:0.76 145:0.56 146:0.72 147:0.76 149:0.75 150:0.57 151:0.97 152:0.75 153:0.94 154:0.62 155:0.67 157:0.61 158:0.72 159:0.53 161:0.73 162:0.80 164:0.85 165:0.70 166:0.77 167:0.52 169:0.91 172:0.61 173:0.17 176:0.55 177:0.70 179:0.47 181:0.49 182:0.88 186:0.99 187:0.21 189:0.82 191:0.73 192:0.87 195:0.72 196:0.87 201:0.68 202:0.79 204:0.85 206:0.81 208:0.64 212:0.74 215:0.51 216:0.46 222:0.48 227:0.95 229:0.93 230:0.75 231:0.77 232:0.93 233:0.76 235:0.31 238:0.81 241:0.47 242:0.62 243:0.51 244:0.61 245:0.81 246:0.61 247:0.79 248:0.91 253:0.89 255:0.95 256:0.83 259:0.21 260:0.92 261:0.80 265:0.65 266:0.75 267:0.69 268:0.84 276:0.66 279:0.82 282:0.71 283:0.82 284:0.95 285:0.62 287:0.97 290:0.62 297:0.36 300:0.84\n3 8:0.61 9:0.80 11:0.87 12:0.98 17:0.26 18:0.83 27:0.18 28:0.91 29:0.77 30:0.68 31:0.98 34:0.42 36:0.79 37:0.64 39:0.53 41:0.93 43:0.97 45:0.66 64:0.77 66:0.79 69:0.05 70:0.31 71:0.73 74:0.58 79:0.98 81:0.63 83:0.91 85:0.72 86:0.86 91:0.64 96:0.91 98:0.61 101:0.87 108:0.05 120:0.88 122:0.57 123:0.05 126:0.44 127:0.18 129:0.05 131:0.89 135:0.39 137:0.98 139:0.82 140:0.45 144:0.76 146:0.41 147:0.48 149:0.65 150:0.44 151:0.98 153:0.92 154:0.97 155:0.67 157:0.79 159:0.15 161:0.73 162:0.76 164:0.82 166:0.73 167:0.52 172:0.41 173:0.28 177:0.70 179:0.60 181:0.49 182:0.88 187:0.39 191:0.76 192:0.87 196:0.96 201:0.68 202:0.79 208:0.64 212:0.78 215:0.96 216:0.53 222:0.48 227:0.95 229:0.93 231:0.77 235:0.05 241:0.50 242:0.45 243:0.80 246:0.61 247:0.39 248:0.89 253:0.88 255:0.95 256:0.81 259:0.21 260:0.87 265:0.62 266:0.23 267:0.44 268:0.83 276:0.24 284:0.97 285:0.62 287:0.97 297:0.36 300:0.25\n2 1:0.74 8:0.67 9:0.80 11:0.92 12:0.98 17:0.94 18:0.96 21:0.40 25:0.88 27:0.72 28:0.91 29:0.77 30:0.73 31:0.96 34:0.28 36:0.34 39:0.53 41:0.93 43:0.97 45:0.98 60:0.97 64:0.77 66:0.16 69:0.17 70:0.63 71:0.73 74:0.94 79:0.96 81:0.53 83:0.91 85:0.99 86:0.99 87:0.98 91:0.62 96:0.94 98:0.54 101:0.97 104:0.54 108:0.80 114:0.62 120:0.89 122:0.57 123:0.79 124:0.89 126:0.54 127:0.98 129:0.95 131:0.89 133:0.87 135:0.30 137:0.96 139:0.99 140:0.80 144:0.76 146:0.60 147:0.65 149:0.99 150:0.74 151:0.87 153:0.86 154:0.97 155:0.67 157:0.94 158:0.91 159:0.90 161:0.73 162:0.86 164:0.82 165:0.93 166:0.84 167:0.75 172:0.90 173:0.08 176:0.73 177:0.70 179:0.12 181:0.49 182:0.88 192:0.87 196:0.99 201:0.93 202:0.72 208:0.64 212:0.75 215:0.42 216:0.06 219:0.95 222:0.48 227:0.95 228:0.99 229:0.93 231:0.77 232:0.82 235:0.60 241:0.77 242:0.18 243:0.18 245:0.99 246:0.96 247:0.95 248:0.86 253:0.93 255:0.95 256:0.79 259:0.21 260:0.88 265:0.55 266:0.80 267:0.96 268:0.79 276:0.97 279:0.86 283:0.78 284:0.96 285:0.62 287:0.97 290:0.62 292:0.91 297:0.36 300:0.84\n3 1:0.74 6:0.86 7:0.81 8:0.74 9:0.80 11:0.92 12:0.98 17:0.92 18:0.98 20:0.83 21:0.22 22:0.93 27:0.33 28:0.91 29:0.77 30:0.73 31:0.95 32:0.80 34:0.63 36:0.88 37:0.57 39:0.53 41:0.92 43:0.85 44:0.93 45:0.95 47:0.93 48:0.91 60:0.87 64:0.77 66:0.90 69:0.23 70:0.47 71:0.73 74:0.96 76:0.97 77:0.89 78:0.99 79:0.95 81:0.70 83:0.91 85:0.90 86:0.99 91:0.78 96:0.85 98:0.69 100:0.96 101:0.97 104:0.87 106:0.81 108:0.18 111:0.98 114:0.71 117:0.86 120:0.75 121:0.90 122:0.80 123:0.18 124:0.37 126:0.54 127:0.84 129:0.05 131:0.89 133:0.43 135:0.69 137:0.95 139:0.99 140:0.45 144:0.76 145:0.67 146:0.86 147:0.88 149:0.97 150:0.82 151:0.87 152:0.79 153:0.48 154:0.82 155:0.67 157:0.94 158:0.92 159:0.71 161:0.73 162:0.85 164:0.76 165:0.93 166:0.84 167:0.50 169:0.94 172:0.93 173:0.18 176:0.73 177:0.70 179:0.26 181:0.49 182:0.88 186:0.99 187:0.21 189:0.88 191:0.78 192:0.87 195:0.84 196:0.98 201:0.93 202:0.67 204:0.89 206:0.81 208:0.64 212:0.89 215:0.51 216:0.17 219:0.95 220:0.82 222:0.48 227:0.95 229:0.93 230:0.87 231:0.77 232:0.76 233:0.76 235:0.60 238:0.85 241:0.39 242:0.37 243:0.91 245:0.81 246:0.96 247:0.86 248:0.83 253:0.90 255:0.95 256:0.73 259:0.21 260:0.76 261:0.88 262:0.93 265:0.69 266:0.54 267:0.99 268:0.74 276:0.79 279:0.86 281:0.91 282:0.88 283:0.82 284:0.95 285:0.62 287:0.97 290:0.71 292:0.95 297:0.36 299:0.88 300:0.55\n1 1:0.74 11:0.81 12:0.98 17:0.28 18:0.77 21:0.22 27:0.45 28:0.91 29:0.77 30:0.21 34:0.80 36:0.23 37:0.50 39:0.53 43:0.60 45:0.73 64:0.77 66:0.36 69:0.68 70:0.86 71:0.73 74:0.62 81:0.60 83:0.60 86:0.79 91:0.20 97:0.89 98:0.26 99:0.83 101:0.52 108:0.64 114:0.71 122:0.57 123:0.61 124:0.68 126:0.54 127:0.24 129:0.05 131:0.61 133:0.60 135:0.65 139:0.83 144:0.76 145:0.50 146:0.18 147:0.23 149:0.29 150:0.75 154:0.76 155:0.67 157:0.82 158:0.91 159:0.45 161:0.73 163:0.75 165:0.70 166:0.84 167:0.46 172:0.27 173:0.61 176:0.73 177:0.70 178:0.55 179:0.71 181:0.49 182:0.87 187:0.68 192:0.87 201:0.93 208:0.64 212:0.37 215:0.51 216:0.77 219:0.95 222:0.48 227:0.61 229:0.61 231:0.76 235:0.42 241:0.15 242:0.16 243:0.39 245:0.50 246:0.96 247:0.60 253:0.52 254:0.74 259:0.21 265:0.28 266:0.38 267:0.36 276:0.30 277:0.69 279:0.86 283:0.78 287:0.61 290:0.71 292:0.91 297:0.36 300:0.55\n0 6:0.80 8:0.59 9:0.80 11:0.87 12:0.98 17:0.79 18:0.68 20:0.95 21:0.47 27:0.40 28:0.91 29:0.77 30:0.17 31:0.97 34:0.98 36:0.69 37:0.38 39:0.53 41:0.90 43:0.70 45:0.91 66:0.45 69:0.43 70:0.91 71:0.73 74:0.52 78:0.94 79:0.97 81:0.24 83:0.91 85:0.72 86:0.78 91:0.60 96:0.94 97:0.94 98:0.72 100:0.82 101:0.87 108:0.33 111:0.91 120:0.89 122:0.77 123:0.32 124:0.77 126:0.26 127:0.86 129:0.05 131:0.89 133:0.74 135:0.92 137:0.97 139:0.74 140:0.87 144:0.76 146:0.91 147:0.93 149:0.84 150:0.24 151:0.92 152:0.89 153:0.78 154:0.63 155:0.67 157:0.77 158:0.72 159:0.77 161:0.73 162:0.86 164:0.82 166:0.61 167:0.45 169:0.80 172:0.85 173:0.27 177:0.70 179:0.26 181:0.49 182:0.88 186:0.94 187:0.68 189:0.82 192:0.87 196:0.94 202:0.76 208:0.64 212:0.57 215:0.41 216:0.31 220:0.62 222:0.48 227:0.95 229:0.93 231:0.77 235:0.52 238:0.81 241:0.03 242:0.43 243:0.58 245:0.92 246:0.61 247:0.84 248:0.89 253:0.87 255:0.95 256:0.83 259:0.21 260:0.88 261:0.89 265:0.72 266:0.63 267:0.96 268:0.83 276:0.87 279:0.82 283:0.82 284:0.95 285:0.62 287:0.97 297:0.36 300:0.70\n2 8:0.75 9:0.76 11:0.81 12:0.98 17:0.43 18:0.81 22:0.93 27:0.50 28:0.91 29:0.77 30:0.15 31:0.92 34:0.55 36:0.99 37:0.45 39:0.53 43:0.68 45:0.66 47:0.93 55:0.59 64:0.77 66:0.33 69:0.30 70:0.96 71:0.73 74:0.48 76:0.85 79:0.96 81:0.46 83:0.60 86:0.72 91:0.72 96:0.86 97:0.89 98:0.20 101:0.52 108:0.93 122:0.85 123:0.93 124:0.69 126:0.26 127:0.90 129:0.59 131:0.89 133:0.64 135:0.78 137:0.92 139:0.75 140:0.80 144:0.76 145:0.63 146:0.32 147:0.39 149:0.36 150:0.37 151:0.70 153:0.78 154:0.57 155:0.58 157:0.76 158:0.79 159:0.83 161:0.73 162:0.79 166:0.73 167:0.48 172:0.27 173:0.15 175:0.75 177:0.38 179:0.88 181:0.49 182:0.87 187:0.39 190:0.89 191:0.89 192:0.51 196:0.92 202:0.72 208:0.54 212:0.30 216:0.29 219:0.92 222:0.48 227:0.95 229:0.93 231:0.77 235:0.02 241:0.30 242:0.53 243:0.44 244:0.61 245:0.53 246:0.61 247:0.47 248:0.69 253:0.64 255:0.74 256:0.77 257:0.65 259:0.21 262:0.93 265:0.22 266:0.54 267:0.76 268:0.77 276:0.32 277:0.69 279:0.82 284:0.93 285:0.56 287:0.97 292:0.95 300:0.70\n2 1:0.74 6:0.80 8:0.59 9:0.80 11:0.87 12:0.98 17:0.67 18:0.88 20:0.93 21:0.05 22:0.93 27:0.40 28:0.91 29:0.77 30:0.15 31:0.93 34:0.81 36:0.55 37:0.28 39:0.53 43:0.78 45:0.73 47:0.93 64:0.77 66:0.27 69:0.49 70:0.97 71:0.73 74:0.72 78:0.98 79:0.95 81:0.75 83:0.60 85:0.72 86:0.91 87:0.98 91:0.53 96:0.85 97:0.94 98:0.64 99:0.83 100:0.84 101:0.97 104:0.93 106:0.81 108:0.38 111:0.95 114:0.89 117:0.86 120:0.76 122:0.77 123:0.78 124:0.58 126:0.54 127:0.70 129:0.59 131:0.89 133:0.46 135:0.78 137:0.93 139:0.92 140:0.80 144:0.76 146:0.66 147:0.71 149:0.59 150:0.83 151:0.79 152:0.96 153:0.82 154:0.74 155:0.67 157:0.85 158:0.91 159:0.60 161:0.73 162:0.86 164:0.81 165:0.70 166:0.84 167:0.45 169:0.85 172:0.73 173:0.43 176:0.73 177:0.70 179:0.41 181:0.49 182:0.88 186:0.98 187:0.95 189:0.82 192:0.87 196:0.96 201:0.93 202:0.74 206:0.81 208:0.64 212:0.67 215:0.78 216:0.29 219:0.95 220:0.74 222:0.48 227:0.95 229:0.93 231:0.77 232:0.75 235:0.22 238:0.81 241:0.07 242:0.40 243:0.59 245:0.90 246:0.96 247:0.88 248:0.74 253:0.82 255:0.95 256:0.81 259:0.21 260:0.75 261:0.94 262:0.93 265:0.55 266:0.63 267:0.82 268:0.82 276:0.72 279:0.86 283:0.78 284:0.95 285:0.62 287:0.97 290:0.89 292:0.91 297:0.36 300:0.84\n3 6:0.82 8:0.61 9:0.80 11:0.87 12:0.98 17:0.20 18:0.83 20:0.96 27:0.18 28:0.91 29:0.77 30:0.68 31:0.98 34:0.47 36:0.83 37:0.64 39:0.53 41:0.94 43:0.97 45:0.66 60:0.87 64:0.77 66:0.79 69:0.05 70:0.31 71:0.73 74:0.67 78:1.00 79:0.99 81:0.63 83:0.91 85:0.72 86:0.86 91:0.67 96:0.94 98:0.61 100:0.98 101:0.87 108:0.05 111:0.99 120:0.91 122:0.57 123:0.05 126:0.44 127:0.18 129:0.05 131:0.89 135:0.39 137:0.98 139:0.87 140:0.45 144:0.76 146:0.41 147:0.48 149:0.65 150:0.44 151:0.98 152:0.89 153:0.92 154:0.97 155:0.67 157:0.79 158:0.92 159:0.15 161:0.73 162:0.78 164:0.85 166:0.73 167:0.56 169:0.97 172:0.41 173:0.28 177:0.70 179:0.60 181:0.49 182:0.88 186:1.00 187:0.39 189:0.84 191:0.86 192:0.87 196:0.98 201:0.68 202:0.82 208:0.64 212:0.78 215:0.96 216:0.53 219:0.95 222:0.48 227:0.95 229:0.93 231:0.77 235:0.05 238:0.86 241:0.58 242:0.45 243:0.80 246:0.61 247:0.39 248:0.90 253:0.92 255:0.95 256:0.86 259:0.21 260:0.90 261:0.95 265:0.62 266:0.23 267:0.59 268:0.87 276:0.24 279:0.86 283:0.82 284:0.97 285:0.62 287:0.97 292:0.95 297:0.36 300:0.25\n1 1:0.74 7:0.81 11:0.92 12:0.98 17:0.85 18:0.92 21:0.05 22:0.93 27:0.35 28:0.91 29:0.77 30:0.54 32:0.69 34:0.97 36:0.52 37:0.27 39:0.53 43:0.97 45:0.88 47:0.93 64:0.77 66:0.43 69:0.08 70:0.89 71:0.73 74:0.90 76:0.85 77:0.70 81:0.76 83:0.91 85:0.90 86:0.97 91:0.62 98:0.62 101:0.97 104:0.83 106:0.81 108:0.07 114:0.89 117:0.86 121:0.90 122:0.77 123:0.07 124:0.70 126:0.54 127:0.87 129:0.81 131:0.61 133:0.67 135:0.65 139:0.97 144:0.76 145:0.69 146:0.77 147:0.80 149:0.94 150:0.85 154:0.97 155:0.67 157:0.93 159:0.66 161:0.73 165:0.93 166:0.84 167:0.48 172:0.79 173:0.13 176:0.73 177:0.70 178:0.55 179:0.31 181:0.49 182:0.87 187:0.21 192:0.87 195:0.79 201:0.93 204:0.89 206:0.81 208:0.64 212:0.86 215:0.78 216:0.46 222:0.48 227:0.61 229:0.61 230:0.87 231:0.76 232:0.96 233:0.76 235:0.22 241:0.27 242:0.30 243:0.57 245:0.92 246:0.96 247:0.86 253:0.62 259:0.21 262:0.93 265:0.62 266:0.71 267:0.82 276:0.82 281:0.91 282:0.71 287:0.61 290:0.89 297:0.36 300:0.94\n3 1:0.69 6:0.87 7:0.72 8:0.69 9:0.76 11:0.92 12:0.98 17:0.72 18:0.85 20:0.91 21:0.05 27:0.54 28:0.91 29:0.77 30:0.28 32:0.80 34:0.99 36:0.47 37:0.86 39:0.53 43:0.79 44:0.93 45:0.91 60:0.87 66:0.16 69:0.30 70:0.92 71:0.73 74:0.88 76:0.94 77:0.70 78:0.99 81:0.64 83:0.91 85:0.88 86:0.94 91:0.61 96:0.77 97:0.94 98:0.49 99:0.83 100:0.90 101:0.97 104:0.86 106:0.81 108:0.93 111:0.96 114:0.70 117:0.86 120:0.65 122:0.77 123:0.23 124:0.88 126:0.44 127:0.97 129:0.81 131:0.84 133:0.86 135:0.95 139:0.95 140:0.45 144:0.76 145:0.41 146:0.83 147:0.86 149:0.91 150:0.62 151:0.65 152:0.85 153:0.48 154:0.73 155:0.67 157:0.88 158:0.92 159:0.84 161:0.73 162:0.86 164:0.64 165:0.70 166:0.77 167:0.47 169:0.87 172:0.79 173:0.14 176:0.55 177:0.70 179:0.21 181:0.49 182:0.79 186:0.99 187:0.21 189:0.89 190:0.77 192:0.87 195:0.93 201:0.68 202:0.50 204:0.85 206:0.81 208:0.64 212:0.80 215:0.78 216:0.12 219:0.95 220:0.74 222:0.48 227:0.91 229:0.61 230:0.75 231:0.75 232:0.94 233:0.76 235:0.12 238:0.81 241:0.21 242:0.71 243:0.37 245:0.94 246:0.61 247:0.88 248:0.67 253:0.61 255:0.74 256:0.58 259:0.21 260:0.64 261:0.91 265:0.29 266:0.80 267:0.85 268:0.59 276:0.90 279:0.86 282:0.88 283:0.82 285:0.56 287:0.61 290:0.70 292:0.95 297:0.36 299:0.88 300:0.94\n2 1:0.74 6:0.80 8:0.59 9:0.80 11:0.87 12:0.98 17:0.73 18:0.88 20:0.95 22:0.93 27:0.40 28:0.91 29:0.77 30:0.53 31:0.96 34:0.88 36:0.55 37:0.28 39:0.53 41:0.88 43:0.80 45:0.83 47:0.93 60:0.95 64:0.77 66:0.23 69:0.49 70:0.77 71:0.73 74:0.73 78:0.99 79:0.96 81:0.83 83:0.91 85:0.80 86:0.89 87:0.98 91:0.57 96:0.93 97:0.89 98:0.65 100:0.89 101:0.87 104:0.93 106:0.81 108:0.38 111:0.97 114:0.98 117:0.86 120:0.86 122:0.77 123:0.76 124:0.67 126:0.54 127:0.66 129:0.81 131:0.89 133:0.67 135:0.81 137:0.96 139:0.90 140:0.80 144:0.76 146:0.63 147:0.68 149:0.82 150:0.89 151:0.93 152:0.96 153:0.78 154:0.75 155:0.67 157:0.82 158:0.92 159:0.57 161:0.73 162:0.85 164:0.82 165:0.93 166:0.84 167:0.46 169:0.85 172:0.73 173:0.44 176:0.73 177:0.70 179:0.39 181:0.49 182:0.88 186:0.99 187:0.95 189:0.83 192:0.87 196:0.97 201:0.93 202:0.76 206:0.81 208:0.64 212:0.73 215:0.96 216:0.29 219:0.95 220:0.62 222:0.48 227:0.95 229:0.93 231:0.77 232:0.75 235:0.12 238:0.81 241:0.12 242:0.32 243:0.58 245:0.86 246:0.96 247:0.86 248:0.83 253:0.89 255:0.95 256:0.83 259:0.21 260:0.84 261:0.94 262:0.93 265:0.53 266:0.71 267:0.93 268:0.83 276:0.75 279:0.86 283:0.82 284:0.94 285:0.62 287:0.97 290:0.98 292:0.95 297:0.36 300:0.70\n2 1:0.74 11:0.81 12:0.98 17:0.32 18:0.80 21:0.30 27:0.45 28:0.91 29:0.77 30:0.11 32:0.69 34:0.84 36:0.17 37:0.50 39:0.53 43:0.12 45:0.73 64:0.77 66:0.48 69:0.69 70:0.95 71:0.73 74:0.54 77:0.70 81:0.55 83:0.60 86:0.83 91:0.07 98:0.20 99:0.83 101:0.52 108:0.52 114:0.65 122:0.57 123:0.50 124:0.74 126:0.54 127:0.25 129:0.05 131:0.61 133:0.73 135:0.77 139:0.79 144:0.76 145:0.49 146:0.35 147:0.42 149:0.08 150:0.71 154:0.76 155:0.67 157:0.61 159:0.57 161:0.73 165:0.70 166:0.84 167:0.47 172:0.37 173:0.55 176:0.73 177:0.70 178:0.55 179:0.66 181:0.49 182:0.61 187:0.68 192:0.87 195:0.87 201:0.93 208:0.64 212:0.42 215:0.44 216:0.77 222:0.48 227:0.61 229:0.61 231:0.76 235:0.52 241:0.24 242:0.29 243:0.60 245:0.49 246:0.61 247:0.67 253:0.49 254:0.74 259:0.21 265:0.22 266:0.54 267:0.69 276:0.37 282:0.71 287:0.61 290:0.65 297:0.36 300:0.70\n2 1:0.74 6:0.82 8:0.64 9:0.80 11:0.92 12:0.98 17:0.98 18:0.83 20:0.80 21:0.54 27:0.53 28:0.91 29:0.77 30:0.36 31:0.86 32:0.78 34:0.98 36:0.51 37:0.36 39:0.53 43:0.77 44:0.93 45:0.98 60:0.87 64:0.77 66:0.99 69:0.32 70:0.70 71:0.73 74:0.88 77:0.96 78:0.97 79:0.86 81:0.44 83:0.91 85:0.80 86:0.88 91:0.51 96:0.68 97:1.00 98:0.98 99:0.83 100:0.90 101:0.97 104:0.94 106:0.81 108:0.25 111:0.94 114:0.59 117:0.86 120:0.55 122:0.77 123:0.24 126:0.54 127:0.82 129:0.05 131:0.89 135:0.88 137:0.86 139:0.92 140:0.45 144:0.76 145:0.67 146:0.96 147:0.97 149:0.96 150:0.66 151:0.50 152:0.77 153:0.48 154:0.80 155:0.67 157:0.87 158:0.92 159:0.68 161:0.73 162:0.86 164:0.57 165:0.70 166:0.84 167:0.46 169:0.88 172:0.98 173:0.24 176:0.73 177:0.70 179:0.15 181:0.49 182:0.77 186:0.97 187:0.39 189:0.84 191:0.70 192:0.87 195:0.80 196:0.89 201:0.93 202:0.36 206:0.81 208:0.64 212:0.91 215:0.39 216:0.09 219:0.95 220:0.91 222:0.48 227:0.95 229:0.61 231:0.77 232:0.79 235:0.74 238:0.81 241:0.10 242:0.38 243:0.99 246:0.61 247:0.92 248:0.49 253:0.49 255:0.95 256:0.45 259:0.21 260:0.55 261:0.83 265:0.98 266:0.27 267:0.89 268:0.46 276:0.95 279:0.86 282:0.86 283:0.82 284:0.89 285:0.62 287:0.61 290:0.59 292:0.95 297:0.36 300:0.70\n1 12:0.20 17:0.22 21:0.64 27:0.45 28:0.48 30:0.33 34:0.86 36:0.17 37:0.50 39:0.39 43:0.30 55:0.96 66:0.32 69:0.80 70:0.69 74:0.59 81:0.32 91:0.18 98:0.20 108:0.63 122:0.43 123:0.61 124:0.83 126:0.32 127:0.36 129:0.05 133:0.82 135:0.86 145:0.52 146:0.32 147:0.05 149:0.26 150:0.30 154:0.65 159:0.58 161:0.54 167:0.60 172:0.21 173:0.74 177:0.05 178:0.55 179:0.85 181:0.73 187:0.68 212:0.19 215:0.53 216:0.77 222:0.25 235:0.74 241:0.12 242:0.45 243:0.19 245:0.43 247:0.39 253:0.47 254:0.84 257:0.65 259:0.21 265:0.22 266:0.47 267:0.73 271:0.74 276:0.33 283:0.71 297:0.36 300:0.43\n3 6:0.92 8:0.88 9:0.80 12:0.20 17:0.49 20:0.99 25:0.88 27:0.26 28:0.48 30:0.76 34:0.34 36:0.53 37:0.60 39:0.39 41:0.88 43:0.42 55:0.52 66:0.80 69:0.21 70:0.21 74:0.87 78:0.89 81:0.80 83:0.76 91:0.72 96:0.97 98:0.92 100:0.93 104:0.58 108:0.17 111:0.90 114:0.80 117:0.86 120:0.87 122:0.67 123:0.16 126:0.32 127:0.54 129:0.05 135:0.61 138:0.98 140:0.95 146:0.48 147:0.54 149:0.51 150:0.60 151:0.77 152:0.99 153:0.95 154:0.32 155:0.67 159:0.17 161:0.54 162:0.84 164:0.87 167:0.87 169:0.88 172:0.45 173:0.62 175:0.75 176:0.56 177:0.05 179:0.86 181:0.73 186:0.89 187:0.21 189:0.96 190:0.77 191:0.93 192:0.59 202:0.85 208:0.64 212:0.95 216:0.83 222:0.25 232:0.81 235:0.12 238:0.94 241:0.76 242:0.82 243:0.82 244:0.61 247:0.12 248:0.85 253:0.98 255:0.79 256:0.89 257:0.65 259:0.21 260:0.87 261:0.92 265:0.92 266:0.12 267:0.44 268:0.90 271:0.74 276:0.37 277:0.69 283:0.71 285:0.62 290:0.80 300:0.18\n1 12:0.20 17:0.34 21:0.47 27:0.45 28:0.48 30:0.20 34:0.77 36:0.21 37:0.50 39:0.39 43:0.30 55:0.52 66:0.83 69:0.68 70:0.84 74:0.69 81:0.39 91:0.11 98:0.64 108:0.52 123:0.50 124:0.37 126:0.32 127:0.34 129:0.05 133:0.39 135:0.72 145:0.47 146:0.82 147:0.85 149:0.54 150:0.34 154:0.63 159:0.57 161:0.54 167:0.59 172:0.71 173:0.60 177:0.38 178:0.55 179:0.48 181:0.73 187:0.68 212:0.77 215:0.63 216:0.77 222:0.25 235:0.52 241:0.10 242:0.63 243:0.84 245:0.57 247:0.55 253:0.52 254:0.88 259:0.21 265:0.65 266:0.54 267:0.19 271:0.74 276:0.56 283:0.71 297:0.36 300:0.70\n2 7:0.78 12:0.20 17:0.34 21:0.30 25:0.88 27:0.26 28:0.48 30:0.36 32:0.75 34:0.47 36:0.80 37:0.60 39:0.39 43:0.45 55:0.71 66:0.71 69:0.77 70:0.48 74:0.51 76:0.85 81:0.51 91:0.74 98:0.84 104:0.58 108:0.60 123:0.57 124:0.43 126:0.32 127:0.65 129:0.05 133:0.39 135:0.49 145:0.58 146:0.87 147:0.49 149:0.68 150:0.40 154:0.34 159:0.54 161:0.54 167:0.92 172:0.71 173:0.78 177:0.05 178:0.55 179:0.55 181:0.73 187:0.21 195:0.75 212:0.27 215:0.72 216:0.83 222:0.25 230:0.81 233:0.76 235:0.31 241:0.80 242:0.82 243:0.25 244:0.61 245:0.76 247:0.30 253:0.42 257:0.65 259:0.21 265:0.84 266:0.54 267:0.65 271:0.74 276:0.65 297:0.36 300:0.33\n0 8:0.98 12:0.20 17:0.08 20:0.85 21:0.54 25:0.88 27:0.07 28:0.48 30:0.62 34:0.52 36:0.49 37:0.95 39:0.39 43:0.38 55:0.71 66:0.83 69:0.47 70:0.43 74:0.50 78:0.76 81:0.36 91:0.93 98:0.87 100:0.77 104:0.76 108:0.36 111:0.75 120:0.95 123:0.35 126:0.32 127:0.40 129:0.05 135:0.37 140:0.45 146:0.65 147:0.70 149:0.49 150:0.32 151:0.75 152:0.80 153:0.86 154:0.63 159:0.24 161:0.54 162:0.68 164:0.96 167:0.97 169:0.75 172:0.51 173:0.67 177:0.38 179:0.77 181:0.73 186:0.77 190:0.77 191:0.97 202:0.94 212:0.70 215:0.58 216:0.54 220:0.82 222:0.25 235:0.60 241:0.96 242:0.78 243:0.84 247:0.35 248:0.93 253:0.41 254:0.92 256:0.95 259:0.21 260:0.95 261:0.76 265:0.87 266:0.27 267:0.69 268:0.96 271:0.74 276:0.42 283:0.71 285:0.50 297:0.36 300:0.33\n1 12:0.20 17:0.34 25:0.88 27:0.25 28:0.48 30:0.45 34:0.62 36:0.95 37:0.88 39:0.39 43:0.40 55:0.59 66:0.87 69:0.05 70:0.40 74:0.46 81:0.90 91:0.20 96:0.80 98:0.82 104:0.76 108:0.05 114:0.80 123:0.05 126:0.32 127:0.32 129:0.05 135:0.39 140:0.45 146:0.80 147:0.83 149:0.54 150:0.80 151:0.66 153:0.48 154:0.92 159:0.36 161:0.54 162:0.86 167:0.70 172:0.63 173:0.14 176:0.56 177:0.38 179:0.58 181:0.73 187:0.39 190:0.77 202:0.36 212:0.37 216:0.50 222:0.25 235:0.02 241:0.51 242:0.81 243:0.88 247:0.30 248:0.63 253:0.79 254:0.74 256:0.45 259:0.21 265:0.82 266:0.38 267:0.44 268:0.46 271:0.74 276:0.52 285:0.50 290:0.80 300:0.33\n0 8:0.92 12:0.20 17:0.40 21:0.78 25:0.88 27:0.72 28:0.48 30:0.89 34:0.21 36:0.63 37:0.38 39:0.39 43:0.43 55:0.71 66:0.47 69:0.15 70:0.20 74:0.75 91:0.70 96:0.74 98:0.42 104:0.75 108:0.59 120:0.60 122:0.67 123:0.57 124:0.52 127:0.27 129:0.59 133:0.47 135:0.56 140:0.80 146:0.27 147:0.33 149:0.38 151:0.58 153:0.48 154:0.33 159:0.28 161:0.54 162:0.59 163:0.79 164:0.56 167:0.96 172:0.21 173:0.28 175:0.75 177:0.05 178:0.42 179:0.87 181:0.73 190:0.77 191:0.85 202:0.62 212:0.30 216:0.56 220:0.74 222:0.25 235:0.12 241:0.94 242:0.82 243:0.37 244:0.61 245:0.46 247:0.12 248:0.58 253:0.69 256:0.58 257:0.65 259:0.21 260:0.60 265:0.44 266:0.27 267:0.59 268:0.59 271:0.74 276:0.26 277:0.69 285:0.62 300:0.18\n0 11:0.57 12:0.20 17:0.02 21:0.68 25:0.88 27:0.47 28:0.48 30:0.58 34:0.55 36:0.55 37:0.55 39:0.39 43:0.77 66:0.61 69:0.79 70:0.44 74:0.62 81:0.31 85:0.72 91:0.48 98:0.48 101:0.74 104:0.74 108:0.63 120:0.71 123:0.60 124:0.47 126:0.32 127:0.52 129:0.05 133:0.39 135:0.68 140:0.45 146:0.37 147:0.18 149:0.61 150:0.29 151:0.66 153:0.48 154:0.69 159:0.28 161:0.54 162:0.59 164:0.70 167:0.80 172:0.37 173:0.95 177:0.05 179:0.86 181:0.73 187:0.39 190:0.77 202:0.64 212:0.55 215:0.49 216:0.50 220:0.99 222:0.25 235:0.80 241:0.71 242:0.40 243:0.29 245:0.52 247:0.47 248:0.63 253:0.48 256:0.58 257:0.65 259:0.21 260:0.70 265:0.50 266:0.38 267:0.36 268:0.64 271:0.74 276:0.25 283:0.71 285:0.50 297:0.36 300:0.33\n0 6:0.88 8:0.75 9:0.80 12:0.20 17:0.26 20:0.88 21:0.78 25:0.88 27:0.03 28:0.48 34:0.58 36:0.28 37:0.70 39:0.39 41:0.95 78:1.00 83:0.82 91:0.94 96:0.99 100:0.99 104:0.74 111:1.00 120:0.96 135:0.72 138:0.98 140:0.95 151:0.95 152:0.92 153:0.97 155:0.67 161:0.54 162:0.80 164:0.96 167:0.96 169:0.98 175:0.91 181:0.73 186:1.00 189:0.90 191:0.98 192:0.59 202:0.95 208:0.64 216:0.67 222:0.25 238:0.99 241:0.94 244:0.83 248:0.96 253:0.98 255:0.79 256:0.97 257:0.84 259:0.21 260:0.97 261:0.99 267:0.91 268:0.97 271:0.74 277:0.87 285:0.62\n2 11:0.57 12:0.20 17:0.34 21:0.13 25:0.88 27:0.26 28:0.48 30:0.26 34:0.39 36:0.98 37:0.60 39:0.39 43:0.64 55:0.59 66:0.61 69:0.07 70:0.87 74:0.97 81:0.66 85:0.72 91:0.44 98:0.82 101:0.71 104:0.58 108:0.06 117:0.86 120:0.63 122:0.65 123:0.06 124:0.50 126:0.32 127:0.85 129:0.59 133:0.47 135:0.76 140:0.45 146:0.92 147:0.94 149:0.64 150:0.48 151:0.59 153:0.69 154:0.82 159:0.70 161:0.54 162:0.86 164:0.62 167:0.64 172:0.88 173:0.11 177:0.38 179:0.27 181:0.73 187:0.87 190:0.77 191:0.75 202:0.46 212:0.77 215:0.84 216:0.83 220:0.74 222:0.25 232:0.81 235:0.12 241:0.30 242:0.22 243:0.68 245:0.95 247:0.67 248:0.57 253:0.69 256:0.45 259:0.21 260:0.64 265:0.82 266:0.75 267:0.73 268:0.55 271:0.74 276:0.86 285:0.50 297:0.36 300:0.84\n2 6:0.92 7:0.78 8:0.85 9:0.80 12:0.20 20:0.91 21:0.30 25:0.88 27:0.26 28:0.48 30:0.33 32:0.75 34:0.39 36:0.79 37:0.60 39:0.39 43:0.42 55:0.59 66:0.36 69:0.25 70:0.58 74:0.67 76:0.85 78:0.83 81:0.51 91:0.97 96:0.80 98:0.73 100:0.83 104:0.58 108:0.72 111:0.82 120:1.00 123:0.70 124:0.60 126:0.32 127:0.94 129:0.05 133:0.39 135:0.18 140:1.00 145:0.58 146:0.65 147:0.70 149:0.73 150:0.40 151:0.49 152:0.99 153:0.99 154:0.32 155:0.67 159:0.53 161:0.54 162:0.74 164:1.00 167:0.97 169:0.89 172:0.61 173:0.29 177:0.38 179:0.54 181:0.73 186:0.83 189:0.91 190:0.77 191:0.97 192:0.59 195:0.69 202:0.99 208:0.64 212:0.60 215:0.72 216:0.83 222:0.25 230:0.81 233:0.69 235:0.31 238:0.87 241:0.98 242:0.79 243:0.50 244:0.61 245:0.86 247:0.55 248:0.49 253:0.79 255:0.79 256:0.99 259:0.21 260:1.00 261:0.92 265:0.73 266:0.54 267:0.92 268:1.00 271:0.74 276:0.68 277:0.69 283:0.71 285:0.62 297:0.36 300:0.43\n2 7:0.78 8:0.74 11:0.57 12:0.20 17:0.16 21:0.40 25:0.88 27:0.61 28:0.48 30:0.45 32:0.75 34:0.20 36:0.25 37:0.79 39:0.39 43:0.98 55:0.84 66:0.72 69:0.12 70:0.61 74:0.70 81:0.45 85:0.72 91:0.80 98:0.79 101:0.74 104:0.78 108:0.10 120:0.89 122:0.55 123:0.10 124:0.40 126:0.32 127:0.78 129:0.05 133:0.39 135:0.23 140:0.80 145:0.45 146:0.59 147:0.65 149:0.67 150:0.37 151:0.69 153:0.69 154:0.98 159:0.30 161:0.54 162:0.68 164:0.92 167:0.96 172:0.45 173:0.36 177:0.38 178:0.42 179:0.87 181:0.73 190:0.77 191:0.80 195:0.56 202:0.89 212:0.30 215:0.67 216:0.37 220:0.82 222:0.25 230:0.81 233:0.69 235:0.42 241:0.93 242:0.33 243:0.75 245:0.47 247:0.60 248:0.85 253:0.53 256:0.90 259:0.21 260:0.90 265:0.79 266:0.47 267:0.19 268:0.91 271:0.74 276:0.38 283:0.71 285:0.50 297:0.36 300:0.43\n1 8:0.64 12:0.20 17:0.32 25:0.88 27:0.25 28:0.48 30:0.58 34:0.75 36:0.81 37:0.88 39:0.39 43:0.40 55:0.45 66:0.80 69:0.05 70:0.33 74:0.55 81:0.90 91:0.48 98:0.67 104:0.76 108:0.05 114:0.80 123:0.05 126:0.32 127:0.20 129:0.05 135:0.44 146:0.55 147:0.61 149:0.36 150:0.80 154:0.92 159:0.20 161:0.54 167:0.68 172:0.45 173:0.19 176:0.56 177:0.38 178:0.55 179:0.62 181:0.73 187:0.39 212:0.71 216:0.50 222:0.25 235:0.02 241:0.46 242:0.76 243:0.82 247:0.35 253:0.62 254:0.74 259:0.21 265:0.68 266:0.27 267:0.44 271:0.74 276:0.34 290:0.80 300:0.25\n1 1:0.66 10:0.91 11:0.64 12:0.20 17:0.45 18:0.76 21:0.30 27:0.45 28:0.92 29:0.91 30:0.56 34:0.56 36:0.21 37:0.50 39:0.44 43:0.58 45:0.81 64:0.77 66:0.44 69:0.69 70:0.71 71:0.74 74:0.48 81:0.73 83:0.69 86:0.78 91:0.18 98:0.44 99:0.95 101:0.65 108:0.52 114:0.86 122:0.65 123:0.50 124:0.67 126:0.54 127:0.36 129:0.05 131:0.61 133:0.60 135:0.81 139:0.74 144:0.76 145:0.50 146:0.55 147:0.61 149:0.28 150:0.59 154:0.75 155:0.51 157:0.98 159:0.48 161:0.57 165:0.81 166:0.89 167:0.68 170:0.77 172:0.37 173:0.68 174:0.83 176:0.73 177:0.88 178:0.55 179:0.72 181:0.62 182:1.00 187:0.68 192:0.50 197:0.85 201:0.65 208:0.64 212:0.23 215:0.72 216:0.77 222:0.35 227:0.61 229:0.61 231:0.83 235:0.60 236:0.97 239:0.89 241:0.39 242:0.24 243:0.57 245:0.56 246:0.97 247:0.74 253:0.61 254:0.74 259:0.21 265:0.46 266:0.71 267:0.28 271:0.74 276:0.40 287:0.61 290:0.86 297:0.36 300:0.55\n2 7:0.70 10:0.97 11:0.75 12:0.20 17:0.57 18:0.92 21:0.78 27:0.72 28:0.92 29:0.91 30:0.45 32:0.77 34:0.86 36:0.54 37:0.71 39:0.44 43:0.63 44:0.93 45:1.00 66:0.07 69:0.25 70:0.90 71:0.74 74:0.96 75:0.95 77:0.89 83:0.56 86:0.93 91:0.02 97:0.94 98:0.34 101:0.87 102:0.98 108:0.99 122:0.55 123:0.87 124:0.98 127:0.98 129:0.98 131:0.61 133:0.98 135:0.87 139:0.91 144:0.76 145:0.74 146:0.78 147:0.81 149:0.89 154:0.79 155:0.51 157:1.00 158:0.81 159:0.97 161:0.57 166:0.61 167:0.67 170:0.77 172:0.92 173:0.06 174:0.97 177:0.88 178:0.55 179:0.09 181:0.62 182:1.00 187:0.21 192:0.51 195:1.00 197:0.93 204:0.81 208:0.61 212:0.55 216:0.06 219:0.88 222:0.35 226:0.96 227:0.61 229:0.61 230:0.73 231:0.82 233:0.76 235:0.74 239:0.97 241:0.32 242:0.21 243:0.20 245:0.99 246:0.61 247:1.00 253:0.64 254:0.86 259:0.21 265:0.36 266:0.97 267:0.69 271:0.74 276:0.99 277:0.69 279:0.79 282:0.85 283:0.82 287:0.61 292:0.86 300:0.94\n1 1:0.62 6:0.85 8:0.69 9:0.71 10:0.87 11:0.64 12:0.20 17:0.22 18:0.77 20:0.88 21:0.59 23:0.95 27:0.19 28:0.92 29:0.91 30:0.09 32:0.63 33:0.97 34:0.80 36:0.97 37:0.78 39:0.44 43:0.57 45:0.85 62:0.96 64:0.77 66:0.43 69:0.29 70:0.98 71:0.74 74:0.56 78:0.79 81:0.62 83:0.56 86:0.69 91:0.11 96:0.74 98:0.57 99:0.83 100:0.81 101:0.65 102:0.94 104:0.58 108:0.22 111:0.78 114:0.74 120:0.62 123:0.22 124:0.77 126:0.54 127:0.88 128:0.96 129:0.59 131:0.89 133:0.73 135:0.79 139:0.66 140:0.45 144:0.76 145:0.52 146:0.71 147:0.75 149:0.42 150:0.52 151:0.66 152:0.83 153:0.48 154:0.71 155:0.56 157:0.98 159:0.64 161:0.57 162:0.86 164:0.56 165:0.65 166:0.89 167:0.67 168:0.96 169:0.79 170:0.77 172:0.67 173:0.25 174:0.89 176:0.73 177:0.88 179:0.47 181:0.62 182:0.96 186:0.80 187:0.68 189:0.87 190:0.77 192:0.86 193:0.95 195:0.77 197:0.92 201:0.61 202:0.36 205:0.95 208:0.64 212:0.59 215:0.55 216:0.65 220:0.74 222:0.35 227:0.87 229:0.96 231:0.84 232:0.98 235:0.88 236:0.91 238:0.86 239:0.87 241:0.32 242:0.29 243:0.57 245:0.80 246:0.87 247:0.93 248:0.63 253:0.66 254:0.86 255:0.72 256:0.45 259:0.21 260:0.63 261:0.81 265:0.58 266:0.75 267:0.87 268:0.46 271:0.74 276:0.72 285:0.60 287:0.89 290:0.74 291:0.97 297:0.36 300:0.84\n3 1:0.64 6:0.95 7:0.70 8:0.85 9:0.74 10:0.89 11:0.50 12:0.20 17:0.61 18:0.83 20:0.88 21:0.54 23:0.98 27:0.08 28:0.92 29:0.91 30:0.61 32:0.67 34:0.53 36:0.36 37:0.81 39:0.44 43:0.74 45:0.98 62:0.97 66:0.99 69:0.38 70:0.64 71:0.74 74:0.93 75:0.95 77:0.96 78:0.87 81:0.51 83:0.56 86:0.68 91:0.63 96:0.91 97:1.00 98:0.99 99:0.95 100:0.90 101:0.47 104:0.87 106:0.81 108:0.30 111:0.87 114:0.69 117:0.86 120:0.84 122:0.55 123:0.28 126:0.32 127:0.93 128:0.98 129:0.05 131:0.89 135:0.86 138:0.96 139:0.66 140:0.80 144:0.57 145:0.65 146:0.99 147:0.99 149:0.94 150:0.46 151:0.58 152:0.86 153:0.93 154:0.66 155:0.56 157:0.98 158:0.81 159:0.80 161:0.57 162:0.82 164:0.82 165:0.65 166:0.80 167:0.62 168:0.98 169:0.86 170:0.77 172:0.97 173:0.21 174:0.95 176:0.62 177:0.88 179:0.17 181:0.62 182:0.93 186:0.87 187:0.68 189:0.96 190:0.89 191:0.79 192:0.86 195:0.90 197:0.95 201:0.60 202:0.74 204:0.81 205:0.98 206:0.81 208:0.50 212:0.77 215:0.55 216:0.79 222:0.35 226:0.96 227:0.87 229:0.97 230:0.73 231:0.83 232:0.90 233:0.76 235:0.80 238:0.90 239:0.88 241:0.12 242:0.28 243:0.99 244:0.61 246:0.87 247:0.97 248:0.59 253:0.94 255:0.73 256:0.78 259:0.21 260:0.84 261:0.88 265:0.99 266:0.54 267:0.98 268:0.80 271:0.74 276:0.94 279:0.82 282:0.75 283:0.82 285:0.60 287:0.89 290:0.69 297:0.36 300:0.70\n2 1:0.60 6:0.95 7:0.75 8:0.81 9:0.70 10:0.90 11:0.50 12:0.20 17:0.51 18:0.90 20:0.85 21:0.30 23:0.95 27:0.08 28:0.92 29:0.91 30:0.62 32:0.72 34:0.31 36:0.72 37:0.81 39:0.44 43:0.75 45:0.99 62:0.96 66:0.99 69:0.34 70:0.63 71:0.74 74:0.94 77:0.70 78:0.83 81:0.59 83:0.56 86:0.73 91:0.06 96:0.71 98:0.99 99:0.83 100:0.84 101:0.47 102:0.94 104:0.87 106:0.81 108:0.27 111:0.82 114:0.84 117:0.86 120:0.58 122:0.55 123:0.26 126:0.51 127:0.92 128:0.95 129:0.05 131:0.89 135:0.89 139:0.70 140:0.45 144:0.57 145:0.45 146:0.99 147:1.00 149:0.94 150:0.48 151:0.58 152:0.86 153:0.48 154:0.20 155:0.53 157:0.98 159:0.88 161:0.57 162:0.86 164:0.56 165:0.65 166:0.84 167:0.62 168:0.95 169:0.86 170:0.77 172:0.99 173:0.14 174:0.97 176:0.70 177:0.88 179:0.14 181:0.62 182:0.93 186:0.83 187:0.87 189:0.94 190:0.77 192:0.58 193:0.95 195:0.95 197:0.96 201:0.62 202:0.36 204:0.81 205:0.95 206:0.81 208:0.50 212:0.67 215:0.72 216:0.79 220:0.87 222:0.35 227:0.87 229:0.96 230:0.77 231:0.83 232:0.90 233:0.66 235:0.52 236:0.91 238:0.88 239:0.90 241:0.12 242:0.18 243:0.99 246:0.87 247:0.97 248:0.56 253:0.76 254:1.00 255:0.70 256:0.45 259:0.21 260:0.58 261:0.88 265:0.99 266:0.54 267:0.44 268:0.46 271:0.74 276:0.96 282:0.80 285:0.60 287:0.89 290:0.84 297:0.36 300:0.70\n3 1:0.60 7:0.70 8:0.86 9:0.75 10:0.92 11:0.64 12:0.20 17:0.20 18:0.80 20:0.80 21:0.30 27:0.21 28:0.92 29:0.91 30:0.61 34:0.66 36:0.89 37:0.74 39:0.44 43:0.66 45:0.96 66:0.46 69:0.12 70:0.81 71:0.74 74:0.82 78:0.79 81:0.50 83:0.56 86:0.80 91:0.70 96:0.95 97:0.89 98:0.71 99:0.83 100:0.81 101:0.65 104:0.84 106:0.81 108:0.10 111:0.78 114:0.82 117:0.86 120:0.91 122:0.55 123:0.10 124:0.67 126:0.32 127:0.64 129:0.59 131:0.86 133:0.64 135:0.21 139:0.75 140:0.45 144:0.76 146:0.90 147:0.92 149:0.83 150:0.45 151:0.97 152:0.77 153:0.90 154:0.63 155:0.56 157:1.00 158:0.77 159:0.73 161:0.57 162:0.72 164:0.87 165:0.65 166:0.80 167:0.73 169:0.79 170:0.77 172:0.83 173:0.12 174:0.89 176:0.63 177:0.88 179:0.26 181:0.62 182:0.98 186:0.79 187:0.39 190:0.89 191:0.79 192:0.59 197:0.90 201:0.57 202:0.80 204:0.80 206:0.81 208:0.50 212:0.78 215:0.72 216:0.95 222:0.35 227:0.85 229:0.97 230:0.73 231:0.81 232:0.88 233:0.76 235:0.42 239:0.90 241:0.56 242:0.39 243:0.58 245:0.93 246:0.87 247:0.96 248:0.95 253:0.96 254:0.93 255:0.73 256:0.82 259:0.21 260:0.91 261:0.77 265:0.72 266:0.75 267:0.82 268:0.83 271:0.74 276:0.84 279:0.76 283:0.82 285:0.50 287:0.89 290:0.82 297:0.36 300:0.84\n2 1:0.67 6:0.93 7:0.75 8:0.76 9:0.74 10:0.88 11:0.50 12:0.20 17:0.20 20:0.88 21:0.30 23:0.97 27:0.13 28:0.92 29:0.91 30:0.27 31:0.89 32:0.72 34:0.81 36:0.28 37:0.62 39:0.44 43:0.73 45:0.85 62:0.97 66:0.26 69:0.59 70:0.92 71:0.74 74:0.75 75:0.95 77:0.89 78:0.82 79:0.89 81:0.68 83:0.56 91:0.35 96:0.88 97:0.97 98:0.24 99:0.95 100:0.85 101:0.47 102:0.94 104:0.78 106:0.81 108:0.45 111:0.82 114:0.84 117:0.86 120:0.79 122:0.95 123:0.64 124:0.78 126:0.51 127:0.93 128:0.97 129:0.59 131:0.93 133:0.73 135:0.92 137:0.89 139:0.58 140:0.80 144:0.57 145:0.77 146:0.34 147:0.41 149:0.60 150:0.58 151:0.76 152:0.85 153:0.82 154:0.63 155:0.56 157:0.90 158:0.81 159:0.93 161:0.57 162:0.83 164:0.73 165:0.65 166:0.84 167:0.71 168:0.97 169:0.83 170:0.77 172:0.51 173:0.22 174:0.94 175:0.75 176:0.70 177:0.70 179:0.55 181:0.62 182:0.93 186:0.82 187:0.68 189:0.95 190:0.89 191:0.90 192:0.87 193:0.95 195:0.98 196:0.87 197:0.94 201:0.67 202:0.64 204:0.84 205:0.97 206:0.81 208:0.50 212:0.69 215:0.72 216:0.70 219:0.87 222:0.35 226:0.96 227:0.91 229:0.97 230:0.77 231:0.84 232:0.83 233:0.66 235:0.74 236:0.91 238:0.89 239:0.89 241:0.47 242:0.24 243:0.45 244:0.61 245:0.76 246:0.87 247:0.82 248:0.72 251:1.00 253:0.89 255:0.77 256:0.68 257:0.65 259:0.21 260:0.80 261:0.85 265:0.15 266:0.75 267:0.69 268:0.70 271:0.74 276:0.38 277:0.69 279:0.79 282:0.80 283:0.82 284:0.87 285:0.62 287:0.89 290:0.84 292:0.88 297:0.36 300:0.84\n1 1:0.61 6:0.86 8:0.72 9:0.74 10:0.90 11:0.83 12:0.20 17:0.73 18:0.79 20:0.88 21:0.13 23:0.95 27:0.25 28:0.92 29:0.91 30:0.66 34:0.22 36:0.38 37:0.87 39:0.44 43:0.61 45:0.98 62:0.96 66:0.30 69:0.12 70:0.70 71:0.74 74:0.86 78:0.79 81:0.62 83:0.56 85:0.72 86:0.74 91:0.53 96:0.87 97:0.97 98:0.57 99:0.83 100:0.80 101:0.96 104:0.80 106:0.81 108:0.81 111:0.78 114:0.92 117:0.86 120:0.78 122:0.55 123:0.80 124:0.78 126:0.51 127:0.78 128:0.96 129:0.81 131:0.89 133:0.74 135:0.98 139:0.71 140:0.80 144:0.76 146:0.87 147:0.89 149:0.91 150:0.53 151:0.68 152:0.84 153:0.78 154:0.51 155:0.56 157:1.00 158:0.77 159:0.83 161:0.57 162:0.86 164:0.73 165:0.65 166:0.84 167:0.66 168:0.96 169:0.78 170:0.77 172:0.86 173:0.09 174:0.94 176:0.70 177:0.88 179:0.19 181:0.62 182:0.97 186:0.80 187:0.21 189:0.88 190:0.89 191:0.70 192:0.86 197:0.95 201:0.63 202:0.59 205:0.95 206:0.81 208:0.50 212:0.59 215:0.84 216:0.44 222:0.35 227:0.87 229:0.97 231:0.83 232:0.85 235:0.31 236:0.91 238:0.84 239:0.88 241:0.30 242:0.32 243:0.39 245:0.96 246:0.87 247:0.97 248:0.64 253:0.90 255:0.73 256:0.64 259:0.21 260:0.79 261:0.81 265:0.58 266:0.75 267:0.91 268:0.67 271:0.74 276:0.92 279:0.81 283:0.82 285:0.60 287:0.89 290:0.92 297:0.36 300:0.84\n2 1:0.62 6:0.93 7:0.75 8:0.86 9:0.74 10:0.86 11:0.50 12:0.20 17:0.24 18:0.69 20:0.83 21:0.05 23:0.99 27:0.18 28:0.92 29:0.91 30:0.73 32:0.72 34:0.64 36:0.23 37:0.46 39:0.44 43:0.76 45:0.96 62:0.97 66:0.18 69:0.19 70:0.68 71:0.74 74:0.85 77:0.89 78:0.84 81:0.65 83:0.56 86:0.62 91:0.64 96:0.93 97:0.89 98:0.54 99:0.83 100:0.87 101:0.47 102:0.94 104:0.77 106:0.81 108:0.88 111:0.83 114:0.95 117:0.86 120:0.88 122:0.82 123:0.69 124:0.83 126:0.51 127:0.84 128:0.99 129:0.59 131:0.89 133:0.81 135:0.96 139:0.60 140:0.80 144:0.57 145:0.77 146:0.65 147:0.70 149:0.89 150:0.56 151:0.84 152:0.79 153:0.72 154:0.18 155:0.56 157:0.97 158:0.77 159:0.76 161:0.57 162:0.86 164:0.82 165:0.65 166:0.84 167:0.68 168:0.99 169:0.84 170:0.77 172:0.75 173:0.14 174:0.90 176:0.70 177:0.88 179:0.29 181:0.62 182:0.93 186:0.84 187:0.87 189:0.94 190:0.89 191:0.70 192:0.87 193:0.95 195:0.87 197:0.91 201:0.64 202:0.76 204:0.84 205:0.99 206:0.81 208:0.50 212:0.61 215:0.91 216:0.75 220:0.62 222:0.35 227:0.87 229:0.97 230:0.77 231:0.81 232:0.83 233:0.66 235:0.22 236:0.91 238:0.88 239:0.87 241:0.37 242:0.41 243:0.31 245:0.90 246:0.87 247:0.91 248:0.85 251:1.00 253:0.95 254:0.99 255:0.78 256:0.87 259:0.21 260:0.89 261:0.82 265:0.49 266:0.80 267:0.59 268:0.84 271:0.74 276:0.85 277:0.87 279:0.76 282:0.80 283:0.82 285:0.60 287:0.89 290:0.95 297:0.36 300:0.84\n1 1:0.65 10:0.80 11:0.50 12:0.20 17:0.20 18:0.71 21:0.22 27:0.45 28:0.92 29:0.91 30:0.60 32:0.71 34:0.75 36:0.20 37:0.50 39:0.44 43:0.57 44:0.86 45:0.83 64:0.77 66:0.54 69:0.68 70:0.67 71:0.74 74:0.67 77:0.70 81:0.62 83:0.56 86:0.64 91:0.14 97:0.89 98:0.33 99:0.83 101:0.47 108:0.52 114:0.88 122:0.55 123:0.50 124:0.67 126:0.51 127:0.43 129:0.05 131:0.61 133:0.73 135:0.68 139:0.67 144:0.57 145:0.47 146:0.50 147:0.57 149:0.45 150:0.55 154:0.61 155:0.50 157:0.93 158:0.81 159:0.62 161:0.57 165:0.65 166:0.86 167:0.69 170:0.77 172:0.48 173:0.60 174:0.79 175:0.75 176:0.70 177:0.70 178:0.55 179:0.70 181:0.62 182:0.93 187:0.68 192:0.49 195:0.82 197:0.82 201:0.63 208:0.61 212:0.42 215:0.79 216:0.77 219:0.88 222:0.35 227:0.61 229:0.61 231:0.80 235:0.42 239:0.80 241:0.41 242:0.19 243:0.63 244:0.61 245:0.53 246:0.87 247:0.67 253:0.65 254:0.74 257:0.65 259:0.21 265:0.35 266:0.63 267:0.23 271:0.74 276:0.43 277:0.69 279:0.78 282:0.80 283:0.67 287:0.61 290:0.88 292:0.88 297:0.36 300:0.55\n4 1:0.62 6:0.97 7:0.70 8:0.95 9:0.80 10:0.86 11:0.50 12:0.20 17:0.06 18:0.87 20:0.95 21:0.13 23:0.99 27:0.07 28:0.92 29:0.91 30:0.44 31:1.00 33:0.97 34:0.44 36:0.43 37:0.93 39:0.44 41:0.82 43:0.57 45:0.94 62:0.97 66:0.17 69:0.21 70:0.92 71:0.74 74:0.68 78:0.96 79:1.00 81:0.54 83:0.91 86:0.67 91:0.80 96:0.99 97:1.00 98:0.35 99:0.83 100:1.00 101:0.47 104:0.92 106:0.81 108:0.89 111:0.99 114:0.88 117:0.86 120:0.97 122:0.55 123:0.16 124:0.87 126:0.32 127:0.98 128:1.00 129:0.59 131:0.93 133:0.87 135:0.58 137:1.00 138:0.99 139:0.67 140:0.97 144:0.76 145:0.98 146:0.78 147:0.81 149:0.72 150:0.48 151:0.91 152:0.97 153:0.97 154:0.64 155:0.67 157:0.96 158:0.82 159:0.89 161:0.57 162:0.78 164:0.95 165:0.65 166:0.80 167:0.79 168:1.00 169:0.99 170:0.77 172:0.70 173:0.09 174:0.92 176:0.63 177:0.88 179:0.33 181:0.62 182:1.00 186:0.95 187:0.68 189:0.98 191:0.94 192:0.99 196:0.93 197:0.96 201:0.58 202:0.92 204:0.80 205:0.99 206:0.81 208:0.64 212:0.57 215:0.84 216:0.61 219:0.88 222:0.35 227:0.91 229:1.00 230:0.73 231:0.84 232:0.94 233:0.76 235:0.22 238:0.99 239:0.85 241:0.68 242:0.28 243:0.38 245:0.86 246:0.87 247:0.92 248:0.94 253:0.99 254:0.97 255:1.00 256:0.95 259:0.21 260:0.97 261:0.98 265:0.25 266:0.92 267:0.28 268:0.95 271:0.74 276:0.81 279:0.82 283:0.82 284:0.99 285:0.62 287:0.98 290:0.88 291:0.97 292:0.95 297:0.36 300:0.94\n1 1:0.58 7:0.75 10:0.84 11:0.50 12:0.20 17:0.43 18:0.78 21:0.47 27:0.34 28:0.92 29:0.91 30:0.73 32:0.67 33:0.97 34:0.63 36:0.41 37:0.46 39:0.44 43:0.61 45:1.00 66:0.95 69:0.19 70:0.42 71:0.74 74:0.98 76:0.85 77:0.70 81:0.47 83:0.56 86:0.68 91:0.03 98:0.92 99:0.83 101:0.47 104:0.82 106:0.81 108:0.15 114:0.76 117:0.86 122:0.55 123:0.15 124:0.37 126:0.32 127:0.94 129:0.05 131:0.61 133:0.72 135:0.24 139:0.65 144:0.57 145:0.54 146:0.99 147:0.99 149:0.98 150:0.42 154:0.22 155:0.52 157:0.98 159:0.88 161:0.57 165:0.65 166:0.80 167:0.63 170:0.77 172:0.99 173:0.09 174:0.92 176:0.63 177:0.88 178:0.55 179:0.11 181:0.62 182:0.93 187:0.98 192:0.56 193:0.95 195:0.96 197:0.92 201:0.55 204:0.82 206:0.81 208:0.50 212:0.92 215:0.63 216:0.53 222:0.35 227:0.61 229:0.61 230:0.77 231:0.81 232:0.87 233:0.66 235:0.60 239:0.85 241:0.15 242:0.57 243:0.95 244:0.61 245:0.91 246:0.87 247:0.82 253:0.72 254:0.74 259:0.21 265:0.92 266:0.71 267:0.88 271:0.74 276:0.98 282:0.75 287:0.61 290:0.76 291:0.97 297:0.36 300:0.84\n2 6:0.97 7:0.70 8:0.86 9:0.73 10:0.86 11:0.50 12:0.20 17:0.20 18:0.87 20:0.90 21:0.30 23:0.95 27:0.07 28:0.92 29:0.91 30:0.13 31:0.93 33:0.97 34:0.59 36:0.78 37:0.93 39:0.44 43:0.57 45:0.81 55:0.84 62:0.97 66:0.43 69:0.23 70:0.97 71:0.74 74:0.56 78:0.87 79:0.93 81:0.28 83:0.69 86:0.67 91:0.23 97:0.94 98:0.52 100:0.92 101:0.47 104:0.92 106:0.81 108:0.18 111:0.88 117:0.86 122:0.92 123:0.18 124:0.77 126:0.24 127:0.85 128:0.98 129:0.59 131:0.82 133:0.74 135:0.86 137:0.93 139:0.71 140:0.45 144:0.76 146:0.78 147:0.81 149:0.48 150:0.30 151:0.85 152:0.97 153:0.48 154:0.64 155:0.57 157:0.91 158:0.77 159:0.77 161:0.57 162:0.86 166:0.72 167:0.70 168:0.98 169:0.99 170:0.77 172:0.63 173:0.15 174:0.93 177:0.88 179:0.51 181:0.62 182:1.00 186:0.87 187:0.68 189:0.94 190:0.89 191:0.86 192:0.56 193:0.98 196:0.91 197:0.96 202:0.36 204:0.83 205:0.95 206:0.81 208:0.61 212:0.48 216:0.61 222:0.35 227:0.85 229:0.92 230:0.73 231:0.77 232:0.94 233:0.76 235:0.31 236:0.91 238:0.93 239:0.88 241:0.46 242:0.33 243:0.57 245:0.77 246:0.61 247:0.90 248:0.77 253:0.44 254:0.97 255:0.72 256:0.45 259:0.21 261:0.98 265:0.54 266:0.84 267:0.69 268:0.46 271:0.74 276:0.67 279:0.78 281:0.91 283:0.82 284:0.88 285:0.50 287:0.92 291:0.97 300:0.84\n1 8:0.72 11:0.75 12:0.37 17:0.34 18:0.92 21:0.30 27:0.20 29:0.56 30:0.32 34:0.45 36:0.93 37:0.58 39:0.39 43:0.16 45:0.66 55:0.52 66:0.35 69:0.78 70:0.84 71:0.65 74:0.42 77:0.89 81:0.34 86:0.73 91:0.56 96:0.70 98:0.59 101:0.52 108:0.61 114:0.59 122:0.86 123:0.59 124:0.68 126:0.26 127:0.46 129:0.59 131:0.88 133:0.61 135:0.89 139:0.70 140:0.45 144:0.57 145:0.74 146:0.78 147:0.38 149:0.29 150:0.30 151:0.48 153:0.71 154:0.62 157:0.61 158:0.71 159:0.63 162:0.67 166:0.82 172:0.67 173:0.72 176:0.55 177:0.05 179:0.36 182:0.61 187:0.68 190:0.89 195:0.81 202:0.60 212:0.76 216:0.68 220:0.87 222:0.76 227:0.92 229:0.61 231:0.90 235:0.31 241:0.35 242:0.44 243:0.15 245:0.85 246:0.61 247:0.86 248:0.48 253:0.43 254:0.90 256:0.58 257:0.84 259:0.21 265:0.60 266:0.87 267:0.79 268:0.62 271:0.37 276:0.75 282:0.71 285:0.47 287:0.61 290:0.59 300:0.84\n1 11:0.42 12:0.37 17:0.28 18:0.62 21:0.78 27:0.45 29:0.56 30:0.76 34:0.75 36:0.18 37:0.50 39:0.39 43:0.10 55:0.84 66:0.54 69:0.81 70:0.22 71:0.65 74:0.35 86:0.67 91:0.22 98:0.25 108:0.65 122:0.75 123:0.63 124:0.45 127:0.15 129:0.05 131:0.61 133:0.37 135:0.90 139:0.65 144:0.57 145:0.49 146:0.43 147:0.49 149:0.09 154:0.46 157:0.61 159:0.29 163:0.87 166:0.61 172:0.21 173:0.72 177:0.70 178:0.55 179:0.63 182:0.61 187:0.68 212:0.42 216:0.77 222:0.76 227:0.61 229:0.61 231:0.71 235:0.31 241:0.43 242:0.45 243:0.63 244:0.61 245:0.40 246:0.61 247:0.35 253:0.29 254:0.80 259:0.21 265:0.27 266:0.23 267:0.89 271:0.37 276:0.21 287:0.61 300:0.18\n0 8:0.74 11:0.75 12:0.37 17:0.92 18:0.97 21:0.22 22:0.93 27:0.50 29:0.56 30:0.28 31:0.89 34:0.94 36:0.25 37:0.37 39:0.39 43:0.49 44:0.90 45:0.88 47:0.93 48:0.99 55:0.45 64:0.77 66:0.67 69:0.97 70:0.93 71:0.65 74:0.71 77:0.89 79:0.93 81:0.36 86:0.91 91:0.40 98:0.47 101:0.52 108:0.74 122:0.86 123:0.72 124:0.71 126:0.26 127:0.80 129:0.05 131:0.86 133:0.86 135:0.69 137:0.89 139:0.91 140:0.45 144:0.57 145:0.61 146:0.28 147:0.33 149:0.70 150:0.32 151:0.60 153:0.48 154:0.38 155:0.58 157:0.93 159:0.83 162:0.86 166:0.80 172:0.87 173:0.99 177:0.38 179:0.31 182:0.86 187:0.21 190:0.89 192:0.51 195:0.93 196:0.92 202:0.53 204:0.85 208:0.54 212:0.82 216:0.40 219:0.87 220:0.96 222:0.76 227:0.90 229:0.61 231:0.90 235:0.22 241:0.64 242:0.28 243:0.09 244:0.61 245:0.79 246:0.61 247:0.82 248:0.59 253:0.41 256:0.58 257:0.65 259:0.21 262:0.93 265:0.49 266:0.89 267:0.23 268:0.62 271:0.37 276:0.80 277:0.69 281:0.91 282:0.77 284:0.86 285:0.47 287:0.61 292:0.95 300:0.94\n0 8:0.65 11:0.64 12:0.37 17:0.55 18:0.95 21:0.78 27:0.57 29:0.56 30:0.53 34:0.80 36:0.63 37:0.60 39:0.39 43:0.56 45:0.66 55:0.59 66:0.74 69:0.75 70:0.81 71:0.65 74:0.30 86:0.65 91:0.48 96:0.85 98:0.73 101:0.52 108:0.59 122:0.86 123:0.56 124:0.44 127:0.48 129:0.05 131:0.88 133:0.59 135:0.81 139:0.63 140:0.45 146:0.89 147:0.91 149:0.40 151:0.60 153:0.48 154:0.52 157:0.61 159:0.65 162:0.52 166:0.61 172:0.81 173:0.67 177:0.70 179:0.38 182:0.61 187:0.68 190:0.89 191:0.81 202:0.78 212:0.71 216:0.58 220:0.87 222:0.76 227:0.92 229:0.61 231:0.90 232:0.92 235:0.05 241:0.37 242:0.45 243:0.77 245:0.75 246:0.61 247:0.88 248:0.62 253:0.51 254:0.94 256:0.71 259:0.21 265:0.73 266:0.63 267:0.92 268:0.74 271:0.37 276:0.74 285:0.47 287:0.61 300:0.84\n2 11:0.75 12:0.37 17:0.77 18:0.84 21:0.22 27:0.34 29:0.56 30:0.60 34:0.74 36:0.44 37:0.64 39:0.39 43:0.59 45:0.91 64:0.77 66:0.74 69:0.78 70:0.68 71:0.65 74:0.43 81:0.36 86:0.72 91:0.27 98:0.49 101:0.52 108:0.62 122:0.75 123:0.60 124:0.43 126:0.26 127:0.41 129:0.05 131:0.61 133:0.59 135:0.66 139:0.70 144:0.57 146:0.59 147:0.05 149:0.76 150:0.32 154:0.65 157:0.61 159:0.50 166:0.80 172:0.77 173:0.78 177:0.05 178:0.55 179:0.41 182:0.61 187:0.68 212:0.88 216:0.32 219:0.87 222:0.76 227:0.61 229:0.61 231:0.89 235:0.22 241:0.39 242:0.45 243:0.08 245:0.70 246:0.61 247:0.76 253:0.33 254:0.74 257:0.84 259:0.21 265:0.50 266:0.47 267:0.76 271:0.37 276:0.67 287:0.61 292:0.91 300:0.84\n1 12:0.37 17:0.43 18:0.68 21:0.54 27:0.45 29:0.56 30:0.21 34:0.93 36:0.27 37:0.50 39:0.39 43:0.13 55:0.52 66:0.18 69:0.70 70:0.67 71:0.65 74:0.29 81:0.26 86:0.58 91:0.15 98:0.35 108:0.53 114:0.56 122:0.77 123:0.51 124:0.75 126:0.26 127:0.37 129:0.59 131:0.61 133:0.64 135:0.65 139:0.57 145:0.40 146:0.48 147:0.55 149:0.18 150:0.25 154:0.10 157:0.61 158:0.71 159:0.53 163:0.92 166:0.82 172:0.16 173:0.65 175:0.75 176:0.55 177:0.38 178:0.55 179:0.82 182:0.61 187:0.68 212:0.37 216:0.77 222:0.76 227:0.61 229:0.61 231:0.83 235:0.60 241:0.39 242:0.40 243:0.39 244:0.83 245:0.52 246:0.61 247:0.55 253:0.38 257:0.65 259:0.21 265:0.37 266:0.47 267:0.52 271:0.37 276:0.32 277:0.69 287:0.61 290:0.56 300:0.43\n2 1:0.74 11:0.75 12:0.37 17:0.85 18:0.82 21:0.76 27:0.58 29:0.56 30:0.38 34:1.00 36:0.40 37:0.58 39:0.39 43:0.68 45:0.77 64:0.77 66:0.48 69:0.54 70:0.92 71:0.65 74:0.39 81:0.40 83:0.60 86:0.71 91:0.18 98:0.43 99:0.83 101:0.52 108:0.41 114:0.54 122:0.82 123:0.40 124:0.65 126:0.54 127:0.53 129:0.59 131:0.61 133:0.61 135:0.80 139:0.69 144:0.57 146:0.41 147:0.48 149:0.36 150:0.65 154:0.74 155:0.67 157:0.61 159:0.39 163:0.75 165:0.70 166:0.94 172:0.37 173:0.61 176:0.73 177:0.70 178:0.55 179:0.81 182:0.61 187:0.39 192:0.87 201:0.93 208:0.64 212:0.28 215:0.36 216:0.68 222:0.76 227:0.61 229:0.61 231:0.90 235:0.98 241:0.12 242:0.29 243:0.60 245:0.53 246:0.61 247:0.60 253:0.34 254:0.80 259:0.21 265:0.45 266:0.54 267:0.87 271:0.37 276:0.36 287:0.61 290:0.54 297:0.36 300:0.70\n0 1:0.69 8:0.65 9:0.76 11:0.75 12:0.37 17:0.93 18:0.97 21:0.22 22:0.93 27:0.50 29:0.56 30:0.40 31:0.95 34:0.71 36:0.19 37:0.37 39:0.39 43:0.56 44:0.90 45:0.96 47:0.93 64:0.77 66:0.77 69:0.97 70:0.77 71:0.65 74:0.87 77:0.70 79:0.96 81:0.56 83:0.60 86:0.97 91:0.29 96:0.87 97:0.89 98:0.65 99:0.83 101:0.52 108:0.74 114:0.67 117:0.86 122:0.80 123:0.72 124:0.51 126:0.44 127:0.85 129:0.05 131:0.96 133:0.86 135:0.72 137:0.95 139:0.97 140:0.45 144:0.57 145:0.67 146:0.28 147:0.33 149:0.88 150:0.59 151:0.81 153:0.48 154:0.44 155:0.58 157:0.97 158:0.79 159:0.87 162:0.86 165:0.70 166:0.94 172:0.95 173:0.99 176:0.66 177:0.38 179:0.19 182:0.92 187:0.21 190:0.77 192:0.51 195:0.95 196:0.98 201:0.68 202:0.50 204:0.85 208:0.54 212:0.88 216:0.40 219:0.92 222:0.76 227:0.97 229:0.96 231:0.91 232:0.83 235:0.31 241:0.65 242:0.45 243:0.07 244:0.61 245:0.86 246:0.95 247:0.84 248:0.82 253:0.87 255:0.74 256:0.58 257:0.65 259:0.21 262:0.93 265:0.66 266:0.89 267:0.23 268:0.59 271:0.37 276:0.91 277:0.69 279:0.82 281:0.91 282:0.77 284:0.91 285:0.56 287:0.96 290:0.67 292:0.95 300:0.94\n2 1:0.74 11:0.75 12:0.37 17:0.77 18:0.84 21:0.54 27:0.34 29:0.56 30:0.11 34:0.99 36:0.27 37:0.64 39:0.39 43:0.15 45:0.73 64:0.77 66:0.13 69:0.79 70:0.69 71:0.65 74:0.48 81:0.47 83:0.60 86:0.79 91:0.11 98:0.48 99:0.83 101:0.52 108:0.62 114:0.59 122:0.57 123:0.68 124:0.80 126:0.54 127:0.62 129:0.59 131:0.61 133:0.73 135:0.44 139:0.75 144:0.57 146:0.22 147:0.05 149:0.11 150:0.67 154:0.69 155:0.67 157:0.61 159:0.48 163:0.96 165:0.70 166:0.94 172:0.21 173:0.83 176:0.73 177:0.05 178:0.55 179:0.83 182:0.61 187:0.68 192:0.87 201:0.93 208:0.64 212:0.28 215:0.39 216:0.32 222:0.76 227:0.61 229:0.61 231:0.90 235:0.74 241:0.39 242:0.29 243:0.16 245:0.52 246:0.61 247:0.47 253:0.42 254:0.74 257:0.84 259:0.21 265:0.18 266:0.54 267:0.73 271:0.37 276:0.40 277:0.87 287:0.61 290:0.59 297:0.36 300:0.43\n2 11:0.75 12:0.37 17:0.78 18:0.84 21:0.22 27:0.34 29:0.56 30:0.53 34:0.73 36:0.41 37:0.64 39:0.39 43:0.58 45:0.90 64:0.77 66:0.74 69:0.78 70:0.62 71:0.65 74:0.43 81:0.36 86:0.72 91:0.29 98:0.51 101:0.52 108:0.62 122:0.75 123:0.59 124:0.43 126:0.26 127:0.41 129:0.05 131:0.61 133:0.59 135:0.66 139:0.70 144:0.57 146:0.62 147:0.05 149:0.74 150:0.32 154:0.65 157:0.61 159:0.50 166:0.80 172:0.77 173:0.78 177:0.05 178:0.55 179:0.41 182:0.61 187:0.68 212:0.88 216:0.32 219:0.87 222:0.76 227:0.61 229:0.61 231:0.89 235:0.22 241:0.39 242:0.40 243:0.08 245:0.70 246:0.61 247:0.84 253:0.32 254:0.74 257:0.84 259:0.21 265:0.53 266:0.47 267:0.76 271:0.37 276:0.68 287:0.61 292:0.91 300:0.84\n1 8:0.67 11:0.64 12:0.37 17:0.47 18:0.95 21:0.78 27:0.57 29:0.56 30:0.53 34:0.80 36:0.61 37:0.60 39:0.39 43:0.56 45:0.66 55:0.59 66:0.74 69:0.75 70:0.81 71:0.65 74:0.30 86:0.65 91:0.58 96:0.78 98:0.73 101:0.52 108:0.59 122:0.86 123:0.56 124:0.44 127:0.48 129:0.05 131:0.88 133:0.59 135:0.77 139:0.63 140:0.45 146:0.89 147:0.91 149:0.40 151:0.55 153:0.48 154:0.52 157:0.61 159:0.65 162:0.61 166:0.61 172:0.81 173:0.67 177:0.70 179:0.38 182:0.61 187:0.68 190:0.89 191:0.84 202:0.78 212:0.71 216:0.58 220:0.91 222:0.76 227:0.92 229:0.61 231:0.90 232:0.92 235:0.05 241:0.46 242:0.45 243:0.77 245:0.75 246:0.61 247:0.88 248:0.57 253:0.45 254:0.94 256:0.77 259:0.21 265:0.73 266:0.63 267:0.92 268:0.79 271:0.37 276:0.74 285:0.47 287:0.61 300:0.84\n0 1:0.69 8:0.72 9:0.76 11:0.75 12:0.37 17:0.88 18:0.97 21:0.22 22:0.93 27:0.50 29:0.56 30:0.40 31:0.96 34:0.66 36:0.20 37:0.37 39:0.39 43:0.56 44:0.90 45:0.96 47:0.93 64:0.77 66:0.77 69:0.97 70:0.77 71:0.65 74:0.87 77:0.70 79:0.96 81:0.56 83:0.60 86:0.97 91:0.38 96:0.89 97:0.97 98:0.65 99:0.83 101:0.52 108:0.74 114:0.67 117:0.86 122:0.80 123:0.72 124:0.51 126:0.44 127:0.85 129:0.05 131:0.97 133:0.86 135:0.73 137:0.96 139:0.97 140:0.45 144:0.57 145:0.67 146:0.28 147:0.33 149:0.88 150:0.59 151:0.89 153:0.78 154:0.44 155:0.58 157:0.97 158:0.79 159:0.87 162:0.83 165:0.70 166:0.94 172:0.95 173:0.99 176:0.66 177:0.38 179:0.19 182:0.92 187:0.21 190:0.77 192:0.51 195:0.95 196:0.98 201:0.68 202:0.65 204:0.85 208:0.54 212:0.88 216:0.40 219:0.92 222:0.76 227:0.97 229:0.96 231:0.91 232:0.83 235:0.31 241:0.67 242:0.45 243:0.07 244:0.61 245:0.86 246:0.95 247:0.84 248:0.85 253:0.89 255:0.74 256:0.68 257:0.65 259:0.21 262:0.93 265:0.66 266:0.89 267:0.23 268:0.71 271:0.37 276:0.91 277:0.69 279:0.82 281:0.91 282:0.77 284:0.94 285:0.56 287:0.96 290:0.67 292:0.95 300:0.94\n0 1:0.69 11:0.75 12:0.37 17:0.96 18:0.92 21:0.59 22:0.93 27:0.50 29:0.56 30:0.15 34:0.90 36:0.20 37:0.37 39:0.39 43:0.38 44:0.90 45:0.77 47:0.93 55:0.42 64:0.77 66:0.59 69:0.97 70:0.91 71:0.65 74:0.71 77:0.70 81:0.34 83:0.60 86:0.89 91:0.29 98:0.43 99:0.83 101:0.52 108:0.82 114:0.57 117:0.86 122:0.85 123:0.81 124:0.78 126:0.44 127:0.87 129:0.05 131:0.61 133:0.87 135:0.51 139:0.89 144:0.57 145:0.47 146:0.28 147:0.35 149:0.39 150:0.52 154:0.28 155:0.58 157:0.85 159:0.85 165:0.70 166:0.94 172:0.82 173:1.00 176:0.66 177:0.38 178:0.55 179:0.37 182:0.91 187:0.39 192:0.51 195:0.94 201:0.68 204:0.85 208:0.54 212:0.78 216:0.40 222:0.76 227:0.61 229:0.61 231:0.90 232:0.94 235:0.74 241:0.57 242:0.45 243:0.13 244:0.61 245:0.79 246:0.94 247:0.82 253:0.44 257:0.65 259:0.21 262:0.93 265:0.45 266:0.91 267:0.52 271:0.37 276:0.77 277:0.69 281:0.91 282:0.77 287:0.61 290:0.57 300:0.94\n1 8:0.77 11:0.75 12:0.37 17:0.73 18:0.80 21:0.78 27:0.53 29:0.56 30:0.37 34:0.69 36:0.19 37:0.31 39:0.39 43:0.59 45:0.66 55:0.45 66:0.68 69:0.73 70:0.76 71:0.65 74:0.59 86:0.81 91:0.71 98:0.52 101:0.52 108:0.56 120:0.69 122:0.77 123:0.54 124:0.43 127:0.32 129:0.59 131:0.61 133:0.47 135:0.71 139:0.77 140:0.80 144:0.57 145:0.67 146:0.53 147:0.59 149:0.30 151:0.60 153:0.48 154:0.51 157:0.79 159:0.36 162:0.51 164:0.53 166:0.61 172:0.61 173:0.79 175:0.75 177:0.38 178:0.42 179:0.54 182:0.74 187:0.39 190:0.89 191:0.75 202:0.60 212:0.75 216:0.35 222:0.76 227:0.61 229:0.61 231:0.86 235:0.31 241:0.59 242:0.53 243:0.72 244:0.61 245:0.68 246:0.61 247:0.47 248:0.59 253:0.38 256:0.45 257:0.65 259:0.21 260:0.66 265:0.54 266:0.54 267:0.23 268:0.46 271:0.37 276:0.53 277:0.69 285:0.47 287:0.61 300:0.55\n1 1:0.69 8:0.66 9:0.76 11:0.75 12:0.37 17:0.95 18:0.89 22:0.93 27:0.57 29:0.56 30:0.21 31:0.93 34:0.90 36:0.22 37:0.43 39:0.39 43:0.26 44:0.90 45:0.88 47:0.93 48:0.97 55:0.59 64:0.77 66:0.86 69:0.93 70:0.63 71:0.65 74:0.74 77:0.70 79:0.93 81:0.83 83:0.60 86:0.89 91:0.27 96:0.80 97:0.94 98:0.67 99:0.83 101:0.52 108:0.86 114:0.95 117:0.86 122:0.80 123:0.86 124:0.37 126:0.44 127:0.61 129:0.05 131:0.96 133:0.62 135:0.37 137:0.93 139:0.91 140:0.45 144:0.57 145:0.54 146:0.89 147:0.05 149:0.62 150:0.80 151:0.81 153:0.48 154:0.19 155:0.58 157:0.94 158:0.79 159:0.75 162:0.62 165:0.70 166:0.94 172:0.88 173:0.92 175:0.75 176:0.66 177:0.05 179:0.33 182:0.92 187:0.39 190:0.77 192:0.51 195:0.89 196:0.95 201:0.68 202:0.50 204:0.85 208:0.54 212:0.87 216:0.15 219:0.92 222:0.76 227:0.97 229:0.96 231:0.91 232:0.85 235:0.05 241:0.30 242:0.52 243:0.07 244:0.61 245:0.67 246:0.95 247:0.67 248:0.73 253:0.81 255:0.74 256:0.45 257:0.84 259:0.21 262:0.93 265:0.67 266:0.54 267:0.79 268:0.46 271:0.37 276:0.77 277:0.69 279:0.82 281:0.91 282:0.77 284:0.87 285:0.56 287:0.96 290:0.95 292:0.95 300:0.55\n4 1:0.74 7:0.81 11:0.64 12:0.79 17:0.88 20:0.88 27:0.72 28:0.56 30:0.95 32:0.80 34:0.56 36:0.32 39:0.80 43:0.87 46:0.97 66:0.54 69:0.56 74:0.66 76:0.94 77:0.89 78:0.79 81:0.97 83:0.80 85:0.72 91:0.79 98:0.14 100:0.81 101:0.76 104:0.58 107:0.91 108:0.43 110:0.94 111:0.78 114:0.98 121:0.99 123:0.41 125:0.88 126:0.54 127:0.09 129:0.05 131:0.61 135:0.20 144:0.57 145:0.92 146:0.13 147:0.18 149:0.49 150:0.99 152:0.82 154:0.85 155:0.67 157:0.81 159:0.08 160:0.88 161:0.68 165:0.92 166:0.97 167:0.94 169:0.79 172:0.10 173:0.85 176:0.73 177:0.38 178:0.55 179:0.14 181:0.60 182:0.94 186:0.80 192:0.59 195:0.55 201:0.74 204:0.89 208:0.64 215:0.96 222:0.35 227:0.61 229:0.61 230:0.87 231:0.95 232:0.80 233:0.76 235:0.05 241:0.80 243:0.63 246:0.94 253:0.75 261:0.80 265:0.15 267:0.69 282:0.88 287:0.61 289:0.99 290:0.98 297:0.36 299:0.88 300:0.08\n0 12:0.79 17:0.51 21:0.78 27:0.45 28:0.56 30:0.95 34:0.89 36:0.21 37:0.50 39:0.80 43:0.26 46:0.88 55:0.71 66:0.54 69:0.80 74:0.38 91:0.15 98:0.19 107:0.90 108:0.64 110:0.93 123:0.61 125:0.88 127:0.10 129:0.05 131:0.61 135:0.66 145:0.42 146:0.27 147:0.33 149:0.17 154:0.18 157:0.61 159:0.12 160:0.88 161:0.68 166:0.61 167:0.60 172:0.10 173:0.80 177:0.38 178:0.55 179:0.46 181:0.60 182:0.61 187:0.68 216:0.77 222:0.35 227:0.61 229:0.61 231:0.69 235:0.60 241:0.05 243:0.63 244:0.61 246:0.61 253:0.34 259:0.21 265:0.20 267:0.79 287:0.61 289:0.90 300:0.08\n1 1:0.74 11:0.64 12:0.79 17:0.79 27:0.72 28:0.56 30:0.76 34:0.49 36:0.49 37:0.36 39:0.80 43:0.93 46:1.00 60:0.95 66:0.77 69:0.25 70:0.21 74:0.77 81:0.97 83:0.89 85:0.85 91:0.48 98:0.39 101:0.83 107:0.96 108:0.20 110:0.98 114:0.98 122:0.43 123:0.19 125:0.88 126:0.54 127:0.13 129:0.05 131:0.61 135:0.56 144:0.57 146:0.24 147:0.30 149:0.80 150:0.99 154:0.93 155:0.67 157:0.92 158:0.92 159:0.11 160:0.88 161:0.68 165:0.92 166:0.97 167:0.65 172:0.37 173:0.65 176:0.73 177:0.38 178:0.55 179:0.36 181:0.60 182:0.94 187:0.68 192:0.59 201:0.74 208:0.64 212:0.95 215:0.96 216:0.14 222:0.35 227:0.61 229:0.61 231:0.95 235:0.05 241:0.24 242:0.55 243:0.79 246:0.94 247:0.35 253:0.77 259:0.21 265:0.41 266:0.12 267:0.28 276:0.31 279:0.86 283:0.82 287:0.61 289:0.99 290:0.98 297:0.36 300:0.18\n2 7:0.81 11:0.64 12:0.79 17:0.85 20:0.87 21:0.05 27:0.72 28:0.56 30:0.38 32:0.80 34:0.62 36:0.74 39:0.80 43:0.82 46:0.99 66:0.67 69:0.51 70:0.71 74:0.87 76:0.94 77:0.89 78:0.79 81:0.91 85:0.91 91:0.73 98:0.74 100:0.81 101:0.84 104:0.58 107:0.99 108:0.64 110:1.00 111:0.78 121:0.99 122:0.43 123:0.61 124:0.45 125:0.88 126:0.32 127:0.66 129:0.59 131:0.61 133:0.47 135:0.17 144:0.57 145:0.92 146:0.39 147:0.45 149:0.84 150:0.82 152:0.82 154:0.78 155:0.67 157:0.96 159:0.38 160:0.88 161:0.68 166:0.93 167:0.93 169:0.79 172:0.65 173:0.62 177:0.38 178:0.55 179:0.62 181:0.60 182:0.88 186:0.80 192:0.59 195:0.63 204:0.89 208:0.64 212:0.80 215:0.91 222:0.35 227:0.61 229:0.61 230:0.87 231:0.95 233:0.76 235:0.05 241:0.79 242:0.27 243:0.28 245:0.73 246:0.61 247:0.67 253:0.62 259:0.21 261:0.80 265:0.74 266:0.38 267:0.91 276:0.58 282:0.88 287:0.61 289:0.99 297:0.36 299:0.88 300:0.55\n1 7:0.81 11:0.64 12:0.79 17:0.85 20:0.87 21:0.05 27:0.72 28:0.56 30:0.38 32:0.80 34:0.62 36:0.74 39:0.80 43:0.82 46:0.99 66:0.67 69:0.51 70:0.71 74:0.87 76:0.94 77:0.89 78:0.79 81:0.91 85:0.91 91:0.73 98:0.74 100:0.81 101:0.84 104:0.58 107:0.99 108:0.64 110:1.00 111:0.78 121:0.99 122:0.43 123:0.61 124:0.45 125:0.88 126:0.32 127:0.66 129:0.59 131:0.61 133:0.47 135:0.17 144:0.57 145:0.92 146:0.39 147:0.45 149:0.84 150:0.82 152:0.82 154:0.78 155:0.67 157:0.96 159:0.38 160:0.88 161:0.68 166:0.93 167:0.93 169:0.79 172:0.65 173:0.62 177:0.38 178:0.55 179:0.62 181:0.60 182:0.88 186:0.80 192:0.59 195:0.63 204:0.89 208:0.64 212:0.80 215:0.91 222:0.35 227:0.61 229:0.61 230:0.87 231:0.95 233:0.76 235:0.05 241:0.79 242:0.27 243:0.28 245:0.73 246:0.61 247:0.67 253:0.62 259:0.21 261:0.80 265:0.74 266:0.38 267:0.91 276:0.58 282:0.88 287:0.61 289:0.99 297:0.36 299:0.88 300:0.55\n1 1:0.74 9:0.80 11:0.64 12:0.79 17:0.08 20:0.90 21:0.71 27:0.14 28:0.56 30:0.62 34:0.33 36:0.99 37:0.68 39:0.80 41:0.82 43:0.84 46:0.96 66:0.83 69:0.65 70:0.32 74:0.76 78:0.72 81:0.53 83:0.76 85:0.88 91:0.04 96:0.79 98:0.61 100:0.73 101:0.80 107:0.97 108:0.50 110:0.99 111:0.72 114:0.68 120:0.67 122:0.57 123:0.48 125:0.99 126:0.54 127:0.18 129:0.05 131:0.98 135:0.58 140:0.45 144:0.57 146:0.67 147:0.72 149:0.81 150:0.68 151:0.82 152:0.85 153:0.46 154:0.80 155:0.67 157:0.93 159:0.25 160:0.96 161:0.68 162:0.62 164:0.54 165:0.69 166:0.97 167:0.64 169:0.72 172:0.51 173:0.67 176:0.73 177:0.38 179:0.48 181:0.60 182:0.94 186:0.73 187:0.95 192:0.59 201:0.74 202:0.49 208:0.64 212:0.28 215:0.48 216:0.86 222:0.35 227:0.98 229:0.97 231:0.95 235:0.88 241:0.21 242:0.45 243:0.84 246:0.94 247:0.47 248:0.74 253:0.81 255:0.79 256:0.45 259:0.21 260:0.68 261:0.73 265:0.62 266:0.47 267:0.59 268:0.45 276:0.39 285:0.62 287:0.96 289:0.99 290:0.68 297:0.36 300:0.25\n1 1:0.74 7:0.81 11:0.64 12:0.79 17:0.43 20:0.85 21:0.40 27:0.31 28:0.56 30:0.91 32:0.80 34:0.93 36:0.31 37:0.55 39:0.80 43:0.79 46:0.95 60:0.87 66:0.69 69:0.75 70:0.13 74:0.76 77:0.70 78:0.78 81:0.76 83:0.87 85:0.80 91:0.14 98:0.17 100:0.82 101:0.76 104:0.95 106:0.81 107:0.94 108:0.58 110:0.97 111:0.78 114:0.82 117:0.86 121:0.90 122:0.43 123:0.56 125:0.88 126:0.54 127:0.10 129:0.05 131:0.61 135:0.87 144:0.57 145:0.63 146:0.22 147:0.28 149:0.62 150:0.84 152:0.83 154:0.73 155:0.67 157:0.87 158:0.92 159:0.10 160:0.88 161:0.68 165:0.83 166:0.97 167:0.66 169:0.79 172:0.21 173:0.82 176:0.73 177:0.38 178:0.55 179:0.14 181:0.60 182:0.93 186:0.79 187:0.39 192:0.59 195:0.67 201:0.74 204:0.89 206:0.81 208:0.64 212:0.61 215:0.67 216:0.85 222:0.35 227:0.61 229:0.61 230:0.87 231:0.95 232:0.97 233:0.76 235:0.52 241:0.27 242:0.63 243:0.73 246:0.94 247:0.30 253:0.70 259:0.21 261:0.80 265:0.18 266:0.17 267:0.28 276:0.17 279:0.86 282:0.88 283:0.82 287:0.61 289:0.99 290:0.82 297:0.36 299:0.88 300:0.13\n1 1:0.74 11:0.64 12:0.79 17:0.75 20:0.89 21:0.13 27:0.71 28:0.56 30:0.62 34:0.92 36:0.62 37:0.57 39:0.80 43:0.92 46:0.98 66:0.83 69:0.38 70:0.43 74:0.71 78:0.75 81:0.89 83:0.77 85:0.88 91:0.33 98:0.85 100:0.73 101:0.82 104:0.82 106:0.81 107:0.97 108:0.30 110:0.99 111:0.74 114:0.92 117:0.86 122:0.43 123:0.28 125:0.88 126:0.54 127:0.35 129:0.05 131:0.61 135:0.74 144:0.57 145:0.58 146:0.71 147:0.76 149:0.85 150:0.94 152:0.84 154:0.91 155:0.67 157:0.93 159:0.28 160:0.88 161:0.68 165:0.88 166:0.97 167:0.69 169:0.72 172:0.51 173:0.51 176:0.73 177:0.38 178:0.55 179:0.75 181:0.60 182:0.93 186:0.76 187:0.21 192:0.59 201:0.74 206:0.81 212:0.57 215:0.84 216:0.22 222:0.35 227:0.61 229:0.61 231:0.95 232:0.90 235:0.22 241:0.41 242:0.60 243:0.84 246:0.94 247:0.39 253:0.73 259:0.21 261:0.77 265:0.85 266:0.47 267:0.36 276:0.40 287:0.61 289:0.99 290:0.92 297:0.36 300:0.33\n0 12:0.79 17:0.38 21:0.78 27:0.45 28:0.56 30:0.44 34:0.78 36:0.18 37:0.50 39:0.80 43:0.28 46:0.88 55:0.71 66:0.51 69:0.75 70:0.73 74:0.88 91:0.06 98:0.60 107:0.94 108:0.87 110:0.95 122:0.67 123:0.86 124:0.74 125:0.88 127:0.42 129:0.05 131:0.61 133:0.74 135:0.82 145:0.44 146:0.50 147:0.57 149:0.58 154:0.64 157:0.61 159:0.78 160:0.88 161:0.68 163:0.75 166:0.61 167:0.73 172:0.70 173:0.56 177:0.38 178:0.55 179:0.39 181:0.60 182:0.61 187:0.68 212:0.23 216:0.77 222:0.35 227:0.61 229:0.61 231:0.75 235:0.68 241:0.56 242:0.81 243:0.31 245:0.77 246:0.61 247:0.39 253:0.62 254:0.88 259:0.21 265:0.61 266:0.87 267:0.84 276:0.71 277:0.69 287:0.61 289:0.92 300:0.70\n1 7:0.76 8:0.85 11:0.64 12:0.79 17:0.93 21:0.30 27:0.58 28:0.56 30:0.44 34:0.24 36:0.98 37:0.71 39:0.80 43:0.84 46:0.96 55:0.71 66:0.94 69:0.54 70:0.55 74:0.98 76:0.94 77:0.89 81:0.44 85:0.85 91:0.49 96:0.72 98:0.89 101:0.79 107:0.97 108:0.41 110:0.99 114:0.55 122:0.67 123:0.39 125:0.88 126:0.32 127:0.43 129:0.05 131:0.82 135:0.84 140:0.45 144:0.57 145:0.84 146:0.84 147:0.87 149:0.86 150:0.36 151:0.53 153:0.77 154:0.80 157:0.91 158:0.82 159:0.40 160:0.88 161:0.68 162:0.68 166:0.75 167:0.67 172:0.84 173:0.58 176:0.53 177:0.38 179:0.37 181:0.60 182:0.80 187:0.39 190:0.77 195:0.68 202:0.54 212:0.91 216:0.28 220:0.87 222:0.35 227:0.86 229:0.61 230:0.79 231:0.88 232:0.92 233:0.76 235:0.31 241:0.32 242:0.77 243:0.94 246:0.61 247:0.39 248:0.52 253:0.75 256:0.45 259:0.21 265:0.89 266:0.27 267:0.52 268:0.57 276:0.74 282:0.81 285:0.50 287:0.61 289:0.97 290:0.55 300:0.43\n4 1:0.74 7:0.81 8:0.83 11:0.64 12:0.79 17:0.89 20:0.85 27:0.72 28:0.56 30:0.95 32:0.80 34:0.56 36:0.32 39:0.80 43:0.87 46:0.97 66:0.54 69:0.56 74:0.66 76:0.94 77:0.89 78:0.82 81:0.97 83:0.80 85:0.72 91:0.79 98:0.14 100:0.87 101:0.76 104:0.58 107:0.91 108:0.43 110:0.94 111:0.82 114:0.98 121:0.99 123:0.41 125:0.88 126:0.54 127:0.09 129:0.05 131:0.61 135:0.20 144:0.57 145:0.92 146:0.13 147:0.18 149:0.49 150:0.99 152:0.81 154:0.85 155:0.67 157:0.81 159:0.08 160:0.88 161:0.68 165:0.92 166:0.97 167:0.96 169:0.85 172:0.10 173:0.85 176:0.73 177:0.38 178:0.55 179:0.14 181:0.60 182:0.94 186:0.82 192:0.59 195:0.55 201:0.74 204:0.89 208:0.64 215:0.96 222:0.35 227:0.61 229:0.61 230:0.87 231:0.95 232:0.80 233:0.76 235:0.05 241:0.85 243:0.63 246:0.94 253:0.75 261:0.82 265:0.15 267:0.69 282:0.88 287:0.61 289:0.99 290:0.98 297:0.36 299:0.88 300:0.08\n1 1:0.74 11:0.64 12:0.79 17:0.43 21:0.54 27:0.56 28:0.56 30:0.73 32:0.80 34:0.93 36:0.24 37:0.60 39:0.80 43:0.86 46:0.97 60:0.87 66:0.63 69:0.60 70:0.47 74:0.87 77:0.70 81:0.67 83:0.86 85:0.91 91:0.12 98:0.61 101:0.82 104:0.91 106:0.81 107:0.98 108:0.46 110:0.99 114:0.77 117:0.86 122:0.57 123:0.44 124:0.46 125:0.88 126:0.54 127:0.30 129:0.59 131:0.61 133:0.47 135:0.66 144:0.57 145:0.69 146:0.67 147:0.72 149:0.88 150:0.78 154:0.83 155:0.67 157:0.95 158:0.92 159:0.39 160:0.88 161:0.68 165:0.79 166:0.97 167:0.63 172:0.51 173:0.60 176:0.73 177:0.38 178:0.55 179:0.62 181:0.60 182:0.93 187:0.21 192:0.59 195:0.68 201:0.74 206:0.81 208:0.64 212:0.30 215:0.58 216:0.76 222:0.35 227:0.61 229:0.61 231:0.95 232:0.95 235:0.68 241:0.15 242:0.58 243:0.69 245:0.63 246:0.94 247:0.39 253:0.71 259:0.21 265:0.62 266:0.75 267:0.28 276:0.45 279:0.86 282:0.88 283:0.82 287:0.61 289:0.99 290:0.77 297:0.36 299:0.88 300:0.43\n1 1:0.74 11:0.64 12:0.79 17:0.57 21:0.30 27:0.20 28:0.56 30:0.86 34:0.83 36:0.40 37:0.94 39:0.80 43:0.77 46:0.95 66:0.33 69:0.79 70:0.32 74:0.62 81:0.81 83:0.75 85:0.91 91:0.27 98:0.19 101:0.77 104:0.58 107:0.97 108:0.83 110:0.99 114:0.86 122:0.43 123:0.82 124:0.78 125:0.88 126:0.54 127:0.22 129:0.89 131:0.61 133:0.78 135:0.73 144:0.57 146:0.13 147:0.18 149:0.75 150:0.87 154:0.69 155:0.67 157:0.94 159:0.59 160:0.88 161:0.68 163:0.81 165:0.84 166:0.97 167:0.57 172:0.32 173:0.64 176:0.73 177:0.38 178:0.55 179:0.56 181:0.60 182:0.93 187:0.39 192:0.59 201:0.74 212:0.39 215:0.72 216:0.29 222:0.35 227:0.61 229:0.61 231:0.95 232:0.80 235:0.42 241:0.01 242:0.63 243:0.25 245:0.54 246:0.94 247:0.30 253:0.67 259:0.21 265:0.21 266:0.54 267:0.52 276:0.36 287:0.61 289:0.99 290:0.86 297:0.36 300:0.33\n4 1:0.74 6:0.97 7:0.81 8:0.96 9:0.80 11:0.64 12:0.79 17:0.45 20:0.99 27:0.20 28:0.56 30:0.95 32:0.80 34:0.59 36:0.33 37:0.94 39:0.80 41:0.96 43:0.87 46:0.97 66:0.54 69:0.54 74:0.66 76:0.94 77:0.89 78:0.97 81:0.97 83:0.89 85:0.72 91:0.91 96:0.97 98:0.14 100:1.00 101:0.76 104:0.58 107:0.91 108:0.41 110:0.94 111:1.00 114:0.98 120:0.93 121:0.99 123:0.40 125:0.99 126:0.54 127:0.09 129:0.05 131:0.98 135:0.20 140:0.45 144:0.57 145:0.92 146:0.13 147:0.18 149:0.49 150:0.99 151:0.99 152:0.91 153:0.95 154:0.85 155:0.67 157:0.81 159:0.08 160:0.99 161:0.68 162:0.78 164:0.87 165:0.92 166:0.97 167:0.98 169:1.00 172:0.10 173:0.84 176:0.73 177:0.38 179:0.14 181:0.60 182:0.94 186:0.96 189:0.98 191:0.93 192:0.59 195:0.55 201:0.74 202:0.79 204:0.89 208:0.64 215:0.96 216:0.29 222:0.35 227:0.98 229:0.97 230:0.87 231:0.95 232:0.80 233:0.76 235:0.05 238:1.00 241:0.94 243:0.63 246:0.94 248:0.97 253:0.96 255:0.79 256:0.81 259:0.21 260:0.94 261:1.00 265:0.15 267:0.59 268:0.84 282:0.88 285:0.62 287:0.96 289:0.99 290:0.98 297:0.36 299:0.88 300:0.08\n2 1:0.74 6:0.89 8:0.76 11:0.75 12:0.79 17:0.22 18:0.65 20:0.84 21:0.54 27:0.45 28:0.60 29:0.77 30:0.72 32:0.80 34:0.91 36:0.17 37:0.50 39:0.60 43:0.14 44:0.93 45:0.66 46:0.93 55:0.84 64:0.77 66:0.26 69:0.62 70:0.48 71:0.99 74:0.66 76:0.85 77:0.70 78:0.84 81:0.46 83:0.60 86:0.74 91:0.17 97:0.89 98:0.53 99:0.83 100:0.86 101:0.52 107:0.97 108:0.47 110:0.99 111:0.83 114:0.59 122:0.55 123:0.79 124:0.58 125:0.88 126:0.54 127:0.44 129:0.05 131:0.61 133:0.43 135:0.94 139:0.86 144:0.57 145:0.45 146:0.65 147:0.70 149:0.18 150:0.67 152:0.81 154:0.76 155:0.67 157:0.81 158:0.91 159:0.58 160:0.88 161:0.68 163:0.94 165:0.70 166:0.98 167:0.66 169:0.83 172:0.37 173:0.54 176:0.73 177:0.70 178:0.55 179:0.76 181:0.80 182:0.95 186:0.84 187:0.68 189:0.93 192:0.87 195:0.79 201:0.93 208:0.64 212:0.23 215:0.39 216:0.77 219:0.95 222:0.95 227:0.61 229:0.61 231:0.96 235:0.74 238:0.89 241:0.41 242:0.24 243:0.57 245:0.64 246:0.85 247:0.67 253:0.44 254:0.74 259:0.21 261:0.84 265:0.51 266:0.71 267:0.52 271:0.24 276:0.42 277:0.69 279:0.86 282:0.88 283:0.77 287:0.61 289:0.99 290:0.59 292:0.91 297:0.36 300:0.43\n1 1:0.74 7:0.64 9:0.80 11:0.85 12:0.79 17:0.98 18:0.88 21:0.22 27:0.70 28:0.60 29:0.77 30:0.38 31:0.88 32:0.80 34:0.59 36:0.99 37:0.65 39:0.60 41:0.82 43:0.68 44:0.93 45:0.87 46:0.97 48:0.91 60:0.87 64:0.77 66:0.64 69:0.25 70:0.94 71:0.99 74:0.86 76:0.85 77:0.89 79:0.88 81:0.67 83:0.91 85:0.72 86:0.92 91:0.42 96:0.71 98:0.68 101:0.87 104:0.90 106:0.81 107:0.99 108:0.20 110:0.99 114:0.71 120:0.57 122:0.57 123:0.19 124:0.51 125:0.99 126:0.54 127:0.53 129:0.59 131:0.99 133:0.61 135:0.78 137:0.88 139:0.95 140:0.45 144:0.57 145:0.96 146:0.86 147:0.89 149:0.72 150:0.80 151:0.56 153:0.48 154:0.89 155:0.67 157:0.97 158:0.92 159:0.68 160:0.96 161:0.68 162:0.86 164:0.57 165:0.93 166:0.98 167:0.56 172:0.75 173:0.18 176:0.73 177:0.70 179:0.44 181:0.80 182:0.96 187:0.21 192:0.87 195:0.84 196:0.92 201:0.93 202:0.36 206:0.81 208:0.64 212:0.70 215:0.51 216:0.18 219:0.95 220:0.82 222:0.95 227:0.88 229:0.98 230:0.64 231:0.96 233:0.73 235:0.42 241:0.05 242:0.16 243:0.69 245:0.77 246:0.85 247:0.88 248:0.55 253:0.59 255:0.95 256:0.45 259:0.21 260:0.58 265:0.68 266:0.80 267:0.79 268:0.46 271:0.24 276:0.67 279:0.86 281:0.88 282:0.88 283:0.82 284:0.89 285:0.62 287:0.88 289:0.99 290:0.71 292:0.95 297:0.36 300:0.94\n0 9:0.76 11:0.64 12:0.79 17:0.88 18:0.93 21:0.59 22:0.93 27:0.40 28:0.60 29:0.77 30:0.71 34:0.61 36:0.49 37:0.57 39:0.60 43:0.60 44:0.87 45:0.73 46:0.88 47:0.93 48:0.99 55:0.45 64:0.77 66:0.98 69:0.41 70:0.37 71:0.99 74:0.53 77:0.70 81:0.23 83:0.60 86:0.95 91:0.25 96:0.83 97:0.89 98:0.95 101:0.52 104:0.95 107:0.91 108:0.32 110:0.93 120:0.72 122:0.77 123:0.31 125:1.00 126:0.26 127:0.64 129:0.05 131:0.99 135:0.32 139:0.93 140:0.45 144:0.57 145:0.88 146:0.91 147:0.92 149:0.60 150:0.23 151:0.83 153:0.69 154:0.57 155:0.58 157:0.61 158:0.79 159:0.51 160:0.96 161:0.68 162:0.86 164:0.55 166:0.61 167:0.62 172:0.95 173:0.41 175:0.75 177:0.38 179:0.21 181:0.80 182:0.96 187:0.95 190:0.77 191:0.75 192:0.59 195:0.71 202:0.46 208:0.54 212:0.93 216:0.55 222:0.95 227:0.88 229:0.98 231:0.96 232:0.97 235:0.68 241:0.27 242:0.74 243:0.98 244:0.61 246:0.61 247:0.67 248:0.75 253:0.73 255:0.74 256:0.45 257:0.65 259:0.21 260:0.69 262:0.93 265:0.95 266:0.38 267:0.28 268:0.55 271:0.24 276:0.90 277:0.69 279:0.82 281:0.89 282:0.71 283:0.82 285:0.56 287:0.88 289:0.99 300:0.55\n1 11:0.75 12:0.79 17:0.57 18:0.85 21:0.74 28:0.60 29:0.77 30:0.17 32:0.62 34:0.36 36:0.18 37:0.97 39:0.60 43:0.59 45:0.85 46:0.94 48:0.91 55:0.71 66:0.69 69:0.59 70:0.94 71:0.99 74:0.49 81:0.23 86:0.84 91:0.08 98:0.74 101:0.52 104:0.80 106:0.81 107:0.99 108:0.45 110:0.99 123:0.43 124:0.76 125:0.88 126:0.26 127:0.82 129:0.59 131:0.61 133:0.91 135:0.32 139:0.82 144:0.57 145:0.63 146:0.98 147:0.98 149:0.66 150:0.23 154:0.48 157:0.95 159:0.89 160:0.88 161:0.68 166:0.90 167:0.49 172:0.92 173:0.29 177:0.70 178:0.55 179:0.24 181:0.80 182:0.86 187:0.39 195:0.96 206:0.81 212:0.54 215:0.36 216:0.98 222:0.95 227:0.61 229:0.61 231:0.94 232:0.87 235:0.88 242:0.50 243:0.72 244:0.61 245:0.81 246:0.61 247:0.86 253:0.34 259:0.21 265:0.74 266:0.95 267:0.36 271:0.24 276:0.88 281:0.89 287:0.61 289:0.98 297:0.36 300:0.84\n1 1:0.69 7:0.72 8:0.64 9:0.76 11:0.75 12:0.79 17:0.95 18:0.80 20:0.89 27:0.57 28:0.60 29:0.77 30:0.70 32:0.69 34:0.64 36:0.79 37:0.60 39:0.60 43:0.71 45:0.95 46:0.99 48:0.91 66:0.84 69:0.32 70:0.58 71:0.99 74:0.92 77:0.96 78:0.78 81:0.84 83:0.60 86:0.88 91:0.37 96:0.84 97:0.89 98:0.71 99:0.83 100:0.79 101:0.52 104:0.95 106:0.81 107:0.99 108:0.25 110:1.00 111:0.77 114:0.95 117:0.86 120:0.74 122:0.75 123:0.24 124:0.38 125:0.99 126:0.44 127:0.80 129:0.59 131:0.99 133:0.46 135:0.75 139:0.85 140:0.45 144:0.57 145:0.86 146:0.90 147:0.92 149:0.91 150:0.82 151:0.84 152:0.84 153:0.72 154:0.70 155:0.58 157:0.99 158:0.79 159:0.75 160:0.96 161:0.68 162:0.67 164:0.55 165:0.70 166:0.98 167:0.55 169:0.77 172:0.88 173:0.20 176:0.66 177:0.70 179:0.34 181:0.80 182:0.96 186:0.79 187:0.39 190:0.77 191:0.75 192:0.59 195:0.87 201:0.68 202:0.53 204:0.85 206:0.81 208:0.54 212:0.73 215:0.96 216:0.56 222:0.95 227:0.88 229:0.98 230:0.75 231:0.96 232:0.97 233:0.76 235:0.05 241:0.03 242:0.50 243:0.85 245:0.82 246:0.85 247:0.74 248:0.76 253:0.86 254:0.88 255:0.74 256:0.45 259:0.21 260:0.69 261:0.80 265:0.71 266:0.54 267:0.69 268:0.57 271:0.24 276:0.75 279:0.82 281:0.91 282:0.77 283:0.82 285:0.56 287:0.88 289:0.99 290:0.95 297:0.36 300:0.70\n1 1:0.69 7:0.72 9:0.76 11:0.85 12:0.79 17:0.36 18:0.70 21:0.47 27:0.19 28:0.60 29:0.77 30:0.58 32:0.69 34:0.52 36:0.28 37:0.38 39:0.60 43:0.71 45:0.98 46:0.99 48:0.91 66:0.99 69:0.35 70:0.58 71:0.99 74:0.90 76:0.94 77:0.89 81:0.38 83:0.60 85:0.72 86:0.81 91:0.27 96:0.86 97:0.89 98:0.96 99:0.83 101:0.87 107:1.00 108:0.27 110:1.00 114:0.59 120:0.77 122:0.51 123:0.26 125:0.97 126:0.44 127:0.68 129:0.05 131:0.99 135:0.95 139:0.79 140:0.45 144:0.57 145:0.59 146:0.99 147:0.99 149:0.93 150:0.54 151:0.90 153:0.83 154:0.70 155:0.58 157:0.99 158:0.78 159:0.80 160:0.97 161:0.68 162:0.82 164:0.71 165:0.70 166:0.98 167:0.81 172:0.96 173:0.18 176:0.66 177:0.70 179:0.18 181:0.80 182:0.96 187:0.39 190:0.77 192:0.59 195:0.93 201:0.68 202:0.63 204:0.85 208:0.54 212:0.54 215:0.41 216:0.87 222:0.95 227:0.88 229:0.98 230:0.74 231:0.96 233:0.76 235:0.60 241:0.73 242:0.45 243:0.99 246:0.85 247:0.84 248:0.81 253:0.87 255:0.74 256:0.64 259:0.21 260:0.74 265:0.96 266:0.54 267:0.59 268:0.69 271:0.24 276:0.92 279:0.82 281:0.91 282:0.77 283:0.78 285:0.56 287:0.88 289:0.99 290:0.59 297:0.36 300:0.70\n1 1:0.74 11:0.64 12:0.79 17:0.51 18:0.73 21:0.64 27:0.45 28:0.60 29:0.77 30:0.62 34:0.83 36:0.25 37:0.50 39:0.60 43:0.81 46:0.94 60:0.87 64:0.77 66:0.16 69:0.70 70:0.23 71:0.99 74:0.56 81:0.45 83:0.91 85:0.72 86:0.78 91:0.15 98:0.34 101:0.87 107:0.92 108:0.54 110:0.94 114:0.57 122:0.57 123:0.77 124:0.71 125:0.88 126:0.54 127:0.31 129:0.05 131:0.61 133:0.60 135:0.34 139:0.82 144:0.57 145:0.47 146:0.17 147:0.22 149:0.58 150:0.70 154:0.77 155:0.67 157:0.81 158:0.91 159:0.44 160:0.88 161:0.68 163:0.79 165:0.93 166:0.97 167:0.66 172:0.16 173:0.69 176:0.73 177:0.70 178:0.55 179:0.89 181:0.80 182:0.95 187:0.68 192:0.87 201:0.93 208:0.64 212:0.30 215:0.38 216:0.77 219:0.95 222:0.95 227:0.61 229:0.61 231:0.96 235:0.84 241:0.41 242:0.33 243:0.48 245:0.43 246:0.85 247:0.39 253:0.41 259:0.21 265:0.11 266:0.27 267:0.28 271:0.24 276:0.25 277:0.69 279:0.86 283:0.78 287:0.61 289:0.99 290:0.57 292:0.91 297:0.36 300:0.18\n2 6:0.87 7:0.64 8:0.77 11:0.75 12:0.79 17:0.89 18:0.80 20:0.87 21:0.30 22:0.93 27:0.56 28:0.60 29:0.77 30:0.33 34:0.91 36:0.55 37:0.69 39:0.60 43:0.58 45:0.81 46:0.96 47:0.93 48:0.91 60:0.95 64:0.77 66:0.60 69:0.83 70:0.89 71:0.99 74:0.61 78:0.80 81:0.42 83:0.91 86:0.79 91:0.42 97:0.89 98:0.52 100:0.81 101:0.52 104:0.89 106:0.81 107:0.97 108:0.68 110:0.99 111:0.79 120:0.64 122:0.51 123:0.66 124:0.65 125:0.88 126:0.44 127:0.76 129:0.05 131:0.94 133:0.73 135:0.54 139:0.86 140:0.45 144:0.57 146:0.65 147:0.05 149:0.50 150:0.33 151:0.56 152:0.82 153:0.69 154:0.57 155:0.67 157:0.95 158:0.92 159:0.61 160:0.88 161:0.68 162:0.86 164:0.52 166:0.91 167:0.65 169:0.79 172:0.51 173:0.83 177:0.05 179:0.75 181:0.80 182:0.86 186:0.81 187:0.39 189:0.89 190:0.89 191:0.70 192:0.87 201:0.68 202:0.46 206:0.81 208:0.64 212:0.18 215:0.44 216:0.48 219:0.95 220:0.62 222:0.95 227:0.85 229:0.61 230:0.64 231:0.94 233:0.73 235:0.42 238:0.85 241:0.39 242:0.18 243:0.13 245:0.54 246:0.61 247:0.74 248:0.55 253:0.39 254:0.95 256:0.45 257:0.84 259:0.21 260:0.58 261:0.81 262:0.93 265:0.54 266:0.71 267:0.52 268:0.55 271:0.24 276:0.48 279:0.86 281:0.88 283:0.82 285:0.47 287:0.61 289:0.98 292:0.95 297:0.36 300:0.70\n1 1:0.74 7:0.81 9:0.76 11:0.85 12:0.79 17:0.98 18:0.79 21:0.47 22:0.93 27:0.64 28:0.60 29:0.77 30:0.75 32:0.69 34:0.39 36:0.56 37:0.65 39:0.60 43:0.86 45:0.92 46:0.99 47:0.93 48:0.91 64:0.77 66:0.20 69:0.60 70:0.56 71:0.99 74:0.83 76:0.85 77:0.70 81:0.52 83:0.91 85:0.72 86:0.87 91:0.35 96:0.80 98:0.49 101:0.87 104:0.98 106:0.81 107:0.99 108:0.80 110:1.00 114:0.60 117:0.86 120:0.69 122:0.51 123:0.44 124:0.69 125:1.00 126:0.54 127:0.62 129:0.59 131:0.99 133:0.66 135:0.39 139:0.88 140:0.45 144:0.57 145:0.88 146:0.53 147:0.59 149:0.88 150:0.74 151:0.81 153:0.48 154:0.83 155:0.67 157:0.98 159:0.48 160:0.96 161:0.68 162:0.86 164:0.54 165:0.93 166:0.98 167:0.67 172:0.65 173:0.62 176:0.73 177:0.70 179:0.45 181:0.80 182:0.96 187:0.87 190:0.77 192:0.87 195:0.67 201:0.93 202:0.36 204:0.89 206:0.81 208:0.64 212:0.71 215:0.41 216:0.44 222:0.95 227:0.88 229:0.98 230:0.86 231:0.96 232:0.99 233:0.73 235:0.74 241:0.46 242:0.55 243:0.40 245:0.83 246:0.85 247:0.60 248:0.73 253:0.81 255:0.74 256:0.45 259:0.21 260:0.68 262:0.93 265:0.30 266:0.63 267:0.59 268:0.46 271:0.24 276:0.68 281:0.89 282:0.77 285:0.56 287:0.88 289:0.99 290:0.60 297:0.36 300:0.70\n1 1:0.69 7:0.72 8:0.95 9:0.76 11:0.75 12:0.79 17:0.49 20:0.76 21:0.30 27:0.47 28:0.60 29:0.77 30:0.66 31:0.90 32:0.69 34:0.36 36:0.31 37:0.26 39:0.60 43:0.71 45:0.83 46:0.99 66:0.85 69:0.32 70:0.40 71:0.99 74:0.71 77:0.89 78:0.72 79:0.90 81:0.50 83:0.60 91:0.58 96:0.72 97:0.89 98:0.90 99:0.83 100:0.73 101:0.52 104:0.84 107:0.99 108:0.25 110:0.99 111:0.72 114:0.63 120:0.67 122:0.75 123:0.24 125:0.97 126:0.44 127:0.48 129:0.05 131:0.99 135:0.47 137:0.90 140:0.87 144:0.57 145:0.74 146:0.71 147:0.75 149:0.72 150:0.57 151:0.64 152:0.75 153:0.48 154:0.61 155:0.58 157:0.97 158:0.79 159:0.28 160:0.96 161:0.68 162:0.65 164:0.54 165:0.70 166:0.98 167:0.72 169:0.72 172:0.57 173:0.50 175:0.75 176:0.66 177:0.38 178:0.42 179:0.74 181:0.80 182:0.96 186:0.73 187:0.21 190:0.77 191:0.78 192:0.59 195:0.58 201:0.68 202:0.62 204:0.85 208:0.54 212:0.58 215:0.44 216:0.93 220:0.62 222:0.95 227:0.88 229:0.98 230:0.74 231:0.96 233:0.73 235:0.42 241:0.61 242:0.52 243:0.86 244:0.61 246:0.85 247:0.39 248:0.63 253:0.54 255:0.79 256:0.64 257:0.65 259:0.21 260:0.61 261:0.73 265:0.90 266:0.27 267:0.76 268:0.63 271:0.24 276:0.44 277:0.69 279:0.82 282:0.77 283:0.82 284:0.86 285:0.62 287:0.88 289:0.99 290:0.63 297:0.36 300:0.33\n4 1:0.69 6:0.96 7:0.72 8:0.93 9:0.80 11:0.75 12:0.79 17:0.36 20:0.88 21:0.71 27:0.12 28:0.60 29:0.77 30:0.76 31:0.95 32:0.69 34:0.69 36:0.55 37:0.95 39:0.60 41:0.82 43:0.68 45:0.95 46:1.00 66:0.67 69:0.58 70:0.29 71:0.99 74:0.86 77:0.70 78:0.94 79:0.94 81:0.32 83:0.91 91:0.78 96:0.93 97:0.94 98:0.57 99:0.83 100:0.99 101:0.52 104:0.58 107:0.99 108:0.69 110:1.00 111:0.98 114:0.54 120:0.91 122:0.51 123:0.67 124:0.50 125:0.96 126:0.44 127:0.63 129:0.81 131:0.99 133:0.67 135:0.34 137:0.95 140:0.99 144:0.57 145:0.82 146:0.23 147:0.29 149:0.91 150:0.51 151:0.87 152:0.93 153:0.94 154:0.58 155:0.67 157:0.99 158:0.78 159:0.36 160:0.99 161:0.68 162:0.50 164:0.86 165:0.70 166:0.97 167:0.94 169:0.97 172:0.79 173:0.70 175:0.75 176:0.66 177:0.38 178:0.50 179:0.40 181:0.80 182:0.96 186:0.94 189:0.97 191:0.95 192:0.87 195:0.62 201:0.68 202:0.92 204:0.85 208:0.64 212:0.89 215:0.37 216:0.24 222:0.95 227:0.88 229:0.98 230:0.75 231:0.96 232:0.80 233:0.76 235:0.88 238:0.98 241:0.89 242:0.63 243:0.25 244:0.61 245:0.80 246:0.85 247:0.39 248:0.77 253:0.93 255:0.95 256:0.87 257:0.65 259:0.21 260:0.86 261:0.97 265:0.58 266:0.38 267:0.28 268:0.88 271:0.24 276:0.70 277:0.69 279:0.82 282:0.77 283:0.82 284:0.93 285:0.62 287:0.88 289:0.99 290:0.54 297:0.36 300:0.33\n2 7:0.72 12:0.79 17:0.73 18:0.82 21:0.22 27:0.54 28:0.60 29:0.77 30:0.58 32:0.69 34:0.89 36:0.54 37:0.27 39:0.60 43:0.15 46:0.88 55:0.59 66:0.80 69:0.52 70:0.33 71:0.99 74:0.48 77:0.89 81:0.57 86:0.76 91:0.53 98:0.87 104:0.58 107:0.93 108:0.40 110:0.95 122:0.86 123:0.38 125:0.88 126:0.26 127:0.39 129:0.05 131:0.61 135:0.61 139:0.73 144:0.57 145:0.95 146:0.77 147:0.80 149:0.21 150:0.42 154:0.11 155:0.58 157:0.61 159:0.33 160:0.88 161:0.68 163:0.81 166:0.91 167:0.66 172:0.45 173:0.61 175:0.75 177:0.38 178:0.55 179:0.83 181:0.80 182:0.81 187:0.39 192:0.59 195:0.63 204:0.85 208:0.54 212:0.37 215:0.51 216:0.13 222:0.95 227:0.61 229:0.61 230:0.75 231:0.93 233:0.76 235:0.31 241:0.43 242:0.58 243:0.82 244:0.83 246:0.61 247:0.47 253:0.34 257:0.65 259:0.21 265:0.87 266:0.38 267:0.28 271:0.24 276:0.37 277:0.69 282:0.77 287:0.61 289:0.98 297:0.36 300:0.25\n4 6:0.79 7:0.63 8:0.58 12:0.79 17:0.47 18:0.80 20:0.89 21:0.74 27:0.54 28:0.60 29:0.77 30:0.21 32:0.62 34:0.58 36:0.31 37:0.27 39:0.60 43:0.16 46:0.88 55:0.45 66:0.80 69:0.52 70:0.50 71:0.99 78:0.92 81:0.23 86:0.81 91:0.88 98:0.91 100:0.92 104:0.58 107:0.93 108:0.40 110:0.96 111:0.91 120:0.66 122:0.65 123:0.38 125:0.88 126:0.26 127:0.51 129:0.05 131:0.94 135:0.51 139:0.77 140:0.45 145:0.82 146:0.69 147:0.74 149:0.11 150:0.23 151:0.57 152:0.84 153:0.78 154:0.56 157:0.61 159:0.27 160:0.88 161:0.68 162:0.51 163:0.75 164:0.53 166:0.90 167:0.95 169:0.89 172:0.45 173:0.70 175:0.75 177:0.38 179:0.86 181:0.80 182:0.61 186:0.92 189:0.81 190:0.89 191:0.81 195:0.59 202:0.72 212:0.37 215:0.36 216:0.13 220:0.62 222:0.95 227:0.85 229:0.61 230:0.63 231:0.87 233:0.73 235:0.88 238:0.88 241:0.93 242:0.40 243:0.82 244:0.61 246:0.61 247:0.47 248:0.57 253:0.20 254:0.74 256:0.64 257:0.65 259:0.21 260:0.58 261:0.91 265:0.91 266:0.38 267:0.28 268:0.65 271:0.24 276:0.35 277:0.69 283:0.78 285:0.47 287:0.61 289:0.95 297:0.36 300:0.33\n1 1:0.74 6:0.84 8:0.67 11:0.75 12:0.79 17:0.89 18:0.89 20:0.99 21:0.13 22:0.93 27:0.54 28:0.60 29:0.77 30:0.45 32:0.69 34:0.81 36:0.56 37:0.65 39:0.60 43:0.67 44:0.87 45:0.87 46:0.99 47:0.93 64:0.77 66:0.90 69:0.29 70:0.62 71:0.99 74:0.82 77:0.89 78:0.88 81:0.74 83:0.91 86:0.94 91:0.37 97:0.89 98:0.91 100:0.90 101:0.52 104:0.99 106:0.81 107:0.99 108:0.22 110:0.99 111:0.87 114:0.79 117:0.86 122:0.57 123:0.22 125:0.88 126:0.54 127:0.49 129:0.05 131:0.61 135:0.65 139:0.91 144:0.57 145:0.82 146:0.76 147:0.80 149:0.50 150:0.84 152:0.91 154:0.85 155:0.67 157:0.98 158:0.79 159:0.32 160:0.88 161:0.68 165:0.93 166:0.98 167:0.58 169:0.87 172:0.73 173:0.43 176:0.73 177:0.70 178:0.55 179:0.56 181:0.80 182:0.95 186:0.88 187:0.68 189:0.86 192:0.87 195:0.57 201:0.93 206:0.81 208:0.64 212:0.84 215:0.61 216:0.62 222:0.95 227:0.61 229:0.61 231:0.96 235:0.31 238:0.88 241:0.12 242:0.24 243:0.91 246:0.85 247:0.67 253:0.57 254:0.74 259:0.21 261:0.90 262:0.93 265:0.91 266:0.27 267:0.44 271:0.24 276:0.60 279:0.82 282:0.77 283:0.82 287:0.61 289:0.99 290:0.79 297:0.36 300:0.55\n2 1:0.74 9:0.76 11:0.85 12:0.79 17:0.90 18:0.77 21:0.13 27:0.72 28:0.60 29:0.77 30:0.89 34:0.85 36:0.57 39:0.60 43:0.92 45:0.87 46:1.00 64:0.77 66:0.91 69:0.38 70:0.22 71:0.99 74:0.79 81:0.74 83:0.91 85:0.85 86:0.88 91:0.89 96:0.75 98:0.95 101:0.87 104:0.75 107:0.99 108:0.30 110:0.99 114:0.79 120:0.63 122:0.51 123:0.28 125:1.00 126:0.54 127:0.68 129:0.05 131:0.99 135:0.47 139:0.85 140:0.45 144:0.57 146:0.72 147:0.76 149:0.93 150:0.84 151:0.65 153:0.48 154:0.91 155:0.67 157:0.98 159:0.29 160:0.96 161:0.68 162:0.86 164:0.54 165:0.93 166:0.98 167:0.91 172:0.74 173:0.58 176:0.73 177:0.70 179:0.59 181:0.80 182:0.96 190:0.77 192:0.87 201:0.93 202:0.36 208:0.64 212:0.82 215:0.61 220:0.62 222:0.95 227:0.88 229:0.98 231:0.96 235:0.31 241:0.80 242:0.45 243:0.91 246:0.85 247:0.47 248:0.63 253:0.72 255:0.74 256:0.45 259:0.21 260:0.63 265:0.95 266:0.27 267:0.23 268:0.46 271:0.24 276:0.62 285:0.56 287:0.88 289:0.99 290:0.79 297:0.36 300:0.25\n2 9:0.76 11:0.75 12:0.79 17:0.30 18:0.84 21:0.74 27:0.48 28:0.60 29:0.77 30:0.14 32:0.62 34:0.21 36:0.20 37:0.55 39:0.60 43:0.59 45:0.85 46:0.94 48:0.91 55:0.71 66:0.68 69:0.59 70:0.94 71:0.99 74:0.54 81:0.23 83:0.60 86:0.84 91:0.35 96:0.86 97:0.97 98:0.74 101:0.52 107:0.99 108:0.45 110:0.99 120:0.79 123:0.43 124:0.76 125:0.97 126:0.26 127:0.81 129:0.59 131:0.99 133:0.91 135:0.34 139:0.81 140:0.45 144:0.57 145:0.63 146:0.98 147:0.98 149:0.66 150:0.23 151:0.90 153:0.83 154:0.48 155:0.58 157:0.95 158:0.78 159:0.89 160:0.98 161:0.68 162:0.76 164:0.73 166:0.90 167:0.69 172:0.91 173:0.29 177:0.70 179:0.25 181:0.80 182:0.96 187:0.39 190:0.77 192:0.59 195:0.96 202:0.68 208:0.54 212:0.54 215:0.36 216:0.92 222:0.95 227:0.88 229:0.98 231:0.96 235:0.88 241:0.52 242:0.54 243:0.72 244:0.61 245:0.81 246:0.61 247:0.86 248:0.81 253:0.79 255:0.74 256:0.71 259:0.21 260:0.74 265:0.74 266:0.95 267:0.76 268:0.73 271:0.24 276:0.88 279:0.82 281:0.89 283:0.82 285:0.56 287:0.88 289:0.99 297:0.36 300:0.84\n2 7:0.63 12:0.79 17:0.70 18:0.66 21:0.30 27:0.54 28:0.60 29:0.77 30:0.76 32:0.69 34:0.79 36:0.44 37:0.27 39:0.60 43:0.16 46:0.88 55:0.71 66:0.36 69:0.41 70:0.15 71:0.99 74:0.39 77:0.89 81:0.36 86:0.65 91:0.46 98:0.27 104:0.58 107:0.91 108:0.32 110:0.93 122:0.65 123:0.31 124:0.52 125:0.88 126:0.26 127:0.42 129:0.05 131:0.61 133:0.39 135:0.42 139:0.64 144:0.57 145:0.76 146:0.27 147:0.33 149:0.11 150:0.32 154:0.11 157:0.61 159:0.30 160:0.88 161:0.68 163:0.79 166:0.91 167:0.72 172:0.10 173:0.54 175:0.75 177:0.38 178:0.55 179:0.99 181:0.80 182:0.81 187:0.39 195:0.61 212:0.95 215:0.44 216:0.13 222:0.95 227:0.61 229:0.61 230:0.63 231:0.93 233:0.73 235:0.31 241:0.59 242:0.82 243:0.51 244:0.83 245:0.37 246:0.61 247:0.12 253:0.31 257:0.65 259:0.21 265:0.29 266:0.12 267:0.36 271:0.24 276:0.14 277:0.69 282:0.77 287:0.61 289:0.98 297:0.36 300:0.13\n2 7:0.81 8:0.68 12:0.79 17:0.94 18:0.80 20:0.80 21:0.54 22:0.93 27:0.64 28:0.60 29:0.77 30:0.66 32:0.62 34:0.58 36:0.54 37:0.65 39:0.60 43:0.13 46:0.88 47:0.93 48:0.91 55:0.45 60:0.95 64:0.77 66:0.25 69:0.60 70:0.61 71:0.99 74:0.58 76:0.85 78:0.81 81:0.33 83:0.91 86:0.80 91:0.35 96:0.75 97:0.94 98:0.49 100:0.84 104:0.98 106:0.81 107:0.95 108:0.80 110:0.97 111:0.81 117:0.86 123:0.44 124:0.69 125:0.88 126:0.44 127:0.63 129:0.59 131:0.86 133:0.64 135:0.39 139:0.88 140:0.45 144:0.57 145:0.88 146:0.53 147:0.59 149:0.24 150:0.27 151:0.55 152:0.78 153:0.48 154:0.57 155:0.67 157:0.61 158:0.91 159:0.48 160:0.88 161:0.68 162:0.86 166:0.91 167:0.61 169:0.83 172:0.45 173:0.62 175:0.75 177:0.38 179:0.67 181:0.80 182:0.61 186:0.82 187:0.68 190:0.89 192:0.87 195:0.67 201:0.68 202:0.36 204:0.89 206:0.81 208:0.64 212:0.57 215:0.39 216:0.44 219:0.95 220:0.62 222:0.95 227:0.83 229:0.61 230:0.86 231:0.96 232:0.99 233:0.73 235:0.74 241:0.24 242:0.76 243:0.44 244:0.61 245:0.68 246:0.61 247:0.55 248:0.54 253:0.45 254:0.74 256:0.45 257:0.65 259:0.21 261:0.80 262:0.93 265:0.30 266:0.75 267:0.59 268:0.46 271:0.24 276:0.53 277:0.69 279:0.86 281:0.88 283:0.82 285:0.47 287:0.61 289:0.99 292:0.91 297:0.36 300:0.55\n1 8:0.94 12:0.37 17:0.96 18:0.65 21:0.54 22:0.93 27:0.04 29:0.71 30:0.62 31:0.96 34:0.42 36:0.60 37:0.96 39:0.58 43:0.17 47:0.93 55:0.84 66:0.72 69:0.30 70:0.47 71:0.80 74:0.51 79:0.96 81:0.25 86:0.76 91:0.78 98:0.84 104:0.80 106:0.81 108:0.24 114:0.58 120:0.81 123:0.23 124:0.41 126:0.26 127:0.76 129:0.05 133:0.37 135:0.81 137:0.96 139:0.77 140:0.45 146:0.83 147:0.86 149:0.24 150:0.25 151:0.90 153:0.83 154:0.78 159:0.50 162:0.64 163:0.86 164:0.66 172:0.59 173:0.33 176:0.61 177:0.70 179:0.73 187:0.39 190:0.77 192:0.51 196:0.94 202:0.63 206:0.81 212:0.27 216:0.31 219:0.92 222:0.35 235:0.60 241:0.37 242:0.72 243:0.75 245:0.61 247:0.60 248:0.85 253:0.41 254:0.95 255:0.74 256:0.58 259:0.21 260:0.78 262:0.93 265:0.84 266:0.63 267:0.44 268:0.64 271:0.79 276:0.52 283:0.82 284:0.92 285:0.56 290:0.58 292:0.95 300:0.43\n1 7:0.72 8:0.90 12:0.37 17:0.49 21:0.30 27:0.01 29:0.71 31:0.88 32:0.69 34:0.64 36:0.79 37:0.93 39:0.58 43:0.12 44:0.90 48:0.91 64:0.77 66:0.36 69:0.75 71:0.80 74:0.42 76:0.85 77:0.70 79:0.88 81:0.39 91:0.93 98:0.10 108:0.59 120:0.59 123:0.56 126:0.44 127:0.07 129:0.05 135:0.86 137:0.88 139:0.79 140:0.45 145:0.70 146:0.05 147:0.05 149:0.06 150:0.31 151:0.56 153:0.78 154:0.09 159:0.05 162:0.78 164:0.65 172:0.05 173:0.95 175:0.91 177:0.05 187:0.21 190:0.77 191:0.93 192:0.51 195:0.61 196:0.90 201:0.68 202:0.59 215:0.44 216:0.51 219:0.92 220:0.82 222:0.35 230:0.74 233:0.73 235:0.42 241:0.76 243:0.51 244:0.83 248:0.56 253:0.32 255:0.74 256:0.58 257:0.84 259:0.21 260:0.58 265:0.11 267:0.65 268:0.64 271:0.79 277:0.87 281:0.89 282:0.73 283:0.78 284:0.92 285:0.56 292:0.91 297:0.36\n1 7:0.72 12:0.37 17:0.59 21:0.30 22:0.93 27:0.33 29:0.71 32:0.64 37:0.60 39:0.58 47:0.93 48:0.91 71:0.80 74:0.39 81:0.35 91:0.58 104:0.77 126:0.26 139:0.68 145:0.45 150:0.32 155:0.58 175:0.97 178:0.55 187:0.39 192:0.59 195:0.77 204:0.85 208:0.54 215:0.44 216:0.24 222:0.35 230:0.75 233:0.76 235:0.42 241:0.65 244:0.93 253:0.31 257:0.93 262:0.93 271:0.79 277:0.95 281:0.91 297:0.36\n1 1:0.69 7:0.72 9:0.76 11:0.64 12:0.37 17:0.97 21:0.59 27:0.72 29:0.71 30:0.59 32:0.69 34:0.17 36:0.37 39:0.58 43:0.38 45:0.77 55:0.45 66:0.98 69:0.32 70:0.42 71:0.80 74:0.91 76:0.94 77:0.98 81:0.36 83:0.60 91:0.92 96:0.77 98:0.99 99:0.83 101:0.52 104:0.58 108:0.25 114:0.56 120:0.65 123:0.24 126:0.44 127:0.93 129:0.05 135:0.23 138:0.96 140:0.45 145:0.84 146:0.95 147:0.96 149:0.48 150:0.53 151:0.71 153:0.77 154:0.58 155:0.58 158:0.78 159:0.61 162:0.86 164:0.65 165:0.70 172:0.96 173:0.29 175:0.75 176:0.61 177:0.38 179:0.21 190:0.77 192:0.59 195:0.76 201:0.68 202:0.54 204:0.85 208:0.54 212:0.89 215:0.38 216:0.02 220:0.62 222:0.35 230:0.75 232:0.79 233:0.76 235:0.97 241:0.79 242:0.54 243:0.98 244:0.61 247:0.55 248:0.67 253:0.76 255:0.74 256:0.58 257:0.65 259:0.21 260:0.64 265:0.99 266:0.54 267:0.18 268:0.63 271:0.79 276:0.91 277:0.69 279:0.82 282:0.77 283:0.78 285:0.56 290:0.56 297:0.36 300:0.55\n1 7:0.72 12:0.37 17:0.51 21:0.30 27:0.33 29:0.71 30:0.76 32:0.64 34:0.21 36:0.43 37:0.60 39:0.58 43:0.16 48:0.91 55:0.84 66:0.36 69:0.47 70:0.15 71:0.80 74:0.39 81:0.35 91:0.81 96:0.73 98:0.24 104:0.77 108:0.36 120:0.68 123:0.34 124:0.52 126:0.26 127:0.23 129:0.59 133:0.47 135:0.30 139:0.68 140:0.80 145:0.45 146:0.32 147:0.38 149:0.11 150:0.32 151:0.53 153:0.46 154:0.11 155:0.58 159:0.34 162:0.77 163:0.96 164:0.71 172:0.10 173:0.44 175:0.91 177:0.05 178:0.42 179:0.96 187:0.39 190:0.89 192:0.59 195:0.76 202:0.70 204:0.85 208:0.54 212:0.95 215:0.44 216:0.24 220:0.74 222:0.35 230:0.75 233:0.76 235:0.42 241:0.70 242:0.82 243:0.51 244:0.83 245:0.37 247:0.12 248:0.59 253:0.45 256:0.81 257:0.84 260:0.65 265:0.26 266:0.12 267:0.69 268:0.74 271:0.79 276:0.15 277:0.87 281:0.91 285:0.56 297:0.36 300:0.13\n2 1:0.69 7:0.72 8:0.58 9:0.76 11:0.64 12:0.37 17:0.89 18:0.79 21:0.30 27:0.39 29:0.71 30:0.56 32:0.69 34:0.40 36:0.64 37:0.23 39:0.58 43:0.80 45:0.66 66:0.84 69:0.25 70:0.71 71:0.80 74:0.64 77:0.89 81:0.63 83:0.60 86:0.86 91:0.96 96:0.75 98:0.86 99:0.95 101:0.52 104:0.58 108:0.20 114:0.63 120:0.63 123:0.19 126:0.44 127:0.37 129:0.05 135:0.23 139:0.82 140:0.45 145:0.65 146:0.65 147:0.70 149:0.70 150:0.61 151:0.65 153:0.48 154:0.75 155:0.58 159:0.25 162:0.86 164:0.54 165:0.70 172:0.54 173:0.46 176:0.66 177:0.70 179:0.73 190:0.77 192:0.59 195:0.59 201:0.68 202:0.36 204:0.85 208:0.54 212:0.61 215:0.44 216:0.02 220:0.62 222:0.35 230:0.75 232:0.77 233:0.76 235:0.80 241:0.98 242:0.24 243:0.85 247:0.74 248:0.63 253:0.62 255:0.74 256:0.45 259:0.21 260:0.63 265:0.86 266:0.27 267:0.93 268:0.46 271:0.79 276:0.40 282:0.77 285:0.56 290:0.63 297:0.36 300:0.55\n2 7:0.66 8:0.90 9:0.76 11:0.64 12:0.37 17:0.95 21:0.30 27:0.52 29:0.71 30:0.36 32:0.64 34:0.19 36:0.62 37:0.88 39:0.58 43:0.24 45:0.77 55:0.52 66:0.78 69:0.86 70:0.85 71:0.80 74:0.55 81:0.30 83:0.60 91:0.92 96:0.76 97:0.89 98:0.48 101:0.52 104:0.58 108:0.89 120:0.83 122:0.51 123:0.89 124:0.41 126:0.26 127:0.43 129:0.59 133:0.64 135:0.30 140:0.87 145:0.56 146:0.40 147:0.46 149:0.35 150:0.28 151:0.65 153:0.78 154:0.17 155:0.58 158:0.78 159:0.69 162:0.73 164:0.84 172:0.79 173:0.78 175:0.75 177:0.38 178:0.42 179:0.40 190:0.77 191:0.93 192:0.59 195:0.88 202:0.83 208:0.54 212:0.87 215:0.44 216:0.09 220:0.93 222:0.35 230:0.69 232:0.80 233:0.73 235:0.31 241:0.85 242:0.37 243:0.13 244:0.61 245:0.67 247:0.60 248:0.65 253:0.58 255:0.74 256:0.84 257:0.65 259:0.21 260:0.77 265:0.49 266:0.54 267:0.59 268:0.86 271:0.79 276:0.64 277:0.69 279:0.82 283:0.78 285:0.56 297:0.36 300:0.84\n1 1:0.69 7:0.66 8:0.97 11:0.64 12:0.37 17:0.83 18:0.79 21:0.74 25:0.88 27:0.71 29:0.71 30:0.21 32:0.64 34:0.42 36:0.39 37:0.71 39:0.58 43:0.23 45:0.81 55:0.59 66:0.49 69:0.82 70:0.95 71:0.80 74:0.57 81:0.32 83:0.60 86:0.73 87:0.98 91:0.90 98:0.49 99:0.83 101:0.52 104:0.76 108:0.90 114:0.54 123:0.89 124:0.78 126:0.44 127:0.93 129:0.05 133:0.83 135:0.49 139:0.71 145:0.94 146:0.71 147:0.31 149:0.46 150:0.51 154:0.16 155:0.58 159:0.84 165:0.70 172:0.85 173:0.66 176:0.66 177:0.38 178:0.55 179:0.29 187:0.21 192:0.59 195:0.93 201:0.68 208:0.54 212:0.69 215:0.36 216:0.07 222:0.35 230:0.69 232:0.82 233:0.73 235:0.95 241:0.75 242:0.38 243:0.08 244:0.61 245:0.88 247:0.90 253:0.39 257:0.65 259:0.21 265:0.51 266:0.89 267:0.79 271:0.79 276:0.85 277:0.69 290:0.54 297:0.36 300:0.94\n2 7:0.72 8:0.72 12:0.37 17:0.64 21:0.54 27:0.34 29:0.71 30:0.76 32:0.64 34:0.26 36:0.51 37:0.36 39:0.58 43:0.17 48:0.91 55:0.92 66:0.36 69:0.47 70:0.22 71:0.80 81:0.25 91:0.95 98:0.51 108:0.67 120:0.64 123:0.65 124:0.57 126:0.26 127:0.37 129:0.59 133:0.47 135:0.47 139:0.68 140:0.80 145:0.69 146:0.40 147:0.46 149:0.15 150:0.25 151:0.55 153:0.48 154:0.11 159:0.36 162:0.53 163:0.96 164:0.56 172:0.16 173:0.53 175:0.91 177:0.05 178:0.42 179:0.94 190:0.89 191:0.84 192:0.51 195:0.67 202:0.66 212:0.42 215:0.39 216:0.21 220:0.99 222:0.35 230:0.74 233:0.73 235:0.74 241:0.97 242:0.82 243:0.40 244:0.83 245:0.43 247:0.12 248:0.54 253:0.20 256:0.58 257:0.84 259:0.21 260:0.61 265:0.53 266:0.23 267:0.59 268:0.59 271:0.79 276:0.25 277:0.87 281:0.89 285:0.47 297:0.99 300:0.18\n1 7:0.66 9:0.76 12:0.37 17:0.94 21:0.40 27:0.72 29:0.71 30:0.94 32:0.68 34:0.90 36:0.58 37:0.23 39:0.58 43:0.18 44:0.90 48:0.97 55:0.71 66:0.79 69:0.21 70:0.19 71:0.80 74:0.46 76:0.94 77:0.70 81:0.28 83:0.60 91:0.77 96:0.80 98:0.85 104:0.58 108:0.17 120:0.69 123:0.16 126:0.26 127:0.36 129:0.05 135:0.18 139:0.71 140:0.45 145:0.80 146:0.52 147:0.58 149:0.22 150:0.27 151:0.81 153:0.48 154:0.12 155:0.58 159:0.19 162:0.86 164:0.54 172:0.41 173:0.53 175:0.75 177:0.38 179:0.84 187:0.21 190:0.77 191:0.70 192:0.59 195:0.55 202:0.36 208:0.54 212:0.95 215:0.42 216:0.08 222:0.35 230:0.69 232:0.77 233:0.76 235:0.42 241:0.47 242:0.75 243:0.80 244:0.83 247:0.35 248:0.73 253:0.69 255:0.74 256:0.45 257:0.65 259:0.21 260:0.68 265:0.85 266:0.12 267:0.23 268:0.46 271:0.79 276:0.36 277:0.69 281:0.89 282:0.77 285:0.56 297:0.36 300:0.18\n1 1:0.69 7:0.66 8:0.80 9:0.76 11:0.64 12:0.37 17:0.59 21:0.40 27:0.02 29:0.71 30:0.62 34:0.50 36:0.37 37:0.99 39:0.58 43:0.65 45:0.66 55:0.45 66:0.77 69:0.17 70:0.56 71:0.80 74:0.93 76:0.98 77:0.70 81:0.34 83:0.60 91:0.85 96:0.87 97:0.89 98:0.77 101:0.52 104:0.86 106:0.81 108:0.14 114:0.59 120:0.81 122:0.77 123:0.13 124:0.42 126:0.44 127:0.94 129:0.05 133:0.62 135:0.65 138:0.96 140:0.45 145:0.54 146:0.86 147:0.89 149:0.63 150:0.49 151:0.91 153:0.84 154:0.55 155:0.58 158:0.79 159:0.65 162:0.84 164:0.73 172:0.91 173:0.18 175:0.75 176:0.61 177:0.38 179:0.29 187:0.39 190:0.77 191:0.91 192:0.59 195:0.79 201:0.68 202:0.67 206:0.81 208:0.54 212:0.87 215:0.41 216:0.47 222:0.35 230:0.69 233:0.76 235:0.52 241:0.12 242:0.77 243:0.79 244:0.61 245:0.85 247:0.60 248:0.82 253:0.89 255:0.74 256:0.71 257:0.65 260:0.77 265:0.77 266:0.63 267:0.65 268:0.74 271:0.79 276:0.85 277:0.69 279:0.82 282:0.73 283:0.82 285:0.56 290:0.59 297:0.36 300:0.84\n1 1:0.69 7:0.72 9:0.76 11:0.64 12:0.37 17:0.95 18:0.59 21:0.59 27:0.72 29:0.71 30:0.37 32:0.69 34:0.25 36:0.87 39:0.58 43:0.26 45:0.88 55:0.52 66:0.99 69:0.32 70:0.75 71:0.80 74:0.74 76:0.97 77:0.96 81:0.35 83:0.60 86:0.64 91:0.92 96:0.86 97:0.97 98:1.00 99:0.83 101:0.52 104:0.72 108:0.25 114:0.57 120:0.77 123:0.24 126:0.44 127:0.98 129:0.05 135:0.23 139:0.62 140:0.45 145:0.63 146:0.99 147:0.99 149:0.73 150:0.53 151:0.85 153:0.77 154:0.45 155:0.58 158:0.79 159:0.81 162:0.86 164:0.66 165:0.70 172:0.98 173:0.17 176:0.66 177:0.70 179:0.15 190:0.77 192:0.59 195:0.91 201:0.68 202:0.55 204:0.85 208:0.54 212:0.86 215:0.39 216:0.08 222:0.35 230:0.75 232:0.78 233:0.76 235:0.84 241:0.77 242:0.74 243:0.99 244:0.61 247:0.79 248:0.81 253:0.83 255:0.74 256:0.58 259:0.21 260:0.74 265:1.00 266:0.54 267:0.85 268:0.64 271:0.79 276:0.95 279:0.82 282:0.77 283:0.82 285:0.56 290:0.57 297:0.36 300:0.70\n0 11:0.64 12:0.37 17:0.20 18:0.87 21:0.78 27:0.45 29:0.71 30:0.10 34:0.87 36:0.21 37:0.50 39:0.58 43:0.61 45:0.73 55:0.71 66:0.54 69:0.84 70:0.98 71:0.80 74:0.72 86:0.91 91:0.15 98:0.52 101:0.52 108:0.69 123:0.67 124:0.85 127:0.63 129:0.05 133:0.91 135:0.54 139:0.88 145:0.52 146:0.89 147:0.38 149:0.47 154:0.62 159:0.85 172:0.84 173:0.65 177:0.38 178:0.55 179:0.29 187:0.68 212:0.56 216:0.77 222:0.35 235:0.68 241:0.32 242:0.18 243:0.12 245:0.79 247:0.95 253:0.42 254:0.74 257:0.65 259:0.21 265:0.54 266:0.95 267:0.52 271:0.79 276:0.83 300:0.84\n2 1:0.69 7:0.72 8:0.58 9:0.76 11:0.64 12:0.37 17:0.85 18:0.69 21:0.30 27:0.54 29:0.71 30:0.45 32:0.69 34:0.44 36:0.63 37:0.30 39:0.58 43:0.72 45:0.73 66:0.33 69:0.76 70:0.61 71:0.80 74:0.65 77:0.89 81:0.63 83:0.60 86:0.75 91:0.94 96:0.75 98:0.52 99:0.95 101:0.52 104:0.58 108:0.18 114:0.63 120:0.63 122:0.51 123:0.18 124:0.61 126:0.44 127:0.41 129:0.05 133:0.43 135:0.18 139:0.71 140:0.45 145:0.65 146:0.37 147:0.47 149:0.59 150:0.61 151:0.65 153:0.48 154:0.65 155:0.58 159:0.27 162:0.86 163:0.81 164:0.54 165:0.70 172:0.27 173:0.92 176:0.66 177:0.38 179:0.80 190:0.77 191:0.84 192:0.59 195:0.60 201:0.68 202:0.36 204:0.85 208:0.54 212:0.50 215:0.44 216:0.02 220:0.62 222:0.35 230:0.75 232:0.77 233:0.76 235:0.80 241:0.91 242:0.33 243:0.50 245:0.60 247:0.60 248:0.63 253:0.63 254:0.97 255:0.74 256:0.45 257:0.65 259:0.21 260:0.63 265:0.54 266:0.38 267:0.94 268:0.46 271:0.79 276:0.36 277:0.69 282:0.77 285:0.56 290:0.63 297:0.36 300:0.43\n2 1:0.69 7:0.72 8:0.84 9:0.76 11:0.64 12:0.37 17:0.96 21:0.59 27:0.72 29:0.71 30:0.62 32:0.68 34:0.21 36:0.34 39:0.58 43:0.67 45:0.83 48:0.91 55:0.52 66:0.96 69:0.41 70:0.51 71:0.80 74:0.69 77:0.70 81:0.31 91:0.94 96:0.75 98:0.94 101:0.52 104:0.75 108:0.31 114:0.56 120:0.63 123:0.30 126:0.44 127:0.62 129:0.05 135:0.24 138:0.95 139:0.68 140:0.45 145:0.54 146:0.85 147:0.87 149:0.76 150:0.48 151:0.73 153:0.80 154:0.56 155:0.58 158:0.74 159:0.41 162:0.78 164:0.66 172:0.90 173:0.47 175:0.75 176:0.61 177:0.38 179:0.30 190:0.77 191:0.80 192:0.59 195:0.67 201:0.68 202:0.63 204:0.85 208:0.54 212:0.91 215:0.38 216:0.03 220:0.62 222:0.35 230:0.75 232:0.72 233:0.76 235:0.80 241:0.84 242:0.75 243:0.96 244:0.61 247:0.67 248:0.73 253:0.57 255:0.74 256:0.64 257:0.65 260:0.61 265:0.94 266:0.27 267:0.44 268:0.68 271:0.79 276:0.83 277:0.69 279:0.82 281:0.91 282:0.77 283:0.78 285:0.56 286:0.99 290:0.56 297:0.36 298:0.99 300:0.55\n0 8:0.84 9:0.80 12:0.37 17:0.69 18:0.62 21:0.13 27:0.06 29:0.71 30:0.38 31:0.93 34:0.23 36:0.72 37:0.72 39:0.58 43:0.18 55:0.59 66:0.26 69:0.83 70:0.90 71:0.80 74:0.76 76:0.97 77:0.89 79:0.94 81:0.40 83:0.60 86:0.67 91:0.97 96:1.00 98:0.41 108:0.67 114:0.72 120:0.87 122:0.77 123:0.65 124:0.90 126:0.26 127:0.98 129:0.05 133:0.89 135:0.32 137:0.93 138:0.99 139:0.65 140:0.94 145:0.72 146:0.73 147:0.67 149:0.36 150:0.34 151:0.94 153:0.99 154:0.47 155:0.67 158:0.74 159:0.83 162:0.78 164:0.81 172:0.63 173:0.68 176:0.61 177:0.38 179:0.42 190:0.77 191:0.96 192:0.87 195:0.93 196:0.89 202:0.98 208:0.64 212:0.60 216:0.54 222:0.35 235:0.12 241:0.94 242:0.72 243:0.21 244:0.61 245:0.79 247:0.76 248:0.92 253:0.99 254:0.74 255:0.79 256:0.98 257:0.65 259:0.21 260:0.84 265:0.43 266:0.92 267:0.85 268:0.99 271:0.79 276:0.77 282:0.73 284:0.98 285:0.62 290:0.72 300:0.84\n1 7:0.72 8:0.60 11:0.64 12:0.37 17:0.97 18:0.72 21:0.78 22:0.93 27:0.49 29:0.71 30:0.62 32:0.80 34:0.78 36:0.53 37:0.23 39:0.58 43:0.61 44:0.93 45:0.73 47:0.93 66:0.54 69:0.05 70:0.54 71:0.80 74:0.75 77:0.70 86:0.81 91:0.83 98:0.37 101:0.52 104:0.58 106:0.81 108:0.05 120:0.53 122:0.51 123:0.05 124:0.50 127:0.40 129:0.05 133:0.43 135:0.51 139:0.84 140:0.45 145:0.47 146:0.29 147:0.35 149:0.29 151:0.46 153:0.48 154:0.88 155:0.58 159:0.24 162:0.86 164:0.53 172:0.41 173:0.17 177:0.70 179:0.77 187:0.39 190:0.89 192:0.59 195:0.58 202:0.36 204:0.85 206:0.81 208:0.54 212:0.78 216:0.18 220:0.99 222:0.35 230:0.75 232:0.77 233:0.76 241:0.49 242:0.29 243:0.63 245:0.59 247:0.67 248:0.46 253:0.43 254:0.86 256:0.45 259:0.21 260:0.53 262:0.93 265:0.40 266:0.27 267:0.65 268:0.46 271:0.79 276:0.26 282:0.88 285:0.47 300:0.43\n2 1:0.69 7:0.72 9:0.76 11:0.64 12:0.37 17:0.99 18:0.70 21:0.05 27:0.72 29:0.71 30:0.21 32:0.80 34:0.23 36:0.69 37:0.55 39:0.58 43:0.60 44:0.93 45:0.95 55:0.45 66:0.99 69:0.08 70:0.64 71:0.80 74:0.96 77:0.89 81:0.68 83:0.60 86:0.80 91:0.92 96:0.89 98:1.00 99:0.83 101:0.52 104:0.54 108:0.07 114:0.85 120:0.82 123:0.07 126:0.44 127:0.96 129:0.05 135:0.18 139:0.84 140:0.45 145:0.74 146:0.92 147:0.93 149:0.87 150:0.64 151:0.90 153:0.83 154:0.74 155:0.58 159:0.54 162:0.79 164:0.69 165:0.70 172:0.98 173:0.17 176:0.66 177:0.70 179:0.16 190:0.77 191:0.76 192:0.59 195:0.68 201:0.68 202:0.63 204:0.85 208:0.54 212:0.94 215:0.78 216:0.04 222:0.35 230:0.75 232:0.74 233:0.76 235:0.12 241:0.93 242:0.41 243:0.99 247:0.79 248:0.85 253:0.91 254:0.74 255:0.74 256:0.64 259:0.21 260:0.79 265:1.00 266:0.38 267:0.76 268:0.68 271:0.79 276:0.95 282:0.88 285:0.56 290:0.85 297:0.36 300:0.55\n0 8:0.67 12:0.37 17:0.26 21:0.30 27:0.01 29:0.71 31:0.89 34:0.67 36:0.84 37:1.00 39:0.58 71:0.80 79:0.88 81:0.31 91:0.57 114:0.63 120:0.59 126:0.26 135:0.51 137:0.89 140:0.45 150:0.29 151:0.59 153:0.48 162:0.62 164:0.54 175:0.97 176:0.61 187:0.39 190:0.77 192:0.51 202:0.50 216:0.53 220:0.74 222:0.35 232:0.75 235:0.31 241:0.69 244:0.93 248:0.58 253:0.46 255:0.74 256:0.45 257:0.93 259:0.21 260:0.59 267:0.52 268:0.46 271:0.79 277:0.95 284:0.87 285:0.56 290:0.63\n0 9:0.80 11:0.64 12:0.37 17:0.72 18:0.63 21:0.71 27:0.51 29:0.71 30:0.61 31:0.93 34:0.71 36:0.32 37:0.46 39:0.58 43:0.63 45:0.90 55:0.42 66:0.94 69:0.60 70:0.42 71:0.80 74:0.89 79:0.92 81:0.23 83:0.60 86:0.73 91:0.89 96:0.92 98:0.72 101:0.52 108:0.46 120:0.85 122:0.51 123:0.44 126:0.26 127:0.23 129:0.05 135:0.30 137:0.93 139:0.70 140:0.97 145:0.80 146:0.64 147:0.69 149:0.72 150:0.23 151:0.65 153:0.69 154:0.71 155:0.67 159:0.24 162:0.81 164:0.86 172:0.85 173:0.70 177:0.70 179:0.22 187:0.68 192:0.87 196:0.91 202:0.80 208:0.64 212:0.93 215:0.37 216:0.42 220:0.62 222:0.35 235:0.84 241:0.41 242:0.58 243:0.94 247:0.67 248:0.75 253:0.93 254:0.74 255:0.95 256:0.89 259:0.21 260:0.83 265:0.73 266:0.23 267:0.73 268:0.85 271:0.79 276:0.73 283:0.78 284:0.93 285:0.62 297:0.36 300:0.55\n1 1:0.69 7:0.72 8:0.89 9:0.76 11:0.64 12:0.37 17:0.90 21:0.40 27:0.72 29:0.71 30:0.90 32:0.64 34:0.19 36:0.39 37:0.93 39:0.58 43:0.55 45:0.73 55:0.45 66:0.74 69:0.41 70:0.31 71:0.80 74:0.65 81:0.40 91:0.92 96:0.69 98:0.75 101:0.52 104:0.54 108:0.32 114:0.61 120:0.64 123:0.31 124:0.45 126:0.44 127:0.81 129:0.59 133:0.64 135:0.47 140:0.45 145:0.94 146:0.95 147:0.96 149:0.79 150:0.52 151:0.50 153:0.48 154:0.44 155:0.58 159:0.81 162:0.78 164:0.65 172:0.98 173:0.22 175:0.75 176:0.66 177:0.38 179:0.13 190:0.89 191:0.82 192:0.59 195:0.92 201:0.68 202:0.59 204:0.85 208:0.54 212:0.91 215:0.42 216:0.02 220:0.91 222:0.35 230:0.75 233:0.76 235:0.60 241:0.94 242:0.78 243:0.77 244:0.61 245:0.98 247:0.67 248:0.49 253:0.47 255:0.74 256:0.58 257:0.65 259:0.21 260:0.62 265:0.75 266:0.80 267:0.69 268:0.64 271:0.79 276:0.96 277:0.69 283:0.78 285:0.56 290:0.61 297:0.36 300:0.94\n0 11:0.64 12:0.79 17:0.55 18:0.73 21:0.78 27:0.45 29:0.52 30:0.28 34:0.77 36:0.18 37:0.50 39:0.51 43:0.62 45:0.73 55:0.59 66:0.54 69:0.72 70:0.87 71:0.86 74:0.42 81:0.25 86:0.83 91:0.17 98:0.51 101:0.87 108:0.55 114:0.60 122:0.80 123:0.53 124:0.63 126:0.26 127:0.36 129:0.05 131:0.61 133:0.60 135:0.72 139:0.76 144:0.57 145:0.45 146:0.66 147:0.71 149:0.23 150:0.26 154:0.51 157:0.84 159:0.52 166:0.86 172:0.59 173:0.68 176:0.59 177:0.70 178:0.55 179:0.54 182:0.76 187:0.68 212:0.61 216:0.77 222:0.76 227:0.61 229:0.61 231:0.94 235:1.00 241:0.24 242:0.19 243:0.63 245:0.68 246:0.61 247:0.79 253:0.44 254:0.98 259:0.21 265:0.53 266:0.54 267:0.28 271:0.36 276:0.54 287:0.61 290:0.60 300:0.70\n0 12:0.79 17:0.89 18:0.60 21:0.78 27:0.72 29:0.52 30:0.21 34:0.34 36:0.99 39:0.51 43:0.08 55:0.59 66:0.54 69:0.90 70:0.37 71:0.86 86:0.62 91:0.74 98:0.24 108:0.84 123:0.83 124:0.45 127:0.15 129:0.59 131:0.61 133:0.47 135:0.88 139:0.61 146:0.05 147:0.05 149:0.10 154:0.08 157:0.61 159:0.28 163:0.90 166:0.61 172:0.21 173:0.89 175:0.91 177:0.05 178:0.55 179:0.66 182:0.61 212:0.42 216:0.07 222:0.76 227:0.61 229:0.61 231:0.67 235:0.12 241:0.79 242:0.75 243:0.26 244:0.93 245:0.40 246:0.61 247:0.30 253:0.20 257:0.84 259:0.21 265:0.26 266:0.23 267:0.44 271:0.36 276:0.21 277:0.87 287:0.61 300:0.25\n0 8:0.62 11:0.64 12:0.79 17:0.03 18:1.00 21:0.30 27:0.66 29:0.52 30:0.20 31:0.88 34:0.64 36:0.59 37:0.33 39:0.51 43:0.66 45:0.83 64:0.77 66:0.05 69:0.88 70:0.97 71:0.86 74:0.40 79:0.88 81:0.38 86:1.00 91:0.23 98:0.23 101:0.87 108:1.00 120:0.58 122:0.86 123:0.96 124:0.99 126:0.44 127:1.00 129:0.99 131:0.88 133:0.99 135:0.54 137:0.88 139:1.00 140:0.45 144:0.57 146:0.94 147:0.84 149:0.70 150:0.37 151:0.57 153:0.48 154:0.45 157:0.75 159:0.99 162:0.86 164:0.55 166:0.83 172:0.92 173:0.29 177:0.38 179:0.09 182:0.71 187:0.87 190:0.89 192:0.49 196:0.93 201:0.59 202:0.36 212:0.54 215:0.72 216:0.52 219:0.91 220:0.87 222:0.76 227:0.61 229:0.61 231:0.93 235:0.42 241:0.56 242:0.62 243:0.10 245:0.99 246:0.61 247:0.97 248:0.56 253:0.35 254:0.84 255:0.69 256:0.45 257:0.65 259:0.21 260:0.58 265:0.25 266:0.98 267:0.59 268:0.46 271:0.36 276:1.00 277:0.69 283:0.67 284:0.88 285:0.56 287:0.61 292:0.88 297:0.36 300:0.98\n0 1:0.66 11:0.42 12:0.79 17:0.34 18:0.82 21:0.30 27:0.64 29:0.52 30:0.10 34:0.73 36:0.56 37:0.37 39:0.51 43:0.14 55:0.42 64:0.77 66:0.88 69:0.38 70:0.81 71:0.86 74:0.50 81:0.56 86:0.84 91:0.18 98:0.78 108:0.30 114:0.84 123:0.28 126:0.54 127:0.27 129:0.05 131:0.61 135:0.73 139:0.83 144:0.57 146:0.78 147:0.82 149:0.17 150:0.54 154:0.65 155:0.51 157:0.61 158:0.81 159:0.34 166:0.97 172:0.65 173:0.40 176:0.70 177:0.70 178:0.55 179:0.51 182:0.61 187:0.39 192:0.48 201:0.64 202:0.36 208:0.64 212:0.59 215:0.72 216:0.61 219:0.94 222:0.76 227:0.61 229:0.61 231:0.95 235:0.52 241:0.66 242:0.37 243:0.88 244:0.61 246:0.61 247:0.67 253:0.60 254:0.80 259:0.21 265:0.78 266:0.38 267:0.76 271:0.36 276:0.53 279:0.80 283:0.66 287:0.61 290:0.84 292:0.87 297:0.36 300:0.55\n0 11:0.64 12:0.79 17:0.18 18:0.89 21:0.78 27:0.72 29:0.52 30:0.33 34:0.97 36:0.97 39:0.51 43:0.26 45:0.87 55:0.71 66:0.72 69:0.84 70:0.91 71:0.86 74:0.48 86:0.91 91:0.27 98:0.75 101:0.87 108:0.84 123:0.83 124:0.50 127:0.48 129:0.59 131:0.61 133:0.74 135:0.88 139:0.87 144:0.57 146:0.65 147:0.70 149:0.43 154:0.46 157:0.97 159:0.80 166:0.61 172:0.93 173:0.68 177:0.70 178:0.55 179:0.19 182:0.90 187:0.68 212:0.71 216:0.29 222:0.76 227:0.61 229:0.61 231:0.93 235:0.88 241:0.01 242:0.27 243:0.19 245:0.89 246:0.61 247:0.94 253:0.39 254:0.86 259:0.21 265:0.75 266:0.71 267:0.73 271:0.36 276:0.89 287:0.61 300:0.70\n0 1:0.64 11:0.55 12:0.79 17:0.28 18:0.73 21:0.47 27:0.45 29:0.52 30:0.08 34:0.91 36:0.20 37:0.50 39:0.51 43:0.13 45:0.66 55:0.42 64:0.77 66:0.16 69:0.69 70:0.95 71:0.86 74:0.43 81:0.62 86:0.79 91:0.09 98:0.16 99:0.83 101:0.52 108:0.53 114:0.80 122:0.82 123:0.51 124:0.91 126:0.54 127:0.60 129:0.05 131:0.61 133:0.89 135:0.92 139:0.76 144:0.57 145:0.47 146:0.30 147:0.36 149:0.12 150:0.49 154:0.75 155:0.50 157:0.61 159:0.79 165:0.70 166:0.97 172:0.21 173:0.52 176:0.73 177:0.70 178:0.55 179:0.77 182:0.61 187:0.68 192:0.47 201:0.62 208:0.64 212:0.13 215:0.63 216:0.77 222:0.76 227:0.61 229:0.61 231:0.95 235:0.74 241:0.15 242:0.22 243:0.37 245:0.50 246:0.61 247:0.76 253:0.58 254:0.74 259:0.21 265:0.18 266:0.80 267:0.52 271:0.36 276:0.44 287:0.61 290:0.80 297:0.36 300:0.70\n0 12:0.79 17:0.51 18:0.96 21:0.77 27:0.52 29:0.52 30:0.61 34:0.40 36:0.42 37:0.56 39:0.51 43:0.13 48:0.91 55:0.71 64:0.77 66:0.95 69:0.72 70:0.47 71:0.86 74:0.29 81:0.23 86:0.94 91:0.15 98:0.85 108:0.56 122:0.86 123:0.53 126:0.26 127:0.35 129:0.05 131:0.61 135:0.66 139:0.93 146:0.98 147:0.99 149:0.31 150:0.24 154:0.25 157:0.61 159:0.77 166:0.61 172:0.87 173:0.50 177:0.70 178:0.55 179:0.28 182:0.61 187:0.21 212:0.21 216:0.48 219:0.90 222:0.76 227:0.61 229:0.61 231:0.80 235:0.97 241:0.24 242:0.72 243:0.95 244:0.83 246:0.61 247:0.74 253:0.27 254:0.80 259:0.21 265:0.85 266:0.71 267:0.52 271:0.36 276:0.79 281:0.86 287:0.61 292:0.88 300:0.43\n0 1:0.62 7:0.64 8:0.62 9:0.71 11:0.42 12:0.79 17:0.57 18:0.61 21:0.30 27:0.70 29:0.52 30:0.84 32:0.67 34:0.31 36:0.86 37:0.45 39:0.51 43:0.16 55:0.52 66:0.54 69:0.32 70:0.52 71:0.86 74:0.53 77:0.70 81:0.44 86:0.63 91:0.62 96:0.71 98:0.50 108:0.66 114:0.82 117:0.86 120:0.58 122:0.77 123:0.64 124:0.69 126:0.44 127:0.52 129:0.59 131:0.98 133:0.76 135:0.78 139:0.61 140:0.80 144:0.57 145:0.44 146:0.53 147:0.59 149:0.42 150:0.48 151:0.57 153:0.48 154:0.51 155:0.55 157:0.61 159:0.72 162:0.58 164:0.56 166:0.97 172:0.78 173:0.19 175:0.75 176:0.63 177:0.38 178:0.42 179:0.35 182:0.61 187:0.87 190:0.89 192:0.55 195:0.88 201:0.59 202:0.53 208:0.54 212:0.78 215:0.72 216:0.36 220:0.87 222:0.76 227:0.61 229:0.61 230:0.64 231:0.95 232:0.93 233:0.66 235:0.42 241:0.03 242:0.76 243:0.29 244:0.83 245:0.81 246:0.61 247:0.74 248:0.56 253:0.62 254:0.80 255:0.69 256:0.45 257:0.65 259:0.21 260:0.58 265:0.52 266:0.80 267:0.73 268:0.46 271:0.36 276:0.74 277:0.87 282:0.75 285:0.56 287:0.61 290:0.82 297:0.36 300:0.84\n0 7:0.64 8:0.80 12:0.79 17:0.92 18:0.91 21:0.22 27:0.72 29:0.52 30:0.55 31:0.89 32:0.63 34:0.34 36:0.46 37:0.93 39:0.51 43:0.20 44:0.88 48:0.97 55:0.59 64:0.77 66:0.52 69:0.08 70:0.60 71:0.86 74:0.31 79:0.89 81:0.26 86:0.87 91:0.60 98:0.53 108:0.07 122:0.86 123:0.07 124:0.65 126:0.26 127:0.74 129:0.05 131:0.61 133:0.62 135:0.44 137:0.89 139:0.88 140:0.45 145:0.54 146:0.66 147:0.71 149:0.26 150:0.29 151:0.53 153:0.48 154:0.29 157:0.61 159:0.61 162:0.86 166:0.61 172:0.48 173:0.14 175:0.75 177:0.38 179:0.75 182:0.61 187:0.39 190:0.95 191:0.82 195:0.79 196:0.92 202:0.36 212:0.29 216:0.15 219:0.90 220:0.82 222:0.76 227:0.61 228:0.99 229:0.61 230:0.65 231:0.81 233:0.76 235:0.22 241:0.37 242:0.54 243:0.61 244:0.83 245:0.61 246:0.61 247:0.60 248:0.53 253:0.28 254:0.95 256:0.45 257:0.65 259:0.21 265:0.54 266:0.71 267:0.28 268:0.46 271:0.36 276:0.45 277:0.69 281:0.91 284:0.88 285:0.47 287:0.61 292:0.88 300:0.55\n0 8:0.63 11:0.55 12:0.79 17:0.05 18:0.88 21:0.54 27:0.66 29:0.52 30:0.19 34:0.89 36:0.79 37:0.33 39:0.51 43:0.33 45:0.66 55:0.59 66:0.27 69:0.95 70:0.91 71:0.86 74:0.35 81:0.28 86:0.86 91:0.31 98:0.45 101:0.52 108:0.84 120:0.55 122:0.85 123:0.83 124:0.89 126:0.26 127:0.66 129:0.05 131:0.88 133:0.89 135:0.51 139:0.81 140:0.45 144:0.57 146:0.58 147:0.50 149:0.38 150:0.31 151:0.48 153:0.48 154:0.25 157:0.61 159:0.80 162:0.86 164:0.55 166:0.83 172:0.63 173:0.94 177:0.05 179:0.39 182:0.61 187:0.87 190:0.95 202:0.36 212:0.42 215:0.58 216:0.52 220:0.96 222:0.76 227:0.61 229:0.61 231:0.94 235:0.60 241:0.15 242:0.13 243:0.18 244:0.61 245:0.77 246:0.61 247:0.95 248:0.48 253:0.31 256:0.45 257:0.84 259:0.21 260:0.55 265:0.47 266:0.87 267:0.52 268:0.46 271:0.36 276:0.76 277:0.69 283:0.67 285:0.47 287:0.61 297:0.36 300:0.84\n0 7:0.64 8:0.62 12:0.79 17:0.09 18:0.97 21:0.71 22:0.93 27:0.56 29:0.52 30:0.26 34:0.90 36:0.70 37:0.53 39:0.51 43:0.11 47:0.93 48:0.91 55:0.52 64:0.77 66:0.67 69:0.32 70:0.87 71:0.86 81:0.32 86:0.97 91:0.44 98:0.70 104:0.99 106:0.81 108:0.60 122:0.43 123:0.58 124:0.63 126:0.44 127:0.78 129:0.81 131:0.61 133:0.76 135:0.47 139:0.96 146:0.40 147:0.46 149:0.31 150:0.29 154:0.54 157:0.61 159:0.89 166:0.82 172:0.94 173:0.11 175:0.75 177:0.38 178:0.55 179:0.19 182:0.61 187:0.68 192:0.44 201:0.55 206:0.81 212:0.74 215:0.48 216:0.87 219:0.91 222:0.76 227:0.61 229:0.61 230:0.64 231:0.74 233:0.66 235:0.88 241:0.07 242:0.17 243:0.19 244:0.83 245:0.93 246:0.61 247:0.67 253:0.20 254:0.74 257:0.65 259:0.21 262:0.93 265:0.71 266:0.89 267:0.79 271:0.36 276:0.91 277:0.69 281:0.86 283:0.66 287:0.61 292:0.87 297:0.36 300:0.84\n0 1:0.58 11:0.50 12:0.79 17:0.36 18:0.85 21:0.64 27:0.69 29:0.52 30:0.33 34:0.79 36:0.23 37:0.38 39:0.51 43:0.33 45:0.66 55:0.42 66:0.36 69:0.63 70:0.69 71:0.86 74:0.36 77:0.89 81:0.36 86:0.83 91:0.07 98:0.50 101:0.52 108:0.76 114:0.63 117:0.86 122:0.86 123:0.74 124:0.60 126:0.44 127:0.44 129:0.59 131:0.61 133:0.47 135:0.63 139:0.79 144:0.57 145:0.65 146:0.48 147:0.55 149:0.29 150:0.40 154:0.48 155:0.47 157:0.85 158:0.72 159:0.46 166:0.97 172:0.41 173:0.64 175:0.75 176:0.59 177:0.38 178:0.55 179:0.68 182:0.76 187:0.98 192:0.45 195:0.68 201:0.55 208:0.54 212:0.29 215:0.53 216:0.68 222:0.76 227:0.61 229:0.61 231:0.95 232:0.98 235:0.80 241:0.02 242:0.43 243:0.49 244:0.83 245:0.71 246:0.61 247:0.74 253:0.48 257:0.65 259:0.21 265:0.51 266:0.54 267:0.76 271:0.36 276:0.44 277:0.69 282:0.72 287:0.61 290:0.63 297:0.36 300:0.55\n2 1:0.64 9:0.71 11:0.42 12:0.79 17:0.38 18:0.84 21:0.13 27:0.72 29:0.52 30:0.13 34:0.45 36:0.97 37:0.25 39:0.51 43:0.59 55:0.71 66:0.45 69:0.66 70:0.97 71:0.86 74:0.48 81:0.47 86:0.84 91:0.73 96:0.72 98:0.47 104:0.95 106:0.81 108:0.50 114:0.82 117:0.86 120:0.59 123:0.48 124:0.89 126:0.44 127:0.65 129:0.81 131:0.98 133:0.91 135:0.94 138:0.95 139:0.79 140:0.45 144:0.57 146:0.83 147:0.86 149:0.51 150:0.50 151:0.66 153:0.48 154:0.60 155:0.57 157:0.61 159:0.83 162:0.86 164:0.55 166:0.97 172:0.70 173:0.44 176:0.62 177:0.70 179:0.43 182:0.61 187:0.21 190:0.89 192:0.56 201:0.60 202:0.36 206:0.81 208:0.54 212:0.40 215:0.79 216:0.11 220:0.74 222:0.76 227:0.61 229:0.61 231:0.95 232:0.91 235:0.22 241:0.21 242:0.14 243:0.58 244:0.61 245:0.70 246:0.61 247:0.92 248:0.63 253:0.63 254:0.80 255:0.70 256:0.45 259:0.21 260:0.60 265:0.49 266:0.94 267:0.76 268:0.46 271:0.36 276:0.73 285:0.56 286:0.99 287:0.61 290:0.82 297:0.36 298:0.99 300:0.84\n0 1:0.65 11:0.42 12:0.79 17:0.82 18:0.78 21:0.47 27:0.54 29:0.52 30:0.87 34:0.93 36:0.49 37:0.60 39:0.51 43:0.75 55:0.42 64:0.77 66:0.32 69:0.32 70:0.37 71:0.86 74:0.55 81:0.51 86:0.85 91:0.01 98:0.13 108:0.25 114:0.78 122:0.76 123:0.99 124:0.60 126:0.54 127:0.94 129:0.59 131:0.61 133:0.46 135:0.85 139:0.80 144:0.57 146:0.39 147:0.45 149:0.69 150:0.50 154:0.66 155:0.50 157:0.61 159:0.97 166:0.97 172:0.45 173:0.06 176:0.70 177:0.70 178:0.55 179:0.73 182:0.61 187:0.68 192:0.47 201:0.62 208:0.64 212:0.52 215:0.63 216:0.64 222:0.76 227:0.61 229:0.61 231:0.95 235:0.68 241:0.01 242:0.45 243:0.51 244:0.61 245:0.74 246:0.61 247:0.47 253:0.58 254:0.80 259:0.21 265:0.13 266:0.54 267:0.44 271:0.36 276:0.14 287:0.61 290:0.78 297:0.36 300:0.43\n0 1:0.69 7:0.72 8:0.71 9:0.80 11:0.64 12:0.37 17:0.30 18:0.84 20:0.90 21:0.40 27:0.21 29:0.98 30:0.68 31:0.90 34:0.71 36:0.96 37:0.74 39:0.42 43:0.72 45:0.95 66:0.25 69:0.15 70:0.75 71:0.65 74:0.85 78:0.91 79:0.89 81:0.42 83:0.60 86:0.78 91:0.65 96:0.95 97:0.98 98:0.39 99:0.83 100:0.73 101:0.52 104:0.84 106:0.81 108:0.85 111:0.88 114:0.61 117:0.86 120:0.91 122:0.51 123:0.85 124:0.87 126:0.44 127:0.63 129:0.59 133:0.87 135:0.24 137:0.90 139:0.75 140:0.98 146:0.55 147:0.61 149:0.91 150:0.55 151:0.63 152:0.84 153:0.69 154:0.62 155:0.67 158:0.79 159:0.75 162:0.71 164:0.89 165:0.70 169:0.72 172:0.68 173:0.12 176:0.66 177:0.70 179:0.31 186:0.91 187:0.39 190:0.77 192:0.87 196:0.90 201:0.68 202:0.86 204:0.85 206:0.81 208:0.64 212:0.60 215:0.42 216:0.95 220:0.62 222:0.48 230:0.75 232:0.89 233:0.76 235:0.52 241:0.52 242:0.53 243:0.38 244:0.61 245:0.85 247:0.76 248:0.61 253:0.95 255:0.95 256:0.89 259:0.21 260:0.89 261:0.87 265:0.42 266:0.75 267:0.36 268:0.89 271:0.38 276:0.81 277:0.69 279:0.82 283:0.82 284:0.86 285:0.62 290:0.61 297:0.36 300:0.84\n1 1:0.69 7:0.72 8:0.87 9:0.76 11:0.64 12:0.37 17:0.67 18:0.69 21:0.64 27:0.32 29:0.98 30:0.68 32:0.69 34:0.62 36:0.88 37:0.62 39:0.42 43:0.67 45:0.92 66:0.36 69:0.63 70:0.56 71:0.65 74:0.80 77:0.89 81:0.35 83:0.60 86:0.67 91:0.57 96:0.92 97:0.94 98:0.61 99:0.95 101:0.52 104:0.92 106:0.81 108:0.69 114:0.56 117:0.86 120:0.86 122:0.51 123:0.67 124:0.70 126:0.44 127:0.49 129:0.59 133:0.66 135:0.89 139:0.65 140:0.45 145:0.86 146:0.49 147:0.56 149:0.84 150:0.53 151:0.94 153:0.90 154:0.57 155:0.58 158:0.79 159:0.53 162:0.86 164:0.74 165:0.70 172:0.61 173:0.60 176:0.66 177:0.70 179:0.45 187:0.87 190:0.77 191:0.70 192:0.59 195:0.75 201:0.68 202:0.64 204:0.85 206:0.81 208:0.54 212:0.42 215:0.38 216:0.69 222:0.48 230:0.75 232:0.94 233:0.76 235:0.88 241:0.59 242:0.57 243:0.40 244:0.61 245:0.81 247:0.60 248:0.89 253:0.91 255:0.74 256:0.68 259:0.21 260:0.83 265:0.62 266:0.71 267:0.73 268:0.72 271:0.38 276:0.68 279:0.82 282:0.77 283:0.82 285:0.56 290:0.56 297:0.36 300:0.55\n1 1:0.69 11:0.64 12:0.37 17:0.16 18:0.78 22:0.93 27:0.72 29:0.98 30:0.71 34:0.84 36:0.67 39:0.42 43:0.70 45:0.73 47:0.93 55:0.71 66:0.82 69:0.38 70:0.24 71:0.65 74:0.50 81:0.84 83:0.60 86:0.81 91:0.54 98:0.89 99:0.83 101:0.52 104:0.80 106:0.81 108:0.30 114:0.95 117:0.86 123:0.28 126:0.44 127:0.44 129:0.05 135:0.37 139:0.78 146:0.56 147:0.62 149:0.40 150:0.81 154:0.72 155:0.58 159:0.20 165:0.70 172:0.48 173:0.66 176:0.66 177:0.70 178:0.55 179:0.81 187:0.39 192:0.59 201:0.68 206:0.81 208:0.54 212:0.95 215:0.96 216:0.17 219:0.89 222:0.48 232:0.85 235:0.05 241:0.24 242:0.14 243:0.83 247:0.67 253:0.63 254:0.97 259:0.21 262:0.93 265:0.89 266:0.12 267:0.28 271:0.38 276:0.40 290:0.95 292:0.95 297:0.36 300:0.18\n1 1:0.69 6:0.87 8:0.75 9:0.80 11:0.64 12:0.37 17:0.18 20:0.89 21:0.22 27:0.09 29:0.98 30:0.89 31:0.88 34:0.74 36:0.84 37:0.91 39:0.42 43:0.67 45:0.77 66:0.75 69:0.61 70:0.20 71:0.65 74:0.55 78:0.98 79:0.88 81:0.58 83:0.60 91:0.78 96:0.91 97:0.89 98:0.75 99:0.83 100:0.89 101:0.52 104:0.58 108:0.46 111:0.95 114:0.67 120:0.86 122:0.51 123:0.44 126:0.44 127:0.24 129:0.05 132:0.97 135:0.58 137:0.88 140:0.97 145:0.38 146:0.44 147:0.51 149:0.59 150:0.60 151:0.56 152:0.94 153:0.69 154:0.57 155:0.67 158:0.78 159:0.16 162:0.59 164:0.82 165:0.70 169:0.93 172:0.32 173:0.86 175:0.75 176:0.66 177:0.38 179:0.84 186:0.98 187:0.68 189:0.83 190:0.77 191:0.73 192:0.87 201:0.68 202:0.81 208:0.64 212:0.30 215:0.51 216:0.66 220:0.62 222:0.48 232:0.77 235:0.31 238:0.82 241:0.76 242:0.63 243:0.77 244:0.61 247:0.30 248:0.55 253:0.86 255:0.95 256:0.82 257:0.65 260:0.83 261:0.94 265:0.75 266:0.27 267:0.19 268:0.81 271:0.38 276:0.20 277:0.69 279:0.82 283:0.78 284:0.86 285:0.62 290:0.67 297:0.36 300:0.18\n2 1:0.69 11:0.64 12:0.37 17:0.82 18:0.87 21:0.22 27:0.53 29:0.98 30:0.74 32:0.69 34:0.21 36:0.49 37:0.58 39:0.42 43:0.72 45:0.99 66:0.99 69:0.10 70:0.39 71:0.65 74:0.99 77:0.89 81:0.58 83:0.60 86:0.95 91:0.12 97:0.89 98:0.96 99:0.83 101:0.52 108:0.09 114:0.67 122:0.51 123:0.09 126:0.44 127:0.72 129:0.05 135:0.56 139:0.93 145:0.69 146:0.97 147:0.98 149:0.99 150:0.60 154:0.65 155:0.58 158:0.79 159:0.71 165:0.70 172:0.99 173:0.12 176:0.66 177:0.70 178:0.55 179:0.12 187:0.39 192:0.59 195:0.84 201:0.68 208:0.54 212:0.94 215:0.51 216:0.17 222:0.48 235:0.31 241:0.56 242:0.54 243:0.99 247:0.47 253:0.55 254:0.80 259:0.21 265:0.96 266:0.27 267:0.17 271:0.38 276:0.97 279:0.82 282:0.77 283:0.82 290:0.67 297:0.36 300:0.43\n0 11:0.64 12:0.37 17:0.51 18:0.63 21:0.78 27:0.45 29:0.98 30:0.73 34:0.82 36:0.25 37:0.50 39:0.42 43:0.60 45:0.85 66:0.20 69:0.74 70:0.44 71:0.65 74:0.56 86:0.74 91:0.09 98:0.32 101:0.52 108:0.82 122:0.51 123:0.55 124:0.55 127:0.35 129:0.05 133:0.43 135:0.81 139:0.70 145:0.47 146:0.41 147:0.48 149:0.56 154:0.70 159:0.47 172:0.45 173:0.73 177:0.70 178:0.55 179:0.66 187:0.68 212:0.61 216:0.77 222:0.48 235:0.95 241:0.44 242:0.58 243:0.40 245:0.68 247:0.47 253:0.37 254:0.94 259:0.21 265:0.26 266:0.47 267:0.95 271:0.38 276:0.31 300:0.43\n0 1:0.69 11:0.64 12:0.37 17:0.43 18:0.70 21:0.71 27:0.45 29:0.98 30:0.74 32:0.69 34:0.83 36:0.20 37:0.50 39:0.42 43:0.64 45:0.87 66:0.49 69:0.70 70:0.52 71:0.65 74:0.65 77:0.70 81:0.32 83:0.60 86:0.75 91:0.18 98:0.39 99:0.83 101:0.52 108:0.53 114:0.54 122:0.51 123:0.51 124:0.66 126:0.44 127:0.40 129:0.05 133:0.66 135:0.78 139:0.72 145:0.47 146:0.57 147:0.63 149:0.67 150:0.51 154:0.66 155:0.58 159:0.58 163:0.81 165:0.70 172:0.48 173:0.63 176:0.66 177:0.70 178:0.55 179:0.64 187:0.68 192:0.59 195:0.80 201:0.68 208:0.54 212:0.27 215:0.37 216:0.77 222:0.48 235:0.88 241:0.21 242:0.40 243:0.60 245:0.64 247:0.47 253:0.41 254:0.84 259:0.21 265:0.42 266:0.75 267:0.19 271:0.38 276:0.46 282:0.77 290:0.54 297:0.36 300:0.55\n1 1:0.74 6:0.79 7:0.66 8:0.58 9:0.80 11:0.64 12:0.37 17:0.34 18:0.88 20:0.88 21:0.22 22:0.93 27:0.40 29:0.98 30:0.21 31:0.88 32:0.80 34:0.85 36:0.68 37:0.36 39:0.42 43:0.13 44:0.93 45:0.66 47:0.93 48:0.91 55:0.71 64:0.77 66:0.80 69:0.17 70:0.86 71:0.65 74:0.61 76:0.85 77:0.70 78:0.97 79:0.88 81:0.79 83:0.60 86:0.90 91:0.33 96:0.71 98:0.89 99:0.95 100:0.94 101:0.52 104:0.58 108:0.14 111:0.95 114:0.71 120:0.58 122:0.86 123:0.13 126:0.54 127:0.44 129:0.05 132:0.97 135:0.75 137:0.88 139:0.92 140:0.45 145:0.65 146:0.63 147:0.68 149:0.15 150:0.85 151:0.54 152:0.93 153:0.46 154:0.94 155:0.67 159:0.24 162:0.86 164:0.65 165:0.70 169:0.93 172:0.45 173:0.44 176:0.73 177:0.70 179:0.84 186:0.97 187:0.39 192:0.87 195:0.57 196:0.92 201:0.93 202:0.49 208:0.64 212:0.37 215:0.51 216:0.37 219:0.89 220:0.82 222:0.48 230:0.69 232:0.77 233:0.76 235:0.60 241:0.44 242:0.76 243:0.82 247:0.35 248:0.56 253:0.56 254:0.74 255:0.95 256:0.58 260:0.58 261:0.95 262:0.93 265:0.89 266:0.27 267:0.44 268:0.58 271:0.38 276:0.35 281:0.91 282:0.88 284:0.91 285:0.62 290:0.71 292:0.91 297:0.36 300:0.55\n1 1:0.69 7:0.72 8:0.83 9:0.76 11:0.64 12:0.37 17:0.61 18:0.69 21:0.30 27:0.19 29:0.98 30:0.75 32:0.78 34:0.24 36:1.00 37:0.73 39:0.42 43:0.69 44:0.93 45:0.98 48:0.91 66:0.23 69:0.50 70:0.43 71:0.65 74:0.93 77:0.70 81:0.50 83:0.60 86:0.81 91:0.33 96:0.76 97:0.94 98:0.65 99:0.83 101:0.52 104:0.80 108:0.82 114:0.63 120:0.64 122:0.51 123:0.37 124:0.55 126:0.44 127:0.69 129:0.05 133:0.43 135:0.99 139:0.85 140:0.45 145:0.63 146:0.80 147:0.83 149:0.94 150:0.57 151:0.64 153:0.46 154:0.73 155:0.58 158:0.78 159:0.64 162:0.73 164:0.68 165:0.70 172:0.89 173:0.42 176:0.66 177:0.70 179:0.23 187:0.68 190:0.77 192:0.59 195:0.79 201:0.68 202:0.63 204:0.85 208:0.54 212:0.89 215:0.44 216:0.81 220:0.87 222:0.48 230:0.74 232:0.85 233:0.73 235:0.42 241:0.55 242:0.61 243:0.43 245:0.97 247:0.60 248:0.66 253:0.76 254:0.86 255:0.74 256:0.64 259:0.21 260:0.64 265:0.62 266:0.54 267:0.87 268:0.66 271:0.38 276:0.87 279:0.82 281:0.91 282:0.86 283:0.78 285:0.56 290:0.63 297:0.36 300:0.70\n1 1:0.74 6:0.79 7:0.66 8:0.57 11:0.64 12:0.37 17:0.04 18:0.86 20:0.87 21:0.22 22:0.93 27:0.40 29:0.98 30:0.45 32:0.79 34:0.50 36:0.66 37:0.36 39:0.42 43:0.12 44:0.93 45:0.73 47:0.93 48:0.91 55:0.52 64:0.77 66:0.63 69:0.17 70:0.61 71:0.65 74:0.68 76:0.85 77:0.70 78:0.98 81:0.79 83:0.60 86:0.94 91:0.35 98:0.37 99:0.95 100:0.94 101:0.52 104:0.58 108:0.14 111:0.96 114:0.71 122:0.57 123:0.13 124:0.49 126:0.54 127:0.51 129:0.05 132:0.97 133:0.59 135:0.76 139:0.94 145:0.65 146:0.35 147:0.42 149:0.08 150:0.85 152:0.93 154:0.94 155:0.67 159:0.36 165:0.70 169:0.93 172:0.41 173:0.31 176:0.73 177:0.70 178:0.55 179:0.83 186:0.98 187:0.39 192:0.87 195:0.63 201:0.93 208:0.64 212:0.84 215:0.51 216:0.37 219:0.89 222:0.48 230:0.69 232:0.77 233:0.76 235:0.60 241:0.21 242:0.33 243:0.68 245:0.47 247:0.47 253:0.53 254:0.74 261:0.95 262:0.93 265:0.39 266:0.23 267:0.65 271:0.38 276:0.33 281:0.91 282:0.87 290:0.71 292:0.91 297:0.36 300:0.43\n1 1:0.74 7:0.81 11:0.83 12:0.37 17:0.88 18:0.89 20:0.85 21:0.30 22:0.93 27:0.62 29:0.98 30:0.75 32:0.80 34:0.97 36:0.90 37:0.59 39:0.42 43:0.95 44:0.93 45:0.94 47:0.93 64:0.77 66:0.96 69:0.27 70:0.52 71:0.65 74:0.93 77:0.89 78:0.96 81:0.72 83:0.91 85:0.88 86:0.95 91:0.20 97:0.89 98:0.92 99:0.83 100:0.92 101:0.87 104:0.83 106:0.81 108:0.21 111:0.94 114:0.65 117:0.86 121:0.97 122:0.51 123:0.20 126:0.54 127:0.54 129:0.05 135:0.93 139:0.96 145:0.88 146:0.93 147:0.94 149:0.96 150:0.83 152:0.81 154:0.95 155:0.67 158:0.79 159:0.57 165:0.93 169:0.89 172:0.91 173:0.25 176:0.73 177:0.70 178:0.55 179:0.28 186:0.96 187:0.95 192:0.87 195:0.76 201:0.93 204:0.89 206:0.81 208:0.64 212:0.74 215:0.44 216:0.31 222:0.48 230:0.87 232:0.88 233:0.76 235:0.68 241:0.30 242:0.41 243:0.96 247:0.82 253:0.53 259:0.21 261:0.88 262:0.93 265:0.92 266:0.38 267:0.44 271:0.38 276:0.83 279:0.82 281:0.91 282:0.88 283:0.82 290:0.65 297:0.36 299:0.88 300:0.55\n1 1:0.74 7:0.81 11:0.83 12:0.37 17:0.30 18:0.89 21:0.13 27:0.32 29:0.98 30:0.54 32:0.80 34:0.44 36:0.53 37:0.80 39:0.42 43:0.94 44:0.93 45:0.81 48:0.97 60:0.87 64:0.77 66:0.88 69:0.27 70:0.48 71:0.65 74:0.85 77:0.70 81:0.80 83:0.91 85:0.72 86:0.97 91:0.05 97:0.89 98:0.55 101:0.87 108:0.21 114:0.79 121:0.90 122:0.57 123:0.20 126:0.54 127:0.16 129:0.05 135:0.98 139:0.98 145:0.76 146:0.59 147:0.64 149:0.70 150:0.87 154:0.94 155:0.67 158:0.92 159:0.21 165:0.93 172:0.67 173:0.31 176:0.73 177:0.70 178:0.55 179:0.26 187:0.39 192:0.87 195:0.67 201:0.93 204:0.89 208:0.64 212:0.80 215:0.61 216:0.86 219:0.95 222:0.48 230:0.87 233:0.76 235:0.31 241:0.05 242:0.33 243:0.89 247:0.55 253:0.57 259:0.21 265:0.57 266:0.38 267:0.94 271:0.38 276:0.54 279:0.86 281:0.91 282:0.88 283:0.82 290:0.79 292:0.95 297:0.36 299:0.88 300:0.33\n0 6:0.78 11:0.83 12:0.37 17:0.89 18:0.85 20:0.94 21:0.78 22:0.93 27:0.30 29:0.98 30:0.68 34:0.99 36:0.32 37:0.65 39:0.42 43:0.86 45:0.73 47:0.93 60:0.87 66:0.52 69:0.54 70:0.52 71:0.65 74:0.71 78:0.97 83:0.91 85:0.80 86:0.90 91:0.12 98:0.44 100:0.90 101:0.87 104:0.81 106:0.81 108:0.41 111:0.94 117:0.86 122:0.86 123:0.40 124:0.52 127:0.42 129:0.59 133:0.46 135:0.99 139:0.91 146:0.51 147:0.57 149:0.78 152:0.91 154:0.83 155:0.67 158:0.91 159:0.46 169:0.87 172:0.48 173:0.54 177:0.70 178:0.55 179:0.67 186:0.97 187:0.39 189:0.81 192:0.87 206:0.81 208:0.64 212:0.40 216:0.61 219:0.95 222:0.48 232:0.87 238:0.82 241:0.59 242:0.31 243:0.61 245:0.69 247:0.60 253:0.42 259:0.21 261:0.93 262:0.93 265:0.46 266:0.63 267:0.59 271:0.38 276:0.42 279:0.86 283:0.78 292:0.91 300:0.43\n2 1:0.74 6:0.91 7:0.81 8:0.79 11:0.83 12:0.37 17:0.75 18:0.87 20:0.86 21:0.59 27:0.32 29:0.98 30:0.76 32:0.80 34:0.91 36:0.90 37:0.62 39:0.42 43:0.82 44:0.93 45:0.93 64:0.77 66:0.96 69:0.63 70:0.37 71:0.65 74:0.94 77:0.89 78:0.97 81:0.51 83:0.91 85:0.90 86:0.94 91:0.25 97:0.89 98:0.90 99:0.83 100:0.96 101:0.87 104:0.92 106:0.81 108:0.48 111:0.96 114:0.58 117:0.86 121:0.97 122:0.51 123:0.46 126:0.54 127:0.46 129:0.05 135:0.94 139:0.96 145:0.85 146:0.87 147:0.89 149:0.95 150:0.73 152:0.87 154:0.78 155:0.67 158:0.79 159:0.44 165:0.93 169:0.92 172:0.89 173:0.66 176:0.73 177:0.70 178:0.55 179:0.28 186:0.96 187:0.95 192:0.87 195:0.69 201:0.93 204:0.89 206:0.81 208:0.64 212:0.78 215:0.39 216:0.69 219:0.89 222:0.48 230:0.87 232:0.94 233:0.76 235:0.88 241:0.46 242:0.36 243:0.96 247:0.60 253:0.49 259:0.21 261:0.92 265:0.90 266:0.27 267:0.65 271:0.38 276:0.81 279:0.82 281:0.91 282:0.88 283:0.82 290:0.58 292:0.95 297:0.36 299:0.97 300:0.33\n2 1:0.69 7:0.72 9:0.76 11:0.64 12:0.37 17:0.28 18:0.80 21:0.47 27:0.52 29:0.98 30:0.74 34:0.31 36:0.57 37:0.56 39:0.42 43:0.64 45:0.99 66:0.99 69:0.70 70:0.46 71:0.65 74:0.95 81:0.38 83:0.60 86:0.91 91:0.14 96:0.88 98:0.83 99:0.83 101:0.52 104:0.98 108:0.54 114:0.59 120:0.80 122:0.51 123:0.51 126:0.44 127:0.32 129:0.05 135:0.34 139:0.88 140:0.45 146:0.97 147:0.98 149:0.93 150:0.54 151:0.85 153:0.77 154:0.65 155:0.58 159:0.72 162:0.86 164:0.65 165:0.70 172:0.97 173:0.51 176:0.66 177:0.70 179:0.13 187:0.21 190:0.77 192:0.59 201:0.68 202:0.54 204:0.85 208:0.54 212:0.58 215:0.41 216:0.48 222:0.48 230:0.75 232:0.99 233:0.76 235:0.60 241:0.32 242:0.54 243:0.99 247:0.60 248:0.84 253:0.90 254:0.74 255:0.74 256:0.58 259:0.21 260:0.77 265:0.83 266:0.47 267:0.79 268:0.63 271:0.38 276:0.93 285:0.56 290:0.59 297:0.36 300:0.55\n2 1:0.74 7:0.81 11:0.64 12:0.37 17:0.47 21:0.54 22:0.93 27:0.02 29:0.98 30:0.89 32:0.69 34:0.84 36:0.49 37:0.99 39:0.42 43:0.64 45:0.77 47:0.93 48:0.97 64:0.77 66:0.75 69:0.70 70:0.20 71:0.65 74:0.69 77:0.70 81:0.51 83:0.91 91:0.64 97:0.89 98:0.30 101:0.52 104:0.95 106:0.81 108:0.53 114:0.59 117:0.86 121:0.97 122:0.51 123:0.51 126:0.54 127:0.12 129:0.05 135:0.86 139:0.74 145:0.54 146:0.26 147:0.32 149:0.57 150:0.73 154:0.54 155:0.67 158:0.79 159:0.11 165:0.93 172:0.32 173:0.90 175:0.75 176:0.73 177:0.38 178:0.55 179:0.29 187:0.68 192:0.87 195:0.55 201:0.93 204:0.89 206:0.81 208:0.64 212:0.84 215:0.39 216:0.85 222:0.48 230:0.86 232:0.96 233:0.73 235:0.74 241:0.47 242:0.63 243:0.77 244:0.61 247:0.30 253:0.45 257:0.65 259:0.21 262:0.93 265:0.33 266:0.17 267:0.52 271:0.38 276:0.25 277:0.69 279:0.82 281:0.89 282:0.77 283:0.82 290:0.59 297:0.36 300:0.18\n1 1:0.69 7:0.72 9:0.80 11:0.64 12:0.37 17:0.59 20:0.89 21:0.47 27:0.31 29:0.98 30:0.85 31:0.94 32:0.69 34:0.75 36:0.88 37:0.55 39:0.42 41:0.82 43:0.70 45:0.91 66:0.51 69:0.47 70:0.41 71:0.65 74:0.73 77:0.89 78:0.92 79:0.93 81:0.38 83:0.91 91:0.22 96:0.80 98:0.35 99:0.83 100:0.89 101:0.52 104:0.97 106:0.81 108:0.83 111:0.90 114:0.59 117:0.86 120:0.69 122:0.51 123:0.82 124:0.65 126:0.44 127:0.53 129:0.81 133:0.67 135:0.99 137:0.94 140:0.45 145:0.95 146:0.33 147:0.39 149:0.80 150:0.54 151:0.87 152:0.93 153:0.48 154:0.59 155:0.67 159:0.59 162:0.86 164:0.57 165:0.70 169:0.83 172:0.59 173:0.39 175:0.75 176:0.66 177:0.38 179:0.57 186:0.92 187:0.87 192:0.87 195:0.77 201:0.68 202:0.36 204:0.85 206:0.81 208:0.64 212:0.61 215:0.41 216:0.64 222:0.48 230:0.74 232:0.98 233:0.73 235:0.60 241:0.27 242:0.63 243:0.36 244:0.61 245:0.72 247:0.30 248:0.77 253:0.82 255:0.95 256:0.45 257:0.65 259:0.21 260:0.70 261:0.90 265:0.37 266:0.63 267:0.52 268:0.46 271:0.38 276:0.53 277:0.69 282:0.77 284:0.89 285:0.62 290:0.59 297:0.36 300:0.43\n1 1:0.74 6:0.81 7:0.81 8:0.64 12:0.06 17:0.93 20:0.81 27:0.72 28:0.64 29:0.71 32:0.80 34:0.40 36:0.78 37:0.56 39:0.94 44:0.93 64:1.00 71:0.91 74:0.59 77:0.89 78:0.84 81:0.91 83:0.91 91:0.86 100:0.85 104:0.54 111:0.83 114:0.98 121:0.97 126:0.54 135:0.32 139:0.82 145:0.45 150:0.95 152:0.78 155:0.67 161:0.73 165:0.93 167:0.86 169:0.83 175:0.97 176:0.73 178:0.55 181:0.78 186:0.84 189:0.83 191:0.88 192:0.87 195:0.52 201:0.93 204:0.89 208:0.64 215:0.96 222:0.21 230:0.87 233:0.76 235:0.12 238:0.87 241:0.80 244:0.93 253:0.66 257:0.93 259:0.21 261:0.81 267:0.19 277:0.95 281:0.91 282:0.88 290:0.98 297:0.99 299:0.97\n4 6:0.98 7:0.66 8:0.95 9:0.76 12:0.06 17:0.20 18:0.85 20:0.79 21:0.54 22:0.93 27:0.06 28:0.64 29:0.71 30:0.41 31:0.94 32:0.68 34:0.76 36:0.36 37:0.92 39:0.94 43:0.17 44:0.90 47:0.93 48:0.91 55:0.71 64:0.77 66:0.86 69:0.37 70:0.60 71:0.91 74:0.32 78:0.90 79:0.95 81:0.32 83:0.60 86:0.79 91:0.81 96:0.84 98:0.93 100:0.98 108:0.29 111:0.96 117:0.86 120:0.76 123:0.28 126:0.44 127:0.58 129:0.05 135:0.37 137:0.94 139:0.81 140:0.80 145:0.72 146:0.81 147:0.84 149:0.26 150:0.26 151:0.86 152:0.97 153:0.78 154:0.11 155:0.58 159:0.37 161:0.73 162:0.69 164:0.77 167:0.84 169:0.97 172:0.59 173:0.47 177:0.70 178:0.42 179:0.74 181:0.78 186:0.90 187:0.68 189:1.00 190:0.77 191:0.94 192:0.59 195:0.62 196:0.94 201:0.68 202:0.83 208:0.54 212:0.54 215:0.39 216:0.75 220:0.96 222:0.21 230:0.69 233:0.73 235:0.68 238:0.98 241:0.78 242:0.33 243:0.86 244:0.83 247:0.67 248:0.77 253:0.73 255:0.79 256:0.85 259:0.21 260:0.68 261:0.98 262:0.93 265:0.93 266:0.47 267:0.23 268:0.85 276:0.49 281:0.89 284:0.97 285:0.62 297:0.36 300:0.43\n1 1:0.74 7:0.66 9:0.76 12:0.06 17:0.32 18:0.89 21:0.71 22:0.93 27:0.06 28:0.64 29:0.71 30:0.21 31:0.93 32:0.79 34:1.00 36:0.26 37:0.92 39:0.94 43:0.17 44:0.93 47:0.93 48:0.91 55:0.71 64:0.77 66:0.45 69:0.41 70:0.87 71:0.91 74:0.60 76:0.85 77:0.70 79:0.93 81:0.38 83:0.60 86:0.88 91:0.20 96:0.80 98:0.63 108:0.76 114:0.55 117:0.86 123:0.75 124:0.58 126:0.54 127:0.83 129:0.05 133:0.43 135:0.70 137:0.93 139:0.90 140:0.45 145:0.59 146:0.65 147:0.70 149:0.22 150:0.62 151:0.81 153:0.48 154:0.48 155:0.67 159:0.53 161:0.73 162:0.86 167:0.70 172:0.54 173:0.41 176:0.73 177:0.70 179:0.64 181:0.78 187:0.68 190:0.77 192:0.87 195:0.72 196:0.95 201:0.93 202:0.36 204:0.85 208:0.64 212:0.49 215:0.37 216:0.75 222:0.21 230:0.69 233:0.76 235:0.95 241:0.65 242:0.18 243:0.47 244:0.61 245:0.79 247:0.82 248:0.73 253:0.73 254:0.80 255:0.74 256:0.45 259:0.21 262:0.93 265:0.64 266:0.71 267:0.52 268:0.46 276:0.58 277:0.69 281:0.88 282:0.87 284:0.87 285:0.56 290:0.55 297:0.36 300:0.70\n1 6:0.95 7:0.66 8:0.97 12:0.06 17:0.16 18:0.79 20:0.84 21:0.54 27:0.05 28:0.64 29:0.71 30:0.21 31:0.94 34:0.45 36:0.65 37:0.94 39:0.94 43:0.16 44:0.87 48:0.91 55:0.52 64:0.77 66:0.16 69:0.46 70:0.82 71:0.91 78:0.83 79:0.95 81:0.32 86:0.74 91:0.93 96:0.68 98:0.42 100:0.88 108:0.75 111:0.84 120:0.96 123:0.34 124:0.70 126:0.44 127:0.79 129:0.05 133:0.62 135:0.18 137:0.94 139:0.77 140:0.97 145:0.59 146:0.40 147:0.46 149:0.25 150:0.26 151:0.81 152:0.80 153:0.48 154:0.11 159:0.41 161:0.73 162:0.56 164:0.92 167:0.89 169:0.86 172:0.37 173:0.55 175:0.75 177:0.38 179:0.80 181:0.78 186:0.83 189:0.96 190:0.77 191:0.98 192:0.51 195:0.65 196:0.93 201:0.68 202:0.94 212:0.49 215:0.39 216:0.55 222:0.21 230:0.69 233:0.76 235:0.68 238:0.93 241:0.96 242:0.61 243:0.37 244:0.83 245:0.60 247:0.55 248:0.79 253:0.32 255:0.74 256:0.93 257:0.65 259:0.21 260:0.94 261:0.83 265:0.30 266:0.63 267:0.73 268:0.94 276:0.43 277:0.69 281:0.89 284:0.94 285:0.62 297:0.36 300:0.55\n2 7:0.66 8:0.97 12:0.06 17:0.24 18:0.92 21:0.64 27:0.04 28:0.64 29:0.71 30:0.45 31:0.90 34:0.83 36:0.42 37:0.94 39:0.94 43:0.13 48:0.91 55:0.71 64:0.77 66:0.93 69:0.55 70:0.63 71:0.91 74:0.45 79:0.91 81:0.31 86:0.92 91:0.27 98:0.94 108:0.42 120:0.64 123:0.40 126:0.44 127:0.63 129:0.05 135:0.39 137:0.90 139:0.89 140:0.45 146:0.87 147:0.89 149:0.25 150:0.25 151:0.48 153:0.48 154:0.51 158:0.74 159:0.45 161:0.73 162:0.78 164:0.71 167:0.79 172:0.81 173:0.59 177:0.70 179:0.47 181:0.78 187:0.68 190:0.89 191:0.94 192:0.51 196:0.93 201:0.68 202:0.68 212:0.80 215:0.38 216:0.87 220:0.93 222:0.21 230:0.69 233:0.73 235:0.84 241:0.75 242:0.21 243:0.93 247:0.84 248:0.48 253:0.34 254:0.99 255:0.74 256:0.71 259:0.21 260:0.62 265:0.94 266:0.38 267:0.36 268:0.73 276:0.71 281:0.89 283:0.78 284:0.92 285:0.56 297:0.36 300:0.55\n1 1:0.74 11:0.64 12:0.06 17:0.36 18:0.89 21:0.40 27:0.45 28:0.64 29:0.71 30:0.09 34:0.89 36:0.17 37:0.50 39:0.94 43:0.63 45:0.81 64:0.77 66:0.53 69:0.69 70:0.99 71:0.91 74:0.68 81:0.51 83:0.60 86:0.89 91:0.29 97:0.89 98:0.52 99:0.83 101:0.52 108:0.52 114:0.62 122:0.86 123:0.50 124:0.64 126:0.54 127:0.51 129:0.05 133:0.60 135:0.89 139:0.90 145:0.47 146:0.73 147:0.77 149:0.56 150:0.69 154:0.76 155:0.67 158:0.91 159:0.66 161:0.73 165:0.70 167:0.55 172:0.63 173:0.59 176:0.73 177:0.70 178:0.55 179:0.53 181:0.78 187:0.68 192:0.87 201:0.93 208:0.64 212:0.29 215:0.42 216:0.77 219:0.95 222:0.21 235:0.60 241:0.24 242:0.30 243:0.62 245:0.74 247:0.88 253:0.48 254:0.74 259:0.21 265:0.53 266:0.80 267:0.44 276:0.61 279:0.86 283:0.77 290:0.62 292:0.91 297:0.36 300:0.94\n3 6:0.96 8:0.93 12:0.06 17:0.38 18:0.70 20:0.82 21:0.68 22:0.93 27:0.06 28:0.64 29:0.71 30:0.62 31:0.91 32:0.64 34:0.71 36:0.63 37:0.92 39:0.94 43:0.15 47:0.93 48:0.97 55:0.52 64:0.77 66:0.64 69:0.57 70:0.40 71:0.91 78:0.86 79:0.92 81:0.29 86:0.68 91:0.82 96:0.72 98:0.51 100:0.91 108:0.68 111:0.86 120:0.83 123:0.66 124:0.44 126:0.44 127:0.46 129:0.59 133:0.47 135:0.65 137:0.91 139:0.73 140:0.80 145:0.69 146:0.28 147:0.34 149:0.21 150:0.24 151:0.53 152:0.97 153:0.48 154:0.11 159:0.34 161:0.73 162:0.59 164:0.79 167:0.83 169:0.96 172:0.45 173:0.68 175:0.75 177:0.38 178:0.42 179:0.79 181:0.78 186:0.86 187:0.68 189:0.98 190:0.89 191:0.95 192:0.51 195:0.62 196:0.90 201:0.68 202:0.85 212:0.78 215:0.37 216:0.75 219:0.89 220:0.87 222:0.21 235:0.84 238:0.94 241:0.77 242:0.60 243:0.26 244:0.83 245:0.55 247:0.39 248:0.55 253:0.45 255:0.74 256:0.84 257:0.65 259:0.21 260:0.77 261:0.98 262:0.93 265:0.53 266:0.27 267:0.19 268:0.85 276:0.34 277:0.69 281:0.89 284:0.97 285:0.62 292:0.91 297:0.36 300:0.33\n4 6:0.98 7:0.66 8:0.93 9:0.80 12:0.06 17:0.24 18:0.85 20:0.94 21:0.54 22:0.93 27:0.06 28:0.64 29:0.71 30:0.41 31:0.98 32:0.68 34:0.78 36:0.35 37:0.92 39:0.94 41:0.88 43:0.17 44:0.90 47:0.93 48:0.91 55:0.71 64:0.77 66:0.86 69:0.37 70:0.60 71:0.91 74:0.38 78:0.94 79:0.98 81:0.32 83:0.91 86:0.79 91:0.84 96:0.94 98:0.93 100:0.99 108:0.29 111:0.98 117:0.86 120:0.87 123:0.28 126:0.44 127:0.58 129:0.05 135:0.37 137:0.98 139:0.81 140:0.96 145:0.72 146:0.81 147:0.84 149:0.26 150:0.26 151:0.87 152:0.95 153:0.83 154:0.11 155:0.67 158:0.75 159:0.37 161:0.73 162:0.59 164:0.86 167:0.80 169:0.97 172:0.59 173:0.47 177:0.70 178:0.42 179:0.75 181:0.78 186:0.94 187:0.39 189:0.98 191:0.93 192:0.87 195:0.62 196:0.97 201:0.68 202:0.89 208:0.64 212:0.54 215:0.39 216:0.75 220:0.74 222:0.21 230:0.69 233:0.73 235:0.68 238:0.98 241:0.76 242:0.33 243:0.86 244:0.83 247:0.67 248:0.88 253:0.89 255:0.95 256:0.89 259:0.21 260:0.86 261:0.98 262:0.93 265:0.93 266:0.47 267:0.18 268:0.90 276:0.49 281:0.89 284:0.98 285:0.62 297:0.36 300:0.43\n2 1:0.74 6:0.84 7:0.81 8:0.68 9:0.80 11:0.83 12:0.06 17:0.82 18:0.96 20:0.92 21:0.22 27:0.29 28:0.64 29:0.71 30:0.15 31:0.90 32:0.80 34:0.67 36:0.57 37:0.69 39:0.94 41:0.90 43:0.89 44:0.93 45:0.66 48:0.91 64:0.77 66:0.29 69:0.51 70:0.92 71:0.91 74:0.85 76:0.85 77:0.70 78:0.88 79:0.89 81:0.67 83:0.91 85:0.90 86:0.99 91:0.70 96:0.73 98:0.62 100:0.91 101:0.97 108:0.78 111:0.88 114:0.71 120:0.61 121:0.90 122:0.57 123:0.56 124:0.70 126:0.54 127:0.66 129:0.81 133:0.67 135:0.89 137:0.90 139:0.99 140:0.45 145:0.80 146:0.29 147:0.35 149:0.90 150:0.80 151:0.59 152:0.87 153:0.83 154:0.87 155:0.67 159:0.54 161:0.73 162:0.86 164:0.74 165:0.93 167:0.56 169:0.88 172:0.75 173:0.48 176:0.73 177:0.70 179:0.31 181:0.78 186:0.88 187:0.87 189:0.86 191:0.73 192:0.87 195:0.75 196:0.95 201:0.93 202:0.62 204:0.89 208:0.64 212:0.85 215:0.51 216:0.61 220:0.82 222:0.21 230:0.87 233:0.76 235:0.52 238:0.91 241:0.30 242:0.16 243:0.20 245:0.91 247:0.88 248:0.61 253:0.68 255:0.95 256:0.68 259:0.21 260:0.61 261:0.91 265:0.60 266:0.54 267:0.73 268:0.71 276:0.82 281:0.91 282:0.88 283:0.78 284:0.95 285:0.62 290:0.71 297:0.36 299:0.88 300:0.70\n1 6:0.82 7:0.66 8:0.73 12:0.06 17:0.43 18:0.83 20:0.85 21:0.47 27:0.15 28:0.64 29:0.71 30:0.62 31:0.93 32:0.69 34:0.44 36:0.64 37:0.79 39:0.94 43:0.17 44:0.90 48:0.97 55:0.59 64:0.77 66:0.61 69:0.37 70:0.47 71:0.91 78:0.85 79:0.94 81:0.37 86:0.83 91:0.90 98:0.79 100:0.87 108:0.29 111:0.84 120:0.85 123:0.28 124:0.48 126:0.44 127:0.76 129:0.05 133:0.39 135:0.49 137:0.93 139:0.84 140:0.80 145:0.74 146:0.61 147:0.66 149:0.24 150:0.30 151:0.65 152:0.81 153:0.48 154:0.51 159:0.31 161:0.73 162:0.59 164:0.86 167:0.89 169:0.85 172:0.54 173:0.55 175:0.75 177:0.38 178:0.42 179:0.73 181:0.78 186:0.85 189:0.84 190:0.89 191:0.91 192:0.51 195:0.58 196:0.94 201:0.68 202:0.86 212:0.71 215:0.41 216:0.33 220:0.93 222:0.21 230:0.69 233:0.76 235:0.68 238:0.89 241:0.94 242:0.40 243:0.68 244:0.61 245:0.68 247:0.60 248:0.75 253:0.20 254:0.80 255:0.74 256:0.86 257:0.65 259:0.21 260:0.80 261:0.85 265:0.79 266:0.27 267:0.88 268:0.86 276:0.51 277:0.69 281:0.91 284:0.97 285:0.56 297:0.36 300:0.43\n1 6:0.98 7:0.66 8:0.88 12:0.06 17:0.82 18:0.85 20:0.79 21:0.54 22:0.93 27:0.06 28:0.64 29:0.71 30:0.45 31:0.87 32:0.68 34:0.83 36:0.61 37:0.92 39:0.94 43:0.15 44:0.90 47:0.93 48:0.97 55:0.92 64:0.77 66:0.97 69:0.55 70:0.43 71:0.91 74:0.67 78:0.91 79:0.87 81:0.32 86:0.85 91:0.78 96:0.71 98:0.99 100:0.98 108:0.42 111:0.96 120:0.55 122:0.77 123:0.41 126:0.44 127:0.91 129:0.05 135:0.66 137:0.87 139:0.85 140:0.45 145:0.54 146:0.99 147:1.00 149:0.30 150:0.26 151:0.50 152:0.95 153:0.46 154:0.29 158:0.74 159:0.87 161:0.73 162:0.55 163:0.94 164:0.70 167:0.74 169:0.97 172:0.91 173:0.28 177:0.70 179:0.32 181:0.78 186:0.91 187:0.68 189:0.97 190:0.89 191:0.92 192:0.51 195:0.96 196:0.89 201:0.68 202:0.77 212:0.35 215:0.39 216:0.75 220:0.91 222:0.21 230:0.69 233:0.76 235:0.68 238:0.98 241:0.70 242:0.30 243:0.97 244:0.61 247:0.92 248:0.50 253:0.45 254:0.93 255:0.74 256:0.73 259:0.21 260:0.55 261:0.98 262:0.93 265:0.99 266:0.54 267:0.69 268:0.74 276:0.84 281:0.89 284:0.93 285:0.62 297:0.36 300:0.33\n1 1:0.74 11:0.57 12:0.06 17:0.45 18:0.83 21:0.13 27:0.45 28:0.64 29:0.71 30:0.58 34:0.95 36:0.20 37:0.50 39:0.94 43:0.82 60:0.87 64:0.77 66:0.20 69:0.68 70:0.79 71:0.91 74:0.72 81:0.70 83:0.91 85:0.85 86:0.88 91:0.29 98:0.40 101:0.87 108:0.52 114:0.79 122:0.57 123:0.85 124:0.79 126:0.54 127:0.44 129:0.59 133:0.74 135:0.87 139:0.89 145:0.41 146:0.40 147:0.46 149:0.81 150:0.82 154:0.77 155:0.67 158:0.92 159:0.65 161:0.73 163:0.90 165:0.93 167:0.60 172:0.37 173:0.58 176:0.73 177:0.70 178:0.55 179:0.64 181:0.78 187:0.68 192:0.87 201:0.93 208:0.64 212:0.23 215:0.61 216:0.77 219:0.95 222:0.21 235:0.31 241:0.46 242:0.24 243:0.46 245:0.63 247:0.79 253:0.56 259:0.21 265:0.26 266:0.80 267:0.59 276:0.50 277:0.69 279:0.86 283:0.82 290:0.79 292:0.95 297:0.36 300:0.70\n1 1:0.74 6:0.89 8:0.78 9:0.80 11:0.83 12:0.06 17:0.81 18:0.98 20:0.91 21:0.40 27:0.49 28:0.64 29:0.71 30:0.15 31:0.96 32:0.68 34:0.18 36:0.26 37:0.72 39:0.94 41:0.94 43:0.78 44:0.90 45:0.95 55:0.71 60:0.87 64:0.77 66:0.13 69:0.77 70:0.92 71:0.91 74:0.87 78:0.83 79:0.96 81:0.53 83:0.91 85:0.95 86:0.99 91:0.61 96:0.87 97:0.94 98:0.45 100:0.84 101:0.97 104:0.86 108:0.60 111:0.82 114:0.62 120:0.81 122:0.86 123:0.58 124:0.97 126:0.54 127:0.97 129:0.99 133:0.97 135:1.00 137:0.96 139:0.99 140:0.45 145:0.69 146:0.99 147:0.05 149:0.90 150:0.74 151:0.94 152:0.85 153:0.82 154:0.71 155:0.67 158:0.92 159:0.97 161:0.73 162:0.73 164:0.81 165:0.93 167:0.57 169:0.82 172:0.95 173:0.25 176:0.73 177:0.05 179:0.10 181:0.78 186:0.83 187:0.21 189:0.90 191:0.70 192:0.87 195:1.00 196:0.99 201:0.93 202:0.77 208:0.64 212:0.48 215:0.42 216:0.21 219:0.95 220:0.91 222:0.21 235:0.60 238:0.88 241:0.32 242:0.18 243:0.05 245:0.99 247:0.97 248:0.85 253:0.90 255:0.95 256:0.80 257:0.84 259:0.21 260:0.80 261:0.86 265:0.47 266:0.95 267:0.85 268:0.81 276:0.99 279:0.86 283:0.82 284:0.97 285:0.62 290:0.62 292:0.95 297:0.36 300:0.94\n1 6:0.89 8:0.96 9:0.76 12:0.06 17:0.22 20:0.90 21:0.78 27:0.06 28:0.64 29:0.71 31:0.93 34:0.59 36:0.26 37:0.93 39:0.94 71:0.91 74:0.38 78:0.78 79:0.94 91:0.91 96:0.76 100:0.82 111:0.78 120:0.92 135:0.78 137:0.93 140:0.80 151:0.76 152:0.88 153:0.48 155:0.58 158:0.78 161:0.73 162:0.59 164:0.90 167:0.88 169:0.79 175:0.97 181:0.78 186:0.78 189:0.92 190:0.77 191:0.94 192:0.59 202:0.91 208:0.54 216:0.59 222:0.21 238:0.92 241:0.87 244:0.93 248:0.75 253:0.51 255:0.79 256:0.92 257:0.93 259:0.21 260:0.88 261:0.83 267:0.88 268:0.91 277:0.95 279:0.82 283:0.78 284:0.97 285:0.62\n1 6:0.98 8:0.98 12:0.06 17:0.16 18:0.68 20:0.76 21:0.64 22:0.93 27:0.06 28:0.64 29:0.71 30:0.21 31:0.91 32:0.68 34:0.89 36:0.38 37:0.92 39:0.94 43:0.15 44:0.90 47:0.93 48:0.97 55:0.52 64:0.77 66:0.69 69:0.82 70:0.67 71:0.91 78:0.90 79:0.92 81:0.30 86:0.70 91:0.90 98:0.54 100:0.95 108:0.67 111:0.92 120:0.95 123:0.65 124:0.41 126:0.44 127:0.43 129:0.05 133:0.39 135:0.32 137:0.91 139:0.76 140:0.94 145:0.76 146:0.48 147:0.05 149:0.16 150:0.24 151:0.59 152:0.97 153:0.48 154:0.30 159:0.34 161:0.73 162:0.55 164:0.91 167:0.84 169:0.97 172:0.41 173:0.93 175:0.75 177:0.05 178:0.48 179:0.84 181:0.78 186:0.90 187:0.68 190:0.89 191:0.97 192:0.51 195:0.61 196:0.91 201:0.68 202:0.95 212:0.37 215:0.38 216:0.75 222:0.21 235:0.80 241:0.78 242:0.58 243:0.18 244:0.61 245:0.46 247:0.39 248:0.58 253:0.20 254:0.97 255:0.74 256:0.94 257:0.84 259:0.21 260:0.91 261:0.98 262:0.93 265:0.55 266:0.47 267:0.23 268:0.94 276:0.29 277:0.69 281:0.89 283:0.78 284:0.98 285:0.56 297:0.36 300:0.43\n1 7:0.70 9:0.74 12:0.06 17:0.36 18:0.77 21:0.05 23:0.96 27:0.28 29:0.71 30:0.61 31:0.90 32:0.65 34:0.80 36:0.48 37:0.91 39:0.95 43:0.65 48:0.91 55:0.52 66:0.78 69:0.25 70:0.66 79:0.90 81:0.34 86:0.78 91:0.49 96:0.74 98:0.83 108:0.52 120:0.68 123:0.50 124:0.39 126:0.24 127:0.61 128:0.96 129:0.59 133:0.47 135:0.30 137:0.90 138:0.96 139:0.78 140:0.80 145:0.83 146:0.13 147:0.18 149:0.61 150:0.38 151:0.77 153:0.48 154:0.55 155:0.65 159:0.38 162:0.86 164:0.66 168:0.96 170:0.99 172:0.73 173:0.37 175:0.91 177:0.38 179:0.56 187:0.39 192:0.98 195:0.63 196:0.91 202:0.50 205:0.95 208:0.64 212:0.69 215:0.91 216:0.41 220:0.62 222:0.60 230:0.73 233:0.66 235:0.05 241:0.70 242:0.76 243:0.15 244:0.83 245:0.67 247:0.47 248:0.70 253:0.54 255:0.74 256:0.58 257:0.84 259:0.21 260:0.68 265:0.83 266:0.47 267:0.96 268:0.59 276:0.63 277:0.87 281:0.86 284:0.88 285:0.62 297:0.36 298:0.99 300:0.55\n1 1:0.69 8:0.60 9:0.75 10:0.95 12:0.06 17:0.09 18:0.74 23:0.96 27:0.42 29:0.71 30:0.27 31:0.92 34:0.69 36:0.27 37:0.60 39:0.95 43:0.78 62:0.98 64:0.77 66:0.32 69:0.77 70:0.76 74:0.48 79:0.91 81:0.69 86:0.80 91:0.23 96:0.77 98:0.27 108:0.60 114:0.95 120:0.65 122:0.95 123:0.58 124:0.91 126:0.54 127:0.45 128:0.97 129:0.05 133:0.90 135:0.88 137:0.92 138:0.95 139:0.77 140:0.45 146:0.52 147:0.58 149:0.66 150:0.64 151:0.86 153:0.48 154:0.71 155:0.65 159:0.75 162:0.86 164:0.56 168:0.97 170:0.99 172:0.51 173:0.62 174:0.94 176:0.70 177:0.88 179:0.51 187:0.39 192:0.98 196:0.92 197:0.94 201:0.67 202:0.36 205:0.95 208:0.64 212:0.16 215:0.91 216:0.56 222:0.60 235:0.22 236:0.95 239:0.94 241:0.01 242:0.22 243:0.49 245:0.62 247:0.86 248:0.77 253:0.76 255:0.78 256:0.45 259:0.21 260:0.66 265:0.30 266:0.87 267:0.89 268:0.46 276:0.63 284:0.88 285:0.62 286:0.99 290:0.95 297:0.36 298:0.99 300:0.55\n1 1:0.67 8:0.77 10:0.95 11:0.46 12:0.06 17:0.53 18:0.96 21:0.47 27:0.45 29:0.71 30:0.43 32:0.80 34:0.87 36:0.24 37:0.50 39:0.95 43:0.82 44:0.93 45:0.66 48:0.91 64:0.77 66:0.77 69:0.23 70:0.64 74:0.70 75:0.99 77:0.70 81:0.65 83:0.56 86:0.96 91:0.10 97:0.89 98:0.90 99:0.83 101:0.47 102:0.98 108:0.18 114:0.80 122:0.92 123:0.18 124:0.41 126:0.54 127:0.80 129:0.05 133:0.36 135:0.54 139:0.97 145:0.47 146:0.92 147:0.94 149:0.82 150:0.55 154:0.77 155:0.52 158:0.86 159:0.61 165:0.65 170:0.99 172:0.82 173:0.23 174:0.89 176:0.73 177:0.88 178:0.55 179:0.44 187:0.68 192:0.50 195:0.75 197:0.91 201:0.66 208:0.64 212:0.71 215:0.63 216:0.77 219:0.95 222:0.60 226:0.96 228:0.99 235:0.80 236:0.97 239:0.97 241:0.27 242:0.31 243:0.79 245:0.81 247:0.94 253:0.63 259:0.21 265:0.90 266:0.63 267:0.44 276:0.74 279:0.80 281:0.91 282:0.88 283:0.67 290:0.80 292:0.88 297:0.36 300:0.55\n0 10:0.82 12:0.06 17:0.94 18:0.64 21:0.78 27:0.72 29:0.71 30:0.58 34:0.55 36:0.67 39:0.95 43:0.09 55:0.92 66:0.49 69:0.55 70:0.44 74:0.48 86:0.72 91:0.60 98:0.58 108:0.75 122:0.83 123:0.73 124:0.52 127:0.32 129:0.05 133:0.43 135:0.85 139:0.68 145:0.50 146:0.21 147:0.27 149:0.12 154:0.58 159:0.54 163:0.79 170:0.99 172:0.32 173:0.46 174:0.79 175:0.75 177:0.70 178:0.55 179:0.79 197:0.81 202:0.36 212:0.16 216:0.07 222:0.60 235:0.80 239:0.82 241:0.79 242:0.58 243:0.39 244:0.61 245:0.55 247:0.47 253:0.40 254:0.92 257:0.65 259:0.21 265:0.59 266:0.54 267:0.82 276:0.33 277:0.87 300:0.33\n1 1:0.65 7:0.75 8:0.63 9:0.73 10:0.92 12:0.06 17:0.40 18:0.83 21:0.40 22:0.93 23:0.99 27:0.48 29:0.71 30:0.62 31:0.91 32:0.71 33:0.97 34:0.63 36:0.67 37:0.57 39:0.95 43:0.86 44:0.92 47:0.93 48:0.97 62:0.98 64:0.77 66:0.52 69:0.58 70:0.62 74:0.69 75:0.98 76:0.94 77:0.70 79:0.91 81:0.57 86:0.86 91:0.58 96:0.79 98:0.48 102:0.97 106:0.81 108:0.44 114:0.78 117:0.86 120:0.56 123:0.43 124:0.65 126:0.54 127:0.52 128:0.97 129:0.05 133:0.65 135:0.93 137:0.91 138:0.95 139:0.90 140:0.45 145:0.47 146:0.69 147:0.74 149:0.85 150:0.52 151:0.56 153:0.48 154:0.83 155:0.65 158:0.81 159:0.66 162:0.86 164:0.65 168:0.97 170:0.99 172:0.65 173:0.46 174:0.86 176:0.70 177:0.88 179:0.50 187:0.39 190:0.77 192:0.98 193:0.99 195:0.83 196:0.94 197:0.89 201:0.64 202:0.69 204:0.85 205:0.99 206:0.81 208:0.64 212:0.26 215:0.63 216:0.76 219:0.94 220:0.91 222:0.60 226:0.95 230:0.77 232:0.99 233:0.65 235:0.68 236:0.95 239:0.96 241:0.10 242:0.19 243:0.62 245:0.76 247:0.90 248:0.55 253:0.81 255:0.73 256:0.78 259:0.21 260:0.57 262:0.93 265:0.50 266:0.87 267:0.73 268:0.77 276:0.63 279:0.82 281:0.86 282:0.80 283:0.66 284:0.96 285:0.62 286:0.99 290:0.78 291:0.97 292:0.87 297:0.36 298:0.99 300:0.70\n1 1:0.68 8:0.98 9:0.75 10:0.97 12:0.06 17:0.36 18:0.92 21:0.22 23:0.99 27:0.27 29:0.71 30:0.53 31:0.95 34:0.86 36:0.48 37:0.98 39:0.95 43:0.75 62:0.99 64:0.77 66:0.93 69:0.15 70:0.55 74:0.69 75:0.97 79:0.95 81:0.52 86:0.94 91:0.64 96:0.93 98:0.97 108:0.12 114:0.82 122:0.92 123:0.12 126:0.51 127:0.78 128:0.99 129:0.05 135:0.56 137:0.95 138:0.95 139:0.90 140:0.45 146:0.86 147:0.89 149:0.79 150:0.51 151:0.91 153:0.85 154:0.70 155:0.64 158:0.76 159:0.43 162:0.84 168:0.99 170:0.99 172:0.82 173:0.27 174:0.92 176:0.63 177:0.88 179:0.47 187:0.21 190:0.77 191:0.91 192:0.58 196:0.96 197:0.94 201:0.64 202:0.74 205:0.99 208:0.61 212:0.72 216:0.29 220:0.82 222:0.60 226:0.96 228:0.99 232:0.70 235:0.52 236:0.94 239:0.95 241:0.74 242:0.24 243:0.94 247:0.88 248:0.84 253:0.93 254:0.97 255:0.78 256:0.79 259:0.21 265:0.97 266:0.47 267:0.59 268:0.80 276:0.72 284:0.96 285:0.60 286:0.99 290:0.82 298:0.99 300:0.43\n3 8:0.86 10:0.99 12:0.06 17:0.18 18:0.94 21:0.30 23:0.95 27:0.15 29:0.71 30:0.87 34:0.75 36:0.60 37:0.78 39:0.95 43:0.88 62:0.97 66:0.25 69:0.12 70:0.44 74:0.83 75:0.97 81:0.38 86:0.96 91:0.48 96:0.71 98:0.58 108:0.71 114:0.82 122:0.94 123:0.69 124:0.74 126:0.32 127:0.76 128:0.95 129:0.81 133:0.67 135:0.42 139:0.94 140:0.45 146:0.54 147:0.60 149:0.96 150:0.40 151:0.57 153:0.48 154:0.87 158:0.76 159:0.63 162:0.86 168:0.95 170:0.99 172:0.77 173:0.16 174:0.96 176:0.63 177:0.88 179:0.24 187:0.87 190:0.89 191:0.80 192:0.47 197:0.97 201:0.57 202:0.36 205:0.95 212:0.80 216:0.91 220:0.87 222:0.60 226:0.96 228:0.99 235:0.42 236:0.94 239:0.99 241:0.52 242:0.19 243:0.43 245:0.95 247:0.86 248:0.56 253:0.71 255:0.69 256:0.45 259:0.21 265:0.59 266:0.63 267:0.59 268:0.46 276:0.87 285:0.50 290:0.82 300:0.84\n1 1:0.65 10:0.98 11:0.57 12:0.06 17:0.67 18:0.94 21:0.54 27:0.45 29:0.71 30:0.58 32:0.80 34:0.88 36:0.20 37:0.50 39:0.95 43:0.82 44:0.93 48:0.91 60:0.87 64:0.77 66:0.75 69:0.25 70:0.63 74:0.79 75:0.99 77:0.70 81:0.74 83:0.91 85:0.88 86:0.96 91:0.15 98:0.90 101:0.87 102:0.98 108:0.20 114:0.77 122:0.92 123:0.19 124:0.41 126:0.54 127:0.81 129:0.05 133:0.36 135:0.83 139:0.97 145:0.44 146:0.90 147:0.92 149:0.92 150:0.55 154:0.77 155:0.50 158:0.86 159:0.56 165:0.93 170:0.99 172:0.79 173:0.27 174:0.92 176:0.73 177:0.88 178:0.55 179:0.47 187:0.68 192:0.49 195:0.71 197:0.94 201:0.64 208:0.64 212:0.58 215:0.58 216:0.77 219:0.95 222:0.60 226:0.96 228:0.99 235:0.84 236:0.97 239:0.99 241:0.10 242:0.19 243:0.77 245:0.80 247:0.93 253:0.64 259:0.21 265:0.90 266:0.63 267:0.28 276:0.72 279:0.80 281:0.91 282:0.88 283:0.67 290:0.77 292:0.88 297:0.36 299:0.88 300:0.55\n1 7:0.70 9:0.74 12:0.06 17:0.40 18:0.77 21:0.05 23:0.96 27:0.28 29:0.71 30:0.71 31:0.90 32:0.67 34:0.78 36:0.37 37:0.91 39:0.95 43:0.65 44:0.88 48:0.91 55:0.52 66:0.75 69:0.25 70:0.47 79:0.90 81:0.34 86:0.78 91:0.49 96:0.74 98:0.83 108:0.53 120:0.68 123:0.50 124:0.40 126:0.24 127:0.67 128:0.96 129:0.59 133:0.47 135:0.21 137:0.90 138:0.96 139:0.81 140:0.80 145:0.84 146:0.13 147:0.18 149:0.59 150:0.38 151:0.77 153:0.72 154:0.55 155:0.65 159:0.35 162:0.76 164:0.68 168:0.96 170:0.99 172:0.65 173:0.40 175:0.91 177:0.38 179:0.65 187:0.39 192:0.98 195:0.61 196:0.92 202:0.58 205:0.95 208:0.64 212:0.54 215:0.91 216:0.41 220:0.62 222:0.60 230:0.73 233:0.66 235:0.05 241:0.62 242:0.72 243:0.18 244:0.83 245:0.64 247:0.47 248:0.70 253:0.54 255:0.74 256:0.58 257:0.84 259:0.21 260:0.69 265:0.83 266:0.47 267:0.52 268:0.62 276:0.55 277:0.87 281:0.86 284:0.88 285:0.62 297:0.36 298:0.99 300:0.43\n0 7:0.69 8:0.97 9:0.70 12:0.06 17:0.08 21:0.59 27:0.04 29:0.71 30:0.21 31:1.00 34:0.39 36:0.68 37:0.94 39:0.95 43:0.18 55:0.52 66:0.16 69:0.46 70:0.77 74:0.42 79:1.00 81:0.27 83:0.56 91:0.98 96:0.93 98:0.67 108:0.71 120:1.00 123:0.34 124:0.52 126:0.24 127:0.80 129:0.59 133:0.47 135:0.18 137:1.00 138:1.00 139:0.64 140:1.00 145:0.59 146:0.60 147:0.65 149:0.25 150:0.30 151:0.56 153:0.48 154:0.12 155:0.53 159:0.41 162:0.55 164:0.99 170:0.99 172:0.45 173:0.55 175:0.91 177:0.38 179:0.80 190:0.89 191:0.99 192:0.57 196:0.92 202:1.00 208:0.61 212:0.49 215:0.55 216:0.87 219:0.90 222:0.60 230:0.71 233:0.76 235:0.68 241:0.93 242:0.61 243:0.37 244:0.93 245:0.64 247:0.55 248:0.55 253:0.89 255:0.70 256:0.99 257:0.84 259:0.21 260:1.00 265:0.58 266:0.63 267:0.79 268:0.99 276:0.44 277:0.87 283:0.82 284:1.00 285:0.60 292:0.88 297:0.36 298:0.99 300:0.55\n2 1:0.68 8:0.70 9:0.76 10:0.97 12:0.06 17:0.57 18:0.92 21:0.05 23:0.97 27:0.15 29:0.71 30:0.76 31:0.93 34:0.53 36:0.28 37:0.78 39:0.95 43:0.88 62:0.98 64:0.77 66:0.92 69:0.10 70:0.41 74:0.65 79:0.92 81:0.68 86:0.94 91:0.51 96:0.79 98:0.92 108:0.09 114:0.95 120:0.67 122:0.75 123:0.09 126:0.54 127:0.55 128:0.97 129:0.05 135:0.42 137:0.93 139:0.92 140:0.45 146:0.67 147:0.71 149:0.90 150:0.63 151:0.82 153:0.77 154:0.87 155:0.66 159:0.25 162:0.68 164:0.64 168:0.97 170:0.99 172:0.79 173:0.37 174:0.89 176:0.73 177:0.88 179:0.47 187:0.95 191:0.88 192:0.99 196:0.95 197:0.93 201:0.67 202:0.54 205:0.95 208:0.64 212:0.86 215:0.91 216:0.91 220:0.62 222:0.60 228:0.99 235:0.31 236:0.97 239:0.95 241:0.59 242:0.13 243:0.93 247:0.90 248:0.74 253:0.81 255:0.79 256:0.45 259:0.21 260:0.68 265:0.92 266:0.27 267:0.97 268:0.57 276:0.67 284:0.91 285:0.62 290:0.95 297:0.36 300:0.43\n0 8:0.95 9:0.71 12:0.06 17:0.20 21:0.78 23:0.97 27:0.18 29:0.71 31:0.96 34:0.61 36:0.18 37:0.86 39:0.95 79:0.96 91:0.84 96:0.72 120:0.76 128:0.96 135:0.86 137:0.96 138:0.97 139:0.67 140:0.94 151:0.64 153:0.78 155:0.57 162:0.85 164:0.73 168:0.96 170:0.99 175:0.99 190:0.89 191:0.96 192:0.87 196:0.90 202:0.68 205:0.97 208:0.61 216:0.20 219:0.91 220:0.62 222:0.60 228:0.99 241:0.86 244:0.97 248:0.62 253:0.48 255:0.73 256:0.75 257:0.97 259:0.21 260:0.76 267:0.59 268:0.75 277:0.98 283:0.67 284:0.96 285:0.62 292:0.88 298:0.99\n4 1:0.66 8:0.68 9:0.70 10:0.88 12:0.06 17:0.55 18:0.79 21:0.22 22:0.93 23:0.98 27:0.28 29:0.71 30:0.62 31:0.87 33:0.97 34:0.28 36:0.70 37:0.91 39:0.95 43:0.91 47:0.93 62:0.95 64:0.77 66:0.83 69:0.15 70:0.43 74:0.40 79:0.87 81:0.61 86:0.82 91:0.62 96:0.69 98:0.74 108:0.12 114:0.84 117:0.86 120:0.55 122:0.75 123:0.12 126:0.54 127:0.24 128:0.95 129:0.05 135:0.54 137:0.87 138:0.95 139:0.78 140:0.45 146:0.36 147:0.42 149:0.75 150:0.57 151:0.50 153:0.48 154:0.91 155:0.54 159:0.14 162:0.86 164:0.70 168:0.95 170:0.99 172:0.51 173:0.57 174:0.79 176:0.70 177:0.88 179:0.62 187:0.87 192:0.56 196:0.88 197:0.85 201:0.66 202:0.55 205:0.98 208:0.64 212:0.95 215:0.72 216:0.41 220:0.96 222:0.60 232:0.93 235:0.52 236:0.95 239:0.87 241:0.55 242:0.29 243:0.84 247:0.67 248:0.52 253:0.60 255:0.69 256:0.64 259:0.21 260:0.55 262:0.93 265:0.74 266:0.12 267:0.59 268:0.63 276:0.40 284:0.93 285:0.62 286:0.99 290:0.84 291:0.97 297:0.36 298:0.99 300:0.33\n4 1:0.68 10:0.97 12:0.06 17:0.51 18:0.92 21:0.05 27:0.15 29:0.71 30:0.76 34:0.73 36:0.28 37:0.78 39:0.95 43:0.88 64:0.77 66:0.92 69:0.10 70:0.41 74:0.70 75:0.98 81:0.68 86:0.94 91:0.29 98:0.92 108:0.09 114:0.95 122:0.75 123:0.09 126:0.54 127:0.55 129:0.05 135:0.42 139:0.93 146:0.67 147:0.71 149:0.90 150:0.63 154:0.87 155:0.53 158:0.81 159:0.25 170:0.99 172:0.79 173:0.37 174:0.89 176:0.73 177:0.88 178:0.55 179:0.47 187:0.87 191:0.77 192:0.55 197:0.93 201:0.67 208:0.64 212:0.86 215:0.91 216:0.91 219:0.94 222:0.60 226:0.96 228:0.99 235:0.31 236:0.97 239:0.96 241:0.30 242:0.13 243:0.93 247:0.90 253:0.70 259:0.21 265:0.92 266:0.27 267:0.44 276:0.67 279:0.81 283:0.67 290:0.95 292:0.88 297:0.36 300:0.43\n0 1:0.74 11:0.64 12:0.79 17:0.81 18:0.83 21:0.05 26:0.98 27:0.72 28:0.47 29:0.91 30:0.87 32:0.80 34:0.62 36:0.42 39:0.88 43:0.92 44:0.93 58:0.93 64:0.77 66:0.79 69:0.36 70:0.27 71:0.56 74:0.66 77:0.89 81:0.82 83:0.91 85:0.80 86:0.91 91:0.82 98:0.62 101:0.87 104:0.54 108:0.28 114:0.89 122:0.57 123:0.27 126:0.54 127:0.18 129:0.05 131:0.61 135:0.34 139:0.91 141:0.91 144:0.57 145:0.56 146:0.32 147:0.39 149:0.79 150:0.88 154:0.91 155:0.67 157:0.80 159:0.13 161:0.68 165:0.93 166:0.78 167:0.89 172:0.41 173:0.71 176:0.73 177:0.70 178:0.55 179:0.61 181:0.60 182:0.79 187:0.21 192:0.87 195:0.53 199:0.95 201:0.93 208:0.64 212:0.95 215:0.78 222:0.35 223:0.98 224:0.93 227:0.61 229:0.61 231:0.68 232:0.76 234:0.91 235:0.22 241:0.75 242:0.45 243:0.80 246:0.89 247:0.39 253:0.60 259:0.21 265:0.63 266:0.12 267:0.18 271:0.63 274:0.91 276:0.30 282:0.88 287:0.61 290:0.89 297:0.36 299:0.88 300:0.25\n4 1:0.74 6:0.99 8:0.99 9:0.80 11:0.64 12:0.79 17:0.38 18:0.92 20:0.93 21:0.13 26:0.98 27:0.19 28:0.47 29:0.91 30:0.91 31:0.98 34:0.31 36:0.40 37:0.96 39:0.88 41:0.95 43:0.94 58:0.99 60:0.87 64:0.77 66:0.71 69:0.25 70:0.27 71:0.56 74:0.88 78:0.92 79:0.98 81:0.75 83:0.91 85:0.95 86:0.97 91:0.88 96:0.93 98:0.84 100:1.00 101:0.87 104:0.58 108:0.54 111:1.00 114:0.79 120:0.87 122:0.57 123:0.52 124:0.46 126:0.54 127:0.93 129:0.81 131:0.85 133:0.67 135:0.32 137:0.98 139:0.97 140:0.45 141:0.99 144:0.57 146:0.17 147:0.22 149:0.97 150:0.84 151:0.98 152:0.99 153:0.93 154:0.94 155:0.67 157:0.87 158:0.92 159:0.52 161:0.68 162:0.81 164:0.84 165:0.93 166:0.78 167:1.00 169:1.00 172:0.79 173:0.30 176:0.73 177:0.70 179:0.47 181:0.60 182:0.80 186:0.92 189:1.00 191:0.90 192:0.87 196:0.99 199:0.98 201:0.93 202:0.78 208:0.64 212:0.72 215:0.61 216:0.34 219:0.95 222:0.35 223:0.98 224:0.99 227:0.88 229:0.89 231:0.68 232:0.80 234:0.99 235:0.31 238:1.00 241:0.94 242:0.45 243:0.16 245:0.77 246:0.89 247:0.55 248:0.92 253:0.95 255:0.95 256:0.81 259:0.21 260:0.88 261:1.00 265:0.84 266:0.54 267:0.19 268:0.83 271:0.63 274:0.99 276:0.72 279:0.86 283:0.82 284:0.98 285:0.62 287:0.91 290:0.79 292:0.95 297:0.36 300:0.33\n0 1:0.74 11:0.64 12:0.79 17:0.84 18:0.83 20:0.90 21:0.05 26:0.98 27:0.72 28:0.47 29:0.91 30:0.87 32:0.80 34:0.62 36:0.42 39:0.88 43:0.92 44:0.93 58:0.93 64:0.77 66:0.79 69:0.36 70:0.27 71:0.56 74:0.66 77:0.89 78:0.76 81:0.82 83:0.91 85:0.80 86:0.91 91:0.82 98:0.62 100:0.73 101:0.87 104:0.54 108:0.28 111:0.75 114:0.89 122:0.57 123:0.27 126:0.54 127:0.18 129:0.05 131:0.61 135:0.34 139:0.91 141:0.91 144:0.57 145:0.56 146:0.32 147:0.39 149:0.79 150:0.88 152:0.84 154:0.91 155:0.67 157:0.80 159:0.13 161:0.68 165:0.93 166:0.78 167:0.94 169:0.72 172:0.41 173:0.71 176:0.73 177:0.70 178:0.55 179:0.61 181:0.60 182:0.79 186:0.77 192:0.87 195:0.53 199:0.95 201:0.93 208:0.64 212:0.95 215:0.78 222:0.35 223:0.98 224:0.93 227:0.61 229:0.61 231:0.68 232:0.76 234:0.91 235:0.22 241:0.78 242:0.45 243:0.80 246:0.89 247:0.39 253:0.60 259:0.21 261:0.78 265:0.63 266:0.12 267:0.18 271:0.63 274:0.91 276:0.30 282:0.88 287:0.61 290:0.89 297:0.36 299:0.88 300:0.25\n2 1:0.74 7:0.81 8:0.65 11:0.85 12:0.79 17:0.61 18:0.86 20:0.92 21:0.30 22:0.93 26:0.98 27:0.31 28:0.47 29:0.91 30:0.45 32:0.80 34:0.97 36:0.27 37:0.55 39:0.88 43:0.79 44:0.93 45:0.66 47:0.93 48:0.99 58:0.93 60:0.87 64:0.77 66:0.87 69:0.60 70:0.61 71:0.56 74:0.80 77:0.96 78:0.77 81:0.66 83:0.91 85:0.80 86:0.87 91:0.08 98:0.75 99:0.83 100:0.78 101:0.87 104:0.95 106:0.81 108:0.46 111:0.76 114:0.65 117:0.86 121:0.90 122:0.86 123:0.44 126:0.54 127:0.24 129:0.05 131:0.61 135:0.85 139:0.94 141:0.91 144:0.57 145:0.70 146:0.76 147:0.79 149:0.74 150:0.80 152:0.87 154:0.73 155:0.67 157:0.81 158:0.92 159:0.32 161:0.68 165:0.93 166:0.78 167:0.67 169:0.75 172:0.63 173:0.62 176:0.73 177:0.70 178:0.55 179:0.49 181:0.60 182:0.80 186:0.78 187:0.39 192:0.87 195:0.70 199:0.97 201:0.93 204:0.89 206:0.81 208:0.64 212:0.55 215:0.44 216:0.85 219:0.95 222:0.35 223:0.98 224:0.93 227:0.61 229:0.61 230:0.87 231:0.68 232:0.97 233:0.76 234:0.91 235:0.68 241:0.24 242:0.40 243:0.88 246:0.89 247:0.60 253:0.51 259:0.21 261:0.80 262:0.93 265:0.75 266:0.47 267:0.28 271:0.63 274:0.91 276:0.50 279:0.86 281:0.91 282:0.88 283:0.82 287:0.61 290:0.65 292:0.95 297:0.36 299:0.88 300:0.43\n1 1:0.74 8:0.96 9:0.80 11:0.64 12:0.79 17:0.55 18:0.71 20:0.85 21:0.22 26:0.98 27:0.72 28:0.47 29:0.91 30:0.95 31:0.91 34:0.56 36:0.30 37:0.86 39:0.88 41:0.95 43:0.83 58:0.99 64:0.77 66:0.75 69:0.66 70:0.13 71:0.56 74:0.53 78:0.76 79:0.91 81:0.67 83:0.91 85:0.80 86:0.82 91:0.91 96:0.76 98:0.71 100:0.79 101:0.87 108:0.50 111:0.75 114:0.71 120:0.65 122:0.57 123:0.48 126:0.54 127:0.22 129:0.05 131:0.85 135:0.37 137:0.91 139:0.79 140:0.45 141:0.99 144:0.57 146:0.41 147:0.48 149:0.74 150:0.80 151:0.61 152:0.80 153:0.48 154:0.79 155:0.67 157:0.80 159:0.15 161:0.68 162:0.82 163:0.90 164:0.80 165:0.93 166:0.78 167:1.00 169:0.77 172:0.32 173:0.91 176:0.73 177:0.70 179:0.81 181:0.60 182:0.80 186:0.77 192:0.87 196:0.92 199:0.97 201:0.93 202:0.70 208:0.64 212:0.61 215:0.51 216:0.14 220:0.91 222:0.35 223:0.98 224:0.99 227:0.88 229:0.89 231:0.68 234:0.98 235:0.42 241:0.94 242:0.63 243:0.77 246:0.89 247:0.35 248:0.69 253:0.68 255:0.95 256:0.77 259:0.21 260:0.65 261:0.77 265:0.71 266:0.23 267:0.44 268:0.76 271:0.63 274:0.99 276:0.14 284:0.97 285:0.62 287:0.91 290:0.71 297:0.36 300:0.13\n1 6:0.78 7:0.64 8:0.58 9:0.80 12:0.79 17:0.88 18:0.84 20:0.96 21:0.78 26:0.98 27:0.52 28:0.47 29:0.91 30:0.87 31:0.97 32:0.63 34:0.68 36:0.54 37:0.23 39:0.88 41:0.82 43:0.72 44:0.90 48:0.91 58:0.98 66:0.82 69:0.25 70:0.27 71:0.56 78:0.81 79:0.97 83:0.91 86:0.86 91:0.70 96:0.75 98:0.92 100:0.81 104:0.58 108:0.20 111:0.79 120:0.85 122:0.65 123:0.19 127:0.55 129:0.05 131:0.85 135:0.42 137:0.97 139:0.88 140:0.93 141:0.99 144:0.57 145:0.74 146:0.65 147:0.70 149:0.73 151:0.72 152:0.89 153:0.81 154:0.62 155:0.67 157:0.61 159:0.24 161:0.68 162:0.79 163:0.81 164:0.70 166:0.61 167:0.98 169:0.79 172:0.48 173:0.51 175:0.75 177:0.38 179:0.84 181:0.60 182:0.79 186:0.81 189:0.81 190:0.77 191:0.78 192:0.87 195:0.56 196:0.97 199:0.94 202:0.74 208:0.64 212:0.50 216:0.23 220:0.74 222:0.35 223:0.98 224:0.98 227:0.88 229:0.88 230:0.64 231:0.68 233:0.73 234:0.97 235:0.84 238:0.86 241:0.86 242:0.63 243:0.83 244:0.61 246:0.61 247:0.30 248:0.67 253:0.58 255:0.95 256:0.77 257:0.65 259:0.21 260:0.70 261:0.83 265:0.92 266:0.38 267:0.89 268:0.79 271:0.63 274:0.97 276:0.37 277:0.69 281:0.89 284:0.97 285:0.62 287:0.91 300:0.25\n2 1:0.74 7:0.72 11:0.92 12:0.79 17:0.75 18:0.83 20:0.78 21:0.30 22:0.93 26:0.98 27:0.31 28:0.47 29:0.91 30:0.43 32:0.80 34:0.56 36:0.47 37:0.55 39:0.88 43:0.60 44:0.93 45:0.95 47:0.93 48:0.91 58:0.93 64:0.77 66:0.34 69:0.61 70:0.88 71:0.56 74:0.82 77:0.96 78:0.72 81:0.59 83:0.60 85:0.72 86:0.89 91:0.03 98:0.55 99:0.83 100:0.73 101:0.97 104:0.82 106:0.81 108:0.94 111:0.72 114:0.65 117:0.86 122:0.57 123:0.94 124:0.83 126:0.54 127:0.87 129:0.89 131:0.61 133:0.83 135:0.96 139:0.91 141:0.91 144:0.57 145:0.96 146:0.56 147:0.62 149:0.62 150:0.74 152:0.87 154:0.72 155:0.67 157:0.87 159:0.88 161:0.68 165:0.70 166:0.78 167:0.65 169:0.75 172:0.82 173:0.31 176:0.73 177:0.70 178:0.55 179:0.26 181:0.60 182:0.79 186:0.73 187:0.39 192:0.87 195:0.96 199:0.98 201:0.93 204:0.85 206:0.81 208:0.64 212:0.23 215:0.44 216:0.85 219:0.89 222:0.35 223:0.98 224:0.93 227:0.61 229:0.61 230:0.75 231:0.68 232:0.90 233:0.76 234:0.91 235:0.52 241:0.15 242:0.21 243:0.27 245:0.91 246:0.89 247:0.91 253:0.51 259:0.21 261:0.80 262:0.93 265:0.56 266:0.92 267:0.19 271:0.63 274:0.91 276:0.86 281:0.89 282:0.88 287:0.61 290:0.65 292:0.91 297:0.36 299:0.88 300:0.94\n1 1:0.74 8:0.80 9:0.80 11:0.64 12:0.79 17:0.20 18:0.88 21:0.40 26:0.98 27:0.19 28:0.47 29:0.91 30:0.94 31:0.94 34:0.87 36:0.75 37:0.96 39:0.88 41:0.88 43:0.94 58:0.98 64:0.77 66:0.69 69:0.32 70:0.19 71:0.56 74:0.78 79:0.94 81:0.56 83:0.91 85:0.91 86:0.96 91:0.57 96:0.82 98:0.68 101:0.87 104:0.58 108:0.25 114:0.62 120:0.73 122:0.57 123:0.24 124:0.43 126:0.54 127:0.51 129:0.59 131:0.85 133:0.46 135:0.49 137:0.94 139:0.95 140:0.45 141:0.99 144:0.57 146:0.55 147:0.61 149:0.95 150:0.75 151:0.87 153:0.48 154:0.94 155:0.67 157:0.85 159:0.32 161:0.68 162:0.86 164:0.68 165:0.93 166:0.78 167:0.75 172:0.63 173:0.46 176:0.73 177:0.70 179:0.62 181:0.60 182:0.80 187:0.68 192:0.87 196:0.97 199:0.96 201:0.93 202:0.58 208:0.64 212:0.59 215:0.42 216:0.34 220:0.82 222:0.35 223:0.98 224:0.98 227:0.88 229:0.89 231:0.68 232:0.80 234:0.98 235:0.60 241:0.59 242:0.51 243:0.73 245:0.68 246:0.89 247:0.47 248:0.79 253:0.83 255:0.95 256:0.68 259:0.21 260:0.73 265:0.68 266:0.54 267:0.19 268:0.67 271:0.63 274:0.98 276:0.50 284:0.94 285:0.62 287:0.91 290:0.62 297:0.36 300:0.25\n0 1:0.74 11:0.75 12:0.79 17:0.34 18:0.62 20:0.92 21:0.13 26:0.98 27:0.13 28:0.47 29:0.91 30:0.21 34:0.74 36:0.69 37:0.26 39:0.88 43:0.47 45:0.66 55:0.59 58:0.93 64:0.77 66:0.88 69:0.45 70:0.73 71:0.56 74:0.41 78:0.74 81:0.77 83:0.91 86:0.67 91:0.35 98:0.93 100:0.78 101:0.52 104:0.76 108:0.35 111:0.74 114:0.79 122:0.77 123:0.34 126:0.54 127:0.57 129:0.05 131:0.61 135:0.30 139:0.65 141:0.91 144:0.57 146:0.84 147:0.87 149:0.35 150:0.85 152:0.86 154:0.46 155:0.67 157:0.76 159:0.40 161:0.68 165:0.93 166:0.78 167:0.69 169:0.76 172:0.65 173:0.52 176:0.73 177:0.70 178:0.55 179:0.67 181:0.60 182:0.79 186:0.75 187:0.21 192:0.87 199:0.94 201:0.93 208:0.64 212:0.35 215:0.61 216:0.28 222:0.35 223:0.98 224:0.93 227:0.61 229:0.61 231:0.68 232:0.72 234:0.91 235:0.42 241:0.37 242:0.75 243:0.88 244:0.61 246:0.89 247:0.55 253:0.55 259:0.21 261:0.76 265:0.93 266:0.54 267:0.28 271:0.63 274:0.91 276:0.54 287:0.61 290:0.79 297:0.36 300:0.55\n1 1:0.74 8:0.92 11:0.64 12:0.79 17:0.34 18:0.89 21:0.22 26:0.98 27:0.72 28:0.47 29:0.91 30:0.93 34:0.82 36:0.73 37:0.86 39:0.88 43:0.88 58:0.93 64:0.77 66:0.20 69:0.51 70:0.28 71:0.56 74:0.83 81:0.67 83:0.91 85:0.96 86:0.96 91:0.40 98:0.36 101:0.87 108:0.39 114:0.71 122:0.57 123:0.38 124:0.85 126:0.54 127:0.79 129:0.93 131:0.61 133:0.84 135:0.34 139:0.95 141:0.91 144:0.57 146:0.56 147:0.62 149:0.96 150:0.80 154:0.87 155:0.67 157:0.87 159:0.71 161:0.68 165:0.93 166:0.78 167:0.70 172:0.54 173:0.39 176:0.73 177:0.70 178:0.55 179:0.44 181:0.60 182:0.79 187:0.21 192:0.87 199:0.97 201:0.93 208:0.64 212:0.35 215:0.51 216:0.14 222:0.35 223:0.98 224:0.93 227:0.61 229:0.61 231:0.68 234:0.91 235:0.42 241:0.41 242:0.51 243:0.40 245:0.80 246:0.89 247:0.35 253:0.54 259:0.21 265:0.38 266:0.54 267:0.23 271:0.63 274:0.91 276:0.72 287:0.61 290:0.71 297:0.36 300:0.55\n4 1:0.74 6:0.99 8:1.00 9:0.80 11:0.64 12:0.79 17:0.20 18:0.92 20:0.80 21:0.13 26:0.98 27:0.19 28:0.47 29:0.91 30:0.91 31:0.98 34:0.37 36:0.42 37:0.96 39:0.88 41:0.95 43:0.94 58:0.99 60:0.87 64:0.77 66:0.71 69:0.25 70:0.27 71:0.56 74:0.88 78:0.93 79:0.98 81:0.75 83:0.91 85:0.95 86:0.97 91:0.83 96:0.93 98:0.81 100:1.00 101:0.87 104:0.58 108:0.54 111:1.00 114:0.79 120:0.89 122:0.57 123:0.52 124:0.46 126:0.54 127:0.67 129:0.81 131:0.85 133:0.67 135:0.44 137:0.98 139:0.97 140:0.45 141:0.99 144:0.57 146:0.17 147:0.22 149:0.97 150:0.84 151:0.98 152:0.99 153:0.92 154:0.94 155:0.67 157:0.87 158:0.92 159:0.52 161:0.68 162:0.83 164:0.83 165:0.93 166:0.78 167:0.88 169:1.00 172:0.79 173:0.28 176:0.73 177:0.70 179:0.43 181:0.60 182:0.80 186:0.93 187:0.21 189:1.00 191:0.89 192:0.87 196:0.99 199:0.98 201:0.93 202:0.74 208:0.64 212:0.72 215:0.61 216:0.34 219:0.95 222:0.35 223:0.98 224:0.99 227:0.88 229:0.89 231:0.68 232:0.80 234:0.99 235:0.31 238:1.00 241:0.74 242:0.45 243:0.16 245:0.77 246:0.89 247:0.55 248:0.93 253:0.95 255:0.95 256:0.80 259:0.21 260:0.89 261:1.00 265:0.81 266:0.54 267:0.19 268:0.80 271:0.63 274:0.99 276:0.72 279:0.86 283:0.82 284:0.97 285:0.62 287:0.91 290:0.79 292:0.95 297:0.36 300:0.33\n0 11:0.75 12:0.79 17:0.34 18:0.63 21:0.78 26:0.94 27:0.45 28:0.47 29:0.91 30:0.76 34:0.86 36:0.21 37:0.50 39:0.88 43:0.62 45:0.66 58:0.93 66:0.64 69:0.76 70:0.15 71:0.56 74:0.36 86:0.64 91:0.20 98:0.22 101:0.52 108:0.59 122:0.57 123:0.57 127:0.11 129:0.05 131:0.61 135:0.70 139:0.62 141:0.91 144:0.57 145:0.44 146:0.42 147:0.48 149:0.30 154:0.51 157:0.76 159:0.16 161:0.68 163:0.98 166:0.61 167:0.65 172:0.16 173:0.61 177:0.70 178:0.55 179:0.38 181:0.60 182:0.72 187:0.68 199:0.94 212:0.95 216:0.77 222:0.35 223:0.92 224:0.93 227:0.61 229:0.61 231:0.61 234:0.91 235:0.68 241:0.18 242:0.82 243:0.69 244:0.61 246:0.61 247:0.12 253:0.29 259:0.21 265:0.24 266:0.12 267:0.59 271:0.63 274:0.91 276:0.12 287:0.61 300:0.13\n0 6:0.93 8:0.60 9:0.80 12:0.79 17:0.53 20:0.78 21:0.78 26:0.98 27:0.51 28:0.47 29:0.91 31:0.96 34:0.40 36:0.39 37:0.94 39:0.88 41:0.90 58:0.99 71:0.56 78:0.78 79:0.96 83:0.91 91:0.67 96:0.85 100:0.73 111:0.77 120:0.75 131:0.85 135:0.47 137:0.96 140:0.97 141:0.99 144:0.57 151:0.87 152:0.89 153:0.48 155:0.67 157:0.61 161:0.68 162:0.50 164:0.72 166:0.61 167:0.85 169:0.81 175:0.97 178:0.53 181:0.60 182:0.80 186:0.79 187:0.39 191:0.92 192:0.87 199:0.95 202:0.81 208:0.64 216:0.43 220:0.62 222:0.35 223:0.98 224:0.98 227:0.88 229:0.89 231:0.68 234:0.97 241:0.72 244:0.93 246:0.61 248:0.83 253:0.79 255:0.95 256:0.73 257:0.93 259:0.21 260:0.76 261:0.82 267:0.44 268:0.73 271:0.63 274:0.98 277:0.95 284:0.95 285:0.62 287:0.91\n2 1:0.74 6:0.99 8:0.94 9:0.80 11:0.85 12:0.79 17:0.06 18:0.82 20:0.81 21:0.13 26:0.98 27:0.19 28:0.47 29:0.91 30:0.91 31:0.95 34:0.74 36:0.56 37:0.96 39:0.88 41:0.82 43:0.96 45:0.66 58:0.98 64:0.77 66:0.19 69:0.12 70:0.24 71:0.56 74:0.75 78:0.83 79:0.94 81:0.75 83:0.91 85:0.90 86:0.92 91:0.72 96:0.80 98:0.25 100:0.95 101:0.87 104:0.58 108:0.54 111:0.90 114:0.79 120:0.69 122:0.57 123:0.63 124:0.81 126:0.54 127:0.69 129:0.89 131:0.84 133:0.78 135:0.47 137:0.95 139:0.89 140:0.45 141:0.99 144:0.57 146:0.17 147:0.22 149:0.90 150:0.84 151:0.87 152:0.99 153:0.48 154:0.96 155:0.67 157:0.85 159:0.39 161:0.68 162:0.62 164:0.57 165:0.93 166:0.78 167:0.76 169:1.00 172:0.32 173:0.28 176:0.73 177:0.70 179:0.68 181:0.60 182:0.80 186:0.83 187:0.21 189:0.99 191:0.75 192:0.87 196:0.96 199:0.96 201:0.93 202:0.60 208:0.64 212:0.57 215:0.61 216:0.34 222:0.35 223:0.98 224:0.99 227:0.88 229:0.88 231:0.68 232:0.80 234:0.98 235:0.31 238:0.98 241:0.63 242:0.44 243:0.25 245:0.66 246:0.89 247:0.55 248:0.77 253:0.83 255:0.95 256:0.58 259:0.21 260:0.70 261:1.00 265:0.24 266:0.27 267:0.28 268:0.59 271:0.63 274:0.97 276:0.51 284:0.91 285:0.62 287:0.91 290:0.79 297:0.36 300:0.33\n1 1:0.74 8:0.59 11:0.64 12:0.79 17:0.11 18:0.79 21:0.13 26:0.98 27:0.19 28:0.47 29:0.91 30:0.86 34:0.42 36:0.56 37:0.96 39:0.88 43:0.96 58:0.93 64:0.77 66:0.26 69:0.12 70:0.19 71:0.56 74:0.55 81:0.75 83:0.91 85:0.85 86:0.86 91:0.58 98:0.50 101:0.87 104:0.58 108:0.10 114:0.79 122:0.57 123:0.10 124:0.74 126:0.54 127:0.91 129:0.81 131:0.61 133:0.67 135:0.70 139:0.82 141:0.91 144:0.57 146:0.63 147:0.68 149:0.77 150:0.84 154:0.96 155:0.67 157:0.81 159:0.63 161:0.68 163:0.75 165:0.93 166:0.78 167:0.72 172:0.27 173:0.17 176:0.73 177:0.70 178:0.55 179:0.83 181:0.60 182:0.79 187:0.21 192:0.87 199:0.95 201:0.93 202:0.36 208:0.64 212:0.23 215:0.61 216:0.34 222:0.35 223:0.98 224:0.93 227:0.61 229:0.61 231:0.68 232:0.80 234:0.91 235:0.31 241:0.47 242:0.42 243:0.45 245:0.59 246:0.89 247:0.60 253:0.56 259:0.21 265:0.52 266:0.63 267:0.91 271:0.63 274:0.91 276:0.38 287:0.61 290:0.79 297:0.36 300:0.18\n0 1:0.74 7:0.81 9:0.80 11:0.64 12:0.79 17:0.59 18:0.91 21:0.40 22:0.93 26:0.98 27:0.68 28:0.47 29:0.91 30:0.68 31:0.86 32:0.80 34:0.76 36:0.35 37:0.37 39:0.88 41:0.82 43:0.91 44:0.93 47:0.93 58:0.98 60:0.87 64:0.77 66:0.86 69:0.44 70:0.41 71:0.56 74:0.81 77:0.89 79:0.86 81:0.56 83:0.91 85:0.85 86:0.92 91:0.38 96:0.68 98:0.80 101:0.87 104:0.95 106:0.81 108:0.34 114:0.62 117:0.86 120:0.55 121:0.97 122:0.86 123:0.33 126:0.54 127:0.29 129:0.05 131:0.84 135:0.74 137:0.86 139:0.96 140:0.45 141:0.99 144:0.57 145:0.70 146:0.61 147:0.67 149:0.85 150:0.75 151:0.50 153:0.48 154:0.90 155:0.67 157:0.82 158:0.91 159:0.23 161:0.68 162:0.86 164:0.57 165:0.93 166:0.78 167:0.65 172:0.61 173:0.61 176:0.73 177:0.70 179:0.58 181:0.60 182:0.80 187:0.39 192:0.87 195:0.58 196:0.90 199:0.97 201:0.93 202:0.36 204:0.89 206:0.81 208:0.64 212:0.59 215:0.42 216:0.40 219:0.95 220:0.91 222:0.35 223:0.98 224:0.99 227:0.88 229:0.88 230:0.86 231:0.68 232:0.97 233:0.73 234:0.98 235:0.60 241:0.15 242:0.54 243:0.87 246:0.89 247:0.55 248:0.49 253:0.50 255:0.95 256:0.45 259:0.21 260:0.55 262:0.93 265:0.80 266:0.27 267:0.23 268:0.46 271:0.63 274:0.97 276:0.48 279:0.86 281:0.89 282:0.88 283:0.78 284:0.89 285:0.62 287:0.91 290:0.62 292:0.91 297:0.36 299:0.97 300:0.33\n2 1:0.74 6:0.82 8:0.67 9:0.80 11:0.78 12:0.37 17:0.64 20:0.86 21:0.05 27:0.71 28:0.56 30:0.89 32:0.80 34:0.37 36:0.60 37:0.65 39:0.79 41:0.90 43:0.79 46:0.97 60:0.87 66:0.47 69:0.75 70:0.20 74:0.72 77:0.70 78:0.75 81:0.91 83:0.87 85:0.85 91:0.87 96:0.83 98:0.49 100:0.78 101:0.80 104:0.58 107:0.97 108:0.70 110:0.97 111:0.74 114:0.95 120:0.73 122:0.43 123:0.68 124:0.52 125:0.98 126:0.54 127:0.30 129:0.59 131:0.95 133:0.47 135:0.89 140:0.45 144:0.76 145:0.69 146:0.13 147:0.18 149:0.68 150:0.96 151:0.85 152:0.87 153:0.84 154:0.72 155:0.67 157:0.86 158:0.87 159:0.28 160:0.98 161:0.45 162:0.60 163:0.81 164:0.73 165:0.90 166:0.91 167:0.95 169:0.75 172:0.21 173:0.87 176:0.73 177:0.38 179:0.89 181:0.96 182:0.87 186:0.76 189:0.84 191:0.80 192:0.59 195:0.58 201:0.74 202:0.67 208:0.64 212:0.30 215:0.91 216:0.21 220:0.62 222:0.60 227:0.98 229:0.93 231:0.87 232:0.77 235:0.12 238:0.86 241:0.83 242:0.63 243:0.37 245:0.46 246:0.97 247:0.30 248:0.80 253:0.85 255:0.79 256:0.64 259:0.21 260:0.74 261:0.77 265:0.50 266:0.27 267:0.59 268:0.67 271:0.35 276:0.23 279:0.86 282:0.88 283:0.71 285:0.62 287:0.98 289:0.98 290:0.95 297:0.36 299:0.88 300:0.18\n4 1:0.74 6:0.98 8:0.97 9:0.80 11:0.78 12:0.37 17:0.12 20:0.99 27:0.07 28:0.56 30:0.70 34:0.52 36:0.46 37:0.99 39:0.79 41:0.99 43:0.95 46:0.99 60:0.95 66:0.88 69:0.15 70:0.39 74:0.87 78:0.89 81:0.95 83:0.90 85:0.93 91:0.98 96:0.99 98:0.98 100:0.99 101:0.85 104:0.58 107:0.99 108:0.12 110:0.99 111:0.98 114:0.98 120:0.97 122:0.57 123:0.12 125:0.98 126:0.54 127:0.86 129:0.05 131:0.95 135:0.47 138:0.99 140:0.45 144:0.76 146:0.76 147:0.80 149:0.91 150:0.98 151:1.00 152:0.99 153:0.98 154:0.95 155:0.67 157:0.91 158:0.92 159:0.32 160:1.00 161:0.45 162:0.73 164:0.96 165:0.92 166:0.91 167:0.97 169:0.99 172:0.65 173:0.37 176:0.73 177:0.38 179:0.72 181:0.96 182:0.88 186:0.89 189:0.99 191:0.96 192:0.59 201:0.74 202:0.93 208:0.64 212:0.35 215:0.96 216:0.59 222:0.60 227:0.98 229:0.93 231:0.87 232:0.77 235:0.05 238:0.99 241:0.90 242:0.62 243:0.88 246:0.97 247:0.39 248:0.99 253:0.99 255:0.79 256:0.94 259:0.21 260:0.97 261:1.00 265:0.98 266:0.38 267:0.79 268:0.95 271:0.35 276:0.52 279:0.86 283:0.82 285:0.62 287:0.98 289:0.99 290:0.98 297:0.36 300:0.33\n2 1:0.74 6:0.84 8:0.88 9:0.80 11:0.78 12:0.37 17:0.45 20:0.85 21:0.05 27:0.50 28:0.56 30:0.61 34:0.39 36:0.62 37:0.37 39:0.79 41:0.90 43:0.84 46:1.00 60:0.87 66:0.89 69:0.55 70:0.63 74:0.88 78:0.75 81:0.91 83:0.86 85:0.93 91:0.83 96:0.85 98:0.87 100:0.78 101:0.85 104:0.58 107:1.00 108:0.42 110:0.99 111:0.74 114:0.95 120:0.76 122:0.43 123:0.40 125:0.99 126:0.54 127:0.40 129:0.05 131:0.95 135:0.37 140:0.45 144:0.76 146:0.63 147:0.68 149:0.91 150:0.96 151:0.89 152:0.95 153:0.87 154:0.81 155:0.67 157:0.91 158:0.87 159:0.23 160:0.98 161:0.45 162:0.68 164:0.75 165:0.90 166:0.91 167:0.95 169:0.77 172:0.68 173:0.76 176:0.73 177:0.38 179:0.58 181:0.96 182:0.87 186:0.76 192:0.59 201:0.74 202:0.67 208:0.64 212:0.91 215:0.91 216:0.21 220:0.62 222:0.60 227:0.98 229:0.93 231:0.87 232:0.77 235:0.12 241:0.84 242:0.57 243:0.89 246:0.97 247:0.47 248:0.83 253:0.89 255:0.79 256:0.64 259:0.21 260:0.77 261:0.81 265:0.87 266:0.23 267:0.28 268:0.69 271:0.35 276:0.56 279:0.86 283:0.71 285:0.62 287:0.98 289:0.99 290:0.95 297:0.36 300:0.55\n2 1:0.74 6:0.84 8:0.70 9:0.80 11:0.78 12:0.37 17:0.66 20:0.90 21:0.05 27:0.50 28:0.56 30:0.61 34:0.44 36:0.62 37:0.37 39:0.79 41:0.82 43:0.84 46:1.00 66:0.89 69:0.55 70:0.63 74:0.86 78:0.76 81:0.91 83:0.79 85:0.93 91:0.80 96:0.78 98:0.87 100:0.79 101:0.85 104:0.58 107:1.00 108:0.42 110:0.99 111:0.76 114:0.95 120:0.66 122:0.43 123:0.40 125:1.00 126:0.54 127:0.40 129:0.05 131:0.94 135:0.37 140:0.45 144:0.76 146:0.63 147:0.68 149:0.91 150:0.96 151:0.79 152:0.95 153:0.69 154:0.81 155:0.67 157:0.91 159:0.23 160:0.96 161:0.45 162:0.86 164:0.62 165:0.90 166:0.91 167:0.93 169:0.77 172:0.68 173:0.76 176:0.73 177:0.38 179:0.58 181:0.96 182:0.87 186:0.77 187:0.21 189:0.88 192:0.59 201:0.74 202:0.46 208:0.64 212:0.91 215:0.91 216:0.21 220:0.62 222:0.60 227:0.98 229:0.93 231:0.87 232:0.77 235:0.12 238:0.89 241:0.80 242:0.57 243:0.89 246:0.97 247:0.47 248:0.72 253:0.84 255:0.79 256:0.45 259:0.21 260:0.67 261:0.81 265:0.87 266:0.23 267:0.44 268:0.55 271:0.35 276:0.56 285:0.62 287:0.98 289:0.98 290:0.95 297:0.36 300:0.55\n0 1:0.74 9:0.80 11:0.78 12:0.37 17:0.40 21:0.64 27:0.45 28:0.56 30:0.58 32:0.80 34:0.68 36:0.19 37:0.50 39:0.79 41:0.82 43:0.82 46:0.95 60:0.87 66:0.18 69:0.70 70:0.60 74:0.78 77:0.70 81:0.57 83:0.83 85:0.85 91:0.23 96:0.68 98:0.19 101:0.77 107:0.98 108:0.53 110:0.98 114:0.72 120:0.54 122:0.43 123:0.81 124:0.73 125:0.97 126:0.54 127:0.36 129:0.81 131:0.94 133:0.67 135:0.63 140:0.45 144:0.76 145:0.50 146:0.23 147:0.29 149:0.75 150:0.72 151:0.49 153:0.48 154:0.77 155:0.67 157:0.85 158:0.87 159:0.48 160:0.96 161:0.45 162:0.86 163:0.88 164:0.57 165:0.70 166:0.91 167:0.67 172:0.21 173:0.68 176:0.73 177:0.38 179:0.82 181:0.96 182:0.87 187:0.68 192:0.59 195:0.73 201:0.74 202:0.36 208:0.64 212:0.37 215:0.53 216:0.77 220:0.97 222:0.60 227:0.98 229:0.93 231:0.87 235:0.80 241:0.35 242:0.58 243:0.46 245:0.51 246:0.97 247:0.35 248:0.49 253:0.66 255:0.79 256:0.45 259:0.21 260:0.55 265:0.17 266:0.47 267:0.36 268:0.46 271:0.35 276:0.28 279:0.86 282:0.88 283:0.71 285:0.62 287:0.98 289:0.98 290:0.72 297:0.36 299:0.88 300:0.43\n2 1:0.74 7:0.81 8:0.84 9:0.80 11:0.78 12:0.37 17:0.62 20:0.75 21:0.30 27:0.50 28:0.56 30:0.45 32:0.80 34:0.64 36:0.68 37:0.60 39:0.79 41:0.88 43:0.88 46:0.98 60:0.95 66:0.36 69:0.53 70:0.72 74:0.97 77:0.89 78:0.83 81:0.78 83:0.84 85:0.99 91:0.20 96:0.76 98:0.66 100:0.86 101:0.84 104:0.84 106:0.81 107:1.00 108:0.95 110:0.99 111:0.83 114:0.86 117:0.86 120:0.64 121:0.90 122:0.43 123:0.94 124:0.90 125:0.99 126:0.54 127:0.87 129:0.95 131:0.94 133:0.91 135:0.42 140:0.45 144:0.76 145:0.65 146:0.85 147:0.88 149:0.98 150:0.86 151:0.72 152:0.74 153:0.72 154:0.86 155:0.67 157:0.94 158:0.92 159:0.92 160:0.97 161:0.45 162:0.86 164:0.69 165:0.84 166:0.91 167:0.55 169:0.84 172:0.93 173:0.18 176:0.73 177:0.38 179:0.16 181:0.96 182:0.87 186:0.83 187:0.39 192:0.59 195:0.98 201:0.74 202:0.53 204:0.89 206:0.81 208:0.64 212:0.55 215:0.72 216:0.86 220:0.74 222:0.60 227:0.98 229:0.93 230:0.87 231:0.87 232:0.89 233:0.76 235:0.42 241:0.01 242:0.51 243:0.32 245:0.95 246:0.97 247:0.67 248:0.69 253:0.84 255:0.79 256:0.58 259:0.21 260:0.65 261:0.75 265:0.66 266:0.91 267:0.44 268:0.62 271:0.35 276:0.95 279:0.86 282:0.88 283:0.82 285:0.62 287:0.98 289:0.98 290:0.86 297:0.36 299:0.97 300:0.70\n0 1:0.74 9:0.80 11:0.78 12:0.37 17:0.22 27:0.32 28:0.56 30:0.95 32:0.80 34:0.66 36:0.52 37:0.67 39:0.79 41:0.88 43:0.90 46:0.99 66:0.54 69:0.44 74:0.58 77:0.70 81:0.95 83:0.81 85:0.72 91:0.63 96:0.82 98:0.19 101:0.77 104:0.80 106:0.81 107:0.93 108:0.34 110:0.93 114:0.98 120:0.71 123:0.33 125:0.99 126:0.54 127:0.10 129:0.05 131:0.94 135:0.37 140:0.45 144:0.76 145:0.39 146:0.13 147:0.18 149:0.51 150:0.98 151:0.87 153:0.48 154:0.89 155:0.67 157:0.79 159:0.08 160:0.97 161:0.45 162:0.86 164:0.67 165:0.92 166:0.91 167:0.75 172:0.10 173:0.91 176:0.73 177:0.38 179:0.28 181:0.96 182:0.87 187:0.39 192:0.59 195:0.53 201:0.74 202:0.50 206:0.81 208:0.64 215:0.96 216:0.47 222:0.60 227:0.98 229:0.93 231:0.87 235:0.05 241:0.63 243:0.63 246:0.97 248:0.79 253:0.83 255:0.79 256:0.58 259:0.21 260:0.72 265:0.21 267:0.91 268:0.59 271:0.35 282:0.88 285:0.62 287:0.98 289:0.98 290:0.98 297:0.36 299:0.88 300:0.08\n3 1:0.74 6:0.98 8:0.98 9:0.80 11:0.78 12:0.37 17:0.67 20:0.81 27:0.07 28:0.56 30:0.66 34:0.74 36:0.40 37:0.99 39:0.79 41:0.98 43:0.87 46:0.98 60:0.87 66:0.36 69:0.44 70:0.53 74:0.83 78:0.88 81:0.95 83:0.89 85:0.90 91:0.90 96:0.96 98:0.62 100:0.98 101:0.83 104:0.58 107:0.99 108:0.65 110:0.98 111:0.96 114:0.98 120:0.94 122:0.57 123:0.63 124:0.60 125:0.99 126:0.54 127:0.66 129:0.59 131:0.95 133:0.47 135:0.47 140:0.45 144:0.76 146:0.45 147:0.51 149:0.84 150:0.98 151:0.99 152:0.99 153:0.97 154:0.85 155:0.67 157:0.90 158:0.92 159:0.35 160:0.99 161:0.45 162:0.80 164:0.91 165:0.92 166:0.91 167:0.90 169:0.99 172:0.37 173:0.56 176:0.73 177:0.38 179:0.78 181:0.96 182:0.88 186:0.88 187:0.39 189:0.99 191:0.94 192:0.59 201:0.74 202:0.85 208:0.64 212:0.22 215:0.96 216:0.59 222:0.60 227:0.98 229:0.93 231:0.87 232:0.77 235:0.05 238:0.99 241:0.77 242:0.61 243:0.48 245:0.67 246:0.97 247:0.39 248:0.96 253:0.97 255:0.79 256:0.88 259:0.21 260:0.94 261:1.00 265:0.63 266:0.54 267:0.19 268:0.89 271:0.35 276:0.43 279:0.86 283:0.82 285:0.62 287:0.98 289:0.99 290:0.98 297:0.36 300:0.43\n2 6:0.78 8:0.58 9:0.80 12:0.37 17:0.09 20:0.86 21:0.05 25:0.88 27:0.51 28:0.56 30:0.95 34:0.80 36:0.92 37:0.23 39:0.79 41:0.82 43:0.45 46:0.88 55:0.71 66:0.77 69:0.05 70:0.13 78:0.75 81:0.88 83:0.77 91:0.83 96:0.84 98:0.96 100:0.77 104:0.58 107:0.95 108:0.05 110:0.96 111:0.74 120:0.89 123:0.05 125:0.96 126:0.32 127:0.69 129:0.05 131:0.94 135:0.34 140:0.93 144:0.76 146:0.61 147:0.66 149:0.43 150:0.74 151:0.92 152:0.81 153:0.85 154:0.34 155:0.67 157:0.61 159:0.22 160:0.96 161:0.45 162:0.73 164:0.85 166:0.84 167:0.97 169:0.75 172:0.37 173:0.35 175:0.75 177:0.05 179:0.93 181:0.96 182:0.87 186:0.76 189:0.81 191:0.92 192:0.59 202:0.78 208:0.64 212:0.52 215:0.91 216:0.23 220:0.62 222:0.60 227:0.98 229:0.93 231:0.87 235:0.05 238:0.83 241:0.92 242:0.82 243:0.79 244:0.61 246:0.61 247:0.12 248:0.81 253:0.77 255:0.79 256:0.79 257:0.65 259:0.21 260:0.89 261:0.77 265:0.96 266:0.27 267:0.82 268:0.82 271:0.35 276:0.33 277:0.69 283:0.71 285:0.62 287:0.98 289:0.98 297:0.36 300:0.13\n2 1:0.74 6:0.82 8:0.66 9:0.80 11:0.78 12:0.37 17:0.88 20:0.88 21:0.05 27:0.71 28:0.56 30:0.89 32:0.80 34:0.47 36:0.51 37:0.65 39:0.79 41:0.82 43:0.79 46:0.97 66:0.47 69:0.76 70:0.20 74:0.65 77:0.70 78:0.74 81:0.91 83:0.79 85:0.85 91:0.83 96:0.77 98:0.48 100:0.78 101:0.80 104:0.58 107:0.97 108:0.70 110:0.97 111:0.74 114:0.95 120:0.65 122:0.43 123:0.69 124:0.52 125:1.00 126:0.54 127:0.29 129:0.59 131:0.94 133:0.47 135:0.90 140:0.45 144:0.76 145:0.69 146:0.13 147:0.18 149:0.68 150:0.96 151:0.77 152:0.87 153:0.48 154:0.72 155:0.67 157:0.86 159:0.28 160:0.96 161:0.45 162:0.86 163:0.81 164:0.57 165:0.90 166:0.91 167:0.92 169:0.75 172:0.21 173:0.87 176:0.73 177:0.38 179:0.88 181:0.96 182:0.87 186:0.75 187:0.21 192:0.59 195:0.58 201:0.74 202:0.36 208:0.64 212:0.30 215:0.91 216:0.21 220:0.62 222:0.60 227:0.98 229:0.93 231:0.87 232:0.77 235:0.12 241:0.79 242:0.63 243:0.37 245:0.46 246:0.97 247:0.30 248:0.71 253:0.80 255:0.79 256:0.45 259:0.21 260:0.66 261:0.77 265:0.50 266:0.27 267:0.65 268:0.46 271:0.35 276:0.23 282:0.88 285:0.62 287:0.98 289:0.98 290:0.95 297:0.36 299:0.88 300:0.18\n1 1:0.74 6:0.87 7:0.81 8:0.78 9:0.80 11:0.78 12:0.37 17:0.45 20:0.83 21:0.30 27:0.12 28:0.56 30:0.33 34:0.82 36:0.39 37:0.81 39:0.79 41:0.93 43:0.59 46:0.95 55:0.59 60:0.87 66:0.44 69:0.93 70:0.64 74:0.86 78:0.75 81:0.78 83:0.88 85:0.91 91:0.33 96:0.92 98:0.43 100:0.78 101:0.77 107:0.99 108:0.89 110:0.98 111:0.75 114:0.86 120:0.86 121:0.90 122:0.67 123:0.89 124:0.81 125:1.00 126:0.54 127:0.51 129:0.81 131:0.95 133:0.83 135:0.70 140:0.45 144:0.76 146:0.27 147:0.05 149:0.71 150:0.86 151:0.92 152:0.96 153:0.72 154:0.48 155:0.67 157:0.88 158:0.92 159:0.79 160:0.98 161:0.45 162:0.86 164:0.78 165:0.84 166:0.91 167:0.66 169:0.75 172:0.63 173:0.88 176:0.73 177:0.05 179:0.46 181:0.96 182:0.87 186:0.76 187:0.98 192:0.59 201:0.74 202:0.64 204:0.89 208:0.64 212:0.60 215:0.72 216:0.90 220:0.87 222:0.60 227:0.98 229:0.93 230:0.87 231:0.87 233:0.76 235:0.42 241:0.32 242:0.63 243:0.09 245:0.73 246:0.97 247:0.47 248:0.92 253:0.93 255:0.79 256:0.71 257:0.65 259:0.21 260:0.86 261:0.78 265:0.45 266:0.75 267:0.91 268:0.73 271:0.35 276:0.65 279:0.86 283:0.82 285:0.62 287:0.98 289:0.99 290:0.86 297:0.36 300:0.55\n2 1:0.74 6:0.84 7:0.81 8:0.68 9:0.80 11:0.78 12:0.37 17:0.36 20:0.99 21:0.30 27:0.21 28:0.56 30:0.73 34:0.66 36:0.89 37:0.74 39:0.79 41:0.92 43:0.98 46:0.99 60:0.95 66:0.94 69:0.12 70:0.42 74:0.94 78:0.77 81:0.78 83:0.88 85:0.97 91:0.58 96:0.91 98:0.88 100:0.80 101:0.85 104:0.84 106:0.81 107:1.00 108:0.10 110:0.99 111:0.76 114:0.86 117:0.86 120:0.84 121:0.90 122:0.43 123:0.10 125:0.99 126:0.54 127:0.41 129:0.05 131:0.95 135:0.17 140:0.45 144:0.76 146:0.93 147:0.95 149:0.97 150:0.86 151:0.96 152:0.90 153:0.86 154:0.98 155:0.67 157:0.94 158:0.92 159:0.57 160:0.98 161:0.45 162:0.71 164:0.78 165:0.84 166:0.91 167:0.66 169:0.78 172:0.84 173:0.15 176:0.73 177:0.38 179:0.35 181:0.96 182:0.87 186:0.77 187:0.39 189:0.86 192:0.59 201:0.74 202:0.69 204:0.89 206:0.81 208:0.64 212:0.48 215:0.72 216:0.95 222:0.60 227:0.98 229:0.93 230:0.87 231:0.87 232:0.89 233:0.76 235:0.42 238:0.89 241:0.32 242:0.60 243:0.94 246:0.97 247:0.47 248:0.90 253:0.93 255:0.79 256:0.68 259:0.21 260:0.84 261:0.81 265:0.88 266:0.54 267:0.88 268:0.73 271:0.35 276:0.74 279:0.86 283:0.82 285:0.62 287:0.98 289:0.99 290:0.86 297:0.36 300:0.43\n1 11:0.57 12:0.20 17:0.59 21:0.78 27:0.45 28:0.98 30:0.08 34:0.80 36:0.17 37:0.50 39:0.61 43:0.75 55:0.42 66:0.36 69:0.83 70:0.74 74:0.46 85:0.72 91:0.33 98:0.22 101:0.71 108:0.86 123:0.85 124:0.69 127:0.29 129:0.05 133:0.62 135:0.94 145:0.52 146:0.17 147:0.22 149:0.46 154:0.66 159:0.51 161:0.90 163:0.89 167:0.62 172:0.21 173:0.80 177:0.38 178:0.55 179:0.85 181:0.67 187:0.68 212:0.23 216:0.77 222:0.60 235:1.00 241:0.41 242:0.55 243:0.34 245:0.45 247:0.39 253:0.40 259:0.21 265:0.24 266:0.38 267:0.28 271:0.16 276:0.27 277:0.69 300:0.43\n1 1:0.74 6:0.80 7:0.81 8:0.85 9:0.80 11:0.57 12:0.20 17:0.94 20:0.89 21:0.54 27:0.72 28:0.98 30:0.76 32:0.80 34:0.58 36:0.68 37:0.85 39:0.61 41:0.92 43:0.94 55:0.42 66:0.53 69:0.32 70:0.43 74:0.87 77:0.89 78:0.89 81:0.75 83:0.77 85:0.91 91:0.87 96:0.79 98:0.71 100:0.83 101:0.84 104:0.75 108:0.54 111:0.86 114:0.77 120:0.74 121:0.97 122:0.57 123:0.52 124:0.52 126:0.54 127:0.40 129:0.59 133:0.47 135:0.28 140:0.45 145:0.54 146:0.22 147:0.28 149:0.88 150:0.83 151:0.77 152:0.83 153:0.48 154:0.94 155:0.67 159:0.30 161:0.90 162:0.86 164:0.75 165:0.81 167:0.90 169:0.80 172:0.45 173:0.45 176:0.73 177:0.38 179:0.71 181:0.67 186:0.89 189:0.83 192:0.59 195:0.62 201:0.74 202:0.60 204:0.89 208:0.64 212:0.49 215:0.58 216:0.02 220:0.97 222:0.60 230:0.87 232:0.83 233:0.76 235:0.88 238:0.81 241:0.85 242:0.61 243:0.37 245:0.64 247:0.39 248:0.75 253:0.84 255:0.79 256:0.68 259:0.21 260:0.75 261:0.85 265:0.71 266:0.38 267:0.44 268:0.69 271:0.16 276:0.43 282:0.88 285:0.62 290:0.77 297:0.36 299:0.97 300:0.43\n1 6:0.86 7:0.81 8:0.91 9:0.80 12:0.20 17:0.16 20:0.88 21:0.78 27:0.31 28:0.98 32:0.75 34:0.42 36:0.43 37:0.68 39:0.61 74:0.47 78:0.96 91:0.90 96:0.83 100:0.89 104:0.58 111:0.94 120:0.89 121:0.90 135:0.30 140:0.98 145:0.86 151:0.77 152:0.82 153:0.95 155:0.67 161:0.90 162:0.66 164:0.91 167:0.91 169:0.87 175:0.91 181:0.67 186:0.96 189:0.88 191:0.83 192:0.59 195:0.53 202:0.87 204:0.89 208:0.64 216:0.30 220:0.62 222:0.60 230:0.87 233:0.76 235:0.22 238:0.82 241:0.88 244:0.83 248:0.71 253:0.77 255:0.79 256:0.88 257:0.84 259:0.21 260:0.89 261:0.89 267:0.23 268:0.89 271:0.16 277:0.87 283:0.71 285:0.62\n1 1:0.74 7:0.78 8:0.80 12:0.20 17:0.38 20:0.84 21:0.74 27:0.38 28:0.98 30:0.76 32:0.75 34:0.40 36:0.36 37:0.47 39:0.61 43:0.30 55:0.59 60:0.87 66:0.47 69:0.87 70:0.28 74:0.79 76:0.85 77:0.70 78:0.88 81:0.47 83:0.83 91:0.17 96:0.68 98:0.52 100:0.82 108:0.75 111:0.85 114:0.61 117:0.86 123:0.73 124:0.74 126:0.54 127:0.34 129:0.05 133:0.74 135:0.68 140:0.45 145:0.88 146:0.73 147:0.05 149:0.43 150:0.61 151:0.47 152:0.80 153:0.48 154:0.22 155:0.67 158:0.92 159:0.58 161:0.90 162:0.86 167:0.52 169:0.80 172:0.41 173:0.84 176:0.56 177:0.05 179:0.68 181:0.67 186:0.88 187:0.21 190:0.77 192:0.59 195:0.84 201:0.74 202:0.36 208:0.64 212:0.22 215:0.46 216:0.90 220:0.99 222:0.60 230:0.81 232:0.96 233:0.69 235:0.97 241:0.02 242:0.74 243:0.14 244:0.61 245:0.53 247:0.39 248:0.47 253:0.60 256:0.45 257:0.65 259:0.21 261:0.82 265:0.54 266:0.75 267:0.96 268:0.46 271:0.16 276:0.46 279:0.86 282:0.83 283:0.82 285:0.50 290:0.61 297:0.36 300:0.25\n3 1:0.74 6:0.91 7:0.78 8:0.93 9:0.80 12:0.20 17:0.85 20:0.98 21:0.30 27:0.55 28:0.98 30:0.45 32:0.77 34:0.62 36:0.76 37:0.52 39:0.61 41:0.90 43:0.31 55:0.71 66:0.49 69:0.66 70:0.25 74:0.63 77:0.70 78:0.97 81:0.84 83:0.75 91:0.94 96:0.85 98:0.37 100:0.95 104:0.58 108:0.50 111:0.95 114:0.86 120:0.91 122:0.55 123:0.48 124:0.48 126:0.54 127:0.51 129:0.05 133:0.39 135:0.37 140:0.93 145:0.54 146:0.37 147:0.44 149:0.28 150:0.89 151:0.77 152:0.95 153:0.48 154:0.23 155:0.67 159:0.39 161:0.90 162:0.74 163:0.87 164:0.90 165:0.83 167:0.91 169:0.92 172:0.16 173:0.75 176:0.73 177:0.38 179:0.97 181:0.67 186:0.96 189:0.94 190:0.77 191:0.88 192:0.59 195:0.65 201:0.74 202:0.85 208:0.64 212:0.61 215:0.72 216:0.27 220:0.62 222:0.60 230:0.81 233:0.69 235:0.68 238:0.87 241:0.89 242:0.63 243:0.60 244:0.61 245:0.39 247:0.30 248:0.81 253:0.84 255:0.79 256:0.87 259:0.21 260:0.92 261:0.94 265:0.39 266:0.17 267:0.82 268:0.88 271:0.16 276:0.16 282:0.85 283:0.71 285:0.62 290:0.86 297:0.36 300:0.18\n3 1:0.74 7:0.81 11:0.57 12:0.20 17:0.88 21:0.40 27:0.70 28:0.98 30:0.45 32:0.75 34:0.25 36:0.41 37:0.58 39:0.61 43:0.62 55:0.42 66:0.27 69:0.91 70:0.25 74:0.52 76:0.85 81:0.77 83:0.75 85:0.72 91:0.75 98:0.22 101:0.72 104:0.73 108:0.55 114:0.82 121:0.90 123:0.53 124:0.61 126:0.54 127:0.51 129:0.05 133:0.39 135:0.54 145:0.54 146:0.17 147:0.35 149:0.38 150:0.85 154:0.51 155:0.67 159:0.48 161:0.90 163:0.88 165:0.83 167:0.84 172:0.10 173:1.00 176:0.73 177:0.05 178:0.55 179:0.97 181:0.67 187:0.21 192:0.59 195:0.72 201:0.74 204:0.89 208:0.64 212:0.61 215:0.67 216:0.10 222:0.60 230:0.87 232:0.82 233:0.76 235:0.52 241:0.76 242:0.63 243:0.46 245:0.40 247:0.30 253:0.64 257:0.65 259:0.21 265:0.25 266:0.17 267:0.23 271:0.16 276:0.14 277:0.69 290:0.82 297:0.36 300:0.18\n2 1:0.74 6:0.87 8:0.75 11:0.57 12:0.20 17:0.77 20:0.85 21:0.22 27:0.36 28:0.98 30:0.15 34:0.63 36:0.39 37:0.56 39:0.61 43:0.73 55:0.52 66:0.24 69:0.85 70:0.96 74:0.62 76:0.85 78:0.96 81:0.84 83:0.76 85:0.72 91:0.29 98:0.14 100:0.89 101:0.69 108:0.72 111:0.94 114:0.90 122:0.43 123:0.94 124:0.78 126:0.54 127:0.70 129:0.59 133:0.76 135:0.78 145:0.42 146:0.22 147:0.05 149:0.47 150:0.89 152:0.97 154:0.63 155:0.67 159:0.83 161:0.90 165:0.86 167:0.54 169:0.95 172:0.21 173:0.71 176:0.73 177:0.05 178:0.55 179:0.86 181:0.67 186:0.96 187:0.39 189:0.87 191:0.70 192:0.59 201:0.74 212:0.30 215:0.79 216:0.37 222:0.60 232:0.80 235:0.42 238:0.82 241:0.07 242:0.33 243:0.17 245:0.49 247:0.55 253:0.69 257:0.65 259:0.21 261:0.97 265:0.12 266:0.54 267:0.18 271:0.16 276:0.24 290:0.90 297:0.36 300:0.70\n2 1:0.74 6:0.87 8:0.75 11:0.57 12:0.20 17:0.81 20:0.85 21:0.22 27:0.36 28:0.98 30:0.15 34:0.63 36:0.44 37:0.56 39:0.61 43:0.73 55:0.52 66:0.24 69:0.85 70:0.96 74:0.62 76:0.85 78:0.96 81:0.84 83:0.76 85:0.72 91:0.31 98:0.14 100:0.89 101:0.69 108:0.72 111:0.94 114:0.90 122:0.43 123:0.94 124:0.78 126:0.54 127:0.69 129:0.59 133:0.76 135:0.82 145:0.42 146:0.22 147:0.05 149:0.46 150:0.89 152:0.97 154:0.63 155:0.67 159:0.84 161:0.90 165:0.86 167:0.54 169:0.95 172:0.21 173:0.70 176:0.73 177:0.05 178:0.55 179:0.86 181:0.67 186:0.96 187:0.39 189:0.87 191:0.70 192:0.59 201:0.74 212:0.30 215:0.79 216:0.37 222:0.60 232:0.80 235:0.42 238:0.82 241:0.07 242:0.33 243:0.17 245:0.49 247:0.55 253:0.69 257:0.65 259:0.21 261:0.97 265:0.12 266:0.54 267:0.18 271:0.16 276:0.24 290:0.90 297:0.36 300:0.70\n3 1:0.74 6:0.89 7:0.81 8:0.81 9:0.80 11:0.57 12:0.20 17:0.83 20:0.90 21:0.40 27:0.70 28:0.98 30:0.45 32:0.75 34:0.20 36:0.44 37:0.58 39:0.61 41:0.82 43:0.62 55:0.42 66:0.27 69:0.91 70:0.25 74:0.52 76:0.85 78:0.97 81:0.77 83:0.77 85:0.72 91:0.76 96:0.77 98:0.23 100:0.90 101:0.72 104:0.73 108:0.55 111:0.94 114:0.82 120:0.65 121:0.90 123:0.53 124:0.61 126:0.54 127:0.51 129:0.05 133:0.39 135:0.51 140:0.45 145:0.54 146:0.17 147:0.35 149:0.38 150:0.85 151:0.77 152:0.84 153:0.48 154:0.52 155:0.67 159:0.47 161:0.90 162:0.86 163:0.88 164:0.57 165:0.83 167:0.90 169:0.88 172:0.10 173:1.00 176:0.73 177:0.05 179:0.97 181:0.67 186:0.96 189:0.91 192:0.59 195:0.72 201:0.74 202:0.36 204:0.89 208:0.64 212:0.61 215:0.67 216:0.10 220:0.62 222:0.60 230:0.87 232:0.82 233:0.76 235:0.52 238:0.82 241:0.84 242:0.63 243:0.46 245:0.40 247:0.30 248:0.71 253:0.76 255:0.79 256:0.45 257:0.65 259:0.21 260:0.66 261:0.91 265:0.25 266:0.17 267:0.23 268:0.46 271:0.16 276:0.14 277:0.69 283:0.71 285:0.62 290:0.82 297:0.36 300:0.18\n3 1:0.74 6:0.83 7:0.81 8:0.70 9:0.80 11:0.57 12:0.20 17:0.90 20:0.97 21:0.05 27:0.63 28:0.98 30:0.88 32:0.80 34:0.36 36:0.49 37:0.45 39:0.61 41:0.97 43:0.61 55:0.92 60:0.87 66:0.24 69:0.75 70:0.29 74:0.87 76:0.85 77:0.89 78:0.98 81:0.91 83:0.88 85:0.72 91:0.91 96:0.96 98:0.67 100:0.95 101:0.72 108:0.80 111:0.96 114:0.95 120:0.93 121:0.90 122:0.67 123:0.56 124:0.67 126:0.54 127:0.80 129:0.59 133:0.64 135:0.66 140:0.80 145:0.72 146:0.73 147:0.05 149:0.51 150:0.95 151:0.98 152:0.95 153:0.91 154:0.54 155:0.67 158:0.87 159:0.55 161:0.90 162:0.64 163:0.81 164:0.89 165:0.90 167:0.91 169:0.91 172:0.37 173:0.77 176:0.73 177:0.05 178:0.42 179:0.80 181:0.67 186:0.98 189:0.85 191:0.83 192:0.59 195:0.71 201:0.74 202:0.84 204:0.89 208:0.64 212:0.22 215:0.91 216:0.28 220:0.62 222:0.60 230:0.87 232:0.80 233:0.76 235:0.22 238:0.85 241:0.89 242:0.38 243:0.14 245:0.59 247:0.60 248:0.96 253:0.97 255:0.79 256:0.85 257:0.65 259:0.21 260:0.93 261:0.95 265:0.56 266:0.54 267:0.65 268:0.86 271:0.16 276:0.47 279:0.86 282:0.88 283:0.71 285:0.62 290:0.95 297:0.36 299:0.88 300:0.33\n2 1:0.74 6:0.87 7:0.81 8:0.70 9:0.80 11:0.57 12:0.20 17:0.90 20:0.95 21:0.05 27:0.36 28:0.98 30:0.33 32:0.80 34:0.87 36:0.64 37:0.56 39:0.61 41:0.96 43:0.77 55:0.42 60:0.95 66:0.60 69:0.75 70:0.58 74:0.85 77:0.89 78:0.99 81:0.91 83:0.89 85:0.85 91:0.86 96:0.95 98:0.55 100:0.97 101:0.77 104:0.58 108:0.58 111:0.97 114:0.95 120:0.91 121:0.97 122:0.41 123:0.56 124:0.50 126:0.54 127:0.50 129:0.59 133:0.47 135:0.49 140:0.45 145:0.52 146:0.66 147:0.71 149:0.69 150:0.95 151:0.98 152:0.95 153:0.92 154:0.69 155:0.67 158:0.92 159:0.54 161:0.90 162:0.64 164:0.87 165:0.90 167:0.90 169:0.93 172:0.51 173:0.74 176:0.73 177:0.38 179:0.70 181:0.67 186:0.99 189:0.89 191:0.78 192:0.59 195:0.76 201:0.74 202:0.82 204:0.89 208:0.64 212:0.69 215:0.91 216:0.37 222:0.60 230:0.87 232:0.80 233:0.76 235:0.22 238:0.87 241:0.86 242:0.31 243:0.67 245:0.67 247:0.60 248:0.95 253:0.96 255:0.79 256:0.83 259:0.21 260:0.91 261:0.95 265:0.56 266:0.54 267:0.69 268:0.84 271:0.16 276:0.40 279:0.86 282:0.88 283:0.82 285:0.62 290:0.95 297:0.36 299:0.88 300:0.43\n2 1:0.74 6:0.79 8:0.62 9:0.80 11:0.57 12:0.20 17:0.38 20:0.86 21:0.13 27:0.72 28:0.98 30:0.89 34:0.61 36:0.81 37:0.56 39:0.61 41:0.90 43:0.94 55:0.42 66:0.75 69:0.12 70:0.15 74:0.64 78:0.95 81:0.88 83:0.79 85:0.85 91:0.88 96:0.82 98:0.85 100:0.83 101:0.82 108:0.10 111:0.91 114:0.92 120:0.72 122:0.43 123:0.10 126:0.54 127:0.36 129:0.05 135:0.60 140:0.45 146:0.49 147:0.55 149:0.78 150:0.93 151:0.77 152:0.81 153:0.48 154:0.94 155:0.67 159:0.18 161:0.90 162:0.86 163:0.81 164:0.72 165:0.88 167:0.92 169:0.81 172:0.32 173:0.49 176:0.73 177:0.38 179:0.91 181:0.67 186:0.94 189:0.81 192:0.59 201:0.74 202:0.56 208:0.64 212:0.61 215:0.84 216:0.07 220:0.62 222:0.60 235:0.31 238:0.81 241:0.93 242:0.63 243:0.77 247:0.30 248:0.79 253:0.83 255:0.79 256:0.64 259:0.21 260:0.73 261:0.87 265:0.85 266:0.23 267:0.19 268:0.65 271:0.16 276:0.25 285:0.62 290:0.92 297:0.36 300:0.13\n2 7:0.78 8:0.91 9:0.80 11:0.57 12:0.20 17:0.90 21:0.78 27:0.54 28:0.98 30:0.76 34:0.91 36:0.54 37:0.66 39:0.61 43:0.94 55:0.71 60:0.87 66:0.16 69:0.21 70:0.36 74:0.80 83:0.78 85:0.72 91:0.48 96:0.75 98:0.26 101:0.70 104:0.81 108:0.69 120:0.77 122:0.67 123:0.67 124:0.82 127:0.27 129:0.81 133:0.76 135:0.84 140:0.90 145:0.91 146:0.17 147:0.22 149:0.64 151:0.69 153:0.83 154:0.94 155:0.67 158:0.92 159:0.65 161:0.90 162:0.54 163:0.90 164:0.74 167:0.64 172:0.21 173:0.13 177:0.38 179:0.62 181:0.67 187:0.21 190:0.77 191:0.87 192:0.59 202:0.74 208:0.64 212:0.36 216:0.28 220:0.62 222:0.60 230:0.81 233:0.69 235:0.52 241:0.47 242:0.61 243:0.23 245:0.57 247:0.47 248:0.64 253:0.74 255:0.79 256:0.68 259:0.21 260:0.78 265:0.28 266:0.47 267:0.89 268:0.71 271:0.16 276:0.44 279:0.86 283:0.82 285:0.62 300:0.33\n2 6:0.87 7:0.78 8:0.66 11:0.57 12:0.20 17:0.97 20:0.81 21:0.59 27:0.36 28:0.98 30:0.15 32:0.80 34:0.90 36:0.55 37:0.56 39:0.61 43:0.28 55:0.92 66:0.16 69:0.99 70:0.96 74:0.55 77:0.70 78:0.85 81:0.43 85:0.72 91:0.23 98:0.19 100:0.85 101:0.64 104:0.58 108:0.98 111:0.84 122:0.41 123:0.56 124:0.84 126:0.32 127:0.89 129:0.05 133:0.82 135:0.49 145:0.59 146:0.28 147:0.63 149:0.30 150:0.36 152:0.97 154:0.13 159:0.94 161:0.90 167:0.52 169:0.94 172:0.21 173:1.00 177:0.05 178:0.55 179:0.87 181:0.67 186:0.85 187:0.39 195:0.99 212:0.15 215:0.55 216:0.37 222:0.60 230:0.81 232:0.80 233:0.69 235:0.74 241:0.02 242:0.33 243:0.37 245:0.47 247:0.55 253:0.44 257:0.65 259:0.21 261:0.96 265:0.12 266:0.63 267:0.91 271:0.16 276:0.31 277:0.69 282:0.88 297:0.36 299:0.88 300:0.70\n2 11:0.57 12:0.20 17:0.89 21:0.22 27:0.63 28:0.98 30:0.38 32:0.80 34:0.93 36:0.36 37:0.45 39:0.61 43:0.63 55:0.42 66:0.09 69:0.91 70:0.63 74:0.76 77:0.89 81:0.73 85:0.85 91:0.67 98:0.25 101:0.78 104:0.58 106:0.81 108:0.81 122:0.43 123:0.54 124:0.74 126:0.32 127:0.62 129:0.05 133:0.74 135:0.58 145:0.69 146:0.31 147:0.05 149:0.65 150:0.54 154:0.53 159:0.51 161:0.90 167:0.57 172:0.37 173:0.98 177:0.05 178:0.55 179:0.82 181:0.67 187:0.21 195:0.69 202:0.36 206:0.81 212:0.57 215:0.79 216:0.28 222:0.60 232:0.80 235:0.31 241:0.21 242:0.29 243:0.16 245:0.49 247:0.60 253:0.55 257:0.65 259:0.21 265:0.27 266:0.47 267:0.52 271:0.16 276:0.39 277:0.69 282:0.88 283:0.71 297:0.36 299:0.88 300:0.43\n2 1:0.74 6:0.83 7:0.81 8:0.70 9:0.80 11:0.57 12:0.20 17:0.90 20:0.97 21:0.05 27:0.63 28:0.98 30:0.88 32:0.80 34:0.36 36:0.49 37:0.45 39:0.61 41:0.97 43:0.61 55:0.92 60:0.87 66:0.24 69:0.75 70:0.29 74:0.87 76:0.85 77:0.89 78:0.98 81:0.91 83:0.88 85:0.72 91:0.91 96:0.96 98:0.67 100:0.95 101:0.72 108:0.80 111:0.96 114:0.95 120:0.93 121:0.90 122:0.67 123:0.56 124:0.67 126:0.54 127:0.80 129:0.59 133:0.64 135:0.66 140:0.80 145:0.72 146:0.73 147:0.05 149:0.51 150:0.95 151:0.98 152:0.95 153:0.91 154:0.54 155:0.67 158:0.87 159:0.55 161:0.90 162:0.64 163:0.81 164:0.89 165:0.90 167:0.91 169:0.91 172:0.37 173:0.77 176:0.73 177:0.05 178:0.42 179:0.80 181:0.67 186:0.98 189:0.85 191:0.83 192:0.59 195:0.71 201:0.74 202:0.84 204:0.89 208:0.64 212:0.22 215:0.91 216:0.28 220:0.62 222:0.60 230:0.87 232:0.80 233:0.76 235:0.22 238:0.85 241:0.89 242:0.38 243:0.14 245:0.59 247:0.60 248:0.96 253:0.97 255:0.79 256:0.85 257:0.65 259:0.21 260:0.93 261:0.95 265:0.56 266:0.54 267:0.65 268:0.86 271:0.16 276:0.47 279:0.86 282:0.88 283:0.71 285:0.62 290:0.95 297:0.36 299:0.88 300:0.33\n3 7:0.78 8:0.91 9:0.80 11:0.57 12:0.20 17:0.88 21:0.78 27:0.54 28:0.98 30:0.73 34:0.91 36:0.59 37:0.66 39:0.61 43:0.94 55:0.71 60:0.87 66:0.15 69:0.21 70:0.37 74:0.84 83:0.78 85:0.72 91:0.48 96:0.75 98:0.26 101:0.70 104:0.81 108:0.69 120:0.77 122:0.67 123:0.67 124:0.82 127:0.27 129:0.81 133:0.76 135:0.84 140:0.90 145:0.91 146:0.31 147:0.38 149:0.66 151:0.69 153:0.83 154:0.94 155:0.67 158:0.92 159:0.65 161:0.90 162:0.54 163:0.90 164:0.74 167:0.67 172:0.21 173:0.13 177:0.38 179:0.58 181:0.67 187:0.21 190:0.77 191:0.87 192:0.59 202:0.74 208:0.64 212:0.30 216:0.28 220:0.62 222:0.60 230:0.81 233:0.69 235:0.52 241:0.54 242:0.63 243:0.29 245:0.59 247:0.47 248:0.64 253:0.76 255:0.79 256:0.68 259:0.21 260:0.78 265:0.28 266:0.63 267:0.91 268:0.71 271:0.16 276:0.47 279:0.86 283:0.82 285:0.62 300:0.33\n2 6:0.82 7:0.81 8:0.61 12:0.20 17:0.43 20:0.87 21:0.30 27:0.21 28:0.78 30:0.30 34:0.58 36:0.98 37:0.74 43:0.52 55:0.52 66:0.44 69:0.12 70:0.60 78:0.74 81:0.95 91:0.57 98:0.44 100:0.77 106:0.81 108:0.60 111:0.74 120:0.77 123:0.57 124:0.58 126:0.54 127:0.27 129:0.59 133:0.47 135:0.20 140:0.45 146:0.42 147:0.48 149:0.57 150:0.92 151:0.74 152:0.82 153:0.84 154:0.41 159:0.29 161:0.54 162:0.69 164:0.79 167:0.72 169:0.75 172:0.37 173:0.25 177:0.05 179:0.64 181:0.52 186:0.75 187:0.39 189:0.84 202:0.71 206:0.81 212:0.73 215:0.72 216:0.95 220:0.87 230:0.87 233:0.76 235:0.42 238:0.85 241:0.52 242:0.82 243:0.45 245:0.64 247:0.12 248:0.69 256:0.68 259:0.21 260:0.78 261:0.76 265:0.46 266:0.38 267:0.85 268:0.74 271:0.61 276:0.43 283:0.82 285:0.62 297:0.36 300:0.43\n1 6:0.90 7:0.81 8:0.89 12:0.20 17:0.75 20:0.94 21:0.71 25:0.88 27:0.06 28:0.78 30:0.95 32:0.80 34:0.53 36:0.80 37:0.95 43:0.37 55:0.84 66:0.54 69:0.61 78:0.82 81:0.83 91:0.93 98:0.54 100:0.86 104:0.58 108:0.46 111:0.85 120:0.96 123:0.45 126:0.54 127:0.16 129:0.05 135:0.26 140:0.45 145:0.89 146:0.33 147:0.39 149:0.21 150:0.63 151:0.83 152:0.88 153:0.95 154:0.28 159:0.13 161:0.54 162:0.60 164:0.95 167:0.97 169:0.90 172:0.10 173:0.86 177:0.05 179:0.97 181:0.52 186:0.81 189:0.91 191:0.95 195:0.58 202:0.93 215:0.48 216:0.52 220:0.62 230:0.87 233:0.76 235:0.84 238:0.97 241:0.86 243:0.63 248:0.94 256:0.93 260:0.96 261:0.84 265:0.55 267:0.76 268:0.94 271:0.61 283:0.60 285:0.62 297:0.36 300:0.08\n1 12:0.20 17:0.64 21:0.30 25:0.88 27:0.05 28:0.78 34:0.67 36:0.41 37:0.96 81:0.95 91:0.62 104:0.58 126:0.54 132:0.97 135:0.49 150:0.92 161:0.54 167:0.74 175:0.75 178:0.55 181:0.52 187:0.39 215:0.72 216:0.64 235:0.42 241:0.61 244:0.61 257:0.65 267:0.93 271:0.61 277:0.69 297:0.36\n2 6:0.81 8:0.82 12:0.20 17:0.55 20:0.86 21:0.22 25:0.88 27:0.16 28:0.78 30:0.76 34:0.56 36:0.74 37:0.95 43:0.48 55:0.52 66:0.64 69:0.34 70:0.15 78:0.77 81:0.96 91:0.88 98:0.83 100:0.80 104:0.75 108:0.27 111:0.77 120:0.62 123:0.26 126:0.54 127:0.33 129:0.05 135:0.51 140:0.45 146:0.30 147:0.36 149:0.29 150:0.94 151:0.56 152:0.81 153:0.72 154:0.36 159:0.13 161:0.54 162:0.85 164:0.81 167:0.98 169:0.78 172:0.16 173:0.86 177:0.05 179:0.98 181:0.52 186:0.78 189:0.83 191:0.89 202:0.70 212:0.95 215:0.79 216:0.32 220:0.87 235:0.22 238:0.90 241:0.92 242:0.82 243:0.69 247:0.12 248:0.56 256:0.73 259:0.21 260:0.63 261:0.79 265:0.83 266:0.12 267:0.36 268:0.77 271:0.61 276:0.16 283:0.60 285:0.62 297:0.36 300:0.13\n1 6:0.84 7:0.81 8:0.89 12:0.20 17:0.96 20:0.80 21:0.76 27:0.24 28:0.78 30:0.42 32:0.80 34:0.50 36:0.83 37:0.68 43:0.47 55:0.84 66:0.88 69:0.47 70:0.48 78:0.76 81:0.78 91:0.66 98:0.95 100:0.78 104:0.58 108:0.36 111:0.75 120:0.73 123:0.34 126:0.54 127:0.67 129:0.05 135:0.47 140:0.80 145:0.63 146:0.83 147:0.86 149:0.62 150:0.58 151:0.66 152:0.80 153:0.48 154:0.35 159:0.39 161:0.54 162:0.49 163:0.93 164:0.67 167:0.97 169:0.77 172:0.65 173:0.56 177:0.05 178:0.42 179:0.69 181:0.52 186:0.77 189:0.88 191:0.90 195:0.64 202:0.73 212:0.35 215:0.46 216:0.10 230:0.87 233:0.76 235:0.97 238:0.87 241:0.89 242:0.82 243:0.88 247:0.12 248:0.66 256:0.58 259:0.21 260:0.74 261:0.77 265:0.95 266:0.47 267:0.84 268:0.59 271:0.61 276:0.55 285:0.62 297:0.36 300:0.33\n4 8:0.85 12:0.20 17:0.83 21:0.22 25:0.88 27:0.63 28:0.78 30:0.68 32:0.80 34:0.40 36:0.53 37:0.83 43:0.41 55:0.84 66:0.79 69:0.51 70:0.31 81:0.96 91:0.66 98:0.94 104:0.76 108:0.39 120:0.73 123:0.38 126:0.54 127:0.60 129:0.05 135:0.32 140:0.45 145:0.93 146:0.78 147:0.82 149:0.42 150:0.94 151:0.66 153:0.48 154:0.31 159:0.34 161:0.54 162:0.80 163:0.94 164:0.79 167:0.97 172:0.41 173:0.64 177:0.05 179:0.90 181:0.52 191:0.80 195:0.60 202:0.69 212:0.61 215:0.79 216:0.21 220:0.99 235:0.22 241:0.88 242:0.82 243:0.80 247:0.12 248:0.66 256:0.73 259:0.21 260:0.74 265:0.94 266:0.27 267:0.73 268:0.74 271:0.61 276:0.35 285:0.62 297:0.36 300:0.25\n3 6:0.99 8:0.97 12:0.20 17:0.53 20:0.89 21:0.22 25:0.88 27:0.02 28:0.78 30:0.68 32:0.80 34:0.49 36:0.64 37:0.98 43:0.41 55:0.84 66:0.79 69:0.51 70:0.31 78:0.89 81:0.96 91:0.68 98:0.88 100:0.96 104:0.58 108:0.39 111:0.93 120:0.89 123:0.38 126:0.54 127:0.43 129:0.05 135:0.58 140:0.45 145:0.93 146:0.78 147:0.82 149:0.42 150:0.94 151:0.71 152:1.00 153:0.72 154:0.31 159:0.34 161:0.54 162:0.81 163:0.94 164:0.88 167:0.84 169:0.98 172:0.41 173:0.61 177:0.05 179:0.87 181:0.52 186:0.89 187:0.68 189:0.99 191:0.96 195:0.63 202:0.81 212:0.61 215:0.79 216:0.73 220:0.99 235:0.22 238:0.98 241:0.72 242:0.82 243:0.80 247:0.12 248:0.84 256:0.85 259:0.21 260:0.89 261:0.99 265:0.88 266:0.27 267:0.69 268:0.85 271:0.61 276:0.35 283:0.60 285:0.62 297:0.36 300:0.25\n1 6:0.96 8:0.95 12:0.20 17:0.24 20:0.98 21:0.68 25:0.88 27:0.05 28:0.78 30:0.11 34:0.52 36:0.92 37:0.96 43:0.52 55:0.45 66:0.49 69:0.25 70:0.82 78:0.92 81:0.85 91:0.97 98:0.60 100:0.91 104:0.58 108:0.80 111:0.96 120:0.98 123:0.79 124:0.74 126:0.54 127:0.86 129:0.89 132:0.97 133:0.78 135:0.82 140:0.45 145:0.86 146:0.45 147:0.51 149:0.54 150:0.68 151:0.86 152:0.93 153:0.99 154:0.41 159:0.60 161:0.54 162:0.73 164:0.98 167:0.99 169:0.96 172:0.48 173:0.25 177:0.05 179:0.74 181:0.52 186:0.85 189:0.97 191:0.98 202:0.97 212:0.48 215:0.49 216:0.64 235:0.84 238:0.99 241:0.98 242:0.82 243:0.27 245:0.59 247:0.12 248:0.98 256:0.98 260:0.98 261:0.89 265:0.61 266:0.71 267:0.97 268:0.98 271:0.61 276:0.52 283:0.82 285:0.62 297:0.36 300:0.55\n1 6:0.87 7:0.81 8:0.86 12:0.20 17:0.40 20:0.94 21:0.77 25:0.88 27:0.12 28:0.78 30:0.76 32:0.80 34:0.31 36:0.94 37:0.87 43:0.26 55:0.52 66:0.72 69:0.82 70:0.22 78:0.79 81:0.75 91:0.87 98:0.66 100:0.82 104:0.58 108:0.66 111:0.78 120:0.93 123:0.64 126:0.54 127:0.20 129:0.05 135:0.51 140:0.45 145:0.86 146:0.56 147:0.62 149:0.29 150:0.56 151:0.80 152:0.92 153:0.92 154:0.19 159:0.20 161:0.54 162:0.81 163:0.75 164:0.94 167:0.98 169:0.79 172:0.27 173:0.94 177:0.05 179:0.83 181:0.52 186:0.79 189:0.89 191:0.96 195:0.65 202:0.88 212:0.42 215:0.44 216:0.24 230:0.87 233:0.76 235:0.98 238:0.90 241:0.91 242:0.82 243:0.75 247:0.12 248:0.90 256:0.91 260:0.93 261:0.82 265:0.67 266:0.23 267:0.98 268:0.92 271:0.61 276:0.23 283:0.82 285:0.62 297:0.36 300:0.18\n2 6:0.97 8:0.95 12:0.20 17:0.59 20:0.83 21:0.68 27:0.34 28:0.78 30:0.45 34:0.29 36:0.29 43:0.21 55:0.45 66:0.49 69:0.93 70:0.25 78:0.78 81:0.85 91:0.82 98:0.16 100:0.81 104:0.58 108:0.90 111:0.78 120:0.83 123:0.89 124:0.48 126:0.54 127:0.17 129:0.59 133:0.47 135:0.42 140:0.94 145:0.65 146:0.05 147:0.05 149:0.16 150:0.68 151:0.66 152:0.80 153:0.48 154:0.13 159:0.35 161:0.54 162:0.47 163:0.97 164:0.90 167:0.97 169:0.79 172:0.16 173:0.95 177:0.05 178:0.53 179:0.84 181:0.52 186:0.79 189:0.98 191:0.89 202:0.95 212:0.61 215:0.49 216:0.35 220:0.99 235:0.80 238:0.92 241:0.86 242:0.82 243:0.29 245:0.39 247:0.12 248:0.75 256:0.86 259:0.21 260:0.83 261:0.78 265:0.17 266:0.17 267:0.59 268:0.87 271:0.61 276:0.14 283:0.60 285:0.62 297:0.36 300:0.18\n1 6:0.93 7:0.81 8:0.97 12:0.20 17:0.59 20:0.82 21:0.68 25:0.88 27:0.28 28:0.78 30:0.68 32:0.80 37:0.80 43:0.22 55:0.71 66:0.68 69:0.90 70:0.31 78:0.76 81:0.85 91:0.95 98:0.44 100:0.78 104:0.58 108:0.86 111:0.76 120:0.97 123:0.86 124:0.41 126:0.54 127:0.25 129:0.59 133:0.47 140:0.45 145:0.79 146:0.05 147:0.05 149:0.27 150:0.68 151:0.85 152:0.78 153:0.98 154:0.15 159:0.47 161:0.54 162:0.74 164:0.97 167:0.98 169:0.79 172:0.37 173:0.90 177:0.05 179:0.77 181:0.52 186:0.75 189:0.94 191:0.93 195:0.84 202:0.94 212:0.19 215:0.49 216:0.52 230:0.87 233:0.76 235:0.84 238:0.93 241:0.93 242:0.82 243:0.19 245:0.45 247:0.12 248:0.96 256:0.96 260:0.97 261:0.75 265:0.46 266:0.47 268:0.96 271:0.61 276:0.28 283:0.82 285:0.62 297:0.36 300:0.25\n3 6:0.99 8:0.97 12:0.20 17:0.34 20:0.75 21:0.22 25:0.88 27:0.02 28:0.78 30:0.68 32:0.80 34:0.52 36:0.63 37:0.98 43:0.41 55:0.84 66:0.79 69:0.51 70:0.31 78:0.80 81:0.96 91:0.70 98:0.88 100:0.92 104:0.58 108:0.39 111:0.79 120:0.81 123:0.38 126:0.54 127:0.43 129:0.05 135:0.44 140:0.45 145:0.93 146:0.78 147:0.82 149:0.42 150:0.94 151:0.71 152:1.00 153:0.72 154:0.31 159:0.34 161:0.54 162:0.64 163:0.94 164:0.86 167:0.83 169:0.97 172:0.41 173:0.61 177:0.05 179:0.87 181:0.52 186:0.84 187:0.39 189:0.99 191:0.94 195:0.63 202:0.81 212:0.61 215:0.79 216:0.73 220:0.99 235:0.22 238:0.90 241:0.72 242:0.82 243:0.80 247:0.12 248:0.73 256:0.81 259:0.21 260:0.82 261:0.99 265:0.88 266:0.27 267:0.44 268:0.83 271:0.61 276:0.35 283:0.60 285:0.62 297:0.36 300:0.25\n4 6:0.99 8:0.98 12:0.20 17:0.16 20:0.96 21:0.22 25:0.88 27:0.02 28:0.78 30:0.45 32:0.80 34:0.50 36:0.71 37:0.98 43:0.41 55:0.84 66:0.77 69:0.50 70:0.33 78:0.95 81:0.96 91:0.98 98:0.92 100:0.99 104:0.58 108:0.39 111:0.98 120:0.99 123:0.37 126:0.54 127:0.55 129:0.05 135:0.30 140:0.45 145:0.93 146:0.72 147:0.77 149:0.41 150:0.94 151:0.89 152:1.00 153:0.99 154:0.31 159:0.29 161:0.54 162:0.53 163:0.94 164:0.99 167:0.98 169:0.97 172:0.37 173:0.67 177:0.05 179:0.92 181:0.52 186:0.96 189:1.00 191:0.99 195:0.58 202:0.99 212:0.52 215:0.79 216:0.73 220:0.62 235:0.22 238:0.99 241:0.92 242:0.82 243:0.79 247:0.12 248:0.98 256:0.98 259:0.21 260:0.99 261:0.99 265:0.92 266:0.27 267:0.91 268:0.98 271:0.61 276:0.31 283:0.82 285:0.62 297:0.36 300:0.25\n1 12:0.20 17:0.24 21:0.54 27:0.45 28:0.78 30:0.91 32:0.80 34:0.73 36:0.17 37:0.50 43:0.32 55:0.84 66:0.69 69:0.70 70:0.13 81:0.91 91:0.17 98:0.39 108:0.53 123:0.51 126:0.54 127:0.13 129:0.05 135:0.97 145:0.42 146:0.51 147:0.57 149:0.29 150:0.83 154:0.24 159:0.18 161:0.54 163:0.92 167:0.68 172:0.21 173:0.67 177:0.05 178:0.55 179:0.61 181:0.52 187:0.68 195:0.75 212:0.61 215:0.58 216:0.77 235:0.60 241:0.39 242:0.82 243:0.73 247:0.12 259:0.21 265:0.41 266:0.17 267:0.95 271:0.61 276:0.23 283:0.60 297:0.36 300:0.13\n1 6:0.89 7:0.81 8:0.94 12:0.20 17:0.55 20:0.93 21:0.71 25:0.88 27:0.18 28:0.78 30:0.76 32:0.80 34:0.80 36:0.88 37:0.74 43:0.32 55:0.84 66:0.36 69:0.71 70:0.22 78:0.76 81:0.83 91:0.94 98:0.37 100:0.79 104:0.58 108:0.69 111:0.76 120:0.93 123:0.67 124:0.57 126:0.54 127:0.30 129:0.59 133:0.47 135:0.26 140:0.45 145:0.76 146:0.32 147:0.38 149:0.31 150:0.63 151:0.79 152:0.91 153:0.91 154:0.23 159:0.26 161:0.54 162:0.81 163:0.96 164:0.93 167:0.98 169:0.78 172:0.16 173:0.84 177:0.05 179:0.92 181:0.52 186:0.76 189:0.94 191:0.94 195:0.59 202:0.87 212:0.42 215:0.48 216:0.36 220:0.62 230:0.65 233:0.63 235:0.84 238:0.94 241:0.92 242:0.82 243:0.40 245:0.43 247:0.12 248:0.90 256:0.90 260:0.93 261:0.78 265:0.39 266:0.23 267:0.97 268:0.91 271:0.61 276:0.23 283:0.82 285:0.62 297:0.36 300:0.18\n1 7:0.81 12:0.20 17:0.85 21:0.68 27:0.31 28:0.78 30:0.76 32:0.80 34:0.50 36:0.82 37:0.83 43:0.25 55:0.59 66:0.36 69:0.83 70:0.15 81:0.85 91:0.78 98:0.19 104:0.89 106:0.81 108:0.76 120:0.83 123:0.74 124:0.52 126:0.54 127:0.18 129:0.59 133:0.47 135:0.93 140:0.45 145:0.93 146:0.05 147:0.05 149:0.20 150:0.68 151:0.70 153:0.71 154:0.18 159:0.23 161:0.54 162:0.73 163:0.98 164:0.84 167:0.91 172:0.10 173:0.90 177:0.05 179:0.93 181:0.52 187:0.39 195:0.65 202:0.76 206:0.81 212:0.95 215:0.49 216:0.59 220:0.97 230:0.65 233:0.63 235:0.84 241:0.77 242:0.82 243:0.34 245:0.37 247:0.12 248:0.75 256:0.80 260:0.84 265:0.21 266:0.12 267:0.87 268:0.80 271:0.61 276:0.14 285:0.62 297:0.36 300:0.13\n1 6:0.84 7:0.81 8:0.79 12:0.20 17:0.79 20:0.80 21:0.77 27:0.24 28:0.78 32:0.80 34:0.31 36:0.65 37:0.68 43:0.17 66:0.36 69:0.95 78:0.74 81:0.75 91:0.38 98:0.07 100:0.77 104:0.58 108:0.90 111:0.74 120:0.60 123:0.89 126:0.54 127:0.05 129:0.05 135:0.34 140:0.92 145:0.65 146:0.05 147:0.05 149:0.07 150:0.56 151:0.54 152:0.80 153:0.48 154:0.11 159:0.05 161:0.54 162:0.48 164:0.57 167:0.83 169:0.77 172:0.05 173:1.00 177:0.05 178:0.51 181:0.52 186:0.75 187:0.68 189:0.89 191:0.86 195:0.86 202:0.69 215:0.44 216:0.10 220:0.62 230:0.65 233:0.63 235:0.98 238:0.87 241:0.72 243:0.51 248:0.54 256:0.45 259:0.21 260:0.61 261:0.77 265:0.07 267:0.52 268:0.46 271:0.61 285:0.62 297:0.36\n2 6:0.99 8:0.86 12:0.20 17:0.57 20:0.73 21:0.22 25:0.88 27:0.02 28:0.78 30:0.68 32:0.80 34:0.42 36:0.64 37:0.98 43:0.41 55:0.84 66:0.79 69:0.51 70:0.31 78:0.84 81:0.96 91:0.31 98:0.88 100:0.73 104:0.58 108:0.39 111:0.82 120:0.69 123:0.38 126:0.54 127:0.43 129:0.05 135:0.61 140:0.45 145:0.93 146:0.78 147:0.82 149:0.42 150:0.94 151:0.66 152:1.00 153:0.48 154:0.31 159:0.34 161:0.54 162:0.54 163:0.94 164:0.57 167:0.73 169:0.98 172:0.41 173:0.61 177:0.05 179:0.87 181:0.52 186:0.84 187:0.87 195:0.63 202:0.56 212:0.61 215:0.79 216:0.73 235:0.22 241:0.57 242:0.82 243:0.80 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 261:0.99 265:0.88 266:0.27 267:0.82 268:0.46 271:0.61 276:0.35 285:0.62 297:0.36 300:0.25\n3 6:0.99 8:0.99 12:0.20 17:0.38 20:0.75 21:0.22 25:0.88 27:0.02 28:0.78 30:0.68 32:0.80 34:0.55 36:0.76 37:0.98 43:0.37 55:0.84 66:0.79 69:0.60 70:0.31 78:0.90 81:0.96 91:0.29 98:0.88 100:0.97 104:0.58 108:0.46 111:0.94 120:0.72 123:0.44 126:0.54 127:0.43 129:0.05 135:0.78 140:0.45 145:0.93 146:0.78 147:0.82 149:0.41 150:0.94 151:0.70 152:1.00 153:0.69 154:0.28 159:0.34 161:0.54 162:0.86 163:0.94 164:0.62 167:0.78 169:0.98 172:0.41 173:0.70 177:0.05 179:0.87 181:0.52 186:0.90 187:0.68 189:0.99 191:0.86 195:0.63 202:0.46 212:0.61 215:0.79 216:0.73 235:0.22 238:0.98 241:0.67 242:0.82 243:0.80 247:0.12 248:0.66 256:0.45 259:0.21 260:0.73 261:0.99 265:0.88 266:0.27 267:0.97 268:0.55 271:0.61 276:0.35 285:0.62 297:0.36 300:0.25\n1 1:0.69 11:0.92 12:0.37 17:0.70 18:0.87 21:0.47 27:0.54 29:0.62 30:0.57 32:0.80 34:0.66 36:0.75 37:0.61 39:0.37 43:0.81 44:0.93 45:0.96 66:0.98 69:0.53 70:0.77 71:0.70 74:0.85 77:0.89 81:0.38 83:0.60 85:0.80 86:0.95 91:0.38 97:0.89 98:0.91 99:0.83 101:0.97 104:0.96 106:0.81 108:0.41 114:0.57 117:0.86 122:0.75 123:0.39 126:0.44 127:0.50 129:0.05 131:0.61 135:0.69 139:0.95 144:0.76 145:0.89 146:0.97 147:0.98 149:0.91 150:0.54 154:0.76 155:0.58 157:0.95 158:0.72 159:0.70 165:0.70 166:0.82 172:0.95 173:0.38 176:0.55 177:0.70 178:0.55 179:0.20 182:0.86 187:0.39 192:0.59 195:0.86 201:0.68 206:0.81 208:0.54 212:0.60 215:0.41 216:0.65 222:0.48 227:0.61 229:0.61 231:0.88 232:0.97 235:0.60 241:0.12 242:0.28 243:0.98 246:0.61 247:0.88 253:0.47 259:0.21 265:0.91 266:0.54 267:0.99 271:0.14 276:0.89 279:0.82 282:0.88 283:0.78 287:0.61 290:0.57 297:0.36 299:0.88 300:0.70\n2 1:0.69 8:0.77 11:0.87 12:0.37 17:0.28 18:0.85 21:0.13 27:0.45 29:0.62 30:0.73 32:0.80 34:0.75 36:0.17 37:0.50 39:0.37 43:0.81 44:0.93 45:0.83 64:0.77 66:0.08 69:0.69 70:0.62 71:0.70 74:0.78 77:0.70 81:0.65 83:0.60 85:0.85 86:0.88 91:0.29 97:0.89 98:0.35 99:0.83 101:0.97 108:0.52 114:0.75 122:0.80 123:0.80 124:0.85 126:0.44 127:0.49 129:0.59 131:0.61 133:0.84 135:0.90 139:0.91 144:0.76 145:0.47 146:0.54 147:0.60 149:0.82 150:0.62 154:0.76 155:0.58 157:0.93 158:0.79 159:0.73 165:0.70 166:0.94 172:0.45 173:0.54 176:0.66 177:0.70 178:0.55 179:0.51 182:0.90 187:0.68 192:0.51 195:0.88 201:0.68 208:0.54 212:0.27 216:0.77 219:0.92 222:0.48 227:0.61 229:0.61 231:0.90 235:0.22 241:0.21 242:0.28 243:0.43 245:0.71 246:0.95 247:0.76 253:0.55 259:0.21 265:0.33 266:0.91 267:0.52 271:0.14 276:0.63 277:0.69 279:0.82 282:0.88 287:0.61 290:0.75 292:0.95 299:0.88 300:0.70\n2 1:0.74 11:0.87 12:0.37 17:0.26 18:0.81 21:0.40 27:0.45 29:0.62 30:0.86 32:0.80 34:0.75 36:0.18 37:0.50 39:0.37 43:0.82 44:0.93 45:0.77 60:0.87 64:0.77 66:0.54 69:0.69 70:0.46 71:0.70 74:0.76 77:0.70 81:0.58 83:0.91 85:0.80 86:0.88 91:0.22 98:0.36 101:0.97 108:0.52 114:0.62 122:0.80 123:0.50 124:0.50 126:0.54 127:0.17 129:0.05 131:0.61 133:0.43 135:0.93 139:0.92 144:0.76 145:0.50 146:0.55 147:0.61 149:0.82 150:0.76 154:0.77 155:0.67 157:0.91 158:0.91 159:0.33 165:0.93 166:0.93 172:0.48 173:0.61 176:0.73 177:0.70 178:0.55 179:0.36 182:0.90 187:0.68 192:0.87 195:0.82 201:0.93 208:0.64 212:0.42 215:0.42 216:0.77 219:0.95 222:0.48 227:0.61 229:0.61 231:0.90 235:0.60 241:0.41 242:0.33 243:0.63 245:0.66 246:0.95 247:0.67 253:0.49 259:0.21 265:0.38 266:0.63 267:0.82 271:0.14 276:0.43 279:0.86 282:0.88 283:0.78 287:0.61 290:0.62 292:0.91 297:0.36 299:0.88 300:0.55\n1 8:0.83 9:0.76 11:0.81 12:0.37 17:0.72 18:0.80 21:0.78 22:0.93 27:0.21 29:0.62 30:0.15 31:0.95 34:0.56 36:0.81 37:0.74 39:0.37 43:0.71 45:0.90 47:0.93 66:0.13 69:0.89 70:0.98 71:0.70 74:0.64 79:0.96 83:0.60 86:0.84 91:0.60 96:0.87 97:0.89 98:0.27 101:0.52 108:0.77 117:0.86 122:0.77 123:0.76 124:0.95 127:0.72 129:0.05 131:0.96 133:0.94 135:0.68 137:0.95 139:0.84 140:0.45 144:0.76 146:0.69 147:0.54 149:0.66 151:0.90 153:0.83 154:0.55 155:0.58 157:0.93 158:0.79 159:0.90 162:0.82 166:0.61 172:0.51 173:0.68 177:0.38 179:0.35 182:0.91 187:0.39 190:0.77 192:0.51 196:0.95 202:0.62 208:0.54 212:0.26 216:0.95 219:0.92 222:0.48 227:0.97 229:0.95 231:0.90 232:0.85 235:0.31 241:0.50 242:0.59 243:0.24 245:0.77 246:0.61 247:0.67 248:0.82 253:0.82 254:0.80 255:0.74 256:0.64 257:0.65 259:0.21 262:0.93 265:0.29 266:0.95 267:0.99 268:0.68 271:0.14 276:0.80 279:0.82 284:0.93 285:0.56 287:0.96 292:0.95 300:0.84\n2 1:0.74 7:0.81 9:0.76 11:0.81 12:0.37 17:0.93 18:0.88 21:0.59 22:0.93 27:0.72 29:0.62 30:0.60 31:0.93 32:0.75 34:0.90 36:0.32 37:0.37 39:0.37 43:0.65 44:0.93 45:0.88 47:0.93 64:0.77 66:0.90 69:0.23 70:0.74 71:0.70 74:0.86 77:0.98 79:0.93 81:0.45 83:0.60 86:0.94 91:0.61 96:0.80 97:0.89 98:0.98 99:0.83 101:0.52 108:0.18 114:0.58 117:0.86 121:0.90 122:0.80 123:0.18 126:0.54 127:0.81 129:0.05 131:0.96 135:0.70 137:0.93 139:0.96 140:0.45 144:0.76 145:0.76 146:0.86 147:0.89 149:0.64 150:0.67 151:0.81 153:0.48 154:0.94 155:0.67 157:0.94 158:0.79 159:0.44 162:0.86 165:0.70 166:0.93 172:0.73 173:0.33 176:0.73 177:0.70 179:0.62 182:0.91 187:0.21 190:0.77 192:0.87 195:0.63 196:0.96 201:0.93 202:0.36 204:0.89 208:0.64 212:0.52 215:0.39 216:0.10 219:0.92 222:0.48 227:0.97 229:0.95 230:0.87 231:0.90 232:0.92 233:0.76 235:0.80 241:0.21 242:0.42 243:0.91 246:0.95 247:0.76 248:0.73 253:0.82 254:0.74 255:0.74 256:0.45 259:0.21 262:0.93 265:0.98 266:0.63 267:0.76 268:0.46 271:0.14 276:0.60 279:0.82 281:0.91 282:0.84 284:0.87 285:0.56 287:0.96 290:0.58 292:0.95 297:0.36 300:0.70\n1 1:0.74 7:0.66 8:0.63 11:0.87 12:0.37 17:0.95 18:0.87 21:0.59 22:0.93 27:0.68 29:0.62 30:0.29 32:0.80 34:0.58 36:0.87 37:0.28 39:0.37 43:0.75 44:0.93 45:0.89 47:0.93 60:0.95 64:0.77 66:0.90 69:0.29 70:0.81 71:0.70 74:0.83 76:0.94 77:0.96 81:0.49 83:0.91 85:0.72 86:0.91 87:0.98 91:0.44 98:0.91 101:0.97 104:0.97 106:0.81 108:0.22 114:0.56 117:0.86 122:0.77 123:0.22 124:0.36 126:0.54 127:0.79 129:0.05 131:0.61 133:0.37 135:0.79 139:0.95 144:0.76 145:0.49 146:0.92 147:0.93 149:0.82 150:0.72 154:0.66 155:0.67 157:0.95 158:0.91 159:0.58 165:0.93 166:0.93 172:0.87 173:0.27 176:0.66 177:0.70 178:0.55 179:0.38 182:0.90 187:0.39 192:0.87 195:0.74 201:0.93 204:0.85 206:0.81 208:0.64 212:0.61 215:0.38 216:0.10 219:0.95 222:0.48 227:0.61 229:0.61 230:0.69 231:0.90 232:0.72 233:0.76 235:0.95 241:0.02 242:0.51 243:0.90 245:0.66 246:0.95 247:0.67 253:0.46 259:0.21 262:0.93 265:0.91 266:0.38 267:0.92 271:0.14 276:0.78 279:0.86 281:0.91 282:0.88 283:0.78 287:0.61 290:0.56 292:0.91 297:0.36 299:0.88 300:0.55\n1 1:0.74 8:0.77 11:0.87 12:0.37 17:0.77 18:0.93 21:0.22 22:0.93 27:0.37 29:0.62 30:0.84 32:0.80 34:0.84 36:0.95 37:0.70 39:0.37 43:0.95 44:0.93 45:0.83 47:0.93 60:0.87 64:0.77 66:0.86 69:0.19 70:0.40 71:0.70 74:0.92 77:0.70 81:0.71 83:0.91 85:0.94 86:0.97 91:0.54 98:0.86 101:0.97 104:0.89 106:0.81 108:0.15 114:0.71 117:0.86 122:0.57 123:0.15 124:0.37 126:0.54 127:0.57 129:0.05 131:0.61 133:0.43 135:0.89 139:0.98 144:0.76 145:0.49 146:0.88 147:0.90 149:0.96 150:0.82 154:0.95 155:0.67 157:0.96 158:0.91 159:0.52 165:0.93 166:0.94 172:0.86 173:0.23 176:0.73 177:0.70 178:0.55 179:0.35 182:0.90 187:0.21 192:0.87 195:0.72 201:0.93 204:0.85 206:0.81 208:0.64 212:0.81 215:0.51 216:0.65 219:0.95 222:0.48 227:0.61 229:0.61 231:0.90 232:0.92 235:0.42 241:0.10 242:0.24 243:0.86 245:0.75 246:0.95 247:0.79 253:0.55 259:0.21 262:0.93 265:0.86 266:0.47 267:0.95 271:0.14 276:0.77 279:0.86 281:0.91 282:0.88 283:0.78 287:0.61 290:0.71 292:0.91 297:0.36 299:0.88 300:0.43\n1 8:0.61 9:0.80 12:0.37 17:0.90 18:0.57 21:0.78 27:0.55 29:0.62 30:0.21 31:0.96 32:0.64 34:0.96 36:0.85 37:0.46 39:0.37 41:0.82 43:0.17 55:0.92 66:0.18 69:0.97 70:0.86 71:0.70 74:0.27 79:0.96 83:0.91 86:0.57 91:0.71 96:0.89 98:0.18 108:0.95 120:0.73 123:0.94 124:0.88 127:0.98 129:0.59 131:0.96 133:0.86 135:0.90 137:0.96 139:0.55 140:0.95 144:0.76 145:0.80 146:0.47 147:0.05 149:0.12 151:0.91 153:0.72 154:0.10 155:0.67 157:0.61 159:0.92 162:0.80 163:0.87 164:0.64 166:0.61 172:0.16 173:0.93 175:0.75 177:0.05 178:0.48 179:0.90 182:0.91 187:0.21 192:0.87 195:0.98 196:0.87 202:0.75 208:0.64 212:0.37 216:0.14 220:0.74 222:0.48 227:0.97 229:0.95 231:0.90 235:0.52 241:0.32 242:0.16 243:0.18 244:0.61 245:0.45 246:0.61 247:0.60 248:0.81 253:0.82 254:0.90 255:0.95 256:0.77 257:0.84 259:0.21 260:0.74 265:0.19 266:0.47 267:0.69 268:0.80 271:0.14 276:0.33 277:0.69 284:0.95 285:0.62 287:0.96 300:0.55\n2 1:0.74 8:0.75 11:0.87 12:0.37 17:0.49 18:0.87 21:0.47 27:0.34 29:0.62 30:0.62 32:0.80 34:0.40 36:0.36 37:0.57 39:0.37 43:0.86 44:0.93 45:0.88 64:0.77 66:0.09 69:0.60 70:0.57 71:0.70 74:0.79 77:0.70 81:0.53 83:0.91 85:0.88 86:0.93 91:0.44 98:0.37 101:0.97 108:0.62 114:0.60 122:0.80 123:0.91 124:0.93 126:0.54 127:0.69 129:0.81 131:0.61 133:0.93 135:0.70 139:0.93 144:0.76 145:0.87 146:0.23 147:0.29 149:0.91 150:0.74 154:0.83 155:0.67 157:0.95 159:0.81 165:0.93 166:0.93 172:0.41 173:0.38 176:0.73 177:0.70 178:0.55 179:0.38 182:0.90 187:0.21 192:0.87 195:0.92 201:0.93 202:0.36 208:0.64 212:0.21 215:0.41 216:0.76 222:0.48 227:0.61 229:0.61 231:0.90 235:0.68 241:0.37 242:0.31 243:0.23 245:0.77 246:0.95 247:0.76 253:0.48 259:0.21 265:0.32 266:0.91 267:0.59 271:0.14 276:0.77 277:0.69 282:0.88 287:0.61 290:0.60 297:0.36 299:0.88 300:0.55\n2 1:0.69 8:0.80 9:0.76 11:0.81 12:0.37 17:0.95 18:0.95 21:0.05 27:0.72 29:0.62 30:0.70 31:0.95 34:0.20 36:0.45 37:0.73 39:0.37 43:0.71 45:0.95 64:0.77 66:0.95 69:0.33 70:0.57 71:0.70 74:0.87 79:0.95 81:0.75 83:0.60 86:0.97 87:0.98 91:0.86 96:0.86 97:0.94 98:0.94 99:0.83 101:0.52 108:0.26 114:0.85 122:0.80 123:0.25 126:0.44 127:0.62 129:0.05 131:0.96 135:0.76 137:0.95 139:0.96 140:0.45 144:0.76 146:0.92 147:0.94 149:0.90 150:0.70 151:0.90 153:0.80 154:0.54 155:0.58 157:0.96 158:0.79 159:0.54 162:0.78 165:0.70 166:0.94 172:0.88 173:0.31 176:0.66 177:0.70 179:0.34 182:0.91 190:0.77 192:0.51 196:0.97 201:0.68 202:0.59 208:0.54 212:0.55 216:0.04 219:0.92 222:0.48 227:0.97 228:0.99 229:0.95 231:0.90 232:0.72 235:0.12 241:0.84 242:0.55 243:0.96 246:0.95 247:0.67 248:0.80 253:0.87 254:0.84 255:0.74 256:0.58 259:0.21 265:0.94 266:0.38 267:0.76 268:0.64 271:0.14 276:0.80 279:0.82 284:0.92 285:0.56 287:0.96 290:0.85 292:0.95 300:0.55\n2 1:0.69 7:0.81 8:0.71 9:0.76 11:0.87 12:0.37 17:0.87 18:0.97 21:0.40 22:0.93 27:0.31 29:0.62 30:0.67 31:0.86 34:0.59 36:0.79 37:0.77 39:0.37 43:0.70 44:0.90 45:0.96 47:0.93 48:0.91 64:0.77 66:0.67 69:0.80 70:0.64 71:0.70 74:0.91 76:0.85 77:0.70 79:0.86 81:0.42 83:0.60 85:0.72 86:0.97 91:0.75 96:0.68 97:0.97 98:0.88 99:0.83 101:0.97 108:0.64 114:0.61 117:0.86 121:0.90 122:0.80 123:0.62 124:0.47 126:0.44 127:0.71 129:0.05 131:0.96 133:0.43 135:0.89 137:0.86 139:0.98 140:0.80 144:0.76 145:0.49 146:0.94 147:0.55 149:0.94 150:0.55 151:0.49 153:0.48 154:0.53 155:0.67 157:0.96 158:0.79 159:0.68 162:0.62 165:0.70 166:0.93 172:0.89 173:0.75 176:0.66 177:0.38 178:0.42 179:0.26 182:0.91 187:0.21 190:0.77 191:0.70 192:0.87 195:0.84 196:0.90 201:0.68 202:0.50 204:0.89 208:0.64 212:0.60 216:0.31 219:0.92 220:0.91 222:0.48 227:0.97 229:0.95 230:0.87 231:0.90 232:0.93 233:0.76 235:0.52 241:0.03 242:0.50 243:0.31 245:0.94 246:0.95 247:0.84 248:0.48 253:0.51 255:0.74 256:0.45 257:0.65 259:0.21 262:0.93 265:0.88 266:0.54 267:0.79 268:0.46 271:0.14 276:0.86 279:0.82 281:0.91 282:0.77 284:0.87 285:0.56 287:0.96 290:0.61 292:0.95 300:0.55\n2 1:0.74 8:0.61 9:0.80 11:0.87 12:0.37 17:0.40 18:0.81 21:0.30 22:0.93 27:0.34 29:0.62 30:0.74 31:0.95 32:0.80 34:0.64 36:0.71 37:0.57 39:0.37 41:0.90 43:0.86 44:0.93 45:0.77 47:0.93 60:0.95 64:0.77 66:0.26 69:0.59 70:0.41 71:0.70 74:0.77 77:0.70 79:0.94 81:0.64 83:0.91 85:0.85 86:0.89 91:0.53 96:0.83 98:0.42 101:0.97 104:0.84 106:0.81 108:0.74 114:0.65 117:0.86 120:0.73 122:0.80 123:0.73 124:0.81 126:0.54 127:0.40 129:0.81 131:0.96 133:0.78 135:0.99 137:0.95 139:0.93 140:0.45 144:0.76 145:0.89 146:0.17 147:0.22 149:0.84 150:0.79 151:0.87 153:0.48 154:0.83 155:0.67 157:0.92 158:0.92 159:0.60 162:0.81 163:0.75 164:0.73 165:0.93 166:0.93 172:0.41 173:0.48 176:0.73 177:0.70 179:0.56 182:0.91 187:0.21 192:0.87 195:0.81 196:0.97 201:0.93 202:0.61 206:0.81 208:0.64 212:0.28 215:0.44 216:0.76 219:0.95 220:0.74 222:0.48 227:0.97 229:0.95 231:0.90 232:0.89 235:0.52 241:0.32 242:0.29 243:0.23 245:0.68 246:0.95 247:0.67 248:0.80 253:0.84 255:0.95 256:0.64 259:0.21 260:0.74 262:0.93 265:0.44 266:0.80 267:0.69 268:0.66 271:0.14 276:0.57 277:0.69 279:0.86 282:0.88 283:0.82 284:0.94 285:0.62 287:0.96 290:0.65 292:0.95 297:0.36 299:0.88 300:0.43\n1 1:0.74 11:0.87 12:0.37 17:0.59 18:0.84 21:0.47 27:0.34 29:0.62 30:0.75 32:0.80 34:0.63 36:0.62 37:0.57 39:0.37 43:0.86 44:0.93 45:0.73 64:0.77 66:0.31 69:0.60 70:0.47 71:0.70 74:0.76 77:0.70 81:0.53 83:0.91 85:0.88 86:0.92 91:0.38 98:0.44 101:0.97 108:0.62 114:0.60 122:0.57 123:0.60 124:0.73 126:0.54 127:0.53 129:0.81 131:0.61 133:0.67 135:0.87 139:0.92 144:0.76 145:0.87 146:0.23 147:0.29 149:0.89 150:0.74 154:0.83 155:0.67 157:0.92 159:0.63 165:0.93 166:0.93 172:0.48 173:0.51 176:0.73 177:0.70 178:0.55 179:0.57 182:0.90 187:0.21 192:0.87 195:0.79 201:0.93 208:0.64 212:0.23 215:0.41 216:0.76 222:0.48 227:0.61 229:0.61 231:0.90 235:0.68 241:0.27 242:0.33 243:0.36 245:0.75 246:0.95 247:0.76 253:0.47 259:0.21 265:0.46 266:0.75 267:0.85 271:0.14 276:0.55 282:0.88 287:0.61 290:0.60 297:0.36 299:0.88 300:0.55\n2 1:0.74 7:0.81 8:0.59 9:0.80 11:0.87 12:0.37 17:0.89 18:0.96 21:0.47 22:0.93 27:0.58 29:0.62 30:0.76 31:0.86 34:0.99 36:0.41 37:0.42 39:0.37 41:0.82 43:0.64 44:0.90 45:0.96 47:0.93 64:0.77 66:0.97 69:0.78 70:0.53 71:0.70 74:0.93 77:0.99 79:0.86 81:0.60 83:0.91 85:0.85 86:0.98 91:0.37 96:0.68 97:0.89 98:0.75 99:0.83 101:0.97 108:0.61 114:0.60 117:0.86 120:0.54 121:0.90 122:0.80 123:0.59 126:0.54 127:0.24 129:0.05 131:0.96 135:0.86 137:0.86 139:0.98 140:0.45 144:0.76 145:0.80 146:0.87 147:0.89 149:0.89 150:0.76 151:0.48 153:0.48 154:0.54 155:0.67 157:0.97 158:0.79 159:0.44 162:0.86 164:0.57 165:1.00 166:0.93 172:0.92 173:0.74 176:0.73 177:0.70 179:0.16 182:0.91 187:0.21 192:0.87 195:0.79 196:0.89 201:0.93 202:0.36 204:0.89 208:0.64 212:0.87 215:0.41 216:0.23 219:0.92 220:0.93 222:0.48 227:0.97 229:0.95 230:0.87 231:0.90 232:0.91 233:0.76 235:0.80 241:0.03 242:0.50 243:0.97 246:0.95 247:0.76 248:0.48 253:0.50 255:0.95 256:0.45 259:0.21 260:0.54 262:0.93 265:0.75 266:0.47 267:0.69 268:0.46 271:0.14 276:0.85 279:0.82 281:0.91 282:0.77 284:0.89 285:0.62 287:0.96 290:0.60 292:0.95 297:0.36 300:0.70\n1 1:0.74 11:0.87 12:0.37 17:0.36 18:0.89 21:0.47 27:0.34 29:0.62 30:0.60 32:0.80 34:0.80 36:0.31 37:0.57 39:0.37 43:0.86 44:0.93 45:0.87 64:0.77 66:0.10 69:0.60 70:0.70 71:0.70 74:0.80 77:0.70 81:0.53 83:0.91 85:0.90 86:0.94 91:0.35 98:0.43 101:0.97 108:0.92 114:0.60 122:0.80 123:0.88 124:0.91 126:0.54 127:0.71 129:0.89 131:0.61 133:0.90 135:0.91 139:0.94 144:0.76 145:0.87 146:0.23 147:0.29 149:0.91 150:0.74 154:0.83 155:0.67 157:0.95 159:0.81 165:0.93 166:0.93 172:0.51 173:0.38 176:0.73 177:0.70 178:0.55 179:0.35 182:0.90 187:0.21 192:0.87 195:0.92 201:0.93 208:0.64 212:0.47 215:0.41 216:0.76 222:0.48 227:0.61 229:0.61 231:0.90 235:0.68 241:0.27 242:0.22 243:0.22 245:0.82 246:0.95 247:0.84 253:0.48 259:0.21 265:0.30 266:0.92 267:0.82 271:0.14 276:0.80 282:0.88 287:0.61 290:0.60 297:0.36 299:0.88 300:0.70\n2 1:0.74 8:0.60 11:0.87 12:0.37 17:0.66 18:0.85 21:0.40 22:0.93 27:0.34 29:0.62 30:0.55 32:0.80 34:0.49 36:0.87 37:0.57 39:0.37 43:0.83 44:0.93 45:0.83 47:0.93 64:0.77 66:0.61 69:0.59 70:0.80 71:0.70 74:0.84 77:0.89 81:0.56 83:0.60 85:0.80 86:0.94 91:0.23 97:0.89 98:0.74 99:0.83 101:0.97 104:0.88 106:0.81 108:0.45 114:0.62 117:0.86 122:0.57 123:0.43 124:0.50 126:0.54 127:0.43 129:0.59 131:0.61 133:0.46 135:0.99 139:0.95 144:0.76 145:0.86 146:0.77 147:0.81 149:0.74 150:0.72 154:0.82 155:0.67 157:0.94 158:0.91 159:0.46 165:0.70 166:0.93 172:0.68 173:0.60 176:0.73 177:0.70 178:0.55 179:0.47 182:0.90 187:0.21 192:0.87 195:0.68 201:0.93 206:0.81 208:0.64 212:0.50 215:0.42 216:0.76 219:0.95 222:0.48 227:0.61 229:0.61 231:0.90 232:0.95 235:0.60 241:0.27 242:0.27 243:0.68 245:0.81 246:0.95 247:0.82 253:0.50 259:0.21 262:0.93 265:0.74 266:0.47 267:0.98 271:0.14 276:0.65 279:0.86 282:0.88 283:0.77 287:0.61 290:0.62 292:0.91 297:0.36 300:0.70\n0 7:0.81 12:0.20 17:0.34 18:0.62 21:0.22 26:0.96 27:0.67 29:0.62 30:0.91 32:0.75 34:0.40 36:1.00 37:0.84 39:0.37 43:0.15 44:0.93 48:0.97 55:0.84 58:0.93 66:0.60 69:0.79 70:0.28 71:0.97 74:0.57 77:0.70 81:0.48 86:0.63 91:0.68 98:0.64 104:0.58 108:0.63 120:0.59 121:0.90 123:0.60 124:0.55 126:0.26 127:0.54 129:0.05 133:0.62 135:0.34 139:0.82 140:0.45 141:0.91 145:0.70 146:0.69 147:0.44 149:0.23 150:0.38 151:0.51 153:0.48 154:0.11 155:0.67 159:0.50 162:0.86 163:0.94 164:0.53 172:0.45 173:0.82 175:0.75 177:0.05 179:0.79 187:0.21 190:0.89 192:0.87 195:0.73 199:0.94 202:0.36 204:0.89 208:0.64 212:0.39 215:0.51 216:0.15 220:0.74 222:0.76 223:0.95 224:0.93 230:0.87 233:0.76 234:0.91 235:0.22 241:0.83 242:0.76 243:0.25 244:0.83 245:0.53 247:0.39 248:0.51 253:0.38 256:0.45 257:0.84 259:0.21 260:0.58 265:0.65 266:0.38 267:0.82 268:0.46 271:0.21 274:0.91 276:0.44 277:0.69 281:0.91 282:0.83 285:0.47 297:0.36 300:0.33\n1 1:0.74 7:0.66 11:0.64 12:0.20 17:0.67 18:0.79 21:0.22 26:0.99 27:0.49 29:0.62 30:0.38 32:0.75 34:0.95 36:0.21 37:0.72 39:0.37 43:0.59 44:0.93 45:0.77 58:0.93 64:0.77 66:0.83 69:0.77 70:0.50 71:0.97 74:0.66 77:0.70 81:0.73 83:0.91 86:0.86 91:0.42 98:0.43 101:0.52 108:0.60 114:0.71 122:0.57 123:0.58 126:0.54 127:0.14 129:0.05 135:0.87 139:0.89 141:0.91 145:0.67 146:0.54 147:0.60 149:0.29 150:0.83 154:0.66 155:0.67 159:0.19 165:0.93 172:0.51 173:0.77 176:0.73 177:0.70 178:0.55 179:0.28 187:0.39 192:0.87 195:0.74 199:0.96 201:0.93 204:0.85 208:0.64 212:0.70 215:0.51 216:0.62 222:0.76 223:0.99 224:0.93 230:0.69 233:0.76 234:0.91 235:0.42 241:0.35 242:0.29 243:0.84 247:0.67 253:0.53 254:0.92 259:0.21 265:0.45 266:0.38 267:0.52 271:0.21 274:0.91 276:0.41 281:0.91 282:0.84 290:0.71 297:0.36 300:0.33\n2 1:0.69 7:0.72 11:0.64 12:0.20 17:0.15 18:0.75 21:0.22 26:0.99 27:0.39 29:0.62 30:0.28 32:0.69 34:0.29 36:0.26 37:0.89 39:0.37 43:0.79 45:0.66 55:0.45 58:0.93 66:0.87 69:0.60 70:0.70 71:0.97 74:0.60 76:0.85 77:0.70 81:0.62 86:0.84 91:0.49 98:0.69 101:0.52 104:0.79 108:0.45 114:0.67 123:0.44 126:0.44 127:0.21 129:0.05 135:0.44 139:0.80 141:0.91 145:0.56 146:0.52 147:0.58 149:0.57 150:0.59 154:0.73 155:0.58 159:0.19 172:0.63 173:0.76 176:0.66 177:0.70 178:0.55 179:0.42 187:0.39 192:0.59 195:0.58 199:0.94 201:0.68 204:0.85 208:0.54 212:0.93 215:0.51 216:0.82 222:0.76 223:0.99 224:0.93 230:0.74 233:0.73 234:0.91 235:0.31 241:0.44 242:0.28 243:0.88 247:0.74 253:0.51 259:0.21 265:0.69 266:0.17 267:0.44 271:0.21 274:0.91 276:0.51 282:0.77 290:0.67 297:0.36 300:0.43\n3 7:0.81 8:0.89 12:0.20 17:0.11 18:0.62 21:0.22 26:0.96 27:0.67 29:0.62 30:0.91 32:0.75 34:0.33 36:1.00 37:0.84 39:0.37 43:0.16 44:0.93 48:0.97 55:0.84 58:0.93 66:0.60 69:0.77 70:0.28 71:0.97 74:0.57 77:0.70 81:0.48 86:0.63 91:0.74 98:0.65 104:0.58 108:0.61 120:0.64 121:0.90 123:0.58 124:0.55 126:0.26 127:0.57 129:0.05 133:0.62 135:0.37 139:0.82 140:0.45 141:0.91 145:0.70 146:0.69 147:0.44 149:0.23 150:0.38 151:0.53 153:0.82 154:0.11 155:0.67 159:0.49 162:0.54 163:0.86 164:0.71 172:0.45 173:0.80 175:0.75 177:0.05 179:0.79 190:0.89 192:0.87 195:0.72 199:0.94 202:0.76 204:0.89 208:0.64 212:0.39 215:0.51 216:0.15 220:0.82 222:0.76 223:0.95 224:0.93 230:0.87 233:0.76 234:0.91 235:0.22 241:0.89 242:0.76 243:0.25 244:0.83 245:0.53 247:0.39 248:0.55 253:0.38 256:0.71 257:0.84 259:0.21 260:0.62 265:0.65 266:0.38 267:0.79 268:0.74 271:0.21 274:0.91 276:0.44 277:0.69 281:0.91 282:0.83 285:0.47 297:0.36 300:0.33\n2 1:0.74 11:0.64 12:0.20 17:0.34 18:0.79 21:0.30 26:0.99 27:0.47 29:0.62 30:0.76 32:0.79 34:0.74 36:0.41 37:0.29 39:0.37 43:0.76 44:0.93 45:0.83 58:0.93 64:0.77 66:0.30 69:0.52 70:0.53 71:0.97 74:0.71 77:0.70 81:0.64 83:0.60 86:0.89 91:0.25 98:0.23 99:0.83 101:0.52 104:0.91 108:0.62 114:0.65 122:0.57 123:0.60 124:0.73 126:0.54 127:0.62 129:0.59 133:0.66 135:0.37 139:0.89 141:0.91 145:0.44 146:0.19 147:0.24 149:0.61 150:0.76 154:0.84 155:0.67 159:0.53 165:0.70 172:0.32 173:0.50 176:0.73 177:0.70 178:0.55 179:0.78 187:0.68 192:0.87 195:0.71 199:0.96 201:0.93 208:0.64 212:0.49 215:0.44 216:0.73 222:0.76 223:0.99 224:0.93 234:0.91 235:0.52 241:0.01 242:0.38 243:0.31 245:0.60 247:0.47 253:0.50 259:0.21 265:0.25 266:0.38 267:0.36 271:0.21 274:0.91 276:0.34 282:0.87 290:0.65 297:0.36 300:0.55\n4 1:0.74 6:1.00 8:0.96 9:0.80 11:0.64 12:0.20 17:0.30 18:0.73 20:0.99 21:0.59 26:1.00 27:1.00 29:0.62 30:0.33 31:0.97 34:0.49 36:0.88 37:0.73 39:0.37 43:0.74 45:0.66 58:1.00 64:0.77 66:0.32 69:0.85 70:0.49 71:0.97 74:0.39 78:0.96 79:0.97 81:0.45 83:0.60 86:0.80 91:0.82 96:0.91 98:0.55 99:0.83 100:1.00 101:0.52 104:0.58 108:0.41 111:1.00 114:0.58 120:0.78 123:0.39 124:0.61 126:0.54 127:0.36 129:0.05 133:0.43 135:0.58 137:0.97 139:0.77 140:0.45 141:1.00 146:0.22 147:0.57 149:0.51 150:0.67 151:0.94 152:0.99 153:0.82 154:0.64 155:0.67 159:0.33 162:0.81 164:0.86 165:0.70 169:1.00 172:0.21 173:0.96 176:0.73 177:0.38 179:0.85 186:0.96 189:1.00 192:0.87 196:0.94 199:0.98 201:0.93 202:0.80 208:0.64 212:0.19 215:0.39 216:0.16 222:0.76 223:1.00 224:0.99 234:0.98 235:0.80 238:1.00 241:0.89 242:0.19 243:0.49 245:0.54 247:0.55 248:0.85 253:0.86 255:0.95 256:0.85 257:0.65 259:0.21 260:0.79 261:1.00 265:0.57 266:0.47 267:0.91 268:0.85 271:0.21 274:0.99 276:0.29 277:0.69 284:0.98 285:0.62 290:0.58 297:0.36 300:0.33\n0 8:0.99 11:0.64 12:0.20 17:0.04 18:0.70 21:0.13 26:0.95 27:0.47 29:0.62 30:0.76 34:0.36 36:0.83 37:0.64 39:0.37 43:0.60 45:0.66 55:0.71 58:0.93 66:0.77 69:0.63 70:0.29 71:0.97 74:0.36 81:0.58 86:0.73 91:0.88 98:0.76 101:0.52 104:0.76 108:0.48 120:0.64 123:0.46 126:0.26 127:0.25 129:0.05 135:0.47 139:0.70 140:0.45 141:0.91 146:0.57 147:0.63 149:0.33 150:0.43 151:0.53 153:0.83 154:0.49 159:0.21 162:0.80 164:0.82 172:0.37 173:0.80 177:0.70 179:0.81 190:0.89 199:0.94 202:0.79 212:0.73 215:0.61 216:0.31 220:0.91 222:0.76 223:0.94 224:0.93 234:0.91 235:0.12 241:0.90 242:0.24 243:0.79 244:0.61 247:0.47 248:0.55 253:0.29 256:0.84 259:0.21 260:0.62 265:0.76 266:0.23 267:0.28 268:0.84 271:0.21 274:0.91 276:0.29 283:0.78 285:0.47 297:0.36 300:0.25\n0 11:0.64 12:0.20 17:0.64 18:0.96 21:0.78 26:0.99 27:0.67 29:0.62 30:0.13 34:0.47 36:0.47 37:0.84 39:0.37 43:0.06 45:0.93 58:0.93 66:0.12 69:0.08 70:0.88 71:0.97 74:0.81 86:0.99 91:0.18 98:0.39 101:0.52 104:0.58 108:0.90 122:0.57 123:0.90 124:0.94 127:0.85 129:0.98 133:0.94 135:0.19 139:0.98 141:0.91 146:0.22 147:0.27 149:0.11 154:0.91 159:0.85 172:0.61 173:0.08 177:0.70 178:0.55 179:0.26 187:0.21 199:0.97 212:0.47 216:0.15 222:0.76 223:0.99 224:0.93 234:0.91 235:0.05 241:0.21 242:0.23 243:0.12 245:0.86 247:0.76 253:0.44 254:0.80 259:0.21 265:0.41 266:0.71 267:0.23 271:0.21 274:0.91 276:0.87 300:0.70\n1 6:1.00 9:0.80 11:0.64 12:0.20 17:0.32 18:0.70 20:0.91 21:0.40 26:1.00 27:1.00 29:0.62 30:0.71 31:0.89 34:0.83 36:0.81 37:0.73 39:0.37 43:0.80 45:0.73 58:0.98 66:0.82 69:0.74 70:0.24 71:0.97 74:0.52 78:0.72 79:0.88 81:0.34 83:0.60 86:0.81 91:0.44 96:0.72 98:0.65 100:0.96 101:0.52 104:0.58 108:0.57 111:0.90 120:0.59 123:0.54 126:0.26 127:0.19 129:0.05 135:0.47 137:0.89 139:0.78 140:0.45 141:1.00 146:0.65 147:0.70 149:0.73 150:0.31 151:0.56 152:0.99 153:0.48 154:0.74 155:0.67 159:0.24 162:0.86 164:0.67 169:1.00 172:0.48 173:0.80 177:0.70 179:0.56 186:0.73 187:0.21 192:0.87 196:0.90 199:0.95 202:0.50 208:0.64 212:0.50 215:0.42 216:0.16 220:0.82 222:0.76 223:1.00 224:0.99 234:0.99 235:0.42 241:0.39 242:0.53 243:0.83 247:0.47 248:0.58 253:0.48 255:0.95 256:0.58 259:0.21 260:0.59 261:1.00 265:0.66 266:0.38 267:0.59 268:0.59 271:0.21 274:0.98 276:0.38 284:0.92 285:0.62 297:0.36 300:0.18\n1 1:0.74 7:0.66 11:0.64 12:0.20 17:0.66 18:0.69 20:0.91 21:0.40 26:0.99 27:0.59 29:0.62 30:0.21 32:0.80 34:0.77 36:0.34 37:0.62 39:0.37 43:0.11 44:0.93 45:0.73 58:0.93 64:0.77 66:0.80 69:0.78 70:0.50 71:0.97 74:0.65 77:0.70 78:0.72 81:0.57 83:0.60 86:0.80 91:0.37 98:0.38 99:0.83 100:0.73 101:0.52 108:0.61 111:0.72 114:0.62 123:0.59 126:0.54 127:0.13 129:0.05 135:0.89 139:0.86 141:0.91 145:0.52 146:0.38 147:0.45 149:0.08 150:0.73 152:0.85 154:0.67 155:0.67 159:0.15 165:0.70 169:0.72 172:0.45 173:0.86 176:0.73 177:0.70 178:0.55 179:0.28 186:0.73 187:0.39 192:0.87 195:0.64 199:0.95 201:0.93 204:0.85 208:0.64 212:0.90 215:0.42 216:0.50 222:0.76 223:0.99 224:0.93 230:0.69 233:0.73 234:0.91 235:0.60 241:0.60 242:0.40 243:0.82 247:0.47 253:0.47 254:0.90 259:0.21 261:0.73 265:0.41 266:0.17 267:0.44 271:0.21 274:0.91 276:0.37 281:0.91 282:0.88 290:0.62 297:0.36 300:0.33\n3 11:0.64 12:0.20 17:0.47 18:0.82 21:0.22 26:0.98 27:1.00 29:0.62 30:0.72 34:0.73 36:0.81 37:0.73 39:0.37 43:0.93 45:0.83 58:0.93 66:0.49 69:0.27 70:0.53 71:0.97 74:0.71 81:0.48 86:0.92 91:0.35 98:0.58 101:0.52 104:0.58 108:0.21 122:0.80 123:0.20 124:0.56 126:0.26 127:0.33 129:0.59 133:0.46 135:0.65 139:0.89 141:0.91 146:0.68 147:0.73 149:0.89 150:0.38 154:0.93 159:0.46 172:0.57 173:0.26 177:0.70 178:0.55 179:0.49 187:0.21 199:0.95 212:0.60 215:0.51 216:0.16 222:0.76 223:0.98 224:0.93 234:0.91 235:0.22 241:0.27 242:0.37 243:0.60 245:0.79 247:0.55 253:0.41 259:0.21 265:0.59 266:0.54 267:0.69 271:0.21 274:0.91 276:0.56 297:0.36 300:0.55\n1 1:0.69 7:0.63 11:0.75 12:0.20 17:0.36 18:0.64 21:0.13 27:0.45 28:0.96 29:0.71 30:0.10 34:0.74 36:0.17 37:0.50 39:0.90 43:0.64 45:0.73 55:0.71 66:0.43 69:0.60 70:0.92 71:0.77 74:0.52 81:0.51 83:0.60 86:0.74 91:0.18 98:0.45 99:0.83 101:0.52 108:0.86 114:0.75 123:0.85 124:0.80 126:0.44 127:0.50 129:0.05 131:0.61 133:0.81 135:0.86 139:0.71 144:0.57 145:0.49 146:0.53 147:0.59 149:0.32 150:0.57 154:0.74 155:0.58 157:0.82 159:0.67 161:0.86 165:0.70 166:0.79 167:0.53 172:0.54 173:0.47 176:0.66 177:0.70 178:0.55 179:0.56 181:0.80 182:0.88 187:0.68 192:0.59 201:0.68 208:0.54 212:0.39 215:0.61 216:0.77 222:0.97 227:0.61 229:0.61 230:0.63 231:0.69 233:0.73 235:0.22 241:0.18 242:0.76 243:0.39 245:0.64 246:0.86 247:0.60 253:0.54 254:0.84 259:0.21 265:0.47 266:0.80 267:0.52 271:0.94 276:0.60 277:0.87 287:0.61 290:0.75 297:0.36 300:0.70\n2 1:0.74 11:0.75 12:0.20 17:0.66 18:0.65 21:0.47 27:0.07 28:0.96 29:0.71 30:0.15 32:0.68 34:0.56 36:0.32 37:0.88 39:0.90 43:0.28 44:0.90 45:0.66 55:0.59 64:0.77 66:0.20 69:0.69 70:0.95 71:0.77 74:0.45 77:0.70 81:0.47 83:0.60 86:0.66 91:0.46 96:0.80 98:0.53 99:0.83 101:0.52 104:0.92 106:0.81 108:0.84 114:0.60 117:0.86 123:0.50 124:0.84 126:0.54 127:0.63 129:0.59 131:0.81 133:0.81 135:0.73 139:0.72 140:0.45 144:0.57 145:0.58 146:0.81 147:0.84 149:0.36 150:0.67 151:0.60 153:0.48 154:0.47 155:0.67 157:0.77 158:0.72 159:0.76 161:0.86 162:0.86 165:0.70 166:0.79 167:0.56 172:0.61 173:0.54 176:0.73 177:0.70 179:0.36 181:0.80 182:0.88 187:0.68 190:0.89 192:0.87 195:0.89 201:0.93 202:0.36 206:0.81 208:0.64 212:0.29 215:0.41 216:0.58 222:0.97 227:0.82 229:0.61 231:0.69 232:0.94 235:0.68 241:0.32 242:0.61 243:0.40 244:0.61 245:0.83 246:0.86 247:0.76 248:0.59 253:0.51 256:0.45 259:0.21 265:0.45 266:0.91 267:0.36 268:0.46 271:0.94 276:0.78 282:0.77 285:0.47 287:0.61 290:0.60 297:0.36 300:0.84\n1 1:0.69 7:0.63 11:0.64 12:0.20 17:0.43 18:0.74 21:0.64 27:0.45 28:0.96 29:0.71 30:0.53 34:0.59 36:0.18 37:0.50 39:0.90 43:0.64 45:0.66 55:0.59 64:0.77 66:0.46 69:0.62 70:0.72 71:0.77 74:0.30 77:0.70 81:0.32 83:0.60 86:0.81 91:0.17 98:0.56 99:0.83 101:0.52 108:0.77 114:0.55 123:0.75 124:0.58 126:0.44 127:0.39 129:0.05 131:0.61 133:0.37 135:0.88 139:0.76 145:0.45 146:0.68 147:0.73 149:0.41 150:0.51 154:0.59 155:0.58 157:0.61 159:0.51 161:0.86 165:0.70 166:0.73 167:0.54 172:0.59 173:0.57 176:0.55 177:0.70 178:0.55 179:0.48 181:0.80 182:0.61 187:0.68 192:0.51 195:0.75 201:0.68 208:0.54 212:0.58 216:0.77 222:0.97 227:0.61 229:0.61 230:0.63 231:0.68 233:0.73 235:0.80 241:0.21 242:0.72 243:0.46 245:0.82 246:0.61 247:0.76 253:0.36 254:0.99 259:0.21 265:0.57 266:0.71 267:0.28 271:0.94 276:0.63 277:0.87 282:0.71 287:0.61 290:0.55 300:0.70\n1 8:0.92 9:0.76 12:0.20 17:0.22 21:0.78 27:0.32 28:0.96 29:0.71 31:0.86 34:0.63 36:0.27 37:0.71 39:0.90 71:0.77 79:0.86 91:0.95 96:0.76 104:0.78 120:0.84 131:0.85 135:0.76 137:0.86 140:0.98 144:0.57 151:0.51 153:0.72 155:0.58 157:0.61 161:0.86 162:0.59 164:0.82 166:0.61 167:0.89 175:0.97 181:0.80 182:0.61 190:0.89 191:0.90 192:0.59 202:0.92 208:0.54 216:0.46 220:0.74 222:0.97 227:0.85 229:0.61 231:0.69 241:0.93 244:0.93 246:0.61 248:0.52 253:0.44 255:0.79 256:0.93 257:0.93 259:0.21 260:0.65 267:0.89 268:0.93 271:0.94 277:0.95 283:0.78 284:0.87 285:0.62 287:0.61\n2 1:0.74 7:0.81 9:0.80 11:0.64 12:0.20 17:0.79 18:0.87 21:0.40 22:0.93 27:0.72 28:0.96 29:0.71 30:0.28 31:0.95 32:0.80 34:0.68 36:0.67 39:0.90 41:0.82 43:0.86 44:0.93 47:0.93 60:0.87 64:0.77 66:0.96 69:0.59 70:0.62 71:0.77 74:0.88 77:0.89 79:0.95 81:0.58 83:0.91 85:0.91 86:0.95 91:0.82 96:0.85 98:0.92 101:0.87 104:0.75 106:0.81 108:0.45 114:0.62 117:0.86 120:0.76 121:0.90 123:0.43 126:0.54 127:0.54 129:0.05 131:0.85 135:0.86 137:0.95 139:0.97 140:0.45 144:0.57 145:0.98 146:0.89 147:0.91 149:0.93 150:0.76 151:0.94 153:0.80 154:0.83 155:0.67 157:0.91 158:0.92 159:0.49 161:0.86 162:0.70 164:0.65 165:0.93 166:0.79 167:0.54 172:0.88 173:0.60 176:0.73 177:0.70 179:0.32 181:0.80 182:0.89 187:0.39 192:0.87 195:0.72 196:0.98 201:0.93 202:0.55 204:0.89 206:0.81 208:0.64 212:0.91 215:0.42 216:0.09 219:0.95 222:0.97 227:0.84 229:0.94 230:0.87 231:0.69 232:0.85 233:0.76 235:0.80 241:0.24 242:0.38 243:0.96 246:0.86 247:0.90 248:0.83 253:0.88 255:0.95 256:0.45 259:0.21 260:0.77 262:0.93 265:0.92 266:0.38 267:0.92 268:0.58 271:0.94 276:0.80 279:0.86 281:0.91 282:0.88 283:0.82 284:0.91 285:0.62 287:0.88 290:0.62 292:0.95 297:0.36 299:0.88 300:0.55\n2 6:0.86 8:0.73 12:0.20 17:0.70 18:0.77 20:0.86 21:0.05 27:0.33 28:0.96 29:0.71 30:0.21 31:0.93 32:0.62 34:0.98 36:0.41 37:0.48 39:0.90 43:0.13 55:0.45 64:0.77 66:0.85 69:0.55 70:0.59 71:0.77 78:0.91 79:0.94 81:0.64 86:0.78 91:0.84 98:0.82 100:0.91 104:0.91 108:0.43 111:0.90 120:0.71 123:0.41 126:0.44 127:0.32 129:0.05 131:0.81 135:0.37 137:0.93 139:0.79 140:0.80 145:0.44 146:0.64 147:0.69 149:0.17 150:0.44 151:0.70 152:0.81 153:0.72 154:0.56 157:0.61 159:0.24 161:0.86 162:0.77 164:0.54 166:0.74 167:0.72 169:0.89 172:0.57 173:0.72 175:0.75 177:0.38 179:0.66 181:0.80 182:0.61 186:0.91 187:0.39 189:0.88 190:0.77 191:0.84 192:0.51 195:0.56 196:0.93 201:0.68 202:0.72 212:0.49 215:0.78 216:0.29 219:0.92 220:0.74 222:0.97 227:0.83 229:0.61 231:0.63 235:0.12 238:0.86 241:0.68 242:0.71 243:0.86 244:0.61 246:0.61 247:0.47 248:0.72 253:0.20 254:0.80 255:0.74 256:0.77 257:0.65 259:0.21 260:0.61 261:0.87 265:0.82 266:0.27 267:0.82 268:0.77 271:0.94 276:0.43 277:0.69 283:0.78 284:0.94 285:0.56 287:0.61 292:0.91 297:0.36 300:0.43\n2 8:0.89 9:0.80 11:0.75 12:0.20 17:0.30 18:0.63 21:0.13 27:0.16 28:0.96 29:0.71 30:0.14 31:0.91 32:0.62 34:0.75 36:0.52 37:0.80 39:0.90 43:0.26 45:0.66 55:0.45 66:0.61 69:0.67 70:0.82 71:0.77 74:0.49 76:1.00 78:0.92 79:0.91 81:0.33 83:0.91 86:0.73 91:0.88 96:0.92 98:0.75 101:0.52 104:0.58 108:0.72 111:0.89 114:0.63 117:0.86 120:0.79 123:0.70 124:0.50 126:0.26 127:0.38 129:0.05 131:0.85 133:0.43 135:0.87 137:0.91 139:0.70 140:0.98 144:0.57 145:0.56 146:0.54 147:0.60 149:0.39 150:0.30 151:0.72 153:0.69 154:0.64 155:0.67 157:0.77 158:0.78 159:0.61 161:0.86 162:0.68 164:0.83 166:0.73 167:0.74 169:0.87 172:0.81 173:0.58 176:0.55 177:0.70 179:0.29 181:0.80 182:0.88 187:0.21 190:0.89 191:0.90 192:0.87 195:0.84 196:0.90 202:0.90 208:0.64 212:0.75 216:0.72 220:0.62 222:0.97 227:0.85 229:0.93 231:0.70 232:0.93 235:0.12 241:0.71 242:0.76 243:0.37 245:0.91 246:0.61 247:0.60 248:0.67 253:0.78 254:0.98 255:0.95 256:0.91 259:0.21 260:0.69 265:0.76 266:0.54 267:0.44 268:0.92 271:0.94 276:0.79 277:0.69 279:0.82 283:0.78 284:0.91 285:0.62 287:0.88 290:0.63 300:0.70\n2 1:0.69 8:0.66 9:0.76 11:0.86 12:0.20 17:0.62 18:0.93 20:0.83 21:0.64 22:0.93 27:0.68 28:0.96 29:0.71 30:0.41 31:0.86 34:0.87 36:0.47 37:0.56 39:0.90 43:0.52 45:0.83 47:0.93 55:0.59 64:0.77 66:0.95 69:0.30 70:0.73 71:0.77 74:0.37 78:0.90 79:0.86 81:0.30 83:0.60 86:0.97 91:0.65 96:0.67 97:0.89 98:0.88 100:0.89 101:0.87 104:0.58 108:0.24 111:0.88 114:0.55 117:0.86 122:0.82 123:0.23 126:0.44 127:0.42 129:0.05 131:0.81 135:0.92 137:0.86 139:0.96 140:0.45 144:0.57 146:0.88 147:0.90 149:0.35 150:0.47 151:0.46 152:0.79 153:0.48 154:0.74 155:0.58 157:0.78 158:0.72 159:0.46 161:0.86 162:0.86 166:0.73 167:0.54 169:0.86 172:0.86 173:0.31 176:0.55 177:0.70 179:0.32 181:0.80 182:0.73 186:0.90 187:0.87 190:0.77 192:0.51 196:0.88 201:0.68 202:0.36 208:0.54 212:0.85 216:0.13 219:0.92 220:0.97 222:0.97 227:0.82 229:0.61 231:0.69 232:0.98 235:0.80 241:0.24 242:0.15 243:0.95 246:0.61 247:0.92 248:0.46 253:0.36 254:0.92 255:0.74 256:0.45 259:0.21 261:0.84 262:0.93 265:0.88 266:0.27 267:0.79 268:0.46 271:0.94 276:0.77 279:0.82 284:0.87 285:0.56 287:0.61 290:0.55 292:0.91 300:0.55\n2 8:0.77 9:0.76 11:0.75 12:0.20 17:0.09 18:0.68 21:0.47 22:0.93 27:0.16 28:0.96 29:0.71 30:0.10 31:0.95 34:0.79 36:0.28 37:0.80 39:0.90 43:0.21 44:0.87 45:0.77 47:0.93 55:0.45 64:0.77 66:0.15 69:0.54 70:0.96 71:0.77 74:0.37 76:0.85 79:0.97 81:0.26 83:0.60 86:0.77 91:0.74 96:0.77 98:0.29 101:0.52 104:0.58 108:0.94 120:0.57 123:0.40 124:0.88 126:0.26 127:0.65 129:0.05 131:0.85 133:0.86 135:0.95 137:0.95 139:0.78 140:0.98 144:0.57 145:0.42 146:0.64 147:0.69 149:0.43 150:0.26 151:0.58 153:0.77 154:0.64 155:0.58 157:0.83 159:0.85 161:0.86 162:0.54 164:0.53 166:0.61 167:0.62 172:0.63 173:0.27 177:0.70 178:0.42 179:0.32 181:0.80 182:0.75 187:0.21 190:0.89 191:0.86 192:0.51 195:0.95 196:0.94 202:0.88 208:0.54 212:0.72 216:0.72 219:0.89 220:0.91 222:0.97 227:0.84 229:0.61 231:0.69 235:0.52 241:0.51 242:0.73 243:0.36 245:0.85 246:0.61 247:0.76 248:0.57 253:0.44 254:0.98 255:0.74 256:0.86 259:0.21 260:0.54 262:0.93 265:0.23 266:0.87 267:0.99 268:0.86 271:0.94 276:0.78 283:0.78 284:0.97 285:0.62 287:0.61 292:0.91 300:0.94\n2 1:0.74 7:0.63 8:0.60 11:0.75 12:0.20 17:0.94 18:0.68 20:0.86 21:0.22 27:0.57 28:0.96 29:0.71 30:0.09 32:0.78 34:0.91 36:0.73 37:0.64 39:0.90 43:0.63 44:0.93 45:0.66 48:0.91 55:0.45 64:0.77 66:0.26 69:0.54 70:0.91 71:0.77 74:0.57 76:0.85 77:0.70 78:0.91 81:0.58 86:0.71 91:0.69 98:0.69 100:0.84 101:0.52 104:0.82 108:0.41 111:0.88 114:0.71 123:0.64 124:0.71 126:0.54 127:0.63 129:0.59 131:0.61 133:0.64 135:0.65 139:0.81 144:0.57 145:0.52 146:0.45 147:0.52 149:0.48 150:0.70 152:0.81 154:0.53 155:0.67 157:0.78 158:0.78 159:0.51 161:0.86 166:0.79 167:0.49 169:0.82 172:0.57 173:0.54 175:0.75 176:0.73 177:0.38 178:0.55 179:0.50 181:0.80 182:0.73 186:0.90 187:0.39 192:0.87 195:0.73 201:0.93 208:0.64 212:0.61 215:0.51 216:0.33 222:0.97 227:0.61 229:0.61 230:0.64 231:0.69 233:0.76 235:0.42 241:0.03 242:0.77 243:0.50 244:0.61 245:0.80 246:0.61 247:0.60 253:0.52 257:0.65 259:0.21 261:0.85 265:0.41 266:0.54 267:0.79 271:0.94 276:0.67 277:0.69 279:0.82 281:0.91 282:0.86 283:0.71 287:0.61 290:0.71 297:0.36 300:0.70\n3 1:0.74 6:0.93 8:0.82 9:0.80 11:0.75 12:0.20 17:0.16 20:0.94 21:0.40 22:0.93 27:0.42 28:0.96 29:0.71 30:0.70 31:0.87 34:0.78 36:0.65 37:0.60 39:0.90 41:0.82 43:0.66 45:0.77 47:0.93 55:0.52 64:0.77 66:0.93 69:0.33 70:0.46 71:0.77 74:0.53 78:0.96 79:0.86 81:0.52 83:0.91 91:0.63 96:0.82 97:0.99 98:0.93 100:0.95 101:0.52 104:0.58 106:0.81 108:0.26 111:0.95 114:0.62 120:0.74 123:0.25 126:0.54 127:0.58 129:0.05 131:0.85 132:0.97 135:0.96 137:0.87 139:0.68 140:0.45 144:0.57 146:0.89 147:0.91 149:0.64 150:0.74 151:0.50 152:0.88 153:0.48 154:0.55 155:0.67 157:0.86 158:0.79 159:0.47 161:0.86 162:0.81 164:0.69 165:0.93 166:0.79 167:0.64 169:0.93 172:0.82 173:0.35 175:0.75 176:0.73 177:0.38 179:0.43 181:0.80 182:0.89 186:0.95 187:0.87 189:0.94 190:0.77 192:0.87 196:0.87 201:0.93 202:0.62 206:0.81 208:0.64 212:0.60 215:0.42 216:0.60 219:0.92 220:0.91 222:0.97 227:0.85 229:0.94 231:0.69 235:0.60 238:0.88 241:0.57 242:0.73 243:0.94 244:0.61 246:0.86 247:0.39 248:0.50 253:0.72 255:0.95 256:0.64 257:0.65 260:0.68 261:0.93 262:0.93 265:0.93 266:0.54 267:0.96 268:0.67 271:0.94 276:0.72 277:0.69 279:0.86 283:0.82 284:0.91 285:0.62 287:0.88 290:0.62 292:0.95 297:0.36 300:0.43\n2 1:0.74 6:0.86 7:0.63 8:0.67 11:0.92 12:0.20 17:0.78 18:0.97 20:0.91 22:0.93 27:0.33 28:0.96 29:0.71 30:0.84 32:0.80 34:0.66 36:0.91 37:0.61 39:0.90 43:0.88 44:0.93 45:0.87 47:0.93 48:0.91 60:0.87 64:0.77 66:0.62 69:0.19 70:0.45 71:0.77 74:0.96 76:0.85 77:0.96 78:0.96 81:0.83 83:0.91 85:0.98 86:0.99 91:0.46 97:0.89 98:0.71 100:0.90 101:0.97 104:0.58 106:0.81 108:0.78 111:0.94 114:0.98 117:0.86 122:0.57 123:0.77 124:0.50 126:0.54 127:0.74 129:0.59 131:0.61 132:0.97 133:0.46 135:0.30 139:0.99 144:0.57 145:0.90 146:0.64 147:0.69 149:0.99 150:0.89 152:0.85 154:0.87 155:0.67 157:0.95 158:0.92 159:0.65 161:0.86 165:0.93 166:0.79 167:0.49 169:0.92 172:0.95 173:0.18 176:0.73 177:0.70 178:0.55 179:0.17 181:0.80 182:0.88 186:0.91 187:0.21 189:0.88 191:0.70 192:0.87 195:0.81 201:0.93 206:0.81 208:0.64 212:0.91 215:0.96 216:0.46 219:0.95 222:0.97 227:0.61 229:0.61 230:0.64 231:0.69 232:0.88 233:0.76 235:0.12 238:0.87 241:0.02 242:0.29 243:0.37 245:0.98 246:0.86 247:0.92 253:0.69 261:0.89 262:0.93 265:0.72 266:0.71 267:0.44 271:0.94 276:0.92 279:0.86 281:0.91 282:0.88 283:0.82 287:0.61 290:0.98 292:0.95 297:0.36 299:0.99 300:0.70\n1 7:0.63 8:0.82 11:0.42 12:0.20 17:0.75 18:0.65 21:0.59 27:0.37 28:0.96 29:0.71 30:0.71 32:0.62 34:0.37 36:0.53 37:0.60 39:0.90 43:0.18 55:0.52 66:0.98 69:0.29 70:0.48 71:0.77 74:0.37 81:0.26 86:0.70 91:0.80 98:0.98 104:0.78 108:0.22 120:0.76 123:0.22 126:0.26 127:0.82 129:0.05 131:0.81 135:0.98 139:0.67 140:0.45 144:0.57 145:0.72 146:0.96 147:0.97 149:0.52 150:0.25 151:0.57 153:0.72 154:0.54 157:0.61 159:0.66 161:0.86 162:0.86 164:0.62 166:0.74 167:0.61 172:0.94 173:0.23 177:0.70 179:0.24 181:0.80 182:0.61 187:0.21 190:0.89 191:0.73 195:0.79 202:0.70 212:0.83 215:0.39 216:0.42 220:0.97 222:0.97 227:0.83 229:0.61 230:0.63 231:0.65 233:0.73 235:0.80 241:0.49 242:0.81 243:0.98 244:0.61 246:0.61 247:0.55 248:0.62 253:0.30 254:0.74 256:0.77 259:0.21 260:0.61 265:0.98 266:0.47 267:0.79 268:0.78 271:0.94 276:0.89 283:0.78 285:0.47 287:0.61 297:0.36 300:0.55\n2 1:0.69 8:0.68 11:0.42 12:0.20 17:0.82 18:0.65 21:0.54 27:0.37 28:0.96 29:0.71 30:0.38 32:0.68 34:0.66 36:0.85 37:0.60 39:0.90 43:0.18 55:0.59 66:0.53 69:0.25 70:0.74 71:0.77 74:0.51 76:0.97 77:0.89 81:0.31 86:0.69 91:0.71 96:0.76 98:0.71 104:0.78 108:0.20 114:0.56 117:0.86 123:0.19 124:0.73 126:0.44 127:0.82 129:0.05 131:0.81 133:0.73 135:0.94 139:0.67 140:0.45 144:0.57 145:0.74 146:0.90 147:0.92 149:0.40 150:0.48 151:0.55 153:0.48 154:0.58 155:0.58 157:0.61 158:0.71 159:0.75 161:0.86 162:0.74 166:0.79 167:0.52 172:0.82 173:0.17 176:0.55 177:0.70 179:0.33 181:0.80 182:0.61 187:0.68 190:0.89 191:0.73 192:0.59 195:0.87 201:0.68 202:0.56 208:0.54 212:0.48 215:0.39 216:0.42 220:0.62 222:0.97 227:0.82 229:0.61 231:0.69 232:0.98 235:0.68 241:0.12 242:0.78 243:0.62 244:0.61 245:0.87 246:0.61 247:0.74 248:0.54 253:0.45 254:0.74 256:0.58 259:0.21 265:0.72 266:0.75 267:0.89 268:0.59 271:0.94 276:0.82 282:0.77 283:0.78 285:0.47 287:0.61 290:0.56 297:0.36 300:0.70\n2 6:0.97 8:0.93 9:0.76 11:0.75 12:0.20 17:0.15 18:0.81 20:0.93 21:0.78 27:0.16 28:0.96 29:0.71 30:0.21 31:0.93 32:0.79 34:0.82 36:0.45 37:0.80 39:0.90 43:0.56 44:0.93 45:0.73 55:0.52 66:0.31 69:0.70 70:0.86 71:0.77 74:0.56 76:0.94 77:0.70 78:0.97 79:0.95 83:0.60 86:0.81 91:0.68 96:0.82 98:0.56 100:0.99 101:0.52 104:0.58 108:0.87 111:0.98 120:0.71 123:0.87 124:0.78 127:0.48 129:0.59 131:0.85 133:0.74 135:0.98 137:0.93 139:0.84 140:0.95 144:0.57 145:0.49 146:0.54 147:0.60 149:0.47 151:0.81 152:0.98 153:0.48 154:0.64 155:0.58 157:0.81 158:0.71 159:0.74 161:0.86 162:0.53 164:0.54 166:0.61 167:0.60 169:0.96 172:0.75 173:0.53 177:0.70 178:0.50 179:0.26 181:0.80 182:0.76 186:0.96 187:0.21 189:0.98 190:0.77 191:0.83 192:0.51 195:0.90 196:0.94 202:0.81 208:0.54 212:0.68 216:0.72 220:0.62 222:0.97 227:0.85 229:0.61 231:0.69 235:0.84 238:0.96 241:0.47 242:0.52 243:0.31 245:0.90 246:0.61 247:0.88 248:0.74 253:0.53 254:0.98 255:0.74 256:0.79 259:0.21 260:0.60 261:0.97 265:0.57 266:0.80 267:0.99 268:0.78 271:0.94 276:0.83 277:0.69 282:0.87 283:0.78 284:0.92 285:0.62 287:0.61 300:0.84\n1 7:0.72 8:0.91 9:0.76 11:0.75 12:0.20 17:0.34 18:0.81 21:0.78 27:0.16 28:0.96 29:0.71 30:0.45 34:0.56 36:0.29 37:0.80 39:0.90 43:0.25 45:0.77 55:0.52 66:0.74 69:0.66 70:0.56 71:0.77 74:0.62 76:0.94 83:0.60 86:0.85 91:0.74 96:0.94 97:0.98 98:0.85 101:0.52 104:0.58 106:0.81 108:0.79 120:0.86 123:0.77 124:0.45 127:0.60 129:0.81 131:0.85 133:0.67 135:0.86 139:0.81 140:0.80 144:0.57 145:0.38 146:0.54 147:0.60 149:0.58 151:0.84 153:0.87 154:0.65 155:0.58 157:0.83 158:0.79 159:0.84 161:0.86 162:0.60 164:0.79 166:0.61 167:0.67 172:0.97 173:0.42 177:0.70 179:0.14 181:0.80 182:0.89 187:0.21 190:0.77 191:0.76 192:0.59 202:0.84 204:0.85 206:0.81 208:0.54 212:0.87 216:0.72 222:0.97 227:0.85 229:0.94 230:0.74 231:0.70 233:0.73 235:0.05 241:0.62 242:0.54 243:0.17 245:0.97 246:0.61 247:0.95 248:0.88 253:0.87 254:0.93 255:0.74 256:0.84 259:0.21 260:0.82 265:0.85 266:0.63 267:0.98 268:0.84 271:0.94 276:0.95 279:0.82 283:0.82 285:0.56 287:0.88 300:0.70\n2 6:0.98 8:0.88 11:0.75 12:0.20 17:0.09 18:0.82 20:0.85 21:0.47 22:0.93 27:0.16 28:0.96 29:0.71 30:0.20 31:0.92 32:0.62 34:0.91 36:0.49 37:0.80 39:0.90 43:0.22 45:0.77 47:0.93 55:0.52 64:0.77 66:0.36 69:0.69 70:0.93 71:0.77 74:0.48 76:0.85 78:0.94 79:0.94 81:0.26 86:0.86 91:0.65 96:0.76 98:0.60 100:0.98 101:0.52 104:0.58 108:0.89 111:0.97 120:0.66 123:0.88 124:0.78 126:0.26 127:0.52 129:0.89 131:0.85 133:0.78 135:0.98 137:0.92 139:0.83 140:0.96 144:0.57 145:0.56 146:0.54 147:0.60 149:0.35 150:0.26 151:0.65 152:0.98 153:0.46 154:0.64 157:0.84 159:0.79 161:0.86 162:0.60 164:0.53 166:0.61 167:0.55 169:0.97 172:0.77 173:0.50 177:0.70 178:0.48 179:0.28 181:0.80 182:0.76 186:0.94 187:0.21 189:0.97 190:0.89 191:0.87 192:0.51 195:0.93 196:0.93 202:0.78 212:0.73 216:0.72 219:0.89 220:0.91 222:0.97 227:0.84 229:0.61 231:0.69 235:0.52 238:0.95 241:0.30 242:0.57 243:0.33 245:0.89 246:0.61 247:0.91 248:0.67 253:0.44 254:0.88 255:0.74 256:0.80 259:0.21 260:0.59 261:0.97 262:0.93 265:0.61 266:0.87 267:1.00 268:0.78 271:0.94 276:0.81 284:0.95 285:0.62 287:0.61 292:0.91 300:0.94\n2 1:0.69 7:0.63 8:0.79 9:0.76 11:0.75 12:0.20 17:0.78 18:0.62 20:0.83 21:0.47 27:0.39 28:0.96 29:0.71 30:0.21 32:0.69 34:0.61 36:0.61 37:0.48 39:0.90 43:0.66 45:0.66 48:0.91 55:0.45 66:0.63 69:0.51 70:0.79 71:0.77 74:0.55 76:0.85 77:0.70 78:0.93 81:0.34 83:0.60 86:0.72 91:0.72 96:0.76 98:0.71 99:0.83 100:0.86 101:0.52 104:0.75 108:0.39 111:0.91 114:0.58 117:0.86 120:0.54 123:0.37 124:0.48 126:0.44 127:0.55 129:0.05 131:0.85 133:0.43 135:0.73 138:0.95 139:0.72 140:0.45 144:0.57 145:0.50 146:0.72 147:0.77 149:0.41 150:0.52 151:0.48 152:0.79 153:0.48 154:0.65 155:0.58 157:0.78 158:0.71 159:0.46 161:0.86 162:0.86 164:0.53 165:0.70 166:0.79 167:0.58 169:0.86 172:0.73 173:0.53 176:0.61 177:0.70 179:0.47 181:0.80 182:0.89 186:0.93 187:0.21 190:0.89 191:0.70 192:0.59 195:0.69 201:0.68 202:0.58 208:0.54 212:0.73 215:0.39 216:0.35 220:0.93 222:0.97 227:0.84 229:0.94 230:0.64 231:0.69 232:0.83 233:0.76 235:0.68 241:0.41 242:0.45 243:0.69 245:0.83 246:0.86 247:0.76 248:0.48 253:0.47 254:0.74 255:0.74 256:0.64 259:0.21 260:0.53 261:0.85 265:0.71 266:0.63 267:0.79 268:0.66 271:0.94 276:0.66 281:0.91 282:0.77 285:0.56 286:0.99 287:0.88 290:0.58 297:0.36 298:0.99 300:0.70\n2 6:0.93 7:0.81 12:0.20 17:0.34 20:0.98 21:0.40 27:0.21 28:0.76 30:0.20 34:0.42 36:0.88 37:0.74 43:0.52 55:0.59 66:0.25 69:0.15 70:0.82 78:0.76 81:0.95 91:0.54 98:0.62 100:0.78 104:0.89 106:0.81 108:0.72 111:0.75 120:0.74 123:0.70 124:0.89 126:0.54 127:0.74 129:0.96 133:0.90 135:0.34 140:0.45 146:0.71 147:0.76 149:0.78 150:0.92 151:0.59 152:0.99 153:0.91 154:0.41 159:0.88 161:0.64 162:0.65 164:0.85 167:0.68 169:0.77 172:0.78 173:0.08 177:0.05 179:0.23 181:0.84 186:0.76 187:0.39 202:0.80 206:0.81 212:0.27 215:0.67 216:0.95 220:0.62 230:0.65 233:0.63 235:0.42 241:0.43 242:0.82 243:0.18 245:0.90 247:0.12 248:0.67 256:0.81 259:0.21 260:0.75 261:0.82 265:0.63 266:0.89 267:0.44 268:0.81 271:0.18 276:0.88 283:0.60 285:0.62 297:0.36 300:0.70\n2 6:0.93 7:0.81 12:0.20 17:0.43 20:0.84 21:0.40 27:0.21 28:0.76 30:0.43 34:0.68 36:0.94 37:0.74 43:0.52 55:0.71 66:0.24 69:0.12 70:0.68 78:0.79 81:0.95 91:0.20 98:0.58 100:0.81 104:0.84 106:0.81 108:0.88 111:0.78 120:0.78 123:0.87 124:0.90 126:0.54 127:0.83 129:0.96 133:0.90 135:0.32 140:0.45 146:0.81 147:0.84 149:0.87 150:0.92 151:0.74 152:0.99 153:0.83 154:0.41 159:0.92 161:0.64 162:0.77 164:0.76 167:0.68 169:0.78 172:0.87 173:0.07 177:0.05 179:0.16 181:0.84 186:0.80 187:0.39 202:0.66 206:0.81 212:0.56 215:0.67 216:0.95 230:0.65 233:0.63 235:0.42 241:0.43 242:0.82 243:0.26 245:0.96 247:0.12 248:0.70 256:0.68 259:0.21 260:0.79 261:0.82 265:0.59 266:0.92 267:0.82 268:0.70 271:0.18 276:0.94 283:0.82 285:0.62 297:0.36 300:0.84\n3 6:1.00 8:1.00 12:0.20 17:0.24 20:0.99 21:0.78 27:0.16 28:0.76 30:0.33 34:0.39 36:0.50 37:0.98 43:0.42 55:0.84 66:0.45 69:0.52 70:0.36 78:0.94 91:0.95 98:0.62 100:0.98 108:0.62 111:0.98 120:0.80 123:0.60 124:0.66 127:0.43 129:0.81 133:0.67 135:0.26 140:0.92 145:0.87 146:0.05 147:0.05 149:0.39 151:0.76 152:0.91 153:0.87 154:0.32 159:0.50 161:0.64 162:0.48 163:0.94 164:0.86 167:0.95 169:0.98 172:0.27 173:0.49 177:0.05 178:0.51 179:0.87 181:0.84 186:0.94 189:1.00 191:0.92 202:0.92 212:0.42 216:0.60 235:0.88 238:1.00 241:0.85 242:0.82 243:0.19 245:0.47 247:0.12 248:0.72 256:0.83 259:0.21 260:0.81 261:0.97 265:0.63 266:0.38 267:0.73 268:0.83 271:0.18 276:0.35 283:0.82 285:0.62 300:0.25\n3 6:0.98 7:0.81 8:0.97 12:0.20 17:0.12 20:0.99 21:0.47 25:0.88 27:0.28 28:0.76 30:0.91 32:0.80 34:0.21 36:0.64 37:0.79 43:0.36 55:0.71 66:0.69 69:0.61 70:0.13 78:0.92 81:0.94 91:0.98 98:0.60 100:0.98 104:0.58 108:0.47 111:0.98 120:0.97 123:0.45 126:0.54 127:0.18 129:0.05 135:0.32 140:0.45 145:0.49 146:0.38 147:0.45 149:0.32 150:0.90 151:0.84 152:0.99 153:0.98 154:0.27 159:0.15 161:0.64 162:0.79 164:0.98 167:0.96 169:0.97 172:0.21 173:0.84 177:0.05 179:0.85 181:0.84 186:0.91 189:0.99 191:0.92 195:0.57 202:0.96 212:0.61 215:0.63 216:0.60 220:0.62 230:0.87 233:0.76 235:0.52 238:0.99 241:0.92 242:0.82 243:0.73 247:0.12 248:0.96 256:0.97 259:0.21 260:0.97 261:0.97 265:0.61 266:0.17 267:0.82 268:0.97 271:0.18 276:0.22 283:0.82 285:0.62 297:0.36 300:0.13\n2 6:0.93 7:0.81 8:0.77 12:0.20 17:0.32 20:0.91 21:0.40 27:0.21 28:0.76 30:0.45 34:0.68 36:0.97 37:0.74 43:0.52 55:0.71 66:0.24 69:0.12 70:0.68 78:0.78 81:0.95 91:0.37 98:0.58 100:0.80 104:0.84 106:0.81 108:0.88 111:0.77 120:0.83 123:0.87 124:0.90 126:0.54 127:0.83 129:0.96 133:0.90 135:0.32 140:0.45 146:0.80 147:0.84 149:0.87 150:0.92 151:0.73 152:0.99 153:0.78 154:0.41 159:0.92 161:0.64 162:0.69 164:0.83 167:0.64 169:0.77 172:0.87 173:0.07 177:0.05 179:0.16 181:0.84 186:0.78 187:0.39 202:0.76 206:0.81 212:0.56 215:0.67 216:0.95 220:0.62 230:0.65 233:0.63 235:0.42 238:0.90 241:0.30 242:0.82 243:0.25 245:0.96 247:0.12 248:0.75 256:0.77 259:0.21 260:0.83 261:0.82 265:0.59 266:0.92 267:0.73 268:0.79 271:0.18 276:0.94 283:0.82 285:0.62 297:0.36 300:0.84\n1 12:0.20 17:0.45 21:0.78 27:0.45 28:0.76 30:0.45 34:0.81 36:0.20 37:0.50 43:0.27 55:0.59 66:0.49 69:0.79 70:0.25 91:0.35 98:0.30 108:0.63 123:0.61 124:0.48 127:0.23 129:0.59 133:0.47 135:0.78 145:0.47 146:0.46 147:0.53 149:0.25 154:0.20 159:0.45 161:0.64 163:0.87 167:0.61 172:0.16 173:0.73 177:0.05 178:0.55 179:0.92 181:0.84 187:0.68 212:0.61 216:0.77 235:0.80 241:0.15 242:0.82 243:0.60 245:0.39 247:0.12 259:0.21 265:0.32 266:0.17 267:0.44 271:0.18 276:0.17 300:0.18\n0 8:0.89 12:0.20 17:0.53 20:0.99 21:0.13 25:0.88 27:0.47 28:0.76 34:0.61 36:0.19 37:0.65 43:0.51 66:0.36 69:0.10 78:0.77 81:0.98 91:0.89 98:0.13 100:0.79 104:0.58 108:0.09 111:0.77 120:0.85 123:0.09 126:0.54 127:0.08 129:0.05 135:0.18 140:0.45 146:0.05 147:0.05 149:0.16 150:0.97 151:0.71 152:0.91 153:0.76 154:0.40 159:0.05 161:0.64 162:0.72 164:0.91 167:0.95 169:0.79 172:0.05 173:0.56 177:0.05 181:0.84 186:0.77 191:0.73 202:0.85 215:0.84 216:0.27 220:0.62 235:0.12 238:0.95 241:0.88 243:0.51 248:0.77 256:0.88 259:0.21 260:0.85 261:0.80 265:0.14 267:0.76 268:0.88 271:0.18 283:0.82 285:0.62 297:0.36\n2 6:0.98 7:0.81 8:0.77 12:0.20 17:0.07 20:0.81 21:0.13 25:0.88 27:0.28 28:0.76 30:0.28 34:0.33 36:0.80 37:0.79 43:0.52 55:0.98 66:0.09 69:0.15 70:0.75 78:0.89 81:0.98 91:0.93 98:0.18 100:0.97 104:0.58 108:0.50 111:0.94 120:0.95 123:0.78 124:0.93 126:0.54 127:0.94 129:0.98 133:0.93 135:0.90 140:0.45 145:0.72 146:0.05 147:0.05 149:0.50 150:0.97 151:0.80 152:0.99 153:0.93 154:0.41 159:0.90 161:0.64 162:0.68 163:0.79 164:0.98 167:0.78 169:0.97 172:0.16 173:0.08 177:0.05 179:0.74 181:0.84 186:0.89 187:0.21 189:0.99 191:0.91 202:0.97 212:0.12 215:0.84 216:0.60 220:0.74 230:0.65 233:0.63 235:0.22 238:0.98 241:0.69 242:0.82 243:0.12 245:0.53 247:0.12 248:0.93 256:0.97 259:0.21 260:0.95 261:0.97 265:0.14 266:0.89 267:0.92 268:0.98 271:0.18 276:0.51 283:0.82 285:0.62 297:0.36 300:0.55\n2 12:0.20 17:0.81 21:0.78 27:0.70 28:0.76 30:0.45 34:0.45 36:0.45 37:0.54 43:0.28 55:0.71 66:0.25 69:0.77 70:0.50 91:0.69 98:0.27 108:0.60 123:0.58 124:0.74 127:0.27 129:0.81 133:0.67 135:0.47 145:0.87 146:0.36 147:0.43 149:0.35 154:0.20 159:0.42 161:0.64 163:0.86 167:0.95 172:0.16 173:0.76 177:0.05 178:0.55 179:0.83 181:0.84 202:0.56 212:0.23 216:0.21 241:0.87 242:0.82 243:0.45 245:0.46 247:0.12 259:0.21 265:0.29 266:0.38 267:0.28 271:0.18 276:0.29 283:0.60 300:0.33\n1 6:0.99 8:0.97 12:0.20 17:0.49 20:0.99 21:0.78 27:0.67 28:0.76 30:0.71 34:0.52 36:0.92 37:0.38 43:0.52 55:0.84 66:0.72 69:0.05 70:0.40 78:0.77 91:0.82 98:0.33 100:0.84 108:0.05 111:0.78 120:0.88 123:0.05 124:0.40 127:0.97 129:0.59 133:0.47 135:0.60 140:0.80 145:0.41 146:0.65 147:0.70 149:0.53 151:0.73 152:0.91 153:0.80 154:0.41 159:0.84 161:0.64 162:0.56 164:0.93 167:0.94 169:0.81 172:0.45 173:0.07 177:0.05 178:0.42 179:0.88 181:0.84 186:0.77 189:1.00 191:0.87 202:0.91 212:0.30 216:0.47 220:0.62 235:0.05 238:0.95 241:0.83 242:0.82 243:0.75 245:0.47 247:0.12 248:0.82 256:0.91 259:0.21 260:0.88 261:0.82 265:0.35 266:0.47 267:0.28 268:0.91 271:0.18 276:0.18 283:0.60 285:0.62 300:0.33\n0 12:0.20 17:0.32 21:0.78 27:0.45 28:0.76 30:0.95 34:0.71 36:0.19 37:0.50 43:0.25 55:0.84 66:0.54 69:0.83 91:0.12 98:0.20 108:0.68 123:0.66 127:0.10 129:0.05 135:0.76 145:0.49 146:0.31 147:0.37 149:0.17 154:0.18 159:0.13 161:0.64 167:0.60 172:0.10 173:0.78 177:0.05 178:0.55 179:0.51 181:0.84 187:0.68 216:0.77 235:0.74 241:0.12 243:0.63 259:0.21 265:0.21 267:0.44 271:0.18 300:0.08\n1 12:0.51 17:0.69 18:0.88 21:0.30 27:0.58 29:0.62 30:0.14 32:0.63 34:0.83 36:0.24 37:0.34 39:0.55 43:0.12 44:0.90 55:0.92 64:0.77 66:0.43 69:0.12 70:0.90 71:0.92 81:0.42 86:0.87 91:0.20 98:0.53 108:0.10 123:0.10 124:0.75 126:0.44 127:0.69 129:0.05 131:0.61 133:0.74 135:0.96 139:0.86 145:0.58 146:0.78 147:0.82 149:0.25 150:0.33 154:0.59 157:0.61 159:0.75 166:0.86 172:0.57 173:0.11 175:0.75 177:0.38 178:0.55 179:0.57 182:0.61 187:0.68 192:0.51 195:0.88 201:0.68 212:0.29 215:0.44 216:0.46 222:0.35 227:0.61 229:0.61 231:0.78 235:0.42 242:0.52 243:0.57 244:0.61 245:0.70 246:0.61 247:0.60 253:0.20 254:0.84 257:0.65 259:0.21 265:0.54 266:0.80 267:0.92 271:0.63 276:0.63 277:0.69 287:0.61 297:0.36 300:0.70\n0 7:0.63 8:0.59 12:0.51 17:0.47 18:0.66 21:0.22 27:0.31 29:0.62 30:0.45 31:0.90 32:0.63 34:0.49 36:0.74 37:0.54 39:0.55 43:0.16 44:0.90 48:0.91 55:0.59 66:0.64 69:0.10 70:0.33 71:0.92 74:0.27 79:0.90 81:0.37 86:0.70 91:0.70 98:0.74 104:0.95 108:0.09 120:0.65 122:0.41 123:0.09 124:0.42 126:0.26 127:0.73 129:0.05 131:0.90 133:0.37 135:0.63 137:0.90 139:0.76 140:0.80 145:0.54 146:0.57 147:0.62 149:0.16 150:0.32 151:0.65 153:0.48 154:0.54 157:0.61 159:0.31 162:0.64 164:0.53 166:0.86 172:0.32 173:0.32 177:0.70 179:0.93 182:0.61 187:0.39 190:0.77 191:0.88 192:0.51 195:0.56 196:0.91 202:0.69 212:0.52 215:0.51 216:0.60 220:0.82 222:0.35 227:0.82 229:0.61 230:0.63 231:0.90 233:0.73 235:0.22 241:0.62 242:0.24 243:0.69 244:0.61 245:0.43 246:0.61 247:0.47 248:0.63 253:0.24 254:0.95 255:0.74 256:0.68 259:0.21 260:0.59 265:0.74 266:0.27 267:0.36 268:0.70 271:0.63 276:0.29 281:0.89 283:0.82 284:0.87 285:0.56 287:0.61 297:0.36 300:0.25\n0 7:0.72 8:0.65 11:0.75 12:0.51 17:0.22 21:0.40 27:0.48 29:0.62 30:0.67 32:0.69 34:0.34 36:0.84 37:0.35 39:0.55 43:0.68 45:0.73 55:0.52 66:0.95 69:0.32 70:0.44 71:0.92 74:0.57 77:0.70 81:0.29 91:0.53 98:0.97 101:0.52 108:0.25 120:0.61 123:0.24 126:0.26 127:0.74 129:0.05 131:0.90 135:0.47 140:0.45 144:0.57 145:0.97 146:0.88 147:0.90 149:0.65 150:0.28 151:0.51 153:0.48 154:0.57 155:0.58 157:0.92 159:0.46 162:0.81 164:0.53 166:0.86 172:0.86 173:0.37 175:0.75 177:0.38 179:0.40 182:0.87 187:0.68 190:0.89 192:0.59 195:0.68 202:0.61 204:0.85 208:0.54 212:0.81 215:0.42 216:0.76 220:0.91 222:0.35 227:0.82 229:0.61 230:0.75 231:0.92 233:0.76 235:0.42 241:0.58 242:0.79 243:0.95 244:0.61 246:0.61 247:0.39 248:0.52 253:0.38 256:0.64 257:0.65 259:0.21 260:0.56 265:0.97 266:0.38 267:0.44 268:0.66 271:0.63 276:0.76 277:0.69 282:0.77 283:0.78 285:0.47 287:0.61 297:0.36 300:0.55\n0 8:0.88 9:0.76 12:0.51 17:0.43 18:0.61 21:0.78 27:0.60 29:0.62 30:0.76 34:0.17 36:0.42 37:0.77 39:0.55 43:0.10 55:0.96 66:0.13 69:0.49 70:0.21 71:0.92 74:0.35 86:0.63 91:0.80 96:0.82 98:0.26 104:0.75 108:0.38 120:0.68 122:0.55 123:0.80 124:0.82 127:0.35 129:0.81 131:0.98 133:0.76 135:0.18 138:0.95 139:0.61 140:0.45 144:0.57 146:0.20 147:0.26 149:0.11 151:0.94 153:0.91 154:0.54 155:0.58 157:0.61 158:0.74 159:0.53 162:0.55 163:0.89 164:0.65 166:0.61 172:0.10 173:0.41 175:0.75 177:0.38 179:0.88 182:0.61 190:0.77 191:0.89 192:0.59 202:0.72 208:0.54 212:0.23 216:0.22 222:0.35 227:0.83 229:0.61 231:0.95 232:0.72 235:0.52 241:0.91 242:0.24 243:0.34 244:0.61 245:0.43 246:0.61 247:0.47 248:0.84 253:0.60 254:0.90 255:0.74 256:0.64 257:0.65 259:0.21 260:0.65 265:0.13 266:0.38 267:0.65 268:0.69 271:0.63 276:0.31 277:0.69 279:0.82 283:0.78 285:0.56 286:0.99 287:0.61 298:0.99 300:0.18\n0 12:0.51 17:0.45 18:0.58 21:0.78 27:0.34 29:0.62 30:0.45 34:0.62 36:0.82 37:0.46 39:0.55 43:0.11 55:0.84 66:0.27 69:0.96 70:0.25 71:0.92 86:0.60 91:0.03 98:0.15 108:0.92 122:0.65 123:0.92 124:0.72 127:0.25 129:0.05 131:0.61 133:0.62 135:0.44 139:0.59 145:0.63 146:0.37 147:0.05 149:0.08 154:0.09 157:0.61 159:0.82 163:0.99 166:0.61 172:0.10 173:0.87 175:0.75 177:0.05 178:0.55 179:0.93 182:0.61 187:0.87 212:0.61 216:0.53 222:0.35 227:0.61 229:0.61 231:0.65 235:0.22 241:0.24 242:0.63 243:0.29 244:0.83 245:0.38 246:0.61 247:0.30 253:0.20 257:0.84 259:0.21 265:0.17 266:0.17 267:0.52 271:0.63 276:0.17 277:0.69 287:0.61 300:0.18\n1 12:0.51 17:0.09 18:0.64 21:0.13 27:0.14 29:0.62 30:0.76 34:0.82 36:0.33 37:0.85 39:0.55 43:0.62 64:0.77 66:0.64 69:0.74 70:0.15 71:0.92 81:0.59 86:0.68 91:0.27 98:0.32 108:0.57 122:0.65 123:0.54 126:0.44 127:0.12 129:0.05 131:0.61 135:0.73 139:0.73 145:0.38 146:0.32 147:0.38 149:0.31 150:0.42 154:0.52 157:0.61 159:0.13 163:0.98 166:0.86 172:0.16 173:0.84 175:0.75 177:0.38 178:0.55 179:0.64 182:0.61 187:0.68 192:0.51 201:0.68 212:0.95 215:0.61 216:0.71 219:0.92 222:0.35 227:0.61 229:0.61 231:0.78 235:0.22 241:0.24 242:0.82 243:0.69 244:0.61 246:0.61 247:0.12 253:0.20 257:0.65 259:0.21 265:0.34 266:0.12 267:0.36 271:0.63 276:0.13 277:0.69 283:0.82 287:0.61 292:0.95 297:0.36 300:0.13\n1 1:0.74 7:0.64 12:0.51 17:0.87 18:0.69 21:0.40 27:0.36 29:0.62 30:0.62 34:0.81 36:0.84 37:0.36 39:0.55 43:0.09 48:0.91 55:0.42 64:0.77 66:0.47 69:0.83 70:0.34 71:0.92 74:0.28 81:0.51 86:0.72 91:0.62 98:0.19 108:0.68 114:0.62 122:0.65 123:0.66 124:0.52 126:0.54 127:0.16 129:0.05 131:0.61 133:0.39 135:0.70 139:0.79 144:0.57 145:0.69 146:0.25 147:0.31 149:0.07 150:0.66 154:0.46 155:0.67 157:0.61 158:0.71 159:0.20 166:0.97 172:0.21 173:0.89 175:0.75 176:0.73 177:0.38 178:0.55 179:0.62 182:0.61 187:0.21 192:0.87 201:0.93 208:0.64 212:0.30 215:0.42 216:0.39 219:0.92 222:0.35 227:0.61 229:0.61 230:0.64 231:0.95 232:0.79 233:0.73 235:0.60 241:0.02 242:0.33 243:0.59 244:0.61 245:0.46 246:0.61 247:0.39 253:0.46 254:0.74 257:0.65 259:0.21 265:0.20 266:0.27 267:0.36 271:0.63 276:0.18 277:0.69 281:0.88 283:0.77 287:0.61 290:0.62 292:0.91 297:0.36 300:0.25\n1 11:0.64 12:0.51 17:0.30 18:0.69 21:0.78 27:0.45 29:0.62 30:0.21 32:0.62 34:0.75 36:0.17 37:0.50 39:0.55 43:0.61 45:0.66 66:0.36 69:0.70 70:0.37 71:0.92 74:0.27 86:0.70 91:0.22 98:0.25 101:0.52 108:0.53 122:0.57 123:0.51 124:0.57 127:0.16 129:0.05 131:0.61 133:0.43 135:0.92 139:0.68 145:0.41 146:0.39 147:0.46 149:0.31 154:0.50 157:0.61 159:0.30 163:0.88 166:0.61 172:0.16 173:0.62 177:0.70 178:0.55 179:0.71 182:0.61 187:0.68 195:0.82 212:0.42 216:0.77 222:0.35 227:0.61 229:0.61 231:0.77 235:0.22 241:0.43 242:0.45 243:0.51 244:0.61 245:0.43 246:0.61 247:0.35 253:0.24 259:0.21 265:0.28 266:0.23 267:0.36 271:0.63 276:0.22 287:0.61 300:0.25\n1 7:0.64 8:0.91 11:0.42 12:0.51 17:0.07 18:0.82 21:0.59 27:0.29 29:0.62 30:0.76 31:0.86 32:0.63 34:0.80 36:0.38 37:0.41 39:0.55 43:0.68 44:0.90 48:0.91 55:0.42 64:0.77 66:0.30 69:0.80 70:0.53 71:0.92 74:0.41 79:0.86 81:0.31 86:0.86 91:0.57 98:0.37 108:0.44 120:0.53 122:0.65 123:0.43 124:0.71 126:0.44 127:0.43 129:0.05 131:0.90 133:0.66 135:0.93 137:0.86 139:0.90 140:0.45 144:0.57 145:0.80 146:0.24 147:0.48 149:0.63 150:0.25 151:0.46 153:0.48 154:0.67 157:0.61 159:0.43 162:0.86 164:0.53 166:0.85 172:0.32 173:0.85 177:0.38 179:0.73 182:0.61 187:0.87 190:0.77 192:0.51 195:0.67 196:0.87 201:0.68 202:0.36 212:0.36 215:0.39 216:0.63 219:0.92 220:0.97 222:0.35 227:0.82 229:0.61 230:0.64 231:0.87 233:0.73 235:0.74 241:0.03 242:0.38 243:0.48 245:0.60 246:0.61 247:0.67 248:0.46 253:0.32 254:0.84 255:0.74 256:0.45 257:0.65 259:0.21 260:0.53 265:0.39 266:0.54 267:0.59 268:0.46 271:0.63 276:0.38 277:0.69 281:0.88 283:0.77 284:0.87 285:0.56 287:0.61 292:0.91 297:0.36 300:0.55\n1 12:0.51 17:0.34 18:0.79 21:0.40 27:0.45 29:0.62 30:0.45 34:0.71 36:0.17 37:0.50 39:0.55 43:0.08 55:0.59 64:0.77 66:0.52 69:0.69 70:0.50 71:0.92 74:0.28 77:0.70 81:0.27 86:0.81 91:0.27 98:0.23 108:0.52 122:0.75 123:0.50 124:0.63 126:0.26 127:0.26 129:0.05 131:0.61 133:0.59 135:0.82 139:0.77 145:0.52 146:0.35 147:0.42 149:0.07 150:0.26 154:0.51 157:0.61 159:0.49 166:0.61 172:0.27 173:0.61 177:0.70 178:0.55 179:0.82 182:0.61 187:0.68 195:0.82 212:0.52 216:0.77 222:0.35 227:0.61 229:0.61 231:0.73 235:0.42 241:0.47 242:0.24 243:0.61 244:0.61 245:0.43 246:0.61 247:0.47 253:0.24 254:0.74 259:0.21 265:0.25 266:0.27 267:0.52 271:0.63 276:0.26 282:0.71 287:0.61 300:0.33\n0 9:0.76 12:0.51 17:0.81 18:0.63 21:0.78 27:0.60 29:0.62 30:0.91 34:0.39 36:0.55 37:0.77 39:0.55 43:0.10 55:0.96 66:0.27 69:0.47 70:0.13 71:0.92 74:0.26 86:0.64 91:0.40 96:0.75 98:0.14 104:0.75 108:0.36 120:0.63 122:0.57 123:0.35 124:0.72 127:0.25 129:0.05 131:0.98 133:0.62 135:0.19 138:0.95 139:0.62 140:0.45 144:0.57 146:0.20 147:0.26 149:0.08 151:0.81 153:0.48 154:0.54 155:0.58 157:0.61 159:0.35 162:0.86 163:0.89 164:0.53 166:0.61 172:0.10 173:0.47 175:0.75 177:0.38 179:0.94 182:0.61 187:0.21 190:0.77 191:0.73 192:0.59 202:0.36 208:0.54 212:0.61 216:0.22 222:0.35 227:0.83 229:0.61 231:0.95 232:0.72 235:0.12 241:0.52 242:0.63 243:0.46 244:0.61 245:0.38 246:0.61 247:0.30 248:0.73 253:0.51 254:0.90 255:0.74 256:0.45 257:0.65 259:0.21 260:0.61 265:0.15 266:0.17 267:0.36 268:0.46 271:0.63 276:0.21 277:0.69 285:0.56 286:0.99 287:0.61 298:0.99 300:0.13\n1 7:0.64 12:0.51 17:0.73 18:0.69 21:0.22 22:0.93 27:0.39 29:0.62 30:0.76 34:0.61 36:0.25 37:0.27 39:0.55 43:0.60 44:0.87 47:0.93 48:0.91 64:0.77 66:0.64 69:0.80 70:0.15 71:0.92 81:0.50 86:0.73 91:0.79 98:0.17 104:0.89 106:0.81 108:0.64 122:0.75 123:0.61 126:0.44 127:0.10 129:0.05 131:0.61 135:0.94 139:0.78 145:0.67 146:0.21 147:0.26 149:0.27 150:0.37 154:0.49 157:0.61 159:0.10 163:0.97 166:0.86 172:0.16 173:0.93 175:0.75 177:0.38 178:0.55 179:0.20 182:0.61 187:0.39 192:0.51 195:0.60 201:0.68 202:0.50 206:0.81 212:0.95 215:0.51 216:0.30 222:0.35 227:0.61 229:0.61 230:0.64 231:0.78 233:0.73 235:0.31 241:0.41 242:0.82 243:0.69 244:0.61 246:0.61 247:0.12 253:0.20 257:0.65 259:0.21 262:0.93 265:0.19 266:0.12 267:0.44 271:0.63 276:0.15 277:0.69 281:0.89 287:0.61 297:0.36 300:0.13\n1 1:0.74 7:0.64 8:0.61 9:0.80 12:0.51 17:0.04 18:0.81 21:0.47 27:0.29 29:0.62 30:0.38 31:0.89 34:0.82 36:0.53 37:0.41 39:0.55 43:0.10 48:0.97 55:0.42 64:0.77 66:0.64 69:0.78 70:0.63 71:0.92 74:0.48 76:0.85 79:0.89 81:0.47 86:0.84 91:0.64 96:0.68 98:0.36 108:0.61 114:0.60 120:0.59 122:0.65 123:0.59 124:0.44 126:0.54 127:0.18 129:0.05 131:0.98 133:0.43 135:0.39 137:0.89 139:0.88 140:0.45 144:0.57 145:0.54 146:0.42 147:0.22 149:0.10 150:0.64 151:0.48 153:0.48 154:0.67 155:0.67 157:0.61 158:0.86 159:0.25 162:0.86 164:0.63 166:0.97 172:0.45 173:0.81 176:0.73 177:0.38 179:0.48 182:0.61 187:0.39 190:0.77 192:0.87 196:0.92 201:0.93 202:0.50 208:0.64 212:0.57 215:0.41 216:0.63 219:0.95 220:0.93 222:0.35 227:0.83 229:0.61 230:0.64 231:0.95 232:0.95 233:0.66 235:0.68 241:0.24 242:0.29 243:0.26 245:0.55 246:0.61 247:0.60 248:0.48 253:0.44 254:0.88 255:0.95 256:0.58 257:0.65 259:0.21 260:0.56 265:0.38 266:0.38 267:0.59 268:0.59 271:0.63 276:0.35 279:0.86 281:0.89 283:0.67 284:0.92 285:0.62 287:0.61 290:0.60 292:0.91 297:0.36 300:0.43\n3 1:0.58 6:0.96 8:0.91 9:0.76 11:0.42 12:0.51 17:0.12 20:0.94 21:0.64 27:0.41 28:0.78 29:0.94 30:0.89 32:0.67 34:0.44 36:0.72 37:0.39 39:0.33 43:0.28 66:0.16 69:0.90 70:0.20 71:0.65 74:0.50 77:0.70 78:0.76 81:0.37 83:0.60 91:0.91 96:0.99 98:0.08 100:0.83 104:0.73 108:0.81 111:0.78 114:0.69 120:0.97 122:0.51 123:0.79 124:0.75 126:0.44 127:0.22 129:0.81 131:0.99 133:0.67 135:0.78 140:0.45 144:0.57 145:0.79 146:0.13 147:0.18 149:0.32 150:0.44 151:0.97 152:0.88 153:0.94 154:0.20 155:0.58 157:0.61 158:0.76 159:0.43 161:0.45 162:0.71 163:0.88 164:0.95 166:0.99 167:1.00 169:0.81 172:0.10 173:0.91 175:0.75 176:0.63 177:0.38 179:0.81 181:0.95 182:0.99 186:0.77 189:0.97 190:0.77 191:0.81 192:0.59 195:0.84 201:0.55 202:0.93 208:0.54 212:0.61 215:0.53 216:0.69 220:0.62 222:0.48 227:0.99 229:0.99 231:0.98 232:0.82 235:0.80 238:0.96 241:0.93 242:0.63 243:0.37 244:0.83 245:0.43 246:0.61 247:0.30 248:0.95 253:0.98 255:0.74 256:0.94 257:0.65 259:0.21 260:0.97 261:0.83 265:0.08 266:0.23 267:0.52 268:0.95 271:0.75 276:0.23 277:0.69 279:0.77 282:0.75 283:0.67 285:0.56 287:0.98 290:0.69 297:0.36 300:0.18\n1 1:0.56 11:0.55 12:0.51 17:0.67 18:0.76 21:0.76 27:0.45 28:0.78 29:0.94 30:0.60 32:0.72 34:0.86 36:0.28 37:0.50 39:0.33 43:0.71 45:0.73 66:0.53 69:0.87 70:0.64 71:0.65 74:0.78 77:0.70 81:0.49 86:0.82 91:0.08 98:0.26 99:0.83 101:0.52 108:0.75 114:0.64 122:0.51 123:0.73 124:0.77 126:0.44 127:0.29 129:0.05 131:0.61 133:0.84 135:0.73 139:0.78 144:0.57 145:0.56 146:0.43 147:0.22 149:0.74 150:0.38 154:0.61 155:0.46 157:0.92 159:0.57 161:0.45 165:0.70 166:0.99 167:0.65 172:0.74 173:0.82 176:0.70 177:0.38 178:0.55 179:0.29 181:0.95 182:0.97 187:0.68 192:0.44 195:0.86 201:0.54 208:0.54 212:0.81 215:0.46 216:0.77 222:0.48 227:0.61 229:0.61 231:0.98 235:0.98 241:0.15 242:0.43 243:0.12 244:0.61 245:0.76 246:0.98 247:0.60 253:0.58 257:0.65 259:0.21 265:0.28 266:0.63 267:0.23 271:0.75 276:0.70 282:0.80 287:0.61 290:0.64 297:0.36 300:0.55\n4 1:0.58 6:0.97 8:0.95 9:0.79 11:0.42 12:0.51 17:0.02 18:0.61 20:0.96 21:0.64 27:0.03 28:0.78 29:0.94 30:0.76 31:1.00 34:0.82 36:0.91 37:0.94 39:0.33 41:0.97 43:0.25 44:0.88 66:0.20 69:0.92 70:0.22 71:0.65 74:0.45 78:0.90 79:1.00 81:0.37 83:0.91 86:0.63 91:1.00 96:1.00 97:0.89 98:0.09 100:0.98 104:0.58 108:0.84 111:0.97 114:0.69 120:1.00 122:0.51 123:0.83 124:0.73 126:0.44 127:0.25 129:0.59 131:0.99 133:0.64 135:0.65 137:1.00 138:1.00 139:0.67 140:0.98 144:0.57 145:0.82 146:0.13 147:0.05 149:0.26 150:0.44 151:0.99 152:1.00 153:1.00 154:0.18 155:0.66 157:0.61 158:0.82 159:0.44 161:0.45 162:0.57 163:0.88 164:1.00 166:0.99 167:1.00 169:0.96 172:0.10 173:0.96 175:0.75 176:0.63 177:0.05 179:0.90 181:0.95 182:0.99 186:0.90 189:0.98 191:0.98 192:0.87 195:0.81 196:0.95 201:0.55 202:1.00 208:0.64 212:0.42 215:0.53 216:0.84 222:0.48 227:0.99 229:0.99 231:0.98 232:0.81 235:0.80 238:0.99 241:0.98 242:0.45 243:0.26 244:0.83 245:0.40 246:0.61 247:0.35 248:0.97 253:1.00 255:0.78 256:1.00 257:0.84 259:0.21 260:1.00 261:0.98 265:0.09 266:0.23 267:0.59 268:1.00 271:0.75 276:0.21 277:0.69 279:0.82 283:0.82 284:1.00 285:0.62 287:0.98 290:0.69 297:0.36 300:0.18\n4 1:0.61 6:0.96 8:0.88 9:0.80 11:0.42 12:0.51 17:0.51 20:0.81 21:0.68 27:0.63 28:0.78 29:0.94 30:0.91 31:0.96 34:0.66 36:0.84 37:0.48 39:0.33 43:0.60 64:0.77 66:0.69 69:0.68 70:0.13 71:0.65 74:0.41 78:0.75 79:0.95 81:0.49 83:0.91 91:0.79 96:0.96 98:0.21 100:0.80 104:0.72 108:0.52 111:0.75 114:0.69 120:0.93 122:0.51 123:0.49 126:0.54 127:0.11 129:0.05 131:0.99 135:0.51 137:0.96 140:0.97 144:0.57 146:0.29 147:0.35 149:0.42 150:0.50 151:0.66 152:0.79 153:0.85 154:0.50 155:0.66 157:0.61 159:0.12 161:0.45 162:0.83 164:0.90 166:0.99 167:1.00 169:0.78 172:0.21 173:0.68 175:0.75 176:0.70 177:0.38 179:0.24 181:0.95 182:0.99 186:0.76 189:0.97 190:0.77 191:0.75 192:0.87 201:0.60 202:0.82 208:0.64 212:0.61 215:0.49 216:0.54 222:0.48 227:0.99 229:0.99 231:0.98 232:0.82 235:0.88 238:0.95 241:0.94 242:0.63 243:0.73 244:0.83 246:0.61 247:0.30 248:0.66 253:0.94 255:0.79 256:0.86 257:0.65 259:0.21 260:0.93 261:0.77 265:0.23 266:0.17 267:0.73 268:0.87 271:0.75 276:0.14 277:0.69 284:0.97 285:0.62 287:0.99 290:0.69 297:0.36 300:0.13\n3 1:0.63 6:0.98 8:0.95 9:0.79 11:0.42 12:0.51 17:0.47 20:0.95 21:0.22 27:0.07 28:0.78 29:0.94 30:0.95 31:0.95 34:0.52 36:0.54 37:0.95 39:0.33 43:0.63 66:0.54 69:0.54 71:0.65 74:0.43 78:0.85 79:0.94 81:0.52 83:0.91 91:0.88 96:0.97 98:0.17 100:0.95 104:0.78 108:0.42 111:0.90 114:0.85 120:0.94 123:0.40 126:0.44 127:0.10 129:0.05 131:0.99 135:0.39 137:0.95 140:0.94 144:0.57 146:0.13 147:0.18 149:0.30 150:0.56 151:0.95 152:0.92 153:0.92 154:0.52 155:0.66 157:0.61 158:0.76 159:0.08 161:0.45 162:0.64 164:0.92 166:0.99 167:0.99 169:0.93 172:0.10 173:0.93 175:0.75 176:0.63 177:0.38 178:0.42 179:0.21 181:0.95 182:0.99 186:0.85 189:0.98 190:0.77 191:0.87 192:0.87 201:0.60 202:0.89 208:0.64 215:0.79 216:0.63 222:0.48 227:0.99 229:0.99 231:0.98 232:0.85 235:0.31 238:0.97 241:0.85 243:0.63 244:0.83 246:0.61 248:0.92 253:0.95 255:0.78 256:0.89 257:0.65 259:0.21 260:0.94 261:0.93 265:0.18 267:0.69 268:0.90 271:0.75 277:0.69 279:0.77 283:0.67 284:0.93 285:0.62 287:0.99 290:0.85 297:0.36 300:0.08\n4 1:0.58 9:0.79 11:0.42 12:0.51 17:0.45 18:0.61 21:0.64 27:0.03 28:0.78 29:0.94 30:0.76 31:0.95 34:0.89 36:0.58 37:0.94 39:0.33 41:0.82 43:0.25 44:0.88 66:0.20 69:0.93 70:0.22 71:0.65 74:0.34 79:0.94 81:0.37 83:0.91 86:0.63 91:0.88 96:0.98 98:0.08 104:0.58 108:0.85 114:0.69 120:0.96 122:0.51 123:0.84 124:0.73 126:0.44 127:0.27 129:0.59 131:0.99 133:0.64 135:0.65 137:0.95 139:0.67 140:0.98 144:0.57 145:0.82 146:0.13 147:0.05 149:0.25 150:0.44 151:0.63 153:0.95 154:0.17 155:0.66 157:0.61 159:0.49 161:0.45 162:0.78 163:0.88 164:0.92 166:0.99 167:0.96 172:0.10 173:0.96 175:0.75 176:0.63 177:0.05 179:0.91 181:0.95 182:0.99 187:0.39 192:0.87 195:0.83 196:0.90 201:0.55 202:0.87 208:0.64 212:0.42 215:0.53 216:0.84 222:0.48 227:0.99 229:0.99 231:0.98 232:0.81 235:0.80 241:0.79 242:0.45 243:0.26 244:0.83 245:0.40 246:0.61 247:0.35 248:0.61 253:0.96 255:0.78 256:0.90 257:0.84 259:0.21 260:0.96 265:0.09 266:0.23 267:0.79 268:0.90 271:0.75 276:0.20 277:0.69 284:0.91 285:0.62 287:0.99 290:0.69 297:0.36 300:0.18\n1 1:0.56 8:0.69 11:0.55 12:0.51 17:0.40 21:0.76 27:0.45 28:0.78 29:0.94 30:0.26 32:0.67 34:0.75 36:0.17 37:0.50 39:0.33 43:0.68 45:0.90 55:0.42 66:0.27 69:0.70 70:0.91 71:0.65 74:0.75 77:0.70 81:0.34 83:0.60 91:0.07 98:0.51 101:0.52 108:0.54 114:0.63 122:0.51 123:0.51 124:0.87 126:0.44 127:0.66 129:0.95 131:0.61 133:0.87 135:0.86 144:0.57 145:0.56 146:0.86 147:0.88 149:0.85 150:0.40 154:0.58 155:0.46 157:0.99 159:0.84 161:0.45 163:0.81 166:0.99 167:0.73 172:0.63 173:0.48 175:0.75 176:0.63 177:0.38 178:0.55 179:0.38 181:0.95 182:0.96 187:0.68 192:0.44 195:0.94 201:0.54 208:0.54 212:0.30 215:0.46 216:0.77 222:0.48 227:0.61 229:0.61 231:0.98 235:0.97 241:0.51 242:0.60 243:0.46 244:0.61 245:0.80 246:0.61 247:0.47 253:0.57 257:0.65 259:0.21 265:0.52 266:0.84 267:0.28 271:0.75 276:0.76 277:0.69 282:0.75 287:0.61 290:0.63 297:0.36 300:0.84\n3 1:0.62 7:0.70 9:0.75 11:0.50 12:0.51 17:0.43 18:0.83 21:0.30 27:0.21 28:0.78 29:0.94 30:0.73 34:0.58 36:0.83 37:0.74 39:0.33 43:0.66 45:0.77 66:0.35 69:0.12 70:0.64 71:0.65 74:0.89 76:0.85 81:0.49 83:0.60 86:0.88 91:0.27 96:0.88 98:0.60 101:0.52 104:0.84 106:0.81 108:0.91 114:0.82 120:0.80 122:0.51 123:0.91 124:0.78 126:0.44 127:0.69 129:0.81 131:0.99 133:0.78 135:0.47 139:0.82 140:0.80 144:0.57 146:0.69 147:0.73 149:0.92 150:0.54 151:0.90 153:0.69 154:0.49 155:0.58 157:0.61 159:0.85 161:0.45 162:0.86 164:0.74 166:0.99 167:0.69 172:0.92 173:0.09 176:0.63 177:0.70 179:0.15 181:0.95 182:0.98 187:0.39 190:0.77 192:0.58 201:0.59 202:0.60 204:0.82 206:0.81 208:0.54 212:0.69 215:0.72 216:0.95 222:0.48 227:0.99 229:0.98 230:0.73 231:0.98 233:0.76 235:0.42 241:0.32 242:0.53 243:0.21 244:0.61 245:0.98 246:0.61 247:0.84 248:0.79 253:0.91 255:0.73 256:0.68 259:0.21 260:0.81 265:0.61 266:0.71 267:0.59 268:0.68 271:0.75 276:0.95 285:0.56 287:0.98 290:0.82 297:0.36 300:0.84\n3 1:0.63 9:0.80 11:0.42 12:0.51 17:0.40 21:0.22 27:0.07 28:0.78 29:0.94 30:0.95 31:0.98 34:0.40 36:0.55 37:0.95 39:0.33 41:0.82 43:0.63 66:0.54 69:0.54 71:0.65 74:0.36 79:0.98 81:0.52 83:0.91 91:0.58 96:0.98 98:0.15 104:0.78 108:0.42 114:0.85 120:0.96 123:0.40 126:0.44 127:0.09 129:0.05 131:0.99 135:0.49 137:0.98 140:0.96 144:0.57 146:0.13 147:0.18 149:0.30 150:0.56 151:0.91 153:0.94 154:0.52 155:0.67 157:0.61 159:0.08 161:0.45 162:0.69 164:0.94 166:0.99 167:0.87 172:0.10 173:0.88 175:0.75 176:0.63 177:0.38 179:0.16 181:0.95 182:0.99 187:0.39 192:0.87 201:0.60 202:0.91 208:0.64 215:0.79 216:0.63 222:0.48 227:0.99 229:0.99 231:0.98 232:0.85 235:0.31 241:0.73 243:0.63 244:0.83 246:0.61 248:0.81 253:0.97 255:0.94 256:0.92 257:0.65 259:0.21 260:0.96 265:0.16 267:0.19 268:0.93 271:0.75 277:0.69 284:0.96 285:0.62 287:0.99 290:0.85 297:0.36 300:0.08\n1 1:0.63 6:0.98 8:0.88 9:0.79 11:0.42 12:0.51 17:0.06 20:0.80 21:0.22 27:0.07 28:0.78 29:0.94 30:0.87 31:0.95 34:0.95 36:0.21 37:0.95 39:0.33 41:0.82 43:0.65 66:0.32 69:0.41 70:0.27 71:0.65 74:0.51 78:0.78 79:0.94 81:0.52 83:0.91 91:0.53 96:0.90 98:0.54 100:0.84 104:0.78 108:0.31 111:0.79 114:0.85 120:0.83 122:0.51 123:0.30 124:0.61 126:0.44 127:0.63 129:0.59 131:0.99 133:0.47 135:0.63 137:0.95 140:0.87 144:0.57 146:0.37 147:0.43 149:0.60 150:0.56 151:0.91 152:0.92 153:0.72 154:0.54 155:0.66 157:0.61 159:0.26 161:0.45 162:0.72 163:0.81 164:0.79 166:0.99 167:0.81 169:0.92 172:0.21 173:0.63 175:0.75 176:0.63 177:0.38 178:0.42 179:0.90 181:0.95 182:0.99 186:0.79 187:0.39 189:0.94 192:0.87 201:0.60 202:0.71 208:0.64 212:0.42 215:0.79 216:0.63 222:0.48 227:0.99 229:0.99 231:0.98 232:0.85 235:0.31 238:0.94 241:0.68 242:0.63 243:0.49 244:0.83 245:0.54 246:0.61 247:0.30 248:0.81 253:0.87 255:0.79 256:0.73 257:0.65 259:0.21 260:0.84 261:0.93 265:0.56 266:0.38 267:0.36 268:0.74 271:0.75 276:0.29 277:0.69 284:0.91 285:0.62 287:0.99 290:0.85 297:0.36 300:0.25\n3 1:0.62 6:0.87 7:0.70 8:0.74 9:0.79 11:0.64 12:0.51 17:0.34 18:0.83 20:0.83 21:0.30 27:0.21 28:0.78 29:0.94 30:0.72 31:0.94 34:0.69 36:0.87 37:0.74 39:0.33 43:0.76 45:0.81 66:0.35 69:0.12 70:0.66 71:0.65 74:0.91 76:0.85 78:0.74 79:0.93 81:0.49 83:0.91 86:0.88 91:0.64 96:0.95 97:0.94 98:0.60 100:0.78 101:0.87 104:0.84 106:0.81 108:0.91 111:0.74 114:0.82 117:0.86 120:0.91 122:0.51 123:0.91 124:0.79 126:0.44 127:0.69 129:0.81 131:0.99 133:0.78 135:0.32 137:0.94 139:0.82 140:0.45 144:0.57 146:0.69 147:0.73 149:0.93 150:0.54 151:0.98 152:0.79 153:0.93 154:0.68 155:0.66 157:0.81 158:0.82 159:0.85 161:0.45 162:0.85 164:0.86 166:0.99 167:0.71 169:0.76 172:0.92 173:0.09 176:0.63 177:0.70 179:0.15 181:0.95 182:0.99 186:0.75 187:0.39 189:0.88 190:0.77 191:0.70 192:0.87 196:0.94 201:0.59 202:0.76 204:0.82 206:0.81 208:0.64 212:0.69 215:0.72 216:0.95 222:0.48 227:0.99 229:1.00 230:0.73 231:0.98 232:0.92 233:0.76 235:0.42 238:0.91 241:0.41 242:0.54 243:0.21 244:0.61 245:0.98 246:0.61 247:0.82 248:0.94 253:0.97 255:0.79 256:0.82 259:0.21 260:0.92 261:0.76 265:0.61 266:0.71 267:0.52 268:0.83 271:0.75 276:0.95 279:0.81 283:0.82 284:0.88 285:0.62 287:0.99 290:0.82 297:0.36 300:0.84\n3 1:0.59 6:0.97 8:0.92 9:0.79 11:0.42 12:0.51 17:0.32 20:0.78 21:0.59 22:0.93 27:0.03 28:0.78 29:0.94 30:0.95 31:0.95 32:0.67 34:0.81 36:0.83 37:0.94 39:0.33 41:0.82 43:0.21 47:0.93 48:0.91 60:0.87 66:0.54 69:0.95 71:0.65 74:0.53 77:0.70 78:0.86 79:0.95 81:0.39 83:0.91 91:0.84 96:0.97 98:0.08 100:0.95 104:0.58 108:0.91 111:0.91 114:0.71 120:0.94 123:0.90 126:0.44 127:0.06 129:0.05 131:0.99 135:0.32 137:0.95 139:0.77 140:0.98 144:0.57 145:0.80 146:0.13 147:0.18 149:0.13 150:0.45 151:0.86 152:1.00 153:0.91 154:0.14 155:0.66 157:0.61 158:0.92 159:0.08 161:0.45 162:0.76 164:0.92 166:0.99 167:0.88 169:0.96 172:0.10 173:0.99 175:0.75 176:0.63 177:0.38 178:0.42 179:0.08 181:0.95 182:0.99 186:0.86 187:0.21 189:0.97 191:0.95 192:0.87 195:0.89 196:0.93 201:0.56 202:0.86 208:0.64 215:0.55 216:0.84 219:0.95 220:0.62 222:0.48 227:0.99 229:0.99 231:0.98 232:0.81 235:0.74 238:0.97 241:0.74 243:0.63 244:0.83 246:0.61 248:0.77 253:0.95 255:0.79 256:0.88 257:0.65 259:0.21 260:0.94 261:0.98 262:0.93 265:0.08 267:0.69 268:0.90 271:0.75 277:0.69 279:0.80 281:0.91 282:0.75 283:0.82 284:0.92 285:0.62 287:0.99 290:0.71 292:0.95 297:0.36 300:0.08\n3 1:0.69 6:0.97 8:0.93 9:0.76 12:0.51 17:0.04 20:0.95 21:0.13 27:0.03 28:0.78 29:0.94 32:0.67 34:0.59 36:1.00 37:0.94 39:0.33 71:0.65 74:0.44 77:0.70 78:0.78 81:0.69 83:0.60 91:0.80 96:0.98 100:0.85 104:0.58 111:0.79 114:0.88 120:0.96 126:0.44 131:0.99 135:0.98 140:0.94 144:0.57 145:0.40 150:0.77 151:0.96 152:1.00 153:0.89 155:0.58 157:0.61 158:0.76 161:0.45 162:0.65 164:0.94 166:0.99 167:0.85 169:0.95 175:0.97 176:0.63 178:0.50 181:0.95 182:0.99 186:0.78 187:0.39 189:0.97 190:0.77 191:0.80 192:0.59 195:0.72 201:0.66 202:0.92 208:0.54 215:0.84 216:0.84 220:0.62 222:0.48 227:0.99 229:1.00 231:0.98 232:0.81 235:0.42 238:0.95 241:0.72 244:0.97 246:0.61 248:0.95 253:0.97 255:0.74 256:0.92 257:0.93 259:0.21 260:0.96 261:0.98 267:0.84 268:0.93 271:0.75 277:0.95 279:0.79 282:0.75 283:0.67 285:0.56 287:0.99 290:0.88 297:0.36\n3 1:0.62 6:0.97 8:0.93 9:0.76 11:0.42 12:0.51 17:0.07 20:0.94 21:0.30 27:0.03 28:0.78 29:0.94 30:0.95 32:0.67 34:0.61 36:0.61 37:0.94 39:0.33 43:0.23 66:0.54 69:0.94 71:0.65 74:0.39 77:0.89 78:0.84 81:0.49 83:0.60 91:0.86 96:0.97 98:0.08 100:0.95 104:0.58 108:0.88 111:0.89 114:0.82 120:0.95 123:0.88 126:0.44 127:0.06 129:0.05 131:0.99 135:0.61 140:0.87 144:0.57 145:0.70 146:0.13 147:0.18 149:0.15 150:0.54 151:0.97 152:1.00 153:0.92 154:0.16 155:0.58 157:0.61 159:0.08 161:0.45 162:0.77 164:0.94 166:0.99 167:0.87 169:0.95 172:0.10 173:0.99 175:0.75 176:0.63 177:0.38 178:0.42 179:0.08 181:0.95 182:0.99 186:0.85 187:0.39 189:0.98 190:0.77 191:0.89 192:0.58 195:0.84 201:0.59 202:0.89 208:0.54 215:0.72 216:0.84 222:0.48 227:0.99 229:1.00 231:0.98 232:0.81 235:0.42 238:0.97 241:0.73 243:0.63 244:0.83 246:0.61 248:0.94 253:0.96 255:0.74 256:0.92 257:0.65 259:0.21 260:0.95 261:0.98 265:0.08 267:0.89 268:0.92 271:0.75 277:0.69 282:0.75 285:0.56 287:0.99 290:0.82 297:0.36 300:0.08\n2 1:0.74 11:0.91 12:0.37 17:0.49 18:0.89 21:0.47 22:0.93 26:0.99 27:0.56 29:0.86 30:0.33 32:0.80 34:0.55 36:0.19 37:0.60 39:0.75 43:0.65 44:0.93 45:0.95 46:0.99 47:0.93 58:0.93 64:0.77 66:0.67 69:0.57 70:0.86 71:0.62 74:0.90 77:0.70 81:0.54 83:0.91 86:0.93 91:0.11 97:0.89 98:0.84 101:0.52 104:0.91 106:0.81 107:0.99 108:0.44 110:0.99 114:0.60 117:0.86 122:0.75 123:0.42 124:0.47 125:0.88 126:0.54 127:0.58 129:0.59 133:0.46 135:0.89 139:0.93 141:0.91 144:0.85 145:0.69 146:0.92 147:0.94 149:0.85 150:0.74 154:0.77 155:0.67 158:0.79 159:0.64 160:0.88 165:0.93 172:0.90 173:0.48 176:0.73 177:0.70 178:0.55 179:0.24 187:0.21 192:0.87 195:0.79 199:0.98 201:0.93 206:0.81 208:0.64 212:0.82 215:0.41 216:0.76 222:0.76 223:0.99 224:0.93 232:0.94 234:0.91 235:0.68 241:0.10 242:0.36 243:0.71 245:0.95 247:0.88 253:0.49 254:0.74 259:0.21 262:0.93 265:0.84 266:0.38 267:0.28 271:0.16 274:0.91 276:0.87 279:0.82 282:0.88 283:0.82 289:0.98 290:0.60 297:0.36 299:0.88 300:0.70\n1 1:0.69 11:0.91 12:0.37 17:0.15 18:0.94 21:0.40 22:0.93 26:0.99 27:0.56 29:0.86 30:0.19 34:0.88 36:0.25 37:0.60 39:0.75 43:0.56 44:0.90 45:0.85 46:0.96 47:0.93 55:0.52 58:0.93 64:0.77 66:0.54 69:0.83 70:0.81 71:0.62 74:0.64 77:0.89 81:0.39 86:0.96 91:0.10 98:0.78 101:0.52 107:0.98 108:0.68 110:0.98 114:0.58 117:0.86 122:0.77 123:0.66 124:0.65 125:0.88 126:0.44 127:0.54 129:0.05 133:0.60 135:0.42 139:0.95 141:0.91 144:0.85 145:0.65 146:0.92 147:0.55 149:0.39 150:0.51 154:0.61 155:0.58 158:0.72 159:0.68 160:0.88 172:0.87 173:0.77 176:0.55 177:0.38 178:0.55 179:0.23 187:0.95 192:0.51 195:0.84 199:0.99 201:0.68 208:0.54 212:0.71 216:0.76 222:0.76 223:0.99 224:0.93 232:0.98 234:0.91 235:0.52 241:0.46 242:0.21 243:0.28 245:0.93 247:0.88 253:0.44 254:0.84 257:0.65 259:0.21 262:0.93 265:0.78 266:0.80 267:0.36 271:0.16 274:0.91 276:0.87 282:0.71 289:0.96 290:0.58 300:0.84\n2 1:0.74 7:0.72 11:0.91 12:0.37 17:0.53 18:0.68 21:0.40 26:0.99 27:0.49 29:0.86 30:0.41 32:0.80 34:0.67 36:0.25 37:0.65 39:0.75 43:0.60 44:0.93 45:0.81 46:0.96 48:0.91 58:0.93 64:0.77 66:0.86 69:0.72 70:0.36 71:0.62 74:0.68 77:0.70 81:0.57 83:0.60 86:0.74 91:0.40 98:0.66 99:0.83 101:0.52 107:0.97 108:0.55 110:0.98 114:0.62 122:0.75 123:0.53 125:0.88 126:0.54 127:0.19 129:0.05 135:0.95 139:0.82 141:0.91 144:0.85 145:0.52 146:0.75 147:0.79 149:0.53 150:0.72 154:0.67 155:0.67 159:0.31 160:0.88 165:0.70 172:0.59 173:0.71 176:0.73 177:0.70 178:0.55 179:0.44 187:0.39 192:0.87 195:0.74 199:0.95 201:0.93 204:0.85 208:0.64 212:0.42 215:0.42 216:0.61 222:0.76 223:0.99 224:0.93 230:0.74 233:0.73 234:0.91 235:0.60 241:0.62 242:0.33 243:0.86 247:0.67 253:0.48 254:0.92 259:0.21 265:0.67 266:0.38 267:0.44 271:0.16 274:0.91 276:0.48 281:0.91 282:0.88 289:0.98 290:0.62 297:0.36 300:0.25\n4 1:0.74 8:0.74 9:0.80 11:0.91 12:0.37 17:0.90 18:0.86 21:0.30 26:0.99 27:0.72 29:0.86 30:0.21 31:0.87 32:0.78 34:0.67 36:0.63 37:0.92 39:0.75 43:0.67 44:0.93 45:0.83 46:1.00 48:0.91 58:0.98 64:0.77 66:0.90 69:0.15 70:0.62 71:0.62 74:0.78 76:1.00 77:0.96 79:0.87 81:0.63 83:0.60 86:0.94 91:0.86 96:0.82 98:0.95 99:0.83 101:0.52 104:0.58 107:0.98 108:0.12 110:0.98 114:0.65 120:0.71 122:0.57 123:0.12 125:0.99 126:0.54 127:0.64 129:0.05 135:0.39 137:0.87 139:0.94 140:0.45 141:0.99 144:0.85 145:0.86 146:0.61 147:0.67 149:0.33 150:0.76 151:0.53 153:0.48 154:0.87 155:0.67 159:0.23 160:0.97 162:0.78 164:0.68 165:0.70 172:0.71 173:0.47 176:0.73 177:0.70 179:0.61 190:0.77 192:0.87 195:0.56 196:0.91 199:0.96 201:0.93 202:0.59 204:0.85 208:0.64 212:0.89 215:0.44 216:0.03 220:0.87 222:0.76 223:0.99 224:0.98 232:0.77 234:0.98 235:0.52 241:0.88 242:0.27 243:0.90 247:0.76 248:0.52 253:0.81 254:0.88 255:0.95 256:0.58 259:0.21 260:0.68 265:0.95 266:0.27 267:0.36 268:0.64 271:0.16 274:0.97 276:0.60 281:0.89 282:0.86 284:0.91 285:0.62 289:0.98 290:0.65 297:0.36 300:0.43\n1 1:0.74 7:0.72 11:0.91 12:0.37 17:0.55 18:0.63 21:0.30 26:0.99 27:0.31 29:0.86 30:0.33 32:0.79 34:0.97 36:0.32 37:0.55 39:0.75 43:0.62 44:0.93 45:0.73 46:0.95 58:0.93 64:0.77 66:0.20 69:0.75 70:0.49 71:0.62 74:0.68 76:0.94 77:0.70 81:0.65 83:0.91 86:0.73 91:0.10 97:0.89 98:0.35 101:0.52 104:0.95 106:0.81 107:0.95 108:0.58 110:0.96 114:0.65 117:0.86 122:0.51 123:0.66 124:0.56 125:0.88 126:0.54 127:0.18 129:0.05 133:0.37 135:0.86 139:0.80 141:0.91 144:0.85 145:0.67 146:0.25 147:0.31 149:0.32 150:0.79 154:0.68 155:0.67 158:0.79 159:0.24 160:0.88 165:0.93 172:0.27 173:0.80 176:0.73 177:0.70 178:0.55 179:0.60 187:0.39 192:0.87 195:0.69 199:0.95 201:0.93 204:0.85 206:0.81 208:0.64 212:0.42 215:0.44 216:0.85 222:0.76 223:0.99 224:0.93 230:0.75 232:0.96 233:0.76 234:0.91 235:0.52 241:0.30 242:0.19 243:0.58 245:0.53 247:0.55 253:0.50 254:0.92 259:0.21 265:0.21 266:0.38 267:0.28 271:0.16 274:0.91 276:0.30 277:0.87 279:0.82 282:0.87 283:0.82 289:0.98 290:0.65 297:0.36 300:0.33\n2 1:0.74 7:0.72 9:0.80 11:0.93 12:0.37 17:0.72 18:0.98 21:0.54 26:0.99 27:0.53 29:0.86 30:0.87 31:0.86 34:0.88 36:0.31 37:0.85 39:0.75 43:0.66 44:0.90 45:0.94 46:0.94 48:0.99 55:0.59 58:0.98 64:0.77 66:0.69 69:0.57 70:0.37 71:0.62 74:0.64 76:0.99 77:1.00 79:0.86 81:0.52 83:0.60 85:0.80 86:0.99 91:0.15 96:0.68 98:0.76 99:0.83 101:0.97 107:0.97 108:0.79 110:0.97 114:0.59 120:0.55 122:0.85 123:0.78 124:0.49 125:0.97 126:0.54 127:0.59 129:0.59 133:0.61 135:0.88 137:0.86 139:0.98 140:0.45 141:0.99 144:0.85 145:0.97 146:0.51 147:0.57 149:0.85 150:0.70 151:0.50 153:0.48 154:0.70 155:0.67 159:0.71 160:0.96 162:0.86 164:0.57 165:0.70 172:0.95 173:0.43 176:0.73 177:0.70 179:0.16 187:0.68 192:0.87 195:0.86 196:0.90 199:1.00 201:0.93 202:0.36 204:0.89 208:0.64 212:0.93 215:0.39 216:0.41 220:0.91 222:0.76 223:0.99 224:0.98 230:0.75 232:0.79 233:0.76 234:0.98 235:0.88 241:0.18 242:0.30 243:0.16 245:0.96 247:0.84 248:0.49 253:0.45 255:0.95 256:0.45 259:0.21 260:0.55 265:0.76 266:0.38 267:0.87 268:0.46 271:0.16 274:0.97 276:0.93 281:0.88 282:0.71 284:0.89 285:0.62 289:0.98 290:0.59 297:0.36 300:0.70\n1 1:0.74 11:0.91 12:0.37 17:0.49 18:0.90 21:0.47 22:0.93 26:0.99 27:0.56 29:0.86 30:0.17 32:0.80 34:0.61 36:0.18 37:0.60 39:0.75 43:0.65 44:0.93 45:0.90 46:0.98 47:0.93 55:0.45 58:0.93 64:0.77 66:0.48 69:0.67 70:0.90 71:0.62 74:0.83 77:0.70 81:0.54 83:0.91 86:0.93 91:0.07 97:0.89 98:0.75 101:0.52 104:0.91 106:0.81 107:0.99 108:0.51 110:0.99 114:0.60 117:0.86 122:0.86 123:0.49 124:0.58 125:0.88 126:0.54 127:0.42 129:0.59 133:0.46 135:0.86 139:0.93 141:0.91 144:0.85 145:0.69 146:0.84 147:0.87 149:0.66 150:0.74 154:0.70 155:0.67 158:0.79 159:0.53 160:0.88 165:0.93 172:0.79 173:0.64 176:0.73 177:0.70 178:0.55 179:0.27 187:0.39 192:0.87 195:0.74 199:0.98 201:0.93 206:0.81 208:0.64 212:0.80 215:0.41 216:0.76 222:0.76 223:0.99 224:0.93 232:0.94 234:0.91 235:0.68 241:0.01 242:0.21 243:0.59 245:0.94 247:0.88 253:0.48 254:0.74 259:0.21 262:0.93 265:0.76 266:0.38 267:0.28 271:0.16 274:0.91 276:0.81 279:0.82 282:0.88 283:0.82 289:0.98 290:0.60 297:0.36 299:0.88 300:0.70\n1 1:0.74 11:0.91 12:0.37 17:0.55 18:0.92 21:0.47 22:0.93 26:0.99 27:0.56 29:0.86 30:0.43 32:0.80 34:0.93 36:0.17 37:0.60 39:0.75 43:0.67 44:0.93 45:0.83 46:0.97 47:0.93 55:0.45 58:0.93 64:0.77 66:0.95 69:0.64 70:0.81 71:0.62 74:0.76 77:0.70 81:0.54 83:0.91 86:0.94 91:0.08 97:0.89 98:0.86 101:0.52 104:0.91 106:0.81 107:0.98 108:0.49 110:0.98 114:0.60 117:0.86 122:0.77 123:0.47 125:0.88 126:0.54 127:0.38 129:0.05 135:0.60 139:0.94 141:0.91 144:0.85 145:0.69 146:0.88 147:0.90 149:0.55 150:0.74 154:0.71 155:0.67 158:0.79 159:0.46 160:0.88 165:0.93 172:0.88 173:0.64 176:0.73 177:0.70 178:0.55 179:0.28 187:0.39 192:0.87 195:0.70 199:0.98 201:0.93 206:0.81 208:0.64 212:0.77 215:0.41 216:0.76 222:0.76 223:0.99 224:0.93 232:0.94 234:0.91 235:0.68 242:0.27 243:0.96 247:0.90 253:0.47 254:0.74 259:0.21 262:0.93 265:0.86 266:0.38 267:0.28 271:0.16 274:0.91 276:0.79 279:0.82 282:0.88 283:0.82 289:0.98 290:0.60 297:0.36 299:0.88 300:0.70\n1 1:0.74 7:0.72 11:0.91 12:0.37 17:0.61 18:0.67 21:0.22 22:0.93 26:0.99 27:0.67 29:0.86 30:0.53 32:0.80 34:0.75 36:0.25 37:0.44 39:0.75 43:0.61 44:0.93 45:0.90 46:0.98 47:0.93 48:0.91 58:0.93 64:0.77 66:0.93 69:0.73 70:0.59 71:0.62 74:0.77 77:0.96 81:0.72 83:0.91 86:0.77 91:0.27 98:0.81 101:0.52 104:0.99 106:0.81 107:0.99 108:0.56 110:0.99 114:0.71 117:0.86 122:0.75 123:0.54 125:0.88 126:0.54 127:0.30 129:0.05 135:0.96 139:0.83 141:0.91 144:0.85 145:0.76 146:0.87 147:0.89 149:0.73 150:0.83 154:0.64 155:0.67 159:0.44 160:0.88 165:0.93 172:0.80 173:0.72 176:0.73 177:0.70 178:0.55 179:0.34 187:0.95 192:0.87 195:0.74 199:0.96 201:0.93 202:0.36 204:0.85 206:0.81 208:0.64 212:0.69 215:0.51 216:0.56 222:0.76 223:0.99 224:0.93 230:0.75 232:0.99 233:0.76 234:0.91 235:0.42 241:0.18 242:0.45 243:0.93 247:0.67 253:0.53 254:0.90 259:0.21 262:0.93 265:0.81 266:0.47 267:0.36 271:0.16 274:0.91 276:0.69 281:0.91 282:0.88 289:0.98 290:0.71 297:0.36 300:0.43\n2 6:0.93 7:0.66 8:0.75 12:0.20 17:0.72 18:0.99 20:0.81 27:0.34 28:0.56 29:0.71 30:0.17 31:0.96 32:0.69 34:0.49 36:0.51 37:0.71 39:0.30 43:0.72 44:0.90 48:0.91 55:0.52 64:0.77 66:0.97 69:0.07 70:0.81 71:0.75 74:0.50 78:0.96 79:0.97 81:0.74 86:0.99 91:0.44 98:0.96 100:0.91 106:0.81 108:0.06 111:0.94 120:0.85 123:0.06 126:0.44 127:0.72 129:0.05 135:0.32 137:0.96 139:0.99 140:0.45 145:0.40 146:0.90 147:0.92 149:0.82 150:0.52 151:0.85 152:0.98 153:0.77 154:0.64 159:0.49 161:0.76 162:0.86 164:0.70 167:0.56 169:0.97 172:0.93 173:0.16 177:0.70 179:0.26 181:0.76 186:0.95 187:0.39 189:0.92 190:0.77 191:0.70 192:0.51 195:0.66 196:0.98 201:0.68 202:0.60 206:0.81 212:0.90 215:0.96 216:0.55 219:0.92 222:0.35 230:0.69 233:0.76 235:0.05 238:0.88 241:0.07 242:0.30 243:0.97 247:0.84 248:0.85 253:0.35 254:0.74 255:0.74 256:0.68 259:0.21 260:0.81 261:0.97 265:0.96 266:0.27 267:0.36 268:0.69 276:0.86 281:0.91 283:0.82 284:0.92 285:0.56 292:0.95 297:0.36 300:0.70\n2 1:0.74 7:0.81 9:0.76 11:0.83 12:0.20 17:0.91 18:0.99 22:0.93 27:0.19 28:0.56 29:0.71 30:0.33 31:0.95 32:0.80 34:0.87 36:0.34 37:0.93 39:0.30 43:0.79 44:0.93 45:0.81 47:0.93 48:0.98 55:0.45 64:0.77 66:0.83 69:0.73 70:0.64 71:0.75 74:0.91 76:0.85 77:0.96 79:0.96 81:0.89 83:0.91 85:0.80 86:0.99 91:0.56 96:0.87 97:0.94 98:0.90 101:0.97 106:0.81 108:0.56 114:0.98 117:0.86 121:0.90 122:0.86 123:0.54 124:0.39 126:0.54 127:0.74 129:0.05 133:0.43 135:0.88 137:0.95 139:0.99 140:0.45 145:0.76 146:0.93 147:0.39 149:0.84 150:0.94 151:0.81 153:0.48 154:0.72 155:0.67 158:0.79 159:0.63 161:0.76 162:0.86 165:0.93 167:0.53 172:0.95 173:0.69 176:0.73 177:0.38 179:0.19 181:0.76 187:0.21 190:0.77 192:0.87 195:0.79 196:0.98 201:0.93 202:0.50 204:0.89 206:0.81 208:0.64 212:0.93 215:0.96 216:0.61 219:0.92 222:0.35 230:0.87 232:0.84 233:0.76 235:0.12 241:0.01 242:0.70 243:0.15 245:0.94 247:0.91 248:0.82 253:0.89 255:0.74 256:0.58 257:0.65 259:0.21 262:0.93 265:0.90 266:0.27 267:0.85 268:0.59 276:0.91 279:0.82 281:0.91 282:0.88 284:0.91 285:0.56 290:0.98 292:0.95 297:0.36 299:0.88 300:0.55\n2 6:0.82 7:0.72 8:0.70 12:0.20 17:0.90 18:0.99 20:0.92 22:0.93 27:0.19 28:0.56 29:0.71 30:0.68 31:0.98 32:0.69 34:0.78 36:0.29 37:0.93 39:0.30 43:0.72 44:0.90 47:0.93 48:0.91 55:0.45 64:0.77 66:0.77 69:0.75 70:0.52 71:0.75 74:0.39 78:0.96 79:0.99 81:0.74 86:0.99 91:0.68 98:0.82 100:0.93 106:0.81 108:0.58 111:0.94 120:0.91 122:0.86 123:0.56 124:0.41 126:0.44 127:0.74 129:0.05 133:0.43 135:0.95 137:0.98 139:0.99 140:0.45 145:0.40 146:0.76 147:0.39 149:0.72 150:0.52 151:0.91 152:0.88 153:0.84 154:0.61 159:0.43 161:0.76 162:0.86 164:0.79 167:0.61 169:0.90 172:0.91 173:0.84 177:0.38 179:0.28 181:0.76 186:0.96 187:0.21 189:0.84 190:0.77 192:0.51 195:0.62 196:0.99 201:0.68 202:0.70 206:0.81 212:0.94 215:0.96 216:0.61 219:0.92 222:0.35 230:0.75 233:0.76 235:0.05 238:0.86 241:0.30 242:0.75 243:0.20 245:0.91 247:0.76 248:0.93 253:0.31 254:0.88 255:0.74 256:0.80 257:0.65 259:0.21 260:0.89 261:0.92 262:0.93 265:0.82 266:0.27 267:0.59 268:0.79 276:0.85 281:0.91 283:0.82 284:0.96 285:0.56 292:0.95 297:0.36 300:0.55\n1 6:0.80 7:0.72 8:0.74 12:0.20 17:0.75 18:0.99 20:0.85 22:0.93 27:0.29 28:0.56 29:0.71 30:0.66 31:0.94 32:0.69 34:0.49 36:0.22 37:0.70 39:0.30 43:0.72 44:0.90 47:0.93 48:0.98 55:0.52 64:0.77 66:0.72 69:0.05 70:0.62 71:0.75 78:0.92 79:0.95 81:0.74 86:0.98 91:0.33 98:0.80 100:0.83 106:0.81 108:0.05 111:0.90 120:0.77 122:0.86 123:0.05 124:0.43 126:0.44 127:0.91 129:0.59 133:0.47 135:0.89 137:0.94 139:0.98 140:0.80 145:0.70 146:0.77 147:0.81 149:0.81 150:0.52 151:0.80 152:0.81 153:0.48 154:0.62 159:0.49 161:0.76 162:0.78 164:0.65 167:0.67 169:0.80 172:0.87 173:0.16 175:0.75 177:0.38 179:0.35 181:0.76 186:0.92 187:0.68 189:0.82 190:0.77 191:0.70 192:0.51 195:0.65 196:0.98 201:0.68 202:0.59 206:0.81 212:0.88 215:0.96 216:0.42 219:0.92 220:0.74 222:0.35 230:0.75 233:0.76 235:0.05 238:0.82 241:0.49 242:0.73 243:0.75 244:0.61 245:0.90 247:0.67 248:0.80 253:0.20 255:0.74 256:0.64 257:0.65 259:0.21 260:0.74 261:0.86 262:0.93 265:0.80 266:0.47 267:0.36 268:0.64 276:0.81 277:0.69 281:0.91 283:0.82 284:0.90 285:0.56 292:0.95 297:0.36 300:0.70\n0 1:0.69 7:0.72 9:0.76 11:0.64 12:0.20 17:0.45 21:0.47 27:0.18 28:0.56 29:0.71 30:0.11 32:0.79 34:0.76 36:0.34 37:0.85 39:0.30 43:0.62 44:0.93 45:0.66 48:0.91 55:0.59 66:0.54 69:0.69 70:0.95 71:0.75 74:0.66 76:0.85 77:0.89 81:0.37 83:0.60 91:0.35 96:0.88 97:0.98 98:0.45 99:0.83 101:0.52 106:0.81 108:0.84 114:0.59 117:0.86 120:0.81 122:0.51 123:0.83 124:0.50 126:0.44 127:0.46 129:0.59 133:0.47 135:0.87 138:0.95 139:0.77 140:0.45 145:0.74 146:0.35 147:0.42 149:0.32 150:0.53 151:0.91 153:0.84 154:0.51 155:0.58 158:0.79 159:0.61 161:0.76 162:0.86 163:0.81 164:0.73 165:0.70 167:0.68 172:0.41 173:0.62 175:0.75 176:0.66 177:0.38 179:0.79 181:0.76 187:0.87 190:0.77 192:0.59 195:0.82 201:0.68 202:0.67 204:0.85 206:0.81 208:0.54 212:0.28 215:0.41 216:0.82 222:0.35 230:0.75 232:0.98 233:0.76 235:0.60 241:0.52 242:0.29 243:0.34 244:0.61 245:0.59 247:0.60 248:0.92 253:0.82 255:0.74 256:0.73 257:0.65 259:0.21 260:0.74 265:0.46 266:0.54 267:0.99 268:0.75 276:0.31 277:0.69 279:0.82 281:0.91 282:0.87 283:0.82 285:0.56 286:0.99 290:0.59 297:0.36 298:0.99 300:0.70\n2 7:0.72 8:0.83 11:0.64 12:0.20 17:0.98 18:1.00 20:0.83 22:0.93 27:0.29 28:0.56 29:0.71 30:0.73 31:0.97 32:0.69 34:0.23 36:0.41 37:0.88 39:0.30 43:0.72 44:0.90 45:0.77 47:0.93 48:0.91 55:0.52 64:0.77 66:0.99 69:0.05 70:0.33 71:0.75 74:0.52 78:0.91 79:0.97 81:0.74 86:1.00 91:0.49 98:0.96 100:0.73 101:0.52 106:0.81 108:0.05 111:0.88 120:0.86 122:0.86 123:0.05 126:0.44 127:0.69 129:0.05 135:0.42 137:0.97 139:1.00 140:0.45 145:0.38 146:0.90 147:0.92 149:0.84 150:0.52 151:0.84 152:0.79 153:0.72 154:0.59 159:0.49 161:0.76 162:0.86 164:0.71 167:0.57 169:0.72 172:0.97 173:0.14 177:0.70 179:0.17 181:0.76 186:0.91 187:0.39 190:0.77 191:0.82 192:0.51 195:0.67 196:0.99 201:0.68 202:0.61 206:0.81 212:0.94 215:0.96 216:0.61 219:0.92 222:0.35 230:0.75 233:0.76 235:0.05 241:0.12 242:0.75 243:0.99 247:0.79 248:0.89 253:0.36 254:0.99 255:0.74 256:0.68 259:0.21 260:0.83 261:0.84 262:0.93 265:0.96 266:0.27 267:0.28 268:0.70 276:0.93 281:0.91 283:0.82 284:0.94 285:0.56 292:0.95 297:0.36 300:0.55\n2 6:0.92 8:0.91 9:0.76 11:0.64 12:0.20 17:0.20 20:0.79 21:0.13 27:0.02 28:0.56 29:0.71 30:0.85 34:0.30 36:0.32 37:0.92 39:0.30 43:0.25 45:0.77 55:0.71 66:0.63 69:0.93 70:0.39 71:0.75 74:0.65 76:0.85 77:0.70 78:0.92 81:0.51 83:0.60 91:0.76 96:0.96 98:0.55 100:0.91 101:0.52 108:0.86 111:0.90 114:0.72 120:0.79 122:0.77 123:0.85 124:0.51 126:0.26 127:0.51 129:0.05 133:0.62 135:0.76 140:0.97 145:0.38 146:0.80 147:0.05 149:0.41 150:0.39 151:0.81 152:0.93 153:0.87 154:0.18 155:0.58 158:0.74 159:0.70 161:0.76 162:0.60 164:0.72 167:0.82 169:0.91 172:0.70 173:0.93 175:0.75 176:0.61 177:0.05 179:0.50 181:0.76 186:0.92 187:0.39 190:0.77 191:0.82 192:0.59 195:0.86 202:0.86 208:0.54 212:0.72 216:0.99 222:0.35 235:0.12 241:0.74 242:0.61 243:0.09 244:0.61 245:0.72 247:0.60 248:0.82 253:0.92 255:0.74 256:0.87 257:0.84 259:0.21 260:0.76 261:0.93 265:0.57 266:0.80 267:0.52 268:0.87 276:0.62 277:0.69 282:0.73 285:0.56 290:0.72 300:0.43\n2 1:0.74 6:0.92 7:0.66 8:0.74 9:0.76 11:0.92 12:0.20 17:0.61 18:0.99 20:0.83 21:0.13 22:0.93 27:0.26 28:0.56 29:0.71 30:0.60 31:0.93 32:0.80 37:0.86 39:0.30 43:0.97 44:0.93 45:0.81 47:0.93 48:0.97 55:0.45 64:0.77 66:0.36 69:0.10 70:0.64 71:0.75 74:0.90 76:0.85 77:0.70 78:0.99 79:0.93 81:0.77 83:0.91 85:0.80 86:0.99 91:0.38 96:0.80 97:0.89 98:0.79 100:0.98 101:0.97 106:0.81 108:0.78 111:0.98 114:0.79 117:0.86 122:0.86 123:0.76 124:0.61 126:0.54 127:0.86 129:0.59 133:0.46 137:0.93 139:0.99 140:0.45 145:0.69 146:0.77 147:0.81 149:0.84 150:0.85 151:0.81 152:0.87 153:0.48 154:0.97 155:0.67 158:0.79 159:0.70 161:0.76 162:0.86 165:0.93 167:0.59 169:0.94 172:0.88 173:0.13 176:0.73 177:0.70 179:0.20 181:0.76 186:0.98 187:0.87 189:0.92 190:0.77 192:0.87 195:0.83 196:0.97 201:0.93 202:0.36 206:0.81 208:0.64 212:0.91 215:0.61 216:0.57 219:0.92 222:0.35 230:0.69 232:0.95 233:0.76 235:0.31 238:0.94 241:0.18 242:0.61 243:0.51 245:0.98 247:0.91 248:0.73 253:0.84 255:0.74 256:0.45 261:0.93 262:0.93 265:0.79 266:0.54 268:0.46 276:0.91 279:0.82 281:0.91 282:0.88 284:0.87 285:0.56 290:0.79 292:0.95 297:0.36 299:0.88 300:0.84\n2 7:0.72 11:0.64 12:0.20 17:0.75 18:1.00 22:0.93 27:0.31 28:0.56 29:0.71 30:0.76 31:0.93 32:0.77 34:0.66 36:0.23 37:0.81 39:0.30 43:0.72 44:0.93 45:0.66 47:0.93 48:0.97 55:0.52 64:0.77 66:0.92 69:0.67 70:0.41 71:0.75 74:0.55 77:0.70 79:0.94 81:0.74 86:1.00 91:0.69 98:0.90 101:0.52 106:0.81 108:0.51 120:0.72 122:0.86 123:0.49 124:0.36 126:0.44 127:0.69 129:0.05 133:0.43 135:0.89 137:0.93 139:1.00 140:0.45 145:0.61 146:0.91 147:0.25 149:0.83 150:0.52 151:0.83 153:0.69 154:0.54 159:0.57 161:0.76 162:0.86 164:0.55 167:0.56 172:0.97 173:0.66 177:0.38 179:0.16 181:0.76 187:0.68 190:0.77 192:0.51 195:0.74 196:0.97 201:0.68 202:0.46 206:0.81 212:0.94 215:0.96 216:0.59 219:0.92 222:0.35 230:0.75 233:0.76 235:0.05 241:0.07 242:0.73 243:0.08 245:0.90 247:0.86 248:0.75 253:0.37 254:0.80 255:0.74 256:0.45 257:0.65 259:0.21 260:0.69 262:0.93 265:0.90 266:0.27 267:0.36 268:0.55 276:0.94 281:0.91 282:0.85 283:0.82 284:0.87 285:0.56 292:0.95 297:0.36 300:0.55\n2 1:0.74 11:0.64 12:0.20 17:0.96 18:0.96 21:0.64 22:0.93 27:0.70 28:0.56 29:0.71 30:0.55 34:0.80 36:0.27 37:0.49 39:0.30 43:0.41 45:0.77 47:0.93 55:0.52 60:0.97 64:0.77 66:0.97 69:0.36 70:0.62 71:0.75 74:0.86 81:0.39 83:0.91 86:0.97 91:0.53 97:0.94 98:0.87 101:0.52 106:0.81 108:0.28 114:0.55 117:0.86 122:0.77 123:0.27 126:0.54 127:0.39 129:0.05 135:0.88 139:0.97 146:0.93 147:0.95 149:0.43 150:0.62 154:0.62 155:0.67 158:0.92 159:0.58 161:0.76 167:0.52 172:0.92 173:0.27 176:0.66 177:0.70 178:0.55 179:0.23 181:0.76 187:0.39 192:0.87 201:0.93 206:0.81 208:0.64 212:0.89 215:0.37 216:0.13 219:0.95 222:0.35 232:0.93 235:0.84 241:0.01 242:0.41 243:0.97 247:0.93 253:0.46 254:0.84 259:0.21 262:0.93 265:0.87 266:0.27 267:0.28 276:0.85 279:0.86 283:0.82 290:0.55 292:0.95 297:0.36 300:0.70\n2 6:0.93 7:0.66 8:0.86 11:0.64 12:0.20 17:0.53 18:0.99 20:0.98 21:0.59 27:0.34 28:0.56 29:0.71 30:0.38 31:0.90 32:0.80 34:0.85 36:0.36 37:0.71 39:0.30 43:0.69 44:0.93 45:0.73 48:0.91 55:0.59 64:0.77 66:0.67 69:0.25 70:0.74 71:0.75 74:0.96 76:0.85 77:0.70 78:0.98 79:0.91 81:0.36 86:1.00 91:0.40 96:0.67 98:0.86 100:0.99 101:0.52 106:0.81 108:0.58 111:0.98 114:0.58 120:0.53 122:0.67 123:0.55 124:0.52 126:0.54 127:0.89 129:0.81 133:0.67 135:0.47 137:0.90 139:1.00 140:0.45 145:0.61 146:0.32 147:0.38 149:0.68 150:0.46 151:0.47 152:0.97 153:0.48 154:0.84 158:0.85 159:0.80 161:0.76 162:0.86 164:0.57 167:0.59 169:0.97 172:0.97 173:0.15 176:0.73 177:0.70 179:0.14 181:0.76 186:0.97 187:0.68 189:0.95 190:0.89 191:0.73 192:0.51 195:0.91 196:0.95 201:0.68 202:0.50 206:0.81 208:0.64 212:0.92 215:0.39 216:0.55 219:0.95 220:0.97 222:0.35 230:0.69 233:0.76 235:0.80 238:0.96 241:0.18 242:0.18 243:0.17 245:0.98 247:0.93 248:0.46 253:0.49 254:0.84 255:0.74 256:0.58 259:0.21 260:0.53 261:0.97 265:0.86 266:0.54 267:0.19 268:0.59 276:0.96 281:0.91 282:0.88 283:0.66 284:0.91 285:0.62 290:0.58 292:0.87 297:0.36 300:0.84\n2 6:0.92 7:0.66 8:0.81 11:0.64 12:0.20 17:0.86 18:0.99 20:0.89 21:0.13 22:0.93 27:0.26 28:0.56 29:0.71 30:0.62 31:0.96 32:0.69 34:0.29 36:0.35 37:0.86 39:0.30 43:0.72 44:0.90 45:0.66 47:0.93 48:0.97 55:0.45 64:0.77 66:0.97 69:0.08 70:0.45 71:0.75 74:0.47 78:0.94 79:0.97 81:0.56 86:0.99 91:0.62 98:0.94 100:0.94 101:0.52 106:0.81 108:0.07 111:0.93 120:0.83 122:0.86 123:0.07 126:0.44 127:0.62 129:0.05 135:0.65 137:0.96 139:0.99 140:0.45 145:0.45 146:0.78 147:0.82 149:0.88 150:0.40 151:0.85 152:0.87 153:0.77 154:0.68 159:0.34 161:0.76 162:0.86 164:0.71 167:0.59 169:0.94 172:0.92 173:0.26 177:0.70 179:0.27 181:0.76 186:0.93 187:0.68 189:0.94 190:0.77 192:0.51 195:0.61 196:0.99 201:0.68 202:0.60 206:0.81 212:0.92 215:0.61 216:0.57 219:0.92 222:0.35 230:0.69 233:0.76 235:0.22 238:0.89 241:0.18 242:0.50 243:0.97 247:0.79 248:0.86 253:0.34 254:0.84 255:0.74 256:0.68 260:0.80 261:0.93 262:0.93 265:0.94 266:0.27 267:0.59 268:0.68 276:0.84 281:0.91 283:0.82 284:0.94 285:0.56 292:0.95 297:0.36 300:0.55\n3 6:0.81 8:0.64 9:0.76 12:0.20 17:0.45 18:0.85 20:0.95 21:0.30 25:0.88 27:0.59 28:0.56 29:0.71 30:0.62 34:0.17 36:0.30 39:0.30 43:0.18 55:0.71 66:0.87 69:0.23 70:0.47 71:0.75 74:0.44 78:0.93 81:0.27 83:0.60 86:0.81 91:0.65 96:0.95 98:0.98 100:0.93 108:0.18 111:0.92 120:0.94 123:0.18 126:0.26 127:0.85 129:0.05 135:0.65 139:0.78 140:0.99 146:0.89 147:0.91 149:0.25 150:0.26 151:0.81 152:0.93 153:0.86 154:0.56 155:0.58 159:0.48 161:0.76 162:0.50 164:0.92 167:0.91 169:0.90 172:0.63 173:0.31 177:0.70 178:0.50 179:0.74 181:0.76 186:0.93 189:0.83 190:0.77 191:0.77 192:0.59 202:0.97 208:0.54 212:0.27 215:0.44 216:0.12 220:0.74 222:0.35 235:0.31 238:0.88 241:0.82 242:0.16 243:0.88 244:0.61 247:0.79 248:0.74 253:0.89 254:0.80 255:0.74 256:0.95 259:0.21 260:0.91 261:0.92 265:0.98 266:0.63 267:0.97 268:0.95 276:0.53 285:0.56 297:0.36 300:0.43\n2 1:0.74 12:0.20 17:0.26 18:0.88 21:0.54 27:0.45 28:0.56 29:0.71 30:0.45 34:0.89 36:0.21 37:0.50 39:0.30 43:0.14 48:0.91 55:0.71 64:0.77 66:0.46 69:0.62 70:0.51 71:0.75 74:0.69 81:0.44 86:0.87 91:0.25 98:0.62 108:0.47 114:0.59 122:0.77 123:0.45 124:0.58 126:0.54 127:0.39 129:0.05 133:0.43 135:0.74 139:0.89 145:0.38 146:0.73 147:0.77 149:0.26 150:0.63 154:0.74 155:0.67 158:0.87 159:0.51 161:0.76 167:0.55 172:0.57 173:0.57 176:0.73 177:0.70 178:0.55 179:0.51 181:0.76 187:0.68 192:0.87 201:0.93 208:0.64 212:0.48 215:0.39 216:0.77 219:0.95 222:0.35 235:0.74 241:0.05 242:0.42 243:0.59 245:0.80 247:0.74 253:0.45 254:0.80 259:0.21 265:0.62 266:0.71 267:0.79 276:0.61 279:0.86 281:0.91 283:0.71 290:0.59 292:0.91 297:0.36 300:0.43\n2 1:0.74 7:0.72 8:0.84 11:0.92 12:0.20 17:0.91 18:1.00 22:0.93 27:0.31 28:0.56 29:0.71 30:0.57 32:0.80 34:0.66 36:0.37 37:0.81 39:0.30 43:0.97 44:0.93 45:0.89 47:0.93 48:0.91 55:0.52 64:0.77 66:0.92 69:0.07 70:0.64 71:0.75 74:0.92 77:0.89 81:0.89 83:0.60 85:0.85 86:1.00 91:0.49 97:0.89 98:0.94 99:0.83 101:0.97 106:0.81 108:0.51 114:0.98 117:0.86 122:0.86 123:0.49 124:0.37 126:0.54 127:0.85 129:0.59 133:0.46 135:0.89 139:1.00 145:0.79 146:0.20 147:0.26 149:0.93 150:0.93 154:0.97 155:0.67 158:0.79 159:0.70 161:0.76 165:0.70 167:0.56 172:0.98 173:0.11 176:0.73 177:0.70 178:0.55 179:0.14 181:0.76 187:0.87 192:0.87 195:0.81 201:0.93 204:0.85 206:0.81 208:0.64 212:0.92 215:0.96 216:0.59 219:0.92 222:0.35 230:0.75 232:0.96 233:0.76 235:0.12 241:0.07 242:0.70 243:0.08 245:0.93 247:0.98 253:0.68 259:0.21 262:0.93 265:0.94 266:0.27 267:0.36 276:0.96 279:0.82 281:0.91 282:0.88 290:0.98 292:0.95 297:0.36 299:0.88 300:0.70\n2 1:0.74 9:0.80 11:0.57 12:0.20 17:0.34 18:0.89 21:0.22 27:0.45 28:0.56 29:0.71 30:0.72 31:0.88 32:0.79 34:0.89 36:0.20 37:0.50 39:0.30 41:0.82 43:0.82 44:0.93 48:0.91 55:0.71 60:0.87 64:0.77 66:0.35 69:0.61 70:0.54 71:0.75 74:0.85 77:0.70 79:0.88 81:0.69 83:0.91 85:0.72 86:0.90 91:0.17 96:0.71 98:0.62 101:0.87 108:0.79 114:0.71 120:0.57 122:0.77 123:0.77 124:0.72 126:0.54 127:0.59 129:0.05 133:0.66 135:0.81 137:0.88 139:0.93 140:0.45 145:0.50 146:0.74 147:0.78 149:0.67 150:0.81 151:0.56 153:0.48 154:0.77 155:0.67 158:0.91 159:0.72 161:0.76 162:0.86 164:0.57 165:0.93 167:0.59 172:0.73 173:0.46 176:0.73 177:0.70 179:0.33 181:0.76 187:0.68 192:0.87 195:0.87 196:0.91 201:0.93 202:0.36 208:0.64 212:0.76 215:0.51 216:0.77 219:0.95 220:0.82 222:0.35 235:0.42 241:0.21 242:0.70 243:0.39 245:0.90 247:0.84 248:0.55 253:0.58 255:0.95 256:0.45 259:0.21 260:0.58 265:0.63 266:0.71 267:0.73 268:0.46 276:0.80 277:0.69 279:0.86 281:0.91 282:0.87 283:0.78 284:0.89 285:0.62 290:0.71 292:0.91 297:0.36 300:0.84\n1 1:0.66 9:0.79 11:0.82 12:0.06 17:0.20 18:0.78 21:0.40 27:0.11 28:1.00 29:0.77 30:0.88 31:0.95 32:0.72 34:0.93 36:0.44 37:0.89 39:0.63 43:0.76 44:0.92 45:0.83 64:0.77 66:0.16 69:0.82 70:0.33 71:0.85 74:0.64 77:0.70 79:0.95 81:0.65 83:0.91 85:0.72 86:0.85 91:0.58 96:0.85 98:0.18 99:0.83 101:0.87 108:0.80 114:0.82 120:0.76 122:0.57 123:0.79 124:0.86 126:0.54 127:0.31 129:0.93 131:0.85 133:0.84 135:0.85 137:0.95 139:0.85 140:0.87 144:0.76 145:0.77 146:0.18 147:0.23 149:0.79 150:0.56 151:0.86 153:0.48 154:0.67 155:0.66 157:0.82 159:0.59 161:0.57 162:0.50 164:0.66 165:0.70 166:0.79 167:0.67 172:0.32 173:0.74 176:0.70 177:0.70 178:0.48 179:0.49 181:0.55 182:0.78 187:0.39 190:0.77 192:0.87 195:0.87 196:0.95 201:0.63 202:0.70 208:0.64 212:0.37 215:0.67 216:0.90 220:0.62 222:0.35 227:0.92 229:0.87 231:0.69 235:0.60 241:0.44 242:0.45 243:0.23 245:0.66 246:0.91 247:0.35 248:0.83 253:0.84 255:0.79 256:0.58 259:0.21 260:0.76 265:0.19 266:0.54 267:0.73 268:0.59 271:0.78 276:0.55 282:0.80 284:0.92 285:0.62 287:0.93 290:0.82 297:0.36 300:0.43\n2 1:0.66 7:0.64 8:0.58 9:0.75 11:0.78 12:0.06 17:0.16 18:0.83 20:0.74 21:0.30 22:0.93 27:0.18 28:1.00 29:0.77 30:0.45 31:0.92 32:0.80 34:0.63 36:0.29 37:0.46 39:0.63 41:0.88 43:0.92 44:0.93 47:0.93 60:0.87 64:0.77 66:0.10 69:0.37 70:0.48 71:0.85 74:0.81 77:0.70 78:0.75 79:0.92 81:0.74 83:0.60 85:0.91 86:0.92 91:0.35 96:0.78 98:0.18 100:0.73 101:0.87 104:0.89 106:0.81 108:0.83 111:0.74 114:0.86 117:0.86 120:0.66 122:0.57 123:0.68 124:0.86 126:0.54 127:0.56 129:0.93 131:0.85 133:0.84 135:0.98 137:0.92 139:0.95 140:0.45 144:0.76 145:0.76 146:0.18 147:0.23 149:0.89 150:0.56 151:0.77 152:0.74 153:0.48 154:0.92 155:0.65 157:0.82 158:0.92 159:0.65 161:0.57 162:0.86 164:0.67 165:0.93 166:0.79 167:0.55 169:0.77 172:0.32 173:0.27 176:0.73 177:0.70 179:0.63 181:0.55 182:0.78 186:0.76 187:0.95 192:0.87 195:0.82 196:0.96 201:0.64 202:0.50 204:0.82 206:0.81 208:0.64 212:0.39 215:0.72 216:0.75 219:0.95 220:0.62 222:0.35 227:0.92 229:0.88 230:0.64 231:0.69 232:0.91 233:0.66 235:0.60 241:0.03 242:0.51 243:0.24 245:0.64 246:0.91 247:0.47 248:0.71 253:0.82 255:0.77 256:0.58 259:0.21 260:0.67 261:0.74 262:0.93 265:0.20 266:0.54 267:0.59 268:0.59 271:0.78 276:0.53 279:0.80 281:0.86 282:0.88 283:0.82 284:0.92 285:0.62 287:0.93 290:0.86 292:0.95 297:0.36 299:0.88 300:0.43\n0 11:0.82 12:0.06 17:0.30 18:0.75 21:0.30 27:0.45 28:1.00 29:0.77 30:0.27 34:0.81 36:0.21 37:0.50 39:0.63 43:0.75 45:0.73 66:0.62 69:0.68 70:0.91 71:0.85 74:0.64 81:0.30 85:0.88 86:0.86 91:0.20 98:0.58 101:0.87 108:0.52 123:0.50 124:0.64 126:0.26 127:0.46 129:0.05 131:0.61 133:0.73 135:0.93 139:0.83 144:0.76 145:0.47 146:0.78 147:0.82 149:0.85 150:0.33 154:0.66 157:0.82 159:0.64 161:0.57 166:0.73 167:0.70 172:0.67 173:0.59 177:0.70 178:0.55 179:0.51 181:0.55 182:0.75 187:0.68 212:0.42 215:0.72 216:0.77 222:0.35 227:0.61 229:0.61 231:0.67 235:0.31 241:0.55 242:0.30 243:0.68 245:0.66 246:0.61 247:0.67 253:0.48 259:0.21 265:0.59 266:0.80 267:0.36 271:0.78 276:0.62 283:0.67 287:0.61 297:0.36 300:0.70\n1 1:0.69 7:0.64 9:0.79 11:0.56 12:0.06 17:0.97 18:0.67 21:0.05 27:0.08 28:1.00 29:0.77 30:0.55 31:0.94 32:0.80 34:0.66 36:0.40 37:0.69 39:0.63 43:0.23 44:0.93 45:0.83 64:0.77 66:0.18 69:0.96 70:0.72 71:0.85 74:0.57 76:0.85 77:0.70 79:0.93 81:0.72 83:0.91 86:0.72 91:0.31 96:0.80 98:0.34 99:0.83 101:0.52 104:0.58 108:0.65 114:0.95 120:0.69 122:0.77 123:0.62 124:0.88 126:0.54 127:0.67 129:0.81 131:0.85 133:0.86 135:0.73 137:0.94 139:0.84 140:0.45 144:0.76 145:0.40 146:0.28 147:0.74 149:0.53 150:0.64 151:0.86 153:0.48 154:0.15 155:0.66 157:0.81 159:0.84 161:0.57 162:0.86 164:0.56 165:0.70 166:0.79 167:0.76 172:0.45 173:0.97 176:0.70 177:0.38 179:0.50 181:0.55 182:0.78 187:0.39 190:0.77 192:0.87 195:0.94 196:0.94 201:0.66 202:0.36 204:0.81 208:0.64 212:0.39 215:0.91 216:0.08 222:0.35 227:0.92 229:0.87 230:0.65 231:0.69 232:0.75 233:0.76 235:0.22 241:0.67 242:0.53 243:0.39 244:0.61 245:0.73 246:0.92 247:0.74 248:0.77 253:0.81 255:0.78 256:0.45 257:0.65 259:0.21 260:0.70 265:0.36 266:0.71 267:0.44 268:0.46 271:0.78 276:0.63 277:0.69 281:0.91 282:0.88 284:0.88 285:0.62 287:0.93 290:0.95 297:0.36 299:0.88 300:0.70\n3 1:0.66 7:0.75 9:0.80 11:0.82 12:0.06 17:0.36 18:0.92 21:0.30 22:0.93 27:0.21 28:1.00 29:0.77 30:0.87 31:0.98 34:0.49 36:0.86 37:0.74 39:0.63 41:0.90 43:0.83 45:0.87 47:0.93 48:0.91 64:0.77 66:0.45 69:0.15 70:0.46 71:0.85 74:0.81 79:0.98 81:0.66 83:0.91 85:0.72 86:0.95 91:0.56 96:0.94 97:0.98 98:0.47 99:0.83 101:0.87 104:0.84 106:0.81 108:0.64 114:0.84 117:0.86 120:0.89 122:0.57 123:0.62 124:0.58 126:0.54 127:0.24 129:0.59 131:0.85 133:0.46 135:0.18 137:0.98 139:0.95 140:0.96 144:0.76 146:0.49 147:0.55 149:0.92 150:0.58 151:0.86 153:0.92 154:0.79 155:0.67 157:0.84 158:0.82 159:0.38 161:0.57 162:0.64 164:0.84 165:0.70 166:0.79 167:0.71 172:0.63 173:0.19 176:0.70 177:0.70 179:0.30 181:0.55 182:0.78 187:0.39 192:0.87 196:0.99 201:0.64 202:0.80 204:0.84 206:0.81 208:0.64 212:0.69 215:0.72 216:0.95 219:0.94 222:0.35 227:0.92 229:0.88 230:0.77 231:0.69 232:0.88 233:0.76 235:0.52 241:0.57 242:0.43 243:0.48 245:0.85 246:0.92 247:0.55 248:0.86 253:0.95 255:0.95 256:0.81 259:0.21 260:0.89 262:0.93 265:0.49 266:0.27 267:0.65 268:0.81 271:0.78 276:0.65 279:0.82 281:0.91 283:0.82 284:0.97 285:0.62 287:0.94 290:0.84 292:0.95 297:0.36 300:0.70\n2 1:0.69 6:0.84 7:0.64 8:0.72 9:0.80 11:0.56 12:0.06 17:0.97 18:0.59 20:0.94 21:0.05 27:0.08 28:1.00 29:0.77 30:0.21 31:0.98 32:0.80 34:0.22 36:0.32 37:0.69 39:0.63 41:0.82 43:0.22 44:0.93 45:0.66 55:0.59 64:0.77 66:0.36 69:0.96 70:0.88 71:0.85 74:0.53 76:0.85 77:0.70 78:0.76 79:0.98 81:0.72 83:0.91 86:0.65 91:0.85 96:0.92 98:0.37 99:0.83 100:0.79 101:0.52 104:0.58 108:0.65 111:0.75 114:0.95 120:0.86 122:0.77 123:0.62 124:0.77 126:0.54 127:0.66 129:0.05 131:0.85 133:0.73 135:0.56 137:0.98 139:0.81 140:0.45 144:0.76 145:0.40 146:0.43 147:0.74 149:0.29 150:0.64 151:0.93 152:0.94 153:0.78 154:0.15 155:0.67 157:0.75 159:0.81 161:0.57 162:0.78 164:0.81 165:0.70 166:0.79 167:0.96 169:0.83 172:0.45 173:0.99 176:0.70 177:0.38 179:0.69 181:0.55 182:0.78 186:0.76 189:0.87 191:0.81 192:0.87 195:0.93 196:0.96 201:0.66 202:0.71 204:0.81 208:0.64 212:0.35 215:0.91 216:0.08 222:0.35 227:0.92 229:0.88 230:0.65 231:0.69 232:0.75 233:0.76 235:0.22 238:0.91 241:0.98 242:0.75 243:0.51 244:0.61 245:0.62 246:0.92 247:0.55 248:0.83 253:0.90 255:0.94 256:0.75 257:0.65 259:0.21 260:0.86 261:0.86 265:0.39 266:0.80 267:0.44 268:0.76 271:0.78 276:0.47 277:0.69 281:0.91 282:0.88 284:0.97 285:0.62 287:0.94 290:0.95 297:0.36 299:0.88 300:0.70\n1 1:0.66 11:0.78 12:0.06 17:0.40 18:0.71 21:0.30 27:0.45 28:1.00 29:0.77 30:0.62 34:0.85 36:0.20 37:0.50 39:0.63 43:0.82 60:0.87 64:0.77 66:0.75 69:0.69 70:0.23 71:0.85 74:0.63 81:0.74 83:0.60 85:0.80 86:0.82 91:0.14 98:0.19 101:0.87 108:0.52 114:0.86 122:0.57 123:0.50 126:0.54 127:0.10 129:0.05 131:0.61 135:0.80 139:0.85 144:0.76 145:0.49 146:0.27 147:0.33 149:0.75 150:0.56 154:0.77 155:0.51 157:0.78 158:0.86 159:0.12 161:0.57 165:0.93 166:0.79 167:0.58 172:0.32 173:0.69 176:0.73 177:0.70 178:0.55 179:0.14 181:0.55 182:0.77 187:0.68 192:0.48 201:0.64 208:0.64 212:0.84 215:0.72 216:0.77 219:0.95 222:0.35 227:0.61 229:0.61 231:0.68 235:0.60 241:0.12 242:0.63 243:0.77 246:0.91 247:0.35 253:0.64 259:0.21 265:0.21 266:0.17 267:0.28 271:0.78 276:0.22 279:0.80 283:0.67 287:0.61 290:0.86 292:0.88 297:0.36 300:0.18\n2 1:0.66 6:0.96 8:0.97 9:0.79 12:0.06 17:0.64 20:0.77 21:0.30 27:0.16 28:1.00 29:0.77 31:0.94 34:0.85 36:0.51 37:0.91 39:0.63 64:0.77 71:0.85 74:0.41 78:0.74 79:0.93 81:0.74 83:0.91 91:0.37 96:0.80 97:0.89 100:0.78 104:0.98 111:0.74 114:0.86 120:0.69 126:0.54 131:0.85 135:0.60 137:0.94 139:0.70 140:0.45 144:0.76 150:0.56 151:0.86 152:0.75 153:0.48 155:0.66 157:0.61 158:0.82 161:0.57 162:0.86 164:0.56 165:0.93 166:0.79 167:0.74 169:0.75 175:0.97 176:0.73 181:0.55 182:0.78 186:0.75 187:0.95 189:0.97 190:0.77 192:0.87 196:0.91 201:0.64 202:0.36 208:0.64 215:0.72 216:0.44 219:0.94 222:0.35 227:0.92 229:0.87 231:0.69 232:0.98 235:0.60 238:0.91 241:0.64 244:0.97 246:0.91 248:0.77 253:0.79 255:0.78 256:0.45 257:0.93 259:0.21 260:0.70 261:0.74 267:0.36 268:0.46 271:0.78 277:0.95 279:0.80 283:0.82 284:0.88 285:0.62 287:0.93 290:0.86 292:0.95 297:0.36\n1 1:0.64 6:0.89 7:0.75 8:0.76 9:0.70 11:0.82 12:0.06 17:0.38 18:0.73 20:0.75 21:0.54 27:0.16 28:1.00 29:0.77 30:0.91 31:0.87 32:0.72 34:0.75 36:0.33 37:0.85 39:0.63 43:0.62 44:0.92 45:0.77 48:0.99 64:0.77 66:0.33 69:0.85 70:0.22 71:0.85 74:0.63 77:0.89 78:0.76 79:0.86 81:0.62 83:0.91 85:0.72 86:0.80 91:0.27 96:0.69 98:0.17 99:0.83 100:0.73 101:0.87 108:0.79 111:0.75 114:0.76 120:0.55 122:0.57 123:0.78 124:0.72 126:0.54 127:0.20 129:0.81 131:0.85 133:0.67 135:0.88 137:0.87 139:0.85 140:0.90 144:0.76 145:0.91 146:0.17 147:0.22 149:0.70 150:0.52 151:0.50 152:0.81 153:0.48 154:0.50 155:0.64 157:0.81 159:0.40 161:0.57 162:0.49 164:0.56 165:0.70 166:0.79 167:0.70 169:0.75 172:0.32 173:0.81 176:0.70 177:0.70 178:0.50 179:0.52 181:0.55 182:0.78 186:0.77 187:0.68 190:0.77 191:0.70 192:0.58 195:0.84 196:0.89 201:0.62 202:0.65 204:0.85 208:0.64 212:0.39 215:0.58 216:0.81 220:0.96 222:0.35 227:0.92 229:0.87 230:0.77 231:0.69 233:0.66 235:0.74 241:0.53 242:0.55 243:0.33 245:0.58 246:0.91 247:0.35 248:0.50 253:0.59 255:0.69 256:0.45 259:0.21 260:0.55 261:0.75 265:0.18 266:0.27 267:0.36 268:0.46 271:0.78 276:0.35 281:0.86 282:0.80 284:0.88 285:0.62 287:0.93 290:0.76 297:0.36 300:0.25\n1 1:0.68 7:0.81 11:0.56 12:0.06 17:0.47 18:0.97 21:0.13 27:0.03 28:1.00 29:0.77 30:0.93 32:0.72 34:0.96 36:0.93 37:0.98 39:0.63 43:0.74 44:0.92 45:0.97 64:0.77 66:0.51 69:0.61 70:0.29 71:0.85 74:0.94 77:0.70 81:0.70 83:0.91 86:0.98 91:0.38 97:0.94 98:0.74 99:0.83 101:0.52 104:0.93 108:0.73 114:0.92 121:1.00 122:0.57 123:0.72 124:0.56 126:0.54 127:0.54 129:0.59 131:0.61 133:0.46 135:0.73 139:0.99 144:0.76 145:0.45 146:0.62 147:0.67 149:0.98 150:0.61 154:0.64 155:0.65 157:0.87 158:0.82 159:0.57 161:0.57 165:0.70 166:0.79 167:0.65 172:0.89 173:0.57 176:0.70 177:0.70 178:0.55 179:0.20 181:0.55 182:0.78 187:0.95 192:0.86 195:0.77 201:0.66 204:0.85 208:0.64 212:0.82 215:0.84 216:0.80 219:0.94 222:0.35 227:0.61 229:0.61 230:0.87 231:0.69 232:0.93 233:0.76 235:0.31 241:0.39 242:0.50 243:0.45 244:0.61 245:0.97 246:0.92 247:0.35 253:0.74 259:0.21 265:0.75 266:0.54 267:0.52 271:0.78 276:0.89 279:0.81 281:0.91 282:0.80 283:0.82 287:0.61 290:0.92 292:0.95 297:0.36 300:0.70\n0 1:0.60 11:0.82 12:0.06 17:0.84 18:0.97 21:0.71 22:0.93 27:0.57 28:1.00 29:0.77 30:0.08 32:0.80 34:0.68 36:0.57 37:0.38 39:0.63 43:0.90 44:0.93 45:0.83 47:0.93 60:0.95 64:0.77 66:0.62 69:0.44 70:0.97 71:0.85 74:0.95 77:0.96 81:0.67 83:0.60 85:0.93 86:0.98 91:0.11 98:0.90 101:0.87 104:0.79 106:0.81 108:0.73 114:0.68 117:0.86 122:0.77 123:0.71 124:0.50 126:0.54 127:0.73 129:0.59 131:0.61 133:0.46 135:0.89 139:0.99 144:0.76 145:0.97 146:0.68 147:0.73 149:0.96 150:0.45 154:0.89 155:0.48 157:0.84 158:0.92 159:0.86 161:0.57 165:0.93 166:0.78 167:0.54 172:0.96 173:0.19 176:0.73 177:0.70 178:0.55 179:0.15 181:0.55 182:0.77 187:0.39 191:0.85 192:0.45 195:0.95 201:0.59 206:0.81 208:0.64 212:0.73 215:0.48 216:0.72 219:0.95 222:0.35 227:0.61 229:0.61 231:0.69 232:0.84 235:0.97 241:0.01 242:0.17 243:0.37 245:0.99 246:0.91 247:0.97 253:0.68 259:0.21 262:0.93 265:0.90 266:0.75 267:0.82 271:0.78 276:0.95 279:0.81 282:0.88 283:0.82 287:0.61 290:0.68 292:0.95 297:0.36 299:0.88 300:0.84\n4 1:0.68 6:0.97 7:0.64 8:0.97 9:0.80 11:0.56 12:0.06 17:0.75 18:0.61 20:0.89 21:0.13 27:0.01 28:1.00 29:0.77 30:0.10 31:1.00 32:0.80 34:0.28 36:0.39 37:0.96 39:0.63 41:0.99 43:0.21 44:0.93 45:0.66 55:0.59 60:0.97 64:0.77 66:0.27 69:0.98 70:0.99 71:0.85 74:0.63 76:0.85 77:0.70 78:0.92 79:1.00 81:0.70 83:0.91 86:0.65 91:1.00 96:1.00 97:0.99 98:0.29 99:0.83 100:0.99 101:0.52 104:0.58 108:0.76 111:0.99 114:0.92 120:0.99 122:0.77 123:0.75 124:0.92 126:0.54 127:0.99 129:0.05 131:0.85 133:0.92 135:0.49 137:1.00 138:0.99 139:0.87 140:0.87 144:0.76 145:0.40 146:0.25 147:0.05 149:0.31 150:0.61 151:1.00 152:0.96 153:0.99 154:0.13 155:0.67 157:0.75 158:0.92 159:0.89 161:0.57 162:0.71 164:0.98 165:0.70 166:0.79 167:0.96 169:0.98 172:0.51 173:1.00 176:0.70 177:0.05 178:0.42 179:0.57 181:0.55 182:0.78 186:0.92 189:0.99 191:0.98 192:0.87 195:0.96 196:1.00 201:0.66 202:0.97 204:0.81 208:0.64 212:0.42 215:0.84 216:0.68 219:0.95 222:0.35 227:0.92 229:0.88 230:0.65 231:0.69 232:0.75 233:0.76 235:0.31 238:0.99 241:0.99 242:0.75 243:0.09 244:0.61 245:0.64 246:0.92 247:0.74 248:1.00 253:1.00 255:0.95 256:0.98 257:0.84 259:0.21 260:0.99 261:0.98 265:0.31 266:0.92 267:0.69 268:0.98 271:0.78 276:0.64 277:0.87 279:0.86 281:0.91 282:0.88 283:0.82 284:1.00 285:0.62 287:0.94 290:0.92 292:0.95 297:0.36 299:0.88 300:0.94\n3 1:0.66 6:0.97 7:0.64 8:0.93 9:0.80 11:0.56 12:0.06 17:0.28 18:0.80 20:0.94 21:0.30 27:0.01 28:1.00 29:0.77 30:0.62 31:1.00 32:0.80 34:0.78 36:0.39 37:0.96 39:0.63 41:0.98 43:0.70 44:0.93 45:0.66 64:0.77 66:0.61 69:0.70 70:0.34 71:0.85 74:0.54 76:0.85 77:0.70 78:0.92 79:1.00 81:0.66 83:0.91 86:0.82 91:0.98 96:0.99 98:0.35 99:0.83 100:0.98 101:0.52 104:0.58 108:0.54 111:0.97 114:0.84 120:0.97 122:0.57 123:0.51 124:0.43 126:0.54 127:0.41 129:0.05 131:0.85 133:0.37 135:0.54 137:1.00 138:0.99 139:0.87 140:0.87 144:0.76 145:0.40 146:0.25 147:0.05 149:0.46 150:0.58 151:0.99 152:0.96 153:0.97 154:0.60 155:0.67 157:0.76 159:0.19 161:0.57 162:0.67 164:0.95 165:0.70 166:0.79 167:0.89 169:0.98 172:0.27 173:0.95 176:0.70 177:0.05 178:0.42 179:0.92 181:0.55 182:0.78 186:0.92 187:0.39 189:0.97 191:0.92 192:0.87 195:0.55 196:1.00 201:0.64 202:0.92 204:0.81 208:0.64 212:0.61 215:0.72 216:0.68 222:0.35 227:0.92 229:0.88 230:0.65 231:0.69 232:0.75 233:0.76 235:0.52 238:0.98 241:0.77 242:0.33 243:0.23 244:0.61 245:0.42 246:0.92 247:0.39 248:0.97 253:0.98 255:0.95 256:0.94 257:0.84 259:0.21 260:0.97 261:0.98 265:0.37 266:0.23 267:0.52 268:0.94 271:0.78 276:0.17 281:0.91 282:0.88 284:1.00 285:0.62 287:0.94 290:0.84 297:0.36 299:0.88 300:0.25\n1 1:0.69 6:0.84 7:0.64 8:0.65 9:0.80 11:0.56 12:0.06 17:0.43 18:0.71 20:0.84 27:0.08 28:1.00 29:0.77 30:0.91 31:0.97 32:0.80 34:0.59 36:0.49 37:0.69 39:0.63 41:0.82 43:0.74 44:0.93 45:0.66 64:0.77 66:0.69 69:0.56 70:0.13 71:0.85 74:0.55 76:0.85 77:0.70 78:0.88 79:0.96 81:0.74 83:0.91 86:0.79 91:0.80 96:0.89 98:0.35 99:0.83 100:0.92 101:0.52 104:0.58 108:0.43 111:0.89 114:0.97 120:0.81 122:0.57 123:0.41 126:0.54 127:0.13 129:0.05 131:0.85 135:0.73 137:0.97 139:0.86 140:0.80 144:0.76 145:0.40 146:0.23 147:0.29 149:0.48 150:0.68 151:0.90 152:0.94 153:0.77 154:0.65 155:0.66 157:0.76 159:0.11 161:0.57 162:0.86 164:0.70 165:0.70 166:0.79 167:0.81 169:0.83 172:0.21 173:0.89 176:0.70 177:0.70 179:0.53 181:0.55 182:0.78 186:0.88 187:0.21 189:0.86 191:0.76 192:0.87 195:0.54 196:0.97 201:0.67 202:0.55 204:0.81 208:0.64 212:0.61 215:0.96 216:0.08 222:0.35 227:0.92 229:0.88 230:0.65 231:0.69 232:0.75 233:0.76 235:0.12 238:0.93 241:0.73 242:0.63 243:0.73 244:0.61 246:0.92 247:0.30 248:0.80 253:0.87 255:0.94 256:0.58 259:0.21 260:0.81 261:0.86 265:0.38 266:0.17 267:0.28 268:0.64 271:0.78 276:0.16 281:0.91 282:0.88 284:0.93 285:0.62 287:0.93 290:0.97 297:0.36 299:0.88 300:0.13\n2 1:0.66 7:0.64 9:0.80 11:0.56 12:0.06 17:0.34 18:0.83 21:0.30 27:0.01 28:1.00 29:0.77 30:0.76 31:0.99 32:0.80 34:0.83 36:0.40 37:0.96 39:0.63 41:0.95 43:0.73 44:0.93 45:0.73 60:0.97 64:0.77 66:0.80 69:0.60 70:0.28 71:0.85 74:0.68 76:0.85 77:0.70 79:0.99 81:0.66 83:0.91 86:0.85 91:0.86 96:0.96 97:0.94 98:0.74 99:0.83 101:0.52 104:0.58 108:0.46 114:0.84 120:0.93 122:0.57 123:0.44 126:0.54 127:0.23 129:0.05 131:0.85 135:0.51 137:0.99 139:0.92 140:0.87 144:0.76 145:0.40 146:0.50 147:0.56 149:0.64 150:0.58 151:0.97 153:0.90 154:0.62 155:0.67 157:0.79 158:0.86 159:0.18 161:0.57 162:0.69 163:0.81 164:0.88 165:0.70 166:0.79 167:0.89 172:0.45 173:0.81 176:0.70 177:0.70 178:0.42 179:0.70 181:0.55 182:0.78 187:0.39 192:0.87 195:0.57 196:0.99 201:0.64 202:0.82 204:0.81 208:0.64 212:0.37 215:0.72 216:0.68 219:0.95 222:0.35 227:0.92 229:0.88 230:0.65 231:0.69 232:0.75 233:0.76 235:0.52 241:0.77 242:0.40 243:0.82 244:0.61 246:0.92 247:0.39 248:0.93 253:0.96 255:0.95 256:0.85 259:0.21 260:0.93 265:0.74 266:0.38 267:0.23 268:0.85 271:0.78 276:0.33 279:0.82 281:0.91 282:0.88 283:0.82 284:0.98 285:0.62 287:0.94 290:0.84 292:0.95 297:0.36 299:0.88 300:0.25\n1 12:0.79 17:0.99 21:0.05 25:0.88 27:0.72 28:0.85 30:0.58 34:0.37 36:0.48 43:0.52 55:0.45 66:0.91 69:0.29 70:0.46 81:1.00 91:0.60 98:0.90 104:0.58 108:0.22 123:0.22 126:0.54 127:0.48 129:0.05 135:0.23 146:0.61 147:0.67 149:0.78 150:1.00 154:0.41 159:0.23 161:0.49 167:0.87 172:0.76 173:0.55 177:0.05 178:0.55 179:0.50 181:0.84 212:0.91 215:0.91 216:0.02 235:0.68 241:0.83 242:0.82 243:0.92 247:0.12 259:0.21 265:0.90 266:0.27 267:0.36 271:0.18 276:0.65 297:0.99 300:0.43\n1 6:0.87 7:0.81 8:0.79 12:0.79 17:0.53 20:0.76 21:0.78 27:0.27 28:0.85 32:0.80 34:0.50 36:0.91 37:0.90 78:0.85 91:0.90 100:0.86 111:0.84 120:0.97 135:0.30 140:0.45 145:0.80 151:0.83 152:0.75 153:0.96 161:0.49 162:0.65 164:0.95 167:0.84 169:0.83 175:0.75 181:0.84 186:0.86 187:0.21 189:0.88 191:0.90 195:0.54 202:0.92 216:0.29 230:0.87 233:0.76 235:0.74 238:0.87 241:0.78 244:0.61 248:0.95 256:0.93 257:0.65 259:0.21 260:0.97 261:0.76 267:0.52 268:0.94 271:0.18 277:0.69 285:0.62\n1 12:0.79 17:0.47 21:0.78 27:0.45 28:0.85 30:0.62 32:0.80 34:0.90 36:0.39 37:0.50 43:0.32 55:0.92 66:0.47 69:0.71 70:0.34 81:0.82 91:0.10 98:0.59 108:0.54 123:0.52 124:0.52 126:0.54 127:0.35 129:0.59 133:0.47 135:0.42 145:0.63 146:0.69 147:0.74 149:0.32 150:0.61 154:0.24 159:0.47 161:0.49 163:0.94 167:0.55 172:0.21 173:0.70 177:0.05 178:0.55 179:0.91 181:0.84 187:0.68 195:0.73 212:0.30 215:0.43 216:0.77 235:1.00 241:0.21 242:0.82 243:0.59 245:0.46 247:0.12 259:0.21 265:0.60 266:0.27 267:0.23 271:0.18 276:0.27 297:0.36 300:0.25\n2 7:0.81 8:0.62 12:0.79 17:0.26 20:0.79 21:0.30 27:0.21 28:0.85 30:0.53 34:0.52 36:0.99 37:0.74 43:0.52 55:0.59 66:0.32 69:0.10 70:0.60 78:0.84 81:0.99 91:0.44 98:0.55 100:0.73 104:0.84 106:0.81 108:0.58 111:0.82 120:0.83 123:0.55 124:0.79 126:0.54 127:0.51 129:0.89 133:0.78 135:0.56 140:0.45 146:0.36 147:0.42 149:0.66 150:0.98 151:0.71 152:0.79 153:0.72 154:0.41 159:0.67 161:0.49 162:0.86 164:0.75 167:0.56 169:0.72 172:0.51 173:0.12 177:0.05 179:0.53 181:0.84 186:0.84 187:0.39 202:0.61 206:0.81 212:0.16 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 241:0.27 242:0.82 243:0.25 245:0.73 247:0.12 248:0.75 256:0.68 259:0.21 260:0.84 261:0.81 265:0.57 266:0.89 267:0.88 268:0.70 271:0.18 276:0.63 283:0.82 285:0.62 297:0.36 300:0.43\n2 6:0.84 7:0.81 8:0.65 12:0.79 17:0.12 20:0.87 21:0.30 27:0.21 28:0.85 30:0.30 34:0.55 36:0.99 37:0.74 43:0.52 55:0.59 66:0.33 69:0.10 70:0.65 78:0.80 81:0.99 91:0.71 98:0.55 100:0.81 104:0.84 106:0.81 108:0.57 111:0.79 120:0.95 123:0.55 124:0.79 126:0.54 127:0.50 129:0.89 133:0.78 135:0.42 140:0.45 146:0.34 147:0.41 149:0.65 150:0.98 151:0.83 152:0.82 153:0.96 154:0.41 159:0.67 161:0.49 162:0.71 163:0.75 164:0.92 167:0.58 169:0.79 172:0.51 173:0.12 177:0.05 179:0.54 181:0.84 186:0.80 187:0.39 189:0.86 191:0.70 202:0.87 206:0.81 212:0.16 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.85 241:0.37 242:0.82 243:0.21 245:0.71 247:0.12 248:0.93 256:0.88 259:0.21 260:0.95 261:0.80 265:0.57 266:0.89 267:0.84 268:0.90 271:0.18 276:0.62 283:0.82 285:0.62 297:0.36 300:0.43\n2 7:0.81 12:0.79 17:0.08 21:0.78 27:0.08 28:0.85 32:0.80 34:0.89 36:0.64 37:0.87 91:0.63 120:0.97 135:0.51 140:0.45 145:0.80 151:0.83 153:0.96 161:0.49 162:0.66 164:0.95 167:0.83 175:0.75 181:0.84 187:0.21 195:0.57 202:0.93 216:0.67 230:0.87 233:0.76 235:0.74 241:0.77 244:0.61 248:0.95 256:0.94 257:0.65 259:0.21 260:0.97 267:0.23 268:0.94 271:0.18 277:0.69 283:0.60 285:0.62\n1 12:0.79 17:0.34 21:0.47 27:0.45 28:0.85 30:0.11 32:0.80 34:0.86 36:0.32 37:0.50 43:0.32 55:0.45 66:0.13 69:0.69 70:0.84 81:0.97 91:0.09 98:0.26 108:0.83 123:0.63 124:0.79 126:0.54 127:0.40 129:0.89 133:0.78 135:0.70 145:0.47 146:0.22 147:0.27 149:0.44 150:0.96 154:0.24 159:0.52 161:0.49 167:0.54 172:0.27 173:0.66 177:0.05 178:0.55 179:0.77 181:0.84 187:0.68 195:0.75 212:0.28 215:0.63 216:0.77 235:0.52 241:0.18 242:0.82 243:0.26 245:0.52 247:0.12 259:0.21 265:0.20 266:0.63 267:0.36 271:0.18 276:0.38 283:0.60 297:0.36 300:0.55\n0 6:0.97 8:0.94 12:0.79 17:0.28 20:0.94 21:0.30 27:0.04 28:0.85 30:0.95 32:0.80 34:0.64 36:0.63 37:0.91 43:0.50 55:0.52 66:0.54 69:0.21 78:0.89 81:0.99 91:0.56 98:0.33 100:0.95 108:0.17 111:0.92 120:0.63 123:0.16 126:0.54 127:0.12 129:0.05 135:0.39 140:0.45 145:0.74 146:0.19 147:0.25 149:0.24 150:0.98 151:0.54 152:0.95 153:0.48 154:0.39 159:0.10 161:0.49 162:0.69 164:0.75 167:0.88 169:0.97 172:0.10 173:0.77 177:0.05 179:0.82 181:0.84 186:0.89 187:0.39 189:0.97 191:0.99 195:0.52 202:0.67 215:0.72 216:0.73 220:0.87 235:0.31 238:0.97 241:0.86 243:0.63 248:0.57 256:0.68 259:0.21 260:0.64 261:0.97 265:0.35 267:0.69 268:0.70 271:0.18 285:0.62 297:0.36 300:0.08\n3 6:0.89 7:0.81 8:0.84 12:0.79 17:0.15 20:0.87 21:0.47 27:0.09 28:0.85 30:0.89 32:0.80 34:0.55 36:0.78 37:0.85 43:0.47 55:0.59 66:0.75 69:0.40 70:0.20 78:0.85 81:0.97 91:0.82 98:0.42 100:0.87 104:0.80 108:0.31 111:0.84 120:0.88 123:0.30 126:0.54 127:0.14 129:0.05 135:0.54 140:0.45 145:0.88 146:0.39 147:0.45 149:0.43 150:0.96 151:0.75 152:0.86 153:0.85 154:0.36 159:0.15 161:0.49 162:0.68 164:0.90 167:0.81 169:0.90 172:0.32 173:0.50 177:0.05 179:0.48 181:0.84 186:0.85 187:0.68 189:0.90 191:0.96 195:0.63 202:0.85 212:0.95 215:0.63 216:0.67 220:0.93 230:0.87 233:0.76 235:0.52 238:0.90 241:0.76 242:0.82 243:0.77 247:0.12 248:0.83 256:0.88 259:0.21 260:0.88 261:0.90 265:0.44 266:0.12 267:0.98 268:0.87 271:0.18 276:0.29 283:0.60 285:0.62 297:0.36 300:0.18\n2 6:0.89 7:0.81 8:0.77 12:0.79 17:0.40 20:0.75 21:0.40 27:0.09 28:0.85 30:0.45 32:0.80 34:0.61 36:0.87 37:0.85 43:0.48 55:0.52 66:0.69 69:0.35 70:0.25 78:0.89 81:0.98 91:0.65 98:0.36 100:0.92 104:0.80 106:0.81 108:0.27 111:0.89 120:0.95 123:0.26 126:0.54 127:0.13 129:0.05 135:0.51 140:0.45 145:0.79 146:0.32 147:0.39 149:0.34 150:0.97 151:0.80 152:0.86 153:0.93 154:0.37 159:0.13 161:0.49 162:0.69 164:0.91 167:0.83 169:0.90 172:0.21 173:0.49 177:0.05 179:0.56 181:0.84 186:0.89 187:0.39 189:0.93 191:0.70 195:0.61 202:0.87 206:0.81 212:0.95 215:0.67 216:0.67 230:0.87 233:0.76 235:0.42 238:0.92 241:0.77 242:0.82 243:0.73 247:0.12 248:0.92 256:0.89 259:0.21 260:0.95 261:0.90 265:0.38 266:0.12 267:0.94 268:0.89 271:0.18 276:0.21 283:0.82 285:0.62 297:0.36 300:0.18\n1 8:0.76 12:0.79 17:0.40 21:0.78 27:0.04 28:0.85 30:0.76 34:0.64 36:0.39 37:0.91 43:0.31 55:0.71 66:0.36 69:0.71 70:0.15 91:0.78 98:0.16 108:0.80 123:0.78 124:0.52 127:0.19 129:0.59 133:0.47 135:0.94 145:0.69 146:0.05 147:0.05 149:0.20 154:0.23 159:0.43 161:0.49 163:0.98 167:0.77 172:0.10 173:0.60 177:0.05 178:0.55 179:0.94 181:0.84 187:0.21 191:0.97 202:0.80 212:0.95 216:0.73 235:0.31 241:0.73 242:0.82 243:0.34 245:0.37 247:0.12 259:0.21 265:0.17 266:0.12 267:0.94 271:0.18 276:0.14 300:0.13\n2 6:0.89 7:0.81 8:0.76 12:0.79 17:0.32 20:0.87 21:0.40 27:0.09 28:0.85 30:0.45 32:0.80 34:0.63 36:0.86 37:0.85 43:0.48 55:0.52 66:0.69 69:0.34 70:0.25 78:0.91 81:0.98 91:0.88 98:0.36 100:0.94 104:0.78 106:0.81 108:0.27 111:0.92 120:0.96 123:0.26 126:0.54 127:0.13 129:0.05 135:0.32 140:0.45 145:0.79 146:0.32 147:0.39 149:0.34 150:0.97 151:0.83 152:0.86 153:0.97 154:0.37 159:0.13 161:0.49 162:0.61 164:0.94 167:0.83 169:0.90 172:0.21 173:0.48 177:0.05 179:0.56 181:0.84 186:0.91 187:0.21 189:0.90 195:0.60 202:0.92 206:0.81 212:0.95 215:0.67 216:0.67 230:0.87 233:0.76 235:0.42 238:0.92 241:0.77 242:0.82 243:0.73 247:0.12 248:0.94 256:0.93 259:0.21 260:0.96 261:0.90 265:0.38 266:0.12 267:0.94 268:0.93 271:0.18 276:0.21 283:0.82 285:0.62 297:0.36 300:0.18\n2 6:0.97 8:0.94 12:0.79 17:0.03 20:0.85 21:0.30 27:0.04 28:0.85 30:0.33 32:0.80 34:0.94 36:0.24 37:0.88 43:0.33 55:0.71 66:0.54 69:0.67 70:0.36 78:0.94 81:0.99 91:0.79 98:0.63 100:0.99 104:0.95 108:0.66 111:0.98 120:0.89 123:0.63 124:0.55 126:0.54 127:0.45 129:0.81 133:0.67 135:0.99 140:0.45 145:0.72 146:0.05 147:0.05 149:0.39 150:0.98 151:0.75 152:1.00 153:0.86 154:0.25 159:0.44 161:0.49 162:0.66 163:0.86 164:0.89 167:0.77 169:0.91 172:0.32 173:0.71 177:0.05 179:0.87 181:0.84 186:0.94 187:0.39 189:0.99 191:0.97 195:0.66 202:0.84 212:0.42 215:0.72 216:0.55 220:0.87 235:0.31 238:0.98 241:0.74 242:0.82 243:0.19 245:0.45 247:0.12 248:0.84 256:0.85 259:0.21 260:0.89 261:0.94 265:0.64 266:0.38 267:0.97 268:0.86 271:0.18 276:0.34 283:0.82 285:0.62 297:0.36 300:0.25\n2 6:0.79 7:0.81 8:0.71 12:0.79 17:0.75 20:0.74 21:0.30 27:0.38 28:0.85 30:0.15 32:0.80 34:0.98 36:0.54 37:0.48 43:0.41 55:0.59 66:0.24 69:0.52 70:0.68 78:0.81 81:0.99 91:0.75 98:0.43 100:0.84 104:0.86 106:0.81 108:0.65 111:0.80 120:0.95 123:0.63 124:0.73 126:0.54 127:0.35 129:0.81 132:0.97 133:0.67 135:0.85 140:0.45 145:0.58 146:0.33 147:0.40 149:0.45 150:0.98 151:0.80 152:0.74 153:0.93 154:0.31 159:0.43 161:0.49 162:0.73 163:0.90 164:0.90 167:0.62 169:0.80 172:0.21 173:0.51 177:0.05 179:0.78 181:0.84 186:0.88 187:0.39 191:0.77 195:0.73 202:0.84 206:0.81 212:0.30 215:0.72 216:0.53 230:0.87 233:0.76 235:0.31 238:0.84 241:0.49 242:0.82 243:0.28 245:0.54 247:0.12 248:0.92 256:0.86 260:0.95 261:0.75 265:0.45 266:0.54 267:0.97 268:0.88 271:0.18 276:0.39 283:0.82 285:0.62 297:0.36 300:0.43\n2 6:0.97 8:0.94 12:0.79 17:0.26 20:0.94 21:0.30 27:0.04 28:0.85 30:0.95 32:0.80 34:0.44 36:0.62 37:0.91 43:0.50 55:0.52 66:0.54 69:0.21 78:0.89 81:0.99 91:0.57 98:0.33 100:0.95 108:0.17 111:0.92 120:0.63 123:0.16 126:0.54 127:0.12 129:0.05 135:0.39 140:0.45 145:0.74 146:0.19 147:0.25 149:0.24 150:0.98 151:0.54 152:0.95 153:0.48 154:0.39 159:0.10 161:0.49 162:0.69 164:0.75 167:0.88 169:0.97 172:0.10 173:0.77 177:0.05 179:0.82 181:0.84 186:0.89 187:0.39 189:0.97 191:0.99 195:0.52 202:0.67 215:0.72 216:0.73 220:0.87 235:0.31 238:0.97 241:0.86 243:0.63 248:0.57 256:0.68 259:0.21 260:0.64 261:0.97 265:0.35 267:0.73 268:0.70 271:0.18 285:0.62 297:0.36 300:0.08\n2 6:0.96 8:0.92 12:0.79 17:0.05 20:0.85 21:0.78 27:0.08 28:0.85 34:0.55 36:0.24 37:0.87 78:0.88 91:0.99 100:0.91 111:0.88 120:0.95 135:0.91 140:0.93 151:0.83 152:0.86 153:0.96 161:0.49 162:0.46 164:0.92 167:0.90 169:0.94 175:0.75 178:0.52 181:0.84 186:0.88 189:0.91 191:0.98 202:0.98 216:0.67 238:0.91 241:0.97 244:0.61 248:0.93 256:0.90 257:0.65 259:0.21 260:0.95 261:0.94 267:0.89 268:0.90 271:0.18 277:0.69 285:0.62\n1 10:0.92 11:0.52 12:0.37 17:0.75 18:0.94 21:0.78 27:0.37 29:0.53 30:0.33 37:0.83 39:0.94 43:0.56 45:0.90 66:0.68 69:0.72 70:0.92 71:0.92 74:0.61 86:0.95 91:0.54 98:0.78 101:0.65 104:0.80 108:0.56 122:0.91 123:0.53 124:0.45 127:0.52 129:0.05 133:0.45 139:0.92 146:0.84 147:0.87 149:0.48 154:0.51 159:0.54 170:0.90 172:0.79 173:0.71 174:0.86 177:0.88 178:0.55 179:0.39 187:0.21 197:0.86 202:0.36 212:0.73 216:0.46 222:0.21 235:0.05 239:0.89 241:0.41 242:0.21 243:0.72 245:0.86 247:0.90 253:0.46 254:0.99 259:0.21 265:0.78 266:0.80 271:0.41 276:0.73 300:0.84\n1 8:0.96 10:0.81 11:0.57 12:0.37 17:0.93 18:1.00 21:0.78 27:0.37 29:0.53 30:0.09 37:0.33 39:0.94 43:0.60 45:0.99 55:0.59 66:0.06 69:0.99 70:0.99 71:0.92 74:0.60 86:0.99 91:0.31 98:0.22 101:0.96 108:1.00 122:0.92 123:0.93 124:1.00 127:0.97 129:0.98 133:1.00 139:0.99 145:0.45 146:0.32 147:0.46 149:0.81 154:0.06 159:1.00 170:0.90 172:0.92 173:0.76 174:0.88 175:0.75 177:0.38 178:0.55 179:0.09 187:0.21 191:0.90 197:0.79 202:0.77 212:0.39 216:0.69 222:0.21 235:0.22 239:0.80 241:0.62 242:0.63 243:0.05 244:0.61 245:0.99 247:0.96 253:0.46 257:0.84 259:0.21 265:0.24 266:0.99 271:0.41 276:1.00 277:0.87 300:0.98\n0 8:0.62 10:0.84 11:0.46 12:0.37 17:0.32 18:0.92 21:0.78 27:0.21 29:0.53 30:0.09 34:0.63 36:0.67 37:0.74 39:0.94 43:0.43 45:0.81 55:0.45 66:0.09 69:0.81 70:0.98 71:0.92 74:0.41 86:0.90 91:0.31 98:0.31 101:0.47 108:0.85 122:0.92 123:0.89 124:0.87 127:0.31 129:0.59 133:0.86 135:0.24 139:0.86 146:0.46 147:0.05 149:0.46 154:0.32 159:0.72 170:0.90 172:0.54 173:0.65 174:0.79 175:0.75 177:0.05 178:0.55 179:0.36 187:0.39 197:0.83 202:0.66 212:0.50 216:0.95 222:0.21 235:0.74 239:0.83 241:0.12 242:0.60 243:0.09 244:0.83 245:0.72 247:0.74 253:0.35 257:0.93 259:0.21 265:0.26 266:0.75 267:0.87 271:0.41 276:0.68 277:0.87 300:0.84\n0 8:0.86 9:0.72 10:0.89 11:0.46 12:0.37 17:0.76 18:0.84 21:0.78 27:0.72 29:0.53 30:0.41 31:0.91 34:0.94 36:0.99 39:0.94 43:0.66 45:0.81 66:0.07 69:0.81 70:0.95 71:0.92 74:0.57 79:0.90 83:0.56 86:0.86 91:0.38 96:0.75 97:0.97 98:0.22 101:0.47 108:0.15 122:0.91 123:0.71 124:0.83 127:0.77 129:0.05 133:0.81 135:0.63 137:0.91 139:0.84 140:0.80 145:0.40 146:0.22 147:0.34 149:0.59 151:0.62 153:0.46 154:0.46 155:0.55 158:0.76 159:0.61 162:0.57 170:0.90 172:0.37 173:0.80 174:0.88 175:0.75 177:0.38 178:0.42 179:0.77 187:0.39 190:0.89 192:0.55 196:0.92 197:0.88 202:0.56 208:0.50 212:0.54 216:0.23 219:0.91 220:0.74 222:0.21 235:0.12 239:0.88 241:0.32 242:0.19 243:0.50 244:0.61 245:0.54 247:0.79 248:0.65 253:0.60 254:0.95 255:0.71 256:0.58 257:0.84 259:0.21 265:0.21 266:0.63 267:0.19 268:0.55 271:0.41 276:0.46 277:0.87 279:0.79 284:0.90 285:0.50 292:0.88 300:0.84\n1 7:0.69 8:0.90 12:0.37 17:0.13 21:0.78 23:0.98 27:0.26 29:0.53 30:0.76 31:0.90 32:0.65 34:0.30 36:0.61 37:0.92 39:0.94 43:0.16 55:0.52 66:0.36 69:0.53 70:0.15 71:0.92 79:0.90 91:0.92 98:0.20 104:0.58 108:0.62 120:0.85 123:0.59 124:0.52 127:0.44 128:0.98 129:0.59 133:0.47 135:0.42 137:0.90 140:0.93 145:0.87 146:0.05 147:0.05 149:0.11 151:0.76 153:0.48 154:0.11 159:0.22 162:0.55 163:0.96 164:0.80 168:0.98 170:0.90 172:0.10 173:0.77 175:0.97 177:0.05 178:0.42 179:0.99 190:0.95 191:0.95 192:0.49 195:0.60 202:0.79 205:0.98 212:0.95 216:0.25 220:0.62 222:0.21 230:0.71 233:0.76 235:0.02 241:0.94 242:0.82 243:0.34 244:0.93 245:0.37 247:0.12 248:0.83 253:0.20 255:0.72 256:0.80 257:0.93 259:0.21 260:0.86 265:0.22 266:0.12 267:0.52 268:0.77 271:0.41 276:0.13 277:0.95 284:0.88 285:0.60 300:0.13\n1 7:0.69 10:0.90 12:0.37 17:0.32 18:0.66 21:0.30 27:0.20 29:0.53 30:0.45 32:0.65 34:0.79 36:0.19 37:0.60 39:0.94 43:0.08 55:0.71 66:0.33 69:0.48 70:0.72 71:0.92 75:0.97 81:0.39 86:0.69 91:0.20 98:0.42 108:0.81 123:0.80 124:0.78 126:0.32 127:0.60 129:0.81 133:0.76 135:0.85 139:0.66 145:0.65 146:0.45 147:0.52 149:0.12 150:0.41 154:0.52 159:0.74 170:0.90 172:0.45 173:0.32 174:0.86 175:0.91 177:0.38 178:0.55 179:0.64 187:0.39 192:0.44 195:0.87 197:0.89 201:0.57 212:0.21 215:0.72 216:0.84 222:0.21 226:0.95 230:0.71 233:0.76 235:0.42 236:0.94 239:0.91 241:0.44 242:0.41 243:0.29 244:0.83 245:0.66 247:0.76 253:0.20 254:0.74 257:0.84 259:0.21 265:0.44 266:0.75 267:0.36 271:0.41 276:0.54 277:0.87 283:0.66 297:0.36 300:0.55\n0 8:0.77 10:0.99 11:0.52 12:0.37 17:0.75 18:0.90 21:0.13 23:0.97 27:0.20 29:0.53 30:0.67 33:0.97 34:0.58 36:0.30 37:0.60 39:0.94 43:0.73 45:0.92 55:0.71 62:0.99 66:0.96 69:0.45 70:0.41 71:0.92 74:0.67 75:0.96 81:0.33 86:0.94 91:0.38 98:0.90 101:0.87 108:0.35 122:0.95 123:0.34 126:0.24 127:0.47 128:0.98 129:0.05 135:0.78 139:0.91 140:0.45 145:0.58 146:0.94 147:0.95 149:0.88 150:0.36 151:0.69 153:0.69 154:0.63 159:0.59 162:0.86 168:0.98 170:0.90 172:0.90 173:0.37 174:0.98 177:0.88 179:0.27 187:0.39 190:0.95 197:0.99 202:0.50 205:0.97 212:0.86 216:0.84 222:0.21 226:0.98 235:0.12 236:0.92 239:0.99 241:0.21 242:0.19 243:0.96 244:0.61 247:0.91 248:0.69 253:0.49 256:0.58 259:0.21 265:0.90 266:0.38 267:0.69 268:0.59 271:0.41 276:0.83 285:0.46 291:0.97 300:0.43\n0 8:0.77 10:0.99 11:0.52 12:0.37 17:0.72 18:0.91 21:0.13 23:0.97 27:0.20 29:0.53 30:0.73 33:0.97 34:0.68 36:0.32 37:0.60 39:0.94 43:0.73 45:0.92 55:0.71 62:0.99 66:0.96 69:0.45 70:0.33 71:0.92 74:0.69 75:0.96 81:0.33 86:0.94 91:0.46 98:0.88 101:0.87 108:0.35 122:0.95 123:0.34 126:0.24 127:0.43 128:0.98 129:0.05 135:0.70 139:0.92 140:0.45 145:0.59 146:0.94 147:0.95 149:0.89 150:0.36 151:0.69 153:0.69 154:0.63 159:0.60 162:0.86 168:0.98 170:0.90 172:0.91 173:0.35 174:0.98 175:0.75 177:0.70 179:0.25 187:0.39 190:0.95 197:0.99 202:0.50 205:0.97 212:0.83 216:0.84 222:0.21 226:0.98 235:0.12 236:0.92 239:0.99 241:0.21 242:0.31 243:0.96 244:0.61 247:0.86 248:0.69 253:0.50 256:0.58 257:0.65 259:0.21 265:0.88 266:0.38 267:0.69 268:0.59 271:0.41 276:0.83 277:0.69 285:0.46 291:0.97 300:0.43\n0 10:0.90 11:0.46 12:0.37 17:0.66 18:0.93 21:0.78 27:0.72 29:0.53 30:0.32 34:0.47 36:0.90 39:0.94 43:0.64 45:0.83 66:0.89 69:0.43 70:0.63 71:0.92 74:0.56 86:0.93 91:0.80 98:0.88 101:0.47 108:0.33 122:0.92 123:0.32 127:0.42 129:0.05 135:0.39 139:0.90 146:0.65 147:0.70 149:0.63 154:0.59 159:0.25 170:0.90 172:0.68 173:0.63 174:0.79 177:0.88 178:0.55 179:0.58 191:0.80 197:0.82 202:0.50 212:0.77 216:0.05 222:0.21 235:0.12 239:0.87 241:0.85 242:0.31 243:0.89 247:0.76 253:0.44 254:0.99 259:0.21 265:0.88 266:0.27 267:0.28 271:0.41 276:0.57 300:0.43\n1 10:0.89 11:0.52 12:0.37 17:0.66 18:0.92 21:0.47 27:0.72 29:0.53 30:0.32 39:0.94 43:0.63 45:0.83 66:0.89 69:0.21 70:0.51 71:0.92 74:0.47 81:0.29 86:0.92 91:0.67 98:0.98 101:0.87 104:0.58 108:0.17 120:0.64 122:0.91 123:0.16 126:0.24 127:0.82 129:0.05 139:0.88 140:0.45 146:0.79 147:0.82 149:0.66 150:0.32 151:0.59 153:0.72 154:0.52 159:0.35 162:0.58 164:0.68 170:0.90 172:0.68 173:0.39 174:0.83 177:0.88 179:0.68 190:0.95 197:0.86 202:0.64 212:0.59 215:0.63 216:0.07 220:0.74 222:0.21 235:0.52 239:0.88 241:0.93 242:0.21 243:0.89 244:0.61 247:0.82 248:0.58 253:0.39 256:0.58 260:0.65 265:0.98 266:0.54 268:0.62 271:0.41 276:0.57 285:0.46 297:0.36 300:0.33\n1 1:0.61 10:0.88 11:0.46 12:0.37 17:0.24 18:0.91 21:0.54 27:0.02 29:0.53 30:0.21 34:0.49 36:0.36 37:0.92 39:0.94 43:0.25 44:0.88 45:0.88 64:0.77 66:0.34 69:0.68 70:0.87 71:0.92 74:0.58 77:0.70 81:0.51 83:0.56 86:0.92 91:0.17 98:0.35 99:0.83 101:0.47 108:0.84 114:0.76 122:0.92 123:0.83 124:0.78 126:0.51 127:0.45 129:0.81 133:0.78 135:0.92 139:0.90 145:0.45 146:0.20 147:0.26 149:0.42 150:0.42 154:0.56 155:0.48 159:0.66 165:0.65 170:0.90 172:0.63 173:0.57 174:0.83 175:0.75 176:0.70 177:0.70 178:0.55 179:0.40 187:0.39 192:0.46 193:0.97 195:0.85 197:0.85 201:0.60 202:0.36 208:0.61 212:0.60 216:0.99 222:0.21 235:0.74 236:0.95 239:0.89 241:0.53 242:0.30 243:0.17 244:0.61 245:0.80 247:0.79 253:0.57 254:0.80 257:0.65 259:0.21 265:0.37 266:0.54 267:0.79 271:0.41 276:0.67 277:0.87 282:0.75 290:0.76 300:0.70\n0 10:0.94 11:0.52 12:0.37 17:0.78 18:0.93 21:0.22 27:0.70 29:0.53 30:0.15 34:0.52 36:0.17 37:0.27 39:0.94 43:0.77 45:0.81 66:0.75 69:0.10 70:0.89 71:0.92 74:0.51 81:0.32 86:0.95 91:0.17 98:0.80 101:0.65 104:0.93 106:0.81 108:0.09 120:0.66 122:0.92 123:0.09 124:0.40 126:0.24 127:0.72 129:0.05 133:0.36 135:0.49 139:0.91 140:0.45 146:0.82 147:0.85 149:0.64 150:0.35 151:0.62 153:0.69 154:0.70 159:0.52 162:0.86 164:0.62 170:0.90 172:0.65 173:0.18 174:0.83 177:0.88 179:0.66 187:0.68 190:0.95 197:0.88 202:0.46 206:0.81 212:0.59 215:0.79 216:0.11 220:0.62 222:0.21 235:0.22 239:0.91 241:0.32 242:0.70 243:0.77 245:0.64 247:0.67 248:0.60 253:0.41 254:0.97 256:0.45 259:0.21 260:0.67 265:0.80 266:0.54 267:0.28 268:0.55 271:0.41 276:0.55 283:0.67 285:0.46 297:0.36 300:0.70\n0 1:0.69 9:0.75 10:0.90 11:0.52 12:0.37 17:0.76 18:0.95 21:0.05 22:0.93 23:0.97 27:0.61 29:0.53 30:0.62 31:0.93 33:0.97 37:0.44 39:0.94 43:0.74 45:0.89 47:0.93 62:0.97 64:0.77 66:0.63 69:0.35 70:0.64 71:0.92 74:0.63 75:0.98 79:0.92 81:0.68 83:0.69 86:0.94 91:0.44 96:0.79 97:0.98 98:0.67 99:0.95 101:0.65 108:0.27 114:0.95 117:0.86 122:0.91 123:0.26 124:0.64 126:0.51 127:0.47 128:0.97 129:0.05 133:0.74 137:0.93 139:0.94 140:0.45 145:0.74 146:0.87 147:0.89 149:0.80 150:0.56 151:0.83 153:0.78 154:0.64 155:0.64 158:0.81 159:0.68 162:0.57 163:0.81 165:0.81 168:0.97 170:0.90 172:0.73 173:0.23 174:0.86 176:0.70 177:0.88 179:0.45 187:0.68 190:0.77 192:0.58 196:0.96 197:0.87 201:0.66 202:0.59 205:0.95 208:0.61 212:0.28 216:0.60 219:0.94 220:0.62 222:0.21 226:0.96 235:0.31 236:0.95 239:0.92 241:0.03 242:0.23 243:0.69 244:0.61 245:0.71 247:0.86 248:0.74 253:0.81 255:0.78 256:0.45 259:0.21 262:0.93 265:0.67 266:0.80 268:0.58 271:0.41 276:0.68 279:0.82 284:0.91 285:0.60 290:0.95 291:0.97 292:0.88 300:0.70\n0 1:0.61 9:0.79 12:0.37 17:0.94 21:0.64 23:0.96 27:0.67 29:0.53 31:0.95 34:0.50 36:0.60 37:0.53 39:0.94 41:0.82 60:0.95 62:0.97 64:0.77 71:0.92 74:0.47 75:0.99 79:0.94 81:0.70 83:0.91 91:0.51 96:0.83 114:0.72 120:0.72 126:0.54 128:0.98 135:0.51 137:0.95 139:0.74 140:0.45 145:0.56 150:0.48 151:0.90 153:0.69 155:0.66 158:0.92 162:0.86 164:0.62 165:0.93 168:0.98 170:0.90 175:0.99 176:0.73 187:0.39 192:0.99 196:0.92 201:0.61 202:0.46 205:0.95 208:0.64 215:0.53 216:0.29 219:0.95 222:0.21 226:0.98 235:0.88 236:0.97 239:0.90 241:0.46 244:0.97 248:0.80 253:0.79 255:0.94 256:0.45 257:0.97 260:0.73 267:0.28 268:0.55 271:0.41 277:0.98 279:0.82 283:0.82 284:0.90 285:0.62 290:0.72 292:0.95 297:0.36\n0 10:0.92 11:0.46 12:0.37 17:0.51 18:0.74 21:0.78 27:0.45 29:0.53 30:0.60 34:0.89 36:0.18 37:0.50 39:0.94 43:0.36 45:0.83 66:0.10 69:0.74 70:0.41 71:0.92 86:0.79 91:0.17 98:0.16 101:0.47 108:0.57 122:0.76 123:0.85 124:0.86 127:0.31 129:0.89 133:0.84 135:0.95 139:0.75 145:0.50 146:0.22 147:0.28 149:0.35 154:0.50 159:0.65 163:0.79 170:0.90 172:0.16 173:0.60 174:0.89 175:0.75 177:0.70 178:0.55 179:0.63 187:0.68 197:0.89 212:0.42 216:0.77 222:0.21 235:0.84 239:0.90 241:0.05 242:0.45 243:0.29 244:0.61 245:0.56 247:0.47 253:0.20 254:0.94 257:0.65 259:0.21 265:0.13 266:0.23 267:0.59 271:0.41 276:0.46 277:0.69 300:0.33\n1 1:0.67 10:0.99 11:0.52 12:0.37 17:0.86 18:1.00 21:0.40 22:0.93 27:0.72 29:0.53 30:0.57 33:0.97 37:0.83 39:0.94 43:0.70 44:0.92 45:0.99 47:0.93 64:0.77 66:0.99 69:0.52 70:0.73 71:0.92 74:0.90 75:0.98 77:0.70 81:0.62 83:0.69 86:1.00 91:0.37 97:0.98 98:0.87 99:0.95 101:0.65 102:0.97 108:0.40 114:0.82 117:0.86 122:0.91 123:0.38 126:0.51 127:0.39 129:0.05 139:1.00 145:0.74 146:0.98 147:0.98 149:0.96 150:0.48 154:0.74 155:0.51 158:0.81 159:0.75 165:0.81 170:0.90 172:0.98 173:0.30 174:0.97 176:0.70 177:0.88 178:0.55 179:0.12 187:0.39 192:0.48 195:0.93 197:0.97 201:0.63 208:0.61 212:0.87 216:0.30 219:0.94 222:0.21 226:0.96 235:0.68 236:0.95 239:0.99 241:0.03 242:0.29 243:0.99 247:0.94 253:0.70 254:0.90 262:0.93 265:0.87 266:0.54 271:0.41 276:0.95 279:0.82 282:0.80 290:0.82 291:0.97 292:0.88 300:0.70\n1 7:0.69 8:0.83 9:0.73 12:0.37 17:0.15 20:0.94 21:0.22 23:0.96 27:0.02 29:0.53 30:0.76 31:0.92 32:0.65 34:0.34 36:0.36 37:0.92 39:0.94 43:0.13 55:0.59 66:0.36 69:0.68 70:0.15 71:0.92 78:0.84 79:0.91 81:0.32 83:0.69 91:0.71 96:0.77 98:0.15 100:0.89 108:0.86 111:0.85 120:0.89 123:0.86 124:0.67 126:0.24 127:0.26 128:0.97 129:0.81 133:0.67 135:0.66 137:0.92 140:0.97 145:0.39 146:0.05 147:0.05 149:0.11 150:0.35 151:0.76 152:0.94 153:0.78 154:0.10 155:0.64 159:0.60 162:0.66 163:0.97 164:0.86 168:0.97 169:0.85 170:0.90 172:0.16 173:0.53 175:0.97 177:0.05 178:0.42 179:0.90 186:0.84 187:0.39 190:0.95 191:0.84 192:0.57 195:0.89 202:0.81 205:0.95 208:0.61 212:0.42 215:0.79 216:0.99 220:0.74 222:0.21 230:0.71 233:0.76 235:0.22 241:0.75 242:0.82 243:0.26 244:0.93 245:0.40 247:0.12 248:0.70 253:0.62 255:0.73 256:0.82 257:0.93 259:0.21 260:0.89 261:0.88 265:0.16 266:0.23 267:0.36 268:0.83 271:0.41 276:0.22 277:0.95 283:0.67 284:0.88 285:0.62 297:0.36 300:0.13\n0 10:0.91 11:0.52 12:0.37 17:0.57 18:0.90 21:0.78 27:0.28 29:0.53 30:0.56 34:0.36 36:0.17 37:0.50 39:0.94 43:0.60 45:0.88 66:0.91 69:0.61 70:0.82 71:0.92 74:0.60 86:0.93 91:0.12 98:0.84 101:0.65 108:0.46 122:0.91 123:0.44 127:0.34 129:0.05 135:0.47 139:0.89 146:0.81 147:0.84 149:0.66 154:0.61 159:0.37 170:0.90 172:0.74 173:0.65 174:0.86 177:0.88 178:0.55 179:0.47 187:0.39 197:0.88 212:0.75 216:0.89 222:0.21 235:0.31 239:0.89 241:0.10 242:0.24 243:0.91 247:0.82 253:0.46 254:0.99 259:0.21 265:0.84 266:0.54 267:0.44 271:0.41 276:0.61 300:0.70\n0 1:0.63 10:0.92 11:0.52 12:0.37 17:0.79 18:0.88 21:0.40 27:0.69 29:0.53 30:0.76 32:0.72 34:0.94 36:0.83 37:0.29 39:0.94 43:0.76 44:0.92 45:0.83 64:0.77 66:0.46 69:0.37 70:0.42 71:0.92 74:0.67 77:0.70 81:0.61 83:0.69 86:0.92 91:0.25 98:0.56 99:0.95 101:0.65 108:0.58 114:0.82 122:0.89 123:0.56 124:0.57 126:0.51 127:0.31 129:0.59 133:0.46 135:0.44 139:0.92 145:0.86 146:0.24 147:0.30 149:0.79 150:0.46 154:0.68 155:0.54 159:0.29 165:0.81 170:0.90 172:0.45 173:0.47 174:0.83 175:0.75 176:0.70 177:0.70 178:0.55 179:0.60 187:0.39 192:0.51 193:0.99 195:0.63 197:0.89 201:0.61 204:0.83 208:0.61 212:0.81 216:0.59 222:0.21 235:0.60 236:0.95 239:0.93 241:0.18 242:0.18 243:0.45 244:0.61 245:0.70 247:0.67 253:0.62 257:0.65 259:0.21 265:0.57 266:0.38 267:0.44 271:0.41 276:0.43 277:0.69 281:0.86 282:0.80 290:0.82 300:0.43\n0 1:0.68 9:0.79 10:0.89 11:0.57 12:0.37 17:0.75 18:0.65 21:0.13 23:0.96 27:0.67 29:0.53 30:0.95 31:0.94 34:0.59 36:0.58 37:0.53 39:0.94 41:0.82 43:0.81 60:0.95 62:0.98 64:0.77 66:0.69 69:0.71 71:0.92 74:0.56 75:0.99 79:0.93 81:0.78 83:0.91 85:0.72 86:0.74 91:0.54 96:0.80 98:0.14 101:0.87 108:0.54 114:0.92 120:0.69 122:0.65 123:0.51 126:0.54 127:0.09 128:0.98 129:0.05 135:0.94 137:0.94 139:0.81 140:0.45 145:0.70 146:0.18 147:0.23 149:0.64 150:0.60 151:0.86 153:0.48 154:0.76 155:0.66 158:0.92 159:0.09 162:0.86 164:0.57 165:0.93 168:0.98 170:0.90 172:0.21 173:0.84 174:0.79 176:0.73 177:0.88 179:0.10 187:0.39 192:0.99 196:0.94 197:0.84 201:0.67 202:0.36 205:0.95 208:0.64 212:0.61 215:0.84 216:0.29 219:0.95 222:0.21 226:0.98 235:0.42 236:0.97 239:0.93 241:0.62 242:0.63 243:0.73 247:0.30 248:0.77 253:0.81 255:0.94 256:0.45 260:0.70 265:0.14 266:0.17 267:0.52 268:0.46 271:0.41 276:0.23 279:0.82 283:0.82 284:0.89 285:0.62 290:0.92 292:0.95 297:0.36 300:0.08\n0 10:0.86 11:0.52 12:0.37 17:0.45 18:0.74 21:0.78 27:0.45 29:0.53 30:0.45 34:0.75 36:0.18 37:0.50 39:0.94 43:0.60 45:0.73 66:0.77 69:0.81 70:0.33 71:0.92 74:0.36 86:0.81 91:0.25 98:0.25 101:0.65 108:0.66 122:0.75 123:0.63 127:0.11 129:0.05 135:0.83 139:0.76 145:0.47 146:0.35 147:0.42 149:0.42 154:0.49 159:0.14 170:0.90 172:0.37 173:0.81 174:0.79 177:0.88 178:0.55 179:0.19 187:0.68 197:0.82 212:0.87 216:0.77 222:0.21 235:0.42 239:0.85 241:0.21 242:0.24 243:0.79 244:0.61 247:0.47 253:0.32 254:0.84 259:0.21 265:0.27 266:0.17 267:0.28 271:0.41 276:0.29 300:0.25\n0 1:0.63 9:0.71 10:0.94 11:0.52 12:0.37 17:0.87 18:0.98 21:0.40 22:0.93 23:0.97 27:0.70 29:0.53 30:0.40 31:0.88 32:0.71 33:0.97 37:0.32 39:0.94 43:0.73 44:0.92 45:0.93 47:0.93 62:0.96 64:0.77 66:0.59 69:0.63 70:0.89 71:0.92 74:0.69 75:0.98 79:0.88 81:0.61 83:0.69 86:0.98 91:0.38 96:0.71 97:0.99 98:0.70 99:0.95 101:0.87 102:0.97 108:0.48 114:0.82 117:0.86 122:0.92 123:0.46 124:0.67 126:0.51 127:0.56 128:0.95 129:0.05 133:0.74 137:0.88 139:0.97 140:0.45 145:0.77 146:0.91 147:0.93 149:0.82 150:0.46 151:0.56 153:0.77 154:0.33 155:0.56 158:0.81 159:0.75 162:0.68 165:0.81 168:0.95 170:0.90 172:0.85 173:0.45 174:0.89 176:0.70 177:0.88 179:0.28 187:0.68 190:0.77 192:0.55 195:0.89 196:0.92 197:0.90 201:0.61 202:0.54 205:0.95 208:0.61 212:0.48 216:0.45 219:0.94 220:0.91 222:0.21 226:0.96 235:0.60 236:0.95 239:0.95 241:0.03 242:0.43 243:0.67 245:0.87 247:0.84 248:0.55 253:0.65 254:0.98 255:0.70 256:0.45 259:0.21 262:0.93 265:0.70 266:0.80 268:0.57 271:0.41 276:0.83 279:0.81 284:0.91 285:0.60 290:0.82 291:0.97 292:0.88 300:0.84\n0 1:0.58 7:0.70 8:0.99 9:0.70 10:0.88 11:0.52 12:0.37 17:0.73 18:0.90 21:0.71 27:0.72 29:0.53 30:0.61 31:0.86 32:0.72 39:0.94 43:0.59 44:0.92 45:0.87 48:0.91 64:0.77 66:0.89 69:0.76 70:0.60 71:0.92 74:0.60 76:0.85 77:0.70 79:0.86 81:0.47 83:0.56 86:0.89 91:0.76 96:0.68 98:0.82 99:0.83 101:0.65 108:0.59 114:0.67 120:0.54 122:0.91 123:0.57 126:0.51 127:0.31 129:0.05 137:0.86 139:0.90 140:0.45 145:0.83 146:0.80 147:0.83 149:0.67 150:0.39 151:0.49 153:0.48 154:0.48 155:0.49 159:0.36 162:0.57 164:0.56 165:0.65 170:0.90 172:0.68 173:0.82 174:0.83 175:0.75 176:0.70 177:0.70 179:0.51 190:0.77 191:0.77 192:0.50 195:0.66 196:0.89 197:0.85 201:0.57 202:0.55 208:0.61 212:0.39 215:0.48 216:0.03 220:0.97 222:0.21 230:0.73 233:0.66 235:0.95 239:0.88 241:0.85 242:0.21 243:0.89 244:0.61 247:0.60 248:0.49 253:0.54 255:0.69 256:0.45 257:0.65 259:0.21 260:0.55 265:0.82 266:0.47 268:0.46 271:0.41 276:0.56 277:0.69 281:0.86 282:0.80 284:0.88 285:0.60 290:0.67 297:0.36 300:0.55\n1 6:0.96 7:0.69 8:0.88 9:0.75 10:0.89 12:0.37 17:0.61 20:0.91 21:0.05 23:0.99 27:0.26 29:0.53 30:0.76 31:0.95 32:0.67 37:0.82 39:0.94 41:0.82 43:0.64 55:0.42 62:0.99 66:0.72 69:0.41 70:0.22 71:0.92 75:0.97 78:0.98 79:0.94 81:0.48 83:0.91 91:0.88 96:0.84 98:0.65 100:0.99 102:0.96 104:0.58 108:0.31 111:0.99 120:0.89 122:0.51 123:0.30 126:0.32 127:0.19 128:0.99 129:0.05 137:0.95 140:0.93 145:0.98 146:0.41 147:0.48 149:0.45 150:0.47 151:0.91 152:0.85 153:0.72 154:0.54 155:0.66 159:0.16 162:0.59 164:0.86 168:0.99 169:1.00 170:0.90 172:0.27 173:0.65 174:0.83 175:0.91 177:0.38 179:0.82 186:0.98 189:0.97 191:0.89 192:0.98 195:0.66 197:0.88 201:0.59 202:0.84 205:1.00 208:0.64 212:0.42 215:0.91 216:0.16 220:0.62 222:0.21 226:0.96 230:0.71 233:0.76 235:0.12 236:0.94 238:0.99 239:0.92 241:0.93 242:0.45 243:0.75 244:0.83 247:0.35 248:0.81 253:0.77 254:0.74 255:0.79 256:0.88 257:0.84 260:0.89 261:0.98 265:0.66 266:0.23 268:0.85 271:0.41 276:0.17 277:0.87 283:0.67 284:0.91 285:0.62 297:0.36 300:0.18\n0 1:0.69 7:0.81 9:0.79 10:0.98 11:0.81 12:0.37 17:0.98 18:0.97 21:0.30 23:0.96 27:0.72 29:0.53 30:0.84 31:0.94 32:0.80 34:0.49 36:0.74 39:0.94 41:0.82 43:0.73 44:0.93 45:0.92 48:0.91 62:0.99 64:0.77 66:0.96 69:0.27 70:0.40 71:0.92 74:0.84 75:0.98 77:0.70 79:0.93 81:0.88 83:0.91 85:0.88 86:0.98 91:0.54 96:0.80 97:0.94 98:0.95 99:0.99 101:1.00 102:0.98 108:0.21 114:0.86 120:0.69 121:0.90 122:0.89 123:0.20 126:0.54 127:0.68 128:0.98 129:0.05 135:0.80 137:0.94 139:0.98 140:0.80 145:0.91 146:0.87 147:0.90 149:0.95 150:0.67 151:0.86 153:0.48 154:0.63 155:0.66 158:0.81 159:0.45 162:0.62 164:0.57 165:1.00 168:0.98 170:0.90 172:0.89 173:0.33 174:0.94 176:0.73 177:0.88 178:0.42 179:0.33 187:0.21 192:0.99 193:1.00 195:0.66 196:0.97 197:0.97 201:0.68 202:0.50 204:0.85 205:0.95 208:0.64 212:0.82 215:0.72 216:0.19 219:0.94 222:0.21 226:0.96 230:0.87 233:0.76 235:0.88 236:0.97 239:0.99 241:0.27 242:0.21 243:0.96 247:0.84 248:0.77 253:0.86 255:0.94 256:0.45 260:0.70 265:0.95 266:0.38 267:0.69 268:0.46 271:0.41 276:0.81 279:0.78 281:0.91 282:0.88 284:0.89 285:0.62 290:0.86 292:0.88 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.91 7:0.81 8:0.83 9:0.80 11:0.88 12:0.06 17:0.57 20:0.98 21:0.30 27:0.05 28:0.66 30:0.56 32:0.80 34:0.77 36:0.94 37:0.94 39:0.47 41:0.92 43:0.87 60:0.87 66:0.09 69:0.55 70:0.85 74:0.88 77:0.70 78:0.95 81:0.74 83:0.87 85:0.93 91:0.11 96:0.87 98:0.19 100:0.97 101:0.76 108:0.94 111:0.96 114:0.86 120:0.79 121:1.00 122:0.57 123:0.71 124:0.92 126:0.54 127:0.44 129:0.93 133:0.91 135:0.72 140:0.45 144:0.85 145:0.79 146:0.25 147:0.31 149:0.85 150:0.84 151:0.95 152:0.97 153:0.84 154:0.85 155:0.67 158:0.92 159:0.87 161:0.84 162:0.71 164:0.76 165:0.84 167:0.53 169:0.94 172:0.27 173:0.24 176:0.73 177:0.38 179:0.52 181:0.64 186:0.95 187:0.68 189:0.93 192:0.59 195:0.97 201:0.74 202:0.67 204:0.89 208:0.64 212:0.16 215:0.72 216:0.82 222:0.60 230:0.87 233:0.76 235:0.42 238:0.94 241:0.55 242:0.40 243:0.26 245:0.63 247:0.47 248:0.86 253:0.90 255:0.79 256:0.68 259:0.21 260:0.80 261:0.95 265:0.15 266:0.92 267:0.52 268:0.70 271:0.62 276:0.60 279:0.86 282:0.88 283:0.82 285:0.62 290:0.86 297:0.36 299:0.88 300:0.84\n1 8:0.84 11:0.88 12:0.06 17:0.30 21:0.78 27:0.45 28:0.66 30:0.33 34:0.90 36:0.18 37:0.50 39:0.47 43:0.78 66:0.20 69:0.79 70:0.36 74:0.62 85:0.80 91:0.33 98:0.25 101:0.72 108:0.63 122:0.51 123:0.83 124:0.74 127:0.22 129:0.59 133:0.64 135:0.86 144:0.85 145:0.49 146:0.28 147:0.34 149:0.62 154:0.70 159:0.52 161:0.84 163:0.75 167:0.50 172:0.16 173:0.68 177:0.38 178:0.55 179:0.71 181:0.64 187:0.68 212:0.19 216:0.77 222:0.60 235:0.95 241:0.44 242:0.45 243:0.40 245:0.49 247:0.39 253:0.49 259:0.21 265:0.17 266:0.47 267:0.44 271:0.62 276:0.28 277:0.69 300:0.25\n2 1:0.74 6:0.91 7:0.81 9:0.80 11:0.88 12:0.06 17:0.34 20:0.84 21:0.22 27:0.05 28:0.66 30:0.94 32:0.80 34:0.78 36:0.87 37:0.94 39:0.47 41:0.90 43:0.87 60:0.87 66:0.36 69:0.55 70:0.13 74:0.75 77:0.70 78:0.80 81:0.80 83:0.87 85:0.80 91:0.05 96:0.90 98:0.08 100:0.83 101:0.72 108:0.90 111:0.79 114:0.90 120:0.82 121:1.00 122:0.43 123:0.89 124:0.57 126:0.54 127:0.31 129:0.59 133:0.47 135:0.58 140:0.45 144:0.85 145:0.79 146:0.13 147:0.18 149:0.59 150:0.87 151:0.87 152:0.97 153:0.48 154:0.85 155:0.67 158:0.92 159:0.72 161:0.84 162:0.86 163:0.90 164:0.72 165:0.86 167:0.53 169:0.94 172:0.16 173:0.32 176:0.73 177:0.38 179:0.93 181:0.64 186:0.80 187:0.99 192:0.59 195:0.93 201:0.74 202:0.56 204:0.89 208:0.64 212:0.42 215:0.79 216:0.82 222:0.60 230:0.87 233:0.76 235:0.31 241:0.54 242:0.75 243:0.40 245:0.43 247:0.30 248:0.89 253:0.90 255:0.79 256:0.64 259:0.21 260:0.83 261:0.95 265:0.08 266:0.23 267:0.23 268:0.65 271:0.62 276:0.12 279:0.86 282:0.88 283:0.82 285:0.62 290:0.90 297:0.36 299:0.88 300:0.13\n2 1:0.74 6:0.88 7:0.81 8:0.77 9:0.80 11:0.88 12:0.06 17:0.22 20:0.99 21:0.13 27:0.11 28:0.66 30:0.68 32:0.80 34:0.44 36:0.85 37:0.80 39:0.47 41:0.94 43:0.90 60:0.97 66:0.32 69:0.46 70:0.43 74:0.81 77:0.70 78:0.92 81:0.84 83:0.83 85:0.85 91:0.31 96:0.92 98:0.22 100:0.95 101:0.75 108:0.69 111:0.93 114:0.92 120:0.86 121:0.99 122:0.43 123:0.67 124:0.72 126:0.54 127:0.21 129:0.81 133:0.67 135:0.26 138:0.96 140:0.45 144:0.85 145:0.50 146:0.13 147:0.18 149:0.71 150:0.90 151:0.97 152:0.92 153:0.89 154:0.89 155:0.67 158:0.92 159:0.45 161:0.84 162:0.83 163:0.88 164:0.82 165:0.88 167:0.52 169:0.93 172:0.21 173:0.33 176:0.73 177:0.38 179:0.70 181:0.64 186:0.92 187:0.87 189:0.89 191:0.73 192:0.59 195:0.85 201:0.74 202:0.72 204:0.89 208:0.64 212:0.42 215:0.84 216:0.86 222:0.60 230:0.87 233:0.76 235:0.22 238:0.92 241:0.52 242:0.63 243:0.32 245:0.48 247:0.30 248:0.92 253:0.93 255:0.79 256:0.78 259:0.21 260:0.87 261:0.93 265:0.24 266:0.27 267:0.91 268:0.78 271:0.62 276:0.29 279:0.86 282:0.88 283:0.82 285:0.62 290:0.92 297:0.36 299:0.88 300:0.33\n1 1:0.74 7:0.81 9:0.80 11:0.88 12:0.06 17:0.47 27:0.14 28:0.66 30:0.56 32:0.80 34:0.26 36:0.82 37:0.86 39:0.47 41:0.88 43:0.63 60:0.87 66:0.88 69:0.91 70:0.48 74:0.90 76:0.85 77:0.70 81:0.93 83:0.88 85:0.96 91:0.09 96:0.84 98:0.76 101:0.83 108:0.82 114:0.98 120:0.74 121:0.97 122:0.57 123:0.81 124:0.36 126:0.54 127:0.42 129:0.05 133:0.39 135:0.68 140:0.45 144:0.85 145:0.50 146:0.94 147:0.05 149:0.87 150:0.97 151:0.87 153:0.48 154:0.52 155:0.67 158:0.92 159:0.70 161:0.84 162:0.86 164:0.67 165:0.92 167:0.51 172:0.84 173:0.88 176:0.73 177:0.05 179:0.35 181:0.64 187:0.87 192:0.59 195:0.89 201:0.74 202:0.50 204:0.89 208:0.64 212:0.47 215:0.96 216:0.54 220:0.74 222:0.60 230:0.87 233:0.76 235:0.05 241:0.47 242:0.50 243:0.08 245:0.64 247:0.55 248:0.81 253:0.88 255:0.79 256:0.58 257:0.65 259:0.21 260:0.74 265:0.77 266:0.63 267:0.44 268:0.59 271:0.62 276:0.73 279:0.86 282:0.88 283:0.82 285:0.62 290:0.98 297:0.36 299:0.88 300:0.43\n3 6:0.79 8:0.58 9:0.80 12:0.06 17:0.49 20:0.87 21:0.78 27:0.72 28:0.66 34:0.19 36:0.54 37:0.23 39:0.47 41:0.96 43:0.41 60:0.87 66:0.36 69:0.27 74:0.55 78:0.89 83:0.88 91:0.72 96:0.96 98:0.06 100:0.87 104:0.58 108:0.21 111:0.87 120:0.92 123:0.20 127:0.05 129:0.05 135:0.28 140:0.45 144:0.85 146:0.05 147:0.05 149:0.15 151:0.98 152:0.82 153:0.93 154:0.31 155:0.67 158:0.92 159:0.05 161:0.84 162:0.69 164:0.87 167:0.77 169:0.85 172:0.05 173:0.17 175:0.75 177:0.05 181:0.64 186:0.89 189:0.81 191:0.73 192:0.59 202:0.83 208:0.64 216:0.31 222:0.60 232:0.75 235:0.05 238:0.87 241:0.85 243:0.51 244:0.61 248:0.96 253:0.95 255:0.79 256:0.85 257:0.65 259:0.21 260:0.93 261:0.86 265:0.06 267:0.79 268:0.86 271:0.62 277:0.69 279:0.86 283:0.82 285:0.62\n0 1:0.74 11:0.88 12:0.06 17:0.53 21:0.78 27:0.45 28:0.66 30:0.45 32:0.80 34:0.79 36:0.20 37:0.50 39:0.47 43:0.81 66:0.27 69:0.72 70:0.25 74:0.61 77:0.70 81:0.41 83:0.71 85:0.72 91:0.10 98:0.15 101:0.71 108:0.55 114:0.63 122:0.51 123:0.83 124:0.61 126:0.54 127:0.36 129:0.05 133:0.39 135:0.47 144:0.85 145:0.63 146:0.13 147:0.18 149:0.48 150:0.61 154:0.76 155:0.67 159:0.52 161:0.84 163:0.90 165:0.63 167:0.50 172:0.10 173:0.68 176:0.73 177:0.38 178:0.55 179:0.96 181:0.64 187:0.68 192:0.59 195:0.77 201:0.74 212:0.61 215:0.43 216:0.77 222:0.60 235:1.00 241:0.46 242:0.63 243:0.46 245:0.40 247:0.30 253:0.54 259:0.21 265:0.09 266:0.17 267:0.19 271:0.62 276:0.13 277:0.69 282:0.88 290:0.63 297:0.36 299:0.88 300:0.18\n1 1:0.74 7:0.81 9:0.80 11:0.88 12:0.06 17:0.28 21:0.22 27:0.05 28:0.66 30:0.94 32:0.80 34:0.73 36:0.83 37:0.94 39:0.47 41:0.82 43:0.87 60:0.87 66:0.36 69:0.55 70:0.13 74:0.75 77:0.70 81:0.80 83:0.85 85:0.80 91:0.03 96:0.80 98:0.08 101:0.72 108:0.90 114:0.90 120:0.69 121:1.00 122:0.43 123:0.89 124:0.57 126:0.54 127:0.31 129:0.59 133:0.47 135:0.56 140:0.45 144:0.85 145:0.79 146:0.13 147:0.18 149:0.59 150:0.87 151:0.87 153:0.48 154:0.85 155:0.67 158:0.92 159:0.72 161:0.84 162:0.86 163:0.90 164:0.57 165:0.86 167:0.51 172:0.16 173:0.32 176:0.73 177:0.38 179:0.93 181:0.64 187:0.99 192:0.59 195:0.93 201:0.74 202:0.36 204:0.89 208:0.64 212:0.42 215:0.79 216:0.82 222:0.60 230:0.87 233:0.76 235:0.31 241:0.49 242:0.75 243:0.40 245:0.43 247:0.30 248:0.78 253:0.84 255:0.79 256:0.45 259:0.21 260:0.70 265:0.08 266:0.23 267:0.23 268:0.46 271:0.62 276:0.12 279:0.86 282:0.88 283:0.82 285:0.62 290:0.90 297:0.36 299:0.88 300:0.13\n2 1:0.74 7:0.76 9:0.80 12:0.06 17:0.49 20:0.96 21:0.13 27:0.72 28:0.66 32:0.80 34:0.26 36:0.71 39:0.47 41:0.94 74:0.55 76:0.85 77:0.70 78:0.80 81:0.84 83:0.83 91:0.91 96:0.94 100:0.83 111:0.80 114:0.92 120:0.89 126:0.54 135:0.37 140:0.45 144:0.85 145:0.50 150:0.90 151:0.96 152:0.89 153:0.87 155:0.67 161:0.84 162:0.82 164:0.81 165:0.88 167:0.79 169:0.81 175:0.91 176:0.73 181:0.64 186:0.81 192:0.59 195:0.53 201:0.74 202:0.71 208:0.64 215:0.84 216:0.14 222:0.60 230:0.79 232:0.74 233:0.76 235:0.22 241:0.94 244:0.83 248:0.94 253:0.92 255:0.79 256:0.75 257:0.84 259:0.21 260:0.89 261:0.83 267:0.28 268:0.77 271:0.62 277:0.87 282:0.88 285:0.62 290:0.92 297:0.36 299:0.88\n1 1:0.74 11:0.88 12:0.51 17:0.26 21:0.40 27:0.45 28:0.91 30:0.31 34:0.68 36:0.17 37:0.50 39:0.75 43:0.82 55:0.71 60:0.87 66:0.10 69:0.69 70:0.81 74:0.91 81:0.71 83:0.84 85:0.93 91:0.04 98:0.32 101:0.76 108:0.82 114:0.82 122:0.67 123:0.63 124:0.93 126:0.54 127:0.71 129:0.96 133:0.93 135:0.78 144:0.85 145:0.49 146:0.13 147:0.18 149:0.83 150:0.81 154:0.77 155:0.67 158:0.87 159:0.88 161:0.77 163:0.81 165:0.83 167:0.52 172:0.54 173:0.40 176:0.73 177:0.38 178:0.55 179:0.38 181:0.80 187:0.68 192:0.59 201:0.74 208:0.64 212:0.18 215:0.67 216:0.77 222:0.25 235:0.52 241:0.27 242:0.61 243:0.11 245:0.76 247:0.60 253:0.75 259:0.21 265:0.34 266:0.94 267:0.65 271:0.32 276:0.77 279:0.86 283:0.71 290:0.82 297:0.36 300:0.70\n3 1:0.74 7:0.81 11:0.88 12:0.51 17:0.51 21:0.30 27:0.21 28:0.91 30:0.62 34:0.66 36:0.59 37:0.74 39:0.75 43:0.98 66:0.12 69:0.12 70:0.72 74:0.99 81:0.76 83:0.75 85:0.99 91:0.05 98:0.55 101:0.86 108:0.93 114:0.86 121:0.97 122:0.57 123:0.82 124:0.82 126:0.54 127:0.64 129:0.89 133:0.83 135:0.18 144:0.85 146:0.72 147:0.77 149:0.99 150:0.84 154:0.98 155:0.67 159:0.86 161:0.77 165:0.84 167:0.57 172:0.92 173:0.08 176:0.73 177:0.38 178:0.55 179:0.15 181:0.80 187:0.68 192:0.59 201:0.74 202:0.46 204:0.89 208:0.64 212:0.77 215:0.72 216:0.95 222:0.25 230:0.87 233:0.76 235:0.42 241:0.44 242:0.52 243:0.28 245:0.97 247:0.67 253:0.78 259:0.21 265:0.48 266:0.87 267:0.59 271:0.32 276:0.94 290:0.86 297:0.36 300:0.94\n3 1:0.74 8:0.67 9:0.80 11:0.88 12:0.51 17:0.02 27:0.33 28:0.91 30:0.61 34:0.33 36:0.32 37:0.41 39:0.75 41:0.92 43:0.86 66:0.09 69:0.57 70:0.75 74:0.89 81:0.94 83:0.83 85:0.98 91:0.49 96:0.93 98:0.21 101:0.83 104:0.84 106:0.81 108:0.78 114:0.98 117:0.86 120:0.87 122:0.43 123:0.94 124:0.94 126:0.54 127:0.75 129:0.97 133:0.94 135:0.89 138:0.96 140:0.45 144:0.85 145:0.82 146:0.29 147:0.36 149:0.95 150:0.97 151:0.98 153:0.91 154:0.84 155:0.67 159:0.86 161:0.77 162:0.73 164:0.79 165:0.92 167:0.64 172:0.61 173:0.30 176:0.73 177:0.38 179:0.33 181:0.80 187:0.39 192:0.59 201:0.74 202:0.71 206:0.81 208:0.64 212:0.52 215:0.96 216:0.88 222:0.25 232:0.83 235:0.05 241:0.61 242:0.51 243:0.15 245:0.80 247:0.67 248:0.93 253:0.95 255:0.79 256:0.71 259:0.21 260:0.88 265:0.19 266:0.92 267:0.59 268:0.74 271:0.32 276:0.80 285:0.62 290:0.98 297:0.36 300:0.84\n2 6:0.97 8:0.95 9:0.80 12:0.51 17:0.38 20:0.89 21:0.78 27:0.05 28:0.91 34:0.85 36:0.58 37:0.81 39:0.75 41:0.97 60:0.95 74:0.46 78:0.85 83:0.88 91:0.67 96:0.92 100:0.95 111:0.90 120:0.86 135:0.70 138:0.98 140:0.45 144:0.85 151:0.93 152:0.84 153:0.77 155:0.67 158:0.87 161:0.77 162:0.67 164:0.87 167:0.64 169:0.93 175:0.91 181:0.80 186:0.85 187:0.98 189:0.98 192:0.59 202:0.81 208:0.64 216:0.94 220:0.99 222:0.25 232:0.97 235:0.42 238:0.97 241:0.60 244:0.83 248:0.92 253:0.88 255:0.79 256:0.83 257:0.84 259:0.21 260:0.86 261:0.94 267:0.23 268:0.83 271:0.32 277:0.87 279:0.86 283:0.71 285:0.62\n2 6:0.83 8:0.63 9:0.80 11:0.88 12:0.51 17:0.08 20:0.80 21:0.78 27:0.31 28:0.91 30:0.95 34:0.25 36:0.85 37:0.30 39:0.75 41:0.97 43:0.86 66:0.54 69:0.59 74:0.44 78:0.79 83:0.83 85:0.72 91:0.92 96:0.94 98:0.16 100:0.83 101:0.76 104:0.58 108:0.45 111:0.79 120:0.91 123:0.43 127:0.09 129:0.05 135:0.20 140:0.45 144:0.85 146:0.13 147:0.18 149:0.49 151:0.96 152:0.77 153:0.86 154:0.83 155:0.67 159:0.08 161:0.77 162:0.65 164:0.89 167:0.83 169:0.81 172:0.10 173:0.93 177:0.38 179:0.18 181:0.80 186:0.79 189:0.85 191:0.81 192:0.59 202:0.85 208:0.64 216:0.19 220:0.74 222:0.25 232:0.78 235:0.22 238:0.92 241:0.82 243:0.63 248:0.94 253:0.92 255:0.79 256:0.86 259:0.21 260:0.91 261:0.81 265:0.17 267:0.23 268:0.86 271:0.32 285:0.62 300:0.08\n1 1:0.74 6:0.95 8:0.86 9:0.80 11:0.88 12:0.51 17:0.45 20:0.74 21:0.59 27:0.06 28:0.91 30:0.38 32:0.80 34:0.75 36:0.75 37:0.82 39:0.75 41:0.95 43:0.76 55:0.71 60:0.97 66:0.13 69:0.81 70:0.80 74:0.94 77:0.96 78:0.99 81:0.58 83:0.86 85:0.94 91:0.48 96:0.87 98:0.38 100:0.96 101:0.79 108:0.90 111:0.98 114:0.74 120:0.78 122:0.67 123:0.77 124:0.88 126:0.54 127:0.38 129:0.93 133:0.87 135:0.77 140:0.45 144:0.85 145:0.90 146:0.36 147:0.43 149:0.86 150:0.73 151:0.87 152:0.74 153:0.48 154:0.67 155:0.67 158:0.87 159:0.79 161:0.77 162:0.81 164:0.85 165:0.78 167:0.57 169:0.92 172:0.61 173:0.61 176:0.73 177:0.38 179:0.26 181:0.80 186:0.99 187:0.39 189:0.96 192:0.59 195:0.94 201:0.74 202:0.78 208:0.64 212:0.37 215:0.55 216:0.92 220:0.91 222:0.25 235:0.74 238:0.80 241:0.44 242:0.55 243:0.21 245:0.85 247:0.47 248:0.86 253:0.91 255:0.79 256:0.81 259:0.21 260:0.79 261:0.78 265:0.38 266:0.80 267:0.52 268:0.83 271:0.32 276:0.81 279:0.86 282:0.88 283:0.71 285:0.62 290:0.74 297:0.36 299:0.88 300:0.70\n3 1:0.74 6:0.96 7:0.81 8:0.93 9:0.80 11:0.88 12:0.51 17:0.22 20:0.98 21:0.30 27:0.21 28:0.91 30:0.60 34:0.66 36:0.70 37:0.74 39:0.75 41:0.99 43:0.98 60:0.87 66:0.10 69:0.12 70:0.68 74:0.99 78:0.85 81:0.76 83:0.90 85:0.99 91:0.81 96:0.98 98:0.56 100:0.95 101:0.86 104:0.84 106:0.81 108:0.93 111:0.91 114:0.86 117:0.86 120:0.96 121:0.90 122:0.57 123:0.82 124:0.71 126:0.54 127:0.61 129:0.81 133:0.67 135:0.17 140:0.45 144:0.85 146:0.90 147:0.92 149:0.99 150:0.84 151:0.99 152:0.97 153:0.97 154:0.98 155:0.67 158:0.92 159:0.85 161:0.77 162:0.64 164:0.94 165:0.84 167:0.61 169:0.91 172:0.91 173:0.08 176:0.73 177:0.38 179:0.16 181:0.80 186:0.85 187:0.39 189:0.97 191:0.75 192:0.59 201:0.74 202:0.91 204:0.89 206:0.81 208:0.64 212:0.77 215:0.72 216:0.95 222:0.25 230:0.87 232:0.90 233:0.76 235:0.42 238:0.97 241:0.56 242:0.51 243:0.38 245:0.98 247:0.67 248:0.99 253:0.99 255:0.79 256:0.93 259:0.21 260:0.96 261:0.96 265:0.48 266:0.80 267:0.59 268:0.92 271:0.32 276:0.93 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.84\n3 1:0.74 6:0.93 8:0.86 9:0.80 11:0.88 12:0.51 17:0.01 20:0.98 27:0.14 28:0.91 30:0.65 34:0.67 36:0.29 37:0.67 39:0.75 41:0.99 43:0.86 60:0.98 66:0.06 69:0.57 70:0.74 74:0.93 78:0.85 81:0.94 83:0.90 85:0.98 91:0.63 96:0.99 98:0.25 100:0.95 101:0.83 108:0.78 111:0.90 114:0.98 120:0.98 122:0.43 123:0.86 124:0.93 126:0.54 127:0.74 129:0.96 133:0.93 135:0.85 138:0.99 140:0.45 144:0.85 145:0.82 146:0.22 147:0.28 149:0.96 150:0.97 151:1.00 152:0.98 153:0.98 154:0.84 155:0.67 158:0.92 159:0.86 161:0.77 162:0.66 164:0.96 165:0.92 167:0.56 169:0.90 172:0.61 173:0.30 176:0.73 177:0.38 179:0.31 181:0.80 186:0.85 187:0.39 189:0.94 192:0.59 201:0.74 202:0.94 208:0.64 212:0.50 215:0.96 216:0.93 222:0.25 235:0.05 238:0.97 241:0.41 242:0.53 243:0.15 245:0.83 247:0.67 248:0.99 253:1.00 255:0.79 256:0.94 259:0.21 260:0.98 261:0.96 265:0.19 266:0.92 267:0.28 268:0.95 271:0.32 276:0.81 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.84\n3 1:0.74 6:0.93 8:0.76 9:0.80 11:0.88 12:0.51 20:0.76 27:0.14 28:0.91 30:0.62 34:0.53 36:0.34 37:0.67 39:0.75 41:0.99 43:0.86 60:0.95 66:0.06 69:0.59 70:0.76 74:0.91 78:0.91 81:0.94 83:0.90 85:0.98 91:0.90 96:0.99 98:0.27 100:0.90 101:0.83 108:0.78 111:0.95 114:0.98 120:0.98 122:0.43 123:0.62 124:0.93 126:0.54 127:0.75 129:0.96 133:0.93 135:0.83 138:0.99 140:0.45 144:0.85 145:0.82 146:0.29 147:0.36 149:0.95 150:0.97 151:1.00 152:0.98 153:0.98 154:0.83 155:0.67 158:0.92 159:0.86 161:0.77 162:0.68 164:0.96 165:0.92 167:0.57 169:0.90 172:0.61 173:0.31 176:0.73 177:0.38 179:0.32 181:0.80 186:0.79 187:0.39 189:0.92 191:0.79 192:0.59 201:0.74 202:0.94 208:0.64 212:0.51 215:0.96 216:0.93 222:0.25 235:0.05 238:0.97 241:0.46 242:0.52 243:0.15 245:0.82 247:0.67 248:0.99 253:0.99 255:0.79 256:0.94 259:0.21 260:0.98 261:0.96 265:0.19 266:0.94 267:0.36 268:0.95 271:0.32 276:0.81 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.84\n1 1:0.74 11:0.88 12:0.51 17:0.30 21:0.54 27:0.45 28:0.91 30:0.21 32:0.80 34:0.75 36:0.17 37:0.50 39:0.75 43:0.82 60:0.87 66:0.51 69:0.70 70:0.83 74:0.93 77:0.70 81:0.62 83:0.86 85:0.95 91:0.06 98:0.63 101:0.78 108:0.53 114:0.77 122:0.67 123:0.51 124:0.87 126:0.54 127:0.70 129:0.93 133:0.91 135:0.72 144:0.85 145:0.44 146:0.95 147:0.96 149:0.90 150:0.76 154:0.77 155:0.67 158:0.87 159:0.88 161:0.77 165:0.79 167:0.58 172:0.77 173:0.41 176:0.73 177:0.38 178:0.55 179:0.38 181:0.80 187:0.68 192:0.59 195:0.96 201:0.74 208:0.64 212:0.15 215:0.58 216:0.77 222:0.25 235:0.68 241:0.50 242:0.45 243:0.61 245:0.73 247:0.67 253:0.74 259:0.21 265:0.63 266:0.94 267:0.44 271:0.32 276:0.77 279:0.86 282:0.88 283:0.71 290:0.77 297:0.36 299:0.88 300:0.70\n1 1:0.74 8:0.66 9:0.80 11:0.88 12:0.51 17:0.04 21:0.22 27:0.14 28:0.91 30:0.71 32:0.80 34:0.63 36:0.30 37:0.67 39:0.75 41:0.98 43:0.86 60:0.99 66:0.52 69:0.58 70:0.66 74:0.86 77:0.70 78:0.80 81:0.81 83:0.88 85:0.96 91:0.77 96:0.95 98:0.53 101:0.83 108:0.86 111:0.79 114:0.90 120:0.91 122:0.43 123:0.85 124:0.73 126:0.54 127:0.47 129:0.89 133:0.78 135:0.98 140:0.45 144:0.85 145:0.94 146:0.13 147:0.18 149:0.89 150:0.87 151:0.91 153:0.72 154:0.84 155:0.67 158:0.92 159:0.71 161:0.77 162:0.72 164:0.91 165:0.86 167:0.58 169:0.95 172:0.67 173:0.42 176:0.73 177:0.38 179:0.46 181:0.80 187:0.39 191:0.75 192:0.59 195:0.88 201:0.74 202:0.85 208:0.64 212:0.36 215:0.79 216:0.93 220:0.74 222:0.25 235:0.31 238:0.86 241:0.47 242:0.61 243:0.14 245:0.74 247:0.39 248:0.95 253:0.96 255:0.79 256:0.89 259:0.21 260:0.91 265:0.54 266:0.71 267:0.87 268:0.88 271:0.32 276:0.66 279:0.86 282:0.88 283:0.82 285:0.62 290:0.90 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.93 7:0.81 8:0.86 9:0.80 11:0.88 12:0.51 17:0.26 20:0.97 21:0.30 27:0.25 28:0.91 30:0.75 32:0.80 34:0.31 36:0.90 37:0.43 39:0.75 41:0.97 43:0.83 60:0.87 66:0.60 69:0.65 70:0.59 74:0.90 77:0.89 78:0.78 81:0.76 83:0.89 85:0.97 91:0.40 96:0.94 98:0.32 100:0.83 101:0.83 104:0.93 106:0.81 108:0.90 111:0.79 114:0.86 117:0.86 120:0.90 121:0.99 122:0.43 123:0.90 124:0.58 126:0.54 127:0.44 129:0.81 133:0.67 135:0.93 140:0.45 144:0.85 145:0.72 146:0.54 147:0.60 149:0.90 150:0.84 151:0.96 152:0.90 153:0.85 154:0.80 155:0.67 158:0.92 159:0.75 161:0.77 162:0.85 164:0.89 165:0.84 167:0.55 169:0.81 172:0.74 173:0.46 176:0.73 177:0.38 179:0.40 181:0.80 186:0.79 187:0.39 189:0.94 192:0.59 195:0.92 201:0.74 202:0.80 204:0.89 206:0.81 208:0.64 212:0.73 215:0.72 216:0.80 220:0.74 222:0.25 230:0.87 232:0.95 233:0.76 235:0.42 238:0.92 241:0.39 242:0.59 243:0.31 245:0.79 247:0.55 248:0.94 253:0.96 255:0.79 256:0.83 259:0.21 260:0.90 261:0.87 265:0.35 266:0.71 267:0.65 268:0.86 271:0.32 276:0.61 279:0.86 282:0.88 283:0.82 285:0.62 290:0.86 297:0.36 299:0.97 300:0.84\n2 1:0.74 7:0.81 9:0.80 11:0.88 12:0.51 17:0.06 21:0.13 27:0.13 28:0.91 30:0.86 32:0.80 34:0.44 36:0.44 37:0.79 39:0.75 41:0.97 43:0.81 60:0.87 66:0.84 69:0.70 70:0.28 74:0.86 77:0.70 81:0.85 83:0.89 85:0.91 91:0.75 96:0.95 98:0.63 101:0.83 108:0.53 114:0.92 120:0.90 121:0.90 122:0.43 123:0.51 126:0.54 127:0.19 129:0.05 135:0.89 140:0.45 144:0.85 145:0.54 146:0.60 147:0.65 149:0.86 150:0.91 151:0.93 153:0.78 154:0.76 155:0.67 158:0.92 159:0.22 161:0.77 162:0.83 164:0.89 165:0.88 167:0.72 172:0.54 173:0.78 176:0.73 177:0.38 179:0.47 181:0.80 187:0.39 192:0.59 195:0.63 201:0.74 202:0.81 204:0.89 208:0.64 212:0.52 215:0.84 216:0.83 220:0.74 222:0.25 230:0.87 233:0.76 235:0.22 241:0.70 242:0.63 243:0.85 247:0.30 248:0.95 253:0.96 255:0.79 256:0.84 259:0.21 260:0.91 265:0.64 266:0.38 267:0.52 268:0.87 271:0.32 276:0.41 279:0.86 282:0.88 283:0.82 285:0.62 290:0.92 297:0.36 299:0.88 300:0.25\n2 1:0.74 6:0.93 7:0.72 8:0.77 11:0.93 12:0.51 17:0.32 18:0.86 20:0.80 21:0.59 22:0.93 27:0.41 28:0.73 29:0.71 30:0.76 31:0.86 32:0.80 34:0.97 36:0.29 37:0.44 39:0.75 43:0.88 44:0.93 45:0.93 47:0.93 48:0.91 60:0.95 64:0.77 66:0.80 69:0.54 70:0.58 71:0.65 74:0.91 77:0.89 78:0.84 79:0.86 81:0.47 83:0.91 85:0.91 86:0.94 91:0.42 98:0.83 100:0.83 101:0.97 104:0.96 106:0.81 108:0.42 111:0.83 114:0.58 120:0.53 122:0.75 123:0.40 124:0.40 126:0.54 127:0.65 129:0.05 133:0.43 135:0.78 137:0.86 139:0.96 140:0.80 144:0.85 145:0.82 146:0.93 147:0.94 149:0.95 150:0.71 151:0.47 152:0.85 153:0.48 154:0.86 155:0.67 158:0.91 159:0.69 161:0.63 162:0.58 164:0.53 165:0.93 167:0.45 169:0.86 172:0.90 173:0.42 176:0.73 177:0.70 178:0.42 179:0.29 181:0.82 186:0.84 187:0.68 189:0.91 190:0.77 192:0.87 195:0.83 196:0.88 201:0.93 202:0.53 204:0.85 206:0.81 208:0.64 212:0.71 215:0.39 216:0.75 219:0.95 220:0.96 222:0.25 230:0.75 232:0.98 233:0.76 235:0.80 238:0.83 242:0.30 243:0.82 245:0.88 247:0.86 248:0.47 253:0.48 255:0.74 256:0.45 259:0.21 260:0.53 261:0.88 262:0.93 265:0.83 266:0.80 267:0.95 268:0.46 271:0.32 276:0.82 279:0.86 281:0.91 282:0.88 283:0.78 284:0.87 285:0.56 290:0.58 292:0.91 297:0.36 299:0.88 300:0.84\n1 1:0.74 6:0.94 7:0.72 8:0.92 9:0.80 11:0.92 12:0.51 17:0.40 18:0.78 20:0.78 21:0.30 22:0.93 27:0.48 28:0.73 29:0.71 30:0.60 31:0.87 32:0.69 34:0.80 36:0.81 37:0.72 39:0.75 41:0.82 43:0.85 45:0.81 47:0.93 48:0.91 60:0.87 64:0.77 66:0.72 69:0.62 70:0.48 71:0.65 74:0.81 77:0.70 78:0.96 79:0.87 81:0.61 83:0.91 85:0.85 86:0.87 91:0.27 96:0.69 98:0.75 100:0.98 101:0.87 104:0.89 106:0.81 108:0.59 111:0.98 114:0.65 117:0.86 120:0.55 122:0.77 123:0.57 124:0.44 126:0.54 127:0.54 129:0.59 133:0.61 135:0.60 137:0.87 139:0.90 140:0.45 144:0.85 145:0.90 146:0.17 147:0.22 149:0.88 150:0.78 151:0.52 152:0.87 153:0.48 154:0.82 155:0.67 158:0.91 159:0.52 161:0.63 162:0.86 164:0.57 165:0.93 167:0.53 169:0.94 172:0.74 173:0.61 176:0.73 177:0.70 179:0.49 181:0.82 186:0.96 187:0.39 189:0.96 192:0.87 195:0.71 196:0.90 201:0.93 202:0.36 204:0.85 206:0.81 208:0.64 212:0.60 215:0.44 216:0.69 219:0.95 220:0.87 222:0.25 230:0.75 232:0.93 233:0.76 235:0.52 238:0.96 241:0.37 242:0.32 243:0.19 245:0.68 247:0.67 248:0.51 253:0.53 255:0.95 256:0.45 259:0.21 260:0.56 261:0.94 262:0.93 265:0.75 266:0.47 267:0.36 268:0.46 271:0.32 276:0.65 279:0.86 281:0.89 282:0.77 283:0.78 284:0.89 285:0.62 290:0.65 292:0.91 297:0.36 300:0.43\n0 1:0.69 6:0.93 8:0.84 9:0.80 11:0.91 12:0.51 17:0.16 18:0.71 20:0.77 21:0.68 27:0.05 28:0.73 29:0.71 30:0.33 31:0.93 32:0.69 34:0.42 36:0.71 37:0.93 39:0.75 41:0.82 43:0.26 45:0.88 55:0.84 66:0.90 69:0.93 70:0.86 71:0.65 74:0.61 77:0.70 78:0.84 79:0.92 81:0.32 83:0.91 86:0.74 91:0.66 96:0.94 97:0.97 98:0.78 99:0.83 100:0.84 101:0.52 108:0.87 111:0.83 114:0.55 120:0.90 122:0.77 123:0.86 124:0.36 126:0.44 127:0.50 129:0.05 133:0.37 135:0.76 137:0.93 139:0.71 140:0.98 144:0.85 145:0.50 146:0.97 147:0.05 149:0.55 150:0.51 151:0.82 152:0.76 153:0.86 154:0.44 155:0.67 158:0.78 159:0.80 161:0.63 162:0.59 164:0.89 165:0.70 167:0.59 169:0.82 172:0.87 173:0.88 176:0.66 177:0.05 178:0.42 179:0.33 181:0.82 186:0.84 187:0.68 189:0.94 192:0.87 195:0.93 196:0.91 201:0.68 202:0.89 208:0.64 212:0.49 215:0.37 216:0.84 220:0.99 222:0.25 232:0.96 235:0.84 238:0.86 241:0.53 242:0.38 243:0.07 245:0.67 247:0.86 248:0.75 253:0.91 254:0.92 255:0.95 256:0.90 257:0.84 259:0.21 260:0.87 261:0.78 265:0.79 266:0.75 267:0.44 268:0.90 271:0.32 276:0.77 279:0.82 282:0.77 283:0.78 284:0.92 285:0.62 290:0.55 297:0.36 300:0.84\n2 1:0.74 6:0.93 7:0.72 8:0.87 11:0.92 12:0.51 17:0.22 18:0.94 20:0.76 21:0.54 22:0.93 27:0.41 28:0.73 29:0.71 30:0.66 32:0.74 34:0.62 36:0.30 37:0.44 39:0.75 43:0.88 44:0.93 45:0.95 47:0.93 64:0.77 66:0.33 69:0.54 70:0.72 71:0.65 74:0.95 77:0.70 78:0.82 81:0.49 83:0.91 85:0.95 86:0.98 91:0.37 98:0.52 100:0.73 101:0.87 104:0.96 106:0.81 108:0.41 111:0.80 114:0.59 122:0.51 123:0.40 124:0.87 126:0.54 127:0.74 129:0.89 133:0.87 135:0.72 139:0.98 144:0.85 145:0.83 146:0.88 147:0.90 149:0.98 150:0.72 152:0.85 154:0.86 155:0.67 159:0.85 161:0.63 165:0.93 167:0.48 169:0.86 172:0.89 173:0.28 176:0.73 177:0.70 178:0.55 179:0.18 181:0.82 186:0.83 187:0.87 192:0.87 195:0.95 201:0.93 202:0.50 204:0.85 206:0.81 208:0.64 212:0.68 215:0.39 216:0.75 222:0.25 230:0.75 232:0.98 233:0.76 235:0.74 241:0.07 242:0.19 243:0.50 245:0.95 247:0.92 253:0.50 259:0.21 261:0.88 262:0.93 265:0.53 266:0.80 267:0.44 271:0.32 276:0.92 282:0.83 290:0.59 297:0.36 300:0.84\n2 1:0.74 6:0.98 7:0.72 8:0.98 9:0.80 11:0.92 12:0.51 17:0.20 18:0.68 20:0.83 21:0.40 27:0.03 28:0.73 29:0.71 30:0.45 31:0.96 34:0.93 36:0.61 37:0.92 39:0.75 41:0.92 43:0.78 45:0.77 64:0.77 66:0.43 69:0.78 70:0.56 71:0.65 74:0.59 78:0.95 79:0.95 81:0.62 83:0.91 85:0.72 86:0.76 91:0.25 96:0.93 98:0.43 99:0.83 100:0.98 101:0.87 108:0.62 111:0.97 114:0.62 120:0.87 122:0.77 123:0.59 124:0.69 126:0.54 127:0.29 129:0.05 133:0.66 135:0.79 137:0.96 139:0.73 140:0.45 144:0.85 145:0.56 146:0.64 147:0.69 149:0.70 150:0.78 151:0.87 152:0.87 153:0.72 154:0.71 155:0.67 159:0.54 161:0.63 162:0.68 164:0.83 165:0.93 167:0.62 169:0.97 172:0.45 173:0.71 176:0.73 177:0.70 179:0.56 181:0.82 186:0.95 187:0.87 189:0.99 192:0.87 196:0.92 201:0.93 202:0.78 204:0.85 208:0.64 212:0.37 215:0.42 216:0.79 220:0.74 222:0.25 230:0.75 233:0.76 235:0.74 238:0.95 241:0.59 242:0.28 243:0.57 245:0.65 247:0.79 248:0.84 253:0.90 255:0.95 256:0.80 259:0.21 260:0.86 261:0.96 265:0.45 266:0.71 267:0.69 268:0.81 271:0.32 276:0.51 284:0.96 285:0.62 290:0.62 297:0.36 300:0.43\n1 1:0.74 6:0.94 7:0.72 8:0.89 9:0.80 11:0.92 12:0.51 17:0.28 18:0.77 20:0.88 21:0.30 22:0.93 27:0.48 28:0.73 29:0.71 30:0.60 31:0.90 32:0.69 34:0.82 36:0.84 37:0.72 39:0.75 41:0.88 43:0.83 45:0.81 47:0.93 48:0.91 60:0.87 64:0.77 66:0.72 69:0.67 70:0.48 71:0.65 74:0.80 77:0.70 78:0.91 79:0.89 81:0.61 83:0.91 85:0.85 86:0.87 91:0.51 96:0.74 98:0.75 100:0.97 101:0.87 104:0.84 106:0.81 108:0.62 111:0.94 114:0.65 117:0.86 120:0.61 122:0.77 123:0.59 124:0.44 126:0.54 127:0.54 129:0.59 133:0.61 135:0.60 137:0.90 139:0.89 140:0.45 144:0.85 145:0.90 146:0.17 147:0.22 149:0.87 150:0.78 151:0.63 152:0.87 153:0.72 154:0.79 155:0.67 158:0.91 159:0.52 161:0.63 162:0.60 164:0.71 165:0.93 167:0.62 169:0.94 172:0.74 173:0.67 176:0.73 177:0.70 179:0.49 181:0.82 186:0.91 187:0.39 189:0.95 192:0.87 195:0.71 196:0.93 201:0.93 202:0.65 204:0.85 206:0.81 208:0.64 212:0.60 215:0.44 216:0.69 219:0.95 220:0.87 222:0.25 230:0.75 232:0.90 233:0.76 235:0.52 238:0.96 241:0.59 242:0.32 243:0.19 245:0.68 247:0.67 248:0.62 253:0.66 255:0.95 256:0.58 259:0.21 260:0.62 261:0.94 262:0.93 265:0.75 266:0.47 267:0.44 268:0.65 271:0.32 276:0.65 279:0.86 281:0.89 282:0.77 283:0.78 284:0.94 285:0.62 290:0.65 292:0.91 297:0.36 300:0.43\n2 1:0.74 6:0.98 7:0.72 8:0.98 9:0.80 11:0.92 12:0.51 17:0.06 18:0.68 20:0.85 21:0.40 27:0.03 28:0.73 29:0.71 30:0.45 31:0.97 34:0.93 36:0.71 37:0.92 39:0.75 41:0.94 43:0.78 45:0.77 60:0.95 64:0.77 66:0.43 69:0.79 70:0.56 71:0.65 74:0.67 78:0.96 79:0.97 81:0.62 83:0.91 85:0.72 86:0.76 91:0.69 96:0.92 97:0.89 98:0.43 99:0.83 100:0.98 101:0.87 108:0.63 111:0.98 114:0.62 120:0.86 122:0.77 123:0.60 124:0.69 126:0.54 127:0.29 129:0.05 133:0.66 135:0.69 137:0.97 139:0.81 140:0.80 144:0.85 145:0.56 146:0.64 147:0.69 149:0.69 150:0.78 151:0.94 152:0.87 153:0.81 154:0.70 155:0.67 158:0.91 159:0.54 161:0.63 162:0.53 164:0.86 165:0.93 167:0.57 169:0.97 172:0.45 173:0.72 176:0.73 177:0.70 178:0.42 179:0.56 181:0.82 186:0.96 187:0.68 189:0.99 192:0.87 196:0.96 201:0.93 202:0.87 204:0.85 208:0.64 212:0.37 215:0.42 216:0.79 219:0.95 220:0.74 222:0.25 230:0.75 233:0.76 235:0.74 238:0.96 241:0.50 242:0.28 243:0.57 245:0.65 247:0.79 248:0.89 253:0.91 255:0.95 256:0.84 259:0.21 260:0.86 261:0.96 265:0.45 266:0.71 267:0.82 268:0.85 271:0.32 276:0.51 279:0.86 283:0.78 284:0.97 285:0.62 290:0.62 292:0.91 297:0.36 300:0.43\n1 1:0.74 11:0.92 12:0.51 17:0.45 18:0.65 21:0.22 27:0.45 28:0.73 29:0.71 30:0.71 34:0.80 36:0.17 37:0.50 39:0.75 43:0.82 45:0.73 60:0.87 64:0.77 66:0.45 69:0.68 70:0.29 71:0.65 74:0.61 81:0.68 83:0.91 85:0.72 86:0.74 91:0.11 98:0.33 101:0.87 108:0.52 114:0.71 122:0.51 123:0.50 124:0.57 126:0.54 127:0.43 129:0.05 133:0.43 135:0.71 139:0.81 144:0.85 145:0.40 146:0.48 147:0.55 149:0.68 150:0.81 154:0.77 155:0.67 158:0.91 159:0.58 161:0.63 163:0.81 165:0.93 167:0.54 172:0.32 173:0.63 176:0.73 177:0.70 178:0.55 179:0.81 181:0.82 187:0.68 192:0.87 201:0.93 208:0.64 212:0.30 215:0.51 216:0.77 219:0.95 222:0.25 235:0.42 241:0.41 242:0.14 243:0.58 245:0.59 247:0.67 253:0.52 259:0.21 265:0.36 266:0.54 267:0.28 271:0.32 276:0.25 279:0.86 283:0.78 290:0.71 292:0.91 297:0.36 300:0.25\n2 1:0.74 9:0.80 11:0.92 12:0.51 17:0.13 18:0.77 21:0.22 22:0.93 27:0.16 28:0.73 29:0.71 30:0.62 31:0.90 32:0.80 34:0.92 36:0.76 37:0.53 39:0.75 41:0.82 43:0.84 44:0.93 45:0.73 47:0.93 64:0.77 66:0.90 69:0.64 70:0.53 71:0.65 74:0.75 76:0.85 77:0.70 79:0.90 81:0.68 83:0.91 85:0.85 86:0.88 91:0.07 96:0.74 98:0.74 101:0.87 104:0.98 106:0.81 108:0.49 114:0.71 117:0.86 120:0.62 122:0.57 123:0.47 126:0.54 127:0.23 129:0.05 135:0.71 137:0.90 139:0.89 140:0.45 144:0.85 145:0.63 146:0.82 147:0.85 149:0.87 150:0.81 151:0.69 153:0.46 154:0.80 155:0.67 159:0.37 161:0.63 162:0.62 164:0.54 165:0.93 167:0.49 172:0.71 173:0.62 176:0.73 177:0.70 179:0.38 181:0.82 187:0.99 192:0.87 195:0.75 196:0.93 201:0.93 202:0.49 206:0.81 208:0.64 212:0.49 215:0.51 216:0.90 220:0.62 222:0.25 232:0.99 235:0.42 241:0.15 242:0.18 243:0.90 247:0.76 248:0.64 253:0.69 255:0.95 256:0.45 259:0.21 260:0.63 262:0.93 265:0.74 266:0.54 267:0.44 268:0.45 271:0.32 276:0.59 282:0.88 284:0.87 285:0.62 290:0.71 297:0.36 299:0.88 300:0.43\n3 1:0.74 6:0.91 7:0.81 8:0.82 11:0.93 12:0.51 17:0.05 18:0.75 20:0.80 21:0.30 22:0.93 27:0.08 28:0.73 29:0.71 30:0.45 32:0.78 34:0.49 36:0.94 37:0.82 39:0.75 43:0.78 44:0.93 45:0.92 47:0.93 64:0.77 66:0.95 69:0.46 70:0.63 71:0.65 74:0.88 77:0.70 78:0.89 81:0.60 83:0.60 85:0.72 86:0.85 91:0.04 97:0.89 98:0.70 99:0.95 100:0.90 101:0.97 104:0.82 106:0.81 108:0.35 111:0.88 114:0.61 117:0.86 121:0.90 122:0.51 123:0.34 126:0.54 127:0.21 129:0.05 135:0.70 139:0.93 144:0.85 145:0.72 146:0.91 147:0.92 149:0.86 150:0.75 152:0.77 154:0.87 155:0.67 158:0.91 159:0.51 161:0.63 165:0.70 167:0.51 169:0.88 172:0.88 173:0.29 176:0.66 177:0.70 178:0.55 179:0.18 181:0.82 186:0.89 187:0.21 189:0.92 192:0.87 195:0.89 201:0.93 202:0.46 204:0.89 206:0.81 208:0.64 212:0.75 215:0.42 216:0.75 219:0.95 222:0.25 230:0.87 232:0.88 233:0.76 235:0.68 238:0.89 241:0.24 242:0.28 243:0.95 247:0.86 253:0.50 259:0.21 261:0.83 262:0.93 265:0.71 266:0.54 267:0.28 271:0.32 276:0.79 279:0.86 281:0.91 282:0.86 283:0.77 290:0.61 292:0.91 297:0.36 300:0.55\n2 1:0.69 6:0.95 7:0.63 8:0.96 9:0.76 11:0.92 12:0.51 17:0.40 18:0.67 20:0.74 21:0.30 27:0.02 28:0.73 29:0.71 30:0.73 32:0.69 34:0.58 36:0.32 37:0.92 39:0.75 43:0.69 45:0.98 66:0.34 69:0.91 70:0.49 71:0.65 74:0.89 76:0.85 77:0.96 78:0.87 81:0.46 83:0.60 85:0.80 86:0.77 91:0.35 96:0.72 98:0.48 99:0.83 100:0.98 101:0.87 108:0.87 111:0.96 114:0.63 120:0.59 122:0.75 123:0.86 124:0.82 126:0.44 127:0.71 129:0.81 133:0.82 135:0.76 139:0.74 140:0.45 144:0.85 145:0.56 146:0.17 147:0.86 149:0.94 150:0.56 151:0.55 152:0.78 153:0.72 154:0.52 155:0.58 159:0.85 161:0.63 162:0.73 164:0.70 165:0.70 167:0.54 169:0.83 172:0.86 173:0.81 176:0.66 177:0.38 179:0.20 181:0.82 186:0.87 187:0.39 190:0.77 192:0.59 195:0.95 201:0.68 202:0.64 208:0.54 212:0.76 215:0.44 216:0.99 220:0.82 222:0.25 230:0.64 233:0.76 235:0.42 241:0.39 242:0.54 243:0.44 245:0.93 247:0.67 248:0.58 253:0.61 255:0.74 256:0.64 257:0.65 259:0.21 260:0.59 261:0.82 265:0.50 266:0.80 267:0.36 268:0.68 271:0.32 276:0.89 282:0.77 285:0.56 290:0.63 297:0.36 300:0.94\n2 1:0.69 6:0.98 7:0.72 8:0.92 9:0.76 11:0.93 12:0.51 17:0.24 18:0.60 20:0.84 21:0.54 27:0.03 28:0.73 29:0.71 30:0.45 34:0.95 36:0.61 37:0.92 39:0.75 43:0.60 45:0.83 55:0.71 66:0.91 69:0.79 70:0.47 71:0.65 74:0.62 78:0.94 81:0.38 83:0.60 86:0.65 91:0.69 96:0.90 97:0.99 98:0.78 99:0.95 100:0.97 101:0.87 108:0.63 111:0.96 114:0.58 120:0.83 122:0.77 123:0.61 126:0.44 127:0.27 129:0.05 135:0.86 139:0.67 140:0.90 144:0.85 145:0.61 146:0.92 147:0.93 149:0.66 150:0.54 151:0.81 152:0.87 153:0.48 154:0.49 155:0.58 158:0.78 159:0.54 161:0.63 162:0.52 164:0.82 165:0.70 167:0.49 169:0.97 172:0.76 173:0.71 176:0.66 177:0.70 178:0.50 179:0.37 181:0.82 186:0.94 187:0.68 189:0.97 190:0.77 192:0.59 201:0.68 202:0.85 204:0.85 208:0.54 212:0.27 215:0.39 216:0.79 219:0.89 220:0.87 222:0.25 230:0.75 233:0.76 235:0.80 238:0.95 241:0.15 242:0.70 243:0.92 244:0.61 247:0.67 248:0.87 253:0.86 255:0.74 256:0.80 259:0.21 260:0.81 261:0.96 265:0.78 266:0.71 267:0.59 268:0.81 271:0.32 276:0.65 279:0.82 283:0.78 285:0.56 290:0.58 292:0.91 297:0.36 300:0.43\n2 1:0.74 7:0.72 8:0.95 11:0.92 12:0.51 17:0.69 18:0.88 21:0.47 22:0.93 27:0.44 28:0.73 29:0.71 30:0.41 32:0.69 34:0.95 36:0.66 37:0.54 39:0.75 43:0.92 45:0.87 47:0.93 48:0.91 60:0.87 64:0.77 66:0.07 69:0.41 70:0.98 71:0.65 74:0.77 77:0.89 81:0.52 83:0.91 85:0.85 86:0.92 91:0.14 98:0.19 101:0.87 104:0.97 106:0.81 108:0.32 114:0.60 117:0.86 122:0.86 123:0.73 124:0.96 126:0.54 127:0.95 129:0.89 133:0.96 135:0.80 139:0.92 144:0.85 145:0.96 146:0.70 147:0.75 149:0.82 150:0.74 154:0.91 155:0.67 158:0.91 159:0.96 161:0.63 165:0.93 167:0.48 172:0.63 173:0.08 176:0.73 177:0.70 178:0.55 179:0.35 181:0.82 187:0.68 192:0.87 195:0.99 201:0.93 204:0.85 206:0.81 208:0.64 212:0.26 215:0.41 216:0.33 219:0.95 222:0.25 230:0.75 232:0.98 233:0.76 235:0.68 241:0.07 242:0.19 243:0.40 245:0.75 247:0.86 253:0.47 259:0.21 262:0.93 265:0.21 266:0.99 267:0.69 271:0.32 276:0.81 277:0.69 279:0.86 281:0.89 282:0.77 283:0.78 290:0.60 292:0.91 297:0.36 300:0.99\n1 1:0.74 6:0.88 7:0.81 8:0.75 11:0.92 12:0.51 17:0.67 18:0.80 20:0.90 21:0.47 22:0.93 27:0.51 28:0.73 29:0.71 30:0.45 31:0.86 32:0.69 34:0.84 36:0.26 37:0.71 39:0.75 43:0.79 45:0.88 47:0.93 60:0.95 64:0.77 66:0.15 69:0.75 70:0.88 71:0.65 74:0.84 77:0.70 78:0.92 79:0.86 81:0.52 83:0.91 85:0.80 86:0.90 91:0.29 98:0.51 100:0.92 101:0.87 104:0.82 106:0.81 108:0.59 111:0.91 114:0.60 117:0.86 121:0.97 122:0.77 123:0.86 124:0.73 126:0.54 127:0.56 129:0.05 133:0.74 135:0.34 137:0.86 139:0.93 140:0.45 144:0.85 145:0.50 146:0.74 147:0.78 149:0.82 150:0.74 151:0.47 152:0.84 153:0.72 154:0.73 155:0.67 158:0.91 159:0.74 161:0.63 162:0.56 165:0.93 167:0.50 169:0.90 172:0.74 173:0.62 176:0.73 177:0.70 179:0.39 181:0.82 186:0.92 187:0.21 189:0.90 190:0.89 192:0.87 195:0.89 196:0.88 201:0.93 202:0.58 204:0.89 206:0.81 208:0.64 212:0.60 215:0.41 216:0.20 219:0.95 220:0.93 222:0.25 230:0.87 232:0.88 233:0.76 235:0.68 238:0.88 241:0.18 242:0.21 243:0.61 245:0.80 247:0.82 248:0.47 253:0.48 256:0.45 259:0.21 261:0.91 262:0.93 265:0.48 266:0.89 267:0.28 268:0.57 271:0.32 276:0.74 277:0.69 279:0.86 281:0.91 282:0.77 283:0.78 284:0.86 285:0.47 290:0.60 292:0.91 297:0.36 300:0.94\n1 1:0.74 7:0.72 9:0.80 11:0.93 12:0.51 17:0.76 18:0.85 21:0.30 22:0.93 27:0.43 28:0.73 29:0.71 30:0.84 31:0.95 32:0.80 34:0.75 36:0.87 39:0.75 41:0.88 43:0.88 44:0.93 45:0.88 47:0.93 48:0.91 60:0.95 64:0.77 66:0.68 69:0.54 70:0.56 71:0.65 74:0.90 77:0.89 78:0.88 79:0.95 81:0.61 83:0.91 85:0.88 86:0.95 91:0.42 96:0.85 98:0.56 101:0.97 104:0.93 106:0.81 108:0.41 111:0.86 114:0.65 117:0.86 120:0.76 122:0.57 123:0.40 124:0.48 126:0.54 127:0.57 129:0.81 133:0.67 135:0.61 137:0.95 139:0.96 140:0.45 144:0.85 145:0.77 146:0.69 147:0.74 149:0.89 150:0.78 151:0.94 153:0.80 154:0.86 155:0.67 158:0.92 159:0.57 161:0.63 162:0.78 164:0.70 165:0.93 167:0.45 169:0.72 172:0.77 173:0.49 176:0.73 177:0.70 179:0.44 181:0.82 187:0.87 192:0.87 195:0.77 196:0.98 201:0.93 202:0.59 204:0.85 206:0.81 208:0.64 212:0.71 215:0.44 216:0.21 219:0.95 222:0.25 230:0.75 232:0.95 233:0.76 235:0.52 242:0.24 243:0.72 245:0.76 247:0.74 248:0.83 253:0.89 255:0.95 256:0.58 259:0.21 260:0.77 262:0.93 265:0.58 266:0.54 267:0.44 268:0.64 271:0.32 276:0.66 279:0.86 281:0.91 282:0.88 283:0.82 284:0.93 285:0.62 290:0.65 292:0.95 297:0.36 299:0.88 300:0.84\n3 1:0.69 6:0.95 8:0.96 9:0.80 11:0.92 12:0.51 17:0.04 18:0.66 20:0.82 21:0.22 27:0.06 28:0.73 29:0.71 30:0.41 31:0.91 32:0.80 34:0.59 36:0.98 37:0.85 39:0.75 41:0.88 43:0.73 44:0.93 45:0.92 66:0.54 69:0.66 70:0.85 71:0.65 74:0.82 77:0.89 78:0.91 79:0.92 81:0.58 83:0.91 85:0.72 86:0.72 91:0.75 96:0.95 97:0.99 98:0.42 99:0.95 100:0.93 101:0.87 104:0.96 106:0.81 108:0.50 111:0.90 114:0.63 117:0.86 120:0.92 122:0.51 123:0.48 124:0.76 126:0.44 127:0.60 129:0.59 133:0.81 135:0.90 137:0.91 138:0.96 139:0.79 140:0.98 144:0.85 145:0.56 146:0.81 147:0.84 149:0.87 150:0.60 151:0.52 152:0.80 153:0.89 154:0.62 155:0.67 158:0.79 159:0.85 161:0.63 162:0.58 164:0.90 165:0.70 167:0.60 169:0.93 172:0.83 173:0.41 176:0.61 177:0.70 179:0.30 181:0.82 186:0.90 187:0.39 189:0.97 190:0.77 192:0.87 195:0.95 196:0.91 201:0.68 202:0.91 206:0.81 208:0.64 212:0.68 215:0.44 216:0.88 220:0.82 222:0.25 232:0.98 235:0.52 238:0.90 241:0.55 242:0.33 243:0.63 245:0.83 247:0.79 248:0.53 253:0.95 255:0.95 256:0.91 259:0.21 260:0.89 261:0.90 265:0.44 266:0.84 267:0.69 268:0.91 271:0.32 276:0.80 279:0.82 282:0.88 283:0.82 284:0.94 285:0.62 290:0.63 297:0.36 300:0.84\n2 1:0.69 6:0.96 7:0.72 8:0.93 9:0.76 11:0.91 12:0.51 17:0.22 18:0.75 20:0.87 21:0.30 27:0.21 28:0.73 29:0.71 30:0.55 31:0.88 34:0.66 36:0.70 37:0.74 39:0.75 43:0.72 45:0.98 66:0.10 69:0.12 70:0.70 71:0.65 74:0.89 78:0.85 79:0.88 81:0.46 83:0.60 86:0.72 91:0.81 96:0.98 97:0.89 98:0.59 99:0.83 100:0.88 101:0.52 104:0.84 106:0.81 108:0.93 111:0.85 114:0.63 117:0.86 120:0.96 122:0.75 123:0.82 124:0.71 126:0.44 127:0.65 129:0.81 133:0.67 135:0.17 137:0.88 139:0.70 140:0.45 144:0.85 146:0.90 147:0.92 149:0.94 150:0.56 151:0.97 152:0.82 153:0.97 154:0.62 155:0.58 158:0.79 159:0.86 161:0.63 162:0.64 164:0.92 165:0.70 167:0.60 169:0.86 172:0.92 173:0.08 176:0.66 177:0.70 179:0.16 181:0.82 186:0.85 187:0.39 189:0.97 190:0.77 191:0.75 192:0.59 196:0.88 201:0.68 202:0.91 204:0.85 206:0.81 208:0.54 212:0.75 215:0.44 216:0.95 222:0.25 230:0.75 232:0.90 233:0.76 235:0.42 238:0.89 241:0.56 242:0.45 243:0.38 244:0.61 245:0.98 247:0.90 248:0.98 253:0.98 255:0.74 256:0.93 259:0.21 260:0.95 261:0.86 265:0.50 266:0.80 267:0.59 268:0.92 271:0.32 276:0.94 279:0.82 283:0.82 284:0.86 285:0.62 290:0.63 297:0.36 300:0.84\n2 1:0.69 7:0.72 11:0.91 12:0.51 17:0.51 18:0.74 21:0.30 27:0.21 28:0.73 29:0.71 30:0.58 34:0.66 36:0.59 37:0.74 39:0.75 43:0.72 45:0.98 66:0.12 69:0.12 70:0.72 71:0.65 74:0.89 81:0.46 83:0.60 86:0.71 91:0.05 98:0.58 99:0.83 101:0.52 108:0.93 114:0.63 122:0.75 123:0.82 124:0.77 126:0.44 127:0.68 129:0.81 133:0.78 135:0.18 139:0.69 144:0.85 146:0.91 147:0.92 149:0.95 150:0.56 154:0.62 155:0.58 159:0.86 161:0.63 165:0.70 167:0.55 172:0.92 173:0.08 176:0.66 177:0.70 178:0.55 179:0.15 181:0.82 187:0.68 192:0.59 201:0.68 202:0.46 204:0.85 208:0.54 212:0.75 215:0.44 216:0.95 222:0.25 230:0.75 233:0.76 235:0.42 241:0.44 242:0.50 243:0.34 244:0.61 245:0.97 247:0.92 253:0.52 259:0.21 265:0.51 266:0.84 267:0.59 271:0.32 276:0.95 290:0.63 297:0.36 300:0.84\n1 1:0.74 7:0.63 9:0.80 11:0.92 12:0.51 17:0.38 18:0.82 21:0.30 27:0.02 28:0.73 29:0.71 30:0.85 31:0.87 32:0.79 34:0.40 36:0.39 37:0.92 39:0.75 41:0.82 43:0.88 44:0.93 45:0.95 48:0.91 64:0.77 66:0.54 69:0.52 70:0.33 71:0.65 74:0.86 76:0.85 77:0.70 79:0.87 81:0.61 83:0.91 85:0.85 86:0.92 91:0.29 96:0.74 98:0.48 101:0.87 108:0.86 114:0.65 120:0.61 122:0.51 123:0.85 124:0.70 126:0.54 127:0.64 129:0.59 133:0.77 135:0.76 137:0.87 139:0.93 140:0.80 144:0.85 145:0.65 146:0.54 147:0.60 149:0.91 150:0.78 151:0.52 153:0.72 154:0.86 155:0.67 159:0.85 161:0.63 162:0.86 164:0.66 165:0.93 167:0.52 172:0.84 173:0.27 176:0.73 177:0.70 179:0.30 181:0.82 187:0.39 190:0.77 192:0.87 195:0.95 196:0.90 201:0.93 202:0.53 208:0.64 212:0.71 215:0.44 216:0.99 220:0.74 222:0.25 230:0.64 233:0.76 235:0.52 241:0.32 242:0.53 243:0.32 245:0.87 247:0.60 248:0.51 253:0.64 255:0.95 256:0.58 259:0.21 260:0.60 265:0.50 266:0.80 267:0.97 268:0.62 271:0.32 276:0.80 281:0.91 282:0.87 284:0.89 285:0.62 290:0.65 297:0.36 300:0.55\n1 1:0.69 8:0.87 11:0.93 12:0.51 17:0.34 18:0.85 21:0.64 27:0.60 28:0.73 29:0.71 30:0.57 32:0.69 34:0.33 36:0.21 37:0.78 39:0.75 43:0.67 45:0.99 66:0.12 69:0.64 70:0.75 71:0.65 74:0.89 77:0.70 81:0.33 83:0.60 86:0.89 91:0.08 97:0.89 98:0.34 99:0.83 101:0.87 108:0.49 114:0.56 122:0.75 123:0.47 124:0.96 126:0.44 127:0.78 129:0.96 133:0.96 135:0.81 139:0.85 144:0.85 145:0.50 146:0.85 147:0.87 149:0.91 150:0.52 154:0.66 155:0.58 158:0.78 159:0.92 161:0.63 165:0.70 167:0.47 172:0.79 173:0.28 176:0.66 177:0.70 178:0.55 179:0.15 181:0.82 187:0.68 192:0.59 195:0.98 201:0.68 208:0.54 212:0.42 215:0.38 216:0.30 222:0.25 235:0.80 241:0.03 242:0.31 243:0.31 245:0.94 247:0.88 253:0.47 254:0.74 259:0.21 265:0.36 266:0.87 267:0.52 271:0.32 276:0.95 279:0.82 282:0.77 283:0.78 290:0.56 297:0.36 300:0.84\n1 1:0.69 11:0.93 12:0.51 17:0.32 18:0.79 21:0.30 27:0.45 28:0.73 29:0.71 30:0.61 32:0.69 34:0.66 36:0.17 37:0.50 39:0.75 43:0.75 45:0.93 66:0.23 69:0.68 70:0.70 71:0.65 74:0.78 77:0.70 81:0.46 83:0.60 85:0.72 86:0.85 91:0.10 97:0.89 98:0.34 99:0.83 101:0.97 108:0.52 114:0.63 122:0.51 123:0.50 124:0.89 126:0.44 127:0.34 129:0.81 133:0.89 135:0.71 139:0.81 144:0.85 145:0.49 146:0.70 147:0.74 149:0.86 150:0.56 154:0.66 155:0.58 158:0.78 159:0.77 161:0.63 165:0.70 167:0.56 172:0.63 173:0.45 176:0.66 177:0.70 178:0.55 179:0.26 181:0.82 187:0.68 192:0.59 195:0.94 201:0.68 208:0.54 212:0.42 215:0.44 216:0.77 222:0.25 235:0.42 241:0.46 242:0.31 243:0.43 245:0.81 247:0.90 253:0.50 259:0.21 265:0.36 266:0.89 267:0.36 271:0.32 276:0.79 279:0.82 282:0.77 283:0.78 290:0.63 297:0.36 300:0.55\n2 1:0.69 7:0.72 8:0.89 9:0.76 11:0.91 12:0.51 17:0.40 18:0.75 21:0.30 27:0.21 28:0.73 29:0.71 30:0.55 34:0.70 36:0.63 37:0.74 39:0.75 43:0.72 45:0.98 66:0.10 69:0.12 70:0.70 71:0.65 74:0.88 81:0.46 83:0.60 86:0.72 91:0.07 96:0.69 98:0.59 99:0.83 101:0.52 108:0.93 114:0.63 120:0.55 122:0.75 123:0.82 124:0.71 126:0.44 127:0.66 129:0.81 133:0.67 135:0.18 139:0.70 140:0.45 144:0.85 146:0.90 147:0.92 149:0.94 150:0.56 151:0.51 153:0.48 154:0.62 155:0.58 159:0.86 161:0.63 162:0.62 164:0.54 165:0.70 167:0.54 172:0.92 173:0.08 176:0.66 177:0.70 179:0.16 181:0.82 187:0.68 190:0.77 192:0.59 201:0.68 202:0.50 204:0.85 208:0.54 212:0.75 215:0.44 216:0.95 220:0.87 222:0.25 230:0.75 233:0.76 235:0.42 241:0.41 242:0.45 243:0.38 244:0.61 245:0.98 247:0.90 248:0.50 253:0.53 255:0.74 256:0.45 259:0.21 260:0.55 265:0.50 266:0.80 267:0.69 268:0.46 271:0.32 276:0.94 285:0.56 290:0.63 297:0.36 300:0.84\n2 1:0.74 6:0.96 7:0.81 8:0.93 9:0.80 11:0.57 12:0.51 17:0.22 20:0.98 21:0.30 27:0.21 28:0.91 30:0.60 34:0.66 36:0.70 37:0.74 39:0.75 41:0.99 43:0.98 60:0.87 66:0.10 69:0.12 70:0.68 74:0.99 78:0.85 81:0.65 83:0.90 85:0.99 91:0.81 96:0.98 98:0.56 100:0.95 101:0.86 104:0.84 106:0.81 108:0.93 111:0.91 114:0.86 117:0.86 120:0.96 121:0.90 122:0.57 123:0.82 124:0.71 126:0.54 127:0.61 129:0.81 133:0.67 135:0.17 140:0.45 146:0.90 147:0.92 149:0.99 150:0.79 151:0.99 152:0.97 153:0.97 154:0.98 155:0.67 158:0.92 159:0.85 161:0.77 162:0.64 164:0.94 165:0.84 167:0.61 169:0.91 172:0.91 173:0.08 176:0.73 177:0.38 179:0.16 181:0.80 186:0.85 187:0.39 189:0.97 191:0.75 192:0.59 201:0.74 202:0.91 204:0.89 206:0.81 208:0.64 212:0.77 215:0.72 216:0.95 222:0.25 230:0.87 232:0.90 233:0.76 235:0.42 238:0.97 241:0.56 242:0.51 243:0.38 245:0.98 247:0.67 248:0.99 253:0.99 255:0.79 256:0.93 259:0.21 260:0.96 261:0.96 265:0.48 266:0.80 267:0.59 268:0.92 276:0.93 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.84\n3 1:0.74 6:0.93 8:0.76 9:0.80 11:0.57 12:0.51 20:0.76 27:0.14 28:0.91 30:0.62 34:0.53 36:0.34 37:0.67 39:0.75 41:0.99 43:0.86 60:0.95 66:0.06 69:0.59 70:0.76 74:0.92 78:0.91 81:0.87 83:0.90 85:0.98 91:0.90 96:0.99 98:0.27 100:0.90 101:0.83 108:0.78 111:0.95 114:0.98 120:0.98 122:0.43 123:0.62 124:0.93 126:0.54 127:0.75 129:0.96 133:0.93 135:0.83 138:0.99 140:0.45 145:0.82 146:0.29 147:0.36 149:0.95 150:0.92 151:1.00 152:0.98 153:0.98 154:0.83 155:0.67 158:0.92 159:0.86 161:0.77 162:0.68 164:0.96 165:0.92 167:0.57 169:0.90 172:0.61 173:0.31 176:0.73 177:0.38 179:0.32 181:0.80 186:0.79 187:0.39 189:0.92 191:0.79 192:0.59 201:0.74 202:0.94 208:0.64 212:0.51 215:0.96 216:0.93 222:0.25 235:0.05 238:0.97 241:0.46 242:0.52 243:0.15 245:0.82 247:0.67 248:0.99 253:0.99 255:0.79 256:0.94 259:0.21 260:0.98 261:0.96 265:0.19 266:0.94 267:0.36 268:0.95 276:0.81 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.84\n0 6:0.84 8:0.92 9:0.80 12:0.51 17:0.01 20:0.80 21:0.78 27:0.05 28:0.91 34:0.19 36:0.67 37:0.94 39:0.75 41:0.98 78:0.75 83:0.84 91:0.99 96:0.95 100:0.80 111:0.75 120:0.91 135:0.30 140:0.99 151:0.97 152:0.77 153:0.90 155:0.67 161:0.77 162:0.45 164:0.89 167:0.86 169:0.81 175:0.91 178:0.55 181:0.80 186:0.75 189:0.90 191:0.98 192:0.59 202:0.99 208:0.64 216:0.82 222:0.25 235:0.12 238:0.95 241:0.92 244:0.83 248:0.95 253:0.93 255:0.79 256:0.88 257:0.84 259:0.21 260:0.92 261:0.80 267:0.79 268:0.86 277:0.87 285:0.62\n1 1:0.74 11:0.57 12:0.51 17:0.30 21:0.54 27:0.45 28:0.91 30:0.21 32:0.80 34:0.75 36:0.17 37:0.50 39:0.75 43:0.82 60:0.87 66:0.51 69:0.70 70:0.83 74:0.94 77:0.70 81:0.54 83:0.86 85:0.95 91:0.06 98:0.63 101:0.78 108:0.53 114:0.77 122:0.67 123:0.51 124:0.87 126:0.54 127:0.70 129:0.93 133:0.91 135:0.72 145:0.44 146:0.95 147:0.96 149:0.90 150:0.71 154:0.77 155:0.67 158:0.87 159:0.88 161:0.77 165:0.79 167:0.58 172:0.77 173:0.41 176:0.73 177:0.38 178:0.55 179:0.38 181:0.80 187:0.68 192:0.59 195:0.96 201:0.74 208:0.64 212:0.15 215:0.58 216:0.77 222:0.25 235:0.68 241:0.50 242:0.45 243:0.61 245:0.73 247:0.67 253:0.75 259:0.21 265:0.63 266:0.94 267:0.44 276:0.77 279:0.86 282:0.88 283:0.71 290:0.77 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.97 7:0.78 8:0.94 9:0.80 11:0.57 12:0.51 17:0.15 20:0.75 21:0.30 27:0.02 28:0.91 30:0.72 32:0.80 34:0.47 36:0.19 37:0.92 39:0.75 41:0.97 43:0.89 60:0.87 66:0.67 69:0.51 70:0.47 74:0.94 76:0.85 77:0.70 78:0.89 81:0.65 83:0.87 85:0.97 91:0.86 96:0.94 98:0.60 100:0.96 101:0.83 108:0.39 111:0.91 114:0.86 120:0.88 122:0.43 123:0.37 124:0.47 126:0.54 127:0.46 129:0.59 133:0.47 135:0.66 140:0.45 145:0.42 146:0.86 147:0.88 149:0.95 150:0.79 151:0.96 152:0.75 153:0.86 154:0.87 155:0.67 158:0.87 159:0.73 161:0.77 162:0.60 164:0.90 165:0.84 167:0.74 169:0.90 172:0.76 173:0.33 176:0.73 177:0.38 179:0.41 181:0.80 186:0.90 187:0.39 189:1.00 191:0.87 192:0.59 195:0.89 201:0.74 202:0.87 208:0.64 212:0.49 215:0.72 216:0.99 220:0.87 222:0.25 230:0.81 233:0.76 235:0.42 238:0.96 241:0.72 242:0.55 243:0.71 245:0.84 247:0.60 248:0.93 253:0.96 255:0.79 256:0.87 259:0.21 260:0.88 261:0.79 265:0.61 266:0.80 267:0.28 268:0.88 276:0.66 279:0.86 282:0.88 283:0.71 285:0.62 290:0.86 297:0.36 299:0.88 300:0.55\n3 1:0.74 7:0.81 11:0.57 12:0.51 17:0.51 21:0.30 27:0.21 28:0.91 30:0.62 34:0.66 36:0.59 37:0.74 39:0.75 43:0.98 66:0.12 69:0.12 70:0.72 74:0.99 81:0.65 83:0.75 85:0.99 91:0.05 98:0.55 101:0.86 108:0.93 114:0.86 121:0.97 122:0.57 123:0.82 124:0.82 126:0.54 127:0.64 129:0.89 133:0.83 135:0.18 146:0.72 147:0.77 149:0.99 150:0.79 154:0.98 155:0.67 159:0.86 161:0.77 165:0.84 167:0.57 172:0.92 173:0.08 176:0.73 177:0.38 178:0.55 179:0.15 181:0.80 187:0.68 192:0.59 201:0.74 202:0.46 204:0.89 208:0.64 212:0.77 215:0.72 216:0.95 222:0.25 230:0.87 233:0.76 235:0.42 241:0.44 242:0.52 243:0.28 245:0.97 247:0.67 253:0.78 259:0.21 265:0.48 266:0.87 267:0.59 276:0.94 290:0.86 297:0.36 300:0.94\n3 1:0.74 8:0.66 9:0.80 11:0.57 12:0.51 17:0.04 21:0.22 27:0.14 28:0.91 30:0.71 32:0.80 34:0.63 36:0.30 37:0.67 39:0.75 41:0.98 43:0.86 60:0.99 66:0.52 69:0.58 70:0.66 74:0.86 77:0.70 78:0.80 81:0.70 83:0.88 85:0.96 91:0.77 96:0.95 98:0.53 101:0.83 108:0.86 111:0.79 114:0.90 120:0.91 122:0.43 123:0.85 124:0.73 126:0.54 127:0.47 129:0.89 133:0.78 135:0.98 140:0.45 145:0.94 146:0.13 147:0.18 149:0.89 150:0.82 151:0.91 153:0.72 154:0.84 155:0.67 158:0.92 159:0.71 161:0.77 162:0.72 164:0.91 165:0.86 167:0.58 169:0.95 172:0.67 173:0.42 176:0.73 177:0.38 179:0.46 181:0.80 187:0.39 191:0.75 192:0.59 195:0.88 201:0.74 202:0.85 208:0.64 212:0.36 215:0.79 216:0.93 220:0.74 222:0.25 235:0.31 238:0.86 241:0.47 242:0.61 243:0.14 245:0.74 247:0.39 248:0.95 253:0.96 255:0.79 256:0.89 259:0.21 260:0.91 265:0.54 266:0.71 267:0.87 268:0.88 276:0.66 279:0.86 282:0.88 283:0.82 285:0.62 290:0.90 297:0.36 299:0.88 300:0.84\n0 1:0.74 6:0.98 8:0.84 9:0.80 11:0.57 12:0.51 17:0.16 20:0.74 21:0.68 27:0.05 28:0.91 30:0.54 32:0.80 34:0.42 36:0.71 37:0.93 39:0.75 41:0.98 43:0.59 55:0.84 60:0.97 66:0.94 69:0.93 70:0.66 74:0.88 77:0.70 78:0.78 81:0.47 83:0.89 85:0.94 91:0.66 96:0.95 98:0.76 100:0.87 101:0.79 108:0.87 111:0.79 114:0.70 120:0.91 122:0.67 123:0.86 126:0.54 127:0.25 129:0.05 135:0.76 140:0.80 145:0.50 146:0.96 147:0.97 149:0.77 150:0.65 151:0.96 152:0.73 153:0.86 154:0.48 155:0.67 158:0.87 159:0.67 161:0.77 162:0.59 164:0.92 165:0.70 167:0.60 169:0.89 172:0.85 173:0.88 176:0.73 177:0.38 178:0.42 179:0.24 181:0.80 186:0.82 187:0.68 192:0.59 195:0.93 201:0.74 202:0.89 208:0.64 212:0.37 215:0.49 216:0.84 220:0.99 222:0.25 232:0.96 235:0.84 241:0.53 242:0.45 243:0.95 247:0.67 248:0.95 253:0.96 255:0.79 256:0.89 259:0.21 260:0.92 261:0.75 265:0.76 266:0.71 267:0.44 268:0.90 276:0.76 279:0.86 282:0.88 283:0.71 285:0.62 290:0.70 297:0.36 299:0.88 300:0.70\n2 1:0.74 7:0.81 9:0.80 11:0.57 12:0.51 17:0.06 21:0.13 27:0.13 28:0.91 30:0.86 32:0.80 34:0.44 36:0.44 37:0.79 39:0.75 41:0.97 43:0.81 60:0.87 66:0.84 69:0.70 70:0.28 74:0.86 77:0.70 81:0.76 83:0.89 85:0.91 91:0.75 96:0.95 98:0.63 101:0.83 108:0.53 114:0.92 120:0.90 121:0.90 122:0.43 123:0.51 126:0.54 127:0.19 129:0.05 135:0.89 140:0.45 145:0.54 146:0.60 147:0.65 149:0.86 150:0.85 151:0.93 153:0.78 154:0.76 155:0.67 158:0.92 159:0.22 161:0.77 162:0.83 164:0.89 165:0.88 167:0.72 172:0.54 173:0.78 176:0.73 177:0.38 179:0.47 181:0.80 187:0.39 192:0.59 195:0.63 201:0.74 202:0.81 204:0.89 208:0.64 212:0.52 215:0.84 216:0.83 220:0.74 222:0.25 230:0.87 233:0.76 235:0.22 241:0.70 242:0.63 243:0.85 247:0.30 248:0.95 253:0.96 255:0.79 256:0.84 259:0.21 260:0.91 265:0.64 266:0.38 267:0.52 268:0.87 276:0.41 279:0.86 282:0.88 283:0.82 285:0.62 290:0.92 297:0.36 299:0.88 300:0.25\n2 6:0.83 8:0.63 9:0.80 11:0.57 12:0.51 17:0.08 20:0.80 21:0.78 27:0.31 28:0.91 30:0.95 34:0.25 36:0.85 37:0.30 39:0.75 41:0.97 43:0.86 66:0.54 69:0.59 74:0.44 78:0.79 83:0.83 85:0.72 91:0.92 96:0.94 98:0.16 100:0.83 101:0.76 104:0.58 108:0.45 111:0.79 120:0.91 123:0.43 127:0.09 129:0.05 135:0.20 140:0.45 146:0.13 147:0.18 149:0.49 151:0.96 152:0.77 153:0.86 154:0.83 155:0.67 159:0.08 161:0.77 162:0.65 164:0.89 167:0.83 169:0.81 172:0.10 173:0.93 177:0.38 179:0.18 181:0.80 186:0.79 189:0.85 191:0.81 192:0.59 202:0.85 208:0.64 216:0.19 220:0.74 222:0.25 232:0.78 235:0.22 238:0.92 241:0.82 243:0.63 248:0.94 253:0.92 255:0.79 256:0.86 259:0.21 260:0.91 261:0.81 265:0.17 267:0.23 268:0.86 285:0.62 300:0.08\n2 1:0.74 6:0.93 8:0.83 9:0.80 11:0.57 12:0.51 17:0.12 20:0.78 21:0.05 27:0.14 28:0.91 30:0.53 32:0.80 34:0.26 36:0.54 37:0.67 39:0.75 41:0.88 43:0.86 66:0.15 69:0.59 70:0.59 74:0.97 77:0.70 78:0.85 81:0.81 83:0.81 85:0.99 91:0.08 96:0.86 98:0.45 100:0.92 101:0.84 108:0.96 111:0.87 114:0.95 120:0.77 122:0.57 123:0.95 124:0.96 126:0.54 127:0.83 129:0.99 133:0.97 135:0.83 140:0.45 145:0.47 146:0.22 147:0.28 149:0.97 150:0.88 151:0.92 152:0.98 153:0.72 154:0.83 155:0.67 159:0.93 161:0.77 162:0.76 164:0.69 165:0.90 167:0.47 169:0.90 172:0.82 173:0.20 176:0.73 177:0.38 179:0.16 181:0.80 186:0.85 187:0.68 189:0.91 192:0.59 195:0.99 201:0.74 202:0.58 208:0.64 212:0.41 215:0.91 216:0.93 222:0.25 235:0.12 238:0.95 241:0.01 242:0.44 243:0.08 245:0.92 247:0.60 248:0.85 253:0.91 255:0.79 256:0.58 259:0.21 260:0.78 261:0.96 265:0.47 266:0.92 267:0.28 268:0.62 276:0.95 282:0.88 285:0.62 290:0.95 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.99 8:0.96 9:0.80 11:0.57 12:0.51 17:0.04 20:0.79 21:0.22 27:0.06 28:0.91 30:0.40 32:0.80 34:0.59 36:0.98 37:0.85 39:0.75 41:0.99 43:0.83 60:0.99 66:0.60 69:0.66 70:0.80 74:0.97 77:0.89 78:0.85 81:0.75 83:0.89 85:0.97 91:0.75 96:0.96 98:0.42 100:0.92 101:0.81 104:0.96 106:0.81 108:0.50 111:0.87 114:0.69 117:0.86 120:0.93 122:0.57 123:0.48 124:0.67 126:0.54 127:0.56 129:0.81 133:0.76 135:0.90 138:0.96 140:0.45 145:0.56 146:0.81 147:0.84 149:0.96 150:0.84 151:0.97 152:0.77 153:0.89 154:0.79 155:0.67 158:0.92 159:0.84 161:0.77 162:0.57 164:0.93 165:0.88 167:0.61 169:0.90 172:0.82 173:0.41 176:0.56 177:0.38 179:0.31 181:0.80 186:0.85 187:0.39 189:0.99 192:0.59 195:0.95 201:0.74 202:0.91 206:0.81 208:0.64 212:0.68 215:0.72 216:0.88 220:0.82 222:0.25 232:0.98 235:0.52 238:0.94 241:0.55 242:0.44 243:0.67 245:0.84 247:0.60 248:0.96 253:0.98 255:0.79 256:0.91 259:0.21 260:0.93 261:0.85 265:0.44 266:0.75 267:0.69 268:0.91 276:0.74 279:0.86 282:0.88 283:0.82 285:0.62 290:0.69 297:0.36 299:0.97 300:0.70\n2 1:0.74 6:0.93 8:0.86 9:0.80 11:0.57 12:0.51 17:0.01 20:0.98 27:0.14 28:0.91 30:0.65 34:0.67 36:0.29 37:0.67 39:0.75 41:0.99 43:0.86 60:0.98 66:0.06 69:0.57 70:0.74 74:0.93 78:0.85 81:0.87 83:0.90 85:0.98 91:0.63 96:0.99 98:0.25 100:0.95 101:0.83 108:0.78 111:0.90 114:0.98 120:0.98 122:0.43 123:0.86 124:0.93 126:0.54 127:0.74 129:0.96 133:0.93 135:0.85 138:0.99 140:0.45 145:0.82 146:0.22 147:0.28 149:0.96 150:0.92 151:1.00 152:0.98 153:0.98 154:0.84 155:0.67 158:0.92 159:0.86 161:0.77 162:0.66 164:0.96 165:0.92 167:0.56 169:0.90 172:0.61 173:0.30 176:0.73 177:0.38 179:0.31 181:0.80 186:0.85 187:0.39 189:0.94 192:0.59 201:0.74 202:0.94 208:0.64 212:0.50 215:0.96 216:0.93 222:0.25 235:0.05 238:0.97 241:0.41 242:0.53 243:0.15 245:0.83 247:0.67 248:0.99 253:1.00 255:0.79 256:0.94 259:0.21 260:0.98 261:0.96 265:0.19 266:0.92 267:0.28 268:0.95 276:0.81 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.84\n2 1:0.74 6:0.92 7:0.81 8:0.80 9:0.80 11:0.57 12:0.51 17:0.47 20:0.91 21:0.30 27:0.50 28:0.91 30:0.52 32:0.80 34:0.44 36:0.66 37:0.60 39:0.75 41:0.92 43:0.88 60:0.87 66:0.07 69:0.53 70:0.85 74:0.99 77:0.96 78:0.77 81:0.65 83:0.82 85:1.00 91:0.18 96:0.84 98:0.37 100:0.81 101:0.85 104:0.84 106:0.81 108:0.97 111:0.77 114:0.86 117:0.86 120:0.75 121:0.90 122:0.57 123:0.96 124:0.96 126:0.54 127:0.90 129:0.98 133:0.96 135:0.69 140:0.45 145:0.76 146:0.59 147:0.65 149:0.98 150:0.79 151:0.92 152:0.85 153:0.72 154:0.86 155:0.67 158:0.92 159:0.94 161:0.77 162:0.75 164:0.76 165:0.84 167:0.46 169:0.79 172:0.91 173:0.16 176:0.73 177:0.38 179:0.12 181:0.80 186:0.78 187:0.39 189:0.93 192:0.59 195:0.99 201:0.74 202:0.67 204:0.89 206:0.81 208:0.64 212:0.60 215:0.72 216:0.86 220:0.87 222:0.25 230:0.87 232:0.90 233:0.76 235:0.42 238:0.91 242:0.43 243:0.13 245:0.96 247:0.67 248:0.82 253:0.90 255:0.79 256:0.68 259:0.21 260:0.76 261:0.84 265:0.31 266:0.92 267:0.52 268:0.71 276:0.97 279:0.86 282:0.88 283:0.82 285:0.62 290:0.86 297:0.36 299:0.97 300:0.94\n1 1:0.74 6:0.94 7:0.81 8:0.65 9:0.80 11:0.57 12:0.51 17:0.26 20:0.77 21:0.30 27:0.11 28:0.91 30:0.74 34:0.53 36:0.86 37:0.79 39:0.75 41:0.88 43:0.87 60:0.97 66:0.43 69:0.56 70:0.42 74:0.95 78:0.78 81:0.65 83:0.86 85:0.99 91:0.20 96:0.87 98:0.52 100:0.82 101:0.86 104:0.89 106:0.81 108:0.79 111:0.78 114:0.86 117:0.86 120:0.78 121:0.90 122:0.57 123:0.77 124:0.82 126:0.54 127:0.55 129:0.93 133:0.84 135:0.60 140:0.45 145:0.52 146:0.13 147:0.18 149:0.97 150:0.79 151:0.93 152:0.75 153:0.77 154:0.85 155:0.67 158:0.92 159:0.76 161:0.77 162:0.86 164:0.70 165:0.84 167:0.51 169:0.80 172:0.79 173:0.37 176:0.73 177:0.38 179:0.27 181:0.80 186:0.79 187:0.39 189:0.94 192:0.59 201:0.74 202:0.55 204:0.89 206:0.81 208:0.64 212:0.55 215:0.72 216:0.85 222:0.25 230:0.87 232:0.93 233:0.76 235:0.42 238:0.88 241:0.18 242:0.61 243:0.09 245:0.87 247:0.39 248:0.85 253:0.91 255:0.79 256:0.58 259:0.21 260:0.79 261:0.77 265:0.53 266:0.71 267:0.52 268:0.64 276:0.83 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.43\n1 1:0.74 11:0.57 12:0.51 17:0.26 21:0.40 27:0.45 28:0.91 30:0.31 34:0.68 36:0.17 37:0.50 39:0.75 43:0.82 55:0.71 60:0.87 66:0.10 69:0.69 70:0.81 74:0.93 81:0.61 83:0.84 85:0.93 91:0.04 98:0.32 101:0.76 108:0.82 114:0.82 122:0.67 123:0.63 124:0.93 126:0.54 127:0.71 129:0.96 133:0.93 135:0.78 145:0.49 146:0.13 147:0.18 149:0.83 150:0.76 154:0.77 155:0.67 158:0.87 159:0.88 161:0.77 163:0.81 165:0.83 167:0.52 172:0.54 173:0.40 176:0.73 177:0.38 178:0.55 179:0.38 181:0.80 187:0.68 192:0.59 201:0.74 208:0.64 212:0.18 215:0.67 216:0.77 222:0.25 235:0.52 241:0.27 242:0.61 243:0.11 245:0.76 247:0.60 253:0.76 259:0.21 265:0.34 266:0.94 267:0.65 276:0.77 279:0.86 283:0.71 290:0.82 297:0.36 300:0.70\n1 1:0.57 2:1.00 8:0.91 9:0.72 10:0.97 11:0.54 12:0.20 17:0.34 18:0.78 21:0.54 23:0.97 27:0.35 29:0.77 30:0.55 34:0.61 36:0.64 37:0.59 39:0.98 43:0.27 44:0.88 45:0.89 46:0.88 56:0.97 62:0.98 66:0.83 69:0.55 70:0.75 71:0.73 74:0.51 75:0.95 77:0.70 80:0.98 81:0.33 82:0.99 83:0.60 86:0.75 88:0.98 91:0.58 98:0.83 101:0.69 102:0.96 107:0.92 108:0.42 110:0.89 122:0.99 123:0.40 124:0.39 125:0.88 126:0.31 127:0.66 128:0.97 129:0.05 133:0.45 135:0.97 138:0.96 139:0.77 140:0.80 143:0.99 145:0.92 146:0.93 147:0.95 149:0.67 150:0.37 151:0.85 153:0.48 154:0.26 155:0.57 159:0.69 160:0.88 162:0.86 168:0.97 170:0.82 172:0.93 173:0.43 174:0.98 175:0.75 177:0.88 179:0.23 187:0.87 190:0.98 192:0.56 193:0.97 195:0.83 197:0.99 201:0.54 202:0.50 204:0.83 205:0.97 208:0.64 212:0.78 216:0.45 220:0.74 222:0.25 226:0.96 235:0.74 236:0.91 239:0.96 241:0.12 242:0.27 243:0.84 244:0.83 245:0.90 247:0.92 248:0.76 253:0.41 254:0.84 255:0.70 256:0.58 257:0.65 259:0.21 264:0.93 265:0.83 266:0.75 267:0.97 268:0.59 271:0.90 275:0.99 276:0.88 277:0.69 279:0.77 281:0.91 282:0.73 285:0.49 289:0.88 294:0.99 295:0.98 298:0.99 300:0.84\n1 7:0.66 8:0.90 10:0.99 11:0.54 12:0.20 17:0.57 18:0.94 21:0.40 23:0.98 27:0.28 29:0.77 30:0.56 32:0.67 33:0.97 34:0.29 36:0.98 37:0.86 39:0.98 43:0.60 44:0.88 45:0.98 46:0.88 62:0.99 66:0.63 69:0.81 70:0.78 71:0.73 74:0.68 75:0.95 77:0.70 81:0.32 86:0.91 91:0.27 98:0.76 101:0.87 102:0.96 107:0.95 108:0.65 110:0.90 120:0.59 122:0.91 123:0.63 124:0.65 125:0.88 126:0.31 127:0.74 128:0.98 129:0.59 133:0.76 135:1.00 139:0.89 140:0.45 145:0.74 146:0.97 147:0.61 149:0.80 150:0.33 151:0.56 153:0.48 154:0.20 159:0.84 160:0.88 162:0.61 164:0.71 168:0.98 170:0.82 172:0.96 173:0.63 174:0.99 177:0.88 179:0.15 187:0.68 190:0.99 191:0.70 192:0.49 193:0.96 195:0.95 197:0.99 201:0.55 202:0.72 205:0.98 212:0.81 215:0.67 216:0.61 220:0.91 222:0.25 226:0.98 230:0.68 233:0.76 235:0.52 236:0.92 239:0.98 241:0.35 242:0.15 243:0.21 244:0.61 245:0.97 247:0.99 248:0.57 253:0.50 254:0.84 255:0.69 256:0.71 257:0.65 259:0.21 260:0.59 264:0.93 265:0.76 266:0.80 267:0.96 268:0.73 271:0.90 275:0.98 276:0.95 282:0.75 283:0.82 285:0.49 289:0.89 291:0.97 294:0.96 297:0.36 300:0.94\n1 1:0.57 10:0.96 11:0.54 12:0.20 17:0.61 18:0.91 21:0.71 27:0.11 29:0.77 30:0.55 33:0.97 34:0.96 36:0.99 37:0.84 39:0.98 43:0.44 45:0.99 46:0.88 64:0.77 66:0.94 69:0.90 70:0.69 71:0.73 74:0.61 81:0.50 83:0.60 86:0.89 91:0.20 98:0.88 99:0.95 101:0.69 107:0.94 108:0.81 110:0.90 114:0.64 122:0.91 123:0.79 124:0.36 125:0.88 126:0.43 127:0.83 129:0.05 133:0.38 135:0.82 139:0.84 146:0.99 147:0.41 149:0.73 150:0.38 154:0.33 155:0.46 159:0.86 160:0.88 165:0.70 170:0.82 172:0.98 173:0.79 174:0.98 176:0.62 177:0.38 178:0.55 179:0.14 187:0.87 192:0.45 197:0.97 201:0.56 202:0.36 208:0.54 212:0.73 216:0.65 222:0.25 235:0.95 236:0.92 239:0.94 241:0.39 242:0.14 243:0.07 244:0.61 245:0.92 247:0.98 253:0.53 257:0.93 259:0.21 264:0.93 265:0.88 266:0.75 267:0.91 271:0.90 275:0.99 276:0.95 289:0.89 290:0.64 291:0.97 294:0.98 300:0.84\n1 10:0.98 11:0.48 12:0.20 17:0.64 18:0.89 21:0.78 27:0.10 29:0.77 30:0.19 32:0.64 33:0.97 34:0.56 36:0.95 37:0.81 39:0.98 43:0.26 45:0.93 46:0.88 55:0.59 66:0.74 69:0.19 70:0.91 71:0.73 74:0.59 75:0.96 83:0.60 86:0.82 91:0.46 97:0.94 98:0.82 101:0.52 102:0.94 107:0.93 108:0.15 110:0.90 120:0.57 122:0.98 123:0.15 124:0.47 125:0.88 127:0.90 129:0.05 133:0.72 135:0.99 139:0.82 140:0.87 145:0.63 146:0.95 147:0.96 149:0.64 151:0.50 153:0.48 154:0.14 155:0.52 158:0.75 159:0.77 160:0.88 162:0.54 164:0.55 170:0.82 172:0.93 173:0.14 174:0.99 177:0.96 178:0.48 179:0.23 187:0.99 190:0.99 191:0.77 192:0.51 193:0.97 195:0.89 197:0.99 202:0.56 204:0.81 208:0.54 212:0.78 216:0.80 219:0.90 220:0.91 222:0.25 226:0.98 235:0.52 239:0.97 241:0.21 242:0.45 243:0.77 244:0.83 245:0.88 247:0.91 248:0.50 253:0.45 254:0.97 256:0.45 259:0.21 260:0.57 264:0.93 265:0.82 266:0.54 267:1.00 268:0.46 271:0.90 275:0.95 276:0.89 279:0.77 281:0.91 285:0.45 289:0.89 291:0.97 292:0.95 294:0.94 300:0.84\n1 1:0.59 2:1.00 9:0.71 10:0.97 11:0.48 12:0.20 17:0.32 18:0.91 21:0.13 23:0.98 27:0.30 29:0.77 30:0.57 33:0.97 34:0.31 36:0.99 37:0.53 39:0.98 43:0.21 44:0.86 45:0.96 46:0.88 56:0.97 62:0.98 66:0.26 69:0.62 70:0.83 71:0.73 74:0.61 75:0.95 77:0.70 80:0.98 81:0.37 83:0.54 86:0.87 91:0.31 98:0.57 101:0.52 107:0.94 108:0.83 110:0.90 122:0.97 123:0.82 124:0.84 125:0.88 126:0.31 127:0.61 128:0.96 129:0.81 133:0.83 135:0.95 138:0.95 139:0.84 140:0.45 143:0.99 145:0.58 146:0.51 147:0.57 149:0.47 150:0.41 151:0.71 153:0.77 154:0.46 155:0.55 159:0.80 160:0.88 162:0.86 168:0.96 170:0.82 172:0.84 173:0.41 174:0.98 177:0.96 179:0.18 187:0.98 190:0.98 192:0.51 193:0.95 195:0.92 197:0.98 201:0.57 202:0.57 204:0.78 205:0.98 208:0.54 212:0.74 216:0.88 220:0.74 222:0.25 226:0.96 235:0.22 236:0.91 239:0.96 241:0.18 242:0.15 243:0.27 244:0.83 245:0.95 247:0.99 248:0.73 253:0.46 254:0.80 255:0.70 256:0.64 259:0.21 264:0.93 265:0.58 266:0.75 267:0.98 268:0.66 271:0.90 275:0.98 276:0.91 279:0.79 281:0.91 282:0.73 285:0.49 286:0.99 289:0.89 291:0.97 294:0.97 295:0.98 298:0.99 300:0.84\n1 2:0.99 9:0.71 10:0.92 11:0.48 12:0.20 17:0.30 18:0.70 21:0.78 23:0.97 27:0.11 29:0.77 30:0.30 33:0.97 34:0.97 36:0.72 37:0.84 39:0.98 43:0.22 45:0.85 46:0.88 55:0.71 62:0.97 66:0.53 69:0.91 70:0.81 71:0.73 74:0.36 86:0.69 91:0.67 98:0.62 101:0.52 107:0.91 108:0.81 110:0.89 120:0.64 122:0.98 123:0.80 124:0.64 125:0.88 127:0.79 128:0.97 129:0.05 133:0.60 135:0.97 138:0.98 139:0.66 140:0.98 143:0.99 146:0.88 147:0.41 149:0.26 151:0.81 153:0.46 154:0.16 155:0.53 159:0.79 160:0.88 162:0.46 164:0.54 168:0.97 170:0.82 172:0.76 173:0.85 174:0.97 177:0.05 178:0.54 179:0.42 187:0.68 190:0.95 192:0.56 197:0.96 202:0.82 205:0.97 208:0.49 212:0.54 216:0.65 220:0.93 222:0.25 235:0.22 239:0.91 241:0.66 242:0.29 243:0.11 244:0.83 245:0.84 247:0.96 248:0.73 253:0.32 254:0.88 255:0.72 256:0.58 257:0.97 259:0.21 260:0.64 264:0.93 265:0.63 266:0.80 267:0.69 268:0.58 271:0.90 275:0.96 276:0.74 285:0.55 286:0.99 289:0.88 291:0.97 294:0.96 295:0.98 298:0.99 300:0.70\n1 1:0.65 8:0.85 10:0.96 11:0.48 12:0.20 17:0.57 18:0.91 21:0.22 27:0.45 29:0.77 30:0.71 34:0.68 36:0.38 37:0.50 39:0.98 43:0.29 45:0.97 46:0.88 56:0.97 64:0.77 66:0.81 69:0.69 70:0.64 71:0.73 74:0.57 81:0.59 82:0.98 83:0.54 86:0.87 88:0.98 91:0.17 98:0.81 99:0.83 101:0.69 102:0.94 107:0.94 108:0.52 110:0.90 114:0.80 122:0.91 123:0.50 124:0.39 125:0.88 126:0.53 127:0.52 129:0.05 133:0.36 135:0.81 139:0.83 145:0.49 146:0.95 147:0.96 149:0.74 150:0.49 154:0.48 155:0.50 159:0.72 160:0.88 165:0.63 170:0.82 172:0.93 173:0.55 174:0.98 176:0.62 177:0.96 178:0.55 179:0.21 187:0.68 192:0.49 195:0.87 197:0.98 201:0.64 208:0.64 212:0.78 216:0.77 222:0.25 235:0.52 236:0.92 239:0.95 241:0.18 242:0.21 243:0.83 244:0.83 245:0.91 247:0.98 253:0.59 254:0.74 259:0.21 264:0.93 265:0.81 266:0.71 267:0.44 271:0.90 275:0.97 276:0.87 289:0.89 290:0.80 294:0.97 300:0.84\n1 1:0.68 2:0.99 10:0.99 11:0.54 12:0.20 17:0.77 18:0.85 21:0.13 22:0.93 27:0.28 29:0.77 30:0.38 33:0.97 34:0.88 36:0.90 37:0.86 39:0.98 43:0.24 44:0.88 45:0.93 46:0.88 47:0.93 56:0.97 64:0.77 66:0.62 69:0.45 70:0.87 71:0.73 74:0.61 75:0.96 77:0.70 80:0.99 81:0.65 82:0.98 83:0.60 86:0.83 88:0.98 91:0.25 97:0.89 98:0.67 99:0.83 101:0.69 102:0.95 107:0.94 108:0.35 110:0.90 114:0.76 117:0.86 122:0.98 123:0.34 124:0.65 125:0.88 126:0.53 127:0.82 129:0.05 133:0.73 135:0.98 139:0.84 145:0.63 146:0.87 147:0.89 149:0.34 150:0.57 154:0.55 155:0.57 158:0.75 159:0.74 160:0.88 165:0.63 170:0.82 172:0.94 173:0.31 174:0.99 176:0.60 177:0.96 178:0.55 179:0.19 187:0.39 192:0.57 193:0.96 195:0.86 197:0.99 201:0.67 204:0.84 208:0.64 212:0.89 216:0.61 219:0.90 222:0.25 226:0.95 235:0.60 236:0.92 239:0.98 241:0.02 242:0.13 243:0.68 244:0.61 245:0.94 247:0.98 253:0.59 254:0.80 259:0.21 262:0.93 264:0.93 265:0.68 266:0.71 267:0.89 271:0.90 275:0.99 276:0.92 279:0.79 281:0.86 282:0.73 289:0.89 290:0.76 291:0.97 292:0.87 294:0.99 295:0.98 300:0.94\n1 1:0.59 2:0.99 9:0.71 10:0.97 11:0.48 12:0.20 17:0.32 18:0.91 21:0.13 23:0.95 27:0.30 29:0.77 30:0.57 33:0.97 34:0.28 36:0.99 37:0.53 39:0.98 43:0.21 44:0.86 45:0.96 46:0.88 56:0.97 62:0.97 66:0.26 69:0.63 70:0.83 71:0.73 74:0.60 75:0.95 77:0.70 80:0.98 81:0.37 83:0.54 86:0.87 91:0.22 98:0.57 101:0.52 107:0.94 108:0.83 110:0.90 122:0.97 123:0.82 124:0.84 125:0.88 126:0.31 127:0.61 128:0.96 129:0.81 133:0.83 135:0.95 138:0.95 139:0.84 140:0.45 143:0.99 145:0.58 146:0.51 147:0.57 149:0.47 150:0.41 151:0.65 153:0.48 154:0.46 155:0.54 159:0.80 160:0.88 162:0.86 168:0.96 170:0.82 172:0.84 173:0.42 174:0.98 177:0.96 179:0.18 187:0.95 190:0.98 192:0.50 193:0.95 195:0.92 197:0.98 201:0.57 202:0.36 204:0.78 205:0.95 208:0.54 212:0.74 216:0.88 220:0.74 222:0.25 226:0.95 235:0.22 236:0.91 239:0.96 241:0.07 242:0.15 243:0.27 244:0.83 245:0.95 247:0.99 248:0.63 253:0.46 254:0.80 255:0.69 256:0.45 259:0.21 264:0.93 265:0.58 266:0.75 267:0.98 268:0.46 271:0.90 275:0.98 276:0.91 279:0.75 281:0.91 282:0.73 285:0.49 286:0.99 289:0.89 291:0.97 294:0.97 295:0.98 298:0.99 300:0.84\n1 1:0.69 10:0.99 11:0.64 12:0.20 17:0.32 18:0.91 27:0.51 29:0.77 30:0.84 32:0.80 34:0.66 36:0.70 37:0.70 39:0.98 43:0.79 44:0.93 45:0.66 46:0.97 56:0.97 60:0.87 64:0.77 66:0.46 69:0.72 70:0.45 71:0.73 74:0.89 75:0.99 77:0.70 81:0.81 82:0.99 83:0.72 85:0.97 86:0.97 88:0.99 91:0.06 98:0.71 101:0.96 102:0.98 107:0.95 108:0.75 110:0.90 114:0.98 122:0.67 123:0.74 124:0.76 125:0.88 126:0.54 127:0.62 129:0.81 133:0.74 135:0.98 139:0.97 145:0.97 146:0.62 147:0.05 149:0.99 150:0.62 154:0.72 155:0.53 158:0.92 159:0.79 160:0.88 165:0.93 170:0.82 172:0.91 173:0.54 174:0.97 176:0.73 177:0.05 178:0.55 179:0.18 187:0.68 192:0.57 195:0.92 197:0.97 201:0.68 208:0.64 212:0.61 215:0.96 216:0.55 219:0.95 222:0.25 226:0.98 235:0.42 236:0.97 239:0.99 241:0.03 242:0.19 243:0.06 245:0.96 247:0.96 253:0.76 257:0.97 264:0.93 265:0.72 266:0.75 267:0.65 271:0.90 275:0.99 276:0.92 279:0.80 282:0.88 283:0.82 289:0.89 290:0.98 292:0.95 294:1.00 295:0.99 297:0.36 299:0.88 300:0.84\n1 1:0.58 7:0.65 10:0.97 11:0.54 12:0.20 17:0.73 18:0.74 21:0.30 27:0.28 29:0.77 30:0.30 33:0.97 34:0.85 36:0.98 37:0.86 39:0.98 43:0.26 45:0.87 46:0.88 56:0.97 66:0.77 69:0.45 70:0.96 71:0.73 74:0.41 80:0.98 81:0.40 82:0.98 86:0.74 88:0.98 91:0.22 98:0.85 101:0.69 102:0.94 104:0.94 106:0.81 107:0.93 108:0.35 110:0.90 122:0.85 123:0.33 124:0.43 125:0.88 126:0.43 127:0.85 129:0.05 133:0.59 135:0.99 139:0.70 145:0.70 146:0.97 147:0.98 149:0.41 150:0.40 154:0.55 155:0.47 159:0.81 160:0.88 170:0.82 172:0.94 173:0.25 174:0.98 177:0.96 178:0.55 179:0.21 187:0.39 192:0.46 195:0.91 197:0.98 201:0.60 206:0.81 208:0.49 212:0.75 215:0.67 216:0.61 222:0.25 230:0.67 233:0.66 235:0.52 236:0.92 239:0.95 241:0.01 242:0.13 243:0.79 244:0.61 245:0.92 247:0.98 253:0.36 254:0.80 259:0.21 264:0.93 265:0.85 266:0.84 267:0.59 271:0.90 275:0.99 276:0.91 283:0.67 289:0.88 291:0.97 294:0.99 297:0.36 300:0.94\n1 8:0.74 10:0.97 11:0.54 12:0.20 17:0.85 18:0.82 21:0.54 27:0.52 29:0.77 30:0.53 33:0.97 34:0.93 36:0.64 37:0.64 39:0.98 43:0.46 45:0.91 46:0.88 56:0.97 66:0.88 69:0.56 70:0.79 71:0.73 74:0.51 75:0.96 80:0.98 81:0.26 83:0.60 86:0.81 91:0.22 97:0.89 98:0.71 101:0.87 102:0.94 107:0.92 108:0.43 110:0.90 122:0.97 123:0.42 124:0.37 125:0.88 126:0.23 127:0.54 129:0.05 133:0.36 135:0.98 139:0.78 145:0.50 146:0.82 147:0.85 149:0.50 150:0.28 154:0.44 155:0.54 159:0.59 160:0.88 170:0.82 172:0.84 173:0.50 174:0.96 177:0.96 178:0.55 179:0.39 187:0.68 192:0.55 193:0.97 195:0.77 197:0.97 204:0.83 208:0.64 212:0.85 216:0.38 222:0.25 226:0.96 235:0.60 239:0.96 241:0.07 242:0.17 243:0.89 244:0.83 245:0.64 247:0.92 253:0.41 254:0.86 259:0.21 264:0.93 265:0.71 266:0.38 267:0.99 271:0.90 275:0.96 276:0.68 279:0.75 281:0.91 289:0.88 291:0.97 294:0.98 295:0.98 300:0.84\n1 1:0.66 9:0.71 10:0.97 11:0.48 12:0.20 17:0.55 18:0.80 21:0.13 23:0.98 27:0.10 29:0.77 30:0.21 33:0.97 34:0.75 36:0.90 37:0.81 39:0.98 43:0.28 45:0.89 46:0.88 56:0.97 62:0.97 66:0.89 69:0.17 70:0.94 71:0.73 74:0.45 75:0.95 80:0.98 81:0.46 83:0.54 86:0.78 91:0.49 98:0.88 101:0.52 102:0.94 107:0.92 108:0.14 110:0.89 122:0.98 123:0.13 124:0.36 125:0.88 126:0.31 127:0.79 128:0.96 129:0.05 133:0.36 135:0.99 138:0.97 139:0.73 140:0.90 143:0.98 145:0.45 146:0.90 147:0.92 149:0.44 150:0.50 151:0.57 153:0.48 154:0.46 155:0.53 159:0.59 160:0.88 162:0.58 168:0.96 170:0.82 172:0.85 173:0.20 174:0.97 177:0.96 178:0.48 179:0.42 187:1.00 190:0.99 192:0.47 193:0.95 195:0.76 197:0.98 201:0.62 202:0.67 205:0.98 208:0.49 212:0.75 216:0.80 220:0.82 222:0.25 226:0.96 235:0.42 236:0.91 239:0.95 241:0.44 242:0.29 243:0.89 244:0.83 245:0.65 247:0.93 248:0.57 253:0.38 254:0.80 255:0.69 256:0.64 259:0.21 264:0.93 265:0.88 266:0.47 267:1.00 268:0.65 271:0.90 275:0.95 276:0.75 285:0.49 289:0.88 291:0.97 294:0.96 300:0.84\n1 1:0.64 7:0.70 10:0.95 11:0.51 12:0.20 17:0.61 18:0.82 21:0.40 22:0.93 27:0.30 29:0.77 30:0.66 33:0.97 34:0.34 36:0.36 37:0.62 39:0.98 43:0.63 45:0.94 46:0.93 47:0.93 48:0.91 64:0.77 66:0.27 69:0.81 70:0.87 71:0.73 74:0.60 75:0.97 81:0.66 83:0.72 86:0.81 91:0.18 97:0.97 98:0.39 99:0.99 101:0.96 102:0.94 104:0.80 106:0.81 107:0.93 108:0.65 110:0.90 114:0.78 117:0.86 122:0.91 123:0.62 124:0.89 125:0.88 126:0.53 127:0.36 129:0.81 133:0.89 135:0.96 139:0.83 145:0.82 146:0.79 147:0.25 149:0.66 150:0.48 154:0.35 155:0.53 158:0.77 159:0.81 160:0.88 165:0.86 170:0.82 172:0.67 173:0.58 174:0.95 176:0.63 177:0.88 178:0.55 179:0.27 187:0.68 192:0.58 193:0.98 195:0.96 197:0.95 201:0.63 204:0.81 206:0.81 208:0.64 212:0.40 215:0.67 216:0.44 219:0.91 222:0.25 226:0.98 230:0.73 233:0.76 235:0.68 236:0.94 239:0.96 242:0.19 243:0.19 244:0.61 245:0.81 247:0.96 253:0.59 254:0.84 257:0.65 259:0.21 262:0.93 264:0.93 265:0.41 266:0.84 267:0.23 271:0.90 275:0.97 276:0.79 279:0.79 281:0.91 283:0.82 289:0.89 290:0.78 291:0.97 292:0.95 294:0.96 297:0.36 300:0.94\n1 1:0.56 2:0.99 10:0.96 11:0.57 12:0.20 17:0.38 18:0.74 21:0.64 27:0.45 29:0.77 30:0.41 34:0.91 36:0.18 37:0.50 39:0.98 43:0.43 45:0.89 46:0.93 56:0.97 66:0.19 69:0.70 70:0.92 71:0.73 74:0.40 75:0.95 81:0.30 86:0.77 91:0.23 98:0.58 101:1.00 107:0.91 108:0.53 110:0.89 122:0.99 123:0.82 124:0.83 125:0.88 126:0.31 127:0.59 129:0.05 133:0.81 135:0.93 139:0.72 145:0.50 146:0.73 147:0.78 149:0.54 150:0.33 154:0.33 155:0.46 159:0.76 160:0.88 170:0.82 172:0.75 173:0.53 174:0.98 177:0.96 178:0.55 179:0.29 187:0.68 192:0.44 197:0.98 201:0.54 208:0.49 212:0.67 216:0.77 222:0.25 226:0.95 235:0.80 236:0.91 239:0.94 241:0.53 242:0.21 243:0.49 244:0.83 245:0.87 247:0.94 253:0.35 259:0.21 264:0.93 265:0.46 266:0.87 267:0.65 271:0.90 275:0.98 276:0.83 277:0.95 279:0.75 289:0.88 294:0.98 295:0.98 300:0.84\n1 1:0.69 9:0.73 10:0.95 11:0.54 12:0.20 17:0.95 18:0.69 21:0.13 23:0.95 27:0.36 29:0.77 30:0.26 31:0.89 34:0.98 36:0.60 37:0.92 39:0.98 43:0.22 44:0.88 45:0.89 46:0.88 56:0.97 62:0.97 64:0.77 66:0.71 69:0.88 70:0.78 71:0.73 74:0.49 77:0.70 79:0.89 80:0.98 81:0.74 82:0.99 83:0.60 86:0.71 88:0.98 91:0.29 96:0.72 98:0.71 99:0.99 101:0.69 102:0.96 107:0.91 108:0.77 110:0.89 114:0.85 122:0.98 123:0.75 124:0.46 125:0.88 126:0.53 127:0.81 128:0.96 129:0.05 133:0.59 135:0.60 137:0.89 138:0.95 139:0.75 140:0.45 143:0.99 145:0.77 146:0.81 147:0.30 149:0.32 150:0.59 151:0.66 153:0.48 154:0.40 155:0.64 159:0.61 160:0.88 162:0.86 165:0.86 168:0.96 170:0.82 172:0.80 173:0.91 174:0.97 176:0.63 177:0.05 179:0.44 187:0.39 190:0.77 192:0.87 193:0.97 195:0.76 196:0.90 197:0.98 201:0.67 202:0.36 204:0.83 205:0.95 208:0.64 212:0.68 216:0.25 220:0.74 222:0.25 235:0.68 236:0.94 239:0.95 241:0.44 242:0.54 243:0.12 245:0.77 247:0.82 248:0.63 253:0.64 254:0.97 255:0.73 256:0.45 257:0.97 259:0.21 264:0.93 265:0.72 266:0.75 267:0.44 268:0.46 271:0.90 275:0.93 276:0.73 281:0.91 282:0.75 284:0.88 285:0.61 286:0.99 289:0.89 290:0.85 294:0.96 298:0.99 300:0.70\n1 1:0.63 9:0.71 10:0.97 11:0.48 12:0.20 17:0.53 18:0.91 21:0.40 23:0.95 27:0.10 29:0.77 30:0.66 31:0.88 33:0.97 34:0.58 36:0.88 37:0.81 39:0.98 43:0.56 44:0.88 45:0.95 46:0.88 62:0.97 64:0.77 66:0.49 69:0.87 70:0.60 71:0.73 74:0.65 75:0.96 77:0.70 79:0.87 81:0.58 83:0.60 86:0.86 91:0.14 96:0.70 97:0.97 98:0.68 99:0.95 101:0.52 102:0.95 107:0.94 108:0.75 110:0.90 114:0.76 122:0.91 123:0.73 124:0.64 125:0.88 126:0.43 127:0.86 128:0.95 129:0.05 133:0.60 135:0.97 137:0.88 139:0.86 140:0.45 145:0.74 146:0.82 147:0.69 149:0.73 150:0.47 151:0.53 153:0.48 154:0.17 155:0.55 158:0.75 159:0.66 160:0.88 162:0.86 165:0.70 168:0.95 170:0.82 172:0.82 173:0.87 174:0.97 176:0.62 177:0.70 179:0.32 187:1.00 190:0.95 192:0.57 193:0.97 195:0.81 196:0.90 197:0.98 201:0.62 202:0.36 204:0.81 205:0.95 208:0.54 212:0.78 216:0.80 219:0.90 220:0.91 222:0.25 226:0.98 235:0.68 236:0.92 239:0.97 241:0.37 242:0.24 243:0.44 244:0.83 245:0.91 247:0.91 248:0.53 253:0.61 254:0.80 255:0.70 256:0.45 257:0.84 259:0.21 264:0.93 265:0.68 266:0.71 267:1.00 268:0.46 271:0.90 275:0.91 276:0.82 279:0.79 281:0.91 282:0.74 284:0.88 285:0.55 289:0.89 290:0.76 291:0.97 292:0.95 294:0.92 300:0.55\n1 1:0.66 8:0.85 10:0.94 11:0.42 12:0.20 17:0.69 18:0.67 20:0.95 21:0.40 27:0.07 29:0.77 30:0.08 33:0.97 34:0.80 36:0.68 37:0.94 39:0.98 43:0.08 45:0.66 46:0.88 56:0.97 64:0.77 66:0.69 69:0.23 70:0.88 71:0.73 74:0.41 75:0.95 78:0.98 80:0.98 81:0.60 83:0.60 86:0.69 91:0.44 98:0.69 99:0.83 100:0.73 101:0.46 102:0.94 107:0.89 108:0.18 110:0.89 111:0.95 114:0.78 122:0.98 123:0.18 124:0.42 125:0.88 126:0.53 127:0.64 129:0.05 133:0.36 135:0.84 139:0.70 145:0.61 146:0.46 147:0.52 149:0.09 150:0.51 152:0.88 154:0.54 155:0.54 159:0.26 160:0.88 165:0.63 169:0.72 170:0.82 172:0.54 173:0.49 174:0.93 176:0.63 177:0.96 178:0.55 179:0.75 186:0.98 187:0.21 192:0.55 193:0.97 195:0.56 197:0.97 201:0.65 204:0.81 208:0.64 212:0.89 216:0.50 222:0.25 226:0.96 235:0.74 236:0.94 239:0.94 241:0.52 242:0.58 243:0.73 244:0.83 245:0.59 247:0.67 253:0.57 254:0.74 259:0.21 261:0.91 264:0.93 265:0.69 266:0.23 267:0.59 271:0.90 275:0.91 276:0.42 281:0.91 289:0.89 290:0.78 291:0.97 294:0.95 300:0.55\n2 1:0.74 6:0.98 8:0.97 9:0.80 11:0.57 12:0.20 17:0.91 20:0.79 27:0.01 28:0.99 30:0.76 34:0.92 36:0.80 37:0.97 39:0.86 41:0.82 43:0.69 46:0.98 66:0.54 69:0.88 70:0.62 74:0.80 78:0.84 81:0.83 83:0.81 85:0.97 91:0.61 96:0.83 98:0.33 100:0.95 101:0.85 104:0.58 107:0.98 108:0.88 110:0.92 111:0.90 114:0.98 120:0.72 122:0.57 123:0.88 124:0.76 125:1.00 126:0.54 127:0.30 129:0.89 133:0.83 135:0.34 140:0.45 146:0.13 147:0.18 149:0.89 150:0.89 151:0.90 152:1.00 153:0.69 154:0.59 155:0.67 159:0.55 160:0.96 161:0.55 162:0.86 164:0.62 165:0.92 167:0.89 169:0.99 172:0.73 173:0.86 176:0.73 177:0.38 179:0.31 181:0.48 186:0.84 187:0.21 189:0.99 192:0.59 201:0.74 202:0.46 208:0.64 212:0.67 215:0.96 216:0.85 222:0.25 232:0.76 235:0.05 238:0.98 241:0.77 242:0.63 243:0.12 245:0.74 247:0.39 248:0.80 253:0.86 255:0.79 256:0.45 259:0.21 260:0.73 261:0.99 265:0.35 266:0.71 267:0.99 268:0.55 271:0.90 276:0.70 285:0.62 289:0.90 290:0.98 297:0.36 300:0.84\n1 1:0.74 11:0.57 12:0.20 17:0.86 27:0.01 28:0.99 30:0.76 34:0.94 36:0.80 37:0.97 39:0.86 43:0.68 46:0.99 66:0.54 69:0.89 70:0.58 74:0.82 81:0.83 83:0.80 85:0.97 91:0.42 98:0.36 101:0.85 104:0.58 107:0.98 108:0.87 110:0.92 114:0.98 122:0.57 123:0.86 124:0.69 125:0.88 126:0.54 127:0.27 129:0.89 133:0.78 135:0.32 146:0.13 147:0.18 149:0.91 150:0.89 154:0.57 155:0.67 159:0.49 160:0.88 161:0.55 165:0.92 167:0.80 172:0.75 173:0.89 176:0.73 177:0.38 178:0.55 179:0.27 181:0.48 187:0.21 192:0.59 201:0.74 212:0.69 215:0.96 216:0.85 222:0.25 232:0.76 235:0.05 241:0.70 242:0.63 243:0.12 245:0.78 247:0.39 253:0.78 259:0.21 265:0.38 266:0.47 267:0.65 271:0.90 276:0.72 289:0.90 290:0.98 297:0.36 300:0.70\n4 1:0.74 6:0.98 8:0.98 9:0.80 11:0.57 12:0.20 17:0.30 20:0.97 27:0.01 28:0.99 30:0.76 32:0.80 34:0.96 36:0.65 37:0.97 39:0.86 41:1.00 43:0.65 46:0.98 60:0.99 66:0.68 69:0.90 70:0.62 74:0.84 77:0.89 78:0.94 81:0.83 83:0.91 85:0.96 91:1.00 96:1.00 98:0.35 100:1.00 101:0.84 104:0.58 107:0.98 108:0.87 110:0.92 111:0.99 114:0.98 120:1.00 122:0.57 123:0.87 124:0.47 125:0.97 126:0.54 127:0.24 129:0.59 133:0.64 135:0.32 138:0.99 140:0.45 145:0.86 146:0.45 147:0.51 149:0.86 150:0.89 151:1.00 152:1.00 153:1.00 154:0.55 155:0.67 158:0.92 159:0.46 160:1.00 161:0.55 162:0.59 164:0.99 165:0.92 167:0.98 169:0.99 172:0.73 173:0.91 176:0.73 177:0.38 179:0.31 181:0.48 186:0.94 189:0.99 191:0.99 192:0.59 195:0.80 201:0.74 202:0.99 208:0.64 212:0.77 215:0.96 216:0.85 222:0.25 232:0.76 235:0.05 238:1.00 241:0.99 242:0.63 243:0.23 245:0.71 247:0.39 248:1.00 253:1.00 255:0.79 256:0.99 259:0.21 260:1.00 261:0.99 265:0.37 266:0.63 267:0.87 268:0.99 271:0.90 276:0.62 279:0.86 282:0.88 283:0.82 285:0.62 289:0.90 290:0.98 297:0.36 299:0.88 300:0.84\n1 1:0.74 6:0.83 8:0.70 9:0.80 11:0.57 12:0.20 17:0.45 20:0.80 21:0.22 27:0.54 28:0.99 30:0.73 34:0.37 36:0.27 37:0.49 39:0.86 41:1.00 43:0.86 46:0.96 60:0.97 66:0.05 69:0.58 70:0.66 74:0.93 78:0.74 81:0.66 83:0.90 85:1.00 91:0.63 96:0.99 98:0.15 100:0.77 101:0.80 104:0.93 106:0.81 107:0.98 108:1.00 110:0.92 111:0.74 114:0.90 117:0.86 120:0.97 122:0.43 123:0.43 124:1.00 125:0.97 126:0.54 127:0.99 129:1.00 133:1.00 135:0.28 138:1.00 140:0.45 145:0.39 146:0.75 147:0.79 149:0.97 150:0.80 151:0.99 152:0.77 153:0.95 154:0.83 155:0.67 158:0.92 159:0.99 160:1.00 161:0.55 162:0.60 163:0.81 164:0.97 165:0.86 167:0.72 169:0.75 172:0.57 173:0.08 176:0.73 177:0.38 179:0.12 181:0.48 186:0.75 187:0.87 189:0.85 191:0.80 192:0.59 201:0.74 202:0.96 206:0.81 208:0.64 212:0.21 215:0.79 216:0.50 222:0.25 232:0.94 235:0.31 238:0.84 241:0.56 242:0.59 243:0.12 245:0.90 247:0.60 248:0.99 253:0.99 255:0.79 256:0.97 259:0.21 260:0.97 261:0.75 265:0.14 266:0.99 267:1.00 268:0.97 271:0.90 276:0.97 279:0.86 283:0.82 285:0.62 289:0.90 290:0.90 297:0.36 300:0.98\n1 6:0.98 8:0.90 9:0.80 11:0.57 12:0.20 17:0.88 20:0.74 21:0.78 27:0.01 28:0.99 30:0.76 34:0.97 36:0.50 37:0.97 39:0.86 41:0.82 43:0.69 46:0.98 66:0.74 69:0.88 70:0.62 74:0.76 78:0.79 83:0.76 85:0.96 91:0.49 96:0.80 98:0.38 100:0.84 101:0.84 104:0.58 107:0.98 108:0.84 110:0.92 111:0.80 120:0.69 122:0.57 123:0.84 124:0.42 125:0.99 127:0.24 129:0.59 133:0.64 135:0.81 140:0.80 146:0.13 147:0.18 149:0.86 151:0.87 152:1.00 153:0.48 154:0.59 155:0.67 159:0.41 160:0.96 161:0.55 162:0.53 164:0.57 167:0.89 169:0.99 172:0.73 173:0.89 177:0.38 178:0.42 179:0.33 181:0.48 186:0.80 187:0.21 189:0.99 191:0.90 192:0.59 202:0.58 208:0.64 212:0.81 216:0.85 222:0.25 232:0.76 235:0.05 238:0.92 241:0.77 242:0.63 243:0.15 245:0.64 247:0.39 248:0.78 253:0.82 255:0.79 256:0.45 259:0.21 260:0.70 261:0.99 265:0.40 266:0.54 267:0.65 268:0.46 271:0.90 276:0.58 285:0.62 289:0.90 300:0.84\n1 1:0.74 6:0.95 7:0.81 8:0.95 9:0.80 11:0.57 12:0.20 17:0.94 20:0.82 21:0.05 27:0.08 28:0.99 30:0.87 32:0.80 34:0.53 36:0.35 37:0.93 39:0.86 41:0.93 43:0.93 46:0.95 66:0.24 69:0.29 70:0.32 74:0.72 76:0.85 77:0.89 78:0.74 81:0.77 83:0.82 85:0.90 91:0.51 96:0.92 98:0.18 100:0.79 101:0.77 104:0.58 107:0.96 108:0.92 110:0.90 111:0.75 114:0.95 120:0.87 121:0.97 122:0.43 123:0.92 124:0.73 125:1.00 126:0.54 127:0.89 129:0.81 133:0.67 135:0.68 140:0.45 145:0.87 146:0.13 147:0.18 149:0.68 150:0.86 151:0.96 152:0.92 153:0.86 154:0.93 155:0.67 159:0.81 160:0.98 161:0.55 162:0.70 163:0.81 164:0.79 165:0.90 167:0.86 169:0.80 172:0.21 173:0.15 176:0.73 177:0.38 179:0.87 181:0.48 186:0.75 187:0.39 189:0.98 191:0.75 192:0.59 195:0.92 201:0.74 202:0.72 204:0.89 208:0.64 212:0.30 215:0.91 216:0.62 220:0.62 222:0.25 230:0.87 232:0.76 233:0.76 235:0.12 238:0.97 241:0.75 242:0.63 243:0.28 245:0.54 247:0.30 248:0.92 253:0.92 255:0.79 256:0.71 260:0.87 261:0.81 265:0.19 266:0.54 267:0.98 268:0.75 271:0.90 276:0.19 282:0.88 285:0.62 289:0.90 290:0.95 297:0.36 299:0.88 300:0.33\n2 1:0.74 6:0.86 7:0.81 8:0.70 9:0.80 11:0.57 12:0.20 17:0.75 20:0.98 21:0.30 27:0.21 28:0.99 30:0.76 34:0.79 36:0.91 37:0.74 39:0.86 41:0.99 43:0.98 46:1.00 60:0.99 66:0.31 69:0.12 70:0.44 74:0.99 78:0.75 81:0.61 83:0.90 85:1.00 91:0.75 96:0.98 98:0.66 100:0.78 101:0.87 104:0.84 106:0.81 107:0.99 108:0.94 110:0.93 111:0.74 114:0.86 117:0.86 120:0.96 121:0.90 122:0.57 123:0.94 124:0.77 125:0.99 126:0.54 127:0.73 129:0.89 133:0.78 135:0.19 140:0.45 146:0.84 147:0.86 149:1.00 150:0.77 151:0.99 152:0.90 153:0.97 154:0.98 155:0.67 158:0.92 159:0.92 160:1.00 161:0.55 162:0.65 164:0.93 165:0.84 167:0.71 169:0.76 172:0.97 173:0.07 176:0.73 177:0.38 179:0.11 181:0.48 186:0.76 187:0.39 189:0.88 191:0.80 192:0.59 201:0.74 202:0.90 204:0.89 206:0.81 208:0.64 212:0.74 215:0.72 216:0.95 222:0.25 230:0.87 232:0.88 233:0.76 235:0.42 238:0.91 241:0.51 242:0.63 243:0.20 245:0.99 247:0.55 248:0.99 253:0.99 255:0.79 256:0.91 259:0.21 260:0.96 261:0.78 265:0.66 266:0.75 267:0.59 268:0.91 271:0.90 276:0.98 279:0.86 283:0.82 285:0.62 289:0.90 290:0.86 297:0.36 300:0.94\n1 1:0.74 6:0.95 7:0.81 8:0.95 9:0.80 11:0.57 12:0.20 17:0.90 20:0.92 21:0.05 27:0.08 28:0.99 30:0.76 32:0.80 34:0.28 36:0.41 37:0.93 39:0.86 41:0.99 43:0.93 46:0.94 60:0.99 66:0.36 69:0.29 70:0.29 74:0.76 76:0.85 77:0.89 78:0.77 81:0.77 83:0.90 85:0.85 91:0.97 96:0.99 98:0.16 100:0.82 101:0.74 104:0.58 107:0.94 108:0.93 110:0.90 111:0.82 114:0.95 120:0.97 121:0.97 122:0.43 123:0.92 124:0.69 125:0.97 126:0.54 127:0.96 129:0.59 133:0.64 135:0.37 140:0.45 145:0.87 146:0.13 147:0.18 149:0.62 150:0.86 151:1.00 152:0.92 153:0.98 154:0.93 155:0.67 158:0.92 159:0.81 160:1.00 161:0.55 162:0.58 164:0.95 165:0.90 167:0.98 169:0.86 172:0.21 173:0.16 176:0.73 177:0.38 179:0.94 181:0.48 186:0.76 189:0.96 191:0.96 192:0.59 195:0.92 201:0.74 202:0.93 204:0.89 208:0.64 212:0.23 215:0.91 216:0.62 222:0.25 230:0.87 232:0.76 233:0.76 235:0.12 238:0.99 241:0.97 242:0.55 243:0.34 245:0.45 247:0.39 248:0.99 253:0.99 255:0.79 256:0.93 260:0.97 261:0.81 265:0.17 266:0.38 267:0.97 268:0.93 271:0.90 276:0.16 279:0.86 282:0.88 283:0.82 285:0.62 289:0.90 290:0.95 297:0.36 299:0.88 300:0.25\n1 1:0.74 6:0.80 8:0.59 9:0.80 11:0.57 12:0.20 17:0.88 20:0.86 27:0.06 28:0.99 30:0.95 34:0.18 36:0.59 37:0.84 39:0.86 41:0.88 43:0.78 46:0.96 66:0.54 69:0.77 74:0.41 78:0.83 81:0.83 83:0.82 85:0.72 91:0.90 96:0.88 98:0.13 100:0.85 101:0.75 104:0.58 107:0.91 108:0.61 110:0.89 111:0.82 114:0.98 120:0.81 123:0.58 125:1.00 126:0.54 127:0.08 129:0.05 135:0.37 140:0.45 146:0.13 147:0.18 149:0.42 150:0.89 151:0.94 152:0.82 153:0.80 154:0.71 155:0.67 159:0.08 160:0.97 161:0.55 162:0.78 164:0.70 165:0.92 167:0.97 169:0.83 172:0.10 173:1.00 176:0.73 177:0.38 179:0.12 181:0.48 186:0.83 189:0.82 191:0.78 192:0.59 201:0.74 202:0.59 208:0.64 215:0.96 216:0.03 222:0.25 232:0.76 235:0.05 238:0.90 241:0.94 243:0.63 248:0.88 253:0.86 255:0.79 256:0.58 259:0.21 260:0.81 261:0.83 265:0.14 267:0.92 268:0.64 271:0.90 285:0.62 289:0.90 290:0.98 297:0.36 300:0.08\n1 1:0.74 11:0.57 12:0.20 17:0.51 21:0.22 27:0.45 28:0.99 30:0.17 34:0.92 36:0.18 37:0.50 39:0.86 43:0.82 46:0.94 55:0.59 66:0.69 69:0.69 70:0.80 74:0.82 81:0.66 83:0.76 85:0.80 91:0.08 98:0.52 101:0.73 107:0.97 108:0.52 110:0.91 114:0.90 122:0.67 123:0.50 124:0.42 125:0.88 126:0.54 127:0.29 129:0.59 133:0.47 135:0.71 145:0.47 146:0.72 147:0.76 149:0.74 150:0.80 154:0.77 155:0.67 159:0.53 160:0.88 161:0.55 165:0.86 167:0.62 172:0.54 173:0.61 176:0.73 177:0.38 178:0.55 179:0.61 181:0.48 187:0.68 192:0.59 201:0.74 212:0.30 215:0.79 216:0.77 222:0.25 235:0.31 241:0.15 242:0.58 243:0.73 245:0.59 247:0.47 253:0.74 259:0.21 265:0.54 266:0.63 267:0.59 271:0.90 276:0.44 289:0.90 290:0.90 297:0.36 300:0.55\n2 1:0.74 6:0.85 7:0.81 8:0.69 9:0.80 11:0.57 12:0.20 17:0.95 20:0.79 27:0.33 28:0.99 30:0.85 32:0.80 34:0.58 36:0.56 39:0.86 41:0.96 43:0.93 46:1.00 60:0.87 66:0.75 69:0.25 70:0.27 74:0.92 77:0.70 78:0.77 81:0.83 83:0.89 85:0.95 91:0.87 96:0.95 98:0.76 100:0.80 101:0.86 104:0.58 107:0.98 108:0.57 110:0.92 111:0.77 114:0.98 120:0.90 121:0.99 122:0.43 123:0.54 124:0.40 125:1.00 126:0.54 127:0.76 129:0.59 133:0.47 135:0.39 140:0.45 145:0.95 146:0.13 147:0.18 149:0.93 150:0.89 151:0.98 152:0.77 153:0.91 154:0.93 155:0.67 158:0.87 159:0.32 160:0.99 161:0.55 162:0.82 164:0.85 165:0.92 167:0.97 169:0.78 172:0.67 173:0.44 176:0.73 177:0.38 179:0.65 181:0.48 186:0.78 189:0.87 191:0.70 192:0.59 195:0.60 201:0.74 202:0.76 204:0.89 208:0.64 212:0.89 215:0.96 216:0.35 222:0.25 230:0.87 232:0.76 233:0.76 235:0.05 238:0.90 241:0.90 242:0.63 243:0.18 245:0.64 247:0.30 248:0.95 253:0.96 255:0.79 256:0.81 259:0.21 260:0.91 261:0.76 265:0.76 266:0.27 267:1.00 268:0.81 271:0.90 276:0.54 279:0.86 282:0.88 283:0.71 285:0.62 289:0.90 290:0.98 297:0.36 299:0.88 300:0.25\n3 1:0.74 6:0.86 7:0.81 9:0.80 11:0.57 12:0.20 17:0.83 20:0.74 21:0.30 27:0.21 28:0.99 30:0.76 34:0.66 36:0.88 37:0.74 39:0.86 41:0.90 43:0.98 46:1.00 66:0.26 69:0.12 70:0.46 74:1.00 78:0.72 81:0.61 83:0.78 85:1.00 91:0.12 96:0.83 98:0.62 100:0.73 101:0.87 104:0.84 107:0.99 108:0.95 110:0.93 111:0.72 114:0.86 120:0.73 121:0.97 122:0.57 123:0.95 124:0.87 125:0.98 126:0.54 127:0.76 129:0.95 133:0.87 135:0.23 140:0.45 146:0.83 147:0.85 149:1.00 150:0.77 151:0.87 152:0.90 153:0.48 154:0.98 155:0.67 159:0.93 160:0.98 161:0.55 162:0.59 164:0.73 165:0.84 167:0.67 169:0.76 172:0.97 173:0.07 176:0.73 177:0.38 179:0.10 181:0.48 186:0.73 187:0.39 192:0.59 201:0.74 202:0.67 204:0.89 208:0.64 212:0.77 215:0.72 216:0.95 220:0.87 222:0.25 230:0.87 232:0.88 233:0.76 235:0.42 241:0.37 242:0.63 243:0.19 245:0.99 247:0.39 248:0.81 253:0.90 255:0.79 256:0.64 259:0.21 260:0.74 261:0.78 265:0.63 266:0.75 267:0.96 268:0.66 271:0.90 276:0.98 285:0.62 289:0.90 290:0.86 297:0.36 300:0.84\n2 1:0.74 6:0.89 7:0.81 8:0.81 9:0.80 11:0.57 12:0.20 17:0.97 20:0.82 21:0.05 27:0.07 28:0.99 30:0.45 32:0.80 34:0.19 36:0.55 37:0.78 39:0.86 41:0.88 43:0.74 46:0.93 66:0.27 69:0.85 70:0.25 74:0.63 77:0.70 78:0.84 81:0.77 83:0.80 85:0.72 91:0.88 96:0.84 98:0.09 100:0.89 101:0.71 104:0.58 107:0.92 108:0.71 110:0.89 111:0.85 114:0.95 120:0.90 121:0.90 122:0.43 123:0.69 124:0.72 125:0.96 126:0.54 127:0.33 129:0.05 133:0.62 135:0.82 140:0.90 145:0.69 146:0.13 147:0.18 149:0.41 150:0.86 151:0.85 152:0.81 153:0.45 154:0.64 155:0.67 159:0.49 160:0.97 161:0.55 162:0.63 163:0.89 164:0.91 165:0.90 167:0.96 169:0.86 172:0.10 173:0.85 176:0.73 177:0.38 179:0.96 181:0.48 186:0.84 189:0.92 191:0.94 192:0.59 195:0.76 201:0.74 202:0.87 204:0.89 208:0.64 212:0.61 215:0.91 216:0.25 220:0.62 222:0.25 230:0.87 232:0.76 233:0.76 235:0.12 238:0.93 241:0.87 242:0.63 243:0.46 245:0.38 247:0.30 248:0.82 253:0.84 255:0.79 256:0.88 259:0.21 260:0.91 261:0.83 265:0.09 266:0.17 267:1.00 268:0.88 271:0.90 276:0.18 282:0.88 283:0.71 285:0.62 289:0.90 290:0.95 297:0.36 299:0.88 300:0.18\n3 1:0.74 7:0.81 11:0.57 12:0.20 17:0.87 21:0.30 27:0.21 28:0.99 30:0.76 34:0.68 36:0.77 37:0.74 39:0.86 43:0.98 46:1.00 66:0.27 69:0.12 70:0.47 74:1.00 81:0.61 83:0.75 85:1.00 91:0.08 98:0.62 101:0.87 104:0.84 106:0.81 107:0.99 108:0.96 110:0.93 114:0.86 121:0.90 122:0.57 123:0.96 124:0.89 125:0.88 126:0.54 127:0.75 129:0.96 133:0.90 135:0.23 146:0.27 147:0.33 149:1.00 150:0.77 154:0.98 155:0.67 159:0.93 160:0.88 161:0.55 165:0.84 167:0.55 172:0.97 173:0.06 176:0.73 177:0.38 178:0.55 179:0.10 181:0.48 187:0.39 192:0.59 201:0.74 204:0.89 206:0.81 208:0.64 212:0.78 215:0.72 216:0.95 222:0.25 230:0.87 232:0.88 233:0.76 235:0.42 241:0.01 242:0.63 243:0.06 245:0.99 247:0.55 253:0.79 259:0.21 265:0.63 266:0.75 267:0.52 271:0.90 276:0.99 283:0.71 289:0.90 290:0.86 297:0.36 300:0.84\n3 1:0.74 7:0.81 9:0.80 11:0.57 12:0.20 17:0.84 21:0.30 27:0.21 28:0.99 30:0.76 34:0.66 36:0.87 37:0.74 39:0.86 41:0.88 43:0.98 46:1.00 66:0.26 69:0.12 70:0.46 74:1.00 81:0.61 83:0.77 85:1.00 91:0.11 96:0.75 98:0.62 101:0.87 104:0.84 106:0.81 107:0.99 108:0.95 110:0.93 114:0.86 117:0.86 120:0.63 121:0.97 122:0.57 123:0.95 124:0.87 125:0.98 126:0.54 127:0.76 129:0.95 133:0.87 135:0.23 140:0.45 146:0.83 147:0.86 149:1.00 150:0.77 151:0.69 153:0.48 154:0.98 155:0.67 159:0.93 160:0.97 161:0.55 162:0.62 164:0.67 165:0.84 167:0.66 172:0.97 173:0.07 176:0.73 177:0.38 179:0.10 181:0.48 187:0.39 192:0.59 201:0.74 202:0.60 204:0.89 206:0.81 208:0.64 212:0.77 215:0.72 216:0.95 220:0.87 222:0.25 230:0.87 232:0.88 233:0.76 235:0.42 241:0.35 242:0.63 243:0.19 245:0.99 247:0.39 248:0.67 253:0.84 255:0.79 256:0.58 259:0.21 260:0.64 265:0.63 266:0.75 267:0.97 268:0.59 271:0.90 276:0.98 285:0.62 289:0.90 290:0.86 297:0.36 300:0.84\n1 1:0.74 8:0.84 11:0.57 12:0.20 17:0.43 21:0.13 27:0.45 28:0.99 30:0.72 32:0.80 34:0.50 36:0.20 37:0.50 39:0.86 43:0.82 46:0.98 60:0.87 66:0.27 69:0.69 70:0.70 74:0.91 77:0.70 81:0.71 83:0.85 85:0.97 91:0.09 98:0.33 101:0.83 107:0.98 108:0.52 110:0.92 114:0.92 122:0.43 123:0.50 124:0.84 125:0.88 126:0.54 127:0.52 129:0.93 133:0.84 135:0.92 145:0.49 146:0.60 147:0.65 149:0.94 150:0.83 154:0.77 155:0.67 158:0.92 159:0.74 160:0.88 161:0.55 163:0.81 165:0.88 167:0.64 172:0.57 173:0.54 176:0.73 177:0.38 178:0.55 179:0.43 181:0.48 187:0.68 192:0.59 195:0.89 201:0.74 208:0.64 212:0.30 215:0.84 216:0.77 222:0.25 235:0.22 241:0.27 242:0.62 243:0.46 245:0.77 247:0.39 253:0.78 259:0.21 265:0.36 266:0.80 267:0.36 271:0.90 276:0.70 279:0.86 282:0.88 283:0.82 289:0.90 290:0.92 297:0.36 299:0.88 300:0.84\n2 1:0.74 7:0.81 8:0.83 9:0.80 11:0.57 12:0.20 17:0.84 21:0.30 27:0.21 28:0.99 30:0.76 34:0.64 36:0.76 37:0.74 39:0.86 41:0.82 43:0.98 46:1.00 66:0.27 69:0.12 70:0.47 74:1.00 81:0.61 83:0.76 85:1.00 91:0.15 96:0.72 98:0.62 101:0.87 107:0.99 108:0.96 110:0.93 114:0.86 120:0.59 121:0.90 122:0.57 123:0.96 124:0.89 125:0.98 126:0.54 127:0.75 129:0.96 133:0.90 135:0.24 140:0.80 146:0.27 147:0.33 149:1.00 150:0.77 151:0.60 153:0.72 154:0.98 155:0.67 159:0.93 160:0.96 161:0.55 162:0.54 164:0.64 165:0.84 167:0.63 172:0.97 173:0.06 176:0.73 177:0.38 178:0.42 179:0.10 181:0.48 187:0.39 192:0.59 201:0.74 202:0.60 204:0.89 208:0.64 212:0.78 215:0.72 216:0.95 220:0.87 222:0.25 230:0.87 233:0.76 235:0.42 241:0.21 242:0.63 243:0.06 245:0.99 247:0.39 248:0.58 253:0.81 255:0.79 256:0.45 259:0.21 260:0.59 265:0.63 266:0.75 267:0.65 268:0.57 271:0.90 276:0.99 285:0.62 289:0.90 290:0.86 297:0.36 300:0.84\n1 9:0.80 11:0.57 12:0.20 17:0.69 21:0.78 27:0.01 28:0.99 30:0.75 34:0.95 36:0.73 37:0.97 39:0.86 41:0.99 43:0.69 46:0.98 60:0.95 66:0.72 69:0.88 70:0.63 74:0.80 83:0.90 85:0.96 91:0.85 96:0.97 98:0.38 101:0.84 104:0.58 107:0.98 108:0.85 110:0.92 120:0.95 122:0.43 123:0.84 124:0.45 125:0.97 127:0.25 129:0.59 133:0.64 135:0.65 140:0.45 146:0.19 147:0.24 149:0.86 151:0.99 153:0.97 154:0.59 155:0.67 158:0.92 159:0.43 160:1.00 161:0.55 162:0.64 164:0.94 167:0.90 172:0.73 173:0.89 177:0.38 179:0.34 181:0.48 187:0.68 192:0.59 202:0.91 208:0.64 212:0.78 216:0.85 222:0.25 232:0.76 235:0.05 241:0.77 242:0.63 243:0.19 245:0.68 247:0.30 248:0.97 253:0.98 255:0.79 256:0.92 259:0.21 260:0.95 265:0.40 266:0.63 267:0.65 268:0.92 271:0.90 276:0.58 279:0.86 283:0.82 285:0.62 289:0.90 300:0.84\n1 1:0.74 9:0.80 11:0.57 12:0.20 17:0.77 21:0.30 27:0.09 28:0.99 30:0.85 34:0.99 36:0.75 37:0.66 39:0.86 41:0.97 43:0.61 46:0.98 60:0.87 66:0.88 69:0.92 70:0.27 74:0.74 81:0.61 83:0.89 85:0.94 91:0.68 96:0.96 98:0.34 101:0.83 104:0.58 107:0.98 108:0.84 110:0.91 114:0.86 120:0.92 122:0.43 123:0.83 125:0.99 126:0.54 127:0.12 129:0.05 135:0.61 140:0.45 145:0.52 146:0.46 147:0.53 149:0.81 150:0.77 151:0.97 153:0.90 154:0.50 155:0.67 158:0.92 159:0.17 160:0.99 161:0.55 162:0.65 164:0.87 165:0.84 167:0.92 172:0.67 173:0.98 176:0.73 177:0.38 179:0.14 181:0.48 187:0.98 192:0.59 201:0.74 202:0.82 208:0.64 212:0.93 215:0.72 216:0.51 222:0.25 232:0.76 235:0.42 241:0.79 242:0.63 243:0.89 247:0.30 248:0.96 253:0.95 255:0.79 256:0.83 259:0.21 260:0.92 265:0.37 266:0.17 267:0.98 268:0.84 271:0.90 276:0.55 279:0.86 283:0.82 285:0.62 289:0.90 290:0.86 297:0.36 300:0.25\n2 9:0.80 11:0.57 12:0.20 17:0.84 21:0.78 27:0.01 28:0.99 30:0.76 32:0.80 34:0.96 36:0.63 37:0.97 39:0.86 41:0.95 43:0.68 46:0.98 66:0.75 69:0.89 70:0.60 74:0.84 76:0.85 77:0.70 83:0.82 85:0.96 91:0.80 96:0.94 98:0.37 101:0.85 104:0.58 107:0.98 108:0.86 110:0.92 120:0.89 122:0.57 123:0.85 124:0.42 125:0.99 127:0.25 129:0.59 133:0.64 135:0.89 140:0.45 145:0.56 146:0.13 147:0.18 149:0.87 151:0.93 153:0.78 154:0.58 155:0.67 159:0.46 160:0.99 161:0.55 162:0.65 164:0.84 167:0.83 172:0.75 173:0.89 177:0.38 179:0.33 181:0.48 187:0.68 192:0.59 195:0.81 202:0.78 208:0.64 212:0.82 216:0.85 220:0.62 222:0.25 232:0.76 235:0.05 241:0.72 242:0.63 243:0.14 245:0.65 247:0.39 248:0.94 253:0.95 255:0.79 256:0.78 259:0.21 260:0.90 265:0.39 266:0.54 267:0.85 268:0.80 271:0.90 276:0.58 282:0.88 285:0.62 289:0.90 299:0.88 300:0.84\n1 1:0.74 7:0.66 11:0.64 12:0.06 17:0.77 18:0.93 22:0.93 27:0.65 28:0.73 29:0.91 30:0.32 31:0.86 32:0.80 34:0.97 36:0.17 37:0.43 39:0.52 43:0.78 44:0.93 46:0.96 47:0.93 48:0.91 55:0.59 60:0.95 64:0.77 66:0.94 69:0.40 70:0.91 71:0.95 74:0.76 77:0.70 79:0.86 81:0.83 83:0.91 85:0.85 86:0.89 91:0.42 98:0.96 99:0.83 101:0.87 106:0.81 107:0.94 108:0.31 110:1.00 114:0.85 117:0.86 120:0.63 122:0.57 123:0.30 125:0.88 126:0.54 127:0.70 129:0.05 131:0.81 135:0.96 137:0.86 139:0.92 140:0.45 144:0.57 145:0.96 146:0.91 147:0.93 149:0.80 150:0.89 151:0.55 153:0.48 154:0.70 155:0.67 157:0.87 158:0.92 159:0.52 160:0.88 161:0.51 162:0.76 164:0.53 165:0.93 166:0.86 167:0.64 172:0.85 173:0.39 176:0.66 177:0.70 179:0.41 181:0.91 182:0.89 187:0.39 190:0.89 192:0.87 195:0.71 196:0.88 201:0.93 202:0.58 206:0.81 208:0.64 212:0.84 215:0.78 216:0.35 219:0.95 220:0.91 222:0.60 227:0.82 228:0.99 229:0.61 230:0.69 231:0.79 232:0.95 233:0.76 235:0.52 241:0.21 242:0.14 243:0.94 246:0.85 247:0.90 248:0.55 253:0.59 256:0.58 259:0.21 260:0.61 262:0.93 265:0.96 266:0.54 267:0.73 268:0.62 276:0.75 279:0.86 281:0.91 282:0.88 283:0.82 284:0.86 285:0.56 287:0.61 289:0.99 290:0.85 292:0.95 297:0.36 299:0.88 300:0.70\n0 1:0.74 11:0.75 12:0.06 17:0.32 18:0.78 21:0.64 27:0.45 28:0.73 29:0.91 30:0.38 32:0.80 34:0.66 36:0.17 37:0.50 39:0.52 43:0.08 44:0.93 45:0.66 46:0.88 55:0.45 64:0.77 66:0.36 69:0.71 70:0.63 71:0.95 74:0.60 77:0.89 81:0.42 83:0.60 86:0.79 91:0.29 98:0.21 99:0.83 101:0.52 107:0.90 108:0.84 110:0.96 114:0.57 122:0.82 123:0.83 124:0.68 125:0.88 126:0.54 127:0.42 129:0.05 131:0.61 133:0.60 135:0.66 139:0.83 144:0.57 145:0.54 146:0.21 147:0.26 149:0.08 150:0.66 154:0.75 155:0.67 157:0.78 159:0.55 160:0.88 161:0.51 165:0.70 166:0.85 167:0.69 172:0.32 173:0.66 176:0.73 177:0.70 178:0.55 179:0.78 181:0.91 182:0.89 187:0.68 192:0.87 195:0.77 201:0.93 208:0.64 212:0.57 215:0.38 216:0.77 222:0.60 227:0.61 229:0.61 231:0.78 235:0.95 241:0.43 242:0.29 243:0.40 245:0.54 246:0.85 247:0.55 253:0.41 254:0.74 259:0.21 265:0.23 266:0.38 267:0.44 276:0.33 277:0.69 282:0.88 287:0.61 289:0.99 290:0.57 297:0.36 300:0.43\n2 7:0.66 8:0.79 9:0.80 12:0.06 17:0.28 18:0.64 21:0.13 27:0.25 28:0.73 29:0.91 30:0.74 31:0.92 32:0.64 34:0.59 36:0.59 37:0.70 39:0.52 43:0.15 46:0.88 55:0.71 66:0.29 69:0.89 70:0.31 71:0.95 74:0.29 77:0.70 79:0.94 81:0.31 83:0.91 86:0.58 91:0.90 96:0.91 98:0.55 106:0.81 107:0.92 108:0.77 110:0.99 120:0.91 123:0.76 124:0.78 125:0.88 126:0.26 127:0.52 129:0.05 131:0.90 133:0.74 135:0.28 137:0.92 139:0.56 140:0.99 144:0.57 145:0.76 146:0.74 147:0.59 149:0.25 150:0.29 151:0.68 153:0.81 154:0.18 155:0.67 157:0.61 159:0.64 160:0.88 161:0.51 162:0.56 163:0.88 164:0.90 166:0.61 167:0.86 172:0.37 173:0.87 175:0.75 177:0.05 179:0.68 181:0.91 182:0.87 187:0.21 190:0.77 191:0.88 192:0.87 195:0.85 196:0.87 202:0.92 206:0.81 208:0.64 212:0.16 215:0.61 216:0.53 220:0.82 222:0.60 227:0.84 229:0.93 230:0.69 231:0.79 232:0.94 233:0.76 235:0.22 241:0.73 242:0.40 243:0.43 244:0.61 245:0.61 246:0.61 247:0.67 248:0.68 253:0.72 254:0.90 255:0.95 256:0.91 257:0.84 260:0.88 265:0.56 266:0.87 267:0.59 268:0.92 276:0.52 277:0.69 282:0.71 283:0.78 284:0.92 285:0.62 287:0.87 289:0.99 297:0.36 300:0.25\n2 1:0.74 9:0.80 11:0.92 12:0.06 17:0.88 18:0.93 21:0.68 22:0.93 27:0.57 28:0.73 29:0.91 30:0.33 31:0.91 32:0.80 34:0.93 36:0.21 37:0.38 39:0.52 43:0.70 44:0.93 45:0.89 46:0.94 47:0.93 55:0.52 64:0.77 66:0.48 69:0.44 70:0.92 71:0.95 74:0.83 77:0.89 79:0.91 81:0.41 83:0.60 85:0.85 86:0.92 91:0.18 96:0.76 97:0.89 98:0.74 99:0.83 101:0.97 106:0.81 107:0.94 108:0.68 110:1.00 114:0.56 117:0.86 120:0.64 122:0.75 123:0.66 124:0.78 125:0.88 126:0.54 127:0.82 129:0.59 131:0.90 133:0.81 135:0.95 137:0.91 139:0.94 140:0.45 144:0.57 145:0.97 146:0.47 147:0.54 149:0.86 150:0.65 151:0.72 153:0.48 154:0.80 155:0.67 157:0.89 158:0.91 159:0.82 160:0.88 161:0.51 162:0.86 164:0.67 165:0.70 166:0.85 167:0.61 172:0.91 173:0.23 176:0.73 177:0.70 179:0.20 181:0.91 182:0.90 187:0.39 192:0.87 195:0.93 196:0.95 201:0.93 202:0.50 206:0.81 208:0.64 212:0.75 215:0.37 216:0.72 219:0.95 220:0.96 222:0.60 227:0.84 229:0.95 231:0.79 232:0.92 235:0.95 241:0.07 242:0.13 243:0.39 245:0.93 246:0.85 247:0.97 248:0.67 253:0.73 255:0.95 256:0.58 259:0.21 260:0.65 262:0.93 265:0.74 266:0.89 267:0.99 268:0.59 276:0.91 279:0.86 282:0.88 283:0.78 284:0.92 285:0.62 287:0.87 289:0.99 290:0.56 292:0.91 297:0.36 299:0.88 300:0.84\n0 1:0.74 11:0.75 12:0.06 17:0.36 18:0.81 21:0.22 27:0.45 28:0.73 29:0.91 30:0.33 34:0.80 36:0.20 37:0.50 39:0.52 43:0.12 45:0.66 46:0.88 55:0.71 64:0.77 66:0.32 69:0.68 70:0.69 71:0.95 74:0.43 81:0.60 83:0.60 86:0.75 91:0.17 98:0.28 99:0.83 101:0.52 107:0.89 108:0.52 110:0.95 114:0.71 122:0.86 123:0.50 124:0.61 125:0.88 126:0.54 127:0.31 129:0.05 131:0.61 133:0.37 135:0.24 139:0.72 144:0.57 145:0.47 146:0.34 147:0.41 149:0.11 150:0.75 154:0.76 155:0.67 157:0.79 159:0.40 160:0.88 161:0.51 165:0.70 166:0.86 167:0.63 172:0.21 173:0.70 176:0.73 177:0.70 178:0.55 179:0.82 181:0.91 182:0.89 187:0.68 192:0.87 201:0.93 208:0.64 212:0.19 215:0.51 216:0.77 222:0.60 227:0.61 229:0.61 231:0.78 235:0.52 241:0.15 242:0.75 243:0.49 245:0.54 246:0.85 247:0.35 253:0.52 254:0.74 259:0.21 265:0.30 266:0.47 267:0.36 276:0.24 287:0.61 289:0.99 290:0.71 297:0.36 300:0.43\n1 7:0.72 11:0.85 12:0.06 17:0.78 18:0.98 21:0.13 27:0.64 28:0.73 29:0.91 30:0.38 34:0.26 36:0.37 37:0.27 39:0.52 43:0.63 44:0.85 45:0.77 46:0.94 48:0.98 55:0.45 64:0.77 66:0.45 69:0.07 70:0.87 71:0.95 74:0.70 76:0.85 81:0.34 85:0.80 86:0.91 91:0.33 98:0.71 101:0.97 106:0.81 107:0.94 108:0.86 110:1.00 117:0.86 122:0.86 123:0.86 124:0.78 125:0.88 126:0.26 127:0.93 129:0.81 131:0.61 133:0.81 135:0.63 139:0.88 144:0.57 145:0.52 146:0.37 147:0.43 149:0.66 150:0.31 154:0.85 155:0.58 157:0.90 158:0.72 159:0.79 160:0.88 161:0.51 166:0.73 167:0.55 172:0.88 173:0.09 177:0.70 178:0.55 179:0.23 181:0.91 182:0.79 187:0.68 192:0.59 195:0.90 204:0.85 206:0.81 208:0.54 212:0.82 216:0.42 219:0.87 222:0.60 227:0.61 229:0.61 230:0.74 231:0.76 232:0.99 233:0.73 235:0.12 242:0.70 243:0.15 245:0.92 246:0.61 247:0.79 253:0.41 259:0.21 265:0.72 266:0.80 267:0.36 276:0.89 279:0.82 281:0.91 283:0.78 287:0.61 289:0.99 292:0.91 300:0.84\n2 6:0.99 7:0.66 8:0.95 9:0.80 11:0.85 12:0.06 17:0.13 18:0.70 20:0.98 21:0.71 27:0.17 28:0.73 29:0.91 30:0.21 31:0.99 32:0.68 34:0.28 36:0.64 37:0.55 39:0.52 41:0.92 43:0.59 45:0.73 46:0.93 66:0.47 69:0.76 70:0.92 71:0.95 74:0.62 76:0.85 77:0.70 78:0.91 79:0.99 81:0.23 83:0.91 85:0.72 86:0.81 91:0.99 96:0.99 97:0.89 98:0.26 100:0.99 101:0.97 107:0.92 108:0.85 110:0.99 111:0.99 120:0.99 122:0.57 123:0.85 124:0.67 125:0.96 126:0.26 127:0.81 129:0.59 131:0.90 133:0.61 135:0.65 137:0.99 138:1.00 139:0.84 140:0.95 144:0.57 145:0.65 146:0.19 147:0.30 149:0.38 150:0.23 151:0.97 152:0.97 153:0.96 154:0.71 155:0.67 157:0.87 158:0.91 159:0.63 160:0.98 161:0.51 162:0.69 164:0.98 166:0.61 167:0.99 169:0.98 172:0.41 173:0.74 177:0.05 179:0.80 181:0.91 182:0.90 186:0.91 189:0.99 191:0.95 192:0.87 195:0.80 196:0.98 202:0.98 208:0.64 212:0.58 215:0.37 216:0.71 219:0.95 220:0.74 222:0.60 227:0.84 229:0.94 230:0.69 231:0.79 233:0.73 235:0.88 238:0.99 241:0.95 242:0.38 243:0.23 245:0.58 246:0.61 247:0.47 248:0.95 253:0.96 255:0.95 256:0.98 257:0.84 259:0.21 260:0.98 261:0.98 265:0.28 266:0.54 267:0.85 268:0.99 276:0.31 279:0.86 282:0.71 283:0.78 284:0.99 285:0.62 287:0.87 289:0.99 292:0.91 297:0.36 300:0.70\n1 1:0.74 7:0.72 8:0.65 9:0.80 11:0.64 12:0.06 17:0.66 18:0.96 20:0.81 21:0.54 27:0.40 28:0.73 29:0.91 30:0.15 31:0.87 32:0.80 34:0.99 36:0.32 37:0.31 39:0.52 41:0.82 43:0.96 44:0.93 46:0.96 55:0.59 60:0.87 64:0.77 66:0.94 69:0.27 70:0.79 71:0.95 74:0.78 76:0.94 77:0.96 78:0.85 79:0.87 81:0.48 83:0.91 85:0.88 86:0.90 91:0.40 96:0.69 98:0.99 100:0.73 101:0.87 107:0.93 108:0.21 110:1.00 111:0.82 114:0.59 120:0.55 122:0.86 123:0.20 125:0.98 126:0.54 127:0.89 129:0.05 131:0.90 135:0.39 137:0.87 139:0.93 140:0.45 144:0.57 145:0.84 146:0.92 147:0.94 149:0.87 150:0.71 151:0.52 152:0.77 153:0.48 154:0.96 155:0.67 157:0.90 158:0.92 159:0.54 160:0.96 161:0.51 162:0.86 164:0.57 165:0.93 166:0.85 167:0.75 169:0.72 172:0.85 173:0.29 176:0.73 177:0.70 179:0.44 181:0.91 182:0.90 186:0.85 187:0.21 192:0.87 195:0.71 196:0.90 201:0.93 202:0.36 204:0.85 208:0.64 212:0.71 215:0.39 216:0.24 219:0.95 220:0.87 222:0.60 227:0.84 229:0.95 230:0.74 231:0.79 233:0.76 235:0.88 241:0.62 242:0.16 243:0.94 246:0.85 247:0.91 248:0.51 253:0.49 255:0.95 256:0.45 259:0.21 260:0.56 261:0.80 265:0.99 266:0.63 267:0.65 268:0.46 276:0.75 279:0.86 282:0.88 283:0.82 284:0.89 285:0.62 287:0.87 289:0.99 290:0.59 292:0.95 297:0.36 299:0.99 300:0.55\n1 1:0.74 7:0.81 11:0.75 12:0.06 17:0.78 18:0.98 21:0.59 27:0.61 28:0.73 29:0.91 30:0.21 32:0.64 34:0.99 36:0.17 37:0.42 39:0.52 43:0.24 44:0.85 45:0.93 46:0.88 48:0.91 55:0.71 64:0.77 66:0.71 69:0.35 70:0.76 71:0.95 74:0.83 81:0.42 83:0.60 86:0.96 91:0.40 98:0.76 99:0.83 101:0.52 106:0.81 107:0.94 108:0.75 110:1.00 114:0.58 122:0.86 123:0.73 124:0.44 125:0.88 126:0.54 127:0.43 129:0.59 131:0.61 133:0.46 135:1.00 139:0.96 144:0.57 145:0.92 146:0.76 147:0.80 149:0.37 150:0.66 154:0.70 155:0.67 157:0.95 159:0.73 160:0.88 161:0.51 165:0.70 166:0.86 167:0.63 172:0.93 173:0.20 176:0.73 177:0.70 178:0.55 179:0.17 181:0.91 182:0.89 187:0.39 192:0.87 195:0.91 201:0.93 204:0.89 206:0.81 208:0.64 212:0.80 215:0.39 216:0.24 222:0.60 227:0.61 229:0.61 230:0.86 231:0.78 232:0.99 233:0.73 235:0.84 241:0.15 242:0.23 243:0.28 245:0.96 246:0.85 247:0.93 253:0.46 254:0.74 259:0.21 265:0.76 266:0.63 267:0.65 276:0.90 281:0.91 283:0.78 287:0.61 289:0.99 290:0.58 297:0.36 300:0.70\n1 1:0.74 7:0.81 9:0.80 11:0.85 12:0.06 17:0.73 18:0.98 21:0.54 22:0.93 25:0.88 27:0.63 28:0.73 29:0.91 30:0.17 31:0.95 32:0.80 34:0.97 36:0.24 39:0.52 41:0.82 43:0.74 44:0.93 45:0.95 46:0.95 47:0.93 48:0.91 60:0.87 64:0.77 66:0.68 69:0.23 70:0.92 71:0.95 74:0.95 77:0.89 79:0.94 81:0.47 83:0.91 85:0.94 86:0.99 91:0.25 96:0.84 98:0.86 101:0.97 106:0.81 107:0.94 108:0.62 110:1.00 114:0.59 120:0.74 121:0.97 122:0.57 123:0.59 124:0.56 125:0.98 126:0.54 127:0.90 129:0.89 131:0.90 133:0.78 135:0.99 137:0.95 139:0.99 140:0.45 144:0.57 145:0.99 146:0.29 147:0.35 149:0.90 150:0.71 151:0.86 153:0.48 154:0.86 155:0.67 157:0.96 158:0.92 159:0.87 160:0.96 161:0.51 162:0.86 164:0.67 165:0.93 166:0.86 167:0.67 172:0.97 173:0.11 176:0.73 177:0.70 179:0.15 181:0.91 182:0.90 187:0.98 192:0.87 195:0.95 196:0.98 201:0.93 202:0.50 204:0.89 206:0.81 208:0.64 212:0.69 215:0.39 216:0.15 219:0.95 222:0.60 227:0.84 229:0.95 230:0.87 231:0.79 232:0.83 233:0.76 235:0.80 241:0.32 242:0.31 243:0.09 245:0.96 246:0.85 247:0.90 248:0.82 253:0.89 255:0.95 256:0.58 259:0.21 260:0.75 262:0.93 265:0.86 266:0.75 267:0.87 268:0.59 276:0.95 279:0.86 281:0.91 282:0.88 283:0.82 284:0.92 285:0.62 287:0.87 289:0.99 290:0.59 292:0.95 297:0.36 300:0.84\n1 9:0.80 12:0.06 17:0.15 18:0.79 21:0.54 27:0.72 28:0.73 29:0.91 30:0.76 31:0.97 34:0.40 36:0.71 39:0.52 43:0.16 46:0.88 55:0.84 64:0.77 66:0.36 69:0.85 70:0.15 71:0.95 79:0.99 81:0.24 83:0.60 86:0.60 91:0.98 96:0.88 98:0.52 107:0.89 108:0.70 110:0.93 120:0.82 122:0.86 123:0.68 124:0.67 125:0.88 126:0.26 127:0.58 129:0.05 131:0.90 133:0.62 135:0.75 137:0.97 139:0.59 140:0.98 144:0.57 145:0.39 146:0.49 147:0.05 149:0.14 150:0.24 151:0.72 153:0.48 154:0.11 155:0.67 157:0.61 159:0.39 160:0.88 161:0.51 162:0.59 163:0.97 164:0.84 166:0.73 167:0.99 172:0.16 173:0.95 175:0.75 177:0.05 179:0.96 181:0.91 182:0.61 190:0.89 192:0.87 196:0.87 202:0.94 208:0.64 212:0.42 216:0.52 219:0.87 220:0.62 222:0.60 227:0.84 229:0.61 231:0.79 235:0.60 241:0.96 242:0.75 243:0.26 244:0.83 245:0.40 246:0.61 247:0.30 248:0.84 253:0.81 255:0.95 256:0.94 257:0.84 259:0.21 260:0.81 265:0.53 266:0.23 267:0.73 268:0.94 276:0.26 277:0.69 283:0.78 284:0.98 285:0.62 287:0.61 289:0.99 292:0.91 300:0.13\n2 8:0.92 9:0.80 12:0.06 17:0.15 20:0.82 21:0.78 27:0.51 28:0.73 29:0.91 31:0.95 34:0.61 36:0.32 37:0.97 39:0.52 41:0.82 46:0.88 71:0.95 78:0.87 79:0.94 83:0.91 91:0.93 96:0.92 100:0.96 107:0.88 110:0.88 111:0.92 120:0.91 125:0.96 131:0.90 135:0.82 137:0.95 140:0.98 144:0.57 151:0.86 152:0.78 153:0.82 155:0.67 157:0.61 160:0.96 161:0.51 162:0.72 164:0.89 166:0.61 167:0.99 169:0.94 175:0.97 181:0.91 182:0.89 186:0.87 191:0.80 192:0.87 202:0.88 208:0.64 216:0.33 220:0.74 222:0.60 227:0.84 229:0.94 231:0.79 241:0.95 244:0.93 246:0.61 248:0.80 253:0.80 255:0.95 256:0.89 257:0.93 260:0.89 261:0.86 267:0.65 268:0.90 277:0.95 284:0.93 285:0.62 287:0.87 289:0.99\n2 1:0.74 7:0.81 11:0.85 12:0.06 17:0.66 18:0.98 21:0.47 22:0.93 27:0.34 28:0.73 29:0.91 30:0.15 32:0.80 34:0.98 36:0.23 37:0.66 39:0.52 43:0.74 44:0.93 45:0.95 46:0.95 47:0.93 48:0.91 64:0.77 66:0.69 69:0.23 70:0.93 71:0.95 74:0.93 77:0.89 81:0.51 83:0.91 85:0.94 86:0.99 91:0.23 98:0.87 101:0.97 107:0.94 108:0.62 110:1.00 114:0.60 121:0.97 122:0.57 123:0.60 124:0.49 125:0.88 126:0.54 127:0.93 129:0.81 131:0.61 133:0.67 135:0.99 139:0.99 144:0.57 145:0.99 146:0.29 147:0.35 149:0.89 150:0.73 154:0.86 155:0.67 157:0.96 159:0.87 160:0.88 161:0.51 165:0.93 166:0.86 167:0.68 172:0.97 173:0.11 176:0.73 177:0.70 178:0.55 179:0.15 181:0.91 182:0.89 187:0.98 192:0.87 195:0.95 201:0.93 204:0.89 208:0.64 212:0.70 215:0.41 216:0.46 222:0.60 227:0.61 229:0.61 230:0.87 231:0.79 233:0.76 235:0.80 241:0.37 242:0.29 243:0.09 245:0.97 246:0.85 247:0.90 253:0.50 259:0.21 262:0.93 265:0.87 266:0.75 267:0.69 276:0.95 281:0.91 282:0.88 283:0.78 287:0.61 289:0.99 290:0.60 297:0.36 300:0.84\n1 8:0.90 9:0.80 11:0.85 12:0.06 17:0.13 18:0.65 21:0.40 27:0.17 28:0.73 29:0.91 30:0.11 31:0.96 34:0.56 36:0.55 37:0.55 39:0.52 41:0.82 43:0.51 45:0.73 46:0.93 55:0.84 66:0.44 69:0.94 70:0.97 71:0.95 74:0.47 76:0.99 77:0.98 79:0.96 81:0.34 83:0.91 85:0.72 86:0.75 91:0.90 96:0.95 98:0.64 101:0.97 107:0.93 108:0.67 110:0.99 114:0.58 120:0.94 122:0.77 123:0.65 124:0.82 125:0.96 126:0.26 127:0.77 129:0.59 131:0.90 133:0.82 135:0.94 137:0.96 139:0.72 140:0.97 144:0.57 145:0.88 146:0.19 147:0.37 149:0.43 150:0.30 151:0.93 153:0.89 154:0.46 155:0.67 157:0.86 158:0.72 159:0.72 160:0.96 161:0.51 162:0.75 164:0.94 166:0.78 167:0.88 172:0.65 173:0.97 176:0.55 177:0.05 179:0.49 181:0.91 182:0.90 187:0.21 191:0.88 192:0.87 195:0.87 196:0.92 202:0.94 208:0.64 212:0.37 216:0.71 220:0.74 222:0.60 227:0.84 229:0.94 231:0.79 232:0.80 235:0.52 241:0.75 242:0.60 243:0.13 245:0.75 246:0.61 247:0.76 248:0.85 253:0.85 255:0.95 256:0.95 257:0.84 259:0.21 260:0.91 265:0.65 266:0.89 267:0.96 268:0.96 276:0.70 277:0.69 282:0.71 283:0.78 284:0.95 285:0.62 287:0.87 289:0.99 290:0.58 300:0.84\n0 6:0.86 7:0.81 8:0.91 9:0.80 12:0.06 17:0.59 18:0.66 20:0.98 21:0.13 27:0.13 28:0.48 29:0.97 30:0.91 31:0.95 34:0.22 36:0.47 37:0.91 39:0.67 41:0.82 43:0.16 46:0.88 55:0.59 66:0.69 69:0.33 70:0.13 71:0.85 74:0.57 76:1.00 78:0.88 79:0.95 81:0.38 83:0.91 86:0.70 91:0.97 96:0.94 98:0.79 100:0.95 107:0.89 108:0.26 110:0.89 111:0.91 114:0.72 120:0.86 121:0.90 122:0.77 123:0.25 125:0.96 126:0.26 127:0.28 129:0.05 135:0.18 137:0.95 138:0.98 139:0.78 140:0.98 146:0.28 147:0.35 149:0.10 150:0.33 151:0.87 152:0.90 153:0.78 154:0.54 155:0.67 159:0.12 160:0.96 161:0.84 162:0.74 164:0.84 167:0.92 169:0.93 172:0.21 173:0.85 175:0.75 176:0.61 177:0.38 179:0.94 181:0.74 186:0.88 189:0.88 191:0.94 192:0.87 196:0.94 202:0.91 204:0.89 208:0.64 212:0.95 216:0.48 220:0.74 222:0.48 230:0.87 233:0.76 235:0.12 238:0.95 241:0.94 242:0.63 243:0.73 244:0.61 247:0.30 248:0.77 253:0.90 254:0.93 255:0.95 256:0.93 257:0.65 259:0.21 260:0.83 261:0.94 265:0.79 266:0.12 267:0.96 268:0.94 271:0.26 276:0.23 277:0.69 281:0.91 284:0.93 285:0.62 289:0.95 290:0.72 300:0.13\n3 6:0.88 8:0.76 9:0.76 11:0.64 12:0.06 17:0.18 20:0.86 21:0.40 25:0.88 27:0.41 28:0.48 29:0.97 30:0.56 34:0.56 36:0.59 37:0.63 39:0.67 43:0.65 45:0.73 46:0.88 55:0.52 66:0.84 69:0.15 70:0.46 71:0.85 74:0.50 78:0.84 81:0.32 83:0.60 91:0.85 96:0.76 98:0.93 100:0.91 101:0.52 104:0.58 107:0.93 108:0.12 110:0.94 111:0.86 120:0.72 122:0.41 123:0.12 125:0.88 126:0.26 127:0.57 129:0.05 135:0.47 140:0.87 146:0.58 147:0.64 149:0.51 150:0.29 151:0.65 152:0.82 153:0.46 154:0.54 155:0.58 159:0.21 160:0.88 161:0.84 162:0.83 164:0.70 167:0.91 169:0.89 172:0.54 173:0.48 175:0.75 177:0.38 178:0.42 179:0.79 181:0.74 186:0.84 187:0.21 189:0.89 190:0.89 191:0.84 192:0.59 202:0.64 208:0.54 212:0.81 215:0.42 216:0.24 220:0.91 222:0.48 235:0.42 238:0.95 241:0.89 242:0.42 243:0.85 244:0.61 247:0.55 248:0.66 253:0.57 255:0.74 256:0.68 257:0.65 259:0.21 260:0.68 261:0.88 265:0.93 266:0.27 267:0.28 268:0.70 271:0.26 276:0.43 277:0.69 285:0.56 289:0.93 297:0.36 300:0.33\n1 1:0.74 11:0.83 12:0.06 17:0.16 18:0.77 21:0.40 27:0.45 28:0.48 29:0.97 30:0.45 34:0.79 36:0.18 37:0.50 39:0.67 43:0.82 45:0.77 46:0.93 64:0.77 66:0.18 69:0.69 70:0.87 71:0.85 74:0.66 81:0.56 83:0.91 85:0.80 86:0.87 91:0.22 98:0.27 101:0.97 107:0.94 108:0.52 110:0.94 114:0.62 122:0.57 123:0.50 124:0.85 125:0.88 126:0.54 127:0.57 129:0.59 133:0.82 135:0.92 139:0.83 145:0.50 146:0.52 147:0.58 149:0.71 150:0.75 154:0.77 155:0.67 159:0.78 160:0.88 161:0.84 165:0.93 167:0.63 172:0.37 173:0.51 176:0.73 177:0.70 178:0.55 179:0.58 181:0.74 187:0.68 192:0.87 201:0.93 208:0.64 212:0.48 215:0.42 216:0.77 222:0.48 235:0.60 241:0.43 242:0.17 243:0.39 245:0.68 247:0.79 253:0.48 259:0.21 265:0.29 266:0.80 267:0.65 271:0.26 276:0.58 289:0.94 290:0.62 297:0.36 300:0.70\n1 1:0.74 6:0.82 7:0.66 8:0.60 11:0.64 12:0.06 17:0.32 18:0.86 20:0.86 21:0.40 22:0.93 27:0.62 28:0.48 29:0.97 30:0.36 32:0.68 34:0.39 36:0.85 37:0.35 39:0.67 43:0.66 44:0.93 45:0.83 46:0.88 47:0.93 48:0.91 55:0.52 64:0.77 66:0.54 69:0.23 70:0.69 71:0.85 74:0.89 76:0.85 77:0.89 78:0.78 81:0.54 83:0.60 86:0.93 91:0.11 98:0.33 99:0.83 100:0.80 101:0.52 104:0.98 106:0.81 107:0.94 108:0.18 110:0.94 111:0.77 114:0.62 117:0.86 122:0.77 123:0.18 124:0.63 125:0.88 126:0.54 127:0.21 129:0.05 133:0.60 135:0.79 139:0.93 145:0.84 146:0.49 147:0.55 149:0.51 150:0.71 152:0.84 154:0.89 155:0.67 159:0.41 160:0.88 161:0.84 165:0.70 167:0.61 169:0.79 172:0.65 173:0.19 176:0.73 177:0.70 178:0.55 179:0.30 181:0.74 186:0.78 187:0.39 192:0.87 195:0.81 201:0.93 206:0.81 208:0.64 212:0.88 215:0.42 216:0.40 222:0.48 230:0.69 232:0.70 233:0.76 235:0.60 238:0.87 241:0.35 242:0.50 243:0.63 245:0.74 247:0.74 253:0.51 254:0.86 259:0.21 261:0.82 262:0.93 265:0.35 266:0.38 267:0.36 271:0.26 276:0.60 281:0.91 282:0.77 289:0.94 290:0.62 297:0.36 300:0.55\n0 11:0.64 12:0.06 17:0.51 18:0.63 21:0.78 27:0.45 28:0.48 29:0.97 30:0.76 34:0.63 36:0.19 37:0.50 39:0.67 43:0.78 45:0.66 46:0.88 66:0.64 69:0.77 70:0.15 71:0.85 74:0.42 86:0.73 91:0.06 98:0.11 101:0.52 107:0.89 108:0.61 110:0.90 122:0.57 123:0.58 125:0.88 127:0.07 129:0.05 135:0.61 139:0.70 145:0.42 146:0.18 147:0.23 149:0.53 154:0.71 159:0.09 160:0.88 161:0.84 163:0.97 167:0.55 172:0.16 173:0.78 177:0.70 178:0.55 179:0.09 181:0.74 187:0.68 212:0.95 216:0.77 222:0.48 235:0.97 241:0.12 242:0.82 243:0.69 247:0.12 253:0.32 254:0.74 259:0.21 265:0.12 266:0.12 267:0.23 271:0.26 276:0.18 289:0.88 300:0.13\n1 1:0.74 7:0.66 9:0.80 11:0.64 12:0.06 17:0.22 18:0.83 21:0.30 22:0.93 27:0.62 28:0.48 29:0.97 30:0.27 31:0.87 32:0.74 34:0.28 36:0.81 37:0.35 39:0.67 43:0.42 44:0.93 45:0.81 46:0.88 47:0.93 48:0.91 55:0.52 64:0.77 66:0.53 69:0.21 70:0.83 71:0.85 74:0.91 76:0.85 77:0.70 79:0.87 81:0.59 83:0.60 86:0.92 91:0.08 96:0.69 97:0.89 98:0.41 99:0.83 101:0.52 104:0.81 106:0.81 107:0.95 108:0.17 110:0.95 114:0.65 117:0.86 120:0.56 122:0.77 123:0.16 124:0.64 125:0.88 126:0.54 127:0.23 129:0.05 133:0.60 135:0.73 137:0.87 139:0.94 140:0.45 145:0.79 146:0.59 147:0.65 149:0.26 150:0.74 151:0.52 153:0.69 154:0.88 155:0.67 158:0.86 159:0.44 160:0.88 161:0.84 162:0.86 164:0.62 165:0.70 167:0.61 172:0.63 173:0.18 176:0.73 177:0.70 179:0.33 181:0.74 187:0.39 192:0.87 195:0.81 196:0.91 201:0.93 202:0.46 206:0.81 208:0.64 212:0.86 215:0.44 216:0.40 219:0.95 220:0.87 222:0.48 230:0.69 232:0.70 233:0.76 235:0.52 241:0.35 242:0.45 243:0.62 245:0.73 247:0.79 248:0.52 253:0.55 254:0.86 255:0.95 256:0.45 259:0.21 260:0.56 262:0.93 265:0.43 266:0.47 267:0.52 268:0.55 271:0.26 276:0.61 279:0.86 281:0.91 282:0.83 283:0.67 284:0.90 285:0.62 289:0.94 290:0.65 292:0.87 297:0.36 300:0.70\n1 7:0.66 11:0.64 12:0.06 17:0.73 18:0.64 20:0.76 21:0.40 27:0.42 28:0.48 29:0.97 30:0.21 32:0.78 34:0.83 36:0.27 37:0.62 39:0.67 43:0.63 44:0.93 45:0.66 46:0.88 66:0.72 69:0.73 70:0.37 71:0.85 74:0.51 77:0.70 78:0.72 81:0.32 86:0.68 91:0.44 98:0.58 100:0.73 101:0.52 107:0.91 108:0.56 110:0.91 111:0.72 120:0.55 123:0.53 125:0.88 126:0.26 127:0.17 129:0.05 135:0.88 139:0.77 140:0.45 145:0.69 146:0.58 147:0.64 149:0.33 150:0.29 151:0.48 152:0.75 153:0.48 154:0.52 159:0.21 160:0.88 161:0.84 162:0.86 163:0.81 164:0.53 167:0.61 169:0.72 172:0.27 173:0.79 177:0.70 179:0.75 181:0.74 186:0.73 187:0.39 190:0.89 195:0.66 202:0.36 212:0.42 215:0.42 216:0.49 220:0.87 222:0.48 230:0.69 233:0.76 235:0.42 241:0.35 242:0.45 243:0.75 244:0.61 247:0.35 248:0.48 253:0.36 256:0.45 259:0.21 260:0.55 261:0.73 265:0.59 266:0.23 267:0.65 268:0.46 271:0.26 276:0.23 282:0.86 285:0.47 289:0.92 297:0.36 300:0.25\n1 6:0.90 8:0.88 9:0.76 12:0.06 17:0.82 20:0.93 21:0.59 27:0.56 28:0.48 29:0.97 30:0.95 34:0.33 36:0.70 37:0.24 39:0.67 43:0.18 44:0.90 46:0.88 55:0.92 66:0.20 69:0.21 71:0.85 74:0.53 76:0.94 77:0.70 78:0.80 81:0.24 83:0.60 91:0.91 96:0.82 98:0.12 100:0.87 104:0.58 107:0.88 108:0.17 110:0.88 111:0.81 114:0.57 120:0.79 123:0.16 124:0.61 125:0.88 126:0.26 127:0.49 129:0.59 133:0.47 135:0.42 139:0.75 140:0.92 145:0.63 146:0.05 147:0.05 149:0.09 150:0.24 151:0.65 152:0.86 153:0.72 154:0.12 155:0.67 159:0.19 160:0.88 161:0.84 162:0.85 164:0.71 167:0.92 169:0.84 172:0.05 173:0.56 175:0.91 176:0.61 177:0.05 179:1.00 181:0.74 186:0.80 189:0.92 190:0.89 191:0.75 192:0.87 195:0.55 202:0.70 204:0.85 208:0.64 216:0.11 222:0.48 235:0.68 238:0.95 241:0.97 243:0.40 244:0.83 245:0.36 248:0.63 253:0.68 255:0.74 256:0.77 257:0.84 259:0.21 260:0.73 261:0.86 265:0.12 267:0.23 268:0.77 271:0.26 277:0.87 281:0.91 282:0.77 285:0.56 289:0.93 290:0.57 300:0.08\n4 8:0.83 9:0.76 12:0.06 17:0.24 21:0.78 27:0.08 28:0.48 29:0.97 34:0.61 36:0.28 37:0.82 39:0.67 46:0.88 71:0.85 83:0.60 91:0.95 96:0.94 107:0.88 110:0.88 120:0.82 125:0.88 135:0.83 138:0.99 140:0.96 151:0.70 153:0.48 155:0.58 160:0.88 161:0.84 162:0.74 164:0.81 167:0.92 175:0.97 181:0.74 190:0.89 191:0.90 192:0.59 202:0.90 208:0.54 216:0.43 220:0.62 222:0.48 232:0.78 241:0.94 244:0.93 248:0.79 253:0.87 255:0.74 256:0.92 257:0.93 259:0.21 260:0.77 267:0.52 268:0.93 271:0.26 277:0.95 285:0.56 289:0.93\n2 6:0.89 8:0.72 11:0.64 12:0.06 17:0.26 18:0.84 20:0.88 21:0.78 27:0.21 28:0.48 29:0.97 30:0.14 34:0.75 36:0.83 37:0.74 39:0.67 43:0.57 45:0.85 46:0.88 66:0.92 69:0.64 70:0.80 71:0.85 74:0.88 76:0.94 78:0.80 86:0.93 91:0.51 98:0.77 100:0.85 101:0.52 107:0.96 108:0.49 110:0.96 111:0.80 120:0.74 122:0.57 123:0.46 125:0.88 127:0.26 129:0.05 135:0.17 139:0.92 140:0.45 146:0.75 147:0.79 149:0.28 151:0.63 152:0.83 153:0.72 154:0.77 155:0.58 159:0.31 160:0.88 161:0.84 162:0.52 164:0.53 167:0.62 169:0.83 172:0.79 173:0.69 177:0.70 179:0.31 181:0.74 186:0.80 187:0.39 189:0.90 190:0.89 192:0.51 202:0.62 204:0.85 208:0.54 212:0.90 216:0.95 222:0.48 235:0.52 238:0.92 241:0.41 242:0.23 243:0.93 247:0.86 248:0.61 253:0.46 254:0.74 256:0.45 259:0.21 260:0.67 261:0.84 265:0.77 266:0.27 267:0.76 268:0.57 271:0.26 276:0.69 281:0.91 285:0.47 289:0.94 300:0.55\n2 1:0.69 6:0.94 8:0.97 9:0.80 11:0.64 12:0.06 17:0.01 18:0.70 20:0.91 21:0.13 27:0.06 28:0.48 29:0.97 30:0.45 31:1.00 34:0.40 36:0.67 37:0.96 39:0.67 41:0.82 43:0.57 44:0.90 45:0.66 46:0.88 64:0.77 66:0.27 69:0.51 70:0.25 71:0.85 74:0.59 76:0.85 77:0.96 78:0.92 79:1.00 81:0.54 83:0.91 86:0.70 91:1.00 96:1.00 97:1.00 98:0.36 99:0.83 100:0.98 101:0.52 107:0.89 108:0.39 110:0.89 111:0.96 114:0.75 120:0.78 122:0.80 123:0.37 124:0.61 125:0.96 126:0.44 127:0.63 129:0.59 133:0.47 135:0.28 137:1.00 138:0.99 139:0.82 140:1.00 145:0.63 146:0.31 147:0.37 149:0.28 150:0.58 151:0.87 152:0.85 153:0.99 154:0.46 155:0.67 158:0.79 159:0.31 160:0.96 161:0.84 162:0.75 163:0.96 164:0.65 165:0.70 167:0.93 169:0.97 172:0.10 173:0.67 175:0.75 176:0.66 177:0.38 179:0.98 181:0.74 186:0.91 189:0.95 191:0.96 192:0.87 195:0.59 196:1.00 201:0.68 202:0.97 204:0.85 208:0.64 212:0.61 216:0.68 219:0.92 222:0.48 235:0.22 238:0.97 241:1.00 242:0.63 243:0.46 244:0.61 245:0.40 247:0.30 248:0.77 253:0.99 255:0.95 256:0.98 257:0.65 259:0.21 260:0.76 261:0.96 265:0.38 266:0.17 267:0.69 268:0.98 271:0.26 276:0.16 277:0.69 279:0.82 281:0.91 282:0.77 284:1.00 285:0.62 289:0.94 290:0.75 292:0.95 300:0.18\n2 6:0.87 8:0.93 12:0.79 17:0.03 20:0.76 21:0.13 27:0.25 28:0.46 30:0.21 34:0.75 36:0.99 37:0.86 43:0.39 55:0.59 66:0.20 69:0.55 70:0.37 78:1.00 81:0.94 91:0.95 98:0.22 100:0.94 104:0.74 108:0.42 111:0.99 120:0.87 123:0.57 124:0.73 126:0.54 127:0.56 129:0.81 133:0.67 135:0.63 140:0.45 146:0.22 147:0.27 149:0.34 150:0.89 151:0.62 152:0.75 153:0.98 154:0.30 159:0.43 161:0.80 162:0.51 163:0.81 164:0.94 167:0.86 169:0.91 172:0.10 173:0.59 177:0.05 179:0.96 181:0.81 186:1.00 189:0.89 191:0.87 202:0.95 212:0.42 215:0.84 216:0.50 220:0.62 235:0.12 238:0.80 241:0.98 242:0.82 243:0.40 245:0.40 247:0.12 248:0.82 256:0.91 259:0.21 260:0.88 261:0.81 265:0.17 266:0.23 267:0.69 268:0.92 271:0.40 276:0.21 283:0.60 285:0.62 297:0.36 300:0.25\n2 6:0.91 8:0.95 12:0.79 17:0.11 20:0.97 21:0.78 27:0.08 28:0.46 34:0.56 36:0.52 37:0.93 78:0.93 91:0.97 100:0.95 111:0.93 120:0.87 135:0.47 140:0.87 151:0.71 152:0.89 153:0.72 161:0.80 162:0.47 164:0.93 167:0.86 169:0.92 175:0.75 178:0.48 181:0.81 186:0.93 189:0.92 191:0.93 202:0.98 216:0.70 220:0.62 235:0.31 238:0.90 241:0.95 244:0.61 248:0.82 256:0.91 257:0.65 259:0.21 260:0.88 261:0.94 267:0.65 268:0.92 271:0.40 277:0.69 283:0.60 285:0.62\n2 6:0.87 7:0.81 8:0.86 12:0.79 17:0.12 20:0.97 21:0.54 27:0.14 28:0.46 32:0.80 34:0.28 36:0.47 37:0.80 78:0.94 81:0.86 91:0.98 100:0.96 104:0.73 111:0.94 120:0.92 126:0.54 135:0.37 140:0.45 145:0.54 150:0.70 151:0.75 152:0.90 153:0.84 161:0.80 162:0.51 164:0.97 167:0.86 169:0.94 175:0.75 181:0.81 186:0.94 189:0.89 191:0.90 195:0.53 202:0.97 215:0.58 216:0.59 220:0.62 230:0.87 233:0.76 235:0.60 238:0.92 241:0.95 244:0.61 248:0.89 256:0.95 257:0.65 259:0.21 260:0.93 261:0.95 267:0.73 268:0.96 271:0.40 277:0.69 283:0.60 285:0.62 297:0.36\n2 6:0.89 7:0.81 8:0.91 12:0.79 17:0.11 20:0.97 21:0.30 25:0.88 27:0.11 28:0.46 32:0.80 34:0.39 36:0.57 37:0.90 43:0.28 66:0.36 69:0.77 78:0.93 81:0.91 91:0.95 98:0.11 100:0.93 104:0.76 108:0.60 111:0.92 120:0.89 123:0.58 126:0.54 127:0.07 129:0.05 135:0.39 140:0.80 145:0.72 146:0.05 147:0.05 149:0.12 150:0.83 151:0.62 152:0.89 153:0.98 154:0.21 159:0.05 161:0.80 162:0.49 164:0.96 167:0.85 169:0.91 172:0.05 173:1.00 177:0.05 178:0.42 181:0.81 186:0.93 189:0.90 191:0.90 195:0.57 202:0.98 215:0.72 216:0.66 220:0.62 230:0.87 233:0.76 235:0.31 238:0.89 241:0.89 243:0.51 248:0.84 256:0.95 260:0.89 261:0.93 265:0.12 267:0.59 268:0.96 271:0.40 283:0.60 285:0.62 297:0.36\n2 6:0.92 7:0.81 8:0.83 12:0.79 17:0.02 20:0.95 21:0.78 27:0.34 28:0.46 34:0.26 36:0.42 37:0.46 78:0.89 91:0.87 100:0.94 111:0.90 120:0.59 135:0.51 140:0.92 145:0.85 151:0.51 152:0.88 153:0.88 161:0.80 162:0.47 164:0.79 167:0.83 169:0.92 175:0.75 178:0.51 181:0.81 186:0.89 189:0.93 191:0.70 202:0.91 216:0.40 220:0.74 230:0.65 233:0.63 235:0.12 238:0.93 241:0.84 244:0.61 248:0.52 256:0.71 257:0.65 259:0.21 260:0.59 261:0.92 267:1.00 268:0.74 271:0.40 277:0.69 285:0.62\n1 6:0.88 8:0.86 12:0.79 17:0.03 20:0.92 21:0.78 27:0.17 28:0.46 34:0.20 36:0.35 37:0.65 78:0.91 91:0.99 100:0.90 111:0.89 120:0.88 135:0.51 140:0.80 151:0.80 152:0.86 153:0.93 161:0.80 162:0.48 164:0.93 167:0.85 169:0.88 175:0.75 178:0.42 181:0.81 186:0.90 189:0.89 191:0.91 202:0.96 216:0.56 220:0.62 238:0.88 241:0.90 244:0.61 248:0.84 256:0.90 257:0.65 259:0.21 260:0.89 261:0.91 267:0.76 268:0.91 271:0.40 277:0.69 283:0.60 285:0.62\n2 6:0.87 7:0.81 8:0.90 12:0.79 17:0.45 20:0.78 21:0.74 27:0.34 28:0.46 30:0.33 32:0.80 34:0.34 36:0.65 37:0.83 43:0.33 55:0.52 66:0.35 69:0.68 70:0.92 78:0.97 81:0.73 91:0.84 98:0.59 100:0.94 104:0.58 108:0.71 111:0.95 120:0.75 123:0.69 124:0.70 126:0.54 127:0.44 129:0.81 133:0.67 135:0.54 140:0.45 145:0.79 146:0.29 147:0.36 149:0.65 150:0.54 151:0.59 152:0.76 153:0.91 154:0.25 159:0.66 161:0.80 162:0.66 164:0.87 167:0.85 169:0.92 172:0.51 173:0.57 177:0.05 179:0.54 181:0.81 186:0.97 189:0.88 191:0.83 195:0.87 202:0.81 212:0.39 215:0.46 216:0.27 220:0.62 230:0.87 233:0.76 235:0.88 238:0.89 241:0.92 242:0.82 243:0.43 245:0.74 247:0.12 248:0.68 256:0.81 259:0.21 260:0.76 261:0.84 265:0.60 266:0.75 267:1.00 268:0.83 271:0.40 276:0.59 285:0.62 297:0.36 300:0.84\n2 6:0.94 8:0.83 12:0.79 17:0.28 20:0.94 21:0.78 27:0.21 28:0.46 30:0.09 34:0.37 36:0.64 37:0.74 43:0.36 55:0.59 66:0.05 69:0.61 70:0.99 78:0.80 91:0.90 98:0.18 100:0.85 108:0.89 111:0.81 120:0.94 123:0.96 124:0.99 127:0.76 129:1.00 133:0.99 135:0.30 140:0.80 146:0.05 147:0.05 149:0.67 151:0.83 152:0.91 153:0.96 154:0.27 159:0.96 161:0.80 162:0.47 164:0.88 167:0.64 169:0.84 172:0.51 173:0.15 177:0.05 178:0.42 179:0.21 181:0.81 186:0.81 187:0.39 189:0.96 191:0.79 202:0.94 212:0.23 216:0.95 235:0.31 238:0.92 241:0.62 242:0.82 243:0.06 245:0.81 247:0.12 248:0.91 256:0.84 259:0.21 260:0.94 261:0.85 265:0.16 266:0.98 267:0.69 268:0.85 271:0.40 276:0.91 283:0.82 285:0.62 300:0.94\n1 12:0.79 17:0.55 21:0.59 27:0.45 28:0.46 30:0.45 32:0.80 34:0.92 36:0.25 37:0.50 43:0.32 55:0.59 66:0.49 69:0.70 70:0.25 81:0.84 91:0.20 98:0.30 108:0.53 123:0.51 124:0.48 126:0.54 127:0.33 129:0.59 133:0.47 135:0.78 145:0.45 146:0.38 147:0.45 149:0.28 150:0.65 154:0.24 159:0.44 161:0.80 163:0.87 167:0.48 172:0.16 173:0.70 177:0.05 178:0.55 179:0.96 181:0.81 187:0.68 195:0.72 212:0.61 215:0.55 216:0.77 235:0.68 241:0.07 242:0.82 243:0.60 245:0.39 247:0.12 259:0.21 265:0.32 266:0.17 267:0.36 271:0.40 276:0.16 297:0.36 300:0.18\n2 1:0.69 6:0.91 8:0.81 9:0.79 11:0.78 12:0.06 17:0.40 18:0.84 20:0.91 27:0.06 28:0.57 29:0.62 30:0.33 31:0.96 34:0.58 36:0.69 37:0.68 39:0.37 41:0.94 43:0.86 45:0.73 64:0.77 66:0.71 69:0.10 70:0.89 71:0.80 74:0.62 78:0.97 79:0.96 81:0.80 83:0.60 85:0.80 86:0.91 91:0.63 96:0.88 98:0.23 100:0.99 101:0.87 104:0.73 108:0.09 111:0.99 114:0.98 120:0.80 122:0.57 123:0.09 124:0.43 126:0.54 127:0.66 129:0.05 131:0.87 133:0.59 135:0.88 137:0.96 139:0.88 140:0.45 144:0.57 146:0.38 147:0.44 149:0.78 150:0.68 151:0.94 152:0.91 153:0.80 154:0.84 155:0.66 157:0.81 159:0.71 161:0.62 162:0.67 164:0.80 165:0.93 166:0.82 167:0.84 169:1.00 172:0.57 173:0.12 176:0.73 177:0.70 179:0.74 181:0.54 182:0.79 186:0.96 187:0.39 189:0.92 191:0.84 192:0.87 196:0.97 201:0.67 202:0.75 208:0.64 212:0.89 215:0.96 216:0.17 220:0.74 222:0.25 227:0.92 229:0.88 231:0.73 232:0.77 235:0.22 238:0.98 241:0.74 242:0.31 243:0.75 245:0.52 246:0.89 247:0.76 248:0.87 253:0.87 255:0.78 256:0.82 259:0.21 260:0.80 261:0.97 265:0.25 266:0.23 267:0.19 268:0.77 271:0.93 276:0.31 284:0.96 285:0.62 287:0.91 290:0.98 297:0.36 300:0.70\n1 1:0.69 6:0.79 7:0.81 8:0.60 9:0.79 11:0.78 12:0.06 17:0.75 18:0.94 20:0.75 21:0.47 27:0.40 28:0.57 29:0.62 30:0.60 31:0.95 32:0.80 34:0.25 36:0.56 37:0.25 39:0.37 41:0.82 43:0.86 44:0.93 45:0.92 60:0.87 64:0.77 66:0.53 69:0.39 70:0.68 71:0.80 74:0.97 77:0.96 78:0.88 79:0.94 81:0.76 83:0.60 85:0.98 86:0.99 91:0.69 96:0.83 98:0.77 99:0.83 100:0.86 101:0.87 104:0.90 108:0.80 111:0.85 114:0.80 120:0.72 121:0.90 122:0.57 123:0.78 124:0.55 126:0.54 127:0.76 129:0.59 131:0.87 133:0.46 135:0.87 137:0.95 139:0.99 140:0.45 144:0.57 145:0.83 146:0.79 147:0.82 149:0.99 150:0.60 151:0.90 152:0.74 153:0.69 154:0.83 155:0.66 157:0.88 158:0.92 159:0.72 161:0.62 162:0.86 164:0.62 165:0.93 166:0.81 167:0.64 169:0.78 172:0.92 173:0.27 176:0.73 177:0.70 179:0.19 181:0.54 182:0.79 186:0.97 187:0.39 189:0.82 192:0.87 195:0.85 196:0.98 201:0.66 202:0.46 204:0.85 208:0.64 212:0.73 215:0.63 216:0.41 219:0.95 222:0.25 227:0.92 229:0.88 230:0.87 231:0.73 232:0.91 233:0.76 235:0.84 238:0.81 241:0.32 242:0.32 243:0.43 245:0.98 246:0.89 247:0.74 248:0.80 253:0.89 255:0.78 256:0.45 259:0.21 260:0.73 261:0.76 265:0.77 266:0.71 267:0.44 268:0.55 271:0.93 276:0.91 279:0.80 281:0.91 282:0.88 283:0.82 284:0.90 285:0.62 287:0.91 290:0.80 292:0.95 297:0.36 299:0.97 300:0.84\n4 1:0.65 6:0.91 7:0.70 8:0.82 9:0.80 11:0.50 12:0.06 17:0.70 20:0.97 21:0.40 27:0.06 28:0.57 29:0.62 30:0.95 31:0.98 32:0.67 34:0.23 36:0.30 37:0.73 39:0.37 41:0.95 43:0.27 45:0.66 66:0.54 69:0.91 71:0.80 74:0.48 77:0.70 78:0.94 79:0.98 81:0.59 83:0.60 91:0.92 96:0.94 98:0.10 99:0.83 100:0.98 101:0.52 104:0.58 108:0.82 111:0.97 114:0.78 120:0.89 123:0.81 126:0.44 127:0.07 129:0.05 131:0.87 135:0.42 137:0.98 140:0.45 144:0.57 145:0.52 146:0.13 147:0.18 149:0.18 150:0.51 151:0.96 152:0.90 153:0.86 154:0.19 155:0.67 157:0.76 159:0.08 161:0.62 162:0.59 164:0.83 165:0.70 166:0.82 167:0.94 169:0.98 172:0.10 173:1.00 175:0.75 176:0.63 177:0.38 179:0.09 181:0.54 182:0.79 186:0.94 189:0.92 191:0.96 192:0.87 195:0.67 201:0.61 202:0.79 204:0.84 208:0.64 215:0.67 216:0.26 222:0.25 227:0.92 229:0.88 230:0.73 231:0.73 232:0.75 233:0.76 235:0.60 238:0.97 241:0.85 243:0.63 244:0.83 246:0.89 248:0.94 253:0.92 255:0.95 256:0.79 257:0.65 259:0.21 260:0.89 261:0.96 265:0.10 267:0.52 268:0.80 271:0.93 277:0.69 282:0.75 284:0.97 285:0.62 287:0.91 290:0.78 297:0.36 300:0.08\n1 1:0.66 6:0.81 7:0.81 8:0.60 11:0.78 12:0.06 17:0.97 18:0.89 20:0.77 21:0.30 22:0.93 27:0.16 28:0.57 29:0.62 30:0.13 32:0.80 34:0.68 36:0.39 37:0.44 39:0.37 43:0.74 44:0.93 45:0.85 47:0.93 60:0.95 64:0.77 66:0.07 69:0.85 70:0.98 71:0.80 74:0.89 77:0.70 78:0.82 81:0.74 83:0.60 85:0.96 86:0.96 91:0.76 98:0.46 100:0.73 101:0.87 104:0.86 106:0.81 108:0.85 111:0.80 114:0.86 117:0.86 121:0.90 123:0.93 124:0.91 126:0.54 127:0.79 129:0.93 131:0.61 133:0.90 135:0.98 139:0.97 144:0.57 145:0.59 146:0.30 147:0.52 149:0.95 150:0.57 152:0.75 154:0.64 155:0.56 157:0.86 158:0.92 159:0.86 161:0.62 165:0.93 166:0.82 167:0.55 169:0.72 172:0.68 173:0.67 176:0.73 177:0.05 178:0.55 179:0.19 181:0.54 182:0.78 186:0.82 187:0.21 189:0.83 192:0.55 195:0.95 201:0.64 204:0.83 206:0.81 208:0.64 212:0.67 215:0.72 216:0.28 219:0.95 222:0.25 227:0.61 229:0.61 230:0.87 231:0.73 232:0.88 233:0.76 235:0.60 238:0.81 241:0.02 242:0.29 243:0.13 245:0.94 246:0.89 247:0.90 253:0.71 257:0.84 259:0.21 261:0.76 262:0.93 265:0.34 266:0.84 267:0.44 271:0.93 276:0.91 277:0.69 279:0.81 281:0.91 282:0.88 283:0.82 287:0.61 290:0.86 292:0.95 297:0.36 299:0.88 300:0.84\n1 1:0.63 6:0.91 7:0.70 8:0.80 9:0.79 11:0.50 12:0.06 17:0.95 18:0.73 20:0.78 21:0.59 27:0.16 28:0.57 29:0.62 30:0.21 31:0.94 32:0.63 34:0.45 36:0.49 37:0.72 39:0.37 41:0.82 43:0.56 44:0.92 45:0.81 64:0.77 66:0.20 69:0.44 70:0.91 71:0.80 74:0.55 76:0.94 77:0.70 78:0.88 79:0.93 81:0.61 83:0.60 86:0.77 91:0.82 96:0.80 98:0.48 99:0.83 100:0.86 101:0.52 104:0.58 108:0.82 111:0.86 114:0.73 120:0.69 122:0.51 123:0.81 124:0.82 126:0.54 127:0.46 129:0.81 131:0.87 133:0.78 135:0.32 137:0.94 139:0.77 140:0.45 144:0.57 145:0.77 146:0.19 147:0.25 149:0.42 150:0.49 151:0.86 152:0.87 153:0.48 154:0.65 155:0.66 157:0.81 159:0.63 161:0.62 162:0.86 163:0.79 164:0.57 165:0.70 166:0.81 167:0.72 169:0.82 172:0.32 173:0.33 176:0.70 177:0.70 179:0.65 181:0.54 182:0.78 186:0.88 187:0.39 189:0.92 192:0.87 195:0.83 196:0.93 201:0.61 202:0.36 204:0.83 208:0.64 212:0.16 215:0.55 216:0.30 222:0.25 227:0.92 229:0.88 230:0.73 231:0.73 232:0.75 233:0.66 235:0.80 238:0.86 241:0.59 242:0.15 243:0.26 244:0.61 245:0.64 246:0.89 247:0.79 248:0.77 253:0.79 254:0.84 255:0.78 256:0.45 259:0.21 260:0.70 261:0.87 265:0.50 266:0.84 267:0.28 268:0.46 271:0.93 276:0.53 282:0.72 284:0.89 285:0.62 287:0.91 290:0.73 297:0.36 300:0.70\n1 1:0.69 7:0.70 11:0.78 12:0.06 17:0.90 18:0.90 21:0.22 22:0.93 27:0.15 28:0.57 29:0.62 30:0.45 32:0.80 34:0.31 36:0.40 37:0.87 39:0.37 43:0.94 44:0.93 45:0.99 47:0.93 48:0.91 60:0.87 64:0.77 66:0.51 69:0.19 70:0.79 71:0.80 74:0.98 77:0.89 81:0.81 83:0.60 85:0.95 86:0.96 91:0.51 98:0.77 99:0.83 101:0.87 104:0.58 108:0.87 114:0.90 122:0.51 123:0.87 124:0.64 126:0.54 127:0.93 129:0.59 131:0.61 133:0.66 135:0.26 139:0.97 144:0.57 145:0.45 146:0.92 147:0.94 149:0.99 150:0.71 154:0.94 155:0.57 157:0.88 158:0.92 159:0.84 161:0.62 165:0.93 166:0.82 167:0.55 172:0.98 173:0.11 176:0.73 177:0.70 178:0.55 179:0.11 181:0.54 182:0.78 187:0.21 191:0.78 192:0.56 195:0.94 201:0.68 204:0.83 208:0.64 212:0.91 215:0.79 216:0.13 219:0.95 222:0.25 227:0.61 229:0.61 230:0.73 231:0.73 232:0.75 233:0.76 235:0.68 241:0.02 242:0.28 243:0.43 245:0.99 246:0.89 247:0.86 253:0.76 259:0.21 262:0.93 265:0.77 266:0.54 267:0.52 271:0.93 276:0.98 279:0.80 281:0.86 282:0.88 283:0.82 287:0.61 290:0.90 292:0.95 297:0.36 299:0.88 300:0.70\n2 1:0.69 12:0.06 17:0.16 18:0.67 20:0.74 25:0.88 27:0.61 28:0.57 29:0.62 34:0.96 36:0.63 37:0.78 39:0.37 43:0.19 64:0.77 66:0.36 69:0.35 71:0.80 78:0.85 81:0.80 83:0.60 86:0.66 87:0.98 91:0.85 98:0.13 100:0.73 104:0.54 108:0.27 111:0.82 114:0.98 123:0.26 126:0.54 127:0.08 129:0.05 131:0.61 135:0.42 139:0.64 144:0.57 146:0.05 147:0.05 149:0.07 150:0.68 152:0.74 154:0.12 155:0.54 157:0.61 159:0.05 161:0.62 165:0.93 166:0.82 167:0.66 169:0.72 172:0.05 173:0.72 175:0.91 176:0.73 177:0.05 178:0.55 181:0.54 182:0.78 186:0.85 187:0.21 192:0.50 201:0.67 208:0.64 215:0.96 216:0.24 222:0.25 227:0.61 229:0.61 231:0.73 232:0.76 235:0.22 241:0.41 243:0.51 244:0.93 246:0.89 253:0.69 257:0.84 259:0.21 261:0.74 265:0.13 267:0.44 271:0.93 277:0.87 287:0.61 290:0.98 297:0.36\n2 1:0.69 6:0.91 8:0.83 11:0.78 12:0.06 17:0.64 18:0.84 20:0.79 27:0.06 28:0.57 29:0.62 30:0.33 34:0.62 36:0.70 37:0.68 39:0.37 43:0.86 45:0.73 64:0.77 66:0.71 69:0.10 70:0.89 71:0.80 74:0.62 78:0.97 81:0.80 83:0.60 85:0.80 86:0.91 91:0.53 98:0.23 100:0.99 101:0.87 104:0.73 108:0.09 111:0.99 114:0.98 122:0.57 123:0.09 124:0.43 126:0.54 127:0.66 129:0.05 131:0.61 133:0.59 135:0.88 139:0.88 144:0.57 146:0.38 147:0.44 149:0.78 150:0.68 152:0.92 154:0.84 155:0.54 157:0.81 159:0.71 161:0.62 165:0.93 166:0.82 167:0.72 169:1.00 172:0.57 173:0.12 176:0.73 177:0.70 178:0.55 179:0.74 181:0.54 182:0.78 186:0.98 187:0.39 189:0.93 192:0.50 201:0.67 208:0.64 212:0.89 215:0.96 216:0.17 222:0.25 227:0.61 229:0.61 231:0.73 232:0.77 235:0.22 238:0.97 241:0.57 242:0.31 243:0.75 245:0.52 246:0.89 247:0.76 253:0.71 259:0.21 261:0.97 265:0.25 266:0.23 267:0.36 271:0.93 276:0.31 287:0.61 290:0.98 297:0.36 300:0.70\n3 1:0.69 6:0.86 8:0.68 9:0.79 11:0.78 12:0.06 17:0.96 18:0.82 20:0.91 27:0.16 28:0.57 29:0.62 30:0.41 31:0.96 34:0.26 36:0.43 37:0.24 39:0.37 41:0.88 43:0.86 45:0.73 64:0.77 66:0.54 69:0.41 70:0.77 71:0.80 74:0.61 78:0.88 79:0.95 81:0.80 83:0.60 85:0.80 86:0.87 91:0.94 96:0.86 98:0.63 100:0.88 101:0.87 104:0.58 108:0.32 111:0.87 114:0.98 120:0.77 122:0.57 123:0.31 124:0.50 126:0.54 127:0.66 129:0.05 131:0.87 133:0.43 135:0.28 137:0.96 139:0.84 140:0.45 144:0.57 146:0.44 147:0.50 149:0.82 150:0.68 151:0.93 152:0.85 153:0.77 154:0.83 155:0.66 157:0.82 159:0.27 161:0.62 162:0.86 164:0.70 165:0.93 166:0.82 167:0.94 169:0.86 172:0.48 173:0.62 176:0.73 177:0.70 179:0.76 181:0.54 182:0.79 186:0.88 189:0.87 191:0.79 192:0.87 196:0.95 201:0.67 202:0.55 208:0.64 212:0.84 215:0.96 216:0.02 222:0.25 227:0.92 229:0.88 231:0.73 232:0.75 235:0.22 238:0.86 241:0.86 242:0.19 243:0.63 245:0.66 246:0.89 247:0.74 248:0.84 253:0.85 255:0.79 256:0.58 259:0.21 260:0.77 261:0.87 265:0.64 266:0.27 267:0.84 268:0.64 271:0.93 276:0.39 284:0.93 285:0.62 287:0.91 290:0.98 297:0.36 300:0.55\n2 1:0.69 8:0.70 9:0.76 11:0.78 12:0.06 17:0.49 18:0.84 27:0.06 28:0.57 29:0.62 30:0.33 31:0.94 34:0.58 36:0.69 37:0.68 39:0.37 41:0.82 43:0.86 45:0.73 64:0.77 66:0.71 69:0.10 70:0.89 71:0.80 74:0.62 79:0.94 81:0.80 83:0.60 85:0.80 86:0.91 91:0.56 96:0.82 98:0.23 101:0.87 104:0.73 108:0.09 114:0.98 120:0.72 122:0.57 123:0.09 124:0.43 126:0.54 127:0.66 129:0.05 131:0.87 133:0.59 135:0.87 137:0.94 139:0.88 140:0.45 144:0.57 146:0.38 147:0.44 149:0.78 150:0.68 151:0.90 153:0.69 154:0.84 155:0.66 157:0.81 159:0.71 161:0.62 162:0.49 164:0.65 165:0.93 166:0.82 167:0.85 172:0.57 173:0.12 176:0.73 177:0.70 179:0.74 181:0.54 182:0.78 187:0.39 191:0.87 192:0.87 196:0.95 201:0.67 202:0.71 208:0.64 212:0.89 215:0.96 216:0.17 222:0.25 227:0.91 229:0.87 231:0.73 232:0.77 235:0.22 241:0.75 242:0.31 243:0.75 245:0.52 246:0.89 247:0.76 248:0.80 253:0.83 255:0.78 256:0.75 259:0.21 260:0.73 265:0.25 266:0.23 267:0.23 268:0.58 271:0.93 276:0.31 284:0.90 285:0.62 287:0.91 290:0.98 297:0.36 300:0.70\n2 1:0.69 7:0.81 8:0.85 9:0.75 11:0.50 12:0.06 17:0.90 18:0.73 21:0.30 27:0.16 28:0.57 29:0.62 30:0.30 32:0.80 34:0.67 36:0.55 37:0.72 39:0.37 43:0.60 44:0.92 45:0.77 64:0.77 66:0.84 69:0.43 70:0.48 71:0.80 74:0.69 76:0.94 77:0.98 78:0.85 81:0.81 83:0.60 86:0.75 91:0.84 96:0.86 98:0.75 99:0.95 101:0.52 104:0.58 108:0.33 111:0.83 114:0.82 120:0.78 121:0.90 122:0.51 123:0.32 126:0.54 127:0.25 129:0.05 131:0.87 135:0.37 139:0.85 140:0.45 144:0.57 145:0.79 146:0.44 147:0.50 149:0.46 150:0.73 151:0.81 153:0.77 154:0.66 155:0.65 157:0.81 159:0.16 161:0.62 162:0.61 164:0.73 165:0.93 166:0.81 167:0.86 169:0.84 172:0.54 173:0.72 176:0.70 177:0.70 179:0.61 181:0.54 182:0.79 187:0.39 190:0.89 192:0.86 195:0.54 201:0.68 202:0.67 204:0.85 208:0.64 212:0.92 215:0.67 216:0.30 220:0.62 222:0.25 227:0.92 229:0.88 230:0.87 231:0.73 232:0.75 233:0.76 235:0.84 241:0.76 242:0.24 243:0.85 244:0.61 246:0.89 247:0.74 248:0.85 253:0.86 254:0.80 255:0.73 256:0.68 259:0.21 260:0.78 265:0.76 266:0.17 267:0.52 268:0.68 271:0.93 276:0.44 281:0.91 282:0.88 285:0.56 287:0.91 290:0.82 297:0.36 299:0.88 300:0.33\n2 1:0.69 9:0.79 12:0.06 17:0.64 27:0.16 28:0.57 29:0.62 31:0.94 34:0.67 36:0.67 37:0.31 39:0.37 41:0.82 60:0.87 64:0.77 71:0.80 74:0.46 79:0.93 81:0.80 83:0.60 91:0.62 96:0.80 104:0.73 114:0.98 120:0.69 126:0.54 131:0.87 135:0.32 137:0.94 139:0.74 140:0.45 144:0.57 150:0.68 151:0.86 153:0.48 155:0.66 157:0.61 158:0.86 161:0.62 162:0.50 164:0.57 165:0.93 166:0.82 167:0.75 175:0.97 176:0.73 181:0.54 182:0.78 187:0.68 192:0.87 196:0.92 201:0.67 202:0.62 208:0.64 215:0.96 216:0.30 219:0.95 222:0.25 227:0.92 229:0.88 231:0.73 232:0.77 235:0.22 241:0.65 244:0.97 246:0.89 248:0.77 253:0.81 255:0.78 256:0.45 257:0.93 259:0.21 260:0.70 267:0.23 268:0.46 271:0.93 277:0.95 279:0.80 283:0.67 284:0.89 285:0.62 287:0.91 290:0.98 292:0.88 297:0.36\n1 1:0.69 6:0.91 7:0.70 8:0.77 9:0.76 11:0.50 12:0.06 17:0.88 18:0.73 20:0.82 21:0.54 27:0.16 28:0.57 29:0.62 30:0.30 31:0.90 32:0.71 34:0.55 36:0.49 37:0.72 39:0.37 43:0.60 44:0.92 45:0.77 64:0.77 66:0.84 69:0.45 70:0.48 71:0.80 74:0.65 76:0.94 77:0.96 78:0.87 79:0.89 81:0.76 83:0.60 86:0.75 91:0.92 96:0.80 97:0.89 98:0.84 99:0.99 100:0.84 101:0.52 104:0.58 108:0.35 111:0.85 114:0.76 120:0.68 122:0.51 123:0.34 126:0.54 127:0.34 129:0.05 131:0.87 135:0.26 137:0.90 139:0.78 140:0.80 144:0.57 145:0.87 146:0.44 147:0.50 149:0.46 150:0.70 151:0.59 152:0.87 153:0.72 154:0.66 155:0.66 157:0.81 158:0.76 159:0.16 161:0.62 162:0.70 164:0.76 165:0.70 166:0.81 167:0.94 169:0.82 172:0.54 173:0.79 176:0.70 177:0.70 179:0.70 181:0.54 182:0.79 186:0.87 189:0.88 190:0.89 191:0.93 192:0.87 195:0.55 196:0.91 201:0.68 202:0.68 204:0.82 208:0.64 212:0.92 215:0.58 216:0.30 220:0.62 222:0.25 227:0.92 229:0.88 230:0.73 231:0.73 232:0.75 233:0.76 235:0.98 238:0.84 241:0.87 242:0.24 243:0.85 244:0.61 246:0.89 247:0.74 248:0.61 253:0.80 254:0.80 255:0.78 256:0.68 259:0.21 260:0.69 261:0.87 265:0.84 266:0.17 267:0.44 268:0.70 271:0.93 276:0.44 279:0.77 282:0.79 283:0.67 284:0.93 285:0.62 287:0.91 290:0.76 297:0.36 300:0.33\n1 1:0.65 6:0.86 7:0.70 8:0.94 9:0.76 12:0.06 17:0.49 20:0.79 21:0.40 27:0.06 28:0.57 29:0.62 34:0.22 36:0.41 37:0.81 39:0.37 71:0.80 74:0.44 78:0.82 81:0.59 83:0.60 91:0.96 96:0.96 97:0.99 99:0.83 100:0.79 104:0.58 111:0.80 114:0.78 120:0.91 126:0.44 131:0.87 135:0.18 140:0.45 144:0.57 150:0.51 151:0.99 152:0.77 153:0.97 155:0.58 157:0.61 158:0.77 161:0.62 162:0.57 164:0.88 165:0.70 166:0.82 167:0.96 169:0.77 175:0.97 176:0.63 181:0.54 182:0.79 186:0.83 189:0.87 190:0.89 191:0.97 192:0.58 201:0.61 202:0.88 204:0.85 208:0.54 215:0.67 216:0.17 222:0.25 227:0.92 229:0.88 230:0.73 231:0.73 232:0.75 233:0.66 235:0.60 238:0.82 241:0.93 244:0.97 246:0.89 248:0.95 253:0.94 255:0.74 256:0.86 257:0.93 259:0.21 260:0.91 261:0.78 267:0.76 268:0.87 271:0.93 277:0.95 279:0.82 283:0.82 285:0.56 287:0.91 290:0.78 297:0.36\n2 1:0.69 6:0.91 8:0.81 9:0.80 11:0.78 12:0.06 17:0.47 18:0.84 20:0.84 27:0.06 28:0.57 29:0.62 30:0.33 31:0.98 34:0.44 36:0.68 37:0.68 39:0.37 41:0.92 43:0.86 45:0.73 64:0.77 66:0.71 69:0.10 70:0.89 71:0.80 74:0.62 78:0.97 79:0.97 81:0.80 83:0.60 85:0.80 86:0.91 91:0.80 96:0.91 98:0.23 100:0.99 101:0.87 104:0.73 108:0.09 111:0.99 114:0.98 120:0.84 122:0.57 123:0.09 124:0.43 126:0.54 127:0.66 129:0.05 131:0.87 133:0.59 135:0.86 137:0.98 139:0.88 140:0.45 144:0.57 146:0.38 147:0.44 149:0.78 150:0.68 151:0.98 152:0.91 153:0.92 154:0.84 155:0.66 157:0.81 159:0.71 161:0.62 162:0.61 164:0.79 165:0.93 166:0.82 167:0.88 169:1.00 172:0.57 173:0.12 176:0.73 177:0.70 179:0.74 181:0.54 182:0.79 186:0.97 187:0.21 189:0.92 191:0.91 192:0.87 196:0.98 201:0.67 202:0.75 208:0.64 212:0.89 215:0.96 216:0.17 222:0.25 227:0.92 229:0.88 231:0.73 232:0.77 235:0.22 238:0.98 241:0.76 242:0.31 243:0.75 245:0.52 246:0.89 247:0.76 248:0.90 253:0.90 255:0.94 256:0.77 259:0.21 260:0.85 261:0.97 265:0.25 266:0.23 267:0.19 268:0.76 271:0.93 276:0.31 284:0.97 285:0.62 287:0.91 290:0.98 297:0.36 300:0.70\n1 1:0.69 6:0.94 7:0.70 8:0.75 9:0.79 11:0.78 12:0.06 17:0.96 18:0.86 20:0.75 27:0.72 28:0.57 29:0.62 30:0.11 31:0.96 32:0.71 34:0.17 36:0.33 37:0.45 39:0.37 41:0.88 43:0.96 44:0.92 45:0.81 48:0.91 60:0.95 64:0.77 66:0.93 69:0.08 70:0.92 71:0.80 74:0.80 76:0.85 77:0.89 78:0.89 79:0.95 81:0.80 83:0.60 85:0.80 86:0.92 91:0.86 96:0.86 98:1.00 100:0.93 101:0.87 104:0.54 108:0.07 111:0.87 114:0.98 120:0.78 122:0.82 123:0.07 126:0.54 127:0.97 129:0.05 131:0.87 135:0.30 137:0.96 139:0.94 140:0.45 144:0.57 145:0.92 146:0.89 147:0.91 149:0.77 150:0.68 151:0.90 152:0.74 153:0.69 154:0.96 155:0.66 157:0.83 158:0.92 159:0.48 161:0.62 162:0.86 164:0.66 165:0.93 166:0.82 167:0.91 169:0.81 172:0.81 173:0.20 176:0.73 177:0.70 179:0.52 181:0.54 182:0.79 186:0.98 189:0.95 191:0.73 192:0.87 195:0.67 196:0.98 201:0.67 202:0.50 204:0.82 208:0.64 212:0.68 215:0.96 216:0.05 219:0.95 222:0.25 227:0.92 229:0.88 230:0.73 231:0.73 232:0.71 233:0.76 235:0.22 238:0.84 241:0.79 242:0.16 243:0.93 246:0.89 247:0.84 248:0.85 253:0.90 255:0.94 256:0.58 259:0.21 260:0.78 261:0.76 265:1.00 266:0.54 267:0.44 268:0.59 271:0.93 276:0.70 279:0.82 281:0.91 282:0.80 283:0.82 284:0.92 285:0.62 287:0.91 290:0.98 292:0.95 297:0.36 300:0.70\n1 8:0.98 9:0.80 12:0.69 17:0.24 21:0.78 27:0.64 28:0.66 34:0.68 36:0.30 37:0.72 39:0.85 41:0.94 83:0.79 91:0.88 96:0.89 104:0.78 120:0.83 131:0.97 135:0.78 140:0.45 144:0.57 151:0.91 153:0.90 155:0.67 157:0.61 161:0.90 162:0.72 164:0.84 166:0.61 167:0.84 175:0.91 181:0.55 182:0.94 192:0.59 202:0.77 208:0.64 216:0.32 220:0.62 222:0.84 227:0.96 229:0.97 231:0.91 232:0.84 241:0.85 244:0.83 246:0.61 248:0.88 253:0.84 255:0.79 256:0.79 257:0.84 259:0.21 260:0.84 267:0.44 268:0.81 271:0.51 277:0.87 285:0.62 287:0.95\n1 1:0.74 6:0.86 8:0.88 9:0.80 11:0.42 12:0.69 17:0.43 20:0.84 21:0.05 27:0.64 28:0.66 30:0.68 34:0.44 36:0.58 37:0.72 39:0.85 41:0.82 43:0.37 55:0.52 66:0.54 69:0.15 70:0.31 74:0.49 78:0.88 81:0.91 83:0.80 91:0.48 96:0.79 98:0.62 100:0.83 104:0.78 108:0.12 111:0.86 114:0.95 120:0.77 123:0.12 124:0.48 126:0.54 127:0.69 129:0.59 131:0.96 133:0.47 135:0.49 140:0.45 144:0.57 146:0.51 147:0.57 149:0.27 150:0.95 151:0.81 152:0.84 153:0.48 154:0.75 155:0.67 157:0.61 159:0.35 161:0.90 162:0.86 164:0.68 165:0.90 166:0.94 167:0.53 169:0.80 172:0.32 173:0.33 176:0.73 177:0.38 179:0.90 181:0.55 182:0.94 186:0.88 187:0.21 190:0.77 192:0.59 201:0.74 202:0.53 208:0.64 212:0.61 215:0.91 216:0.32 220:0.62 222:0.84 227:0.95 229:0.97 231:0.91 232:0.84 235:0.12 241:0.30 242:0.63 243:0.63 245:0.50 246:0.93 247:0.39 248:0.73 253:0.80 254:0.86 255:0.79 256:0.58 259:0.21 260:0.77 261:0.86 265:0.63 266:0.27 267:0.52 268:0.62 271:0.51 276:0.28 283:0.71 285:0.62 287:0.95 290:0.95 297:0.36 300:0.25\n2 1:0.74 6:0.88 7:0.81 8:0.74 9:0.80 11:0.64 12:0.69 17:0.75 20:0.98 21:0.30 27:0.15 28:0.66 30:0.21 32:0.80 34:0.17 36:0.39 37:0.63 39:0.85 41:0.92 43:0.89 55:0.71 60:0.87 66:0.20 69:0.17 70:0.92 74:0.87 77:0.89 78:0.96 81:0.83 83:0.81 85:0.96 91:0.72 96:0.79 98:0.56 100:0.95 101:0.79 104:0.58 108:0.14 111:0.95 114:0.86 120:0.84 121:0.97 123:0.95 124:0.80 126:0.54 127:1.00 129:0.81 131:0.97 133:0.76 135:0.49 140:0.80 144:0.57 145:0.52 146:0.93 147:0.94 149:0.94 150:0.89 151:0.70 152:0.90 153:0.78 154:0.88 155:0.67 157:0.96 158:0.92 159:0.91 161:0.90 162:0.72 164:0.80 165:0.84 166:0.94 167:0.81 169:0.93 172:0.89 173:0.08 176:0.73 177:0.38 179:0.16 181:0.55 182:0.94 186:0.96 189:0.89 190:0.77 191:0.75 192:0.59 195:0.97 201:0.74 202:0.73 204:0.89 208:0.64 212:0.70 215:0.72 216:0.09 220:0.62 222:0.84 227:0.96 229:0.97 230:0.87 231:0.91 233:0.76 235:0.52 238:0.90 241:0.79 242:0.76 243:0.44 245:0.98 246:0.93 247:0.47 248:0.74 253:0.84 255:0.79 256:0.75 259:0.21 260:0.84 261:0.94 265:0.54 266:0.89 267:0.82 268:0.76 271:0.51 276:0.95 279:0.86 282:0.88 283:0.82 285:0.62 287:0.95 290:0.86 297:0.36 299:0.88 300:0.94\n1 6:0.96 7:0.81 8:0.75 9:0.80 12:0.69 17:0.02 20:0.89 21:0.30 27:0.16 28:0.66 30:0.21 34:0.76 36:0.93 37:0.84 39:0.85 43:0.26 55:0.84 66:0.36 69:0.12 70:0.67 74:0.67 78:0.90 81:0.41 91:0.51 96:0.77 98:0.63 100:0.87 108:0.74 111:0.88 114:0.55 120:0.71 121:0.90 123:0.73 124:0.68 126:0.32 127:0.85 129:0.05 131:0.96 133:0.62 135:0.83 140:0.80 144:0.57 146:0.25 147:0.31 149:0.28 150:0.35 151:0.77 152:0.95 153:0.48 154:0.75 155:0.67 157:0.61 158:0.82 159:0.51 161:0.90 162:0.62 164:0.76 166:0.74 167:0.60 169:0.97 172:0.27 173:0.21 176:0.53 177:0.38 178:0.42 179:0.89 181:0.55 182:0.61 186:0.90 187:0.68 189:0.91 191:0.82 192:0.59 202:0.70 204:0.89 208:0.64 212:0.16 216:0.54 220:0.62 222:0.84 227:0.95 229:0.61 230:0.87 231:0.91 233:0.76 235:0.31 238:0.86 241:0.53 242:0.72 243:0.39 245:0.50 246:0.61 247:0.39 248:0.71 253:0.72 254:0.92 255:0.79 256:0.71 259:0.21 260:0.70 261:0.97 265:0.63 266:0.54 267:0.19 268:0.71 271:0.51 276:0.36 277:0.69 285:0.62 287:0.61 290:0.55 300:0.43\n2 1:0.74 6:0.87 7:0.76 8:0.83 9:0.80 11:0.64 12:0.69 17:0.20 20:0.97 21:0.13 27:0.38 28:0.66 30:0.21 32:0.80 34:0.21 36:0.63 37:0.88 39:0.85 41:0.98 43:0.97 55:0.71 60:0.97 66:0.61 69:0.10 70:0.64 74:0.77 76:0.85 77:0.70 78:0.92 81:0.86 83:0.85 85:0.80 91:0.86 96:0.94 98:0.56 100:0.94 101:0.74 104:0.76 108:0.09 111:0.92 114:0.92 120:0.95 123:0.09 124:0.47 126:0.54 127:0.94 129:0.59 131:0.97 133:0.47 135:0.20 140:0.45 144:0.57 145:0.44 146:0.68 147:0.73 149:0.70 150:0.92 151:0.84 152:0.90 153:0.77 154:0.97 155:0.67 157:0.86 158:0.87 159:0.63 161:0.90 162:0.60 163:0.75 164:0.95 165:0.88 166:0.94 167:0.86 169:0.92 172:0.48 173:0.15 176:0.73 177:0.38 179:0.81 181:0.55 182:0.94 186:0.92 189:0.89 190:0.77 191:0.83 192:0.59 195:0.78 201:0.74 202:0.93 208:0.64 212:0.36 215:0.84 216:0.14 220:0.74 222:0.84 227:0.96 229:0.97 230:0.79 231:0.91 233:0.76 235:0.22 238:0.90 241:0.91 242:0.61 243:0.68 245:0.62 246:0.93 247:0.39 248:0.94 253:0.95 255:0.79 256:0.94 259:0.21 260:0.95 261:0.92 265:0.57 266:0.47 267:0.76 268:0.94 271:0.51 276:0.33 279:0.86 282:0.88 283:0.71 285:0.62 287:0.95 290:0.92 297:0.36 299:0.88 300:0.43\n0 11:0.64 12:0.69 17:0.26 21:0.54 27:0.45 28:0.66 30:0.11 34:0.75 36:0.17 37:0.50 39:0.85 43:0.78 55:0.84 66:0.20 69:0.69 70:0.95 74:0.41 81:0.47 85:0.72 91:0.23 98:0.29 101:0.71 108:0.53 123:0.51 124:0.85 126:0.32 127:0.43 129:0.05 131:0.61 133:0.82 135:0.88 144:0.57 145:0.38 146:0.47 147:0.53 149:0.58 150:0.37 154:0.70 157:0.79 159:0.65 161:0.90 163:0.88 166:0.88 167:0.56 172:0.21 173:0.59 177:0.38 178:0.55 179:0.78 181:0.55 182:0.73 187:0.68 212:0.28 215:0.58 216:0.77 222:0.84 227:0.61 229:0.61 231:0.85 235:0.60 241:0.43 242:0.75 243:0.40 245:0.49 246:0.61 247:0.39 253:0.36 259:0.21 265:0.31 266:0.63 267:0.36 271:0.51 276:0.41 283:0.71 287:0.61 297:0.36 300:0.70\n2 1:0.74 7:0.76 9:0.80 11:0.64 12:0.69 17:0.85 21:0.13 27:0.72 28:0.66 30:0.17 32:0.80 34:0.45 36:0.53 39:0.85 41:0.82 43:0.92 55:0.71 60:0.87 66:0.25 69:0.10 70:0.90 74:0.88 77:0.89 81:0.86 83:0.83 85:0.94 91:0.73 96:0.73 98:0.75 101:0.82 104:0.75 108:0.09 114:0.92 120:0.72 123:0.73 124:0.68 126:0.54 127:0.95 129:0.81 131:0.96 133:0.67 135:0.32 140:0.80 144:0.57 145:0.69 146:0.66 147:0.71 149:0.93 150:0.92 151:0.63 153:0.71 154:0.92 155:0.67 157:0.96 158:0.87 159:0.69 161:0.90 162:0.72 164:0.71 165:0.88 166:0.94 167:0.82 172:0.79 173:0.13 176:0.73 177:0.38 179:0.33 181:0.55 182:0.94 190:0.77 192:0.59 195:0.82 201:0.74 202:0.62 208:0.64 212:0.76 215:0.84 216:0.05 220:0.62 222:0.84 227:0.95 229:0.97 230:0.79 231:0.91 233:0.76 235:0.22 241:0.80 242:0.59 243:0.57 245:0.91 246:0.93 247:0.60 248:0.60 253:0.80 255:0.79 256:0.64 259:0.21 260:0.72 265:0.49 266:0.80 267:0.79 268:0.65 271:0.51 276:0.82 279:0.86 282:0.88 283:0.71 285:0.62 287:0.95 290:0.92 297:0.36 299:0.88 300:0.84\n1 1:0.74 7:0.81 9:0.80 11:0.64 12:0.69 17:0.99 27:0.68 28:0.66 30:0.31 32:0.80 34:0.61 36:0.90 37:0.63 39:0.85 41:0.88 43:0.98 55:0.52 60:0.87 66:0.98 69:0.05 70:0.71 74:0.98 77:0.70 81:0.95 83:0.86 85:0.96 91:0.70 96:0.86 98:0.99 101:0.86 104:0.57 106:0.81 108:0.05 114:0.98 117:0.86 120:0.78 121:0.90 122:0.43 123:0.05 126:0.54 127:0.92 129:0.05 131:0.96 135:0.84 140:0.45 144:0.57 145:0.47 146:0.89 147:0.91 149:0.96 150:0.98 151:0.90 153:0.69 154:0.98 155:0.67 157:0.97 158:0.92 159:0.49 161:0.90 162:0.86 164:0.66 165:0.92 166:0.94 167:0.49 172:0.94 173:0.16 176:0.73 177:0.38 179:0.24 181:0.55 182:0.94 187:0.21 191:0.76 192:0.59 195:0.64 201:0.74 202:0.50 204:0.89 206:0.81 208:0.64 212:0.92 215:0.96 216:0.10 222:0.84 227:0.95 229:0.97 230:0.87 231:0.91 232:0.86 233:0.76 235:0.05 241:0.10 242:0.41 243:0.98 246:0.93 247:0.60 248:0.85 253:0.92 255:0.79 256:0.58 259:0.21 260:0.78 265:0.99 266:0.27 267:0.97 268:0.59 271:0.51 276:0.89 279:0.86 282:0.88 283:0.82 285:0.62 287:0.95 290:0.98 297:0.36 299:0.88 300:0.55\n1 1:0.74 6:0.95 7:0.76 8:0.84 9:0.80 11:0.64 12:0.69 17:0.94 20:0.88 21:0.13 27:0.63 28:0.66 30:0.15 32:0.80 34:0.50 36:0.66 37:0.80 39:0.85 41:0.82 43:0.93 55:0.45 66:0.95 69:0.10 70:0.88 74:0.86 77:0.89 78:0.88 81:0.86 83:0.78 85:0.91 91:0.65 96:0.74 98:0.99 100:0.84 101:0.82 104:0.58 108:0.09 111:0.86 114:0.92 120:0.62 123:0.09 126:0.54 127:0.92 129:0.05 131:0.96 135:0.30 140:0.45 144:0.57 145:0.69 146:0.92 147:0.94 149:0.93 150:0.92 151:0.69 152:0.83 153:0.48 154:0.92 155:0.67 157:0.95 159:0.54 161:0.90 162:0.86 164:0.57 165:0.88 166:0.94 167:0.81 169:0.82 172:0.87 173:0.19 176:0.73 177:0.38 179:0.40 181:0.55 182:0.94 186:0.88 187:0.21 189:0.95 192:0.59 195:0.71 201:0.74 202:0.36 208:0.64 212:0.73 215:0.84 216:0.02 220:0.74 222:0.84 227:0.95 229:0.97 230:0.79 231:0.91 233:0.76 235:0.22 238:0.83 241:0.78 242:0.61 243:0.95 246:0.93 247:0.60 248:0.65 253:0.81 255:0.79 256:0.45 259:0.21 260:0.63 261:0.86 265:0.99 266:0.63 267:0.17 268:0.46 271:0.51 276:0.78 282:0.88 283:0.71 285:0.62 287:0.95 290:0.92 297:0.36 299:0.88 300:0.70\n1 1:0.74 7:0.81 8:0.60 11:0.64 12:0.69 17:0.84 21:0.22 27:0.72 28:0.66 30:0.14 32:0.80 34:0.45 36:0.96 39:0.85 43:0.94 55:0.52 66:0.53 69:0.25 70:0.86 74:0.85 77:0.70 81:0.82 83:0.76 85:0.85 91:0.66 98:0.71 101:0.75 104:0.79 108:0.20 114:0.90 121:0.90 123:0.19 124:0.72 126:0.54 127:0.98 129:0.59 131:0.61 133:0.76 135:0.72 144:0.57 145:0.69 146:0.89 147:0.91 149:0.86 150:0.88 154:0.94 155:0.67 157:0.89 159:0.76 161:0.90 165:0.86 166:0.94 167:0.76 172:0.83 173:0.17 176:0.73 177:0.38 178:0.55 179:0.34 181:0.55 182:0.94 187:0.21 192:0.59 195:0.88 201:0.74 204:0.89 208:0.64 212:0.60 215:0.79 216:0.08 222:0.84 227:0.61 229:0.61 230:0.87 231:0.91 233:0.76 235:0.31 241:0.75 242:0.74 243:0.62 245:0.87 246:0.93 247:0.60 253:0.75 259:0.21 265:0.71 266:0.89 267:0.84 271:0.51 276:0.83 282:0.88 287:0.61 290:0.90 297:0.36 299:0.88 300:0.70\n1 1:0.74 9:0.80 11:0.64 12:0.69 17:0.45 21:0.13 27:0.38 28:0.66 30:0.74 34:0.39 36:0.83 37:0.88 39:0.85 41:0.88 43:0.97 55:0.84 66:0.35 69:0.10 70:0.55 74:0.60 81:0.86 83:0.78 85:0.80 91:0.54 96:0.78 98:0.59 101:0.74 104:0.76 108:0.83 114:0.92 120:0.66 123:0.82 124:0.67 126:0.54 127:0.81 129:0.59 131:0.96 133:0.64 135:0.58 140:0.45 144:0.57 146:0.50 147:0.57 149:0.69 150:0.92 151:0.69 153:0.48 154:0.97 155:0.67 157:0.86 159:0.66 161:0.90 162:0.86 163:0.94 164:0.67 165:0.88 166:0.94 167:0.62 172:0.45 173:0.14 176:0.73 177:0.38 179:0.70 181:0.55 182:0.94 187:0.39 192:0.59 201:0.74 202:0.50 208:0.64 212:0.30 215:0.84 216:0.14 220:0.74 222:0.84 227:0.95 229:0.97 231:0.91 235:0.22 241:0.58 242:0.59 243:0.48 245:0.67 246:0.93 247:0.39 248:0.71 253:0.79 255:0.79 256:0.58 259:0.21 260:0.67 265:0.60 266:0.71 267:0.76 268:0.59 271:0.51 276:0.52 285:0.62 287:0.95 290:0.92 297:0.36 300:0.55\n0 1:0.74 6:0.82 7:0.76 8:0.61 9:0.80 11:0.64 12:0.69 17:0.32 20:0.90 21:0.05 27:0.50 28:0.66 30:0.54 32:0.80 34:0.52 36:0.95 37:0.42 39:0.85 41:0.88 43:0.97 60:0.95 66:0.83 69:0.60 70:0.51 74:0.93 76:0.94 77:0.98 78:0.92 81:0.85 83:0.88 85:0.93 91:0.65 96:0.83 98:0.89 100:0.83 101:0.85 104:0.82 108:0.46 111:0.89 114:0.95 120:0.79 122:0.57 123:0.44 124:0.37 126:0.54 127:0.58 129:0.05 131:0.97 133:0.39 135:0.49 140:0.45 144:0.57 145:0.56 146:0.74 147:0.05 149:0.91 150:0.91 151:0.83 152:0.93 153:0.48 154:0.97 155:0.67 157:0.96 158:0.87 159:0.33 161:0.90 162:0.77 164:0.75 165:0.88 166:0.94 167:0.54 169:0.81 172:0.71 173:0.74 176:0.73 177:0.05 179:0.56 181:0.55 182:0.94 186:0.92 187:0.21 189:0.82 190:0.77 192:0.59 195:0.71 201:0.74 202:0.65 208:0.64 212:0.80 215:0.91 216:0.92 220:0.74 222:0.84 227:0.95 229:0.97 230:0.79 231:0.91 233:0.76 235:0.52 238:0.82 241:0.37 242:0.37 243:0.10 245:0.57 246:0.93 247:0.55 248:0.81 253:0.89 255:0.79 256:0.64 257:0.65 259:0.21 260:0.80 261:0.90 265:0.89 266:0.27 267:0.52 268:0.69 271:0.51 276:0.60 279:0.86 282:0.88 283:0.71 285:0.62 287:0.95 290:0.95 297:0.99 299:0.97 300:0.43\n1 1:0.74 7:0.81 8:0.80 9:0.80 11:0.64 12:0.69 17:0.76 20:0.86 21:0.22 27:0.72 28:0.66 30:0.14 32:0.80 34:0.33 36:0.96 39:0.85 41:0.88 43:0.94 55:0.52 66:0.53 69:0.25 70:0.86 74:0.85 77:0.70 78:0.87 81:0.82 83:0.78 85:0.85 91:0.69 96:0.77 98:0.71 100:0.86 101:0.75 104:0.79 108:0.20 111:0.85 114:0.90 120:0.65 121:0.90 123:0.19 124:0.72 126:0.54 127:0.98 129:0.59 131:0.96 133:0.76 135:0.74 140:0.45 144:0.57 145:0.69 146:0.89 147:0.91 149:0.86 150:0.88 151:0.69 152:0.81 153:0.48 154:0.94 155:0.67 157:0.89 159:0.76 161:0.90 162:0.78 164:0.70 165:0.86 166:0.94 167:0.83 169:0.84 172:0.83 173:0.17 176:0.73 177:0.38 179:0.34 181:0.55 182:0.94 186:0.87 192:0.59 195:0.88 201:0.74 202:0.59 204:0.89 208:0.64 212:0.60 215:0.79 216:0.08 220:0.82 222:0.84 227:0.95 229:0.97 230:0.87 231:0.91 233:0.76 235:0.31 241:0.82 242:0.74 243:0.62 245:0.87 246:0.93 247:0.60 248:0.70 253:0.82 255:0.79 256:0.58 259:0.21 260:0.66 261:0.84 265:0.71 266:0.89 267:0.84 268:0.64 271:0.51 276:0.83 282:0.88 285:0.62 287:0.95 290:0.90 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.82 7:0.81 8:0.65 9:0.80 11:0.64 12:0.69 17:0.69 20:0.82 21:0.30 27:0.41 28:0.66 30:0.09 34:0.59 36:0.57 37:0.63 39:0.85 41:0.82 43:0.89 55:0.59 60:0.87 66:0.13 69:0.17 70:0.94 74:0.82 78:0.94 81:0.83 83:0.84 85:0.96 91:0.20 96:0.80 98:0.39 100:0.85 101:0.78 104:0.54 106:0.81 108:0.97 111:0.91 114:0.86 117:0.86 120:0.69 121:0.90 123:0.94 124:0.95 126:0.54 127:0.98 129:0.93 131:0.96 133:0.96 135:0.32 140:0.80 144:0.57 146:0.63 147:0.68 149:0.92 150:0.89 151:0.87 152:0.79 153:0.48 154:0.88 155:0.67 157:0.96 158:0.92 159:0.93 161:0.90 162:0.62 164:0.57 165:0.84 166:0.94 167:0.46 169:0.82 172:0.86 173:0.07 176:0.73 177:0.38 178:0.42 179:0.16 181:0.55 182:0.94 186:0.94 187:0.39 189:0.84 192:0.59 201:0.74 202:0.50 204:0.89 206:0.81 208:0.64 212:0.57 215:0.72 216:0.12 222:0.84 227:0.95 229:0.97 230:0.87 231:0.91 232:0.94 233:0.76 235:0.52 238:0.84 241:0.01 242:0.75 243:0.15 245:0.93 246:0.93 247:0.47 248:0.78 253:0.85 255:0.79 256:0.45 259:0.21 260:0.70 261:0.85 265:0.34 266:0.92 267:0.79 268:0.46 271:0.51 276:0.95 279:0.86 283:0.82 285:0.62 287:0.95 290:0.86 297:0.36 300:0.94\n2 1:0.74 8:0.91 9:0.80 11:0.64 12:0.69 17:0.59 20:0.79 21:0.22 27:0.49 28:0.66 30:0.30 34:0.58 36:0.93 37:0.42 39:0.85 41:0.88 43:0.96 55:0.84 60:0.87 66:0.24 69:0.15 70:0.80 74:0.70 78:0.93 81:0.82 83:0.83 85:0.80 91:0.65 96:0.79 98:0.56 100:0.89 101:0.77 104:0.89 108:0.73 111:0.91 114:0.90 120:0.67 123:0.43 124:0.71 126:0.54 127:0.81 129:0.81 131:0.96 133:0.67 135:0.74 140:0.45 144:0.57 146:0.13 147:0.18 149:0.72 150:0.88 151:0.73 152:0.81 153:0.77 154:0.96 155:0.67 157:0.87 158:0.87 159:0.43 161:0.90 162:0.86 164:0.70 165:0.86 166:0.94 167:0.53 169:0.80 172:0.32 173:0.27 176:0.73 177:0.38 179:0.79 181:0.55 182:0.94 186:0.93 187:0.21 192:0.59 201:0.74 202:0.55 208:0.64 212:0.14 215:0.79 216:0.94 220:0.74 222:0.84 227:0.95 229:0.97 231:0.91 235:0.31 241:0.30 242:0.78 243:0.23 245:0.60 246:0.93 247:0.35 248:0.73 253:0.81 255:0.79 256:0.58 259:0.21 260:0.68 261:0.84 265:0.51 266:0.71 267:0.36 268:0.64 271:0.51 276:0.41 279:0.86 283:0.71 285:0.62 287:0.95 290:0.90 297:0.36 300:0.55\n2 6:0.96 7:0.81 8:0.87 9:0.80 12:0.69 17:0.09 20:0.98 21:0.22 27:0.16 28:0.66 30:0.76 34:0.20 36:0.87 37:0.84 39:0.85 41:0.97 43:0.31 55:0.84 66:0.36 69:0.80 70:0.15 74:0.62 78:0.97 81:0.73 83:0.84 91:0.98 96:0.97 98:0.27 100:0.99 108:0.64 111:0.98 120:0.98 121:0.90 122:0.43 123:0.61 124:0.52 126:0.32 127:0.19 129:0.05 131:0.97 133:0.39 135:0.74 138:0.99 140:0.92 144:0.57 146:0.30 147:0.05 149:0.23 150:0.54 151:0.97 152:0.95 153:0.96 154:0.23 155:0.67 157:0.61 158:0.86 159:0.23 161:0.90 162:0.69 163:0.96 164:0.98 166:0.88 167:0.87 169:0.97 172:0.10 173:0.88 177:0.05 179:0.94 181:0.55 182:0.94 186:0.97 189:0.97 191:0.93 192:0.59 202:0.96 204:0.89 208:0.64 212:0.95 215:0.79 216:0.54 220:0.82 222:0.84 227:0.96 229:0.97 230:0.87 231:0.91 233:0.76 235:0.22 238:0.97 241:0.97 242:0.82 243:0.34 244:0.61 245:0.37 246:0.61 247:0.12 248:0.97 253:0.96 255:0.79 256:0.97 257:0.65 259:0.21 260:0.98 261:0.97 265:0.29 266:0.12 267:0.85 268:0.97 271:0.51 276:0.16 279:0.86 283:0.71 285:0.62 287:0.95 297:0.36 300:0.13\n1 7:0.81 8:0.75 9:0.80 11:0.64 12:0.69 17:0.59 21:0.05 27:0.34 28:0.66 30:0.14 32:0.72 34:0.50 36:0.35 37:0.36 39:0.85 41:0.82 43:0.56 55:0.45 66:0.16 69:0.94 70:0.93 74:0.61 81:0.87 83:0.76 85:0.91 91:0.35 96:0.80 98:0.52 101:0.73 104:0.80 108:0.97 120:0.83 121:0.90 123:0.91 124:0.92 126:0.32 127:0.70 129:0.89 131:0.97 133:0.92 135:0.87 140:0.87 144:0.57 145:1.00 146:0.60 147:0.87 149:0.88 150:0.72 151:0.87 153:0.48 154:0.45 155:0.67 157:0.90 159:0.93 161:0.90 162:0.73 164:0.77 166:0.88 167:0.54 172:0.92 173:0.75 177:0.05 179:0.12 181:0.55 182:0.94 187:0.21 192:0.59 195:0.99 202:0.69 204:0.89 208:0.64 212:0.78 215:0.91 216:0.84 220:0.62 222:0.84 227:0.95 229:0.97 230:0.87 231:0.91 233:0.76 235:0.05 241:0.37 242:0.80 243:0.23 245:0.97 246:0.61 247:0.47 248:0.78 253:0.79 255:0.79 256:0.71 257:0.65 259:0.21 260:0.83 265:0.30 266:0.92 267:0.91 268:0.72 271:0.51 276:0.97 283:0.82 285:0.62 287:0.95 297:0.36 300:0.94\n2 1:0.74 7:0.81 8:0.73 9:0.80 11:0.64 12:0.69 17:0.98 20:0.84 27:0.11 28:0.66 30:0.31 32:0.80 34:0.63 36:0.90 37:0.63 39:0.85 41:0.88 43:0.98 55:0.52 60:0.87 66:0.98 69:0.05 70:0.71 74:0.98 77:0.70 78:0.90 81:0.95 83:0.82 85:0.96 91:0.64 96:0.88 98:0.99 100:0.83 101:0.86 104:0.74 106:0.81 108:0.05 111:0.87 114:0.98 117:0.86 120:0.80 121:0.90 122:0.43 123:0.05 126:0.54 127:0.92 129:0.05 131:0.96 135:0.84 140:0.45 144:0.57 145:0.47 146:0.89 147:0.91 149:0.96 150:0.98 151:0.91 152:0.80 153:0.71 154:0.98 155:0.67 157:0.97 158:0.92 159:0.49 161:0.90 162:0.86 164:0.69 165:0.92 166:0.94 167:0.47 169:0.81 172:0.94 173:0.16 176:0.73 177:0.38 179:0.24 181:0.55 182:0.94 186:0.90 187:0.21 191:0.73 192:0.59 195:0.64 201:0.74 202:0.54 204:0.89 206:0.81 208:0.64 212:0.92 215:0.96 216:0.09 222:0.84 227:0.95 229:0.97 230:0.87 231:0.91 232:0.88 233:0.76 235:0.05 241:0.03 242:0.41 243:0.98 246:0.93 247:0.60 248:0.87 253:0.92 255:0.79 256:0.58 259:0.21 260:0.81 261:0.84 265:0.99 266:0.27 267:0.23 268:0.63 271:0.51 276:0.89 279:0.86 282:0.88 283:0.82 285:0.62 287:0.95 290:0.98 297:0.36 299:0.88 300:0.55\n1 11:0.64 12:0.69 17:0.26 21:0.76 27:0.45 28:0.66 30:0.28 34:0.68 36:0.23 37:0.50 39:0.85 43:0.69 55:0.71 66:0.43 69:0.88 70:0.75 74:0.65 81:0.30 85:0.85 91:0.23 98:0.39 101:0.74 108:0.86 122:0.51 123:0.86 124:0.75 126:0.32 127:0.32 129:0.59 131:0.61 133:0.76 135:0.93 144:0.57 145:0.49 146:0.41 147:0.05 149:0.63 150:0.28 154:0.59 157:0.89 159:0.67 161:0.90 166:0.88 167:0.51 172:0.45 173:0.81 177:0.05 178:0.55 179:0.59 181:0.55 182:0.78 187:0.68 212:0.48 215:0.46 216:0.77 222:0.84 227:0.61 229:0.61 231:0.89 235:0.95 241:0.18 242:0.40 243:0.12 245:0.60 246:0.61 247:0.55 253:0.50 257:0.65 259:0.21 265:0.41 266:0.71 267:0.65 271:0.51 276:0.50 287:0.61 297:0.36 300:0.55\n0 8:0.86 10:0.90 11:0.45 12:0.69 17:0.01 18:0.69 21:0.78 27:0.28 29:0.56 30:0.15 34:0.80 36:0.73 37:0.46 39:0.76 43:0.09 45:0.73 66:0.82 69:0.55 70:0.68 71:1.00 74:0.29 86:0.74 91:0.66 98:0.82 101:0.47 108:0.43 122:0.57 123:0.41 127:0.31 129:0.05 131:0.61 135:0.49 139:0.68 145:0.45 146:0.73 147:0.77 149:0.10 154:0.45 157:0.61 159:0.29 166:0.61 170:0.82 172:0.48 173:0.66 174:0.86 177:0.88 178:0.55 179:0.75 182:0.61 187:0.87 191:0.91 197:0.88 202:0.95 212:0.50 216:0.64 222:0.35 227:0.61 229:0.61 231:0.68 235:0.84 239:0.88 241:0.71 242:0.14 243:0.83 244:0.83 246:0.61 247:0.67 253:0.26 254:0.94 259:0.21 265:0.82 266:0.47 267:0.76 271:0.64 276:0.37 287:0.61 300:0.43\n0 10:0.89 11:0.56 12:0.69 17:0.28 18:0.63 21:0.78 27:0.45 29:0.56 30:0.91 34:0.50 36:0.17 37:0.50 39:0.76 43:0.78 45:0.73 55:0.42 66:0.69 69:0.76 70:0.13 71:1.00 74:0.41 86:0.73 91:0.04 98:0.10 101:0.65 108:0.59 122:0.65 123:0.57 127:0.07 129:0.05 131:0.61 135:0.73 139:0.70 144:0.57 145:0.41 146:0.19 147:0.25 149:0.61 154:0.70 157:0.61 159:0.10 166:0.61 170:0.82 172:0.21 173:0.62 174:0.79 177:0.88 178:0.55 179:0.08 182:0.61 187:0.68 197:0.83 212:0.61 216:0.77 222:0.35 227:0.61 229:0.61 231:0.62 235:0.52 239:0.88 241:0.15 242:0.63 243:0.73 246:0.61 247:0.30 253:0.36 254:0.74 259:0.21 265:0.11 266:0.17 267:0.28 271:0.64 276:0.23 287:0.61 300:0.13\n0 1:0.56 9:0.70 10:0.90 11:0.45 12:0.69 17:0.16 18:0.79 21:0.71 23:0.95 27:0.44 29:0.56 30:0.37 31:0.87 34:0.30 36:1.00 37:0.53 39:0.76 43:0.57 45:0.83 62:0.96 64:0.77 66:0.43 69:0.30 70:0.44 71:1.00 74:0.32 75:0.96 79:0.87 81:0.38 83:0.56 86:0.75 91:0.22 97:0.89 98:0.45 99:0.83 101:0.47 108:0.24 122:0.93 123:0.23 124:0.59 126:0.32 127:0.51 128:0.95 129:0.05 131:0.61 133:0.45 135:1.00 137:0.87 139:0.75 140:0.87 145:0.38 146:0.60 147:0.65 149:0.47 150:0.33 151:0.52 153:0.48 154:0.15 155:0.49 157:0.61 159:0.58 162:0.53 163:0.81 165:0.65 166:0.61 168:0.95 170:0.82 172:0.48 173:0.25 174:0.89 177:0.88 178:0.48 179:0.64 182:0.61 187:0.39 190:0.95 192:0.45 196:0.88 197:0.91 201:0.54 202:0.58 205:0.95 208:0.50 212:0.22 216:0.50 219:0.90 220:0.93 222:0.35 226:0.96 227:0.61 229:0.61 231:0.67 235:0.88 236:0.92 239:0.90 241:0.21 242:0.33 243:0.57 244:0.83 245:0.75 246:0.61 247:0.74 248:0.51 253:0.29 254:0.94 255:0.69 256:0.45 259:0.21 265:0.47 266:0.75 267:0.44 268:0.46 271:0.64 276:0.46 279:0.75 284:0.88 285:0.50 287:0.61 292:0.88 300:0.33\n0 10:0.90 11:0.45 12:0.69 17:0.06 18:0.78 21:0.40 27:0.32 29:0.56 30:0.60 34:0.55 36:0.70 37:0.64 39:0.76 43:0.30 45:0.83 66:0.34 69:0.37 70:0.46 71:1.00 74:0.29 81:0.28 86:0.74 91:0.10 98:0.44 101:0.47 104:0.98 106:0.81 108:0.29 122:0.94 123:0.28 124:0.70 126:0.24 127:0.28 129:0.05 131:0.61 133:0.62 135:0.90 139:0.71 146:0.63 147:0.68 149:0.47 150:0.30 154:0.22 157:0.61 159:0.50 163:0.81 166:0.76 170:0.82 172:0.37 173:0.28 174:0.90 177:0.88 178:0.55 179:0.60 182:0.61 187:0.95 197:0.91 206:0.81 212:0.19 215:0.67 216:0.55 222:0.35 227:0.61 229:0.61 231:0.73 235:0.42 239:0.89 241:0.12 242:0.45 243:0.50 244:0.93 245:0.62 246:0.61 247:0.60 253:0.26 259:0.21 265:0.46 266:0.75 267:0.79 271:0.64 276:0.46 287:0.61 297:0.36 300:0.43\n0 10:0.93 11:0.53 12:0.69 17:0.81 18:0.75 21:0.78 27:0.24 29:0.56 30:0.54 32:0.65 34:0.90 36:0.51 37:0.65 39:0.76 43:0.29 45:0.87 66:0.82 69:0.79 70:0.57 71:1.00 74:0.50 77:0.89 86:0.80 91:0.33 98:0.73 101:0.65 108:0.63 122:0.65 123:0.60 124:0.37 127:0.44 129:0.05 131:0.61 133:0.36 135:0.77 139:0.75 144:0.57 145:0.77 146:0.74 147:0.05 149:0.23 154:0.49 157:0.90 159:0.44 166:0.61 170:0.82 172:0.70 173:0.84 174:0.89 177:0.05 178:0.55 179:0.56 182:0.82 187:0.39 195:0.66 197:0.91 212:0.72 216:0.76 222:0.35 227:0.61 229:0.61 231:0.75 235:0.12 239:0.91 241:0.05 242:0.18 243:0.10 244:0.61 245:0.56 246:0.61 247:0.74 253:0.41 254:0.90 257:0.93 259:0.21 265:0.73 266:0.47 267:0.52 271:0.64 276:0.56 282:0.74 287:0.61 300:0.43\n0 8:0.94 9:0.71 10:0.86 12:0.69 17:0.59 21:0.59 23:0.99 27:0.72 29:0.56 30:0.40 31:0.89 34:0.18 36:0.27 37:0.78 39:0.76 43:0.10 55:0.92 62:0.96 66:0.08 69:0.21 70:0.88 71:1.00 74:0.33 75:0.95 76:0.85 77:0.70 79:0.89 81:0.32 83:0.56 91:0.44 96:0.69 98:0.22 108:0.93 114:0.64 122:0.83 123:0.93 124:0.95 126:0.32 127:0.98 128:0.98 129:0.05 131:0.83 133:0.94 135:0.30 137:0.89 140:0.90 145:0.44 146:0.39 147:0.46 149:0.13 150:0.31 151:0.61 153:0.90 154:0.21 155:0.53 157:0.61 159:0.93 162:0.63 163:0.98 166:0.75 168:0.98 170:0.82 172:0.21 173:0.08 174:0.88 175:0.75 176:0.59 177:0.70 179:0.61 182:0.61 190:0.98 191:0.77 192:0.48 195:0.98 197:0.85 201:0.55 202:0.77 205:0.99 208:0.50 212:0.16 216:0.11 220:0.74 222:0.35 226:0.96 227:0.82 229:0.61 231:0.70 235:0.74 236:0.92 239:0.86 241:0.80 242:0.57 243:0.21 244:0.93 245:0.60 246:0.61 247:0.67 248:0.60 253:0.49 254:0.94 255:0.69 256:0.79 257:0.65 259:0.21 265:0.24 266:0.94 267:0.94 268:0.78 271:0.64 276:0.62 277:0.87 282:0.71 284:0.88 285:0.60 287:0.61 290:0.64 300:0.84\n1 8:0.69 11:0.49 12:0.69 17:0.36 21:0.78 27:0.25 29:0.56 30:0.60 34:0.94 36:0.55 37:0.41 39:0.76 43:0.26 45:0.83 66:0.44 69:0.85 70:0.44 71:1.00 74:0.43 76:0.94 91:0.46 96:0.80 98:0.20 101:0.47 108:0.70 122:0.82 123:0.68 124:0.67 127:0.22 129:0.59 131:0.83 133:0.64 135:0.63 140:0.95 144:0.57 145:0.41 146:0.36 147:0.42 149:0.42 151:0.65 153:0.48 154:0.18 157:0.92 158:0.72 159:0.54 162:0.47 166:0.61 170:0.82 172:0.41 173:0.74 175:0.91 177:0.38 178:0.53 179:0.50 182:0.81 187:0.39 190:0.98 191:0.75 202:0.72 212:0.72 216:0.81 222:0.35 227:0.82 229:0.61 231:0.75 232:0.91 235:0.52 241:0.41 242:0.45 243:0.57 244:0.93 245:0.60 246:0.61 247:0.47 248:0.62 253:0.72 256:0.45 257:0.84 259:0.21 265:0.21 266:0.27 267:0.23 268:0.46 271:0.64 276:0.41 277:0.87 285:0.46 287:0.61 300:0.33\n0 1:0.56 10:0.86 11:0.49 12:0.69 17:0.28 18:0.66 21:0.76 27:0.45 29:0.56 30:0.21 32:0.64 34:0.83 36:0.20 37:0.50 39:0.76 43:0.19 45:0.73 55:0.92 64:0.77 66:0.07 69:0.71 70:0.96 71:1.00 74:0.42 75:0.97 77:0.70 81:0.45 83:0.56 86:0.69 91:0.10 97:0.89 98:0.22 99:0.83 101:0.47 108:0.54 114:0.61 122:0.83 123:0.85 124:0.90 126:0.51 127:0.56 129:0.05 131:0.61 133:0.88 135:0.83 139:0.70 144:0.57 145:0.50 146:0.41 147:0.48 149:0.19 150:0.37 154:0.45 155:0.46 157:0.61 158:0.73 159:0.79 165:0.65 166:0.75 170:0.82 172:0.37 173:0.52 174:0.83 176:0.59 177:0.88 178:0.55 179:0.59 182:0.61 187:0.68 192:0.44 195:0.92 197:0.84 201:0.53 208:0.61 212:0.18 216:0.77 219:0.91 222:0.35 226:0.95 227:0.61 229:0.61 231:0.74 235:0.98 236:0.94 239:0.87 241:0.51 242:0.58 243:0.40 244:0.61 245:0.62 246:0.61 247:0.74 253:0.46 254:0.99 259:0.21 265:0.23 266:0.91 267:0.28 271:0.64 276:0.58 277:0.87 279:0.75 282:0.73 287:0.61 290:0.61 292:0.86 300:0.84\n0 10:0.85 11:0.45 12:0.69 17:0.89 18:0.62 21:0.13 27:0.72 29:0.56 30:0.56 34:0.36 36:0.79 37:0.24 39:0.76 43:0.10 45:0.66 55:0.84 66:0.84 69:0.58 70:0.58 71:1.00 74:0.33 81:0.30 86:0.66 91:0.83 96:0.74 98:0.90 101:0.47 108:0.45 114:0.74 122:0.83 123:0.43 126:0.24 127:0.48 129:0.05 131:0.83 132:0.97 135:0.44 139:0.63 140:0.80 145:0.89 146:0.74 147:0.78 149:0.12 150:0.33 151:0.57 153:0.48 154:0.28 157:0.61 159:0.31 162:0.62 163:0.75 166:0.75 170:0.82 172:0.54 173:0.72 174:0.79 176:0.56 177:0.88 178:0.42 179:0.77 182:0.61 190:0.98 197:0.82 202:0.50 212:0.39 216:0.04 220:0.74 222:0.35 227:0.82 229:0.61 231:0.70 232:0.74 235:0.12 239:0.84 241:0.92 242:0.42 243:0.85 244:0.83 246:0.61 247:0.67 248:0.56 253:0.61 254:0.84 256:0.45 265:0.90 266:0.47 267:0.28 268:0.46 271:0.64 276:0.45 285:0.46 287:0.61 290:0.74 300:0.43\n0 1:0.59 10:0.87 11:0.53 12:0.69 17:0.66 18:0.62 21:0.40 27:0.53 29:0.56 30:0.85 32:0.65 34:0.90 36:0.52 37:0.31 39:0.76 43:0.56 45:0.92 66:0.92 69:0.32 70:0.36 71:1.00 74:0.67 77:0.89 81:0.46 83:0.56 86:0.70 91:0.46 98:0.90 99:0.83 101:0.65 108:0.25 114:0.76 122:0.55 123:0.24 126:0.32 127:0.46 129:0.05 131:0.61 135:0.68 139:0.66 144:0.57 145:0.67 146:0.70 147:0.75 149:0.75 150:0.40 154:0.52 155:0.47 157:0.97 159:0.28 165:0.65 166:0.87 170:0.82 172:0.77 173:0.50 174:0.79 176:0.62 177:0.88 178:0.55 179:0.48 182:0.93 187:0.39 192:0.46 195:0.57 197:0.82 201:0.56 202:0.36 208:0.50 212:0.84 215:0.67 216:0.28 222:0.35 227:0.61 229:0.61 231:0.80 235:0.52 239:0.85 241:0.05 242:0.58 243:0.92 244:0.61 246:0.84 247:0.55 253:0.60 254:0.93 259:0.21 265:0.90 266:0.27 267:0.28 271:0.64 276:0.65 282:0.74 287:0.61 290:0.76 297:0.36 300:0.33\n0 10:0.83 11:0.45 12:0.69 17:0.51 18:0.61 21:0.78 27:0.72 29:0.56 30:0.38 34:0.22 36:0.38 39:0.76 43:0.20 45:0.73 55:0.92 66:0.29 69:0.94 70:0.78 71:1.00 74:0.27 86:0.63 91:0.68 98:0.25 101:0.47 108:0.94 122:0.83 123:0.94 124:0.84 127:0.23 129:0.81 131:0.61 133:0.83 135:0.85 139:0.61 146:0.13 147:0.18 149:0.17 154:0.13 157:0.61 159:0.78 163:0.75 166:0.61 170:0.82 172:0.27 173:0.82 174:0.83 175:0.91 177:0.38 178:0.55 179:0.62 182:0.61 197:0.81 202:0.36 212:0.14 216:0.06 222:0.35 227:0.61 229:0.61 231:0.64 235:0.22 239:0.82 241:0.81 242:0.45 243:0.26 244:0.93 245:0.49 246:0.61 247:0.60 253:0.25 257:0.84 259:0.21 265:0.27 266:0.71 267:0.19 271:0.64 276:0.38 277:0.87 287:0.61 300:0.55\n0 8:0.81 9:0.71 11:0.42 12:0.69 17:0.49 21:0.78 27:0.30 29:0.56 30:0.89 34:0.69 36:0.63 37:0.57 39:0.76 43:0.08 55:0.59 66:0.80 69:0.75 70:0.25 71:1.00 74:0.48 76:0.85 77:0.70 83:0.56 91:0.42 96:0.73 97:0.89 98:0.67 108:0.68 120:0.59 122:0.83 123:0.66 124:0.39 127:0.30 129:0.59 131:0.91 133:0.47 135:0.20 140:0.94 144:0.57 145:0.50 146:0.17 147:0.22 149:0.22 151:0.61 153:0.48 154:0.22 155:0.54 157:0.61 158:0.75 159:0.37 162:0.51 164:0.55 166:0.61 170:0.82 172:0.77 173:0.79 175:0.91 177:0.38 178:0.50 179:0.36 182:0.93 187:0.39 190:0.95 191:0.70 192:0.56 195:0.70 202:0.69 208:0.50 212:0.91 216:0.40 220:0.91 222:0.35 227:0.82 229:0.96 231:0.80 235:0.31 241:0.27 242:0.80 243:0.14 244:0.93 245:0.70 246:0.61 247:0.39 248:0.59 253:0.52 254:0.74 255:0.70 256:0.58 257:0.84 259:0.21 260:0.60 265:0.68 266:0.27 267:0.19 268:0.59 271:0.64 276:0.66 277:0.87 279:0.75 282:0.71 283:0.67 285:0.50 287:0.87 300:0.33\n0 10:0.80 12:0.69 17:0.45 21:0.78 27:0.34 29:0.56 30:0.21 34:0.58 36:0.41 37:0.46 39:0.76 43:0.09 55:0.84 66:0.20 69:0.66 70:0.37 71:1.00 74:0.25 91:0.01 98:0.15 104:0.99 106:0.81 108:0.50 122:0.41 123:0.48 124:0.81 127:0.52 129:0.89 131:0.61 133:0.78 135:0.34 145:0.54 146:0.31 147:0.38 149:0.09 154:0.08 157:0.61 159:0.84 163:0.96 166:0.61 170:0.82 172:0.10 173:0.40 174:0.79 175:0.97 177:0.05 178:0.55 179:0.96 182:0.61 187:0.98 197:0.80 206:0.81 212:0.42 216:0.53 222:0.35 227:0.61 229:0.61 231:0.64 235:0.60 239:0.80 241:0.10 242:0.45 243:0.40 244:0.97 245:0.39 246:0.61 247:0.35 253:0.23 257:0.93 259:0.21 265:0.16 266:0.23 267:0.59 271:0.64 276:0.23 277:0.95 287:0.61 300:0.25\n0 7:0.64 10:0.81 11:0.45 12:0.69 17:0.75 18:0.58 21:0.76 27:0.39 29:0.56 30:0.56 32:0.62 34:0.75 36:0.32 37:0.67 39:0.76 43:0.14 45:0.66 55:0.71 66:0.10 69:0.95 70:0.83 71:1.00 74:0.40 76:0.85 77:0.70 81:0.24 86:0.60 91:0.09 98:0.30 101:0.47 108:0.77 117:0.86 122:0.83 123:0.89 124:0.93 126:0.24 127:0.72 129:0.05 131:0.61 133:0.92 135:0.96 139:0.59 145:0.82 146:0.78 147:0.54 149:0.33 150:0.26 154:0.10 157:0.61 159:0.91 166:0.76 170:0.82 172:0.63 173:0.83 174:0.79 177:0.05 178:0.55 179:0.33 182:0.61 187:0.21 195:0.98 197:0.80 212:0.56 215:0.46 216:0.89 222:0.35 227:0.61 229:0.61 230:0.64 231:0.79 232:1.00 233:0.66 235:0.95 239:0.81 241:0.02 242:0.81 243:0.28 244:0.93 245:0.80 246:0.61 247:0.55 253:0.35 257:0.93 259:0.21 265:0.30 266:0.96 267:0.19 271:0.64 276:0.80 282:0.71 287:0.61 297:0.36 300:0.94\n0 7:0.64 8:0.63 11:0.49 12:0.69 17:0.77 21:0.30 27:0.52 29:0.56 30:0.32 32:0.62 34:0.56 36:0.90 37:0.62 39:0.76 43:0.34 45:0.66 55:0.84 66:0.12 69:0.70 70:0.79 71:1.00 74:0.41 81:0.28 91:0.54 98:0.43 101:0.47 104:0.87 106:0.81 108:0.80 120:0.62 123:0.79 124:0.96 126:0.24 127:0.86 129:0.93 131:0.83 133:0.96 135:0.86 140:0.45 144:0.57 145:0.44 146:0.73 147:0.77 149:0.37 150:0.31 151:0.53 153:0.48 154:0.25 157:0.76 159:0.93 162:0.83 164:0.74 166:0.76 170:0.82 172:0.70 173:0.33 175:0.91 177:0.38 179:0.21 182:0.72 187:0.39 190:0.98 191:0.79 195:0.98 202:0.64 206:0.81 212:0.14 215:0.72 216:0.15 220:0.97 222:0.35 227:0.82 229:0.61 230:0.64 231:0.79 233:0.76 235:0.31 241:0.15 242:0.45 243:0.31 244:0.93 245:0.88 246:0.61 247:0.67 248:0.55 253:0.35 256:0.68 257:0.84 259:0.21 260:0.62 265:0.45 266:0.95 267:0.36 268:0.70 271:0.64 276:0.91 277:0.87 283:0.67 285:0.46 287:0.61 297:0.36 300:0.70\n0 8:0.98 10:0.84 12:0.69 17:0.91 21:0.64 27:0.40 29:0.56 30:0.91 34:0.62 36:0.51 37:0.90 39:0.76 43:0.10 55:0.84 66:0.69 69:0.55 70:0.13 71:1.00 74:0.30 77:0.70 81:0.25 91:0.83 96:0.74 98:0.71 108:0.43 114:0.63 122:0.85 123:0.41 126:0.24 127:0.22 129:0.05 131:0.83 135:0.17 140:0.45 145:0.70 146:0.53 147:0.59 149:0.08 150:0.27 151:0.56 153:0.78 154:0.18 157:0.61 159:0.19 162:0.76 163:0.93 166:0.75 170:0.82 172:0.21 173:0.73 174:0.79 175:0.75 176:0.56 177:0.70 179:0.91 182:0.61 190:0.98 191:0.80 195:0.60 197:0.82 202:0.64 212:0.61 216:0.09 220:0.82 222:0.35 227:0.82 229:0.61 231:0.70 232:0.75 235:0.74 239:0.83 241:0.89 242:0.63 243:0.73 244:0.93 246:0.61 247:0.30 248:0.55 253:0.55 254:0.90 256:0.64 257:0.65 259:0.21 265:0.71 266:0.17 267:0.44 268:0.68 271:0.64 276:0.21 277:0.69 282:0.71 285:0.46 287:0.61 290:0.63 300:0.13\n0 10:0.82 11:0.45 12:0.69 17:0.88 18:0.59 21:0.78 27:0.69 29:0.56 30:0.45 34:0.98 36:0.24 37:0.45 39:0.76 43:0.20 45:0.66 66:0.49 69:0.95 70:0.25 71:1.00 74:0.25 86:0.61 91:0.10 98:0.26 101:0.47 108:0.89 122:0.76 123:0.89 124:0.48 127:0.24 129:0.05 131:0.61 133:0.37 135:0.34 139:0.59 145:0.80 146:0.45 147:0.05 149:0.12 154:0.13 157:0.61 159:0.55 163:0.99 166:0.61 170:0.82 172:0.16 173:0.96 174:0.79 175:0.75 177:0.05 178:0.55 179:0.93 182:0.61 187:0.21 197:0.80 212:0.61 216:0.18 222:0.35 227:0.61 229:0.61 231:0.62 235:0.88 239:0.81 241:0.21 242:0.63 243:0.29 244:0.93 245:0.39 246:0.61 247:0.30 253:0.23 257:0.93 259:0.21 265:0.28 266:0.17 267:0.28 271:0.64 276:0.15 277:0.69 287:0.61 300:0.18\n0 8:0.88 10:0.85 11:0.53 12:0.69 17:0.51 18:0.62 21:0.78 27:0.36 29:0.56 30:0.38 34:0.56 36:0.85 37:0.74 39:0.76 43:0.47 45:0.73 55:0.52 66:0.83 69:0.57 70:0.63 71:1.00 74:0.41 77:0.70 86:0.66 91:0.63 98:0.68 101:0.65 108:0.44 122:0.83 123:0.42 127:0.20 129:0.05 131:0.61 135:0.91 139:0.64 144:0.57 145:0.92 146:0.60 147:0.65 149:0.26 154:0.35 157:0.80 159:0.22 166:0.61 170:0.82 172:0.51 173:0.67 174:0.79 177:0.88 178:0.55 179:0.56 182:0.74 187:0.39 195:0.64 197:0.82 202:0.71 212:0.70 216:0.46 222:0.35 227:0.61 229:0.61 231:0.68 235:0.80 239:0.84 241:0.32 242:0.71 243:0.84 244:0.83 246:0.61 247:0.47 253:0.36 254:0.86 259:0.21 265:0.69 266:0.27 267:0.19 271:0.64 276:0.38 282:0.71 287:0.61 300:0.43\n0 10:0.97 11:0.45 12:0.69 17:0.67 18:0.89 21:0.59 27:0.49 29:0.56 30:0.38 33:0.97 34:0.20 36:0.58 37:0.66 39:0.76 43:0.22 44:0.88 45:0.97 66:0.45 69:0.89 70:0.82 71:1.00 74:0.35 75:0.96 77:0.70 81:0.32 86:0.85 91:0.11 98:0.60 101:0.47 102:0.96 108:0.78 114:0.64 117:0.86 122:0.94 123:0.77 124:0.84 126:0.32 127:0.54 129:0.89 131:0.61 133:0.87 135:0.75 139:0.84 145:0.80 146:0.96 147:0.97 149:0.65 150:0.31 154:0.20 157:0.61 158:0.72 159:0.89 166:0.75 170:0.82 172:0.90 173:0.69 174:0.99 175:0.75 176:0.59 177:0.70 178:0.55 179:0.18 182:0.61 187:0.39 192:0.44 195:0.97 197:0.98 201:0.55 212:0.48 216:0.43 222:0.35 226:0.95 227:0.61 229:0.61 231:0.68 232:0.94 235:0.74 236:0.92 239:0.97 241:0.12 242:0.29 243:0.58 244:0.83 245:0.93 246:0.61 247:0.92 253:0.49 254:0.80 257:0.65 259:0.21 265:0.61 266:0.92 267:0.44 271:0.64 276:0.91 277:0.69 282:0.72 287:0.61 290:0.64 291:0.97 300:0.94\n0 12:0.86 17:0.64 21:0.78 27:0.72 34:0.59 36:0.36 37:0.34 43:0.24 66:0.36 69:0.86 91:0.54 98:0.09 108:0.73 123:0.71 127:0.06 129:0.05 135:0.76 145:0.87 146:0.05 147:0.05 149:0.10 154:0.17 159:0.05 172:0.05 173:0.96 177:0.05 178:0.55 187:0.68 216:0.16 235:0.84 241:0.27 243:0.51 259:0.21 265:0.09 267:0.52\n1 12:0.86 17:0.38 21:0.78 27:0.25 30:0.58 34:0.44 36:0.21 37:0.90 43:0.46 55:0.98 66:0.18 69:0.44 70:0.44 91:0.42 98:0.11 106:0.81 108:0.34 123:0.32 124:0.90 127:0.37 129:0.96 133:0.90 135:0.37 145:0.42 146:0.22 147:0.28 149:0.37 154:0.35 159:0.83 163:0.99 172:0.16 173:0.17 177:0.05 178:0.55 179:0.82 187:0.21 206:0.81 212:0.37 216:0.13 235:0.22 241:0.30 242:0.82 243:0.39 245:0.43 247:0.12 259:0.21 265:0.11 266:0.47 267:0.28 276:0.37 300:0.33\n1 12:0.86 17:0.49 21:0.78 27:0.25 30:0.45 34:0.25 36:0.21 37:0.90 43:0.24 55:0.92 66:0.16 69:0.86 70:0.42 91:0.56 98:0.27 108:0.80 123:0.94 124:0.88 127:0.52 129:0.95 133:0.87 135:0.20 145:0.42 146:0.05 147:0.05 149:0.30 154:0.17 159:0.83 163:0.89 172:0.16 173:0.70 177:0.05 178:0.55 179:0.83 187:0.21 212:0.15 216:0.13 235:0.22 241:0.37 242:0.82 243:0.17 245:0.46 247:0.12 259:0.21 265:0.23 266:0.63 267:0.73 276:0.39 300:0.33\n1 12:0.86 17:0.22 21:0.78 27:0.21 30:0.76 34:0.49 36:0.28 37:0.81 43:0.43 55:0.84 66:0.36 69:0.47 70:0.15 91:0.40 98:0.25 106:0.81 108:0.70 123:0.68 124:0.52 127:0.23 129:0.59 133:0.47 135:0.84 145:0.92 146:0.05 147:0.05 149:0.24 154:0.33 159:0.34 163:0.96 172:0.10 173:0.44 177:0.05 178:0.55 179:0.96 187:0.68 206:0.81 212:0.95 216:0.45 235:0.22 241:0.15 242:0.82 243:0.34 245:0.37 247:0.12 259:0.21 265:0.27 266:0.12 267:0.59 276:0.15 300:0.13\n0 12:0.86 17:0.22 21:0.78 27:0.02 30:0.76 34:0.73 36:0.27 37:0.92 43:0.36 55:0.96 66:0.13 69:0.62 70:0.15 91:0.51 98:0.07 108:0.47 123:0.46 124:0.75 127:0.40 129:0.81 133:0.67 135:0.68 145:0.87 146:0.05 147:0.05 149:0.23 154:0.27 159:0.54 163:0.97 172:0.05 173:0.56 177:0.05 178:0.55 179:0.99 187:0.39 202:0.49 212:0.95 216:0.99 235:0.42 241:0.62 242:0.82 243:0.34 245:0.37 247:0.12 259:0.21 265:0.07 266:0.12 267:0.65 276:0.17 300:0.13\n0 12:0.86 17:0.69 21:0.78 27:0.71 34:0.62 36:0.33 37:0.32 43:0.24 66:0.36 69:0.86 91:0.66 98:0.09 108:0.72 123:0.71 127:0.06 129:0.05 135:0.74 145:0.65 146:0.05 147:0.05 149:0.10 154:0.17 159:0.05 172:0.05 173:0.96 177:0.05 178:0.55 187:0.68 216:0.10 235:0.95 241:0.32 243:0.51 259:0.21 265:0.09 267:0.44\n0 12:0.86 17:0.32 21:0.78 27:0.21 30:0.95 34:0.49 36:0.37 37:0.81 43:0.24 55:0.84 66:0.54 69:0.85 91:0.38 98:0.27 108:0.71 123:0.69 127:0.11 129:0.05 135:0.86 145:0.92 146:0.36 147:0.42 149:0.16 154:0.17 159:0.14 172:0.10 173:0.87 177:0.05 178:0.55 179:0.76 187:0.39 216:0.45 235:0.22 241:0.35 243:0.63 259:0.21 265:0.29 267:0.69 300:0.08\n0 12:0.86 17:0.34 21:0.78 27:0.21 34:0.23 36:0.24 37:0.81 43:0.22 66:0.36 69:0.90 91:0.27 98:0.07 108:0.79 123:0.78 127:0.06 129:0.05 135:0.83 145:0.92 146:0.05 147:0.05 149:0.09 154:0.15 159:0.05 172:0.05 173:0.93 177:0.05 178:0.55 187:0.39 216:0.45 235:0.22 241:0.39 243:0.51 259:0.21 265:0.07 267:0.28\n0 8:0.91 12:0.86 17:0.49 21:0.78 27:0.72 34:0.24 36:0.36 43:0.22 66:0.36 69:0.89 91:0.72 98:0.06 108:0.79 123:0.77 127:0.05 129:0.05 135:0.88 145:0.98 146:0.05 147:0.05 149:0.09 154:0.15 159:0.05 172:0.05 173:0.85 177:0.05 178:0.55 202:0.50 216:0.04 235:0.31 241:0.94 243:0.51 259:0.21 265:0.07 267:0.28\n0 12:0.86 17:0.61 21:0.78 27:0.25 30:0.85 34:0.37 36:0.19 37:0.90 43:0.26 55:0.92 66:0.09 69:0.82 70:0.28 91:0.38 98:0.23 108:0.66 123:0.82 124:0.95 127:0.42 129:0.99 133:0.95 135:0.24 145:0.42 146:0.52 147:0.58 149:0.41 154:0.18 159:0.85 163:0.96 172:0.16 173:0.58 177:0.05 178:0.55 179:0.65 187:0.21 212:0.37 216:0.13 235:0.22 241:0.35 242:0.82 243:0.27 245:0.50 247:0.12 259:0.21 265:0.24 266:0.38 267:0.52 276:0.53 300:0.25\n1 12:0.86 17:0.59 21:0.78 27:0.21 30:0.95 34:0.76 36:0.29 37:0.81 43:0.29 55:0.59 66:0.54 69:0.76 91:0.49 98:0.23 108:0.59 123:0.57 127:0.11 129:0.05 135:0.79 145:0.92 146:0.23 147:0.29 149:0.19 154:0.21 159:0.11 172:0.10 173:0.92 177:0.05 178:0.55 179:0.64 187:0.39 216:0.45 235:0.97 241:0.27 243:0.63 259:0.21 265:0.25 267:0.44 300:0.08\n2 1:0.74 6:0.88 7:0.81 8:0.76 9:0.80 11:0.92 12:0.37 17:0.43 18:0.94 20:0.98 21:0.30 22:0.93 27:0.21 28:0.76 29:0.86 30:0.70 31:0.95 34:0.49 36:0.74 37:0.74 39:0.56 41:0.82 43:0.97 45:0.83 47:0.93 60:0.87 64:0.77 66:0.95 69:0.15 70:0.50 71:0.63 74:0.92 76:0.85 78:0.88 79:0.94 81:0.61 83:0.91 85:0.91 86:0.98 91:0.33 96:0.84 98:0.82 100:0.92 101:0.87 104:0.84 106:0.81 108:0.12 111:0.89 114:0.65 117:0.86 120:0.74 121:0.90 122:0.80 123:0.12 126:0.54 127:0.31 129:0.05 135:0.51 137:0.95 139:0.98 140:0.45 144:0.85 146:0.82 147:0.85 149:0.95 150:0.77 151:0.92 152:0.90 153:0.72 154:0.97 155:0.67 158:0.92 159:0.38 161:0.76 162:0.67 164:0.64 165:0.93 167:0.67 169:0.90 172:0.86 173:0.23 176:0.73 177:0.70 179:0.27 181:0.74 186:0.88 187:0.39 189:0.90 192:0.87 196:0.98 201:0.93 202:0.53 204:0.89 206:0.81 208:0.64 212:0.89 215:0.44 216:0.95 219:0.95 222:0.60 230:0.87 232:0.89 233:0.76 235:0.52 238:0.91 241:0.24 242:0.32 243:0.95 247:0.82 248:0.81 253:0.88 255:0.95 256:0.45 259:0.21 260:0.75 261:0.91 262:0.93 265:0.82 266:0.27 267:0.52 268:0.57 271:0.60 276:0.77 279:0.86 281:0.91 283:0.82 284:0.91 285:0.62 290:0.65 292:0.95 297:0.36 300:0.55\n3 1:0.74 6:0.98 7:0.81 8:0.96 9:0.80 11:0.92 12:0.37 17:0.05 18:0.91 20:0.98 21:0.22 27:0.18 28:0.76 29:0.86 30:0.70 31:0.99 32:0.80 34:0.88 36:0.92 37:0.85 39:0.56 41:0.97 43:0.95 44:0.93 45:0.77 48:0.97 60:0.99 64:0.77 66:0.92 69:0.19 70:0.48 71:0.63 74:0.88 77:0.70 78:0.95 79:0.99 81:0.67 83:0.91 85:0.88 86:0.96 91:0.84 96:0.95 98:0.94 100:0.99 101:0.87 104:0.58 108:0.15 111:0.99 114:0.71 120:0.90 121:0.90 122:0.57 123:0.15 126:0.54 127:0.62 129:0.05 135:0.72 137:0.99 139:0.97 140:0.45 144:0.85 145:0.42 146:0.82 147:0.85 149:0.91 150:0.80 151:0.99 152:0.96 153:0.94 154:0.95 155:0.67 158:0.92 159:0.38 161:0.76 162:0.81 164:0.90 165:0.93 167:0.91 169:0.98 172:0.77 173:0.33 176:0.73 177:0.70 179:0.53 181:0.74 186:0.94 187:0.21 189:0.98 191:0.78 192:0.87 195:0.62 196:1.00 201:0.93 202:0.84 204:0.89 208:0.64 212:0.61 215:0.51 216:0.72 219:0.95 222:0.60 230:0.87 232:0.77 233:0.76 235:0.42 238:0.98 241:0.76 242:0.27 243:0.92 247:0.79 248:0.94 253:0.96 255:0.95 256:0.89 259:0.21 260:0.90 261:0.98 265:0.94 266:0.54 267:0.23 268:0.89 271:0.60 276:0.65 279:0.86 281:0.91 282:0.88 283:0.82 284:0.99 285:0.62 290:0.71 292:0.95 297:0.36 299:0.88 300:0.43\n2 1:0.74 9:0.80 11:0.92 12:0.37 17:0.15 18:0.85 20:0.83 21:0.54 27:0.25 28:0.76 29:0.86 30:0.66 31:0.94 34:0.61 36:0.88 37:0.77 39:0.56 41:0.82 43:0.89 45:0.85 60:0.87 64:0.77 66:0.26 69:0.52 70:0.52 71:0.63 74:0.82 78:0.78 79:0.93 81:0.49 83:0.91 85:0.85 86:0.93 91:0.05 96:0.80 98:0.56 100:0.73 101:0.87 108:0.75 111:0.77 114:0.59 120:0.69 122:0.57 123:0.73 124:0.74 126:0.54 127:0.41 129:0.81 133:0.67 135:0.83 137:0.94 139:0.93 140:0.45 144:0.85 146:0.31 147:0.37 149:0.89 150:0.72 151:0.87 152:0.80 153:0.48 154:0.87 155:0.67 158:0.91 159:0.50 161:0.76 162:0.86 164:0.57 165:0.93 167:0.71 169:0.72 172:0.54 173:0.49 176:0.73 177:0.70 179:0.41 181:0.74 186:0.79 187:0.68 192:0.87 196:0.96 201:0.93 202:0.36 208:0.64 212:0.69 215:0.39 216:0.72 219:0.95 222:0.60 232:0.91 235:0.74 241:0.44 242:0.22 243:0.36 245:0.83 247:0.82 248:0.77 253:0.84 255:0.95 256:0.45 259:0.21 260:0.70 261:0.79 265:0.58 266:0.47 267:0.44 268:0.46 271:0.60 276:0.69 279:0.86 283:0.78 284:0.89 285:0.62 290:0.59 292:0.91 297:0.36 300:0.43\n1 1:0.74 11:0.92 12:0.37 17:0.32 18:0.73 21:0.59 27:0.45 28:0.76 29:0.86 30:0.87 32:0.69 34:0.79 36:0.21 37:0.50 39:0.56 43:0.81 45:0.85 64:0.77 66:0.49 69:0.70 70:0.48 71:0.63 74:0.71 77:0.70 81:0.47 83:0.91 85:0.80 86:0.82 91:0.09 98:0.45 101:0.87 108:0.53 114:0.58 122:0.51 123:0.51 124:0.56 126:0.54 127:0.34 129:0.59 133:0.46 135:0.66 139:0.78 144:0.85 145:0.50 146:0.58 147:0.64 149:0.81 150:0.71 154:0.77 155:0.67 159:0.49 161:0.76 165:0.93 167:0.64 172:0.54 173:0.67 176:0.73 177:0.70 178:0.55 179:0.54 181:0.74 187:0.68 192:0.87 195:0.75 201:0.93 208:0.64 212:0.59 215:0.39 216:0.77 222:0.60 235:0.80 241:0.12 242:0.41 243:0.60 245:0.76 247:0.60 253:0.44 259:0.21 265:0.47 266:0.63 267:0.28 271:0.60 276:0.44 282:0.77 290:0.58 297:0.36 300:0.70\n1 1:0.69 11:0.92 12:0.37 17:0.47 18:0.73 21:0.74 27:0.45 28:0.76 29:0.86 30:0.75 32:0.69 34:0.70 36:0.45 37:0.50 39:0.56 43:0.79 45:0.92 66:0.69 69:0.70 70:0.58 71:0.63 74:0.79 77:0.70 81:0.32 83:0.60 85:0.80 86:0.84 91:0.05 98:0.72 99:0.83 101:0.87 108:0.54 114:0.54 122:0.75 123:0.51 124:0.44 126:0.44 127:0.44 129:0.05 133:0.43 135:0.83 139:0.81 144:0.85 145:0.54 146:0.88 147:0.90 149:0.89 150:0.51 154:0.72 155:0.58 159:0.63 161:0.76 165:0.70 167:0.66 172:0.79 173:0.61 176:0.66 177:0.70 178:0.55 179:0.38 181:0.74 187:0.68 192:0.59 195:0.83 201:0.68 208:0.54 212:0.57 215:0.36 216:0.77 222:0.60 235:0.95 241:0.21 242:0.44 243:0.73 245:0.84 247:0.76 253:0.44 259:0.21 265:0.72 266:0.71 267:0.19 271:0.60 276:0.69 282:0.77 290:0.54 297:0.36 300:0.70\n1 1:0.74 6:0.87 8:0.72 9:0.80 11:0.93 12:0.37 17:0.18 18:0.82 20:0.91 21:0.30 27:0.06 28:0.76 29:0.86 30:0.42 31:0.95 32:0.78 34:0.68 36:0.99 37:0.82 39:0.56 41:0.93 43:0.74 44:0.93 45:0.85 60:0.87 64:0.77 66:0.49 69:0.83 70:0.77 71:0.63 74:0.77 77:0.70 78:0.84 79:0.94 81:0.61 83:0.91 85:0.80 86:0.91 91:0.25 96:0.88 98:0.61 100:0.88 101:0.97 108:0.84 111:0.84 114:0.65 120:0.79 122:0.75 123:0.83 124:0.57 126:0.54 127:0.30 129:0.59 133:0.46 135:0.89 137:0.95 139:0.94 140:0.45 144:0.85 145:0.88 146:0.41 147:0.48 149:0.65 150:0.77 151:0.80 152:0.91 153:0.48 154:0.65 155:0.67 158:0.91 159:0.67 161:0.76 162:0.69 164:0.80 165:0.93 167:0.72 169:0.85 172:0.70 173:0.70 176:0.73 177:0.70 179:0.32 181:0.74 186:0.85 187:0.39 189:0.88 190:0.77 192:0.87 195:0.90 196:0.97 201:0.93 202:0.74 208:0.64 212:0.60 215:0.44 216:0.92 219:0.95 220:0.62 222:0.60 235:0.52 238:0.89 241:0.49 242:0.15 243:0.45 245:0.88 247:0.88 248:0.80 253:0.87 255:0.95 256:0.75 259:0.21 260:0.78 261:0.87 265:0.62 266:0.71 267:0.59 268:0.76 271:0.60 276:0.69 279:0.86 282:0.86 283:0.78 284:0.96 285:0.62 290:0.65 292:0.91 297:0.36 300:0.70\n2 6:0.98 7:0.81 8:0.98 9:0.80 11:0.92 12:0.37 17:0.28 18:0.90 20:0.83 21:0.78 27:0.18 28:0.76 29:0.86 30:0.66 31:0.95 34:0.86 36:0.74 37:0.85 39:0.56 41:0.90 43:0.86 45:0.88 48:0.97 66:0.94 69:0.27 70:0.56 71:0.63 74:0.78 78:0.92 79:0.95 83:0.91 85:0.85 86:0.94 91:0.46 96:0.84 98:0.97 100:0.97 101:0.87 104:0.58 108:0.21 111:0.95 120:0.77 121:0.90 122:0.75 123:0.20 127:0.77 129:0.05 135:0.68 137:0.95 139:0.93 140:0.87 144:0.85 145:0.39 146:0.93 147:0.94 149:0.88 151:0.87 152:0.96 153:0.48 154:0.83 155:0.67 159:0.56 161:0.76 162:0.62 164:0.72 167:0.77 169:0.98 172:0.84 173:0.27 177:0.70 178:0.48 179:0.45 181:0.74 186:0.92 187:0.21 189:1.00 192:0.87 196:0.97 202:0.68 204:0.89 208:0.64 212:0.42 216:0.72 222:0.60 230:0.87 232:0.77 233:0.76 235:0.12 238:0.96 241:0.63 242:0.28 243:0.94 247:0.79 248:0.82 253:0.85 255:0.95 256:0.68 259:0.21 260:0.76 261:0.98 265:0.97 266:0.63 267:0.76 268:0.69 271:0.60 276:0.74 281:0.91 284:0.94 285:0.62 300:0.55\n1 1:0.69 7:0.72 8:0.91 9:0.76 11:0.93 12:0.37 17:0.20 18:0.64 21:0.30 27:0.21 28:0.76 29:0.86 30:0.21 34:0.21 36:0.56 37:0.74 39:0.56 43:0.72 45:0.99 55:0.71 66:0.54 69:0.97 70:0.81 71:0.63 74:0.88 81:0.46 83:0.60 85:0.80 86:0.70 91:0.75 96:0.98 97:0.99 98:0.79 99:0.83 101:0.97 104:0.84 106:0.81 108:0.96 114:0.63 117:0.86 120:0.96 122:0.77 123:0.96 124:0.86 126:0.44 127:0.83 129:0.59 133:0.91 135:0.17 138:0.99 139:0.68 140:0.45 144:0.85 146:0.90 147:0.88 149:0.94 150:0.56 151:0.96 153:0.95 154:0.14 155:0.58 158:0.79 159:0.96 161:0.76 162:0.67 164:0.92 165:0.70 167:0.72 172:0.99 173:0.80 176:0.66 177:0.38 179:0.10 181:0.74 187:0.39 190:0.77 191:0.80 192:0.59 201:0.68 202:0.91 204:0.85 206:0.81 208:0.54 212:0.58 215:0.44 216:0.95 222:0.60 230:0.75 232:0.89 233:0.76 235:0.42 241:0.47 242:0.54 243:0.16 245:0.99 247:0.90 248:0.98 253:0.99 255:0.74 256:0.93 257:0.65 259:0.21 260:0.95 265:0.79 266:0.94 267:0.23 268:0.93 271:0.60 276:0.99 279:0.82 283:0.82 285:0.56 290:0.63 297:0.36 300:0.84\n2 1:0.69 6:0.98 7:0.72 8:0.93 9:0.80 11:0.91 12:0.37 17:0.01 20:0.89 21:0.22 27:0.18 28:0.76 29:0.86 30:0.76 31:0.97 32:0.69 34:0.50 36:0.35 37:0.85 39:0.56 41:0.90 43:0.70 45:0.81 66:0.80 69:0.45 70:0.37 71:0.63 74:0.69 77:0.70 78:0.89 79:0.96 81:0.53 83:0.91 91:0.99 96:1.00 97:0.98 98:0.77 99:0.83 100:0.94 101:0.52 104:0.58 108:0.35 111:0.91 114:0.67 120:0.99 122:0.75 123:0.34 126:0.44 127:0.26 129:0.05 135:0.44 137:0.97 138:0.99 140:0.98 144:0.85 145:0.41 146:0.48 147:0.54 149:0.67 150:0.58 151:0.95 152:0.96 153:0.99 154:0.59 155:0.67 158:0.78 159:0.17 161:0.76 162:0.66 164:0.98 165:0.70 167:1.00 169:0.98 172:0.45 173:0.72 175:0.75 176:0.66 177:0.38 179:0.73 181:0.74 186:0.88 189:0.94 191:0.92 192:0.87 195:0.54 201:0.68 202:0.98 204:0.85 208:0.64 212:0.55 215:0.51 216:0.72 222:0.60 230:0.75 232:0.77 233:0.76 235:0.31 238:0.94 241:0.98 242:0.58 243:0.82 244:0.61 247:0.39 248:0.87 253:0.99 255:0.95 256:0.99 257:0.65 259:0.21 260:0.99 261:0.98 265:0.77 266:0.27 267:0.79 268:0.99 271:0.60 276:0.32 277:0.69 279:0.82 282:0.77 283:0.78 284:0.93 285:0.62 290:0.67 297:0.36 300:0.33\n1 1:0.69 7:0.72 8:0.84 9:0.76 11:0.93 12:0.37 17:0.30 18:0.85 21:0.30 27:0.50 28:0.76 29:0.86 30:0.21 32:0.69 34:0.53 36:0.79 37:0.60 39:0.56 43:0.69 45:1.00 66:0.34 69:0.23 70:0.85 71:0.63 74:0.93 77:0.70 81:0.46 83:0.60 85:0.80 86:0.92 91:0.04 96:0.87 97:0.99 98:0.68 99:0.83 101:0.97 104:0.84 106:0.81 108:0.98 114:0.63 117:0.86 120:0.78 122:0.77 123:0.98 124:0.95 126:0.44 127:0.98 129:0.97 133:0.96 135:0.26 139:0.89 140:0.45 144:0.85 145:0.67 146:0.71 147:0.75 149:0.90 150:0.56 151:0.84 153:0.71 154:0.78 155:0.58 158:0.79 159:0.98 161:0.76 162:0.78 164:0.74 165:0.70 167:0.63 172:0.99 173:0.06 176:0.66 177:0.70 179:0.09 181:0.74 187:0.39 190:0.77 191:0.83 192:0.59 195:1.00 201:0.68 202:0.67 204:0.85 206:0.81 208:0.54 212:0.55 215:0.44 216:0.86 220:0.62 222:0.60 230:0.75 232:0.89 233:0.76 235:0.42 241:0.10 242:0.50 243:0.08 245:0.99 247:0.94 248:0.82 253:0.88 255:0.74 256:0.71 259:0.21 260:0.75 265:0.69 266:0.94 267:0.28 268:0.72 271:0.60 276:0.99 279:0.82 282:0.77 283:0.82 285:0.56 290:0.63 297:0.36 300:0.84\n2 1:0.74 6:0.95 8:0.88 9:0.80 11:0.92 12:0.37 17:0.73 18:0.94 20:0.92 21:0.30 22:0.93 27:0.44 28:0.76 29:0.86 30:0.43 31:0.95 34:0.29 36:0.80 37:0.45 39:0.56 41:0.88 43:0.96 45:0.93 47:0.93 60:0.95 64:0.77 66:0.36 69:0.19 70:0.85 71:0.63 74:0.86 78:0.87 79:0.94 81:0.61 83:0.91 85:0.93 86:0.97 91:0.22 96:0.84 98:0.63 100:0.90 101:0.87 104:0.88 106:0.81 108:0.92 111:0.87 114:0.65 117:0.86 120:0.74 122:0.57 123:0.92 124:0.83 126:0.54 127:0.85 129:0.93 133:0.84 135:0.82 137:0.95 139:0.96 140:0.45 144:0.85 146:0.32 147:0.39 149:0.93 150:0.77 151:0.92 152:0.86 153:0.72 154:0.96 155:0.67 158:0.92 159:0.86 161:0.76 162:0.55 164:0.70 165:0.93 167:0.66 169:0.88 172:0.89 173:0.10 176:0.73 177:0.70 179:0.19 181:0.74 186:0.87 187:0.21 189:0.96 191:0.70 192:0.87 196:0.97 201:0.93 202:0.67 206:0.81 208:0.64 212:0.57 215:0.44 216:0.39 219:0.95 222:0.60 232:0.91 235:0.52 238:0.91 241:0.21 242:0.16 243:0.13 245:0.95 247:0.96 248:0.81 253:0.87 255:0.95 256:0.58 259:0.21 260:0.75 261:0.89 262:0.93 265:0.64 266:0.84 267:0.82 268:0.64 271:0.60 276:0.92 279:0.86 283:0.82 284:0.93 285:0.62 290:0.65 292:0.95 297:0.36 300:0.94\n3 1:0.64 6:0.96 7:0.81 8:0.92 9:0.80 11:0.75 12:0.37 17:0.03 18:0.75 20:0.98 21:0.47 26:0.99 27:0.17 28:0.91 29:0.91 30:0.54 31:1.00 32:0.80 34:0.86 36:0.76 37:0.62 39:0.29 41:0.99 43:0.80 44:0.93 45:0.81 58:1.00 60:0.99 64:0.77 66:0.88 69:0.73 70:0.56 71:0.57 74:0.83 77:0.70 78:0.98 79:1.00 81:0.76 83:0.91 85:0.80 86:0.82 91:0.89 96:0.99 97:0.98 98:0.79 100:0.99 101:0.87 108:0.56 111:0.99 114:0.80 120:0.98 121:0.90 122:0.75 123:0.53 126:0.54 127:0.27 129:0.05 135:0.28 137:1.00 138:0.99 139:0.92 140:0.45 141:1.00 145:0.44 146:0.73 147:0.77 149:0.78 150:0.60 151:0.99 152:0.94 153:0.96 154:0.74 155:0.67 158:0.92 159:0.29 161:0.87 162:0.78 164:0.97 165:0.93 167:0.84 169:0.99 172:0.67 173:0.81 176:0.73 177:0.70 179:0.49 181:0.55 186:0.98 187:0.21 189:0.97 191:0.80 192:0.87 195:0.62 196:1.00 199:1.00 201:0.62 202:0.94 204:0.84 208:0.64 212:0.75 215:0.63 216:0.92 219:0.95 220:0.74 222:0.60 223:0.99 224:0.98 230:0.87 233:0.76 234:0.98 235:0.80 238:0.96 241:0.78 242:0.33 243:0.89 247:0.74 248:0.99 253:0.99 255:0.95 256:0.96 259:0.21 260:0.98 261:0.97 265:0.79 266:0.54 267:0.19 268:0.96 271:0.38 274:1.00 276:0.54 279:0.86 281:0.91 282:0.88 283:0.82 284:1.00 285:0.62 290:0.80 292:0.95 297:0.36 299:0.88 300:0.43\n0 11:0.57 12:0.37 17:0.47 18:0.65 21:0.64 26:0.95 27:0.45 28:0.91 29:0.91 30:0.70 34:0.50 36:0.39 37:0.50 39:0.29 43:0.66 55:0.71 58:0.93 66:0.19 69:0.70 70:0.62 71:0.57 74:0.82 77:0.70 81:0.30 85:0.80 86:0.74 91:0.03 98:0.46 101:0.87 108:0.88 114:0.66 122:0.77 123:0.51 124:0.87 126:0.26 127:0.48 129:0.59 133:0.85 135:0.86 139:0.72 141:0.91 145:0.49 146:0.88 147:0.90 149:0.66 150:0.33 154:0.56 158:0.73 159:0.86 161:0.87 167:0.56 172:0.75 173:0.41 176:0.60 177:0.70 178:0.55 179:0.20 181:0.55 187:0.68 195:0.97 199:0.94 212:0.71 216:0.77 222:0.60 223:0.93 224:0.93 234:0.91 235:0.74 241:0.30 242:0.80 243:0.40 245:0.91 247:0.60 253:0.61 259:0.21 265:0.41 266:0.89 267:0.36 271:0.38 274:0.91 276:0.89 282:0.73 290:0.66 300:0.84\n0 11:0.57 12:0.37 17:0.66 18:0.63 21:0.78 26:0.94 27:0.45 28:0.91 29:0.91 30:0.45 34:0.83 36:0.29 37:0.50 39:0.29 43:0.76 58:0.93 66:0.69 69:0.82 70:0.25 71:0.57 74:0.49 85:0.72 86:0.72 91:0.11 98:0.15 101:0.87 108:0.67 122:0.57 123:0.65 127:0.09 129:0.05 135:0.88 139:0.70 141:0.91 145:0.67 146:0.22 147:0.28 149:0.50 154:0.67 159:0.10 161:0.87 167:0.57 172:0.21 173:0.83 177:0.70 178:0.55 179:0.12 181:0.55 187:0.68 199:0.94 212:0.61 216:0.77 222:0.60 223:0.93 224:0.93 234:0.91 235:0.98 241:0.35 242:0.63 243:0.73 247:0.30 253:0.40 259:0.21 265:0.16 266:0.17 267:0.28 271:0.38 274:0.91 276:0.20 300:0.18\n2 1:0.66 6:0.90 7:0.81 8:0.80 9:0.79 11:0.57 12:0.37 17:0.57 18:0.87 20:0.93 21:0.30 26:0.99 27:0.35 28:0.91 29:0.91 30:0.45 31:0.95 32:0.80 34:0.52 36:0.43 37:0.43 39:0.29 41:0.92 43:0.95 44:0.93 55:0.45 58:0.99 60:0.95 64:0.77 66:0.74 69:0.19 70:0.69 71:0.57 74:0.90 77:0.89 78:0.96 79:0.95 81:0.79 83:0.60 85:0.93 86:0.96 91:0.62 96:0.87 98:0.81 100:0.96 101:0.87 104:0.54 108:0.15 111:0.95 114:0.86 120:0.78 121:0.90 122:0.57 123:0.15 124:0.41 126:0.54 127:0.79 129:0.05 133:0.37 135:0.23 137:0.95 139:0.97 140:0.45 141:1.00 145:0.69 146:0.75 147:0.79 149:0.95 150:0.67 151:0.86 152:0.86 153:0.48 154:0.95 155:0.66 158:0.86 159:0.43 161:0.87 162:0.85 164:0.77 165:0.93 167:0.86 169:0.94 172:0.73 173:0.31 176:0.73 177:0.70 179:0.57 181:0.55 186:0.96 189:0.92 192:0.87 195:0.62 196:0.98 199:0.98 201:0.64 202:0.65 204:0.84 208:0.64 212:0.60 215:0.72 216:0.05 219:0.95 220:0.87 222:0.60 223:0.99 224:0.98 230:0.87 232:0.74 233:0.76 234:0.98 235:0.68 238:0.90 241:0.80 242:0.43 243:0.77 245:0.73 247:0.67 248:0.82 253:0.91 255:0.79 256:0.71 259:0.21 260:0.79 261:0.93 265:0.81 266:0.54 267:0.18 268:0.72 271:0.38 274:0.98 276:0.62 279:0.81 281:0.91 282:0.88 283:0.67 284:0.95 285:0.62 290:0.86 292:0.88 297:0.36 299:0.97 300:0.70\n1 1:0.69 7:0.81 9:0.74 11:0.75 12:0.37 17:0.47 18:0.97 21:0.30 22:0.93 26:0.99 27:0.39 28:0.91 29:0.91 30:0.53 31:0.90 32:0.80 34:0.93 36:0.59 37:0.67 39:0.29 41:0.82 43:0.88 44:0.93 45:0.92 47:0.93 58:0.98 60:0.99 64:0.77 66:0.51 69:0.54 70:0.62 71:0.57 74:0.98 77:0.89 79:0.90 81:0.85 83:0.60 85:0.99 86:0.99 91:0.10 96:0.74 98:0.73 101:0.87 104:0.95 106:0.81 108:0.80 114:0.86 117:0.86 120:0.62 121:0.99 122:0.57 123:0.79 124:0.74 126:0.54 127:0.76 129:0.89 133:0.78 135:0.77 137:0.90 139:1.00 140:0.45 141:1.00 145:0.87 146:0.75 147:0.79 149:1.00 150:0.85 151:0.68 153:0.48 154:0.86 155:0.65 158:0.86 159:0.82 161:0.87 162:0.86 164:0.57 165:0.93 167:0.51 172:0.96 173:0.32 176:0.73 177:0.70 179:0.14 181:0.55 187:0.21 192:0.87 195:0.93 196:0.95 199:0.99 201:0.67 202:0.36 204:0.85 206:0.81 208:0.64 212:0.86 215:0.72 216:0.89 219:0.95 220:0.74 222:0.60 223:0.99 224:0.99 230:0.87 232:0.96 233:0.76 234:0.98 235:0.95 241:0.07 242:0.37 243:0.31 245:0.98 247:0.82 248:0.64 253:0.82 255:0.73 256:0.45 259:0.21 260:0.63 262:0.93 265:0.73 266:0.54 267:0.59 268:0.46 271:0.38 274:0.97 276:0.95 279:0.82 281:0.91 282:0.88 283:0.67 284:0.89 285:0.62 290:0.86 292:0.88 297:0.36 299:0.97 300:0.84\n2 1:0.66 9:0.79 11:0.82 12:0.37 17:0.43 18:0.94 21:0.54 22:0.93 26:0.99 27:0.49 28:0.91 29:0.91 30:0.40 31:0.95 32:0.80 34:0.90 36:0.98 37:0.69 39:0.29 41:0.88 43:0.87 44:0.93 45:0.85 47:0.93 55:0.45 58:0.98 60:0.87 64:0.77 66:0.48 69:0.32 70:0.72 71:0.57 74:0.84 77:0.89 79:0.94 81:0.78 83:0.60 85:0.90 86:0.93 91:0.49 96:0.83 98:0.68 101:0.97 104:0.96 106:0.81 108:0.80 114:0.77 117:0.86 120:0.73 122:0.57 123:0.79 124:0.65 126:0.54 127:0.85 129:0.59 133:0.61 135:0.60 137:0.95 139:0.95 140:0.45 141:1.00 145:0.91 146:0.57 147:0.63 149:0.85 150:0.62 151:0.86 153:0.48 154:0.84 155:0.66 158:0.92 159:0.64 161:0.87 162:0.86 164:0.67 165:0.93 167:0.60 172:0.77 173:0.26 176:0.73 177:0.70 179:0.38 181:0.55 187:0.39 192:0.87 195:0.76 196:0.97 199:0.98 201:0.64 202:0.50 206:0.81 208:0.64 212:0.85 215:0.58 216:0.47 219:0.95 222:0.60 223:0.99 224:0.99 232:0.97 234:0.99 235:0.88 241:0.44 242:0.16 243:0.45 245:0.87 247:0.91 248:0.81 253:0.87 255:0.78 256:0.58 259:0.21 260:0.74 262:0.93 265:0.68 266:0.71 267:0.36 268:0.59 271:0.38 274:0.98 276:0.77 279:0.80 282:0.88 283:0.82 284:0.92 285:0.62 290:0.77 292:0.95 297:0.36 299:0.88 300:0.84\n2 1:0.64 7:0.81 9:0.79 11:0.82 12:0.37 17:0.26 18:0.96 21:0.47 22:0.93 26:0.99 27:0.21 28:0.91 29:0.91 30:0.21 31:0.94 34:0.73 36:0.83 37:0.74 39:0.29 41:0.82 43:0.95 45:0.92 47:0.93 58:0.98 60:0.87 64:0.77 66:0.85 69:0.23 70:0.88 71:0.57 74:0.95 79:0.93 81:0.76 83:0.60 85:0.98 86:0.98 91:0.22 96:0.87 97:0.94 98:0.89 101:0.97 104:0.84 106:0.81 108:0.18 114:0.80 117:0.86 120:0.78 121:0.90 122:0.57 123:0.18 124:0.39 126:0.54 127:0.74 129:0.59 133:0.61 135:0.44 137:0.94 139:0.98 140:0.80 141:1.00 146:0.99 147:0.99 149:0.97 150:0.60 151:0.86 153:0.48 154:0.95 155:0.66 158:0.92 159:0.87 161:0.87 162:0.86 164:0.66 165:0.93 167:0.57 172:0.97 173:0.10 176:0.73 177:0.70 179:0.15 181:0.55 187:0.39 192:0.87 196:0.97 199:0.99 201:0.62 202:0.50 204:0.84 206:0.81 208:0.64 212:0.67 215:0.63 216:0.95 219:0.95 222:0.60 223:0.99 224:0.99 230:0.87 232:0.89 233:0.76 234:0.98 235:0.80 241:0.35 242:0.24 243:0.86 245:0.92 247:0.93 248:0.77 253:0.92 255:0.79 256:0.58 259:0.21 260:0.79 262:0.93 265:0.89 266:0.75 267:0.84 268:0.59 271:0.38 274:0.97 276:0.95 279:0.82 281:0.91 283:0.82 284:0.89 285:0.62 290:0.80 292:0.95 297:0.36 300:0.84\n2 1:0.68 6:0.92 7:0.81 8:0.76 9:0.79 11:0.75 12:0.37 17:0.66 18:0.94 20:0.87 21:0.13 26:0.99 27:0.72 28:0.91 29:0.91 30:0.31 31:0.94 32:0.80 34:0.79 36:0.84 39:0.29 41:0.82 43:0.95 44:0.93 45:0.73 58:0.98 60:0.87 64:0.77 66:0.47 69:0.15 70:0.85 71:0.57 74:0.94 77:0.89 78:0.92 79:0.93 81:0.82 83:0.60 85:0.95 86:0.98 91:0.44 96:0.80 98:0.64 100:0.88 101:0.87 104:0.58 108:0.12 111:0.90 114:0.92 120:0.69 121:0.90 122:0.57 123:0.12 124:0.75 126:0.54 127:0.88 129:0.81 133:0.74 135:0.58 137:0.94 139:0.98 140:0.45 141:1.00 145:0.69 146:0.82 147:0.85 149:0.97 150:0.78 151:0.86 152:0.82 153:0.48 154:0.95 155:0.66 158:0.92 159:0.71 161:0.87 162:0.86 164:0.57 165:0.93 167:0.85 169:0.86 172:0.80 173:0.15 176:0.73 177:0.70 179:0.33 181:0.55 186:0.92 189:0.93 192:0.87 195:0.82 196:0.98 199:0.98 201:0.65 202:0.36 204:0.84 208:0.64 212:0.58 215:0.84 216:0.04 219:0.95 222:0.60 223:0.99 224:0.99 230:0.87 232:0.77 233:0.76 234:0.99 235:0.52 238:0.83 241:0.79 242:0.32 243:0.59 245:0.88 247:0.88 248:0.77 253:0.88 255:0.78 256:0.45 259:0.21 260:0.70 261:0.87 265:0.65 266:0.54 267:0.23 268:0.46 271:0.38 274:0.97 276:0.82 279:0.80 281:0.91 282:0.88 283:0.82 284:0.89 285:0.62 290:0.92 292:0.95 297:0.36 299:0.97 300:0.70\n0 1:0.67 6:0.87 7:0.81 8:0.74 9:0.80 11:0.75 12:0.37 17:0.57 18:0.80 20:0.98 21:0.22 22:0.93 26:0.99 27:0.37 28:0.91 29:0.91 30:0.26 31:0.98 32:0.80 34:0.45 36:0.98 37:0.62 39:0.29 41:0.94 43:0.89 44:0.93 45:0.89 47:0.93 48:0.91 58:0.99 60:0.97 64:0.77 66:0.96 69:0.47 70:0.77 71:0.57 74:0.87 77:0.70 78:0.92 79:0.98 81:0.81 83:0.91 85:0.85 86:0.88 91:0.54 96:0.95 97:0.89 98:0.97 100:0.89 101:0.87 104:0.94 106:0.81 108:0.36 111:0.90 114:0.90 117:0.86 120:0.90 121:0.90 122:0.75 123:0.34 126:0.54 127:0.76 129:0.05 135:0.56 137:0.98 139:0.94 140:0.45 141:1.00 145:0.45 146:0.96 147:0.97 149:0.83 150:0.73 151:0.95 152:0.90 153:0.85 154:0.88 155:0.67 158:0.92 159:0.65 161:0.87 162:0.77 164:0.85 165:0.93 167:0.59 169:0.86 172:0.89 173:0.38 176:0.73 177:0.70 179:0.34 181:0.55 186:0.92 187:0.68 189:0.89 192:0.87 195:0.80 196:0.99 199:0.98 201:0.64 202:0.79 204:0.84 206:0.81 208:0.64 212:0.71 215:0.79 216:0.58 219:0.95 220:0.74 222:0.60 223:0.99 224:0.99 230:0.87 232:0.96 233:0.76 234:0.98 235:0.60 238:0.84 241:0.39 242:0.24 243:0.96 247:0.90 248:0.91 253:0.96 255:0.95 256:0.82 259:0.21 260:0.90 261:0.90 262:0.93 265:0.97 266:0.63 267:0.23 268:0.83 271:0.38 274:0.99 276:0.81 279:0.82 281:0.91 282:0.88 283:0.82 284:0.98 285:0.62 290:0.90 292:0.95 297:0.36 299:0.88 300:0.55\n2 1:0.64 6:0.91 7:0.81 8:0.74 9:0.80 11:0.82 12:0.37 17:0.18 18:0.95 20:0.98 21:0.47 22:0.93 26:0.99 27:0.21 28:0.91 29:0.91 30:0.21 31:0.98 34:0.75 36:0.87 37:0.74 39:0.29 41:0.94 43:0.95 45:0.92 47:0.93 58:0.99 60:0.98 64:0.77 66:0.85 69:0.23 70:0.89 71:0.57 74:0.94 78:0.92 79:0.98 81:0.76 83:0.60 85:0.97 86:0.98 91:0.46 96:0.93 97:0.89 98:0.89 100:0.92 101:0.97 104:0.84 106:0.81 108:0.18 111:0.91 114:0.80 117:0.86 120:0.89 121:0.97 122:0.57 123:0.18 124:0.39 126:0.54 127:0.73 129:0.59 133:0.61 135:0.47 137:0.98 139:0.98 140:0.45 141:1.00 146:0.99 147:0.99 149:0.96 150:0.60 151:0.96 152:0.90 153:0.88 154:0.95 155:0.67 158:0.92 159:0.87 161:0.87 162:0.70 164:0.85 165:0.93 167:0.57 169:0.90 172:0.97 173:0.10 176:0.73 177:0.70 179:0.15 181:0.55 186:0.92 187:0.39 189:0.92 192:0.87 196:0.99 199:0.99 201:0.62 202:0.78 204:0.85 206:0.81 208:0.64 212:0.67 215:0.63 216:0.95 219:0.95 220:0.74 222:0.60 223:0.99 224:0.99 230:0.87 232:0.89 233:0.76 234:0.98 235:0.80 238:0.87 241:0.32 242:0.24 243:0.86 245:0.92 247:0.93 248:0.92 253:0.96 255:0.94 256:0.79 259:0.21 260:0.89 261:0.91 262:0.93 265:0.89 266:0.75 267:0.88 268:0.81 271:0.38 274:0.99 276:0.94 279:0.82 281:0.91 283:0.82 284:0.97 285:0.62 290:0.80 292:0.95 297:0.36 300:0.84\n2 1:0.69 6:0.90 8:0.68 9:0.71 11:0.75 12:0.37 17:0.22 18:0.97 20:0.86 26:0.99 27:0.70 28:0.91 29:0.91 30:0.19 34:0.47 36:0.97 37:0.32 39:0.29 43:0.85 45:0.95 58:0.93 60:0.87 64:0.77 66:0.54 69:0.61 70:0.93 71:0.57 74:0.90 78:0.87 81:0.85 83:0.60 85:0.95 86:0.97 91:0.31 96:0.72 98:0.76 100:0.86 101:0.87 104:0.90 106:0.81 108:0.79 111:0.86 114:0.98 117:0.86 120:0.59 122:0.57 123:0.78 124:0.83 126:0.54 127:0.72 129:0.81 133:0.89 135:0.73 139:0.97 140:0.45 141:0.91 146:0.77 147:0.80 149:0.96 150:0.86 151:0.57 152:0.81 153:0.48 154:0.81 155:0.58 158:0.92 159:0.91 161:0.87 162:0.76 164:0.68 165:0.93 167:0.57 169:0.84 172:0.96 173:0.25 176:0.73 177:0.70 179:0.14 181:0.55 186:0.87 187:0.39 189:0.91 190:0.95 192:0.57 199:0.99 201:0.67 202:0.58 206:0.81 208:0.64 212:0.51 215:0.96 216:0.35 219:0.95 220:0.91 222:0.60 223:0.99 224:0.93 232:0.93 234:0.91 235:0.31 238:0.82 241:0.35 242:0.19 243:0.31 245:0.95 247:0.91 248:0.58 253:0.79 255:0.70 256:0.58 259:0.21 260:0.59 261:0.84 265:0.76 266:0.94 267:0.28 268:0.62 271:0.38 274:0.91 276:0.95 279:0.80 283:0.82 285:0.56 290:0.98 292:0.95 297:0.36 300:0.84\n1 1:0.64 7:0.81 11:0.82 12:0.37 17:0.51 18:0.96 21:0.47 22:0.93 26:0.99 27:0.50 28:0.91 29:0.91 30:0.21 32:0.80 34:0.80 36:0.88 37:0.60 39:0.29 43:0.95 44:0.93 45:0.93 47:0.93 58:0.93 60:0.95 64:0.77 66:0.72 69:0.27 70:0.89 71:0.57 74:0.96 77:0.70 81:0.76 83:0.60 85:0.98 86:0.98 91:0.07 97:0.89 98:0.88 101:0.97 104:0.84 106:0.81 108:0.21 114:0.80 117:0.86 121:0.90 122:0.57 123:0.20 124:0.46 126:0.54 127:0.88 129:0.59 133:0.61 135:0.61 139:0.99 141:0.91 145:0.70 146:0.99 147:0.99 149:0.98 150:0.60 154:0.95 155:0.57 158:0.92 159:0.89 161:0.87 165:0.93 167:0.50 172:0.98 173:0.10 176:0.73 177:0.70 178:0.55 179:0.14 181:0.55 187:0.39 192:0.56 195:0.97 199:0.99 201:0.62 204:0.84 206:0.81 208:0.64 212:0.60 215:0.63 216:0.86 219:0.95 222:0.60 223:0.99 224:0.93 230:0.87 232:0.89 233:0.76 234:0.91 235:0.80 241:0.03 242:0.24 243:0.75 245:0.98 247:0.93 253:0.72 259:0.21 262:0.93 265:0.88 266:0.80 267:0.52 271:0.38 274:0.91 276:0.96 279:0.82 281:0.91 282:0.88 283:0.82 290:0.80 292:0.95 297:0.36 299:0.88 300:0.84\n2 1:0.66 6:0.92 7:0.69 8:0.83 9:0.80 11:0.82 12:0.37 17:0.55 18:0.95 20:0.96 21:0.30 26:0.99 27:0.47 28:0.91 29:0.91 30:0.21 31:0.97 32:0.80 34:0.59 36:1.00 37:0.49 39:0.29 41:0.95 43:0.76 44:0.93 45:0.81 48:0.91 55:0.45 58:0.99 60:0.99 64:0.77 66:0.82 69:0.81 70:0.85 71:0.57 74:0.89 77:0.70 78:0.88 79:0.97 81:0.79 83:0.60 85:0.95 86:0.97 91:0.44 96:0.90 97:0.94 98:0.69 100:0.84 101:0.97 104:0.95 106:0.81 108:0.65 111:0.85 114:0.86 120:0.83 122:0.57 123:0.63 124:0.39 126:0.54 127:0.24 129:0.05 133:0.37 135:0.90 137:0.97 139:0.98 140:0.45 141:1.00 145:0.59 146:0.95 147:0.28 149:0.93 150:0.67 151:0.94 152:0.89 153:0.82 154:0.68 155:0.66 158:0.92 159:0.68 161:0.87 162:0.79 164:0.84 165:0.93 167:0.57 169:0.82 172:0.92 173:0.63 176:0.73 177:0.05 179:0.15 181:0.55 186:0.88 187:0.87 189:0.93 192:0.87 195:0.94 196:0.99 199:0.99 201:0.64 202:0.75 204:0.82 206:0.81 208:0.64 212:0.70 215:0.72 216:0.66 219:0.95 222:0.60 223:0.99 224:0.98 230:0.71 233:0.66 234:0.98 235:0.68 238:0.83 241:0.35 242:0.24 243:0.15 245:0.89 247:0.94 248:0.89 253:0.93 255:0.94 256:0.79 257:0.84 259:0.21 260:0.84 261:0.87 265:0.70 266:0.75 267:0.73 268:0.80 271:0.38 274:0.99 276:0.86 279:0.82 281:0.86 282:0.88 283:0.82 284:0.97 285:0.62 290:0.86 292:0.95 297:0.36 299:0.88 300:0.84\n1 1:0.62 6:0.86 8:0.71 9:0.75 10:0.97 11:0.86 12:0.92 17:0.69 18:0.92 20:0.87 21:0.47 22:0.93 23:0.99 27:0.30 28:0.96 29:0.86 30:0.52 31:0.95 33:0.97 34:0.37 36:0.18 37:0.71 39:0.55 41:0.82 43:0.76 44:0.88 45:0.98 47:0.93 48:0.91 62:0.99 64:0.77 66:0.45 69:0.95 70:0.81 71:0.81 74:0.86 75:0.98 76:0.85 78:0.99 79:0.94 81:0.61 83:0.91 85:0.80 86:0.92 91:0.11 96:0.84 97:0.98 98:0.56 99:0.95 100:0.98 101:1.00 102:0.96 104:0.58 108:0.93 111:0.98 114:0.78 117:0.86 120:0.79 122:0.82 123:0.93 124:0.87 126:0.51 127:0.96 128:0.98 129:0.59 131:0.84 133:0.89 135:0.71 137:0.95 139:0.92 140:0.97 144:0.76 145:0.67 146:0.88 147:0.80 149:0.89 150:0.47 151:0.77 152:0.86 153:0.89 154:0.20 155:0.66 157:0.86 158:0.81 159:0.89 161:0.60 162:0.55 164:0.75 165:0.81 166:0.77 167:0.45 168:0.98 169:0.95 170:0.82 172:0.95 173:0.88 174:0.97 176:0.70 177:0.70 178:0.42 179:0.15 181:0.66 182:0.80 186:0.99 187:0.87 189:0.88 192:0.98 195:0.96 196:0.97 197:0.96 201:0.60 202:0.81 205:0.98 208:0.64 212:0.77 216:0.29 219:0.94 220:0.62 222:0.35 226:0.98 227:0.91 229:0.89 231:0.67 232:0.95 235:0.68 236:0.95 238:0.92 239:0.97 242:0.15 243:0.22 245:0.96 246:0.93 247:0.99 248:0.70 253:0.88 255:0.78 256:0.80 257:0.65 259:0.21 260:0.79 261:0.94 262:0.93 265:0.57 266:0.89 267:0.23 268:0.79 271:0.16 276:0.96 279:0.81 281:0.91 283:0.82 284:0.97 285:0.62 287:0.95 290:0.78 291:0.97 292:0.95 300:0.84\n2 1:0.67 6:0.85 8:0.64 9:0.76 10:0.93 11:0.84 12:0.92 17:0.30 18:0.83 20:0.88 21:0.22 22:0.93 23:0.97 27:0.35 28:0.96 29:0.86 30:0.33 31:0.94 33:0.97 34:0.58 36:0.43 37:0.48 39:0.55 41:0.88 43:0.85 45:0.89 47:0.93 60:0.95 62:0.98 64:0.77 66:0.45 69:0.62 70:0.96 71:0.81 74:0.78 75:0.99 78:0.90 79:0.94 81:0.79 83:0.91 85:0.72 86:0.84 91:0.17 96:0.82 98:0.35 100:0.88 101:0.96 104:0.94 106:0.81 108:0.47 111:0.88 114:0.90 117:0.86 120:0.68 123:0.45 124:0.93 126:0.54 127:0.85 128:0.97 129:0.05 131:0.84 133:0.95 135:0.93 137:0.94 139:0.85 140:0.87 144:0.76 146:0.84 147:0.86 149:0.79 150:0.62 151:0.81 152:0.95 153:0.77 154:0.81 155:0.66 157:0.76 158:0.86 159:0.91 161:0.60 162:0.52 164:0.69 165:0.93 166:0.77 167:0.46 168:0.97 169:0.85 170:0.82 172:0.75 173:0.27 174:0.86 176:0.73 177:0.88 178:0.48 179:0.39 181:0.66 182:0.80 186:0.90 187:0.87 189:0.85 192:0.99 196:0.95 197:0.89 201:0.66 202:0.72 205:0.97 206:0.81 208:0.64 212:0.39 215:0.79 216:0.64 219:0.95 220:0.62 222:0.35 226:0.96 227:0.91 229:0.89 231:0.67 232:0.97 235:0.52 236:0.97 238:0.83 239:0.95 241:0.03 242:0.14 243:0.58 245:0.71 246:0.94 247:0.96 248:0.75 253:0.85 255:0.79 256:0.64 259:0.21 260:0.69 261:0.90 262:0.93 265:0.37 266:0.97 267:0.69 268:0.67 271:0.16 276:0.78 279:0.81 283:0.67 284:0.94 285:0.62 287:0.95 290:0.90 291:0.97 292:0.88 297:0.36 300:0.94\n2 1:0.64 6:0.87 8:0.74 9:0.75 10:0.94 11:0.84 12:0.92 17:0.45 18:0.80 20:0.95 21:0.54 22:0.93 23:0.99 27:0.35 28:0.96 29:0.86 30:0.15 31:0.92 33:0.97 34:0.36 36:0.33 37:0.49 39:0.55 41:0.93 43:0.84 45:0.88 47:0.93 60:0.95 62:0.98 64:0.77 66:0.35 69:0.63 70:0.97 71:0.81 74:0.80 75:0.99 78:0.97 79:0.91 81:0.74 83:0.91 85:0.72 86:0.84 91:0.51 96:0.77 98:0.30 100:0.96 101:0.96 104:0.90 106:0.81 108:0.48 111:0.95 114:0.77 117:0.86 120:0.65 122:0.55 123:0.46 124:0.93 126:0.54 127:0.84 128:0.97 129:0.05 131:0.84 133:0.94 135:0.89 137:0.92 139:0.85 140:0.80 144:0.76 146:0.79 147:0.83 149:0.84 150:0.55 151:0.66 152:0.96 153:0.87 154:0.81 155:0.65 157:0.76 158:0.86 159:0.92 161:0.60 162:0.55 164:0.80 165:0.93 166:0.77 167:0.48 168:0.97 169:0.94 170:0.82 172:0.78 173:0.27 174:0.88 176:0.73 177:0.88 178:0.42 179:0.30 181:0.66 182:0.80 186:0.96 187:0.87 189:0.90 191:0.70 192:0.98 196:0.94 197:0.88 201:0.63 202:0.77 205:0.98 206:0.81 208:0.64 212:0.37 215:0.58 216:0.84 219:0.95 220:0.93 222:0.35 226:0.96 227:0.91 229:0.89 231:0.67 232:0.95 235:0.80 236:0.97 238:0.89 239:0.94 241:0.12 242:0.13 243:0.51 245:0.79 246:0.93 247:0.97 248:0.71 253:0.81 255:0.78 256:0.71 259:0.21 260:0.66 261:0.96 262:0.93 265:0.32 266:0.96 267:0.73 268:0.75 271:0.16 276:0.83 279:0.81 283:0.67 284:0.97 285:0.62 287:0.95 290:0.77 291:0.97 292:0.88 297:0.36 300:0.98\n2 1:0.68 6:0.87 8:0.71 9:0.79 10:0.95 11:0.84 12:0.92 17:0.45 18:0.82 20:0.88 21:0.13 22:0.93 23:0.98 27:0.35 28:0.96 29:0.86 30:0.32 31:0.96 33:0.97 34:0.29 36:0.34 37:0.49 39:0.55 41:0.90 43:0.84 45:0.92 47:0.93 60:0.87 62:0.99 64:0.77 66:0.12 69:0.63 70:0.92 71:0.81 74:0.78 75:0.99 78:0.98 79:0.95 81:0.80 83:0.91 85:0.72 86:0.86 91:0.54 96:0.85 98:0.31 100:0.97 101:0.96 104:0.90 106:0.81 108:0.48 111:0.97 114:0.92 117:0.86 120:0.76 122:0.55 123:0.91 124:0.96 126:0.54 127:0.84 128:0.98 129:0.59 131:0.84 133:0.96 135:0.89 137:0.96 139:0.87 140:0.87 144:0.76 146:0.69 147:0.74 149:0.79 150:0.66 151:0.83 152:0.96 153:0.78 154:0.81 155:0.66 157:0.82 158:0.86 159:0.93 161:0.60 162:0.56 164:0.74 165:0.93 166:0.77 167:0.46 168:0.98 169:0.94 170:0.82 172:0.73 173:0.24 174:0.92 176:0.73 177:0.88 178:0.48 179:0.29 181:0.66 182:0.80 186:0.98 187:0.87 189:0.89 192:0.99 196:0.96 197:0.91 201:0.67 202:0.70 205:0.98 206:0.81 208:0.64 212:0.41 215:0.84 216:0.84 219:0.95 220:0.62 222:0.35 226:0.96 227:0.91 229:0.89 231:0.67 232:0.95 235:0.42 236:0.97 238:0.91 239:0.95 241:0.03 242:0.16 243:0.44 245:0.79 246:0.94 247:0.97 248:0.83 253:0.88 255:0.95 256:0.64 259:0.21 260:0.77 261:0.96 262:0.93 265:0.25 266:0.96 267:0.59 268:0.68 271:0.16 276:0.84 279:0.80 283:0.67 284:0.95 285:0.62 287:0.95 290:0.92 291:0.97 292:0.88 297:0.36 300:0.94\n1 1:0.65 6:0.87 7:0.70 8:0.73 9:0.73 10:0.95 11:0.84 12:0.92 17:0.49 18:0.78 20:0.85 21:0.40 22:0.93 23:0.96 27:0.51 28:0.96 29:0.86 30:0.72 31:0.90 32:0.67 33:0.97 34:0.80 36:0.76 37:0.37 39:0.55 41:0.82 43:0.90 45:0.91 47:0.93 60:0.87 62:0.97 64:0.77 66:0.33 69:0.45 70:0.62 71:0.81 74:0.80 75:0.99 77:0.70 78:0.90 79:0.89 81:0.76 83:0.91 85:0.72 86:0.86 91:0.14 96:0.73 97:0.89 98:0.54 100:0.83 101:0.96 104:0.80 106:0.81 108:0.35 111:0.87 114:0.82 117:0.86 120:0.61 122:0.55 123:0.34 124:0.77 126:0.54 127:0.46 128:0.96 129:0.59 131:0.84 133:0.73 135:0.95 137:0.90 139:0.87 140:0.80 144:0.76 145:0.83 146:0.74 147:0.78 149:0.86 150:0.58 151:0.63 152:0.81 153:0.69 154:0.89 155:0.65 157:0.82 158:0.86 159:0.64 161:0.60 162:0.59 164:0.62 165:0.93 166:0.77 167:0.45 168:0.96 169:0.81 170:0.82 172:0.63 173:0.33 174:0.89 176:0.73 177:0.88 178:0.42 179:0.39 181:0.66 182:0.80 186:0.90 187:0.21 189:0.89 192:0.98 195:0.84 196:0.92 197:0.91 201:0.65 202:0.55 204:0.80 205:0.95 206:0.81 208:0.64 212:0.54 215:0.67 216:0.49 219:0.95 220:0.82 222:0.35 226:0.96 227:0.91 229:0.88 230:0.73 231:0.67 232:0.89 233:0.76 235:0.68 236:0.97 238:0.82 239:0.96 242:0.14 243:0.50 245:0.80 246:0.93 247:0.86 248:0.61 253:0.74 255:0.73 256:0.45 259:0.21 260:0.61 261:0.84 262:0.93 265:0.55 266:0.63 267:0.44 268:0.55 271:0.16 276:0.72 279:0.81 282:0.75 283:0.67 284:0.90 285:0.62 287:0.95 290:0.82 291:0.97 292:0.88 297:0.36 300:0.84\n1 1:0.64 10:0.91 11:0.75 12:0.92 17:0.30 18:0.70 21:0.54 27:0.45 28:0.96 29:0.86 30:0.61 34:0.83 36:0.23 37:0.50 39:0.55 43:0.58 45:0.87 64:0.77 66:0.64 69:0.70 70:0.53 71:0.81 74:0.67 75:0.99 81:0.69 83:0.69 86:0.78 91:0.14 97:0.94 98:0.65 99:0.95 101:0.65 108:0.53 114:0.77 122:0.55 123:0.51 124:0.46 126:0.54 127:0.40 129:0.05 131:0.61 133:0.39 135:0.86 139:0.81 144:0.76 145:0.44 146:0.78 147:0.81 149:0.59 150:0.54 154:0.73 155:0.49 157:0.79 158:0.84 159:0.54 161:0.60 165:0.81 166:0.77 167:0.48 170:0.82 172:0.61 173:0.66 174:0.83 176:0.73 177:0.88 178:0.55 179:0.58 181:0.66 182:0.79 187:0.68 192:0.48 197:0.86 201:0.63 208:0.64 212:0.30 215:0.58 216:0.77 219:0.95 222:0.35 226:0.95 227:0.61 229:0.61 231:0.67 235:0.80 236:0.97 239:0.93 241:0.15 242:0.14 243:0.69 245:0.71 246:0.93 247:0.79 253:0.61 254:0.80 259:0.21 265:0.66 266:0.71 267:0.28 271:0.16 276:0.55 279:0.79 283:0.66 287:0.61 290:0.77 292:0.87 297:0.36 300:0.43\n2 1:0.65 6:0.85 8:0.72 9:0.74 10:0.94 11:0.84 12:0.92 17:0.43 18:0.75 20:0.95 21:0.40 22:0.93 23:0.98 27:0.35 28:0.96 29:0.86 30:0.43 31:0.91 33:0.97 34:0.44 36:0.68 37:0.48 39:0.55 41:0.92 43:0.85 45:0.90 47:0.93 60:0.95 62:0.98 64:0.77 66:0.46 69:0.62 70:0.87 71:0.81 74:0.81 75:0.99 78:0.90 79:0.91 81:0.76 83:0.91 85:0.72 86:0.84 91:0.37 96:0.76 98:0.41 100:0.87 101:0.96 104:0.94 106:0.81 108:0.47 111:0.88 114:0.82 117:0.86 120:0.64 122:0.83 123:0.46 124:0.86 126:0.54 127:0.77 128:0.97 129:0.05 131:0.84 133:0.88 135:0.92 137:0.91 139:0.85 140:0.87 144:0.76 146:0.82 147:0.85 149:0.85 150:0.58 151:0.64 152:0.95 153:0.78 154:0.81 155:0.65 157:0.77 158:0.86 159:0.87 161:0.60 162:0.50 164:0.75 165:0.93 166:0.77 167:0.45 168:0.97 169:0.85 170:0.82 172:0.77 173:0.34 174:0.83 176:0.73 177:0.88 178:0.48 179:0.36 181:0.66 182:0.80 186:0.90 187:0.87 189:0.88 192:0.98 196:0.93 197:0.87 201:0.65 202:0.77 205:0.98 206:0.81 208:0.64 212:0.55 215:0.67 216:0.64 219:0.95 220:0.91 222:0.35 226:0.96 227:0.91 229:0.89 231:0.67 232:0.97 235:0.68 236:0.97 238:0.83 239:0.94 241:0.01 242:0.19 243:0.59 245:0.79 246:0.93 247:0.93 248:0.68 253:0.80 255:0.77 256:0.68 259:0.21 260:0.65 261:0.90 262:0.93 265:0.43 266:0.91 267:0.65 268:0.70 271:0.16 276:0.77 279:0.81 283:0.67 284:0.95 285:0.62 287:0.95 290:0.82 291:0.97 292:0.88 297:0.36 300:0.94\n1 1:0.67 7:0.70 10:1.00 11:0.86 12:0.92 17:0.40 18:0.95 21:0.22 22:0.93 27:0.41 28:0.96 29:0.86 30:0.85 32:0.80 33:0.97 34:0.83 36:0.18 37:0.44 39:0.55 43:0.82 44:0.93 45:0.96 47:0.93 64:0.77 66:0.88 69:0.50 70:0.48 71:0.81 74:0.97 77:0.70 81:0.75 83:0.69 85:0.95 86:0.99 91:0.12 98:0.83 99:0.95 101:1.00 102:0.98 104:0.96 106:0.81 108:0.38 114:0.90 117:0.86 122:0.93 123:0.37 124:0.37 126:0.54 127:0.74 129:0.05 131:0.61 133:0.45 135:0.87 139:0.99 144:0.76 145:0.42 146:0.95 147:0.96 149:0.98 150:0.61 154:0.85 155:0.54 157:0.88 159:0.74 161:0.60 165:0.81 166:0.77 167:0.48 170:0.82 172:0.97 173:0.34 174:0.96 176:0.73 177:0.88 178:0.55 179:0.17 181:0.66 182:0.79 187:0.87 192:0.56 195:0.86 197:0.98 201:0.66 202:0.36 204:0.81 206:0.81 208:0.64 212:0.85 215:0.79 216:0.75 222:0.35 227:0.61 229:0.61 230:0.73 231:0.67 232:0.98 233:0.66 235:0.52 236:0.97 239:1.00 241:0.15 242:0.17 243:0.89 245:0.93 246:0.94 247:0.92 253:0.75 259:0.21 262:0.93 265:0.83 266:0.54 267:0.44 271:0.16 276:0.93 282:0.88 287:0.61 290:0.90 291:0.97 297:0.36 299:0.88 300:0.70\n2 1:0.65 6:0.89 7:0.69 8:0.75 9:0.73 10:0.92 11:0.75 12:0.92 17:0.32 18:0.75 20:0.96 21:0.40 22:0.93 23:0.98 27:0.26 28:0.96 29:0.86 30:0.17 31:0.90 32:0.74 33:0.97 34:0.64 36:0.33 37:0.70 39:0.55 43:0.23 44:0.93 45:0.93 47:0.93 55:0.71 62:0.97 64:0.77 66:0.33 69:0.93 70:0.85 71:0.81 74:0.72 75:0.99 76:0.85 77:0.70 78:0.98 79:0.89 81:0.72 83:0.69 86:0.77 91:0.33 96:0.74 97:0.98 98:0.82 99:0.95 100:0.96 101:0.65 102:0.98 104:0.79 106:0.81 108:0.93 111:0.96 114:0.82 117:0.86 120:0.61 123:0.92 124:0.83 126:0.54 127:0.98 128:0.96 129:0.59 131:0.84 133:0.81 135:0.85 137:0.90 139:0.88 140:0.45 144:0.76 145:0.54 146:0.94 147:0.73 149:0.71 150:0.57 151:0.62 152:0.96 153:0.48 154:0.27 155:0.65 157:0.82 158:0.85 159:0.94 161:0.60 162:0.66 164:0.73 165:0.81 166:0.77 167:0.48 168:0.96 169:0.92 170:0.82 172:0.96 173:0.71 174:0.99 176:0.73 177:0.05 179:0.12 181:0.66 182:0.80 186:0.98 187:0.21 189:0.90 192:0.98 193:0.98 195:0.99 196:0.93 197:0.96 201:0.65 202:0.65 204:0.80 205:0.98 206:0.81 208:0.64 212:0.61 215:0.67 216:0.52 219:0.95 220:0.91 222:0.35 226:0.95 227:0.91 229:0.89 230:0.71 231:0.67 232:0.88 233:0.76 235:0.68 236:0.97 238:0.87 239:0.96 241:0.15 242:0.54 243:0.07 245:0.99 246:0.93 247:0.99 248:0.62 253:0.73 254:0.74 255:0.73 256:0.64 257:0.93 259:0.21 260:0.62 261:0.95 262:0.93 265:0.82 266:0.80 267:0.98 268:0.67 271:0.16 276:0.97 279:0.81 281:0.91 282:0.83 283:0.66 284:0.94 285:0.62 287:0.95 290:0.82 291:0.97 292:0.87 297:0.36 300:0.84\n1 1:0.61 10:0.89 11:0.75 12:0.92 17:0.45 18:0.67 21:0.68 27:0.45 28:0.96 29:0.86 30:0.17 32:0.74 34:0.96 36:0.18 37:0.50 39:0.55 43:0.12 44:0.93 45:0.73 55:0.52 64:0.77 66:0.49 69:0.70 70:0.80 71:0.81 74:0.55 77:0.70 81:0.65 83:0.69 86:0.75 91:0.09 98:0.61 99:0.95 101:0.65 102:0.98 108:0.74 114:0.70 123:0.72 124:0.55 126:0.54 127:0.33 129:0.05 131:0.61 133:0.45 135:0.74 139:0.79 144:0.76 145:0.52 146:0.41 147:0.47 149:0.11 150:0.49 154:0.68 155:0.48 157:0.76 159:0.46 161:0.60 165:0.81 166:0.77 167:0.48 170:0.82 172:0.45 173:0.69 174:0.79 176:0.73 177:0.88 178:0.55 179:0.65 181:0.66 182:0.79 187:0.68 192:0.46 195:0.73 197:0.83 201:0.57 208:0.64 212:0.30 215:0.49 216:0.77 222:0.35 227:0.61 229:0.61 231:0.67 235:0.95 236:0.97 239:0.92 241:0.15 242:0.33 243:0.40 245:0.68 246:0.93 247:0.76 253:0.55 254:0.90 259:0.21 265:0.62 266:0.63 267:0.23 271:0.16 276:0.46 277:0.69 282:0.82 287:0.61 290:0.70 297:0.36 300:0.55\n2 7:0.69 8:0.70 10:0.87 11:0.75 12:0.92 17:0.55 18:0.61 21:0.40 27:0.26 28:0.96 29:0.86 30:0.19 32:0.71 34:0.64 36:0.37 37:0.70 39:0.55 43:0.23 45:0.91 55:0.45 66:0.33 69:0.93 70:0.85 71:0.81 74:0.64 77:0.70 81:0.33 86:0.67 91:0.44 98:0.66 101:0.65 102:0.94 104:0.91 106:0.81 108:0.85 120:0.58 123:0.84 124:0.90 126:0.24 127:0.97 129:0.59 131:0.61 133:0.91 135:0.71 139:0.65 140:0.96 144:0.76 145:0.58 146:0.98 147:0.73 149:0.71 150:0.36 151:0.51 153:0.45 154:0.24 157:0.76 159:0.92 161:0.60 162:0.47 164:0.64 166:0.61 167:0.50 170:0.82 172:0.95 173:0.76 174:0.96 177:0.38 178:0.54 179:0.13 181:0.66 182:0.72 187:0.21 190:0.95 195:0.98 197:0.91 202:0.77 206:0.81 212:0.77 215:0.67 216:0.52 220:0.93 222:0.35 227:0.61 229:0.61 230:0.71 231:0.63 233:0.76 235:0.42 239:0.87 241:0.24 242:0.72 243:0.10 245:0.97 246:0.61 247:0.98 248:0.51 253:0.48 254:0.80 256:0.58 257:0.84 259:0.21 260:0.58 265:0.67 266:0.80 267:0.98 268:0.57 271:0.16 276:0.97 282:0.79 283:0.67 285:0.46 287:0.61 297:0.36 300:0.84\n1 1:0.68 7:0.70 9:0.73 10:0.99 11:0.86 12:0.92 17:0.51 18:0.92 21:0.13 22:0.93 27:0.24 28:0.96 29:0.86 30:0.45 32:0.80 33:0.97 34:0.83 36:0.40 37:0.47 39:0.55 43:0.85 44:0.93 45:0.96 47:0.93 60:0.87 64:0.77 66:0.34 69:0.15 70:0.74 71:0.81 74:0.91 75:0.99 77:0.70 81:0.80 83:0.91 85:0.85 86:0.97 91:0.06 96:0.80 98:0.72 101:0.96 102:0.98 104:0.91 106:0.81 108:0.12 114:0.92 117:0.86 120:0.69 123:0.75 124:0.67 126:0.54 127:0.84 129:0.59 131:0.61 133:0.64 135:0.96 139:0.97 140:0.45 144:0.76 145:0.42 146:0.77 147:0.81 149:0.95 150:0.66 151:0.85 153:0.48 154:0.81 155:0.63 157:0.86 158:0.86 159:0.73 161:0.60 162:0.86 164:0.56 165:0.93 166:0.77 167:0.46 170:0.82 172:0.90 173:0.14 174:0.93 176:0.73 177:0.88 179:0.17 181:0.66 182:0.79 187:0.68 190:0.89 192:0.86 193:0.98 195:0.84 197:0.95 201:0.67 202:0.36 204:0.83 206:0.81 208:0.64 212:0.87 215:0.84 216:0.14 219:0.95 222:0.35 226:0.96 227:0.61 229:0.61 230:0.73 231:0.67 232:0.99 233:0.76 235:0.42 236:0.97 239:0.99 241:0.05 242:0.52 243:0.50 245:0.97 246:0.94 247:0.94 248:0.77 253:0.88 255:0.72 256:0.45 259:0.21 260:0.70 262:0.93 265:0.56 266:0.84 267:0.18 268:0.46 271:0.16 276:0.93 279:0.80 281:0.91 282:0.88 283:0.67 285:0.50 287:0.61 290:0.92 291:0.97 292:0.88 297:0.36 299:0.88 300:0.70\n1 1:0.67 7:0.69 8:0.76 9:0.72 10:1.00 11:0.86 12:0.92 17:0.36 18:0.95 20:0.75 21:0.22 22:0.93 23:0.96 27:0.41 28:0.96 29:0.86 30:0.86 31:0.89 32:0.77 33:0.97 34:0.74 36:0.39 37:0.44 39:0.55 43:0.81 44:0.93 45:0.97 47:0.93 48:0.91 60:0.87 62:0.98 64:0.77 66:0.92 69:0.52 70:0.49 71:0.81 74:0.98 75:0.99 76:0.85 77:0.89 78:0.95 79:0.89 81:0.75 83:0.91 85:0.95 86:0.99 91:0.29 96:0.72 97:0.98 98:0.83 99:0.95 100:0.73 101:1.00 102:0.98 104:0.96 106:0.81 108:0.40 111:0.92 114:0.90 117:0.86 120:0.59 122:0.89 123:0.38 124:0.37 126:0.54 127:0.59 128:0.96 129:0.05 131:0.84 133:0.45 135:0.70 137:0.89 139:0.99 140:0.45 144:0.76 145:0.69 146:0.94 147:0.95 149:0.98 150:0.61 151:0.62 152:0.74 153:0.48 154:0.84 155:0.65 157:0.88 158:0.86 159:0.69 161:0.60 162:0.86 164:0.57 165:0.81 166:0.77 167:0.46 168:0.96 169:0.72 170:0.82 172:0.97 173:0.39 174:0.98 176:0.73 177:0.88 179:0.16 181:0.66 182:0.80 186:0.95 187:0.68 192:0.98 193:0.95 195:0.85 196:0.94 197:0.99 201:0.66 202:0.36 205:0.95 206:0.81 208:0.64 212:0.87 215:0.79 216:0.75 219:0.95 220:0.82 222:0.35 226:0.96 227:0.91 229:0.88 230:0.71 231:0.67 232:0.98 233:0.76 235:0.52 236:0.97 239:1.00 241:0.02 242:0.19 243:0.92 245:0.90 246:0.94 247:0.96 248:0.60 253:0.80 255:0.72 256:0.45 259:0.21 260:0.60 261:0.76 262:0.93 265:0.83 266:0.54 267:0.91 268:0.46 271:0.16 276:0.93 279:0.82 281:0.91 282:0.85 283:0.67 284:0.89 285:0.62 287:0.95 290:0.90 291:0.97 292:0.88 297:0.36 300:0.84\n2 1:0.60 6:0.89 7:0.69 8:0.79 9:0.74 10:0.85 11:0.46 12:0.92 17:0.59 18:0.61 20:0.77 21:0.30 27:0.26 28:0.96 29:0.86 30:0.08 32:0.67 34:0.42 36:0.32 37:0.70 39:0.55 43:0.23 45:0.97 55:0.71 66:0.23 69:0.93 70:0.95 71:0.81 74:0.76 76:0.85 77:0.70 78:0.93 81:0.53 83:0.56 86:0.60 91:0.38 96:0.88 97:0.94 98:0.49 99:0.83 100:0.91 101:0.47 104:0.79 106:0.81 108:0.85 111:0.91 114:0.82 117:0.86 120:0.78 123:0.84 124:0.96 126:0.32 127:0.99 129:0.59 131:0.61 133:0.96 135:0.54 139:0.58 140:0.45 145:0.44 146:0.98 147:0.73 149:0.81 150:0.48 151:0.93 152:0.96 153:0.78 154:0.15 155:0.56 157:0.61 158:0.76 159:0.96 161:0.60 162:0.70 164:0.78 165:0.65 166:0.61 167:0.50 169:0.92 170:0.82 172:0.96 173:0.64 174:0.99 176:0.63 177:0.05 179:0.11 181:0.66 182:0.61 186:0.93 187:0.21 189:0.91 190:0.89 192:0.58 195:0.99 197:0.92 201:0.57 202:0.73 206:0.81 208:0.50 212:0.60 215:0.72 216:0.52 222:0.35 227:0.61 229:0.61 230:0.71 231:0.64 232:0.88 233:0.76 235:0.42 238:0.86 239:0.84 241:0.30 242:0.45 243:0.07 244:0.61 245:0.98 246:0.61 247:0.99 248:0.85 253:0.90 254:0.88 255:0.72 256:0.75 257:0.93 259:0.21 260:0.78 261:0.95 265:0.50 266:0.94 267:0.69 268:0.76 271:0.16 276:0.98 279:0.78 282:0.75 283:0.67 285:0.50 287:0.61 290:0.82 297:0.36 300:0.94\n2 6:0.80 7:0.81 8:0.59 12:0.37 17:0.64 20:0.94 21:0.68 25:0.88 27:0.25 28:0.76 30:0.62 32:0.80 34:0.34 36:0.45 37:0.23 43:0.33 55:0.59 66:0.47 69:0.69 70:0.34 78:0.77 81:0.88 91:0.92 98:0.31 100:0.78 104:0.58 108:0.70 111:0.76 120:0.85 123:0.68 124:0.52 126:0.54 127:0.38 129:0.59 133:0.47 135:0.54 140:0.45 145:0.76 146:0.19 147:0.24 149:0.35 150:0.75 151:0.73 152:0.95 153:0.78 154:0.24 159:0.28 161:0.50 162:0.66 164:0.87 167:0.99 169:0.76 172:0.21 173:0.84 177:0.05 179:0.91 181:0.63 186:0.77 189:0.82 191:0.82 195:0.62 202:0.81 212:0.30 215:0.49 216:0.07 220:0.82 230:0.87 233:0.76 235:0.80 238:0.84 241:0.93 242:0.82 243:0.37 245:0.46 247:0.12 248:0.79 256:0.81 259:0.21 260:0.86 261:0.80 265:0.33 266:0.27 267:0.52 268:0.83 271:0.71 276:0.17 283:0.60 285:0.62 297:0.36 300:0.25\n1 6:0.85 8:0.78 12:0.37 17:0.62 20:0.76 21:0.05 27:0.55 28:0.76 30:0.60 34:0.52 36:0.83 37:0.59 43:0.42 55:0.84 66:0.34 69:0.48 70:0.41 78:0.76 81:0.99 91:0.63 98:0.76 100:0.79 108:0.84 111:0.76 120:0.93 123:0.83 124:0.68 126:0.54 127:0.81 129:0.81 133:0.67 135:0.61 140:0.45 146:0.87 147:0.89 149:0.75 150:0.98 151:0.79 152:0.75 153:0.90 154:0.32 159:0.78 161:0.50 162:0.86 163:0.75 164:0.86 167:0.66 169:0.77 172:0.68 173:0.30 177:0.05 179:0.40 181:0.63 186:0.77 187:0.68 189:0.87 202:0.75 212:0.22 215:0.91 216:0.34 235:0.05 238:0.90 241:0.27 242:0.82 243:0.49 245:0.87 247:0.12 248:0.90 256:0.79 259:0.21 260:0.93 261:0.75 265:0.76 266:0.63 267:0.91 268:0.82 271:0.71 276:0.78 285:0.62 297:0.36 300:0.55\n1 12:0.37 17:0.78 25:0.88 27:0.72 28:0.76 30:0.95 34:0.18 36:0.36 43:0.29 55:0.98 66:0.20 69:0.75 81:0.99 91:0.81 98:0.09 104:0.54 108:0.58 123:0.56 124:0.61 126:0.54 127:0.33 129:0.59 133:0.47 135:0.56 145:0.69 146:0.05 147:0.05 149:0.17 150:0.99 154:0.21 159:0.30 161:0.50 167:0.95 172:0.05 173:0.86 177:0.05 178:0.55 179:1.00 181:0.63 215:0.96 235:0.05 241:0.80 243:0.40 245:0.36 259:0.21 265:0.09 267:0.44 271:0.71 297:0.36 300:0.08\n0 12:0.37 17:0.47 21:0.59 27:0.45 28:0.76 34:0.85 36:0.22 37:0.50 43:0.32 66:0.36 69:0.70 81:0.91 91:0.20 98:0.06 108:0.53 123:0.51 126:0.54 127:0.05 129:0.05 135:0.58 145:0.50 146:0.05 147:0.05 149:0.13 150:0.83 154:0.23 159:0.05 161:0.50 167:0.72 172:0.05 173:0.51 177:0.05 178:0.55 181:0.63 187:0.68 215:0.55 216:0.77 235:0.68 241:0.51 243:0.51 259:0.21 265:0.06 267:0.73 271:0.71 283:0.60 297:0.36\n2 6:0.98 8:0.94 12:0.37 17:0.20 20:0.75 21:0.13 25:0.88 27:0.03 28:0.76 30:0.95 34:0.31 36:0.30 37:0.95 43:0.27 55:0.99 66:0.20 69:0.79 78:0.94 81:0.98 91:0.86 98:0.07 100:0.96 104:0.58 108:0.62 111:0.95 120:0.89 123:0.60 124:0.61 126:0.54 127:0.41 129:0.59 133:0.47 135:0.42 140:0.87 145:0.76 146:0.05 147:0.05 149:0.15 150:0.97 151:0.75 152:1.00 153:0.84 154:0.20 159:0.53 161:0.50 162:0.69 164:0.85 167:0.86 169:0.96 172:0.05 173:0.77 177:0.05 178:0.48 179:1.00 181:0.63 186:0.93 187:0.21 189:0.98 191:0.98 202:0.79 215:0.84 216:0.65 220:0.74 235:0.12 238:0.97 241:0.74 243:0.40 245:0.36 248:0.84 256:0.80 259:0.21 260:0.89 261:1.00 265:0.07 267:0.69 268:0.82 271:0.71 283:0.60 285:0.62 297:0.36 300:0.08\n0 12:0.37 17:0.22 21:0.68 27:0.45 28:0.76 30:0.21 32:0.80 34:0.76 36:0.19 37:0.50 43:0.32 55:0.92 66:0.10 69:0.70 70:0.67 81:0.88 91:0.10 98:0.21 108:0.53 123:0.90 124:0.86 126:0.54 127:0.37 129:0.93 133:0.84 135:0.65 145:0.49 146:0.36 147:0.43 149:0.38 150:0.75 154:0.24 159:0.73 161:0.50 163:0.86 167:0.70 172:0.16 173:0.52 177:0.05 178:0.55 179:0.82 181:0.63 187:0.68 195:0.91 212:0.16 215:0.49 216:0.77 235:0.84 241:0.44 242:0.82 243:0.39 245:0.46 247:0.12 259:0.21 265:0.21 266:0.54 267:0.28 271:0.71 276:0.36 297:0.36 300:0.43\n3 12:0.37 17:0.47 21:0.13 25:0.88 27:0.03 28:0.76 30:0.95 34:0.29 36:0.26 37:0.95 43:0.25 55:0.99 66:0.20 69:0.83 81:0.98 91:0.46 98:0.07 104:0.58 106:0.81 108:0.68 120:0.57 123:0.66 124:0.61 126:0.54 127:0.33 129:0.59 133:0.47 135:0.76 140:0.80 145:0.76 146:0.05 147:0.05 149:0.14 150:0.97 151:0.49 153:0.48 154:0.18 159:0.53 161:0.50 162:0.62 164:0.67 167:0.88 172:0.05 173:0.81 177:0.05 178:0.42 179:1.00 181:0.63 187:0.39 202:0.60 206:0.81 215:0.84 216:0.65 220:0.74 235:0.12 241:0.75 243:0.40 245:0.36 248:0.50 256:0.58 259:0.21 260:0.58 265:0.07 267:0.89 268:0.59 271:0.71 285:0.62 297:0.36 300:0.08\n2 6:0.98 8:0.66 12:0.37 17:0.32 20:0.74 21:0.13 25:0.88 27:0.03 28:0.76 30:0.45 34:0.29 36:0.28 37:0.95 43:0.31 55:0.52 66:0.27 69:0.70 70:0.25 78:0.89 81:0.98 91:0.48 98:0.07 100:0.91 104:0.58 108:0.92 111:0.88 120:0.95 123:0.92 124:0.72 126:0.54 127:0.93 129:0.81 133:0.67 135:0.94 140:0.45 145:0.84 146:0.05 147:0.05 149:0.18 150:0.97 151:0.80 152:1.00 153:0.93 154:0.23 159:0.96 161:0.50 162:0.85 163:0.97 164:0.90 167:0.69 169:0.96 172:0.10 173:0.22 177:0.05 179:0.98 181:0.63 186:0.85 187:0.21 189:0.87 191:0.84 202:0.81 212:0.61 215:0.84 216:0.65 235:0.12 238:0.87 241:0.41 242:0.82 243:0.29 245:0.38 247:0.12 248:0.92 256:0.86 259:0.21 260:0.95 261:1.00 265:0.07 266:0.17 267:0.91 268:0.87 271:0.71 276:0.17 285:0.62 297:0.36 300:0.18\n2 7:0.81 8:0.80 12:0.37 17:0.78 20:0.75 21:0.30 27:0.43 28:0.76 30:0.68 32:0.80 34:0.64 36:0.47 37:0.63 43:0.51 55:0.52 66:0.77 69:0.19 70:0.61 78:0.78 81:0.97 91:0.51 98:0.75 100:0.80 106:0.81 108:0.58 111:0.77 120:0.69 123:0.56 124:0.38 126:0.54 127:0.45 129:0.59 133:0.47 135:0.58 140:0.45 145:0.65 146:0.05 147:0.05 149:0.59 150:0.95 151:0.66 152:0.74 153:0.48 154:0.40 159:0.41 161:0.50 162:0.86 164:0.57 167:0.64 169:0.78 172:0.59 173:0.28 177:0.05 179:0.68 181:0.63 186:0.79 187:0.21 195:0.67 202:0.36 206:0.81 212:0.69 215:0.72 216:0.69 230:0.87 233:0.76 235:0.42 241:0.18 242:0.82 243:0.13 245:0.52 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 261:0.74 265:0.75 266:0.47 267:0.23 268:0.46 271:0.71 276:0.48 283:0.60 285:0.62 297:0.36 300:0.55\n2 6:0.81 7:0.81 8:0.61 12:0.37 17:0.45 20:0.90 21:0.30 27:0.21 28:0.76 30:0.58 34:0.47 36:0.67 37:0.74 43:0.52 55:0.84 66:0.36 69:0.10 70:0.33 78:0.76 81:0.97 91:0.63 98:0.57 100:0.78 104:0.84 106:0.81 108:0.09 111:0.75 120:0.82 123:0.09 124:0.59 126:0.54 127:0.32 129:0.59 133:0.47 135:0.19 140:0.45 146:0.61 147:0.66 149:0.47 150:0.95 151:0.78 152:0.87 153:0.89 154:0.41 159:0.39 161:0.50 162:0.83 163:0.86 164:0.82 167:0.75 169:0.76 172:0.27 173:0.20 177:0.05 179:0.80 181:0.63 186:0.77 187:0.39 189:0.83 191:0.76 202:0.71 206:0.81 212:0.37 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.85 241:0.61 242:0.82 243:0.51 245:0.56 247:0.12 248:0.74 256:0.78 259:0.21 260:0.83 261:0.78 265:0.59 266:0.38 267:0.89 268:0.77 271:0.71 276:0.37 283:0.82 285:0.62 297:0.36 300:0.25\n2 6:0.85 8:0.72 12:0.37 17:0.47 20:0.88 21:0.74 28:0.76 30:0.19 32:0.80 34:0.44 36:0.36 37:0.97 43:0.31 55:0.59 66:0.20 69:0.72 70:0.87 78:0.76 81:0.83 91:0.56 98:0.31 100:0.79 104:0.80 108:0.78 111:0.75 120:0.76 123:0.76 124:0.93 126:0.54 127:0.63 129:0.98 133:0.94 135:0.88 140:0.45 145:0.67 146:0.68 147:0.73 149:0.65 150:0.64 151:0.73 152:0.91 153:0.78 154:0.23 159:0.90 161:0.50 162:0.71 163:0.75 164:0.81 167:0.63 169:0.76 172:0.54 173:0.39 177:0.05 179:0.42 181:0.63 186:0.77 187:0.21 189:0.88 191:0.73 195:0.98 202:0.73 212:0.15 215:0.46 216:0.98 220:0.96 235:0.95 238:0.89 241:0.15 242:0.82 243:0.29 245:0.70 247:0.12 248:0.68 256:0.77 259:0.21 260:0.77 261:0.79 265:0.33 266:0.97 267:0.18 268:0.76 271:0.71 276:0.73 283:0.82 285:0.62 297:0.36 300:0.70\n3 6:0.98 8:0.97 12:0.37 17:0.36 20:0.97 21:0.13 25:0.88 27:0.03 28:0.76 30:0.45 34:0.29 36:0.73 37:0.95 43:0.51 55:0.71 66:0.27 69:0.10 70:0.25 78:0.99 81:0.98 91:0.99 98:0.21 100:0.99 104:0.58 108:0.09 111:1.00 120:0.98 123:0.09 124:0.72 126:0.54 127:0.65 129:0.81 133:0.67 135:0.82 140:0.45 145:0.76 146:0.28 147:0.34 149:0.29 150:0.97 151:0.85 152:1.00 153:0.98 154:0.40 159:0.50 161:0.50 162:0.61 163:0.79 164:0.97 167:0.99 169:0.96 172:0.10 173:0.19 177:0.05 179:0.98 181:0.63 186:0.99 189:0.99 191:1.00 202:0.96 212:0.61 215:0.84 216:0.65 220:0.62 235:0.12 238:1.00 241:0.93 242:0.82 243:0.46 245:0.38 247:0.12 248:0.97 256:0.98 259:0.21 260:0.98 261:1.00 265:0.23 266:0.17 267:0.95 268:0.97 271:0.71 276:0.20 283:0.82 285:0.62 297:0.36 300:0.18\n4 12:0.37 17:0.88 21:0.13 27:0.53 28:0.76 30:0.21 34:0.53 36:0.38 37:0.90 43:0.51 55:0.71 66:0.16 69:0.62 70:0.37 81:0.98 91:0.37 98:0.35 104:0.95 106:0.81 108:0.53 123:0.82 124:0.81 126:0.54 127:0.65 129:0.89 133:0.78 135:0.96 145:0.76 146:0.05 147:0.05 149:0.36 150:0.97 154:0.40 159:0.56 161:0.50 163:0.89 167:0.85 172:0.10 173:0.60 177:0.05 178:0.55 179:0.96 181:0.63 187:0.39 202:0.36 206:0.81 212:0.42 215:0.84 216:0.27 235:0.12 241:0.73 242:0.82 243:0.23 245:0.42 247:0.12 259:0.21 265:0.21 266:0.23 267:0.82 271:0.71 276:0.24 297:0.36 300:0.25\n2 6:0.81 8:0.60 12:0.37 17:0.93 20:0.84 21:0.59 25:0.88 27:0.72 28:0.76 30:0.76 32:0.80 34:0.39 36:0.36 43:0.49 55:0.52 66:0.64 69:0.37 70:0.15 78:0.74 81:0.98 91:0.65 98:0.65 100:0.77 104:0.54 108:0.29 111:0.74 120:0.68 123:0.28 126:0.54 127:0.19 129:0.05 135:0.69 140:0.45 145:0.54 146:0.29 147:0.35 149:0.29 150:0.97 151:0.64 152:0.80 153:0.46 154:0.37 159:0.12 161:0.50 162:0.80 164:0.79 167:0.97 169:0.75 172:0.16 173:0.79 177:0.05 179:0.94 181:0.63 186:0.75 189:0.83 195:0.53 202:0.68 212:0.95 215:0.55 216:0.04 220:0.62 235:0.80 238:0.83 241:0.86 242:0.82 243:0.69 247:0.12 248:0.63 256:0.73 259:0.21 260:0.70 261:0.75 265:0.66 266:0.12 267:0.28 268:0.74 271:0.71 276:0.16 285:0.62 297:0.36 300:0.13\n0 12:0.69 17:0.53 21:0.78 27:0.45 28:0.87 30:0.75 34:0.84 36:0.22 37:0.50 39:0.49 43:0.26 55:0.52 66:0.67 69:0.79 70:0.22 74:0.57 91:0.10 98:0.28 108:0.62 123:0.60 124:0.46 127:0.32 129:0.59 133:0.47 135:0.79 145:0.47 146:0.40 147:0.47 149:0.70 154:0.19 159:0.51 161:0.60 167:0.65 172:0.73 173:0.75 175:0.75 177:0.05 178:0.55 179:0.38 181:0.81 187:0.68 212:0.89 216:0.77 222:0.21 235:0.84 241:0.18 242:0.78 243:0.71 244:0.61 245:0.81 247:0.39 253:0.46 257:0.65 259:0.21 265:0.30 266:0.27 267:0.28 276:0.39 277:0.69 300:0.25\n2 1:0.74 7:0.78 8:0.75 9:0.80 12:0.69 17:0.36 21:0.30 25:0.88 27:0.17 28:0.87 30:0.15 32:0.77 34:0.56 36:0.21 37:0.88 39:0.49 43:0.38 55:0.71 66:0.82 69:0.48 70:0.68 74:0.83 76:0.94 77:0.89 81:0.68 91:0.51 96:0.71 98:0.91 104:0.54 106:0.81 108:0.37 114:0.86 117:0.86 120:0.58 123:0.35 126:0.54 127:0.51 129:0.05 135:0.94 140:0.80 145:0.77 146:0.76 147:0.80 149:0.49 150:0.73 151:0.58 153:0.48 154:0.28 155:0.67 158:0.84 159:0.32 161:0.60 162:0.62 163:0.81 164:0.57 167:0.69 172:0.48 173:0.61 176:0.73 177:0.38 178:0.42 179:0.83 181:0.81 187:0.68 192:0.59 195:0.63 201:0.74 202:0.50 206:0.81 208:0.64 212:0.30 215:0.72 216:0.65 220:0.87 222:0.21 230:0.81 232:0.93 233:0.76 235:0.42 241:0.37 242:0.33 243:0.83 244:0.61 247:0.47 248:0.57 253:0.75 255:0.79 256:0.45 259:0.21 260:0.59 265:0.91 266:0.47 267:0.44 268:0.46 276:0.40 282:0.85 283:0.71 285:0.62 290:0.86 297:0.36 300:0.43\n0 1:0.74 6:0.79 8:0.59 12:0.69 17:0.40 20:0.85 21:0.71 27:0.45 28:0.87 30:0.42 34:0.98 36:0.17 37:0.50 39:0.49 43:0.33 55:0.59 66:0.26 69:0.63 70:0.81 74:0.89 76:0.85 78:0.81 81:0.44 91:0.17 98:0.50 100:0.82 108:0.81 111:0.80 114:0.68 122:0.67 123:0.46 124:0.58 126:0.54 127:0.38 129:0.05 133:0.39 135:0.88 145:0.52 146:0.67 147:0.72 149:0.49 150:0.61 152:0.82 154:0.72 155:0.67 158:0.85 159:0.55 161:0.60 167:0.71 169:0.79 172:0.48 173:0.55 176:0.73 177:0.38 178:0.55 179:0.61 181:0.81 186:0.81 187:0.68 189:0.81 192:0.59 201:0.74 208:0.64 212:0.52 215:0.48 216:0.77 222:0.21 235:0.88 238:0.86 241:0.44 242:0.73 243:0.46 245:0.74 247:0.55 253:0.69 254:0.84 259:0.21 261:0.81 265:0.43 266:0.71 267:0.65 276:0.49 279:0.86 283:0.66 290:0.68 297:0.36 300:0.70\n2 7:0.78 8:0.70 12:0.69 17:0.73 21:0.59 25:0.88 27:0.17 28:0.87 30:0.95 32:0.77 34:0.55 36:0.37 37:0.88 39:0.49 43:0.27 55:0.92 66:0.54 69:0.78 74:0.63 76:0.85 77:0.70 81:0.29 91:0.69 98:0.56 104:0.54 108:0.61 120:0.72 123:0.59 126:0.32 127:0.17 129:0.05 135:0.65 140:0.87 145:0.82 146:0.46 147:0.52 149:0.17 150:0.27 151:0.66 153:0.48 154:0.19 159:0.17 161:0.60 162:0.59 164:0.77 167:0.81 172:0.10 173:0.91 177:0.38 178:0.48 179:0.97 181:0.81 187:0.21 190:0.77 191:0.88 195:0.63 202:0.72 215:0.55 216:0.65 220:0.91 222:0.21 230:0.81 233:0.76 235:0.68 241:0.69 243:0.63 244:0.61 248:0.65 253:0.49 256:0.71 259:0.21 260:0.72 265:0.57 267:0.44 268:0.72 282:0.85 285:0.50 297:0.36 300:0.08\n1 1:0.74 6:0.81 8:0.60 12:0.69 17:0.64 20:0.99 21:0.47 28:0.87 30:0.43 32:0.77 34:0.29 36:0.24 37:0.97 39:0.49 43:0.36 55:0.71 66:0.18 69:0.54 70:0.82 74:0.86 77:0.70 78:0.82 81:0.66 87:0.98 91:0.51 96:0.90 98:0.60 100:0.84 104:0.80 108:0.88 111:0.81 114:0.80 123:0.88 124:0.85 126:0.54 127:0.85 129:0.89 133:0.83 135:0.34 140:0.45 145:0.58 146:0.69 147:0.73 149:0.69 150:0.72 151:0.64 152:0.99 153:0.46 154:0.71 155:0.67 159:0.79 161:0.60 162:0.86 167:0.64 169:0.80 172:0.59 173:0.35 176:0.73 177:0.38 179:0.37 181:0.81 186:0.82 187:0.21 189:0.82 190:0.77 191:0.91 192:0.59 195:0.90 201:0.74 202:0.59 212:0.50 215:0.63 216:0.98 220:0.62 222:0.21 232:0.72 235:0.68 238:0.88 241:0.12 242:0.55 243:0.37 245:0.85 247:0.60 248:0.75 253:0.92 254:0.80 256:0.79 259:0.21 261:0.86 265:0.61 266:0.80 267:0.79 268:0.68 276:0.80 282:0.85 283:0.71 285:0.50 290:0.80 297:0.36 300:0.70\n0 8:0.82 12:0.69 17:0.38 21:0.59 28:0.87 30:0.87 34:0.49 36:0.25 37:0.97 39:0.49 43:0.36 55:0.52 66:0.08 69:0.55 70:0.46 74:0.90 77:0.70 81:0.46 87:0.98 91:0.87 96:0.97 98:0.22 108:0.84 114:0.64 122:0.67 123:0.40 124:0.84 126:0.32 127:0.92 129:0.93 133:0.84 135:0.80 140:0.45 145:0.63 146:0.56 147:0.62 149:0.56 150:0.37 151:0.79 153:0.91 154:0.27 158:0.84 159:0.91 161:0.60 162:0.66 167:0.74 172:0.51 173:0.22 175:0.75 176:0.56 177:0.05 179:0.61 181:0.81 187:0.21 190:0.77 191:0.92 195:0.97 202:0.89 212:0.54 216:0.98 222:0.21 232:0.72 235:0.74 241:0.57 242:0.77 243:0.25 244:0.61 245:0.69 247:0.55 248:0.92 253:0.98 256:0.91 257:0.65 259:0.21 265:0.23 266:0.87 267:0.73 268:0.91 276:0.49 277:0.69 282:0.84 285:0.50 290:0.64 300:0.70\n0 7:0.78 12:0.69 17:0.97 25:0.88 27:0.72 28:0.87 30:0.55 32:0.75 34:0.17 36:0.27 39:0.49 43:0.44 55:0.71 66:0.86 69:0.07 70:0.52 74:0.55 76:0.85 81:0.67 91:0.76 98:0.96 104:0.54 108:0.06 120:0.65 123:0.06 126:0.32 127:0.72 129:0.05 135:0.24 140:0.45 145:0.40 146:0.75 147:0.79 149:0.62 150:0.48 151:0.61 153:0.48 154:0.33 159:0.31 161:0.60 162:0.86 164:0.56 167:0.97 172:0.61 173:0.27 177:0.38 179:0.74 181:0.81 190:0.77 195:0.57 202:0.36 212:0.81 215:0.96 216:0.02 220:0.62 222:0.21 230:0.81 233:0.76 235:0.02 241:0.82 242:0.78 243:0.87 244:0.61 247:0.39 248:0.59 253:0.45 256:0.45 259:0.21 260:0.66 265:0.96 266:0.27 267:0.52 268:0.46 276:0.50 285:0.50 297:0.36 300:0.43\n3 1:0.74 12:0.69 17:0.36 21:0.47 27:0.48 28:0.87 30:0.38 32:0.77 34:0.20 36:0.25 37:0.55 39:0.49 43:0.45 55:0.71 66:0.25 69:0.19 70:0.83 74:0.88 77:0.70 81:0.66 87:0.98 91:0.31 98:0.65 108:0.89 114:0.80 120:0.69 123:0.88 124:0.74 126:0.54 127:0.88 129:0.81 133:0.67 135:0.47 140:0.45 145:0.58 146:0.74 147:0.78 149:0.69 150:0.72 151:0.66 153:0.48 154:0.70 155:0.67 159:0.81 161:0.60 162:0.86 164:0.56 167:0.73 172:0.67 173:0.12 176:0.73 177:0.38 179:0.35 181:0.81 187:0.39 190:0.77 192:0.59 195:0.90 201:0.74 202:0.36 212:0.42 215:0.63 216:0.92 222:0.21 232:0.76 235:0.68 241:0.53 242:0.55 243:0.39 245:0.91 247:0.67 248:0.63 253:0.73 254:0.80 256:0.45 259:0.21 260:0.70 265:0.66 266:0.80 267:0.65 268:0.46 276:0.81 282:0.85 283:0.82 285:0.50 290:0.80 297:0.36 300:0.70\n2 6:0.98 7:0.78 8:0.92 12:0.69 17:0.16 20:0.85 21:0.64 25:0.88 27:0.17 28:0.87 30:0.45 32:0.77 34:0.39 36:0.33 37:0.88 39:0.49 43:0.33 55:0.45 66:0.69 69:0.63 70:0.25 74:0.66 76:0.85 77:0.70 78:0.95 81:0.28 91:0.97 96:0.97 98:0.64 100:0.99 104:0.54 108:0.48 111:0.99 120:0.98 123:0.46 126:0.32 127:0.19 129:0.05 135:0.54 140:0.80 145:0.83 146:0.36 147:0.42 149:0.30 150:0.27 151:0.83 152:0.93 153:0.96 154:0.24 158:0.84 159:0.14 161:0.60 162:0.52 163:0.81 164:0.98 167:0.99 169:0.96 172:0.21 173:0.90 175:0.75 177:0.05 178:0.42 179:0.87 181:0.81 186:0.95 189:0.99 190:0.77 191:0.98 195:0.55 202:0.98 212:0.61 215:0.53 216:0.65 220:0.74 222:0.21 230:0.81 233:0.76 235:0.74 238:0.99 241:0.89 242:0.82 243:0.73 244:0.61 247:0.12 248:0.98 253:0.97 256:0.99 257:0.65 259:0.21 260:0.98 261:0.96 265:0.65 266:0.17 267:0.82 268:0.98 276:0.20 277:0.69 282:0.85 283:0.82 285:0.62 297:0.36 300:0.18\n0 1:0.74 6:0.81 8:0.61 12:0.69 17:0.57 20:0.80 21:0.68 28:0.87 30:0.17 32:0.77 34:0.61 36:0.21 37:0.97 39:0.49 43:0.36 55:0.52 66:0.92 69:0.56 70:0.85 74:0.86 77:0.70 78:0.77 81:0.52 87:0.98 91:0.42 98:0.95 100:0.81 104:0.80 108:0.43 111:0.77 114:0.70 123:0.41 126:0.54 127:0.66 129:0.05 135:0.74 145:0.59 146:0.92 147:0.93 149:0.57 150:0.63 152:0.99 154:0.69 155:0.67 159:0.54 161:0.60 167:0.62 169:0.80 172:0.78 173:0.54 176:0.73 177:0.38 178:0.55 179:0.52 181:0.81 186:0.78 187:0.21 192:0.59 195:0.71 201:0.74 212:0.49 215:0.49 216:0.98 222:0.21 232:0.72 235:0.88 241:0.07 242:0.45 243:0.92 247:0.67 253:0.68 254:0.84 259:0.21 261:0.86 265:0.95 266:0.63 267:0.36 276:0.67 282:0.85 283:0.71 290:0.70 297:0.36 300:0.55\n1 1:0.74 6:0.84 8:0.65 9:0.80 12:0.69 17:0.09 20:0.96 21:0.40 27:0.13 28:0.87 30:0.30 32:0.75 34:0.26 36:0.59 37:0.31 39:0.49 43:0.34 55:0.71 66:0.44 69:0.59 70:0.92 74:0.84 76:0.94 77:0.70 78:0.85 81:0.63 91:0.42 96:0.72 98:0.38 100:0.87 104:0.87 106:0.81 108:0.45 111:0.85 114:0.82 120:0.74 123:0.43 124:0.74 126:0.54 127:0.86 129:0.05 133:0.74 135:0.97 140:0.45 145:0.82 146:0.78 147:0.81 149:0.49 150:0.69 151:0.56 152:0.89 153:0.72 154:0.73 155:0.67 158:0.84 159:0.87 161:0.60 162:0.64 164:0.73 167:0.64 169:0.85 172:0.57 173:0.31 176:0.73 177:0.38 179:0.61 181:0.81 186:0.85 187:0.87 189:0.86 190:0.77 191:0.73 192:0.59 195:0.95 201:0.74 202:0.66 206:0.81 208:0.64 212:0.60 215:0.67 216:0.81 220:0.91 222:0.21 235:0.52 238:0.89 241:0.12 242:0.45 243:0.58 245:0.69 247:0.60 248:0.57 253:0.75 254:0.86 255:0.79 256:0.64 259:0.21 260:0.75 261:0.88 265:0.40 266:0.75 267:0.73 268:0.68 276:0.52 279:0.86 282:0.84 283:0.82 285:0.62 290:0.82 297:0.36 300:0.84\n2 6:0.98 7:0.78 8:0.92 12:0.69 17:0.45 20:0.90 21:0.59 25:0.88 27:0.17 28:0.87 30:0.95 32:0.77 34:0.37 36:0.23 37:0.88 39:0.49 43:0.38 55:0.84 66:0.64 69:0.50 74:0.65 76:0.85 77:0.70 78:0.85 81:0.29 91:0.90 98:0.74 100:0.93 104:0.54 106:0.81 108:0.38 111:0.88 120:0.93 122:0.43 123:0.37 126:0.32 127:0.23 129:0.05 135:0.32 140:0.80 145:0.82 146:0.43 147:0.49 149:0.26 150:0.27 151:0.73 152:0.93 153:0.81 154:0.28 159:0.16 161:0.60 162:0.60 163:0.94 164:0.89 167:0.78 169:0.96 172:0.16 173:0.77 177:0.38 178:0.42 179:0.97 181:0.81 186:0.85 187:0.21 189:0.96 190:0.77 191:0.92 195:0.57 202:0.85 206:0.81 212:0.95 215:0.55 216:0.65 220:0.97 222:0.21 230:0.81 233:0.76 235:0.68 238:0.96 241:0.66 242:0.82 243:0.69 244:0.61 247:0.12 248:0.90 253:0.50 256:0.87 259:0.21 260:0.93 261:0.96 265:0.74 266:0.12 267:0.23 268:0.86 276:0.19 282:0.85 283:0.82 285:0.50 297:0.36 300:0.08\n0 1:0.74 11:0.57 12:0.69 17:0.73 21:0.59 27:0.38 28:0.87 30:0.71 34:0.86 36:0.50 37:0.95 39:0.49 43:0.80 55:0.71 66:0.32 69:0.73 70:0.58 74:0.74 81:0.58 83:0.73 85:0.85 91:0.12 98:0.62 101:0.74 108:0.56 114:0.74 123:0.83 124:0.67 126:0.54 127:0.45 129:0.59 133:0.64 135:0.74 146:0.86 147:0.89 149:0.80 150:0.72 154:0.75 155:0.67 159:0.72 161:0.60 165:0.70 167:0.64 172:0.73 173:0.58 176:0.73 177:0.38 178:0.55 179:0.31 181:0.81 187:0.68 192:0.59 201:0.74 212:0.30 215:0.55 216:0.71 222:0.21 235:0.84 241:0.15 242:0.62 243:0.51 245:0.88 247:0.47 253:0.65 259:0.21 265:0.62 266:0.63 267:0.87 276:0.79 290:0.74 297:0.36 300:0.55\n1 6:0.82 7:0.81 8:0.62 12:0.06 17:0.38 20:0.95 21:0.78 27:0.08 28:0.68 34:0.61 36:0.55 37:0.40 78:0.91 91:0.86 100:0.87 111:0.89 135:0.68 145:0.99 152:0.88 161:0.71 167:0.52 169:0.85 175:0.75 178:0.55 181:0.54 186:0.91 187:0.39 189:0.84 191:0.78 202:0.79 216:0.24 230:0.87 233:0.76 235:0.52 238:0.82 241:0.41 244:0.61 257:0.65 261:0.88 267:0.59 271:0.51 277:0.69\n2 6:1.00 8:0.96 12:0.06 17:0.94 20:0.74 21:0.78 27:0.04 28:0.68 34:0.40 36:0.56 37:0.96 43:0.42 66:0.36 69:0.52 78:1.00 91:0.67 98:0.08 100:0.99 104:0.82 106:0.81 108:0.40 111:1.00 120:0.72 123:0.38 127:0.06 129:0.05 135:0.89 140:0.45 146:0.05 147:0.05 149:0.15 151:0.70 152:0.75 153:0.69 154:0.32 159:0.05 161:0.71 162:0.86 164:0.62 167:0.54 169:0.98 172:0.05 173:0.51 177:0.05 181:0.54 186:1.00 187:0.39 189:1.00 191:0.85 202:0.46 206:0.81 216:0.31 235:0.60 238:0.80 241:0.49 243:0.51 248:0.66 256:0.45 259:0.21 260:0.73 261:0.80 265:0.08 267:0.28 268:0.55 271:0.51 283:0.82 285:0.62\n2 6:0.93 8:0.85 12:0.06 17:0.83 20:0.76 21:0.59 27:0.54 28:0.68 30:0.45 32:0.80 34:0.49 36:0.39 37:0.58 43:0.51 55:0.45 66:0.77 69:0.27 70:0.33 78:1.00 81:0.93 91:0.93 98:0.94 100:0.88 104:0.57 108:0.21 111:0.99 120:0.74 123:0.20 126:0.54 127:0.61 129:0.05 135:0.30 140:0.87 145:0.54 146:0.50 147:0.57 149:0.46 150:0.89 151:0.70 152:0.74 153:0.71 154:0.40 159:0.18 161:0.71 162:0.69 163:0.81 164:0.82 167:0.80 169:0.86 172:0.37 173:0.65 177:0.05 178:0.48 179:0.92 181:0.54 186:1.00 189:0.94 191:0.82 195:0.53 202:0.75 212:0.52 215:0.55 216:0.07 220:0.96 235:0.74 238:0.81 241:0.84 242:0.82 243:0.79 247:0.12 248:0.67 256:0.77 259:0.21 260:0.75 261:0.78 265:0.94 266:0.27 267:0.18 268:0.78 271:0.51 276:0.29 283:0.82 285:0.62 297:0.36 300:0.25\n1 6:0.82 7:0.81 8:0.63 12:0.06 17:0.30 20:0.95 21:0.78 27:0.06 28:0.68 34:0.92 36:0.59 37:0.34 78:0.98 91:0.80 100:0.92 111:0.95 120:0.53 135:0.37 140:0.87 145:0.52 151:0.46 152:0.88 153:0.46 161:0.71 162:0.51 164:0.70 167:0.67 169:0.90 175:0.75 178:0.48 181:0.54 186:0.98 187:0.21 189:0.84 191:0.73 202:0.71 216:0.10 220:0.96 230:0.87 233:0.76 235:0.84 238:0.83 241:0.69 244:0.61 248:0.46 256:0.64 257:0.65 259:0.21 260:0.53 261:0.92 267:0.44 268:0.63 271:0.51 277:0.69 283:0.60 285:0.62\n2 6:0.88 8:0.80 12:0.06 17:0.40 20:0.81 21:0.78 27:0.21 28:0.68 30:0.21 34:0.67 36:0.97 37:0.74 43:0.48 55:0.52 66:0.54 69:0.34 70:0.37 78:0.88 91:0.71 98:0.19 100:0.88 104:0.84 106:0.81 108:0.27 111:0.87 120:0.93 123:0.26 124:0.45 127:0.38 129:0.59 133:0.47 135:0.20 140:0.45 146:0.42 147:0.49 149:0.35 151:0.79 152:0.78 153:0.90 154:0.37 159:0.82 161:0.71 162:0.65 164:0.89 167:0.49 169:0.88 172:0.21 173:0.13 177:0.05 179:0.94 181:0.54 186:0.88 187:0.39 189:0.91 191:0.76 202:0.84 206:0.81 212:0.42 216:0.95 235:0.31 238:0.87 241:0.27 242:0.82 243:0.63 245:0.40 247:0.12 248:0.90 256:0.85 259:0.21 260:0.93 261:0.81 265:0.21 266:0.23 267:0.65 268:0.86 271:0.51 276:0.14 283:0.82 285:0.62 300:0.25\n2 6:0.90 8:0.84 12:0.06 17:0.36 20:0.96 21:0.78 27:0.07 28:0.68 34:0.25 36:0.23 37:0.78 78:0.96 91:0.93 100:0.93 111:0.94 120:0.61 135:0.92 140:0.87 151:0.56 152:0.94 153:0.72 161:0.71 162:0.46 164:0.64 167:0.83 169:0.89 175:0.75 178:0.48 181:0.54 186:0.96 189:0.92 191:0.94 202:0.80 216:0.37 220:0.62 235:0.42 238:0.84 241:0.99 244:0.61 248:0.55 256:0.45 257:0.65 259:0.21 260:0.62 261:0.92 267:0.85 268:0.57 271:0.51 277:0.69 285:0.62\n1 12:0.06 17:0.55 21:0.59 27:0.45 28:0.68 30:0.91 32:0.80 34:0.94 36:0.18 37:0.50 43:0.32 55:0.92 66:0.69 69:0.70 70:0.13 81:0.85 91:0.27 98:0.53 108:0.53 123:0.51 126:0.54 127:0.16 129:0.05 135:0.66 145:0.49 146:0.59 147:0.64 149:0.29 150:0.67 154:0.24 159:0.21 161:0.71 163:0.86 167:0.46 172:0.21 173:0.72 177:0.05 178:0.55 179:0.79 181:0.54 187:0.68 195:0.70 212:0.61 215:0.55 216:0.77 235:0.74 241:0.07 242:0.82 243:0.73 247:0.12 259:0.21 265:0.54 266:0.17 267:0.73 271:0.51 276:0.22 297:0.36 300:0.13\n1 8:0.85 12:0.06 17:0.28 21:0.76 27:0.45 28:0.68 30:0.21 32:0.80 34:0.63 36:0.18 37:0.50 43:0.32 55:0.59 66:0.36 69:0.71 70:0.37 81:0.71 91:0.17 98:0.19 108:0.94 123:0.94 124:0.67 126:0.54 127:0.32 129:0.81 133:0.67 135:0.83 145:0.54 146:0.05 147:0.05 149:0.21 150:0.53 154:0.24 159:0.84 161:0.71 163:0.99 167:0.48 172:0.16 173:0.39 177:0.05 178:0.55 179:0.93 181:0.54 187:0.68 195:0.97 212:0.42 215:0.46 216:0.77 235:0.97 241:0.18 242:0.82 243:0.26 245:0.40 247:0.12 259:0.21 265:0.21 266:0.23 267:0.36 271:0.51 276:0.21 297:0.36 300:0.25\n2 7:0.81 8:0.84 12:0.06 17:0.86 21:0.78 25:0.88 27:0.72 28:0.68 30:0.27 32:0.80 34:0.22 36:0.32 37:0.71 43:0.52 55:0.59 66:0.35 69:0.07 70:0.71 78:0.95 91:0.62 98:0.71 104:0.58 108:0.61 111:0.92 120:0.63 123:0.59 124:0.71 127:0.73 129:0.81 133:0.67 135:0.28 140:0.45 145:0.49 146:0.35 147:0.42 149:0.71 151:0.56 153:0.77 154:0.41 159:0.58 161:0.71 162:0.77 164:0.69 167:0.56 169:0.82 172:0.59 173:0.13 177:0.05 179:0.52 181:0.54 187:0.21 191:0.82 195:0.76 202:0.58 212:0.55 216:0.07 220:0.62 230:0.87 233:0.76 235:0.05 238:0.81 241:0.55 242:0.82 243:0.27 245:0.80 247:0.12 248:0.58 256:0.58 259:0.21 260:0.64 265:0.72 266:0.54 267:0.69 268:0.63 271:0.51 276:0.68 283:0.60 285:0.62 300:0.55\n2 6:0.87 8:0.77 12:0.06 17:0.28 20:0.77 21:0.78 27:0.21 28:0.68 30:0.21 34:0.67 36:0.96 37:0.74 43:0.48 55:0.52 66:0.54 69:0.34 70:0.37 78:0.91 91:0.65 98:0.19 100:0.93 106:0.81 108:0.27 111:0.90 120:0.85 123:0.26 124:0.45 127:0.38 129:0.59 133:0.47 135:0.24 140:0.80 146:0.42 147:0.49 149:0.35 151:0.73 152:0.76 153:0.81 154:0.37 159:0.82 161:0.71 162:0.52 164:0.79 167:0.47 169:0.90 172:0.21 173:0.13 177:0.05 178:0.42 179:0.94 181:0.54 186:0.94 187:0.39 189:0.89 191:0.70 202:0.79 206:0.81 212:0.42 216:0.95 235:0.31 238:0.87 241:0.15 242:0.82 243:0.63 245:0.40 247:0.12 248:0.79 256:0.75 259:0.21 260:0.86 261:0.81 265:0.21 266:0.23 267:0.69 268:0.74 271:0.51 276:0.14 283:0.82 285:0.62 300:0.25\n2 6:0.89 8:0.81 12:0.06 17:0.28 20:0.75 21:0.78 27:0.07 28:0.68 34:0.36 36:0.28 37:0.78 43:0.23 66:0.36 69:0.87 78:0.99 91:0.96 98:0.07 100:0.91 104:0.76 108:0.74 111:0.97 123:0.73 127:0.05 129:0.05 135:0.47 140:0.96 145:0.76 146:0.05 147:0.05 149:0.10 152:0.94 153:0.81 154:0.16 159:0.05 161:0.71 162:0.46 164:0.65 167:0.76 169:0.89 172:0.05 173:0.85 177:0.05 178:0.53 181:0.54 186:0.99 187:0.39 189:0.85 202:0.85 216:0.37 220:0.97 235:0.52 238:0.90 241:0.77 243:0.51 256:0.45 259:0.21 261:0.92 265:0.07 267:0.28 268:0.58 271:0.51 285:0.62\n2 6:0.89 8:0.77 12:0.06 17:0.72 20:0.95 21:0.78 25:0.88 27:0.04 28:0.68 34:0.42 36:0.21 37:0.66 78:0.99 91:0.90 100:0.97 104:0.76 111:0.98 120:0.63 135:0.75 140:0.45 151:0.56 152:0.88 153:0.77 161:0.71 162:0.86 164:0.69 167:0.81 169:0.95 175:0.75 181:0.54 186:0.99 189:0.90 191:0.75 202:0.54 216:0.04 220:0.62 238:0.88 241:0.87 244:0.61 248:0.58 256:0.58 257:0.65 260:0.64 261:0.94 267:0.52 268:0.63 271:0.51 277:0.69 285:0.62\n2 6:0.89 8:0.86 12:0.06 17:0.82 20:0.74 21:0.47 27:0.53 28:0.68 30:0.21 34:0.83 36:0.37 37:0.87 43:0.44 55:0.45 66:0.72 69:0.47 70:0.37 78:0.98 81:0.89 91:0.90 98:0.76 100:0.90 104:0.58 108:0.36 111:0.95 120:0.63 123:0.34 126:0.54 127:0.25 129:0.05 135:0.30 140:0.45 146:0.58 147:0.63 149:0.37 150:0.77 151:0.56 152:0.74 153:0.72 154:0.34 159:0.21 161:0.71 162:0.86 163:0.75 164:0.69 167:0.82 169:0.87 172:0.27 173:0.64 177:0.05 179:0.90 181:0.54 186:1.00 189:0.91 191:0.82 202:0.53 212:0.42 215:0.63 216:0.02 220:0.62 235:0.52 238:0.81 241:0.94 242:0.82 243:0.75 247:0.12 248:0.57 256:0.58 259:0.21 260:0.64 261:0.76 265:0.76 266:0.23 267:0.44 268:0.62 271:0.51 276:0.23 283:0.60 285:0.62 297:0.36 300:0.25\n2 12:0.06 17:0.61 21:0.30 27:0.12 28:0.68 30:0.38 34:0.33 36:0.21 37:0.66 43:0.36 55:0.92 66:0.20 69:0.61 70:0.50 81:0.92 91:0.91 98:0.37 108:0.72 120:0.94 123:0.70 124:0.85 126:0.54 127:0.63 129:0.93 133:0.84 135:0.21 140:0.80 145:0.86 146:0.05 147:0.05 149:0.44 150:0.85 151:0.74 153:0.83 154:0.27 159:0.59 161:0.71 162:0.67 163:0.94 164:0.94 167:0.69 172:0.21 173:0.57 177:0.05 178:0.42 179:0.83 181:0.54 187:0.87 202:0.91 212:0.28 215:0.72 216:0.39 235:0.31 241:0.71 242:0.82 243:0.16 245:0.49 247:0.12 248:0.91 256:0.92 259:0.21 260:0.94 265:0.40 266:0.63 267:0.44 268:0.92 271:0.51 276:0.42 285:0.62 297:0.36 300:0.33\n2 6:0.94 7:0.81 8:0.85 12:0.06 17:0.84 20:0.78 21:0.22 27:0.11 28:0.68 30:0.45 32:0.80 34:0.47 36:0.69 37:0.84 43:0.52 55:0.71 66:0.26 69:0.17 70:0.64 78:0.99 81:0.99 91:0.89 98:0.57 100:0.93 104:0.78 106:0.81 108:0.71 111:0.97 120:0.82 123:0.69 124:0.83 126:0.54 127:0.75 129:0.93 133:0.84 135:0.81 140:0.45 145:0.84 146:0.05 147:0.05 149:0.68 150:0.99 151:0.75 152:0.76 153:0.84 154:0.41 159:0.81 161:0.71 162:0.69 163:0.75 164:0.75 167:0.53 169:0.93 172:0.61 173:0.11 177:0.05 179:0.41 181:0.54 186:0.99 187:0.21 189:0.95 191:0.89 195:0.92 202:0.67 206:0.81 212:0.23 215:0.79 216:0.45 230:0.87 233:0.76 235:0.60 238:0.84 241:0.47 242:0.82 243:0.08 245:0.81 247:0.12 248:0.74 256:0.68 259:0.21 260:0.82 261:0.83 265:0.58 266:0.87 267:0.95 268:0.70 271:0.51 276:0.76 283:0.82 285:0.62 297:0.36 300:0.55\n2 6:1.00 8:0.94 12:0.06 17:0.91 20:0.76 21:0.78 27:0.04 28:0.68 34:0.50 36:0.54 37:0.96 43:0.42 66:0.36 69:0.52 78:1.00 91:0.79 98:0.08 100:0.98 104:0.80 106:0.81 108:0.40 111:0.99 120:0.77 123:0.38 127:0.06 129:0.05 135:0.89 140:0.45 146:0.05 147:0.05 149:0.15 151:0.74 152:0.74 153:0.83 154:0.32 159:0.05 161:0.71 162:0.53 164:0.65 167:0.54 169:0.98 172:0.05 173:0.51 177:0.05 181:0.54 186:1.00 187:0.39 189:1.00 191:0.96 202:0.64 206:0.81 216:0.31 235:0.60 238:0.96 241:0.50 243:0.51 248:0.69 256:0.45 259:0.21 260:0.77 261:0.79 265:0.08 267:0.69 268:0.58 271:0.51 283:0.82 285:0.62\n0 12:0.99 17:0.83 21:0.78 27:0.64 34:0.70 36:0.41 37:0.69 43:0.30 66:0.36 69:0.75 91:0.35 98:0.10 108:0.58 123:0.56 127:0.07 129:0.05 135:0.18 146:0.05 147:0.05 149:0.12 154:0.22 159:0.05 172:0.05 173:0.92 177:0.05 178:0.55 187:0.68 202:0.36 216:0.46 235:0.97 241:0.59 243:0.51 259:0.21 265:0.10 267:0.28\n2 12:0.99 17:0.26 21:0.78 25:0.88 27:0.72 34:0.56 36:0.84 43:0.29 66:0.36 69:0.75 91:0.23 98:0.09 108:0.58 123:0.55 127:0.06 129:0.05 135:0.49 146:0.05 147:0.05 149:0.12 154:0.22 159:0.05 172:0.05 173:0.83 177:0.05 178:0.55 187:0.21 216:0.05 235:0.52 241:0.30 243:0.51 259:0.21 265:0.09 267:0.23\n1 12:0.99 17:0.66 21:0.78 25:0.88 27:0.72 30:0.85 34:0.67 36:0.93 37:0.94 43:0.39 55:0.52 66:0.87 69:0.58 70:0.15 91:0.06 98:0.82 108:0.44 123:0.42 127:0.30 129:0.05 132:0.97 135:0.56 146:0.49 147:0.55 149:0.66 154:0.30 159:0.17 172:0.63 173:0.85 177:0.05 178:0.55 179:0.57 187:0.39 212:0.93 216:0.16 235:0.95 241:0.15 242:0.82 243:0.88 247:0.12 265:0.82 266:0.17 267:0.73 276:0.54 300:0.13\n3 12:0.99 17:0.78 21:0.78 25:0.88 27:0.72 34:0.52 36:0.71 37:0.94 91:0.35 120:0.56 132:0.97 135:0.18 140:0.80 145:0.52 151:0.49 153:0.48 162:0.62 164:0.57 175:0.75 178:0.42 202:0.50 216:0.08 220:0.74 235:0.95 241:0.79 244:0.61 248:0.49 256:0.45 257:0.65 260:0.56 267:0.28 268:0.46 277:0.69 285:0.62\n1 12:0.99 17:0.67 21:0.78 25:0.88 27:0.72 30:0.86 34:0.58 36:0.71 37:0.94 43:0.48 55:0.52 66:0.84 69:0.41 70:0.15 91:0.08 98:0.86 108:0.32 123:0.31 127:0.38 129:0.05 132:0.97 135:0.30 146:0.52 147:0.58 149:0.60 154:0.37 159:0.19 172:0.54 173:0.70 177:0.05 178:0.55 179:0.73 187:0.39 212:0.95 216:0.16 235:0.95 241:0.32 242:0.82 243:0.85 247:0.12 265:0.86 266:0.12 267:0.65 276:0.45 300:0.13\n0 12:0.99 17:0.57 21:0.78 25:0.88 27:0.72 30:0.56 34:0.33 36:0.37 37:0.94 43:0.35 55:0.92 66:0.33 69:0.65 70:0.46 91:0.15 98:0.60 108:0.49 123:0.47 124:0.72 127:0.56 129:0.81 132:0.97 133:0.67 135:0.66 146:0.74 147:0.78 149:0.47 154:0.26 159:0.59 163:0.79 172:0.32 173:0.59 177:0.05 178:0.55 179:0.79 187:0.39 212:0.13 216:0.16 235:0.60 241:0.30 242:0.82 243:0.50 245:0.58 247:0.12 265:0.61 266:0.75 267:0.44 276:0.44 300:0.33\n0 1:0.69 8:0.59 9:0.76 11:0.75 12:0.20 17:0.43 18:0.84 21:0.05 22:0.93 27:0.72 29:0.77 30:0.66 31:0.92 34:0.63 36:0.97 37:0.72 39:0.74 43:0.70 45:0.83 47:0.93 64:0.77 66:0.68 69:0.35 70:0.40 71:0.91 74:0.60 79:0.92 81:0.64 83:0.60 86:0.83 91:0.61 96:0.79 97:0.89 98:0.57 99:0.83 101:0.52 108:0.27 114:0.85 122:0.80 123:0.26 124:0.43 126:0.44 127:0.84 129:0.59 131:0.88 133:0.47 135:0.65 137:0.92 139:0.83 140:0.80 144:0.57 146:0.78 147:0.82 149:0.67 150:0.62 151:0.70 153:0.72 154:0.60 155:0.58 157:0.87 158:0.79 159:0.73 162:0.57 163:0.92 165:0.70 166:0.82 172:0.51 173:0.24 175:0.75 176:0.66 177:0.38 178:0.42 179:0.80 182:0.86 187:0.21 190:0.77 192:0.51 196:0.93 201:0.68 202:0.64 208:0.54 212:0.36 216:0.26 219:0.92 220:0.62 222:0.76 227:0.87 229:0.92 231:0.74 235:0.12 241:0.55 242:0.38 243:0.72 244:0.61 245:0.58 246:0.86 247:0.55 248:0.72 253:0.76 255:0.74 256:0.58 257:0.65 259:0.21 262:0.93 265:0.58 266:0.63 267:0.65 268:0.62 271:0.65 276:0.33 277:0.69 279:0.82 284:0.92 285:0.56 287:0.89 290:0.85 292:0.95 300:0.33\n0 1:0.69 8:0.68 9:0.76 11:0.75 12:0.20 17:0.18 18:0.94 21:0.05 27:0.04 29:0.77 30:0.61 31:0.91 34:0.61 36:0.85 37:0.98 39:0.74 43:0.56 45:0.95 64:0.77 66:0.80 69:0.86 70:0.74 71:0.91 74:0.83 79:0.92 81:0.64 83:0.60 86:0.94 91:0.72 96:0.78 97:0.94 98:0.70 99:0.83 101:0.52 108:0.72 114:0.85 122:0.80 123:0.70 124:0.40 126:0.44 127:0.32 129:0.81 131:0.88 133:0.67 135:0.30 137:0.91 139:0.94 140:0.45 144:0.57 146:0.90 147:0.92 149:0.87 150:0.62 151:0.74 153:0.83 154:0.45 155:0.58 157:0.93 158:0.79 159:0.64 162:0.68 165:0.70 166:0.82 172:0.90 173:0.78 175:0.75 176:0.66 177:0.38 179:0.21 182:0.86 187:0.68 190:0.77 191:0.73 192:0.51 196:0.95 201:0.68 202:0.62 204:0.85 208:0.54 212:0.78 216:0.74 219:0.92 220:0.62 222:0.76 227:0.87 229:0.92 231:0.74 235:0.12 241:0.35 242:0.57 243:0.82 244:0.61 245:0.81 246:0.86 247:0.60 248:0.69 253:0.80 255:0.74 256:0.58 257:0.65 259:0.21 265:0.71 266:0.75 267:0.76 268:0.64 271:0.65 276:0.83 277:0.69 279:0.82 281:0.91 284:0.92 285:0.56 287:0.89 290:0.85 292:0.95 300:0.84\n0 8:0.68 12:0.20 17:0.32 18:0.57 21:0.78 27:0.72 29:0.77 30:0.95 34:0.85 36:0.66 37:0.90 39:0.74 43:0.07 55:1.00 66:0.13 69:0.93 71:0.91 74:0.24 86:0.57 91:0.56 98:0.05 108:0.86 122:0.67 123:0.85 124:0.75 127:0.61 129:0.81 131:0.61 133:0.67 135:0.47 139:0.55 145:0.69 146:0.05 147:0.05 149:0.06 154:0.07 157:0.61 159:0.95 163:1.00 166:0.61 172:0.05 173:0.63 175:0.91 177:0.05 178:0.55 179:0.99 182:0.61 191:0.73 202:0.79 212:0.95 216:0.13 222:0.76 227:0.61 229:0.61 231:0.61 235:0.42 241:0.80 242:0.82 243:0.34 244:0.83 245:0.37 246:0.61 247:0.12 253:0.20 257:0.84 259:0.21 265:0.05 266:0.12 267:0.65 271:0.65 276:0.19 277:0.87 287:0.61 300:0.08\n0 12:0.20 17:0.36 18:0.62 21:0.78 27:0.34 29:0.77 30:0.15 34:0.67 36:0.92 37:0.46 39:0.74 43:0.10 55:0.84 66:0.24 69:0.80 70:0.68 71:0.91 74:0.28 86:0.58 91:0.08 98:0.24 108:0.94 122:0.77 123:0.94 124:0.88 127:0.55 129:0.95 131:0.61 133:0.87 135:0.88 139:0.56 145:0.63 146:0.05 147:0.05 149:0.12 154:0.09 157:0.61 159:0.86 163:0.90 166:0.61 172:0.21 173:0.56 175:0.91 177:0.05 178:0.55 179:0.84 182:0.61 187:0.87 212:0.15 216:0.53 222:0.76 227:0.61 229:0.61 231:0.63 235:0.22 241:0.10 242:0.73 243:0.17 244:0.83 245:0.46 246:0.61 247:0.39 253:0.24 257:0.84 259:0.21 265:0.27 266:0.63 267:0.23 271:0.65 276:0.38 277:0.87 287:0.61 300:0.43\n0 7:0.66 8:0.79 11:0.75 12:0.20 17:0.55 18:0.85 21:0.54 27:0.13 29:0.77 30:0.32 32:0.64 34:0.80 36:0.80 37:0.83 39:0.74 43:0.69 45:0.83 55:0.52 66:0.35 69:0.81 70:0.84 71:0.91 74:0.62 81:0.25 86:0.83 91:0.54 98:0.44 101:0.52 104:0.86 106:0.81 108:0.65 120:0.65 122:0.80 123:0.63 124:0.82 126:0.26 127:0.39 129:0.05 131:0.61 133:0.81 135:0.61 139:0.80 140:0.45 144:0.57 145:0.50 146:0.76 147:0.54 149:0.69 150:0.25 151:0.55 153:0.48 154:0.58 157:0.86 159:0.74 162:0.84 164:0.70 166:0.61 172:0.61 173:0.66 177:0.38 179:0.40 182:0.77 187:0.39 190:0.89 195:0.92 202:0.65 206:0.81 212:0.52 215:0.39 216:0.65 220:0.62 222:0.76 227:0.61 229:0.61 230:0.69 231:0.70 233:0.73 235:0.60 241:0.63 242:0.22 243:0.38 244:0.61 245:0.74 246:0.61 247:0.79 248:0.56 253:0.39 256:0.71 257:0.65 259:0.21 260:0.62 265:0.46 266:0.80 267:0.96 268:0.71 271:0.65 276:0.68 283:0.78 285:0.47 287:0.61 297:0.36 300:0.70\n0 1:0.69 11:0.75 12:0.20 17:0.55 18:0.69 21:0.59 27:0.45 29:0.77 30:0.76 34:0.85 36:0.17 37:0.50 39:0.74 43:0.64 45:0.73 64:0.77 66:0.36 69:0.70 70:0.22 71:0.91 74:0.49 81:0.33 83:0.60 86:0.72 91:0.18 97:0.89 98:0.27 99:0.83 101:0.52 108:0.53 114:0.57 122:0.57 123:0.51 124:0.57 126:0.44 127:0.36 129:0.05 131:0.61 133:0.43 135:0.77 139:0.75 144:0.57 145:0.42 146:0.39 147:0.45 149:0.40 150:0.52 154:0.54 155:0.58 157:0.81 158:0.78 159:0.52 163:0.88 165:0.70 166:0.82 172:0.16 173:0.66 176:0.66 177:0.70 178:0.55 179:0.94 182:0.85 187:0.68 192:0.51 201:0.68 208:0.54 212:0.42 216:0.77 219:0.92 222:0.76 227:0.61 229:0.61 231:0.73 235:0.74 241:0.37 242:0.45 243:0.51 244:0.61 245:0.43 246:0.86 247:0.35 253:0.40 259:0.21 265:0.30 266:0.23 267:0.44 271:0.65 276:0.15 279:0.82 287:0.61 290:0.57 292:0.91 300:0.18\n0 12:0.20 17:0.47 18:0.96 21:0.78 27:0.52 29:0.77 30:0.93 34:0.83 36:0.27 37:0.43 39:0.74 43:0.14 55:0.42 66:0.88 69:0.61 70:0.19 71:0.91 74:0.26 86:0.66 91:0.10 98:0.30 108:0.95 122:0.86 123:0.95 124:0.38 127:0.73 129:0.89 131:0.61 133:0.78 135:0.82 139:0.64 145:0.67 146:0.05 147:0.05 149:0.35 154:0.10 157:0.61 159:0.89 166:0.61 172:0.97 173:0.29 175:0.91 177:0.05 178:0.55 179:0.17 182:0.61 187:0.68 202:0.50 212:0.93 216:0.79 222:0.76 227:0.61 229:0.61 231:0.67 235:0.74 241:0.15 242:0.82 243:0.05 244:0.83 245:0.84 246:0.61 247:0.55 253:0.23 257:0.84 259:0.21 265:0.32 266:0.47 267:0.44 271:0.65 276:0.90 277:0.87 287:0.61 300:0.55\n0 1:0.69 8:0.83 11:0.75 12:0.20 17:0.28 18:0.77 21:0.30 27:0.04 29:0.77 30:0.29 34:0.68 36:0.58 37:0.98 39:0.74 43:0.56 45:0.83 55:0.52 64:0.77 66:0.11 69:0.86 70:0.76 71:0.91 74:0.63 81:0.42 83:0.60 86:0.79 91:0.48 97:0.94 98:0.35 99:0.83 101:0.52 108:0.72 114:0.63 122:0.77 123:0.81 124:0.74 126:0.44 127:0.30 129:0.59 131:0.61 133:0.64 135:0.37 139:0.83 144:0.57 146:0.46 147:0.52 149:0.61 150:0.55 154:0.45 155:0.58 157:0.88 158:0.78 159:0.54 165:0.70 166:0.82 172:0.51 173:0.83 175:0.75 176:0.66 177:0.38 178:0.55 179:0.38 182:0.85 187:0.68 192:0.51 201:0.68 204:0.85 208:0.54 212:0.68 216:0.74 219:0.92 222:0.76 227:0.61 229:0.61 231:0.73 235:0.42 241:0.30 242:0.70 243:0.46 244:0.61 245:0.80 246:0.86 247:0.47 253:0.49 257:0.65 259:0.21 265:0.32 266:0.80 267:0.59 271:0.65 276:0.64 277:0.69 279:0.82 281:0.89 287:0.61 290:0.63 292:0.91 300:0.55\n0 7:0.66 8:0.83 11:0.75 12:0.20 17:0.61 18:0.85 21:0.54 27:0.13 29:0.77 30:0.26 32:0.64 34:0.79 36:0.79 37:0.83 39:0.74 43:0.69 45:0.83 55:0.52 66:0.33 69:0.81 70:0.87 71:0.91 74:0.62 81:0.25 86:0.83 91:0.46 98:0.44 101:0.52 104:0.89 106:0.81 108:0.65 120:0.59 123:0.63 124:0.83 126:0.26 127:0.43 129:0.05 131:0.61 133:0.81 135:0.54 139:0.80 140:0.45 144:0.57 145:0.50 146:0.76 147:0.54 149:0.69 150:0.25 151:0.51 153:0.48 154:0.58 157:0.87 159:0.75 162:0.86 164:0.65 166:0.61 172:0.61 173:0.67 177:0.38 179:0.40 182:0.77 187:0.39 190:0.89 191:0.75 195:0.92 202:0.58 206:0.81 212:0.52 215:0.39 216:0.65 220:0.96 222:0.76 227:0.61 229:0.61 230:0.69 231:0.70 233:0.73 235:0.60 241:0.32 242:0.19 243:0.37 244:0.61 245:0.76 246:0.61 247:0.79 248:0.51 253:0.39 256:0.64 257:0.65 259:0.21 260:0.58 265:0.46 266:0.87 267:0.97 268:0.66 271:0.65 276:0.71 283:0.78 285:0.47 287:0.61 297:0.36 300:0.70\n0 7:0.66 8:0.85 11:0.75 12:0.20 17:0.73 18:0.85 21:0.54 27:0.13 29:0.77 30:0.19 32:0.64 34:0.81 36:0.84 37:0.83 39:0.74 43:0.69 45:0.83 55:0.52 66:0.30 69:0.81 70:0.72 71:0.91 74:0.62 81:0.25 86:0.83 91:0.22 98:0.48 101:0.52 104:0.83 106:0.81 108:0.65 123:0.63 124:0.80 126:0.26 127:0.41 129:0.05 131:0.61 133:0.74 135:0.49 139:0.80 144:0.57 145:0.50 146:0.76 147:0.54 149:0.71 150:0.25 154:0.58 157:0.87 159:0.71 166:0.61 172:0.65 173:0.69 177:0.38 178:0.55 179:0.33 182:0.77 187:0.39 191:0.75 195:0.90 206:0.81 212:0.54 215:0.39 216:0.65 222:0.76 227:0.61 229:0.61 230:0.69 231:0.70 233:0.73 235:0.60 241:0.41 242:0.38 243:0.32 244:0.61 245:0.84 246:0.61 247:0.79 253:0.39 257:0.65 259:0.21 265:0.49 266:0.80 267:0.94 271:0.65 276:0.76 283:0.78 287:0.61 297:0.36 300:0.55\n0 1:0.69 7:0.66 8:0.75 11:0.75 12:0.20 17:0.02 18:0.81 21:0.05 22:0.93 27:0.37 29:0.77 30:0.71 34:0.87 36:0.62 37:0.98 39:0.74 43:0.70 45:0.81 47:0.93 64:0.77 66:0.45 69:0.37 70:0.40 71:0.91 74:0.60 81:0.64 83:0.60 86:0.84 91:0.27 97:0.94 98:0.54 99:0.83 101:0.52 108:0.58 114:0.85 117:0.86 122:0.80 123:0.55 124:0.57 126:0.44 127:0.27 129:0.59 131:0.61 133:0.47 135:0.23 139:0.83 144:0.57 145:0.45 146:0.20 147:0.25 149:0.67 150:0.62 154:0.60 155:0.58 157:0.87 158:0.79 159:0.29 165:0.70 166:0.82 172:0.32 173:0.44 175:0.75 176:0.66 177:0.38 178:0.55 179:0.71 182:0.85 187:0.68 192:0.51 201:0.68 208:0.54 212:0.30 216:0.52 219:0.92 222:0.76 227:0.61 229:0.61 230:0.69 231:0.73 232:0.87 233:0.76 235:0.12 241:0.27 242:0.63 243:0.44 244:0.61 245:0.59 246:0.86 247:0.35 253:0.58 257:0.65 259:0.21 262:0.93 265:0.56 266:0.47 267:0.82 271:0.65 276:0.35 277:0.69 279:0.82 287:0.61 290:0.85 292:0.95 300:0.33\n1 8:0.78 11:0.75 12:0.20 17:0.95 18:0.98 21:0.30 22:0.93 27:0.71 29:0.77 30:0.30 31:0.86 34:0.73 36:0.89 37:0.65 39:0.74 43:0.68 44:0.85 45:0.81 47:0.93 48:0.98 55:0.52 64:0.77 66:0.84 69:0.12 70:0.90 71:0.91 74:0.51 79:0.87 81:0.30 86:0.86 91:0.70 98:0.88 101:0.52 108:0.10 122:0.86 123:0.10 124:0.38 126:0.26 127:0.59 129:0.05 131:0.82 133:0.37 135:0.42 137:0.86 139:0.83 140:0.80 144:0.57 145:0.70 146:0.91 147:0.93 149:0.67 150:0.28 151:0.48 153:0.69 154:0.58 157:0.86 159:0.58 162:0.59 166:0.74 172:0.84 173:0.17 177:0.70 178:0.42 179:0.39 182:0.77 187:0.21 190:0.89 191:0.70 195:0.78 196:0.88 202:0.55 212:0.57 216:0.29 219:0.87 220:0.87 222:0.76 227:0.83 229:0.61 231:0.71 235:0.31 241:0.03 242:0.58 243:0.85 244:0.61 245:0.74 246:0.61 247:0.79 248:0.48 253:0.35 256:0.45 259:0.21 262:0.93 265:0.88 266:0.63 267:0.79 268:0.55 271:0.65 276:0.76 281:0.89 284:0.86 285:0.47 287:0.61 292:0.91 300:0.70\n1 7:0.66 8:0.80 11:0.75 12:0.20 17:0.70 18:0.80 21:0.59 27:0.13 29:0.77 30:0.21 32:0.64 34:0.77 36:0.87 37:0.83 39:0.74 43:0.62 45:0.81 55:0.52 66:0.19 69:0.60 70:0.75 71:0.91 74:0.55 81:0.24 86:0.81 91:0.51 98:0.54 101:0.52 104:0.87 106:0.81 108:0.46 120:0.58 123:0.75 124:0.52 126:0.26 127:0.30 129:0.05 131:0.61 133:0.43 135:0.54 139:0.77 140:0.45 144:0.57 145:0.52 146:0.74 147:0.78 149:0.64 150:0.24 151:0.49 153:0.48 154:0.51 157:0.86 159:0.55 162:0.86 164:0.68 166:0.61 172:0.65 173:0.48 177:0.70 179:0.40 182:0.76 187:0.39 190:0.89 195:0.85 202:0.62 206:0.81 212:0.52 215:0.39 216:0.65 220:0.97 222:0.76 227:0.61 229:0.61 230:0.69 231:0.69 233:0.73 235:0.68 241:0.62 242:0.28 243:0.63 244:0.61 245:0.82 246:0.61 247:0.76 248:0.50 253:0.37 256:0.71 259:0.21 260:0.57 265:0.55 266:0.75 267:0.96 268:0.70 271:0.65 276:0.65 277:0.69 283:0.78 285:0.47 287:0.61 297:0.36 300:0.55\n1 9:0.76 11:0.75 12:0.20 17:0.73 18:0.91 21:0.64 22:0.93 27:0.27 29:0.77 30:0.27 31:0.89 32:0.64 34:0.88 36:0.99 37:0.87 39:0.74 43:0.70 45:0.85 47:0.93 55:0.71 66:0.92 69:0.41 70:0.66 71:0.91 74:0.60 79:0.88 81:0.24 83:0.60 86:0.87 91:0.54 96:0.72 98:0.96 101:0.52 108:0.32 117:0.86 120:0.53 122:0.80 123:0.31 126:0.26 127:0.70 129:0.05 131:0.87 135:0.79 137:0.89 139:0.83 140:0.80 144:0.57 145:0.93 146:0.93 147:0.95 149:0.75 150:0.24 151:0.59 153:0.48 154:0.60 155:0.58 157:0.89 159:0.57 162:0.86 164:0.54 166:0.61 172:0.79 173:0.37 177:0.70 179:0.52 182:0.86 187:0.39 190:0.77 192:0.51 195:0.76 196:0.91 202:0.54 208:0.54 212:0.29 215:0.38 216:0.43 220:0.99 222:0.76 227:0.86 229:0.92 231:0.73 232:0.92 235:0.74 241:0.65 242:0.24 243:0.92 244:0.61 246:0.61 247:0.76 248:0.58 253:0.50 255:0.74 256:0.58 259:0.21 260:0.53 262:0.93 265:0.96 266:0.54 267:0.98 268:0.63 271:0.65 276:0.68 284:0.87 285:0.62 287:0.89 297:0.36 300:0.43\n0 7:0.66 8:0.86 11:0.75 12:0.20 17:0.61 18:0.85 21:0.54 27:0.13 29:0.77 30:0.21 32:0.64 34:0.84 36:0.62 37:0.83 39:0.74 43:0.69 45:0.83 55:0.52 66:0.12 69:0.81 70:0.77 71:0.91 74:0.62 81:0.25 86:0.83 91:0.40 98:0.44 101:0.52 104:0.86 106:0.81 108:0.65 120:0.54 123:0.85 124:0.80 126:0.26 127:0.32 129:0.05 131:0.61 133:0.74 135:0.49 139:0.80 140:0.45 144:0.57 145:0.50 146:0.75 147:0.54 149:0.70 150:0.25 151:0.46 153:0.48 154:0.58 157:0.86 159:0.72 162:0.86 164:0.53 166:0.61 172:0.63 173:0.66 177:0.38 179:0.29 182:0.77 187:0.39 190:0.89 195:0.93 202:0.36 206:0.81 212:0.51 215:0.39 216:0.65 220:0.93 222:0.76 227:0.61 229:0.61 230:0.69 231:0.70 233:0.73 235:0.60 241:0.57 242:0.39 243:0.33 244:0.61 245:0.84 246:0.61 247:0.79 248:0.46 253:0.39 256:0.45 257:0.65 259:0.21 260:0.54 265:0.44 266:0.75 267:0.98 268:0.46 271:0.65 276:0.76 277:0.87 283:0.78 285:0.47 287:0.61 297:0.36 300:0.55\n0 8:0.64 12:0.20 17:0.83 18:0.66 21:0.78 27:0.72 29:0.77 30:0.76 34:0.59 36:0.98 39:0.74 43:0.17 55:0.71 66:0.54 69:0.88 70:0.22 71:0.91 74:0.25 86:0.58 91:0.65 98:0.40 108:0.76 122:0.57 123:0.74 124:0.45 127:0.78 129:0.05 131:0.61 133:0.37 135:0.74 139:0.57 145:0.80 146:0.41 147:0.05 149:0.10 154:0.22 157:0.61 159:0.45 163:0.86 166:0.61 172:0.21 173:0.97 177:0.05 178:0.55 179:0.97 182:0.61 202:0.67 212:0.42 216:0.10 222:0.76 227:0.61 229:0.61 231:0.63 235:0.60 241:0.81 242:0.45 243:0.26 244:0.61 245:0.40 246:0.61 247:0.35 253:0.23 254:0.95 257:0.84 259:0.21 265:0.42 266:0.23 267:0.79 271:0.65 276:0.17 287:0.61 300:0.18\n0 1:0.69 8:0.76 11:0.75 12:0.20 17:0.15 18:0.67 21:0.22 27:0.04 29:0.77 30:0.45 34:0.70 36:0.65 37:0.98 39:0.74 43:0.56 45:0.73 64:0.77 66:0.77 69:0.86 70:0.50 71:0.91 74:0.40 76:0.94 81:0.48 83:0.60 86:0.70 91:0.48 98:0.60 99:0.83 101:0.52 108:0.72 114:0.67 122:0.80 123:0.70 126:0.44 127:0.17 129:0.05 131:0.61 135:0.47 139:0.68 144:0.57 146:0.63 147:0.68 149:0.38 150:0.57 154:0.45 155:0.58 157:0.82 158:0.71 159:0.23 165:0.70 166:0.82 172:0.37 173:0.92 175:0.75 176:0.66 177:0.38 178:0.55 179:0.64 182:0.85 187:0.87 192:0.51 201:0.68 208:0.54 212:0.23 216:0.74 222:0.76 227:0.61 229:0.61 231:0.73 232:0.94 235:0.31 241:0.60 242:0.55 243:0.79 244:0.61 246:0.86 247:0.39 253:0.50 257:0.65 259:0.21 265:0.61 266:0.38 267:0.91 271:0.65 276:0.29 277:0.69 287:0.61 290:0.67 300:0.33\n1 1:0.69 11:0.75 12:0.20 17:0.59 18:0.88 21:0.59 22:0.93 27:0.39 29:0.77 30:0.44 34:0.19 36:0.42 37:0.62 39:0.74 43:0.58 45:0.83 47:0.93 66:0.54 69:0.83 70:0.89 71:0.91 74:0.54 81:0.30 86:0.88 91:0.51 98:0.56 101:0.52 108:0.67 114:0.54 122:0.67 123:0.65 124:0.68 126:0.44 127:0.36 129:0.05 131:0.61 133:0.74 135:0.70 139:0.85 144:0.57 145:0.85 146:0.86 147:0.05 149:0.58 150:0.47 154:0.59 155:0.58 157:0.86 159:0.73 166:0.74 172:0.70 173:0.69 176:0.55 177:0.05 178:0.55 179:0.40 182:0.77 187:0.39 192:0.59 201:0.68 208:0.54 212:0.35 215:0.38 216:0.15 219:0.87 222:0.76 227:0.61 229:0.61 231:0.72 235:0.74 241:0.64 242:0.13 243:0.09 245:0.73 246:0.61 247:0.88 253:0.38 254:0.74 257:0.84 259:0.21 262:0.93 265:0.57 266:0.87 267:0.97 271:0.65 276:0.66 287:0.61 290:0.54 292:0.95 297:0.36 300:0.84\n0 1:0.69 11:0.75 12:0.20 17:0.92 18:0.78 22:0.93 27:0.65 29:0.77 30:0.45 34:0.39 36:0.75 37:0.31 39:0.74 43:0.71 45:0.77 47:0.93 48:0.91 64:0.77 66:0.82 69:0.21 70:0.61 71:0.91 74:0.63 76:1.00 77:0.96 81:0.73 83:0.60 86:0.81 91:0.12 97:0.89 98:0.82 99:0.83 101:0.52 108:0.17 114:0.95 117:0.86 122:0.77 123:0.16 126:0.44 127:0.31 129:0.05 131:0.61 132:0.97 135:0.66 139:0.82 144:0.57 145:0.87 146:0.58 147:0.63 149:0.62 150:0.69 154:0.61 155:0.58 157:0.85 158:0.79 159:0.21 165:0.70 166:0.82 172:0.48 173:0.46 176:0.66 177:0.70 178:0.55 179:0.75 182:0.86 187:0.21 192:0.51 195:0.55 201:0.68 204:0.85 208:0.54 212:0.61 216:0.67 219:0.92 222:0.76 227:0.61 229:0.61 231:0.73 232:0.81 235:0.05 241:0.07 242:0.33 243:0.83 244:0.61 246:0.86 247:0.55 253:0.64 259:0.21 262:0.93 265:0.82 266:0.27 267:0.52 271:0.65 276:0.37 279:0.82 281:0.86 282:0.71 287:0.61 290:0.95 292:0.95 300:0.43\n1 7:0.66 8:0.84 11:0.75 12:0.20 17:0.85 18:0.80 21:0.47 27:0.13 29:0.77 30:0.14 32:0.64 34:0.80 36:0.88 37:0.83 39:0.74 43:0.62 45:0.77 55:0.52 66:0.53 69:0.59 70:0.80 71:0.91 74:0.51 81:0.27 86:0.77 91:0.51 98:0.52 101:0.52 104:0.78 106:0.81 108:0.45 120:0.67 123:0.43 124:0.52 126:0.26 127:0.27 129:0.05 131:0.61 133:0.43 135:0.54 139:0.74 140:0.45 144:0.57 145:0.45 146:0.74 147:0.78 149:0.58 150:0.26 151:0.55 153:0.48 154:0.51 157:0.84 159:0.55 162:0.78 164:0.70 166:0.61 172:0.63 173:0.46 177:0.70 179:0.39 182:0.75 187:0.21 190:0.89 191:0.70 195:0.85 202:0.67 206:0.81 212:0.61 215:0.41 216:0.65 220:0.74 222:0.76 227:0.61 229:0.61 230:0.69 231:0.69 233:0.73 235:0.52 241:0.59 242:0.30 243:0.62 244:0.61 245:0.81 246:0.61 247:0.76 248:0.57 253:0.36 256:0.71 259:0.21 260:0.64 265:0.53 266:0.75 267:0.85 268:0.72 271:0.65 276:0.64 283:0.78 285:0.47 287:0.61 297:0.36 300:0.55\n1 7:0.72 8:0.79 11:0.75 12:0.20 17:0.95 18:0.94 21:0.22 22:0.93 27:0.71 29:0.77 30:0.14 31:0.88 32:0.68 34:0.73 36:0.95 37:0.65 39:0.74 43:0.70 44:0.85 45:0.66 47:0.93 48:0.97 55:0.42 64:0.77 66:0.53 69:0.10 70:0.99 71:0.91 74:0.43 79:0.90 81:0.33 86:0.82 91:0.48 98:0.38 101:0.52 108:0.09 120:0.63 122:0.86 123:0.09 124:0.80 126:0.26 127:0.69 129:0.05 131:0.82 133:0.86 135:0.32 137:0.88 139:0.79 140:0.45 144:0.57 145:0.69 146:0.59 147:0.65 149:0.51 150:0.30 151:0.64 153:0.46 154:0.74 157:0.77 159:0.71 162:0.86 164:0.57 166:0.74 172:0.63 173:0.12 177:0.70 179:0.57 182:0.72 187:0.21 190:0.77 191:0.70 192:0.51 195:0.85 196:0.89 202:0.49 212:0.69 216:0.29 219:0.87 220:0.87 222:0.76 227:0.83 229:0.61 230:0.75 231:0.69 233:0.76 235:0.22 241:0.10 242:0.22 243:0.62 245:0.62 246:0.61 247:0.84 248:0.62 253:0.33 254:0.97 255:0.74 256:0.58 259:0.21 260:0.62 262:0.93 265:0.40 266:0.71 267:0.52 268:0.58 271:0.65 276:0.61 281:0.91 284:0.86 285:0.56 287:0.61 292:0.91 300:0.94\n0 1:0.69 7:0.63 12:0.20 17:0.72 18:0.60 21:0.59 27:0.28 29:0.62 30:0.21 32:0.62 34:0.47 36:0.91 37:0.47 39:0.54 43:0.17 55:0.96 66:0.16 69:0.41 70:0.79 71:0.68 74:0.27 77:0.70 81:0.31 86:0.62 91:0.08 98:0.27 108:0.32 114:0.57 123:0.31 124:0.92 126:0.44 127:0.92 129:0.05 133:0.91 135:0.95 139:0.60 144:0.85 145:0.90 146:0.62 147:0.67 149:0.18 150:0.48 154:0.47 155:0.58 159:0.87 163:0.98 172:0.27 173:0.17 175:0.75 176:0.66 177:0.38 178:0.55 179:0.73 187:0.39 192:0.59 195:0.96 201:0.68 208:0.54 212:0.16 215:0.39 216:0.44 222:0.76 230:0.63 233:0.73 235:0.74 241:0.18 242:0.75 243:0.37 244:0.61 245:0.55 247:0.55 253:0.39 254:0.97 257:0.65 259:0.21 265:0.29 266:0.89 267:0.65 271:0.65 276:0.54 277:0.69 282:0.71 290:0.57 297:0.36 300:0.55\n0 8:0.92 11:0.92 12:0.20 17:0.59 18:0.60 21:0.78 27:0.58 29:0.62 30:0.74 34:0.34 36:0.94 37:0.47 39:0.54 43:0.13 45:0.83 66:0.20 69:0.99 70:0.39 71:0.68 74:0.31 85:0.80 86:0.66 91:0.04 98:0.14 101:0.97 108:0.98 122:0.41 123:0.98 124:0.74 127:0.12 129:0.81 133:0.67 135:0.88 139:0.64 144:0.85 146:0.41 147:0.48 149:0.25 154:0.10 159:0.62 172:0.41 173:0.98 177:0.70 178:0.55 179:0.13 187:0.39 202:0.46 212:0.70 216:0.68 222:0.76 235:0.68 241:0.18 242:0.19 243:0.45 245:0.73 247:0.55 253:0.26 259:0.21 265:0.14 266:0.63 267:0.28 271:0.65 276:0.52 300:0.43\n0 11:0.92 12:0.20 17:0.53 18:0.72 21:0.78 27:0.72 29:0.62 30:0.21 34:0.70 36:0.51 39:0.54 43:0.78 45:0.66 66:0.47 69:0.44 70:0.77 71:0.68 74:0.41 85:0.72 86:0.79 91:0.06 98:0.38 101:0.97 104:0.79 108:0.34 123:0.32 124:0.74 127:0.66 129:0.05 133:0.73 135:0.54 139:0.76 144:0.85 146:0.68 147:0.72 149:0.62 154:0.70 159:0.78 172:0.41 173:0.25 177:0.70 178:0.55 179:0.78 187:0.21 212:0.36 216:0.12 222:0.76 235:0.60 241:0.44 242:0.38 243:0.59 245:0.53 247:0.74 253:0.32 259:0.21 265:0.40 266:0.71 267:0.59 271:0.65 276:0.43 300:0.55\n0 1:0.69 7:0.63 12:0.20 17:0.66 18:0.69 21:0.64 27:0.31 29:0.62 30:0.33 32:0.62 34:0.59 36:0.92 37:0.91 39:0.54 43:0.15 55:0.52 66:0.60 69:0.54 70:0.74 71:0.68 74:0.30 81:0.30 86:0.75 91:0.35 98:0.62 104:0.58 106:0.81 108:0.41 114:0.56 123:0.39 124:0.58 126:0.44 127:0.62 129:0.05 133:0.59 135:0.98 139:0.71 144:0.85 145:0.79 146:0.72 147:0.76 149:0.20 150:0.47 154:0.64 155:0.58 159:0.56 172:0.63 173:0.50 176:0.66 177:0.70 178:0.55 179:0.59 187:0.39 192:0.59 195:0.77 201:0.68 206:0.81 208:0.54 212:0.58 215:0.38 216:0.46 222:0.76 230:0.63 233:0.73 235:0.80 241:0.10 242:0.42 243:0.67 245:0.70 247:0.82 253:0.38 254:0.97 265:0.63 266:0.63 267:0.87 271:0.65 276:0.58 290:0.56 297:0.36 300:0.55\n2 1:0.69 11:0.92 12:0.20 17:0.47 18:0.86 21:0.68 27:0.53 29:0.62 30:0.57 34:0.61 36:0.95 37:0.32 39:0.54 43:0.70 45:0.88 64:0.77 66:0.23 69:0.62 70:0.64 71:0.68 74:0.41 81:0.32 83:0.60 85:0.72 86:0.92 91:0.11 98:0.51 99:0.83 101:0.97 108:0.74 114:0.54 122:0.57 123:0.45 124:0.79 126:0.44 127:0.58 129:0.81 132:0.97 133:0.78 135:0.61 139:0.88 144:0.85 145:0.69 146:0.68 147:0.72 149:0.75 150:0.51 154:0.70 155:0.58 159:0.62 165:0.70 172:0.51 173:0.55 176:0.55 177:0.70 178:0.55 179:0.49 187:0.21 192:0.51 201:0.68 208:0.54 212:0.36 216:0.75 222:0.76 235:0.84 241:0.44 242:0.31 243:0.43 245:0.77 247:0.60 253:0.35 265:0.35 266:0.71 267:0.99 271:0.65 276:0.67 290:0.54 300:0.55\n1 11:0.88 12:0.20 17:0.12 18:0.63 21:0.78 27:0.33 29:0.62 30:0.95 34:0.87 36:0.68 37:0.47 39:0.54 43:0.77 66:0.64 69:0.80 71:0.68 74:0.41 85:0.72 86:0.72 91:0.49 98:0.12 101:0.87 108:0.64 122:0.57 123:0.61 127:0.08 129:0.05 135:0.70 139:0.70 144:0.85 145:0.93 146:0.17 147:0.22 149:0.52 154:0.69 159:0.09 163:0.97 172:0.16 173:0.90 177:0.70 178:0.55 179:0.09 187:0.68 202:0.36 212:0.95 216:0.51 222:0.76 235:0.42 241:0.05 242:0.82 243:0.69 247:0.12 253:0.32 259:0.21 265:0.13 266:0.12 267:0.65 271:0.65 276:0.19 300:0.08\n1 11:0.64 12:0.20 17:0.82 18:0.82 21:0.78 22:0.93 27:0.72 29:0.62 30:0.71 34:0.92 36:0.86 39:0.54 43:0.71 45:0.81 47:0.93 66:0.24 69:0.79 70:0.40 71:0.68 74:0.32 83:0.60 86:0.84 91:0.17 97:0.89 98:0.54 101:0.52 104:0.79 108:0.31 117:0.86 122:0.80 123:0.60 124:0.57 127:0.43 129:0.05 133:0.43 135:0.63 139:0.84 145:0.99 146:0.44 147:0.30 149:0.68 154:0.60 155:0.58 158:0.72 159:0.30 172:0.32 173:0.92 177:0.38 178:0.55 179:0.81 187:0.39 192:0.51 208:0.54 212:0.61 216:0.15 219:0.92 222:0.76 232:0.85 235:0.68 241:0.18 242:0.33 243:0.58 244:0.61 245:0.59 247:0.55 253:0.27 257:0.65 259:0.21 262:0.93 265:0.24 266:0.38 267:0.19 271:0.65 276:0.31 279:0.82 292:0.95 300:0.33\n1 1:0.69 8:0.83 9:0.76 11:0.64 12:0.20 17:0.47 18:0.93 21:0.30 22:0.93 27:0.21 29:0.62 30:0.73 31:0.95 34:0.49 36:0.70 37:0.74 39:0.54 43:0.72 45:0.94 47:0.93 64:0.77 66:0.71 69:0.76 70:0.54 71:0.68 74:0.36 79:0.96 81:0.43 83:0.60 86:0.95 91:0.17 96:0.87 97:0.89 98:0.69 99:0.83 101:0.52 108:0.59 114:0.60 117:0.86 122:0.80 123:0.57 124:0.46 126:0.44 127:0.44 129:0.05 133:0.66 135:0.21 137:0.95 139:0.95 140:0.45 146:0.88 147:0.31 149:0.87 150:0.56 151:0.91 153:0.84 154:0.50 155:0.58 158:0.72 159:0.67 162:0.73 165:0.70 172:0.80 173:0.66 176:0.55 177:0.38 179:0.36 187:0.39 190:0.77 192:0.51 196:0.97 201:0.68 202:0.64 204:0.85 208:0.54 212:0.59 216:0.95 219:0.92 222:0.76 232:0.85 235:0.42 241:0.50 242:0.54 243:0.19 245:0.77 247:0.67 248:0.83 253:0.59 254:0.95 255:0.74 256:0.64 257:0.65 259:0.21 262:0.93 265:0.70 266:0.63 267:0.36 268:0.68 271:0.65 276:0.72 279:0.82 281:0.91 284:0.94 285:0.56 290:0.60 292:0.95 300:0.70\n0 12:0.20 17:0.32 18:0.70 21:0.78 27:0.45 29:0.62 30:0.45 34:0.71 36:0.17 37:0.50 39:0.54 43:0.11 55:0.59 66:0.49 69:0.77 70:0.25 71:0.68 74:0.27 86:0.71 91:0.22 98:0.16 108:0.60 122:0.80 123:0.58 124:0.48 127:0.13 129:0.05 133:0.39 135:0.44 139:0.68 145:0.42 146:0.31 147:0.38 149:0.08 154:0.46 159:0.29 163:0.79 172:0.16 173:0.55 175:0.75 177:0.38 178:0.55 179:0.57 187:0.68 212:0.61 216:0.77 222:0.76 235:0.80 241:0.61 242:0.63 243:0.60 244:0.61 245:0.39 247:0.30 253:0.24 254:0.95 257:0.65 259:0.21 265:0.17 266:0.17 267:0.36 271:0.65 276:0.16 277:0.69 300:0.18\n0 8:0.85 12:0.20 17:0.62 18:0.56 21:0.78 27:0.72 29:0.62 30:0.76 34:0.24 36:0.61 39:0.54 43:0.06 55:1.00 66:0.13 69:0.98 70:0.15 71:0.68 74:0.24 86:0.57 91:0.27 98:0.05 108:0.96 122:0.57 123:0.96 124:0.75 127:0.40 129:0.81 133:0.67 135:0.92 139:0.56 145:0.91 146:0.05 147:0.05 149:0.05 154:0.06 159:0.99 163:1.00 172:0.05 173:0.66 175:0.91 177:0.05 178:0.55 179:0.99 202:0.64 212:0.95 216:0.02 222:0.76 235:0.42 241:0.78 242:0.82 243:0.34 244:0.83 245:0.37 247:0.12 253:0.20 257:0.84 259:0.21 265:0.05 266:0.12 267:0.28 271:0.65 276:0.19 277:0.87 300:0.13\n2 1:0.69 9:0.76 11:0.64 12:0.20 17:0.30 18:0.75 21:0.54 27:0.66 29:0.62 30:0.62 31:0.96 34:0.94 36:0.77 37:0.53 39:0.54 43:0.72 45:0.73 64:0.77 66:0.47 69:0.19 70:0.34 71:0.68 74:0.30 79:0.96 81:0.35 83:0.60 86:0.78 91:0.60 96:0.88 97:0.94 98:0.23 99:0.83 101:0.52 108:0.15 114:0.57 122:0.80 123:0.15 124:0.52 126:0.44 127:0.46 129:0.05 132:0.97 133:0.39 135:0.77 137:0.96 139:0.77 140:0.45 146:0.22 147:0.28 149:0.54 150:0.52 151:0.84 153:0.72 154:0.62 155:0.58 158:0.71 159:0.24 162:0.86 165:0.70 172:0.21 173:0.45 175:0.75 176:0.55 177:0.38 179:0.93 187:0.39 190:0.77 192:0.51 196:0.93 201:0.68 202:0.58 208:0.54 212:0.61 216:0.21 219:0.89 222:0.76 232:0.89 235:0.68 241:0.61 242:0.33 243:0.59 244:0.61 245:0.46 247:0.39 248:0.84 253:0.59 255:0.74 256:0.64 257:0.65 265:0.25 266:0.23 267:0.23 268:0.66 271:0.65 276:0.15 277:0.69 279:0.82 284:0.93 285:0.56 290:0.57 292:0.91 300:0.25\n2 7:0.63 8:0.71 11:0.64 12:0.20 17:0.61 18:0.79 21:0.78 27:0.70 29:0.62 30:0.60 34:0.36 36:1.00 37:0.40 39:0.54 43:0.65 45:0.88 66:0.27 69:0.42 70:0.65 71:0.68 74:0.31 83:0.60 86:0.82 91:0.15 97:0.89 98:0.39 101:0.52 104:0.78 108:0.86 122:0.57 123:0.85 124:0.84 127:0.51 129:0.81 133:0.82 135:0.99 139:0.82 146:0.40 147:0.46 149:0.62 154:0.22 155:0.58 158:0.72 159:0.77 163:0.81 172:0.45 173:0.23 177:0.70 178:0.55 179:0.56 187:0.39 192:0.51 208:0.54 212:0.30 216:0.32 219:0.92 222:0.76 230:0.63 232:0.87 233:0.73 241:0.18 242:0.33 243:0.22 245:0.67 247:0.60 253:0.26 254:0.97 259:0.21 265:0.41 266:0.84 267:0.87 271:0.65 276:0.60 279:0.82 292:0.95 300:0.55\n0 1:0.69 7:0.63 12:0.20 17:0.86 18:0.68 21:0.71 27:0.66 29:0.62 30:0.21 32:0.69 34:0.62 36:0.93 37:0.90 39:0.54 43:0.14 55:0.52 66:0.60 69:0.62 70:0.85 71:0.68 74:0.40 76:0.97 77:0.89 81:0.29 86:0.74 91:0.40 98:0.66 104:0.58 106:0.81 108:0.47 114:0.53 123:0.46 124:0.58 126:0.44 127:0.67 129:0.05 133:0.59 135:0.96 139:0.70 144:0.85 145:0.74 146:0.75 147:0.79 149:0.29 150:0.47 154:0.60 155:0.58 159:0.57 172:0.67 173:0.60 176:0.55 177:0.70 178:0.55 179:0.55 187:0.39 192:0.59 195:0.75 201:0.68 206:0.81 208:0.54 212:0.52 215:0.37 216:0.28 222:0.76 230:0.63 233:0.73 235:0.88 241:0.10 242:0.59 243:0.67 245:0.73 247:0.84 253:0.34 254:0.97 265:0.67 266:0.63 267:0.59 271:0.65 276:0.62 282:0.77 290:0.53 297:0.36 300:0.55\n0 12:0.20 17:0.57 18:0.59 21:0.78 27:0.34 29:0.62 30:0.76 34:0.58 36:0.73 37:0.46 39:0.54 43:0.12 55:0.99 66:0.13 69:0.71 70:0.15 71:0.68 74:0.26 86:0.61 91:0.14 98:0.05 108:0.54 122:0.80 123:0.52 124:0.75 127:0.71 129:0.81 133:0.67 135:0.42 139:0.59 145:0.59 146:0.05 147:0.05 149:0.08 154:0.10 159:0.92 163:0.99 172:0.05 173:0.34 175:0.91 177:0.05 178:0.55 179:0.99 187:0.87 212:0.95 216:0.53 222:0.76 235:0.74 241:0.44 242:0.82 243:0.34 244:0.83 245:0.37 247:0.12 253:0.23 257:0.84 259:0.21 265:0.05 266:0.12 267:0.23 271:0.65 276:0.17 277:0.87 300:0.13\n1 11:0.91 12:0.20 17:0.06 18:0.77 21:0.47 27:0.10 29:0.62 30:0.60 34:0.71 36:0.97 37:0.86 39:0.54 43:0.57 45:0.83 66:0.44 69:0.81 70:0.53 71:0.68 74:0.39 81:0.26 86:0.84 91:0.12 98:0.42 101:0.52 108:0.65 120:0.53 122:0.57 123:0.63 124:0.58 126:0.26 127:0.20 129:0.59 133:0.46 135:0.74 139:0.80 140:0.80 144:0.85 145:0.70 146:0.57 147:0.63 149:0.46 150:0.25 151:0.46 153:0.48 154:0.64 159:0.36 162:0.54 164:0.52 172:0.41 173:0.79 177:0.70 178:0.42 179:0.46 187:0.87 190:0.89 202:0.56 212:0.30 215:0.41 216:0.81 220:0.97 222:0.76 235:0.52 241:0.43 242:0.33 243:0.57 245:0.68 247:0.60 248:0.46 253:0.31 254:0.74 256:0.45 259:0.21 260:0.53 265:0.44 266:0.47 267:0.73 268:0.46 271:0.65 276:0.46 285:0.47 297:0.36 300:0.43\n0 8:0.86 12:0.20 17:0.77 18:0.57 21:0.78 27:0.72 29:0.62 30:0.62 34:0.50 36:0.68 37:0.77 39:0.54 43:0.06 55:0.96 66:0.07 69:0.97 70:0.23 71:0.68 74:0.25 86:0.59 91:0.93 98:0.05 108:0.94 122:0.55 123:0.94 124:0.89 127:0.24 129:0.95 133:0.87 135:0.61 139:0.57 145:0.82 146:0.05 147:0.05 149:0.06 154:0.06 159:0.82 163:0.99 172:0.05 173:0.91 175:0.91 177:0.05 178:0.55 179:0.84 202:0.75 212:0.61 216:0.06 222:0.76 235:0.60 241:0.81 242:0.33 243:0.23 244:0.83 245:0.39 247:0.39 253:0.23 257:0.84 259:0.21 265:0.06 266:0.23 267:0.87 271:0.65 276:0.29 277:0.87 300:0.18\n1 1:0.74 6:0.95 7:0.81 8:0.93 9:0.80 11:0.75 12:0.51 17:0.09 18:0.96 20:0.95 21:0.68 26:0.95 27:0.12 28:0.80 29:0.56 30:0.15 31:0.98 34:0.25 36:0.70 37:0.88 39:0.80 41:0.98 43:0.37 45:0.94 46:0.97 58:1.00 64:0.77 66:0.17 69:0.54 70:0.90 71:0.74 74:0.57 78:0.80 79:0.99 81:0.44 83:0.91 86:0.81 91:0.92 96:0.96 98:0.61 100:0.83 101:0.52 104:0.58 107:1.00 108:0.90 110:0.98 111:0.80 114:0.56 120:0.92 121:0.90 122:0.85 123:0.78 124:0.82 125:0.97 126:0.54 127:0.90 129:0.81 131:0.94 133:0.84 135:0.21 137:0.98 139:0.84 140:0.90 141:0.97 144:0.57 146:0.82 147:0.85 149:0.61 150:0.70 151:0.87 152:0.88 153:0.88 154:0.78 155:0.67 157:0.61 159:0.84 160:1.00 161:0.54 162:0.60 164:0.91 165:0.93 166:0.90 167:0.94 169:0.81 172:0.85 173:0.30 176:0.73 177:0.70 179:0.23 181:0.91 182:0.99 186:0.81 189:0.96 191:0.94 192:0.87 196:0.98 199:1.00 201:0.93 202:0.95 204:0.89 208:0.64 212:0.52 215:0.37 216:0.41 220:0.74 222:0.25 223:0.94 224:0.98 227:0.94 229:0.99 230:0.86 231:0.87 233:0.73 234:0.97 235:0.88 238:0.91 241:0.82 242:0.14 243:0.28 245:0.93 246:0.97 247:0.95 248:0.92 253:0.92 254:0.84 255:0.95 256:0.96 259:0.21 260:0.88 261:0.85 265:0.54 266:0.80 267:0.94 268:0.96 271:0.80 274:1.00 276:0.90 281:0.89 283:0.78 284:0.99 285:0.62 287:0.98 289:0.97 290:0.56 297:0.36 300:0.70\n1 1:0.74 11:0.92 12:0.51 17:0.38 18:0.93 21:0.54 26:0.95 27:0.45 28:0.80 29:0.56 30:0.53 34:0.80 36:0.21 37:0.50 39:0.80 43:0.82 45:0.92 46:0.97 58:0.93 64:0.77 66:0.20 69:0.70 70:0.86 71:0.74 74:0.63 81:0.54 83:0.91 85:0.90 86:0.89 91:0.12 98:0.51 99:0.83 101:0.97 107:1.00 108:0.79 110:0.98 114:0.59 122:0.57 123:0.77 124:0.85 125:0.88 126:0.54 127:0.57 129:0.89 131:0.61 133:0.84 135:0.74 139:0.85 141:0.91 144:0.57 145:0.47 146:0.74 147:0.78 149:0.85 150:0.73 154:0.77 155:0.67 157:0.98 159:0.79 160:0.88 161:0.54 165:1.00 166:0.91 167:0.73 172:0.73 173:0.51 176:0.73 177:0.70 178:0.55 179:0.24 181:0.91 182:0.97 187:0.68 192:0.87 199:0.97 201:0.93 208:0.64 212:0.67 215:0.39 216:0.77 222:0.25 223:0.94 224:0.93 227:0.61 229:0.61 231:0.86 234:0.91 235:0.84 241:0.59 242:0.15 243:0.40 245:0.91 246:0.97 247:0.92 253:0.44 259:0.21 265:0.53 266:0.87 267:0.79 271:0.80 274:0.91 276:0.86 287:0.61 289:0.96 290:0.59 297:0.36 300:0.84\n2 1:0.74 6:0.93 7:0.81 8:0.86 9:0.80 11:0.85 12:0.51 17:0.12 18:0.99 20:0.75 21:0.05 25:0.88 26:0.95 27:0.16 28:0.80 29:0.56 30:0.42 31:1.00 32:0.80 34:0.30 36:0.98 37:0.53 39:0.80 41:0.99 43:0.69 44:0.93 45:0.98 46:0.99 58:1.00 60:0.87 64:0.77 66:0.91 69:0.53 70:0.60 71:0.74 74:0.76 77:0.89 78:0.93 79:1.00 81:0.84 83:0.91 85:0.72 86:0.83 91:0.82 96:0.99 97:1.00 98:0.96 99:0.83 100:0.96 101:0.97 104:0.58 107:1.00 108:0.41 110:0.98 111:0.92 114:0.75 120:0.97 121:0.90 122:0.85 123:0.39 124:0.37 125:0.97 126:0.54 127:0.90 129:0.05 131:0.94 133:0.37 135:0.85 137:1.00 138:0.96 139:0.93 140:0.87 141:0.97 144:0.57 145:0.69 146:0.99 147:0.99 149:0.94 150:0.89 151:0.98 152:0.89 153:0.95 154:0.54 155:0.67 157:0.81 158:0.92 159:0.85 160:1.00 161:0.54 162:0.75 164:0.96 165:1.00 166:0.91 167:0.82 169:0.90 172:0.98 173:0.29 176:0.66 177:0.70 179:0.14 181:0.91 182:0.99 186:0.87 187:0.68 189:0.99 191:0.96 192:0.87 195:0.94 196:1.00 199:1.00 201:0.93 202:0.96 204:0.89 208:0.64 212:0.82 215:0.61 216:0.90 219:0.95 220:0.62 222:0.25 223:0.94 224:0.98 227:0.94 229:0.99 230:0.86 231:0.87 232:0.91 233:0.73 234:0.98 235:0.52 238:0.90 241:0.72 242:0.31 243:0.92 245:0.95 246:0.97 247:0.91 248:0.98 253:0.98 255:0.95 256:0.98 259:0.21 260:0.95 261:0.92 265:0.96 266:0.80 267:0.88 268:0.97 271:0.80 274:1.00 276:0.96 279:0.86 281:0.89 282:0.88 283:0.82 284:1.00 285:0.62 287:0.98 289:0.97 290:0.75 292:0.95 297:0.36 299:0.88 300:0.55\n1 1:0.74 7:0.63 11:0.92 12:0.51 17:0.66 18:0.96 21:0.54 26:0.95 27:0.45 28:0.80 29:0.56 30:0.62 34:0.67 36:0.63 37:0.50 39:0.80 43:0.82 45:0.96 46:0.99 58:0.93 60:0.87 64:0.77 66:0.35 69:0.62 70:0.62 71:0.74 74:0.73 81:0.48 83:0.91 85:0.88 86:0.92 91:0.04 98:0.65 101:0.97 107:1.00 108:0.81 110:0.98 114:0.59 122:0.85 123:0.80 124:0.71 125:0.88 126:0.54 127:0.61 129:0.81 131:0.61 133:0.67 135:0.88 139:0.92 141:0.91 144:0.57 145:0.50 146:0.84 147:0.87 149:0.92 150:0.72 154:0.77 155:0.67 157:0.97 158:0.91 159:0.78 160:0.88 161:0.54 165:0.93 166:0.91 167:0.62 172:0.86 173:0.43 176:0.73 177:0.70 178:0.55 179:0.20 181:0.91 182:0.97 187:0.68 192:0.87 199:0.98 201:0.93 208:0.64 212:0.55 215:0.39 216:0.77 219:0.95 222:0.25 223:0.94 224:0.93 227:0.61 229:0.61 230:0.63 231:0.86 233:0.76 234:0.91 235:0.74 241:0.18 242:0.30 243:0.40 245:0.96 246:0.97 247:0.90 253:0.45 259:0.21 265:0.66 266:0.54 267:0.19 271:0.80 274:0.91 276:0.90 279:0.86 283:0.78 287:0.61 289:0.97 290:0.59 292:0.91 297:0.36 300:0.70\n3 1:0.74 6:0.92 8:0.87 9:0.80 11:0.85 12:0.51 17:0.55 18:0.96 20:0.97 21:0.47 26:0.95 27:0.12 28:0.80 29:0.56 30:0.87 31:0.99 32:0.80 34:0.96 36:0.35 37:0.78 39:0.80 41:0.99 43:0.77 44:0.93 45:0.90 46:0.99 58:1.00 60:0.99 64:0.77 66:0.45 69:0.80 70:0.44 71:0.74 74:0.89 77:0.70 78:0.78 79:0.99 81:0.51 83:0.91 85:0.97 86:0.97 91:0.78 96:0.97 97:0.89 98:0.42 100:0.81 101:0.97 107:1.00 108:0.84 110:0.98 111:0.77 114:0.60 120:0.95 122:0.57 123:0.83 124:0.76 125:0.98 126:0.54 127:0.40 129:0.89 131:0.94 133:0.78 135:0.23 137:0.99 139:0.98 140:0.45 141:0.97 144:0.57 145:0.56 146:0.44 147:0.50 149:0.97 150:0.73 151:0.99 152:0.90 153:0.97 154:0.69 155:0.67 157:0.99 158:0.92 159:0.68 160:1.00 161:0.54 162:0.77 164:0.92 165:0.93 166:0.91 167:0.77 169:0.79 172:0.87 173:0.70 176:0.73 177:0.70 179:0.18 181:0.91 182:0.99 186:0.78 187:0.68 189:0.93 191:0.93 192:0.87 195:0.87 196:1.00 199:1.00 201:0.93 202:0.90 208:0.64 212:0.85 215:0.41 216:0.81 219:0.95 222:0.25 223:0.94 224:0.99 227:0.94 229:1.00 231:0.87 234:0.98 235:0.68 238:0.89 241:0.66 242:0.27 243:0.22 245:0.93 246:0.97 247:0.86 248:0.96 253:0.98 255:0.95 256:0.93 259:0.21 260:0.93 261:0.83 265:0.44 266:0.71 267:0.84 268:0.93 271:0.80 274:1.00 276:0.88 279:0.86 282:0.88 283:0.82 284:0.99 285:0.62 287:0.98 289:0.97 290:0.60 292:0.95 297:0.36 299:0.88 300:0.84\n3 1:0.69 8:0.86 9:0.80 11:0.64 12:0.51 17:0.03 18:0.96 21:0.30 25:0.88 26:0.95 27:0.09 28:0.80 29:0.56 30:0.74 31:0.93 34:0.53 36:0.86 37:0.84 39:0.80 41:0.92 43:0.70 45:0.96 46:0.99 58:0.99 64:0.77 66:0.34 69:0.46 70:0.53 71:0.74 74:0.37 79:0.97 81:0.45 83:0.91 86:0.69 91:0.51 96:0.90 97:0.94 98:0.56 99:0.83 101:0.52 104:0.54 107:1.00 108:0.79 110:0.98 114:0.60 120:0.65 122:0.85 123:0.77 124:0.69 125:0.99 126:0.44 127:0.47 129:0.81 131:0.94 133:0.67 135:0.47 137:0.93 139:0.67 140:0.93 141:0.97 144:0.57 146:0.26 147:0.32 149:0.92 150:0.56 151:0.69 153:0.81 154:0.59 155:0.67 157:0.61 158:0.72 159:0.57 160:0.99 161:0.54 162:0.79 164:0.74 165:0.70 166:0.84 167:0.87 172:0.74 173:0.39 175:0.75 176:0.55 177:0.38 178:0.42 179:0.29 181:0.91 182:0.99 187:0.68 190:0.77 191:0.89 192:0.87 196:0.90 199:0.96 201:0.68 202:0.76 208:0.64 212:0.77 216:0.67 219:0.87 220:0.62 222:0.25 223:0.94 224:0.98 227:0.94 229:0.99 231:0.87 232:0.75 234:0.97 235:0.42 241:0.75 242:0.61 243:0.19 244:0.61 245:0.90 246:0.61 247:0.47 248:0.69 253:0.73 255:0.95 256:0.79 257:0.65 259:0.21 260:0.65 265:0.57 266:0.54 267:0.18 268:0.80 271:0.80 274:0.98 276:0.79 277:0.69 279:0.82 284:0.96 285:0.62 287:0.98 289:0.97 290:0.60 292:0.95 300:0.55\n3 1:0.74 6:0.95 7:0.81 8:0.89 9:0.80 11:0.85 12:0.51 17:0.40 18:0.94 20:0.97 21:0.54 26:0.95 27:0.11 28:0.80 29:0.56 30:0.75 31:0.99 32:0.80 34:0.52 36:0.88 37:0.80 39:0.80 41:0.98 43:0.89 44:0.93 45:0.95 46:0.98 58:1.00 60:0.97 64:0.77 66:0.43 69:0.50 70:0.63 71:0.74 74:0.83 77:0.70 78:0.80 79:1.00 81:0.48 83:0.91 85:0.93 86:0.91 91:0.92 96:0.98 97:0.97 98:0.50 100:0.85 101:0.97 107:1.00 108:0.81 110:0.98 111:0.81 114:0.59 120:0.95 121:0.99 122:0.85 123:0.80 124:0.91 125:0.98 126:0.54 127:0.86 129:0.95 131:0.94 133:0.93 135:0.39 137:0.99 139:0.95 140:0.45 141:0.97 144:0.57 145:0.56 146:0.17 147:0.22 149:0.92 150:0.72 151:0.99 152:0.89 153:0.97 154:0.88 155:0.67 157:0.98 158:0.92 159:0.87 160:1.00 161:0.54 162:0.76 164:0.93 165:0.93 166:0.91 167:0.77 169:0.83 172:0.85 173:0.24 176:0.73 177:0.70 179:0.24 181:0.91 182:0.99 186:0.81 187:0.68 189:0.96 191:0.92 192:0.87 195:0.95 196:1.00 199:1.00 201:0.93 202:0.92 204:0.89 208:0.64 212:0.39 215:0.39 216:0.86 219:0.95 222:0.25 223:0.94 224:0.98 227:0.94 229:1.00 230:0.87 231:0.87 233:0.76 234:0.98 235:0.74 238:0.94 241:0.68 242:0.38 243:0.10 245:0.87 246:0.97 247:0.76 248:0.97 253:0.98 255:0.95 256:0.94 259:0.21 260:0.94 261:0.86 265:0.52 266:0.84 267:0.76 268:0.94 271:0.80 274:1.00 276:0.88 279:0.86 281:0.91 282:0.88 283:0.82 284:0.99 285:0.62 287:0.98 289:0.97 290:0.59 292:0.95 297:0.36 299:0.88 300:0.84\n4 1:0.74 6:0.98 8:0.95 9:0.80 11:0.64 12:0.51 17:0.04 18:0.98 20:0.85 21:0.59 25:0.88 26:0.95 27:0.09 28:0.80 29:0.56 30:0.74 31:1.00 34:0.63 36:0.81 37:0.84 39:0.80 41:1.00 43:0.70 45:0.98 46:0.99 58:1.00 60:0.97 64:0.77 66:0.23 69:0.92 70:0.59 71:0.74 74:0.53 78:0.93 79:1.00 81:0.46 83:0.91 86:0.71 91:0.95 96:1.00 97:0.98 98:0.59 100:0.99 101:0.52 104:0.54 107:1.00 108:0.91 110:0.98 111:0.98 114:0.58 120:0.99 122:0.85 123:0.82 124:0.79 125:0.97 126:0.54 127:0.71 129:0.05 131:0.94 133:0.77 135:0.60 137:1.00 138:1.00 139:0.79 140:0.45 141:0.97 144:0.57 146:0.91 147:0.30 149:0.95 150:0.71 151:1.00 152:0.81 153:0.99 154:0.59 155:0.67 157:0.61 158:0.92 159:0.84 160:1.00 161:0.54 162:0.65 164:0.98 165:0.93 166:0.91 167:0.97 169:1.00 172:0.87 173:0.83 176:0.73 177:0.38 179:0.18 181:0.91 182:0.99 186:0.93 187:0.39 189:0.99 191:0.98 192:0.87 196:1.00 199:1.00 201:0.93 202:0.99 208:0.64 212:0.72 215:0.39 216:0.67 219:0.95 222:0.25 223:0.94 224:0.98 227:0.94 229:1.00 231:0.87 232:0.75 234:0.97 235:0.80 238:0.99 241:0.92 242:0.60 243:0.11 244:0.61 245:0.96 246:0.97 247:0.67 248:1.00 253:0.99 255:0.95 256:0.99 257:0.65 259:0.21 260:0.99 261:0.95 265:0.56 266:0.71 267:0.65 268:0.99 271:0.80 274:1.00 276:0.92 279:0.86 283:0.82 284:1.00 285:0.62 287:0.98 289:0.97 290:0.58 292:0.95 297:0.36 300:0.84\n3 1:0.74 6:0.97 7:0.81 8:0.88 9:0.80 11:0.92 12:0.51 17:0.49 18:0.99 20:0.97 21:0.30 22:0.93 26:0.95 27:0.21 28:0.80 29:0.56 30:0.68 31:1.00 34:0.34 36:0.74 37:0.74 39:0.80 41:0.99 43:0.97 45:1.00 46:0.99 47:0.93 58:1.00 60:0.95 64:0.77 66:0.09 69:0.15 70:0.66 71:0.74 74:0.88 78:0.77 79:1.00 81:0.59 83:0.91 85:0.99 86:0.96 91:0.80 96:0.99 97:0.97 98:0.39 100:0.86 101:0.97 104:0.84 106:0.81 107:1.00 108:0.98 110:0.98 111:0.80 114:0.65 117:0.86 120:0.96 121:0.90 122:0.80 123:0.98 124:0.99 125:0.98 126:0.54 127:0.97 129:1.00 131:0.94 133:0.99 135:0.18 137:1.00 139:0.97 140:0.45 141:0.97 144:0.57 146:0.54 147:0.60 149:0.98 150:0.77 151:1.00 152:0.90 153:0.98 154:0.97 155:0.67 157:0.99 158:0.92 159:0.98 160:1.00 161:0.54 162:0.70 164:0.93 165:0.93 166:0.91 167:0.77 169:0.84 172:0.97 173:0.05 176:0.73 177:0.70 179:0.09 181:0.91 182:1.00 186:0.78 187:0.39 189:0.97 191:0.76 192:0.87 196:1.00 199:1.00 201:0.93 202:0.92 204:0.89 206:0.81 208:0.64 212:0.57 215:0.44 216:0.95 219:0.95 222:0.25 223:0.94 224:0.99 227:0.94 229:1.00 230:0.87 231:0.87 232:0.90 233:0.76 234:0.98 235:0.52 238:0.97 241:0.66 242:0.33 243:0.07 245:0.99 246:0.97 247:0.96 248:0.98 253:0.99 255:0.95 256:0.94 259:0.21 260:0.96 261:0.85 262:0.93 265:0.41 266:0.95 267:0.59 268:0.94 271:0.80 274:1.00 276:1.00 279:0.86 281:0.91 283:0.82 284:0.99 285:0.62 287:0.98 289:0.97 290:0.65 292:0.95 297:0.36 300:0.94\n4 6:0.98 8:0.97 9:0.80 12:0.51 17:0.01 20:0.90 21:0.78 26:0.95 27:0.04 28:0.80 29:0.56 31:1.00 34:0.77 36:0.26 37:0.96 39:0.80 41:1.00 46:0.88 58:1.00 60:0.87 71:0.74 74:0.47 78:0.93 79:1.00 83:0.91 91:0.99 96:1.00 97:0.89 100:0.99 107:0.88 110:0.88 111:0.99 120:0.98 125:0.98 131:0.94 135:0.86 137:1.00 138:1.00 139:0.74 140:0.45 141:0.97 144:0.57 151:1.00 152:0.84 153:0.99 155:0.67 157:0.61 158:0.92 160:1.00 161:0.54 162:0.65 164:0.97 166:0.61 167:0.97 169:1.00 175:0.97 181:0.91 182:0.99 186:0.93 189:0.99 191:0.97 192:0.87 196:0.99 199:1.00 202:0.98 208:0.64 216:0.60 219:0.95 222:0.25 223:0.94 224:0.98 227:0.94 229:1.00 231:0.87 232:0.72 234:0.97 238:0.99 241:0.95 244:0.93 246:0.61 248:0.99 253:0.99 255:0.95 256:0.98 257:0.93 259:0.21 260:0.98 261:0.97 267:0.91 268:0.98 271:0.80 274:1.00 277:0.95 279:0.86 283:0.82 284:1.00 285:0.62 287:0.98 289:0.97 292:0.95\n4 1:0.74 6:0.94 8:0.93 9:0.80 11:0.85 12:0.51 17:0.15 18:0.99 20:0.77 21:0.59 26:0.95 27:0.55 28:0.80 29:0.56 30:0.75 31:0.99 34:0.76 36:0.83 37:0.84 39:0.80 41:0.97 43:0.70 45:0.99 46:1.00 58:1.00 64:0.77 66:0.44 69:0.90 70:0.59 71:0.74 74:0.52 78:0.84 79:0.99 81:0.46 83:0.91 85:0.72 86:0.82 91:0.73 96:0.97 98:0.75 100:0.90 101:0.97 107:1.00 108:0.79 110:0.98 111:0.85 114:0.58 120:0.93 122:0.85 123:0.78 124:0.77 125:0.98 126:0.54 127:0.73 129:0.59 131:0.94 133:0.77 135:0.54 137:0.99 139:0.78 140:0.45 141:0.97 144:0.57 146:0.97 147:0.32 149:0.97 150:0.71 151:0.99 152:0.75 153:0.95 154:0.55 155:0.67 157:0.81 159:0.86 160:1.00 161:0.54 162:0.80 164:0.89 165:0.93 166:0.91 167:0.87 169:0.88 172:0.94 173:0.76 176:0.73 177:0.38 179:0.15 181:0.91 182:0.99 186:0.83 187:0.95 189:0.95 191:0.82 192:0.87 196:0.97 199:0.99 201:0.93 202:0.88 208:0.64 212:0.70 215:0.39 216:0.47 222:0.25 223:0.94 224:0.98 227:0.94 229:1.00 231:0.87 232:0.70 234:0.98 235:0.80 238:0.95 241:0.75 242:0.60 243:0.09 245:0.98 246:0.97 247:0.67 248:0.95 253:0.94 255:0.95 256:0.91 257:0.65 259:0.21 260:0.92 261:0.78 265:0.75 266:0.71 267:0.73 268:0.92 271:0.80 274:1.00 276:0.95 284:0.99 285:0.62 287:0.98 289:0.97 290:0.58 297:0.36 300:0.84\n3 1:0.74 7:0.81 11:0.85 12:0.51 17:0.53 18:0.82 21:0.30 26:0.95 27:0.04 28:0.80 29:0.56 30:0.75 32:0.80 34:0.71 36:0.36 37:0.99 39:0.80 43:0.59 44:0.93 45:0.88 46:0.96 58:0.93 64:0.77 66:0.54 69:0.93 70:0.67 71:0.74 74:0.70 77:0.70 81:0.59 83:0.91 85:0.93 86:0.82 91:0.11 98:0.47 101:0.97 107:0.99 108:0.94 110:0.98 114:0.65 121:0.99 122:0.57 123:0.94 124:0.76 125:0.88 126:0.54 127:0.36 129:0.81 131:0.61 133:0.82 135:0.81 139:0.89 141:0.91 144:0.57 145:0.49 146:0.54 147:0.60 149:0.75 150:0.77 154:0.49 155:0.67 157:0.98 159:0.83 160:0.88 161:0.54 165:0.93 166:0.91 167:0.65 172:0.81 173:0.81 176:0.73 177:0.70 178:0.55 179:0.26 181:0.91 182:0.97 187:0.87 192:0.87 195:0.96 199:0.98 201:0.93 204:0.89 208:0.64 212:0.59 215:0.44 216:0.57 222:0.25 223:0.94 224:0.93 227:0.61 229:0.61 230:0.87 231:0.86 233:0.76 234:0.91 235:0.52 241:0.32 242:0.24 243:0.28 245:0.82 246:0.97 247:0.82 253:0.50 259:0.21 265:0.49 266:0.91 267:0.52 271:0.80 274:0.91 276:0.78 281:0.91 282:0.88 287:0.61 289:0.96 290:0.65 297:0.36 299:0.88 300:0.84\n2 1:0.74 9:0.80 11:0.64 12:0.69 17:0.96 21:0.05 27:0.72 30:0.38 34:0.50 36:0.81 37:0.28 39:0.31 41:0.82 43:0.82 55:0.42 66:0.83 69:0.23 70:0.58 74:0.75 81:0.95 83:0.79 85:0.72 91:0.85 96:0.78 98:0.82 101:0.76 104:0.57 108:0.18 114:0.95 120:0.66 122:0.43 123:0.18 126:0.54 127:0.31 129:0.05 131:1.00 135:0.30 140:0.45 144:0.57 146:0.48 147:0.55 149:0.50 150:0.97 151:0.79 153:0.69 154:0.86 155:0.67 157:0.87 159:0.17 162:0.86 164:0.62 165:0.90 166:0.99 172:0.51 173:0.57 176:0.73 177:0.38 179:0.72 182:0.99 192:0.59 201:0.74 202:0.46 208:0.64 212:0.95 215:0.91 216:0.17 220:0.62 222:0.76 227:0.61 229:0.99 231:0.99 235:0.12 241:0.85 242:0.45 243:0.84 246:0.61 247:0.47 248:0.72 253:0.82 255:0.79 256:0.45 259:0.21 260:0.67 265:0.82 266:0.12 267:0.19 268:0.55 271:0.26 276:0.41 285:0.62 287:0.61 290:0.95 297:0.36 300:0.43\n3 1:0.74 7:0.81 8:0.66 12:0.69 17:0.85 21:0.13 27:0.72 30:0.76 32:0.78 34:0.49 36:0.78 37:0.26 39:0.31 43:0.33 55:0.59 66:0.72 69:0.62 70:0.15 74:0.62 76:0.94 77:0.98 81:0.90 91:0.88 98:0.76 104:0.58 108:0.47 114:0.92 122:0.41 123:0.45 126:0.54 127:0.25 129:0.05 131:0.61 135:0.39 144:0.57 145:0.97 146:0.43 147:0.50 149:0.25 150:0.92 154:0.60 155:0.67 157:0.61 159:0.16 166:0.99 172:0.27 173:0.89 176:0.73 177:0.38 178:0.55 179:0.90 182:0.61 192:0.59 195:0.55 201:0.74 202:0.50 204:0.89 208:0.64 212:0.78 215:0.84 216:0.04 222:0.76 227:0.61 229:0.61 230:0.83 231:0.99 232:0.85 233:0.69 235:0.22 241:0.83 242:0.45 243:0.75 246:0.61 247:0.35 253:0.71 254:0.98 259:0.21 265:0.76 266:0.17 267:0.18 271:0.26 276:0.26 282:0.86 287:0.61 290:0.92 297:0.36 300:0.13\n2 11:0.42 12:0.69 17:0.53 21:0.77 27:0.45 30:0.42 34:0.87 36:0.18 37:0.50 39:0.31 43:0.30 55:0.92 66:0.26 69:0.72 70:0.72 74:0.73 81:0.28 91:0.15 98:0.47 108:0.55 114:0.53 122:0.67 123:0.79 124:0.67 126:0.32 127:0.29 129:0.05 131:0.61 133:0.62 135:0.71 144:0.57 145:0.50 146:0.71 147:0.76 149:0.47 150:0.27 154:0.69 157:0.61 159:0.62 163:0.86 166:0.93 172:0.45 173:0.58 176:0.53 177:0.38 178:0.55 179:0.54 182:0.61 187:0.68 212:0.23 216:0.77 222:0.76 227:0.61 229:0.61 231:0.98 235:0.98 241:0.24 242:0.55 243:0.51 245:0.66 246:0.61 247:0.67 253:0.54 254:0.74 259:0.21 265:0.46 266:0.80 267:0.23 271:0.26 276:0.54 277:0.69 287:0.61 290:0.53 300:0.55\n2 1:0.74 11:0.64 12:0.69 17:0.91 21:0.05 27:0.72 30:0.11 34:0.66 36:0.85 37:0.28 39:0.31 43:0.79 66:0.75 69:0.19 70:0.54 74:0.59 81:0.95 83:0.79 85:0.72 91:0.53 98:0.85 101:0.75 104:0.74 108:0.15 114:0.95 120:0.65 122:0.41 123:0.15 126:0.54 127:0.35 129:0.05 131:0.96 135:0.60 140:0.45 144:0.57 146:0.60 147:0.65 149:0.43 150:0.97 151:0.61 153:0.48 154:0.84 155:0.67 157:0.87 159:0.22 162:0.86 163:0.81 164:0.55 165:0.90 166:0.99 172:0.32 173:0.45 176:0.73 177:0.38 179:0.91 182:0.98 187:0.21 190:0.77 192:0.59 201:0.74 202:0.36 212:0.61 215:0.91 216:0.15 220:0.62 222:0.76 227:0.61 229:0.61 231:0.99 235:0.12 241:0.27 242:0.33 243:0.77 246:0.61 247:0.39 248:0.59 253:0.72 256:0.45 259:0.21 260:0.65 265:0.85 266:0.23 267:0.28 268:0.46 271:0.26 276:0.26 285:0.50 287:0.61 290:0.95 297:0.36 300:0.33\n2 1:0.74 7:0.76 8:0.61 11:0.42 12:0.69 17:0.66 21:0.13 27:0.72 30:0.95 32:0.78 34:0.81 36:0.72 37:0.26 39:0.31 43:0.86 55:0.52 66:0.54 69:0.10 74:0.64 76:0.94 77:0.98 81:0.90 91:0.81 98:0.46 104:0.58 108:0.09 114:0.92 123:0.09 126:0.54 127:0.14 129:0.05 131:0.61 135:0.21 144:0.57 145:0.89 146:0.19 147:0.25 149:0.49 150:0.92 154:0.83 155:0.67 157:0.61 159:0.10 166:0.99 172:0.10 173:0.79 176:0.73 177:0.38 178:0.55 179:0.93 182:0.61 187:0.21 192:0.59 195:0.53 201:0.74 215:0.84 216:0.04 222:0.76 227:0.61 229:0.61 230:0.78 231:0.99 232:0.85 233:0.69 235:0.22 241:0.76 243:0.63 246:0.61 253:0.71 254:0.86 259:0.21 265:0.48 267:0.19 271:0.26 282:0.86 287:0.61 290:0.92 297:0.36 300:0.08\n3 1:0.74 7:0.81 8:0.86 9:0.80 11:0.42 12:0.69 17:0.64 21:0.64 27:0.58 30:0.62 32:0.78 34:0.66 36:0.91 37:0.47 39:0.31 43:0.36 55:0.45 66:0.83 69:0.25 70:0.69 74:0.71 76:0.94 77:0.70 81:0.65 91:0.81 96:0.71 98:0.97 104:0.58 108:0.20 114:0.72 120:0.83 123:0.19 126:0.54 127:0.77 129:0.05 131:1.00 135:0.47 140:0.92 144:0.57 145:0.88 146:0.67 147:0.72 149:0.24 150:0.70 151:0.54 153:0.89 154:0.84 155:0.67 157:0.61 159:0.26 162:0.77 164:0.83 166:0.99 172:0.51 173:0.52 176:0.73 177:0.38 179:0.84 182:0.61 190:0.77 191:0.83 192:0.59 195:0.57 201:0.74 202:0.75 204:0.89 208:0.64 212:0.57 215:0.53 216:0.28 220:0.74 222:0.76 227:0.61 229:0.61 230:0.83 231:0.99 233:0.69 235:0.84 241:0.89 242:0.60 243:0.84 246:0.61 247:0.39 248:0.55 253:0.65 254:0.80 255:0.79 256:0.78 259:0.21 260:0.83 265:0.97 266:0.27 267:0.52 268:0.80 271:0.26 276:0.38 282:0.86 283:0.71 285:0.62 287:0.61 290:0.72 297:0.36 300:0.55\n1 1:0.74 7:0.76 11:0.42 12:0.69 17:0.51 21:0.47 27:0.58 30:0.76 32:0.78 34:0.73 36:0.69 37:0.47 39:0.31 43:0.34 55:0.45 66:0.72 69:0.49 70:0.22 74:0.64 76:0.85 77:0.70 81:0.78 91:0.49 98:0.63 104:0.58 108:0.38 114:0.80 122:0.41 123:0.36 126:0.54 127:0.18 129:0.05 131:0.61 135:0.54 144:0.57 145:0.88 146:0.31 147:0.37 149:0.13 150:0.80 154:0.83 155:0.67 157:0.61 159:0.13 166:0.99 172:0.27 173:0.84 176:0.73 177:0.38 178:0.55 179:0.79 182:0.61 187:0.21 192:0.59 195:0.53 201:0.74 212:0.78 215:0.63 216:0.28 222:0.76 227:0.61 229:0.61 230:0.78 231:0.99 233:0.69 235:0.68 241:0.44 242:0.45 243:0.75 246:0.61 247:0.35 253:0.64 254:0.80 259:0.21 265:0.63 266:0.17 267:0.23 271:0.26 276:0.19 282:0.86 287:0.61 290:0.80 297:0.36 300:0.18\n2 1:0.74 7:0.81 9:0.80 11:0.42 12:0.69 17:0.53 21:0.64 27:0.58 30:0.21 32:0.78 34:0.76 36:0.91 37:0.47 39:0.31 43:0.44 55:0.45 66:0.80 69:0.30 70:0.67 74:0.65 76:0.94 77:0.70 81:0.65 91:0.58 96:0.73 98:0.86 104:0.58 108:0.24 114:0.72 120:0.67 123:0.23 126:0.54 127:0.38 129:0.05 131:1.00 135:0.51 140:0.45 144:0.57 145:0.88 146:0.53 147:0.59 149:0.33 150:0.70 151:0.62 153:0.48 154:0.75 155:0.67 157:0.61 159:0.19 162:0.86 164:0.66 166:0.99 172:0.45 173:0.61 176:0.73 177:0.38 179:0.82 182:0.61 187:0.21 190:0.77 192:0.59 195:0.55 201:0.74 202:0.50 204:0.89 208:0.64 212:0.71 215:0.53 216:0.28 220:0.82 222:0.76 227:0.61 229:0.61 230:0.83 231:0.99 233:0.69 235:0.84 241:0.53 242:0.72 243:0.82 246:0.61 247:0.39 248:0.60 253:0.66 254:0.80 255:0.79 256:0.58 259:0.21 260:0.67 265:0.86 266:0.27 267:0.59 268:0.59 271:0.26 276:0.36 282:0.86 285:0.62 287:0.61 290:0.72 297:0.36 300:0.43\n2 7:0.76 8:0.73 9:0.80 11:0.64 12:0.69 17:0.79 21:0.71 27:0.26 30:0.33 32:0.78 34:0.89 36:0.96 37:0.94 39:0.31 41:0.82 43:0.84 55:0.45 66:0.20 69:0.65 70:0.49 74:0.68 77:0.98 81:0.38 83:0.72 85:0.72 91:0.68 96:0.71 98:0.44 101:0.73 104:0.76 108:0.49 120:0.58 123:0.74 124:0.56 126:0.32 127:0.55 129:0.05 131:1.00 133:0.39 135:0.24 140:0.80 144:0.57 145:1.00 146:0.41 147:0.48 149:0.56 150:0.34 151:0.58 153:0.48 154:0.80 155:0.67 157:0.86 159:0.42 162:0.62 164:0.57 166:0.94 172:0.27 173:0.72 177:0.38 178:0.42 179:0.89 182:0.98 187:0.39 191:0.84 192:0.59 195:0.83 202:0.50 208:0.64 212:0.19 215:0.48 216:0.29 220:0.87 222:0.76 227:0.61 229:0.99 230:0.78 231:0.99 233:0.69 235:0.95 241:0.75 242:0.19 243:0.58 245:0.53 246:0.61 247:0.55 248:0.57 253:0.56 255:0.79 256:0.45 259:0.21 260:0.59 265:0.43 266:0.47 267:0.65 268:0.46 271:0.26 276:0.28 277:0.69 282:0.86 285:0.62 287:0.61 297:1.00 300:0.33\n2 7:0.76 8:0.87 11:0.42 12:0.69 17:0.78 21:0.71 27:0.26 30:0.30 32:0.78 34:0.88 36:0.80 37:0.94 39:0.31 43:0.33 55:0.59 66:0.64 69:0.49 70:0.83 74:0.84 77:0.70 81:0.40 91:0.37 98:0.78 104:0.76 108:0.60 122:0.55 123:0.58 124:0.47 126:0.32 127:0.46 129:0.59 131:0.61 133:0.47 135:0.30 144:0.57 145:0.80 146:0.34 147:0.41 149:0.45 150:0.34 154:0.84 157:0.61 159:0.44 166:0.93 172:0.67 173:0.51 177:0.38 178:0.55 179:0.53 182:0.61 187:0.21 195:0.70 202:0.36 212:0.55 215:0.48 216:0.29 222:0.76 227:0.61 229:0.61 230:0.78 231:0.99 233:0.69 235:0.88 241:0.39 242:0.24 243:0.31 245:0.77 246:0.61 247:0.67 253:0.60 254:0.74 259:0.21 265:0.78 266:0.54 267:0.44 271:0.26 276:0.62 282:0.86 287:0.61 297:0.36 300:0.55\n3 1:0.74 7:0.76 8:0.61 11:0.42 12:0.69 17:0.66 21:0.13 27:0.72 30:0.95 32:0.78 34:0.81 36:0.72 37:0.26 39:0.31 43:0.86 55:0.52 66:0.54 69:0.10 74:0.64 76:0.94 77:0.98 81:0.90 91:0.81 98:0.46 104:0.58 108:0.09 114:0.92 123:0.09 126:0.54 127:0.14 129:0.05 131:0.61 135:0.21 144:0.57 145:0.89 146:0.19 147:0.25 149:0.49 150:0.92 154:0.83 155:0.67 157:0.61 159:0.10 166:0.99 172:0.10 173:0.79 176:0.73 177:0.38 178:0.55 179:0.93 182:0.61 187:0.21 192:0.59 195:0.53 201:0.74 215:0.84 216:0.04 222:0.76 227:0.61 229:0.61 230:0.78 231:0.99 232:0.85 233:0.69 235:0.22 241:0.76 243:0.63 246:0.61 253:0.71 254:0.86 259:0.21 265:0.48 267:0.19 271:0.26 282:0.86 287:0.61 290:0.92 297:0.36 300:0.08\n1 1:0.74 7:0.81 8:0.58 9:0.80 11:0.42 12:0.69 17:0.75 21:0.74 27:0.58 30:0.62 32:0.78 34:0.62 36:0.90 37:0.47 39:0.31 43:0.21 55:0.45 66:0.75 69:0.91 70:0.34 74:0.68 76:0.98 77:0.89 81:0.55 91:0.57 96:0.69 98:0.26 104:0.58 108:0.81 114:0.67 120:0.66 123:0.80 126:0.54 127:0.11 129:0.05 131:1.00 135:0.65 140:0.45 144:0.57 145:0.84 146:0.32 147:0.39 149:0.08 150:0.64 151:0.50 153:0.48 154:0.52 155:0.67 157:0.61 158:0.82 159:0.13 162:0.86 164:0.75 166:0.99 172:0.32 173:0.98 176:0.73 177:0.38 179:0.23 182:0.61 187:0.21 190:0.77 192:0.59 195:0.72 201:0.74 202:0.61 204:0.89 208:0.64 212:0.84 215:0.46 216:0.28 220:0.97 222:0.76 227:0.61 229:0.61 230:0.84 231:0.99 233:0.69 235:0.97 241:0.27 242:0.33 243:0.77 246:0.61 247:0.39 248:0.51 253:0.59 254:0.80 255:0.79 256:0.68 259:0.21 260:0.66 265:0.28 266:0.17 267:0.82 268:0.70 271:0.26 276:0.24 282:0.86 283:0.71 285:0.62 287:0.61 290:0.67 297:0.36 300:0.25\n2 1:0.74 7:0.76 8:0.60 9:0.80 11:0.42 12:0.69 17:0.82 21:0.05 27:0.72 30:0.58 32:0.78 34:0.47 36:0.77 37:0.25 39:0.31 43:0.70 55:0.42 66:0.80 69:0.87 70:0.33 74:0.70 76:0.97 77:0.96 81:0.94 91:0.56 96:0.84 98:0.39 104:0.58 108:0.74 114:0.95 120:0.74 122:0.43 123:0.72 126:0.54 127:0.13 129:0.05 131:1.00 135:0.44 140:0.45 144:0.57 145:0.98 146:0.41 147:0.48 149:0.62 150:0.96 151:0.82 153:0.77 154:0.60 155:0.67 157:0.61 159:0.15 162:0.86 164:0.70 166:0.99 172:0.45 173:0.95 176:0.73 177:0.38 179:0.29 182:0.61 187:0.21 192:0.59 195:0.65 201:0.74 202:0.55 208:0.64 212:0.90 215:0.91 216:0.09 220:0.62 222:0.76 227:0.61 229:0.61 230:0.78 231:0.99 232:0.83 233:0.69 235:0.12 241:0.39 242:0.40 243:0.82 246:0.61 247:0.55 248:0.81 253:0.85 254:0.74 255:0.79 256:0.58 259:0.21 260:0.75 265:0.41 266:0.17 267:0.44 268:0.64 271:0.26 276:0.34 282:0.86 285:0.62 287:0.61 290:0.95 297:0.36 300:0.25\n3 1:0.74 9:0.80 11:0.64 12:0.69 17:0.96 21:0.05 27:0.72 30:0.38 34:0.50 36:0.81 37:0.28 39:0.31 41:0.82 43:0.82 55:0.42 66:0.83 69:0.23 70:0.58 74:0.75 81:0.95 83:0.79 85:0.72 91:0.85 96:0.78 98:0.82 101:0.76 104:0.57 108:0.18 114:0.95 120:0.66 122:0.43 123:0.18 126:0.54 127:0.31 129:0.05 131:1.00 135:0.30 140:0.45 144:0.57 146:0.48 147:0.55 149:0.50 150:0.97 151:0.79 153:0.69 154:0.86 155:0.67 157:0.87 159:0.17 162:0.86 164:0.62 165:0.90 166:0.99 172:0.51 173:0.57 176:0.73 177:0.38 179:0.72 182:0.99 192:0.59 201:0.74 202:0.46 208:0.64 212:0.95 215:0.91 216:0.17 220:0.62 222:0.76 227:0.61 229:0.99 231:0.99 235:0.12 241:0.85 242:0.45 243:0.84 246:0.61 247:0.47 248:0.72 253:0.82 255:0.79 256:0.45 259:0.21 260:0.67 265:0.82 266:0.12 267:0.19 268:0.55 271:0.26 276:0.41 285:0.62 287:0.61 290:0.95 297:0.36 300:0.43\n3 1:0.74 7:0.76 8:0.63 9:0.80 11:0.42 12:0.69 17:0.81 21:0.05 27:0.72 30:0.33 32:0.78 34:0.52 36:0.73 37:0.25 39:0.31 43:0.80 55:0.42 66:0.79 69:0.54 70:0.49 74:0.77 76:0.97 77:0.96 81:0.94 91:0.80 96:0.83 98:0.71 104:0.58 108:0.42 114:0.95 120:0.71 122:0.41 123:0.40 126:0.54 127:0.22 129:0.05 131:1.00 135:0.28 140:0.80 144:0.57 145:0.98 146:0.41 147:0.48 149:0.64 150:0.96 151:0.77 153:0.48 154:0.76 155:0.67 157:0.61 159:0.16 162:0.81 164:0.67 166:0.99 172:0.41 173:0.81 176:0.73 177:0.38 179:0.72 182:0.61 191:0.75 192:0.59 195:0.53 201:0.74 202:0.62 208:0.64 212:0.42 215:0.91 216:0.09 220:0.87 222:0.76 227:0.61 229:0.61 230:0.78 231:0.99 232:0.83 233:0.69 235:0.12 241:0.88 242:0.19 243:0.80 246:0.61 247:0.55 248:0.79 253:0.85 254:0.74 255:0.79 256:0.64 259:0.21 260:0.72 265:0.72 266:0.27 267:0.28 268:0.67 271:0.26 276:0.29 282:0.86 285:0.62 287:0.61 290:0.95 297:0.36 300:0.33\n2 1:0.74 11:0.64 12:0.69 17:0.93 21:0.05 27:0.72 30:0.38 34:0.50 36:0.78 37:0.28 39:0.31 43:0.82 55:0.42 66:0.83 69:0.23 70:0.58 74:0.75 81:0.95 83:0.79 85:0.72 91:0.80 98:0.82 101:0.76 104:0.74 108:0.18 114:0.95 122:0.43 123:0.18 126:0.54 127:0.31 129:0.05 131:0.61 135:0.26 144:0.57 146:0.48 147:0.55 149:0.50 150:0.97 154:0.86 155:0.67 157:0.87 159:0.17 165:0.90 166:0.99 172:0.51 173:0.57 176:0.73 177:0.38 178:0.55 179:0.72 182:0.98 187:0.21 192:0.59 201:0.74 212:0.95 215:0.91 216:0.15 222:0.76 227:0.61 229:0.61 231:0.99 235:0.12 241:0.75 242:0.45 243:0.84 246:0.61 247:0.47 253:0.75 259:0.21 265:0.82 266:0.12 267:0.19 271:0.26 276:0.41 287:0.61 290:0.95 297:0.36 300:0.43\n2 1:0.74 6:0.94 7:0.76 8:0.85 11:0.64 12:0.37 17:0.89 20:0.76 21:0.13 27:0.58 28:0.93 30:0.68 32:0.80 34:0.76 36:0.37 37:0.55 39:0.29 43:0.90 60:0.87 66:0.19 69:0.45 70:0.48 74:0.96 76:0.85 77:0.70 78:0.99 81:0.89 83:0.84 85:0.97 91:0.51 98:0.50 100:0.90 101:0.84 104:0.83 106:0.81 108:0.35 111:0.97 114:0.92 117:0.86 122:0.43 123:0.72 124:0.77 126:0.54 127:0.34 129:0.81 131:0.61 133:0.76 135:0.49 144:0.57 145:0.56 146:0.73 147:0.77 149:0.97 150:0.94 152:0.77 154:0.89 155:0.67 157:0.95 158:0.92 159:0.68 161:0.78 163:0.81 165:0.88 166:0.95 167:0.52 169:0.84 172:0.70 173:0.27 176:0.73 177:0.38 178:0.55 179:0.28 181:0.76 182:0.89 186:0.99 187:0.21 189:0.95 191:0.87 192:0.59 195:0.91 201:0.74 206:0.81 208:0.64 212:0.40 215:0.84 216:0.17 222:0.76 227:0.61 229:0.61 230:0.79 231:0.92 232:0.88 233:0.76 235:0.22 238:0.81 241:0.24 242:0.54 243:0.51 245:0.84 246:0.99 247:0.60 253:0.79 259:0.21 261:0.82 265:0.45 266:0.38 267:0.52 271:0.36 276:0.77 279:0.86 282:0.88 283:0.82 287:0.61 290:0.92 297:0.36 299:0.88 300:0.43\n1 1:0.74 7:0.81 8:0.59 9:0.80 11:0.64 12:0.37 17:0.69 21:0.13 27:0.41 28:0.93 30:0.84 32:0.80 34:0.95 36:0.42 37:0.35 39:0.29 41:0.93 43:0.89 60:0.99 66:0.35 69:0.47 70:0.49 74:0.94 77:0.70 81:0.89 83:0.87 85:0.97 91:0.23 96:0.92 98:0.42 101:0.85 104:0.98 106:0.81 108:0.36 114:0.92 117:0.86 120:0.85 121:0.90 122:0.43 123:0.35 124:0.83 126:0.54 127:0.82 129:0.93 131:0.97 133:0.84 135:0.81 140:0.45 144:0.57 145:0.79 146:0.64 147:0.69 149:0.96 150:0.94 151:0.93 153:0.78 154:0.88 155:0.67 157:0.95 158:0.92 159:0.73 161:0.78 162:0.86 164:0.78 165:0.88 166:0.95 167:0.51 172:0.63 173:0.34 176:0.73 177:0.38 179:0.49 181:0.76 182:0.90 187:0.99 192:0.59 195:0.87 201:0.74 202:0.66 204:0.89 206:0.81 208:0.64 212:0.49 215:0.84 216:0.75 222:0.76 227:0.99 229:0.95 230:0.84 231:0.92 232:0.99 233:0.69 235:0.22 241:0.21 242:0.63 243:0.51 245:0.76 246:0.99 247:0.30 248:0.91 253:0.95 255:0.79 256:0.73 259:0.21 260:0.86 265:0.44 266:0.71 267:0.52 268:0.75 271:0.36 276:0.68 279:0.86 282:0.88 283:0.82 285:0.62 287:0.99 290:0.92 297:0.36 299:0.88 300:0.70\n1 1:0.74 11:0.64 12:0.37 17:0.78 21:0.22 27:0.45 28:0.93 30:0.75 32:0.80 34:0.74 36:0.19 37:0.50 39:0.29 43:0.82 66:0.84 69:0.68 70:0.47 74:0.99 77:0.70 81:0.85 83:0.76 85:0.99 91:0.07 98:0.75 101:0.87 108:0.52 114:0.90 122:0.43 123:0.50 124:0.38 126:0.54 127:0.44 129:0.59 131:0.61 133:0.47 135:0.63 144:0.57 145:0.49 146:0.89 147:0.91 149:0.99 150:0.91 154:0.77 155:0.67 157:0.96 159:0.62 161:0.78 165:0.86 166:0.95 167:0.49 172:0.95 173:0.60 176:0.73 177:0.38 178:0.55 179:0.17 181:0.76 182:0.89 187:0.68 192:0.59 195:0.82 201:0.74 212:0.91 215:0.79 216:0.77 222:0.76 227:0.61 229:0.61 231:0.92 235:0.31 241:0.10 242:0.60 243:0.85 245:0.93 246:0.99 247:0.55 253:0.79 259:0.21 265:0.76 266:0.54 267:0.19 271:0.36 276:0.90 282:0.88 287:0.61 290:0.90 297:0.36 299:0.88 300:0.84\n1 6:0.87 7:0.81 8:0.79 11:0.64 12:0.37 17:0.97 20:0.78 21:0.78 27:0.72 28:0.93 30:0.95 34:0.39 36:0.68 39:0.29 43:0.86 66:0.54 69:0.60 74:0.57 76:0.94 78:0.92 85:0.72 91:0.75 98:0.17 100:0.89 101:0.77 104:0.54 108:0.45 111:0.90 121:0.90 123:0.44 127:0.10 129:0.05 131:0.61 135:0.30 144:0.57 145:0.70 146:0.13 147:0.18 149:0.49 152:0.76 154:0.83 155:0.67 157:0.80 159:0.08 161:0.78 166:0.61 167:0.77 169:0.86 172:0.10 173:0.98 177:0.38 178:0.55 179:0.23 181:0.76 182:0.74 186:0.91 187:0.21 189:0.89 192:0.59 204:0.89 208:0.64 222:0.76 227:0.61 229:0.61 230:0.87 231:0.69 232:0.74 233:0.76 235:0.42 238:0.84 241:0.76 243:0.63 246:0.61 253:0.46 259:0.21 261:0.80 265:0.19 267:0.28 271:0.36 287:0.61 300:0.08\n2 1:0.74 6:0.89 7:0.81 8:0.75 9:0.80 11:0.64 12:0.37 17:0.38 20:0.98 21:0.30 27:0.21 28:0.93 30:0.70 34:0.55 36:0.88 37:0.74 39:0.29 41:0.96 43:0.98 60:0.97 66:0.61 69:0.12 70:0.57 74:0.99 78:0.89 81:0.81 83:0.84 85:0.99 91:0.60 96:0.95 98:0.81 100:0.93 101:0.86 104:0.84 106:0.81 108:0.70 111:0.90 114:0.86 117:0.86 120:0.90 121:0.90 122:0.57 123:0.68 124:0.66 126:0.54 127:0.64 129:0.89 131:0.97 133:0.78 135:0.18 140:0.45 144:0.57 146:0.48 147:0.54 149:0.99 150:0.87 151:0.98 152:0.98 153:0.91 154:0.98 155:0.67 157:0.96 158:0.92 159:0.84 161:0.78 162:0.65 164:0.85 165:0.84 166:0.95 167:0.50 169:0.89 172:0.94 173:0.09 176:0.73 177:0.38 179:0.17 181:0.76 182:0.90 186:0.89 187:0.39 189:0.92 191:0.70 192:0.59 201:0.74 202:0.81 204:0.89 206:0.81 208:0.64 212:0.58 215:0.72 216:0.95 222:0.76 227:0.99 229:0.95 230:0.87 231:0.92 232:0.89 233:0.76 235:0.42 238:0.91 241:0.18 242:0.58 243:0.21 245:0.95 246:0.99 247:0.60 248:0.94 253:0.97 255:0.79 256:0.83 259:0.21 260:0.90 261:0.92 265:0.81 266:0.54 267:0.85 268:0.83 271:0.36 276:0.93 279:0.86 283:0.82 285:0.62 287:0.99 290:0.86 297:0.36 300:0.70\n2 1:0.74 6:0.89 8:0.69 9:0.80 11:0.64 12:0.37 17:0.78 20:0.79 21:0.05 27:0.19 28:0.93 30:0.62 34:0.19 36:0.31 37:0.64 39:0.29 41:0.82 43:0.79 66:0.61 69:0.75 70:0.23 74:0.62 78:0.91 81:0.93 83:0.79 85:0.80 91:0.85 96:0.74 98:0.66 100:0.73 101:0.78 104:0.58 108:0.59 111:0.88 114:0.95 120:0.62 122:0.57 123:0.56 124:0.43 126:0.54 127:0.37 129:0.05 131:0.97 133:0.39 135:0.73 140:0.45 144:0.57 145:0.44 146:0.55 147:0.05 149:0.63 150:0.97 151:0.69 152:0.98 153:0.48 154:0.72 155:0.67 157:0.84 159:0.29 161:0.78 162:0.86 163:0.93 164:0.57 165:0.90 166:0.95 167:0.60 169:0.95 172:0.27 173:0.88 176:0.73 177:0.05 179:0.91 181:0.76 182:0.89 186:0.91 187:0.21 191:0.82 192:0.59 201:0.74 202:0.36 208:0.64 212:0.61 215:0.91 216:0.17 220:0.74 222:0.76 227:0.99 229:0.94 231:0.92 232:0.77 235:0.12 241:0.54 242:0.63 243:0.23 245:0.42 246:0.99 247:0.35 248:0.65 253:0.78 255:0.79 256:0.45 257:0.65 259:0.21 260:0.63 261:0.97 265:0.67 266:0.23 267:0.23 268:0.46 271:0.36 276:0.27 285:0.62 287:0.99 290:0.95 297:0.36 300:0.18\n2 1:0.74 6:0.82 8:0.61 9:0.80 11:0.64 12:0.37 17:0.49 20:0.98 27:0.53 28:0.93 30:0.40 34:0.24 36:0.90 37:0.37 39:0.29 41:0.88 43:0.98 60:0.87 66:0.60 69:0.05 70:0.93 74:0.92 78:0.93 81:0.97 83:0.87 85:0.96 91:0.68 96:0.86 98:0.65 100:0.85 101:0.82 104:0.81 108:0.72 111:0.90 114:0.98 120:0.77 122:0.57 123:0.70 124:0.74 126:0.54 127:0.91 129:0.89 131:0.97 133:0.83 135:0.89 140:0.45 144:0.57 146:0.19 147:0.25 149:0.94 150:0.99 151:0.94 152:0.90 153:0.80 154:0.98 155:0.67 157:0.94 158:0.87 159:0.82 161:0.78 162:0.64 164:0.70 165:0.92 166:0.95 167:0.54 169:0.83 172:0.81 173:0.08 176:0.73 177:0.38 179:0.38 181:0.76 182:0.90 186:0.92 187:0.21 189:0.84 192:0.59 201:0.74 202:0.63 208:0.64 212:0.51 215:0.96 216:0.21 222:0.76 227:0.99 229:0.94 231:0.92 232:0.86 235:0.05 238:0.82 241:0.35 242:0.40 243:0.17 245:0.80 246:0.99 247:0.67 248:0.84 253:0.90 255:0.79 256:0.58 259:0.21 260:0.77 261:0.92 265:0.66 266:0.87 267:0.52 268:0.64 271:0.36 276:0.77 279:0.86 283:0.71 285:0.62 287:0.99 290:0.98 297:0.36 300:0.94\n2 1:0.74 6:0.93 7:0.81 8:0.79 9:0.80 11:0.64 12:0.37 17:0.95 20:0.78 21:0.13 27:0.58 28:0.93 30:0.66 32:0.80 34:0.67 36:0.29 37:0.72 39:0.29 41:0.92 43:0.91 60:0.87 66:0.93 69:0.44 70:0.47 74:0.96 76:0.94 77:1.00 78:0.98 81:0.93 83:0.87 85:0.96 91:0.72 96:0.75 98:0.82 100:0.89 101:0.86 104:0.87 108:0.34 111:0.95 114:0.72 120:0.63 121:0.99 122:0.57 123:0.33 126:0.54 127:0.31 129:0.05 131:0.97 135:0.42 138:0.95 140:0.45 144:0.57 145:0.85 146:0.79 147:0.82 149:0.96 150:0.97 151:0.69 152:0.76 153:0.48 154:0.90 155:0.67 157:0.95 158:0.92 159:0.35 161:0.78 162:0.86 164:0.67 165:0.91 166:0.95 167:0.55 169:0.87 172:0.80 173:0.48 176:0.56 177:0.38 179:0.35 181:0.76 182:0.90 186:0.97 187:0.21 189:0.94 191:0.75 192:0.59 195:0.65 201:0.74 202:0.50 204:0.89 208:0.64 212:0.80 215:0.79 216:0.14 220:0.74 222:0.76 227:0.99 229:0.95 230:0.84 231:0.92 232:0.90 233:0.69 235:0.60 238:0.82 241:0.41 242:0.55 243:0.93 246:0.99 247:0.47 248:0.69 253:0.81 255:0.79 256:0.58 259:0.21 260:0.64 261:0.84 265:0.82 266:0.27 267:0.82 268:0.59 271:0.36 276:0.69 279:0.86 282:0.88 283:0.82 285:0.62 286:0.99 287:0.99 290:0.72 297:0.36 299:0.99 300:0.43\n2 1:0.74 6:0.93 7:0.81 8:0.89 9:0.80 11:0.64 12:0.37 17:0.85 20:0.98 21:0.05 27:0.19 28:0.93 30:0.72 32:0.80 34:0.33 36:0.63 37:0.64 39:0.29 41:0.96 43:0.94 60:0.87 66:0.84 69:0.21 70:0.48 74:0.91 76:0.85 77:0.96 78:0.97 81:0.93 83:0.89 85:0.90 91:0.88 96:0.93 98:0.91 100:0.98 101:0.85 104:0.58 108:0.17 111:0.97 114:0.95 120:0.88 121:0.97 122:0.57 123:0.16 126:0.54 127:0.51 129:0.05 131:0.97 135:0.39 140:0.45 144:0.57 145:0.79 146:0.41 147:0.48 149:0.88 150:0.97 151:0.93 152:0.98 153:0.78 154:0.94 155:0.67 157:0.92 158:0.87 159:0.15 161:0.78 162:0.72 164:0.85 165:0.90 166:0.95 167:0.83 169:0.95 172:0.54 173:0.68 176:0.73 177:0.38 179:0.78 181:0.76 182:0.90 186:0.96 189:0.96 191:0.86 192:0.59 195:0.54 201:0.74 202:0.78 204:0.89 208:0.64 212:0.87 215:0.91 216:0.17 220:0.62 222:0.76 227:0.99 229:0.95 230:0.87 231:0.92 232:0.77 233:0.76 235:0.12 238:0.95 241:0.83 242:0.55 243:0.85 246:0.99 247:0.39 248:0.93 253:0.95 255:0.79 256:0.81 259:0.21 260:0.89 261:0.97 265:0.91 266:0.23 267:0.19 268:0.81 271:0.36 276:0.41 279:0.86 282:0.88 283:0.71 285:0.62 287:0.99 290:0.95 297:0.36 299:0.97 300:0.43\n2 1:0.74 6:0.93 8:0.64 11:0.64 12:0.37 17:0.79 20:0.93 21:0.05 27:0.19 28:0.93 30:0.33 34:0.96 36:0.20 37:0.64 39:0.29 43:0.98 66:0.68 69:0.07 70:0.88 74:0.88 78:0.89 81:0.93 83:0.79 85:0.91 91:0.40 98:0.78 100:0.89 101:0.82 104:0.58 108:0.06 111:0.88 114:0.95 122:0.57 123:0.06 124:0.44 126:0.54 127:0.66 129:0.59 131:0.61 133:0.47 135:0.83 144:0.57 146:0.81 147:0.84 149:0.88 150:0.97 152:0.98 154:0.98 155:0.67 157:0.92 159:0.51 161:0.78 165:0.90 166:0.95 167:0.50 169:0.95 172:0.67 173:0.15 176:0.73 177:0.38 178:0.55 179:0.60 181:0.76 182:0.89 186:0.89 187:0.39 189:0.85 192:0.59 201:0.74 212:0.52 215:0.91 216:0.17 222:0.76 227:0.61 229:0.61 231:0.92 232:0.77 235:0.12 238:0.85 241:0.15 242:0.24 243:0.72 245:0.74 246:0.99 247:0.60 253:0.78 259:0.21 261:0.97 265:0.78 266:0.71 267:0.52 271:0.36 276:0.60 287:0.61 290:0.95 297:0.36 300:0.70\n1 1:0.74 6:0.83 8:0.65 11:0.64 12:0.37 17:0.38 20:0.81 21:0.22 27:0.45 28:0.93 30:0.67 34:0.62 36:0.19 37:0.50 39:0.29 43:0.82 66:0.35 69:0.68 70:0.70 74:0.76 78:0.83 81:0.85 83:0.76 85:0.94 91:0.17 98:0.53 100:0.81 101:0.82 108:0.52 111:0.81 114:0.90 122:0.43 123:0.50 124:0.69 126:0.54 127:0.42 129:0.81 131:0.61 133:0.67 135:0.70 144:0.57 145:0.47 146:0.70 147:0.74 149:0.87 150:0.91 152:0.80 154:0.77 155:0.67 157:0.93 159:0.57 161:0.78 165:0.86 166:0.95 167:0.51 169:0.82 172:0.48 173:0.63 176:0.73 177:0.38 178:0.55 179:0.57 181:0.76 182:0.89 186:0.84 187:0.68 189:0.84 192:0.59 201:0.74 212:0.57 215:0.79 216:0.77 222:0.76 227:0.61 229:0.61 231:0.92 235:0.31 238:0.83 241:0.21 242:0.60 243:0.51 245:0.71 246:0.99 247:0.47 253:0.72 259:0.21 261:0.85 265:0.55 266:0.71 267:0.28 271:0.36 276:0.54 287:0.61 290:0.90 297:0.36 300:0.70\n1 1:0.74 6:0.87 7:0.66 8:0.85 9:0.80 11:0.64 12:0.37 17:0.88 18:0.96 20:0.77 21:0.59 27:0.42 28:0.51 29:0.62 30:0.86 31:0.95 32:0.78 34:0.17 36:0.50 37:0.92 39:0.29 43:0.30 44:0.93 45:0.88 48:0.91 55:0.45 64:0.77 66:0.99 69:0.44 70:0.44 71:0.95 74:0.98 76:0.94 77:0.89 78:0.88 79:0.96 81:0.47 83:0.60 86:0.97 91:0.80 96:0.90 98:1.00 99:0.83 100:0.85 101:0.52 108:0.34 111:0.86 114:0.58 120:0.59 122:0.77 123:0.32 126:0.54 127:0.95 129:0.05 135:0.66 137:0.95 139:0.97 140:0.80 145:0.74 146:0.99 147:0.99 149:0.80 150:0.67 151:0.57 152:0.76 153:0.82 154:0.50 155:0.67 158:0.74 159:0.80 161:0.64 162:0.81 164:0.75 165:0.70 167:0.84 169:0.83 172:0.99 173:0.25 176:0.73 177:0.70 179:0.13 181:0.49 186:0.88 189:0.89 190:0.77 191:0.94 192:0.87 195:0.90 196:0.98 201:0.93 202:0.79 208:0.64 212:0.91 215:0.39 216:0.13 220:0.62 222:0.21 230:0.69 232:0.72 233:0.76 235:0.98 238:0.88 241:0.82 242:0.70 243:1.00 247:0.97 248:0.58 253:0.92 254:0.80 255:0.95 256:0.83 260:0.60 261:0.80 265:1.00 266:0.54 267:0.91 268:0.84 271:0.53 276:0.97 281:0.91 282:0.86 284:0.96 285:0.62 290:0.58 297:0.36 300:0.70\n2 7:0.72 8:0.79 9:0.76 11:0.83 12:0.37 17:0.89 18:0.98 21:0.13 27:0.44 28:0.51 29:0.62 30:0.43 31:0.96 32:0.69 34:0.18 36:0.43 39:0.29 43:0.95 44:0.90 45:0.92 48:0.91 55:0.45 64:0.77 66:0.99 69:0.23 70:0.56 71:0.95 74:0.85 78:0.83 79:0.97 81:0.75 83:0.60 85:0.88 86:0.99 91:0.67 96:0.74 98:1.00 101:0.87 104:0.75 108:0.18 111:0.83 120:0.83 123:0.18 126:0.44 127:0.96 129:0.05 135:0.30 137:0.96 139:0.99 140:0.45 145:0.95 146:0.95 147:0.96 149:0.96 150:0.54 151:0.84 153:0.72 154:0.95 155:0.67 159:0.63 161:0.64 162:0.86 164:0.80 167:0.83 169:0.85 172:0.98 173:0.23 177:0.70 179:0.14 181:0.49 190:0.77 191:0.84 192:0.87 195:0.77 196:0.99 201:0.68 202:0.74 204:0.85 208:0.64 212:0.94 215:0.61 216:0.10 219:0.92 220:0.82 222:0.21 230:0.75 233:0.76 235:0.42 241:0.80 242:0.51 243:0.99 247:0.94 248:0.85 253:0.60 255:0.79 256:0.81 259:0.21 260:0.80 265:1.00 266:0.47 267:0.89 268:0.81 271:0.53 276:0.96 281:0.91 283:0.82 284:0.96 285:0.62 292:0.95 297:0.36 300:0.55\n2 1:0.74 6:0.87 7:0.72 8:0.75 9:0.80 11:0.64 12:0.37 17:0.85 18:1.00 20:0.76 21:0.22 27:0.39 28:0.51 29:0.62 30:0.57 31:0.99 32:0.77 34:0.17 36:0.42 37:0.55 39:0.29 41:0.95 43:0.69 44:0.93 45:0.93 48:0.99 55:0.45 64:0.77 66:0.99 69:0.23 70:0.53 71:0.95 74:0.97 77:0.70 78:0.90 79:1.00 81:0.75 83:0.91 86:1.00 91:0.88 96:0.98 97:1.00 98:1.00 99:0.83 100:0.85 101:0.52 108:0.18 111:0.88 114:0.71 120:0.80 122:0.86 123:0.18 126:0.54 127:0.95 129:0.05 135:0.56 137:0.99 138:0.98 139:1.00 140:0.87 145:0.63 146:0.92 147:0.94 149:0.86 150:0.83 151:0.86 152:0.75 153:0.97 154:0.88 155:0.67 158:0.79 159:0.55 161:0.64 162:0.83 164:0.84 165:0.70 167:0.83 169:0.87 172:0.97 173:0.27 176:0.73 177:0.70 179:0.17 181:0.49 186:0.87 189:0.87 191:0.95 192:0.87 195:0.72 196:1.00 201:0.93 202:0.88 204:0.85 208:0.64 212:0.94 215:0.51 216:0.27 219:0.92 222:0.21 230:0.75 232:0.77 233:0.76 235:0.80 238:0.90 241:0.80 242:0.45 243:0.99 247:0.95 248:0.88 253:0.99 255:0.95 256:0.91 259:0.21 260:0.81 261:0.77 265:1.00 266:0.27 267:0.98 268:0.92 271:0.53 276:0.94 279:0.82 281:0.91 282:0.85 284:0.99 285:0.62 290:0.71 292:0.95 297:0.36 300:0.55\n1 1:0.74 7:0.72 8:0.92 11:0.64 12:0.37 17:0.98 18:0.97 21:0.30 22:0.93 27:0.36 28:0.51 29:0.62 30:0.58 32:0.69 34:0.28 36:0.75 37:0.73 39:0.29 43:0.57 44:0.90 45:0.66 47:0.93 48:0.98 55:0.52 64:0.77 66:0.98 69:0.25 70:0.52 71:0.95 74:0.87 76:0.94 81:0.67 86:0.98 91:0.56 98:0.99 101:0.52 104:0.91 106:0.81 108:0.20 114:0.65 120:0.72 123:0.19 126:0.54 127:0.91 129:0.05 135:0.54 139:0.98 140:0.45 145:0.42 146:0.89 147:0.91 149:0.55 150:0.76 151:0.62 153:0.69 154:0.89 155:0.67 159:0.48 161:0.64 162:0.55 164:0.53 167:0.53 172:0.94 173:0.32 176:0.73 177:0.70 179:0.25 181:0.49 187:0.21 190:0.89 191:0.85 192:0.87 195:0.69 201:0.93 202:0.58 204:0.85 206:0.81 208:0.64 212:0.92 215:0.44 216:0.18 222:0.21 230:0.75 232:0.76 233:0.76 235:0.68 241:0.27 242:0.33 243:0.98 247:0.94 248:0.60 253:0.52 254:0.84 256:0.45 259:0.21 260:0.67 262:0.93 265:0.99 266:0.27 267:0.73 268:0.55 271:0.53 276:0.88 281:0.91 283:0.82 285:0.47 290:0.65 297:0.36 300:0.55\n1 1:0.74 6:0.94 7:0.72 8:0.81 9:0.76 11:0.64 12:0.37 17:0.94 18:0.98 20:0.76 21:0.30 22:0.93 27:0.36 28:0.51 29:0.62 30:0.36 31:0.92 34:0.18 36:0.51 37:0.73 39:0.29 43:0.59 44:0.90 45:0.73 47:0.93 48:0.91 55:0.42 64:0.77 66:0.97 69:0.23 70:0.68 71:0.95 74:0.90 76:0.85 77:0.70 78:0.88 79:0.92 81:0.61 83:0.60 86:0.99 91:0.72 96:0.79 97:0.89 98:0.97 100:0.88 101:0.52 104:0.97 106:0.81 108:0.18 111:0.87 114:0.65 117:0.86 120:0.72 122:0.86 123:0.18 126:0.54 127:0.76 129:0.05 135:0.54 137:0.92 139:0.99 140:0.80 145:0.47 146:0.88 147:0.90 149:0.48 150:0.72 151:0.76 152:0.75 153:0.69 154:0.89 155:0.67 158:0.79 159:0.47 161:0.64 162:0.86 164:0.53 167:0.54 169:0.88 172:0.91 173:0.31 176:0.73 177:0.70 179:0.30 181:0.49 186:0.88 187:0.68 189:0.94 190:0.77 191:0.70 192:0.87 195:0.68 196:0.97 201:0.93 202:0.50 206:0.81 208:0.64 212:0.88 215:0.44 216:0.18 219:0.92 222:0.21 230:0.75 232:0.76 233:0.76 235:0.60 238:0.91 241:0.32 242:0.39 243:0.97 247:0.94 248:0.70 253:0.81 254:0.74 255:0.74 256:0.58 259:0.21 260:0.67 261:0.77 262:0.93 265:0.97 266:0.54 267:0.99 268:0.59 271:0.53 276:0.84 279:0.82 281:0.91 282:0.77 283:0.82 284:0.86 285:0.62 290:0.65 292:0.95 297:0.36 300:0.55\n0 1:0.74 6:0.94 7:0.72 8:0.88 9:0.80 11:0.64 12:0.37 17:0.78 18:0.98 20:0.76 21:0.30 27:0.36 28:0.51 29:0.62 30:0.43 31:0.99 34:0.18 36:0.73 37:0.73 39:0.29 41:0.82 43:0.55 44:0.90 45:0.66 48:0.91 55:0.45 64:0.77 66:0.97 69:0.23 70:0.77 71:0.95 74:0.90 76:0.85 77:0.70 78:0.87 79:0.99 81:0.61 83:0.91 86:0.99 91:0.85 96:0.96 97:0.99 98:1.00 100:0.88 101:0.52 108:0.18 111:0.86 114:0.65 120:0.80 122:0.86 123:0.18 126:0.54 127:0.95 129:0.05 135:0.58 137:0.99 139:0.99 140:0.80 145:0.47 146:0.91 147:0.92 149:0.48 150:0.72 151:0.72 152:0.75 153:0.93 154:0.89 155:0.67 158:0.87 159:0.51 161:0.64 162:0.84 164:0.79 167:0.82 169:0.87 172:0.93 173:0.29 176:0.73 177:0.70 179:0.27 181:0.49 186:0.87 189:0.92 190:0.77 191:0.95 192:0.87 195:0.70 196:1.00 201:0.93 202:0.84 208:0.64 212:0.89 215:0.44 216:0.18 219:0.95 222:0.21 230:0.75 232:0.76 233:0.76 235:0.60 238:0.91 241:0.79 242:0.50 243:0.97 247:0.90 248:0.75 253:0.97 254:0.84 255:0.95 256:0.88 259:0.21 260:0.78 261:0.77 265:1.00 266:0.38 267:0.97 268:0.89 271:0.53 276:0.87 279:0.86 281:0.91 282:0.77 283:0.82 284:0.99 285:0.62 290:0.65 292:0.95 297:0.36 300:0.70\n1 1:0.74 6:0.90 7:0.72 8:0.80 11:0.64 12:0.37 17:0.96 18:0.98 20:0.80 21:0.64 27:0.21 28:0.51 29:0.62 30:0.21 32:0.78 34:0.56 36:0.48 37:0.88 39:0.29 43:0.67 44:0.93 45:0.83 48:1.00 55:0.42 64:0.77 66:0.96 69:0.38 70:0.64 71:0.95 74:0.87 76:0.85 77:0.89 78:0.91 81:0.45 83:0.60 86:0.99 91:0.40 98:0.93 99:0.83 100:0.89 101:0.52 104:0.94 106:0.81 108:0.30 111:0.89 114:0.57 120:0.69 123:0.28 126:0.54 127:0.58 129:0.05 132:0.97 135:0.42 139:0.99 140:0.45 145:0.69 146:0.77 147:0.80 149:0.70 150:0.67 151:0.60 152:0.85 153:0.48 154:0.88 155:0.67 159:0.33 161:0.64 162:0.86 164:0.53 165:0.70 167:0.56 169:0.86 172:0.88 173:0.52 176:0.73 177:0.70 179:0.32 181:0.49 186:0.91 187:0.68 189:0.91 190:0.89 191:0.87 192:0.87 195:0.60 201:0.93 202:0.36 204:0.85 206:0.81 208:0.64 212:0.93 215:0.38 216:0.16 222:0.21 230:0.75 232:0.77 233:0.76 235:1.00 238:0.90 241:0.41 242:0.16 243:0.96 247:0.92 248:0.59 253:0.47 254:0.84 256:0.45 260:0.66 261:0.89 265:0.93 266:0.27 267:0.82 268:0.46 271:0.53 276:0.80 281:0.91 282:0.86 283:0.82 285:0.47 290:0.57 297:0.36 300:0.55\n1 1:0.74 6:0.90 7:0.72 8:0.80 9:0.80 11:0.92 12:0.37 17:0.86 18:0.99 20:0.96 21:0.30 27:0.10 28:0.51 29:0.62 30:0.53 31:0.99 34:0.24 36:0.87 37:0.32 39:0.29 41:0.88 43:0.74 44:0.90 45:0.95 48:0.98 55:0.45 64:0.77 66:0.99 69:0.36 70:0.69 71:0.95 74:0.98 76:0.94 77:0.70 78:0.94 79:0.99 81:0.73 83:0.91 85:0.72 86:1.00 91:0.82 96:0.96 97:0.89 98:1.00 99:0.83 100:0.94 101:0.97 108:0.28 111:0.93 114:0.65 120:0.88 123:0.27 126:0.54 127:0.95 129:0.05 135:0.54 137:0.99 139:1.00 140:0.80 145:0.74 146:0.94 147:0.95 149:0.88 150:0.81 151:0.80 152:0.93 153:0.89 154:0.89 155:0.67 158:0.87 159:0.59 161:0.64 162:0.83 164:0.84 165:0.70 167:0.83 169:0.92 172:0.96 173:0.34 176:0.73 177:0.70 179:0.19 181:0.49 186:0.94 189:0.92 191:0.92 192:0.87 195:0.75 196:1.00 201:0.93 202:0.86 204:0.85 208:0.64 212:0.88 215:0.44 216:0.19 219:0.95 220:0.62 222:0.21 230:0.75 232:0.72 233:0.76 235:0.95 238:0.94 241:0.80 242:0.14 243:0.99 247:0.97 248:0.83 253:0.97 255:0.95 256:0.90 259:0.21 260:0.86 261:0.94 265:1.00 266:0.27 267:0.97 268:0.90 271:0.53 276:0.92 279:0.86 281:0.91 282:0.77 283:0.82 284:0.99 285:0.62 290:0.65 292:0.95 297:0.36 300:0.70\n1 1:0.69 6:0.85 7:0.66 8:0.69 9:0.80 11:0.64 12:0.37 17:0.83 18:0.98 20:0.80 21:0.54 27:0.39 28:0.51 29:0.62 30:0.13 31:0.98 34:0.17 36:0.73 37:0.84 39:0.29 43:0.63 44:0.90 45:0.87 48:0.91 55:0.45 64:0.77 66:0.97 69:0.35 70:0.74 71:0.95 74:0.87 76:0.94 77:0.70 78:0.87 79:0.98 81:0.33 83:0.60 86:0.98 91:0.88 96:0.87 97:0.89 98:0.99 100:0.86 101:0.52 108:0.27 111:0.86 114:0.58 120:0.84 122:0.86 123:0.26 126:0.44 127:0.93 129:0.05 135:0.24 137:0.98 139:0.98 140:0.95 145:0.59 146:0.93 147:0.94 149:0.67 150:0.48 151:0.68 152:0.77 153:0.88 154:0.55 155:0.67 158:0.79 159:0.56 161:0.64 162:0.80 164:0.73 167:0.84 169:0.83 172:0.93 173:0.35 176:0.66 177:0.70 179:0.27 181:0.49 186:0.87 189:0.87 190:0.77 191:0.88 192:0.87 195:0.72 196:0.99 201:0.68 202:0.74 208:0.64 212:0.93 216:0.12 219:0.92 222:0.21 230:0.69 233:0.76 235:0.74 238:0.86 241:0.82 242:0.23 243:0.97 247:0.93 248:0.71 253:0.88 254:0.80 255:0.95 256:0.79 259:0.21 260:0.82 261:0.81 265:0.99 266:0.38 267:0.91 268:0.80 271:0.53 276:0.87 279:0.82 281:0.89 282:0.77 283:0.82 284:0.97 285:0.62 290:0.58 292:0.95 300:0.55\n0 1:0.74 11:0.83 12:0.37 17:0.40 18:0.91 21:0.59 27:0.45 28:0.51 29:0.62 30:0.21 32:0.80 34:0.74 36:0.22 37:0.50 39:0.29 43:0.81 44:0.93 45:0.73 48:0.91 55:0.84 64:0.77 66:0.33 69:0.61 70:0.95 71:0.95 74:0.62 77:0.70 81:0.48 83:0.91 85:0.72 86:0.89 91:0.14 98:0.55 101:0.97 108:0.74 114:0.58 122:0.86 123:0.45 124:0.60 126:0.54 127:0.36 129:0.59 133:0.46 135:0.75 139:0.91 145:0.49 146:0.66 147:0.71 149:0.71 150:0.71 154:0.76 155:0.67 159:0.47 161:0.64 163:0.81 165:0.93 167:0.52 172:0.51 173:0.58 176:0.73 177:0.70 178:0.55 179:0.51 181:0.49 187:0.68 192:0.87 195:0.73 201:0.93 208:0.64 212:0.27 215:0.39 216:0.77 222:0.21 235:0.84 241:0.24 242:0.52 243:0.50 245:0.79 247:0.79 253:0.42 259:0.21 265:0.56 266:0.75 267:0.89 271:0.53 276:0.59 281:0.89 282:0.88 290:0.58 297:0.36 299:0.88 300:0.84\n0 1:0.74 7:0.72 8:0.88 9:0.80 11:0.83 12:0.37 17:0.91 18:1.00 21:0.22 22:0.93 27:0.10 28:0.51 29:0.62 30:0.36 31:0.94 32:0.80 34:0.33 36:0.55 37:0.63 39:0.29 41:0.82 43:0.71 44:0.93 45:0.85 47:0.93 48:0.97 55:0.45 64:0.77 66:0.99 69:0.38 70:0.59 71:0.95 74:0.96 76:0.85 77:0.70 79:0.94 81:0.87 83:0.91 85:0.72 86:1.00 91:0.61 96:0.84 97:0.89 98:0.96 99:0.83 101:0.97 104:0.75 106:0.81 108:0.30 114:0.71 117:0.86 120:0.63 122:0.77 123:0.28 126:0.54 127:0.72 129:0.05 135:0.73 137:0.94 139:1.00 140:0.80 145:0.47 146:0.90 147:0.91 149:0.83 150:0.92 151:0.72 153:0.48 154:0.85 155:0.67 158:0.79 159:0.49 161:0.64 162:0.86 164:0.57 165:1.00 167:0.55 172:0.97 173:0.40 176:0.73 177:0.70 179:0.17 181:0.49 187:0.68 190:0.77 191:0.83 192:0.87 195:0.69 196:0.98 201:0.93 202:0.50 204:0.85 206:0.81 208:0.64 212:0.93 215:0.51 216:0.19 219:0.92 222:0.21 230:0.74 232:0.81 233:0.73 235:0.97 241:0.39 242:0.22 243:0.99 247:0.93 248:0.67 253:0.88 255:0.95 256:0.58 259:0.21 260:0.64 262:0.93 265:0.96 266:0.27 267:0.69 268:0.59 271:0.53 276:0.93 279:0.82 281:0.91 282:0.88 284:0.92 285:0.62 290:0.71 292:0.95 297:0.36 300:0.55\n1 1:0.74 6:0.95 7:0.72 8:0.92 9:0.80 11:0.92 12:0.37 17:0.91 18:0.97 20:0.96 21:0.30 22:0.93 27:0.04 28:0.51 29:0.62 30:0.16 31:0.96 32:0.69 34:0.36 36:0.53 37:0.73 39:0.29 43:0.77 44:0.90 45:0.92 47:0.93 48:0.99 55:0.45 64:0.77 66:0.98 69:0.33 70:0.77 71:0.95 74:0.93 77:0.70 78:0.98 79:0.97 81:0.61 83:0.60 85:0.88 86:0.99 91:0.56 96:0.70 98:0.96 100:0.98 101:0.97 104:0.92 106:0.81 108:0.26 111:0.98 114:0.65 120:0.82 123:0.25 126:0.54 127:0.72 129:0.05 135:0.79 137:0.96 138:0.96 139:0.99 140:0.80 145:0.70 146:0.93 147:0.95 149:0.89 150:0.72 151:0.53 152:0.97 153:0.80 154:0.80 155:0.67 159:0.58 161:0.64 162:0.86 164:0.75 167:0.53 169:0.96 172:0.96 173:0.30 176:0.73 177:0.70 179:0.18 181:0.49 186:0.97 187:0.68 189:0.97 190:0.77 191:0.95 192:0.87 195:0.74 196:0.99 201:0.93 202:0.63 204:0.85 206:0.81 208:0.64 212:0.92 215:0.44 216:0.24 219:0.92 222:0.21 230:0.75 232:0.78 233:0.76 235:0.60 238:0.97 241:0.30 242:0.39 243:0.99 247:0.97 248:0.54 253:0.56 255:0.95 256:0.73 259:0.21 260:0.79 261:0.97 262:0.93 265:0.96 266:0.27 267:0.97 268:0.72 271:0.53 276:0.92 281:0.91 282:0.77 283:0.82 284:0.95 285:0.62 290:0.65 292:0.95 297:0.36 300:0.55\n2 1:0.74 7:0.72 11:0.64 12:0.37 17:0.95 18:0.86 22:0.93 27:0.34 28:0.51 29:0.62 30:0.67 32:0.69 34:0.40 36:0.21 39:0.29 43:0.61 44:0.93 45:0.73 47:0.93 48:0.91 55:0.52 64:0.77 66:0.96 69:0.10 70:0.39 71:0.95 74:0.83 76:1.00 77:0.89 81:0.87 83:0.60 86:0.93 91:0.35 98:0.94 99:0.83 101:0.52 104:0.94 106:0.81 108:0.09 114:0.85 117:0.86 123:0.09 126:0.54 127:0.63 129:0.05 132:0.97 135:0.93 139:0.94 145:0.82 146:0.82 147:0.85 149:0.55 150:0.91 154:0.79 155:0.67 159:0.38 161:0.64 165:0.70 167:0.57 172:0.88 173:0.26 176:0.66 177:0.70 178:0.55 179:0.33 181:0.49 187:0.39 191:0.76 192:0.87 195:0.64 201:0.93 204:0.89 206:0.81 208:0.64 212:0.88 215:0.78 216:0.05 222:0.21 230:0.75 232:0.70 233:0.76 235:0.31 241:0.44 242:0.52 243:0.96 247:0.91 253:0.59 254:0.95 259:0.21 262:0.93 265:0.94 266:0.27 267:0.36 271:0.53 276:0.79 281:0.91 282:0.83 283:0.82 290:0.85 297:0.36 300:0.43\n2 1:0.74 7:0.72 8:0.92 11:0.64 12:0.37 17:0.99 18:0.98 21:0.30 22:0.93 27:0.36 28:0.51 29:0.62 30:0.36 32:0.69 34:0.22 36:0.75 37:0.73 39:0.29 43:0.57 44:0.90 45:0.77 47:0.93 48:0.98 55:0.45 64:0.77 66:0.98 69:0.25 70:0.61 71:0.95 74:0.88 76:0.94 81:0.67 86:1.00 91:0.48 98:0.98 101:0.52 104:0.91 106:0.81 108:0.20 114:0.65 120:0.72 122:0.86 123:0.19 126:0.54 127:0.85 129:0.05 135:0.49 139:1.00 140:0.45 145:0.42 146:0.91 147:0.92 149:0.67 150:0.76 151:0.62 153:0.69 154:0.89 155:0.67 159:0.51 161:0.64 162:0.55 164:0.53 167:0.52 172:0.96 173:0.30 176:0.73 177:0.70 179:0.20 181:0.49 187:0.21 190:0.89 191:0.85 192:0.87 195:0.71 201:0.93 202:0.58 204:0.85 206:0.81 208:0.64 212:0.93 215:0.44 216:0.18 222:0.21 230:0.75 232:0.76 233:0.76 235:0.68 241:0.24 242:0.30 243:0.98 247:0.94 248:0.60 253:0.52 254:0.74 256:0.45 259:0.21 260:0.67 262:0.93 265:0.98 266:0.27 267:0.65 268:0.55 271:0.53 276:0.92 281:0.91 283:0.82 285:0.47 290:0.65 297:0.36 300:0.55\n1 6:0.81 7:0.81 8:0.62 9:0.80 11:0.83 12:0.37 17:0.84 18:0.99 20:0.86 22:0.93 27:0.34 28:0.51 29:0.62 30:0.12 31:0.98 32:0.64 34:0.55 36:0.67 37:0.36 39:0.29 41:0.82 43:0.68 45:0.77 47:0.93 48:1.00 55:0.52 64:0.77 66:0.30 69:0.30 70:0.87 71:0.95 74:0.70 77:0.70 78:0.88 79:0.98 81:0.80 83:0.91 85:0.90 86:0.99 91:0.54 96:0.83 98:0.68 100:0.90 101:0.97 104:0.80 106:0.81 108:0.88 111:0.88 120:0.87 121:0.90 123:0.87 124:0.77 126:0.44 127:0.71 129:0.81 133:0.74 135:0.94 137:0.98 139:0.99 140:0.92 145:1.00 146:0.92 147:0.93 149:0.91 150:0.58 151:0.91 152:0.83 153:0.84 154:0.57 155:0.67 159:0.90 161:0.64 162:0.86 164:0.81 167:0.50 169:0.86 172:0.98 173:0.10 177:0.70 179:0.10 181:0.49 186:0.88 187:0.21 189:0.83 191:0.84 192:0.87 195:0.97 196:0.99 201:0.68 202:0.73 204:0.89 206:0.81 208:0.64 212:0.89 215:0.96 216:0.84 219:0.92 220:0.87 222:0.21 230:0.87 233:0.76 235:0.05 238:0.90 241:0.15 242:0.45 243:0.28 245:1.00 247:0.95 248:0.81 253:0.82 255:0.95 256:0.79 259:0.21 260:0.85 261:0.86 262:0.93 265:0.69 266:0.84 267:0.98 268:0.81 271:0.53 276:0.99 281:0.91 282:0.73 283:0.82 284:0.96 285:0.62 292:0.95 297:0.36 300:0.94\n1 1:0.74 6:0.90 7:0.72 8:0.80 9:0.80 11:0.85 12:0.37 17:0.95 18:0.98 20:0.79 21:0.05 22:0.93 27:0.10 28:0.51 29:0.62 30:0.45 31:0.98 34:0.34 36:0.36 37:0.32 39:0.29 41:0.88 43:0.69 44:0.90 45:0.93 47:0.93 48:0.98 55:0.45 64:0.77 66:0.98 69:0.25 70:0.59 71:0.95 74:0.96 76:0.94 77:0.70 78:0.86 79:0.97 81:0.86 83:0.91 86:0.99 91:0.56 96:0.87 98:0.97 100:0.86 101:0.87 104:0.94 106:0.81 108:0.20 111:0.85 114:0.89 120:0.86 123:0.19 126:0.54 127:0.73 129:0.05 135:0.39 137:0.98 139:0.99 140:0.80 145:0.74 146:0.88 147:0.90 149:0.87 150:0.89 151:0.86 152:0.93 153:0.80 154:0.89 155:0.67 159:0.46 161:0.64 162:0.86 164:0.76 167:0.60 169:0.92 172:0.96 173:0.32 176:0.73 177:0.70 179:0.20 181:0.49 186:0.86 187:0.68 189:0.88 191:0.78 192:0.87 195:0.68 196:0.99 201:0.93 202:0.65 204:0.85 206:0.81 208:0.64 212:0.93 215:0.78 216:0.19 219:0.92 222:0.21 230:0.75 232:0.72 233:0.76 235:0.42 238:0.88 241:0.52 242:0.23 243:0.98 247:0.97 248:0.86 253:0.92 254:0.74 255:0.95 256:0.83 259:0.21 260:0.85 261:0.94 262:0.93 265:0.97 266:0.27 267:0.94 268:0.74 271:0.53 276:0.91 281:0.91 282:0.77 283:0.82 284:0.95 285:0.62 290:0.89 292:0.95 297:0.36 300:0.55\n1 1:0.69 7:0.66 8:0.82 11:0.64 12:0.37 17:0.96 18:0.95 21:0.40 27:0.47 28:0.51 29:0.62 30:0.56 31:0.93 32:0.78 34:0.44 36:0.81 37:0.84 39:0.29 43:0.57 44:0.93 45:0.73 48:0.91 55:0.45 64:0.77 66:0.97 69:0.32 70:0.66 71:0.95 74:0.85 76:0.94 77:0.70 79:0.93 81:0.54 86:0.97 91:0.64 98:0.97 101:0.52 104:0.86 106:0.81 108:0.25 114:0.62 120:0.74 123:0.24 126:0.54 127:0.73 129:0.05 135:0.54 137:0.93 139:0.98 140:0.80 145:0.61 146:0.88 147:0.90 149:0.60 150:0.60 151:0.81 153:0.48 154:0.68 155:0.58 159:0.46 161:0.64 162:0.86 164:0.63 167:0.55 172:0.92 173:0.37 176:0.73 177:0.70 179:0.27 181:0.49 187:0.21 190:0.77 191:0.70 192:0.59 195:0.68 196:0.97 201:0.74 202:0.50 206:0.81 208:0.64 212:0.92 215:0.42 216:0.13 219:0.92 220:0.62 222:0.21 230:0.69 233:0.76 235:0.74 241:0.39 242:0.28 243:0.97 247:0.92 248:0.73 253:0.50 254:0.90 255:0.74 256:0.58 259:0.21 260:0.69 265:0.97 266:0.27 267:0.36 268:0.59 271:0.53 276:0.86 281:0.89 282:0.86 283:0.82 284:0.87 285:0.56 290:0.62 292:0.95 297:0.36 300:0.55\n0 1:0.69 8:0.58 11:0.64 12:0.37 17:0.40 18:0.94 21:0.13 27:0.45 28:0.51 29:0.62 30:0.17 34:0.69 36:0.22 37:0.50 39:0.29 43:0.64 44:0.90 45:0.77 48:0.91 55:0.84 64:0.77 66:0.47 69:0.59 70:0.89 71:0.95 74:0.59 77:0.70 81:0.62 83:0.60 86:0.91 91:0.18 98:0.70 99:0.83 101:0.52 108:0.45 114:0.75 122:0.86 123:0.43 124:0.58 126:0.44 127:0.43 129:0.05 133:0.43 135:0.92 139:0.91 145:0.50 146:0.83 147:0.86 149:0.58 150:0.61 154:0.61 155:0.58 159:0.58 161:0.64 165:0.70 167:0.51 172:0.63 173:0.51 176:0.66 177:0.70 178:0.55 179:0.46 181:0.49 187:0.68 192:0.51 195:0.79 201:0.68 208:0.54 212:0.30 216:0.77 222:0.21 235:0.31 241:0.18 242:0.60 243:0.59 245:0.84 247:0.84 253:0.54 254:0.98 259:0.21 265:0.70 266:0.75 267:0.44 271:0.53 276:0.67 281:0.89 282:0.77 290:0.75 300:0.70\n1 1:0.74 6:0.87 7:0.66 8:0.73 11:0.64 12:0.37 17:0.95 18:0.91 20:0.77 21:0.59 27:0.42 28:0.51 29:0.62 30:0.88 31:0.93 32:0.78 34:0.20 36:0.46 37:0.92 39:0.29 43:0.30 44:0.93 45:0.85 48:0.91 55:0.45 64:0.77 66:0.99 69:0.47 70:0.39 71:0.95 74:0.96 76:0.94 77:0.89 78:0.88 79:0.93 81:0.49 83:0.60 86:0.96 91:0.33 98:0.97 99:0.83 100:0.86 101:0.52 104:0.91 106:0.81 108:0.36 111:0.86 114:0.58 120:0.69 122:0.77 123:0.35 126:0.54 127:0.74 129:0.05 135:0.44 137:0.93 139:0.96 140:0.45 145:0.74 146:0.95 147:0.96 149:0.77 150:0.68 151:0.81 152:0.76 153:0.48 154:0.50 155:0.67 159:0.62 161:0.64 162:0.86 164:0.54 165:0.70 167:0.52 169:0.83 172:0.98 173:0.40 176:0.73 177:0.70 179:0.15 181:0.49 186:0.88 187:0.68 189:0.88 190:0.77 192:0.87 195:0.78 196:0.96 201:0.93 202:0.36 206:0.81 208:0.64 212:0.91 215:0.39 216:0.13 219:0.92 222:0.21 230:0.69 232:0.72 233:0.76 235:0.99 238:0.87 241:0.21 242:0.73 243:0.99 247:0.93 248:0.73 253:0.49 254:0.80 255:0.74 256:0.45 260:0.68 261:0.80 265:0.97 266:0.38 267:0.73 268:0.46 271:0.53 276:0.95 281:0.91 282:0.86 283:0.82 284:0.87 285:0.56 290:0.58 292:0.95 297:0.36 300:0.70\n1 1:0.74 6:0.82 8:0.64 9:0.80 11:0.92 12:0.37 17:0.95 18:0.99 20:0.80 21:0.30 27:0.53 28:0.51 29:0.62 30:0.53 31:0.96 34:0.18 36:0.36 37:0.67 39:0.29 43:0.70 44:0.90 45:0.98 48:0.98 55:0.52 64:0.77 66:0.99 69:0.43 70:0.57 71:0.95 74:0.99 76:0.85 77:0.70 78:0.92 79:0.96 81:0.76 83:0.91 85:0.80 86:1.00 91:0.73 96:0.89 97:0.94 98:1.00 99:0.99 100:0.90 101:0.97 108:0.33 111:0.90 114:0.65 120:0.59 122:0.80 123:0.32 126:0.54 127:0.95 129:0.05 135:0.60 137:0.96 139:1.00 140:0.45 145:0.49 146:0.97 147:0.98 149:0.97 150:0.85 151:0.56 152:0.77 153:0.86 154:0.67 155:0.67 158:0.79 159:0.73 161:0.64 162:0.84 164:0.78 165:0.93 167:0.81 169:0.87 172:0.98 173:0.31 176:0.73 177:0.70 179:0.14 181:0.49 186:0.92 189:0.84 190:0.77 191:0.87 192:0.87 195:0.84 196:0.98 201:0.93 202:0.75 204:0.85 208:0.64 212:0.86 215:0.44 216:0.08 219:0.92 220:0.91 222:0.21 232:0.77 235:0.98 238:0.88 241:0.78 242:0.23 243:0.99 247:0.94 248:0.58 253:0.91 255:0.95 256:0.78 259:0.21 260:0.59 261:0.83 265:1.00 266:0.38 267:0.97 268:0.81 271:0.53 276:0.96 279:0.82 281:0.89 282:0.77 284:0.97 285:0.62 290:0.65 292:0.95 297:0.36 300:0.70\n1 6:0.90 7:0.66 8:0.90 12:0.37 17:0.08 20:0.88 21:0.30 25:0.88 27:0.05 28:0.51 29:0.62 30:0.91 31:0.95 34:0.31 36:0.82 37:0.92 39:0.29 43:0.18 44:0.87 55:0.59 66:0.69 69:0.33 70:0.13 71:0.95 78:0.88 79:0.96 81:0.65 91:0.97 98:0.86 100:0.92 104:0.58 108:0.26 111:0.89 120:0.99 123:0.25 126:0.26 127:0.38 129:0.05 135:0.21 137:0.95 139:0.64 140:1.00 145:0.89 146:0.45 147:0.51 149:0.15 150:0.47 151:0.81 152:0.83 153:0.99 154:0.12 159:0.16 161:0.64 162:0.67 163:0.81 164:0.97 167:0.85 169:0.90 172:0.21 173:0.69 175:0.91 177:0.05 179:0.97 181:0.49 186:0.88 189:0.91 190:0.77 191:0.98 192:0.51 195:0.64 196:0.89 202:0.97 212:0.61 215:0.44 216:0.51 222:0.21 230:0.69 233:0.76 235:0.42 238:0.92 241:0.88 242:0.82 243:0.73 244:0.83 247:0.12 248:0.76 253:0.20 255:0.74 256:0.98 257:0.84 259:0.21 260:0.98 261:0.88 265:0.86 266:0.17 267:0.93 268:0.98 271:0.53 276:0.20 277:0.87 283:0.82 284:0.96 285:0.56 297:1.00 300:0.13\n3 1:0.74 6:0.90 7:0.72 8:0.84 9:0.80 11:0.83 12:0.37 17:0.90 18:1.00 20:0.77 21:0.22 27:0.10 28:0.51 29:0.62 30:0.40 31:0.99 32:0.69 34:0.17 36:0.47 37:0.63 39:0.29 41:0.95 43:0.71 44:0.90 45:0.81 48:0.97 55:0.45 64:0.77 66:0.99 69:0.35 70:0.62 71:0.95 74:0.91 76:0.85 78:0.90 79:0.99 81:0.84 83:0.91 85:0.72 86:1.00 91:0.89 96:0.94 98:0.99 100:0.86 101:0.97 104:0.75 108:0.27 111:0.90 114:0.71 120:0.94 122:0.86 123:0.26 126:0.54 127:0.89 129:0.05 135:0.71 137:0.99 138:0.96 139:1.00 140:0.80 145:0.52 146:0.89 147:0.91 149:0.78 150:0.90 151:0.86 152:0.75 153:0.95 154:0.85 155:0.67 159:0.47 161:0.64 162:0.82 164:0.88 165:0.93 167:0.83 169:0.90 172:0.96 173:0.40 176:0.73 177:0.70 179:0.19 181:0.49 186:0.86 189:0.92 191:0.95 192:0.87 195:0.66 196:1.00 201:0.93 202:0.83 208:0.64 212:0.93 215:0.51 216:0.19 219:0.92 222:0.21 230:0.74 232:0.81 233:0.73 235:0.84 238:0.92 241:0.81 242:0.21 243:0.99 247:0.96 248:0.92 253:0.96 255:0.95 256:0.87 259:0.21 260:0.93 261:0.78 265:0.99 266:0.27 267:0.93 268:0.88 271:0.53 276:0.92 281:0.89 283:0.82 284:0.99 285:0.62 290:0.71 292:0.95 297:0.36 300:0.55\n1 1:0.74 6:0.95 8:0.86 9:0.80 11:0.92 12:0.37 17:0.89 18:0.97 20:0.93 21:0.30 22:0.93 27:0.04 28:0.51 29:0.62 30:0.28 31:0.97 32:0.80 34:0.59 36:0.82 37:0.73 39:0.29 41:0.88 43:0.80 44:0.93 45:0.89 47:0.93 48:0.98 60:0.87 64:0.77 66:0.32 69:0.37 70:0.74 71:0.95 74:0.94 76:0.85 77:0.89 78:0.93 79:0.96 81:0.66 83:0.91 85:0.91 86:0.99 91:0.38 96:0.88 98:0.68 99:0.83 100:0.94 101:0.97 104:0.95 106:0.81 108:0.71 111:0.92 114:0.61 117:0.86 120:0.80 122:0.80 123:0.28 124:0.60 126:0.54 127:0.61 129:0.59 133:0.46 135:0.87 137:0.97 139:0.99 140:0.45 145:0.91 146:0.67 147:0.72 149:0.94 150:0.79 151:0.93 152:0.97 153:0.77 154:0.82 155:0.67 158:0.92 159:0.44 161:0.64 162:0.86 164:0.69 165:1.00 167:0.52 169:0.96 172:0.82 173:0.42 176:0.66 177:0.70 179:0.27 181:0.49 186:0.93 187:0.68 189:0.94 191:0.91 192:0.87 195:0.66 196:0.99 201:0.93 202:0.54 204:0.85 206:0.81 208:0.64 212:0.89 215:0.42 216:0.24 219:0.95 222:0.21 235:0.84 238:0.94 241:0.24 242:0.19 243:0.49 245:0.95 247:0.96 248:0.87 253:0.92 255:0.95 256:0.58 259:0.21 260:0.81 261:0.97 262:0.93 265:0.60 266:0.27 267:0.84 268:0.63 271:0.53 276:0.84 279:0.86 281:0.91 282:0.88 283:0.82 284:0.93 285:0.62 290:0.61 292:0.95 297:0.36 299:0.88 300:0.70\n1 1:0.74 6:0.79 8:0.58 9:0.80 11:0.57 12:0.37 17:0.32 18:0.82 20:0.77 21:0.05 22:0.93 27:0.30 28:0.51 29:0.62 30:0.38 31:0.95 32:0.80 34:0.36 36:0.88 37:0.31 39:0.29 41:0.82 43:0.77 44:0.93 47:0.93 64:0.77 66:0.64 69:0.80 70:0.63 71:0.95 74:0.62 77:0.89 78:0.83 79:0.94 81:0.86 83:0.91 85:0.80 86:0.87 91:0.56 96:0.83 98:0.26 100:0.80 101:0.87 104:0.90 106:0.81 108:0.64 111:0.81 114:0.89 117:0.86 120:0.72 122:0.57 123:0.62 124:0.44 126:0.54 127:0.17 129:0.05 133:0.37 135:0.58 137:0.95 139:0.89 140:0.45 145:0.91 146:0.33 147:0.24 149:0.71 150:0.91 151:0.90 152:0.75 153:0.69 154:0.69 155:0.67 159:0.23 161:0.64 162:0.86 164:0.62 165:0.93 167:0.50 169:0.79 172:0.45 173:0.83 176:0.73 177:0.05 179:0.42 181:0.49 186:0.83 187:0.39 189:0.81 192:0.87 195:0.71 196:0.96 201:0.93 202:0.46 206:0.81 208:0.64 212:0.78 215:0.78 216:0.89 222:0.21 235:0.31 238:0.83 241:0.15 242:0.29 243:0.26 245:0.55 247:0.55 248:0.80 253:0.82 255:0.95 256:0.45 257:0.84 259:0.21 260:0.73 261:0.76 262:0.93 265:0.28 266:0.27 267:0.95 268:0.55 271:0.53 276:0.30 282:0.88 284:0.90 285:0.62 290:0.89 297:0.36 299:0.88 300:0.43\n2 1:0.74 11:0.64 12:0.37 17:0.45 21:0.54 27:0.28 30:0.62 32:0.80 34:0.56 36:0.23 37:0.58 39:0.39 43:0.79 66:0.36 69:0.77 70:0.28 74:0.78 76:0.85 77:0.89 81:0.70 83:0.74 85:0.88 91:0.29 98:0.50 101:0.79 104:0.93 106:0.81 108:0.60 114:0.77 117:0.86 122:0.43 123:0.58 124:0.60 126:0.54 127:0.27 129:0.59 131:0.61 133:0.47 135:0.94 144:0.57 145:0.65 146:0.61 147:0.66 149:0.75 150:0.80 154:0.72 155:0.67 157:0.96 159:0.42 163:0.81 165:0.79 166:0.97 172:0.32 173:0.77 176:0.73 177:0.38 178:0.55 179:0.68 182:0.96 187:0.39 192:0.59 195:0.74 201:0.74 206:0.81 212:0.57 215:0.58 216:0.90 222:0.76 227:0.61 229:0.61 231:0.96 232:0.95 235:0.74 241:0.18 242:0.45 243:0.51 245:0.62 246:0.88 247:0.47 253:0.68 265:0.52 266:0.23 267:0.44 271:0.38 276:0.41 282:0.88 287:0.61 290:0.77 297:0.36 299:0.88 300:0.25\n2 1:0.74 7:0.78 9:0.80 11:0.42 12:0.37 17:0.69 21:0.22 27:0.59 30:0.20 34:0.66 36:0.28 37:0.86 39:0.39 43:0.94 55:0.52 66:0.63 69:0.25 70:0.94 74:0.80 76:0.98 81:0.80 91:0.46 96:0.75 98:0.57 104:0.84 106:0.81 108:0.70 114:0.69 117:0.86 120:0.63 123:0.68 124:0.51 126:0.54 127:0.36 129:0.59 131:0.99 133:0.64 135:0.18 138:0.95 140:0.45 144:0.57 146:0.29 147:0.35 149:0.77 150:0.82 151:0.77 153:0.48 154:0.94 155:0.67 157:0.61 158:0.84 159:0.46 162:0.86 164:0.66 166:0.97 172:0.65 173:0.26 176:0.56 177:0.38 179:0.50 182:0.61 187:0.21 192:0.59 201:0.74 202:0.50 204:0.89 206:0.81 208:0.64 212:0.81 215:0.72 216:0.49 220:0.82 222:0.76 227:0.92 229:0.61 230:0.81 231:0.96 232:0.82 233:0.69 235:0.31 241:0.12 242:0.51 243:0.27 245:0.67 246:0.61 247:0.60 248:0.73 253:0.77 255:0.79 256:0.58 259:0.21 260:0.64 265:0.58 266:0.54 267:0.94 268:0.59 271:0.38 276:0.58 279:0.86 283:0.82 285:0.62 286:0.99 287:0.61 290:0.69 297:0.36 298:0.99 300:0.84\n0 11:0.64 12:0.37 17:0.32 21:0.78 27:0.45 30:0.41 34:0.81 36:0.18 37:0.50 39:0.39 43:0.75 55:0.45 66:0.49 69:0.78 70:0.84 74:0.78 85:0.72 91:0.06 98:0.27 101:0.70 108:0.61 122:0.67 123:0.59 124:0.65 127:0.47 129:0.05 131:0.61 133:0.62 135:0.66 144:0.57 145:0.52 146:0.48 147:0.54 149:0.52 154:0.66 157:0.81 159:0.71 166:0.61 172:0.45 173:0.66 177:0.38 178:0.55 179:0.72 182:0.74 187:0.68 212:0.54 216:0.77 222:0.76 227:0.61 229:0.61 231:0.85 235:0.52 241:0.21 242:0.77 243:0.60 245:0.59 246:0.61 247:0.39 253:0.57 259:0.21 265:0.30 266:0.63 267:0.79 271:0.38 276:0.40 287:0.61 300:0.70\n1 1:0.74 7:0.76 8:0.91 11:0.64 12:0.37 17:0.62 20:0.93 21:0.40 27:0.15 30:0.11 32:0.77 34:0.73 36:0.35 37:0.83 39:0.39 43:0.80 55:0.45 66:0.61 69:0.40 70:0.72 74:0.80 76:0.85 77:0.70 78:0.72 81:0.71 85:0.72 91:0.53 98:0.50 100:0.73 101:0.72 104:0.96 106:0.81 108:0.31 111:0.72 114:0.82 117:0.86 122:0.43 123:0.30 124:0.64 126:0.54 127:0.69 129:0.05 131:0.61 132:0.97 133:0.74 135:0.99 144:0.57 145:0.50 146:0.59 147:0.65 149:0.69 150:0.76 152:0.93 154:0.85 155:0.67 157:0.82 159:0.55 166:0.97 169:0.72 172:0.54 173:0.37 176:0.73 177:0.38 178:0.55 179:0.72 182:0.75 186:0.73 187:0.87 191:0.73 192:0.59 195:0.72 201:0.74 206:0.81 212:0.61 215:0.67 216:0.62 222:0.76 227:0.61 229:0.61 230:0.79 231:0.96 232:0.91 233:0.76 235:0.52 241:0.01 242:0.51 243:0.68 245:0.55 246:0.61 247:0.47 253:0.71 261:0.73 265:0.52 266:0.63 267:0.28 271:0.38 276:0.51 282:0.85 283:0.82 287:0.61 290:0.82 297:0.36 300:0.43\n2 1:0.74 6:0.97 7:0.76 8:0.93 9:0.80 11:0.42 12:0.37 17:0.38 20:0.95 21:0.05 27:0.02 30:0.91 34:0.44 36:0.21 37:0.92 39:0.39 41:0.92 43:0.82 55:0.71 66:0.69 69:0.67 70:0.22 74:0.82 76:0.85 78:0.92 81:0.90 83:0.80 91:0.70 96:0.97 98:0.58 100:0.98 108:0.87 111:0.97 114:0.74 120:0.94 122:0.67 123:0.86 124:0.46 126:0.54 127:0.52 129:0.59 131:0.99 133:0.64 135:0.81 138:0.96 140:0.80 144:0.57 145:0.89 146:0.13 147:0.18 149:0.70 150:0.92 151:0.94 152:1.00 153:0.86 154:0.78 155:0.67 157:0.61 158:0.84 159:0.74 162:0.77 164:0.90 166:0.98 169:0.96 172:0.70 173:0.52 176:0.56 177:0.38 179:0.53 182:0.96 186:0.92 187:0.39 189:0.98 191:0.80 192:0.59 201:0.74 202:0.85 208:0.64 212:0.69 215:0.84 216:0.99 222:0.76 227:0.92 229:0.98 230:0.79 231:0.96 233:0.76 235:0.12 238:0.98 241:0.74 242:0.63 243:0.15 245:0.67 246:0.61 247:0.67 248:0.98 253:0.97 255:0.79 256:0.88 259:0.21 260:0.94 261:0.97 265:0.59 266:0.75 267:0.65 268:0.89 271:0.38 276:0.59 279:0.86 283:0.71 285:0.62 287:0.90 290:0.74 297:0.36 300:0.25\n2 1:0.74 7:0.81 9:0.80 11:0.64 12:0.37 17:0.57 20:0.92 21:0.30 27:0.34 30:0.09 32:0.72 34:0.62 36:0.35 37:0.36 39:0.39 43:0.68 66:0.36 69:0.55 70:0.95 74:0.98 77:0.70 78:0.72 81:0.77 85:0.85 91:0.42 96:0.71 98:0.64 100:0.73 101:0.73 104:0.80 106:0.81 108:0.43 111:0.72 114:0.86 117:0.86 120:0.58 121:0.90 122:0.57 123:0.41 124:0.68 126:0.54 127:0.39 129:0.81 131:0.99 133:0.67 135:0.97 140:0.45 144:0.57 145:0.96 146:0.94 147:0.95 149:0.86 150:0.80 151:0.58 152:0.86 153:0.48 154:0.76 155:0.67 157:0.91 158:0.85 159:0.80 162:0.86 164:0.57 166:0.97 169:0.72 172:0.87 173:0.30 176:0.73 177:0.38 179:0.16 182:0.81 186:0.73 187:0.21 192:0.59 195:0.95 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.71 215:0.72 216:0.84 220:0.87 222:0.76 227:0.92 229:0.61 230:0.87 231:0.96 232:0.85 233:0.76 235:0.42 241:0.07 242:0.39 243:0.51 245:0.96 246:0.61 247:0.67 248:0.56 253:0.80 255:0.79 256:0.45 259:0.21 260:0.59 261:0.73 265:0.65 266:0.80 267:0.69 268:0.46 271:0.38 276:0.90 279:0.86 282:0.81 283:0.66 285:0.62 287:0.61 290:0.86 297:0.36 300:0.84\n1 11:0.42 12:0.37 17:0.55 21:0.47 27:0.45 30:0.93 34:0.75 36:0.30 37:0.50 39:0.39 43:0.30 55:0.59 66:0.83 69:0.70 70:0.24 74:0.99 77:0.70 81:0.47 91:0.07 98:0.77 108:0.53 114:0.55 122:0.67 123:0.51 124:0.39 126:0.32 127:0.51 129:0.05 131:0.61 133:0.62 135:0.88 144:0.57 145:0.50 146:0.94 147:0.95 149:0.83 150:0.38 154:0.55 157:0.61 158:0.82 159:0.74 166:0.87 172:0.93 173:0.54 176:0.53 177:0.38 178:0.55 179:0.22 182:0.61 187:0.68 195:0.89 212:0.92 216:0.77 222:0.76 227:0.61 229:0.61 231:0.88 235:0.52 241:0.12 242:0.82 243:0.84 245:0.83 246:0.61 247:0.39 253:0.71 254:0.80 259:0.21 265:0.77 266:0.63 267:0.28 271:0.38 276:0.87 282:0.81 287:0.61 290:0.55 300:0.55\n1 1:0.74 6:0.97 7:0.76 8:0.95 9:0.80 11:0.64 12:0.37 17:0.28 20:0.93 21:0.05 27:0.02 30:0.91 34:0.34 36:0.28 37:0.92 39:0.39 41:0.90 43:0.82 55:0.71 66:0.77 69:0.67 70:0.21 74:0.83 76:0.85 78:0.91 81:0.90 83:0.81 85:0.85 91:0.76 96:0.95 98:0.54 100:0.97 101:0.74 108:0.90 111:0.94 114:0.74 120:0.94 122:0.57 123:0.90 124:0.41 126:0.54 127:0.60 129:0.59 131:0.99 133:0.64 135:0.90 138:0.96 140:0.80 144:0.57 145:0.45 146:0.13 147:0.18 149:0.78 150:0.92 151:0.96 152:1.00 153:0.88 154:0.78 155:0.67 157:0.92 158:0.84 159:0.79 162:0.78 164:0.88 166:0.98 169:0.96 172:0.79 173:0.49 176:0.56 177:0.38 179:0.46 182:0.96 186:0.91 187:0.39 192:0.59 201:0.74 202:0.81 208:0.64 212:0.87 215:0.84 216:0.99 222:0.76 227:0.92 229:0.98 230:0.79 231:0.96 233:0.76 235:0.12 241:0.67 242:0.39 243:0.13 245:0.67 246:0.61 247:0.47 248:0.96 253:0.95 255:0.79 256:0.85 259:0.21 260:0.94 261:0.97 265:0.55 266:0.54 267:0.65 268:0.86 271:0.38 276:0.62 279:0.86 283:0.71 285:0.62 287:0.90 290:0.74 297:0.36 300:0.33\n1 1:0.74 7:0.76 8:0.84 11:0.42 12:0.37 17:0.93 20:0.89 21:0.05 27:0.36 30:0.30 32:0.77 34:0.62 36:0.22 37:0.79 39:0.39 43:0.67 55:0.84 66:0.54 69:0.07 70:0.95 74:0.86 76:0.85 77:0.70 78:0.72 81:0.90 91:0.57 98:0.74 100:0.96 104:0.93 106:0.81 108:0.06 111:0.91 114:0.74 117:0.86 120:0.82 122:0.43 123:0.06 124:0.52 126:0.54 127:0.80 129:0.59 131:0.89 133:0.47 135:0.99 140:0.45 144:0.57 145:0.41 146:0.80 147:0.83 149:0.48 150:0.92 151:0.66 152:0.83 153:0.48 154:0.90 155:0.67 157:0.61 159:0.56 162:0.86 164:0.72 166:0.98 169:0.95 172:0.63 173:0.14 176:0.56 177:0.38 179:0.61 182:0.61 186:0.73 187:0.87 190:0.77 192:0.59 195:0.72 201:0.74 202:0.59 206:0.81 212:0.37 215:0.84 216:0.62 220:0.62 222:0.76 227:0.86 229:0.61 230:0.79 231:0.96 232:0.97 233:0.76 235:0.12 241:0.10 242:0.32 243:0.63 245:0.79 246:0.61 247:0.60 248:0.73 253:0.70 256:0.64 259:0.21 260:0.81 261:0.91 265:0.75 266:0.75 267:0.65 268:0.67 271:0.38 276:0.61 282:0.85 283:0.82 285:0.50 287:0.61 290:0.74 297:0.36 300:0.84\n1 1:0.74 7:0.76 8:0.88 9:0.80 11:0.42 12:0.37 17:0.95 21:0.05 27:0.36 30:0.62 32:0.77 34:0.79 36:0.31 37:0.81 39:0.39 43:0.85 55:0.84 66:0.47 69:0.59 70:0.23 74:0.66 76:0.85 77:0.70 81:0.90 91:0.66 96:0.74 98:0.70 104:0.91 106:0.81 108:0.59 114:0.74 117:0.86 120:0.80 123:0.57 124:0.52 126:0.54 127:0.35 129:0.59 131:0.99 133:0.47 135:0.84 138:0.95 140:0.45 144:0.57 145:0.40 146:0.13 147:0.18 149:0.57 150:0.92 151:0.77 153:0.48 154:0.83 155:0.67 157:0.61 159:0.31 162:0.80 163:0.94 164:0.71 166:0.98 172:0.21 173:0.69 176:0.56 177:0.38 179:0.91 182:0.61 187:0.68 190:0.77 192:0.59 195:0.61 201:0.74 202:0.60 206:0.81 208:0.64 212:0.61 215:0.84 216:0.64 220:0.62 222:0.76 227:0.92 229:0.61 230:0.79 231:0.96 232:0.85 233:0.76 235:0.12 241:0.03 242:0.63 243:0.37 245:0.46 246:0.61 247:0.35 248:0.71 253:0.72 255:0.79 256:0.64 259:0.21 260:0.80 265:0.70 266:0.23 267:0.69 268:0.65 271:0.38 276:0.28 282:0.85 283:0.82 285:0.62 286:0.99 287:0.61 290:0.74 297:0.36 298:0.99 300:0.18\n2 1:0.74 8:0.82 9:0.80 11:0.42 12:0.37 17:0.28 21:0.40 27:0.49 30:0.42 32:0.75 34:0.31 36:0.21 37:0.38 39:0.39 41:0.82 43:0.85 60:0.87 66:0.26 69:0.60 70:0.76 74:0.90 77:0.98 81:0.69 83:0.76 91:0.63 96:0.95 98:0.30 104:0.90 106:0.81 108:0.86 114:0.66 117:0.86 120:0.92 122:0.43 123:0.44 124:0.74 126:0.54 127:0.43 129:0.59 131:0.99 133:0.76 135:0.85 138:0.95 140:0.45 144:0.57 145:0.99 146:0.48 147:0.54 149:0.90 150:0.74 151:0.97 153:0.90 154:0.82 155:0.67 157:0.61 158:0.84 159:0.63 162:0.83 164:0.89 166:0.97 172:0.63 173:0.48 176:0.56 177:0.38 179:0.42 182:0.96 187:0.87 192:0.59 195:0.82 201:0.74 202:0.81 206:0.81 208:0.64 212:0.84 215:0.63 216:0.88 222:0.76 227:0.92 229:0.98 231:0.96 232:0.83 235:0.52 241:0.44 242:0.33 243:0.46 245:0.76 246:0.61 247:0.67 248:0.97 253:0.97 255:0.79 256:0.86 260:0.92 265:0.32 266:0.63 267:0.69 268:0.86 271:0.38 276:0.65 279:0.86 282:0.83 283:0.82 285:0.62 286:0.99 287:0.90 290:0.66 297:0.36 300:0.70\n1 8:0.89 12:0.37 17:0.49 21:0.78 27:0.21 30:0.30 34:0.29 36:0.74 37:0.74 39:0.39 43:0.38 55:0.92 66:0.06 69:0.92 70:0.79 74:0.84 91:0.80 96:0.96 98:0.21 108:0.88 120:0.67 122:0.67 123:0.98 124:0.98 127:0.87 129:0.05 131:0.98 133:0.97 135:0.54 140:0.90 146:0.59 147:0.05 149:0.55 151:0.66 153:0.48 154:0.28 157:0.61 159:0.95 162:0.52 163:0.94 164:0.54 166:0.61 172:0.27 173:0.64 177:0.05 178:0.50 179:0.37 182:0.61 187:0.39 190:0.77 191:0.73 202:0.91 212:0.16 216:0.95 220:0.62 222:0.76 227:0.92 229:0.61 231:0.96 235:0.31 241:0.15 242:0.80 243:0.07 244:0.61 245:0.70 246:0.61 247:0.39 248:0.89 253:0.96 256:0.89 257:0.65 259:0.21 260:0.68 265:0.20 266:0.98 267:0.44 268:0.88 271:0.38 276:0.80 277:0.69 283:0.82 285:0.62 287:0.61 300:0.70\n1 1:0.74 11:0.88 12:0.37 17:0.40 21:0.54 27:0.45 28:0.78 30:0.87 32:0.80 34:0.79 36:0.17 37:0.50 39:0.72 43:0.82 66:0.24 69:0.70 70:0.27 74:0.73 77:0.70 81:0.58 83:0.74 85:0.90 91:0.31 98:0.27 101:0.80 108:0.53 114:0.77 122:0.43 123:0.75 124:0.73 126:0.54 127:0.23 129:0.81 133:0.67 135:0.73 144:0.85 145:0.44 146:0.38 147:0.45 149:0.80 150:0.74 154:0.77 155:0.67 159:0.40 161:0.88 163:0.81 165:0.79 167:0.47 172:0.21 173:0.65 176:0.73 177:0.38 178:0.55 179:0.65 181:0.89 187:0.68 192:0.59 195:0.77 201:0.74 212:0.50 215:0.58 216:0.77 222:0.48 235:0.68 241:0.12 242:0.63 243:0.44 245:0.54 247:0.30 253:0.66 259:0.21 265:0.29 266:0.38 267:0.19 271:0.53 276:0.36 282:0.88 290:0.77 297:0.36 299:0.88 300:0.25\n3 1:0.74 6:0.85 8:0.92 9:0.80 11:0.88 12:0.37 17:0.59 20:0.81 21:0.68 28:0.78 30:0.55 32:0.80 34:0.45 36:0.22 37:0.97 39:0.72 41:0.82 43:0.80 60:0.95 66:0.35 69:0.59 70:0.85 74:0.94 77:0.70 78:0.86 81:0.50 83:0.87 85:0.98 91:0.33 96:0.80 98:0.46 100:0.86 101:0.83 104:0.80 108:0.78 111:0.85 114:0.70 120:0.69 122:0.43 123:0.77 124:0.87 126:0.54 127:0.76 129:0.81 133:0.89 135:0.51 140:0.45 144:0.85 145:0.59 146:0.78 147:0.81 149:0.96 150:0.67 151:0.87 152:0.84 153:0.48 154:0.74 155:0.67 158:0.92 159:0.86 161:0.88 162:0.86 164:0.57 165:0.70 167:0.45 169:0.82 172:0.76 173:0.32 176:0.73 177:0.38 179:0.32 181:0.89 186:0.86 187:0.21 192:0.59 195:0.95 201:0.74 202:0.36 208:0.64 212:0.51 215:0.49 216:0.98 222:0.48 232:0.85 235:0.84 242:0.52 243:0.43 245:0.82 247:0.60 248:0.78 253:0.87 255:0.79 256:0.45 259:0.21 260:0.70 261:0.84 265:0.48 266:0.89 267:0.73 268:0.46 271:0.53 276:0.81 279:0.86 282:0.88 283:0.82 285:0.62 290:0.70 297:0.36 299:0.88 300:0.94\n2 1:0.74 11:0.88 12:0.37 17:0.38 21:0.59 27:0.45 28:0.78 30:0.76 34:0.74 36:0.19 37:0.50 39:0.72 43:0.82 66:0.72 69:0.70 70:0.22 74:0.52 81:0.55 83:0.73 85:0.80 91:0.11 98:0.44 101:0.74 108:0.53 114:0.74 122:0.43 123:0.51 126:0.54 127:0.14 129:0.05 135:0.88 144:0.85 145:0.52 146:0.56 147:0.62 149:0.65 150:0.71 154:0.77 155:0.67 159:0.20 161:0.88 163:0.92 165:0.78 167:0.49 172:0.27 173:0.67 176:0.73 177:0.38 178:0.55 179:0.58 181:0.89 187:0.68 192:0.59 201:0.74 212:0.78 215:0.55 216:0.77 222:0.48 235:0.74 241:0.24 242:0.75 243:0.75 247:0.30 253:0.59 259:0.21 265:0.46 266:0.17 267:0.36 271:0.53 276:0.22 290:0.74 297:0.36 300:0.18\n3 1:0.74 9:0.80 11:0.88 12:0.37 17:0.02 21:0.05 27:0.33 28:0.78 30:0.74 34:0.86 36:0.26 37:0.41 39:0.72 41:0.82 43:0.86 60:0.87 66:0.35 69:0.57 70:0.53 74:0.87 77:0.89 81:0.86 83:0.86 85:0.94 91:0.37 96:0.80 98:0.28 101:0.82 108:0.86 114:0.95 120:0.69 122:0.57 123:0.85 124:0.71 126:0.54 127:0.51 129:0.81 133:0.67 135:0.60 140:0.45 144:0.85 145:0.84 146:0.30 147:0.37 149:0.89 150:0.92 151:0.87 153:0.48 154:0.84 155:0.67 158:0.92 159:0.64 161:0.88 162:0.86 164:0.57 165:0.90 167:0.50 172:0.48 173:0.47 176:0.73 177:0.38 179:0.60 181:0.89 187:0.39 192:0.59 195:0.82 201:0.74 202:0.36 208:0.64 212:0.51 215:0.91 216:0.88 222:0.48 235:0.12 241:0.27 242:0.60 243:0.37 245:0.72 247:0.47 248:0.78 253:0.86 255:0.79 256:0.45 259:0.21 260:0.70 265:0.31 266:0.75 267:0.36 268:0.46 271:0.53 276:0.46 279:0.86 282:0.81 283:0.82 285:0.62 290:0.95 297:0.36 300:0.55\n0 1:0.74 8:0.60 9:0.80 11:0.88 12:0.37 17:0.12 20:0.92 21:0.22 27:0.64 28:0.78 30:0.32 34:0.34 36:0.55 37:0.45 39:0.72 41:0.99 43:0.93 55:0.92 60:1.00 66:0.06 69:0.32 70:0.86 74:0.66 78:0.83 81:0.76 83:0.90 85:0.80 91:0.76 96:0.98 98:0.16 100:0.78 101:0.68 104:0.79 106:0.81 108:0.25 111:0.82 114:0.90 117:0.86 120:0.96 123:0.97 124:0.96 126:0.54 127:0.95 129:0.05 133:0.96 135:0.30 140:0.45 144:0.85 145:0.41 146:0.22 147:0.27 149:0.73 150:0.85 151:0.99 152:0.92 153:0.95 154:0.93 155:0.67 158:0.92 159:0.94 161:0.88 162:0.65 164:0.95 165:0.86 167:0.65 169:0.79 172:0.21 173:0.08 176:0.73 177:0.38 179:0.69 181:0.89 186:0.79 187:0.21 192:0.59 201:0.74 202:0.92 206:0.81 208:0.64 212:0.14 215:0.79 216:0.87 222:0.48 232:0.85 235:0.31 238:0.83 241:0.66 242:0.78 243:0.29 245:0.52 247:0.39 248:0.98 253:0.98 255:0.79 256:0.94 259:0.21 260:0.96 261:0.81 265:0.09 266:0.89 267:0.97 268:0.93 271:0.53 276:0.56 277:0.69 279:0.86 283:0.82 285:0.62 290:0.90 297:0.36 300:0.70\n0 1:0.74 6:0.79 7:0.81 8:0.60 9:0.80 11:0.88 12:0.37 17:0.20 20:0.92 21:0.22 27:0.57 28:0.78 30:0.45 32:0.80 34:0.86 36:0.40 37:0.23 39:0.72 41:0.98 43:0.75 60:0.99 66:0.82 69:0.82 70:0.42 74:0.77 77:0.70 78:0.91 81:0.76 83:0.83 85:0.85 91:0.89 96:0.93 98:0.70 100:0.90 101:0.79 104:0.58 108:0.67 111:0.90 114:0.90 120:0.88 121:0.90 122:0.43 123:0.65 126:0.54 127:0.21 129:0.05 135:0.34 140:0.45 144:0.85 145:0.88 146:0.64 147:0.69 149:0.68 150:0.85 151:0.98 152:0.86 153:0.93 154:0.66 155:0.67 158:0.92 159:0.24 161:0.88 162:0.60 164:0.89 165:0.86 167:0.83 169:0.87 172:0.48 173:0.92 176:0.73 177:0.38 179:0.62 181:0.89 186:0.89 189:0.82 191:0.78 192:0.59 195:0.64 201:0.74 202:0.86 204:0.89 208:0.64 212:0.61 215:0.79 216:0.28 222:0.48 230:0.87 232:0.77 233:0.76 235:0.31 238:0.85 241:0.91 242:0.53 243:0.83 247:0.47 248:0.93 253:0.94 255:0.79 256:0.88 259:0.21 260:0.89 261:0.90 265:0.70 266:0.38 267:0.92 268:0.87 271:0.53 276:0.36 279:0.86 282:0.88 283:0.82 285:0.62 290:0.90 297:0.36 299:0.88 300:0.33\n2 1:0.74 7:0.81 8:0.78 9:0.80 11:0.88 12:0.37 17:0.06 21:0.40 27:0.64 28:0.78 30:0.95 32:0.80 34:0.47 36:0.87 37:0.70 39:0.72 41:0.98 43:0.96 60:0.95 66:0.54 69:0.21 74:0.74 77:0.70 78:0.96 81:0.66 83:0.90 85:0.72 91:0.88 96:0.97 98:0.23 101:0.77 104:0.58 108:0.17 111:0.94 114:0.82 120:0.94 121:0.90 123:0.16 126:0.54 127:0.11 129:0.05 132:0.97 135:0.42 140:0.45 144:0.85 145:0.61 146:0.13 147:0.18 149:0.53 150:0.79 151:0.93 153:0.78 154:0.96 155:0.67 158:0.87 159:0.08 161:0.88 162:0.76 164:0.92 165:0.83 167:0.83 169:0.91 172:0.10 173:0.84 176:0.73 177:0.38 179:0.42 181:0.89 191:0.75 192:0.59 195:0.53 201:0.74 202:0.86 204:0.89 208:0.64 215:0.67 216:0.19 220:0.87 222:0.48 230:0.87 232:0.77 233:0.76 235:0.52 238:0.86 241:0.90 243:0.63 248:0.97 253:0.97 255:0.79 256:0.89 259:0.21 260:0.94 265:0.25 267:0.69 268:0.89 271:0.53 279:0.86 282:0.88 283:0.71 285:0.62 290:0.82 297:0.36 299:0.88 300:0.08\n2 1:0.74 6:0.86 7:0.81 8:0.78 9:0.80 11:0.88 12:0.37 17:0.26 20:0.85 21:0.30 27:0.57 28:0.78 30:0.62 32:0.80 34:0.55 36:0.98 37:0.31 39:0.72 41:0.99 43:0.98 55:0.71 60:0.97 66:0.44 69:0.12 70:0.66 74:0.88 77:0.70 78:0.93 81:0.71 83:0.90 85:0.90 91:0.58 96:0.97 98:0.72 100:0.90 101:0.80 108:0.73 111:0.92 114:0.86 120:0.94 121:0.90 123:0.71 124:0.60 126:0.54 127:0.67 129:0.59 133:0.47 135:0.90 138:0.98 140:0.45 144:0.85 145:0.58 146:0.73 147:0.77 149:0.85 150:0.82 151:0.98 152:0.89 153:0.91 154:0.98 155:0.67 158:0.92 159:0.57 161:0.88 162:0.73 164:0.93 165:0.84 167:0.64 169:0.87 172:0.65 173:0.18 176:0.73 177:0.38 179:0.47 181:0.89 186:0.89 187:0.21 189:0.91 191:0.77 192:0.59 195:0.73 201:0.74 202:0.89 204:0.89 208:0.64 212:0.58 215:0.72 216:0.90 220:0.87 222:0.48 230:0.87 233:0.76 235:0.42 238:0.89 241:0.64 242:0.57 243:0.49 245:0.87 247:0.60 248:0.97 253:0.98 255:0.79 256:0.91 259:0.21 260:0.95 261:0.89 265:0.72 266:0.47 267:0.73 268:0.91 271:0.53 276:0.71 279:0.86 282:0.88 283:0.82 285:0.62 290:0.86 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.98 7:0.81 8:0.95 9:0.80 11:0.88 12:0.37 17:0.43 20:0.97 21:0.30 27:0.21 28:0.78 30:0.36 34:0.69 36:0.79 37:0.74 39:0.72 41:0.98 43:0.98 55:0.71 60:0.97 66:0.20 69:0.12 70:0.83 74:0.99 78:0.94 81:0.71 83:0.90 85:0.99 91:0.76 96:0.98 98:0.62 100:0.99 101:0.79 104:0.84 106:0.81 108:0.95 111:0.98 114:0.86 117:0.86 120:0.96 121:0.90 122:0.67 123:0.94 124:0.93 126:0.54 127:0.71 129:0.97 133:0.93 135:0.26 140:0.45 144:0.85 146:0.35 147:0.42 149:0.95 150:0.82 151:0.99 152:0.95 153:0.96 154:0.98 155:0.67 158:0.92 159:0.96 161:0.88 162:0.67 164:0.92 165:0.84 167:0.49 169:0.97 172:0.95 173:0.06 176:0.73 177:0.38 179:0.11 181:0.89 186:0.93 187:0.39 189:0.99 191:0.73 192:0.59 201:0.74 202:0.89 204:0.89 206:0.81 208:0.64 212:0.48 215:0.72 216:0.95 222:0.48 230:0.87 232:0.89 233:0.76 235:0.42 238:0.98 241:0.24 242:0.70 243:0.11 245:0.98 247:0.60 248:0.98 253:0.99 255:0.79 256:0.91 259:0.21 260:0.96 261:0.97 265:0.63 266:0.89 267:0.89 268:0.90 271:0.53 276:0.98 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.94\n2 1:0.74 6:0.93 8:0.86 9:0.80 11:0.88 12:0.37 17:0.36 20:0.97 21:0.40 27:0.39 28:0.78 30:0.10 34:0.44 36:1.00 37:0.57 39:0.72 41:0.98 43:0.98 55:0.92 60:0.87 66:0.20 69:0.15 70:0.88 74:0.82 78:0.93 81:0.66 83:0.89 85:0.94 91:0.78 96:0.97 98:0.52 100:0.94 101:0.78 108:0.83 111:0.92 114:0.82 120:0.94 123:0.82 124:0.92 126:0.54 127:0.93 129:0.96 133:0.91 135:0.92 140:0.45 144:0.85 146:0.57 147:0.63 149:0.86 150:0.79 151:0.97 152:0.89 153:0.90 154:0.98 155:0.67 158:0.92 159:0.86 161:0.88 162:0.79 164:0.91 165:0.83 167:0.56 169:0.91 172:0.67 173:0.09 176:0.73 177:0.38 179:0.33 181:0.89 186:0.92 187:0.39 189:0.94 192:0.59 201:0.74 202:0.85 208:0.64 212:0.18 215:0.67 216:0.26 220:0.74 222:0.48 232:0.95 235:0.52 238:0.90 241:0.51 242:0.41 243:0.17 245:0.83 247:0.60 248:0.97 253:0.97 255:0.79 256:0.88 259:0.21 260:0.95 261:0.93 265:0.54 266:0.91 267:0.23 268:0.89 271:0.53 276:0.83 279:0.86 283:0.82 285:0.62 290:0.82 297:0.36 300:0.70\n"
  },
  {
    "path": "examples/lambdarank/rank.train.query",
    "content": "1\n13\n5\n8\n19\n12\n18\n5\n14\n13\n8\n9\n16\n11\n21\n14\n21\n9\n14\n11\n20\n18\n13\n20\n22\n22\n13\n17\n10\n13\n12\n13\n13\n23\n18\n13\n20\n12\n22\n14\n13\n23\n13\n14\n14\n5\n13\n15\n14\n14\n16\n16\n15\n21\n22\n10\n22\n18\n25\n16\n12\n12\n15\n15\n25\n13\n9\n12\n8\n16\n25\n19\n24\n12\n16\n10\n16\n9\n17\n15\n7\n9\n15\n14\n16\n17\n8\n17\n12\n18\n23\n10\n12\n12\n4\n14\n12\n15\n27\n16\n20\n13\n19\n13\n17\n17\n16\n12\n15\n14\n14\n19\n12\n23\n18\n16\n9\n23\n11\n15\n8\n10\n10\n16\n11\n15\n22\n16\n17\n23\n16\n22\n17\n14\n12\n14\n20\n15\n17\n15\n15\n22\n9\n21\n9\n17\n16\n15\n13\n13\n15\n14\n18\n21\n14\n17\n15\n14\n16\n12\n17\n19\n16\n11\n18\n11\n13\n14\n9\n16\n15\n16\n25\n9\n13\n22\n16\n18\n20\n14\n11\n9\n16\n19\n19\n11\n11\n13\n14\n14\n13\n16\n6\n21\n16\n12\n16\n11\n24\n12\n10\n"
  },
  {
    "path": "examples/lambdarank/train.conf",
    "content": "# task type, support train and predict\ntask = train\n\n# boosting type, support gbdt for now, alias: boosting, boost\nboosting_type = gbdt\n\n# application type, support following application\n# regression , regression task\n# binary , binary classification task\n# lambdarank , LambdaRank task\n# alias: application, app\nobjective = lambdarank\n\n# eval metrics, support multi metric, delimited by ',' , support following metrics\n# l1\n# l2 , default metric for regression\n# ndcg , default metric for lambdarank\n# auc\n# binary_logloss , default metric for binary\n# binary_error\nmetric = ndcg\n\n# evaluation position for ndcg metric, alias : ndcg_at\nndcg_eval_at = 1,3,5\n\n# frequency for metric output\nmetric_freq = 1\n\n# true if need output metric for training data, alias: tranining_metric, train_metric\nis_training_metric = true\n\n# column in data to use as label\nlabel_column = 0\n\n# number of bins for feature bucket, 255 is a recommend setting, it can save memories, and also has good accuracy.\nmax_bin = 255\n\n# training data\n# if existing weight file, should name to \"rank.train.weight\"\n# if existing query file, should name to \"rank.train.query\"\n# alias: train_data, train\ndata = rank.train\n\n# validation data, support multi validation data, separated by ','\n# if existing weight file, should name to \"rank.test.weight\"\n# if existing query file, should name to \"rank.test.query\"\n# alias: valid, test, test_data,\nvalid_data = rank.test\n\n# number of trees(iterations), alias: num_tree, num_iteration, num_iterations, num_round, num_rounds\nnum_trees = 100\n\n# shrinkage rate , alias: shrinkage_rate\nlearning_rate = 0.1\n\n# number of leaves for one tree, alias: num_leaf\nnum_leaves = 31\n\n# type of tree learner, support following types:\n# serial , single machine version\n# feature , use feature parallel to train\n# data , use data parallel to train\n# voting , use voting based parallel to train\n# alias: tree\ntree_learner = serial\n\n# number of threads for multi-threading. One thread will use one CPU, default is set to #cpu.\n# num_threads = 8\n\n# feature sub-sample, will random select 80% feature to train on each iteration\n# alias: sub_feature\nfeature_fraction = 1.0\n\n# Support bagging (data sub-sample), will perform bagging every 5 iterations\nbagging_freq = 1\n\n# Bagging fraction, will random select 80% data on bagging\n# alias: sub_row\nbagging_fraction = 0.9\n\n# minimal number data for one leaf, use this to deal with over-fit\n# alias : min_data_per_leaf, min_data\nmin_data_in_leaf = 50\n\n# minimal sum Hessians for one leaf, use this to deal with over-fit\nmin_sum_hessian_in_leaf = 5.0\n\n# save memory and faster speed for sparse feature, alias: is_sparse\nis_enable_sparse = true\n\n# when data is bigger than memory size, set this to true. otherwise set false will have faster speed\n# alias: two_round_loading, two_round\nuse_two_round_loading = false\n\n# true if need to save data to binary file and application will auto load data from binary file next time\n# alias: is_save_binary, save_binary\nis_save_binary_file = false\n\n# output model file\noutput_model = LightGBM_model.txt\n\n# support continuous train from trained gbdt model\n# input_model= trained_model.txt\n\n# output prediction file for predict task\n# output_result= prediction.txt\n\n\n# number of machines in distributed training, alias: num_machine\nnum_machines = 1\n\n# local listening port in distributed training, alias: local_port\nlocal_listen_port = 12400\n\n# machines list file for distributed training, alias: mlist\nmachine_list_file = mlist.txt\n"
  },
  {
    "path": "examples/multiclass_classification/README.md",
    "content": "Multiclass Classification Example\n=================================\n\nHere is an example for LightGBM to run multiclass classification task.\n\n***You must follow the [installation instructions](https://lightgbm.readthedocs.io/en/latest/Installation-Guide.html)\nfor the following commands to work. The `lightgbm` binary must be built and available at the root of this project.***\n\nTraining\n--------\n\nRun the following command in this folder:\n\n```bash\n\"../../lightgbm\" config=train.conf\n```\n\nPrediction\n----------\n\nYou should finish training first.\n\nRun the following command in this folder:\n\n```bash\n\"../../lightgbm\" config=predict.conf\n```\n"
  },
  {
    "path": "examples/multiclass_classification/multiclass.test",
    "content": "1\t0.109\t1.261\t-0.274\t2.605\t0.472\t-0.429\t-0.983\t1.000\t-0.095\t-1.219\t-0.369\t-0.312\t-0.840\t1.281\t-0.618\t-0.532\t-0.132\t0.443\t0.028\t2.201\t0.044\t1.671\t0.660\t-0.114\t0.574\t0.276\t0.680\t-0.670\n4\t-0.294\t-0.659\t-0.569\t2.351\t0.775\t-0.339\t-2.436\t-1.704\t0.086\t-0.291\t-1.152\t-0.132\t-0.745\t-0.641\t-0.173\t-1.016\t-1.386\t-1.354\t-0.405\t-1.583\t2.190\t0.933\t0.720\t-0.885\t-0.848\t-1.416\t1.838\t1.343\n2\t0.194\t1.849\t-1.486\t0.190\t0.331\t-1.080\t-2.175\t1.073\t0.371\t-1.200\t0.022\t0.784\t-1.400\t-0.130\t-1.631\t-0.166\t0.156\t0.944\t0.360\t-0.081\t-0.736\t0.534\t-1.664\t0.267\t-0.813\t0.871\t0.924\t-0.935\n0\t0.261\t-0.391\t-0.138\t-0.822\t0.774\t-0.146\t-0.738\t-0.121\t1.735\t0.335\t1.076\t-1.612\t-0.197\t-1.000\t-0.519\t-0.767\t1.289\t0.717\t-0.755\t-0.465\t0.363\t0.891\t1.041\t0.635\t1.814\t0.427\t-0.445\t-0.815\n2\t0.547\t-0.093\t-0.077\t-2.957\t-0.713\t0.933\t0.970\t-0.735\t0.165\t-0.189\t0.690\t2.209\t0.708\t-0.670\t-0.078\t1.402\t-1.409\t-0.615\t0.710\t1.294\t0.609\t-0.607\t0.537\t0.414\t0.351\t-0.097\t0.053\t-0.907\n4\t-0.544\t1.656\t0.213\t2.566\t-1.318\t-0.301\t-0.304\t-0.777\t-0.351\t-0.480\t-0.979\t1.795\t-0.083\t0.927\t0.990\t1.428\t-0.982\t1.266\t-0.074\t2.036\t0.525\t-1.153\t1.258\t1.159\t-1.292\t0.745\t1.604\t0.479\n2\t0.499\t0.546\t-0.268\t0.686\t-0.923\t-2.454\t0.707\t0.166\t-0.610\t-1.471\t-2.037\t0.052\t1.649\t-0.139\t-0.361\t-0.024\t2.179\t0.752\t-0.934\t0.028\t0.332\t-1.056\t0.759\t-0.818\t-1.511\t0.076\t-0.082\t-0.001\n0\t-0.651\t-0.487\t-0.592\t-0.864\t0.049\t-0.831\t0.270\t-0.050\t-0.239\t-0.908\t-0.577\t0.755\t0.501\t-0.978\t0.099\t0.751\t-1.669\t0.543\t-0.663\t0.571\t-0.763\t-1.805\t-1.628\t0.048\t0.260\t-0.904\t0.639\t-1.662\n4\t-1.463\t0.326\t1.539\t0.616\t0.623\t-0.292\t1.767\t0.728\t0.818\t0.100\t0.842\t-0.257\t1.059\t0.309\t-0.462\t1.705\t-0.238\t-0.841\t2.439\t0.076\t-0.003\t0.519\t0.449\t-0.589\t-2.275\t1.666\t-0.145\t1.938\n2\t0.837\t0.724\t-0.514\t0.910\t-1.161\t1.077\t-0.261\t1.684\t-1.521\t1.763\t-0.361\t-0.379\t0.195\t-0.697\t-0.072\t-0.738\t-0.701\t0.487\t-0.902\t-0.768\t-1.373\t-0.504\t1.312\t-0.846\t-0.732\t0.194\t-0.371\t2.228\n1\t-0.350\t-0.612\t0.361\t-0.562\t-0.930\t-1.303\t0.705\t-0.769\t0.447\t-0.075\t1.981\t0.363\t-1.274\t-0.208\t0.410\t-0.552\t0.526\t-0.348\t0.143\t0.604\t0.265\t-0.976\t-1.465\t2.297\t-1.661\t0.787\t0.096\t-0.769\n2\t-0.852\t0.442\t0.536\t1.362\t-0.641\t-0.848\t1.189\t-0.225\t-0.899\t-0.495\t-1.386\t-0.028\t-2.881\t0.266\t-1.542\t1.269\t-0.706\t-0.828\t0.042\t0.393\t0.035\t-1.621\t0.118\t-0.079\t-0.117\t0.579\t-0.773\t-1.133\n0\t-1.667\t0.223\t-1.121\t0.194\t0.025\t0.773\t-1.064\t-0.295\t-1.464\t0.098\t-0.681\t-0.536\t0.098\t-1.381\t0.109\t-1.370\t-0.347\t-1.482\t0.666\t0.646\t-0.322\t0.344\t0.915\t0.802\t-1.206\t0.740\t-1.173\t0.267\n1\t0.068\t0.818\t-1.738\t0.085\t-0.070\t0.725\t-0.188\t-1.039\t0.007\t-1.083\t-1.925\t0.727\t0.579\t0.467\t1.303\t-0.665\t-1.431\t-0.070\t-0.348\t-0.842\t-0.080\t-0.612\t-1.836\t-0.441\t-1.136\t0.232\t-0.656\t1.112\n4\t0.009\t-0.265\t-1.209\t0.797\t-2.475\t-0.172\t1.974\t-0.278\t1.191\t-1.676\t-0.027\t-0.851\t-1.736\t0.834\t-0.205\t0.103\t-1.528\t-0.716\t0.647\t-1.237\t-1.428\t1.648\t-1.814\t0.095\t1.461\t-0.233\t-1.034\t-0.994\n2\t0.726\t1.481\t1.267\t0.788\t-1.491\t-2.417\t0.117\t0.229\t-2.124\t-0.887\t1.691\t0.393\t-0.295\t-0.137\t0.296\t-0.308\t0.281\t-0.229\t0.286\t-0.140\t-2.183\t0.244\t1.006\t0.018\t-0.536\t1.063\t0.160\t-0.036\n4\t-0.374\t-0.465\t-1.333\t-0.949\t0.981\t0.504\t0.273\t-1.335\t0.101\t-2.304\t0.843\t0.259\t-1.345\t1.616\t-1.796\t0.530\t0.555\t-1.240\t-0.038\t-1.637\t-2.846\t-1.068\t-0.617\t0.644\t0.067\t0.094\t-1.014\t-0.530\n0\t1.231\t-0.064\t0.033\t0.833\t-0.892\t-0.583\t-0.094\t-0.657\t-1.489\t-0.029\t0.136\t-0.243\t1.020\t0.129\t0.756\t0.265\t0.854\t1.836\t0.166\t0.881\t0.361\t1.008\t0.637\t-0.645\t0.166\t-0.404\t0.274\t0.939\n4\t-0.647\t-0.659\t-1.209\t-0.148\t1.131\t1.019\t-0.026\t1.784\t-0.055\t-0.341\t-1.977\t0.199\t-0.896\t1.452\t-1.243\t1.287\t0.205\t-1.149\t-1.661\t0.370\t-0.921\t-1.971\t1.979\t0.868\t-1.145\t-1.817\t1.181\t-1.354\n2\t0.314\t-0.396\t-1.002\t1.413\t0.361\t0.356\t-0.549\t-0.580\t-0.445\t-0.045\t2.310\t-0.581\t0.389\t-2.498\t-0.284\t-0.588\t-0.132\t0.580\t0.916\t1.235\t2.289\t-1.210\t-0.520\t0.079\t0.005\t0.951\t0.216\t-1.186\n3\t-0.653\t-0.269\t0.167\t-1.778\t-0.499\t0.294\t0.597\t1.236\t0.016\t0.421\t1.926\t0.748\t-0.621\t-0.607\t0.991\t-2.071\t-0.566\t-0.159\t-0.548\t-0.582\t0.196\t0.978\t0.174\t0.773\t-1.765\t1.876\t1.908\t-0.310\n3\t-0.033\t-1.985\t-2.104\t-0.444\t-1.038\t-1.375\t0.260\t-0.999\t-1.046\t1.118\t0.341\t-0.548\t0.095\t0.233\t-0.446\t-0.502\t1.835\t-0.209\t1.280\t-0.305\t0.140\t-0.627\t-0.211\t0.256\t2.191\t0.856\t0.963\t-1.432\n3\t-0.127\t-0.265\t-0.637\t1.229\t-1.362\t-0.085\t-0.844\t0.567\t0.134\t1.182\t0.735\t0.082\t0.744\t0.836\t-0.913\t0.773\t0.297\t0.489\t-0.408\t-0.854\t-1.034\t-3.408\t-0.709\t2.439\t0.822\t0.318\t0.961\t-0.260\n4\t-2.755\t0.924\t-1.861\t0.345\t0.034\t-1.552\t1.405\t-2.208\t1.390\t0.034\t-0.175\t-0.780\t-1.042\t-1.789\t0.008\t-0.425\t0.499\t0.297\t0.941\t0.205\t0.910\t0.567\t0.908\t-1.248\t0.338\t-1.810\t0.097\t-0.171\n2\t-0.202\t0.177\t-1.019\t0.758\t-1.104\t-1.135\t0.949\t1.259\t0.287\t-0.281\t-1.108\t-1.077\t-0.438\t-0.440\t-2.299\t0.380\t-1.768\t-1.403\t-0.553\t0.245\t0.105\t-0.044\t-1.096\t-0.056\t1.254\t0.007\t0.647\t-2.126\n4\t0.175\t0.528\t0.853\t-1.185\t-0.018\t0.140\t3.120\t0.901\t0.122\t-1.231\t-0.183\t2.311\t-1.496\t-0.209\t1.321\t2.220\t-0.193\t0.623\t0.985\t0.698\t0.314\t1.398\t1.208\t0.499\t1.745\t0.190\t0.233\t-0.202\n4\t-0.052\t-0.478\t0.395\t-0.274\t-2.571\t-1.746\t-0.255\t-0.102\t0.447\t-1.724\t-0.401\t-0.156\t0.292\t1.451\t0.229\t-1.350\t1.062\t1.287\t-1.010\t0.417\t2.362\t1.323\t-0.552\t1.960\t-0.098\t0.590\t2.763\t0.381\n0\t-0.607\t0.753\t0.541\t-0.371\t1.879\t-0.843\t0.458\t-1.308\t0.302\t0.515\t-0.197\t0.045\t-0.477\t0.931\t0.875\t0.438\t0.700\t0.553\t-0.410\t0.356\t0.754\t-0.204\t0.570\t-1.322\t-1.185\t0.083\t-0.312\t1.101\n2\t-0.369\t-1.453\t1.285\t-0.066\t-0.155\t-0.311\t0.256\t-1.681\t-1.971\t0.452\t0.560\t1.672\t-0.159\t0.085\t0.035\t-0.307\t-0.558\t-2.198\t0.301\t-0.725\t1.913\t0.997\t-0.588\t0.871\t-0.643\t-0.672\t-0.416\t0.290\n4\t-1.068\t1.667\t-0.093\t-1.823\t0.985\t-1.302\t1.507\t-1.712\t-1.619\t-1.039\t-0.824\t-0.102\t-2.205\t0.194\t-0.502\t-1.238\t0.153\t1.491\t1.334\t0.329\t-0.399\t-1.305\t-1.170\t1.561\t0.425\t-0.069\t0.284\t-1.353\n4\t-1.824\t0.659\t0.617\t0.814\t2.506\t-1.299\t-1.488\t0.706\t-0.337\t-0.986\t-0.283\t-0.618\t1.725\t2.262\t-1.636\t-1.477\t-0.759\t-0.690\t-0.775\t-0.194\t-0.447\t-1.354\t-1.027\t1.546\t-0.357\t-0.409\t-1.520\t-0.463\n0\t-1.368\t0.589\t-0.055\t-0.378\t-1.288\t-0.300\t-0.415\t0.318\t0.167\t0.792\t-0.485\t-1.860\t0.991\t-0.936\t-1.107\t-0.043\t0.302\t-0.531\t-0.539\t-0.391\t1.417\t-0.003\t-0.968\t-0.958\t-0.251\t0.238\t0.484\t0.124\n0\t-0.965\t-1.354\t-0.158\t-0.337\t-0.611\t-1.336\t-1.668\t-1.137\t0.871\t0.029\t-0.928\t-0.098\t0.258\t0.103\t-0.543\t-0.539\t-0.470\t1.209\t0.592\t1.290\t0.117\t-0.988\t1.295\t-0.330\t-1.114\t-0.967\t0.690\t0.138\n1\t-0.290\t-1.035\t-0.820\t-1.467\t0.141\t-0.862\t-0.495\t-0.128\t1.044\t0.929\t-0.055\t1.266\t-2.012\t1.877\t0.692\t0.103\t-0.891\t-0.438\t0.609\t0.632\t0.668\t-0.728\t-0.930\t0.195\t0.770\t0.003\t1.481\t0.033\n1\t-1.215\t2.249\t1.060\t-0.160\t1.110\t-0.347\t0.475\t0.592\t0.862\t-0.460\t0.883\t-0.442\t0.731\t-0.018\t-1.824\t-0.737\t0.848\t-0.304\t1.214\t-1.213\t0.696\t-0.048\t-0.247\t-1.178\t0.210\t-1.009\t-0.636\t-0.141\n1\t-1.617\t-0.229\t-0.249\t0.627\t0.046\t0.623\t0.703\t2.155\t-0.315\t-0.941\t0.246\t-0.802\t1.482\t-0.283\t-0.566\t-0.471\t0.718\t-0.158\t-0.642\t1.665\t-0.856\t0.036\t0.652\t-1.631\t0.480\t-1.055\t0.823\t-0.963\n2\t1.022\t-0.268\t0.245\t-2.234\t0.225\t-1.043\t-0.351\t-1.567\t-0.882\t-0.164\t-0.272\t0.885\t-1.868\t-0.051\t-0.099\t-0.458\t-0.913\t1.102\t2.048\t-1.714\t-0.924\t-1.004\t-0.282\t1.256\t0.528\t-0.154\t0.016\t-0.319\n3\t-0.153\t-0.452\t0.570\t0.579\t-0.310\t1.099\t-1.020\t0.408\t1.547\t1.248\t-1.612\t1.060\t-1.243\t-2.433\t0.479\t0.931\t-1.346\t1.494\t-0.244\t-0.874\t0.362\t0.725\t0.883\t-0.750\t0.366\t0.165\t-1.291\t-1.055\n1\t-0.803\t1.518\t1.136\t2.244\t0.580\t-0.334\t-1.220\t0.130\t0.103\t1.263\t-0.188\t-0.724\t-1.792\t-0.099\t-0.711\t-0.397\t-0.203\t0.096\t-0.910\t-0.686\t1.451\t-0.261\t0.716\t-0.386\t-0.257\t1.023\t-0.531\t0.872\n1\t-2.040\t-0.141\t-0.711\t0.734\t-0.479\t0.467\t0.625\t-0.335\t0.490\t-0.255\t0.343\t-0.949\t-0.944\t-1.166\t0.263\t1.207\t0.961\t-0.241\t-0.162\t0.820\t1.318\t-2.157\t-0.507\t0.156\t-0.042\t-0.072\t1.906\t-0.838\n3\t1.358\t0.042\t0.877\t-0.775\t-0.615\t-1.600\t1.109\t-0.576\t-1.328\t0.501\t1.343\t-0.371\t-1.771\t-0.324\t0.239\t0.595\t0.777\t0.076\t-0.259\t0.686\t-1.323\t-0.969\t-0.727\t-0.442\t-1.383\t0.972\t-1.212\t-2.688\n0\t-0.174\t-0.956\t0.877\t-0.937\t0.865\t0.054\t0.284\t0.040\t0.238\t-0.603\t1.559\t1.015\t-0.592\t-0.263\t0.450\t-0.356\t-0.501\t0.597\t0.028\t-0.081\t-0.037\t-1.521\t1.920\t-0.712\t-0.832\t-1.960\t-0.520\t0.920\n4\t-0.969\t-0.131\t-0.226\t2.224\t-0.489\t0.449\t-0.080\t2.200\t0.299\t1.428\t1.351\t-1.764\t-0.067\t-0.233\t-1.742\t-1.553\t0.529\t1.406\t-0.126\t-1.170\t0.624\t-0.069\t-0.241\t-0.352\t-2.241\t0.544\t1.581\t-0.561\n4\t1.007\t0.023\t-0.864\t1.590\t-0.750\t-2.162\t0.458\t-1.105\t0.989\t-0.381\t0.604\t1.402\t-1.209\t-0.566\t-0.076\t1.538\t-0.658\t-0.595\t0.478\t-0.577\t0.153\t-1.552\t2.214\t-1.348\t-0.322\t-0.032\t1.913\t-1.325\n4\t-0.451\t2.086\t-1.295\t1.459\t1.215\t1.901\t-1.588\t-0.869\t1.492\t-1.877\t-1.606\t-0.488\t0.192\t1.592\t-0.185\t-0.608\t0.311\t0.470\t0.441\t-0.178\t-1.955\t-0.918\t1.420\t0.187\t-0.323\t1.118\t-1.130\t-0.225\n4\t0.893\t1.292\t0.102\t-0.997\t-0.715\t0.629\t-1.135\t-0.582\t0.513\t-0.651\t1.421\t-1.038\t-3.288\t-0.778\t0.310\t0.863\t-0.408\t-0.277\t-0.031\t1.742\t0.379\t-0.493\t2.052\t0.011\t-2.075\t-1.387\t0.558\t-1.777\n4\t0.711\t-1.612\t0.990\t-1.148\t-0.725\t-0.018\t2.103\t2.309\t-0.713\t-0.173\t0.996\t-0.361\t0.703\t-0.812\t1.110\t-1.219\t-1.618\t1.175\t-0.115\t-0.129\t-0.659\t0.937\t-0.484\t1.344\t-2.643\t-2.446\t1.094\t0.657\n4\t-1.149\t0.533\t-0.579\t-0.930\t0.311\t-1.577\t-0.037\t-0.311\t-1.064\t0.541\t-0.565\t0.739\t0.314\t-0.479\t1.761\t0.181\t-0.320\t1.808\t-0.348\t2.572\t0.609\t1.802\t1.153\t-0.581\t0.539\t1.552\t2.205\t0.240\n1\t-0.943\t0.450\t-0.116\t-1.006\t-0.286\t-1.356\t-0.610\t0.605\t1.217\t-0.690\t1.447\t-1.912\t0.388\t-0.305\t-0.404\t-1.976\t-0.577\t-0.596\t-1.351\t-0.276\t0.019\t0.150\t-0.641\t-0.054\t0.853\t1.015\t0.805\t0.815\n1\t0.317\t1.162\t-0.190\t-0.512\t1.780\t-1.521\t0.152\t0.321\t-0.766\t0.305\t2.563\t-0.297\t-0.620\t1.460\t0.786\t0.979\t0.276\t-0.005\t-0.454\t0.047\t-0.435\t-0.575\t-0.660\t1.185\t-0.794\t-1.201\t-1.058\t0.074\n2\t1.513\t0.658\t-0.687\t-1.551\t-0.822\t0.218\t-0.471\t1.002\t-1.489\t-0.129\t-0.767\t0.991\t0.543\t-0.831\t0.854\t-1.623\t-1.786\t-0.885\t-1.983\t-0.113\t-0.081\t-0.406\t0.539\t-0.723\t-1.298\t-0.797\t-1.220\t-0.612\n4\t2.724\t-1.607\t1.359\t0.200\t-0.425\t0.996\t1.627\t0.072\t0.284\t0.167\t-0.074\t-1.667\t-0.870\t1.244\t-0.523\t-1.031\t-0.355\t-0.247\t-1.431\t-0.164\t0.093\t-0.719\t0.320\t2.788\t-0.311\t-1.230\t1.053\t0.970\n4\t0.210\t-0.202\t-2.281\t0.259\t0.680\t1.205\t-0.545\t-1.052\t-0.390\t-1.206\t0.548\t0.111\t-1.198\t-0.423\t1.561\t-0.062\t-0.725\t-0.527\t0.175\t1.822\t-1.050\t1.428\t-0.309\t1.287\t-1.156\t1.552\t1.781\t1.865\n1\t0.581\t0.369\t0.820\t-0.318\t-0.010\t-0.181\t0.954\t0.717\t0.488\t-1.349\t1.997\t-0.472\t-0.297\t1.673\t0.096\t-0.373\t0.726\t-1.012\t-1.694\t-0.732\t1.760\t-0.876\t-0.356\t0.172\t0.571\t0.366\t-0.909\t1.561\n3\t-0.916\t-0.054\t-0.935\t0.870\t1.537\t-0.845\t-0.031\t0.917\t0.024\t0.562\t0.052\t-1.057\t0.119\t1.127\t0.314\t1.624\t-1.772\t0.379\t-0.648\t-0.876\t1.334\t-0.255\t-0.352\t0.344\t-2.153\t1.355\t1.904\t0.915\n2\t1.169\t-0.985\t-1.313\t-2.164\t1.301\t0.772\t2.109\t0.483\t-0.277\t0.238\t0.422\t-1.071\t-1.037\t-0.986\t0.009\t-1.215\t1.358\t1.521\t-0.779\t0.083\t0.963\t0.441\t0.090\t0.661\t0.860\t0.505\t-0.477\t0.763\n0\t-0.464\t-1.177\t1.994\t-0.673\t-1.187\t0.443\t0.054\t-1.076\t0.155\t-0.587\t-1.245\t0.471\t0.106\t0.634\t-0.807\t0.852\t-0.967\t0.045\t-0.449\t-0.865\t0.599\t0.515\t-0.228\t-0.198\t0.041\t0.083\t-0.886\t-0.261\n0\t-1.167\t-1.565\t1.211\t-0.225\t0.120\t-0.637\t1.098\t-0.184\t1.276\t-0.629\t-0.849\t-1.016\t0.569\t0.978\t-0.537\t0.178\t-0.293\t1.209\t-0.391\t0.290\t1.182\t-0.119\t-0.593\t-0.257\t-0.039\t0.425\t0.115\t0.944\n2\t-1.306\t-0.606\t-1.189\t0.098\t-0.336\t1.372\t0.605\t-1.201\t1.564\t-0.857\t0.285\t-1.133\t-2.060\t0.924\t2.044\t-1.211\t-0.017\t0.032\t-0.778\t0.807\t-0.846\t0.396\t-1.447\t0.144\t-0.166\t-0.184\t0.973\t0.053\n4\t1.498\t0.223\t-0.410\t-0.960\t-0.353\t0.013\t-1.118\t0.640\t-0.848\t-1.458\t-1.320\t-0.480\t0.548\t1.640\t-0.240\t0.333\t-0.071\t-2.130\t0.378\t-0.022\t-1.577\t1.690\t0.600\t-1.666\t0.524\t3.026\t0.007\t0.691\n1\t-0.558\t0.511\t2.162\t0.737\t0.548\t0.240\t-1.228\t1.428\t-0.039\t0.343\t1.179\t-0.358\t-1.330\t-0.632\t-0.522\t0.568\t-0.428\t-1.935\t-1.613\t-0.763\t-0.346\t-0.605\t-0.550\t0.017\t0.377\t-1.561\t0.994\t0.110\n3\t1.343\t-0.375\t0.460\t0.207\t0.706\t1.673\t0.676\t1.743\t0.702\t0.132\t0.321\t-2.625\t-0.455\t-0.144\t0.438\t-0.026\t0.334\t-1.323\t-1.581\t-1.183\t1.571\t-1.268\t-0.789\t0.105\t-1.592\t-0.872\t0.677\t-0.438\n0\t-0.422\t-1.600\t-0.317\t-0.217\t-0.305\t-0.305\t-0.173\t0.508\t1.343\t-0.169\t-1.202\t0.082\t0.634\t1.018\t0.406\t-1.046\t0.358\t-0.410\t0.476\t-0.027\t0.531\t-0.670\t-0.699\t-1.242\t-1.757\t-0.346\t-0.751\t1.292\n4\t-1.489\t0.394\t0.958\t0.051\t1.384\t0.746\t-1.301\t1.184\t-0.417\t-1.163\t-0.670\t1.780\t1.750\t-0.351\t0.995\t0.444\t-0.323\t0.303\t-1.805\t-0.538\t-0.080\t0.334\t1.280\t2.277\t-0.746\t0.453\t0.530\t-2.800\n3\t0.580\t0.075\t-0.623\t0.201\t1.046\t-0.240\t-0.955\t0.207\t-0.642\t0.328\t1.267\t-1.142\t-1.846\t2.293\t0.133\t-1.246\t-1.001\t-0.475\t0.302\t-2.417\t0.699\t-0.687\t1.483\t0.386\t0.894\t-0.234\t0.245\t1.384\n4\t-1.445\t1.318\t-0.490\t0.708\t-0.614\t1.684\t-0.031\t-1.329\t0.470\t1.301\t1.188\t0.094\t0.812\t-0.422\t0.591\t0.363\t-2.895\t-1.001\t0.208\t0.165\t-0.029\t0.089\t1.208\t0.354\t-2.333\t1.948\t-1.907\t0.958\n1\t-0.700\t0.155\t-0.624\t0.155\t0.162\t-0.578\t0.203\t-0.458\t-0.502\t0.302\t0.599\t0.043\t-1.081\t-0.948\t1.293\t-0.227\t-0.679\t1.975\t1.317\t1.076\t0.008\t-0.230\t-0.217\t-0.319\t0.444\t0.859\t-2.607\t-0.921\n3\t-0.135\t-0.569\t1.305\t-1.329\t-0.483\t0.257\t2.419\t1.955\t-0.045\t0.349\t0.602\t-1.012\t0.010\t1.356\t0.142\t1.950\t-0.446\t-0.089\t-0.081\t-1.301\t1.106\t-0.334\t0.258\t-0.598\t1.725\t1.233\t0.058\t-1.224\n2\t0.218\t0.335\t0.453\t-0.629\t1.158\t-1.004\t1.201\t-0.959\t0.129\t0.677\t0.470\t-0.935\t-0.983\t-1.461\t-1.294\t-1.416\t1.288\t1.816\t0.462\t0.576\t0.716\t-0.223\t-0.574\t-0.178\t-1.730\t0.060\t2.006\t-0.170\n0\t-1.154\t0.354\t-0.134\t-0.033\t-0.552\t0.593\t-1.273\t0.723\t-0.008\t-0.108\t1.719\t0.072\t0.016\t-0.495\t-0.401\t1.544\t1.352\t-0.181\t2.132\t-0.527\t0.518\t0.386\t-0.677\t0.398\t-0.759\t1.269\t0.264\t-0.156\n3\t0.619\t0.044\t0.937\t-0.276\t-0.724\t1.190\t0.318\t-0.684\t-0.418\t-0.736\t2.022\t0.004\t0.158\t0.721\t-1.215\t1.097\t-0.608\t1.830\t-0.313\t1.038\t-2.497\t-1.175\t-0.294\t-2.031\t0.601\t0.313\t-0.991\t-0.016\n0\t0.799\t0.006\t-0.558\t0.994\t0.528\t-0.768\t0.049\t-1.352\t0.686\t-0.262\t-0.436\t-0.033\t0.040\t0.895\t0.591\t-0.156\t0.764\t0.401\t-0.427\t-0.125\t-0.148\t0.505\t-0.367\t-0.390\t1.969\t0.940\t-0.761\t0.571\n2\t0.484\t0.298\t1.362\t1.081\t1.075\t0.475\t1.042\t-0.300\t-0.567\t-0.339\t2.272\t-1.044\t0.943\t1.980\t0.397\t-0.318\t0.556\t-0.493\t-0.910\t1.346\t1.282\t-0.319\t-0.488\t0.216\t-0.096\t-0.818\t-1.524\t-1.458\n3\t0.378\t0.183\t-0.012\t1.110\t-1.286\t0.034\t-0.403\t0.716\t0.854\t1.470\t0.420\t-0.215\t0.965\t-0.037\t-0.703\t-0.562\t-0.443\t2.518\t1.612\t-0.975\t1.248\t0.540\t-1.020\t-1.066\t0.505\t-1.914\t2.140\t0.026\n1\t-0.035\t-1.066\t-0.423\t0.416\t-0.065\t-0.934\t-1.637\t-0.302\t1.781\t-0.458\t-0.364\t0.110\t0.229\t0.166\t0.418\t0.394\t-0.060\t-0.721\t1.270\t-1.028\t-1.460\t0.079\t1.066\t0.932\t0.598\t1.899\t-1.400\t0.435\n3\t1.453\t1.077\t0.711\t0.094\t1.661\t1.259\t1.548\t0.696\t0.123\t-0.399\t-1.269\t0.502\t0.585\t-0.350\t0.614\t-0.332\t0.867\t-0.882\t-1.055\t-0.241\t0.829\t-1.159\t1.050\t-1.643\t-0.247\t-1.413\t-2.610\t0.366\n3\t0.561\t-0.954\t-1.195\t0.054\t0.064\t-0.147\t-0.289\t1.711\t0.426\t1.971\t1.269\t1.703\t-1.074\t0.593\t-0.432\t-1.663\t1.496\t-0.294\t-1.055\t-0.415\t-0.796\t-0.694\t-0.222\t1.731\t-0.666\t1.659\t0.849\t0.396\n4\t-0.772\t1.336\t1.106\t-0.645\t-0.987\t-0.620\t-1.633\t-1.216\t-1.261\t0.322\t0.588\t2.078\t0.956\t-0.007\t-0.415\t1.332\t-1.218\t0.036\t-1.231\t0.571\t1.337\t-1.551\t1.903\t-0.959\t-0.729\t0.165\t-1.110\t2.042\n3\t-0.250\t-0.677\t-0.481\t1.093\t0.602\t0.995\t-1.247\t0.336\t1.728\t0.272\t0.671\t0.769\t0.716\t-0.187\t0.448\t-0.785\t1.327\t0.215\t-1.001\t1.637\t2.163\t0.079\t-1.510\t0.455\t-1.857\t-1.521\t0.975\t0.212\n4\t1.045\t-1.233\t1.673\t-0.715\t0.795\t1.235\t0.041\t-0.080\t0.967\t1.193\t2.945\t0.297\t1.375\t0.925\t-2.850\t-0.144\t-1.271\t-1.202\t-1.025\t0.318\t-0.815\t0.721\t0.382\t0.589\t0.069\t-1.018\t-0.525\t1.785\n2\t0.052\t1.354\t-2.074\t1.193\t1.272\t0.402\t-0.841\t-0.668\t1.198\t0.826\t-1.396\t0.556\t0.912\t0.514\t-0.052\t1.267\t0.349\t1.343\t-2.181\t-0.721\t-1.196\t0.284\t-0.541\t0.230\t1.382\t0.178\t-0.558\t-0.120\n1\t0.310\t-0.112\t-0.420\t0.510\t0.035\t-0.788\t0.550\t-0.233\t-0.829\t-0.844\t-0.666\t-0.287\t-1.713\t0.183\t1.669\t-1.482\t-1.711\t0.765\t0.442\t-0.859\t-1.775\t1.745\t0.530\t-0.429\t-0.531\t-0.579\t0.486\t-1.337\n0\t-0.188\t-0.253\t-0.145\t-1.117\t1.147\t-0.263\t1.259\t1.080\t0.470\t1.234\t-0.207\t-0.556\t-0.648\t0.072\t0.697\t0.384\t1.917\t0.506\t-0.551\t0.161\t0.901\t-0.473\t-0.633\t1.148\t0.775\t0.038\t-0.516\t-0.288\n0\t0.669\t0.034\t-1.125\t-0.072\t0.698\t-2.146\t-0.391\t-1.275\t-0.055\t0.578\t-0.203\t-0.506\t-0.774\t-0.766\t0.625\t0.552\t1.691\t0.482\t0.985\t-1.077\t-0.250\t-1.188\t-0.266\t-0.573\t0.289\t-0.061\t0.607\t1.181\n4\t-0.153\t-0.458\t-0.287\t0.978\t0.235\t-1.311\t-1.859\t1.466\t-1.469\t-0.602\t1.339\t-0.565\t-0.453\t-0.245\t-0.180\t-0.579\t-0.542\t1.140\t0.293\t-0.945\t1.952\t1.452\t0.592\t0.001\t-0.407\t0.910\t2.413\t2.252\n4\t0.545\t-0.071\t0.763\t0.940\t-2.912\t-0.434\t-1.857\t0.239\t-0.301\t1.356\t0.207\t-0.486\t0.939\t-0.318\t-0.498\t0.394\t1.613\t0.854\t0.567\t2.751\t-0.732\t-0.755\t0.146\t1.515\t-0.942\t1.755\t-1.439\t-0.121\n3\t-2.016\t-0.390\t-0.935\t-0.134\t-0.120\t-1.073\t-0.810\t-0.916\t2.335\t-1.307\t0.425\t-2.114\t-0.220\t1.253\t1.149\t-0.045\t0.677\t-0.064\t-0.020\t-1.344\t-1.210\t-0.198\t1.179\t1.050\t-1.173\t0.037\t1.607\t0.789\n0\t-0.258\t0.055\t-1.244\t1.200\t0.613\t-0.085\t-1.219\t-0.213\t-0.273\t-1.080\t-1.162\t0.766\t-0.324\t0.886\t-0.013\t0.752\t0.718\t0.467\t1.183\t0.100\t-1.495\t-1.335\t-0.653\t0.742\t-0.400\t0.205\t0.536\t0.164\n3\t-3.274\t0.889\t-0.047\t-0.011\t-0.267\t0.608\t0.063\t0.804\t0.015\t0.541\t0.779\t-0.128\t0.766\t0.492\t0.186\t-0.696\t-0.842\t0.385\t0.640\t-0.327\t0.721\t-0.700\t-0.120\t-0.580\t-0.653\t-0.809\t3.428\t1.125\n2\t0.370\t-1.431\t0.804\t-1.111\t-2.099\t0.824\t1.011\t1.363\t0.272\t1.475\t-1.617\t-0.362\t0.910\t-0.005\t0.503\t0.479\t0.893\t1.932\t0.494\t0.613\t-0.909\t-0.440\t0.163\t-0.155\t-1.157\t1.001\t-0.508\t-0.022\n0\t0.085\t0.589\t0.199\t-2.147\t-0.158\t0.996\t0.882\t1.507\t-1.779\t0.763\t-0.697\t0.050\t0.155\t-0.270\t0.067\t1.197\t-0.498\t0.078\t-0.859\t0.594\t0.179\t0.368\t0.923\t0.872\t0.249\t-0.588\t0.813\t-0.567\n4\t0.187\t1.742\t1.962\t-0.832\t3.442\t0.169\t0.632\t-2.652\t1.008\t-2.154\t-0.144\t-0.553\t0.466\t0.179\t0.587\t1.246\t-1.004\t-0.204\t-0.845\t-0.921\t1.933\t-1.269\t-0.822\t2.194\t-0.127\t-0.064\t0.401\t-1.205\n0\t-0.752\t0.262\t-1.275\t-0.436\t-0.418\t-0.522\t0.219\t0.434\t0.014\t0.901\t0.390\t-0.494\t-0.108\t-0.081\t-0.383\t0.510\t-2.131\t0.032\t0.309\t0.599\t1.108\t-0.141\t0.832\t0.611\t0.264\t-1.391\t1.090\t0.096\n0\t-0.272\t-2.046\t-0.449\t1.161\t0.183\t0.531\t-1.095\t-0.900\t-0.124\t0.350\t0.608\t0.035\t-0.561\t-0.518\t-0.685\t-0.737\t-0.861\t0.539\t0.052\t0.531\t-0.293\t-0.085\t-1.840\t0.755\t0.387\t0.127\t0.916\t1.702\n4\t2.101\t2.078\t-2.316\t0.629\t-0.282\t-1.064\t1.455\t-0.138\t0.923\t1.016\t0.674\t-0.334\t-0.324\t0.095\t1.455\t1.037\t-0.245\t-0.086\t1.785\t-1.232\t-1.875\t-0.865\t2.116\t-1.195\t-0.926\t0.307\t0.182\t1.160\n0\t-0.553\t0.680\t0.948\t0.586\t-0.652\t0.643\t1.208\t0.402\t0.835\t1.790\t0.898\t-0.727\t0.140\t-0.332\t0.173\t1.705\t-0.424\t-1.267\t-0.128\t-0.884\t-0.147\t-0.149\t0.620\t-0.942\t1.031\t-1.169\t-1.141\t-0.244\n3\t1.302\t0.276\t0.815\t0.393\t-0.847\t0.248\t-0.332\t-1.063\t0.920\t-1.305\t-0.659\t2.217\t0.701\t0.245\t-2.173\t-0.118\t-1.165\t-0.078\t-0.190\t-0.857\t1.172\t0.955\t-1.126\t1.574\t-1.150\t1.664\t-0.211\t-0.400\n3\t1.898\t-2.365\t0.365\t0.166\t0.355\t-0.558\t0.003\t-1.094\t1.038\t1.007\t1.641\t-0.774\t0.270\t2.043\t-0.675\t-1.009\t0.300\t1.165\t-0.667\t1.933\t-0.916\t0.658\t-0.677\t-0.466\t0.823\t-0.209\t-1.519\t-0.799\n4\t-0.415\t-2.426\t0.880\t2.158\t1.974\t-0.476\t-0.287\t0.874\t0.092\t0.129\t-2.197\t-0.817\t-0.204\t1.778\t1.764\t-1.111\t-1.231\t1.682\t1.117\t-0.474\t-0.333\t-1.144\t-1.214\t-1.605\t-0.136\t-0.417\t-2.040\t-0.365\n4\t-0.772\t-0.327\t1.185\t-0.448\t0.400\t0.072\t-0.274\t0.650\t0.375\t0.437\t1.485\t-2.901\t0.143\t0.372\t-1.317\t-1.662\t-1.742\t3.620\t-2.126\t-1.778\t-0.169\t1.344\t0.730\t-0.153\t0.789\t0.805\t-0.096\t-1.300\n3\t-0.732\t0.735\t1.397\t-0.673\t1.475\t-0.378\t0.225\t-0.363\t0.250\t-1.050\t1.029\t-1.635\t-0.934\t1.297\t2.263\t-0.528\t1.534\t1.293\t0.408\t-0.480\t1.403\t-0.188\t0.465\t-2.162\t-0.403\t-0.611\t0.126\t-0.314\n4\t-0.458\t0.142\t-0.771\t0.017\t0.079\t-0.182\t-1.644\t-1.051\t-0.162\t-2.136\t1.025\t1.300\t0.852\t0.282\t-1.233\t0.307\t1.405\t-1.133\t2.554\t0.818\t-1.061\t-1.010\t-0.505\t-0.054\t-0.377\t-2.801\t-1.302\t-0.007\n3\t0.777\t0.503\t-0.640\t0.811\t-1.283\t-2.228\t-1.562\t-0.922\t-0.755\t-0.435\t-0.390\t-0.650\t-2.116\t0.192\t-0.265\t-0.696\t1.398\t-0.242\t0.059\t0.796\t-1.490\t-0.023\t0.793\t-0.091\t-1.303\t-0.482\t0.189\t-2.107\n1\t1.429\t0.321\t-0.218\t0.096\t1.137\t0.057\t-0.020\t0.128\t0.872\t-0.467\t0.189\t0.215\t0.578\t0.993\t0.078\t-0.471\t0.679\t-1.569\t-1.077\t-1.013\t-0.716\t-1.391\t0.957\t-0.342\t-1.724\t-1.203\t0.314\t-1.634\n3\t0.886\t-1.530\t0.249\t-0.936\t0.655\t1.079\t-1.891\t0.265\t-1.558\t-1.717\t0.763\t-0.098\t-0.143\t1.559\t-0.271\t-0.789\t-0.506\t0.406\t-1.060\t-0.253\t0.964\t-1.597\t-1.641\t-0.339\t0.679\t1.481\t-0.791\t-0.476\n2\t-0.247\t0.291\t-0.750\t1.254\t0.817\t0.281\t0.714\t1.157\t-0.525\t0.047\t-1.185\t2.254\t-0.510\t-2.002\t-0.424\t-0.455\t0.714\t0.656\t0.839\t-0.118\t0.436\t-2.222\t-0.313\t1.628\t1.647\t-0.770\t-0.076\t-0.251\n0\t-1.384\t-1.904\t0.874\t0.258\t1.549\t0.971\t-0.623\t0.247\t-0.792\t-1.613\t1.196\t-0.194\t1.348\t0.109\t0.278\t0.577\t-0.184\t-0.237\t0.242\t1.246\t0.505\t0.017\t-0.411\t-0.118\t-0.864\t-0.982\t-0.238\t0.006\n2\t-0.966\t-0.107\t-0.665\t-1.543\t-0.182\t0.106\t1.268\t0.937\t1.220\t0.720\t0.333\t-1.229\t0.150\t0.597\t1.457\t0.686\t1.240\t-1.032\t-0.326\t0.429\t1.161\t-0.145\t-0.082\t0.687\t-1.126\t1.607\t-0.879\t-1.919\n2\t-1.283\t0.717\t-0.453\t0.330\t-0.624\t1.474\t-1.434\t1.034\t-1.913\t0.097\t-1.387\t0.713\t0.342\t0.525\t-0.270\t-0.265\t-0.135\t-1.174\t2.576\t-0.797\t-0.400\t0.321\t-0.448\t0.286\t-1.851\t-0.036\t-0.940\t0.402\n0\t1.013\t-0.161\t1.329\t-1.660\t0.446\t0.138\t0.834\t-0.076\t-0.984\t-1.092\t-0.012\t-0.260\t0.857\t0.954\t0.048\t0.026\t1.065\t-0.245\t-0.204\t-1.323\t0.879\t-0.090\t1.137\t-1.207\t-0.491\t0.946\t0.326\t-1.183\n4\t-1.772\t0.941\t-0.361\t-0.467\t1.478\t0.170\t0.904\t-0.623\t-0.725\t-0.365\t0.670\t0.051\t0.468\t-2.603\t-1.882\t-2.154\t-0.379\t-1.398\t1.690\t-0.021\t0.217\t-1.090\t-1.121\t1.551\t1.782\t0.416\t-2.032\t-0.425\n1\t-0.952\t-1.032\t0.604\t0.771\t-0.250\t-0.597\t0.569\t-1.482\t1.950\t0.452\t-0.159\t0.830\t0.631\t0.235\t-1.890\t0.411\t1.456\t-0.555\t0.959\t0.849\t0.294\t0.170\t0.560\t0.416\t1.891\t0.967\t0.707\t1.057\n2\t1.566\t0.434\t1.083\t0.387\t0.379\t0.753\t-0.567\t-0.556\t0.350\t1.941\t-1.541\t-2.029\t-0.264\t1.031\t0.051\t-1.169\t0.079\t-1.733\t0.629\t-0.309\t-0.082\t0.427\t0.206\t-0.541\t1.034\t0.797\t-1.774\t-0.230\n3\t0.633\t-1.243\t-2.269\t-0.977\t-0.243\t2.580\t0.543\t-1.808\t-0.690\t-0.053\t0.254\t-1.315\t-0.135\t-0.718\t-1.104\t0.260\t0.774\t0.841\t0.574\t-0.497\t0.715\t0.309\t0.134\t-0.612\t-0.497\t0.074\t2.440\t0.301\n0\t0.148\t-0.643\t0.262\t-0.331\t0.880\t0.333\t-0.315\t0.232\t1.315\t-0.570\t0.403\t-0.070\t0.427\t-0.655\t0.110\t1.108\t-0.937\t-1.329\t-1.291\t-1.171\t0.595\t-1.406\t-0.298\t0.618\t0.417\t-0.386\t0.191\t0.107\n0\t-0.719\t-0.234\t1.263\t-0.775\t0.483\t0.747\t0.077\t0.040\t-1.025\t0.731\t-1.254\t0.391\t-0.518\t-0.395\t-0.201\t0.499\t1.562\t0.111\t-0.720\t-1.440\t1.160\t0.175\t-0.232\t0.059\t0.767\t-0.410\t-0.666\t-1.310\n3\t0.265\t-0.096\t0.818\t-1.546\t-0.614\t-0.791\t0.123\t-1.861\t-1.498\t1.854\t-0.448\t-1.560\t0.247\t1.735\t0.266\t-0.284\t0.287\t0.635\t-0.347\t-0.244\t0.348\t0.150\t-2.634\t0.734\t0.967\t-0.010\t0.872\t-0.477\n2\t1.473\t2.152\t-0.709\t0.140\t-0.400\t-0.182\t0.930\t-0.046\t1.316\t-0.516\t0.741\t-0.443\t-1.837\t-1.021\t0.124\t1.921\t-0.460\t-0.169\t0.490\t-0.599\t-0.484\t0.072\t-0.437\t-1.783\t-0.650\t0.615\t0.646\t1.336\n0\t-1.292\t-0.696\t-1.591\t-0.046\t-0.534\t-0.960\t-0.006\t-1.009\t0.498\t-0.086\t-0.285\t0.134\t0.518\t-0.089\t-0.320\t-0.197\t0.765\t-1.561\t-0.054\t1.318\t0.849\t0.278\t0.560\t2.260\t0.169\t-0.446\t1.260\t0.177\n3\t1.464\t0.352\t-0.991\t-0.893\t1.218\t-1.343\t0.237\t1.947\t-1.703\t1.175\t0.620\t0.328\t0.249\t0.289\t0.459\t-0.599\t0.438\t-0.492\t-0.833\t-0.407\t-0.268\t1.740\t1.117\t0.157\t-1.392\t-0.842\t1.656\t-1.280\n3\t0.823\t-0.220\t1.427\t-0.086\t0.348\t-1.596\t-0.139\t-2.060\t-0.117\t-0.731\t1.831\t0.903\t-0.306\t0.022\t1.382\t-2.009\t0.235\t-1.025\t1.312\t-0.484\t0.102\t0.682\t1.380\t0.589\t2.116\t-0.655\t0.186\t0.030\n1\t0.338\t0.107\t-0.414\t0.721\t0.010\t-0.087\t-0.087\t-0.298\t-1.037\t0.172\t0.003\t-0.419\t-0.691\t0.730\t0.331\t-1.333\t-0.739\t2.111\t-1.194\t-0.825\t-0.499\t1.248\t1.471\t-1.325\t-1.542\t-0.523\t0.002\t1.798\n3\t0.255\t0.957\t1.120\t0.412\t-2.233\t0.148\t0.212\t-1.087\t-1.790\t0.462\t-1.249\t2.061\t0.263\t1.352\t0.031\t0.752\t0.053\t1.006\t-2.038\t0.888\t0.669\t-0.154\t-0.409\t-0.299\t0.283\t1.214\t-0.534\t-1.702\n3\t-0.292\t0.090\t-0.670\t0.636\t0.752\t1.028\t1.425\t-0.143\t-1.227\t-1.131\t1.735\t1.615\t1.338\t-0.586\t1.688\t-0.170\t0.343\t0.826\t1.261\t0.541\t1.375\t0.013\t-0.203\t-0.320\t-1.149\t-2.798\t1.041\t-0.234\n4\t0.382\t0.506\t0.034\t2.083\t0.645\t1.839\t0.293\t-0.605\t-2.070\t0.371\t0.641\t-1.255\t0.042\t-1.402\t0.831\t0.673\t-1.836\t-1.468\t-2.054\t0.369\t0.381\t0.870\t-1.096\t-0.453\t-0.770\t-0.920\t-0.942\t-1.288\n3\t-0.450\t0.904\t1.121\t1.078\t-2.689\t-1.009\t-0.282\t1.845\t0.445\t-0.457\t-0.555\t-0.522\t-0.864\t0.763\t0.732\t-1.116\t-1.727\t-0.498\t-0.693\t0.240\t1.660\t-0.850\t0.714\t0.693\t-1.807\t-0.652\t-1.129\t0.787\n1\t0.084\t-0.634\t1.757\t0.527\t-0.000\t-1.106\t-1.364\t0.496\t1.799\t0.409\t0.175\t0.190\t0.103\t0.203\t-0.685\t-0.974\t0.109\t1.493\t0.777\t-1.233\t-0.255\t0.729\t1.517\t1.791\t-0.211\t0.824\t0.249\t-0.120\n0\t0.107\t-0.345\t0.688\t-0.613\t-0.057\t1.184\t0.342\t-0.060\t-0.602\t-0.633\t-0.851\t-0.541\t0.756\t-0.222\t-1.350\t1.768\t0.320\t-1.407\t-0.442\t0.111\t1.705\t-1.108\t0.976\t1.399\t-0.629\t-0.278\t-1.036\t-0.203\n2\t0.185\t-0.838\t1.456\t-0.158\t-1.370\t-0.174\t-0.691\t0.938\t-0.406\t-0.712\t-1.245\t-0.692\t-0.284\t0.628\t-1.513\t-2.158\t0.599\t-0.714\t1.433\t-0.786\t0.178\t-0.572\t-0.474\t-1.309\t1.377\t0.112\t0.326\t1.387\n3\t0.572\t0.651\t-0.118\t-1.157\t-0.682\t1.152\t-0.485\t0.143\t-1.076\t0.337\t-0.458\t1.047\t0.774\t-0.496\t-0.127\t-0.551\t-1.419\t-0.857\t0.198\t0.325\t0.149\t-0.302\t0.933\t0.064\t0.703\t-1.774\t-3.922\t0.284\n2\t-0.401\t0.734\t-0.989\t-0.473\t-0.325\t0.808\t1.056\t-0.972\t-0.404\t-1.934\t-0.001\t0.045\t1.417\t-0.175\t-0.121\t-0.446\t0.529\t0.257\t0.430\t2.141\t-1.488\t-2.737\t0.713\t-0.047\t-0.573\t1.013\t0.170\t-0.407\n4\t-1.013\t0.519\t-2.715\t-0.043\t0.613\t1.073\t-1.502\t0.322\t1.662\t2.279\t0.003\t-0.952\t1.510\t0.670\t1.980\t1.823\t-1.650\t0.481\t0.292\t0.933\t0.029\t2.006\t-0.193\t-0.200\t1.075\t-0.116\t0.008\t-1.053\n1\t-0.651\t-0.763\t-0.956\t-1.799\t1.047\t-0.057\t-0.063\t1.107\t-0.908\t1.576\t-0.285\t-1.556\t-0.690\t0.357\t0.110\t-1.227\t0.157\t-0.101\t0.115\t1.278\t0.533\t0.009\t-0.589\t-0.682\t-1.088\t0.766\t0.722\t1.488\n3\t1.970\t0.176\t-1.312\t0.783\t-1.192\t0.546\t-0.542\t0.209\t0.671\t0.520\t-1.705\t0.986\t-0.904\t-1.145\t-1.063\t-1.623\t2.340\t-0.483\t-1.467\t1.070\t-1.099\t-0.279\t0.729\t-0.382\t0.442\t-0.320\t-0.600\t0.042\n3\t-0.573\t0.759\t1.786\t-1.168\t0.858\t-0.599\t-1.871\t0.927\t1.819\t2.111\t0.301\t-1.444\t-0.207\t-0.109\t1.096\t-0.024\t-2.076\t0.630\t0.072\t0.904\t0.248\t0.689\t0.015\t0.284\t-0.921\t0.354\t-0.185\t0.490\n4\t-3.236\t0.475\t1.848\t-0.080\t0.386\t-1.081\t-0.022\t-0.548\t0.616\t2.215\t-1.101\t-1.121\t0.147\t-0.735\t-0.396\t-0.540\t-1.354\t-0.293\t-1.260\t0.815\t0.999\t-1.592\t0.416\t-1.789\t-0.668\t0.459\t1.209\t1.399\n4\t-0.904\t1.844\t0.939\t-0.312\t2.036\t-2.341\t1.047\t0.043\t1.213\t-0.483\t-1.136\t0.238\t-0.496\t0.271\t0.356\t-1.594\t0.901\t-2.835\t2.991\t0.263\t-0.711\t-1.636\t0.594\t0.392\t-0.082\t-0.366\t0.671\t-2.259\n1\t-1.060\t0.042\t-0.124\t0.954\t0.357\t-1.058\t0.369\t-1.109\t-1.016\t-0.109\t-0.663\t-1.336\t0.981\t-1.411\t1.087\t0.281\t-1.286\t0.374\t0.562\t0.016\t0.406\t-1.440\t0.010\t-1.647\t-0.941\t-1.205\t-0.090\t0.436\n4\t-0.291\t0.522\t1.170\t-0.131\t-0.057\t0.022\t-0.261\t-0.542\t1.764\t0.138\t2.629\t0.273\t0.210\t0.223\t0.932\t-0.339\t1.191\t2.093\t-0.519\t-0.519\t-1.467\t-1.086\t-1.071\t-1.349\t-1.943\t-0.140\t2.413\t1.458\n2\t-0.365\t-1.466\t0.778\t-0.108\t-0.057\t-1.018\t-0.391\t0.237\t-1.205\t-0.168\t-0.435\t-0.104\t-0.180\t-1.346\t0.849\t-2.465\t0.214\t1.040\t-0.084\t-1.378\t0.789\t-1.613\t-0.337\t1.138\t-0.111\t0.021\t1.232\t-1.519\n2\t0.489\t0.778\t1.150\t0.490\t0.073\t-1.080\t0.273\t-0.376\t1.376\t0.091\t-0.160\t1.416\t-0.482\t-0.003\t2.009\t0.266\t1.125\t1.504\t-0.552\t0.909\t-0.333\t2.040\t1.444\t0.743\t1.045\t-0.696\t1.718\t-0.904\n2\t0.149\t-0.631\t0.646\t-1.122\t-1.457\t0.361\t-0.042\t0.702\t1.293\t-0.479\t0.744\t-1.640\t-1.255\t-0.006\t-0.379\t-2.216\t1.761\t-2.163\t-0.471\t0.925\t-0.228\t0.587\t-0.786\t0.120\t1.373\t-0.484\t0.465\t-0.270\n4\t-0.845\t0.892\t-1.551\t-0.323\t-1.359\t0.425\t1.354\t0.851\t-0.424\t-1.156\t3.002\t2.757\t-1.254\t0.639\t-1.180\t-1.338\t0.052\t0.054\t0.939\t-2.148\t-0.049\t0.307\t2.770\t-0.879\t0.409\t1.529\t2.173\t1.730\n0\t1.049\t-1.089\t-1.805\t-0.264\t-0.250\t0.615\t0.253\t-0.858\t-0.562\t-0.023\t-0.556\t-0.759\t-0.139\t-0.272\t0.298\t-0.029\t-0.532\t0.650\t-0.949\t1.022\t-0.872\t-0.621\t-1.756\t1.133\t0.583\t-0.696\t0.749\t-0.456\n0\t0.532\t1.084\t-0.341\t-0.269\t-0.041\t-0.214\t-0.482\t-0.160\t0.431\t-1.446\t-0.262\t-0.182\t0.812\t1.262\t0.551\t1.055\t-1.049\t0.906\t0.734\t-1.189\t-1.041\t0.511\t-0.254\t-0.796\t0.955\t-0.407\t0.520\t0.972\n4\t0.037\t1.815\t2.613\t-0.464\t-0.833\t1.130\t0.335\t1.136\t0.399\t-0.194\t-0.189\t0.433\t-0.211\t1.220\t-1.302\t1.214\t-1.873\t0.145\t-0.331\t-1.516\t-2.060\t-1.098\t0.046\t-0.602\t-1.041\t1.352\t-1.232\t0.679\n1\t0.440\t-0.075\t1.093\t0.970\t0.413\t0.055\t0.657\t0.314\t1.061\t0.900\t-1.018\t-1.086\t-0.701\t0.976\t-1.576\t0.395\t0.363\t1.163\t0.180\t-1.343\t-0.959\t-1.182\t-0.538\t-0.183\t-1.165\t1.471\t-1.325\t1.346\n0\t1.090\t-0.106\t-0.229\t-0.751\t1.105\t-0.227\t0.621\t0.383\t0.231\t-0.557\t-0.246\t0.647\t-0.782\t-0.512\t-0.731\t-0.026\t-0.319\t-0.871\t0.650\t-0.606\t0.061\t-1.168\t-1.638\t-0.691\t-1.944\t1.400\t1.401\t-0.073\n2\t-0.717\t-2.274\t0.053\t0.290\t-0.140\t1.137\t-0.904\t-0.005\t0.464\t0.778\t-0.760\t-0.160\t0.595\t-0.328\t1.470\t-1.311\t0.154\t0.184\t-1.287\t0.012\t-0.283\t-0.363\t-1.247\t-0.595\t0.947\t0.311\t-2.764\t-0.012\n3\t0.841\t-1.052\t-0.699\t-1.477\t1.283\t-0.766\t-0.314\t-0.567\t1.013\t-0.940\t1.513\t-1.470\t-1.749\t-0.707\t2.047\t-1.905\t0.396\t-0.054\t0.021\t1.783\t-0.586\t0.435\t0.011\t-0.524\t-0.639\t0.312\t-0.367\t-0.351\n2\t2.074\t-0.283\t-1.497\t-0.536\t1.214\t-0.339\t0.394\t0.051\t0.572\t0.501\t-0.297\t1.453\t0.509\t1.182\t-0.245\t-0.166\t2.681\t-0.037\t1.253\t-1.456\t0.358\t-0.408\t1.539\t-0.676\t-0.429\t0.580\t-1.051\t0.127\n3\t-0.567\t0.157\t-1.000\t0.637\t-0.546\t-0.115\t-1.128\t-1.240\t0.291\t1.251\t-1.035\t1.925\t0.678\t0.276\t-0.045\t-0.640\t0.866\t0.089\t-0.625\t-1.245\t2.704\t1.784\t0.035\t-0.263\t-0.163\t1.957\t0.062\t-1.285\n4\t0.363\t0.343\t-0.112\t0.301\t-0.991\t1.263\t0.071\t0.975\t-0.504\t1.956\t-0.233\t-0.794\t-2.077\t0.162\t0.759\t0.869\t0.037\t-1.028\t1.615\t-0.258\t-2.001\t-0.150\t-1.986\t-2.491\t-0.491\t-1.097\t-0.617\t-0.119\n3\t0.566\t-1.067\t-1.063\t-1.676\t-0.546\t3.493\t0.696\t-1.208\t1.020\t-0.623\t-1.035\t-0.308\t-0.164\t0.215\t0.683\t-0.883\t0.051\t-0.585\t-1.444\t-0.173\t-1.442\t0.658\t-1.514\t-0.803\t-0.572\t0.430\t0.623\t0.401\n3\t-0.538\t0.027\t-1.118\t0.342\t0.216\t-0.463\t1.311\t0.406\t1.418\t-2.304\t0.059\t0.943\t-0.204\t1.597\t-1.826\t-0.493\t0.908\t0.311\t-0.927\t-1.045\t0.451\t0.374\t-0.253\t0.496\t-1.837\t0.262\t-2.087\t1.255\n4\t1.006\t-0.042\t0.820\t-2.478\t-0.529\t-0.815\t-2.285\t0.103\t-0.100\t-0.467\t-0.126\t0.103\t1.013\t0.643\t0.329\t2.307\t-0.708\t-1.360\t1.174\t1.867\t-0.635\t1.378\t-0.533\t0.585\t0.640\t-0.631\t1.847\t1.962\n4\t-0.892\t1.578\t0.574\t0.300\t1.013\t0.894\t-1.959\t-1.705\t-0.143\t-1.074\t1.660\t-0.991\t0.092\t0.583\t2.444\t1.149\t-0.661\t0.525\t0.698\t0.622\t-0.981\t2.032\t-1.224\t0.680\t-0.882\t0.391\t-0.196\t-1.303\n3\t1.543\t0.143\t-2.307\t-0.772\t-0.552\t0.720\t-1.476\t0.061\t0.122\t0.437\t1.113\t-1.330\t-0.338\t-0.478\t-0.322\t-0.417\t0.101\t1.031\t-0.961\t-0.842\t-0.782\t1.297\t-0.395\t-0.381\t2.726\t-0.533\t-1.044\t-1.825\n4\t-0.187\t-0.851\t0.922\t-0.221\t0.608\t-1.194\t1.734\t1.277\t-1.910\t-0.802\t0.478\t-1.320\t-0.132\t0.427\t-0.185\t0.539\t-0.693\t-2.244\t0.982\t0.976\t2.504\t-2.207\t0.751\t-1.969\t1.756\t0.488\t-0.952\t0.780\n4\t-1.750\t-0.279\t0.514\t-0.920\t1.158\t1.692\t0.171\t-0.192\t-0.313\t1.772\t1.203\t-1.506\t-0.031\t1.797\t0.859\t-0.959\t-0.244\t-0.296\t-1.082\t2.203\t1.230\t0.431\t0.374\t1.349\t-0.396\t0.836\t2.176\t0.386\n3\t0.518\t-0.529\t-0.869\t-0.011\t0.137\t2.918\t-0.184\t-1.130\t0.273\t-2.075\t-0.092\t0.016\t0.795\t0.974\t-0.504\t-0.151\t-0.766\t-1.128\t0.310\t-1.274\t-0.415\t-0.995\t0.550\t1.801\t-1.302\t-1.853\t-0.125\t0.016\n2\t0.179\t0.032\t-0.778\t0.806\t0.015\t0.065\t-0.004\t-1.046\t-0.817\t-1.582\t1.139\t0.002\t0.995\t-0.450\t1.148\t-1.617\t0.972\t-0.078\t-1.386\t-2.823\t0.502\t0.990\t0.062\t0.603\t0.446\t0.056\t0.959\t-1.477\n4\t2.589\t0.145\t0.576\t1.400\t1.278\t0.511\t-0.141\t0.514\t-0.816\t0.152\t-1.109\t-1.781\t0.050\t1.262\t0.926\t-0.082\t1.747\t-0.569\t-1.918\t-2.182\t-1.181\t0.817\t-0.635\t0.461\t1.646\t-1.100\t0.478\t0.539\n1\t-0.356\t1.544\t-0.747\t0.558\t2.328\t-0.982\t0.949\t0.678\t-0.198\t0.817\t-0.111\t0.879\t0.249\t0.397\t0.332\t-1.242\t-1.051\t-1.057\t-1.199\t-0.414\t-1.802\t0.221\t-0.841\t0.301\t0.187\t-0.902\t0.203\t-0.755\n1\t-0.969\t-1.248\t0.889\t-0.935\t1.427\t-0.746\t0.605\t1.912\t0.603\t1.930\t-0.945\t1.195\t-0.707\t0.987\t-0.057\t0.241\t-0.022\t-0.308\t0.128\t0.435\t-1.501\t-0.279\t0.655\t0.158\t0.968\t-1.475\t0.311\t0.765\n4\t-0.913\t1.858\t0.251\t0.372\t0.424\t-0.072\t-0.618\t-1.621\t-0.236\t-1.113\t-0.435\t0.520\t-1.182\t-2.330\t-1.115\t-0.146\t1.613\t1.527\t2.460\t-1.046\t-1.821\t0.054\t0.002\t2.159\t-1.217\t-0.036\t1.673\t0.944\n4\t-0.446\t-2.462\t1.944\t-1.343\t0.241\t0.377\t2.178\t2.313\t0.408\t-1.025\t-0.994\t-0.622\t-0.029\t-0.465\t-0.970\t0.089\t-0.842\t1.383\t-0.834\t-0.684\t0.112\t-1.306\t-0.371\t-1.503\t-0.060\t-0.828\t-0.495\t0.139\n3\t0.983\t0.036\t-1.637\t-0.122\t0.676\t-0.303\t-0.928\t0.604\t-0.266\t-0.085\t-1.314\t1.460\t1.576\t-0.432\t-0.709\t2.396\t0.267\t-0.815\t0.260\t0.030\t1.182\t2.309\t-0.033\t0.706\t-0.446\t-1.258\t0.065\t-1.865\n1\t-0.137\t-0.309\t1.254\t-0.581\t0.459\t-2.130\t0.316\t-0.331\t-1.826\t-0.006\t-0.473\t0.149\t-1.130\t-0.446\t-0.988\t-0.356\t1.026\t-0.319\t-1.688\t1.294\t0.818\t-0.187\t0.428\t-0.590\t0.703\t0.695\t-0.688\t-0.475\n0\t0.813\t1.117\t-0.176\t0.056\t-0.343\t0.996\t0.392\t-0.558\t-0.513\t-0.015\t-0.332\t1.442\t0.808\t0.806\t0.234\t-0.827\t0.696\t-2.098\t0.174\t-0.812\t-0.889\t-0.463\t-0.084\t-0.023\t0.790\t-0.174\t-0.102\t-1.396\n3\t0.244\t-0.855\t-0.103\t0.798\t-0.578\t0.011\t1.035\t-0.032\t-1.537\t-2.274\t-1.142\t1.183\t-0.261\t0.347\t1.297\t-1.246\t2.664\t-0.105\t0.536\t-0.705\t-0.966\t0.025\t-0.610\t0.091\t-2.129\t-1.374\t-0.517\t-1.138\n4\t-0.011\t0.733\t0.531\t-0.180\t0.558\t1.424\t-1.787\t-2.029\t1.298\t0.899\t1.430\t-0.108\t1.754\t2.893\t1.153\t0.582\t0.734\t0.169\t0.322\t0.449\t2.273\t-0.761\t-0.222\t0.003\t0.627\t0.246\t-1.287\t0.074\n0\t0.864\t1.221\t-0.126\t-0.028\t0.607\t0.725\t-0.892\t-1.326\t-0.880\t-1.655\t-0.040\t0.223\t-0.365\t1.268\t-0.230\t-1.589\t-0.173\t-1.458\t-0.491\t0.334\t0.367\t-0.379\t-0.177\t-0.766\t-0.166\t0.555\t0.466\t-0.599\n0\t0.413\t0.838\t0.127\t-0.514\t-0.436\t0.220\t0.049\t0.905\t-0.480\t-1.218\t0.359\t-0.478\t0.784\t0.008\t0.655\t-1.014\t0.143\t-0.699\t-1.220\t-0.861\t-0.544\t1.245\t-0.571\t-1.272\t0.131\t0.029\t-0.492\t-0.161\n2\t-1.164\t-0.612\t-0.260\t0.038\t-1.052\t0.304\t-1.683\t-0.164\t0.143\t-0.604\t-1.022\t2.212\t-0.575\t-1.317\t1.971\t0.302\t0.146\t1.801\t0.214\t-0.890\t-0.859\t0.697\t-0.071\t-0.836\t0.809\t-0.505\t-1.583\t-0.353\n0\t0.286\t-1.688\t-0.349\t-0.016\t-0.055\t0.715\t0.165\t0.445\t-0.599\t1.707\t-0.289\t0.329\t0.114\t0.451\t1.200\t-0.841\t0.826\t0.737\t0.173\t0.227\t-1.156\t-0.340\t-1.907\t-0.306\t-0.063\t-1.399\t0.299\t1.207\n3\t1.092\t-0.962\t-1.554\t1.162\t-0.744\t-1.188\t0.740\t0.617\t0.928\t-1.809\t-0.145\t-0.450\t0.814\t0.064\t-1.626\t0.821\t-0.621\t0.408\t-0.770\t-0.889\t-0.210\t-0.377\t1.039\t-3.112\t0.214\t0.133\t0.878\t1.088\n1\t0.029\t-1.010\t-0.942\t1.298\t0.045\t0.970\t-0.165\t0.420\t-1.744\t0.861\t-0.029\t-0.470\t0.629\t0.994\t-0.406\t-1.196\t1.666\t-0.216\t-1.919\t-0.422\t0.450\t-0.082\t-0.129\t-0.352\t-0.421\t-1.278\t-1.298\t0.364\n2\t-0.049\t-1.292\t-0.391\t1.243\t-0.456\t-1.001\t-1.657\t1.329\t0.085\t0.676\t0.781\t-1.049\t-0.462\t1.476\t1.353\t0.175\t1.396\t1.080\t1.762\t0.539\t-1.372\t-0.421\t1.590\t-0.166\t-0.915\t-0.640\t-0.968\t0.225\n3\t-0.728\t-0.054\t0.931\t2.046\t-1.460\t0.022\t-3.130\t-0.429\t0.117\t0.163\t1.638\t-0.227\t1.562\t0.247\t-0.510\t0.191\t0.129\t0.199\t-0.698\t-0.710\t1.136\t1.055\t-0.829\t-0.135\t0.383\t0.815\t0.188\t1.154\n2\t-0.239\t0.915\t-1.645\t0.360\t0.440\t-0.960\t1.862\t-1.257\t-0.243\t2.455\t-0.951\t-0.621\t0.156\t-1.328\t0.517\t-1.781\t0.001\t1.447\t0.641\t-0.041\t-0.322\t-0.085\t-0.287\t0.398\t0.645\t0.144\t0.701\t0.514\n2\t-1.489\t0.559\t0.073\t0.091\t0.337\t-0.350\t0.070\t0.241\t0.746\t-1.527\t1.291\t-1.155\t0.762\t0.079\t-1.281\t0.528\t-0.945\t1.069\t-0.711\t-1.495\t1.534\t0.181\t0.867\t-0.851\t-1.892\t1.675\t-0.006\t0.491\n4\t1.731\t0.573\t0.122\t0.045\t1.283\t1.105\t-2.333\t-2.116\t0.784\t0.606\t-1.329\t-0.452\t0.735\t-0.325\t1.125\t-2.748\t0.346\t0.349\t0.404\t0.527\t0.819\t0.540\t0.128\t-0.945\t-1.558\t1.072\t-0.126\t-0.848\n2\t-1.986\t-0.674\t1.023\t0.251\t0.339\t-0.655\t1.062\t0.733\t-1.579\t0.143\t0.110\t-0.608\t1.052\t-0.971\t0.594\t-1.564\t-1.212\t-0.494\t1.219\t-1.214\t0.005\t-0.301\t0.340\t-1.220\t0.094\t1.355\t1.670\t-1.590\n4\t-0.159\t1.271\t-1.309\t1.081\t-0.115\t0.390\t1.597\t0.622\t0.281\t0.420\t-0.873\t2.010\t-0.421\t0.400\t0.201\t0.487\t0.631\t-0.214\t-1.148\t0.921\t-2.085\t0.310\t-2.415\t-1.228\t2.470\t-1.816\t0.063\t-0.679\n3\t-0.052\t0.769\t0.530\t-0.276\t0.135\t0.939\t-1.530\t0.405\t-0.836\t0.119\t2.106\t1.836\t-0.166\t0.991\t-1.073\t0.352\t-0.372\t0.651\t-0.937\t0.177\t0.935\t-1.923\t1.577\t-0.454\t-1.823\t0.593\t-1.139\t-1.475\n1\t-0.611\t-0.782\t0.116\t-1.516\t-0.216\t0.382\t-0.725\t0.041\t0.265\t-1.762\t0.206\t-0.459\t1.847\t0.198\t-0.919\t-1.817\t-0.050\t1.306\t-0.605\t0.315\t0.740\t0.688\t-0.004\t-0.658\t-0.260\t-1.070\t-0.943\t0.990\n1\t0.151\t-0.113\t0.857\t0.526\t-0.628\t1.745\t1.204\t-0.867\t-0.344\t-0.158\t0.816\t-0.809\t-0.669\t0.878\t0.559\t-1.948\t0.658\t-1.474\t-0.635\t-0.365\t-0.469\t-0.649\t-1.038\t0.512\t-1.613\t-0.532\t0.791\t0.397\n2\t-1.429\t1.286\t0.121\t-0.203\t0.431\t0.237\t0.767\t0.538\t0.718\t1.351\t0.884\t-0.160\t-1.123\t1.668\t-0.238\t-0.473\t-1.737\t0.338\t0.149\t-1.515\t0.453\t-0.498\t2.690\t-0.569\t-0.435\t-0.875\t1.278\t-0.373\n2\t-0.699\t1.247\t0.314\t-1.193\t1.339\t0.108\t0.286\t-1.216\t1.878\t1.293\t0.527\t0.508\t0.599\t0.050\t-0.563\t2.102\t0.100\t-1.871\t0.311\t-0.585\t-0.159\t-1.166\t1.209\t-0.466\t-0.375\t-0.557\t0.964\t0.777\n2\t0.347\t-0.184\t1.339\t0.658\t-0.317\t-1.351\t1.346\t0.782\t1.288\t0.964\t-1.219\t0.461\t0.953\t0.111\t-0.324\t-0.465\t-0.764\t-0.107\t-1.252\t-1.826\t-0.550\t-0.585\t2.238\t1.364\t-0.204\t-0.030\t1.052\t-0.014\n0\t0.698\t1.842\t-0.340\t-0.117\t0.949\t0.611\t0.944\t-0.602\t-0.560\t-0.839\t-1.064\t-0.254\t0.032\t-1.757\t0.037\t-0.908\t0.283\t0.520\t-0.365\t0.543\t-0.919\t0.058\t-1.105\t0.706\t-0.463\t-0.509\t-0.886\t1.832\n4\t-1.450\t-1.283\t-0.922\t1.434\t0.541\t1.966\t-1.912\t0.607\t0.463\t-1.634\t0.449\t0.493\t-0.645\t0.527\t-1.090\t0.733\t1.188\t-0.836\t0.926\t-1.460\t0.118\t0.045\t-0.355\t-0.375\t1.646\t-2.578\t1.555\t-1.306\n1\t0.138\t-1.072\t-1.138\t-2.150\t0.842\t0.490\t0.199\t0.254\t1.126\t0.691\t0.596\t1.034\t0.373\t0.137\t-0.731\t-1.910\t-0.892\t0.655\t-0.494\t-0.309\t0.709\t-1.793\t0.757\t0.807\t-0.072\t-0.046\t-0.184\t0.662\n4\t1.327\t-0.327\t-0.250\t-0.162\t0.275\t-0.581\t-2.894\t1.193\t1.795\t-0.612\t-1.067\t-0.137\t-0.188\t0.996\t0.055\t-0.793\t-1.318\t0.866\t0.600\t1.061\t-0.968\t1.838\t-1.744\t0.710\t-1.910\t-0.790\t1.561\t0.831\n2\t0.366\t-0.507\t-0.189\t0.161\t-0.007\t0.736\t0.487\t-1.508\t-1.358\t-0.370\t1.829\t-0.852\t-0.208\t-0.536\t-0.554\t0.178\t1.401\t0.456\t-0.804\t2.753\t0.079\t-0.577\t1.412\t-0.469\t1.663\t-0.871\t1.430\t0.201\n3\t-1.313\t0.624\t1.626\t0.497\t-1.879\t-0.325\t0.890\t-0.392\t0.682\t-1.426\t-1.990\t0.022\t-2.174\t1.214\t-0.757\t0.350\t1.265\t0.042\t-0.837\t-0.684\t0.282\t-0.880\t-0.162\t0.063\t-0.397\t-2.039\t0.275\t0.554\n1\t1.155\t0.571\t-0.154\t-0.544\t0.771\t0.275\t-0.861\t1.302\t0.262\t0.653\t-0.392\t1.131\t-1.585\t1.675\t-1.939\t-1.377\t0.252\t-0.531\t-0.328\t-0.531\t-0.783\t0.317\t-0.049\t0.885\t0.080\t-0.417\t0.774\t-1.832\n4\t1.116\t0.766\t-1.191\t-0.179\t0.540\t-2.216\t-1.627\t-1.394\t-1.241\t1.364\t-0.761\t1.809\t0.578\t-0.726\t0.127\t-1.594\t-0.897\t0.344\t1.192\t-1.437\t-1.020\t-0.293\t2.070\t0.593\t0.002\t-0.619\t-0.201\t-0.024\n1\t1.479\t0.664\t2.139\t-1.457\t0.119\t-0.612\t-0.091\t-0.270\t-0.086\t0.852\t0.662\t0.177\t0.086\t0.109\t-0.434\t1.240\t0.273\t1.276\t1.505\t-0.249\t-0.563\t-0.550\t1.856\t-0.640\t-0.545\t0.246\t-0.187\t-0.047\n0\t0.028\t-1.116\t-0.366\t0.203\t-1.551\t1.923\t1.126\t-1.264\t1.276\t0.658\t-0.915\t-0.478\t-1.186\t-0.563\t0.669\t-0.433\t0.052\t0.228\t0.931\t0.060\t1.666\t0.548\t-0.244\t-0.611\t-0.898\t0.007\t-0.003\t-0.430\n3\t-0.282\t0.325\t-2.009\t1.822\t-0.670\t-0.296\t0.260\t-0.196\t0.961\t-0.370\t-0.580\t0.933\t-2.732\t-1.275\t0.243\t0.838\t0.847\t-2.723\t-0.484\t0.860\t-1.027\t-0.233\t0.451\t0.065\t0.489\t-0.173\t0.570\t0.593\n1\t-1.716\t-0.486\t0.862\t1.005\t-1.143\t-0.860\t0.231\t0.248\t0.018\t-1.470\t-0.688\t-0.993\t-0.831\t-0.948\t-0.545\t0.881\t1.075\t-0.490\t0.097\t-0.322\t1.239\t1.151\t-0.477\t0.577\t1.343\t-0.241\t-1.088\t1.270\n0\t0.716\t0.805\t-1.525\t-0.641\t-0.801\t-0.699\t1.255\t0.088\t-0.862\t-0.843\t-0.603\t0.093\t-0.942\t-0.509\t-0.593\t0.117\t0.902\t0.725\t0.375\t-0.387\t-0.905\t-0.380\t0.385\t0.700\t-0.400\t0.488\t0.178\t0.032\n0\t0.672\t-0.096\t0.529\t-0.126\t0.217\t0.575\t-0.398\t-1.234\t0.276\t1.189\t0.299\t0.318\t-0.042\t0.739\t-0.186\t-0.454\t1.105\t-0.531\t0.889\t1.106\t0.567\t-1.249\t0.027\t-0.202\t-0.496\t0.143\t0.769\t-0.459\n3\t0.497\t0.791\t1.134\t0.659\t-0.407\t-1.810\t0.991\t-0.525\t-1.447\t1.872\t-0.061\t0.489\t0.228\t-0.014\t-0.387\t-0.584\t2.225\t-1.458\t-0.433\t-0.890\t0.518\t-0.414\t-0.499\t0.642\t1.935\t-0.830\t-1.551\t0.063\n1\t-0.005\t0.140\t0.260\t-0.162\t0.363\t-0.375\t0.292\t-1.201\t0.740\t-0.944\t0.770\t0.874\t1.145\t1.723\t0.336\t-1.014\t1.691\t0.944\t0.280\t-2.281\t-0.678\t1.068\t-0.440\t1.824\t-0.884\t0.183\t-0.572\t0.182\n3\t1.125\t-0.957\t-2.429\t1.806\t0.808\t-0.305\t1.265\t0.080\t0.162\t1.593\t0.332\t1.110\t-0.512\t-1.308\t-0.314\t0.696\t1.547\t0.116\t2.162\t-0.678\t-0.860\t0.185\t0.275\t-0.285\t-0.381\t-0.706\t0.758\t0.186\n3\t-1.992\t-0.652\t2.554\t-0.205\t1.139\t-0.028\t-0.330\t0.933\t1.197\t-0.892\t-1.098\t-1.368\t-0.878\t1.136\t0.031\t1.184\t-1.033\t-1.003\t-0.392\t0.297\t-0.140\t0.698\t0.414\t0.488\t0.685\t1.096\t-2.460\t-0.012\n1\t0.543\t0.374\t0.927\t1.441\t-1.064\t0.300\t-0.722\t1.070\t0.724\t-0.970\t-0.007\t-1.501\t0.950\t-0.536\t-1.130\t-0.346\t0.584\t0.287\t-0.489\t-0.105\t-0.292\t-0.934\t-1.866\t-0.006\t0.585\t-0.016\t2.050\t-0.596\n3\t-0.312\t1.000\t2.085\t-0.398\t0.746\t0.791\t-2.211\t0.479\t-0.610\t-1.343\t1.161\t0.397\t2.040\t0.758\t-0.109\t-0.550\t-1.531\t1.120\t0.776\t0.268\t1.265\t-0.087\t-0.454\t0.048\t0.327\t1.500\t-0.942\t-0.441\n1\t0.722\t0.397\t0.726\t-0.603\t-1.060\t-0.819\t-0.750\t-0.047\t-1.184\t1.065\t0.516\t-0.865\t-0.199\t-0.887\t-0.149\t-0.835\t2.142\t-1.591\t-1.270\t-0.238\t0.094\t0.100\t0.918\t0.443\t-0.922\t1.062\t0.628\t1.387\n0\t-1.131\t-0.498\t1.009\t0.259\t-1.518\t-0.040\t0.583\t0.714\t1.046\t1.198\t0.570\t0.487\t0.233\t0.842\t-0.788\t-0.204\t-0.699\t0.434\t-0.259\t1.013\t0.052\t1.064\t-2.111\t-0.720\t0.938\t0.020\t1.056\t0.251\n3\t-0.436\t1.048\t-1.069\t0.345\t-0.384\t-0.762\t2.586\t0.419\t0.613\t1.138\t-1.421\t1.752\t-2.509\t-0.769\t-0.459\t0.582\t0.219\t-0.167\t-0.012\t-0.978\t-1.497\t0.727\t0.694\t1.584\t-0.790\t0.693\t-0.284\t1.190\n3\t-2.405\t1.667\t-1.732\t0.492\t-1.516\t1.371\t0.616\t0.513\t-0.982\t0.400\t-0.449\t-1.538\t-0.357\t-0.843\t-0.973\t0.229\t-1.497\t1.457\t0.826\t-0.272\t1.543\t-0.817\t0.200\t0.347\t-1.251\t0.881\t-0.866\t0.673\n1\t1.791\t0.555\t0.599\t0.304\t1.028\t-1.300\t-1.776\t0.931\t-0.267\t-0.466\t-0.167\t0.359\t1.275\t0.653\t-0.315\t0.378\t-0.064\t-1.013\t-1.459\t1.522\t0.476\t-0.539\t1.415\t0.472\t0.602\t0.727\t0.104\t-0.111\n1\t0.074\t1.183\t-0.857\t0.213\t-0.593\t1.477\t-0.055\t-0.211\t-1.136\t0.828\t0.442\t-0.018\t0.603\t1.071\t0.202\t0.445\t0.542\t-1.761\t0.471\t-1.637\t0.007\t0.563\t-1.827\t0.052\t-0.354\t-0.249\t0.777\t1.900\n1\t-1.096\t0.680\t2.348\t0.543\t-0.414\t-0.349\t1.909\t0.307\t-0.766\t-0.062\t0.215\t0.469\t1.512\t1.276\t0.198\t-0.041\t0.396\t-0.608\t0.980\t-0.203\t0.491\t1.713\t0.553\t0.231\t-0.517\t-0.078\t-1.136\t0.533\n2\t0.544\t-0.400\t-0.081\t0.017\t-0.542\t0.132\t0.690\t-0.129\t1.372\t1.563\t-0.845\t0.409\t-0.239\t-0.763\t-0.037\t-2.136\t0.778\t0.868\t0.230\t0.966\t-0.699\t-2.784\t-0.481\t-1.217\t0.011\t1.440\t0.295\t-0.258\n2\t0.482\t2.405\t0.256\t-0.911\t0.835\t0.135\t0.040\t0.296\t-0.396\t1.869\t-1.628\t0.816\t0.133\t0.455\t-0.380\t1.514\t0.884\t-0.770\t1.120\t0.300\t-0.584\t-1.693\t0.769\t-0.724\t0.527\t1.462\t-0.811\t1.345\n1\t-1.381\t-2.147\t0.623\t0.190\t-0.477\t-1.506\t-0.135\t0.374\t-0.022\t-1.567\t0.852\t-0.530\t-2.097\t0.309\t0.369\t-1.057\t-0.979\t0.866\t0.175\t0.673\t-0.209\t0.413\t1.005\t0.180\t-0.207\t-0.263\t1.081\t-0.028\n1\t-1.228\t1.040\t0.218\t0.939\t0.109\t1.622\t-0.877\t0.536\t-0.694\t1.410\t-0.165\t-0.335\t-0.135\t1.214\t0.589\t1.901\t-0.946\t-0.159\t0.487\t-0.255\t-0.174\t0.457\t0.172\t1.128\t1.314\t1.719\t-0.125\t-0.535\n2\t2.111\t-1.228\t0.076\t0.155\t0.115\t0.882\t-0.377\t-0.297\t0.094\t-1.672\t-0.991\t1.242\t-0.529\t-1.946\t-1.564\t-0.851\t-0.544\t-0.485\t1.382\t0.276\t1.174\t0.312\t0.427\t-0.314\t1.147\t-1.061\t-0.173\t-1.327\n3\t-0.443\t-0.249\t0.726\t-0.144\t-0.435\t-0.495\t-1.986\t0.763\t-1.007\t1.858\t-0.288\t1.309\t-1.809\t0.731\t0.989\t1.304\t-1.528\t-0.703\t0.577\t0.148\t0.293\t-0.360\t1.551\t2.608\t0.104\t0.453\t0.056\t1.284\n3\t1.666\t-0.246\t1.137\t-0.912\t0.331\t1.016\t2.029\t-0.997\t-1.046\t1.761\t1.675\t0.219\t0.502\t-0.382\t-0.148\t-1.700\t0.028\t0.140\t2.071\t1.504\t0.552\t-0.939\t-0.481\t-0.217\t1.033\t-1.651\t-0.198\t-0.051\n3\t-0.020\t-1.327\t0.667\t-0.245\t-2.780\t0.778\t1.164\t1.339\t-1.277\t-1.917\t-0.410\t0.518\t-0.943\t-1.591\t0.725\t-0.345\t0.623\t0.016\t-0.166\t-0.064\t-0.358\t-0.459\t-1.101\t0.483\t1.248\t-0.500\t1.866\t0.377\n3\t2.196\t0.976\t0.004\t2.401\t0.811\t-0.012\t2.281\t0.659\t0.615\t-0.386\t0.049\t-0.411\t1.440\t-1.609\t1.366\t-0.877\t-0.058\t-0.295\t-0.520\t0.690\t-0.005\t-0.668\t0.154\t-0.696\t-0.538\t-1.497\t-0.450\t0.494\n4\t1.145\t-1.352\t-0.410\t-0.123\t1.048\t1.869\t0.710\t-0.570\t-0.371\t-2.411\t-0.167\t1.568\t0.456\t0.543\t1.784\t2.361\t0.864\t1.308\t-1.954\t0.685\t0.186\t-0.862\t1.090\t0.655\t-0.706\t-0.641\t1.166\t0.941\n0\t0.801\t1.137\t0.171\t0.003\t-1.053\t0.947\t0.123\t1.140\t0.562\t1.417\t0.879\t0.964\t0.283\t-0.318\t-0.037\t-0.404\t0.536\t-1.529\t0.344\t0.200\t0.155\t-0.789\t-1.289\t-0.758\t-0.058\t-0.089\t-0.181\t-0.014\n3\t-0.775\t-0.066\t0.894\t-0.635\t-0.417\t-0.655\t-0.321\t-1.012\t-0.330\t0.373\t-0.703\t-1.807\t1.091\t1.049\t2.107\t-0.399\t0.588\t-1.136\t1.180\t-0.185\t-0.422\t1.703\t-1.293\t-0.214\t-1.590\t0.469\t-1.140\t-2.061\n4\t-0.610\t-1.331\t0.663\t0.045\t1.376\t0.317\t-0.647\t-1.372\t0.256\t-1.045\t-0.714\t0.783\t0.805\t-0.379\t2.149\t0.257\t-1.749\t-0.364\t-1.825\t-0.301\t-0.323\t-2.602\t1.065\t1.344\t1.746\t-0.487\t-0.274\t1.011\n2\t-0.661\t-0.905\t0.259\t-0.895\t-0.878\t-0.832\t2.205\t-0.117\t0.353\t-0.569\t-0.334\t-1.776\t0.024\t1.486\t0.966\t-0.155\t0.980\t1.435\t-1.081\t0.742\t-1.560\t-1.045\t1.114\t0.887\t-0.160\t0.286\t-0.879\t0.545\n3\t-0.406\t0.808\t-0.089\t-0.030\t0.903\t0.764\t0.648\t-0.529\t-3.019\t1.169\t1.776\t-1.546\t1.699\t0.443\t-1.587\t-0.141\t-0.329\t-0.388\t0.502\t-0.178\t-0.684\t1.722\t0.486\t-0.714\t1.468\t-0.408\t0.334\t1.237\n4\t0.502\t-0.583\t-1.647\t0.159\t1.248\t1.331\t0.319\t-0.456\t0.923\t-1.098\t-0.617\t-1.431\t0.998\t-1.636\t0.408\t2.326\t0.402\t-0.969\t-0.418\t-1.510\t-0.895\t-0.715\t-0.833\t0.137\t-2.781\t-1.243\t0.574\t2.099\n0\t0.853\t0.029\t-0.296\t0.300\t0.506\t-0.871\t-0.819\t0.094\t1.038\t-0.256\t0.778\t0.974\t1.060\t-1.157\t1.104\t1.020\t0.484\t-0.247\t-0.096\t0.189\t0.475\t-0.850\t-0.918\t1.188\t0.482\t-0.042\t0.007\t0.736\n1\t0.955\t-0.656\t0.624\t-1.226\t0.486\t-1.190\t-1.718\t-0.645\t-0.255\t1.275\t1.096\t0.119\t-0.945\t-0.511\t1.388\t-0.518\t0.839\t1.637\t-0.840\t0.263\t0.761\t0.784\t0.536\t0.444\t0.982\t-0.020\t-0.183\t0.791\n0\t0.321\t-1.125\t-0.138\t1.692\t-0.507\t-0.674\t0.773\t-0.560\t-0.899\t-0.688\t0.970\t-0.191\t0.810\t1.182\t-0.434\t-0.159\t-0.235\t-0.797\t1.003\t-0.423\t-1.038\t1.708\t-0.228\t-0.062\t-0.576\t-1.150\t-1.493\t0.865\n4\t-1.087\t1.813\t0.527\t1.922\t0.864\t-1.324\t0.645\t-0.984\t0.007\t-0.076\t-1.618\t-0.813\t2.205\t0.238\t-0.176\t1.813\t-0.396\t-0.091\t0.991\t-0.401\t-0.747\t-2.254\t-0.936\t-0.946\t0.159\t-0.610\t2.158\t-1.058\n4\t0.749\t-0.766\t-0.088\t-0.306\t0.149\t-0.888\t0.835\t-1.453\t0.441\t2.589\t-0.204\t1.176\t-0.442\t1.537\t-0.186\t0.100\t0.107\t-1.228\t0.557\t-0.057\t-0.163\t-2.000\t1.658\t2.279\t-2.551\t0.126\t0.150\t1.789\n2\t0.865\t0.236\t0.340\t-1.398\t1.560\t-0.114\t-2.108\t-0.137\t0.080\t0.537\t-0.072\t-0.577\t-0.529\t0.002\t-0.183\t1.993\t-0.327\t-0.769\t1.086\t0.002\t0.911\t-0.087\t0.717\t1.263\t1.427\t0.761\t-2.075\t-1.514\n1\t-1.079\t-0.345\t1.075\t-0.508\t0.261\t1.125\t0.382\t1.974\t0.068\t-0.157\t-0.382\t1.992\t1.219\t-1.459\t2.110\t0.498\t0.129\t0.518\t-0.959\t0.197\t-0.309\t-0.360\t0.959\t-0.264\t0.100\t0.328\t0.944\t1.268\n1\t1.694\t0.915\t2.268\t1.801\t0.192\t1.064\t-0.231\t1.347\t-1.146\t-0.432\t-0.688\t-0.369\t-0.329\t-0.001\t0.657\t0.127\t0.458\t-0.980\t-0.650\t-0.441\t-0.100\t1.244\t0.072\t-0.741\t0.614\t0.077\t-0.239\t1.378\n0\t-0.343\t-0.371\t-1.408\t-0.778\t-1.111\t1.752\t0.936\t1.272\t0.722\t-1.129\t-0.525\t0.489\t-1.222\t0.713\t-0.240\t-0.375\t0.711\t0.444\t-0.361\t1.159\t-1.081\t0.616\t0.593\t-0.310\t0.326\t-1.251\t0.924\t-0.185\n1\t2.413\t-0.598\t-1.363\t-0.205\t0.299\t0.050\t-0.157\t-0.129\t-1.182\t-0.924\t1.222\t0.738\t-1.442\t-0.877\t-1.188\t0.402\t1.170\t-0.773\t0.449\t-0.668\t-0.741\t-0.415\t0.697\t-0.141\t0.068\t0.084\t-0.361\t1.385\n0\t-0.237\t0.177\t0.673\t-0.114\t-0.122\t0.267\t-0.399\t-0.350\t-0.899\t-0.042\t0.448\t-0.269\t-0.774\t-0.096\t0.397\t0.128\t2.230\t-0.656\t-0.150\t0.779\t-0.695\t1.928\t0.005\t0.561\t0.019\t1.019\t-1.063\t1.572\n0\t1.626\t-0.205\t-0.792\t-1.253\t0.181\t0.997\t0.024\t-0.177\t-2.095\t0.146\t-0.321\t-0.076\t-0.447\t1.417\t0.187\t0.099\t1.252\t0.252\t0.960\t0.814\t0.526\t-0.291\t0.283\t0.308\t1.955\t-0.094\t0.394\t-0.356\n3\t0.770\t-1.022\t0.456\t0.215\t-1.135\t1.156\t1.607\t0.060\t-0.133\t-0.367\t2.534\t0.939\t-0.715\t-1.592\t-0.427\t-0.420\t0.255\t0.045\t1.145\t-2.708\t0.538\t0.894\t-1.797\t-0.867\t-0.484\t0.506\t-0.414\t-0.034\n1\t-0.931\t-0.962\t1.229\t0.661\t-0.130\t0.832\t0.301\t-1.186\t-2.398\t-0.567\t1.085\t-0.428\t0.460\t0.184\t-1.694\t-0.406\t0.359\t-0.787\t-0.363\t0.392\t0.073\t1.047\t0.384\t-0.956\t-0.478\t0.020\t1.338\t-0.474\n3\t-1.099\t0.513\t0.126\t0.689\t0.451\t-0.668\t0.572\t1.294\t0.556\t-0.571\t-1.364\t-2.152\t-1.247\t1.795\t-0.790\t0.620\t-0.899\t-0.367\t-1.178\t-0.083\t0.347\t-0.968\t-0.113\t1.116\t1.301\t1.264\t0.492\t2.126\n1\t0.473\t-2.150\t0.112\t-0.792\t0.052\t0.384\t0.669\t0.227\t-0.258\t1.431\t-0.853\t-1.277\t-0.270\t-0.352\t-0.835\t0.545\t-0.518\t0.701\t-1.642\t-0.758\t1.018\t-0.565\t-0.758\t1.487\t1.396\t-1.145\t-0.229\t0.096\n0\t-0.325\t-0.505\t-0.035\t-0.110\t0.275\t-0.201\t-0.434\t0.778\t0.603\t-0.032\t1.195\t0.083\t-0.161\t-0.069\t0.165\t-0.917\t-1.874\t0.281\t0.834\t-1.001\t1.073\t-1.646\t-0.559\t1.706\t0.356\t-0.302\t0.252\t1.196\n4\t0.639\t-0.708\t-0.435\t-1.478\t-2.291\t-1.108\t-1.570\t0.337\t-0.518\t-0.538\t-0.984\t-3.233\t1.508\t-1.000\t-0.412\t-1.455\t0.972\t0.143\t-0.826\t-0.392\t1.678\t-0.073\t-0.182\t-0.941\t-1.895\t-0.160\t0.325\t1.100\n1\t0.496\t1.483\t0.705\t0.810\t0.294\t-1.503\t-1.045\t0.455\t-0.011\t0.440\t1.676\t0.726\t1.259\t0.095\t-0.807\t-0.058\t-0.805\t1.558\t0.790\t0.521\t1.236\t-2.020\t0.588\t-1.311\t-0.007\t-0.312\t0.662\t0.228\n4\t0.672\t1.168\t-1.575\t0.452\t0.632\t-0.012\t0.476\t-1.548\t0.221\t-0.638\t-1.008\t1.585\t0.908\t-1.654\t2.767\t0.519\t-1.204\t-0.194\t1.077\t0.991\t-0.879\t-0.107\t1.325\t0.689\t0.623\t0.109\t-2.913\t0.312\n0\t-0.200\t1.765\t-0.296\t0.099\t-0.076\t0.691\t0.226\t0.718\t-1.081\t0.573\t-0.532\t0.040\t-0.201\t0.999\t-1.162\t-0.050\t0.399\t0.898\t0.134\t-0.524\t-0.044\t-1.065\t0.238\t1.851\t-0.922\t-0.069\t-0.786\t0.029\n1\t1.195\t1.920\t1.271\t0.362\t1.120\t0.447\t-0.196\t-0.362\t0.082\t-0.909\t1.128\t0.374\t-0.595\t-0.973\t0.956\t0.200\t-0.465\t0.262\t0.009\t-0.618\t1.955\t-0.788\t-0.825\t-1.495\t-0.766\t-0.424\t-0.824\t-0.381\n4\t-0.285\t1.179\t-0.262\t0.362\t0.468\t0.161\t-1.104\t-0.342\t-2.077\t1.643\t-3.360\t0.842\t0.109\t-1.737\t0.261\t-1.107\t0.432\t-0.058\t0.229\t-0.369\t1.330\t-1.016\t-0.674\t-0.171\t-0.102\t-1.132\t-1.995\t0.356\n4\t-0.051\t-0.297\t-1.806\t-0.662\t-0.829\t-0.679\t0.617\t0.140\t-0.891\t0.936\t1.791\t0.637\t2.600\t0.053\t1.681\t0.724\t1.674\t-0.481\t-0.360\t0.633\t-0.946\t-1.479\t-1.948\t-0.095\t1.383\t0.499\t-0.980\t-0.525\n4\t-0.483\t0.087\t-2.005\t-0.145\t-0.971\t0.947\t0.175\t-1.274\t0.652\t-1.027\t1.203\t1.109\t-0.810\t0.606\t-0.649\t-0.040\t1.218\t1.623\t-0.072\t-2.552\t0.664\t1.998\t-2.004\t-0.601\t-1.111\t-0.269\t1.695\t0.154\n0\t1.048\t-0.573\t-0.216\t-0.069\t0.920\t-0.428\t0.603\t-0.001\t-1.213\t-0.003\t1.104\t0.006\t-0.329\t1.424\t0.390\t-1.382\t-0.289\t0.268\t0.235\t0.511\t-0.161\t-0.212\t0.014\t0.794\t-0.684\t-0.072\t0.248\t-0.538\n4\t-0.546\t-0.519\t0.101\t0.514\t1.252\t-0.456\t-1.612\t0.157\t-0.457\t-1.301\t0.298\t-0.213\t0.307\t-0.894\t0.487\t-1.317\t-0.828\t-0.243\t1.742\t0.785\t1.077\t1.417\t3.603\t0.042\t1.420\t1.013\t0.996\t1.774\n2\t0.902\t-1.393\t-0.063\t1.367\t-1.922\t0.614\t-0.181\t0.554\t-1.024\t2.348\t0.495\t0.543\t0.853\t0.574\t-0.573\t1.246\t-0.414\t1.737\t0.198\t0.737\t-0.710\t-0.313\t1.446\t1.035\t-0.243\t0.703\t1.043\t-0.327\n1\t-1.012\t0.789\t0.217\t0.075\t-1.488\t1.086\t-2.110\t0.195\t1.226\t0.114\t-0.247\t-1.037\t-0.572\t2.193\t-0.548\t0.456\t-0.834\t-0.303\t-1.629\t-0.050\t-0.362\t1.350\t-0.845\t-0.429\t0.905\t-0.033\t-0.164\t-0.173\n4\t0.414\t1.070\t0.386\t-1.345\t0.892\t-1.111\t-0.356\t0.423\t0.743\t-0.050\t2.047\t-1.197\t2.038\t-1.779\t-0.043\t-1.543\t0.330\t-1.543\t0.455\t-0.624\t-1.740\t1.512\t0.686\t0.502\t1.827\t-0.448\t1.208\t-1.018\n1\t-0.339\t0.292\t0.446\t0.621\t-0.878\t1.821\t0.927\t0.953\t1.203\t0.534\t-1.027\t-0.139\t-1.651\t0.415\t-0.169\t-0.041\t1.204\t-0.457\t-0.252\t0.022\t-1.840\t-0.266\t-2.486\t-0.586\t0.855\t0.447\t-0.595\t0.041\n4\t-1.564\t1.423\t-0.278\t0.384\t-1.986\t0.730\t0.416\t0.617\t0.950\t0.179\t-0.211\t-0.811\t-0.443\t1.206\t-0.838\t-1.843\t-0.988\t0.606\t-0.303\t0.604\t-2.000\t-2.983\t0.264\t1.005\t-1.711\t0.526\t1.190\t-0.004\n3\t1.168\t-1.114\t0.352\t1.361\t0.589\t-1.698\t-0.037\t0.834\t1.681\t-0.136\t-1.666\t2.188\t-0.122\t1.444\t-0.258\t0.550\t-0.685\t-0.666\t1.810\t0.940\t-0.028\t0.935\t-0.678\t0.002\t0.102\t-0.758\t-0.889\t-1.889\n0\t-0.306\t0.749\t0.383\t-0.810\t-1.124\t-0.483\t-1.031\t1.354\t-1.304\t0.345\t-0.659\t-1.139\t0.033\t-1.041\t0.242\t-1.191\t0.936\t-0.102\t-0.574\t0.635\t0.249\t-0.793\t0.647\t-0.865\t-0.133\t-1.640\t0.307\t-0.349\n2\t-0.134\t-0.735\t-0.871\t-2.209\t-0.167\t-0.752\t-0.832\t1.131\t-1.613\t0.037\t-0.006\t0.155\t2.701\t-2.000\t0.344\t0.140\t0.627\t-0.696\t1.017\t-0.209\t0.474\t1.160\t-0.694\t0.508\t-0.102\t0.594\t-0.381\t0.022\n1\t-1.269\t-1.560\t-0.289\t0.605\t-1.449\t0.697\t0.523\t1.103\t-0.633\t1.373\t-0.835\t-1.926\t0.075\t0.827\t-0.658\t0.254\t1.052\t1.418\t0.792\t-0.226\t-0.198\t-0.369\t0.055\t0.765\t-0.930\t-0.583\t0.717\t-0.153\n2\t-0.789\t1.300\t-0.731\t-0.057\t-1.705\t1.153\t-1.913\t-1.643\t1.051\t1.920\t-0.291\t-0.047\t0.908\t0.289\t-0.373\t-0.485\t-1.567\t0.233\t-0.092\t-0.438\t-1.002\t-0.901\t0.618\t0.882\t-0.327\t-0.432\t-0.854\t0.937\n0\t-0.343\t-1.581\t0.587\t0.198\t0.050\t-0.619\t-0.945\t-0.933\t0.177\t0.204\t-0.350\t-1.362\t0.747\t-0.498\t0.125\t0.382\t0.125\t-0.399\t0.720\t0.636\t0.242\t-0.175\t0.745\t-0.699\t0.349\t0.418\t0.917\t0.512\n1\t1.564\t-0.477\t0.415\t-1.228\t-1.278\t-0.364\t0.677\t-0.202\t1.313\t0.208\t-1.047\t-0.391\t0.722\t0.384\t0.706\t1.198\t1.577\t-0.302\t1.366\t-1.345\t1.249\t-0.306\t0.358\t0.979\t-0.711\t0.977\t0.014\t0.295\n4\t-0.653\t-1.837\t-0.451\t-1.149\t-0.197\t0.617\t-0.668\t-0.832\t-3.434\t0.442\t0.796\t-0.898\t-1.021\t-0.132\t-1.711\t1.064\t-0.836\t0.820\t-0.098\t-1.772\t-0.949\t-2.108\t0.103\t-0.763\t-0.355\t1.346\t0.908\t-0.384\n3\t-0.315\t-0.536\t-0.240\t0.908\t-0.789\t-0.507\t0.099\t1.067\t0.280\t-1.675\t2.170\t0.964\t0.367\t-0.776\t0.804\t0.830\t0.450\t-1.076\t-1.479\t0.476\t0.626\t0.933\t-0.337\t-1.990\t-0.549\t0.115\t-2.649\t0.909\n4\t-0.047\t-1.083\t0.640\t-0.948\t1.616\t-1.179\t0.762\t-1.908\t-2.258\t-0.555\t-2.260\t0.730\t-0.022\t1.401\t-0.167\t0.243\t-0.268\t-0.874\t-0.407\t-1.204\t0.387\t-0.308\t-0.100\t2.824\t-0.403\t0.314\t-0.054\t1.158\n4\t-1.868\t-1.487\t-1.478\t-0.112\t0.298\t-0.185\t-0.613\t-2.111\t0.214\t0.626\t-0.751\t0.513\t-0.540\t-0.601\t-1.532\t-2.356\t-1.139\t-0.974\t0.642\t0.382\t0.517\t-1.616\t0.013\t-0.687\t0.900\t-0.393\t1.401\t-1.688\n0\t-0.469\t1.023\t-1.140\t1.032\t-0.160\t-0.652\t0.076\t-0.514\t1.069\t1.193\t-0.637\t-0.267\t-0.519\t0.037\t1.005\t-0.811\t-0.662\t0.224\t-0.026\t0.369\t1.009\t0.362\t-1.794\t0.397\t-0.568\t0.487\t0.902\t0.370\n1\t0.992\t1.067\t-0.933\t-1.964\t1.047\t-0.462\t2.407\t0.864\t0.730\t-0.222\t0.632\t-0.650\t0.072\t0.588\t0.088\t-0.010\t0.296\t1.062\t-1.432\t0.723\t0.418\t0.012\t-0.234\t-1.138\t-0.505\t-0.819\t-0.169\t1.183\n0\t-2.236\t0.679\t0.648\t-0.088\t-0.337\t0.605\t0.132\t-0.229\t2.172\t0.511\t-0.531\t0.747\t0.438\t0.380\t0.869\t-0.473\t0.264\t-0.847\t0.805\t0.017\t-0.811\t-0.049\t0.235\t0.903\t1.221\t0.934\t0.539\t0.740\n1\t0.466\t0.439\t1.380\t-1.002\t-0.294\t-0.069\t0.866\t0.434\t0.519\t1.219\t-0.222\t1.463\t-0.088\t0.895\t-0.496\t0.595\t1.158\t-1.082\t0.944\t0.179\t2.038\t-0.264\t0.293\t-0.156\t0.663\t-2.183\t-1.410\t0.669\n0\t1.707\t1.011\t0.398\t1.216\t-0.476\t0.545\t-0.129\t0.322\t0.857\t0.602\t-0.389\t0.101\t-0.125\t-0.643\t1.044\t1.311\t2.367\t-0.726\t1.082\t0.382\t-0.267\t0.878\t0.062\t-0.086\t-0.052\t-0.703\t1.269\t0.161\n3\t1.253\t-0.448\t-0.692\t-1.969\t0.103\t2.042\t0.277\t-0.022\t0.322\t-0.011\t-0.813\t0.823\t0.226\t0.018\t-0.975\t1.304\t0.665\t-0.553\t1.002\t-0.498\t-0.782\t-0.760\t-1.771\t0.472\t-1.831\t-1.228\t-2.076\t-0.086\n1\t1.032\t0.517\t-0.210\t-0.430\t-0.225\t1.010\t0.055\t0.195\t-0.366\t-0.210\t0.479\t1.297\t0.741\t1.298\t1.464\t-0.186\t0.878\t-0.130\t0.781\t-2.383\t0.137\t-1.120\t0.132\t1.114\t-1.633\t-1.369\t0.761\t-0.651\n4\t0.258\t-1.242\t0.334\t-0.155\t-1.908\t-0.860\t-0.414\t1.888\t0.557\t-1.335\t0.486\t-1.547\t1.083\t-0.471\t-0.094\t1.326\t-1.287\t-1.397\t-0.584\t1.038\t-1.519\t-2.832\t-0.451\t0.552\t1.200\t-0.463\t-0.411\t1.154\n0\t-1.578\t-0.209\t1.588\t-0.135\t-0.662\t0.024\t0.081\t0.726\t-0.296\t-1.134\t-0.368\t0.419\t-1.157\t-0.894\t1.654\t0.098\t0.845\t-1.886\t0.371\t-0.769\t-0.332\t-0.967\t-0.571\t0.339\t1.329\t0.412\t0.546\t-0.498\n4\t-0.630\t-0.281\t-0.852\t0.248\t1.912\t1.518\t0.244\t0.779\t-0.729\t1.464\t-1.562\t0.913\t0.496\t-0.756\t-0.209\t-1.134\t-1.092\t-1.591\t0.768\t1.205\t-2.162\t1.838\t-0.012\t0.290\t-1.472\t1.321\t0.200\t1.139\n3\t0.845\t-1.805\t0.731\t-0.639\t-0.736\t0.991\t1.162\t1.035\t2.039\t1.267\t-0.795\t0.142\t-0.360\t2.029\t1.105\t-0.189\t0.878\t-1.232\t0.250\t-0.938\t-1.689\t0.785\t0.909\t0.457\t-0.183\t-1.266\t-1.161\t-0.969\n4\t-0.606\t-0.089\t0.181\t-0.529\t0.523\t-1.232\t-2.524\t-1.818\t-0.209\t0.258\t-0.799\t0.305\t1.469\t0.373\t0.679\t-0.591\t0.718\t-0.112\t0.052\t-1.906\t0.081\t1.315\t-1.891\t0.005\t1.888\t-1.930\t2.250\t0.827\n4\t2.076\t-0.754\t1.164\t0.706\t-0.387\t0.234\t-2.553\t-1.345\t0.363\t-0.900\t-0.553\t-1.946\t3.230\t-1.685\t0.935\t-1.678\t0.429\t-0.223\t-1.029\t-0.046\t1.682\t-0.076\t-0.405\t-0.143\t-0.297\t-0.412\t2.061\t1.197\n2\t1.224\t-1.265\t0.722\t-0.116\t0.119\t0.729\t0.743\t0.839\t0.352\t0.542\t-0.222\t-0.644\t0.167\t-2.145\t0.419\t0.870\t0.620\t-0.611\t-2.045\t0.656\t-0.789\t-1.287\t0.948\t-1.355\t-0.172\t1.777\t-0.667\t-1.066\n4\t1.325\t0.422\t-2.051\t-1.483\t-1.008\t-0.398\t1.199\t2.126\t0.343\t0.218\t-0.661\t0.286\t1.437\t-0.721\t-0.286\t-2.548\t0.905\t-0.614\t-1.097\t-1.562\t-0.447\t0.965\t1.035\t-0.168\t-1.587\t-0.151\t1.034\t-2.078\n3\t-1.752\t-0.965\t-0.015\t0.220\t-0.693\t-2.752\t0.194\t0.728\t0.766\t-0.206\t-0.135\t0.247\t0.409\t-0.093\t-2.323\t1.397\t-0.464\t-1.224\t-0.393\t0.112\t-0.609\t-0.540\t-0.325\t0.362\t-0.799\t0.337\t-1.380\t2.006\n0\t1.680\t-0.191\t-0.643\t0.192\t0.089\t-0.569\t0.033\t-0.253\t-0.481\t-0.494\t0.534\t-0.624\t-1.481\t-0.135\t-0.090\t-0.706\t2.442\t0.755\t-0.223\t-0.734\t-1.301\t-1.185\t-0.293\t0.829\t0.858\t0.308\t0.689\t0.253\n1\t-0.305\t-0.515\t0.426\t-0.030\t-1.368\t-0.290\t-1.515\t-0.620\t-0.507\t0.127\t-0.268\t0.824\t0.970\t0.370\t0.899\t-0.845\t1.546\t-1.338\t-1.189\t0.559\t1.710\t0.060\t1.584\t-0.284\t-0.396\t0.497\t0.484\t2.182\n4\t-1.832\t-1.051\t1.497\t1.858\t-0.103\t-1.239\t2.096\t1.594\t0.679\t-0.812\t-0.049\t-0.160\t0.331\t1.451\t0.879\t-1.077\t1.376\t0.313\t0.687\t1.467\t-1.112\t-0.036\t-0.531\t-1.568\t0.347\t2.512\t-1.840\t-0.032\n3\t-1.624\t0.368\t-0.611\t-2.293\t0.426\t2.628\t-0.033\t-1.066\t0.634\t-0.376\t0.451\t-0.994\t-1.535\t0.330\t-0.571\t-0.688\t0.965\t-0.468\t0.436\t-0.561\t1.203\t1.748\t0.679\t-0.954\t0.822\t-0.006\t0.436\t-0.338\n3\t-0.028\t-0.977\t-1.448\t-0.292\t-0.938\t-0.692\t2.006\t0.425\t0.931\t0.825\t-0.101\t-0.440\t0.249\t0.168\t-0.569\t0.130\t-0.706\t-0.171\t-0.335\t-1.269\t-2.351\t-0.939\t1.804\t-0.310\t0.776\t-2.124\t-1.008\t-1.354\n3\t0.059\t-2.216\t-2.154\t-0.839\t-0.698\t1.466\t-0.041\t1.292\t-0.380\t0.606\t-0.725\t-0.793\t-1.821\t0.336\t0.262\t0.777\t0.215\t2.026\t0.176\t0.992\t-0.324\t-0.908\t0.718\t-0.089\t0.832\t0.353\t-0.793\t1.074\n3\t0.975\t-0.604\t-1.172\t-0.145\t-1.363\t-0.277\t-0.281\t-2.464\t0.531\t-0.183\t1.182\t0.216\t0.736\t1.190\t-0.132\t-0.001\t-1.574\t1.240\t-0.146\t-1.006\t0.740\t-2.180\t-0.429\t0.908\t-0.438\t-0.718\t-0.416\t-2.010\n3\t0.127\t-0.678\t-1.095\t1.698\t2.201\t0.713\t-0.691\t1.031\t0.624\t-0.844\t0.926\t0.708\t1.656\t-1.328\t-0.418\t-0.526\t0.084\t-0.046\t-1.561\t1.687\t-0.529\t0.256\t-1.427\t1.195\t-0.809\t0.244\t-0.773\t0.337\n0\t0.809\t0.259\t-0.584\t0.095\t-1.963\t-1.572\t0.423\t0.942\t0.905\t-1.053\t0.882\t0.662\t0.458\t-0.141\t-0.524\t0.734\t0.797\t-0.208\t0.428\t0.464\t-0.103\t-0.694\t0.070\t0.866\t-0.867\t1.158\t-0.736\t1.818\n0\t0.523\t-1.024\t0.384\t-0.200\t-0.972\t-0.335\t0.220\t1.453\t0.328\t0.848\t0.205\t0.559\t-0.005\t0.239\t-0.882\t-0.108\t-1.106\t0.851\t0.959\t0.421\t-0.629\t-0.109\t2.332\t1.320\t-0.082\t-0.643\t0.148\t0.142\n1\t-0.683\t-0.614\t0.055\t-0.310\t0.296\t-0.234\t1.147\t2.111\t-1.501\t0.025\t1.086\t-0.703\t0.280\t-0.380\t-1.003\t-1.017\t-2.471\t0.166\t0.232\t-0.952\t-0.280\t-1.442\t0.533\t-0.401\t0.771\t-0.322\t-0.988\t-0.536\n1\t-0.854\t-0.033\t-1.061\t0.976\t-0.543\t-1.712\t0.114\t1.125\t-1.377\t-0.125\t-0.555\t0.991\t-2.047\t1.135\t-0.705\t-0.160\t0.859\t1.479\t0.051\t-0.725\t-0.532\t1.166\t-0.884\t0.329\t0.007\t0.759\t0.034\t-0.434\n0\t-1.472\t-0.599\t-0.164\t0.195\t1.446\t0.073\t0.320\t0.350\t-0.328\t-0.192\t-0.107\t0.626\t-0.913\t-0.507\t0.356\t-1.076\t0.114\t-0.546\t0.505\t1.374\t-0.545\t0.758\t0.201\t-0.384\t0.007\t1.298\t-0.172\t1.309\n1\t1.259\t-0.139\t-0.607\t-0.262\t-0.644\t1.341\t-0.335\t0.456\t0.790\t-0.661\t-1.804\t-0.481\t0.637\t-1.695\t0.253\t0.840\t1.392\t0.678\t0.293\t0.186\t-1.208\t-0.947\t-1.732\t0.072\t0.441\t0.118\t0.284\t0.760\n2\t-1.486\t-1.459\t0.751\t0.786\t0.380\t1.098\t-0.914\t-1.581\t0.433\t1.680\t-0.920\t-1.741\t0.046\t0.974\t0.221\t0.945\t0.488\t0.047\t-0.111\t-0.805\t0.309\t-0.460\t-1.764\t1.255\t-1.037\t-0.306\t0.873\t-0.769\n0\t0.191\t0.206\t-0.017\t0.441\t1.021\t-1.064\t0.378\t1.014\t1.080\t-1.650\t0.820\t0.818\t0.112\t-0.473\t-0.987\t-0.136\t1.195\t1.137\t0.578\t0.497\t0.543\t-1.753\t-0.905\t0.521\t0.250\t0.456\t-0.688\t-0.579\n1\t0.909\t-0.522\t0.253\t-0.577\t-0.232\t0.092\t-2.234\t1.608\t0.532\t0.418\t1.032\t0.863\t1.318\t0.040\t-0.360\t-0.572\t-2.087\t0.113\t0.090\t-0.341\t1.066\t-0.973\t-0.779\t0.109\t1.132\t0.301\t0.223\t0.063\n0\t0.935\t0.649\t-1.080\t-0.600\t1.333\t0.188\t0.442\t-0.186\t1.493\t-0.844\t0.906\t0.976\t1.360\t0.125\t0.934\t0.806\t-0.239\t0.643\t0.280\t1.514\t-0.104\t0.812\t0.718\t-0.839\t-0.548\t-0.955\t0.417\t0.917\n4\t2.332\t0.727\t-0.653\t-0.779\t-0.446\t-2.064\t0.278\t0.694\t-0.967\t-1.552\t-0.911\t0.997\t0.803\t0.215\t1.642\t-1.689\t-0.208\t0.560\t0.790\t0.804\t0.724\t1.319\t0.761\t-1.154\t-0.455\t-1.695\t0.996\t1.195\n2\t0.577\t-0.129\t1.407\t-0.484\t0.955\t-0.039\t-0.608\t0.593\t0.410\t0.357\t0.081\t-0.038\t2.388\t1.184\t0.723\t0.112\t1.007\t0.518\t0.026\t-0.304\t-0.081\t-3.170\t0.211\t-0.488\t1.593\t0.019\t-1.189\t-0.050\n4\t-0.454\t1.726\t-0.887\t0.772\t0.356\t1.262\t-0.667\t-0.733\t1.096\t0.425\t-1.545\t-0.539\t0.386\t0.838\t-0.679\t-2.914\t0.523\t-1.220\t-2.017\t-2.832\t0.814\t0.129\t-0.226\t1.389\t0.637\t1.616\t-1.393\t-0.035\n0\t-0.324\t0.117\t0.648\t-1.262\t1.752\t-1.062\t-0.940\t-0.257\t0.552\t0.045\t0.050\t0.760\t0.135\t0.402\t-0.269\t0.925\t-1.057\t0.570\t-0.357\t0.057\t0.159\t0.871\t-0.082\t-1.754\t-1.005\t-0.098\t0.837\t0.205\n2\t-0.849\t-1.309\t-0.154\t-0.866\t0.907\t0.406\t-0.070\t-0.797\t0.381\t0.691\t0.143\t1.604\t0.460\t0.914\t0.134\t0.676\t-0.797\t-0.458\t0.349\t0.342\t0.508\t1.100\t-1.425\t-0.974\t0.230\t-0.724\t3.378\t0.516\n2\t1.118\t1.003\t0.147\t-0.919\t-0.483\t-0.243\t-0.915\t1.081\t1.028\t-1.396\t-0.322\t2.062\t1.163\t0.188\t1.096\t1.649\t0.095\t-1.357\t0.860\t0.911\t-1.006\t0.261\t-0.791\t-1.645\t0.221\t1.452\t0.321\t0.177\n3\t-0.911\t1.576\t0.084\t-1.499\t-0.308\t0.439\t0.732\t0.199\t0.528\t-0.140\t-0.137\t3.293\t-0.602\t-1.259\t-0.438\t-0.109\t-1.566\t0.501\t-0.610\t-2.313\t-0.021\t-0.812\t1.014\t-1.010\t-0.541\t0.345\t-0.369\t-0.945\n2\t-0.374\t-1.496\t-0.494\t-0.346\t-1.837\t-0.320\t-0.171\t-0.851\t0.158\t1.139\t2.159\t-0.234\t-0.769\t-0.862\t0.443\t-1.860\t1.328\t-0.949\t0.823\t-1.358\t1.068\t0.467\t-0.103\t0.045\t-0.272\t0.311\t-1.744\t0.300\n0\t-0.805\t0.727\t0.083\t-1.749\t-0.606\t-0.268\t1.198\t1.744\t0.771\t-0.365\t-0.151\t0.993\t1.576\t0.278\t0.587\t-0.040\t1.159\t0.159\t-0.105\t0.838\t-1.165\t0.579\t0.178\t-0.343\t0.068\t0.098\t-1.113\t-1.560\n1\t-1.327\t0.406\t-0.396\t1.087\t-0.329\t-1.594\t-0.583\t-0.091\t1.246\t0.120\t-0.194\t0.008\t1.348\t0.704\t0.955\t0.599\t-0.040\t0.301\t-0.110\t-0.060\t-1.058\t-2.342\t-1.239\t-0.328\t0.198\t-0.349\t1.663\t-0.049\n0\t0.404\t0.625\t0.476\t-0.424\t-1.091\t-1.308\t0.114\t-0.221\t-0.265\t-1.507\t0.409\t-0.519\t0.719\t-0.018\t0.395\t-2.069\t1.221\t0.306\t-1.181\t0.222\t-1.190\t0.376\t-0.288\t-1.127\t0.261\t-1.432\t0.900\t1.020\n3\t0.590\t-1.385\t0.661\t-1.555\t-0.772\t1.033\t0.984\t-0.944\t-1.140\t0.026\t2.003\t0.561\t2.353\t-0.165\t0.883\t-0.316\t-0.800\t-0.952\t0.354\t1.295\t-0.327\t1.421\t1.831\t0.868\t0.327\t-0.670\t1.303\t-1.141\n2\t-0.021\t0.323\t1.446\t0.009\t0.510\t-3.200\t-0.511\t0.575\t-0.608\t-0.955\t2.165\t0.715\t-0.546\t1.127\t-0.413\t-1.364\t-0.546\t-0.777\t-0.631\t-1.094\t-0.022\t0.690\t-0.197\t-0.234\t0.419\t-0.249\t0.584\t-0.183\n2\t0.567\t0.994\t-0.127\t0.976\t-2.038\t-1.056\t0.164\t0.330\t-0.912\t0.259\t-0.624\t-0.277\t1.025\t0.909\t-0.997\t-1.057\t-0.411\t-0.027\t-0.658\t1.041\t0.347\t0.406\t-1.267\t1.167\t-2.820\t0.834\t0.934\t-0.432\n1\t0.108\t0.046\t1.468\t-1.058\t-0.284\t-0.870\t-0.549\t-1.546\t-1.195\t0.670\t-1.420\t-2.068\t0.775\t-0.848\t1.242\t-0.116\t0.018\t-1.497\t-0.605\t-0.415\t0.905\t0.262\t0.174\t-0.606\t-0.056\t1.176\t0.488\t-0.047\n0\t0.422\t1.073\t0.264\t0.638\t-0.647\t-1.283\t-0.819\t1.201\t-0.289\t-0.488\t0.007\t-0.199\t-1.804\t0.633\t0.080\t0.707\t0.013\t0.066\t0.013\t1.449\t-0.160\t0.055\t1.630\t-0.367\t0.233\t-0.901\t-1.266\t-0.576\n2\t0.136\t-0.970\t-0.516\t-1.078\t0.603\t1.513\t-0.623\t-1.102\t-2.147\t-1.083\t-1.162\t1.863\t-1.503\t0.520\t0.395\t-0.089\t-0.403\t1.806\t0.383\t-1.382\t-0.326\t-0.117\t-0.673\t0.053\t0.836\t0.172\t0.679\t0.568\n1\t0.384\t0.518\t-0.209\t1.203\t0.081\t-0.550\t1.304\t0.157\t-0.129\t-0.616\t0.757\t0.664\t-0.564\t0.681\t1.392\t0.228\t0.302\t-0.644\t-0.826\t-1.197\t-0.370\t-0.467\t-0.488\t2.411\t-0.785\t-1.808\t0.465\t1.059\n3\t1.551\t2.221\t0.102\t0.239\t2.394\t-1.093\t-0.522\t0.581\t1.148\t0.038\t-0.814\t1.288\t-0.008\t0.001\t0.930\t1.506\t0.240\t0.478\t1.046\t-0.226\t-0.548\t-0.368\t-0.920\t-1.088\t2.221\t-0.895\t0.271\t-0.086\n2\t-0.119\t-1.571\t-0.745\t2.019\t-1.508\t-0.251\t-0.016\t0.320\t-1.497\t0.174\t-1.686\t0.097\t-0.652\t-0.866\t0.835\t-0.236\t0.474\t0.507\t1.270\t-1.208\t0.919\t0.016\t-0.378\t-1.149\t0.607\t-0.922\t0.518\t1.928\n2\t0.661\t0.173\t-1.456\t0.259\t-0.230\t1.137\t-1.059\t-0.640\t0.017\t-0.663\t-1.531\t-0.060\t-1.493\t-0.855\t1.253\t-0.392\t0.083\t-0.237\t-1.146\t0.723\t0.234\t-0.511\t1.419\t-0.261\t-1.967\t1.528\t0.356\t-2.046\n3\t-0.459\t-0.260\t1.045\t0.524\t-1.866\t-1.289\t-0.135\t0.536\t-0.229\t-0.503\t-0.984\t0.913\t0.100\t1.680\t-1.300\t0.691\t0.548\t0.847\t0.827\t-0.507\t-0.181\t0.166\t-1.003\t1.032\t-2.475\t-1.162\t-1.678\t1.100\n0\t-1.947\t-0.821\t0.820\t0.593\t-0.160\t1.069\t0.608\t0.344\t-0.017\t0.896\t0.755\t-0.273\t0.813\t-0.654\t0.235\t0.400\t-0.335\t0.134\t0.608\t-1.082\t0.184\t2.215\t-0.826\t1.030\t-0.096\t1.183\t-0.723\t0.006\n4\t1.851\t-0.095\t-0.931\t0.133\t-0.622\t-0.410\t1.629\t0.126\t-1.279\t-0.440\t-1.851\t-0.759\t1.003\t-0.723\t2.642\t-2.613\t-0.443\t0.113\t0.061\t0.563\t-0.275\t1.253\t-1.230\t-0.238\t-1.114\t-0.495\t-0.257\t0.619\n3\t-1.171\t0.254\t-2.459\t0.414\t-1.409\t-0.096\t-1.195\t0.003\t0.578\t1.503\t-1.541\t0.975\t0.131\t-0.451\t0.760\t-0.236\t0.718\t-0.992\t-0.633\t0.944\t1.485\t-0.035\t-2.787\t-0.199\t0.032\t-0.233\t0.336\t-0.477\n4\t2.025\t-0.668\t-0.099\t1.892\t-1.012\t0.578\t2.092\t0.315\t2.121\t0.094\t1.062\t-0.119\t-0.762\t0.218\t-2.254\t-0.956\t-0.177\t0.378\t1.763\t-0.270\t-0.731\t0.286\t-0.648\t-1.642\t-0.680\t-1.103\t0.764\t-0.719\n0\t1.330\t-0.121\t-1.340\t-0.486\t-1.488\t-1.125\t0.389\t-1.174\t1.113\t-0.071\t0.086\t-0.278\t0.773\t0.783\t0.335\t0.565\t-0.212\t0.542\t-0.338\t0.002\t-0.275\t-0.457\t-0.689\t0.468\t1.311\t1.171\t-1.257\t1.289\n0\t-0.125\t0.235\t-0.211\t-1.040\t0.297\t-1.566\t0.138\t-0.995\t-0.081\t0.191\t-0.353\t-1.641\t-1.188\t0.458\t-0.557\t0.561\t0.010\t-0.198\t0.348\t-0.675\t0.400\t-0.420\t2.536\t-1.134\t-0.357\t-0.317\t-1.352\t0.726\n0\t1.220\t0.389\t-0.502\t-0.606\t-0.590\t-1.016\t1.112\t-0.518\t1.353\t-0.829\t-0.599\t-0.452\t-0.899\t-0.586\t0.551\t1.202\t0.299\t-1.191\t-0.600\t-0.579\t1.701\t0.986\t1.214\t-0.709\t-1.273\t0.573\t-0.460\t0.292\n2\t0.548\t1.883\t-0.804\t0.255\t0.031\t0.788\t-0.452\t-0.566\t-0.064\t0.475\t-0.457\t-2.655\t-0.952\t1.414\t1.547\t-0.496\t1.797\t-0.327\t-1.535\t-0.306\t0.725\t-0.565\t0.603\t0.267\t-0.286\t0.776\t1.229\t0.182\n4\t0.857\t1.525\t-2.802\t0.434\t-1.427\t0.499\t0.128\t0.636\t-0.499\t-1.873\t-0.450\t0.407\t1.015\t-1.172\t1.027\t-0.648\t0.362\t-0.510\t0.182\t0.892\t-1.227\t-0.680\t0.185\t2.402\t-0.863\t2.040\t2.004\t-0.097\n4\t-1.475\t-0.866\t0.012\t-2.449\t-0.380\t-1.165\t-1.499\t-0.802\t-1.069\t0.469\t1.197\t-0.364\t-0.596\t-0.414\t-1.108\t-1.289\t-1.646\t-1.330\t1.632\t-0.690\t-2.942\t-0.587\t-1.590\t0.059\t-0.048\t0.056\t-0.041\t-0.373\n0\t-0.993\t0.458\t-0.038\t-0.444\t-0.889\t1.204\t-0.186\t-0.648\t2.455\t-1.334\t-0.945\t-0.171\t-0.147\t-0.961\t-0.200\t-0.550\t-0.278\t-0.194\t0.897\t-0.505\t-0.789\t1.144\t-0.479\t-0.810\t-0.905\t1.322\t0.547\t0.021\n3\t-0.197\t-1.532\t0.016\t-0.250\t0.512\t0.081\t-0.549\t0.926\t-2.221\t-0.064\t-1.763\t-0.912\t0.525\t-1.274\t-1.424\t2.382\t-1.359\t1.651\t-0.172\t-0.525\t0.567\t1.337\t-1.146\t-0.510\t0.847\t0.288\t1.102\t0.515\n2\t-0.121\t-0.434\t-1.526\t-0.654\t-1.748\t-2.103\t0.166\t0.112\t-1.681\t0.192\t-1.309\t0.146\t0.499\t-2.119\t-0.043\t0.628\t-1.160\t-0.355\t0.799\t-0.381\t1.024\t1.420\t1.367\t-0.538\t-1.074\t0.604\t-0.151\t-0.113\n1\t-0.183\t0.270\t0.003\t0.327\t0.831\t-1.441\t0.536\t1.804\t-1.607\t-0.802\t-0.621\t0.703\t-0.293\t0.432\t0.618\t-0.931\t0.166\t-1.256\t0.166\t1.289\t-0.731\t-0.741\t0.433\t1.125\t-0.667\t1.510\t1.527\t0.151\n2\t-1.866\t0.028\t0.979\t-0.643\t-1.227\t-0.186\t-0.061\t-0.909\t2.096\t-0.479\t-1.154\t-0.094\t0.908\t0.017\t0.486\t-0.872\t1.488\t0.562\t1.048\t0.365\t0.825\t-0.873\t-0.491\t1.346\t1.560\t-1.147\t0.250\t-0.431\n1\t0.056\t-0.380\t0.346\t-1.126\t-0.366\t1.683\t-1.048\t1.233\t-0.832\t-1.053\t0.107\t0.807\t-0.742\t-2.019\t1.290\t-0.747\t-1.237\t0.253\t-0.575\t0.227\t-0.901\t-0.678\t-1.065\t-0.976\t-0.193\t1.793\t0.159\t-0.367\n3\t1.474\t0.180\t0.143\t-0.028\t-0.596\t-0.311\t0.102\t-0.560\t-0.387\t0.408\t-1.431\t0.559\t2.352\t2.014\t0.295\t-1.249\t1.383\t-0.190\t1.423\t-0.764\t-0.588\t0.481\t-0.687\t1.877\t0.564\t1.773\t-1.136\t-0.873\n4\t1.051\t2.023\t1.384\t0.203\t-0.258\t3.016\t0.487\t-1.107\t0.278\t0.038\t0.306\t1.413\t0.010\t-0.452\t1.768\t1.453\t1.511\t-0.822\t-0.274\t1.590\t-1.351\t-0.192\t-1.119\t-0.819\t1.651\t-1.733\t1.274\t0.751\n3\t-1.694\t-0.456\t-0.737\t-0.145\t1.161\t-0.838\t0.089\t1.568\t-0.751\t-0.951\t-0.332\t-2.227\t-1.043\t-0.951\t-2.232\t-0.295\t0.079\t-0.512\t-0.054\t-1.514\t2.014\t-0.285\t0.792\t1.028\t-0.418\t-0.142\t0.884\t-0.579\n1\t1.273\t-0.063\t0.062\t0.340\t3.187\t1.344\t0.701\t-0.913\t0.144\t-0.813\t0.822\t0.140\t-1.125\t0.081\t-0.849\t0.151\t-0.859\t0.027\t0.750\t-0.053\t-0.391\t0.203\t0.697\t-1.107\t0.261\t1.318\t0.574\t0.058\n4\t-0.456\t1.301\t0.568\t-0.803\t0.106\t1.749\t1.016\t-1.383\t1.765\t1.136\t0.602\t1.449\t0.299\t-0.586\t1.543\t-1.143\t-0.731\t1.972\t-0.795\t0.480\t0.331\t-1.303\t-0.444\t-1.273\t0.166\t-0.620\t0.945\t2.148\n2\t0.176\t0.679\t-0.443\t1.029\t0.386\t-0.880\t1.466\t-0.106\t0.703\t0.442\t0.044\t0.193\t-0.145\t0.829\t-2.284\t1.765\t0.335\t-0.257\t-0.520\t0.595\t1.377\t1.751\t-1.234\t2.076\t0.883\t-1.035\t-0.483\t0.571\n2\t0.803\t-0.702\t-0.056\t-1.873\t-0.825\t0.510\t-2.571\t-0.593\t0.106\t0.196\t0.256\t0.273\t0.879\t0.307\t1.591\t-0.395\t1.256\t-0.079\t0.914\t0.585\t-0.363\t-0.510\t0.307\t1.706\t0.322\t0.885\t1.610\t0.577\n2\t-1.042\t-0.640\t0.880\t-0.312\t0.859\t-0.157\t-0.963\t0.480\t0.560\t-1.230\t1.136\t1.521\t0.627\t0.077\t2.012\t0.539\t0.197\t1.700\t1.603\t-1.439\t-0.504\t0.586\t1.227\t-1.166\t0.908\t-0.405\t0.717\t-0.567\n3\t0.042\t-0.613\t-0.075\t-1.052\t1.050\t-0.781\t1.199\t-0.061\t0.856\t-0.767\t-1.967\t-1.649\t2.503\t-0.598\t1.096\t-1.298\t0.179\t0.348\t2.836\t-0.318\t-0.711\t0.351\t-0.925\t0.410\t-0.053\t-0.754\t0.494\t0.108\n4\t-1.315\t2.003\t0.121\t-1.236\t-0.202\t-0.483\t-0.795\t0.425\t2.230\t1.869\t0.201\t-0.781\t0.280\t0.738\t0.204\t0.745\t0.444\t0.285\t-1.216\t-0.130\t1.911\t0.490\t1.168\t2.011\t-1.179\t2.599\t0.973\t1.162\n4\t-0.279\t-1.437\t-0.082\t1.295\t-2.067\t0.736\t0.158\t2.593\t2.295\t-1.764\t1.381\t-0.390\t-0.194\t-0.576\t-0.699\t1.318\t-2.354\t-0.665\t0.676\t-2.039\t-0.230\t-1.208\t0.234\t0.050\t0.933\t-2.319\t0.430\t-0.750\n0\t1.683\t-1.699\t-0.346\t-0.438\t-0.009\t-1.227\t-0.580\t0.789\t-0.269\t-1.070\t2.080\t0.049\t0.613\t0.764\t-0.071\t-0.790\t0.199\t-0.700\t0.372\t-0.164\t1.029\t-1.142\t0.719\t0.614\t-0.239\t0.730\t0.419\t0.667\n1\t1.116\t-0.430\t-0.334\t0.958\t0.165\t0.095\t2.135\t-1.639\t-0.797\t0.580\t-0.413\t-0.660\t-2.036\t-0.974\t-0.830\t-0.240\t0.664\t0.301\t1.321\t-0.228\t0.507\t-0.168\t-1.089\t1.105\t-0.958\t0.894\t-0.032\t0.569\n2\t0.262\t0.110\t-0.592\t-0.937\t-0.697\t-0.202\t0.591\t0.574\t0.211\t-1.335\t-1.695\t-0.814\t0.815\t-0.980\t0.162\t0.028\t0.015\t0.243\t-1.306\t0.830\t-1.076\t-1.025\t-2.107\t1.811\t0.198\t-0.477\t-1.215\t-1.443\n3\t0.970\t-0.419\t-0.556\t1.233\t0.243\t0.983\t-1.411\t-0.806\t-0.523\t1.298\t1.260\t0.088\t0.481\t0.168\t-0.997\t0.060\t-0.903\t-0.381\t-0.225\t1.651\t0.158\t-0.407\t0.614\t-0.661\t2.657\t0.430\t-2.472\t-0.804\n3\t2.301\t0.739\t-0.856\t1.212\t-1.152\t-0.137\t-0.247\t0.182\t-0.942\t0.128\t-1.748\t-0.377\t1.335\t1.025\t-0.696\t-1.526\t-2.183\t0.617\t0.278\t0.386\t1.691\t0.153\t0.228\t-1.397\t1.624\t-0.164\t-0.817\t0.208\n1\t0.479\t0.444\t0.060\t-2.084\t0.440\t-0.145\t0.547\t1.120\t0.385\t-0.260\t-1.776\t-0.872\t0.696\t0.283\t0.928\t0.470\t0.270\t-0.346\t0.207\t-0.192\t0.095\t-1.162\t1.425\t-0.293\t-2.270\t-1.011\t-0.317\t0.961\n1\t1.086\t0.708\t-1.581\t0.187\t0.144\t0.714\t-0.335\t-1.429\t-0.867\t1.080\t0.156\t-0.261\t-1.016\t-0.951\t-1.340\t-0.364\t0.791\t-2.246\t-0.575\t-1.397\t-0.751\t0.866\t1.093\t0.863\t-0.049\t-0.636\t0.544\t-0.734\n0\t1.755\t-0.331\t1.391\t-0.316\t-0.966\t1.746\t0.521\t0.004\t0.687\t0.274\t-0.069\t-1.326\t-0.271\t0.623\t-0.123\t0.902\t0.384\t-0.878\t-1.319\t-0.157\t-0.524\t0.336\t-0.718\t-0.615\t1.053\t0.148\t-0.703\t0.018\n1\t-0.417\t0.425\t-0.924\t-0.020\t2.081\t1.126\t-0.685\t1.866\t0.794\t0.965\t0.466\t-0.132\t1.584\t0.690\t0.986\t-0.389\t-0.028\t-0.635\t0.331\t0.355\t0.386\t0.018\t0.002\t1.015\t0.750\t1.562\t0.221\t-1.388\n1\t-0.356\t-0.064\t0.370\t1.473\t-0.039\t-1.132\t0.626\t-0.493\t-0.190\t1.612\t-0.579\t-0.525\t-0.714\t-0.961\t-0.615\t0.241\t-2.332\t-0.804\t-0.305\t0.982\t1.968\t-0.962\t0.581\t0.548\t-0.070\t1.756\t-0.123\t0.665\n1\t-1.096\t0.685\t-0.491\t-2.104\t0.261\t-0.010\t0.886\t0.766\t-2.511\t0.454\t-1.142\t0.304\t0.085\t-0.055\t-0.965\t0.612\t1.844\t-0.268\t0.096\t0.898\t-0.753\t0.585\t0.104\t1.187\t0.922\t0.015\t0.239\t-0.364\n0\t0.968\t-0.498\t-1.309\t-0.051\t0.223\t-0.472\t0.278\t0.330\t-0.910\t0.395\t-0.267\t-0.700\t0.787\t-0.777\t-0.457\t0.072\t1.374\t0.193\t0.528\t-0.298\t-0.078\t-0.049\t0.293\t-0.296\t1.340\t-0.373\t-1.707\t2.743\n4\t1.286\t0.057\t0.002\t0.635\t1.576\t1.512\t0.593\t0.517\t0.696\t0.986\t1.299\t-0.237\t1.318\t0.343\t0.651\t1.382\t0.747\t0.916\t-0.389\t1.498\t0.696\t0.126\t1.101\t2.588\t-1.169\t-0.804\t2.685\t0.427\n2\t0.084\t1.327\t-1.119\t-1.038\t0.033\t-1.636\t0.244\t0.016\t0.545\t2.238\t0.059\t-0.540\t0.962\t-0.012\t-0.164\t1.787\t0.751\t-0.952\t-0.922\t-1.335\t-1.100\t1.128\t-0.508\t-1.786\t0.458\t0.169\t-0.448\t-0.637\n1\t-0.596\t-0.872\t-0.671\t1.605\t-0.026\t1.862\t-0.547\t1.256\t-0.854\t1.295\t1.000\t-0.029\t-1.446\t0.699\t0.158\t-0.831\t1.241\t0.335\t0.182\t0.010\t-0.827\t0.147\t-0.110\t1.143\t-0.815\t0.678\t-0.880\t-0.114\n3\t1.290\t1.299\t-1.300\t-0.545\t0.724\t-0.627\t0.105\t-0.716\t-1.089\t-0.896\t0.956\t0.014\t1.272\t0.520\t1.606\t0.818\t0.759\t-0.120\t3.009\t0.113\t-1.973\t0.268\t-0.982\t1.017\t0.726\t-0.192\t-0.888\t0.146\n3\t-0.661\t0.862\t-0.040\t0.385\t2.056\t1.173\t-2.476\t0.309\t-0.583\t-1.207\t-0.648\t0.756\t0.275\t0.184\t2.527\t-0.137\t0.039\t-1.805\t0.531\t0.540\t1.108\t-1.095\t-0.384\t-0.490\t0.437\t0.243\t-0.091\t-0.145\n0\t-0.014\t0.433\t0.939\t-0.741\t0.376\t0.979\t0.976\t-0.043\t-0.348\t-0.012\t-0.707\t0.536\t0.134\t-2.442\t0.364\t-0.489\t0.164\t1.518\t-0.911\t-0.395\t-0.232\t-1.303\t0.100\t0.434\t-0.385\t0.551\t1.489\t-0.690\n2\t0.630\t-1.334\t1.093\t0.558\t0.734\t0.180\t-1.066\t0.795\t0.588\t-0.762\t-1.238\t0.069\t0.148\t0.731\t-0.625\t0.385\t0.981\t-2.079\t-2.329\t0.178\t0.285\t-0.630\t-1.479\t1.822\t0.067\t0.111\t-0.499\t-0.151\n4\t0.340\t-1.662\t0.167\t0.408\t-1.078\t-0.127\t-2.901\t-0.334\t-0.436\t1.402\t-0.603\t-0.266\t-0.079\t-0.590\t0.720\t-1.992\t1.137\t-0.012\t1.302\t-2.747\t-2.436\t-0.292\t0.506\t-0.555\t0.584\t0.981\t0.666\t0.103\n4\t2.334\t1.195\t-0.594\t0.039\t-0.540\t-1.167\t-0.401\t0.219\t0.187\t-1.453\t-0.393\t-2.240\t-0.129\t0.475\t0.133\t1.439\t-2.717\t-0.132\t0.540\t2.200\t0.220\t-0.476\t1.149\t-1.410\t0.587\t2.751\t0.253\t-0.011\n4\t-1.058\t0.628\t-0.458\t0.112\t0.299\t0.853\t2.632\t1.220\t-0.978\t1.428\t-0.056\t-2.512\t1.173\t-1.608\t-0.122\t-0.382\t2.354\t0.739\t-0.299\t-0.705\t-0.018\t-1.435\t-0.212\t-1.517\t0.241\t0.428\t0.775\t0.301\n1\t1.285\t-0.498\t0.245\t-1.663\t-1.112\t1.059\t0.441\t0.138\t-1.296\t0.174\t0.114\t0.033\t-0.777\t0.725\t-0.784\t-0.251\t-2.052\t-0.057\t-1.166\t0.181\t0.042\t0.001\t-1.172\t-1.471\t-0.066\t-1.724\t1.237\t0.282\n2\t1.738\t2.027\t-0.330\t0.615\t1.487\t1.179\t0.180\t0.668\t-0.593\t-0.446\t0.490\t-0.353\t2.014\t-0.284\t-0.289\t-0.438\t-0.830\t0.813\t-1.216\t-1.473\t-0.950\t0.104\t-0.074\t-1.558\t-0.668\t-0.297\t-0.206\t-0.179\n4\t0.735\t0.025\t-1.346\t1.368\t-0.163\t-1.686\t-1.156\t-1.269\t-1.114\t1.014\t0.198\t0.541\t-2.801\t0.768\t0.630\t-1.791\t-1.245\t1.138\t-0.596\t1.009\t0.010\t-0.513\t-0.140\t-1.991\t0.381\t-1.199\t-1.830\t-1.482\n4\t-2.016\t0.872\t0.700\t0.570\t-3.170\t-0.267\t2.034\t1.344\t-3.300\t0.413\t1.085\t0.090\t0.078\t0.430\t1.564\t0.293\t-0.176\t1.441\t-0.792\t0.706\t1.482\t-0.715\t0.482\t1.234\t1.164\t-0.315\t0.583\t0.005\n0\t0.293\t-1.045\t0.473\t0.456\t-1.484\t-0.322\t1.409\t-0.633\t0.018\t0.160\t-0.026\t0.689\t0.935\t1.265\t-0.313\t0.524\t0.840\t-0.118\t-0.719\t0.144\t-0.606\t-0.704\t0.220\t-0.188\t0.176\t-1.551\t-0.176\t-2.260\n0\t0.483\t-0.167\t-0.017\t-0.980\t0.474\t0.287\t-0.840\t1.051\t0.147\t1.229\t-1.027\t1.043\t0.046\t0.194\t1.602\t0.182\t-0.114\t0.201\t0.807\t-0.437\t-1.114\t-0.745\t-0.133\t-0.549\t-0.364\t0.589\t0.421\t-1.483\n4\t0.506\t1.447\t0.568\t-1.050\t1.363\t1.641\t3.152\t-1.123\t0.243\t-2.082\t0.553\t-0.548\t1.923\t-0.775\t-1.689\t-0.471\t-1.975\t0.751\t-2.065\t0.028\t-2.078\t-0.320\t1.643\t0.361\t-0.863\t-0.031\t0.018\t0.473\n2\t0.765\t-0.575\t0.151\t0.223\t0.736\t1.660\t0.607\t-0.238\t0.797\t0.304\t-2.238\t-1.199\t-0.225\t-0.585\t-0.123\t-2.427\t0.841\t-0.050\t1.216\t0.026\t0.201\t-1.036\t-1.205\t0.133\t0.002\t-1.642\t0.940\t0.050\n4\t0.390\t-1.534\t1.230\t2.416\t-1.071\t-0.488\t-1.125\t0.243\t0.534\t-0.071\t1.181\t1.429\t-1.370\t0.189\t0.413\t0.298\t-0.335\t0.307\t-1.509\t1.484\t-0.279\t-0.574\t-1.653\t1.739\t1.994\t0.142\t-1.334\t-0.297\n3\t-0.429\t-0.126\t-0.974\t0.557\t0.957\t-1.851\t1.784\t-0.528\t-0.295\t0.308\t-0.838\t-0.591\t-0.831\t-0.002\t-0.581\t0.377\t-1.316\t0.444\t-1.127\t1.011\t0.813\t-2.139\t0.842\t-2.610\t-1.172\t1.033\t-0.541\t1.561\n4\t0.901\t0.190\t-0.263\t0.821\t1.913\t-0.558\t-0.088\t-0.991\t0.155\t-0.156\t1.158\t1.420\t0.788\t1.047\t-0.705\t-0.955\t0.437\t0.020\t1.999\t-1.922\t0.620\t0.603\t-0.762\t-0.968\t-0.339\t-1.642\t1.457\t2.701\n3\t-1.354\t1.610\t-0.225\t0.157\t-0.537\t1.817\t-0.260\t1.597\t0.212\t0.800\t0.665\t-0.638\t1.023\t-0.210\t0.615\t-2.405\t-0.341\t-0.664\t0.604\t-1.620\t-1.408\t-0.191\t1.786\t1.488\t0.145\t0.559\t0.437\t-0.256\n3\t-0.495\t-0.746\t-0.670\t1.284\t0.000\t-0.554\t-0.908\t-0.321\t-0.512\t-0.937\t-0.353\t0.324\t3.233\t-0.396\t0.115\t-0.907\t1.954\t0.125\t0.484\t0.427\t2.759\t0.856\t0.252\t0.072\t0.100\t-0.769\t-0.327\t1.133\n1\t0.352\t-1.473\t-0.484\t-1.213\t-1.426\t0.853\t-1.479\t-1.321\t1.978\t-0.448\t0.658\t1.125\t0.774\t0.150\t-0.037\t0.538\t-0.225\t0.695\t-0.259\t-0.146\t1.882\t-0.480\t0.019\t0.431\t0.495\t0.293\t-1.250\t0.162\n2\t-1.000\t0.508\t0.006\t-0.455\t2.043\t-0.315\t0.169\t0.086\t1.575\t-1.499\t2.244\t1.519\t0.398\t0.618\t-0.228\t0.150\t0.420\t-0.909\t1.519\t0.224\t0.142\t-0.867\t1.170\t-0.046\t-0.525\t-1.086\t-0.162\t-1.170\n0\t0.547\t-0.202\t-0.218\t1.099\t0.825\t0.814\t1.305\t0.021\t0.682\t-0.310\t0.324\t-0.130\t0.097\t0.595\t-0.818\t2.092\t-1.006\t-1.214\t1.158\t0.792\t0.624\t0.628\t-0.012\t-0.897\t0.076\t-0.677\t0.975\t-0.147\n3\t0.166\t-0.734\t0.518\t0.736\t0.726\t0.935\t-0.568\t-0.271\t0.247\t-0.425\t-1.158\t-0.502\t1.635\t-0.743\t-0.794\t-0.547\t0.557\t0.348\t0.706\t2.533\t0.821\t0.900\t2.860\t0.490\t-0.392\t-0.303\t1.057\t-1.252\n3\t-0.119\t-1.539\t-2.092\t0.628\t0.790\t0.699\t0.435\t-1.072\t0.243\t1.574\t-2.169\t-1.281\t-0.477\t1.070\t-1.000\t1.626\t0.412\t-0.821\t0.056\t0.382\t0.097\t0.916\t0.499\t-2.436\t0.518\t-0.477\t0.283\t0.356\n3\t-0.565\t0.355\t-1.179\t0.754\t-0.429\t0.808\t1.238\t-0.840\t1.835\t0.671\t0.061\t-0.068\t0.587\t-0.117\t-0.137\t-1.152\t-0.729\t-0.269\t-2.916\t-1.555\t-0.826\t-0.497\t-1.221\t-0.926\t0.696\t-1.410\t-1.323\t-1.318\n2\t1.634\t-0.333\t-0.076\t0.073\t0.479\t0.827\t-0.375\t1.857\t-1.829\t-1.194\t0.608\t-0.164\t-0.566\t0.959\t0.813\t1.249\t-1.036\t0.813\t0.802\t-1.007\t0.039\t0.969\t1.342\t-0.147\t-1.099\t1.532\t0.040\t-1.889\n0\t0.842\t0.959\t0.329\t-0.079\t-0.110\t1.276\t-0.558\t-0.141\t-0.963\t-0.620\t-0.449\t-0.177\t-0.148\t0.100\t0.292\t0.146\t1.498\t-0.052\t0.059\t0.679\t-1.161\t-0.222\t0.370\t0.449\t-0.439\t0.253\t-1.350\t1.060\n0\t0.270\t0.308\t-0.759\t1.058\t-0.442\t0.450\t-0.164\t0.376\t-0.214\t0.394\t-0.007\t0.814\t-0.819\t-1.770\t-0.973\t1.069\t-0.155\t0.092\t-1.054\t0.066\t-1.023\t-0.876\t-0.402\t0.445\t0.552\t0.579\t-1.588\t-0.007\n3\t0.352\t-1.620\t-0.757\t-0.126\t-1.182\t-1.167\t-0.962\t0.508\t-2.526\t-0.169\t1.520\t1.062\t1.124\t-0.349\t1.948\t-0.570\t0.451\t0.528\t-1.097\t-1.966\t0.882\t-0.922\t-0.092\t0.399\t-0.022\t0.677\t0.466\t0.540\n4\t0.437\t-2.170\t1.192\t-1.287\t-0.634\t0.105\t-0.385\t0.430\t0.552\t-1.337\t-0.036\t-0.823\t0.948\t1.845\t0.302\t-2.070\t0.124\t-1.358\t-0.094\t0.958\t-1.365\t0.507\t0.731\t-0.864\t-3.150\t0.858\t-0.477\t-0.032\n4\t0.568\t1.086\t0.333\t-2.493\t-0.499\t1.197\t-0.808\t-0.223\t-1.045\t1.784\t1.681\t-0.884\t0.147\t-0.680\t0.615\t0.510\t0.812\t0.332\t2.935\t-1.028\t-1.711\t-0.393\t-1.568\t-1.492\t-1.001\t-0.922\t-0.955\t0.518\n2\t-0.362\t-0.124\t-0.378\t0.317\t-0.758\t-0.509\t-0.826\t-0.900\t-0.341\t0.263\t-1.521\t0.659\t-1.837\t-0.142\t1.079\t1.384\t0.574\t-1.625\t-0.196\t1.908\t1.331\t-0.105\t1.264\t-0.179\t0.592\t-1.277\t-2.003\t-0.835\n4\t-0.524\t-0.390\t0.399\t-0.672\t-1.256\t0.015\t-0.777\t0.339\t-1.454\t0.397\t0.000\t0.607\t-1.801\t-1.846\t-0.071\t-1.139\t-0.544\t1.446\t0.194\t-0.975\t0.211\t-0.112\t0.046\t2.515\t0.770\t-1.748\t2.619\t-0.576\n2\t-0.526\t1.559\t-0.415\t2.083\t0.067\t-0.234\t-0.504\t0.422\t0.894\t-2.538\t0.005\t-1.988\t0.982\t1.000\t0.041\t0.208\t-1.430\t-0.547\t-0.612\t-0.449\t0.872\t1.282\t0.611\t-0.323\t-0.746\t0.091\t0.297\t-0.221\n1\t1.046\t1.380\t0.059\t-0.095\t0.705\t0.412\t-1.145\t1.647\t0.238\t0.817\t0.355\t0.514\t-0.165\t0.697\t0.678\t0.853\t-1.368\t-1.218\t0.123\t-0.400\t1.237\t-0.876\t0.892\t-1.668\t-1.518\t-0.023\t0.354\t0.645\n2\t0.393\t-1.523\t-0.679\t0.819\t-0.131\t-1.465\t0.394\t-0.582\t0.436\t2.688\t0.382\t0.612\t-0.254\t-1.120\t1.024\t-0.606\t-0.229\t1.793\t-0.338\t1.215\t0.387\t-0.553\t0.341\t-0.716\t0.905\t1.247\t0.049\t1.342\n4\t-0.324\t0.103\t-1.107\t0.163\t0.902\t1.211\t-0.451\t-0.963\t-1.467\t1.217\t-0.589\t-0.541\t-2.243\t-0.320\t2.784\t1.897\t0.049\t1.359\t-0.665\t1.530\t0.216\t0.687\t-0.539\t0.519\t3.062\t1.038\t-0.550\t-2.165\n2\t-0.324\t-1.541\t1.405\t1.371\t-0.672\t0.921\t-0.332\t1.501\t-0.515\t1.979\t0.786\t1.798\t-0.464\t0.405\t-0.969\t0.844\t0.899\t2.397\t0.482\t0.724\t-0.471\t0.541\t-0.380\t0.116\t0.175\t-0.352\t0.063\t-0.375\n0\t0.601\t1.142\t-0.438\t0.090\t0.007\t1.544\t0.006\t0.146\t0.939\t0.508\t0.219\t-1.325\t-0.424\t0.361\t0.127\t-0.139\t0.692\t2.162\t0.075\t0.656\t-0.200\t-1.123\t-0.304\t0.194\t-0.060\t0.094\t-1.726\t-0.465\n0\t1.013\t-0.122\t-1.042\t0.171\t0.622\t-0.274\t0.766\t-0.384\t-0.013\t0.024\t-0.849\t-0.471\t0.142\t0.333\t1.604\t-0.652\t0.869\t0.567\t0.823\t-0.637\t-0.362\t-0.585\t-0.245\t0.542\t0.056\t0.870\t-0.780\t-1.954\n4\t0.197\t1.667\t-0.447\t-0.523\t-2.958\t-1.033\t1.509\t2.252\t0.831\t0.559\t-1.918\t0.510\t1.250\t-1.058\t1.583\t-0.539\t0.908\t0.160\t-1.177\t-0.200\t-0.672\t0.033\t0.796\t-0.140\t0.556\t-0.539\t0.118\t1.027\n3\t-1.673\t0.328\t-0.870\t0.469\t-1.645\t-0.088\t-0.727\t0.488\t-1.167\t0.536\t1.066\t0.455\t0.309\t0.957\t0.829\t-1.861\t1.078\t1.535\t0.582\t-1.379\t-1.237\t-2.234\t1.045\t1.298\t0.444\t0.790\t-0.311\t0.529\n1\t-0.773\t-0.072\t1.095\t0.368\t1.944\t1.398\t-1.039\t0.593\t0.153\t1.187\t0.523\t-0.500\t0.476\t-0.369\t-0.646\t-0.111\t0.249\t1.300\t-0.497\t-1.917\t-0.197\t0.256\t0.182\t-0.254\t0.950\t0.312\t0.603\t-1.837\n0\t-0.124\t-0.273\t-0.260\t0.920\t-0.512\t1.012\t2.012\t-0.650\t0.376\t0.242\t0.052\t-1.617\t0.888\t-0.375\t1.163\t-0.015\t1.135\t0.513\t0.764\t0.626\t-0.138\t-0.362\t0.450\t0.698\t-0.007\t0.778\t-0.738\t0.255\n3\t-0.756\t-1.258\t-2.202\t0.612\t-0.065\t0.584\t1.599\t-0.908\t-0.249\t-0.861\t-1.694\t-0.275\t1.167\t-1.062\t0.238\t-1.225\t-0.757\t0.279\t1.744\t1.329\t-0.026\t-0.844\t0.091\t-1.611\t0.634\t-0.245\t1.466\t0.568\n2\t-0.398\t0.003\t0.728\t2.328\t0.820\t0.914\t-0.545\t0.157\t-0.096\t1.408\t-0.146\t1.329\t-1.302\t1.399\t-0.861\t0.854\t-0.864\t0.618\t-0.963\t1.036\t0.845\t-0.601\t0.578\t0.947\t-0.923\t-1.034\t-1.071\t-1.213\n3\t-1.382\t1.042\t0.224\t-0.452\t2.272\t-1.648\t0.976\t-0.111\t0.785\t0.109\t-1.872\t0.095\t0.336\t-2.192\t1.944\t0.311\t0.672\t-1.166\t0.691\t1.090\t0.254\t-0.009\t-0.894\t-0.216\t-0.512\t0.572\t-0.850\t0.565\n0\t-0.448\t0.264\t-0.665\t1.627\t1.401\t0.565\t-0.525\t-0.848\t1.226\t-1.159\t0.269\t-0.113\t-0.900\t-0.022\t-0.446\t-0.113\t-1.249\t-1.652\t1.109\t0.095\t-0.414\t0.769\t-0.008\t-1.290\t-1.677\t-0.290\t0.264\t-0.197\n2\t1.173\t0.674\t-1.120\t-0.809\t-1.434\t-0.010\t-0.980\t-0.806\t0.917\t-0.808\t-0.753\t1.141\t1.977\t0.028\t-0.227\t-0.223\t0.471\t-2.221\t0.644\t-0.305\t-0.255\t0.024\t-1.071\t1.481\t-1.032\t1.394\t1.437\t0.582\n2\t1.030\t1.982\t0.954\t2.172\t-0.922\t-0.819\t-1.189\t0.442\t0.176\t-0.152\t0.809\t1.232\t-1.526\t-0.597\t0.820\t-0.468\t-0.798\t1.019\t-1.290\t-0.302\t0.329\t-0.574\t0.783\t-0.569\t1.409\t-0.126\t0.671\t0.746\n3\t-0.911\t-1.351\t-0.373\t1.121\t-1.588\t0.084\t0.441\t1.588\t0.679\t-0.270\t0.494\t0.415\t0.143\t0.043\t-1.084\t-0.832\t-0.200\t2.109\t-0.196\t-0.033\t-0.878\t0.893\t1.018\t-2.145\t-1.939\t1.033\t1.838\t-0.744\n4\t-0.845\t0.909\t-1.261\t0.181\t0.004\t0.060\t0.617\t-1.262\t0.912\t-1.200\t-0.482\t-0.353\t0.422\t-1.574\t1.618\t-0.282\t0.791\t-1.231\t-0.531\t-2.263\t0.836\t-1.024\t-1.161\t0.541\t-3.132\t-0.224\t1.782\t-1.006\n1\t1.171\t-0.014\t0.490\t-1.808\t0.511\t-0.348\t-0.081\t1.480\t0.379\t0.402\t-0.482\t-0.189\t1.360\t0.440\t1.664\t-0.869\t-1.510\t-0.231\t0.970\t0.243\t-1.251\t-0.486\t0.601\t0.979\t-0.703\t1.310\t0.697\t-0.693\n3\t0.493\t-0.806\t-0.145\t1.090\t-2.567\t-0.407\t-1.638\t-0.222\t-0.033\t-0.263\t0.884\t0.443\t-0.506\t-0.738\t0.735\t2.056\t1.654\t0.452\t0.009\t0.378\t1.600\t0.758\t-0.321\t1.563\t-0.358\t1.170\t-1.095\t0.728\n0\t-0.811\t0.547\t0.163\t0.308\t-0.718\t0.151\t1.222\t0.646\t1.384\t0.149\t0.090\t-0.975\t-0.270\t0.362\t-1.330\t0.383\t-0.804\t0.868\t-0.590\t-1.265\t0.566\t0.160\t0.856\t-1.065\t1.562\t-0.094\t-1.330\t-1.389\n1\t1.004\t0.483\t-0.162\t0.895\t0.239\t0.404\t-1.000\t-1.283\t-0.331\t-0.990\t1.349\t-1.475\t-0.708\t-1.730\t0.397\t-0.632\t1.670\t0.382\t-0.287\t0.249\t0.441\t0.789\t0.998\t-0.386\t-0.853\t0.379\t1.719\t1.272\n0\t-0.865\t0.892\t-0.842\t-0.300\t-0.254\t1.235\t-1.972\t0.409\t0.792\t0.441\t-0.276\t0.400\t-0.534\t-0.543\t-0.361\t-0.153\t-1.287\t-0.490\t-0.293\t-0.681\t-0.514\t-1.234\t-0.407\t-0.019\t0.366\t0.149\t-1.771\t-0.410\n1\t0.766\t-0.478\t-0.528\t-1.112\t0.754\t-0.191\t-0.318\t0.110\t-0.170\t-2.001\t-0.491\t0.895\t-1.507\t-1.090\t-0.427\t-0.726\t-0.028\t-1.093\t-0.388\t-0.048\t0.649\t1.245\t-0.262\t1.888\t-0.184\t0.829\t1.932\t0.139\n1\t1.269\t-1.387\t-0.817\t-0.106\t0.098\t-0.226\t0.434\t0.996\t1.723\t0.579\t-0.852\t-0.147\t-0.075\t0.515\t0.388\t2.050\t-0.462\t0.385\t2.355\t-0.585\t0.145\t-0.945\t0.082\t-0.780\t1.047\t0.147\t-0.935\t0.841\n0\t0.851\t-0.391\t0.107\t0.846\t0.464\t-0.585\t0.300\t-1.984\t0.000\t-0.618\t1.519\t-0.977\t0.117\t-0.429\t-0.558\t0.377\t-0.418\t1.852\t-1.975\t0.631\t-0.085\t-0.050\t0.302\t0.998\t0.265\t1.001\t0.046\t-1.034\n2\t-1.030\t-0.669\t-0.304\t-0.929\t-0.778\t0.075\t0.215\t-1.424\t0.396\t-0.382\t0.720\t0.780\t-0.545\t0.614\t-0.837\t1.324\t-0.799\t0.353\t-0.188\t-1.017\t0.901\t-0.614\t-1.700\t-2.882\t-0.875\t1.376\t1.258\t-0.719\n4\t-0.397\t1.512\t-0.993\t-0.017\t1.189\t0.846\t2.216\t0.003\t-0.442\t-1.094\t-0.368\t-1.104\t-1.796\t1.963\t0.049\t2.591\t-0.839\t-0.429\t-0.775\t-0.641\t0.874\t0.566\t0.875\t1.342\t1.107\t-1.008\t-0.524\t0.121\n3\t-0.860\t-1.097\t-0.389\t-0.017\t-0.242\t-1.877\t1.722\t-0.274\t0.173\t1.245\t-2.345\t-0.512\t-0.387\t-0.336\t-0.173\t1.447\t0.673\t0.958\t0.047\t-1.399\t-2.080\t-1.529\t0.360\t0.032\t-0.210\t-0.369\t2.012\t-0.823\n1\t-0.553\t0.300\t0.206\t1.744\t1.815\t-0.597\t1.058\t0.355\t-1.413\t-0.696\t2.336\t0.358\t1.000\t-0.212\t-0.540\t0.027\t-0.266\t-1.493\t-1.003\t0.708\t-0.381\t0.026\t0.235\t0.313\t1.147\t-1.099\t0.570\t0.755\n0\t-1.446\t0.362\t-0.797\t1.075\t0.225\t0.607\t1.411\t-0.310\t-0.574\t0.872\t0.510\t-0.187\t1.391\t-0.212\t0.033\t0.021\t-0.935\t0.078\t1.397\t0.445\t0.031\t-0.162\t0.331\t0.750\t0.609\t-0.332\t0.325\t0.480\n2\t-0.951\t-0.065\t0.261\t0.588\t0.961\t0.768\t1.838\t0.106\t-0.159\t-1.467\t0.970\t0.610\t-0.566\t0.243\t-0.010\t0.175\t-0.274\t0.113\t-1.519\t-0.406\t0.308\t-0.705\t0.389\t2.065\t-1.155\t-1.833\t1.206\t2.093\n1\t-0.745\t-0.427\t0.138\t-0.595\t-1.376\t-1.007\t0.940\t2.072\t0.305\t1.079\t0.354\t0.698\t0.741\t0.678\t0.355\t0.143\t-0.406\t0.526\t0.310\t-0.907\t1.189\t0.992\t0.193\t1.178\t0.727\t-0.440\t-1.815\t-1.849\n2\t-1.576\t0.889\t0.578\t-0.392\t0.844\t0.478\t1.639\t1.012\t-0.132\t-0.881\t1.090\t0.041\t-0.168\t-0.723\t1.850\t-0.894\t0.704\t1.556\t-0.329\t0.084\t-1.831\t-1.174\t1.768\t-1.405\t0.019\t0.564\t-0.724\t-0.513\n4\t-2.259\t-0.599\t-1.019\t0.150\t-2.016\t-2.046\t2.170\t0.618\t0.121\t0.364\t0.146\t0.997\t-0.632\t0.187\t0.227\t-1.047\t1.277\t-0.446\t1.017\t0.115\t1.634\t-1.041\t-1.085\t-0.906\t0.133\t1.541\t1.593\t-2.310\n2\t0.200\t-0.231\t1.418\t-1.411\t3.602\t-0.174\t0.738\t1.387\t-0.196\t-0.115\t-0.503\t-0.885\t0.272\t-0.135\t-0.509\t-0.451\t0.576\t-0.798\t-0.247\t0.899\t0.247\t-1.050\t-0.024\t0.437\t0.989\t-0.755\t-0.559\t-0.695\n4\t-0.468\t1.003\t-0.290\t-0.307\t-1.326\t-0.760\t0.879\t0.597\t-0.132\t1.370\t-1.266\t-1.143\t-0.169\t0.993\t1.632\t-2.390\t-0.655\t1.270\t-1.348\t-2.181\t-0.287\t1.169\t0.200\t1.240\t1.680\t1.214\t1.448\t-1.581\n3\t0.225\t-1.277\t-0.556\t-0.080\t-0.328\t-0.206\t1.621\t0.100\t0.382\t-2.009\t0.746\t2.852\t1.346\t-0.440\t2.281\t0.027\t0.307\t-0.267\t-0.293\t-2.248\t0.787\t-0.297\t-0.188\t0.273\t-0.415\t0.264\t1.203\t0.405\n3\t2.569\t1.179\t1.172\t0.632\t0.961\t0.945\t-0.263\t-0.279\t-0.785\t0.710\t-1.695\t0.393\t-0.329\t-1.635\t0.279\t-0.270\t0.408\t-0.515\t-1.444\t-0.153\t-0.869\t-1.863\t0.850\t-0.607\t-0.140\t-2.208\t-0.425\t0.701\n2\t-0.077\t-0.942\t-0.081\t2.092\t0.999\t0.551\t0.963\t1.541\t-1.153\t-0.392\t-0.529\t0.587\t0.160\t0.756\t-0.507\t1.372\t-0.069\t0.695\t1.195\t1.115\t0.361\t0.819\t1.742\t0.514\t-0.730\t0.583\t-0.037\t-2.348\n3\t0.934\t0.022\t0.714\t-0.820\t-0.333\t-0.024\t-0.631\t1.249\t-0.764\t-0.577\t1.359\t1.165\t1.588\t-1.908\t0.201\t0.090\t-0.562\t0.324\t-0.321\t0.162\t3.402\t0.317\t0.359\t0.821\t0.181\t-1.098\t-1.647\t-0.029\n3\t-0.329\t0.255\t-1.519\t0.897\t-1.078\t1.913\t0.374\t0.618\t-0.673\t-0.482\t1.326\t-1.421\t-0.007\t0.016\t0.456\t0.235\t0.463\t-0.561\t2.545\t0.011\t1.041\t1.045\t-2.639\t-1.565\t-0.820\t-0.507\t0.273\t0.295\n3\t-0.710\t0.642\t-1.734\t0.579\t-0.004\t0.038\t0.255\t-0.856\t0.424\t1.710\t-1.375\t0.376\t-0.621\t-1.629\t-1.184\t-0.103\t0.056\t0.153\t-0.776\t0.410\t0.408\t1.912\t-1.201\t1.435\t-1.357\t0.371\t2.126\t-1.151\n1\t-0.042\t-0.570\t-0.714\t-0.260\t-1.256\t-0.595\t0.308\t-1.155\t-2.068\t-0.462\t-1.197\t-0.530\t0.848\t0.840\t-0.057\t0.578\t1.968\t-0.254\t-0.970\t0.670\t-0.504\t-1.084\t-0.249\t0.394\t0.363\t-1.384\t0.432\t-1.460\n0\t0.545\t0.887\t0.211\t-0.418\t-0.350\t0.026\t0.250\t-0.147\t0.019\t-1.517\t0.667\t0.181\t1.002\t0.000\t-1.738\t-0.358\t-0.200\t0.743\t-2.070\t0.041\t0.514\t-0.661\t0.075\t-0.627\t-0.730\t-0.408\t-0.711\t0.684\n1\t0.536\t-0.572\t0.087\t-1.804\t0.608\t-0.537\t-0.139\t-0.153\t-0.348\t0.065\t0.013\t0.219\t-1.258\t0.772\t-0.124\t0.340\t-0.129\t-1.066\t2.531\t0.126\t-1.578\t-0.092\t-0.392\t-0.162\t-1.636\t0.030\t-0.873\t1.476\n4\t0.838\t-0.215\t0.633\t-0.548\t2.392\t0.614\t-0.484\t-0.752\t0.270\t0.674\t-1.308\t0.011\t0.743\t0.334\t0.624\t1.491\t-3.109\t0.218\t-2.351\t-0.045\t1.299\t-0.129\t-0.934\t0.826\t0.140\t0.189\t2.157\t-1.507\n0\t-0.522\t-0.747\t-1.507\t0.992\t-0.175\t-1.246\t-0.826\t-0.867\t0.043\t1.067\t-0.348\t-2.253\t-0.189\t-0.156\t-0.225\t-0.627\t0.217\t0.066\t-0.025\t0.413\t-0.430\t-0.487\t1.380\t0.559\t0.827\t1.226\t0.526\t0.928\n1\t-1.245\t0.233\t-0.608\t-1.014\t-1.340\t0.432\t-0.681\t0.968\t0.994\t1.374\t-0.852\t0.475\t0.632\t-0.474\t-0.772\t1.610\t0.227\t0.636\t-0.822\t-1.219\t-0.569\t-0.124\t-1.064\t-0.010\t-1.689\t-1.120\t0.671\t0.604\n2\t-0.434\t-0.066\t0.195\t-1.333\t0.223\t-0.053\t0.217\t-0.031\t1.327\t-1.374\t0.632\t-0.319\t0.028\t-1.506\t0.006\t-0.073\t-2.104\t0.099\t0.248\t-3.023\t0.872\t-0.298\t0.729\t0.074\t2.087\t-0.034\t0.601\t0.644\n3\t-0.175\t-1.863\t-0.183\t1.162\t0.215\t0.406\t-2.446\t-0.610\t-1.694\t-2.428\t0.273\t0.058\t-0.245\t-1.572\t-0.286\t-0.763\t-0.018\t0.140\t-0.449\t0.737\t0.094\t1.058\t-1.888\t-0.571\t1.352\t-0.629\t0.288\t1.075\n1\t-0.232\t-0.565\t-1.591\t-1.889\t0.367\t-0.228\t-0.364\t-1.542\t-0.966\t0.045\t0.285\t-0.164\t1.379\t-0.575\t1.287\t0.217\t0.108\t0.933\t-0.624\t-0.329\t-1.224\t0.935\t0.336\t1.098\t0.205\t1.103\t-0.747\t0.987\n2\t1.619\t-0.162\t0.339\t-0.056\t0.676\t0.334\t1.557\t1.312\t-0.012\t-0.472\t1.760\t-1.064\t0.264\t0.669\t0.050\t-0.331\t-0.020\t0.089\t1.809\t0.425\t2.391\t-0.235\t-1.628\t-0.765\t0.213\t0.103\t-1.509\t0.164\n0\t0.370\t-0.699\t-0.101\t-0.816\t1.551\t-1.002\t-0.607\t0.622\t0.016\t-0.129\t1.228\t0.358\t-0.193\t-0.425\t-0.777\t-0.698\t-0.409\t-0.433\t-0.742\t0.810\t0.842\t-0.905\t1.065\t-0.606\t-1.555\t-1.053\t0.957\t1.191\n3\t0.205\t-1.623\t1.888\t-0.164\t0.698\t-0.836\t0.308\t-1.303\t0.452\t-0.356\t0.029\t0.698\t-1.233\t-0.684\t0.457\t2.098\t-0.138\t0.591\t-0.107\t1.942\t-1.747\t0.095\t-1.626\t-2.507\t0.297\t0.139\t-0.285\t-0.106\n3\t-0.416\t0.312\t1.420\t0.813\t-1.880\t-0.988\t-0.558\t0.457\t0.056\t2.853\t0.654\t0.459\t0.572\t0.191\t1.177\t-0.226\t-1.119\t0.453\t1.063\t0.170\t-0.338\t2.583\t-1.220\t0.003\t0.702\t-0.107\t0.093\t-0.286\n4\t-0.921\t-0.777\t-1.711\t0.134\t-1.785\t0.394\t1.358\t0.530\t0.052\t1.534\t0.327\t-0.863\t0.125\t1.960\t-1.093\t-1.380\t0.615\t-0.224\t-0.532\t-1.259\t-1.950\t-1.456\t1.615\t-0.009\t-1.962\t1.184\t1.235\t1.229\n3\t-0.829\t0.322\t0.559\t0.453\t-1.094\t0.334\t0.359\t1.486\t1.974\t1.240\t-0.458\t-0.772\t-0.201\t-0.572\t2.094\t0.955\t0.623\t0.803\t1.371\t0.618\t-0.191\t0.742\t0.734\t-1.117\t2.401\t-0.614\t1.542\t-0.161\n3\t1.442\t1.780\t0.259\t0.071\t0.935\t-0.483\t0.247\t-0.652\t1.893\t1.086\t1.783\t-0.491\t0.908\t0.423\t0.306\t1.656\t-0.912\t-0.606\t-0.534\t-1.444\t-1.992\t-0.170\t0.744\t-0.223\t-0.818\t1.214\t-1.135\t-1.849\n1\t1.325\t0.748\t0.994\t-0.890\t-0.252\t-0.105\t-0.447\t1.784\t-0.699\t-0.562\t-0.396\t1.061\t-0.023\t-0.849\t-0.144\t-0.132\t-1.515\t0.114\t0.249\t-1.548\t0.147\t1.011\t-0.748\t0.310\t1.565\t1.681\t0.672\t1.508\n0\t-1.505\t0.015\t-0.808\t-0.722\t0.700\t0.578\t1.314\t-0.298\t-0.795\t0.422\t0.679\t-0.324\t-0.754\t-0.137\t0.392\t-0.789\t-0.324\t0.097\t-1.352\t-0.607\t-0.256\t1.365\t-0.513\t-2.273\t-0.531\t1.089\t-0.936\t0.286\n3\t0.260\t-0.371\t2.266\t0.695\t-0.011\t-0.260\t1.020\t1.328\t-0.616\t-0.834\t0.164\t-0.187\t-0.998\t-0.422\t-0.638\t-0.509\t0.827\t0.768\t2.668\t-1.461\t0.729\t1.168\t-1.226\t-2.096\t-0.898\t-1.047\t-0.414\t1.231\n3\t-0.866\t0.564\t1.425\t0.734\t1.879\t-1.057\t-0.227\t-1.525\t-0.472\t0.512\t0.263\t-0.551\t-0.126\t-1.980\t0.038\t1.555\t-1.544\t-0.025\t1.367\t-1.022\t-0.199\t1.165\t2.598\t0.262\t0.346\t-1.172\t0.364\t-0.316\n0\t-0.974\t1.010\t0.665\t-0.231\t-0.460\t0.661\t-0.911\t0.202\t1.199\t1.520\t-0.525\t-1.587\t-0.707\t0.816\t-0.741\t1.083\t-0.743\t-0.557\t-0.173\t0.945\t-1.584\t0.280\t0.262\t-0.991\t0.356\t-0.180\t-1.131\t-0.074\n4\t-0.291\t1.698\t-0.270\t1.101\t-1.821\t-0.350\t0.277\t-1.081\t-1.754\t0.442\t-0.826\t0.350\t-1.444\t1.406\t1.944\t-2.082\t-1.751\t0.934\t-1.213\t1.036\t-0.942\t-0.020\t-0.645\t0.151\t-0.848\t-0.679\t-0.426\t-0.015\n2\t-1.142\t-1.586\t-0.808\t-0.189\t-0.517\t0.844\t-0.682\t0.215\t0.175\t0.372\t-0.433\t1.340\t-0.059\t0.660\t2.386\t-0.840\t-0.442\t-1.162\t-0.058\t0.776\t-1.145\t0.318\t1.413\t0.969\t1.873\t-1.523\t0.736\t-0.315\n0\t0.253\t-0.190\t-0.797\t1.564\t-0.516\t0.781\t-2.029\t-1.382\t0.889\t0.682\t-0.187\t0.814\t-1.414\t-0.787\t1.108\t0.040\t0.553\t0.226\t-0.560\t0.126\t0.036\t-0.177\t0.197\t0.942\t1.057\t-0.990\t-0.163\t-0.777\n2\t-1.338\t-0.873\t-1.331\t0.375\t1.038\t1.136\t-0.356\t0.179\t0.380\t-0.569\t-0.564\t-0.826\t-0.139\t0.786\t-0.938\t0.178\t-0.985\t-1.254\t-0.208\t-1.031\t0.785\t-0.157\t-0.623\t-0.648\t-0.156\t0.385\t-3.086\t-1.114\n0\t-1.289\t0.015\t-0.487\t0.119\t1.136\t-0.075\t-0.551\t0.029\t0.913\t-0.965\t-1.784\t-0.623\t-0.490\t-0.103\t-0.456\t-0.559\t-1.031\t-0.913\t1.190\t-0.486\t-1.673\t-0.668\t1.015\t-0.503\t-0.078\t0.225\t-0.178\t-0.910\n2\t0.201\t0.607\t-2.182\t-1.625\t0.151\t-0.196\t0.503\t-0.394\t0.343\t0.422\t0.350\t0.893\t0.399\t-1.689\t0.979\t3.082\t-0.518\t-0.802\t-0.498\t-0.582\t-0.315\t0.311\t1.139\t-1.461\t-0.100\t0.067\t-0.895\t0.593\n0\t0.777\t0.507\t1.466\t-0.544\t-0.663\t-0.368\t-0.930\t0.054\t0.156\t-0.333\t0.547\t0.576\t-0.730\t0.575\t-1.154\t-0.928\t1.431\t-0.227\t-0.202\t1.667\t0.175\t-0.259\t-0.900\t0.465\t1.449\t-0.067\t1.289\t-0.145\n3\t-1.876\t0.351\t1.424\t-0.787\t0.851\t-0.336\t1.364\t-0.415\t0.180\t-0.497\t0.991\t0.606\t-0.551\t-0.427\t-0.051\t2.607\t0.469\t0.306\t-1.440\t-1.563\t-0.164\t0.945\t2.076\t-0.995\t-1.076\t-0.288\t-0.981\t1.142\n2\t1.061\t0.520\t0.511\t-0.223\t0.388\t-2.143\t0.398\t1.658\t0.781\t0.664\t0.773\t1.209\t-0.199\t0.985\t0.457\t0.064\t1.351\t-0.688\t-0.650\t-2.357\t-0.929\t-0.440\t-0.050\t0.449\t0.881\t-1.329\t0.110\t-0.983\n2\t1.180\t0.454\t1.130\t-1.472\t-0.552\t-0.260\t0.543\t-1.163\t-0.439\t0.155\t0.182\t0.341\t1.583\t1.291\t-0.106\t1.614\t1.657\t-0.995\t1.940\t-0.903\t-0.205\t0.363\t0.877\t1.189\t0.277\t-0.173\t-1.655\t0.421\n0\t0.236\t0.083\t0.749\t0.570\t-0.104\t1.005\t-0.676\t-1.289\t0.914\t0.414\t0.565\t-0.691\t-0.362\t0.695\t0.109\t1.432\t0.663\t1.154\t1.462\t1.590\t0.764\t1.155\t1.350\t-0.192\t0.423\t-1.149\t-0.279\t-0.089\n4\t0.658\t2.246\t0.702\t-0.745\t-0.157\t-0.507\t0.008\t1.098\t-0.324\t-0.569\t0.516\t-0.815\t-0.874\t0.382\t-1.792\t-0.483\t0.856\t-1.834\t-1.761\t-1.434\t-2.731\t1.897\t0.120\t-0.670\t-1.290\t2.201\t0.655\t-0.128\n0\t-1.052\t0.224\t0.280\t0.521\t-0.069\t-0.542\t-1.798\t0.044\t-0.232\t-0.832\t1.250\t0.759\t-0.427\t-0.488\t0.260\t0.895\t-1.341\t-0.860\t0.592\t-1.029\t0.788\t-0.852\t0.458\t-0.103\t0.693\t-0.054\t-1.045\t-0.718\n3\t0.138\t1.292\t-0.173\t-0.829\t-0.892\t0.478\t-0.213\t-0.379\t0.815\t1.254\t-0.275\t-1.102\t1.148\t1.875\t-1.218\t-0.565\t1.919\t-0.241\t2.028\t-0.149\t0.388\t-1.283\t-2.092\t-0.249\t0.225\t0.651\t1.466\t-0.339\n0\t-0.967\t-0.161\t-0.347\t0.410\t0.864\t-1.448\t-0.549\t-0.429\t-1.154\t-0.856\t0.741\t0.401\t-0.673\t-0.573\t1.188\t0.919\t0.041\t-0.567\t1.096\t-0.241\t-0.667\t-0.981\t-1.206\t-1.037\t0.321\t0.315\t1.866\t1.170\n4\t-1.707\t-1.098\t-0.422\t-0.491\t-0.295\t-0.560\t-0.959\t0.655\t-0.988\t-0.958\t-0.921\t1.196\t-0.298\t-2.335\t-1.180\t0.628\t1.920\t0.326\t-0.210\t-0.542\t0.149\t-0.962\t2.833\t-1.278\t-1.122\t-0.860\t-1.374\t0.042\n1\t0.258\t0.532\t0.505\t-0.672\t0.238\t-1.295\t-0.959\t-0.087\t-1.061\t-1.273\t-0.712\t1.146\t1.557\t-0.033\t0.582\t-0.563\t-2.066\t-0.894\t-0.308\t0.141\t-0.101\t-0.282\t-0.575\t0.344\t-1.364\t0.802\t-0.586\t2.067\n3\t0.332\t-0.110\t0.581\t-0.502\t-1.101\t0.406\t0.268\t-2.547\t-1.181\t-0.672\t0.525\t-1.523\t-0.320\t1.938\t0.067\t0.129\t-0.061\t0.982\t0.042\t-0.220\t0.152\t1.326\t0.402\t0.057\t1.178\t-0.522\t-3.202\t0.448\n1\t1.600\t1.122\t0.891\t0.269\t-0.628\t-0.515\t0.235\t0.439\t-0.969\t1.246\t1.408\t0.794\t1.504\t0.638\t0.274\t0.051\t-0.317\t-0.005\t-1.041\t-0.084\t-1.168\t-0.801\t1.229\t1.182\t-0.837\t0.870\t-0.588\t-0.664\n0\t-0.011\t0.936\t0.701\t0.123\t-1.090\t-1.435\t0.107\t-0.543\t0.919\t0.746\t-0.185\t-1.158\t0.511\t-1.018\t-0.758\t-0.979\t-0.139\t1.170\t-0.005\t-0.443\t-1.526\t0.552\t-0.780\t0.118\t-0.354\t0.838\t-0.157\t-0.059\n4\t-0.311\t0.154\t2.081\t-0.282\t-0.247\t0.150\t-0.183\t0.791\t1.469\t-0.247\t-0.857\t1.975\t0.120\t-1.705\t1.862\t1.126\t1.601\t1.434\t2.645\t-1.037\t-0.796\t-0.492\t-0.521\t0.123\t-0.490\t-1.190\t-0.874\t-0.294\n4\t-0.942\t-1.023\t2.026\t-0.379\t-1.015\t1.190\t-0.147\t-2.027\t2.083\t0.584\t-1.512\t1.396\t-1.048\t-1.108\t-0.892\t1.940\t2.045\t-0.548\t1.706\t-2.287\t0.914\t1.364\t1.506\t0.077\t0.566\t-0.717\t0.025\t-0.164\n2\t-0.360\t-1.173\t0.666\t0.814\t-0.539\t-0.512\t-0.852\t0.705\t1.295\t-0.967\t-0.927\t-0.148\t0.830\t0.504\t1.183\t-2.353\t-0.468\t1.076\t1.681\t-0.197\t-0.516\t-0.856\t0.727\t1.197\t0.339\t-2.218\t0.408\t-0.500\n1\t0.453\t1.017\t1.868\t-1.376\t0.597\t1.034\t1.105\t-1.139\t1.256\t0.156\t-0.211\t0.287\t-0.266\t-0.259\t-0.451\t0.107\t0.702\t-0.297\t-1.193\t-0.939\t0.874\t-1.344\t-0.801\t-0.278\t0.265\t-1.082\t1.048\t1.836\n4\t0.702\t-0.454\t-2.021\t0.657\t1.248\t-0.903\t0.433\t1.218\t-0.679\t-1.910\t1.307\t-1.562\t0.169\t0.553\t-0.261\t2.156\t0.116\t0.523\t-0.373\t0.364\t0.432\t-0.234\t-0.911\t-1.357\t-0.717\t1.679\t-1.711\t1.624\n3\t-0.730\t1.274\t-0.622\t0.031\t1.119\t-0.737\t-0.527\t1.498\t-0.446\t1.457\t-1.048\t-0.463\t0.045\t-1.769\t-0.424\t0.207\t-0.157\t-0.243\t2.189\t-1.105\t1.988\t1.169\t0.416\t-0.601\t-2.108\t-0.792\t1.057\t-1.369\n"
  },
  {
    "path": "examples/multiclass_classification/multiclass.train",
    "content": "3\t-1.047\t0.537\t1.186\t0.719\t0.996\t-0.757\t-1.422\t1.501\t-0.323\t-0.251\t1.328\t0.556\t0.456\t2.165\t-0.644\t0.928\t0.057\t0.269\t1.528\t0.508\t0.538\t1.073\t-0.365\t-0.839\t-1.045\t-1.966\t2.056\t-1.103\n1\t-0.151\t-0.221\t-0.090\t-0.762\t-0.231\t-0.298\t0.602\t1.190\t0.744\t-0.428\t-1.867\t-0.229\t0.640\t0.972\t-0.236\t-0.580\t-1.206\t0.815\t-1.529\t0.890\t-0.581\t-1.168\t1.394\t-1.243\t-1.437\t1.976\t0.595\t0.405\n2\t-0.568\t-0.449\t1.564\t0.636\t1.070\t-0.235\t0.452\t-0.077\t0.614\t-0.113\t1.778\t-0.236\t0.426\t-1.801\t1.191\t-1.174\t-0.646\t-1.238\t-1.425\t0.972\t-0.790\t-1.459\t-1.520\t1.108\t-0.363\t-0.050\t0.922\t0.591\n4\t-0.361\t-1.308\t1.115\t1.569\t0.286\t0.303\t-1.587\t0.800\t0.931\t2.740\t0.274\t-1.031\t-1.494\t-0.239\t-1.150\t-0.919\t-1.307\t-0.292\t-0.158\t2.593\t0.315\t1.228\t-0.039\t-0.520\t-0.092\t-0.283\t1.446\t0.448\n1\t0.387\t-1.660\t0.684\t-0.752\t-0.418\t0.227\t-0.694\t-1.487\t-0.314\t-1.304\t-1.520\t0.647\t0.030\t0.268\t0.564\t0.313\t-0.684\t-0.197\t-0.768\t0.333\t-1.308\t-0.872\t0.052\t-0.260\t-1.063\t-2.902\t-0.400\t-0.063\n2\t-0.602\t0.140\t-0.091\t1.836\t0.463\t-1.306\t-0.919\t-0.437\t-0.700\t1.419\t-0.558\t-0.037\t0.601\t2.791\t-0.146\t1.661\t-0.431\t0.976\t-0.837\t0.801\t-0.372\t0.912\t0.806\t0.626\t0.428\t-0.477\t0.725\t-1.602\n4\t1.481\t0.605\t-1.118\t-1.205\t-0.151\t-0.281\t2.107\t-0.114\t1.748\t0.379\t0.829\t-2.947\t2.369\t-0.755\t1.112\t-1.579\t1.661\t-1.564\t-0.985\t-0.459\t-0.389\t-0.334\t0.377\t-1.075\t0.327\t1.717\t-1.068\t-0.107\n1\t-0.049\t-1.430\t-0.503\t0.431\t2.028\t0.302\t0.305\t-0.507\t0.457\t0.804\t-0.409\t-0.613\t0.143\t-0.115\t0.312\t2.146\t1.583\t0.103\t-1.465\t-0.460\t0.932\t0.332\t-2.201\t-0.447\t0.852\t-0.345\t-0.588\t0.042\n4\t-2.193\t0.020\t-0.238\t1.858\t0.490\t-0.305\t-0.197\t-0.208\t2.217\t0.675\t-1.407\t-0.244\t-0.024\t-1.108\t-1.783\t0.596\t-0.805\t1.249\t0.008\t-0.474\t-2.417\t1.222\t0.294\t-0.448\t-0.890\t1.599\t-1.064\t-0.369\n1\t-0.214\t-0.979\t-1.833\t0.574\t0.650\t0.343\t-0.215\t-0.319\t0.778\t-0.101\t1.125\t-0.099\t-0.135\t0.371\t1.392\t1.177\t-0.048\t-0.374\t-1.208\t0.692\t-1.784\t1.705\t0.843\t-0.746\t1.231\t0.548\t0.468\t-0.267\n4\t2.437\t0.225\t-1.097\t-2.233\t0.917\t-0.688\t0.267\t-1.385\t1.920\t-1.574\t-2.109\t0.782\t-1.726\t0.803\t0.123\t-2.135\t1.297\t-0.308\t-0.525\t0.243\t-0.025\t-0.475\t-1.121\t-0.374\t-1.085\t-0.528\t0.651\t-1.187\n0\t0.417\t0.836\t-0.280\t-0.088\t-1.083\t0.556\t0.591\t-0.656\t-0.272\t-0.206\t-1.050\t0.643\t1.227\t-0.934\t1.340\t0.729\t1.471\t-1.422\t-1.523\t0.580\t0.387\t-0.196\t0.214\t1.175\t-0.151\t-0.317\t-0.301\t-1.289\n0\t0.254\t1.685\t-0.312\t-0.190\t0.283\t-1.184\t0.688\t0.071\t0.090\t0.543\t0.376\t0.411\t-0.390\t1.569\t-1.462\t-0.686\t-0.553\t-0.721\t-1.747\t1.644\t0.643\t-0.631\t0.697\t-0.161\t-0.291\t-0.960\t0.017\t-0.632\n0\t0.753\t-1.115\t1.510\t0.450\t0.655\t0.446\t-1.507\t-1.198\t-0.510\t0.644\t-1.380\t-0.175\t-0.177\t0.793\t0.675\t-1.010\t1.447\t-1.163\t1.092\t-0.550\t0.164\t0.226\t0.198\t0.674\t0.391\t0.784\t0.465\t-1.264\n1\t-1.739\t-0.166\t0.378\t0.090\t0.481\t-0.969\t0.241\t0.294\t-0.022\t-1.419\t-0.231\t1.686\t1.732\t-0.796\t-0.078\t1.085\t0.245\t-0.297\t0.427\t-0.507\t-0.352\t1.606\t-0.224\t1.410\t1.044\t0.563\t-2.057\t-0.330\n0\t0.593\t-0.734\t-1.328\t-0.434\t-0.640\t0.732\t-0.547\t0.023\t-0.916\t-0.531\t-1.010\t-0.374\t0.521\t0.327\t1.317\t-1.339\t-0.135\t-0.565\t0.087\t0.115\t-0.911\t0.284\t-0.144\t1.345\t-1.442\t-0.585\t1.303\t0.201\n3\t-1.905\t-1.074\t-0.092\t0.514\t0.182\t0.560\t-1.079\t-1.589\t0.085\t-1.229\t-0.865\t0.932\t0.189\t-0.568\t-0.698\t0.621\t0.212\t-1.215\t-1.948\t1.882\t-1.222\t0.528\t1.511\t0.148\t-0.600\t-1.426\t-1.440\t0.377\n4\t-0.103\t-0.490\t0.042\t2.637\t1.154\t1.163\t0.436\t0.166\t-2.396\t-0.679\t-0.481\t-1.875\t-1.157\t-1.981\t-0.038\t0.819\t1.107\t0.415\t-0.963\t-1.932\t-1.757\t-1.269\t-0.889\t-0.160\t-1.014\t0.339\t-0.232\t0.011\n0\t0.746\t0.586\t0.224\t1.729\t0.248\t0.067\t-0.509\t-0.263\t-0.863\t1.197\t0.479\t-0.170\t-0.208\t1.272\t0.699\t-0.778\t-1.452\t-0.227\t0.265\t-1.714\t-1.747\t-0.403\t0.758\t0.216\t0.099\t-0.334\t0.929\t0.705\n4\t-0.089\t-0.276\t2.882\t-1.629\t-0.977\t-2.146\t0.516\t1.780\t1.075\t-1.754\t0.169\t1.032\t-0.320\t-1.196\t0.914\t0.331\t1.397\t0.802\t3.286\t0.983\t-0.254\t-1.427\t-0.677\t-0.057\t0.394\t1.085\t-1.722\t1.524\n2\t1.448\t-0.541\t0.847\t-1.935\t-0.758\t-1.373\t1.635\t1.650\t-0.686\t-0.057\t-0.791\t0.488\t-0.584\t-1.115\t-0.807\t0.158\t-1.145\t0.753\t-2.377\t-0.266\t0.202\t-0.330\t0.387\t1.217\t0.226\t-0.436\t0.153\t0.392\n4\t-1.965\t0.188\t0.799\t-0.490\t-1.208\t1.057\t-0.870\t0.951\t-0.041\t1.619\t0.404\t-1.218\t1.736\t0.751\t-0.948\t0.742\t1.215\t0.195\t-1.226\t-0.232\t-0.130\t-0.678\t-1.759\t-1.224\t0.564\t-0.594\t-1.281\t2.319\n4\t-0.299\t2.875\t1.267\t-0.698\t1.783\t0.633\t-1.419\t0.493\t-0.255\t0.039\t-1.611\t-0.588\t0.320\t0.236\t-1.454\t0.480\t2.028\t0.579\t-0.618\t1.345\t-1.771\t-0.953\t-0.558\t1.351\t0.153\t-1.218\t-0.705\t0.567\n2\t-0.582\t-0.918\t0.494\t-1.531\t-1.419\t1.507\t0.199\t0.154\t-0.470\t-0.133\t1.140\t-0.630\t-0.799\t1.273\t-0.886\t-0.608\t0.990\t0.606\t0.612\t-0.594\t-0.751\t-0.053\t-0.075\t-1.134\t0.274\t-2.292\t0.125\t-1.843\n2\t-0.054\t-0.763\t0.310\t-0.214\t-0.848\t0.102\t0.066\t-0.143\t1.092\t0.376\t2.631\t-0.444\t0.068\t-1.159\t-0.499\t-1.896\t0.481\t0.942\t-0.279\t-1.661\t2.141\t-0.441\t-0.482\t0.764\t-0.980\t-0.725\t0.678\t1.293\n4\t0.843\t0.506\t0.846\t2.489\t1.612\t-1.286\t2.852\t0.219\t-1.278\t1.458\t1.025\t1.102\t-0.529\t-1.346\t1.740\t0.203\t-0.292\t1.472\t1.457\t0.279\t1.821\t-1.872\t-0.830\t0.518\t1.476\t2.592\t-0.791\t-0.410\n3\t1.232\t-1.267\t0.572\t-0.557\t0.352\t-0.741\t0.145\t-0.947\t0.970\t0.055\t1.789\t0.305\t-0.999\t-1.589\t1.421\t-0.598\t-0.986\t1.344\t-0.435\t0.913\t0.353\t-1.915\t0.640\t-0.973\t-1.233\t-2.217\t-1.155\t-0.357\n1\t0.514\t-1.073\t-0.438\t-1.002\t0.640\t1.023\t0.669\t0.166\t0.378\t-0.742\t-0.444\t0.006\t-0.277\t0.001\t-1.618\t0.881\t-1.072\t-2.108\t-0.715\t-0.216\t2.018\t-0.489\t0.210\t0.321\t-1.515\t-0.105\t-0.264\t0.084\n4\t-1.709\t-1.164\t-2.232\t-1.414\t-0.848\t-0.171\t0.552\t-0.418\t0.289\t-0.165\t2.072\t-1.423\t2.082\t-0.804\t0.593\t-0.738\t-0.648\t0.119\t-1.087\t-0.136\t0.209\t-2.223\t-1.240\t-0.810\t2.171\t-0.891\t0.215\t1.028\n3\t0.773\t0.381\t-0.271\t-0.638\t0.946\t0.650\t-1.458\t0.328\t0.426\t-1.397\t0.661\t1.687\t-0.985\t1.097\t-2.209\t-0.712\t2.667\t0.853\t-0.207\t0.084\t0.392\t0.272\t0.149\t0.894\t0.789\t2.017\t-0.896\t-0.166\n0\t0.302\t-0.528\t-0.550\t-0.078\t1.455\t0.147\t-0.111\t-0.521\t0.031\t-0.001\t0.603\t-0.531\t-0.812\t-0.443\t-0.087\t-0.021\t-0.010\t-0.991\t-0.085\t0.684\t1.272\t0.984\t-0.061\t-0.158\t1.243\t-0.110\t0.867\t-0.029\n2\t0.972\t-0.016\t-0.713\t0.539\t-0.886\t-1.847\t-1.651\t-0.065\t-0.308\t-0.322\t0.340\t-2.054\t0.534\t-0.749\t0.046\t0.736\t1.418\t-0.960\t0.944\t0.569\t-0.195\t0.535\t-0.503\t-1.091\t1.081\t-0.235\t1.763\t1.519\n3\t0.523\t-1.447\t-1.080\t0.217\t0.882\t-0.331\t-0.233\t0.787\t0.829\t-2.075\t1.483\t-0.327\t-0.747\t-0.468\t-1.365\t2.547\t-1.305\t-1.499\t-0.262\t-1.380\t0.122\t1.642\t0.165\t0.339\t-0.291\t-1.041\t-0.292\t1.055\n3\t-0.312\t-0.619\t-0.693\t-0.871\t1.401\t0.680\t1.248\t1.449\t-2.350\t0.343\t-0.586\t1.117\t-0.741\t-1.054\t-1.434\t-0.303\t0.915\t0.256\t-1.203\t2.153\t0.650\t0.777\t1.285\t-1.640\t-0.911\t0.823\t-0.811\t-0.275\n3\t0.370\t1.368\t0.141\t-0.506\t1.524\t-0.490\t-0.677\t-1.394\t0.390\t-3.246\t-0.736\t1.549\t-0.305\t-0.015\t0.221\t0.031\t-0.009\t-0.167\t-0.005\t0.368\t-1.754\t1.186\t1.026\t1.436\t0.625\t-0.880\t0.231\t0.316\n2\t1.220\t0.627\t1.028\t-0.446\t0.241\t2.210\t0.462\t-0.856\t-0.510\t1.816\t-0.022\t0.742\t-0.505\t-0.915\t-1.079\t0.391\t2.092\t0.332\t0.539\t-0.190\t-0.779\t-0.654\t-1.059\t-0.324\t-0.660\t0.125\t1.746\t1.346\n2\t-0.069\t-0.466\t0.420\t0.228\t-1.282\t-0.228\t-0.524\t-0.852\t0.445\t0.153\t-0.493\t0.387\t0.428\t-0.757\t2.677\t0.729\t-0.594\t0.594\t-0.956\t-0.329\t0.266\t0.381\t0.760\t-2.938\t-1.082\t0.848\t-0.206\t0.769\n0\t-0.511\t1.049\t0.201\t0.242\t-1.166\t0.843\t0.049\t0.470\t-0.091\t0.130\t-0.887\t-0.153\t-0.420\t-0.706\t0.135\t0.363\t0.251\t-0.102\t0.411\t0.242\t0.098\t0.166\t1.183\t-1.205\t-0.319\t0.338\t-1.583\t1.383\n2\t0.213\t-1.299\t1.941\t1.065\t0.424\t0.213\t-1.780\t0.422\t-0.530\t-1.640\t-0.484\t0.241\t0.373\t-1.178\t-1.362\t-0.303\t0.571\t-0.793\t-0.444\t0.188\t-0.820\t-2.007\t0.311\t-1.747\t0.330\t-0.221\t-0.229\t-1.103\n3\t1.298\t0.878\t2.254\t0.374\t-1.148\t0.397\t-0.034\t2.866\t0.031\t-0.734\t0.506\t-1.312\t0.556\t-0.438\t0.344\t-1.663\t0.426\t0.654\t0.486\t-0.463\t-0.420\t-0.558\t0.528\t1.501\t-0.138\t1.336\t-0.570\t1.205\n3\t0.257\t0.168\t1.690\t-0.167\t-1.693\t0.067\t-0.136\t-0.456\t0.698\t-0.155\t1.098\t-0.484\t0.652\t-1.803\t0.526\t0.103\t0.895\t2.257\t1.057\t-1.783\t-0.441\t-0.971\t-0.316\t1.717\t-2.034\t0.665\t-0.193\t-0.892\n2\t-0.325\t-2.244\t1.647\t-0.809\t-0.184\t-0.607\t-0.158\t0.931\t0.097\t1.451\t-0.141\t-1.502\t-0.691\t-1.583\t-0.160\t-0.570\t0.201\t-0.264\t-1.793\t0.274\t-0.284\t-0.186\t-0.567\t1.061\t-1.277\t0.405\t-0.907\t1.936\n4\t0.431\t-0.614\t-0.993\t-1.063\t0.840\t-1.295\t-0.928\t1.822\t-1.835\t-1.416\t2.166\t0.089\t0.039\t-2.192\t-1.302\t1.289\t-2.008\t0.468\t0.248\t0.189\t1.144\t-0.455\t1.863\t1.354\t0.050\t0.122\t0.988\t0.353\n1\t-0.361\t1.733\t-1.154\t-0.497\t-0.452\t0.299\t0.661\t-1.337\t-0.685\t0.448\t-0.665\t-0.402\t0.173\t-0.980\t0.278\t0.613\t0.038\t1.425\t0.725\t-0.041\t-0.321\t1.755\t-0.661\t-0.272\t-0.410\t0.398\t2.255\t0.247\n3\t0.172\t1.277\t1.425\t1.621\t-2.338\t-0.151\t0.157\t-0.643\t0.224\t-0.047\t1.128\t-0.901\t1.123\t-0.229\t-0.338\t-1.929\t1.314\t1.513\t0.144\t-1.241\t1.410\t1.227\t-0.588\t1.133\t0.691\t0.071\t-0.514\t1.262\n4\t1.204\t0.788\t1.863\t-1.773\t-0.486\t-0.906\t0.777\t1.573\t-0.372\t0.599\t1.444\t0.326\t0.701\t-1.983\t1.566\t-0.299\t2.670\t-0.851\t0.475\t0.826\t-2.502\t1.777\t0.743\t-1.494\t0.370\t0.364\t-0.134\t-0.596\n2\t1.094\t-0.519\t-0.889\t1.178\t-1.148\t-0.502\t0.709\t-0.348\t0.997\t-0.745\t-0.438\t-1.650\t0.328\t-2.558\t-1.181\t0.656\t0.647\t-0.311\t-0.637\t-0.872\t-0.848\t0.688\t-1.776\t0.401\t1.191\t-0.358\t0.767\t0.266\n4\t-0.573\t-1.484\t-0.626\t0.749\t1.370\t-0.495\t-0.913\t-0.522\t1.229\t1.805\t-1.660\t2.326\t-1.372\t0.474\t2.029\t-0.608\t0.368\t-1.096\t1.659\t-2.070\t-2.184\t-0.056\t-0.193\t0.710\t0.334\t-0.261\t0.026\t-2.769\n0\t0.551\t-1.128\t0.758\t-1.441\t0.749\t-0.313\t-0.655\t0.299\t0.329\t-1.614\t0.167\t0.475\t0.028\t0.434\t0.847\t-0.993\t-0.996\t-0.003\t-0.989\t-0.546\t0.870\t-0.220\t-0.077\t1.608\t0.163\t1.119\t1.020\t-0.472\n4\t0.924\t-3.128\t0.273\t2.366\t-0.446\t-0.361\t-1.064\t0.374\t1.294\t-0.330\t-1.284\t1.031\t-0.686\t0.050\t1.687\t0.173\t1.035\t0.868\t-0.619\t-2.266\t1.620\t-0.655\t1.028\t0.468\t0.621\t-0.861\t-1.138\t-1.172\n2\t0.628\t1.538\t1.195\t0.958\t0.237\t0.721\t-0.411\t-0.221\t1.721\t-0.557\t-0.631\t-0.362\t-0.549\t-0.465\t0.242\t0.275\t0.911\t2.188\t-0.368\t-0.066\t-1.838\t-1.292\t-0.146\t0.464\t0.491\t0.617\t1.257\t1.706\n4\t0.057\t0.167\t0.626\t-0.756\t2.587\t1.332\t-0.532\t-1.091\t-0.088\t0.182\t1.066\t-1.169\t0.285\t-1.529\t0.436\t-0.108\t1.937\t-1.546\t1.371\t-1.704\t-1.327\t-1.677\t0.250\t-1.174\t-1.348\t0.203\t0.452\t0.040\n1\t0.197\t0.311\t1.700\t1.072\t0.191\t0.941\t-1.033\t0.398\t1.809\t-0.218\t-0.848\t-0.652\t-1.090\t-0.785\t-0.371\t-1.406\t0.016\t0.902\t-0.908\t1.519\t0.511\t1.031\t-0.658\t0.855\t-1.092\t0.890\t0.172\t0.553\n2\t1.381\t0.078\t0.304\t-1.233\t-0.426\t-2.033\t-0.581\t0.324\t1.575\t0.404\t-1.806\t0.893\t-1.026\t-0.665\t-1.216\t0.388\t0.892\t1.043\t1.193\t-0.414\t-0.532\t1.602\t0.748\t0.542\t-1.002\t-0.815\t0.751\t0.513\n1\t-1.080\t1.415\t-0.709\t0.336\t-1.271\t-0.122\t-0.111\t-0.315\t0.385\t-1.007\t-0.884\t0.438\t1.342\t-0.023\t0.504\t0.758\t0.831\t-0.954\t-0.777\t-0.690\t1.929\t0.508\t0.463\t0.366\t-1.321\t1.938\t0.479\t0.723\n2\t-0.650\t0.624\t1.416\t0.461\t0.960\t2.345\t0.225\t-0.653\t-0.136\t0.645\t0.632\t-1.023\t0.151\t0.908\t0.117\t-0.754\t-0.539\t-0.642\t-0.135\t1.130\t0.665\t-1.032\t-2.322\t-1.998\t-0.529\t-0.107\t-0.353\t1.185\n2\t0.223\t-0.727\t-1.880\t0.807\t-1.299\t-0.408\t1.674\t0.611\t0.390\t0.944\t0.907\t1.581\t-0.602\t-0.377\t-0.922\t-0.033\t-0.132\t-1.755\t-0.654\t1.439\t0.244\t0.715\t-0.121\t-1.887\t-0.129\t1.042\t-1.186\t0.747\n1\t-1.065\t-1.213\t1.365\t0.319\t0.353\t0.264\t0.148\t-0.225\t-0.709\t-0.539\t2.166\t1.804\t0.927\t-0.067\t0.565\t-1.424\t0.996\t-0.240\t0.015\t0.098\t-0.179\t0.804\t1.595\t0.857\t0.066\t-1.066\t0.040\t-0.077\n3\t0.983\t0.012\t0.211\t1.046\t-0.477\t-1.374\t0.070\t0.308\t-0.263\t1.474\t-2.486\t1.120\t0.791\t0.457\t-3.336\t1.284\t-1.026\t-0.508\t-0.171\t0.407\t0.639\t0.893\t0.816\t0.253\t0.416\t-1.091\t-0.751\t0.895\n0\t0.754\t0.070\t1.055\t-0.516\t1.360\t0.055\t-0.148\t0.902\t-1.316\t-0.479\t0.302\t0.482\t-2.282\t-0.803\t-0.074\t-0.098\t0.613\t-0.346\t-1.025\t0.545\t-1.098\t-0.521\t-0.798\t-0.483\t-1.755\t-0.438\t0.890\t-0.215\n4\t-0.621\t1.433\t-0.673\t-2.307\t-0.526\t0.104\t0.163\t3.180\t-0.109\t-0.607\t-0.717\t1.549\t-0.031\t0.071\t-1.516\t-0.208\t-0.384\t0.382\t-2.356\t0.542\t1.469\t-0.448\t-1.149\t0.997\t-1.409\t1.039\t1.496\t0.145\n3\t0.546\t0.905\t1.070\t-1.347\t2.293\t1.000\t-0.573\t0.163\t-1.697\t-0.617\t0.538\t0.063\t1.743\t-1.479\t-0.117\t-1.137\t1.535\t0.265\t0.008\t-0.133\t-0.877\t1.198\t0.171\t0.245\t0.582\t-0.862\t1.995\t1.570\n2\t-0.962\t-1.447\t0.535\t0.514\t1.154\t-2.144\t1.172\t1.113\t1.209\t0.120\t0.222\t0.217\t-0.913\t-0.871\t0.226\t-0.249\t0.716\t-0.357\t-1.469\t-1.422\t-0.761\t0.726\t-0.519\t0.298\t-1.672\t0.162\t0.038\t1.190\n0\t0.679\t-0.346\t-0.005\t1.078\t-0.025\t-1.036\t-0.066\t-0.045\t0.427\t1.432\t-1.178\t-0.010\t-0.471\t0.528\t0.431\t-0.262\t-0.713\t1.555\t-0.090\t-0.729\t-2.561\t0.193\t-0.034\t0.720\t0.326\t0.496\t-1.105\t-0.909\n0\t0.382\t1.600\t0.194\t-1.585\t-1.172\t0.097\t-0.549\t1.046\t-0.411\t-0.570\t0.058\t0.433\t0.023\t-0.404\t-1.386\t-1.649\t-0.239\t-1.138\t0.326\t-0.656\t-0.146\t0.720\t0.049\t0.416\t0.304\t-0.589\t-0.664\t1.513\n2\t0.532\t0.189\t0.491\t-0.137\t-1.183\t-2.042\t-0.617\t0.791\t-1.039\t1.061\t1.391\t0.473\t-0.166\t1.025\t1.157\t-0.225\t0.085\t-0.813\t0.286\t-2.067\t-0.293\t-0.853\t-0.088\t-0.795\t-1.913\t-0.654\t-0.476\t1.065\n2\t-0.605\t0.498\t0.537\t0.642\t-1.694\t1.007\t-0.570\t-0.358\t2.638\t0.302\t-0.386\t-2.205\t1.390\t-1.345\t-1.003\t-0.331\t1.416\t0.773\t-0.158\t0.308\t-0.600\t0.140\t0.073\t0.969\t0.967\t0.494\t-0.362\t0.742\n0\t-0.320\t-1.176\t-0.253\t1.290\t0.227\t0.627\t1.069\t0.387\t-0.368\t0.100\t-1.073\t0.057\t0.122\t1.317\t-0.324\t-0.324\t-1.516\t0.648\t-1.469\t-0.498\t-0.710\t0.891\t0.488\t0.708\t0.946\t-0.639\t-0.868\t-1.684\n2\t-0.188\t1.276\t-0.796\t-1.977\t-0.008\t0.504\t-0.350\t0.221\t-0.776\t-0.927\t0.569\t0.615\t0.584\t0.555\t0.418\t-0.144\t0.698\t-0.825\t1.245\t0.898\t-1.484\t0.818\t0.818\t2.408\t-1.039\t-1.325\t1.020\t0.447\n1\t0.284\t-0.389\t-1.370\t0.373\t-0.981\t0.737\t-0.833\t-1.053\t-1.004\t0.291\t0.048\t1.282\t-1.152\t1.374\t0.711\t1.000\t0.589\t1.364\t1.496\t0.103\t0.262\t1.481\t-0.539\t-0.354\t1.173\t-0.718\t-0.505\t-0.720\n4\t1.691\t-0.581\t0.207\t-1.798\t2.468\t1.997\t-0.838\t1.120\t1.211\t-0.519\t0.710\t-1.257\t0.102\t0.583\t0.274\t0.213\t-0.415\t0.242\t0.652\t-1.342\t0.012\t0.899\t2.414\t2.369\t-0.517\t0.470\t0.389\t-2.060\n2\t0.193\t-0.501\t-1.080\t0.651\t0.688\t1.254\t-0.764\t-1.846\t0.413\t-1.907\t-0.049\t-1.139\t-0.155\t-1.433\t-0.643\t-0.769\t0.141\t1.310\t0.332\t-0.435\t1.092\t0.351\t-2.414\t-0.610\t-0.553\t-0.398\t-0.311\t-0.303\n3\t0.628\t-0.902\t1.673\t-1.927\t0.533\t0.141\t-0.177\t0.618\t-0.727\t-0.322\t-1.092\t1.335\t-0.542\t-0.577\t1.307\t-1.708\t1.654\t-0.105\t1.014\t0.518\t-1.950\t0.669\t-1.070\t-0.245\t1.697\t-0.562\t1.119\t-0.964\n2\t-0.844\t0.074\t-0.062\t1.404\t0.494\t-0.771\t-0.761\t-0.333\t-1.564\t-0.230\t-0.144\t0.467\t0.612\t0.099\t-1.630\t-1.221\t-0.605\t0.652\t0.619\t-0.249\t2.360\t1.562\t1.240\t0.701\t0.459\t0.386\t-1.805\t-1.051\n1\t1.706\t-0.052\t-0.352\t0.115\t1.129\t-0.251\t1.151\t0.205\t0.735\t0.257\t0.673\t0.877\t0.433\t1.595\t-0.116\t1.184\t-0.622\t0.406\t-0.828\t-0.813\t1.315\t2.088\t-0.161\t-1.006\t-0.011\t-0.771\t1.298\t0.603\n3\t-1.480\t-0.475\t1.167\t-0.182\t-0.264\t1.405\t-1.953\t-0.178\t-0.066\t-0.797\t1.374\t-0.910\t-0.898\t-2.472\t1.111\t-0.329\t-0.328\t-0.213\t1.193\t1.613\t-1.732\t-0.463\t-1.135\t-0.224\t-0.091\t-1.719\t0.369\t-0.449\n2\t0.560\t1.537\t0.464\t-2.525\t2.261\t-0.264\t0.668\t0.064\t-0.603\t-1.204\t0.552\t0.954\t-0.668\t-1.400\t-0.301\t1.764\t0.820\t-0.133\t-1.146\t0.305\t1.316\t0.176\t0.245\t0.771\t0.013\t-0.492\t0.402\t0.637\n3\t1.036\t0.249\t-0.234\t-0.472\t0.320\t-1.694\t-0.120\t0.169\t-1.274\t-0.888\t1.967\t0.528\t-1.705\t-0.750\t-0.029\t2.308\t0.890\t1.090\t0.398\t-0.985\t1.595\t0.854\t1.275\t1.701\t1.556\t-0.016\t0.273\t0.193\n3\t1.861\t1.204\t0.967\t-1.232\t-0.544\t-0.869\t0.018\t0.775\t0.437\t-0.908\t-0.184\t1.043\t0.511\t0.400\t-0.878\t0.160\t-1.135\t-0.826\t-1.479\t1.729\t1.769\t-1.004\t-0.776\t-0.318\t1.218\t0.608\t1.381\t1.687\n3\t-0.191\t-0.047\t0.615\t-0.385\t1.040\t-2.021\t0.461\t-0.021\t0.967\t-1.033\t1.692\t1.364\t-0.464\t0.427\t-1.099\t0.618\t-0.835\t0.309\t-1.001\t1.178\t0.570\t1.987\t0.176\t-1.526\t0.282\t2.546\t-0.236\t0.495\n2\t-0.208\t0.538\t0.390\t-0.682\t-1.397\t1.115\t0.029\t-1.628\t1.829\t0.105\t-1.442\t-0.932\t0.516\t-1.365\t-0.915\t-0.580\t-0.009\t0.468\t-0.002\t-1.723\t1.055\t0.148\t-1.407\t1.039\t0.133\t0.799\t-0.240\t-1.166\n2\t-1.157\t0.882\t-1.425\t-1.370\t1.964\t1.112\t2.074\t-0.370\t0.102\t0.527\t-0.012\t-0.746\t-0.896\t0.214\t-1.067\t-1.095\t0.394\t-0.095\t0.937\t-0.425\t-0.581\t0.424\t-0.812\t-0.658\t-0.618\t-0.210\t1.772\t-1.377\n2\t0.604\t-0.559\t1.778\t0.063\t1.260\t-0.761\t-1.249\t-0.234\t0.263\t-0.511\t0.758\t-0.210\t-2.081\t0.553\t-0.883\t-0.362\t1.553\t1.773\t-0.575\t0.578\t-0.552\t-0.287\t-0.606\t-1.724\t0.095\t0.288\t-0.671\t1.088\n0\t-0.641\t0.432\t0.800\t0.754\t1.189\t0.708\t0.351\t1.070\t-0.027\t-0.882\t-0.163\t-0.745\t-0.675\t-0.145\t-0.792\t-0.308\t-1.894\t0.213\t0.001\t-0.817\t0.659\t0.938\t-1.608\t-0.763\t-0.769\t-0.940\t0.829\t-0.194\n0\t-2.013\t0.411\t1.170\t0.895\t-0.896\t0.624\t0.704\t1.706\t0.366\t1.026\t-0.437\t-0.852\t0.864\t0.878\t-0.635\t-1.212\t0.123\t0.044\t0.234\t0.886\t1.029\t0.008\t-0.995\t-0.726\t-0.597\t-0.120\t-0.515\t-0.245\n1\t-0.285\t0.439\t-1.057\t-0.802\t1.649\t0.279\t0.829\t-0.107\t-0.687\t-0.781\t-0.493\t-1.547\t0.731\t-0.128\t-1.261\t-0.936\t-1.339\t1.361\t0.906\t0.994\t0.948\t0.373\t0.868\t-1.356\t-0.011\t0.764\t0.776\t-0.211\n1\t0.796\t-0.649\t-0.515\t-0.215\t2.203\t0.524\t1.920\t0.060\t0.734\t1.793\t0.820\t0.412\t-1.369\t-1.014\t0.298\t1.012\t-0.136\t0.675\t-0.845\t-0.636\t0.480\t0.058\t-0.380\t-0.533\t-1.500\t-0.023\t-1.458\t-0.309\n3\t-0.995\t-2.529\t-1.407\t0.053\t-0.717\t0.129\t0.342\t-0.624\t-0.920\t0.911\t0.298\t-2.676\t-1.537\t-1.793\t-0.159\t0.203\t-0.171\t-0.628\t1.022\t0.320\t-0.912\t-0.847\t-0.762\t-0.347\t0.035\t0.413\t-0.823\t-1.356\n1\t-1.011\t0.414\t1.400\t0.283\t-0.053\t-0.940\t-1.680\t0.545\t0.443\t1.183\t0.570\t0.239\t0.605\t-0.114\t-1.604\t-0.302\t0.073\t-1.070\t0.936\t-0.067\t-1.849\t-1.121\t1.600\t0.626\t-0.820\t0.749\t0.279\t1.475\n3\t-2.638\t-1.029\t-1.341\t-2.140\t0.759\t-0.653\t0.178\t-1.384\t1.176\t-0.953\t1.112\t1.072\t0.257\t0.353\t-1.012\t-1.620\t0.191\t0.217\t-0.376\t-0.822\t-0.863\t-1.479\t0.955\t-0.697\t-0.946\t0.631\t-0.526\t-0.598\n3\t-0.236\t0.996\t1.346\t0.609\t0.669\t1.576\t-1.899\t-1.479\t-1.102\t-1.296\t-0.140\t0.251\t0.261\t0.501\t0.294\t-0.127\t-0.533\t-1.417\t-0.086\t0.556\t1.119\t-0.818\t2.290\t0.882\t0.684\t0.220\t-2.715\t0.385\n1\t-0.252\t-0.988\t0.158\t1.416\t2.086\t-0.876\t-0.076\t0.810\t-0.233\t-0.433\t0.063\t0.841\t-0.646\t-0.985\t0.338\t-0.028\t-1.334\t-0.306\t-0.389\t2.166\t0.826\t0.730\t0.875\t-1.026\t1.352\t-0.059\t-0.380\t-0.733\n2\t1.109\t-0.610\t0.688\t-0.831\t1.983\t-0.800\t-0.882\t0.550\t0.080\t0.327\t0.227\t-1.090\t1.613\t0.894\t1.359\t-0.528\t0.417\t0.197\t1.128\t1.160\t0.193\t-1.518\t1.780\t0.556\t-0.608\t0.407\t-1.511\t1.055\n3\t0.203\t-0.286\t-0.368\t0.752\t-0.048\t1.054\t-1.894\t1.523\t0.895\t-0.051\t-0.078\t0.641\t-1.026\t0.038\t0.155\t-2.044\t0.348\t-1.352\t1.083\t1.338\t1.511\t-0.322\t-0.336\t-1.976\t0.680\t-1.509\t-1.449\t-0.304\n1\t-1.066\t-1.570\t0.190\t-0.074\t-0.327\t-0.395\t0.658\t-0.840\t-1.003\t0.519\t0.801\t-0.804\t1.267\t-0.267\t-0.356\t0.182\t0.082\t0.811\t2.373\t-1.022\t-0.367\t-0.348\t1.929\t-1.673\t-0.172\t0.528\t1.085\t-0.325\n0\t0.021\t1.033\t1.134\t-0.668\t-0.068\t-1.001\t1.502\t0.266\t0.994\t-0.363\t1.021\t0.744\t1.279\t-1.344\t0.075\t1.098\t-0.936\t0.522\t0.571\t0.701\t0.334\t0.618\t0.433\t1.185\t-0.718\t0.340\t1.219\t-0.784\n3\t-1.152\t-0.600\t1.552\t-1.508\t-0.569\t-1.182\t0.247\t0.744\t3.594\t1.002\t-1.189\t0.584\t-0.087\t-0.449\t0.023\t0.895\t0.835\t-1.349\t0.044\t-0.996\t0.162\t-0.440\t0.820\t-0.274\t-0.700\t0.060\t-0.020\t-0.158\n0\t-0.205\t1.226\t-0.684\t0.271\t1.682\t0.099\t-0.865\t-1.259\t-0.810\t0.646\t-0.554\t-0.695\t0.781\t-0.256\t0.888\t0.582\t-0.279\t0.922\t-0.590\t0.873\t0.042\t0.505\t0.352\t0.376\t0.134\t0.672\t-0.504\t-0.229\n1\t0.859\t-0.219\t-0.792\t1.404\t-1.439\t0.043\t-0.065\t-0.833\t-1.318\t-0.127\t0.366\t1.048\t-0.771\t-0.784\t1.526\t-0.468\t-0.334\t1.219\t-1.646\t-1.201\t1.392\t-0.602\t-0.534\t-0.450\t-0.320\t-0.459\t0.142\t1.253\n3\t0.153\t-0.102\t0.696\t1.276\t1.360\t-0.256\t-0.146\t-0.137\t-0.413\t2.025\t0.312\t0.508\t0.680\t1.214\t-0.229\t0.512\t0.588\t-1.560\t-0.488\t-0.164\t0.990\t3.492\t-0.437\t-0.479\t0.442\t-1.726\t-1.785\t-0.137\n3\t-0.523\t1.147\t-0.293\t-0.720\t-0.584\t-0.917\t-1.497\t0.112\t-0.892\t1.444\t-1.455\t-0.278\t1.412\t1.625\t-1.961\t1.092\t-1.037\t-0.288\t1.461\t-0.063\t0.666\t-1.159\t-1.531\t-0.340\t-0.396\t-0.654\t-0.236\t1.588\n2\t0.295\t-0.715\t-0.387\t2.121\t1.172\t0.380\t-0.319\t-0.175\t-1.402\t-0.076\t-0.783\t-1.852\t0.410\t0.993\t-0.622\t-0.248\t-1.159\t-0.031\t-1.389\t-0.544\t1.062\t-1.136\t0.630\t-0.546\t-0.300\t0.876\t-1.108\t1.662\n2\t0.457\t0.295\t-1.484\t0.131\t-0.243\t-0.354\t-0.046\t1.088\t0.458\t-1.043\t0.497\t-0.044\t-0.616\t-1.240\t0.807\t-0.570\t0.908\t-1.077\t1.995\t2.634\t0.542\t1.296\t-0.453\t-0.552\t1.194\t0.151\t-1.372\t0.077\n2\t0.490\t-1.186\t-2.598\t0.151\t1.466\t-1.252\t-1.050\t0.355\t0.483\t1.122\t1.641\t0.236\t-0.927\t-0.896\t-0.544\t1.031\t-0.500\t0.962\t-1.525\t0.287\t-0.751\t0.522\t-0.256\t0.798\t-0.435\t-0.026\t0.808\t-0.102\n0\t-0.171\t-0.815\t-1.698\t0.889\t0.425\t-1.235\t0.963\t0.840\t-0.671\t-0.292\t0.250\t0.553\t-1.095\t0.567\t0.059\t1.111\t0.763\t0.058\t0.917\t-1.509\t-0.374\t-0.973\t-0.555\t-0.568\t-1.263\t0.953\t0.751\t-0.607\n4\t0.276\t-0.164\t-0.160\t0.580\t-2.138\t-0.859\t-0.046\t1.661\t1.774\t0.352\t-1.023\t1.190\t0.098\t0.696\t2.415\t3.331\t-0.387\t-0.309\t0.332\t0.998\t-0.025\t0.626\t-0.690\t0.447\t1.074\t0.237\t0.567\t-1.557\n2\t-0.607\t1.293\t1.530\t0.104\t-0.286\t-0.700\t0.787\t1.281\t-1.619\t-1.569\t0.006\t0.448\t1.601\t0.855\t-1.674\t-1.267\t-0.563\t-1.332\t-1.387\t-0.751\t0.992\t0.099\t0.365\t-1.486\t0.766\t0.420\t0.356\t-0.323\n1\t0.394\t1.268\t-3.013\t-0.350\t-1.130\t0.484\t0.138\t0.705\t-0.620\t-0.247\t0.209\t0.256\t-1.131\t-0.219\t-1.105\t0.272\t0.769\t-0.362\t0.997\t0.834\t0.758\t-1.038\t0.131\t1.034\t0.089\t1.471\t0.384\t-0.581\n4\t-1.066\t-1.216\t-0.374\t0.403\t1.836\t-0.382\t-0.758\t1.559\t1.712\t-1.759\t-0.518\t0.216\t0.188\t2.216\t-0.551\t-1.147\t-0.774\t1.090\t-0.013\t1.601\t0.646\t-0.678\t0.863\t1.203\t1.458\t-1.403\t0.281\t-1.115\n2\t0.432\t1.319\t0.876\t1.293\t0.783\t0.144\t-1.230\t1.541\t-0.210\t-0.606\t0.637\t-1.836\t-0.739\t-0.629\t-0.658\t1.935\t-0.082\t-0.639\t-0.048\t0.854\t-1.906\t0.114\t-0.453\t0.270\t-1.146\t-0.180\t-0.137\t-1.271\n0\t-0.955\t-1.303\t0.084\t0.243\t-1.063\t0.124\t-0.424\t-0.099\t-0.628\t0.488\t1.635\t0.774\t1.393\t-1.403\t-0.676\t0.565\t1.508\t0.650\t-1.026\t-0.435\t0.333\t-0.165\t-0.799\t-0.290\t-0.014\t-1.085\t0.985\t-0.440\n4\t0.120\t-0.711\t-1.391\t-1.290\t-0.373\t1.925\t-0.585\t1.447\t-0.131\t-1.181\t-0.473\t-1.281\t-0.856\t-0.886\t-1.904\t1.513\t0.211\t-0.686\t0.222\t-0.835\t-2.671\t2.957\t0.190\t-0.589\t-1.934\t-1.494\t1.654\t1.502\n0\t0.982\t-0.401\t0.481\t-0.081\t0.265\t-0.037\t-0.278\t-0.721\t0.428\t0.644\t-0.577\t-1.096\t-0.107\t-0.253\t1.003\t1.007\t-1.245\t-0.208\t0.320\t-0.363\t1.403\t-1.498\t-0.678\t0.057\t-0.739\t-0.407\t-1.823\t1.213\n0\t-1.145\t-0.291\t-0.803\t1.849\t0.870\t-0.911\t-0.169\t-0.554\t-0.625\t-0.367\t-0.320\t-0.416\t0.058\t-0.289\t1.160\t0.036\t0.001\t-0.430\t-0.117\t-1.270\t-0.254\t1.230\t-0.700\t0.334\t1.224\t0.282\t-0.326\t0.648\n4\t1.589\t0.646\t1.430\t0.706\t-0.877\t-1.211\t1.032\t0.295\t-1.092\t-0.157\t-0.255\t1.267\t-0.163\t0.432\t-0.254\t-0.668\t1.179\t-0.526\t0.825\t1.464\t0.544\t-0.558\t-1.312\t2.672\t1.003\t0.652\t2.137\t1.417\n4\t0.771\t-0.948\t1.030\t2.644\t0.311\t-0.986\t0.254\t-0.275\t-1.077\t-1.877\t-0.697\t-1.760\t0.123\t1.262\t0.702\t1.644\t-0.713\t1.513\t-0.941\t0.318\t-1.415\t-0.596\t0.508\t-0.317\t-0.738\t-1.733\t0.734\t-1.492\n1\t0.166\t-0.007\t-0.650\t-0.256\t-0.731\t0.677\t-0.912\t0.074\t0.560\t0.150\t-0.896\t0.699\t-0.085\t-2.873\t-0.983\t1.401\t1.484\t0.526\t0.784\t-0.778\t-0.260\t1.235\t0.426\t0.065\t-0.187\t1.174\t1.122\t0.650\n1\t0.495\t-0.189\t0.215\t-0.745\t0.693\t-0.535\t1.609\t-0.225\t-0.095\t0.594\t0.812\t0.920\t1.776\t0.662\t-0.067\t-0.530\t-0.134\t1.484\t-1.387\t-0.819\t-0.219\t-0.832\t-0.409\t1.806\t-0.298\t0.412\t-1.658\t-1.102\n2\t-0.426\t0.133\t1.403\t-0.716\t2.024\t0.440\t0.705\t0.908\t0.314\t-0.344\t0.846\t-0.161\t0.469\t-1.690\t0.436\t1.246\t1.494\t-0.194\t-0.276\t-1.183\t-0.447\t-1.336\t1.189\t1.499\t-1.340\t-0.149\t0.821\t-0.764\n0\t-0.776\t-0.480\t0.571\t1.067\t-0.332\t0.351\t-0.800\t0.172\t-0.466\t-0.009\t1.115\t0.542\t-1.772\t-0.895\t0.928\t-0.288\t1.339\t-0.345\t-1.550\t-0.075\t-0.415\t-0.737\t-0.731\t-1.068\t0.131\t0.724\t-0.611\t0.362\n3\t-1.024\t1.192\t2.493\t0.284\t1.930\t0.830\t1.675\t0.819\t1.759\t1.615\t-0.486\t-0.460\t-0.202\t-0.616\t0.557\t1.470\t0.525\t-0.312\t0.243\t-1.957\t-1.131\t-0.301\t0.517\t-0.245\t0.204\t-0.233\t-0.394\t-1.142\n4\t-1.769\t0.181\t0.673\t-0.460\t1.198\t1.155\t-1.762\t1.063\t-2.170\t0.025\t0.614\t-1.494\t-0.239\t-1.001\t1.207\t0.270\t0.262\t-0.227\t2.015\t-0.911\t-0.152\t-0.505\t-1.055\t-1.069\t0.406\t-0.833\t1.838\t1.854\n1\t0.133\t2.798\t0.591\t-2.259\t-0.038\t1.237\t0.621\t0.398\t0.571\t-0.174\t-0.013\t-0.233\t-0.062\t-0.268\t0.333\t1.462\t-1.499\t0.214\t0.539\t0.555\t-0.834\t-0.507\t0.972\t0.197\t-0.118\t-0.366\t0.490\t-0.101\n0\t-0.640\t0.508\t-0.713\t0.226\t-0.100\t0.215\t-0.460\t-0.339\t0.096\t0.202\t-0.004\t1.705\t-0.991\t-0.064\t-1.574\t0.372\t-1.115\t-0.278\t-0.372\t0.281\t-0.553\t-0.595\t1.436\t0.285\t-0.561\t-0.251\t1.645\t-0.235\n0\t2.005\t0.584\t0.792\t-1.365\t-0.323\t-0.257\t-0.101\t1.273\t0.691\t-0.166\t0.999\t1.183\t-0.568\t-0.597\t2.162\t-0.240\t-0.643\t-0.155\t1.074\t0.718\t-0.126\t0.612\t0.250\t-0.142\t-0.300\t0.148\t-0.416\t0.071\n3\t0.623\t1.165\t0.183\t0.350\t-0.399\t-0.158\t-0.636\t-1.035\t-1.205\t-0.862\t-0.931\t0.299\t0.448\t-0.421\t-0.839\t2.152\t-0.441\t-0.593\t-1.573\t0.517\t1.819\t-0.187\t-0.347\t0.277\t0.308\t-2.496\t0.648\t1.875\n0\t-0.061\t-1.691\t1.122\t-0.216\t0.137\t-0.981\t0.646\t-0.143\t-0.326\t1.411\t1.309\t0.750\t0.209\t-0.516\t-0.289\t-0.335\t0.392\t-0.032\t-0.007\t1.541\t1.144\t-0.781\t0.297\t-0.776\t0.603\t1.929\t-0.356\t0.791\n2\t0.258\t-0.556\t-0.016\t-0.073\t0.275\t-0.976\t-0.698\t1.349\t-0.259\t0.476\t-1.218\t1.188\t1.152\t0.299\t-0.614\t-1.436\t2.274\t-0.405\t-1.434\t-0.597\t0.399\t-1.247\t-0.590\t-1.441\t1.443\t-0.083\t-1.452\t-0.900\n3\t0.548\t0.234\t0.519\t-1.518\t0.904\t-0.743\t-1.647\t1.848\t1.410\t-0.010\t1.070\t-0.331\t-0.469\t-0.594\t-0.640\t-0.259\t-0.714\t-2.849\t-0.183\t-0.969\t0.297\t-0.240\t0.635\t0.013\t-1.266\t-1.266\t-1.241\t-0.864\n2\t0.429\t-0.966\t1.463\t1.681\t-0.532\t-0.741\t-2.026\t0.484\t-0.242\t-1.175\t0.163\t-0.830\t0.443\t-0.688\t-0.807\t0.090\t-0.370\t-1.448\t1.171\t-0.380\t0.860\t0.284\t-1.884\t0.522\t-0.386\t-0.229\t2.198\t0.479\n3\t0.520\t-1.549\t-0.782\t1.338\t0.884\t-1.002\t0.805\t0.129\t-0.854\t-1.905\t-0.046\t0.206\t1.116\t0.682\t-1.335\t0.071\t3.282\t-2.310\t-0.421\t0.505\t0.097\t0.019\t0.723\t-0.156\t0.561\t-0.091\t-0.803\t0.036\n4\t0.004\t-0.889\t-1.067\t-0.608\t-0.747\t-0.587\t0.088\t0.323\t0.975\t0.565\t1.955\t2.113\t-0.493\t0.253\t0.020\t-1.018\t0.917\t0.826\t0.704\t0.938\t-0.622\t1.312\t1.261\t-2.149\t-0.435\t0.500\t2.867\t0.264\n1\t0.227\t0.883\t1.073\t0.623\t0.841\t1.104\t0.247\t-0.763\t0.089\t-0.716\t1.049\t1.202\t1.263\t-1.150\t1.062\t-0.573\t0.369\t0.827\t-1.437\t0.862\t-1.548\t-0.199\t0.976\t1.327\t0.809\t-0.565\t-0.600\t-0.143\n2\t-1.372\t0.039\t-0.272\t1.014\t1.114\t-0.170\t-1.959\t-1.474\t1.124\t-0.143\t1.749\t0.897\t0.255\t0.129\t-1.149\t-0.631\t0.416\t-0.345\t0.468\t1.029\t-0.180\t-0.432\t-0.896\t0.835\t0.754\t2.187\t0.177\t-0.097\n4\t-2.343\t1.009\t0.251\t-1.531\t-0.223\t-1.927\t0.352\t-0.597\t-1.950\t0.166\t0.145\t2.107\t0.828\t-2.387\t-0.528\t1.105\t-1.627\t-0.772\t0.002\t-0.528\t1.591\t0.183\t0.033\t-0.917\t-1.102\t0.104\t-0.080\t-1.217\n2\t-0.105\t0.510\t1.789\t0.288\t1.731\t0.275\t0.879\t1.317\t-0.217\t-0.308\t0.665\t0.976\t-0.332\t-0.695\t-0.028\t-0.603\t-0.298\t-0.208\t-1.241\t0.032\t-1.224\t1.093\t2.040\t0.046\t-0.325\t0.142\t1.874\t1.987\n0\t0.990\t0.268\t0.615\t-0.781\t-1.308\t-0.231\t0.988\t0.045\t0.709\t0.037\t-1.298\t0.288\t-0.384\t1.085\t-1.581\t1.532\t-1.233\t-0.283\t-1.484\t1.014\t-1.114\t-0.544\t1.039\t-0.509\t-0.078\t0.584\t0.352\t0.214\n4\t1.234\t0.385\t0.154\t0.368\t-0.476\t0.344\t-1.652\t0.116\t0.610\t0.610\t1.477\t-0.827\t1.832\t2.953\t0.901\t1.758\t0.403\t-1.098\t-1.518\t-2.173\t0.643\t0.762\t0.786\t0.510\t-0.003\t-1.424\t-1.704\t-0.365\n0\t-0.432\t-1.165\t0.876\t-0.497\t0.276\t0.774\t-0.736\t0.644\t-0.282\t-0.345\t0.698\t0.077\t0.090\t0.844\t-0.122\t0.636\t-0.576\t0.442\t0.006\t0.573\t-1.767\t0.477\t0.480\t0.553\t0.730\t-0.535\t-0.557\t-0.862\n1\t-0.078\t-1.394\t-0.378\t-1.513\t0.083\t-0.305\t-0.685\t-1.060\t1.017\t-0.160\t0.209\t0.177\t0.108\t-0.327\t1.518\t2.236\t1.448\t0.021\t-0.047\t1.093\t-0.758\t1.710\t0.791\t-0.280\t0.282\t0.627\t-0.428\t1.034\n0\t1.161\t0.374\t-0.295\t0.559\t-0.667\t-0.299\t-0.743\t0.908\t0.780\t-0.035\t1.731\t0.413\t0.356\t0.249\t-1.262\t-0.894\t-0.055\t-0.046\t0.590\t-0.668\t0.071\t0.089\t0.128\t0.016\t-1.404\t-2.261\t-0.942\t-0.531\n4\t0.038\t0.107\t-0.416\t0.675\t1.464\t0.283\t2.131\t-2.278\t-0.736\t-2.546\t1.491\t-0.535\t-0.049\t0.665\t-1.432\t-0.665\t-0.031\t-0.142\t-0.511\t-1.014\t1.757\t-0.285\t0.581\t-0.290\t0.137\t-1.208\t-2.555\t1.167\n0\t0.546\t0.245\t-0.729\t-0.135\t-0.144\t-0.486\t0.057\t0.729\t-0.495\t0.584\t-0.239\t-0.491\t-0.134\t1.561\t-0.893\t0.566\t0.137\t0.491\t0.354\t0.098\t0.069\t-0.986\t-0.383\t0.785\t0.408\t-0.832\t-0.238\t0.079\n2\t1.162\t0.311\t-0.147\t0.701\t-1.293\t1.120\t1.262\t0.721\t0.805\t0.255\t-2.003\t-1.020\t-1.390\t-0.035\t1.320\t-0.719\t-1.191\t-0.753\t-1.461\t-0.541\t-0.572\t-0.741\t2.292\t0.199\t-0.214\t-0.010\t1.080\t0.030\n1\t0.090\t1.100\t-0.096\t-0.720\t-1.157\t-0.188\t0.681\t0.285\t0.843\t-1.798\t0.302\t0.133\t-1.516\t-1.631\t-1.188\t0.404\t1.096\t-0.465\t0.286\t0.223\t0.425\t1.347\t-0.569\t-2.057\t-0.315\t-1.250\t-0.239\t0.547\n2\t1.439\t0.284\t0.826\t0.175\t0.552\t-0.476\t1.830\t-0.482\t-0.949\t0.160\t1.873\t-0.683\t-0.181\t0.256\t-1.324\t-1.376\t1.125\t0.076\t-1.060\t-0.314\t-0.559\t0.008\t0.197\t-2.148\t1.334\t0.074\t-0.638\t0.884\n3\t-0.139\t1.765\t0.651\t-1.369\t-1.275\t0.152\t-1.375\t-2.002\t0.532\t0.321\t0.451\t0.263\t-0.065\t-0.662\t0.516\t1.530\t-0.501\t-1.021\t-1.135\t-0.867\t0.203\t-2.140\t0.439\t0.644\t-1.798\t-0.979\t0.080\t-0.143\n4\t1.137\t-0.572\t1.613\t-0.137\t0.996\t-1.711\t-0.568\t-0.862\t1.382\t0.931\t-1.247\t0.239\t-1.171\t0.321\t2.161\t1.791\t-1.125\t-1.004\t-0.408\t2.877\t0.081\t-0.888\t-0.864\t0.794\t0.705\t-1.160\t-0.140\t-1.585\n1\t-0.313\t-0.080\t0.310\t0.967\t0.178\t-0.131\t0.925\t-0.933\t0.690\t0.606\t0.704\t0.903\t0.361\t2.652\t0.354\t-0.715\t-0.019\t-0.520\t-0.483\t-0.444\t0.750\t-1.583\t-1.488\t-1.255\t-0.145\t-1.518\t-0.535\t1.285\n0\t0.476\t0.086\t1.287\t0.116\t-0.083\t-0.082\t1.535\t-0.441\t0.790\t0.564\t0.255\t0.206\t0.059\t1.464\t0.371\t0.778\t-0.031\t1.476\t-0.222\t0.225\t-1.918\t0.176\t-0.640\t-0.291\t-0.831\t-0.234\t1.525\t0.074\n2\t0.657\t-1.098\t-0.011\t-0.950\t-2.112\t2.694\t0.802\t0.809\t0.909\t1.425\t0.162\t0.868\t-0.501\t-0.172\t-1.535\t0.202\t-0.530\t-0.133\t0.829\t0.302\t1.030\t-0.591\t0.382\t-0.640\t-0.176\t-0.307\t-1.014\t-0.413\n1\t-0.733\t-1.033\t0.208\t-0.164\t-0.966\t-1.483\t0.134\t-1.718\t0.932\t0.211\t-0.254\t1.915\t-0.972\t0.250\t0.717\t0.310\t-1.675\t-0.787\t-1.812\t0.213\t0.227\t-0.310\t-0.378\t-0.217\t-0.624\t-1.097\t0.954\t-0.736\n4\t-1.563\t-0.610\t0.169\t0.670\t0.437\t1.280\t-1.529\t1.470\t-0.714\t-1.229\t1.037\t-1.112\t1.414\t-2.182\t-0.756\t0.877\t0.672\t-2.634\t-0.664\t-1.716\t0.139\t0.051\t-0.248\t-0.107\t-1.102\t-0.734\t1.067\t-0.490\n4\t-0.526\t1.277\t1.645\t0.706\t-0.779\t0.876\t0.708\t-0.749\t-0.009\t3.238\t0.601\t-0.220\t-0.940\t0.126\t0.725\t2.609\t0.835\t0.386\t1.118\t-1.753\t-1.326\t0.015\t0.286\t-2.425\t2.128\t-0.800\t-1.333\t0.615\n2\t-0.159\t0.385\t-1.549\t-1.497\t-0.736\t-0.511\t1.794\t0.071\t-0.517\t0.057\t-2.025\t-0.904\t-0.748\t-1.021\t1.234\t0.660\t-1.211\t-1.267\t-1.259\t-0.187\t0.200\t0.416\t-1.014\t-0.178\t-0.056\t1.197\t0.774\t-1.435\n2\t0.407\t-0.714\t0.860\t1.745\t0.452\t0.315\t-0.114\t0.100\t-0.336\t1.633\t0.794\t-0.347\t0.060\t2.916\t0.272\t1.453\t-0.577\t0.474\t-0.624\t-0.535\t0.794\t-0.896\t-1.192\t0.685\t-0.488\t-0.280\t-1.801\t-1.269\n0\t0.233\t-1.055\t-0.226\t-0.178\t0.193\t-0.292\t0.466\t-1.608\t1.105\t-0.022\t0.764\t1.041\t0.185\t0.867\t0.359\t0.318\t-0.489\t1.208\t0.109\t1.395\t-1.116\t-0.594\t-1.102\t1.087\t0.597\t-1.538\t-0.844\t-1.134\n3\t0.876\t1.034\t0.159\t1.958\t1.046\t-0.585\t0.260\t0.860\t1.920\t0.621\t0.289\t1.264\t-0.219\t-0.990\t0.704\t-0.378\t2.716\t0.253\t0.710\t-0.628\t1.265\t-0.027\t-0.125\t-0.101\t-1.291\t-0.251\t0.546\t-1.545\n2\t1.545\t-1.735\t1.325\t0.156\t0.192\t0.769\t-0.468\t0.807\t1.071\t-0.919\t0.436\t0.195\t-1.102\t-0.630\t-0.128\t-0.115\t-0.918\t0.728\t1.587\t0.608\t0.630\t1.937\t0.162\t-0.025\t2.405\t1.319\t0.544\t-0.218\n3\t0.262\t-1.789\t-2.462\t-1.125\t1.243\t-0.395\t0.778\t1.305\t-1.283\t1.476\t-1.162\t-0.206\t-1.080\t0.237\t-0.162\t0.797\t1.000\t1.580\t0.752\t0.815\t-0.448\t-0.178\t0.314\t-1.241\t1.123\t-0.134\t0.194\t-1.518\n3\t1.308\t-0.977\t0.212\t-0.133\t1.218\t-0.709\t0.878\t-0.987\t-0.106\t-0.885\t-1.965\t-0.904\t-0.258\t1.426\t-1.087\t-0.606\t-1.440\t1.155\t-0.460\t-0.338\t-0.348\t-1.951\t-1.467\t-0.952\t0.616\t-2.499\t0.541\t0.343\n1\t-1.330\t0.324\t0.102\t0.493\t0.580\t-0.482\t1.094\t-0.918\t-1.056\t0.398\t0.215\t-0.810\t-0.833\t0.380\t0.250\t-1.038\t-0.643\t-0.911\t-2.120\t1.364\t0.238\t1.158\t-0.306\t-0.972\t-0.874\t-0.875\t-0.519\t-1.548\n3\t0.134\t0.005\t0.313\t-0.603\t-0.650\t-0.627\t-0.461\t-0.446\t-2.505\t0.089\t-0.301\t-0.718\t0.093\t-0.005\t-0.398\t0.009\t-0.582\t-1.169\t1.961\t-0.496\t0.266\t2.596\t-0.414\t0.460\t2.327\t-1.650\t1.334\t0.222\n1\t1.446\t0.739\t-0.291\t0.545\t2.516\t0.075\t0.961\t-0.429\t1.070\t0.906\t-0.611\t0.777\t0.825\t0.740\t-0.041\t1.229\t-0.935\t0.010\t0.111\t1.171\t-0.966\t0.241\t-0.492\t0.109\t0.392\t-1.278\t1.264\t0.428\n4\t0.565\t1.636\t-0.221\t0.069\t0.193\t2.392\t-2.099\t0.683\t-0.115\t0.567\t-0.657\t-0.049\t0.711\t3.113\t0.808\t-0.848\t-0.424\t-0.453\t-1.796\t-0.330\t0.733\t-1.274\t1.048\t0.488\t-0.734\t-0.142\t1.598\t0.734\n0\t0.924\t-0.684\t-0.785\t-0.709\t-0.519\t0.899\t1.265\t1.250\t0.607\t0.401\t1.017\t-0.003\t-0.080\t0.177\t-0.648\t0.648\t-0.918\t-0.237\t1.649\t1.288\t0.338\t-1.364\t-0.347\t0.908\t0.562\t-0.177\t1.252\t-0.030\n1\t-0.283\t-1.323\t-1.070\t-0.421\t0.562\t-1.427\t-0.050\t-1.581\t-0.053\t1.409\t0.269\t1.218\t0.027\t0.365\t-0.844\t0.700\t-0.626\t-1.221\t-0.046\t-1.506\t0.635\t1.933\t-0.284\t-0.238\t0.502\t0.595\t0.130\t-1.622\n4\t-0.692\t1.204\t-0.003\t-0.149\t-1.499\t3.061\t0.108\t-0.152\t-1.513\t0.175\t-0.056\t0.128\t-1.392\t-1.667\t1.693\t-1.169\t0.525\t-0.281\t0.995\t0.191\t0.092\t0.143\t-0.771\t-1.161\t-0.244\t-1.531\t-2.120\t0.144\n2\t-0.541\t-1.099\t0.035\t-0.738\t0.455\t1.520\t-0.075\t0.409\t1.682\t-0.783\t1.944\t-0.797\t-2.405\t0.574\t-1.241\t0.633\t0.432\t1.011\t-0.966\t-1.110\t-0.531\t0.600\t-0.517\t-1.064\t0.409\t0.844\t0.068\t-1.030\n4\t-0.609\t0.915\t2.511\t1.116\t-0.027\t1.260\t1.713\t-1.392\t1.225\t0.770\t1.188\t0.813\t-0.228\t2.033\t0.340\t-0.434\t0.506\t0.972\t0.095\t0.393\t0.088\t-0.660\t-0.822\t-1.403\t1.518\t-0.223\t-3.428\t0.397\n2\t-1.542\t0.417\t0.525\t0.690\t0.485\t-0.644\t-0.670\t0.565\t-1.846\t0.459\t0.200\t0.522\t-1.513\t-0.296\t-1.128\t0.913\t1.389\t-0.037\t2.586\t-0.871\t0.329\t0.227\t-0.069\t-0.468\t-0.410\t0.902\t-0.284\t-2.140\n2\t0.343\t-0.650\t0.956\t0.705\t-0.322\t0.539\t-1.332\t0.492\t-1.459\t0.128\t0.689\t0.338\t1.553\t-0.793\t0.409\t-2.132\t-0.512\t-0.303\t1.567\t-0.024\t0.913\t-0.904\t-0.333\t-0.837\t-0.994\t-0.925\t-0.614\t2.043\n4\t-0.296\t-0.234\t0.282\t0.480\t-0.604\t1.218\t1.334\t0.186\t1.725\t-0.079\t-1.850\t-0.922\t-0.444\t0.920\t-0.981\t-0.061\t2.479\t0.232\t1.608\t-1.198\t-2.022\t-1.609\t1.084\t-0.233\t-0.328\t1.723\t1.088\t0.466\n1\t-1.553\t0.872\t-0.328\t-0.663\t-0.451\t0.455\t0.422\t-0.422\t-0.830\t-1.196\t-2.343\t1.240\t0.302\t1.251\t0.997\t1.028\t-0.479\t0.154\t-0.988\t0.570\t0.172\t0.489\t-0.104\t1.145\t-0.511\t-0.950\t1.514\t0.547\n1\t1.257\t-0.351\t0.124\t-2.108\t-1.621\t0.319\t-1.274\t0.080\t0.449\t0.398\t-0.134\t-0.586\t0.404\t0.158\t0.913\t-0.937\t1.517\t1.252\t-0.604\t0.403\t-0.327\t2.055\t-0.039\t0.644\t-0.376\t-0.177\t-0.743\t0.315\n1\t0.909\t-1.010\t-1.663\t-0.941\t0.527\t-0.457\t-1.239\t1.269\t-1.180\t-0.171\t0.737\t0.670\t0.417\t-0.668\t0.558\t0.015\t0.407\t1.371\t-1.194\t0.385\t0.142\t0.944\t1.778\t1.747\t0.835\t-0.599\t-0.422\t0.721\n1\t-1.313\t0.725\t-0.477\t-0.599\t-1.162\t0.148\t0.269\t-0.186\t1.484\t-0.479\t1.556\t1.371\t-0.767\t-0.973\t1.805\t-0.104\t0.689\t-0.446\t0.010\t0.370\t0.453\t0.147\t1.348\t1.275\t0.060\t-0.125\t2.135\t-0.150\n3\t-1.137\t-1.453\t-2.290\t0.877\t1.013\t-1.500\t1.119\t2.103\t-0.207\t-0.903\t-0.073\t1.169\t1.316\t-0.035\t-0.919\t0.243\t-0.098\t0.119\t-0.387\t0.192\t-1.864\t0.359\t1.136\t-0.190\t0.126\t-1.606\t0.520\t0.927\n0\t0.948\t-0.785\t0.886\t0.557\t-0.166\t-1.892\t-1.460\t1.185\t-1.127\t-0.648\t0.821\t0.042\t-0.234\t0.855\t0.121\t0.513\t-1.093\t1.130\t-0.318\t0.362\t-0.764\t0.423\t0.183\t-0.118\t0.943\t0.583\t1.423\t-0.501\n4\t0.715\t1.486\t0.709\t-0.350\t0.073\t0.243\t-0.009\t-0.977\t-0.999\t-0.733\t0.446\t0.413\t-0.012\t-1.996\t2.977\t-0.708\t-0.859\t2.525\t1.133\t0.339\t-2.399\t-1.991\t-0.220\t-1.640\t0.270\t0.193\t-0.327\t-1.103\n0\t-0.826\t1.455\t0.322\t0.017\t0.370\t0.198\t1.006\t-2.080\t-0.403\t-1.392\t0.248\t-1.569\t-1.231\t0.318\t-0.294\t0.356\t-1.202\t-0.239\t-0.051\t-1.369\t-0.698\t0.176\t-0.367\t-0.847\t0.232\t-0.507\t0.286\t0.550\n3\t1.486\t1.553\t0.339\t-0.679\t1.073\t1.970\t2.836\t0.115\t-0.122\t-0.942\t0.625\t0.015\t0.658\t-0.421\t0.406\t0.786\t0.087\t0.103\t1.381\t-0.181\t1.001\t0.585\t1.627\t0.949\t0.910\t1.375\t-1.009\t0.746\n2\t-0.410\t0.360\t1.508\t-1.248\t0.473\t-0.254\t2.225\t0.657\t-0.227\t-1.304\t0.001\t-0.112\t-2.455\t-0.099\t1.484\t0.560\t-0.043\t-0.084\t-0.462\t-0.681\t0.408\t-0.459\t0.196\t0.716\t-1.628\t-1.456\t-0.739\t-0.433\n1\t1.306\t1.009\t-0.241\t0.274\t1.241\t0.846\t-1.463\t0.244\t-0.168\t1.113\t1.031\t1.319\t-1.118\t-0.784\t1.114\t-0.592\t-1.521\t0.533\t-0.547\t1.790\t0.296\t0.160\t-0.369\t1.591\t0.359\t-0.408\t-0.794\t-0.073\n1\t-0.735\t0.428\t0.022\t-0.104\t1.157\t-0.439\t0.674\t-2.226\t-0.300\t0.056\t-0.153\t-0.732\t-1.529\t-0.600\t-0.517\t0.196\t1.001\t-1.094\t0.316\t-0.591\t0.682\t0.994\t0.666\t0.527\t-2.220\t-0.500\t0.895\t1.805\n2\t0.616\t0.637\t0.565\t-0.455\t-2.701\t-1.796\t0.013\t0.336\t-0.420\t-0.693\t0.297\t-0.108\t-0.476\t-1.616\t-0.844\t0.933\t-0.963\t0.664\t1.386\t-0.791\t-0.445\t0.987\t1.233\t-0.645\t-1.621\t1.255\t0.584\t0.401\n1\t1.768\t0.123\t0.942\t0.648\t-0.212\t0.224\t-1.620\t-0.466\t-0.103\t-0.132\t-0.174\t-0.656\t-0.221\t-1.481\t1.939\t-1.308\t-0.360\t0.606\t1.295\t1.321\t0.187\t-0.939\t1.374\t-0.132\t-1.375\t-0.031\t-0.327\t-0.806\n0\t-1.776\t0.775\t-0.707\t0.489\t-0.679\t-0.498\t0.434\t-0.349\t0.171\t0.277\t-1.427\t0.478\t-0.938\t-1.111\t-0.727\t0.814\t-1.600\t0.651\t0.340\t0.074\t0.247\t-0.290\t0.682\t-0.427\t-1.625\t-0.077\t0.801\t0.492\n1\t-0.538\t0.295\t0.593\t0.147\t0.588\t-0.660\t-1.083\t-0.258\t0.426\t1.033\t2.236\t0.645\t-2.030\t1.172\t0.416\t-0.692\t0.824\t0.422\t-0.483\t0.122\t-0.895\t-0.199\t-1.306\t0.426\t0.370\t1.134\t1.003\t-0.660\n2\t1.874\t0.907\t0.353\t-0.536\t0.235\t0.042\t-0.424\t-2.099\t-0.835\t-0.665\t0.010\t-0.633\t1.269\t0.927\t-1.000\t-0.341\t-0.402\t0.035\t0.659\t-0.242\t-0.487\t1.222\t-1.248\t1.550\t0.750\t0.280\t-1.083\t1.724\n4\t-0.939\t0.843\t-0.764\t2.399\t-1.969\t0.081\t2.758\t0.443\t0.275\t0.806\t0.957\t-0.128\t0.496\t-0.221\t-0.809\t0.095\t-1.592\t-2.434\t0.852\t0.408\t-0.399\t0.380\t-1.041\t-0.299\t0.984\t-0.513\t0.662\t-0.104\n4\t-0.988\t-1.049\t2.399\t1.922\t1.911\t-1.216\t1.755\t-0.713\t1.645\t0.439\t-0.992\t1.655\t1.615\t-1.061\t0.326\t-1.937\t-0.395\t-0.388\t-0.409\t1.612\t-1.336\t-0.224\t0.755\t-1.315\t-0.883\t1.115\t1.345\t-0.433\n4\t2.347\t1.604\t0.083\t2.181\t0.632\t-0.431\t0.906\t0.399\t0.838\t-1.369\t-0.810\t1.488\t1.693\t1.415\t2.219\t0.577\t0.507\t-0.913\t-0.581\t-1.988\t-0.321\t-2.059\t1.081\t0.388\t-2.026\t-0.190\t1.968\t-0.126\n0\t0.343\t0.128\t0.283\t0.979\t0.546\t0.387\t-0.594\t1.039\t-0.577\t0.968\t-0.393\t0.589\t1.764\t0.661\t1.416\t-0.371\t0.096\t-0.355\t-1.660\t1.069\t0.569\t0.498\t1.232\t-1.135\t-1.375\t1.241\t-0.070\t0.215\n4\t0.355\t-0.663\t2.003\t-0.765\t-1.307\t0.138\t0.691\t-0.040\t1.412\t0.084\t-0.372\t2.661\t0.408\t-0.656\t-1.053\t-1.132\t-2.957\t1.258\t-0.129\t0.751\t0.212\t-2.405\t-0.237\t-0.156\t1.427\t0.951\t-0.170\t-0.036\n3\t-1.135\t-0.186\t-0.889\t-0.631\t0.780\t-0.522\t-1.334\t-0.924\t-0.587\t-1.733\t-1.342\t-0.808\t-0.707\t0.303\t-0.242\t1.493\t0.344\t-0.639\t-0.952\t0.085\t-0.468\t-1.608\t-0.621\t0.206\t1.663\t2.099\t0.956\t-2.028\n3\t-0.240\t-0.421\t-2.519\t1.377\t0.216\t0.090\t-1.576\t0.617\t0.127\t-0.066\t-0.387\t-2.739\t-0.362\t-1.075\t0.757\t-0.184\t-0.729\t0.841\t-1.070\t0.996\t0.916\t-0.689\t0.280\t-1.294\t1.225\t1.125\t-0.012\t-0.250\n2\t-0.543\t-0.874\t0.357\t-0.757\t-0.224\t-1.282\t0.089\t-0.268\t-0.901\t-0.565\t-0.312\t1.864\t-0.479\t1.856\t0.304\t-1.161\t0.213\t0.283\t1.128\t-0.301\t1.074\t0.952\t-1.139\t-1.104\t-1.714\t0.919\t-1.300\t1.163\n0\t-0.317\t-1.456\t-0.425\t-0.433\t0.575\t-0.015\t1.083\t0.281\t-0.504\t-0.815\t-0.603\t0.161\t-0.373\t-1.076\t1.007\t0.152\t0.275\t-0.823\t-1.042\t-0.162\t-2.028\t0.780\t-0.704\t-0.268\t0.427\t-0.225\t-1.168\t1.506\n4\t2.025\t0.662\t0.758\t1.379\t-1.666\t-1.032\t0.350\t0.587\t1.050\t-0.256\t-0.197\t1.066\t0.929\t-0.962\t-0.737\t-1.134\t1.563\t0.769\t0.897\t0.153\t0.399\t0.286\t0.167\t-1.264\t2.713\t0.994\t-1.983\t0.846\n2\t1.279\t0.735\t0.869\t-1.744\t1.512\t-0.773\t-0.509\t-0.703\t0.947\t-0.180\t0.482\t0.076\t-0.095\t-0.947\t1.812\t-1.463\t0.412\t0.377\t1.154\t1.388\t-0.137\t0.530\t1.765\t-0.065\t-1.066\t-0.384\t-1.305\t0.372\n2\t0.471\t1.059\t0.583\t0.066\t1.609\t-0.528\t0.566\t-0.580\t-0.969\t1.154\t0.031\t1.514\t1.180\t0.204\t0.113\t2.435\t0.059\t-2.062\t1.278\t0.901\t0.509\t-0.022\t0.001\t0.280\t0.045\t1.073\t1.363\t-0.919\n4\t-0.602\t-0.705\t-0.079\t-0.753\t-2.199\t-0.607\t-1.240\t0.138\t-0.736\t-1.073\t-0.177\t-0.983\t-1.849\t-0.017\t-1.167\t0.518\t0.447\t-0.797\t1.250\t0.643\t-0.921\t1.443\t-3.293\t1.162\t0.581\t-0.663\t-0.712\t-0.329\n1\t-0.360\t-1.083\t-0.207\t1.349\t-0.905\t-0.429\t-0.864\t0.956\t0.288\t0.926\t1.565\t-1.512\t-0.759\t-0.434\t0.069\t0.506\t-0.491\t-0.692\t0.957\t0.546\t0.316\t-2.146\t1.207\t0.184\t-0.162\t-0.819\t-0.633\t-0.891\n3\t-0.414\t-1.710\t-2.157\t0.239\t0.656\t0.063\t-0.071\t-0.805\t0.655\t1.678\t-2.217\t-0.078\t-0.970\t-1.490\t-1.130\t0.380\t0.405\t1.460\t0.009\t-1.758\t-0.238\t-1.386\t-1.207\t0.581\t0.194\t0.588\t-0.357\t0.791\n1\t-0.207\t-0.320\t1.200\t0.580\t-0.952\t-0.601\t0.282\t0.931\t-0.854\t0.873\t0.781\t0.440\t-0.842\t-0.711\t0.224\t0.727\t0.445\t-0.402\t0.346\t3.007\t-1.576\t-0.224\t-0.920\t-0.167\t0.652\t-1.334\t0.559\t0.032\n2\t-0.241\t0.455\t1.551\t-0.465\t-0.096\t0.209\t0.880\t-0.250\t-1.739\t-1.470\t-0.119\t-1.405\t-1.920\t0.568\t0.951\t0.067\t0.478\t-0.490\t0.693\t-1.395\t1.572\t-0.764\t-0.749\t-1.101\t-0.804\t-0.865\t-1.180\t-0.235\n2\t-1.654\t-0.064\t-0.777\t1.410\t-0.291\t0.833\t0.350\t-0.532\t0.950\t-0.097\t0.498\t0.271\t0.408\t0.441\t0.689\t0.501\t0.103\t0.534\t0.160\t0.391\t-3.353\t-1.402\t0.795\t0.101\t-1.665\t-0.018\t0.178\t1.203\n4\t-0.345\t2.528\t-0.107\t-1.115\t0.398\t-0.175\t-1.597\t-0.765\t1.514\t0.900\t0.334\t0.421\t-0.727\t0.600\t-0.802\t-0.627\t0.914\t-0.476\t2.513\t-0.190\t-0.242\t1.820\t-0.422\t-0.861\t2.078\t1.323\t0.750\t-0.816\n2\t-0.528\t1.981\t1.531\t0.967\t0.686\t0.398\t0.205\t0.788\t0.254\t0.378\t0.024\t-0.134\t1.916\t0.211\t-0.285\t0.291\t-1.083\t1.066\t0.138\t-0.202\t-0.304\t-1.453\t1.951\t0.325\t1.937\t-0.125\t0.590\t0.869\n1\t-1.519\t-2.631\t0.388\t-0.095\t-0.515\t0.244\t-0.060\t1.128\t0.086\t-0.747\t0.990\t-0.217\t0.527\t-0.477\t-0.650\t0.084\t0.013\t0.480\t-0.269\t-1.836\t-0.433\t0.794\t-0.297\t-0.246\t0.986\t-0.712\t-1.543\t-0.161\n1\t0.826\t-1.625\t-0.452\t1.323\t0.106\t-0.321\t-1.115\t1.259\t-0.701\t0.687\t1.921\t0.123\t1.422\t0.467\t1.010\t-0.251\t-0.880\t-0.462\t-0.355\t0.269\t0.713\t-1.550\t0.161\t0.316\t0.052\t-1.043\t0.413\t0.374\n4\t-1.069\t0.432\t0.168\t-1.024\t-1.277\t0.498\t-0.282\t-1.465\t0.579\t0.935\t-1.171\t-0.002\t1.518\t-0.911\t1.707\t-0.324\t-0.070\t-1.395\t-1.358\t-0.656\t0.886\t2.341\t2.606\t-0.123\t-0.356\t-0.984\t1.115\t-0.726\n2\t1.812\t0.579\t-2.491\t1.217\t1.090\t-0.359\t0.717\t-0.859\t-0.470\t1.499\t-0.272\t-1.870\t-0.063\t-0.079\t1.198\t0.014\t-0.422\t1.045\t0.121\t-0.750\t1.155\t0.194\t0.003\t0.178\t-1.071\t-0.528\t0.004\t-0.195\n0\t0.051\t-0.068\t-0.291\t0.532\t-0.662\t0.550\t1.432\t0.113\t-0.314\t-0.075\t1.201\t0.139\t-0.609\t0.809\t-0.711\t-0.233\t0.229\t-0.807\t-1.786\t0.449\t-2.192\t-0.927\t0.778\t0.419\t-0.158\t-0.895\t-0.431\t0.576\n4\t-0.446\t2.472\t-1.570\t-0.182\t-0.236\t0.048\t-1.972\t-0.981\t0.049\t-1.395\t0.953\t0.580\t-1.587\t-0.230\t0.376\t-1.376\t-1.577\t-0.958\t2.687\t1.094\t-0.609\t-1.331\t-0.825\t1.522\t2.034\t-0.812\t0.311\t-0.262\n0\t-0.545\t0.138\t0.296\t-0.588\t1.451\t-1.117\t0.262\t0.246\t-0.054\t-1.297\t0.871\t0.744\t-0.676\t0.707\t0.375\t-1.281\t-0.854\t1.138\t0.309\t-0.564\t-0.858\t-0.515\t-0.444\t-0.846\t-1.742\t1.140\t0.971\t-1.273\n1\t-0.801\t0.592\t1.125\t-0.415\t0.647\t-0.756\t-0.041\t0.248\t-0.546\t-1.000\t-0.237\t1.230\t0.424\t1.373\t-1.997\t0.133\t-0.509\t-0.908\t-1.347\t0.542\t-1.124\t0.023\t0.294\t0.314\t-0.314\t1.186\t1.992\t0.871\n3\t-1.308\t-0.345\t0.044\t-1.836\t1.389\t0.142\t0.381\t1.366\t-0.630\t0.574\t-0.110\t-0.184\t-0.772\t1.666\t-0.376\t0.699\t-1.875\t1.180\t1.052\t0.097\t-0.227\t0.400\t2.289\t-1.763\t0.782\t-0.912\t-0.020\t-0.248\n0\t0.457\t1.292\t1.330\t0.588\t-0.357\t1.594\t-1.867\t-0.217\t0.057\t-0.893\t0.252\t0.641\t0.391\t-0.493\t0.073\t-1.449\t-0.009\t1.333\t0.647\t0.325\t0.610\t0.149\t0.633\t0.319\t0.600\t-1.197\t-0.507\t-0.293\n3\t-0.088\t2.580\t-0.804\t1.639\t1.678\t-0.554\t0.569\t1.628\t-0.379\t-0.204\t-0.582\t-1.015\t-0.649\t-1.224\t0.034\t-0.770\t0.234\t-1.556\t0.331\t0.834\t-1.994\t0.374\t1.228\t-1.210\t1.673\t0.419\t-0.705\t-0.056\n4\t1.595\t-0.847\t-0.991\t-2.153\t-0.639\t-1.323\t1.642\t1.010\t-0.688\t2.252\t0.982\t-0.325\t-2.499\t2.291\t-1.390\t-1.645\t1.023\t2.440\t1.384\t0.564\t0.595\t0.853\t0.759\t0.281\t0.104\t-0.063\t-0.754\t-0.281\n0\t1.244\t-0.467\t0.186\t-0.461\t0.689\t0.979\t-0.636\t0.416\t0.588\t0.332\t0.535\t1.495\t-1.045\t-0.910\t-1.073\t-0.354\t0.137\t-0.600\t0.833\t-0.770\t-0.147\t0.663\t0.348\t-0.797\t-0.591\t-0.193\t-0.072\t-0.036\n1\t0.408\t0.843\t0.575\t-1.276\t-0.094\t0.709\t0.796\t-1.661\t0.383\t-0.133\t0.165\t0.538\t0.474\t0.237\t-0.240\t-1.872\t-0.971\t-0.733\t-0.177\t-1.314\t-0.520\t0.983\t1.649\t-0.441\t-1.436\t-0.460\t0.583\t-1.386\n3\t0.170\t1.428\t-1.700\t0.385\t1.038\t1.410\t-1.571\t-2.442\t0.686\t1.035\t-0.098\t1.021\t1.618\t0.102\t-1.055\t1.181\t0.988\t0.571\t0.036\t0.707\t0.722\t0.360\t1.132\t0.311\t-0.794\t1.303\t-0.474\t1.190\n0\t-0.303\t0.264\t-0.972\t-0.291\t0.030\t0.099\t0.922\t0.405\t-0.090\t2.090\t-0.982\t0.899\t0.008\t0.488\t-1.094\t-1.116\t-0.286\t-0.038\t-1.090\t-0.524\t0.320\t-0.636\t1.617\t-0.588\t-0.073\t-0.250\t-1.257\t-0.046\n3\t0.657\t-1.008\t-0.667\t0.364\t-1.456\t-0.847\t1.145\t0.753\t-1.444\t-0.281\t0.681\t-0.075\t0.729\t-0.256\t1.408\t-0.815\t-0.095\t-0.273\t0.531\t2.587\t-2.136\t1.468\t1.145\t0.402\t-0.194\t-0.730\t0.890\t0.678\n0\t0.517\t0.655\t0.737\t-0.131\t-0.438\t0.122\t0.326\t0.940\t-1.021\t-1.188\t-0.193\t-0.213\t-0.189\t2.051\t1.610\t0.637\t-0.593\t0.685\t-0.357\t0.232\t0.013\t-0.675\t-1.836\t-1.621\t0.655\t0.149\t0.988\t0.602\n3\t1.078\t0.376\t-0.653\t-0.907\t-0.701\t-0.066\t-0.025\t1.029\t-0.254\t-2.024\t-1.193\t-0.976\t-0.977\t-2.806\t1.569\t-2.183\t-0.574\t0.658\t0.590\t-1.470\t1.207\t1.061\t-0.181\t0.027\t-0.914\t0.252\t0.226\t-0.487\n0\t0.715\t-0.346\t-0.449\t0.203\t-0.237\t1.169\t0.785\t0.723\t-0.415\t0.710\t0.503\t-1.216\t-0.246\t-0.171\t1.495\t-0.420\t0.482\t1.301\t-0.923\t0.279\t2.032\t-1.569\t-0.607\t0.273\t0.364\t0.157\t0.546\t1.261\n1\t0.636\t-0.092\t-0.289\t-0.945\t-0.177\t0.192\t-1.333\t0.503\t0.279\t-1.015\t-0.349\t-1.365\t-0.928\t0.059\t1.422\t2.058\t-0.447\t1.622\t-2.032\t0.115\t-0.671\t-0.375\t-0.393\t0.140\t-0.860\t0.261\t0.005\t-0.329\n4\t0.048\t-0.449\t-1.147\t0.480\t-0.744\t0.028\t0.322\t-1.329\t0.785\t0.359\t1.769\t1.400\t1.500\t-2.277\t-1.319\t1.947\t0.636\t-0.358\t2.418\t-2.000\t-0.437\t-0.244\t-0.179\t0.394\t0.760\t0.406\t1.050\t-3.128\n3\t1.897\t0.412\t-0.942\t1.111\t0.642\t-0.978\t-0.350\t0.139\t0.554\t0.669\t-0.224\t-1.415\t1.168\t-0.285\t-0.588\t-1.628\t-0.816\t-0.674\t-2.001\t-1.993\t0.185\t0.153\t-2.083\t-1.357\t1.410\t-0.274\t-0.604\t0.069\n0\t-0.133\t-0.975\t1.107\t-0.120\t-2.173\t0.847\t-0.535\t-0.091\t0.332\t0.190\t0.709\t-0.435\t0.513\t-0.260\t0.739\t0.615\t-0.935\t1.086\t-0.536\t0.808\t0.367\t1.838\t-0.223\t-0.349\t-0.019\t-0.303\t0.800\t-1.616\n4\t0.544\t0.182\t0.587\t-0.394\t0.492\t0.510\t-1.419\t-0.385\t-0.171\t-0.326\t-1.029\t-2.472\t1.028\t-2.166\t1.979\t-0.236\t-0.667\t-1.550\t-1.660\t-0.892\t0.191\t1.412\t-1.549\t0.359\t-1.851\t-0.906\t0.502\t-1.017\n1\t-0.723\t-0.121\t0.552\t1.740\t-0.391\t-1.327\t0.660\t0.813\t-0.241\t0.339\t-0.981\t-0.126\t0.953\t-0.210\t-1.781\t-1.363\t0.026\t-0.365\t-0.613\t0.456\t1.093\t-1.824\t-0.609\t-1.219\t-0.345\t0.610\t-0.041\t-0.922\n2\t0.054\t-0.286\t2.526\t0.483\t0.210\t-0.183\t-0.897\t-1.951\t1.521\t-0.779\t-0.190\t-0.106\t1.433\t-0.766\t0.257\t0.512\t-1.384\t-1.478\t-0.715\t0.244\t0.116\t-0.119\t0.652\t-0.857\t-0.171\t-0.114\t-0.830\t2.302\n2\t-0.332\t-0.306\t1.344\t-1.063\t-0.482\t-0.165\t0.935\t1.697\t1.293\t1.806\t-2.974\t-0.576\t0.286\t-0.605\t-0.223\t-0.361\t0.204\t0.489\t-1.572\t-0.524\t-0.585\t0.315\t0.447\t-0.736\t-0.289\t-0.661\t0.360\t-1.103\n3\t-1.470\t1.284\t2.097\t-0.161\t0.771\t0.408\t-0.644\t-0.223\t-0.164\t-0.523\t-1.163\t-2.125\t0.260\t-0.187\t-0.377\t-1.160\t-0.444\t-0.512\t0.292\t1.289\t1.118\t2.014\t-0.046\t0.419\t1.350\t-1.905\t-0.828\t0.696\n2\t0.372\t1.132\t0.443\t1.780\t-1.361\t-0.917\t-1.794\t-0.431\t1.680\t0.636\t0.810\t0.327\t-0.669\t1.486\t-0.542\t-0.172\t1.912\t0.551\t0.878\t-0.460\t-1.379\t-1.337\t-0.622\t-0.280\t-0.008\t0.226\t0.113\t0.667\n1\t1.341\t0.114\t-1.617\t0.032\t-1.659\t-0.580\t-1.549\t0.048\t0.994\t-0.808\t-0.665\t1.036\t-0.160\t-0.578\t0.622\t0.270\t-0.737\t0.535\t-2.001\t-0.044\t-0.438\t-0.792\t-1.330\t0.310\t1.212\t-0.401\t-1.039\t-0.503\n4\t2.151\t1.638\t1.752\t0.402\t-0.057\t-0.768\t-1.571\t0.964\t0.489\t-0.110\t-0.508\t-0.716\t-0.768\t-0.977\t3.151\t-1.061\t-1.958\t-0.331\t-0.339\t-0.176\t0.552\t1.935\t1.068\t2.863\t-0.100\t1.300\t-1.160\t1.990\n2\t0.334\t-0.366\t1.189\t0.642\t1.297\t-0.046\t-0.581\t0.489\t0.738\t1.307\t0.071\t0.310\t-0.346\t0.143\t1.105\t-1.455\t-0.617\t-1.745\t0.004\t0.397\t-2.380\t-1.347\t0.163\t-2.073\t0.282\t0.550\t0.386\t-0.747\n3\t-1.456\t-0.075\t1.019\t1.814\t-0.238\t-0.130\t0.500\t1.493\t-0.486\t0.693\t-0.823\t0.330\t0.971\t-1.291\t-0.525\t0.955\t0.616\t1.036\t0.848\t-0.341\t2.199\t0.137\t-3.056\t-0.282\t-0.469\t0.795\t-0.451\t1.099\n1\t0.316\t-0.578\t-0.524\t0.302\t2.261\t1.032\t-0.078\t0.074\t1.360\t1.087\t0.383\t-1.185\t0.098\t1.018\t0.581\t-0.021\t-0.163\t0.850\t-0.119\t-1.259\t-1.175\t-1.214\t-0.519\t1.893\t-0.047\t0.803\t-0.469\t-1.193\n3\t1.028\t-0.410\t1.257\t1.289\t0.968\t0.202\t-0.238\t-0.750\t-0.224\t-0.070\t0.755\t-0.498\t1.592\t0.618\t-0.279\t0.588\t2.000\t0.239\t0.615\t1.010\t0.080\t0.360\t-1.244\t-0.585\t-0.269\t-1.087\t-3.018\t1.270\n1\t0.393\t0.829\t1.710\t0.405\t-0.730\t0.611\t-0.151\t-1.345\t-0.048\t0.283\t1.434\t0.071\t-0.815\t-1.887\t-1.229\t-0.970\t1.666\t-0.191\t-0.090\t1.101\t0.603\t-0.262\t1.146\t-0.684\t0.284\t-1.255\t0.260\t1.018\n2\t-0.517\t-0.587\t1.289\t-0.191\t0.165\t-1.638\t-0.251\t1.665\t-1.513\t-0.166\t0.596\t0.518\t1.475\t-1.390\t0.976\t0.695\t0.499\t-1.625\t1.460\t-0.692\t-1.986\t-0.336\t-0.840\t-0.067\t0.042\t1.063\t0.599\t0.117\n3\t-1.358\t0.786\t1.262\t-0.130\t0.408\t1.633\t-0.318\t0.729\t0.381\t-1.309\t1.536\t-0.302\t-1.522\t0.367\t-2.807\t-2.041\t0.063\t0.469\t-0.007\t-0.497\t0.509\t0.999\t0.085\t0.277\t-1.295\t-1.292\t1.014\t0.598\n2\t-1.353\t-1.188\t-0.575\t0.867\t-0.423\t-0.810\t-1.188\t-1.261\t-0.529\t0.992\t-0.945\t-1.230\t-0.588\t1.015\t-0.366\t-0.494\t0.238\t1.390\t-0.032\t-1.940\t-0.200\t-1.215\t-0.867\t0.972\t-0.415\t-1.329\t0.429\t-1.196\n1\t0.406\t-0.815\t1.482\t-0.036\t0.220\t0.536\t-1.711\t0.275\t-0.631\t-0.871\t0.459\t1.129\t-0.001\t1.536\t-0.235\t-1.722\t-1.165\t1.526\t1.782\t0.363\t-0.617\t-0.307\t-0.043\t0.014\t0.558\t0.343\t-1.192\t-1.128\n0\t0.658\t-0.070\t-1.187\t1.058\t-0.589\t-0.936\t-0.178\t-0.913\t-0.417\t0.344\t0.348\t-0.898\t-0.488\t1.074\t0.496\t2.075\t1.180\t1.144\t-1.388\t0.764\t-0.053\t-0.551\t0.168\t0.945\t0.501\t-0.878\t0.742\t-0.638\n1\t-0.052\t0.281\t-0.345\t0.227\t-0.592\t1.274\t-0.114\t-0.383\t-0.925\t0.269\t0.187\t0.388\t-1.027\t-1.601\t0.626\t1.485\t-1.026\t1.589\t0.284\t-0.007\t-0.398\t-1.385\t0.988\t-0.776\t-0.780\t0.992\t-1.883\t-1.524\n2\t0.876\t0.114\t1.073\t1.419\t-1.095\t1.686\t0.552\t0.310\t-0.686\t0.340\t-2.221\t-1.103\t-1.862\t-0.139\t1.359\t0.260\t0.593\t-0.232\t0.011\t-1.793\t1.053\t0.510\t0.783\t0.344\t-0.459\t0.513\t-0.297\t-0.082\n4\t-0.028\t-0.739\t-0.306\t-1.407\t-0.718\t1.754\t0.208\t0.630\t-1.792\t1.861\t0.763\t-0.294\t1.702\t-1.734\t2.510\t-0.189\t-1.437\t-0.726\t-1.325\t0.991\t-0.431\t-2.282\t-1.679\t-1.800\t1.033\t0.366\t-1.148\t-0.441\n3\t0.545\t0.776\t0.654\t-0.795\t-0.018\t-0.418\t0.369\t-1.627\t-0.024\t-1.763\t-1.085\t1.632\t1.694\t-0.651\t0.493\t0.482\t1.366\t0.246\t-1.048\t-0.820\t0.396\t-1.827\t-1.715\t0.845\t2.642\t-0.624\t-0.161\t-0.081\n2\t2.448\t0.486\t-0.337\t-0.766\t-0.305\t-0.075\t0.238\t-0.614\t-1.197\t1.131\t1.171\t0.197\t1.119\t-0.769\t0.148\t0.686\t1.285\t-0.263\t2.352\t0.544\t-1.065\t0.950\t-1.035\t-0.926\t-0.075\t0.131\t-0.121\t-0.403\n0\t0.687\t-0.783\t-0.989\t1.561\t0.732\t-0.663\t-0.255\t-0.969\t-1.820\t0.421\t-0.128\t-0.922\t-2.078\t0.465\t1.006\t-0.312\t0.675\t0.264\t0.274\t0.363\t0.443\t0.361\t0.436\t0.290\t1.487\t-0.492\t-0.992\t-0.419\n3\t0.075\t-1.248\t-0.165\t-0.545\t-1.861\t0.426\t0.328\t1.262\t-1.224\t1.081\t-2.319\t-0.147\t1.976\t-0.029\t-0.735\t-0.083\t0.848\t-0.282\t0.392\t0.381\t0.549\t1.036\t1.980\t0.087\t0.323\t-1.187\t0.945\t1.361\n4\t1.518\t-2.143\t0.465\t1.218\t-2.010\t1.366\t2.209\t0.184\t0.541\t-0.969\t2.047\t0.283\t-2.559\t0.966\t-0.907\t-0.504\t0.289\t0.026\t0.333\t0.447\t1.346\t-1.353\t0.536\t0.167\t-0.226\t-1.259\t0.397\t-0.952\n2\t1.459\t0.010\t0.071\t-1.208\t-2.426\t0.414\t-0.531\t0.479\t0.733\t0.452\t0.443\t0.680\t2.462\t-0.173\t-0.315\t-1.374\t0.630\t0.558\t0.125\t1.047\t0.051\t-0.729\t1.514\t-0.689\t-0.677\t-0.723\t0.570\t0.944\n1\t0.584\t0.371\t-0.302\t1.825\t-0.245\t0.590\t-0.409\t-0.424\t-1.136\t0.541\t-1.307\t-0.410\t-1.017\t1.647\t0.419\t1.428\t0.353\t-0.078\t1.395\t0.618\t0.468\t-0.923\t0.729\t-0.368\t-1.469\t1.311\t-1.100\t-0.507\n2\t0.117\t1.739\t-2.409\t0.355\t-0.384\t0.344\t0.326\t0.835\t0.732\t0.180\t-1.174\t0.597\t-1.214\t-0.869\t0.478\t0.187\t-0.979\t-1.304\t0.121\t-0.215\t-0.547\t0.655\t-0.030\t1.020\t0.591\t-1.543\t-1.825\t0.827\n2\t-0.089\t-1.587\t-1.601\t-0.376\t-1.190\t-1.619\t-0.427\t0.797\t-0.463\t0.330\t1.437\t0.383\t-0.933\t-0.025\t-0.438\t0.503\t0.187\t-0.283\t0.080\t-0.320\t-1.598\t-1.939\t0.874\t1.028\t0.187\t0.943\t1.715\t-0.452\n1\t-0.902\t0.636\t-1.276\t1.661\t0.306\t-1.459\t-0.102\t0.629\t-0.356\t0.021\t-1.009\t-2.223\t0.785\t-0.252\t0.036\t-2.226\t-0.385\t-0.263\t-0.158\t-0.219\t-0.015\t0.710\t0.943\t0.010\t0.382\t1.385\t1.003\t0.495\n2\t0.612\t-0.979\t-1.382\t-1.798\t-2.224\t-0.518\t-0.301\t-0.631\t1.243\t1.228\t-0.335\t-1.794\t-0.567\t-0.600\t-0.657\t-0.698\t-0.653\t-0.387\t-0.636\t0.208\t0.360\t-0.911\t1.271\t-0.980\t-1.618\t0.381\t-0.817\t0.321\n1\t-0.048\t-1.172\t-0.356\t-0.705\t0.101\t0.885\t1.374\t0.086\t-1.011\t1.415\t0.391\t-0.566\t-0.333\t-0.668\t0.724\t0.981\t0.332\t1.093\t-0.064\t2.350\t-0.127\t-1.934\t0.914\t-0.402\t1.074\t0.293\t-0.684\t-0.097\n0\t0.444\t-0.427\t0.799\t-0.024\t0.494\t0.555\t1.227\t1.225\t0.070\t0.404\t0.399\t-0.284\t-0.103\t0.536\t-0.019\t0.338\t-0.417\t1.824\t0.801\t0.809\t-0.218\t-1.259\t-1.484\t0.799\t-0.609\t0.639\t0.483\t0.643\n1\t-0.732\t0.602\t-1.380\t-1.780\t0.983\t0.003\t-1.165\t0.520\t-1.114\t-0.220\t-0.856\t-1.843\t1.061\t-0.731\t1.411\t0.107\t-0.525\t-1.096\t0.042\t0.499\t0.969\t0.595\t-0.251\t0.530\t-0.398\t1.501\t-0.338\t0.536\n2\t0.344\t-0.420\t0.956\t0.514\t-0.437\t0.971\t0.369\t-1.661\t-0.992\t-1.329\t1.031\t-0.702\t0.627\t2.172\t0.794\t-0.419\t-0.744\t-0.306\t-1.028\t-1.144\t-0.805\t0.532\t-0.521\t-0.225\t0.469\t0.727\t-1.929\t-1.723\n4\t-2.125\t-0.566\t0.890\t0.723\t-0.210\t-1.491\t-0.976\t-1.088\t-1.842\t1.600\t2.041\t-0.733\t-1.927\t0.162\t0.048\t0.949\t0.241\t0.132\t-1.069\t-0.174\t1.052\t1.702\t0.162\t0.426\t-0.230\t0.502\t-1.583\t0.871\n4\t0.106\t0.584\t1.976\t-1.564\t1.617\t0.104\t-0.899\t-1.330\t-0.189\t0.922\t-0.128\t1.511\t-1.451\t-0.012\t-1.252\t0.364\t0.887\t-0.421\t-2.604\t0.199\t0.437\t0.404\t1.236\t-1.071\t0.680\t1.193\t-1.779\t0.320\n1\t-0.005\t0.911\t0.170\t0.215\t-0.922\t-0.596\t-0.018\t2.581\t-0.851\t-0.906\t0.060\t1.894\t1.305\t-0.627\t-0.563\t0.292\t-0.460\t1.772\t0.505\t-1.115\t-0.313\t0.451\t0.557\t0.113\t-0.283\t0.858\t1.450\t0.791\n1\t-1.044\t0.848\t1.866\t-0.323\t0.841\t1.229\t1.017\t0.126\t-0.698\t-0.081\t0.459\t0.908\t0.334\t-0.380\t0.555\t0.860\t0.380\t-0.836\t-0.181\t0.948\t-1.383\t-2.093\t1.508\t0.511\t0.607\t-1.077\t0.738\t0.275\n0\t-0.698\t0.867\t-0.459\t0.410\t0.379\t-0.052\t0.453\t0.644\t-1.249\t-0.480\t1.114\t0.421\t1.117\t-1.702\t1.146\t-0.074\t-0.513\t0.389\t1.577\t-1.496\t0.363\t-1.236\t-0.791\t-0.689\t-0.322\t0.118\t-0.334\t-0.231\n3\t-0.711\t-0.384\t-0.411\t1.022\t-0.379\t2.083\t0.431\t-1.276\t-0.129\t-0.652\t-2.194\t1.599\t0.703\t0.533\t0.165\t-1.382\t-0.484\t0.842\t-1.051\t-2.532\t-0.227\t-0.142\t0.136\t0.729\t0.638\t0.259\t1.196\t-1.519\n4\t-2.888\t1.229\t0.439\t0.505\t-1.093\t-1.013\t1.150\t0.243\t-0.117\t0.221\t1.509\t0.724\t-0.475\t-1.403\t0.588\t-0.924\t-1.182\t1.316\t0.872\t0.386\t-1.238\t1.789\t1.029\t-0.304\t-0.515\t0.078\t-0.478\t2.212\n1\t0.137\t1.473\t0.123\t0.614\t-0.780\t0.042\t0.140\t-0.141\t-0.022\t0.126\t0.481\t1.169\t-2.266\t1.114\t-1.711\t0.309\t2.356\t-0.043\t0.180\t-0.310\t0.667\t0.362\t-0.676\t-0.114\t-1.118\t-0.119\t-0.419\t0.137\n0\t-0.362\t-1.120\t-1.295\t1.161\t-0.468\t0.347\t-0.047\t0.477\t0.077\t-1.283\t0.996\t-0.494\t-1.557\t-0.428\t1.501\t0.850\t-0.349\t-0.349\t-0.322\t2.077\t0.382\t0.430\t1.030\t0.239\t-0.259\t-0.196\t-0.072\t-0.037\n0\t-0.530\t0.555\t-0.115\t0.756\t0.219\t-1.890\t0.604\t0.624\t-1.148\t-0.414\t-0.453\t-0.697\t-1.385\t0.728\t0.510\t0.886\t-0.145\t1.167\t-1.480\t0.413\t0.990\t-0.922\t-0.429\t-1.343\t0.767\t-0.878\t0.003\t-0.450\n4\t-0.140\t-1.472\t-0.236\t0.154\t2.270\t0.201\t-1.704\t2.236\t0.368\t0.017\t-0.513\t-0.105\t-1.236\t-0.665\t-0.036\t1.057\t0.426\t1.037\t-0.352\t1.437\t-0.724\t-1.526\t-1.356\t2.467\t1.070\t-0.545\t-0.812\t-0.033\n3\t-1.347\t0.455\t-0.990\t0.244\t-1.128\t2.783\t0.162\t0.276\t-0.365\t-1.071\t0.958\t0.446\t1.217\t1.682\t0.013\t1.179\t-1.846\t-1.397\t0.354\t-0.904\t1.023\t1.156\t0.285\t0.602\t-0.422\t-0.791\t-0.305\t-1.374\n0\t-0.221\t-0.463\t-0.141\t-0.809\t-2.211\t-0.257\t-0.458\t-1.119\t-0.732\t0.368\t1.902\t0.238\t-0.031\t-0.033\t0.252\t-0.316\t0.013\t-0.924\t0.171\t0.962\t-0.714\t-2.109\t0.001\t-0.463\t-0.017\t-0.774\t0.190\t-0.871\n3\t-1.128\t-1.585\t-0.023\t0.454\t0.029\t-0.306\t0.309\t1.715\t0.230\t2.192\t-0.169\t-0.113\t0.255\t-2.426\t0.144\t-1.004\t0.722\t-0.577\t-0.647\t0.144\t-0.681\t-0.730\t-0.052\t1.412\t-0.198\t2.221\t1.208\t-0.350\n2\t0.479\t-0.408\t1.854\t-1.085\t-0.477\t0.858\t-0.635\t0.111\t-0.532\t-0.391\t-1.294\t0.761\t0.783\t0.780\t-0.429\t0.332\t1.995\t0.290\t-1.156\t-0.854\t-0.901\t1.321\t0.394\t-1.574\t1.303\t0.567\t0.174\t1.517\n2\t-1.301\t-0.107\t-0.496\t0.122\t2.556\t-0.748\t0.745\t-0.328\t-0.390\t1.256\t0.182\t1.612\t-0.051\t1.366\t-0.335\t-0.685\t0.438\t0.118\t-1.338\t0.199\t-0.762\t0.817\t-0.664\t-0.364\t-1.025\t1.004\t0.428\t2.276\n4\t-2.004\t-0.085\t0.361\t1.352\t1.017\t0.905\t0.774\t0.745\t0.106\t-1.130\t-1.112\t-0.294\t-0.113\t1.137\t0.152\t-0.414\t2.517\t0.780\t-0.685\t-0.392\t-2.458\t1.861\t1.068\t0.922\t-0.516\t1.700\t0.276\t-1.899\n0\t-0.733\t-0.615\t-1.695\t-0.381\t1.064\t0.383\t0.822\t0.053\t-0.562\t-0.844\t0.416\t-0.418\t0.380\t-1.234\t0.962\t0.359\t0.561\t-0.733\t-0.091\t0.107\t0.234\t0.121\t0.276\t-0.624\t0.269\t0.765\t-0.498\t0.081\n3\t-0.202\t-1.504\t-1.055\t-1.799\t1.553\t0.677\t1.149\t0.858\t1.340\t-1.403\t0.008\t-0.978\t-0.548\t0.591\t0.824\t0.004\t0.268\t-1.589\t-0.551\t-0.072\t-1.546\t-1.325\t0.952\t-0.085\t0.174\t2.155\t0.178\t0.225\n4\t0.184\t0.199\t0.169\t-0.672\t-1.274\t-0.631\t0.039\t0.190\t-0.346\t-1.965\t-2.262\t-2.406\t0.357\t1.800\t0.798\t-2.163\t-0.534\t0.768\t1.473\t-0.151\t0.701\t-0.223\t2.058\t-1.072\t0.798\t-1.552\t-0.232\t0.333\n0\t1.132\t0.755\t-0.335\t-1.856\t-0.230\t0.611\t0.840\t-0.527\t0.083\t0.943\t-0.331\t-0.798\t0.641\t0.398\t-0.281\t0.692\t-0.978\t-0.072\t-0.811\t0.640\t-0.045\t-1.736\t1.441\t0.721\t0.568\t0.346\t1.365\t0.358\n4\t-1.147\t0.723\t-0.349\t0.966\t0.025\t0.862\t0.507\t1.298\t0.962\t-1.305\t-1.874\t-0.077\t0.602\t-0.725\t0.446\t0.404\t-0.073\t-0.635\t-1.019\t2.479\t-2.121\t-1.239\t2.600\t-1.033\t-0.563\t0.680\t0.481\t0.443\n4\t0.754\t-1.977\t0.716\t-0.374\t-0.562\t-1.327\t-1.074\t1.765\t0.849\t1.295\t-0.857\t1.799\t-0.067\t-0.789\t-1.078\t-1.048\t-0.747\t-0.894\t0.904\t2.601\t-0.247\t-0.228\t-1.858\t-0.925\t-1.621\t0.813\t1.933\t-1.081\n0\t0.101\t-0.660\t-1.277\t-0.436\t0.290\t0.487\t0.322\t-1.786\t0.139\t0.339\t0.349\t0.029\t-1.229\t-0.922\t1.213\t-0.776\t-0.722\t-0.296\t-1.217\t0.634\t-1.268\t1.084\t-1.345\t-0.280\t0.344\t0.791\t-0.225\t-0.703\n3\t0.245\t-1.091\t-0.277\t-1.680\t-1.145\t1.175\t-2.481\t0.746\t2.011\t0.248\t-0.960\t0.615\t-1.440\t-0.804\t-1.332\t-1.326\t0.879\t-0.183\t0.618\t0.230\t-1.536\t-0.291\t-0.953\t-0.478\t-0.086\t-0.305\t0.208\t0.128\n3\t0.576\t-1.125\t-1.201\t-1.277\t-0.776\t0.286\t-0.507\t1.278\t-1.444\t0.513\t-0.367\t-0.105\t0.684\t-2.634\t-2.138\t-0.063\t-0.222\t-1.428\t2.005\t-1.159\t-0.532\t1.150\t-0.675\t-0.868\t0.389\t-0.743\t0.395\t0.513\n4\t-2.530\t0.772\t1.746\t-1.377\t0.349\t-0.411\t-0.444\t-0.935\t1.373\t0.863\t-0.863\t-0.940\t-2.076\t0.709\t0.572\t0.615\t-1.480\t0.928\t-0.370\t-1.455\t-1.075\t0.300\t0.998\t-0.984\t-1.893\t-0.582\t0.230\t-0.869\n3\t-0.158\t-1.519\t1.640\t1.195\t0.992\t0.526\t1.278\t0.448\t0.496\t-0.519\t0.451\t1.627\t1.650\t-0.918\t-1.350\t0.152\t-0.543\t0.018\t-0.307\t-0.563\t1.474\t-0.344\t0.066\t-1.526\t2.444\t-1.591\t-0.163\t0.898\n2\t-0.496\t-0.918\t1.339\t-1.910\t-1.608\t-0.157\t0.247\t-0.726\t-0.379\t0.576\t-0.020\t-0.440\t0.209\t-1.608\t0.600\t-1.160\t0.709\t-0.357\t-0.263\t1.168\t0.230\t1.114\t-1.331\t2.075\t0.293\t1.067\t-0.010\t-0.820\n0\t0.113\t-1.125\t-1.075\t0.133\t0.658\t1.378\t0.873\t0.248\t0.398\t0.049\t0.110\t-1.751\t-0.333\t1.720\t-0.171\t0.506\t-1.044\t0.129\t-1.283\t-0.002\t0.872\t0.718\t-1.276\t-0.731\t-0.223\t-0.902\t-0.986\t-1.099\n0\t0.914\t1.624\t0.346\t-0.255\t-1.067\t-0.113\t0.203\t-1.463\t0.921\t-0.424\t0.861\t-0.011\t0.297\t-0.702\t-0.345\t0.642\t-0.131\t-1.105\t0.112\t0.386\t1.373\t1.153\t-0.065\t-0.547\t-0.228\t-0.524\t0.506\t1.042\n2\t1.136\t-0.188\t-1.093\t-1.616\t0.447\t0.024\t-0.390\t0.084\t1.056\t0.766\t-0.343\t-0.132\t1.083\t-0.638\t-0.170\t0.819\t0.953\t-0.103\t2.008\t0.141\t-1.301\t1.109\t-0.530\t0.683\t0.196\t2.711\t-0.401\t-0.030\n4\t0.364\t-0.422\t-0.006\t-0.552\t0.972\t0.546\t0.298\t0.062\t2.531\t-0.157\t-0.697\t-1.173\t0.905\t1.631\t-0.848\t-0.285\t-0.359\t-0.124\t-1.768\t0.807\t1.190\t-1.905\t1.758\t1.618\t-3.070\t-2.173\t-0.133\t1.316\n2\t0.997\t1.467\t-0.810\t-0.173\t-1.029\t0.125\t-0.342\t0.165\t-0.324\t2.573\t0.425\t-0.730\t-0.340\t0.223\t-0.876\t-0.353\t-1.440\t-0.538\t-0.896\t-1.959\t-0.201\t-0.803\t-2.091\t0.859\t0.883\t-0.758\t0.639\t-0.993\n0\t-0.744\t-0.039\t0.375\t-1.004\t-0.360\t0.215\t0.329\t-0.211\t-1.140\t-1.252\t-1.116\t1.331\t0.225\t0.204\t-0.712\t0.112\t1.193\t0.453\t0.740\t0.897\t-1.465\t-0.470\t0.924\t-0.357\t0.015\t-1.713\t-0.930\t0.028\n1\t-1.760\t-0.439\t-0.269\t-0.825\t1.526\t-1.930\t-0.114\t1.133\t0.763\t-0.380\t-0.900\t1.091\t-0.521\t-0.831\t1.000\t0.307\t-0.352\t0.325\t0.445\t-0.054\t0.154\t-2.163\t-0.106\t-0.640\t-0.799\t-0.685\t-0.497\t-0.297\n1\t0.302\t2.181\t0.393\t-1.385\t-0.710\t-0.512\t-2.332\t0.101\t-0.350\t-0.304\t-0.125\t-0.722\t0.855\t0.184\t-0.534\t0.445\t0.355\t-0.955\t-0.173\t-0.174\t-0.585\t-1.357\t-0.616\t1.266\t-0.649\t0.899\t-0.035\t0.168\n0\t0.949\t-1.166\t0.459\t0.358\t0.012\t0.009\t0.812\t-1.415\t-0.490\t0.120\t-0.525\t-0.080\t-0.332\t1.057\t0.007\t1.736\t0.007\t1.101\t0.566\t1.444\t-0.313\t0.225\t-1.300\t-1.425\t0.865\t-0.728\t1.006\t-0.035\n2\t-0.466\t-1.175\t1.286\t-0.580\t-2.098\t-0.847\t0.198\t-1.720\t0.270\t-0.888\t1.116\t0.455\t0.080\t-1.549\t-1.290\t-0.578\t-0.229\t1.529\t0.296\t-0.383\t1.475\t-0.090\t0.434\t1.554\t0.717\t0.442\t0.581\t-0.065\n3\t-0.470\t1.288\t-0.038\t0.135\t0.411\t1.395\t0.084\t-1.765\t0.127\t1.440\t0.641\t0.215\t0.354\t-1.837\t-1.977\t0.894\t1.286\t-0.629\t0.193\t0.621\t1.660\t-0.080\t0.738\t1.993\t-0.280\t0.065\t-1.106\t-1.055\n2\t-0.449\t0.017\t-1.112\t0.255\t-1.430\t1.562\t1.702\t-0.664\t0.877\t0.855\t0.409\t-2.454\t-0.875\t0.846\t0.254\t1.037\t0.231\t-1.385\t-0.419\t0.752\t-1.347\t-1.218\t0.242\t-0.211\t-1.546\t-0.296\t-0.747\t0.482\n0\t0.243\t0.674\t-0.855\t-0.049\t-0.307\t0.191\t0.382\t-0.354\t-0.208\t1.129\t-0.917\t0.720\t0.291\t0.749\t-0.312\t1.033\t-0.637\t0.501\t0.498\t0.156\t1.026\t1.105\t0.684\t1.776\t-0.401\t-0.267\t0.286\t-0.175\n3\t1.107\t1.877\t-1.509\t-1.935\t1.576\t-0.416\t-0.252\t-0.865\t-0.951\t-0.020\t2.192\t-0.114\t0.478\t-1.044\t-0.162\t0.164\t-0.098\t-0.493\t1.477\t-0.278\t-0.186\t0.244\t-0.444\t0.903\t-1.803\t-0.549\t1.107\t0.322\n0\t-0.325\t0.396\t-0.130\t-0.247\t-1.201\t-2.081\t0.818\t0.243\t0.902\t-0.437\t-0.713\t0.007\t0.854\t-0.231\t0.802\t-1.006\t-0.161\t-0.070\t1.226\t0.208\t1.746\t-1.348\t0.130\t0.179\t0.620\t-0.813\t1.684\t0.013\n3\t0.096\t1.917\t-0.132\t1.158\t-0.358\t-0.236\t0.494\t-1.702\t-2.019\t-0.677\t-1.300\t-2.256\t0.743\t-0.791\t-0.344\t0.139\t0.505\t0.283\t0.202\t0.469\t-0.500\t-0.713\t-2.317\t0.638\t-0.686\t1.984\t0.738\t0.950\n3\t0.606\t0.212\t0.345\t-0.669\t0.485\t-1.667\t0.606\t2.629\t0.480\t-0.027\t0.618\t0.071\t1.679\t1.231\t-0.191\t-0.941\t0.220\t0.218\t0.410\t1.092\t1.831\t-0.361\t-1.372\t-1.027\t-0.680\t1.067\t-1.813\t0.148\n4\t-0.772\t-1.946\t-0.922\t-1.977\t0.100\t0.192\t0.202\t-2.113\t1.222\t-0.051\t-0.549\t-0.945\t1.042\t0.557\t-0.917\t0.970\t-1.977\t0.208\t2.272\t-0.744\t-2.116\t1.758\t1.261\t-0.085\t0.750\t-1.054\t1.538\t0.330\n4\t0.257\t0.025\t1.696\t-0.144\t-2.812\t-1.514\t0.574\t-1.305\t-0.000\t0.386\t0.769\t0.289\t-0.689\t-2.831\t-1.031\t-1.100\t0.150\t-1.763\t-0.010\t1.048\t-0.099\t0.803\t-1.016\t0.522\t-0.283\t0.083\t-1.269\t1.241\n4\t-0.223\t0.991\t0.210\t0.668\t2.499\t-1.985\t-1.027\t-0.928\t-0.854\t1.423\t-2.667\t0.482\t-1.533\t0.026\t0.259\t0.906\t-0.266\t-0.173\t-2.050\t2.280\t0.306\t0.439\t1.073\t-0.067\t0.424\t0.715\t-1.475\t0.531\n2\t0.261\t-1.262\t1.326\t-0.827\t1.189\t0.329\t1.001\t0.176\t0.567\t0.990\t1.907\t1.075\t0.448\t-1.349\t-2.416\t-0.130\t-0.714\t-0.678\t-0.082\t0.663\t-0.621\t0.895\t0.033\t0.038\t1.875\t0.178\t-0.054\t0.524\n0\t-0.711\t1.436\t-0.832\t-0.068\t1.045\t0.512\t0.048\t0.305\t1.109\t-0.100\t0.354\t1.281\t0.090\t-0.452\t0.717\t1.213\t1.205\t0.698\t1.575\t0.174\t-0.464\t-1.386\t-0.985\t0.466\t0.467\t1.450\t0.661\t0.424\n1\t1.052\t-0.168\t1.043\t-1.803\t-0.080\t-0.068\t0.071\t-2.318\t-0.618\t0.034\t0.593\t-0.193\t-2.037\t0.789\t-0.131\t-0.640\t-0.479\t-0.656\t-0.094\t0.351\t1.678\t0.224\t0.361\t0.390\t-0.139\t0.318\t-0.808\t-0.718\n0\t0.855\t0.534\t0.327\t0.865\t0.089\t0.985\t0.614\t-0.360\t0.896\t0.091\t-0.106\t-0.476\t0.166\t0.996\t0.889\t0.353\t0.600\t1.272\t-0.150\t-1.115\t1.301\t-0.530\t-0.690\t-1.796\t0.571\t-1.621\t-0.750\t0.588\n3\t-0.283\t-0.680\t0.538\t-1.868\t-0.389\t0.291\t-0.623\t-0.429\t0.991\t-0.057\t1.195\t1.637\t0.531\t-0.291\t1.582\t-2.527\t-1.552\t0.770\t2.474\t0.683\t0.185\t-0.466\t0.556\t1.158\t0.749\t0.063\t1.034\t0.305\n0\t-1.520\t-0.187\t0.553\t0.285\t-0.323\t-0.572\t0.976\t-1.157\t0.177\t-0.815\t-0.728\t-0.514\t-0.174\t-0.449\t0.092\t0.646\t0.480\t0.078\t0.013\t0.137\t0.018\t0.243\t-1.549\t-1.368\t0.077\t0.373\t-1.857\t0.357\n1\t0.612\t-1.008\t1.155\t-0.653\t-1.215\t-0.349\t-0.329\t-0.784\t-0.986\t0.778\t0.466\t0.006\t0.897\t-0.148\t-0.908\t1.147\t-0.230\t0.638\t-1.750\t0.332\t1.039\t-1.923\t0.081\t-1.724\t0.116\t1.249\t-1.313\t-0.450\n2\t-0.287\t1.748\t0.101\t1.288\t-0.452\t0.125\t1.056\t1.331\t-0.084\t-1.378\t-0.912\t-0.387\t0.475\t-0.766\t0.462\t0.293\t-0.461\t-1.884\t0.502\t-1.691\t0.846\t2.160\t0.023\t-0.513\t1.518\t-0.273\t0.267\t0.666\n3\t0.006\t0.096\t-0.906\t-0.228\t-0.180\t-0.248\t-0.575\t0.265\t-0.121\t-2.261\t2.151\t-0.965\t-1.173\t-2.224\t1.779\t-1.000\t-1.914\t-0.592\t0.616\t-0.497\t-1.912\t-0.268\t-0.928\t0.643\t-0.325\t0.379\t0.885\t0.101\n1\t0.263\t0.333\t0.945\t-0.331\t-1.356\t-0.274\t-0.020\t1.126\t-1.509\t-0.377\t0.293\t1.546\t-0.669\t-0.813\t0.665\t-2.277\t-0.567\t0.591\t0.353\t0.202\t-1.640\t-1.275\t1.343\t-0.094\t-0.218\t-0.790\t0.019\t-0.488\n3\t0.582\t-0.114\t-0.718\t1.056\t-0.110\t-1.036\t1.552\t2.471\t0.157\t0.356\t1.812\t-0.298\t1.125\t-0.572\t0.481\t-0.965\t-0.256\t-1.658\t0.491\t0.400\t-1.021\t2.195\t0.076\t-0.141\t-0.978\t0.781\t-0.897\t0.765\n1\t1.063\t-0.139\t0.839\t-2.127\t-0.091\t-0.706\t1.121\t0.072\t-0.329\t1.267\t-0.153\t0.574\t0.489\t0.388\t0.039\t2.108\t-0.493\t-0.465\t-0.884\t0.207\t1.002\t1.640\t-0.169\t0.274\t1.522\t1.069\t-1.199\t-0.075\n3\t0.258\t-3.564\t-0.969\t-0.150\t0.965\t0.312\t0.590\t-0.910\t-0.431\t-1.797\t0.660\t-0.551\t-0.954\t0.311\t1.164\t0.672\t0.093\t-1.057\t-0.022\t0.321\t-0.501\t0.707\t-0.987\t-1.249\t-0.823\t-0.656\t0.400\t1.334\n3\t0.783\t1.288\t2.530\t-0.935\t0.702\t0.460\t-0.386\t-0.647\t1.652\t-1.022\t-1.409\t-0.563\t-1.782\t-0.846\t-1.053\t0.086\t1.445\t-0.589\t0.865\t0.751\t-2.220\t-0.552\t-0.376\t0.381\t0.570\t0.331\t-0.895\t-0.633\n4\t0.880\t-2.102\t1.272\t-0.889\t-0.911\t2.488\t0.057\t-0.255\t-1.153\t0.443\t0.793\t-0.351\t-2.148\t1.627\t-0.289\t-0.311\t-0.035\t-0.805\t1.274\t0.726\t0.488\t2.311\t-0.697\t1.277\t-2.224\t0.644\t2.258\t-1.050\n1\t0.565\t-0.223\t1.044\t1.347\t-1.296\t1.116\t2.237\t0.526\t0.984\t-0.647\t-0.504\t-0.210\t-0.402\t-1.312\t-0.173\t0.836\t-1.299\t0.179\t0.148\t-0.301\t0.497\t0.403\t-0.372\t1.061\t0.561\t1.573\t-0.066\t-0.322\n0\t-0.357\t0.217\t0.352\t-0.031\t0.188\t0.659\t0.613\t1.534\t1.043\t0.018\t0.641\t0.424\t0.164\t-0.869\t0.162\t-2.065\t1.072\t0.350\t-0.159\t-0.421\t0.655\t1.838\t0.375\t1.902\t0.784\t-0.805\t0.488\t0.390\n3\t-1.563\t-0.529\t0.794\t-1.254\t0.294\t-1.357\t0.466\t-0.036\t-1.615\t1.165\t-0.735\t-0.810\t0.201\t1.149\t-1.016\t0.062\t0.429\t0.693\t0.176\t-0.367\t-0.828\t0.086\t-1.072\t-2.921\t0.437\t0.904\t-2.363\t-1.010\n1\t-0.460\t2.452\t-0.608\t-0.325\t-1.255\t-2.299\t-0.451\t-0.066\t0.019\t-0.818\t-0.065\t-0.761\t-0.488\t0.959\t1.668\t0.448\t-0.074\t0.102\t-0.754\t-0.257\t0.899\t1.157\t-0.618\t-1.197\t0.129\t0.719\t0.926\t0.539\n4\t0.950\t-1.485\t-2.554\t0.934\t-1.367\t-0.225\t-1.170\t-1.802\t0.541\t0.759\t-0.577\t-2.591\t-0.546\t0.392\t-1.479\t0.183\t-0.015\t0.579\t0.120\t-0.973\t1.197\t-0.159\t-0.027\t-0.933\t-0.443\t-0.885\t-0.173\t1.712\n4\t0.238\t1.032\t1.537\t-0.120\t-1.337\t-1.303\t-0.691\t-0.935\t-1.682\t1.848\t0.528\t-0.524\t-0.033\t-1.786\t1.157\t-1.950\t0.510\t-1.838\t-0.414\t1.243\t-1.634\t-0.149\t0.628\t0.464\t0.070\t0.496\t-0.611\t1.933\n4\t-0.833\t2.085\t-0.220\t0.939\t0.741\t-1.185\t1.700\t-0.192\t0.905\t-2.201\t-0.492\t-0.121\t0.829\t-0.039\t1.761\t-1.753\t-0.946\t-0.772\t-1.187\t-0.246\t-1.760\t-1.366\t-1.975\t0.744\t-0.837\t-0.213\t0.355\t-0.394\n0\t1.207\t-1.129\t-1.126\t-0.536\t0.099\t0.048\t1.240\t1.295\t0.006\t-0.228\t0.517\t1.063\t0.552\t-0.432\t-0.612\t-1.111\t0.193\t0.623\t0.735\t1.152\t1.480\t-1.375\t0.405\t0.439\t-0.074\t-0.828\t1.445\t-0.589\n3\t0.464\t-0.242\t-0.462\t-1.779\t0.690\t-0.273\t-0.218\t0.589\t1.366\t-0.498\t0.183\t1.676\t0.308\t-0.271\t1.822\t-1.298\t0.298\t-0.469\t0.611\t0.493\t-3.536\t1.032\t0.333\t1.504\t-0.992\t-0.248\t0.803\t-0.117\n0\t-0.689\t-0.685\t-0.549\t-0.594\t-1.280\t-1.124\t-0.829\t0.592\t-0.381\t-0.207\t1.270\t1.295\t-0.282\t-0.631\t-0.864\t0.693\t-0.205\t-0.386\t-0.814\t-0.770\t0.320\t-1.315\t0.995\t-0.534\t-0.150\t-1.337\t-0.012\t-0.328\n1\t-0.432\t2.366\t-1.415\t-0.130\t0.273\t0.154\t-0.561\t1.232\t0.667\t0.740\t-0.668\t-0.403\t0.488\t-1.101\t0.666\t-0.101\t1.065\t-0.428\t1.814\t0.411\t0.520\t-0.693\t0.253\t-0.549\t-1.540\t-0.196\t1.163\t-0.064\n3\t-0.800\t1.530\t-1.119\t-2.351\t-1.298\t0.386\t-0.118\t0.752\t0.502\t-0.636\t-0.489\t-0.385\t1.884\t0.691\t1.892\t0.841\t-0.064\t-1.019\t0.202\t-0.061\t-0.094\t-0.209\t-2.052\t1.261\t-0.050\t-1.414\t0.482\t-0.856\n4\t-2.291\t-1.187\t1.766\t0.326\t-2.700\t0.070\t1.803\t0.274\t0.044\t-1.828\t-0.271\t-1.643\t-1.222\t-1.451\t1.739\t0.728\t1.401\t-1.323\t0.191\t-1.008\t-0.901\t0.469\t0.179\t0.286\t-1.256\t0.128\t0.348\t-0.675\n4\t2.973\t-2.141\t-1.389\t1.175\t0.915\t0.128\t1.120\t-1.117\t1.955\t1.387\t1.685\t-1.574\t1.067\t0.002\t2.388\t0.261\t-0.888\t0.584\t-1.693\t1.058\t-0.425\t-0.179\t0.249\t-0.313\t1.627\t-0.282\t0.517\t0.560\n1\t0.786\t-0.055\t-0.119\t-0.314\t-1.380\t-0.283\t0.006\t-1.325\t-1.102\t2.327\t1.625\t-0.735\t-0.736\t0.545\t-0.415\t0.086\t-0.046\t-0.494\t-1.496\t-0.828\t-0.390\t-0.636\t-1.254\t1.664\t0.497\t-0.220\t0.640\t-0.262\n0\t0.449\t-0.613\t0.977\t0.407\t-0.068\t0.313\t-0.265\t0.687\t-0.954\t0.855\t-1.237\t1.826\t1.341\t-0.557\t-1.742\t-1.479\t0.154\t0.276\t0.649\t-0.838\t-0.602\t0.612\t-0.451\t-0.730\t-0.215\t0.906\t0.438\t0.987\n3\t-1.054\t-0.330\t-0.331\t-2.091\t-0.640\t-0.861\t-0.538\t-1.080\t0.126\t-0.047\t0.043\t0.306\t-0.006\t0.965\t-1.423\t-0.854\t0.616\t0.636\t1.863\t-1.634\t-1.552\t0.161\t-2.329\t-0.845\t-0.043\t-0.365\t1.052\t1.253\n2\t0.235\t-0.055\t0.441\t-0.012\t0.835\t-0.763\t0.756\t0.472\t1.089\t1.157\t-0.952\t0.517\t-1.166\t1.160\t-0.853\t-0.380\t0.218\t0.738\t0.371\t0.766\t0.012\t0.244\t-1.767\t1.026\t-0.291\t-0.430\t1.937\t-2.709\n3\t1.128\t0.390\t-0.670\t-0.633\t0.560\t0.761\t-1.007\t2.046\t0.905\t-0.410\t-1.022\t-1.520\t1.388\t0.812\t0.037\t0.353\t-2.228\t-2.300\t0.478\t0.259\t0.140\t1.532\t0.716\t-0.500\t-0.493\t0.585\t0.548\t1.865\n1\t0.911\t-1.504\t0.003\t1.279\t0.262\t1.356\t-1.508\t-0.227\t0.120\t0.553\t-0.851\t0.416\t0.494\t-0.074\t0.470\t0.316\t-0.658\t-0.158\t-1.249\t-1.496\t0.254\t-1.894\t-0.242\t0.413\t0.016\t2.185\t0.427\t-0.269\n1\t0.774\t0.935\t1.090\t0.445\t-0.339\t0.352\t-0.997\t-0.172\t-0.305\t-1.174\t1.558\t-0.003\t-1.153\t-1.988\t-1.640\t-0.606\t0.847\t-0.740\t0.456\t1.598\t-0.251\t1.040\t-1.299\t0.326\t-0.419\t0.278\t0.762\t-0.493\n3\t-1.208\t0.404\t0.676\t0.930\t-0.312\t1.380\t-0.928\t0.134\t-0.138\t1.973\t1.208\t0.032\t0.198\t1.536\t-0.752\t-2.033\t-0.968\t-0.414\t1.361\t1.036\t-0.044\t0.467\t-0.709\t2.089\t1.213\t0.054\t-0.074\t0.702\n4\t-0.654\t-0.908\t1.074\t-1.879\t1.099\t-0.451\t0.285\t-3.421\t-1.773\t-0.679\t-0.912\t0.758\t0.303\t1.934\t0.513\t-0.650\t1.223\t-0.463\t-0.520\t0.002\t1.619\t1.051\t1.020\t1.961\t0.996\t-1.228\t0.538\t1.623\n1\t-2.065\t-0.982\t-0.834\t0.174\t0.225\t0.587\t1.879\t0.028\t0.845\t-0.445\t0.290\t-0.349\t-0.149\t0.166\t0.984\t-0.054\t-0.057\t0.313\t0.879\t-1.408\t0.244\t-1.331\t1.309\t0.339\t1.227\t-1.665\t-0.169\t0.870\n3\t0.982\t0.512\t-0.041\t1.178\t0.257\t0.469\t-0.294\t-0.459\t0.188\t-0.893\t0.155\t0.206\t-1.027\t1.290\t1.456\t1.369\t-0.170\t0.179\t-0.339\t0.743\t-0.168\t0.221\t0.371\t-1.089\t-0.030\t0.923\t3.830\t-1.763\n0\t-0.241\t-0.552\t0.977\t0.027\t-0.980\t-1.099\t0.277\t-0.544\t0.673\t0.127\t-0.943\t-0.736\t-1.304\t0.570\t0.187\t0.551\t2.080\t-0.128\t-0.033\t0.342\t-1.259\t-1.204\t-0.314\t-1.638\t0.350\t0.131\t-1.014\t-1.363\n1\t-1.892\t0.158\t0.265\t-0.178\t0.876\t-0.331\t-1.249\t-1.159\t0.282\t0.551\t1.751\t-0.623\t0.622\t0.445\t-0.000\t-1.141\t-0.739\t0.089\t-0.373\t-1.699\t0.180\t0.724\t0.683\t-1.061\t1.506\t-1.322\t-0.030\t-0.208\n2\t-0.188\t-0.992\t-0.847\t-1.723\t-0.318\t0.173\t0.074\t-0.151\t-1.980\t0.697\t0.453\t-0.145\t-0.647\t-0.718\t-1.073\t-0.364\t-1.532\t1.590\t0.185\t0.750\t0.009\t-0.195\t0.195\t1.974\t-0.214\t-2.099\t0.890\t-1.199\n3\t1.074\t0.258\t0.509\t0.796\t-0.088\t-1.567\t0.162\t1.182\t-0.287\t-0.506\t-0.153\t-0.676\t-0.931\t-0.564\t-0.059\t0.900\t-1.508\t-0.019\t0.357\t-3.870\t0.028\t-1.162\t0.061\t-0.543\t-0.096\t-1.516\t-0.952\t-0.806\n4\t1.227\t-1.581\t1.245\t2.231\t-1.321\t0.771\t0.001\t-1.544\t0.493\t0.834\t-0.601\t1.166\t-1.667\t-1.495\t0.137\t0.025\t-0.717\t0.810\t0.531\t0.858\t-0.123\t0.603\t-0.446\t2.054\t-0.813\t2.105\t0.035\t-1.376\n1\t-0.246\t-0.843\t2.171\t-0.176\t0.123\t0.551\t0.044\t1.695\t-0.623\t0.195\t-0.742\t-1.320\t-0.612\t-0.037\t-0.429\t-0.692\t-1.406\t-0.083\t-1.505\t0.760\t0.082\t-1.458\t-0.309\t-0.752\t0.319\t1.340\t-1.875\t0.115\n4\t1.570\t0.407\t-1.337\t-1.137\t-1.468\t-2.618\t-1.729\t-1.490\t1.715\t-0.752\t-0.019\t-0.835\t-1.413\t-0.366\t-1.573\t1.185\t-1.119\t0.484\t-0.197\t-1.530\t0.298\t0.000\t0.476\t1.703\t1.876\t-1.847\t-0.203\t1.013\n2\t-0.869\t-0.008\t0.868\t-1.258\t-0.928\t-1.232\t-1.107\t1.167\t0.076\t-0.422\t-1.115\t-0.466\t-0.391\t-0.857\t0.369\t-0.907\t-1.424\t-1.249\t-0.500\t1.347\t1.449\t-1.493\t-0.952\t-2.243\t-0.196\t-0.711\t0.259\t-0.925\n1\t1.015\t-0.369\t-1.192\t-2.017\t-1.960\t0.285\t0.127\t-0.202\t-0.582\t-0.425\t0.259\t-0.593\t0.049\t-0.253\t0.098\t-2.182\t0.810\t0.278\t-0.475\t-0.316\t0.527\t-0.129\t0.605\t0.113\t0.930\t-0.966\t0.127\t-1.781\n0\t-0.562\t-0.209\t-1.683\t-0.806\t0.965\t1.616\t-1.234\t-0.592\t-0.026\t0.280\t-0.810\t0.424\t-0.474\t-0.014\t0.546\t0.006\t-0.436\t-0.110\t-0.088\t-0.370\t-0.259\t1.599\t0.561\t-0.295\t0.697\t-0.334\t1.173\t0.370\n0\t0.326\t1.954\t0.361\t-0.910\t-0.986\t0.517\t0.097\t-0.146\t-0.257\t-0.118\t-0.506\t-0.938\t-0.308\t-1.158\t-0.812\t-0.139\t-0.163\t0.196\t1.177\t-0.592\t0.462\t1.833\t-1.921\t-0.320\t0.725\t0.654\t-1.250\t0.134\n1\t-0.641\t-0.320\t1.169\t1.097\t0.253\t1.620\t0.471\t-0.020\t1.184\t0.156\t0.620\t-1.987\t0.033\t-1.019\t-0.745\t-0.064\t1.163\t0.629\t-1.077\t0.052\t-0.015\t0.028\t1.076\t0.826\t1.229\t-0.137\t-1.533\t0.043\n1\t0.291\t0.904\t1.346\t1.143\t-0.453\t0.578\t-0.156\t-0.236\t0.501\t0.115\t-1.221\t-1.595\t-0.039\t2.858\t-0.248\t-1.090\t-0.152\t0.272\t-0.458\t1.017\t0.631\t1.028\t-1.124\t0.621\t0.199\t-0.341\t0.147\t0.459\n0\t-0.084\t-0.107\t-1.230\t1.748\t-0.485\t0.340\t0.254\t-1.340\t-1.745\t0.006\t-0.454\t-0.089\t1.065\t0.225\t0.759\t0.445\t-0.316\t-1.002\t0.265\t0.084\t0.915\t-0.151\t-0.297\t-0.229\t-0.919\t1.447\t1.140\t-1.213\n4\t-1.054\t-1.068\t0.950\t1.711\t-0.104\t-0.169\t0.070\t1.162\t-0.927\t0.238\t0.975\t0.501\t0.190\t1.001\t-2.703\t0.678\t-0.654\t-1.831\t0.511\t1.374\t-0.137\t0.953\t1.612\t1.315\t1.640\t0.742\t0.075\t-1.602\n2\t-0.798\t-0.129\t-0.738\t0.819\t-0.229\t1.874\t-0.561\t0.141\t-0.289\t0.440\t1.066\t0.608\t-2.031\t0.500\t-1.011\t-0.310\t0.689\t-1.120\t1.156\t-0.353\t2.171\t0.069\t1.705\t1.198\t-0.611\t-1.302\t0.114\t-0.583\n2\t0.739\t0.860\t0.591\t-2.197\t0.013\t-0.187\t0.991\t0.239\t0.557\t-0.495\t0.939\t1.234\t-1.627\t-1.296\t0.762\t-0.172\t1.029\t0.242\t0.693\t-0.747\t0.340\t0.343\t-0.689\t1.002\t-1.895\t0.208\t-1.294\t-1.022\n4\t-0.129\t-0.329\t-2.303\t1.126\t1.525\t-1.266\t-0.766\t-0.333\t0.182\t0.471\t-1.649\t2.311\t0.488\t0.851\t0.757\t-2.196\t0.025\t0.892\t-0.803\t-0.563\t0.085\t1.458\t-0.121\t0.189\t-2.079\t-0.627\t-0.220\t0.457\n1\t0.401\t1.855\t1.020\t0.535\t1.030\t-0.371\t-0.508\t-0.748\t-0.125\t-0.422\t1.208\t-0.475\t-0.803\t1.943\t-0.451\t0.154\t0.451\t-1.137\t1.235\t0.637\t1.558\t-0.679\t0.099\t0.039\t0.264\t-1.455\t0.111\t-1.426\n1\t0.173\t-0.883\t-0.621\t0.797\t1.442\t-2.115\t0.180\t-0.113\t0.107\t-0.317\t-1.290\t1.542\t1.159\t-0.104\t-0.488\t-0.609\t-2.586\t0.354\t0.780\t0.138\t-0.086\t0.133\t-0.853\t-0.500\t-0.166\t0.697\t1.379\t-0.229\n1\t-0.277\t2.984\t-1.728\t0.310\t-0.039\t0.853\t0.199\t1.215\t0.015\t0.774\t0.366\t-0.292\t-0.434\t1.278\t0.625\t0.996\t1.255\t-0.518\t-0.271\t-0.341\t1.031\t0.091\t0.183\t-1.055\t0.824\t0.857\t0.561\t0.163\n0\t-1.040\t-0.675\t0.887\t0.425\t-0.388\t0.883\t-0.650\t-0.854\t1.003\t1.347\t-0.498\t0.727\t0.871\t0.139\t-0.195\t-0.603\t0.153\t-0.256\t1.060\t1.091\t-0.049\t0.529\t0.412\t1.565\t0.002\t0.399\t-0.133\t0.631\n4\t1.365\t-0.806\t0.026\t0.903\t-3.042\t-0.050\t-1.572\t0.963\t-0.792\t1.784\t-0.955\t0.450\t-0.876\t-0.237\t-0.004\t0.026\t1.655\t1.427\t-0.749\t0.043\t-1.164\t-1.391\t-0.667\t1.683\t-1.688\t0.576\t0.460\t-0.743\n2\t1.120\t0.283\t-0.339\t-0.041\t0.020\t-0.802\t0.579\t0.460\t1.540\t1.255\t-0.686\t0.820\t-0.951\t0.696\t-0.517\t-1.023\t0.280\t-2.675\t-1.751\t-0.177\t0.082\t-0.369\t-1.579\t-0.818\t0.391\t0.582\t-0.016\t1.157\n1\t0.478\t1.008\t1.859\t0.121\t-0.029\t1.425\t-0.678\t0.475\t-0.588\t-0.141\t-0.722\t0.667\t-0.226\t-1.218\t-1.254\t0.131\t1.076\t-1.853\t-0.272\t-0.607\t0.891\t-0.963\t-0.023\t-1.269\t1.196\t-0.930\t1.162\t0.055\n1\t-0.337\t0.560\t-1.697\t0.818\t-0.977\t-0.170\t0.881\t-0.284\t-1.136\t-0.090\t-1.066\t-0.356\t0.112\t0.451\t0.674\t-0.487\t-1.737\t-1.921\t0.248\t-0.813\t-0.439\t-1.986\t-0.042\t-0.435\t-0.806\t0.379\t-1.432\t0.487\n3\t-0.442\t-0.575\t-1.645\t-0.431\t0.708\t0.408\t2.147\t-0.049\t-0.194\t0.707\t0.104\t0.104\t-1.032\t0.692\t2.080\t1.213\t2.060\t-0.446\t-1.159\t-0.470\t-1.089\t1.872\t0.128\t-1.948\t-0.176\t0.539\t-0.217\t-0.347\n2\t0.149\t0.827\t1.577\t0.325\t-0.784\t0.071\t-1.085\t-0.700\t0.245\t1.257\t1.247\t0.525\t0.787\t-0.382\t-0.218\t-0.846\t0.413\t1.773\t-1.524\t-0.184\t-0.103\t-0.493\t-0.060\t0.615\t-0.425\t0.886\t-2.225\t-1.709\n3\t0.332\t-0.344\t-0.044\t-0.343\t-0.586\t-0.298\t0.524\t0.371\t2.437\t1.247\t-2.000\t0.808\t2.746\t1.078\t-0.706\t0.898\t-0.290\t-1.078\t0.143\t1.370\t1.211\t-0.216\t-0.521\t1.524\t1.259\t-0.364\t-0.671\t0.099\n4\t-1.358\t-0.501\t0.530\t-1.013\t-0.111\t2.147\t0.214\t-1.127\t2.787\t0.372\t-0.822\t-0.101\t-1.701\t-0.821\t0.873\t-1.236\t-1.414\t0.941\t2.196\t0.551\t1.769\t-1.148\t0.464\t1.129\t-0.509\t-0.951\t-0.105\t0.352\n0\t-0.720\t-0.571\t-1.070\t-1.305\t-0.260\t-0.328\t-0.172\t-0.612\t-1.413\t-0.718\t-0.721\t-1.479\t0.469\t-0.804\t-0.184\t-0.779\t-0.609\t-0.430\t-0.597\t-0.268\t0.196\t0.887\t-1.020\t-1.973\t0.896\t0.040\t0.252\t-0.654\n4\t1.008\t-0.799\t0.500\t-0.962\t2.198\t1.560\t2.074\t2.191\t-0.635\t-0.884\t2.026\t-0.141\t0.833\t-0.621\t-0.604\t0.830\t-1.970\t0.783\t0.524\t-0.530\t0.024\t0.181\t0.237\t0.690\t-0.815\t2.698\t-0.206\t-0.131\n2\t1.306\t1.365\t0.154\t1.760\t-0.083\t0.932\t1.516\t0.098\t0.457\t1.026\t-0.366\t-0.814\t1.333\t0.307\t-0.506\t0.094\t0.509\t-1.569\t0.716\t0.408\t1.655\t-0.219\t1.377\t-0.045\t0.139\t0.281\t2.093\t-1.239\n1\t0.364\t0.346\t0.554\t0.809\t-0.329\t1.035\t-1.084\t-0.005\t0.836\t0.995\t0.461\t-0.393\t0.897\t-0.669\t1.751\t-0.085\t-1.540\t-1.195\t0.044\t0.140\t1.970\t-1.038\t0.039\t-1.059\t-0.493\t1.684\t-1.136\t0.587\n2\t0.576\t0.350\t-1.306\t0.911\t0.465\t-0.898\t1.098\t-0.021\t-2.092\t-0.817\t-1.469\t-0.372\t-0.091\t-0.257\t-1.274\t-1.004\t-2.109\t1.189\t-0.231\t0.440\t0.600\t0.713\t-0.245\t0.896\t-1.551\t-1.301\t-0.825\t0.659\n3\t-0.274\t0.639\t-0.751\t-1.468\t0.641\t-0.758\t1.828\t-0.409\t-0.136\t-2.304\t-1.162\t-2.279\t0.294\t-0.082\t0.630\t0.807\t0.961\t-0.225\t0.085\t0.579\t-0.795\t-0.938\t1.540\t-1.806\t0.500\t0.341\t-1.123\t-0.668\n2\t-1.230\t-1.117\t1.194\t0.828\t-0.834\t0.491\t0.106\t0.822\t1.278\t-1.726\t0.421\t0.038\t1.096\t-1.719\t-1.284\t0.096\t-0.275\t0.352\t-1.640\t1.194\t0.182\t0.181\t-0.147\t-1.149\t-0.777\t1.640\t0.075\t0.008\n0\t-0.068\t0.230\t0.643\t0.284\t0.701\t-0.263\t0.127\t-0.761\t-0.452\t0.843\t-2.063\t1.233\t0.202\t-1.082\t0.747\t0.294\t0.515\t0.181\t-0.663\t-0.231\t0.106\t0.609\t-0.564\t-0.538\t1.305\t0.237\t0.191\t2.120\n1\t-1.304\t-0.872\t-0.131\t-1.894\t0.085\t-0.263\t0.572\t0.650\t-1.122\t-0.519\t-0.928\t-0.526\t-0.252\t1.120\t-0.596\t0.887\t0.260\t1.386\t-0.353\t-0.813\t0.144\t-1.607\t0.158\t0.566\t1.098\t0.406\t-0.143\t1.941\n4\t-2.139\t0.033\t-1.963\t0.129\t0.808\t-0.859\t2.857\t0.930\t0.829\t-0.152\t-0.437\t1.237\t2.151\t-0.888\t-0.473\t0.431\t1.427\t-0.995\t-1.207\t-1.456\t0.866\t0.856\t-1.514\t1.725\t-1.528\t-0.824\t-1.476\t0.731\n3\t-0.798\t1.290\t0.832\t-0.191\t-1.411\t0.822\t1.310\t1.034\t-0.969\t-0.865\t1.656\t-1.209\t0.478\t-1.778\t-0.300\t0.585\t-0.030\t0.524\t-1.226\t-0.820\t0.482\t0.697\t0.220\t0.947\t-1.657\t-0.466\t1.823\t1.283\n4\t0.036\t-0.052\t-0.311\t-0.326\t0.384\t1.134\t-0.481\t2.438\t1.961\t1.329\t0.622\t2.008\t-0.290\t-0.833\t-0.526\t-1.003\t0.122\t0.300\t0.201\t-0.012\t0.133\t1.736\t0.620\t0.923\t0.191\t-1.616\t-1.814\t2.083\n4\t0.751\t-2.635\t-1.021\t-0.110\t0.289\t2.740\t0.968\t2.435\t-0.296\t-0.916\t-0.434\t-0.081\t-1.761\t-0.004\t0.130\t-1.970\t0.010\t-1.550\t-0.283\t0.559\t-1.707\t-0.447\t1.046\t0.488\t0.112\t0.386\t-1.215\t-0.786\n4\t0.032\t0.459\t0.334\t0.856\t-1.072\t-1.193\t1.360\t0.695\t0.447\t-1.672\t1.542\t0.484\t0.501\t2.779\t2.954\t0.550\t-2.212\t-0.306\t-0.366\t-0.126\t0.838\t0.388\t0.758\t0.958\t0.656\t1.256\t1.854\t-0.503\n4\t1.906\t-1.640\t-0.464\t-1.122\t0.683\t1.857\t0.904\t-1.392\t0.883\t1.685\t-1.488\t0.460\t-0.265\t-2.796\t0.706\t1.095\t-1.031\t1.464\t0.824\t3.002\t-0.260\t-1.189\t-0.151\t-0.241\t-1.127\t-0.752\t0.631\t-0.290\n4\t0.801\t0.596\t-0.013\t-1.047\t0.558\t-1.096\t0.040\t0.080\t0.787\t1.040\t0.246\t0.938\t-0.439\t1.293\t-0.298\t-1.856\t1.164\t2.038\t-1.158\t1.349\t-0.718\t-1.110\t-2.256\t1.381\t-0.742\t3.482\t0.992\t0.987\n1\t0.411\t-0.986\t1.162\t1.458\t0.297\t-0.320\t1.613\t1.546\t-0.885\t-0.264\t-0.054\t1.640\t0.892\t-0.322\t-0.005\t-0.109\t-0.762\t0.520\t0.453\t0.592\t0.223\t-1.086\t-0.635\t0.063\t0.900\t0.281\t-1.230\t-2.022\n3\t-0.043\t-1.171\t1.735\t1.826\t0.502\t0.121\t1.695\t0.908\t-0.347\t0.580\t-1.104\t-0.469\t0.352\t0.174\t-0.842\t-1.013\t-0.304\t-0.854\t-0.581\t-1.012\t-1.438\t1.554\t2.240\t-0.430\t0.344\t-0.549\t-1.386\t-1.052\n0\t-0.153\t-1.132\t-0.358\t1.294\t-0.228\t-0.612\t0.326\t1.227\t-0.247\t0.004\t0.791\t0.628\t0.287\t-1.258\t0.231\t1.203\t-0.993\t-0.233\t0.016\t0.115\t0.788\t-0.769\t-1.633\t-0.452\t0.115\t0.082\t0.791\t0.723\n0\t1.724\t-0.981\t-0.249\t0.629\t0.493\t-0.240\t-0.247\t0.877\t0.688\t0.225\t0.383\t0.396\t0.100\t-0.832\t0.275\t-1.817\t-0.591\t0.141\t0.133\t-0.321\t0.977\t-0.493\t-0.272\t-1.565\t1.007\t-1.619\t1.013\t-0.235\n1\t0.590\t-1.344\t1.200\t0.772\t0.182\t1.160\t0.872\t-0.558\t-1.813\t0.120\t0.528\t-0.025\t-0.651\t-0.012\t-0.101\t0.062\t2.176\t0.706\t1.295\t0.744\t1.809\t0.114\t0.846\t-1.225\t0.385\t-0.630\t-0.144\t1.176\n1\t-0.236\t0.292\t1.009\t1.026\t-0.869\t-1.113\t1.778\t1.783\t0.733\t-0.296\t-0.293\t-0.980\t0.217\t-0.122\t-0.094\t-1.150\t0.954\t0.449\t0.456\t-1.786\t-1.517\t-1.099\t0.773\t-0.489\t-1.034\t0.654\t-0.324\t0.373\n1\t0.684\t-1.260\t-0.607\t-0.593\t0.942\t0.528\t0.904\t1.339\t-0.306\t-1.187\t-1.181\t-1.838\t-0.459\t-0.384\t0.788\t0.017\t-0.490\t-0.116\t-1.039\t1.025\t-0.786\t-1.140\t0.818\t0.574\t-1.724\t0.855\t-0.742\t-0.374\n3\t-2.172\t-1.552\t-0.075\t0.296\t-0.282\t-0.542\t-0.082\t0.527\t-1.147\t-1.114\t-0.866\t1.320\t0.373\t0.572\t1.591\t0.787\t0.156\t1.558\t-0.972\t-0.265\t1.156\t-2.194\t-0.797\t0.790\t0.107\t0.514\t-1.916\t-0.841\n2\t0.919\t1.316\t-0.327\t-0.065\t0.479\t0.660\t-0.081\t-0.587\t-0.160\t-0.388\t0.237\t-1.083\t1.167\t1.971\t-0.724\t-0.785\t-0.851\t-0.475\t1.743\t-0.576\t0.128\t-0.469\t-2.052\t-0.556\t-0.047\t1.521\t-1.750\t0.944\n2\t1.726\t0.662\t-0.743\t0.335\t0.535\t0.760\t-0.427\t-1.953\t1.450\t-0.099\t-2.098\t-0.276\t0.742\t-1.070\t-1.083\t-0.250\t0.106\t-0.581\t-0.368\t0.812\t0.014\t-1.483\t1.187\t-0.185\t-0.908\t-0.188\t-1.325\t0.010\n1\t1.199\t0.309\t-2.056\t1.069\t0.048\t0.939\t-1.347\t0.211\t-0.106\t0.542\t-0.098\t-1.273\t-0.295\t0.223\t-2.057\t-1.625\t-0.324\t0.807\t-0.408\t-1.974\t-0.275\t-0.157\t-0.736\t-0.178\t-0.254\t-0.272\t0.208\t-0.818\n0\t0.617\t0.091\t-0.334\t0.471\t0.189\t0.299\t-0.068\t0.535\t0.918\t0.904\t0.457\t-0.004\t0.445\t1.195\t-0.154\t-0.272\t0.494\t0.738\t-0.100\t0.451\t-0.840\t-0.011\t1.553\t0.608\t-0.647\t-0.513\t-1.244\t1.623\n4\t-1.424\t-1.682\t1.826\t-0.919\t1.684\t-1.362\t0.489\t-0.346\t0.379\t-1.555\t-0.446\t1.983\t-0.759\t-0.489\t-1.586\t-1.362\t0.969\t1.466\t-0.412\t-0.679\t0.677\t-0.948\t-0.018\t1.758\t0.039\t-0.922\t0.099\t1.461\n3\t-0.239\t1.307\t-1.066\t-0.356\t1.258\t1.709\t0.766\t1.556\t1.171\t-1.709\t0.563\t0.239\t-1.034\t-1.704\t0.828\t-0.117\t0.136\t0.627\t1.714\t-0.640\t-0.356\t-0.320\t-0.662\t1.853\t0.979\t0.653\t0.579\t-0.103\n3\t-0.732\t-0.129\t0.148\t-1.054\t-1.036\t1.804\t-0.479\t1.323\t0.628\t0.217\t1.341\t0.026\t-0.370\t1.828\t-0.328\t0.581\t0.176\t-0.418\t-0.051\t1.600\t-2.347\t0.921\t-0.507\t0.859\t2.601\t-0.670\t0.819\t0.014\n0\t0.792\t0.030\t-0.460\t0.725\t1.216\t0.700\t-0.556\t1.067\t0.025\t0.107\t0.960\t0.598\t0.648\t0.141\t1.222\t-0.431\t-0.850\t1.361\t-0.073\t0.488\t0.219\t-0.240\t-1.199\t0.451\t-0.643\t-1.474\t0.143\t0.504\n2\t-0.870\t1.553\t1.298\t1.618\t0.683\t-0.029\t1.615\t-0.681\t-0.871\t-0.602\t0.523\t-0.762\t-0.155\t-1.602\t0.481\t-1.517\t-0.932\t1.217\t1.180\t0.374\t0.276\t-0.531\t-0.773\t-0.362\t-1.514\t0.252\t0.049\t-0.933\n3\t-1.533\t1.177\t0.101\t0.598\t-1.552\t-0.753\t1.469\t-1.253\t0.548\t-0.335\t0.938\t0.917\t-1.116\t0.522\t-1.176\t1.054\t2.108\t-1.071\t0.469\t-0.445\t0.510\t-0.356\t0.484\t0.506\t1.272\t1.607\t-1.324\t-0.488\n0\t0.292\t-1.707\t-0.630\t-0.303\t1.053\t0.684\t1.272\t0.604\t-0.638\t-0.208\t-0.589\t-0.073\t-1.823\t-0.338\t0.027\t0.795\t0.011\t1.007\t1.211\t0.695\t-0.337\t0.305\t-0.178\t1.640\t0.156\t-0.095\t1.260\t-0.676\n3\t-0.552\t0.866\t1.650\t-1.219\t-0.507\t-1.583\t0.403\t-0.695\t-1.208\t-1.441\t-0.843\t0.040\t1.074\t-0.758\t0.290\t-0.708\t-1.429\t1.575\t1.860\t2.223\t-0.959\t-0.017\t-0.984\t-1.187\t0.853\t-0.397\t-0.333\t0.774\n3\t1.585\t0.499\t0.140\t-1.098\t0.428\t-0.291\t0.266\t0.513\t-0.468\t0.282\t1.847\t1.261\t0.909\t2.381\t1.958\t1.521\t-1.043\t-1.187\t-1.266\t0.855\t0.755\t0.455\t-1.062\t0.965\t-0.296\t-0.213\t0.716\t-0.165\n2\t0.211\t0.408\t-0.746\t-1.553\t0.616\t0.118\t1.302\t-0.912\t-1.282\t0.711\t-0.658\t-1.551\t-0.582\t-1.044\t-1.531\t0.425\t0.574\t-0.308\t1.845\t-0.250\t0.640\t-1.539\t-1.152\t1.074\t1.183\t-0.215\t0.614\t0.318\n3\t0.011\t-1.298\t-0.294\t-0.010\t1.606\t1.013\t0.351\t-1.348\t0.436\t-0.645\t-2.385\t0.956\t0.642\t-0.759\t0.518\t0.016\t-0.522\t0.537\t1.167\t-0.453\t-0.860\t1.196\t1.622\t1.723\t0.879\t-1.003\t-1.339\t1.246\n3\t0.773\t-1.056\t-0.706\t0.757\t-0.859\t-1.082\t-1.179\t0.352\t0.309\t-0.684\t0.005\t1.527\t-0.974\t-1.952\t0.455\t-0.110\t-0.710\t0.652\t0.839\t-2.208\t-0.653\t2.318\t0.583\t0.676\t1.173\t0.017\t0.797\t0.718\n2\t0.001\t0.692\t1.354\t1.475\t-0.295\t-0.987\t-0.319\t-1.182\t-0.217\t-0.342\t0.727\t-2.206\t-0.734\t-0.726\t1.187\t-1.114\t0.227\t-0.128\t1.043\t0.596\t0.121\t-0.555\t-1.852\t0.247\t0.530\t-1.575\t-1.234\t0.252\n1\t1.801\t0.148\t-0.473\t0.406\t-1.589\t-0.972\t-1.407\t-0.368\t1.609\t0.597\t0.479\t-0.660\t0.780\t-0.776\t-0.204\t0.755\t-0.081\t0.915\t-0.201\t1.358\t0.417\t-0.882\t-0.543\t-0.223\t0.957\t1.837\t-1.487\t-0.386\n1\t0.112\t-1.047\t1.678\t0.413\t-0.153\t-0.603\t0.512\t0.302\t0.063\t-1.189\t1.397\t-0.137\t2.206\t-0.843\t-1.052\t-0.691\t-1.039\t-0.654\t-0.543\t-0.828\t-0.105\t0.418\t0.823\t1.302\t0.722\t-0.098\t0.974\t-0.742\n2\t1.613\t-0.235\t1.409\t-1.285\t0.127\t0.999\t-0.175\t0.221\t0.268\t0.777\t0.118\t1.508\t0.386\t0.699\t-0.378\t-0.255\t2.000\t-2.187\t-0.073\t-1.170\t0.815\t0.719\t-0.480\t-0.019\t0.404\t1.613\t-1.105\t-1.032\n3\t1.295\t-1.894\t-0.292\t-1.553\t-0.241\t-1.244\t-1.134\t1.486\t-0.819\t-0.278\t-0.661\t1.592\t0.307\t-0.367\t0.201\t-0.186\t-0.769\t-0.585\t1.723\t-1.337\t0.802\t-2.760\t-0.249\t-0.440\t0.114\t-0.106\t-0.284\t-1.292\n0\t-0.157\t-0.037\t-1.223\t-0.140\t0.066\t-0.660\t0.633\t0.502\t-0.290\t1.189\t-0.275\t-1.063\t0.117\t-0.177\t1.178\t0.166\t1.489\t-0.027\t-0.636\t-0.283\t1.523\t0.356\t-0.451\t-0.337\t-0.962\t-0.752\t0.143\t-1.250\n1\t-0.189\t-0.480\t-1.481\t-0.725\t1.446\t0.041\t-0.593\t-0.026\t-0.367\t0.440\t-0.354\t-0.051\t-2.037\t-0.983\t0.309\t-0.149\t0.583\t0.250\t1.404\t-2.905\t-0.060\t0.641\t0.080\t-0.259\t-0.439\t-0.644\t-0.440\t-0.918\n4\t3.452\t0.034\t2.889\t-0.126\t-1.053\t-0.317\t1.101\t0.619\t0.308\t-0.061\t0.129\t-0.149\t1.197\t0.916\t-0.942\t-1.477\t-1.226\t-0.356\t0.221\t-0.055\t0.630\t-0.015\t1.596\t0.509\t0.018\t-1.511\t0.350\t0.499\n4\t-0.361\t0.101\t0.272\t2.523\t-1.039\t-1.308\t-0.588\t-3.035\t-1.892\t-1.326\t1.133\t-1.352\t-1.697\t-0.844\t0.400\t-0.513\t-0.342\t-0.574\t-1.324\t-0.924\t-0.818\t0.634\t-1.120\t1.020\t0.684\t-1.564\t0.386\t0.056\n0\t-0.286\t-0.879\t-0.864\t-0.039\t-0.587\t0.127\t-0.838\t0.707\t-0.460\t1.637\t-0.051\t-0.102\t1.604\t-0.495\t-0.407\t-0.701\t0.204\t-0.735\t0.777\t-0.047\t0.839\t0.726\t-0.512\t-0.737\t-0.328\t0.009\t0.334\t0.445\n1\t1.342\t0.232\t-0.787\t0.306\t-0.815\t1.196\t-0.115\t-0.801\t-0.555\t-0.789\t1.537\t-1.128\t-0.068\t0.257\t-0.441\t-1.349\t2.093\t-0.325\t-1.312\t-0.778\t0.120\t-0.174\t-1.403\t0.305\t-1.170\t0.774\t0.389\t-0.301\n4\t-1.670\t-1.946\t0.439\t-1.176\t-0.044\t0.639\t-0.554\t-0.238\t0.095\t0.512\t0.071\t-0.645\t0.481\t0.396\t1.708\t0.506\t-1.107\t-1.055\t-0.579\t-2.323\t-1.698\t0.101\t-1.136\t1.964\t-0.001\t1.515\t-1.618\t-0.685\n1\t-0.387\t-0.191\t1.960\t-0.184\t-0.825\t0.476\t0.416\t1.269\t1.597\t1.000\t-1.434\t0.263\t-1.413\t-1.605\t1.042\t0.041\t-0.131\t0.464\t1.364\t1.180\t0.389\t-0.296\t0.422\t0.493\t0.736\t-0.041\t0.845\t0.117\n3\t0.720\t-0.078\t0.298\t-0.101\t-1.532\t0.478\t1.029\t1.506\t-0.019\t-1.922\t0.016\t-0.177\t0.697\t-1.348\t-0.700\t-0.908\t-0.358\t-0.182\t-0.814\t0.998\t1.532\t-2.361\t0.191\t2.219\t0.142\t-0.940\t-0.644\t1.216\n3\t-0.709\t0.284\t1.726\t0.504\t0.173\t1.773\t1.179\t-0.816\t-0.648\t-1.402\t0.625\t0.309\t0.490\t-1.760\t-0.245\t1.391\t-2.168\t0.023\t-0.052\t-1.393\t-0.935\t-0.300\t0.198\t1.383\t-0.359\t0.367\t-1.782\t0.008\n4\t1.227\t1.441\t0.128\t-0.543\t-2.194\t-0.455\t-1.275\t0.028\t0.812\t0.742\t0.826\t-1.490\t-1.473\t1.286\t-2.024\t0.698\t-0.190\t-0.335\t0.196\t1.810\t-0.794\t-0.401\t1.123\t-0.878\t0.848\t-0.045\t-2.241\t0.115\n0\t0.752\t-0.588\t1.089\t0.382\t-2.342\t0.300\t-0.406\t0.537\t0.944\t0.195\t1.665\t-0.179\t0.625\t0.805\t-0.097\t0.779\t-0.595\t-0.423\t-1.312\t0.241\t0.325\t1.179\t0.791\t-0.285\t-1.178\t0.433\t1.111\t0.755\n4\t0.157\t0.443\t0.242\t-1.140\t-1.428\t2.503\t2.247\t-1.738\t-0.650\t0.297\t0.260\t0.267\t-0.993\t-0.357\t1.127\t0.098\t-0.486\t-1.012\t0.901\t0.149\t-0.368\t0.553\t-0.114\t-1.822\t0.638\t3.196\t-1.234\t0.417\n0\t0.297\t-0.175\t0.227\t-0.360\t0.495\t-0.884\t1.074\t-0.362\t0.832\t0.765\t0.152\t0.691\t-0.444\t0.644\t-1.603\t-1.055\t-0.180\t-1.892\t0.088\t2.121\t-0.712\t0.045\t-0.959\t1.080\t-0.223\t-0.014\t-0.211\t-0.259\n3\t-0.160\t0.671\t0.213\t-0.752\t-0.319\t-0.796\t1.076\t0.021\t1.901\t-0.061\t-0.708\t-1.514\t-1.803\t-1.584\t0.267\t0.509\t-1.581\t0.895\t-0.483\t0.147\t1.612\t0.897\t-0.269\t-0.891\t-2.152\t-0.719\t-0.211\t-0.987\n1\t0.472\t1.218\t0.907\t0.314\t0.997\t0.170\t0.082\t-1.473\t0.212\t1.508\t-1.636\t-1.312\t-0.327\t-1.356\t0.684\t-1.728\t0.681\t1.004\t0.657\t0.020\t0.534\t-1.155\t0.260\t-0.618\t0.891\t0.710\t-0.810\t0.352\n0\t-0.259\t-0.113\t0.551\t-1.189\t-0.315\t0.069\t0.132\t1.449\t0.043\t-0.235\t-0.628\t0.415\t-1.122\t-0.260\t-1.013\t0.463\t-0.115\t0.902\t-0.912\t0.461\t-0.963\t0.234\t0.033\t0.544\t-0.328\t-0.201\t1.516\t-0.561\n2\t-1.962\t-0.418\t-0.012\t-0.004\t-1.013\t-0.677\t1.169\t1.341\t1.696\t-0.480\t-0.979\t-0.408\t1.312\t0.161\t-1.646\t1.064\t1.119\t0.102\t0.424\t1.081\t-0.518\t2.196\t0.925\t0.078\t0.111\t-0.433\t0.007\t1.113\n0\t0.448\t1.238\t-0.593\t-0.713\t1.615\t0.958\t-1.429\t0.016\t1.023\t0.178\t-0.550\t-0.669\t0.064\t1.021\t-0.995\t-2.134\t-0.406\t0.450\t0.672\t-1.014\t0.270\t-0.639\t0.736\t-0.132\t0.838\t0.067\t0.500\t-0.443\n1\t0.472\t2.081\t-0.786\t1.114\t0.853\t0.233\t0.272\t0.718\t0.026\t-0.428\t1.120\t-0.136\t0.136\t-1.001\t-0.068\t-1.425\t0.145\t-1.426\t-1.743\t-1.452\t0.456\t-0.969\t-0.128\t-0.638\t0.428\t-1.764\t-0.053\t-0.411\n1\t0.289\t-1.423\t0.131\t0.541\t0.985\t-1.398\t1.316\t1.695\t0.410\t-1.038\t-0.328\t-0.048\t0.270\t0.022\t0.281\t-0.091\t0.265\t-0.461\t-0.338\t-0.576\t1.917\t1.464\t0.555\t1.325\t0.798\t0.181\t-1.506\t-0.262\n4\t-0.397\t2.466\t-0.255\t1.195\t2.679\t0.317\t-1.742\t1.510\t-0.512\t-0.687\t1.779\t-1.302\t1.435\t-0.224\t-1.853\t0.884\t-2.252\t-0.046\t-1.634\t-0.328\t0.697\t0.423\t0.208\t1.009\t-0.000\t-0.216\t0.285\t-0.662\n1\t-2.640\t0.164\t1.275\t-0.215\t0.287\t-0.287\t1.313\t1.109\t0.508\t-0.698\t0.082\t-0.282\t-0.751\t-0.637\t1.333\t-2.069\t0.730\t0.496\t-0.641\t-1.122\t-0.178\t0.131\t0.558\t0.144\t-0.565\t0.246\t-0.303\t-0.579\n1\t-0.280\t1.832\t-1.192\t0.543\t0.172\t-0.365\t-0.247\t-0.663\t0.243\t0.834\t0.070\t-0.021\t-0.612\t0.565\t1.058\t0.920\t-0.423\t0.821\t-0.354\t0.222\t-2.867\t0.542\t0.309\t1.127\t-0.776\t1.379\t0.393\t0.473\n2\t-1.080\t-1.210\t0.675\t1.591\t0.105\t1.828\t0.028\t0.607\t-1.582\t0.812\t-0.637\t0.831\t1.283\t0.305\t0.433\t0.119\t0.640\t1.873\t0.011\t0.165\t-1.778\t0.422\t-0.781\t-0.198\t0.477\t-1.616\t0.466\t0.251\n2\t0.577\t-0.382\t-0.081\t0.281\t0.867\t-0.296\t1.858\t-0.227\t-2.307\t-0.778\t-0.103\t0.747\t1.523\t0.352\t0.203\t0.076\t0.858\t0.777\t-1.475\t-1.765\t0.198\t-0.358\t-0.537\t0.521\t0.515\t-0.413\t-1.000\t-2.124\n4\t-0.034\t-0.489\t1.862\t-2.710\t3.332\t0.908\t0.873\t-1.486\t-0.346\t-2.219\t-0.727\t-0.373\t0.326\t-0.411\t-0.217\t0.053\t-1.060\t-0.399\t-0.898\t-0.591\t-0.330\t0.268\t-0.248\t-0.415\t-1.200\t-1.419\t-0.082\t-0.371\n1\t-0.056\t-0.511\t-0.427\t-0.878\t-0.992\t-0.018\t0.171\t-0.955\t-0.077\t0.733\t-1.060\t0.052\t0.582\t0.195\t-0.543\t-0.747\t-0.824\t2.808\t-0.136\t-0.121\t-1.086\t1.664\t-0.668\t-0.786\t0.436\t-1.467\t-0.797\t0.654\n4\t0.931\t-2.649\t0.927\t-0.555\t-0.413\t1.715\t0.213\t0.448\t-0.049\t0.764\t1.618\t-2.475\t1.085\t1.547\t0.501\t-0.677\t-1.152\t2.362\t-0.905\t1.518\t0.391\t2.046\t-0.318\t-1.608\t0.002\t-1.486\t2.677\t0.629\n0\t0.058\t1.189\t0.208\t0.395\t0.315\t-0.252\t-1.246\t0.967\t1.215\t1.272\t0.014\t-0.063\t-1.344\t-1.496\t-0.192\t1.452\t-0.990\t-1.134\t-0.107\t-0.399\t0.003\t-0.557\t0.807\t-0.763\t1.028\t-0.997\t-0.596\t-0.133\n2\t-1.230\t-0.509\t0.269\t0.436\t-1.268\t-0.938\t0.725\t0.508\t0.887\t1.368\t0.538\t-0.415\t0.115\t1.660\t2.764\t0.463\t0.536\t0.726\t0.024\t1.164\t1.008\t0.354\t-0.318\t-1.521\t0.732\t0.213\t-0.738\t-1.130\n2\t-0.074\t-1.750\t0.110\t-0.228\t0.303\t1.231\t0.463\t1.336\t1.697\t0.268\t0.275\t0.431\t-0.865\t-0.689\t-0.251\t-1.834\t-1.996\t-0.659\t-0.830\t0.635\t-2.064\t-0.084\t0.314\t0.465\t0.855\t-0.470\t0.157\t-0.249\n1\t0.021\t0.199\t-1.215\t-0.729\t0.553\t-1.383\t0.134\t1.238\t0.385\t0.335\t-2.020\t-0.822\t2.054\t-0.599\t1.264\t-0.611\t-0.278\t0.516\t0.101\t0.382\t-0.818\t-1.136\t-0.886\t-0.532\t-0.229\t1.037\t0.087\t0.485\n3\t0.197\t-0.908\t1.499\t1.139\t-0.234\t0.457\t-0.088\t1.504\t-1.610\t0.195\t-0.953\t0.423\t-1.883\t0.329\t1.939\t-0.546\t-1.508\t0.660\t-0.316\t0.944\t1.099\t1.032\t-0.026\t1.824\t0.794\t-0.723\t-0.650\t1.304\n3\t-1.559\t0.287\t-0.181\t0.851\t-2.626\t-1.739\t0.519\t0.538\t0.775\t0.611\t0.061\t-0.603\t-1.874\t1.938\t-0.975\t1.172\t-0.609\t-0.240\t-0.820\t0.066\t0.489\t-1.725\t0.504\t1.647\t0.517\t0.803\t-0.177\t-0.524\n1\t-0.755\t-0.486\t-0.745\t1.377\t1.131\t0.390\t-2.371\t1.478\t-0.381\t-0.622\t-0.333\t0.040\t0.430\t1.088\t0.528\t0.029\t-0.372\t-0.878\t0.380\t0.530\t-0.764\t-1.054\t0.784\t-0.422\t-1.168\t-0.947\t0.516\t1.572\n3\t-0.546\t0.482\t0.163\t-1.468\t0.459\t-1.100\t0.939\t-0.671\t-0.161\t1.372\t0.496\t-1.079\t-1.015\t-0.599\t0.395\t0.358\t-0.843\t-1.167\t0.282\t-0.182\t2.157\t0.037\t1.814\t-1.170\t-1.573\t-1.120\t1.189\t1.756\n2\t0.825\t-0.265\t-0.385\t-1.349\t1.024\t-0.671\t-1.087\t0.213\t-0.767\t-0.526\t0.258\t-0.326\t2.312\t-0.075\t0.618\t-1.942\t-0.861\t-1.087\t-0.954\t0.416\t1.036\t0.345\t-0.227\t-0.631\t1.114\t2.071\t0.135\t0.939\n3\t-0.722\t0.144\t-1.984\t-0.053\t0.073\t1.210\t-1.511\t-0.283\t1.453\t1.585\t-0.834\t-0.686\t-1.700\t-2.123\t-0.389\t-0.645\t2.062\t0.348\t-0.209\t0.656\t1.028\t1.214\t0.260\t-0.024\t0.158\t-0.058\t-0.529\t1.043\n1\t-0.724\t-0.035\t1.288\t-0.549\t-1.748\t2.141\t-0.606\t-0.257\t0.032\t-1.369\t0.241\t-0.489\t0.236\t0.554\t1.187\t1.753\t-0.213\t-0.564\t-1.226\t0.559\t0.010\t-0.169\t-1.235\t-0.672\t0.608\t0.924\t0.244\t0.077\n2\t-0.314\t0.403\t0.321\t0.762\t-0.927\t-1.069\t2.792\t0.853\t0.260\t-0.701\t0.690\t-0.338\t-1.008\t-1.682\t-0.266\t-0.116\t-1.139\t1.168\t-1.605\t0.251\t-1.653\t-0.405\t-0.435\t0.363\t-0.257\t1.144\t0.214\t-0.422\n3\t0.159\t-1.032\t-0.809\t2.295\t0.844\t0.369\t0.514\t0.306\t-0.089\t0.757\t-0.827\t1.596\t0.120\t0.802\t1.573\t0.491\t-0.810\t1.220\t1.696\t-1.947\t-0.102\t0.291\t-0.264\t-1.246\t-0.883\t-1.849\t0.955\t1.374\n4\t0.181\t-0.066\t0.367\t1.932\t-1.746\t-0.310\t-3.076\t0.507\t1.087\t-0.307\t0.653\t-1.536\t0.479\t2.455\t-0.382\t0.417\t-0.590\t0.176\t1.108\t0.599\t-0.102\t-0.119\t-1.202\t1.018\t0.749\t-1.255\t0.176\t-0.927\n1\t0.480\t0.610\t0.546\t-1.563\t-1.012\t1.181\t-0.971\t0.290\t-0.622\t0.989\t1.084\t-0.922\t0.703\t0.869\t0.587\t-0.233\t-1.722\t1.165\t-0.622\t-0.226\t0.467\t-1.012\t-1.117\t-0.855\t-0.926\t-1.096\t-0.009\t0.212\n3\t-0.023\t-1.214\t0.846\t-1.097\t0.959\t-0.425\t0.437\t-0.742\t-0.620\t-0.028\t-0.509\t-0.029\t2.072\t-0.088\t0.573\t0.082\t-0.986\t-2.209\t1.050\t0.471\t-0.362\t-0.985\t-0.617\t1.130\t0.666\t-3.026\t1.120\t-0.639\n3\t1.038\t2.344\t-1.290\t0.007\t1.535\t-0.040\t-2.227\t1.441\t0.150\t-1.011\t0.238\t0.539\t-0.810\t-0.114\t0.653\t-0.941\t0.755\t1.702\t-1.846\t0.196\t0.480\t0.153\t0.814\t0.331\t0.972\t0.833\t-1.014\t-1.497\n3\t-0.576\t-1.385\t-0.059\t-1.909\t0.539\t-0.285\t1.406\t0.455\t-0.430\t-2.532\t1.814\t-0.288\t0.590\t-0.030\t0.278\t-0.887\t-0.976\t-1.608\t0.664\t1.170\t2.006\t-0.795\t-0.487\t0.633\t0.199\t-0.006\t-0.016\t-0.553\n0\t-0.658\t-0.044\t0.947\t-0.064\t-0.135\t0.439\t0.818\t-1.449\t0.956\t0.192\t-1.503\t0.529\t1.056\t-0.049\t0.450\t0.352\t1.220\t0.737\t-0.280\t-1.404\t-0.872\t0.792\t0.769\t-1.126\t-0.761\t-0.350\t1.406\t-0.549\n0\t-0.890\t1.224\t0.050\t-0.049\t-1.206\t0.906\t0.447\t-0.349\t0.858\t-1.117\t0.764\t-0.502\t-0.147\t-1.231\t-0.310\t-1.236\t-0.666\t-1.051\t1.127\t-0.032\t0.201\t-0.047\t0.120\t-0.432\t1.518\t-1.309\t0.187\t0.401\n1\t-0.350\t0.553\t0.415\t-0.067\t1.058\t-0.433\t0.364\t-1.423\t-0.382\t-0.532\t-0.874\t0.380\t-0.122\t0.467\t-0.672\t-0.061\t-1.191\t-0.308\t-0.524\t-0.731\t1.429\t2.879\t-1.068\t1.048\t0.254\t-0.488\t-1.340\t1.052\n3\t1.125\t-1.744\t-1.215\t0.776\t0.021\t0.823\t1.450\t-0.953\t0.071\t0.700\t1.209\t-1.248\t-1.509\t0.186\t1.519\t0.182\t-0.966\t-0.651\t-0.321\t-1.814\t-0.016\t-0.777\t-0.023\t1.745\t1.192\t0.649\t-0.457\t0.845\n2\t-2.513\t-1.079\t-0.665\t0.320\t0.960\t-0.964\t-0.143\t1.396\t-0.187\t0.519\t1.121\t-0.930\t-1.133\t1.621\t0.579\t-1.327\t-1.057\t-0.200\t1.394\t0.982\t1.067\t-0.436\t-0.008\t-0.798\t-0.416\t-1.123\t-0.872\t-0.726\n1\t-0.729\t-0.273\t-1.275\t0.705\t0.506\t-1.184\t-0.315\t-1.552\t-1.695\t-1.314\t0.015\t-0.515\t0.043\t-0.541\t0.781\t-0.359\t1.095\t-0.483\t0.585\t-0.074\t-1.236\t1.546\t1.758\t-0.077\t-0.229\t0.936\t-0.034\t0.692\n2\t0.256\t1.317\t0.875\t-0.205\t-0.606\t0.102\t-0.286\t-0.704\t-1.059\t1.925\t-1.354\t-1.925\t0.386\t-0.722\t-0.298\t-1.370\t0.407\t0.283\t0.951\t0.552\t-0.290\t-1.612\t-0.797\t-0.850\t-1.103\t1.295\t1.391\t-0.513\n0\t0.960\t0.705\t1.067\t0.508\t0.187\t-0.134\t-0.747\t-1.163\t-0.135\t-0.156\t-0.780\t0.452\t1.196\t-0.475\t0.177\t-0.616\t0.759\t0.476\t-0.630\t0.440\t-2.219\t0.601\t-0.724\t-1.015\t-0.851\t-0.745\t-1.308\t1.283\n1\t-0.714\t-1.156\t1.095\t-0.969\t0.166\t0.030\t0.447\t-0.961\t-0.121\t-0.967\t0.074\t0.504\t0.895\t1.495\t-0.264\t-0.281\t1.273\t0.575\t1.237\t1.953\t-0.844\t0.809\t-0.599\t1.563\t-1.188\t0.918\t-0.554\t0.554\n4\t1.125\t0.241\t1.783\t-0.356\t1.446\t0.709\t-0.652\t-1.730\t0.204\t-1.620\t0.216\t-0.973\t0.801\t-1.331\t1.911\t0.270\t-1.724\t0.771\t-1.609\t0.586\t-0.819\t2.265\t-0.071\t-2.160\t-0.184\t-0.994\t1.454\t0.316\n4\t-2.468\t1.274\t-0.901\t-1.331\t-1.072\t-1.324\t0.167\t1.235\t0.492\t0.946\t1.146\t0.241\t0.572\t1.243\t0.315\t2.434\t1.549\t-0.756\t0.120\t-1.586\t0.594\t-0.568\t0.026\t1.002\t-0.508\t-0.112\t-1.133\t-1.168\n4\t0.513\t0.391\t-0.983\t-0.235\t0.673\t0.486\t-0.181\t-0.938\t1.284\t0.720\t2.602\t0.074\t0.614\t0.310\t-1.459\t0.286\t-1.840\t-0.796\t0.295\t-0.021\t-2.857\t0.204\t-1.150\t0.683\t-0.083\t1.203\t-1.589\t-1.831\n2\t-1.045\t0.135\t-0.447\t-0.146\t-0.325\t-0.754\t0.124\t1.171\t-0.717\t-0.768\t-1.442\t-0.893\t1.202\t1.856\t1.330\t0.371\t0.125\t0.863\t-0.150\t0.114\t-1.880\t2.151\t0.346\t1.268\t-0.796\t0.082\t-0.153\t-1.545\n4\t-2.160\t1.241\t0.800\t0.808\t0.096\t1.334\t-0.448\t0.392\t0.073\t-0.232\t0.122\t-0.949\t-0.664\t1.580\t2.882\t0.520\t0.834\t0.252\t0.455\t0.544\t1.035\t1.537\t-0.884\t2.828\t0.138\t0.139\t-0.413\t-0.409\n1\t0.153\t1.695\t-0.193\t-0.405\t-0.813\t1.236\t0.090\t-0.026\t-0.297\t1.485\t0.238\t-0.565\t1.814\t-1.153\t0.877\t-0.287\t0.875\t-0.138\t1.560\t-0.842\t0.191\t-0.958\t1.140\t-1.112\t0.150\t0.114\t-0.714\t0.683\n3\t-2.378\t0.498\t0.330\t1.517\t0.436\t0.639\t-1.930\t-1.221\t0.313\t0.324\t-0.547\t-0.924\t-0.337\t-1.561\t-0.967\t0.588\t-1.555\t1.018\t0.024\t0.395\t-0.203\t-0.070\t-1.041\t1.222\t0.261\t2.051\t0.963\t-0.497\n4\t0.192\t0.285\t0.498\t-0.390\t-0.583\t0.810\t-0.190\t-1.014\t-0.739\t2.003\t1.724\t1.829\t2.496\t-0.467\t1.368\t-0.322\t-0.557\t1.250\t-0.001\t-1.467\t-0.518\t-2.266\t0.151\t0.702\t1.565\t1.221\t2.011\t-0.172\n2\t0.206\t-0.296\t0.233\t1.593\t-0.344\t-0.211\t0.334\t1.271\t-0.155\t-2.812\t-1.207\t-2.247\t0.556\t-0.997\t-0.875\t-1.156\t0.340\t-0.007\t-1.257\t-0.194\t-1.110\t0.611\t0.334\t0.570\t-0.120\t-0.236\t0.746\t-0.406\n2\t-0.512\t0.537\t-0.073\t-0.695\t0.341\t0.668\t-0.089\t1.650\t1.236\t0.521\t-0.365\t-1.820\t-1.217\t0.890\t-0.924\t0.410\t-0.894\t-0.181\t-0.480\t0.836\t0.907\t-1.617\t1.349\t-0.262\t1.086\t1.315\t-0.564\t1.620\n2\t-1.818\t-0.051\t-0.334\t-0.102\t0.260\t0.259\t0.399\t-0.275\t-0.350\t0.124\t-0.959\t0.462\t1.306\t1.354\t-0.616\t-0.753\t0.188\t1.433\t-0.813\t0.072\t-1.140\t2.697\t0.169\t1.884\t-0.366\t1.119\t-0.624\t0.594\n2\t0.224\t0.789\t-0.044\t-1.211\t0.678\t1.253\t0.317\t0.489\t-1.235\t0.707\t1.346\t0.405\t-1.797\t1.636\t-0.945\t0.388\t0.953\t1.080\t-1.800\t0.117\t0.051\t1.439\t0.459\t1.448\t0.540\t-0.074\t0.194\t1.524\n2\t0.936\t-0.193\t-0.773\t-0.114\t-0.340\t1.953\t-1.226\t0.135\t-0.018\t-0.117\t-0.109\t-0.116\t0.873\t0.609\t0.419\t-3.034\t0.300\t-1.656\t0.646\t1.474\t-0.926\t-0.262\t-0.599\t1.235\t0.095\t1.728\t0.414\t0.242\n1\t-0.636\t1.341\t1.164\t0.279\t0.471\t0.880\t0.930\t-0.482\t0.559\t-0.779\t0.559\t-0.397\t0.052\t-0.676\t0.341\t-0.499\t2.619\t-0.833\t1.544\t0.109\t0.206\t0.848\t-0.820\t1.246\t0.173\t-2.084\t0.346\t0.079\n0\t-0.789\t0.648\t0.036\t0.937\t-0.124\t0.482\t-1.812\t-1.609\t-0.803\t0.311\t-0.781\t0.728\t0.387\t-0.459\t0.224\t-0.444\t0.315\t-0.510\t0.396\t1.361\t-1.236\t-0.694\t-0.653\t0.311\t0.838\t-1.740\t-0.183\t0.028\n3\t0.875\t-0.470\t-0.296\t0.534\t-1.510\t-1.089\t-0.990\t-1.796\t1.085\t-1.988\t0.343\t0.812\t-0.294\t-0.668\t0.233\t0.002\t1.004\t-2.629\t-0.919\t0.562\t0.050\t0.752\t0.262\t-0.135\t-0.302\t2.325\t1.535\t0.496\n2\t0.043\t-0.590\t1.066\t-1.230\t-0.036\t-0.569\t0.842\t-0.947\t-0.409\t0.044\t1.488\t-0.533\t-0.401\t-1.348\t-0.983\t0.413\t0.032\t0.048\t1.741\t-1.672\t2.318\t1.178\t-0.326\t0.391\t-0.683\t0.319\t2.150\t-0.646\n0\t-0.051\t0.512\t0.192\t-0.671\t0.547\t2.257\t-0.526\t-0.211\t-1.835\t0.616\t0.597\t0.566\t-0.271\t-0.396\t0.191\t0.521\t-0.013\t-0.473\t-1.587\t0.971\t0.135\t-1.418\t0.624\t0.663\t-0.485\t-1.041\t1.046\t-0.489\n2\t0.271\t0.029\t-0.510\t1.251\t1.897\t1.167\t0.558\t0.762\t1.856\t0.760\t-0.585\t0.392\t0.626\t-0.995\t-0.285\t1.100\t-1.823\t-1.250\t-0.176\t0.354\t-1.358\t-0.127\t1.154\t0.069\t0.939\t-0.592\t-0.810\t0.849\n3\t-0.130\t-0.374\t-1.051\t-0.339\t-0.780\t-0.771\t0.586\t0.971\t-0.226\t0.502\t2.096\t-0.841\t-1.634\t0.833\t-0.734\t-0.527\t0.123\t1.239\t0.131\t-2.120\t0.358\t0.232\t-0.860\t-1.702\t-0.382\t-2.303\t-1.787\t-1.351\n2\t0.121\t1.234\t0.697\t-0.104\t-0.687\t0.325\t0.530\t-1.254\t-1.019\t-0.290\t-1.332\t-1.811\t-1.031\t0.383\t0.102\t-0.445\t-0.936\t0.369\t0.316\t1.243\t-2.511\t-1.746\t0.938\t0.474\t0.934\t-0.892\t-0.389\t-1.278\n3\t1.098\t1.081\t-0.303\t-0.120\t-1.260\t1.372\t-0.051\t1.636\t1.457\t-0.184\t-1.591\t0.076\t-0.803\t-0.172\t0.838\t1.541\t-0.460\t2.687\t-1.077\t-0.519\t1.197\t-0.984\t1.123\t0.213\t-0.445\t1.304\t-0.794\t0.353\n1\t1.144\t0.340\t-1.574\t0.543\t-0.100\t0.131\t-0.651\t-0.412\t1.456\t-0.237\t-0.969\t-0.779\t1.125\t1.310\t0.438\t0.370\t1.158\t0.004\t-0.571\t-2.272\t-0.326\t-0.109\t1.214\t-0.402\t-0.352\t-1.794\t0.548\t0.645\n2\t2.380\t0.161\t0.227\t1.445\t-0.149\t0.247\t-2.421\t1.738\t0.391\t-0.107\t0.907\t-1.181\t-0.551\t0.553\t0.044\t0.447\t0.249\t0.631\t-1.321\t1.278\t-0.484\t0.058\t-0.601\t-0.287\t0.229\t0.735\t0.901\t0.433\n3\t1.704\t-1.336\t1.074\t1.594\t-1.095\t0.650\t-1.694\t-0.026\t-1.039\t0.682\t-0.050\t-0.349\t0.610\t-0.853\t0.020\t0.696\t-0.332\t0.131\t-0.255\t1.431\t1.412\t-0.082\t-0.117\t-1.011\t2.257\t0.783\t0.901\t1.426\n2\t0.259\t-1.860\t-0.660\t0.137\t0.199\t-1.626\t2.576\t0.122\t-0.051\t-0.058\t-0.484\t-0.495\t-1.363\t0.815\t-0.304\t1.183\t-1.064\t1.563\t-0.408\t1.002\t-0.436\t-1.285\t-0.211\t-0.494\t0.800\t0.445\t0.232\t1.841\n2\t-0.107\t-1.638\t-0.688\t-0.021\t0.321\t0.347\t-1.971\t-0.630\t-1.530\t-0.006\t-0.431\t-0.625\t3.167\t-1.052\t-0.017\t0.479\t0.358\t0.578\t0.355\t-0.330\t0.011\t-0.656\t-0.742\t-1.318\t0.788\t1.104\t-0.587\t-0.077\n0\t0.655\t0.811\t-0.994\t0.420\t-0.856\t0.098\t-1.264\t-1.793\t-0.383\t-0.124\t-0.398\t-1.184\t-0.400\t0.269\t-0.045\t0.183\t-0.670\t1.172\t-1.176\t0.488\t1.182\t0.481\t-0.203\t-0.528\t1.036\t-1.423\t-0.970\t-0.398\n3\t-0.798\t0.167\t-0.477\t-0.627\t-2.315\t-1.260\t-0.725\t0.546\t0.430\t0.374\t0.788\t0.523\t-1.195\t-0.242\t0.019\t0.798\t-1.064\t-0.543\t0.441\t-0.160\t1.665\t-0.987\t0.935\t-0.111\t-0.439\t0.789\t2.282\t-2.639\n2\t-0.932\t0.074\t0.960\t-0.878\t0.640\t0.056\t0.047\t-0.350\t0.773\t0.671\t-0.133\t0.203\t0.743\t0.542\t-0.307\t1.166\t0.864\t2.111\t-1.570\t0.702\t1.152\t1.005\t-0.253\t-1.363\t1.540\t-0.482\t-0.295\t2.067\n0\t0.795\t-1.452\t-0.701\t-0.493\t-0.330\t-0.602\t-1.019\t-0.071\t0.806\t0.382\t1.027\t-0.201\t1.259\t-1.276\t1.311\t1.092\t-1.578\t0.468\t-0.126\t-0.106\t0.066\t-0.619\t0.939\t0.004\t-1.125\t-0.038\t-0.474\t0.616\n1\t0.831\t0.029\t0.170\t0.214\t0.257\t0.647\t-0.095\t-1.905\t0.688\t0.578\t-1.295\t-1.166\t0.883\t1.119\t-2.664\t0.441\t-0.221\t0.074\t0.131\t-0.762\t0.653\t-0.688\t0.747\t0.969\t-0.872\t-0.848\t0.114\t1.504\n4\t-0.387\t1.149\t0.943\t-0.473\t0.705\t-0.880\t0.837\t-1.872\t2.637\t0.549\t1.726\t0.762\t-0.795\t-3.197\t-0.748\t0.665\t-1.622\t1.945\t-0.192\t2.293\t-0.608\t0.584\t0.546\t-1.611\t0.403\t0.557\t0.738\t1.270\n4\t-0.608\t-1.903\t1.135\t-0.775\t-1.212\t0.678\t-0.519\t0.168\t-0.634\t-0.463\t-0.993\t-1.214\t3.472\t-0.828\t-1.463\t1.130\t0.267\t0.017\t-0.488\t-0.407\t-0.297\t1.137\t-0.248\t1.144\t-0.054\t-0.205\t-1.021\t2.145\n0\t0.252\t0.653\t-1.404\t0.299\t-0.059\t-0.771\t-0.302\t0.073\t0.059\t1.467\t-0.078\t0.894\t0.112\t-0.678\t-0.273\t-0.523\t0.619\t0.619\t-1.509\t-0.205\t0.721\t-0.599\t0.069\t0.823\t-0.445\t0.961\t0.290\t0.840\n1\t1.085\t0.039\t-0.484\t-0.247\t-0.168\t0.604\t1.375\t0.360\t1.187\t-0.965\t-0.415\t-0.724\t0.314\t-0.359\t0.730\t-0.931\t0.043\t0.687\t-2.065\t2.122\t-0.283\t-2.025\t0.158\t0.033\t-0.082\t0.991\t0.747\t0.298\n3\t1.382\t2.097\t2.217\t0.499\t0.386\t-0.443\t0.060\t1.066\t0.953\t0.551\t-0.844\t1.936\t0.473\t0.201\t0.899\t-0.637\t-0.733\t-0.367\t-1.009\t0.117\t-2.035\t-0.478\t-1.968\t-0.258\t-0.214\t1.172\t0.287\t-0.777\n4\t-0.279\t-1.670\t-1.016\t-0.424\t-1.638\t-2.197\t0.144\t1.582\t1.003\t-2.984\t-0.562\t-0.056\t1.154\t0.098\t0.039\t0.249\t-2.325\t-0.865\t0.423\t0.208\t-1.816\t-0.498\t0.429\t-0.552\t-0.060\t-1.921\t0.475\t0.369\n1\t0.617\t-2.241\t-0.135\t-0.119\t0.451\t-1.677\t0.800\t0.737\t0.775\t-0.662\t1.122\t-0.813\t-2.113\t0.311\t-0.061\t1.220\t-1.034\t-0.346\t-0.436\t0.803\t-1.084\t1.273\t-0.735\t-0.443\t0.042\t-1.015\t0.392\t0.263\n0\t-0.377\t0.779\t1.437\t0.529\t-0.997\t0.946\t-1.320\t-0.847\t0.269\t0.342\t1.362\t-0.417\t-0.369\t-0.105\t0.714\t-0.651\t-0.513\t0.388\t-1.764\t0.884\t0.676\t-0.339\t1.135\t-1.337\t0.046\t-0.888\t-0.748\t1.234\n4\t0.256\t0.528\t0.460\t-1.930\t-0.541\t-0.680\t2.360\t-0.805\t-2.036\t-0.311\t-1.617\t-0.180\t0.052\t-2.518\t1.701\t-0.326\t1.334\t0.220\t-1.199\t1.333\t-1.930\t1.001\t-1.097\t0.765\t0.995\t-0.228\t-0.477\t-0.057\n2\t1.579\t-1.224\t0.673\t-0.497\t-0.779\t-0.615\t-0.602\t-0.793\t-0.727\t1.615\t0.591\t-0.425\t0.076\t1.121\t0.074\t-1.374\t0.863\t0.010\t-0.342\t-0.942\t3.129\t-1.041\t-0.389\t0.366\t-0.302\t1.088\t0.036\t0.596\n3\t-0.895\t0.608\t0.755\t1.707\t0.561\t0.659\t0.845\t-3.378\t0.385\t1.008\t0.230\t-0.508\t-0.704\t-0.043\t-0.133\t0.207\t0.003\t0.632\t-1.310\t0.801\t1.268\t-1.676\t-0.437\t0.845\t0.421\t-1.150\t0.594\t-1.874\n1\t0.757\t0.046\t0.713\t-1.134\t-1.533\t0.426\t0.767\t-1.228\t-0.574\t-0.333\t0.013\t-0.061\t-1.401\t0.116\t-0.580\t1.125\t1.140\t-1.459\t1.378\t0.539\t1.366\t-1.491\t-0.164\t0.742\t0.493\t-0.053\t0.530\t0.772\n2\t-0.171\t-0.241\t1.164\t-0.257\t-1.234\t-1.573\t0.363\t-0.761\t0.669\t-1.331\t-0.539\t-1.331\t0.435\t0.649\t0.339\t-1.086\t-0.746\t0.234\t-1.688\t-0.241\t1.517\t-0.180\t-1.489\t-0.607\t-0.631\t2.140\t1.666\t0.731\n3\t-0.768\t0.412\t-0.043\t0.368\t1.404\t-1.784\t-0.418\t-0.888\t-0.725\t0.121\t-0.018\t-1.697\t-1.203\t1.109\t-1.367\t0.688\t-1.930\t-1.628\t0.513\t1.493\t0.964\t-0.523\t-0.752\t0.426\t-1.631\t0.443\t-0.557\t1.625\n4\t2.356\t1.045\t1.001\t2.375\t1.073\t0.745\t-0.641\t-0.187\t-0.617\t-0.531\t1.546\t-0.619\t0.501\t1.291\t0.716\t0.818\t-1.342\t0.599\t0.751\t0.671\t-0.349\t-0.872\t-1.226\t-1.145\t0.828\t-2.503\t0.065\t-0.616\n3\t-2.163\t-1.483\t2.161\t0.948\t-0.125\t0.976\t0.514\t1.437\t-0.323\t0.298\t-0.126\t0.716\t0.291\t-0.306\t0.660\t0.440\t0.399\t0.061\t-1.380\t0.345\t-2.222\t-1.095\t1.325\t-1.083\t0.452\t1.533\t0.322\t0.319\n2\t-0.421\t1.293\t-0.405\t1.099\t-0.415\t-0.704\t1.426\t-0.034\t-1.347\t-0.433\t-0.306\t-2.530\t1.281\t-2.101\t-1.625\t-0.214\t-1.006\t1.377\t-0.036\t-0.337\t-0.801\t-0.380\t-0.488\t0.805\t0.521\t-0.901\t0.421\t0.112\n2\t0.054\t0.525\t0.287\t1.514\t-1.777\t-0.573\t1.082\t2.061\t1.166\t0.506\t0.877\t0.846\t-0.576\t0.611\t-0.966\t0.137\t-0.486\t0.478\t-0.528\t0.075\t-1.004\t-0.368\t1.164\t-1.857\t0.061\t1.405\t0.893\t0.085\n2\t0.948\t-0.024\t-1.514\t-2.257\t-0.607\t1.082\t0.103\t-0.112\t0.577\t0.152\t-0.729\t1.003\t-1.733\t1.323\t-1.619\t-0.352\t-1.298\t-0.709\t-1.052\t0.844\t-0.191\t0.269\t-1.260\t-0.585\t0.935\t0.318\t-1.111\t-0.373\n3\t-0.037\t-0.758\t0.514\t0.946\t0.447\t0.387\t0.760\t0.876\t-0.778\t-1.538\t0.278\t0.924\t-1.581\t0.069\t1.128\t-0.116\t1.521\t1.334\t-0.183\t-0.368\t-0.349\t0.135\t-1.174\t-1.358\t-2.271\t-0.021\t2.039\t-1.991\n2\t0.324\t0.309\t-1.530\t1.238\t-0.533\t0.190\t0.423\t-0.024\t-1.133\t0.135\t-0.033\t-0.045\t-0.230\t0.674\t1.618\t1.772\t0.758\t0.674\t-1.541\t0.136\t0.467\t-2.078\t1.912\t-0.083\t-0.863\t-1.034\t0.248\t0.417\n4\t-2.114\t0.137\t1.312\t-1.341\t0.150\t0.985\t1.091\t1.280\t-1.868\t0.505\t-1.506\t-0.998\t0.821\t0.158\t0.726\t-0.929\t1.474\t0.688\t0.889\t-1.080\t1.171\t-0.316\t-0.611\t0.625\t0.583\t-0.847\t2.056\t1.814\n0\t1.012\t-0.267\t1.214\t-0.776\t-0.706\t0.014\t0.497\t0.448\t0.273\t0.159\t-0.171\t-0.393\t0.003\t0.333\t-0.798\t-1.365\t0.090\t0.179\t-0.347\t-0.534\t0.170\t-0.048\t-0.066\t1.966\t-1.830\t-1.280\t-0.167\t0.709\n3\t-2.490\t-0.167\t-0.525\t0.346\t-0.807\t-0.347\t1.885\t-0.320\t1.426\t-1.387\t1.507\t-0.117\t-1.804\t0.982\t-0.188\t-0.285\t-1.595\t-0.555\t1.145\t-0.476\t-1.354\t-0.576\t0.781\t0.098\t0.956\t1.542\t-0.830\t-0.006\n1\t-0.030\t1.504\t0.822\t0.105\t-1.458\t-1.374\t0.637\t0.740\t-1.945\t0.700\t-0.562\t-0.405\t0.889\t0.732\t-0.099\t0.688\t-0.364\t-0.790\t1.260\t1.326\t-0.644\t-0.534\t0.891\t-0.693\t0.801\t-1.024\t-0.287\t0.979\n2\t1.780\t0.513\t-1.384\t-0.558\t-1.930\t-0.175\t-0.944\t0.047\t-0.217\t0.401\t1.418\t1.288\t1.636\t-0.105\t-0.295\t-0.764\t-0.622\t0.423\t-1.303\t-0.371\t-1.270\t0.030\t-1.024\t-1.381\t-0.124\t-1.549\t0.257\t-0.511\n4\t-0.169\t0.836\t-2.312\t-0.450\t1.301\t-0.621\t0.839\t0.668\t1.314\t-0.821\t-2.714\t-0.560\t-1.687\t-0.610\t-0.282\t-0.206\t0.978\t0.298\t-0.800\t1.543\t-2.274\t0.797\t-1.048\t1.869\t-0.825\t1.125\t0.288\t0.640\n4\t-1.599\t0.387\t-0.941\t-0.858\t0.524\t1.293\t0.781\t0.582\t0.338\t0.869\t1.684\t-0.577\t-0.544\t0.731\t-1.705\t-0.099\t0.261\t-0.543\t-1.918\t1.385\t-0.600\t-0.555\t1.328\t-2.953\t1.511\t2.226\t-0.889\t-0.489\n0\t0.304\t1.522\t-0.563\t-0.456\t-0.181\t0.760\t0.980\t0.554\t0.163\t0.480\t0.086\t-0.277\t2.094\t1.384\t0.656\t-0.164\t-1.186\t0.010\t-1.124\t0.570\t0.389\t0.639\t0.632\t-1.166\t0.420\t0.882\t0.419\t-0.122\n2\t-1.151\t-0.771\t-0.751\t0.736\t0.259\t-0.093\t0.303\t0.323\t0.453\t1.074\t1.281\t0.124\t0.696\t-2.011\t0.574\t1.675\t-0.432\t-0.180\t-0.706\t-0.110\t-2.649\t0.183\t-0.160\t1.815\t-1.128\t1.038\t0.483\t-0.975\n4\t0.662\t-1.536\t-2.015\t1.255\t-0.990\t2.123\t-0.864\t-0.185\t0.369\t-2.132\t2.864\t-0.395\t-0.839\t-1.166\t0.362\t0.291\t-1.133\t-1.372\t1.055\t-0.656\t-1.721\t-0.148\t-0.402\t1.950\t-0.522\t-0.308\t0.219\t-0.571\n3\t-0.054\t1.274\t0.772\t-1.143\t-0.276\t1.743\t0.320\t-1.508\t-1.437\t0.890\t0.702\t-0.921\t0.748\t1.599\t1.458\t1.604\t0.555\t-0.178\t-0.402\t-0.017\t-0.876\t-0.359\t1.275\t-1.609\t-1.541\t0.831\t-0.350\t-1.926\n0\t0.604\t0.389\t-0.772\t-1.374\t1.021\t0.251\t0.075\t0.892\t0.845\t0.358\t0.636\t-0.525\t0.534\t-1.569\t0.020\t0.747\t-0.719\t0.142\t0.301\t-0.891\t1.129\t0.320\t-1.676\t0.091\t1.454\t-0.004\t-0.651\t-0.545\n0\t0.168\t0.048\t0.380\t-0.541\t-0.911\t-0.020\t0.521\t-0.887\t-0.628\t-1.225\t-1.172\t-0.547\t-0.841\t0.800\t0.030\t1.265\t1.275\t0.015\t-2.004\t0.398\t1.144\t0.632\t0.349\t-0.248\t-1.178\t0.626\t-0.195\t0.312\n2\t2.133\t-0.798\t0.947\t0.684\t1.979\t0.705\t0.601\t0.851\t0.921\t1.454\t-0.819\t-0.392\t1.735\t-1.959\t-0.085\t0.150\t-0.177\t1.581\t0.476\t-0.387\t-0.634\t0.282\t1.166\t0.138\t-0.134\t-0.695\t0.374\t0.319\n2\t1.476\t-1.629\t0.034\t-1.014\t-0.125\t-1.816\t-0.691\t0.923\t0.542\t0.524\t-0.116\t-0.597\t-0.257\t0.428\t0.565\t-1.581\t0.112\t0.372\t-0.682\t0.547\t-1.107\t0.318\t-2.702\t-0.534\t-0.696\t1.333\t-0.337\t-1.025\n1\t-0.572\t-0.193\t1.982\t-0.546\t1.325\t-1.098\t-0.546\t0.216\t0.996\t0.017\t-0.185\t0.766\t0.195\t-1.450\t1.564\t0.356\t0.204\t0.205\t-1.408\t-1.483\t1.824\t-0.322\t-0.065\t-0.305\t0.236\t-0.638\t-0.388\t-0.175\n4\t0.520\t-1.131\t1.115\t0.423\t-1.171\t1.088\t1.002\t0.263\t1.576\t0.206\t2.100\t0.495\t-1.019\t0.243\t-0.436\t0.971\t-0.371\t-0.553\t-1.387\t-2.179\t0.727\t-1.081\t0.390\t-0.598\t0.294\t2.231\t2.290\t-0.131\n3\t0.694\t0.484\t-0.225\t0.045\t-0.423\t-0.996\t-1.206\t-1.069\t-1.272\t0.939\t0.656\t-0.258\t-2.393\t-0.622\t0.590\t-0.011\t-0.961\t-0.411\t0.772\t1.940\t1.092\t-0.317\t-1.039\t-0.633\t1.244\t-0.141\t-2.400\t-1.965\n0\t-0.437\t1.002\t0.421\t0.728\t0.091\t0.080\t-1.649\t-1.233\t0.494\t-1.998\t-0.104\t-0.294\t1.395\t0.439\t1.018\t0.315\t1.053\t0.702\t-0.964\t-0.048\t-0.671\t0.652\t0.460\t-0.601\t0.497\t-1.005\t0.068\t0.088\n1\t-1.156\t-1.267\t1.812\t-0.174\t-0.400\t-0.213\t-0.630\t-0.107\t0.035\t0.015\t-1.263\t0.892\t-0.553\t-0.659\t-0.704\t-1.052\t0.268\t0.895\t-0.723\t-1.843\t-1.027\t-0.448\t-1.231\t-0.599\t-0.552\t-0.015\t-1.455\t0.580\n4\t-1.169\t-0.412\t-0.131\t1.550\t0.692\t-2.426\t-1.368\t1.106\t-0.718\t0.376\t-0.632\t0.875\t0.362\t0.840\t-1.843\t0.500\t-1.392\t0.857\t2.102\t-1.614\t0.584\t-1.383\t-0.603\t-0.443\t0.620\t0.986\t0.983\t-0.915\n4\t0.911\t0.155\t-0.725\t0.065\t-0.378\t2.503\t-0.249\t0.740\t0.435\t-0.151\t0.440\t0.210\t2.487\t-0.097\t-2.607\t2.189\t-0.510\t0.086\t-0.544\t-0.599\t-1.119\t-2.002\t-0.717\t0.514\t-1.646\t0.505\t2.320\t0.287\n0\t1.044\t0.430\t1.813\t0.211\t0.563\t-1.267\t-1.509\t0.689\t-0.131\t0.767\t-0.506\t0.251\t-0.758\t0.471\t-0.929\t0.118\t-0.584\t1.275\t-0.712\t-0.585\t-0.280\t0.916\t-0.040\t-0.173\t-0.350\t0.234\t-0.599\t-0.797\n4\t0.737\t-0.080\t-1.576\t-0.301\t-0.329\t0.117\t-1.147\t-0.436\t-0.453\t1.469\t0.065\t-0.251\t0.903\t1.662\t3.544\t0.329\t-1.226\t-0.940\t-0.564\t-0.862\t-1.159\t2.217\t-2.364\t1.491\t-1.550\t1.915\t0.973\t-0.462\n3\t-1.879\t1.885\t0.601\t0.227\t1.249\t0.248\t-0.799\t-0.175\t-0.678\t-0.500\t-1.258\t-0.970\t0.895\t0.332\t-0.503\t-1.028\t-0.405\t-1.684\t0.127\t0.945\t2.367\t-1.103\t0.904\t-0.707\t-1.128\t-1.129\t0.141\t-0.931\n4\t-0.241\t0.685\t1.004\t-1.481\t-0.954\t-1.676\t-0.873\t-1.277\t0.539\t0.229\t-0.154\t0.026\t1.194\t-1.042\t-1.930\t0.711\t-0.391\t-1.018\t0.554\t-1.968\t-0.858\t-2.389\t0.259\t1.574\t-0.573\t-0.792\t1.785\t0.627\n2\t-0.051\t1.015\t-0.079\t-0.560\t0.768\t-0.711\t-0.713\t-1.432\t-0.929\t-1.435\t0.726\t-0.320\t0.066\t0.644\t0.028\t0.009\t0.095\t0.131\t-1.947\t-1.434\t-0.316\t0.663\t0.487\t0.207\t1.426\t2.246\t-0.278\t2.365\n1\t-1.422\t0.223\t0.205\t0.338\t-0.011\t-0.567\t-0.657\t0.159\t-0.052\t-0.636\t-0.287\t1.539\t1.970\t-0.220\t-0.734\t-0.043\t1.136\t-0.044\t0.355\t-0.658\t-1.167\t0.762\t0.195\t0.656\t-1.711\t1.833\t0.252\t-1.807\n2\t-0.863\t-0.388\t-1.370\t1.364\t2.197\t0.557\t0.732\t-0.159\t-1.619\t-0.844\t-0.465\t-0.385\t-0.615\t0.048\t-0.850\t2.168\t-1.365\t0.887\t-0.262\t0.463\t0.508\t0.157\t-1.133\t-0.332\t0.169\t0.106\t-1.023\t1.291\n4\t0.357\t-0.818\t0.385\t-0.631\t-1.321\t0.086\t-0.153\t-1.152\t-1.190\t0.716\t-0.857\t0.706\t0.215\t-3.112\t0.797\t0.963\t1.725\t-0.224\t-0.635\t-1.515\t-1.239\t1.510\t2.856\t0.520\t1.645\t0.409\t0.345\t0.215\n3\t0.362\t0.343\t-1.482\t-2.108\t-0.955\t0.690\t0.573\t-1.895\t1.604\t2.450\t0.737\t0.629\t-2.109\t0.915\t0.665\t0.428\t-0.341\t0.134\t-0.126\t0.874\t0.992\t-0.128\t0.359\t0.336\t-0.008\t-0.640\t0.416\t0.555\n2\t-1.486\t0.141\t0.164\t-0.134\t0.489\t-0.172\t-1.950\t-0.677\t0.524\t-1.065\t-0.471\t1.171\t-0.026\t0.615\t1.232\t-1.103\t-0.849\t-0.657\t0.059\t-1.014\t1.502\t-1.431\t0.840\t1.325\t-2.106\t-1.409\t-0.346\t0.370\n4\t2.065\t-0.380\t-0.510\t-1.681\t1.412\t-0.022\t1.100\t1.781\t1.588\t-0.823\t1.451\t-0.970\t-0.956\t-1.867\t0.386\t0.012\t-0.863\t-0.313\t0.042\t-0.821\t0.718\t0.744\t-1.734\t0.992\t0.187\t0.541\t0.234\t-1.609\n2\t-1.147\t-1.912\t0.790\t0.246\t0.138\t0.405\t-0.092\t-0.461\t0.167\t-1.061\t1.482\t-0.652\t-1.215\t0.388\t-0.827\t1.195\t-1.995\t-1.650\t-0.372\t0.130\t-0.739\t-0.266\t1.729\t-0.701\t-1.610\t-0.233\t-1.132\t0.575\n0\t0.234\t0.057\t-0.308\t1.193\t-0.012\t-0.238\t1.131\t-0.151\t-0.401\t-1.170\t0.061\t0.932\t-0.417\t-1.329\t1.011\t1.050\t0.585\t0.096\t0.420\t-1.550\t-0.582\t0.676\t0.338\t0.903\t1.534\t-1.235\t0.484\t-0.258\n0\t-0.584\t-0.393\t0.435\t-0.286\t0.255\t-1.920\t-0.027\t0.533\t0.663\t-0.210\t0.319\t-0.604\t1.414\t-0.341\t1.275\t-0.110\t-1.163\t-0.233\t-0.998\t-0.273\t-1.029\t-0.228\t0.984\t1.432\t-0.614\t0.724\t1.519\t-1.164\n3\t0.906\t0.387\t-0.210\t-0.868\t2.212\t-0.011\t-0.306\t0.224\t-1.961\t-0.691\t0.675\t0.835\t0.507\t-2.174\t-0.187\t-0.877\t0.461\t0.144\t0.791\t-0.377\t0.082\t1.441\t1.543\t0.990\t-1.766\t-0.460\t1.320\t-0.041\n1\t0.335\t0.288\t-0.717\t1.197\t-0.232\t0.131\t1.165\t-0.723\t-0.635\t1.034\t0.814\t0.344\t-2.178\t1.279\t-0.610\t-0.580\t-0.200\t-1.198\t1.218\t0.172\t0.699\t-0.775\t0.987\t1.424\t-1.275\t-1.125\t-0.805\t0.925\n0\t-0.935\t0.297\t0.964\t-0.949\t0.641\t-0.958\t-0.541\t-1.738\t-2.442\t0.836\t1.075\t0.414\t-1.044\t0.784\t0.237\t0.511\t0.415\t-0.656\t0.098\t-0.366\t0.134\t0.758\t-0.603\t0.738\t0.054\t-0.142\t-0.138\t0.745\n0\t-1.201\t-0.793\t0.428\t-1.008\t0.151\t-0.664\t-0.453\t1.076\t-1.165\t-0.034\t0.479\t0.258\t-0.592\t0.365\t-1.030\t-0.487\t1.591\t0.639\t0.003\t0.450\t-0.806\t0.281\t-0.451\t-0.580\t-0.124\t-0.601\t0.141\t0.417\n1\t-1.221\t-0.530\t-1.552\t1.059\t-0.440\t0.378\t0.146\t0.532\t-1.318\t-0.243\t0.618\t0.858\t0.602\t1.920\t0.511\t0.464\t1.317\t0.609\t1.143\t-0.210\t-1.679\t0.660\t-0.168\t0.697\t-0.974\t0.434\t-0.103\t0.387\n0\t1.026\t-0.505\t-0.229\t0.904\t-1.565\t-0.123\t0.205\t0.729\t-0.443\t-1.529\t0.206\t-0.870\t0.546\t1.102\t0.192\t-1.232\t0.236\t0.215\t-0.734\t1.336\t0.211\t0.206\t0.032\t1.752\t1.553\t-0.321\t0.941\t-0.033\n0\t0.136\t-0.818\t-0.982\t-0.270\t1.336\t-0.161\t2.259\t0.754\t0.408\t-0.243\t-0.901\t-0.117\t0.548\t-1.325\t0.136\t0.160\t-0.274\t-0.417\t1.056\t-0.277\t0.586\t0.077\t0.427\t-1.603\t-0.799\t-1.746\t0.077\t0.097\n0\t-1.381\t-0.233\t0.246\t-0.465\t-0.540\t0.142\t-0.502\t0.310\t1.114\t0.677\t0.881\t1.086\t0.283\t-0.159\t-0.772\t-0.391\t-0.524\t0.732\t0.347\t0.697\t-1.160\t1.432\t-0.427\t-1.100\t-0.439\t2.484\t-0.388\t-0.325\n3\t0.708\t-0.429\t-0.573\t1.503\t-0.479\t-1.860\t-0.928\t0.123\t-0.785\t2.390\t-0.647\t-0.624\t-0.985\t0.881\t-0.279\t0.814\t1.155\t0.363\t0.309\t-1.201\t-1.514\t-1.496\t0.072\t2.304\t-0.567\t1.025\t0.525\t0.034\n2\t0.591\t0.242\t0.143\t-1.436\t0.382\t-1.230\t-0.751\t-1.154\t-1.031\t0.143\t-1.354\t-1.232\t1.582\t1.867\t0.995\t-0.299\t1.140\t0.535\t-1.948\t1.160\t-1.251\t-0.513\t0.303\t0.294\t0.383\t1.197\t0.270\t0.158\n3\t-0.540\t-0.778\t0.196\t-0.978\t0.408\t-1.703\t1.029\t0.473\t0.256\t0.983\t1.665\t1.014\t-1.841\t-1.280\t-0.625\t0.026\t0.518\t-0.726\t0.187\t-0.755\t-0.612\t-1.407\t-0.923\t-1.352\t-0.976\t1.054\t-0.949\t2.632\n2\t-0.209\t0.981\t0.583\t-0.041\t-0.228\t0.430\t0.122\t0.984\t-0.866\t1.890\t0.900\t-1.902\t0.169\t-1.209\t-0.101\t-2.347\t-1.372\t-0.064\t-0.505\t1.038\t-0.409\t0.453\t1.245\t-1.374\t-1.112\t-0.654\t-0.076\t0.687\n4\t1.442\t1.724\t0.614\t0.056\t-1.435\t-2.571\t0.189\t-0.398\t-0.547\t0.397\t-1.338\t1.462\t1.863\t0.690\t-0.301\t-0.604\t-0.308\t0.320\t1.009\t0.450\t1.261\t0.552\t1.033\t-0.030\t-1.149\t1.287\t2.185\t0.295\n1\t0.227\t0.024\t-0.353\t0.064\t-0.717\t0.670\t-0.683\t-1.262\t-1.089\t0.590\t-1.240\t0.107\t1.131\t-0.012\t1.277\t-0.127\t-1.995\t-0.343\t0.581\t1.185\t0.087\t0.353\t1.473\t0.532\t-1.857\t-1.343\t-0.071\t0.155\n0\t0.461\t0.422\t-1.149\t-0.425\t0.521\t0.611\t-0.487\t1.907\t0.498\t-0.593\t-0.681\t-0.804\t-1.050\t-0.035\t0.304\t1.546\t0.746\t1.181\t-0.503\t0.365\t0.007\t-1.151\t0.638\t1.112\t-0.560\t1.195\t0.451\t-0.225\n0\t0.721\t-2.134\t-0.470\t-0.116\t0.553\t0.336\t0.275\t0.342\t0.298\t-0.630\t-0.453\t1.170\t-0.081\t-0.739\t1.048\t-0.410\t0.788\t-0.705\t-1.625\t-0.364\t-0.836\t-0.257\t-0.338\t0.313\t-0.215\t0.028\t-1.665\t1.753\n1\t0.167\t1.779\t-1.869\t-0.386\t1.516\t1.114\t-0.261\t-0.561\t-0.243\t0.745\t-1.065\t0.814\t0.356\t0.182\t-1.334\t-0.214\t-0.388\t-0.258\t-0.245\t-1.775\t-0.453\t-0.550\t1.078\t0.641\t0.281\t0.797\t-0.169\t0.775\n3\t0.870\t0.284\t0.927\t-0.781\t-0.110\t-0.695\t-0.108\t-0.934\t-0.715\t0.778\t-0.970\t0.211\t1.247\t-0.905\t0.873\t-0.788\t-0.249\t1.004\t-1.082\t2.621\t-0.089\t2.207\t1.694\t0.335\t-1.364\t0.704\t-1.045\t0.014\n1\t-0.572\t1.140\t-1.179\t1.480\t1.565\t-1.016\t0.921\t-2.162\t0.102\t-1.009\t0.505\t0.315\t-0.277\t-1.093\t0.917\t-0.031\t-0.707\t-0.513\t-0.096\t-0.099\t0.310\t0.956\t1.047\t-0.226\t0.425\t-0.201\t1.213\t-0.132\n0\t0.309\t0.967\t0.739\t0.480\t-0.201\t-1.659\t-0.047\t0.554\t-2.159\t-0.067\t-0.095\t-0.915\t0.760\t0.944\t1.814\t-0.028\t1.292\t-0.819\t-0.371\t0.679\t-0.656\t-0.162\t0.840\t-0.006\t-0.920\t-0.590\t-0.273\t0.588\n1\t-0.874\t-0.322\t0.436\t-1.749\t-2.311\t1.449\t0.598\t-0.876\t-0.235\t-0.421\t0.290\t-0.507\t-1.149\t0.489\t1.814\t0.530\t0.075\t-0.214\t-0.789\t-0.408\t0.392\t1.187\t1.232\t0.170\t0.187\t0.052\t0.571\t0.048\n0\t1.611\t0.139\t0.452\t-0.598\t0.461\t-0.149\t-0.258\t-0.577\t0.212\t-0.155\t-0.966\t-0.910\t0.208\t0.095\t0.629\t0.128\t-1.094\t0.571\t-0.860\t1.033\t0.961\t-0.595\t-0.831\t-1.202\t-1.299\t1.628\t-0.805\t-0.396\n1\t-0.283\t0.849\t-0.667\t0.906\t1.488\t-0.629\t1.056\t0.647\t-1.217\t0.183\t-0.570\t-0.268\t-0.316\t0.708\t-0.492\t0.361\t-1.986\t0.497\t1.028\t0.346\t1.240\t-0.431\t-0.932\t0.755\t0.578\t-0.298\t-1.172\t1.533\n4\t0.619\t1.144\t-0.771\t-1.525\t-0.356\t1.273\t-0.813\t1.015\t-0.263\t1.756\t2.245\t1.031\t-1.647\t-2.403\t0.061\t0.907\t0.501\t-0.724\t-1.486\t0.930\t1.859\t-0.670\t0.825\t2.603\t-0.190\t-0.169\t0.560\t-0.284\n2\t0.053\t-0.274\t-0.028\t-0.294\t-1.350\t-1.492\t1.359\t-0.823\t-0.241\t1.190\t-0.270\t0.877\t-0.888\t1.555\t0.227\t-0.027\t-0.165\t0.765\t0.236\t-3.197\t-0.448\t0.322\t-0.968\t-0.504\t-0.388\t1.595\t0.598\t0.329\n1\t-0.887\t0.578\t0.251\t0.859\t1.915\t-0.388\t1.397\t-1.115\t-0.009\t-0.748\t-0.632\t-1.137\t-0.437\t0.618\t-0.175\t-0.869\t1.663\t0.443\t0.972\t0.029\t0.167\t0.281\t1.729\t-0.380\t1.512\t-0.126\t-0.667\t-1.763\n0\t-0.825\t-0.321\t0.413\t-0.564\t-0.822\t0.244\t0.245\t-0.507\t-0.471\t0.232\t-1.448\t-1.407\t-0.718\t-0.213\t0.311\t1.475\t0.858\t-0.160\t-0.019\t-1.003\t-0.019\t-0.289\t0.323\t-0.827\t0.519\t1.533\t-0.109\t0.402\n3\t0.852\t0.885\t0.666\t-0.510\t-1.368\t0.590\t-1.214\t0.693\t0.693\t-0.468\t-0.112\t0.199\t-0.615\t-1.382\t-0.039\t0.065\t1.361\t-0.782\t1.068\t-1.147\t-1.345\t-0.301\t-0.941\t-1.359\t1.944\t-0.452\t2.311\t-0.995\n4\t0.608\t-1.887\t-0.483\t-1.974\t-0.905\t-0.048\t0.916\t0.546\t-2.433\t0.737\t-2.596\t-0.659\t-0.924\t-0.892\t0.246\t0.591\t0.898\t2.082\t-0.292\t-1.986\t-1.571\t0.238\t0.642\t0.645\t-1.769\t-0.756\t0.763\t2.139\n3\t0.042\t-1.585\t-0.709\t-0.049\t0.463\t-0.434\t2.389\t0.786\t0.247\t-1.445\t-0.057\t0.511\t-0.093\t-0.133\t-0.157\t-0.703\t-1.250\t2.184\t-1.003\t-0.467\t0.254\t-2.056\t1.553\t1.170\t-1.503\t-0.323\t0.956\t-0.023\n2\t0.095\t-0.780\t-0.219\t0.445\t0.631\t-1.801\t0.465\t-0.895\t-1.290\t-0.091\t-0.993\t-0.081\t-0.812\t0.257\t0.793\t1.105\t-0.788\t-0.384\t-1.068\t-0.623\t-0.790\t0.377\t-0.171\t-0.045\t0.869\t0.860\t-0.544\t-3.395\n1\t0.916\t-0.906\t0.865\t0.829\t-0.376\t1.358\t1.762\t0.667\t0.136\t0.377\t-1.103\t0.217\t0.348\t0.415\t0.181\t-0.565\t-0.455\t-0.789\t-1.596\t-0.921\t-1.859\t0.166\t-0.825\t-1.534\t-0.340\t1.611\t-0.690\t-0.476\n3\t0.105\t-1.424\t-1.627\t0.897\t-0.948\t0.814\t1.492\t-1.215\t0.603\t-0.983\t1.273\t0.787\t0.259\t1.819\t0.918\t0.035\t0.772\t0.486\t-0.325\t0.684\t1.299\t-0.431\t1.338\t0.219\t-2.319\t-0.905\t0.465\t0.560\n2\t-0.400\t-0.283\t-0.207\t-0.168\t0.921\t-0.826\t0.230\t-1.513\t-0.522\t-1.307\t1.618\t0.134\t-0.426\t-1.737\t-1.339\t0.852\t0.355\t-1.441\t-1.436\t1.848\t1.355\t0.295\t0.116\t-0.168\t-1.257\t0.860\t-0.195\t0.730\n0\t-1.417\t-0.382\t-0.103\t1.186\t0.212\t0.360\t0.445\t-0.629\t0.069\t0.356\t-0.368\t-0.921\t0.367\t-0.464\t0.954\t-1.439\t0.693\t0.269\t0.530\t-1.211\t-0.724\t1.148\t1.015\t2.229\t0.113\t0.143\t0.549\t0.193\n4\t-0.717\t-1.867\t-0.083\t-0.122\t1.513\t0.631\t-1.024\t1.854\t1.221\t0.582\t-0.226\t-0.959\t-0.372\t1.089\t1.885\t1.543\t-0.489\t-1.120\t0.141\t-1.768\t0.323\t-0.148\t-0.466\t-1.595\t0.514\t-0.533\t-1.170\t-2.872\n0\t-0.742\t0.581\t1.139\t-0.265\t0.607\t-0.794\t-0.449\t0.271\t0.181\t0.435\t0.042\t0.571\t-0.576\t2.178\t1.180\t0.396\t0.324\t0.108\t-0.141\t1.271\t0.630\t-0.576\t0.116\t0.601\t0.367\t-0.572\t-0.769\t0.862\n0\t-0.698\t1.031\t0.840\t1.040\t0.671\t0.370\t1.677\t-0.669\t0.325\t-0.093\t0.332\t0.517\t-1.009\t-0.062\t1.892\t1.385\t-0.525\t0.672\t0.245\t1.090\t0.408\t-0.091\t-0.718\t0.820\t0.519\t0.401\t-0.263\t0.291\n3\t0.555\t-0.365\t-0.760\t-1.045\t-0.158\t-0.653\t-0.541\t0.235\t1.181\t1.196\t-2.134\t1.081\t-1.402\t0.607\t-1.451\t0.155\t1.199\t-1.478\t0.364\t-0.121\t1.976\t-0.815\t0.284\t1.502\t-1.049\t0.642\t0.957\t1.151\n4\t-1.598\t-1.892\t-1.485\t-0.369\t-0.500\t-1.734\t1.433\t-1.278\t-0.486\t-0.400\t1.072\t0.769\t-1.799\t-1.764\t0.248\t0.554\t0.509\t0.616\t1.363\t1.017\t1.306\t0.578\t2.688\t0.976\t-0.119\t1.034\t-0.715\t0.448\n1\t-0.281\t-0.119\t-0.514\t0.900\t-0.720\t-0.555\t-0.710\t1.092\t-0.492\t0.460\t1.976\t-0.075\t1.112\t1.671\t1.027\t-0.017\t0.642\t-1.287\t-0.780\t-0.605\t2.241\t-0.813\t-0.827\t-1.044\t0.560\t0.143\t1.087\t0.671\n4\t-0.484\t-0.966\t-0.175\t0.492\t-0.009\t0.307\t1.813\t-0.343\t0.278\t-0.509\t-0.846\t-0.585\t-0.479\t0.359\t2.349\t-0.716\t-0.417\t-0.063\t0.396\t0.264\t1.284\t-2.426\t-2.387\t-0.496\t1.097\t-1.566\t-3.008\t0.571\n0\t1.010\t1.093\t1.386\t-1.258\t0.263\t-1.241\t1.837\t0.589\t-0.469\t-0.315\t0.839\t-0.368\t-1.357\t0.450\t1.233\t-0.073\t0.750\t-0.592\t0.126\t0.100\t-0.350\t-0.945\t-0.730\t-0.685\t-0.460\t-0.137\t0.144\t0.143\n1\t-0.338\t0.990\t-1.245\t-0.017\t-0.166\t-0.631\t0.321\t-0.100\t-0.917\t-0.994\t-1.284\t0.057\t0.133\t-1.154\t0.971\t-1.210\t-0.698\t0.432\t1.150\t1.180\t0.646\t-2.019\t-0.146\t-1.168\t0.254\t-2.107\t-0.577\t-0.881\n2\t0.619\t-0.943\t0.720\t0.307\t0.121\t0.184\t0.740\t0.544\t-1.579\t1.295\t0.555\t-0.993\t-1.788\t-1.210\t1.248\t-0.112\t0.787\t2.029\t-1.154\t-1.194\t-0.017\t0.298\t0.766\t-0.929\t-0.664\t1.381\t0.405\t0.314\n0\t-1.484\t1.739\t0.467\t0.426\t-1.225\t-0.129\t0.660\t-0.871\t-0.457\t1.106\t-1.072\t-0.432\t-0.818\t0.339\t0.775\t1.606\t0.396\t1.247\t0.367\t-1.367\t0.040\t0.055\t1.066\t-0.094\t-0.371\t-0.852\t-0.261\t-0.089\n0\t-1.249\t-0.149\t-0.702\t-1.456\t1.175\t0.981\t-0.638\t-0.594\t-0.099\t0.852\t1.315\t-1.470\t0.951\t0.118\t-0.171\t-1.206\t-0.159\t-0.121\t-0.350\t-0.171\t1.071\t0.313\t0.960\t-1.429\t-0.356\t-0.497\t0.568\t0.238\n3\t0.018\t-0.105\t-2.503\t-0.383\t-0.597\t-0.397\t-0.247\t0.213\t-0.085\t0.368\t2.240\t-0.284\t-0.371\t-1.940\t-1.211\t0.154\t-0.485\t-0.268\t-0.641\t-2.442\t1.066\t0.216\t0.118\t-0.249\t-0.487\t0.767\t-1.580\t-1.185\n2\t-2.090\t-0.170\t-0.266\t-0.400\t-0.115\t0.264\t-0.150\t-1.264\t0.486\t-1.949\t-2.050\t0.739\t0.507\t-0.057\t-1.395\t-0.708\t-0.263\t-1.596\t-0.739\t0.652\t1.427\t-0.419\t0.756\t-1.914\t0.659\t-0.804\t0.307\t-0.248\n2\t-1.734\t0.166\t0.166\t0.091\t0.632\t-1.642\t0.947\t1.148\t-2.209\t-1.691\t-0.013\t-1.337\t0.488\t0.593\t0.670\t-1.852\t-0.640\t-0.064\t-1.348\t-0.719\t0.203\t-0.158\t0.638\t-1.868\t0.144\t-0.202\t-0.105\t-0.284\n1\t0.391\t-0.115\t0.068\t1.291\t1.057\t0.713\t0.252\t-0.316\t1.073\t-0.911\t1.784\t0.712\t1.182\t0.468\t-0.122\t0.948\t-1.407\t-0.589\t-0.191\t-1.381\t0.637\t1.266\t-1.709\t-0.415\t-0.170\t0.323\t0.855\t-0.279\n3\t0.120\t0.183\t0.328\t2.123\t1.555\t-1.463\t0.487\t-1.565\t1.331\t1.138\t-0.720\t-0.132\t0.875\t-0.178\t-0.558\t0.045\t1.401\t-1.525\t-0.849\t-0.598\t1.864\t1.352\t-0.889\t-0.089\t0.874\t0.815\t0.139\t0.040\n4\t0.333\t-2.128\t0.827\t-1.307\t1.074\t1.033\t-1.255\t0.126\t-1.934\t-1.427\t0.246\t1.671\t-1.304\t1.732\t0.634\t-0.024\t-1.666\t-1.346\t0.189\t-0.961\t-0.947\t-0.520\t-1.699\t-0.401\t-1.042\t0.813\t0.264\t-0.829\n2\t1.202\t-0.126\t2.379\t1.126\t-0.245\t1.189\t0.192\t-0.679\t0.959\t-0.197\t1.388\t-1.068\t0.118\t-0.076\t-0.033\t0.604\t1.915\t0.709\t1.747\t1.195\t-0.455\t-0.603\t-0.092\t0.070\t0.874\t0.529\t-0.915\t0.485\n0\t0.328\t-0.421\t2.310\t-0.753\t-1.278\t-0.818\t-0.055\t-0.062\t0.890\t0.031\t-0.495\t0.483\t1.165\t0.207\t0.869\t0.083\t-0.260\t0.698\t0.229\t1.004\t1.542\t-0.113\t0.647\t1.068\t0.410\t0.510\t0.143\t0.255\n0\t-1.457\t-0.625\t0.479\t-0.854\t0.264\t0.241\t-0.187\t0.832\t-0.228\t0.232\t1.146\t0.791\t0.786\t-1.149\t0.525\t-0.878\t-1.281\t-0.072\t-0.904\t0.791\t0.815\t-1.903\t-0.828\t-1.460\t-0.463\t0.455\t-0.242\t-0.590\n4\t0.381\t1.203\t0.372\t-0.121\t1.215\t-0.048\t0.252\t0.320\t0.944\t0.519\t0.583\t-2.423\t-0.698\t-1.498\t1.541\t-1.151\t-0.538\t2.187\t0.270\t2.021\t-0.671\t-2.252\t1.220\t0.388\t-0.379\t-0.928\t0.831\t-0.272\n1\t0.841\t-0.799\t-1.483\t0.588\t0.323\t0.571\t-0.131\t0.859\t1.600\t1.530\t-0.819\t2.500\t0.658\t-1.426\t0.437\t0.230\t-0.117\t-0.203\t0.702\t0.706\t-0.587\t-0.536\t-0.575\t-0.175\t0.886\t1.203\t-0.214\t1.099\n3\t1.470\t1.063\t-1.490\t0.864\t0.188\t1.223\t0.322\t-0.007\t0.234\t-1.806\t-0.767\t0.373\t1.139\t-0.550\t-0.041\t-1.601\t1.459\t1.114\t0.652\t0.407\t1.553\t-0.805\t-0.913\t1.062\t0.994\t-1.193\t-0.531\t1.689\n2\t-0.310\t-1.738\t-0.264\t0.573\t-1.265\t0.770\t-0.239\t-0.902\t0.841\t-0.149\t0.944\t0.546\t0.149\t-1.489\t1.329\t0.849\t-0.230\t1.199\t-0.726\t0.197\t0.847\t0.175\t0.716\t-1.377\t1.894\t-0.367\t-1.944\t1.657\n2\t-0.324\t-0.039\t1.980\t-0.587\t-1.142\t-1.717\t-0.581\t-1.767\t-0.686\t-1.610\t-1.588\t0.482\t0.069\t-0.452\t0.124\t-0.549\t0.392\t-0.690\t0.786\t-0.000\t0.824\t-0.903\t-1.225\t-1.142\t0.262\t-0.337\t-0.007\t1.612\n3\t0.341\t0.924\t0.292\t-0.060\t-0.589\t-1.046\t2.027\t0.211\t1.240\t0.197\t-1.538\t1.635\t-1.072\t0.356\t-3.354\t0.876\t0.197\t-0.606\t1.007\t-0.066\t-0.321\t0.540\t-0.699\t-0.710\t0.167\t-0.411\t0.859\t0.954\n3\t0.228\t-1.169\t2.124\t0.508\t1.605\t-1.536\t0.270\t-0.098\t-1.481\t-1.381\t-0.513\t2.897\t0.127\t0.740\t0.347\t-0.476\t-1.012\t-0.755\t0.261\t-0.313\t-0.527\t0.075\t0.591\t-1.292\t-1.600\t-0.667\t-0.960\t-0.920\n1\t-1.124\t-1.007\t0.543\t-0.478\t0.288\t-1.621\t-0.731\t-1.240\t0.582\t-1.226\t-0.408\t1.107\t-1.671\t-1.202\t-1.306\t-0.353\t-1.157\t-0.834\t1.165\t0.617\t-1.544\t-0.094\t0.328\t-0.012\t-0.627\t-0.410\t0.728\t-0.894\n2\t0.795\t-0.058\t0.635\t-0.525\t-1.964\t0.881\t-1.001\t-0.600\t0.235\t0.973\t-0.078\t-0.500\t1.487\t-0.304\t-0.254\t-1.573\t0.117\t1.448\t-1.453\t-0.709\t-0.037\t0.540\t0.302\t0.040\t-0.661\t1.367\t-2.109\t1.137\n4\t-0.184\t-0.002\t-1.371\t1.845\t0.369\t1.856\t-0.349\t0.472\t0.993\t0.330\t-0.333\t-0.475\t-0.347\t2.670\t-0.621\t-1.986\t0.037\t0.025\t-0.315\t-0.621\t-0.274\t-1.320\t1.779\t0.245\t0.118\t1.051\t2.710\t-0.402\n1\t0.530\t-0.331\t2.359\t1.332\t2.220\t-0.551\t0.609\t0.115\t-0.338\t0.098\t-0.897\t-0.423\t-0.632\t0.655\t-0.900\t0.186\t-0.632\t0.512\t0.070\t-0.423\t0.867\t-1.242\t-0.450\t-0.868\t-2.022\t-0.750\t-0.619\t0.126\n0\t-0.181\t-0.288\t1.143\t0.456\t0.623\t2.561\t0.287\t-0.943\t-0.605\t-0.643\t-0.253\t0.377\t-1.794\t-1.244\t0.903\t-0.254\t0.142\t1.056\t-0.948\t0.080\t0.345\t-0.168\t0.440\t-0.355\t0.127\t0.450\t0.815\t-0.530\n1\t-1.476\t-0.011\t0.022\t1.211\t0.593\t0.216\t0.061\t1.018\t1.019\t-0.663\t0.579\t-0.882\t1.014\t0.651\t-0.498\t0.310\t-0.443\t-1.989\t1.364\t-1.424\t-1.426\t0.383\t-0.100\t-0.302\t0.255\t-0.152\t-1.106\t0.731\n3\t-0.868\t-1.411\t0.246\t1.116\t0.348\t0.458\t0.168\t0.683\t0.467\t-2.715\t0.906\t0.801\t-0.362\t-1.974\t0.242\t0.327\t-0.440\t0.187\t1.072\t2.398\t0.147\t0.334\t-0.824\t-0.501\t-0.136\t1.178\t0.819\t1.929\n3\t-0.099\t0.652\t0.780\t-0.666\t-0.317\t0.024\t0.648\t-0.445\t-0.822\t2.347\t-0.643\t-0.158\t0.828\t0.036\t-1.311\t1.410\t0.725\t1.557\t-1.342\t-0.546\t1.215\t-1.730\t-0.974\t2.038\t0.156\t-0.004\t-0.787\t1.344\n3\t-0.128\t0.215\t-1.098\t-1.647\t-1.544\t1.023\t-0.340\t-0.034\t0.221\t-0.343\t-0.962\t-0.643\t-0.835\t-1.113\t1.603\t-0.794\t0.371\t-0.203\t-2.064\t0.151\t0.418\t-1.987\t-1.086\t0.252\t0.398\t2.280\t-0.709\t0.576\n1\t-0.195\t1.468\t-1.592\t-0.391\t0.842\t0.318\t1.187\t0.682\t-0.472\t0.581\t-1.320\t-2.017\t-0.612\t0.080\t-0.812\t0.174\t0.059\t-1.860\t-0.540\t0.941\t0.487\t-0.696\t0.619\t1.755\t-0.424\t0.741\t0.584\t-0.477\n4\t0.819\t0.528\t0.138\t1.087\t0.389\t0.536\t-1.920\t1.633\t-0.790\t-0.739\t0.427\t-0.832\t-0.810\t1.751\t1.594\t-0.193\t-0.443\t-0.568\t-3.026\t0.991\t0.243\t-0.591\t2.344\t-1.933\t1.558\t-1.104\t1.862\t1.465\n1\t-0.235\t1.016\t-0.179\t1.608\t-0.758\t-0.781\t-0.904\t-0.239\t0.003\t-1.326\t0.097\t0.565\t-1.465\t-0.521\t0.567\t-1.089\t-0.316\t1.088\t1.795\t0.440\t-0.169\t-0.501\t0.911\t1.133\t-1.156\t0.910\t-0.607\t-0.860\n2\t1.017\t0.079\t1.835\t0.848\t0.700\t0.284\t-0.908\t-1.329\t0.063\t-0.793\t1.385\t-1.824\t-1.136\t0.333\t0.705\t-1.615\t-1.553\t-1.184\t1.029\t0.147\t1.315\t-0.034\t-0.155\t0.699\t1.573\t-0.688\t-0.056\t-0.156\n4\t1.034\t-0.225\t-1.571\t-0.209\t-1.116\t0.020\t-0.406\t0.297\t-2.715\t1.255\t0.698\t-1.163\t0.151\t0.846\t-0.592\t-0.110\t-1.962\t-2.115\t-1.294\t-0.568\t1.625\t-0.048\t-2.098\t0.147\t0.384\t-0.819\t0.016\t1.117\n0\t0.157\t0.141\t-1.488\t0.848\t0.311\t-0.287\t0.013\t1.176\t0.104\t0.573\t-1.349\t-0.116\t-0.455\t-0.561\t-0.178\t0.274\t0.208\t0.330\t-2.407\t0.334\t0.570\t-1.164\t0.614\t1.047\t0.168\t-0.231\t-0.004\t-0.986\n3\t-0.670\t0.724\t-0.801\t0.150\t0.337\t-0.239\t1.151\t-0.520\t-2.012\t-0.244\t1.254\t2.456\t1.316\t1.067\t-0.379\t2.303\t0.684\t0.723\t0.628\t-1.158\t0.384\t-1.455\t0.827\t0.336\t-0.632\t1.126\t-0.358\t-0.334\n0\t0.235\t1.496\t-0.668\t-0.128\t-0.808\t0.660\t0.267\t0.923\t-1.006\t-0.037\t-0.234\t-0.170\t0.995\t-0.571\t-0.449\t-0.792\t2.158\t-0.953\t0.594\t-1.370\t0.463\t-1.148\t0.152\t0.311\t-0.075\t0.706\t0.465\t-0.683\n1\t-0.524\t0.055\t-0.275\t-0.293\t0.996\t1.964\t-0.169\t1.419\t-1.242\t-0.092\t-1.296\t-0.312\t0.716\t1.119\t-0.779\t0.458\t1.230\t1.088\t0.259\t-0.589\t-0.689\t-0.843\t-0.032\t-0.823\t0.678\t0.228\t0.183\t-1.840\n0\t-0.481\t-0.123\t0.838\t0.177\t1.110\t1.536\t-0.457\t-1.741\t1.195\t-0.224\t-0.265\t0.636\t-0.125\t-0.108\t-0.006\t-0.945\t-0.799\t1.029\t1.050\t0.039\t-0.227\t0.642\t-0.280\t0.152\t1.883\t1.502\t-1.240\t0.169\n2\t-1.103\t0.248\t-1.038\t-0.707\t0.354\t-2.429\t1.642\t0.044\t-1.293\t-1.017\t0.992\t0.601\t1.387\t-0.683\t0.297\t0.427\t0.695\t1.127\t-0.717\t-0.114\t-0.610\t-0.053\t0.698\t-1.654\t1.109\t-1.139\t-0.307\t1.244\n2\t-1.097\t0.080\t0.933\t0.721\t0.364\t1.737\t2.134\t0.498\t1.598\t0.349\t0.088\t0.961\t-0.071\t-2.360\t-0.259\t-1.506\t-0.388\t-0.545\t-0.539\t-1.052\t-1.199\t-0.647\t-0.371\t-0.298\t0.259\t0.706\t-1.010\t-0.875\n4\t0.436\t0.228\t-0.982\t0.902\t-1.331\t-0.294\t-1.263\t0.344\t2.217\t-0.666\t1.114\t-0.857\t-0.662\t0.888\t-1.974\t-0.427\t-1.694\t-0.619\t0.553\t0.084\t-0.580\t1.890\t2.049\t1.229\t-2.306\t-0.097\t-1.076\t-0.336\n0\t0.850\t-0.220\t0.269\t-2.026\t2.169\t0.317\t1.017\t-1.378\t0.172\t-0.179\t-1.058\t1.285\t0.146\t-0.054\t0.625\t-0.855\t0.161\t0.090\t0.134\t1.027\t-0.424\t-0.530\t-0.614\t-0.656\t1.102\t-0.071\t1.023\t0.271\n1\t0.840\t-2.087\t-0.698\t-1.678\t0.487\t1.165\t-0.398\t0.903\t0.418\t-0.295\t-1.383\t0.447\t0.045\t-0.539\t1.653\t0.361\t1.313\t1.133\t1.026\t-0.489\t0.154\t-0.624\t0.776\t0.233\t-1.307\t-0.819\t1.159\t-0.014\n3\t0.453\t-0.492\t0.492\t-0.662\t2.063\t-0.188\t0.269\t-0.959\t-0.418\t0.494\t-0.046\t-2.782\t0.499\t0.609\t0.731\t1.099\t0.181\t2.396\t0.234\t-2.303\t0.224\t1.121\t-1.378\t-0.271\t1.213\t-0.565\t-0.238\t0.781\n2\t-0.856\t0.108\t0.997\t-1.175\t-1.532\t0.049\t-0.768\t0.032\t0.320\t-2.144\t0.690\t-1.170\t-0.022\t-0.659\t-0.552\t1.694\t0.319\t0.905\t0.151\t0.620\t0.417\t0.254\t1.107\t0.157\t2.285\t0.961\t-1.140\t-0.177\n3\t-0.775\t-0.280\t1.570\t0.235\t-0.904\t-0.817\t0.144\t0.668\t-0.850\t-0.437\t-1.036\t0.128\t-1.303\t2.047\t-1.175\t-0.288\t1.745\t2.096\t2.040\t-0.468\t1.416\t-0.531\t-0.269\t-0.013\t1.651\t-0.733\t-1.121\t-0.482\n2\t0.557\t-0.813\t-0.774\t0.224\t-0.694\t0.435\t-2.161\t-0.488\t1.797\t0.439\t0.167\t1.985\t-2.336\t-0.815\t-0.401\t0.858\t0.876\t-0.866\t0.998\t-0.403\t1.212\t-1.033\t-0.123\t-0.490\t1.056\t-0.523\t-0.042\t0.507\n2\t0.854\t0.797\t0.985\t-0.483\t-0.427\t0.202\t1.959\t0.228\t1.678\t1.480\t1.487\t1.412\t-0.949\t-1.079\t-0.861\t1.119\t-0.276\t-0.601\t-0.417\t0.478\t-0.697\t-0.501\t-0.304\t0.918\t-1.659\t0.009\t-0.357\t0.608\n0\t-1.656\t0.020\t-0.925\t-1.284\t0.520\t0.588\t-0.260\t-0.264\t0.250\t-1.228\t0.559\t0.763\t1.322\t-1.826\t0.512\t0.583\t1.602\t-0.195\t-0.192\t-0.228\t-0.400\t-0.898\t-1.021\t-0.688\t0.452\t-0.897\t0.631\t-0.033\n4\t-1.416\t-1.366\t-0.051\t1.208\t0.990\t0.031\t-1.154\t0.966\t1.946\t0.844\t1.746\t0.815\t1.625\t0.389\t-1.422\t0.177\t0.563\t-1.126\t-2.241\t0.134\t0.257\t0.036\t1.447\t0.975\t1.229\t1.065\t-0.324\t-0.267\n1\t2.379\t-0.356\t0.051\t0.414\t0.116\t-0.761\t1.485\t-0.461\t0.468\t-0.217\t-0.606\t1.048\t0.263\t-2.184\t0.298\t-0.627\t-1.589\t0.957\t-0.764\t0.262\t0.920\t-0.242\t0.251\t-0.681\t1.104\t-0.182\t0.537\t1.505\n0\t-1.223\t0.468\t-0.730\t-0.030\t-0.029\t0.497\t0.082\t-0.389\t0.129\t-0.178\t1.694\t-0.576\t0.555\t0.914\t-1.321\t-1.113\t1.931\t-0.677\t0.012\t-0.174\t-0.038\t-0.372\t0.121\t-0.813\t-0.224\t-1.971\t-0.116\t0.335\n3\t-1.403\t0.744\t-0.132\t1.198\t0.833\t-1.748\t1.316\t1.900\t1.034\t1.074\t-0.248\t-0.477\t0.212\t0.920\t0.895\t-0.438\t-0.539\t-1.490\t0.647\t-0.390\t-0.301\t1.728\t0.598\t0.323\t0.830\t1.421\t-1.617\t-0.566\n0\t-0.581\t-1.036\t-0.849\t-0.553\t-0.414\t-0.087\t0.563\t-1.903\t0.460\t1.220\t0.682\t0.806\t-0.441\t0.838\t1.839\t0.456\t-0.558\t-0.113\t-0.295\t1.071\t-0.643\t-0.435\t1.331\t-0.619\t0.588\t-0.443\t0.130\t1.090\n4\t-1.925\t0.021\t-0.617\t-0.705\t-0.038\t-2.099\t-0.179\t0.204\t-1.536\t1.354\t0.443\t1.291\t0.434\t0.361\t1.522\t1.315\t1.942\t-0.124\t-0.795\t-1.158\t-0.977\t0.678\t2.726\t1.509\t-0.180\t0.766\t-0.553\t-0.491\n0\t0.137\t-0.135\t-0.591\t-0.402\t-0.505\t-0.086\t0.304\t-1.173\t-0.026\t-0.238\t-0.721\t0.851\t0.891\t0.280\t0.468\t1.036\t-1.281\t-1.300\t-0.354\t0.375\t-0.438\t0.709\t0.616\t0.920\t-0.675\t-0.164\t-1.015\t-0.346\n4\t0.718\t-0.497\t-0.839\t1.074\t1.361\t-0.779\t-0.292\t1.244\t0.459\t1.599\t0.698\t0.485\t-0.362\t-0.977\t-1.207\t-0.030\t1.409\t-1.048\t-0.123\t-1.660\t1.384\t-0.809\t2.268\t0.462\t1.543\t-1.736\t-2.477\t-0.384\n4\t-2.205\t0.573\t-0.306\t0.500\t0.372\t1.594\t-1.206\t0.263\t-0.483\t-3.056\t0.883\t1.623\t0.365\t1.072\t-1.308\t0.245\t0.082\t0.187\t-1.162\t1.476\t1.612\t0.004\t0.488\t-0.152\t-1.536\t-1.286\t2.433\t-1.036\n1\t-0.269\t-1.499\t0.328\t0.970\t-0.068\t0.596\t0.816\t-0.499\t-0.806\t-0.342\t-2.157\t-0.450\t0.276\t1.139\t-0.828\t0.488\t-0.635\t-1.679\t0.401\t-0.354\t1.314\t1.553\t-0.113\t0.141\t-1.380\t-0.318\t0.771\t-0.343\n3\t1.248\t0.817\t0.974\t-0.800\t-2.059\t0.325\t-0.736\t-0.848\t-0.848\t-1.386\t0.592\t0.811\t-1.546\t1.051\t-0.346\t0.734\t-1.111\t1.698\t-0.895\t-0.393\t-0.314\t-0.287\t0.507\t-1.972\t-0.586\t0.776\t-0.522\t-1.669\n1\t-0.121\t0.845\t-0.819\t0.172\t0.492\t0.398\t-0.196\t-0.113\t1.001\t0.665\t0.364\t-2.587\t0.740\t-1.620\t-0.060\t0.173\t1.013\t0.898\t0.616\t0.370\t1.586\t-1.029\t1.391\t0.869\t0.173\t-0.247\t-0.661\t-0.001\n3\t-0.500\t-0.081\t-0.499\t1.608\t0.319\t-0.526\t-0.981\t1.569\t1.303\t-1.185\t1.065\t1.998\t0.136\t-0.457\t1.268\t-0.667\t-2.259\t-0.921\t-0.340\t0.824\t-0.440\t-1.304\t1.320\t-0.079\t-0.299\t-0.710\t0.599\t-1.051\n3\t-0.905\t-0.297\t1.111\t1.602\t1.378\t0.610\t-0.409\t-0.606\t0.209\t-0.587\t-1.450\t0.599\t0.200\t-0.159\t-0.142\t1.030\t1.378\t0.840\t0.962\t-0.932\t1.408\t-0.151\t1.056\t-1.827\t1.330\t-1.564\t1.873\t-0.813\n0\t0.748\t0.386\t0.464\t-1.148\t-0.688\t0.718\t-0.749\t-1.363\t0.521\t0.365\t-0.031\t-0.104\t-0.230\t-0.550\t1.109\t0.066\t-1.886\t-0.011\t-2.246\t0.728\t-0.678\t-0.407\t0.930\t1.079\t-0.644\t0.642\t-0.144\t0.865\n0\t0.549\t0.642\t0.772\t0.899\t0.776\t1.127\t0.167\t1.072\t1.892\t0.196\t0.481\t-0.580\t-0.165\t0.353\t-0.389\t0.092\t0.341\t1.521\t-0.864\t0.420\t-0.604\t0.766\t0.845\t1.677\t-0.426\t0.146\t0.804\t0.659\n4\t-0.237\t-0.270\t-1.131\t0.791\t-0.361\t-0.045\t1.190\t-1.047\t-0.087\t-1.558\t-0.524\t1.288\t-1.541\t0.236\t1.604\t0.549\t-0.584\t-1.112\t-1.930\t1.562\t-0.421\t-1.802\t-1.021\t-1.078\t-0.495\t2.388\t0.923\t0.484\n1\t0.058\t-0.967\t-0.581\t-0.614\t-0.277\t-1.658\t1.090\t-0.016\t0.202\t0.914\t0.838\t-0.575\t0.604\t0.594\t0.316\t1.061\t0.800\t0.727\t1.365\t0.029\t0.058\t0.819\t-0.178\t0.482\t-0.560\t-2.279\t0.598\t-1.549\n2\t0.033\t-1.120\t-1.103\t0.368\t0.947\t-0.194\t1.649\t0.212\t-0.777\t-1.087\t1.018\t0.128\t0.676\t-2.658\t0.245\t-0.512\t-1.394\t-0.063\t1.092\t2.266\t0.242\t-0.709\t-0.770\t0.963\t-0.997\t0.622\t0.294\t0.183\n1\t1.492\t1.246\t-1.323\t-0.806\t1.038\t0.198\t0.906\t-0.109\t-1.858\t-0.378\t0.882\t1.189\t0.343\t-0.872\t0.469\t0.880\t0.738\t0.240\t-0.972\t1.015\t-1.103\t-0.300\t0.855\t1.326\t-0.602\t-0.543\t-0.380\t0.005\n4\t1.738\t-0.723\t-0.014\t0.275\t-2.183\t0.298\t1.228\t-0.898\t-0.138\t0.768\t-0.926\t-0.043\t0.899\t-1.968\t0.265\t-0.545\t0.993\t1.836\t-1.421\t-1.484\t-0.702\t0.590\t-0.068\t1.559\t-1.373\t-0.888\t1.860\t-0.140\n1\t0.976\t0.671\t0.584\t-1.184\t2.887\t1.051\t0.517\t-1.164\t0.948\t-0.501\t-0.194\t-1.681\t-1.241\t0.439\t1.006\t0.685\t0.651\t-0.065\t-0.407\t0.289\t0.821\t0.005\t1.210\t-0.215\t-0.980\t-0.010\t0.106\t-0.082\n4\t0.485\t1.042\t0.473\t-0.542\t3.611\t1.199\t0.933\t-0.353\t-0.625\t-0.280\t1.081\t-0.991\t-1.068\t0.540\t0.319\t-0.770\t-1.091\t1.438\t0.357\t-1.364\t-1.294\t-0.362\t0.733\t0.595\t1.132\t-1.490\t0.224\t1.426\n4\t-0.057\t-1.821\t1.533\t1.169\t0.372\t-0.420\t0.010\t-2.644\t-1.107\t1.767\t0.517\t-1.949\t-0.828\t-1.925\t-0.780\t-0.165\t1.602\t0.785\t-0.302\t-0.253\t-0.801\t1.090\t1.210\t-1.338\t-1.721\t-0.319\t-0.196\t0.259\n1\t-0.219\t-0.031\t0.700\t0.270\t0.830\t1.587\t-0.575\t-0.130\t0.372\t1.011\t1.093\t1.238\t-1.006\t0.264\t-2.401\t0.035\t1.112\t-1.609\t0.567\t-0.310\t0.478\t0.062\t0.120\t-0.396\t0.318\t0.576\t-0.188\t-1.463\n1\t-0.788\t1.391\t-0.972\t1.181\t-0.862\t0.294\t-0.358\t-0.285\t-0.748\t0.667\t0.922\t1.185\t-0.852\t1.159\t0.838\t-2.040\t0.183\t0.955\t0.244\t-0.629\t-1.600\t-0.988\t0.462\t-1.339\t-0.528\t0.323\t-0.663\t-1.068\n4\t-0.877\t1.481\t2.150\t-0.273\t-1.171\t-1.044\t-1.208\t-0.282\t1.630\t-0.126\t-0.543\t0.503\t0.326\t-0.437\t-0.238\t0.258\t0.512\t-0.544\t1.354\t1.266\t0.528\t-0.930\t-2.113\t-2.249\t0.618\t0.632\t1.277\t-1.356\n2\t2.665\t0.470\t0.741\t0.652\t1.178\t0.621\t0.467\t-0.065\t1.614\t0.600\t-1.166\t0.821\t0.368\t-0.050\t0.521\t-1.677\t-0.625\t1.091\t0.313\t0.113\t0.290\t-0.210\t-0.101\t0.414\t-0.855\t-1.183\t1.478\t-1.117\n4\t-2.508\t1.543\t0.015\t1.539\t1.804\t-0.155\t1.349\t-1.060\t0.433\t-0.473\t0.696\t0.883\t-0.160\t0.545\t0.945\t0.188\t2.539\t-0.137\t1.656\t1.145\t-1.860\t1.493\t1.074\t0.114\t0.369\t0.493\t1.375\t-0.413\n4\t-0.564\t0.889\t-1.445\t-1.339\t0.875\t-0.260\t0.821\t0.457\t-0.066\t-0.346\t-0.237\t0.133\t-1.271\t0.633\t-1.497\t2.360\t1.102\t-0.747\t1.507\t-0.839\t1.288\t0.351\t1.407\t-1.268\t1.057\t-1.881\t-0.091\t-2.089\n4\t0.016\t0.595\t1.775\t0.081\t-1.491\t1.182\t-1.357\t-0.496\t1.193\t-0.335\t-0.572\t0.281\t0.010\t-0.693\t0.878\t1.228\t1.388\t0.552\t-0.701\t-1.255\t-2.317\t1.033\t0.195\t-0.419\t-1.933\t-1.183\t-1.765\t1.442\n4\t0.754\t0.508\t-0.704\t0.885\t-1.530\t-1.735\t-1.276\t-0.033\t0.675\t-2.976\t1.323\t0.131\t-1.568\t0.101\t1.093\t0.599\t1.099\t-1.366\t-0.414\t-0.925\t1.718\t0.639\t2.847\t-0.468\t-0.725\t-0.143\t1.378\t-0.366\n4\t-0.727\t0.060\t-0.130\t1.096\t-0.231\t0.839\t-1.472\t-0.524\t0.695\t2.067\t-0.142\t0.829\t1.336\t0.953\t0.748\t-0.354\t1.519\t-1.318\t-1.267\t1.867\t0.362\t-1.238\t-1.434\t-1.476\t2.034\t-0.081\t-0.517\t1.629\n2\t-0.401\t0.437\t-1.038\t-1.859\t-0.401\t-1.788\t-0.067\t-1.137\t-1.125\t1.472\t0.274\t-1.536\t-0.048\t-0.143\t-2.068\t0.348\t0.953\t-0.423\t-0.292\t-0.557\t0.385\t-0.249\t-0.210\t-0.809\t2.041\t-0.260\t0.701\t0.265\n0\t0.575\t0.999\t-0.379\t-0.609\t-0.158\t-1.115\t0.305\t-0.009\t-0.936\t0.641\t-0.633\t0.228\t-0.303\t0.981\t0.727\t-0.382\t-1.180\t-0.150\t-0.992\t-1.127\t0.427\t0.603\t0.117\t-0.384\t-1.017\t-0.199\t-0.415\t0.568\n2\t-1.656\t0.738\t-1.375\t0.432\t0.022\t1.456\t-0.156\t-1.349\t1.262\t-0.996\t0.045\t-0.421\t-0.007\t0.999\t0.482\t-0.123\t0.271\t-1.925\t-0.891\t-0.817\t-1.089\t0.171\t-1.307\t-0.885\t2.290\t0.114\t-1.112\t0.262\n2\t1.380\t1.226\t-0.085\t0.214\t-1.069\t-1.836\t0.980\t0.520\t-0.732\t-0.966\t0.173\t0.072\t0.683\t-0.618\t-0.760\t-0.784\t2.215\t-0.369\t0.194\t-1.709\t-0.559\t-0.402\t1.832\t1.247\t-1.449\t0.693\t-0.478\t-0.289\n2\t-2.237\t1.359\t1.235\t0.368\t-0.006\t1.040\t0.618\t-0.059\t-0.237\t-0.238\t-0.492\t-0.102\t1.690\t0.883\t-0.739\t2.233\t0.149\t0.161\t-1.602\t-0.940\t0.991\t-1.169\t0.067\t-1.011\t0.771\t0.906\t-0.886\t-0.061\n2\t-1.118\t1.092\t-0.578\t0.913\t0.291\t0.738\t-0.784\t-1.087\t-0.721\t0.443\t-0.688\t0.254\t0.578\t-1.946\t-0.268\t-0.617\t0.832\t1.971\t-0.392\t1.631\t0.414\t-0.511\t0.038\t-0.074\t0.925\t-1.912\t0.217\t1.383\n1\t1.310\t1.014\t-0.344\t-2.125\t0.582\t-0.125\t-0.978\t-0.556\t1.434\t-1.137\t0.468\t0.218\t-0.357\t0.645\t1.632\t-0.296\t-0.243\t0.622\t0.918\t-0.128\t-0.305\t-2.218\t-0.778\t-1.139\t0.685\t-0.244\t-0.283\t-0.009\n3\t-0.541\t-1.106\t0.763\t-1.283\t0.736\t1.458\t1.478\t-0.826\t2.162\t0.428\t-0.885\t-1.104\t-0.847\t1.178\t-0.314\t-0.137\t0.214\t1.316\t-0.183\t-0.877\t-1.149\t1.634\t0.298\t1.056\t0.973\t-0.877\t0.763\t-1.961\n2\t0.062\t0.945\t-0.271\t-0.293\t-0.733\t-0.497\t1.593\t-0.393\t-0.198\t0.320\t2.022\t-0.465\t-0.297\t-0.031\t0.132\t-0.729\t-0.578\t0.513\t1.352\t2.484\t-1.150\t-0.000\t-1.631\t-1.030\t-0.025\t-0.255\t-1.006\t1.540\n2\t0.586\t0.590\t0.354\t1.385\t1.018\t-0.552\t0.725\t1.271\t-0.108\t1.074\t0.275\t-1.119\t-1.419\t-0.510\t-0.980\t2.284\t0.496\t-0.973\t0.712\t-1.186\t-1.125\t1.367\t-1.568\t0.495\t-0.744\t-0.061\t-0.794\t-1.311\n3\t1.341\t0.462\t-0.219\t0.227\t-0.502\t0.881\t1.042\t0.666\t1.705\t0.846\t1.581\t-0.065\t-0.702\t0.259\t2.827\t0.438\t-1.961\t1.891\t-0.012\t-1.145\t-0.222\t-0.110\t0.640\t-0.454\t-0.296\t-0.005\t-0.423\t1.267\n4\t-0.495\t1.406\t1.041\t0.101\t0.985\t0.995\t2.709\t-0.018\t-1.670\t-0.722\t0.716\t-0.532\t-0.643\t-0.033\t1.973\t-0.995\t-1.851\t1.838\t0.625\t-1.770\t-0.420\t0.575\t-0.180\t-0.552\t0.135\t2.183\t-0.223\t-0.595\n1\t0.391\t1.492\t1.781\t-0.047\t0.910\t-0.157\t0.883\t0.828\t-1.777\t-0.053\t-1.401\t0.562\t0.023\t0.344\t0.704\t0.438\t0.509\t1.338\t-0.106\t0.555\t-1.148\t-0.334\t1.695\t-1.000\t0.783\t1.237\t0.202\t0.344\n3\t0.708\t-2.081\t-0.117\t-0.620\t0.328\t-0.557\t0.591\t-0.421\t1.698\t1.650\t-1.447\t0.323\t-0.462\t0.252\t0.587\t-1.279\t-0.974\t-0.849\t-0.551\t-0.522\t0.797\t0.222\t-0.871\t-0.320\t-2.370\t2.020\t0.018\t0.993\n0\t0.442\t0.133\t1.868\t0.329\t-0.135\t0.836\t-1.231\t-0.219\t0.262\t0.719\t0.241\t-1.289\t-0.885\t-0.431\t0.242\t-1.297\t1.409\t0.313\t0.286\t-0.173\t-1.443\t0.091\t0.748\t-0.153\t1.069\t-0.062\t0.696\t-0.111\n3\t-0.521\t-0.483\t1.309\t-1.251\t0.993\t-1.615\t1.608\t-2.390\t0.465\t-0.659\t-0.167\t-0.135\t0.606\t-1.962\t-0.031\t0.185\t-0.661\t-0.111\t-0.664\t0.555\t0.364\t0.217\t0.662\t1.247\t-0.992\t2.222\t0.393\t-0.501\n1\t-1.273\t0.934\t-1.436\t-0.251\t-1.065\t0.924\t0.812\t-1.420\t-0.761\t0.172\t-0.016\t-0.403\t0.124\t0.309\t-0.892\t-0.643\t-0.752\t-1.260\t0.828\t0.276\t0.622\t-0.566\t-1.833\t0.157\t-0.588\t-0.543\t-1.969\t-0.032\n4\t-0.192\t1.091\t-0.209\t-0.300\t-1.431\t0.015\t-2.118\t0.392\t2.451\t-1.061\t0.222\t-0.401\t1.991\t-3.001\t0.265\t-0.626\t1.199\t-1.510\t0.066\t1.830\t-0.817\t0.920\t-0.123\t-1.621\t-1.602\t-0.119\t0.739\t1.555\n1\t0.572\t0.530\t-0.575\t0.125\t-2.334\t0.990\t1.694\t0.191\t-1.606\t0.743\t-0.764\t0.182\t0.686\t0.546\t1.081\t0.146\t0.173\t0.737\t-0.071\t-0.688\t0.452\t-1.129\t-0.081\t-1.378\t-0.555\t-0.513\t-0.984\t1.101\n3\t-1.584\t1.424\t0.159\t-0.396\t-0.378\t-2.015\t0.593\t0.262\t-0.194\t1.278\t-1.384\t-0.597\t-0.850\t-0.279\t0.067\t0.430\t-0.347\t-0.877\t1.686\t2.412\t0.143\t-0.757\t1.475\t-1.447\t-0.335\t-0.696\t-1.160\t-0.280\n3\t-0.511\t-0.924\t-0.725\t-0.395\t0.262\t1.375\t-1.654\t0.374\t-1.719\t0.523\t-1.826\t-1.769\t0.518\t0.202\t-1.433\t1.098\t-0.268\t0.512\t1.008\t1.745\t-0.014\t-1.037\t1.124\t1.369\t0.853\t0.394\t1.166\t-0.305\n1\t-0.064\t-0.455\t1.016\t0.187\t0.052\t0.780\t-0.375\t1.569\t-0.788\t0.657\t1.434\t-1.377\t-0.343\t1.142\t1.157\t-0.171\t-0.735\t0.956\t1.184\t-1.165\t-1.204\t0.225\t0.629\t-0.299\t0.679\t-0.710\t-2.115\t-0.424\n1\t0.514\t-1.446\t1.141\t0.405\t0.972\t-0.425\t0.557\t0.481\t-0.362\t-0.391\t0.230\t1.205\t-0.224\t2.248\t0.575\t1.714\t-0.293\t-0.520\t-0.101\t0.808\t-0.526\t-1.177\t0.880\t-1.357\t-0.978\t0.134\t-0.316\t0.804\n2\t0.443\t0.528\t-0.914\t0.008\t-0.324\t0.955\t0.543\t0.637\t-0.225\t-0.410\t0.306\t1.215\t-0.908\t-0.471\t1.974\t-1.033\t1.147\t-1.671\t-0.597\t0.813\t-0.506\t-0.359\t-1.696\t-0.919\t-1.546\t-1.286\t0.726\t-1.296\n3\t0.312\t-0.970\t0.088\t-0.772\t-0.745\t-1.978\t1.573\t0.431\t1.225\t-1.528\t-0.515\t-0.843\t-0.282\t0.696\t-0.167\t-0.351\t0.777\t0.028\t-0.682\t0.881\t0.303\t-1.578\t0.872\t1.187\t-0.588\t0.046\t-2.329\t-1.784\n3\t1.468\t-0.126\t0.810\t-1.675\t-0.975\t0.515\t2.126\t1.376\t0.431\t2.059\t1.062\t-0.122\t0.016\t-1.586\t-0.999\t0.180\t0.295\t0.745\t-0.500\t0.602\t0.421\t1.443\t0.300\t1.014\t1.037\t0.414\t-2.109\t0.773\n1\t0.931\t0.311\t1.362\t-0.194\t-0.419\t1.388\t1.912\t0.009\t-0.753\t0.811\t-0.254\t0.599\t-0.259\t1.564\t-0.699\t0.481\t-0.489\t-0.282\t-0.412\t0.739\t0.918\t0.558\t-0.108\t0.140\t0.898\t0.929\t-2.690\t-0.272\n4\t1.354\t0.689\t0.208\t1.342\t0.425\t-0.387\t0.776\t0.739\t-0.444\t1.282\t0.614\t-0.028\t0.423\t1.187\t0.125\t-0.281\t-0.847\t-2.237\t-0.615\t-0.521\t1.856\t-1.603\t-0.236\t-1.467\t-0.499\t2.583\t-1.823\t-0.275\n1\t-0.264\t-0.312\t-0.041\t-0.137\t-0.394\t-0.214\t1.175\t0.969\t-1.172\t0.713\t-1.398\t1.492\t-0.954\t0.794\t0.637\t-0.305\t-0.383\t-0.230\t0.489\t0.844\t2.212\t1.739\t0.580\t0.265\t-0.538\t0.650\t1.375\t1.153\n0\t0.376\t0.606\t0.493\t0.453\t2.701\t-0.076\t0.936\t-0.471\t0.791\t0.939\t0.364\t1.669\t-0.884\t-0.487\t0.212\t0.881\t0.179\t1.286\t-0.662\t-1.141\t0.308\t-0.077\t0.543\t-0.027\t-0.340\t-0.075\t0.029\t-0.305\n1\t-0.277\t-0.685\t-0.361\t1.181\t-1.331\t-0.718\t-1.142\t1.071\t1.131\t0.360\t0.308\t-1.200\t0.199\t-1.122\t0.041\t-0.343\t-0.594\t0.028\t0.677\t1.775\t0.551\t2.278\t0.201\t1.784\t0.436\t0.240\t-0.168\t0.299\n1\t-0.296\t0.331\t1.145\t2.006\t1.114\t0.920\t1.402\t0.507\t0.459\t-0.333\t-0.123\t0.186\t-0.235\t-0.828\t-0.020\t-0.203\t-1.031\t1.414\t-0.854\t0.400\t0.261\t-1.115\t0.281\t0.396\t-0.085\t-0.062\t-0.584\t2.609\n0\t0.771\t0.311\t-0.822\t-0.172\t0.083\t0.102\t1.230\t0.176\t0.260\t1.165\t-0.057\t-0.196\t0.047\t-0.952\t-1.245\t-0.364\t0.283\t1.346\t-0.641\t1.274\t-1.636\t-0.049\t0.623\t-0.878\t0.898\t-1.163\t-0.930\t-0.782\n3\t1.984\t0.757\t0.417\t-0.985\t0.571\t-0.723\t1.267\t-0.971\t-0.113\t-0.555\t-0.988\t0.741\t0.535\t1.209\t-1.780\t1.064\t2.505\t-0.452\t1.895\t-0.263\t-1.372\t-0.306\t1.048\t-0.838\t-0.600\t0.594\t0.003\t0.585\n3\t-0.496\t0.682\t0.125\t0.219\t0.537\t0.887\t-0.911\t-0.006\t1.529\t-0.104\t0.979\t2.752\t-0.427\t-0.449\t0.720\t-1.161\t1.079\t1.945\t1.575\t-0.073\t1.055\t0.822\t-0.591\t-0.460\t1.686\t-0.449\t-0.662\t1.364\n2\t-0.692\t0.322\t-1.087\t1.281\t-0.167\t2.570\t0.985\t0.720\t0.022\t0.653\t1.547\t-0.312\t0.196\t-0.983\t0.914\t0.106\t1.090\t-0.981\t-0.757\t1.304\t0.929\t0.495\t-1.083\t0.559\t0.655\t1.113\t-1.141\t-0.420\n2\t0.411\t0.404\t0.097\t0.992\t0.886\t0.204\t0.066\t0.130\t-0.148\t-2.174\t1.135\t0.398\t-1.216\t1.428\t-0.590\t-0.108\t1.024\t0.220\t1.335\t-0.352\t1.691\t-0.778\t1.318\t-2.265\t-1.100\t0.298\t-0.400\t-0.075\n1\t1.686\t0.255\t-1.845\t2.254\t-0.680\t1.608\t-0.260\t0.631\t0.357\t-0.611\t0.976\t0.522\t-0.978\t0.939\t0.081\t0.354\t0.429\t1.104\t0.594\t-0.447\t-0.114\t-0.525\t0.971\t-0.127\t-0.251\t0.108\t0.378\t0.570\n3\t2.398\t-0.201\t0.679\t-0.951\t0.114\t1.422\t0.284\t1.806\t-0.606\t0.224\t-1.364\t1.093\t-1.106\t0.117\t1.980\t0.587\t-0.803\t-2.170\t-1.091\t0.471\t0.847\t-0.061\t-1.211\t-0.311\t-0.261\t1.165\t0.879\t0.301\n2\t-0.944\t-2.928\t-0.267\t-1.057\t-0.793\t-1.255\t2.031\t0.155\t-0.225\t-0.048\t-0.739\t-0.248\t-0.209\t-0.258\t0.186\t0.415\t-0.782\t0.630\t-0.053\t1.516\t-0.362\t0.941\t0.341\t0.677\t1.501\t-1.477\t-0.936\t0.225\n1\t-0.392\t-0.569\t1.149\t1.625\t-0.380\t-1.095\t-1.045\t1.154\t-0.503\t0.039\t0.529\t0.977\t-1.703\t-0.172\t0.311\t-1.679\t-0.973\t0.973\t-1.107\t1.324\t0.449\t1.265\t0.104\t0.340\t-0.915\t-0.800\t-0.269\t0.425\n0\t-1.288\t-0.892\t1.104\t0.874\t-0.151\t0.094\t-0.350\t0.152\t0.622\t0.288\t-0.731\t-0.313\t0.185\t-0.837\t0.267\t0.601\t-0.026\t1.055\t0.366\t0.655\t-0.776\t1.243\t0.572\t-0.174\t0.435\t0.012\t0.867\t-0.135\n2\t0.748\t0.014\t1.286\t0.567\t-1.665\t0.296\t0.784\t-0.289\t0.126\t-0.613\t-1.378\t-1.550\t-1.537\t0.669\t-2.490\t-0.666\t-0.766\t-0.282\t-1.856\t0.404\t-1.273\t1.132\t-0.622\t-0.096\t0.004\t0.244\t0.037\t-0.427\n0\t-0.126\t-0.707\t0.901\t-0.645\t-0.663\t-0.470\t-1.323\t0.589\t-0.020\t0.299\t0.090\t1.159\t0.852\t-0.685\t0.658\t0.712\t0.553\t-0.515\t-0.016\t0.164\t-0.409\t0.392\t0.106\t0.754\t0.021\t0.276\t1.769\t2.679\n1\t1.053\t0.036\t-1.072\t0.629\t-0.613\t-0.845\t-0.733\t-0.302\t-1.456\t-1.411\t-1.878\t-0.296\t-0.636\t-1.200\t-0.113\t0.730\t-2.152\t1.067\t0.131\t0.281\t1.080\t0.694\t-0.795\t-0.732\t0.595\t-0.025\t-0.957\t0.107\n0\t0.143\t-0.282\t0.029\t0.217\t-0.747\t-1.390\t1.339\t0.988\t0.378\t0.919\t1.914\t-0.535\t-1.120\t0.662\t-1.467\t0.038\t-0.298\t0.674\t-0.482\t1.200\t-0.747\t0.706\t-0.666\t0.548\t-1.015\t-0.024\t1.322\t0.115\n2\t0.423\t0.851\t-0.856\t0.483\t-0.728\t-0.910\t1.753\t-1.813\t-0.517\t0.222\t-0.599\t0.150\t-1.343\t-1.845\t-0.874\t0.152\t-0.172\t0.636\t-1.425\t-0.576\t-0.072\t-0.969\t0.138\t-0.281\t0.487\t0.289\t-1.853\t1.473\n1\t0.433\t0.313\t0.066\t-2.655\t-1.395\t0.101\t0.616\t0.290\t-0.892\t0.937\t1.482\t0.938\t0.990\t-0.559\t1.076\t0.146\t0.512\t0.365\t-0.121\t-0.860\t-0.082\t0.987\t-0.441\t0.893\t0.737\t-0.299\t1.389\t-0.356\n0\t-0.517\t-0.535\t-0.574\t-0.128\t1.747\t-0.092\t0.488\t0.032\t-0.308\t-0.024\t0.769\t-0.053\t-0.161\t-0.235\t-0.993\t1.040\t-0.447\t1.469\t0.245\t1.406\t-0.200\t-0.733\t1.043\t-0.561\t1.286\t0.579\t1.464\t-0.976\n2\t0.692\t1.347\t0.000\t-0.165\t-1.061\t-0.243\t1.157\t-1.447\t1.054\t-0.048\t-0.121\t-0.499\t-1.266\t-0.731\t-2.442\t1.518\t0.190\t1.123\t0.719\t2.077\t0.512\t-1.399\t1.014\t0.531\t-0.014\t-0.068\t-0.819\t0.449\n0\t-1.461\t-0.117\t0.786\t0.075\t0.672\t0.197\t1.276\t1.486\t-0.760\t0.884\t0.508\t2.505\t-0.798\t-0.117\t-1.032\t-0.973\t0.386\t0.206\t0.541\t0.520\t-0.236\t-0.243\t-0.971\t-0.701\t-0.057\t0.197\t0.711\t0.609\n3\t-1.005\t1.032\t0.899\t0.153\t-1.061\t-1.050\t-0.163\t-1.420\t0.830\t0.111\t-0.371\t-0.626\t0.273\t-0.148\t0.195\t-1.206\t-1.098\t1.916\t0.996\t-0.441\t-0.881\t-0.830\t-0.595\t-0.530\t0.450\t1.995\t2.126\t2.027\n2\t-1.320\t1.831\t1.179\t-0.469\t-1.713\t1.354\t-0.115\t1.238\t-1.594\t-0.599\t0.005\t0.047\t-0.450\t0.623\t-1.068\t-0.142\t0.120\t0.514\t0.712\t-1.125\t-1.534\t1.278\t0.332\t-0.748\t1.551\t0.116\t1.179\t0.068\n3\t0.330\t-0.522\t1.296\t0.330\t1.532\t-1.187\t-1.302\t0.432\t0.649\t-0.639\t1.081\t-1.082\t-0.031\t0.840\t1.307\t-0.083\t-1.523\t0.177\t0.454\t0.673\t0.547\t0.225\t1.643\t1.551\t-1.382\t0.108\t-1.399\t-2.214\n2\t1.163\t-1.363\t0.258\t0.305\t-0.107\t-0.049\t-1.652\t-0.868\t0.937\t-2.041\t-0.086\t-0.313\t-1.992\t1.692\t-1.030\t0.549\t-0.469\t-0.845\t-0.236\t-0.356\t-0.187\t-0.787\t-1.014\t1.004\t0.007\t-0.060\t-0.891\t1.574\n2\t-0.443\t-0.441\t0.294\t-0.147\t-1.743\t0.179\t-0.192\t2.106\t0.792\t0.001\t0.059\t1.519\t-0.061\t0.854\t-0.989\t0.736\t0.024\t-0.331\t-1.203\t-1.470\t-1.202\t-0.755\t0.660\t-2.501\t0.318\t-0.237\t1.337\t0.768\n3\t0.293\t-1.148\t2.007\t0.581\t-0.306\t0.532\t-0.344\t-2.032\t0.753\t0.965\t1.359\t-0.085\t0.595\t0.153\t1.617\t-0.230\t-0.189\t-0.460\t0.034\t0.853\t1.756\t-0.223\t-0.415\t-2.002\t-0.245\t-1.217\t2.527\t0.173\n0\t-0.546\t0.473\t-0.352\t0.032\t0.085\t-0.757\t-0.719\t-0.072\t-0.198\t0.570\t0.271\t0.606\t-0.141\t-0.807\t-1.043\t0.989\t-0.485\t-0.632\t1.279\t-0.393\t-2.180\t0.220\t-0.549\t-0.723\t-0.139\t-2.048\t-1.859\t-0.460\n3\t-0.217\t-0.452\t-0.456\t1.243\t0.251\t-0.737\t-1.436\t0.211\t-0.938\t-1.768\t1.089\t-1.232\t-1.787\t-0.137\t-0.300\t-0.873\t0.219\t-0.297\t2.199\t-0.193\t-1.273\t0.300\t0.383\t-0.335\t-1.663\t1.547\t-1.262\t0.884\n0\t-1.858\t0.981\t0.616\t-1.011\t0.362\t0.174\t0.711\t-0.505\t-1.024\t0.472\t0.577\t-0.382\t1.042\t0.412\t1.670\t-0.335\t-0.842\t-0.490\t-1.364\t0.354\t0.563\t-1.094\t1.199\t0.666\t-0.319\t0.230\t-0.284\t-0.988\n0\t-0.767\t-1.064\t0.582\t-0.154\t-0.387\t0.759\t1.168\t0.617\t-0.260\t1.104\t-1.234\t0.626\t-0.439\t-1.977\t-0.488\t0.768\t0.140\t0.603\t-1.167\t0.046\t0.355\t0.174\t-1.374\t-1.303\t1.020\t0.209\t-0.047\t0.472\n3\t1.807\t-0.152\t-0.656\t-0.344\t-0.387\t0.718\t-2.516\t0.903\t1.628\t-0.912\t-0.792\t-1.565\t-0.924\t1.461\t-1.074\t0.152\t-1.277\t0.167\t-0.478\t1.002\t0.493\t0.834\t-0.135\t-0.925\t-0.298\t1.217\t-0.900\t-0.544\n0\t0.038\t0.957\t1.464\t2.245\t0.352\t0.405\t0.254\t-0.832\t-0.367\t0.459\t1.212\t1.190\t-0.222\t-0.784\t1.456\t-0.607\t-1.238\t0.220\t-0.299\t-0.102\t-0.226\t-0.076\t-0.065\t0.562\t0.128\t-0.036\t0.436\t0.800\n3\t-1.173\t-1.923\t1.096\t1.270\t-1.726\t0.251\t-1.126\t-0.521\t-0.185\t-0.550\t0.953\t2.609\t-1.312\t0.859\t0.521\t-0.040\t-0.817\t-1.965\t0.447\t0.141\t0.099\t0.731\t0.490\t-0.016\t0.733\t0.094\t0.072\t1.318\n1\t0.948\t-0.983\t-0.698\t-1.196\t1.325\t0.828\t-1.059\t0.126\t0.037\t0.944\t-1.381\t0.555\t0.207\t-0.892\t1.174\t0.244\t0.017\t0.732\t0.749\t-0.846\t0.640\t1.528\t0.754\t0.770\t-0.624\t-0.379\t-0.765\t2.246\n2\t-0.705\t0.914\t1.293\t-0.596\t-0.680\t-1.359\t-2.086\t0.808\t1.129\t-0.170\t-0.896\t-0.482\t0.169\t0.792\t-1.101\t0.057\t-0.021\t-0.830\t0.798\t0.909\t-0.177\t0.062\t-1.020\t0.488\t1.948\t1.061\t-0.304\t-1.624\n4\t0.729\t0.082\t-0.954\t-2.085\t0.944\t0.986\t-1.654\t-0.335\t0.690\t1.516\t1.366\t-0.206\t0.362\t0.093\t0.184\t1.258\t0.330\t2.196\t1.972\t-0.565\t-0.754\t-0.950\t0.407\t-1.345\t-0.563\t-0.639\t2.492\t-0.551\n2\t-0.969\t-0.588\t0.376\t-1.798\t0.073\t1.161\t0.865\t-0.050\t0.021\t1.492\t1.371\t-0.095\t-0.630\t0.857\t1.131\t1.379\t0.584\t-0.356\t-1.670\t1.938\t1.603\t-0.767\t0.191\t-0.221\t0.066\t-0.400\t0.692\t-1.134\n2\t-0.740\t0.637\t-0.801\t0.882\t-1.646\t0.314\t1.654\t-0.385\t1.225\t-0.473\t-0.478\t2.164\t-0.281\t0.528\t0.774\t0.973\t-0.371\t0.318\t-1.033\t-0.741\t-0.592\t-0.069\t0.102\t0.742\t1.285\t0.336\t2.312\t0.090\n2\t-1.913\t-1.083\t1.948\t0.335\t0.332\t-0.003\t0.007\t-1.104\t-0.500\t-0.048\t-1.064\t-0.183\t0.344\t-0.460\t1.893\t1.054\t-0.064\t0.662\t-0.539\t0.613\t-1.111\t-0.831\t-1.360\t0.795\t-0.757\t0.300\t-2.065\t0.382\n1\t-0.378\t-0.787\t-1.460\t0.526\t0.770\t0.578\t-1.345\t0.371\t-1.269\t-0.030\t-0.767\t0.131\t-0.093\t0.395\t-0.784\t-0.972\t-0.310\t0.718\t-0.270\t0.242\t0.136\t-0.322\t-2.582\t1.914\t-0.580\t0.522\t-0.800\t-0.588\n3\t0.624\t-0.317\t-1.637\t2.391\t-0.597\t2.671\t-0.470\t1.512\t0.718\t0.764\t-0.495\t-0.273\t-0.259\t0.275\t-0.085\t-0.407\t-0.816\t-0.717\t0.534\t-0.702\t-1.099\t0.141\t-2.182\t-0.006\t0.079\t0.563\t0.341\t-1.278\n4\t-0.013\t-0.865\t-1.904\t0.266\t1.132\t2.320\t-0.188\t-0.259\t0.936\t1.712\t-1.236\t0.665\t1.828\t-0.249\t-1.158\t0.785\t-1.346\t1.190\t1.991\t-0.500\t1.658\t0.631\t1.386\t-0.650\t0.623\t0.242\t-0.786\t-0.352\n0\t0.774\t0.257\t0.427\t-0.651\t-0.336\t0.275\t0.487\t1.185\t0.491\t0.747\t0.947\t1.932\t0.206\t-0.572\t-0.699\t-0.157\t-0.120\t1.685\t-1.395\t-1.002\t-0.458\t0.545\t-1.254\t-0.590\t0.227\t0.042\t-0.744\t0.310\n1\t0.698\t1.638\t-0.356\t0.230\t1.409\t0.835\t0.822\t-0.126\t0.353\t-1.345\t-0.600\t-0.358\t-0.601\t0.202\t0.041\t1.104\t1.612\t2.134\t-0.123\t-0.661\t-1.219\t1.101\t-0.150\t-0.692\t0.636\t-1.264\t0.106\t-0.934\n1\t0.340\t-0.059\t-0.858\t0.201\t1.825\t0.911\t0.468\t-0.655\t-0.478\t0.197\t0.565\t-0.137\t0.001\t-1.115\t-0.309\t0.218\t0.218\t1.319\t-0.870\t-0.248\t1.829\t-1.214\t-0.202\t1.630\t1.724\t-0.021\t-0.887\t-0.247\n3\t2.195\t0.373\t1.053\t1.375\t-0.043\t-0.655\t0.660\t0.967\t0.567\t1.151\t1.070\t1.006\t0.730\t-1.529\t0.588\t-0.105\t-2.336\t0.135\t-0.041\t-0.854\t-0.663\t-1.023\t-0.166\t-1.903\t-0.875\t1.187\t0.552\t-1.089\n3\t-0.377\t0.995\t0.261\t-0.419\t0.773\t-1.065\t-2.325\t-0.686\t-0.139\t2.076\t-0.577\t0.685\t-0.511\t-1.117\t1.051\t-0.435\t0.172\t0.431\t2.775\t0.328\t1.148\t-0.791\t-0.317\t0.254\t-1.292\t-0.946\t0.149\t0.142\n3\t-0.327\t1.313\t1.405\t0.945\t-0.198\t0.287\t-1.275\t1.990\t-0.852\t-0.254\t0.099\t-0.107\t-0.657\t1.394\t0.950\t0.322\t-0.400\t1.064\t-0.464\t1.570\t0.111\t1.230\t-0.114\t0.072\t1.225\t2.194\t1.560\t0.877\n0\t-0.091\t-0.699\t-1.148\t-0.314\t-0.878\t0.028\t0.992\t-0.301\t-0.426\t1.074\t0.734\t0.798\t-2.521\t-0.448\t-0.572\t-0.826\t1.054\t-0.543\t-1.390\t0.246\t-0.008\t-0.922\t1.018\t0.531\t0.528\t0.484\t1.090\t-0.155\n0\t0.918\t0.343\t-0.544\t0.390\t-0.290\t0.984\t-0.717\t-0.016\t-0.744\t-0.971\t-0.114\t1.396\t0.486\t-0.147\t-0.111\t-1.597\t-0.852\t-0.774\t0.159\t0.977\t-0.158\t0.211\t0.037\t0.146\t0.013\t0.391\t-0.708\t0.887\n1\t-1.760\t-0.850\t-0.622\t0.836\t-0.702\t1.013\t1.142\t0.171\t-0.452\t-1.009\t-0.878\t0.680\t0.832\t-0.338\t0.162\t-1.509\t-0.553\t0.382\t-0.654\t-1.229\t-0.902\t-1.455\t-1.055\t0.804\t1.419\t1.692\t-0.203\t-0.124\n0\t-1.570\t1.595\t-0.674\t0.510\t0.554\t-0.642\t0.632\t-0.418\t-0.687\t-0.044\t1.757\t0.318\t0.930\t0.082\t-0.520\t0.350\t-0.133\t-0.438\t0.768\t0.439\t-0.621\t0.894\t-0.007\t0.844\t-0.660\t-0.863\t-0.458\t0.028\n2\t1.719\t0.155\t0.355\t1.060\t-0.261\t-0.175\t-2.945\t0.482\t-0.250\t1.101\t0.543\t-1.213\t0.988\t1.277\t0.257\t-1.503\t-0.458\t-0.375\t1.333\t0.500\t0.131\t0.247\t-0.178\t-0.434\t-0.716\t-0.890\t-0.712\t0.172\n4\t0.759\t-1.955\t-0.239\t-0.221\t-0.600\t1.209\t-0.040\t-0.414\t-2.563\t0.397\t-0.334\t-0.154\t0.464\t-1.242\t-0.213\t-0.328\t0.331\t-0.879\t-0.484\t1.251\t-0.909\t1.096\t1.090\t3.412\t0.700\t0.239\t1.138\t-0.386\n4\t0.024\t0.733\t-2.695\t-1.192\t0.568\t-1.694\t-0.649\t-0.745\t0.162\t1.297\t-1.381\t-0.345\t-1.108\t0.118\t-0.484\t0.165\t0.123\t1.043\t-1.397\t1.159\t0.366\t-0.341\t0.574\t-1.207\t1.838\t-1.052\t-2.434\t-0.203\n1\t0.899\t-0.608\t-0.136\t0.786\t1.173\t-0.524\t1.960\t0.313\t-1.043\t0.369\t-0.383\t0.434\t-0.043\t0.074\t-0.912\t0.990\t-1.156\t-1.109\t0.367\t1.603\t-0.353\t0.701\t1.073\t0.815\t-0.311\t-1.091\t-2.208\t-0.263\n1\t-0.366\t0.116\t-1.446\t-1.624\t-2.027\t0.541\t0.290\t-0.116\t-0.451\t-1.614\t-0.792\t-1.640\t1.040\t-0.825\t1.179\t0.537\t0.765\t-0.079\t0.584\t-0.831\t-1.026\t-0.047\t0.252\t0.033\t-0.793\t0.008\t1.154\t-0.552\n3\t0.322\t-1.130\t-1.063\t-1.174\t0.329\t0.101\t1.741\t0.081\t2.016\t0.697\t0.276\t0.698\t-0.853\t-0.263\t-1.319\t0.465\t-0.252\t-1.074\t-2.367\t-1.422\t0.480\t-0.315\t0.500\t-1.552\t-1.037\t-1.766\t1.472\t0.465\n2\t-0.839\t-0.309\t0.331\t0.976\t-0.479\t-0.186\t-1.106\t-1.196\t0.813\t1.356\t-0.072\t1.004\t0.362\t-0.645\t0.361\t1.538\t-0.036\t1.565\t-2.620\t0.822\t0.087\t-0.299\t0.092\t-1.988\t-0.220\t0.357\t1.478\t-0.518\n4\t-0.304\t1.848\t0.628\t-0.041\t1.480\t0.182\t0.229\t1.042\t-0.677\t1.019\t0.566\t-0.921\t1.958\t-0.457\t-1.634\t-0.778\t-1.036\t0.196\t1.623\t0.249\t1.586\t1.067\t-2.666\t0.899\t-0.581\t0.513\t-0.058\t2.786\n4\t0.216\t-1.229\t0.326\t-2.901\t0.349\t0.311\t1.488\t2.818\t0.180\t0.140\t-0.014\t0.954\t0.429\t-1.090\t-0.980\t-1.255\t0.168\t-0.043\t0.891\t0.455\t-0.573\t-2.104\t-0.182\t0.037\t0.927\t-0.901\t1.077\t-0.759\n2\t-0.789\t1.098\t0.333\t-1.100\t0.186\t0.428\t-0.359\t-1.287\t-1.089\t-1.586\t2.140\t-1.729\t-1.254\t-0.023\t-1.827\t-1.159\t0.115\t0.203\t0.410\t0.715\t-0.040\t-0.689\t0.457\t1.391\t0.618\t-0.864\t0.614\t0.559\n3\t0.272\t0.432\t-0.168\t1.272\t1.933\t-2.293\t0.815\t-0.895\t-2.593\t0.517\t0.519\t0.680\t0.371\t0.875\t-0.603\t0.263\t0.698\t1.353\t0.044\t-0.214\t-0.055\t-1.194\t0.770\t-1.457\t0.391\t0.085\t-1.551\t-1.494\n3\t0.537\t0.413\t1.025\t1.836\t-0.467\t-1.445\t-0.578\t-0.310\t0.997\t-0.490\t0.926\t-0.531\t0.282\t-0.502\t-2.164\t-1.363\t-1.331\t-0.508\t1.464\t0.176\t-0.554\t0.378\t1.632\t-2.494\t0.080\t-1.288\t1.342\t0.353\n4\t-0.957\t0.440\t0.318\t-1.489\t-0.746\t-0.691\t-0.444\t-0.956\t0.939\t1.061\t-0.788\t-1.154\t-0.013\t1.330\t2.154\t-0.675\t-2.275\t-1.487\t-1.782\t0.417\t0.098\t0.217\t1.126\t1.629\t0.843\t0.735\t-1.474\t-0.509\n3\t1.310\t0.048\t0.095\t-0.788\t-1.884\t-0.819\t0.570\t-0.201\t-0.333\t-1.699\t1.811\t-0.059\t2.342\t0.367\t1.551\t-0.718\t-1.514\t-0.186\t0.560\t0.669\t0.395\t2.292\t0.392\t-0.310\t-0.234\t-0.805\t0.293\t1.082\n3\t1.847\t-0.469\t-2.419\t0.743\t0.427\t0.109\t-0.232\t1.351\t-1.546\t1.532\t1.734\t0.150\t0.284\t-1.186\t1.004\t1.271\t0.764\t-1.240\t-1.609\t-0.240\t0.079\t1.015\t-0.241\t1.063\t1.129\t0.474\t0.869\t-0.416\n0\t-0.226\t-0.049\t-0.424\t0.330\t0.369\t1.765\t-0.808\t0.902\t-0.030\t0.615\t0.480\t-0.053\t0.669\t-0.926\t0.574\t-1.470\t0.444\t0.665\t-1.817\t-1.220\t-0.788\t0.990\t1.017\t-0.398\t0.274\t-1.094\t-0.232\t0.872\n3\t0.710\t0.008\t0.395\t1.826\t-0.196\t-1.092\t-2.526\t1.936\t1.981\t-0.991\t1.286\t1.033\t0.641\t0.503\t-0.745\t0.129\t0.348\t0.070\t-0.055\t1.300\t1.016\t0.874\t0.932\t0.229\t1.166\t-1.198\t0.070\t0.708\n1\t-0.046\t0.119\t-0.099\t-0.370\t-0.412\t-1.827\t-0.277\t-0.373\t-0.678\t-0.626\t0.041\t-0.381\t0.756\t-1.454\t0.943\t1.321\t0.784\t-2.177\t0.215\t-1.177\t-0.920\t-0.374\t0.162\t0.861\t0.209\t-0.628\t1.554\t1.111\n0\t-0.435\t-0.036\t0.527\t2.479\t0.896\t-0.656\t-0.764\t0.002\t-0.075\t0.770\t0.001\t0.217\t-0.754\t-0.144\t0.492\t2.179\t-0.037\t0.276\t-0.495\t-0.778\t0.512\t0.477\t-1.310\t-1.363\t0.956\t-0.768\t0.142\t0.292\n0\t-0.268\t-0.709\t-0.526\t0.707\t-0.138\t-0.958\t-0.399\t0.830\t-0.320\t-2.570\t0.905\t-0.245\t0.794\t-0.409\t0.479\t0.572\t-0.738\t-1.332\t-1.145\t0.203\t-0.152\t-0.020\t0.427\t-0.324\t-0.453\t-0.825\t0.374\t1.700\n3\t-1.660\t-1.256\t-0.460\t-0.240\t-0.894\t-1.159\t1.510\t0.263\t0.585\t-0.137\t0.289\t0.933\t-0.996\t0.265\t0.696\t1.545\t1.948\t0.070\t1.139\t-2.670\t1.552\t-0.726\t-0.241\t0.441\t-0.153\t0.196\t1.588\t-0.384\n2\t0.969\t0.427\t-0.646\t1.775\t-1.194\t0.919\t1.001\t-0.671\t1.392\t-0.250\t0.289\t0.260\t-0.134\t0.811\t0.793\t-1.749\t1.304\t-1.662\t1.033\t1.127\t-1.091\t-0.411\t-1.106\t-0.215\t-0.308\t0.780\t1.310\t1.396\n0\t0.788\t0.754\t0.603\t-0.034\t1.722\t0.700\t0.222\t0.567\t-0.399\t-0.057\t-2.082\t-0.387\t1.760\t0.148\t0.107\t0.999\t0.358\t-0.786\t0.024\t-1.135\t0.184\t-0.838\t0.928\t-0.510\t-0.825\t-0.113\t0.365\t-1.207\n0\t1.113\t-0.002\t-0.023\t0.181\t0.004\t-0.770\t0.208\t0.509\t-0.545\t0.477\t-0.737\t-0.332\t-0.158\t1.075\t0.311\t0.823\t0.246\t0.503\t-0.248\t0.023\t1.012\t-1.499\t0.006\t0.181\t0.519\t0.193\t0.089\t-1.017\n2\t1.818\t0.498\t-1.502\t-0.228\t0.245\t-1.685\t-0.536\t-1.405\t-1.030\t0.339\t-0.049\t-1.095\t-0.067\t-0.362\t0.883\t-2.074\t-0.741\t1.517\t-1.164\t-1.081\t-0.518\t1.269\t0.402\t-1.062\t-0.084\t-0.352\t0.450\t-0.042\n2\t-0.224\t0.191\t0.317\t-1.978\t0.370\t0.375\t0.012\t0.765\t0.328\t-1.258\t1.552\t0.444\t-1.281\t-0.571\t-0.489\t0.427\t0.790\t0.144\t0.496\t0.396\t-2.255\t-0.953\t-2.418\t-0.786\t-0.235\t-1.300\t-0.386\t0.385\n1\t-0.226\t0.499\t0.719\t-1.400\t-0.190\t-1.072\t-0.565\t1.273\t1.153\t0.589\t-1.405\t0.187\t-0.576\t0.992\t-0.563\t-0.828\t0.361\t1.214\t1.068\t1.299\t1.308\t1.633\t0.181\t-0.445\t-0.826\t1.195\t-0.173\t-0.910\n2\t1.487\t0.815\t0.242\t-0.459\t-0.549\t-0.336\t0.457\t0.836\t-1.444\t-1.947\t-0.951\t-0.408\t1.196\t-0.280\t0.255\t0.418\t-1.024\t1.460\t-0.665\t1.560\t-0.126\t-0.338\t-1.111\t0.197\t2.254\t0.414\t0.270\t-0.667\n2\t0.134\t-2.809\t-0.589\t1.407\t0.982\t-0.509\t-0.433\t0.567\t0.935\t-0.533\t-0.234\t-0.566\t-1.331\t-0.220\t-0.296\t-1.261\t0.646\t0.483\t0.696\t-0.768\t-1.984\t0.467\t-0.664\t-0.891\t-1.257\t-0.275\t1.577\t-0.505\n2\t-0.007\t0.654\t0.300\t-0.160\t-0.415\t0.932\t-0.931\t0.773\t0.808\t-0.445\t0.303\t0.553\t-0.111\t-0.877\t-1.309\t-1.049\t0.823\t-1.359\t0.323\t-0.419\t-1.041\t-1.409\t-0.156\t1.282\t0.079\t2.771\t1.826\t-0.969\n4\t-0.020\t-2.806\t0.460\t0.553\t-0.713\t-0.138\t0.914\t-0.473\t-1.644\t-1.999\t-1.183\t2.036\t1.204\t-1.055\t-1.515\t0.872\t-1.056\t-0.363\t0.240\t0.415\t-0.953\t-0.321\t0.408\t-2.044\t-0.186\t1.377\t0.406\t-0.823\n0\t-1.146\t-0.460\t1.027\t0.773\t-0.588\t0.467\t-0.451\t0.384\t0.782\t-0.718\t-0.361\t0.100\t-0.490\t-0.609\t0.359\t1.080\t-0.581\t-0.749\t-0.838\t-0.091\t1.344\t-0.399\t1.324\t-0.484\t-1.310\t1.707\t-0.141\t0.947\n3\t-0.900\t1.307\t-0.260\t-2.423\t-0.924\t1.963\t0.640\t-0.396\t0.809\t-1.438\t0.855\t1.461\t-0.758\t0.641\t1.130\t-2.088\t-0.986\t-0.244\t0.659\t0.295\t0.071\t-0.015\t-0.740\t-1.605\t0.106\t-0.224\t-0.036\t-0.253\n3\t-1.542\t0.502\t1.440\t0.053\t-0.427\t0.805\t-0.161\t-0.275\t0.316\t0.753\t-1.073\t-1.747\t-1.189\t-0.811\t1.953\t-0.461\t0.520\t-0.569\t-0.679\t1.087\t-1.801\t1.310\t-0.005\t0.109\t1.083\t1.419\t-0.888\t-1.525\n0\t0.220\t0.132\t0.564\t-0.492\t-0.214\t0.810\t0.277\t-0.114\t-1.401\t1.498\t-0.661\t0.987\t0.176\t-1.293\t1.252\t0.255\t1.335\t-0.182\t0.704\t-1.763\t-0.500\t-1.273\t-0.375\t0.472\t-0.605\t0.864\t-0.857\t0.885\n2\t-0.303\t-0.931\t-0.018\t0.123\t0.157\t-1.561\t1.262\t0.247\t-0.227\t-1.078\t1.245\t2.138\t2.150\t0.231\t1.059\t0.518\t-0.843\t0.664\t1.188\t-1.775\t-0.960\t-0.884\t0.628\t-1.403\t-0.302\t0.042\t-0.755\t0.493\n4\t-1.210\t-0.115\t-1.503\t-0.200\t-1.249\t0.207\t-0.679\t0.291\t1.082\t1.589\t-2.528\t-0.834\t-0.303\t0.460\t-1.650\t-0.982\t0.130\t0.085\t0.378\t0.444\t0.339\t0.194\t0.056\t0.665\t-2.239\t1.544\t-2.204\t-1.079\n3\t0.326\t-0.491\t0.950\t-2.250\t-0.512\t1.331\t1.182\t-0.106\t-1.048\t-0.666\t-0.558\t-1.145\t0.728\t-0.010\t1.477\t-1.323\t-0.995\t0.730\t1.870\t-1.170\t0.122\t-0.735\t-1.560\t-0.775\t-0.551\t0.049\t-1.538\t0.337\n4\t1.123\t0.416\t-0.064\t1.365\t0.390\t0.209\t1.934\t-1.105\t-1.498\t1.986\t-1.772\t1.887\t0.107\t-1.320\t0.422\t-1.004\t-0.613\t0.467\t-0.858\t-0.878\t0.839\t-0.643\t-0.992\t-1.991\t-0.925\t-0.876\t-1.000\t1.512\n4\t-2.078\t1.318\t-1.470\t-0.147\t-0.183\t0.533\t0.168\t-0.533\t1.713\t1.709\t0.356\t-0.131\t1.514\t1.056\t-1.271\t2.227\t-0.961\t-0.453\t-1.484\t-0.521\t1.179\t0.030\t0.217\t-0.810\t0.704\t-1.920\t-0.333\t-0.146\n3\t1.520\t-2.293\t-0.952\t-0.323\t0.763\t-0.647\t-0.684\t0.156\t-0.474\t-1.345\t1.188\t0.609\t0.882\t0.186\t-0.108\t1.398\t-0.744\t0.504\t0.181\t0.102\t-1.497\t-0.958\t1.846\t0.612\t-1.169\t-1.705\t-1.137\t-0.891\n3\t-0.357\t-0.485\t-0.723\t0.416\t-0.502\t0.010\t-0.889\t-0.558\t1.914\t-0.800\t1.495\t-1.110\t1.585\t-0.148\t0.359\t-0.932\t0.261\t0.365\t0.009\t-1.419\t-0.872\t-1.266\t-0.051\t-0.987\t-1.201\t-1.179\t-0.900\t2.525\n4\t1.617\t-1.622\t-2.033\t0.167\t0.840\t-1.711\t-1.300\t0.793\t-1.152\t-0.256\t0.210\t0.955\t-0.306\t0.492\t-1.240\t0.589\t-0.909\t-1.381\t2.065\t1.830\t0.148\t1.547\t-0.326\t-0.136\t-0.177\t-0.913\t-2.344\t-0.309\n2\t1.295\t0.681\t0.815\t-0.027\t0.785\t1.884\t0.988\t0.670\t-2.202\t0.640\t0.302\t-0.530\t-0.632\t0.764\t1.528\t-0.133\t-0.480\t-0.917\t-1.548\t-0.104\t0.713\t0.508\t-0.975\t0.517\t-0.208\t-1.411\t-1.906\t0.193\n4\t0.396\t0.690\t0.330\t-0.497\t1.549\t-0.475\t0.388\t-0.173\t-1.084\t-0.576\t0.634\t2.456\t0.311\t0.372\t-1.070\t2.409\t-0.555\t1.027\t-0.651\t-0.001\t-0.599\t-0.850\t0.840\t1.300\t-1.804\t1.251\t1.770\t-1.730\n1\t-1.338\t0.103\t-0.269\t-0.540\t1.291\t1.977\t0.641\t-0.638\t1.569\t-1.936\t-0.236\t0.315\t-1.408\t-0.832\t-0.568\t0.784\t0.094\t-0.025\t-0.458\t0.450\t1.113\t-0.198\t0.828\t0.926\t-0.380\t0.246\t0.747\t-0.621\n3\t2.175\t-0.986\t-0.064\t-0.112\t-1.686\t0.486\t0.313\t1.111\t0.411\t0.193\t-0.683\t-1.836\t0.606\t1.550\t-1.428\t0.718\t-0.068\t-0.968\t1.515\t0.300\t0.252\t-1.516\t1.651\t-0.701\t0.334\t0.990\t0.363\t0.852\n4\t1.060\t-0.652\t1.759\t1.896\t0.578\t-2.229\t-0.843\t-1.533\t-0.148\t-0.638\t0.443\t-1.242\t-2.361\t0.973\t1.049\t-2.309\t-0.540\t-0.408\t-0.600\t1.281\t0.151\t-1.779\t0.718\t0.127\t0.067\t0.660\t-1.929\t-0.023\n4\t-0.552\t-1.177\t1.450\t0.540\t0.989\t-0.983\t1.334\t-2.897\t-1.282\t0.164\t0.907\t-0.679\t-1.973\t-0.897\t-1.123\t2.796\t0.689\t-1.021\t-1.577\t-0.820\t0.162\t-0.482\t2.154\t-0.745\t0.619\t-0.706\t0.835\t-0.440\n1\t-1.213\t-0.183\t-0.478\t-1.750\t0.595\t-0.954\t0.268\t1.871\t-0.958\t0.575\t-0.741\t-1.561\t1.615\t0.178\t0.380\t-1.407\t-0.703\t-0.471\t-0.063\t0.861\t0.482\t-0.458\t-0.791\t-0.388\t-0.179\t-0.474\t-0.224\t1.145\n4\t0.010\t1.698\t0.586\t0.751\t0.041\t-0.152\t-1.545\t-2.259\t0.196\t1.313\t0.344\t0.624\t1.584\t0.329\t-0.123\t-0.819\t2.022\t0.527\t-0.944\t-1.171\t1.253\t-1.037\t1.854\t-2.756\t1.423\t0.487\t0.119\t-0.175\n3\t-1.854\t-0.070\t-1.585\t-0.378\t-1.241\t-0.070\t-0.915\t-0.693\t1.064\t-0.448\t-2.739\t-0.166\t1.414\t0.360\t0.924\t-0.611\t0.637\t-0.458\t0.319\t1.172\t-1.075\t-1.797\t-0.421\t0.329\t1.647\t0.088\t0.627\t-0.686\n3\t0.471\t-0.079\t0.626\t0.798\t0.642\t-1.549\t2.033\t2.403\t-1.909\t0.511\t2.046\t1.002\t1.013\t-1.439\t0.791\t0.239\t0.780\t-1.036\t-1.071\t-0.143\t-0.379\t-0.157\t-0.480\t-0.201\t-0.666\t-0.048\t-1.424\t0.514\n4\t-0.243\t0.115\t1.298\t0.646\t0.701\t0.723\t-0.154\t0.319\t-1.085\t1.269\t-2.783\t-0.087\t1.141\t-1.364\t0.400\t-0.681\t-0.369\t0.946\t0.198\t-2.034\t-0.976\t0.975\t0.449\t1.748\t1.683\t-0.342\t2.503\t0.024\n4\t-0.107\t0.657\t-0.300\t-1.099\t0.851\t-2.220\t-0.488\t-1.099\t1.071\t0.224\t-1.957\t0.554\t0.051\t-0.903\t-0.644\t0.618\t0.889\t-0.352\t0.534\t-0.869\t1.709\t2.086\t-1.427\t1.416\t1.343\t0.675\t-2.660\t1.202\n2\t1.279\t-1.467\t-1.246\t-0.014\t-0.479\t0.705\t0.457\t1.576\t0.543\t0.470\t-1.136\t-0.254\t0.927\t2.938\t-0.842\t1.177\t0.016\t0.119\t-0.819\t-0.478\t-0.091\t0.884\t1.509\t-0.483\t-0.552\t0.753\t-0.247\t1.070\n4\t-0.734\t-0.496\t0.392\t1.784\t0.604\t-0.387\t-0.305\t-0.149\t-1.341\t-0.458\t-0.502\t2.778\t0.927\t-1.073\t-1.569\t-1.306\t1.414\t-1.349\t1.610\t0.240\t-0.246\t-1.145\t1.264\t0.546\t0.900\t-0.273\t0.667\t1.482\n0\t0.441\t0.303\t-0.778\t-1.144\t1.085\t0.492\t1.286\t-1.059\t0.075\t0.794\t1.799\t0.458\t0.391\t-0.683\t-0.177\t-1.312\t-0.638\t1.030\t-0.761\t0.042\t-0.496\t0.297\t-0.601\t0.363\t0.400\t-0.648\t-1.198\t-1.012\n0\t-0.764\t0.115\t-0.417\t0.163\t1.187\t0.402\t0.372\t0.044\t1.589\t-0.983\t0.387\t-0.614\t0.308\t-0.499\t0.433\t0.059\t1.341\t-0.656\t-1.019\t0.347\t-0.334\t0.942\t-1.288\t0.993\t-0.758\t2.074\t1.055\t-0.034\n3\t-0.627\t1.316\t-3.091\t0.254\t0.330\t-0.862\t1.070\t0.681\t0.273\t-1.904\t-1.051\t1.955\t0.004\t1.411\t-1.437\t-0.983\t-0.481\t0.330\t1.006\t-0.516\t1.816\t0.579\t-0.379\t-0.013\t-0.075\t0.005\t-0.642\t-0.386\n0\t0.605\t-0.327\t-0.905\t0.724\t0.131\t-0.554\t0.141\t0.364\t1.256\t-0.146\t0.459\t0.117\t-0.201\t1.093\t-0.103\t-0.637\t-1.062\t-0.440\t-0.102\t0.478\t-0.732\t0.974\t-0.320\t0.449\t-1.299\t-0.642\t-1.329\t1.050\n1\t-0.771\t1.059\t0.209\t-0.810\t0.412\t-0.659\t-0.753\t0.186\t0.306\t-0.450\t-0.472\t-0.384\t0.582\t0.653\t0.558\t-0.650\t2.132\t-2.259\t-0.923\t0.509\t1.522\t0.325\t-0.318\t1.179\t-0.493\t-0.815\t0.804\t1.456\n0\t-0.818\t-0.339\t0.398\t0.004\t-0.909\t0.573\t2.284\t-0.422\t0.488\t0.228\t-0.371\t0.806\t0.793\t-0.550\t1.433\t0.011\t1.076\t0.344\t0.040\t-0.008\t0.676\t-1.100\t0.371\t1.310\t0.511\t-1.747\t-1.383\t0.021\n2\t-0.977\t-0.361\t1.187\t0.342\t-1.219\t0.223\t-0.153\t0.052\t0.947\t0.241\t-0.093\t-0.142\t1.077\t-0.720\t-2.168\t-0.225\t0.378\t-0.416\t-0.525\t-0.364\t-0.025\t-1.298\t0.661\t-2.662\t0.540\t0.313\t0.497\t-1.928\n0\t0.934\t-0.702\t-1.118\t-1.040\t0.587\t-1.010\t-0.249\t-1.691\t0.541\t0.579\t-0.185\t0.194\t0.796\t0.167\t0.781\t-1.168\t0.379\t0.193\t1.202\t0.030\t-0.097\t-0.557\t1.491\t-2.356\t0.511\t-0.020\t-0.184\t-0.329\n4\t-0.790\t-2.032\t1.623\t0.882\t0.662\t0.487\t0.630\t-1.505\t-1.562\t0.630\t-2.168\t0.427\t0.780\t1.752\t-0.313\t-1.090\t1.052\t-0.242\t-1.702\t-3.109\t0.581\t0.793\t-0.010\t-0.045\t0.018\t-0.182\t-1.596\t-0.362\n2\t-0.032\t-0.058\t-1.111\t-0.955\t1.787\t1.604\t0.957\t-0.632\t-0.450\t-0.470\t2.346\t0.436\t-0.107\t-1.088\t1.182\t-0.471\t-0.746\t-0.670\t0.064\t0.329\t-1.482\t-0.014\t-0.343\t-0.687\t0.655\t-0.019\t-1.783\t-0.793\n2\t0.112\t0.754\t-0.893\t-1.904\t0.328\t0.759\t-1.743\t1.006\t-0.541\t-0.262\t-0.384\t-0.365\t-0.261\t0.189\t-0.343\t1.520\t0.107\t0.473\t2.010\t0.816\t2.782\t-0.243\t0.807\t0.484\t0.229\t0.513\t0.088\t0.831\n2\t1.897\t-0.935\t0.050\t0.584\t0.834\t0.221\t-0.113\t-1.565\t-0.403\t0.608\t1.350\t-1.121\t1.260\t1.005\t0.190\t-0.786\t1.399\t-0.089\t0.475\t-0.808\t-1.436\t0.673\t0.393\t0.460\t-1.070\t0.785\t0.725\t2.486\n3\t0.548\t-0.166\t-0.540\t1.001\t-1.218\t-1.374\t-1.241\t0.346\t-0.723\t-0.111\t1.385\t-1.177\t-1.702\t0.830\t-0.834\t-1.172\t-0.108\t-0.191\t-0.868\t0.562\t-0.779\t-0.825\t-1.866\t-2.455\t0.236\t-1.321\t-0.153\t1.928\n0\t-0.885\t0.437\t1.277\t-0.896\t-1.432\t-0.382\t0.469\t-0.524\t1.248\t0.176\t-0.362\t-0.425\t0.724\t-0.758\t-1.348\t-0.453\t0.236\t-0.964\t-1.693\t0.326\t-0.437\t-0.202\t0.730\t0.142\t-1.131\t-1.855\t0.475\t0.679\n3\t-1.205\t-0.086\t-1.198\t0.341\t0.453\t1.191\t-0.209\t1.032\t1.612\t0.074\t2.235\t1.437\t-0.479\t2.944\t-0.068\t1.400\t0.629\t0.303\t1.309\t0.151\t-0.076\t-0.046\t-1.144\t1.067\t-0.660\t0.210\t0.020\t0.607\n3\t1.272\t2.038\t2.403\t-0.075\t1.197\t-0.044\t-1.159\t-0.039\t0.389\t-0.236\t-0.942\t0.543\t2.298\t-0.262\t0.287\t0.017\t0.783\t0.025\t0.319\t1.116\t1.182\t1.847\t-0.276\t-0.566\t-1.927\t-0.249\t-0.616\t0.202\n4\t1.139\t-1.661\t0.620\t0.525\t-2.274\t-0.894\t-0.014\t-1.510\t-0.851\t1.320\t0.344\t0.020\t-1.289\t-0.621\t-0.278\t1.588\t-0.995\t1.450\t-0.105\t-0.968\t2.402\t0.821\t-0.876\t0.535\t0.004\t0.332\t1.778\t-2.347\n0\t-0.473\t0.233\t0.252\t-0.082\t-0.205\t-1.364\t-1.091\t-0.614\t-1.009\t-0.573\t-0.076\t0.088\t0.562\t0.157\t0.119\t0.536\t-0.917\t-0.833\t-0.373\t-0.697\t-1.753\t0.576\t-0.998\t1.812\t0.165\t-1.502\t0.667\t0.033\n2\t3.031\t-0.447\t0.214\t-0.631\t-0.167\t-0.974\t-1.098\t-1.805\t-1.083\t0.233\t-0.313\t-0.220\t-0.450\t0.154\t0.093\t0.031\t-0.326\t0.730\t-2.007\t-0.764\t-0.798\t0.646\t-0.539\t-0.973\t0.173\t0.800\t0.739\t0.929\n4\t1.508\t-0.409\t0.590\t-0.102\t-1.289\t0.735\t-1.095\t0.022\t-0.342\t0.893\t-1.058\t0.391\t-0.840\t-0.511\t-3.635\t2.092\t0.551\t-0.767\t-1.125\t-0.496\t0.717\t-1.892\t-0.142\t1.771\t-1.134\t0.080\t2.203\t0.632\n0\t-0.248\t1.041\t0.106\t0.374\t0.063\t1.631\t-0.817\t-0.138\t0.188\t-0.996\t0.126\t0.030\t0.114\t0.118\t-0.672\t-1.625\t0.183\t-0.893\t-0.092\t-0.748\t-1.481\t0.361\t0.700\t1.103\t-0.447\t0.040\t0.341\t1.021\n2\t-0.353\t-0.112\t0.688\t-0.696\t-1.057\t-0.536\t2.464\t0.157\t0.400\t-0.255\t1.733\t0.860\t-1.041\t0.158\t-0.387\t0.411\t0.997\t-1.223\t0.359\t-0.807\t1.416\t0.966\t-1.990\t-1.127\t-1.344\t-0.062\t0.301\t0.791\n3\t-1.093\t1.384\t-0.093\t0.395\t0.322\t-0.773\t0.955\t1.285\t1.368\t-1.988\t-0.114\t-0.879\t1.086\t1.128\t1.226\t-0.427\t1.295\t0.569\t-0.127\t1.389\t0.779\t-2.074\t-1.487\t-0.656\t0.224\t1.595\t1.405\t-0.216\n3\t-0.273\t0.810\t-1.009\t1.489\t-2.060\t0.598\t0.817\t0.692\t1.096\t-0.212\t1.253\t-0.691\t-0.607\t2.069\t0.177\t0.952\t0.496\t0.723\t-2.005\t0.376\t0.016\t0.973\t-0.796\t1.193\t-1.206\t-0.452\t-1.578\t-1.081\n2\t2.064\t0.991\t0.668\t0.854\t1.081\t0.910\t0.328\t0.345\t0.232\t-0.838\t-0.439\t1.932\t-0.261\t0.553\t-1.844\t-0.554\t-0.288\t0.718\t-0.330\t0.954\t0.017\t0.867\t-0.620\t0.802\t-0.211\t0.730\t-2.119\t-0.895\n0\t-0.668\t0.268\t-1.219\t-0.873\t-0.296\t0.059\t-0.633\t0.997\t-0.003\t-0.942\t0.276\t1.156\t-0.657\t-0.526\t0.872\t0.738\t-0.217\t-0.536\t-1.575\t0.078\t0.812\t-1.522\t0.477\t-1.512\t1.351\t-0.375\t-0.119\t-0.786\n0\t-0.970\t-0.711\t0.956\t0.570\t1.011\t-0.097\t0.791\t-0.719\t0.870\t0.678\t-0.863\t-0.495\t-0.279\t0.602\t-0.075\t-0.188\t-1.216\t0.518\t-0.298\t-0.608\t-0.843\t0.174\t1.051\t-1.566\t-0.657\t-0.645\t1.637\t0.259\n2\t0.302\t-1.458\t-1.085\t0.899\t-0.664\t-0.568\t-0.395\t1.213\t1.263\t2.337\t0.856\t1.578\t-0.705\t-1.409\t0.606\t-0.192\t1.668\t-0.383\t-0.613\t-0.296\t-0.042\t0.033\t0.150\t1.347\t-1.151\t0.885\t0.699\t0.319\n2\t1.541\t-1.093\t-0.138\t-0.974\t-0.688\t0.691\t0.168\t-0.477\t1.936\t-0.183\t0.456\t-1.565\t-0.751\t-0.749\t2.009\t-1.032\t0.588\t0.549\t1.221\t-0.456\t0.945\t-1.173\t0.163\t1.309\t-0.961\t-0.063\t1.134\t-0.577\n4\t-0.309\t-2.105\t0.138\t-1.886\t0.053\t0.865\t-0.477\t1.677\t-1.461\t1.191\t0.675\t-1.716\t2.711\t-0.064\t-0.877\t-1.407\t-0.220\t-0.127\t0.103\t-0.298\t0.633\t-0.388\t-1.935\t-0.149\t-2.367\t0.354\t-0.979\t0.163\n1\t-1.105\t-0.291\t0.326\t1.261\t0.361\t0.132\t-0.928\t0.902\t-0.278\t-1.410\t-0.885\t0.684\t0.716\t-2.681\t-0.092\t-1.293\t0.396\t0.588\t-1.074\t0.010\t0.836\t1.024\t-0.845\t1.079\t0.258\t-0.493\t-0.091\t0.800\n1\t-0.636\t-0.822\t0.802\t-0.018\t0.225\t2.313\t-0.976\t0.409\t0.179\t1.225\t-2.080\t-0.434\t0.586\t0.044\t0.136\t-0.683\t0.597\t1.193\t1.676\t0.119\t-0.029\t0.272\t-0.811\t-0.295\t-0.872\t0.406\t-0.692\t0.083\n4\t0.204\t-0.797\t0.723\t-3.145\t-0.122\t1.874\t0.047\t1.286\t-1.749\t1.917\t-0.223\t-0.166\t-2.014\t-0.893\t-0.418\t-1.386\t0.158\t0.477\t-0.484\t-1.267\t-0.340\t0.616\t-0.984\t0.324\t1.152\t0.128\t1.223\t-0.373\n2\t0.802\t-1.794\t0.754\t0.789\t-0.227\t-1.219\t0.043\t-0.211\t-0.255\t-1.795\t0.093\t-1.687\t1.070\t-1.564\t0.119\t0.148\t-0.984\t-0.440\t-0.620\t0.112\t-0.866\t2.344\t-1.051\t-0.420\t-0.406\t-1.082\t-0.581\t-0.365\n2\t0.674\t1.404\t1.039\t-2.410\t-0.706\t0.149\t0.763\t-0.357\t-0.395\t0.223\t-0.867\t-0.652\t0.160\t-0.039\t-1.163\t0.262\t0.416\t1.377\t-0.043\t1.135\t-2.027\t-0.056\t-0.500\t-0.494\t0.428\t-1.826\t-1.689\t0.591\n3\t-0.157\t0.638\t2.436\t0.028\t0.083\t-0.699\t0.090\t1.602\t-0.061\t-1.411\t-0.270\t-1.651\t0.217\t-0.556\t1.153\t0.301\t0.397\t0.060\t-0.845\t1.009\t0.507\t-2.077\t-0.317\t0.189\t-2.880\t-0.156\t0.327\t0.884\n0\t-0.499\t-0.404\t0.737\t-0.264\t-1.163\t-0.012\t0.215\t-0.530\t1.182\t-1.089\t0.002\t0.462\t0.923\t-1.102\t0.476\t0.298\t-0.969\t0.780\t-0.343\t-0.329\t0.358\t0.250\t-0.732\t-1.780\t0.105\t-0.549\t-0.021\t-0.326\n3\t-0.080\t0.763\t1.063\t0.062\t-0.848\t-1.003\t0.377\t0.877\t-0.458\t-0.765\t-0.516\t0.150\t0.779\t0.373\t0.007\t1.390\t2.723\t0.012\t1.607\t-0.687\t1.143\t-0.823\t-0.354\t-0.040\t-1.923\t-1.823\t-0.851\t1.324\n0\t-1.568\t-0.357\t-1.458\t-0.588\t0.917\t1.231\t0.214\t-0.570\t1.588\t-0.584\t-1.136\t0.696\t0.458\t-0.543\t0.100\t0.442\t0.204\t0.459\t-0.506\t0.526\t0.018\t-0.472\t-0.246\t-0.098\t-1.445\t-0.637\t0.065\t-1.351\n1\t0.504\t1.369\t0.265\t-0.076\t0.868\t-1.945\t-0.856\t0.299\t-1.001\t0.554\t-0.495\t0.706\t-0.724\t0.336\t-1.214\t0.134\t1.941\t-0.830\t-0.226\t-0.977\t-0.226\t-1.544\t-1.433\t0.032\t-1.006\t0.103\t0.745\t-0.281\n2\t-0.229\t-1.171\t-0.115\t1.036\t1.206\t-1.461\t-0.767\t0.223\t-0.034\t-1.600\t-1.438\t-1.068\t-1.771\t-0.458\t1.194\t-0.666\t1.082\t0.030\t-0.183\t-1.666\t1.170\t0.116\t-1.600\t0.382\t-0.588\t0.061\t0.240\t1.216\n4\t1.081\t-0.216\t0.816\t1.468\t0.244\t0.810\t2.064\t-0.010\t0.685\t0.644\t-1.084\t1.002\t-2.414\t2.154\t-1.102\t1.121\t-0.248\t-0.608\t-0.980\t0.603\t1.326\t-0.462\t0.223\t0.789\t0.228\t-0.247\t-0.178\t-2.215\n2\t0.223\t1.254\t0.803\t-0.799\t0.129\t0.734\t1.167\t2.725\t-0.889\t0.704\t0.936\t0.570\t0.169\t-0.216\t0.077\t0.338\t0.338\t1.134\t0.150\t0.510\t1.282\t0.594\t1.140\t-0.030\t-0.020\t-2.228\t0.394\t-1.078\n4\t1.394\t0.971\t-0.368\t-0.208\t-1.976\t-0.607\t0.044\t-0.082\t-1.766\t0.744\t3.977\t-2.220\t1.165\t1.331\t0.147\t0.310\t0.581\t1.249\t1.017\t-0.262\t-0.835\t0.758\t1.377\t1.207\t-1.663\t1.194\t0.307\t0.573\n2\t-0.142\t-0.057\t-1.150\t0.529\t0.131\t-0.422\t0.856\t-1.343\t-0.741\t0.011\t-1.603\t-0.981\t0.218\t0.828\t-2.626\t-1.475\t0.142\t0.175\t-1.072\t2.172\t1.322\t-0.130\t-0.102\t0.326\t0.919\t-0.615\t0.977\t-0.406\n4\t1.265\t0.628\t0.066\t2.395\t0.502\t2.715\t-0.468\t-0.036\t-0.790\t0.076\t-0.239\t3.070\t-0.272\t1.086\t-0.056\t0.612\t0.312\t0.419\t-0.023\t-1.719\t0.880\t-1.900\t1.434\t0.515\t0.257\t0.022\t1.295\t1.322\n4\t1.293\t-1.666\t1.805\t1.397\t-0.631\t-1.117\t1.053\t-1.370\t-0.668\t-1.315\t0.006\t1.465\t0.375\t1.018\t-0.352\t0.097\t-1.226\t-0.097\t-0.746\t-0.160\t-0.229\t-0.314\t2.108\t1.768\t1.416\t1.795\t1.419\t-0.022\n2\t0.118\t-0.213\t1.142\t0.546\t-0.630\t0.173\t-0.275\t1.561\t-1.002\t-0.985\t-2.470\t-0.601\t-0.247\t-1.377\t-1.083\t0.949\t-1.182\t-0.060\t0.131\t1.188\t0.039\t1.099\t0.997\t-0.552\t-0.175\t1.164\t-1.381\t-0.115\n2\t-1.275\t1.622\t0.888\t-1.878\t0.329\t-0.555\t0.166\t0.380\t-0.540\t-0.285\t-0.638\t0.259\t-0.182\t0.326\t-0.297\t-1.700\t-0.143\t0.578\t0.972\t-1.790\t-0.013\t1.108\t-0.562\t1.230\t-2.174\t-0.966\t-1.243\t0.047\n1\t1.654\t1.299\t-1.060\t-0.018\t0.329\t-0.607\t-0.907\t0.237\t0.660\t0.031\t-0.171\t-0.184\t-1.132\t0.702\t0.206\t0.125\t0.478\t2.632\t1.884\t0.451\t-0.617\t0.862\t-0.222\t0.131\t0.849\t0.513\t0.192\t0.583\n0\t-0.529\t0.922\t2.180\t1.523\t1.102\t-1.091\t1.020\t0.945\t0.131\t-1.437\t-1.184\t0.355\t-0.774\t-0.485\t-0.315\t-0.314\t0.609\t0.012\t-0.307\t-0.755\t-0.981\t-0.072\t-0.840\t0.299\t-0.817\t0.567\t-0.421\t-0.430\n0\t-0.510\t-0.381\t2.037\t-0.952\t-0.603\t-0.342\t0.527\t-0.069\t-0.667\t0.624\t1.356\t-1.623\t-0.682\t0.512\t-1.233\t-0.155\t1.271\t0.623\t0.521\t0.747\t0.325\t-0.337\t0.965\t-0.476\t-0.162\t-1.656\t-0.478\t0.079\n2\t-0.019\t-1.929\t-0.143\t-1.344\t0.659\t-1.561\t1.013\t-0.409\t-0.543\t0.294\t-0.866\t0.279\t-0.732\t-0.557\t0.405\t-1.139\t-1.264\t0.248\t-0.027\t0.169\t0.328\t0.057\t0.608\t0.097\t-2.007\t-1.748\t1.928\t0.000\n0\t0.390\t0.159\t0.405\t0.285\t1.974\t0.015\t1.174\t0.781\t-0.447\t-0.923\t-0.318\t-0.106\t-0.431\t-0.103\t-0.839\t-0.355\t0.050\t-0.135\t0.237\t-0.463\t-0.547\t0.118\t0.807\t-0.054\t0.231\t0.249\t-0.087\t0.659\n4\t0.498\t-1.472\t-0.836\t-0.387\t0.562\t-0.553\t-0.792\t-0.404\t1.414\t1.927\t0.198\t-2.535\t0.867\t-1.071\t0.423\t-1.411\t-1.135\t-0.064\t0.397\t-2.486\t-0.946\t0.868\t-0.804\t-1.103\t-0.414\t1.609\t0.851\t0.351\n1\t-0.516\t1.167\t1.385\t0.693\t0.408\t1.001\t-0.415\t0.693\t-0.797\t1.618\t1.043\t0.658\t-0.342\t0.693\t-0.019\t-0.556\t0.585\t-1.902\t0.887\t-1.030\t0.733\t-1.490\t-0.414\t0.454\t0.871\t-0.691\t-0.925\t1.022\n2\t-0.509\t0.202\t0.147\t-0.572\t1.202\t-0.646\t-1.486\t1.387\t-1.068\t-1.218\t1.358\t1.055\t0.252\t-0.694\t-1.850\t1.501\t0.735\t-0.540\t0.315\t-1.358\t-1.345\t-1.234\t-0.566\t-0.655\t-0.550\t0.774\t-0.423\t-0.355\n3\t-0.847\t0.650\t-1.981\t1.562\t-0.892\t0.169\t0.811\t0.588\t-0.638\t-0.725\t-1.889\t-0.707\t-1.182\t0.436\t0.827\t0.734\t-0.784\t0.651\t-0.040\t-1.745\t-1.792\t0.478\t0.470\t-1.944\t-1.537\t-1.219\t1.066\t-0.408\n1\t0.016\t-0.868\t-0.611\t-0.631\t-0.552\t0.668\t1.176\t-1.236\t-0.005\t0.294\t0.013\t2.122\t-0.225\t-1.293\t-0.594\t0.176\t0.414\t-0.434\t0.160\t1.454\t1.919\t1.310\t1.069\t0.728\t-0.159\t-0.099\t0.915\t0.894\n0\t0.497\t-0.133\t0.378\t-1.069\t0.944\t-0.567\t1.679\t-0.323\t-0.450\t-0.197\t0.586\t1.446\t0.358\t2.137\t-0.822\t-0.204\t-1.108\t-0.504\t-0.660\t-1.467\t0.935\t0.592\t-0.400\t0.321\t-0.413\t-0.224\t0.506\t-0.017\n2\t1.073\t0.618\t1.867\t-2.095\t-0.998\t-0.701\t-1.376\t0.113\t0.160\t1.975\t0.904\t-0.508\t0.494\t-1.827\t0.142\t0.089\t-0.902\t-0.201\t-0.693\t-0.933\t0.674\t1.034\t0.510\t-0.438\t-0.663\t-0.407\t-0.220\t-0.872\n0\t-0.705\t0.242\t0.852\t-1.263\t-0.007\t0.172\t-0.253\t-1.011\t0.015\t-1.922\t-0.032\t1.094\t-1.815\t0.150\t0.355\t-0.010\t0.091\t-0.457\t1.509\t0.124\t0.453\t-0.574\t-0.599\t-0.683\t0.491\t0.348\t-0.590\t0.403\n3\t-1.688\t0.240\t0.880\t-0.080\t1.915\t-1.082\t-1.208\t-0.664\t-0.702\t0.526\t-0.422\t-1.548\t0.892\t-1.760\t-1.071\t-1.623\t0.207\t0.186\t1.916\t0.914\t1.442\t0.289\t-0.977\t0.128\t0.592\t0.704\t-0.472\t0.489\n2\t-0.269\t0.094\t0.144\t-1.952\t-0.230\t0.210\t-0.908\t1.727\t-1.126\t-1.015\t0.692\t0.279\t-0.452\t1.007\t0.244\t1.849\t-1.778\t-0.522\t1.654\t0.480\t-0.105\t-0.403\t0.350\t-1.145\t-1.434\t0.563\t0.855\t0.941\n0\t0.496\t0.796\t0.403\t-0.003\t-1.290\t-2.011\t0.027\t1.226\t-1.125\t0.362\t0.512\t0.407\t-0.963\t-1.721\t-0.945\t0.108\t-0.735\t-0.204\t-0.250\t-0.340\t0.157\t-0.993\t0.572\t-0.994\t0.203\t-0.588\t-0.662\t-0.065\n2\t0.455\t-0.253\t0.297\t1.382\t0.784\t-1.163\t0.587\t0.454\t1.164\t0.033\t-0.369\t-1.368\t-0.695\t1.208\t0.198\t-0.100\t1.296\t1.090\t-0.736\t1.201\t-1.659\t0.460\t0.341\t1.150\t0.381\t-0.245\t-0.166\t2.693\n1\t-0.449\t1.103\t-0.587\t-0.962\t-1.690\t-0.657\t1.205\t0.276\t-0.023\t1.881\t0.989\t0.487\t-1.281\t0.569\t-1.031\t0.081\t-1.367\t0.073\t0.290\t-1.478\t-1.140\t0.367\t1.071\t0.073\t-0.536\t-1.176\t-1.276\t-0.146\n2\t0.857\t-1.054\t0.835\t1.644\t0.618\t-1.234\t0.821\t-0.490\t-0.523\t0.135\t-0.247\t-0.464\t0.686\t0.116\t-1.912\t1.023\t1.199\t0.601\t0.660\t-0.222\t-1.196\t0.178\t1.548\t0.273\t1.662\t1.710\t-0.036\t-0.464\n1\t-1.334\t0.173\t-1.268\t-0.350\t-0.349\t0.770\t0.040\t0.706\t-1.196\t-0.108\t0.530\t1.242\t-1.139\t-0.841\t0.505\t1.612\t0.286\t-1.110\t-1.090\t0.135\t0.358\t-0.221\t-1.079\t1.101\t-0.349\t0.527\t-1.773\t1.201\n4\t0.754\t-0.182\t-0.290\t0.113\t0.972\t-0.096\t-1.625\t-0.607\t-2.902\t-0.471\t-0.473\t-0.307\t0.517\t1.752\t-0.827\t0.406\t-1.614\t0.432\t0.143\t2.493\t-0.363\t-0.080\t-1.269\t1.395\t-0.938\t0.952\t1.519\t-1.512\n3\t1.580\t-0.390\t0.853\t0.167\t-1.075\t-0.164\t-0.032\t-0.636\t-1.607\t-0.412\t-1.495\t0.542\t0.549\t-1.275\t0.082\t-1.344\t-0.362\t-0.669\t0.480\t-1.619\t0.983\t1.228\t-0.144\t-1.345\t-2.093\t1.095\t1.984\t0.044\n4\t0.563\t1.166\t-0.506\t3.223\t1.420\t0.272\t-0.182\t-0.555\t1.661\t0.210\t-1.439\t-1.712\t0.112\t0.134\t-0.917\t-1.514\t-1.963\t-0.759\t-0.363\t0.692\t-0.130\t1.064\t0.605\t0.513\t0.979\t-1.387\t-0.536\t2.401\n1\t-0.735\t-0.903\t1.768\t0.961\t-1.862\t-0.765\t0.242\t0.324\t-1.490\t1.159\t0.825\t0.482\t1.357\t0.452\t0.449\t1.558\t1.101\t-0.842\t0.633\t-0.664\t0.504\t0.477\t-1.383\t-0.122\t0.265\t-0.436\t0.315\t0.806\n2\t-0.085\t0.502\t-0.565\t-0.095\t0.033\t-2.966\t0.509\t0.678\t0.367\t0.297\t1.511\t-0.129\t-0.095\t-0.737\t-1.999\t0.373\t-0.629\t-2.010\t-0.160\t-0.188\t-0.315\t0.051\t-1.646\t0.907\t0.349\t1.158\t-0.640\t0.345\n0\t1.032\t-1.426\t0.282\t0.502\t-1.813\t-0.424\t0.303\t0.322\t-0.062\t-1.750\t-0.887\t0.286\t0.890\t0.383\t0.466\t-0.902\t0.129\t-1.693\t0.373\t-0.886\t-0.339\t-0.596\t0.867\t1.051\t0.186\t0.883\t1.160\t-0.148\n3\t-1.171\t1.032\t0.511\t-1.609\t-0.038\t0.386\t-0.590\t-1.480\t0.278\t2.211\t-0.387\t1.569\t-0.752\t0.216\t0.772\t-0.008\t-0.298\t0.726\t1.891\t0.301\t-0.516\t-0.190\t2.520\t0.135\t-0.594\t-1.145\t-1.826\t0.364\n0\t-0.104\t-1.306\t-0.605\t-0.364\t0.856\t-0.847\t-1.154\t-0.312\t0.744\t-0.201\t0.456\t-0.737\t0.340\t0.537\t-0.912\t-0.760\t-2.026\t0.497\t-0.775\t-0.253\t-0.181\t0.483\t-0.574\t-0.167\t1.218\t1.580\t0.555\t1.234\n0\t-0.134\t0.741\t-0.881\t-1.440\t-0.234\t-0.653\t-1.456\t0.031\t-0.541\t-0.953\t-0.016\t-0.948\t1.161\t1.780\t0.702\t-0.428\t0.410\t-0.669\t0.666\t0.722\t0.787\t-0.369\t0.707\t0.492\t0.264\t0.090\t-1.072\t0.416\n2\t0.916\t-0.159\t0.022\t0.000\t-1.129\t-0.403\t-0.260\t0.304\t-2.049\t1.479\t0.890\t0.375\t-0.154\t-1.537\t-0.104\t0.396\t-1.327\t0.774\t-1.770\t1.803\t0.057\t-0.115\t0.464\t-1.264\t1.373\t0.745\t1.307\t-0.063\n4\t-2.045\t-0.579\t1.056\t0.788\t0.914\t-0.987\t1.616\t-0.965\t0.213\t-0.010\t-0.174\t1.339\t-0.705\t-1.350\t0.020\t-0.400\t3.377\t0.677\t-0.409\t-1.056\t-1.880\t-1.025\t0.115\t1.427\t1.122\t0.229\t-0.323\t0.269\n0\t0.342\t-0.547\t0.175\t0.718\t0.892\t-0.095\t-0.043\t0.735\t-0.695\t-0.254\t-1.361\t-0.021\t0.557\t-1.545\t-0.886\t-0.664\t0.575\t0.252\t0.501\t1.681\t0.724\t-1.777\t-0.758\t-0.980\t-0.367\t-0.311\t0.053\t0.224\n0\t0.193\t-0.178\t0.152\t0.768\t1.370\t-0.108\t-1.083\t1.392\t-0.113\t-0.533\t0.888\t0.548\t0.123\t-0.595\t-0.256\t0.476\t-0.338\t-0.246\t-0.800\t0.814\t-0.528\t0.489\t0.028\t-0.557\t1.887\t0.126\t-1.178\t1.971\n1\t-1.549\t-1.002\t-0.932\t-0.580\t-0.987\t0.465\t-0.325\t-0.348\t-0.004\t0.129\t2.056\t0.609\t-0.153\t1.098\t0.108\t-0.971\t0.063\t0.572\t0.553\t-0.182\t-1.277\t0.005\t-0.709\t1.277\t0.857\t-0.432\t-1.748\t-1.127\n3\t-1.166\t-0.685\t0.850\t0.660\t-1.421\t1.399\t-0.861\t0.358\t2.734\t-0.418\t0.168\t-0.559\t0.175\t1.425\t-0.195\t-0.294\t1.104\t-1.263\t0.083\t-0.728\t-0.238\t-0.887\t-1.429\t-2.209\t-0.453\t0.228\t0.813\t-1.335\n0\t0.219\t-1.088\t0.322\t1.277\t0.025\t-0.599\t-0.051\t-1.488\t-1.081\t-0.658\t-0.657\t-0.334\t-1.025\t0.736\t0.240\t-0.316\t0.008\t-0.419\t-1.458\t-0.544\t-1.371\t-0.515\t-0.192\t-1.015\t0.214\t0.918\t1.904\t0.659\n1\t0.234\t0.506\t0.812\t-0.244\t-0.803\t0.717\t0.478\t-1.553\t0.148\t-1.858\t-0.632\t0.373\t0.507\t1.864\t0.687\t-1.450\t-0.225\t0.479\t-1.328\t0.624\t2.129\t0.274\t0.496\t1.024\t0.707\t-0.376\t0.027\t-1.042\n4\t0.571\t1.611\t1.285\t-0.606\t-0.302\t-0.084\t0.177\t0.422\t1.523\t-0.112\t-0.370\t0.177\t-0.555\t1.536\t-1.117\t-2.089\t-0.854\t-2.078\t0.338\t-1.266\t2.087\t0.215\t-0.310\t-1.210\t0.192\t1.769\t-1.905\t0.807\n4\t-0.188\t2.157\t-0.436\t1.514\t0.055\t-2.678\t0.640\t1.266\t-0.049\t1.233\t-1.668\t-1.386\t0.205\t0.477\t1.357\t0.639\t-1.194\t0.213\t0.601\t-1.874\t-0.044\t-0.336\t-0.655\t0.499\t-1.150\t0.417\t0.559\t1.084\n4\t0.909\t0.810\t-2.433\t-0.287\t-1.043\t-3.125\t-0.674\t-1.641\t-0.035\t-0.757\t0.508\t0.089\t0.913\t0.860\t0.841\t0.308\t-0.343\t-0.491\t-0.686\t-0.199\t0.879\t0.969\t-1.528\t0.194\t0.067\t-1.052\t0.760\t1.927\n4\t-0.622\t1.536\t1.299\t0.614\t1.829\t2.232\t-0.175\t-0.809\t-1.864\t2.245\t-0.440\t1.135\t-0.741\t1.538\t-0.700\t-1.192\t-0.209\t-0.532\t0.596\t-0.051\t0.628\t-0.291\t-0.665\t-0.584\t2.045\t0.225\t-1.984\t-0.520\n3\t-1.124\t0.103\t-1.687\t0.831\t0.872\t0.327\t-1.121\t1.380\t2.037\t0.147\t0.511\t0.202\t0.530\t-0.120\t-0.035\t0.906\t2.346\t-1.400\t-0.104\t-1.180\t1.592\t-0.588\t-1.443\t0.638\t1.744\t0.664\t0.205\t0.409\n4\t1.849\t-1.308\t0.274\t1.567\t0.599\t0.176\t-0.968\t-1.382\t0.770\t1.506\t-0.439\t-1.139\t-2.458\t-0.981\t-0.114\t1.599\t0.673\t0.305\t-0.400\t-0.583\t1.406\t0.201\t-2.103\t-0.674\t-0.858\t-0.546\t0.563\t-0.107\n2\t1.249\t-1.920\t0.112\t-2.196\t0.850\t-0.059\t2.074\t0.436\t-0.944\t-1.396\t0.066\t0.289\t-0.423\t-0.197\t-0.750\t0.193\t-0.453\t-0.540\t-1.172\t1.708\t-0.875\t0.724\t-0.242\t0.324\t-0.052\t-0.501\t-0.200\t-1.011\n3\t0.939\t0.742\t0.454\t0.243\t-1.018\t0.504\t0.129\t2.002\t-1.293\t-0.723\t-1.587\t-0.218\t-1.741\t1.186\t1.092\t-0.160\t-1.014\t-1.524\t-0.704\t0.625\t-0.787\t1.909\t1.491\t0.001\t-0.462\t-0.569\t1.598\t-0.657\n3\t0.382\t0.943\t-1.117\t-0.486\t0.939\t-2.055\t-0.050\t1.508\t-0.512\t-0.790\t0.697\t0.861\t2.511\t-0.080\t-0.065\t-2.119\t-0.132\t-1.266\t0.374\t1.191\t-1.276\t0.033\t-0.573\t-1.369\t0.194\t-0.493\t0.642\t0.048\n4\t-2.912\t-1.445\t0.775\t2.019\t0.903\t0.324\t-0.021\t1.683\t2.148\t-0.587\t-2.000\t-2.098\t1.322\t-0.047\t0.183\t-1.791\t-0.753\t-0.295\t0.208\t-0.399\t-1.037\t-0.785\t1.208\t0.245\t0.612\t-0.899\t-2.954\t-0.523\n1\t-1.082\t1.275\t-0.126\t-1.106\t-0.755\t1.738\t-0.196\t-1.450\t1.211\t-0.172\t0.235\t-0.369\t-0.463\t-1.270\t-0.141\t0.691\t-1.030\t-1.120\t-0.196\t0.299\t0.069\t-1.246\t-0.261\t-0.782\t1.617\t-1.143\t-0.791\t0.023\n0\t0.127\t0.753\t-1.336\t1.848\t0.309\t0.466\t-0.097\t0.019\t-0.148\t1.018\t-0.008\t0.767\t-0.434\t0.196\t-0.804\t1.217\t-0.834\t-0.325\t-0.315\t-0.354\t0.722\t-0.317\t1.394\t-0.818\t0.169\t-0.776\t0.421\t-0.016\n4\t0.192\t-0.931\t1.819\t-1.927\t0.284\t0.421\t-0.802\t-0.834\t-1.800\t3.009\t-1.030\t-0.613\t0.755\t0.756\t-1.548\t-1.496\t-0.517\t-0.569\t-0.083\t0.050\t-0.378\t2.205\t-0.228\t1.570\t-0.932\t-0.609\t-0.014\t-0.366\n2\t1.863\t0.136\t-0.235\t-0.138\t0.420\t0.835\t-0.270\t0.463\t-1.782\t1.747\t-1.230\t0.307\t0.560\t1.491\t-0.638\t0.470\t-0.126\t-0.576\t0.859\t-1.623\t1.642\t-0.657\t0.792\t-0.240\t0.479\t1.323\t0.633\t-0.296\n1\t-0.664\t-0.311\t-0.394\t-0.948\t0.070\t0.340\t-1.699\t0.133\t-0.851\t-0.724\t1.075\t-2.385\t-0.256\t1.192\t-0.666\t0.831\t0.205\t-1.899\t0.540\t-0.460\t-0.146\t-0.219\t0.148\t1.787\t-0.046\t-0.459\t-0.236\t-1.190\n1\t0.243\t-1.690\t0.848\t-0.647\t-0.071\t0.213\t-0.471\t0.707\t1.114\t-0.889\t1.415\t1.470\t1.566\t-1.056\t-0.621\t0.116\t-0.611\t1.453\t-1.377\t0.426\t0.823\t0.641\t0.067\t1.189\t1.279\t-0.280\t-0.851\t-0.850\n2\t0.175\t-0.700\t-1.001\t-0.046\t-1.067\t1.401\t-0.086\t1.441\t1.325\t0.397\t-0.881\t-2.478\t1.054\t1.014\t1.191\t-0.128\t-1.247\t-0.987\t0.533\t0.843\t0.712\t1.194\t0.917\t0.240\t0.637\t0.129\t-0.950\t-0.333\n3\t-0.050\t0.381\t1.609\t-2.376\t-0.622\t-1.397\t-0.335\t-1.144\t0.769\t-1.278\t-0.900\t-0.223\t1.792\t0.446\t0.049\t0.996\t1.197\t-0.617\t0.094\t0.392\t-1.379\t1.111\t1.823\t-0.615\t-0.021\t-0.069\t1.770\t0.515\n2\t0.615\t0.527\t0.097\t0.935\t-1.174\t0.372\t-0.817\t-1.443\t1.159\t-0.733\t0.403\t0.789\t0.095\t-0.859\t1.516\t-1.638\t0.209\t1.985\t1.593\t-0.686\t1.265\t-0.956\t-0.766\t0.575\t-1.035\t-0.766\t-0.265\t0.219\n0\t-0.659\t-0.685\t-0.002\t0.408\t-0.805\t0.714\t-0.360\t-0.600\t-0.897\t-0.605\t-0.220\t1.459\t-2.164\t0.179\t0.964\t0.703\t0.455\t0.168\t1.743\t0.596\t1.370\t0.039\t1.347\t0.549\t1.243\t-0.061\t0.225\t-0.147\n2\t-0.650\t-1.608\t-1.087\t-0.446\t-2.373\t-0.475\t-0.202\t-1.294\t-1.040\t-0.221\t0.356\t-0.891\t0.292\t0.137\t0.047\t-0.652\t-1.333\t1.696\t0.630\t1.006\t-0.084\t-0.164\t0.491\t-1.835\t-1.115\t-0.798\t-0.455\t-0.880\n0\t1.136\t-0.555\t0.837\t-0.427\t-1.418\t0.729\t0.125\t-0.107\t0.020\t0.177\t-0.853\t-0.862\t-0.022\t0.451\t0.538\t0.624\t1.238\t-1.151\t0.698\t0.663\t0.063\t0.651\t-0.551\t-0.538\t1.079\t0.454\t0.595\t-0.455\n0\t-2.474\t0.226\t-0.204\t-1.448\t-0.313\t0.313\t-1.523\t1.010\t0.194\t0.164\t0.880\t0.220\t-0.967\t-1.344\t-0.178\t-0.605\t-0.521\t0.683\t0.711\t1.336\t-0.082\t-1.110\t-0.341\t-0.395\t0.744\t-0.553\t0.423\t0.353\n2\t0.102\t0.770\t-1.097\t1.440\t-0.758\t0.007\t0.607\t-0.774\t1.230\t-1.716\t1.578\t-0.329\t-1.839\t-0.772\t-1.184\t0.503\t-1.237\t-0.531\t1.014\t-0.234\t0.511\t1.396\t-0.424\t-0.127\t-0.309\t-0.944\t-1.300\t-0.021\n1\t0.668\t-0.452\t-0.383\t1.288\t0.210\t-0.056\t-1.663\t-0.722\t0.961\t0.273\t0.864\t0.273\t0.188\t0.145\t0.496\t1.359\t-0.163\t-0.517\t1.125\t0.428\t-1.588\t1.302\t1.892\t1.806\t0.180\t-0.986\t-1.131\t0.715\n0\t-1.510\t-0.607\t-0.124\t-0.045\t1.120\t-1.170\t-0.443\t0.524\t0.834\t0.864\t-1.183\t0.581\t-0.097\t0.374\t0.446\t-1.619\t-0.071\t-0.795\t0.525\t-0.713\t1.382\t-1.281\t-0.089\t-0.098\t0.286\t-1.685\t1.131\t0.238\n2\t0.206\t0.162\t-0.781\t1.299\t2.058\t-0.748\t0.711\t-0.988\t1.321\t1.265\t1.009\t-1.656\t-0.543\t-0.529\t-0.596\t1.329\t-1.811\t0.390\t0.744\t-0.702\t0.505\t0.442\t-0.272\t1.087\t-0.543\t1.089\t0.132\t-0.312\n3\t1.069\t0.345\t-0.181\t-1.208\t-0.986\t1.958\t1.251\t-1.608\t0.630\t-0.779\t0.362\t0.950\t-0.996\t-0.278\t0.094\t0.689\t-1.435\t-0.924\t1.107\t-1.312\t-0.163\t-2.294\t0.857\t-0.545\t0.237\t-0.097\t-1.964\t0.012\n4\t-0.742\t0.642\t-1.050\t0.407\t1.937\t0.219\t0.403\t1.454\t-1.704\t1.330\t-0.110\t1.109\t-2.104\t1.166\t-0.291\t0.900\t-1.587\t0.282\t-2.527\t0.902\t0.649\t-0.618\t-2.132\t0.749\t-0.855\t-0.657\t0.095\t0.682\n3\t-1.495\t-0.668\t-1.506\t-1.401\t1.361\t-0.504\t0.463\t0.165\t0.708\t0.148\t0.107\t-1.483\t0.035\t0.024\t-0.942\t-2.069\t0.245\t1.224\t-1.770\t-0.168\t-2.233\t0.650\t1.184\t-0.098\t0.625\t0.064\t-0.971\t-0.134\n2\t-0.098\t-0.426\t-0.756\t-0.268\t0.329\t1.581\t0.729\t-0.771\t-1.044\t0.569\t0.902\t1.227\t-0.269\t0.470\t0.856\t-1.351\t0.278\t0.904\t0.510\t-0.081\t2.610\t1.931\t0.009\t-0.190\t0.700\t-0.058\t1.272\t-1.267\n2\t1.743\t0.398\t-0.251\t-0.179\t-0.053\t1.506\t0.456\t1.537\t1.455\t1.069\t-1.685\t0.855\t-0.075\t-0.798\t-0.369\t-0.253\t0.939\t-1.039\t-1.293\t-0.687\t0.718\t-1.134\t-1.964\t-0.451\t-0.534\t0.360\t0.678\t0.276\n3\t-0.054\t0.914\t-1.419\t-1.722\t0.966\t-0.330\t-0.766\t0.916\t1.477\t-0.841\t-0.262\t0.946\t-0.430\t-0.735\t-1.514\t-0.530\t0.114\t-1.842\t-0.839\t0.747\t-0.542\t1.237\t0.035\t2.490\t-0.700\t1.620\t0.130\t-0.348\n1\t0.487\t0.904\t-1.644\t0.205\t-0.865\t1.748\t0.563\t-0.352\t-0.135\t1.297\t0.057\t-1.789\t1.517\t0.813\t-0.537\t0.601\t-0.613\t-0.640\t-0.121\t0.600\t0.470\t0.938\t0.475\t1.453\t1.724\t0.302\t-0.336\t-0.179\n2\t0.587\t-1.773\t-0.263\t-0.895\t-0.607\t-0.226\t0.083\t-0.673\t0.909\t1.242\t0.631\t-2.768\t-0.197\t-0.204\t-0.273\t1.471\t-0.928\t-0.232\t0.178\t1.643\t-1.482\t0.934\t0.505\t-1.086\t-0.587\t0.054\t0.393\t-0.157\n4\t-1.463\t-1.005\t-0.263\t-3.534\t0.371\t3.073\t-1.951\t-1.431\t-0.244\t1.012\t-0.571\t-0.148\t-0.328\t-0.469\t0.435\t0.209\t1.896\t1.422\t-1.216\t-0.087\t0.593\t-0.217\t-1.524\t-0.680\t-0.077\t-1.191\t0.434\t-1.778\n2\t0.281\t0.367\t0.869\t-0.956\t-0.655\t-0.343\t1.331\t-0.194\t0.029\t1.249\t0.103\t1.708\t-0.624\t-1.496\t-0.549\t0.185\t0.196\t-2.119\t-0.147\t0.712\t2.346\t-1.662\t-0.222\t-1.351\t-0.148\t-0.658\t-0.194\t0.984\n0\t0.359\t1.150\t0.640\t0.350\t1.587\t0.955\t0.934\t1.906\t-0.656\t0.744\t0.941\t-0.414\t0.477\t-0.156\t-1.096\t0.245\t0.171\t-0.517\t-1.271\t0.609\t-1.206\t0.385\t-0.082\t-0.167\t0.498\t0.817\t0.296\t0.185\n1\t0.356\t0.085\t-1.627\t0.987\t-0.277\t0.241\t2.202\t1.286\t0.211\t-1.373\t-1.356\t1.162\t-0.402\t-0.168\t-1.145\t0.446\t1.141\t1.524\t-0.448\t0.645\t-0.095\t0.880\t-0.004\t-0.824\t1.320\t0.099\t-0.351\t0.178\n2\t0.511\t-0.583\t-0.455\t-0.449\t0.883\t-1.093\t-0.205\t-0.489\t1.435\t0.120\t-0.024\t-2.097\t-1.363\t0.723\t-0.195\t0.608\t0.804\t1.190\t-1.131\t1.751\t0.341\t0.439\t-1.824\t0.624\t-0.841\t0.120\t1.855\t0.389\n0\t0.124\t0.097\t0.039\t-0.652\t-0.137\t-0.180\t-0.008\t0.944\t1.761\t-0.840\t-0.392\t-0.825\t0.187\t-0.538\t0.240\t1.104\t-2.526\t0.492\t-0.460\t0.460\t-0.896\t1.196\t0.913\t0.568\t0.793\t-0.746\t-0.620\t0.752\n1\t0.846\t-0.792\t-0.928\t0.416\t0.607\t-0.835\t-0.373\t-0.251\t-0.694\t0.480\t-0.249\t0.477\t-0.175\t-1.036\t-0.689\t0.697\t-1.479\t-0.516\t0.666\t2.983\t-1.162\t-0.028\t0.552\t-0.642\t-0.368\t0.039\t0.760\t-0.829\n4\t0.898\t-0.448\t-1.633\t-1.219\t-1.204\t-1.162\t-0.048\t1.407\t0.590\t1.451\t1.173\t-0.719\t-0.348\t0.243\t0.054\t-0.449\t1.118\t-0.692\t0.817\t-2.457\t-0.349\t-0.357\t0.001\t-1.588\t0.266\t-1.400\t2.717\t-0.544\n0\t-1.129\t-0.370\t-0.745\t0.066\t-0.418\t1.284\t1.101\t0.052\t0.179\t-1.297\t-0.409\t-0.236\t0.470\t0.297\t0.341\t-0.335\t-0.138\t-0.447\t-0.285\t1.008\t-1.777\t-0.178\t-0.875\t0.550\t0.504\t0.347\t-0.256\t0.176\n0\t-0.294\t-0.851\t1.529\t0.875\t0.017\t0.491\t0.922\t-0.585\t-0.655\t-0.893\t-0.243\t-0.409\t-0.738\t1.394\t0.605\t0.068\t-0.069\t0.139\t0.502\t-0.044\t-2.007\t-0.196\t-0.590\t-0.097\t1.344\t1.283\t-0.655\t0.094\n4\t-1.174\t0.494\t-0.191\t-0.628\t2.643\t1.038\t1.056\t2.202\t0.802\t-0.771\t-0.888\t0.965\t-2.059\t-0.078\t-2.171\t0.099\t0.854\t0.279\t0.938\t1.965\t-0.144\t2.808\t0.213\t0.949\t-0.611\t1.619\t1.042\t1.471\n1\t0.553\t-1.417\t0.063\t-0.680\t-0.288\t-0.689\t-0.638\t1.288\t-1.433\t0.409\t-1.131\t1.322\t0.428\t-1.405\t0.335\t-0.696\t0.227\t-1.328\t1.231\t-1.997\t-0.808\t-1.082\t0.379\t-0.493\t-0.184\t-0.642\t-1.368\t-0.229\n0\t-0.645\t-0.257\t-0.207\t0.968\t-1.914\t-1.476\t-1.408\t-0.123\t0.586\t0.355\t-0.966\t0.943\t1.129\t0.758\t-0.466\t-0.010\t1.010\t-0.039\t0.140\t0.386\t-0.184\t-0.488\t0.421\t0.696\t-1.248\t-0.032\t-0.905\t-0.036\n1\t-1.237\t-0.233\t0.567\t1.161\t-0.647\t-1.457\t0.509\t-0.248\t0.240\t0.190\t0.149\t-0.414\t0.907\t-0.849\t0.265\t0.390\t-0.196\t0.793\t-0.465\t2.297\t0.237\t1.238\t0.888\t1.424\t0.088\t1.127\t1.456\t0.288\n0\t-0.757\t0.028\t-0.295\t2.627\t-0.995\t-0.512\t0.089\t1.506\t-1.178\t1.026\t0.912\t0.414\t-0.722\t-0.725\t-0.218\t0.426\t0.984\t-0.379\t-1.114\t-0.776\t-0.304\t0.594\t-0.785\t-1.001\t-0.208\t0.252\t0.410\t-0.383\n3\t-1.115\t-2.813\t0.053\t-0.734\t-0.903\t-1.242\t0.557\t-0.378\t0.225\t-0.390\t-0.726\t-0.067\t-1.791\t-0.140\t1.003\t0.026\t-1.668\t-0.515\t-1.656\t-1.151\t0.026\t-1.554\t0.054\t-0.949\t-0.157\t1.018\t0.518\t-0.229\n2\t-1.335\t-0.093\t-0.566\t-1.602\t-1.415\t-1.266\t-0.058\t-0.458\t-0.959\t-0.392\t0.748\t0.357\t1.002\t-0.228\t1.603\t0.348\t-0.489\t0.093\t-1.248\t-0.306\t0.430\t0.612\t-0.410\t2.734\t-0.172\t-1.678\t1.213\t0.607\n2\t1.191\t0.197\t0.344\t1.181\t-0.096\t0.754\t0.684\t-1.286\t1.473\t-1.420\t0.917\t-1.517\t0.601\t1.862\t-0.213\t-0.256\t0.610\t-0.329\t1.818\t0.192\t-0.320\t-0.540\t-0.933\t-0.628\t-0.351\t-0.488\t-0.658\t2.099\n2\t-1.281\t1.011\t-0.591\t0.510\t0.455\t-1.573\t-0.044\t-0.753\t0.087\t1.198\t0.532\t0.190\t0.632\t-0.858\t0.782\t-0.095\t-2.365\t1.475\t-0.146\t-0.655\t2.146\t0.353\t-1.227\t-0.757\t0.116\t1.401\t-0.175\t0.416\n2\t-0.605\t0.956\t-0.163\t0.597\t-0.653\t0.804\t0.197\t0.405\t-0.179\t1.630\t1.870\t-2.204\t0.926\t-1.080\t0.510\t-1.778\t0.403\t-0.836\t-0.459\t-0.432\t-0.735\t-0.707\t-0.398\t-0.154\t0.323\t1.861\t-0.947\t0.127\n3\t0.564\t0.887\t0.627\t-0.252\t0.816\t0.571\t0.009\t-1.400\t0.522\t1.316\t1.023\t1.078\t-0.870\t1.067\t-2.474\t0.141\t0.742\t0.011\t-2.024\t-0.238\t0.790\t0.982\t1.328\t-0.427\t1.162\t1.362\t-0.798\t0.779\n1\t0.241\t0.168\t-0.294\t1.065\t-1.600\t-0.152\t-1.007\t-0.738\t-1.637\t1.621\t1.480\t0.133\t-0.068\t0.031\t-0.406\t0.258\t0.953\t0.454\t0.813\t-0.512\t0.782\t-0.022\t0.365\t-2.314\t-0.336\t0.220\t-0.123\t1.304\n0\t-1.701\t-0.735\t-0.194\t0.666\t0.189\t1.608\t-1.036\t0.881\t0.047\t0.695\t-0.437\t1.072\t0.295\t-0.679\t-0.012\t-0.240\t0.489\t-1.180\t-0.029\t0.395\t0.033\t1.347\t0.774\t-0.007\t0.217\t0.296\t0.403\t-1.826\n2\t-0.934\t1.793\t-0.663\t-0.746\t0.820\t-0.911\t-1.293\t-0.768\t0.820\t2.140\t0.005\t-0.724\t1.235\t-0.615\t-0.444\t0.417\t1.141\t0.071\t-0.355\t2.321\t-0.671\t-0.560\t-0.388\t0.551\t-0.467\t0.817\t-0.052\t-0.319\n0\t-0.756\t0.020\t-0.059\t-0.529\t0.432\t1.049\t-1.206\t1.179\t0.510\t0.068\t0.670\t-1.744\t1.225\t-1.260\t0.439\t0.329\t0.793\t0.351\t1.514\t2.194\t0.542\t-0.038\t0.507\t0.172\t0.192\t0.164\t-0.579\t-0.240\n4\t2.210\t0.772\t0.560\t0.867\t-0.488\t0.004\t0.863\t-0.213\t-1.881\t1.239\t0.711\t-1.155\t-1.167\t0.326\t3.600\t0.059\t-0.568\t-1.808\t0.359\t0.676\t-0.349\t-0.163\t-0.300\t-1.000\t-0.967\t-2.752\t-1.078\t0.394\n2\t1.661\t1.429\t-0.584\t0.669\t0.550\t-0.044\t0.177\t0.683\t0.883\t-0.812\t0.748\t1.666\t0.882\t1.536\t-2.584\t0.596\t0.264\t1.027\t-1.126\t-0.506\t0.901\t-1.060\t0.242\t-0.017\t-0.196\t0.573\t-1.116\t-0.780\n0\t0.132\t1.743\t-0.571\t-0.809\t0.938\t-1.239\t0.013\t-0.524\t-1.653\t-0.143\t-0.628\t0.507\t0.200\t0.175\t-0.949\t-0.566\t0.251\t-0.889\t-0.038\t0.350\t0.749\t-0.540\t-0.392\t0.196\t-0.733\t-1.383\t0.353\t-0.262\n4\t0.202\t-0.525\t-1.726\t-0.519\t0.777\t-0.381\t-0.687\t0.397\t-1.492\t2.768\t1.756\t0.888\t0.511\t-1.387\t-1.820\t0.177\t1.349\t-0.105\t-0.672\t-0.306\t-0.608\t0.865\t-0.998\t0.398\t-0.096\t2.683\t-0.809\t-0.044\n1\t0.499\t-1.692\t-0.170\t-0.813\t0.828\t1.071\t-2.074\t-0.022\t1.122\t-0.187\t0.729\t0.351\t0.342\t-0.271\t-1.217\t-1.122\t0.709\t0.019\t-0.139\t-0.424\t-0.305\t1.047\t-0.335\t-1.341\t0.744\t-0.205\t0.031\t1.608\n0\t0.700\t-1.046\t-0.642\t0.121\t0.411\t0.529\t-0.945\t1.631\t-0.418\t-0.719\t-1.272\t-1.371\t-1.400\t0.314\t0.604\t-0.864\t-1.142\t-0.212\t0.097\t0.263\t-0.964\t-0.167\t1.567\t-1.195\t-0.029\t0.500\t-0.968\t0.611\n1\t-0.171\t0.226\t-1.634\t-0.277\t0.506\t-0.392\t-0.332\t0.164\t0.431\t1.522\t0.440\t1.352\t-0.097\t-2.369\t-0.428\t-0.810\t-0.063\t-0.321\t0.263\t-0.670\t0.216\t0.370\t0.035\t-1.463\t0.894\t0.620\t-0.191\t-1.811\n0\t0.441\t-1.017\t-0.239\t0.407\t1.138\t-0.586\t-0.598\t1.541\t-0.552\t-0.057\t1.713\t0.067\t-0.248\t-0.173\t-0.740\t0.451\t-0.924\t0.779\t0.015\t0.235\t1.730\t-1.449\t0.024\t0.638\t-0.616\t0.951\t-0.545\t0.292\n4\t-1.222\t-0.185\t1.049\t1.459\t0.276\t1.338\t-0.460\t1.701\t-0.723\t-0.809\t-0.461\t-0.747\t0.517\t1.252\t0.016\t0.311\t-1.382\t0.096\t1.771\t1.413\t-1.095\t-0.438\t3.407\t0.418\t1.515\t1.594\t-1.116\t0.724\n1\t1.230\t-0.276\t1.386\t1.099\t-0.132\t0.638\t0.489\t-0.505\t-2.158\t0.139\t0.701\t-0.554\t2.007\t1.032\t-1.473\t-0.195\t-0.840\t-0.367\t0.654\t-0.252\t-0.570\t0.094\t0.760\t0.750\t0.615\t1.370\t-0.090\t-0.361\n2\t0.002\t-0.125\t0.932\t-0.379\t0.761\t0.387\t1.182\t0.467\t-1.593\t-1.082\t0.467\t-2.276\t0.338\t-0.053\t-1.625\t0.099\t0.436\t0.223\t2.090\t-0.761\t-1.377\t-0.829\t-1.017\t-1.033\t-0.034\t1.030\t-0.623\t1.422\n1\t0.947\t1.024\t0.105\t0.136\t-0.496\t0.410\t-1.319\t1.306\t1.418\t0.440\t1.361\t0.206\t0.099\t0.215\t-0.329\t1.537\t1.049\t0.988\t0.926\t0.389\t-1.319\t-1.480\t-0.251\t-1.099\t0.329\t1.142\t-0.180\t-0.788\n2\t-0.426\t0.888\t-0.872\t0.855\t1.328\t0.370\t-1.789\t0.612\t-0.644\t-0.528\t0.362\t1.105\t-1.661\t0.058\t1.992\t-1.099\t-0.200\t-0.616\t0.703\t-1.250\t-1.570\t0.832\t0.239\t-1.186\t-0.068\t-1.282\t0.922\t0.278\n2\t1.271\t-0.029\t-1.614\t0.213\t0.126\t-0.469\t0.268\t-0.044\t0.634\t0.575\t0.365\t-1.299\t2.119\t-1.556\t-0.129\t-1.094\t0.396\t0.138\t-0.169\t1.518\t1.108\t-0.327\t0.804\t1.565\t1.101\t-0.136\t-1.590\t0.325\n0\t-0.998\t-1.786\t-1.756\t0.536\t-0.434\t-0.351\t-0.430\t-0.140\t-1.227\t0.316\t-1.423\t-0.756\t1.011\t0.376\t0.686\t2.150\t-0.060\t0.021\t-0.264\t-0.443\t-1.011\t0.084\t0.355\t0.411\t0.064\t0.926\t0.029\t-0.409\n3\t-0.564\t0.789\t-0.920\t0.599\t0.037\t-1.655\t-0.518\t0.834\t0.476\t-1.216\t-1.056\t-1.697\t-0.821\t0.182\t0.748\t-1.722\t0.136\t-1.115\t0.004\t1.824\t-1.214\t0.015\t-2.959\t0.545\t-0.460\t1.174\t-0.199\t0.525\n3\t-1.927\t-0.012\t-0.493\t-1.620\t-0.852\t-1.078\t0.094\t-0.344\t0.346\t1.098\t0.575\t0.191\t-0.305\t1.778\t0.461\t0.920\t0.067\t1.773\t1.160\t1.103\t-0.973\t-0.965\t1.432\t1.205\t1.028\t-2.258\t-1.062\t-0.308\n4\t-0.317\t-0.179\t0.329\t0.062\t-0.610\t-0.029\t1.910\t0.706\t-0.412\t-0.273\t1.288\t-2.175\t-0.897\t-0.032\t-0.986\t1.516\t1.149\t1.753\t-0.034\t2.791\t0.050\t0.217\t-0.091\t0.605\t1.502\t-1.916\t-1.155\t0.713\n1\t0.429\t-0.804\t-0.151\t-0.676\t-0.139\t1.215\t-0.176\t-0.795\t1.041\t1.277\t-0.785\t1.480\t0.963\t-0.552\t1.219\t-1.232\t-0.482\t-1.095\t-0.977\t0.851\t-0.015\t-1.111\t-0.590\t-0.665\t0.251\t2.273\t0.206\t0.272\n3\t-0.996\t-1.732\t-1.514\t1.011\t1.392\t-1.346\t0.699\t2.703\t0.226\t-0.530\t-0.132\t0.080\t-0.248\t-0.380\t-2.027\t0.122\t0.905\t0.864\t-1.764\t0.683\t0.193\t-0.710\t-0.029\t-0.654\t0.801\t-0.087\t0.601\t0.577\n4\t0.249\t0.399\t2.492\t-0.275\t-0.318\t0.117\t1.072\t-1.507\t-1.966\t-0.587\t-1.634\t-0.425\t0.502\t-0.891\t-1.427\t0.069\t0.863\t-1.695\t0.820\t0.817\t0.954\t1.218\t2.202\t-0.356\t0.110\t-0.416\t0.002\t1.533\n3\t-0.987\t0.715\t3.132\t-1.170\t0.626\t0.688\t-1.121\t0.806\t2.036\t0.955\t-0.367\t-1.361\t0.448\t-0.145\t0.658\t-0.299\t-0.915\t0.073\t1.165\t0.814\t-0.282\t-1.179\t-0.290\t-0.316\t-0.050\t1.980\t-0.310\t0.132\n2\t-0.309\t1.624\t0.342\t1.766\t-0.329\t0.945\t-0.263\t0.573\t1.393\t-0.359\t-1.267\t1.056\t-0.478\t-0.128\t-0.017\t-0.366\t-1.986\t1.392\t-0.390\t0.213\t0.794\t-0.450\t-1.466\t-0.110\t-0.580\t-1.797\t1.056\t-1.453\n2\t-0.963\t-0.634\t-2.257\t1.607\t1.595\t-1.016\t-0.228\t0.096\t-0.960\t-1.755\t-0.210\t-0.321\t-0.388\t0.223\t1.430\t-0.303\t0.170\t0.727\t0.554\t-0.614\t0.096\t0.548\t-1.128\t1.264\t1.432\t-0.723\t0.194\t0.642\n4\t1.140\t-0.429\t-0.279\t-0.448\t0.871\t0.125\t1.092\t-0.218\t-0.562\t-1.538\t2.136\t-1.387\t-1.457\t-2.170\t0.315\t-0.598\t1.807\t-0.937\t-0.092\t-1.252\t0.787\t-1.998\t-0.757\t-1.716\t-0.011\t-1.292\t-0.455\t-0.382\n0\t-1.625\t-0.312\t0.516\t0.466\t1.572\t-0.373\t-1.845\t1.197\t0.195\t0.282\t0.767\t1.264\t-0.023\t1.177\t0.552\t-0.656\t-0.233\t0.617\t-0.709\t0.886\t0.158\t0.382\t1.441\t0.357\t0.071\t-0.083\t-0.135\t0.312\n0\t1.338\t-0.549\t-0.392\t1.275\t-0.221\t0.630\t-1.569\t-0.511\t-0.020\t1.392\t-0.344\t1.094\t0.135\t1.249\t-0.565\t-0.704\t-0.458\t-0.553\t0.321\t0.421\t0.497\t-1.768\t0.104\t0.265\t-1.086\t1.029\t0.362\t-1.102\n2\t-0.582\t-0.462\t0.706\t0.959\t-0.098\t-0.081\t0.464\t0.568\t1.176\t-1.284\t0.020\t-1.068\t-0.051\t-0.226\t-0.047\t-0.800\t-1.487\t-2.094\t-0.131\t-0.431\t-0.676\t1.323\t-0.859\t1.417\t1.624\t-1.951\t0.092\t-0.400\n2\t-0.125\t1.233\t-0.400\t0.587\t0.182\t-1.480\t1.050\t0.183\t-2.166\t-0.919\t0.160\t-1.664\t-0.833\t-0.996\t-0.903\t-0.076\t0.078\t0.084\t0.384\t0.933\t0.781\t-1.160\t0.494\t-1.871\t1.158\t0.663\t-0.157\t-1.009\n4\t-0.285\t-0.637\t0.088\t-0.316\t1.132\t-0.879\t-1.731\t-1.357\t0.994\t-0.970\t0.398\t-0.295\t0.824\t-0.231\t2.764\t1.898\t-0.315\t-0.452\t3.132\t-1.079\t-0.055\t0.022\t-0.002\t-1.739\t0.497\t-0.970\t1.436\t-1.456\n4\t1.409\t-0.297\t-0.053\t-0.642\t0.968\t-1.235\t-0.722\t-4.158\t-1.179\t-0.591\t-0.511\t-1.295\t-1.130\t1.262\t-0.780\t-1.809\t-1.043\t-1.030\t-0.070\t0.360\t-1.354\t0.300\t1.400\t1.016\t0.579\t0.408\t-0.317\t1.419\n4\t0.201\t0.986\t-0.249\t0.076\t-1.212\t-1.537\t-0.525\t-0.915\t0.429\t-1.384\t1.121\t0.765\t1.845\t-0.361\t0.529\t1.189\t1.085\t0.145\t0.510\t2.231\t-1.829\t1.086\t-2.120\t1.422\t1.855\t-0.229\t1.346\t0.894\n2\t-1.999\t0.034\t0.614\t0.375\t0.168\t1.162\t-0.540\t0.895\t-1.632\t-0.905\t-1.807\t-0.275\t-0.046\t0.114\t0.062\t-0.928\t-0.190\t-1.497\t1.363\t-0.304\t-0.489\t1.589\t-1.242\t-1.126\t-1.096\t-0.068\t0.432\t0.740\n4\t-0.808\t-0.082\t-0.711\t1.529\t-0.981\t-1.221\t0.045\t-0.469\t0.670\t0.547\t-2.450\t1.385\t1.061\t1.060\t0.683\t0.325\t-1.487\t0.502\t0.561\t1.339\t0.594\t1.923\t-1.054\t2.650\t-1.072\t-0.679\t0.837\t-0.212\n4\t-0.602\t0.282\t0.647\t-0.711\t2.709\t1.857\t1.138\t0.549\t0.016\t-0.330\t0.340\t0.966\t2.713\t2.239\t0.093\t-0.849\t-0.479\t0.355\t-0.096\t0.700\t0.034\t-1.187\t-0.753\t0.799\t1.244\t0.305\t0.333\t1.763\n4\t-1.688\t0.258\t1.310\t-0.454\t1.396\t-1.641\t-1.377\t-2.722\t-0.759\t-0.116\t-0.635\t-0.329\t0.364\t1.040\t-0.386\t1.588\t-0.959\t-0.524\t1.228\t-2.114\t0.314\t-1.361\t-0.922\t-1.260\t-1.038\t-0.672\t-0.363\t-0.213\n4\t-1.392\t-0.018\t0.071\t-1.066\t0.539\t-0.829\t1.880\t0.385\t-0.028\t-2.320\t-1.734\t1.353\t-0.382\t-0.241\t-0.295\t-0.198\t1.645\t-0.679\t-1.677\t2.374\t0.324\t-0.273\t1.834\t1.429\t-1.674\t0.901\t0.579\t-0.992\n1\t0.183\t2.078\t-0.683\t0.655\t-0.792\t0.321\t0.202\t0.791\t1.208\t-0.580\t1.417\t1.487\t-0.250\t-0.007\t-0.494\t-0.305\t-1.203\t0.778\t-2.050\t-0.697\t-0.046\t1.300\t-0.545\t0.428\t-0.081\t0.945\t0.376\t0.830\n3\t0.695\t-1.141\t-0.112\t-0.805\t-0.388\t-0.414\t-0.478\t-1.255\t-0.128\t-0.561\t-2.929\t2.053\t1.089\t-0.376\t0.019\t-1.172\t1.696\t1.897\t0.157\t1.024\t0.175\t-1.337\t-0.412\t0.132\t-0.455\t-0.219\t-0.091\t-0.081\n0\t0.399\t2.177\t-1.500\t-0.843\t0.006\t0.468\t0.044\t-0.966\t0.483\t0.329\t0.243\t-0.569\t0.477\t1.189\t0.841\t-1.136\t-0.961\t0.745\t-0.604\t-1.241\t-0.584\t-0.685\t-0.271\t-0.189\t-1.777\t0.232\t0.476\t0.144\n0\t0.565\t-0.377\t-0.359\t-1.036\t-0.402\t1.151\t0.311\t-0.882\t0.615\t-0.840\t-0.446\t-1.127\t-1.356\t0.788\t-0.081\t-0.551\t0.695\t-0.664\t1.526\t-0.808\t-1.026\t-0.511\t-1.097\t0.504\t-0.281\t-0.575\t-0.651\t-2.066\n2\t0.680\t-0.849\t-0.374\t-0.149\t1.347\t1.837\t0.341\t0.614\t0.311\t-0.467\t-1.656\t1.397\t0.378\t0.291\t1.210\t-1.066\t-0.834\t0.115\t0.651\t0.524\t0.892\t1.232\t-0.607\t2.699\t-0.653\t0.382\t-0.017\t-0.167\n1\t1.863\t-0.142\t0.364\t-1.066\t1.327\t-0.343\t-0.847\t0.215\t-0.504\t-0.702\t-0.855\t-1.894\t-1.154\t1.393\t0.927\t-0.095\t-0.069\t-1.389\t1.032\t-0.581\t0.707\t-0.394\t-0.739\t1.682\t-0.073\t0.846\t0.422\t-0.755\n0\t1.345\t0.651\t0.473\t0.616\t-0.400\t-0.055\t-0.902\t-0.333\t-0.367\t-0.635\t0.137\t-0.324\t0.502\t-1.622\t-0.113\t0.132\t-0.311\t-0.172\t-1.585\t0.356\t0.648\t0.494\t1.039\t0.202\t0.479\t0.156\t0.688\t-1.577\n3\t-2.268\t0.331\t0.842\t1.700\t-1.464\t1.206\t1.644\t-2.017\t0.479\t0.618\t-0.327\t-0.490\t0.668\t-0.615\t-0.217\t0.812\t1.754\t0.538\t0.133\t-0.516\t-1.011\t1.110\t-0.153\t1.151\t-0.330\t-0.649\t0.421\t-0.077\n1\t-1.364\t1.704\t0.474\t-1.050\t0.337\t-0.832\t-1.920\t-0.345\t-0.009\t-1.567\t-1.257\t-1.002\t-0.204\t0.129\t-1.443\t-0.582\t-0.471\t-1.738\t0.225\t0.597\t0.312\t-1.322\t0.598\t-0.101\t0.983\t0.478\t0.312\t-0.282\n1\t-1.774\t0.029\t0.131\t0.651\t-0.403\t-0.431\t0.533\t-0.370\t-0.672\t1.107\t-1.021\t-0.715\t0.354\t0.733\t-0.239\t0.470\t0.206\t-0.290\t-0.976\t0.987\t-0.990\t2.683\t-0.519\t1.602\t1.093\t-0.291\t1.034\t0.976\n2\t0.509\t0.341\t-0.349\t0.274\t0.428\t1.435\t2.500\t-1.062\t-1.297\t0.103\t-2.079\t0.649\t0.113\t0.367\t-0.304\t0.255\t0.472\t0.200\t-1.345\t0.172\t1.854\t0.241\t0.137\t1.560\t-0.746\t0.890\t-0.530\t1.087\n4\t0.649\t0.042\t0.165\t-0.707\t1.741\t2.843\t-0.279\t0.353\t0.097\t-0.260\t-0.832\t-1.085\t-1.136\t0.405\t-0.520\t-2.578\t0.445\t-0.038\t1.347\t0.373\t-1.479\t-2.230\t-0.719\t-0.625\t0.943\t-0.009\t1.134\t-1.325\n4\t-1.927\t-0.827\t1.018\t-1.329\t0.848\t0.870\t0.777\t2.347\t-0.501\t0.556\t-1.481\t-0.211\t-1.296\t-1.290\t1.143\t0.028\t0.910\t-0.238\t0.397\t2.487\t1.286\t-1.017\t0.797\t-0.629\t-0.051\t1.945\t-0.762\t0.052\n2\t-0.354\t0.753\t-0.862\t-0.505\t1.436\t-0.379\t0.486\t0.185\t-0.086\t1.014\t0.830\t-0.782\t1.014\t-0.630\t1.202\t-1.701\t-0.967\t-0.681\t1.136\t-1.522\t-0.716\t-0.672\t2.692\t-0.645\t0.186\t-0.378\t-0.610\t-1.313\n3\t-0.708\t1.326\t-1.230\t-0.521\t0.588\t-1.569\t0.388\t1.139\t1.677\t-0.390\t-0.440\t0.715\t-0.618\t-0.309\t0.322\t0.372\t-1.907\t-1.166\t-1.833\t-1.668\t-1.119\t-0.222\t-0.125\t-2.152\t-0.933\t-1.518\t-0.200\t-0.656\n1\t-0.250\t0.331\t-0.927\t-1.966\t-0.383\t-1.431\t0.712\t-1.154\t1.485\t-0.006\t0.059\t-1.981\t0.145\t-0.080\t-1.299\t0.087\t-0.398\t-0.217\t0.026\t-0.471\t0.246\t-0.087\t0.473\t-0.529\t-1.065\t-0.709\t1.443\t0.956\n1\t0.812\t0.851\t-0.116\t-1.726\t0.752\t-1.266\t0.858\t-0.248\t-0.021\t-0.070\t-0.453\t0.287\t-1.197\t0.542\t-1.622\t0.307\t-1.317\t-1.350\t-1.241\t-0.790\t0.131\t0.599\t-1.213\t-0.838\t-1.638\t1.109\t-0.516\t-0.221\n1\t1.426\t-0.003\t0.400\t0.529\t0.863\t-0.182\t0.063\t1.163\t0.922\t0.073\t-1.026\t0.771\t-1.035\t0.618\t1.202\t0.515\t0.090\t-0.383\t1.064\t0.588\t2.799\t-0.267\t-0.403\t-0.782\t0.117\t0.870\t-0.504\t-1.894\n2\t-0.043\t0.494\t-0.534\t-0.247\t-1.035\t1.428\t0.682\t0.674\t-0.358\t1.789\t-1.557\t0.326\t-0.219\t-0.004\t-0.158\t-1.583\t-0.810\t1.659\t-0.880\t0.258\t-0.670\t-0.230\t-0.174\t-1.467\t1.087\t1.911\t0.844\t-1.051\n4\t-0.429\t-0.469\t-0.003\t-0.993\t0.664\t-0.296\t-0.067\t-0.175\t0.514\t0.286\t1.906\t-0.384\t1.793\t-1.812\t0.490\t-1.586\t-1.024\t-0.975\t-1.052\t-0.608\t2.201\t-0.878\t-1.614\t0.494\t0.242\t2.216\t-0.041\t-2.287\n3\t-0.757\t0.351\t0.205\t-0.729\t-0.761\t1.943\t-0.246\t-0.118\t-0.531\t-1.769\t-0.264\t-1.796\t-2.491\t-0.273\t0.239\t-0.520\t0.011\t-1.087\t0.827\t0.872\t0.438\t-1.075\t1.726\t0.882\t1.785\t0.796\t-0.135\t-1.499\n3\t-0.309\t-1.097\t-0.114\t-0.813\t-1.074\t1.132\t0.672\t-0.882\t0.945\t0.309\t-0.315\t1.591\t0.305\t1.778\t0.566\t0.652\t-1.076\t-0.557\t1.457\t1.162\t-0.358\t-1.353\t1.660\t1.067\t-1.144\t-1.145\t1.834\t-0.508\n4\t1.703\t0.171\t0.070\t-1.348\t-0.051\t-2.180\t0.442\t-1.157\t-2.171\t-0.305\t-0.045\t-1.267\t0.769\t-2.645\t2.301\t0.412\t-1.156\t-0.927\t-0.112\t-0.374\t-0.602\t0.547\t1.313\t-1.104\t-0.780\t-0.345\t0.826\t0.134\n1\t0.882\t-0.452\t-0.470\t0.266\t-0.437\t-0.066\t2.100\t-0.247\t-0.358\t-0.648\t0.744\t-0.181\t-0.649\t1.321\t1.420\t-0.600\t-1.867\t1.008\t-0.685\t0.791\t-1.970\t0.893\t-1.211\t0.731\t0.014\t-0.954\t-0.407\t0.686\n4\t-1.618\t-1.384\t1.038\t-0.158\t0.765\t1.422\t1.014\t0.788\t-0.560\t2.198\t-0.946\t0.815\t0.337\t0.559\t-1.319\t1.888\t-2.322\t-2.504\t-1.805\t1.047\t-1.883\t-0.895\t-0.023\t0.470\t-0.449\t1.572\t-0.460\t0.877\n3\t0.957\t-0.743\t-2.396\t0.896\t-0.006\t0.962\t0.092\t0.021\t1.498\t0.118\t-0.476\t-0.088\t0.158\t-2.845\t0.491\t1.359\t-0.049\t-0.421\t0.388\t1.744\t0.469\t0.214\t-0.391\t-1.069\t0.023\t0.042\t-1.932\t-0.727\n4\t0.091\t1.872\t-1.043\t0.085\t0.689\t-1.141\t-1.559\t0.320\t-2.120\t0.748\t-1.048\t0.176\t-1.672\t-0.196\t-0.099\t-1.761\t1.537\t-0.633\t-0.065\t-1.216\t-0.044\t-0.701\t-0.153\t1.207\t1.172\t-1.156\t2.082\t1.429\n1\t1.126\t-0.496\t0.003\t-0.111\t-1.039\t-0.379\t-1.007\t0.920\t-1.661\t-0.650\t-0.989\t1.774\t0.794\t0.502\t1.099\t0.042\t-0.151\t-0.127\t-0.468\t0.695\t0.960\t0.681\t-0.445\t-0.565\t2.237\t-0.363\t1.405\t-0.394\n4\t-0.594\t-1.992\t-1.709\t-1.976\t-0.695\t-0.310\t0.347\t0.978\t-1.449\t1.006\t-0.323\t0.650\t0.646\t0.232\t0.402\t0.697\t2.523\t2.817\t-0.334\t1.424\t0.059\t0.627\t-0.697\t1.185\t0.598\t1.231\t-0.669\t-2.708\n2\t-1.022\t-2.521\t-0.933\t0.893\t0.018\t-0.463\t0.131\t0.070\t2.602\t0.753\t-0.214\t0.909\t0.843\t-0.273\t0.898\t1.222\t-0.259\t-1.195\t0.772\t-0.191\t0.233\t0.706\t1.466\t-0.405\t-0.362\t0.370\t-1.312\t-0.419\n1\t-0.409\t-0.528\t-0.394\t0.713\t-0.628\t-0.380\t0.643\t0.444\t-0.687\t0.966\t0.909\t0.839\t0.303\t-0.174\t-1.074\t-1.384\t-0.085\t0.014\t-0.261\t-0.111\t1.364\t1.627\t-1.106\t0.289\t0.052\t0.675\t1.734\t2.188\n1\t-1.076\t-2.579\t-1.109\t0.276\t1.412\t-0.871\t0.618\t-0.194\t-0.554\t-0.376\t-0.983\t-0.847\t-0.551\t-0.009\t-1.162\t0.127\t-0.660\t0.414\t0.958\t0.219\t-2.372\t-0.547\t-0.601\t-0.051\t-0.536\t-0.152\t-0.025\t0.813\n3\t-0.632\t-0.595\t-1.240\t1.963\t-0.034\t-0.161\t0.633\t-0.582\t0.739\t-0.574\t1.392\t0.140\t1.391\t0.620\t-2.332\t-1.212\t1.648\t-0.309\t-1.766\t-0.489\t-0.351\t1.279\t-0.822\t-0.104\t1.108\t-0.459\t-0.837\t0.381\n0\t-1.385\t-0.355\t-0.093\t-1.443\t-0.918\t-0.717\t-1.860\t0.128\t0.237\t-0.544\t-1.369\t0.407\t0.546\t0.099\t0.042\t0.594\t-0.095\t-0.918\t-0.070\t-0.392\t-0.070\t0.884\t-1.202\t0.177\t-1.253\t-0.918\t1.574\t0.457\n1\t0.614\t0.192\t-1.534\t-0.150\t-0.798\t-1.329\t0.395\t1.651\t-2.262\t-0.924\t-0.019\t0.490\t-0.318\t0.538\t1.230\t0.275\t0.402\t-1.570\t-2.243\t-0.594\t0.062\t0.241\t0.225\t-0.575\t0.348\t-0.056\t0.106\t0.158\n1\t0.384\t0.419\t-0.762\t1.187\t0.862\t1.975\t-0.459\t0.156\t0.233\t-0.327\t0.403\t0.478\t0.479\t-0.326\t-0.209\t-0.567\t-0.751\t-0.064\t1.517\t2.039\t1.314\t-0.464\t0.408\t-2.047\t-0.155\t-0.389\t1.874\t0.260\n4\t0.824\t-0.645\t-0.888\t0.298\t0.920\t0.153\t0.966\t-1.276\t0.474\t-1.282\t2.667\t1.341\t0.385\t-1.604\t-1.375\t1.895\t-1.158\t0.500\t1.823\t0.106\t-1.195\t-1.775\t0.383\t-1.104\t0.002\t-1.065\t-0.601\t-0.569\n3\t0.012\t-0.103\t0.846\t-0.945\t-2.136\t0.938\t0.199\t-0.527\t0.301\t0.748\t0.146\t-1.445\t-1.050\t1.174\t-0.064\t0.637\t-0.606\t-1.180\t-0.107\t-0.177\t2.045\t-1.075\t-0.541\t-2.031\t0.517\t1.143\t2.027\t0.616\n4\t0.975\t1.345\t1.032\t0.467\t0.211\t2.038\t-0.474\t0.698\t1.174\t1.044\t-0.762\t2.815\t1.671\t1.060\t-1.006\t0.980\t-2.311\t-0.232\t0.107\t-0.449\t1.583\t0.104\t-0.961\t0.753\t0.398\t-1.753\t1.338\t0.101\n3\t-0.072\t1.361\t0.672\t0.429\t-0.605\t-0.623\t-0.753\t1.299\t0.860\t-1.535\t0.964\t1.213\t0.233\t1.602\t-1.047\t0.224\t1.393\t0.658\t1.888\t-0.640\t-0.954\t-0.649\t-0.272\t2.199\t-0.643\t-0.254\t-1.179\t-0.616\n4\t0.252\t2.556\t-0.085\t0.899\t2.136\t1.417\t0.270\t0.219\t0.566\t-1.096\t-1.010\t-0.818\t0.255\t-0.226\t1.114\t2.111\t-0.313\t2.075\t0.703\t-1.374\t1.512\t0.449\t-1.328\t-0.200\t-0.192\t-0.896\t0.590\t2.167\n4\t0.659\t-1.873\t1.641\t0.429\t1.204\t0.080\t-0.175\t-0.551\t-0.481\t0.273\t0.273\t-1.210\t-2.488\t-0.273\t1.424\t-0.358\t-2.972\t0.482\t-0.264\t-0.890\t-2.100\t0.384\t0.775\t-0.268\t-1.056\t-2.298\t2.537\t-0.062\n0\t0.055\t-1.255\t0.460\t-1.697\t-0.336\t0.191\t2.377\t0.319\t0.140\t-0.063\t-1.342\t0.086\t0.103\t-0.969\t-1.187\t-0.482\t0.065\t-0.458\t-1.051\t0.289\t0.539\t0.121\t-0.563\t0.595\t-0.191\t-1.189\t1.036\t0.354\n2\t-0.749\t-0.195\t0.044\t-1.172\t-0.390\t1.639\t1.348\t1.227\t0.537\t2.678\t-0.561\t-0.422\t-0.185\t0.840\t-0.660\t0.954\t-1.116\t0.292\t-2.240\t-0.233\t-0.712\t-0.419\t0.805\t0.692\t0.907\t-1.255\t0.183\t-0.592\n0\t0.614\t-0.580\t-0.168\t0.735\t-0.530\t-0.913\t-0.642\t-0.608\t0.031\t-0.027\t-0.167\t-0.800\t-0.932\t0.649\t0.343\t-0.435\t-0.057\t1.212\t-0.072\t-0.006\t1.527\t1.070\t-0.641\t1.070\t-0.170\t-1.051\t1.304\t-0.710\n2\t0.010\t0.960\t0.538\t0.083\t1.008\t-1.265\t0.739\t0.011\t1.268\t0.701\t-1.884\t-1.236\t-0.545\t-0.766\t-1.332\t-0.878\t-1.500\t0.500\t0.340\t-0.395\t2.031\t-1.506\t0.997\t0.246\t-1.623\t0.529\t0.410\t0.724\n1\t2.048\t-0.298\t0.342\t-1.594\t-2.117\t-0.677\t0.873\t0.028\t-0.540\t0.430\t-0.550\t1.377\t1.418\t-0.577\t-0.777\t-0.073\t0.427\t-0.274\t1.046\t0.266\t1.088\t-1.122\t-0.593\t0.533\t0.053\t-0.188\t-0.519\t0.087\n4\t-1.163\t-1.095\t1.182\t0.169\t-0.969\t2.299\t1.045\t0.549\t-0.558\t1.239\t0.882\t-0.106\t1.088\t1.046\t0.274\t-1.147\t-1.021\t-1.585\t1.325\t-1.461\t0.034\t-1.591\t1.684\t-1.163\t0.323\t-1.568\t0.871\t1.085\n0\t1.261\t-0.423\t0.386\t0.215\t-0.791\t0.542\t0.131\t0.332\t-0.624\t1.250\t-1.051\t-0.825\t2.025\t-0.419\t0.075\t-0.179\t-1.156\t-1.333\t-0.480\t-0.357\t-0.843\t0.432\t0.924\t0.309\t-0.412\t1.019\t0.605\t1.537\n0\t0.014\t-1.318\t1.036\t0.377\t-0.163\t-0.495\t0.624\t0.530\t0.408\t2.347\t0.746\t0.001\t1.448\t-1.687\t1.142\t0.368\t0.213\t-0.032\t0.117\t-0.384\t-0.105\t-1.486\t-0.208\t-0.123\t0.163\t-0.453\t1.220\t0.048\n4\t-0.710\t-0.284\t0.617\t2.524\t1.260\t1.520\t-0.105\t-0.537\t-2.204\t-0.598\t-1.379\t0.769\t-0.197\t-1.320\t0.547\t0.317\t-1.134\t1.513\t-0.753\t0.597\t-0.125\t1.647\t0.921\t-1.098\t1.820\t-1.267\t-1.059\t1.623\n3\t-1.617\t-0.318\t0.647\t-1.211\t0.490\t0.166\t-0.125\t-0.156\t-0.517\t-1.313\t-2.922\t1.131\t0.234\t0.543\t0.419\t0.364\t2.349\t0.363\t1.097\t-0.764\t0.427\t2.081\t0.462\t-0.315\t-0.007\t-1.800\t-0.871\t0.565\n4\t-0.727\t1.045\t1.215\t-0.925\t0.307\t1.834\t0.415\t1.422\t0.999\t-0.910\t-0.190\t0.035\t0.104\t0.916\t0.409\t-2.936\t-1.313\t-2.187\t0.175\t0.240\t0.283\t-0.959\t0.674\t0.716\t-1.255\t-1.466\t-0.000\t1.792\n3\t0.641\t-0.222\t2.318\t0.231\t1.399\t-0.422\t1.068\t-0.546\t0.323\t-0.607\t1.901\t-0.221\t-1.108\t0.095\t0.537\t-0.027\t-0.813\t1.037\t1.259\t-1.648\t-0.877\t-0.159\t-0.531\t0.526\t1.839\t-0.381\t1.577\t-1.468\n1\t0.391\t0.294\t-0.502\t0.717\t-0.363\t-1.081\t-0.773\t-1.705\t-0.240\t-1.085\t-0.621\t-1.457\t-1.573\t1.958\t0.095\t-0.320\t-0.626\t0.346\t0.033\t-0.297\t0.390\t0.575\t-2.196\t0.028\t0.388\t-0.244\t-1.498\t-0.356\n3\t-0.649\t0.324\t0.262\t-1.517\t-1.247\t-0.262\t1.699\t-1.319\t0.615\t1.071\t-2.243\t0.319\t2.132\t1.031\t1.583\t1.305\t-1.893\t-0.107\t0.015\t0.370\t-0.863\t-0.430\t0.883\t0.068\t1.293\t0.140\t-0.081\t1.059\n2\t-0.854\t0.800\t-0.239\t-0.985\t0.956\t0.310\t-0.840\t1.129\t-0.475\t-0.667\t0.364\t-1.108\t-0.507\t-2.001\t0.172\t-2.403\t1.358\t0.287\t-0.147\t-0.128\t-1.268\t1.367\t1.115\t-1.072\t-0.288\t1.233\t-0.254\t-0.344\n4\t1.196\t-0.083\t1.974\t1.583\t-1.984\t-1.030\t-2.255\t-0.325\t-1.211\t-0.814\t1.091\t-1.755\t0.130\t0.124\t-0.082\t0.131\t-2.232\t-0.810\t1.543\t-1.197\t1.667\t-1.407\t-1.527\t-0.952\t1.129\t-0.546\t0.345\t0.074\n1\t0.689\t0.137\t1.238\t0.727\t-0.327\t-0.053\t0.901\t0.239\t0.426\t-1.253\t-0.526\t-0.057\t1.132\t1.891\t-0.900\t-0.621\t0.447\t2.127\t-0.996\t-1.963\t0.164\t-1.349\t0.568\t0.781\t-0.220\t-0.450\t-0.712\t0.065\n3\t0.770\t1.207\t0.234\t0.916\t-0.056\t-0.785\t-0.098\t1.557\t0.387\t-0.722\t0.907\t0.794\t1.305\t-1.100\t-0.691\t1.449\t-0.237\t-2.662\t-1.553\t0.871\t-0.496\t-0.660\t1.651\t0.233\t1.066\t0.217\t-0.401\t-1.637\n0\t0.138\t-0.441\t0.101\t-0.188\t-1.399\t0.181\t-1.328\t0.166\t1.374\t-0.281\t-1.171\t-0.127\t-0.832\t0.595\t-0.148\t1.710\t1.163\t-0.153\t0.716\t-0.393\t0.034\t-0.361\t0.766\t1.433\t0.799\t0.922\t0.923\t0.551\n0\t-0.749\t0.231\t-0.987\t-0.510\t0.705\t2.352\t-0.898\t1.249\t1.340\t0.638\t0.767\t-0.707\t-0.969\t-0.473\t0.267\t-0.301\t-0.747\t-0.703\t-0.304\t0.860\t-1.079\t0.566\t0.525\t-0.522\t0.296\t1.186\t-0.324\t-0.772\n3\t0.779\t-1.574\t2.242\t0.629\t0.982\t1.961\t0.503\t-0.252\t-0.905\t-0.015\t0.653\t0.434\t-0.305\t-0.149\t1.323\t-0.596\t1.249\t0.956\t-0.768\t1.510\t1.314\t0.029\t2.025\t-1.408\t0.291\t-0.789\t-1.288\t0.460\n4\t-0.604\t0.988\t-0.240\t1.662\t3.003\t1.374\t-1.058\t1.405\t-0.573\t0.499\t1.383\t-1.121\t0.121\t0.118\t-0.872\t-1.814\t0.717\t-1.415\t0.651\t-0.192\t1.340\t-1.131\t-0.076\t2.095\t-0.709\t1.639\t-0.784\t0.161\n3\t0.267\t0.451\t-1.027\t0.486\t-1.560\t-2.285\t0.456\t0.132\t1.383\t-1.784\t0.821\t-0.227\t0.703\t-1.420\t0.468\t-1.557\t1.378\t-0.577\t-0.208\t0.357\t-0.910\t0.737\t1.157\t-1.573\t-0.462\t-0.590\t-1.036\t-0.059\n2\t1.379\t0.294\t0.593\t-0.752\t1.026\t2.318\t-0.791\t-1.182\t0.176\t0.876\t-0.091\t-1.053\t-0.109\t0.598\t-0.407\t0.607\t1.165\t0.240\t-0.028\t0.829\t-0.856\t-0.955\t-0.267\t-0.492\t-0.803\t1.830\t2.172\t-0.354\n4\t-1.050\t-0.972\t-0.450\t-0.756\t0.224\t-1.947\t-1.118\t1.539\t-0.928\t1.243\t0.355\t-1.809\t0.635\t-0.118\t-0.455\t0.245\t0.475\t0.708\t1.178\t0.408\t-1.376\t-0.474\t2.943\t0.724\t2.369\t1.395\t0.242\t0.301\n0\t-0.127\t-0.275\t0.308\t-0.224\t-0.891\t-1.490\t-0.783\t-0.481\t0.478\t0.289\t-0.205\t-0.097\t-0.091\t-0.071\t1.323\t0.532\t-1.516\t0.870\t1.032\t0.675\t0.308\t-0.196\t0.516\t-0.730\t-0.503\t1.317\t0.160\t-1.354\n4\t1.031\t1.019\t1.708\t0.082\t0.336\t-0.217\t0.592\t1.755\t-2.238\t1.042\t1.687\t1.294\t-1.337\t-1.524\t0.404\t-1.465\t-3.097\t0.706\t1.592\t1.186\t1.299\t-0.435\t-0.173\t-0.734\t-1.087\t0.303\t0.582\t-1.312\n2\t-1.618\t0.676\t-0.058\t-0.834\t1.193\t1.350\t-0.956\t-1.283\t-0.143\t0.139\t-0.179\t0.146\t-0.741\t-0.881\t1.004\t1.418\t-1.043\t-1.191\t0.124\t-0.829\t1.535\t-1.074\t-0.061\t-1.347\t-0.585\t-0.156\t-2.159\t-0.711\n1\t0.143\t0.569\t1.791\t-1.014\t-1.121\t-0.417\t1.050\t0.066\t1.262\t-0.888\t-0.148\t-1.072\t-0.379\t-0.673\t-1.253\t0.481\t1.824\t-0.266\t-1.703\t-0.832\t-0.129\t-0.254\t0.889\t-1.443\t0.190\t-1.049\t-0.738\t-0.856\n2\t0.401\t-1.325\t1.395\t-0.440\t0.082\t1.089\t-0.781\t0.180\t-1.155\t0.083\t0.288\t-2.136\t0.712\t-1.105\t-0.360\t-0.256\t-1.298\t0.354\t0.055\t-1.329\t1.460\t2.649\t-0.401\t-0.707\t-0.715\t-0.137\t0.532\t-0.857\n4\t0.760\t-0.581\t0.412\t-0.468\t-0.030\t-0.045\t2.448\t-2.284\t2.588\t-2.788\t0.364\t1.316\t0.265\t2.536\t-0.831\t-0.753\t-0.148\t2.612\t0.244\t1.017\t-2.688\t2.741\t-0.506\t-0.786\t-0.498\t0.447\t-1.375\t-0.915\n2\t0.325\t-0.205\t-1.366\t-2.055\t0.172\t-1.693\t-0.524\t0.684\t0.416\t-0.597\t0.895\t0.526\t-0.488\t1.521\t0.487\t-0.780\t-2.053\t0.224\t-0.505\t0.021\t-0.237\t-2.198\t-0.292\t-1.103\t-0.508\t-0.579\t0.064\t0.300\n2\t-0.345\t1.922\t0.535\t0.492\t0.176\t0.421\t-0.376\t-1.125\t0.918\t-0.627\t1.425\t-0.533\t1.158\t0.413\t-0.559\t0.054\t0.560\t0.220\t-0.261\t1.351\t0.228\t-0.878\t2.667\t0.985\t1.531\t0.880\t0.016\t-0.645\n4\t-1.005\t-1.673\t-0.515\t-0.510\t0.074\t1.695\t-0.895\t0.116\t-0.262\t1.346\t0.231\t1.203\t-1.000\t1.895\t-0.651\t1.792\t-2.733\t0.982\t1.117\t0.543\t0.706\t-1.365\t0.624\t-1.110\t-0.538\t0.277\t0.214\t0.404\n0\t1.183\t-0.524\t-0.493\t1.241\t-0.886\t-0.977\t0.609\t1.739\t1.649\t-0.022\t1.190\t-0.934\t-0.894\t0.156\t0.243\t0.364\t-0.171\t0.291\t-0.454\t-0.637\t0.151\t0.026\t-0.378\t0.639\t1.516\t0.810\t0.374\t-0.942\n3\t-0.142\t-0.347\t-0.224\t-0.871\t-0.231\t1.056\t-0.107\t-0.279\t-0.184\t1.812\t0.869\t0.860\t0.539\t0.558\t0.868\t1.747\t0.201\t0.214\t1.387\t0.154\t1.034\t-0.350\t-1.375\t-1.292\t1.723\t2.839\t0.051\t-0.536\n3\t-2.249\t-0.549\t1.008\t1.289\t-0.741\t-0.547\t0.457\t1.988\t1.072\t1.206\t-1.327\t1.634\t-0.572\t-0.592\t0.910\t0.745\t0.622\t0.830\t-0.127\t1.114\t1.158\t1.506\t1.012\t-1.529\t-0.318\t-0.210\t0.196\t0.510\n4\t0.319\t-1.659\t0.759\t-1.112\t1.559\t-0.049\t-1.246\t-1.142\t0.348\t-0.391\t-0.097\t1.613\t-0.699\t0.060\t1.420\t0.271\t-1.607\t0.505\t-1.163\t1.407\t-0.823\t2.970\t1.467\t-0.797\t0.020\t0.754\t0.784\t0.442\n3\t0.124\t-1.856\t-0.763\t0.620\t-0.573\t0.865\t0.296\t-1.361\t-0.365\t0.408\t0.187\t-0.325\t-0.218\t-0.716\t0.516\t1.058\t2.334\t-0.687\t-0.083\t-3.082\t-0.370\t-0.944\t0.785\t-1.966\t0.249\t-0.138\t0.398\t0.316\n2\t-1.233\t0.553\t-1.032\t-0.517\t0.356\t1.633\t-0.561\t-0.559\t0.775\t-0.046\t0.005\t0.261\t-0.689\t0.178\t2.114\t-0.139\t2.071\t-1.528\t-0.256\t-0.008\t-1.399\t-0.302\t-0.724\t-0.735\t0.050\t1.619\t0.614\t0.832\n4\t-0.341\t0.895\t-0.650\t-0.495\t-2.862\t-0.797\t-1.730\t-0.024\t-2.138\t-0.437\t0.159\t-0.193\t0.641\t0.548\t-1.518\t-0.019\t-2.123\t-0.185\t-0.846\t-0.353\t-0.315\t0.469\t-0.057\t-0.629\t-2.099\t0.639\t-1.305\t-1.617\n3\t0.987\t-0.381\t0.092\t-1.237\t-0.067\t-1.615\t-0.722\t0.862\t0.913\t-1.495\t-2.417\t-0.901\t2.051\t0.066\t0.541\t-1.417\t1.337\t-1.539\t0.777\t-0.075\t-0.708\t-0.174\t-1.035\t1.657\t0.619\t-0.562\t0.759\t0.825\n4\t-2.516\t-1.048\t-0.942\t0.501\t-1.479\t1.871\t1.629\t1.052\t-0.510\t-2.079\t0.832\t-0.748\t0.788\t0.601\t-0.440\t-1.220\t0.187\t-1.570\t0.281\t0.470\t-0.660\t-1.503\t1.628\t-0.535\t-0.207\t1.091\t-0.568\t-0.762\n1\t-1.139\t1.701\t1.804\t-0.234\t-0.371\t0.612\t0.551\t-0.202\t-1.250\t0.306\t0.551\t0.726\t0.349\t-0.271\t0.994\t0.066\t-0.465\t-0.181\t-1.746\t-0.182\t0.688\t0.340\t1.521\t-0.263\t0.487\t0.793\t2.343\t0.145\n4\t-1.142\t-0.569\t-0.833\t1.211\t0.863\t-2.030\t0.179\t-1.786\t-1.084\t0.832\t-1.724\t-1.364\t-1.024\t-1.585\t-1.420\t-0.056\t-1.685\t-0.249\t0.009\t0.752\t0.929\t-1.376\t-1.324\t-1.380\t0.791\t0.346\t-0.353\t-1.192\n4\t0.270\t2.386\t1.193\t-1.848\t0.240\t1.273\t-0.615\t-0.645\t1.682\t-0.981\t0.592\t-0.104\t0.698\t-0.575\t-0.666\t1.111\t1.592\t-0.178\t0.436\t0.847\t0.197\t0.694\t1.720\t-1.316\t1.002\t2.141\t1.070\t-1.239\n1\t0.376\t1.616\t-0.298\t1.315\t-0.546\t-0.387\t-0.383\t-1.005\t0.867\t0.967\t-2.078\t-0.936\t1.257\t-0.447\t0.183\t-0.437\t-1.070\t-0.056\t-1.742\t-0.497\t0.945\t-0.110\t-0.621\t-0.915\t0.407\t1.165\t0.677\t-0.018\n1\t0.041\t0.433\t0.898\t0.143\t0.365\t0.176\t0.440\t-0.019\t2.116\t0.578\t0.197\t-0.738\t-0.342\t1.510\t-2.485\t0.057\t-0.025\t0.500\t0.265\t1.516\t0.098\t-0.064\t0.952\t1.533\t0.687\t1.012\t-0.217\t0.125\n4\t0.311\t1.012\t1.869\t-0.118\t1.908\t-1.217\t-1.323\t0.058\t-1.482\t-0.634\t-0.628\t0.506\t0.177\t-0.225\t0.690\t-0.236\t1.746\t0.064\t1.458\t0.269\t0.537\t-3.135\t-0.561\t0.217\t-0.558\t0.424\t-1.623\t-0.649\n4\t0.310\t1.537\t-0.099\t0.202\t-1.200\t-1.443\t-1.390\t1.202\t-0.937\t-0.568\t1.311\t-0.953\t1.136\t-0.921\t1.656\t-0.624\t-1.267\t-1.492\t0.205\t2.758\t0.142\t0.774\t-1.160\t1.364\t0.764\t-1.076\t-0.157\t0.195\n0\t0.548\t-0.573\t-0.307\t-0.592\t0.726\t-0.244\t-0.583\t0.145\t-0.278\t-0.140\t-0.805\t0.621\t-0.404\t-0.295\t0.187\t1.962\t0.835\t-0.671\t-1.254\t0.323\t-0.586\t-0.230\t-0.183\t-0.111\t-0.216\t-0.478\t-2.143\t0.186\n2\t1.150\t0.297\t1.268\t0.289\t-1.157\t-1.333\t-1.552\t0.662\t1.189\t1.849\t0.843\t1.163\t-0.580\t-1.156\t0.850\t0.418\t0.107\t0.387\t0.323\t1.284\t1.295\t0.544\t0.846\t0.514\t-0.461\t0.757\t-1.394\t1.054\n3\t-0.596\t-0.426\t1.128\t-0.684\t-0.194\t0.917\t-0.307\t0.593\t-1.526\t-1.000\t-0.550\t-1.437\t-1.129\t-0.645\t2.118\t0.396\t0.826\t0.677\t-2.274\t0.127\t-0.523\t-1.582\t0.456\t-1.838\t-0.016\t-0.303\t-0.886\t0.963\n0\t-0.404\t0.688\t0.665\t1.101\t-1.259\t0.401\t-0.727\t-1.220\t-0.429\t1.069\t-0.372\t1.565\t0.549\t-0.394\t1.160\t0.445\t-0.933\t1.859\t0.259\t0.019\t-0.856\t1.180\t0.517\t0.629\t-0.508\t0.834\t0.912\t-0.669\n0\t1.038\t0.764\t1.728\t-0.469\t-1.286\t-0.505\t0.209\t0.058\t-0.393\t-1.909\t0.470\t1.972\t0.464\t0.609\t0.572\t0.397\t0.932\t0.395\t-0.313\t-0.796\t-0.249\t0.314\t-0.316\t0.314\t0.439\t0.833\t1.283\t0.078\n0\t-0.504\t-0.082\t0.348\t-0.487\t-0.676\t0.034\t-1.087\t-1.086\t0.679\t-1.149\t0.666\t0.463\t-1.726\t-0.678\t1.194\t-0.981\t-0.464\t0.462\t0.783\t-0.252\t-0.598\t1.422\t1.739\t0.979\t0.085\t-0.808\t-0.830\t0.523\n1\t-1.282\t-0.012\t-0.972\t-0.268\t0.237\t1.060\t0.312\t-0.565\t1.197\t0.615\t-1.942\t0.838\t0.065\t-0.033\t1.190\t-0.204\t0.894\t1.277\t0.062\t0.447\t0.694\t0.462\t0.889\t-1.044\t-0.641\t-1.260\t1.686\t-1.676\n1\t-0.257\t0.983\t-0.608\t0.265\t0.194\t2.806\t-0.182\t1.498\t0.419\t0.219\t-0.439\t0.421\t1.088\t1.090\t0.008\t0.378\t1.773\t-0.404\t0.340\t1.282\t0.717\t0.350\t-0.429\t0.348\t0.100\t1.102\t0.344\t0.166\n1\t0.742\t1.953\t0.333\t0.625\t0.436\t0.257\t-0.107\t-0.819\t-1.184\t0.369\t-0.837\t0.517\t1.746\t-0.555\t-1.208\t-0.361\t0.371\t0.619\t-0.784\t-0.549\t-0.859\t1.511\t-1.471\t0.480\t-0.434\t0.416\t-0.520\t-1.310\n0\t-0.270\t-1.542\t1.221\t-0.341\t-0.964\t-1.475\t0.095\t0.121\t-0.651\t0.814\t0.282\t-1.020\t-1.626\t-0.174\t-0.522\t0.408\t0.834\t1.174\t-1.031\t-0.465\t-0.644\t-1.187\t0.880\t-0.093\t0.855\t-0.139\t0.702\t-0.579\n3\t-0.042\t-2.118\t0.502\t-1.571\t0.982\t1.048\t-1.670\t0.737\t-0.187\t-1.235\t0.302\t-0.814\t-2.504\t1.243\t0.371\t0.715\t1.642\t0.274\t0.902\t0.879\t-0.462\t-0.346\t0.012\t1.040\t-0.317\t-1.272\t0.529\t1.505\n3\t3.250\t-0.748\t-0.505\t0.244\t0.388\t-1.062\t0.344\t1.262\t-0.223\t1.785\t1.885\t-0.259\t-0.689\t0.650\t-0.148\t1.198\t0.099\t0.048\t0.840\t-0.513\t-0.292\t-0.147\t-0.510\t-0.340\t1.077\t0.187\t1.499\t-0.974\n4\t0.073\t0.157\t-1.479\t-1.542\t-1.839\t-1.637\t0.828\t-1.967\t0.385\t1.317\t0.833\t-1.031\t2.366\t0.297\t-0.330\t1.831\t1.010\t-0.277\t0.426\t0.734\t1.222\t-0.924\t1.775\t-0.610\t0.260\t-0.969\t-1.897\t-0.929\n2\t-0.926\t1.178\t0.567\t-1.363\t-1.427\t0.119\t1.143\t-0.825\t0.667\t2.041\t1.229\t1.750\t0.932\t-1.179\t0.438\t-0.268\t0.122\t-0.112\t1.876\t0.132\t-0.386\t0.736\t0.234\t0.190\t-0.518\t-0.058\t0.964\t-1.102\n0\t-0.184\t-0.214\t-0.152\t1.257\t-0.888\t-1.946\t-0.534\t-0.668\t-2.231\t0.245\t-1.186\t-0.083\t-0.363\t-1.074\t0.891\t-0.281\t0.054\t0.586\t0.289\t0.145\t-0.824\t-1.112\t0.158\t-0.962\t0.794\t-0.130\t0.649\t-0.986\n0\t-0.699\t1.830\t0.019\t0.079\t0.270\t-0.783\t0.340\t0.348\t-0.010\t-0.067\t-0.222\t-0.380\t0.727\t0.290\t0.931\t-0.521\t1.128\t0.891\t-0.243\t-0.666\t0.595\t-1.586\t-0.415\t0.275\t-0.150\t-1.071\t0.090\t-0.999\n2\t-0.193\t0.480\t0.397\t-0.608\t0.843\t-0.938\t-0.591\t-0.342\t-0.644\t1.450\t0.459\t0.508\t-0.570\t2.604\t-1.293\t0.873\t1.956\t0.422\t0.204\t-0.324\t0.639\t-0.038\t1.654\t-0.567\t-0.726\t-0.955\t1.579\t0.511\n1\t0.985\t-0.199\t-1.975\t-0.311\t0.673\t-1.452\t0.559\t0.230\t-1.378\t-0.455\t-1.100\t0.066\t-1.358\t1.752\t-0.121\t0.088\t0.829\t-0.670\t0.137\t0.153\t-0.806\t-0.639\t0.741\t-0.323\t-0.347\t1.686\t1.586\t-0.768\n0\t0.760\t1.652\t-0.502\t-0.412\t-1.346\t0.521\t-0.645\t0.346\t1.165\t-0.684\t-0.474\t1.015\t0.707\t0.601\t-0.391\t-1.436\t-0.712\t-1.009\t0.582\t0.285\t-0.599\t-0.428\t0.476\t-0.319\t-0.581\t1.979\t-0.550\t0.669\n1\t-0.619\t0.200\t-0.096\t0.636\t0.757\t-0.240\t-0.962\t1.548\t-1.355\t-0.595\t-0.850\t0.746\t1.317\t-0.174\t0.230\t0.429\t1.804\t-1.774\t0.744\t0.377\t-0.371\t0.326\t0.741\t0.583\t2.159\t0.127\t0.027\t-0.181\n4\t0.670\t-0.269\t-1.218\t-1.521\t0.435\t-1.017\t2.225\t-1.000\t0.354\t0.169\t-1.398\t1.530\t-0.964\t2.518\t-1.041\t1.649\t-0.658\t1.170\t0.445\t-1.766\t1.885\t-1.251\t0.004\t-0.865\t0.082\t0.750\t-0.293\t-1.330\n3\t-1.578\t-0.704\t-0.200\t-0.867\t0.667\t0.813\t1.263\t-0.620\t-1.625\t-0.396\t-0.495\t-2.179\t0.477\t-1.740\t0.249\t0.956\t-0.306\t-0.604\t1.214\t-0.687\t1.434\t-0.972\t0.081\t1.357\t1.406\t-0.120\t-0.974\t1.473\n4\t1.166\t0.531\t-2.178\t-0.529\t-0.562\t0.479\t-2.625\t2.549\t0.531\t0.149\t1.182\t2.344\t0.871\t0.949\t0.131\t-0.142\t-0.476\t-0.826\t-0.687\t-1.351\t-0.076\t-1.685\t0.191\t-0.036\t0.147\t-0.522\t3.077\t1.360\n3\t-0.266\t0.388\t-0.851\t0.475\t-0.584\t-1.119\t1.136\t0.084\t0.640\t-0.781\t-0.675\t1.823\t-0.597\t1.294\t-0.210\t0.122\t1.837\t-0.130\t0.156\t-2.177\t0.926\t0.281\t-0.723\t2.598\t-0.627\t-0.825\t-0.101\t-1.273\n0\t-0.058\t-0.206\t1.291\t0.717\t1.009\t-1.394\t0.842\t0.751\t0.219\t-0.327\t0.327\t-0.856\t0.455\t0.302\t1.172\t-0.032\t-1.438\t-0.262\t1.925\t-0.127\t0.110\t0.722\t-1.524\t0.403\t-0.777\t0.769\t-1.413\t0.105\n2\t-0.685\t1.345\t0.613\t-1.429\t0.246\t1.657\t-0.598\t1.658\t0.386\t1.340\t0.159\t-0.124\t1.837\t0.721\t-0.235\t0.424\t-0.565\t0.108\t1.196\t-0.162\t-0.875\t-0.967\t0.074\t-0.808\t-1.433\t-1.199\t1.175\t-0.142\n0\t-0.839\t-1.253\t-0.102\t-0.167\t0.011\t-0.048\t-0.973\t0.791\t-0.447\t1.908\t0.581\t0.933\t0.188\t1.887\t0.770\t1.315\t0.686\t0.192\t-0.099\t0.287\t-0.122\t0.952\t0.281\t0.796\t0.558\t-0.318\t-0.678\t0.946\n1\t0.643\t-1.098\t-0.384\t0.422\t0.760\t1.213\t-0.496\t1.034\t-0.232\t0.702\t-1.856\t1.643\t0.853\t-0.467\t0.640\t0.762\t1.615\t-0.322\t-0.909\t0.533\t-0.358\t1.618\t-0.298\t0.289\t-0.559\t0.207\t0.063\t-1.209\n4\t0.664\t0.222\t-1.901\t0.083\t0.318\t-0.329\t-0.061\t0.190\t0.765\t-1.575\t-0.244\t1.508\t1.417\t0.851\t0.537\t1.655\t1.918\t-0.129\t-0.969\t-0.270\t3.097\t-1.569\t-0.471\t-1.413\t0.125\t-1.203\t-0.109\t-1.950\n4\t0.767\t0.550\t0.680\t-1.402\t0.586\t-0.274\t1.899\t1.412\t-0.790\t-2.343\t-0.281\t0.983\t0.548\t0.099\t-1.175\t-0.386\t1.309\t1.196\t-0.499\t0.147\t-2.189\t2.171\t0.365\t0.359\t1.099\t-2.069\t0.404\t2.033\n2\t0.374\t0.246\t-0.213\t-1.928\t1.728\t0.149\t-1.858\t-1.434\t1.290\t0.759\t-0.107\t0.721\t-0.050\t0.373\t-0.215\t-0.476\t1.253\t-0.017\t-1.644\t0.249\t0.195\t0.447\t-1.184\t0.930\t0.587\t1.733\t-0.387\t-0.088\n3\t-0.897\t-0.794\t-1.517\t0.110\t-0.239\t-0.779\t0.811\t0.492\t0.857\t0.053\t-0.789\t-0.718\t0.591\t-1.279\t-0.429\t0.286\t-0.837\t-0.223\t-1.071\t-0.521\t1.783\t-1.399\t0.801\t0.109\t-3.681\t-1.382\t-0.661\t-0.863\n1\t-0.409\t-0.141\t2.362\t-0.384\t-0.276\t-0.436\t0.809\t0.758\t-0.075\t0.059\t-1.493\t0.260\t-0.337\t0.500\t-2.195\t-0.794\t0.439\t-0.223\t0.533\t-1.269\t-0.496\t-0.085\t1.810\t-0.372\t0.668\t0.610\t-1.457\t0.988\n2\t0.130\t0.246\t0.556\t-1.351\t1.415\t0.497\t-1.055\t0.239\t-0.752\t-1.240\t1.086\t-0.698\t1.311\t-2.313\t-0.750\t-0.821\t-0.547\t-1.233\t0.545\t1.254\t1.436\t-0.002\t-0.392\t0.984\t1.109\t-0.899\t-0.507\t-0.514\n1\t-0.633\t-0.885\t-0.527\t0.252\t1.492\t1.618\t-0.353\t-0.702\t0.620\t-0.788\t-1.545\t-0.202\t-1.677\t1.061\t-0.054\t-0.605\t0.763\t0.024\t-1.611\t-0.391\t-1.415\t0.149\t0.363\t1.597\t0.115\t-0.949\t-0.878\t-0.612\n4\t-0.253\t-1.274\t-1.057\t0.971\t-0.074\t-1.135\t0.075\t0.434\t0.067\t0.087\t-0.555\t-0.745\t-3.298\t2.111\t1.414\t-0.444\t-1.616\t-0.346\t-0.871\t-0.254\t0.112\t-0.834\t-0.558\t0.933\t2.006\t0.424\t-0.601\t0.911\n3\t-0.617\t1.345\t-1.792\t1.405\t1.073\t0.541\t-2.004\t-0.362\t1.008\t-1.687\t-0.522\t0.396\t-1.159\t1.301\t1.103\t0.242\t0.434\t-0.540\t0.590\t-0.598\t-0.197\t-0.492\t1.436\t1.207\t-1.003\t1.338\t-0.798\t1.853\n0\t-0.344\t1.218\t-0.326\t0.959\t-0.994\t-0.787\t-0.957\t-0.626\t-1.648\t-1.016\t-0.979\t1.936\t-0.138\t-0.401\t0.744\t-0.459\t0.300\t0.659\t0.604\t-0.034\t0.105\t0.356\t0.528\t0.341\t0.156\t-0.941\t0.560\t-1.211\n0\t-0.941\t-0.507\t1.562\t-0.158\t0.242\t0.273\t1.588\t-0.576\t-0.223\t-0.106\t1.137\t1.344\t0.475\t1.233\t0.178\t-0.173\t1.179\t0.488\t-0.736\t0.997\t-0.208\t-0.331\t0.893\t-0.089\t0.389\t0.662\t-0.783\t0.385\n4\t0.843\t2.524\t-0.100\t-2.198\t1.425\t-1.218\t0.461\t0.538\t0.126\t-2.134\t-0.363\t-1.570\t0.454\t-0.885\t-2.124\t0.712\t-1.267\t0.135\t-0.737\t0.868\t0.826\t0.238\t-0.107\t-0.441\t-1.205\t-0.588\t0.478\t1.955\n1\t0.418\t-1.620\t-0.373\t-0.382\t0.962\t0.693\t-1.683\t-0.693\t-0.690\t-0.217\t-1.098\t0.452\t-0.694\t0.589\t-0.003\t-0.973\t1.388\t1.418\t0.290\t-0.239\t-1.056\t1.071\t0.823\t-0.814\t-0.687\t0.457\t-1.175\t-0.626\n1\t0.148\t1.311\t-0.486\t-0.987\t0.051\t1.320\t2.005\t-0.616\t0.132\t0.275\t-1.421\t-1.476\t0.324\t-0.376\t-1.401\t0.687\t0.061\t0.012\t-1.095\t-1.706\t-0.598\t0.049\t-0.709\t-1.097\t-0.372\t0.035\t1.415\t0.150\n0\t0.745\t-0.837\t-0.581\t0.310\t0.661\t-1.809\t-0.028\t1.129\t0.791\t0.277\t0.331\t-0.596\t-0.013\t0.163\t1.461\t0.596\t0.471\t-0.812\t0.065\t-0.625\t-0.353\t0.582\t0.590\t-0.364\t-0.225\t-0.408\t-0.095\t0.070\n0\t-0.621\t1.963\t0.138\t-0.257\t-1.477\t-0.932\t-0.642\t0.439\t-0.356\t0.015\t-1.433\t1.404\t-0.737\t0.235\t-0.531\t-0.318\t-0.794\t0.296\t-0.980\t0.314\t-0.119\t0.630\t0.729\t-0.318\t0.366\t-0.448\t1.316\t-0.359\n0\t0.968\t-0.179\t0.891\t-0.722\t-0.413\t-0.714\t0.249\t0.825\t0.009\t-2.141\t1.042\t-0.630\t-0.974\t1.221\t-0.085\t-0.292\t0.327\t0.088\t-0.210\t-0.477\t-0.675\t-1.382\t-0.139\t0.759\t-0.313\t-0.185\t1.000\t0.017\n0\t-1.312\t-0.213\t-0.027\t-0.679\t-0.562\t0.843\t0.470\t0.798\t0.337\t-0.873\t0.423\t-0.952\t-0.312\t-1.036\t-0.611\t0.090\t-0.457\t-0.883\t1.138\t-0.120\t-0.528\t-1.082\t-1.872\t-0.222\t-1.378\t0.712\t0.029\t1.558\n2\t0.012\t-0.656\t0.305\t-0.719\t-0.543\t-0.195\t0.388\t-1.667\t-2.030\t-0.860\t0.522\t-1.265\t1.834\t0.852\t0.669\t0.855\t0.427\t0.507\t1.242\t1.000\t0.300\t1.924\t0.077\t-0.455\t-1.483\t-0.722\t1.202\t-0.034\n0\t-0.004\t0.003\t-0.739\t-0.976\t0.900\t0.016\t0.480\t0.425\t-1.293\t-1.217\t0.786\t0.432\t-0.119\t0.399\t1.450\t0.923\t0.263\t0.448\t1.474\t-0.411\t0.230\t-0.024\t-0.635\t-0.201\t-1.017\t1.063\t-0.436\t0.212\n4\t1.428\t-2.009\t-0.152\t-0.108\t-1.087\t-0.156\t-1.639\t-0.584\t-0.268\t-0.005\t1.875\t-0.816\t-1.325\t0.992\t-4.463\t-0.619\t-0.326\t-0.941\t-0.095\t-0.649\t-1.741\t0.618\t0.657\t-0.987\t-0.541\t1.856\t0.448\t0.000\n2\t0.730\t-0.711\t-1.963\t-0.429\t-1.290\t2.009\t-0.769\t0.122\t0.340\t-0.227\t-0.109\t-0.545\t-1.486\t1.763\t-0.461\t-1.213\t-0.129\t-0.314\t1.504\t-0.792\t0.473\t1.225\t-0.848\t-0.124\t-0.856\t-0.564\t-1.272\t-0.341\n2\t1.006\t0.691\t0.051\t-0.261\t-1.773\t1.292\t-0.447\t1.555\t0.196\t2.025\t0.606\t-1.432\t-0.614\t-0.169\t-0.874\t-0.377\t-1.367\t0.006\t0.237\t-1.004\t1.940\t0.064\t-0.817\t-1.630\t0.060\t-0.260\t0.783\t-0.143\n0\t0.251\t0.360\t-0.265\t-0.893\t-0.139\t0.259\t-0.026\t-0.177\t-0.112\t0.655\t-0.189\t-0.922\t-0.523\t1.010\t0.186\t-1.102\t0.363\t-0.784\t0.062\t1.026\t-0.744\t-1.076\t0.438\t-0.112\t0.143\t1.123\t-0.638\t0.291\n4\t0.768\t-1.961\t-2.204\t-2.005\t-2.143\t1.357\t0.787\t-1.199\t-0.106\t1.466\t0.500\t2.114\t-0.114\t-0.655\t-1.081\t0.024\t0.936\t0.099\t-0.358\t1.257\t0.529\t-0.113\t-0.767\t-0.254\t0.473\t-0.780\t-1.234\t-0.480\n4\t-0.990\t-0.572\t0.835\t-1.388\t0.207\t0.574\t0.182\t-0.438\t0.172\t0.321\t-0.131\t-0.836\t1.040\t-1.109\t1.239\t1.816\t-1.502\t-0.054\t1.564\t2.059\t0.582\t0.663\t-1.010\t1.932\t1.720\t-0.346\t3.523\t1.546\n4\t-1.658\t1.877\t2.256\t-1.158\t-1.406\t-0.550\t0.490\t0.768\t-1.113\t1.636\t-0.740\t-0.041\t-0.336\t-0.540\t1.817\t-2.232\t0.052\t1.337\t-1.998\t-0.294\t0.589\t1.050\t0.127\t-1.320\t0.493\t-0.814\t0.257\t-1.941\n1\t0.055\t0.435\t-0.828\t-0.755\t0.489\t2.385\t1.003\t1.266\t-0.192\t-0.600\t-0.781\t-0.488\t-2.053\t-0.725\t-0.560\t-0.175\t0.132\t0.362\t-0.015\t-0.581\t-1.963\t-0.575\t-0.972\t0.466\t0.909\t0.939\t0.757\t-0.134\n4\t-0.177\t0.170\t1.284\t0.009\t1.273\t1.169\t0.149\t-1.560\t0.894\t0.696\t-0.224\t-1.034\t-0.065\t0.494\t-1.214\t-1.198\t3.111\t-1.142\t-0.707\t1.615\t-0.970\t-1.033\t0.937\t-1.854\t-0.516\t0.664\t1.514\t0.507\n4\t-1.155\t0.725\t1.527\t1.903\t2.865\t-0.902\t2.824\t-0.354\t-0.592\t0.327\t-0.582\t0.399\t-1.320\t-0.239\t1.286\t-0.057\t0.142\t0.475\t1.171\t-1.655\t0.585\t-0.268\t0.167\t1.060\t-1.194\t-1.013\t-1.935\t-0.549\n2\t0.125\t-0.032\t-0.344\t0.020\t-0.842\t0.954\t0.246\t1.041\t-1.376\t0.068\t1.760\t-0.654\t1.054\t0.145\t1.081\t-0.496\t1.337\t0.560\t-0.957\t0.848\t1.140\t1.287\t-1.289\t0.210\t2.242\t0.346\t-1.964\t0.605\n1\t0.083\t-1.687\t-1.778\t-0.297\t-0.046\t1.103\t0.674\t1.658\t-0.830\t-0.854\t1.147\t1.113\t0.526\t0.080\t-0.078\t1.367\t0.559\t0.470\t1.977\t0.874\t-0.693\t-0.273\t0.263\t0.222\t0.035\t0.613\t-0.658\t-1.328\n1\t0.932\t1.098\t-0.683\t-2.116\t-0.136\t-0.677\t0.831\t-0.957\t0.714\t0.107\t1.304\t0.558\t-0.392\t0.374\t0.009\t-1.524\t0.612\t-0.046\t-2.129\t-1.441\t-0.564\t0.876\t-0.637\t0.748\t0.792\t-0.182\t0.764\t-0.048\n2\t-2.355\t-0.070\t0.142\t0.111\t-0.716\t0.058\t0.704\t-2.135\t0.544\t0.849\t-0.340\t-1.340\t0.900\t1.289\t-1.120\t-0.170\t-0.984\t-0.623\t-0.047\t0.928\t0.615\t0.140\t2.209\t-1.299\t-0.568\t0.106\t-0.312\t-0.207\n0\t0.220\t-0.376\t-0.228\t-0.159\t-0.800\t-0.041\t1.443\t1.329\t-0.754\t1.276\t0.761\t0.633\t0.432\t-0.930\t-0.406\t0.833\t-1.207\t-1.041\t0.306\t-0.790\t0.824\t-0.754\t0.244\t0.328\t-0.482\t-0.240\t-0.680\t-0.019\n2\t-0.004\t0.346\t0.436\t0.417\t0.630\t-0.060\t1.290\t-1.612\t-2.552\t0.741\t-0.331\t1.717\t1.043\t0.589\t-0.487\t0.676\t-0.396\t0.060\t-0.326\t0.259\t-0.251\t1.001\t0.453\t-0.509\t-0.447\t-1.270\t-1.952\t0.933\n2\t-1.730\t-0.215\t0.453\t-1.607\t-0.885\t-1.231\t0.787\t1.673\t-0.210\t0.532\t0.506\t1.554\t-0.653\t-0.220\t-0.341\t0.075\t2.504\t0.031\t-0.855\t-1.154\t1.253\t-0.859\t0.664\t-0.680\t-1.267\t0.605\t-0.631\t0.425\n0\t-0.567\t-1.866\t1.133\t-0.019\t-0.729\t0.284\t0.153\t0.168\t-0.217\t1.622\t-0.134\t1.619\t0.564\t0.351\t-0.113\t0.974\t0.113\t-0.932\t-0.965\t0.422\t-0.907\t-0.062\t1.057\t0.304\t-0.722\t1.410\t0.548\t1.018\n3\t0.697\t-0.448\t0.895\t2.189\t0.479\t-0.110\t-0.687\t0.203\t-0.978\t-0.238\t-0.896\t0.841\t-0.530\t-0.032\t-1.722\t-0.342\t-0.370\t-0.918\t-0.294\t-2.489\t-1.154\t-1.671\t0.761\t-0.027\t-2.573\t0.992\t0.426\t-0.107\n3\t-0.626\t-0.137\t-1.243\t-0.705\t0.834\t1.083\t1.128\t-1.441\t0.328\t0.312\t-0.585\t1.171\t2.180\t-0.282\t1.510\t-1.131\t-0.209\t0.144\t1.660\t-1.379\t1.705\t-1.553\t0.957\t0.141\t1.160\t0.106\t0.233\t-0.888\n4\t-2.543\t-1.406\t-2.886\t-0.344\t1.074\t-1.891\t-1.322\t-0.164\t-1.064\t-1.069\t0.542\t-0.495\t-1.487\t-2.088\t2.208\t1.128\t-0.452\t0.088\t-0.489\t0.510\t-0.854\t-0.543\t0.455\t1.454\t0.741\t1.234\t-0.312\t-0.623\n4\t1.820\t1.166\t0.150\t-0.102\t-1.004\t1.818\t-1.065\t-1.869\t0.900\t0.087\t0.264\t0.187\t-1.058\t0.369\t-0.323\t-0.463\t1.423\t0.791\t-2.301\t0.216\t1.066\t-1.246\t-0.864\t1.000\t-0.454\t-1.978\t1.200\t-0.174\n1\t1.405\t-0.274\t1.598\t-0.048\t0.828\t-1.427\t-0.335\t-0.486\t-0.008\t-1.524\t0.202\t0.998\t1.097\t0.672\t-0.789\t1.329\t-0.579\t1.009\t-0.223\t2.188\t-0.135\t-0.057\t-0.350\t-0.467\t-0.315\t-0.176\t0.254\t-1.144\n3\t0.259\t-0.372\t-0.016\t-0.844\t-0.296\t0.414\t0.191\t-0.357\t0.518\t0.138\t-0.310\t0.625\t-0.057\t1.261\t-2.073\t0.386\t-0.407\t0.259\t0.779\t0.830\t1.388\t-2.333\t-1.945\t-0.620\t-0.793\t-0.440\t1.332\t-2.458\n0\t0.275\t-0.183\t-1.244\t0.637\t0.464\t-0.360\t-0.291\t0.470\t1.190\t-0.283\t0.655\t0.565\t0.879\t0.039\t-0.912\t-0.462\t0.343\t1.818\t-0.484\t0.805\t-0.328\t0.110\t1.515\t0.764\t-1.241\t-0.572\t1.256\t0.142\n0\t0.237\t-0.905\t0.394\t0.042\t-0.225\t0.235\t0.002\t1.755\t1.304\t-1.036\t0.762\t-0.156\t0.990\t-0.273\t-0.202\t-1.054\t0.049\t0.305\t-0.769\t-1.171\t0.078\t0.470\t1.111\t-0.716\t0.286\t1.464\t0.748\t0.657\n0\t0.594\t0.048\t0.932\t1.034\t0.658\t0.838\t1.038\t0.400\t-0.242\t-0.108\t-0.133\t-1.051\t0.557\t-0.197\t1.006\t-0.841\t1.793\t-0.777\t-1.212\t0.352\t0.990\t0.032\t0.107\t-0.462\t-0.833\t-0.111\t-0.610\t0.777\n2\t-1.147\t0.219\t1.295\t0.975\t0.507\t-0.081\t-1.500\t-0.439\t-0.226\t-0.298\t-1.534\t0.434\t-1.181\t1.546\t0.148\t0.979\t0.959\t2.078\t0.182\t-0.390\t-0.371\t1.496\t-1.320\t-0.878\t0.237\t-0.153\t0.968\t-1.339\n0\t-1.069\t-0.561\t0.276\t0.013\t-0.638\t0.126\t0.847\t0.082\t0.006\t-0.004\t0.476\t1.856\t0.674\t-1.300\t-0.186\t-0.282\t-0.186\t0.281\t-1.154\t-0.535\t-1.444\t-1.068\t-1.187\t-0.219\t-0.288\t0.426\t-0.522\t-0.574\n3\t-2.757\t0.370\t0.823\t-0.411\t-1.019\t0.917\t0.038\t-1.693\t-1.220\t0.318\t-0.695\t0.517\t0.827\t1.229\t-1.313\t0.079\t-0.176\t-0.440\t2.128\t-0.612\t-0.493\t-0.516\t-0.915\t0.620\t1.662\t-0.041\t-1.917\t0.068\n3\t-0.118\t-0.435\t0.150\t0.279\t1.855\t-1.444\t0.708\t1.154\t-0.915\t1.301\t-1.005\t-1.484\t-0.231\t0.766\t-1.906\t-1.737\t1.074\t-0.154\t0.376\t0.585\t-1.469\t-0.582\t-0.040\t-0.894\t-0.395\t0.930\t-2.058\t0.162\n4\t-1.050\t0.210\t-0.345\t-0.127\t-0.363\t-0.429\t-0.290\t-0.383\t-1.288\t-1.157\t-0.733\t-1.155\t0.633\t-2.555\t2.551\t-0.718\t0.589\t0.695\t-1.805\t0.665\t1.812\t2.408\t-1.205\t0.332\t0.794\t-0.361\t-0.530\t0.532\n2\t0.143\t0.872\t-1.251\t-1.533\t1.579\t-0.612\t1.136\t-0.154\t-0.162\t0.438\t-0.884\t0.132\t-0.381\t-1.320\t0.337\t-0.263\t-0.157\t-1.210\t1.591\t0.877\t0.964\t-0.305\t-1.729\t1.953\t-0.061\t-0.749\t0.417\t1.167\n1\t-0.407\t1.299\t1.178\t0.632\t0.895\t1.099\t1.231\t0.935\t-0.995\t0.199\t1.145\t-2.156\t0.347\t-0.255\t-1.024\t0.196\t-0.070\t-0.850\t0.202\t-0.590\t0.489\t1.148\t0.137\t1.361\t0.892\t-0.066\t0.662\t-1.163\n3\t-0.357\t-0.877\t0.881\t0.618\t-0.802\t1.731\t-0.393\t0.897\t-0.704\t-0.920\t0.547\t0.466\t1.931\t1.433\t-0.313\t-0.902\t1.423\t0.718\t0.470\t-0.661\t-0.179\t1.815\t0.159\t-0.919\t2.112\t-1.662\t-0.686\t0.124\n1\t0.443\t-0.976\t-0.678\t0.409\t0.587\t-0.974\t1.277\t0.170\t0.520\t0.344\t-1.341\t1.536\t1.476\t-0.309\t1.973\t0.164\t0.198\t-0.195\t-0.165\t1.926\t0.850\t0.143\t-0.474\t-0.463\t-0.205\t-1.017\t0.218\t1.491\n2\t1.554\t-1.337\t2.331\t1.726\t0.141\t-1.648\t-0.055\t-0.387\t-1.274\t0.291\t-0.824\t-0.715\t-0.204\t-0.575\t2.078\t-0.536\t0.441\t0.146\t0.353\t0.429\t0.881\t0.266\t0.225\t0.058\t-0.138\t-0.912\t-0.061\t0.241\n4\t-1.473\t0.953\t-2.296\t-0.217\t-0.037\t1.435\t0.698\t-1.814\t-0.916\t-1.526\t-0.104\t-0.765\t-0.214\t-1.104\t-0.720\t0.750\t0.755\t-0.968\t-2.391\t1.112\t-0.042\t-0.634\t-1.153\t-0.312\t-0.151\t0.696\t2.256\t-0.621\n3\t-0.334\t0.978\t1.229\t0.868\t-2.489\t0.396\t1.257\t2.027\t-1.143\t-1.258\t0.306\t-1.356\t-0.182\t0.500\t0.987\t0.524\t0.990\t0.929\t0.264\t0.346\t1.648\t0.747\t0.816\t0.229\t-1.308\t-0.200\t0.331\t1.254\n0\t-0.497\t-0.183\t-0.990\t-0.035\t-0.811\t-1.114\t0.259\t0.213\t0.783\t-0.431\t0.408\t0.551\t0.445\t-0.826\t0.149\t0.364\t0.007\t-2.086\t0.160\t2.213\t-0.360\t-0.728\t0.373\t0.312\t1.193\t-1.258\t0.731\t0.590\n3\t1.068\t0.528\t1.536\t0.978\t-1.648\t0.623\t-0.087\t0.967\t-0.941\t0.002\t0.935\t0.390\t-0.239\t-0.790\t0.868\t1.549\t1.092\t0.047\t-0.159\t-1.459\t-0.414\t-1.007\t-1.951\t-1.309\t-1.904\t1.072\t1.360\t0.352\n3\t0.162\t1.281\t-1.874\t1.922\t0.461\t0.251\t-0.817\t0.641\t-0.293\t1.005\t1.151\t-0.348\t-0.857\t-0.819\t-0.204\t0.838\t-0.108\t-1.678\t-1.574\t-0.033\t0.594\t-0.648\t-1.389\t0.931\t-2.130\t1.103\t1.232\t1.182\n0\t-0.718\t0.796\t0.654\t0.290\t1.316\t-0.539\t-0.187\t0.095\t-1.030\t0.227\t-1.719\t1.047\t0.047\t-0.521\t-0.834\t-0.235\t0.688\t0.548\t-0.706\t-0.846\t0.657\t-0.722\t0.060\t0.124\t0.312\t0.858\t-1.263\t-1.911\n1\t-0.857\t-0.085\t0.158\t0.194\t1.344\t-0.324\t-0.847\t0.642\t0.511\t-0.589\t-1.801\t2.010\t1.413\t-0.839\t-0.141\t-0.028\t0.610\t-0.282\t-0.411\t-0.117\t-0.929\t0.952\t0.618\t-0.988\t0.338\t-0.640\t0.139\t-1.998\n3\t-0.220\t0.405\t-0.923\t-0.902\t1.130\t-0.136\t-0.313\t-2.203\t-1.458\t1.153\t0.925\t-1.905\t2.062\t0.307\t-0.583\t0.183\t-1.370\t-0.069\t0.587\t-1.584\t0.641\t0.973\t-1.111\t0.541\t-1.280\t-0.474\t-1.037\t0.920\n4\t1.007\t-0.001\t0.601\t-0.748\t0.613\t-0.795\t1.880\t-0.986\t-1.638\t-0.165\t0.592\t2.318\t-0.724\t0.063\t-0.001\t-1.053\t-1.001\t-1.886\t1.527\t-0.794\t-2.086\t-0.387\t1.219\t0.516\t0.511\t1.619\t1.042\t-2.617\n4\t-1.713\t-1.382\t-0.048\t-2.175\t1.148\t-2.234\t-0.010\t0.321\t0.692\t1.129\t1.641\t0.393\t-0.594\t0.189\t0.397\t0.241\t-0.478\t1.208\t-0.389\t-0.119\t-0.841\t0.927\t2.195\t1.200\t-1.074\t-0.808\t-1.561\t0.305\n3\t1.807\t-0.920\t-1.265\t-1.295\t0.699\t-0.292\t-0.685\t0.825\t-0.880\t1.016\t-1.004\t-0.348\t1.387\t0.125\t-1.032\t1.515\t1.135\t1.439\t-1.709\t0.299\t-0.704\t-0.605\t0.643\t-1.750\t0.158\t1.533\t0.145\t1.094\n3\t-1.158\t-0.083\t1.140\t-0.015\t-0.306\t2.156\t1.112\t-0.040\t-1.369\t-0.158\t-0.344\t0.166\t-0.658\t-0.026\t1.905\t1.637\t-0.373\t0.764\t0.067\t-1.730\t-0.537\t0.657\t-1.795\t1.506\t1.469\t-0.779\t-1.173\t-0.020\n0\t-1.611\t-0.365\t0.192\t0.135\t0.560\t1.389\t-0.913\t-0.227\t0.044\t-0.180\t-0.477\t-0.478\t-1.136\t0.752\t-0.318\t-0.757\t0.788\t-1.503\t0.497\t-0.856\t0.744\t-0.339\t1.060\t-1.009\t-0.333\t0.187\t-0.547\t0.300\n2\t2.474\t0.331\t0.898\t0.415\t-0.090\t1.830\t-0.615\t0.238\t-0.014\t1.499\t1.489\t0.973\t0.463\t1.407\t-0.129\t1.501\t1.350\t0.226\t0.483\t-0.522\t-0.318\t0.493\t0.588\t0.202\t-1.123\t0.608\t0.490\t0.067\n2\t-0.092\t-2.707\t-0.245\t0.293\t0.229\t-0.535\t0.644\t0.398\t-1.496\t1.255\t-0.084\t-2.485\t0.214\t-0.198\t2.200\t-0.017\t-0.254\t0.486\t-0.121\t-0.569\t0.837\t1.025\t-0.229\t0.449\t0.927\t-0.131\t-0.850\t0.690\n4\t-0.853\t0.520\t-1.263\t-0.537\t-0.506\t-0.714\t1.469\t-0.771\t0.122\t1.857\t0.249\t-2.486\t2.028\t1.116\t1.288\t1.345\t-0.095\t-1.472\t0.986\t-1.703\t-1.430\t-0.008\t1.037\t-0.680\t-0.608\t2.553\t0.929\t0.449\n1\t-0.065\t0.340\t-1.434\t1.082\t-1.347\t-1.647\t1.772\t0.020\t-1.287\t0.064\t-0.830\t1.698\t-0.386\t-0.106\t-0.275\t-0.529\t-0.711\t-0.519\t0.132\t0.509\t0.546\t-1.813\t-0.708\t0.631\t0.814\t0.203\t-0.520\t-1.242\n3\t-1.375\t0.962\t0.596\t-1.323\t-1.389\t0.992\t0.129\t0.758\t-0.970\t0.654\t-0.850\t0.866\t2.026\t-0.325\t0.118\t-0.623\t1.760\t-1.307\t-0.074\t-0.305\t0.889\t0.505\t-1.012\t-0.345\t-2.070\t1.235\t-0.779\t0.249\n0\t-0.822\t1.121\t0.000\t-0.009\t-0.328\t0.155\t0.825\t-0.867\t-0.658\t-0.304\t-1.346\t-0.819\t-0.476\t0.874\t0.263\t0.194\t0.851\t-0.137\t0.390\t-0.103\t0.265\t-0.583\t-2.439\t-0.134\t1.423\t0.926\t0.965\t1.236\n1\t0.658\t1.676\t-0.983\t-0.895\t-1.180\t-0.254\t0.052\t0.022\t0.898\t0.393\t-0.059\t0.041\t0.086\t-0.058\t-0.677\t-1.203\t0.142\t-0.499\t0.525\t0.072\t0.015\t0.984\t-1.405\t1.769\t-2.185\t1.451\t0.201\t-0.524\n4\t-0.580\t-0.948\t-1.689\t0.696\t-1.524\t0.349\t0.109\t-1.687\t1.217\t-1.688\t0.817\t-2.505\t-0.119\t0.271\t-0.237\t1.662\t1.901\t0.784\t1.341\t-1.719\t-0.963\t0.337\t-0.878\t-1.682\t1.461\t-0.114\t-2.182\t0.915\n1\t-0.401\t0.549\t-0.457\t-1.130\t0.441\t-1.947\t1.467\t-1.297\t-0.333\t0.786\t0.368\t0.269\t1.528\t0.981\t0.906\t0.111\t-1.990\t-0.404\t0.217\t-0.503\t0.011\t1.121\t-0.108\t0.585\t-0.660\t-0.158\t-1.926\t-0.392\n1\t0.712\t-0.309\t-0.498\t1.558\t0.036\t-0.025\t-0.125\t0.425\t0.467\t1.940\t-0.388\t-1.010\t-0.096\t1.376\t-0.768\t-0.265\t1.490\t1.081\t-0.427\t-0.116\t-0.784\t-0.371\t1.433\t-0.737\t-0.971\t-0.520\t1.808\t1.579\n3\t-1.533\t-1.129\t0.972\t0.873\t0.363\t-1.721\t-0.358\t-1.225\t1.177\t-0.584\t-1.086\t0.030\t-0.640\t1.484\t-0.735\t-1.399\t-2.153\t-0.031\t-0.562\t-1.429\t1.189\t0.667\t-0.028\t1.364\t0.663\t-0.823\t-1.039\t0.818\n3\t-0.287\t-0.041\t-0.684\t0.784\t0.676\t-0.544\t-1.045\t0.772\t0.509\t-0.664\t0.694\t0.639\t1.230\t0.847\t-0.339\t-0.762\t2.015\t-0.514\t-1.834\t-1.208\t-2.027\t1.221\t1.821\t0.250\t-1.604\t1.202\t0.466\t1.231\n3\t-1.552\t0.811\t-0.115\t-1.539\t0.292\t1.125\t0.197\t-0.432\t-0.032\t1.711\t-0.068\t0.090\t-0.631\t1.396\t-1.559\t0.834\t-1.480\t0.319\t-0.449\t-1.266\t1.529\t-0.114\t-1.731\t-0.195\t-2.095\t-0.765\t0.923\t-0.479\n3\t-0.296\t-0.855\t-1.685\t-1.352\t0.404\t-1.750\t0.879\t-1.574\t1.368\t1.480\t-1.134\t-1.624\t0.644\t0.726\t-0.081\t0.433\t-0.293\t-1.341\t0.475\t0.594\t-0.612\t-1.142\t-0.081\t-1.027\t-1.726\t0.126\t0.038\t0.756\n4\t-2.374\t0.998\t-0.056\t0.964\t-1.773\t-0.615\t0.450\t-0.620\t0.396\t1.093\t1.040\t-1.839\t-1.075\t-1.103\t0.499\t1.202\t-1.035\t-0.679\t1.230\t0.816\t0.098\t2.275\t0.151\t-0.394\t-1.861\t-3.142\t1.573\t-1.741\n1\t-0.167\t-0.860\t-0.202\t0.905\t0.327\t0.262\t-0.226\t-0.121\t0.530\t0.345\t0.891\t0.299\t-0.424\t1.281\t-2.332\t0.083\t2.132\t0.271\t0.909\t-1.659\t1.441\t1.848\t0.536\t0.115\t-0.793\t0.077\t0.248\t-0.460\n0\t-0.009\t1.102\t0.070\t1.335\t0.568\t-0.410\t1.374\t0.263\t-0.646\t0.189\t-0.191\t0.042\t-0.877\t0.983\t-1.078\t-0.144\t0.391\t-0.751\t-0.020\t-0.860\t-1.272\t1.673\t0.876\t0.021\t0.865\t0.795\t-0.340\t1.030\n2\t-2.560\t-0.371\t-1.153\t0.977\t-1.266\t0.495\t0.996\t0.280\t0.004\t-0.396\t-0.124\t-1.340\t0.178\t1.051\t-0.872\t0.018\t-0.103\t0.313\t-0.536\t-1.509\t-1.120\t-2.318\t0.776\t0.398\t-0.015\t-0.697\t-0.162\t-0.029\n0\t-1.053\t0.411\t0.262\t0.377\t-1.019\t0.957\t0.048\t0.439\t-0.010\t1.626\t0.160\t-0.192\t-1.451\t-0.226\t1.828\t-0.608\t0.641\t-0.533\t-0.306\t-0.840\t-0.716\t0.294\t-1.354\t0.627\t-0.135\t-0.628\t1.205\t0.179\n0\t-0.963\t0.420\t-0.047\t0.157\t-0.763\t-0.032\t-0.366\t0.539\t0.938\t-1.503\t1.267\t0.028\t0.948\t-0.175\t1.088\t0.876\t0.413\t0.045\t0.519\t1.931\t1.106\t0.658\t-0.551\t-0.621\t-0.742\t-1.235\t0.845\t0.136\n3\t-1.088\t-0.184\t0.955\t-0.764\t0.024\t-0.653\t2.268\t0.137\t1.280\t0.495\t-1.136\t-2.699\t0.256\t-1.328\t0.238\t-0.675\t-1.416\t-0.019\t0.229\t-0.662\t0.134\t-0.094\t-0.739\t1.223\t1.488\t-1.319\t0.617\t0.390\n3\t-0.503\t-1.031\t0.712\t-0.510\t-0.927\t0.465\t0.802\t-1.148\t1.034\t-0.232\t-1.198\t0.266\t1.084\t0.073\t-0.801\t-1.489\t-0.993\t-0.151\t1.780\t-0.139\t0.970\t0.462\t1.332\t2.559\t0.998\t0.314\t1.290\t1.071\n0\t-0.885\t-0.303\t-1.067\t-0.179\t-1.771\t0.826\t0.461\t-0.525\t-0.046\t0.487\t0.116\t-0.931\t-0.022\t0.056\t-0.013\t-1.100\t0.426\t-0.619\t-0.018\t-1.618\t0.483\t-0.711\t0.576\t1.459\t0.635\t-1.941\t-0.410\t0.455\n4\t1.049\t-1.371\t-0.880\t-1.287\t-2.686\t0.842\t1.430\t0.556\t0.380\t0.085\t0.055\t1.695\t1.549\t-0.585\t1.109\t1.229\t0.650\t0.388\t0.353\t-1.482\t-1.571\t0.783\t-1.100\t-1.389\t-2.075\t-0.476\t0.374\t0.455\n4\t1.129\t-0.528\t1.009\t-1.447\t0.681\t2.780\t0.440\t-1.342\t0.887\t1.571\t0.540\t-0.389\t-0.919\t0.085\t0.580\t-1.815\t1.357\t-2.950\t0.993\t0.786\t1.078\t-1.339\t1.038\t2.397\t-0.139\t0.267\t-1.414\t-0.776\n4\t-1.610\t-1.017\t-0.166\t1.115\t1.915\t-0.664\t-1.310\t0.816\t2.614\t1.107\t-0.749\t2.861\t0.687\t-0.791\t1.934\t-0.870\t-0.621\t0.727\t-0.025\t0.037\t0.039\t1.114\t-2.324\t0.285\t-0.290\t-0.752\t-0.755\t-2.637\n2\t1.038\t-0.101\t0.927\t0.360\t-0.015\t0.253\t-0.554\t-1.840\t-1.877\t0.917\t-1.026\t-1.530\t-1.550\t-0.476\t1.516\t-0.145\t-1.431\t1.482\t0.327\t-0.347\t0.485\t0.012\t-0.717\t-0.547\t-1.237\t-0.470\t0.930\t0.903\n3\t1.027\t0.260\t2.112\t-0.862\t-0.519\t1.122\t-1.279\t1.320\t-1.207\t0.610\t-1.843\t0.045\t-1.370\t1.926\t-1.072\t-0.829\t0.535\t-0.601\t0.700\t-0.711\t-0.788\t-0.028\t-1.217\t0.396\t0.877\t0.553\t0.643\t-1.925\n1\t0.392\t0.115\t0.876\t1.424\t-0.677\t0.770\t-0.624\t0.219\t1.070\t-0.274\t-0.952\t-0.459\t-0.953\t-1.074\t1.207\t0.532\t-0.720\t-0.984\t-0.915\t-0.720\t1.153\t-0.110\t2.132\t-0.040\t-0.576\t0.928\t-1.670\t0.188\n2\t-1.718\t0.566\t-2.034\t-0.400\t-0.571\t0.360\t-0.666\t0.492\t-1.067\t-1.242\t0.019\t0.105\t0.295\t1.480\t1.281\t0.452\t0.809\t0.262\t1.180\t0.364\t-0.552\t-0.752\t1.151\t-0.183\t1.917\t-1.104\t1.251\t-0.426\n0\t-0.290\t-1.049\t-0.871\t-0.055\t-0.588\t0.124\t0.837\t1.183\t-0.580\t-0.218\t0.610\t0.896\t-1.352\t-0.972\t0.444\t-0.083\t-1.205\t-0.559\t0.766\t0.996\t0.347\t-0.375\t-1.657\t0.744\t1.112\t-0.555\t1.197\t-1.101\n2\t0.669\t-0.721\t-0.358\t-0.064\t0.820\t-0.223\t1.315\t0.362\t1.363\t-1.147\t1.500\t1.170\t0.075\t-0.525\t1.302\t-0.458\t-0.005\t0.505\t-1.136\t-0.183\t-0.922\t-1.556\t2.084\t-0.655\t0.624\t2.094\t-0.633\t-1.260\n3\t0.776\t-0.446\t-0.196\t0.228\t0.458\t-0.017\t-1.374\t-0.034\t0.165\t2.189\t-0.877\t1.768\t0.994\t0.153\t1.733\t0.004\t-3.058\t-0.102\t0.791\t0.370\t-0.628\t-1.177\t1.307\t-1.780\t-0.083\t0.424\t-0.856\t0.606\n2\t0.044\t-1.984\t1.049\t-0.008\t-0.202\t0.244\t-1.069\t-1.117\t0.838\t0.517\t-0.950\t0.745\t3.088\t-0.456\t1.390\t0.131\t-0.245\t-0.732\t0.950\t0.485\t1.086\t0.874\t1.161\t1.258\t-0.340\t0.382\t0.177\t-0.628\n0\t0.751\t-0.509\t0.571\t1.229\t-0.826\t0.938\t0.861\t1.846\t0.030\t-0.526\t0.216\t1.281\t1.396\t-1.005\t-0.365\t0.095\t-0.612\t-0.422\t-0.260\t1.459\t-0.610\t1.509\t-0.046\t-0.277\t0.199\t-0.923\t-0.404\t0.418\n2\t-0.169\t0.392\t-0.989\t0.032\t-0.121\t-0.738\t-0.877\t0.919\t-1.697\t0.478\t0.798\t-0.219\t0.052\t1.163\t-0.705\t-0.602\t-0.495\t1.165\t1.292\t-1.396\t1.006\t0.819\t1.554\t0.385\t-0.044\t1.145\t0.699\t2.245\n4\t1.141\t1.173\t0.592\t0.028\t-0.082\t1.628\t2.283\t-1.945\t0.728\t-0.289\t2.194\t0.268\t-0.712\t-0.861\t-0.058\t-2.140\t-1.152\t-1.446\t-2.637\t0.642\t0.731\t0.910\t-1.067\t0.473\t-0.024\t-1.041\t-0.402\t-1.338\n0\t-0.507\t1.544\t1.364\t0.286\t-0.535\t-1.517\t0.378\t0.208\t0.858\t-1.466\t0.142\t0.429\t-0.902\t0.117\t-0.727\t-0.825\t-0.531\t-0.266\t1.239\t-0.322\t-0.846\t0.813\t1.028\t0.819\t1.369\t0.192\t0.156\t-0.704\n1\t0.471\t0.109\t-0.751\t-0.552\t-0.059\t-0.778\t-2.025\t0.744\t-0.385\t-0.092\t0.026\t1.302\t-2.197\t-0.560\t0.674\t0.676\t-0.985\t0.546\t-1.731\t0.785\t-0.580\t1.481\t1.008\t0.875\t0.754\t-1.107\t-0.178\t0.525\n3\t0.753\t0.810\t-1.066\t-0.735\t1.642\t-0.323\t-1.349\t-1.665\t0.553\t-0.916\t-0.835\t-0.698\t-1.875\t0.758\t2.049\t-1.771\t0.228\t-0.172\t1.177\t0.725\t0.824\t-1.354\t0.088\t-0.624\t-0.681\t0.050\t0.280\t1.205\n2\t-0.304\t1.010\t-0.901\t-0.720\t0.582\t0.801\t1.429\t0.469\t0.130\t0.575\t-0.267\t-0.275\t-1.774\t0.893\t0.211\t0.777\t-2.816\t-0.047\t-0.856\t1.501\t0.614\t0.234\t-0.432\t0.397\t-0.928\t-0.100\t-0.578\t2.266\n3\t-1.974\t-0.124\t0.367\t-1.120\t1.499\t0.434\t-0.318\t0.424\t-0.593\t1.251\t1.015\t0.373\t0.612\t-1.477\t1.467\t-0.099\t1.025\t0.750\t1.010\t-1.048\t-0.920\t2.248\t-1.519\t-1.098\t0.043\t0.045\t-0.540\t0.616\n1\t-0.145\t-1.791\t0.268\t-0.137\t0.350\t-0.363\t-0.476\t-1.781\t0.935\t0.053\t0.623\t-1.158\t0.855\t0.555\t-0.552\t1.294\t-1.053\t0.955\t0.459\t-0.087\t0.697\t0.924\t0.478\t1.043\t-1.821\t-0.215\t-0.209\t-0.892\n4\t-1.722\t-0.054\t-0.921\t-1.575\t-0.490\t0.133\t-0.225\t0.503\t1.940\t-0.050\t1.402\t-1.419\t-3.321\t-0.849\t-0.409\t-1.202\t0.616\t-0.621\t-0.176\t-0.039\t1.215\t-0.616\t-0.495\t1.228\t1.469\t1.465\t1.415\t-2.334\n3\t-1.940\t-2.689\t-0.280\t0.075\t0.640\t0.455\t-0.914\t0.049\t0.026\t-0.409\t1.843\t-1.148\t0.288\t-1.012\t-1.470\t-1.300\t0.227\t-1.498\t-1.273\t0.874\t0.268\t1.064\t-0.368\t0.217\t-0.026\t-0.203\t0.591\t-1.200\n3\t0.815\t-1.296\t-1.003\t0.905\t-2.454\t-0.980\t1.101\t-1.363\t0.267\t-1.344\t-1.780\t-0.049\t0.432\t-0.721\t-1.467\t0.682\t0.922\t0.820\t-0.347\t0.561\t0.720\t0.233\t-0.922\t0.263\t-0.215\t0.945\t-1.231\t-1.097\n0\t0.083\t0.703\t-0.823\t0.124\t0.022\t0.424\t0.449\t0.838\t1.958\t-0.132\t-1.119\t-0.524\t-0.346\t0.668\t0.654\t0.257\t0.148\t-0.310\t-0.004\t-1.248\t-0.089\t0.201\t1.001\t-1.520\t0.351\t1.783\t0.253\t-0.173\n4\t2.852\t-0.295\t-0.440\t-0.657\t0.379\t0.987\t0.886\t-2.149\t-0.486\t-0.428\t0.981\t-0.361\t0.935\t1.895\t0.126\t-0.959\t-1.871\t1.046\t0.125\t-0.648\t2.097\t1.249\t0.729\t-1.106\t-0.424\t-2.455\t0.487\t0.762\n2\t0.922\t0.185\t-1.623\t-0.799\t-1.661\t-0.179\t-1.328\t-1.761\t-2.055\t1.984\t-1.365\t-0.316\t0.059\t0.119\t0.621\t-0.051\t-0.454\t0.220\t0.209\t0.051\t0.641\t-0.626\t-0.201\t-1.326\t-0.245\t-0.638\t1.055\t-1.462\n2\t0.806\t0.923\t-2.009\t1.246\t-1.318\t0.610\t-1.454\t-1.437\t-0.199\t-1.273\t0.232\t0.245\t-0.811\t-1.297\t-0.633\t0.858\t0.405\t0.409\t0.835\t-0.543\t-1.722\t-1.554\t-1.245\t0.032\t-0.148\t1.120\t-0.707\t-0.179\n0\t-0.604\t-0.680\t-0.496\t1.179\t-0.327\t-0.302\t-0.742\t-0.260\t0.216\t-0.215\t-0.150\t1.016\t0.274\t-1.151\t-0.085\t-0.538\t0.521\t0.103\t1.130\t-0.740\t-0.192\t-1.064\t-0.042\t-1.537\t0.321\t-0.055\t0.155\t0.788\n0\t0.023\t0.268\t-0.102\t0.919\t0.181\t0.364\t0.137\t0.911\t0.870\t-0.163\t-0.722\t0.750\t-0.165\t-2.032\t1.043\t0.905\t-0.324\t0.787\t-0.528\t-0.557\t0.228\t-1.297\t-1.136\t-0.612\t0.787\t-0.588\t0.463\t2.201\n3\t0.071\t-0.109\t1.033\t-1.310\t-2.283\t-0.213\t0.469\t0.152\t1.232\t0.437\t-0.564\t-2.325\t-0.237\t1.028\t-0.392\t0.028\t0.421\t-1.015\t0.623\t1.637\t-0.173\t-1.129\t-0.067\t-2.224\t0.337\t0.452\t1.676\t-0.194\n3\t-0.156\t0.371\t1.550\t-1.956\t-0.169\t0.321\t-0.426\t1.288\t-0.271\t-0.087\t-1.077\t0.473\t-0.155\t1.097\t-0.808\t0.205\t0.381\t0.614\t0.423\t1.826\t-2.880\t-0.073\t-0.756\t-1.281\t0.523\t0.783\t2.095\t1.057\n4\t0.157\t-0.432\t-2.096\t2.801\t0.080\t0.483\t0.198\t0.456\t0.252\t-1.359\t0.848\t0.848\t1.286\t-0.456\t0.333\t0.461\t2.969\t3.258\t0.339\t-1.001\t-0.605\t-0.226\t1.200\t1.359\t0.997\t0.781\t1.070\t-1.449\n0\t0.406\t1.109\t0.891\t0.621\t0.275\t-0.581\t-1.033\t-1.191\t0.394\t0.498\t1.094\t0.562\t1.051\t-0.131\t0.771\t-1.001\t-0.060\t-1.831\t0.032\t1.225\t0.070\t0.722\t0.273\t-0.570\t-0.187\t1.180\t0.717\t-0.618\n1\t1.417\t1.612\t-0.691\t-0.496\t-1.982\t1.264\t-0.486\t0.478\t0.619\t-0.318\t-0.705\t0.296\t0.197\t0.621\t-1.156\t0.850\t-0.165\t-0.545\t-1.193\t-0.846\t-1.935\t1.032\t0.341\t0.830\t0.421\t0.103\t0.561\t1.065\n3\t-0.493\t1.444\t-1.257\t0.813\t-0.279\t-0.280\t0.790\t0.340\t0.571\t0.968\t-0.331\t-0.612\t-1.085\t-0.825\t2.949\t1.245\t-1.351\t-1.322\t0.482\t0.547\t0.549\t-0.255\t-0.125\t0.328\t0.086\t-2.219\t-0.230\t-0.851\n2\t-1.900\t-0.128\t-1.383\t0.902\t0.784\t-0.898\t-0.766\t-0.461\t-2.253\t0.336\t-0.273\t0.970\t-1.098\t-0.619\t-1.507\t-1.004\t-1.182\t0.996\t-0.698\t0.124\t-0.381\t-1.269\t-0.168\t0.599\t-1.208\t0.809\t-0.850\t-0.483\n1\t0.742\t-1.050\t-0.354\t0.449\t0.954\t0.598\t-0.220\t2.106\t1.193\t-0.952\t0.038\t2.055\t0.405\t0.030\t-0.402\t-1.093\t-0.079\t-0.137\t-1.490\t-0.866\t0.953\t-1.189\t-0.193\t0.464\t0.520\t1.570\t-0.316\t0.018\n1\t-0.704\t-0.384\t-0.302\t-0.777\t0.167\t-0.036\t-1.079\t-0.679\t-0.197\t-0.919\t-1.354\t-1.050\t-0.183\t-0.616\t0.406\t1.036\t-0.843\t-0.883\t0.615\t0.065\t1.119\t-0.225\t0.209\t0.933\t-0.488\t-2.114\t2.183\t1.021\n3\t1.814\t-0.253\t-0.161\t-0.233\t-0.776\t-0.473\t-1.039\t-2.294\t-0.580\t0.023\t0.631\t-0.576\t-0.564\t1.031\t-1.331\t-0.163\t0.957\t-0.708\t-1.534\t1.707\t0.799\t0.830\t-0.089\t0.641\t-2.490\t-0.437\t0.948\t-1.396\n4\t0.444\t1.221\t-0.121\t-1.387\t1.057\t1.436\t0.898\t-0.164\t1.044\t3.429\t0.115\t-1.312\t-0.586\t0.625\t-1.605\t0.169\t0.380\t1.535\t1.310\t0.865\t-2.163\t0.921\t0.706\t0.256\t-1.730\t-0.777\t-1.167\t-2.015\n3\t0.167\t0.529\t0.855\t-2.412\t0.209\t0.427\t-1.322\t0.689\t-0.505\t-0.168\t1.883\t1.021\t0.608\t0.428\t-0.875\t-0.555\t0.114\t-1.016\t-0.823\t-0.631\t2.110\t1.179\t0.076\t-1.141\t0.077\t-0.109\t1.727\t1.549\n3\t0.170\t-0.752\t-2.425\t1.777\t0.560\t-0.683\t1.326\t0.077\t-0.127\t2.051\t0.552\t1.452\t1.434\t-0.395\t-0.665\t0.968\t0.868\t0.242\t0.483\t-0.295\t-0.561\t-0.717\t1.378\t2.460\t-0.311\t0.453\t0.092\t0.514\n3\t-0.295\t-0.210\t-1.680\t-0.241\t0.244\t-0.492\t-0.617\t-0.192\t1.168\t1.648\t1.027\t2.677\t2.109\t0.004\t-0.360\t-2.039\t-1.465\t-1.369\t-0.084\t-0.645\t-0.070\t0.904\t0.790\t-0.614\t0.771\t0.424\t0.189\t0.992\n2\t-0.042\t-0.138\t0.891\t-0.276\t0.883\t-0.668\t0.027\t-0.993\t-1.702\t-0.914\t0.505\t1.365\t-0.142\t0.460\t-0.328\t-0.471\t1.110\t1.300\t1.412\t0.840\t-0.316\t-0.589\t-1.662\t1.934\t-1.489\t0.038\t-1.601\t1.071\n4\t0.137\t-0.623\t-0.582\t1.828\t0.589\t0.899\t-0.436\t-2.140\t0.779\t-0.376\t0.682\t-0.177\t0.120\t0.970\t-0.410\t-0.156\t-1.452\t0.847\t-1.866\t-0.936\t-0.360\t-2.896\t-1.375\t1.209\t-0.030\t-0.546\t-1.530\t0.333\n0\t-0.844\t0.087\t-1.810\t0.988\t-0.979\t0.546\t-1.906\t0.552\t-0.088\t0.376\t-0.109\t0.473\t-0.079\t0.128\t0.081\t0.208\t-0.701\t-0.098\t-2.103\t-0.758\t0.228\t-0.250\t0.849\t1.111\t1.084\t-1.414\t0.104\t-0.108\n0\t0.123\t-1.281\t-1.289\t-0.715\t0.062\t-0.637\t0.195\t-0.368\t-1.722\t1.229\t1.056\t1.686\t0.749\t0.016\t-0.269\t1.067\t-0.073\t0.528\t-0.612\t0.409\t0.714\t0.461\t-0.164\t-0.305\t0.872\t0.395\t-0.052\t0.942\n4\t1.099\t1.882\t1.833\t-1.479\t-1.110\t-1.004\t-0.944\t0.323\t-0.567\t2.073\t1.905\t-0.006\t1.955\t1.488\t-0.451\t-2.009\t-0.218\t-0.645\t0.207\t0.089\t0.063\t0.524\t-1.213\t0.411\t-0.440\t0.200\t0.957\t-1.224\n4\t-2.248\t-1.125\t-0.581\t-0.003\t-0.145\t-0.122\t0.408\t-0.903\t0.934\t0.433\t-0.320\t1.601\t1.556\t0.933\t-3.019\t1.579\t0.795\t2.006\t1.237\t1.578\t0.879\t1.349\t1.994\t0.217\t-1.572\t-0.307\t0.390\t0.075\n3\t0.794\t1.498\t1.228\t-1.119\t1.152\t1.686\t-0.575\t-0.894\t-0.024\t0.179\t-0.350\t-1.187\t1.472\t-0.860\t-0.507\t0.109\t-1.472\t-1.549\t-0.432\t0.826\t0.188\t-2.059\t1.389\t0.797\t0.191\t0.164\t0.673\t2.326\n0\t0.607\t-0.648\t0.175\t1.321\t0.577\t-0.985\t-0.542\t-0.462\t-0.653\t0.275\t-0.719\t1.087\t1.150\t-0.013\t-0.718\t0.172\t-1.195\t-0.529\t-0.277\t0.008\t-0.618\t0.117\t0.499\t-0.078\t0.173\t-0.096\t0.808\t1.750\n3\t0.886\t-1.496\t0.977\t0.206\t-0.115\t1.454\t-0.871\t0.497\t-0.600\t0.082\t-0.993\t-0.470\t0.643\t-0.829\t-0.710\t-0.217\t1.457\t-1.558\t-2.858\t-0.356\t-1.672\t0.201\t-0.386\t-0.709\t1.235\t-0.014\t1.354\t0.862\n2\t1.392\t0.111\t1.318\t-1.358\t-0.443\t-0.289\t-0.115\t0.084\t0.691\t-0.445\t0.139\t-0.045\t-0.926\t-0.114\t-0.144\t-0.165\t0.032\t0.076\t-0.432\t1.273\t-1.169\t-0.721\t2.780\t-1.038\t-1.354\t0.734\t-2.077\t-0.235\n0\t1.161\t-0.855\t-0.609\t0.369\t-0.296\t-0.384\t0.094\t-0.150\t1.388\t0.187\t0.544\t-1.108\t-0.995\t1.070\t-0.284\t-0.199\t0.530\t0.494\t0.305\t-0.182\t-0.061\t1.173\t-0.615\t-0.108\t2.016\t-1.643\t-1.238\t0.422\n0\t-0.423\t-0.269\t0.138\t1.401\t-0.555\t-0.754\t0.696\t1.209\t-0.053\t0.670\t0.112\t-0.251\t-0.829\t-1.154\t-0.615\t-0.976\t0.283\t1.218\t0.204\t-0.921\t0.855\t0.297\t0.495\t-0.519\t1.133\t1.128\t-0.184\t0.718\n4\t-2.747\t1.783\t0.997\t1.529\t0.579\t0.689\t-0.255\t0.014\t0.790\t1.300\t-0.441\t-0.073\t-2.294\t0.403\t-1.128\t1.621\t0.359\t-0.859\t0.617\t-1.933\t-0.419\t1.508\t-0.709\t0.428\t-0.028\t-0.118\t-0.307\t1.849\n3\t-1.169\t-0.828\t0.139\t-0.057\t0.779\t-1.573\t-1.073\t-0.017\t-0.063\t-1.145\t1.891\t0.478\t-0.286\t0.860\t-0.665\t2.215\t-0.688\t-0.321\t1.800\t-0.680\t-0.127\t-0.193\t-1.441\t0.410\t0.861\t0.638\t0.046\t-2.201\n2\t-0.375\t-0.318\t1.282\t0.558\t-1.111\t0.247\t0.498\t1.140\t1.581\t-1.015\t-0.811\t-1.258\t-0.234\t0.466\t0.987\t-0.076\t-0.320\t0.152\t-0.835\t2.090\t-1.608\t0.185\t2.024\t0.007\t-0.190\t-0.357\t-0.180\t1.373\n2\t-2.272\t-0.991\t0.107\t2.883\t0.139\t-0.440\t0.873\t-0.589\t0.433\t0.052\t1.072\t0.662\t-0.479\t-1.502\t-1.069\t0.296\t-0.052\t0.027\t0.254\t-0.819\t-0.104\t-0.010\t-1.438\t-0.612\t0.391\t0.699\t-0.808\t0.499\n1\t0.758\t1.720\t-1.983\t-0.126\t-2.040\t0.491\t-0.167\t-0.471\t0.267\t-1.053\t1.848\t-0.244\t0.077\t-0.129\t0.922\t-1.202\t0.828\t-0.519\t-0.510\t0.879\t-0.268\t0.614\t0.632\t-0.349\t0.233\t-0.484\t-0.020\t0.474\n3\t-1.555\t-2.311\t0.952\t0.484\t1.683\t-1.905\t-0.096\t0.315\t0.489\t0.844\t-1.539\t0.046\t-0.228\t0.871\t-0.367\t1.133\t-1.598\t0.968\t-1.017\t0.855\t-1.067\t0.234\t-0.157\t-0.333\t-0.150\t0.912\t-1.209\t0.464\n4\t0.865\t-0.884\t1.776\t-0.913\t-0.740\t1.138\t1.215\t-0.324\t1.244\t-0.907\t-1.908\t0.991\t-1.513\t-0.014\t1.904\t-0.946\t-1.295\t-0.953\t-1.229\t-1.106\t-1.538\t0.971\t-1.682\t0.651\t-1.650\t0.153\t0.888\t-0.036\n0\t-0.720\t-0.924\t-1.254\t-0.215\t0.386\t0.703\t0.241\t-0.666\t0.369\t0.124\t0.936\t0.777\t0.030\t-0.897\t-0.653\t-0.550\t-0.315\t0.268\t0.715\t-0.051\t0.016\t0.143\t-0.516\t-0.925\t-1.755\t-0.695\t0.473\t-0.703\n0\t0.412\t-0.179\t0.238\t1.219\t-0.653\t0.094\t-1.338\t1.164\t1.096\t0.362\t0.120\t-0.509\t-1.396\t0.306\t0.756\t2.019\t-0.394\t0.270\t1.114\t1.145\t-0.622\t-0.279\t-0.525\t-0.902\t1.472\t0.063\t-0.074\t0.248\n4\t0.127\t-1.249\t1.009\t1.400\t1.540\t1.126\t-0.320\t0.894\t1.461\t0.945\t0.853\t0.191\t-0.906\t1.855\t-0.037\t1.214\t2.478\t0.908\t1.175\t-0.936\t-0.727\t1.265\t-0.550\t-1.341\t-1.661\t-0.217\t-0.229\t0.998\n1\t0.497\t-1.727\t0.076\t0.090\t-1.297\t1.244\t1.281\t-0.419\t-0.114\t-0.586\t1.042\t0.721\t1.232\t1.281\t0.148\t-0.622\t1.641\t-0.817\t1.159\t-0.054\t-0.764\t0.425\t1.284\t-0.610\t0.794\t0.815\t0.486\t0.742\n4\t2.037\t-0.130\t-0.266\t-0.514\t0.076\t-0.640\t0.447\t-0.076\t-1.085\t-0.950\t-0.296\t-2.190\t-1.578\t1.254\t1.214\t0.937\t0.677\t0.474\t0.465\t-0.654\t1.044\t-0.942\t2.532\t-0.507\t-0.942\t3.284\t-1.065\t0.800\n1\t0.769\t0.911\t0.414\t-1.302\t-0.059\t-0.278\t-0.537\t1.412\t-1.047\t0.316\t1.194\t0.381\t1.241\t0.564\t0.429\t0.367\t0.613\t-0.386\t-1.302\t0.954\t1.162\t0.252\t-0.548\t-1.558\t0.086\t-1.349\t-1.489\t-0.021\n0\t1.070\t-0.975\t-0.148\t-0.308\t1.222\t-0.992\t-0.468\t-0.193\t-1.876\t-0.303\t0.086\t1.559\t-0.321\t-0.139\t-0.570\t-0.488\t-0.305\t-0.100\t0.323\t0.604\t-0.392\t0.206\t-0.458\t-0.733\t1.204\t0.001\t-0.564\t0.263\n1\t0.755\t0.024\t-0.783\t-1.584\t0.765\t0.373\t0.206\t-0.873\t0.760\t-0.717\t0.908\t-0.936\t-1.240\t-0.020\t0.664\t0.787\t0.192\t1.151\t0.270\t0.093\t-2.337\t-1.042\t1.058\t-0.943\t-0.283\t-0.403\t-1.036\t-0.623\n4\t3.259\t-0.563\t-0.120\t1.564\t0.796\t-0.898\t0.387\t1.005\t-2.639\t-0.394\t1.824\t-0.685\t1.485\t-0.754\t0.217\t0.082\t-0.729\t-1.753\t0.827\t-0.590\t2.032\t-0.292\t-0.139\t0.472\t-0.757\t-0.031\t-1.644\t0.891\n1\t0.137\t0.656\t-0.551\t-1.367\t1.484\t0.648\t0.041\t-1.046\t-1.015\t0.167\t-0.465\t0.219\t0.373\t-0.451\t1.694\t-0.755\t-0.949\t0.420\t0.482\t-1.002\t-0.343\t-1.540\t-0.565\t0.803\t-1.294\t-1.091\t-0.829\t1.141\n2\t-1.143\t-0.429\t-0.048\t0.233\t0.093\t0.362\t0.129\t-0.950\t-0.696\t-0.628\t-0.621\t0.568\t1.277\t-2.736\t0.315\t0.835\t-1.483\t1.776\t-0.259\t0.821\t-0.863\t0.705\t0.339\t-1.507\t-1.260\t-0.460\t0.809\t-0.171\n4\t0.907\t-1.452\t-0.665\t-0.121\t1.366\t-0.046\t0.450\t-0.590\t0.487\t1.677\t0.996\t-0.081\t0.675\t0.578\t0.507\t1.112\t1.104\t-0.127\t0.642\t-0.383\t-0.923\t-0.269\t-0.076\t-1.662\t0.860\t-2.767\t2.715\t1.502\n3\t-0.588\t0.140\t-1.062\t0.073\t0.796\t-1.121\t-0.462\t-1.120\t0.090\t-1.864\t-0.403\t0.528\t-2.139\t0.705\t2.353\t-0.286\t-0.098\t-1.586\t-0.495\t0.391\t0.497\t-0.207\t-0.347\t-0.802\t-0.304\t-0.320\t-0.581\t-2.839\n4\t-0.243\t1.087\t-1.154\t0.462\t-0.640\t0.047\t-2.175\t-1.558\t-0.072\t0.610\t-2.468\t-0.801\t-1.080\t-0.079\t1.227\t0.138\t-0.279\t-0.825\t0.092\t2.242\t0.561\t-0.211\t-1.638\t1.594\t0.704\t0.377\t0.908\t1.716\n0\t0.572\t0.717\t0.437\t0.985\t-0.289\t1.392\t0.357\t0.735\t0.364\t0.491\t-1.001\t-0.942\t-0.541\t0.514\t-0.589\t-0.296\t-0.073\t1.418\t0.603\t-1.461\t0.160\t-0.303\t-0.228\t0.001\t1.126\t-0.814\t0.204\t0.291\n3\t-1.426\t0.624\t-1.147\t-1.744\t-1.474\t-2.449\t0.870\t-0.070\t-0.038\t-0.827\t-0.103\t0.773\t0.253\t-1.211\t-1.032\t0.069\t-0.226\t0.170\t-0.129\t0.639\t-1.161\t-1.245\t-1.948\t0.170\t0.089\t-1.085\t-1.115\t1.179\n3\t-0.470\t-0.504\t0.902\t-0.964\t1.615\t-0.152\t2.862\t-0.693\t0.250\t-0.352\t-0.793\t1.064\t-1.106\t-0.676\t0.586\t0.745\t-1.392\t0.582\t0.129\t-0.918\t-0.789\t-2.033\t1.717\t1.015\t-1.289\t0.799\t-0.574\t0.915\n3\t0.959\t0.589\t-1.382\t-1.791\t-0.558\t-1.115\t1.617\t-1.299\t-0.525\t0.676\t-0.969\t-0.985\t0.270\t2.027\t-0.491\t1.201\t-0.728\t1.668\t1.127\t-1.213\t1.204\t0.504\t-0.375\t-0.586\t-0.407\t0.900\t1.111\t0.723\n4\t-0.266\t-0.705\t-1.422\t-1.165\t-0.370\t0.210\t0.440\t-0.271\t1.258\t-0.678\t0.696\t-2.930\t-0.360\t0.351\t2.346\t0.847\t-2.047\t0.878\t0.709\t0.892\t1.153\t-0.088\t-0.016\t-1.753\t0.533\t-0.541\t-0.761\t-0.976\n4\t0.146\t-0.242\t1.603\t-0.650\t1.998\t-0.448\t-1.389\t-0.871\t-0.850\t1.658\t-1.345\t0.323\t1.468\t2.771\t-0.110\t0.112\t-1.166\t-0.381\t2.186\t0.871\t1.215\t0.648\t1.068\t1.939\t-0.457\t0.738\t-0.691\t-2.036\n2\t-0.409\t-0.935\t-0.962\t1.592\t-1.825\t0.508\t-0.825\t1.772\t-0.273\t-0.364\t1.570\t0.877\t0.554\t0.806\t-1.083\t0.742\t-0.199\t0.361\t0.485\t-1.111\t0.594\t-0.186\t-1.240\t-0.147\t0.020\t0.594\t-2.388\t0.388\n0\t-1.557\t-0.718\t0.157\t-0.295\t0.410\t-1.858\t-1.453\t0.589\t1.292\t-1.905\t-0.649\t0.614\t-0.231\t-0.324\t-0.206\t0.134\t0.738\t-0.362\t0.610\t0.261\t0.513\t0.538\t-0.059\t-0.128\t-1.167\t0.780\t-0.390\t-1.034\n2\t-1.056\t-0.803\t-0.493\t-0.749\t0.701\t-0.369\t0.746\t-0.869\t1.709\t-0.654\t-0.333\t1.179\t0.193\t-0.368\t-0.070\t0.137\t-0.483\t-0.788\t0.176\t-1.722\t-2.035\t-1.019\t0.502\t-0.114\t1.942\t1.711\t-0.965\t-1.364\n4\t0.666\t-0.269\t-0.582\t0.175\t0.773\t-1.006\t3.198\t-1.186\t0.379\t-0.352\t0.027\t1.674\t1.056\t-1.760\t-0.101\t-1.014\t-0.707\t-1.415\t-1.456\t0.454\t0.598\t-0.296\t-0.437\t0.480\t-0.858\t-2.400\t1.178\t0.807\n3\t-0.597\t-0.103\t-1.492\t0.859\t-1.319\t0.916\t-1.063\t1.015\t0.010\t-0.559\t1.600\t-0.069\t-0.362\t0.909\t-1.480\t-2.527\t1.158\t-0.836\t0.865\t0.046\t-1.164\t0.607\t-0.410\t-1.077\t-1.051\t-1.733\t0.403\t-0.935\n4\t-3.385\t0.071\t0.061\t0.198\t-2.144\t-0.750\t0.661\t2.306\t0.572\t1.961\t1.405\t0.288\t0.988\t1.815\t0.083\t-1.109\t0.450\t-0.226\t-0.472\t0.061\t-0.719\t-0.473\t-0.561\t-0.452\t-0.478\t1.384\t-1.206\t1.082\n2\t-0.992\t-1.303\t0.326\t0.533\t1.541\t1.409\t-1.585\t-1.998\t0.565\t0.539\t1.482\t0.393\t-0.563\t1.039\t-1.045\t2.007\t0.272\t-0.737\t-0.887\t0.195\t-0.080\t-0.137\t-1.310\t-0.162\t0.827\t-0.755\t0.256\t1.119\n0\t0.461\t0.337\t0.680\t-0.519\t-0.138\t0.085\t-0.885\t0.481\t-0.235\t-0.182\t0.188\t0.098\t0.043\t-1.860\t-0.238\t-0.002\t-1.029\t-0.687\t1.802\t0.584\t-0.119\t-0.863\t-0.074\t2.102\t-0.344\t-0.145\t-1.711\t-1.008\n0\t-0.006\t1.026\t0.793\t-0.162\t-1.534\t0.830\t0.170\t0.022\t-0.466\t0.745\t0.348\t-0.237\t-1.225\t1.068\t0.605\t0.255\t-2.657\t-0.038\t-0.241\t-0.618\t0.754\t0.715\t0.437\t1.038\t-1.022\t-0.454\t0.075\t-0.622\n4\t-1.363\t-3.153\t-0.245\t0.638\t-0.420\t0.125\t-0.344\t-0.320\t-1.672\t-2.381\t0.143\t-0.586\t-1.380\t-0.276\t-1.362\t-0.109\t-2.705\t1.213\t0.981\t-0.958\t0.416\t-0.633\t2.255\t-1.523\t1.118\t0.913\t-1.168\t1.097\n0\t-1.523\t-0.924\t0.412\t-0.113\t-0.230\t0.040\t-0.240\t-0.334\t0.591\t0.795\t0.080\t1.303\t-0.581\t0.079\t-0.202\t-1.467\t0.560\t1.148\t0.842\t0.259\t-1.527\t0.688\t1.835\t-0.110\t0.119\t1.270\t0.093\t-0.178\n3\t-0.274\t1.373\t2.483\t-0.789\t1.092\t1.612\t-0.828\t-0.562\t-1.195\t-0.593\t-0.867\t-0.220\t-1.276\t0.602\t0.842\t-0.433\t-1.070\t0.203\t0.270\t-0.710\t-0.417\t-0.464\t0.794\t0.197\t-1.827\t2.388\t-0.434\t0.754\n1\t-0.512\t0.810\t-0.002\t-0.333\t-0.178\t0.333\t0.908\t-0.891\t-0.344\t1.469\t-0.361\t0.367\t-1.234\t-1.715\t-1.040\t-0.690\t1.040\t1.150\t-1.925\t-0.541\t0.698\t-0.105\t1.505\t0.674\t-0.268\t-0.179\t-0.057\t-0.846\n4\t0.920\t-0.323\t0.718\t1.076\t0.783\t-1.699\t1.615\t-1.424\t-0.926\t1.010\t-0.230\t-0.335\t-1.386\t-0.611\t0.545\t1.073\t-1.353\t-1.257\t-0.834\t-0.662\t-3.235\t0.807\t-1.803\t-0.792\t-0.482\t-1.030\t0.368\t-0.243\n4\t-0.226\t2.137\t-0.710\t-0.534\t1.080\t1.328\t1.385\t-0.763\t-0.343\t1.040\t-0.778\t0.169\t-2.471\t-0.045\t-0.249\t-2.116\t-0.260\t0.041\t3.194\t-1.020\t-0.223\t0.567\t-1.549\t0.853\t-1.462\t0.508\t-1.180\t-1.427\n3\t1.928\t0.010\t-1.011\t0.112\t-0.729\t0.849\t0.747\t0.655\t-0.660\t-0.172\t-1.643\t-0.958\t-0.652\t-1.137\t-0.499\t0.186\t-1.129\t-1.026\t0.201\t-0.147\t0.402\t0.925\t0.608\t0.900\t0.527\t-3.104\t-0.865\t-1.437\n0\t-0.307\t-0.421\t0.097\t-1.372\t-1.550\t1.298\t-0.785\t-0.132\t-0.327\t-1.150\t0.125\t0.431\t0.276\t1.697\t-1.260\t-0.173\t-1.386\t-0.397\t-0.888\t1.488\t-0.606\t-0.815\t0.129\t-0.376\t0.409\t-0.082\t0.086\t0.644\n0\t0.255\t-0.058\t0.898\t-0.209\t0.608\t-0.086\t-0.667\t1.254\t1.409\t0.195\t-0.872\t-0.178\t-0.097\t0.637\t1.568\t1.771\t-0.392\t0.599\t0.971\t0.195\t0.332\t1.328\t-0.607\t0.447\t0.867\t-1.214\t-1.604\t0.409\n0\t-0.074\t-0.601\t1.436\t0.817\t-0.487\t1.912\t-1.544\t-0.511\t0.796\t-0.509\t-0.607\t0.698\t-0.965\t0.327\t-1.031\t-0.297\t0.172\t0.509\t-1.209\t-0.914\t0.075\t-0.340\t1.595\t1.009\t0.330\t-0.424\t0.532\t0.947\n4\t-0.096\t-0.353\t2.557\t-0.581\t-0.222\t-0.893\t-1.315\t0.480\t1.551\t1.987\t0.735\t0.018\t1.405\t-0.088\t1.319\t-0.628\t1.668\t-0.127\t1.350\t1.781\t0.224\t0.047\t1.376\t0.758\t1.329\t0.833\t0.373\t0.841\n3\t1.713\t0.595\t-1.745\t-1.430\t-1.094\t-0.823\t-0.071\t0.504\t-1.245\t-1.382\t-1.100\t-0.468\t0.610\t-1.088\t0.490\t-0.558\t-0.886\t-0.381\t-0.261\t1.576\t0.393\t-1.161\t1.635\t1.350\t-1.092\t-1.132\t-0.638\t-1.279\n3\t1.082\t0.331\t0.120\t0.599\t-0.615\t0.235\t0.421\t0.101\t-0.017\t0.685\t-0.985\t-0.836\t-0.208\t1.074\t-1.420\t1.014\t1.416\t0.215\t-1.049\t-1.658\t2.110\t-1.209\t-0.507\t-1.829\t-2.067\t0.680\t-0.584\t0.852\n1\t-0.485\t0.150\t-0.874\t0.198\t1.115\t1.299\t-1.391\t0.705\t-0.891\t1.759\t1.943\t0.382\t0.099\t-0.189\t1.484\t0.160\t0.296\t-0.231\t0.044\t0.528\t0.434\t0.898\t0.237\t-0.145\t0.323\t0.230\t-0.713\t-2.109\n1\t0.902\t-0.018\t-0.268\t-0.022\t-0.497\t-1.698\t0.301\t0.766\t-0.154\t-2.265\t-0.572\t0.906\t-1.438\t0.696\t-0.445\t-0.019\t-0.686\t-1.136\t1.434\t0.816\t0.645\t0.909\t0.503\t0.944\t-0.664\t1.378\t1.288\t0.380\n4\t-2.352\t-0.051\t0.010\t0.093\t-1.819\t0.354\t0.513\t-0.938\t-1.399\t-0.979\t0.129\t-1.238\t-1.354\t2.099\t-0.005\t-0.311\t-0.670\t-0.423\t1.802\t0.816\t2.387\t0.392\t-0.956\t0.271\t0.549\t0.614\t-0.442\t1.804\n1\t-0.857\t-1.768\t-1.016\t-0.509\t0.249\t0.791\t0.821\t-0.460\t-0.519\t-0.375\t0.165\t-0.897\t0.156\t-0.422\t1.689\t-2.395\t0.316\t-2.390\t-0.144\t-0.417\t-0.570\t0.413\t0.021\t-0.211\t-0.181\t-0.502\t0.244\t-1.290\n4\t1.010\t-0.044\t1.378\t-0.672\t-0.055\t-0.922\t0.007\t-1.479\t-0.488\t-1.436\t0.694\t0.717\t-1.730\t1.334\t2.497\t0.046\t-0.641\t2.824\t-1.319\t0.020\t0.180\t1.345\t0.360\t-0.499\t-0.951\t-0.342\t-1.007\t0.048\n1\t-1.389\t0.403\t0.958\t1.304\t0.188\t0.604\t0.850\t0.602\t0.318\t-0.639\t0.954\t-0.536\t2.602\t-0.640\t0.803\t-1.278\t-0.477\t-0.589\t-1.367\t-0.574\t0.360\t-0.247\t1.193\t-0.931\t0.697\t-0.593\t1.129\t0.783\n2\t1.194\t0.597\t1.137\t1.353\t-1.227\t0.507\t-0.383\t1.438\t-1.156\t0.565\t-0.811\t1.651\t-0.136\t0.421\t0.682\t-1.083\t0.274\t1.418\t0.477\t-1.233\t-0.626\t1.757\t1.086\t0.947\t-0.767\t-0.026\t-0.481\t-0.886\n2\t0.774\t0.645\t1.472\t1.186\t0.018\t-0.601\t-0.120\t0.153\t-0.392\t0.994\t1.427\t0.474\t-1.197\t-0.384\t0.230\t1.747\t-0.740\t-0.249\t0.701\t0.827\t-0.259\t-1.266\t-0.050\t-2.342\t-0.042\t-2.098\t-0.005\t-0.556\n0\t-0.701\t-0.321\t-0.723\t-0.123\t0.953\t1.270\t1.790\t-0.253\t0.610\t0.223\t0.141\t1.031\t0.956\t0.121\t-0.467\t0.091\t-0.503\t0.125\t-0.389\t1.485\t0.512\t0.778\t-0.529\t0.333\t0.163\t-0.016\t-1.129\t1.788\n4\t0.758\t-0.681\t0.328\t0.569\t-0.680\t-0.998\t0.761\t-0.862\t-1.440\t-0.853\t-0.674\t1.071\t-1.928\t1.466\t-0.798\t0.254\t0.812\t-0.232\t-0.979\t1.760\t-0.280\t-0.406\t2.011\t-0.456\t-2.094\t1.600\t-1.089\t1.959\n3\t-1.794\t1.083\t-1.839\t0.898\t-0.368\t0.703\t-1.332\t1.171\t-1.465\t-0.668\t-0.998\t-1.754\t0.095\t1.806\t2.667\t0.097\t1.117\t0.232\t0.499\t-0.342\t0.195\t0.537\t-0.578\t-0.077\t-0.058\t0.826\t-1.066\t-0.052\n3\t0.703\t-0.638\t1.113\t0.305\t-0.710\t-1.369\t-0.541\t0.871\t0.446\t-2.146\t-0.333\t0.125\t1.909\t1.288\t-0.179\t0.181\t-1.363\t-2.627\t-0.397\t1.003\t0.181\t-0.749\t0.912\t1.793\t-1.489\t-0.053\t-0.533\t0.044\n0\t0.221\t0.108\t-0.270\t-1.855\t0.545\t-0.035\t-1.176\t-0.680\t-0.833\t1.327\t0.917\t1.535\t0.254\t0.874\t0.514\t-1.242\t-0.251\t0.064\t1.221\t-0.683\t-0.754\t-0.486\t1.153\t-0.013\t0.646\t1.169\t0.051\t-0.068\n3\t0.568\t1.689\t-1.762\t-0.714\t0.285\t-1.733\t2.210\t0.005\t1.188\t1.252\t-0.197\t0.928\t-0.233\t1.262\t0.343\t2.180\t-0.442\t-1.180\t-0.524\t-0.690\t0.122\t0.136\t1.208\t0.025\t0.741\t0.470\t0.099\t-1.154\n1\t-1.199\t-0.393\t1.592\t-0.681\t-0.991\t-0.883\t-0.986\t-0.304\t-0.001\t0.260\t0.189\t0.324\t0.092\t0.131\t-0.124\t-0.498\t2.659\t-0.286\t0.029\t-0.017\t1.766\t0.143\t1.383\t-0.082\t-0.967\t1.041\t-0.845\t1.518\n0\t-0.007\t-0.472\t-0.283\t0.464\t-0.451\t-0.532\t-1.482\t0.175\t-0.454\t-1.336\t-0.425\t0.059\t0.364\t0.618\t0.151\t-0.828\t0.396\t-0.790\t-0.604\t-0.697\t-0.475\t0.865\t0.498\t0.646\t1.166\t-1.109\t0.021\t-0.143\n4\t0.863\t0.686\t0.691\t0.427\t0.597\t0.505\t0.565\t3.562\t-0.107\t-2.241\t-1.076\t1.123\t0.396\t-0.288\t0.422\t0.933\t0.549\t1.430\t1.887\t0.925\t-0.058\t1.351\t-0.735\t-1.166\t-1.174\t-0.251\t-1.074\t0.333\n3\t-0.378\t-1.004\t-2.370\t1.062\t0.123\t-1.135\t-0.512\t-0.755\t-0.982\t1.299\t-0.376\t-1.607\t-0.040\t0.572\t-1.048\t1.025\t0.797\t-0.654\t-1.633\t0.773\t1.150\t-0.962\t-0.541\t0.456\t1.188\t1.704\t-0.891\t0.661\n0\t-0.112\t0.248\t0.291\t0.725\t-1.145\t0.340\t0.017\t1.631\t-1.310\t-0.932\t1.307\t-0.770\t1.062\t-0.143\t-1.793\t1.249\t-0.940\t0.441\t-0.221\t-1.225\t-0.087\t1.181\t0.112\t-0.192\t-0.121\t0.233\t0.857\t-0.547\n2\t-0.866\t0.287\t0.490\t-0.717\t0.856\t1.634\t-0.490\t0.402\t0.502\t0.016\t1.609\t0.714\t0.728\t-0.404\t0.929\t-0.279\t0.681\t-1.605\t0.668\t0.664\t0.284\t-2.293\t0.912\t1.173\t-1.193\t0.957\t-1.103\t-0.608\n4\t-2.748\t-0.500\t-0.526\t1.388\t-0.385\t0.383\t0.141\t-2.131\t0.768\t0.215\t0.508\t3.926\t-2.084\t1.725\t-0.287\t0.287\t-0.046\t-0.424\t-0.570\t0.330\t-1.517\t0.751\t-0.416\t-1.130\t-0.450\t1.257\t-0.535\t0.358\n3\t-0.144\t-0.397\t-0.153\t-1.538\t0.041\t-1.363\t-1.635\t0.007\t1.733\t-0.666\t0.679\t0.627\t-1.095\t2.046\t2.582\t1.064\t0.808\t-0.432\t0.494\t-0.408\t1.158\t-0.072\t1.146\t0.879\t-0.510\t-0.681\t1.403\t-1.375\n4\t-2.226\t-1.321\t-0.142\t-2.495\t0.151\t1.204\t-0.480\t0.498\t1.787\t0.390\t1.182\t-0.472\t-0.418\t0.405\t0.442\t0.658\t1.020\t1.087\t1.609\t1.822\t-0.238\t0.189\t0.302\t1.025\t0.059\t-0.823\t0.409\t2.239\n0\t-0.905\t-0.128\t-0.768\t0.009\t0.478\t0.995\t-0.189\t-1.116\t-0.182\t-1.629\t-0.790\t0.468\t1.474\t0.135\t-0.367\t-0.379\t0.103\t-0.686\t0.920\t1.552\t0.090\t-0.396\t1.521\t-0.718\t0.365\t0.708\t-1.208\t0.338\n2\t1.513\t1.730\t0.990\t0.928\t0.046\t-0.101\t-1.062\t2.053\t0.094\t-0.635\t-0.078\t-1.236\t0.309\t-0.386\t-0.575\t-0.425\t-1.494\t0.295\t0.055\t0.229\t0.782\t1.431\t-1.757\t0.082\t-0.924\t-0.424\t1.426\t1.019\n4\t-0.306\t0.690\t0.491\t-0.020\t0.722\t1.820\t1.814\t1.275\t0.734\t-0.629\t1.988\t1.224\t0.216\t-1.066\t0.736\t0.941\t0.060\t-1.472\t-0.448\t0.431\t1.227\t0.045\t-0.737\t-2.177\t1.962\t0.031\t-0.728\t-1.837\n3\t1.178\t-1.124\t0.700\t-0.950\t0.106\t0.708\t-0.659\t0.170\t-0.415\t0.705\t0.235\t0.057\t1.558\t0.662\t-0.690\t-0.086\t-0.076\t0.080\t2.525\t0.371\t-2.036\t-0.543\t-1.932\t-0.330\t-1.987\t-0.872\t-1.521\t0.384\n4\t-0.634\t-1.906\t-0.088\t2.211\t0.805\t2.190\t0.882\t1.027\t1.974\t0.377\t-0.187\t1.033\t1.454\t-0.480\t-0.722\t0.139\t0.831\t0.798\t-1.424\t1.912\t-0.641\t-0.265\t-0.903\t2.698\t0.242\t-0.851\t0.864\t0.769\n0\t-0.175\t-0.583\t-0.007\t-0.703\t-0.212\t0.116\t0.598\t0.199\t0.180\t1.243\t0.612\t-0.626\t-0.362\t-1.892\t1.276\t-0.351\t-0.876\t-0.517\t0.693\t0.153\t-1.336\t-1.459\t1.378\t-0.780\t-0.394\t0.524\t-1.219\t-0.735\n4\t2.146\t-1.545\t-1.982\t-1.499\t0.898\t1.125\t-0.513\t0.683\t1.390\t1.787\t-0.246\t-2.301\t-0.821\t-0.427\t-0.259\t-0.188\t1.119\t1.274\t-0.172\t1.098\t0.358\t0.065\t0.907\t0.072\t2.058\t-1.438\t-0.515\t-0.127\n3\t0.841\t-0.342\t-0.798\t-1.514\t-0.423\t-0.703\t-0.086\t0.476\t-0.282\t0.185\t0.472\t-1.230\t1.886\t-0.741\t0.517\t-1.136\t0.110\t0.147\t1.659\t-0.233\t1.299\t0.290\t1.852\t-1.780\t0.482\t-2.673\t-0.058\t1.021\n0\t-1.200\t1.242\t-0.159\t-0.849\t-0.779\t-0.439\t0.725\t0.379\t-0.596\t-0.381\t2.063\t-1.438\t1.603\t-0.512\t1.469\t-0.567\t-0.556\t0.501\t-0.026\t0.435\t1.001\t-0.405\t-0.217\t0.305\t-0.803\t1.072\t0.416\t-0.231\n0\t0.429\t1.716\t-0.506\t0.551\t2.236\t0.813\t0.151\t-0.270\t-0.968\t-0.290\t-0.819\t-0.230\t-0.110\t0.989\t-0.409\t-0.597\t0.887\t0.697\t-0.243\t0.601\t-0.262\t-0.213\t1.554\t-0.138\t-0.406\t0.018\t-1.965\t-0.168\n1\t-1.344\t1.441\t1.031\t-1.414\t-0.181\t0.162\t0.719\t-0.012\t0.786\t-0.071\t0.612\t-1.368\t-0.026\t1.150\t1.411\t0.173\t-0.099\t1.368\t-0.101\t1.145\t-0.107\t0.040\t-1.105\t-1.249\t0.978\t1.723\t0.106\t-0.166\n0\t0.247\t-1.682\t-0.797\t-0.799\t0.053\t1.466\t1.075\t-0.360\t-0.829\t-1.558\t-0.379\t-0.899\t-0.036\t0.002\t-0.476\t-0.455\t-0.694\t-0.512\t1.436\t0.518\t0.531\t1.012\t0.924\t1.425\t0.588\t0.205\t-0.591\t-0.824\n0\t0.836\t0.405\t0.629\t-1.116\t-0.057\t-0.050\t-0.347\t-0.203\t1.267\t0.149\t0.509\t-0.368\t1.888\t1.437\t0.385\t1.173\t-0.356\t0.072\t-0.627\t1.308\t1.251\t1.842\t0.222\t0.422\t0.089\t-0.547\t-0.202\t-0.600\n1\t1.441\t-0.015\t0.203\t-0.953\t0.208\t-0.114\t-0.515\t0.846\t0.067\t0.533\t-1.394\t0.794\t0.043\t-0.094\t-0.064\t-0.995\t1.352\t-0.125\t-0.668\t-0.455\t0.646\t1.767\t-1.594\t1.603\t1.031\t-0.886\t0.829\t0.469\n3\t1.385\t-0.264\t0.727\t-0.012\t0.534\t0.158\t0.536\t0.227\t0.482\t-2.058\t1.051\t-0.006\t0.272\t-1.311\t0.969\t1.190\t-0.637\t0.191\t-2.135\t-0.480\t-0.991\t1.518\t0.113\t2.075\t-0.137\t-0.702\t-0.486\t-1.749\n3\t-0.020\t-0.064\t2.192\t-0.333\t-1.203\t0.021\t0.196\t0.562\t0.756\t1.956\t-0.596\t-0.687\t-1.854\t0.662\t-0.887\t0.892\t-0.492\t1.726\t-1.434\t1.023\t0.904\t0.527\t-1.117\t0.531\t0.127\t-1.830\t1.558\t-0.346\n2\t-0.320\t0.876\t-0.615\t-0.421\t0.925\t0.486\t-0.514\t2.158\t0.858\t-0.970\t-0.617\t-0.499\t0.370\t0.999\t1.404\t-1.795\t0.146\t-0.089\t0.817\t0.819\t0.962\t-0.178\t1.510\t-0.748\t1.594\t1.077\t-1.040\t-1.773\n2\t-0.980\t1.019\t-1.632\t1.870\t0.452\t-0.911\t-0.691\t1.144\t-1.342\t0.050\t-0.031\t-0.058\t0.545\t0.645\t0.413\t1.121\t0.258\t-0.502\t-1.131\t0.062\t0.390\t-1.767\t0.443\t-0.872\t-0.901\t0.151\t-2.099\t1.447\n0\t0.374\t-0.519\t0.261\t-2.222\t0.071\t0.503\t0.400\t-1.306\t-0.201\t0.598\t0.723\t0.477\t-0.159\t-1.238\t-1.195\t0.765\t0.966\t-1.089\t-0.454\t0.287\t0.294\t0.419\t0.120\t-0.893\t0.650\t0.663\t-0.835\t1.024\n0\t-1.242\t1.032\t0.555\t0.740\t-0.379\t0.179\t0.063\t-0.148\t0.171\t1.256\t1.075\t-1.182\t0.985\t1.191\t-0.151\t0.508\t0.494\t-0.850\t-0.382\t0.751\t-0.496\t0.975\t1.305\t1.144\t1.980\t-0.091\t0.177\t0.321\n0\t0.708\t-1.082\t-0.128\t-0.253\t-0.141\t0.830\t-1.408\t1.199\t-0.461\t0.113\t0.369\t-0.214\t-0.356\t-0.383\t1.409\t-0.041\t0.387\t-0.310\t0.044\t-0.914\t-0.891\t-0.504\t0.888\t-0.724\t-0.966\t1.101\t-1.347\t-1.709\n1\t0.725\t1.806\t-0.451\t1.678\t-0.592\t-0.146\t1.244\t-0.260\t-1.372\t0.692\t-1.263\t0.932\t0.781\t1.481\t-0.887\t-0.870\t-0.008\t-0.421\t-1.621\t-0.288\t0.046\t0.510\t0.206\t-0.208\t1.574\t-0.345\t-0.628\t-0.203\n0\t0.886\t2.044\t2.297\t-0.341\t-0.052\t-0.351\t-0.337\t-0.014\t0.136\t-1.139\t0.287\t0.189\t-0.158\t-0.807\t1.000\t0.862\t-0.225\t-0.637\t0.192\t-0.929\t-0.186\t0.013\t-1.462\t-0.750\t-1.378\t-0.607\t-0.327\t-0.130\n4\t-2.638\t0.088\t1.261\t-1.096\t-0.645\t1.325\t0.556\t-0.329\t0.296\t-0.626\t2.471\t0.887\t1.709\t0.092\t-1.274\t0.503\t1.255\t1.297\t-1.688\t0.211\t-1.598\t-0.586\t0.585\t1.331\t0.222\t-1.148\t0.599\t-0.851\n2\t0.078\t-1.274\t1.197\t-0.651\t0.562\t1.141\t1.539\t-2.264\t-0.108\t1.446\t0.449\t-0.423\t-0.451\t-0.350\t1.501\t-1.870\t-0.355\t0.349\t-0.430\t1.425\t-0.690\t0.481\t-0.201\t-0.749\t-0.532\t0.632\t0.200\t-0.983\n1\t-0.446\t0.252\t0.104\t0.311\t0.181\t0.364\t-0.623\t-0.179\t0.040\t-0.177\t2.706\t0.093\t-1.380\t-1.088\t0.246\t-0.121\t-0.175\t-1.560\t-1.368\t-1.120\t-0.980\t-1.337\t0.699\t0.174\t0.855\t1.340\t0.240\t-0.783\n4\t-1.779\t-0.673\t-1.098\t0.055\t1.669\t-0.395\t-1.453\t-0.196\t-0.441\t1.261\t-1.885\t-0.992\t0.761\t-1.570\t0.574\t-0.665\t1.026\t-0.049\t-0.160\t0.599\t0.019\t-1.236\t-0.521\t-1.627\t-0.864\t-2.139\t2.338\t-0.026\n1\t0.691\t-0.841\t-1.133\t1.155\t1.185\t-0.676\t1.915\t-0.401\t0.671\t0.671\t0.183\t-1.046\t-0.128\t-2.588\t0.159\t0.473\t0.131\t1.413\t0.609\t-0.226\t-0.132\t-0.252\t-0.406\t0.554\t0.093\t0.169\t0.072\t-0.953\n2\t1.059\t0.377\t1.082\t0.519\t0.382\t-0.035\t1.931\t0.451\t-0.366\t-1.284\t1.291\t-0.134\t0.236\t1.518\t0.529\t0.519\t0.464\t0.167\t-0.381\t0.481\t-0.851\t-0.353\t-1.840\t-0.873\t0.626\t0.584\t0.696\t-3.038\n4\t0.449\t-0.503\t0.061\t1.897\t-0.384\t-1.887\t0.873\t0.314\t-1.709\t0.428\t-0.998\t0.441\t1.907\t-0.177\t1.083\t-1.228\t-1.519\t2.017\t0.308\t0.637\t1.152\t-0.528\t0.825\t0.674\t-1.295\t1.513\t1.307\t-1.284\n1\t1.252\t-0.123\t-0.367\t-0.347\t0.858\t0.365\t0.291\t0.795\t-2.051\t0.310\t0.219\t1.669\t-1.529\t1.557\t0.075\t0.489\t1.676\t0.561\t0.400\t0.242\t-0.483\t-0.028\t-0.716\t-0.045\t-2.336\t0.429\t-0.122\t-0.336\n2\t-0.251\t-1.953\t-1.638\t0.271\t-0.095\t-1.270\t0.868\t-0.206\t0.440\t0.931\t-0.845\t-1.428\t-0.560\t-0.786\t0.035\t0.330\t-0.578\t0.813\t1.706\t-1.549\t-0.935\t-0.283\t-0.799\t0.391\t-1.024\t-0.683\t1.401\t1.299\n1\t-0.190\t1.258\t-0.018\t0.230\t-0.664\t0.197\t-0.825\t0.088\t0.938\t-2.083\t1.341\t1.396\t0.368\t-0.435\t0.368\t-0.862\t0.661\t-2.508\t-1.194\t-0.433\t0.507\t0.737\t0.308\t0.068\t-0.851\t-0.747\t0.873\t0.061\n0\t-0.078\t-0.515\t-0.480\t0.030\t0.112\t-0.457\t-0.273\t1.344\t1.385\t0.252\t-1.341\t0.539\t1.554\t1.370\t0.734\t1.422\t0.053\t0.628\t-0.681\t0.292\t1.330\t-0.589\t-0.861\t0.097\t-0.227\t0.649\t-0.453\t1.718\n4\t0.765\t1.047\t-0.529\t-2.241\t-2.633\t0.638\t-0.354\t2.017\t-1.411\t0.342\t1.662\t0.206\t-1.592\t2.773\t1.581\t-0.227\t0.819\t0.830\t0.642\t-1.382\t0.324\t1.461\t0.505\t0.397\t-0.537\t-0.904\t-1.573\t0.757\n3\t0.446\t-1.722\t-0.720\t0.411\t0.410\t1.215\t-0.145\t0.406\t0.016\t-0.987\t-2.256\t0.431\t0.174\t-0.618\t-1.619\t0.630\t-0.266\t0.557\t1.864\t-2.141\t-0.700\t-0.209\t1.455\t-1.636\t1.936\t0.136\t-0.096\t-0.198\n4\t1.971\t1.667\t0.865\t-0.587\t0.678\t0.265\t0.241\t-1.558\t1.062\t0.108\t-0.101\t-0.600\t-0.794\t0.317\t-1.749\t0.789\t-1.054\t-2.059\t1.822\t-0.858\t-0.722\t1.135\t1.854\t-1.533\t-0.956\t-0.883\t0.935\t1.639\n3\t1.363\t-0.612\t-0.687\t1.285\t-0.566\t0.216\t-0.592\t-1.679\t0.198\t1.115\t-0.062\t-1.482\t0.109\t-0.756\t-2.620\t-0.081\t0.518\t1.178\t1.757\t0.651\t0.934\t-1.285\t1.622\t1.267\t-0.367\t0.682\t0.581\t1.470\n3\t-2.132\t-0.679\t-0.319\t0.096\t-0.811\t-0.134\t1.006\t0.487\t0.414\t-3.037\t-0.505\t1.856\t0.403\t-0.824\t-0.577\t0.694\t-0.614\t1.178\t-0.694\t-0.020\t1.420\t0.847\t1.083\t0.278\t-0.211\t0.789\t1.746\t-0.118\n1\t0.017\t-1.912\t0.821\t1.303\t1.026\t-0.533\t0.977\t0.432\t-0.865\t-0.302\t-0.100\t-2.331\t0.195\t-1.123\t-1.056\t0.156\t-0.345\t-1.000\t0.152\t-0.858\t-0.861\t1.177\t0.160\t0.331\t1.568\t-0.233\t-0.634\t-0.618\n3\t0.373\t-1.455\t0.027\t0.480\t2.293\t0.405\t-0.176\t0.671\t-0.676\t1.416\t-0.085\t-0.232\t-1.439\t-0.467\t-0.082\t1.727\t-0.400\t-0.075\t0.696\t-0.831\t-0.480\t1.294\t-1.510\t-0.691\t0.367\t0.394\t2.632\t0.168\n2\t0.454\t-0.661\t1.781\t1.088\t0.708\t1.172\t-0.030\t-0.664\t0.370\t1.196\t-0.282\t-0.297\t0.118\t-1.978\t-1.037\t-0.573\t1.178\t0.407\t-1.049\t0.339\t0.102\t-0.512\t-0.615\t2.367\t-1.781\t-0.555\t0.814\t-0.867\n3\t-0.620\t0.544\t2.373\t-1.819\t0.194\t1.264\t1.830\t-0.200\t1.296\t0.740\t1.777\t-0.198\t0.098\t-0.619\t-0.294\t-0.300\t-0.815\t1.797\t0.063\t-0.480\t-0.401\t-1.547\t0.611\t-0.864\t-0.613\t1.137\t-0.537\t0.460\n2\t1.256\t-0.274\t1.129\t0.620\t-1.419\t-0.464\t-1.549\t-0.678\t2.325\t0.199\t-1.350\t-0.171\t0.066\t-1.785\t-0.213\t-0.648\t-0.456\t0.446\t-0.374\t0.720\t0.128\t2.091\t-0.079\t0.427\t-0.720\t-1.047\t0.738\t0.991\n0\t-0.990\t-0.433\t0.080\t-1.162\t-1.063\t1.216\t0.501\t0.302\t-0.544\t0.221\t-2.403\t-1.207\t0.625\t-0.675\t-0.210\t0.359\t-0.752\t-0.620\t-0.359\t0.151\t-1.630\t0.302\t-0.024\t0.109\t-0.741\t-0.051\t0.956\t0.681\n4\t-0.894\t1.587\t-2.460\t-0.140\t1.172\t-0.093\t-0.405\t0.129\t-0.353\t0.031\t-0.683\t1.109\t1.423\t-0.133\t-1.386\t-0.524\t-0.184\t0.506\t-1.008\t-0.769\t0.511\t0.939\t-0.622\t-1.333\t3.284\t0.783\t-0.267\t0.869\n3\t1.896\t-0.150\t0.200\t-0.067\t-0.822\t1.624\t-0.528\t-1.127\t-0.451\t-2.002\t-0.651\t-0.968\t0.617\t-0.673\t0.888\t1.398\t0.781\t-0.215\t0.141\t-1.525\t-0.134\t-0.860\t0.694\t2.573\t0.500\t-1.991\t-0.361\t0.122\n3\t0.799\t-1.339\t-0.554\t-0.226\t0.188\t1.185\t-0.880\t-1.350\t1.537\t1.010\t3.006\t-1.536\t0.153\t-1.461\t1.645\t-1.860\t-0.955\t0.296\t0.139\t-0.037\t0.452\t1.053\t0.428\t-0.404\t-0.832\t0.300\t0.450\t0.604\n2\t0.424\t-1.923\t0.762\t0.110\t-0.372\t-1.354\t-0.441\t-0.493\t-0.152\t-1.475\t0.126\t0.632\t0.057\t1.132\t-1.547\t1.709\t0.902\t0.220\t-0.130\t-0.195\t1.365\t0.702\t-0.067\t-2.392\t-0.205\t-0.786\t-0.085\t0.241\n0\t-0.405\t-0.330\t-1.399\t0.254\t0.464\t-0.033\t-0.384\t-0.851\t-0.519\t1.361\t-0.485\t0.068\t0.105\t-0.938\t-0.528\t0.253\t-0.671\t-0.855\t-1.808\t0.655\t-0.705\t-0.994\t-0.079\t0.314\t-0.565\t1.668\t1.290\t-0.211\n0\t-0.057\t0.480\t0.626\t-0.219\t0.574\t-0.074\t1.127\t-0.835\t-0.663\t0.462\t0.646\t0.502\t-0.426\t-0.410\t-0.012\t-1.102\t-0.817\t1.461\t-0.166\t-0.524\t-0.579\t0.291\t2.108\t1.150\t-1.310\t1.283\t-0.834\t-0.648\n1\t-1.790\t-0.801\t-0.139\t0.996\t-0.105\t-0.315\t0.580\t0.140\t-1.505\t-0.437\t-0.575\t-0.150\t-0.475\t-0.806\t1.465\t-0.045\t0.477\t-0.117\t0.815\t-0.091\t0.972\t-2.870\t0.100\t0.261\t0.305\t-1.084\t-0.723\t-1.043\n0\t2.167\t0.223\t1.040\t-0.208\t-0.662\t0.263\t1.296\t-0.089\t0.447\t0.258\t-0.098\t-0.047\t-0.998\t-0.011\t0.653\t0.296\t0.184\t0.725\t0.195\t0.014\t0.735\t0.137\t-0.237\t0.468\t-0.035\t-0.282\t0.155\t0.167\n3\t0.284\t0.912\t0.494\t-0.074\t1.124\t-0.084\t-1.645\t-0.439\t0.547\t-1.215\t0.268\t-0.516\t0.874\t0.514\t-0.376\t0.165\t-1.590\t2.126\t-0.882\t-0.403\t1.959\t-0.320\t0.689\t-0.426\t2.846\t0.392\t-0.825\t-0.474\n0\t-0.064\t-0.285\t0.275\t0.514\t-0.008\t-0.718\t1.039\t-0.156\t1.423\t-1.046\t-0.494\t-1.394\t0.709\t0.416\t0.556\t-0.366\t0.774\t0.556\t-0.543\t1.916\t0.032\t0.197\t0.883\t-0.756\t-0.013\t-0.685\t-1.220\t0.539\n1\t1.206\t-0.129\t-0.560\t0.114\t1.648\t-0.755\t0.458\t-0.363\t0.201\t0.639\t1.374\t-0.055\t1.134\t0.405\t-1.296\t-0.196\t2.324\t-0.114\t-0.315\t-0.317\t-0.466\t-1.376\t-2.298\t-0.774\t-0.351\t0.551\t-0.370\t0.127\n1\t-0.930\t-1.225\t-0.594\t0.075\t-0.573\t-0.324\t0.695\t-0.501\t-1.334\t0.563\t0.266\t0.329\t0.626\t0.457\t0.029\t2.391\t-1.285\t-0.586\t0.967\t0.143\t0.758\t0.170\t1.374\t-1.008\t1.342\t1.171\t-1.210\t0.631\n0\t-0.816\t-0.461\t-0.776\t0.121\t0.849\t-0.791\t-0.704\t-0.606\t0.330\t-1.010\t-1.485\t-0.244\t0.075\t-0.134\t-0.110\t0.836\t1.176\t-0.061\t0.123\t1.837\t-0.252\t-0.419\t-1.349\t0.681\t-1.441\t-0.634\t-1.014\t-1.283\n1\t-2.149\t0.186\t-0.871\t1.049\t0.641\t0.895\t0.301\t-0.239\t-0.036\t-0.978\t1.205\t0.566\t0.233\t-0.615\t0.680\t0.520\t0.282\t-0.846\t0.999\t-0.759\t0.085\t-1.435\t1.243\t0.610\t-1.812\t-1.463\t-0.259\t0.370\n1\t-0.542\t1.117\t-0.373\t-1.306\t-1.018\t1.188\t-0.730\t-0.345\t-0.303\t-0.582\t0.305\t1.772\t0.552\t0.821\t-0.964\t0.372\t1.368\t-0.232\t-0.004\t0.764\t1.530\t1.187\t-1.268\t0.337\t-0.606\t-0.321\t-1.303\t-0.266\n3\t-0.538\t0.538\t2.122\t-1.149\t-1.515\t0.566\t0.069\t0.196\t0.387\t-0.651\t0.939\t0.379\t1.801\t-1.516\t0.990\t0.724\t-1.066\t-1.027\t1.678\t-0.266\t-1.509\t0.993\t-0.764\t-1.260\t-0.496\t0.426\t-0.347\t-0.842\n2\t1.113\t1.295\t2.542\t0.317\t0.271\t0.323\t0.761\t0.038\t-1.898\t-0.392\t-0.452\t-0.561\t0.777\t1.791\t-0.065\t-1.097\t-0.305\t-1.109\t-0.072\t-1.629\t-0.418\t0.750\t-0.001\t0.474\t0.509\t-0.994\t-0.064\t1.109\n0\t0.245\t0.333\t0.558\t-1.145\t-0.236\t-0.713\t0.587\t0.081\t-0.683\t1.260\t0.044\t1.274\t-0.060\t0.685\t-0.758\t-1.914\t0.232\t-0.240\t-0.656\t0.241\t1.376\t-0.348\t-1.359\t0.307\t-1.307\t-0.000\t-0.590\t0.231\n0\t-0.944\t0.420\t-1.717\t0.373\t-0.613\t-0.656\t1.308\t-2.341\t0.552\t0.790\t-0.321\t-1.415\t0.069\t-0.462\t1.034\t0.870\t-0.000\t-1.069\t-0.121\t0.147\t-0.135\t-0.241\t-0.608\t-1.266\t-0.236\t0.135\t0.077\t-0.044\n4\t-1.770\t-0.521\t-0.985\t-0.206\t0.171\t0.537\t0.566\t-0.600\t0.629\t-1.528\t0.137\t0.213\t0.126\t-1.036\t-0.928\t0.647\t-0.418\t0.590\t-0.609\t2.853\t-0.279\t1.194\t2.377\t1.111\t-0.353\t-0.098\t-3.307\t-2.341\n4\t-1.203\t-2.541\t0.087\t-0.012\t-2.057\t-1.941\t-0.451\t0.604\t0.432\t0.537\t-1.903\t-0.673\t-0.166\t0.938\t-1.592\t1.013\t-0.552\t-1.307\t-0.268\t0.528\t1.741\t-1.336\t-0.377\t0.699\t-0.646\t-0.427\t1.357\t-0.847\n4\t0.066\t0.491\t0.362\t0.612\t1.060\t-0.047\t2.821\t0.449\t0.398\t0.391\t0.405\t0.399\t1.046\t-2.506\t-0.244\t-1.647\t1.364\t-1.409\t-0.790\t-0.666\t-1.212\t-0.304\t-2.097\t1.526\t0.422\t-0.762\t0.573\t0.324\n4\t-1.295\t-0.863\t-0.046\t-0.700\t-0.295\t0.519\t-0.365\t3.187\t-0.319\t2.399\t-0.734\t-0.746\t1.912\t1.008\t-0.136\t-0.893\t1.033\t0.141\t1.467\t-1.023\t-0.239\t0.652\t0.472\t-0.794\t0.338\t0.067\t-1.137\t1.379\n1\t0.227\t1.307\t-1.607\t0.185\t0.260\t0.782\t-1.237\t-1.320\t0.522\t0.297\t0.250\t0.346\t-0.680\t0.232\t0.293\t-0.714\t1.866\t0.474\t-1.191\t0.657\t-0.975\t0.787\t1.159\t-0.821\t0.963\t0.413\t0.822\t1.897\n0\t1.419\t-0.702\t0.145\t-0.106\t-0.817\t-1.556\t0.543\t-0.742\t0.778\t0.480\t1.240\t0.957\t-0.781\t0.276\t-0.791\t0.045\t-0.247\t-0.254\t-0.926\t0.399\t0.760\t0.019\t0.679\t0.250\t0.308\t0.672\t0.905\t-0.094\n2\t-2.522\t0.400\t0.139\t-1.370\t0.436\t0.434\t-0.302\t1.959\t1.269\t-0.399\t-0.380\t-1.458\t1.225\t0.247\t0.823\t-2.134\t0.778\t-0.510\t0.584\t0.521\t-0.021\t-0.697\t0.399\t-0.836\t1.051\t-0.722\t0.023\t-0.746\n4\t-0.408\t1.645\t-2.059\t2.435\t0.501\t3.043\t1.365\t-0.215\t-1.269\t1.553\t-1.651\t0.476\t-0.943\t0.965\t-1.606\t0.773\t0.493\t0.229\t0.386\t0.214\t-0.756\t-1.224\t-0.125\t2.032\t0.572\t-0.717\t0.728\t-0.287\n3\t1.822\t0.432\t0.531\t-1.076\t-0.385\t-0.733\t-1.065\t0.664\t0.865\t0.399\t-0.828\t0.331\t-1.913\t1.323\t-1.298\t-1.120\t0.115\t0.204\t-0.073\t-1.110\t1.133\t-1.686\t-1.483\t-0.107\t-1.264\t1.223\t-1.178\t1.557\n3\t-0.771\t-0.225\t-0.600\t1.102\t-0.775\t-1.301\t-1.354\t-0.405\t-1.022\t-0.609\t1.695\t-1.502\t0.291\t1.030\t-0.790\t0.462\t-0.422\t0.732\t-1.174\t0.164\t-1.436\t0.813\t-0.460\t2.970\t-1.247\t-0.437\t0.404\t-0.173\n1\t-0.434\t-0.477\t1.304\t-0.392\t0.079\t-2.264\t0.426\t0.481\t-1.083\t1.688\t0.049\t0.794\t-1.060\t0.661\t-0.610\t-0.489\t-0.692\t0.298\t1.038\t0.853\t-0.375\t-1.128\t-1.126\t0.282\t-0.986\t-0.213\t0.927\t-0.969\n2\t1.957\t-1.030\t-0.099\t-0.749\t-0.017\t-1.931\t1.498\t0.024\t0.917\t-0.232\t0.191\t1.129\t0.132\t0.168\t-0.794\t-0.534\t-1.013\t-0.738\t1.251\t1.809\t-1.247\t0.395\t-0.318\t1.397\t0.135\t-0.007\t-0.745\t-1.532\n4\t0.291\t-0.498\t-0.931\t-1.461\t-1.282\t-1.368\t-0.357\t-0.052\t-1.547\t0.903\t0.142\t2.427\t-0.405\t2.233\t0.746\t-1.959\t-1.191\t0.318\t-1.748\t-0.896\t-1.592\t2.139\t1.099\t-0.339\t1.512\t1.258\t1.310\t-0.559\n4\t-2.821\t0.322\t-0.249\t-1.619\t0.202\t-0.409\t1.437\t-0.037\t-0.485\t-1.357\t0.048\t0.836\t-0.194\t0.781\t-0.012\t0.783\t0.046\t-1.410\t1.233\t1.014\t1.105\t3.575\t-0.099\t-0.062\t-0.152\t-0.572\t0.550\t-0.308\n3\t-0.389\t1.996\t-0.812\t0.211\t0.115\t1.009\t1.103\t-0.032\t0.291\t0.329\t-2.272\t-1.589\t-0.605\t-0.562\t-1.199\t0.750\t0.002\t-0.215\t-1.256\t-0.045\t-2.627\t-0.163\t0.063\t0.242\t-1.564\t0.225\t-1.041\t-0.812\n0\t0.257\t0.569\t0.472\t0.458\t0.164\t-0.540\t-0.116\t1.009\t0.435\t0.577\t0.792\t1.489\t0.576\t-0.596\t0.519\t-1.977\t0.291\t-0.538\t0.377\t0.678\t-0.505\t-0.366\t0.994\t0.340\t-1.069\t1.479\t0.212\t-0.105\n0\t-0.127\t0.937\t-0.944\t-0.237\t0.502\t0.006\t-1.780\t0.618\t-0.153\t1.204\t1.453\t-0.286\t0.735\t-0.054\t-1.606\t-0.642\t0.470\t-0.583\t0.906\t0.925\t1.197\t0.582\t1.077\t-1.041\t0.387\t0.646\t0.521\t-0.809\n2\t1.564\t0.650\t0.104\t1.042\t0.845\t-0.323\t0.707\t-0.614\t0.318\t-1.643\t0.948\t-0.949\t0.829\t-0.491\t-0.889\t-1.188\t0.034\t0.767\t-1.395\t-0.590\t0.584\t-0.444\t2.354\t-1.194\t0.273\t0.919\t-1.000\t1.517\n1\t0.536\t-0.554\t-0.454\t2.333\t-0.566\t0.747\t0.516\t1.120\t0.107\t0.586\t-1.108\t-0.274\t0.255\t2.226\t-0.213\t0.140\t-0.108\t2.034\t0.757\t0.250\t-0.660\t0.387\t0.566\t-0.301\t-1.072\t-1.103\t-0.961\t0.495\n4\t-0.127\t0.468\t-0.089\t1.515\t0.016\t1.676\t-2.298\t-0.637\t-0.342\t2.277\t-1.383\t0.222\t0.449\t1.116\t-0.622\t-1.630\t1.020\t1.153\t-0.169\t-0.014\t-1.904\t1.866\t1.130\t-0.966\t1.014\t-2.223\t-0.262\t-0.237\n4\t-0.176\t-0.112\t1.609\t0.833\t1.186\t1.641\t0.252\t2.363\t0.487\t-1.320\t-0.522\t-1.605\t1.166\t0.220\t-0.493\t0.180\t-0.183\t-0.871\t2.194\t0.151\t0.088\t-0.098\t-1.168\t-1.738\t1.263\t-0.463\t-2.226\t-1.472\n4\t0.432\t-0.130\t-2.289\t-0.563\t0.720\t0.567\t1.293\t-2.286\t-0.279\t1.195\t-0.665\t-1.520\t-2.365\t-0.882\t-0.009\t-3.142\t-0.460\t-1.206\t-0.106\t-0.397\t1.374\t-0.516\t-1.570\t1.885\t-0.156\t-1.166\t1.487\t1.739\n0\t-0.184\t1.149\t-0.026\t0.351\t-0.421\t-0.120\t-0.730\t-1.060\t0.930\t1.075\t0.931\t1.109\t0.216\t-0.440\t-0.699\t-1.755\t0.536\t0.128\t0.377\t0.602\t1.387\t-0.328\t0.478\t-0.497\t-1.706\t-0.177\t1.460\t-0.184\n3\t1.041\t0.443\t0.131\t-1.322\t-0.643\t-1.422\t-1.157\t0.359\t-0.788\t1.141\t2.208\t-1.270\t1.480\t0.263\t0.116\t-1.307\t-1.913\t-0.212\t1.172\t-0.204\t-1.128\t-0.036\t1.065\t0.348\t-0.089\t0.612\t-0.081\t1.522\n0\t-0.107\t0.719\t0.884\t0.446\t0.162\t1.098\t-0.622\t0.748\t-0.416\t0.091\t-1.210\t-1.304\t-0.076\t1.072\t-0.203\t1.690\t0.397\t-0.168\t1.481\t1.309\t-1.362\t-0.038\t0.513\t0.721\t0.609\t-0.165\t-0.311\t-0.105\n4\t0.064\t-0.827\t0.974\t0.865\t-1.117\t-0.694\t-0.990\t-3.701\t2.114\t-1.409\t-0.828\t0.495\t0.340\t0.658\t0.288\t1.528\t-0.579\t1.758\t-0.405\t-1.266\t-0.383\t0.511\t1.266\t0.684\t-1.189\t-0.867\t-0.567\t0.263\n1\t0.098\t-0.700\t-1.034\t-0.147\t-0.010\t1.149\t-2.252\t-1.259\t0.196\t-0.139\t0.110\t-0.458\t0.249\t-1.589\t2.098\t0.418\t0.457\t-1.066\t-0.589\t0.511\t-0.350\t0.268\t-0.779\t-1.338\t1.111\t-0.896\t0.910\t-0.839\n1\t-0.501\t0.063\t0.675\t-0.221\t1.779\t-0.000\t1.191\t0.279\t2.131\t1.058\t0.043\t0.629\t-0.261\t-0.271\t-1.303\t-0.808\t2.061\t-1.204\t-0.655\t-0.094\t-0.060\t0.384\t-0.469\t0.445\t1.142\t1.267\t-0.268\t0.611\n0\t0.645\t0.640\t-0.037\t-0.150\t-0.246\t-0.844\t0.165\t-0.505\t0.162\t-0.610\t-0.657\t-0.545\t1.269\t-1.377\t1.773\t0.768\t-1.563\t-0.578\t-1.623\t0.647\t1.277\t0.229\t1.219\t0.184\t0.971\t0.292\t0.014\t0.774\n1\t0.675\t1.083\t1.274\t0.495\t-1.669\t-0.265\t0.482\t0.044\t-0.129\t0.970\t-0.709\t-0.261\t-0.084\t2.261\t-1.988\t1.379\t-1.106\t-0.007\t0.581\t0.390\t-0.093\t1.035\t-0.112\t-0.358\t0.236\t-0.292\t-0.270\t1.056\n0\t-0.585\t-0.246\t-0.472\t1.562\t-1.140\t0.835\t-0.587\t0.326\t0.647\t1.530\t0.393\t-0.396\t0.066\t1.918\t0.163\t-1.308\t-0.383\t-0.409\t0.730\t-1.222\t-0.508\t0.214\t-0.280\t0.091\t0.148\t0.214\t-0.927\t0.798\n1\t-0.211\t0.104\t-0.585\t2.268\t-1.055\t0.500\t0.303\t0.761\t-2.501\t-1.687\t-0.548\t0.920\t-0.264\t-0.305\t0.016\t-0.841\t0.470\t0.192\t0.502\t1.516\t-0.230\t0.110\t-0.985\t-1.253\t-0.007\t0.103\t0.689\t0.575\n2\t0.322\t1.404\t0.593\t-1.035\t0.719\t1.193\t-0.961\t-0.594\t1.413\t1.253\t0.619\t-0.965\t-0.550\t0.949\t-0.329\t1.519\t1.398\t1.102\t-0.163\t-0.503\t-0.124\t-1.409\t-0.505\t0.456\t0.071\t1.089\t1.812\t0.607\n1\t-0.876\t-1.348\t-1.226\t-1.533\t-0.852\t0.451\t1.158\t-1.212\t0.123\t-0.592\t-1.182\t0.371\t0.311\t0.767\t-0.183\t-0.956\t0.727\t-0.470\t1.181\t0.081\t0.493\t0.465\t-0.936\t0.166\t0.653\t-0.359\t2.007\t-0.408\n4\t1.259\t-0.887\t0.990\t1.525\t1.533\t0.988\t0.968\t-0.303\t-0.837\t-0.352\t-1.665\t1.343\t-0.283\t1.291\t-1.231\t1.083\t-0.495\t-1.284\t1.627\t1.107\t0.212\t0.034\t0.440\t0.195\t-0.792\t-0.412\t1.961\t2.672\n3\t1.607\t0.741\t0.462\t0.142\t-1.745\t2.061\t-1.023\t-0.547\t0.709\t2.042\t0.734\t0.183\t-0.362\t0.807\t-0.248\t-0.869\t-1.596\t0.621\t0.969\t-0.669\t0.906\t1.081\t-2.237\t-1.707\t-0.008\t-0.334\t0.043\t-0.388\n0\t0.317\t0.219\t-1.057\t1.246\t1.335\t0.897\t0.273\t-0.273\t0.154\t1.698\t0.175\t-0.200\t-1.072\t-0.498\t-0.409\t0.330\t1.433\t0.725\t-0.723\t-0.463\t-0.811\t0.913\t1.393\t0.445\t0.082\t-1.042\t-0.570\t0.429\n4\t-0.042\t-0.547\t0.824\t-0.788\t2.049\t0.330\t1.377\t-1.316\t-0.487\t-2.107\t-0.663\t1.088\t0.321\t1.564\t1.182\t1.410\t-0.621\t-1.535\t-0.850\t-1.728\t-0.954\t-1.910\t-0.450\t0.789\t2.444\t0.100\t0.962\t1.927\n4\t-1.469\t-0.037\t0.795\t1.505\t1.414\t0.838\t0.326\t-1.410\t1.963\t0.727\t0.246\t0.173\t1.298\t-1.204\t-0.403\t-2.242\t-1.196\t1.881\t0.158\t-0.839\t0.037\t1.019\t0.164\t0.842\t-1.215\t1.124\t1.815\t-1.388\n2\t-1.815\t-0.146\t0.446\t-2.602\t-0.801\t0.510\t0.984\t-0.360\t-1.092\t0.101\t-0.134\t-0.615\t-1.447\t-0.481\t-1.580\t-0.748\t-0.078\t-0.666\t1.901\t-0.151\t0.903\t0.113\t-1.197\t-0.641\t-0.171\t-0.651\t-0.025\t-0.657\n1\t-0.196\t0.039\t-0.020\t-0.842\t1.174\t-1.957\t-1.190\t-0.746\t0.367\t-2.422\t-0.002\t0.471\t-0.506\t0.103\t1.571\t1.026\t0.214\t0.687\t-1.168\t0.473\t0.071\t-0.692\t-0.248\t-0.737\t0.950\t0.474\t0.047\t-1.809\n3\t1.284\t-0.689\t0.248\t1.132\t1.843\t-0.431\t0.143\t-2.010\t0.328\t-0.585\t0.464\t-1.083\t0.405\t0.604\t1.528\t-1.950\t1.262\t-1.513\t-1.188\t-1.358\t1.586\t-0.509\t0.352\t-0.815\t0.769\t1.065\t1.225\t0.471\n4\t2.081\t0.308\t0.738\t-1.770\t0.327\t-0.405\t-0.403\t-0.087\t1.895\t0.595\t2.080\t-1.461\t0.033\t1.666\t-0.027\t0.036\t1.568\t1.821\t1.259\t0.924\t0.693\t0.802\t-0.556\t-1.100\t-0.443\t-0.555\t0.617\t-1.433\n3\t-1.545\t-0.376\t-0.258\t-0.131\t-1.440\t0.721\t-0.859\t0.383\t0.798\t0.014\t0.366\t-0.926\t1.325\t0.621\t1.762\t0.705\t-1.603\t-1.850\t0.285\t0.512\t-1.098\t2.258\t0.591\t-0.551\t0.074\t0.967\t1.588\t1.055\n4\t-0.031\t1.162\t0.833\t0.819\t0.119\t-0.490\t0.396\t1.283\t1.807\t2.406\t1.530\t0.044\t-1.202\t0.602\t1.097\t-2.553\t-1.479\t-0.457\t-0.769\t-1.609\t0.380\t1.241\t-0.188\t-1.660\t0.206\t-1.110\t-1.009\t0.960\n1\t-1.284\t-1.260\t-1.091\t0.926\t1.143\t-0.119\t0.514\t0.470\t-0.373\t1.445\t-1.234\t0.459\t0.645\t-0.729\t1.206\t-1.020\t0.173\t-0.163\t-1.231\t0.911\t0.196\t0.944\t-1.583\t-0.322\t-0.383\t0.397\t-0.369\t-1.529\n0\t0.217\t0.222\t-0.906\t-1.839\t0.619\t-0.526\t-0.351\t-0.006\t-2.473\t0.373\t-0.254\t-0.594\t0.633\t0.697\t0.096\t-0.160\t2.109\t-0.595\t0.154\t0.357\t-0.111\t-0.081\t-1.103\t-0.308\t0.190\t0.392\t-1.020\t0.539\n3\t1.101\t1.061\t0.532\t0.362\t1.761\t-0.000\t-1.182\t0.449\t2.086\t-1.015\t-0.361\t0.416\t-0.054\t-0.982\t1.122\t2.320\t0.196\t-0.904\t-1.549\t0.258\t1.104\t0.475\t-0.002\t-0.589\t-1.092\t0.835\t0.914\t-1.546\n2\t1.387\t-1.108\t-0.203\t-0.549\t-0.944\t2.003\t0.189\t1.486\t-1.072\t-0.088\t-1.248\t-1.559\t0.401\t0.095\t0.817\t2.476\t-1.238\t-0.458\t0.573\t-0.804\t0.294\t-0.491\t-0.410\t-1.123\t0.370\t0.290\t-0.248\t0.641\n0\t-0.707\t1.582\t0.412\t0.675\t0.882\t0.637\t-0.106\t-0.179\t-0.899\t-0.909\t0.252\t-1.521\t0.870\t0.996\t0.222\t0.418\t-1.127\t1.326\t-0.277\t0.972\t0.836\t-1.540\t0.182\t0.639\t0.020\t-0.366\t-1.029\t-1.253\n0\t0.500\t1.386\t-1.453\t0.216\t1.015\t-1.142\t0.431\t0.609\t1.728\t-0.340\t0.211\t-0.556\t-0.141\t1.619\t-0.029\t-0.709\t-0.183\t-0.519\t-0.441\t-0.539\t-0.500\t-1.187\t0.069\t-0.979\t1.141\t-0.312\t0.409\t0.411\n3\t0.517\t-0.519\t0.038\t-0.088\t1.347\t-1.860\t1.614\t0.706\t0.152\t-1.434\t-1.672\t-0.561\t0.635\t-0.006\t0.578\t-1.463\t0.044\t1.095\t1.452\t-1.254\t-0.352\t-0.341\t-0.626\t0.908\t2.871\t-1.114\t0.425\t0.296\n1\t1.908\t0.033\t-0.714\t0.356\t-0.286\t1.292\t0.102\t-0.651\t0.201\t0.316\t0.224\t-0.284\t0.093\t-0.565\t0.245\t-0.922\t-0.782\t1.964\t-0.521\t0.397\t-1.624\t-0.346\t0.890\t0.390\t-1.639\t-0.646\t0.938\t-1.149\n4\t-1.845\t-0.475\t-0.504\t0.606\t-0.993\t2.011\t3.225\t0.433\t1.244\t0.496\t-0.540\t-0.938\t0.343\t-0.675\t1.013\t-0.643\t0.221\t-0.857\t-0.925\t1.444\t-0.461\t-0.406\t-0.647\t-0.502\t-0.107\t-2.024\t0.813\t0.394\n0\t0.006\t0.676\t-1.299\t-0.781\t0.531\t0.161\t-0.720\t0.648\t0.303\t0.506\t0.390\t-0.681\t-0.076\t-1.857\t-0.511\t-0.245\t0.627\t0.512\t-0.752\t-0.774\t1.307\t-0.294\t0.114\t0.785\t-0.080\t-0.152\t-0.315\t-0.509\n3\t1.209\t-0.666\t-0.453\t2.312\t-0.704\t0.742\t0.562\t0.390\t0.282\t0.376\t0.272\t-0.052\t1.511\t-1.313\t1.021\t0.822\t0.698\t1.117\t-0.093\t-1.869\t-0.072\t-0.991\t-0.732\t-1.242\t-0.477\t-0.597\t-2.378\t0.700\n1\t0.881\t-0.483\t-0.859\t0.915\t-0.428\t1.612\t-0.838\t-0.193\t0.076\t0.304\t0.196\t2.004\t-1.056\t-0.022\t0.898\t0.284\t-0.436\t-0.794\t-0.846\t-0.135\t0.069\t-1.559\t-1.561\t-0.235\t0.130\t0.265\t1.971\t0.746\n4\t0.566\t0.275\t0.231\t0.310\t-1.933\t-0.250\t1.162\t3.942\t-1.204\t0.423\t-0.571\t2.048\t-1.354\t0.625\t-1.407\t-0.319\t-0.034\t1.070\t-1.077\t0.663\t0.019\t0.273\t0.958\t-1.283\t0.811\t-0.569\t1.096\t0.335\n2\t1.675\t0.295\t-1.338\t-1.215\t-0.610\t1.976\t-0.341\t-0.085\t-0.323\t-1.315\t-1.459\t-1.108\t0.083\t-0.459\t-0.331\t0.601\t1.058\t-1.195\t-1.140\t-1.211\t-1.549\t0.518\t-0.610\t-1.178\t-0.449\t-0.386\t0.642\t0.532\n2\t-0.114\t-0.452\t-0.934\t1.109\t-1.034\t-1.303\t1.099\t0.200\t-1.181\t-0.077\t-0.624\t1.489\t-0.242\t0.532\t-0.023\t1.437\t0.203\t1.158\t0.541\t-0.553\t0.002\t-0.213\t-0.573\t-1.077\t1.360\t-2.061\t1.332\t-1.338\n0\t0.470\t0.792\t0.605\t-2.271\t-0.927\t0.076\t-1.072\t0.005\t0.206\t-0.079\t-0.628\t-0.860\t0.338\t-1.355\t0.370\t0.492\t-0.379\t0.353\t-0.499\t0.360\t-0.874\t-0.334\t0.261\t-0.135\t-0.148\t1.251\t-0.952\t-1.064\n3\t-1.719\t-0.551\t2.228\t0.194\t2.381\t-1.823\t-0.189\t-1.091\t-0.585\t-0.010\t-0.454\t-1.106\t-0.542\t-0.968\t0.298\t0.905\t1.191\t0.171\t-0.041\t-1.519\t-0.082\t0.229\t-0.326\t-1.171\t0.765\t-0.822\t0.884\t0.807\n0\t-1.601\t-0.774\t-1.019\t0.124\t1.008\t0.054\t-0.762\t-0.770\t-0.395\t1.393\t-1.089\t-0.001\t-0.459\t0.304\t-0.436\t-0.002\t-1.555\t-1.365\t-0.246\t-0.433\t-0.122\t-0.039\t0.607\t-0.636\t-0.855\t1.521\t0.867\t0.350\n1\t0.032\t-1.087\t-0.131\t-1.469\t0.335\t0.597\t0.834\t1.152\t0.159\t1.103\t-0.467\t-0.018\t1.576\t0.346\t0.798\t1.326\t-0.302\t0.427\t1.654\t2.147\t-0.212\t-0.969\t1.033\t-1.116\t0.774\t-0.378\t-0.020\t0.113\n3\t-0.009\t-1.059\t-0.034\t-1.344\t-1.234\t0.242\t-1.326\t-0.617\t-1.169\t0.140\t-0.712\t0.532\t0.451\t-1.304\t0.921\t-0.172\t-1.224\t0.373\t1.761\t-0.196\t-1.648\t0.923\t1.575\t-1.080\t-0.796\t0.035\t-1.934\t2.082\n2\t0.742\t0.356\t-0.065\t-1.029\t0.685\t0.304\t-1.528\t-0.965\t-2.769\t-1.366\t-0.313\t-1.056\t-0.832\t1.391\t1.029\t-0.695\t0.794\t1.215\t0.619\t0.299\t1.098\t0.770\t-1.213\t-0.189\t-0.552\t1.152\t-0.580\t-0.752\n1\t-0.997\t-1.934\t0.444\t0.072\t-0.748\t0.263\t-0.780\t-1.759\t-0.364\t1.645\t0.972\t0.455\t0.244\t-0.363\t0.736\t0.565\t-0.083\t0.199\t-1.606\t-0.480\t-1.193\t-1.212\t0.470\t-1.265\t0.768\t1.032\t-0.062\t-0.606\n4\t1.378\t2.149\t0.521\t-2.084\t-0.558\t0.613\t-0.421\t1.272\t0.588\t-0.706\t0.032\t-0.894\t-0.183\t-0.555\t1.175\t2.116\t-1.431\t-1.923\t-0.245\t-1.518\t0.046\t0.749\t1.494\t0.201\t-0.193\t-1.978\t0.026\t0.071\n0\t-0.462\t0.389\t-0.300\t1.070\t-0.224\t-0.777\t0.007\t-0.176\t0.030\t-0.247\t-2.009\t-0.647\t0.873\t-0.529\t-1.846\t0.096\t0.901\t1.645\t0.712\t1.035\t0.811\t0.150\t-1.138\t-0.103\t0.688\t0.057\t1.167\t0.238\n3\t-0.361\t0.494\t-1.442\t0.273\t-0.919\t2.240\t0.553\t0.651\t0.073\t-1.595\t0.019\t0.391\t-0.571\t-0.077\t0.631\t0.112\t0.272\t0.525\t1.235\t-0.834\t1.940\t1.937\t-0.554\t0.672\t1.822\t1.441\t-1.718\t-0.154\n2\t0.996\t2.735\t-2.405\t0.288\t0.288\t-0.892\t1.670\t0.723\t-0.331\t-0.661\t0.218\t0.033\t-0.454\t0.498\t-1.020\t-0.435\t-1.428\t0.061\t0.474\t-1.489\t0.125\t-1.289\t0.028\t-0.270\t-0.252\t0.091\t0.155\t-1.163\n1\t-0.175\t-0.772\t-0.039\t0.721\t1.767\t-0.244\t-0.437\t0.716\t-0.663\t0.209\t-1.188\t-1.948\t0.049\t0.546\t-0.468\t1.112\t0.382\t-1.961\t-0.356\t1.284\t-0.708\t-0.096\t0.471\t-0.720\t1.404\t-0.415\t-1.052\t-1.104\n4\t-0.157\t0.330\t1.443\t-1.748\t-1.012\t-0.085\t-1.140\t-1.489\t1.310\t-1.048\t-1.309\t-1.148\t1.086\t-0.695\t-1.386\t-0.840\t-0.048\t0.892\t0.808\t-0.778\t-0.531\t2.103\t0.996\t-0.252\t-2.295\t-0.459\t-1.327\t-0.863\n0\t-0.284\t-0.615\t1.267\t0.502\t0.970\t-0.432\t-1.191\t-0.421\t1.151\t1.451\t0.441\t0.473\t-1.569\t0.252\t-0.440\t-0.568\t0.137\t0.160\t-0.362\t-0.258\t-0.352\t0.135\t1.350\t1.389\t-1.302\t-1.229\t-0.260\t-0.798\n1\t0.963\t-2.233\t-1.048\t-0.865\t-0.199\t0.459\t0.063\t-1.808\t0.888\t0.274\t-0.849\t0.068\t0.090\t-1.441\t-0.347\t0.299\t-1.048\t0.197\t-0.058\t0.357\t-0.092\t-1.236\t-1.556\t1.347\t0.968\t-0.881\t1.114\t0.256\n0\t0.096\t-0.615\t-0.055\t-1.024\t-0.785\t0.514\t-0.463\t-0.738\t0.449\t0.380\t-0.215\t-0.149\t0.416\t0.969\t0.201\t-1.192\t-0.221\t-0.407\t-1.053\t0.498\t0.575\t0.726\t-0.991\t0.157\t-0.006\t0.307\t0.130\t-0.013\n2\t1.637\t0.018\t-1.637\t0.950\t0.828\t-0.962\t-1.912\t-0.529\t-0.534\t0.934\t0.611\t1.099\t-0.203\t0.043\t-0.121\t0.542\t-0.028\t1.277\t1.247\t-0.992\t0.519\t-0.084\t-0.812\t-0.849\t-0.396\t1.298\t-0.232\t1.933\n2\t-0.441\t-1.620\t0.180\t-0.321\t-0.295\t-1.710\t-1.509\t-0.548\t-0.928\t-0.569\t0.833\t-1.064\t-0.906\t-0.527\t-0.963\t-0.215\t1.028\t-0.287\t0.258\t-2.321\t0.082\t1.476\t0.098\t0.128\t0.286\t1.568\t1.354\t-1.022\n2\t-0.051\t-0.442\t0.293\t-1.996\t-0.826\t0.475\t0.184\t-0.664\t0.103\t1.723\t1.089\t0.972\t0.550\t0.181\t-0.684\t0.056\t1.967\t0.920\t-0.358\t-2.096\t0.757\t0.936\t-0.543\t-0.668\t-1.949\t1.256\t-0.415\t0.261\n0\t-0.224\t0.671\t1.510\t-0.906\t-0.836\t1.111\t0.525\t0.475\t-0.041\t-0.609\t-1.219\t0.780\t-1.018\t0.511\t0.028\t-0.170\t-0.082\t-0.736\t0.594\t-0.087\t0.002\t-1.051\t-0.265\t0.192\t0.382\t0.118\t-0.022\t-0.334\n4\t-1.029\t-2.905\t0.867\t2.266\t0.920\t1.010\t0.946\t-1.243\t-0.180\t0.026\t1.732\t-0.688\t0.686\t-0.754\t-1.202\t-1.126\t-1.657\t-0.118\t0.768\t2.550\t0.755\t-0.844\t1.052\t0.826\t-0.159\t-1.040\t-1.734\t-0.826\n4\t-1.051\t-1.518\t0.447\t-1.291\t0.432\t1.228\t0.502\t-1.830\t0.870\t-1.261\t-1.548\t-1.204\t0.886\t1.045\t1.076\t0.844\t-1.294\t0.580\t1.041\t-0.686\t0.132\t0.722\t2.548\t0.882\t-1.291\t-1.119\t-0.687\t-0.297\n2\t-0.854\t0.576\t-1.656\t1.601\t1.001\t-1.618\t0.244\t-0.012\t0.555\t-1.393\t0.502\t-0.558\t-1.738\t-0.472\t1.332\t0.470\t0.236\t-0.968\t-0.960\t1.239\t-1.490\t0.074\t-1.008\t0.369\t-1.477\t-0.279\t0.469\t0.488\n4\t0.396\t1.561\t0.340\t-0.263\t-1.296\t-0.099\t-1.332\t-0.310\t-0.063\t-2.361\t1.388\t-1.239\t-0.186\t0.534\t1.309\t-0.792\t-2.509\t1.079\t-1.249\t0.359\t0.422\t-3.252\t-1.615\t-0.461\t-2.584\t-1.338\t0.123\t-0.088\n1\t0.783\t-0.101\t1.258\t0.866\t-0.062\t0.043\t-1.842\t1.210\t-0.330\t-0.400\t-0.550\t0.457\t-1.129\t-0.984\t-0.053\t-0.627\t0.335\t-0.590\t1.595\t0.693\t0.681\t-0.605\t2.406\t-0.439\t-0.714\t0.707\t0.195\t-0.818\n2\t0.313\t-0.228\t-2.120\t1.850\t-0.835\t-1.341\t-0.031\t1.184\t0.513\t-1.316\t-1.481\t-2.192\t-0.292\t-0.473\t0.514\t-0.686\t0.974\t0.655\t-0.729\t0.391\t1.329\t-0.961\t-0.213\t-0.233\t-0.358\t0.802\t0.881\t0.407\n0\t-1.195\t-0.457\t0.687\t0.439\t-0.344\t0.544\t-1.181\t0.065\t-0.016\t1.323\t0.381\t-2.001\t-1.261\t0.385\t-1.940\t-0.057\t-0.536\t-0.046\t-0.660\t0.897\t-0.388\t0.459\t0.438\t-1.222\t0.284\t-0.570\t0.394\t-1.090\n4\t0.596\t-2.007\t-0.027\t-1.548\t-2.827\t2.345\t-0.034\t0.500\t-0.749\t-0.304\t-0.440\t1.275\t-0.015\t1.211\t-1.405\t0.307\t-0.051\t0.481\t-1.024\t-0.664\t-0.161\t0.316\t0.066\t0.225\t-2.076\t-0.843\t-1.188\t-0.158\n1\t-0.517\t0.521\t-2.187\t0.233\t-0.143\t1.158\t0.349\t-0.242\t1.226\t0.156\t0.457\t-0.117\t0.239\t0.098\t0.675\t-1.530\t0.449\t-0.668\t0.382\t-2.221\t-0.713\t-0.071\t-0.335\t-1.749\t0.057\t-0.436\t-0.822\t0.658\n2\t3.024\t-1.208\t-0.710\t0.482\t-1.552\t-0.492\t-0.374\t0.936\t0.237\t1.713\t0.778\t-0.517\t0.699\t0.028\t0.677\t-0.070\t-2.001\t0.156\t0.467\t-0.404\t-0.756\t0.517\t-0.794\t-0.174\t1.216\t-0.296\t0.455\t0.959\n4\t0.317\t1.333\t0.373\t-2.136\t-1.437\t-1.067\t-0.749\t-0.140\t-0.215\t-1.823\t-1.609\t-2.119\t-1.554\t0.991\t-0.270\t-0.953\t-1.918\t-1.013\t0.607\t0.476\t-0.252\t-0.267\t-1.771\t-0.776\t0.556\t-0.675\t1.623\t1.206\n3\t-2.246\t0.195\t1.919\t-0.353\t-0.225\t0.296\t-0.559\t-0.312\t-0.338\t-0.627\t1.229\t0.461\t0.251\t0.809\t-0.264\t-0.774\t-0.603\t0.002\t-1.059\t-0.500\t-0.516\t2.125\t-2.774\t-0.180\t1.726\t0.122\t0.753\t0.100\n2\t0.452\t-0.464\t-1.427\t0.748\t-1.228\t-0.262\t0.364\t-0.678\t1.570\t1.972\t-0.810\t-0.770\t-0.439\t1.153\t0.486\t0.751\t1.315\t-0.906\t0.503\t0.051\t0.430\t1.149\t-0.152\t-0.697\t-1.051\t1.754\t-0.042\t-1.368\n0\t0.946\t0.417\t0.803\t1.426\t0.041\t-0.331\t0.326\t-0.092\t-0.696\t-0.305\t0.439\t-0.817\t-1.744\t-1.476\t0.438\t-0.115\t0.149\t-0.154\t0.408\t0.914\t0.727\t-1.419\t-0.883\t0.414\t-0.702\t1.047\t1.314\t1.297\n3\t0.785\t0.168\t1.295\t-0.223\t-0.128\t1.217\t-2.090\t-0.143\t-1.661\t-0.029\t-0.420\t0.602\t0.466\t-0.286\t-0.962\t0.078\t1.305\t-0.980\t-1.503\t-1.843\t-1.535\t-0.007\t-1.405\t-0.375\t0.462\t-2.129\t0.987\t1.427\n1\t0.249\t0.438\t0.851\t0.379\t-0.519\t0.716\t0.407\t1.167\t-0.816\t1.645\t-0.374\t-0.746\t0.494\t1.186\t-0.823\t0.524\t-0.572\t0.205\t1.567\t-1.023\t-0.596\t0.430\t0.383\t2.065\t-0.589\t0.930\t1.992\t0.167\n3\t0.524\t0.781\t-0.476\t-0.911\t0.848\t1.025\t-1.837\t0.344\t0.254\t0.012\t0.633\t-2.456\t1.704\t2.355\t0.254\t0.510\t-0.751\t0.738\t-0.027\t-0.220\t-0.199\t-0.919\t1.303\t1.629\t-0.809\t0.428\t0.804\t-1.048\n0\t0.423\t-0.512\t0.332\t0.178\t-0.427\t-1.396\t-1.029\t-0.872\t-1.004\t0.455\t2.129\t-0.511\t-0.384\t-0.585\t0.858\t0.426\t-0.017\t-1.213\t-0.968\t0.175\t0.223\t-0.016\t0.665\t-1.223\t0.304\t0.248\t-0.958\t-0.605\n2\t-1.549\t0.209\t-0.656\t-1.797\t0.470\t1.018\t0.453\t0.871\t1.286\t0.241\t0.977\t0.009\t-0.536\t0.214\t2.261\t-0.593\t0.939\t-1.335\t-0.641\t1.024\t1.609\t0.122\t-0.346\t-0.046\t-0.364\t0.118\t-0.640\t1.203\n3\t0.604\t-1.314\t-0.416\t0.010\t0.234\t-0.279\t-1.172\t-0.054\t-1.652\t-0.233\t-0.441\t-0.134\t-0.559\t-1.508\t-0.366\t0.931\t1.261\t2.439\t1.692\t-1.197\t-0.408\t-0.023\t-0.086\t0.070\t2.408\t-1.082\t-0.714\t1.644\n1\t-1.884\t-0.111\t-0.637\t-0.961\t-0.756\t0.580\t-1.504\t1.848\t-0.718\t0.633\t-0.669\t-1.518\t-0.146\t-1.254\t0.147\t-0.025\t-0.695\t0.151\t1.039\t-0.110\t-0.729\t0.400\t0.442\t-0.285\t1.373\t-0.300\t1.488\t-0.655\n4\t1.705\t-0.548\t0.759\t0.288\t-0.496\t0.088\t1.237\t1.230\t-1.936\t-0.640\t-1.190\t0.852\t-1.030\t1.980\t0.612\t1.443\t-0.549\t0.707\t0.965\t0.038\t-2.885\t-1.385\t-0.466\t0.137\t-1.812\t0.426\t-1.623\t0.315\n1\t-0.036\t0.262\t0.231\t0.676\t-0.909\t-1.230\t1.438\t1.071\t0.639\t0.072\t-1.003\t0.461\t-0.912\t1.035\t-1.257\t0.000\t0.647\t0.417\t0.961\t-0.933\t0.602\t-0.319\t0.146\t-1.867\t1.055\t-1.000\t0.317\t1.349\n2\t-0.174\t-0.467\t-0.488\t0.586\t0.275\t-1.663\t-0.477\t0.465\t-1.008\t-0.957\t1.365\t2.303\t0.838\t-0.278\t0.135\t1.605\t-1.598\t0.788\t1.095\t0.436\t-1.067\t0.419\t1.719\t0.426\t-0.237\t1.658\t-0.193\t-0.772\n3\t0.039\t0.426\t2.035\t0.047\t2.222\t0.063\t-0.189\t-0.117\t-1.307\t-0.384\t-0.018\t0.876\t-1.595\t0.975\t1.642\t-0.464\t-1.581\t-1.779\t-1.791\t0.876\t0.235\t0.182\t-1.198\t0.820\t-0.647\t-0.214\t0.992\t0.362\n4\t-0.608\t1.382\t0.814\t-0.950\t0.485\t0.489\t-0.709\t0.427\t0.002\t-1.531\t-3.196\t2.049\t-0.124\t0.108\t-1.027\t-0.598\t2.168\t2.418\t-1.855\t0.057\t1.868\t0.198\t0.684\t-0.170\t0.515\t1.446\t0.522\t-1.216\n0\t-0.066\t-1.211\t-0.652\t0.047\t-0.860\t-0.385\t1.006\t-0.577\t0.836\t-1.130\t0.530\t1.442\t-2.472\t-0.797\t0.577\t-0.203\t0.371\t-0.604\t0.087\t-0.156\t1.168\t0.254\t0.338\t-0.412\t-0.488\t-0.433\t0.394\t-0.421\n0\t-0.876\t0.435\t-0.194\t0.784\t-1.301\t0.457\t-0.981\t-0.647\t0.580\t0.047\t0.373\t0.752\t0.166\t-0.137\t-1.001\t2.196\t0.547\t0.001\t-0.320\t0.207\t-0.005\t0.529\t-0.574\t1.680\t0.690\t-1.807\t0.288\t0.805\n3\t1.595\t0.660\t-0.373\t0.341\t0.688\t1.043\t-1.676\t0.252\t-0.672\t1.370\t-0.256\t0.804\t1.862\t-1.504\t0.225\t1.401\t0.662\t1.510\t-0.111\t0.871\t1.894\t0.341\t2.186\t-0.152\t0.050\t-0.237\t0.833\t-0.522\n4\t0.207\t0.335\t1.290\t-0.557\t1.644\t1.646\t0.226\t-0.828\t2.491\t1.725\t0.190\t-1.362\t0.621\t-0.590\t0.874\t0.230\t-1.596\t-1.180\t-0.762\t1.641\t-0.650\t-2.274\t-0.202\t-0.261\t1.590\t1.515\t-1.309\t0.393\n0\t-0.639\t-0.414\t0.324\t-0.332\t0.003\t0.807\t-0.518\t-1.332\t-1.526\t1.438\t0.931\t0.656\t-0.436\t-1.333\t-0.282\t-0.093\t-1.132\t-1.470\t-1.730\t0.657\t-1.205\t0.309\t-0.398\t0.590\t0.336\t-0.232\t0.130\t-0.110\n1\t-1.055\t1.284\t-0.430\t-0.247\t0.219\t-0.916\t0.211\t-0.503\t-0.477\t-0.162\t-0.735\t-1.565\t0.174\t-2.290\t-2.253\t0.045\t-0.182\t0.259\t0.664\t-1.977\t-0.615\t-0.448\t0.312\t0.228\t-0.405\t0.044\t-0.275\t-0.913\n2\t0.121\t-0.026\t0.461\t0.631\t1.385\t1.211\t0.043\t-0.043\t-0.225\t1.008\t0.245\t2.462\t-0.064\t1.521\t1.530\t1.504\t-0.330\t-0.084\t-0.162\t1.474\t-0.450\t-0.578\t0.694\t-1.328\t0.768\t-1.141\t-0.412\t1.155\n1\t0.987\t0.516\t-0.061\t0.468\t0.109\t1.164\t-0.768\t1.735\t0.948\t-0.606\t-0.766\t0.146\t-1.124\t-0.205\t1.346\t0.182\t2.094\t-0.770\t0.452\t-0.532\t-0.207\t0.500\t-0.734\t-0.862\t-0.466\t-0.538\t-1.010\t1.445\n2\t-0.401\t-0.326\t0.075\t-0.059\t0.287\t-1.321\t0.042\t-0.883\t0.321\t1.765\t0.117\t1.577\t0.267\t-0.644\t0.237\t-2.043\t0.255\t1.276\t-0.994\t1.090\t-0.900\t-0.134\t-1.055\t0.016\t2.981\t-0.580\t-0.155\t0.024\n1\t-0.496\t-0.203\t-0.227\t-1.637\t-0.297\t-1.766\t0.247\t-0.708\t-0.261\t0.158\t0.639\t0.933\t-0.771\t-0.661\t-0.438\t-0.748\t-0.005\t-0.343\t1.247\t1.996\t-0.634\t-0.163\t-0.009\t0.027\t-1.137\t1.029\t-0.215\t2.196\n1\t-0.521\t0.105\t1.338\t-2.529\t0.615\t-0.384\t-0.495\t-0.681\t-0.364\t0.621\t-0.537\t1.659\t0.624\t0.198\t-0.166\t1.190\t1.336\t-1.161\t-0.702\t0.635\t0.937\t-0.300\t-0.742\t0.079\t1.477\t0.041\t-1.264\t0.110\n1\t0.101\t-1.211\t0.574\t-0.235\t0.590\t0.030\t2.022\t-0.814\t1.506\t-0.521\t-1.252\t1.203\t0.567\t-0.786\t1.255\t-0.161\t0.722\t0.455\t2.395\t-0.162\t0.875\t0.311\t-0.034\t0.328\t0.120\t0.411\t0.078\t0.908\n1\t-0.153\t-0.294\t1.774\t0.573\t1.071\t-0.187\t1.798\t1.003\t-0.895\t-1.193\t0.057\t0.524\t-0.366\t-0.733\t0.968\t0.363\t-0.078\t-0.732\t-0.066\t-0.755\t0.919\t0.746\t-0.946\t-0.917\t1.307\t0.804\t0.694\t1.142\n3\t0.455\t0.641\t-0.493\t-0.369\t0.004\t-1.289\t0.575\t-0.358\t-2.120\t1.887\t0.265\t0.326\t-0.691\t0.332\t0.736\t-1.454\t0.604\t-1.059\t-1.286\t-0.880\t2.101\t0.783\t-0.018\t1.702\t-0.923\t-1.027\t-0.916\t1.878\n2\t0.671\t-0.264\t0.443\t0.288\t-0.145\t1.209\t-1.275\t0.117\t-0.580\t1.642\t-0.174\t1.923\t-0.422\t0.109\t1.088\t-0.956\t1.509\t0.026\t0.412\t0.546\t-0.076\t-0.810\t0.094\t-2.011\t-1.311\t-0.140\t1.547\t1.517\n4\t1.273\t2.163\t1.878\t-1.085\t-0.714\t-0.369\t0.411\t-1.277\t-0.545\t0.441\t-0.869\t0.452\t0.975\t1.117\t0.404\t0.870\t-1.149\t0.609\t1.844\t-1.531\t0.921\t0.454\t1.368\t-1.114\t-0.887\t1.422\t-1.762\t-1.746\n4\t1.077\t0.467\t-1.273\t-2.380\t-1.428\t0.193\t0.121\t0.856\t1.091\t-1.961\t-0.065\t1.019\t-0.186\t2.830\t-1.688\t-0.332\t0.814\t0.385\t-0.225\t-0.471\t-1.546\t-0.069\t0.494\t-0.499\t0.366\t0.040\t0.961\t-1.445\n4\t0.523\t1.334\t-0.252\t-2.157\t-0.225\t-0.487\t1.252\t0.890\t0.814\t0.319\t-0.322\t-0.695\t0.708\t1.558\t-1.881\t-1.300\t0.929\t-1.290\t-0.306\t-0.948\t-0.558\t1.709\t-2.408\t-2.225\t1.840\t0.367\t0.471\t1.531\n3\t-0.902\t1.151\t0.212\t0.343\t0.690\t-0.042\t1.013\t-1.197\t-1.086\t-1.141\t0.422\t0.506\t-0.473\t-0.232\t1.268\t-0.694\t0.295\t-0.686\t1.096\t0.628\t-1.399\t-0.261\t-2.079\t0.900\t2.047\t-2.180\t-1.427\t0.167\n3\t0.542\t0.292\t0.429\t0.093\t-0.084\t0.982\t-0.328\t-0.511\t0.355\t-0.555\t0.998\t-2.161\t1.759\t-1.740\t1.416\t-0.913\t0.769\t-0.412\t0.770\t-1.203\t0.191\t-0.812\t-2.465\t0.369\t-0.351\t-0.653\t-1.432\t-0.162\n3\t0.199\t-1.058\t0.449\t-0.462\t-0.795\t-0.270\t-1.165\t-3.101\t0.710\t-0.569\t0.285\t-0.157\t1.019\t-0.468\t-1.261\t0.852\t-2.376\t0.222\t0.210\t0.647\t2.409\t-0.380\t0.470\t0.644\t0.093\t-0.825\t-1.544\t-0.692\n3\t-1.178\t-0.056\t1.090\t0.726\t0.466\t0.985\t-0.925\t-0.457\t0.615\t-0.475\t-0.420\t1.862\t0.095\t1.764\t-1.823\t-0.631\t0.409\t0.094\t-2.056\t-0.230\t2.473\t0.247\t0.604\t-0.644\t0.243\t-0.012\t1.119\t1.087\n0\t0.484\t-0.981\t-1.127\t-0.459\t-0.439\t-0.666\t-0.305\t-0.417\t-0.536\t-1.530\t0.959\t-1.176\t-0.415\t-1.188\t-0.122\t0.052\t0.592\t0.188\t-1.365\t0.453\t0.570\t0.543\t0.164\t-0.628\t1.375\t1.356\t-0.340\t0.552\n3\t0.704\t-0.160\t1.057\t-1.495\t-0.063\t-1.188\t0.257\t-0.762\t-0.312\t1.051\t-0.117\t-3.010\t-1.127\t0.339\t2.224\t0.181\t-0.700\t-0.624\t-0.550\t0.862\t-0.984\t-0.528\t0.372\t0.999\t0.258\t-0.169\t-1.271\t-1.325\n2\t-0.312\t0.390\t0.324\t-0.918\t0.284\t0.410\t-1.413\t-1.683\t0.600\t-1.181\t0.098\t-0.163\t-0.523\t1.562\t-1.032\t-0.820\t0.653\t0.315\t0.135\t0.279\t-0.575\t-1.062\t1.564\t-1.137\t-1.989\t-0.729\t0.807\t-2.017\n0\t0.929\t0.332\t0.145\t-0.106\t-0.149\t0.301\t1.298\t-0.952\t0.073\t0.345\t1.656\t-0.432\t-0.780\t1.510\t0.510\t-0.423\t1.056\t-1.877\t-0.054\t0.294\t0.590\t-0.826\t-0.843\t1.540\t0.016\t0.159\t-0.729\t-0.917\n3\t-0.864\t-0.550\t-0.095\t1.593\t-1.961\t0.129\t-0.816\t-1.608\t-0.674\t-0.003\t0.030\t-0.628\t0.561\t-1.748\t-0.515\t0.809\t0.606\t2.150\t0.747\t-1.355\t0.999\t-0.461\t1.521\t1.263\t-1.448\t0.275\t-0.255\t-0.316\n0\t0.588\t-2.018\t0.995\t-0.225\t-0.387\t0.141\t-0.404\t-0.028\t-1.017\t-0.368\t-0.719\t0.473\t-0.114\t-0.077\t-0.972\t0.682\t0.445\t1.171\t0.342\t-0.080\t0.618\t-0.714\t-0.431\t-0.539\t1.246\t-0.094\t0.119\t-0.626\n2\t-0.000\t0.631\t0.838\t-0.799\t1.039\t-0.534\t-0.164\t-0.433\t-1.136\t1.570\t0.048\t1.087\t1.045\t-0.968\t1.216\t0.503\t-1.041\t0.449\t-1.023\t1.606\t0.814\t-0.071\t1.265\t-1.582\t-0.749\t-0.252\t2.236\t-1.070\n1\t-0.391\t-0.609\t1.134\t-1.500\t0.543\t1.387\t-0.579\t1.472\t1.157\t-0.349\t0.819\t-0.827\t-1.102\t-0.464\t1.350\t-0.458\t0.042\t-1.004\t0.867\t0.831\t-0.704\t-2.317\t-0.362\t0.443\t-0.013\t0.080\t0.350\t-0.511\n1\t-0.626\t-0.993\t0.684\t-0.280\t-1.495\t0.860\t0.483\t-0.084\t-0.017\t0.940\t-0.479\t-1.478\t-1.232\t1.006\t0.001\t0.311\t-0.316\t-1.317\t-0.547\t1.381\t-0.024\t-0.377\t1.989\t-0.820\t-0.486\t-1.409\t0.368\t-1.386\n0\t-0.036\t-0.301\t0.640\t1.120\t1.750\t0.645\t0.137\t0.137\t-1.881\t-0.430\t0.361\t-2.258\t0.180\t-0.812\t1.577\t-0.285\t-0.264\t-0.137\t-0.005\t0.793\t-0.344\t0.023\t0.799\t0.009\t0.655\t-0.446\t0.351\t1.309\n4\t0.137\t-0.208\t1.383\t-1.835\t0.604\t-0.430\t2.027\t-0.455\t0.628\t-0.577\t-0.529\t2.021\t-0.250\t0.631\t-1.072\t1.676\t-0.594\t-1.049\t-1.744\t0.765\t2.038\t0.155\t-0.141\t1.225\t-0.882\t1.273\t-1.521\t0.822\n1\t-0.710\t-0.151\t0.943\t-0.052\t1.067\t-1.060\t-0.245\t0.011\t1.915\t0.011\t-0.497\t-1.463\t0.088\t1.128\t0.382\t-0.967\t-1.061\t-0.336\t-1.260\t-0.573\t0.296\t0.039\t-0.765\t-0.598\t-0.475\t-0.944\t-0.446\t-1.995\n3\t-0.894\t1.269\t-0.123\t-0.662\t0.170\t0.098\t1.007\t2.109\t-0.576\t-2.418\t1.661\t1.016\t0.684\t0.227\t0.996\t-0.709\t0.783\t-0.589\t2.047\t-0.554\t-1.318\t0.711\t0.872\t0.257\t-0.531\t-0.843\t1.944\t-0.174\n2\t-0.270\t0.972\t-0.844\t-1.222\t0.379\t-0.788\t2.423\t0.192\t1.025\t-1.315\t0.457\t-1.006\t-0.179\t-0.752\t1.040\t0.321\t0.117\t1.361\t0.016\t1.030\t1.801\t0.140\t0.260\t0.955\t1.437\t0.128\t-0.637\t0.867\n1\t-0.510\t-0.680\t-0.518\t1.314\t0.671\t0.793\t1.061\t-0.396\t-0.337\t0.084\t-0.570\t-0.589\t0.841\t0.582\t-2.080\t-0.189\t1.176\t0.783\t0.109\t1.530\t-0.407\t-0.238\t-2.062\t-0.012\t1.870\t-0.013\t0.210\t-0.180\n2\t1.065\t-0.305\t0.887\t0.700\t-0.738\t-2.574\t0.023\t1.240\t1.130\t0.307\t-0.574\t0.706\t-1.339\t0.398\t0.994\t-0.080\t-1.073\t-0.065\t0.339\t-1.006\t-0.420\t0.839\t0.961\t0.122\t-0.820\t-2.162\t0.279\t-1.521\n3\t-0.754\t-2.016\t0.528\t-0.294\t-1.114\t-0.375\t-0.807\t0.770\t-0.982\t-0.876\t-0.067\t0.005\t-0.273\t-2.041\t-1.640\t0.134\t-1.155\t0.499\t-2.343\t-0.514\t-1.249\t-1.495\t-1.583\t-0.332\t-0.766\t-0.657\t-1.203\t0.814\n2\t1.185\t0.092\t0.859\t-0.954\t-1.928\t0.293\t0.529\t-0.427\t-0.439\t-0.040\t1.268\t0.698\t0.024\t-0.323\t-1.662\t-0.980\t1.149\t0.319\t-1.012\t0.170\t-0.464\t1.410\t-1.606\t-0.023\t1.371\t-1.223\t-1.525\t-1.275\n0\t0.320\t-0.491\t0.296\t-0.642\t0.509\t-0.192\t-0.373\t0.976\t-0.477\t-0.565\t1.601\t1.624\t-0.851\t1.219\t0.413\t-0.840\t-0.220\t-0.649\t0.320\t-1.034\t-0.196\t-0.754\t-0.402\t-0.824\t-1.409\t0.394\t0.399\t-0.269\n1\t0.663\t-1.671\t-1.669\t0.554\t0.250\t-0.362\t-0.580\t-0.996\t-0.489\t0.293\t-1.413\t-1.452\t1.144\t-0.854\t0.474\t-0.511\t-0.476\t-1.785\t0.360\t-0.624\t0.343\t0.846\t0.777\t1.027\t0.354\t0.614\t-1.215\t0.548\n1\t-1.695\t-1.137\t0.109\t0.948\t1.472\t0.992\t1.552\t0.182\t-0.622\t1.184\t1.364\t0.931\t0.613\t1.392\t0.342\t-0.021\t0.726\t0.478\t0.885\t-0.132\t0.909\t0.858\t0.213\t-0.750\t1.241\t-1.210\t-0.958\t0.168\n1\t0.236\t-1.051\t0.991\t-0.952\t-0.239\t-0.329\t-0.360\t0.263\t1.576\t1.583\t0.808\t1.543\t1.107\t0.227\t0.376\t0.238\t0.895\t-1.076\t-0.120\t0.887\t-0.760\t0.970\t-0.037\t0.510\t-0.865\t1.798\t-0.135\t2.040\n2\t-0.340\t0.637\t2.231\t-0.277\t0.351\t0.612\t0.571\t2.098\t1.158\t-0.979\t-0.951\t-0.115\t0.586\t1.028\t1.022\t-0.016\t0.603\t1.593\t0.535\t0.387\t0.986\t0.235\t0.705\t1.882\t-1.149\t-0.169\t-0.587\t-0.657\n0\t-0.928\t-0.268\t0.707\t0.757\t0.572\t-0.400\t-0.607\t2.535\t-0.039\t-0.162\t-0.714\t0.245\t0.198\t-0.016\t0.382\t1.764\t-0.595\t0.043\t-0.648\t0.295\t-0.568\t-0.525\t-1.460\t0.098\t0.430\t1.860\t0.470\t-0.450\n0\t0.592\t-0.183\t0.224\t-1.687\t0.661\t-0.396\t-0.807\t1.314\t0.274\t-0.665\t-0.604\t0.366\t0.288\t0.029\t-1.203\t-1.055\t-0.748\t-0.196\t-0.041\t-0.160\t-0.114\t1.881\t0.849\t1.188\t0.464\t0.072\t0.410\t0.226\n4\t0.166\t3.376\t-0.877\t-0.618\t-1.670\t0.954\t0.196\t-0.825\t-1.057\t-0.574\t0.697\t0.357\t-0.863\t-0.611\t0.947\t-1.907\t-1.109\t0.137\t0.108\t0.670\t0.828\t0.656\t-1.889\t0.802\t0.402\t0.034\t0.994\t1.251\n4\t-1.076\t-0.595\t-0.235\t0.264\t1.972\t1.031\t0.478\t-1.925\t-0.972\t0.070\t1.218\t-0.224\t0.481\t-1.301\t-0.885\t-0.263\t-2.031\t0.602\t0.948\t0.722\t-1.633\t-0.123\t-0.856\t-0.645\t-2.692\t0.697\t1.195\t-2.473\n2\t0.863\t0.071\t0.716\t-0.177\t0.499\t0.665\t-2.019\t-1.461\t-0.558\t-0.131\t1.275\t0.454\t0.523\t1.542\t1.376\t-1.009\t1.233\t0.105\t-0.515\t-0.293\t-0.625\t0.141\t-0.083\t1.236\t1.933\t-0.405\t-1.296\t0.668\n2\t-0.541\t-1.509\t-0.325\t-0.575\t0.127\t-0.306\t1.337\t-0.558\t-0.129\t0.240\t-0.051\t-0.536\t0.051\t0.525\t0.899\t-2.118\t0.507\t-0.674\t1.158\t0.932\t0.926\t-0.584\t-1.393\t1.271\t1.169\t-2.004\t1.375\t0.355\n3\t1.095\t0.535\t-0.896\t-0.776\t0.397\t0.399\t-0.376\t-1.582\t0.803\t-2.925\t0.348\t1.133\t-1.849\t0.160\t-0.384\t0.195\t0.978\t-1.346\t-0.223\t-0.164\t-1.949\t0.574\t1.629\t0.671\t0.130\t0.886\t-0.595\t-0.881\n4\t-0.028\t0.312\t0.423\t-1.077\t1.881\t2.194\t-1.868\t-0.450\t0.680\t-0.112\t-0.543\t0.562\t0.660\t1.692\t-1.734\t-1.008\t-0.754\t2.397\t1.510\t0.275\t-0.084\t0.441\t1.175\t-0.253\t0.274\t-0.337\t-1.395\t-1.790\n4\t1.088\t-0.002\t-1.024\t1.512\t0.681\t-1.469\t1.734\t-0.519\t0.449\t-0.996\t-0.902\t-1.462\t1.103\t0.365\t-1.416\t-1.580\t1.757\t-0.533\t-1.308\t1.263\t-0.423\t-0.400\t0.112\t0.110\t0.732\t-1.780\t1.486\t-1.325\n1\t0.064\t1.598\t0.594\t-0.001\t-0.710\t0.667\t-1.205\t-1.214\t-0.188\t1.529\t-1.241\t1.118\t0.660\t-1.132\t0.299\t-0.721\t-0.719\t1.182\t-0.125\t-0.174\t-0.013\t1.298\t-0.251\t0.783\t0.791\t-1.657\t1.113\t1.234\n0\t0.109\t-0.098\t-0.594\t-0.703\t1.022\t0.452\t-0.042\t-0.346\t-0.148\t-1.117\t-0.892\t0.917\t-0.712\t-0.138\t0.359\t0.460\t-1.385\t-0.771\t0.221\t1.076\t-0.866\t1.781\t-0.601\t-0.563\t-0.623\t-0.778\t-0.224\t0.437\n0\t-0.882\t-0.655\t-1.539\t0.564\t-0.733\t-0.747\t-0.473\t-0.486\t-0.895\t0.799\t0.044\t-0.680\t-0.070\t-0.191\t-0.180\t0.585\t0.374\t1.918\t-0.975\t1.685\t0.343\t-0.088\t-0.908\t-0.585\t0.128\t-1.076\t-0.094\t1.875\n1\t1.891\t0.707\t-0.903\t-1.719\t0.177\t-0.001\t-1.520\t-0.055\t-0.574\t0.009\t0.726\t1.493\t0.909\t-0.721\t0.369\t0.063\t-1.332\t0.398\t1.857\t0.032\t-1.594\t0.030\t-1.214\t0.864\t0.525\t-0.171\t-0.331\t-0.212\n0\t-0.235\t1.140\t1.371\t0.710\t-0.388\t0.585\t-0.127\t-0.282\t-0.738\t0.905\t-0.738\t1.251\t-1.119\t0.879\t0.169\t-0.278\t0.926\t0.783\t0.191\t-0.103\t0.481\t1.612\t1.763\t-0.015\t-0.742\t0.398\t0.750\t0.642\n1\t-0.019\t-0.097\t-0.137\t-0.572\t-0.737\t-0.536\t1.069\t-1.346\t-0.669\t1.996\t-0.203\t0.685\t-0.787\t-1.269\t0.418\t-0.370\t1.081\t-0.583\t-0.002\t1.474\t0.773\t-0.046\t0.303\t0.851\t-0.170\t-1.655\t-1.667\t0.022\n4\t-0.473\t0.305\t0.585\t-2.121\t-1.928\t0.544\t1.903\t-1.446\t-0.222\t0.434\t-0.573\t-0.200\t-0.124\t-0.588\t0.274\t1.926\t-0.538\t-0.677\t-0.906\t-2.565\t-0.917\t0.361\t-0.734\t-0.195\t-1.799\t-0.855\t0.639\t-1.631\n1\t-0.303\t0.386\t-0.665\t-0.816\t0.729\t2.632\t0.540\t-0.914\t0.871\t1.744\t1.063\t-1.544\t0.528\t-0.459\t0.053\t-0.374\t0.743\t-0.353\t1.418\t-0.003\t-0.223\t0.572\t0.357\t0.600\t-0.133\t1.334\t0.990\t-0.012\n4\t-0.916\t-1.189\t-0.924\t1.277\t0.211\t0.313\t0.049\t-0.701\t-2.634\t-1.646\t1.234\t0.759\t1.609\t0.262\t0.702\t-1.283\t-1.589\t1.073\t0.289\t0.002\t-0.501\t1.809\t-0.844\t1.499\t0.025\t-2.007\t0.622\t-0.071\n0\t-0.404\t0.363\t-0.480\t0.070\t0.797\t-0.535\t2.020\t-0.578\t0.136\t1.382\t1.450\t0.467\t0.269\t0.069\t1.356\t0.957\t1.090\t1.634\t0.458\t-0.407\t0.351\t0.056\t-0.189\t-0.404\t0.548\t0.638\t-0.696\t0.316\n0\t0.985\t0.411\t-0.337\t0.424\t-0.101\t0.291\t0.601\t0.147\t0.465\t-0.372\t-0.571\t0.775\t1.450\t-0.517\t0.315\t-1.409\t1.805\t1.146\t-0.584\t-0.353\t1.209\t0.176\t0.633\t-0.986\t0.577\t-0.149\t0.299\t-0.398\n0\t1.298\t-0.665\t1.705\t0.494\t0.608\t1.636\t0.210\t-0.393\t-0.592\t1.566\t-0.721\t0.491\t0.294\t0.203\t0.342\t0.702\t-0.228\t0.131\t0.003\t-0.241\t0.226\t1.635\t0.536\t-1.837\t-0.081\t-0.397\t-0.695\t0.615\n2\t1.777\t0.317\t0.287\t-1.102\t0.026\t-0.286\t-1.393\t0.383\t1.856\t0.768\t-0.960\t0.000\t-0.642\t1.393\t0.797\t1.410\t0.339\t-0.134\t-1.230\t0.458\t-0.771\t-0.838\t0.527\t0.933\t-0.055\t-0.935\t0.171\t1.992\n1\t-0.859\t-0.341\t1.494\t0.416\t-0.965\t-0.784\t0.625\t0.745\t0.363\t-0.291\t0.810\t-0.312\t-0.855\t1.587\t0.489\t-0.785\t0.134\t0.027\t-0.350\t0.234\t-0.929\t0.874\t-0.006\t-1.609\t-0.228\t-0.616\t-2.990\t-0.156\n1\t-0.587\t1.999\t0.239\t-0.380\t-1.136\t-1.399\t0.621\t-0.582\t-0.450\t-0.543\t-1.092\t-0.290\t0.056\t-1.007\t0.332\t-1.224\t-0.441\t0.365\t-0.014\t-1.641\t-2.786\t0.567\t0.690\t0.437\t-0.227\t-0.248\t-0.107\t0.585\n4\t1.267\t-0.102\t-2.009\t2.034\t-0.652\t0.195\t0.727\t1.409\t1.806\t-0.364\t1.190\t0.198\t2.743\t1.100\t-0.177\t-0.793\t-2.627\t0.675\t1.008\t0.745\t-2.353\t-1.258\t0.481\t1.786\t-0.056\t1.092\t-1.034\t0.207\n2\t0.264\t2.368\t0.313\t-0.811\t-1.460\t-0.276\t-0.119\t-2.211\t-0.714\t0.297\t-0.532\t0.969\t-1.558\t0.677\t0.914\t0.956\t-1.566\t0.315\t-0.669\t-1.406\t-0.414\t-0.905\t0.921\t0.513\t-1.152\t-0.724\t-0.381\t-0.072\n2\t-1.120\t-1.160\t0.929\t-0.753\t-0.084\t0.976\t0.085\t-0.266\t-0.068\t-0.759\t-0.745\t-0.282\t-0.867\t0.824\t2.127\t-1.993\t-0.746\t-0.946\t-0.840\t0.692\t-0.391\t-0.770\t0.676\t2.191\t0.229\t-0.790\t-0.377\t0.469\n1\t0.229\t-1.858\t0.603\t0.298\t0.639\t1.058\t0.368\t0.148\t-0.881\t-0.712\t1.187\t1.436\t-0.238\t0.046\t-0.905\t1.173\t0.665\t1.941\t-0.878\t-0.378\t0.231\t0.646\t-0.216\t-0.873\t0.881\t0.721\t-0.916\t1.355\n3\t0.759\t-1.262\t-0.805\t-0.688\t1.366\t-0.496\t1.207\t-0.699\t-1.058\t1.700\t0.190\t-0.697\t-1.712\t-0.583\t1.833\t-0.367\t-2.531\t-0.413\t0.799\t-0.278\t0.561\t0.407\t-0.258\t-0.755\t-0.538\t-0.477\t-1.590\t0.475\n1\t-0.797\t-2.040\t1.083\t0.193\t0.251\t0.832\t-0.762\t-0.918\t0.549\t1.158\t0.532\t1.603\t0.564\t0.510\t0.822\t-0.232\t-1.242\t0.019\t0.714\t-0.859\t-1.406\t-0.726\t1.335\t0.496\t-0.126\t-0.968\t0.275\t0.185\n4\t-0.360\t1.896\t-0.493\t-1.609\t0.782\t-1.424\t0.077\t1.340\t0.498\t-0.247\t-0.351\t1.265\t-1.220\t0.775\t2.194\t0.543\t-0.238\t-0.160\t-0.480\t-0.651\t0.118\t0.679\t1.611\t-1.957\t-2.439\t1.630\t0.057\t0.110\n1\t0.596\t0.006\t0.129\t-0.491\t-1.089\t-0.333\t0.369\t-0.023\t-2.553\t1.133\t2.343\t-1.627\t-0.596\t0.439\t0.069\t-0.663\t-0.060\t0.274\t-0.164\t-0.379\t1.933\t0.069\t0.074\t-0.459\t-0.040\t1.046\t-0.639\t0.343\n2\t1.056\t1.591\t1.307\t0.046\t-1.174\t0.188\t1.047\t-0.073\t-0.429\t-0.305\t1.277\t-0.351\t0.689\t0.909\t0.589\t-0.640\t-0.275\t-1.588\t-0.379\t-1.732\t1.031\t-1.283\t-1.069\t-0.294\t-0.535\t1.949\t1.181\t-0.239\n4\t0.196\t-0.322\t1.322\t-0.043\t-0.626\t1.061\t0.591\t-0.910\t-3.940\t0.540\t-0.436\t0.042\t1.182\t-0.953\t-1.125\t-1.396\t2.203\t1.192\t0.672\t-1.927\t-1.424\t0.703\t0.402\t-0.272\t-1.352\t1.055\t1.792\t0.439\n0\t-0.331\t0.663\t0.970\t1.048\t0.511\t0.246\t0.794\t-1.963\t0.211\t0.052\t0.213\t-0.088\t0.432\t-0.575\t1.130\t0.474\t0.151\t-0.698\t0.815\t0.207\t-0.755\t-0.057\t0.629\t0.552\t0.487\t0.093\t1.026\t1.238\n3\t-1.142\t0.262\t-2.218\t-1.386\t-0.880\t-0.546\t0.389\t-1.655\t-0.641\t-0.616\t0.688\t-0.192\t-0.967\t-1.079\t-0.553\t-1.648\t1.626\t-0.004\t-0.914\t-1.054\t-1.207\t0.371\t-1.653\t-0.178\t0.574\t-0.586\t-1.012\t0.838\n2\t-1.007\t0.168\t-2.161\t0.483\t0.660\t0.748\t-0.395\t0.309\t1.424\t1.414\t-0.029\t0.139\t1.111\t-1.501\t-0.323\t1.336\t0.975\t0.369\t-1.506\t-0.050\t-0.590\t0.331\t-0.809\t-1.026\t-2.065\t1.222\t-0.400\t0.157\n2\t-0.622\t0.659\t0.297\t-0.266\t0.480\t0.966\t0.130\t-0.258\t-0.233\t-0.886\t0.811\t2.078\t-1.261\t-0.541\t0.310\t-0.305\t0.629\t-0.863\t-2.065\t0.941\t0.770\t0.858\t1.963\t-0.479\t1.855\t1.521\t-0.295\t-1.164\n4\t0.848\t-0.677\t0.067\t-0.627\t-0.973\t-1.899\t0.339\t-3.394\t1.298\t1.032\t-0.910\t1.588\t2.061\t-0.273\t0.411\t0.136\t1.514\t-1.393\t-0.227\t0.919\t0.814\t-0.043\t1.392\t0.233\t0.114\t0.697\t-0.061\t0.050\n4\t0.728\t0.052\t0.733\t-0.081\t0.079\t-1.998\t0.916\t0.346\t0.998\t-2.896\t2.088\t-0.140\t1.108\t-1.040\t0.613\t-1.053\t-0.624\t1.914\t-0.191\t0.217\t0.870\t0.496\t0.150\t0.365\t2.403\t-0.058\t0.201\t1.051\n1\t-0.532\t-0.805\t0.063\t0.007\t-1.534\t-1.138\t1.096\t-0.429\t0.702\t0.269\t0.321\t-0.498\t1.177\t-0.245\t-0.503\t-0.362\t-0.891\t0.853\t-1.575\t-0.058\t0.506\t2.061\t1.822\t0.389\t-0.122\t-0.929\t-1.264\t-0.856\n1\t-0.158\t-0.323\t-0.952\t-1.938\t-1.135\t1.220\t0.232\t0.280\t0.967\t-0.274\t0.753\t0.771\t-0.773\t0.777\t0.311\t-0.850\t1.808\t0.882\t-0.990\t-0.060\t-0.647\t1.497\t-0.740\t0.576\t-0.904\t1.689\t0.632\t0.598\n3\t0.084\t-2.184\t-1.101\t0.397\t0.196\t-0.484\t-0.147\t1.688\t-0.395\t1.187\t0.676\t1.478\t-1.472\t-0.178\t0.977\t0.735\t-1.952\t-2.003\t-0.673\t1.155\t0.310\t-0.051\t0.175\t-1.094\t1.270\t-0.105\t1.164\t1.490\n1\t-0.282\t0.120\t-0.001\t-2.108\t-0.433\t-0.979\t-0.584\t0.182\t0.337\t-1.724\t-0.966\t1.383\t0.244\t0.377\t-0.263\t0.974\t0.429\t1.843\t-0.196\t1.200\t-0.939\t0.285\t-0.122\t0.013\t-1.746\t-0.790\t1.103\t-0.408\n0\t0.946\t1.196\t0.915\t-0.765\t-0.573\t-1.126\t0.734\t-1.252\t1.741\t-0.062\t-0.297\t-0.480\t-0.692\t-0.023\t-0.923\t0.980\t0.838\t0.217\t0.848\t-0.848\t-1.116\t0.465\t-0.136\t0.073\t-1.038\t0.051\t-1.135\t1.081\n0\t0.154\t0.763\t1.946\t0.040\t1.534\t0.124\t-0.534\t-0.109\t-0.507\t-0.471\t-0.573\t-0.303\t0.711\t-1.701\t0.287\t0.120\t1.384\t-0.366\t1.132\t-0.860\t-0.455\t0.417\t0.608\t-0.265\t0.223\t-0.164\t0.791\t-0.147\n3\t0.720\t0.040\t-0.363\t2.487\t-0.767\t0.823\t-0.264\t-1.339\t1.716\t-1.742\t-2.149\t0.700\t-0.304\t0.432\t-0.007\t0.601\t-0.296\t0.902\t0.931\t1.549\t1.264\t-0.106\t0.696\t0.417\t0.421\t-1.324\t0.753\t0.609\n2\t0.735\t-1.296\t-1.200\t-1.151\t1.417\t1.315\t-0.788\t1.634\t1.605\t0.126\t2.101\t1.302\t-0.119\t0.585\t-0.656\t-0.319\t-0.132\t-0.889\t0.197\t-1.968\t0.153\t-0.373\t0.746\t-0.440\t0.282\t-0.301\t-1.068\t0.159\n2\t0.486\t1.936\t0.819\t-0.100\t-1.337\t-0.143\t-1.268\t0.665\t0.813\t1.140\t-1.200\t-2.432\t-1.009\t0.968\t0.532\t0.313\t-1.550\t-0.253\t0.376\t0.391\t0.526\t-0.179\t-0.686\t0.265\t-1.547\t-0.562\t0.220\t-0.391\n0\t-0.198\t0.977\t-1.476\t0.992\t0.763\t-0.580\t-0.766\t-0.247\t-0.758\t-0.351\t-1.831\t-0.324\t-0.407\t0.152\t1.265\t-0.186\t-0.981\t-1.732\t0.563\t0.229\t-0.101\t0.161\t0.837\t0.309\t0.311\t1.429\t0.053\t-0.681\n2\t-0.561\t1.183\t2.421\t-0.318\t-0.737\t-0.674\t1.647\t0.758\t0.085\t0.569\t-1.606\t1.718\t0.704\t0.848\t-0.450\t-1.206\t0.200\t0.526\t0.171\t0.917\t-0.869\t-0.881\t-0.791\t-1.101\t-0.416\t-0.342\t0.167\t0.897\n4\t-1.532\t-0.635\t2.541\t0.329\t-1.818\t-1.400\t0.226\t0.101\t-0.587\t2.193\t2.619\t-0.264\t0.873\t0.923\t1.056\t-0.640\t1.939\t-0.069\t0.422\t0.002\t-0.140\t0.278\t-1.186\t-1.971\t-0.213\t-0.880\t0.548\t0.434\n4\t-0.325\t-2.449\t0.786\t0.645\t-1.066\t-1.133\t1.351\t-0.241\t0.754\t-0.694\t0.655\t-0.923\t0.422\t0.357\t-2.065\t0.124\t-0.719\t1.093\t0.235\t-0.247\t1.519\t-1.903\t1.927\t1.875\t-0.390\t0.888\t0.485\t-2.485\n0\t0.307\t0.802\t0.691\t0.905\t0.918\t-0.411\t1.195\t-0.112\t0.281\t0.615\t-0.711\t0.434\t0.620\t-1.893\t1.402\t-0.819\t0.273\t1.529\t0.654\t1.040\t1.110\t-0.492\t-1.037\t0.415\t0.713\t1.104\t0.781\t-0.492\n2\t1.409\t0.394\t0.702\t0.233\t-0.099\t-1.203\t1.192\t-0.423\t0.825\t-0.035\t-0.956\t-0.827\t-0.578\t0.111\t1.182\t0.709\t-0.794\t-1.314\t0.673\t1.937\t0.959\t2.034\t-0.499\t-0.002\t1.329\t-1.636\t0.382\t0.316\n4\t1.962\t1.166\t-0.123\t-0.732\t0.593\t-0.234\t0.757\t-1.361\t-0.018\t-0.927\t-0.445\t-1.091\t0.530\t-1.132\t1.616\t0.053\t-0.952\t-0.480\t-0.015\t2.284\t1.083\t-2.750\t-0.245\t-0.960\t-1.770\t2.116\t-0.112\t-0.549\n3\t-0.568\t0.546\t0.266\t1.132\t1.292\t2.084\t0.763\t-0.601\t-0.991\t0.252\t0.186\t0.496\t1.343\t-0.322\t-1.448\t-1.931\t-0.393\t-0.762\t0.224\t1.194\t-1.120\t0.500\t-0.591\t1.541\t-0.777\t-0.672\t2.667\t0.027\n4\t-1.249\t0.728\t-3.063\t-0.718\t-1.342\t0.142\t-2.189\t0.548\t0.656\t-1.633\t0.191\t0.516\t0.940\t-1.469\t-1.610\t1.503\t-0.822\t-0.527\t0.633\t-1.169\t-0.266\t0.892\t-1.421\t-0.500\t-1.127\t-0.774\t1.186\t1.405\n3\t0.018\t0.073\t0.402\t-1.749\t-1.098\t-0.448\t-1.334\t0.477\t0.675\t-0.607\t0.663\t0.227\t0.233\t-2.878\t-0.195\t-0.599\t-0.141\t-0.426\t-1.199\t-0.335\t-0.415\t0.902\t-0.141\t-0.571\t-1.247\t2.727\t0.995\t0.165\n4\t-1.212\t-2.182\t-0.118\t0.835\t0.214\t0.094\t-2.599\t-0.155\t-0.145\t0.621\t-1.058\t0.830\t-0.509\t-0.299\t0.528\t-1.189\t0.824\t-1.355\t0.655\t-0.235\t-0.154\t-3.065\t-0.591\t-0.210\t1.549\t-0.036\t-0.653\t0.834\n4\t0.494\t1.152\t-0.817\t-1.058\t-0.592\t1.212\t0.377\t-0.759\t1.198\t-0.288\t-0.108\t3.590\t1.697\t0.237\t0.411\t0.020\t0.216\t-1.929\t-0.399\t0.433\t-0.655\t-0.944\t0.912\t-2.074\t0.010\t-1.195\t1.286\t-0.344\n1\t-0.840\t-0.116\t1.530\t-0.111\t0.727\t-1.295\t0.505\t2.406\t1.344\t1.337\t1.138\t0.032\t-1.314\t-1.066\t-0.094\t0.579\t-0.527\t1.043\t0.073\t0.182\t0.563\t-1.137\t-0.901\t-0.416\t-0.099\t-0.186\t0.115\t0.360\n4\t-1.454\t-0.938\t1.696\t-0.359\t0.233\t2.928\t1.844\t0.155\t1.768\t0.468\t1.955\t0.027\t0.723\t0.582\t-0.823\t0.756\t-1.048\t-0.525\t0.813\t0.389\t0.028\t0.317\t-0.045\t1.050\t2.317\t1.419\t-0.349\t0.504\n1\t0.427\t-0.245\t-1.464\t-0.492\t0.209\t-0.355\t1.306\t-1.422\t0.230\t-1.462\t0.194\t0.557\t1.018\t-0.440\t0.572\t0.036\t0.016\t1.359\t1.185\t0.447\t-0.717\t-0.493\t0.189\t-0.698\t1.925\t-1.112\t1.783\t-0.852\n4\t0.646\t0.332\t3.213\t-0.902\t1.333\t-0.852\t0.527\t-2.599\t-0.512\t0.472\t0.240\t-2.005\t-0.412\t1.477\t1.029\t0.960\t2.352\t-1.745\t-0.394\t0.031\t-0.731\t0.125\t1.301\t0.110\t-2.204\t0.677\t-0.015\t-2.179\n1\t0.057\t0.788\t-1.682\t-1.438\t-0.052\t0.857\t0.000\t-0.588\t-0.186\t0.639\t-0.475\t1.447\t-1.983\t-0.191\t0.197\t-0.906\t-0.535\t0.789\t-1.517\t-0.357\t-0.030\t0.474\t0.055\t-0.156\t-1.523\t-0.961\t0.867\t0.446\n4\t0.603\t-1.024\t-1.588\t-0.124\t-0.761\t1.719\t1.469\t0.528\t-0.940\t0.154\t-0.380\t-0.498\t1.946\t-0.662\t-2.490\t-2.292\t0.837\t-0.450\t0.365\t-1.249\t0.493\t-2.255\t-0.801\t0.136\t0.387\t-1.737\t1.691\t0.289\n0\t0.373\t0.166\t1.543\t0.243\t-0.404\t0.002\t0.118\t-1.672\t2.710\t0.520\t0.210\t0.615\t0.709\t-0.141\t-0.631\t0.599\t0.386\t-0.810\t1.419\t0.293\t0.730\t1.392\t0.022\t0.317\t0.810\t-0.725\t0.054\t0.126\n4\t-0.841\t1.161\t0.113\t-0.158\t-0.343\t1.099\t0.070\t-1.081\t0.811\t0.728\t-0.902\t-0.333\t2.118\t0.308\t3.766\t1.339\t2.508\t-0.727\t2.452\t-1.225\t-0.182\t-0.721\t0.057\t0.617\t-0.095\t0.303\t-0.285\t0.554\n3\t-1.045\t0.036\t2.011\t-0.958\t0.886\t1.336\t-0.360\t-0.701\t0.575\t0.353\t0.695\t2.074\t0.167\t-1.192\t0.067\t0.242\t1.267\t-0.197\t-0.409\t-1.371\t0.547\t3.348\t-0.223\t0.452\t-0.548\t-1.281\t0.434\t0.028\n4\t0.364\t-1.763\t-0.053\t0.468\t-0.317\t0.983\t-0.489\t-0.797\t0.325\t2.369\t-0.330\t-0.504\t-0.672\t-1.294\t-1.146\t-0.104\t-1.642\t0.814\t1.787\t1.507\t-0.248\t0.436\t-0.466\t-2.661\t0.513\t-0.668\t2.395\t-0.686\n3\t-0.921\t-0.102\t-0.136\t-0.956\t1.067\t-0.135\t1.219\t-1.169\t-1.080\t-1.106\t0.519\t1.747\t-0.304\t-2.314\t0.475\t0.665\t-1.034\t0.566\t0.811\t-2.049\t1.116\t1.179\t-0.308\t0.645\t1.976\t-0.657\t1.161\t0.245\n3\t0.069\t0.786\t0.638\t0.417\t1.142\t-1.296\t-1.067\t0.741\t0.199\t0.419\t0.386\t1.813\t-0.731\t1.086\t-0.917\t-0.742\t-1.387\t0.865\t-1.017\t-0.623\t2.742\t-1.788\t-0.009\t0.453\t0.121\t1.899\t-0.295\t0.701\n0\t0.069\t0.276\t-0.059\t-0.446\t0.591\t0.422\t0.575\t1.209\t-0.144\t-0.102\t0.771\t-1.919\t-1.498\t1.403\t-0.967\t0.108\t0.309\t1.074\t-0.569\t0.663\t-0.819\t-0.608\t-0.466\t-0.360\t-0.712\t-0.168\t0.273\t0.985\n4\t0.437\t0.458\t0.053\t1.266\t1.627\t-1.151\t-2.275\t-0.489\t-0.983\t-0.437\t1.820\t2.697\t-0.948\t0.224\t0.202\t0.346\t-1.370\t1.236\t0.902\t-0.480\t1.231\t-1.442\t-1.693\t0.265\t0.431\t-0.164\t1.107\t-0.657\n0\t0.765\t1.744\t0.598\t0.458\t2.140\t-0.693\t-1.072\t1.000\t-0.313\t0.350\t0.235\t-0.380\t-0.479\t0.158\t-0.479\t0.531\t0.224\t1.358\t-0.050\t0.751\t0.654\t0.903\t0.792\t-0.215\t-0.874\t0.157\t0.703\t-0.993\n0\t-0.311\t0.063\t-0.851\t-0.925\t0.124\t-0.187\t0.389\t-1.443\t0.121\t-0.603\t1.111\t-1.272\t0.076\t0.514\t-1.076\t0.711\t-0.149\t1.028\t0.756\t-1.559\t-0.344\t1.145\t0.598\t0.236\t-0.407\t0.986\t-1.158\t0.410\n2\t-0.722\t-1.654\t-2.001\t-0.476\t0.711\t-1.390\t-1.236\t-0.494\t0.808\t0.933\t0.140\t0.983\t0.688\t-0.417\t0.910\t-1.284\t0.486\t-1.166\t0.143\t1.219\t0.213\t-0.013\t0.226\t0.663\t2.134\t0.652\t-0.503\t-0.209\n3\t-1.358\t0.201\t1.879\t-1.148\t0.719\t-0.582\t1.681\t0.842\t0.477\t-0.742\t-0.144\t-0.360\t-0.874\t-0.150\t-1.948\t0.725\t-0.414\t-0.704\t-1.434\t0.419\t1.929\t-0.301\t1.375\t0.580\t-0.158\t1.947\t-1.726\t0.144\n1\t0.281\t0.271\t0.408\t0.620\t-0.150\t0.351\t0.060\t1.462\t-0.766\t-0.928\t-0.619\t-0.848\t-0.382\t-1.096\t1.100\t0.224\t0.348\t-0.883\t0.188\t0.163\t-2.447\t-1.322\t-0.745\t0.696\t-0.424\t0.828\t0.576\t-1.839\n0\t0.941\t0.388\t-1.236\t-0.365\t-0.625\t-0.693\t-0.597\t1.227\t-0.800\t1.181\t0.862\t0.963\t0.526\t0.532\t0.211\t-0.520\t1.581\t-0.412\t-0.107\t0.669\t0.466\t-1.277\t-0.176\t-0.196\t1.306\t0.474\t1.765\t-0.087\n4\t-2.632\t-0.130\t0.328\t-1.289\t0.513\t0.792\t0.329\t-0.193\t0.901\t1.064\t1.278\t1.057\t1.995\t1.484\t1.218\t1.379\t0.288\t-3.289\t0.338\t0.288\t0.199\t1.432\t-0.119\t0.574\t1.686\t0.472\t-0.056\t2.247\n3\t1.387\t0.277\t1.354\t1.399\t0.009\t-1.313\t-0.283\t1.290\t0.550\t-0.122\t-0.535\t-0.149\t0.899\t0.092\t-0.922\t0.367\t-0.148\t-1.263\t-2.305\t-3.416\t-0.001\t0.646\t0.923\t0.446\t0.542\t0.930\t-0.097\t0.240\n0\t0.514\t1.678\t0.158\t-1.959\t0.049\t-0.095\t-0.126\t-1.596\t0.276\t-0.532\t-0.106\t0.948\t-0.812\t-0.102\t-0.202\t-0.166\t-0.444\t-0.390\t1.675\t-0.423\t0.271\t0.105\t0.073\t0.480\t-0.633\t1.401\t-0.920\t-0.165\n2\t-0.486\t-0.901\t-0.410\t-0.036\t-1.861\t1.308\t-0.922\t-1.117\t-0.088\t0.917\t0.195\t1.699\t1.234\t0.586\t-0.329\t-0.894\t-0.080\t0.347\t0.470\t-0.206\t-0.171\t-0.541\t0.594\t0.439\t0.133\t1.057\t3.095\t-0.363\n1\t-0.680\t1.496\t0.502\t1.556\t0.440\t0.995\t0.510\t-0.622\t0.342\t0.516\t1.531\t0.536\t-0.964\t-0.358\t0.885\t-0.398\t-0.102\t0.135\t-1.694\t0.332\t1.416\t-2.250\t-0.197\t-1.301\t0.171\t0.196\t0.334\t0.614\n4\t2.901\t0.877\t-0.127\t1.243\t-1.796\t-1.051\t-1.883\t-1.583\t0.014\t-1.379\t-1.006\t-1.716\t0.465\t-1.226\t0.872\t-0.137\t1.395\t-0.357\t0.867\t0.206\t0.608\t0.948\t0.184\t0.380\t0.561\t-1.612\t0.370\t0.837\n3\t-0.948\t1.200\t-0.535\t-1.202\t-0.252\t-0.146\t0.575\t-1.284\t1.699\t-0.542\t1.727\t0.203\t0.567\t0.826\t-0.414\t-1.357\t0.717\t2.170\t0.011\t0.057\t0.333\t-1.460\t1.177\t-1.242\t1.496\t0.261\t1.280\t-1.784\n2\t-0.630\t0.576\t-1.042\t-1.463\t-0.691\t0.113\t1.462\t1.008\t0.451\t1.611\t-1.053\t0.475\t1.044\t-1.364\t-0.406\t0.419\t-0.405\t-0.315\t0.846\t1.492\t-1.308\t1.355\t-0.889\t-0.210\t0.839\t0.848\t-1.399\t1.527\n3\t-1.018\t0.090\t0.574\t1.294\t1.063\t-0.392\t-1.466\t0.048\t-0.055\t0.822\t0.994\t-0.373\t-0.916\t0.977\t-0.711\t-0.906\t-1.173\t-1.179\t2.493\t0.075\t-0.413\t-1.606\t-0.512\t1.918\t-0.652\t0.101\t-0.407\t1.276\n4\t-0.189\t-0.920\t1.795\t-0.853\t0.448\t0.906\t-0.136\t0.191\t-0.180\t3.018\t1.680\t0.917\t0.464\t-0.608\t-1.175\t0.411\t0.662\t-2.267\t-1.129\t0.179\t-0.574\t0.362\t-0.315\t0.506\t1.551\t-1.269\t0.141\t2.202\n3\t0.945\t-0.553\t-1.873\t2.044\t-0.997\t-1.059\t1.104\t-0.384\t-0.063\t0.483\t1.084\t-0.333\t1.520\t-2.136\t0.760\t-0.840\t1.372\t0.142\t-0.673\t0.663\t0.893\t0.642\t-1.030\t-0.484\t-0.004\t-0.041\t0.750\t-2.015\n4\t-0.348\t0.595\t-0.849\t-0.867\t-0.003\t-0.922\t0.259\t-2.039\t1.176\t-2.785\t0.905\t-0.581\t-1.450\t0.170\t0.886\t1.159\t1.126\t-0.858\t0.205\t-1.778\t0.079\t0.338\t-0.375\t-1.836\t-0.594\t1.907\t0.391\t-0.485\n1\t1.399\t-0.092\t-0.304\t-0.393\t0.637\t0.084\t0.190\t-0.325\t-0.198\t-0.148\t1.422\t-1.801\t0.448\t1.088\t-1.839\t-0.071\t0.982\t-0.753\t0.269\t-0.932\t0.033\t1.278\t1.696\t0.255\t-1.279\t-0.310\t-1.813\t-0.294\n0\t-1.017\t-0.522\t-0.279\t0.493\t-1.628\t0.247\t-0.985\t0.447\t-1.491\t-0.278\t-0.921\t0.103\t1.573\t0.594\t0.625\t-0.071\t-0.196\t-0.140\t-0.252\t-0.625\t-0.734\t-0.752\t-0.287\t-0.953\t0.205\t-1.516\t0.355\t-0.024\n2\t-0.049\t-1.818\t2.228\t-1.316\t-0.707\t0.696\t0.246\t1.643\t0.720\t-0.081\t1.044\t1.161\t-0.660\t0.963\t-0.222\t-0.103\t0.143\t-0.381\t-0.435\t0.985\t-1.529\t-1.062\t0.675\t-0.073\t0.992\t0.358\t-1.334\t0.063\n3\t1.709\t0.736\t-1.018\t-1.883\t-1.744\t0.869\t-0.758\t0.818\t-0.455\t0.388\t0.701\t-0.783\t0.823\t-0.660\t-0.702\t0.821\t0.632\t0.460\t-1.103\t-0.384\t0.689\t2.284\t1.811\t-0.468\t-0.659\t1.730\t0.601\t-0.468\n2\t-0.454\t-0.015\t1.190\t-0.569\t1.365\t1.494\t-0.849\t1.567\t-1.098\t-2.009\t-0.112\t-0.230\t-0.618\t-0.802\t0.464\t-1.645\t0.464\t-0.193\t-1.231\t-0.722\t-1.233\t0.768\t-0.417\t-1.371\t0.607\t0.489\t-0.613\t0.680\n2\t-1.318\t0.601\t0.139\t0.782\t0.669\t-0.421\t-0.070\t-0.511\t-0.210\t-0.967\t0.390\t1.075\t-0.817\t1.281\t0.114\t0.241\t-1.699\t-1.807\t0.144\t0.790\t-0.671\t1.670\t0.735\t-0.908\t0.031\t2.477\t-1.243\t0.528\n0\t0.583\t0.077\t0.460\t-0.336\t-0.965\t-0.823\t-0.784\t-0.003\t-1.556\t-1.247\t0.136\t-0.128\t0.190\t-0.045\t2.519\t0.127\t-0.379\t0.101\t1.020\t-0.050\t0.685\t0.396\t-0.290\t0.111\t1.599\t0.243\t-0.986\t-0.320\n4\t-1.114\t1.201\t-1.397\t-0.020\t0.276\t-1.268\t0.061\t-1.306\t-0.934\t-0.888\t1.083\t0.712\t-1.699\t-0.067\t0.298\t0.589\t1.142\t1.462\t0.165\t2.510\t-1.066\t-0.006\t0.174\t-1.293\t0.237\t-1.372\t1.547\t-2.008\n1\t-1.495\t-0.283\t0.951\t-0.209\t0.993\t0.565\t1.097\t0.519\t-0.935\t0.071\t0.188\t0.007\t-0.738\t-0.239\t0.589\t0.045\t-2.365\t1.297\t-0.446\t-1.632\t0.001\t-0.616\t-0.891\t0.175\t1.392\t0.465\t-1.364\t-0.264\n2\t0.289\t0.485\t0.087\t-0.653\t0.385\t1.865\t-0.520\t0.867\t0.181\t-0.590\t0.895\t0.779\t0.580\t1.749\t1.836\t0.054\t-0.106\t-1.427\t1.533\t-0.073\t-0.609\t-0.933\t-0.941\t1.759\t0.898\t-1.488\t-1.448\t0.122\n0\t0.074\t-1.457\t-0.353\t-0.241\t0.293\t1.839\t0.125\t-0.251\t0.159\t-1.471\t0.563\t-0.989\t0.159\t-0.888\t0.136\t0.245\t0.751\t0.627\t0.913\t0.106\t-0.844\t-0.481\t0.258\t1.052\t0.525\t1.006\t0.520\t-0.029\n1\t-0.227\t0.673\t-2.995\t-0.028\t0.792\t0.995\t-0.697\t-0.301\t-0.616\t-0.393\t-1.032\t-0.889\t0.434\t0.132\t0.492\t0.214\t0.704\t0.878\t-1.742\t-0.854\t-0.231\t-0.023\t-0.670\t0.912\t1.980\t0.186\t0.084\t0.849\n2\t-0.551\t-0.717\t0.254\t-0.867\t0.686\t0.929\t0.182\t1.037\t0.871\t-0.894\t-2.188\t-2.466\t0.608\t-0.741\t-0.239\t1.047\t-0.430\t-0.348\t-0.363\t-0.792\t-0.488\t1.219\t-0.943\t0.349\t0.767\t1.173\t1.614\t-0.214\n1\t-0.386\t-1.115\t0.855\t-0.464\t1.798\t-0.488\t0.309\t-0.667\t0.488\t0.510\t0.888\t-0.134\t1.270\t0.300\t-0.643\t-0.636\t0.729\t1.264\t-1.122\t0.751\t-1.486\t-0.617\t0.490\t-0.848\t1.466\t0.609\t-1.182\t0.655\n1\t-1.149\t-0.819\t0.703\t0.994\t0.018\t2.475\t0.824\t-0.243\t-0.816\t-0.975\t0.335\t-0.489\t1.674\t1.466\t0.633\t-1.179\t-0.672\t1.256\t-0.563\t1.122\t0.475\t0.052\t-0.703\t-0.094\t0.190\t1.033\t-0.886\t-0.263\n1\t0.239\t-0.079\t0.601\t-0.702\t-0.137\t0.702\t0.757\t-0.027\t-0.579\t0.866\t1.019\t0.034\t1.575\t-0.977\t-1.212\t-0.480\t-1.089\t-1.106\t-1.545\t0.585\t0.712\t0.978\t1.763\t-0.188\t-0.025\t0.390\t-1.539\t1.416\n3\t0.431\t0.699\t-0.775\t0.964\t0.471\t2.233\t0.806\t-0.598\t-1.350\t0.218\t-1.029\t-0.735\t-0.966\t-0.581\t1.456\t-0.967\t-0.425\t-1.431\t-1.706\t-0.279\t0.207\t-1.150\t-1.519\t-1.871\t0.145\t0.935\t-1.428\t-0.648\n2\t-0.202\t-0.469\t-0.733\t2.034\t0.486\t0.068\t-0.476\t1.113\t-0.546\t0.121\t2.203\t-0.957\t0.540\t0.289\t0.528\t-0.285\t-0.592\t0.226\t-0.456\t-2.332\t-0.824\t-0.317\t-1.078\t0.151\t-0.758\t-0.043\t2.168\t1.227\n3\t-0.069\t-0.046\t0.674\t-0.806\t0.596\t0.109\t-1.344\t-0.638\t0.583\t-0.258\t-0.051\t0.120\t0.162\t1.427\t1.310\t-1.345\t0.546\t0.483\t-0.301\t-1.212\t0.184\t-0.725\t-2.252\t3.248\t-0.331\t-1.858\t-0.842\t0.435\n1\t0.586\t0.643\t-0.301\t-0.140\t0.011\t0.626\t0.456\t-1.205\t0.949\t-0.322\t-3.065\t-0.233\t0.321\t-0.231\t0.139\t-0.041\t-0.720\t2.284\t-0.879\t-0.488\t-0.279\t-0.020\t0.792\t-0.399\t-1.539\t-0.889\t-0.100\t0.541\n4\t-0.898\t0.128\t0.282\t1.234\t-1.635\t0.126\t-0.464\t-0.342\t2.044\t1.035\t1.158\t0.272\t0.124\t-1.152\t1.712\t-0.959\t0.425\t-0.387\t-0.345\t-1.430\t0.285\t-1.831\t-2.464\t-0.569\t0.434\t-1.160\t-1.972\t1.832\n4\t-1.099\t-1.448\t1.496\t-0.389\t-0.750\t2.902\t0.985\t-0.721\t0.737\t-1.605\t-0.319\t-0.838\t0.418\t1.657\t-1.694\t1.857\t0.750\t-0.999\t-0.980\t-0.715\t-0.866\t-0.835\t-1.814\t-0.195\t0.747\t-0.574\t0.297\t1.125\n3\t-0.434\t0.927\t0.905\t1.636\t-0.958\t1.120\t-1.827\t-0.310\t-0.666\t0.673\t-1.932\t0.427\t-1.834\t0.192\t0.245\t-0.286\t1.144\t-0.832\t0.388\t0.101\t1.552\t-1.608\t1.584\t1.227\t0.385\t0.057\t-0.531\t-0.309\n0\t-1.471\t-0.221\t0.244\t1.039\t0.107\t0.635\t-0.028\t-0.032\t0.085\t-0.189\t-1.687\t-0.768\t0.245\t-0.249\t-0.156\t-0.323\t-0.864\t-0.493\t-0.307\t0.005\t0.393\t-0.181\t-1.030\t-1.398\t2.597\t-1.130\t-0.519\t0.517\n4\t-1.817\t1.730\t-1.334\t1.889\t-0.839\t-0.849\t-0.398\t-0.439\t-0.605\t-0.371\t0.092\t-0.897\t0.841\t1.412\t-1.945\t1.855\t0.773\t0.258\t-0.574\t0.167\t0.897\t2.610\t2.192\t-1.529\t-0.208\t0.078\t1.344\t-0.084\n3\t-0.427\t-0.842\t0.522\t0.644\t-0.556\t1.432\t-0.002\t0.913\t0.909\t-1.324\t1.158\t1.023\t0.335\t-2.412\t0.234\t-0.909\t-1.365\t-0.157\t-2.180\t-0.104\t1.092\t0.549\t1.172\t-0.318\t0.453\t-1.088\t-1.946\t-1.111\n2\t2.511\t-0.020\t-0.313\t-0.522\t0.376\t0.387\t0.951\t-0.926\t-0.312\t2.031\t0.225\t-0.173\t-0.942\t0.506\t1.031\t0.875\t-0.259\t0.361\t1.672\t1.071\t-0.784\t-2.546\t0.297\t0.799\t-1.089\t-0.009\t-0.264\t0.104\n2\t-0.388\t-0.284\t1.269\t0.770\t0.533\t0.222\t-0.434\t-0.854\t-1.197\t-0.695\t-0.043\t-1.155\t0.170\t-0.194\t-0.397\t1.162\t-2.461\t-0.384\t-2.352\t0.239\t0.762\t-1.351\t-1.223\t-1.698\t0.064\t-0.341\t-0.279\t-0.368\n4\t-0.050\t-1.451\t-0.529\t-0.258\t1.860\t-0.160\t0.273\t2.151\t-1.579\t-1.534\t-0.778\t-0.333\t-0.232\t-0.511\t-1.234\t0.974\t-0.454\t1.184\t-1.017\t1.960\t-1.666\t-0.014\t-0.998\t0.036\t-0.980\t-2.145\t-0.781\t1.596\n0\t0.970\t0.812\t-0.035\t-1.442\t-0.992\t-1.122\t0.146\t0.542\t-0.669\t-0.876\t1.003\t-0.431\t0.133\t0.772\t0.324\t0.821\t0.545\t-0.137\t0.637\t-0.125\t-0.003\t-1.672\t0.152\t0.768\t-0.375\t1.053\t1.665\t-0.871\n1\t0.581\t1.541\t0.939\t0.273\t-1.810\t-0.285\t0.262\t-0.106\t0.018\t-0.558\t0.704\t0.702\t1.305\t-1.019\t0.855\t-1.165\t-0.819\t2.308\t-0.753\t-0.985\t0.444\t0.505\t-0.755\t-0.690\t-0.959\t0.380\t0.440\t-0.479\n0\t-0.098\t0.229\t-0.066\t-0.320\t-0.888\t0.077\t-1.372\t-1.445\t-1.026\t-0.691\t0.086\t1.689\t-0.005\t0.148\t-0.379\t0.396\t-0.415\t-1.010\t-0.644\t-0.490\t1.168\t0.184\t1.248\t-0.331\t0.451\t0.227\t-1.232\t0.450\n1\t0.883\t-1.743\t-1.035\t0.362\t-0.588\t-0.130\t0.746\t-0.357\t-0.353\t-1.038\t0.369\t0.636\t1.431\t-1.409\t-1.078\t-1.187\t-1.234\t1.165\t-1.354\t-0.881\t-0.106\t-0.785\t0.982\t0.267\t-0.392\t1.134\t0.765\t1.345\n4\t0.009\t-0.238\t0.077\t-0.512\t-2.105\t2.042\t0.155\t0.398\t-0.058\t-0.735\t-0.186\t-1.599\t2.277\t-1.235\t-1.032\t-0.440\t1.288\t0.015\t-1.236\t1.254\t0.731\t0.538\t0.716\t2.394\t2.185\t-0.687\t1.624\t0.383\n2\t0.063\t-0.728\t-0.913\t0.701\t0.845\t0.604\t1.515\t-0.542\t1.674\t-0.901\t-1.013\t-1.760\t-0.446\t-0.504\t0.526\t0.244\t-1.193\t-0.393\t-0.371\t-1.776\t-0.981\t-0.771\t1.434\t0.191\t0.662\t-1.499\t1.194\t1.301\n0\t0.742\t-1.439\t-1.026\t-0.773\t-0.861\t1.088\t-0.067\t1.158\t0.059\t-0.794\t-1.400\t-0.373\t-0.626\t0.494\t0.992\t1.395\t0.465\t-0.959\t0.678\t0.689\t-0.827\t0.212\t-0.533\t-0.866\t0.961\t0.121\t1.004\t-0.163\n0\t-0.933\t-1.043\t-1.116\t0.025\t-1.178\t-0.425\t0.903\t-1.029\t-0.504\t0.072\t0.247\t-0.499\t0.787\t0.590\t1.140\t-0.082\t-0.513\t-0.683\t0.307\t-0.377\t-0.569\t-0.448\t-0.684\t0.199\t-1.413\t0.303\t0.677\t-0.581\n0\t0.949\t1.339\t-1.119\t-1.080\t-0.330\t-1.199\t0.993\t-0.052\t0.345\t1.696\t-0.659\t0.008\t-1.013\t0.025\t-0.920\t0.466\t-0.233\t1.155\t0.064\t1.061\t-0.639\t-0.507\t-0.193\t-0.275\t-0.344\t0.194\t-0.429\t-0.376\n2\t-2.134\t0.968\t0.732\t0.098\t-0.533\t-0.016\t-1.774\t0.824\t-0.164\t1.515\t0.392\t0.231\t0.401\t-0.976\t-0.451\t0.133\t-0.303\t-0.577\t-0.282\t0.044\t2.319\t-0.325\t-0.677\t-0.153\t1.502\t1.573\t1.949\t0.061\n4\t-1.767\t-0.397\t2.203\t0.127\t0.417\t-1.860\t1.405\t1.521\t0.215\t0.614\t-0.669\t-0.276\t2.694\t-0.468\t1.830\t2.054\t0.442\t-0.120\t-1.325\t0.539\t0.015\t-0.106\t-0.477\t0.301\t0.467\t-0.033\t1.177\t-0.019\n1\t-0.349\t0.453\t-0.771\t-0.676\t1.723\t0.699\t0.760\t-1.123\t-1.473\t1.055\t0.422\t-0.298\t1.736\t0.593\t-0.850\t-1.938\t0.598\t-0.469\t-0.139\t-0.222\t1.431\t0.843\t-0.096\t-0.123\t0.288\t1.318\t0.083\t-0.575\n0\t0.426\t0.185\t-0.039\t-0.448\t1.737\t-0.015\t-0.615\t1.429\t-0.905\t-0.099\t-0.159\t-0.301\t0.099\t0.593\t-0.625\t-0.292\t-0.289\t1.505\t-0.030\t-0.092\t-0.148\t1.180\t0.415\t-0.439\t1.550\t0.594\t1.751\t-0.145\n3\t-1.205\t0.333\t-0.370\t1.261\t-0.893\t2.223\t0.855\t1.288\t-1.029\t1.788\t-1.213\t-0.210\t1.305\t0.507\t-1.239\t1.135\t0.340\t-0.416\t-1.542\t0.435\t-0.163\t0.156\t-1.585\t-0.419\t0.480\t1.876\t-0.205\t1.443\n2\t1.859\t-0.139\t1.187\t-0.379\t-0.339\t0.328\t-0.205\t-0.465\t0.550\t-0.558\t2.073\t0.426\t0.546\t0.385\t1.879\t1.432\t1.066\t1.495\t-0.017\t1.101\t0.315\t1.209\t0.127\t0.215\t-1.027\t-1.378\t1.007\t0.207\n4\t0.365\t-0.909\t0.496\t-0.249\t-2.844\t0.954\t-0.388\t1.036\t0.064\t2.765\t-1.227\t0.966\t0.514\t-0.928\t-1.092\t1.199\t-1.493\t0.674\t1.059\t0.765\t-1.513\t-0.718\t-1.095\t1.001\t0.696\t-0.718\t-0.957\t1.256\n0\t0.715\t-0.123\t-0.272\t-0.269\t0.014\t0.653\t-0.052\t-1.362\t0.576\t0.499\t0.206\t1.075\t0.030\t1.111\t1.407\t0.582\t-0.748\t-0.131\t1.239\t-1.498\t-0.392\t-0.343\t-0.865\t0.873\t0.377\t-0.711\t0.606\t-0.158\n3\t0.113\t-0.314\t0.448\t0.871\t0.093\t0.218\t-1.118\t-0.837\t-0.772\t0.247\t-1.132\t-2.011\t-1.397\t0.533\t1.676\t0.949\t-1.082\t-0.857\t-0.630\t-1.548\t-0.203\t0.455\t-0.985\t-1.197\t0.779\t-0.907\t-0.792\t-2.396\n0\t-0.201\t1.328\t0.293\t-0.075\t-0.036\t-1.030\t-0.857\t-0.195\t0.271\t0.948\t0.093\t1.353\t1.605\t0.795\t1.225\t-0.991\t-1.149\t0.518\t-1.341\t-0.290\t0.771\t1.413\t-0.254\t-0.650\t0.320\t-1.074\t-0.173\t-0.008\n3\t-0.073\t-0.751\t-1.671\t-0.642\t0.237\t-0.631\t1.477\t0.624\t1.054\t3.106\t-0.572\t-1.433\t-0.785\t0.066\t0.392\t0.185\t-0.447\t0.413\t1.142\t-0.753\t-0.930\t1.964\t-1.126\t0.847\t-0.197\t1.486\t-0.289\t0.398\n3\t1.415\t0.769\t0.159\t-1.093\t2.229\t-0.666\t-0.015\t-0.959\t1.607\t-1.463\t1.021\t-0.901\t0.785\t0.288\t0.231\t-0.608\t-0.330\t-1.059\t0.558\t1.367\t1.012\t0.453\t1.146\t1.092\t-0.054\t-1.254\t2.175\t0.084\n0\t-1.711\t0.856\t-1.047\t0.012\t-1.510\t-0.328\t0.214\t-2.060\t0.054\t0.109\t-0.469\t-1.100\t-0.377\t-0.375\t1.925\t-0.121\t-0.464\t-0.123\t0.424\t0.387\t0.450\t0.603\t-1.460\t0.516\t0.184\t-0.623\t0.106\t-0.110\n4\t0.668\t1.033\t1.608\t1.415\t-1.246\t1.468\t0.446\t-1.001\t-1.231\t-2.053\t-2.147\t-1.127\t-2.067\t-0.048\t-0.722\t0.740\t1.483\t-0.270\t-1.674\t-0.802\t-0.287\t1.888\t-1.852\t0.882\t1.439\t1.163\t-1.285\t-0.236\n1\t0.502\t1.562\t0.020\t-0.199\t1.798\t-0.839\t-0.283\t0.475\t-0.896\t0.447\t0.004\t1.135\t-0.418\t-0.639\t1.919\t0.851\t1.086\t0.836\t-0.674\t-0.960\t-0.949\t-0.575\t1.200\t-0.026\t0.940\t0.823\t1.602\t0.801\n2\t0.155\t0.713\t0.914\t-0.387\t-0.843\t1.488\t-0.581\t-1.601\t-0.058\t0.252\t0.479\t-1.014\t0.854\t-1.047\t-0.833\t-0.906\t-1.211\t2.933\t0.533\t0.232\t1.328\t-0.665\t-0.981\t0.189\t-0.297\t0.565\t1.294\t0.698\n2\t0.745\t0.195\t-1.219\t-0.755\t0.785\t-0.332\t-0.207\t-1.082\t0.405\t0.104\t0.713\t1.238\t0.449\t-1.173\t-1.512\t0.731\t0.120\t1.751\t0.025\t-1.727\t-1.266\t-0.750\t1.741\t1.169\t-0.536\t-0.194\t-1.362\t-1.397\n1\t0.147\t0.430\t-0.441\t0.929\t0.361\t0.315\t-0.624\t-1.564\t-0.501\t0.283\t-0.445\t0.292\t-0.232\t0.431\t-0.977\t0.193\t-0.641\t-1.538\t-0.165\t1.536\t-1.459\t0.119\t0.798\t2.300\t-0.493\t-0.632\t-1.167\t1.141\n3\t-2.494\t-0.250\t-0.921\t0.182\t1.017\t-1.407\t2.354\t0.202\t0.382\t-1.440\t-0.047\t0.972\t0.210\t0.140\t-0.052\t-1.378\t-1.384\t1.169\t0.882\t1.030\t-0.823\t-0.158\t1.232\t-1.229\t1.130\t-0.587\t-0.855\t-0.032\n4\t0.443\t0.553\t0.848\t-0.375\t0.001\t-2.453\t-0.670\t0.176\t1.471\t1.846\t-0.342\t0.874\t-0.147\t-1.616\t0.605\t1.831\t-0.381\t-0.907\t0.067\t-0.123\t2.610\t1.006\t0.129\t-2.895\t-0.143\t1.852\t0.080\t0.822\n1\t1.451\t-0.443\t-0.817\t-0.550\t0.566\t0.696\t-0.025\t-0.978\t-1.185\t0.677\t0.524\t0.411\t1.583\t-0.793\t1.978\t0.337\t-0.505\t-0.054\t-1.192\t-1.021\t-0.113\t0.777\t-0.704\t2.149\t-0.043\t-0.602\t-1.284\t-0.520\n1\t0.215\t-0.005\t-0.525\t0.372\t-1.016\t-2.412\t1.580\t0.961\t-1.099\t-1.446\t0.106\t0.064\t0.816\t-0.335\t1.155\t-0.217\t1.213\t-0.181\t-0.864\t-0.374\t0.654\t0.354\t0.053\t-1.044\t-0.060\t-0.653\t-0.679\t0.995\n0\t-0.073\t1.035\t-0.125\t0.980\t-1.029\t0.433\t0.839\t-0.830\t-0.178\t-0.158\t0.210\t0.475\t-0.911\t-0.060\t1.591\t1.054\t0.794\t-0.193\t2.129\t1.030\t0.037\t0.220\t-0.459\t0.393\t0.593\t0.703\t-0.181\t-1.474\n2\t0.270\t-0.564\t-1.109\t-0.290\t0.183\t0.250\t1.056\t1.307\t0.336\t0.517\t0.095\t0.767\t0.487\t-0.054\t2.152\t-0.546\t1.454\t-1.354\t0.814\t1.437\t-1.907\t0.139\t0.715\t0.252\t0.378\t0.136\t-1.094\t2.368\n2\t0.577\t0.585\t-2.514\t0.383\t0.632\t-1.824\t-0.790\t1.493\t0.125\t0.434\t-1.067\t1.642\t0.202\t1.105\t-0.731\t-0.668\t0.399\t1.311\t0.492\t-0.652\t-0.901\t-0.095\t0.148\t0.004\t-0.779\t-1.013\t-0.079\t-1.269\n1\t-0.169\t0.480\t1.571\t0.705\t-0.129\t1.676\t1.580\t1.140\t0.282\t-0.771\t-2.366\t0.211\t0.774\t-1.337\t0.415\t-0.445\t0.510\t-0.617\t-0.726\t-0.061\t-1.176\t0.962\t0.020\t-1.145\t-0.616\t0.590\t-0.301\t0.710\n4\t0.882\t-0.111\t-1.360\t-2.093\t2.148\t-0.986\t-0.686\t1.228\t-1.209\t0.531\t1.822\t2.114\t-0.447\t-0.012\t-0.396\t-0.018\t1.298\t-1.399\t0.648\t-0.195\t1.369\t1.315\t-0.407\t-0.111\t0.893\t0.983\t-2.472\t0.890\n3\t-1.994\t1.478\t0.419\t0.021\t0.019\t0.975\t2.185\t0.903\t0.368\t0.286\t0.364\t-1.004\t0.585\t-1.311\t0.442\t-0.472\t0.866\t0.381\t-0.351\t-1.011\t1.476\t-0.086\t1.740\t-1.231\t-0.253\t-2.251\t0.756\t0.838\n2\t-0.690\t0.671\t-1.489\t0.272\t0.981\t0.570\t-0.592\t0.798\t-1.753\t-1.158\t-0.955\t-1.825\t1.046\t1.479\t-0.215\t1.214\t-1.018\t-0.446\t-0.383\t-1.126\t0.487\t-0.091\t-0.495\t0.081\t0.882\t-0.399\t2.243\t0.697\n2\t0.062\t0.075\t1.175\t-1.404\t0.468\t1.539\t1.432\t0.569\t-0.757\t0.777\t1.325\t-0.515\t0.358\t-0.205\t-0.614\t-0.315\t0.129\t-0.918\t-1.082\t-0.890\t0.328\t-1.466\t-2.217\t1.373\t-1.013\t-0.194\t0.922\t-1.438\n2\t1.061\t0.040\t1.245\t0.144\t-1.457\t0.481\t-0.593\t-0.998\t-0.645\t-1.532\t0.773\t0.419\t0.237\t-1.191\t0.506\t2.034\t0.187\t-0.580\t-1.133\t-0.750\t1.750\t-0.454\t-1.626\t0.317\t-0.456\t-1.009\t0.634\t-0.342\n0\t-1.645\t-0.821\t-0.404\t1.707\t1.111\t0.355\t0.294\t0.251\t1.284\t-1.642\t0.678\t-0.233\t0.598\t0.176\t-0.174\t0.000\t-0.007\t-0.688\t-0.136\t-1.456\t-0.600\t-0.273\t-0.250\t0.268\t-0.858\t-0.548\t0.530\t1.297\n3\t0.242\t1.416\t0.405\t0.262\t-1.064\t0.516\t-0.629\t-0.796\t-1.654\t-0.482\t-1.410\t-0.742\t-0.261\t1.168\t-1.735\t-0.010\t0.421\t-0.785\t-0.715\t1.419\t-1.101\t1.681\t0.471\t1.722\t0.673\t-2.018\t0.599\t-1.068\n0\t0.693\t1.106\t0.861\t0.251\t-0.231\t-0.576\t1.471\t-0.699\t-1.037\t0.665\t-0.796\t-0.950\t-1.444\t-0.483\t-0.083\t0.243\t0.951\t0.527\t-0.191\t-0.198\t0.510\t1.273\t0.126\t-0.469\t-0.993\t-1.445\t0.666\t0.578\n1\t0.282\t-1.417\t-0.741\t0.580\t-0.444\t-1.670\t-1.355\t1.128\t-0.353\t-0.330\t-0.611\t-1.520\t-0.268\t1.237\t-0.778\t-1.888\t0.774\t0.084\t0.190\t0.379\t-1.745\t-0.113\t0.242\t-0.043\t-0.050\t1.157\t0.440\t0.628\n2\t-0.887\t-1.174\t-0.154\t-0.966\t1.394\t-1.376\t2.337\t0.302\t0.069\t-0.540\t0.657\t-0.204\t0.300\t0.842\t0.669\t1.240\t0.538\t-0.951\t-2.080\t0.211\t0.225\t1.926\t-0.116\t0.374\t0.777\t0.513\t0.844\t-0.818\n0\t1.002\t-0.154\t-0.431\t-0.422\t-0.494\t0.606\t-0.623\t0.616\t0.042\t0.529\t-1.022\t-0.333\t-0.874\t2.121\t-0.286\t-1.163\t-0.898\t-0.618\t0.457\t0.009\t0.958\t0.591\t1.237\t-0.863\t-1.076\t0.485\t1.548\t0.701\n0\t-0.093\t2.176\t0.150\t-0.650\t0.406\t-1.248\t0.647\t0.951\t-0.443\t-0.021\t0.270\t0.089\t0.943\t0.902\t-0.270\t-0.700\t-1.063\t-0.744\t-1.176\t1.261\t0.395\t-0.878\t0.116\t-0.102\t0.687\t0.884\t1.284\t-1.071\n0\t0.432\t-1.417\t0.700\t-1.484\t0.701\t0.599\t1.421\t-0.862\t-0.987\t1.107\t-1.075\t-1.173\t0.209\t-0.047\t0.155\t0.538\t0.543\t-0.078\t0.048\t-0.067\t0.035\t-1.387\t0.756\t1.049\t0.637\t0.561\t-0.991\t-1.415\n1\t0.916\t-0.129\t-0.712\t1.156\t-1.234\t0.189\t-1.486\t-1.026\t0.745\t-0.679\t-1.877\t-0.723\t-0.830\t-1.262\t0.550\t-1.547\t-0.588\t0.133\t-0.343\t-0.404\t-0.723\t-1.219\t-0.637\t0.658\t-0.434\t0.167\t1.117\t0.600\n1\t-0.037\t0.660\t1.090\t-0.748\t-1.967\t-0.021\t0.294\t0.249\t-0.327\t0.125\t1.515\t0.382\t-0.373\t-0.500\t-0.170\t1.637\t-0.183\t-0.020\t-0.482\t1.099\t1.960\t0.451\t0.083\t0.037\t-2.384\t0.745\t0.134\t0.428\n4\t0.097\t1.845\t1.029\t-0.922\t2.418\t-0.031\t1.246\t-1.155\t-2.398\t-1.408\t-3.250\t2.112\t0.215\t-0.925\t0.453\t0.189\t0.621\t1.210\t-0.290\t-0.880\t0.828\t0.802\t0.101\t2.178\t-0.438\t-0.900\t0.418\t-0.675\n3\t0.437\t1.611\t-0.780\t-2.302\t0.125\t2.461\t-0.759\t2.061\t0.911\t-0.222\t-0.238\t0.543\t-1.871\t-0.104\t0.571\t0.291\t0.393\t0.255\t0.270\t-0.125\t-1.458\t0.787\t-0.181\t-0.023\t0.472\t-1.151\t0.047\t0.776\n0\t2.387\t1.779\t0.158\t0.114\t0.347\t-0.304\t-0.790\t-0.591\t-0.495\t-0.364\t0.658\t0.913\t0.274\t0.205\t0.225\t-1.153\t1.973\t1.668\t-0.274\t-0.032\t-0.256\t0.135\t0.411\t-0.610\t-0.205\t0.264\t-0.531\t0.433\n1\t-0.956\t-0.237\t0.598\t1.461\t-1.080\t-0.446\t1.382\t0.464\t0.671\t-1.051\t-0.379\t-0.168\t-0.858\t-1.675\t-0.510\t1.354\t0.059\t1.374\t0.179\t-0.765\t1.278\t0.212\t0.962\t-1.068\t1.039\t1.069\t0.290\t-0.807\n1\t1.419\t0.181\t-0.171\t-1.819\t0.192\t-0.005\t-1.356\t-0.781\t0.093\t0.467\t-1.018\t-1.009\t0.116\t-0.841\t-0.201\t1.775\t-0.043\t1.023\t-1.246\t-0.768\t-0.789\t-1.104\t-1.768\t0.193\t0.387\t-0.946\t-0.745\t0.078\n1\t-1.169\t0.320\t-0.244\t-0.476\t-0.885\t0.480\t1.609\t-0.140\t-1.952\t0.100\t0.515\t0.090\t1.037\t-0.993\t0.125\t-0.671\t-0.453\t-0.741\t-1.244\t-1.412\t-0.685\t0.150\t-0.615\t-0.526\t-0.693\t-0.223\t-1.262\t1.933\n2\t0.332\t1.395\t-1.176\t0.171\t-0.699\t1.628\t2.250\t0.555\t0.878\t1.366\t0.765\t-0.823\t-0.445\t-0.452\t-1.733\t0.978\t-1.252\t0.829\t-0.727\t-0.222\t0.558\t1.528\t0.869\t-0.118\t-0.034\t-1.177\t0.637\t-0.082\n4\t1.560\t-1.528\t-1.061\t0.789\t-0.770\t1.996\t1.503\t-0.268\t1.722\t1.054\t1.885\t-0.767\t-0.463\t-0.358\t-0.032\t0.745\t1.472\t-0.852\t-0.135\t0.264\t-0.856\t1.311\t-2.823\t1.641\t-2.668\t1.923\t0.694\t1.386\n3\t-0.594\t-0.866\t0.274\t1.430\t-0.316\t1.606\t1.070\t-0.556\t-0.110\t1.956\t0.490\t-0.809\t0.873\t-0.092\t0.215\t1.359\t0.361\t0.119\t-0.144\t0.554\t-1.246\t-0.914\t1.097\t2.814\t0.442\t1.479\t-0.595\t0.403\n3\t-0.428\t0.418\t0.863\t0.790\t-2.237\t1.365\t-1.826\t1.089\t-0.600\t-0.342\t-0.286\t0.100\t1.263\t1.299\t0.190\t0.834\t-0.228\t-0.351\t0.865\t1.040\t-0.591\t1.630\t1.322\t-1.767\t-0.844\t-0.635\t-0.366\t-1.087\n0\t-0.884\t0.699\t0.034\t0.494\t-0.434\t-0.076\t-0.570\t-0.236\t-1.451\t-0.776\t-0.168\t0.340\t0.766\t0.578\t-0.145\t-0.417\t-0.414\t-0.422\t-0.153\t-0.504\t0.134\t-0.844\t-0.996\t-2.173\t0.224\t-0.646\t-0.485\t0.858\n2\t0.524\t-1.954\t-1.057\t-0.158\t0.147\t0.861\t0.043\t0.051\t0.238\t-0.255\t0.087\t1.126\t-0.084\t-0.030\t-0.034\t1.298\t-1.108\t1.776\t-1.176\t-0.654\t0.745\t1.030\t-1.403\t-1.093\t0.278\t2.344\t1.246\t-0.248\n2\t1.291\t1.902\t-1.133\t1.276\t-1.409\t-1.047\t-0.803\t0.504\t0.033\t-0.167\t0.146\t0.591\t0.668\t1.094\t1.820\t-0.021\t-0.521\t0.614\t-1.144\t-0.679\t0.999\t-0.124\t-1.208\t-1.490\t0.049\t1.142\t1.129\t0.111\n4\t-1.794\t1.269\t2.333\t1.344\t1.162\t-0.485\t0.485\t-1.495\t2.262\t-1.760\t0.584\t0.842\t0.329\t0.254\t-0.937\t-1.816\t0.733\t0.990\t0.444\t-1.693\t-0.312\t-0.457\t-2.586\t-0.192\t-0.096\t1.890\t0.449\t-1.525\n2\t-0.021\t0.289\t-1.179\t-0.220\t0.610\t-1.555\t0.201\t0.101\t0.041\t1.037\t0.334\t1.478\t-0.994\t0.136\t0.084\t-1.069\t0.956\t2.325\t-0.017\t0.505\t0.085\t-0.714\t-1.821\t-0.706\t-1.392\t1.704\t-0.115\t-0.346\n1\t0.504\t0.386\t-0.110\t0.049\t-1.404\t-0.584\t0.050\t-0.736\t0.860\t-0.659\t0.216\t0.117\t0.746\t0.901\t0.694\t-2.106\t1.194\t1.527\t-0.482\t0.237\t-0.891\t-1.948\t-0.739\t-0.540\t-0.355\t-0.959\t-0.733\t-0.011\n4\t1.004\t-0.800\t1.462\t0.051\t0.509\t1.488\t0.769\t-0.000\t-0.672\t2.709\t-0.789\t0.318\t0.510\t0.557\t2.128\t0.048\t-0.095\t1.552\t-0.136\t0.876\t0.194\t0.921\t0.725\t-0.403\t-1.844\t-1.674\t-1.840\t-0.091\n0\t0.226\t-0.762\t-1.142\t-0.200\t-1.375\t-0.800\t0.464\t1.076\t0.862\t-0.662\t-0.399\t-0.473\t0.197\t-0.871\t0.050\t-0.112\t0.592\t-1.124\t-0.959\t0.302\t0.126\t-1.152\t-1.867\t0.523\t0.120\t-0.247\t0.515\t-0.809\n4\t1.003\t0.211\t0.481\t-0.061\t-1.000\t0.453\t1.106\t1.613\t-3.353\t-0.472\t-0.931\t-0.552\t-0.438\t0.384\t-0.815\t-0.610\t1.693\t0.197\t0.151\t-1.015\t0.872\t1.158\t-1.105\t2.422\t0.549\t-0.396\t-0.382\t-0.870\n3\t-0.924\t-0.484\t1.663\t0.273\t-0.202\t-1.015\t2.002\t0.017\t1.168\t-1.122\t1.927\t-1.338\t1.230\t0.192\t0.276\t0.272\t1.720\t0.670\t-1.000\t-1.021\t-0.770\t-0.705\t1.806\t0.376\t0.019\t0.399\t0.745\t1.253\n3\t-0.853\t2.403\t0.009\t0.799\t0.140\t0.297\t-0.504\t1.233\t2.347\t-0.629\t1.938\t0.597\t-1.008\t-1.398\t1.040\t-0.554\t0.444\t0.723\t1.503\t-0.338\t-0.264\t0.965\t0.364\t0.339\t0.182\t-0.335\t0.919\t0.739\n0\t-0.676\t-1.184\t0.585\t0.687\t-0.343\t-0.152\t0.288\t1.194\t-0.692\t-0.227\t0.763\t-0.794\t0.215\t0.126\t0.320\t0.114\t-0.442\t0.731\t-1.132\t0.679\t-1.451\t-0.178\t1.204\t1.381\t0.970\t0.548\t0.143\t-0.840\n1\t0.877\t1.295\t0.146\t0.104\t0.597\t-1.316\t-0.358\t0.979\t0.864\t2.199\t-0.076\t1.217\t-0.059\t-1.100\t0.177\t-0.219\t-0.421\t-1.074\t-0.259\t-0.839\t1.984\t0.907\t-1.168\t-0.597\t-0.395\t-0.208\t-0.838\t-0.111\n1\t-0.293\t-0.998\t0.895\t-0.391\t-0.726\t-1.690\t1.682\t-1.554\t0.287\t0.662\t-0.388\t0.419\t0.496\t0.841\t0.604\t-0.313\t-0.400\t2.049\t1.094\t-0.698\t0.330\t0.395\t-0.018\t1.756\t-0.103\t-0.082\t0.823\t-0.945\n2\t0.543\t-0.586\t-1.667\t1.145\t-2.399\t0.796\t0.130\t1.051\t0.626\t0.613\t0.898\t0.838\t0.451\t-0.335\t-0.229\t0.107\t-0.266\t2.186\t-0.087\t-1.150\t-0.121\t-0.838\t1.958\t0.098\t0.635\t0.515\t0.946\t0.238\n2\t-0.116\t-0.393\t1.343\t-0.264\t0.353\t0.278\t0.489\t-1.100\t0.440\t-0.882\t-0.599\t0.929\t-0.503\t-0.638\t0.204\t1.347\t2.405\t1.142\t1.129\t-0.024\t2.560\t0.199\t-0.036\t0.383\t0.264\t-1.314\t-0.697\t0.381\n2\t0.546\t-0.481\t1.001\t-0.022\t-1.243\t-0.254\t2.318\t-0.190\t0.237\t0.288\t-0.043\t1.532\t0.733\t0.653\t-0.269\t0.695\t-0.308\t0.427\t2.065\t1.562\t-0.117\t0.224\t-1.098\t-0.243\t-2.224\t0.914\t-0.748\t-0.096\n0\t-0.064\t1.579\t-0.310\t-1.074\t0.817\t-0.235\t-0.173\t-0.225\t-0.155\t0.497\t-0.305\t0.308\t1.044\t1.478\t-0.903\t1.021\t1.133\t1.261\t0.049\t-0.239\t-1.545\t0.099\t1.782\t0.314\t-0.216\t0.580\t-1.186\t-0.273\n1\t-0.786\t0.537\t-0.489\t-0.707\t0.824\t-0.828\t2.482\t1.594\t-0.213\t1.250\t0.187\t-0.416\t1.978\t0.390\t-0.894\t0.460\t1.677\t0.002\t0.210\t-0.300\t0.352\t-0.978\t-0.796\t-0.342\t0.168\t1.112\t-0.147\t0.827\n1\t0.400\t-0.879\t-0.272\t1.513\t0.718\t0.238\t0.281\t-0.014\t1.025\t-1.280\t0.211\t-0.810\t-1.048\t-0.050\t-0.882\t1.619\t0.128\t-1.189\t-0.720\t1.031\t0.647\t0.676\t1.427\t0.406\t0.886\t1.208\t1.181\t0.759\n0\t-0.289\t-0.351\t-2.022\t0.128\t1.055\t-0.558\t-1.642\t0.095\t1.061\t0.157\t-0.727\t-1.049\t0.706\t-0.232\t-0.519\t-0.607\t0.220\t0.117\t0.054\t-0.965\t-1.025\t-0.651\t0.290\t0.550\t1.467\t-0.837\t0.726\t-1.720\n3\t0.495\t0.087\t1.009\t-0.786\t-0.224\t0.114\t-1.434\t-1.806\t-0.021\t1.338\t-0.352\t-0.215\t1.151\t-0.149\t0.777\t2.666\t-0.577\t-0.177\t0.396\t1.492\t-0.115\t0.729\t0.348\t-0.072\t-0.420\t-0.609\t3.066\t-1.541\n3\t-0.013\t-1.651\t2.740\t2.158\t0.175\t-1.111\t0.381\t-1.192\t-2.035\t-0.227\t0.132\t-0.101\t-0.908\t0.417\t-0.425\t0.869\t0.499\t2.180\t-0.218\t-0.039\t0.545\t0.590\t0.478\t0.124\t0.386\t-1.135\t0.754\t1.444\n0\t-0.677\t-0.418\t0.261\t0.151\t-0.506\t0.582\t1.058\t0.593\t0.997\t1.409\t-0.742\t0.284\t-0.436\t-0.446\t-0.742\t0.629\t-0.561\t-1.075\t0.272\t-1.381\t-0.761\t-0.186\t-0.147\t-1.551\t-0.498\t1.600\t-0.434\t-0.423\n3\t0.640\t1.837\t-0.346\t1.139\t0.266\t0.706\t1.863\t0.823\t-0.755\t-1.112\t-1.456\t-1.761\t-0.434\t0.212\t0.028\t-0.616\t-1.865\t1.301\t-0.699\t0.521\t-1.026\t-1.620\t-0.466\t0.561\t-1.693\t-0.316\t-0.122\t-0.422\n1\t0.389\t0.434\t-2.474\t-0.573\t0.477\t1.099\t-0.634\t-0.415\t-0.238\t-0.135\t0.854\t-0.738\t0.865\t1.419\t-0.394\t-0.430\t0.158\t-0.586\t-0.088\t-1.470\t0.856\t1.663\t-0.673\t-1.646\t0.921\t-0.418\t-0.668\t-0.122\n2\t0.295\t2.323\t0.387\t-1.435\t0.058\t0.395\t0.516\t-1.839\t0.500\t0.412\t1.402\t-0.897\t-0.267\t0.546\t-1.341\t-0.051\t-0.615\t-0.641\t-1.998\t-0.461\t1.346\t1.452\t0.687\t1.068\t0.631\t-0.762\t0.242\t-0.090\n0\t0.728\t0.782\t-0.742\t0.028\t-0.043\t0.169\t-0.372\t0.815\t1.106\t-0.960\t-1.194\t-0.796\t0.049\t0.356\t0.788\t0.971\t0.362\t0.230\t1.649\t0.005\t0.590\t0.320\t-0.173\t-0.167\t1.322\t-0.090\t-0.353\t-0.737\n3\t-0.335\t-1.133\t-1.486\t0.493\t0.325\t-1.167\t-0.746\t1.161\t-0.878\t0.171\t-0.190\t0.506\t-0.856\t0.090\t0.169\t0.230\t0.079\t0.345\t2.192\t2.561\t-0.639\t-2.318\t0.595\t0.186\t1.061\t0.285\t0.059\t1.129\n0\t-0.246\t-0.770\t1.455\t2.318\t0.376\t0.305\t0.226\t-0.003\t-1.460\t-0.740\t-0.037\t0.906\t-0.340\t1.585\t1.093\t-0.034\t-0.191\t0.291\t0.580\t0.084\t0.217\t0.984\t-0.026\t0.938\t-0.320\t-0.776\t-0.515\t-0.323\n2\t-0.470\t0.945\t1.449\t0.104\t0.964\t1.375\t-1.982\t1.155\t1.412\t1.269\t1.807\t0.084\t-0.349\t0.267\t-1.016\t-0.353\t0.548\t-0.415\t0.115\t-0.721\t0.243\t0.541\t0.053\t0.161\t-1.243\t-0.652\t1.600\t0.616\n1\t-1.243\t-0.593\t-0.109\t-0.502\t0.750\t0.801\t0.509\t-1.020\t1.770\t0.339\t-1.593\t-1.204\t-0.759\t1.652\t-0.873\t-1.060\t1.095\t0.895\t-0.559\t0.508\t-0.253\t0.620\t-0.305\t0.529\t0.023\t-0.590\t0.931\t0.070\n0\t-0.483\t-0.640\t-0.172\t-0.333\t1.057\t1.328\t0.426\t-0.236\t0.258\t0.805\t1.002\t0.370\t1.528\t-0.617\t1.140\t0.704\t-0.610\t0.233\t0.301\t-0.142\t-0.153\t-1.525\t-0.689\t-0.238\t-0.573\t-0.856\t1.061\t-0.104\n1\t0.614\t-1.291\t-0.750\t0.199\t-1.083\t-0.627\t0.755\t-0.606\t0.374\t-0.827\t0.601\t-1.121\t0.594\t2.163\t-0.535\t-0.661\t1.139\t0.065\t-1.170\t0.339\t0.217\t-0.633\t-0.671\t0.869\t-0.988\t-1.371\t-0.775\t0.866\n4\t0.784\t-1.998\t2.018\t1.254\t-1.793\t0.730\t-2.124\t-0.008\t-0.235\t0.618\t1.418\t0.133\t0.448\t0.280\t-1.201\t-0.538\t1.831\t-0.655\t0.864\t-1.157\t-0.800\t0.091\t0.227\t-0.958\t-2.123\t1.355\t-0.831\t0.219\n4\t1.529\t1.892\t-0.452\t-2.508\t0.328\t-0.373\t-0.938\t0.258\t0.210\t0.715\t-0.507\t-0.602\t-0.629\t-0.678\t0.676\t-0.798\t-1.432\t0.491\t0.447\t1.913\t2.482\t1.519\t0.671\t-0.020\t-0.761\t2.225\t0.391\t1.452\n1\t0.667\t0.648\t0.808\t1.095\t0.030\t-0.796\t-0.064\t0.621\t1.085\t-1.148\t0.593\t-1.218\t0.371\t1.112\t0.349\t0.298\t-1.426\t0.218\t-1.953\t-1.016\t-0.030\t1.371\t-0.265\t-0.740\t-0.893\t-0.469\t1.759\t-0.496\n1\t0.359\t-1.271\t0.669\t0.370\t-0.685\t-0.456\t-0.861\t-1.307\t-1.327\t-1.530\t-0.497\t0.063\t0.164\t0.783\t-1.737\t0.784\t1.243\t0.334\t0.894\t-1.156\t0.296\t1.218\t1.689\t0.485\t-0.076\t-0.102\t-0.239\t-0.050\n1\t-1.321\t-1.158\t-0.516\t-0.835\t0.536\t1.234\t-0.151\t0.430\t0.221\t-0.891\t-0.461\t-0.869\t0.626\t-1.685\t0.314\t-0.818\t0.630\t0.827\t1.810\t-0.014\t-1.577\t-0.902\t0.402\t-0.156\t-0.424\t1.027\t-1.011\t0.111\n1\t-1.182\t-1.073\t-1.266\t0.506\t-0.092\t1.185\t-1.164\t-0.636\t1.086\t0.006\t0.613\t-0.511\t-0.014\t-2.223\t1.358\t0.757\t-1.985\t-0.185\t0.624\t0.446\t0.256\t0.650\t-0.182\t-0.451\t0.412\t-0.565\t0.548\t0.103\n2\t-2.063\t-1.571\t1.263\t1.094\t0.431\t-0.330\t-0.314\t0.141\t-0.186\t-0.716\t0.265\t0.776\t-0.190\t0.852\t-0.209\t-0.434\t0.139\t1.558\t0.530\t1.408\t-0.305\t0.344\t0.980\t-0.640\t-1.521\t-1.249\t0.896\t1.986\n0\t0.505\t0.532\t-0.774\t0.600\t-0.360\t0.273\t-0.859\t1.469\t-0.295\t-0.067\t-1.307\t0.356\t-0.525\t0.557\t0.503\t-0.859\t1.056\t0.323\t0.150\t0.552\t0.513\t-0.015\t1.107\t0.745\t0.797\t0.461\t-1.753\t0.146\n0\t0.977\t-1.670\t-0.215\t0.541\t-0.253\t1.178\t-1.415\t0.815\t0.053\t-0.853\t0.439\t-0.070\t1.480\t0.583\t0.413\t-0.673\t0.147\t-0.575\t-0.062\t1.245\t-0.286\t-1.446\t0.495\t0.787\t1.589\t0.864\t-0.272\t0.261\n1\t1.159\t0.610\t0.287\t0.801\t0.409\t1.085\t2.857\t0.505\t-0.860\t1.039\t-0.146\t0.337\t0.367\t-0.582\t-0.371\t-2.308\t-0.101\t0.561\t0.015\t-0.460\t0.377\t-0.943\t-1.058\t0.526\t0.581\t0.511\t-0.301\t1.094\n3\t-0.867\t-0.371\t-1.849\t0.884\t1.158\t0.846\t-1.605\t0.607\t-1.673\t0.058\t0.205\t0.310\t0.535\t-0.008\t-1.962\t0.535\t0.098\t-0.903\t-1.569\t1.540\t1.231\t0.706\t-0.676\t-2.517\t0.765\t0.367\t-0.375\t1.125\n2\t-1.673\t-0.900\t0.865\t-0.499\t0.415\t0.417\t0.890\t-0.647\t-2.552\t0.397\t-1.569\t0.935\t-0.042\t-0.296\t0.691\t-1.742\t-0.200\t0.448\t0.253\t-0.489\t-0.479\t1.543\t0.913\t-0.664\t1.348\t0.755\t0.488\t0.527\n1\t0.376\t-0.908\t-0.535\t1.499\t-0.360\t0.009\t-0.234\t0.126\t1.044\t-0.113\t1.005\t0.576\t-1.224\t0.435\t1.235\t0.052\t0.262\t0.520\t1.107\t1.468\t0.953\t0.164\t0.763\t0.942\t-0.999\t-2.354\t-1.723\t-0.213\n1\t-0.658\t0.059\t0.818\t1.574\t0.445\t-0.410\t0.287\t0.819\t0.036\t0.686\t-0.157\t-0.609\t0.030\t0.713\t1.868\t0.356\t1.265\t0.935\t0.390\t0.961\t0.893\t-0.786\t-2.276\t-0.880\t0.684\t-0.849\t0.902\t0.157\n1\t-0.187\t0.237\t0.438\t-0.159\t-0.747\t0.904\t-0.374\t-0.981\t-0.769\t-0.337\t-0.295\t-0.541\t0.312\t-0.088\t0.884\t0.079\t-0.356\t-0.506\t-0.399\t-1.077\t-0.236\t0.479\t0.778\t0.179\t3.384\t0.324\t-1.734\t0.414\n0\t0.234\t0.137\t0.260\t0.791\t-0.083\t0.548\t-1.799\t-0.962\t-0.342\t-1.005\t0.007\t-0.344\t-0.455\t0.884\t0.084\t-1.084\t-0.603\t0.753\t0.200\t1.196\t0.847\t-0.389\t1.436\t1.518\t-1.785\t0.032\t-0.550\t-0.260\n2\t0.445\t-0.012\t0.044\t-0.603\t-0.346\t-2.047\t-0.121\t1.023\t0.857\t0.686\t-0.896\t0.416\t-1.018\t0.286\t-1.156\t-2.007\t-1.829\t0.935\t0.864\t-0.190\t-1.309\t-1.096\t-0.684\t1.377\t-0.477\t0.010\t0.855\t-0.502\n0\t0.023\t0.601\t0.085\t-0.351\t1.867\t-1.607\t-0.586\t0.872\t-1.175\t0.912\t0.384\t-0.646\t0.000\t1.222\t-0.363\t0.385\t-0.835\t-1.398\t0.078\t-0.085\t0.315\t-0.037\t-0.096\t0.362\t1.760\t-0.543\t0.606\t1.164\n2\t-1.321\t-0.959\t-1.472\t0.915\t-0.658\t-0.160\t1.499\t-0.370\t0.750\t-0.273\t0.971\t-0.372\t1.129\t1.207\t-1.340\t0.644\t1.284\t-0.375\t-0.749\t-1.459\t0.253\t-0.214\t-0.117\t-0.130\t0.509\t0.596\t2.359\t0.701\n0\t0.513\t1.886\t-0.288\t-0.499\t0.732\t-0.878\t-0.167\t-0.386\t-0.033\t-0.450\t0.150\t0.514\t0.444\t0.729\t1.030\t1.190\t-0.193\t-1.248\t-0.203\t-0.552\t-1.030\t0.999\t0.305\t-1.015\t1.923\t1.133\t0.603\t0.239\n2\t1.353\t0.292\t-0.382\t-0.198\t0.770\t-0.342\t2.391\t-0.790\t0.699\t0.941\t-1.642\t0.209\t-0.306\t-0.321\t0.999\t-0.218\t1.438\t-1.258\t-1.168\t-0.309\t-0.624\t-0.826\t-2.297\t1.040\t0.364\t0.514\t-0.774\t0.549\n4\t0.208\t0.986\t1.491\t-0.301\t0.267\t1.679\t-2.124\t-0.690\t1.466\t1.093\t0.522\t-0.449\t-0.882\t-0.591\t1.548\t-0.628\t0.101\t-0.754\t0.843\t-0.539\t-0.098\t-1.683\t-1.613\t0.008\t-1.325\t2.105\t-2.062\t-0.800\n3\t0.564\t0.435\t0.177\t-0.894\t-0.162\t-1.947\t-0.381\t0.784\t-1.107\t-0.833\t-1.311\t2.206\t1.179\t-0.443\t2.470\t1.240\t1.039\t-0.068\t0.736\t0.809\t-1.338\t0.318\t-0.081\t0.025\t0.875\t1.338\t-1.208\t-0.836\n2\t-0.341\t-0.639\t-1.311\t-1.096\t-0.589\t1.209\t3.193\t-0.723\t-0.902\t-1.168\t0.451\t0.344\t0.101\t-0.444\t1.359\t0.764\t0.721\t0.370\t-0.189\t-0.715\t0.520\t0.423\t0.567\t-1.564\t0.339\t-0.309\t-0.879\t0.728\n1\t0.568\t-0.332\t0.180\t0.351\t-0.183\t1.350\t0.177\t0.306\t-0.162\t-0.060\t1.219\t0.146\t0.169\t0.182\t-0.365\t-1.408\t1.573\t1.068\t1.249\t-1.073\t1.445\t1.967\t1.045\t1.648\t0.798\t-0.847\t0.508\t-1.020\n1\t0.087\t-0.731\t0.245\t-1.243\t-0.945\t0.646\t-1.016\t0.538\t-1.369\t1.765\t-0.774\t-0.224\t0.331\t-0.565\t0.143\t0.575\t0.961\t0.791\t-0.172\t-0.147\t2.349\t0.950\t-0.922\t0.100\t-0.335\t-0.135\t-1.229\t-0.412\n4\t0.323\t1.158\t0.721\t-0.359\t-1.043\t-0.479\t-0.828\t0.118\t0.489\t-0.406\t-0.366\t-2.651\t-0.570\t3.137\t1.122\t1.331\t0.486\t0.927\t-0.344\t-0.813\t1.487\t-1.092\t0.490\t1.782\t0.967\t-0.257\t1.278\t0.217\n4\t-1.434\t-1.159\t2.028\t0.119\t-1.125\t-0.658\t2.195\t-0.760\t-0.078\t1.651\t1.107\t0.961\t0.260\t-1.384\t2.115\t1.102\t-0.361\t-1.228\t-0.686\t0.137\t0.180\t0.181\t-2.689\t0.191\t1.885\t-1.247\t0.203\t0.683\n0\t0.271\t0.066\t1.374\t0.128\t1.478\t-0.083\t0.829\t1.703\t0.976\t-0.154\t0.218\t-1.203\t-0.994\t-0.441\t1.904\t-0.292\t0.021\t-0.181\t-0.229\t1.166\t0.084\t-1.621\t0.477\t0.169\t-0.366\t0.003\t-0.352\t0.285\n3\t-1.391\t0.116\t-0.123\t1.548\t-1.527\t0.504\t0.523\t-0.025\t-0.428\t1.336\t-0.231\t-0.350\t-0.917\t-1.635\t1.077\t0.708\t-0.147\t-0.842\t1.076\t2.097\t0.147\t2.704\t-0.245\t-0.894\t0.763\t-0.263\t0.847\t1.116\n0\t0.580\t0.399\t-0.512\t-0.181\t-0.772\t0.225\t0.866\t-0.791\t-0.505\t0.565\t2.528\t0.684\t-0.181\t-1.042\t1.062\t-0.818\t-0.207\t-0.388\t-0.089\t-0.951\t0.953\t0.438\t-0.305\t-0.241\t-0.340\t0.119\t-0.781\t-1.047\n1\t-0.336\t0.379\t2.500\t-0.565\t-1.629\t0.289\t0.684\t-0.434\t-0.594\t-1.271\t0.337\t1.944\t1.712\t0.301\t-0.416\t0.382\t-0.325\t-0.641\t0.163\t1.278\t-0.189\t-0.201\t-0.265\t0.793\t0.852\t-1.076\t-0.177\t1.106\n3\t-0.023\t0.138\t-0.811\t0.211\t1.449\t0.813\t0.542\t0.364\t-1.752\t-1.119\t1.444\t-0.080\t0.714\t0.113\t-1.316\t0.152\t0.133\t0.719\t1.904\t1.557\t0.416\t-0.090\t-0.203\t-0.586\t1.685\t2.464\t1.268\t0.232\n2\t-1.805\t0.211\t0.544\t-0.939\t2.026\t-0.624\t-0.511\t0.952\t0.631\t0.190\t0.451\t-0.365\t-0.484\t-1.105\t1.939\t-1.351\t-0.047\t-1.318\t-0.166\t0.454\t0.033\t1.883\t0.431\t0.026\t0.658\t-0.493\t-0.168\t-1.280\n1\t1.360\t-0.886\t0.504\t0.085\t0.818\t-0.234\t0.473\t1.102\t-0.651\t0.242\t-1.888\t0.703\t1.955\t-1.244\t-0.091\t0.880\t0.031\t0.165\t-0.391\t-0.428\t-0.087\t0.042\t-1.181\t-0.066\t1.569\t-0.419\t-1.237\t-0.151\n1\t0.893\t0.752\t0.651\t-1.272\t-0.822\t0.294\t0.472\t1.404\t-0.575\t-0.003\t1.171\t-0.139\t0.166\t-0.044\t0.570\t0.505\t-1.607\t0.646\t1.677\t-1.387\t0.340\t0.578\t-1.320\t-0.762\t-0.682\t0.217\t-1.364\t-0.686\n0\t1.145\t-0.748\t-0.056\t0.891\t-0.276\t0.549\t-0.912\t0.485\t0.735\t-0.567\t0.132\t0.259\t-0.245\t-0.593\t-0.308\t-0.113\t0.031\t0.295\t0.138\t-0.354\t-0.396\t0.598\t0.237\t0.184\t-0.250\t-1.054\t-0.175\t0.111\n1\t1.540\t-0.290\t0.499\t-0.122\t1.199\t-0.438\t-0.497\t0.406\t0.472\t0.794\t-0.521\t-0.681\t1.700\t0.880\t-1.438\t-1.110\t-0.871\t1.148\t0.098\t-0.886\t0.440\t1.328\t0.987\t0.717\t-1.749\t-0.466\t0.603\t-1.137\n2\t2.412\t-1.169\t-1.258\t0.693\t0.065\t1.194\t0.738\t-0.005\t0.329\t0.667\t-0.970\t0.106\t-0.636\t-0.204\t0.760\t-0.834\t-0.068\t-0.888\t-0.439\t1.348\t-0.161\t-0.236\t-2.046\t-0.931\t-0.815\t1.029\t-0.231\t-1.456\n2\t-1.164\t-0.102\t0.061\t0.799\t1.846\t0.498\t2.303\t0.191\t-0.794\t-0.710\t-0.074\t-0.727\t0.881\t-0.149\t0.322\t-0.968\t0.741\t-0.613\t1.164\t-0.612\t-0.663\t-0.909\t-1.312\t1.335\t1.323\t0.824\t-0.326\t-1.574\n2\t-0.290\t0.848\t-0.167\t0.554\t-1.126\t1.918\t0.197\t-0.218\t-1.890\t0.053\t0.258\t-0.203\t0.496\t0.265\t-0.924\t1.094\t-0.133\t0.235\t1.395\t-1.028\t-0.017\t-0.198\t-1.787\t0.278\t2.212\t0.709\t-0.063\t-1.481\n4\t-0.584\t1.401\t-0.486\t-0.654\t-0.589\t-0.307\t0.613\t-0.135\t1.621\t-0.085\t-1.033\t0.218\t2.027\t-0.014\t-1.733\t-0.863\t0.329\t-1.888\t1.620\t-0.408\t-2.900\t2.460\t1.472\t-0.591\t-0.895\t-0.094\t1.644\t0.014\n0\t1.773\t0.394\t0.525\t0.317\t-0.376\t0.601\t-0.386\t0.407\t-1.437\t1.151\t-0.647\t-0.979\t0.352\t0.092\t-0.385\t-0.576\t-0.956\t0.605\t0.142\t0.838\t0.540\t0.114\t-0.648\t1.619\t-0.751\t0.307\t1.320\t0.951\n1\t-0.353\t0.318\t-1.156\t0.805\t-1.627\t0.644\t-0.503\t0.462\t-0.706\t-0.852\t1.588\t1.702\t-1.144\t0.159\t0.774\t-0.066\t-0.032\t0.723\t0.547\t-0.449\t0.527\t-0.264\t-0.355\t-0.737\t-0.734\t0.259\t-1.530\t-1.558\n1\t-0.300\t0.118\t0.091\t0.006\t-1.016\t-0.590\t0.367\t0.651\t0.234\t0.239\t2.039\t1.381\t-0.447\t1.934\t0.862\t1.681\t0.685\t-0.697\t0.625\t-0.422\t0.825\t-1.480\t0.376\t0.392\t1.127\t0.962\t-0.406\t-0.544\n0\t0.366\t-0.480\t0.828\t-0.127\t0.270\t-0.079\t0.770\t0.164\t-0.928\t0.967\t0.836\t0.462\t0.245\t-0.802\t0.041\t-0.672\t0.502\t0.707\t1.123\t0.153\t0.506\t-0.344\t-1.153\t-0.618\t0.624\t-0.272\t-1.559\t-0.068\n0\t0.809\t-0.129\t0.065\t-0.224\t0.423\t0.685\t-0.123\t-1.498\t0.297\t-0.340\t0.857\t-0.896\t-0.314\t-1.482\t0.783\t1.225\t-0.488\t-0.194\t-0.810\t-0.713\t0.694\t-0.504\t0.475\t-0.015\t0.751\t-0.392\t1.085\t1.875\n0\t0.727\t-1.129\t0.011\t0.427\t-0.981\t-0.460\t0.759\t-0.059\t-2.017\t0.774\t0.089\t-1.606\t-0.878\t-0.126\t0.312\t1.029\t-0.901\t-0.451\t0.884\t1.045\t-0.323\t-0.533\t0.500\t-2.071\t-0.014\t-0.027\t-0.468\t0.472\n3\t-1.462\t0.015\t-0.409\t-1.498\t-0.293\t0.134\t0.443\t-1.349\t-1.460\t1.011\t1.863\t-1.055\t-0.944\t-0.675\t-1.020\t-0.414\t-0.816\t0.381\t-0.198\t0.243\t1.533\t1.066\t-0.316\t0.605\t2.275\t-1.750\t-0.234\t-0.342\n3\t-0.085\t-0.104\t0.013\t0.294\t0.714\t-0.483\t-0.214\t1.301\t0.955\t-1.167\t1.073\t0.521\t1.797\t-1.197\t0.400\t0.302\t2.039\t0.217\t0.429\t1.231\t1.723\t-0.755\t-0.541\t0.300\t1.131\t-1.524\t-0.440\t2.152\n3\t0.999\t1.288\t0.029\t-0.593\t-2.198\t0.431\t-0.301\t-2.100\t0.645\t-0.615\t0.369\t-0.078\t0.341\t-1.480\t-0.303\t-2.530\t0.361\t1.968\t1.610\t-0.292\t-0.424\t-1.113\t-0.698\t1.041\t0.646\t-0.261\t0.345\t0.981\n2\t0.563\t-0.138\t0.780\t-1.174\t-0.356\t1.648\t0.068\t0.126\t2.306\t-1.399\t0.796\t1.664\t-0.325\t0.860\t-0.982\t-0.687\t0.385\t0.799\t1.121\t1.570\t-0.067\t1.194\t-0.342\t0.902\t0.207\t0.446\t0.424\t-1.605\n4\t0.369\t-1.186\t-0.801\t1.565\t-0.925\t0.934\t-0.478\t-0.003\t0.295\t-2.101\t-1.463\t0.086\t-0.724\t0.997\t-1.606\t0.565\t-1.376\t-0.352\t-1.064\t1.902\t-1.339\t-0.122\t-1.727\t1.600\t0.401\t0.137\t1.474\t0.147\n1\t2.545\t-0.067\t0.029\t0.771\t-1.276\t-0.978\t-1.597\t0.837\t-0.861\t1.002\t-0.462\t0.004\t-0.171\t0.190\t-0.489\t1.040\t-0.168\t0.364\t0.110\t-1.014\t1.349\t-0.652\t0.809\t0.729\t-1.499\t-0.180\t0.580\t-0.290\n1\t-0.192\t-0.037\t-0.321\t0.540\t-0.102\t-0.607\t-0.396\t1.218\t0.317\t-1.676\t1.511\t0.434\t0.639\t0.929\t0.981\t-0.919\t-1.070\t2.396\t-0.698\t0.379\t1.631\t-0.444\t-0.360\t0.926\t0.213\t0.495\t-0.080\t-0.526\n1\t-0.554\t-1.721\t-0.041\t-0.419\t0.116\t-1.080\t0.161\t2.415\t-1.249\t0.065\t0.320\t0.066\t-0.025\t0.078\t-0.430\t1.680\t0.414\t-0.623\t1.211\t-0.724\t-1.135\t-0.421\t1.435\t-1.118\t-0.286\t-0.584\t0.857\t-1.075\n0\t0.367\t0.767\t0.018\t-0.347\t0.462\t-1.083\t-0.422\t0.587\t2.135\t1.305\t-0.129\t1.882\t-0.101\t1.236\t0.689\t-0.558\t-0.216\t0.406\t-1.076\t-0.256\t-0.234\t-0.668\t0.033\t1.008\t-0.908\t-0.434\t0.785\t1.008\n0\t-0.397\t0.726\t-0.818\t-1.514\t-0.351\t-0.422\t0.347\t0.100\t-0.396\t0.716\t-0.289\t1.303\t0.455\t0.546\t0.678\t-0.016\t-1.115\t0.417\t-0.548\t-0.105\t-0.548\t-0.078\t-0.117\t0.014\t0.449\t-0.111\t0.396\t0.871\n3\t0.441\t0.377\t0.045\t-1.654\t0.136\t0.449\t0.823\t-1.668\t1.993\t-1.098\t0.945\t0.269\t1.499\t-2.075\t-1.095\t0.562\t0.188\t-0.392\t-0.780\t0.530\t-1.816\t2.326\t0.900\t-0.497\t0.465\t-0.135\t-1.088\t-0.283\n3\t0.884\t1.089\t0.749\t1.137\t-0.187\t2.265\t-1.546\t-0.275\t1.731\t-0.171\t0.663\t-0.472\t0.446\t-0.360\t1.169\t0.291\t-1.750\t-0.813\t-0.975\t1.406\t-1.241\t-0.268\t2.111\t1.248\t-0.855\t-0.884\t-0.981\t0.206\n4\t0.938\t-0.786\t2.542\t-1.533\t-0.852\t0.234\t2.247\t-0.563\t-1.066\t0.549\t-0.249\t0.665\t-0.071\t-0.857\t2.349\t-2.954\t1.820\t0.933\t-0.746\t1.872\t-1.371\t1.008\t-2.083\t-1.146\t-1.148\t-0.751\t0.012\t-0.826\n3\t1.525\t-0.445\t1.601\t0.892\t-0.155\t-1.813\t-0.019\t0.102\t1.167\t1.588\t-0.685\t0.801\t0.765\t1.073\t0.499\t-1.942\t-0.155\t-1.156\t-0.203\t0.980\t0.305\t1.148\t0.342\t-1.298\t-2.521\t0.149\t-0.214\t-0.977\n2\t0.583\t0.617\t0.893\t0.583\t-1.161\t0.044\t-0.795\t0.730\t-0.166\t-1.150\t1.248\t2.176\t-0.824\t-0.948\t-1.243\t-1.764\t0.434\t0.307\t-0.866\t0.349\t-1.148\t0.716\t1.223\t0.511\t0.295\t-0.241\t0.694\t2.019\n2\t0.277\t0.009\t-1.571\t1.356\t-0.611\t0.504\t-1.563\t-1.179\t1.435\t-0.347\t1.453\t-0.078\t-1.842\t0.892\t-0.590\t0.699\t0.025\t-1.543\t0.164\t2.196\t0.493\t-0.058\t1.075\t0.211\t0.210\t-1.092\t0.234\t1.035\n3\t1.249\t1.078\t0.409\t-0.606\t0.536\t0.152\t-1.207\t-0.207\t0.553\t1.513\t-0.765\t0.859\t-0.595\t-0.057\t-0.402\t1.937\t0.649\t0.803\t-0.703\t0.531\t-1.194\t-2.534\t-0.449\t1.357\t-0.410\t0.666\t2.627\t-0.087\n1\t0.308\t0.277\t1.419\t0.610\t-0.168\t-1.554\t-1.524\t0.141\t-0.466\t1.335\t0.256\t-0.529\t-1.118\t0.691\t1.123\t-1.009\t-0.257\t2.151\t0.603\t0.940\t0.137\t-0.354\t-0.203\t-0.154\t-1.199\t-0.142\t-0.308\t0.636\n1\t-1.158\t0.405\t0.228\t-1.344\t0.609\t-1.064\t0.878\t0.208\t0.456\t-0.109\t0.534\t-0.730\t0.407\t1.408\t-0.185\t0.004\t-0.587\t1.421\t-1.611\t-0.548\t1.698\t1.188\t0.029\t-1.246\t1.140\t-0.176\t0.580\t1.486\n3\t-0.498\t0.635\t0.431\t-0.143\t0.440\t-0.056\t-1.061\t-0.598\t0.298\t-0.645\t1.400\t-0.413\t-1.030\t1.792\t0.392\t1.808\t0.410\t-0.671\t-0.034\t-0.461\t1.193\t0.182\t3.024\t0.266\t2.684\t-0.418\t-0.896\t0.444\n1\t0.193\t0.060\t0.106\t-0.638\t-0.058\t1.128\t0.114\t-0.793\t-0.925\t-0.450\t0.074\t1.194\t-1.340\t-0.320\t0.144\t-1.834\t-0.834\t-0.680\t-0.796\t0.192\t-0.161\t-0.555\t0.428\t1.723\t1.639\t-1.923\t0.577\t-0.178\n1\t0.944\t0.921\t0.728\t-1.898\t0.241\t-0.578\t-0.924\t0.657\t0.282\t0.244\t-0.891\t1.218\t1.530\t-1.192\t-0.549\t-0.559\t-0.236\t0.242\t-0.943\t1.462\t1.225\t-0.739\t-0.901\t1.353\t-0.357\t-0.948\t0.333\t0.855\n2\t0.497\t-1.415\t-0.839\t-0.973\t0.574\t-0.462\t0.425\t1.140\t1.780\t0.231\t-1.102\t1.251\t1.511\t-0.060\t1.319\t0.333\t-1.659\t-0.631\t-0.505\t-0.364\t-0.933\t-0.965\t1.346\t-1.737\t-0.724\t0.621\t-0.557\t0.400\n2\t-2.290\t-0.808\t0.756\t-1.128\t0.625\t-1.179\t0.760\t0.565\t-0.989\t-1.038\t1.447\t-1.236\t-1.260\t0.217\t0.869\t-0.527\t-0.069\t-0.048\t-0.292\t0.185\t1.837\t0.876\t-0.258\t-0.470\t0.403\t1.056\t-0.276\t1.124\n3\t0.708\t1.459\t0.257\t1.571\t-1.069\t-2.017\t-1.226\t0.756\t-0.757\t0.271\t-0.041\t0.306\t1.157\t-0.156\t1.284\t-1.520\t0.155\t2.097\t1.153\t0.710\t-0.300\t0.537\t1.020\t-0.099\t1.481\t0.018\t0.776\t1.306\n3\t2.368\t2.901\t1.695\t1.001\t-0.379\t-1.927\t1.333\t-0.496\t0.024\t0.425\t0.590\t0.353\t-0.775\t-0.159\t-0.315\t1.076\t-0.329\t-0.270\t0.094\t-0.296\t-0.006\t-1.065\t-1.128\t-0.580\t0.328\t-0.886\t0.261\t0.968\n4\t-0.884\t0.154\t0.058\t-1.143\t0.358\t0.561\t1.083\t1.054\t-1.378\t-0.938\t0.515\t0.514\t0.515\t3.853\t0.571\t1.136\t0.954\t0.651\t-0.315\t0.759\t-0.773\t-0.237\t-0.485\t0.082\t2.315\t-1.867\t0.686\t-1.613\n3\t2.007\t-0.405\t0.581\t0.807\t0.885\t-0.873\t1.669\t0.775\t-0.209\t-1.120\t-1.608\t-0.167\t1.048\t-1.321\t-0.221\t-0.693\t-1.475\t0.072\t1.119\t0.083\t-1.008\t1.243\t-1.220\t0.478\t-0.874\t0.180\t1.794\t-1.389\n1\t-0.497\t-0.953\t0.363\t-1.174\t-0.994\t1.153\t1.901\t0.393\t1.106\t-0.246\t-1.338\t0.612\t0.569\t0.072\t-0.242\t0.962\t-0.986\t-0.774\t-1.008\t0.085\t-1.088\t-0.684\t-0.706\t-0.261\t-1.487\t0.087\t1.247\t0.135\n4\t-0.770\t-0.676\t2.302\t-0.618\t1.470\t-0.850\t0.961\t-1.597\t-0.554\t0.975\t0.506\t-1.007\t0.113\t-0.696\t-0.930\t2.086\t-0.342\t0.459\t-0.858\t1.247\t0.269\t0.265\t0.702\t1.409\t0.882\t0.922\t-2.788\t1.026\n1\t0.066\t-1.573\t0.911\t0.892\t-0.107\t1.197\t-0.514\t0.001\t1.295\t-0.315\t-0.406\t0.099\t0.851\t-1.191\t1.109\t1.070\t1.360\t-1.711\t1.154\t0.131\t-0.275\t-0.328\t-0.264\t0.550\t0.141\t0.096\t-2.358\t-0.603\n4\t-0.757\t-1.882\t-0.808\t0.059\t0.783\t0.098\t1.341\t0.365\t0.525\t-1.021\t-0.061\t-0.907\t0.202\t-1.742\t-0.871\t-0.053\t-0.015\t0.183\t-2.532\t-0.631\t0.326\t-0.212\t0.921\t-1.018\t0.575\t-0.217\t-2.869\t1.923\n4\t1.088\t-0.175\t1.533\t2.876\t-2.514\t0.660\t1.388\t1.698\t-1.112\t-1.058\t-0.757\t0.530\t-0.133\t1.464\t0.685\t0.517\t0.047\t0.506\t0.085\t-0.129\t-0.545\t0.346\t1.343\t-0.668\t-0.614\t0.194\t1.213\t-1.720\n4\t0.698\t-0.625\t0.376\t-1.011\t-1.555\t0.877\t-0.981\t-0.181\t0.206\t-0.182\t-1.028\t0.061\t0.148\t0.871\t2.445\t-1.976\t-0.799\t0.223\t1.011\t0.346\t1.123\t-1.480\t-0.318\t1.462\t-0.860\t-2.899\t-0.817\t0.437\n2\t0.359\t0.415\t-2.383\t-0.240\t-0.038\t1.281\t0.048\t-1.647\t0.430\t-0.804\t-1.217\t-0.834\t0.543\t1.259\t0.483\t0.632\t0.473\t0.101\t0.697\t-2.419\t0.111\t-1.045\t1.163\t-0.147\t0.031\t-1.505\t1.017\t0.627\n1\t0.285\t0.683\t-0.384\t-0.530\t-0.320\t-1.531\t-0.509\t-1.015\t-0.705\t-1.258\t-2.108\t-0.027\t1.084\t-1.294\t-1.258\t-0.920\t-0.016\t0.549\t-0.592\t-1.519\t0.652\t-0.405\t0.701\t0.680\t-0.484\t-0.305\t-0.930\t-0.813\n1\t1.076\t-0.762\t-0.443\t-0.386\t2.079\t0.283\t0.054\t-1.691\t-1.020\t-0.159\t-0.885\t0.755\t-0.017\t-1.086\t-1.155\t-0.265\t-1.427\t0.425\t-0.872\t0.011\t0.397\t1.394\t-0.870\t0.537\t0.059\t-0.738\t-1.252\t0.483\n2\t-0.340\t1.896\t-0.565\t0.682\t-1.580\t-1.015\t1.029\t1.421\t-0.150\t2.280\t1.309\t-0.696\t-0.378\t-1.386\t-0.443\t0.239\t0.040\t0.031\t0.997\t0.167\t0.685\t0.447\t0.287\t0.922\t0.802\t-1.126\t1.819\t0.120\n4\t-1.439\t-0.633\t0.961\t-0.022\t-0.008\t-0.295\t0.562\t1.432\t2.984\t-0.148\t1.526\t0.999\t0.267\t-2.210\t-0.378\t-0.338\t0.359\t-0.197\t-0.563\t2.030\t1.308\t-2.023\t-0.281\t0.631\t1.331\t-0.420\t-0.215\t0.095\n3\t-0.117\t1.911\t0.512\t0.461\t-0.430\t-0.207\t0.106\t-2.049\t0.552\t0.322\t-0.668\t-0.356\t1.085\t-2.634\t-0.916\t-0.394\t0.416\t-0.386\t-0.803\t0.485\t-1.760\t0.216\t-1.226\t-1.392\t1.287\t-0.549\t-0.457\t1.075\n2\t0.234\t-0.296\t0.847\t0.340\t1.732\t1.886\t-1.605\t1.657\t0.032\t0.119\t-1.356\t-0.312\t0.844\t-0.749\t-1.798\t-0.865\t0.369\t0.854\t0.685\t-0.428\t-0.797\t-0.832\t0.231\t0.352\t-0.794\t0.522\t1.196\t1.180\n0\t0.275\t-0.640\t0.699\t1.918\t-1.590\t-0.088\t-0.388\t0.012\t-1.171\t-0.278\t0.729\t0.065\t1.191\t1.001\t-0.391\t0.220\t-1.356\t-0.295\t1.552\t-0.554\t0.081\t-1.012\t-1.144\t1.151\t-0.114\t0.026\t-0.831\t-0.209\n2\t1.185\t-0.154\t0.178\t-0.330\t0.504\t-0.145\t-0.167\t-0.463\t-0.821\t-0.301\t-2.847\t-1.317\t-1.627\t0.697\t1.456\t1.060\t-0.319\t1.028\t-0.931\t1.595\t-0.578\t-0.476\t0.961\t-0.654\t-1.300\t-0.615\t0.187\t-0.345\n4\t-0.715\t-1.338\t0.139\t-0.710\t-0.625\t0.153\t-1.533\t-1.742\t0.671\t-1.931\t-0.977\t-1.800\t-0.486\t0.428\t0.112\t2.392\t1.087\t-0.931\t-1.197\t2.707\t1.063\t0.589\t0.075\t0.274\t-1.482\t0.157\t0.071\t-0.904\n1\t-1.111\t2.029\t-1.175\t1.024\t-1.273\t0.879\t-0.942\t0.784\t0.046\t0.481\t0.620\t0.917\t0.077\t0.085\t-0.147\t-0.316\t1.234\t0.214\t-0.258\t0.967\t0.734\t1.291\t-0.757\t-1.223\t0.141\t-1.776\t-0.189\t-0.589\n0\t-1.610\t0.328\t-0.777\t-0.248\t0.309\t-0.213\t0.230\t0.673\t0.295\t-0.647\t-0.629\t-1.440\t-0.854\t1.962\t-0.792\t-1.193\t0.320\t-0.110\t-0.196\t1.409\t0.549\t-0.530\t-0.424\t-0.503\t0.875\t-0.308\t-1.793\t-0.048\n3\t1.047\t0.491\t0.995\t0.844\t-0.772\t2.823\t-2.261\t-0.864\t0.681\t0.291\t0.134\t0.716\t-0.843\t0.840\t-0.129\t1.401\t-0.305\t0.468\t0.637\t0.905\t0.037\t-0.287\t-0.775\t0.486\t-1.897\t0.309\t0.383\t1.874\n3\t-0.847\t-1.362\t-2.517\t1.040\t-0.251\t2.034\t0.028\t-0.630\t-0.279\t1.045\t-0.546\t0.213\t1.006\t0.136\t1.124\t-0.978\t-0.271\t-0.562\t-2.467\t-0.138\t1.129\t0.227\t-0.545\t-0.231\t-0.838\t0.423\t-0.112\t-0.992\n2\t0.170\t-0.173\t0.221\t0.553\t-0.294\t-0.737\t-2.006\t0.771\t0.079\t-0.176\t1.172\t-1.289\t0.056\t-0.964\t0.656\t-2.226\t0.804\t0.763\t-0.923\t0.066\t-0.902\t0.428\t0.820\t-1.005\t-1.297\t1.096\t1.941\t0.494\n2\t1.533\t1.630\t-0.933\t0.753\t-1.383\t-0.463\t-1.174\t-1.153\t0.242\t-0.692\t0.287\t-1.209\t0.484\t-0.430\t-0.292\t-1.300\t1.019\t0.140\t0.540\t-1.277\t0.676\t0.041\t-0.496\t1.377\t0.409\t0.453\t-1.965\t1.081\n4\t-0.607\t-0.440\t-0.740\t-0.813\t-2.429\t0.087\t0.068\t-0.797\t0.360\t1.397\t0.024\t1.330\t2.238\t2.531\t-1.188\t-1.183\t-0.444\t0.129\t1.587\t0.627\t-1.203\t-0.612\t-0.042\t-1.489\t0.014\t-1.188\t-1.651\t-0.947\n0\t0.614\t-0.919\t-0.453\t0.271\t0.274\t-0.472\t0.311\t-0.002\t0.096\t1.367\t-1.080\t0.481\t1.225\t0.237\t0.112\t-0.255\t0.993\t0.614\t1.010\t1.799\t-0.158\t-0.687\t-0.286\t1.048\t1.482\t-0.429\t0.465\t-1.848\n4\t-0.503\t0.447\t1.320\t-0.676\t1.755\t-0.931\t0.555\t-1.111\t0.526\t-0.656\t-2.306\t1.395\t0.207\t-0.538\t-0.234\t-0.192\t-0.357\t-0.389\t-0.139\t1.989\t-2.279\t-2.013\t0.449\t-2.584\t-0.500\t-0.785\t-0.039\t-0.626\n3\t0.876\t0.935\t0.172\t-0.281\t-1.347\t-0.472\t-1.855\t-0.353\t0.047\t1.086\t-0.528\t0.252\t1.142\t-1.138\t0.566\t-1.659\t-0.954\t-0.861\t-0.691\t-0.717\t0.339\t-0.209\t-1.035\t-1.520\t0.679\t0.958\t-0.010\t-2.798\n3\t-0.979\t-0.337\t-0.351\t-0.690\t0.307\t0.613\t0.612\t0.893\t-0.095\t1.362\t0.103\t-1.677\t-0.405\t-0.333\t-1.331\t0.770\t-0.102\t-2.255\t-2.178\t-1.842\t0.034\t0.631\t0.287\t0.161\t-1.079\t-1.642\t1.887\t0.035\n3\t-0.867\t0.106\t1.621\t-0.980\t1.001\t-0.107\t-1.239\t0.157\t-0.181\t-0.580\t0.701\t1.791\t0.014\t-2.270\t0.144\t-1.045\t-2.014\t-0.561\t-1.217\t0.977\t1.330\t2.315\t0.198\t0.391\t0.031\t-0.392\t0.097\t-0.976\n1\t0.595\t-0.794\t-0.106\t-0.796\t0.558\t-0.701\t-0.039\t0.547\t-1.711\t1.003\t1.825\t-1.199\t-1.911\t0.371\t0.639\t-1.405\t-0.538\t0.231\t-0.248\t0.852\t0.457\t-0.896\t0.847\t-0.143\t-1.025\t-0.494\t0.595\t-1.369\n0\t-0.651\t-0.758\t-0.229\t0.168\t-0.316\t1.159\t0.508\t-1.591\t0.524\t0.606\t-0.435\t-1.495\t0.008\t-0.008\t-1.122\t-1.451\t-0.088\t-0.233\t-0.417\t-0.083\t-1.103\t-0.435\t0.533\t-0.350\t-1.672\t-0.473\t-1.070\t0.267\n4\t-0.829\t2.281\t0.058\t-0.271\t1.393\t1.966\t-0.744\t-1.350\t-0.174\t-0.713\t0.019\t2.092\t0.128\t-0.855\t-1.491\t-0.569\t-0.137\t-1.486\t-1.030\t-1.930\t0.735\t0.097\t1.049\t-1.798\t0.222\t-0.012\t-2.797\t-0.439\n1\t-0.364\t0.863\t0.419\t0.830\t-0.337\t0.129\t-0.104\t0.664\t0.261\t-0.383\t-2.560\t0.171\t-1.678\t0.689\t0.832\t-2.284\t0.300\t0.275\t0.376\t-1.232\t0.477\t-1.259\t0.690\t0.434\t-0.330\t0.425\t-0.947\t-0.559\n1\t0.819\t-1.384\t0.057\t1.624\t-0.540\t0.740\t1.337\t0.834\t-1.146\t-0.396\t0.837\t1.505\t-1.262\t1.021\t-0.018\t-0.727\t-0.333\t-1.456\t1.112\t-0.281\t-0.537\t1.025\t0.116\t0.450\t1.312\t0.742\t0.023\t-0.070\n1\t-0.427\t0.527\t-1.923\t0.587\t-0.925\t-0.570\t0.918\t0.337\t0.542\t0.971\t-0.278\t-0.995\t0.260\t0.827\t0.066\t1.323\t-0.325\t-0.207\t-1.140\t-0.945\t0.214\t-1.279\t-0.058\t-0.039\t0.585\t0.960\t0.498\t2.166\n0\t0.071\t0.950\t-0.599\t-0.129\t-1.370\t0.776\t1.070\t0.603\t-0.234\t-0.044\t0.147\t1.095\t1.036\t-1.435\t-0.878\t0.434\t-1.338\t0.919\t-0.275\t0.707\t0.034\t-0.099\t-1.087\t-0.547\t-0.115\t-0.148\t0.724\t-0.643\n2\t1.122\t0.441\t0.812\t-1.892\t0.728\t0.940\t-2.240\t0.765\t-1.424\t-1.970\t1.326\t-1.007\t-0.716\t0.990\t-0.305\t-0.180\t-0.202\t0.348\t-0.226\t0.114\t-0.504\t0.352\t0.314\t1.898\t-0.381\t-0.184\t0.239\t0.964\n0\t1.986\t0.823\t1.434\t-0.322\t0.230\t-1.072\t-0.278\t-0.552\t0.489\t-0.707\t-0.837\t0.396\t-0.054\t-0.701\t-0.847\t-0.701\t0.815\t0.418\t-0.755\t-0.715\t-1.147\t-0.393\t0.123\t-0.879\t2.187\t0.624\t-0.032\t0.085\n4\t0.988\t-0.114\t1.718\t-1.401\t-0.491\t-0.357\t0.651\t0.767\t-0.312\t2.479\t-0.420\t-2.572\t0.781\t-0.564\t1.251\t-1.966\t-1.068\t0.417\t-0.079\t0.151\t-1.372\t-0.758\t-0.456\t0.607\t2.398\t1.852\t1.669\t0.131\n0\t0.224\t0.507\t-0.258\t-1.216\t0.156\t0.173\t-0.161\t0.646\t1.469\t-0.362\t0.662\t1.193\t0.358\t1.060\t-1.057\t-0.073\t-0.079\t-0.725\t0.269\t0.853\t0.077\t-0.839\t1.315\t-0.088\t-1.170\t-0.290\t-0.943\t0.182\n0\t-0.434\t0.829\t0.633\t0.162\t-0.600\t-0.391\t-0.132\t-0.895\t-0.111\t-0.947\t0.366\t0.478\t1.117\t0.260\t0.229\t-0.836\t-0.048\t-1.023\t-1.704\t-0.265\t-0.504\t0.611\t-0.962\t2.813\t-0.480\t-0.070\t-0.567\t0.778\n2\t0.031\t-0.476\t-1.187\t0.323\t0.362\t0.610\t0.377\t0.735\t0.335\t2.023\t1.473\t0.237\t-1.726\t1.870\t-0.267\t0.626\t0.472\t-0.117\t-0.480\t-0.345\t-2.681\t-1.168\t-0.491\t0.050\t0.592\t-0.575\t0.682\t-0.229\n1\t0.411\t0.241\t0.642\t-0.996\t-0.680\t0.576\t1.233\t-2.265\t-0.297\t0.461\t0.665\t0.494\t-0.119\t-2.112\t-1.516\t0.791\t-1.444\t1.042\t-0.303\t-0.226\t-0.450\t0.607\t-0.761\t-0.979\t0.914\t-0.382\t0.305\t0.855\n0\t0.005\t-0.270\t-0.013\t1.160\t-0.632\t-0.420\t0.718\t-0.312\t-1.065\t-0.044\t-0.934\t0.083\t-0.359\t-0.117\t-0.620\t0.805\t0.280\t-0.124\t-0.620\t-0.430\t-0.369\t-0.306\t0.678\t-0.837\t-0.140\t-0.114\t0.849\t1.004\n1\t-1.329\t1.393\t1.026\t-0.634\t-0.078\t-2.203\t-0.701\t-0.211\t0.309\t-0.116\t0.139\t-0.968\t0.324\t1.683\t0.439\t0.034\t-0.741\t-0.357\t-1.312\t-1.446\t-0.070\t0.554\t-0.856\t1.196\t-0.561\t-0.090\t0.945\t-0.313\n2\t-0.505\t1.032\t0.261\t-0.900\t0.938\t0.601\t0.896\t-0.182\t0.601\t1.920\t0.171\t-0.399\t1.544\t0.667\t-0.450\t1.735\t-1.203\t0.529\t1.146\t1.072\t-0.900\t-1.241\t0.230\t0.705\t-1.078\t0.302\t-1.457\t1.061\n3\t1.446\t-0.224\t1.007\t-0.373\t0.470\t-0.352\t-2.403\t-0.178\t1.760\t-0.597\t0.765\t-1.230\t-0.184\t0.024\t-0.314\t-0.564\t-1.109\t0.879\t-0.014\t-1.895\t-2.093\t0.961\t0.083\t-0.653\t1.389\t-0.393\t0.143\t1.071\n0\t0.189\t1.485\t0.608\t-0.434\t-0.277\t0.243\t0.895\t-0.332\t0.172\t0.126\t0.219\t-1.336\t-1.470\t-0.125\t-1.728\t0.014\t0.574\t0.868\t-1.152\t0.234\t-0.031\t0.315\t-0.303\t-0.636\t0.667\t-0.961\t0.910\t1.150\n1\t0.216\t-0.533\t0.096\t0.264\t-1.240\t0.146\t1.389\t1.565\t0.853\t0.258\t0.925\t0.706\t-1.124\t-0.914\t0.635\t-0.669\t-1.025\t1.289\t0.063\t-0.065\t-1.203\t-0.449\t-0.343\t-0.905\t-1.215\t1.748\t1.409\t-0.105\n4\t1.164\t1.125\t-1.098\t-0.619\t-0.555\t0.062\t-0.134\t1.292\t1.534\t1.803\t2.159\t-1.580\t-0.189\t-0.694\t-0.898\t1.409\t0.421\t-1.589\t2.594\t-1.815\t-0.354\t0.088\t-1.131\t0.550\t-0.618\t0.823\t0.399\t-2.504\n3\t0.385\t0.349\t-0.270\t1.450\t-2.010\t-0.587\t0.689\t1.408\t0.197\t1.497\t1.711\t-0.357\t-0.843\t-0.863\t-1.426\t-1.229\t-0.947\t-1.166\t1.025\t-0.446\t-1.388\t-0.389\t0.250\t-0.261\t-0.217\t-1.829\t0.910\t-0.352\n4\t-1.915\t1.962\t1.191\t-0.363\t1.486\t1.475\t-1.275\t-1.717\t-0.431\t0.069\t-2.039\t-1.465\t0.662\t0.720\t1.139\t-1.639\t-1.240\t0.694\t-0.475\t0.079\t0.338\t0.440\t0.618\t-1.570\t-0.989\t0.798\t-0.480\t2.422\n2\t-0.056\t0.479\t-0.795\t0.135\t0.351\t-0.954\t0.504\t0.359\t-0.799\t-1.188\t-0.812\t0.135\t-0.076\t1.394\t-0.367\t-0.889\t0.657\t-0.980\t-0.791\t-0.778\t-2.997\t0.567\t0.940\t0.917\t1.885\t1.507\t-0.334\t1.109\n4\t-1.195\t-0.763\t-0.211\t0.183\t0.408\t0.269\t1.023\t-1.352\t0.209\t-1.982\t-0.648\t-1.631\t1.064\t1.680\t-0.049\t-0.642\t-0.327\t-0.817\t0.427\t-1.678\t0.939\t-1.620\t-2.615\t-1.190\t-0.581\t0.480\t1.084\t1.279\n3\t-0.888\t-1.139\t0.767\t-0.693\t0.561\t-1.808\t0.657\t0.615\t0.617\t1.743\t-0.367\t-1.254\t-0.420\t-0.555\t-0.097\t-1.076\t1.696\t-0.542\t1.113\t0.154\t-1.195\t-2.574\t-0.433\t-0.911\t-0.857\t1.389\t0.048\t0.206\n3\t-0.056\t1.018\t-2.046\t-0.139\t-2.086\t0.161\t-0.236\t1.361\t0.712\t-0.526\t-0.406\t0.381\t-0.573\t-0.032\t1.317\t-0.829\t-0.448\t-0.307\t3.158\t0.608\t1.132\t0.768\t0.835\t0.474\t0.365\t-1.451\t0.358\t-0.108\n3\t-0.696\t0.058\t-2.743\t0.293\t0.067\t1.091\t0.374\t0.542\t-0.701\t-1.757\t-0.016\t-1.538\t0.057\t0.484\t-0.107\t-0.979\t1.731\t-0.290\t1.002\t1.545\t1.290\t0.676\t1.745\t0.359\t1.007\t0.212\t-0.851\t0.184\n2\t-1.141\t0.445\t0.675\t0.721\t-0.945\t-0.259\t0.305\t-0.198\t2.043\t-0.128\t-0.919\t-0.114\t-1.524\t0.096\t-0.925\t-0.830\t0.675\t-1.814\t-0.323\t1.251\t-1.078\t-0.046\t1.928\t1.218\t-0.413\t-0.817\t0.623\t-0.349\n0\t0.769\t0.312\t0.542\t-0.731\t-0.487\t0.011\t0.076\t0.606\t0.381\t-0.740\t-0.808\t0.062\t-0.084\t-2.629\t0.130\t0.416\t0.731\t0.247\t-0.059\t-0.268\t2.206\t-0.538\t-0.122\t-0.467\t-1.103\t0.595\t-1.094\t0.203\n4\t-0.079\t-0.990\t-0.121\t0.582\t-0.387\t-0.670\t-0.056\t-1.320\t-3.064\t-0.379\t0.501\t-3.058\t-0.444\t1.950\t-1.192\t-1.199\t1.847\t-1.378\t-0.302\t0.021\t-0.048\t0.205\t0.471\t-0.469\t0.342\t0.649\t-0.562\t1.350\n2\t0.782\t-1.138\t-0.261\t-0.753\t0.800\t-0.471\t2.201\t0.218\t1.182\t-1.015\t0.012\t0.616\t-1.033\t0.020\t1.052\t-0.327\t-0.852\t1.803\t-1.172\t0.156\t-0.708\t-0.937\t0.742\t-0.206\t0.406\t-2.255\t0.503\t-0.721\n0\t-0.597\t0.316\t0.182\t0.463\t-1.792\t-0.154\t0.549\t0.748\t0.814\t0.251\t-0.379\t0.501\t-0.300\t0.901\t0.427\t-0.062\t-0.769\t1.119\t0.559\t2.103\t0.526\t0.610\t-1.465\t0.310\t-0.317\t0.826\t0.335\t0.985\n4\t1.344\t-2.121\t1.685\t1.357\t0.712\t2.010\t2.049\t1.585\t0.038\t0.006\t0.968\t-0.685\t-0.192\t-1.598\t-0.523\t0.219\t-0.151\t0.433\t2.373\t0.273\t-0.718\t-0.948\t1.304\t-0.826\t0.604\t0.752\t0.793\t-0.963\n2\t-1.266\t0.319\t0.151\t0.453\t1.138\t-0.035\t-0.133\t0.468\t-1.020\t0.042\t-0.102\t0.877\t-0.459\t0.091\t-0.156\t-2.487\t-0.528\t-0.008\t-0.891\t-0.122\t1.339\t0.963\t-1.866\t0.760\t0.562\t-0.093\t-2.345\t0.783\n4\t0.054\t-0.074\t0.595\t1.990\t0.600\t1.039\t-1.573\t-0.180\t-1.214\t0.015\t1.427\t-1.292\t1.737\t-0.005\t0.893\t1.029\t1.996\t0.581\t-0.872\t1.012\t-2.671\t-0.907\t-0.581\t-2.104\t1.684\t1.329\t0.451\t0.980\n1\t-0.470\t-1.448\t1.559\t0.393\t1.127\t-1.152\t0.850\t0.325\t-0.356\t1.529\t-0.068\t-0.151\t0.178\t-0.488\t-0.425\t-0.557\t-0.335\t-0.327\t0.544\t-0.756\t-0.103\t-0.843\t1.995\t1.540\t1.234\t-0.324\t-1.147\t-0.035\n1\t0.750\t0.279\t-0.951\t0.319\t-0.992\t-0.633\t0.189\t0.297\t-1.189\t1.054\t0.572\t-0.705\t-1.538\t-0.145\t-0.446\t0.113\t-0.363\t-2.007\t-0.388\t-0.306\t0.634\t-0.698\t1.679\t-1.912\t1.311\t-0.224\t0.860\t0.080\n0\t0.115\t-0.710\t0.925\t0.029\t-0.582\t0.257\t1.551\t-0.457\t0.266\t0.756\t-0.090\t-0.209\t-1.278\t0.889\t-0.901\t0.586\t0.503\t-0.273\t0.571\t1.092\t2.172\t-0.571\t-1.287\t0.335\t-0.133\t-0.397\t-0.754\t0.082\n1\t1.562\t1.041\t-0.009\t-1.485\t0.304\t0.172\t0.584\t-0.043\t1.340\t0.299\t-0.622\t-0.050\t-1.006\t-0.583\t-1.155\t-1.026\t1.218\t-0.335\t0.034\t1.337\t-0.175\t-1.713\t0.767\t0.444\t1.262\t-0.897\t-1.470\t-0.513\n1\t0.154\t-0.284\t0.049\t-1.742\t-0.359\t0.996\t0.199\t-1.438\t-0.350\t0.312\t-0.651\t0.541\t1.544\t-0.610\t0.670\t-0.886\t0.160\t0.493\t-1.250\t0.714\t-1.151\t0.629\t0.503\t-0.835\t-1.041\t0.642\t-2.088\t0.477\n0\t0.378\t1.125\t-1.685\t0.354\t0.210\t-1.417\t-0.266\t0.394\t0.050\t-0.025\t-0.014\t-0.465\t2.006\t0.328\t0.310\t-1.327\t-0.316\t-0.529\t-0.031\t-0.322\t-0.617\t-0.228\t-1.083\t0.595\t0.805\t0.498\t0.856\t0.786\n2\t-0.005\t-1.273\t0.762\t0.605\t-0.105\t1.763\t-0.437\t-1.730\t1.902\t1.011\t0.626\t-0.339\t0.342\t-1.260\t-0.225\t-0.904\t0.262\t0.923\t-1.048\t0.725\t0.200\t0.684\t-0.242\t0.704\t-0.696\t-1.682\t-1.454\t-0.503\n3\t0.066\t1.426\t1.743\t0.627\t1.478\t0.361\t-1.574\t1.276\t0.079\t-1.247\t-1.361\t-0.389\t-0.204\t0.425\t0.220\t1.041\t1.105\t1.372\t0.014\t-1.126\t-0.698\t-1.628\t-1.642\t-0.215\t-1.136\t1.312\t1.115\t0.248\n2\t-0.072\t0.702\t0.301\t-0.688\t-0.145\t0.930\t0.683\t-0.553\t-0.617\t-1.716\t-0.429\t-1.736\t2.067\t-0.855\t1.109\t1.818\t0.216\t-0.100\t-1.322\t-0.505\t1.604\t0.351\t0.028\t1.312\t0.696\t-0.148\t0.216\t-0.768\n1\t-0.857\t1.220\t0.716\t-0.022\t1.493\t0.499\t0.224\t-1.785\t1.292\t-1.553\t0.175\t0.307\t-0.508\t-1.091\t0.131\t0.618\t-0.675\t-0.575\t-1.140\t-1.635\t-0.151\t-0.735\t0.664\t0.672\t0.597\t-0.714\t0.950\t-0.957\n1\t-0.387\t1.432\t-1.090\t2.138\t0.420\t-1.296\t-1.036\t0.832\t0.738\t0.430\t0.116\t-0.104\t-0.779\t0.389\t1.618\t-0.030\t0.262\t1.026\t-0.521\t0.412\t0.800\t-0.734\t-1.299\t-0.226\t0.855\t-1.469\t0.242\t-0.186\n1\t-0.262\t-0.964\t-0.468\t-0.423\t-0.647\t-0.689\t1.122\t1.408\t0.392\t-0.647\t-0.584\t-2.073\t0.380\t-0.683\t1.471\t-1.378\t-0.592\t-0.096\t0.465\t1.803\t-1.370\t-0.302\t-1.428\t0.790\t-0.647\t-0.103\t-0.172\t0.116\n3\t0.050\t0.689\t-1.758\t0.307\t0.694\t0.099\t-0.958\t0.711\t-0.638\t1.705\t1.060\t0.254\t-0.265\t-1.454\t1.823\t-0.594\t1.657\t-2.208\t-0.071\t-0.572\t-0.977\t0.324\t1.635\t-0.398\t0.222\t-0.760\t-0.912\t-2.159\n4\t0.516\t0.533\t-2.021\t1.250\t-0.560\t-0.724\t-0.695\t1.230\t1.474\t0.472\t-0.481\t2.909\t-0.018\t-0.653\t1.025\t-0.121\t2.091\t-0.846\t-0.181\t1.533\t0.488\t-0.296\t-0.923\t-1.136\t-1.295\t0.972\t0.786\t0.521\n1\t0.348\t-1.223\t-0.334\t-0.092\t0.987\t-0.204\t-0.729\t0.335\t-0.658\t0.697\t-0.998\t-0.149\t0.331\t0.223\t-0.325\t0.463\t2.309\t0.039\t-0.626\t-0.841\t0.033\t-0.211\t1.213\t-2.190\t0.874\t0.781\t-1.531\t1.118\n1\t0.576\t-0.785\t0.056\t-1.664\t0.162\t0.203\t-0.432\t0.862\t1.029\t-0.959\t1.096\t0.061\t-0.785\t1.270\t0.100\t-1.022\t-0.669\t0.106\t0.438\t1.043\t0.400\t-1.191\t-0.571\t2.237\t1.930\t0.253\t0.756\t0.443\n1\t-1.075\t-0.824\t-0.179\t-0.596\t-0.143\t-0.273\t1.065\t-1.151\t-0.097\t1.775\t0.864\t-0.817\t1.132\t0.921\t-0.041\t0.765\t0.025\t0.210\t1.912\t0.866\t0.423\t0.289\t-1.795\t-0.526\t-1.549\t0.469\t1.214\t0.697\n3\t0.604\t-1.059\t0.619\t0.725\t0.489\t2.478\t0.726\t0.968\t1.876\t0.850\t-0.551\t1.243\t-0.401\t-0.983\t-0.897\t1.231\t0.620\t1.061\t0.625\t0.189\t0.318\t0.591\t-0.602\t-1.290\t-0.485\t0.544\t-0.648\t2.130\n4\t1.024\t-0.236\t-1.298\t1.401\t1.549\t1.998\t1.967\t-0.264\t-0.365\t-1.870\t-0.951\t0.363\t-1.547\t0.585\t0.442\t-0.762\t0.581\t0.654\t-1.085\t-0.474\t0.254\t-0.960\t-2.899\t0.214\t-0.862\t-1.627\t-1.052\t-1.518\n1\t-1.320\t1.101\t0.630\t-1.309\t-0.173\t-1.143\t0.837\t-1.018\t-0.934\t0.082\t2.071\t1.221\t-0.989\t-1.225\t-0.591\t-1.402\t0.787\t0.659\t0.914\t0.049\t0.120\t-1.066\t0.275\t1.264\t-0.430\t0.407\t0.068\t-0.533\n1\t-0.601\t-0.292\t-0.602\t1.852\t-0.013\t-1.058\t0.823\t-1.221\t0.209\t-1.960\t-1.328\t0.197\t0.738\t0.171\t-0.116\t-0.301\t-1.479\t-0.720\t-0.461\t1.057\t0.344\t-1.763\t0.324\t-0.385\t-0.677\t0.612\t1.031\t0.931\n2\t-0.974\t-0.975\t-0.660\t-0.239\t1.488\t0.278\t0.395\t0.234\t1.195\t0.055\t-0.378\t-0.300\t0.920\t2.237\t-0.278\t-0.106\t-0.250\t-0.478\t1.243\t0.840\t0.113\t0.954\t0.969\t-0.230\t-0.486\t-2.381\t1.658\t-0.830\n1\t0.832\t-0.015\t1.616\t1.460\t-1.463\t-0.154\t0.867\t-0.860\t0.203\t-1.269\t-0.642\t-0.391\t-1.587\t0.518\t0.264\t-1.440\t1.062\t0.058\t-1.379\t-0.339\t1.196\t0.566\t-0.378\t-0.378\t0.082\t1.025\t0.446\t0.455\n3\t0.999\t-0.181\t-0.714\t-0.000\t-0.573\t-2.734\t-0.147\t0.022\t-0.868\t-2.057\t0.041\t0.095\t-0.864\t1.960\t-0.038\t-0.859\t1.164\t-0.990\t0.944\t0.704\t-1.139\t1.387\t-0.290\t-0.506\t-0.728\t-1.257\t0.383\t0.237\n2\t0.522\t-0.608\t-1.698\t-0.088\t-0.169\t1.620\t0.296\t0.562\t-0.412\t-0.596\t-0.835\t-1.260\t0.726\t0.307\t1.477\t0.550\t0.243\t-1.981\t1.908\t0.039\t-2.084\t0.226\t-0.811\t-0.847\t0.267\t-0.587\t1.027\t-0.115\n4\t-1.209\t-0.284\t0.795\t-0.980\t-2.154\t0.530\t-0.942\t-0.639\t0.131\t0.077\t1.022\t-0.242\t0.068\t-1.693\t0.628\t-0.691\t3.231\t-0.214\t0.424\t0.638\t-0.089\t0.437\t2.255\t-0.754\t-2.243\t-1.303\t0.997\t-0.479\n4\t1.064\t-0.121\t-1.621\t1.022\t-1.776\t-1.546\t-0.178\t0.252\t0.422\t-0.066\t1.760\t0.065\t1.035\t0.787\t-1.293\t-0.170\t2.123\t-0.504\t-0.675\t0.171\t-0.469\t-0.794\t-0.483\t1.432\t-0.137\t-1.328\t-1.512\t2.207\n2\t2.133\t1.161\t-1.261\t0.333\t0.323\t-1.068\t1.203\t1.202\t-1.327\t0.522\t-0.667\t-0.285\t-0.345\t-0.325\t1.221\t0.915\t1.064\t0.425\t-0.284\t1.256\t1.073\t-1.727\t1.039\t-0.011\t0.087\t-0.790\t-0.784\t1.278\n4\t2.333\t1.296\t0.013\t0.867\t-1.637\t2.523\t-0.590\t-0.120\t-1.856\t0.486\t-1.106\t0.102\t-0.544\t-1.078\t-0.804\t0.226\t-1.281\t-0.749\t0.663\t2.602\t0.478\t-0.917\t-0.367\t0.032\t-0.349\t0.903\t0.217\t0.908\n2\t-0.143\t-0.095\t1.612\t0.890\t0.791\t-1.578\t-0.656\t1.189\t-1.171\t0.084\t-1.065\t-0.965\t1.681\t0.719\t0.983\t0.784\t-0.139\t-0.692\t-0.402\t-0.192\t1.776\t-1.336\t-0.554\t-0.913\t1.057\t1.854\t0.309\t0.391\n4\t-0.081\t-1.034\t-0.612\t-0.061\t-0.678\t0.278\t-1.537\t1.604\t-2.389\t-1.359\t-0.358\t-1.986\t-1.394\t1.752\t0.091\t-1.286\t-0.523\t0.222\t-1.908\t-2.336\t0.546\t-0.399\t-0.113\t-0.209\t0.387\t-0.274\t-0.014\t-0.465\n1\t-0.858\t-0.385\t0.556\t2.054\t0.605\t0.473\t0.531\t-1.073\t0.116\t-0.030\t0.322\t0.117\t0.380\t-0.311\t0.059\t-1.228\t-0.320\t1.391\t0.319\t-0.021\t1.896\t-1.361\t-1.109\t1.713\t0.046\t-0.243\t-1.199\t0.448\n3\t0.185\t-2.108\t-1.517\t0.070\t-0.625\t-0.142\t1.642\t0.091\t-1.540\t0.833\t-0.206\t1.436\t0.166\t0.676\t0.780\t-0.340\t-1.447\t1.550\t0.732\t0.435\t-0.698\t-1.082\t-0.283\t1.178\t0.886\t-1.825\t0.794\t-1.246\n1\t1.049\t0.116\t1.387\t-0.129\t0.245\t0.751\t0.199\t0.527\t0.284\t-1.414\t0.766\t1.178\t-0.130\t-0.205\t0.293\t1.946\t-0.285\t0.622\t-0.175\t0.598\t-1.276\t1.796\t0.367\t-0.279\t-0.252\t0.278\t2.003\t1.547\n1\t-1.034\t-0.968\t0.555\t1.483\t1.041\t1.458\t0.784\t-0.034\t-0.526\t0.577\t-1.680\t-0.605\t-0.788\t1.244\t-1.378\t0.930\t0.387\t0.400\t-0.468\t-1.463\t0.500\t0.886\t0.497\t-0.144\t-1.138\t-0.623\t0.450\t-0.790\n2\t-1.957\t-0.557\t-0.476\t0.906\t0.197\t-0.418\t-1.478\t2.285\t-0.450\t-0.949\t-0.414\t0.011\t0.127\t-0.937\t-1.232\t-1.183\t-1.478\t-0.169\t-0.428\t-0.392\t0.671\t-0.286\t-2.661\t-0.610\t0.346\t0.067\t-0.209\t-0.247\n4\t0.781\t1.516\t-0.766\t-1.685\t0.683\t2.052\t0.134\t-1.073\t0.458\t-1.618\t0.135\t-1.890\t-0.605\t2.248\t-1.272\t0.471\t0.642\t-0.999\t1.635\t-0.551\t0.041\t-0.059\t0.762\t2.526\t-0.886\t0.367\t1.215\t-1.033\n4\t0.030\t-1.878\t-0.719\t0.930\t-0.993\t-0.100\t-0.687\t0.217\t-0.498\t0.635\t1.976\t-0.628\t1.424\t1.162\t-0.233\t0.338\t-0.007\t-1.515\t0.364\t1.230\t-1.315\t2.733\t0.021\t0.954\t-2.040\t0.706\t1.755\t-0.235\n4\t-0.901\t0.972\t-1.032\t0.504\t0.576\t0.055\t-0.495\t0.141\t0.267\t1.790\t-0.872\t-0.556\t0.285\t-0.256\t-0.100\t1.070\t-2.820\t-0.598\t-1.742\t-1.196\t2.405\t0.598\t0.952\t-0.081\t0.759\t-1.767\t1.038\t-0.820\n3\t1.160\t0.557\t-0.013\t0.030\t0.755\t-0.261\t1.621\t0.812\t0.781\t-0.449\t0.414\t-0.754\t2.254\t1.497\t-0.040\t-0.326\t1.175\t1.502\t-0.451\t0.130\t0.639\t0.303\t1.076\t2.679\t0.491\t1.444\t-0.793\t1.242\n2\t-0.905\t0.824\t0.166\t-1.091\t0.155\t-1.000\t-0.364\t0.181\t1.065\t1.479\t0.558\t-0.905\t-0.448\t1.863\t-1.966\t-1.585\t0.864\t-0.432\t1.258\t-0.830\t-0.123\t0.804\t-0.616\t-0.982\t-1.559\t-0.705\t1.104\t0.250\n4\t1.193\t-1.494\t-0.018\t-0.700\t-0.569\t0.961\t1.367\t-1.331\t-0.176\t-0.652\t0.668\t1.112\t2.266\t1.197\t1.146\t-1.001\t-0.676\t0.056\t2.568\t0.076\t1.431\t-0.419\t-0.024\t-0.021\t-0.493\t0.687\t-1.294\t-1.828\n0\t0.251\t-0.327\t1.061\t0.598\t0.600\t-0.270\t-0.895\t-1.010\t0.103\t0.008\t0.483\t-0.425\t1.280\t-1.326\t0.418\t-0.909\t-0.243\t-0.921\t-0.368\t-1.070\t-1.001\t0.964\t-1.389\t0.650\t0.852\t0.730\t-0.027\t-1.092\n2\t-0.803\t1.300\t-0.754\t1.424\t-0.251\t0.432\t-0.866\t-1.600\t0.345\t-0.120\t-1.592\t0.588\t-0.776\t-2.118\t-0.811\t1.761\t0.735\t0.497\t0.778\t-0.734\t-1.676\t-0.487\t0.405\t0.097\t-0.301\t0.283\t0.738\t-0.589\n1\t1.476\t1.572\t1.277\t0.235\t-0.338\t1.276\t-0.791\t0.271\t-0.044\t-0.891\t0.278\t0.742\t-0.931\t0.460\t-2.229\t-1.049\t-0.457\t0.357\t0.869\t0.083\t0.567\t-0.161\t0.405\t0.352\t-0.509\t-0.355\t0.600\t1.812\n2\t0.274\t-0.601\t1.069\t-0.208\t-0.788\t0.226\t1.964\t0.335\t-0.363\t-1.527\t-0.219\t0.235\t-0.388\t-1.665\t-0.851\t1.455\t1.434\t-0.887\t0.673\t-1.179\t1.404\t0.245\t0.950\t-1.715\t0.678\t-0.008\t0.852\t0.915\n4\t1.087\t-0.571\t0.369\t0.554\t0.170\t-0.006\t1.817\t-0.340\t-0.063\t-0.417\t0.385\t-1.590\t1.087\t-1.316\t0.430\t-0.583\t1.612\t0.293\t-2.374\t-0.227\t0.434\t-0.296\t-1.020\t-2.636\t1.935\t2.659\t-1.041\t0.248\n0\t-1.004\t-0.409\t0.210\t-0.632\t0.577\t0.720\t0.536\t1.025\t-0.905\t0.933\t-0.696\t-0.941\t0.532\t1.216\t0.488\t0.021\t0.310\t0.136\t-1.126\t-1.243\t-0.079\t0.080\t0.011\t0.676\t-0.215\t0.563\t-0.145\t1.823\n2\t0.600\t0.545\t0.617\t-0.835\t-1.237\t-0.009\t-0.861\t0.867\t-1.038\t-1.242\t0.946\t0.159\t-0.145\t0.911\t-1.299\t-0.527\t0.690\t0.799\t0.088\t-1.151\t0.830\t-1.000\t-0.837\t-0.168\t-1.377\t-2.821\t0.881\t-0.253\n2\t0.765\t1.606\t0.228\t-0.034\t-0.258\t-1.745\t-1.250\t-1.622\t-0.539\t-0.393\t1.728\t0.100\t0.153\t-0.751\t-0.142\t-2.207\t0.640\t-0.412\t-1.217\t-0.171\t0.667\t0.772\t1.797\t-0.122\t-1.141\t0.347\t0.978\t0.492\n3\t0.075\t1.722\t-1.775\t-1.660\t1.521\t0.328\t-0.019\t0.907\t1.758\t0.272\t-0.011\t-1.886\t-0.891\t-1.857\t0.032\t1.419\t-0.418\t0.455\t0.875\t0.395\t-0.089\t-1.362\t0.714\t1.194\t0.028\t-0.337\t0.813\t0.347\n1\t1.243\t0.018\t0.150\t-1.165\t1.321\t-0.988\t0.845\t1.352\t0.048\t0.968\t1.848\t0.268\t-0.175\t-0.067\t-0.743\t-0.766\t0.442\t-0.164\t0.328\t-1.490\t-0.093\t1.030\t-1.119\t0.017\t-1.855\t-1.305\t0.808\t-0.309\n3\t0.467\t-1.210\t1.406\t0.066\t0.276\t0.117\t0.210\t1.647\t1.240\t1.604\t-0.195\t-2.125\t0.747\t-1.116\t-0.362\t-0.062\t0.002\t0.644\t-0.923\t0.627\t-0.190\t2.602\t-1.590\t0.127\t0.615\t-0.411\t-0.574\t1.325\n1\t-0.385\t0.448\t1.702\t-1.321\t-0.457\t-0.853\t-0.741\t1.223\t-0.158\t0.723\t-0.667\t-0.645\t-1.018\t1.445\t0.775\t-1.051\t1.142\t-0.260\t0.453\t0.047\t-1.437\t-0.828\t1.354\t0.939\t-1.022\t0.208\t-0.215\t1.142\n0\t-0.340\t-0.407\t0.200\t0.346\t0.307\t0.365\t-0.179\t-0.199\t-1.449\t-0.689\t0.183\t-0.446\t-0.820\t2.831\t0.711\t0.631\t-1.061\t-0.292\t-1.013\t-0.357\t0.121\t0.350\t0.379\t-0.110\t-0.368\t-0.548\t0.014\t0.188\n4\t-0.941\t-1.061\t-0.087\t-1.636\t2.013\t-0.938\t0.878\t0.599\t2.153\t-0.858\t0.714\t-1.022\t-0.262\t-2.318\t-0.025\t-1.074\t-2.683\t-0.813\t-0.154\t-0.029\t-0.208\t-0.293\t1.583\t-1.249\t0.192\t-0.263\t-0.976\t-0.113\n1\t-0.921\t-0.383\t-0.371\t-2.061\t0.287\t1.405\t0.960\t-0.376\t1.055\t-1.734\t0.832\t-0.731\t0.968\t0.036\t-1.204\t0.247\t0.001\t0.238\t-0.802\t-1.171\t0.614\t-0.067\t0.573\t0.555\t0.708\t1.619\t0.199\t-0.997\n2\t0.073\t1.781\t-0.199\t0.340\t1.102\t-0.691\t1.100\t1.912\t-1.775\t1.137\t-1.483\t-0.775\t1.131\t0.322\t-0.459\t2.234\t-0.330\t1.096\t-0.306\t0.458\t0.492\t0.080\t-1.419\t0.277\t-0.580\t-0.458\t0.593\t0.525\n1\t0.431\t-0.469\t0.164\t0.377\t0.593\t-1.009\t-0.951\t-1.014\t-0.516\t-2.983\t0.881\t0.672\t-1.240\t-0.336\t0.586\t0.685\t-0.080\t1.531\t0.886\t0.685\t1.313\t-0.568\t-1.055\t-0.552\t-0.929\t0.153\t-0.611\t0.225\n4\t-1.104\t-1.039\t-0.904\t-0.713\t-1.399\t0.606\t-0.189\t0.534\t-2.297\t1.072\t-0.082\t0.500\t1.521\t0.368\t2.112\t-1.880\t-0.318\t-1.803\t0.314\t0.077\t-1.092\t2.174\t-0.359\t-2.206\t0.680\t0.696\t-0.479\t0.788\n3\t1.876\t-0.186\t0.406\t1.712\t0.347\t0.343\t0.223\t0.839\t-0.058\t1.584\t0.097\t0.962\t-1.208\t-2.036\t-0.230\t-0.900\t-0.193\t1.404\t-0.419\t0.941\t1.726\t0.219\t-0.352\t0.203\t0.244\t-1.959\t0.045\t-1.518\n0\t0.786\t0.425\t-0.967\t-0.048\t-0.004\t-1.158\t1.503\t0.877\t-0.221\t0.027\t0.208\t-2.042\t-0.247\t-0.682\t-1.002\t-0.281\t1.798\t0.641\t-0.571\t0.573\t1.399\t0.925\t0.060\t-0.647\t0.698\t0.393\t0.895\t0.635\n4\t1.193\t-1.079\t-2.078\t-2.444\t0.013\t1.886\t0.110\t0.750\t-0.755\t-1.902\t-0.908\t-1.105\t0.844\t-0.133\t0.045\t1.118\t-1.807\t0.074\t-0.301\t0.164\t2.651\t0.151\t0.749\t-0.675\t-0.009\t0.407\t0.804\t0.897\n3\t-0.230\t0.940\t-0.264\t-0.039\t0.396\t1.213\t-0.559\t0.951\t0.544\t-0.588\t-2.344\t-1.494\t0.183\t0.496\t1.884\t0.519\t-0.400\t-2.184\t0.642\t-0.703\t0.547\t-1.356\t0.684\t1.764\t0.694\t-0.258\t-0.080\t1.484\n4\t-0.462\t0.318\t-0.967\t-1.578\t-1.221\t-0.416\t-1.001\t2.223\t1.982\t1.166\t0.376\t0.378\t1.322\t0.131\t-0.823\t2.123\t0.575\t1.453\t1.812\t-1.772\t-0.864\t-0.203\t0.501\t0.917\t-0.063\t1.293\t0.609\t0.597\n4\t2.480\t0.157\t0.549\t-0.218\t0.845\t-1.298\t-1.746\t-0.030\t2.054\t1.208\t-0.808\t0.516\t-0.636\t0.426\t0.504\t0.926\t-1.566\t-1.266\t-0.076\t-1.032\t-1.110\t0.272\t-0.916\t2.258\t-0.533\t-0.270\t0.298\t-1.508\n3\t-0.102\t1.803\t0.853\t-1.487\t-1.658\t1.054\t0.095\t-1.963\t-1.120\t-1.301\t-0.767\t-0.865\t1.487\t-1.454\t-1.257\t-0.755\t0.333\t0.140\t-0.664\t-0.165\t0.719\t-1.143\t0.615\t0.591\t-1.588\t0.926\t0.594\t0.709\n3\t-0.337\t1.480\t-1.281\t-0.918\t-0.370\t0.693\t-1.058\t1.073\t-0.491\t-1.514\t-0.847\t-1.367\t-1.292\t1.927\t0.138\t1.062\t-0.411\t0.609\t-0.806\t1.712\t-0.253\t-0.845\t-1.276\t-1.146\t-1.274\t1.726\t-0.217\t-0.291\n0\t0.049\t0.006\t-0.771\t-0.623\t1.003\t-1.858\t-0.185\t-0.704\t0.192\t-0.528\t0.174\t-0.058\t0.035\t-0.106\t0.095\t0.206\t0.064\t-0.190\t1.010\t-0.930\t2.165\t-0.876\t-0.483\t-1.826\t-0.303\t0.881\t-0.961\t1.366\n4\t-0.759\t1.864\t1.366\t-0.341\t2.115\t-2.431\t0.868\t3.695\t-0.245\t0.888\t0.890\t-0.219\t0.566\t1.706\t-0.856\t0.520\t0.970\t-0.669\t0.129\t0.526\t-0.676\t1.501\t0.308\t-0.670\t-1.102\t-0.234\t-0.273\t0.437\n3\t1.173\t0.043\t0.171\t-0.400\t0.223\t0.767\t0.239\t1.132\t0.141\t0.838\t0.425\t-2.084\t-0.882\t-0.825\t-0.799\t-1.078\t1.132\t1.513\t-1.641\t0.792\t0.597\t2.224\t-0.077\t-1.546\t-1.550\t1.118\t-0.849\t0.720\n2\t-0.026\t-0.912\t-0.110\t0.756\t0.842\t0.479\t-0.531\t-1.770\t1.771\t0.432\t-0.309\t-1.248\t0.323\t1.921\t-0.783\t1.136\t0.918\t-0.559\t-1.337\t-0.027\t0.600\t0.845\t-1.623\t1.474\t0.745\t-0.017\t0.794\t0.482\n3\t0.280\t-0.918\t-2.721\t-1.413\t-0.455\t0.490\t2.159\t-0.593\t-0.654\t0.337\t0.222\t0.256\t-0.256\t-1.981\t0.197\t-0.048\t-1.589\t0.581\t0.730\t0.558\t-0.407\t0.221\t-0.898\t-1.385\t-0.099\t-1.502\t-0.133\t-0.052\n1\t0.428\t0.998\t0.123\t-1.066\t-1.200\t-0.555\t-1.209\t1.576\t0.468\t1.445\t-0.289\t-0.765\t-0.703\t-0.462\t-0.494\t1.222\t0.914\t0.271\t-1.660\t0.295\t-0.311\t1.406\t0.895\t0.142\t-2.098\t-0.136\t-0.653\t0.405\n0\t1.226\t-0.056\t-0.156\t0.575\t-1.347\t0.607\t0.306\t0.197\t1.081\t-0.069\t0.040\t0.181\t-2.048\t1.048\t0.594\t0.540\t0.340\t1.359\t0.213\t-0.214\t-1.734\t-1.270\t-0.305\t0.100\t-0.590\t-0.230\t-0.904\t0.944\n1\t0.190\t0.902\t-0.666\t0.150\t0.009\t-0.837\t0.621\t0.481\t2.318\t1.067\t-1.545\t0.933\t-1.432\t1.474\t-0.295\t0.317\t1.314\t0.471\t0.813\t-0.648\t-0.932\t0.028\t0.659\t-0.101\t1.642\t0.568\t-0.304\t-0.155\n3\t-1.914\t-1.627\t0.967\t-0.524\t0.351\t-1.126\t1.633\t-0.621\t-0.204\t-0.029\t1.030\t0.986\t0.062\t1.642\t1.007\t-0.706\t-0.832\t-0.650\t-0.907\t-0.859\t-0.149\t-0.951\t-1.468\t-0.290\t0.722\t0.791\t2.478\t-1.041\n3\t1.088\t-0.444\t-1.069\t-0.755\t1.717\t-0.657\t-0.123\t-0.447\t-1.233\t-0.743\t-1.301\t0.956\t0.101\t2.483\t-0.709\t-0.859\t1.534\t1.058\t0.385\t-1.114\t1.745\t-0.072\t-0.431\t1.143\t-0.022\t-1.166\t0.040\t-0.781\n2\t1.451\t-0.434\t-0.443\t-0.421\t-0.696\t-0.725\t-1.725\t-1.552\t-0.193\t0.456\t-1.676\t0.182\t1.283\t-0.472\t-0.989\t-0.060\t0.519\t-0.559\t0.953\t0.469\t1.731\t-1.681\t-1.412\t-0.418\t-1.339\t1.574\t0.233\t-0.330\n4\t-0.274\t0.976\t0.844\t0.517\t0.502\t-0.792\t0.474\t-0.611\t0.582\t2.755\t-2.404\t0.736\t0.073\t-0.621\t0.749\t-1.262\t2.054\t1.061\t-0.555\t-1.928\t-0.625\t1.431\t1.921\t-0.237\t0.712\t-0.411\t-0.288\t-0.874\n0\t-0.462\t-0.457\t0.550\t-0.661\t0.396\t-0.380\t-1.018\t-0.059\t0.031\t0.682\t0.360\t1.082\t1.032\t-0.934\t0.713\t-0.030\t1.017\t-0.586\t-0.780\t-1.205\t0.734\t-0.445\t-0.452\t1.217\t0.249\t0.471\t-2.046\t0.707\n4\t0.775\t-0.578\t0.873\t0.575\t1.823\t1.679\t-1.543\t0.444\t-0.103\t-0.644\t1.198\t0.542\t-0.739\t0.020\t0.693\t0.521\t-2.413\t2.226\t-0.679\t-0.438\t0.380\t-0.722\t-0.261\t-1.905\t-1.295\t1.195\t-2.175\t-0.343\n4\t-0.638\t0.671\t0.711\t0.005\t-1.826\t1.715\t-0.213\t2.709\t0.653\t-0.210\t0.448\t-2.019\t1.026\t2.567\t-2.089\t-0.287\t-0.105\t0.875\t2.106\t0.383\t2.142\t0.170\t0.451\t0.328\t1.220\t-0.422\t0.818\t-1.231\n4\t-0.691\t0.524\t1.382\t-0.134\t0.096\t0.364\t-0.487\t2.194\t-0.925\t0.090\t0.106\t-2.188\t-0.842\t-1.352\t0.720\t-1.693\t0.942\t-1.180\t0.962\t-1.396\t0.424\t0.935\t0.573\t-1.221\t1.130\t0.546\t-2.358\t0.111\n0\t0.232\t0.658\t-0.738\t0.337\t-0.968\t1.176\t-1.290\t0.154\t-0.388\t-1.563\t-0.935\t0.450\t-0.897\t-0.669\t0.373\t0.915\t0.661\t-0.047\t0.218\t0.119\t-1.036\t0.279\t-1.045\t0.614\t0.135\t-2.164\t0.979\t-0.522\n0\t-1.271\t0.337\t1.509\t0.754\t0.453\t0.651\t0.139\t-0.731\t-0.400\t-0.682\t0.396\t1.274\t1.115\t-1.143\t-0.857\t-0.578\t0.204\t-0.888\t0.869\t-1.275\t0.792\t0.562\t-1.279\t-0.100\t-0.494\t-1.074\t0.661\t0.277\n2\t-1.294\t0.484\t-1.007\t-1.302\t0.828\t0.652\t-1.216\t-0.282\t1.138\t-0.211\t-0.122\t1.575\t0.556\t0.554\t-0.508\t-0.971\t0.689\t-1.087\t0.508\t0.598\t-0.714\t-0.955\t0.105\t-1.382\t2.246\t1.494\t1.330\t-0.024\n1\t-0.566\t-2.111\t-0.818\t-0.285\t-0.742\t0.497\t-0.422\t0.858\t0.865\t-1.004\t-0.730\t1.056\t0.284\t0.696\t0.699\t-0.681\t2.496\t0.985\t-0.424\t1.035\t-0.114\t0.121\t-0.620\t-0.887\t0.774\t-0.697\t-0.776\t-0.319\n4\t0.276\t-2.607\t-1.629\t-0.564\t-1.082\t1.072\t1.302\t0.054\t0.147\t-0.029\t-1.580\t-1.208\t-1.963\t-0.775\t1.162\t0.715\t-0.666\t-0.403\t-1.141\t0.610\t1.700\t1.768\t1.118\t-1.220\t-0.134\t0.001\t-1.508\t1.015\n0\t-0.046\t0.611\t0.235\t0.601\t1.012\t-0.648\t-1.155\t-0.038\t-0.330\t0.786\t-1.074\t1.020\t1.354\t0.000\t0.061\t-0.768\t-0.543\t-0.408\t1.443\t-0.072\t-1.322\t0.255\t0.826\t-0.025\t1.469\t0.778\t-1.049\t-0.551\n0\t2.151\t-0.563\t-1.781\t0.300\t-0.601\t-0.017\t0.884\t1.234\t-0.095\t0.342\t1.319\t-0.775\t-1.262\t0.494\t-1.026\t-0.434\t0.006\t0.206\t-0.288\t0.996\t-0.077\t-1.634\t0.229\t0.151\t-0.292\t-0.241\t-0.496\t-0.854\n0\t-0.044\t-0.052\t0.599\t-0.074\t-0.569\t1.284\t-0.350\t0.467\t-0.910\t0.950\t-0.218\t-0.004\t-1.553\t-0.465\t0.082\t1.923\t1.454\t-0.218\t-0.250\t-1.498\t1.376\t-0.188\t0.160\t-0.351\t0.340\t-0.545\t0.204\t-0.454\n3\t1.085\t0.373\t-0.987\t-1.078\t0.158\t-0.238\t0.205\t-1.646\t2.232\t-1.708\t-0.214\t-0.736\t-1.234\t0.627\t-0.201\t-1.153\t-0.457\t0.660\t0.978\t1.578\t0.330\t-0.508\t-0.630\t0.513\t1.320\t-1.974\t-0.019\t-1.267\n4\t1.287\t-0.289\t-0.760\t1.956\t-0.158\t-0.436\t1.104\t0.580\t1.191\t0.270\t1.316\t-0.486\t-0.702\t-1.114\t2.034\t-1.003\t-0.514\t0.367\t0.595\t1.430\t-0.802\t-2.225\t0.517\t2.329\t0.179\t-0.225\t1.702\t0.352\n1\t0.274\t-0.358\t-1.486\t-0.606\t-0.592\t-1.813\t0.635\t2.088\t-0.915\t0.153\t0.354\t-1.011\t1.246\t0.806\t1.658\t-0.457\t0.293\t0.770\t-0.384\t1.458\t0.070\t0.628\t-0.834\t-0.310\t0.081\t1.362\t0.220\t-0.365\n0\t0.519\t-0.940\t-0.319\t-0.053\t0.090\t0.429\t0.179\t0.042\t-0.435\t1.057\t0.348\t-0.112\t-0.390\t0.280\t0.030\t-1.524\t-0.991\t1.305\t0.370\t-0.640\t-0.373\t-0.862\t-0.525\t1.025\t-0.181\t0.833\t1.628\t-0.395\n1\t0.544\t-1.094\t-0.140\t-0.336\t0.256\t-1.119\t1.252\t0.916\t-0.363\t-0.216\t-0.136\t-0.778\t-0.443\t-0.270\t1.613\t0.947\t0.935\t0.370\t-1.117\t-0.041\t0.970\t-1.258\t0.637\t2.323\t1.062\t1.414\t0.218\t0.968\n3\t0.534\t-0.016\t0.233\t1.032\t-0.738\t-0.823\t-0.233\t-0.063\t0.642\t1.942\t-0.043\t0.036\t-0.652\t-0.773\t0.677\t0.039\t1.247\t1.138\t0.869\t-1.461\t0.683\t-0.935\t-1.884\t0.221\t1.358\t0.712\t-0.882\t2.796\n3\t-0.545\t0.371\t0.136\t-1.920\t-0.788\t0.909\t-0.688\t1.355\t-0.950\t1.747\t-0.340\t0.756\t0.705\t1.568\t0.220\t0.678\t-0.448\t-0.196\t-0.565\t-0.474\t-2.817\t-0.170\t-0.005\t-1.556\t0.964\t-0.783\t0.046\t0.778\n4\t1.401\t0.366\t-0.854\t1.767\t1.059\t-1.481\t-1.757\t-1.425\t-0.494\t0.902\t0.878\t0.341\t-0.140\t2.371\t0.034\t-0.087\t-0.508\t2.212\t0.721\t-1.034\t-1.153\t-1.680\t-0.097\t-1.498\t-1.168\t1.068\t0.891\t1.491\n1\t1.291\t1.117\t0.277\t0.595\t-0.957\t-0.078\t0.343\t-1.583\t0.429\t-0.959\t-0.850\t-0.529\t-0.031\t-1.328\t0.857\t0.177\t1.925\t0.300\t0.571\t-0.854\t-1.182\t0.619\t-1.093\t0.642\t1.707\t0.946\t0.570\t0.269\n0\t1.068\t-1.437\t0.328\t0.016\t1.955\t0.447\t-0.693\t1.042\t0.054\t0.534\t0.094\t-0.423\t0.367\t-0.295\t1.737\t-1.873\t0.187\t-1.062\t-0.327\t-0.794\t-0.077\t-1.050\t-0.091\t-0.301\t-0.163\t0.935\t-0.384\t0.412\n3\t2.479\t1.154\t1.025\t0.669\t1.041\t-2.354\t-0.131\t-0.686\t-1.571\t-1.463\t-0.163\t-1.406\t-0.224\t-0.452\t1.617\t0.648\t0.866\t-1.085\t1.281\t0.594\t-0.094\t-1.449\t0.392\t-0.306\t-0.678\t0.238\t-0.381\t-0.111\n1\t-0.133\t-1.619\t-0.480\t-0.764\t-0.191\t1.549\t0.759\t-0.518\t-0.242\t-0.786\t0.708\t-1.180\t0.946\t1.311\t-0.554\t-0.323\t0.417\t-1.261\t-0.331\t0.279\t-1.302\t-0.768\t-0.011\t-1.328\t1.827\t-0.802\t0.787\t-0.001\n3\t-0.962\t-0.224\t0.748\t-1.137\t-0.487\t0.518\t-2.078\t1.856\t1.045\t-1.538\t-2.104\t0.030\t-1.120\t0.961\t0.394\t0.123\t-0.570\t1.600\t0.753\t0.603\t1.200\t-1.019\t1.285\t-0.265\t0.335\t-0.156\t-1.878\t0.957\n0\t-0.240\t1.133\t-1.219\t0.117\t-0.327\t-0.037\t-0.436\t0.503\t-0.223\t0.657\t-0.368\t1.119\t0.013\t-1.207\t-0.856\t-1.158\t-1.101\t-1.313\t-1.086\t-0.005\t0.738\t-1.353\t-0.805\t0.803\t-0.158\t-1.711\t0.038\t0.362\n2\t-0.932\t-1.667\t-1.797\t-0.540\t-0.808\t-0.853\t0.983\t-0.732\t-1.966\t0.565\t1.336\t0.450\t-0.670\t0.172\t-0.803\t-0.972\t-0.198\t-0.057\t-0.203\t1.672\t0.043\t0.960\t2.232\t-0.474\t0.149\t0.817\t0.122\t-0.277\n4\t0.132\t-0.822\t1.014\t-0.460\t-0.465\t-2.136\t-0.744\t-0.992\t-2.077\t1.559\t-0.125\t-1.426\t-0.964\t-0.581\t-0.596\t0.801\t-0.269\t0.099\t-0.265\t1.163\t1.378\t-0.134\t-0.946\t-0.110\t-3.110\t0.314\t-1.359\t-0.221\n3\t0.786\t0.043\t2.444\t-0.143\t-0.603\t0.081\t0.346\t-2.218\t-0.154\t1.806\t0.354\t0.166\t0.494\t-0.698\t0.627\t1.370\t1.067\t-0.332\t-0.769\t-0.945\t-0.540\t0.930\t0.463\t-0.134\t-1.368\t1.596\t1.746\t1.539\n0\t0.114\t0.662\t1.586\t-1.238\t2.133\t-1.952\t-0.152\t0.588\t0.281\t-0.623\t-0.208\t-0.493\t-0.589\t0.850\t0.357\t-0.693\t0.900\t0.307\t0.813\t0.630\t-0.829\t-0.560\t0.747\t0.610\t-0.021\t0.117\t1.278\t-0.592\n1\t0.532\t-0.161\t1.578\t-1.294\t0.880\t-0.738\t1.038\t-0.368\t-0.519\t0.321\t-0.820\t-0.938\t1.033\t-0.762\t0.619\t-1.983\t0.248\t0.324\t0.551\t-0.479\t0.117\t0.391\t-2.778\t-0.205\t-0.341\t0.879\t-0.268\t-0.322\n1\t1.269\t-0.834\t-0.462\t-1.775\t0.825\t-0.898\t-0.205\t1.464\t-0.969\t1.168\t1.052\t-0.113\t-0.058\t-0.608\t-0.098\t-0.643\t1.628\t0.135\t1.014\t-0.697\t1.358\t0.875\t0.467\t0.608\t0.052\t0.743\t0.766\t0.597\n1\t-0.041\t-0.240\t1.451\t-1.560\t-1.929\t-0.775\t0.124\t1.942\t-0.285\t-1.118\t0.077\t0.671\t-1.085\t-0.785\t0.956\t-0.654\t-1.278\t0.330\t-0.344\t-0.320\t0.622\t0.633\t-0.898\t-1.228\t0.396\t0.314\t-0.807\t-0.869\n0\t-1.234\t1.660\t-0.661\t0.140\t0.959\t-0.091\t0.798\t0.665\t-0.625\t-1.162\t0.892\t0.469\t-0.555\t1.056\t-0.151\t0.296\t0.310\t-0.422\t-0.881\t1.421\t1.591\t-0.801\t-0.165\t0.695\t0.428\t1.585\t0.547\t0.272\n1\t0.548\t1.185\t-0.804\t-1.970\t0.487\t-1.478\t-0.248\t0.681\t1.249\t-1.614\t0.720\t-1.896\t-0.452\t0.164\t-1.067\t0.354\t-0.402\t-0.014\t0.055\t-0.022\t1.394\t-0.511\t-0.695\t1.459\t-0.425\t0.164\t0.843\t0.408\n4\t0.166\t-1.228\t0.172\t-0.498\t2.120\t-0.891\t-0.239\t-0.050\t1.493\t-0.407\t-2.025\t0.639\t-2.215\t1.463\t0.658\t-1.234\t0.121\t0.596\t-1.059\t1.494\t1.574\t-0.725\t0.389\t0.578\t-1.992\t-0.981\t0.121\t-0.718\n4\t0.773\t-0.709\t-2.257\t-1.909\t-2.220\t1.540\t0.614\t0.756\t0.981\t-0.575\t2.303\t0.335\t-0.073\t1.110\t0.667\t1.335\t1.394\t-0.353\t0.187\t-0.909\t-1.628\t0.837\t0.957\t-1.982\t-0.717\t0.056\t0.151\t2.045\n2\t-1.366\t-2.797\t-0.774\t0.237\t-1.221\t0.614\t-0.446\t0.992\t-1.074\t-0.058\t-1.208\t-1.909\t-0.263\t-1.200\t-0.059\t0.420\t-1.455\t0.830\t-1.204\t-0.715\t-0.666\t0.215\t0.567\t0.521\t-0.696\t0.531\t0.856\t-0.596\n1\t-0.535\t-0.012\t-1.212\t0.040\t0.190\t0.036\t-0.780\t1.128\t0.583\t-0.139\t-0.148\t-0.738\t-0.623\t1.457\t-0.358\t2.764\t-1.160\t0.369\t0.226\t0.036\t-1.592\t-1.371\t0.196\t-1.024\t1.209\t-0.224\t0.255\t-0.040\n3\t-0.123\t0.162\t0.074\t-0.032\t-0.473\t-0.665\t0.316\t0.053\t-0.692\t0.343\t-0.463\t1.555\t2.489\t1.389\t1.333\t0.814\t-0.210\t-1.899\t-1.025\t-0.677\t1.208\t0.256\t-0.660\t-1.845\t2.318\t0.533\t0.909\t-0.536\n2\t-0.139\t-0.344\t0.064\t1.846\t-1.204\t-0.041\t0.361\t-0.117\t0.995\t-1.736\t1.884\t-1.371\t-1.130\t-0.449\t-0.648\t0.425\t0.309\t0.114\t-1.418\t-0.139\t0.020\t1.232\t0.199\t0.383\t1.962\t-1.160\t-0.388\t-1.136\n2\t-0.210\t-0.709\t-0.361\t-1.529\t1.660\t-1.287\t-1.208\t1.795\t0.323\t-1.254\t-0.129\t-0.236\t-1.688\t-0.758\t-0.026\t1.266\t-0.189\t-0.114\t-0.815\t1.096\t0.902\t0.789\t0.112\t-1.599\t1.087\t0.057\t-0.309\t0.448\n3\t2.163\t1.215\t0.161\t0.011\t0.377\t1.573\t0.742\t1.771\t0.816\t0.198\t-0.780\t1.198\t-0.631\t1.889\t-1.290\t-1.312\t0.193\t0.235\t1.406\t1.161\t0.582\t0.360\t0.157\t0.545\t0.018\t-1.159\t-2.193\t0.006\n1\t-0.976\t-0.281\t-2.174\t-0.040\t-0.660\t0.322\t-0.265\t-1.015\t1.311\t0.083\t0.863\t0.184\t0.464\t-1.361\t1.278\t0.879\t-0.019\t0.288\t1.003\t-0.372\t-1.583\t-0.353\t0.152\t-0.032\t1.318\t-0.960\t-0.833\t-1.058\n4\t1.044\t1.603\t-0.219\t1.825\t0.877\t-1.232\t-1.261\t-0.577\t1.445\t-0.501\t-1.892\t-0.229\t-1.981\t-1.055\t-0.587\t0.150\t1.024\t0.694\t-1.179\t-0.372\t0.076\t-0.262\t-0.269\t-1.723\t-1.153\t-0.403\t-3.093\t0.641\n3\t1.359\t1.066\t1.068\t0.404\t1.123\t0.801\t-1.553\t0.315\t-0.851\t-0.854\t0.155\t-0.006\t-0.231\t-1.279\t-0.162\t-1.189\t0.310\t-0.032\t0.626\t-0.993\t1.183\t0.204\t3.384\t-0.857\t1.639\t-0.767\t1.038\t0.504\n3\t0.285\t-0.029\t1.370\t-0.113\t0.665\t-0.963\t0.085\t0.360\t-0.937\t0.235\t-1.100\t-2.203\t0.186\t1.000\t-2.110\t0.746\t1.106\t-2.025\t-0.116\t-1.246\t1.983\t0.078\t-1.691\t0.928\t-0.388\t0.025\t-1.069\t0.748\n4\t0.163\t1.495\t-1.313\t0.394\t-0.802\t-0.505\t-0.803\t-0.732\t2.722\t0.844\t1.102\t0.492\t-1.606\t0.395\t1.073\t-0.853\t0.965\t0.704\t1.852\t-0.418\t-1.098\t-0.362\t1.436\t-1.828\t-2.068\t0.089\t-0.443\t0.008\n4\t0.056\t0.223\t0.833\t-2.785\t-0.055\t-0.494\t0.348\t0.337\t0.256\t0.126\t-0.072\t0.122\t-1.851\t3.054\t0.652\t1.666\t0.005\t0.547\t-1.610\t1.668\t1.346\t-0.948\t-0.605\t-0.177\t0.401\t-0.217\t0.693\t0.244\n1\t-0.266\t1.300\t-0.217\t-0.006\t-1.845\t-0.460\t0.555\t-0.800\t-1.751\t-0.961\t1.264\t0.367\t0.892\t0.599\t2.490\t1.019\t-0.036\t-0.255\t0.483\t1.214\t-0.829\t0.452\t0.190\t0.316\t-0.304\t0.571\t1.309\t0.364\n0\t-0.018\t-1.173\t2.311\t0.153\t1.572\t0.817\t0.610\t0.611\t-0.555\t-0.590\t-0.100\t-0.163\t-2.452\t-0.016\t0.571\t-1.302\t-1.069\t0.065\t0.411\t-0.167\t0.346\t0.133\t-0.385\t-0.035\t-0.031\t0.023\t-0.149\t0.341\n4\t-1.417\t0.581\t-1.573\t0.152\t-0.447\t1.219\t-0.393\t1.107\t-0.514\t1.000\t2.060\t-1.068\t0.292\t2.749\t0.067\t0.062\t0.788\t0.041\t-1.707\t1.132\t-2.003\t-0.417\t1.207\t-0.357\t-0.694\t0.879\t-0.851\t-1.222\n3\t1.190\t-0.437\t0.870\t-1.621\t-0.206\t1.324\t0.078\t0.317\t0.568\t0.883\t1.455\t-2.165\t-0.339\t-2.893\t0.839\t1.334\t-0.356\t0.473\t-0.713\t1.349\t0.936\t-0.054\t-0.992\t-0.142\t1.527\t0.623\t0.530\t-0.087\n1\t-0.375\t0.518\t-0.086\t-0.324\t0.381\t2.058\t-0.317\t0.408\t0.496\t-0.758\t-0.685\t0.687\t1.221\t1.994\t1.118\t-0.621\t0.658\t-0.072\t-1.069\t-0.362\t0.131\t1.531\t0.578\t-0.849\t0.802\t1.784\t0.305\t0.291\n2\t0.535\t0.234\t-0.468\t-0.274\t-0.560\t-1.325\t-1.463\t0.390\t-0.871\t0.576\t-0.595\t-1.313\t-0.408\t2.094\t-0.096\t0.646\t0.169\t-1.405\t1.449\t-0.248\t-1.311\t-0.512\t-0.206\t0.749\t-0.681\t2.620\t-0.937\t0.612\n2\t0.568\t-0.382\t-0.546\t0.010\t0.288\t-1.348\t-0.125\t-2.049\t-0.025\t1.457\t-1.301\t-0.140\t-0.217\t-1.124\t-0.453\t-1.321\t-0.968\t0.164\t0.387\t-0.329\t1.342\t0.732\t1.968\t-0.118\t-1.049\t-0.189\t2.016\t-1.002\n1\t1.696\t-0.640\t1.186\t-1.660\t-0.834\t0.347\t-0.317\t0.826\t0.263\t1.443\t-0.499\t-1.094\t-0.225\t-0.409\t-0.671\t-0.868\t-1.433\t1.293\t-1.485\t-0.084\t0.129\t0.359\t-0.046\t-1.437\t-0.792\t-0.054\t-0.007\t-1.198\n0\t-2.111\t0.388\t-0.679\t-0.266\t-0.465\t-0.430\t-0.294\t1.668\t1.098\t0.608\t-0.312\t0.305\t-0.684\t0.347\t-0.100\t0.493\t-0.463\t0.982\t0.050\t-0.191\t0.760\t1.610\t0.017\t-0.186\t0.412\t-0.465\t-1.100\t-0.667\n3\t-0.822\t0.080\t0.083\t0.344\t-0.679\t0.598\t1.608\t0.973\t-1.936\t-0.643\t0.151\t0.059\t1.459\t1.455\t-1.050\t-0.617\t0.839\t1.734\t0.797\t0.444\t-0.145\t1.461\t-1.466\t-1.593\t1.811\t-0.104\t-0.523\t1.320\n0\t-1.742\t-0.099\t-0.877\t-0.062\t-1.095\t0.050\t-0.297\t-0.626\t0.289\t0.375\t-0.049\t0.569\t-0.413\t0.400\t-0.042\t-0.999\t-0.801\t1.165\t1.576\t0.713\t-0.583\t1.428\t0.613\t0.336\t1.842\t-0.860\t0.773\t-0.815\n1\t-0.068\t-0.907\t-1.198\t0.529\t1.362\t1.269\t0.370\t0.871\t-0.928\t1.947\t0.811\t0.785\t-0.312\t0.130\t1.363\t-1.096\t0.341\t-1.623\t-0.483\t0.404\t0.322\t0.621\t-0.609\t0.476\t-0.166\t0.949\t0.780\t-0.658\n3\t0.997\t-0.466\t0.640\t-0.191\t0.324\t-1.148\t0.085\t-2.991\t-0.187\t-1.630\t1.206\t0.777\t0.467\t1.521\t-0.949\t1.747\t0.932\t-0.237\t1.136\t-1.106\t-0.825\t-0.609\t-0.529\t-1.057\t1.223\t-0.259\t0.353\t-0.570\n1\t-1.051\t1.258\t0.665\t-0.860\t0.827\t1.612\t0.288\t0.955\t1.345\t-0.784\t0.599\t-1.364\t-0.080\t-0.507\t-0.459\t-0.818\t-0.881\t-1.122\t-1.658\t-0.398\t-1.413\t-0.748\t-0.953\t-1.448\t0.305\t0.084\t0.244\t0.044\n2\t-0.206\t0.719\t0.317\t0.619\t0.232\t-0.466\t0.274\t-0.525\t1.646\t0.813\t2.964\t-0.157\t0.957\t1.906\t0.266\t0.062\t-0.327\t-0.838\t0.918\t0.530\t1.085\t1.143\t-1.448\t0.189\t0.210\t0.525\t-0.958\t0.467\n0\t-0.458\t-0.383\t-1.209\t-1.052\t-0.690\t1.429\t-0.424\t-0.353\t0.665\t-0.006\t-0.481\t-0.089\t-0.908\t-1.198\t0.965\t0.313\t-1.937\t0.799\t-0.211\t-0.262\t0.923\t-0.984\t0.054\t1.432\t-0.294\t-0.422\t1.644\t-0.544\n4\t0.595\t-1.056\t0.520\t0.755\t1.677\t0.585\t1.102\t0.616\t-1.355\t0.829\t0.120\t1.997\t-1.439\t-1.132\t0.725\t1.512\t-0.120\t-0.115\t0.207\t-0.484\t0.988\t-0.483\t0.700\t-1.323\t1.719\t-2.120\t-1.063\t2.253\n4\t0.686\t0.973\t0.669\t0.443\t-0.460\t1.170\t-0.369\t-0.711\t-0.424\t-0.491\t-2.219\t0.340\t-0.596\t0.282\t1.979\t-3.357\t-1.163\t0.429\t0.699\t-1.274\t-1.481\t-0.362\t-0.835\t-0.773\t-1.339\t1.046\t0.721\t-0.799\n4\t0.727\t-0.522\t1.298\t-0.931\t2.132\t2.029\t-0.095\t1.146\t-0.400\t1.013\t-0.176\t-1.285\t-3.533\t-0.269\t0.279\t1.330\t0.037\t1.003\t-0.454\t-0.337\t1.054\t-2.465\t0.013\t-0.400\t1.361\t-0.528\t0.517\t0.922\n3\t-1.838\t1.565\t0.348\t0.681\t0.063\t1.178\t0.536\t1.305\t0.846\t1.118\t-0.715\t-0.381\t0.016\t0.003\t0.575\t-0.750\t-0.006\t0.627\t-1.915\t1.057\t2.045\t-0.915\t1.480\t0.227\t-0.886\t0.828\t1.940\t-0.403\n2\t0.206\t0.833\t-0.275\t-0.707\t-0.187\t-0.496\t0.656\t-0.543\t1.994\t-0.351\t-0.646\t-0.270\t2.391\t0.519\t0.709\t-0.332\t-1.164\t-1.151\t-0.471\t0.625\t-1.140\t-0.734\t-0.474\t2.142\t1.041\t-0.836\t-0.353\t-0.571\n3\t-1.374\t0.091\t-0.612\t-0.274\t1.985\t-1.223\t0.300\t-0.878\t-0.308\t0.745\t0.318\t-0.225\t-0.650\t0.316\t1.708\t-0.901\t1.912\t1.199\t1.369\t0.308\t1.171\t-1.009\t-0.668\t0.766\t0.296\t-0.148\t-2.503\t-0.435\n1\t0.097\t0.692\t1.907\t0.549\t-0.257\t0.265\t-1.128\t-0.057\t0.264\t-0.245\t-1.081\t-0.393\t-0.399\t-0.953\t-1.297\t-1.273\t0.632\t-0.771\t-0.792\t1.605\t-0.750\t1.359\t1.394\t-0.266\t0.435\t-1.189\t-1.090\t0.728\n4\t2.059\t2.092\t-0.119\t1.423\t-0.161\t0.433\t1.536\t-0.233\t-1.000\t0.471\t-0.808\t0.036\t0.328\t0.681\t0.693\t0.307\t0.860\t1.562\t0.853\t1.058\t-0.889\t0.228\t0.421\t2.329\t-2.190\t0.892\t0.555\t0.740\n0\t-0.387\t-0.575\t0.873\t0.537\t-0.383\t0.476\t-1.095\t-1.263\t-0.094\t0.102\t-0.140\t1.356\t0.687\t1.035\t-0.553\t0.333\t-1.043\t-0.731\t0.331\t-0.890\t-0.791\t0.431\t-0.764\t0.962\t-0.214\t-0.173\t0.251\t-0.135\n3\t0.797\t0.152\t1.430\t0.652\t-0.557\t0.596\t0.432\t-0.395\t1.243\t-1.265\t0.372\t-0.432\t-1.606\t0.117\t-0.414\t-0.584\t-1.060\t2.010\t-2.460\t-2.162\t0.523\t0.463\t-1.389\t-0.598\t0.627\t-0.276\t0.796\t-0.046\n1\t1.054\t-0.900\t-0.214\t-0.794\t-0.566\t2.111\t-1.230\t2.235\t-1.096\t-1.374\t-0.296\t-1.129\t0.713\t0.740\t-0.986\t-1.008\t0.577\t-0.201\t-0.645\t-0.331\t0.380\t0.627\t-0.378\t0.586\t0.155\t-0.579\t0.430\t-0.059\n1\t0.194\t-0.353\t0.338\t-0.295\t0.168\t1.318\t-1.007\t1.140\t1.317\t-0.118\t-2.122\t-0.608\t1.297\t-0.023\t-0.999\t-0.505\t0.841\t0.547\t-0.239\t-0.367\t-0.392\t-0.922\t1.615\t-0.322\t1.217\t1.521\t0.998\t-0.432\n2\t0.466\t0.063\t-0.038\t0.137\t0.698\t0.940\t-0.498\t-0.406\t1.451\t0.502\t-0.824\t-0.256\t1.258\t-1.553\t0.244\t-0.458\t0.997\t-0.608\t-1.792\t-0.927\t1.087\t-2.789\t-0.189\t-1.470\t-0.154\t0.446\t0.339\t0.020\n1\t-0.027\t-0.145\t0.371\t0.133\t-0.194\t-0.641\t0.500\t0.430\t0.177\t-0.829\t-1.131\t0.676\t-0.892\t-0.338\t-1.556\t0.443\t-1.240\t-1.291\t-0.989\t0.429\t-0.216\t-0.634\t1.653\t0.522\t-1.992\t-0.873\t-1.978\t-0.478\n3\t0.896\t-1.717\t1.614\t-0.337\t-0.799\t-0.541\t-0.865\t1.515\t0.672\t0.097\t-1.203\t-0.055\t-0.771\t-2.631\t-0.694\t0.605\t-0.426\t-0.145\t1.041\t0.862\t1.961\t-2.194\t-0.842\t0.908\t0.431\t0.099\t-0.605\t0.226\n4\t0.119\t0.281\t-0.259\t-0.326\t-0.974\t0.693\t-1.797\t-1.307\t1.867\t-0.116\t0.140\t-1.212\t0.485\t1.374\t1.451\t-1.517\t1.169\t0.010\t-2.527\t-1.540\t-1.881\t0.602\t-0.187\t-0.651\t-0.095\t1.756\t-0.295\t0.329\n4\t1.961\t-0.491\t-2.881\t0.286\t-0.564\t-0.188\t-0.922\t0.537\t-0.549\t0.987\t1.517\t-0.277\t-1.977\t0.428\t-1.817\t-0.482\t0.916\t0.094\t-1.342\t-0.709\t-0.551\t-0.788\t0.445\t0.078\t-1.341\t-2.144\t0.515\t-0.114\n1\t-1.283\t0.186\t-1.182\t-0.110\t-1.440\t1.094\t-0.395\t0.906\t-0.076\t-1.844\t-0.484\t-0.531\t-0.015\t1.508\t1.674\t-0.231\t-1.260\t-0.744\t0.480\t-0.108\t-1.575\t-0.504\t1.312\t0.292\t0.047\t-0.389\t-0.460\t0.544\n4\t-0.616\t-1.736\t-0.288\t-0.504\t-1.525\t0.251\t-1.083\t1.324\t0.168\t-0.261\t1.254\t0.260\t0.347\t-0.065\t-0.314\t0.404\t1.524\t-3.420\t1.868\t-1.008\t0.192\t-1.717\t1.491\t-1.383\t1.122\t-0.241\t-0.163\t-1.259\n4\t1.734\t-0.637\t-0.024\t0.117\t-0.139\t0.994\t-2.388\t-0.474\t0.715\t-0.904\t-0.807\t-0.395\t1.473\t0.220\t-0.145\t-1.162\t0.211\t-1.393\t-2.146\t-0.409\t-2.356\t-0.291\t1.110\t1.565\t0.867\t1.001\t-0.324\t-0.752\n2\t-0.619\t-0.455\t0.488\t-0.516\t0.547\t0.095\t-0.084\t-1.573\t-0.820\t0.603\t-0.682\t1.205\t2.346\t0.656\t1.493\t0.721\t-0.534\t0.200\t2.013\t-0.524\t-1.039\t-1.134\t-0.218\t-1.003\t1.674\t0.216\t0.972\t-0.299\n0\t0.066\t1.330\t0.065\t-0.727\t-0.218\t-1.020\t-0.198\t-0.818\t-1.333\t-0.478\t-1.505\t0.749\t0.637\t1.016\t-0.532\t0.453\t-1.141\t-0.571\t1.025\t1.175\t0.123\t0.679\t-0.233\t1.006\t-0.910\t0.120\t1.184\t-0.506\n4\t-0.989\t1.377\t-1.213\t-1.186\t0.138\t0.053\t0.580\t-1.176\t0.353\t-1.678\t-2.195\t1.828\t1.047\t-0.004\t-2.023\t-0.458\t0.449\t-0.460\t1.561\t0.629\t-0.923\t-1.596\t0.875\t0.841\t0.756\t1.685\t0.458\t0.094\n1\t-0.817\t0.445\t-1.156\t1.962\t0.327\t1.047\t-0.262\t0.768\t0.537\t-0.591\t-0.275\t1.492\t1.144\t-1.413\t1.019\t-0.303\t-0.246\t-0.345\t0.864\t1.213\t0.763\t-0.087\t0.075\t-0.317\t-1.258\t0.215\t1.247\t0.986\n4\t1.197\t0.667\t-2.353\t-1.333\t2.159\t1.180\t-0.583\t-1.488\t-1.250\t0.509\t1.977\t1.913\t-1.576\t-0.296\t-0.857\t0.137\t-1.331\t-0.546\t-0.867\t0.524\t-0.515\t-0.371\t0.511\t1.643\t2.116\t0.456\t-0.089\t1.316\n0\t0.995\t0.880\t-1.232\t-0.831\t-0.226\t0.953\t0.608\t0.955\t-0.440\t-0.426\t0.568\t-0.296\t-0.378\t-0.609\t0.662\t0.613\t1.810\t-0.676\t0.335\t0.645\t-0.638\t0.299\t-0.648\t1.167\t-0.183\t0.899\t-0.563\t-0.981\n2\t0.662\t-0.470\t-0.833\t-0.082\t-1.761\t0.424\t-1.253\t0.358\t-0.400\t0.398\t-0.477\t-0.082\t-0.713\t0.260\t0.922\t1.208\t-0.366\t-2.659\t-0.503\t0.695\t1.019\t1.903\t-0.665\t1.555\t-0.312\t0.451\t0.424\t1.261\n2\t0.071\t-1.294\t-0.696\t-0.918\t1.240\t-0.396\t1.068\t0.604\t2.304\t-1.479\t1.259\t1.146\t-0.973\t1.007\t0.336\t-0.227\t-0.824\t-0.719\t2.050\t0.001\t0.782\t-0.791\t-0.780\t1.082\t-1.350\t-0.415\t0.034\t0.111\n4\t-0.317\t0.872\t-1.221\t-1.918\t-0.544\t-0.248\t-0.542\t-1.482\t0.265\t-0.886\t0.760\t0.502\t-0.186\t0.342\t0.967\t2.239\t-0.783\t0.607\t0.953\t-2.086\t1.005\t-1.621\t-0.021\t1.879\t0.255\t-0.039\t-0.779\t2.323\n2\t-0.963\t-1.352\t-1.364\t1.466\t-0.853\t0.874\t0.356\t-1.028\t-0.617\t-1.121\t0.272\t-0.318\t-0.093\t-1.249\t2.404\t-1.233\t0.140\t-0.834\t0.886\t0.820\t0.774\t-0.850\t-0.175\t-0.302\t-0.091\t-0.226\t-1.557\t-0.051\n1\t-0.983\t2.050\t0.566\t1.762\t0.900\t0.522\t0.556\t-0.153\t0.039\t-1.126\t-0.551\t-0.436\t0.374\t0.727\t0.944\t1.906\t0.946\t0.791\t-1.328\t-1.611\t0.363\t-0.303\t0.147\t-1.095\t0.009\t-0.495\t0.462\t0.602\n2\t1.370\t2.165\t0.627\t0.767\t-0.036\t-1.483\t-1.158\t-0.543\t0.577\t-0.452\t-0.550\t1.741\t-0.727\t-1.181\t0.969\t1.003\t1.026\t-0.593\t-0.568\t1.505\t-0.331\t0.203\t1.525\t-0.689\t-0.650\t-0.282\t0.331\t-1.146\n2\t-0.998\t0.222\t2.459\t0.976\t0.620\t1.991\t0.468\t1.075\t0.214\t0.452\t-1.409\t-0.310\t-0.562\t-0.615\t-0.674\t1.431\t-0.369\t-0.144\t2.265\t0.775\t0.008\t1.058\t-0.669\t-0.425\t-0.362\t0.250\t0.467\t-0.949\n3\t-2.039\t2.288\t0.831\t-0.947\t1.024\t-0.808\t0.068\t0.063\t-0.446\t-0.813\t1.209\t0.084\t1.682\t-1.041\t-0.473\t-0.046\t1.103\t-0.789\t0.571\t0.343\t1.428\t0.498\t-1.796\t-1.014\t-0.963\t-0.452\t1.324\t-0.265\n0\t0.460\t-0.140\t0.257\t-0.228\t0.667\t-1.545\t-0.363\t0.297\t0.534\t1.493\t-0.391\t1.479\t-0.659\t1.329\t0.817\t-0.913\t0.307\t-0.051\t0.626\t-0.223\t-0.307\t1.369\t-0.099\t0.826\t-0.225\t1.667\t-0.678\t-0.614\n0\t-1.073\t0.012\t0.580\t1.484\t0.778\t1.094\t0.864\t-1.209\t0.360\t0.849\t-0.957\t-0.580\t-0.803\t0.773\t-0.069\t-0.321\t-1.282\t-0.067\t-0.568\t0.243\t-1.143\t0.178\t-0.439\t-1.249\t-1.327\t-1.177\t-0.206\t0.121\n3\t-1.158\t1.181\t0.012\t1.478\t-0.508\t-0.877\t-1.012\t2.136\t-1.894\t0.420\t-0.483\t-2.578\t-0.937\t-0.848\t-0.332\t0.001\t-1.328\t-0.454\t-0.980\t0.189\t0.469\t-0.203\t1.025\t-0.576\t-0.940\t0.986\t-0.402\t-1.393\n0\t-0.345\t-1.827\t0.758\t-1.248\t-0.068\t0.153\t0.020\t1.169\t-0.053\t0.427\t-0.056\t0.613\t1.393\t0.138\t0.782\t1.455\t1.357\t-0.385\t1.036\t0.249\t1.117\t0.569\t0.276\t0.434\t0.255\t0.294\t-0.159\t-0.252\n0\t0.153\t0.395\t0.765\t-0.483\t0.879\t-0.396\t-0.435\t-0.462\t-2.253\t0.424\t0.043\t0.091\t0.512\t-0.012\t0.713\t-0.609\t-1.145\t-0.222\t0.184\t0.320\t0.297\t2.371\t-2.124\t0.313\t-0.390\t0.669\t0.462\t-0.235\n0\t0.888\t-0.460\t1.499\t0.110\t0.677\t-0.410\t-0.939\t-0.887\t-0.381\t0.513\t-0.298\t-0.791\t-0.951\t1.266\t-0.122\t-1.958\t-0.008\t-0.415\t0.204\t-0.567\t1.287\t-0.153\t-0.210\t-0.316\t0.474\t0.395\t-0.391\t0.024\n2\t0.445\t0.279\t0.730\t-0.179\t0.202\t-0.398\t-0.584\t1.338\t-2.044\t0.877\t-0.621\t-0.750\t0.262\t-1.490\t-0.816\t-0.849\t-0.221\t-0.804\t1.601\t1.797\t-2.022\t0.544\t0.859\t0.543\t-0.658\t-0.244\t-0.748\t-0.420\n4\t0.381\t-1.651\t-0.652\t0.225\t1.860\t1.413\t-1.209\t-1.052\t1.754\t-1.140\t-1.346\t-1.791\t-0.540\t1.860\t0.865\t-0.013\t1.606\t1.885\t-0.523\t-1.600\t-1.314\t-0.830\t-0.077\t1.694\t0.902\t-0.862\t0.589\t0.629\n3\t0.418\t1.402\t0.650\t-1.503\t1.052\t-0.998\t-0.384\t0.250\t1.996\t3.110\t0.607\t-0.183\t0.535\t0.888\t-0.321\t1.795\t0.230\t0.498\t0.666\t0.422\t0.839\t-0.617\t-0.558\t-1.100\t0.440\t0.779\t0.458\t1.674\n3\t0.743\t-1.605\t-1.917\t1.411\t-1.023\t0.106\t-0.268\t0.344\t0.051\t1.043\t-1.429\t0.671\t-0.051\t-1.532\t-0.530\t-1.604\t-1.673\t-0.437\t1.186\t0.313\t1.299\t0.076\t1.550\t1.447\t-0.950\t0.071\t-0.722\t-0.145\n0\t-0.397\t0.152\t2.247\t-0.414\t-0.454\t-0.171\t0.683\t-0.490\t0.471\t-0.190\t-0.442\t0.094\t-0.610\t0.097\t-0.280\t0.402\t-0.402\t2.193\t-2.190\t0.982\t-0.632\t0.034\t0.141\t0.505\t0.979\t-0.447\t-0.353\t-0.845\n0\t-0.246\t0.231\t0.204\t-0.587\t-0.080\t-0.555\t-1.643\t-0.525\t0.727\t-0.384\t0.515\t-0.008\t0.989\t1.161\t0.184\t0.695\t-0.352\t-1.541\t-1.878\t-0.005\t-1.319\t1.591\t-0.885\t0.199\t-0.231\t-1.447\t-0.702\t0.018\n4\t-0.462\t-0.227\t1.454\t-0.581\t-2.302\t-1.004\t-0.661\t-2.156\t0.969\t-1.570\t0.446\t-1.092\t1.507\t-0.276\t-0.479\t0.528\t-1.007\t0.576\t-0.482\t-0.595\t-0.088\t-1.090\t-0.191\t0.339\t-2.309\t1.091\t0.816\t-1.855\n3\t0.161\t-2.524\t0.189\t-1.377\t0.162\t0.471\t-0.930\t0.251\t0.514\t-0.082\t1.625\t0.116\t-0.785\t-1.234\t0.445\t0.066\t0.550\t1.014\t0.638\t-0.840\t-0.103\t-0.667\t1.931\t0.771\t0.080\t-0.275\t-2.590\t1.185\n3\t2.927\t-0.335\t-0.667\t-1.701\t0.960\t0.730\t1.552\t-0.917\t0.716\t-0.522\t1.344\t0.536\t-1.556\t-0.131\t-1.948\t-1.163\t-1.103\t-0.641\t-0.263\t0.165\t0.115\t-0.024\t0.332\t-1.250\t0.073\t1.434\t-0.166\t0.495\n2\t-2.407\t0.593\t-0.931\t-0.205\t-1.231\t-0.436\t0.052\t0.344\t0.337\t-0.066\t0.296\t0.563\t0.305\t-0.316\t-0.275\t0.002\t2.527\t-1.407\t0.233\t0.034\t-0.211\t-1.671\t0.936\t1.845\t1.044\t-0.875\t-0.917\t0.914\n2\t-2.488\t-0.687\t0.570\t-0.210\t0.811\t1.042\t-0.213\t0.601\t1.456\t1.019\t-0.771\t-0.185\t0.027\t-0.935\t1.070\t-0.645\t-0.101\t1.072\t-0.451\t-0.337\t0.338\t-0.409\t1.533\t-0.915\t-2.295\t0.843\t-0.358\t-0.808\n0\t0.071\t-1.488\t-0.133\t-0.840\t-0.440\t-0.518\t1.171\t0.142\t1.821\t-0.218\t0.123\t0.093\t1.122\t1.185\t-0.612\t-0.749\t-0.298\t-0.535\t-1.633\t0.080\t0.511\t0.254\t-0.170\t0.441\t1.745\t0.340\t-0.459\t0.554\n3\t-0.595\t-0.141\t1.584\t0.615\t0.689\t-0.044\t-0.451\t1.950\t0.094\t-0.673\t0.009\t-1.230\t1.915\t0.663\t-1.745\t-1.845\t-0.553\t0.027\t-0.922\t0.673\t-0.773\t0.129\t0.061\t1.634\t0.228\t0.158\t-0.155\t-2.443\n0\t-0.602\t-0.230\t-0.679\t-0.305\t-0.508\t0.053\t0.362\t-0.555\t0.170\t0.852\t1.822\t0.181\t0.565\t0.768\t0.325\t-0.875\t-0.852\t-0.027\t0.478\t-0.598\t0.448\t-0.178\t0.582\t0.200\t0.068\t-1.995\t0.713\t0.820\n2\t1.464\t0.997\t0.281\t1.759\t0.372\t0.389\t-0.053\t1.224\t1.096\t-0.626\t-1.319\t-0.203\t-0.800\t-0.064\t1.237\t-0.457\t-0.043\t0.058\t0.848\t-2.247\t-0.607\t0.211\t1.200\t-0.492\t-1.877\t0.620\t-0.635\t-1.190\n4\t-0.930\t0.266\t0.940\t-1.324\t3.152\t-0.099\t-0.086\t-0.579\t-0.772\t-0.779\t1.507\t0.284\t-0.916\t0.705\t0.798\t1.473\t-1.886\t0.882\t1.553\t-0.565\t2.690\t0.462\t-0.911\t-0.070\t0.272\t0.833\t-1.970\t0.703\n4\t0.475\t-0.494\t1.229\t0.004\t-0.559\t0.070\t0.739\t-0.714\t-0.421\t0.718\t0.825\t-1.238\t0.262\t1.113\t-2.680\t1.045\t1.826\t0.323\t-0.926\t0.198\t-0.034\t-1.544\t-2.104\t-1.065\t-2.060\t-0.576\t-0.889\t-0.761\n3\t-0.764\t1.326\t-0.801\t0.607\t-1.760\t1.116\t0.073\t1.291\t-0.717\t0.213\t1.519\t-0.026\t0.430\t0.699\t-1.552\t-0.521\t1.138\t-2.048\t1.118\t-0.589\t2.055\t0.437\t-0.801\t0.979\t1.433\t0.604\t-0.446\t1.438\n1\t-0.394\t0.874\t-1.974\t0.309\t-0.548\t1.615\t0.329\t-0.787\t1.452\t0.022\t0.131\t0.887\t-0.606\t1.447\t0.577\t-0.641\t-0.432\t-1.256\t0.308\t-0.178\t0.313\t-1.702\t-0.524\t-0.982\t0.493\t-0.602\t0.470\t-0.533\n2\t0.811\t-0.338\t1.091\t0.726\t0.864\t1.661\t-1.145\t-2.102\t1.451\t-0.171\t-0.228\t0.078\t-1.605\t-0.644\t-0.824\t-0.744\t-1.108\t-0.009\t-0.464\t2.135\t0.133\t0.410\t-0.304\t0.240\t1.265\t0.469\t-0.110\t-1.316\n4\t-0.248\t1.556\t-0.909\t2.441\t1.838\t0.462\t1.902\t0.401\t1.955\t0.169\t-2.293\t0.408\t-0.043\t-0.828\t0.665\t1.397\t-1.604\t-0.683\t-1.074\t-0.307\t1.817\t0.372\t0.140\t-0.749\t0.294\t-0.130\t0.066\t-0.410\n4\t-0.428\t-0.010\t-1.134\t1.029\t-1.794\t0.540\t-0.327\t-1.171\t0.202\t-1.557\t0.040\t-1.423\t0.461\t-0.924\t-0.451\t0.294\t-0.773\t-0.058\t-1.514\t0.631\t1.765\t2.792\t0.091\t0.788\t-1.781\t1.503\t0.776\t-0.484\n1\t0.193\t1.423\t-0.143\t-0.624\t2.205\t0.229\t-0.061\t0.676\t-0.500\t-0.436\t-0.061\t1.146\t1.377\t-0.227\t-1.058\t-0.213\t-0.298\t-0.708\t0.649\t1.498\t1.281\t-0.081\t-0.949\t1.001\t-0.625\t-1.576\t1.372\t-0.820\n2\t-0.087\t-1.896\t0.276\t-0.764\t0.911\t1.038\t0.923\t-0.461\t-0.113\t0.249\t0.893\t-1.038\t0.093\t1.868\t-0.535\t-0.026\t2.613\t-0.241\t-1.539\t-0.057\t1.673\t1.057\t-0.980\t0.415\t-0.176\t0.812\t-0.615\t0.495\n1\t-1.402\t1.550\t-0.963\t0.324\t-0.135\t2.065\t0.467\t0.582\t-0.030\t0.073\t0.290\t0.334\t0.220\t-0.630\t0.450\t-0.878\t0.057\t-1.398\t0.507\t-1.187\t0.931\t-0.778\t0.645\t1.546\t1.466\t-0.080\t0.050\t-0.543\n3\t-0.620\t0.285\t0.313\t0.571\t1.101\t0.417\t0.485\t-1.103\t-1.534\t-0.553\t0.327\t0.415\t-2.526\t0.132\t1.126\t2.260\t1.441\t-0.521\t-0.580\t0.492\t0.809\t1.123\t0.598\t-1.225\t-1.392\t1.459\t-0.165\t-0.969\n1\t0.806\t2.230\t1.207\t0.285\t0.073\t-0.418\t-2.323\t0.046\t-0.514\t0.322\t-0.516\t0.221\t1.246\t0.157\t-1.086\t-0.831\t0.691\t0.753\t-0.872\t-0.029\t0.905\t1.721\t0.176\t-0.199\t-0.370\t0.143\t1.389\t0.145\n4\t-0.804\t-0.402\t0.905\t-0.614\t0.978\t-0.274\t-0.789\t1.371\t0.133\t-2.749\t-2.085\t-0.813\t-0.470\t0.263\t0.116\t-0.965\t-0.085\t-0.390\t-0.580\t-0.612\t2.929\t-1.246\t-1.039\t-0.246\t1.418\t-0.140\t0.209\t2.019\n2\t0.468\t0.154\t1.306\t1.302\t0.439\t0.177\t-0.971\t-0.784\t-1.918\t-0.199\t-1.124\t-0.805\t1.191\t0.871\t-0.632\t-0.398\t2.223\t-0.843\t0.701\t1.546\t0.232\t0.410\t-1.698\t-0.407\t0.182\t1.443\t-0.549\t0.148\n0\t0.269\t-0.014\t-0.238\t-0.246\t-0.134\t-0.126\t1.554\t-0.041\t-1.033\t1.849\t-0.055\t-0.165\t-0.909\t-0.768\t1.587\t-0.905\t-0.762\t0.598\t-1.554\t1.014\t0.611\t-0.140\t0.389\t1.566\t0.804\t0.884\t0.534\t-0.196\n2\t-0.443\t0.480\t1.249\t0.650\t0.368\t-0.338\t-0.420\t-0.489\t-1.724\t0.870\t1.581\t-0.682\t-0.510\t-0.548\t0.585\t-1.661\t0.689\t-1.604\t0.269\t2.244\t0.440\t1.239\t-0.524\t-0.007\t0.569\t-0.973\t-0.243\t-0.947\n1\t-0.248\t-0.273\t1.635\t0.848\t0.018\t0.437\t1.321\t0.400\t-1.588\t1.433\t1.102\t0.766\t-0.185\t0.447\t1.452\t-0.275\t-0.186\t0.619\t0.101\t1.709\t0.067\t2.063\t-0.489\t-0.839\t0.338\t-1.104\t0.221\t0.012\n2\t-0.119\t1.310\t-0.407\t-0.382\t-0.664\t-1.569\t-0.860\t0.055\t0.229\t-0.968\t-0.510\t-1.893\t2.187\t1.467\t-0.716\t0.138\t-0.880\t1.024\t0.643\t-1.314\t-0.974\t-0.070\t1.384\t-0.379\t1.308\t0.311\t-0.833\t-0.418\n1\t-0.406\t0.591\t-0.576\t-1.124\t-0.856\t1.420\t-0.474\t-1.372\t0.688\t0.291\t-0.702\t0.518\t0.707\t-1.181\t0.979\t-0.308\t-1.656\t-1.592\t-0.684\t0.261\t0.746\t-0.252\t-1.701\t1.227\t1.241\t0.230\t-0.469\t-0.377\n2\t0.640\t0.222\t1.757\t0.216\t0.734\t-1.466\t0.735\t1.017\t-0.395\t1.258\t-0.985\t-0.954\t0.399\t0.342\t-0.540\t-1.229\t1.176\t-1.576\t0.443\t-0.843\t0.270\t-0.126\t1.647\t1.394\t-0.172\t1.167\t-1.857\t-0.135\n0\t0.187\t-0.122\t-0.206\t-0.130\t-0.748\t-0.680\t-0.239\t0.698\t-0.855\t0.603\t-2.018\t-0.754\t0.452\t1.405\t0.539\t-0.588\t1.203\t0.292\t-0.198\t-0.225\t0.400\t0.438\t-1.192\t-0.357\t-0.190\t-0.618\t1.264\t0.617\n2\t0.386\t1.458\t0.882\t-0.407\t-0.109\t0.395\t0.151\t-0.903\t0.450\t0.515\t-0.942\t0.123\t-0.222\t0.474\t-0.658\t1.929\t-1.395\t1.814\t-0.835\t0.555\t-1.085\t-0.754\t-0.899\t-0.520\t-0.952\t2.162\t1.030\t-0.289\n3\t0.208\t0.650\t0.665\t0.775\t-0.368\t-0.480\t-1.594\t0.523\t1.082\t1.616\t0.305\t-0.766\t-1.697\t1.042\t-1.796\t-0.341\t-0.224\t-0.069\t0.036\t0.138\t-2.415\t0.015\t-2.230\t0.732\t-0.555\t-2.157\t-0.814\t-0.570\n4\t-1.468\t0.424\t0.152\t1.306\t0.106\t-0.247\t-0.657\t0.634\t2.132\t-0.729\t-0.409\t-2.113\t0.104\t0.274\t2.009\t0.649\t-0.562\t1.989\t-0.423\t0.445\t-2.007\t0.249\t0.259\t-0.953\t-1.539\t0.722\t1.292\t-1.784\n1\t0.474\t-0.595\t0.144\t1.349\t-0.390\t-0.303\t-0.281\t0.958\t-0.152\t-0.445\t0.179\t1.063\t-1.304\t0.748\t0.353\t0.397\t0.019\t0.031\t0.704\t-1.550\t-0.808\t-1.688\t1.812\t1.259\t-2.172\t0.362\t-0.219\t0.594\n2\t-2.123\t0.837\t-0.196\t-1.655\t-0.607\t0.980\t0.004\t-0.647\t0.101\t-0.142\t-1.207\t-1.230\t0.209\t0.630\t-0.407\t0.242\t-0.781\t1.871\t-0.018\t-1.835\t-1.028\t-0.309\t1.034\t0.652\t-0.660\t-1.577\t-0.231\t-0.683\n3\t0.622\t-0.145\t-0.077\t1.281\t0.117\t2.378\t-0.041\t0.805\t0.484\t-0.574\t-1.031\t0.037\t1.921\t-0.394\t0.519\t-0.257\t0.222\t1.142\t0.115\t-0.615\t1.606\t-0.605\t0.677\t-1.491\t1.285\t2.605\t-0.027\t-1.026\n4\t1.504\t0.151\t0.673\t-1.520\t-0.442\t-0.147\t-1.023\t0.132\t1.696\t0.309\t1.337\t0.709\t1.721\t-0.062\t-0.669\t0.783\t-1.568\t0.597\t-2.208\t-0.872\t0.350\t-1.273\t-0.410\t-1.313\t0.711\t1.136\t0.003\t2.197\n0\t-0.015\t1.982\t-0.652\t-1.075\t0.034\t0.599\t-0.142\t0.411\t-0.146\t0.117\t-0.187\t-0.568\t-0.909\t-0.571\t-0.436\t1.395\t-1.048\t-0.526\t0.314\t0.843\t0.577\t-1.181\t1.013\t0.688\t-0.790\t-0.546\t-0.304\t0.255\n3\t-0.172\t-0.734\t-1.600\t0.707\t-0.171\t0.171\t-0.901\t-0.319\t-0.487\t-0.101\t-0.670\t-1.534\t2.728\t-1.363\t0.181\t-1.772\t-1.997\t0.098\t0.174\t1.261\t0.400\t-0.150\t-0.950\t1.499\t0.929\t-1.246\t0.038\t0.144\n3\t-0.898\t0.195\t-1.903\t1.166\t-0.332\t1.481\t-0.162\t0.412\t1.704\t0.316\t-0.695\t0.958\t0.310\t-1.140\t-1.394\t-0.755\t1.527\t0.149\t-0.057\t1.231\t1.821\t0.051\t0.681\t0.697\t1.133\t-0.094\t1.229\t-1.617\n3\t-1.270\t0.339\t-0.292\t-0.777\t0.247\t1.257\t0.404\t0.273\t-2.020\t0.921\t-0.406\t0.534\t0.920\t0.193\t-2.001\t1.417\t1.805\t0.813\t-0.726\t1.230\t-0.282\t-0.067\t1.198\t0.647\t-2.353\t0.208\t1.185\t-1.364\n0\t-0.739\t-0.148\t0.615\t0.096\t-0.011\t1.348\t-0.170\t-0.036\t0.277\t0.085\t-0.034\t-0.788\t-1.138\t0.400\t-0.699\t-0.620\t-0.642\t0.719\t-0.844\t-1.618\t-0.042\t-0.502\t-0.203\t0.492\t0.807\t-1.011\t-0.892\t-1.502\n3\t0.462\t-0.482\t-1.714\t0.913\t-1.591\t-0.058\t1.299\t2.478\t1.411\t-2.230\t0.171\t-1.068\t-0.500\t0.951\t0.534\t-1.714\t-0.644\t0.543\t0.861\t-0.996\t-0.333\t-0.059\t-0.493\t0.144\t-0.370\t-1.134\t0.016\t0.165\n3\t0.135\t0.496\t1.033\t-0.149\t0.398\t-0.008\t-0.186\t1.577\t-0.419\t0.503\t1.011\t-1.694\t1.802\t-0.320\t-2.792\t0.298\t0.374\t0.448\t-1.307\t1.485\t1.466\t-0.689\t0.034\t-0.996\t1.259\t0.766\t-0.390\t0.759\n3\t0.320\t-0.080\t0.423\t1.025\t1.336\t0.157\t-0.293\t-1.468\t-0.534\t0.923\t-0.238\t-0.107\t0.115\t0.074\t1.105\t0.572\t-0.235\t0.522\t-0.261\t-2.254\t-2.147\t-1.894\t-2.086\t-0.308\t0.045\t0.029\t-2.429\t-0.307\n0\t0.180\t-0.154\t-0.093\t-0.497\t-0.585\t0.029\t-1.231\t1.036\t-0.763\t0.112\t-0.324\t0.650\t0.595\t0.507\t-1.169\t-0.192\t1.602\t-0.342\t1.049\t-0.010\t-0.310\t0.187\t-0.832\t0.900\t-0.854\t0.554\t1.079\t0.426\n3\t-0.647\t0.847\t0.019\t-0.521\t0.618\t-0.727\t0.638\t0.213\t-0.596\t0.529\t0.547\t1.158\t0.966\t0.491\t-1.128\t2.449\t-1.404\t0.949\t0.431\t-1.174\t-0.124\t-0.079\t1.306\t-0.713\t-0.262\t-2.336\t1.735\t-1.070\n2\t0.108\t-0.298\t-0.430\t-0.364\t-0.007\t-0.405\t0.556\t1.469\t0.103\t1.106\t-1.323\t0.357\t0.086\t-1.395\t-0.255\t0.856\t-2.691\t-0.200\t-0.453\t0.269\t0.906\t0.699\t0.972\t1.181\t-0.363\t-2.427\t0.672\t-1.008\n1\t0.669\t-0.770\t0.023\t-0.083\t1.388\t1.854\t1.175\t-0.086\t1.148\t0.649\t-0.075\t2.092\t-0.738\t0.604\t0.840\t-0.287\t0.559\t0.945\t0.245\t0.472\t0.105\t0.798\t-0.229\t-0.312\t0.021\t1.184\t-1.747\t-0.909\n3\t-0.602\t-0.200\t1.006\t-0.526\t-0.927\t0.163\t-0.214\t-0.467\t0.216\t-1.204\t-1.722\t2.139\t0.104\t0.174\t-0.782\t0.898\t-0.533\t-2.786\t-0.567\t-0.281\t-0.170\t-0.199\t-0.645\t-0.742\t-0.298\t-1.645\t-1.958\t0.098\n2\t0.099\t0.438\t-0.514\t-0.977\t-1.902\t0.459\t2.381\t-1.147\t-0.997\t0.775\t-2.438\t-0.790\t0.209\t-0.828\t0.518\t0.413\t0.115\t-0.759\t-0.410\t0.078\t0.211\t1.427\t0.729\t-0.377\t0.565\t0.633\t-0.656\t0.582\n1\t-0.028\t0.089\t-0.835\t-0.727\t-0.747\t-1.620\t0.342\t0.895\t0.796\t-0.262\t-0.811\t0.744\t0.639\t0.217\t1.744\t-0.026\t-0.257\t-0.400\t-1.561\t0.661\t-0.105\t0.510\t1.842\t-0.391\t-2.338\t0.481\t0.167\t-0.732\n3\t-1.524\t1.563\t-0.203\t1.272\t1.220\t-1.933\t0.062\t0.773\t-1.075\t-1.289\t0.503\t-1.196\t0.287\t0.753\t0.888\t0.807\t1.282\t-1.007\t1.688\t-0.513\t-1.080\t1.075\t0.621\t-1.704\t0.874\t0.284\t0.033\t-0.475\n4\t-0.477\t0.435\t0.189\t0.556\t2.683\t-0.970\t-2.250\t-2.433\t0.922\t-0.160\t-1.489\t-0.235\t-0.480\t-0.354\t-1.913\t0.593\t0.718\t0.129\t-0.076\t0.179\t0.049\t-1.776\t-0.838\t0.214\t-0.735\t0.884\t-1.352\t2.349\n0\t0.104\t0.467\t-0.027\t0.195\t0.688\t0.253\t-0.571\t2.330\t0.094\t-0.199\t-0.345\t0.341\t-0.243\t-2.029\t-0.254\t-1.083\t0.267\t-0.030\t-0.664\t0.941\t-0.071\t-0.377\t-0.362\t-0.384\t0.507\t-0.779\t0.070\t-0.504\n1\t-0.528\t0.194\t1.041\t-1.296\t-0.748\t-0.731\t0.575\t-0.569\t0.765\t0.918\t-0.212\t0.185\t-0.135\t2.034\t-0.956\t-1.505\t-2.604\t0.216\t0.238\t-1.134\t-0.760\t0.989\t0.823\t-0.240\t-0.453\t-0.495\t0.357\t0.372\n0\t0.139\t-0.633\t-0.617\t0.847\t0.985\t0.784\t0.793\t0.569\t0.132\t-0.175\t1.210\t-0.374\t0.370\t-0.804\t-0.659\t-0.236\t-0.804\t0.798\t-1.348\t0.099\t0.133\t-1.811\t-0.441\t0.256\t0.429\t-0.204\t0.677\t-0.109\n0\t0.786\t-0.547\t-1.000\t-0.495\t1.220\t-1.205\t1.138\t-0.938\t0.130\t0.299\t-0.090\t0.929\t0.190\t0.370\t-0.763\t-2.401\t1.445\t0.752\t0.014\t-0.260\t0.822\t-0.017\t-0.713\t-0.395\t0.894\t-0.268\t0.691\t0.786\n2\t0.872\t0.324\t0.824\t-0.164\t1.202\t0.009\t0.058\t-0.266\t0.684\t-0.421\t0.976\t-1.132\t-1.099\t0.687\t-0.089\t-0.454\t0.890\t-0.607\t-0.200\t1.399\t1.539\t1.572\t-0.282\t1.231\t-0.949\t-0.907\t-2.350\t1.673\n0\t1.135\t0.479\t0.927\t0.612\t-0.348\t0.560\t0.181\t0.228\t0.428\t-0.102\t-0.276\t-0.536\t0.446\t-0.508\t0.521\t0.706\t2.120\t0.762\t-1.533\t0.505\t1.174\t-0.425\t0.884\t0.491\t1.359\t0.608\t0.053\t0.194\n3\t1.093\t-1.371\t-0.701\t-0.330\t0.713\t0.219\t2.143\t-0.806\t-1.395\t1.789\t-1.431\t0.683\t-0.979\t-2.069\t-0.375\t0.899\t-1.222\t0.576\t0.763\t-1.272\t-0.228\t1.577\t0.651\t-0.261\t0.415\t-0.685\t1.114\t1.113\n0\t0.106\t-0.114\t1.238\t0.032\t-1.657\t-0.053\t-0.035\t-0.567\t-2.405\t0.862\t-1.210\t-0.521\t-0.471\t0.683\t0.520\t0.199\t-0.259\t1.277\t0.183\t0.618\t0.581\t-0.902\t0.644\t0.310\t-0.513\t1.123\t1.427\t0.035\n3\t-0.146\t-0.761\t0.355\t0.753\t0.001\t-1.593\t-0.459\t-0.358\t-0.375\t1.433\t-0.186\t0.517\t1.623\t-0.027\t0.001\t0.122\t1.564\t2.790\t0.100\t1.308\t1.280\t1.314\t0.793\t0.057\t1.606\t-1.720\t-0.596\t1.207\n4\t-2.140\t-1.219\t-0.756\t1.962\t-0.307\t-0.335\t-1.385\t-0.646\t-0.641\t1.092\t-2.346\t-1.745\t0.179\t0.746\t-0.982\t1.139\t-0.155\t-1.156\t-1.302\t0.237\t0.511\t-2.493\t-0.640\t-1.631\t-0.038\t-0.183\t-0.396\t2.249\n0\t-0.285\t0.430\t-0.567\t-0.361\t0.529\t0.047\t-0.640\t-0.482\t1.042\t0.310\t-0.361\t0.866\t0.436\t1.355\t0.886\t1.166\t-0.340\t-0.889\t0.772\t0.781\t-0.105\t-1.043\t0.307\t0.388\t-1.358\t0.374\t1.151\t-1.314\n1\t-1.369\t-0.605\t-2.231\t-0.442\t0.496\t-0.792\t-0.252\t0.391\t2.723\t-0.082\t0.719\t-0.187\t0.356\t-0.028\t-0.422\t-0.203\t1.247\t0.289\t-1.197\t-0.424\t-0.892\t0.927\t-0.759\t0.862\t0.977\t0.144\t0.544\t-0.501\n4\t1.385\t0.397\t-0.833\t1.066\t0.018\t0.038\t-1.203\t-0.990\t-0.825\t0.046\t0.078\t1.544\t0.385\t-2.708\t0.263\t-1.450\t-0.966\t-0.812\t-0.663\t-1.375\t0.203\t-1.411\t0.357\t2.237\t-1.329\t-0.285\t-2.523\t-0.301\n4\t-0.496\t0.816\t3.051\t0.439\t0.005\t0.620\t1.310\t1.150\t1.782\t1.207\t-0.187\t0.891\t-1.182\t0.788\t-1.143\t1.701\t-1.552\t-1.555\t-0.319\t0.136\t-0.702\t-0.177\t-0.368\t-0.907\t0.422\t2.290\t-0.415\t-0.004\n4\t0.886\t3.206\t0.269\t0.808\t0.310\t-1.146\t-0.301\t0.139\t-1.304\t-0.005\t-1.298\t3.148\t1.161\t0.534\t0.951\t1.417\t1.464\t0.271\t-0.166\t0.387\t0.118\t-1.282\t-1.814\t1.010\t0.953\t-0.068\t-1.004\t-0.571\n0\t-0.562\t-0.025\t0.447\t-0.035\t0.233\t-0.775\t-0.716\t-0.005\t0.120\t0.048\t-0.590\t0.073\t0.025\t-0.121\t-0.652\t0.519\t-0.012\t-0.750\t-0.125\t-0.583\t0.003\t1.428\t0.148\t0.201\t1.424\t0.271\t0.434\t0.144\n4\t-1.316\t-1.709\t-0.553\t-2.792\t0.016\t-1.600\t-1.915\t-0.348\t1.245\t-1.434\t-0.055\t2.137\t0.353\t-0.913\t0.878\t0.577\t-1.051\t0.119\t-1.275\t1.030\t0.069\t0.854\t-0.343\t0.454\t0.740\t0.372\t-0.018\t-1.011\n0\t-0.817\t1.941\t-0.599\t0.212\t-0.191\t0.939\t-0.335\t-1.267\t0.415\t-1.503\t-0.848\t-0.510\t-0.473\t-0.346\t-0.426\t0.126\t-0.680\t0.435\t-0.842\t-1.269\t-1.131\t-0.411\t0.971\t-0.028\t-0.461\t-0.040\t-1.210\t-1.706\n4\t0.871\t0.902\t2.888\t-0.268\t-0.904\t0.456\t-0.880\t-1.133\t-0.252\t1.980\t0.689\t0.380\t-1.673\t-0.623\t1.433\t-0.270\t2.195\t0.448\t-0.150\t-0.314\t-0.065\t-1.452\t0.973\t0.442\t-0.256\t-0.112\t0.810\t2.030\n4\t-1.856\t2.013\t-0.465\t0.985\t0.325\t-1.043\t-1.510\t-0.596\t2.222\t-1.584\t-0.694\t-0.909\t1.090\t0.031\t1.634\t1.402\t2.394\t1.639\t-1.129\t1.652\t-0.596\t0.092\t0.704\t1.025\t0.271\t1.631\t-1.014\t0.075\n0\t-0.489\t-0.426\t-1.251\t0.887\t1.224\t-0.032\t1.371\t0.818\t0.383\t0.604\t-1.193\t0.763\t1.433\t-0.001\t-0.701\t-0.490\t1.117\t-0.000\t-0.433\t0.338\t0.163\t-0.094\t0.643\t-1.394\t1.921\t-0.475\t-0.603\t1.035\n0\t1.009\t-0.519\t0.267\t0.228\t-0.213\t-0.264\t0.363\t-1.106\t0.840\t-0.609\t0.441\t-0.030\t1.408\t0.271\t1.660\t0.244\t0.467\t-0.948\t0.603\t0.804\t-1.094\t-1.246\t1.937\t0.171\t0.361\t1.271\t-0.046\t-0.797\n2\t-0.508\t-0.230\t-0.561\t0.545\t-0.349\t-0.855\t-0.790\t0.534\t-2.215\t-0.087\t-1.448\t-0.071\t-0.327\t-0.226\t0.860\t-1.444\t0.215\t0.111\t0.257\t1.643\t-1.904\t0.402\t1.796\t-0.262\t-0.294\t1.555\t1.044\t1.023\n2\t-0.502\t-0.456\t2.535\t-0.294\t-0.385\t-0.789\t0.576\t0.212\t-0.566\t-0.382\t0.967\t-1.053\t-0.598\t0.152\t0.193\t0.568\t-0.856\t-2.044\t-0.136\t-0.595\t-0.668\t0.164\t-2.741\t-0.435\t0.238\t0.061\t-0.919\t1.563\n0\t2.540\t0.144\t-0.238\t0.729\t0.194\t-1.598\t0.279\t1.286\t-0.228\t0.260\t0.172\t1.054\t-0.487\t-0.258\t0.226\t-0.548\t-0.806\t0.640\t1.002\t-0.624\t-0.449\t0.001\t0.560\t-0.349\t-0.471\t0.477\t-1.048\t-0.283\n0\t-0.363\t-1.521\t1.113\t0.054\t1.320\t-0.103\t1.190\t1.250\t0.099\t0.172\t0.496\t-1.057\t-0.803\t-0.216\t0.137\t1.526\t-0.630\t-0.406\t0.677\t0.786\t0.501\t-1.646\t-0.654\t0.001\t-0.556\t0.511\t-0.322\t-0.712\n4\t1.245\t-0.451\t-0.219\t1.544\t-0.823\t-0.225\t-1.595\t0.950\t3.092\t-1.553\t-2.275\t0.738\t-0.809\t-0.232\t1.251\t-0.549\t-0.563\t-1.937\t1.554\t-0.272\t-1.084\t-0.434\t-2.117\t-1.799\t-0.366\t-0.145\t0.841\t0.735\n1\t0.738\t-1.786\t0.961\t-1.019\t-0.825\t1.440\t-1.654\t0.995\t-0.263\t1.002\t0.303\t-0.393\t-0.860\t-1.646\t-1.030\t-0.860\t-1.094\t0.737\t1.018\t0.246\t0.452\t0.251\t0.759\t-0.156\t0.708\t0.354\t0.397\t0.333\n2\t0.259\t-0.486\t1.000\t-0.431\t0.973\t0.118\t-1.908\t0.588\t-0.053\t0.555\t0.216\t0.222\t0.043\t2.883\t0.526\t-1.768\t-1.508\t0.433\t-0.572\t1.073\t0.323\t0.377\t-0.920\t0.575\t0.172\t-0.936\t-0.932\t1.656\n2\t1.307\t-0.368\t0.259\t0.237\t1.663\t0.741\t-0.458\t-0.272\t-0.276\t0.018\t-0.945\t-0.081\t1.368\t1.324\t-1.565\t-1.723\t-0.593\t-1.779\t-1.263\t0.351\t-0.038\t-1.721\t1.170\t-0.422\t-0.518\t1.017\t0.411\t-0.042\n3\t0.454\t-1.545\t0.886\t-2.189\t0.940\t0.490\t-0.755\t0.115\t-0.863\t-0.483\t-1.008\t-0.538\t-0.219\t-0.167\t-0.029\t-1.768\t-0.890\t-1.420\t2.246\t-0.059\t0.259\t1.352\t0.792\t1.786\t-0.150\t1.739\t0.263\t-0.681\n2\t1.029\t0.029\t-0.134\t-0.730\t0.025\t-0.255\t1.217\t-0.736\t-0.086\t-0.763\t-0.820\t-1.397\t-1.104\t0.831\t-0.574\t0.666\t1.544\t1.271\t-0.578\t-1.824\t-0.229\t-1.025\t-0.557\t1.992\t-1.885\t0.088\t-0.269\t0.458\n0\t0.298\t-0.674\t-1.076\t-1.273\t0.168\t0.082\t1.195\t-0.805\t-0.288\t0.017\t-0.550\t0.839\t1.238\t-1.106\t-0.458\t1.325\t0.323\t0.117\t0.341\t0.656\t0.389\t0.214\t0.010\t1.348\t-0.266\t0.001\t1.552\t0.326\n3\t-0.429\t-1.945\t-0.177\t-0.639\t0.025\t-0.251\t0.496\t-2.712\t-0.080\t0.522\t-2.234\t-0.602\t-0.160\t1.115\t0.111\t0.966\t-0.231\t0.003\t0.759\t1.370\t1.245\t1.789\t-0.110\t0.136\t0.352\t-1.411\t0.007\t1.030\n3\t-1.711\t-0.139\t-1.275\t1.276\t0.897\t0.599\t2.038\t-0.066\t1.183\t-0.475\t-1.798\t0.135\t1.251\t-1.887\t0.845\t0.255\t-0.208\t-0.582\t-0.354\t-0.236\t-0.491\t-0.978\t1.463\t0.712\t-0.888\t-0.007\t0.092\t1.554\n0\t-0.086\t-0.296\t1.654\t-0.861\t-0.092\t0.890\t-0.618\t1.625\t-0.253\t-1.243\t0.239\t-1.385\t-0.927\t-1.165\t-0.955\t-0.656\t-0.569\t-1.423\t-0.050\t1.106\t0.960\t0.917\t0.800\t0.003\t0.590\t0.124\t-0.141\t0.108\n3\t-0.459\t0.230\t-0.295\t0.849\t-0.362\t-0.994\t0.094\t-0.665\t0.758\t0.294\t1.775\t0.420\t-0.591\t-2.375\t-1.537\t-0.982\t1.218\t-1.680\t-1.694\t0.624\t-0.494\t-2.076\t-0.126\t-0.965\t-0.048\t0.853\t0.095\t1.005\n2\t-1.162\t-0.632\t0.675\t0.247\t-0.018\t0.440\t-1.872\t-0.922\t-0.602\t0.763\t-2.154\t0.181\t-0.377\t0.651\t0.808\t1.698\t-1.174\t-0.821\t0.049\t1.410\t0.437\t0.105\t1.224\t-0.397\t1.170\t1.735\t-0.153\t-1.550\n4\t1.262\t-0.028\t-0.370\t-0.660\t0.064\t0.915\t-0.812\t0.095\t2.658\t1.815\t-2.232\t-1.815\t1.806\t0.896\t0.051\t0.528\t-0.316\t-0.666\t0.730\t-0.097\t0.865\t-0.549\t0.713\t0.312\t-1.335\t1.474\t-1.408\t1.331\n3\t0.467\t-0.288\t-0.885\t0.089\t0.458\t0.524\t0.444\t1.064\t0.521\t0.271\t-1.266\t0.246\t-0.171\t-1.122\t0.501\t0.518\t0.425\t0.556\t0.124\t-0.247\t1.770\t0.148\t-2.543\t-2.428\t1.205\t-1.834\t-0.544\t-1.216\n4\t-1.142\t-1.081\t0.667\t1.886\t-0.470\t2.601\t-1.896\t-0.508\t0.183\t-2.552\t1.522\t-0.692\t0.034\t0.448\t-1.591\t2.432\t0.134\t-0.341\t-1.111\t0.205\t-1.576\t0.139\t1.397\t1.165\t-0.556\t-0.278\t0.541\t1.182\n1\t0.302\t-1.135\t-0.126\t-0.079\t0.657\t-0.082\t1.159\t0.657\t-1.778\t-0.233\t1.161\t-0.930\t0.270\t0.376\t0.143\t-0.381\t0.049\t-0.562\t-0.720\t0.925\t-0.305\t2.361\t-1.459\t0.127\t-0.812\t0.774\t-1.140\t1.123\n4\t2.047\t0.529\t-0.512\t0.451\t1.756\t-0.454\t0.276\t1.375\t-0.774\t1.191\t0.605\t1.716\t-1.932\t-1.064\t-0.944\t-0.672\t0.256\t2.404\t-1.183\t-0.641\t1.307\t0.244\t1.868\t-0.229\t-0.277\t1.081\t-0.582\t-0.792\n2\t1.061\t-1.376\t2.444\t-0.067\t-1.711\t0.035\t0.435\t1.245\t0.069\t0.159\t0.078\t-1.206\t0.030\t-0.029\t-0.700\t-1.893\t-0.385\t0.607\t1.472\t-0.207\t-0.145\t-0.283\t0.307\t-0.488\t0.561\t-2.301\t0.549\t-0.443\n2\t0.156\t-2.365\t-1.293\t0.608\t-0.512\t-0.495\t0.015\t0.377\t-0.470\t1.347\t0.171\t-0.936\t-1.205\t0.892\t-0.201\t1.749\t-0.102\t-0.009\t-0.511\t2.247\t0.465\t-0.210\t-0.394\t-0.006\t1.002\t1.337\t-0.797\t0.933\n2\t1.321\t0.472\t-0.876\t-1.271\t-0.038\t-0.224\t0.395\t-2.199\t-0.189\t-0.877\t1.277\t0.409\t-0.508\t1.421\t-0.436\t-0.104\t0.271\t0.909\t0.012\t1.420\t-0.402\t-0.981\t1.593\t-0.313\t0.593\t0.768\t2.083\t-0.297\n3\t-0.682\t0.709\t-1.435\t-0.553\t0.891\t0.685\t-0.802\t-0.900\t1.575\t0.375\t-0.813\t-0.041\t1.086\t-0.894\t-0.915\t0.221\t-1.352\t-0.673\t-0.435\t-2.657\t0.083\t0.613\t1.950\t0.597\t-1.026\t-0.452\t1.861\t0.454\n0\t-0.591\t-0.400\t1.781\t-0.297\t-0.129\t-0.115\t-1.346\t0.572\t-0.653\t-0.030\t0.444\t1.943\t-1.318\t0.865\t0.869\t-0.638\t0.600\t1.643\t-0.765\t0.241\t0.405\t0.534\t0.769\t0.166\t0.513\t-0.911\t0.164\t-0.476\n3\t-0.856\t-1.340\t-0.179\t1.023\t0.335\t-1.287\t-0.920\t0.769\t0.051\t-0.537\t2.416\t0.289\t-1.313\t0.545\t-0.063\t1.991\t-0.240\t-0.705\t1.263\t1.127\t0.644\t2.134\t1.733\t-0.575\t0.366\t-0.380\t-0.902\t0.041\n1\t0.382\t-0.904\t1.012\t-0.320\t-1.689\t0.080\t-1.159\t-0.605\t0.707\t-0.120\t-0.037\t1.168\t-2.256\t1.125\t0.147\t-0.069\t-0.038\t0.640\t1.026\t-0.236\t-0.134\t0.609\t-2.098\t-0.099\t0.498\t-0.493\t-0.799\t-0.152\n2\t0.479\t1.257\t-1.522\t-0.479\t-1.101\t0.672\t-0.173\t0.555\t0.729\t0.010\t-0.313\t-0.224\t-0.876\t2.623\t-0.098\t1.219\t1.079\t1.792\t0.531\t-0.544\t0.598\t0.584\t-0.873\t-0.265\t0.743\t0.066\t0.318\t2.339\n4\t-0.171\t1.216\t0.465\t-1.180\t-1.809\t-1.018\t-0.433\t-0.149\t-0.635\t0.483\t-2.057\t0.308\t0.981\t2.650\t0.179\t1.251\t-0.026\t0.324\t-0.031\t0.530\t0.503\t2.627\t-0.708\t1.055\t0.871\t-1.825\t0.587\t0.547\n0\t0.377\t0.514\t-0.459\t1.935\t-1.747\t0.058\t-0.219\t-0.551\t-0.698\t-0.007\t-0.226\t-0.392\t-1.299\t-1.618\t-0.289\t-0.402\t-0.197\t-0.109\t-0.523\t-0.212\t-0.854\t1.524\t-0.800\t-0.371\t-0.724\t-0.741\t0.025\t-0.102\n0\t-0.630\t-0.499\t0.298\t0.638\t-0.474\t-1.039\t0.137\t0.518\t1.614\t1.146\t-1.259\t-0.141\t0.456\t-0.850\t-0.351\t0.674\t0.250\t0.002\t-0.654\t-1.446\t-0.312\t-0.091\t-1.468\t0.048\t0.392\t-0.692\t0.403\t0.276\n0\t2.525\t-0.789\t0.384\t0.556\t-0.289\t-1.072\t-0.095\t0.554\t-0.665\t-0.243\t-0.127\t-0.792\t1.292\t0.161\t-0.201\t0.815\t0.153\t1.203\t-0.877\t0.602\t-0.024\t1.343\t0.966\t0.290\t0.299\t-0.083\t1.133\t-0.534\n0\t0.237\t0.362\t-0.688\t0.601\t-0.556\t-0.133\t-0.546\t0.513\t1.192\t-0.085\t-0.702\t1.235\t-1.568\t1.193\t0.853\t-0.329\t-1.386\t-0.995\t0.541\t-0.484\t0.368\t-0.882\t-1.129\t-0.805\t-0.561\t0.473\t1.433\t-1.170\n2\t-0.927\t0.286\t-1.188\t0.604\t0.484\t-1.927\t0.272\t-0.199\t-1.185\t-0.292\t2.062\t0.573\t-0.827\t-0.331\t-1.935\t-1.080\t1.684\t0.917\t0.451\t0.390\t1.417\t0.320\t-0.283\t-0.092\t-0.262\t-0.275\t1.696\t-1.057\n1\t0.520\t-0.141\t1.265\t-0.321\t-0.983\t-1.063\t0.735\t0.030\t0.634\t0.613\t-2.020\t-1.140\t-1.021\t-0.816\t-0.420\t0.999\t1.198\t-0.293\t-0.251\t-0.705\t0.089\t0.203\t0.806\t0.798\t-2.302\t-0.153\t1.384\t-0.438\n3\t-0.272\t-1.645\t-2.156\t2.008\t0.205\t-0.359\t0.798\t-0.870\t0.110\t1.106\t-1.102\t-0.492\t-1.381\t0.835\t0.205\t1.172\t0.843\t-0.261\t0.411\t0.421\t0.733\t1.466\t-1.090\t-1.876\t-1.051\t0.473\t0.414\t-0.569\n2\t-0.283\t-0.611\t1.985\t1.949\t0.824\t0.074\t-1.231\t-0.208\t0.021\t-0.678\t1.369\t1.866\t-0.151\t1.033\t0.303\t-0.745\t1.170\t1.582\t0.564\t-0.432\t0.825\t-0.238\t0.901\t1.488\t-0.635\t0.600\t-0.274\t1.179\n3\t0.075\t-0.802\t0.416\t-0.152\t0.437\t-2.028\t1.333\t0.077\t1.960\t-1.292\t-1.580\t-0.084\t-0.198\t-1.024\t-0.593\t1.866\t1.269\t0.228\t-0.166\t-0.783\t0.841\t-0.329\t0.702\t0.529\t-1.799\t1.516\t0.101\t-1.318\n3\t1.027\t-0.470\t0.049\t-0.145\t2.274\t-0.753\t-0.385\t-0.957\t1.304\t1.378\t-0.217\t1.186\t0.328\t0.702\t-0.995\t0.161\t1.872\t1.477\t0.805\t0.951\t2.433\t0.786\t-0.662\t1.213\t-0.074\t0.489\t0.118\t-0.709\n0\t-1.180\t-0.256\t-1.186\t0.618\t-0.391\t-1.974\t0.078\t-0.611\t0.981\t-0.382\t-0.090\t-0.902\t0.958\t-0.324\t-0.321\t0.716\t-0.366\t0.217\t-0.161\t0.903\t-0.654\t-1.438\t0.996\t0.426\t-0.441\t0.577\t-1.363\t0.434\n0\t-0.546\t-0.518\t-0.894\t-0.733\t-0.231\t-0.078\t0.705\t-0.011\t-0.402\t0.558\t0.109\t1.135\t0.740\t-2.287\t0.077\t0.869\t-0.137\t0.455\t-1.152\t0.499\t1.375\t-0.944\t0.295\t-0.839\t0.196\t-1.641\t-0.555\t0.781\n0\t-0.344\t0.810\t1.505\t-0.909\t0.557\t-0.826\t-0.405\t-0.202\t0.052\t0.946\t-0.602\t0.338\t-0.053\t-1.876\t0.931\t-0.113\t-0.355\t-0.759\t-0.251\t1.490\t0.378\t-0.334\t0.371\t-1.661\t-0.114\t0.986\t0.478\t0.811\n2\t-1.035\t0.522\t-1.994\t0.386\t-0.902\t0.279\t-1.345\t0.231\t1.377\t-0.595\t-0.617\t0.432\t0.211\t-1.382\t1.108\t0.809\t1.282\t0.546\t1.888\t-1.873\t1.524\t-0.390\t-0.544\t-0.714\t0.509\t0.800\t-0.466\t0.274\n3\t0.855\t0.701\t1.787\t-0.653\t-1.317\t0.310\t0.211\t-0.005\t-0.746\t-2.653\t-1.007\t0.557\t0.284\t0.965\t0.345\t0.736\t0.765\t0.020\t0.027\t-2.909\t-0.657\t-0.613\t-0.109\t-0.930\t0.938\t-0.882\t1.102\t-0.961\n4\t0.407\t-1.302\t-1.838\t1.480\t-0.439\t0.985\t-0.656\t0.987\t-0.429\t-1.210\t0.646\t0.945\t0.640\t-0.145\t-1.749\t-1.069\t-0.702\t-0.258\t1.131\t-0.117\t-2.107\t-2.591\t-0.695\t-0.513\t0.356\t-1.452\t-1.383\t0.454\n1\t-0.800\t-1.029\t0.700\t2.891\t0.834\t0.469\t1.470\t-1.328\t-0.133\t0.528\t1.109\t-0.724\t-0.335\t0.131\t1.985\t0.307\t0.282\t-1.191\t-0.159\t-0.438\t0.127\t-0.072\t0.876\t-0.160\t0.156\t0.386\t0.404\t-0.785\n0\t-1.585\t-0.354\t-1.474\t-0.911\t0.635\t1.659\t0.858\t-0.546\t-0.252\t-0.081\t-0.634\t1.326\t-1.409\t1.633\t0.330\t-0.159\t0.287\t-0.115\t-0.281\t0.539\t-0.588\t-0.006\t-0.729\t0.693\t1.045\t-0.516\t-0.708\t0.200\n3\t0.546\t-2.172\t-0.008\t0.158\t-0.278\t1.291\t0.422\t1.310\t-0.216\t0.937\t1.635\t1.312\t-1.092\t-0.254\t-0.345\t0.489\t0.686\t-0.839\t0.068\t-2.020\t1.442\t-0.512\t0.056\t-0.310\t1.146\t-2.838\t-0.017\t-0.106\n2\t1.399\t-0.708\t0.396\t0.174\t2.619\t0.032\t-0.505\t-0.730\t0.914\t2.023\t1.809\t-0.490\t0.812\t-1.040\t-0.023\t-1.373\t0.045\t-1.012\t-0.067\t1.326\t-0.849\t-0.404\t0.957\t-0.378\t-1.203\t-0.416\t0.026\t0.618\n3\t0.045\t0.663\t-0.908\t-1.317\t0.674\t-1.518\t1.285\t-0.156\t-1.548\t-0.480\t0.379\t-0.533\t0.020\t0.740\t-0.202\t-0.937\t-0.299\t1.415\t1.685\t-2.020\t1.091\t0.250\t0.924\t-0.550\t-1.768\t0.584\t-0.941\t-1.388\n4\t1.150\t0.850\t-0.916\t-1.122\t-0.874\t-0.958\t-0.882\t-2.026\t-2.443\t-2.560\t-1.551\t1.166\t3.606\t2.020\t0.249\t-0.776\t-0.431\t0.140\t2.067\t-0.992\t0.003\t0.097\t-0.088\t-2.009\t-0.276\t-1.352\t2.288\t0.571\n2\t1.070\t-0.247\t1.369\t0.366\t-2.406\t0.883\t-1.272\t0.859\t0.902\t0.330\t0.544\t1.099\t-0.496\t0.793\t1.163\t1.760\t-1.106\t0.409\t-0.961\t-1.004\t0.359\t0.077\t1.145\t-0.346\t-0.134\t0.212\t-0.862\t-0.723\n4\t-0.023\t-0.718\t-0.410\t-2.851\t-0.200\t-0.421\t-0.456\t-0.759\t0.614\t0.424\t0.282\t-1.048\t-0.654\t-2.808\t0.423\t1.329\t-2.079\t0.991\t1.169\t-0.903\t2.631\t-0.938\t-0.476\t-0.250\t0.526\t-0.841\t-0.490\t-1.346\n4\t-1.001\t0.576\t2.211\t0.413\t1.179\t-0.548\t0.080\t-1.112\t-2.392\t-0.730\t-0.433\t-1.155\t-0.219\t-1.235\t1.882\t-1.273\t-0.858\t-0.637\t0.927\t0.695\t0.033\t-0.654\t-2.718\t-0.877\t0.037\t-0.411\t1.099\t0.474\n1\t0.614\t0.624\t-0.158\t0.790\t1.280\t0.761\t-0.453\t0.780\t0.173\t-0.932\t-0.273\t-1.239\t-1.792\t-0.585\t0.585\t1.045\t0.623\t-0.481\t0.271\t2.339\t1.514\t0.049\t0.093\t-0.871\t-0.967\t-0.130\t0.094\t0.940\n4\t0.780\t-0.434\t1.447\t-1.288\t1.217\t1.017\t2.529\t-0.882\t0.546\t0.084\t-0.296\t0.155\t2.246\t-0.320\t-1.755\t-0.202\t-0.650\t-1.144\t-1.696\t1.277\t0.028\t-0.871\t-0.740\t2.808\t0.884\t-0.624\t-0.576\t1.967\n0\t-0.038\t-0.458\t0.547\t0.085\t0.658\t0.346\t-0.193\t-0.974\t-0.725\t0.170\t-0.237\t-0.717\t0.110\t1.422\t1.235\t-0.392\t0.060\t-0.865\t1.394\t1.930\t0.590\t-0.141\t-0.584\t-0.757\t-0.061\t-0.722\t-2.370\t-0.799\n1\t1.105\t1.796\t-0.198\t1.158\t-0.152\t-1.337\t-0.675\t0.441\t-0.301\t-0.017\t-1.252\t1.751\t0.431\t0.082\t0.851\t1.268\t0.029\t0.494\t-1.390\t0.378\t2.262\t0.530\t-0.078\t0.220\t0.983\t0.180\t-0.360\t-0.292\n3\t-0.077\t1.313\t-0.696\t1.864\t-0.671\t0.089\t-0.281\t0.123\t0.445\t0.434\t-0.753\t-1.123\t2.503\t-0.484\t0.699\t-1.608\t-0.280\t-0.127\t0.473\t-2.722\t0.166\t-1.150\t0.324\t-1.036\t-0.855\t-0.274\t-1.052\t-0.476\n0\t-0.823\t0.783\t-0.369\t0.894\t-0.529\t1.284\t-1.643\t0.604\t0.191\t-0.292\t-1.629\t-0.499\t-0.109\t0.509\t0.446\t-0.779\t0.060\t-0.537\t-0.447\t-0.684\t0.574\t0.468\t-0.294\t-1.608\t1.435\t0.801\t0.207\t1.156\n1\t-1.154\t-1.752\t-0.390\t0.158\t-0.097\t-0.416\t-0.946\t0.608\t-1.317\t0.776\t-1.002\t-0.752\t-1.467\t-0.501\t0.975\t0.516\t0.978\t0.522\t-1.104\t-0.331\t-0.780\t1.331\t-1.197\t0.894\t0.893\t1.830\t-0.410\t0.712\n1\t-1.533\t-2.237\t0.875\t-1.459\t1.253\t0.377\t0.283\t-0.569\t-0.825\t-0.376\t-0.877\t1.208\t-0.743\t0.506\t1.005\t-0.881\t0.377\t-0.894\t-0.174\t-0.459\t-0.695\t0.158\t-1.214\t0.929\t-1.082\t-1.267\t-0.252\t-0.373\n3\t-0.652\t-0.725\t1.092\t0.253\t0.635\t-0.138\t0.853\t-0.373\t0.233\t0.487\t-0.623\t-2.097\t-1.693\t2.312\t0.651\t0.698\t1.421\t-1.125\t-0.724\t-1.105\t2.357\t-0.998\t1.254\t-0.659\t0.085\t1.270\t0.286\t-0.132\n3\t0.098\t-0.031\t-2.347\t0.358\t-1.708\t0.721\t-0.386\t-0.369\t-0.501\t-0.610\t-0.229\t0.927\t-1.084\t0.011\t2.111\t-0.672\t-0.016\t0.842\t2.185\t1.552\t-0.140\t0.393\t-0.208\t1.092\t-0.119\t1.702\t-1.930\t0.613\n3\t0.060\t0.790\t0.730\t0.389\t-1.421\t-1.327\t0.981\t1.082\t-1.349\t-0.461\t-1.635\t-0.434\t-0.803\t2.677\t0.504\t-0.134\t-1.237\t-1.735\t0.554\t0.764\t0.027\t0.801\t-0.730\t0.303\t0.595\t0.042\t1.416\t1.912\n0\t2.637\t-0.344\t1.649\t-1.178\t0.975\t0.481\t-0.600\t-0.012\t0.341\t-0.383\t-0.454\t-0.171\t0.207\t-0.763\t-0.205\t0.081\t0.098\t0.427\t0.089\t-0.863\t-0.792\t0.726\t0.148\t0.440\t0.332\t-0.249\t0.526\t-0.777\n1\t-0.593\t1.277\t0.149\t0.776\t-1.801\t-0.419\t-1.646\t-0.484\t0.244\t0.461\t0.075\t0.487\t-0.494\t-1.362\t0.143\t-0.109\t1.737\t1.162\t1.184\t-0.613\t0.021\t0.374\t-1.004\t-1.137\t-0.753\t-0.795\t0.523\t0.334\n1\t0.261\t-0.415\t1.127\t-0.974\t-0.187\t-1.405\t-0.347\t-1.680\t0.746\t0.767\t0.784\t0.029\t-0.880\t-0.800\t1.530\t1.436\t0.123\t-0.516\t1.369\t-0.695\t0.229\t1.352\t-0.836\t0.829\t0.521\t-0.040\t-0.993\t-0.724\n3\t1.715\t-0.513\t0.328\t-0.669\t0.214\t-0.415\t-0.399\t1.509\t1.238\t0.467\t0.816\t2.075\t-0.855\t0.908\t-0.462\t-1.065\t0.896\t2.441\t-0.247\t0.645\t0.807\t0.683\t1.128\t0.623\t-1.560\t-0.133\t0.988\t-1.085\n2\t-0.247\t-0.422\t-0.640\t1.024\t-1.019\t0.229\t0.936\t-1.102\t-0.117\t-0.300\t0.695\t-1.392\t1.579\t0.701\t-1.428\t-0.629\t0.619\t1.093\t-0.759\t-0.629\t0.573\t-0.496\t-0.749\t0.717\t0.226\t2.588\t-1.171\t-1.610\n1\t1.299\t0.406\t0.262\t0.331\t0.041\t0.177\t-1.850\t1.481\t-0.074\t-0.151\t0.755\t1.823\t-0.692\t-0.026\t-0.276\t0.422\t0.583\t0.991\t-1.946\t1.312\t0.613\t0.517\t-0.777\t-1.105\t-0.285\t0.202\t-1.151\t0.683\n0\t0.404\t-0.024\t-0.904\t0.324\t-1.179\t1.188\t-0.465\t0.201\t0.283\t-0.259\t0.587\t-0.475\t0.871\t-1.346\t0.126\t1.939\t-1.000\t-0.678\t0.514\t0.180\t0.351\t0.489\t0.635\t1.110\t0.410\t-0.241\t0.673\t1.900\n3\t-1.123\t-1.505\t0.279\t-0.286\t2.903\t0.458\t0.058\t-0.173\t-1.218\t0.564\t-0.079\t-0.078\t0.094\t0.221\t-1.739\t0.837\t-0.846\t-0.138\t1.286\t1.779\t-1.700\t0.030\t0.273\t-1.508\t0.803\t0.116\t0.194\t-0.918\n1\t-1.624\t0.698\t1.806\t0.334\t0.554\t-1.065\t-0.619\t-1.018\t0.396\t-0.518\t-0.580\t0.704\t1.670\t-0.088\t-1.575\t0.040\t0.192\t0.831\t-0.324\t0.881\t0.728\t-0.298\t0.820\t0.930\t-1.091\t0.960\t-0.120\t-0.247\n3\t0.188\t0.995\t1.816\t-1.182\t0.140\t-1.030\t-0.899\t-0.983\t-0.334\t-0.882\t2.479\t-0.460\t0.988\t-0.660\t2.233\t0.339\t0.837\t-0.591\t0.976\t0.335\t-0.379\t-1.080\t-0.238\t-0.323\t0.869\t-0.232\t-1.922\t0.646\n1\t0.769\t-0.789\t0.103\t-1.667\t0.769\t-0.249\t2.042\t0.261\t-0.755\t-0.274\t-0.631\t-0.582\t-0.022\t-0.987\t-0.058\t-1.974\t0.161\t-0.760\t-1.348\t0.724\t-1.769\t0.625\t0.469\t-0.892\t-0.275\t0.266\t0.232\t0.914\n2\t0.013\t1.482\t-0.006\t-1.458\t-0.224\t1.171\t-1.884\t-0.094\t0.575\t2.652\t1.208\t0.133\t0.521\t-1.898\t-1.050\t0.651\t0.161\t0.289\t0.034\t-0.005\t0.103\t-1.056\t-0.229\t-1.244\t-0.620\t1.196\t-0.181\t0.596\n1\t1.229\t0.040\t-0.091\t0.797\t-1.030\t-1.263\t-1.625\t0.568\t-0.164\t0.826\t0.051\t-1.371\t-0.356\t0.897\t-0.262\t1.187\t-0.454\t0.719\t-1.783\t-0.226\t-0.387\t-1.398\t1.112\t-0.640\t-0.743\t1.301\t0.161\t0.780\n2\t-0.878\t-0.817\t0.955\t-1.380\t-1.040\t1.273\t-0.392\t1.376\t-1.167\t0.074\t0.772\t-0.906\t1.674\t-0.390\t0.509\t-0.678\t1.492\t0.303\t2.097\t1.179\t0.837\t-0.955\t0.084\t-0.317\t0.026\t0.148\t-0.901\t-0.157\n1\t1.161\t1.607\t-0.587\t1.973\t-0.582\t0.300\t1.144\t0.627\t-0.924\t-1.181\t-0.616\t0.643\t-0.354\t-0.399\t0.503\t-0.373\t-0.665\t1.254\t-0.466\t-1.289\t0.199\t0.962\t-1.081\t-0.158\t-0.530\t0.623\t-0.344\t-1.501\n1\t-0.361\t-0.196\t0.072\t-0.054\t-0.507\t0.417\t-0.805\t0.350\t1.349\t-0.595\t0.134\t0.267\t0.705\t-0.679\t-1.596\t1.971\t0.710\t-0.847\t-1.694\t-0.533\t0.363\t-0.991\t0.313\t0.066\t0.213\t1.814\t1.302\t-0.932\n0\t1.111\t1.692\t0.444\t-0.648\t0.123\t0.156\t-0.189\t1.289\t0.845\t-1.154\t-1.263\t-0.534\t-0.994\t-0.468\t-0.001\t-0.178\t0.171\t-0.334\t-1.396\t-0.966\t-1.055\t-0.794\t0.406\t-0.398\t-0.930\t-0.090\t0.291\t0.257\n0\t-1.167\t0.311\t-0.177\t0.874\t0.331\t-0.647\t0.010\t0.146\t0.784\t0.822\t-0.707\t0.943\t1.978\t0.016\t-1.918\t-1.029\t0.236\t1.103\t0.312\t0.347\t0.221\t-1.052\t0.324\t-0.826\t1.455\t-0.258\t0.640\t-0.514\n4\t-0.998\t-0.315\t-1.663\t0.985\t-0.682\t-0.704\t0.464\t-0.958\t0.950\t0.241\t-0.186\t-1.950\t2.741\t-2.528\t-1.248\t0.403\t-0.294\t1.995\t0.572\t-0.963\t1.818\t0.467\t0.352\t0.381\t1.704\t0.310\t-0.574\t-0.105\n2\t-0.456\t0.388\t1.343\t-0.302\t-0.891\t1.369\t-1.462\t-0.485\t0.840\t-0.419\t0.924\t0.689\t-0.427\t-2.268\t-0.350\t0.329\t-0.612\t-0.016\t1.943\t0.367\t0.498\t-1.451\t0.372\t0.089\t-0.294\t0.351\t1.605\t-1.802\n0\t0.912\t0.756\t-0.455\t0.386\t0.748\t-0.064\t1.224\t0.693\t0.853\t-0.653\t-0.024\t0.618\t-0.257\t-0.686\t0.213\t-0.676\t1.286\t0.199\t0.655\t-1.229\t0.127\t-2.067\t0.400\t-0.529\t-1.923\t-0.369\t0.255\t0.607\n0\t0.530\t-0.402\t0.101\t-1.715\t0.274\t1.002\t0.470\t1.503\t-0.800\t-0.868\t0.208\t0.999\t-0.130\t-0.915\t0.725\t0.500\t0.732\t-0.696\t-1.056\t-0.078\t0.200\t-0.729\t-1.338\t0.970\t1.198\t0.338\t-0.530\t-1.146\n4\t-0.156\t-0.972\t0.085\t-0.794\t0.815\t0.057\t-1.040\t2.407\t1.659\t2.443\t-0.343\t-0.835\t0.806\t1.108\t0.197\t-2.104\t-0.981\t0.423\t-0.660\t-1.365\t-0.258\t-3.247\t-0.603\t-0.426\t0.310\t0.548\t0.378\t0.897\n2\t1.383\t-0.680\t0.182\t0.294\t0.374\t-0.263\t1.281\t-1.890\t-0.421\t0.448\t0.457\t1.353\t1.198\t-0.286\t1.300\t-0.714\t0.931\t1.811\t1.215\t0.106\t-0.332\t-1.529\t0.311\t-1.115\t-0.793\t-1.191\t-0.460\t-0.028\n2\t0.941\t0.192\t1.948\t1.025\t-0.654\t0.027\t-0.047\t-1.582\t-0.940\t-0.561\t-2.036\t0.047\t-0.249\t-1.673\t0.404\t0.716\t0.227\t-0.324\t0.591\t0.680\t0.307\t-0.825\t0.277\t1.195\t-0.597\t2.098\t-0.526\t0.032\n0\t-1.195\t0.622\t-0.372\t-1.467\t0.148\t-0.833\t-1.578\t-0.782\t-1.028\t-0.647\t-1.326\t-0.395\t-0.713\t0.376\t0.594\t0.260\t-0.235\t-0.262\t-0.837\t-0.813\t0.704\t-1.760\t-0.081\t-0.324\t0.599\t-1.425\t0.012\t0.343\n1\t-1.938\t0.490\t-0.136\t0.116\t0.173\t-2.062\t-0.097\t1.019\t1.087\t-0.705\t-0.639\t0.426\t0.029\t-1.261\t-0.437\t0.709\t-1.031\t1.925\t-0.027\t-0.430\t0.933\t0.346\t0.690\t-1.618\t0.169\t0.706\t0.188\t0.826\n4\t0.476\t-0.388\t-0.160\t-1.369\t2.048\t-0.494\t-1.888\t-1.229\t-0.029\t-0.226\t-1.076\t-0.306\t-0.678\t0.359\t0.150\t1.330\t-0.944\t-2.213\t-1.026\t2.581\t1.369\t1.660\t-0.371\t0.406\t-1.361\t-1.162\t-0.463\t1.151\n3\t0.211\t-0.051\t-1.526\t0.955\t1.665\t0.278\t0.317\t0.377\t0.188\t-1.155\t-0.908\t0.072\t-1.519\t0.958\t-1.276\t1.453\t0.352\t-1.099\t-1.689\t1.026\t-0.221\t-1.070\t2.467\t0.567\t0.174\t-1.011\t0.722\t0.027\n3\t-1.824\t-0.967\t-0.453\t-1.954\t-1.101\t0.245\t-0.347\t-0.264\t-0.915\t0.046\t-0.325\t-1.641\t-0.201\t-1.242\t0.898\t-0.392\t2.522\t0.967\t-0.130\t0.579\t-2.090\t0.962\t-0.820\t0.090\t-0.728\t-0.621\t-0.181\t0.077\n1\t-0.028\t1.772\t1.661\t-0.457\t-0.602\t0.469\t-0.998\t0.302\t0.766\t1.227\t-0.100\t-0.204\t-0.878\t-0.827\t-0.226\t0.367\t0.914\t-0.803\t1.493\t-0.271\t-0.021\t-0.747\t-2.424\t0.884\t0.737\t-0.281\t0.067\t0.516\n1\t0.879\t-0.945\t-0.777\t0.018\t0.784\t0.675\t0.831\t-1.427\t-0.151\t0.447\t-1.599\t-0.068\t0.006\t-1.210\t0.280\t0.721\t-0.321\t1.500\t0.824\t-0.508\t0.544\t-1.827\t1.651\t0.497\t0.352\t-0.758\t-1.200\t0.929\n0\t0.811\t-1.148\t0.819\t1.538\t-1.123\t-0.918\t1.018\t0.271\t0.551\t0.341\t0.391\t-1.326\t1.047\t1.170\t-0.229\t-0.043\t-1.531\t0.514\t0.572\t-0.062\t1.124\t-0.334\t0.565\t-1.020\t-0.024\t-0.174\t0.225\t-0.370\n3\t0.633\t-1.260\t0.259\t0.705\t0.727\t-0.399\t-0.929\t-0.743\t-0.247\t0.113\t-1.336\t1.052\t0.877\t2.497\t0.300\t-0.182\t-1.518\t-1.522\t-1.043\t-1.285\t-0.483\t-0.753\t1.105\t0.531\t0.643\t-1.608\t0.034\t-1.644\n2\t-0.242\t0.013\t1.754\t0.855\t-1.235\t-1.476\t-0.353\t1.528\t1.150\t-0.787\t-0.782\t0.234\t-0.044\t-1.535\t-0.150\t-0.913\t-1.197\t-0.732\t-1.275\t-0.092\t-1.083\t-0.235\t0.259\t0.721\t-0.266\t1.608\t0.671\t1.167\n0\t-0.403\t-0.055\t0.802\t0.531\t0.029\t1.320\t-0.328\t1.090\t-0.440\t-1.109\t0.075\t-1.806\t-0.294\t0.806\t0.791\t1.339\t-0.704\t-1.068\t0.655\t-0.745\t0.217\t-1.025\t-0.454\t-0.494\t-0.014\t-0.114\t0.222\t0.224\n2\t-0.510\t-0.888\t1.783\t-1.205\t0.883\t-0.201\t-1.215\t-0.377\t-0.226\t-1.630\t0.428\t0.327\t-0.348\t0.473\t0.204\t1.294\t-1.078\t-0.293\t1.001\t0.541\t-2.302\t-1.669\t0.001\t1.640\t-0.432\t0.649\t0.083\t0.579\n3\t0.657\t-0.335\t0.226\t1.594\t-0.032\t0.942\t-1.991\t1.124\t-1.522\t1.009\t0.391\t-0.096\t-0.100\t-0.253\t-0.821\t-0.206\t2.208\t1.302\t-0.871\t0.268\t0.096\t-0.142\t-1.003\t0.446\t0.846\t-0.834\t1.956\t1.522\n1\t1.098\t-0.232\t0.097\t0.293\t-0.391\t0.550\t-0.199\t1.705\t-0.722\t-0.224\t-0.476\t-0.440\t-1.776\t0.343\t0.991\t-0.675\t-0.421\t-0.672\t-0.128\t0.221\t-0.172\t-0.330\t0.586\t-2.952\t0.074\t-1.376\t-1.288\t0.659\n0\t0.172\t-0.628\t-0.550\t-0.058\t0.831\t1.278\t0.207\t0.329\t-0.317\t0.275\t-0.080\t0.117\t-0.731\t-0.522\t0.879\t-1.383\t0.255\t0.652\t-0.621\t-1.098\t-1.286\t0.006\t1.002\t0.861\t2.400\t0.746\t-0.887\t-1.007\n1\t0.842\t0.126\t1.573\t-1.451\t0.317\t-0.702\t2.315\t0.187\t-1.546\t-0.286\t-1.094\t0.618\t0.579\t-0.862\t-0.287\t-0.883\t0.235\t-0.774\t-0.161\t0.339\t0.106\t-0.350\t0.360\t-2.053\t-0.215\t-0.717\t-0.431\t0.770\n3\t-0.482\t0.029\t-1.463\t0.432\t-1.288\t-1.087\t-1.135\t-1.641\t1.268\t0.522\t0.922\t0.831\t-0.168\t-0.030\t1.014\t1.638\t-1.258\t2.520\t-1.316\t-0.462\t0.074\t0.166\t1.964\t1.012\t0.413\t1.035\t0.346\t-0.675\n2\t0.136\t-0.902\t-0.262\t-0.345\t-0.428\t2.003\t-0.440\t-0.808\t-0.763\t1.044\t-1.652\t-0.763\t1.447\t0.244\t0.192\t2.132\t0.246\t-0.708\t-0.282\t-1.135\t1.256\t0.575\t1.124\t1.213\t-0.414\t-0.945\t-0.052\t-0.873\n4\t0.158\t-0.261\t-0.131\t-0.031\t-2.895\t-0.964\t-0.913\t0.579\t0.679\t1.938\t0.067\t-0.928\t-0.292\t1.153\t-2.322\t-0.923\t-0.686\t1.723\t1.359\t1.041\t1.061\t-0.701\t0.468\t1.159\t0.013\t0.598\t0.761\t-2.240\n2\t1.435\t1.461\t0.144\t-1.159\t-1.053\t-2.087\t-1.084\t0.069\t-0.560\t-0.180\t0.493\t-0.304\t-1.122\t-0.053\t-0.898\t-0.271\t1.343\t-0.271\t1.771\t1.432\t-0.579\t-1.111\t-0.053\t1.153\t-0.490\t0.908\t1.208\t-0.774\n1\t-1.561\t-0.572\t0.529\t-0.626\t1.677\t-1.058\t-1.098\t0.746\t-0.381\t-0.866\t-0.156\t0.689\t1.813\t0.827\t1.371\t0.117\t0.375\t1.031\t0.777\t1.003\t0.005\t-1.159\t-1.163\t-0.108\t-1.402\t-0.183\t-0.472\t0.326\n1\t0.682\t1.083\t0.789\t-0.160\t-1.201\t-0.698\t-0.508\t-0.669\t-1.819\t-0.685\t-0.425\t-1.991\t-0.400\t-0.422\t0.116\t-0.153\t1.226\t1.032\t-0.204\t0.132\t0.173\t-1.154\t-0.398\t-0.949\t-0.288\t0.084\t-2.067\t0.482\n0\t0.113\t0.043\t0.110\t-0.662\t-0.056\t2.482\t-0.524\t1.053\t0.668\t-0.247\t0.507\t0.090\t0.293\t0.730\t0.446\t-0.529\t0.611\t0.178\t-0.175\t0.052\t1.000\t-0.996\t-1.459\t-0.266\t-0.771\t0.188\t-1.297\t-0.998\n3\t0.285\t0.833\t-1.915\t-0.671\t-0.964\t1.251\t-0.208\t-0.513\t0.538\t-0.593\t-0.015\t1.814\t1.786\t-0.407\t-0.182\t-0.619\t-1.926\t1.036\t2.421\t-0.443\t-0.817\t-0.273\t0.085\t-1.136\t-0.458\t1.015\t0.127\t1.270\n3\t-0.278\t1.343\t-0.876\t-0.892\t1.072\t-1.548\t-0.002\t1.250\t1.317\t-0.433\t1.009\t-1.123\t-0.667\t0.230\t0.378\t-1.048\t1.862\t-1.877\t0.054\t0.196\t-1.747\t1.324\t-0.740\t0.098\t0.328\t-1.454\t-1.072\t1.563\n4\t0.714\t-1.612\t-0.024\t0.334\t0.287\t-0.670\t-0.333\t1.017\t-3.200\t0.750\t0.094\t-0.412\t-1.841\t-1.130\t0.626\t-2.140\t1.792\t-1.898\t-0.249\t0.738\t2.680\t0.941\t-1.009\t0.776\t-0.845\t-0.362\t0.046\t0.656\n2\t0.593\t0.133\t0.339\t-0.893\t-0.529\t-0.621\t0.200\t-1.364\t0.239\t0.684\t0.668\t-0.664\t-0.908\t0.773\t-0.771\t-0.237\t1.934\t-0.063\t0.476\t0.567\t-1.798\t0.355\t2.435\t1.229\t0.868\t1.060\t1.115\t-0.988\n0\t-0.861\t1.354\t-0.288\t-0.384\t2.112\t0.523\t0.925\t1.355\t-0.650\t1.250\t-0.502\t-0.545\t-0.272\t-0.622\t0.822\t0.267\t-0.491\t0.675\t-0.275\t-0.328\t0.049\t0.463\t0.390\t-0.363\t0.847\t-0.222\t-0.655\t-1.468\n3\t0.122\t2.061\t-0.734\t-0.066\t0.226\t-0.956\t0.399\t0.722\t1.208\t0.396\t0.155\t1.952\t-0.422\t0.968\t0.809\t-0.397\t-0.126\t-0.314\t-1.203\t-1.281\t-1.065\t-0.541\t-2.288\t-0.751\t0.765\t2.603\t-0.955\t-1.014\n4\t-0.409\t1.826\t0.674\t0.573\t-0.942\t1.805\t2.815\t2.011\t-1.003\t-0.190\t-1.189\t-0.610\t0.284\t0.730\t0.533\t-1.721\t-0.036\t0.518\t0.949\t0.428\t0.489\t-0.238\t0.272\t2.585\t1.207\t0.365\t0.729\t0.076\n1\t1.175\t-1.425\t0.483\t-0.611\t0.803\t0.159\t0.405\t0.065\t1.328\t0.347\t-0.705\t0.099\t-0.369\t0.162\t-0.420\t-0.677\t0.199\t0.056\t1.064\t-0.415\t-1.981\t-0.364\t-1.626\t0.416\t-1.674\t-0.988\t-0.362\t1.544\n2\t-0.454\t-0.265\t2.223\t0.847\t0.070\t0.186\t0.149\t-0.017\t-1.071\t-0.402\t-1.436\t0.725\t-0.132\t0.775\t-1.274\t1.422\t1.298\t-1.574\t-0.506\t-0.397\t-1.438\t-0.260\t0.558\t-0.469\t-1.713\t0.772\t-0.792\t-0.686\n2\t-0.938\t-0.981\t0.106\t-0.799\t0.393\t0.237\t1.058\t-0.613\t-1.752\t-0.793\t0.124\t0.345\t0.769\t-1.473\t0.469\t-0.114\t0.961\t-0.952\t0.031\t0.048\t-1.726\t1.215\t-0.071\t-0.080\t-2.968\t0.725\t-0.965\t-0.547\n1\t0.223\t-1.198\t1.084\t0.210\t0.198\t-0.009\t-0.518\t0.218\t0.476\t-1.747\t-0.539\t-0.255\t0.256\t1.193\t-0.772\t-0.498\t-0.513\t-0.802\t-0.347\t0.771\t-1.054\t0.428\t-1.702\t-0.561\t-0.329\t1.675\t-0.275\t-2.201\n4\t0.365\t-1.089\t-0.576\t0.248\t-1.123\t-1.252\t-1.192\t0.516\t-0.366\t1.182\t-0.896\t-2.457\t-0.131\t1.648\t0.035\t-1.372\t-1.624\t1.198\t-0.807\t1.542\t0.654\t-0.770\t1.167\t-0.924\t-1.447\t-0.867\t0.769\t1.138\n1\t-0.628\t1.321\t-0.530\t-1.022\t0.650\t-0.028\t0.855\t0.171\t-1.389\t0.304\t-0.908\t0.146\t-0.598\t-0.205\t0.043\t0.734\t-0.551\t-2.790\t-0.957\t0.134\t1.182\t0.300\t0.996\t0.158\t0.218\t-0.242\t1.049\t1.646\n3\t-1.153\t-0.370\t-3.321\t-0.590\t-0.082\t0.564\t-0.269\t0.348\t-2.180\t-0.057\t-1.680\t-1.208\t-0.187\t1.276\t0.371\t0.018\t-0.020\t-0.714\t-0.544\t0.427\t-1.385\t0.593\t-0.389\t0.826\t0.961\t-1.673\t-0.582\t-0.856\n3\t-1.151\t0.794\t-1.961\t0.648\t0.774\t-0.900\t0.866\t-0.126\t-2.188\t0.298\t-0.805\t0.931\t1.310\t-0.413\t-1.089\t-0.026\t0.733\t-0.609\t0.458\t0.896\t1.124\t0.382\t-1.724\t-0.296\t-0.210\t0.088\t-2.575\t-0.798\n1\t-0.923\t-0.099\t1.689\t0.946\t-1.877\t-1.232\t0.201\t0.100\t-1.796\t-1.136\t-0.012\t-0.993\t-0.711\t1.550\t-0.289\t-0.828\t0.987\t-0.002\t-0.494\t1.113\t0.129\t-1.543\t0.386\t-0.489\t-0.687\t-0.498\t0.109\t-0.241\n1\t1.510\t0.434\t-0.016\t-0.888\t-0.088\t-0.204\t-1.258\t-0.218\t-0.804\t0.586\t1.306\t-1.227\t1.712\t-0.129\t-0.975\t0.758\t-0.446\t-0.082\t-0.404\t-0.817\t0.724\t-0.286\t-1.437\t0.551\t-1.206\t-1.153\t1.193\t-1.196\n2\t-0.372\t-0.450\t0.732\t0.395\t2.156\t-0.059\t-1.564\t0.493\t0.138\t0.150\t-0.191\t-0.041\t0.599\t0.546\t-0.738\t-0.240\t1.455\t1.195\t0.232\t-0.006\t-2.515\t-0.068\t-0.608\t-1.207\t-1.415\t0.548\t-1.498\t-0.590\n4\t-0.043\t-0.879\t0.969\t-1.516\t1.294\t-0.187\t-1.193\t1.006\t0.746\t-0.063\t1.875\t1.054\t-0.162\t0.051\t1.839\t0.861\t-1.530\t1.892\t1.481\t0.410\t-0.555\t-0.002\t-1.385\t-0.521\t-1.056\t1.698\t0.002\t-2.534\n1\t-0.938\t0.481\t0.657\t-2.070\t-0.354\t0.955\t-0.791\t-0.699\t-0.389\t1.474\t0.318\t-0.364\t-0.065\t-0.228\t0.696\t-0.952\t0.129\t1.440\t-0.100\t0.868\t-0.376\t-0.464\t0.940\t1.415\t-0.835\t1.630\t-0.934\t-0.690\n2\t-0.423\t-0.069\t-0.992\t-1.056\t-0.444\t0.308\t-0.760\t-0.700\t-0.099\t0.895\t1.439\t-0.906\t1.457\t-0.484\t1.845\t1.029\t-0.340\t-0.817\t-0.814\t-0.963\t1.852\t-0.133\t-1.395\t-1.483\t0.167\t-0.485\t1.341\t-0.349\n0\t-0.359\t0.151\t-0.197\t-1.467\t1.006\t0.046\t-0.582\t-0.291\t-0.522\t0.439\t0.700\t-1.859\t0.697\t-0.128\t-0.582\t0.623\t0.026\t-1.418\t-0.260\t-0.080\t-0.118\t-0.366\t0.093\t-1.041\t-1.766\t0.283\t-1.416\t1.150\n4\t-0.032\t1.455\t-2.795\t-0.288\t0.675\t-1.823\t-0.213\t-1.139\t-1.007\t-0.402\t-1.123\t-1.206\t-0.059\t2.227\t0.758\t1.011\t0.797\t-0.698\t0.311\t1.098\t0.828\t0.195\t0.520\t2.463\t0.839\t-0.315\t-0.074\t-1.054\n1\t0.080\t0.562\t1.294\t-1.405\t1.050\t0.916\t0.135\t-0.310\t-1.608\t0.175\t-1.396\t0.183\t1.365\t-0.492\t1.087\t-0.640\t0.322\t0.194\t0.626\t1.547\t-1.102\t0.971\t1.038\t1.448\t0.068\t-1.264\t-0.471\t0.273\n2\t-0.875\t0.688\t2.111\t-0.429\t2.276\t0.830\t-1.393\t0.214\t0.864\t-2.425\t0.644\t1.173\t0.399\t-0.062\t-0.173\t-0.231\t-1.176\t-0.688\t-0.417\t0.113\t-0.557\t-0.869\t0.760\t0.371\t-0.539\t0.506\t-0.453\t0.063\n2\t0.299\t-0.031\t1.188\t1.274\t1.447\t-1.135\t-0.008\t-0.036\t0.681\t-1.541\t-0.219\t0.497\t0.851\t-0.244\t0.112\t1.833\t-0.209\t0.496\t0.502\t0.175\t1.882\t-0.489\t0.231\t1.305\t-0.460\t-2.359\t-1.607\t0.308\n0\t0.133\t-0.949\t0.287\t0.836\t0.754\t-0.517\t-0.990\t-0.034\t-0.166\t0.534\t0.667\t0.764\t-1.431\t1.219\t0.269\t0.188\t-0.100\t0.281\t1.406\t0.312\t-0.017\t0.242\t0.257\t-0.188\t0.879\t-1.590\t0.361\t0.427\n4\t1.694\t-0.122\t-0.538\t0.088\t0.223\t-0.038\t-0.464\t0.899\t0.864\t0.107\t-1.467\t1.436\t-1.120\t-1.063\t-1.951\t0.407\t-1.178\t-1.641\t0.911\t-0.095\t2.280\t1.759\t-0.709\t0.496\t1.928\t-0.884\t0.436\t0.694\n2\t0.525\t-1.081\t0.159\t-1.843\t0.145\t-0.019\t0.398\t-0.524\t0.539\t0.949\t-0.198\t-1.496\t0.451\t-0.468\t0.310\t0.029\t-1.670\t0.244\t0.890\t-0.537\t-2.085\t0.409\t-0.251\t1.820\t-1.201\t2.041\t0.899\t-0.001\n1\t0.146\t1.644\t0.494\t-1.376\t1.270\t0.795\t1.000\t1.133\t-0.543\t1.059\t-0.646\t-1.182\t-0.829\t0.693\t-0.409\t1.476\t1.114\t0.674\t1.380\t-1.175\t0.957\t0.574\t-1.273\t-0.720\t-0.159\t-0.187\t-0.041\t-0.619\n2\t1.383\t0.407\t-0.555\t1.332\t0.552\t0.484\t1.399\t-0.370\t0.664\t-0.493\t0.001\t-1.048\t0.282\t0.758\t-0.080\t0.350\t-2.222\t0.452\t-1.313\t1.031\t0.928\t-0.887\t-0.541\t1.376\t1.341\t0.445\t-0.515\t-1.829\n2\t-0.442\t1.484\t0.972\t0.334\t-0.379\t-0.936\t-0.530\t0.637\t-1.983\t1.795\t1.239\t1.216\t0.615\t0.108\t0.378\t-0.366\t2.118\t-0.138\t-0.476\t-0.265\t-0.723\t0.809\t-0.519\t-0.126\t1.336\t1.071\t-1.024\t1.181\n2\t-1.308\t1.635\t-0.797\t0.724\t-1.129\t-1.233\t0.427\t-0.480\t-0.573\t-0.321\t-0.245\t1.724\t0.597\t0.696\t1.868\t1.689\t-0.265\t-0.204\t0.254\t0.132\t0.983\t1.753\t0.349\t-0.659\t-0.040\t0.547\t-0.640\t1.873\n3\t-1.690\t-2.087\t-1.357\t-0.485\t-1.780\t-1.897\t0.780\t-0.673\t-1.535\t-0.337\t-0.976\t0.439\t0.343\t0.766\t0.831\t-1.132\t-1.150\t-0.473\t-0.814\t-0.837\t-0.829\t-0.698\t0.005\t0.822\t0.992\t-0.925\t1.068\t1.462\n4\t-1.989\t-0.368\t0.259\t1.708\t0.785\t2.393\t-0.482\t0.471\t-0.107\t2.502\t0.606\t-2.349\t-0.617\t-1.500\t1.308\t-0.808\t0.426\t-0.150\t-0.398\t-0.960\t-0.489\t0.052\t-0.326\t0.513\t-1.736\t-1.455\t0.757\t-1.030\n1\t-1.077\t0.160\t-0.136\t-0.506\t-1.266\t0.889\t-0.469\t-2.935\t0.356\t0.381\t0.933\t0.413\t0.138\t-0.487\t-0.484\t0.676\t-0.157\t-1.437\t-0.344\t-0.054\t-1.991\t0.747\t0.001\t-1.363\t-0.297\t-0.102\t0.946\t0.917\n0\t-1.709\t-0.377\t-0.803\t0.815\t-0.739\t0.426\t0.122\t-0.307\t-0.645\t0.089\t0.070\t-0.767\t-0.258\t-0.290\t0.484\t0.025\t0.222\t0.096\t-0.368\t-0.525\t1.263\t-0.794\t1.672\t1.699\t-0.663\t0.575\t0.557\t0.754\n4\t-0.274\t0.519\t-1.921\t-0.006\t-1.302\t0.135\t-0.901\t0.402\t-0.125\t2.689\t1.061\t1.535\t-1.737\t0.333\t-0.094\t1.295\t-0.646\t-1.272\t-2.396\t0.621\t-1.502\t0.674\t-0.526\t0.119\t-1.864\t0.163\t0.246\t-1.472\n4\t-0.073\t-3.397\t0.118\t-0.710\t-1.743\t0.225\t1.067\t0.015\t1.032\t2.138\t-0.052\t0.226\t0.321\t0.836\t-0.719\t1.052\t1.066\t0.339\t1.490\t1.064\t-1.082\t0.032\t0.833\t1.066\t-2.560\t-0.107\t1.240\t1.034\n4\t-0.351\t0.734\t-2.001\t0.440\t0.778\t-2.613\t-0.527\t0.344\t1.303\t-1.379\t1.387\t0.439\t-1.003\t0.993\t2.303\t-0.335\t-0.418\t-0.952\t1.838\t-0.730\t-0.969\t-0.624\t-0.612\t-0.578\t-0.789\t-0.716\t0.143\t1.350\n3\t-1.766\t0.780\t-0.356\t-1.323\t-0.954\t-1.265\t-1.282\t0.061\t-0.387\t0.334\t1.676\t-0.130\t-2.245\t-0.242\t1.193\t-0.086\t1.529\t0.453\t-1.838\t0.110\t0.297\t1.080\t1.820\t0.908\t0.440\t0.676\t-0.168\t-1.463\n2\t1.110\t0.855\t-0.556\t0.281\t-1.494\t-0.770\t1.669\t-1.154\t0.010\t-1.396\t0.338\t0.563\t0.724\t0.468\t1.427\t-0.554\t-1.058\t-0.587\t-1.346\t0.079\t-0.140\t0.478\t-1.616\t-0.013\t1.214\t0.572\t-1.896\t-0.012\n0\t0.232\t1.071\t-0.226\t0.791\t1.074\t-1.431\t0.541\t-0.519\t0.081\t-0.702\t-0.075\t-0.879\t-0.686\t-1.137\t0.402\t1.096\t-1.106\t1.743\t-0.647\t-0.141\t-0.765\t0.885\t0.199\t0.189\t-0.778\t0.228\t0.623\t-0.222\n4\t2.124\t-0.464\t-2.665\t1.312\t-0.245\t0.203\t0.078\t1.056\t-1.111\t-0.486\t-0.875\t-0.120\t1.985\t-0.827\t0.419\t0.606\t0.308\t0.141\t-0.052\t0.455\t0.880\t-0.975\t1.777\t-0.980\t1.613\t1.277\t1.288\t0.799\n3\t1.161\t1.147\t0.106\t1.331\t0.617\t-0.293\t0.385\t-1.565\t0.432\t-0.633\t0.589\t-2.360\t0.733\t0.040\t-0.857\t-0.344\t-0.143\t0.039\t-1.527\t0.387\t-1.966\t-0.474\t-1.613\t0.362\t-0.474\t-0.934\t-2.750\t0.483\n0\t0.402\t0.463\t-1.097\t-1.083\t-0.393\t-0.693\t-0.597\t-0.095\t-0.092\t-2.560\t0.096\t-0.252\t0.226\t-0.641\t-0.635\t-0.391\t1.069\t-0.417\t1.111\t0.977\t-0.338\t-0.511\t-0.476\t-0.144\t-0.559\t0.736\t-0.646\t0.863\n0\t0.486\t2.107\t0.888\t-0.089\t0.003\t-0.525\t-0.950\t-0.553\t-0.772\t0.653\t-1.071\t1.333\t0.752\t0.021\t0.000\t-0.557\t0.270\t1.088\t-0.703\t-1.533\t0.703\t0.324\t-1.120\t-0.733\t-0.859\t-0.725\t-0.324\t-0.267\n3\t0.177\t0.641\t-2.557\t-0.433\t-2.710\t-2.767\t0.945\t0.221\t0.401\t0.997\t-0.511\t0.476\t0.060\t-0.998\t-1.326\t1.030\t-0.682\t0.619\t1.393\t-0.807\t-0.175\t0.296\t0.139\t0.518\t0.550\t-0.124\t-0.156\t0.714\n3\t0.038\t1.657\t-0.066\t0.631\t0.902\t1.600\t1.429\t-0.712\t-0.077\t-0.286\t-0.908\t-0.278\t-1.342\t0.126\t-2.733\t0.594\t-1.101\t-1.174\t0.805\t-0.191\t-0.397\t-0.976\t-0.751\t1.210\t0.241\t0.699\t-1.507\t1.420\n3\t-0.943\t0.103\t-0.667\t-0.372\t0.621\t0.944\t0.537\t1.149\t-2.662\t2.016\t0.817\t-0.356\t-1.477\t-0.176\t-0.797\t1.211\t0.679\t-0.645\t-1.400\t-0.248\t1.004\t0.546\t-1.403\t-0.525\t0.980\t-0.132\t-0.052\t1.890\n4\t-0.027\t-0.002\t-1.626\t2.332\t0.232\t0.438\t-0.340\t-0.874\t0.151\t0.289\t1.302\t2.078\t1.477\t-1.767\t-0.460\t0.336\t-0.400\t-0.044\t-2.145\t0.914\t-1.875\t-1.572\t-1.015\t-0.098\t-1.623\t-1.060\t1.149\t-0.112\n0\t1.817\t-0.442\t-0.955\t0.889\t0.710\t0.149\t0.033\t-0.496\t-0.735\t-0.606\t0.313\t-0.207\t-1.491\t-0.421\t-0.213\t0.510\t0.292\t1.755\t-0.980\t0.553\t0.635\t0.279\t-0.297\t-0.684\t-0.041\t-1.788\t-0.924\t-0.975\n2\t0.297\t-1.261\t0.118\t0.474\t0.838\t-2.247\t-0.644\t1.529\t-1.290\t-0.298\t0.859\t0.611\t0.757\t-0.508\t-1.219\t1.201\t-0.741\t0.858\t1.313\t-0.767\t-0.279\t1.614\t0.988\t0.526\t0.451\t-0.561\t1.441\t-0.758\n4\t-2.198\t0.571\t-0.455\t-0.188\t-0.300\t0.768\t1.402\t1.799\t1.385\t-0.197\t0.189\t-1.962\t0.699\t-0.487\t-1.510\t1.346\t0.724\t1.535\t-0.650\t-1.695\t1.448\t-0.656\t-0.113\t1.461\t-1.146\t-0.427\t-0.972\t-0.057\n3\t0.251\t-0.825\t-2.018\t-1.364\t-0.448\t0.898\t0.347\t0.140\t-2.010\t1.270\t0.224\t-0.119\t1.132\t1.247\t1.155\t-0.247\t-1.003\t0.989\t-1.365\t1.947\t0.028\t-1.061\t-1.232\t-1.278\t0.140\t-0.006\t-1.236\t-0.356\n2\t0.464\t2.028\t0.239\t0.282\t-0.795\t-1.697\t-0.886\t-0.819\t0.565\t0.230\t-0.399\t0.519\t-0.086\t0.722\t-1.073\t-0.616\t-0.641\t1.964\t-1.678\t0.058\t-0.765\t0.343\t0.229\t0.882\t-1.262\t-0.165\t-1.738\t0.465\n1\t-0.024\t1.422\t0.135\t-0.595\t-1.060\t-1.279\t-0.263\t-0.199\t0.552\t-0.357\t1.389\t-1.294\t-1.124\t0.410\t-0.489\t-0.560\t-0.782\t-1.385\t-2.103\t-0.671\t-1.136\t0.296\t-0.056\t-0.648\t-0.512\t1.092\t-0.819\t0.939\n1\t0.195\t-0.056\t-1.315\t0.563\t-1.020\t0.554\t0.111\t1.326\t-0.865\t-1.285\t-0.615\t0.347\t1.455\t-0.478\t-0.209\t0.147\t-0.875\t-1.309\t-0.078\t0.847\t-0.308\t0.876\t-1.591\t-0.094\t-2.179\t0.334\t-0.950\t0.790\n1\t2.362\t-0.182\t0.750\t-1.321\t0.925\t1.161\t-0.683\t-1.598\t1.732\t-0.516\t-0.030\t-0.165\t-0.099\t-0.204\t0.051\t-0.700\t-0.293\t0.547\t-0.060\t0.476\t0.412\t0.935\t0.354\t-1.360\t-0.626\t0.695\t1.693\t0.437\n1\t-0.006\t1.256\t-0.972\t-1.039\t-0.874\t-0.309\t-1.467\t-0.081\t0.573\t0.985\t0.959\t-0.228\t0.919\t1.128\t-0.059\t0.754\t-0.149\t1.576\t-1.558\t0.456\t0.074\t0.403\t1.917\t-1.106\t0.296\t-0.871\t0.082\t1.154\n2\t1.570\t-0.125\t1.148\t-2.044\t-1.849\t-0.750\t0.285\t0.375\t0.594\t-0.452\t1.174\t-2.001\t-0.176\t-1.663\t0.053\t0.143\t1.071\t-0.978\t-0.624\t-0.554\t0.133\t0.362\t0.003\t-0.665\t0.628\t-0.921\t-1.612\t-0.417\n0\t0.545\t0.701\t-0.277\t1.175\t1.151\t-1.177\t-0.697\t-0.330\t1.024\t1.299\t0.299\t1.423\t-0.348\t1.502\t0.949\t0.175\t0.655\t1.196\t-0.442\t-0.629\t0.548\t-0.192\t0.003\t1.550\t-0.803\t0.878\t0.275\t-1.109\n2\t-0.674\t2.291\t-2.030\t0.029\t0.103\t-0.209\t0.526\t-0.202\t-1.495\t-0.089\t0.165\t0.912\t1.418\t-0.855\t1.672\t-0.428\t-0.511\t-0.411\t-1.951\t-0.423\t1.311\t0.477\t0.228\t0.351\t1.261\t-0.878\t0.904\t0.067\n3\t0.180\t1.779\t-0.032\t0.474\t-1.335\t-0.475\t-0.222\t1.104\t2.062\t0.343\t-1.727\t-1.179\t1.159\t-0.699\t0.778\t0.358\t0.045\t0.278\t0.183\t-1.324\t-0.285\t2.136\t-1.101\t-1.130\t-0.451\t1.895\t-0.906\t-0.486\n3\t-0.454\t-0.487\t0.637\t-1.503\t1.506\t1.163\t-1.339\t-0.508\t-0.508\t0.539\t-0.752\t-2.379\t1.227\t-2.289\t1.689\t-0.387\t-0.016\t-0.265\t-0.445\t0.071\t-0.267\t-0.845\t0.612\t-0.230\t1.974\t-0.884\t0.494\t-0.532\n2\t-1.803\t-1.312\t-1.107\t-1.020\t-0.325\t2.109\t-0.266\t-1.746\t-0.411\t-0.652\t0.614\t1.100\t0.911\t0.347\t-0.252\t0.300\t-0.209\t-0.284\t1.002\t-0.009\t0.454\t-1.153\t1.942\t-0.031\t0.286\t-0.715\t-0.517\t1.741\n0\t0.338\t-0.993\t0.020\t-1.466\t-1.769\t0.367\t-0.384\t0.202\t-0.018\t-0.976\t-0.045\t-1.233\t1.391\t-1.356\t-0.196\t-1.042\t0.570\t-0.331\t-0.519\t0.853\t0.029\t0.517\t-0.981\t-1.405\t0.107\t-0.319\t0.626\t-0.080\n2\t0.976\t-2.327\t0.400\t-1.885\t0.306\t-0.150\t2.014\t-1.239\t-0.341\t0.315\t-1.519\t-0.928\t1.438\t-0.060\t-0.873\t0.291\t-0.373\t-0.301\t1.514\t0.309\t0.994\t0.311\t-0.641\t0.043\t1.293\t-0.916\t-0.227\t0.128\n2\t0.590\t-0.656\t-1.808\t0.038\t0.937\t-0.771\t1.704\t-0.602\t2.007\t-0.102\t1.528\t-0.106\t-0.097\t-0.463\t-0.271\t-0.527\t-0.247\t1.329\t0.641\t-1.626\t-0.173\t1.457\t0.926\t-0.801\t-0.457\t0.628\t-0.694\t-1.184\n3\t1.113\t-0.709\t-1.504\t1.121\t0.260\t-0.758\t-0.939\t0.362\t1.093\t0.911\t-0.334\t-2.430\t-1.264\t-0.850\t0.872\t-0.850\t0.161\t0.629\t-0.287\t1.476\t1.221\t-1.516\t-1.016\t-0.160\t-1.957\t0.876\t0.540\t0.289\n2\t-1.141\t1.679\t-0.149\t0.913\t-1.412\t-0.283\t1.302\t-1.565\t2.275\t0.203\t-0.819\t0.352\t1.109\t-0.826\t-0.682\t0.249\t0.463\t-0.198\t0.402\t0.854\t0.173\t-0.691\t-0.021\t1.756\t0.333\t1.240\t-0.514\t0.263\n4\t1.344\t0.447\t-0.053\t-0.721\t1.110\t0.952\t0.796\t-1.327\t-0.151\t-0.436\t-0.071\t0.738\t2.223\t-0.891\t-1.797\t0.074\t0.936\t0.441\t-0.532\t-1.939\t1.842\t-1.919\t2.296\t0.253\t-2.028\t-0.723\t1.423\t-1.477\n1\t-1.926\t-1.031\t1.108\t0.769\t0.211\t0.801\t0.075\t-1.709\t-1.112\t0.490\t-1.743\t-0.804\t-0.713\t0.255\t-0.203\t0.186\t0.477\t0.358\t0.862\t0.166\t-0.991\t-1.248\t0.402\t-0.108\t-0.016\t-0.662\t-0.070\t-1.522\n0\t-1.046\t0.473\t0.291\t0.958\t-0.791\t0.034\t-1.365\t0.701\t0.519\t0.496\t0.002\t0.415\t1.604\t-0.285\t0.139\t-1.086\t-0.868\t0.098\t1.104\t-0.256\t-0.236\t-0.407\t-0.535\t0.295\t-1.497\t1.281\t-0.665\t0.722\n2\t0.690\t-1.642\t-0.828\t0.012\t1.248\t0.736\t-0.459\t-0.582\t-0.138\t1.442\t-1.196\t-1.187\t-0.080\t0.429\t-0.921\t0.793\t0.801\t-0.049\t-0.447\t0.168\t-2.127\t-1.882\t0.410\t-1.487\t-0.751\t0.209\t0.886\t0.385\n0\t-0.273\t0.613\t-0.219\t-1.145\t-0.661\t0.021\t0.646\t0.813\t-1.362\t0.051\t0.774\t-0.873\t1.800\t-0.494\t1.020\t0.691\t-0.688\t0.016\t1.364\t-0.537\t0.177\t-1.506\t0.360\t-0.405\t0.524\t-0.844\t0.320\t-0.350\n3\t0.951\t-0.367\t-1.704\t-0.924\t1.563\t-0.274\t-0.243\t-0.300\t1.904\t1.626\t2.219\t-0.159\t0.296\t-1.517\t1.477\t-1.168\t0.217\t-1.097\t-0.589\t-0.837\t-0.608\t-0.539\t-0.548\t0.833\t-1.105\t0.221\t1.218\t-0.513\n4\t-1.216\t1.001\t0.007\t0.231\t1.454\t1.287\t0.042\t0.255\t-0.361\t1.143\t2.188\t-0.791\t-0.910\t-1.415\t-0.974\t1.352\t-0.738\t-0.236\t0.714\t0.349\t1.694\t-0.338\t0.005\t-0.360\t0.813\t0.483\t-0.557\t-3.178\n3\t-0.616\t-1.890\t1.712\t1.086\t-0.848\t-2.275\t1.050\t0.336\t0.829\t-1.998\t-1.271\t0.112\t-0.665\t-0.500\t-1.999\t-0.435\t0.207\t0.671\t0.400\t-0.435\t0.796\t-0.417\t1.902\t0.351\t-0.057\t0.027\t-0.866\t0.764\n2\t1.363\t1.362\t0.622\t1.960\t1.219\t0.830\t-0.885\t-1.192\t0.108\t0.137\t-1.859\t-0.749\t0.621\t-1.376\t0.776\t-0.378\t0.023\t-0.660\t0.627\t0.906\t-0.073\t0.583\t-0.351\t2.100\t-0.599\t0.170\t0.916\t0.872\n1\t0.026\t0.145\t-1.465\t-0.733\t1.282\t-0.820\t0.580\t-1.193\t-1.391\t0.748\t1.115\t0.013\t0.390\t1.338\t-0.205\t0.074\t-0.228\t-0.746\t-1.514\t-0.871\t1.156\t1.627\t-1.078\t0.739\t-0.240\t1.523\t-0.034\t-0.664\n3\t-1.548\t-0.058\t-0.400\t1.597\t2.417\t-0.838\t0.125\t0.847\t0.450\t0.399\t1.289\t1.389\t0.347\t2.239\t0.858\t-0.713\t0.985\t-0.716\t0.145\t0.830\t-0.628\t0.796\t0.230\t-1.172\t-1.784\t-1.739\t-0.324\t-0.609\n2\t1.031\t-0.181\t-0.618\t-2.086\t0.409\t-0.994\t0.575\t-1.395\t-0.926\t0.886\t0.047\t-0.371\t-1.197\t-1.326\t0.024\t-1.147\t0.985\t1.872\t-0.403\t1.165\t-0.016\t-1.608\t0.315\t-0.642\t1.086\t-0.165\t0.025\t-0.302\n1\t0.273\t1.919\t1.543\t0.334\t-0.990\t-0.957\t-1.617\t1.018\t-0.069\t0.116\t-0.575\t-0.320\t-0.641\t0.281\t-0.506\t-0.698\t0.356\t-0.416\t-0.493\t0.890\t1.183\t1.244\t0.204\t1.176\t1.155\t1.052\t-0.140\t0.186\n1\t0.273\t-0.454\t-0.215\t0.793\t1.147\t1.078\t-2.016\t0.328\t-0.743\t-0.203\t-0.772\t0.795\t-0.278\t0.367\t-0.629\t-0.094\t0.668\t1.045\t0.666\t1.986\t-1.422\t-1.976\t0.357\t-0.162\t0.911\t0.547\t1.151\t0.526\n0\t0.349\t-1.246\t-0.572\t0.775\t0.969\t-0.652\t0.986\t0.215\t-0.646\t0.191\t1.799\t1.152\t0.061\t1.418\t0.938\t-1.591\t-1.020\t-1.228\t-0.913\t-1.166\t-0.345\t0.371\t-0.432\t-0.409\t0.412\t0.540\t-0.126\t0.200\n0\t0.701\t-0.846\t-0.353\t1.050\t-1.139\t0.175\t-0.397\t1.061\t0.832\t1.128\t-0.096\t-0.135\t-0.039\t0.208\t-1.279\t1.373\t-1.053\t0.695\t-0.313\t0.516\t0.260\t0.665\t0.360\t0.559\t1.609\t-0.158\t2.041\t0.440\n0\t-0.006\t0.669\t-1.092\t-0.387\t0.696\t0.849\t-0.294\t-0.072\t-1.518\t-0.357\t0.890\t0.575\t0.501\t0.050\t0.007\t-0.660\t0.699\t0.421\t0.492\t-0.526\t-2.153\t1.097\t-0.479\t-0.863\t0.693\t-0.392\t1.060\t0.617\n2\t-1.339\t0.635\t0.043\t-1.419\t0.688\t-0.896\t-0.153\t0.630\t-0.964\t-0.528\t1.126\t-2.070\t1.419\t-1.464\t-0.699\t0.282\t0.603\t0.298\t0.047\t-0.436\t1.561\t0.773\t1.176\t-0.421\t-2.328\t1.020\t0.356\t0.183\n2\t0.193\t1.271\t-1.287\t-0.308\t0.907\t1.845\t1.955\t-1.196\t0.074\t0.492\t-0.164\t0.695\t2.260\t-0.900\t-1.255\t0.637\t-0.465\t0.676\t0.194\t-0.186\t-0.691\t0.096\t-0.391\t1.116\t0.105\t-1.275\t1.400\t-0.138\n0\t1.320\t-0.874\t0.628\t-0.280\t-0.158\t-0.184\t-0.846\t-0.014\t-0.063\t0.241\t0.085\t0.798\t0.924\t-1.051\t0.869\t-1.186\t0.588\t0.620\t-1.911\t0.093\t-0.468\t-0.759\t1.351\t-0.654\t-0.806\t0.076\t0.686\t-0.142\n4\t0.238\t-0.331\t-0.217\t0.271\t0.137\t-0.260\t2.395\t-0.493\t-2.258\t-2.831\t-0.965\t-2.659\t1.025\t1.154\t1.233\t0.347\t0.401\t0.496\t-0.772\t-0.408\t-0.864\t-0.585\t0.419\t-1.302\t0.400\t-0.163\t0.569\t0.473\n3\t-0.889\t-0.239\t-0.290\t-0.344\t-0.201\t0.099\t-0.138\t-1.453\t-1.032\t0.395\t-0.574\t-0.594\t0.275\t0.575\t2.633\t-0.413\t1.451\t1.104\t-1.853\t1.421\t-0.141\t-1.470\t0.805\t2.245\t-0.858\t0.146\t0.658\t-1.143\n0\t1.404\t0.350\t-0.428\t-0.270\t-1.042\t1.463\t0.651\t-0.179\t0.544\t-0.110\t-0.301\t-0.755\t-0.738\t0.381\t1.048\t-0.336\t-0.793\t0.952\t0.079\t-2.232\t-0.705\t0.469\t-0.790\t0.051\t-1.244\t-0.411\t-1.087\t-1.232\n4\t0.058\t0.760\t-0.077\t-1.585\t-0.571\t-1.923\t-0.250\t0.471\t0.125\t1.395\t1.283\t0.257\t-2.392\t0.671\t-0.772\t0.881\t0.313\t0.656\t0.502\t2.390\t0.521\t-1.280\t1.071\t-0.430\t1.345\t1.543\t0.622\t-1.278\n2\t1.153\t-0.484\t0.090\t0.851\t0.518\t0.962\t0.118\t-0.408\t0.132\t-1.063\t-0.251\t0.049\t0.403\t1.725\t-0.981\t1.584\t0.437\t-2.378\t1.254\t-0.095\t1.534\t-0.606\t-0.385\t0.785\t-1.679\t-0.707\t-1.513\t-0.976\n2\t-0.533\t0.999\t0.679\t-0.611\t-0.003\t0.121\t0.487\t-0.405\t-1.507\t-0.700\t1.166\t-0.031\t-0.421\t-1.475\t1.237\t-0.207\t1.087\t0.682\t0.795\t1.659\t0.121\t-0.133\t1.564\t0.834\t-0.705\t1.043\t1.515\t-2.300\n0\t1.308\t-0.399\t1.817\t-0.959\t0.992\t0.251\t-0.650\t-1.048\t-0.090\t-1.142\t-0.300\t-0.003\t1.520\t-0.388\t-0.070\t-0.773\t0.178\t0.152\t0.049\t-0.769\t0.348\t-0.433\t-0.020\t0.754\t-0.533\t-0.843\t-1.360\t-1.019\n1\t-1.435\t-1.242\t0.055\t-1.467\t-0.694\t-0.781\t-0.378\t1.550\t-0.694\t-0.979\t-0.606\t-0.715\t0.629\t0.440\t-0.680\t-0.146\t-0.677\t0.162\t1.084\t1.048\t0.431\t-0.579\t-0.712\t-1.419\t-0.107\t-0.681\t0.987\t-1.401\n1\t1.518\t-0.049\t0.693\t0.377\t-1.385\t-1.290\t1.154\t-0.879\t0.369\t-1.024\t0.746\t0.247\t-0.298\t0.667\t0.260\t-0.722\t0.012\t0.669\t1.108\t-0.129\t1.786\t-0.745\t-1.557\t-1.411\t-0.010\t0.012\t0.126\t-0.668\n0\t-0.643\t0.473\t-0.935\t0.521\t0.310\t1.327\t-1.759\t1.019\t-0.303\t-1.788\t-0.659\t0.512\t-0.086\t1.348\t-0.338\t-0.033\t-0.185\t-1.022\t-0.029\t-0.219\t0.088\t0.059\t0.002\t0.096\t1.100\t-0.978\t-0.724\t1.417\n4\t-0.645\t0.023\t-0.912\t-0.365\t-0.637\t-1.437\t-0.915\t-0.772\t-1.219\t-1.443\t-0.595\t0.865\t-0.148\t-3.183\t1.010\t-0.693\t1.438\t0.807\t-0.307\t-0.195\t-1.141\t0.652\t1.617\t-0.727\t-0.603\t1.974\t0.086\t-1.524\n0\t-1.125\t0.466\t-0.085\t-0.312\t0.376\t-0.963\t0.133\t-0.022\t1.230\t0.776\t-0.362\t0.689\t0.956\t-0.306\t1.712\t1.735\t-0.603\t-0.120\t0.965\t0.645\t0.751\t0.607\t0.639\t-0.207\t0.610\t0.616\t-0.303\t-1.462\n2\t0.334\t-0.815\t-1.738\t0.917\t-1.158\t0.398\t0.742\t0.391\t-0.618\t0.954\t-0.340\t-1.238\t-0.871\t-0.960\t0.588\t0.611\t-0.462\t1.819\t-1.831\t-1.483\t-0.333\t-0.816\t-0.253\t0.540\t2.089\t-0.470\t-0.463\t-0.021\n4\t1.157\t-1.885\t-0.907\t-0.685\t-0.586\t0.655\t-0.551\t-0.525\t-0.304\t2.481\t2.390\t1.252\t-0.130\t-1.030\t-1.000\t0.487\t-1.014\t-1.097\t-0.120\t0.055\t0.568\t1.018\t0.893\t-1.176\t-0.748\t1.560\t0.228\t1.365\n3\t-0.203\t-0.248\t0.683\t0.105\t2.114\t-0.749\t0.900\t-0.595\t-1.602\t1.427\t1.873\t0.410\t-0.630\t-1.139\t0.561\t-2.127\t0.872\t-0.418\t-0.439\t-1.073\t-1.437\t-0.058\t0.196\t-0.092\t1.095\t0.060\t0.716\t-1.469\n0\t-0.516\t-0.323\t0.863\t0.039\t-0.958\t-1.079\t0.707\t0.699\t-0.773\t-1.260\t-0.463\t-0.304\t-0.179\t0.240\t0.848\t-0.831\t-1.431\t-0.316\t0.654\t-0.837\t0.614\t-0.069\t-0.997\t1.045\t-0.458\t0.889\t-1.622\t-0.168\n0\t-0.978\t1.029\t-1.808\t-0.140\t0.610\t0.342\t-0.717\t0.660\t-0.886\t-0.022\t0.652\t0.463\t-0.675\t1.197\t0.087\t0.743\t1.529\t1.118\t1.120\t0.193\t0.794\t0.214\t-1.209\t0.303\t0.256\t0.584\t-0.128\t-0.761\n2\t-0.778\t1.889\t0.067\t-0.001\t0.590\t0.317\t-0.447\t0.819\t-1.520\t-0.905\t-0.230\t-0.479\t0.527\t-0.620\t-1.506\t-0.090\t0.040\t-1.073\t-1.183\t-0.407\t0.757\t-0.707\t1.305\t-1.034\t2.095\t1.219\t-1.226\t-1.733\n0\t-0.747\t-0.064\t0.758\t0.293\t1.892\t0.172\t-0.177\t1.509\t0.595\t-0.414\t0.239\t0.218\t-0.205\t0.182\t-1.288\t-0.356\t0.431\t-0.528\t-0.892\t-0.041\t-0.473\t-1.322\t-1.297\t0.408\t0.091\t0.314\t-0.299\t-1.513\n3\t0.393\t-0.024\t0.519\t-1.160\t1.656\t1.925\t0.047\t2.423\t-0.399\t0.400\t1.432\t-0.459\t-1.382\t-1.612\t2.061\t-0.529\t-0.186\t-1.113\t0.948\t-0.782\t-0.491\t0.300\t-1.064\t-0.179\t1.402\t0.428\t0.131\t0.215\n0\t-0.173\t-0.833\t0.271\t0.275\t-0.221\t-0.036\t1.812\t1.508\t0.182\t0.192\t0.512\t0.395\t0.418\t-1.562\t0.053\t0.744\t-0.211\t-0.862\t-0.115\t0.067\t-1.394\t-0.550\t0.717\t0.400\t0.284\t1.534\t0.151\t0.145\n0\t-1.840\t0.678\t-0.344\t0.617\t-0.227\t-0.659\t0.178\t-1.181\t1.699\t-0.307\t-0.478\t1.603\t0.119\t-0.967\t1.147\t-0.023\t-0.180\t-0.958\t0.257\t-0.011\t0.626\t-0.633\t1.107\t-0.318\t1.871\t-0.411\t-0.297\t0.063\n3\t0.442\t0.149\t0.892\t0.306\t0.098\t-0.795\t-0.335\t1.024\t-0.305\t0.802\t-1.755\t-0.828\t-1.613\t-2.277\t-1.829\t-0.164\t1.454\t-1.603\t0.022\t-0.226\t0.050\t-0.223\t-0.676\t-2.242\t0.568\t1.024\t-0.031\t0.052\n4\t-0.335\t-0.215\t1.204\t0.259\t0.339\t-1.467\t-0.205\t-0.991\t1.758\t-0.940\t0.434\t2.723\t0.452\t-3.217\t1.052\t-0.092\t-1.528\t0.122\t0.664\t-1.277\t0.455\t0.375\t1.321\t0.031\t0.456\t-1.571\t0.423\t0.326\n4\t0.237\t-1.186\t-2.504\t-0.100\t-0.534\t-1.263\t0.828\t-1.576\t0.617\t-1.410\t0.134\t0.934\t-0.338\t1.690\t1.918\t0.237\t0.541\t1.061\t0.544\t0.437\t-0.524\t-1.687\t-1.390\t2.382\t0.322\t-0.246\t1.263\t-0.749\n2\t0.652\t-0.105\t-2.050\t-1.227\t-0.915\t-0.793\t-1.232\t-0.210\t0.676\t0.509\t-0.375\t0.674\t2.721\t0.164\t-1.244\t0.042\t0.128\t-1.533\t0.580\t-0.495\t0.993\t-0.061\t-0.074\t1.001\t-0.587\t-1.232\t-0.044\t-1.612\n2\t0.710\t-0.693\t0.180\t-1.855\t0.290\t-1.691\t0.155\t-0.457\t-0.814\t0.095\t-1.075\t-0.955\t0.334\t0.530\t-1.465\t-0.283\t2.043\t-0.190\t0.689\t-0.131\t-0.998\t-0.595\t-1.053\t1.523\t-0.058\t-0.132\t-1.671\t1.045\n4\t0.788\t-0.016\t-1.863\t-2.434\t0.225\t-1.181\t-0.529\t-0.227\t2.076\t0.122\t0.720\t0.505\t-2.422\t-0.399\t-1.220\t1.727\t-1.819\t-0.421\t-0.261\t-0.986\t0.101\t-0.042\t0.163\t0.502\t0.237\t0.380\t1.112\t-1.650\n1\t0.826\t0.101\t-0.451\t0.254\t0.232\t-0.696\t0.090\t-0.258\t0.338\t1.280\t-0.921\t-0.553\t0.007\t1.110\t-1.028\t0.610\t-1.755\t0.856\t1.264\t-0.181\t-0.385\t-0.217\t0.739\t-1.566\t1.217\t-0.661\t1.999\t-0.367\n2\t-0.056\t-0.416\t0.597\t-0.007\t-0.817\t0.272\t1.615\t-0.321\t0.424\t1.114\t0.080\t0.953\t-0.276\t-2.372\t-1.378\t0.526\t1.708\t-0.791\t1.537\t-1.116\t-0.437\t-0.069\t0.430\t0.517\t-0.109\t2.449\t0.286\t-0.666\n0\t1.001\t0.340\t0.343\t0.393\t-0.315\t-0.040\t0.728\t0.189\t1.524\t0.630\t-1.441\t1.550\t1.155\t-1.276\t1.410\t0.346\t-1.498\t0.613\t-0.219\t-0.591\t-0.984\t0.159\t0.923\t0.922\t0.014\t-0.011\t0.579\t1.092\n0\t-0.102\t-0.419\t1.821\t-1.099\t-1.216\t0.156\t-0.167\t-0.891\t-0.891\t-0.132\t-0.325\t-1.481\t0.204\t0.186\t1.639\t0.309\t0.593\t0.563\t1.053\t-1.075\t-0.066\t-0.237\t0.512\t-0.498\t1.763\t0.448\t0.754\t-0.761\n1\t-0.877\t-0.464\t0.657\t-0.271\t0.203\t0.070\t0.496\t-0.428\t-0.726\t-1.647\t0.332\t-2.993\t0.164\t0.889\t-0.149\t0.365\t-0.431\t-0.006\t-0.162\t0.695\t-0.284\t-1.188\t0.327\t-0.127\t-0.697\t0.646\t1.997\t0.471\n2\t-1.019\t-0.892\t0.339\t0.772\t-1.101\t-0.290\t-0.745\t-1.262\t0.052\t-0.760\t0.739\t1.096\t0.920\t0.684\t-1.633\t0.847\t1.180\t1.292\t-1.072\t0.087\t0.136\t1.553\t1.491\t-1.069\t-0.049\t-1.108\t-0.511\t-1.117\n2\t1.078\t-0.221\t-0.444\t-0.280\t-0.253\t-0.991\t1.677\t-0.549\t0.784\t-1.018\t0.550\t0.169\t0.025\t0.175\t0.416\t-0.227\t-0.177\t0.577\t-1.142\t-1.296\t0.179\t-2.010\t-1.683\t1.805\t1.549\t-0.571\t0.999\t1.034\n3\t0.101\t0.052\t0.211\t-0.132\t1.140\t-1.784\t-0.562\t0.091\t0.091\t-0.265\t-0.970\t-2.781\t0.796\t0.171\t0.913\t-2.014\t-0.991\t-0.194\t-1.515\t-0.372\t0.880\t-0.827\t1.236\t-0.806\t0.773\t-0.809\t1.362\t0.344\n2\t1.272\t-0.623\t0.090\t-0.131\t-0.975\t1.241\t0.474\t2.271\t0.152\t-0.108\t-0.331\t-0.284\t1.520\t-0.564\t0.457\t-0.347\t-1.298\t0.326\t-1.547\t0.247\t-0.456\t-0.391\t-0.126\t0.023\t-0.205\t0.525\t0.007\t2.804\n4\t2.167\t0.481\t-0.953\t-1.925\t0.618\t0.075\t-1.097\t2.398\t-0.323\t-0.640\t1.594\t0.561\t-0.119\t1.137\t-0.021\t0.718\t-0.780\t-1.094\t-1.366\t1.364\t-1.546\t-0.168\t0.653\t-1.507\t0.727\t1.525\t0.916\t0.117\n2\t1.306\t0.328\t1.491\t-1.346\t1.192\t0.897\t0.133\t-0.306\t-1.696\t0.554\t1.152\t-1.449\t0.858\t0.018\t0.079\t0.384\t1.914\t0.005\t0.202\t-0.136\t-1.032\t-0.687\t-0.166\t0.319\t2.334\t-0.757\t0.783\t1.137\n0\t0.677\t-0.776\t1.135\t-0.404\t-0.430\t1.030\t-0.466\t0.520\t0.011\t0.764\t0.004\t-0.747\t-1.259\t-0.003\t0.163\t0.920\t0.730\t0.042\t-0.513\t-1.050\t-0.437\t0.660\t1.215\t-2.036\t-0.538\t-1.166\t0.869\t0.193\n2\t-0.522\t0.441\t-2.051\t-1.062\t-1.312\t0.785\t0.739\t0.963\t-0.557\t-0.053\t0.973\t-0.572\t1.400\t-0.608\t1.045\t1.326\t1.001\t0.815\t1.159\t0.418\t-1.252\t-0.797\t-0.723\t-0.293\t-0.761\t1.220\t-1.783\t-0.800\n4\t2.044\t-1.353\t-0.401\t-0.288\t0.848\t0.995\t0.986\t-0.134\t0.525\t-0.766\t-0.479\t2.161\t0.454\t0.860\t-1.151\t2.106\t-1.622\t2.354\t-0.838\t-1.001\t-0.010\t0.331\t0.548\t-1.110\t0.595\t-0.992\t0.637\t1.274\n3\t0.069\t0.209\t-0.640\t-1.219\t-2.050\t1.267\t0.496\t0.363\t1.265\t-1.255\t-1.736\t0.384\t0.293\t-1.731\t0.360\t-0.400\t-0.807\t-0.333\t-2.442\t-0.591\t-0.704\t0.557\t-0.158\t0.639\t-2.550\t-0.839\t0.556\t-0.309\n0\t-0.132\t-1.720\t1.511\t-0.473\t-0.953\t0.251\t1.427\t0.405\t-0.365\t0.248\t0.118\t-0.468\t0.067\t-0.824\t-0.989\t0.553\t-0.394\t-0.026\t-0.772\t-0.567\t-0.483\t-0.587\t-0.410\t0.197\t1.390\t0.761\t-0.335\t-0.633\n3\t1.260\t1.677\t-0.922\t0.938\t-1.523\t0.425\t-0.071\t1.243\t1.172\t0.570\t0.298\t0.508\t0.062\t-0.061\t1.443\t1.563\t-0.142\t0.238\t0.082\t-1.612\t-0.336\t1.600\t-0.750\t2.115\t1.172\t0.401\t0.561\t-0.917\n4\t1.244\t-0.294\t0.566\t-0.043\t0.788\t-0.584\t0.245\t2.003\t-1.771\t2.722\t1.003\t-0.344\t-1.466\t-1.770\t-1.234\t0.428\t-0.431\t0.360\t0.702\t0.353\t-1.547\t0.146\t0.103\t-1.474\t-2.356\t0.137\t0.106\t-0.304\n1\t-0.097\t-0.450\t1.860\t-0.151\t-0.008\t0.928\t0.383\t-0.296\t0.940\t-1.580\t-0.089\t0.030\t-0.147\t0.831\t-0.835\t-0.118\t2.509\t0.719\t0.991\t-0.110\t1.383\t-1.581\t1.125\t-0.244\t-0.677\t-0.748\t-0.080\t0.978\n3\t0.794\t2.303\t0.639\t-0.540\t0.599\t1.088\t1.159\t-0.841\t-0.313\t-0.397\t1.463\t-0.901\t-1.492\t0.215\t1.769\t1.202\t1.510\t-0.242\t0.512\t-0.677\t0.013\t-0.292\t1.044\t0.820\t-0.727\t-0.341\t-1.775\t1.141\n0\t-1.109\t0.006\t2.306\t-0.870\t-1.011\t0.234\t-0.082\t0.291\t0.214\t-0.133\t-0.516\t-0.382\t-1.088\t-0.232\t-0.127\t-0.328\t0.447\t-0.215\t0.163\t-0.025\t0.088\t-1.053\t-0.965\t1.112\t0.335\t-1.033\t-1.790\t0.893\n4\t0.973\t0.405\t-0.813\t-0.236\t1.197\t0.292\t-0.542\t-1.385\t-0.069\t-0.805\t1.129\t-1.289\t1.566\t-0.835\t0.537\t-0.644\t-0.408\t-2.401\t0.689\t-0.783\t0.588\t-0.309\t-0.309\t-2.478\t2.310\t-0.844\t1.475\t1.880\n2\t1.201\t0.140\t-1.967\t-1.117\t-0.186\t0.310\t-0.057\t1.219\t-1.951\t0.144\t-1.818\t0.760\t-0.094\t0.420\t-0.864\t1.279\t1.042\t0.584\t-0.130\t0.580\t-0.707\t0.856\t1.649\t1.071\t-0.730\t0.361\t-1.293\t0.572\n2\t0.600\t0.126\t-0.183\t-0.043\t1.320\t-0.696\t1.363\t-0.506\t0.481\t0.198\t0.680\t-2.812\t0.562\t-0.178\t0.629\t0.291\t0.926\t-0.984\t-1.822\t-1.618\t-0.504\t-0.809\t0.512\t1.227\t0.722\t-0.596\t-0.100\t0.592\n2\t-0.766\t-0.823\t0.314\t-0.916\t-0.554\t1.926\t-0.167\t0.676\t2.515\t0.199\t0.525\t0.313\t-0.325\t0.126\t-0.179\t-0.911\t0.833\t-1.809\t0.008\t-0.279\t-1.036\t0.623\t-1.022\t-0.408\t0.728\t-1.925\t1.078\t-0.036\n4\t0.387\t0.564\t-0.692\t-0.383\t-1.235\t0.764\t1.343\t0.282\t-2.679\t1.357\t0.119\t-2.654\t-1.703\t-1.054\t-0.000\t-1.021\t-0.890\t0.914\t1.187\t0.949\t-1.636\t0.943\t-0.479\t1.963\t0.260\t1.216\t0.556\t0.433\n4\t0.003\t0.745\t-0.609\t0.500\t1.017\t0.771\t0.476\t-1.639\t-0.253\t0.178\t0.534\t-1.588\t-0.129\t0.851\t1.569\t-0.811\t-0.982\t-0.213\t3.206\t1.318\t1.342\t-0.631\t0.293\t0.509\t0.461\t-1.351\t-1.767\t1.056\n2\t-0.240\t-0.109\t0.616\t-1.351\t0.196\t2.535\t-0.358\t-1.603\t0.411\t-0.901\t-0.107\t1.088\t0.558\t-0.489\t0.838\t-1.668\t0.197\t-0.384\t-2.360\t-1.211\t-0.015\t0.747\t0.022\t-0.296\t0.810\t0.274\t0.997\t0.574\n1\t0.400\t0.567\t0.252\t0.214\t0.142\t1.494\t0.844\t-0.691\t-1.112\t-0.794\t0.428\t-1.104\t-0.653\t-1.343\t0.932\t0.663\t0.879\t-0.475\t-1.759\t-0.835\t-1.347\t-1.358\t1.137\t-0.247\t0.289\t1.103\t-1.020\t0.614\n3\t1.195\t-1.523\t-0.559\t0.377\t1.566\t-0.066\t-0.555\t1.881\t-1.448\t-2.199\t0.440\t-0.502\t-1.021\t0.708\t0.244\t-0.564\t-1.280\t0.872\t0.650\t-0.099\t1.847\t-1.070\t-1.526\t-0.692\t-0.046\t0.243\t-0.241\t0.352\n2\t-0.954\t0.651\t-0.342\t1.831\t-0.105\t0.976\t-0.213\t1.626\t-0.864\t0.239\t0.056\t1.696\t-0.571\t0.718\t1.156\t-1.093\t0.405\t-1.805\t0.678\t-0.218\t1.138\t0.873\t-1.071\t1.743\t-0.369\t-1.261\t-1.000\t0.549\n4\t-0.385\t0.213\t0.764\t1.196\t0.409\t0.092\t1.319\t-1.103\t-1.922\t1.256\t-0.449\t1.337\t1.920\t1.854\t-3.012\t0.801\t-0.509\t-0.652\t0.372\t-0.627\t0.749\t1.321\t-0.202\t0.359\t-0.458\t0.468\t1.417\t0.410\n2\t1.065\t-0.984\t0.924\t0.679\t0.756\t-0.320\t-1.531\t-0.854\t-0.904\t-2.262\t-0.528\t0.755\t-0.505\t-0.741\t0.401\t0.041\t-0.171\t-1.849\t0.801\t-0.244\t-0.793\t1.085\t1.369\t-0.574\t0.827\t0.727\t0.624\t1.248\n1\t-0.782\t-0.461\t-1.169\t-1.812\t0.718\t0.223\t0.010\t-1.400\t1.640\t-0.503\t0.534\t-1.455\t-0.191\t0.291\t0.327\t0.155\t0.495\t-1.131\t0.197\t0.114\t0.232\t0.072\t-1.273\t-1.318\t-2.214\t0.818\t0.828\t0.844\n0\t-0.891\t-0.865\t1.143\t-0.259\t0.764\t0.386\t0.200\t-0.383\t0.496\t-0.426\t0.156\t1.106\t1.317\t-0.436\t0.372\t0.584\t0.237\t0.764\t0.775\t1.838\t2.156\t-0.165\t1.660\t0.439\t-0.177\t0.607\t-0.233\t-0.043\n2\t1.158\t-0.010\t-0.786\t1.109\t0.090\t0.790\t0.291\t1.257\t0.368\t0.483\t0.416\t0.533\t0.564\t-0.209\t-0.417\t0.165\t0.014\t-2.678\t1.528\t-0.479\t-0.350\t-0.997\t-1.212\t0.174\t-2.053\t1.555\t0.086\t1.005\n3\t-0.506\t-0.870\t0.756\t-0.696\t0.236\t-0.168\t-0.530\t-1.298\t1.301\t-1.005\t-0.862\t1.339\t-0.102\t0.320\t1.514\t1.490\t-0.549\t1.152\t-1.603\t-1.758\t0.044\t-0.084\t0.648\t0.543\t0.692\t1.602\t1.963\t0.878\n1\t0.539\t-1.441\t0.159\t-0.420\t0.667\t0.112\t0.873\t-0.441\t1.229\t-0.905\t0.103\t1.077\t-0.213\t0.706\t1.079\t0.491\t0.664\t-0.814\t0.052\t-0.086\t-0.605\t-0.120\t0.259\t1.102\t0.866\t1.547\t-0.235\t-3.096\n2\t-0.139\t-1.201\t1.231\t-0.799\t0.786\t-0.876\t0.704\t-1.609\t1.409\t1.135\t-0.553\t-0.826\t0.458\t-1.526\t0.035\t-0.808\t-0.254\t-0.644\t-0.798\t1.705\t0.781\t-1.480\t-0.876\t0.857\t0.969\t-1.385\t0.699\t0.265\n4\t1.496\t0.018\t1.331\t-1.103\t-0.073\t-1.168\t0.196\t0.328\t1.131\t0.039\t0.464\t-3.056\t-1.643\t1.503\t0.873\t-1.916\t-2.246\t-0.207\t-0.844\t-1.407\t0.339\t1.608\t0.193\t-0.654\t0.495\t1.390\t0.319\t-0.842\n4\t-1.906\t-0.298\t0.476\t-1.877\t-0.753\t1.996\t0.170\t-0.574\t0.210\t-0.576\t1.713\t-0.991\t-0.523\t-1.492\t-0.295\t-0.175\t1.196\t-1.017\t0.484\t0.087\t-1.893\t-0.725\t-0.765\t1.683\t0.546\t0.145\t-4.295\t-1.908\n4\t-1.416\t-1.501\t-0.327\t0.293\t-0.225\t0.439\t-0.377\t-2.059\t-0.191\t-1.521\t0.003\t-1.253\t0.517\t1.355\t-1.729\t-2.042\t-0.300\t1.129\t0.156\t-0.427\t-1.076\t0.723\t1.537\t-1.869\t0.294\t2.545\t-0.606\t-0.191\n0\t-1.224\t1.497\t-1.005\t-0.353\t-0.556\t0.043\t-0.651\t-0.580\t-1.215\t0.131\t-1.338\t-0.295\t-0.999\t-1.075\t-0.748\t-0.861\t0.441\t-0.558\t1.313\t-0.684\t-0.181\t-0.541\t-0.123\t-0.026\t-0.050\t0.637\t0.058\t0.245\n4\t0.883\t-2.263\t0.681\t1.430\t2.001\t0.136\t-0.861\t0.439\t-0.859\t0.130\t1.131\t-2.071\t-0.606\t0.514\t-2.050\t-0.917\t2.921\t0.490\t0.270\t0.534\t0.066\t2.542\t1.189\t-0.372\t-0.745\t0.463\t-1.062\t0.570\n3\t1.671\t-0.901\t0.506\t-0.087\t1.258\t0.406\t-0.235\t-0.894\t0.798\t-1.873\t0.646\t-1.099\t1.252\t0.161\t0.644\t0.082\t-1.752\t-0.861\t0.672\t0.167\t1.181\t0.403\t-0.967\t-0.796\t0.103\t-2.314\t1.673\t0.442\n3\t1.316\t-0.199\t-2.061\t0.430\t1.275\t0.925\t-0.663\t0.087\t-0.533\t-0.819\t0.955\t-1.198\t-0.894\t-1.104\t-1.490\t0.146\t1.162\t-0.185\t-1.506\t0.840\t1.686\t-0.646\t-0.479\t0.516\t1.622\t-0.520\t-1.332\t0.631\n1\t0.523\t-0.653\t-1.019\t-0.815\t-0.455\t-0.354\t2.166\t1.055\t1.025\t1.169\t-0.999\t-1.222\t-1.107\t1.335\t-0.547\t-1.251\t-0.431\t-0.239\t0.268\t0.251\t-0.828\t0.686\t-0.639\t-0.156\t0.687\t-0.642\t-0.569\t0.592\n3\t1.191\t-0.819\t1.092\t-0.548\t-1.336\t0.724\t1.291\t2.588\t-1.200\t0.699\t-0.410\t0.783\t-1.470\t-1.263\t-0.776\t0.079\t-0.641\t0.659\t1.027\t0.600\t1.619\t0.416\t-1.217\t1.363\t-0.605\t0.910\t1.574\t0.457\n3\t0.925\t-0.315\t0.876\t-2.484\t0.036\t0.810\t-1.237\t-0.038\t1.100\t-0.184\t-0.523\t-0.911\t-0.244\t-0.031\t0.245\t2.382\t-0.048\t-0.673\t1.446\t-0.722\t-0.832\t-1.451\t-0.860\t-2.314\t-0.357\t-1.464\t-1.056\t-0.360\n1\t0.121\t-0.585\t0.014\t-0.444\t-0.406\t-0.015\t-0.713\t-0.239\t0.281\t1.575\t0.332\t-0.015\t0.887\t0.660\t0.816\t1.446\t-0.121\t0.375\t0.635\t0.901\t-2.021\t-0.718\t1.529\t1.219\t-0.091\t-0.170\t1.733\t1.459\n1\t2.018\t-1.188\t1.191\t1.071\t0.854\t1.292\t0.281\t-0.583\t1.095\t1.133\t1.105\t0.045\t-0.716\t0.191\t0.942\t1.024\t-0.430\t0.315\t-1.309\t0.985\t-0.783\t0.785\t-1.149\t1.031\t0.322\t-0.781\t0.691\t-0.590\n3\t1.321\t-1.614\t1.492\t-0.254\t-1.149\t-0.247\t-0.723\t0.441\t-0.648\t-1.912\t-0.221\t-1.357\t0.204\t-1.187\t-0.488\t0.183\t-0.212\t0.250\t0.680\t-1.158\t-0.064\t-3.330\t0.247\t-0.301\t-0.983\t0.316\t1.173\t-0.476\n2\t-0.054\t1.370\t-2.002\t-1.315\t1.810\t-0.398\t0.296\t1.253\t0.343\t0.913\t0.616\t0.983\t0.493\t0.731\t-0.580\t0.523\t-0.040\t-0.087\t-1.679\t-0.422\t-0.134\t1.556\t-0.279\t0.283\t1.375\t-1.238\t-0.383\t0.880\n4\t1.100\t-0.322\t-1.347\t-1.861\t-0.231\t-1.299\t-0.041\t-1.364\t-1.317\t-1.119\t-0.398\t1.264\t1.363\t-0.079\t-2.913\t0.003\t0.200\t3.006\t1.094\t-0.930\t-2.209\t1.027\t-0.613\t-1.223\t-0.096\t0.202\t1.681\t1.572\n0\t-0.078\t1.547\t2.552\t0.073\t0.375\t-0.940\t-0.171\t0.179\t0.698\t-0.205\t0.746\t-0.375\t1.009\t0.415\t0.370\t-0.460\t-0.084\t-0.374\t0.869\t-1.355\t-0.706\t1.207\t0.188\t1.223\t0.830\t0.933\t0.421\t-0.658\n4\t1.459\t-0.600\t0.107\t1.594\t-0.129\t-1.005\t0.046\t0.686\t-1.240\t-0.466\t-0.042\t0.130\t-0.762\t-1.439\t-0.581\t0.167\t1.014\t-1.969\t-0.133\t1.647\t2.745\t-2.197\t0.513\t-0.473\t-0.625\t0.779\t-0.395\t1.707\n2\t-1.449\t0.298\t-1.801\t-1.701\t0.533\t-0.925\t-0.424\t0.498\t-0.549\t0.415\t1.199\t-0.841\t-0.557\t0.635\t-0.435\t0.629\t0.515\t-0.329\t1.328\t-1.199\t0.611\t-2.115\t0.094\t0.061\t-1.205\t1.534\t-1.096\t-0.338\n0\t-0.940\t-0.312\t0.317\t0.098\t-1.310\t0.389\t0.341\t1.070\t-1.111\t1.049\t-0.798\t-1.434\t0.593\t0.616\t0.875\t-0.812\t-0.789\t-0.554\t-0.145\t0.844\t-1.032\t0.375\t0.283\t-0.454\t0.767\t1.199\t1.108\t-0.162\n0\t-0.264\t-0.544\t-0.160\t-0.551\t-0.130\t0.016\t-0.898\t0.631\t-0.370\t-0.842\t-0.352\t0.242\t0.083\t0.422\t0.898\t1.305\t0.285\t-1.069\t-0.269\t-1.004\t1.697\t1.987\t0.650\t0.858\t0.251\t0.366\t-1.597\t-0.074\n2\t1.368\t0.126\t0.851\t1.224\t0.338\t-0.592\t0.976\t0.001\t0.686\t-2.154\t0.447\t-0.639\t1.653\t0.623\t0.240\t0.486\t-0.998\t1.623\t1.991\t0.393\t1.590\t-0.569\t-0.797\t0.041\t0.435\t-0.394\t0.538\t0.306\n1\t1.051\t0.197\t0.329\t-0.273\t-1.175\t1.882\t0.624\t-1.368\t0.264\t-1.087\t-1.362\t-0.241\t-0.112\t-0.724\t0.046\t-0.243\t-0.906\t-0.610\t-1.810\t0.333\t0.695\t-0.211\t-2.130\t0.300\t-1.312\t-0.310\t-0.078\t-0.166\n0\t-0.702\t0.639\t-1.250\t0.554\t-0.300\t0.424\t0.211\t0.536\t-0.460\t-0.166\t0.918\t-0.351\t-1.397\t0.213\t-0.251\t-0.478\t0.449\t0.471\t1.193\t0.844\t0.764\t-0.333\t-1.018\t-0.591\t-1.376\t-0.030\t-1.769\t1.267\n2\t-0.253\t0.850\t-1.289\t-0.341\t-0.196\t1.395\t1.175\t0.392\t-0.994\t0.057\t1.880\t-0.149\t0.129\t0.186\t-0.850\t-0.809\t-0.810\t-0.298\t0.442\t0.170\t0.507\t2.160\t2.595\t0.094\t0.923\t0.659\t1.077\t1.042\n3\t0.374\t-1.960\t0.782\t0.004\t0.196\t-0.100\t-0.882\t-1.739\t1.521\t-0.998\t0.290\t-2.092\t0.141\t-0.240\t1.619\t-0.848\t0.729\t1.209\t-1.133\t-1.442\t1.684\t0.025\t-0.110\t1.233\t0.580\t0.835\t0.577\t-0.509\n3\t-0.406\t0.089\t0.547\t-1.102\t0.359\t0.035\t-0.304\t1.173\t-0.904\t0.275\t1.455\t-0.707\t-0.297\t2.345\t0.474\t-0.506\t0.803\t-0.568\t-1.565\t1.372\t-1.103\t2.452\t-0.489\t2.133\t-1.369\t1.025\t0.500\t0.838\n1\t0.376\t-1.867\t-0.832\t-0.876\t-0.742\t1.213\t-0.149\t-0.427\t1.122\t0.495\t-1.741\t-0.617\t0.322\t-0.934\t2.030\t0.113\t-0.753\t-1.123\t0.928\t-0.648\t0.380\t-1.152\t0.070\t-0.636\t-0.315\t-0.796\t1.026\t-0.491\n0\t1.117\t-0.764\t0.759\t0.859\t-0.011\t1.498\t1.643\t-0.565\t0.470\t0.532\t0.897\t0.538\t0.953\t0.344\t2.373\t0.040\t-0.896\t0.886\t-0.258\t-0.479\t0.004\t0.419\t-0.621\t0.780\t-0.444\t0.834\t0.068\t0.423\n2\t-0.269\t-1.230\t-0.185\t-0.109\t-0.372\t0.178\t-2.336\t0.882\t1.773\t-0.181\t0.079\t-0.304\t0.510\t0.837\t-1.137\t-0.478\t-0.887\t1.382\t-0.005\t-0.302\t0.650\t-0.378\t-0.641\t-1.576\t1.273\t0.401\t-0.463\t2.284\n0\t1.486\t0.527\t-0.242\t0.033\t1.037\t1.126\t-0.842\t0.363\t-0.008\t-0.066\t1.330\t-0.238\t-0.576\t-0.815\t-0.175\t-0.735\t-0.865\t-0.890\t-0.831\t-0.761\t0.399\t-1.960\t-0.702\t-0.100\t1.149\t-0.246\t-0.153\t-0.088\n3\t0.817\t-0.889\t0.257\t-0.767\t0.864\t-1.617\t2.312\t0.373\t0.506\t-0.888\t0.567\t-0.429\t-1.543\t0.781\t-0.191\t-1.754\t2.433\t-1.173\t0.044\t-0.321\t-1.127\t0.306\t-1.624\t0.586\t-0.598\t-1.087\t-0.588\t-0.015\n4\t2.204\t-1.678\t-0.820\t0.807\t2.628\t-0.301\t-2.825\t-1.643\t1.478\t-1.546\t-2.861\t-0.936\t0.333\t0.257\t1.700\t-0.530\t-0.043\t-0.528\t-0.684\t0.229\t-0.260\t-0.565\t-1.585\t-1.425\t1.549\t0.998\t-0.179\t0.595\n1\t-1.282\t0.836\t-0.448\t-1.280\t-0.492\t0.062\t0.240\t-0.749\t-0.216\t-1.393\t-0.708\t-1.362\t-0.079\t-0.838\t2.075\t0.383\t-1.626\t-0.746\t0.702\t0.245\t-1.571\t-0.787\t0.643\t0.371\t0.576\t-0.280\t-0.857\t-1.276\n4\t1.455\t0.819\t-0.037\t0.319\t2.454\t0.243\t0.466\t-0.398\t-0.751\t0.814\t0.928\t1.100\t0.751\t1.981\t-1.925\t-0.238\t0.811\t-0.644\t1.271\t-3.281\t1.026\t-0.818\t-0.969\t-2.072\t-0.364\t1.036\t0.842\t0.163\n2\t-1.347\t0.019\t0.186\t-0.176\t-1.202\t-0.545\t-0.502\t-2.070\t0.712\t-1.309\t2.066\t0.435\t-0.907\t1.061\t0.072\t-0.776\t1.308\t0.332\t-1.068\t1.571\t-0.525\t0.022\t0.613\t-0.200\t0.609\t-0.235\t-1.333\t0.107\n2\t-0.365\t-0.741\t-1.115\t-0.972\t-0.988\t-0.216\t-1.259\t-0.347\t0.617\t-0.690\t0.773\t-0.550\t0.237\t0.161\t0.998\t-0.017\t1.106\t-0.610\t0.538\t1.087\t2.375\t0.928\t-0.141\t1.158\t-1.270\t1.425\t0.143\t-1.688\n4\t-1.150\t-1.217\t-0.951\t0.095\t0.549\t-0.466\t1.355\t0.423\t0.368\t0.935\t0.977\t0.524\t-1.340\t2.442\t-0.764\t1.539\t-2.184\t-0.461\t-0.193\t1.079\t0.612\t0.665\t1.991\t1.872\t0.995\t-0.482\t-0.066\t-1.092\n4\t0.840\t-0.749\t0.909\t0.846\t-1.471\t0.949\t0.724\t1.435\t-1.085\t-0.775\t-0.296\t0.006\t-3.295\t0.779\t-1.259\t-0.786\t-0.718\t-0.976\t0.600\t-2.322\t-0.301\t0.082\t0.907\t1.005\t1.195\t-0.307\t-1.032\t-0.298\n4\t0.995\t-1.642\t-1.595\t-0.189\t1.367\t-1.820\t0.044\t-1.007\t-2.303\t1.276\t0.757\t1.434\t-1.354\t-1.109\t-0.086\t0.310\t0.286\t-1.322\t0.744\t-1.266\t0.275\t-0.430\t1.173\t1.931\t0.326\t1.134\t-1.807\t-0.062\n0\t-1.030\t0.147\t0.593\t0.630\t-0.059\t-0.241\t0.452\t0.267\t-0.259\t-1.562\t-0.468\t-1.147\t-0.667\t0.033\t0.359\t1.780\t-0.537\t0.775\t0.306\t1.296\t0.576\t-1.008\t-1.723\t0.311\t-0.528\t-0.980\t-1.268\t0.161\n3\t1.623\t0.610\t-0.101\t1.177\t1.036\t-1.376\t0.084\t-0.415\t0.328\t-0.506\t1.135\t-0.618\t-1.023\t-0.056\t-2.331\t-0.546\t-0.333\t3.019\t-0.136\t2.144\t0.289\t0.136\t1.160\t-0.739\t-0.748\t-0.137\t-0.715\t-0.396\n3\t-0.531\t0.476\t-1.761\t0.505\t0.260\t0.024\t0.258\t0.282\t-0.915\t0.432\t1.726\t1.440\t1.104\t-0.386\t-0.143\t-1.939\t-2.921\t1.034\t0.059\t-0.941\t0.172\t-0.832\t-0.504\t1.685\t-0.108\t-0.076\t0.291\t-0.688\n1\t0.833\t-0.687\t-0.941\t-0.200\t0.265\t0.600\t0.445\t0.979\t0.116\t-1.048\t-1.355\t0.758\t1.006\t1.971\t2.424\t0.972\t0.367\t-0.420\t-0.874\t0.067\t-0.105\t1.905\t0.586\t-0.230\t-0.882\t0.534\t0.138\t-0.451\n1\t0.333\t0.081\t1.393\t2.474\t-1.263\t0.147\t0.146\t-0.014\t-1.085\t-0.917\t0.240\t-0.945\t0.159\t-0.246\t0.142\t-0.953\t0.157\t-0.881\t0.161\t1.339\t0.261\t0.322\t0.817\t-1.404\t1.719\t-1.056\t0.880\t0.747\n3\t1.107\t1.022\t-1.023\t-0.538\t-0.900\t0.511\t0.108\t1.437\t-0.096\t-0.303\t0.215\t0.655\t0.401\t0.589\t-0.337\t0.151\t-2.272\t0.638\t-2.077\t0.507\t-0.276\t0.367\t0.803\t0.455\t1.304\t0.508\t-1.221\t2.920\n3\t1.389\t2.216\t0.361\t-0.322\t-1.231\t-0.400\t0.197\t-0.075\t-0.687\t-0.897\t-0.442\t-0.313\t1.184\t0.195\t-0.783\t1.026\t-0.092\t1.025\t-0.456\t0.946\t1.441\t0.952\t-0.117\t-1.418\t2.609\t-1.486\t-0.510\t1.964\n2\t-0.158\t0.209\t1.727\t1.076\t2.373\t-1.297\t0.130\t-0.142\t-0.126\t-0.575\t-0.444\t-0.398\t0.733\t0.329\t-0.676\t0.939\t-1.554\t0.813\t0.497\t-1.010\t0.219\t-1.057\t0.456\t-1.595\t0.469\t-2.102\t0.470\t-1.208\n0\t-0.067\t-0.187\t-1.072\t0.879\t-0.092\t-0.134\t-0.825\t-0.370\t-1.022\t0.864\t1.033\t1.680\t0.434\t-0.339\t-0.469\t0.491\t0.201\t-0.174\t-0.262\t1.171\t-0.432\t1.347\t0.182\t-0.368\t-0.785\t-0.155\t0.503\t-0.377\n0\t0.180\t0.612\t-0.121\t1.665\t-1.485\t-0.740\t-0.635\t0.009\t-0.646\t-1.241\t-0.356\t1.015\t0.754\t-0.695\t-0.373\t-0.778\t-1.261\t0.427\t-1.281\t0.663\t1.819\t0.376\t0.623\t0.594\t-0.489\t0.370\t0.312\t-0.626\n4\t-1.149\t1.483\t1.821\t0.900\t0.438\t0.890\t-0.337\t-1.328\t-0.740\t2.288\t-1.164\t0.959\t-0.111\t-0.357\t1.689\t0.093\t0.933\t2.399\t-0.209\t0.474\t0.705\t-0.322\t0.492\t1.128\t0.783\t0.117\t-2.883\t-1.446\n3\t-1.696\t0.455\t-2.432\t0.209\t0.163\t-1.535\t0.065\t-0.293\t-0.154\t-0.144\t-0.589\t0.076\t0.866\t-0.239\t-0.050\t0.649\t2.270\t-0.193\t-1.702\t-0.897\t0.602\t1.513\t-0.946\t-0.043\t0.019\t-0.769\t1.535\t1.164\n3\t1.994\t0.158\t0.108\t0.021\t-0.395\t0.314\t0.775\t-0.332\t-2.491\t0.466\t2.133\t-0.376\t-1.471\t0.677\t1.744\t0.529\t1.725\t0.794\t0.707\t-0.518\t0.285\t-0.029\t-0.064\t-0.254\t0.226\t-1.296\t0.812\t-0.878\n3\t-0.285\t0.336\t0.697\t-1.102\t1.001\t-1.164\t-0.575\t0.676\t-1.307\t-2.007\t0.581\t0.377\t-0.321\t-0.712\t0.484\t2.463\t1.026\t0.925\t0.316\t-1.470\t-0.762\t0.181\t-0.193\t0.939\t0.704\t1.456\t-1.050\t2.366\n4\t1.465\t0.452\t0.378\t0.970\t-0.235\t1.378\t-0.222\t-3.150\t1.608\t-2.949\t-0.267\t0.753\t-2.350\t-0.145\t-0.163\t0.918\t0.483\t-1.340\t-0.649\t-1.072\t-1.857\t-0.651\t1.483\t0.445\t0.426\t-1.210\t-1.950\t0.568\n1\t-0.122\t-1.575\t0.012\t-0.393\t0.355\t-1.131\t0.757\t-0.581\t0.616\t1.848\t-1.686\t-1.087\t-0.764\t0.109\t0.174\t-0.677\t0.926\t0.853\t1.156\t0.810\t1.248\t-0.644\t-0.701\t-1.065\t0.491\t0.219\t0.772\t-0.360\n3\t-0.639\t-0.570\t-0.416\t1.993\t-0.260\t1.577\t-0.350\t0.063\t-0.239\t-0.298\t-0.140\t-0.139\t0.745\t-1.774\t2.418\t0.843\t-1.722\t-0.362\t0.284\t-1.031\t-2.120\t0.115\t0.731\t-0.176\t1.374\t0.462\t-1.321\t-1.446\n3\t-0.266\t-0.834\t1.097\t-0.861\t1.573\t0.954\t1.179\t-0.031\t-1.135\t-1.700\t0.839\t-0.097\t-0.448\t0.656\t2.634\t0.039\t1.107\t-0.156\t0.966\t0.101\t0.907\t0.621\t-0.642\t-1.385\t-2.253\t0.415\t1.351\t0.589\n0\t0.553\t0.383\t-0.176\t-0.391\t-0.447\t1.220\t0.438\t-0.823\t-0.326\t0.002\t-0.036\t-0.233\t-0.071\t0.184\t0.899\t-1.264\t0.179\t0.108\t1.273\t0.589\t0.997\t0.633\t-0.407\t-0.181\t0.557\t1.599\t0.571\t0.415\n3\t0.079\t-0.732\t0.888\t0.938\t0.171\t0.962\t0.919\t0.928\t0.264\t-1.172\t0.680\t0.736\t-0.658\t-0.080\t2.073\t1.066\t0.929\t0.385\t-1.706\t0.482\t-1.059\t-0.209\t0.899\t1.638\t-2.424\t1.082\t-1.161\t-1.913\n4\t-0.305\t-1.551\t1.133\t-1.330\t-1.010\t-0.336\t0.163\t0.381\t0.961\t-2.575\t-0.941\t1.058\t-0.895\t-0.051\t1.347\t-0.171\t-0.262\t-0.160\t1.288\t-1.603\t1.787\t-0.226\t-0.341\t-0.811\t-1.135\t-2.339\t1.218\t-2.216\n0\t1.272\t0.217\t0.855\t0.009\t1.056\t0.398\t0.013\t-0.013\t-0.954\t0.507\t-0.040\t-0.502\t1.106\t-1.250\t-0.422\t1.028\t0.316\t-0.048\t0.251\t0.179\t-1.517\t-0.349\t1.617\t-0.659\t-0.318\t-0.542\t-0.087\t-0.583\n0\t-1.625\t-0.056\t0.258\t-1.583\t0.041\t0.275\t-0.439\t-1.183\t1.275\t0.234\t0.309\t0.462\t0.007\t-1.638\t-0.504\t-0.927\t-0.283\t-0.409\t-0.108\t-0.168\t-1.034\t0.178\t-0.185\t-0.341\t-0.135\t-0.810\t0.165\t0.173\n4\t-0.114\t-0.918\t2.149\t1.545\t0.246\t0.592\t-0.745\t0.209\t2.655\t1.240\t-1.056\t0.404\t0.082\t0.521\t1.782\t-0.910\t-0.202\t-1.124\t0.215\t0.108\t2.083\t-0.851\t0.906\t-2.621\t1.933\t0.029\t0.139\t-0.223\n1\t-1.095\t-0.774\t1.219\t-1.637\t0.949\t-0.997\t1.586\t0.843\t0.786\t-0.063\t1.369\t-1.240\t0.785\t0.061\t0.303\t-0.013\t0.763\t-0.464\t1.378\t-0.938\t0.280\t0.451\t0.127\t-0.966\t-0.767\t-0.283\t-1.060\t1.579\n2\t0.089\t0.215\t0.692\t0.594\t0.005\t1.144\t-0.373\t0.290\t-0.874\t-2.060\t-0.782\t0.100\t-1.605\t-0.891\t1.724\t-0.286\t0.454\t-0.867\t-1.375\t-1.016\t1.062\t-0.292\t0.122\t-0.711\t0.744\t1.406\t2.248\t0.651\n0\t0.328\t0.340\t-1.181\t-1.044\t0.941\t-0.589\t-0.495\t0.964\t-1.050\t0.269\t0.043\t-0.003\t-0.518\t-0.580\t-1.078\t0.483\t-0.668\t0.969\t-0.225\t-1.058\t-0.238\t-0.411\t1.009\t-0.369\t-0.276\t1.412\t0.508\t1.663\n4\t-0.826\t0.484\t-0.924\t1.968\t-0.811\t1.064\t-0.581\t0.226\t0.856\t-1.632\t1.869\t1.612\t2.336\t-0.766\t-0.421\t-1.732\t-0.427\t-1.003\t0.786\t1.909\t-1.664\t1.466\t-0.625\t0.140\t0.605\t1.424\t0.914\t0.340\n2\t-0.388\t-1.213\t-0.111\t-0.091\t1.765\t-1.664\t-0.696\t-0.486\t-0.719\t0.707\t0.767\t1.176\t1.867\t-0.643\t0.007\t0.276\t-0.794\t0.853\t0.041\t0.170\t1.234\t-2.074\t-0.116\t-0.011\t-0.646\t0.460\t-1.610\t-0.452\n4\t0.206\t-0.218\t0.836\t0.284\t0.129\t1.602\t0.969\t2.654\t-1.954\t1.295\t1.485\t-0.682\t-0.116\t0.086\t-0.449\t-0.341\t3.306\t0.002\t0.590\t0.375\t0.093\t-1.124\t0.965\t-0.047\t-1.557\t0.162\t0.308\t1.160\n4\t1.408\t0.319\t-0.590\t-0.922\t-1.800\t1.034\t0.335\t-0.260\t1.402\t0.172\t0.890\t-0.431\t1.118\t-0.627\t1.421\t-0.330\t3.613\t0.660\t-0.550\t-1.662\t-0.334\t1.462\t0.303\t1.849\t1.443\t1.441\t-1.355\t-1.512\n2\t0.904\t0.548\t-1.096\t-0.298\t-0.221\t0.690\t0.192\t1.070\t1.072\t0.731\t-2.451\t-0.891\t-0.904\t0.600\t0.727\t1.291\t1.100\t0.206\t-0.470\t1.027\t-1.222\t-0.949\t-1.746\t0.474\t-1.604\t-1.136\t0.239\t-0.176\n1\t0.921\t-1.652\t-0.278\t-0.518\t1.012\t-0.459\t0.438\t0.333\t-1.835\t-0.066\t-1.743\t0.351\t-0.730\t1.187\t-0.181\t-0.770\t1.200\t-0.872\t0.895\t0.468\t-0.365\t-1.336\t1.242\t0.500\t-0.772\t0.245\t1.006\t0.112\n1\t0.001\t0.303\t-0.105\t-1.394\t0.514\t1.922\t0.409\t-0.426\t-1.428\t-0.908\t0.453\t1.073\t0.261\t0.800\t0.708\t0.507\t-0.658\t0.174\t-0.848\t0.017\t0.331\t1.679\t-1.310\t0.482\t1.481\t0.759\t0.833\t0.588\n0\t-0.172\t-0.175\t-0.991\t-1.240\t0.407\t-1.159\t-0.029\t-0.255\t-0.644\t0.198\t-0.259\t0.735\t-0.082\t0.801\t-0.306\t-1.014\t0.617\t-0.154\t-0.251\t-0.569\t-0.005\t-0.331\t-0.372\t-0.383\t1.067\t0.288\t-0.590\t-0.806\n0\t1.644\t-1.383\t2.078\t-0.461\t-0.741\t-0.536\t0.032\t-0.152\t-0.052\t0.316\t0.240\t0.006\t-0.442\t0.428\t0.376\t0.329\t-0.002\t-0.693\t0.074\t-0.278\t-2.066\t0.999\t0.260\t-0.020\t0.525\t-0.755\t1.359\t1.207\n4\t-1.112\t-2.349\t1.162\t0.674\t-0.127\t1.075\t-0.731\t-0.705\t-0.844\t0.568\t-1.583\t-0.767\t0.290\t-1.204\t-0.660\t-2.212\t0.606\t-0.688\t-1.099\t-1.295\t-0.418\t-1.580\t1.942\t-2.385\t-0.451\t0.107\t-0.775\t0.212\n4\t0.498\t-0.780\t1.178\t0.168\t-1.637\t0.914\t1.364\t-1.277\t-0.803\t0.502\t0.682\t2.353\t0.891\t2.401\t0.019\t0.384\t-0.568\t-0.523\t0.147\t-0.583\t-2.564\t-0.667\t1.077\t0.073\t0.078\t-0.763\t0.333\t1.659\n4\t0.442\t1.370\t1.338\t0.112\t-0.709\t-0.252\t-0.143\t1.398\t-0.078\t0.933\t1.689\t0.212\t0.536\t-0.332\t0.604\t0.751\t0.410\t-1.320\t0.852\t1.643\t-0.026\t-1.484\t0.980\t2.416\t0.488\t-2.241\t1.722\t-0.713\n4\t-0.664\t-0.916\t1.059\t-2.675\t-0.669\t-1.395\t1.061\t1.365\t-0.724\t2.765\t1.377\t0.197\t1.500\t-0.642\t-0.277\t0.463\t-0.692\t-1.284\t-0.938\t-0.197\t0.469\t-0.338\t-1.640\t0.470\t1.273\t-0.660\t1.663\t0.869\n0\t-0.114\t-1.136\t-1.194\t-0.302\t0.959\t0.146\t-0.784\t0.174\t-0.597\t0.497\t-0.858\t-0.652\t0.005\t0.682\t0.815\t0.639\t2.092\t0.322\t0.359\t-0.127\t-0.773\t-0.036\t-0.009\t-0.187\t-0.237\t1.415\t-1.115\t-0.602\n1\t0.593\t-0.594\t0.356\t0.015\t-0.460\t1.262\t-0.303\t-0.210\t-0.485\t1.480\t1.391\t1.147\t0.869\t-0.884\t-0.450\t-0.771\t1.030\t2.336\t0.679\t1.676\t0.457\t0.317\t-0.580\t0.613\t0.913\t1.054\t0.103\t0.198\n4\t0.218\t1.129\t1.058\t-1.749\t-1.739\t-0.615\t3.057\t-0.012\t-0.472\t1.927\t1.176\t0.543\t1.446\t0.665\t0.206\t0.345\t0.105\t0.104\t0.478\t-1.192\t0.464\t-1.189\t-0.147\t-1.254\t1.920\t0.175\t0.884\t0.928\n0\t-0.493\t-0.461\t-0.739\t-1.250\t1.391\t0.684\t-0.414\t-0.603\t1.462\t0.519\t-0.422\t1.162\t1.904\t-0.578\t-0.418\t-0.222\t0.297\t-0.035\t-1.460\t-0.915\t0.127\t1.510\t0.215\t0.927\t0.342\t-0.160\t-0.875\t0.375\n4\t-0.446\t-1.211\t0.739\t-1.316\t-0.633\t-1.766\t-2.550\t0.187\t-1.035\t-0.261\t0.138\t-0.182\t1.137\t0.717\t0.308\t-1.144\t1.103\t-0.124\t-0.077\t1.369\t-1.830\t-1.660\t0.447\t2.627\t1.508\t0.089\t0.837\t0.137\n0\t-1.304\t-1.801\t1.199\t0.400\t-0.548\t1.233\t0.515\t0.291\t0.026\t0.158\t-1.241\t-0.094\t-2.267\t0.115\t-0.033\t-0.193\t0.981\t0.538\t0.911\t-0.151\t-0.186\t-0.236\t0.140\t-0.252\t0.345\t-0.616\t0.208\t0.537\n3\t1.058\t1.642\t-0.014\t0.178\t-0.323\t-1.316\t1.440\t-0.392\t0.214\t-1.723\t-1.100\t-2.249\t0.146\t-0.905\t-0.472\t0.140\t-1.536\t-0.551\t0.232\t0.129\t-2.186\t0.427\t-1.136\t0.188\t0.204\t1.373\t-0.002\t-0.460\n0\t0.517\t-0.234\t-0.087\t-0.313\t-0.422\t-0.412\t0.338\t-0.094\t1.046\t-1.009\t0.522\t-1.234\t-0.878\t-0.138\t-0.195\t0.347\t1.258\t1.174\t-0.046\t1.838\t-0.584\t0.002\t-0.169\t0.638\t-0.199\t0.022\t0.354\t1.405\n1\t0.428\t0.654\t-1.449\t0.564\t0.977\t-1.352\t0.672\t-0.789\t-0.580\t0.251\t0.610\t-0.592\t2.046\t0.916\t0.450\t-0.610\t1.054\t-1.650\t-1.201\t-0.379\t-0.296\t-1.006\t0.979\t-1.190\t1.627\t0.509\t0.039\t0.034\n4\t-2.894\t-0.350\t-0.123\t-0.970\t0.805\t0.244\t0.373\t0.471\t-0.947\t-0.115\t2.061\t-1.035\t-0.635\t-0.381\t-0.562\t-0.003\t-1.831\t0.217\t1.258\t0.237\t1.111\t0.507\t-0.766\t-2.103\t-0.077\t0.238\t0.083\t2.415\n3\t1.628\t2.212\t0.411\t-1.908\t0.877\t-0.261\t-1.691\t0.691\t0.439\t-0.806\t-1.186\t1.396\t0.506\t-0.791\t0.663\t-0.420\t0.545\t0.314\t-2.564\t0.108\t-0.167\t-0.740\t-1.264\t-0.218\t-0.353\t0.651\t-0.145\t0.089\n3\t0.006\t-0.984\t0.264\t1.092\t0.715\t0.579\t-0.357\t-1.732\t1.566\t0.899\t0.530\t-0.026\t-1.744\t2.586\t0.989\t1.509\t0.195\t-0.317\t-0.019\t-0.733\t-1.628\t-1.396\t-0.554\t0.735\t0.166\t0.936\t-0.199\t-1.122\n3\t2.213\t0.205\t0.149\t-0.336\t-0.934\t1.375\t1.874\t-0.893\t-0.083\t-0.450\t-0.420\t1.186\t-1.312\t0.466\t0.728\t-0.142\t0.893\t0.148\t1.217\t-1.522\t-0.349\t-0.072\t-2.672\t-1.086\t-0.814\t0.948\t-0.707\t-0.818\n2\t-0.147\t0.013\t1.300\t-0.756\t0.030\t-0.002\t-0.289\t0.545\t0.238\t1.376\t0.152\t-1.935\t-1.016\t-0.530\t-2.471\t-1.066\t0.979\t-1.524\t0.505\t-1.291\t-0.022\t-0.004\t0.257\t-1.444\t1.007\t-0.452\t-0.916\t0.461\n3\t0.869\t0.887\t-0.763\t0.038\t0.683\t-0.209\t1.073\t2.364\t-0.786\t-1.381\t0.304\t0.722\t-0.231\t1.453\t-1.339\t0.693\t-0.606\t1.719\t1.993\t-0.767\t-0.550\t0.860\t-0.387\t-0.045\t0.025\t-1.920\t-0.014\t-0.690\n0\t-0.733\t0.013\t-0.381\t1.739\t0.086\t0.317\t-0.044\t0.474\t-0.217\t0.774\t-0.392\t1.376\t0.496\t-0.153\t0.842\t0.493\t0.827\t0.086\t-0.241\t0.135\t-0.500\t0.979\t1.469\t0.579\t1.418\t1.127\t-0.268\t0.836\n3\t0.767\t0.185\t-0.152\t0.003\t-0.046\t-0.209\t0.517\t0.443\t-1.572\t-0.132\t-1.506\t0.636\t0.768\t-0.611\t-0.117\t-2.111\t0.973\t0.710\t1.150\t1.487\t-1.224\t0.888\t1.479\t-1.495\t-0.171\t-0.363\t0.855\t-2.394\n4\t-1.525\t0.562\t1.918\t-1.232\t1.044\t0.726\t-0.677\t-0.021\t2.638\t0.493\t2.059\t-0.195\t0.576\t-0.300\t0.447\t-0.818\t-1.528\t-0.524\t1.887\t-2.076\t0.186\t-0.118\t0.144\t-0.944\t1.126\t-0.058\t2.204\t-1.132\n2\t-2.486\t0.043\t-0.054\t-1.152\t-0.597\t0.264\t-0.218\t0.932\t1.761\t0.945\t0.447\t-0.149\t0.796\t-0.623\t-0.547\t-1.232\t-1.550\t1.281\t0.270\t0.531\t-0.126\t1.890\t1.759\t-0.017\t-0.028\t-0.220\t-1.115\t-0.409\n1\t-1.507\t0.146\t-0.605\t0.630\t-0.885\t-0.773\t-2.021\t0.170\t-0.161\t-1.188\t0.194\t1.027\t-0.216\t0.268\t0.273\t-1.204\t2.057\t-0.471\t0.656\t0.769\t-0.140\t0.607\t0.246\t-1.418\t-0.332\t-0.613\t-0.462\t-1.304\n2\t-1.290\t1.254\t-0.765\t-1.796\t0.238\t-0.255\t-1.110\t-1.681\t-0.008\t0.976\t0.585\t0.057\t0.479\t-0.027\t-1.430\t-1.421\t-0.203\t-0.161\t0.851\t0.757\t0.605\t-0.280\t-1.381\t0.412\t0.525\t-2.389\t-0.834\t-0.691\n2\t-1.298\t0.768\t0.416\t-1.548\t-0.507\t-1.424\t-0.112\t-0.290\t-0.503\t-0.551\t-0.889\t-0.135\t0.582\t0.480\t-0.419\t-1.803\t0.199\t-0.061\t-0.478\t0.727\t1.098\t1.515\t1.823\t-0.149\t2.121\t-0.431\t0.067\t1.719\n4\t0.182\t0.331\t1.464\t-1.786\t0.011\t-0.643\t-0.533\t-0.850\t0.539\t-2.451\t-0.138\t-1.822\t-0.693\t-0.214\t-0.406\t0.681\t1.250\t1.958\t-0.008\t1.161\t1.464\t-0.476\t1.233\t-2.176\t0.298\t1.605\t0.099\t-0.190\n4\t0.740\t-0.284\t2.807\t0.809\t0.030\t-0.675\t-0.911\t0.437\t-0.527\t0.991\t-0.082\t-0.079\t0.115\t-0.152\t0.277\t2.070\t0.541\t0.423\t0.787\t-0.109\t-0.964\t-3.019\t-2.051\t0.748\t0.369\t-0.148\t2.362\t-0.034\n1\t-1.311\t-1.397\t0.558\t0.765\t-0.393\t0.028\t-0.450\t1.097\t-0.203\t-0.499\t0.966\t-0.774\t0.157\t-1.048\t0.665\t0.815\t-1.289\t-1.445\t0.289\t1.941\t0.884\t-0.212\t-0.854\t-1.216\t0.717\t0.923\t-0.631\t-0.247\n3\t0.334\t-0.290\t-0.839\t-0.742\t-0.215\t-3.601\t-0.701\t-0.876\t0.533\t-0.806\t-0.215\t1.542\t0.994\t0.902\t-0.500\t0.543\t-0.234\t-0.196\t0.410\t-0.597\t1.493\t-0.160\t0.618\t1.456\t1.032\t-1.409\t0.445\t0.851\n3\t-0.413\t0.724\t-0.829\t1.201\t1.612\t1.377\t0.208\t-0.711\t0.563\t-0.340\t0.300\t0.586\t-0.482\t0.570\t0.456\t-1.272\t0.421\t-2.764\t1.951\t0.681\t-0.339\t-0.429\t0.888\t-0.467\t-0.843\t-0.333\t-2.076\t-1.324\n2\t-0.547\t0.014\t2.156\t0.101\t0.479\t-0.168\t-1.759\t-0.636\t-0.543\t0.580\t0.384\t0.318\t0.897\t-1.155\t2.049\t-1.679\t-1.325\t0.373\t-1.088\t0.050\t-0.725\t0.507\t-0.038\t-0.577\t-0.026\t2.025\t-0.085\t-1.394\n3\t1.898\t-1.069\t-0.176\t-1.462\t-0.154\t-1.859\t-0.343\t-1.972\t1.904\t-1.813\t-0.414\t1.019\t0.760\t1.199\t0.499\t0.969\t0.276\t-0.692\t-1.019\t1.078\t-0.426\t0.482\t-0.627\t-0.732\t-0.164\t0.611\t-0.148\t-0.733\n4\t-1.698\t0.258\t0.058\t-1.305\t-0.336\t-0.323\t0.753\t-0.808\t1.297\t-0.313\t-0.362\t-2.020\t-3.237\t-0.438\t-1.667\t-1.132\t-0.297\t1.113\t-0.265\t-0.319\t-0.585\t0.253\t2.389\t0.505\t-1.191\t0.254\t-0.808\t0.884\n3\t0.669\t-1.448\t-0.204\t0.716\t-2.934\t1.335\t0.354\t0.717\t-0.413\t-1.723\t0.534\t-0.083\t0.032\t1.088\t0.762\t1.921\t0.154\t-0.691\t-0.188\t0.416\t1.016\t-1.467\t0.009\t1.610\t-0.240\t0.931\t0.493\t0.956\n4\t-0.889\t-1.620\t-0.260\t-0.316\t1.549\t-1.116\t-1.900\t-1.475\t-0.030\t-0.990\t-1.285\t-0.295\t-0.529\t0.821\t0.817\t-0.473\t-0.168\t2.112\t2.629\t2.627\t0.165\t-0.320\t-1.315\t1.007\t0.408\t-0.636\t0.361\t-0.557\n2\t0.042\t-0.789\t-2.279\t1.107\t-1.037\t2.010\t-0.619\t1.269\t0.130\t1.583\t0.379\t0.480\t-1.156\t0.760\t0.929\t0.174\t1.100\t0.411\t1.215\t0.119\t1.110\t0.264\t2.058\t-0.336\t-0.093\t-0.663\t-0.387\t-0.518\n0\t-0.042\t0.486\t0.441\t-0.256\t-0.054\t-0.083\t0.683\t-0.695\t-2.434\t-0.343\t1.688\t0.801\t-1.569\t0.675\t0.208\t-0.375\t-1.078\t-0.814\t-0.560\t1.835\t0.640\t-0.710\t-0.542\t-0.037\t-0.433\t0.016\t-0.146\t0.097\n0\t-1.123\t0.959\t1.126\t-0.207\t0.771\t-0.691\t0.403\t0.503\t0.002\t-1.151\t0.140\t0.437\t-0.974\t0.991\t-0.554\t-0.234\t-1.200\t0.529\t2.652\t-0.364\t-0.735\t-0.352\t0.116\t0.486\t1.062\t0.829\t-0.455\t0.467\n2\t0.436\t0.584\t1.078\t-1.489\t1.083\t-0.216\t-0.691\t0.820\t-1.488\t0.939\t-0.157\t-0.100\t-2.244\t0.900\t0.248\t-0.467\t-0.927\t0.782\t0.348\t0.005\t-0.988\t0.303\t0.243\t1.316\t-1.197\t-0.716\t1.944\t0.192\n2\t-1.380\t-1.471\t0.250\t-1.185\t0.131\t1.082\t-0.204\t0.696\t0.457\t0.352\t1.794\t-0.695\t-1.102\t1.798\t-0.427\t-0.230\t0.021\t1.634\t-0.184\t-1.851\t-0.231\t1.348\t-0.310\t0.875\t1.369\t-1.170\t-0.634\t-0.226\n3\t2.632\t0.301\t0.676\t1.700\t-0.433\t0.118\t1.896\t-0.146\t0.055\t0.982\t-1.061\t0.029\t-0.066\t1.565\t1.027\t0.087\t-1.289\t0.678\t-0.463\t1.552\t1.034\t-0.088\t0.277\t-1.312\t1.884\t0.012\t-0.511\t0.002\n4\t2.344\t1.198\t-2.102\t1.357\t1.600\t1.195\t0.751\t1.551\t0.883\t0.579\t0.134\t-1.072\t-1.373\t0.773\t0.755\t-0.043\t-0.857\t-1.130\t-0.362\t0.702\t2.238\t-0.025\t0.288\t1.126\t-0.064\t0.369\t0.822\t1.102\n3\t-0.058\t-1.194\t-0.678\t-0.742\t1.261\t0.610\t1.018\t0.858\t1.238\t-1.441\t0.342\t-0.191\t0.992\t-0.833\t0.455\t0.145\t1.091\t1.187\t-2.148\t0.578\t1.111\t-2.185\t-1.067\t1.303\t-0.496\t0.673\t0.138\t1.224\n4\t1.835\t-2.729\t-2.690\t0.767\t0.236\t0.672\t-0.526\t-2.142\t-0.832\t1.560\t-0.452\t-0.443\t-2.629\t-1.804\t1.110\t-0.259\t0.991\t-0.754\t-1.468\t-0.261\t-0.573\t-0.833\t-0.807\t-0.135\t-0.492\t-0.932\t1.805\t0.458\n4\t1.571\t2.193\t0.293\t-0.280\t-0.303\t0.375\t-1.014\t-2.410\t-0.400\t0.041\t0.556\t0.397\t0.141\t1.169\t-0.873\t-0.672\t2.109\t-3.184\t1.119\t0.563\t-0.001\t0.896\t0.718\t-1.459\t-0.974\t-0.481\t-2.121\t-0.009\n4\t1.169\t-0.054\t-0.447\t1.523\t-0.059\t1.181\t2.459\t0.871\t-1.437\t-0.859\t-0.899\t0.469\t-2.014\t0.008\t-0.721\t-2.239\t-0.051\t-1.443\t-0.878\t0.778\t-0.211\t1.131\t0.834\t1.136\t1.258\t-0.375\t-0.257\t-1.034\n1\t-0.047\t-0.651\t-0.196\t0.680\t-0.419\t1.183\t-0.266\t0.545\t0.827\t-0.623\t1.643\t0.105\t-1.318\t-0.911\t-0.819\t-0.329\t-0.409\t-1.589\t0.044\t1.265\t0.570\t0.916\t-1.046\t-0.828\t-0.986\t0.507\t-1.767\t1.447\n0\t1.526\t0.843\t-0.063\t-0.091\t1.084\t-1.640\t-0.627\t-1.822\t-0.210\t-0.403\t-0.539\t0.357\t-0.818\t-0.622\t0.544\t-0.928\t-0.535\t-0.099\t0.478\t0.821\t-0.143\t1.467\t-0.492\t0.127\t0.767\t-1.105\t1.424\t-0.663\n1\t-0.615\t0.980\t-0.423\t-0.087\t-1.415\t0.274\t-0.611\t-0.477\t-0.840\t-0.124\t-2.006\t0.682\t-0.039\t-0.467\t-1.548\t0.433\t-0.634\t1.306\t0.486\t1.535\t0.137\t1.078\t0.463\t-0.451\t0.187\t-0.834\t2.069\t-0.101\n1\t0.051\t-0.914\t-0.726\t-1.160\t-0.894\t0.352\t-0.833\t-0.904\t-0.338\t-1.185\t-0.818\t-0.962\t-0.679\t2.594\t0.033\t0.853\t-0.080\t-1.481\t0.659\t-0.350\t-0.399\t0.088\t0.218\t1.386\t-0.152\t-1.259\t-0.031\t1.115\n1\t0.284\t1.664\t1.165\t-0.530\t-1.264\t0.838\t-0.653\t-0.336\t-1.060\t0.679\t-0.646\t-0.035\t-0.020\t0.184\t0.662\t-0.243\t-0.741\t-1.860\t0.103\t-0.157\t-0.710\t0.063\t0.856\t1.112\t-1.535\t-0.361\t0.961\t1.596\n2\t-0.889\t-1.123\t-0.604\t0.620\t-1.371\t0.287\t-0.961\t-0.781\t0.401\t2.173\t-0.911\t0.720\t-0.313\t-0.475\t1.071\t-0.844\t-1.154\t0.460\t1.595\t0.750\t-1.407\t-0.615\t0.980\t1.581\t0.229\t-0.579\t1.646\t-0.075\n3\t1.281\t0.805\t-1.431\t1.534\t-2.741\t2.151\t-0.287\t-0.190\t-0.060\t0.385\t-0.000\t-0.133\t1.309\t0.566\t-0.959\t0.741\t0.524\t-0.545\t0.792\t-0.158\t-0.222\t-0.249\t-2.428\t-0.527\t0.713\t-0.022\t-1.285\t0.965\n0\t1.489\t-0.164\t1.098\t-1.301\t0.028\t0.475\t1.196\t0.712\t0.045\t0.474\t-0.728\t0.604\t0.478\t-0.778\t0.123\t0.771\t2.444\t1.186\t0.225\t0.285\t-0.145\t0.111\t0.776\t0.752\t-0.085\t-1.099\t-0.214\t-0.836\n2\t-0.196\t1.060\t-0.052\t0.503\t-0.319\t-1.030\t-0.123\t0.309\t-0.656\t-0.236\t-0.939\t1.119\t-0.294\t1.453\t1.529\t-0.081\t-1.008\t-2.086\t-1.472\t-1.374\t1.378\t0.116\t0.390\t-2.220\t-1.198\t0.887\t0.287\t-0.147\n0\t-0.744\t1.559\t0.386\t0.429\t0.568\t-0.815\t0.359\t0.417\t1.055\t0.011\t-0.695\t-0.433\t0.727\t-1.631\t-0.281\t1.497\t-0.146\t1.740\t1.235\t0.547\t0.096\t1.276\t-0.070\t-1.279\t0.523\t0.185\t0.604\t0.843\n2\t0.268\t-1.480\t-1.146\t1.132\t-2.007\t0.616\t-0.374\t0.160\t1.558\t-0.131\t0.625\t0.059\t-0.109\t-0.233\t0.701\t-0.732\t-1.132\t0.074\t0.193\t-1.824\t-0.010\t-1.227\t0.627\t-1.804\t1.925\t-0.338\t-0.865\t-0.283\n4\t-1.104\t0.333\t1.847\t-0.980\t-0.503\t2.780\t-0.822\t1.286\t-0.229\t0.060\t-0.131\t0.426\t-1.580\t0.186\t-0.403\t-1.863\t1.121\t-2.108\t2.148\t0.617\t-1.361\t1.338\t-0.750\t-0.705\t-1.801\t-0.864\t-0.746\t0.818\n1\t1.059\t0.337\t-0.728\t0.880\t0.393\t1.624\t-0.109\t0.798\t-1.912\t-1.159\t-0.341\t0.322\t-0.191\t-0.427\t-0.064\t0.673\t-0.311\t-0.134\t0.428\t2.051\t-0.429\t1.331\t-0.748\t0.569\t-1.012\t0.862\t0.485\t1.117\n1\t-0.570\t-2.000\t-1.399\t-0.075\t-0.930\t-0.319\t-0.787\t-0.278\t-1.202\t-0.476\t-0.268\t0.030\t-1.825\t0.051\t-1.112\t-1.366\t1.231\t0.730\t0.551\t-0.221\t-0.581\t1.487\t0.135\t-0.899\t-0.995\t0.311\t-0.348\t1.033\n3\t1.365\t1.684\t-0.184\t0.368\t0.102\t-1.612\t-1.552\t0.049\t-0.425\t1.892\t-0.237\t1.951\t-0.476\t1.912\t0.506\t0.563\t-0.512\t0.577\t1.693\t-0.145\t-0.339\t-0.247\t1.620\t0.855\t1.448\t0.314\t0.039\t0.424\n4\t0.342\t-0.371\t-0.360\t-1.017\t0.292\t-1.970\t-0.705\t-0.991\t-0.630\t-0.575\t-0.420\t-1.370\t0.706\t-1.386\t0.775\t-1.444\t-2.265\t2.487\t0.887\t-0.520\t1.807\t-0.324\t1.167\t0.041\t-1.839\t0.149\t-1.068\t-0.052\n2\t-0.346\t0.618\t0.055\t-1.262\t-0.189\t1.793\t-1.551\t0.377\t0.788\t-0.555\t-0.322\t-1.702\t1.359\t0.326\t1.468\t0.080\t-1.423\t0.600\t1.121\t-0.215\t1.740\t-0.078\t0.312\t1.308\t-0.561\t0.080\t-1.693\t0.216\n1\t-0.092\t1.248\t-1.365\t-0.584\t-0.103\t-0.200\t-0.076\t1.334\t0.026\t-0.603\t0.902\t0.825\t0.459\t0.733\t-0.015\t-0.088\t-0.543\t-2.002\t-0.928\t1.701\t0.667\t-0.015\t0.271\t-1.198\t1.429\t1.491\t-0.531\t0.383\n3\t-0.864\t-0.127\t-0.910\t0.695\t-0.376\t-1.305\t0.442\t-1.434\t-0.837\t-2.107\t-1.424\t0.179\t-1.965\t-1.481\t-0.002\t-0.544\t1.992\t1.834\t-0.868\t0.557\t0.749\t-0.597\t-1.496\t-0.012\t-0.173\t-0.436\t0.442\t-0.751\n1\t1.507\t0.700\t1.471\t0.519\t0.368\t0.068\t1.127\t0.725\t-1.204\t-0.663\t1.891\t-0.094\t0.283\t-0.625\t1.212\t0.498\t-0.031\t0.543\t-0.231\t-0.401\t-1.208\t0.536\t1.213\t0.413\t-0.611\t0.052\t1.774\t0.643\n1\t0.487\t-1.162\t-1.200\t0.123\t-1.054\t-0.133\t-0.700\t-0.862\t-2.102\t0.140\t-1.247\t-0.168\t-0.512\t-0.207\t-0.150\t0.194\t-0.728\t1.243\t-1.847\t-0.227\t0.836\t0.477\t-0.975\t-0.808\t-1.007\t0.599\t-0.740\t0.255\n2\t-0.483\t-0.169\t0.166\t2.061\t-0.221\t0.470\t-0.793\t1.012\t-0.663\t2.042\t1.202\t-0.223\t0.403\t-0.766\t-1.844\t-1.006\t0.571\t-0.992\t1.320\t-0.075\t-0.235\t0.122\t-0.719\t-0.183\t0.680\t-0.283\t1.687\t-0.984\n2\t-0.007\t1.064\t-1.362\t-1.250\t-0.122\t-0.213\t0.535\t-1.201\t0.524\t-0.870\t-0.323\t2.144\t-0.009\t-0.036\t0.196\t-0.247\t1.676\t-0.151\t0.393\t-1.904\t-0.313\t1.214\t-1.626\t-1.187\t1.146\t0.386\t0.089\t0.306\n0\t-0.308\t-0.611\t1.203\t0.139\t0.795\t-0.581\t-0.229\t-0.764\t-0.479\t-0.838\t-0.381\t0.932\t-0.339\t1.429\t-0.480\t0.229\t0.959\t-0.984\t0.004\t1.367\t-0.294\t0.338\t-1.221\t0.019\t0.183\t-0.259\t1.222\t-0.770\n2\t0.785\t-1.778\t0.715\t-0.234\t0.707\t0.777\t1.608\t1.353\t1.347\t1.444\t0.291\t0.032\t0.873\t0.732\t-0.309\t0.405\t-0.035\t-0.854\t1.290\t0.055\t2.049\t-1.625\t-0.557\t0.033\t1.137\t0.399\t0.310\t-1.127\n2\t-2.362\t-0.698\t1.010\t1.136\t-1.629\t1.489\t-1.585\t-0.350\t0.530\t-0.389\t0.521\t-0.424\t0.176\t-1.305\t1.584\t-0.145\t-0.315\t0.496\t-1.315\t-0.186\t-1.223\t-0.764\t-0.066\t0.488\t-0.514\t-0.299\t0.733\t-0.277\n2\t-0.237\t0.497\t0.451\t-0.611\t-0.095\t-0.584\t-0.832\t-1.025\t-1.472\t0.362\t-0.241\t-1.136\t-1.228\t-1.244\t-0.612\t1.126\t-0.681\t0.558\t1.561\t0.168\t-0.765\t-0.089\t-0.043\t1.728\t-1.732\t1.116\t-1.743\t0.812\n2\t-0.473\t2.071\t-0.447\t0.030\t1.853\t-0.072\t-0.301\t1.032\t-1.476\t0.344\t0.756\t0.208\t1.059\t-0.745\t1.911\t-0.733\t0.877\t0.215\t0.989\t0.194\t-1.579\t-0.305\t-0.757\t1.297\t-0.935\t0.692\t-0.240\t-0.863\n0\t-1.096\t-0.654\t-1.459\t0.181\t0.069\t0.555\t-0.709\t1.721\t0.641\t-1.230\t-1.318\t-0.506\t-1.293\t0.156\t0.163\t-0.761\t-0.633\t-0.638\t0.191\t0.098\t-0.664\t-0.325\t-1.581\t-0.692\t0.596\t-0.246\t-1.617\t-0.153\n4\t0.028\t0.586\t0.217\t0.097\t-2.262\t-1.208\t0.992\t-1.162\t1.790\t0.136\t1.323\t-0.911\t-1.615\t-0.182\t-0.915\t0.818\t1.155\t2.250\t1.587\t-0.328\t1.081\t0.621\t0.227\t-1.682\t-0.149\t1.006\t-1.380\t0.325\n1\t0.064\t-0.860\t-0.884\t-0.691\t0.240\t-0.306\t2.582\t0.388\t1.571\t1.485\t0.425\t-0.041\t-0.899\t-0.602\t0.840\t0.270\t-0.642\t-0.207\t0.329\t0.025\t-0.238\t-0.055\t-2.416\t0.018\t-1.058\t0.363\t0.134\t0.748\n2\t0.649\t0.774\t1.431\t0.431\t-1.279\t1.962\t2.567\t1.583\t-0.010\t0.346\t0.499\t1.415\t1.019\t-0.075\t0.954\t0.445\t0.252\t0.524\t0.409\t-0.345\t-0.615\t-0.093\t0.983\t0.718\t1.119\t-0.235\t-0.507\t0.342\n4\t-0.405\t0.519\t2.198\t0.116\t-1.983\t0.954\t-0.232\t0.070\t0.558\t-2.225\t0.007\t-0.410\t1.222\t0.727\t-1.627\t1.263\t0.450\t-1.547\t0.056\t1.035\t-1.214\t1.378\t-1.513\t-0.791\t-0.943\t1.377\t-0.491\t-1.163\n0\t0.344\t0.213\t-1.296\t-0.159\t-0.706\t-0.410\t-0.083\t0.214\t-0.853\t-0.660\t1.330\t-1.273\t-1.009\t-0.518\t-1.293\t-0.408\t-0.013\t-0.462\t-2.069\t0.836\t-0.529\t-0.606\t-1.932\t0.457\t0.492\t0.006\t0.448\t-0.408\n1\t-0.760\t-0.710\t0.130\t-1.063\t0.421\t0.847\t0.534\t-1.768\t0.995\t0.937\t0.830\t0.373\t0.220\t1.032\t1.924\t-0.953\t1.078\t-0.086\t-0.130\t-1.537\t-0.285\t-0.997\t-0.464\t-1.098\t-0.449\t-0.406\t0.097\t-1.615\n4\t-0.127\t-0.413\t0.114\t-1.239\t2.308\t-2.114\t-1.754\t-0.268\t-0.011\t-0.711\t1.605\t-0.115\t0.893\t0.825\t-1.381\t-0.064\t-0.870\t-1.650\t-0.324\t-0.960\t1.774\t1.326\t-1.216\t0.276\t0.977\t0.402\t-1.155\t0.789\n2\t-1.206\t1.817\t-0.627\t0.928\t0.842\t-1.259\t-1.002\t-0.302\t-0.866\t1.726\t-0.200\t0.890\t0.514\t0.264\t0.040\t1.237\t-0.825\t1.726\t-1.287\t0.782\t-1.405\t-0.316\t0.093\t-0.487\t-0.182\t-1.387\t-0.987\t0.498\n1\t2.764\t2.341\t-0.075\t-1.107\t-0.978\t0.234\t0.640\t-1.842\t-0.946\t0.142\t-1.404\t-0.297\t0.431\t-0.162\t-0.734\t0.087\t0.507\t-0.921\t0.344\t0.325\t0.519\t0.263\t0.130\t-0.156\t-0.299\t0.723\t-0.095\t0.535\n4\t0.898\t-0.518\t2.515\t-0.748\t-2.567\t0.829\t-0.176\t1.761\t-1.223\t-0.582\t0.341\t0.813\t0.491\t-0.002\t0.361\t-1.250\t-0.901\t-2.568\t0.347\t-0.790\t-1.336\t-2.597\t0.144\t-1.308\t-1.772\t-0.644\t0.573\t1.819\n1\t-0.142\t0.339\t1.029\t0.872\t-1.143\t0.820\t-0.065\t0.073\t0.073\t-0.150\t1.192\t-0.084\t-1.120\t-0.394\t0.179\t1.229\t0.603\t-0.851\t2.485\t0.265\t1.275\t-0.152\t0.533\t0.839\t1.218\t1.057\t0.872\t-0.315\n3\t-1.021\t0.201\t0.915\t-1.883\t0.026\t-1.653\t0.667\t0.086\t-0.374\t-1.567\t-0.599\t0.519\t-0.041\t1.193\t1.128\t1.085\t-0.538\t0.295\t-0.965\t-1.260\t1.182\t-1.187\t-1.294\t0.105\t-0.271\t-0.184\t2.306\t-0.994\n4\t2.029\t-0.449\t1.528\t-1.103\t-1.651\t0.393\t0.502\t-0.798\t0.130\t0.312\t3.608\t-0.340\t0.644\t-1.433\t-0.689\t0.972\t1.091\t-1.153\t-0.007\t0.553\t0.650\t-1.549\t0.637\t0.063\t0.709\t-0.613\t0.580\t-0.061\n3\t2.037\t-0.236\t1.316\t1.268\t0.820\t-1.776\t-1.420\t-0.506\t-0.499\t-0.913\t0.556\t0.612\t1.791\t-0.607\t-0.651\t0.187\t-1.288\t1.870\t-0.358\t-0.079\t0.136\t-0.148\t-0.276\t2.355\t0.086\t0.482\t-0.494\t0.616\n2\t-0.479\t-1.738\t-0.635\t0.334\t1.116\t0.757\t0.397\t1.575\t-0.302\t0.714\t0.620\t0.975\t-1.069\t-0.610\t0.002\t0.933\t0.147\t-1.777\t0.991\t-0.687\t0.213\t0.639\t-1.599\t-2.297\t-0.184\t0.903\t0.052\t-0.307\n0\t-1.358\t0.551\t-0.079\t-0.093\t-0.472\t-0.620\t-0.253\t0.116\t-0.014\t-0.767\t-0.145\t-0.658\t1.834\t0.929\t1.514\t-0.608\t-0.376\t0.655\t-1.116\t-0.089\t1.875\t1.186\t-0.283\t0.155\t-0.341\t1.487\t0.096\t1.093\n4\t1.206\t1.076\t-1.221\t-2.799\t2.723\t-0.726\t-1.411\t-2.904\t-0.508\t0.551\t1.917\t-0.379\t-1.818\t0.433\t0.291\t-0.698\t-0.318\t0.154\t0.806\t0.556\t0.265\t0.049\t1.942\t0.544\t1.109\t0.876\t0.353\t1.490\n3\t-0.755\t-0.498\t0.044\t-0.168\t0.580\t1.698\t2.604\t1.342\t-1.340\t0.283\t0.589\t0.952\t-0.069\t-1.315\t-1.679\t-0.481\t0.908\t0.312\t-1.352\t0.984\t1.185\t-1.671\t-0.071\t0.710\t-1.396\t0.725\t-0.079\t0.965\n2\t0.343\t0.756\t-1.165\t-0.488\t0.395\t1.212\t-0.818\t-2.033\t-0.498\t1.010\t-1.584\t-1.177\t0.156\t-0.116\t0.594\t-1.229\t-0.325\t1.195\t-1.193\t1.477\t-1.067\t0.849\t-0.373\t-1.145\t-0.497\t0.545\t-0.007\t1.118\n4\t0.733\t1.261\t-0.686\t0.320\t0.736\t-0.154\t0.383\t0.853\t-0.502\t0.108\t-0.087\t1.675\t-1.257\t-0.940\t0.616\t-1.121\t-0.251\t-0.492\t1.828\t0.589\t-1.007\t1.037\t0.991\t-0.645\t-0.191\t1.406\t0.108\t-3.657\n1\t1.131\t-0.257\t0.352\t-1.027\t-0.598\t-1.322\t0.269\t-0.400\t1.250\t0.235\t0.353\t0.011\t1.580\t1.452\t-0.172\t0.298\t1.415\t-1.176\t0.302\t-0.350\t1.473\t0.531\t-1.738\t-0.416\t1.404\t0.892\t-1.042\t-0.979\n2\t0.312\t-0.070\t-0.082\t1.056\t-1.016\t0.273\t-0.396\t0.563\t0.838\t-0.083\t2.658\t-0.166\t-0.761\t2.051\t-0.051\t-1.054\t-0.154\t-1.069\t0.593\t0.056\t0.729\t-0.146\t-0.244\t0.021\t-2.085\t0.973\t-1.110\t1.757\n4\t-0.090\t-1.121\t1.832\t-0.979\t1.353\t1.377\t-2.436\t1.295\t0.287\t-1.245\t-0.172\t-0.625\t-1.000\t0.774\t-0.589\t0.692\t-0.058\t-0.148\t-1.500\t-0.557\t-2.197\t2.193\t-0.772\t-1.746\t0.201\t0.085\t-0.172\t1.011\n0\t0.186\t-0.039\t0.013\t0.062\t0.130\t0.060\t-1.104\t-0.152\t0.265\t0.097\t0.954\t0.620\t-0.870\t-0.167\t-0.311\t-0.004\t-0.003\t0.612\t0.177\t1.231\t0.241\t-0.831\t-0.467\t0.604\t-1.614\t-1.346\t0.011\t0.951\n1\t0.266\t0.413\t0.478\t-2.614\t0.275\t-1.763\t-0.019\t-0.188\t0.646\t-1.920\t-1.116\t-0.433\t-0.389\t0.263\t-1.188\t0.229\t-0.132\t1.415\t-1.079\t0.875\t-0.234\t-0.656\t1.522\t-0.434\t0.396\t-0.218\t-0.228\t0.599\n1\t-0.162\t0.886\t0.518\t0.188\t-0.114\t0.152\t-1.074\t1.081\t1.217\t1.187\t0.522\t-0.660\t-0.757\t-1.010\t-2.307\t-0.509\t1.590\t0.956\t-0.158\t1.068\t-0.303\t0.288\t-0.177\t0.413\t0.689\t-2.173\t0.262\t-0.875\n1\t1.368\t1.528\t-0.149\t0.721\t-0.359\t0.843\t-0.354\t1.411\t0.689\t0.027\t-0.319\t-0.868\t-2.217\t1.638\t0.431\t-1.111\t-0.175\t0.644\t-0.387\t1.566\t-0.339\t-0.547\t-0.067\t0.512\t0.241\t0.490\t0.570\t-0.604\n3\t1.334\t1.581\t-0.630\t-0.151\t-1.009\t0.720\t-1.363\t0.545\t-0.990\t0.396\t-1.893\t-0.369\t-1.211\t-0.979\t-0.047\t-1.790\t-1.260\t-0.758\t0.696\t-0.675\t-0.265\t-0.853\t-0.693\t0.573\t0.759\t0.689\t2.037\t0.794\n0\t-0.292\t-0.500\t0.699\t1.274\t-0.456\t1.270\t-1.759\t0.082\t0.698\t0.238\t0.328\t-0.481\t0.582\t0.547\t-0.434\t0.726\t0.847\t-0.978\t0.248\t-0.047\t0.019\t0.372\t0.130\t-0.467\t-0.923\t-0.996\t2.197\t0.775\n4\t-0.901\t-1.239\t-2.432\t-0.462\t-1.404\t0.097\t-0.509\t-1.086\t-2.104\t-0.349\t-1.752\t0.706\t0.255\t-0.227\t1.451\t0.010\t0.386\t0.687\t-0.517\t-0.511\t0.041\t-1.347\t1.785\t0.161\t-0.201\t2.086\t-1.101\t1.536\n0\t1.994\t0.203\t-0.112\t-1.027\t0.188\t0.467\t-0.232\t0.409\t0.124\t1.435\t0.034\t0.026\t0.442\t1.761\t0.035\t-0.515\t0.285\t-0.242\t-1.265\t0.735\t-1.612\t-0.951\t-0.468\t0.946\t0.496\t1.480\t0.487\t-0.206\n3\t-1.256\t1.608\t-0.684\t-0.635\t-2.042\t0.499\t0.360\t-0.074\t-0.653\t0.198\t0.587\t-0.759\t-1.116\t-0.538\t0.141\t-0.276\t-2.055\t-1.470\t-0.078\t0.240\t-0.910\t-1.561\t-0.518\t-0.870\t0.821\t0.637\t2.181\t-1.345\n1\t-0.647\t-0.697\t-1.110\t0.122\t-0.759\t-1.004\t0.549\t-1.457\t-1.398\t-0.487\t-1.232\t-1.980\t-0.651\t0.042\t-1.078\t0.807\t1.271\t0.778\t0.240\t-0.840\t-0.644\t-0.707\t-0.583\t0.091\t1.598\t-1.386\t-0.257\t-0.044\n0\t-0.980\t-0.715\t-0.081\t1.592\t-0.047\t0.374\t0.873\t-0.359\t-0.415\t1.052\t0.568\t-0.564\t-0.412\t0.085\t0.330\t1.244\t0.532\t-0.984\t-0.786\t0.310\t0.143\t-0.844\t1.053\t-2.248\t0.336\t-1.547\t0.881\t-0.265\n3\t-0.499\t0.669\t1.869\t-0.754\t-1.665\t-2.002\t-0.150\t-0.663\t0.208\t0.133\t-1.603\t-1.815\t0.296\t0.135\t-0.426\t-1.657\t0.471\t1.272\t0.278\t-0.847\t0.045\t-1.366\t1.058\t0.082\t-1.768\t-0.301\t0.463\t-0.333\n3\t0.983\t2.062\t-1.509\t0.701\t-2.100\t0.397\t1.310\t1.278\t-1.114\t-2.064\t-1.359\t-1.336\t-0.631\t0.985\t-0.342\t-0.098\t0.731\t-0.037\t0.921\t-0.151\t-0.805\t0.080\t0.077\t0.648\t0.142\t-0.663\t-1.209\t0.390\n4\t-0.572\t0.333\t0.933\t-0.223\t1.065\t1.453\t-0.916\t-0.837\t-0.140\t0.308\t-0.525\t1.352\t0.424\t0.039\t-1.436\t-1.316\t0.281\t-2.133\t1.013\t-0.158\t3.243\t2.308\t-0.181\t-0.106\t0.996\t1.703\t-1.638\t-1.786\n0\t0.162\t-1.029\t0.982\t0.610\t-0.138\t-0.463\t0.335\t-0.244\t0.064\t0.205\t-0.830\t2.148\t-0.607\t-0.593\t-1.104\t-0.223\t1.489\t-0.988\t0.140\t1.002\t-1.374\t0.172\t0.359\t1.283\t0.125\t0.382\t-1.604\t0.733\n3\t-0.029\t-0.652\t-1.511\t-1.272\t0.668\t-0.557\t-1.475\t-0.636\t0.289\t-0.674\t-1.210\t-0.920\t0.884\t-2.078\t-0.268\t-0.115\t-0.756\t-0.958\t0.983\t0.980\t0.105\t-0.543\t0.113\t0.404\t-0.112\t0.431\t-0.354\t-3.151\n1\t-0.594\t-1.025\t-0.406\t-1.079\t-0.970\t-0.503\t-0.964\t-0.481\t0.811\t0.908\t-0.192\t0.624\t-0.197\t-0.710\t-1.413\t0.310\t1.265\t0.876\t0.993\t-0.743\t-0.517\t0.714\t-0.488\t0.032\t0.551\t0.421\t-1.753\t2.097\n3\t1.022\t0.211\t-0.340\t0.961\t0.647\t-0.684\t-1.328\t-0.289\t1.515\t1.146\t-1.112\t-1.168\t1.275\t-1.136\t0.509\t-0.616\t1.617\t-0.770\t1.143\t0.185\t0.252\t-1.970\t-2.203\t-0.221\t0.247\t-1.125\t-1.089\t0.561\n4\t-1.966\t0.443\t1.723\t-3.011\t0.689\t-0.159\t-0.850\t0.801\t1.710\t0.775\t-0.371\t-0.943\t0.145\t0.873\t-0.387\t-0.290\t2.822\t1.079\t1.150\t-1.460\t-0.707\t0.075\t-1.001\t1.600\t1.410\t-0.534\t1.784\t-0.004\n4\t1.905\t-1.230\t-0.230\t1.064\t-0.907\t-0.176\t-1.764\t1.997\t-0.422\t-0.112\t-0.587\t0.137\t0.143\t-1.824\t-1.713\t1.056\t1.011\t0.702\t-1.656\t1.074\t-1.410\t-0.411\t-0.839\t2.952\t0.080\t-0.056\t0.321\t0.644\n1\t0.136\t1.002\t-0.703\t1.397\t0.971\t-0.429\t-0.028\t1.308\t-1.555\t-1.218\t1.136\t-1.382\t-0.100\t0.307\t-0.731\t-1.368\t1.139\t-1.473\t-0.064\t0.214\t2.078\t-0.454\t0.555\t0.700\t0.005\t0.253\t-0.025\t0.053\n0\t-0.569\t0.186\t-0.734\t-0.211\t-0.523\t-0.761\t0.631\t0.984\t1.053\t0.242\t1.469\t-0.677\t1.285\t0.910\t0.040\t0.223\t1.036\t0.662\t0.261\t-0.450\t-0.924\t0.108\t-1.144\t0.732\t-1.774\t0.307\t-0.277\t-0.439\n3\t0.817\t-0.842\t-2.046\t-0.205\t-1.964\t-1.030\t-1.699\t-0.754\t-0.534\t-0.874\t2.300\t-0.187\t1.328\t0.569\t-0.207\t-0.478\t1.351\t-1.036\t-0.627\t-0.642\t0.075\t-0.909\t0.937\t1.075\t-0.718\t0.527\t-0.840\t0.179\n0\t-0.245\t-0.754\t-0.890\t-0.816\t-0.077\t0.341\t0.277\t0.827\t0.013\t1.454\t-0.265\t2.720\t0.626\t-0.857\t-1.071\t0.482\t-0.223\t0.714\t0.473\t-0.073\t-0.847\t-1.515\t-0.447\t0.856\t0.214\t-1.246\t0.173\t0.385\n3\t1.286\t-2.203\t0.278\t0.857\t-0.332\t1.036\t1.774\t1.032\t0.429\t-0.880\t1.724\t-0.933\t0.557\t-0.617\t-1.026\t1.336\t1.398\t-1.081\t0.489\t-0.143\t-1.174\t-0.883\t-0.386\t0.255\t2.019\t1.028\t0.259\t-0.110\n4\t-1.475\t2.307\t0.344\t-0.904\t1.073\t-0.585\t2.487\t-0.631\t-0.572\t0.992\t0.567\t-1.081\t-0.066\t0.483\t-0.075\t2.243\t-0.750\t0.578\t2.661\t-0.057\t-0.871\t0.460\t-1.095\t-1.070\t-1.836\t-2.506\t1.165\t0.196\n0\t0.234\t0.305\t1.197\t0.655\t-0.162\t-2.026\t-0.446\t-0.112\t-0.020\t-1.643\t0.162\t0.711\t-0.398\t0.421\t-0.697\t0.212\t1.847\t-0.443\t-1.177\t0.713\t-0.301\t-0.810\t-0.779\t0.210\t0.014\t1.255\t0.388\t0.932\n4\t-1.874\t-1.004\t0.101\t0.320\t1.820\t0.798\t0.589\t0.387\t-1.477\t-1.824\t1.502\t-0.947\t1.450\t-0.975\t1.159\t0.403\t1.509\t-1.988\t0.943\t-1.855\t0.356\t-0.364\t1.006\t-0.215\t-0.756\t-0.041\t-0.670\t-0.277\n4\t1.404\t-2.768\t-0.578\t-0.880\t-0.334\t0.286\t-1.039\t0.326\t0.485\t1.589\t-0.346\t0.369\t0.133\t0.605\t-2.000\t1.368\t-1.365\t-0.374\t0.138\t1.241\t-0.160\t-0.575\t0.827\t1.909\t-0.264\t-0.976\t-1.501\t-1.456\n2\t-0.067\t0.631\t0.227\t-0.739\t0.245\t-0.809\t1.827\t0.239\t-0.938\t-0.393\t0.760\t-1.091\t2.720\t-1.455\t0.926\t-0.487\t-0.809\t0.538\t-0.454\t1.592\t-1.401\t0.562\t-0.275\t0.296\t0.514\t-1.732\t0.234\t1.089\n1\t1.472\t-0.118\t0.441\t-0.096\t0.023\t-1.355\t-0.511\t-0.724\t-1.309\t0.078\t1.403\t-0.892\t1.674\t-0.139\t-0.453\t-0.269\t2.247\t0.374\t0.376\t0.612\t-1.318\t1.103\t-0.829\t-0.950\t-0.467\t-0.242\t0.002\t-0.306\n3\t-0.484\t1.044\t-0.087\t-0.600\t-0.991\t0.873\t0.981\t1.923\t-0.322\t-1.013\t-0.126\t-0.698\t-0.629\t0.474\t1.092\t0.413\t0.113\t0.821\t-0.227\t1.450\t2.999\t-0.630\t1.209\t1.211\t0.527\t1.286\t0.355\t0.649\n4\t0.577\t0.311\t3.079\t1.120\t-0.128\t-0.956\t-1.606\t0.203\t-0.756\t-1.422\t-0.647\t-1.082\t1.687\t0.882\t-0.008\t1.480\t0.077\t-0.861\t1.523\t0.539\t-1.037\t-0.190\t-0.876\t-1.383\t0.926\t1.909\t-1.399\t0.563\n4\t-1.383\t-1.265\t0.055\t-1.309\t0.611\t-1.124\t0.827\t-0.962\t0.690\t0.198\t0.571\t-0.414\t-0.487\t1.745\t-1.004\t-0.800\t-1.958\t-0.728\t-1.478\t1.663\t0.689\t-0.625\t0.804\t-2.797\t-1.103\t0.728\t-1.158\t-0.650\n3\t0.986\t-0.006\t1.977\t-0.230\t-0.779\t1.204\t1.327\t0.342\t-0.102\t0.486\t-0.338\t-0.337\t0.284\t-0.518\t0.515\t-0.505\t2.201\t-0.168\t-1.022\t-0.238\t0.181\t0.605\t-2.186\t-0.351\t-2.638\t0.609\t-0.575\t0.798\n2\t-1.181\t-0.623\t-1.789\t1.007\t1.271\t-0.327\t-0.298\t0.453\t1.474\t0.409\t-0.698\t-1.619\t-1.115\t0.073\t-0.655\t0.195\t-0.553\t-1.058\t-1.177\t1.562\t0.889\t1.731\t0.540\t-0.430\t1.323\t-0.033\t0.221\t-0.043\n2\t-0.800\t-1.908\t-0.393\t1.002\t1.393\t0.711\t0.429\t0.380\t-0.556\t-0.130\t1.669\t-0.943\t1.615\t-0.322\t1.325\t-1.407\t0.586\t-0.737\t-1.415\t0.219\t1.009\t-0.845\t-1.499\t-0.092\t-0.087\t0.548\t0.950\t-0.059\n2\t0.275\t0.484\t1.686\t-0.761\t0.890\t1.425\t0.950\t-0.498\t-0.309\t1.518\t-0.186\t-0.030\t-0.487\t0.774\t-2.461\t-0.810\t-0.980\t1.588\t0.232\t-0.202\t-0.204\t-1.382\t1.356\t-0.351\t0.593\t-0.657\t-0.060\t-0.919\n1\t0.435\t-0.795\t0.314\t0.382\t1.395\t1.150\t1.620\t-0.201\t0.884\t-0.742\t0.034\t1.132\t-0.356\t0.903\t-0.024\t-0.108\t0.114\t-0.419\t-0.143\t-1.270\t0.429\t1.139\t-1.522\t1.620\t0.655\t-0.378\t-0.743\t1.331\n4\t1.268\t-0.644\t-1.468\t-0.259\t-0.387\t-1.284\t-2.009\t1.217\t1.492\t-0.602\t-0.293\t0.808\t0.823\t1.779\t0.622\t-1.025\t0.791\t-0.698\t-0.066\t1.113\t-0.905\t-0.073\t-1.226\t-0.989\t-0.547\t1.630\t0.033\t2.644\n0\t-0.239\t-0.257\t-0.713\t0.941\t0.535\t-0.606\t0.329\t-0.455\t-0.245\t-1.314\t0.311\t0.099\t-1.712\t-0.349\t0.576\t0.683\t0.445\t-0.315\t-1.128\t-0.738\t-0.783\t0.114\t0.045\t1.301\t-0.664\t1.081\t0.184\t0.240\n3\t-0.687\t-2.142\t0.493\t-0.798\t1.331\t0.911\t-1.858\t-0.122\t0.191\t-0.669\t0.823\t-2.002\t-0.566\t-0.159\t1.967\t-0.044\t-0.862\t1.010\t-1.423\t-0.920\t0.489\t0.425\t-1.066\t1.169\t0.029\t2.104\t0.466\t0.087\n1\t-0.943\t-0.273\t0.175\t0.901\t2.178\t1.405\t-0.849\t-0.088\t0.664\t0.048\t0.857\t0.043\t0.529\t1.432\t1.107\t0.458\t-0.335\t-1.088\t0.589\t0.670\t-0.303\t0.722\t1.289\t-1.140\t-1.001\t-1.632\t0.812\t-0.881\n1\t0.433\t-0.325\t0.470\t0.216\t0.206\t1.435\t-0.645\t0.175\t-0.550\t0.156\t1.135\t0.041\t-0.094\t-1.552\t-0.220\t-0.450\t-1.387\t-0.427\t0.232\t0.592\t1.630\t0.166\t2.519\t-0.456\t-0.472\t1.842\t-0.853\t-0.203\n2\t-1.998\t-0.818\t-1.599\t-0.060\t-1.151\t0.730\t-1.664\t1.195\t0.837\t-1.066\t-0.094\t-0.854\t0.579\t1.800\t1.181\t-0.688\t0.115\t1.522\t0.524\t1.010\t0.651\t0.076\t-0.069\t-1.211\t-0.766\t-0.902\t-0.351\t0.100\n0\t-1.223\t0.530\t-1.407\t-0.505\t-1.006\t-0.311\t-1.463\t0.194\t0.519\t0.822\t0.060\t0.117\t-0.507\t-0.055\t0.103\t1.101\t0.015\t-2.501\t-0.301\t0.647\t-1.045\t-0.519\t-0.924\t-0.467\t0.385\t-0.049\t0.480\t0.664\n2\t-0.257\t-0.939\t-1.493\t0.481\t0.013\t-0.541\t-1.050\t-0.795\t-1.073\t0.162\t0.084\t-0.596\t-0.463\t-0.428\t2.054\t0.013\t0.538\t-1.930\t-1.769\t-2.336\t-0.524\t0.071\t0.684\t-0.142\t-1.075\t-0.310\t-0.228\t-1.370\n1\t1.445\t0.810\t0.921\t-0.058\t-0.426\t-0.180\t0.151\t0.204\t-1.366\t-0.538\t-0.017\t-0.478\t-0.595\t1.715\t2.148\t2.012\t-0.249\t-0.370\t-0.866\t0.337\t-0.360\t0.912\t-0.691\t-0.091\t1.258\t-0.856\t-0.564\t-1.282\n4\t-1.572\t0.402\t-2.809\t1.945\t-0.622\t-1.800\t0.522\t-0.135\t-0.948\t-0.574\t-0.089\t1.084\t-2.645\t0.318\t1.646\t-0.815\t0.748\t0.671\t1.881\t0.235\t0.704\t1.065\t0.617\t-0.893\t-0.729\t0.267\t0.868\t0.338\n1\t0.208\t0.594\t1.655\t-1.303\t0.674\t0.219\t-0.510\t0.806\t-0.111\t-0.080\t0.314\t-0.458\t0.654\t-0.397\t1.690\t0.228\t-0.670\t0.309\t0.990\t-1.575\t1.267\t0.340\t-0.030\t-0.686\t0.347\t-0.884\t-1.989\t-0.713\n4\t-1.003\t0.106\t1.738\t-0.546\t-1.464\t-0.250\t0.794\t0.650\t0.371\t1.583\t1.449\t1.131\t-0.269\t2.811\t-0.668\t0.894\t-0.655\t0.766\t0.582\t-0.328\t-2.081\t2.176\t1.609\t1.489\t-1.455\t0.994\t-0.146\t-0.418\n4\t-0.507\t2.424\t0.943\t-0.525\t1.213\t0.730\t0.634\t-0.122\t0.420\t-2.103\t1.317\t-3.436\t-0.442\t-1.596\t-0.501\t-0.074\t-1.197\t-2.774\t0.207\t2.086\t-0.351\t0.959\t1.504\t-1.900\t-0.457\t-1.276\t-0.806\t1.702\n2\t0.362\t-1.247\t-0.409\t-0.866\t0.345\t0.431\t-0.601\t-1.640\t2.812\t0.323\t0.320\t-1.874\t0.724\t1.064\t0.338\t0.134\t0.136\t-0.888\t-0.697\t-0.230\t1.100\t0.267\t-0.741\t-0.647\t-2.162\t0.450\t-0.210\t0.187\n1\t-0.148\t-0.522\t-0.935\t1.196\t1.464\t1.185\t0.492\t0.290\t-1.216\t-0.246\t-0.684\t-1.826\t1.057\t-0.696\t1.196\t0.882\t0.557\t0.613\t-0.615\t1.858\t0.043\t0.302\t-0.649\t-0.931\t0.477\t0.218\t-0.789\t-1.438\n1\t-1.680\t0.000\t-0.804\t0.101\t0.036\t0.145\t-1.542\t-1.177\t1.779\t0.837\t0.295\t-1.540\t0.310\t0.356\t-0.437\t-1.181\t-0.661\t1.007\t0.761\t0.978\t0.570\t-0.918\t-1.670\t-0.065\t0.965\t1.006\t-1.030\t0.331\n1\t0.516\t1.593\t-0.069\t1.135\t0.469\t-1.114\t1.021\t0.809\t-0.650\t0.290\t2.108\t-0.483\t0.726\t-1.095\t-0.570\t0.811\t0.257\t-0.201\t1.702\t-0.922\t-0.146\t0.492\t-0.872\t0.509\t1.075\t-0.115\t-0.685\t-0.312\n4\t0.431\t-0.838\t0.850\t1.094\t-0.752\t-0.860\t1.613\t-1.080\t1.753\t0.562\t1.284\t1.014\t1.046\t-1.145\t0.724\t1.269\t-0.240\t-1.988\t-1.311\t-1.577\t-0.383\t-1.400\t-0.628\t2.025\t0.843\t0.618\t1.134\t-1.285\n2\t-1.291\t-0.143\t1.097\t-2.191\t1.534\t1.122\t-0.460\t0.543\t0.003\t1.230\t0.983\t-1.400\t0.587\t-0.206\t0.083\t-0.728\t1.748\t1.040\t-0.740\t-1.335\t-0.386\t0.435\t0.240\t1.253\t0.790\t0.970\t0.327\t-1.389\n1\t1.256\t-0.900\t-0.745\t-0.701\t-0.152\t-0.623\t-0.175\t-0.872\t0.784\t-0.948\t-0.998\t0.520\t0.722\t-0.225\t0.869\t0.797\t1.899\t0.733\t1.707\t0.062\t1.400\t1.421\t-0.143\t-0.689\t-0.513\t0.415\t-1.150\t-0.454\n2\t-0.920\t-0.811\t-0.412\t1.076\t-0.603\t1.563\t1.733\t-1.747\t-0.966\t0.977\t-0.206\t1.080\t-1.298\t-0.772\t1.046\t-0.658\t-1.064\t-0.427\t1.437\t0.486\t-0.413\t-0.999\t-0.615\t-0.412\t1.012\t-0.894\t-1.040\t0.348\n1\t1.152\t0.351\t-0.585\t0.156\t-0.571\t1.345\t1.001\t-1.582\t-0.443\t0.837\t-1.226\t0.027\t-1.759\t-0.402\t-0.033\t-1.174\t0.129\t0.525\t-0.926\t0.722\t1.028\t-0.198\t-1.783\t-0.642\t0.277\t-1.155\t-0.161\t-0.857\n1\t1.032\t0.249\t-1.497\t1.321\t1.227\t-0.362\t-0.314\t0.290\t-0.843\t0.208\t0.324\t-0.070\t0.194\t-0.296\t-0.664\t-0.143\t2.059\t-0.756\t-0.173\t-1.464\t-0.439\t0.668\t-1.679\t0.100\t-1.229\t0.586\t-0.965\t0.394\n3\t0.983\t0.746\t-0.205\t0.142\t-0.055\t-0.363\t-1.651\t-0.485\t0.590\t0.265\t0.954\t0.611\t1.895\t-0.564\t-0.159\t-2.268\t-0.593\t0.285\t0.656\t-0.170\t-0.817\t1.948\t-0.659\t-1.953\t-1.753\t1.351\t0.686\t0.549\n2\t-0.365\t1.629\t1.012\t0.303\t-0.474\t0.244\t0.753\t1.159\t-0.764\t-1.997\t1.905\t1.286\t0.003\t-0.534\t-0.591\t-0.653\t-1.633\t-0.312\t-0.180\t-1.143\t0.023\t1.024\t-0.569\t1.130\t0.339\t0.282\t-0.967\t1.440\n0\t0.677\t-1.042\t0.607\t-0.761\t-0.697\t-0.600\t1.008\t1.222\t1.717\t-0.675\t0.245\t-0.634\t-1.173\t0.537\t0.386\t-0.760\t-0.162\t0.158\t0.057\t0.765\t-0.558\t-0.232\t1.978\t-0.263\t-1.280\t-0.690\t-0.583\t-0.268\n3\t1.523\t0.377\t-0.202\t0.921\t-0.904\t-1.587\t1.213\t0.465\t-1.302\t-0.700\t-0.915\t0.971\t0.297\t1.789\t1.909\t1.975\t1.258\t0.862\t0.818\t0.378\t1.173\t0.710\t0.375\t-0.107\t-1.070\t0.712\t-0.810\t-0.698\n3\t-0.443\t-0.219\t-0.205\t1.405\t-0.792\t-1.809\t-0.248\t0.106\t-0.144\t2.322\t1.204\t2.104\t0.236\t-1.120\t0.734\t0.518\t-0.836\t-0.745\t1.407\t-0.281\t1.470\t-1.787\t0.842\t0.530\t0.348\t-0.389\t-0.168\t0.388\n3\t0.933\t1.668\t0.221\t-0.306\t0.496\t-2.597\t0.229\t-1.046\t0.794\t-2.192\t-0.628\t-0.041\t-0.762\t-0.375\t0.904\t-0.024\t-0.931\t0.940\t0.251\t0.292\t-0.893\t-2.548\t-0.906\t-1.008\t-0.613\t-0.842\t0.113\t0.881\n2\t-0.261\t-0.851\t1.481\t-0.884\t-0.215\t0.053\t0.620\t0.435\t-0.583\t0.204\t-1.552\t2.199\t-0.804\t0.901\t-0.975\t0.641\t-1.017\t0.893\t1.904\t0.073\t0.566\t0.974\t-0.578\t0.948\t-0.454\t2.163\t-1.211\t0.161\n0\t-0.188\t0.488\t-1.012\t-0.345\t-1.365\t0.299\t0.597\t0.314\t0.097\t0.528\t0.593\t-0.609\t0.208\t-0.432\t-1.415\t0.951\t-0.316\t0.327\t1.193\t-0.062\t0.284\t-0.099\t-2.422\t0.253\t-0.845\t-0.164\t-1.237\t-0.851\n0\t-0.066\t0.078\t0.963\t1.158\t-1.049\t-0.403\t-0.134\t0.216\t0.832\t-0.382\t-0.184\t0.446\t0.492\t-1.039\t-0.913\t2.326\t1.193\t-1.058\t-0.955\t0.767\t0.744\t0.328\t0.024\t0.926\t1.055\t-1.420\t0.067\t-0.103\n4\t1.127\t-2.155\t-0.812\t0.880\t-1.275\t1.185\t0.306\t1.354\t1.236\t-1.032\t-1.750\t-1.143\t-1.255\t1.251\t-2.121\t2.649\t1.787\t0.032\t0.757\t2.141\t-0.029\t-1.523\t1.073\t-1.976\t-0.097\t-0.144\t-0.200\t0.785\n0\t1.238\t0.380\t-0.968\t-0.310\t-0.614\t-0.710\t0.979\t-1.372\t1.609\t0.828\t1.091\t-0.463\t-0.150\t-1.433\t-0.525\t0.494\t1.296\t-1.107\t-0.366\t-0.151\t-1.396\t0.591\t-0.724\t-0.195\t-0.452\t-0.789\t-0.007\t-0.216\n1\t0.818\t0.703\t-1.039\t-0.675\t0.924\t-0.783\t0.492\t0.839\t-1.642\t-0.406\t0.815\t-0.147\t-0.404\t0.831\t1.104\t-0.678\t1.767\t-1.784\t-1.507\t-0.454\t-0.335\t-0.289\t-0.535\t-0.726\t-0.220\t-0.590\t0.682\t0.031\n0\t0.263\t0.302\t0.312\t1.521\t-0.603\t0.562\t-0.011\t0.290\t-0.331\t0.515\t-0.071\t0.372\t0.229\t-0.129\t0.265\t0.081\t0.333\t-0.423\t-0.194\t-1.513\t-0.842\t-1.666\t-0.728\t1.323\t-0.708\t1.923\t-0.809\t-1.233\n1\t-0.356\t-1.217\t0.444\t-0.721\t-0.069\t-1.292\t0.649\t0.088\t0.500\t-0.428\t0.247\t-1.455\t2.275\t0.415\t1.707\t-0.266\t-1.050\t-0.492\t-0.044\t-0.117\t1.862\t-0.856\t-0.605\t0.713\t-1.587\t-0.041\t0.142\t0.433\n4\t2.221\t1.836\t-1.563\t-0.217\t-0.920\t-0.090\t-0.585\t-2.979\t-0.725\t0.506\t-1.808\t-0.872\t0.242\t-1.409\t1.070\t-0.823\t1.311\t1.332\t0.049\t0.344\t0.713\t0.310\t2.022\t0.750\t1.574\t0.560\t-0.254\t-1.692\n2\t1.867\t-0.396\t0.706\t1.009\t0.471\t-1.671\t0.154\t0.569\t-0.002\t-0.859\t-0.201\t0.901\t0.394\t0.465\t-0.249\t0.426\t-2.106\t-0.044\t-0.381\t0.027\t-1.173\t0.370\t1.922\t0.081\t0.047\t2.508\t-0.948\t0.495\n1\t1.213\t0.533\t-0.617\t1.202\t1.207\t0.269\t-0.900\t-0.413\t0.286\t-0.189\t0.939\t-1.530\t-1.494\t0.181\t-0.492\t-0.627\t-1.768\t0.020\t-0.053\t0.653\t0.069\t-0.133\t1.177\t-1.312\t0.536\t-1.671\t-0.838\t-1.213\n3\t0.208\t-0.036\t0.331\t1.877\t1.045\t-1.040\t2.039\t-0.232\t-0.421\t0.294\t-1.036\t0.412\t0.682\t-0.270\t0.201\t-0.146\t-3.032\t-0.374\t-0.693\t-0.185\t-1.306\t-1.433\t-0.861\t0.477\t-0.077\t-1.029\t-1.362\t1.016\n1\t2.049\t-1.102\t-1.160\t-0.594\t0.593\t0.604\t-0.548\t1.017\t-0.435\t0.852\t-1.393\t-0.964\t-0.415\t-0.061\t-0.839\t-0.855\t0.451\t0.818\t-0.777\t-1.342\t0.097\t0.464\t-1.050\t1.674\t-0.878\t-0.265\t-0.249\t-0.813\n3\t0.684\t-0.768\t-0.028\t-1.149\t1.826\t-0.908\t-0.523\t-0.730\t0.080\t1.370\t1.789\t-0.399\t0.378\t0.082\t-0.982\t2.423\t1.363\t0.189\t1.582\t1.212\t0.082\t0.326\t1.512\t-0.946\t1.674\t-0.225\t1.525\t-0.005\n3\t0.117\t0.244\t-1.243\t0.080\t1.322\t-1.799\t0.827\t1.375\t-0.561\t1.694\t-0.690\t0.441\t-0.307\t-0.307\t-0.617\t0.699\t0.849\t-0.064\t-1.360\t0.403\t0.422\t-0.217\t1.867\t-1.564\t-2.217\t-0.731\t0.710\t-1.056\n4\t-1.159\t-0.344\t-0.943\t-0.852\t-0.053\t-0.607\t2.629\t0.836\t1.085\t-0.111\t0.106\t-0.430\t2.624\t-0.109\t-0.604\t-0.754\t0.335\t1.421\t1.087\t-0.756\t-0.781\t1.246\t2.101\t-0.145\t1.207\t-1.466\t-0.844\t-1.010\n3\t0.681\t-1.327\t-0.309\t-3.309\t0.725\t0.528\t-0.821\t-0.058\t-1.200\t1.246\t0.691\t1.166\t-1.720\t-1.151\t-0.218\t1.369\t-0.504\t0.362\t-0.248\t-1.201\t0.959\t0.919\t0.300\t1.175\t-0.472\t0.921\t0.367\t0.772\n4\t1.715\t0.870\t1.564\t0.364\t-1.368\t-1.618\t-0.563\t-0.705\t1.713\t1.993\t0.679\t0.626\t-0.888\t0.511\t-1.425\t-1.115\t1.505\t0.304\t0.712\t-2.462\t-0.455\t-0.520\t1.087\t0.948\t0.885\t0.127\t1.411\t-0.797\n1\t-0.368\t0.312\t-1.429\t-0.705\t0.794\t-1.587\t-0.198\t-1.226\t0.913\t0.343\t-1.468\t-1.042\t0.014\t-2.307\t-1.100\t-0.824\t1.285\t-0.577\t0.659\t-0.473\t0.745\t-1.552\t-0.723\t-0.109\t0.178\t0.324\t0.193\t0.506\n3\t2.002\t0.435\t0.998\t0.712\t0.834\t0.328\t0.853\t-0.508\t1.341\t1.559\t0.395\t-0.360\t-1.206\t0.384\t-0.019\t-0.646\t-0.984\t-1.052\t0.062\t0.483\t0.523\t3.209\t0.728\t1.113\t0.006\t-1.391\t-0.422\t1.790\n4\t-1.146\t-0.722\t-1.174\t-0.046\t-0.859\t-1.521\t-0.386\t-1.729\t1.327\t-0.558\t0.985\t-0.492\t-1.195\t1.176\t0.089\t1.887\t-0.467\t-0.445\t1.005\t1.012\t0.153\t3.335\t-0.281\t-1.269\t-1.003\t-0.275\t1.519\t-0.186\n2\t0.677\t-0.632\t0.605\t0.160\t0.179\t-1.087\t0.370\t-0.041\t-0.195\t-0.802\t-0.443\t-1.023\t-0.337\t0.455\t-1.450\t-0.029\t-0.594\t1.265\t-0.384\t-0.084\t0.378\t1.705\t0.378\t2.393\t1.153\t-0.112\t-2.742\t-0.745\n0\t2.300\t-0.415\t-1.211\t-0.510\t-0.558\t1.085\t-0.113\t0.100\t0.064\t1.166\t-0.323\t-0.205\t-0.689\t-0.421\t0.525\t0.729\t1.700\t-0.104\t-0.264\t0.397\t-0.469\t-0.641\t0.324\t-0.392\t-0.290\t0.606\t0.310\t2.001\n0\t0.656\t0.242\t-0.764\t0.053\t-0.896\t1.811\t-0.824\t-0.158\t-0.694\t0.324\t1.283\t-0.058\t-0.802\t0.677\t0.095\t0.080\t-1.483\t1.104\t1.644\t-0.424\t-0.209\t0.323\t0.547\t-0.705\t0.426\t0.543\t0.357\t-0.513\n0\t0.537\t0.028\t-0.226\t-1.367\t-0.317\t-0.177\t-1.016\t0.826\t0.675\t-0.506\t0.684\t1.398\t0.192\t0.739\t-0.225\t0.374\t-0.078\t-1.075\t-1.250\t0.850\t0.914\t0.701\t0.967\t1.089\t0.147\t0.785\t-1.904\t-1.375\n1\t-0.937\t0.821\t1.458\t0.899\t0.621\t1.010\t0.068\t-1.988\t1.140\t-1.045\t0.029\t1.816\t-0.024\t1.637\t0.153\t-0.837\t-0.078\t-0.535\t1.090\t-0.180\t0.718\t0.390\t-1.840\t-0.742\t0.047\t-0.356\t0.159\t0.562\n2\t1.597\t-1.206\t0.713\t-1.397\t0.768\t-0.684\t-0.089\t0.703\t0.086\t0.242\t0.099\t1.850\t-1.278\t-0.142\t0.010\t-0.889\t0.799\t-0.436\t0.814\t0.085\t-0.365\t1.723\t-1.832\t0.620\t1.399\t-1.491\t-0.028\t0.474\n3\t-0.520\t1.213\t1.132\t0.743\t1.778\t0.774\t-0.656\t0.079\t0.940\t-1.052\t-0.273\t-1.583\t2.012\t0.407\t0.596\t-1.509\t1.112\t0.311\t-1.798\t0.457\t-0.978\t0.057\t0.753\t0.195\t-1.844\t0.265\t0.852\t-0.200\n2\t-0.929\t0.937\t0.451\t0.587\t0.867\t-0.968\t-0.047\t-1.061\t-0.756\t0.498\t0.324\t0.523\t-2.422\t0.151\t-0.570\t2.132\t-0.534\t0.304\t-0.118\t-0.568\t-1.708\t-0.623\t1.412\t0.282\t-0.625\t-0.829\t-0.602\t-1.322\n0\t0.346\t-0.777\t0.746\t0.265\t-0.340\t-0.712\t-0.185\t-0.817\t0.058\t0.085\t0.262\t1.766\t-0.132\t1.005\t0.230\t-0.238\t-0.119\t-0.059\t0.280\t-0.959\t-1.465\t0.654\t0.898\t0.746\t0.155\t0.767\t0.713\t0.788\n2\t-1.914\t-0.660\t1.157\t-0.263\t-0.631\t-1.345\t1.091\t0.875\t0.446\t-0.072\t0.671\t-0.709\t-1.314\t0.126\t2.145\t-0.145\t1.172\t-1.443\t0.716\t-0.450\t-1.432\t1.313\t0.327\t-0.624\t0.875\t-0.549\t-0.155\t-0.207\n1\t-1.256\t-0.408\t1.205\t-0.126\t-2.019\t-0.510\t0.794\t1.276\t0.051\t0.484\t-0.369\t0.903\t1.425\t0.768\t-0.118\t0.434\t0.952\t0.028\t0.801\t0.370\t1.419\t0.700\t-0.499\t1.404\t0.460\t-0.140\t-1.354\t0.231\n4\t-1.050\t0.757\t1.371\t0.695\t0.284\t-0.988\t-0.847\t1.250\t0.779\t-0.039\t-0.418\t-2.026\t-1.071\t1.911\t-1.280\t0.189\t1.007\t-1.255\t0.185\t0.938\t0.012\t2.868\t-1.669\t1.059\t-0.173\t0.772\t0.441\t-0.733\n1\t0.492\t-0.269\t-0.307\t-0.242\t-1.073\t-1.178\t-0.957\t0.435\t0.847\t-1.582\t-0.747\t-1.553\t-0.157\t0.087\t-0.078\t1.497\t-1.223\t-1.437\t-0.837\t-0.397\t1.379\t0.565\t-0.143\t1.084\t-0.148\t-0.467\t0.156\t-1.215\n3\t2.025\t1.447\t0.241\t0.186\t-2.165\t-0.638\t-0.213\t-0.443\t0.262\t-0.253\t0.292\t0.091\t0.672\t0.305\t1.778\t-0.054\t1.210\t-1.212\t-0.684\t-1.305\t1.889\t0.066\t-1.661\t-1.007\t0.399\t-0.480\t-0.672\t-1.291\n0\t0.037\t0.601\t-0.554\t0.039\t1.398\t-0.294\t0.608\t0.633\t-0.758\t0.688\t-0.607\t0.429\t-0.623\t0.281\t0.129\t0.112\t0.272\t-0.531\t-1.166\t0.082\t1.103\t0.583\t0.447\t-0.511\t0.186\t-0.830\t-0.424\t0.357\n2\t0.676\t0.553\t0.994\t-1.323\t-0.048\t-0.510\t1.701\t1.425\t1.446\t2.360\t1.370\t-1.592\t-0.073\t1.399\t0.264\t-0.903\t0.163\t-0.632\t0.027\t0.054\t-0.200\t-0.671\t-0.198\t-0.961\t0.135\t-0.045\t0.489\t0.373\n1\t-0.242\t0.629\t-0.269\t-0.162\t-0.459\t0.250\t-0.770\t-0.288\t0.449\t1.449\t-2.263\t0.039\t0.063\t-1.027\t-0.809\t-1.198\t1.073\t-1.789\t-1.106\t-0.854\t-0.736\t-0.156\t-0.651\t-0.181\t-1.286\t-1.717\t0.119\t1.079\n0\t0.677\t-0.282\t1.584\t-0.136\t0.943\t-0.914\t-0.874\t-0.519\t0.263\t1.012\t1.749\t-0.284\t0.034\t-0.263\t-0.041\t-0.546\t-1.276\t0.031\t-0.419\t0.777\t-0.610\t-0.664\t0.216\t-0.896\t0.511\t0.938\t-0.569\t-1.778\n0\t0.324\t0.603\t-0.038\t-0.684\t0.321\t1.689\t-0.545\t-0.228\t-0.514\t1.074\t-0.042\t-2.011\t-0.637\t-0.532\t0.316\t0.044\t-0.840\t-0.115\t-0.158\t0.634\t0.163\t-0.875\t-1.277\t-0.154\t-1.497\t0.518\t0.498\t1.563\n1\t1.315\t0.077\t0.379\t0.120\t-0.203\t-0.382\t0.805\t-0.811\t2.533\t-0.198\t-1.588\t-0.188\t1.358\t-1.132\t0.540\t1.356\t0.590\t0.862\t0.615\t-0.243\t-1.200\t0.723\t0.311\t0.229\t1.389\t-0.978\t-0.427\t0.280\n3\t-1.685\t-0.097\t0.013\t0.843\t-0.470\t0.182\t0.176\t2.054\t0.658\t-0.855\t0.943\t-0.143\t0.456\t-0.938\t0.642\t-1.724\t0.918\t0.857\t-0.971\t1.408\t-0.654\t-0.922\t-2.891\t-0.079\t-0.592\t0.268\t0.148\t0.711\n1\t-0.048\t1.400\t0.176\t-0.752\t0.782\t-1.134\t-0.296\t-0.171\t-2.274\t1.458\t0.540\t-1.427\t0.320\t-1.123\t0.312\t-0.918\t0.070\t0.402\t0.255\t-0.319\t-0.665\t-0.275\t1.013\t0.477\t0.764\t-0.031\t1.022\t1.489\n0\t-0.449\t-0.837\t-0.269\t2.326\t0.570\t-1.205\t-0.617\t0.112\t-0.552\t0.028\t-1.086\t-0.166\t-0.278\t1.536\t0.848\t-0.136\t0.331\t0.798\t-0.479\t0.040\t-0.146\t2.089\t-0.532\t-0.373\t0.289\t-0.266\t0.559\t0.302\n4\t-0.030\t0.332\t0.921\t-0.963\t1.305\t1.244\t-0.632\t1.759\t-0.173\t0.567\t-0.462\t0.819\t-0.445\t0.160\t-2.619\t-0.472\t-0.565\t-1.891\t0.768\t-0.386\t-1.818\t0.602\t1.089\t-0.134\t-1.510\t-1.884\t-1.225\t-0.830\n3\t0.481\t-0.675\t-0.553\t-1.902\t-0.112\t-0.697\t-0.687\t2.289\t0.668\t-0.028\t0.224\t-0.504\t0.969\t-0.273\t-1.086\t1.631\t-0.787\t2.052\t0.907\t0.680\t-0.961\t1.471\t2.391\t-1.014\t-0.082\t-0.897\t-0.345\t-0.171\n1\t-0.205\t-0.067\t0.268\t-0.148\t-2.163\t0.256\t0.431\t-0.585\t-1.398\t0.532\t-0.281\t-0.822\t0.109\t1.049\t-0.510\t-0.258\t-0.325\t-1.249\t-0.094\t1.625\t-1.779\t-0.232\t0.801\t-1.165\t0.188\t0.879\t-1.511\t1.547\n0\t0.078\t0.742\t0.017\t-0.329\t0.693\t-0.019\t-0.650\t0.855\t1.112\t0.734\t0.764\t0.287\t0.771\t-0.831\t0.420\t0.093\t-0.660\t1.821\t0.303\t-0.852\t-0.107\t0.292\t1.144\t0.630\t0.335\t0.473\t-0.089\t-0.015\n0\t-0.401\t-0.610\t0.305\t1.628\t1.161\t-0.435\t-1.144\t1.761\t0.893\t1.066\t0.386\t-0.133\t0.261\t-0.034\t0.100\t0.457\t0.834\t0.039\t-0.524\t-0.134\t-0.015\t-0.783\t-0.767\t-0.843\t2.207\t0.641\t0.220\t0.165\n4\t0.054\t-0.481\t0.204\t-1.697\t0.294\t0.867\t1.698\t0.925\t-2.566\t1.392\t1.467\t-0.921\t-0.401\t1.439\t0.056\t-0.588\t-0.751\t2.635\t0.787\t-0.279\t1.429\t-0.090\t1.211\t0.581\t-0.339\t0.498\t0.539\t0.801\n4\t1.371\t-1.673\t-1.077\t0.438\t2.054\t-1.677\t0.060\t0.554\t1.470\t0.447\t-1.842\t-1.286\t1.372\t0.440\t-1.126\t0.493\t0.307\t-2.494\t-2.099\t0.311\t2.035\t0.264\t-2.449\t-1.612\t0.626\t0.735\t-0.194\t-0.484\n2\t0.776\t0.361\t0.293\t0.351\t0.973\t1.091\t-0.234\t0.627\t-2.118\t-1.659\t-0.351\t-0.637\t1.753\t-0.296\t0.372\t0.211\t-1.406\t0.290\t0.033\t1.565\t-0.554\t0.622\t0.580\t-0.846\t-2.346\t0.036\t1.248\t0.310\n0\t0.864\t0.663\t-0.184\t-0.616\t0.462\t-0.984\t-1.061\t0.386\t-0.369\t0.594\t0.800\t0.844\t-0.295\t0.444\t-0.654\t0.965\t-0.765\t0.178\t0.780\t-0.312\t1.039\t-0.931\t0.022\t0.513\t-0.413\t-0.390\t0.535\t0.213\n1\t2.254\t1.233\t0.769\t-0.660\t-0.238\t-0.002\t1.314\t0.403\t0.526\t-0.168\t0.793\t0.302\t0.044\t-0.743\t-0.114\t-1.080\t-0.040\t0.089\t-2.405\t-0.230\t-1.176\t0.499\t0.637\t-0.426\t0.549\t0.591\t-0.230\t1.534\n3\t1.714\t-1.522\t0.413\t0.483\t-1.271\t1.240\t0.183\t-0.338\t-1.069\t-0.346\t0.257\t0.549\t-0.532\t1.598\t0.725\t0.726\t0.539\t-0.764\t-2.324\t0.191\t-1.082\t0.366\t0.818\t-2.056\t0.066\t0.785\t1.842\t0.327\n0\t-0.831\t-0.850\t-1.302\t1.075\t0.318\t-0.522\t0.492\t-0.755\t-0.063\t-1.729\t0.099\t-0.163\t-0.827\t1.950\t0.212\t-0.371\t0.484\t0.387\t0.955\t1.133\t0.189\t0.165\t-1.445\t-1.296\t-0.845\t-0.839\t0.056\t-0.199\n3\t0.148\t1.972\t-0.003\t-1.172\t-0.808\t1.024\t-1.134\t0.558\t-0.357\t-0.930\t1.387\t-0.589\t-0.828\t-0.079\t-0.508\t2.215\t1.060\t-0.591\t-0.475\t-2.019\t0.137\t-0.747\t0.088\t-1.966\t-0.027\t1.699\t0.054\t-0.775\n0\t0.739\t1.096\t1.018\t0.175\t-0.694\t0.621\t-0.904\t0.885\t0.193\t-0.615\t1.335\t0.646\t0.569\t0.423\t-0.034\t0.062\t0.211\t-1.330\t-0.394\t-0.118\t-0.550\t0.631\t1.512\t-0.273\t0.327\t0.056\t0.313\t0.314\n0\t1.412\t0.978\t-0.097\t0.068\t-0.083\t0.149\t0.523\t-0.241\t-0.658\t0.733\t-1.734\t0.771\t1.782\t-0.502\t-0.188\t-0.111\t-0.016\t0.108\t-0.065\t-0.533\t0.348\t0.849\t-0.451\t-0.986\t1.178\t0.107\t-1.592\t1.002\n2\t-1.120\t0.213\t1.188\t-0.008\t0.643\t-1.711\t-0.224\t-0.223\t0.589\t0.136\t0.859\t-1.129\t-0.703\t0.826\t0.721\t-0.614\t-0.208\t-0.512\t-1.743\t0.178\t-1.232\t-0.175\t-0.685\t-0.303\t1.893\t-1.810\t2.173\t-0.038\n0\t-1.770\t-0.252\t-1.268\t0.753\t-0.036\t-0.924\t0.811\t0.459\t-0.236\t-1.246\t-0.842\t-0.857\t0.746\t-1.681\t-0.047\t-0.250\t1.036\t0.233\t0.535\t-0.525\t-1.231\t-0.325\t0.777\t0.775\t-0.431\t-0.861\t-1.057\t-0.137\n4\t-0.056\t0.985\t2.639\t1.892\t-0.887\t-0.496\t-1.471\t-0.842\t-0.213\t-0.367\t2.055\t-1.315\t-0.045\t-2.063\t0.331\t-1.342\t1.103\t-0.291\t-1.402\t-2.103\t-0.979\t0.239\t0.422\t-0.498\t0.926\t-1.136\t-2.927\t0.283\n0\t0.445\t0.661\t0.668\t-0.271\t0.255\t-0.650\t1.675\t1.144\t1.083\t0.794\t0.520\t-1.244\t0.633\t0.114\t1.263\t0.807\t0.550\t-1.684\t-0.089\t-0.558\t0.252\t-0.416\t-0.276\t0.459\t-0.432\t0.122\t-1.519\t-0.832\n3\t0.288\t-0.614\t-1.830\t0.999\t0.333\t0.598\t-1.107\t-0.664\t1.474\t0.173\t1.350\t1.404\t-1.267\t-0.620\t-0.272\t-1.803\t0.824\t-1.466\t-0.106\t-2.521\t0.417\t1.138\t0.210\t-0.461\t0.713\t0.468\t-0.600\t1.425\n3\t0.838\t-1.336\t-0.745\t-0.086\t1.490\t0.521\t0.311\t1.352\t-0.264\t1.998\t0.504\t0.134\t-1.797\t0.976\t0.537\t-0.223\t-0.505\t2.013\t-0.797\t0.349\t0.035\t0.688\t-1.922\t0.673\t1.600\t-1.902\t-0.948\t0.565\n3\t-1.470\t-1.002\t-0.629\t1.640\t0.063\t1.822\t0.627\t-0.112\t0.574\t-1.729\t-2.054\t0.259\t0.014\t1.934\t-1.379\t0.372\t0.695\t0.343\t1.099\t-0.632\t0.832\t0.562\t1.166\t-0.511\t-1.186\t-0.629\t-1.063\t-0.565\n0\t-0.698\t-1.187\t-0.176\t-0.180\t-1.717\t0.422\t-0.153\t0.509\t0.449\t-2.247\t-0.036\t-0.110\t-0.464\t0.279\t-0.337\t-0.706\t-0.245\t-0.825\t0.096\t-0.559\t-0.309\t-1.489\t-1.135\t0.363\t1.261\t0.001\t1.671\t0.564\n4\t-0.096\t-1.010\t0.800\t0.222\t0.813\t0.487\t-1.714\t-0.833\t1.653\t0.785\t-1.622\t0.470\t-0.832\t-2.096\t1.657\t0.075\t0.217\t-1.257\t-1.153\t-1.592\t1.417\t-1.643\t1.617\t-0.987\t-1.228\t-0.055\t-0.684\t0.097\n0\t-0.686\t-0.230\t-1.434\t1.879\t0.497\t0.727\t-1.480\t0.448\t1.530\t-0.080\t0.346\t-0.252\t0.442\t0.008\t-0.282\t0.404\t-0.007\t0.337\t-0.071\t1.090\t1.887\t0.262\t0.526\t-0.405\t0.644\t-1.560\t0.527\t-0.924\n0\t-0.438\t-0.152\t0.865\t0.340\t-1.177\t1.417\t0.056\t0.585\t-1.139\t-0.048\t-0.339\t-1.004\t-1.213\t0.415\t-0.109\t0.492\t-0.719\t-0.596\t0.106\t0.690\t0.055\t-0.446\t1.350\t-0.790\t-1.016\t0.944\t1.860\t0.911\n3\t-0.913\t-0.987\t0.207\t-0.413\t0.145\t2.500\t1.622\t0.633\t0.780\t0.168\t0.615\t-1.325\t0.353\t-0.240\t0.292\t0.466\t-1.162\t-1.265\t-0.371\t-0.003\t-0.662\t2.874\t1.139\t-1.231\t-0.042\t-0.124\t0.512\t-0.995\n1\t0.798\t-0.412\t-0.266\t0.978\t-1.855\t-0.442\t0.620\t-0.308\t0.135\t-2.041\t-0.854\t0.679\t-0.751\t-1.302\t1.062\t0.516\t-1.089\t0.139\t-1.056\t-0.152\t0.176\t-0.808\t0.742\t0.897\t0.264\t0.414\t-1.453\t1.362\n4\t1.197\t1.834\t0.528\t1.441\t-0.641\t-0.863\t-1.032\t0.294\t-2.630\t1.325\t-0.494\t0.826\t-1.392\t1.111\t1.383\t0.103\t0.528\t-1.026\t0.046\t0.972\t-0.303\t1.526\t-1.783\t-0.329\t-1.921\t0.316\t-0.213\t-0.176\n3\t-1.624\t-1.782\t1.138\t2.629\t1.461\t-0.387\t0.662\t0.874\t-0.018\t1.174\t-1.183\t1.719\t-0.346\t0.708\t-0.532\t-0.379\t-1.072\t0.410\t-0.130\t0.297\t-0.713\t0.726\t-0.608\t0.757\t0.048\t0.980\t-0.251\t-1.296\n4\t-0.641\t-0.848\t-1.192\t1.143\t-0.223\t0.272\t-1.544\t-1.755\t-0.902\t1.623\t-1.091\t-0.626\t0.013\t-0.625\t0.478\t-0.831\t-1.101\t2.718\t-0.937\t0.795\t-0.942\t-1.541\t-0.090\t-1.341\t-0.393\t-0.796\t1.252\t-1.542\n1\t-0.221\t-0.277\t0.307\t0.816\t0.860\t-0.583\t-0.167\t0.283\t-0.249\t1.607\t0.491\t0.735\t0.663\t1.173\t0.181\t-1.297\t0.400\t-0.651\t-0.529\t0.586\t1.238\t0.021\t0.309\t1.702\t0.241\t2.602\t0.566\t-1.761\n0\t0.638\t1.166\t0.078\t-0.750\t0.224\t-0.079\t0.785\t-0.045\t0.889\t-0.261\t1.290\t0.178\t-0.598\t-0.333\t0.727\t-1.271\t-0.130\t1.069\t0.517\t-1.151\t0.311\t-1.342\t0.187\t1.380\t0.073\t-1.132\t-0.191\t0.194\n0\t-0.610\t-0.329\t0.039\t1.340\t1.642\t0.156\t-0.727\t0.678\t0.005\t0.038\t-1.032\t-1.617\t-0.019\t-1.069\t-0.530\t1.483\t-0.070\t1.107\t0.296\t0.584\t-0.550\t1.153\t0.311\t-0.264\t0.310\t-0.715\t-0.294\t-0.055\n2\t-0.696\t-0.595\t2.365\t0.118\t1.364\t-0.218\t0.340\t0.060\t-0.519\t-0.912\t-0.001\t-0.781\t0.145\t-0.431\t0.827\t-0.811\t-0.103\t-0.290\t-0.362\t0.803\t-1.740\t-1.884\t-0.322\t1.933\t0.355\t1.457\t1.072\t-1.406\n2\t-0.302\t-1.716\t0.625\t-0.515\t0.152\t0.070\t-1.345\t-0.026\t0.339\t0.809\t-1.883\t-1.543\t-0.568\t-0.314\t-1.673\t-0.651\t-1.294\t-1.149\t0.045\t-0.569\t-1.200\t0.764\t-0.767\t1.352\t-1.836\t0.642\t-0.037\t-0.307\n1\t-0.208\t1.178\t-0.149\t-0.088\t1.961\t-1.344\t0.357\t-0.061\t-0.251\t-0.953\t-0.664\t-0.408\t0.496\t0.852\t-1.779\t-1.202\t0.548\t0.632\t-1.464\t0.874\t-0.014\t0.747\t-0.852\t-1.390\t-0.309\t-0.264\t-0.320\t-0.390\n0\t-0.303\t0.070\t1.337\t-0.568\t0.576\t0.909\t0.666\t-0.839\t0.771\t0.434\t1.191\t0.728\t-0.096\t1.033\t-1.261\t-0.520\t0.319\t-1.690\t0.298\t-0.369\t-0.453\t-1.088\t0.134\t-0.133\t-0.546\t1.114\t0.940\t-0.173\n1\t-0.186\t0.653\t0.418\t-0.782\t0.416\t0.915\t-0.976\t-1.960\t1.774\t0.315\t-0.457\t-0.492\t0.147\t1.041\t-1.510\t-0.401\t1.654\t0.825\t0.739\t0.408\t0.310\t-0.468\t-0.558\t0.806\t-0.540\t0.284\t0.152\t2.192\n2\t0.472\t-0.570\t-0.438\t0.258\t-0.558\t0.924\t0.773\t0.567\t-0.630\t0.573\t-0.743\t-0.087\t-2.636\t1.157\t1.727\t0.225\t-1.582\t-0.218\t0.071\t0.016\t2.541\t-0.245\t-0.577\t0.163\t-0.143\t-0.749\t-1.762\t0.732\n2\t-0.037\t0.797\t-2.961\t-0.065\t-0.386\t1.690\t0.357\t-1.342\t1.291\t0.802\t0.801\t0.417\t-0.602\t-1.683\t-0.005\t-1.208\t0.004\t-0.964\t0.711\t0.848\t-0.735\t-0.851\t-0.328\t0.379\t0.360\t0.811\t0.903\t0.255\n4\t-1.117\t-1.897\t0.076\t0.534\t1.215\t0.607\t1.965\t1.361\t0.738\t0.469\t1.230\t-2.213\t-0.480\t-1.858\t0.663\t-0.743\t3.020\t-0.518\t0.106\t-0.402\t-0.489\t-1.247\t-1.280\t-2.179\t0.545\t-0.425\t1.934\t-1.244\n0\t-0.275\t-2.113\t-0.217\t-0.140\t-0.487\t0.936\t0.837\t0.571\t-0.197\t0.117\t0.687\t-0.631\t-0.668\t-0.292\t0.767\t-0.874\t0.540\t-0.119\t1.091\t-0.212\t-1.856\t0.367\t0.131\t-0.773\t0.009\t-0.662\t0.031\t-0.735\n1\t0.605\t1.620\t-0.443\t0.380\t0.467\t-0.586\t-0.656\t0.083\t0.620\t0.570\t0.075\t0.501\t-0.776\t0.217\t1.507\t-0.670\t-1.002\t-0.009\t1.318\t1.571\t-1.677\t-0.890\t-1.633\t0.880\t1.627\t-0.399\t0.359\t0.941\n4\t-1.087\t-0.016\t-0.313\t2.783\t1.050\t0.050\t-0.112\t0.951\t0.999\t-2.912\t0.643\t0.028\t-1.311\t0.880\t2.246\t0.557\t1.100\t1.804\t-0.830\t-1.858\t0.657\t-0.248\t-1.374\t-0.078\t0.728\t-0.149\t-0.787\t-0.224\n1\t0.071\t0.592\t-0.420\t-0.508\t-1.725\t-1.216\t0.587\t-0.439\t0.668\t-1.585\t0.811\t-0.040\t-1.471\t1.129\t-1.407\t1.077\t-0.032\t-0.894\t1.848\t0.405\t1.215\t0.433\t-0.216\t-0.871\t-0.181\t0.163\t0.817\t-0.393\n1\t-1.103\t-2.153\t0.389\t2.493\t-0.006\t0.838\t0.082\t-0.099\t0.919\t-0.290\t0.267\t0.322\t-0.668\t0.992\t-0.175\t-0.756\t0.537\t-0.898\t0.028\t-0.009\t1.086\t0.475\t-0.025\t0.818\t1.390\t0.558\t0.010\t-1.312\n0\t-0.755\t-0.906\t-0.752\t-0.204\t0.112\t-0.279\t0.342\t-0.438\t0.693\t1.968\t1.251\t-1.030\t-0.576\t1.259\t-1.634\t-0.295\t0.045\t-0.274\t-0.223\t0.324\t0.057\t-0.813\t1.747\t-0.011\t0.368\t-0.308\t0.037\t-0.757\n2\t0.587\t1.640\t-0.361\t0.598\t0.292\t-0.883\t-1.031\t0.241\t-0.150\t-0.954\t0.209\t0.898\t-0.705\t-0.647\t-1.406\t0.032\t0.857\t-0.843\t-0.023\t-1.170\t0.846\t-0.969\t-0.936\t0.964\t0.845\t1.736\t2.625\t-1.023\n3\t0.619\t2.057\t0.021\t-0.728\t-0.183\t1.375\t-0.646\t-0.799\t-0.483\t-0.953\t0.123\t1.625\t0.323\t-0.252\t-0.292\t-1.563\t0.883\t-0.078\t-0.180\t3.193\t0.299\t-0.752\t-0.426\t1.148\t0.113\t-1.438\t0.919\t-0.668\n2\t0.961\t-0.084\t0.722\t-0.007\t-1.156\t0.264\t0.977\t0.909\t1.531\t-0.895\t0.401\t-1.848\t0.344\t0.475\t-1.303\t-1.648\t0.452\t-0.816\t-0.501\t-0.282\t-0.597\t0.302\t0.798\t-1.327\t-0.102\t2.690\t0.732\t0.809\n1\t0.994\t-0.715\t-1.709\t0.429\t1.450\t-1.469\t-0.444\t0.042\t-1.607\t-0.316\t-0.230\t0.981\t1.234\t1.233\t-0.501\t-0.953\t-1.679\t-0.444\t-1.042\t-0.729\t0.718\t0.673\t-0.262\t1.191\t-0.401\t-0.202\t-0.303\t-0.600\n1\t1.014\t1.013\t-0.546\t-1.518\t0.338\t-0.340\t0.837\t-1.251\t-0.312\t0.707\t0.937\t1.403\t1.417\t-0.158\t0.946\t0.998\t-1.234\t0.602\t-0.222\t0.641\t0.485\t1.057\t0.632\t-0.290\t0.199\t-0.829\t1.289\t0.904\n2\t0.194\t-0.527\t-0.339\t0.226\t0.451\t1.429\t1.131\t0.943\t0.432\t-0.488\t0.622\t1.194\t1.195\t0.016\t-0.344\t0.792\t-2.436\t1.597\t1.228\t-0.280\t-0.331\t2.076\t-1.035\t-0.262\t1.752\t-1.073\t0.162\t-0.239\n3\t0.467\t0.114\t-1.121\t-0.997\t0.634\t2.054\t0.448\t-0.448\t-2.071\t0.894\t0.705\t0.730\t0.324\t0.714\t-0.660\t2.044\t0.599\t2.067\t0.140\t-1.426\t-0.345\t0.241\t1.178\t0.351\t-0.959\t-1.393\t-0.928\t1.131\n0\t-0.163\t-0.182\t0.083\t1.118\t-0.895\t1.451\t0.421\t0.029\t1.213\t-1.182\t0.522\t0.430\t-0.935\t0.461\t0.283\t-0.179\t0.863\t-0.572\t0.270\t-0.132\t-0.615\t0.503\t-0.208\t-1.473\t-1.801\t0.789\t-1.221\t0.279\n4\t2.646\t-0.820\t1.014\t0.036\t0.215\t0.898\t-2.348\t0.580\t-1.019\t0.682\t0.375\t-1.688\t1.540\t0.734\t0.133\t2.265\t-0.790\t-0.209\t1.066\t0.897\t0.503\t-0.862\t0.357\t2.946\t1.175\t0.726\t3.389\t1.136\n3\t-0.993\t-0.701\t0.382\t0.445\t-1.225\t0.731\t0.718\t-0.682\t1.632\t-0.856\t1.227\t-0.803\t1.506\t-2.776\t1.245\t1.717\t0.680\t-1.114\t0.293\t-1.220\t0.077\t0.085\t0.497\t-0.284\t-1.570\t0.389\t-0.535\t-1.536\n0\t-0.584\t1.028\t0.590\t-0.105\t0.179\t-1.341\t0.658\t-0.567\t-1.327\t1.388\t-0.425\t-0.977\t-1.756\t0.900\t-0.176\t1.564\t0.378\t-0.247\t-0.350\t0.275\t1.678\t-1.005\t0.194\t0.184\t-0.465\t-0.230\t0.218\t0.177\n1\t1.365\t0.951\t-0.020\t-0.199\t-1.768\t-0.084\t-1.191\t0.159\t1.185\t-0.980\t0.239\t0.998\t0.220\t-0.524\t0.010\t0.957\t0.263\t-0.003\t1.156\t0.515\t-1.203\t0.631\t0.950\t-1.237\t-2.269\t-1.042\t-0.102\t1.010\n2\t-1.329\t-0.556\t0.516\t-0.365\t1.422\t0.523\t0.949\t0.231\t-1.033\t-0.143\t-1.019\t1.697\t0.596\t-0.420\t-0.059\t-1.326\t1.063\t1.854\t0.064\t0.983\t-0.420\t0.462\t-1.612\t0.917\t1.308\t0.178\t-0.144\t-1.228\n0\t0.326\t-0.802\t2.066\t-1.049\t0.582\t0.276\t-1.015\t-0.943\t-1.109\t-0.756\t0.008\t0.336\t0.247\t0.252\t1.003\t0.174\t0.750\t0.591\t0.592\t0.692\t0.204\t-1.299\t0.881\t1.602\t-1.088\t0.883\t0.029\t0.392\n3\t1.803\t-0.770\t0.258\t1.365\t0.141\t0.147\t-0.827\t0.105\t-0.982\t1.500\t-2.279\t-1.217\t0.223\t-1.333\t-1.923\t2.601\t0.596\t-0.242\t0.508\t0.422\t-0.693\t-0.304\t-0.270\t-0.393\t-0.445\t0.799\t-0.198\t0.933\n1\t-1.276\t0.487\t-0.499\t-0.687\t0.951\t-0.370\t0.323\t-0.739\t-0.284\t-0.868\t1.550\t-0.734\t0.289\t0.813\t-0.238\t0.788\t0.440\t1.525\t0.762\t1.109\t0.648\t-2.055\t-1.047\t0.722\t-1.638\t0.392\t0.823\t0.889\n3\t1.651\t-1.680\t-0.084\t1.744\t-0.112\t-1.060\t2.015\t0.907\t0.130\t0.168\t-0.961\t0.388\t1.895\t-0.488\t0.363\t1.021\t0.003\t-0.873\t-0.490\t-0.312\t-0.654\t0.621\t-2.466\t0.539\t-0.731\t-0.756\t-0.414\t-1.809\n4\t-3.221\t0.396\t0.034\t-1.681\t0.310\t0.476\t0.590\t-2.652\t1.366\t-0.738\t0.687\t0.741\t-0.877\t0.660\t-0.385\t-2.071\t1.168\t-0.775\t-0.854\t-0.403\t0.272\t-0.057\t0.548\t-1.339\t-0.742\t-0.116\t1.898\t-0.114\n3\t-0.677\t-0.521\t-1.360\t0.731\t-1.067\t-1.330\t1.495\t1.314\t0.334\t-1.147\t0.710\t-0.661\t-0.430\t0.369\t2.195\t1.176\t1.487\t-0.340\t0.243\t1.173\t0.074\t-1.610\t-1.730\t-0.834\t0.695\t-0.909\t0.832\t1.584\n1\t-2.947\t1.605\t0.491\t0.330\t-0.062\t0.163\t-0.597\t0.617\t-1.307\t0.186\t0.562\t-0.199\t0.371\t-0.991\t-0.966\t0.237\t0.679\t-1.875\t0.522\t-0.543\t-0.193\t-1.340\t-0.852\t0.966\t0.033\t-0.383\t-0.116\t0.489\n0\t0.957\t0.998\t0.459\t0.498\t0.039\t1.037\t0.124\t-0.785\t-0.273\t0.241\t0.857\t0.329\t-1.227\t0.844\t-0.367\t0.524\t-1.574\t0.578\t0.970\t-0.511\t0.403\t0.199\t-0.707\t0.953\t-0.212\t-0.391\t0.599\t0.204\n2\t-1.366\t-0.507\t-1.998\t0.499\t-0.299\t0.013\t1.051\t1.154\t0.963\t0.963\t-0.047\t-0.099\t1.467\t-0.397\t-1.497\t-1.900\t0.939\t-0.125\t1.106\t-1.244\t-0.287\t0.282\t1.867\t-0.707\t1.091\t-0.179\t-0.403\t1.066\n1\t-0.267\t0.722\t0.900\t-2.731\t0.009\t0.412\t-0.225\t-0.022\t0.158\t-0.248\t0.229\t-1.500\t-0.753\t-0.237\t-0.526\t-0.818\t0.621\t-0.790\t1.694\t-0.690\t-0.308\t-0.894\t-1.045\t0.397\t-1.001\t0.107\t0.819\t-1.058\n3\t-0.250\t0.837\t0.944\t-0.284\t1.097\t0.529\t0.016\t0.902\t0.765\t-1.047\t1.484\t0.345\t1.376\t0.052\t0.248\t0.399\t0.547\t1.528\t0.466\t-0.028\t1.010\t0.430\t2.956\t0.291\t1.238\t0.882\t-2.050\t-0.737\n3\t0.817\t-1.618\t-2.071\t-0.362\t-1.448\t-1.410\t0.573\t0.876\t0.789\t1.109\t1.241\t-2.129\t0.450\t-0.530\t-0.747\t0.560\t-1.730\t-1.751\t0.634\t0.488\t0.137\t-0.880\t0.744\t0.680\t0.085\t-1.177\t-0.425\t0.838\n3\t0.510\t-0.436\t0.479\t1.082\t0.183\t0.980\t0.351\t1.352\t0.812\t1.064\t-0.125\t-0.531\t0.356\t-0.556\t1.465\t0.381\t0.677\t-0.071\t0.569\t-2.734\t1.170\t-2.596\t-0.771\t0.086\t0.514\t1.732\t-0.059\t0.675\n3\t-0.980\t-0.128\t-0.593\t0.389\t-0.279\t-0.230\t-0.705\t-0.461\t-0.010\t-2.021\t-2.302\t0.059\t-2.769\t-0.193\t-0.377\t0.542\t-0.672\t1.570\t0.848\t-1.512\t-0.284\t1.527\t-0.698\t-0.053\t1.404\t-0.541\t1.123\t-0.910\n1\t0.925\t-1.476\t1.521\t0.807\t0.133\t-0.601\t-0.155\t-0.467\t1.045\t-0.773\t0.576\t1.398\t-2.261\t1.393\t1.442\t-0.367\t0.158\t1.044\t-0.734\t0.414\t0.999\t-0.545\t-0.151\t0.001\t0.040\t1.521\t0.204\t0.164\n4\t0.896\t0.749\t-0.374\t1.523\t0.284\t-1.148\t-1.596\t-0.297\t0.225\t-0.288\t1.994\t0.404\t-0.973\t-2.270\t0.235\t0.989\t1.864\t-0.202\t1.722\t-1.359\t-0.344\t-1.014\t0.792\t-1.301\t0.402\t-1.242\t1.758\t-0.374\n2\t1.089\t0.695\t0.811\t0.595\t-0.759\t-0.740\t0.452\t1.543\t0.386\t0.978\t-0.526\t1.098\t-0.419\t0.240\t-0.366\t0.889\t0.903\t-1.477\t1.325\t2.376\t-0.355\t-0.127\t1.239\t0.067\t-0.004\t1.897\t-1.354\t-0.789\n4\t0.232\t-0.465\t0.393\t1.619\t0.202\t-1.470\t-3.453\t0.385\t-0.986\t-0.100\t-0.809\t-0.881\t-0.765\t-0.675\t0.776\t0.574\t-1.208\t-1.072\t0.379\t1.053\t1.037\t-1.003\t0.989\t-1.776\t-0.203\t0.487\t-2.079\t2.093\n3\t-0.388\t0.498\t-0.821\t-0.167\t0.510\t2.166\t-0.074\t0.839\t-1.172\t1.695\t-0.808\t-0.132\t0.511\t-0.780\t1.081\t-0.662\t0.831\t1.068\t0.578\t0.708\t2.531\t0.417\t0.110\t0.336\t1.271\t2.329\t-0.166\t-0.912\n3\t-1.026\t0.062\t0.107\t-1.079\t-0.175\t0.399\t0.360\t0.504\t0.291\t-0.507\t-0.514\t-1.199\t1.785\t0.013\t-0.225\t-0.929\t2.936\t-1.073\t-0.429\t0.416\t0.600\t0.958\t1.808\t0.506\t-1.056\t-0.257\t0.308\t2.068\n3\t-0.238\t0.466\t0.521\t-1.080\t0.997\t1.127\t-1.130\t-0.824\t1.191\t-0.147\t-2.220\t-1.400\t-0.249\t-1.163\t-0.413\t0.032\t1.462\t-0.290\t1.073\t1.429\t1.434\t0.285\t-1.963\t0.461\t1.048\t-0.081\t1.745\t0.860\n0\t1.614\t0.899\t-0.929\t1.165\t-0.901\t0.711\t0.363\t0.828\t-0.418\t1.339\t0.328\t-0.745\t0.705\t0.414\t0.878\t-0.575\t-0.257\t0.215\t-0.592\t-0.710\t-1.278\t0.009\t-0.641\t-0.661\t-0.592\t-1.416\t-0.558\t0.172\n2\t-1.275\t-2.747\t1.211\t-0.350\t0.053\t-0.217\t0.008\t0.244\t-0.618\t0.505\t0.622\t1.314\t0.355\t-0.480\t-1.630\t0.541\t0.335\t-0.702\t-0.487\t-0.778\t0.744\t-1.578\t1.168\t1.433\t-0.257\t0.013\t1.432\t-0.036\n3\t-1.216\t1.978\t0.004\t1.276\t0.160\t0.474\t-0.823\t-0.694\t0.083\t2.786\t-0.872\t0.064\t1.357\t0.251\t-0.872\t0.168\t-0.495\t0.278\t-0.375\t1.477\t0.745\t0.844\t-0.554\t-1.354\t-2.225\t-0.994\t0.480\t-0.139\n3\t-0.060\t-0.164\t0.253\t0.319\t-1.448\t-1.937\t2.356\t1.409\t1.116\t1.216\t0.316\t0.578\t-0.932\t0.133\t0.367\t1.491\t-2.227\t2.027\t0.763\t0.415\t0.048\t-0.265\t-1.353\t-0.209\t0.384\t-0.178\t0.417\t0.240\n4\t-1.282\t0.423\t-0.677\t2.248\t-0.530\t-0.194\t0.521\t-1.818\t0.060\t1.119\t-0.081\t-1.148\t-0.434\t-1.915\t-0.291\t1.110\t-0.624\t0.699\t-1.482\t1.879\t1.131\t-0.492\t-1.323\t-0.508\t0.282\t1.086\t-2.110\t1.205\n2\t-0.120\t-1.412\t-0.147\t-1.490\t-0.318\t-0.356\t1.817\t1.609\t0.085\t1.211\t-0.398\t-1.427\t0.528\t0.361\t-0.938\t-0.893\t0.940\t-1.684\t0.558\t-0.314\t0.560\t0.988\t-0.874\t-1.140\t1.466\t-0.057\t0.328\t0.911\n2\t-2.225\t-1.952\t-0.470\t-1.059\t-0.792\t0.362\t0.801\t0.374\t1.422\t1.827\t-0.824\t1.528\t0.146\t0.485\t0.130\t0.357\t-0.400\t-0.189\t-0.306\t-1.007\t-0.431\t0.673\t1.405\t0.961\t-0.045\t-1.372\t0.669\t-0.618\n1\t-0.154\t0.992\t0.309\t0.282\t0.352\t0.468\t-0.114\t0.632\t-0.660\t0.651\t0.857\t0.699\t0.751\t0.465\t1.173\t-2.272\t0.854\t1.975\t-0.622\t-0.734\t1.286\t-0.927\t-0.667\t0.170\t-0.799\t0.875\t-0.791\t0.361\n1\t-0.959\t0.010\t-0.079\t-0.399\t1.220\t-1.385\t-1.859\t1.257\t-0.810\t1.363\t-0.472\t-0.604\t0.933\t0.866\t-0.293\t1.097\t-0.309\t0.909\t0.041\t0.357\t0.228\t-1.367\t-0.311\t-0.585\t1.419\t-1.138\t0.354\t-1.011\n1\t0.227\t-0.427\t-1.106\t-0.642\t0.020\t-0.374\t0.310\t-1.249\t2.385\t0.222\t-0.482\t-0.322\t-1.441\t-1.538\t-0.190\t0.213\t-1.289\t-0.899\t0.124\t-1.060\t0.899\t0.302\t-0.443\t0.146\t-0.845\t-0.838\t1.461\t1.667\n0\t-0.614\t-0.879\t1.910\t-0.415\t-1.475\t-0.438\t-0.266\t0.913\t-0.359\t0.378\t1.063\t-0.583\t0.291\t-0.063\t0.225\t0.101\t0.146\t-0.286\t0.025\t-0.273\t2.331\t0.605\t0.002\t-0.338\t0.979\t-0.815\t-1.283\t-1.358\n2\t-1.890\t-0.417\t-1.366\t0.254\t-0.704\t1.694\t1.378\t-1.059\t-0.607\t0.298\t0.344\t0.777\t-0.068\t-2.112\t-0.392\t-0.359\t0.163\t0.905\t0.990\t0.500\t-0.221\t0.172\t-0.680\t1.159\t-0.394\t-0.040\t-1.886\t-0.212\n4\t0.674\t-1.224\t2.614\t-0.781\t-2.686\t-0.082\t-1.148\t-0.053\t0.071\t0.445\t1.006\t-1.007\t-0.363\t0.679\t-0.657\t-1.877\t0.619\t-0.565\t-0.632\t0.120\t0.004\t0.997\t-1.249\t2.262\t-1.414\t-0.388\t-0.869\t0.056\n0\t-0.231\t0.193\t0.528\t0.460\t1.074\t-0.379\t0.513\t-0.537\t-0.249\t-0.484\t-1.513\t0.289\t2.340\t-0.127\t-1.160\t0.411\t1.451\t0.266\t0.240\t1.167\t-0.767\t1.039\t-0.188\t-0.787\t0.158\t-0.627\t-0.248\t0.696\n0\t-0.365\t-1.671\t2.036\t0.469\t-0.492\t1.328\t-0.973\t0.407\t-0.173\t0.639\t-0.064\t-1.451\t0.076\t1.049\t-0.029\t0.775\t-1.046\t-0.026\t-0.625\t0.747\t0.031\t0.690\t1.088\t0.692\t0.273\t-0.998\t-0.003\t-0.533\n3\t2.111\t-0.342\t-0.346\t0.064\t-0.731\t0.515\t0.167\t-0.420\t0.103\t1.790\t0.796\t-1.419\t0.311\t-0.238\t0.012\t1.021\t-0.271\t0.141\t0.043\t0.228\t-1.027\t-2.537\t-0.964\t1.016\t-1.515\t0.235\t2.403\t0.146\n0\t-0.627\t-0.726\t0.183\t0.907\t0.197\t-2.191\t0.760\t-1.349\t-0.715\t0.198\t-0.084\t0.873\t-0.611\t-0.967\t-0.312\t0.977\t0.630\t0.087\t1.326\t1.145\t0.788\t-1.178\t0.783\t-0.202\t-0.395\t-0.683\t-0.172\t-0.626\n0\t-0.216\t-1.196\t-0.082\t-0.545\t-0.419\t0.604\t0.308\t1.149\t1.749\t0.208\t-0.142\t0.373\t-0.876\t-0.826\t-0.595\t-0.229\t-0.642\t1.055\t0.588\t-0.528\t-2.355\t-0.142\t0.863\t0.400\t-0.155\t-0.404\t-0.197\t-1.309\n3\t-0.008\t0.113\t1.737\t-0.747\t-0.141\t-0.435\t-1.403\t2.912\t-0.936\t0.369\t1.700\t-1.239\t0.876\t-1.539\t-0.802\t0.561\t-0.273\t1.455\t0.129\t0.521\t-0.690\t-1.039\t-1.156\t-0.935\t-0.695\t1.157\t0.403\t-1.278\n1\t-0.335\t1.392\t0.686\t1.756\t-0.311\t0.702\t0.733\t1.077\t0.353\t1.113\t-0.631\t-0.056\t-1.488\t-0.270\t-0.851\t0.331\t0.986\t0.565\t0.780\t0.096\t-0.141\t-1.173\t-1.925\t-1.508\t-0.663\t0.912\t-1.229\t-0.822\n3\t0.270\t-1.225\t-0.114\t2.100\t1.232\t0.615\t0.025\t-1.467\t1.309\t2.325\t1.497\t0.853\t-0.521\t-0.780\t-0.701\t-0.987\t0.716\t1.099\t-0.670\t-0.494\t0.079\t-1.539\t0.025\t0.499\t0.668\t0.485\t-0.896\t-0.707\n2\t-0.458\t-0.797\t0.260\t-0.235\t0.116\t-0.700\t0.001\t1.020\t-1.043\t0.337\t-0.654\t-0.675\t2.417\t1.536\t-0.616\t-0.564\t-0.811\t0.815\t-1.354\t0.388\t2.375\t0.185\t1.034\t0.907\t-0.469\t-1.383\t1.025\t1.013\n0\t0.151\t-1.184\t-0.389\t-0.772\t0.124\t-0.467\t0.903\t-0.848\t2.183\t-1.472\t0.306\t-1.611\t1.048\t0.047\t0.206\t-0.897\t1.086\t0.643\t-0.545\t-0.017\t-0.890\t-0.969\t-0.615\t-0.274\t0.002\t-0.044\t-0.865\t0.759\n4\t0.875\t1.194\t1.164\t-1.033\t-0.206\t0.478\t-2.276\t0.457\t1.880\t1.137\t-2.410\t0.397\t0.216\t0.272\t0.107\t-0.326\t-2.325\t0.311\t0.627\t-0.555\t1.259\t-1.640\t-1.725\t0.085\t-0.682\t0.972\t-0.428\t1.358\n0\t-1.187\t0.897\t-0.921\t0.756\t0.265\t0.176\t1.116\t-0.605\t1.467\t-0.384\t0.432\t-0.193\t0.617\t-1.003\t0.107\t0.018\t0.436\t0.405\t-0.861\t1.306\t-0.058\t0.730\t-1.261\t-0.415\t1.079\t1.635\t0.424\t-0.088\n1\t0.768\t-1.424\t-0.345\t0.534\t1.298\t-0.588\t-0.855\t-1.631\t0.751\t0.495\t-0.482\t-0.799\t-0.240\t-1.354\t-0.853\t-1.884\t-1.020\t0.177\t1.708\t-0.615\t0.642\t-0.838\t-0.174\t0.328\t0.869\t-0.126\t0.348\t-0.389\n4\t-0.561\t-0.206\t0.557\t-1.247\t0.076\t-0.390\t-0.901\t-0.384\t-2.321\t-0.758\t-1.099\t-0.280\t-2.280\t0.191\t0.909\t-0.117\t0.499\t-0.513\t-1.555\t0.002\t0.680\t-1.324\t-0.465\t-0.247\t2.851\t0.223\t-1.906\t-2.153\n2\t0.610\t0.822\t-0.511\t-0.509\t0.326\t-3.108\t0.785\t0.313\t0.194\t0.185\t-1.703\t-0.238\t0.245\t0.207\t2.134\t-0.481\t0.429\t-1.467\t-1.050\t1.440\t-0.380\t0.101\t0.276\t1.441\t-0.062\t-0.631\t-0.731\t0.178\n1\t-0.147\t-0.377\t1.445\t0.538\t0.973\t0.734\t-0.494\t-0.910\t0.497\t1.475\t0.331\t-1.187\t0.565\t-0.520\t-1.752\t1.613\t-0.823\t1.291\t1.379\t0.408\t-0.852\t1.179\t-0.807\t-0.046\t-0.242\t-0.384\t0.243\t-1.682\n0\t-0.579\t-0.776\t1.047\t0.145\t-1.022\t-0.195\t-0.970\t-1.181\t-0.545\t-0.205\t-0.617\t0.542\t0.651\t-0.708\t-0.176\t-0.471\t-0.989\t0.157\t-1.880\t-0.959\t-1.163\t-0.904\t-1.086\t-1.616\t-0.292\t-0.371\t-0.010\t0.236\n2\t-1.347\t0.371\t-0.612\t0.228\t0.848\t-0.950\t0.092\t-1.810\t1.533\t-1.359\t-0.515\t1.338\t-0.235\t-1.197\t0.713\t0.691\t-0.633\t-0.525\t-0.435\t-0.207\t-1.893\t-0.181\t1.784\t-0.896\t-0.583\t-1.184\t0.612\t1.203\n2\t-0.032\t-0.084\t-0.220\t0.949\t-0.193\t2.056\t2.149\t-0.378\t-0.361\t-0.049\t-0.642\t0.851\t1.184\t1.284\t-0.208\t-0.220\t-1.991\t-0.657\t-0.932\t-1.107\t-0.487\t-0.307\t-0.025\t1.360\t1.166\t-1.125\t0.428\t-0.800\n1\t0.164\t-0.239\t1.347\t-1.474\t0.426\t-0.244\t1.529\t-0.829\t0.415\t-0.838\t0.188\t-0.369\t-0.385\t-1.987\t0.415\t-1.082\t-1.117\t-1.555\t-1.056\t0.500\t0.451\t0.664\t-1.027\t0.215\t-0.615\t0.955\t0.426\t-0.657\n1\t-0.181\t1.610\t-0.048\t0.471\t-1.418\t-1.338\t0.213\t-0.906\t-0.768\t-1.708\t-1.396\t1.089\t-0.540\t-0.311\t-0.100\t0.178\t1.698\t-0.200\t0.905\t0.599\t-1.493\t0.309\t-0.495\t-0.186\t-0.464\t1.395\t0.483\t0.241\n3\t-1.562\t-0.342\t1.142\t1.734\t-2.135\t0.265\t0.368\t1.462\t0.167\t0.185\t-0.355\t-0.954\t-0.567\t0.392\t-1.172\t1.208\t0.265\t-1.558\t0.267\t-0.565\t1.659\t-1.580\t-0.125\t-0.841\t0.698\t0.948\t-1.372\t0.171\n2\t-0.315\t-1.322\t-0.119\t-1.440\t0.915\t0.729\t-0.395\t2.404\t-0.100\t1.075\t1.315\t-0.069\t-1.154\t-0.183\t-0.638\t0.537\t0.065\t-0.682\t1.193\t1.069\t-0.419\t-0.630\t-1.148\t-0.658\t-0.771\t-0.139\t-1.736\t-0.812\n1\t0.761\t1.282\t0.774\t0.863\t-2.078\t-0.307\t0.965\t-1.168\t0.092\t0.519\t0.443\t0.369\t0.599\t0.181\t-1.463\t0.507\t0.285\t-1.450\t1.380\t0.534\t-1.380\t-0.817\t-0.564\t-0.565\t0.293\t-0.976\t1.128\t1.046\n2\t-0.646\t-0.498\t-1.223\t-0.270\t2.297\t-1.719\t-0.310\t-0.062\t-0.724\t-1.978\t0.751\t-0.631\t-0.623\t0.596\t-0.773\t-0.186\t0.290\t1.388\t0.030\t0.496\t-2.256\t1.163\t-0.600\t1.177\t0.010\t-0.106\t-0.516\t-0.170\n2\t-0.962\t0.256\t-1.012\t1.103\t-1.095\t-0.225\t0.597\t-1.320\t-0.814\t2.235\t0.941\t0.335\t0.645\t-1.704\t0.628\t1.955\t-0.494\t1.824\t-0.463\t0.121\t-1.339\t0.436\t0.149\t-0.223\t-0.861\t0.225\t-0.628\t1.106\n0\t0.224\t-0.680\t-0.502\t1.734\t-0.091\t-0.660\t1.337\t-0.746\t0.469\t1.382\t-0.183\t-2.180\t0.883\t1.278\t0.021\t-0.218\t-0.017\t0.092\t-0.345\t1.759\t0.201\t0.019\t0.780\t-0.419\t-0.244\t0.501\t-0.039\t0.751\n3\t-0.160\t1.168\t0.707\t-0.117\t-1.244\t-0.053\t0.899\t-1.225\t0.836\t1.343\t0.096\t0.914\t0.140\t0.571\t1.494\t-1.554\t-0.765\t1.251\t1.435\t-1.408\t1.562\t-2.572\t0.626\t0.219\t-0.733\t-0.672\t-0.635\t-0.204\n3\t0.609\t-0.703\t-1.600\t-3.627\t-0.127\t0.321\t1.338\t-1.735\t1.009\t-0.487\t-0.062\t0.006\t-0.010\t-2.033\t0.716\t0.835\t0.957\t0.487\t-0.207\t-1.468\t0.449\t0.039\t-0.002\t0.441\t-0.045\t-0.444\t-1.180\t-0.006\n1\t-0.764\t0.345\t-0.159\t-0.607\t-1.705\t-0.853\t-0.816\t-1.225\t-0.329\t-1.147\t-0.164\t0.240\t-0.826\t0.425\t-1.361\t-1.112\t-0.113\t0.687\t0.867\t1.612\t-0.377\t-0.128\t-1.033\t-1.254\t0.229\t-0.776\t1.232\t-1.462\n0\t0.455\t0.051\t-0.653\t-2.447\t-0.281\t-0.200\t-0.491\t1.336\t-0.264\t1.446\t0.504\t0.552\t0.854\t0.364\t-0.394\t0.482\t0.868\t0.511\t-1.482\t0.810\t0.742\t0.845\t-0.315\t-0.742\t-0.039\t0.939\t-1.447\t0.034\n1\t-1.399\t1.372\t0.019\t-1.161\t1.565\t1.297\t0.946\t0.102\t0.611\t-1.767\t-0.660\t-0.597\t-1.773\t-0.145\t0.279\t-0.893\t-0.222\t-0.519\t-1.263\t0.562\t0.950\t0.812\t-0.008\t-0.964\t-0.366\t0.815\t0.353\t-1.145\n1\t-0.516\t0.394\t0.257\t-0.032\t-0.661\t-0.230\t0.234\t0.816\t1.012\t-0.032\t0.596\t0.184\t-0.588\t-1.294\t1.287\t0.377\t-1.118\t1.453\t0.666\t2.818\t1.173\t0.002\t-0.855\t-1.163\t0.508\t0.478\t-0.067\t0.471\n0\t0.217\t-0.303\t-0.219\t0.766\t-1.040\t1.945\t-1.821\t-0.598\t0.370\t0.584\t-0.100\t-0.057\t0.411\t-0.231\t1.393\t0.839\t0.873\t-0.966\t-0.079\t-0.300\t-1.006\t0.360\t-0.538\t0.655\t-1.070\t1.719\t-0.896\t0.219\n0\t-1.476\t0.191\t-0.131\t-0.343\t0.354\t0.190\t0.457\t0.139\t0.418\t0.093\t-0.659\t0.004\t-0.714\t-0.780\t-0.336\t-0.119\t0.035\t0.916\t-0.498\t0.197\t0.118\t-0.609\t0.074\t1.003\t0.187\t0.227\t-0.705\t1.969\n2\t0.294\t0.166\t0.548\t-1.020\t-0.175\t-1.002\t0.667\t0.541\t-0.453\t-1.615\t-1.966\t0.480\t0.640\t-0.421\t-0.712\t-1.885\t-2.505\t1.334\t-0.361\t0.467\t0.517\t-0.900\t-0.368\t1.399\t-0.557\t0.050\t0.393\t1.050\n3\t0.447\t-0.554\t-0.731\t-0.964\t0.423\t0.865\t0.316\t0.396\t-1.222\t-0.020\t1.621\t-1.451\t0.013\t0.357\t-1.066\t1.883\t2.058\t-0.382\t-1.357\t-0.600\t-0.067\t-0.058\t2.705\t-0.978\t0.419\t0.808\t1.874\t-0.082\n4\t0.314\t2.246\t-0.753\t1.100\t-0.024\t0.468\t-0.651\t-0.673\t-1.251\t-1.468\t0.671\t-0.536\t2.545\t-0.474\t0.673\t0.055\t-1.825\t-1.346\t-1.511\t1.469\t1.299\t1.928\t-2.220\t-1.369\t0.605\t-0.768\t0.694\t-0.445\n4\t1.058\t-1.314\t-0.243\t2.492\t2.662\t1.991\t0.709\t0.302\t-0.765\t-1.682\t0.935\t-0.422\t-1.436\t0.478\t2.949\t0.469\t-0.440\t0.665\t-0.676\t-0.438\t0.459\t-1.590\t0.283\t-0.157\t-0.092\t-0.565\t1.540\t-1.054\n2\t0.361\t0.085\t-1.094\t0.112\t0.928\t-0.353\t0.120\t0.348\t0.553\t0.566\t-0.379\t-2.233\t-0.631\t-0.468\t1.355\t-1.150\t1.476\t0.550\t0.796\t-0.711\t-1.039\t1.664\t-0.966\t-0.944\t-1.347\t-1.383\t0.135\t1.344\n1\t-1.377\t0.893\t-1.283\t0.534\t-0.898\t0.828\t0.224\t0.953\t0.389\t-0.157\t0.112\t-0.606\t0.655\t0.753\t-1.153\t-1.108\t1.197\t1.451\t-1.229\t-0.901\t-1.087\t-1.004\t0.984\t1.273\t0.313\t1.562\t0.834\t-0.416\n1\t-0.210\t-0.101\t-0.604\t1.037\t-1.210\t0.199\t-1.710\t0.239\t0.170\t1.908\t-0.615\t-0.169\t-0.240\t1.681\t-0.576\t0.225\t-0.293\t-0.152\t0.011\t1.098\t1.454\t-1.388\t0.781\t1.255\t0.340\t1.184\t-1.249\t0.508\n2\t-0.751\t1.132\t1.122\t0.601\t0.486\t-1.552\t2.291\t-0.282\t0.794\t0.833\t-1.041\t-0.628\t0.398\t-1.546\t-0.089\t-2.395\t0.010\t1.375\t-0.002\t-1.463\t-0.553\t0.615\t0.167\t0.452\t-0.172\t-0.766\t0.125\t0.068\n3\t-1.624\t0.334\t-1.460\t-0.491\t0.959\t-0.334\t-1.061\t1.250\t0.896\t1.454\t-1.244\t-1.786\t1.511\t-1.295\t-0.008\t-0.118\t-0.661\t-1.229\t-0.365\t0.927\t-0.573\t-1.231\t0.089\t-2.018\t0.300\t0.610\t-0.460\t0.809\n4\t1.697\t-0.344\t-0.154\t1.171\t0.819\t-0.017\t-1.043\t2.626\t-0.273\t0.071\t-1.926\t-0.560\t0.889\t-0.144\t2.652\t0.291\t-0.592\t1.712\t2.454\t1.348\t0.135\t-0.183\t-1.640\t0.355\t0.396\t-1.140\t0.077\t1.120\n2\t0.655\t-0.151\t-0.363\t0.312\t-1.428\t-1.535\t-0.057\t0.729\t-1.254\t0.034\t-0.909\t-0.971\t-0.329\t1.122\t0.906\t-2.042\t-2.158\t0.823\t2.057\t-0.438\t-0.379\t0.806\t0.311\t0.878\t0.090\t0.691\t-0.146\t0.162\n4\t1.198\t-0.153\t0.349\t-1.212\t-0.764\t-0.267\t-0.026\t0.987\t1.238\t2.859\t2.301\t1.145\t-1.488\t1.432\t1.891\t0.140\t-1.695\t0.206\t0.894\t0.246\t-0.405\t-0.075\t1.292\t0.475\t1.473\t1.089\t-0.194\t0.840\n0\t-0.884\t0.938\t0.327\t-0.059\t0.196\t0.695\t0.447\t0.289\t0.415\t0.058\t-0.755\t-0.535\t-2.563\t0.913\t-0.921\t-0.053\t0.057\t0.460\t0.448\t0.857\t-0.332\t-1.241\t-0.003\t-0.579\t0.621\t0.369\t-1.087\t0.430\n4\t1.042\t-0.707\t-0.588\t-0.386\t0.685\t-1.075\t1.550\t0.938\t0.662\t-0.294\t0.829\t-2.917\t0.441\t0.160\t-1.886\t0.406\t0.591\t-1.854\t-1.187\t2.064\t-0.186\t0.976\t1.127\t0.394\t1.017\t-2.113\t-0.231\t-3.081\n4\t-1.182\t-0.573\t1.883\t0.455\t-0.209\t2.621\t0.681\t0.336\t1.106\t1.234\t-0.628\t-1.073\t-0.985\t0.064\t-0.078\t-0.620\t-0.933\t1.240\t-0.590\t-1.130\t-0.350\t-0.894\t-0.798\t-0.013\t0.565\t2.989\t1.767\t-1.292\n0\t-0.228\t0.874\t1.199\t-0.454\t-0.023\t-0.235\t0.762\t0.469\t-0.090\t1.010\t0.518\t-0.771\t0.008\t-0.177\t-0.988\t-0.225\t1.139\t1.095\t0.913\t0.779\t0.208\t-0.601\t0.564\t-1.646\t-0.672\t1.105\t-0.492\t0.640\n4\t-0.950\t-0.417\t0.394\t0.924\t-0.224\t-0.482\t-0.041\t-2.046\t-0.280\t-1.981\t-0.842\t-1.422\t0.528\t-0.731\t1.238\t-1.847\t-0.244\t0.085\t0.490\t2.154\t-1.967\t-0.758\t1.997\t-0.921\t0.442\t-0.940\t-1.394\t-0.816\n2\t-0.188\t-0.019\t1.950\t-0.941\t0.167\t-0.412\t-0.431\t-1.224\t-0.535\t0.171\t-0.849\t-1.703\t0.622\t-1.166\t1.892\t1.110\t0.890\t0.153\t-0.263\t0.993\t0.577\t-0.236\t-1.475\t-0.530\t1.576\t1.729\t0.103\t-0.459\n3\t0.340\t1.850\t0.068\t0.010\t0.428\t-0.949\t-1.726\t-0.312\t1.072\t1.234\t-1.879\t0.666\t-2.185\t0.459\t0.399\t-1.724\t1.000\t1.744\t-0.062\t0.141\t1.479\t-1.126\t-1.101\t-0.839\t0.037\t0.034\t-0.553\t-0.300\n1\t-1.359\t-1.058\t1.080\t1.725\t-1.107\t-1.361\t-0.757\t-0.487\t0.152\t0.774\t-0.184\t1.730\t-0.047\t-0.687\t-0.954\t-0.433\t0.189\t-0.126\t-0.392\t-0.313\t-0.789\t0.228\t1.994\t-0.312\t0.375\t-0.484\t1.702\t-0.573\n1\t-0.836\t-0.709\t1.021\t-0.166\t-1.090\t-0.224\t0.882\t0.583\t1.286\t1.030\t-1.255\t0.535\t1.019\t-1.274\t0.286\t-0.873\t-1.191\t-0.574\t-0.503\t-0.336\t0.212\t-0.862\t-0.368\t1.521\t-1.632\t-0.305\t1.043\t0.679\n3\t0.531\t-0.663\t0.038\t-0.315\t0.129\t-2.381\t-1.830\t0.616\t1.037\t-0.910\t-0.244\t0.295\t0.693\t-2.028\t-0.886\t-0.333\t0.703\t2.498\t-0.228\t-1.407\t0.402\t1.321\t0.108\t-0.907\t0.958\t0.664\t-1.026\t0.381\n4\t1.351\t-0.856\t1.025\t2.029\t0.322\t0.867\t-0.043\t0.697\t1.459\t-1.456\t-1.296\t-2.475\t1.311\t-0.907\t0.849\t2.116\t2.032\t-0.700\t0.239\t0.373\t0.866\t-1.233\t1.924\t0.430\t2.795\t-0.199\t0.623\t0.379\n2\t-1.079\t-0.123\t0.044\t0.146\t-0.986\t-0.127\t-0.868\t0.221\t0.616\t1.954\t-1.365\t0.081\t-1.751\t-1.762\t-0.331\t-0.890\t-0.430\t-1.165\t-0.787\t1.685\t-0.227\t0.328\t0.134\t-1.045\t0.899\t1.400\t0.900\t-0.740\n1\t-1.546\t-0.405\t0.103\t0.468\t-2.042\t-0.479\t-2.054\t-0.508\t-0.430\t0.629\t0.973\t-1.022\t0.294\t0.655\t-0.747\t0.773\t0.136\t-0.273\t0.142\t-1.580\t0.140\t-0.846\t0.029\t-0.406\t0.288\t1.192\t0.127\t1.000\n2\t0.171\t-0.942\t-0.051\t0.528\t1.731\t-2.304\t-0.389\t-0.547\t-0.771\t-1.722\t0.921\t0.708\t0.636\t-0.227\t-0.527\t-0.965\t0.415\t-0.862\t0.686\t-1.067\t1.534\t-0.100\t-0.437\t-0.520\t1.197\t0.415\t2.044\t1.088\n3\t-0.221\t-0.263\t0.327\t0.280\t-1.250\t0.158\t-1.858\t0.548\t-1.591\t0.632\t-0.736\t0.540\t0.939\t-0.978\t1.241\t-1.048\t0.130\t-0.810\t-1.699\t0.257\t0.958\t-0.418\t0.755\t-1.061\t0.572\t-2.966\t1.238\t-0.570\n4\t0.673\t0.156\t0.416\t-0.067\t-0.662\t-0.714\t-0.667\t-0.513\t3.076\t0.549\t-0.712\t1.018\t1.880\t-0.518\t-0.458\t-1.798\t-0.280\t0.802\t-0.336\t-1.036\t-1.488\t0.311\t-0.623\t2.027\t0.053\t-0.778\t0.881\t2.041\n2\t-1.092\t-1.053\t-1.092\t0.978\t-0.183\t-0.747\t-1.004\t-1.344\t-0.718\t-1.437\t-0.435\t-0.708\t-0.779\t1.238\t-0.244\t-0.182\t1.282\t-1.359\t-0.487\t-1.549\t0.070\t0.607\t-2.425\t0.860\t0.311\t0.036\t-1.242\t0.772\n2\t0.783\t0.908\t-0.673\t0.224\t-0.240\t0.212\t-0.507\t1.587\t-0.018\t-0.139\t0.444\t1.109\t0.045\t-0.312\t0.890\t1.742\t1.421\t-0.984\t0.773\t-0.070\t1.274\t1.833\t-2.374\t0.014\t-0.457\t-0.711\t-0.923\t-0.447\n2\t-2.938\t-0.441\t1.467\t1.583\t0.456\t0.577\t0.534\t0.115\t0.604\t-0.035\t0.786\t-0.606\t0.332\t-1.204\t-0.990\t0.343\t-0.750\t0.345\t-1.840\t-1.382\t0.112\t-1.481\t-0.373\t0.052\t0.334\t0.048\t-0.063\t0.528\n0\t0.639\t0.532\t0.409\t0.519\t-1.006\t0.467\t-0.572\t-0.500\t-0.196\t-0.108\t-0.238\t1.272\t0.558\t0.666\t0.376\t-0.395\t1.403\t2.370\t-0.987\t1.467\t1.026\t0.645\t0.063\t-0.379\t-0.495\t0.085\t0.963\t-0.673\n4\t-0.597\t0.729\t-0.346\t-1.803\t-0.038\t-0.442\t-0.699\t1.390\t-1.265\t0.710\t1.937\t2.539\t2.081\t-0.402\t0.144\t-0.712\t1.204\t1.718\t-0.829\t1.292\t0.949\t1.208\t-0.045\t-1.245\t-0.057\t1.351\t0.517\t0.008\n2\t0.202\t-1.484\t0.146\t-0.303\t-0.301\t-0.631\t-0.792\t0.293\t0.078\t-0.214\t0.370\t-0.094\t-0.242\t-0.690\t1.077\t2.269\t-2.400\t-0.246\t-0.175\t0.162\t2.779\t0.055\t-0.346\t0.611\t0.831\t-0.607\t-0.087\t-0.044\n1\t-0.903\t0.553\t1.188\t-0.369\t-0.197\t1.378\t-0.090\t-0.341\t-1.103\t-0.584\t-0.391\t-0.788\t1.577\t-0.616\t1.770\t1.902\t1.110\t-0.326\t-0.536\t0.627\t0.040\t0.201\t1.276\t-1.247\t-0.070\t-0.051\t0.132\t0.909\n3\t-0.926\t-0.317\t1.553\t0.418\t-1.838\t-0.234\t0.870\t-0.493\t0.560\t1.003\t-1.403\t0.441\t0.275\t1.097\t-0.320\t0.389\t1.470\t1.034\t-0.468\t0.012\t1.791\t-2.287\t-1.590\t1.126\t0.275\t1.095\t0.137\t0.642\n3\t-0.396\t0.070\t0.699\t-1.154\t-0.086\t-0.327\t-0.220\t-0.819\t-0.047\t0.494\t-1.392\t1.728\t0.942\t-1.575\t1.447\t1.515\t-0.503\t0.206\t0.090\t-1.377\t1.027\t-1.881\t0.289\t1.568\t-1.689\t-0.293\t1.140\t0.402\n3\t1.383\t-1.710\t-1.550\t-0.316\t-0.547\t0.312\t-1.926\t0.326\t1.278\t-0.982\t-0.378\t-0.802\t0.320\t-1.075\t-1.201\t-0.151\t0.337\t0.150\t-0.440\t0.668\t0.230\t-1.169\t-2.676\t0.522\t-0.257\t-1.110\t1.625\t1.615\n1\t-0.472\t1.089\t0.064\t-1.078\t-0.715\t0.680\t-0.730\t0.216\t0.046\t-0.652\t2.144\t0.634\t-2.025\t0.186\t-0.662\t0.852\t-0.793\t-0.115\t0.505\t0.866\t-1.200\t-0.335\t-0.475\t-0.653\t1.765\t0.405\t-1.261\t0.918\n0\t0.381\t1.343\t0.265\t-0.649\t0.884\t-1.366\t-1.081\t0.336\t0.516\t-1.245\t-0.383\t-0.606\t-0.487\t0.944\t0.707\t-0.019\t-0.546\t-1.350\t1.420\t0.592\t-0.707\t0.720\t-0.070\t-0.287\t0.435\t-0.741\t-0.344\t0.121\n4\t-0.269\t-1.964\t1.629\t0.107\t1.439\t-2.232\t1.458\t-0.485\t1.259\t0.215\t0.453\t0.455\t-0.425\t-0.647\t-0.361\t-1.472\t-0.481\t-0.697\t-1.496\t0.459\t0.008\t0.246\t0.697\t-0.238\t-0.939\t0.304\t-2.922\t-0.108\n0\t-1.196\t2.375\t-0.411\t-1.199\t0.813\t-0.461\t-0.480\t0.058\t-0.515\t-0.548\t-0.148\t1.399\t-0.193\t-0.177\t1.081\t-1.972\t0.630\t0.676\t0.112\t-0.346\t0.043\t-0.296\t0.261\t-0.234\t1.082\t-0.369\t-0.187\t0.774\n3\t-0.258\t-0.919\t-2.593\t-1.220\t1.747\t0.963\t-0.749\t-0.535\t-0.502\t1.090\t0.909\t0.964\t-1.013\t1.786\t-0.291\t0.838\t0.292\t-1.710\t-0.515\t-0.040\t-0.824\t-1.481\t-0.459\t1.308\t0.552\t-0.555\t0.220\t-1.362\n0\t0.100\t0.823\t0.316\t0.159\t0.617\t0.755\t0.598\t-1.282\t0.521\t0.408\t0.544\t-0.764\t-0.883\t-1.324\t0.132\t-0.453\t0.185\t0.249\t0.382\t0.126\t-0.265\t-0.460\t0.366\t-0.160\t-1.190\t2.140\t-0.022\t-1.256\n0\t0.112\t0.506\t-0.190\t0.795\t1.185\t1.701\t-1.330\t-0.371\t-0.113\t-0.559\t-0.138\t-0.168\t0.301\t0.355\t1.462\t-0.151\t0.500\t-0.047\t0.434\t-0.335\t1.227\t-0.140\t1.168\t0.706\t-0.799\t0.940\t0.391\t-1.173\n1\t-1.937\t0.695\t-0.312\t0.346\t-0.521\t0.565\t1.357\t1.428\t-0.648\t-0.422\t0.170\t1.871\t-1.153\t-1.146\t0.869\t-0.666\t0.659\t-0.585\t0.352\t-0.510\t-1.005\t0.146\t-1.213\t0.456\t-0.234\t-1.361\t0.300\t0.279\n4\t-1.303\t-1.832\t0.626\t-1.239\t1.457\t1.418\t0.886\t-1.136\t2.122\t-2.352\t-0.883\t0.833\t0.755\t-0.725\t-0.786\t-0.215\t-0.087\t-0.469\t1.658\t-0.684\t1.466\t0.406\t1.019\t-1.495\t1.028\t0.993\t-0.666\t0.848\n3\t0.928\t0.177\t0.301\t-1.557\t-0.582\t-1.337\t0.174\t-1.841\t1.188\t2.480\t-0.155\t-0.603\t-0.707\t-1.869\t0.658\t-0.044\t0.337\t0.069\t0.027\t-1.477\t0.503\t1.699\t-0.458\t-0.788\t1.289\t-1.221\t0.636\t1.170\n2\t-0.175\t-1.122\t-1.041\t0.262\t0.507\t-0.361\t-0.626\t0.373\t-1.449\t0.372\t-0.754\t-0.546\t0.913\t0.335\t1.839\t-0.670\t-1.096\t0.924\t0.868\t-1.586\t-0.520\t-2.807\t0.196\t0.632\t-0.452\t1.333\t0.594\t0.590\n1\t0.905\t-0.316\t0.142\t-0.280\t0.196\t-1.688\t0.082\t0.284\t-0.126\t0.533\t-1.174\t0.470\t0.478\t0.427\t0.721\t-0.191\t0.429\t-0.021\t-0.466\t-0.759\t-0.433\t-1.115\t0.827\t-1.035\t-2.518\t1.785\t1.307\t1.093\n2\t-0.568\t1.196\t-0.622\t-0.236\t1.613\t2.137\t-1.467\t-2.126\t-0.713\t-0.978\t0.477\t-0.014\t-0.129\t0.877\t-2.128\t-0.618\t-0.116\t1.032\t-0.059\t0.411\t-0.326\t-0.043\t-0.293\t-0.230\t0.076\t1.446\t0.414\t-0.206\n2\t0.566\t-0.024\t-1.867\t-1.492\t2.717\t0.721\t0.814\t-0.296\t-1.005\t-1.856\t1.216\t-0.396\t-0.561\t0.076\t-0.610\t-1.197\t-0.217\t-1.431\t0.403\t-0.651\t-0.701\t1.011\t0.440\t0.360\t0.039\t0.224\t0.365\t1.093\n1\t0.829\t-1.066\t-0.613\t-1.009\t2.695\t0.635\t-0.596\t-0.676\t0.805\t0.905\t0.798\t-0.426\t0.306\t0.111\t-0.936\t-0.926\t0.412\t0.196\t0.553\t0.791\t1.499\t-0.776\t0.630\t0.749\t-0.312\t0.122\t-0.287\t2.109\n1\t-0.482\t0.307\t0.313\t0.489\t2.556\t0.326\t-0.530\t0.202\t-0.270\t0.096\t-1.364\t-0.528\t-1.280\t-0.722\t-0.344\t-1.847\t0.724\t-1.474\t-0.640\t-0.686\t-1.224\t1.166\t0.745\t0.520\t0.272\t0.270\t0.024\t1.339\n1\t-0.720\t1.056\t1.187\t-0.154\t-0.709\t-0.170\t1.629\t-1.853\t0.042\t-0.251\t-0.768\t0.455\t-0.109\t-0.923\t1.745\t-1.039\t0.044\t0.080\t0.541\t-0.309\t-0.685\t1.117\t-0.728\t-1.979\t-0.177\t1.196\t0.335\t-0.843\n0\t-1.135\t-0.806\t0.281\t-0.006\t0.008\t-0.204\t0.419\t-0.172\t0.834\t-0.183\t0.389\t0.976\t0.374\t-0.386\t0.010\t0.386\t-0.650\t-0.394\t0.131\t-0.337\t3.178\t-0.803\t-0.847\t-0.514\t1.372\t0.656\t0.136\t0.066\n3\t-0.620\t2.385\t-1.129\t-0.384\t-0.834\t-0.117\t-0.815\t-0.243\t-0.719\t1.055\t0.082\t-1.003\t0.841\t-0.958\t-1.564\t-0.003\t1.907\t-1.828\t-1.331\t0.753\t-0.642\t0.612\t-0.837\t0.142\t1.744\t-1.195\t1.024\t0.680\n3\t0.136\t1.885\t-0.619\t0.985\t0.324\t0.938\t0.488\t0.909\t-0.048\t1.149\t-0.286\t0.032\t-0.377\t0.265\t-1.030\t2.115\t-0.054\t0.159\t0.899\t0.708\t-0.593\t1.232\t0.851\t-2.275\t0.667\t-2.340\t-0.974\t-0.028\n3\t3.292\t1.526\t-1.253\t1.346\t-0.357\t-0.130\t-0.593\t-0.151\t-0.603\t-0.339\t-0.419\t0.469\t0.503\t0.136\t1.482\t1.067\t1.318\t-0.744\t-1.157\t0.279\t0.416\t-0.998\t0.332\t-1.720\t-0.341\t-1.302\t0.416\t0.791\n2\t-1.078\t1.291\t-0.451\t-0.777\t0.194\t-0.129\t2.051\t0.101\t0.007\t1.020\t0.040\t0.651\t0.353\t0.986\t1.068\t-0.870\t-1.091\t-1.157\t0.386\t1.463\t-1.765\t1.859\t0.893\t-1.191\t-0.361\t-0.921\t1.233\t0.745\n2\t1.005\t0.053\t0.285\t-0.651\t1.409\t-0.340\t-0.307\t0.395\t0.493\t2.362\t1.102\t0.241\t-1.047\t-1.064\t0.051\t1.825\t1.363\t0.501\t-1.476\t-1.031\t-0.377\t-0.068\t-0.413\t1.178\t1.383\t-0.400\t-0.451\t-0.380\n1\t-1.566\t-1.027\t-0.440\t-1.455\t-0.380\t-1.098\t-0.039\t-0.777\t1.042\t0.425\t-1.059\t0.751\t-1.319\t0.709\t1.861\t0.431\t-1.117\t-0.199\t-0.376\t-0.705\t-0.198\t-0.113\t0.680\t0.597\t0.796\t-1.386\t-1.176\t1.127\n0\t0.955\t0.982\t-1.094\t-0.153\t-1.143\t-0.310\t-0.457\t-0.042\t0.826\t-0.262\t0.844\t-1.466\t0.448\t-0.436\t0.253\t0.863\t-1.442\t1.469\t-0.194\t1.862\t0.071\t1.321\t0.060\t0.267\t0.116\t-0.220\t-0.257\t0.226\n2\t0.950\t-1.896\t2.094\t0.144\t0.110\t-1.394\t-0.571\t1.359\t0.069\t0.416\t-0.461\t1.971\t-0.153\t1.131\t-0.151\t0.348\t0.352\t0.925\t0.739\t-0.474\t1.159\t-0.990\t-1.184\t-0.291\t0.393\t-1.022\t-0.078\t-1.385\n4\t-0.734\t-2.321\t-1.770\t-1.004\t0.265\t2.096\t0.269\t2.192\t0.833\t0.158\t0.634\t-1.917\t-0.477\t-1.450\t0.308\t1.358\t-0.091\t0.651\t-0.565\t2.357\t0.659\t0.369\t0.807\t0.075\t-2.068\t0.745\t0.335\t-0.754\n0\t-0.033\t0.350\t1.214\t0.236\t0.479\t-0.368\t1.571\t0.640\t0.078\t-0.123\t0.978\t-0.606\t-1.783\t0.072\t1.190\t1.591\t-0.107\t0.044\t0.520\t-0.264\t0.516\t-0.085\t1.011\t0.723\t0.810\t-0.205\t1.926\t0.484\n2\t-0.622\t0.583\t0.497\t1.070\t-1.200\t-2.316\t0.858\t-0.828\t-2.018\t0.145\t0.793\t-0.122\t-0.458\t-0.159\t-0.371\t-1.348\t-0.715\t0.521\t0.322\t0.168\t-0.995\t-0.182\t-2.177\t0.178\t1.429\t-1.474\t-0.586\t0.329\n1\t-0.248\t-0.562\t-0.716\t0.737\t1.231\t2.260\t-0.567\t0.351\t0.934\t1.523\t-0.910\t-0.181\t-0.012\t-0.688\t-0.526\t-1.138\t1.187\t-0.248\t-0.569\t-1.016\t0.333\t1.724\t-0.150\t0.148\t0.383\t-0.005\t-1.628\t-0.210\n1\t0.808\t-1.537\t0.378\t-1.153\t0.170\t-0.662\t0.122\t-1.446\t-0.950\t-0.005\t0.369\t0.114\t-1.648\t0.975\t0.698\t-1.188\t0.081\t-0.842\t-2.439\t0.160\t1.610\t-0.523\t0.784\t0.646\t0.768\t-0.581\t0.611\t0.010\n1\t-1.206\t-0.603\t0.577\t0.843\t-0.148\t-0.669\t0.216\t-1.059\t0.443\t-1.113\t-1.066\t0.266\t0.787\t-0.519\t1.398\t0.958\t-0.301\t-0.542\t0.148\t-0.980\t1.912\t0.387\t1.443\t-0.854\t1.585\t-0.032\t1.066\t1.070\n4\t1.283\t-0.777\t-0.465\t1.783\t1.022\t1.758\t1.275\t0.693\t-0.802\t-1.473\t0.798\t-0.545\t-2.347\t0.437\t0.232\t-1.302\t1.397\t-0.871\t2.228\t1.314\t1.011\t-0.607\t0.173\t0.268\t-0.290\t0.016\t1.733\t-0.699\n0\t1.377\t0.268\t-0.404\t0.018\t1.610\t-0.027\t0.087\t0.357\t0.538\t0.273\t0.599\t0.484\t0.322\t1.756\t-0.741\t0.425\t-0.250\t-0.888\t-0.248\t-1.014\t0.116\t0.166\t0.323\t-0.168\t0.026\t-0.774\t-0.470\t-0.959\n1\t-0.792\t-1.088\t0.476\t-0.361\t-1.548\t-0.243\t-0.233\t0.330\t-0.102\t-1.026\t-0.704\t-0.643\t0.264\t-1.342\t-1.533\t2.060\t0.267\t0.104\t-2.226\t0.306\t0.177\t0.938\t0.520\t1.004\t0.494\t-0.935\t-0.039\t-0.337\n4\t-0.700\t1.785\t2.284\t-0.606\t-2.187\t0.352\t0.954\t-2.507\t0.454\t-1.204\t0.978\t-1.411\t0.433\t0.305\t-0.155\t-3.119\t-0.644\t-0.833\t-1.502\t-0.513\t0.143\t0.785\t1.488\t1.026\t1.163\t0.127\t1.009\t-2.246\n4\t-0.560\t0.477\t-0.596\t-0.126\t-1.716\t2.806\t0.648\t1.079\t1.730\t-2.496\t0.265\t-0.320\t-0.172\t-0.400\t-0.035\t-0.318\t0.862\t-0.442\t-0.540\t-1.821\t0.617\t-0.102\t-1.122\t1.177\t-2.133\t2.039\t-0.666\t0.997\n1\t0.089\t0.197\t-0.618\t-0.316\t0.616\t1.204\t-0.139\t-0.450\t0.001\t0.601\t-1.444\t-2.296\t-0.551\t-1.221\t-0.508\t-0.148\t-0.453\t1.452\t0.327\t0.300\t0.622\t-1.139\t1.039\t-0.076\t0.670\t-1.072\t-1.554\t0.818\n1\t-0.439\t0.233\t0.266\t-0.094\t-0.672\t0.246\t0.736\t-2.502\t-0.717\t-0.910\t0.592\t0.326\t0.648\t-0.781\t-0.028\t-0.058\t-1.043\t-0.535\t-0.612\t-1.104\t-1.556\t0.377\t0.831\t0.660\t-0.457\t2.449\t-0.628\t0.180\n4\t-0.402\t-0.363\t-0.159\t-0.526\t0.663\t-0.809\t0.910\t0.616\t1.360\t1.734\t1.740\t-1.186\t0.344\t-0.718\t3.280\t0.614\t1.416\t0.435\t-2.635\t-0.784\t-0.686\t-0.390\t0.360\t0.501\t-2.627\t-0.237\t-0.486\t1.381\n3\t0.217\t1.509\t-0.555\t0.510\t1.250\t0.603\t1.658\t0.526\t-0.178\t-1.118\t-0.445\t0.859\t1.014\t-2.015\t-0.554\t0.464\t0.190\t-0.768\t1.513\t0.895\t2.193\t-0.351\t-1.566\t0.142\t2.013\t0.189\t0.602\t0.483\n4\t-1.701\t-0.707\t0.384\t-0.811\t1.161\t1.085\t0.668\t1.031\t-0.515\t1.487\t1.076\t-0.129\t-1.626\t-2.367\t0.990\t-1.611\t-0.921\t0.477\t-1.300\t2.434\t0.237\t1.478\t1.043\t-2.538\t0.744\t-0.016\t-0.062\t-0.025\n2\t0.144\t-0.107\t-1.056\t0.294\t-0.403\t0.244\t-0.721\t0.032\t2.653\t-1.546\t-2.899\t0.132\t-0.324\t-0.203\t-1.040\t0.381\t1.425\t-0.720\t0.969\t0.277\t0.415\t0.171\t-0.449\t0.667\t-0.559\t0.979\t1.138\t-0.201\n2\t0.049\t0.041\t-0.702\t-0.663\t-1.403\t1.750\t-1.244\t-0.693\t-0.718\t0.895\t-0.295\t1.248\t-0.673\t0.279\t-0.835\t2.145\t-1.188\t0.310\t0.634\t0.414\t-0.185\t-0.130\t0.044\t-0.147\t0.964\t2.211\t-0.557\t-1.370\n4\t1.125\t-1.869\t-1.190\t-1.565\t-1.092\t-0.993\t-0.278\t0.500\t0.881\t-1.036\t0.698\t1.885\t1.080\t0.626\t0.644\t0.152\t0.222\t0.727\t-1.533\t-1.008\t-0.624\t-0.228\t-1.091\t1.490\t0.986\t2.741\t-0.426\t-0.526\n0\t-0.331\t1.311\t-0.064\t0.567\t0.505\t-0.177\t-1.483\t-1.357\t1.160\t0.187\t0.972\t-0.501\t-0.347\t-0.358\t-1.670\t-0.346\t-0.314\t-0.010\t-0.251\t1.362\t-0.581\t0.837\t0.301\t0.031\t0.752\t-0.338\t-0.524\t-0.361\n2\t1.011\t0.482\t-1.187\t-0.976\t0.005\t-0.643\t-2.161\t-0.745\t-0.279\t-0.400\t0.721\t-2.235\t-0.772\t0.796\t-0.668\t-1.211\t-0.681\t0.446\t-0.253\t-0.725\t0.482\t0.375\t-1.263\t0.095\t-1.299\t1.170\t1.231\t-0.288\n3\t-0.968\t1.828\t-1.777\t-0.035\t0.153\t-0.250\t0.874\t-0.275\t0.953\t0.549\t-1.353\t1.162\t-0.314\t-1.791\t0.471\t-0.287\t1.629\t1.096\t-0.902\t0.949\t-0.696\t-1.657\t-0.615\t-1.329\t-0.014\t1.931\t0.079\t0.461\n1\t1.244\t-0.065\t0.354\t0.764\t0.080\t-0.023\t-0.134\t0.566\t0.552\t-0.564\t1.103\t1.404\t-0.551\t0.613\t1.955\t-0.268\t-0.002\t-1.846\t0.553\t-1.385\t-0.204\t-0.199\t-0.889\t1.637\t-0.390\t0.905\t-1.223\t-0.600\n0\t0.240\t1.168\t-0.677\t-0.615\t-0.372\t-0.083\t-1.775\t-0.021\t-0.034\t-0.613\t-0.769\t0.272\t0.589\t0.144\t0.143\t-0.037\t0.015\t0.681\t1.621\t1.493\t-1.084\t-2.111\t0.530\t0.021\t-0.060\t0.381\t-0.244\t-1.620\n1\t-1.579\t0.204\t-0.183\t1.678\t0.928\t-0.630\t0.373\t0.168\t0.454\t-1.019\t0.360\t-0.228\t0.282\t-0.724\t-0.585\t1.174\t-1.052\t-0.978\t-0.052\t-0.772\t-0.885\t0.105\t-1.505\t-1.008\t2.054\t0.459\t-0.747\t0.418\n4\t-0.842\t-1.604\t1.632\t-0.289\t2.710\t0.773\t1.829\t0.993\t0.159\t-0.598\t-0.977\t1.120\t0.265\t0.617\t0.815\t0.356\t-0.472\t1.013\t-0.198\t0.091\t0.717\t-0.059\t-1.818\t1.041\t1.255\t-1.831\t-1.043\t2.024\n4\t2.250\t1.167\t1.155\t1.471\t-2.203\t0.104\t-1.506\t-1.084\t-0.169\t1.512\t-0.311\t-0.570\t-0.118\t-0.048\t-1.541\t1.215\t-0.177\t-0.831\t0.891\t-0.984\t0.702\t0.021\t-1.505\t0.574\t-1.505\t-0.153\t-1.465\t0.783\n2\t-2.578\t-1.181\t-0.285\t0.575\t0.202\t0.673\t0.120\t-0.903\t0.540\t-0.040\t0.538\t0.038\t0.992\t1.050\t-0.585\t-0.324\t-1.302\t2.340\t-0.452\t-0.438\t-0.507\t-0.903\t1.107\t0.118\t-0.183\t-1.579\t0.385\t-0.863\n1\t0.604\t-0.613\t0.476\t-0.956\t0.317\t2.211\t-0.371\t-1.334\t0.897\t0.286\t0.458\t1.272\t-0.711\t-0.681\t0.545\t1.040\t0.237\t-0.071\t0.323\t0.734\t-1.448\t-0.990\t-0.089\t0.690\t2.172\t-0.113\t0.245\t-0.665\n1\t1.358\t1.630\t0.679\t0.239\t0.008\t-0.014\t1.863\t-1.102\t1.048\t-1.103\t1.179\t0.037\t-0.078\t0.340\t1.402\t1.032\t0.411\t-0.529\t-0.654\t0.285\t-0.779\t-0.231\t-1.542\t0.213\t0.002\t-0.701\t-0.941\t-0.227\n2\t0.767\t0.702\t-1.868\t1.123\t0.420\t0.804\t1.830\t0.794\t-1.183\t0.653\t-1.504\t-0.063\t-0.503\t0.010\t-1.510\t-1.394\t-0.449\t-0.223\t-0.426\t1.450\t0.424\t0.396\t-0.382\t-1.392\t-0.004\t1.807\t0.224\t1.113\n3\t-0.953\t-0.465\t-0.780\t-0.190\t-1.049\t-1.483\t-0.441\t-0.270\t1.116\t0.066\t-1.172\t-0.732\t0.713\t-0.424\t-1.093\t0.082\t-0.790\t0.478\t0.363\t-1.147\t1.785\t-0.123\t-2.664\t0.381\t-2.598\t1.040\t0.057\t-0.146\n2\t1.358\t0.059\t-1.950\t-1.325\t0.993\t-0.301\t1.855\t-1.029\t1.060\t1.011\t-1.567\t-0.581\t1.313\t1.302\t-0.108\t-0.034\t-1.136\t1.304\t0.615\t-1.440\t-0.052\t1.034\t-0.149\t0.600\t-0.383\t0.045\t0.436\t0.286\n1\t-0.252\t-1.157\t-2.444\t1.902\t0.307\t-1.107\t-1.261\t-0.279\t0.808\t0.631\t0.682\t-0.887\t-0.179\t0.127\t-0.057\t0.546\t1.574\t0.210\t-0.585\t-1.453\t0.176\t-0.660\t0.429\t0.365\t1.564\t0.214\t0.456\t-0.655\n2\t-0.076\t0.576\t-0.446\t1.066\t-0.426\t-0.678\t-1.807\t0.647\t-0.904\t-1.832\t0.280\t1.340\t0.860\t-0.743\t0.603\t-0.816\t0.747\t-0.872\t0.189\t0.840\t-0.163\t-0.624\t-2.676\t0.055\t0.678\t1.184\t1.336\t-0.167\n0\t0.945\t0.071\t-0.247\t0.033\t-1.049\t-0.095\t-0.923\t-0.644\t0.172\t-0.277\t1.265\t-0.245\t0.549\t-0.599\t0.561\t-0.758\t-0.547\t1.344\t0.250\t-1.742\t1.476\t-0.495\t-0.187\t0.615\t0.213\t-0.713\t-1.367\t-1.568\n4\t-0.776\t-1.441\t0.670\t-1.326\t0.907\t0.468\t-0.075\t0.940\t3.103\t0.478\t-1.120\t1.489\t0.186\t2.111\t-0.506\t1.282\t-0.000\t2.657\t-0.282\t3.002\t0.440\t0.847\t1.700\t-0.788\t0.969\t-0.293\t0.151\t0.083\n4\t-0.607\t2.602\t0.502\t1.849\t0.544\t0.402\t-0.626\t0.978\t0.025\t0.080\t-0.261\t-0.101\t0.025\t0.123\t-0.051\t-1.557\t0.542\t-0.123\t-3.317\t-1.588\t-0.473\t1.279\t0.608\t-0.687\t-0.191\t1.105\t-0.616\t-1.086\n3\t-0.759\t2.015\t-0.680\t0.865\t-1.491\t-1.494\t0.409\t0.704\t-0.886\t1.094\t0.395\t0.215\t0.364\t0.172\t-1.026\t1.634\t0.809\t-0.123\t1.068\t1.564\t0.963\t0.461\t-0.696\t-0.662\t-1.902\t0.242\t-0.059\t-2.313\n0\t-0.017\t-0.279\t-1.461\t0.977\t-0.431\t1.067\t0.464\t0.243\t0.197\t-1.009\t0.912\t0.282\t-0.353\t0.853\t0.162\t-0.440\t-0.385\t-0.802\t0.250\t-1.253\t-0.279\t0.273\t-0.306\t0.306\t0.662\t-1.719\t-0.151\t-1.663\n4\t2.020\t0.854\t-0.456\t-1.453\t-1.728\t1.012\t-0.372\t-0.103\t-0.064\t-1.737\t2.140\t-1.862\t-3.418\t0.521\t0.180\t-0.839\t-0.137\t0.076\t0.106\t1.941\t-0.006\t-0.575\t0.490\t0.179\t1.186\t1.777\t-0.976\t0.541\n4\t0.994\t0.529\t-0.414\t0.533\t-0.607\t0.345\t1.607\t-1.993\t-0.697\t-1.138\t2.337\t0.571\t-1.153\t-0.025\t-0.315\t-0.820\t-0.903\t-2.189\t-0.941\t-1.501\t1.699\t-0.580\t-0.806\t0.505\t-0.377\t-1.799\t-0.697\t-0.232\n1\t-0.537\t0.385\t1.712\t0.101\t-1.035\t0.405\t0.104\t0.033\t-1.339\t0.396\t-0.469\t-0.478\t0.900\t0.581\t-1.137\t1.503\t1.048\t-0.843\t-2.187\t0.356\t0.267\t-0.931\t1.823\t-0.109\t-0.035\t0.340\t1.226\t0.289\n3\t0.942\t0.380\t-1.539\t-0.792\t0.147\t-0.616\t-0.998\t2.144\t-1.000\t1.207\t0.413\t0.608\t1.138\t-0.689\t-0.300\t0.473\t-1.849\t1.650\t0.116\t-0.942\t1.094\t0.092\t-0.721\t0.946\t-2.326\t0.420\t1.310\t-0.833\n2\t0.757\t0.612\t-1.017\t-0.244\t-0.039\t-0.134\t0.334\t1.431\t1.082\t-1.312\t0.622\t1.329\t0.387\t1.091\t2.012\t1.024\t0.249\t1.045\t0.145\t0.024\t-0.351\t1.563\t-0.818\t1.532\t0.500\t-1.399\t0.368\t-2.100\n1\t-0.645\t-0.374\t-0.494\t-0.708\t-1.220\t-0.074\t1.133\t0.085\t-0.298\t0.806\t-0.492\t0.193\t-1.556\t-0.004\t-0.333\t-1.862\t-0.448\t-2.349\t-0.590\t0.494\t-0.907\t-0.711\t-1.520\t0.289\t-0.443\t-0.041\t1.149\t-1.000\n3\t0.383\t0.547\t0.497\t0.200\t-1.012\t2.841\t-0.192\t0.408\t-0.006\t1.433\t-0.570\t-0.281\t0.649\t0.127\t0.147\t0.145\t1.092\t0.601\t0.185\t-0.320\t1.646\t0.689\t-0.236\t1.421\t-2.104\t-0.194\t-1.182\t-1.891\n2\t0.668\t0.971\t-0.649\t-0.678\t-1.267\t-0.084\t-0.516\t-0.904\t-1.730\t-0.173\t-0.316\t0.354\t-1.054\t-1.422\t-0.143\t1.208\t2.031\t-0.422\t-0.507\t-1.895\t0.405\t-0.681\t-0.622\t-0.251\t1.006\t0.225\t0.633\t1.681\n3\t1.273\t-0.804\t-1.198\t-0.966\t0.468\t-1.080\t-2.225\t-0.339\t0.161\t-0.450\t-1.131\t1.166\t0.810\t0.340\t1.301\t-0.901\t-0.211\t1.170\t0.161\t1.701\t-1.750\t-1.818\t-0.496\t0.583\t0.711\t-0.239\t1.031\t0.416\n4\t0.341\t0.661\t0.005\t-0.039\t-0.522\t-0.914\t0.683\t-0.861\t-0.972\t0.181\t-0.955\t-0.039\t1.431\t0.028\t-1.400\t-0.005\t-1.660\t-2.504\t-1.162\t1.451\t-0.737\t1.755\t0.910\t1.687\t-2.333\t0.848\t-0.265\t0.866\n3\t1.344\t1.680\t-0.503\t0.780\t1.430\t0.401\t1.285\t-0.036\t0.394\t-0.622\t-0.165\t0.434\t-0.697\t-0.224\t0.761\t2.053\t-2.049\t1.977\t-0.260\t0.965\t1.161\t1.564\t-0.728\t-0.225\t-0.054\t-0.357\t1.319\t-0.077\n3\t0.901\t2.344\t1.365\t-1.426\t-0.312\t0.360\t-0.064\t1.313\t-0.020\t-0.070\t1.085\t-1.409\t0.489\t-0.632\t0.776\t-0.366\t0.513\t-0.546\t-1.980\t0.361\t-1.299\t1.497\t0.564\t0.725\t-0.283\t-0.019\t-2.366\t0.393\n4\t-1.023\t0.498\t1.905\t-0.844\t-1.809\t-2.126\t1.316\t-1.663\t1.880\t-1.039\t0.140\t0.862\t0.142\t-0.150\t-0.779\t0.560\t0.743\t0.227\t-0.104\t-0.148\t-2.282\t0.448\t0.976\t-0.546\t0.949\t-0.840\t0.998\t-1.509\n3\t1.183\t-0.026\t-0.505\t0.172\t0.618\t-1.906\t0.522\t-0.940\t-1.188\t0.539\t1.339\t0.216\t-1.355\t-0.671\t-0.418\t0.196\t-0.072\t0.495\t1.000\t0.345\t0.898\t-0.270\t3.296\t0.553\t0.684\t1.758\t0.088\t-0.646\n3\t-1.325\t-0.868\t-2.070\t1.542\t0.187\t-0.990\t-0.060\t-2.081\t-0.951\t0.543\t1.560\t-0.489\t1.379\t0.245\t0.357\t-1.404\t0.041\t1.236\t-0.352\t0.493\t-0.140\t-0.754\t0.707\t-2.008\t0.661\t0.586\t0.186\t-1.297\n3\t-1.255\t0.664\t-0.221\t0.599\t-2.736\t-0.760\t0.869\t-0.060\t2.142\t0.311\t0.883\t0.693\t-0.684\t-0.279\t0.675\t0.441\t-1.741\t1.004\t0.154\t-1.912\t-0.623\t0.676\t-0.622\t-0.554\t0.741\t-0.691\t0.674\t-1.212\n4\t-0.842\t-0.424\t0.734\t-1.146\t-0.466\t0.597\t0.875\t-0.193\t-0.411\t-1.322\t0.526\t1.319\t2.565\t0.386\t-0.051\t-0.920\t-1.879\t0.177\t2.350\t1.271\t1.117\t0.246\t0.360\t-2.424\t0.763\t-0.579\t-0.702\t-0.323\n1\t-0.462\t0.289\t0.304\t0.091\t-1.374\t0.038\t0.630\t-1.639\t-0.735\t-0.915\t-0.172\t0.770\t-0.214\t1.450\t0.319\t0.075\t0.039\t-1.795\t-0.107\t0.410\t1.861\t-0.941\t1.279\t0.614\t-0.591\t-0.601\t1.325\t0.533\n1\t0.182\t0.698\t0.191\t-0.643\t1.274\t0.655\t-0.446\t-0.318\t0.492\t-1.170\t0.701\t-0.532\t-0.756\t-1.945\t-0.103\t-0.956\t-0.362\t-0.028\t-1.337\t-2.049\t-1.273\t-1.650\t0.137\t0.175\t0.578\t1.480\t-0.063\t0.412\n3\t-1.466\t-2.257\t1.139\t-0.121\t0.578\t0.889\t-1.297\t0.899\t-2.092\t0.340\t0.809\t0.151\t-1.294\t-0.003\t1.627\t0.551\t-0.595\t-0.021\t0.965\t1.571\t-1.763\t1.145\t1.006\t-0.932\t0.502\t-0.253\t-0.884\t-0.134\n3\t-0.679\t0.236\t0.899\t-0.819\t-2.424\t1.490\t-1.135\t-2.560\t-1.037\t0.773\t-0.808\t0.359\t1.086\t-1.370\t-0.092\t0.220\t-0.259\t-1.914\t-0.619\t-0.395\t-1.493\t0.110\t0.944\t-0.323\t0.824\t-0.226\t-0.478\t-1.444\n4\t-0.465\t-0.106\t2.644\t-1.503\t0.254\t0.468\t1.086\t0.098\t0.308\t-0.392\t0.269\t-0.343\t0.622\t-0.370\t0.377\t-0.029\t1.126\t-0.051\t-1.773\t1.262\t-0.906\t-0.654\t-0.596\t1.374\t-2.136\t3.138\t1.056\t0.223\n1\t-1.908\t-0.041\t0.665\t0.685\t-0.710\t-1.023\t-1.092\t0.466\t1.007\t0.142\t-1.070\t0.180\t-0.952\t-0.737\t-0.369\t-0.799\t-1.130\t1.549\t-1.888\t-0.592\t-0.216\t1.228\t0.295\t-0.282\t-0.741\t1.147\t-0.807\t0.211\n3\t0.646\t-1.263\t-1.939\t0.260\t-1.597\t0.085\t-0.198\t-1.501\t1.892\t-0.676\t0.978\t1.292\t-0.760\t2.078\t-0.858\t-0.112\t0.295\t-1.412\t-0.178\t0.646\t0.340\t1.318\t-1.187\t-0.244\t-0.521\t-0.910\t-0.302\t0.219\n2\t-0.140\t-0.383\t-0.580\t-0.488\t2.274\t1.040\t-0.590\t0.193\t-0.000\t-0.137\t1.013\t-0.001\t-0.658\t1.613\t-0.329\t-0.123\t0.118\t0.200\t-0.660\t-0.164\t1.113\t0.862\t-1.947\t-1.595\t-0.958\t-1.841\t-1.296\t0.324\n1\t-0.183\t0.412\t-1.320\t0.533\t0.165\t-0.073\t0.139\t-0.211\t0.257\t0.976\t1.400\t-0.528\t0.303\t-0.948\t2.422\t0.813\t-0.910\t1.490\t-1.616\t-0.857\t-0.605\t-0.228\t0.605\t-0.889\t-0.459\t-0.155\t0.653\t-0.345\n1\t-0.881\t0.281\t-0.060\t1.947\t0.917\t0.285\t-0.267\t1.676\t-0.030\t0.332\t0.042\t-0.404\t0.037\t-1.962\t-1.548\t0.350\t1.568\t0.348\t-0.720\t-1.443\t0.785\t-0.567\t0.643\t0.390\t0.478\t0.034\t0.384\t-0.119\n2\t0.302\t-1.269\t-0.545\t0.743\t-1.823\t-1.411\t-0.373\t0.927\t-0.217\t0.461\t0.005\t-0.141\t-0.654\t0.840\t-1.254\t-0.234\t1.146\t-0.764\t-1.556\t-2.117\t0.666\t0.734\t-0.344\t-1.271\t-0.146\t1.178\t-1.269\t1.058\n0\t-0.854\t-0.247\t0.042\t1.809\t1.435\t-0.388\t2.009\t0.951\t0.471\t-0.281\t-0.577\t0.543\t0.384\t-0.391\t1.114\t0.163\t0.418\t1.073\t0.827\t-1.620\t0.762\t0.028\t-0.447\t0.052\t-0.306\t0.127\t-0.021\t0.688\n3\t-0.797\t1.321\t0.150\t0.562\t-0.249\t0.201\t-0.891\t-1.178\t0.015\t0.570\t-1.946\t-0.499\t1.842\t0.479\t1.538\t-0.634\t-0.458\t0.967\t0.624\t-0.094\t-1.263\t1.157\t2.510\t-1.572\t1.404\t-0.468\t-0.333\t0.270\n3\t1.495\t-1.098\t-0.149\t0.563\t1.287\t-1.404\t1.779\t-2.162\t-0.032\t0.188\t-1.384\t0.585\t0.039\t-0.232\t-0.422\t0.291\t0.027\t0.678\t-1.031\t-0.565\t1.605\t-2.200\t0.305\t-1.446\t-0.268\t-0.070\t1.123\t-1.339\n4\t1.344\t0.509\t0.580\t-2.222\t-0.020\t-0.557\t-0.815\t-1.027\t-1.300\t1.233\t-0.661\t0.623\t-1.452\t-2.914\t0.187\t-2.064\t-0.079\t-1.350\t-0.752\t1.648\t0.620\t-0.837\t0.590\t0.091\t0.195\t-0.934\t-1.251\t0.168\n1\t-0.545\t1.086\t0.618\t2.162\t-1.404\t-0.619\t0.970\t0.921\t-1.168\t1.278\t0.990\t-0.514\t0.332\t0.983\t1.584\t-0.978\t0.469\t0.131\t0.956\t0.577\t-0.150\t0.127\t-0.749\t-0.054\t0.984\t1.016\t-0.077\t0.040\n4\t0.905\t-0.469\t1.216\t-0.747\t0.600\t-1.305\t1.031\t0.876\t0.468\t-0.393\t-1.402\t-0.391\t1.110\t0.130\t-1.553\t-1.125\t1.253\t0.488\t-1.234\t-1.766\t-0.625\t-1.851\t-0.156\t2.452\t-1.597\t-0.186\t1.312\t0.749\n0\t0.504\t0.342\t-0.155\t-1.360\t0.099\t0.127\t-0.546\t0.031\t-0.235\t-1.118\t0.466\t-1.358\t0.076\t0.157\t-0.389\t0.081\t0.313\t1.157\t0.742\t-0.946\t0.865\t1.375\t-0.098\t2.280\t-0.466\t-0.036\t0.146\t0.592\n3\t-0.823\t0.300\t0.261\t0.122\t-2.479\t-0.663\t2.050\t0.304\t0.907\t0.183\t1.275\t0.706\t0.536\t-2.791\t0.915\t-0.062\t0.768\t1.305\t0.804\t-0.341\t1.014\t0.935\t-0.128\t1.013\t-0.453\t1.491\t-0.189\t0.589\n4\t0.172\t0.014\t-1.869\t-1.116\t0.519\t-1.089\t0.367\t-2.824\t0.562\t-1.719\t0.317\t0.705\t0.880\t-0.057\t-0.009\t-2.467\t-1.537\t-0.993\t-0.513\t-0.837\t0.377\t0.553\t0.119\t1.820\t0.948\t-0.580\t-1.508\t-0.114\n3\t0.562\t-0.272\t2.671\t1.444\t-0.966\t-0.267\t-0.140\t-1.501\t-0.921\t0.658\t0.072\t-1.216\t-0.179\t-1.048\t-0.549\t2.857\t0.246\t0.787\t0.995\t0.210\t0.177\t0.645\t0.085\t0.249\t-0.100\t-0.485\t-1.673\t-0.933\n0\t-0.199\t-1.075\t-0.906\t0.300\t-0.262\t-0.103\t-0.619\t-0.951\t-0.244\t1.070\t0.091\t-0.235\t0.424\t0.326\t-0.625\t-0.683\t-0.706\t-1.377\t0.759\t-0.297\t1.969\t-0.521\t0.916\t-0.302\t-0.001\t-0.315\t-0.387\t1.198\n3\t-1.232\t-0.875\t0.200\t-0.530\t1.025\t2.320\t0.212\t1.754\t-1.249\t0.701\t-1.353\t-0.431\t0.969\t-0.826\t1.521\t0.560\t-1.341\t1.567\t-0.468\t-0.256\t-0.178\t-2.059\t-0.048\t0.312\t-1.542\t-0.145\t0.768\t0.334\n4\t0.121\t0.231\t-0.999\t-1.352\t-0.377\t-0.087\t1.063\t0.922\t0.185\t1.191\t-0.943\t1.077\t-0.790\t1.240\t-0.013\t-1.998\t0.730\t0.810\t-0.457\t-0.371\t-0.160\t-1.925\t-2.365\t1.302\t-0.824\t1.855\t1.370\t1.567\n0\t-1.792\t0.337\t0.495\t1.664\t0.590\t-0.035\t0.474\t-0.373\t-0.853\t0.648\t0.314\t-1.277\t-0.038\t-0.832\t0.920\t-0.427\t1.708\t1.179\t-1.091\t-0.667\t0.672\t0.056\t-0.280\t0.055\t-0.125\t1.007\t-0.285\t0.469\n2\t0.953\t1.388\t-0.604\t-1.328\t1.180\t-0.095\t-0.218\t-0.877\t0.277\t-0.643\t-1.625\t-0.719\t-0.691\t-1.672\t-0.228\t-1.103\t-0.269\t0.456\t0.599\t-1.548\t0.950\t1.699\t0.502\t1.614\t0.423\t-0.048\t-0.502\t0.709\n4\t-1.227\t-2.525\t0.394\t-0.406\t-0.384\t0.731\t-1.160\t1.717\t1.154\t-0.470\t1.180\t-0.070\t-1.785\t1.390\t1.625\t1.386\t0.314\t1.101\t0.025\t-0.583\t-1.270\t-0.139\t1.091\t-0.265\t-0.983\t-0.602\t-1.507\t1.093\n4\t1.170\t0.103\t-0.105\t2.288\t0.360\t-0.843\t-0.921\t2.279\t-0.741\t-0.701\t0.027\t0.732\t-1.241\t-0.279\t-1.341\t-0.153\t0.822\t-0.251\t1.969\t-0.847\t0.218\t1.307\t1.009\t2.643\t0.324\t-0.895\t0.084\t-0.838\n0\t0.038\t-0.670\t-0.949\t0.031\t-1.000\t0.301\t-0.716\t1.398\t0.875\t-1.163\t-1.225\t-0.495\t1.822\t-0.168\t-0.561\t0.014\t-0.264\t0.159\t1.062\t-1.395\t-1.079\t1.737\t0.561\t0.374\t0.105\t0.050\t-0.159\t-0.413\n3\t0.799\t1.986\t0.524\t-0.975\t-1.388\t-0.920\t-0.454\t-0.677\t0.054\t-0.181\t0.075\t2.442\t0.876\t0.270\t1.062\t-0.807\t-0.850\t0.916\t-0.000\t0.123\t-1.143\t-0.474\t-0.410\t-0.481\t2.145\t2.121\t1.138\t0.097\n1\t-1.537\t2.184\t-0.966\t-0.162\t0.258\t-0.289\t-0.290\t0.422\t1.526\t0.768\t1.479\t-1.047\t0.317\t0.155\t0.351\t1.376\t-0.221\t-0.406\t0.534\t-1.778\t-0.237\t-0.134\t-0.920\t1.057\t-1.062\t-0.136\t0.293\t1.353\n2\t-0.577\t-0.037\t1.073\t0.140\t-0.292\t0.673\t1.476\t0.314\t0.191\t-1.660\t-1.362\t-1.490\t-0.191\t-0.834\t-0.496\t-0.846\t-0.758\t-1.854\t0.220\t0.700\t0.070\t0.365\t0.465\t0.425\t0.847\t1.191\t1.578\t-1.926\n4\t0.393\t-0.423\t-0.658\t0.899\t1.954\t-0.365\t-0.774\t-0.139\t0.108\t-1.794\t-1.014\t-1.506\t-1.152\t1.452\t-2.287\t0.373\t-0.370\t0.243\t-1.169\t-0.460\t1.224\t-0.454\t1.410\t-2.725\t0.539\t0.042\t-1.438\t0.916\n1\t0.265\t0.124\t-0.075\t-0.639\t0.137\t0.423\t1.962\t0.535\t0.587\t-0.749\t-0.955\t-0.981\t-0.296\t0.060\t0.216\t-0.818\t-2.241\t-0.420\t0.937\t-0.376\t-0.074\t-1.594\t0.124\t0.409\t-0.570\t0.964\t1.199\t2.116\n3\t-0.521\t-0.549\t0.284\t1.073\t-0.696\t-1.561\t0.337\t-1.189\t-0.467\t-0.888\t0.066\t0.458\t0.598\t-0.214\t1.400\t-0.809\t-1.219\t-1.058\t2.610\t-1.218\t1.216\t-0.257\t0.786\t-2.227\t-0.405\t0.657\t0.548\t1.496\n1\t2.106\t0.338\t-1.395\t0.513\t-0.603\t0.268\t-0.627\t0.930\t0.110\t0.443\t0.339\t0.820\t-0.947\t1.038\t-1.414\t-0.683\t1.365\t-0.867\t0.372\t-1.280\t-0.338\t-0.810\t0.734\t-1.177\t-1.618\t0.700\t-0.662\t0.104\n0\t-1.084\t1.394\t0.758\t-0.765\t-0.970\t-0.191\t-1.454\t1.134\t-0.543\t0.670\t-0.126\t-0.491\t0.319\t0.140\t-0.291\t-0.164\t0.791\t-0.848\t1.889\t0.163\t0.006\t0.385\t-0.236\t-0.933\t0.438\t0.004\t0.688\t0.041\n2\t1.885\t-1.147\t0.488\t-0.996\t0.454\t-1.064\t0.369\t1.892\t0.370\t-0.250\t0.329\t-1.827\t0.611\t-0.431\t1.078\t0.118\t-1.467\t-0.261\t-1.628\t0.685\t-0.773\t0.775\t-1.239\t0.317\t0.193\t0.942\t-0.843\t0.511\n2\t0.007\t1.368\t0.035\t-1.284\t-2.111\t0.674\t-0.657\t-0.524\t1.077\t-0.135\t-0.299\t0.162\t1.482\t0.254\t-2.159\t-0.818\t-0.285\t0.863\t-1.243\t0.149\t-0.082\t1.017\t-0.997\t0.167\t1.533\t0.899\t0.599\t-0.311\n1\t0.328\t0.007\t0.484\t0.217\t-0.675\t-0.585\t0.649\t-0.637\t0.840\t-0.137\t1.024\t2.004\t1.787\t-0.913\t0.480\t-1.634\t0.705\t-0.483\t-1.117\t-0.035\t-0.797\t-2.096\t-0.984\t1.293\t-0.096\t-0.687\t-0.165\t-0.406\n1\t0.525\t-0.749\t0.330\t0.450\t0.169\t-1.029\t-1.439\t-1.099\t-0.097\t1.438\t-0.299\t1.104\t-1.936\t0.478\t1.632\t-0.889\t-0.172\t0.143\t0.719\t-1.125\t-1.228\t0.687\t0.528\t-0.963\t0.627\t-0.130\t-0.897\t-0.825\n1\t-0.168\t0.273\t1.087\t0.892\t-0.440\t-0.130\t0.905\t0.939\t-0.088\t-0.054\t0.268\t1.367\t1.068\t0.693\t-1.079\t-0.275\t-0.222\t1.418\t-0.239\t1.253\t-0.571\t-0.491\t0.481\t1.568\t-0.212\t-2.563\t-1.564\t0.298\n3\t-0.018\t-0.411\t-1.738\t0.323\t0.888\t2.847\t1.307\t-1.299\t-0.012\t0.592\t-0.688\t0.780\t0.703\t1.237\t0.802\t0.285\t-0.638\t-1.293\t0.219\t-0.404\t-0.307\t1.122\t1.369\t-1.235\t-0.210\t-0.433\t0.315\t-2.266\n3\t-2.323\t-1.128\t-0.347\t-0.546\t0.071\t-0.789\t-0.733\t1.646\t0.226\t-0.427\t1.539\t-0.740\t1.992\t-0.208\t-0.714\t0.395\t0.720\t0.308\t-0.475\t0.669\t2.155\t-1.019\t-0.498\t-1.711\t0.063\t0.735\t1.486\t-1.146\n3\t-0.270\t-0.027\t1.953\t0.687\t1.536\t0.598\t-0.711\t0.117\t0.236\t-0.939\t-0.384\t-0.206\t1.606\t-2.081\t1.206\t-0.937\t-1.372\t1.180\t0.732\t1.255\t0.801\t2.060\t0.559\t-0.156\t0.343\t1.243\t-0.779\t-0.652\n0\t-0.012\t-1.121\t-0.057\t-0.051\t0.161\t0.662\t-1.039\t1.688\t0.245\t0.727\t-0.628\t1.286\t-0.257\t0.278\t-0.933\t-0.997\t0.688\t-0.444\t-0.854\t-0.643\t0.699\t-0.629\t-0.118\t0.015\t-1.917\t-1.471\t0.336\t-0.737\n4\t0.546\t-1.453\t-0.016\t0.984\t-0.823\t0.716\t-1.647\t0.088\t-0.416\t-0.214\t-1.278\t-0.768\t0.514\t-0.346\t0.078\t0.911\t-0.715\t2.978\t-2.082\t-0.438\t-0.359\t-1.949\t-0.223\t2.002\t0.896\t-1.262\t0.839\t0.449\n0\t-0.120\t-0.645\t-0.245\t1.236\t0.842\t0.783\t1.680\t-0.072\t0.104\t0.572\t-1.382\t1.126\t-0.705\t0.282\t0.725\t-0.551\t-0.893\t-0.032\t0.632\t0.682\t0.198\t-1.036\t-1.110\t0.813\t0.091\t0.899\t-0.214\t-0.048\n0\t-0.220\t-0.137\t-1.201\t-1.002\t-0.186\t-0.982\t0.491\t0.467\t0.256\t-0.503\t-1.082\t0.390\t-0.219\t-0.042\t0.634\t0.173\t-0.354\t2.196\t-0.714\t-1.315\t-0.053\t-0.274\t0.306\t-1.074\t-1.691\t1.153\t0.642\t0.572\n0\t-1.278\t-0.895\t-1.337\t1.337\t1.549\t0.320\t1.221\t0.134\t-0.095\t-0.333\t-0.310\t-1.548\t0.264\t-0.040\t0.745\t0.094\t-0.163\t-0.871\t0.072\t0.738\t-1.143\t0.087\t0.233\t-0.718\t-0.588\t0.231\t-1.133\t0.350\n0\t-1.187\t0.046\t0.111\t-0.908\t0.375\t0.541\t-1.462\t-0.633\t0.250\t0.354\t-0.182\t0.914\t0.071\t-0.111\t0.654\t1.956\t0.201\t0.056\t-0.656\t-0.248\t-1.521\t-0.028\t-0.535\t-0.312\t0.648\t0.231\t1.197\t1.284\n2\t2.102\t0.594\t0.698\t-0.364\t-0.800\t-1.790\t0.144\t0.567\t2.210\t0.412\t0.221\t0.617\t1.083\t1.003\t-1.377\t-1.707\t0.777\t-0.204\t0.178\t-0.349\t0.095\t-1.430\t0.516\t-0.918\t-1.433\t-0.405\t-0.505\t0.203\n1\t-0.159\t1.438\t0.358\t0.335\t-0.091\t0.258\t0.331\t-1.746\t0.646\t-0.019\t1.211\t-0.907\t1.680\t-0.840\t1.169\t-0.464\t0.634\t1.331\t0.541\t-0.251\t-0.502\t-0.295\t-1.166\t0.215\t1.277\t1.114\t1.281\t0.773\n2\t0.008\t-0.772\t-1.388\t1.139\t-0.385\t0.167\t0.285\t0.322\t-1.174\t-1.676\t-0.589\t0.396\t-0.728\t-0.355\t2.127\t-1.845\t-0.755\t1.897\t-0.045\t-0.706\t1.169\t0.055\t-0.348\t0.192\t-0.658\t-1.017\t-0.114\t-1.011\n3\t0.639\t-1.510\t1.161\t-0.069\t-0.537\t-0.626\t-2.039\t-1.003\t-0.949\t-1.019\t0.974\t0.340\t1.361\t-1.624\t-0.898\t0.298\t-0.673\t-0.643\t0.320\t-0.763\t-2.203\t-0.679\t1.223\t-0.035\t-0.253\t0.554\t-0.450\t-2.487\n2\t0.289\t-1.703\t0.554\t0.191\t-2.033\t-0.437\t-1.585\t0.798\t-1.353\t-1.682\t-1.062\t-0.226\t-0.201\t-0.905\t-0.088\t-0.810\t0.115\t0.619\t-0.006\t-0.293\t-0.084\t-0.986\t0.766\t-0.138\t1.298\t1.844\t-1.567\t0.541\n2\t-1.398\t1.203\t0.180\t0.838\t-0.102\t-0.842\t0.751\t0.654\t0.972\t-0.013\t-0.600\t-1.559\t0.819\t0.424\t-0.966\t-0.539\t-0.467\t-1.483\t-0.818\t-1.134\t-0.412\t-0.739\t-1.627\t2.023\t1.253\t-0.779\t0.272\t0.417\n2\t-0.421\t0.200\t1.020\t-0.950\t0.711\t-0.050\t-0.928\t0.383\t-0.155\t0.561\t0.411\t-1.348\t-1.589\t-3.106\t1.934\t0.585\t0.401\t-1.384\t-0.372\t-1.310\t0.043\t-0.152\t-0.532\t0.453\t0.092\t-0.146\t0.031\t-0.134\n0\t-0.344\t0.209\t0.585\t-0.398\t-0.726\t-1.279\t1.252\t1.233\t0.314\t0.054\t-2.235\t0.411\t-1.434\t-0.134\t0.592\t-0.791\t-0.011\t-1.117\t1.000\t0.649\t0.251\t-0.140\t0.942\t0.795\t0.224\t-1.146\t-0.784\t-0.873\n3\t-0.236\t-0.047\t0.148\t1.275\t-0.151\t1.217\t-0.314\t0.080\t-0.235\t-1.750\t-0.804\t1.567\t-0.864\t0.794\t-2.170\t-0.405\t0.427\t-0.059\t0.370\t-2.495\t-1.030\t-0.631\t-1.019\t-0.128\t-1.818\t-0.344\t1.937\t-0.370\n1\t1.779\t-0.857\t0.277\t-1.572\t-1.212\t0.808\t0.049\t-1.054\t-0.200\t-0.923\t-0.580\t0.611\t0.380\t-1.204\t0.009\t1.774\t1.169\t0.491\t0.113\t0.035\t0.266\t1.356\t0.132\t-0.329\t0.632\t1.929\t-0.094\t-0.901\n0\t-0.406\t0.139\t-0.150\t-1.304\t0.547\t-0.737\t1.392\t-0.340\t0.122\t0.467\t0.409\t0.523\t0.586\t-0.257\t-0.465\t0.616\t0.018\t-0.805\t-0.037\t-1.436\t-0.242\t-0.262\t-0.097\t-0.040\t0.642\t1.243\t-0.560\t-0.656\n0\t-0.384\t-1.236\t-0.469\t-0.359\t0.526\t-0.374\t0.440\t-0.790\t-0.295\t-0.785\t-0.847\t1.275\t-0.715\t-0.348\t1.045\t0.750\t1.641\t0.483\t-0.600\t2.057\t0.582\t-0.155\t0.057\t0.179\t-0.237\t-1.376\t1.627\t-0.022\n3\t-2.010\t0.842\t0.765\t0.623\t-1.427\t1.829\t-0.755\t0.239\t0.252\t1.593\t0.125\t0.416\t-0.077\t-1.197\t-2.319\t0.033\t-1.412\t0.350\t0.149\t0.124\t-1.053\t1.037\t0.475\t-1.182\t2.069\t-0.211\t-1.334\t-0.758\n1\t1.193\t1.302\t0.270\t-0.877\t-0.175\t0.677\t1.099\t1.066\t-0.176\t0.225\t0.520\t1.461\t-0.755\t0.460\t-0.514\t1.168\t-0.033\t0.238\t-0.838\t-0.428\t1.985\t0.615\t0.187\t1.371\t1.509\t-0.040\t-0.764\t-0.152\n0\t0.560\t-0.040\t-0.427\t0.220\t2.078\t-0.203\t-1.626\t-0.459\t-0.678\t0.330\t-0.932\t0.507\t-0.913\t-0.040\t0.499\t0.676\t-0.922\t-0.584\t-0.700\t0.694\t-1.096\t-0.620\t-0.259\t-1.825\t0.568\t0.691\t-0.006\t-1.242\n0\t-0.193\t-1.014\t0.021\t0.717\t-1.456\t-0.269\t-0.802\t2.183\t0.092\t1.552\t0.244\t0.333\t-0.061\t-0.223\t-0.074\t-0.657\t-0.011\t-1.624\t0.173\t-1.205\t0.094\t0.321\t1.417\t0.317\t-0.266\t-0.629\t0.716\t-0.099\n2\t0.793\t-0.036\t-2.382\t-0.558\t0.354\t0.061\t1.040\t-0.002\t1.842\t-1.060\t0.518\t-1.029\t0.914\t-0.753\t-1.757\t-1.486\t-0.472\t1.559\t0.741\t0.447\t-0.065\t-1.126\t-0.933\t-0.552\t-0.642\t-0.657\t-0.951\t0.006\n0\t-0.454\t-2.262\t0.681\t0.045\t-0.768\t-0.968\t0.106\t-0.448\t1.873\t0.883\t0.212\t1.008\t0.160\t-0.552\t-1.051\t1.065\t-0.676\t1.103\t0.694\t0.264\t0.463\t-0.417\t-0.028\t-0.271\t0.004\t-1.001\t0.465\t1.159\n2\t0.438\t-0.449\t-1.256\t-0.392\t0.222\t-0.023\t0.950\t-0.878\t0.241\t-0.529\t-0.220\t1.348\t0.672\t0.558\t1.760\t-1.277\t0.209\t-0.866\t-2.262\t-0.196\t0.706\t-1.584\t0.122\t0.671\t-0.360\t-1.478\t1.482\t-1.858\n3\t-0.693\t-2.290\t-0.560\t2.116\t1.325\t-0.480\t0.301\t0.614\t0.131\t-1.270\t0.105\t0.020\t-1.932\t0.157\t0.852\t0.868\t0.582\t-0.402\t-2.396\t-1.079\t-0.456\t0.838\t-0.424\t-0.512\t0.619\t-0.511\t-0.292\t-1.599\n2\t1.270\t-1.035\t0.807\t1.586\t-0.739\t-0.757\t1.957\t-0.448\t0.267\t-1.687\t0.453\t-0.374\t0.448\t-0.124\t0.957\t0.868\t0.132\t-0.690\t-1.952\t-0.389\t0.708\t-0.166\t0.173\t-0.100\t-2.103\t-0.072\t0.035\t-0.386\n3\t-0.974\t1.132\t0.272\t-1.185\t-0.701\t-0.872\t1.406\t0.711\t-0.126\t1.707\t1.452\t-0.231\t-0.411\t-0.362\t-0.953\t1.734\t-1.006\t0.868\t0.691\t-0.305\t1.810\t-1.559\t-0.080\t-0.489\t0.961\t0.354\t-1.727\t1.239\n2\t-0.439\t-1.500\t-0.395\t-1.371\t-1.109\t0.242\t1.919\t-1.362\t-1.215\t-0.533\t-0.147\t-1.542\t-0.699\t-0.791\t0.318\t0.426\t-0.153\t-0.378\t-0.710\t0.052\t-0.976\t1.547\t-1.498\t-0.656\t0.868\t-0.399\t0.672\t1.717\n2\t0.047\t-0.803\t0.144\t0.383\t1.505\t-1.575\t2.083\t-0.570\t2.153\t-0.423\t-0.223\t1.030\t-1.665\t-1.026\t-1.506\t1.184\t0.500\t1.222\t0.105\t-1.249\t-0.054\t-0.261\t-0.974\t0.183\t0.233\t0.255\t0.612\t-0.242\n0\t-0.643\t-0.081\t-1.101\t2.013\t0.656\t-0.013\t1.416\t-0.205\t-0.033\t-0.704\t-0.941\t0.211\t1.064\t-0.878\t-0.239\t-0.204\t0.772\t-0.431\t0.753\t0.715\t-0.662\t-0.293\t0.080\t-0.437\t-0.895\t1.482\t-1.783\t0.233\n2\t-0.526\t1.486\t-0.624\t1.823\t-0.189\t1.031\t-0.330\t-1.517\t0.720\t-0.250\t1.601\t0.627\t-0.411\t0.864\t-1.647\t0.155\t0.958\t-0.447\t-0.508\t-1.854\t1.439\t0.018\t0.359\t0.553\t0.500\t0.689\t1.105\t0.518\n2\t-0.676\t0.713\t0.152\t-0.686\t-0.352\t-0.071\t-1.565\t0.766\t-0.479\t-2.784\t-0.024\t-0.742\t1.689\t-0.585\t-1.098\t0.508\t-0.660\t-0.779\t0.510\t-1.040\t-1.457\t1.726\t0.579\t-0.264\t-0.003\t0.506\t0.973\t-0.756\n1\t0.238\t0.480\t-0.432\t0.232\t-0.927\t1.288\t-0.634\t1.129\t-0.234\t0.202\t-0.495\t-1.016\t-1.745\t-1.055\t-0.324\t0.212\t1.010\t-0.446\t-0.882\t-1.443\t0.480\t1.383\t1.266\t0.710\t0.639\t1.698\t0.332\t0.646\n4\t2.122\t1.032\t-1.519\t-0.484\t1.267\t-0.708\t0.444\t0.775\t-0.927\t-0.060\t-3.241\t-1.024\t-0.253\t-1.248\t1.632\t-1.430\t-0.440\t0.131\t1.441\t-1.436\t1.163\t0.010\t-0.982\t0.462\t0.199\t-0.600\t0.070\t-0.385\n3\t-1.104\t-0.706\t-0.002\t1.219\t-0.180\t-0.868\t0.050\t-0.191\t0.025\t1.600\t-0.383\t-0.229\t-0.243\t-1.045\t1.085\t1.482\t1.655\t-2.084\t-0.370\t-0.962\t-0.022\t0.269\t0.550\t-2.566\t-1.150\t-0.100\t-0.356\t-1.483\n4\t-2.241\t0.465\t0.136\t0.512\t-0.861\t-0.701\t-0.865\t1.602\t-0.972\t-0.757\t-0.075\t-1.176\t-0.430\t-2.093\t-0.482\t-2.785\t-0.228\t-1.280\t-1.246\t-0.562\t-0.813\t1.179\t-0.986\t0.285\t-1.748\t-0.374\t-0.448\t0.349\n1\t0.835\t-1.381\t0.947\t0.056\t0.937\t1.680\t0.801\t-0.413\t-1.088\t0.536\t-0.286\t0.664\t-0.507\t-0.929\t-0.242\t0.501\t0.122\t-0.813\t1.801\t-0.139\t-2.262\t0.932\t-0.011\t-0.171\t-0.190\t-0.185\t1.669\t0.465\n4\t1.393\t0.821\t-0.148\t0.559\t-0.415\t-0.234\t0.279\t-1.727\t1.064\t-0.615\t-1.386\t-0.344\t0.942\t-0.047\t-1.668\t1.784\t-0.331\t-1.490\t-0.995\t-1.817\t0.832\t-1.192\t-1.055\t2.601\t-0.414\t-0.550\t0.402\t-2.025\n2\t-1.327\t1.156\t-1.671\t1.793\t-1.142\t0.190\t-1.629\t-1.350\t0.898\t1.028\t0.239\t0.741\t1.045\t-0.684\t-1.399\t-0.014\t-0.577\t0.389\t0.548\t-0.682\t0.704\t0.654\t0.723\t-0.408\t0.780\t0.520\t0.640\t1.678\n3\t-1.251\t1.442\t0.903\t-0.892\t1.135\t0.649\t-0.782\t-1.029\t1.521\t-0.627\t0.845\t0.365\t-2.041\t0.220\t-0.004\t1.260\t0.836\t0.041\t1.289\t-0.532\t0.010\t0.266\t-1.452\t-0.180\t-1.270\t-0.478\t-2.035\t-1.580\n2\t-2.036\t0.463\t0.049\t0.409\t0.172\t0.954\t-0.075\t1.013\t-0.776\t-0.719\t1.376\t1.356\t0.574\t-0.889\t-0.970\t1.328\t1.273\t-0.064\t2.342\t0.459\t-1.107\t-0.276\t0.005\t0.086\t1.250\t-0.956\t-1.332\t0.602\n2\t1.515\t-1.009\t0.768\t-0.957\t0.143\t-1.193\t-1.142\t1.950\t0.672\t-0.390\t1.028\t1.341\t1.103\t-0.152\t-0.592\t0.510\t-0.781\t-0.845\t1.336\t-1.643\t1.771\t-0.253\t1.232\t0.346\t0.376\t0.577\t-0.304\t0.239\n2\t-0.105\t0.894\t-0.330\t-0.607\t-1.236\t-0.012\t-1.300\t1.109\t-0.051\t-0.075\t-0.267\t-0.740\t0.450\t0.277\t2.028\t0.286\t1.766\t-0.998\t-0.410\t0.692\t1.580\t-0.482\t-0.931\t1.519\t1.573\t-1.788\t0.930\t0.167\n2\t1.024\t-0.552\t0.298\t-0.730\t0.230\t1.494\t0.773\t0.922\t1.114\t-0.070\t-0.873\t-1.854\t-1.084\t0.117\t-2.033\t0.177\t0.494\t-1.564\t0.879\t-0.421\t-1.635\t-1.693\t-0.056\t0.085\t-0.015\t1.037\t0.062\t-0.580\n0\t-0.145\t-0.834\t0.565\t-0.977\t0.705\t0.388\t1.402\t-0.464\t1.337\t0.212\t-0.075\t-0.853\t0.396\t-0.476\t-0.028\t0.777\t-0.031\t0.317\t1.514\t0.563\t-0.679\t-0.405\t0.141\t2.122\t-1.335\t0.190\t1.364\t0.615\n3\t0.562\t0.882\t1.020\t-0.161\t-0.414\t-0.626\t-0.723\t-0.017\t-0.209\t-0.825\t-1.144\t-0.109\t-0.434\t-1.141\t0.831\t1.772\t0.963\t-0.720\t-0.050\t1.540\t-1.174\t0.783\t-1.448\t1.684\t-0.430\t2.229\t1.728\t-0.106\n2\t-0.632\t0.777\t-0.918\t0.685\t-1.194\t1.381\t-1.388\t0.460\t-0.435\t-0.643\t0.876\t0.567\t-0.021\t0.450\t1.758\t-1.813\t-2.629\t-0.434\t-0.308\t0.516\t0.178\t0.072\t-0.942\t0.259\t0.899\t0.319\t0.102\t0.888\n2\t1.100\t0.839\t1.273\t-0.022\t-0.459\t-1.161\t0.009\t2.219\t-1.142\t0.580\t1.688\t0.667\t1.389\t1.304\t-0.228\t0.133\t1.265\t0.015\t-0.507\t0.628\t0.604\t-0.192\t0.438\t-1.368\t-1.343\t-0.137\t-0.655\t-0.243\n4\t-0.841\t1.143\t-0.775\t1.523\t0.594\t-1.019\t-0.945\t-0.220\t-1.054\t-1.606\t1.232\t-1.938\t1.617\t-0.425\t0.456\t2.307\t0.683\t-0.647\t1.784\t-1.845\t0.223\t1.287\t-0.469\t-1.043\t-1.244\t-0.099\t-1.994\t-1.916\n1\t0.194\t-0.580\t0.367\t0.451\t0.330\t0.065\t0.192\t-0.472\t-0.287\t1.022\t-0.077\t-0.410\t-0.998\t0.837\t0.732\t0.544\t-1.034\t0.357\t-0.244\t0.478\t0.991\t-1.646\t-0.184\t0.944\t2.997\t-0.562\t-1.065\t-1.950\n4\t-0.995\t-0.280\t-0.072\t2.227\t-0.728\t0.627\t0.471\t1.748\t1.360\t-0.463\t-1.049\t-1.416\t0.236\t1.014\t1.144\t-0.261\t0.044\t1.426\t-0.763\t-2.475\t1.153\t-1.160\t-0.291\t0.457\t-0.462\t1.080\t2.671\t-0.807\n1\t-1.246\t-2.335\t0.172\t-0.450\t0.203\t1.672\t-0.268\t0.311\t-0.845\t0.492\t-0.781\t1.001\t0.123\t-0.146\t-1.638\t-1.373\t0.580\t1.163\t0.241\t-0.228\t0.048\t-0.143\t-0.703\t-1.351\t-1.341\t-0.687\t0.092\t-1.329\n2\t3.080\t1.100\t0.322\t0.056\t1.662\t0.078\t0.573\t-0.998\t-0.506\t0.499\t1.188\t-0.188\t0.483\t-1.022\t0.424\t1.101\t0.049\t-0.150\t-0.458\t-0.454\t1.356\t-0.540\t-0.031\t-0.929\t-0.045\t0.998\t-1.121\t-0.954\n0\t0.668\t0.802\t-0.653\t0.746\t1.278\t-1.415\t-0.415\t-0.365\t0.007\t-0.285\t1.123\t-0.346\t1.481\t-0.473\t0.431\t0.914\t1.566\t-0.820\t-0.188\t-0.387\t0.460\t-1.310\t-0.281\t0.368\t0.040\t0.704\t-0.254\t1.340\n0\t0.392\t-0.686\t-0.607\t-0.409\t-0.465\t0.966\t0.139\t0.316\t0.773\t-0.692\t0.193\t0.292\t-0.378\t-0.681\t-0.053\t-0.824\t1.263\t-0.425\t-0.254\t0.135\t-0.973\t2.132\t-0.903\t-0.619\t1.233\t0.149\t0.561\t-0.280\n0\t0.636\t0.219\t1.139\t-1.428\t-0.643\t0.614\t-0.724\t1.433\t-0.491\t0.819\t0.107\t1.947\t0.739\t0.590\t-0.356\t-0.568\t0.071\t0.560\t0.340\t-1.451\t-0.336\t0.325\t-0.962\t0.407\t-0.440\t0.592\t-0.221\t0.048\n1\t-0.794\t-1.166\t1.397\t-0.464\t1.989\t-0.385\t-0.714\t0.602\t-0.079\t0.278\t-0.539\t-0.539\t-0.489\t-1.042\t0.966\t0.206\t0.153\t0.666\t0.357\t2.264\t0.427\t-2.052\t-0.494\t-0.932\t0.468\t-0.413\t0.501\t-0.684\n3\t0.585\t-0.390\t1.510\t0.070\t0.290\t-1.316\t-0.645\t0.163\t0.869\t1.413\t-1.061\t-0.827\t-1.230\t0.494\t1.413\t-0.158\t0.058\t0.133\t-0.469\t-1.221\t1.060\t0.154\t-0.548\t3.005\t-0.003\t-1.712\t0.655\t-1.842\n4\t0.402\t0.929\t-2.256\t2.526\t-0.551\t-1.786\t0.058\t-0.082\t-0.417\t-0.020\t1.485\t-1.118\t1.913\t1.055\t0.758\t-0.846\t0.413\t1.942\t0.717\t-1.235\t-1.570\t-1.599\t1.347\t-1.066\t0.149\t1.031\t0.350\t-1.786\n4\t2.141\t0.014\t0.049\t-0.667\t0.497\t-1.158\t2.165\t1.317\t0.984\t-1.390\t0.205\t1.209\t0.593\t-1.002\t-0.650\t-0.452\t-0.603\t1.529\t-1.921\t0.656\t-1.292\t-0.961\t-2.010\t-0.549\t1.511\t0.265\t-1.198\t1.017\n1\t0.865\t-1.977\t0.152\t1.817\t0.964\t0.389\t0.666\t0.922\t-0.961\t-0.211\t-1.386\t0.375\t-0.379\t0.816\t1.201\t0.273\t0.563\t0.228\t0.101\t-1.840\t0.100\t-0.564\t-0.931\t-0.858\t-0.238\t0.026\t0.816\t-0.173\n0\t2.194\t-0.570\t-0.072\t-0.685\t-0.956\t1.296\t0.196\t0.315\t-1.280\t-0.299\t-0.622\t-0.826\t0.467\t-0.338\t0.693\t0.721\t-0.435\t0.454\t-0.462\t-0.788\t-1.060\t0.086\t-0.742\t1.378\t1.626\t0.475\t0.244\t0.019\n2\t1.449\t-1.749\t-0.908\t0.731\t2.055\t-0.864\t1.012\t-1.150\t-0.389\t0.010\t-0.691\t-0.419\t-1.364\t0.674\t-0.898\t-0.664\t-0.782\t-0.729\t0.145\t0.063\t2.519\t-0.245\t-0.100\t1.337\t0.225\t-0.099\t-0.134\t0.194\n1\t0.940\t-2.233\t-1.196\t1.959\t-1.227\t-0.763\t1.251\t0.050\t0.059\t1.591\t-0.575\t-0.536\t0.761\t0.160\t1.028\t-0.645\t0.199\t-0.073\t-0.391\t-1.282\t-0.421\t-0.539\t1.253\t0.567\t0.444\t-0.182\t-0.892\t0.223\n0\t-0.052\t-0.993\t0.281\t0.962\t-1.569\t0.906\t0.082\t-0.455\t0.606\t-0.173\t-0.398\t-1.513\t-0.172\t0.703\t-0.710\t0.369\t-1.321\t-0.941\t-0.753\t-1.626\t-0.187\t0.682\t0.552\t-0.082\t-0.231\t-0.791\t1.981\t-0.535\n2\t-0.735\t0.559\t1.636\t-0.723\t-1.069\t-0.206\t-1.652\t1.140\t-0.017\t-0.932\t0.578\t-0.914\t-1.925\t0.035\t0.176\t-1.092\t-1.095\t-1.129\t1.428\t1.593\t-0.511\t-0.376\t-1.102\t0.650\t0.297\t-0.936\t1.001\t1.372\n4\t-0.465\t-1.019\t-0.669\t-0.289\t0.233\t0.894\t-1.242\t-1.707\t0.838\t-0.321\t-2.836\t-1.117\t-0.932\t-0.934\t0.105\t-0.731\t1.266\t1.336\t0.422\t-1.755\t0.432\t-2.181\t-0.948\t0.842\t0.514\t1.108\t0.273\t-0.699\n4\t0.905\t1.968\t0.673\t-1.548\t-0.689\t-0.608\t-1.023\t1.624\t-2.393\t0.352\t0.028\t-0.694\t-0.828\t-1.919\t1.456\t-0.127\t-1.576\t-0.590\t1.219\t-0.433\t0.628\t0.641\t0.168\t-2.036\t-0.270\t0.915\t-2.773\t0.085\n0\t1.148\t0.259\t-0.834\t1.449\t0.878\t1.287\t0.501\t0.793\t0.086\t-0.445\t0.409\t0.957\t0.459\t2.178\t0.469\t-1.318\t0.385\t0.715\t1.056\t-0.430\t-0.751\t0.666\t-0.084\t0.299\t0.737\t0.321\t0.798\t0.056\n0\t-0.475\t-0.524\t0.671\t-1.276\t0.004\t0.079\t0.924\t-0.855\t-1.307\t0.475\t-1.395\t-0.523\t-0.239\t0.616\t-1.542\t-0.296\t0.026\t-0.861\t-0.358\t0.889\t-0.507\t-0.364\t0.886\t-0.218\t1.338\t-1.638\t-0.273\t0.776\n1\t0.946\t0.338\t0.474\t-1.904\t-0.629\t-0.413\t-1.371\t-0.550\t0.218\t-1.342\t-0.455\t-0.807\t0.608\t-1.538\t0.354\t-0.174\t1.502\t1.222\t-0.993\t-0.233\t-0.091\t-1.769\t-0.869\t0.114\t-0.853\t-0.180\t-0.102\t-0.321\n0\t-0.470\t0.965\t1.085\t0.628\t-0.493\t-0.367\t-0.260\t-1.627\t-0.066\t-0.322\t-0.252\t-0.739\t-0.213\t1.111\t0.742\t2.036\t-0.335\t-0.691\t-1.067\t0.405\t0.086\t1.005\t-1.587\t-0.711\t-0.593\t-0.106\t-0.385\t0.471\n1\t-1.193\t-1.833\t1.018\t-1.296\t-0.179\t0.753\t-0.615\t-0.825\t0.226\t1.118\t-1.169\t-0.150\t-1.732\t-0.393\t0.034\t-0.855\t-0.457\t-1.408\t0.077\t1.056\t-1.097\t-0.623\t0.503\t1.212\t-1.493\t-0.169\t0.283\t-0.102\n2\t1.289\t0.327\t-1.361\t-1.006\t1.161\t2.888\t1.140\t-0.990\t0.194\t0.967\t-0.949\t-1.472\t0.991\t-0.034\t0.483\t0.803\t-0.087\t-0.857\t0.521\t0.652\t-0.675\t0.891\t0.911\t-0.146\t0.108\t-0.008\t1.505\t-0.870\n0\t-1.263\t-0.277\t0.413\t0.457\t-1.977\t0.575\t0.413\t-0.424\t-1.268\t-0.408\t1.611\t0.597\t0.973\t-0.989\t-0.533\t-1.297\t-0.665\t1.358\t-0.449\t-0.689\t0.239\t-0.575\t0.093\t-0.569\t0.191\t-0.380\t-1.118\t1.054\n2\t-0.462\t0.868\t-0.247\t0.024\t-0.078\t-0.892\t-0.171\t-0.458\t-0.692\t-1.058\t-0.101\t0.618\t1.121\t-1.394\t1.606\t0.293\t-1.127\t-0.404\t-1.877\t-1.622\t1.721\t-0.699\t0.537\t-0.111\t0.018\t0.368\t-2.084\t1.319\n1\t-0.246\t-0.282\t0.284\t3.150\t-1.515\t-1.879\t-0.536\t-0.719\t-0.738\t-0.012\t-1.170\t-0.595\t-0.295\t-0.271\t-0.141\t-0.150\t-0.807\t-0.255\t-0.005\t0.960\t-1.481\t0.024\t0.165\t0.184\t0.231\t-1.313\t0.161\t0.106\n4\t-0.422\t-1.204\t2.211\t0.057\t0.512\t0.059\t1.150\t-0.459\t-0.615\t-2.068\t2.339\t-0.560\t0.548\t-0.505\t1.790\t0.803\t1.830\t0.092\t1.099\t-0.058\t0.961\t1.434\t-0.004\t0.235\t-0.721\t0.504\t0.633\t-1.926\n3\t-1.148\t-1.727\t0.991\t-0.437\t0.070\t0.655\t-0.719\t0.137\t0.648\t1.643\t-0.511\t-0.463\t0.563\t0.209\t-0.137\t1.593\t-1.682\t-1.422\t-1.671\t1.202\t0.515\t-1.371\t-0.123\t-0.028\t-2.209\t0.188\t-1.178\t0.707\n3\t-0.194\t2.463\t-0.307\t0.587\t-1.930\t0.432\t1.142\t-0.528\t-2.510\t-0.039\t0.017\t0.724\t2.011\t-0.380\t-0.856\t-1.167\t0.198\t0.479\t-0.546\t0.779\t0.465\t0.043\t-0.902\t-0.482\t-2.430\t0.236\t0.026\t0.188\n3\t0.382\t-0.868\t1.067\t1.936\t0.003\t1.204\t0.299\t1.697\t-0.468\t-0.356\t1.246\t-1.756\t-0.194\t2.232\t-0.591\t0.186\t-0.912\t-0.338\t-0.322\t1.512\t-0.719\t1.319\t-0.931\t-0.219\t-0.013\t-0.414\t0.838\t1.713\n4\t1.779\t-0.052\t-1.333\t1.585\t-2.370\t-2.202\t-0.006\t-0.822\t0.056\t-0.262\t-0.182\t0.594\t0.089\t0.574\t0.717\t0.738\t-0.905\t1.590\t-0.879\t-0.119\t-0.399\t1.549\t-1.745\t-1.433\t0.346\t-0.268\t0.740\t1.308\n1\t1.305\t1.667\t0.311\t0.807\t0.620\t-0.651\t0.118\t0.360\t1.371\t-0.152\t-1.179\t-0.147\t-0.184\t-0.751\t1.014\t1.092\t-2.498\t1.275\t0.301\t0.106\t0.502\t-1.743\t-0.476\t0.683\t0.540\t-0.340\t0.055\t0.137\n0\t1.144\t0.796\t-0.696\t0.008\t0.376\t0.313\t-0.499\t1.501\t-0.234\t-0.204\t0.964\t0.722\t0.900\t1.881\t-0.677\t0.140\t-0.810\t-0.535\t-0.802\t-0.086\t0.803\t-0.361\t0.145\t-0.895\t-0.747\t-1.377\t-0.354\t-0.162\n0\t-0.613\t0.274\t0.285\t-0.977\t2.174\t-0.314\t0.460\t-0.720\t1.251\t-1.523\t0.965\t0.155\t0.632\t-0.034\t-0.064\t-0.208\t-0.540\t0.012\t-1.083\t0.788\t0.478\t-0.057\t-0.397\t-0.621\t-0.115\t-2.087\t0.160\t0.201\n2\t0.165\t1.132\t-0.168\t0.150\t-0.094\t0.803\t-0.668\t-2.196\t0.471\t0.988\t0.446\t-0.640\t-1.135\t0.494\t0.141\t-0.126\t1.822\t-0.947\t1.775\t0.032\t-1.836\t-0.179\t0.959\t-0.365\t-1.475\t-0.165\t-0.857\t0.492\n3\t-1.377\t0.812\t-1.724\t-2.557\t-1.262\t1.299\t-0.327\t0.717\t0.563\t-0.406\t-0.264\t0.622\t1.403\t-0.112\t-1.016\t-0.493\t1.354\t-0.792\t0.857\t-1.443\t1.189\t-0.026\t1.271\t-1.491\t-0.827\t-0.009\t-0.985\t-0.403\n3\t-2.090\t-1.266\t-1.462\t-0.902\t0.740\t0.284\t-0.758\t0.648\t-0.008\t-0.480\t0.330\t0.227\t-0.469\t-2.142\t-0.859\t1.087\t-2.031\t0.249\t0.478\t-0.404\t-1.200\t1.899\t0.955\t-0.655\t-1.635\t0.760\t-0.358\t0.867\n0\t1.341\t0.092\t0.135\t-1.447\t-0.309\t-0.241\t-0.829\t0.022\t-0.429\t0.080\t0.122\t-0.956\t-0.399\t0.077\t1.184\t0.257\t-0.662\t0.399\t1.708\t0.917\t0.548\t0.726\t1.440\t1.076\t0.567\t1.069\t-1.082\t-1.502\n3\t-0.712\t0.430\t1.412\t1.186\t-0.433\t1.255\t1.172\t-0.189\t-0.009\t1.542\t1.058\t1.225\t2.585\t0.547\t0.326\t1.358\t1.988\t-0.611\t-0.202\t-1.019\t0.343\t0.889\t-0.949\t1.134\t-0.453\t-0.535\t1.130\t-0.625\n2\t0.865\t-0.440\t0.404\t-1.547\t0.152\t1.113\t-1.760\t0.069\t-0.815\t0.072\t-1.201\t-1.450\t-0.604\t-0.745\t-1.553\t1.209\t-0.627\t1.060\t-1.161\t0.979\t-0.671\t1.949\t0.175\t1.173\t-0.491\t-1.217\t-0.657\t-0.437\n2\t1.691\t1.335\t-2.001\t-0.770\t0.943\t-0.022\t-0.018\t-1.568\t-0.745\t-1.358\t-1.653\t-1.258\t-0.928\t-0.761\t-0.842\t1.020\t-0.907\t1.426\t-0.484\t0.439\t0.471\t-0.898\t-0.328\t-0.503\t0.372\t-0.129\t-0.748\t0.119\n4\t0.494\t-1.676\t1.176\t2.124\t0.824\t-1.003\t-1.989\t1.364\t-0.147\t-0.391\t1.165\t-0.590\t0.762\t0.024\t0.247\t1.629\t-0.489\t-0.580\t-0.202\t-1.203\t0.936\t0.804\t-0.009\t-0.924\t-2.745\t-0.834\t-0.231\t-1.899\n4\t0.142\t0.334\t1.438\t0.722\t-0.786\t-1.092\t0.277\t0.707\t2.196\t-1.342\t0.872\t-0.500\t1.757\t-0.369\t1.178\t2.514\t0.489\t-0.751\t-0.599\t-0.952\t-0.660\t-0.712\t2.415\t-0.776\t0.147\t0.434\t0.400\t1.821\n1\t-0.369\t-0.598\t0.234\t1.347\t-0.332\t-0.688\t1.053\t-2.114\t0.027\t0.055\t1.335\t1.687\t0.643\t1.678\t1.613\t-0.443\t0.074\t-1.168\t-1.160\t-0.549\t0.254\t0.279\t-0.924\t-0.402\t0.137\t-0.378\t-0.402\t0.644\n2\t2.358\t0.192\t-0.528\t-0.708\t-0.083\t0.117\t0.059\t-1.582\t-2.264\t-0.969\t0.059\t0.063\t0.455\t0.363\t-0.500\t-1.021\t0.521\t0.226\t-1.093\t0.625\t0.957\t0.789\t0.964\t-0.751\t0.852\t-0.158\t2.045\t0.894\n4\t-0.138\t2.219\t-1.543\t-1.489\t-2.084\t-0.300\t0.040\t-1.649\t0.930\t1.529\t0.483\t0.321\t-3.041\t-0.289\t-0.130\t1.132\t-0.701\t1.103\t0.884\t0.750\t0.228\t-2.386\t0.322\t1.599\t0.805\t1.188\t-1.295\t-0.946\n4\t1.583\t0.241\t-0.850\t1.854\t0.533\t0.858\t-2.380\t1.644\t0.492\t0.065\t-0.181\t0.107\t-1.057\t0.319\t-1.794\t2.319\t-1.309\t0.787\t0.544\t-0.485\t-0.030\t0.044\t0.147\t0.053\t1.190\t-2.158\t1.339\t-1.454\n0\t-1.066\t-0.199\t-1.010\t-0.570\t0.975\t-0.045\t0.829\t-0.211\t0.735\t0.818\t0.713\t0.951\t0.488\t-0.428\t-1.416\t-0.761\t0.392\t1.113\t0.489\t-0.312\t-0.426\t0.035\t0.607\t0.036\t-0.500\t-0.849\t-0.716\t-0.695\n3\t-1.039\t0.040\t0.956\t-1.134\t0.227\t-0.590\t0.701\t-0.798\t0.772\t-0.158\t-0.937\t0.064\t-1.938\t-0.559\t0.337\t-1.772\t-2.571\t-2.339\t1.327\t-0.077\t-0.532\t0.945\t-0.404\t0.268\t0.026\t-0.471\t0.294\t0.773\n2\t1.164\t0.188\t0.939\t-0.531\t0.499\t-1.919\t-0.455\t1.177\t-0.562\t-0.223\t1.237\t0.354\t-1.517\t1.041\t1.229\t-0.997\t1.310\t0.221\t0.078\t-1.545\t0.904\t0.618\t0.792\t0.606\t0.182\t-0.567\t1.126\t-1.971\n1\t-0.967\t-0.020\t-1.061\t-0.184\t0.843\t-1.278\t-0.255\t1.495\t0.040\t0.769\t-0.269\t-1.209\t-1.726\t-0.450\t2.169\t-0.150\t-0.579\t0.212\t-0.647\t0.030\t0.245\t-1.374\t1.374\t0.074\t1.511\t-0.670\t-0.755\t-0.535\n0\t0.597\t-1.238\t-0.121\t0.244\t-0.259\t0.309\t-1.747\t-0.007\t1.516\t-0.365\t0.835\t-0.406\t-0.521\t-0.650\t-1.466\t0.332\t-0.185\t-1.078\t-0.685\t-1.763\t0.329\t-0.452\t-0.305\t0.556\t0.988\t1.206\t0.509\t-0.427\n2\t1.919\t0.188\t-0.390\t-1.252\t1.275\t-1.347\t2.079\t0.890\t-0.580\t0.419\t-0.984\t1.033\t-0.855\t-1.300\t-1.231\t0.405\t0.100\t0.116\t-0.630\t-0.287\t0.201\t1.323\t-0.335\t0.397\t1.533\t0.622\t-0.497\t-0.040\n0\t1.762\t-0.932\t-0.411\t-0.570\t0.155\t-1.821\t0.622\t0.465\t0.865\t0.845\t0.454\t-0.306\t0.059\t-0.652\t0.194\t-0.790\t0.137\t-0.440\t-0.818\t1.050\t0.793\t0.057\t-1.743\t-0.879\t-0.077\t0.473\t0.490\t0.232\n0\t1.627\t1.238\t0.096\t0.507\t1.024\t1.694\t-0.875\t-0.381\t1.598\t0.075\t0.127\t-0.066\t0.531\t0.187\t-0.709\t-0.611\t0.518\t-0.129\t0.681\t0.573\t0.105\t0.663\t0.289\t0.217\t-1.378\t-0.337\t-0.622\t0.177\n3\t1.025\t0.581\t-0.434\t0.956\t0.739\t-0.361\t1.485\t2.445\t-0.355\t0.160\t0.833\t-0.320\t-0.248\t0.697\t1.493\t-1.783\t-0.035\t0.349\t-0.233\t1.447\t0.256\t-0.815\t0.824\t-1.672\t-0.692\t-1.427\t-2.133\t0.208\n1\t0.833\t-0.765\t-0.486\t0.924\t-0.122\t0.511\t0.121\t0.732\t-0.248\t-1.185\t1.106\t-0.600\t0.488\t0.430\t-0.082\t0.122\t0.066\t-2.353\t0.139\t0.366\t1.093\t-1.380\t0.508\t-1.234\t1.348\t-0.466\t0.727\t1.434\n2\t0.514\t1.055\t-1.850\t0.356\t-1.278\t-0.256\t-0.031\t-0.347\t-0.806\t0.841\t0.568\t1.228\t-0.316\t-0.119\t2.620\t-0.344\t-1.553\t0.866\t0.967\t1.149\t1.076\t-0.897\t0.682\t0.501\t0.696\t-0.118\t1.046\t0.508\n2\t-0.999\t-0.973\t-1.146\t-0.254\t-0.233\t-1.044\t0.173\t-0.358\t1.605\t1.655\t0.374\t0.156\t-0.744\t-0.030\t-0.573\t1.342\t-1.179\t-2.491\t0.254\t0.397\t1.617\t-0.593\t0.561\t0.130\t1.029\t0.736\t0.768\t-0.915\n4\t0.286\t0.344\t-0.405\t1.895\t0.863\t-1.690\t1.943\t-1.186\t0.527\t-0.507\t2.561\t0.240\t-0.645\t0.757\t-0.891\t-0.334\t1.987\t-0.632\t1.687\t-0.552\t0.467\t0.084\t-0.223\t1.885\t-1.361\t-0.226\t-1.062\t-1.179\n1\t-0.540\t-0.492\t-0.769\t-0.760\t-2.001\t-0.224\t-1.956\t0.751\t-0.560\t-0.119\t-0.373\t-0.244\t1.263\t-1.351\t-1.623\t0.119\t-0.496\t0.360\t0.717\t-1.106\t0.603\t-1.022\t0.075\t-1.237\t0.132\t-0.021\t-1.103\t-1.358\n4\t2.572\t-2.249\t0.609\t-0.557\t-0.586\t-0.620\t-0.909\t1.685\t0.842\t0.023\t1.351\t-1.513\t-1.331\t-2.178\t-0.699\t0.162\t0.103\t0.149\t-1.411\t0.803\t0.240\t0.733\t-1.893\t0.311\t-1.188\t-0.397\t0.534\t0.091\n4\t-0.377\t-2.338\t-0.144\t-0.768\t0.080\t-0.659\t2.603\t-0.028\t-0.643\t1.299\t-0.214\t-0.545\t0.300\t1.144\t0.201\t-0.114\t-0.489\t-1.009\t-2.165\t-0.195\t-1.338\t-0.205\t-1.613\t2.447\t2.412\t0.148\t0.688\t-1.406\n2\t0.222\t2.543\t-1.416\t-0.237\t-1.370\t-0.122\t-0.127\t-0.458\t0.054\t-0.409\t-0.110\t-0.756\t1.443\t-1.109\t0.212\t-1.193\t-0.835\t-0.728\t-0.132\t0.175\t-1.107\t-0.414\t-0.991\t-1.035\t1.134\t-1.392\t0.075\t1.698\n2\t-0.346\t0.423\t-0.767\t0.067\t-0.277\t-1.049\t0.735\t-0.939\t0.267\t-0.373\t0.317\t0.039\t-0.594\t-0.038\t0.074\t1.263\t1.847\t-0.986\t-0.669\t-2.322\t-1.167\t-0.937\t-2.123\t-1.608\t-0.286\t-0.520\t-0.447\t-0.870\n1\t0.392\t-0.487\t1.691\t0.189\t-0.707\t0.022\t1.428\t-1.479\t0.270\t0.074\t-1.540\t0.767\t0.256\t0.879\t1.138\t-0.056\t-0.556\t-1.425\t-0.644\t0.011\t-0.964\t0.583\t-0.903\t-1.763\t-0.578\t0.184\t-1.259\t-0.888\n0\t1.026\t0.441\t-0.326\t-0.268\t0.844\t-0.590\t-0.628\t-0.744\t0.788\t0.637\t-1.141\t0.152\t0.291\t1.185\t-0.407\t-0.525\t0.523\t-0.531\t0.665\t0.232\t-1.732\t-0.253\t0.211\t0.708\t-0.502\t-0.821\t-0.854\t0.191\n3\t0.310\t-1.033\t1.311\t0.019\t-0.343\t-1.069\t0.057\t-0.944\t-0.085\t-0.304\t1.101\t-1.442\t-0.891\t0.595\t-0.583\t-0.855\t0.062\t-0.397\t-1.468\t-2.277\t1.416\t0.618\t1.539\t-1.620\t2.100\t-0.135\t-1.856\t0.727\n3\t-0.183\t-0.667\t0.053\t-0.168\t2.474\t0.360\t-0.799\t-1.035\t0.968\t-1.141\t0.709\t1.515\t0.734\t0.954\t0.421\t0.504\t-1.235\t1.815\t1.930\t-1.019\t0.195\t0.893\t0.699\t1.691\t0.795\t0.451\t0.044\t0.181\n1\t0.176\t-0.662\t-0.413\t0.395\t1.674\t0.603\t-1.221\t-0.780\t-1.136\t0.419\t0.801\t-1.766\t-0.072\t-0.565\t-0.576\t-0.278\t-0.312\t-0.772\t0.359\t-0.787\t-0.350\t-0.465\t1.264\t-0.387\t1.977\t0.576\t-1.580\t-1.080\n4\t0.750\t-0.736\t0.734\t1.231\t0.236\t1.004\t-1.015\t-1.159\t0.781\t2.472\t0.091\t0.885\t-2.937\t0.612\t-0.491\t2.002\t0.775\t0.084\t-0.546\t1.283\t1.307\t-0.807\t1.172\t1.016\t0.276\t0.829\t0.567\t-1.038\n1\t0.808\t0.098\t-1.443\t-0.358\t-0.022\t-0.805\t-0.386\t0.317\t0.347\t0.498\t0.402\t-0.937\t-1.589\t0.291\t-0.196\t0.024\t0.082\t-0.492\t0.334\t-1.483\t2.299\t0.221\t-0.065\t-0.856\t0.420\t-1.683\t-0.191\t1.654\n1\t-1.622\t-0.619\t1.141\t0.951\t-1.271\t-0.291\t-1.333\t0.699\t0.401\t-1.429\t0.604\t0.879\t0.762\t-0.239\t0.596\t0.963\t-2.136\t0.639\t-1.870\t-0.497\t-0.235\t0.577\t-0.091\t0.701\t-0.498\t0.676\t0.492\t0.234\n2\t0.743\t0.598\t0.158\t0.944\t1.072\t-0.952\t1.533\t0.864\t-0.876\t-0.649\t-1.243\t0.628\t-0.177\t-2.493\t-0.554\t-0.381\t0.106\t-1.539\t0.117\t1.501\t0.187\t0.589\t1.563\t-0.095\t-0.127\t0.345\t-0.885\t-0.695\n4\t-2.612\t-1.536\t0.752\t-1.518\t-0.604\t0.259\t0.505\t0.511\t0.677\t-1.063\t0.508\t-0.473\t-2.678\t1.642\t-0.447\t0.001\t-0.806\t0.524\t-0.418\t-0.762\t2.520\t-2.824\t-0.530\t0.192\t-1.200\t-0.758\t0.240\t-2.546\n0\t-0.596\t0.369\t0.240\t0.059\t0.534\t-1.276\t-2.027\t1.190\t-0.131\t0.416\t-0.868\t1.262\t0.350\t-0.180\t0.286\t-1.742\t0.373\t1.487\t0.315\t0.186\t-0.317\t1.083\t1.231\t-0.432\t0.359\t0.232\t0.402\t-0.773\n4\t0.183\t-0.749\t-0.059\t0.991\t0.761\t-0.198\t0.319\t1.235\t1.445\t1.227\t0.557\t-1.024\t-2.077\t0.140\t2.615\t-0.287\t-1.776\t-1.118\t1.364\t-1.542\t-0.713\t1.661\t1.454\t-0.558\t1.700\t0.518\t1.142\t-0.772\n1\t-0.857\t0.147\t0.043\t0.504\t1.389\t-0.407\t0.932\t0.142\t1.024\t1.232\t-0.757\t1.979\t0.181\t-1.147\t-1.139\t1.473\t1.314\t1.097\t-0.541\t-0.374\t-1.576\t-0.292\t0.171\t1.500\t-0.275\t-0.334\t0.289\t0.851\n3\t-1.518\t-2.995\t-0.043\t1.407\t0.124\t0.081\t-0.061\t0.449\t-1.482\t-0.463\t0.818\t0.881\t-0.379\t1.216\t-0.929\t-0.373\t1.845\t1.311\t1.048\t-1.726\t-0.285\t-1.340\t0.767\t0.226\t-0.705\t-0.587\t-0.048\t0.173\n0\t0.160\t-1.098\t-1.135\t-0.216\t-0.331\t-0.535\t0.751\t1.436\t-0.175\t-1.178\t0.493\t-0.278\t-0.182\t-0.397\t-0.533\t-1.426\t-0.188\t-0.287\t-0.773\t-1.568\t0.736\t-1.333\t0.032\t0.465\t-1.584\t-0.554\t0.856\t-0.463\n2\t0.696\t-0.286\t-1.462\t-0.174\t-0.518\t-0.530\t-0.750\t-0.390\t-0.245\t1.928\t-1.114\t1.145\t1.231\t-2.279\t-0.819\t-0.109\t0.144\t-1.513\t-0.210\t0.422\t-1.496\t-0.060\t-0.916\t-0.209\t-0.815\t-0.391\t-0.396\t1.672\n1\t-0.225\t1.154\t-0.974\t0.239\t-2.029\t0.090\t0.349\t-0.208\t1.130\t-0.401\t0.524\t0.639\t-1.069\t1.406\t0.462\t-0.027\t0.623\t-1.154\t-0.689\t0.506\t-1.150\t-0.011\t2.501\t0.978\t0.006\t-1.266\t0.712\t0.121\n1\t-0.970\t0.204\t0.670\t1.004\t-0.243\t0.166\t1.045\t0.721\t0.471\t-0.136\t-0.419\t0.169\t-0.379\t-1.118\t1.211\t-0.931\t0.999\t-0.715\t0.391\t-1.713\t0.567\t0.173\t0.639\t-0.989\t2.376\t-1.936\t0.119\t-0.799\n4\t0.888\t-0.885\t-0.829\t1.479\t1.376\t-0.244\t0.806\t0.096\t-2.973\t2.167\t-0.176\t0.958\t1.926\t0.176\t0.987\t-0.646\t0.594\t0.509\t-1.130\t0.638\t-1.271\t0.176\t1.204\t0.621\t0.434\t-1.438\t-0.029\t-1.777\n3\t0.282\t2.590\t0.167\t1.150\t-0.759\t-1.052\t0.971\t-0.135\t-0.299\t0.055\t-0.179\t0.217\t1.195\t0.956\t0.868\t0.109\t1.250\t1.914\t0.935\t1.604\t-0.869\t0.911\t-0.262\t-2.216\t1.120\t-0.275\t1.356\t0.539\n4\t0.956\t-1.143\t-1.264\t2.742\t-1.943\t-1.191\t0.804\t-1.627\t0.736\t1.227\t1.346\t0.067\t-1.173\t-0.914\t1.265\t-1.866\t0.823\t-1.608\t-0.095\t-0.623\t-0.443\t1.341\t-0.539\t1.043\t-0.720\t0.262\t-0.127\t-1.373\n1\t0.030\t0.680\t-0.075\t1.134\t0.261\t1.012\t-0.721\t-1.228\t-0.340\t-1.346\t0.409\t-2.017\t-0.453\t-0.286\t-1.047\t-0.306\t0.004\t1.269\t-1.041\t0.357\t0.556\t-0.021\t-0.498\t-1.139\t1.899\t0.073\t-0.316\t2.122\n2\t-0.107\t1.153\t-0.177\t0.375\t-0.425\t-2.294\t-0.597\t1.462\t0.335\t0.894\t0.930\t0.779\t1.595\t-0.318\t1.485\t0.671\t0.445\t-2.056\t0.402\t0.918\t0.233\t1.251\t1.296\t-0.279\t0.109\t-0.265\t-0.422\t0.099\n1\t0.548\t-1.232\t0.401\t0.282\t0.513\t1.590\t-0.176\t2.048\t0.407\t-0.290\t2.399\t0.830\t-0.455\t0.084\t0.635\t-0.151\t0.134\t-0.817\t-1.685\t0.106\t0.140\t0.527\t-0.576\t-1.341\t-0.965\t1.056\t-0.667\t-0.442\n3\t-0.545\t1.291\t0.148\t-0.879\t0.917\t-1.264\t1.284\t0.991\t1.390\t-0.158\t-0.496\t0.084\t-0.084\t-0.653\t-0.554\t-0.366\t-1.170\t0.678\t-0.052\t-0.308\t-1.110\t-1.160\t1.936\t-0.627\t0.611\t0.163\t-2.775\t1.792\n3\t-0.788\t1.215\t-1.317\t1.386\t-0.550\t1.928\t0.969\t-0.282\t-0.558\t-1.055\t0.539\t1.714\t-0.764\t-1.294\t1.021\t0.541\t0.740\t-0.260\t1.380\t-1.857\t0.577\t0.423\t0.151\t-1.776\t0.641\t1.357\t-0.305\t0.345\n1\t1.275\t0.858\t0.852\t-0.785\t2.210\t1.551\t0.425\t-0.650\t-0.913\t0.435\t0.267\t-0.235\t-1.051\t0.359\t-0.164\t-1.486\t0.011\t0.938\t0.354\t-0.325\t1.707\t-0.723\t0.375\t-0.516\t0.079\t-0.424\t1.272\t0.313\n2\t-0.332\t0.263\t0.016\t0.787\t-1.201\t1.724\t1.345\t0.935\t1.265\t-1.553\t0.699\t0.740\t0.967\t0.847\t0.445\t0.404\t1.192\t-0.623\t0.367\t-0.553\t-0.152\t-2.672\t-0.871\t-0.436\t-0.423\t-0.333\t-1.185\t-0.332\n2\t0.207\t-0.239\t1.478\t-1.482\t-0.751\t1.520\t0.131\t0.885\t2.051\t-0.694\t-0.099\t-0.272\t-1.955\t-0.310\t0.881\t0.541\t0.619\t-0.376\t-0.656\t1.269\t-0.497\t0.294\t0.163\t1.462\t0.971\t-1.295\t-1.188\t0.579\n2\t0.172\t0.420\t-1.067\t1.041\t0.842\t0.916\t-2.317\t-0.661\t0.994\t-0.821\t0.517\t-0.149\t0.764\t1.810\t-1.032\t0.682\t0.223\t-0.496\t0.795\t0.380\t-0.413\t0.160\t-0.935\t1.107\t-0.615\t-0.955\t1.313\t-1.650\n2\t-0.448\t-1.153\t0.446\t1.150\t0.537\t-2.454\t-1.115\t0.047\t-0.244\t-0.327\t-0.983\t-1.406\t2.008\t0.027\t0.642\t0.006\t0.046\t-0.062\t-1.120\t-1.514\t0.386\t0.188\t0.938\t0.735\t-0.809\t1.133\t0.765\t0.691\n4\t-1.223\t1.770\t-0.205\t0.516\t1.583\t-0.152\t-0.396\t-0.208\t3.224\t0.853\t0.533\t1.619\t0.294\t0.194\t0.816\t0.610\t-0.491\t-0.473\t-0.955\t-0.281\t2.419\t0.705\t0.689\t0.743\t-1.238\t0.654\t-0.481\t-0.426\n4\t2.036\t-0.417\t-1.041\t0.583\t-0.144\t-1.415\t2.231\t-0.352\t-0.378\t0.160\t1.730\t-1.680\t0.276\t2.087\t0.129\t-1.235\t-0.618\t0.207\t1.331\t-0.339\t0.827\t-1.435\t-1.444\t-0.483\t1.438\t0.069\t0.290\t0.278\n1\t0.088\t1.695\t1.391\t0.050\t1.237\t-0.783\t-0.192\t-0.536\t-0.158\t-2.004\t1.799\t-0.305\t0.787\t0.245\t-0.272\t-1.277\t-0.914\t-0.236\t-0.475\t-0.974\t-0.687\t0.461\t0.877\t-1.166\t-0.880\t0.215\t-0.163\t-0.366\n3\t1.873\t1.080\t-0.447\t1.281\t0.068\t0.853\t0.485\t-0.846\t-0.644\t1.030\t-0.335\t-0.404\t-0.955\t0.424\t2.063\t-1.068\t0.024\t1.412\t-0.080\t0.452\t-1.062\t0.428\t-0.187\t0.986\t1.187\t2.590\t0.580\t0.326\n2\t1.187\t0.757\t-0.809\t-0.005\t-1.701\t0.811\t1.541\t-0.340\t-0.006\t0.422\t-0.227\t-2.067\t1.078\t1.206\t0.686\t1.397\t-0.132\t0.443\t-0.700\t-0.875\t-1.302\t0.345\t0.088\t1.099\t-1.741\t0.264\t1.726\t0.118\n1\t0.732\t1.035\t1.150\t0.114\t-0.291\t-0.121\t-0.342\t1.448\t-0.758\t1.134\t-0.482\t1.105\t0.727\t-0.039\t0.259\t-1.110\t0.577\t0.947\t1.338\t-0.325\t2.200\t-0.318\t-0.450\t-0.167\t-0.158\t-1.434\t-1.131\t-1.222\n1\t0.108\t-0.751\t0.192\t1.109\t0.204\t0.154\t0.157\t-0.746\t0.449\t1.042\t1.352\t0.430\t0.015\t1.877\t0.120\t-0.484\t-0.689\t-0.804\t-0.503\t1.927\t-0.757\t1.527\t-0.205\t1.042\t-1.079\t-0.018\t-1.616\t0.022\n1\t-1.301\t0.438\t-0.731\t0.880\t-1.441\t-0.977\t-0.367\t0.789\t-0.862\t0.423\t1.096\t0.153\t-0.160\t0.668\t-0.801\t-0.739\t-1.279\t1.590\t0.584\t-1.346\t-0.632\t0.192\t-0.041\t0.412\t-0.576\t1.073\t-1.039\t1.297\n1\t-0.727\t0.569\t0.110\t0.274\t0.150\t-1.352\t0.225\t-1.403\t0.138\t0.312\t0.542\t1.096\t-0.407\t0.098\t2.272\t0.019\t0.231\t-1.396\t-0.952\t0.241\t-1.872\t-0.306\t1.857\t-0.289\t-0.328\t0.824\t-0.446\t0.925\n4\t-1.254\t-0.335\t0.308\t1.080\t0.025\t-0.550\t0.629\t-1.400\t-0.151\t0.508\t0.187\t-1.195\t-0.104\t-4.374\t0.184\t-1.430\t-1.360\t0.082\t0.853\t-1.359\t-1.169\t0.267\t-0.165\t-0.259\t0.853\t-0.928\t-0.562\t-0.808\n0\t-1.239\t-0.164\t-0.931\t-0.921\t-0.517\t-0.714\t1.138\t0.586\t-0.002\t-0.342\t0.124\t0.449\t-1.515\t0.139\t0.245\t-0.286\t-1.398\t-0.960\t0.730\t0.067\t0.207\t-0.673\t1.082\t-0.321\t-1.075\t0.287\t-1.310\t0.189\n1\t-0.891\t0.930\t-1.191\t1.424\t1.092\t0.519\t-0.967\t-0.098\t-0.274\t0.088\t0.310\t-0.531\t-0.539\t0.724\t2.322\t-1.221\t0.751\t0.529\t0.469\t0.238\t-0.549\t0.144\t-0.295\t0.554\t0.459\t-2.410\t0.183\t0.232\n1\t-1.724\t-0.535\t1.107\t-1.032\t0.762\t-0.547\t-0.584\t-0.191\t0.312\t-0.436\t-0.525\t1.381\t0.125\t-1.401\t-2.107\t1.444\t0.924\t0.179\t0.145\t-0.010\t0.097\t0.212\t1.044\t0.947\t0.197\t0.215\t0.841\t0.584\n2\t-0.774\t0.450\t-1.978\t0.499\t0.861\t-1.155\t0.252\t0.758\t-0.285\t0.880\t-0.699\t0.287\t0.060\t0.129\t1.102\t0.093\t-0.450\t1.758\t1.703\t1.976\t1.183\t0.728\t1.354\t-0.586\t-0.799\t-1.458\t-0.699\t-0.212\n4\t-0.922\t-0.065\t-1.907\t0.630\t-0.866\t0.034\t0.161\t-0.292\t-2.572\t-0.316\t-2.500\t1.564\t-0.312\t-0.908\t-2.097\t0.589\t0.422\t-0.194\t-0.068\t-0.834\t-0.791\t1.212\t-0.388\t0.342\t-0.394\t-0.189\t2.096\t1.356\n1\t0.099\t0.691\t-0.458\t0.693\t2.299\t-0.818\t-0.887\t0.584\t0.079\t0.184\t2.372\t0.526\t-0.199\t-0.621\t-0.842\t-0.737\t0.018\t-0.889\t1.114\t-0.946\t-0.229\t1.386\t-0.659\t0.367\t0.023\t-1.416\t0.272\t-0.071\n3\t0.754\t0.889\t1.368\t0.242\t0.280\t-0.364\t-0.929\t-0.975\t-0.144\t0.344\t-1.455\t2.046\t-0.696\t-0.857\t-0.028\t-2.370\t0.362\t-0.990\t-1.922\t0.143\t0.142\t1.945\t0.180\t0.172\t0.041\t-2.578\t0.077\t-0.048\n3\t1.299\t1.236\t0.874\t-0.676\t-0.844\t-0.725\t2.632\t0.164\t0.921\t0.475\t-0.339\t1.078\t-1.040\t-0.814\t-0.848\t0.972\t1.194\t-0.193\t-1.059\t-1.855\t-0.943\t-0.969\t-0.203\t0.937\t-0.202\t-1.262\t-1.258\t0.374\n1\t0.066\t1.127\t-1.382\t1.854\t0.334\t-0.680\t-0.571\t0.194\t-0.122\t0.632\t-0.521\t-0.550\t0.260\t-0.675\t-0.288\t0.917\t-1.685\t0.215\t0.648\t1.199\t0.099\t-0.103\t-1.204\t-0.447\t0.998\t-1.020\t-2.059\t1.241\n3\t-1.992\t0.131\t-0.405\t0.272\t-0.604\t1.199\t-0.001\t0.240\t2.817\t-0.436\t-0.033\t-0.709\t0.782\t-0.248\t-0.154\t1.051\t-0.259\t1.451\t0.218\t0.545\t1.138\t0.976\t-1.237\t2.504\t0.527\t-0.615\t-0.302\t0.015\n1\t-0.363\t-0.912\t-0.243\t-0.843\t1.001\t-0.553\t1.311\t0.669\t-1.002\t-1.063\t-0.221\t-0.732\t-0.739\t0.840\t0.274\t1.230\t-1.072\t-1.833\t-0.731\t1.077\t-0.627\t1.637\t-0.533\t0.584\t-0.026\t-1.960\t-0.660\t0.480\n3\t0.750\t-0.274\t-1.721\t-0.982\t-0.430\t1.368\t0.901\t1.624\t1.654\t-0.535\t-0.188\t-0.411\t-0.672\t-1.841\t-0.015\t-1.286\t-0.034\t2.116\t-0.509\t0.195\t0.907\t0.280\t0.292\t-0.362\t-0.232\t-0.960\t0.846\t-1.741\n2\t-0.175\t-1.413\t-0.834\t0.470\t-0.533\t1.609\t-0.694\t-0.112\t-0.635\t0.918\t-1.494\t-2.062\t-0.538\t-0.216\t-1.695\t0.429\t0.708\t-0.354\t-0.682\t1.462\t-1.113\t0.531\t-0.478\t0.183\t0.789\t0.320\t-1.811\t0.914\n2\t0.571\t0.715\t-0.108\t0.526\t-2.148\t-0.722\t0.704\t0.722\t-0.543\t-1.308\t-0.071\t-0.434\t0.941\t0.703\t1.549\t1.110\t-0.274\t0.349\t2.034\t-0.400\t0.175\t-0.004\t0.017\t-0.874\t1.308\t-0.917\t1.858\t1.639\n1\t-0.188\t-0.104\t-0.214\t0.970\t0.419\t0.221\t-1.271\t-0.379\t0.899\t0.038\t0.660\t1.767\t1.039\t0.093\t-0.511\t-2.554\t-0.168\t-0.326\t0.390\t-0.154\t-0.320\t-1.779\t-0.940\t0.477\t1.716\t-0.098\t0.328\t0.952\n4\t-0.089\t2.082\t1.450\t-1.116\t0.553\t0.033\t-0.195\t-1.229\t2.054\t1.790\t-0.851\t1.369\t1.013\t-0.142\t1.252\t-0.188\t0.288\t-1.404\t-1.164\t0.679\t0.872\t-0.476\t1.194\t-1.674\t-0.961\t1.352\t0.518\t-0.439\n4\t0.621\t0.353\t-2.494\t1.214\t0.497\t0.096\t1.646\t-0.795\t0.918\t-0.277\t-0.565\t-0.690\t0.672\t0.911\t1.468\t-1.793\t-0.089\t-0.893\t-0.333\t0.369\t-2.472\t0.621\t-2.289\t0.620\t-1.046\t-0.510\t0.606\t-0.591\n2\t1.802\t-0.570\t-1.062\t0.075\t1.699\t0.275\t1.116\t0.639\t1.173\t-0.639\t1.499\t0.622\t-1.373\t-0.198\t0.174\t0.109\t-0.069\t0.255\t0.255\t-0.535\t0.414\t0.785\t1.777\t2.143\t-0.356\t-0.448\t-0.327\t-1.177\n4\t1.797\t-0.047\t0.440\t-0.108\t-0.103\t-0.490\t-0.560\t1.696\t-0.554\t-1.541\t0.125\t1.018\t1.243\t-1.194\t1.113\t2.059\t-0.684\t-0.174\t-1.232\t1.854\t-1.492\t-0.400\t0.785\t-0.684\t-0.989\t-0.052\t2.390\t-0.256\n0\t0.806\t-0.444\t0.519\t0.489\t0.947\t-0.540\t-0.017\t0.353\t-0.532\t-0.694\t0.952\t-0.478\t0.430\t-1.694\t0.477\t0.118\t-0.568\t1.484\t0.240\t-0.524\t-0.401\t-0.724\t-0.381\t-0.429\t-0.931\t-0.215\t-0.096\t-0.855\n2\t-0.541\t-1.888\t0.645\t0.752\t0.773\t0.537\t0.747\t1.100\t0.576\t-0.280\t2.164\t-0.289\t0.469\t-0.213\t0.243\t0.169\t-1.591\t-0.903\t-0.762\t0.747\t-1.014\t-1.778\t0.236\t-0.758\t0.020\t1.059\t0.400\t1.560\n0\t-0.842\t-1.267\t0.826\t0.322\t0.399\t-0.370\t-0.279\t-0.371\t-0.081\t0.835\t0.336\t0.500\t0.500\t0.884\t0.288\t0.359\t1.189\t-0.665\t-0.856\t-1.186\t0.183\t-1.854\t0.462\t-0.109\t1.135\t-0.672\t-0.203\t1.122\n3\t0.155\t-2.221\t-0.197\t-0.896\t0.223\t1.140\t-0.438\t0.139\t-0.493\t0.962\t-0.252\t1.045\t0.220\t1.583\t0.508\t0.082\t0.947\t1.722\t1.581\t2.351\t-0.094\t0.280\t-0.304\t-0.896\t0.588\t-2.468\t0.396\t1.378\n2\t0.934\t0.503\t2.306\t-1.016\t0.823\t-1.312\t0.157\t0.977\t-2.072\t-0.205\t-0.563\t-0.702\t0.385\t1.121\t-0.133\t0.205\t0.114\t0.002\t-1.089\t1.108\t0.295\t0.395\t-0.807\t-0.459\t-0.176\t-1.534\t-1.688\t-0.601\n1\t-1.149\t2.071\t1.242\t-0.243\t-1.280\t0.459\t-1.624\t0.814\t-0.466\t0.126\t-0.291\t0.305\t0.162\t0.575\t0.523\t-1.660\t0.217\t-0.269\t0.005\t-0.237\t-0.841\t-1.589\t1.028\t-0.876\t-0.360\t0.498\t-0.854\t-0.416\n3\t-0.727\t-1.679\t-0.400\t-2.085\t-1.890\t-0.303\t-0.785\t-0.138\t-0.812\t-0.795\t1.199\t-0.917\t0.238\t-0.080\t0.155\t-1.097\t0.149\t0.637\t-2.576\t-0.825\t-0.959\t-1.211\t-1.167\t1.359\t0.012\t-1.361\t0.298\t1.243\n2\t1.630\t-0.323\t-0.043\t-1.609\t0.023\t-1.468\t-0.036\t-0.898\t-0.274\t-0.736\t0.327\t0.881\t-1.103\t-0.544\t1.625\t-0.419\t0.872\t-0.404\t-1.304\t-1.561\t-0.132\t1.157\t-0.422\t-0.744\t-1.265\t1.250\t-1.832\t0.562\n3\t-1.040\t1.583\t-2.297\t-0.105\t-0.130\t0.326\t0.347\t-1.677\t-0.346\t-0.597\t1.170\t-0.280\t0.133\t0.726\t-1.890\t-2.089\t-0.135\t0.456\t0.300\t-1.124\t0.333\t-0.609\t-0.397\t1.309\t0.771\t1.005\t-0.889\t1.753\n0\t0.259\t-1.066\t0.595\t-0.613\t-0.325\t0.238\t0.103\t0.024\t-0.751\t-0.300\t0.002\t-1.375\t-0.463\t0.388\t-1.277\t1.157\t1.270\t-1.245\t1.358\t-0.144\t0.419\t-0.497\t0.923\t0.406\t-0.814\t-1.165\t-1.460\t0.188\n3\t-0.512\t0.350\t0.368\t0.300\t0.303\t-2.205\t-0.006\t-1.501\t-0.758\t0.066\t0.261\t-0.119\t-0.879\t0.095\t1.990\t0.667\t1.343\t-0.382\t-0.810\t0.812\t2.494\t-0.739\t-0.528\t1.354\t-1.217\t-0.155\t1.606\t0.139\n3\t0.724\t-1.234\t-0.490\t-2.538\t0.200\t-0.825\t-0.146\t1.158\t-0.792\t1.172\t-0.899\t0.218\t-0.089\t0.843\t-0.046\t-1.034\t1.664\t1.899\t-1.213\t0.734\t-0.145\t-0.727\t-1.294\t0.901\t0.813\t0.682\t0.704\t-1.443\n2\t-1.865\t-0.082\t-0.372\t0.101\t0.238\t-0.312\t0.919\t1.165\t-1.259\t-1.345\t1.656\t-0.394\t-1.640\t-0.164\t0.395\t0.624\t0.539\t-0.049\t-1.371\t-0.007\t0.650\t1.120\t0.383\t1.291\t-1.076\t0.066\t-0.262\t1.843\n0\t-0.445\t0.303\t-1.511\t0.103\t0.302\t-0.248\t0.040\t1.739\t-0.289\t0.161\t0.157\t0.655\t-0.046\t-0.188\t0.990\t-0.234\t-0.414\t0.226\t-0.039\t-0.105\t0.783\t-0.637\t-0.875\t0.477\t0.652\t0.115\t-1.103\t2.259\n3\t-0.535\t0.982\t-0.186\t-0.548\t1.184\t2.359\t0.454\t0.833\t1.522\t-0.359\t0.030\t-1.246\t0.613\t-0.980\t1.053\t-0.641\t0.325\t-0.206\t1.603\t1.914\t0.599\t-0.449\t1.155\t1.294\t-1.506\t0.532\t0.599\t-0.369\n3\t-0.948\t0.952\t-1.939\t1.288\t-1.085\t-0.397\t-0.895\t-0.999\t0.403\t0.742\t0.521\t-2.041\t0.655\t-0.978\t1.335\t1.391\t-0.814\t-2.460\t-0.137\t-0.305\t0.602\t0.305\t0.657\t-0.398\t1.381\t0.570\t-0.927\t0.899\n0\t0.696\t-0.360\t0.251\t0.066\t0.096\t0.508\t0.196\t-0.407\t2.642\t-1.332\t0.322\t0.646\t1.256\t-0.134\t0.685\t-0.316\t1.009\t0.313\t0.812\t0.339\t-0.275\t-1.310\t-1.146\t-0.634\t-0.171\t0.624\t0.008\t0.622\n4\t-1.078\t0.177\t-0.719\t0.607\t0.300\t-0.360\t-0.335\t-2.522\t-0.393\t0.425\t1.121\t-1.047\t2.050\t0.485\t2.815\t-1.761\t0.162\t0.532\t0.456\t-0.914\t-0.194\t-1.500\t-1.136\t-0.490\t0.222\t0.314\t1.005\t-1.555\n3\t-1.049\t0.586\t-0.232\t1.159\t-0.284\t2.351\t0.029\t1.242\t-0.433\t-1.616\t-0.816\t0.481\t1.589\t-0.375\t-1.391\t0.661\t-1.971\t1.596\t-0.669\t0.952\t-0.273\t-0.706\t-0.314\t0.871\t1.138\t0.418\t0.573\t0.919\n2\t-0.341\t1.022\t0.733\t1.378\t-0.991\t-0.343\t0.759\t0.448\t1.532\t0.421\t1.848\t0.540\t1.062\t-0.324\t0.014\t0.911\t1.613\t0.729\t-0.083\t1.377\t-2.192\t-1.422\t0.682\t0.014\t0.606\t0.064\t0.571\t-0.814\n4\t0.201\t0.976\t-1.192\t-2.613\t-1.427\t-0.515\t-1.222\t-1.872\t-1.114\t1.159\t1.451\t-1.454\t0.506\t0.428\t-0.977\t2.286\t-0.169\t0.058\t-1.818\t0.575\t-1.851\t0.168\t-0.560\t-0.695\t-0.709\t1.383\t0.935\t0.836\n4\t1.667\t-1.058\t-1.125\t2.999\t1.039\t-0.907\t0.815\t0.446\t0.913\t-0.215\t-1.015\t-0.327\t0.190\t-0.007\t0.011\t-0.450\t0.077\t-0.572\t-0.757\t1.240\t1.808\t-0.380\t0.070\t0.003\t1.556\t0.470\t0.371\t-3.133\n0\t0.275\t-0.038\t1.240\t1.484\t-0.918\t-0.406\t-0.477\t1.098\t0.408\t-0.729\t-0.076\t-1.470\t0.616\t-0.918\t1.103\t0.826\t-0.163\t-0.288\t-0.890\t-0.260\t-1.631\t1.298\t1.353\t-0.043\t0.464\t-0.457\t0.487\t-0.631\n1\t-1.169\t-0.237\t1.127\t-0.707\t1.177\t-0.896\t-0.228\t-0.605\t1.593\t0.059\t-1.209\t-0.775\t0.984\t-1.335\t0.459\t-0.427\t0.013\t1.909\t0.061\t2.138\t-1.098\t-0.003\t-0.917\t-0.155\t0.064\t-0.399\t-0.699\t-0.468\n4\t1.181\t-0.627\t0.045\t0.051\t-0.502\t-1.372\t0.323\t-0.061\t0.500\t-0.534\t1.221\t-0.877\t1.712\t-1.748\t0.435\t0.475\t-0.796\t0.424\t1.280\t-2.217\t0.503\t-2.493\t-0.966\t1.629\t-0.582\t-1.174\t-0.198\t2.068\n0\t0.142\t0.771\t0.547\t0.020\t0.384\t-0.593\t-0.048\t1.341\t0.011\t-0.217\t0.210\t-1.166\t0.221\t1.696\t-0.809\t0.267\t-0.023\t-0.049\t-0.067\t0.714\t-1.098\t0.689\t0.069\t-1.763\t0.380\t0.114\t-0.872\t0.161\n3\t2.042\t0.719\t-0.035\t-0.894\t0.280\t2.115\t-0.075\t-0.668\t-0.802\t-1.430\t-1.008\t-0.998\t-0.754\t0.822\t-0.420\t-0.070\t-1.906\t-0.931\t0.549\t-0.878\t-0.677\t-1.143\t1.404\t2.149\t1.460\t-0.394\t0.778\t-0.332\n1\t1.569\t0.607\t0.692\t-0.487\t-0.001\t0.627\t0.153\t1.602\t-0.204\t-0.505\t0.634\t-1.265\t0.924\t-1.301\t0.639\t-0.648\t0.477\t0.907\t0.153\t-1.200\t-0.897\t-0.729\t-1.895\t1.127\t0.110\t-1.136\t1.456\t-0.701\n0\t-0.026\t0.222\t0.287\t-1.164\t-0.141\t0.545\t0.851\t-0.225\t1.474\t0.595\t0.844\t0.401\t1.042\t0.536\t-1.063\t-0.111\t-0.009\t1.084\t-0.163\t0.386\t-0.904\t0.448\t0.697\t-0.162\t0.942\t1.689\t-1.196\t-1.078\n4\t-0.968\t-0.215\t1.896\t1.519\t0.586\t0.209\t0.553\t-0.073\t-0.696\t-0.808\t2.184\t-0.585\t1.046\t-2.155\t-0.521\t-0.113\t-0.548\t-0.770\t0.939\t0.347\t-0.546\t-0.634\t-1.356\t-1.108\t-1.066\t-0.448\t3.067\t-0.548\n1\t-0.188\t-1.106\t1.341\t-0.014\t-0.748\t1.143\t1.257\t-1.887\t1.107\t0.158\t0.971\t-0.068\t0.379\t-0.304\t0.992\t-0.671\t1.026\t0.179\t0.757\t-1.009\t0.423\t0.533\t1.854\t0.698\t-0.588\t-0.630\t0.761\t-0.540\n2\t0.053\t0.059\t0.700\t-1.535\t-0.265\t0.499\t-0.767\t-0.152\t-1.355\t-1.690\t-1.898\t0.118\t-0.628\t0.170\t1.370\t-0.309\t0.406\t-1.335\t-1.130\t-2.374\t-1.462\t-0.849\t-0.404\t-0.666\t-0.322\t0.343\t-0.792\t-0.202\n3\t-0.050\t-0.074\t-0.485\t0.105\t-0.071\t-2.404\t0.026\t-0.138\t0.347\t-2.007\t0.512\t0.029\t0.495\t-1.629\t-1.235\t-1.875\t0.146\t-0.345\t-0.144\t-1.392\t-1.210\t-2.496\t-1.346\t-0.650\t-0.598\t-0.068\t0.762\t-0.689\n3\t2.998\t-0.048\t-0.018\t1.660\t-0.226\t-0.238\t0.503\t0.563\t0.041\t-0.338\t-0.913\t-0.216\t0.713\t-0.009\t2.362\t-0.552\t-1.539\t-0.378\t-0.291\t1.099\t-0.027\t0.396\t0.990\t1.944\t-1.438\t0.847\t-0.137\t-0.049\n2\t0.461\t0.421\t0.919\t-0.064\t0.104\t0.581\t-1.992\t0.192\t-0.731\t-0.439\t-0.487\t0.129\t0.960\t0.636\t1.101\t-0.342\t2.084\t1.510\t0.168\t-0.495\t-0.477\t-1.667\t-0.274\t-0.264\t0.791\t-1.805\t0.933\t1.871\n4\t-1.056\t2.050\t-1.904\t-1.458\t1.024\t0.505\t-0.663\t1.889\t-0.208\t-0.283\t0.335\t0.596\t0.575\t-0.044\t0.585\t-1.788\t-2.603\t0.073\t-0.893\t-0.433\t-0.297\t-0.023\t1.495\t-1.006\t-0.557\t-0.462\t-1.506\t-0.203\n4\t-0.987\t0.794\t0.081\t1.095\t-1.302\t0.024\t-0.028\t1.543\t0.288\t-2.358\t-0.556\t-1.024\t2.016\t0.050\t0.543\t2.127\t1.224\t0.408\t0.333\t0.381\t0.652\t-2.014\t0.090\t0.739\t-1.304\t-1.471\t-0.314\t1.235\n4\t0.554\t-1.007\t2.574\t3.260\t-0.618\t-0.131\t0.791\t0.956\t-0.503\t0.730\t-0.163\t-1.145\t-0.311\t0.303\t0.415\t-0.818\t-0.275\t0.836\t0.595\t-0.010\t-0.074\t1.207\t1.182\t-0.430\t-2.911\t-1.669\t-1.472\t-0.123\n3\t-0.821\t0.239\t1.521\t-0.970\t-0.005\t0.496\t-1.568\t2.022\t-0.826\t-0.526\t-0.169\t-0.982\t0.477\t1.352\t0.621\t0.457\t0.800\t-0.514\t-0.636\t1.618\t0.758\t-1.446\t1.704\t1.439\t0.693\t1.290\t1.511\t-0.057\n2\t1.435\t-0.735\t-0.779\t-2.208\t0.627\t1.529\t0.503\t-0.532\t-1.865\t0.472\t0.323\t-0.635\t-0.141\t0.649\t0.760\t0.612\t1.331\t0.253\t0.666\t-0.373\t-0.983\t0.509\t0.437\t-0.518\t0.979\t-0.239\t-1.946\t0.143\n0\t-0.720\t0.098\t0.846\t-0.950\t0.062\t0.664\t0.929\t1.142\t-0.869\t0.288\t-1.315\t-0.724\t-0.174\t1.144\t0.528\t0.040\t0.449\t0.521\t0.369\t-0.575\t-0.957\t-0.223\t-0.794\t0.621\t1.529\t0.564\t-1.810\t-0.633\n0\t0.865\t0.791\t1.334\t0.082\t0.537\t0.116\t0.825\t-0.507\t1.380\t0.592\t1.712\t-0.562\t0.711\t1.131\t1.012\t0.383\t0.134\t-0.808\t0.299\t-0.780\t0.492\t-1.041\t-0.094\t0.919\t0.053\t0.575\t0.552\t0.234\n3\t0.879\t0.189\t-0.250\t1.147\t0.778\t0.178\t-2.165\t-0.321\t0.906\t-0.626\t0.304\t0.651\t1.258\t0.222\t-0.922\t1.237\t-0.241\t0.515\t-0.639\t-1.299\t-1.249\t1.421\t-0.040\t0.727\t2.062\t0.936\t1.899\t-1.052\n2\t-1.520\t-0.989\t1.211\t-0.913\t0.049\t-0.978\t1.884\t1.534\t-0.547\t0.908\t-0.519\t1.226\t0.175\t-0.868\t0.928\t0.570\t-0.410\t-1.072\t-0.162\t0.003\t-0.785\t-1.066\t-0.233\t-1.993\t0.203\t-0.309\t-1.568\t-0.804\n3\t0.148\t-0.755\t1.515\t-1.200\t1.030\t-0.323\t-0.399\t0.094\t0.704\t-1.079\t0.003\t-1.114\t1.495\t0.381\t-0.070\t-3.402\t-0.289\t-0.693\t0.688\t-0.196\t1.246\t-1.573\t-0.256\t0.283\t1.020\t0.972\t0.714\t-0.907\n0\t-0.504\t0.299\t-0.251\t-0.133\t-0.322\t0.471\t0.082\t0.395\t-0.018\t-1.604\t0.031\t0.064\t0.243\t-0.594\t-1.195\t0.625\t-0.274\t0.171\t-0.281\t-0.006\t-0.449\t-0.968\t0.474\t-0.603\t0.164\t0.410\t-0.587\t-1.204\n3\t1.280\t1.541\t-0.856\t0.111\t0.674\t1.516\t0.718\t0.291\t0.667\t0.674\t-0.928\t0.193\t1.459\t-0.207\t0.129\t-0.243\t-2.314\t0.021\t0.302\t-0.512\t-1.155\t-0.881\t0.764\t1.973\t1.382\t-1.344\t0.855\t-0.663\n4\t-0.023\t1.279\t1.083\t-1.076\t-0.674\t0.958\t-2.713\t-0.149\t-1.431\t-0.477\t-0.299\t-0.358\t-0.552\t-1.097\t2.292\t1.867\t-1.162\t1.582\t-0.399\t0.129\t-0.063\t-0.660\t0.984\t0.126\t-0.477\t-1.305\t-0.894\t-1.641\n2\t0.083\t0.597\t-2.021\t-0.827\t0.519\t-1.615\t0.549\t-0.725\t-1.034\t-0.729\t1.528\t0.333\t-0.910\t0.775\t0.830\t-0.381\t0.959\t1.007\t0.851\t-0.674\t-1.179\t-1.693\t-0.656\t-0.368\t-0.286\t-0.047\t1.733\t-0.340\n1\t-1.513\t1.724\t0.882\t0.037\t-1.189\t0.627\t-1.015\t-0.605\t-0.368\t-0.158\t0.608\t-0.279\t0.400\t-1.844\t1.289\t1.305\t0.450\t0.424\t-0.134\t0.315\t-0.672\t-0.174\t0.149\t-1.628\t1.446\t0.225\t0.667\t-0.052\n2\t-0.321\t-1.362\t-0.684\t-0.009\t0.061\t1.926\t0.081\t1.179\t-0.435\t-0.312\t-1.329\t-0.742\t0.527\t0.008\t0.943\t0.181\t-0.352\t2.148\t-0.094\t1.163\t-0.401\t0.710\t0.928\t0.208\t-2.354\t0.018\t1.230\t0.527\n0\t0.799\t-1.251\t1.454\t1.547\t-0.069\t1.125\t0.130\t0.518\t1.791\t0.660\t-0.641\t-0.152\t-0.412\t-0.504\t0.221\t-0.234\t0.565\t0.460\t0.517\t-0.174\t0.471\t0.019\t0.220\t-0.266\t-0.615\t-0.540\t1.155\t1.636\n2\t1.503\t0.679\t-0.591\t1.431\t0.222\t1.339\t-0.181\t-1.836\t-2.191\t0.532\t-0.527\t-1.824\t0.510\t0.808\t0.093\t-0.146\t0.773\t-0.174\t-0.349\t-1.156\t-1.348\t0.029\t-0.797\t1.694\t0.078\t-1.081\t0.258\t-0.125\n3\t-2.211\t0.463\t1.915\t-0.358\t-0.701\t0.181\t0.710\t0.547\t-0.659\t1.922\t-1.526\t0.073\t0.874\t0.233\t-0.255\t-0.873\t0.432\t1.179\t-0.116\t0.313\t1.159\t1.361\t1.376\t-1.234\t1.158\t-0.013\t0.870\t2.116\n1\t-0.270\t-0.194\t-0.407\t0.399\t0.055\t-2.037\t0.110\t0.374\t-0.041\t1.647\t0.348\t0.024\t0.909\t2.266\t-0.143\t1.054\t1.839\t-0.231\t-1.173\t0.438\t1.347\t-0.285\t1.096\t-0.859\t-0.247\t-0.092\t-0.139\t-0.860\n0\t1.653\t0.076\t-0.893\t0.802\t-0.658\t-0.674\t-0.876\t0.650\t1.028\t-0.314\t1.221\t-0.401\t-0.119\t-0.938\t-0.514\t1.035\t-0.532\t-0.821\t-0.947\t-1.835\t-0.976\t-1.451\t-0.688\t-0.242\t-0.288\t0.201\t0.417\t-1.040\n4\t1.835\t-0.955\t1.168\t-1.226\t-0.963\t0.680\t1.554\t0.651\t0.357\t-1.361\t-2.128\t-0.432\t0.155\t-0.052\t2.211\t-1.542\t-0.305\t1.670\t0.651\t-1.094\t-2.215\t-0.393\t-1.012\t-0.445\t2.287\t-1.013\t-0.647\t0.914\n2\t2.025\t0.741\t-0.590\t0.288\t-1.160\t-0.956\t0.540\t0.583\t0.368\t-1.194\t2.350\t0.571\t-0.117\t0.083\t-0.610\t-0.861\t2.472\t-0.848\t-0.661\t-0.330\t-0.711\t0.012\t-0.427\t-0.128\t-0.322\t-0.232\t-1.539\t-0.312\n3\t-1.194\t1.671\t0.436\t-0.254\t0.165\t0.474\t-1.429\t0.158\t-0.450\t0.507\t-0.740\t-0.605\t1.663\t1.231\t-3.296\t1.157\t-0.074\t-0.708\t-1.007\t-0.949\t-0.680\t-1.127\t-1.355\t-1.040\t0.323\t0.050\t0.556\t-0.066\n3\t0.919\t-1.539\t0.480\t-0.751\t1.218\t-0.526\t-1.761\t-0.040\t-0.840\t0.811\t0.330\t-0.629\t-1.003\t-1.098\t-0.586\t1.364\t-0.144\t0.947\t-1.481\t-1.921\t-0.945\t0.657\t-0.289\t0.890\t1.264\t-0.957\t0.834\t1.388\n3\t0.429\t-2.404\t1.164\t-0.824\t1.293\t-1.202\t-1.260\t-0.446\t0.398\t1.155\t-0.177\t-0.648\t1.236\t-0.261\t-0.211\t0.926\t0.612\t0.700\t0.978\t-1.083\t0.259\t-0.796\t-0.741\t0.943\t1.105\t2.446\t0.087\t-1.332\n0\t-0.185\t-0.461\t-0.343\t-2.298\t0.283\t-1.209\t0.630\t-0.090\t0.105\t0.700\t-0.927\t0.369\t0.268\t-0.185\t-0.928\t0.595\t0.703\t0.114\t-1.070\t-0.527\t-0.060\t0.688\t-1.583\t-0.564\t-0.403\t-0.083\t-1.301\t-0.218\n2\t-1.370\t-0.007\t1.191\t1.762\t-0.130\t0.042\t2.211\t1.135\t-0.617\t-0.619\t0.957\t-1.011\t1.088\t0.334\t0.518\t-0.257\t-0.630\t1.462\t-0.247\t-0.411\t-0.080\t0.193\t-1.031\t-0.565\t-0.618\t0.845\t-0.886\t-1.756\n4\t1.486\t0.387\t1.023\t0.296\t-1.878\t0.454\t-0.193\t1.229\t1.652\t1.804\t-0.172\t-0.472\t-0.320\t-0.117\t0.166\t-0.921\t0.021\t-2.033\t2.151\t-0.230\t-0.426\t0.545\t0.839\t-2.029\t-0.686\t1.422\t0.874\t-1.171\n2\t-1.687\t1.927\t0.333\t0.226\t-1.645\t1.012\t1.246\t-0.229\t-0.436\t-0.376\t1.727\t-0.098\t0.165\t0.950\t-2.439\t-0.082\t-0.282\t0.152\t0.807\t0.974\t-0.236\t-0.145\t0.024\t0.758\t1.148\t-1.405\t0.375\t-0.200\n4\t-0.355\t1.056\t-0.184\t0.002\t-0.269\t-0.253\t-0.540\t-1.273\t-1.863\t1.043\t1.020\t0.094\t0.377\t-0.133\t0.645\t3.008\t-3.486\t0.173\t1.257\t0.861\t1.190\t0.490\t-0.232\t-0.206\t-0.244\t0.857\t-0.986\t-0.971\n1\t-0.048\t-0.268\t1.491\t-0.541\t-0.181\t0.311\t-1.083\t0.802\t0.550\t-0.541\t1.165\t-1.173\t-0.370\t1.494\t-0.132\t-1.483\t0.243\t-0.281\t0.524\t1.097\t-0.067\t-2.372\t0.559\t-1.010\t0.510\t0.866\t1.063\t0.849\n2\t-0.323\t0.707\t1.267\t-0.386\t1.119\t2.221\t0.066\t0.785\t-0.590\t0.019\t-0.177\t0.797\t1.205\t-0.110\t1.534\t1.530\t0.847\t-0.516\t-0.612\t-0.812\t0.949\t-1.212\t0.677\t-1.081\t0.824\t0.017\t1.334\t1.141\n2\t1.134\t2.481\t-1.914\t1.289\t0.642\t-0.742\t-0.363\t0.882\t0.051\t-0.049\t-0.687\t-0.759\t-0.966\t-0.510\t-0.129\t0.354\t-0.823\t0.756\t-0.908\t0.769\t-0.866\t2.017\t0.648\t0.841\t-0.172\t0.607\t-1.252\t-0.976\n2\t0.387\t0.421\t-0.800\t0.907\t-0.316\t-0.646\t-0.168\t-1.686\t-1.770\t0.583\t-0.663\t-1.223\t-1.626\t-1.271\t-0.769\t-1.993\t0.657\t0.415\t-0.797\t1.306\t-0.713\t-0.038\t1.331\t-0.347\t0.800\t0.696\t-0.487\t-0.278\n4\t1.700\t0.563\t-0.730\t0.887\t-0.452\t-0.768\t-2.144\t0.102\t-0.630\t0.096\t-2.299\t0.170\t-2.431\t1.088\t0.522\t-0.279\t0.563\t-0.978\t0.072\t0.795\t-3.094\t-0.447\t-0.023\t-0.196\t1.457\t-1.124\t-0.621\t-1.916\n4\t0.406\t-0.604\t0.433\t-0.531\t-2.603\t0.767\t0.632\t-0.600\t-0.088\t2.489\t0.713\t-0.617\t0.351\t0.583\t-0.320\t-0.167\t-1.742\t-0.158\t-1.285\t-1.193\t-0.433\t0.471\t-1.971\t-0.338\t-1.460\t2.126\t-1.470\t-0.093\n2\t-0.145\t-1.171\t0.775\t0.163\t0.872\t-0.571\t0.406\t-0.091\t-0.422\t0.350\t0.686\t-0.605\t1.578\t-0.248\t2.187\t-0.747\t-0.340\t-2.084\t-0.004\t1.207\t-1.009\t0.645\t-0.656\t0.312\t0.869\t2.230\t1.220\t-0.301\n2\t-0.061\t-0.204\t-0.431\t0.686\t-1.333\t0.013\t-0.211\t0.038\t-1.732\t-0.523\t0.020\t0.541\t1.846\t0.806\t0.461\t1.271\t-0.304\t1.554\t1.119\t-0.446\t1.924\t0.447\t2.193\t0.303\t-0.562\t-0.768\t-0.356\t-0.571\n1\t-0.770\t0.592\t0.921\t-0.627\t0.086\t1.047\t-1.179\t-0.168\t0.821\t-1.022\t0.126\t-0.539\t-0.711\t-0.699\t-1.343\t-2.226\t-0.961\t0.409\t-0.984\t-0.454\t-1.380\t0.136\t1.735\t0.562\t-0.262\t0.409\t1.179\t1.001\n0\t0.486\t0.068\t-0.843\t1.263\t-0.054\t-1.121\t-0.963\t0.535\t1.049\t0.482\t0.486\t-0.810\t0.093\t-0.330\t-0.195\t-0.112\t-0.660\t0.752\t-1.009\t-1.299\t-0.785\t0.883\t0.339\t-1.783\t0.597\t-0.049\t-0.417\t-0.242\n2\t0.030\t-0.695\t0.447\t0.206\t-0.582\t-0.579\t1.734\t-2.150\t-1.530\t-0.209\t0.984\t-0.869\t0.579\t-1.763\t-0.257\t0.301\t0.861\t0.600\t-1.883\t0.010\t-0.718\t-0.107\t-0.315\t0.692\t-0.030\t0.243\t0.061\t-2.218\n0\t0.296\t0.515\t-1.576\t0.323\t0.299\t-1.127\t-0.136\t-1.068\t-1.832\t1.034\t0.904\t-0.177\t0.444\t-1.121\t0.860\t0.173\t-1.245\t0.313\t0.376\t-0.505\t-1.519\t-0.486\t1.131\t0.691\t0.316\t-0.692\t-0.578\t-0.908\n4\t1.070\t1.179\t3.183\t0.426\t-0.788\t-0.479\t-0.158\t1.506\t0.733\t-1.347\t-0.057\t-1.471\t0.592\t-0.707\t-0.611\t-1.879\t0.757\t1.209\t-0.693\t-0.162\t-0.479\t-0.218\t-0.820\t-1.100\t1.369\t-2.640\t0.504\t0.283\n2\t0.580\t-0.833\t-0.046\t0.415\t-1.268\t-0.772\t-0.013\t-0.909\t-0.328\t2.496\t-1.507\t1.425\t0.342\t-1.224\t0.679\t0.043\t1.205\t0.660\t0.196\t-0.306\t1.169\t-0.392\t-1.400\t-1.896\t-1.236\t0.803\t-0.363\t-0.772\n4\t-0.667\t-2.242\t0.205\t-0.776\t-0.800\t-0.499\t1.745\t2.405\t0.217\t-0.465\t-1.177\t0.469\t1.783\t-0.247\t-2.379\t0.670\t0.985\t-1.586\t0.176\t0.451\t-0.073\t-0.791\t1.016\t-0.403\t-1.485\t-2.049\t1.261\t0.617\n2\t-0.027\t0.881\t-0.171\t-0.953\t-1.154\t-1.126\t1.654\t-1.635\t-0.904\t0.555\t-0.957\t-0.765\t-0.833\t0.694\t-2.444\t-0.536\t0.346\t-0.033\t-0.845\t1.408\t-0.235\t-0.500\t0.101\t-0.148\t1.179\t-1.131\t-0.298\t-1.124\n1\t-1.353\t1.974\t0.485\t1.483\t0.866\t0.394\t-0.309\t0.381\t1.450\t0.826\t0.167\t-0.172\t0.498\t-0.532\t0.498\t-0.698\t-0.354\t-1.028\t-0.440\t-0.684\t1.692\t-0.894\t0.385\t-0.947\t0.047\t0.290\t-1.851\t-1.398\n4\t-0.979\t0.684\t-1.052\t0.232\t-0.217\t0.260\t0.917\t0.406\t0.870\t1.922\t-1.916\t0.278\t-0.043\t0.011\t-2.051\t0.217\t-0.505\t0.704\t2.569\t-1.100\t0.365\t-1.789\t0.148\t0.950\t0.484\t1.363\t0.669\t-1.746\n0\t0.636\t-0.137\t0.516\t0.673\t0.487\t-0.087\t-0.559\t-0.432\t-0.139\t0.569\t1.305\t-1.060\t-0.425\t0.120\t-1.386\t-0.795\t1.186\t0.905\t-0.157\t-0.988\t0.007\t-0.616\t0.662\t1.310\t0.092\t0.414\t0.039\t0.325\n4\t0.428\t-0.279\t-1.545\t2.874\t0.266\t0.112\t-1.098\t0.261\t-0.164\t-1.889\t-1.070\t0.795\t1.944\t0.367\t1.103\t-0.156\t-0.087\t1.091\t1.663\t1.301\t-1.066\t-0.067\t0.278\t-0.260\t0.388\t0.821\t1.003\t1.686\n1\t0.880\t0.328\t-0.363\t-1.024\t1.242\t-0.279\t-0.910\t-0.862\t-0.173\t-0.615\t-1.085\t-0.756\t0.018\t-1.214\t-0.352\t-0.868\t-0.130\t-0.205\t-0.830\t0.785\t-1.088\t-0.035\t1.308\t0.962\t-2.488\t-0.835\t-0.280\t0.265\n1\t-0.567\t-0.362\t0.100\t0.218\t0.435\t-0.439\t0.529\t0.450\t-0.395\t-1.719\t-0.885\t1.568\t-1.694\t1.318\t-1.729\t-0.773\t-0.375\t1.782\t0.026\t-0.214\t-0.935\t0.522\t-0.513\t-0.229\t-0.358\t0.720\t0.762\t-0.890\n3\t-1.270\t1.196\t-0.613\t-0.339\t1.450\t-1.122\t-0.727\t-0.769\t1.618\t1.993\t0.752\t0.783\t-0.580\t1.947\t0.268\t0.853\t-0.106\t-0.268\t1.663\t0.540\t1.451\t0.255\t-0.848\t-0.583\t0.103\t-0.627\t-1.107\t1.201\n4\t-1.285\t-2.664\t1.382\t-2.303\t1.900\t0.199\t0.943\t-1.452\t0.062\t0.507\t1.092\t0.468\t-0.141\t-0.159\t-0.193\t-0.118\t-0.607\t0.681\t-0.886\t0.414\t-0.249\t-2.374\t1.295\t-1.509\t0.199\t1.114\t-0.220\t3.015\n3\t-0.162\t0.019\t2.765\t-1.440\t1.084\t-0.998\t-0.469\t-0.351\t-0.589\t-0.023\t0.729\t-1.139\t-0.843\t-0.461\t0.098\t0.327\t1.951\t1.069\t0.761\t-1.850\t-0.044\t1.317\t1.527\t-0.623\t-1.126\t-0.634\t1.467\t-0.096\n2\t-0.475\t0.946\t0.605\t-0.213\t-1.655\t1.232\t-0.021\t0.883\t-1.764\t0.949\t-1.614\t-0.055\t-0.696\t-0.434\t-0.405\t-0.909\t-0.465\t0.049\t0.158\t0.088\t0.891\t0.468\t0.530\t1.160\t0.131\t2.809\t0.777\t-0.340\n2\t-0.718\t-1.417\t-0.265\t0.090\t-0.339\t-0.073\t-0.549\t0.180\t-0.070\t-1.071\t2.477\t0.327\t0.915\t-0.807\t-0.427\t-0.287\t1.182\t-0.695\t-0.572\t-1.387\t1.086\t-1.611\t-2.177\t0.390\t-0.827\t0.569\t0.091\t-1.144\n3\t-0.310\t-1.189\t1.263\t0.829\t-0.749\t-0.779\t-2.098\t0.642\t0.200\t-1.894\t0.052\t1.267\t0.588\t-1.307\t0.346\t1.342\t1.300\t-0.948\t-1.305\t0.064\t-0.063\t-0.740\t-1.932\t1.010\t-1.040\t-1.317\t1.458\t-0.638\n3\t1.357\t2.133\t1.754\t0.836\t-0.682\t1.542\t0.922\t-0.678\t-0.172\t-0.013\t-1.164\t-0.695\t1.099\t0.640\t2.446\t-0.973\t-0.007\t-0.222\t0.638\t-0.248\t-1.103\t-0.608\t1.285\t-0.561\t0.265\t-0.065\t-0.699\t0.542\n1\t1.180\t0.226\t-0.387\t-0.599\t0.021\t-0.389\t0.116\t-0.647\t0.887\t-0.632\t-1.491\t2.817\t1.002\t-0.673\t-0.884\t0.687\t-0.646\t1.039\t0.519\t0.290\t0.190\t1.461\t-0.200\t0.141\t-0.757\t0.605\t-0.864\t1.221\n0\t-0.007\t0.013\t0.172\t0.142\t-0.061\t0.025\t1.555\t0.472\t0.105\t0.659\t0.659\t0.946\t-0.757\t-0.481\t-0.814\t0.767\t0.718\t-1.273\t0.391\t1.372\t-0.235\t0.314\t0.730\t-1.321\t0.152\t1.272\t-0.593\t0.832\n0\t-1.068\t1.124\t-0.424\t-0.367\t0.185\t0.317\t0.612\t-0.159\t0.676\t0.137\t-0.549\t-1.243\t0.634\t0.305\t-0.663\t-1.417\t-0.586\t-1.955\t0.975\t-0.110\t0.263\t-0.405\t1.770\t0.701\t-0.371\t-0.342\t-0.625\t-0.148\n4\t-0.904\t-0.727\t0.155\t-0.327\t0.827\t1.566\t0.836\t0.913\t-0.768\t0.607\t1.949\t-0.995\t-1.303\t0.492\t2.676\t-1.506\t-0.828\t-1.121\t-0.174\t2.369\t0.581\t-0.438\t0.117\t0.021\t1.690\t-2.114\t-0.304\t-0.696\n3\t-0.294\t-1.587\t0.800\t0.356\t1.087\t-0.348\t1.134\t0.039\t0.113\t2.114\t-0.485\t1.227\t0.480\t-0.572\t-1.316\t-1.033\t1.131\t1.734\t0.091\t0.144\t0.776\t0.073\t1.100\t0.292\t0.136\t-0.699\t-0.945\t-3.159\n2\t-0.448\t0.386\t0.475\t1.677\t-0.873\t1.236\t-0.566\t-1.555\t-1.008\t0.109\t-0.695\t1.426\t1.457\t0.974\t-1.587\t0.146\t-0.245\t-0.148\t-0.002\t0.222\t1.088\t0.617\t0.254\t-0.028\t-2.293\t0.741\t-0.390\t-1.045\n1\t2.174\t0.218\t1.644\t0.471\t1.334\t0.043\t1.236\t-0.984\t1.036\t-0.716\t-0.163\t-1.072\t-0.649\t-0.292\t0.614\t0.366\t-0.372\t0.597\t0.485\t-0.336\t-0.386\t-0.339\t2.037\t-0.631\t1.105\t-0.749\t-0.427\t0.481\n4\t-1.819\t-0.794\t-1.357\t0.459\t2.084\t-0.893\t-1.483\t-1.029\t1.764\t1.262\t1.069\t-1.346\t0.925\t0.056\t0.857\t-1.064\t-0.025\t-0.588\t0.690\t2.202\t-1.302\t-0.211\t1.038\t-0.410\t-0.823\t0.096\t-0.403\t1.751\n3\t2.258\t0.892\t1.856\t-1.178\t-0.052\t1.485\t0.241\t0.179\t0.625\t-1.416\t1.370\t-0.981\t-0.643\t-0.865\t0.086\t0.379\t-0.450\t-1.267\t-1.249\t-0.663\t0.763\t-2.146\t1.601\t-0.733\t0.425\t0.262\t-0.565\t0.542\n1\t0.889\t-1.122\t-0.767\t0.068\t1.029\t0.502\t0.248\t0.078\t0.400\t0.202\t-1.030\t0.046\t-1.074\t0.081\t-0.481\t2.539\t-0.040\t-1.404\t-0.134\t0.519\t1.673\t-0.589\t-1.582\t0.817\t-1.381\t-0.436\t-0.258\t-0.070\n1\t-0.565\t0.410\t-0.139\t-0.662\t-0.488\t0.600\t-1.287\t0.311\t-1.100\t0.549\t1.361\t-0.845\t-0.874\t1.961\t0.792\t-0.300\t-0.079\t-1.176\t-2.097\t-0.039\t-0.484\t0.647\t0.013\t-0.347\t-0.392\t-1.683\t-1.132\t-1.094\n0\t-0.941\t0.198\t0.265\t1.422\t1.401\t-0.610\t1.207\t0.276\t1.222\t0.807\t1.200\t-0.428\t-0.086\t0.155\t-0.068\t1.186\t0.247\t1.136\t0.676\t-0.394\t1.100\t-1.220\t0.292\t0.374\t0.569\t0.420\t0.620\t0.877\n1\t2.189\t1.786\t1.138\t1.123\t0.832\t-0.047\t-0.737\t-0.021\t0.422\t-1.454\t-0.153\t-0.826\t1.014\t-0.550\t0.328\t-0.700\t1.598\t-1.701\t0.476\t-1.277\t-0.509\t0.206\t0.255\t0.229\t0.152\t-0.642\t-0.164\t0.032\n1\t0.350\t-1.176\t0.104\t0.035\t0.003\t0.160\t0.117\t1.950\t0.105\t-0.124\t-1.556\t-1.387\t1.339\t0.885\t0.934\t1.418\t0.467\t1.801\t-1.043\t-1.643\t-0.118\t0.320\t0.415\t1.135\t0.014\t0.790\t-0.115\t-0.846\n4\t0.418\t0.522\t-1.090\t-0.649\t-0.677\t-0.914\t1.304\t0.216\t0.553\t3.458\t-1.287\t0.612\t-1.737\t-0.838\t0.701\t-0.738\t1.128\t-0.871\t0.934\t1.574\t-0.007\t0.589\t0.912\t1.663\t-0.425\t0.393\t3.314\t0.303\n2\t1.847\t0.972\t-0.731\t0.840\t-0.305\t1.217\t-0.486\t-1.052\t-0.796\t-0.745\t-0.840\t-0.573\t0.857\t1.796\t-1.330\t1.264\t-0.478\t0.348\t-1.654\t0.524\t-2.005\t0.314\t0.257\t0.191\t-0.735\t0.550\t0.391\t-0.210\n0\t-1.001\t0.836\t0.442\t1.396\t1.170\t0.132\t0.117\t0.493\t-1.024\t-0.719\t-0.994\t-1.485\t-0.302\t0.853\t-1.733\t0.030\t0.530\t-0.030\t0.491\t-1.615\t-0.132\t-0.314\t0.229\t0.369\t-0.161\t0.692\t0.354\t0.781\n1\t-1.545\t-1.180\t-1.174\t0.275\t-1.416\t-0.207\t0.040\t-0.303\t-0.271\t1.276\t0.500\t0.703\t-0.372\t0.785\t0.304\t0.210\t-0.391\t0.237\t2.108\t0.604\t1.709\t-1.887\t0.072\t0.821\t0.387\t0.515\t-0.389\t1.211\n4\t-1.598\t1.490\t2.055\t1.543\t-0.336\t-1.155\t-1.066\t-1.684\t-0.107\t1.606\t-0.142\t0.302\t1.376\t-0.404\t2.036\t1.992\t-0.131\t-0.578\t0.697\t-0.348\t-1.157\t1.281\t1.216\t0.156\t-1.263\t-1.230\t0.107\t-0.500\n3\t1.422\t-0.010\t-0.670\t1.282\t1.126\t-1.253\t1.416\t-1.020\t0.379\t-0.816\t0.164\t0.116\t2.232\t-1.622\t-0.771\t-0.465\t0.329\t-0.312\t-2.198\t0.737\t1.335\t0.433\t-0.456\t0.205\t-1.217\t1.061\t0.498\t-0.533\n1\t-0.002\t-1.067\t-1.259\t-1.005\t-0.723\t0.367\t-0.796\t1.746\t1.027\t0.808\t-0.120\t1.514\t-0.218\t-0.031\t0.170\t0.702\t0.637\t-0.475\t-0.533\t0.640\t0.715\t-0.393\t-1.587\t-0.207\t0.624\t1.805\t-1.198\t-0.427\n3\t0.948\t0.435\t-2.309\t-1.387\t0.592\t-0.815\t1.174\t-1.478\t0.825\t-0.875\t1.123\t-0.739\t-0.967\t0.081\t-1.467\t-0.948\t0.868\t1.452\t-0.227\t-0.495\t-1.523\t0.635\t-0.442\t-1.210\t0.278\t-1.319\t0.152\t-0.392\n0\t-0.232\t-0.978\t-0.265\t-1.551\t0.922\t-0.518\t0.201\t0.051\t0.557\t-2.461\t0.450\t-0.275\t0.407\t-1.179\t0.414\t1.299\t0.190\t-0.717\t-0.674\t0.576\t0.570\t0.357\t-0.038\t0.203\t-0.065\t-0.381\t0.757\t0.310\n3\t-1.604\t-0.648\t0.327\t-0.280\t-1.628\t-0.852\t-1.494\t-0.719\t1.661\t-2.181\t1.142\t0.911\t-0.051\t0.521\t0.649\t-1.058\t-0.112\t-0.836\t0.423\t-0.848\t1.716\t1.195\t-0.050\t-1.107\t-0.337\t0.526\t2.040\t-0.447\n4\t0.346\t1.603\t1.571\t-0.528\t-0.928\t-2.666\t0.142\t0.473\t-0.594\t-0.840\t1.439\t-0.436\t0.052\t1.203\t-2.271\t1.737\t-0.833\t-0.858\t-0.279\t1.138\t0.807\t0.423\t-0.401\t1.155\t-0.842\t2.009\t1.088\t0.451\n3\t-1.127\t0.572\t1.328\t2.520\t1.050\t0.361\t0.275\t1.552\t-0.286\t0.796\t2.194\t-0.109\t-2.014\t-0.861\t0.293\t-0.837\t-0.347\t-0.295\t0.561\t-0.946\t-0.584\t1.407\t-0.482\t0.726\t0.014\t-0.023\t0.738\t-1.862\n3\t-0.738\t-0.434\t-0.721\t-1.039\t1.737\t1.386\t-1.863\t0.318\t-0.065\t0.145\t-1.451\t-1.847\t-0.055\t-0.370\t-0.549\t-0.207\t0.600\t0.881\t-0.981\t-0.887\t0.150\t1.223\t-0.214\t0.145\t-1.364\t-2.196\t2.313\t0.277\n2\t-0.054\t1.518\t0.641\t-0.647\t-1.682\t0.042\t0.251\t-0.073\t1.806\t-0.132\t-2.282\t-0.407\t0.455\t0.387\t-0.177\t-0.342\t-2.000\t0.086\t-0.339\t0.249\t0.491\t1.241\t-0.956\t-1.294\t-0.574\t-0.736\t-0.825\t1.445\n3\t-1.467\t1.472\t0.671\t-0.576\t2.086\t-1.363\t-0.329\t0.987\t1.153\t-1.493\t-0.283\t0.746\t1.473\t1.389\t0.700\t0.090\t-0.179\t0.498\t1.434\t-0.214\t-0.273\t1.145\t1.062\t-0.500\t-1.319\t-1.713\t0.130\t-1.105\n1\t-0.092\t-1.318\t-0.088\t1.515\t0.693\t-0.359\t-2.632\t0.001\t0.085\t-1.152\t0.864\t0.397\t-0.808\t-1.575\t1.423\t0.583\t-0.971\t-1.193\t-0.115\t0.501\t-0.707\t-0.038\t0.892\t0.542\t0.047\t-0.122\t-0.960\t-0.516\n0\t1.199\t0.200\t0.761\t0.354\t-0.220\t0.929\t0.345\t-0.961\t-0.989\t0.149\t0.907\t1.639\t-1.777\t0.026\t0.490\t0.296\t1.009\t0.656\t-0.986\t-1.015\t0.312\t0.991\t0.143\t-1.578\t-1.047\t0.692\t-0.349\t0.118\n4\t-0.329\t0.554\t1.033\t-0.604\t-0.359\t2.250\t-1.758\t1.176\t2.477\t-1.541\t1.565\t0.814\t1.004\t0.251\t-0.619\t-0.865\t-0.293\t1.149\t1.576\t1.682\t-0.271\t-1.006\t-0.029\t1.893\t-0.018\t-0.463\t1.589\t-1.290\n2\t-0.163\t0.222\t0.045\t0.036\t-3.141\t0.165\t-1.328\t0.476\t1.057\t0.560\t-1.148\t-0.834\t-0.067\t0.853\t0.995\t0.361\t-0.964\t1.174\t-0.026\t-0.398\t-0.487\t-1.522\t1.100\t-0.125\t-0.692\t0.607\t0.787\t-1.733\n3\t-0.439\t-0.881\t0.129\t0.352\t1.605\t1.397\t-0.346\t0.941\t-0.326\t0.140\t-1.057\t1.147\t-1.163\t-0.721\t-0.821\t0.694\t-0.749\t-1.572\t1.457\t-0.123\t1.389\t0.100\t-1.081\t-1.993\t1.599\t0.226\t1.686\t-0.463\n1\t0.959\t-0.712\t-2.112\t0.656\t1.549\t0.692\t0.316\t-0.848\t0.440\t0.653\t0.069\t0.915\t1.158\t-0.490\t-0.368\t-0.141\t1.512\t1.485\t1.048\t-0.142\t0.487\t-0.544\t-1.263\t-0.238\t0.956\t0.273\t0.255\t-0.405\n2\t1.392\t0.170\t0.369\t0.625\t0.589\t-0.021\t-0.901\t2.684\t-0.293\t0.331\t0.440\t-0.533\t-0.426\t1.488\t-0.739\t0.412\t0.896\t-0.214\t-0.094\t0.957\t-0.137\t-2.077\t1.504\t-0.975\t0.215\t-1.318\t-0.511\t-0.436\n2\t0.085\t0.251\t1.530\t-1.428\t1.255\t0.982\t-0.813\t1.156\t-0.953\t0.479\t-0.793\t-0.100\t0.622\t0.213\t-0.203\t0.173\t-0.554\t-0.042\t0.429\t0.717\t-2.244\t0.713\t-1.494\t-0.155\t-0.186\t-2.090\t1.857\t-0.664\n2\t-0.104\t0.197\t0.941\t-0.261\t0.025\t-1.860\t2.084\t-0.026\t-0.515\t-0.027\t-0.043\t1.394\t-0.701\t0.192\t0.101\t0.768\t-0.894\t-0.958\t1.829\t0.585\t0.691\t-1.016\t0.066\t0.725\t1.956\t1.285\t1.119\t0.423\n0\t-0.346\t-0.820\t-0.536\t0.635\t-1.076\t0.065\t1.474\t0.489\t0.503\t1.147\t0.464\t0.076\t-0.568\t-0.577\t0.934\t0.061\t-0.892\t0.395\t1.683\t-1.601\t-0.022\t-0.206\t1.406\t-0.051\t0.117\t0.210\t0.760\t0.821\n1\t0.318\t0.103\t0.528\t1.439\t-0.127\t-2.363\t-0.577\t-0.901\t0.612\t-0.722\t0.678\t0.786\t1.258\t0.765\t0.823\t-0.609\t1.440\t0.160\t-0.147\t1.836\t0.294\t0.736\t-0.515\t0.024\t0.694\t1.088\t-0.411\t0.938\n1\t0.997\t-0.887\t-0.301\t1.285\t0.052\t-1.400\t1.679\t0.270\t0.670\t-0.779\t-0.538\t-0.274\t-0.827\t-0.402\t-1.011\t-1.870\t-1.370\t-0.872\t-0.449\t-0.470\t0.305\t1.460\t-0.364\t-0.661\t1.220\t0.010\t-0.067\t0.865\n1\t2.079\t0.009\t0.875\t0.447\t0.258\t0.830\t-1.443\t-0.089\t0.281\t-0.963\t-0.047\t0.094\t-0.169\t-0.888\t-0.754\t-0.321\t0.385\t0.095\t0.199\t-0.231\t-0.840\t-0.307\t-0.833\t-3.028\t-0.014\t-0.260\t1.237\t0.689\n0\t0.520\t-0.973\t0.914\t0.414\t-1.882\t0.914\t-1.015\t-0.089\t1.017\t1.965\t1.148\t0.403\t-0.664\t0.482\t0.983\t-0.582\t-0.894\t-0.865\t-0.117\t0.230\t-0.081\t0.186\t-1.254\t-0.362\t-0.004\t-0.426\t-0.047\t-1.235\n2\t-0.648\t-1.668\t0.860\t-0.115\t-0.303\t-0.546\t1.872\t0.355\t0.550\t0.163\t0.270\t1.399\t-0.251\t-1.457\t0.868\t0.497\t0.108\t0.471\t-0.371\t0.021\t-0.132\t-0.591\t1.189\t-1.412\t2.361\t0.877\t-1.778\t-0.224\n3\t0.368\t-0.114\t1.442\t-0.183\t0.419\t-0.630\t0.132\t2.065\t0.860\t0.426\t-1.374\t2.358\t-1.221\t0.071\t0.462\t0.631\t-0.706\t0.671\t-1.227\t1.658\t-1.284\t-0.519\t0.571\t-0.171\t1.516\t1.259\t0.494\t-0.719\n3\t-0.148\t-0.780\t-1.258\t-0.266\t0.511\t0.630\t0.180\t1.275\t0.086\t0.823\t-0.264\t0.457\t1.959\t0.178\t1.197\t0.010\t-1.254\t0.158\t0.534\t0.849\t-0.681\t3.766\t1.080\t1.257\t0.880\t-0.841\t-0.419\t0.563\n1\t-0.220\t-0.641\t-0.438\t2.883\t-0.180\t1.753\t0.193\t0.647\t0.764\t-0.073\t1.489\t0.165\t0.150\t0.017\t-0.727\t-0.554\t0.139\t0.899\t1.851\t0.948\t0.392\t0.195\t-0.326\t-0.191\t-0.183\t-0.011\t0.012\t0.400\n0\t-0.495\t0.570\t-0.433\t-0.228\t-1.176\t1.143\t1.553\t0.212\t-0.486\t0.935\t0.589\t-0.444\t1.151\t-0.424\t-1.286\t-0.066\t1.084\t0.103\t-1.173\t-0.403\t1.196\t0.274\t-0.019\t-0.130\t1.080\t1.015\t-1.401\t0.940\n2\t-1.402\t-0.075\t-0.041\t-0.127\t-0.943\t-1.673\t1.429\t0.019\t-0.313\t-0.067\t-1.341\t1.288\t-0.715\t-0.113\t0.486\t0.717\t-0.024\t-1.031\t0.599\t0.850\t1.173\t0.543\t2.095\t0.149\t0.200\t1.229\t1.611\t1.389\n2\t-0.658\t0.648\t-1.432\t-0.119\t-0.304\t-0.571\t-0.163\t0.650\t0.311\t-0.054\t0.218\t1.580\t1.299\t-1.192\t-0.501\t-1.021\t1.425\t-0.259\t-0.636\t-1.588\t0.159\t1.611\t1.238\t-1.489\t0.452\t-0.546\t-0.507\t1.710\n1\t1.005\t0.723\t0.583\t0.810\t-0.070\t0.890\t0.559\t-0.119\t-0.808\t-0.387\t0.628\t-0.985\t1.833\t-0.579\t-0.822\t-0.329\t1.118\t-1.242\t1.462\t1.044\t1.798\t0.608\t0.294\t-1.703\t0.145\t-1.276\t0.939\t-0.143\n0\t1.085\t-0.299\t1.298\t1.233\t-0.587\t0.569\t-1.313\t-1.054\t0.112\t0.509\t1.613\t-0.163\t0.176\t0.098\t1.794\t1.342\t0.385\t0.794\t0.350\t1.075\t0.862\t-0.302\t0.099\t0.162\t0.152\t-0.508\t0.337\t-0.509\n4\t-0.210\t0.407\t-2.131\t0.736\t-0.294\t-0.968\t-0.658\t0.329\t-0.689\t-0.381\t1.727\t-0.856\t-1.635\t-0.415\t-0.868\t1.159\t-0.820\t-1.216\t0.975\t-0.493\t1.432\t-0.540\t-1.848\t-1.196\t-2.565\t-2.722\t-0.015\t0.666\n3\t-1.229\t-0.626\t0.791\t-0.306\t-0.979\t-1.424\t-0.408\t0.082\t0.765\t1.054\t-0.329\t0.439\t0.303\t-0.012\t1.488\t-3.159\t-1.927\t-0.327\t0.412\t1.849\t-0.030\t0.416\t-0.020\t0.878\t-0.715\t-0.071\t-1.223\t-0.596\n3\t-1.550\t0.849\t0.404\t-1.026\t-0.669\t-0.088\t-2.025\t2.272\t-0.980\t0.031\t1.671\t-0.184\t0.322\t-0.957\t-0.548\t-0.925\t1.280\t-0.667\t-0.743\t-0.861\t0.382\t0.581\t-1.998\t0.068\t0.301\t1.405\t-1.224\t-1.121\n1\t0.298\t-0.072\t0.176\t1.841\t-0.812\t0.032\t-0.985\t-0.329\t0.574\t0.363\t0.073\t-1.497\t0.808\t1.312\t-1.577\t0.601\t-1.213\t0.991\t0.840\t1.362\t-0.513\t-0.608\t1.888\t-0.172\t-0.489\t-0.782\t-1.453\t-0.367\n4\t-1.276\t0.448\t1.048\t-0.582\t-1.586\t-0.441\t0.188\t0.592\t-0.521\t-2.035\t-1.276\t0.360\t1.991\t-0.022\t1.313\t-1.057\t-0.648\t-2.340\t0.370\t-0.894\t0.599\t-0.502\t2.022\t1.793\t-2.303\t0.591\t-0.743\t0.647\n3\t1.962\t-0.940\t-0.606\t0.428\t-0.701\t-0.351\t0.143\t0.908\t0.157\t1.254\t-1.434\t0.355\t-1.510\t-2.088\t-0.251\t0.339\t0.136\t-0.382\t-0.182\t-0.261\t-0.874\t-1.776\t-0.406\t-0.095\t0.471\t-0.125\t2.865\t-0.459\n4\t-0.858\t-0.802\t-0.845\t-0.736\t0.631\t-0.547\t0.909\t1.130\t0.538\t-1.426\t-0.788\t0.677\t1.629\t-1.845\t0.846\t-0.918\t-1.720\t0.708\t-1.367\t-1.398\t2.469\t-1.686\t-1.197\t-0.073\t-0.722\t0.301\t0.470\t-1.009\n3\t0.269\t-0.133\t0.812\t1.034\t-1.295\t0.098\t-0.902\t0.199\t-1.387\t-0.061\t0.283\t-2.288\t-0.268\t-1.497\t0.830\t-1.942\t-0.353\t1.314\t-1.047\t-0.734\t-0.075\t0.053\t-2.324\t-0.262\t0.694\t2.151\t-0.762\t-0.296\n0\t-0.719\t0.195\t-0.180\t-0.402\t-1.658\t-0.515\t-1.110\t0.552\t0.991\t0.741\t0.342\t-0.853\t0.205\t0.793\t-0.586\t0.119\t-0.145\t1.662\t0.852\t0.609\t-1.717\t0.173\t-0.155\t-0.164\t-1.563\t-1.088\t-0.068\t1.114\n2\t-0.272\t-0.834\t-0.107\t-0.694\t1.637\t1.323\t0.724\t0.031\t1.139\t0.099\t0.161\t-1.728\t0.261\t-1.291\t-0.403\t0.169\t-0.899\t0.479\t1.052\t-0.884\t0.117\t-1.246\t-1.167\t0.310\t0.713\t-1.509\t2.049\t-0.497\n2\t0.018\t-1.435\t0.031\t0.469\t1.409\t1.819\t-1.192\t-0.117\t-0.104\t-0.713\t0.099\t-0.080\t0.614\t1.357\t0.132\t-0.490\t-1.026\t2.042\t0.907\t0.400\t-0.166\t1.612\t-0.160\t-1.712\t0.265\t-1.228\t0.269\t1.344\n4\t-1.140\t-1.821\t0.722\t-1.306\t0.968\t-2.185\t0.149\t-0.320\t1.677\t0.226\t0.613\t-0.431\t-0.179\t1.052\t0.016\t-0.919\t1.140\t1.686\t1.503\t1.290\t-0.283\t-0.981\t-1.186\t-1.307\t-0.094\t1.771\t-1.654\t0.017\n3\t0.863\t-1.975\t0.514\t0.281\t0.267\t-1.163\t-1.704\t2.244\t0.133\t1.936\t0.903\t0.112\t0.232\t1.080\t1.193\t0.476\t1.093\t1.140\t0.330\t-0.604\t0.497\t-0.748\t-0.380\t0.398\t-0.079\t1.316\t-0.660\t-2.128\n0\t1.012\t-0.806\t-0.031\t-0.136\t0.342\t0.472\t-0.942\t0.644\t0.267\t0.112\t-0.276\t0.774\t1.149\t0.744\t-1.291\t1.625\t0.619\t-0.396\t0.556\t-0.186\t0.491\t1.463\t-0.067\t1.048\t-0.268\t1.029\t0.444\t0.339\n1\t-1.665\t0.327\t0.981\t-1.657\t0.904\t1.348\t0.992\t0.311\t-1.376\t1.696\t-0.251\t-0.529\t0.828\t-0.203\t-0.800\t-0.360\t-0.136\t1.370\t0.216\t1.141\t-0.476\t-0.905\t1.037\t-0.259\t-0.118\t1.032\t-0.863\t0.364\n2\t-0.144\t-0.982\t-0.220\t0.543\t0.685\t0.240\t0.244\t-1.525\t1.213\t0.304\t1.312\t0.507\t0.954\t-1.077\t2.924\t0.251\t0.920\t0.575\t-0.754\t-0.817\t0.031\t-0.993\t1.770\t0.385\t1.296\t0.702\t-0.999\t0.458\n3\t-0.889\t0.160\t0.330\t-0.252\t-1.712\t-0.398\t1.519\t2.296\t2.807\t-0.008\t1.018\t-0.102\t0.204\t0.659\t0.630\t0.306\t0.352\t0.298\t1.126\t-0.818\t-0.493\t-0.461\t0.380\t0.768\t-0.742\t-2.065\t1.734\t0.081\n2\t0.882\t0.495\t1.947\t-0.351\t-0.002\t0.165\t0.754\t-1.970\t-0.733\t-1.528\t-0.840\t0.912\t0.668\t0.037\t1.113\t0.404\t0.748\t-0.387\t-1.660\t2.058\t-0.730\t-1.239\t-0.164\t-0.596\t0.348\t-0.724\t-0.375\t-1.089\n0\t-0.675\t1.449\t-1.155\t0.478\t-0.492\t0.410\t0.050\t-0.283\t0.389\t-0.493\t-1.784\t-0.928\t-1.048\t-1.604\t0.369\t-0.173\t0.354\t0.521\t0.756\t0.407\t-0.980\t0.580\t0.222\t2.190\t0.008\t0.383\t-0.095\t0.049\n2\t-0.968\t-1.876\t1.320\t-1.848\t-0.072\t1.017\t1.682\t-0.899\t0.159\t-0.122\t-0.727\t1.244\t0.570\t-1.191\t-0.199\t-0.378\t0.435\t1.907\t0.336\t-0.280\t-0.097\t0.403\t-1.732\t1.112\t0.168\t-0.124\t-0.409\t-0.068\n1\t0.632\t0.841\t0.932\t0.214\t0.446\t2.257\t2.407\t0.047\t-1.768\t0.129\t0.116\t-1.262\t0.125\t-1.045\t0.377\t0.595\t0.527\t0.989\t0.469\t0.789\t1.292\t-0.442\t-0.144\t-0.355\t-0.745\t-0.298\t0.835\t0.727\n3\t-0.806\t-0.408\t-0.428\t0.100\t-0.280\t0.269\t0.431\t1.268\t0.549\t-0.702\t2.111\t-0.695\t-0.388\t0.597\t2.895\t0.402\t-0.642\t-1.639\t-1.706\t0.011\t0.545\t-1.420\t0.222\t-1.314\t-0.924\t0.632\t-0.748\t1.310\n4\t2.157\t-0.157\t-0.764\t1.249\t-0.079\t0.775\t1.882\t1.478\t0.373\t0.727\t1.347\t-0.956\t-1.306\t2.014\t-1.251\t2.268\t-0.695\t-0.903\t0.794\t-1.606\t2.572\t1.924\t1.540\t-1.525\t1.295\t1.189\t0.166\t0.841\n4\t0.041\t1.322\t2.697\t0.808\t-0.870\t-1.153\t-1.956\t0.601\t0.330\t1.635\t-1.699\t-0.805\t-0.862\t1.499\t0.362\t-2.057\t-0.675\t-0.609\t1.734\t0.914\t-0.079\t0.333\t-1.332\t0.171\t-0.159\t1.753\t-0.049\t-0.043\n2\t-0.924\t0.547\t-0.007\t1.283\t0.030\t1.325\t0.268\t0.414\t1.280\t0.502\t0.051\t0.239\t-0.333\t0.739\t0.795\t-0.810\t-0.172\t-0.857\t0.162\t-2.115\t-2.444\t0.322\t-0.520\t2.156\t1.091\t0.905\t-0.155\t-1.200\n2\t0.302\t-1.589\t-0.584\t1.783\t-1.591\t-0.439\t-0.165\t0.004\t-0.413\t0.082\t-0.036\t0.710\t0.845\t0.440\t0.237\t-1.564\t0.116\t1.114\t-1.611\t-1.317\t1.492\t-1.498\t-0.103\t-0.552\t1.432\t0.303\t0.791\t0.056\n4\t0.633\t0.668\t0.581\t0.141\t-1.153\t-1.255\t-0.642\t2.242\t-1.205\t1.136\t0.138\t1.345\t0.880\t0.816\t0.561\t-2.251\t1.303\t-0.311\t1.913\t0.739\t-2.031\t-0.606\t-1.699\t-1.290\t0.487\t1.338\t0.791\t-1.026\n0\t1.053\t2.130\t0.751\t0.295\t-0.340\t0.182\t1.360\t-0.045\t-0.886\t-1.620\t0.513\t0.247\t-0.646\t1.026\t-0.422\t-0.135\t-0.017\t-0.351\t0.236\t1.152\t-1.142\t0.489\t0.172\t0.154\t0.872\t0.049\t0.480\t0.716\n3\t2.383\t0.612\t0.558\t-0.192\t1.181\t0.166\t-0.619\t0.739\t-0.025\t-1.500\t-0.965\t1.271\t-0.307\t0.751\t-1.297\t1.023\t-1.909\t-1.575\t-1.498\t0.262\t0.241\t-0.886\t-1.827\t1.170\t0.331\t0.471\t0.226\t-1.457\n1\t-0.132\t-1.598\t0.829\t0.583\t0.311\t-1.468\t0.176\t0.450\t1.860\t0.384\t-1.745\t0.518\t1.176\t-0.329\t-1.542\t1.875\t0.121\t-0.537\t0.798\t-0.932\t-0.938\t-0.381\t0.239\t-0.608\t0.560\t0.691\t-0.026\t-0.198\n0\t0.137\t-0.728\t-0.111\t0.417\t-0.734\t0.041\t-0.257\t1.108\t-0.563\t-0.480\t1.172\t0.886\t-0.746\t-0.418\t0.299\t0.643\t0.018\t-0.530\t-0.886\t-0.030\t-0.446\t1.328\t-1.321\t1.683\t0.060\t-1.157\t-0.437\t-1.092\n2\t1.538\t1.234\t-0.792\t-0.605\t-0.780\t1.296\t-0.029\t0.385\t-0.702\t-0.555\t-0.064\t1.033\t0.647\t0.411\t-0.592\t0.220\t-0.397\t1.416\t-1.314\t0.649\t0.122\t-0.505\t1.856\t-2.104\t-0.102\t0.679\t1.328\t1.266\n2\t1.615\t-0.456\t0.749\t0.423\t0.049\t-0.592\t0.756\t1.598\t-1.996\t0.161\t0.587\t-0.846\t0.446\t0.360\t0.725\t-0.340\t-1.318\t0.027\t1.302\t0.885\t-1.311\t-0.162\t-0.110\t0.592\t-0.101\t-0.167\t-0.582\t2.419\n4\t1.065\t-1.202\t-0.414\t-0.523\t0.355\t0.773\t-1.480\t-0.006\t0.869\t-1.855\t-0.064\t-1.216\t-0.642\t-2.505\t1.393\t-0.356\t-0.807\t0.328\t-1.042\t-1.137\t1.510\t1.809\t-0.592\t1.067\t0.356\t-1.414\t-0.928\t1.551\n3\t0.348\t0.893\t-0.282\t-1.110\t1.246\t0.439\t0.195\t-0.664\t0.194\t-0.751\t-0.218\t-1.618\t1.278\t-0.015\t0.653\t1.781\t-0.383\t0.543\t1.730\t1.193\t0.870\t0.368\t-0.566\t2.869\t-1.750\t-0.353\t0.041\t1.394\n4\t-1.822\t-0.354\t-0.669\t-0.389\t-1.376\t1.415\t-0.171\t-0.444\t-0.665\t0.288\t-2.111\t0.275\t0.481\t0.727\t0.999\t-0.714\t-2.289\t-0.704\t-0.996\t-1.915\t-1.399\t-0.132\t-0.334\t-1.644\t-1.379\t0.614\t-1.780\t1.198\n0\t0.122\t0.054\t0.946\t1.089\t0.696\t0.353\t-1.049\t-1.069\t-0.846\t0.752\t0.073\t0.869\t1.003\t-0.726\t0.032\t-0.013\t-0.328\t-0.535\t1.185\t0.052\t0.013\t-0.803\t0.675\t-1.005\t0.455\t0.482\t-0.413\t0.318\n1\t0.683\t-0.137\t0.023\t0.838\t0.158\t0.606\t-0.257\t1.740\t-1.377\t1.602\t-0.419\t-0.997\t1.354\t-0.528\t-0.660\t-2.434\t0.217\t1.590\t0.267\t0.156\t1.288\t0.051\t-0.456\t-1.032\t-0.261\t-0.463\t0.841\t-0.041\n3\t-1.238\t-0.045\t-1.151\t0.804\t0.897\t-0.990\t-0.599\t-0.964\t0.225\t-0.101\t0.038\t-0.327\t1.833\t0.960\t-0.144\t-1.530\t-1.695\t-1.618\t0.438\t-0.164\t1.232\t0.717\t-2.230\t-0.821\t-1.678\t-0.402\t0.310\t0.075\n3\t1.115\t1.366\t-0.848\t-0.282\t0.672\t1.694\t1.323\t-0.276\t-0.020\t0.686\t-0.669\t1.490\t0.888\t-0.655\t0.470\t1.371\t0.769\t-0.102\t-0.519\t-0.851\t1.400\t-2.408\t-2.038\t1.181\t-0.631\t-1.481\t0.445\t0.116\n1\t0.964\t0.633\t-1.553\t-0.499\t-0.325\t-0.960\t0.310\t0.972\t0.309\t-0.982\t0.581\t0.729\t0.457\t0.795\t0.140\t1.852\t-0.325\t-1.451\t-1.043\t1.672\t0.982\t-0.523\t0.584\t-0.560\t-1.341\t0.650\t0.749\t0.435\n1\t0.963\t1.374\t-1.362\t0.115\t-1.680\t-0.276\t0.120\t0.319\t-0.182\t-0.418\t-0.574\t-1.432\t1.229\t1.885\t1.276\t1.070\t0.452\t0.449\t1.352\t-1.119\t0.804\t0.078\t-0.566\t-0.601\t0.119\t0.051\t0.612\t-0.241\n0\t-1.397\t-1.318\t-0.213\t-0.133\t-0.591\t-1.182\t-1.221\t-1.217\t-0.270\t-0.649\t-0.241\t0.890\t0.183\t0.012\t1.240\t-0.516\t0.532\t0.236\t1.318\t0.054\t1.142\t-1.750\t-0.055\t-0.593\t1.065\t-0.117\t-0.996\t-0.090\n4\t-0.852\t0.014\t-1.494\t1.465\t0.416\t0.585\t2.102\t-0.344\t0.856\t0.582\t1.539\t0.691\t-0.509\t0.424\t-0.647\t-0.467\t-0.014\t-0.186\t-0.894\t-2.269\t0.296\t0.368\t0.364\t1.906\t-1.536\t1.553\t2.492\t1.764\n3\t-0.504\t0.434\t-0.647\t-2.276\t-0.925\t-1.448\t1.092\t-0.607\t-0.514\t-1.064\t0.094\t-0.716\t0.992\t0.302\t-0.572\t0.850\t0.008\t0.021\t-1.463\t-0.071\t0.322\t1.334\t-0.752\t2.278\t0.557\t-1.519\t-0.845\t1.421\n3\t0.267\t-1.436\t0.279\t-2.204\t-0.469\t0.630\t-0.401\t-1.663\t0.045\t0.776\t-1.006\t0.148\t-0.639\t0.999\t2.628\t-0.720\t-1.787\t0.106\t-0.538\t1.088\t-1.065\t0.114\t0.357\t0.242\t0.267\t1.204\t1.289\t0.102\n2\t-1.195\t0.286\t-0.845\t0.553\t-0.034\t-1.595\t0.421\t-0.578\t0.881\t0.001\t0.395\t-0.958\t-0.589\t-0.459\t0.857\t1.677\t-0.805\t1.077\t-2.170\t-1.194\t-0.959\t-1.353\t-1.584\t0.413\t-0.214\t0.379\t0.690\t0.266\n1\t-0.265\t1.441\t-0.615\t1.061\t-1.377\t-1.198\t1.901\t-0.012\t-0.538\t1.363\t1.246\t0.921\t-0.570\t-0.287\t0.312\t0.694\t-0.508\t0.171\t0.267\t1.287\t0.754\t-1.507\t-0.214\t-0.929\t0.568\t0.923\t0.102\t-0.268\n4\t2.373\t-0.567\t-0.271\t-0.298\t-0.047\t-1.602\t-0.053\t2.277\t2.050\t0.085\t1.031\t-0.044\t0.087\t0.849\t-0.099\t1.572\t-1.836\t-0.796\t0.508\t-1.332\t-1.004\t-0.033\t-2.183\t-1.516\t-1.410\t0.128\t-0.596\t0.096\n1\t-0.309\t-0.117\t0.427\t0.815\t-0.989\t0.921\t-1.816\t-2.087\t-1.652\t0.521\t0.622\t0.202\t-0.564\t0.473\t-0.671\t-0.326\t-0.837\t0.647\t-0.581\t0.387\t0.088\t1.601\t0.069\t1.244\t0.809\t-1.123\t-0.557\t-0.272\n2\t-0.052\t0.717\t-0.299\t0.714\t-0.076\t0.867\t1.151\t-1.585\t0.358\t1.830\t0.618\t2.438\t-0.928\t0.258\t0.488\t-0.527\t-1.236\t2.170\t1.122\t0.558\t0.048\t0.140\t0.628\t1.442\t-0.707\t0.106\t-0.370\t-1.057\n3\t1.013\t0.158\t1.651\t-0.548\t0.487\t-0.252\t1.382\t-0.204\t0.854\t-1.078\t-0.415\t-0.084\t1.263\t-2.197\t-0.333\t-0.366\t-2.077\t-0.464\t-1.541\t-2.331\t-0.262\t-0.296\t-0.245\t0.253\t-0.879\t1.791\t-0.033\t1.286\n3\t1.786\t-1.406\t-0.905\t-1.164\t-1.053\t-1.182\t0.658\t-1.329\t-0.717\t1.900\t-0.352\t1.114\t0.188\t-0.980\t-1.032\t-0.637\t-0.447\t2.110\t1.058\t0.116\t-0.960\t-0.118\t0.024\t0.804\t-0.588\t0.781\t1.497\t0.192\n0\t0.721\t0.589\t0.222\t-0.537\t-0.990\t-1.383\t-0.626\t0.912\t-1.002\t1.209\t-1.026\t-0.164\t0.451\t1.027\t-0.367\t0.481\t0.213\t-0.250\t-1.039\t0.440\t0.028\t-0.320\t0.115\t0.571\t-1.680\t-0.546\t-0.974\t-0.899\n0\t0.014\t0.252\t0.927\t-0.676\t-0.487\t-0.669\t-0.332\t1.426\t0.573\t-1.131\t-0.600\t0.373\t-0.907\t-0.725\t1.345\t-0.613\t0.955\t1.255\t-0.733\t-0.890\t-0.276\t-1.089\t0.121\t-0.206\t0.361\t1.397\t0.817\t0.489\n2\t0.608\t-1.312\t1.000\t-0.505\t1.107\t0.400\t0.626\t-0.554\t-1.145\t-1.162\t-1.716\t-0.383\t-0.587\t1.012\t-1.034\t2.194\t-1.002\t-0.907\t-1.480\t0.010\t-0.322\t-0.108\t0.407\t0.983\t-1.170\t0.020\t0.855\t-1.094\n0\t-0.627\t-0.197\t-1.461\t0.628\t-0.626\t1.224\t0.600\t1.938\t0.420\t0.401\t-0.183\t-0.385\t-0.259\t0.999\t-1.349\t0.063\t-1.666\t0.373\t-0.459\t0.504\t-0.742\t-0.257\t0.632\t0.126\t1.543\t-0.482\t-0.568\t1.237\n4\t-1.139\t0.411\t-0.817\t3.086\t0.752\t-1.165\t0.958\t-0.409\t0.092\t-0.142\t-1.827\t-0.604\t-1.127\t-2.413\t-0.530\t-0.261\t-1.470\t1.079\t0.372\t0.103\t0.514\t0.546\t0.267\t1.545\t-2.095\t0.532\t-0.374\t1.400\n0\t-1.156\t1.475\t-0.091\t-0.195\t-0.507\t-0.729\t0.367\t-0.229\t-0.917\t-0.821\t0.896\t1.004\t-0.353\t0.035\t0.452\t-0.040\t-0.298\t0.019\t0.991\t-0.499\t-0.246\t1.404\t0.522\t1.145\t0.150\t0.945\t2.480\t0.480\n4\t1.865\t0.638\t1.663\t0.614\t0.111\t0.829\t-0.605\t1.207\t-0.880\t0.584\t-1.297\t-1.449\t0.756\t-1.645\t0.210\t-3.426\t1.049\t-0.861\t0.423\t0.365\t0.849\t0.184\t0.323\t-0.996\t-1.805\t1.973\t-0.728\t0.082\n0\t0.393\t-0.474\t0.022\t0.512\t-0.457\t-0.886\t0.228\t1.483\t-0.153\t-0.352\t-0.793\t1.150\t0.875\t-0.146\t-0.787\t-0.797\t-0.855\t-0.493\t-0.561\t-0.738\t1.115\t1.585\t-1.089\t-0.571\t-0.948\t0.318\t-0.340\t-1.031\n4\t0.423\t0.926\t1.244\t-1.041\t-0.691\t0.908\t0.148\t-2.227\t-1.666\t0.663\t0.839\t-1.349\t1.099\t-0.197\t-1.022\t-0.560\t-1.223\t-0.616\t-1.869\t-0.074\t0.587\t-1.347\t0.017\t-0.805\t0.669\t-2.314\t0.712\t-1.818\n0\t1.333\t0.290\t-1.329\t-0.882\t0.125\t-0.696\t0.438\t0.304\t-1.450\t-0.082\t0.546\t0.836\t-0.385\t0.255\t-0.301\t-0.018\t-0.025\t0.739\t0.268\t-0.954\t-0.522\t0.531\t-0.725\t0.356\t1.296\t1.011\t0.701\t0.169\n1\t0.280\t1.747\t-1.475\t0.446\t-0.349\t1.792\t-0.080\t1.160\t-1.070\t0.548\t-0.302\t0.917\t-0.043\t0.301\t1.114\t-1.040\t-0.230\t-0.271\t0.697\t1.926\t-0.037\t1.213\t0.397\t-1.000\t0.279\t0.638\t-0.487\t1.197\n2\t-0.368\t1.207\t0.931\t-0.331\t-0.440\t-0.712\t0.818\t0.236\t0.288\t-0.361\t1.458\t-1.489\t0.782\t0.982\t-0.317\t-1.450\t0.383\t1.196\t1.772\t0.657\t-0.614\t0.693\t0.501\t0.322\t-0.885\t0.598\t0.470\t2.428\n4\t2.302\t-0.763\t1.005\t-0.393\t-1.087\t0.103\t0.649\t0.921\t1.562\t2.945\t0.251\t-0.663\t0.453\t-0.266\t0.926\t-1.297\t2.368\t0.856\t-1.684\t-0.709\t0.816\t1.176\t-1.272\t0.713\t-1.947\t-0.089\t1.112\t-0.552\n4\t-0.787\t0.203\t0.682\t0.963\t-1.226\t2.197\t0.767\t-0.002\t1.090\t2.365\t-1.439\t-0.225\t-2.378\t0.193\t0.365\t-0.039\t-0.655\t-2.050\t0.374\t1.455\t-0.591\t0.440\t-1.568\t0.457\t-0.393\t-0.762\t-0.760\t-0.394\n0\t-0.022\t-0.070\t0.060\t0.018\t0.523\t-1.051\t0.502\t-1.128\t2.104\t-0.105\t0.179\t1.771\t-0.775\t-0.011\t-1.410\t-0.970\t-1.424\t0.798\t0.569\t-0.437\t-0.507\t0.971\t-0.005\t-0.867\t1.073\t-0.141\t0.677\t0.072\n0\t-0.118\t-0.233\t-0.841\t0.319\t1.137\t-0.499\t-0.391\t-0.522\t-1.151\t0.134\t0.170\t-0.041\t1.839\t0.400\t-1.116\t0.632\t-0.339\t-0.329\t-0.173\t-0.285\t0.270\t2.115\t-0.368\t0.089\t0.234\t-0.513\t-0.401\t0.994\n4\t1.470\t-0.073\t-1.397\t-1.999\t1.668\t0.479\t0.544\t1.490\t-1.652\t-0.359\t-0.236\t0.742\t-0.693\t-1.201\t-1.210\t1.149\t-0.743\t-0.552\t0.634\t-0.699\t-1.705\t-1.582\t-0.057\t0.497\t-0.202\t0.430\t-1.613\t-1.545\n0\t-0.765\t-0.625\t1.128\t0.441\t-0.957\t-1.951\t-0.914\t0.157\t-0.632\t-0.710\t-0.589\t-0.073\t0.785\t-0.000\t0.062\t-0.225\t-0.499\t0.894\t0.742\t2.045\t0.611\t-0.498\t-0.905\t0.953\t-0.815\t0.810\t-0.760\t0.349\n4\t-1.999\t0.004\t-0.063\t-3.035\t0.933\t0.446\t-0.415\t-1.286\t-0.300\t1.709\t1.511\t-0.385\t1.740\t1.854\t0.242\t0.931\t0.380\t-0.833\t-1.085\t0.546\t1.569\t0.618\t1.003\t1.457\t0.258\t-0.548\t-1.670\t-0.127\n4\t1.880\t-1.481\t1.848\t0.679\t0.365\t1.724\t0.583\t0.975\t0.194\t-0.626\t-1.043\t2.109\t1.525\t-0.125\t-0.620\t1.607\t0.948\t1.082\t1.325\t1.205\t1.963\t0.851\t-1.319\t-0.335\t0.505\t0.337\t0.810\t0.044\n3\t0.393\t0.719\t-0.133\t-1.036\t-1.601\t-0.763\t0.225\t-1.383\t1.074\t-1.051\t-0.113\t1.476\t-0.182\t-1.092\t-2.510\t0.406\t0.310\t0.576\t0.113\t-0.536\t-0.786\t0.042\t0.990\t-2.959\t0.939\t-0.290\t-0.167\t0.695\n2\t-0.514\t0.336\t0.271\t1.265\t1.580\t0.904\t1.264\t-0.020\t-0.699\t-0.031\t-0.132\t-0.200\t-0.010\t-0.171\t-0.458\t-0.131\t0.802\t-0.865\t1.345\t1.082\t0.087\t-2.383\t-2.178\t0.112\t0.678\t1.773\t-0.405\t-0.514\n3\t-0.528\t-0.847\t1.660\t-1.208\t1.198\t-0.415\t0.751\t0.779\t-0.353\t-0.003\t-1.355\t0.039\t1.250\t-0.196\t-0.081\t0.781\t-0.500\t0.130\t1.386\t-0.037\t-0.266\t-0.710\t2.965\t0.604\t2.499\t0.179\t0.326\t0.265\n3\t0.290\t0.193\t-0.873\t0.623\t-1.098\t0.794\t0.885\t-0.064\t-1.464\t0.802\t-0.584\t0.274\t0.691\t-0.810\t2.146\t-0.044\t-0.671\t0.999\t1.550\t-2.067\t-1.381\t-0.776\t2.113\t-0.479\t1.521\t0.220\t-1.450\t0.881\n1\t1.010\t-0.734\t-0.358\t-0.106\t-0.178\t-0.401\t1.204\t-1.134\t0.989\t-0.763\t-1.832\t0.505\t-0.835\t-1.154\t0.800\t-1.683\t-0.671\t0.688\t-1.094\t-1.320\t0.052\t-0.589\t0.156\t-0.459\t-1.051\t0.508\t0.856\t-0.701\n3\t0.385\t0.100\t2.009\t1.129\t0.122\t0.723\t-0.249\t-1.604\t-1.022\t-0.461\t-0.525\t-0.723\t-0.678\t1.306\t1.833\t1.312\t-2.157\t1.078\t0.737\t-0.037\t-0.497\t-0.305\t0.990\t0.386\t1.220\t0.815\t1.441\t0.634\n0\t-0.372\t-0.074\t0.357\t-0.130\t0.196\t-1.351\t1.016\t0.633\t0.241\t-0.813\t-0.737\t-0.212\t1.125\t-0.984\t-1.309\t-0.851\t0.754\t0.303\t0.686\t-0.745\t-0.002\t0.833\t-0.726\t1.659\t0.788\t-0.306\t1.515\t-0.450\n2\t-0.627\t-0.164\t-2.072\t-0.088\t-0.809\t-0.271\t1.185\t1.525\t-2.141\t-1.106\t0.809\t-0.586\t-0.035\t-0.328\t0.573\t-1.510\t1.333\t-0.655\t-0.701\t-1.002\t1.198\t-1.522\t0.832\t0.192\t-0.080\t-0.376\t-0.172\t-0.069\n1\t0.628\t0.450\t-0.693\t0.236\t1.418\t-1.612\t-0.255\t-0.386\t0.303\t-1.052\t-0.878\t0.576\t-0.431\t0.731\t0.385\t0.878\t-1.006\t1.381\t0.341\t0.978\t-1.390\t-0.144\t0.046\t0.474\t1.257\t-0.331\t-1.411\t-1.982\n0\t0.114\t-0.109\t0.827\t-0.104\t-1.758\t-0.251\t-0.972\t0.080\t1.434\t-1.739\t-0.800\t-0.553\t-0.382\t0.740\t-0.174\t0.416\t-0.626\t0.230\t0.778\t-0.732\t0.781\t0.052\t1.045\t-0.201\t0.381\t-0.041\t-0.096\t0.259\n2\t0.563\t-0.070\t-1.109\t0.009\t0.879\t-1.447\t1.747\t0.573\t0.593\t-0.001\t1.747\t0.962\t-0.368\t0.757\t-0.733\t-0.280\t1.467\t0.388\t0.662\t1.170\t0.548\t-0.811\t1.661\t0.516\t0.587\t0.056\t1.111\t1.915\n0\t1.009\t0.163\t0.760\t-0.334\t0.056\t-0.722\t0.386\t-0.186\t0.606\t0.782\t-0.353\t0.514\t-0.696\t1.796\t1.412\t0.295\t-0.759\t0.245\t-1.213\t0.409\t-2.131\t-1.078\t0.368\t1.393\t0.367\t-0.319\t-0.964\t-0.512\n0\t-1.223\t1.760\t-0.113\t1.227\t-0.293\t0.285\t-0.330\t0.837\t0.550\t0.908\t-0.396\t-1.441\t0.474\t-0.579\t1.034\t0.668\t1.107\t-0.399\t0.206\t-0.454\t-0.990\t1.697\t0.273\t0.890\t-0.336\t-0.680\t-0.388\t0.688\n4\t-2.102\t-0.879\t0.105\t0.842\t1.526\t-0.637\t2.338\t-0.049\t-0.224\t0.562\t0.311\t0.255\t1.996\t0.247\t-0.984\t-0.840\t1.473\t0.684\t-1.556\t-1.606\t0.025\t0.616\t-0.678\t-1.680\t-1.125\t1.646\t0.497\t1.000\n0\t-0.659\t0.615\t0.714\t-1.312\t-0.384\t0.778\t0.989\t0.065\t0.365\t0.253\t0.954\t-1.109\t0.268\t-0.889\t1.088\t-1.058\t0.408\t-0.884\t0.752\t0.439\t0.240\t1.961\t-0.703\t0.926\t1.172\t0.926\t-0.677\t-0.235\n0\t1.710\t-0.204\t-1.273\t-0.615\t1.071\t0.555\t0.047\t-0.169\t0.004\t0.156\t-0.194\t0.102\t-0.301\t-0.856\t-0.264\t0.330\t-0.728\t0.421\t0.830\t0.341\t-0.562\t0.096\t0.153\t0.199\t1.490\t-1.158\t0.207\t-0.400\n4\t1.466\t-2.120\t0.541\t0.766\t0.131\t-0.281\t-1.252\t0.272\t2.100\t1.458\t0.098\t-0.937\t0.893\t0.456\t-2.031\t-1.435\t2.356\t-1.156\t-0.154\t0.814\t-0.066\t-0.539\t1.016\t0.539\t0.458\t-1.004\t0.002\t1.210\n4\t1.272\t0.007\t-0.324\t1.241\t-0.982\t1.697\t-0.386\t-0.050\t-0.533\t0.035\t-0.911\t-0.372\t0.154\t-0.106\t-2.489\t2.474\t1.582\t-1.165\t-0.622\t-0.172\t0.665\t0.472\t-1.099\t2.342\t-0.397\t1.805\t-0.604\t1.057\n1\t0.187\t0.587\t0.445\t-0.050\t-0.425\t0.412\t-0.118\t1.805\t0.586\t-0.923\t-0.478\t0.048\t1.299\t1.411\t-0.396\t-0.934\t-1.061\t0.252\t2.304\t0.539\t-1.594\t-0.726\t-0.624\t-0.822\t-0.388\t0.369\t0.682\t1.092\n3\t-0.891\t0.415\t-1.573\t1.211\t1.411\t-0.159\t-0.052\t0.522\t0.275\t0.687\t-0.731\t1.140\t1.037\t0.862\t-1.009\t-1.264\t0.140\t0.759\t-0.411\t-0.474\t2.006\t-0.084\t-0.574\t-2.141\t1.152\t1.541\t-1.457\t-1.242\n3\t0.056\t-0.109\t0.795\t0.676\t0.173\t0.773\t0.820\t-1.173\t-1.149\t-1.291\t-1.514\t0.811\t0.813\t0.448\t1.662\t-0.308\t-0.690\t0.123\t1.142\t-0.591\t1.942\t-0.072\t0.513\t0.163\t-0.397\t0.910\t-3.475\t-0.339\n1\t0.986\t-1.100\t-1.142\t0.580\t-1.111\t1.018\t0.645\t-0.778\t0.980\t-1.939\t0.472\t-1.246\t-0.523\t-0.459\t1.281\t-0.501\t-0.079\t-0.438\t-0.983\t-1.030\t0.309\t-0.026\t0.763\t-0.242\t-0.210\t0.766\t-0.372\t-1.440\n3\t-2.060\t-1.360\t0.478\t-0.944\t0.261\t0.031\t-1.648\t0.657\t0.299\t0.039\t-0.648\t0.390\t-1.294\t-1.008\t0.321\t1.030\t-0.477\t0.457\t0.205\t0.414\t-0.692\t-0.149\t-0.038\t1.498\t-1.104\t-1.404\t2.999\t0.309\n4\t-1.532\t0.184\t-0.029\t2.252\t-1.957\t0.922\t0.433\t0.766\t-0.447\t0.319\t0.145\t3.536\t-0.309\t-0.785\t2.001\t0.344\t0.514\t1.127\t0.077\t-0.419\t0.132\t-0.841\t-1.452\t-0.843\t-2.362\t-0.364\t-0.500\t0.604\n4\t-0.027\t0.888\t-1.548\t0.068\t0.788\t0.691\t0.963\t-1.682\t-0.116\t-0.028\t1.467\t2.745\t1.438\t0.896\t0.448\t0.033\t1.264\t0.200\t-0.473\t-0.062\t-0.698\t-1.858\t-1.711\t0.043\t-2.049\t-1.155\t0.468\t-0.750\n0\t-0.109\t0.168\t-0.754\t-1.325\t0.463\t-0.356\t0.575\t-0.671\t1.416\t1.001\t0.297\t-0.213\t0.852\t0.393\t0.239\t1.043\t1.427\t-1.252\t-1.050\t-0.780\t-1.502\t-0.063\t0.600\t-0.021\t-0.534\t1.126\t0.141\t0.343\n1\t-1.124\t-0.297\t0.748\t0.860\t-0.772\t2.143\t-0.131\t0.088\t0.978\t1.552\t0.062\t1.173\t-0.456\t1.668\t0.039\t0.314\t-0.347\t0.216\t-0.730\t-0.062\t0.017\t-1.056\t-0.571\t-2.100\t-1.241\t-0.014\t0.959\t-0.357\n4\t-0.110\t-0.869\t0.196\t-1.113\t-0.093\t3.125\t-0.190\t-0.609\t0.111\t-3.029\t-0.396\t-0.065\t0.196\t1.060\t0.395\t-1.147\t-1.882\t1.004\t-0.613\t0.290\t1.502\t0.275\t-1.550\t0.327\t-0.245\t-1.402\t0.967\t0.346\n2\t0.460\t-0.148\t1.716\t-0.738\t-0.333\t0.339\t2.826\t-0.926\t-1.134\t0.226\t1.490\t0.903\t-0.673\t-1.149\t-0.655\t0.104\t0.314\t-0.242\t-0.267\t-0.275\t0.605\t0.349\t0.622\t0.342\t-1.870\t0.011\t-0.670\t1.582\n2\t-1.162\t-0.306\t1.844\t-1.203\t2.573\t1.407\t-1.250\t1.197\t-1.077\t-0.805\t0.321\t1.063\t-0.058\t-0.157\t-0.635\t0.167\t0.146\t0.286\t0.976\t-0.834\t0.579\t0.135\t0.335\t1.754\t-0.117\t-0.352\t-0.668\t-0.553\n0\t1.233\t-0.797\t1.183\t0.912\t-0.582\t-0.853\t-0.118\t0.095\t-0.334\t-1.762\t0.591\t-0.176\t-1.147\t-1.579\t0.532\t0.155\t-1.117\t-0.399\t0.315\t-0.213\t0.907\t-0.658\t1.280\t-0.390\t1.207\t-0.501\t0.031\t-0.979\n1\t-1.537\t1.585\t-1.216\t0.160\t-0.835\t-0.388\t-0.980\t1.676\t-0.140\t0.226\t-1.072\t-1.415\t-0.444\t0.521\t-0.121\t0.975\t0.124\t0.006\t0.535\t0.100\t0.944\t0.555\t0.911\t0.716\t1.360\t0.829\t1.748\t-0.541\n0\t-0.055\t0.286\t0.521\t0.645\t0.556\t0.090\t-0.197\t-0.151\t-0.195\t1.134\t0.594\t-2.940\t0.656\t0.195\t-0.019\t-0.389\t1.124\t0.948\t-0.773\t0.407\t-0.972\t-1.380\t-0.627\t0.862\t0.953\t0.513\t0.725\t0.516\n4\t-0.981\t0.951\t0.463\t0.377\t0.781\t-0.425\t-0.379\t0.810\t-1.345\t-2.143\t-0.433\t0.931\t0.256\t0.857\t-2.016\t0.315\t0.654\t-1.351\t0.862\t-0.112\t3.071\t-2.177\t1.369\t-0.394\t-1.617\t-0.527\t0.277\t1.037\n3\t-1.248\t-1.358\t-0.862\t0.430\t1.909\t-0.292\t-0.825\t0.584\t-1.375\t-1.040\t0.123\t1.617\t0.880\t2.371\t-0.587\t0.279\t-2.282\t-0.019\t-0.269\t1.137\t-0.143\t0.451\t-0.630\t1.213\t0.507\t0.696\t0.024\t-0.572\n3\t-1.047\t1.350\t0.949\t0.674\t-1.686\t-0.324\t-0.305\t-0.005\t0.374\t-1.495\t0.970\t0.808\t1.461\t-0.641\t0.400\t1.223\t-0.608\t-0.430\t-1.657\t-0.903\t-2.768\t-0.683\t0.115\t-1.316\t0.843\t-0.338\t-0.054\t1.084\n1\t0.320\t0.864\t-0.367\t-0.381\t1.019\t1.903\t0.979\t0.072\t-1.591\t0.416\t0.212\t-1.109\t-0.426\t0.932\t-1.028\t0.271\t-1.587\t-0.498\t0.361\t1.250\t-1.876\t-1.062\t-1.145\t-0.959\t-0.918\t-0.172\t-0.562\t-0.110\n1\t-0.551\t-1.014\t0.367\t-0.488\t0.030\t0.317\t1.242\t0.787\t-0.681\t-1.145\t1.707\t-1.583\t-0.453\t0.645\t1.639\t-0.190\t0.027\t-0.875\t0.127\t-1.150\t-0.750\t0.764\t-0.434\t0.917\t-0.154\t-1.369\t1.168\t-1.315\n2\t0.686\t-1.804\t0.980\t-1.994\t0.811\t0.169\t0.713\t-1.061\t-1.752\t0.640\t-1.525\t0.306\t1.277\t-0.136\t-0.054\t-0.599\t1.073\t-0.177\t0.477\t-1.849\t-0.523\t-0.284\t-0.636\t-0.346\t-0.066\t0.011\t-1.035\t0.888\n0\t-0.441\t-0.690\t1.473\t0.548\t0.644\t-0.392\t-0.186\t-0.249\t0.337\t0.642\t-0.030\t-0.793\t0.761\t0.033\t-1.441\t-2.135\t0.298\t-0.829\t0.431\t-0.776\t0.133\t-0.378\t1.752\t0.950\t1.347\t0.024\t0.822\t0.092\n1\t-0.736\t-0.522\t0.216\t-0.093\t-0.162\t-0.258\t-0.877\t-0.461\t2.434\t0.699\t0.020\t-1.500\t-0.990\t-0.042\t1.360\t0.229\t0.216\t1.110\t-0.971\t1.406\t-0.383\t1.158\t1.670\t-0.907\t0.000\t0.789\t-0.287\t-0.259\n0\t1.101\t-0.465\t-0.081\t0.080\t-1.098\t0.442\t1.023\t-0.144\t0.340\t1.399\t-0.405\t0.360\t-0.570\t-0.597\t0.342\t0.241\t0.555\t0.076\t0.465\t1.666\t1.060\t0.338\t0.505\t-0.299\t-0.159\t0.492\t0.088\t0.793\n1\t-0.227\t0.208\t-1.252\t0.299\t0.758\t0.276\t-0.780\t-1.613\t0.095\t-0.572\t1.620\t1.419\t-1.867\t-0.264\t-0.758\t-1.187\t-0.169\t-0.790\t-0.913\t-1.018\t1.327\t-0.198\t-0.062\t1.261\t-0.316\t0.320\t-0.724\t-0.497\n3\t0.008\t-0.488\t-0.205\t-0.358\t-0.634\t-0.018\t-0.228\t0.691\t2.239\t-1.638\t-1.491\t0.064\t-0.287\t-0.315\t1.427\t-0.870\t1.052\t1.620\t0.503\t-0.545\t0.653\t1.047\t1.048\t0.480\t-2.548\t0.602\t1.160\t1.001\n0\t-1.364\t0.102\t-1.176\t-0.675\t1.155\t0.323\t-1.621\t0.106\t0.411\t0.917\t0.612\t0.501\t0.052\t0.464\t0.917\t-0.137\t-0.741\t-0.143\t-0.416\t-0.127\t-1.976\t1.046\t0.223\t1.120\t-0.989\t0.494\t-0.202\t0.117\n2\t-0.907\t-1.915\t-0.531\t-0.183\t-0.110\t-1.831\t2.480\t2.403\t0.445\t0.025\t-0.565\t0.579\t-0.117\t1.252\t0.914\t-0.851\t-0.688\t0.970\t0.695\t-1.113\t-0.457\t-0.154\t-0.037\t-0.072\t0.899\t0.146\t0.081\t-0.757\n3\t0.418\t1.500\t-1.373\t0.660\t1.127\t-1.487\t-0.181\t-1.065\t0.431\t-0.358\t-0.130\t-0.411\t0.720\t0.229\t0.231\t0.161\t0.572\t-0.262\t1.701\t-1.235\t-1.726\t-1.809\t-2.080\t0.673\t0.551\t1.208\t-1.057\t0.745\n4\t2.764\t-0.670\t-0.394\t1.420\t-1.576\t0.245\t-2.415\t-1.380\t-1.190\t-0.877\t-1.247\t0.201\t1.400\t2.039\t-1.029\t0.728\t1.209\t0.121\t0.708\t0.460\t0.459\t-0.737\t-1.994\t-0.349\t-0.767\t-0.278\t0.961\t1.436\n2\t-0.224\t0.669\t-0.067\t0.719\t-1.079\t0.260\t0.900\t-1.474\t2.514\t1.191\t0.001\t-0.828\t-0.175\t0.084\t0.441\t1.501\t-0.476\t0.563\t-1.292\t-0.414\t0.377\t0.691\t-0.753\t-0.441\t1.461\t1.162\t0.208\t-2.237\n4\t0.049\t-0.856\t0.053\t0.168\t0.708\t-1.888\t-0.696\t0.482\t0.779\t3.270\t1.378\t-0.689\t1.774\t0.580\t1.366\t0.467\t1.437\t1.083\t0.552\t-0.438\t-0.442\t-0.950\t-0.074\t1.107\t0.581\t-0.775\t0.968\t-1.176\n0\t-1.532\t0.591\t0.263\t-0.140\t0.055\t-0.564\t-0.937\t0.559\t0.917\t0.074\t0.205\t0.167\t1.814\t-1.302\t0.297\t-0.256\t-0.500\t1.109\t0.438\t-0.155\t0.850\t-0.741\t1.495\t0.302\t0.759\t-0.696\t-0.543\t0.305\n2\t0.224\t1.260\t1.044\t0.010\t-1.219\t-1.221\t1.214\t0.116\t-0.663\t-0.941\t0.575\t1.788\t-0.241\t0.986\t-1.118\t0.768\t1.534\t-0.735\t0.817\t0.217\t-0.050\t-1.459\t-1.203\t0.395\t-0.147\t0.320\t1.390\t-1.435\n3\t-0.242\t0.932\t-0.614\t0.833\t-1.940\t0.876\t1.441\t1.837\t-0.586\t-1.425\t2.518\t-0.547\t0.321\t-0.096\t0.919\t1.399\t1.150\t0.589\t-0.468\t-0.408\t-0.640\t0.736\t-0.925\t1.097\t-0.203\t0.517\t0.511\t-0.151\n1\t0.764\t-0.443\t1.149\t2.127\t0.018\t1.271\t2.106\t0.736\t-0.283\t0.543\t-0.913\t-0.655\t-0.395\t0.037\t0.289\t-0.962\t1.685\t-0.102\t-0.433\t1.602\t0.847\t0.413\t0.412\t0.085\t0.006\t0.223\t0.826\t-0.687\n2\t2.130\t-0.927\t1.052\t0.599\t-1.179\t1.707\t-0.732\t-0.881\t0.354\t0.711\t-1.519\t-0.774\t1.058\t-0.015\t0.017\t-0.674\t-0.054\t0.843\t-0.547\t0.684\t0.705\t-0.117\t-0.925\t-0.732\t1.649\t0.647\t1.373\t0.623\n1\t-0.750\t-1.283\t-0.250\t-2.366\t0.492\t-0.557\t-0.410\t0.587\t0.372\t-0.630\t0.452\t1.549\t-1.012\t0.754\t-1.113\t1.175\t-0.712\t-0.750\t1.149\t0.722\t-0.679\t0.127\t-0.710\t-1.593\t0.189\t-0.356\t-0.946\t1.305\n4\t1.167\t0.882\t-1.579\t1.208\t0.358\t-0.894\t-0.672\t0.582\t-2.512\t-0.125\t-0.655\t-0.757\t-0.457\t-1.479\t1.052\t-2.128\t0.169\t-0.848\t1.984\t0.023\t-2.123\t0.547\t-1.093\t0.985\t0.618\t1.473\t0.187\t0.819\n1\t-1.967\t-1.470\t1.362\t0.016\t0.501\t0.536\t0.056\t-0.075\t1.045\t0.146\t1.399\t0.621\t-0.618\t-0.497\t-0.727\t1.218\t-0.405\t-0.798\t0.320\t-0.097\t0.295\t1.890\t0.913\t0.027\t-1.408\t-0.500\t0.711\t-1.171\n2\t-0.735\t-0.767\t-0.091\t1.187\t-1.207\t-0.149\t-0.801\t-0.380\t0.759\t-0.071\t0.468\t-0.041\t-1.587\t-2.470\t-0.709\t1.343\t1.234\t-0.503\t0.682\t0.809\t1.104\t0.214\t-0.826\t2.204\t0.563\t0.027\t0.042\t0.052\n3\t-0.842\t-0.220\t-0.025\t-1.989\t1.729\t1.653\t0.145\t0.250\t0.278\t-0.909\t0.539\t-0.790\t-1.865\t-0.059\t-0.159\t1.661\t-0.656\t-0.211\t-0.350\t-0.583\t-0.864\t-0.687\t0.244\t-0.829\t2.282\t-0.150\t2.412\t-0.592\n2\t0.397\t-0.747\t-0.281\t-1.403\t-0.108\t1.112\t0.685\t1.402\t-0.303\t1.346\t-0.193\t1.472\t-0.022\t0.707\t1.475\t-0.193\t0.218\t1.289\t-0.133\t-1.321\t2.143\t-0.470\t0.159\t1.156\t-0.608\t-1.008\t0.254\t-1.793\n3\t-1.403\t0.080\t-0.459\t-0.269\t-0.310\t-0.179\t-0.736\t-2.534\t1.958\t1.727\t0.731\t-0.391\t0.786\t-1.747\t0.925\t-0.525\t-1.328\t1.161\t0.507\t-0.485\t-0.049\t-0.929\t0.521\t0.475\t0.371\t-2.147\t0.238\t-1.122\n4\t0.279\t1.188\t-1.202\t-1.927\t-0.024\t-2.838\t-0.575\t0.033\t0.395\t-1.298\t2.243\t0.224\t-0.991\t0.914\t-0.604\t1.014\t1.473\t-0.424\t0.078\t1.019\t0.213\t0.867\t-0.486\t2.636\t-0.678\t0.218\t-0.828\t-0.491\n1\t1.864\t0.415\t0.921\t-0.354\t0.215\t-1.202\t-0.640\t-0.899\t0.297\t1.707\t0.903\t1.812\t0.794\t0.420\t-0.922\t0.323\t-0.474\t0.832\t-1.359\t-0.108\t0.017\t1.787\t-1.023\t1.168\t0.823\t-0.256\t0.410\t-0.250\n3\t0.102\t-1.867\t1.333\t-1.161\t1.789\t-0.433\t1.301\t0.954\t-0.451\t0.691\t-0.320\t-0.231\t0.743\t-1.555\t-0.591\t0.458\t0.909\t0.172\t-0.674\t0.475\t-0.331\t2.203\t0.183\t-1.651\t-0.487\t-0.898\t-1.388\t-1.191\n4\t2.282\t-0.618\t-1.535\t-1.880\t0.713\t-1.883\t-0.372\t0.437\t0.185\t0.425\t0.222\t1.279\t-0.952\t-0.677\t-0.773\t0.830\t0.900\t0.451\t1.183\t-1.178\t1.667\t1.523\t0.736\t1.782\t-1.657\t-0.524\t-0.735\t0.721\n3\t0.979\t-1.539\t0.301\t-0.861\t-0.067\t0.955\t0.658\t1.283\t-1.409\t-1.023\t1.506\t1.522\t-0.016\t-0.023\t1.173\t0.532\t0.606\t-0.925\t1.149\t-0.200\t-1.392\t-0.781\t-0.597\t1.478\t-0.697\t0.385\t-2.110\t0.937\n3\t-0.234\t1.076\t1.060\t-1.649\t-0.693\t-0.720\t-2.532\t0.566\t-0.246\t-0.113\t1.346\t0.088\t-0.431\t0.572\t1.059\t0.296\t0.689\t-0.146\t-0.082\t0.113\t-0.753\t-0.568\t1.378\t2.008\t1.592\t-1.323\t-1.420\t-1.191\n0\t0.022\t-0.987\t0.627\t-0.049\t-0.989\t2.241\t0.476\t-0.153\t1.415\t1.842\t-0.145\t0.347\t-0.988\t-0.147\t-0.199\t0.185\t0.333\t0.560\t0.238\t-1.211\t-0.938\t-0.546\t-0.282\t1.051\t-1.163\t-0.357\t0.953\t-0.300\n3\t-1.707\t-1.444\t0.906\t-0.594\t-0.159\t0.763\t-0.158\t0.204\t0.535\t-0.431\t-0.166\t0.242\t0.868\t-0.792\t-3.021\t0.680\t0.928\t0.200\t0.268\t-0.564\t0.500\t0.853\t0.056\t2.491\t-1.564\t0.163\t-1.174\t0.880\n3\t-1.090\t0.428\t-1.377\t-0.763\t-0.275\t1.010\t-1.538\t1.138\t-0.369\t0.408\t1.499\t0.816\t-1.446\t0.253\t0.992\t-0.380\t0.035\t-0.050\t-2.170\t-0.512\t1.105\t-0.827\t-0.877\t1.381\t-0.439\t0.833\t0.530\t1.964\n3\t-1.637\t0.001\t0.605\t0.357\t-1.666\t0.750\t1.036\t2.374\t-0.732\t0.631\t1.597\t0.601\t3.046\t-0.261\t-0.458\t-1.831\t-0.051\t0.044\t0.298\t0.538\t-0.177\t0.313\t-0.266\t0.582\t-1.349\t-0.694\t0.328\t0.731\n1\t0.028\t-0.386\t-0.856\t0.065\t-0.036\t-0.148\t1.371\t-0.026\t-0.918\t0.447\t-1.235\t1.330\t-0.226\t-0.718\t-0.311\t0.385\t-2.192\t-0.123\t0.425\t1.289\t-1.430\t-1.993\t-0.244\t0.398\t-0.634\t-0.032\t0.244\t0.772\n4\t0.407\t0.604\t-0.468\t-0.166\t-1.137\t-1.509\t-1.147\t0.721\t0.523\t1.928\t0.038\t0.052\t0.337\t-1.067\t0.903\t0.382\t-0.947\t0.372\t0.758\t-1.331\t1.057\t-0.450\t-3.070\t0.972\t1.343\t-1.124\t-1.671\t1.328\n4\t0.414\t0.064\t0.260\t-2.060\t0.835\t0.733\t0.413\t0.611\t0.078\t-0.151\t0.052\t-2.311\t1.917\t-1.702\t1.141\t0.863\t0.198\t-2.407\t0.265\t1.693\t0.089\t-0.327\t-0.191\t0.260\t-2.772\t0.566\t-0.962\t0.379\n2\t-1.080\t-1.268\t0.535\t-0.419\t-0.143\t-0.670\t0.370\t0.678\t2.170\t-0.181\t-1.448\t-0.504\t0.847\t-0.773\t-1.482\t-0.752\t-0.533\t-1.083\t0.217\t-0.079\t0.790\t-0.446\t0.558\t-0.492\t-1.130\t-0.543\t-1.618\t1.788\n2\t-0.223\t0.435\t-0.771\t0.321\t1.459\t-0.652\t0.459\t-1.406\t2.023\t0.269\t-0.413\t-0.298\t-0.510\t-0.459\t-2.447\t-0.098\t-0.140\t0.489\t-0.523\t-0.771\t-0.008\t-1.612\t0.143\t-1.862\t1.121\t0.684\t-0.926\t0.661\n0\t0.753\t0.381\t1.290\t0.673\t-0.138\t-1.224\t-0.209\t-0.851\t-0.581\t0.589\t1.670\t0.395\t-1.196\t0.445\t1.197\t-0.610\t-0.134\t0.015\t-0.785\t0.648\t-0.121\t0.420\t-0.887\t-0.437\t0.722\t-0.373\t1.727\t-0.400\n2\t-0.202\t-0.089\t-0.247\t-0.090\t-1.283\t0.527\t-1.730\t-0.266\t-1.279\t-1.678\t-0.419\t-1.313\t-0.671\t-0.196\t0.356\t0.104\t0.364\t0.262\t1.263\t0.849\t0.110\t-0.205\t-0.039\t-1.212\t0.251\t-1.027\t1.373\t-2.764\n1\t-0.954\t1.301\t1.640\t-1.106\t-0.411\t-0.648\t0.124\t-0.690\t0.957\t-0.570\t0.885\t-0.526\t1.227\t0.796\t-0.548\t0.620\t-0.977\t0.823\t-0.313\t-0.087\t-0.640\t0.999\t1.078\t-0.842\t-1.478\t-0.676\t0.161\t-1.175\n0\t-1.817\t-0.677\t0.244\t1.455\t0.890\t-0.781\t-1.336\t-0.207\t-0.112\t-0.403\t0.640\t-0.943\t-0.186\t0.286\t-1.567\t0.320\t0.962\t0.768\t-0.026\t-1.104\t-0.870\t-0.210\t0.151\t-0.994\t0.342\t-0.630\t-0.336\t0.656\n3\t0.927\t-2.004\t-0.403\t-0.748\t-0.086\t1.375\t-2.588\t0.310\t0.343\t-0.061\t0.291\t0.514\t0.158\t-2.035\t-0.889\t1.598\t-1.167\t0.081\t-0.721\t0.595\t-0.203\t0.655\t0.383\t-0.390\t-2.229\t-0.866\t-1.206\t-1.214\n4\t0.036\t-1.038\t1.740\t-0.022\t-0.928\t-0.733\t-0.815\t0.840\t0.162\t1.950\t-3.437\t1.154\t-2.445\t-1.007\t-0.181\t-0.845\t-0.796\t0.668\t1.171\t0.808\t0.251\t0.065\t-1.810\t-0.581\t-1.040\t1.098\t1.111\t-1.019\n4\t-1.023\t0.356\t-1.469\t-0.762\t-2.986\t-1.501\t0.932\t-0.872\t-0.336\t-0.941\t1.029\t-0.389\t0.030\t-0.794\t1.991\t-1.363\t-0.545\t1.408\t-0.167\t0.439\t0.626\t0.532\t1.097\t0.781\t-1.945\t0.728\t-0.381\t0.497\n4\t-0.097\t-1.041\t-2.593\t0.249\t-0.031\t1.485\t-0.136\t-1.937\t1.275\t1.312\t-1.382\t0.523\t1.426\t1.643\t1.336\t0.301\t-0.057\t-0.600\t-0.645\t-1.281\t0.465\t-0.183\t-0.415\t-0.149\t1.104\t0.699\t-1.989\t2.442\n2\t0.830\t-0.856\t0.072\t-0.478\t0.479\t0.334\t1.038\t-0.510\t-0.270\t-0.979\t-0.444\t0.377\t0.757\t-0.922\t0.870\t1.356\t0.413\t1.877\t-0.774\t-1.245\t-1.779\t1.496\t0.654\t-0.056\t0.280\t-1.125\t2.446\t0.129\n0\t-0.067\t0.457\t-0.342\t-1.011\t-0.039\t-0.631\t0.790\t-0.229\t0.084\t-1.901\t0.556\t0.906\t-0.079\t0.897\t0.768\t0.804\t0.031\t-0.556\t-1.551\t-0.401\t0.145\t-0.548\t-0.357\t-0.057\t-0.244\t0.533\t1.001\t0.616\n0\t-1.300\t-0.622\t-0.308\t-0.616\t-0.606\t0.697\t0.256\t0.550\t-0.154\t-0.223\t-0.749\t0.479\t1.019\t-1.147\t0.786\t0.275\t-1.157\t-1.443\t-0.277\t-0.517\t1.043\t-0.391\t-0.542\t-0.442\t-0.235\t0.279\t1.066\t-1.233\n0\t0.574\t0.299\t1.365\t-0.029\t1.485\t0.839\t-0.418\t-0.921\t-0.420\t-0.301\t-1.185\t0.065\t-0.096\t-1.456\t-1.541\t0.461\t0.370\t-0.523\t-0.883\t0.791\t-0.882\t0.734\t1.463\t0.911\t-1.272\t-0.832\t-0.490\t0.090\n3\t-0.993\t2.328\t-1.891\t-1.517\t-1.122\t-1.089\t0.521\t1.800\t1.155\t0.234\t0.010\t-0.606\t0.391\t-0.209\t0.189\t-0.741\t-1.202\t0.025\t0.003\t-0.596\t-0.767\t0.558\t0.455\t1.877\t1.381\t-1.194\t-0.191\t-1.365\n0\t1.314\t-0.949\t1.061\t-0.433\t1.753\t-0.365\t-0.840\t0.687\t-0.436\t-0.841\t-0.478\t-0.045\t1.342\t-1.934\t0.023\t0.625\t0.193\t1.310\t-0.074\t-0.185\t0.592\t0.099\t-0.390\t0.516\t-0.653\t-0.611\t-0.528\t1.353\n1\t-1.390\t0.254\t0.069\t0.136\t-0.226\t-0.615\t0.662\t0.201\t-1.848\t-0.441\t-1.523\t0.437\t0.617\t-1.598\t-0.505\t-0.581\t0.116\t1.370\t-0.541\t1.470\t-0.107\t-1.006\t-0.189\t0.790\t-1.397\t0.595\t-1.019\t0.966\n3\t-2.648\t-0.417\t-1.584\t0.199\t0.704\t0.763\t-0.590\t1.154\t-0.862\t-0.325\t-0.175\t2.612\t-0.334\t-0.407\t0.326\t-0.925\t0.513\t-1.082\t-1.491\t-0.064\t0.989\t-1.694\t0.034\t-0.875\t0.595\t0.369\t-0.190\t0.174\n4\t-0.314\t1.326\t-0.166\t-0.971\t2.177\t-1.825\t-0.739\t-0.627\t2.508\t1.807\t1.494\t-0.331\t2.426\t0.368\t0.977\t0.180\t-0.049\t-0.252\t-0.210\t0.608\t0.367\t-0.031\t1.510\t-2.967\t0.510\t0.718\t1.147\t-0.065\n0\t-1.013\t-0.278\t0.021\t0.144\t-1.111\t0.234\t1.167\t1.155\t-0.278\t0.520\t-0.162\t1.065\t0.678\t-1.160\t-0.153\t-0.657\t-0.095\t-1.153\t-0.119\t-0.154\t-0.127\t0.254\t-1.542\t0.781\t0.840\t1.406\t-0.097\t0.260\n3\t-0.631\t-0.426\t-0.530\t-1.008\t-0.155\t-0.117\t-1.124\t-2.680\t0.237\t-0.035\t-0.789\t1.894\t-0.517\t-0.667\t1.269\t-0.476\t1.422\t-0.582\t-0.347\t0.838\t-0.739\t-0.639\t1.748\t0.639\t0.040\t0.284\t2.115\t0.360\n2\t-1.954\t-0.918\t-1.457\t0.175\t-1.189\t-0.522\t-0.089\t-0.492\t-1.401\t1.561\t0.030\t1.570\t-1.117\t-0.461\t0.002\t1.447\t1.563\t-0.519\t-0.815\t-0.090\t1.115\t0.051\t0.233\t1.106\t0.945\t0.983\t0.622\t1.352\n2\t0.469\t-0.437\t-0.371\t-0.641\t-0.864\t1.034\t-1.011\t0.293\t-0.876\t0.175\t0.049\t-0.865\t0.483\t-0.913\t0.054\t-2.364\t0.681\t0.656\t1.586\t0.660\t-1.401\t-1.468\t0.986\t1.597\t-1.947\t-0.266\t0.027\t-0.450\n0\t0.381\t0.214\t-0.603\t1.135\t-0.730\t-0.534\t-0.932\t1.470\t-1.423\t0.026\t1.305\t0.473\t-0.577\t-1.098\t-0.283\t0.048\t-0.643\t0.106\t1.092\t-0.565\t0.333\t-0.023\t0.604\t1.394\t-0.301\t-0.185\t-0.979\t1.566\n1\t0.246\t1.282\t0.804\t-1.319\t-0.114\t-0.014\t2.152\t-0.330\t-0.982\t0.438\t0.497\t-0.074\t-0.220\t0.949\t-0.854\t-0.341\t-0.522\t1.094\t0.285\t-1.065\t-0.965\t1.873\t1.083\t0.842\t0.012\t1.508\t-1.103\t0.753\n3\t1.912\t1.164\t1.349\t0.024\t0.321\t1.002\t1.560\t-1.952\t-1.315\t1.309\t-0.277\t-0.672\t-1.254\t-0.555\t-1.402\t2.091\t-0.022\t-0.058\t0.588\t0.962\t0.946\t1.074\t-0.631\t-0.298\t0.769\t-0.527\t-0.005\t0.399\n2\t-0.323\t0.920\t0.580\t0.453\t-1.596\t0.499\t-0.974\t-0.649\t-2.617\t-1.409\t-0.503\t0.916\t0.900\t-0.170\t-0.897\t-0.190\t-0.994\t0.154\t0.194\t1.788\t0.998\t-0.312\t-0.002\t1.944\t0.626\t1.100\t-0.273\t0.255\n3\t-2.690\t-0.398\t-0.239\t-0.558\t-0.710\t1.789\t-0.724\t-0.411\t1.268\t-0.594\t-0.302\t-2.608\t-0.620\t0.426\t1.614\t-0.671\t-0.866\t-0.015\t-0.115\t-0.114\t0.622\t1.459\t0.423\t0.651\t0.954\t1.455\t0.473\t-0.742\n4\t-1.407\t2.929\t-2.159\t-1.045\t-1.177\t-1.177\t-0.468\t-1.317\t0.697\t0.077\t0.448\t0.246\t-0.706\t-0.790\t1.315\t0.113\t0.121\t0.098\t0.087\t-1.451\t0.374\t2.563\t0.070\t1.732\t0.144\t0.303\t0.323\t-1.940\n2\t-1.459\t0.146\t-0.481\t-1.156\t-1.606\t0.913\t-1.664\t0.533\t0.883\t-0.543\t0.512\t-1.607\t0.714\t0.668\t0.133\t0.438\t0.061\t-1.227\t0.320\t0.287\t0.499\t-0.056\t-0.177\t0.642\t-3.258\t0.795\t-0.463\t0.018\n3\t-2.119\t-0.018\t0.782\t-0.841\t-0.868\t-0.879\t-0.160\t1.295\t0.820\t1.527\t-1.289\t-0.696\t0.430\t-0.858\t0.050\t0.537\t0.557\t-0.097\t-0.966\t-1.098\t-0.712\t1.433\t1.492\t1.509\t-0.325\t-2.209\t-0.224\t-0.552\n4\t-0.515\t1.822\t0.583\t-0.368\t2.151\t-0.231\t2.501\t1.385\t1.309\t0.034\t0.916\t-0.946\t1.015\t-0.992\t-1.248\t-1.664\t0.123\t-0.368\t0.880\t-1.125\t-0.534\t0.203\t-0.475\t-1.538\t1.617\t1.853\t1.529\t-1.862\n2\t0.928\t0.002\t-0.061\t1.177\t1.463\t-0.240\t0.799\t0.364\t0.007\t0.204\t-0.688\t-0.306\t-0.581\t0.901\t-0.095\t-1.298\t-0.723\t-3.199\t-0.494\t0.038\t-0.136\t1.980\t0.575\t0.530\t-1.643\t-0.365\t-0.487\t-0.786\n1\t-1.746\t-0.546\t-0.665\t0.041\t-0.021\t0.134\t0.175\t0.333\t-0.959\t-0.725\t-0.037\t-0.021\t-1.082\t1.082\t0.725\t-0.860\t-0.208\t2.010\t0.161\t0.396\t-0.609\t-0.313\t1.511\t0.113\t-0.071\t0.008\t2.545\t0.040\n3\t0.306\t1.527\t1.444\t-0.216\t-1.457\t0.444\t-0.326\t-1.262\t-0.176\t-0.084\t-1.156\t-0.749\t0.866\t0.247\t-2.017\t1.965\t-0.504\t0.501\t1.539\t-0.252\t0.803\t-1.226\t-2.476\t0.676\t0.460\t-0.185\t-0.995\t-0.680\n1\t-1.870\t-0.389\t0.190\t0.449\t-0.510\t0.034\t-2.488\t-0.658\t0.454\t-0.982\t0.059\t0.447\t-0.343\t0.170\t-0.963\t-0.207\t0.610\t0.157\t-0.587\t0.224\t0.715\t-2.050\t1.159\t-0.336\t0.425\t1.197\t-1.372\t-0.709\n1\t0.012\t-1.197\t-0.266\t1.370\t1.199\t-0.032\t-0.087\t1.880\t0.521\t-0.328\t-1.426\t0.394\t0.829\t-0.632\t0.291\t-0.364\t-0.184\t-2.488\t-0.222\t0.969\t-0.631\t0.053\t-0.756\t0.360\t-0.217\t-0.939\t1.333\t0.929\n4\t-0.182\t2.140\t-0.958\t0.148\t1.807\t-0.812\t-1.214\t1.131\t1.181\t-1.068\t0.311\t1.197\t-0.312\t0.719\t1.058\t1.002\t-0.039\t-2.249\t-2.028\t0.360\t0.523\t1.370\t-0.092\t-0.756\t1.270\t0.751\t-0.150\t-1.694\n1\t1.139\t-0.306\t0.175\t-1.137\t-1.099\t0.725\t0.882\t0.026\t-1.228\t0.044\t1.257\t1.743\t-0.317\t-1.660\t0.840\t-0.276\t0.943\t0.281\t-0.883\t0.058\t1.308\t-0.149\t-1.035\t-1.589\t-0.772\t-0.410\t0.820\t-1.121\n2\t-0.531\t0.505\t0.316\t0.085\t-1.363\t0.100\t0.961\t-0.532\t1.315\t-0.873\t0.007\t1.535\t-0.681\t1.054\t1.975\t0.171\t-0.527\t-0.773\t1.305\t1.277\t1.449\t-0.033\t1.038\t-0.049\t-0.883\t1.124\t1.634\t-1.021\n1\t-0.460\t1.341\t1.999\t0.062\t-0.275\t-1.180\t-1.167\t0.233\t0.701\t-1.487\t0.829\t1.372\t0.631\t1.653\t0.355\t0.365\t0.346\t1.359\t0.538\t-0.530\t0.423\t0.433\t-0.212\t1.023\t0.091\t0.705\t0.510\t-0.726\n1\t-0.815\t-0.540\t-1.729\t-0.438\t1.590\t-0.727\t-1.357\t-0.528\t0.220\t-0.746\t0.072\t0.251\t0.002\t-0.089\t1.764\t0.177\t-0.791\t0.755\t-0.060\t0.071\t1.013\t1.341\t-1.139\t1.732\t-0.065\t-0.058\t-1.010\t0.747\n2\t-0.386\t-1.068\t1.588\t-0.569\t0.786\t0.675\t-0.059\t-0.973\t-0.048\t-1.170\t-0.024\t0.773\t1.718\t-1.088\t-0.250\t-0.525\t0.274\t-1.522\t-0.929\t-1.692\t-1.438\t-0.660\t1.671\t0.348\t0.065\t1.347\t0.384\t0.478\n0\t0.112\t-0.790\t0.299\t0.865\t-0.168\t0.316\t-0.865\t0.556\t-0.122\t-0.702\t1.031\t1.242\t-1.883\t-0.427\t-0.613\t-0.201\t0.525\t-1.577\t1.000\t-0.744\t-0.824\t0.433\t1.347\t0.404\t0.037\t-0.749\t-0.026\t-0.521\n0\t1.321\t-1.135\t-0.516\t1.012\t-0.205\t0.547\t1.215\t0.562\t-0.611\t-0.351\t1.223\t0.155\t-0.204\t0.384\t-1.284\t-0.237\t-0.079\t-0.095\t-0.394\t-0.309\t-0.114\t1.460\t-2.203\t0.699\t-0.087\t-0.062\t-0.406\t0.502\n4\t-0.407\t-0.349\t-1.409\t0.748\t-0.152\t-0.291\t-0.306\t-0.410\t0.904\t0.508\t-2.014\t-1.500\t-1.856\t-2.438\t1.133\t0.697\t1.546\t-0.342\t0.936\t0.525\t-1.962\t1.121\t-0.477\t0.432\t-0.488\t-1.533\t0.323\t1.608\n0\t0.108\t-0.843\t-0.476\t1.373\t2.083\t0.320\t-0.567\t-0.125\t-0.762\t-0.617\t-0.715\t-0.079\t0.121\t-0.148\t-0.221\t0.760\t-0.229\t-0.165\t-0.177\t1.543\t-0.491\t0.596\t-0.748\t0.350\t0.546\t1.084\t-0.384\t-1.114\n4\t0.391\t-0.844\t1.619\t-0.010\t0.138\t0.195\t-1.413\t-1.577\t1.207\t1.308\t0.962\t-0.453\t-0.755\t-0.555\t-2.079\t-0.304\t-0.103\t-0.157\t-0.706\t0.217\t1.023\t-1.011\t-0.534\t-3.783\t1.248\t-0.557\t0.099\t-0.521\n0\t1.239\t-0.026\t-0.628\t0.930\t0.331\t0.884\t-0.120\t-1.309\t2.244\t-0.603\t-1.161\t0.717\t-0.945\t-0.392\t0.125\t-0.143\t-0.363\t1.590\t-0.111\t-0.899\t0.977\t-0.723\t-0.109\t-0.905\t0.211\t0.040\t-0.029\t0.150\n1\t-1.067\t-0.146\t-0.653\t-0.495\t-1.316\t-0.604\t0.608\t-0.141\t1.699\t0.130\t0.908\t-0.649\t-1.550\t0.319\t0.753\t0.082\t0.135\t1.244\t-0.061\t-0.784\t1.718\t1.953\t1.544\t0.967\t-0.148\t0.637\t0.062\t-0.443\n2\t0.697\t2.119\t0.608\t-0.662\t-0.423\t1.488\t-3.085\t0.330\t0.164\t-1.554\t0.148\t-0.577\t0.182\t1.033\t-0.851\t0.199\t-0.447\t0.519\t-0.487\t-0.589\t-0.325\t0.671\t0.476\t1.528\t0.048\t0.348\t0.200\t-1.215\n4\t-0.174\t-0.012\t2.221\t2.831\t0.233\t-1.157\t-1.535\t0.757\t1.762\t1.500\t0.984\t-0.013\t-1.206\t1.314\t-1.130\t-0.469\t-1.226\t-1.857\t-1.375\t-1.327\t0.015\t-0.687\t1.960\t-1.035\t-1.410\t1.681\t1.617\t-0.683\n0\t-0.017\t-0.224\t-0.046\t0.485\t-0.275\t1.658\t1.409\t0.444\t0.481\t-0.553\t0.371\t0.540\t0.559\t1.047\t0.404\t0.320\t1.273\t0.100\t-0.601\t0.571\t0.660\t-0.372\t-0.373\t0.131\t1.276\t-0.496\t-1.388\t-1.470\n4\t1.341\t1.283\t0.643\t0.652\t0.487\t-0.436\t0.248\t-1.952\t-1.661\t2.460\t0.147\t1.524\t-1.735\t0.005\t0.904\t-1.517\t-1.465\t-1.210\t1.482\t-0.745\t0.286\t-0.376\t-1.182\t-0.766\t-0.824\t-0.478\t-0.102\t0.231\n4\t0.562\t-0.183\t-0.585\t-0.926\t-3.428\t0.735\t-1.638\t-0.880\t0.292\t-0.322\t2.149\t-1.509\t2.239\t1.381\t0.909\t1.439\t0.405\t-1.703\t0.515\t-1.481\t-0.528\t-0.078\t-0.911\t0.946\t-0.214\t0.409\t-0.009\t0.126\n2\t-1.083\t0.599\t0.052\t-0.342\t0.956\t-0.269\t1.334\t1.321\t-0.636\t1.113\t0.113\t-0.394\t0.395\t-1.587\t-0.538\t0.418\t-0.294\t1.078\t-0.398\t0.121\t-0.120\t-1.528\t0.392\t0.317\t-1.933\t-2.470\t-0.453\t1.231\n3\t-1.150\t-0.991\t-0.182\t-0.288\t0.595\t1.250\t-0.241\t-1.210\t-0.334\t0.956\t-0.989\t-1.067\t-1.432\t1.404\t-2.275\t-1.085\t-1.107\t-0.381\t-0.636\t0.132\t-0.540\t-0.997\t-0.469\t-1.226\t1.028\t1.349\t-1.843\t0.464\n3\t-0.803\t-1.288\t-0.498\t-0.898\t-1.109\t-0.349\t0.966\t-1.142\t0.361\t0.896\t-1.408\t-1.141\t1.819\t0.258\t0.563\t-0.500\t-0.472\t-2.050\t-0.483\t0.943\t-0.429\t2.009\t-0.392\t-1.706\t0.755\t1.164\t-0.801\t1.095\n1\t-0.991\t-0.874\t-0.569\t0.820\t1.038\t0.509\t0.633\t0.656\t-2.497\t0.010\t-1.796\t0.509\t-2.093\t-0.180\t0.548\t-1.118\t0.962\t0.507\t0.381\t0.698\t-0.359\t0.152\t0.010\t-0.013\t-0.672\t-1.243\t-0.337\t-0.392\n0\t-0.167\t0.147\t1.207\t-0.817\t0.369\t-0.393\t0.029\t1.278\t0.191\t0.046\t-1.360\t0.746\t0.645\t2.163\t-0.308\t0.219\t0.249\t1.577\t-0.095\t0.279\t0.608\t0.187\t-0.446\t0.194\t1.074\t-1.027\t0.133\t-0.700\n1\t0.126\t0.049\t-0.356\t-0.496\t0.521\t-0.418\t-1.393\t0.605\t0.941\t0.009\t-1.357\t0.416\t-0.314\t1.035\t0.853\t0.882\t0.114\t-0.213\t-0.049\t-0.709\t0.261\t-2.303\t-1.710\t0.170\t0.165\t1.795\t0.409\t-1.039\n0\t-0.089\t1.153\t-0.411\t-1.083\t0.619\t0.337\t-0.771\t-0.233\t-0.182\t0.006\t0.647\t-0.405\t0.698\t-0.533\t1.666\t1.688\t-0.856\t-1.226\t0.978\t0.258\t0.552\t-0.655\t-0.132\t-0.345\t0.304\t-1.246\t-0.099\t-1.256\n2\t-2.315\t-0.505\t-0.049\t1.357\t-0.564\t0.978\t-0.505\t0.569\t0.808\t0.578\t-0.957\t-0.364\t0.587\t-1.580\t0.790\t-1.213\t-1.352\t-0.533\t-0.685\t0.182\t0.267\t0.070\t-0.983\t1.209\t0.065\t0.931\t-2.294\t0.535\n4\t-1.016\t-0.793\t-1.506\t1.630\t-0.961\t1.080\t0.984\t-0.295\t1.318\t-0.226\t-0.948\t-2.803\t0.222\t0.585\t-2.003\t-0.269\t-0.459\t0.317\t0.274\t2.002\t1.245\t-2.181\t1.504\t0.765\t-1.161\t-1.646\t1.298\t-0.472\n3\t1.185\t1.062\t1.008\t0.094\t-0.668\t-1.395\t-0.040\t1.533\t-0.310\t0.785\t0.844\t-0.284\t1.316\t-2.909\t-1.223\t-0.916\t-0.820\t0.336\t0.290\t0.394\t0.596\t-0.950\t-1.218\t0.396\t-0.630\t-1.570\t0.971\t1.395\n4\t-1.564\t1.108\t0.655\t0.816\t1.559\t1.263\t0.711\t-0.949\t1.848\t-1.046\t0.136\t-1.108\t0.300\t0.675\t-0.567\t-1.981\t-0.197\t1.810\t1.921\t0.299\t-0.079\t2.055\t1.107\t1.020\t0.909\t0.612\t-1.407\t-0.431\n0\t-1.039\t0.176\t0.135\t-0.140\t-0.070\t-1.333\t-0.926\t0.592\t-1.452\t-0.258\t0.967\t0.220\t-0.676\t0.725\t-0.715\t0.061\t-0.771\t-1.480\t-0.115\t1.214\t1.145\t0.739\t0.721\t0.763\t-0.199\t-1.242\t0.169\t0.942\n2\t0.125\t0.129\t-0.437\t-0.913\t1.727\t-0.833\t1.656\t0.495\t0.203\t0.543\t1.523\t-2.624\t0.359\t0.149\t0.186\t0.941\t-0.610\t-1.151\t-1.384\t-0.907\t0.687\t0.505\t0.883\t-0.460\t-0.415\t1.654\t1.020\t0.752\n4\t-2.070\t-0.356\t-2.745\t-0.639\t0.245\t0.884\t-1.710\t-1.460\t-0.283\t0.851\t1.178\t0.060\t-1.061\t-0.780\t-1.458\t1.027\t0.107\t1.325\t-0.835\t-1.172\t0.997\t-0.501\t-0.444\t1.393\t0.182\t1.080\t0.417\t0.729\n2\t1.167\t-0.501\t-0.034\t0.817\t1.239\t-2.365\t-0.737\t-0.998\t-0.124\t-0.923\t0.664\t0.172\t0.889\t0.953\t0.679\t-0.336\t0.104\t-0.461\t-1.365\t0.954\t-0.084\t-1.503\t0.537\t-0.224\t-2.060\t-1.374\t-0.701\t0.211\n1\t1.595\t0.134\t0.077\t-1.063\t-0.043\t0.389\t-0.675\t-1.248\t0.388\t-0.312\t0.148\t1.096\t-0.465\t-1.946\t0.383\t1.182\t-0.481\t0.300\t-1.347\t-2.122\t0.842\t-1.163\t-0.665\t0.197\t0.391\t-0.090\t0.837\t-1.636\n2\t0.066\t0.887\t0.167\t-0.064\t0.335\t2.239\t1.127\t-2.224\t1.356\t-0.018\t0.175\t0.243\t1.013\t-1.593\t-0.270\t0.581\t0.751\t2.012\t0.243\t-0.015\t-1.201\t-0.681\t-0.830\t0.118\t-0.760\t-0.838\t-0.264\t-0.483\n4\t1.043\t-0.049\t1.420\t0.715\t-1.262\t-0.134\t0.325\t-0.697\t1.080\t-1.976\t0.804\t0.690\t-1.987\t0.104\t-0.435\t1.418\t-0.837\t0.799\t0.998\t-0.393\t1.298\t-0.416\t1.333\t2.604\t0.930\t0.612\t-0.473\t1.857\n3\t0.031\t0.249\t0.478\t0.883\t0.700\t-0.023\t0.006\t-1.112\t-0.175\t0.108\t0.917\t-2.368\t0.309\t-0.773\t0.776\t1.329\t-0.048\t1.435\t0.868\t0.139\t-1.603\t0.385\t-0.829\t-2.859\t-1.100\t1.348\t0.129\t1.227\n1\t-0.514\t-1.059\t-0.063\t0.955\t-0.986\t0.504\t-0.530\t-0.793\t-0.107\t-1.035\t-0.554\t-1.198\t1.965\t0.035\t-0.700\t0.214\t-0.112\t-0.221\t0.614\t0.758\t-0.531\t-0.576\t-0.275\t-2.302\t-1.515\t1.367\t1.645\t-0.249\n1\t0.704\t0.989\t0.221\t-0.750\t0.382\t0.723\t-1.972\t0.116\t-0.190\t0.954\t0.386\t0.484\t-0.482\t0.002\t0.944\t-0.065\t0.175\t-1.536\t-0.069\t-2.012\t-0.516\t0.064\t0.767\t-0.999\t0.374\t1.468\t-0.641\t-1.547\n4\t1.452\t-0.427\t2.860\t1.640\t-1.133\t1.252\t-0.125\t0.566\t1.577\t-0.775\t-0.463\t0.753\t-0.367\t-2.225\t0.964\t0.369\t-0.023\t0.125\t2.238\t1.013\t-0.861\t0.123\t1.186\t1.165\t-1.502\t-0.501\t-1.134\t0.640\n4\t1.334\t-1.964\t-0.769\t1.111\t0.933\t-0.926\t1.160\t0.045\t0.660\t-0.704\t0.292\t-1.166\t-0.547\t-0.297\t0.140\t2.407\t2.560\t-0.388\t1.480\t-1.109\t0.399\t-0.686\t-0.451\t2.661\t-0.387\t-0.650\t-1.000\t-0.769\n4\t2.061\t1.755\t-0.249\t0.972\t0.645\t1.369\t-0.965\t0.686\t1.058\t-1.759\t-1.183\t-2.039\t-0.269\t0.718\t1.502\t0.074\t1.629\t-1.380\t-1.703\t-0.056\t0.384\t-0.033\t-2.067\t-0.089\t-1.304\t0.670\t0.367\t-0.940\n3\t-0.614\t0.216\t-0.299\t0.027\t0.725\t1.155\t2.654\t0.771\t-0.617\t1.103\t-0.318\t-0.699\t0.623\t1.414\t-0.606\t0.315\t0.456\t-0.949\t-1.431\t-1.403\t1.279\t-0.464\t-0.630\t0.318\t1.301\t-1.165\t-1.888\t1.476\n2\t0.735\t0.607\t-2.142\t1.174\t1.034\t0.459\t-1.391\t0.511\t0.700\t-0.319\t0.944\t1.686\t-0.393\t-0.893\t-0.207\t0.529\t-0.015\t-0.959\t1.164\t-0.171\t0.605\t0.644\t-0.181\t0.623\t1.732\t0.914\t-1.619\t-0.176\n2\t-1.973\t1.414\t-0.595\t-0.370\t0.016\t-0.164\t-0.338\t0.457\t-0.657\t2.266\t-0.579\t-0.501\t1.293\t1.147\t0.550\t0.287\t0.483\t0.457\t-0.566\t-0.058\t1.929\t0.576\t-0.522\t0.677\t-1.211\t-1.097\t0.377\t1.259\n1\t-0.368\t-0.172\t-0.934\t0.306\t1.322\t-1.419\t0.493\t1.930\t0.315\t-0.532\t0.582\t-1.062\t-0.567\t1.011\t1.080\t-0.487\t0.731\t1.771\t0.536\t-1.828\t-0.225\t0.132\t-1.285\t0.001\t-0.007\t0.068\t-0.548\t-1.162\n2\t-1.002\t-0.246\t-0.027\t1.669\t-0.629\t0.735\t-1.045\t0.148\t1.431\t1.052\t0.043\t-1.365\t-0.458\t-0.867\t-0.364\t0.901\t-0.506\t1.579\t-1.302\t0.658\t-0.919\t0.014\t-0.800\t2.192\t0.181\t-1.356\t-1.041\t-0.976\n3\t1.629\t0.323\t0.446\t-1.037\t-0.643\t-0.664\t0.072\t-1.351\t0.714\t0.570\t0.013\t0.143\t1.346\t0.867\t1.131\t0.916\t0.174\t0.826\t0.992\t0.450\t-2.081\t-1.349\t1.062\t-1.998\t-0.936\t-1.314\t-2.280\t0.365\n2\t0.572\t0.857\t0.699\t0.207\t0.265\t0.702\t-1.450\t1.330\t0.450\t-0.846\t0.185\t1.319\t0.290\t-0.732\t-1.274\t2.465\t-1.739\t0.337\t-0.587\t1.042\t-1.216\t1.608\t-0.125\t-0.220\t-0.313\t-0.593\t-0.369\t0.718\n0\t-1.122\t0.852\t0.647\t1.589\t0.536\t0.875\t-1.421\t-0.235\t-0.099\t0.376\t0.114\t1.004\t0.138\t-0.870\t-1.017\t1.516\t0.285\t0.127\t0.260\t0.199\t-0.306\t0.605\t1.015\t0.850\t-0.043\t-1.053\t-1.293\t0.962\n4\t1.055\t1.263\t-0.127\t-0.098\t-0.877\t0.626\t-0.405\t-0.282\t0.414\t-0.824\t-1.333\t0.543\t0.264\t-1.819\t-2.025\t-0.804\t1.834\t-1.444\t0.284\t-0.159\t-1.642\t-2.067\t-0.831\t0.006\t2.403\t2.337\t0.412\t0.364\n4\t-1.018\t-2.143\t1.446\t-0.944\t-0.945\t-0.717\t0.137\t0.639\t-0.300\t-1.049\t2.298\t-0.492\t0.011\t-1.501\t0.579\t1.092\t-0.860\t-1.840\t-0.382\t1.896\t-0.641\t2.533\t-0.561\t-1.825\t-0.510\t-1.871\t-0.719\t0.382\n3\t-0.557\t-0.241\t0.657\t-1.881\t-1.158\t-0.309\t-0.873\t0.138\t1.520\t-1.252\t-1.406\t-0.081\t-0.673\t-0.109\t1.022\t0.678\t-0.896\t-0.422\t-1.425\t-1.801\t-1.843\t-1.925\t-0.661\t0.144\t0.273\t-0.145\t0.477\t-1.795\n0\t-0.133\t0.374\t1.314\t-0.967\t-0.185\t-0.858\t-0.393\t-0.101\t-0.880\t-1.624\t-1.307\t0.444\t-0.668\t-0.219\t0.049\t0.907\t-0.284\t0.246\t-1.132\t-0.161\t-0.978\t-0.141\t0.128\t-0.234\t-0.423\t0.269\t-0.403\t-0.414\n1\t-0.334\t-0.911\t0.008\t-1.179\t-0.073\t-0.495\t-0.121\t0.393\t-0.418\t-0.778\t-0.655\t1.023\t1.276\t-0.515\t-0.155\t-1.704\t-0.182\t-1.452\t-0.488\t1.077\t-1.502\t-0.902\t-0.897\t-1.669\t0.863\t0.277\t1.809\t-0.995\n3\t0.002\t0.510\t0.505\t-0.919\t-0.060\t0.036\t0.272\t0.289\t2.587\t-1.176\t0.980\t1.183\t0.493\t-0.650\t1.665\t-2.192\t-0.683\t1.172\t-0.370\t1.596\t-1.512\t-1.112\t-0.532\t0.417\t-0.222\t-0.490\t1.420\t1.513\n2\t-0.800\t-1.808\t-1.276\t0.874\t-0.143\t-0.506\t-0.005\t1.167\t0.004\t0.540\t-0.847\t-0.619\t0.354\t1.893\t1.430\t0.583\t0.151\t1.401\t0.795\t-2.294\t-1.054\t0.338\t-1.787\t-0.898\t-0.700\t-0.256\t-0.287\t-0.289\n0\t-0.471\t-0.126\t0.889\t-0.708\t-1.122\t0.141\t0.771\t-0.205\t0.604\t-0.107\t-0.183\t0.745\t1.171\t0.605\t0.125\t-1.324\t0.008\t-0.961\t0.333\t-0.451\t1.558\t1.224\t0.605\t-1.416\t-0.830\t1.089\t-0.146\t0.529\n0\t0.155\t-0.398\t0.118\t0.151\t-0.579\t-0.896\t-0.449\t0.234\t0.599\t0.853\t-0.494\t0.284\t0.963\t1.166\t-0.059\t-0.221\t0.191\t-1.150\t-0.194\t0.745\t0.642\t-0.270\t0.218\t-0.825\t0.703\t-0.078\t-0.276\t-0.362\n0\t-0.299\t0.333\t1.254\t-1.237\t-0.825\t0.606\t0.991\t0.432\t0.869\t-0.430\t0.473\t-0.369\t0.034\t0.492\t0.250\t1.014\t-0.009\t0.856\t-1.425\t0.451\t0.581\t1.562\t-0.649\t-0.288\t-0.663\t1.146\t-0.356\t-0.729\n3\t0.438\t0.725\t-1.708\t0.282\t-0.794\t0.397\t-0.095\t-0.946\t1.110\t-0.418\t0.270\t1.314\t-0.917\t0.008\t-0.495\t-0.272\t2.156\t0.457\t0.314\t0.524\t0.430\t-1.826\t2.297\t-1.464\t1.733\t0.618\t0.181\t-0.305\n4\t-0.371\t0.024\t1.581\t1.422\t0.919\t1.682\t-2.318\t-0.672\t0.669\t-0.018\t1.158\t-1.166\t1.227\t0.550\t0.149\t-1.616\t2.243\t-1.156\t-1.362\t0.652\t1.141\t-0.093\t-0.824\t-0.439\t0.442\t-0.561\t1.254\t-0.788\n4\t0.169\t-1.852\t0.214\t-0.517\t0.841\t0.345\t1.956\t-0.000\t-1.091\t-2.489\t-0.938\t0.377\t0.633\t-0.605\t-0.430\t0.070\t0.380\t1.020\t-0.588\t-0.743\t2.025\t1.783\t-0.529\t1.143\t2.205\t1.317\t-0.763\t0.105\n4\t-0.742\t-0.191\t1.287\t1.173\t0.202\t-0.256\t-0.711\t-0.994\t1.172\t-0.007\t-1.902\t-1.314\t-1.023\t-2.959\t-0.738\t-2.256\t0.267\t-0.011\t0.988\t0.363\t2.624\t-0.351\t-0.583\t1.083\t0.254\t0.030\t0.998\t1.071\n4\t-0.847\t0.383\t2.246\t0.321\t-0.296\t0.536\t0.596\t0.585\t1.373\t0.386\t1.325\t0.230\t1.512\t1.207\t0.922\t0.789\t2.302\t1.077\t-0.849\t0.246\t-0.265\t2.064\t1.251\t2.032\t-0.760\t1.102\t-1.365\t-1.592\n2\t-0.181\t0.848\t0.117\t-0.037\t0.432\t0.400\t1.284\t-0.655\t0.074\t0.355\t-0.670\t1.014\t1.208\t-2.756\t0.795\t-0.061\t-0.558\t2.155\t-1.634\t-0.840\t-0.282\t0.710\t0.406\t-0.248\t0.882\t1.364\t-0.875\t-0.665\n0\t0.903\t0.565\t0.006\t-1.133\t1.309\t0.665\t0.567\t1.699\t0.695\t-0.049\t-0.511\t-0.550\t0.276\t0.967\t0.978\t-1.380\t0.925\t-0.296\t-0.588\t0.366\t0.788\t-1.233\t0.217\t-1.621\t0.792\t-1.110\t0.191\t-0.366\n4\t-0.633\t-0.097\t1.011\t3.529\t-1.244\t0.450\t-0.708\t-0.539\t-0.720\t-1.126\t-0.041\t-1.475\t0.947\t0.055\t0.422\t-0.466\t-0.367\t0.288\t-1.164\t-0.358\t-0.860\t-0.891\t-2.110\t1.339\t-0.687\t1.163\t1.069\t-1.286\n1\t-0.046\t-1.313\t0.226\t1.026\t1.489\t-0.791\t0.561\t1.774\t0.830\t0.190\t0.841\t-0.545\t-0.473\t2.004\t-1.844\t0.112\t1.341\t0.969\t-0.626\t-0.248\t0.252\t0.017\t0.232\t0.148\t-0.087\t-0.267\t-0.358\t-0.083\n2\t0.642\t-1.050\t-0.353\t-1.115\t0.473\t0.038\t0.226\t-0.846\t0.851\t-2.407\t-0.252\t-0.107\t-2.022\t0.384\t-0.173\t0.561\t2.000\t0.325\t0.973\t1.381\t0.492\t-0.866\t-1.640\t0.374\t-0.400\t1.284\t-0.475\t-0.014\n3\t0.787\t0.234\t-1.012\t-0.970\t0.618\t-0.526\t-0.615\t-0.181\t-0.164\t0.901\t-0.505\t0.801\t0.440\t-1.674\t0.295\t-2.668\t-0.895\t0.463\t-0.011\t-1.768\t-1.119\t-2.609\t-1.343\t0.579\t-0.557\t0.170\t0.014\t0.033\n1\t0.513\t-1.200\t0.179\t-0.265\t1.073\t0.892\t0.091\t0.281\t0.599\t-0.009\t-0.818\t-0.483\t-1.221\t0.925\t0.398\t-0.423\t-0.725\t0.236\t-1.413\t-1.069\t-0.020\t2.441\t0.452\t0.185\t-1.171\t-0.933\t1.356\t-0.462\n1\t0.553\t-0.032\t0.013\t0.018\t-0.135\t-0.609\t0.418\t-0.285\t0.614\t0.111\t-0.387\t1.565\t-0.102\t0.623\t-0.700\t-2.026\t-0.567\t-2.137\t-0.237\t1.469\t-0.905\t-2.106\t1.500\t-0.475\t-0.016\t0.788\t0.523\t0.751\n1\t0.976\t-1.137\t0.938\t-0.840\t-0.493\t0.682\t-0.089\t0.759\t0.203\t-0.287\t0.157\t0.537\t-0.330\t0.547\t-0.169\t-0.114\t0.444\t-0.741\t-1.520\t0.362\t-1.888\t0.647\t1.822\t0.657\t1.798\t-0.753\t-1.710\t0.160\n1\t0.935\t-1.513\t0.053\t0.228\t-0.438\t1.628\t-1.016\t0.057\t-0.922\t-0.905\t1.756\t-0.443\t0.320\t-1.127\t-0.240\t0.624\t-1.047\t-0.361\t0.544\t2.035\t-0.784\t0.563\t0.640\t0.514\t-0.471\t-0.878\t1.249\t-1.356\n4\t1.463\t0.773\t0.055\t-0.426\t0.574\t-0.588\t-1.431\t-0.243\t-0.149\t-0.582\t0.545\t-2.211\t-0.714\t-1.128\t-1.790\t-0.255\t0.690\t1.712\t1.732\t0.401\t0.627\t-0.030\t-1.473\t-0.411\t-2.507\t-1.854\t0.422\t0.460\n3\t0.180\t0.953\t-1.148\t0.369\t0.773\t-0.423\t-1.259\t-0.042\t1.228\t1.126\t-0.428\t-1.283\t-0.431\t-0.468\t0.446\t-0.105\t-0.753\t1.104\t0.140\t0.435\t-1.725\t-2.424\t-1.438\t-0.481\t0.576\t-2.342\t1.593\t0.171\n0\t-0.131\t-0.145\t-1.380\t0.477\t1.032\t-0.362\t0.409\t-0.407\t0.594\t0.494\t-0.384\t-2.127\t-0.799\t0.345\t0.884\t-0.605\t1.345\t1.494\t0.698\t-1.136\t0.711\t-0.538\t-0.593\t0.453\t0.429\t0.456\t0.657\t-0.057\n2\t-0.329\t1.618\t2.172\t-0.367\t-0.654\t-1.032\t-1.247\t-0.280\t0.063\t-0.563\t1.267\t-0.161\t1.267\t0.388\t1.355\t-1.333\t1.132\t0.241\t-0.249\t0.079\t2.034\t0.752\t0.960\t1.169\t-0.086\t0.712\t-0.295\t-0.183\n3\t-1.088\t2.561\t1.751\t-0.032\t0.257\t-0.631\t0.432\t-0.717\t-2.032\t-1.322\t0.021\t-1.131\t-0.067\t-1.075\t-0.782\t0.853\t0.247\t-0.010\t0.879\t0.481\t1.447\t-0.460\t-0.430\t-1.301\t-0.429\t0.965\t1.300\t0.960\n0\t-0.056\t-1.224\t-0.889\t1.048\t0.114\t-0.910\t-1.207\t-2.218\t-0.342\t1.190\t0.985\t0.218\t1.318\t0.823\t-1.253\t1.554\t-0.259\t-0.878\t-0.361\t0.082\t0.154\t0.122\t0.057\t-0.477\t-0.044\t0.686\t-0.239\t0.294\n2\t0.225\t1.000\t-1.266\t-1.493\t0.426\t1.441\t1.693\t-1.224\t-0.403\t-1.479\t-0.551\t1.123\t-0.013\t-0.374\t0.545\t-0.795\t1.593\t0.007\t-0.402\t0.587\t0.939\t1.596\t-0.210\t1.086\t0.101\t-0.611\t-0.777\t-1.097\n3\t1.012\t0.542\t1.805\t2.051\t-0.290\t-1.153\t-0.289\t0.118\t2.226\t-0.375\t0.278\t-0.681\t-0.347\t-1.214\t-1.463\t1.361\t1.066\t-0.370\t1.063\t-1.307\t-0.173\t0.174\t1.266\t0.198\t0.545\t-0.470\t0.264\t1.264\n1\t1.063\t-0.237\t2.132\t-1.006\t-1.321\t-0.172\t-1.485\t-0.691\t-0.521\t1.429\t-1.054\t1.261\t0.589\t-0.880\t-0.229\t-0.392\t0.221\t-1.098\t-0.307\t0.913\t-0.588\t-0.080\t1.277\t0.358\t0.045\t-1.075\t0.772\t0.759\n1\t-1.050\t0.082\t0.149\t0.724\t-0.222\t-0.778\t0.602\t1.347\t0.365\t-1.454\t0.276\t-1.931\t-0.041\t-2.010\t-0.430\t0.511\t-0.285\t1.149\t0.219\t-1.124\t0.901\t0.689\t1.274\t0.710\t0.470\t-0.993\t0.813\t-0.146\n1\t-0.150\t-1.124\t-0.210\t-0.065\t-2.458\t0.513\t0.916\t2.200\t-0.930\t-0.108\t0.454\t-0.055\t-0.749\t-1.469\t0.072\t1.230\t0.005\t-0.062\t0.386\t0.754\t0.328\t-1.237\t0.459\t-0.627\t-0.720\t-1.080\t-0.087\t-0.538\n3\t1.205\t-1.175\t0.964\t-0.077\t-0.127\t-0.146\t-1.761\t-0.458\t0.354\t0.490\t-1.152\t-0.776\t-1.062\t-0.428\t-0.360\t1.371\t-0.696\t0.968\t0.848\t0.144\t0.288\t-0.866\t0.560\t-3.720\t0.100\t0.167\t-0.982\t0.937\n3\t1.787\t-0.434\t1.496\t1.278\t-1.001\t1.033\t-0.651\t-1.867\t-0.425\t0.398\t-0.463\t-0.307\t1.144\t0.106\t-0.843\t0.702\t0.198\t-2.522\t0.428\t0.392\t0.020\t0.892\t-0.672\t0.336\t-1.567\t0.407\t1.953\t-0.995\n0\t0.449\t0.537\t-0.800\t0.892\t-0.738\t0.213\t0.833\t-0.032\t-0.527\t0.013\t0.727\t0.387\t-0.450\t-0.398\t-0.024\t0.880\t0.362\t-0.189\t-0.339\t-1.335\t2.254\t-0.306\t-0.655\t1.323\t-0.450\t0.307\t-0.122\t-0.275\n3\t0.607\t-1.289\t-1.057\t-0.061\t0.704\t1.005\t0.004\t-0.418\t-0.790\t0.700\t0.661\t0.178\t0.302\t1.602\t1.017\t-1.415\t0.888\t1.381\t-0.820\t0.948\t3.006\t0.482\t-0.236\t-0.101\t0.131\t-1.577\t-1.623\t0.270\n2\t0.683\t0.341\t0.710\t0.648\t0.629\t-0.521\t-0.310\t0.005\t1.130\t0.687\t0.107\t0.182\t-1.065\t-0.244\t-0.496\t0.884\t0.211\t1.230\t2.322\t0.835\t-0.935\t-0.192\t-1.629\t1.784\t2.291\t-0.933\t-0.410\t-0.564\n2\t2.060\t-0.543\t-1.357\t0.242\t-0.543\t0.597\t0.434\t-1.170\t1.840\t-0.611\t-0.504\t0.578\t1.633\t-1.286\t-0.462\t0.957\t-0.573\t0.157\t-0.414\t0.495\t-1.248\t0.317\t0.486\t0.681\t-0.524\t1.448\t-2.099\t-0.663\n4\t-0.780\t0.729\t0.499\t-0.353\t-0.460\t-0.498\t0.030\t1.676\t-1.354\t1.568\t0.084\t1.627\t3.069\t-1.033\t0.492\t-2.200\t-0.391\t-0.527\t1.371\t1.437\t-0.586\t1.369\t0.767\t-1.691\t-1.799\t1.498\t-0.888\t-0.292\n3\t1.929\t-0.032\t-0.424\t0.529\t-0.035\t0.544\t0.945\t0.720\t-2.267\t0.196\t1.353\t-0.776\t1.346\t1.105\t-0.794\t-0.120\t-0.970\t0.853\t1.675\t0.248\t0.759\t-1.343\t-0.105\t-1.519\t0.022\t1.250\t1.039\t1.267\n4\t0.811\t-1.148\t0.676\t-0.799\t-0.627\t-1.045\t0.139\t-0.235\t2.008\t1.483\t-0.609\t-1.152\t-0.339\t0.424\t-0.124\t0.625\t-1.822\t1.339\t2.039\t-1.771\t0.622\t0.142\t0.495\t-2.200\t-2.001\t-0.020\t-0.657\t-0.598\n2\t-0.895\t1.063\t2.338\t-0.861\t0.534\t-0.727\t1.041\t-1.265\t0.481\t-0.873\t-0.207\t-1.031\t0.822\t-0.837\t0.552\t-0.344\t-0.114\t0.148\t-0.762\t0.210\t1.530\t-0.778\t1.172\t1.498\t-0.816\t-1.455\t0.302\t-0.547\n2\t0.408\t0.071\t-1.679\t-1.714\t0.082\t0.875\t1.332\t-0.890\t-1.509\t0.933\t-0.815\t-1.577\t-0.494\t-0.511\t1.320\t0.866\t-0.737\t1.398\t0.125\t1.061\t1.327\t-0.263\t0.571\t-0.407\t0.930\t0.090\t0.960\t1.525\n0\t-0.099\t-0.504\t0.468\t-0.721\t0.208\t-0.165\t0.711\t-0.214\t-1.030\t0.362\t-0.271\t-1.821\t0.198\t-0.537\t0.346\t-0.855\t-1.206\t1.180\t0.843\t-0.007\t0.438\t0.810\t-0.010\t-1.209\t0.299\t1.002\t0.593\t0.059\n3\t-0.596\t-1.255\t-0.445\t-0.273\t0.749\t-1.780\t-0.770\t-0.783\t1.308\t-0.295\t1.074\t0.430\t-0.086\t-1.790\t-1.019\t0.975\t0.263\t-0.188\t-1.236\t-2.056\t1.300\t-0.786\t-0.575\t-1.079\t-1.080\t0.072\t-1.849\t0.385\n2\t-0.262\t-1.429\t0.934\t-2.349\t0.488\t-1.340\t-0.367\t0.306\t-0.976\t-0.457\t-0.442\t-0.119\t0.166\t-0.002\t0.025\t1.072\t1.440\t0.468\t0.284\t-1.532\t-2.387\t-0.347\t1.535\t-0.252\t0.712\t-0.203\t0.157\t-0.639\n3\t1.766\t0.681\t0.674\t-0.897\t1.769\t1.377\t-0.844\t-0.475\t1.255\t1.796\t-1.265\t-1.004\t-0.144\t-2.171\t0.019\t1.186\t-1.439\t0.127\t-0.582\t1.640\t-0.570\t1.519\t-0.597\t0.771\t0.252\t-0.138\t-0.791\t0.323\n2\t-0.232\t-0.757\t-0.596\t-0.403\t-1.095\t-0.264\t0.054\t-0.403\t-2.299\t-0.154\t-0.047\t1.898\t0.027\t0.936\t-0.426\t1.298\t-0.945\t0.505\t0.840\t0.694\t2.164\t-0.584\t1.414\t1.156\t0.049\t1.839\t-0.147\t0.022\n1\t0.431\t0.722\t0.792\t-0.006\t-1.576\t-0.074\t-1.318\t1.070\t-0.470\t0.015\t-0.075\t-1.954\t-0.289\t-0.079\t1.729\t1.475\t-0.566\t-0.383\t-1.432\t-0.514\t0.692\t-0.908\t-0.704\t-0.279\t-1.282\t0.435\t-0.235\t0.776\n3\t0.034\t0.545\t-0.207\t2.004\t-1.399\t0.089\t-0.829\t-1.242\t-0.629\t-0.278\t-0.441\t0.208\t-2.210\t1.159\t1.976\t-0.199\t0.758\t0.179\t-2.035\t-0.912\t-1.381\t-0.347\t2.061\t-0.882\t-0.532\t0.251\t-0.437\t0.713\n3\t0.659\t-0.229\t0.425\t1.677\t1.006\t2.340\t-0.657\t1.676\t-0.791\t0.354\t0.732\t-0.511\t0.088\t0.910\t-0.710\t1.669\t-1.385\t1.940\t1.001\t-0.090\t-0.403\t-0.507\t-0.136\t-0.048\t1.255\t1.969\t0.199\t-0.846\n3\t-1.152\t0.713\t-0.997\t1.588\t-1.226\t-1.061\t-1.303\t-0.626\t0.390\t1.048\t-0.860\t0.767\t-0.346\t-1.392\t0.959\t-0.350\t-0.568\t1.688\t0.775\t2.459\t-0.248\t0.289\t-1.093\t0.830\t-0.603\t-1.191\t-0.746\t0.056\n3\t0.568\t-0.528\t0.552\t-0.024\t-0.846\t-0.761\t1.249\t-0.996\t-1.168\t0.344\t-0.031\t-1.312\t-0.519\t-0.817\t-0.642\t2.525\t-0.303\t-0.881\t2.022\t0.888\t0.725\t-0.833\t1.191\t0.816\t0.147\t-1.716\t-0.020\t1.730\n0\t0.806\t-2.103\t-1.273\t-0.335\t0.024\t-0.059\t0.889\t0.477\t0.697\t-1.390\t0.145\t-0.307\t1.462\t0.174\t-0.669\t0.853\t0.563\t-0.822\t-0.348\t-0.331\t1.227\t0.203\t0.727\t-0.493\t0.335\t1.303\t-0.361\t0.115\n2\t-1.220\t0.212\t1.256\t-2.530\t-1.005\t-0.004\t-0.459\t-0.644\t-1.239\t0.079\t-0.907\t-1.271\t-1.210\t1.230\t-0.817\t0.463\t-0.591\t-1.663\t-0.786\t-0.583\t0.044\t0.134\t-1.231\t1.354\t1.429\t0.045\t0.309\t-0.840\n3\t2.684\t-0.109\t-2.651\t1.358\t0.446\t0.563\t-0.320\t-0.884\t0.524\t-0.798\t-0.225\t-1.611\t1.022\t-1.319\t1.194\t-0.156\t0.086\t0.296\t0.761\t0.808\t-0.028\t0.602\t-1.104\t-0.975\t0.001\t-0.621\t-1.655\t0.737\n4\t-1.839\t2.195\t1.480\t-0.630\t1.243\t1.392\t-1.920\t0.851\t-0.492\t0.383\t3.010\t1.585\t-0.128\t1.422\t-1.922\t0.504\t0.527\t0.706\t-0.508\t0.382\t0.856\t-2.323\t-0.316\t-0.903\t0.662\t1.378\t-0.612\t-1.089\n4\t1.505\t0.625\t0.679\t-0.219\t-0.891\t-3.031\t1.143\t2.064\t-1.354\t-1.967\t0.655\t1.792\t-0.753\t1.957\t0.492\t-2.494\t1.153\t-0.248\t-0.130\t-0.271\t0.082\t-0.855\t-1.168\t0.604\t-1.221\t-1.071\t-1.981\t0.937\n0\t1.129\t0.382\t-0.217\t0.111\t0.118\t-1.438\t0.893\t-1.098\t0.651\t-2.061\t1.156\t-0.734\t-0.053\t-0.680\t1.219\t-0.431\t-0.274\t0.658\t-1.157\t-0.407\t1.180\t1.321\t0.391\t-0.131\t0.548\t0.396\t-0.547\t-0.238\n0\t-0.059\t-0.635\t0.600\t-1.804\t-0.530\t0.784\t-0.781\t0.527\t1.186\t0.872\t0.805\t-0.462\t-0.346\t0.510\t-1.182\t-0.666\t-0.077\t-0.132\t1.174\t0.661\t-0.010\t0.600\t-0.584\t-0.656\t-0.575\t0.092\t-0.935\t-0.969\n0\t-0.401\t0.123\t0.026\t0.242\t0.131\t-0.122\t-0.942\t1.248\t0.126\t-0.391\t-1.421\t1.029\t-1.047\t0.458\t-0.207\t0.653\t1.566\t-0.992\t-1.120\t0.399\t1.205\t-0.312\t-0.016\t-1.397\t1.024\t0.065\t0.994\t0.293\n0\t-0.443\t-1.190\t0.440\t-0.258\t-0.813\t-0.918\t0.054\t-0.982\t-0.081\t-0.581\t0.916\t0.980\t-0.376\t-0.857\t-0.462\t0.375\t-0.593\t-0.544\t0.976\t1.021\t0.865\t-1.398\t-1.966\t-0.430\t0.032\t-0.792\t1.761\t0.079\n1\t0.448\t1.518\t-0.840\t-0.996\t1.316\t0.380\t-0.252\t-0.584\t0.814\t-0.386\t0.779\t1.267\t0.104\t-1.358\t0.569\t1.107\t1.200\t0.165\t-1.716\t-0.454\t-0.497\t0.854\t0.412\t0.899\t-0.680\t0.213\t-2.294\t-0.409\n2\t-2.299\t-2.099\t1.069\t-0.367\t-0.774\t-0.633\t0.128\t-0.476\t-1.172\t0.492\t-0.337\t-1.774\t-0.121\t-0.914\t-0.655\t-0.875\t1.011\t-0.057\t-0.299\t0.049\t-0.532\t-1.067\t-0.153\t-1.293\t0.412\t0.411\t-1.272\t-1.176\n3\t0.567\t-1.088\t-0.847\t0.975\t-0.120\t-0.800\t0.154\t1.258\t1.151\t0.408\t0.960\t0.420\t-0.882\t-1.096\t1.968\t-1.643\t0.447\t-1.038\t-0.162\t-1.758\t2.104\t0.795\t1.077\t0.840\t-0.446\t0.685\t-1.145\t-0.781\n2\t0.041\t0.365\t-1.204\t1.327\t1.005\t-1.372\t1.366\t-0.308\t-0.778\t1.079\t-0.051\t1.899\t-0.853\t-1.732\t-0.280\t0.789\t-0.927\t-1.330\t0.229\t-1.464\t0.307\t-0.341\t0.494\t-1.384\t1.298\t-0.183\t0.764\t0.960\n3\t0.200\t0.568\t-0.740\t-0.725\t-0.721\t-0.439\t1.896\t0.129\t0.405\t-2.064\t0.162\t-0.625\t0.476\t1.840\t-2.502\t-0.197\t0.282\t-1.299\t0.295\t-0.664\t-1.099\t0.714\t-0.987\t-0.447\t0.937\t2.052\t-0.685\t0.545\n4\t0.331\t0.534\t0.690\t-0.121\t-0.898\t-1.074\t-0.733\t-1.809\t-0.601\t-0.154\t-1.885\t-0.694\t-0.157\t1.086\t-0.102\t2.006\t1.144\t-0.226\t-1.130\t-1.299\t-0.313\t-0.813\t0.805\t1.442\t-1.704\t1.546\t2.756\t0.225\n0\t-1.265\t0.287\t0.631\t-0.260\t0.933\t-1.408\t0.399\t-0.852\t-0.931\t-0.765\t-0.081\t0.439\t0.363\t-0.290\t0.632\t1.687\t-0.119\t0.095\t-0.612\t-0.392\t1.248\t1.259\t-0.201\t0.490\t0.920\t-0.447\t-1.306\t0.689\n1\t-0.410\t-0.154\t-1.328\t-0.202\t-1.900\t-1.069\t-0.083\t0.044\t-0.392\t0.940\t1.178\t0.614\t-0.265\t0.238\t0.151\t-2.884\t-0.668\t-0.369\t-0.414\t1.011\t1.101\t-1.062\t0.055\t-1.073\t-0.010\t1.137\t-0.150\t0.520\n4\t-0.065\t0.739\t0.746\t-0.303\t-1.256\t0.068\t0.624\t-0.630\t-0.493\t0.485\t1.205\t2.573\t0.455\t0.169\t-0.647\t2.159\t2.158\t0.321\t-0.930\t-1.965\t-0.131\t-0.927\t1.643\t-0.389\t0.755\t0.597\t-1.777\t0.041\n1\t-0.508\t0.518\t1.727\t-0.539\t-0.346\t0.613\t0.349\t-1.056\t1.600\t-1.216\t-0.024\t1.214\t-0.470\t0.908\t-0.757\t-0.142\t-0.689\t1.032\t0.427\t-0.450\t-0.396\t1.028\t0.803\t-1.241\t0.080\t-1.876\t1.270\t1.540\n1\t-0.380\t1.077\t0.175\t0.347\t-1.457\t0.423\t0.530\t-0.398\t2.085\t-2.289\t0.784\t0.713\t0.542\t0.176\t0.551\t0.868\t-0.726\t0.299\t-0.183\t-1.094\t0.717\t-0.564\t-1.498\t-0.539\t-0.799\t1.028\t0.153\t1.382\n3\t1.430\t-1.315\t0.098\t-0.156\t-1.119\t-0.650\t-0.307\t0.151\t-2.389\t-0.282\t0.764\t1.326\t0.317\t0.547\t-1.264\t-0.339\t-1.244\t-0.186\t2.296\t1.462\t0.792\t0.318\t-0.251\t0.652\t-0.602\t2.166\t0.830\t0.969\n2\t1.175\t-0.458\t-0.266\t0.591\t0.058\t-0.637\t0.661\t1.621\t1.058\t1.357\t-0.139\t-1.083\t-2.000\t-2.072\t-0.203\t0.507\t0.843\t0.243\t-0.722\t0.654\t-1.198\t-1.104\t0.613\t-1.233\t-0.765\t-0.978\t0.169\t0.588\n4\t0.205\t1.909\t1.137\t2.172\t0.514\t-0.303\t0.766\t1.951\t-0.979\t-1.739\t-2.064\t1.708\t0.897\t0.299\t-0.572\t0.684\t0.382\t-0.099\t-0.886\t-0.573\t0.868\t-0.137\t1.453\t0.988\t-0.642\t-0.450\t0.992\t1.166\n2\t1.513\t0.136\t-1.591\t0.316\t1.007\t0.472\t1.133\t0.563\t0.787\t-0.094\t1.507\t0.814\t0.280\t-0.845\t1.055\t1.192\t2.147\t-0.051\t0.405\t0.387\t-1.947\t0.863\t0.481\t-0.437\t-0.814\t-1.139\t0.637\t-0.678\n2\t-0.215\t0.634\t-0.747\t0.036\t2.392\t1.037\t0.944\t-0.965\t-1.182\t1.537\t-0.851\t-2.711\t0.352\t-0.624\t-0.158\t-0.557\t-1.669\t-0.708\t0.370\t-0.472\t-0.785\t0.150\t0.015\t0.474\t-0.429\t0.664\t0.685\t0.775\n1\t-1.061\t0.935\t-0.429\t-0.744\t-1.833\t1.534\t-0.713\t0.492\t1.015\t-0.343\t-0.972\t-1.338\t0.384\t0.978\t-0.303\t0.043\t-0.397\t-0.472\t1.369\t0.334\t-0.407\t-0.329\t-0.477\t-0.738\t0.107\t-1.589\t-1.219\t-0.722\n1\t1.264\t-0.255\t1.051\t-0.113\t-1.635\t-1.242\t-0.261\t-1.663\t0.530\t0.820\t-1.483\t-0.285\t-0.093\t0.689\t0.410\t-0.414\t-1.414\t0.001\t-0.129\t-0.820\t2.118\t0.173\t-0.650\t-0.560\t0.832\t1.189\t0.617\t1.016\n1\t-0.166\t1.017\t0.174\t-1.312\t0.863\t1.394\t-0.727\t-0.082\t2.009\t-0.331\t-1.048\t-0.591\t-0.288\t1.142\t-0.429\t0.779\t0.358\t0.064\t0.017\t-2.256\t0.502\t1.159\t-0.593\t1.188\t-0.411\t-0.076\t0.251\t1.372\n3\t0.529\t1.310\t1.373\t-1.874\t1.088\t-0.314\t-0.430\t2.512\t0.220\t-0.383\t0.799\t1.686\t0.173\t-0.534\t0.091\t1.091\t-0.311\t1.092\t-0.140\t-1.855\t1.520\t0.335\t1.054\t0.302\t0.037\t0.737\t-0.154\t1.813\n2\t0.817\t1.210\t0.155\t0.400\t-0.653\t-1.399\t-1.198\t0.692\t-0.242\t-2.538\t0.518\t-2.007\t-0.493\t-1.748\t-0.011\t-0.810\t0.023\t-0.565\t1.913\t0.966\t-0.199\t0.571\t0.645\t0.624\t-0.631\t-0.416\t0.418\t-0.996\n1\t1.535\t-0.063\t-0.257\t-1.181\t0.316\t1.144\t-1.672\t-0.247\t-0.994\t0.842\t0.940\t0.449\t-1.993\t-1.413\t-0.974\t-1.039\t-0.628\t0.444\t0.256\t-1.036\t-0.590\t0.636\t-0.232\t-0.224\t0.810\t-1.167\t1.223\t0.322\n4\t0.393\t1.338\t0.917\t1.440\t0.201\t1.813\t-0.591\t2.526\t-0.329\t-0.087\t1.470\t-0.100\t-1.009\t0.651\t0.464\t0.317\t1.535\t-1.391\t0.785\t0.132\t-0.939\t2.127\t-0.206\t-0.996\t0.540\t-0.244\t-2.273\t-0.268\n4\t-0.871\t0.625\t1.282\t-0.385\t1.156\t0.398\t0.852\t-0.837\t0.214\t-1.408\t1.711\t-2.014\t-0.355\t-0.932\t0.675\t1.924\t0.655\t2.961\t-1.378\t-1.301\t-0.893\t0.121\t-1.027\t-0.752\t0.620\t-1.239\t-1.133\t-0.399\n1\t-0.168\t-1.456\t0.044\t-0.876\t-1.357\t0.579\t-1.413\t0.680\t-1.292\t-0.291\t-0.564\t1.137\t0.594\t-0.824\t-0.158\t1.329\t1.493\t-1.369\t1.316\t1.240\t0.179\t-0.091\t-0.550\t-1.253\t0.339\t-0.170\t0.435\t0.459\n0\t0.207\t1.057\t-0.611\t0.301\t-0.112\t-0.167\t0.283\t-2.582\t0.854\t0.870\t-0.558\t0.470\t1.453\t-0.463\t0.156\t-0.571\t-1.534\t-0.314\t-0.542\t0.481\t1.226\t0.307\t-0.297\t-0.609\t1.117\t1.061\t-0.327\t0.281\n3\t0.551\t0.520\t1.262\t-1.188\t-0.930\t1.215\t1.138\t-2.125\t0.461\t1.962\t-0.272\t-0.984\t-0.631\t-2.113\t0.666\t-0.364\t-0.883\t0.588\t0.770\t-1.176\t-1.187\t1.274\t-0.062\t0.007\t1.546\t-0.533\t0.976\t1.362\n1\t0.434\t-1.236\t-0.054\t-0.136\t-0.795\t-0.051\t-1.892\t0.439\t-0.399\t-0.257\t0.852\t0.432\t-0.318\t-1.117\t1.329\t-1.340\t0.629\t-1.597\t0.918\t1.011\t-1.913\t0.449\t0.367\t0.703\t0.365\t-0.962\t-0.217\t1.665\n4\t0.108\t-0.706\t0.274\t0.282\t-0.063\t-1.448\t-0.824\t-0.114\t-0.599\t-1.049\t-0.253\t2.503\t-0.010\t-1.112\t1.127\t-1.659\t0.563\t-0.775\t1.722\t1.470\t0.439\t1.078\t-0.429\t1.922\t1.806\t-0.132\t-0.813\t-2.053\n4\t0.997\t-0.945\t0.280\t-0.849\t-0.066\t0.643\t-0.289\t-3.076\t-1.345\t-2.158\t0.068\t-0.005\t-0.351\t-0.626\t0.221\t-1.447\t0.956\t0.075\t-0.945\t-0.418\t-0.131\t-1.381\t0.671\t0.965\t0.117\t0.941\t2.650\t-1.878\n3\t-0.608\t-1.227\t-0.406\t-0.240\t-0.432\t0.055\t-0.079\t0.231\t0.943\t0.593\t0.955\t-0.848\t-0.509\t0.654\t0.671\t-0.679\t0.612\t-0.944\t0.481\t-0.026\t-1.384\t-0.434\t2.182\t0.203\t2.300\t-1.444\t0.751\t-2.534\n0\t1.029\t0.111\t-0.917\t0.524\t-0.319\t1.111\t-0.968\t0.568\t0.160\t0.183\t0.278\t-0.192\t0.501\t0.281\t0.115\t1.206\t-1.343\t0.587\t0.221\t0.502\t0.602\t0.660\t-0.385\t-0.652\t0.472\t1.476\t-0.207\t-1.013\n0\t-1.176\t-0.895\t0.597\t-0.948\t0.463\t-1.367\t0.848\t-1.233\t0.552\t0.626\t-0.697\t0.582\t0.260\t-0.539\t-1.009\t-1.963\t0.350\t-1.565\t0.095\t-0.263\t0.679\t-0.302\t-0.329\t0.732\t0.335\t0.316\t0.469\t-1.536\n0\t0.106\t0.703\t0.450\t0.840\t-0.553\t0.982\t0.679\t-0.150\t0.235\t-0.237\t-0.833\t1.219\t0.617\t0.535\t-0.603\t-0.425\t1.213\t-0.985\t-0.536\t0.392\t0.582\t-0.198\t0.169\t0.272\t0.657\t0.406\t0.024\t-0.751\n0\t1.143\t-0.076\t-0.444\t0.941\t-0.129\t-0.992\t1.247\t0.263\t-1.280\t-0.771\t-1.004\t-1.184\t-0.136\t-0.076\t0.424\t0.560\t0.846\t1.019\t0.487\t0.356\t0.968\t0.413\t-0.953\t-1.393\t-1.026\t0.315\t-0.306\t0.227\n4\t0.718\t2.014\t0.051\t-0.817\t0.189\t0.939\t0.621\t2.743\t-0.715\t0.252\t1.549\t1.486\t-1.950\t-0.003\t1.485\t2.891\t0.704\t-0.368\t-1.009\t2.219\t0.729\t-0.848\t-0.203\t0.310\t0.544\t-0.900\t-0.614\t-1.653\n0\t-0.532\t-0.617\t0.246\t0.550\t0.677\t1.774\t1.501\t-0.811\t0.969\t-0.384\t-0.138\t-1.094\t-1.693\t-0.032\t-0.956\t0.928\t-0.281\t0.309\t1.368\t-1.485\t-0.725\t0.181\t0.313\t1.103\t0.867\t0.097\t0.303\t0.331\n3\t0.339\t-0.991\t-0.574\t-1.836\t1.377\t-1.300\t0.542\t-0.035\t1.290\t-0.792\t0.061\t-1.698\t-1.939\t0.596\t-1.785\t-0.228\t1.011\t0.747\t-0.665\t-1.589\t0.509\t1.342\t-0.662\t-0.803\t-0.525\t0.572\t1.229\t-1.240\n3\t-0.398\t-1.861\t1.057\t-1.010\t-2.289\t1.047\t0.485\t-1.318\t1.086\t0.665\t0.000\t-0.350\t-0.122\t0.206\t-0.789\t1.118\t0.556\t-0.135\t1.743\t-0.302\t1.549\t0.293\t0.758\t-0.367\t-1.870\t0.479\t-1.188\t-0.613\n2\t0.035\t0.755\t1.242\t0.580\t-0.676\t1.158\t0.835\t-0.353\t-0.086\t0.005\t2.502\t0.124\t0.341\t-0.379\t-0.461\t-0.928\t0.965\t1.208\t1.127\t0.689\t0.042\t0.111\t1.260\t1.834\t1.058\t1.207\t0.743\t0.944\n2\t1.416\t-0.311\t-1.417\t1.057\t0.901\t-0.685\t-0.980\t-0.684\t-0.225\t0.119\t0.488\t-0.404\t2.065\t2.041\t0.297\t0.340\t-0.603\t1.191\t0.212\t-1.388\t-0.595\t0.072\t1.113\t-2.387\t0.373\t-0.011\t-0.509\t-0.428\n3\t0.759\t1.073\t-1.040\t-0.011\t-0.441\t-0.013\t2.301\t-0.192\t-0.980\t-0.256\t0.845\t0.485\t1.040\t1.848\t1.806\t-0.803\t0.749\t-1.749\t1.092\t-1.548\t-1.544\t-0.190\t0.931\t-0.939\t-0.529\t-0.835\t0.148\t0.922\n4\t-0.514\t-0.791\t-0.931\t0.095\t1.197\t-1.905\t-0.376\t0.390\t2.527\t1.324\t0.190\t0.932\t0.392\t-1.290\t-0.716\t-2.036\t0.639\t-0.952\t-0.576\t-0.992\t-0.023\t0.140\t-0.062\t1.340\t-0.511\t0.847\t2.814\t0.725\n1\t-0.516\t-0.097\t0.507\t0.590\t0.761\t-1.483\t1.264\t-0.645\t-0.572\t0.269\t-0.337\t0.362\t0.547\t-0.763\t-0.184\t-0.154\t0.958\t-0.465\t-0.509\t-1.022\t-0.910\t-1.351\t-0.703\t1.594\t0.691\t1.277\t-0.950\t-1.948\n4\t0.115\t0.879\t-0.256\t-1.194\t-1.940\t-0.890\t0.423\t1.441\t0.054\t-1.214\t-0.880\t-0.849\t-0.406\t1.121\t1.199\t-0.172\t0.183\t-0.798\t-1.710\t1.788\t-2.322\t-1.836\t1.796\t0.017\t-1.126\t0.683\t0.773\t-1.333\n1\t1.495\t-0.958\t0.175\t-0.054\t-0.879\t0.104\t0.560\t0.585\t1.069\t-0.040\t-1.007\t-1.384\t-0.461\t-1.353\t-0.711\t-1.182\t-0.655\t1.783\t-0.123\t1.572\t0.418\t-0.622\t-0.123\t-1.651\t-0.331\t-1.311\t0.599\t-0.435\n2\t-0.473\t0.477\t1.352\t0.730\t-1.692\t0.752\t-0.504\t0.716\t-0.588\t0.932\t0.717\t-0.081\t-1.086\t1.254\t0.210\t-0.114\t0.196\t-1.213\t0.682\t-0.288\t0.025\t0.229\t-1.708\t-2.004\t-1.673\t-0.772\t-0.241\t-1.660\n0\t0.618\t-0.137\t-1.202\t1.271\t0.858\t-0.889\t0.917\t1.119\t0.097\t-0.480\t0.430\t0.088\t-0.610\t1.227\t0.822\t0.289\t-0.273\t1.304\t-0.637\t0.528\t-0.583\t1.479\t-0.467\t-0.310\t-0.211\t-0.868\t1.868\t0.651\n2\t-0.059\t1.320\t-0.514\t-1.411\t-0.989\t0.306\t1.104\t0.025\t0.992\t-0.008\t0.631\t1.719\t0.547\t-0.732\t0.266\t0.101\t-0.360\t-0.798\t2.233\t-0.264\t-2.340\t-0.635\t-0.769\t-0.248\t-1.499\t-0.548\t0.252\t-1.340\n3\t0.052\t-1.061\t-0.717\t-1.285\t0.978\t-2.106\t1.154\t1.386\t-0.302\t-2.603\t-0.361\t-0.064\t-1.011\t-0.515\t1.530\t0.665\t-0.925\t-1.598\t-0.327\t-0.213\t0.496\t-0.535\t0.511\t1.935\t0.816\t-0.048\t-0.183\t-0.357\n0\t-0.680\t0.128\t-0.994\t0.767\t0.857\t0.691\t0.977\t0.945\t0.324\t1.343\t0.483\t-0.584\t-0.061\t0.892\t0.470\t-0.526\t0.050\t-0.766\t0.818\t1.339\t-1.572\t0.414\t-1.068\t-1.389\t1.304\t1.128\t0.216\t-0.503\n0\t-0.347\t0.227\t-0.437\t0.031\t0.884\t0.845\t-0.023\t0.903\t-1.019\t-1.386\t-1.504\t-0.038\t-0.174\t0.142\t-0.064\t-0.686\t-0.214\t-1.282\t1.332\t0.077\t-1.558\t0.838\t0.420\t-0.017\t-0.710\t-0.832\t-1.950\t0.591\n1\t1.451\t-0.395\t-0.556\t0.697\t-0.686\t0.274\t0.042\t-0.409\t-0.016\t1.763\t0.605\t1.093\t-0.919\t1.096\t0.639\t-1.500\t0.540\t-0.513\t-1.546\t0.130\t0.539\t0.152\t-0.109\t-0.331\t2.467\t-1.183\t0.873\t0.015\n4\t-1.310\t-0.954\t-0.562\t-0.273\t0.987\t-0.767\t-2.450\t-0.867\t-0.458\t1.343\t-0.817\t-3.314\t-0.953\t0.015\t-2.343\t0.583\t0.455\t0.016\t0.500\t-0.467\t-0.663\t-0.628\t-0.323\t2.013\t-0.758\t0.762\t-0.973\t-0.023\n1\t0.501\t0.251\t-1.640\t0.712\t0.771\t-0.090\t0.268\t-0.730\t-0.260\t0.208\t1.037\t0.458\t-0.399\t-0.321\t0.123\t-0.233\t-0.019\t-2.653\t-0.873\t1.734\t0.439\t0.521\t0.452\t0.358\t0.147\t1.185\t0.512\t-1.729\n2\t-0.318\t-1.249\t-0.473\t-1.606\t-0.660\t-0.576\t-0.054\t-0.417\t-0.351\t0.492\t-0.269\t-1.234\t-0.264\t0.732\t0.896\t-0.247\t2.187\t-0.847\t-0.009\t-1.654\t-1.221\t1.729\t0.224\t0.844\t-0.093\t0.132\t1.693\t1.042\n4\t-0.725\t0.707\t-1.380\t0.625\t1.781\t0.567\t0.638\t0.870\t1.710\t1.210\t0.440\t0.904\t-0.886\t0.776\t-1.006\t-0.367\t-3.083\t0.401\t-0.644\t1.111\t0.390\t1.124\t-1.084\t1.038\t2.106\t0.764\t0.790\t0.170\n4\t-0.171\t-0.066\t-1.709\t0.392\t-0.089\t1.610\t-0.940\t-1.808\t0.618\t0.347\t-1.008\t-1.530\t1.537\t1.414\t-2.487\t-0.458\t1.664\t-0.476\t-0.491\t-0.283\t-1.121\t-1.705\t1.053\t-1.843\t0.247\t0.887\t-1.451\t-0.924\n1\t0.201\t-0.711\t0.966\t-2.437\t0.358\t-0.501\t-0.788\t-0.756\t-0.811\t-0.545\t-0.839\t-0.249\t0.026\t-1.153\t-1.011\t-0.298\t0.507\t-1.340\t-1.127\t0.287\t-0.284\t-0.846\t-0.825\t-0.799\t-1.046\t1.106\t-0.716\t-0.582\n0\t0.644\t0.650\t-1.042\t-0.163\t-1.067\t-1.015\t-0.189\t-0.062\t-1.509\t0.447\t-0.874\t0.583\t-0.878\t1.543\t-0.984\t-0.675\t-0.481\t0.486\t1.092\t-1.183\t-0.566\t0.306\t-0.346\t-1.023\t-0.314\t0.977\t-0.043\t0.006\n3\t-0.155\t-0.809\t-0.833\t0.739\t0.831\t-2.646\t0.940\t-0.411\t-0.632\t-0.327\t-1.262\t-0.168\t1.915\t-1.548\t0.618\t0.975\t0.582\t1.534\t0.982\t0.671\t1.038\t0.992\t-0.349\t0.631\t-0.273\t-1.334\t1.837\t-0.553\n0\t-0.806\t-0.372\t0.407\t1.034\t-0.382\t-0.596\t0.983\t0.613\t0.149\t1.181\t1.947\t0.366\t-0.590\t0.497\t-0.820\t1.242\t-0.702\t-0.193\t-0.838\t0.182\t0.217\t0.743\t0.120\t0.046\t-0.574\t-0.286\t-1.393\t1.394\n2\t0.278\t-0.443\t1.039\t-0.615\t-1.596\t0.939\t1.324\t-0.822\t1.961\t0.583\t0.434\t-0.517\t1.017\t-1.524\t-0.340\t-0.733\t-1.309\t0.863\t0.341\t0.805\t-0.278\t0.985\t0.077\t-0.472\t-0.639\t-1.983\t1.164\t1.051\n4\t-2.384\t1.430\t0.339\t1.586\t2.361\t1.029\t-0.634\t-0.057\t0.147\t0.936\t0.297\t0.227\t0.422\t0.411\t-1.443\t0.588\t1.049\t-0.392\t0.950\t2.266\t-1.608\t-0.145\t-0.545\t-0.667\t0.699\t-0.397\t-1.808\t0.483\n2\t-1.055\t0.798\t0.212\t1.224\t-0.910\t-0.445\t-0.783\t0.567\t0.791\t0.814\t0.241\t-0.018\t1.204\t-1.062\t-1.230\t0.847\t-1.645\t1.797\t0.082\t2.086\t-0.746\t-0.511\t0.508\t-1.468\t-0.564\t-0.727\t-0.757\t0.627\n2\t0.502\t-0.478\t0.592\t0.869\t0.241\t0.244\t1.797\t0.781\t-0.803\t-0.319\t1.652\t2.665\t-0.571\t0.547\t0.394\t0.474\t-0.807\t0.581\t-0.798\t-1.757\t0.841\t1.837\t-0.400\t0.015\t-0.909\t0.189\t-0.125\t-0.853\n4\t1.553\t-0.703\t-1.282\t0.128\t-0.860\t1.482\t1.702\t0.040\t0.470\t0.039\t-1.880\t1.759\t-1.160\t-0.579\t1.253\t-1.652\t-0.053\t-0.665\t0.398\t-0.174\t1.200\t1.081\t1.301\t1.014\t0.923\t-1.312\t2.258\t-0.726\n3\t0.693\t-1.139\t2.464\t0.556\t-0.057\t-0.252\t0.788\t-0.411\t-0.370\t1.453\t-0.472\t0.136\t-0.760\t0.259\t0.581\t1.683\t-0.937\t-1.448\t-0.267\t-0.617\t-0.015\t0.522\t2.265\t-0.451\t-2.210\t-0.238\t0.351\t-0.970\n2\t0.128\t1.331\t-0.019\t-1.076\t-0.204\t0.567\t-1.110\t0.759\t-1.353\t1.291\t-0.181\t-0.960\t-0.125\t-0.935\t-0.075\t-0.610\t-0.259\t-2.353\t-0.228\t0.429\t0.143\t0.117\t-1.860\t-0.069\t2.069\t0.392\t1.165\t0.796\n2\t0.225\t-0.102\t-1.046\t1.226\t0.331\t-0.048\t-0.107\t0.926\t-0.863\t1.423\t2.190\t-0.311\t1.289\t-0.591\t-1.139\t-0.589\t0.405\t-0.246\t0.397\t0.253\t-0.435\t-1.234\t-0.039\t-1.383\t0.062\t0.327\t-2.337\t1.261\n2\t-0.852\t-0.775\t-0.093\t1.317\t-0.174\t-0.963\t0.515\t2.516\t0.073\t0.610\t1.196\t-0.344\t-0.143\t1.404\t-0.478\t-0.372\t-1.115\t-1.281\t0.896\t1.165\t-0.902\t-0.246\t0.776\t-1.096\t1.752\t0.878\t-0.730\t-0.243\n3\t0.035\t-1.318\t0.925\t1.887\t0.256\t1.202\t-1.657\t0.514\t-1.629\t-0.262\t0.436\t-1.069\t-0.529\t-0.681\t0.782\t-0.312\t-0.311\t0.564\t0.788\t-1.000\t2.012\t1.278\t1.703\t-0.248\t0.664\t0.142\t1.502\t-1.199\n1\t-0.374\t-1.424\t-0.804\t-0.644\t1.136\t1.993\t0.049\t0.989\t-1.621\t0.345\t-0.796\t-0.027\t1.051\t0.465\t-0.393\t0.605\t1.814\t0.461\t-0.580\t-1.314\t0.876\t-0.721\t0.056\t1.146\t-0.417\t1.155\t-0.504\t-0.906\n1\t-0.150\t0.828\t-0.706\t-1.219\t-1.323\t-0.343\t0.322\t-0.153\t-1.036\t1.084\t-1.125\t-1.012\t-0.650\t-0.080\t-0.130\t-0.752\t-0.114\t-0.582\t-0.305\t1.075\t-0.704\t-1.197\t-0.632\t0.069\t2.250\t-1.414\t0.518\t1.052\n4\t1.180\t0.555\t-0.136\t0.152\t1.496\t-1.530\t0.915\t0.336\t2.832\t1.144\t0.403\t-0.124\t0.696\t-0.883\t-1.733\t0.171\t0.373\t-1.313\t-1.823\t0.571\t0.739\t-0.749\t-1.437\t1.251\t0.971\t0.175\t2.596\t0.426\n3\t-0.291\t0.920\t0.298\t-1.287\t0.911\t-1.366\t-0.179\t-0.892\t1.228\t-1.000\t-2.280\t1.372\t-0.776\t-0.001\t-0.086\t-1.169\t0.555\t-0.071\t-0.306\t-0.324\t-1.830\t0.124\t0.671\t-0.964\t0.932\t-2.542\t0.471\t-0.066\n1\t1.385\t-0.963\t1.260\t-0.284\t-1.243\t0.841\t-0.853\t-1.490\t0.343\t-1.596\t0.364\t-0.464\t-1.020\t-0.847\t0.242\t0.455\t-1.489\t-1.270\t0.401\t-0.387\t0.171\t0.268\t-0.357\t-0.727\t-1.216\t-0.465\t1.022\t0.135\n4\t1.777\t0.217\t1.275\t-1.637\t0.153\t-0.314\t-0.534\t0.179\t1.129\t-0.154\t1.422\t-1.237\t0.316\t0.529\t-2.372\t0.481\t-0.254\t0.411\t1.188\t0.229\t-0.270\t-1.510\t-0.081\t1.445\t-3.092\t1.165\t0.630\t-0.056\n2\t0.768\t0.091\t2.141\t-0.599\t-1.337\t0.304\t0.583\t-0.769\t0.960\t0.056\t-0.271\t0.545\t-0.288\t-0.735\t-1.614\t-0.617\t2.495\t0.036\t-1.017\t1.267\t-0.047\t0.292\t0.274\t1.485\t-1.329\t1.459\t0.745\t0.077\n4\t0.311\t0.672\t1.385\t0.924\t1.321\t-0.511\t1.012\t-1.743\t-0.307\t2.046\t0.241\t-0.893\t2.320\t0.424\t1.170\t-0.261\t-1.342\t-0.140\t0.504\t-2.095\t-3.497\t1.456\t1.832\t-0.435\t0.085\t-0.935\t0.389\t1.183\n3\t1.034\t-1.594\t-1.855\t-0.449\t-0.411\t0.843\t-0.968\t0.416\t-1.083\t0.345\t-0.457\t0.359\t-0.364\t-2.207\t0.509\t1.170\t-0.836\t0.810\t-0.613\t-1.350\t-0.611\t-0.184\t-1.320\t1.350\t-1.531\t-0.541\t-0.922\t1.354\n0\t-1.709\t1.291\t-0.727\t0.139\t-1.356\t-0.038\t-1.372\t-0.074\t-0.474\t0.230\t0.626\t0.241\t0.451\t-0.109\t-0.435\t0.470\t-0.111\t-0.073\t0.398\t-1.033\t1.430\t-0.249\t0.124\t-0.045\t0.653\t0.339\t-0.050\t1.449\n1\t0.341\t0.334\t0.196\t-0.883\t-0.442\t0.252\t-0.414\t0.985\t-1.775\t1.271\t2.098\t0.376\t-0.748\t1.596\t-0.314\t-0.779\t0.314\t1.170\t1.943\t-0.598\t0.129\t0.107\t-0.466\t0.252\t0.558\t0.318\t-0.937\t0.072\n4\t-0.381\t0.774\t0.917\t0.055\t0.919\t1.000\t0.361\t0.218\t-1.962\t0.551\t-2.453\t0.098\t0.206\t0.963\t-0.092\t-2.109\t-0.690\t1.202\t-1.269\t-0.832\t1.061\t1.991\t-0.171\t1.156\t-0.041\t-3.182\t0.013\t0.244\n2\t-0.099\t1.005\t-0.997\t-0.137\t-0.763\t0.856\t-0.477\t-1.148\t0.306\t0.695\t3.574\t-1.242\t-1.586\t0.103\t-0.837\t-0.634\t0.223\t-0.366\t0.600\t-0.275\t0.331\t-0.219\t-1.186\t-0.457\t-0.091\t0.297\t-1.350\t0.356\n1\t0.850\t0.628\t0.780\t0.644\t0.749\t0.381\t0.582\t1.637\t-0.237\t2.281\t-0.361\t-0.478\t0.308\t-0.411\t-2.182\t-0.898\t-0.594\t-0.400\t-1.772\t-0.722\t-0.626\t-0.733\t-0.369\t0.831\t0.910\t0.254\t1.048\t0.054\n2\t-0.750\t-0.412\t-0.266\t0.506\t-0.240\t-1.332\t-0.328\t-0.354\t-1.675\t0.444\t-0.222\t1.560\t-0.744\t-2.505\t-0.013\t-0.860\t-0.663\t0.122\t-2.171\t0.945\t-1.044\t0.067\t-0.487\t0.693\t0.303\t-1.641\t-0.816\t0.749\n1\t-0.579\t0.268\t0.948\t-1.374\t1.651\t1.002\t0.044\t-1.068\t1.529\t0.462\t0.461\t-0.678\t0.194\t-0.626\t1.215\t1.240\t-0.154\t-0.585\t0.791\t0.652\t-1.166\t-0.292\t2.193\t-0.008\t0.235\t0.545\t-0.559\t0.766\n4\t1.274\t0.226\t-3.164\t1.175\t-0.921\t-0.559\t0.899\t2.032\t1.541\t0.173\t0.739\t-1.106\t-1.623\t1.080\t0.323\t-1.448\t-0.048\t0.617\t0.907\t0.628\t-0.363\t-0.848\t0.117\t0.802\t0.905\t1.580\t0.035\t-1.110\n2\t-0.098\t-0.779\t1.476\t-0.094\t0.033\t-0.491\t-0.782\t-0.972\t2.450\t-0.077\t-0.648\t0.110\t0.400\t-1.095\t-0.716\t0.477\t-0.565\t-1.261\t-0.558\t-0.987\t1.335\t0.448\t-2.573\t-0.411\t0.913\t0.613\t-0.541\t0.955\n3\t-0.235\t-0.463\t0.734\t1.614\t0.537\t-1.663\t-1.025\t-0.704\t-2.363\t1.258\t-1.149\t0.299\t-0.253\t-0.022\t-0.396\t-1.286\t1.770\t-1.187\t-0.712\t1.381\t-0.164\t0.218\t0.595\t1.410\t0.201\t-0.923\t-1.620\t0.383\n1\t-0.472\t1.164\t0.411\t1.492\t-1.540\t1.513\t-1.418\t1.239\t-0.955\t0.203\t0.035\t-0.167\t0.696\t0.176\t-0.081\t-0.439\t-1.589\t-0.621\t0.491\t0.622\t0.165\t1.188\t1.803\t0.861\t-0.641\t1.285\t-0.709\t-0.091\n2\t-0.527\t1.470\t-0.029\t-0.804\t0.175\t0.143\t1.337\t1.088\t0.205\t1.658\t1.276\t0.358\t-0.847\t1.791\t1.268\t-1.211\t-0.595\t-1.334\t-1.074\t1.269\t0.090\t-0.665\t0.756\t0.841\t1.336\t0.610\t0.640\t-0.823\n2\t-0.280\t-1.283\t-0.707\t0.431\t-0.482\t-0.573\t-2.079\t1.091\t-1.103\t0.060\t-0.469\t0.265\t0.248\t-0.205\t0.279\t0.019\t-1.373\t1.207\t1.520\t-0.880\t-1.548\t1.253\t-1.072\t1.294\t1.165\t-0.158\t-0.176\t-0.993\n2\t-0.368\t0.434\t1.530\t0.387\t-0.596\t2.404\t0.233\t-0.233\t0.621\t-1.039\t0.811\t-1.043\t0.660\t1.594\t-0.882\t0.122\t0.355\t0.954\t0.517\t0.087\t1.356\t0.226\t-0.656\t-1.097\t1.185\t1.461\t0.174\t-1.473\n0\t2.125\t-1.568\t-0.301\t-0.155\t0.032\t0.714\t0.737\t-0.069\t1.078\t-1.415\t0.196\t0.910\t-0.005\t-0.292\t-0.108\t0.202\t0.204\t0.766\t0.731\t-0.235\t0.222\t-0.383\t-1.724\t1.328\t1.578\t0.217\t-0.342\t-0.556\n4\t1.708\t-0.306\t1.610\t0.478\t-0.176\t-1.194\t-1.053\t0.482\t1.160\t0.954\t-0.049\t-0.435\t-1.647\t-2.823\t-1.456\t-0.567\t1.488\t-1.630\t0.193\t0.635\t0.923\t-1.476\t-0.250\t-2.756\t-2.417\t-0.597\t-1.306\t1.217\n3\t1.167\t-1.241\t0.271\t-1.840\t0.274\t2.162\t-1.780\t-1.015\t0.727\t0.845\t-0.941\t1.474\t-0.816\t1.673\t0.469\t1.271\t0.371\t0.657\t0.710\t1.145\t-0.033\t-0.900\t-0.079\t-0.667\t-0.602\t1.655\t0.623\t0.577\n0\t-0.277\t0.316\t0.309\t0.963\t-1.317\t0.702\t-1.646\t-0.853\t0.608\t-0.838\t0.027\t-0.921\t0.599\t0.047\t-0.025\t1.100\t0.417\t0.494\t1.109\t1.212\t-0.950\t0.737\t0.433\t1.312\t-1.287\t-0.691\t-0.197\t1.403\n1\t-0.049\t0.675\t-1.123\t0.382\t0.166\t0.492\t0.289\t2.455\t-0.638\t-0.531\t-0.623\t-0.555\t-0.637\t1.189\t1.421\t-0.571\t-0.832\t0.471\t-0.552\t0.633\t0.203\t-1.516\t1.548\t1.796\t-0.613\t-0.388\t0.286\t0.334\n2\t-0.305\t-1.605\t0.675\t-1.491\t-0.032\t0.839\t0.106\t-0.165\t0.493\t0.392\t0.902\t0.209\t0.889\t0.833\t0.940\t-1.990\t-0.585\t0.914\t0.547\t0.176\t0.581\t0.838\t-0.095\t-1.521\t2.094\t-0.248\t0.183\t-2.062\n2\t0.293\t-0.543\t1.602\t0.362\t-1.177\t-1.691\t-0.615\t0.812\t1.152\t0.181\t0.080\t-0.332\t-0.021\t1.216\t-0.347\t0.659\t-0.528\t1.013\t0.579\t0.972\t1.882\t-2.582\t0.754\t0.469\t0.447\t0.241\t0.240\t0.336\n1\t0.518\t1.349\t-0.014\t-1.196\t0.009\t0.161\t-0.224\t-0.913\t1.978\t0.791\t0.629\t-1.799\t-1.223\t-1.533\t-0.290\t1.175\t-0.198\t-0.325\t-1.661\t0.302\t-0.489\t1.100\t-0.790\t-0.184\t-0.593\t-0.358\t0.703\t-1.186\n0\t-0.622\t-1.211\t0.694\t0.963\t1.513\t-0.114\t0.852\t-1.782\t-0.115\t-0.234\t0.302\t-0.920\t-0.458\t-0.774\t0.907\t-0.105\t0.039\t-0.796\t0.875\t0.476\t0.033\t-0.864\t0.139\t0.605\t1.341\t0.802\t-0.466\t-1.943\n4\t0.278\t-2.001\t1.795\t-1.803\t0.890\t-0.316\t-1.804\t-1.321\t-0.478\t-0.289\t0.931\t-0.381\t0.475\t-2.824\t-0.305\t0.667\t-0.721\t-1.123\t-0.875\t-1.087\t-1.295\t2.562\t-0.441\t-0.038\t-1.058\t2.867\t0.935\t0.938\n0\t-0.361\t0.052\t0.734\t-0.234\t0.365\t0.746\t0.545\t-0.668\t-0.480\t0.584\t-0.135\t-0.779\t0.044\t0.778\t0.914\t1.021\t0.032\t0.382\t1.105\t-0.638\t0.978\t0.698\t0.702\t-1.689\t-0.549\t-0.617\t1.423\t-0.884\n1\t-0.620\t-1.692\t0.205\t-1.187\t1.184\t-0.149\t0.102\t0.791\t0.308\t0.109\t-0.371\t-0.205\t-0.707\t0.923\t0.506\t2.048\t0.520\t0.167\t0.275\t-0.693\t1.202\t-0.160\t-2.077\t-1.374\t-0.172\t-1.512\t-0.984\t0.788\n4\t-0.426\t1.113\t-0.126\t-1.203\t-1.080\t-0.793\t2.146\t-0.231\t0.181\t0.682\t0.505\t0.865\t-0.525\t-1.184\t-0.945\t-1.532\t-0.520\t-3.726\t0.725\t0.572\t-0.975\t-1.377\t1.528\t0.966\t-0.257\t-0.675\t0.038\t-1.441\n0\t0.750\t0.966\t0.299\t-0.869\t0.633\t-0.096\t0.190\t-0.365\t-1.790\t0.059\t-0.598\t0.300\t-0.036\t-0.526\t2.133\t-0.312\t0.080\t1.878\t-1.008\t0.840\t-0.747\t-0.231\t0.396\t1.146\t-1.023\t0.256\t-0.743\t0.645\n3\t0.316\t1.854\t-0.485\t0.102\t-1.570\t0.028\t-0.125\t-2.093\t-1.037\t-1.117\t-1.580\t-0.725\t0.509\t-0.633\t1.148\t-0.363\t0.326\t0.497\t1.534\t-0.716\t0.442\t-0.947\t1.722\t-1.040\t0.384\t1.559\t-1.197\t0.595\n0\t-1.463\t-0.763\t0.326\t0.761\t0.792\t-0.622\t1.070\t0.025\t0.589\t1.074\t0.246\t-0.923\t1.181\t0.435\t0.416\t-1.197\t1.194\t0.428\t-1.353\t-0.216\t-0.078\t0.054\t-0.204\t0.014\t0.954\t-0.068\t-0.554\t0.150\n2\t-0.246\t-1.624\t0.288\t1.127\t1.246\t-0.507\t0.192\t1.199\t-0.061\t1.532\t-0.981\t-0.401\t-1.495\t0.622\t-0.938\t0.857\t0.710\t1.726\t0.427\t0.105\t-1.440\t0.446\t1.392\t1.530\t-0.301\t0.081\t1.072\t0.157\n1\t0.813\t-1.878\t0.251\t-0.021\t-0.591\t-0.602\t-0.323\t1.265\t1.936\t-0.513\t-0.171\t-0.166\t0.467\t1.668\t-0.440\t0.425\t-0.047\t-1.396\t1.015\t0.665\t1.165\t-1.123\t0.419\t0.881\t0.455\t0.624\t1.386\t-1.113\n1\t-1.140\t-1.309\t-0.908\t0.348\t0.520\t0.603\t-1.489\t-0.000\t-1.026\t0.401\t0.479\t-1.172\t0.968\t2.339\t0.835\t-0.163\t-0.317\t-0.209\t-0.761\t0.252\t-1.138\t-1.890\t0.220\t0.021\t-0.571\t-1.283\t0.290\t-0.990\n4\t1.109\t-0.105\t-0.513\t1.343\t-0.654\t0.629\t-0.058\t-1.842\t1.129\t-2.758\t-1.984\t0.527\t0.527\t-0.638\t0.148\t-2.531\t0.707\t0.250\t-0.046\t0.021\t0.493\t-0.029\t-1.874\t2.196\t1.201\t-1.285\t-0.345\t-0.236\n3\t2.194\t0.313\t0.587\t0.247\t-0.556\t0.754\t-0.776\t1.360\t-0.601\t-0.479\t0.696\t-1.643\t0.640\t-0.877\t-0.673\t1.747\t-0.722\t1.395\t0.142\t1.491\t-1.546\t-1.386\t1.061\t1.776\t-0.051\t-0.459\t0.144\t-1.102\n2\t-1.149\t0.805\t-0.927\t0.443\t0.344\t0.138\t0.260\t-0.257\t-0.872\t0.547\t2.001\t1.012\t0.693\t-0.458\t2.795\t0.554\t0.319\t0.797\t-0.995\t0.239\t0.853\t0.086\t-1.535\t0.759\t-0.247\t1.239\t-0.033\t-0.828\n0\t-0.712\t-0.236\t0.859\t-1.903\t0.584\t0.113\t0.119\t0.801\t-0.336\t-1.110\t0.483\t0.516\t0.879\t0.601\t-0.555\t0.338\t0.251\t1.173\t-0.817\t-1.281\t0.047\t-0.288\t1.475\t1.901\t0.928\t0.348\t-0.151\t-0.073\n0\t1.305\t-0.568\t-1.219\t0.415\t0.647\t-0.795\t0.842\t-0.010\t-0.469\t0.032\t-0.615\t-0.014\t1.672\t-0.333\t-0.370\t-0.859\t-0.447\t-1.263\t-0.461\t-0.709\t-0.249\t-1.039\t2.477\t-0.809\t-0.403\t0.261\t0.398\t0.736\n3\t0.082\t1.031\t1.164\t-0.074\t2.147\t1.368\t0.528\t-0.395\t-0.365\t0.201\t-0.110\t1.700\t-0.937\t0.506\t-2.002\t0.377\t0.872\t1.440\t-0.591\t-0.712\t1.023\t1.195\t-0.227\t-1.959\t-1.059\t-0.092\t-1.418\t0.729\n3\t0.126\t-1.014\t1.702\t0.269\t1.001\t-0.945\t0.817\t0.844\t1.368\t-1.078\t-1.220\t0.609\t-0.599\t1.105\t2.100\t-0.363\t-0.426\t-0.770\t-0.127\t0.688\t-0.246\t1.841\t1.168\t0.384\t-0.058\t-1.948\t1.472\t-0.260\n2\t-0.594\t-1.156\t-0.751\t-0.279\t2.308\t1.299\t-1.356\t0.351\t0.091\t-0.343\t1.506\t-0.808\t-0.521\t0.154\t0.957\t-1.709\t-0.071\t1.018\t0.862\t1.449\t-1.143\t-0.194\t-0.049\t1.226\t-0.061\t0.663\t0.312\t1.509\n4\t-1.498\t2.340\t-0.177\t0.253\t-0.692\t0.490\t0.960\t0.300\t1.741\t-0.327\t-0.263\t0.231\t0.465\t0.228\t-1.284\t0.313\t-0.374\t-0.581\t0.032\t-0.962\t-1.135\t-2.615\t1.747\t0.556\t-0.117\t-0.667\t-2.876\t-0.729\n4\t0.233\t-0.003\t-1.663\t-0.158\t0.174\t-0.465\t1.092\t-1.246\t2.151\t-0.004\t-0.192\t0.915\t-1.496\t2.277\t-0.682\t0.887\t0.002\t-1.018\t1.019\t0.529\t3.050\t0.387\t-0.634\t-1.855\t-0.744\t0.256\t-0.374\t0.763\n0\t0.881\t1.116\t-0.605\t0.488\t-0.041\t-0.591\t1.169\t-0.664\t0.756\t0.068\t-0.172\t-0.555\t-0.987\t-0.250\t-0.512\t0.093\t-1.197\t-0.152\t0.406\t-0.673\t0.741\t0.850\t-1.207\t-0.758\t-1.340\t0.423\t0.128\t-1.601\n2\t0.576\t1.306\t0.176\t0.004\t1.425\t-0.809\t1.125\t0.630\t1.683\t-0.648\t-0.504\t0.265\t-0.744\t-0.791\t1.637\t0.488\t0.558\t-1.284\t-0.114\t1.178\t0.986\t0.888\t2.111\t-1.588\t0.833\t0.280\t-0.918\t-0.355\n4\t0.184\t-0.157\t0.394\t1.383\t-1.603\t1.146\t0.497\t0.544\t1.344\t0.180\t-2.078\t1.729\t-0.721\t-0.901\t1.210\t0.819\t0.429\t-1.038\t-0.063\t1.345\t-1.931\t1.280\t0.438\t-0.829\t2.201\t-1.248\t-0.944\t-0.830\n3\t0.058\t1.260\t-0.340\t0.739\t0.645\t-0.242\t-0.947\t-0.636\t-0.566\t-2.580\t-0.120\t0.714\t-0.166\t-0.218\t-1.440\t-0.485\t1.238\t-0.999\t-1.579\t1.165\t-0.294\t0.017\t2.012\t0.418\t0.616\t-1.314\t1.248\t-1.182\n1\t-0.431\t1.814\t0.056\t0.182\t1.790\t1.185\t1.054\t1.229\t0.203\t-0.723\t-0.943\t-1.391\t0.089\t-0.143\t-0.839\t-1.566\t1.137\t-0.776\t-1.261\t-1.231\t0.838\t-0.986\t-0.511\t0.017\t-0.043\t-0.608\t-0.153\t-0.110\n0\t0.524\t-0.255\t-0.604\t0.213\t1.014\t0.270\t-0.443\t2.132\t-0.636\t-1.410\t0.100\t-0.256\t0.947\t-0.526\t-0.165\t-0.866\t0.808\t0.144\t-0.275\t-0.150\t-0.021\t-1.437\t1.163\t1.104\t0.041\t-0.066\t-0.997\t1.727\n4\t0.943\t-0.713\t1.001\t-0.317\t-0.592\t0.513\t1.877\t1.085\t-0.320\t2.527\t0.742\t0.900\t-0.151\t-0.692\t-0.454\t0.575\t1.337\t0.175\t0.302\t1.028\t-2.315\t-2.430\t-0.231\t-1.875\t-1.129\t0.049\t-0.924\t-0.985\n3\t0.136\t0.366\t-0.291\t-0.466\t-0.771\t-0.009\t-0.367\t1.266\t1.144\t-0.197\t-0.669\t0.605\t1.451\t-1.805\t-0.763\t-0.864\t2.526\t0.445\t0.413\t-0.123\t-0.464\t-0.961\t0.597\t1.319\t-0.335\t-0.599\t-3.018\t-0.464\n2\t-0.075\t-0.867\t0.560\t1.615\t-0.396\t1.077\t0.339\t0.752\t1.608\t0.318\t-0.176\t-0.300\t1.396\t-1.546\t-0.092\t0.642\t0.718\t-2.154\t0.014\t-0.590\t1.267\t0.037\t0.172\t-0.703\t-0.321\t1.214\t1.959\t0.741\n2\t-1.290\t-1.284\t0.843\t1.444\t0.095\t1.138\t-0.696\t-0.608\t1.400\t-0.214\t1.308\t1.836\t0.458\t-0.435\t0.167\t-0.237\t1.237\t1.090\t0.811\t0.612\t-0.664\t2.269\t0.413\t0.136\t0.851\t-0.133\t0.568\t-1.004\n2\t0.619\t-0.651\t0.049\t1.887\t-0.660\t0.085\t1.001\t0.855\t-0.625\t1.953\t0.041\t-0.133\t-0.658\t1.341\t-1.190\t-0.327\t1.218\t0.637\t1.687\t1.167\t-0.940\t0.505\t-1.178\t0.631\t-1.045\t0.017\t-1.242\t-0.476\n2\t-1.070\t-0.631\t-1.240\t-0.061\t1.729\t-0.402\t-1.025\t0.194\t-0.026\t0.694\t-0.137\t0.160\t0.597\t-0.074\t1.259\t-0.111\t0.623\t0.735\t-0.784\t0.497\t-0.918\t-0.981\t1.762\t1.305\t-0.196\t1.278\t1.375\t-2.393\n4\t-2.701\t0.492\t0.259\t-0.424\t-1.686\t-0.207\t-0.581\t1.334\t1.118\t-0.802\t0.731\t-1.117\t1.268\t0.181\t2.077\t-0.704\t1.245\t1.463\t-0.468\t-1.373\t0.750\t-0.994\t-0.354\t-0.819\t1.901\t0.047\t0.344\t-0.003\n1\t0.412\t0.787\t-1.159\t0.657\t-1.420\t-1.980\t0.727\t1.434\t-0.254\t-0.547\t1.711\t-0.195\t-0.066\t1.694\t-0.354\t-0.654\t0.816\t-0.712\t-0.145\t-1.319\t0.185\t0.068\t0.968\t0.857\t0.552\t0.394\t-0.073\t0.610\n1\t-1.167\t0.768\t-0.593\t-0.816\t-0.471\t-0.886\t1.663\t-0.619\t1.008\t0.430\t0.825\t-2.063\t0.239\t0.509\t-0.520\t0.711\t0.549\t-1.402\t-0.949\t1.503\t-0.886\t1.329\t-0.149\t-0.078\t1.189\t-0.784\t-0.689\t0.405\n1\t0.252\t0.146\t0.793\t0.195\t1.833\t0.172\t-0.442\t-1.255\t0.103\t-0.219\t-0.917\t0.128\t0.497\t0.138\t0.622\t0.085\t1.519\t-0.864\t-0.731\t-0.457\t-0.067\t0.158\t-1.040\t-1.481\t2.441\t0.772\t-0.077\t-1.614\n4\t-0.017\t-0.877\t-1.037\t-1.692\t-0.930\t0.480\t0.642\t0.350\t-0.879\t-0.444\t-1.021\t1.349\t0.636\t-1.565\t0.281\t-1.076\t0.380\t0.754\t-2.923\t2.237\t1.108\t-0.776\t-0.044\t0.741\t-2.015\t0.413\t0.474\t0.890\n1\t0.934\t1.939\t1.051\t-0.346\t0.266\t0.360\t1.300\t1.437\t-0.416\t-0.066\t-1.320\t0.640\t-0.671\t-0.903\t-1.073\t-0.537\t0.021\t0.074\t-0.537\t-0.117\t-0.408\t1.023\t1.304\t0.626\t1.417\t0.895\t-0.643\t-0.065\n2\t0.277\t0.649\t-0.435\t1.856\t0.970\t-0.045\t2.392\t-0.207\t-0.030\t0.344\t0.562\t-0.020\t-0.396\t0.299\t-0.445\t-0.774\t-0.172\t-0.695\t-0.908\t-0.467\t0.409\t0.774\t-1.215\t-0.217\t-0.566\t-0.544\t2.827\t0.954\n2\t0.667\t0.012\t0.872\t-0.580\t-0.493\t-0.390\t0.553\t2.730\t-0.008\t-0.236\t-0.963\t1.740\t-0.387\t-0.618\t-0.210\t1.823\t-0.561\t-0.025\t-2.516\t0.980\t-0.286\t0.912\t0.634\t0.159\t-0.450\t0.063\t-1.341\t0.225\n1\t0.451\t-1.870\t-1.162\t-0.283\t-0.301\t-1.209\t0.389\t0.251\t-0.194\t-0.756\t1.049\t1.655\t-0.484\t-0.612\t0.491\t-0.358\t-0.139\t0.740\t-1.909\t1.318\t0.073\t-0.411\t-0.089\t-0.038\t-1.731\t1.495\t0.041\t0.443\n0\t0.618\t-0.294\t-1.208\t0.311\t-0.619\t0.824\t0.298\t1.041\t-0.592\t1.343\t-1.119\t-0.270\t-1.015\t-1.289\t-0.901\t-1.000\t2.130\t-0.306\t0.258\t-0.413\t0.163\t0.218\t-0.974\t0.017\t-1.513\t-0.458\t0.354\t0.920\n1\t0.428\t0.439\t-0.745\t0.264\t2.017\t-0.741\t-0.416\t-1.285\t1.265\t-0.069\t-1.532\t-1.214\t-0.888\t1.257\t0.141\t-0.198\t-0.741\t0.012\t-0.622\t1.338\t0.156\t-1.030\t-0.711\t1.677\t-0.205\t1.545\t0.220\t0.437\n0\t0.467\t1.158\t-0.697\t-1.676\t0.288\t0.834\t0.107\t-1.237\t0.589\t-0.802\t-0.280\t0.944\t-0.271\t-0.693\t-0.286\t1.736\t-1.108\t1.193\t0.434\t0.590\t0.310\t1.316\t-1.328\t0.309\t0.191\t-0.406\t0.437\t-0.181\n4\t0.826\t-1.340\t1.022\t-2.622\t-0.207\t-2.078\t0.269\t-1.543\t-0.665\t-0.054\t1.625\t2.402\t-0.628\t1.144\t-1.561\t-0.452\t0.312\t-2.456\t1.384\t-0.764\t-0.434\t0.685\t1.064\t-0.275\t0.163\t0.861\t0.230\t-1.890\n1\t0.580\t-1.105\t-1.035\t-0.748\t0.607\t0.262\t0.212\t-0.121\t-1.325\t-0.600\t0.211\t-0.170\t0.179\t-1.557\t-0.013\t-2.087\t-1.304\t-0.971\t-1.843\t-0.802\t0.277\t1.166\t-0.535\t-0.657\t-0.120\t-0.268\t-1.013\t0.542\n0\t0.077\t0.527\t0.621\t-0.567\t-0.644\t-0.152\t1.094\t-0.514\t-0.684\t-1.101\t0.508\t-0.291\t-1.005\t-0.797\t0.669\t0.144\t-0.669\t0.574\t1.035\t0.656\t0.207\t1.677\t1.324\t0.063\t1.009\t0.651\t-0.534\t1.600\n3\t-1.307\t0.494\t-1.005\t0.647\t-1.166\t-0.687\t-0.361\t0.674\t0.176\t0.020\t1.886\t-1.837\t-1.038\t-1.081\t-1.771\t-0.720\t0.688\t-0.592\t-0.333\t-1.723\t-0.797\t-0.462\t0.642\t-1.675\t-0.455\t1.087\t-0.445\t-2.116\n0\t0.759\t-0.920\t0.801\t0.466\t0.941\t-2.068\t-0.639\t1.383\t-1.364\t0.227\t0.381\t-0.188\t0.145\t-1.098\t0.133\t-0.307\t0.763\t1.077\t-0.418\t0.511\t0.081\t-1.121\t-0.351\t-0.814\t0.412\t-0.966\t0.077\t0.694\n1\t0.637\t1.010\t-0.216\t0.382\t-0.091\t0.390\t-0.219\t0.862\t0.591\t-0.294\t-0.951\t0.280\t-0.914\t-1.642\t1.582\t-0.007\t-0.792\t-0.066\t2.127\t0.559\t-0.269\t1.235\t-1.103\t0.103\t1.151\t-0.151\t0.822\t1.348\n0\t0.171\t0.218\t1.135\t-1.492\t-0.224\t-0.667\t0.048\t0.667\t-0.683\t0.717\t0.575\t-0.313\t0.944\t0.487\t-0.684\t-0.756\t0.859\t-0.548\t0.665\t-1.105\t0.996\t-1.587\t-1.589\t-0.472\t1.265\t1.059\t0.687\t0.548\n4\t-0.448\t-0.534\t1.124\t-0.304\t-2.289\t-1.742\t-0.718\t0.887\t0.576\t-0.527\t0.051\t0.366\t-2.084\t-1.889\t0.037\t-0.102\t0.765\t-2.264\t0.357\t-1.019\t0.263\t-1.180\t1.060\t0.932\t-0.486\t-1.891\t1.105\t0.210\n0\t-1.132\t-0.278\t0.115\t-0.604\t-1.198\t-0.559\t0.340\t-0.729\t0.455\t-0.255\t-0.605\t-0.725\t0.232\t1.127\t0.122\t-0.965\t1.093\t-0.885\t1.729\t-0.161\t-0.878\t0.559\t-0.311\t0.443\t0.092\t-1.379\t-0.070\t0.501\n2\t-0.691\t-0.373\t0.437\t0.269\t-1.391\t0.009\t-0.546\t-0.249\t0.080\t1.281\t-0.460\t1.678\t-1.300\t-0.877\t-0.096\t-1.169\t-1.320\t0.074\t-1.325\t-0.960\t-0.082\t1.703\t-0.192\t0.130\t-1.150\t-1.048\t-2.292\t-0.984\n3\t-0.301\t-0.271\t-0.084\t-0.537\t0.437\t0.912\t-0.466\t-1.408\t1.714\t1.369\t1.244\t1.063\t-0.604\t-0.784\t1.321\t-0.781\t-1.967\t0.488\t0.404\t2.093\t-0.898\t-0.371\t-0.399\t-0.837\t0.775\t-0.166\t-1.623\t-1.878\n3\t-0.942\t0.517\t0.002\t1.051\t0.133\t-1.437\t-0.497\t-1.157\t0.563\t1.084\t-1.544\t-0.124\t1.153\t-1.559\t-0.435\t-0.000\t1.067\t0.545\t0.749\t0.602\t-0.373\t1.643\t-0.671\t-2.778\t-1.801\t-0.117\t-0.332\t-0.536\n4\t-1.813\t-1.033\t2.441\t0.610\t1.917\t0.829\t-0.742\t-0.382\t0.588\t0.438\t-0.577\t-1.510\t3.288\t-0.141\t-0.326\t0.113\t-0.243\t0.123\t1.287\t-0.125\t-1.163\t-0.162\t-0.464\t1.424\t1.171\t0.108\t-1.279\t-1.226\n1\t1.740\t0.658\t0.864\t-0.142\t-0.253\t0.901\t-2.924\t0.783\t-0.409\t-0.753\t-1.418\t0.632\t-1.857\t-0.076\t-0.095\t0.702\t-0.600\t0.098\t-0.586\t0.249\t-1.250\t-0.685\t-0.004\t-0.076\t-0.486\t0.288\t-0.077\t0.548\n4\t-0.267\t2.942\t-0.056\t-0.500\t1.964\t-1.008\t1.151\t0.352\t0.790\t-0.563\t0.043\t0.642\t0.308\t0.197\t1.839\t-2.636\t0.241\t1.752\t0.463\t-0.870\t0.362\t2.134\t-1.447\t-0.627\t0.135\t1.170\t0.435\t1.616\n2\t1.500\t-0.480\t2.070\t-0.612\t-0.180\t0.812\t0.548\t1.276\t-2.163\t-0.356\t-0.221\t1.783\t0.526\t-1.571\t0.535\t1.185\t-0.248\t-0.778\t0.183\t-0.543\t0.312\t0.260\t0.832\t-0.161\t-1.967\t0.271\t-0.090\t0.157\n0\t0.883\t0.050\t-0.526\t1.074\t-0.948\t-0.553\t0.158\t0.446\t-1.125\t0.862\t-1.042\t-0.875\t-1.438\t-0.616\t-1.065\t-0.078\t-0.292\t-0.126\t0.328\t-0.129\t-1.105\t-1.036\t-0.987\t-1.553\t-0.935\t-0.026\t-0.007\t0.136\n4\t-1.421\t1.886\t0.100\t-0.180\t0.953\t-2.067\t1.380\t1.858\t1.088\t-2.102\t0.764\t1.646\t1.543\t-1.408\t1.016\t1.796\t0.029\t-1.453\t0.829\t1.054\t-0.139\t-1.191\t0.982\t-0.769\t0.397\t1.558\t-1.659\t0.908\n4\t0.323\t-0.530\t0.781\t0.020\t-0.419\t1.440\t1.024\t1.320\t-0.931\t3.569\t-1.140\t0.236\t-0.486\t0.388\t1.387\t-0.491\t-1.634\t-0.330\t-0.451\t0.350\t-1.844\t1.086\t-0.342\t0.186\t1.184\t-0.820\t-1.130\t-0.184\n0\t-1.354\t-0.113\t0.669\t0.076\t0.473\t1.510\t0.918\t0.167\t-0.786\t1.492\t0.868\t-0.241\t-0.538\t0.234\t-0.492\t0.742\t-1.045\t0.130\t-1.105\t-1.221\t0.192\t0.844\t0.974\t-1.139\t-0.681\t0.076\t0.506\t-0.173\n4\t0.514\t1.429\t1.375\t-0.863\t1.128\t-0.568\t0.367\t1.275\t-2.370\t-1.407\t-0.593\t-0.674\t-1.189\t-0.068\t-0.561\t0.222\t-0.576\t1.947\t-0.318\t0.468\t1.543\t-1.118\t-0.249\t-1.219\t-1.410\t-1.655\t-1.197\t1.444\n4\t1.231\t1.077\t0.331\t-0.777\t0.238\t0.155\t1.163\t0.702\t-0.068\t0.766\t1.295\t0.651\t-1.024\t-0.134\t1.434\t1.349\t-1.169\t-1.516\t-0.245\t-1.285\t1.128\t0.112\t3.237\t-2.283\t0.480\t-0.771\t0.487\t0.500\n4\t1.555\t0.544\t-1.289\t-0.188\t-1.200\t-0.645\t-1.547\t2.449\t-0.384\t0.470\t-0.348\t0.053\t0.277\t1.380\t-0.108\t-0.686\t-0.843\t-1.083\t-0.530\t2.954\t0.740\t-0.280\t1.336\t-0.512\t1.268\t0.340\t1.273\t0.465\n2\t1.156\t0.415\t-1.487\t-0.501\t1.560\t-0.936\t0.196\t1.509\t1.181\t-0.378\t-0.421\t-1.315\t0.823\t-0.247\t0.264\t2.691\t0.146\t0.701\t0.898\t-0.458\t-0.227\t-0.945\t-0.765\t0.013\t-0.193\t-0.811\t-0.363\t-1.053\n1\t-1.101\t1.765\t-0.240\t0.588\t0.180\t0.106\t0.557\t1.318\t0.777\t-0.243\t-0.084\t-0.563\t0.715\t0.590\t-0.342\t1.327\t1.074\t1.824\t-0.790\t-0.100\t-0.197\t2.604\t0.010\t1.265\t1.035\t-0.084\t0.056\t0.523\n4\t3.728\t0.772\t0.107\t0.673\t-0.603\t0.262\t0.955\t-0.029\t-0.757\t-0.078\t-0.320\t-1.357\t-0.572\t-1.393\t-1.237\t-1.141\t0.953\t1.489\t-1.536\t1.580\t-1.127\t0.747\t0.259\t0.636\t-1.166\t-1.812\t-0.803\t0.427\n0\t-0.243\t-0.430\t-0.449\t0.605\t0.861\t-0.424\t-0.438\t-0.582\t1.000\t0.879\t1.476\t-0.812\t-0.618\t1.654\t1.324\t-0.991\t-0.895\t0.253\t1.242\t-0.904\t0.087\t1.089\t-0.203\t-0.076\t1.421\t-0.418\t1.268\t-0.150\n3\t-0.755\t2.233\t-0.693\t1.026\t0.844\t0.316\t-0.671\t-0.151\t-2.154\t0.224\t0.350\t0.133\t-2.973\t-1.266\t-0.748\t0.292\t0.289\t-0.170\t0.635\t-1.026\t0.610\t0.475\t0.378\t-0.182\t1.831\t0.493\t-0.968\t0.248\n3\t-0.163\t0.335\t0.944\t0.925\t0.233\t-0.161\t2.024\t-0.100\t-0.442\t-0.646\t-1.727\t0.822\t-2.348\t-0.006\t-0.205\t2.240\t-1.832\t-0.901\t-0.136\t-0.198\t-0.550\t-0.081\t-1.260\t0.357\t-2.321\t-0.026\t-0.600\t1.016\n4\t-0.224\t-0.211\t2.235\t0.809\t2.481\t-0.497\t-0.085\t-1.332\t-0.810\t1.902\t-0.522\t1.919\t-1.243\t-1.053\t-0.341\t-0.064\t0.923\t0.451\t-0.416\t-0.133\t-0.319\t-0.915\t-0.888\t1.028\t-1.828\t1.617\t-0.343\t-0.773\n4\t0.672\t-0.121\t-0.388\t0.506\t1.598\t0.643\t-1.113\t-0.766\t0.468\t-0.864\t-0.471\t1.510\t-0.314\t-1.576\t2.886\t1.088\t-0.064\t-0.007\t-2.127\t-0.393\t-0.744\t0.098\t1.628\t0.440\t2.030\t-1.396\t-1.542\t1.242\n0\t0.698\t0.583\t0.294\t-1.640\t-0.424\t-0.517\t-1.490\t-1.736\t-0.374\t0.399\t-0.061\t0.883\t1.420\t-1.206\t1.156\t-0.334\t-0.484\t0.693\t1.284\t-1.316\t0.467\t0.541\t0.337\t-0.011\t0.411\t-0.799\t-0.215\t-0.025\n2\t-1.665\t-0.664\t1.032\t0.581\t-0.125\t-0.474\t0.789\t-1.980\t0.792\t0.091\t-0.489\t0.502\t-0.386\t0.029\t-0.046\t0.745\t0.159\t-1.909\t-1.392\t-1.084\t0.457\t0.557\t1.670\t-1.014\t1.309\t-1.938\t0.018\t0.245\n3\t0.641\t0.123\t-0.113\t-1.299\t0.233\t-0.757\t-2.190\t1.195\t0.958\t0.052\t0.229\t1.074\t0.224\t0.904\t-0.297\t1.312\t0.321\t0.194\t-1.270\t0.287\t-0.832\t-0.638\t-0.815\t-1.066\t2.125\t1.331\t1.920\t-1.223\n3\t0.986\t-1.413\t0.255\t1.716\t-0.099\t0.483\t0.780\t-1.025\t1.834\t0.500\t0.520\t-1.662\t0.795\t0.506\t1.624\t-0.311\t-0.988\t-0.682\t-0.505\t-1.119\t1.290\t1.328\t-0.196\t-0.393\t-1.815\t0.696\t1.653\t-0.637\n3\t0.565\t-0.136\t0.815\t-2.370\t-1.449\t-1.967\t-1.381\t1.586\t-0.162\t-2.429\t0.882\t-0.182\t0.729\t0.774\t-0.201\t0.342\t-0.250\t-1.330\t0.036\t-0.026\t-1.464\t1.033\t0.040\t-0.800\t0.957\t0.721\t-0.310\t0.186\n1\t0.765\t1.478\t0.245\t-0.255\t-1.705\t-0.083\t0.823\t0.946\t0.504\t-0.541\t-1.977\t-0.495\t-0.304\t-0.313\t0.619\t1.986\t0.124\t-0.217\t-0.259\t0.124\t-0.828\t0.120\t0.451\t0.210\t0.458\t0.434\t-1.772\t0.637\n3\t-1.576\t-0.009\t0.287\t0.545\t-0.978\t1.828\t1.206\t1.056\t-2.415\t-0.095\t1.099\t0.556\t1.366\t0.383\t-0.033\t-0.631\t-0.032\t-0.477\t0.252\t-0.462\t-1.458\t-0.906\t-0.445\t-0.721\t1.487\t-0.397\t-2.001\t0.643\n2\t0.133\t0.734\t-0.347\t0.064\t0.271\t-2.644\t-0.666\t-1.261\t-1.391\t-1.407\t0.103\t0.536\t-1.137\t-1.084\t0.406\t0.994\t0.398\t0.973\t-0.183\t0.779\t-0.333\t0.352\t-1.144\t1.422\t1.714\t0.181\t1.655\t0.464\n0\t0.638\t-1.070\t-1.295\t-0.504\t0.034\t-1.188\t0.489\t1.097\t-1.307\t-0.690\t0.902\t0.670\t0.636\t-0.108\t0.344\t1.260\t1.246\t-0.435\t0.095\t0.796\t0.464\t-0.029\t0.765\t-0.286\t0.488\t0.106\t-0.757\t-1.266\n2\t-2.360\t0.260\t0.200\t-1.161\t-0.666\t1.028\t-1.321\t-0.015\t0.870\t-1.093\t0.095\t0.395\t0.878\t0.303\t0.470\t-0.477\t0.430\t0.796\t-1.385\t0.463\t2.758\t-0.535\t0.168\t-0.758\t1.242\t0.505\t-0.072\t0.808\n0\t1.256\t0.314\t0.250\t-1.125\t0.323\t-0.402\t0.054\t-1.120\t0.473\t0.491\t-1.470\t-0.787\t-0.931\t0.834\t1.034\t-1.848\t-0.099\t-0.406\t-0.551\t0.572\t0.905\t0.742\t0.945\t1.220\t-0.099\t0.916\t0.713\t0.720\n4\t0.993\t2.262\t1.055\t1.517\t1.256\t1.453\t0.987\t-1.033\t1.535\t0.057\t0.321\t-2.065\t-0.769\t1.245\t0.996\t0.804\t-1.438\t0.240\t-0.049\t0.729\t-0.134\t-0.764\t-0.625\t-2.544\t-0.277\t-0.162\t-1.392\t-0.503\n0\t-0.851\t-0.160\t0.493\t0.283\t0.885\t-0.487\t-1.689\t1.597\t0.548\t0.594\t0.539\t0.258\t0.992\t-0.656\t0.789\t0.356\t0.132\t-0.490\t0.251\t-0.208\t0.856\t-0.462\t-1.031\t0.565\t2.107\t0.256\t-0.145\t1.789\n1\t1.140\t-1.180\t0.419\t-0.014\t-0.333\t0.885\t0.879\t-0.946\t-0.182\t0.281\t-0.273\t0.585\t0.281\t1.833\t-1.530\t-0.122\t-0.909\t0.604\t-1.617\t0.346\t-0.630\t-0.734\t-1.446\t-0.465\t1.085\t-0.025\t0.628\t1.665\n1\t0.746\t-0.035\t-0.803\t-0.922\t1.586\t0.956\t1.944\t0.055\t0.288\t-0.267\t-0.287\t-1.042\t0.084\t-0.789\t0.442\t0.170\t0.288\t1.675\t-0.038\t0.757\t2.052\t1.307\t1.153\t-0.307\t0.230\t-1.318\t0.499\t0.274\n4\t-0.244\t-1.690\t-0.041\t-1.500\t0.633\t-0.190\t0.478\t2.443\t-0.799\t-0.105\t-1.354\t0.082\t-1.190\t-1.204\t-0.047\t0.206\t-2.073\t-1.157\t-1.546\t0.084\t-0.785\t1.052\t0.180\t0.963\t0.367\t1.995\t-0.363\t-1.423\n0\t-1.146\t1.505\t0.952\t0.245\t0.244\t-0.091\t-0.569\t0.535\t-0.795\t0.151\t0.097\t0.385\t0.941\t0.403\t0.694\t-1.940\t0.460\t0.075\t0.372\t-0.529\t1.151\t0.250\t-0.745\t-0.568\t0.903\t-0.085\t-0.005\t-0.198\n0\t-1.081\t0.775\t-1.437\t-0.052\t0.605\t0.400\t0.854\t1.281\t-0.393\t-0.662\t0.970\t-0.547\t-0.908\t0.056\t0.403\t-0.839\t-0.031\t-0.622\t0.574\t-2.668\t0.287\t-0.686\t0.390\t0.706\t0.113\t0.655\t-0.073\t1.256\n3\t-0.118\t0.273\t1.601\t0.115\t-0.559\t-0.265\t-0.064\t-0.565\t0.988\t-1.946\t1.066\t0.586\t-0.073\t-1.040\t-1.803\t0.951\t0.641\t0.177\t1.166\t0.569\t1.361\t-2.648\t0.148\t0.181\t-1.311\t-1.367\t-0.401\t0.081\n3\t0.514\t0.229\t0.314\t-0.859\t-1.505\t-1.039\t-0.853\t-2.041\t0.475\t-1.289\t-1.345\t-0.262\t-0.906\t-1.578\t-1.467\t0.536\t-0.336\t-1.514\t1.456\t-0.711\t0.530\t-0.108\t0.098\t0.021\t-1.379\t2.244\t-0.761\t0.825\n2\t1.520\t-0.730\t0.425\t-1.423\t1.362\t0.623\t-0.733\t0.235\t-1.212\t-0.701\t-1.753\t-0.813\t0.692\t0.523\t0.391\t-0.317\t0.566\t-1.635\t-0.896\t-0.637\t-1.014\t0.512\t-1.108\t-2.287\t0.604\t0.212\t-0.468\t0.566\n2\t1.216\t1.331\t1.675\t0.703\t0.664\t0.359\t0.068\t1.781\t0.190\t-1.946\t0.229\t0.153\t0.413\t0.227\t1.379\t0.664\t-0.209\t0.749\t-1.009\t-1.004\t1.372\t-0.368\t-1.094\t-0.483\t1.122\t2.034\t-0.161\t0.362\n3\t0.408\t2.461\t1.354\t-0.227\t0.731\t-0.602\t0.774\t-0.823\t0.183\t0.216\t-1.052\t-0.589\t-2.174\t-0.379\t1.116\t1.999\t1.492\t-0.386\t-0.007\t-0.071\t-0.210\t0.974\t-0.551\t1.452\t0.139\t-1.166\t-0.097\t0.479\n2\t-0.451\t1.487\t0.556\t-0.841\t0.782\t-0.701\t-0.952\t-0.447\t-0.861\t-0.905\t-1.399\t-0.699\t-0.533\t-1.351\t0.540\t-1.766\t-0.381\t0.661\t1.132\t-0.575\t1.013\t-0.367\t2.255\t-1.460\t-1.007\t0.161\t-1.261\t-0.708\n1\t-1.084\t0.016\t-0.423\t0.121\t-0.240\t0.626\t0.576\t0.881\t0.666\t0.816\t0.682\t0.586\t0.259\t-1.280\t-0.815\t0.241\t-0.368\t0.222\t0.831\t-0.931\t0.893\t-0.196\t-0.245\t1.927\t-2.241\t0.747\t1.580\t0.803\n1\t-0.027\t1.258\t-0.488\t-0.053\t-0.917\t0.341\t0.871\t1.384\t0.387\t0.260\t-0.769\t-2.122\t-0.557\t-0.239\t-0.117\t-1.601\t-0.278\t-2.142\t-1.289\t1.091\t1.315\t-0.150\t0.240\t0.392\t0.391\t-0.896\t0.159\t0.259\n4\t-1.984\t-0.042\t-0.372\t0.213\t0.363\t1.509\t-2.423\t0.430\t-1.489\t-0.477\t-1.433\t0.259\t-1.497\t-0.283\t0.736\t0.232\t-0.116\t-0.041\t0.548\t1.190\t-1.174\t2.272\t0.234\t-1.000\t-0.271\t0.099\t-2.516\t-0.410\n3\t-0.831\t0.181\t2.079\t-0.557\t-0.351\t-0.792\t1.036\t0.918\t1.289\t1.693\t-1.421\t-0.046\t-0.349\t-0.964\t0.693\t-0.611\t1.582\t0.737\t-1.016\t-0.009\t0.581\t1.387\t-1.501\t0.764\t0.876\t0.160\t1.290\t-1.821\n2\t0.038\t-0.039\t0.487\t0.464\t-1.804\t-1.088\t0.080\t0.542\t-0.315\t0.509\t1.958\t0.501\t1.391\t-0.273\t0.621\t1.023\t1.043\t-2.037\t-0.577\t0.860\t-1.457\t-0.820\t0.578\t-0.739\t-1.152\t1.371\t-0.497\t-1.114\n3\t0.221\t-2.057\t0.470\t-1.471\t1.424\t-2.075\t1.618\t-0.883\t-0.969\t-0.585\t-0.734\t0.821\t-0.532\t0.183\t-0.672\t0.731\t1.631\t-0.993\t-0.222\t-0.292\t-1.570\t-0.872\t-1.317\t0.154\t0.722\t-1.708\t-0.213\t0.021\n0\t0.060\t0.251\t-0.286\t-1.198\t0.846\t-0.406\t0.092\t-1.047\t-1.344\t-0.832\t0.424\t-0.007\t-0.023\t0.892\t-0.938\t0.835\t1.541\t1.462\t-0.535\t-0.445\t1.376\t0.334\t0.058\t0.062\t0.099\t0.130\t-1.079\t-0.178\n2\t-1.019\t-0.753\t0.216\t-1.893\t0.260\t0.612\t-0.163\t0.431\t1.909\t-0.079\t-1.126\t-0.866\t0.366\t-0.312\t-0.179\t1.516\t-0.350\t-0.746\t0.390\t0.885\t1.168\t2.135\t1.726\t-0.278\t0.095\t-0.553\t-1.334\t1.410\n3\t0.353\t-0.997\t2.610\t0.753\t-1.270\t-2.478\t-0.688\t0.684\t0.490\t-0.111\t-0.601\t-0.904\t-0.403\t-1.012\t-0.399\t1.331\t-0.771\t0.611\t0.763\t-1.080\t-0.843\t1.069\t-0.926\t-0.057\t2.040\t0.980\t0.085\t0.841\n2\t0.419\t1.188\t-1.352\t1.099\t0.042\t-0.310\t0.415\t0.281\t-1.825\t-0.632\t0.317\t-1.960\t0.384\t-1.895\t-0.140\t0.079\t2.142\t-0.133\t0.059\t0.084\t1.372\t0.676\t-0.761\t-0.222\t0.852\t1.888\t-0.375\t0.395\n4\t-1.490\t-1.324\t1.102\t1.449\t0.033\t-4.466\t-0.744\t0.335\t-0.899\t0.185\t1.899\t1.426\t0.809\t-0.064\t-0.495\t0.758\t0.025\t0.060\t-1.551\t-0.715\t0.752\t-1.101\t0.266\t0.413\t0.471\t0.560\t0.628\t-0.624\n0\t0.689\t-0.684\t-0.274\t-0.014\t0.150\t0.098\t0.436\t0.844\t0.393\t0.454\t-1.582\t0.050\t0.480\t0.729\t-0.692\t-0.659\t-0.574\t0.536\t1.034\t-0.407\t0.908\t0.123\t-0.124\t-0.211\t0.747\t0.326\t2.276\t-0.852\n0\t0.369\t-0.076\t-0.390\t0.520\t0.708\t-0.073\t0.383\t-0.190\t-1.489\t-1.516\t0.576\t-0.248\t0.696\t-1.254\t1.230\t-0.194\t0.208\t1.230\t-0.394\t0.670\t0.486\t0.119\t0.931\t-0.316\t0.944\t2.249\t0.998\t0.147\n1\t-0.306\t0.058\t1.467\t-0.776\t-0.473\t0.422\t0.451\t-1.845\t-0.607\t-0.522\t1.264\t0.126\t-1.632\t1.114\t0.860\t-0.990\t0.656\t-0.195\t0.668\t1.808\t0.134\t-1.644\t-0.904\t-0.385\t-0.084\t-0.800\t-0.090\t-1.300\n2\t0.234\t0.672\t1.959\t-2.017\t0.540\t0.044\t-0.177\t-2.363\t0.580\t-0.125\t-0.834\t0.042\t-0.293\t-1.742\t0.088\t0.580\t-0.549\t0.262\t0.108\t1.045\t-0.104\t0.801\t-0.313\t1.967\t-0.437\t-0.685\t-0.100\t-0.728\n2\t0.787\t0.967\t-0.005\t-0.358\t0.087\t-0.572\t-0.573\t-0.408\t0.228\t1.436\t1.299\t-0.319\t-0.815\t-0.733\t-1.479\t0.728\t-1.394\t-2.258\t0.729\t0.685\t-1.081\t0.303\t-1.319\t-0.097\t0.359\t0.694\t0.396\t-1.894\n3\t-1.790\t-0.564\t0.159\t-3.066\t-1.189\t0.035\t-0.727\t-0.027\t2.007\t-0.480\t-0.257\t-0.930\t1.813\t-0.425\t0.839\t-0.378\t0.141\t0.867\t-0.923\t0.068\t-0.014\t-0.718\t0.073\t2.046\t0.903\t-0.712\t0.767\t0.710\n4\t-0.357\t1.143\t-0.472\t-0.474\t-1.073\t1.489\t-0.127\t0.408\t0.693\t-1.117\t-0.527\t-1.406\t0.752\t-1.225\t-0.900\t-1.030\t1.408\t-1.098\t-0.225\t-0.776\t-0.221\t-1.358\t-0.747\t-3.028\t0.210\t-1.778\t-0.089\t-2.060\n4\t0.322\t-0.020\t0.964\t3.181\t1.689\t0.259\t0.773\t-0.235\t-2.168\t1.535\t-0.693\t-1.321\t1.069\t2.392\t0.490\t-0.230\t1.057\t0.346\t-1.300\t-1.019\t-0.488\t0.381\t0.801\t-0.381\t1.040\t1.436\t-0.156\t-1.410\n3\t1.071\t-0.055\t-0.469\t1.532\t-1.030\t-0.878\t-1.477\t1.301\t-1.832\t-0.149\t-0.454\t0.033\t1.202\t-0.399\t-0.361\t-1.356\t0.478\t-0.042\t0.066\t1.276\t0.264\t-1.389\t-0.737\t2.423\t0.905\t-0.604\t-1.041\t-1.672\n2\t-0.648\t1.178\t1.698\t0.042\t0.404\t-1.474\t0.303\t-0.259\t1.359\t-0.227\t-0.821\t-1.343\t0.181\t-0.543\t1.217\t0.633\t-0.101\t0.627\t1.743\t-1.160\t-0.635\t1.942\t-0.754\t0.662\t1.187\t-0.016\t0.689\t-0.294\n4\t-0.647\t0.042\t0.351\t0.223\t-0.188\t-0.569\t-0.895\t-0.543\t-0.236\t-0.855\t-2.534\t-0.819\t0.360\t-3.111\t0.625\t-1.223\t-0.373\t-1.270\t0.393\t-0.853\t0.034\t-1.580\t1.735\t-1.003\t-1.283\t-0.456\t1.209\t0.354\n4\t-1.221\t0.482\t-1.265\t-1.184\t-1.198\t0.164\t-1.814\t2.088\t-0.376\t-2.116\t-1.061\t0.599\t1.348\t0.163\t0.086\t-1.530\t1.489\t0.556\t0.321\t0.017\t0.531\t-0.800\t0.939\t0.803\t-0.098\t-0.272\t-2.158\t-1.732\n4\t0.049\t0.263\t1.325\t0.421\t0.434\t0.956\t-0.049\t0.258\t1.965\t-0.636\t-0.570\t-0.859\t0.316\t0.376\t-1.917\t0.964\t-1.082\t0.450\t0.127\t-2.833\t-2.367\t-1.122\t1.178\t-1.874\t1.112\t-1.766\t-2.186\t0.297\n1\t-1.453\t0.252\t1.068\t-1.139\t0.829\t0.225\t-0.454\t-1.200\t0.242\t0.494\t-0.317\t-0.981\t0.762\t1.185\t0.954\t1.589\t-0.652\t-1.415\t0.411\t-0.403\t0.988\t-1.037\t-0.964\t0.068\t0.175\t0.675\t-0.098\t-1.917\n2\t-0.566\t0.649\t0.533\t1.941\t-0.669\t-2.142\t-0.227\t-1.650\t0.632\t-0.294\t-0.746\t0.837\t0.890\t1.103\t0.635\t-1.268\t-1.320\t0.832\t-0.271\t1.386\t-0.177\t0.688\t-0.687\t0.164\t-0.276\t-0.746\t0.214\t1.992\n3\t0.977\t0.754\t-0.316\t-0.518\t1.730\t0.027\t-1.134\t-0.585\t-1.962\t-1.629\t-0.530\t-0.796\t-0.687\t0.770\t0.874\t-1.165\t1.892\t0.101\t0.008\t-0.792\t-0.300\t2.029\t-1.081\t0.267\t-0.542\t-1.810\t-1.536\t0.611\n3\t-0.538\t0.810\t-1.197\t-0.747\t0.351\t-0.291\t0.036\t0.531\t-0.038\t0.088\t1.847\t-1.996\t-0.485\t-0.189\t0.944\t0.759\t-2.503\t1.119\t0.106\t0.727\t-0.540\t0.613\t0.409\t-0.113\t1.629\t2.308\t-0.045\t-1.622\n4\t0.849\t1.548\t-1.853\t-0.865\t-0.062\t0.912\t-0.136\t0.297\t-0.867\t0.446\t0.173\t-1.958\t-1.684\t0.388\t-0.919\t0.623\t1.983\t1.250\t0.807\t2.397\t0.618\t-0.167\t-0.452\t0.423\t-0.666\t1.438\t0.584\t1.477\n3\t-1.703\t0.576\t0.204\t0.394\t0.767\t-0.418\t-0.197\t0.812\t0.446\t2.047\t0.294\t0.257\t0.881\t2.066\t0.715\t-0.287\t-0.661\t0.162\t-1.100\t0.646\t0.298\t0.518\t-1.778\t1.347\t-1.121\t-1.259\t-2.018\t-0.605\n0\t-0.333\t0.856\t1.204\t0.151\t0.139\t-0.068\t-0.008\t-0.188\t-1.485\t0.022\t0.984\t1.292\t0.551\t1.194\t0.772\t0.431\t0.644\t-1.708\t-0.329\t-0.936\t-0.129\t-0.751\t0.388\t-0.183\t-0.571\t-0.285\t-0.142\t-0.324\n0\t-0.694\t-1.334\t-0.487\t-1.079\t-0.395\t0.542\t0.037\t-0.480\t-1.791\t0.832\t-0.352\t0.108\t-0.912\t-0.409\t-0.580\t-1.334\t-0.908\t-0.015\t0.299\t-0.684\t-1.203\t-0.356\t0.780\t-0.939\t0.013\t-0.660\t1.129\t-0.507\n3\t-0.038\t0.410\t0.792\t1.753\t1.124\t0.617\t-0.538\t1.443\t-1.083\t1.095\t1.885\t1.400\t-0.389\t-1.645\t-0.749\t0.046\t-0.279\t0.241\t-1.813\t0.794\t-0.623\t-0.001\t-0.478\t0.749\t-0.566\t-1.714\t0.560\t-1.591\n2\t-0.251\t1.527\t-0.801\t0.363\t0.202\t-2.396\t-0.277\t1.738\t-0.485\t-0.517\t0.539\t-2.239\t0.781\t-0.399\t-1.052\t0.903\t0.430\t1.487\t0.374\t0.157\t0.233\t-0.141\t-0.958\t0.670\t-0.126\t0.865\t-0.671\t-0.843\n0\t0.809\t-0.106\t-0.485\t-1.015\t0.181\t-1.450\t-0.710\t-0.502\t0.595\t-0.762\t-0.009\t-1.344\t0.102\t0.955\t-0.328\t-1.328\t0.231\t1.880\t-0.300\t0.198\t-0.963\t-0.452\t-0.562\t0.544\t-0.735\t-0.401\t0.239\t-2.025\n1\t0.509\t-0.479\t0.092\t-2.425\t0.264\t-0.999\t0.016\t-0.214\t-0.190\t0.179\t0.247\t-1.317\t-0.271\t0.156\t-0.587\t0.061\t-1.441\t-2.113\t-0.371\t-0.029\t-0.479\t0.176\t-1.824\t-0.730\t1.306\t0.631\t0.561\t-0.967\n2\t-0.036\t-0.284\t0.528\t0.604\t-1.660\t0.089\t2.436\t-1.335\t-0.085\t1.942\t1.104\t-0.513\t0.206\t-0.002\t-0.748\t-0.074\t-0.280\t0.113\t-0.748\t-1.277\t-0.041\t1.715\t0.082\t-0.332\t0.754\t-0.158\t1.868\t-0.004\n3\t0.904\t-1.349\t0.525\t-0.664\t0.328\t0.811\t-1.088\t-0.171\t0.881\t2.964\t-0.313\t-1.439\t-0.894\t1.340\t0.258\t0.034\t1.746\t-0.509\t0.665\t-0.599\t-0.374\t-0.082\t-1.202\t-1.227\t-0.234\t-0.466\t0.940\t-1.168\n1\t0.790\t0.261\t1.777\t-1.483\t-1.069\t-1.350\t0.691\t2.554\t-1.408\t0.374\t0.163\t1.093\t-0.448\t1.041\t-0.164\t-0.646\t0.007\t0.009\t-0.958\t-0.567\t-0.538\t-0.241\t-0.358\t-0.384\t-0.362\t-1.222\t0.413\t-0.649\n3\t1.323\t0.549\t0.804\t-2.848\t-0.253\t1.241\t-0.413\t0.163\t-0.067\t-0.721\t-1.369\t0.488\t-0.834\t0.634\t-1.543\t1.060\t-0.448\t-0.398\t-0.015\t-1.461\t0.349\t0.972\t0.350\t0.734\t0.403\t1.537\t-1.944\t-1.459\n1\t-1.041\t-1.008\t-0.720\t0.906\t-1.755\t0.433\t0.258\t0.968\t0.257\t-0.379\t-0.815\t0.990\t0.497\t-0.493\t0.909\t-0.446\t-0.001\t-0.604\t0.534\t-0.994\t-0.299\t-0.655\t0.264\t0.388\t-1.104\t0.406\t-1.477\t2.192\n4\t-0.597\t-1.674\t-0.109\t0.034\t0.161\t1.362\t-0.236\t-0.120\t-1.103\t0.821\t0.184\t-0.420\t-1.905\t1.444\t-1.228\t-0.591\t0.358\t-1.197\t-1.494\t-2.124\t0.721\t-0.545\t2.927\t-0.994\t-0.921\t-0.565\t0.243\t-0.470\n4\t-0.346\t0.903\t-3.795\t0.619\t1.260\t-0.366\t-1.974\t0.595\t0.371\t0.693\t0.186\t0.283\t-1.206\t0.748\t1.713\t-1.156\t-0.081\t-0.729\t-0.506\t0.233\t0.294\t-0.403\t1.468\t0.840\t0.606\t1.862\t-0.074\t-0.521\n3\t1.061\t-1.149\t-1.353\t-0.983\t-0.696\t1.146\t-0.338\t-0.608\t0.336\t-0.480\t-0.175\t-2.043\t-0.771\t0.100\t-0.700\t-0.989\t2.076\t-1.407\t0.862\t0.249\t-0.792\t-0.328\t-1.122\t1.475\t1.997\t0.175\t1.549\t0.066\n4\t0.274\t-0.266\t-0.103\t1.364\t-0.438\t0.612\t0.038\t-0.152\t2.300\t-1.441\t1.289\t0.656\t-0.480\t1.629\t-1.848\t-0.522\t-1.208\t0.412\t-1.113\t0.433\t-0.186\t-0.479\t0.389\t-0.269\t-1.089\t2.801\t-0.487\t-2.218\n3\t0.579\t-0.704\t-1.339\t1.568\t0.208\t-0.312\t-0.192\t-0.359\t0.493\t-1.547\t-1.805\t0.113\t-1.743\t-1.907\t0.903\t0.167\t0.180\t-1.119\t1.390\t1.006\t-1.359\t-0.109\t-0.410\t-0.045\t1.088\t-0.381\t0.984\t-1.731\n1\t0.834\t-1.723\t0.327\t-1.404\t-0.787\t-0.256\t1.208\t0.828\t0.274\t0.710\t-0.364\t1.294\t-1.547\t1.205\t0.336\t0.330\t0.674\t-1.766\t0.160\t0.420\t-0.395\t0.651\t-0.170\t-1.052\t0.114\t-0.580\t-0.835\t0.316\n0\t0.740\t1.485\t1.118\t0.502\t1.087\t-1.716\t-0.522\t-0.911\t1.225\t-0.383\t0.845\t0.536\t-0.862\t-0.587\t1.294\t-0.775\t0.125\t-0.783\t-0.314\t-0.046\t-0.783\t-0.960\t0.286\t-0.845\t-0.811\t-0.939\t-0.078\t0.944\n2\t0.246\t-0.376\t-0.154\t0.712\t0.729\t0.251\t0.730\t1.384\t0.575\t-1.846\t0.233\t1.999\t0.973\t0.003\t0.743\t-0.295\t0.557\t0.745\t1.492\t-1.603\t-1.147\t-0.397\t0.723\t1.002\t0.102\t-1.921\t1.272\t0.401\n3\t-0.051\t0.041\t0.357\t-0.258\t-0.515\t-0.941\t-1.178\t0.406\t1.353\t0.950\t-0.289\t-0.193\t1.618\t-0.799\t-1.668\t0.251\t0.853\t-2.488\t0.398\t-1.128\t-1.419\t-0.289\t-1.155\t-1.770\t0.108\t-0.044\t-1.718\t-1.407\n4\t-0.171\t-0.461\t-1.000\t-1.165\t0.163\t0.940\t-0.520\t0.754\t2.108\t1.918\t-0.459\t1.534\t-1.343\t-0.194\t-0.393\t-0.706\t0.964\t1.223\t0.619\t-0.913\t2.428\t1.858\t0.173\t0.382\t1.206\t-0.676\t1.252\t0.110\n2\t0.328\t-0.607\t-1.110\t1.128\t0.357\t1.670\t-2.030\t0.911\t-0.261\t-0.354\t-0.765\t0.900\t0.614\t-1.142\t0.165\t0.706\t0.178\t1.108\t-0.290\t-2.254\t0.187\t0.181\t0.311\t1.107\t-1.952\t-0.238\t-0.923\t-1.208\n1\t0.849\t-1.240\t-0.463\t-0.308\t0.986\t1.705\t-0.455\t-0.097\t-1.181\t-0.083\t1.101\t-1.796\t0.018\t0.718\t0.057\t-0.189\t0.876\t-0.809\t-0.779\t-1.846\t0.325\t0.221\t-0.573\t-0.894\t-0.047\t0.096\t-1.198\t-1.946\n1\t-1.316\t-0.685\t0.037\t-1.686\t-1.151\t-1.002\t0.079\t0.441\t-0.893\t-0.949\t0.138\t0.111\t-0.700\t1.829\t0.184\t-0.170\t-0.386\t1.009\t0.545\t-1.738\t-0.696\t-0.447\t-0.012\t0.627\t-1.070\t-0.079\t1.699\t0.029\n3\t-0.987\t-0.406\t-0.147\t-1.881\t1.243\t-0.687\t-0.984\t-0.194\t-0.934\t2.526\t0.582\t-1.443\t0.868\t-1.355\t0.253\t1.288\t-0.290\t-1.137\t-0.153\t-1.118\t-2.284\t0.960\t0.474\t-1.023\t0.693\t-0.017\t-0.723\t0.404\n0\t-0.363\t0.713\t0.115\t-0.006\t-0.433\t-0.268\t-1.509\t0.510\t-0.639\t0.109\t-0.064\t0.198\t0.033\t0.456\t-0.878\t-0.072\t0.028\t-0.860\t-0.981\t-0.568\t0.175\t-1.087\t0.942\t-0.612\t-0.008\t0.670\t-1.475\t1.365\n1\t0.792\t0.892\t-0.136\t-0.609\t-2.086\t-0.383\t-0.076\t0.043\t0.986\t-2.391\t-1.208\t-0.485\t0.947\t-0.352\t1.052\t0.422\t0.131\t-0.188\t0.738\t-0.334\t-0.574\t-0.386\t-0.986\t1.788\t0.959\t0.656\t-1.058\t0.723\n0\t-0.059\t-1.511\t0.116\t-0.808\t0.374\t-0.209\t-0.131\t0.554\t-1.321\t0.449\t0.659\t-1.184\t0.149\t0.648\t1.403\t-0.461\t-0.336\t0.962\t0.860\t-0.496\t-0.685\t0.543\t0.251\t-1.133\t0.736\t-1.745\t-0.289\t1.401\n1\t-0.018\t0.293\t0.485\t-0.302\t2.530\t-0.228\t-0.231\t-0.797\t0.124\t0.615\t1.204\t-1.489\t-0.246\t0.447\t0.587\t0.007\t0.542\t-0.809\t1.558\t0.993\t-1.345\t-1.075\t-1.047\t0.678\t-1.285\t-0.331\t0.455\t-0.066\n0\t0.738\t0.716\t0.257\t-0.318\t0.272\t-0.342\t-0.417\t-0.168\t0.176\t0.445\t-1.055\t-0.172\t0.031\t-0.059\t-1.886\t-0.144\t-0.421\t-0.854\t0.595\t0.831\t0.316\t-1.170\t-0.987\t1.362\t1.302\t0.621\t-0.928\t0.687\n1\t0.717\t-1.030\t-0.858\t-0.032\t1.131\t-0.913\t0.365\t1.390\t-0.743\t-0.341\t2.448\t-0.109\t-0.106\t0.088\t-0.112\t0.784\t0.247\t-0.510\t-0.569\t0.312\t-1.192\t0.850\t2.220\t0.211\t-1.454\t-0.125\t-0.461\t0.106\n0\t0.570\t0.994\t1.221\t2.014\t0.244\t0.274\t-1.523\t-0.531\t-0.193\t1.050\t-0.611\t0.796\t-0.002\t-0.177\t0.249\t-0.391\t-0.429\t-1.705\t-0.248\t-0.480\t-0.516\t0.417\t0.659\t0.232\t0.995\t0.576\t-0.295\t-0.463\n1\t-1.668\t0.991\t-0.878\t-0.985\t-0.114\t0.433\t0.164\t-0.743\t-0.506\t-1.133\t-0.225\t1.075\t-0.004\t0.859\t1.455\t-0.588\t-0.187\t2.171\t1.444\t-1.672\t0.387\t0.001\t0.826\t-0.745\t-0.840\t-0.676\t-0.572\t0.815\n3\t1.772\t-2.107\t-0.586\t0.495\t-0.134\t0.558\t-0.987\t2.060\t1.541\t0.681\t-1.004\t0.019\t1.058\t-0.579\t1.526\t0.412\t-0.153\t0.970\t-0.805\t-0.305\t-0.551\t-1.611\t-2.080\t-0.893\t-0.729\t0.658\t-0.364\t0.638\n2\t-1.111\t0.424\t1.254\t1.818\t-0.273\t-1.072\t-1.507\t-0.493\t1.186\t1.160\t1.406\t-0.686\t-0.834\t0.374\t1.131\t-1.213\t0.247\t-0.564\t-1.167\t1.033\t-0.265\t0.168\t-0.509\t1.100\t-1.135\t-1.276\t-0.587\t0.031\n0\t0.588\t0.871\t0.643\t-0.128\t-0.034\t0.778\t0.776\t1.168\t0.551\t0.597\t-0.446\t-0.581\t0.781\t-0.574\t-0.021\t1.379\t1.221\t0.302\t-0.296\t-0.123\t0.868\t-0.036\t-0.558\t1.216\t0.182\t-0.577\t0.479\t0.971\n1\t1.361\t-0.818\t0.654\t0.796\t-1.745\t1.309\t-0.734\t0.469\t-0.221\t-0.191\t-0.805\t-0.593\t0.450\t1.417\t-1.218\t-0.531\t0.261\t0.208\t0.501\t1.161\t-1.715\t-0.571\t1.044\t-0.179\t-1.150\t-1.265\t-0.013\t-0.414\n0\t-0.756\t0.218\t0.020\t-0.862\t-0.800\t-0.784\t-0.011\t-0.304\t0.209\t-0.880\t-0.173\t-0.098\t0.326\t1.470\t1.074\t-0.074\t-1.595\t-0.513\t0.921\t-0.055\t-1.258\t-0.206\t-0.471\t1.261\t-0.582\t0.414\t0.688\t-1.239\n2\t0.205\t0.692\t-1.514\t0.393\t-1.479\t0.100\t1.568\t0.149\t-1.493\t0.877\t-0.991\t1.341\t-0.720\t-1.243\t1.739\t-0.022\t-0.343\t0.168\t-1.333\t0.227\t0.449\t-2.044\t1.086\t-0.659\t-0.104\t-0.453\t1.192\t0.183\n4\t-0.762\t-2.309\t0.099\t-0.788\t-0.784\t-0.355\t-0.134\t-0.009\t-0.884\t-0.220\t-1.757\t0.311\t-2.856\t-0.289\t0.919\t-1.059\t0.716\t1.156\t-3.308\t-0.151\t-2.876\t-0.118\t-0.007\t-2.483\t1.925\t0.286\t-0.849\t1.465\n3\t-1.832\t1.743\t-1.178\t1.458\t-1.649\t0.297\t-1.001\t0.517\t-0.462\t0.353\t-1.132\t-0.906\t-1.784\t1.537\t-1.351\t0.407\t-0.405\t-1.762\t-1.280\t-0.488\t0.011\t-0.273\t1.074\t-0.061\t0.287\t-0.517\t-0.468\t-0.342\n1\t1.276\t-0.219\t-1.131\t0.924\t-0.902\t1.377\t1.198\t0.052\t-0.856\t0.116\t-0.169\t-0.391\t1.534\t0.457\t0.724\t-1.278\t1.406\t-0.915\t-0.194\t0.039\t0.700\t1.177\t0.413\t0.658\t-2.276\t1.066\t0.246\t-0.134\n2\t0.306\t-0.262\t1.145\t-1.235\t-0.859\t-0.917\t0.006\t-0.108\t-0.657\t-1.129\t1.728\t0.292\t0.616\t-1.369\t-0.729\t2.123\t1.215\t0.076\t-2.179\t0.832\t-0.240\t0.018\t-0.055\t-0.400\t-1.236\t0.457\t-1.094\t-1.130\n2\t-0.550\t0.156\t-1.722\t-1.190\t-0.049\t0.544\t0.373\t-0.114\t0.407\t-1.024\t1.306\t-0.819\t0.338\t1.660\t0.619\t2.079\t-0.671\t-2.000\t1.346\t-0.048\t-0.150\t0.335\t0.981\t0.250\t-0.570\t0.541\t-0.967\t-1.574\n3\t-0.051\t-2.615\t-0.215\t1.369\t0.761\t0.041\t-0.999\t-0.200\t-1.717\t0.932\t0.664\t-0.256\t1.223\t0.950\t0.850\t1.439\t1.973\t-0.433\t-0.436\t-0.609\t-0.954\t-1.484\t-0.450\t-0.160\t-1.147\t-0.464\t-0.228\t-0.387\n0\t0.798\t0.201\t0.395\t-2.597\t-1.235\t0.268\t-0.177\t-0.324\t-1.137\t-0.541\t-0.153\t-1.015\t-0.201\t0.651\t0.324\t0.140\t-0.655\t1.193\t0.967\t0.365\t-1.539\t1.199\t-0.315\t-0.423\t1.192\t0.374\t-0.252\t-0.085\n3\t-0.907\t1.555\t1.295\t-0.247\t-1.265\t-0.789\t0.451\t0.852\t-0.038\t-2.568\t0.680\t-2.020\t-2.119\t0.998\t-1.186\t0.251\t0.092\t-0.805\t0.206\t-0.550\t0.048\t-0.386\t-0.501\t-0.660\t-0.898\t0.853\t-0.453\t-1.132\n3\t0.286\t1.804\t-0.098\t1.343\t0.874\t0.735\t-2.011\t0.929\t-0.128\t-0.444\t-1.483\t-0.006\t0.034\t-1.303\t-1.473\t0.487\t0.872\t0.190\t1.151\t-0.086\t-0.054\t-0.917\t-1.560\t1.855\t1.131\t-1.393\t0.156\t-0.100\n4\t1.122\t-0.121\t1.430\t-0.449\t-0.298\t-1.133\t-0.311\t-1.240\t0.403\t0.108\t1.475\t-1.458\t1.216\t-0.978\t0.344\t-1.145\t0.203\t-2.511\t-0.671\t0.106\t1.755\t-2.128\t-0.002\t-0.519\t-1.916\t-1.125\t-0.471\t0.467\n1\t0.265\t-0.795\t0.592\t1.039\t-0.044\t0.027\t-0.079\t-0.531\t-0.666\t0.973\t-0.245\t0.136\t0.600\t0.220\t-0.684\t-0.061\t0.604\t0.348\t-1.351\t-1.448\t-0.720\t-0.310\t-0.680\t-1.746\t-1.355\t-0.376\t1.661\t2.276\n1\t-0.209\t1.367\t-0.326\t0.638\t-0.499\t-0.507\t0.725\t0.938\t1.575\t0.334\t0.209\t1.503\t-0.675\t1.327\t0.787\t0.988\t-0.371\t1.356\t-0.697\t0.287\t1.179\t0.600\t1.315\t-1.379\t-0.787\t-0.609\t-0.098\t1.370\n2\t0.022\t-2.042\t-0.292\t0.487\t1.283\t-0.754\t-0.017\t-0.170\t-0.302\t0.795\t-0.146\t0.077\t2.132\t0.154\t-0.615\t-1.483\t1.529\t-1.276\t-0.119\t0.473\t-1.472\t-0.216\t0.268\t0.842\t-1.279\t-0.417\t-0.572\t-2.223\n2\t-0.938\t-0.171\t0.780\t-0.824\t-0.808\t-0.331\t0.272\t-0.766\t2.069\t-0.683\t-2.038\t2.161\t-0.321\t0.426\t0.039\t-0.310\t0.963\t0.324\t0.465\t0.207\t0.551\t-1.434\t0.145\t1.188\t0.565\t-0.503\t1.606\t1.644\n0\t1.331\t0.194\t-1.193\t-0.762\t-0.439\t1.476\t-0.209\t0.637\t1.478\t0.497\t-0.565\t-0.188\t-1.015\t-0.316\t-1.227\t-1.044\t0.479\t-0.803\t-0.000\t-1.227\t1.221\t0.118\t1.300\t-0.169\t-0.885\t-0.629\t-0.239\t0.310\n3\t-0.202\t-0.404\t2.402\t0.436\t0.510\t0.071\t-0.298\t-1.498\t-1.463\t0.005\t0.740\t-1.255\t-0.264\t1.070\t0.260\t0.048\t-0.353\t0.252\t-0.466\t-0.595\t0.925\t0.473\t2.660\t0.765\t0.458\t-1.233\t-1.526\t2.004\n2\t-2.007\t-0.917\t1.188\t-1.269\t-2.735\t1.831\t0.297\t-0.683\t-0.848\t0.629\t0.478\t0.327\t-0.189\t-1.281\t-0.036\t1.065\t-0.542\t0.601\t-0.405\t0.801\t-0.980\t0.014\t0.456\t-0.675\t0.363\t-0.030\t-0.044\t-0.678\n3\t-0.522\t-0.339\t0.249\t1.833\t0.310\t0.693\t-0.887\t-1.245\t-0.875\t-0.175\t0.227\t0.480\t0.891\t1.258\t-2.080\t-0.981\t1.663\t0.349\t-0.107\t-2.228\t-1.295\t0.885\t-0.468\t0.545\t-0.400\t2.182\t-0.044\t-1.490\n4\t-2.502\t1.826\t0.001\t0.363\t1.151\t-2.048\t0.138\t0.938\t-0.451\t-0.571\t0.298\t0.659\t-0.049\t-1.078\t1.339\t1.274\t0.349\t-0.773\t2.195\t1.459\t-0.593\t-1.952\t-0.021\t-0.525\t-1.277\t0.409\t0.517\t0.419\n4\t2.976\t1.182\t2.003\t0.634\t-0.334\t1.218\t-1.398\t1.148\t0.255\t1.542\t1.066\t0.556\t0.041\t-0.324\t-0.588\t0.165\t1.474\t0.116\t0.283\t-1.232\t-1.961\t1.913\t-0.012\t0.217\t-0.645\t1.769\t-0.844\t-1.438\n4\t0.171\t0.767\t-0.373\t1.545\t-0.340\t1.044\t-2.192\t-0.163\t1.269\t0.238\t2.726\t2.044\t-1.381\t3.121\t0.865\t0.513\t-1.513\t1.027\t1.139\t-0.417\t1.522\t-1.316\t0.044\t1.459\t-0.665\t-0.355\t-0.572\t-0.350\n4\t-0.291\t-1.907\t-0.320\t1.107\t1.655\t1.090\t-0.935\t1.423\t-0.586\t0.512\t-0.429\t1.022\t0.552\t0.277\t1.254\t-0.720\t0.786\t0.645\t2.718\t-0.913\t0.101\t-0.316\t-1.690\t0.181\t-2.662\t-0.668\t-1.394\t-1.096\n1\t-0.086\t-2.804\t0.693\t1.116\t-0.262\t-1.111\t0.937\t0.952\t-0.856\t0.475\t-0.456\t0.344\t1.395\t0.472\t-0.623\t-0.539\t1.981\t1.278\t-0.436\t-0.104\t-0.343\t0.188\t0.792\t0.518\t0.703\t-0.704\t0.119\t0.849\n2\t-0.496\t-0.584\t0.685\t0.672\t0.902\t1.114\t-0.365\t-1.568\t1.970\t-2.258\t-0.342\t-1.427\t0.403\t-0.957\t1.132\t0.232\t1.511\t0.102\t1.159\t-1.086\t0.985\t-0.135\t0.238\t0.928\t0.387\t-0.791\t-0.489\t-1.058\n2\t-1.795\t0.568\t0.197\t-2.103\t-0.268\t0.109\t-0.870\t-1.053\t-0.053\t-0.026\t-2.131\t-0.696\t-0.813\t-1.341\t0.857\t0.942\t-1.456\t-0.179\t0.432\t0.991\t0.872\t-0.356\t0.087\t1.094\t-0.413\t-0.920\t1.127\t-1.046\n4\t0.659\t2.272\t-0.302\t-0.509\t-1.107\t-1.936\t-0.691\t0.796\t0.289\t2.160\t0.007\t0.861\t0.118\t-1.242\t0.452\t0.186\t-0.305\t-1.476\t0.700\t-2.668\t1.802\t0.363\t-0.889\t1.186\t1.053\t-0.248\t1.254\t-0.358\n1\t0.090\t-1.804\t1.178\t-0.425\t0.805\t-1.290\t1.135\t0.043\t-1.102\t-0.930\t-0.833\t-1.600\t-1.644\t-0.644\t0.558\t0.058\t0.278\t0.908\t-0.192\t0.969\t1.057\t1.201\t-0.084\t-1.409\t-1.057\t-0.176\t-0.126\t-0.751\n4\t-0.062\t1.050\t-0.575\t1.424\t-1.676\t1.407\t-0.609\t-0.111\t-0.015\t0.722\t0.545\t2.721\t0.957\t0.132\t0.475\t0.083\t0.426\t0.855\t-0.773\t0.066\t0.023\t-0.535\t-0.998\t2.123\t2.520\t-0.299\t0.726\t1.457\n1\t0.940\t-0.659\t-1.046\t-0.299\t0.520\t0.688\t-1.635\t-0.051\t-0.851\t-1.165\t0.676\t-1.173\t1.254\t0.277\t-0.760\t1.955\t0.846\t0.671\t0.835\t0.056\t1.495\t-0.119\t0.246\t0.872\t0.126\t0.935\t0.152\t0.589\n2\t-0.272\t0.437\t0.096\t-0.385\t0.126\t0.541\t1.417\t0.020\t-1.530\t-0.936\t0.056\t0.772\t-0.958\t-1.689\t-1.000\t1.498\t-1.456\t-0.670\t0.367\t1.320\t-1.787\t-1.687\t0.284\t0.734\t0.020\t0.142\t1.125\t-0.528\n3\t0.906\t0.826\t-0.025\t-0.187\t0.020\t-0.413\t1.780\t-1.271\t0.750\t0.744\t-0.530\t0.296\t1.263\t-0.330\t1.312\t1.118\t-0.710\t-1.108\t0.165\t-1.240\t-2.905\t-0.489\t2.174\t-0.447\t0.380\t0.700\t-0.041\t-0.334\n1\t0.643\t0.721\t0.077\t0.889\t2.546\t1.712\t-0.523\t-1.451\t-0.406\t-0.947\t0.451\t-1.181\t-0.073\t0.838\t-0.101\t-0.946\t1.175\t-1.879\t-0.328\t-0.042\t0.016\t0.180\t0.610\t-0.035\t-0.368\t-0.408\t-0.612\t0.788\n2\t-0.690\t1.115\t1.288\t-0.417\t-0.036\t-0.539\t-1.538\t-0.583\t-0.003\t0.551\t1.808\t-0.624\t-0.867\t0.889\t-2.751\t-1.001\t1.121\t-0.951\t-0.542\t-0.009\t0.676\t-0.046\t-0.059\t-0.348\t-0.281\t-0.843\t-1.040\t1.255\n0\t-0.504\t-0.523\t-1.379\t0.506\t0.210\t-1.466\t-0.406\t-0.276\t-0.585\t-0.120\t-0.107\t0.894\t-0.005\t0.594\t-1.391\t-1.062\t-1.374\t-0.396\t0.056\t1.668\t-0.830\t0.849\t-0.832\t0.024\t-0.152\t-0.924\t-0.846\t1.597\n2\t-1.549\t1.504\t1.193\t-0.281\t0.307\t-0.015\t1.973\t-0.796\t0.146\t-0.428\t-1.433\t2.192\t-1.182\t0.220\t-1.741\t-0.399\t0.422\t-0.825\t0.587\t-0.269\t1.160\t1.362\t-0.587\t0.077\t0.183\t0.619\t0.014\t0.190\n2\t-0.299\t-1.222\t2.206\t-1.053\t0.879\t-0.769\t0.136\t-0.902\t-1.239\t0.522\t0.405\t1.145\t-0.034\t2.220\t0.268\t0.567\t-1.358\t-0.614\t0.520\t-0.084\t0.188\t-0.816\t0.122\t0.119\t-1.180\t0.643\t-1.700\t0.184\n1\t-0.411\t-0.943\t0.924\t0.996\t0.179\t-1.002\t0.122\t-0.612\t1.286\t-1.196\t0.658\t0.636\t0.896\t0.196\t-0.330\t2.393\t-0.877\t0.718\t0.018\t0.343\t0.338\t-1.082\t-1.342\t-1.277\t-0.446\t0.248\t-0.687\t-1.436\n2\t1.671\t-0.106\t0.196\t-0.022\t0.386\t-1.532\t1.089\t-0.979\t0.043\t1.003\t-0.177\t-0.272\t-0.344\t-1.080\t0.316\t0.310\t1.138\t-0.828\t-1.092\t0.682\t0.863\t-1.188\t2.030\t0.704\t0.596\t0.103\t0.936\t2.001\n2\t1.872\t0.820\t0.963\t-0.530\t-0.967\t1.326\t0.330\t0.777\t1.193\t0.827\t0.877\t-1.076\t-1.063\t-0.841\t-0.937\t-0.656\t0.067\t-0.806\t-1.046\t0.986\t-1.015\t-0.575\t-0.269\t-2.114\t-0.791\t-0.562\t-0.677\t-1.234\n0\t-1.192\t0.167\t0.023\t0.942\t-0.178\t-0.523\t0.289\t-0.253\t0.876\t-0.670\t0.994\t-1.246\t0.490\t0.029\t0.751\t-0.598\t-0.020\t0.212\t1.017\t1.142\t-0.637\t-1.405\t-0.623\t-0.804\t-1.473\t-0.549\t-0.364\t0.327\n1\t1.627\t1.931\t1.326\t0.252\t-1.016\t0.569\t0.389\t1.835\t-0.352\t-0.737\t1.821\t-0.230\t0.021\t-0.640\t0.194\t0.002\t-0.008\t0.145\t0.035\t-1.247\t1.151\t0.856\t0.573\t-0.715\t1.119\t-0.069\t-0.405\t-0.182\n4\t-1.750\t-1.469\t1.388\t-1.685\t0.917\t1.331\t0.803\t-1.003\t-0.892\t-0.058\t1.751\t1.743\t0.299\t-1.594\t0.162\t-0.208\t0.023\t-1.656\t0.244\t-1.503\t-2.530\t0.224\t1.919\t-0.836\t-0.473\t0.896\t1.163\t0.106\n0\t0.143\t1.056\t1.222\t0.573\t0.598\t0.514\t-0.928\t-0.746\t0.673\t0.805\t-0.333\t-0.322\t-0.292\t-0.525\t0.712\t0.404\t-1.196\t-0.539\t-0.597\t-0.328\t-0.980\t-0.198\t-1.670\t-0.336\t0.672\t0.286\t-0.743\t-0.057\n2\t0.359\t-0.128\t-1.087\t-0.784\t-1.659\t-1.739\t-0.577\t1.108\t-1.291\t-1.201\t1.916\t-0.951\t0.030\t0.502\t-0.197\t-0.045\t-0.804\t-0.648\t0.323\t-1.202\t1.431\t-1.791\t0.214\t-1.063\t0.472\t-0.971\t0.591\t0.815\n1\t-0.007\t0.140\t1.668\t0.332\t0.181\t0.533\t0.055\t-1.185\t0.178\t-0.313\t0.799\t1.058\t-1.224\t0.650\t-1.088\t-1.107\t1.026\t-0.857\t1.312\t0.130\t-1.626\t0.173\t0.116\t0.449\t-0.335\t0.372\t-1.260\t-1.902\n0\t0.269\t-0.054\t1.098\t-0.427\t-0.439\t0.516\t0.240\t0.493\t-1.211\t-0.351\t0.408\t0.538\t1.162\t0.379\t0.650\t-1.310\t-0.884\t0.874\t0.672\t-1.499\t-0.667\t1.251\t0.676\t-0.236\t0.418\t0.094\t-0.517\t-0.627\n2\t0.395\t-0.215\t-0.344\t0.503\t-1.032\t0.989\t0.610\t-0.532\t-0.452\t-1.152\t-0.284\t-0.211\t0.587\t-0.137\t1.641\t-3.032\t0.079\t0.441\t-1.241\t0.266\t-0.381\t1.529\t-0.635\t-0.056\t0.087\t-1.831\t1.004\t-0.701\n1\t0.402\t0.180\t-0.233\t-0.057\t-0.554\t0.313\t-0.221\t0.181\t1.001\t-0.709\t0.597\t0.033\t2.021\t-0.216\t0.695\t0.015\t-1.388\t-0.521\t0.880\t-0.433\t-2.220\t-0.031\t-1.092\t0.132\t1.551\t0.769\t1.537\t-0.562\n3\t0.684\t0.910\t-0.897\t-0.631\t1.201\t-1.585\t-0.784\t0.660\t-0.763\t0.331\t-0.289\t-0.591\t-0.969\t-0.544\t2.289\t-0.635\t0.206\t0.434\t2.682\t1.549\t-1.687\t0.592\t0.786\t1.254\t-1.491\t-0.060\t-0.365\t0.423\n2\t-1.328\t0.587\t-0.484\t0.729\t-1.015\t-0.101\t-0.510\t1.623\t-0.400\t1.065\t0.288\t-0.924\t0.399\t0.298\t-1.382\t-0.376\t0.032\t1.479\t0.817\t-0.430\t-1.549\t1.246\t0.572\t-1.579\t-1.447\t-0.705\t1.471\t-0.876\n3\t0.485\t-0.437\t-0.665\t-0.469\t-0.835\t0.104\t-0.624\t-0.449\t0.674\t-0.777\t2.178\t0.237\t-0.076\t-1.465\t0.660\t2.361\t-0.761\t1.244\t0.740\t-1.203\t0.812\t1.911\t2.634\t0.444\t-0.356\t-0.082\t0.354\t0.935\n4\t1.844\t-0.119\t0.831\t0.171\t0.269\t1.906\t0.875\t-1.746\t-0.746\t-0.601\t0.538\t0.336\t0.044\t0.879\t2.137\t-1.129\t1.989\t-0.945\t-2.755\t0.829\t0.403\t-0.592\t1.439\t-2.684\t0.906\t-1.248\t1.177\t-1.143\n1\t1.127\t-0.555\t0.888\t-1.669\t-0.622\t-1.224\t1.908\t-0.408\t-0.650\t-0.258\t0.007\t-0.371\t-1.191\t1.349\t1.088\t0.333\t0.280\t0.215\t-0.457\t-0.565\t1.594\t0.625\t-1.330\t-0.452\t0.488\t0.368\t0.528\t-1.486\n3\t-1.269\t-0.008\t0.265\t1.359\t0.909\t0.123\t-0.644\t-2.761\t-1.632\t-0.212\t0.807\t-0.810\t0.149\t-0.232\t-0.407\t-0.034\t0.483\t-0.388\t0.204\t0.186\t-1.200\t1.378\t1.550\t-1.850\t-0.058\t-0.467\t0.335\t1.961\n3\t-0.900\t1.445\t-0.408\t-1.397\t0.985\t-1.007\t-0.340\t0.743\t0.299\t-0.747\t-0.162\t-0.861\t1.178\t0.328\t-2.052\t-2.394\t0.579\t0.093\t0.843\t-1.318\t-0.054\t0.533\t-1.189\t-1.005\t-0.416\t2.119\t-0.484\t0.681\n4\t0.944\t2.233\t-0.035\t-0.726\t0.619\t-2.222\t-0.210\t1.447\t-1.633\t1.400\t-0.656\t0.237\t0.300\t-0.883\t1.509\t1.232\t0.132\t-0.454\t-0.584\t2.045\t1.013\t-0.012\t-1.944\t0.301\t-1.099\t-0.950\t0.021\t-0.172\n2\t-0.229\t1.362\t-2.210\t-0.733\t0.792\t1.678\t-1.218\t-0.418\t0.166\t-0.939\t-0.263\t1.582\t-1.031\t-0.240\t0.273\t0.465\t-0.865\t-0.178\t-0.290\t0.304\t-1.176\t1.271\t0.258\t1.067\t-0.571\t-1.220\t-0.955\t0.701\n2\t-0.074\t-2.308\t0.348\t0.792\t-0.082\t0.555\t1.098\t-0.047\t-0.845\t1.068\t1.798\t-0.697\t0.291\t-1.024\t0.635\t-1.068\t-0.962\t-0.310\t-1.342\t-1.021\t-1.575\t-0.765\t-0.505\t0.626\t-1.416\t0.804\t-0.429\t-0.536\n0\t0.329\t0.826\t0.589\t-0.314\t0.310\t-0.530\t1.364\t-0.282\t0.621\t-1.459\t-0.475\t-1.228\t0.252\t-0.604\t0.895\t1.229\t0.697\t-0.883\t0.218\t-0.968\t-1.104\t-1.014\t-0.248\t-0.453\t-0.490\t-0.119\t1.666\t1.350\n3\t2.276\t0.275\t-0.407\t0.795\t-0.785\t-2.103\t0.355\t-0.731\t0.101\t0.329\t0.142\t-1.709\t0.026\t0.445\t-1.400\t-1.519\t-1.069\t0.747\t-1.998\t0.830\t0.392\t-0.258\t-1.481\t-0.796\t0.782\t1.257\t-1.031\t1.142\n2\t1.126\t-0.071\t0.633\t-0.872\t-1.847\t-1.642\t-1.426\t1.027\t0.948\t-1.398\t1.810\t-0.096\t-0.991\t-0.590\t-0.230\t0.080\t-0.933\t-0.143\t0.112\t1.408\t1.281\t-0.236\t1.048\t0.249\t0.121\t-0.873\t0.794\t0.680\n3\t-1.356\t-1.191\t-0.111\t1.811\t-1.811\t0.426\t0.241\t0.574\t-0.113\t0.008\t-0.038\t-1.067\t-2.142\t2.000\t-0.252\t-1.089\t1.093\t-0.496\t0.271\t0.471\t-0.693\t0.624\t-0.245\t0.927\t1.060\t0.727\t-2.693\t0.367\n0\t-0.965\t0.225\t-1.192\t1.671\t0.171\t-0.020\t-1.139\t-0.225\t-0.076\t-1.074\t0.151\t-0.859\t0.435\t-0.986\t0.157\t-0.194\t0.301\t0.166\t0.095\t-0.740\t0.554\t0.287\t0.637\t-0.025\t-0.180\t-1.015\t-0.661\t-0.473\n4\t-0.658\t1.236\t-1.563\t0.879\t-0.023\t1.036\t0.789\t1.219\t0.157\t1.898\t-2.289\t0.138\t1.290\t-0.713\t0.185\t-2.615\t-1.563\t-0.798\t0.880\t0.109\t-0.708\t-0.310\t1.228\t0.000\t0.483\t1.742\t-2.151\t-1.402\n2\t-1.803\t0.679\t0.302\t-1.373\t0.626\t1.115\t0.569\t0.997\t0.148\t-0.330\t-1.697\t0.177\t-0.290\t0.152\t0.573\t0.256\t-0.900\t-1.526\t1.133\t-0.695\t1.189\t1.417\t0.212\t-0.327\t-0.200\t0.997\t-0.010\t1.991\n4\t-1.526\t0.027\t-0.980\t-2.117\t-2.559\t-1.191\t-0.585\t1.195\t-1.125\t2.244\t0.691\t-0.057\t-0.817\t-0.386\t-0.961\t-0.312\t-0.547\t0.659\t-1.351\t0.278\t-0.156\t-0.390\t-2.319\t-0.524\t-0.056\t0.400\t0.474\t0.865\n1\t1.249\t0.599\t-1.084\t-1.179\t0.019\t-0.512\t-0.724\t2.067\t1.016\t-0.636\t0.317\t0.097\t0.722\t-0.190\t1.451\t1.641\t-0.059\t0.480\t0.771\t-0.037\t-0.255\t0.532\t0.199\t1.534\t0.361\t1.835\t-1.179\t-0.473\n2\t-0.222\t-1.441\t0.959\t1.128\t-1.947\t0.978\t-0.811\t0.857\t-0.068\t0.029\t-0.185\t1.212\t-1.240\t0.608\t1.101\t0.716\t2.325\t-0.529\t0.957\t-0.106\t1.233\t-0.008\t-0.388\t1.306\t-0.492\t-1.413\t-0.517\t0.619\n4\t-0.098\t0.212\t-0.519\t0.308\t0.568\t0.230\t-1.433\t-1.122\t-0.206\t1.411\t0.674\t-0.615\t-1.702\t-2.136\t-1.835\t-1.058\t0.961\t0.717\t0.493\t-1.284\t1.267\t1.401\t0.571\t0.004\t2.578\t-1.398\t-0.825\t0.630\n0\t0.361\t0.521\t-0.443\t0.239\t0.061\t-0.312\t0.245\t1.055\t-0.022\t-0.016\t1.068\t0.961\t1.584\t-1.756\t0.905\t0.602\t-0.886\t0.252\t1.051\t-0.829\t0.443\t0.871\t-1.071\t-0.142\t0.301\t-0.796\t-0.879\t-0.135\n2\t-0.399\t0.047\t-1.227\t-0.150\t1.794\t0.735\t-0.106\t2.012\t-0.609\t0.343\t-0.303\t-0.205\t0.394\t0.576\t-0.203\t-0.836\t1.832\t0.101\t-1.037\t-1.022\t1.991\t2.464\t0.337\t-0.614\t0.333\t-0.306\t0.574\t0.350\n3\t0.184\t2.693\t0.350\t-1.004\t-0.095\t-1.776\t-0.081\t-0.833\t0.915\t-0.550\t-0.117\t-0.636\t1.739\t-0.321\t1.833\t0.814\t0.482\t0.369\t0.394\t-1.928\t-0.279\t0.845\t-0.049\t-1.405\t-0.052\t1.704\t1.247\t-0.062\n4\t-0.410\t-0.664\t1.326\t0.992\t-0.579\t-0.216\t-0.951\t0.520\t-0.775\t0.939\t-1.514\t-0.266\t0.338\t1.727\t1.177\t1.093\t0.026\t0.433\t-1.611\t0.320\t0.076\t0.892\t-3.346\t0.386\t-1.613\t1.721\t0.959\t-0.693\n1\t0.077\t1.182\t-0.517\t1.432\t-1.320\t0.089\t-0.349\t0.229\t0.514\t0.034\t-0.268\t-0.598\t0.139\t-1.324\t0.798\t-0.884\t0.262\t0.518\t2.002\t-0.657\t-1.033\t0.410\t-0.305\t-0.006\t-2.394\t-0.576\t-0.495\t0.119\n4\t-0.031\t-1.410\t-2.736\t-2.617\t-0.147\t0.494\t0.231\t1.132\t0.446\t-0.368\t-0.593\t1.298\t2.253\t0.268\t0.671\t-1.228\t-1.614\t1.388\t-1.567\t0.790\t1.914\t1.625\t-0.203\t-0.408\t0.214\t-1.097\t-0.103\t1.058\n0\t-0.839\t-0.262\t0.616\t-0.704\t0.651\t0.553\t-0.271\t1.162\t0.078\t1.102\t1.793\t-0.241\t0.645\t-0.638\t-1.033\t-0.195\t-1.363\t-0.938\t0.591\t-0.514\t0.711\t0.299\t1.851\t0.524\t1.114\t0.402\t0.311\t1.165\n0\t0.718\t-0.557\t0.849\t0.533\t0.158\t1.059\t0.772\t-1.103\t0.021\t0.918\t-1.122\t1.035\t0.422\t0.636\t0.489\t1.143\t-1.514\t0.201\t-0.123\t-1.219\t1.526\t-0.577\t0.489\t-1.063\t-0.817\t-0.566\t1.309\t-0.229\n1\t-0.726\t0.547\t-0.557\t-1.309\t0.604\t0.163\t0.642\t0.059\t-0.926\t0.347\t-0.372\t1.037\t0.738\t-0.980\t0.651\t-0.883\t1.650\t0.058\t-0.732\t-1.306\t1.342\t-1.400\t0.711\t-0.110\t0.515\t1.360\t-1.497\t0.181\n0\t0.775\t-1.315\t0.609\t-1.115\t1.356\t0.567\t-1.315\t0.853\t-0.613\t-0.965\t0.722\t1.207\t0.476\t-0.372\t0.170\t-0.582\t-0.174\t0.408\t-1.426\t0.446\t-1.412\t-1.274\t0.654\t-0.844\t-0.991\t-0.296\t-0.591\t0.231\n2\t-0.533\t0.876\t-0.817\t0.282\t1.425\t-2.392\t-0.341\t0.262\t-1.792\t-0.530\t1.044\t-0.704\t-1.484\t1.131\t0.445\t-0.069\t-0.098\t1.028\t0.295\t0.646\t-0.693\t-1.917\t0.622\t1.101\t-0.225\t0.888\t-0.335\t-0.091\n4\t0.748\t-2.519\t-1.635\t1.315\t0.519\t0.792\t1.679\t-0.346\t1.671\t2.926\t1.266\t0.433\t-0.056\t0.210\t0.175\t0.027\t-1.102\t0.426\t0.233\t1.366\t0.571\t-0.731\t-1.096\t-0.006\t-0.868\t0.145\t-0.677\t1.278\n3\t-0.224\t0.302\t-1.696\t1.191\t-0.891\t0.363\t0.703\t1.461\t-0.034\t-1.462\t-1.591\t1.275\t-0.559\t-0.378\t-1.129\t-0.385\t1.744\t0.033\t-0.808\t1.049\t-2.493\t-0.010\t-0.356\t-0.275\t-1.437\t-0.147\t-0.400\t-0.956\n0\t0.380\t-0.765\t1.298\t0.350\t0.393\t-1.573\t0.304\t-0.595\t-0.808\t0.072\t0.385\t1.498\t0.304\t1.419\t-1.181\t0.361\t0.566\t-0.419\t-1.349\t0.703\t0.992\t0.420\t-0.098\t-0.600\t0.211\t1.238\t0.023\t-0.008\n4\t0.015\t-0.336\t0.669\t1.719\t-1.254\t0.596\t-1.533\t0.435\t-1.173\t-1.347\t2.551\t2.148\t-0.708\t1.902\t-0.040\t-1.371\t0.649\t0.949\t0.752\t-1.690\t-1.143\t0.937\t-1.152\t1.018\t-0.363\t-1.645\t-1.319\t0.454\n3\t0.695\t0.943\t1.103\t-0.391\t-2.247\t-0.261\t-0.079\t0.480\t-2.037\t-0.293\t-1.327\t0.001\t1.511\t0.533\t-1.158\t-0.408\t-0.037\t-1.279\t0.224\t1.247\t0.187\t0.676\t-1.759\t0.533\t-1.219\t-0.728\t-1.628\t-0.845\n4\t0.833\t1.064\t2.132\t1.617\t0.466\t-0.442\t0.366\t-1.926\t0.829\t-1.060\t1.122\t1.980\t-1.451\t-0.050\t-1.064\t-1.728\t-0.106\t0.635\t0.754\t0.154\t-1.664\t0.123\t-1.493\t-1.427\t-0.997\t1.050\t0.545\t0.323\n1\t-1.356\t-0.910\t-0.333\t1.033\t-0.766\t0.159\t-1.248\t0.761\t0.556\t1.315\t-0.084\t0.933\t-1.605\t-1.014\t-0.533\t-1.019\t-0.008\t1.302\t-0.170\t-0.427\t1.399\t-1.336\t-0.220\t-0.755\t0.098\t-0.473\t-1.466\t-0.225\n0\t-0.150\t-0.327\t-1.043\t-1.172\t0.464\t-0.551\t0.316\t-0.885\t0.181\t1.303\t0.586\t-0.412\t0.257\t-0.241\t0.008\t-0.326\t-0.164\t0.212\t-0.993\t-1.016\t-1.389\t-1.600\t-1.217\t0.159\t-0.893\t0.514\t0.035\t-1.969\n1\t0.959\t0.154\t-1.174\t-0.581\t-1.436\t-0.215\t0.926\t-0.004\t1.022\t0.338\t-0.403\t0.088\t0.472\t0.139\t0.151\t-0.769\t-0.433\t2.258\t1.228\t-1.474\t-2.367\t0.076\t0.893\t-0.520\t1.022\t0.060\t-0.163\t0.756\n4\t0.894\t-2.237\t-0.449\t0.063\t0.909\t0.537\t0.378\t-1.064\t0.171\t0.729\t-0.642\t-0.967\t0.206\t-2.178\t-0.996\t0.466\t2.058\t0.722\t-0.488\t-2.448\t0.742\t0.575\t-1.577\t-0.591\t-0.499\t3.385\t-1.723\t1.160\n1\t-1.350\t-0.263\t-0.394\t0.677\t-1.855\t-0.829\t0.431\t-0.249\t-1.455\t0.360\t0.849\t-0.998\t0.967\t-0.596\t-0.356\t-0.533\t1.014\t-0.163\t0.773\t-0.486\t0.359\t-1.087\t1.001\t-0.307\t1.249\t-0.052\t0.096\t2.286\n0\t-0.400\t1.200\t0.336\t-0.237\t0.402\t1.102\t-0.498\t-0.521\t-0.410\t-0.627\t1.199\t-0.764\t-0.588\t0.311\t0.230\t-0.410\t1.684\t-0.631\t-0.171\t-1.927\t-0.305\t-1.323\t-0.916\t-1.956\t-0.893\t-0.075\t-0.244\t-0.415\n2\t0.601\t-1.180\t0.700\t-0.637\t0.148\t-0.608\t0.785\t-2.864\t-0.011\t-0.937\t0.142\t0.420\t-0.348\t-1.067\t-0.261\t-0.105\t-0.855\t-0.745\t-0.095\t-1.094\t-0.601\t-0.985\t0.596\t0.868\t1.426\t1.794\t-1.053\t-0.618\n0\t-0.089\t-0.019\t-0.415\t0.009\t-0.117\t0.877\t-0.019\t-0.379\t0.855\t0.161\t0.385\t-1.453\t-0.974\t0.083\t0.891\t0.701\t-0.714\t0.355\t1.117\t-0.414\t-0.548\t0.692\t1.314\t0.157\t-1.295\t0.510\t0.501\t0.451\n3\t-1.991\t0.834\t0.689\t-1.461\t0.472\t0.774\t0.269\t-1.992\t-1.131\t-0.136\t-0.963\t-1.646\t0.940\t0.039\t1.104\t1.507\t-0.777\t-2.247\t0.393\t-1.265\t0.030\t0.488\t-0.244\t0.805\t0.538\t-0.747\t-1.232\t-0.284\n0\t0.749\t-1.120\t0.612\t-0.108\t1.054\t0.715\t-0.069\t-0.572\t-0.164\t0.197\t0.590\t0.479\t-0.313\t-1.200\t0.423\t0.612\t0.110\t-2.259\t-0.244\t-1.570\t0.401\t-1.466\t0.162\t0.142\t1.006\t-0.049\t0.309\t0.191\n4\t-0.945\t0.165\t-1.336\t-0.660\t1.222\t0.062\t-1.879\t-1.797\t0.162\t0.862\t-1.618\t0.450\t1.330\t1.888\t0.331\t0.507\t-2.133\t2.100\t-0.575\t-0.933\t-0.255\t1.512\t2.208\t0.125\t0.998\t0.043\t-1.038\t1.477\n1\t-0.938\t0.357\t-0.896\t0.271\t-0.736\t-2.123\t0.307\t0.148\t0.518\t-0.673\t-0.780\t0.401\t1.519\t0.011\t0.425\t-0.322\t-1.544\t0.967\t0.908\t0.711\t-0.182\t0.597\t0.894\t1.620\t0.989\t0.064\t-1.308\t0.156\n0\t-0.883\t1.552\t0.375\t-0.169\t1.021\t0.548\t0.204\t-0.181\t0.480\t0.461\t-1.727\t-0.112\t1.204\t-0.369\t1.306\t0.093\t1.029\t0.313\t0.469\t-0.715\t-0.932\t-1.083\t-0.800\t-0.242\t-0.315\t-0.074\t1.599\t0.622\n4\t1.747\t0.427\t-0.079\t-0.995\t0.541\t1.036\t1.154\t2.565\t-0.980\t-2.003\t0.999\t-1.200\t-1.157\t0.557\t0.313\t-0.641\t-0.822\t0.032\t-0.480\t0.124\t-1.000\t-0.878\t-1.547\t0.366\t-0.648\t0.729\t-2.201\t-1.386\n2\t0.314\t-0.797\t-0.048\t1.508\t0.275\t0.381\t-0.396\t0.974\t-1.466\t0.131\t-1.069\t0.480\t-1.672\t1.237\t-0.337\t-0.469\t-1.104\t-0.104\t-0.577\t0.467\t1.151\t0.810\t-2.443\t0.502\t0.384\t-1.741\t0.790\t1.102\n3\t-0.229\t0.109\t-0.736\t1.136\t-1.942\t-0.788\t-0.391\t-2.216\t-1.814\t0.412\t0.435\t0.192\t0.500\t-1.485\t0.581\t-2.093\t-0.117\t-1.497\t-1.076\t-0.204\t-0.821\t0.685\t1.295\t-1.350\t-1.250\t-0.503\t0.353\t1.001\n4\t-0.925\t1.539\t0.860\t-0.606\t-0.562\t-0.239\t2.205\t-0.238\t0.585\t0.186\t-0.555\t-1.835\t0.634\t0.422\t0.294\t1.811\t-1.010\t0.555\t-0.229\t1.762\t0.092\t1.613\t-1.654\t-1.209\t-1.091\t-0.606\t-1.352\t2.796\n0\t0.533\t-0.835\t0.526\t0.774\t0.936\t-0.083\t1.015\t-0.608\t0.374\t0.048\t-1.175\t-1.830\t-0.299\t-0.295\t-0.270\t1.050\t1.376\t0.657\t0.587\t-0.080\t0.177\t0.430\t0.140\t0.593\t0.046\t-0.495\t0.261\t-0.236\n0\t-0.230\t-0.186\t0.756\t-0.628\t1.342\t-1.234\t-0.323\t-0.116\t2.330\t-0.917\t0.080\t0.028\t1.131\t-0.452\t0.652\t0.754\t0.832\t0.084\t0.082\t-1.160\t0.302\t-0.346\t-0.933\t-0.287\t-1.440\t-0.610\t-0.699\t1.458\n4\t-1.447\t-0.126\t1.313\t-0.610\t-0.103\t-2.325\t0.689\t0.373\t1.805\t-0.882\t-0.703\t1.230\t-0.031\t0.821\t-1.263\t-1.841\t-1.739\t-0.652\t0.601\t0.210\t2.426\t-0.685\t1.233\t-0.014\t-0.093\t-1.574\t2.159\t1.500\n4\t-0.240\t-0.607\t-0.478\t-0.270\t1.712\t1.732\t0.903\t-0.072\t2.373\t1.676\t0.074\t-1.328\t1.568\t0.909\t-1.168\t0.961\t2.598\t0.848\t-0.466\t0.855\t0.447\t-0.937\t1.700\t-0.243\t-1.118\t0.014\t0.213\t0.709\n1\t0.290\t0.021\t0.574\t-0.808\t1.277\t-0.104\t-1.633\t-0.795\t0.369\t-0.290\t-0.393\t0.203\t0.359\t-1.230\t1.223\t-0.131\t0.420\t0.097\t-0.410\t0.912\t0.081\t0.073\t-2.489\t0.820\t-0.171\t0.755\t1.645\t0.823\n0\t-0.467\t1.266\t-1.606\t1.283\t-0.347\t0.921\t0.201\t0.850\t-0.118\t0.238\t1.098\t0.096\t1.330\t0.352\t-0.733\t-0.355\t0.888\t-1.240\t0.793\t-0.366\t-1.290\t0.207\t-0.700\t-0.572\t-0.626\t0.115\t-0.390\t0.391\n0\t1.128\t0.595\t-0.842\t1.438\t0.534\t1.028\t0.697\t-0.412\t0.062\t-0.201\t1.991\t0.361\t0.565\t0.031\t-1.257\t-0.909\t-0.054\t-1.795\t-0.601\t0.235\t-0.219\t0.383\t0.735\t-1.183\t0.101\t-0.401\t-0.836\t-0.642\n4\t1.112\t0.857\t-0.575\t1.280\t1.449\t-0.113\t-0.451\t2.260\t0.721\t0.256\t1.364\t0.302\t-0.506\t0.080\t1.039\t-1.992\t-0.288\t1.383\t-0.512\t1.546\t1.415\t-0.066\t-0.569\t-0.287\t2.665\t1.874\t0.125\t-0.608\n3\t0.602\t-1.871\t0.555\t-1.154\t-0.925\t0.492\t-0.970\t-1.110\t-0.003\t-0.613\t-1.630\t0.555\t0.985\t0.905\t-0.898\t0.411\t-0.494\t-1.267\t-0.747\t-2.819\t-1.057\t-1.467\t0.203\t0.291\t-1.690\t0.828\t-0.608\t-1.069\n2\t-1.134\t0.030\t1.340\t-1.625\t0.629\t-1.249\t-0.320\t-0.211\t-1.178\t-0.911\t-0.073\t1.377\t0.481\t-1.639\t0.466\t0.041\t-0.633\t-0.437\t0.498\t-1.572\t-0.647\t-1.145\t-0.799\t0.329\t0.049\t0.671\t-2.254\t-0.270\n1\t0.794\t1.105\t0.694\t-0.954\t0.899\t-0.353\t-0.602\t-0.641\t0.021\t0.570\t-2.021\t-0.731\t-0.461\t1.036\t-0.867\t-0.331\t0.810\t0.040\t1.533\t-0.150\t1.883\t2.063\t0.458\t0.418\t0.559\t0.817\t0.124\t1.169\n1\t-0.208\t-0.247\t-0.593\t-0.309\t-0.486\t0.461\t-1.138\t-0.903\t0.161\t1.771\t0.044\t-1.876\t-0.746\t-1.617\t-0.557\t-0.022\t-0.657\t-2.082\t-1.212\t0.272\t0.137\t-1.688\t-0.202\t1.501\t-0.342\t-0.036\t0.280\t0.398\n0\t-0.616\t-0.836\t-0.747\t-1.576\t-0.323\t0.713\t2.297\t-0.370\t0.032\t-0.452\t-0.633\t-0.688\t0.068\t1.194\t0.152\t-0.173\t0.440\t-0.323\t-0.100\t1.016\t1.180\t-0.585\t0.812\t-0.373\t-1.476\t0.973\t-0.364\t0.680\n3\t-1.512\t0.216\t0.779\t1.071\t-0.878\t1.023\t-0.628\t-0.221\t1.228\t0.069\t-0.221\t-0.107\t-0.323\t0.669\t-1.151\t0.421\t-1.565\t2.314\t1.120\t0.437\t0.217\t-0.919\t0.980\t0.590\t-3.036\t0.446\t0.585\t0.281\n1\t-2.116\t-0.995\t-1.193\t0.975\t-0.097\t0.722\t-0.932\t-0.264\t0.484\t-0.656\t1.293\t0.734\t-0.013\t0.343\t0.160\t1.390\t1.291\t0.734\t0.578\t-1.076\t0.232\t-1.240\t-0.789\t-0.006\t-0.439\t0.032\t1.449\t-0.976\n1\t-0.141\t0.476\t0.034\t0.382\t-0.718\t-0.600\t-0.148\t-1.130\t-0.045\t-0.389\t-0.470\t0.321\t-1.821\t-0.229\t2.317\t-1.086\t1.286\t0.055\t-0.603\t-1.321\t0.140\t1.453\t-0.389\t-0.081\t1.010\t0.341\t-1.572\t0.099\n1\t-0.045\t-0.166\t-0.716\t0.537\t-1.548\t0.776\t0.588\t0.585\t0.138\t1.533\t0.872\t-0.607\t-0.589\t-0.880\t0.551\t-1.000\t1.083\t1.323\t-0.879\t-0.186\t0.017\t0.884\t1.609\t-1.685\t-0.318\t-0.266\t-1.401\t-0.485\n1\t-1.181\t-0.961\t-0.629\t0.946\t-1.369\t0.727\t-0.336\t-0.790\t-0.361\t-1.401\t-1.132\t0.959\t-0.426\t1.000\t0.540\t1.162\t-0.923\t0.949\t0.397\t-0.027\t-1.867\t-0.281\t0.348\t-0.533\t0.266\t-0.176\t-0.693\t1.214\n2\t0.142\t-1.308\t-0.754\t1.553\t0.054\t0.930\t0.232\t1.314\t-1.999\t-0.188\t1.645\t0.956\t1.325\t-0.007\t-0.537\t-1.027\t-1.097\t0.807\t0.513\t-0.067\t0.508\t0.142\t0.962\t0.953\t-1.066\t0.274\t-1.669\t0.133\n2\t1.862\t-0.526\t-0.262\t0.272\t1.219\t-1.212\t-0.288\t1.319\t-0.398\t1.614\t1.748\t-0.284\t-0.133\t0.547\t-0.400\t-0.191\t-0.961\t-0.748\t1.867\t0.432\t-0.636\t0.176\t1.012\t0.713\t1.826\t-0.118\t-0.851\t1.081\n3\t1.989\t0.174\t1.037\t1.322\t-1.623\t0.375\t1.352\t1.083\t0.403\t-0.478\t1.104\t0.101\t0.149\t-1.778\t0.818\t-0.728\t0.003\t-0.098\t0.824\t-1.117\t-0.396\t-0.266\t-1.227\t1.380\t0.049\t-1.544\t-2.234\t0.419\n1\t-0.852\t0.006\t-1.532\t1.150\t-0.205\t1.119\t-0.527\t-0.524\t-0.764\t0.876\t-0.709\t0.645\t-0.382\t-1.976\t-0.570\t-1.179\t0.034\t-1.190\t0.926\t-0.091\t-0.178\t0.656\t0.964\t-0.020\t-0.771\t-1.774\t-0.686\t-0.617\n2\t-0.349\t-1.055\t-0.040\t-0.592\t0.771\t0.673\t-0.923\t-0.002\t0.639\t-0.175\t-0.728\t-1.092\t0.854\t0.903\t-0.208\t0.766\t-2.965\t1.328\t-0.157\t0.142\t-0.321\t1.396\t-1.061\t1.474\t0.396\t0.623\t-0.329\t-1.308\n2\t0.922\t-0.767\t-0.400\t-1.373\t-0.973\t1.262\t-0.278\t-1.386\t-1.947\t-1.472\t-0.803\t0.004\t-0.397\t0.698\t-0.936\t1.226\t-0.136\t0.458\t-0.520\t1.017\t-1.327\t-1.234\t-0.970\t1.176\t-0.237\t-0.948\t-0.196\t0.172\n3\t0.297\t0.732\t1.037\t0.175\t-1.206\t1.447\t1.182\t0.976\t1.368\t0.822\t0.116\t-1.097\t-0.778\t-0.386\t0.779\t1.588\t1.384\t-0.454\t-0.128\t-1.352\t1.668\t-1.455\t-0.174\t1.385\t0.393\t0.566\t0.248\t-1.734\n2\t0.376\t-0.902\t-0.870\t1.125\t-1.189\t1.643\t-0.901\t0.638\t-0.329\t0.603\t-0.544\t-0.163\t0.041\t-1.002\t0.741\t-0.513\t-0.229\t-0.994\t-2.562\t-0.191\t2.413\t0.785\t-0.019\t-0.263\t0.022\t0.547\t-1.181\t1.114\n2\t0.152\t-1.228\t-1.070\t1.224\t0.223\t-1.054\t-0.093\t0.492\t-0.527\t0.207\t1.033\t1.746\t-1.801\t0.907\t0.498\t0.326\t-0.879\t0.436\t-0.520\t0.431\t0.454\t1.263\t0.808\t-1.909\t0.048\t1.319\t-1.477\t-0.121\n0\t0.176\t-0.283\t-0.348\t0.641\t0.315\t-0.685\t0.849\t-1.187\t1.169\t-0.473\t-0.760\t1.035\t-0.425\t-1.462\t-0.090\t1.187\t0.139\t1.081\t-0.430\t0.213\t0.853\t-1.052\t0.483\t-0.324\t0.173\t0.922\t1.879\t-0.850\n3\t-0.789\t1.168\t-0.407\t-0.068\t0.398\t1.190\t1.402\t-1.012\t0.809\t0.205\t0.343\t-1.093\t1.180\t0.522\t-0.768\t-1.735\t-0.237\t0.547\t-1.363\t-2.530\t-0.073\t-0.660\t-1.320\t-0.615\t0.111\t-1.119\t2.009\t0.483\n3\t0.217\t-0.067\t0.596\t-0.811\t-1.116\t-0.373\t0.833\t1.610\t0.032\t0.903\t0.344\t0.536\t-0.400\t1.066\t-0.373\t-2.116\t-0.402\t-1.625\t2.208\t1.034\t0.094\t-0.500\t1.368\t-0.743\t2.233\t-0.592\t0.077\t0.844\n2\t0.059\t-0.762\t0.720\t-0.618\t1.185\t-0.332\t-0.353\t-0.542\t-0.664\t0.674\t1.611\t-0.014\t-0.103\t-0.110\t2.391\t-1.503\t0.600\t-0.657\t1.473\t1.215\t1.239\t-0.027\t-0.143\t-1.036\t0.508\t-0.461\t-1.320\t-1.305\n4\t0.112\t-1.231\t1.697\t0.676\t-0.922\t2.455\t-0.188\t0.241\t-0.287\t1.888\t0.352\t-0.639\t-2.673\t0.655\t1.118\t-0.618\t1.649\t0.496\t-0.847\t-0.706\t-0.740\t-1.405\t0.892\t-1.350\t-0.109\t0.012\t-0.198\t-1.164\n4\t0.829\t-1.931\t1.993\t-0.338\t1.140\t0.960\t0.040\t-0.781\t0.209\t2.124\t-2.291\t1.099\t-0.512\t-2.798\t-1.838\t-1.001\t-1.174\t-0.196\t0.155\t0.745\t0.909\t-0.549\t1.567\t0.773\t1.763\t0.631\t-0.668\t-0.696\n3\t-2.074\t-0.181\t-1.295\t0.991\t-0.628\t-1.132\t2.078\t0.547\t0.878\t-0.417\t-0.913\t0.529\t0.029\t-1.778\t0.891\t-0.407\t-0.898\t0.022\t0.518\t-0.054\t1.689\t-0.178\t-1.285\t-0.104\t-1.698\t0.775\t-1.093\t0.051\n2\t2.175\t0.580\t0.005\t0.102\t1.233\t-1.149\t-0.111\t0.033\t0.373\t-0.730\t-1.990\t0.059\t2.366\t0.427\t-1.166\t-0.495\t-0.268\t1.580\t-0.132\t1.097\t0.198\t0.082\t-1.003\t0.796\t-0.543\t1.126\t0.028\t-0.094\n1\t-0.914\t-2.048\t-1.041\t1.403\t-0.295\t0.274\t-0.274\t0.562\t0.071\t-0.069\t0.614\t-0.466\t0.372\t-0.175\t-0.107\t-0.819\t-0.216\t-0.541\t1.130\t-1.684\t0.889\t-1.744\t0.537\t-0.838\t0.566\t-0.121\t-1.432\t1.359\n1\t1.085\t-1.104\t0.756\t-0.441\t1.488\t0.853\t-0.861\t0.386\t-0.172\t0.084\t-0.040\t1.688\t-0.589\t0.386\t-0.500\t0.051\t0.873\t-0.554\t0.546\t0.200\t0.062\t0.333\t1.494\t-1.614\t1.547\t1.423\t-0.566\t-0.698\n3\t0.404\t-2.413\t1.056\t-1.510\t0.231\t-0.775\t2.143\t1.440\t-0.742\t-0.127\t0.245\t0.863\t0.029\t-1.025\t-0.718\t-0.004\t1.234\t0.428\t-0.773\t0.648\t-0.387\t0.890\t2.527\t-0.359\t0.802\t-0.745\t-0.112\t0.030\n0\t-0.112\t-0.889\t-0.480\t0.095\t0.490\t-0.823\t-0.640\t0.263\t-0.083\t0.146\t-2.614\t-0.295\t0.853\t-0.616\t0.487\t-1.209\t-1.563\t0.418\t-0.054\t-0.336\t0.846\t-0.312\t-0.633\t-0.741\t-0.952\t0.467\t-0.312\t1.143\n3\t0.505\t0.627\t-1.240\t-1.503\t-0.746\t-0.662\t0.753\t-0.615\t-0.856\t-0.612\t1.119\t0.013\t-0.179\t-0.110\t1.292\t-0.749\t1.316\t0.210\t-0.160\t2.501\t-1.056\t-0.354\t-1.232\t0.952\t1.689\t1.670\t1.224\t-0.198\n4\t1.098\t0.743\t-2.316\t-1.302\t-1.799\t0.429\t1.091\t-0.055\t0.126\t-0.980\t1.099\t-0.770\t1.096\t-0.605\t1.623\t-1.411\t-1.051\t1.175\t1.151\t-0.271\t-1.358\t-2.499\t1.397\t0.418\t0.159\t-0.693\t-0.386\t0.865\n2\t0.386\t-0.006\t0.457\t-1.402\t-0.428\t1.177\t-1.347\t1.033\t-0.275\t-1.406\t0.333\t1.497\t-0.508\t0.829\t0.667\t-0.191\t0.938\t0.594\t-1.523\t-1.201\t-0.169\t1.045\t-0.263\t2.006\t0.954\t-0.518\t-1.721\t-0.077\n4\t1.979\t0.176\t1.196\t0.215\t-0.107\t1.369\t-0.875\t-1.851\t0.401\t1.299\t0.546\t-0.062\t-1.102\t0.425\t0.276\t1.632\t0.087\t-2.646\t-0.857\t2.438\t-0.641\t-0.640\t-1.769\t0.019\t0.008\t-0.515\t-0.307\t0.411\n4\t0.290\t2.075\t0.871\t-0.326\t1.201\t-0.408\t-2.038\t-1.008\t-1.871\t-0.352\t0.018\t1.676\t0.327\t-0.219\t0.829\t-2.211\t0.236\t0.771\t-1.479\t1.144\t0.338\t-0.415\t0.633\t2.271\t0.182\t0.248\t-0.459\t-0.850\n1\t0.101\t-0.029\t-0.825\t-0.922\t1.402\t1.362\t0.249\t-0.655\t0.563\t-0.030\t-0.969\t0.439\t2.155\t-0.885\t0.662\t0.601\t1.680\t-1.592\t-0.836\t-0.158\t1.274\t-0.912\t-0.711\t-0.158\t-1.064\t-0.222\t-0.473\t-1.164\n0\t-0.302\t-1.484\t1.278\t-0.061\t-0.193\t0.897\t0.422\t-1.129\t-0.071\t-0.335\t-1.745\t-0.690\t-0.184\t-0.115\t-1.482\t1.152\t-0.102\t0.038\t0.401\t-0.788\t0.456\t-0.367\t-0.897\t0.573\t1.492\t0.725\t0.923\t-0.521\n1\t0.101\t-0.890\t0.902\t-0.044\t0.387\t-1.187\t-0.751\t0.290\t2.094\t0.542\t1.706\t2.161\t-0.202\t1.284\t0.020\t-0.718\t1.292\t-0.003\t-0.215\t1.083\t-0.521\t-0.475\t0.746\t0.659\t0.350\t0.660\t1.389\t-0.679\n2\t-0.400\t-1.840\t-0.711\t0.165\t-1.217\t-1.658\t0.736\t0.181\t0.376\t0.992\t-0.848\t-0.047\t-1.627\t0.421\t1.515\t-0.477\t-0.637\t0.924\t-0.905\t0.100\t-0.441\t-0.017\t-1.234\t-1.868\t0.163\t-1.516\t0.361\t0.717\n0\t-0.154\t-0.101\t1.205\t0.395\t-0.148\t-0.471\t-0.591\t0.211\t-0.273\t-0.398\t0.285\t1.044\t0.646\t-0.371\t1.618\t-0.626\t-0.520\t0.942\t1.071\t-1.164\t-0.141\t-0.185\t-0.429\t-0.070\t0.420\t-2.105\t0.131\t-0.336\n1\t-0.057\t-0.635\t-1.381\t0.060\t0.804\t-2.269\t-0.568\t-0.210\t1.211\t0.362\t0.830\t0.039\t0.047\t-0.185\t-0.311\t-1.763\t-0.161\t0.754\t-0.631\t-0.752\t1.279\t0.855\t0.552\t-1.537\t0.795\t-1.119\t-1.169\t0.282\n4\t-0.954\t0.541\t0.671\t-0.334\t0.061\t-0.577\t-1.095\t-0.497\t0.074\t-1.475\t-0.424\t0.088\t1.195\t-0.313\t-1.246\t-0.210\t-0.567\t0.552\t-0.338\t-2.711\t3.692\t0.142\t0.089\t-1.541\t-1.465\t-0.092\t0.336\t0.702\n2\t-0.152\t-0.567\t0.764\t-0.045\t-1.319\t-1.931\t-1.129\t2.393\t0.723\t0.189\t-0.182\t-0.247\t1.167\t-0.491\t0.577\t-0.348\t1.940\t0.742\t1.246\t-0.584\t1.058\t-0.313\t0.110\t1.635\t-1.043\t0.203\t0.438\t0.520\n1\t-1.772\t0.509\t-0.627\t-0.856\t-1.667\t-0.313\t1.299\t0.176\t-0.119\t-0.294\t1.447\t-0.210\t-0.933\t-0.243\t0.130\t-0.519\t-2.208\t-0.301\t0.653\t-0.528\t-0.520\t0.867\t0.752\t-0.323\t-0.474\t-1.531\t0.200\t-0.354\n0\t0.789\t-1.029\t-1.090\t0.741\t-0.222\t-0.465\t1.059\t-0.259\t-0.202\t0.556\t0.909\t1.099\t1.024\t-0.131\t0.186\t0.130\t-0.967\t0.051\t-0.507\t-0.925\t0.308\t-0.252\t-0.876\t0.024\t-2.095\t0.963\t-0.770\t0.388\n3\t-0.079\t-0.509\t-2.247\t2.056\t0.028\t0.853\t0.318\t-1.580\t0.269\t-0.265\t0.470\t1.216\t0.516\t-1.182\t-0.401\t-1.025\t-0.282\t-0.516\t0.076\t-1.213\t-0.963\t0.496\t1.346\t1.469\t0.124\t-0.319\t-2.246\t-0.307\n1\t0.126\t0.507\t-0.401\t1.300\t-0.399\t-1.959\t-0.391\t-0.967\t-0.281\t-0.259\t1.197\t0.695\t0.263\t-0.003\t-1.059\t-2.181\t0.113\t0.795\t-0.108\t-0.535\t0.465\t-0.083\t1.686\t1.233\t0.960\t0.758\t-1.290\t0.663\n0\t-0.578\t0.656\t-1.260\t2.005\t-1.379\t0.329\t-0.652\t-0.714\t0.779\t1.321\t-0.280\t0.665\t0.632\t-0.900\t0.503\t-1.223\t0.973\t0.002\t0.565\t-0.655\t-0.186\t0.482\t-0.777\t-0.241\t0.701\t-0.034\t0.033\t-0.925\n0\t-1.496\t-0.918\t1.323\t-0.169\t0.080\t0.759\t0.696\t0.279\t-0.209\t-0.313\t0.858\t0.554\t-0.257\t1.082\t-0.129\t-0.852\t-0.759\t-0.979\t-0.272\t1.234\t-0.805\t0.188\t-0.657\t-0.260\t-1.510\t-0.221\t-0.194\t0.540\n1\t-0.245\t-0.250\t0.073\t-1.181\t0.893\t1.715\t-0.022\t0.316\t-2.115\t-0.435\t-0.696\t-0.858\t-0.658\t-0.558\t-1.455\t-0.487\t-1.042\t0.788\t0.330\t0.332\t0.977\t-0.826\t0.270\t1.070\t-0.896\t-2.029\t-0.691\t0.957\n3\t-1.619\t-0.633\t-1.578\t-0.228\t0.673\t-0.654\t-0.403\t-0.275\t0.141\t0.516\t0.807\t2.256\t0.123\t0.736\t-1.588\t-0.379\t-0.270\t-1.017\t-0.536\t-0.107\t-0.505\t2.602\t0.512\t2.001\t1.493\t-0.639\t0.038\t-0.435\n2\t-1.297\t0.906\t-0.628\t-0.842\t1.023\t-0.883\t0.377\t-0.489\t-2.357\t0.478\t0.126\t-1.910\t-0.699\t-1.807\t0.732\t1.388\t0.849\t0.989\t-0.518\t0.547\t-0.009\t0.185\t0.957\t1.175\t-0.390\t-1.408\t-0.187\t-0.219\n3\t0.020\t-0.667\t-0.106\t-0.971\t0.490\t0.428\t-1.332\t-2.508\t0.872\t0.236\t-0.206\t1.575\t0.287\t0.789\t-0.627\t-1.495\t0.374\t-1.056\t-2.217\t-1.162\t0.564\t-0.438\t-1.360\t-0.735\t-0.676\t1.317\t0.676\t0.390\n0\t0.476\t-1.000\t1.020\t0.141\t-0.357\t-0.783\t-0.655\t-0.257\t-1.027\t0.038\t-0.165\t0.687\t-0.149\t-1.821\t-0.310\t-1.129\t-0.597\t-0.944\t2.090\t-0.340\t0.718\t-0.306\t-0.227\t-0.475\t-0.696\t-0.675\t0.374\t-0.060\n4\t1.631\t-0.971\t-0.742\t-2.817\t-0.644\t-3.084\t0.294\t0.776\t0.442\t-1.521\t-0.066\t0.441\t-0.388\t-1.293\t0.947\t-1.209\t0.473\t0.020\t1.477\t2.302\t-0.568\t-1.179\t0.142\t0.035\t0.613\t-0.759\t-0.756\t-0.094\n1\t-1.219\t0.909\t0.339\t-0.013\t1.883\t-0.726\t-0.848\t1.431\t0.577\t0.642\t-0.553\t-0.539\t-1.136\t0.372\t1.468\t-1.201\t0.761\t0.409\t0.131\t0.683\t-1.070\t0.567\t0.123\t0.268\t-0.127\t1.807\t-0.177\t-0.797\n0\t0.927\t0.522\t-0.385\t0.976\t0.979\t-0.650\t-0.283\t-0.688\t-0.093\t-1.072\t-0.535\t-1.455\t-0.062\t0.373\t-0.858\t0.179\t-1.337\t-1.030\t0.552\t-0.174\t1.216\t-0.042\t0.128\t0.416\t0.124\t0.030\t-0.330\t-2.179\n2\t-1.493\t-0.139\t-0.432\t0.946\t0.675\t-0.233\t-1.047\t1.038\t-0.068\t-1.618\t-1.532\t0.438\t-1.276\t1.860\t-0.937\t-0.000\t0.159\t-0.729\t-2.240\t0.191\t-0.753\t0.117\t-0.122\t0.263\t1.562\t-0.546\t-0.469\t-1.666\n2\t0.651\t-2.390\t0.443\t2.592\t-0.271\t-0.063\t-0.655\t0.059\t1.346\t-1.012\t-0.399\t-1.151\t0.246\t-0.327\t-0.863\t-0.357\t-0.766\t1.034\t-0.793\t0.514\t-0.753\t1.677\t0.525\t0.100\t-0.187\t-0.939\t1.363\t-0.250\n3\t1.181\t-0.947\t-1.957\t-0.111\t0.907\t-0.648\t-0.547\t-1.313\t-1.955\t0.873\t2.214\t1.324\t0.392\t-0.588\t1.205\t0.511\t-1.096\t-1.498\t-1.218\t-0.259\t0.504\t0.618\t-0.686\t0.001\t0.872\t0.268\t-0.727\t-0.956\n4\t0.260\t0.005\t1.902\t-0.453\t0.762\t-0.574\t-0.611\t-2.266\t-2.003\t-1.262\t2.238\t-0.750\t0.311\t0.048\t-1.129\t0.311\t-1.013\t-1.957\t0.076\t1.204\t-0.078\t-0.348\t-2.748\t-1.216\t-0.340\t0.089\t-0.459\t-0.411\n2\t2.834\t1.116\t-0.499\t0.544\t-0.393\t1.015\t-0.814\t1.209\t0.920\t0.643\t2.071\t1.006\t1.022\t1.126\t0.714\t0.464\t-0.677\t-0.664\t0.432\t0.609\t0.018\t-0.482\t-0.136\t-0.053\t0.275\t-0.222\t1.166\t-0.111\n4\t-1.702\t0.174\t1.738\t0.971\t0.376\t1.283\t-0.668\t0.518\t-0.113\t-0.133\t0.191\t1.175\t1.567\t-0.267\t-1.089\t-0.820\t1.948\t1.481\t-1.091\t1.661\t-0.712\t0.665\t-0.712\t2.163\t-0.570\t-1.050\t-0.457\t2.627\n0\t0.878\t0.582\t0.092\t-0.449\t1.515\t0.526\t-0.202\t0.299\t0.267\t0.418\t0.754\t-1.206\t-1.192\t1.196\t-0.742\t-0.220\t0.407\t0.022\t0.145\t-0.586\t1.680\t0.704\t0.042\t2.452\t-0.621\t0.507\t0.191\t0.380\n0\t1.358\t-2.133\t0.191\t-0.370\t0.549\t-0.685\t1.142\t-0.222\t1.451\t0.219\t-1.050\t0.543\t0.418\t-0.107\t-0.748\t0.861\t-0.965\t-0.860\t0.527\t-0.211\t-1.965\t-0.962\t0.406\t-0.270\t-0.101\t0.262\t0.456\t0.116\n3\t-0.226\t0.051\t1.160\t-0.058\t0.325\t1.166\t0.796\t2.464\t0.616\t-0.639\t-1.232\t-0.671\t-0.964\t-0.652\t-1.806\t-2.273\t-1.538\t0.081\t0.095\t0.652\t0.081\t0.483\t-0.986\t0.162\t0.799\t0.462\t-1.870\t0.838\n0\t-1.564\t-0.238\t-0.007\t1.630\t-1.761\t-0.904\t0.219\t0.314\t1.251\t-1.964\t-0.714\t0.843\t-0.062\t0.709\t-0.131\t1.037\t-0.662\t-0.251\t-0.054\t-0.725\t0.116\t-0.436\t0.316\t0.265\t-0.744\t0.550\t0.243\t-0.589\n3\t-0.740\t-0.780\t1.228\t-0.151\t2.143\t1.525\t-1.009\t1.026\t1.047\t-0.360\t0.020\t-0.659\t2.384\t1.616\t-0.291\t1.562\t-0.445\t0.951\t0.256\t-0.089\t-1.019\t-0.581\t0.609\t0.070\t-0.333\t1.455\t0.129\t0.002\n3\t-0.896\t0.757\t-1.201\t-0.838\t-0.115\t-0.553\t0.890\t0.286\t1.766\t-0.247\t-0.122\t1.210\t-0.091\t1.494\t0.541\t-2.353\t1.178\t0.913\t0.951\t-1.911\t-0.663\t-0.589\t-0.841\t1.742\t-0.012\t-0.037\t0.552\t0.569\n1\t-1.509\t1.359\t1.080\t0.739\t0.551\t1.248\t-0.242\t0.423\t-0.812\t-0.153\t0.450\t-3.081\t-0.620\t0.165\t-0.078\t-0.452\t0.589\t-0.708\t-1.222\t1.184\t1.043\t-0.599\t-0.069\t0.846\t0.044\t0.530\t0.476\t-0.319\n3\t2.120\t-0.741\t2.208\t-0.895\t1.247\t0.402\t-1.467\t1.028\t0.760\t0.714\t-0.213\t0.025\t-0.569\t-0.785\t-0.551\t-0.810\t0.327\t0.818\t0.376\t1.009\t0.008\t1.147\t0.593\t-2.365\t0.893\t-1.440\t1.112\t-0.104\n4\t-0.927\t-1.549\t1.460\t-0.699\t-0.926\t-0.418\t-0.278\t1.639\t-0.328\t2.633\t0.064\t2.057\t0.894\t0.361\t1.578\t1.122\t0.635\t2.318\t-0.498\t-0.995\t-0.676\t1.752\t1.451\t-0.525\t-2.355\t-0.206\t-1.013\t-0.494\n1\t-1.791\t-0.517\t-0.982\t-0.526\t-1.470\t0.810\t-0.326\t-0.801\t-0.168\t2.020\t-0.146\t-0.689\t0.060\t-1.584\t-0.083\t2.001\t-0.487\t0.274\t0.745\t0.212\t0.951\t0.189\t-0.006\t-0.486\t0.009\t0.143\t-0.399\t0.662\n0\t0.618\t1.222\t-0.384\t-0.135\t-0.163\t0.181\t-0.038\t0.768\t1.233\t-0.814\t-0.309\t0.902\t-1.422\t-1.971\t0.226\t0.496\t-0.722\t-0.579\t-0.760\t-0.867\t0.693\t-1.180\t-0.266\t-0.905\t-1.455\t0.870\t-0.520\t0.188\n4\t1.106\t0.445\t-3.217\t-0.241\t-2.313\t-0.114\t-0.034\t-0.017\t1.970\t0.198\t-0.998\t-0.083\t-0.398\t-1.000\t1.104\t1.073\t-0.026\t1.818\t-0.378\t0.518\t0.321\t0.959\t1.397\t-0.406\t0.263\t1.938\t-1.080\t1.229\n3\t0.294\t1.499\t0.819\t-0.690\t0.515\t0.116\t-1.760\t2.162\t-1.060\t-0.108\t-0.472\t0.117\t0.193\t0.579\t-0.476\t1.082\t-0.679\t-0.532\t-1.720\t0.230\t1.520\t-0.248\t1.765\t-1.090\t-1.358\t1.389\t-0.169\t-0.974\n1\t-0.818\t0.913\t-0.542\t-0.170\t0.291\t-0.977\t-1.282\t-0.013\t-0.371\t0.228\t-1.432\t-0.535\t0.689\t2.946\t0.119\t0.671\t0.488\t0.293\t0.682\t-0.959\t-0.357\t0.250\t-0.966\t0.433\t-1.916\t0.812\t-0.150\t0.694\n4\t1.319\t-1.803\t-1.441\t0.750\t-0.270\t-0.387\t-0.327\t-1.127\t-0.410\t-1.320\t1.309\t0.133\t0.107\t0.667\t2.790\t-1.052\t-1.842\t-0.031\t-1.827\t-0.339\t0.874\t1.528\t-1.566\t-0.943\t0.363\t0.754\t0.811\t1.475\n2\t-0.676\t0.772\t-0.334\t0.529\t-0.721\t0.083\t-0.260\t-0.209\t-0.097\t-0.218\t0.148\t-1.254\t0.221\t0.128\t1.653\t-0.265\t-1.913\t1.138\t1.736\t0.881\t0.687\t-2.028\t-0.716\t0.308\t1.780\t0.494\t-1.278\t-0.286\n4\t1.362\t-1.006\t0.753\t-0.458\t0.147\t1.075\t0.445\t1.387\t1.414\t1.952\t-1.089\t1.981\t-1.547\t0.968\t-0.547\t1.698\t1.040\t0.254\t0.031\t0.960\t0.016\t2.035\t-0.472\t0.384\t1.163\t-1.085\t0.691\t0.569\n4\t-0.244\t1.202\t-0.658\t-0.854\t-0.719\t1.228\t0.367\t-2.580\t1.790\t0.238\t-1.053\t-0.317\t0.396\t-0.186\t-0.856\t-0.013\t-0.537\t-0.982\t-1.080\t-0.302\t-2.726\t-0.299\t1.147\t-0.047\t-0.781\t-1.321\t-1.841\t-1.609\n3\t1.624\t1.720\t1.752\t-0.737\t1.218\t-0.021\t-0.017\t0.821\t-0.354\t-1.666\t0.025\t1.892\t-0.349\t-0.076\t0.395\t-0.366\t-0.199\t0.127\t-0.414\t1.310\t2.118\t0.460\t-0.489\t0.509\t-1.141\t-1.382\t-0.084\t1.261\n2\t-0.310\t-1.038\t-0.118\t-0.541\t0.496\t-0.885\t0.090\t-0.808\t-0.600\t0.297\t0.235\t-0.417\t-0.269\t-1.454\t1.403\t0.687\t0.651\t-1.595\t-0.595\t-0.335\t-1.931\t0.890\t1.454\t2.062\t-1.046\t0.117\t1.323\t-0.254\n0\t0.561\t-0.263\t-0.307\t-0.002\t0.890\t0.039\t-0.051\t-0.556\t-0.389\t0.179\t1.315\t0.238\t-0.814\t-0.301\t1.108\t0.078\t-1.383\t0.434\t-0.644\t-1.149\t0.085\t-0.841\t0.813\t0.090\t1.344\t0.347\t-0.497\t-0.510\n4\t0.642\t-1.133\t-1.387\t0.150\t0.231\t-1.468\t0.621\t-0.020\t-1.000\t-0.214\t0.589\t-1.274\t-1.023\t2.364\t0.606\t-0.010\t-1.982\t-0.967\t0.574\t-2.338\t1.040\t-1.525\t0.861\t1.608\t0.903\t-0.552\t0.402\t0.757\n0\t-0.224\t-1.389\t-0.362\t-1.122\t0.265\t0.901\t0.457\t-0.713\t-0.265\t0.277\t0.329\t1.637\t0.623\t0.148\t0.104\t-0.348\t0.000\t0.717\t-0.707\t0.410\t-0.109\t1.718\t0.295\t0.328\t-0.856\t1.464\t0.507\t1.364\n1\t-1.183\t1.223\t0.498\t0.638\t0.481\t0.763\t1.050\t-0.094\t-1.023\t1.179\t-0.941\t-0.233\t-0.119\t0.415\t0.551\t-0.775\t1.714\t1.451\t0.223\t-0.034\t-0.810\t-0.030\t-0.001\t-1.787\t0.843\t2.241\t-0.439\t0.017\n3\t-0.229\t1.049\t-0.697\t-1.246\t0.422\t1.141\t1.082\t-0.706\t-1.086\t-0.251\t0.026\t-0.019\t-0.578\t1.173\t1.333\t-1.364\t-0.959\t-0.240\t-0.114\t0.484\t-0.385\t-0.217\t-2.356\t1.213\t-1.792\t-1.790\t-1.595\t-0.876\n4\t-1.020\t-1.638\t-0.185\t1.463\t0.747\t-3.842\t0.712\t0.439\t-0.779\t1.223\t-0.175\t1.092\t-0.732\t0.167\t-0.554\t-0.232\t0.523\t0.631\t0.177\t-0.568\t-0.459\t1.270\t0.085\t-0.486\t2.407\t0.596\t-1.170\t-2.378\n2\t0.232\t2.125\t0.131\t1.591\t-0.854\t-0.296\t-1.968\t0.157\t-0.258\t0.409\t-0.167\t1.417\t-0.246\t0.536\t1.628\t1.762\t0.400\t0.142\t0.414\t1.626\t0.100\t0.150\t-0.836\t-0.778\t0.571\t-0.902\t0.321\t-0.285\n2\t-0.824\t0.316\t0.963\t-0.987\t0.717\t0.121\t-1.221\t0.584\t1.062\t-0.196\t0.121\t-0.383\t-2.962\t-0.090\t-0.191\t-0.686\t-1.883\t-0.330\t-0.665\t0.629\t0.273\t-2.327\t-1.190\t0.123\t0.335\t-0.865\t0.909\t0.682\n3\t-0.119\t0.579\t0.166\t-1.124\t-1.639\t-1.085\t-1.360\t-1.910\t0.820\t1.548\t-0.542\t0.507\t1.655\t0.594\t-0.937\t-0.092\t-1.259\t-0.899\t-0.736\t-2.317\t0.014\t-1.763\t-0.095\t0.362\t0.491\t0.199\t0.458\t1.439\n1\t-0.197\t1.042\t0.065\t-0.496\t0.877\t-1.171\t0.995\t-1.058\t-0.933\t0.066\t0.724\t-0.578\t1.014\t2.656\t0.273\t-0.733\t1.149\t0.635\t1.271\t-0.347\t2.013\t0.089\t-0.369\t-0.215\t-1.087\t0.223\t0.083\t-0.568\n1\t0.170\t-1.514\t0.968\t-1.262\t0.771\t0.128\t-0.455\t-1.105\t0.329\t-0.873\t1.208\t1.244\t1.642\t0.281\t-0.404\t-0.297\t-0.370\t0.248\t0.437\t1.232\t0.020\t-1.403\t-0.407\t1.556\t-1.557\t0.739\t-0.391\t-0.883\n3\t-0.547\t-0.165\t-1.186\t-0.241\t0.334\t-0.242\t0.895\t0.031\t1.423\t-0.867\t-0.354\t-1.744\t0.917\t-0.864\t1.509\t-1.860\t-0.687\t1.458\t0.886\t-2.585\t0.392\t-0.897\t0.797\t-0.451\t0.727\t-1.347\t-0.208\t0.322\n0\t-1.213\t-0.046\t-0.538\t-0.188\t-1.289\t0.359\t-0.278\t0.762\t1.036\t0.349\t-0.322\t-0.769\t-0.873\t0.332\t0.518\t-0.135\t-0.013\t-1.386\t0.143\t-0.461\t1.160\t0.322\t-0.304\t0.393\t1.879\t0.872\t-0.570\t0.510\n2\t-1.085\t-2.074\t0.998\t-1.394\t-0.274\t-0.605\t0.535\t-1.654\t-1.956\t1.399\t-1.128\t0.276\t0.204\t-1.160\t0.765\t1.655\t-0.425\t-0.260\t-0.104\t0.768\t0.227\t-0.401\t0.273\t-0.533\t0.102\t0.931\t-0.094\t-0.540\n2\t1.013\t1.950\t1.025\t-0.381\t0.043\t-0.008\t0.127\t-0.290\t0.173\t-2.995\t-0.974\t0.736\t2.031\t0.240\t-0.385\t-1.163\t-0.760\t-0.048\t0.312\t-0.727\t-0.025\t0.533\t0.968\t0.212\t-0.434\t-1.444\t-0.303\t0.827\n2\t0.011\t-0.904\t-2.939\t1.131\t-1.739\t1.571\t-0.008\t-1.300\t-0.420\t1.025\t-0.036\t-0.540\t-0.358\t-0.611\t-0.178\t-1.167\t0.011\t-0.124\t0.537\t-0.263\t-0.402\t-0.759\t0.916\t0.318\t2.079\t0.110\t0.062\t0.648\n0\t-1.348\t-0.116\t-0.681\t-0.833\t0.225\t-0.445\t0.504\t-0.893\t-0.142\t0.287\t0.418\t0.188\t-0.042\t-0.578\t1.588\t0.214\t-1.135\t-1.964\t1.197\t-1.289\t0.186\t-1.194\t0.143\t0.312\t0.801\t-0.091\t-0.088\t-1.068\n3\t1.563\t0.478\t-0.338\t-0.798\t-0.732\t-0.553\t2.151\t1.806\t0.746\t-0.961\t0.893\t-0.239\t-2.153\t0.287\t-0.842\t-0.808\t-0.250\t-0.498\t-0.034\t-0.082\t-1.876\t1.520\t-0.983\t-0.952\t-0.329\t-0.108\t1.459\t0.269\n4\t-0.629\t1.567\t-2.838\t0.109\t-0.503\t0.532\t0.449\t-0.257\t-0.390\t1.944\t0.051\t-0.300\t-0.847\t0.010\t-1.487\t-0.208\t-0.979\t-2.604\t0.324\t-2.780\t-1.020\t0.750\t0.746\t0.253\t-1.254\t-1.223\t0.607\t-0.535\n2\t-0.238\t-0.618\t-1.006\t0.758\t-0.603\t-0.402\t-1.109\t-0.433\t-0.707\t-1.982\t-0.839\t0.746\t1.349\t-0.107\t0.034\t0.286\t1.963\t-1.010\t-1.262\t-0.052\t0.394\t-0.033\t-1.365\t0.885\t-0.138\t0.554\t1.553\t-1.463\n0\t1.321\t-0.682\t1.812\t-0.249\t0.495\t0.126\t-1.801\t0.536\t-0.769\t-0.120\t0.047\t-1.029\t-0.604\t1.256\t-1.317\t0.591\t-0.379\t1.000\t0.706\t-0.695\t0.685\t-0.570\t1.711\t0.120\t-0.338\t-0.420\t-0.356\t-0.293\n4\t-1.573\t1.030\t0.618\t-0.169\t-0.128\t-0.933\t2.291\t1.298\t-0.397\t-1.295\t1.137\t-1.770\t-1.633\t-0.576\t-0.763\t0.285\t1.430\t-0.018\t0.871\t-0.726\t0.683\t1.068\t0.792\t-0.255\t0.019\t-2.338\t-0.354\t1.655\n2\t-1.046\t0.713\t-0.860\t0.144\t1.381\t0.458\t1.402\t-0.708\t1.199\t-1.253\t1.198\t1.214\t-0.577\t0.285\t-1.790\t-0.081\t1.043\t-0.149\t1.073\t0.441\t-0.020\t-0.968\t0.357\t-0.807\t-1.815\t-0.713\t1.615\t-0.683\n0\t0.449\t-0.448\t-1.392\t0.382\t-0.476\t0.581\t-0.320\t0.854\t1.061\t0.923\t1.253\t-0.014\t1.001\t-0.370\t-0.545\t0.083\t1.312\t-0.203\t0.903\t-1.001\t-1.875\t-0.484\t-0.051\t0.996\t-0.231\t1.615\t0.502\t-0.233\n2\t-1.986\t0.697\t-0.366\t1.856\t-0.019\t0.166\t-0.510\t0.129\t0.976\t1.505\t1.028\t-2.374\t-0.594\t-1.045\t0.559\t-0.978\t0.059\t-1.032\t0.733\t0.610\t-0.031\t0.830\t1.084\t0.035\t0.970\t1.461\t0.434\t-0.188\n1\t0.052\t-1.343\t1.561\t0.246\t-0.698\t-0.260\t1.336\t0.452\t0.579\t1.488\t0.954\t1.124\t-0.126\t-2.254\t0.104\t-0.664\t0.789\t-1.770\t0.828\t0.189\t0.354\t0.619\t-0.028\t-0.333\t1.135\t0.593\t0.689\t-0.083\n1\t0.126\t1.087\t1.247\t1.145\t0.303\t0.414\t-0.673\t0.845\t-0.667\t0.681\t0.042\t0.015\t1.001\t0.561\t0.283\t-0.498\t1.602\t0.333\t0.747\t0.081\t-0.694\t0.355\t-0.596\t0.438\t-3.265\t-0.401\t-0.014\t-0.954\n2\t1.974\t-0.521\t0.750\t-0.521\t-0.848\t0.883\t0.832\t-1.565\t0.402\t0.293\t0.421\t0.027\t-1.080\t-0.054\t-1.851\t-0.038\t-0.118\t-1.086\t-0.525\t-1.498\t1.300\t1.435\t0.497\t1.345\t0.005\t0.849\t-0.905\t0.738\n3\t-1.053\t0.506\t-0.042\t-0.480\t-1.039\t2.337\t-3.017\t-0.758\t-0.482\t0.921\t-0.315\t0.182\t-0.441\t1.844\t0.395\t-0.650\t0.704\t-0.247\t1.827\t1.351\t0.294\t-0.237\t-0.635\t0.882\t1.452\t-0.292\t0.449\t0.505\n0\t0.063\t-0.276\t-1.159\t-1.816\t-0.514\t0.898\t1.256\t1.188\t-0.816\t-1.154\t0.497\t0.635\t0.400\t-2.014\t-0.867\t-0.030\t0.487\t0.767\t0.144\t0.331\t0.085\t0.686\t0.313\t0.066\t-0.268\t0.081\t0.485\t0.267\n3\t1.025\t0.870\t1.811\t0.748\t0.478\t-0.911\t-1.481\t0.673\t1.610\t1.635\t-0.586\t-1.198\t-0.214\t-1.771\t-1.239\t0.011\t0.411\t-0.210\t-1.351\t1.388\t-0.115\t0.161\t-0.827\t0.144\t1.541\t-0.517\t0.753\t0.547\n4\t1.929\t-1.464\t0.052\t-1.202\t1.254\t-0.062\t-0.469\t-1.835\t1.576\t-1.328\t0.487\t0.932\t2.174\t-0.551\t-0.855\t-0.427\t-0.588\t-1.884\t1.635\t-0.418\t-0.160\t0.627\t1.386\t-1.161\t0.358\t-1.216\t0.334\t0.292\n2\t-1.201\t0.343\t-0.954\t1.100\t0.908\t0.272\t-1.391\t-0.053\t-0.304\t0.830\t-0.902\t1.155\t0.967\t-1.374\t-0.220\t-0.051\t1.006\t-0.687\t0.208\t1.099\t0.251\t-1.857\t-0.495\t0.904\t0.779\t-2.249\t0.201\t0.946\n2\t-1.453\t-0.255\t-1.187\t-0.255\t-0.440\t-0.673\t-0.097\t-1.062\t0.537\t0.435\t0.066\t0.541\t1.034\t-1.406\t1.608\t1.672\t0.859\t-0.326\t2.127\t1.119\t-1.496\t-0.376\t0.605\t-1.268\t1.103\t-0.196\t-0.987\t-0.176\n4\t0.453\t0.191\t-0.035\t-0.025\t-2.461\t0.149\t-0.636\t-0.370\t-1.590\t0.673\t0.552\t-1.165\t0.179\t1.646\t0.140\t-2.014\t-0.570\t0.127\t2.116\t-1.209\t-0.147\t-1.067\t0.879\t-0.366\t-2.732\t-0.393\t-0.112\t0.388\n4\t0.450\t-0.104\t1.775\t-1.479\t0.140\t0.065\t0.813\t-0.844\t-1.744\t0.157\t0.281\t1.490\t-1.270\t1.155\t2.367\t-0.378\t-1.291\t-0.407\t0.014\t0.564\t-0.591\t1.555\t-1.115\t-1.739\t1.107\t-2.275\t-0.204\t3.118\n1\t1.375\t-0.497\t-0.059\t-1.379\t-0.190\t-0.503\t1.763\t0.697\t1.719\t1.033\t-0.165\t1.132\t-0.393\t-0.433\t1.030\t-0.730\t-0.131\t-1.592\t0.104\t0.626\t-1.767\t-0.716\t-0.238\t0.892\t0.071\t0.202\t-0.802\t1.326\n1\t0.066\t0.158\t-0.905\t-0.281\t0.239\t0.562\t-0.943\t1.350\t0.250\t0.883\t-1.256\t-0.184\t-1.107\t-0.989\t0.528\t-0.629\t-0.827\t0.747\t-1.195\t2.648\t-0.207\t-1.177\t-0.276\t-0.225\t-1.288\t0.620\t-0.003\t0.364\n2\t-0.563\t2.428\t1.917\t0.137\t-0.229\t0.314\t-0.323\t-0.135\t0.968\t-1.006\t-0.377\t0.339\t-0.721\t0.083\t-0.546\t0.745\t-0.366\t0.708\t-0.872\t-0.800\t1.536\t-1.587\t-0.571\t-0.207\t-1.956\t-0.290\t-2.067\t0.153\n4\t-0.912\t-1.611\t-2.326\t-0.946\t0.396\t0.237\t-1.703\t0.278\t-0.324\t2.522\t-0.555\t-2.098\t1.446\t0.643\t1.430\t-0.386\t2.175\t0.368\t-0.682\t0.484\t-0.981\t-0.634\t-1.400\t-0.448\t0.849\t-0.365\t0.559\t0.607\n1\t0.830\t1.313\t-1.289\t-0.600\t1.346\t0.067\t0.436\t0.070\t0.891\t0.513\t0.106\t-2.102\t0.640\t0.729\t-1.240\t-1.172\t0.518\t0.194\t-1.975\t-0.822\t0.314\t0.677\t-0.584\t-0.147\t-0.879\t1.324\t0.175\t-0.668\n2\t1.404\t0.150\t-0.946\t-1.316\t-2.192\t-0.021\t0.441\t-1.116\t-0.115\t0.523\t-0.816\t-0.033\t0.030\t-2.354\t-1.733\t1.286\t-0.317\t-0.114\t-0.106\t-1.432\t0.377\t0.436\t-1.699\t0.464\t-0.199\t-0.048\t0.470\t0.339\n0\t-0.174\t-0.139\t1.684\t-0.106\t-0.660\t-0.719\t0.979\t-0.580\t-0.853\t0.917\t0.392\t-0.236\t-1.328\t0.554\t0.827\t-0.953\t0.365\t-0.101\t-0.884\t-0.444\t-0.047\t-1.318\t0.571\t-0.710\t-0.670\t0.506\t-0.453\t-0.216\n1\t0.294\t-0.092\t-0.470\t-0.734\t-1.211\t-1.383\t-0.297\t-0.535\t0.121\t-0.559\t-0.107\t-0.222\t-0.676\t1.926\t0.722\t-0.568\t-0.874\t-0.678\t0.872\t0.555\t-0.619\t-0.453\t-2.297\t1.120\t-0.327\t0.616\t-1.477\t0.390\n2\t0.299\t2.767\t0.389\t0.465\t-0.861\t-0.421\t0.499\t-0.289\t0.661\t-0.177\t-0.648\t-1.671\t1.305\t-0.311\t-0.223\t0.860\t-0.596\t1.655\t0.435\t1.202\t0.924\t0.790\t-0.473\t-1.060\t0.973\t-1.547\t-1.284\t-0.245\n2\t-1.216\t0.608\t0.345\t-0.919\t-0.325\t0.307\t0.258\t0.439\t-0.762\t0.358\t-0.048\t0.772\t1.075\t3.029\t1.310\t0.126\t-0.038\t-0.936\t-0.911\t0.272\t0.303\t2.676\t-0.728\t-0.832\t0.250\t-0.504\t0.389\t-0.474\n0\t-0.858\t-0.206\t-1.886\t1.074\t0.448\t0.341\t1.107\t-0.535\t1.381\t0.341\t-1.730\t-0.166\t-0.733\t0.034\t0.516\t-0.974\t-0.541\t-0.489\t0.999\t-0.536\t0.522\t1.355\t-0.341\t-0.242\t-0.155\t-0.676\t0.452\t-1.070\n2\t-2.072\t-0.346\t1.687\t0.364\t-2.169\t-0.216\t0.246\t0.805\t1.376\t1.709\t0.405\t-0.131\t0.081\t0.176\t-1.548\t-0.738\t-0.098\t0.382\t0.438\t-0.158\t-0.928\t-1.006\t0.586\t-0.127\t0.377\t-1.094\t1.389\t0.791\n3\t1.510\t-0.246\t-0.438\t-0.052\t0.636\t0.347\t2.648\t0.454\t-0.465\t-0.561\t-0.393\t-1.502\t0.040\t0.783\t-0.613\t-0.807\t1.516\t-1.426\t-2.068\t-1.153\t-1.540\t0.386\t-0.361\t-0.220\t1.153\t-0.691\t0.775\t1.511\n2\t0.680\t0.541\t-0.283\t-1.292\t0.923\t1.943\t0.238\t1.150\t0.583\t-0.493\t0.730\t-0.188\t0.484\t-0.731\t0.073\t1.049\t1.073\t0.954\t-2.532\t-1.529\t0.250\t0.223\t-0.300\t-1.248\t-0.596\t0.964\t-0.408\t-1.084\n4\t-1.297\t-1.185\t-0.527\t-0.520\t0.496\t1.261\t0.885\t-0.710\t-0.597\t2.480\t-1.513\t0.914\t-0.855\t0.782\t1.184\t0.195\t1.076\t3.318\t-1.350\t1.073\t1.173\t-1.433\t0.369\t-0.151\t0.653\t0.238\t0.858\t-0.869\n2\t-2.333\t-1.771\t-1.126\t-0.592\t-0.007\t-0.518\t-0.047\t-0.496\t-0.005\t0.931\t-0.015\t0.541\t0.714\t-0.158\t-1.791\t0.253\t-0.674\t0.862\t1.366\t-0.258\t0.164\t0.668\t-0.813\t0.009\t-1.548\t1.044\t1.686\t0.100\n2\t-0.061\t-0.565\t0.881\t-1.895\t-1.672\t-0.547\t-1.274\t1.086\t-0.443\t0.877\t1.305\t0.061\t0.327\t1.227\t0.999\t-2.071\t-0.412\t0.513\t0.216\t-0.993\t-1.708\t0.611\t-0.843\t-0.134\t0.145\t-0.163\t-0.932\t-0.083\n2\t0.182\t0.657\t-0.124\t0.085\t0.012\t-0.415\t0.568\t0.847\t-0.044\t-0.492\t-1.083\t0.355\t-1.004\t0.159\t0.131\t1.067\t1.387\t-3.038\t-0.202\t-2.101\t1.162\t-0.023\t1.152\t0.258\t-1.350\t-0.968\t-0.134\t0.570\n1\t1.662\t-0.870\t-1.225\t-0.617\t1.894\t0.161\t-0.105\t0.341\t-0.793\t-1.523\t-0.136\t0.448\t0.849\t0.587\t-1.044\t-1.040\t-0.376\t-0.723\t-0.081\t-1.817\t-0.659\t1.084\t-0.023\t0.124\t1.239\t-0.077\t0.652\t0.557\n1\t0.630\t-1.214\t0.565\t0.920\t1.000\t-0.146\t0.937\t0.491\t0.068\t0.916\t1.744\t0.923\t-0.074\t-0.488\t0.527\t0.154\t1.123\t-0.951\t1.037\t-1.396\t-0.175\t0.583\t-0.112\t0.439\t1.386\t-0.567\t-1.404\t-1.135\n3\t0.450\t0.625\t-0.018\t-1.807\t0.974\t0.650\t-1.372\t-0.087\t-0.302\t1.134\t0.652\t-1.181\t2.047\t-0.004\t0.734\t-0.151\t-0.844\t-0.501\t-1.829\t-1.937\t-0.262\t-0.664\t-0.288\t-0.919\t2.284\t0.344\t0.050\t1.331\n0\t-0.030\t0.525\t-0.336\t0.269\t-1.511\t-0.688\t-0.677\t-0.374\t-0.927\t-0.534\t-1.514\t0.549\t-0.083\t-1.705\t-0.835\t0.337\t-0.543\t-0.697\t-0.075\t0.344\t-1.436\t0.550\t-0.800\t-0.018\t-0.035\t-0.527\t-1.024\t-0.286\n0\t-0.413\t1.117\t0.345\t-0.207\t0.212\t-0.018\t1.596\t0.245\t-0.002\t-0.238\t0.843\t0.708\t-0.274\t-1.156\t-0.902\t-0.184\t1.349\t-0.250\t-0.594\t-1.761\t1.514\t0.569\t0.796\t0.962\t-0.165\t0.085\t1.489\t0.180\n3\t0.640\t-1.408\t-1.617\t0.931\t-0.703\t2.389\t-1.159\t1.216\t1.480\t-0.590\t0.607\t-0.182\t1.005\t-0.618\t0.423\t-0.599\t2.152\t0.954\t-0.149\t1.258\t-0.530\t0.271\t0.012\t0.485\t0.392\t-0.917\t1.080\t-0.771\n4\t-1.351\t-1.753\t-0.436\t-1.709\t-1.127\t0.374\t0.268\t-1.321\t0.150\t1.391\t0.150\t-0.710\t-1.551\t-0.045\t-1.084\t-1.042\t-2.570\t0.390\t-1.536\t0.775\t0.241\t-0.345\t0.492\t1.921\t-1.209\t-0.434\t-2.267\t-0.999\n3\t-0.752\t-0.848\t-0.134\t-0.665\t0.044\t1.792\t1.231\t1.721\t-1.796\t1.841\t-0.399\t0.483\t2.321\t0.146\t-1.520\t-1.755\t-0.001\t-1.153\t-0.263\t0.126\t0.460\t-0.195\t1.441\t-0.061\t0.110\t-0.220\t0.197\t0.400\n3\t-1.590\t1.430\t-1.385\t0.473\t-1.319\t0.298\t0.665\t-0.557\t-1.462\t-0.763\t-0.679\t-0.702\t-3.193\t-1.314\t-0.746\t-0.113\t-0.806\t0.375\t-0.683\t0.506\t1.153\t0.288\t0.628\t-0.736\t0.798\t-1.220\t-0.184\t0.415\n1\t-0.501\t-0.622\t0.417\t0.278\t0.261\t1.170\t-2.581\t1.678\t1.034\t-0.303\t-0.264\t-1.363\t-0.264\t0.410\t0.183\t0.821\t-1.031\t-0.591\t0.150\t2.183\t0.512\t-0.349\t0.894\t0.842\t0.804\t-0.506\t0.531\t-0.065\n3\t0.109\t0.726\t0.481\t0.224\t-0.790\t0.471\t1.882\t1.345\t1.593\t-0.511\t-0.990\t-0.126\t0.056\t1.094\t-1.692\t1.530\t-0.158\t-0.427\t-1.012\t-1.655\t0.823\t0.073\t-1.290\t-1.295\t-0.336\t1.669\t-0.260\t-1.503\n1\t1.527\t-0.538\t0.223\t1.417\t0.267\t1.351\t-0.597\t-0.220\t1.103\t1.192\t0.939\t0.874\t0.211\t-1.131\t-0.615\t-0.898\t1.050\t-1.014\t-2.490\t0.233\t0.104\t0.621\t0.932\t0.010\t-0.391\t-0.041\t0.294\t-0.459\n0\t-0.408\t-1.592\t-1.873\t-0.216\t-0.557\t0.503\t0.525\t0.198\t0.483\t0.618\t0.415\t-0.573\t-0.818\t-0.259\t-0.395\t0.180\t1.000\t-0.330\t0.183\t1.973\t0.329\t0.505\t1.658\t-0.203\t0.645\t-0.855\t-0.360\t-0.356\n3\t0.504\t0.686\t-1.023\t-1.522\t0.503\t-1.273\t-1.414\t-1.539\t1.837\t-0.732\t-0.638\t0.757\t-0.418\t-1.361\t2.314\t0.919\t0.638\t-0.744\t0.454\t-0.906\t-0.530\t0.255\t-0.792\t1.313\t0.613\t0.464\t-1.311\t0.662\n1\t-1.160\t-0.457\t0.417\t0.921\t-0.092\t-1.979\t0.127\t0.294\t0.037\t0.486\t-0.057\t-0.293\t0.624\t0.283\t0.270\t1.031\t0.615\t1.267\t0.138\t2.011\t0.744\t-0.454\t-1.719\t0.125\t1.419\t0.401\t0.807\t-1.676\n2\t-1.335\t1.483\t1.056\t0.998\t0.792\t-0.062\t1.630\t-0.766\t0.721\t0.317\t-1.152\t-0.669\t0.243\t1.006\t1.683\t0.181\t-1.317\t1.410\t-0.827\t-0.171\t0.562\t0.485\t-0.552\t0.196\t-0.150\t1.869\t1.399\t-0.965\n3\t0.165\t0.087\t0.917\t-0.142\t-1.074\t1.039\t-1.290\t-1.236\t-1.106\t-0.646\t-0.086\t0.509\t0.196\t0.770\t0.702\t1.967\t-0.277\t0.654\t1.979\t0.814\t-0.595\t-0.880\t0.996\t0.569\t-0.190\t2.805\t-1.011\t-1.532\n1\t0.005\t1.043\t1.129\t-0.451\t-0.695\t0.535\t0.035\t-0.128\t-1.446\t1.114\t-1.401\t-0.260\t-0.719\t-1.292\t2.563\t-0.357\t-0.019\t1.684\t0.391\t-0.125\t-0.265\t-0.239\t1.238\t0.787\t-0.601\t-0.673\t1.305\t-0.382\n2\t0.562\t0.529\t-1.242\t-0.022\t0.316\t0.306\t1.412\t0.408\t0.069\t0.862\t0.910\t0.064\t1.316\t0.183\t-0.510\t0.931\t-0.708\t1.453\t-0.474\t-0.993\t-0.765\t0.779\t-0.647\t-0.768\t-0.362\t-2.652\t1.255\t-1.449\n4\t1.870\t-0.952\t0.084\t-0.633\t-0.708\t0.333\t0.946\t0.665\t-0.810\t1.227\t0.477\t-2.407\t0.772\t1.160\t0.143\t0.575\t1.895\t-2.561\t0.591\t-0.913\t1.146\t-0.306\t0.385\t-1.607\t0.808\t-1.216\t-0.329\t1.229\n4\t0.292\t-2.512\t-2.517\t1.183\t-0.586\t-1.419\t-2.583\t-1.197\t1.000\t-0.094\t-0.594\t-1.232\t0.235\t0.478\t-0.941\t1.574\t-0.889\t-0.677\t1.592\t-0.064\t-0.435\t0.236\t0.080\t0.666\t-0.993\t-0.194\t-1.463\t0.198\n4\t1.980\t-0.990\t-1.119\t0.324\t1.987\t1.611\t0.938\t-0.047\t0.180\t-2.152\t2.113\t0.783\t2.091\t0.181\t0.566\t1.015\t-2.011\t-0.289\t0.359\t2.066\t1.307\t0.865\t0.209\t-0.128\t-1.223\t0.877\t-0.254\t-0.253\n0\t1.094\t-1.318\t0.548\t-0.899\t0.441\t-1.179\t0.033\t0.127\t-0.092\t0.663\t-0.316\t-0.241\t-0.084\t-0.663\t-0.452\t0.722\t0.769\t-0.784\t0.676\t-1.466\t-0.320\t-1.135\t0.077\t0.007\t1.401\t1.317\t-0.446\t0.048\n0\t0.210\t-1.313\t0.664\t0.457\t-0.183\t0.965\t-1.856\t-0.493\t0.658\t-0.636\t-0.954\t0.366\t-0.932\t0.612\t0.914\t-0.203\t-0.176\t-0.596\t-0.046\t-0.405\t1.264\t1.330\t-0.124\t0.876\t0.478\t-0.896\t-1.145\t-0.402\n4\t-0.362\t-0.442\t-0.028\t2.210\t-0.647\t1.636\t-1.067\t-0.671\t-1.037\t-0.796\t1.246\t-0.017\t-1.703\t-0.860\t-2.341\t-0.170\t-0.122\t-0.349\t1.217\t-1.007\t0.233\t-0.814\t1.075\t-1.640\t-0.612\t1.957\t-0.564\t-1.443\n2\t0.687\t-0.226\t2.316\t1.149\t0.786\t-0.041\t-1.724\t1.829\t-0.465\t0.279\t1.167\t0.285\t0.909\t-1.211\t-0.557\t0.593\t0.042\t0.180\t-1.151\t1.146\t0.351\t0.619\t-0.368\t0.946\t-1.033\t0.378\t-0.664\t-1.284\n0\t0.911\t0.049\t-0.941\t-0.452\t0.346\t0.888\t-1.201\t-0.665\t0.833\t-1.158\t-0.102\t-0.094\t0.877\t0.311\t-0.095\t0.064\t0.212\t0.148\t1.036\t0.756\t0.080\t1.047\t2.265\t0.900\t-0.326\t-1.388\t-0.596\t0.040\n1\t-0.756\t1.524\t0.169\t1.630\t-0.358\t2.062\t-0.448\t-0.661\t0.829\t-0.073\t0.387\t-1.018\t-1.001\t-0.381\t0.358\t-0.778\t1.069\t-0.107\t1.707\t-1.052\t0.342\t0.459\t0.271\t-0.049\t0.847\t-1.236\t0.283\t-0.986\n3\t0.359\t-0.562\t0.331\t-1.285\t2.479\t1.350\t0.957\t0.408\t0.409\t-1.690\t-1.259\t-1.134\t0.058\t-0.282\t0.811\t-0.966\t1.027\t-0.820\t-0.418\t0.895\t0.505\t-1.251\t1.064\t0.089\t-2.142\t-0.843\t-0.410\t-1.169\n1\t0.134\t1.139\t0.716\t-0.938\t-0.126\t-1.408\t1.491\t-0.697\t-0.761\t1.825\t-0.596\t-0.950\t0.659\t-0.009\t-0.894\t0.337\t0.627\t0.863\t0.254\t0.887\t0.847\t-0.463\t1.708\t0.651\t1.395\t-0.139\t0.847\t0.272\n0\t-1.047\t1.037\t-0.268\t-0.206\t0.401\t-1.419\t-0.800\t-1.241\t-0.380\t-0.909\t1.317\t-0.583\t-2.378\t-0.334\t0.807\t1.630\t-0.229\t-0.517\t-0.014\t0.415\t-1.129\t-0.244\t-0.050\t0.046\t-0.145\t-0.936\t0.339\t-0.045\n1\t-0.275\t-0.857\t-0.068\t0.882\t-1.812\t-0.583\t-1.078\t0.023\t1.155\t0.373\t-0.800\t1.546\t1.591\t0.250\t-0.539\t-0.627\t0.038\t-0.099\t-1.280\t-0.184\t-0.532\t0.622\t0.006\t0.599\t0.284\t-1.443\t-1.617\t-0.214\n3\t0.011\t1.259\t-1.666\t0.892\t0.426\t0.256\t-0.243\t1.801\t-0.003\t1.263\t1.921\t-0.706\t-0.141\t-1.557\t-1.076\t0.606\t-0.115\t-0.566\t2.439\t-0.263\t-1.298\t-0.913\t0.173\t0.339\t-0.717\t-0.792\t-0.722\t1.546\n0\t0.462\t0.117\t1.156\t-0.750\t-1.506\t0.169\t0.380\t0.094\t0.021\t-1.069\t-0.139\t-0.348\t1.073\t0.379\t-0.278\t1.724\t-0.269\t0.558\t-0.167\t1.631\t0.087\t0.116\t-0.140\t0.197\t1.200\t0.846\t0.028\t1.701\n2\t-0.089\t-1.084\t0.958\t-0.255\t-0.570\t-0.940\t-0.201\t-0.506\t0.174\t1.413\t0.570\t0.077\t-0.363\t0.733\t-1.010\t-0.489\t-0.159\t-0.726\t-0.156\t-1.718\t0.216\t3.234\t0.353\t0.162\t-1.153\t-0.900\t-0.807\t-1.070\n4\t1.901\t-0.910\t-2.615\t1.521\t-0.147\t-0.905\t0.058\t1.945\t0.658\t0.781\t0.162\t0.477\t1.697\t-0.903\t0.760\t-0.035\t-0.063\t-1.144\t0.421\t0.582\t-0.187\t1.447\t0.083\t-2.123\t0.550\t-1.163\t1.428\t1.876\n4\t0.805\t-1.501\t1.686\t0.376\t-2.044\t1.348\t0.989\t-0.190\t1.396\t-0.639\t-0.130\t2.344\t0.521\t1.084\t0.817\t-1.386\t0.299\t0.207\t1.186\t1.501\t1.290\t-0.473\t-1.437\t0.500\t-0.089\t-1.052\t-0.696\t-0.059\n0\t-0.912\t0.144\t1.080\t-0.256\t-0.734\t0.298\t0.456\t0.877\t1.871\t-0.457\t0.196\t-1.269\t0.666\t0.184\t-0.179\t-0.618\t-0.348\t0.236\t-0.966\t-0.307\t0.017\t-1.540\t-1.051\t-0.660\t1.568\t-0.831\t-0.056\t-1.041\n4\t-0.994\t-1.431\t1.677\t-1.681\t1.154\t0.955\t0.939\t0.510\t0.281\t-0.283\t1.049\t-0.375\t-1.592\t-0.509\t-0.484\t0.650\t0.338\t-1.779\t-2.162\t0.379\t-1.352\t0.459\t-0.797\t-1.271\t2.130\t-0.293\t0.912\t-2.267\n1\t-0.165\t-0.084\t0.694\t-0.988\t-0.169\t0.972\t1.439\t-0.409\t1.791\t1.693\t-0.597\t0.152\t0.634\t-1.002\t-1.131\t0.298\t0.495\t-0.171\t-1.006\t0.707\t-0.185\t0.113\t-1.078\t0.456\t0.096\t-0.412\t-1.772\t1.728\n2\t-0.378\t0.231\t-0.666\t-0.378\t1.440\t-0.517\t-1.064\t0.761\t-2.710\t1.612\t-0.162\t0.092\t-0.802\t0.655\t-0.705\t0.280\t0.869\t1.034\t0.503\t-0.292\t2.400\t-0.629\t0.127\t-1.734\t-0.335\t-0.395\t-0.263\t-0.548\n0\t1.360\t-0.030\t0.272\t1.070\t-0.233\t-0.949\t-0.571\t0.176\t-0.714\t0.473\t-1.355\t-0.243\t0.406\t0.133\t-0.735\t0.735\t0.262\t-2.089\t0.455\t-0.422\t-0.525\t-0.830\t-1.003\t0.207\t0.546\t0.153\t0.949\t0.581\n4\t-0.265\t-2.004\t0.635\t-1.239\t0.060\t0.277\t1.361\t-1.309\t-3.020\t0.184\t1.801\t1.239\t0.210\t-0.492\t0.807\t-0.974\t0.476\t0.505\t1.060\t2.760\t0.392\t-0.509\t-0.026\t-1.769\t-0.695\t-0.409\t-0.524\t0.152\n2\t-0.937\t1.698\t0.168\t-0.723\t1.105\t0.495\t-1.772\t-0.526\t0.279\t-2.160\t0.085\t0.158\t-1.183\t0.271\t0.007\t-1.191\t0.920\t0.838\t-0.290\t-0.199\t0.726\t-0.201\t-1.931\t0.487\t-0.813\t-0.390\t1.458\t-0.134\n2\t-1.432\t0.515\t1.044\t-0.465\t0.351\t0.360\t-1.734\t1.381\t0.530\t0.656\t-0.144\t-2.452\t0.675\t0.364\t-1.054\t0.315\t-0.064\t-0.985\t-0.273\t0.635\t-0.126\t0.225\t-0.093\t1.353\t-1.484\t-1.232\t1.799\t-0.256\n3\t0.811\t0.430\t-0.376\t-1.857\t1.499\t-0.686\t0.358\t-1.917\t-0.011\t0.100\t0.149\t3.014\t-0.631\t0.821\t0.523\t-0.679\t0.806\t-0.164\t0.875\t1.961\t0.151\t-0.281\t1.052\t1.397\t-0.883\t-0.453\t0.675\t-0.132\n2\t-0.505\t-1.825\t1.011\t0.343\t1.738\t-0.640\t-0.795\t-1.165\t0.456\t-0.350\t0.300\t-0.424\t1.439\t1.265\t0.086\t1.053\t-0.132\t-0.046\t-2.164\t0.507\t0.023\t0.880\t0.714\t-0.749\t-0.192\t-0.478\t1.045\t1.573\n1\t-0.672\t0.223\t-1.742\t-0.546\t-1.092\t0.135\t0.994\t0.646\t-2.372\t2.042\t0.295\t-0.776\t0.157\t0.176\t-0.667\t0.198\t-0.607\t-0.404\t-0.686\t-1.433\t0.146\t0.585\t0.515\t0.820\t0.324\t-0.533\t0.840\t-1.358\n3\t-0.114\t-1.202\t-0.502\t-0.488\t-1.248\t-1.492\t-0.587\t-0.392\t2.693\t0.813\t0.868\t-0.384\t2.032\t0.408\t0.490\t0.413\t0.908\t0.270\t0.247\t0.984\t-0.064\t-2.177\t0.281\t-2.063\t-0.346\t0.354\t0.330\t-0.605\n2\t-1.188\t1.483\t-0.612\t1.674\t-0.456\t0.509\t0.611\t0.277\t-1.890\t-1.552\t0.899\t0.383\t-0.383\t1.797\t1.182\t-0.132\t-1.193\t-0.088\t1.090\t-0.486\t0.005\t-0.462\t-1.043\t-1.623\t0.946\t-0.877\t-0.162\t0.484\n0\t0.258\t0.655\t0.975\t-0.455\t0.555\t1.047\t-0.379\t0.005\t-0.767\t-0.493\t-0.350\t-0.904\t-0.063\t0.331\t0.428\t-0.808\t-0.606\t0.851\t-0.609\t0.824\t-0.732\t0.377\t0.752\t-2.650\t0.868\t1.304\t-0.309\t0.346\n2\t0.157\t-0.179\t0.904\t-0.147\t1.473\t1.366\t-0.238\t0.724\t-0.325\t-1.225\t-1.577\t-0.253\t-0.252\t0.188\t0.832\t2.269\t-2.003\t-1.151\t-1.381\t-0.305\t0.799\t-0.182\t0.696\t-0.490\t0.080\t-1.159\t-0.671\t0.650\n1\t-0.052\t-0.477\t-0.652\t-0.658\t1.883\t-0.523\t1.742\t-0.404\t0.688\t1.165\t0.046\t-0.423\t0.709\t-0.410\t-0.169\t0.862\t-0.665\t1.382\t0.372\t-0.011\t0.373\t-1.167\t1.014\t0.406\t2.220\t0.614\t-0.395\t-1.257\n3\t-1.047\t-1.943\t-0.587\t1.184\t0.450\t0.264\t1.040\t1.743\t-1.240\t-2.048\t-0.598\t2.166\t-0.024\t0.294\t-0.291\t0.484\t0.158\t0.056\t-0.043\t0.147\t-1.034\t-0.398\t-0.205\t-0.353\t2.265\t0.265\t0.223\t-0.729\n3\t0.323\t1.249\t0.435\t-1.088\t1.037\t-0.771\t0.573\t-1.157\t-1.662\t-0.273\t1.665\t-0.999\t-1.090\t-0.712\t-1.936\t1.325\t1.874\t-0.173\t-0.761\t-0.479\t-1.014\t0.099\t0.886\t1.708\t-0.777\t-0.895\t0.599\t-0.265\n3\t1.145\t0.254\t-0.112\t0.909\t1.577\t0.596\t-1.580\t-0.768\t1.021\t-0.475\t0.088\t-0.513\t0.870\t0.530\t-0.634\t0.859\t0.915\t0.601\t0.243\t3.705\t-1.410\t-0.284\t0.009\t1.273\t-0.257\t1.150\t-0.562\t0.474\n3\t0.176\t-0.147\t-0.796\t1.451\t-0.525\t-0.300\t0.236\t-1.181\t0.322\t-0.720\t0.803\t2.842\t1.061\t-1.542\t0.304\t-0.600\t0.310\t0.681\t-0.511\t0.556\t0.915\t-0.336\t0.693\t-1.491\t0.852\t2.491\t0.995\t1.167\n3\t0.015\t-0.378\t1.904\t-2.580\t0.867\t-0.144\t0.571\t0.041\t1.281\t0.419\t-1.421\t-1.466\t-0.215\t0.608\t1.307\t-0.669\t-2.211\t0.431\t0.042\t0.143\t-1.101\t1.193\t-0.816\t0.308\t0.276\t0.550\t-0.745\t-0.923\n1\t0.609\t-0.153\t0.863\t1.088\t-1.850\t-0.837\t-0.125\t-1.024\t-0.473\t-1.279\t-0.439\t-0.966\t0.345\t0.902\t0.409\t2.598\t0.939\t0.901\t-0.082\t-0.307\t1.273\t-0.253\t0.035\t-0.172\t0.540\t0.892\t1.064\t-0.304\n1\t0.171\t0.134\t-1.696\t0.359\t1.157\t1.149\t0.668\t-1.129\t0.313\t0.668\t-1.794\t-1.121\t0.888\t0.876\t-1.549\t0.795\t0.095\t0.781\t-0.635\t0.645\t0.844\t-0.351\t0.018\t-0.649\t1.652\t-0.120\t-0.922\t-0.716\n1\t0.112\t1.343\t-0.209\t0.684\t-0.358\t1.509\t0.071\t-1.061\t0.095\t-0.215\t-0.237\t0.394\t-1.556\t-0.188\t1.077\t1.305\t-0.730\t-1.644\t1.504\t-0.910\t-0.424\t-0.822\t-0.080\t-0.594\t0.841\t0.702\t-1.307\t-1.530\n1\t-0.220\t0.658\t0.732\t-0.530\t-0.852\t-1.262\t0.033\t-1.423\t0.099\t1.217\t-0.353\t-0.536\t1.998\t1.510\t-0.765\t0.139\t0.329\t0.204\t1.815\t0.087\t0.237\t0.689\t1.190\t0.937\t0.538\t-1.559\t-0.488\t0.819\n0\t-0.573\t-0.401\t1.911\t0.767\t-0.245\t0.107\t-0.329\t0.170\t0.177\t-0.629\t0.367\t0.192\t-0.549\t0.819\t-0.630\t-0.972\t0.807\t-0.948\t0.542\t1.795\t1.084\t-0.518\t-0.647\t0.946\t0.228\t-1.629\t0.657\t-0.223\n0\t1.417\t-0.946\t-0.144\t1.507\t-0.278\t1.987\t-0.234\t-0.694\t-0.039\t0.260\t-0.412\t0.398\t-0.149\t1.269\t0.508\t0.011\t-0.317\t0.803\t0.031\t-0.452\t-0.723\t0.699\t-0.472\t-0.300\t0.553\t1.071\t0.595\t0.853\n4\t-0.956\t1.417\t-1.215\t0.139\t0.299\t-1.222\t-0.435\t0.389\t-1.961\t1.884\t0.064\t-1.362\t-1.095\t1.005\t0.676\t0.440\t-0.755\t0.058\t0.032\t0.232\t1.247\t1.297\t-0.923\t-0.359\t0.869\t0.351\t3.291\t0.559\n0\t1.383\t0.015\t0.463\t-0.147\t-0.543\t0.500\t0.183\t-1.691\t1.114\t-1.526\t-0.147\t-0.264\t-0.634\t-0.817\t0.044\t0.047\t-0.137\t-1.350\t-0.521\t-0.389\t-0.635\t0.928\t-1.429\t-0.433\t-1.342\t-1.042\t-0.093\t0.830\n0\t-0.711\t-0.959\t0.158\t0.050\t1.149\t0.148\t0.448\t-1.732\t1.265\t0.000\t-1.714\t0.404\t-0.714\t-0.961\t0.306\t-1.030\t0.542\t-0.382\t-0.098\t0.413\t-1.339\t0.071\t1.433\t0.430\t0.656\t0.508\t-1.540\t0.408\n1\t1.465\t1.485\t1.097\t0.574\t-0.493\t0.313\t-0.427\t0.996\t-0.504\t1.483\t0.014\t-0.154\t-1.619\t-1.228\t1.462\t-0.709\t1.219\t-0.498\t-0.103\t-0.594\t0.821\t0.368\t0.337\t0.432\t-0.398\t0.284\t-1.869\t-0.820\n2\t0.619\t1.128\t-0.136\t0.928\t-0.405\t-0.062\t2.086\t-0.371\t0.540\t-0.389\t0.280\t0.696\t-0.901\t-0.705\t0.568\t0.162\t1.172\t0.270\t1.860\t0.697\t1.879\t1.690\t-0.642\t1.480\t0.940\t0.870\t1.185\t-0.309\n4\t0.338\t-0.034\t-0.532\t-0.270\t1.379\t-2.314\t-1.239\t-0.725\t-1.078\t1.510\t1.258\t0.592\t-0.638\t1.335\t-1.588\t2.142\t-0.685\t-0.262\t-0.429\t-1.073\t1.925\t0.789\t1.215\t-1.224\t0.181\t0.521\t0.271\t-1.160\n3\t-0.072\t-1.414\t-0.792\t-0.547\t-0.823\t-0.937\t0.933\t0.832\t0.930\t-1.188\t0.252\t0.308\t-0.812\t-0.423\t-0.799\t-0.791\t-1.882\t-1.532\t0.082\t-0.439\t1.737\t1.473\t1.129\t1.946\t0.604\t-1.184\t-0.439\t0.728\n1\t-1.376\t1.241\t-0.281\t0.647\t0.538\t0.465\t-1.200\t-0.587\t1.055\t0.508\t-1.081\t0.376\t-1.046\t-1.265\t-0.621\t-0.096\t-1.202\t0.891\t-0.709\t-0.032\t0.448\t1.846\t0.593\t-0.305\t-0.987\t-1.252\t-0.982\t-0.149\n4\t-0.307\t1.518\t1.007\t-2.237\t-0.986\t-0.087\t1.256\t0.244\t-2.537\t-1.173\t0.720\t0.204\t0.135\t1.112\t-0.346\t0.699\t1.642\t0.224\t-0.894\t-0.427\t-0.903\t-2.241\t-0.791\t0.636\t0.009\t1.359\t0.144\t0.884\n4\t-0.635\t-0.963\t-2.385\t-0.181\t1.519\t0.730\t0.228\t-0.734\t0.997\t-0.119\t1.575\t-0.981\t-0.750\t-0.847\t-1.482\t-0.937\t0.103\t-0.712\t-3.856\t1.074\t-1.684\t0.589\t0.031\t2.117\t0.997\t-0.505\t-0.702\t1.503\n1\t-0.261\t-1.709\t-0.438\t-0.393\t0.113\t0.669\t-0.549\t1.058\t0.003\t-2.127\t-0.045\t-0.624\t0.133\t1.047\t-1.172\t-0.166\t1.638\t-0.387\t-0.638\t1.868\t0.501\t1.423\t-0.680\t-0.424\t-0.997\t0.513\t-0.687\t-0.895\n4\t-1.499\t-0.965\t-0.493\t0.475\t-0.768\t0.411\t-0.589\t-0.195\t1.081\t-1.048\t-0.997\t1.590\t-0.130\t-0.686\t-0.295\t0.283\t2.267\t-2.126\t1.038\t-1.407\t-1.292\t0.389\t-0.908\t0.611\t-1.388\t-0.606\t-1.876\t2.408\n2\t1.558\t-2.389\t-0.713\t0.587\t0.058\t-0.051\t-0.356\t-0.916\t0.709\t0.011\t0.801\t-1.565\t0.749\t-1.094\t-2.298\t-1.024\t0.788\t-0.476\t-1.536\t0.330\t0.180\t0.778\t-0.142\t0.218\t-0.450\t-0.410\t0.843\t0.493\n0\t-0.357\t-0.540\t-1.081\t-2.298\t0.428\t-0.037\t0.038\t-0.176\t-0.110\t0.028\t0.069\t1.940\t0.180\t0.259\t-0.880\t0.710\t-1.202\t0.346\t1.330\t0.876\t-0.465\t-0.571\t1.384\t-0.136\t0.463\t0.690\t0.038\t-0.412\n3\t0.113\t0.837\t0.482\t0.443\t-0.814\t0.192\t1.036\t-0.155\t1.744\t-1.136\t0.329\t-0.231\t-1.583\t0.175\t-0.125\t-1.142\t-1.628\t0.193\t0.011\t0.069\t1.026\t0.196\t-0.715\t2.568\t1.822\t-0.202\t0.154\t-2.182\n4\t-0.246\t0.087\t-1.515\t0.318\t0.382\t-0.504\t0.607\t0.873\t1.400\t-1.020\t0.669\t1.338\t-0.351\t1.395\t-0.726\t0.070\t-1.727\t-1.867\t-1.553\t1.419\t-0.776\t-0.773\t0.408\t-0.744\t1.205\t1.864\t-2.222\t0.520\n2\t-0.956\t0.540\t0.498\t0.317\t0.141\t-0.276\t-1.660\t1.740\t0.731\t0.463\t0.513\t1.382\t-1.233\t-1.304\t-1.906\t-0.401\t0.129\t-0.013\t-1.642\t-1.142\t1.813\t-0.262\t-0.333\t0.929\t1.118\t0.296\t0.384\t-1.206\n3\t-0.288\t0.245\t-0.270\t-1.543\t1.594\t0.104\t1.431\t-0.260\t-0.880\t0.269\t-0.216\t-1.178\t1.470\t-0.622\t-1.840\t1.328\t-0.504\t-0.608\t-1.765\t1.741\t-1.289\t0.058\t0.913\t0.422\t-0.060\t-1.702\t-0.810\t0.188\n3\t1.156\t0.110\t-0.264\t1.518\t-1.465\t0.449\t0.652\t0.277\t-0.546\t2.191\t0.724\t-0.925\t-0.635\t-1.820\t-0.160\t2.067\t-1.417\t0.310\t-0.349\t0.320\t0.371\t0.178\t-1.430\t-0.837\t-0.408\t0.115\t1.355\t2.166\n1\t0.961\t-0.009\t1.356\t-0.774\t-1.401\t0.723\t1.170\t0.105\t1.822\t0.508\t0.398\t-0.430\t-1.303\t-0.267\t1.581\t0.191\t-0.391\t-0.905\t0.539\t-1.125\t0.357\t-0.461\t-0.261\t0.642\t-0.950\t0.007\t-1.527\t-0.113\n4\t0.647\t2.138\t0.712\t-0.788\t-1.082\t-0.953\t2.003\t-0.327\t-0.663\t-0.158\t-0.317\t1.568\t-1.014\t1.181\t0.122\t1.207\t1.583\t0.085\t-0.315\t0.066\t-0.095\t-1.657\t1.552\t0.246\t-1.163\t-2.068\t-2.328\t0.770\n0\t0.060\t-0.308\t-1.041\t0.711\t0.091\t-0.962\t-0.519\t0.159\t0.941\t-0.650\t1.300\t0.418\t-0.100\t-0.743\t0.982\t1.013\t0.662\t0.326\t-0.748\t-0.475\t-0.444\t-1.324\t0.392\t-0.078\t0.201\t1.301\t-1.775\t-0.158\n3\t0.189\t-0.731\t1.299\t1.024\t0.346\t-1.395\t1.339\t-1.897\t-1.116\t0.811\t-1.495\t1.378\t1.927\t0.637\t-0.738\t-1.298\t-1.523\t0.301\t0.103\t0.202\t1.400\t0.784\t0.304\t0.096\t-1.020\t0.497\t0.239\t1.085\n4\t-0.279\t-0.479\t3.298\t-1.068\t-1.457\t1.725\t-0.124\t-0.872\t0.822\t-1.389\t1.443\t-0.477\t-0.745\t-1.534\t-1.115\t0.645\t0.207\t-0.616\t-0.627\t-0.011\t-1.562\t-0.384\t-0.432\t-1.240\t0.586\t0.058\t-0.860\t-1.654\n2\t-0.995\t-0.000\t-0.732\t-0.558\t-2.152\t-1.461\t-1.431\t-0.378\t-0.366\t0.351\t0.320\t0.211\t1.322\t-1.096\t-0.669\t1.265\t-0.359\t-0.028\t0.130\t-1.473\t-0.784\t-0.852\t1.366\t-1.311\t-1.061\t0.093\t-1.172\t-0.092\n4\t-3.328\t-0.055\t-0.516\t0.031\t1.068\t-1.072\t0.070\t0.477\t-0.310\t-1.309\t-1.204\t-0.035\t-0.620\t-1.928\t-0.798\t-1.301\t0.748\t-1.484\t1.420\t2.160\t-0.741\t-0.614\t0.944\t1.084\t-0.492\t-0.440\t-0.432\t-0.852\n4\t-0.066\t-2.697\t-0.302\t-0.033\t0.219\t-1.999\t-0.029\t-0.833\t0.221\t0.506\t0.400\t1.404\t2.191\t-1.134\t-0.382\t0.743\t-0.127\t-2.723\t-0.193\t1.234\t-1.395\t0.221\t-1.907\t0.870\t0.242\t-0.568\t-0.418\t-1.499\n4\t-1.153\t-1.687\t-1.794\t-1.355\t-0.709\t1.953\t-0.526\t0.178\t0.400\t0.131\t-0.077\t-1.195\t1.451\t1.807\t-1.683\t-1.024\t-0.280\t-0.965\t0.506\t-0.728\t2.165\t1.191\t0.213\t1.027\t1.106\t-0.564\t-0.816\t0.078\n4\t-1.009\t2.124\t0.286\t-0.405\t-0.788\t1.252\t-1.274\t-0.877\t-0.489\t1.179\t1.185\t-0.255\t2.316\t0.985\t-0.806\t-1.223\t-1.673\t-0.602\t-1.251\t0.093\t-0.808\t-2.776\t0.742\t0.222\t-0.690\t0.911\t0.219\t0.257\n3\t0.191\t-0.115\t1.208\t2.611\t-0.665\t-0.097\t-0.351\t0.733\t1.222\t1.621\t0.767\t2.519\t-0.575\t-0.835\t1.469\t0.123\t-1.376\t-0.316\t0.256\t-0.646\t-1.015\t-0.208\t-1.065\t0.635\t-1.944\t0.090\t0.520\t-0.091\n3\t0.016\t-1.455\t0.291\t2.335\t0.956\t0.376\t-0.236\t-0.756\t3.399\t0.785\t0.035\t-0.221\t-0.878\t1.558\t0.257\t0.589\t-1.212\t0.536\t-0.027\t0.378\t-0.304\t-0.109\t0.504\t-0.940\t-0.987\t-1.762\t0.137\t0.426\n3\t0.970\t0.750\t-0.285\t-1.630\t0.276\t0.550\t-1.621\t-0.386\t0.010\t0.163\t-0.315\t-1.743\t-0.959\t1.068\t-0.994\t-0.542\t-2.019\t0.781\t-0.097\t-1.032\t-0.289\t2.085\t0.291\t1.746\t-1.295\t-0.143\t-1.096\t-0.319\n4\t0.028\t-0.459\t2.166\t-1.280\t-0.205\t0.383\t-0.973\t1.928\t1.949\t-0.858\t-0.592\t2.147\t1.395\t-0.369\t0.431\t-1.387\t2.197\t0.073\t0.586\t-0.935\t-1.136\t0.451\t1.916\t-0.540\t-0.979\t0.305\t1.637\t-0.639\n1\t-0.548\t-1.816\t-0.577\t0.371\t-0.988\t0.069\t-1.047\t-0.774\t-0.705\t0.465\t0.858\t1.838\t0.779\t0.364\t1.775\t0.275\t0.614\t0.956\t0.174\t-0.068\t-0.167\t-0.573\t-0.496\t1.062\t-1.097\t0.138\t-0.024\t-1.425\n3\t-0.159\t1.013\t-0.180\t2.344\t0.134\t1.062\t0.805\t-0.036\t-0.587\t0.332\t0.510\t-0.573\t0.166\t1.236\t2.070\t0.854\t1.863\t-0.629\t0.702\t1.339\t-0.896\t-0.486\t1.738\t-0.975\t-1.341\t1.528\t1.197\t0.432\n3\t-0.973\t-1.352\t-1.540\t-0.089\t-1.279\t1.428\t-0.479\t0.077\t0.075\t-1.175\t0.232\t2.045\t-0.791\t1.247\t-1.447\t0.918\t1.340\t-1.270\t0.373\t-1.584\t-0.188\t-1.171\t0.638\t0.291\t-0.074\t-0.771\t-1.049\t-1.489\n3\t-1.804\t0.331\t0.365\t-0.680\t-1.284\t1.476\t0.491\t-0.229\t-1.137\t-0.822\t1.303\t0.138\t-0.551\t0.510\t-0.814\t1.501\t1.353\t-0.467\t-0.629\t-2.618\t-1.482\t-1.339\t0.135\t-0.326\t-1.345\t-0.281\t0.505\t0.528\n0\t-0.755\t0.179\t0.619\t-0.049\t0.607\t-0.026\t0.088\t0.890\t0.423\t-0.385\t1.347\t-1.041\t0.630\t0.218\t0.424\t-0.949\t-1.236\t0.589\t0.127\t-0.545\t0.039\t0.571\t-0.456\t-1.730\t0.353\t-1.185\t0.295\t-0.590\n4\t1.055\t1.645\t-1.192\t0.077\t1.402\t-0.207\t0.203\t0.217\t2.115\t0.748\t2.071\t1.744\t-0.227\t0.301\t2.052\t-1.142\t0.761\t0.771\t-0.276\t-0.380\t-0.243\t0.702\t1.473\t0.739\t-1.258\t1.506\t1.193\t-0.246\n1\t0.238\t0.564\t1.127\t0.558\t0.317\t-0.574\t-0.660\t0.909\t1.189\t0.783\t-0.845\t0.374\t-1.324\t1.330\t-1.267\t-0.769\t1.495\t0.545\t-0.768\t0.059\t2.110\t-0.179\t-0.202\t-1.111\t-0.125\t-0.013\t0.947\t0.181\n3\t-1.140\t-1.001\t1.445\t-0.834\t-0.214\t-0.182\t0.600\t-1.601\t-1.056\t-0.578\t1.073\t-1.813\t0.578\t0.108\t-0.247\t1.628\t-0.522\t1.421\t-0.708\t-1.906\t0.855\t-1.055\t-0.100\t2.121\t1.534\t-0.535\t-0.600\t1.083\n0\t0.369\t0.284\t1.186\t-0.637\t0.378\t0.003\t-0.443\t0.223\t-0.103\t-1.834\t1.619\t-0.407\t0.866\t-1.734\t-0.385\t-0.177\t0.022\t0.619\t-0.556\t0.323\t0.816\t0.192\t0.312\t0.230\t0.129\t0.033\t-2.162\t1.127\n1\t-1.101\t-1.125\t-0.385\t-0.864\t1.199\t1.749\t-0.401\t0.515\t0.410\t-0.456\t0.618\t0.830\t-1.668\t-1.180\t-0.292\t-0.321\t0.078\t-0.919\t-1.040\t-0.361\t-1.167\t1.196\t1.040\t0.610\t1.020\t-0.429\t-0.439\t0.402\n3\t-0.074\t-0.094\t1.879\t-0.926\t-2.334\t0.317\t1.201\t0.220\t0.502\t0.752\t0.111\t0.556\t0.540\t-1.959\t0.114\t-1.573\t-0.038\t-0.495\t1.034\t0.244\t0.473\t-0.191\t1.052\t-1.597\t-0.896\t1.286\t-0.436\t-2.146\n1\t-0.159\t-0.387\t-0.210\t0.758\t1.632\t-0.192\t0.121\t-0.269\t0.087\t-0.718\t-1.036\t0.325\t0.223\t1.136\t0.049\t-0.047\t0.518\t0.985\t-0.158\t-2.575\t-1.050\t1.070\t1.706\t1.333\t-0.439\t-0.328\t0.740\t0.600\n0\t-1.396\t-0.529\t0.267\t0.070\t0.597\t1.174\t0.474\t-0.802\t0.923\t-0.216\t-0.270\t-0.836\t-0.942\t0.426\t1.036\t-0.254\t2.461\t0.459\t-0.417\t-1.467\t0.397\t0.573\t0.799\t-0.351\t-1.246\t-0.750\t-0.189\t-0.387\n2\t-1.017\t2.042\t-0.275\t-0.105\t-2.178\t-1.347\t0.484\t-0.465\t-1.109\t1.297\t-0.701\t-1.301\t0.040\t-0.815\t-0.816\t-0.061\t-0.644\t-1.667\t0.559\t0.866\t-0.251\t0.620\t-0.369\t-1.910\t0.896\t-0.099\t0.151\t-0.106\n2\t0.426\t-0.518\t-0.045\t0.498\t1.171\t0.908\t-0.791\t0.009\t0.491\t-1.144\t-0.934\t-0.089\t-0.756\t2.427\t-0.605\t0.929\t0.673\t0.490\t-1.048\t0.201\t2.823\t0.313\t-0.085\t-0.428\t-0.864\t0.546\t0.828\t1.208\n0\t-0.714\t-1.471\t1.325\t1.143\t-0.973\t0.204\t-0.195\t-1.024\t-1.411\t0.276\t-0.162\t-0.453\t-0.105\t-0.071\t0.318\t1.219\t0.934\t0.794\t-0.464\t-0.702\t-0.679\t0.884\t0.766\t-1.709\t1.000\t0.260\t0.021\t1.104\n2\t-0.339\t0.806\t0.410\t0.838\t-1.533\t-0.829\t-1.018\t-0.645\t1.484\t-0.612\t-1.007\t-0.547\t-1.130\t-1.651\t0.161\t0.588\t-0.372\t1.000\t-1.402\t-0.847\t-0.496\t1.071\t-0.170\t1.138\t-0.855\t-2.072\t-0.952\t0.370\n1\t0.377\t-1.406\t-1.350\t0.069\t0.869\t0.506\t-1.069\t-0.985\t0.392\t-0.735\t-0.810\t-0.180\t1.855\t-0.444\t-0.246\t-0.061\t1.205\t0.315\t0.134\t0.186\t1.801\t-0.863\t-0.241\t0.285\t0.634\t0.278\t-1.937\t-0.122\n1\t-1.018\t-0.027\t1.335\t1.240\t-0.793\t-0.276\t0.812\t0.089\t0.353\t1.384\t0.218\t-0.594\t1.256\t-0.823\t-0.023\t-0.579\t-1.193\t-0.102\t0.060\t-0.251\t1.000\t-0.760\t0.362\t-1.212\t2.398\t-0.656\t-1.620\t-0.233\n3\t2.605\t0.604\t0.018\t-0.535\t-0.655\t0.051\t-0.931\t0.680\t-0.646\t1.005\t0.983\t-0.055\t0.580\t0.630\t-1.462\t1.732\t-0.256\t0.696\t0.724\t-2.490\t-0.657\t0.840\t0.062\t0.689\t0.092\t1.229\t0.114\t1.424\n2\t0.087\t0.556\t-1.324\t1.355\t-2.221\t-1.315\t-0.270\t-0.593\t0.026\t-0.685\t-0.357\t-0.184\t-0.223\t0.149\t0.896\t-0.754\t1.348\t0.049\t1.261\t-0.343\t-0.866\t0.080\t2.564\t-1.365\t0.677\t0.177\t0.404\t-1.206\n0\t1.479\t-1.234\t-1.205\t-0.943\t-0.635\t-0.713\t1.680\t-0.659\t-0.122\t-1.262\t-0.469\t0.601\t0.680\t0.984\t-0.998\t-0.673\t0.818\t-0.024\t-0.060\t0.590\t0.997\t-0.699\t-0.104\t-0.120\t-0.969\t0.300\t-0.539\t-0.005\n2\t0.700\t-0.553\t0.055\t-1.648\t-1.765\t-0.773\t0.009\t0.458\t0.710\t-0.388\t-0.186\t0.200\t0.016\t0.046\t1.231\t1.607\t-2.058\t0.258\t-0.313\t-0.483\t-0.410\t1.531\t0.445\t1.633\t1.007\t1.473\t0.082\t-0.741\n1\t-1.008\t-0.561\t-0.128\t-0.019\t-0.365\t1.561\t0.010\t0.387\t-0.252\t0.403\t-0.584\t0.486\t-1.379\t-0.291\t0.100\t0.037\t-0.906\t-0.156\t0.995\t-1.812\t0.091\t-0.693\t2.174\t0.369\t1.121\t-0.014\t-1.509\t1.105\n4\t0.384\t0.107\t-0.611\t-2.385\t1.223\t-0.053\t1.388\t-0.950\t2.429\t-0.249\t-0.692\t-0.215\t0.170\t-0.070\t-0.515\t-1.803\t-0.804\t1.074\t-0.880\t-1.717\t-1.055\t-0.089\t-0.759\t-0.280\t-0.798\t1.010\t0.491\t2.218\n3\t1.436\t-1.183\t-1.256\t-1.305\t-0.899\t1.104\t0.560\t-0.545\t-0.011\t1.404\t1.908\t0.259\t-2.659\t0.297\t0.935\t0.225\t0.727\t0.357\t-1.235\t-0.886\t-0.321\t1.065\t-0.766\t0.456\t0.304\t1.586\t-0.042\t-1.755\n1\t0.026\t1.166\t0.768\t-0.269\t0.599\t0.235\t-2.036\t-0.328\t0.496\t0.877\t-0.258\t0.288\t-1.332\t0.781\t1.344\t0.671\t0.591\t0.767\t1.523\t1.645\t-0.635\t0.507\t-0.375\t1.128\t0.085\t0.522\t-0.447\t0.915\n1\t-0.268\t0.554\t-0.131\t-0.076\t2.577\t0.679\t0.666\t-0.406\t0.197\t-0.097\t0.486\t-0.480\t-0.904\t2.368\t0.293\t-0.670\t-0.694\t-0.616\t-0.784\t-0.854\t-0.020\t1.436\t-1.896\t-0.731\t-0.796\t-0.341\t-0.570\t0.135\n0\t-0.193\t0.685\t0.031\t0.344\t-0.271\t-0.193\t0.171\t1.944\t0.842\t0.710\t0.205\t-1.332\t1.226\t0.907\t0.366\t-0.044\t0.546\t-0.231\t0.728\t-0.838\t-1.910\t-1.201\t0.141\t-0.302\t-0.148\t-1.296\t0.302\t-1.037\n1\t0.431\t0.693\t-0.240\t0.382\t-0.364\t2.595\t-0.440\t0.644\t-1.124\t1.958\t-0.023\t-0.675\t-1.000\t0.972\t-0.855\t-1.810\t0.528\t-0.105\t-0.379\t1.019\t-0.676\t0.736\t-0.610\t0.026\t0.993\t0.406\t0.519\t0.164\n0\t-1.416\t-0.176\t-0.384\t-0.782\t0.313\t0.110\t-0.410\t0.203\t-0.085\t-0.932\t0.081\t0.601\t-0.221\t2.479\t-0.030\t0.436\t0.208\t0.629\t0.590\t-0.593\t0.251\t-0.296\t-0.569\t-0.184\t-0.200\t1.311\t-0.821\t0.245\n4\t0.989\t-2.519\t-1.170\t-1.060\t0.014\t-0.884\t-0.876\t-0.179\t-0.128\t-1.153\t-1.343\t-0.851\t1.002\t2.637\t1.460\t-0.357\t0.416\t-0.002\t-0.143\t0.110\t0.277\t-1.746\t-0.619\t-0.043\t2.384\t0.637\t1.102\t-0.110\n1\t0.288\t2.355\t0.721\t0.205\t0.238\t0.171\t-1.022\t-0.126\t0.554\t1.873\t0.498\t-0.948\t-0.277\t1.095\t-1.172\t-0.321\t-0.388\t1.192\t-0.584\t1.110\t-0.215\t-0.127\t0.287\t-0.228\t0.679\t-1.999\t-1.306\t-0.087\n2\t2.085\t-0.270\t-0.799\t-0.299\t-0.101\t-0.257\t-0.633\t-0.456\t1.650\t-0.252\t2.146\t1.045\t-0.063\t0.658\t-0.530\t1.066\t1.330\t0.597\t-0.506\t0.595\t-0.696\t-1.385\t0.261\t-1.630\t-0.415\t0.368\t1.564\t-0.639\n4\t-0.153\t-0.242\t-0.372\t1.166\t2.376\t-0.513\t-0.458\t-0.090\t-1.377\t0.528\t0.187\t0.150\t-1.853\t-2.262\t-0.368\t0.662\t-1.778\t0.895\t-0.303\t-0.829\t0.083\t-1.298\t-2.538\t1.206\t-0.049\t-0.721\t-0.578\t-0.775\n3\t-0.061\t-1.194\t-0.611\t-0.204\t0.321\t-0.044\t2.141\t1.402\t-0.209\t-0.469\t-1.687\t1.728\t1.213\t-0.286\t0.471\t1.239\t1.577\t-0.657\t-1.140\t0.882\t0.802\t0.146\t-0.321\t-0.112\t1.437\t0.775\t-1.943\t0.296\n1\t-0.910\t-0.221\t-1.076\t-0.210\t-0.654\t0.315\t-0.145\t0.583\t1.343\t-1.174\t0.145\t-1.584\t0.054\t0.551\t-0.328\t0.392\t0.318\t0.583\t-1.202\t1.086\t-0.320\t-1.653\t-0.918\t-1.259\t-0.536\t-0.860\t-1.531\t-1.672\n2\t-1.117\t-1.013\t-0.162\t-1.801\t0.842\t1.202\t0.480\t-0.186\t-0.285\t0.865\t0.072\t-0.454\t1.313\t-1.324\t-0.394\t0.131\t0.289\t-1.114\t0.797\t-2.467\t2.405\t-0.106\t0.459\t0.529\t0.255\t0.997\t-0.451\t-0.845\n4\t-1.285\t0.731\t2.554\t-0.670\t0.844\t-0.695\t-0.494\t0.345\t-1.254\t0.865\t1.397\t-0.072\t-0.021\t-2.767\t-0.071\t-0.327\t-1.292\t0.969\t-1.676\t0.801\t-0.275\t1.773\t1.808\t0.943\t1.535\t0.363\t1.900\t-0.375\n1\t-1.581\t-1.334\t-0.633\t0.266\t-0.595\t-0.585\t-0.181\t-0.242\t1.487\t0.686\t-0.325\t2.097\t0.492\t-0.969\t0.257\t0.536\t-0.688\t-1.053\t0.086\t-0.360\t1.479\t0.741\t-0.641\t0.426\t1.267\t-1.394\t-1.023\t-0.011\n0\t-1.387\t-0.132\t-0.763\t-0.620\t0.442\t0.631\t-1.134\t-0.460\t-1.775\t-0.551\t0.338\t-0.518\t0.751\t0.973\t1.443\t1.306\t0.766\t0.271\t0.862\t-0.512\t-1.201\t-0.250\t0.967\t-1.274\t0.002\t0.317\t-0.177\t0.885\n2\t0.971\t-1.404\t0.963\t-0.354\t-1.232\t0.579\t0.929\t-0.438\t0.721\t-2.285\t-1.321\t1.292\t-0.224\t-1.862\t-0.699\t-0.923\t-0.166\t-0.371\t0.179\t-0.069\t1.360\t0.425\t0.458\t1.165\t-0.389\t-1.262\t1.207\t0.136\n4\t-0.579\t-0.691\t0.154\t0.685\t0.620\t0.175\t-2.787\t0.492\t0.087\t0.800\t0.806\t-2.492\t0.176\t-2.102\t2.532\t-1.192\t0.879\t0.124\t0.631\t-1.100\t0.120\t1.194\t-0.527\t-0.659\t-0.009\t1.284\t0.670\t0.847\n3\t0.856\t-0.014\t-0.865\t-0.768\t-0.518\t-1.786\t-1.003\t-1.482\t1.346\t0.618\t0.786\t0.589\t0.167\t1.461\t-0.611\t0.107\t0.747\t-1.321\t3.097\t0.029\t0.142\t1.257\t0.915\t0.038\t0.130\t-1.504\t-0.556\t0.517\n1\t-1.403\t-0.948\t-0.295\t1.823\t-1.557\t0.045\t-0.811\t-1.246\t1.644\t-0.546\t-0.138\t0.763\t-0.450\t-1.553\t1.329\t-0.752\t0.430\t-0.427\t-0.055\t0.379\t0.411\t0.321\t-0.567\t-1.190\t-1.423\t0.106\t0.177\t-0.318\n3\t-0.397\t-0.753\t-0.063\t-0.189\t-0.940\t-0.813\t-0.680\t-1.132\t0.098\t0.203\t0.320\t-1.310\t-1.914\t0.304\t0.969\t-2.279\t0.837\t-0.041\t1.968\t0.361\t-2.107\t1.252\t-0.675\t0.300\t0.083\t0.384\t1.541\t0.080\n2\t0.343\t0.466\t-0.765\t0.426\t1.192\t0.706\t0.932\t0.172\t-0.936\t-0.810\t0.320\t0.943\t2.786\t0.982\t-1.170\t-0.767\t2.279\t-0.214\t0.048\t-0.960\t1.565\t0.500\t-0.775\t-0.994\t0.307\t0.044\t0.832\t0.547\n4\t0.784\t-0.064\t-0.196\t0.649\t1.169\t2.807\t-0.063\t2.122\t1.038\t-0.167\t-0.270\t-0.645\t-1.293\t-1.622\t-0.668\t-1.879\t-1.168\t1.875\t0.704\t-0.166\t-0.294\t1.029\t-0.668\t0.830\t-2.047\t0.178\t0.897\t0.249\n0\t0.369\t-0.373\t0.353\t0.151\t0.787\t-0.846\t0.424\t0.081\t-0.217\t1.935\t0.609\t-0.561\t-0.199\t-0.719\t0.008\t0.423\t1.749\t0.235\t-0.116\t-0.051\t0.637\t-0.646\t-0.896\t-0.322\t0.351\t2.259\t-1.524\t-0.298\n4\t0.862\t0.139\t-1.577\t-0.803\t-0.074\t-0.076\t1.973\t-1.386\t0.506\t1.489\t2.271\t-0.404\t0.491\t0.570\t0.195\t-0.099\t0.436\t-2.532\t0.682\t0.126\t-0.222\t2.047\t-0.675\t-0.403\t1.992\t-0.832\t-0.550\t-0.147\n3\t0.222\t0.395\t1.019\t1.150\t-2.231\t0.705\t0.487\t0.296\t0.473\t-0.316\t-2.397\t-0.606\t-1.828\t-1.652\t1.070\t-0.545\t0.269\t0.004\t1.339\t0.075\t-0.598\t1.481\t-0.499\t0.417\t0.498\t-1.242\t0.920\t1.354\n0\t1.219\t1.810\t1.191\t0.662\t-0.448\t0.282\t-1.346\t-0.781\t-0.711\t0.062\t-0.392\t0.262\t0.878\t-0.710\t0.149\t-0.416\t0.190\t0.686\t0.921\t0.670\t0.414\t-1.420\t-1.081\t-0.824\t0.359\t-1.291\t0.338\t0.264\n0\t0.858\t1.557\t-0.407\t0.792\t-0.423\t-1.353\t0.004\t-0.244\t-0.927\t-0.339\t-0.227\t0.279\t1.040\t1.041\t-0.087\t-0.547\t1.340\t-0.100\t-0.597\t0.170\t-1.826\t-0.470\t-0.537\t-0.790\t0.380\t1.078\t1.693\t-0.496\n2\t-1.207\t1.189\t-0.545\t0.682\t0.213\t-0.425\t1.141\t1.175\t0.384\t0.755\t-0.773\t1.613\t-0.064\t0.147\t1.134\t-0.328\t-1.414\t-1.295\t-0.734\t1.301\t1.980\t1.039\t-0.483\t0.125\t-0.357\t-1.442\t-0.685\t-0.890\n0\t0.956\t0.665\t0.920\t0.213\t-0.729\t0.801\t-0.381\t0.694\t-1.255\t-0.356\t-0.691\t0.392\t-0.577\t-0.015\t-0.145\t1.027\t0.471\t0.290\t0.020\t-0.767\t-0.877\t0.277\t-1.414\t-0.038\t0.107\t-1.411\t-0.056\t0.006\n0\t0.903\t-0.487\t1.506\t0.055\t-0.042\t0.552\t-1.634\t-0.228\t0.364\t-0.583\t-0.038\t1.673\t-0.800\t0.802\t-0.625\t0.081\t0.535\t0.825\t0.374\t0.745\t-0.177\t-0.431\t1.034\t-1.840\t-0.403\t-0.248\t0.179\t0.902\n4\t-0.377\t2.924\t-0.463\t0.851\t-0.235\t0.937\t-0.544\t0.256\t0.629\t-0.722\t2.758\t0.681\t-0.226\t-0.697\t0.092\t-1.216\t1.782\t0.431\t-0.088\t1.046\t-0.722\t-1.156\t-0.130\t0.128\t0.531\t-1.476\t-0.456\t-3.083\n2\t0.269\t0.789\t-0.038\t0.333\t0.169\t-0.726\t-0.297\t0.598\t0.023\t-0.517\t1.981\t0.679\t-1.208\t-0.507\t-0.052\t-0.412\t1.879\t1.886\t-0.538\t0.458\t-0.752\t0.937\t-0.058\t0.035\t1.439\t-1.687\t1.763\t0.915\n3\t0.019\t0.002\t0.675\t-0.778\t0.244\t0.480\t0.855\t1.966\t-0.961\t-0.373\t-1.980\t-1.911\t0.462\t0.344\t1.455\t1.580\t-1.471\t-0.673\t0.515\t0.859\t-1.036\t-1.346\t-0.054\t-1.303\t0.285\t0.240\t-0.479\t-1.555\n4\t0.667\t-0.636\t1.217\t-0.537\t-1.843\t-0.463\t1.341\t-1.200\t0.699\t0.226\t1.294\t0.623\t1.111\t1.603\t-0.578\t0.915\t-0.019\t-0.200\t1.899\t2.329\t0.040\t-0.255\t2.273\t-0.076\t-1.003\t0.855\t-0.870\t-1.660\n1\t2.426\t-0.528\t0.623\t1.939\t0.790\t-0.300\t-0.067\t-0.833\t0.882\t0.566\t-0.514\t-1.042\t-1.321\t0.987\t0.120\t0.215\t-0.823\t-1.464\t0.963\t0.042\t0.907\t-0.386\t-0.237\t0.713\t0.732\t0.798\t-0.295\t0.615\n1\t1.554\t0.293\t-0.209\t-0.782\t0.556\t0.522\t0.682\t0.806\t1.451\t-0.828\t2.237\t1.800\t1.717\t-0.206\t-0.714\t0.105\t0.283\t0.857\t-0.164\t0.921\t-0.347\t0.048\t0.723\t0.122\t-0.676\t-0.902\t1.065\t0.496\n2\t0.848\t0.176\t0.035\t0.051\t0.680\t-0.857\t0.426\t-0.921\t1.337\t0.532\t-0.688\t0.081\t-0.854\t1.504\t1.623\t0.696\t1.557\t0.152\t0.764\t1.225\t-0.006\t0.071\t0.934\t0.646\t-0.755\t-2.187\t-0.176\t-2.097\n1\t2.219\t-0.144\t1.857\t-0.253\t-0.224\t-0.247\t-0.207\t-1.074\t1.311\t0.544\t-0.064\t0.199\t-0.864\t-1.341\t-0.853\t-2.299\t-0.423\t-0.915\t0.152\t-0.046\t-0.194\t1.401\t0.024\t0.402\t-0.484\t-0.149\t0.636\t0.449\n0\t-0.162\t1.829\t0.146\t0.806\t0.143\t-1.098\t0.550\t-0.656\t-0.091\t0.305\t-1.941\t-1.610\t0.909\t-0.664\t-0.616\t0.166\t-0.386\t0.418\t-0.051\t0.199\t-0.702\t0.194\t1.105\t-0.568\t0.915\t-0.052\t0.734\t0.129\n1\t0.482\t0.963\t0.198\t-0.478\t0.631\t-0.182\t0.621\t-0.256\t0.065\t0.618\t-1.929\t-1.522\t-0.843\t-0.709\t0.253\t-1.089\t1.371\t-0.668\t0.391\t-0.793\t0.559\t-2.260\t0.555\t-0.345\t0.796\t-0.159\t0.749\t-1.102\n2\t0.863\t-0.828\t1.533\t-0.196\t1.270\t-0.099\t1.038\t1.507\t0.378\t-0.480\t-0.717\t0.457\t0.093\t-0.745\t1.123\t-0.167\t-1.518\t-0.095\t-0.244\t0.535\t-2.784\t-1.689\t1.523\t-0.035\t-0.196\t0.513\t-1.040\t-0.284\n1\t-0.032\t-0.681\t-0.587\t0.518\t-0.650\t0.560\t0.593\t1.534\t-0.481\t-0.325\t-2.313\t-0.943\t-0.956\t0.506\t1.807\t0.581\t0.991\t-0.711\t-1.198\t-0.242\t-0.624\t-0.861\t0.218\t-1.186\t0.826\t-0.399\t-0.045\t0.100\n3\t1.942\t0.979\t0.673\t0.457\t-1.215\t-0.324\t-0.598\t-0.486\t1.593\t-0.766\t1.488\t0.518\t-2.236\t-0.674\t0.267\t-0.475\t-0.831\t-0.166\t-0.092\t-0.359\t-1.838\t-1.577\t-0.694\t0.559\t0.829\t1.200\t1.101\t0.944\n3\t1.925\t1.710\t-0.493\t-0.307\t-0.220\t-0.796\t-0.434\t0.097\t1.314\t2.535\t-0.694\t-2.828\t-0.215\t0.173\t-0.601\t0.322\t-0.800\t-0.249\t0.322\t0.126\t-1.190\t-0.193\t-0.661\t0.989\t0.959\t1.691\t-0.301\t0.211\n4\t-0.677\t-0.181\t-0.461\t-1.232\t1.363\t2.037\t-2.044\t1.801\t-0.037\t0.580\t-1.055\t-0.077\t1.415\t-1.289\t0.651\t1.045\t-0.487\t-1.104\t-0.187\t1.766\t0.731\t1.184\t-2.044\t-0.417\t-0.209\t-1.201\t-0.524\t0.213\n1\t-1.425\t-0.212\t-0.302\t1.587\t0.400\t0.166\t0.837\t0.368\t-0.458\t1.071\t-1.110\t0.323\t-1.548\t0.204\t0.193\t1.676\t-1.565\t-0.601\t0.823\t0.335\t0.180\t-0.956\t-0.591\t1.245\t-0.052\t0.375\t-0.115\t-1.183\n3\t0.946\t-0.448\t0.664\t0.280\t-0.743\t0.763\t-1.078\t1.544\t0.048\t2.189\t0.941\t-0.510\t1.514\t0.297\t0.358\t-0.033\t1.678\t0.315\t1.419\t-0.231\t0.586\t1.517\t1.874\t0.283\t1.272\t0.110\t1.324\t-0.436\n0\t-0.673\t0.345\t-0.075\t-1.138\t-0.773\t0.209\t0.633\t-0.816\t-1.152\t0.366\t-0.719\t-1.060\t-0.697\t1.311\t1.165\t0.970\t1.576\t0.298\t0.168\t-1.103\t-0.227\t0.553\t-0.339\t-0.714\t0.644\t-0.275\t0.149\t0.477\n0\t-0.131\t0.077\t-0.225\t-0.650\t0.169\t0.442\t-1.090\t1.411\t-0.099\t0.019\t0.708\t0.233\t0.953\t0.287\t-0.612\t0.362\t-1.144\t0.109\t-0.033\t-0.208\t-0.129\t-1.882\t-0.549\t0.093\t0.160\t-1.028\t1.266\t-0.866\n0\t0.118\t-0.803\t-0.038\t-0.211\t-0.159\t-0.716\t-0.639\t-1.080\t0.380\t0.571\t-0.771\t1.521\t-0.315\t1.530\t-0.642\t-2.027\t0.402\t0.249\t0.034\t-0.642\t-0.035\t-0.511\t-0.302\t0.842\t0.184\t0.610\t-0.232\t-0.342\n3\t-0.933\t0.591\t-0.694\t-0.394\t0.022\t1.641\t0.657\t-0.773\t0.152\t1.651\t0.615\t-1.598\t-0.915\t-0.992\t1.441\t1.256\t-0.625\t-0.647\t0.045\t0.075\t-0.962\t-0.249\t-1.454\t1.272\t-1.760\t-1.771\t0.435\t-1.237\n2\t-0.496\t-0.363\t-0.288\t-0.657\t1.399\t0.899\t0.110\t1.025\t-1.627\t-1.228\t0.475\t0.736\t0.279\t-1.883\t-1.062\t0.417\t2.426\t1.218\t1.577\t0.340\t0.332\t-1.033\t0.952\t-0.073\t0.693\t0.031\t0.279\t-0.088\n3\t-1.008\t-0.200\t-0.247\t0.452\t0.632\t-0.551\t-1.493\t1.032\t-1.120\t0.271\t-0.132\t0.162\t1.651\t3.038\t-1.633\t0.984\t-0.156\t1.048\t0.957\t1.410\t0.285\t-0.890\t0.928\t0.118\t-0.234\t-0.476\t1.006\t1.603\n0\t-0.652\t-0.370\t0.391\t0.340\t-1.363\t0.691\t-0.004\t0.939\t0.316\t0.386\t-0.395\t0.754\t0.700\t0.258\t0.410\t0.425\t0.056\t-0.883\t-1.061\t-0.526\t1.535\t1.169\t0.906\t-1.749\t0.594\t0.884\t0.343\t0.482\n1\t-0.768\t1.446\t-0.324\t0.502\t2.099\t-0.706\t0.069\t1.054\t0.951\t-0.328\t-0.517\t-0.233\t1.448\t-0.279\t0.078\t-0.427\t0.706\t0.156\t-1.003\t-0.969\t-1.999\t-0.831\t0.794\t1.324\t0.686\t0.555\t-0.127\t0.775\n2\t0.548\t-0.165\t-0.476\t1.358\t0.743\t-0.059\t1.745\t0.980\t-0.805\t-2.260\t0.107\t1.383\t0.611\t1.574\t-0.598\t-0.117\t-0.093\t0.241\t0.767\t1.632\t1.843\t1.667\t0.669\t-0.342\t0.226\t0.655\t0.135\t-0.914\n2\t-0.715\t-0.580\t-0.459\t-1.075\t1.340\t1.163\t-0.401\t-0.315\t-1.123\t-0.161\t0.489\t1.181\t-0.896\t-1.685\t-1.007\t0.556\t-0.044\t0.992\t0.042\t1.616\t-1.586\t-2.490\t1.353\t-0.796\t0.138\t0.134\t0.327\t-0.474\n0\t-0.125\t-1.461\t-0.842\t-0.243\t0.879\t0.425\t-0.270\t-0.759\t0.764\t-0.578\t0.680\t0.518\t1.067\t-0.856\t-0.444\t-0.002\t-0.308\t-0.674\t-0.682\t-1.280\t-0.772\t0.699\t0.891\t0.294\t-0.246\t-0.107\t1.410\t0.855\n3\t-0.638\t1.295\t0.013\t-1.269\t-0.384\t0.128\t0.898\t-0.605\t-0.538\t0.023\t0.873\t-1.369\t0.505\t-0.464\t-0.324\t2.002\t-0.196\t0.755\t0.719\t-1.180\t-1.845\t0.821\t-1.084\t-1.664\t1.026\t-1.019\t-0.773\t1.974\n1\t0.085\t1.021\t-1.641\t-0.444\t-0.822\t-0.779\t-0.823\t0.068\t0.523\t0.348\t0.186\t0.622\t2.380\t0.136\t1.021\t0.964\t1.778\t0.561\t-0.844\t0.305\t0.251\t0.815\t-0.873\t1.266\t0.005\t0.839\t0.310\t0.123\n0\t0.744\t-0.735\t0.948\t1.907\t0.001\t1.312\t0.751\t-1.433\t0.111\t0.501\t0.598\t0.178\t0.165\t0.005\t0.133\t-1.224\t-0.236\t-1.453\t-0.498\t-0.591\t-0.655\t-1.052\t0.269\t-0.318\t-0.420\t-1.408\t-0.298\t1.146\n0\t-0.213\t0.656\t-0.281\t0.521\t-0.135\t-0.720\t-0.397\t-0.168\t0.611\t-0.172\t-1.072\t1.665\t0.311\t1.361\t-1.093\t-0.254\t0.191\t0.658\t-1.887\t-1.858\t-0.661\t0.547\t-0.673\t-0.127\t0.052\t-0.828\t1.464\t-0.795\n0\t-0.802\t-1.046\t-0.213\t-1.311\t0.787\t1.219\t0.584\t1.398\t0.690\t-0.416\t0.112\t0.130\t1.189\t0.087\t-1.090\t-1.330\t-0.184\t0.058\t-1.331\t1.120\t-0.197\t0.895\t-0.848\t0.927\t-1.016\t-0.552\t-0.417\t-0.275\n3\t-0.160\t-1.212\t1.402\t0.924\t1.077\t-1.504\t0.129\t1.078\t-0.947\t-0.072\t-1.099\t0.834\t-0.215\t-0.092\t-1.129\t1.548\t0.051\t0.792\t0.384\t-0.909\t-1.641\t-0.191\t1.106\t-1.970\t1.948\t0.834\t0.191\t-0.116\n2\t-1.434\t0.138\t0.999\t-0.285\t1.723\t-0.434\t-0.901\t2.332\t0.084\t-0.275\t0.094\t0.104\t-0.550\t0.057\t-0.543\t-1.287\t-0.636\t-0.963\t-0.136\t-0.662\t1.771\t0.225\t-2.110\t-1.377\t0.031\t0.578\t0.337\t0.481\n3\t0.688\t0.150\t-0.313\t-0.194\t2.818\t0.980\t0.460\t-0.065\t1.509\t-2.070\t0.790\t0.156\t0.252\t1.271\t1.596\t0.009\t-0.029\t-0.930\t-0.105\t1.544\t-0.320\t-1.879\t-1.018\t-0.446\t-0.744\t0.631\t0.458\t1.040\n1\t-0.645\t-0.804\t-0.420\t-0.248\t-1.660\t-1.236\t-1.270\t-1.312\t0.637\t-0.334\t-0.193\t0.383\t0.823\t0.456\t1.638\t0.040\t0.197\t-0.605\t-1.894\t0.079\t0.864\t-0.742\t-0.511\t0.960\t-0.049\t-0.923\t-0.958\t0.656\n2\t-0.532\t-0.287\t0.670\t-0.031\t1.909\t0.694\t0.629\t-0.050\t0.875\t-0.323\t0.282\t-0.916\t1.039\t0.291\t1.983\t2.392\t0.763\t0.068\t-0.946\t0.905\t0.210\t0.538\t1.730\t-0.824\t-0.924\t-0.236\t0.821\t0.555\n2\t1.024\t0.155\t-1.632\t1.356\t-0.631\t1.269\t-0.334\t-0.201\t0.349\t0.905\t2.179\t-0.401\t-0.167\t-0.895\t-0.834\t-0.200\t1.001\t-0.567\t0.987\t-0.380\t1.109\t-2.467\t-0.634\t1.017\t0.460\t-0.126\t0.311\t0.457\n2\t-0.168\t0.004\t-1.049\t1.751\t-0.746\t-0.655\t-0.738\t0.950\t1.696\t-0.966\t0.840\t0.266\t-0.762\t0.263\t-1.319\t-0.250\t-1.001\t-0.336\t0.069\t1.495\t0.053\t-0.996\t0.016\t-2.074\t0.855\t-0.811\t1.900\t0.914\n1\t-1.796\t0.403\t-0.384\t-0.193\t-2.341\t1.701\t0.105\t1.335\t-1.393\t0.099\t0.408\t0.134\t0.233\t-1.390\t0.317\t-0.843\t-0.618\t0.017\t-0.352\t-0.294\t1.124\t-0.156\t-0.397\t-0.123\t-1.111\t0.163\t0.722\t0.314\n4\t1.299\t-0.527\t-0.463\t-1.881\t-1.667\t-1.910\t1.244\t0.553\t1.595\t-1.348\t-0.239\t-0.346\t-0.088\t-1.320\t0.898\t-1.117\t-0.472\t1.370\t0.211\t0.953\t-0.097\t1.053\t0.465\t-2.077\t-1.555\t-0.985\t-0.069\t-0.972\n4\t-1.469\t1.465\t0.507\t-1.066\t-0.529\t-1.597\t-0.418\t-1.096\t-1.728\t0.563\t-1.731\t-0.922\t0.980\t-1.529\t-1.720\t0.937\t1.754\t-0.317\t-0.120\t0.881\t0.553\t0.649\t1.831\t-0.038\t0.411\t-1.657\t-1.722\t-0.151\n1\t-0.336\t-0.878\t0.838\t1.174\t-0.786\t-0.301\t0.134\t-1.807\t1.725\t0.166\t1.423\t0.430\t-1.912\t-0.619\t-0.448\t-0.604\t0.030\t-0.123\t-0.132\t-1.039\t0.144\t1.100\t-1.152\t0.412\t-0.608\t-0.066\t0.874\t0.019\n3\t-0.692\t0.250\t-0.748\t-0.340\t1.038\t-1.155\t-0.562\t0.418\t-0.319\t0.189\t0.002\t-1.507\t1.399\t-0.099\t1.595\t0.338\t1.317\t1.022\t1.229\t-0.223\t1.787\t-0.472\t0.363\t0.863\t3.172\t1.094\t-0.526\t0.269\n2\t0.662\t1.280\t1.558\t0.940\t-0.623\t-0.499\t1.637\t-0.676\t0.294\t0.852\t0.167\t1.575\t-0.943\t0.749\t-0.122\t1.052\t0.572\t-1.215\t1.448\t0.419\t-1.748\t-0.146\t1.026\t-0.731\t-1.693\t-0.866\t0.579\t-1.088\n4\t0.965\t0.721\t-2.018\t1.323\t0.093\t0.392\t-0.865\t1.275\t-1.186\t0.832\t0.821\t-0.974\t1.983\t0.232\t0.654\t-1.527\t2.118\t-1.225\t1.025\t-0.995\t-0.619\t0.789\t1.028\t-1.271\t1.090\t1.045\t-0.938\t1.599\n0\t-0.113\t-1.565\t0.099\t0.827\t0.663\t0.222\t0.003\t-0.563\t-0.271\t1.153\t0.610\t-0.014\t0.990\t1.523\t0.667\t0.636\t-0.714\t0.753\t0.011\t-0.096\t0.950\t-0.221\t-0.929\t1.144\t0.225\t-0.700\t0.043\t0.376\n1\t-0.297\t-0.997\t-0.065\t0.205\t-1.202\t-1.337\t0.447\t-0.406\t-0.166\t-0.360\t1.521\t1.262\t-1.237\t-0.533\t0.850\t0.602\t-0.041\t-1.138\t-0.683\t-0.517\t0.277\t1.704\t-0.687\t-1.026\t-0.109\t1.032\t-1.447\t1.454\n4\t0.761\t0.080\t1.643\t1.642\t0.725\t-0.234\t-0.480\t-0.523\t1.976\t-0.112\t1.544\t0.717\t-0.941\t0.975\t0.044\t-0.190\t-0.193\t-0.139\t-0.799\t-0.795\t0.360\t0.409\t-0.096\t-3.463\t-0.498\t0.349\t1.409\t1.707\n4\t0.984\t-0.364\t-0.983\t-2.818\t-1.226\t-0.670\t0.815\t-1.026\t-1.649\t-0.577\t-0.529\t0.008\t2.552\t0.323\t0.171\t0.394\t2.191\t-1.755\t1.238\t0.852\t-1.483\t-0.698\t-0.922\t-1.437\t-0.529\t-1.334\t0.543\t1.443\n0\t-1.687\t-0.194\t0.593\t-0.721\t-1.855\t-0.026\t1.199\t-0.722\t-1.368\t-1.602\t-0.713\t0.026\t-0.471\t0.253\t0.108\t0.999\t-0.137\t0.619\t0.041\t0.181\t0.171\t-1.025\t-0.085\t-0.632\t-0.834\t0.395\t0.492\t-0.630\n0\t0.733\t0.773\t0.944\t0.105\t0.718\t-1.601\t-0.300\t1.101\t0.201\t0.330\t-0.887\t-0.889\t-0.499\t0.261\t0.112\t-0.564\t-0.486\t0.031\t-0.362\t0.731\t2.337\t0.124\t-0.334\t-0.358\t-0.409\t-1.158\t1.808\t0.123\n2\t-0.750\t-1.364\t0.517\t0.576\t1.756\t-0.591\t0.366\t-0.254\t-0.146\t-0.631\t0.048\t1.384\t-0.431\t0.405\t-0.596\t-1.463\t-0.156\t1.914\t-0.816\t-0.966\t-0.876\t1.807\t1.105\t0.634\t1.354\t0.907\t-0.108\t-0.450\n2\t0.341\t0.738\t0.987\t1.811\t-0.465\t1.460\t0.117\t-1.095\t-0.650\t0.466\t0.724\t-1.016\t-0.764\t-0.533\t-0.863\t-1.880\t-2.219\t-0.382\t0.252\t0.656\t-1.362\t-1.345\t-0.528\t0.003\t1.009\t0.718\t-0.368\t0.360\n2\t-0.429\t0.211\t-0.968\t-0.742\t0.936\t1.623\t-0.427\t1.513\t-0.429\t-0.441\t-1.418\t0.497\t-0.195\t-0.139\t-0.380\t-0.992\t0.626\t-0.061\t0.808\t-0.944\t0.239\t2.137\t-0.711\t-0.485\t-0.496\t-1.043\t1.658\t-2.304\n4\t-0.068\t0.660\t1.500\t1.932\t-0.498\t-1.090\t-0.926\t-1.176\t3.183\t2.244\t0.217\t-0.827\t-0.062\t0.274\t-1.616\t0.166\t0.577\t-0.706\t-0.143\t0.840\t0.186\t-0.641\t0.158\t1.581\t1.602\t-0.972\t1.502\t-0.147\n2\t-1.449\t2.083\t-0.391\t-0.713\t-1.215\t0.152\t0.036\t-0.120\t1.498\t0.659\t-1.018\t2.074\t-1.515\t-0.116\t-0.730\t0.370\t0.636\t-0.413\t1.050\t0.199\t1.461\t0.929\t-0.471\t1.055\t-0.645\t0.627\t0.526\t-0.517\n4\t0.996\t0.100\t0.586\t-0.360\t1.316\t-1.836\t0.814\t-0.508\t-0.682\t-1.751\t-1.060\t1.464\t-0.763\t1.321\t0.312\t-2.047\t-0.389\t0.006\t0.263\t0.801\t0.784\t-2.185\t1.306\t1.441\t0.617\t0.914\t1.326\t-0.391\n4\t1.662\t-0.149\t-0.488\t-0.833\t1.340\t-0.176\t-2.095\t1.263\t-1.910\t1.245\t0.013\t-1.761\t0.423\t-0.204\t-1.787\t-0.844\t-1.754\t-1.803\t-1.366\t1.352\t1.329\t-2.959\t-1.536\t-0.268\t-0.071\t-0.469\t-0.612\t1.131\n2\t-0.962\t-0.845\t0.791\t-0.057\t-1.602\t1.255\t-0.181\t0.480\t0.602\t-0.834\t-1.230\t-0.967\t-0.195\t0.438\t1.863\t0.898\t-1.965\t-0.153\t-2.275\t0.960\t-0.199\t0.035\t-0.236\t0.076\t-0.686\t0.098\t-0.950\t0.291\n1\t1.394\t0.625\t0.292\t0.779\t1.206\t0.323\t1.106\t0.965\t-1.499\t-1.197\t-1.298\t1.587\t0.012\t0.076\t-0.567\t-1.573\t-0.259\t1.120\t0.629\t-0.843\t0.677\t-0.652\t-0.225\t-0.596\t-1.581\t0.374\t0.682\t0.383\n1\t-0.252\t0.289\t-1.411\t0.240\t-1.594\t-1.306\t-0.505\t1.623\t-0.634\t1.454\t-1.447\t0.017\t-0.337\t0.321\t0.412\t1.011\t-0.285\t0.284\t0.442\t0.072\t0.828\t-0.329\t-0.268\t-0.522\t0.987\t1.528\t-1.818\t1.463\n1\t0.493\t0.185\t-0.858\t0.700\t-0.576\t0.122\t2.560\t-0.096\t1.149\t-0.703\t-0.035\t1.771\t-0.627\t1.812\t0.708\t-0.562\t0.632\t0.973\t0.622\t-1.570\t-0.727\t-0.248\t-0.074\t0.621\t0.178\t-1.335\t0.380\t0.611\n4\t-0.275\t1.188\t-0.540\t1.677\t-0.308\t-1.070\t-1.036\t-0.622\t0.371\t-0.610\t-0.820\t0.890\t-3.211\t-0.430\t-1.334\t-0.869\t0.244\t-0.205\t-0.296\t1.190\t-0.014\t1.806\t0.712\t-0.967\t1.934\t0.278\t1.872\t-0.266\n4\t1.021\t2.088\t-1.586\t-1.880\t1.871\t0.390\t-0.868\t0.535\t-2.636\t0.003\t0.328\t0.924\t-1.014\t0.086\t-0.925\t0.255\t-0.895\t-0.408\t-0.996\t0.651\t0.858\t-0.235\t0.038\t-1.449\t-0.300\t-0.050\t2.621\t-1.112\n0\t-1.467\t-1.898\t-0.165\t0.484\t0.018\t0.235\t-0.434\t0.984\t0.728\t0.126\t0.205\t-0.466\t1.945\t0.808\t-0.103\t-0.173\t-0.390\t-0.299\t0.246\t-1.707\t-0.249\t-0.131\t-0.008\t0.175\t0.032\t0.405\t-0.135\t0.988\n1\t0.929\t0.604\t-0.073\t0.317\t-0.085\t-2.126\t0.460\t-0.616\t-1.377\t0.387\t0.321\t0.981\t-0.261\t0.859\t0.021\t0.345\t0.428\t-1.331\t0.377\t0.104\t-0.271\t0.114\t2.550\t-1.919\t-0.132\t0.812\t-1.246\t0.371\n0\t-0.734\t-0.251\t-0.050\t-1.210\t0.620\t-0.473\t0.992\t-0.460\t0.795\t1.190\t-0.419\t-1.022\t-1.463\t1.269\t0.208\t1.448\t-0.334\t-2.070\t-0.121\t-0.295\t-0.171\t-0.556\t0.686\t-0.994\t0.013\t0.366\t0.470\t1.136\n3\t-0.578\t-0.426\t0.399\t-1.966\t0.975\t0.733\t-1.476\t0.272\t0.370\t-1.016\t-0.521\t-0.483\t-1.998\t-0.686\t0.928\t-0.973\t0.068\t0.415\t-0.931\t1.048\t-0.388\t-0.393\t0.097\t3.511\t0.898\t0.049\t-0.593\t1.174\n1\t0.927\t0.927\t0.084\t1.009\t-1.265\t-0.413\t-0.168\t0.038\t1.764\t-0.846\t-0.617\t-0.462\t0.906\t0.397\t1.819\t-0.165\t0.492\t0.684\t-1.110\t-0.078\t-0.228\t0.677\t2.153\t-0.582\t0.568\t-0.254\t-0.867\t-0.481\n4\t-0.338\t-1.281\t0.195\t0.437\t-0.929\t0.399\t2.083\t-0.038\t-1.041\t0.196\t0.298\t0.496\t-0.284\t-0.123\t-1.048\t0.421\t-1.097\t1.389\t-0.020\t1.311\t0.430\t2.434\t-2.523\t-2.190\t1.252\t-0.968\t0.546\t0.326\n2\t0.661\t-1.601\t0.300\t0.844\t0.550\t-0.391\t-1.249\t0.587\t1.201\t-0.573\t0.507\t1.582\t0.339\t-0.397\t1.041\t-0.738\t-1.298\t0.812\t-0.406\t-0.317\t-0.627\t-0.473\t1.403\t1.662\t1.795\t1.090\t0.466\t-1.432\n3\t0.352\t0.334\t1.343\t0.946\t0.234\t-0.900\t0.341\t-0.266\t2.620\t2.811\t1.067\t0.981\t-0.270\t1.002\t0.672\t-0.594\t0.595\t0.091\t-0.032\t0.669\t1.081\t1.485\t0.328\t-1.673\t-1.046\t-0.149\t-0.530\t0.022\n4\t1.918\t0.496\t0.066\t-0.614\t0.821\t0.298\t0.526\t1.109\t0.379\t1.311\t-1.631\t1.089\t-1.111\t0.026\t-2.254\t-0.005\t0.853\t-0.781\t1.530\t-1.636\t-0.694\t-1.777\t-0.199\t-1.503\t-0.994\t1.737\t-2.292\t-1.182\n4\t-0.969\t-1.585\t1.731\t-1.143\t0.804\t0.680\t0.027\t-0.234\t-0.982\t1.190\t0.736\t2.700\t-0.106\t-0.053\t-1.143\t0.663\t-2.189\t-1.763\t0.218\t0.497\t-0.619\t-1.141\t0.035\t-0.713\t-0.738\t0.499\t2.928\t-0.623\n3\t-0.101\t-0.197\t0.386\t-0.270\t0.811\t1.979\t2.191\t0.097\t0.337\t1.579\t-0.150\t0.679\t-1.135\t-0.311\t1.156\t-0.718\t-0.128\t-1.574\t2.006\t1.263\t0.188\t0.508\t0.396\t1.384\t-0.519\t0.732\t1.077\t1.215\n1\t1.492\t-2.261\t-1.118\t0.025\t-0.701\t-0.159\t-0.891\t-0.400\t-0.432\t0.164\t-0.856\t-0.682\t-0.040\t0.233\t0.468\t0.031\t-0.164\t0.106\t-0.988\t0.464\t-0.546\t0.851\t0.101\t-1.357\t-1.813\t-0.157\t-0.514\t1.622\n1\t1.273\t-0.263\t-0.476\t-0.105\t-1.157\t-1.668\t-0.433\t-0.960\t1.771\t-0.456\t0.456\t-0.628\t1.782\t-0.194\t-1.244\t0.670\t0.259\t1.203\t-0.154\t0.108\t-1.507\t0.835\t0.063\t-0.124\t-0.229\t-0.282\t0.849\t-0.926\n0\t0.141\t0.137\t-1.097\t-1.790\t-0.419\t1.462\t-0.278\t-0.006\t-0.062\t0.991\t-1.186\t0.814\t-0.185\t-0.022\t0.434\t-0.066\t0.289\t-0.621\t1.184\t0.112\t0.999\t0.543\t0.919\t0.922\t0.259\t0.925\t0.429\t2.017\n0\t1.158\t0.916\t-0.665\t-0.803\t-0.600\t-0.445\t0.071\t-0.251\t-0.459\t-0.636\t0.140\t-0.917\t0.730\t0.133\t-1.674\t0.431\t0.670\t1.222\t-0.797\t-0.983\t0.601\t-0.370\t0.385\t0.792\t-0.073\t0.144\t-1.018\t0.373\n2\t1.617\t-1.956\t-0.385\t1.105\t0.214\t-0.236\t1.726\t-0.649\t0.703\t0.556\t-1.210\t-0.253\t0.091\t1.232\t1.791\t-0.285\t0.553\t0.768\t0.460\t-0.746\t0.054\t0.798\t-0.637\t-1.125\t-1.397\t0.230\t-1.787\t-0.796\n0\t-0.788\t0.064\t-0.631\t-0.878\t0.141\t0.864\t0.262\t-0.225\t1.009\t-0.459\t-0.080\t1.170\t-0.431\t-0.541\t0.744\t-0.998\t1.201\t-1.938\t0.075\t-0.651\t0.340\t1.464\t-1.157\t-1.405\t1.150\t-0.230\t-0.083\t-0.266\n4\t-0.620\t0.968\t1.465\t-0.571\t-0.550\t0.899\t0.310\t-1.463\t-0.828\t0.153\t1.956\t0.969\t2.529\t0.027\t-2.371\t2.492\t-0.946\t-1.418\t0.881\t1.418\t1.254\t0.441\t-1.871\t0.352\t1.381\t0.466\t-0.018\t1.037\n3\t1.234\t-0.147\t-0.400\t-1.952\t-0.640\t-0.772\t-0.795\t0.333\t0.122\t-1.361\t-1.298\t-1.300\t1.811\t1.493\t-0.852\t-1.977\t0.128\t0.047\t0.317\t0.741\t0.452\t-1.116\t0.294\t0.854\t-0.724\t0.300\t-0.553\t1.996\n4\t1.116\t-0.885\t-0.449\t2.042\t1.024\t0.422\t1.344\t1.961\t1.518\t1.050\t1.146\t-0.329\t0.196\t0.681\t0.318\t0.503\t-0.141\t-2.731\t0.677\t0.108\t0.127\t2.201\t0.357\t-0.805\t0.688\t0.086\t1.116\t-0.597\n4\t-0.196\t-1.287\t0.465\t-0.401\t1.030\t0.157\t-0.220\t-0.450\t0.091\t1.291\t-0.654\t-0.735\t0.423\t2.051\t1.039\t-1.367\t-0.801\t-0.907\t3.564\t0.378\t1.238\t-1.022\t-0.447\t-0.250\t0.386\t0.889\t1.510\t-0.793\n2\t-1.289\t0.292\t1.588\t-0.413\t-0.839\t-0.645\t-0.771\t0.183\t0.820\t1.690\t-0.994\t-0.675\t1.357\t0.785\t0.235\t0.458\t-0.345\t0.716\t-0.081\t-0.756\t0.207\t1.313\t0.500\t2.378\t-0.052\t-0.159\t-1.403\t1.220\n4\t0.701\t-0.315\t0.352\t-1.365\t0.562\t-1.902\t-2.723\t1.563\t-2.121\t-1.738\t-1.072\t-0.266\t-2.354\t-1.579\t-1.359\t-0.470\t1.742\t0.534\t-0.025\t-0.901\t-0.313\t-0.300\t0.327\t0.182\t-0.271\t0.509\t0.055\t-1.706\n1\t1.018\t1.314\t-0.188\t-0.434\t0.804\t0.128\t0.124\t-2.544\t0.757\t0.624\t-0.005\t0.816\t0.602\t-0.697\t-0.220\t-1.008\t1.462\t0.977\t-0.814\t0.619\t0.279\t-0.686\t0.124\t0.858\t0.940\t2.332\t0.094\t-0.238\n4\t-2.477\t0.501\t1.519\t0.117\t-1.031\t-0.513\t1.770\t0.910\t0.640\t0.356\t-0.661\t-0.201\t-0.078\t0.550\t1.509\t1.118\t-1.419\t0.224\t0.737\t0.619\t-0.629\t2.914\t-1.277\t-1.083\t0.234\t2.117\t-0.836\t-0.266\n2\t0.439\t2.236\t0.096\t1.530\t0.026\t0.452\t-0.553\t-1.885\t-1.827\t-0.084\t-0.237\t-1.180\t-0.277\t0.450\t1.291\t-0.692\t0.393\t1.739\t0.750\t-0.769\t0.101\t0.185\t0.637\t0.039\t0.484\t1.020\t-1.052\t-1.321\n4\t-0.848\t-2.188\t-0.754\t0.939\t-0.536\t0.565\t-0.716\t2.306\t0.458\t2.654\t0.160\t0.365\t0.395\t-1.415\t1.099\t0.997\t1.691\t-0.142\t0.211\t0.095\t1.073\t-1.240\t-1.056\t1.299\t0.049\t-1.519\t-0.289\t0.054\n3\t0.027\t-2.003\t-0.634\t-0.393\t-0.485\t0.932\t1.256\t-2.238\t-0.119\t0.114\t-1.482\t1.253\t0.371\t0.851\t-0.446\t-0.779\t-0.569\t-0.110\t-0.426\t0.906\t2.666\t0.583\t-1.947\t0.155\t-1.188\t-0.408\t-0.036\t-0.259\n4\t-0.349\t-1.257\t-1.692\t0.498\t0.225\t-1.464\t-1.108\t-3.323\t0.249\t-0.919\t0.998\t1.245\t-0.168\t0.572\t-1.489\t-0.506\t0.747\t-0.183\t0.750\t0.879\t0.560\t-1.668\t0.066\t-1.733\t-1.759\t-2.321\t0.713\t1.577\n0\t1.069\t-0.004\t0.185\t-0.248\t0.570\t-0.676\t0.994\t-0.253\t-0.420\t0.022\t-0.591\t0.329\t-0.537\t0.469\t1.216\t-0.719\t-0.131\t0.461\t-0.436\t0.464\t0.555\t1.083\t-0.606\t-0.943\t-0.308\t-0.968\t0.564\t-1.162\n3\t-1.554\t0.902\t-1.505\t0.023\t1.259\t-0.316\t1.020\t0.648\t-0.144\t0.304\t-0.273\t0.375\t-2.331\t0.046\t1.556\t0.405\t1.183\t-0.404\t1.042\t-1.774\t0.984\t-1.010\t-2.000\t-0.120\t-0.470\t0.490\t-1.110\t-0.106\n4\t-1.912\t0.689\t0.315\t0.594\t-0.110\t-0.313\t2.074\t-0.618\t0.022\t2.054\t0.959\t-1.665\t-1.149\t0.999\t0.085\t2.566\t0.200\t0.769\t0.400\t1.293\t2.169\t0.325\t1.584\t0.768\t0.307\t0.077\t-1.235\t1.815\n4\t0.250\t-3.213\t0.795\t1.118\t-0.040\t0.084\t0.074\t-0.784\t0.432\t-0.231\t0.930\t-0.114\t-0.861\t-1.536\t-1.864\t1.313\t-0.458\t0.339\t1.783\t-0.563\t-0.627\t-0.132\t0.029\t1.888\t1.566\t0.621\t1.449\t-0.178\n0\t-0.035\t-0.408\t1.097\t1.802\t-1.705\t-0.934\t1.246\t0.600\t0.437\t0.697\t0.096\t0.481\t-0.325\t-0.228\t-0.095\t-0.407\t0.469\t0.298\t-1.866\t-0.203\t0.021\t1.530\t-0.287\t0.096\t-0.077\t1.322\t-1.195\t-0.785\n1\t-1.865\t-0.035\t-0.847\t0.283\t0.026\t1.300\t-0.749\t-0.036\t0.411\t0.474\t-0.519\t0.643\t1.267\t0.213\t0.717\t-0.403\t-0.986\t1.951\t1.285\t-0.462\t-0.009\t-0.837\t1.132\t0.153\t0.894\t1.189\t-0.151\t-1.410\n3\t-0.082\t-0.367\t0.185\t0.632\t-0.904\t-0.816\t0.650\t-1.707\t-0.584\t3.041\t-0.968\t1.148\t-0.586\t0.509\t0.654\t1.129\t-0.200\t1.989\t-0.589\t0.234\t0.245\t-1.122\t-0.286\t0.162\t-0.432\t2.441\t-0.839\t1.179\n2\t2.376\t-1.338\t-0.731\t-0.012\t0.822\t-0.073\t1.646\t-0.748\t0.004\t0.038\t-1.754\t-0.126\t0.310\t-1.508\t-0.745\t1.819\t-0.749\t0.126\t-0.304\t-0.620\t-1.198\t0.363\t-0.932\t-0.412\t1.231\t-0.886\t1.146\t-0.457\n0\t0.792\t-0.121\t0.176\t1.106\t0.293\t0.670\t1.407\t-0.447\t0.796\t-0.444\t1.074\t-0.621\t0.435\t-0.228\t0.587\t-0.845\t-0.278\t-0.053\t-1.075\t-0.608\t-1.640\t0.377\t0.794\t-1.391\t-1.171\t-0.959\t-1.273\t0.399\n2\t-0.260\t0.043\t-0.344\t1.149\t1.013\t0.778\t1.456\t-0.117\t1.270\t0.470\t-0.907\t0.494\t-0.438\t-1.508\t-1.508\t-0.964\t1.562\t-2.722\t-0.265\t0.544\t-0.145\t-0.347\t-0.807\t1.476\t-0.452\t-1.228\t-0.494\t0.267\n2\t-0.479\t-0.580\t-1.252\t-1.657\t0.459\t1.357\t0.937\t-0.887\t1.070\t1.461\t-0.535\t1.802\t0.127\t0.258\t-0.329\t-1.912\t-0.205\t-0.094\t-0.280\t-1.145\t0.685\t-0.585\t-1.408\t-0.534\t-0.208\t1.423\t-1.005\t-1.282\n4\t-0.584\t0.461\t1.238\t-1.989\t0.072\t-0.162\t-1.244\t-2.508\t-0.912\t-1.676\t0.210\t-0.721\t-0.793\t0.677\t1.926\t-0.303\t0.529\t0.923\t-1.320\t-1.592\t-0.259\t0.471\t-0.791\t-1.798\t1.404\t0.685\t-0.284\t-1.031\n1\t-1.788\t-1.036\t-0.418\t-1.033\t-1.446\t1.026\t-0.447\t0.078\t0.677\t1.090\t1.552\t-0.873\t1.547\t0.162\t0.168\t-0.279\t0.309\t1.544\t0.657\t1.099\t-0.870\t-0.432\t0.083\t0.504\t0.346\t1.798\t-0.666\t0.466\n2\t0.881\t0.016\t-0.234\t0.937\t-2.094\t-0.556\t-0.361\t0.746\t-1.713\t-1.297\t0.084\t-0.026\t-0.558\t-0.456\t-1.187\t1.389\t1.046\t-1.738\t1.179\t-0.489\t-0.705\t0.818\t-0.611\t1.642\t0.649\t-1.478\t0.799\t-0.294\n4\t-1.518\t-0.015\t-1.068\t0.128\t1.135\t1.343\t-0.184\t0.661\t-1.504\t-1.748\t1.120\t-3.026\t-0.687\t0.677\t0.221\t-2.836\t0.526\t-0.861\t0.121\t-0.624\t-0.692\t-1.800\t-0.359\t1.236\t-0.423\t-0.377\t-0.705\t-1.286\n1\t0.699\t0.126\t-0.284\t0.374\t0.153\t0.604\t-1.135\t-1.648\t0.782\t0.609\t-0.008\t0.409\t-1.035\t-0.696\t0.398\t-0.799\t-0.798\t-3.116\t-0.450\t-0.523\t0.278\t-0.032\t-0.369\t-0.261\t-0.743\t0.631\t0.232\t-1.139\n1\t1.159\t0.054\t-1.443\t1.069\t1.473\t-0.007\t0.858\t-0.693\t0.063\t1.109\t0.382\t0.512\t1.027\t1.687\t1.132\t0.332\t-0.015\t0.192\t-1.284\t0.268\t-1.145\t-0.374\t0.750\t-0.394\t1.409\t-0.040\t1.204\t-0.276\n0\t0.000\t0.794\t0.924\t-2.131\t0.676\t0.157\t-0.790\t1.431\t0.654\t-1.308\t0.739\t1.170\t-0.773\t0.216\t-0.083\t0.017\t-0.319\t-0.442\t0.620\t0.114\t0.774\t1.074\t1.609\t-0.760\t1.308\t0.461\t0.186\t0.328\n4\t-0.741\t-0.468\t-0.459\t0.045\t1.586\t-1.443\t0.132\t1.776\t-1.178\t-0.415\t0.859\t-1.207\t1.516\t1.258\t0.269\t-2.957\t-0.482\t0.991\t-0.367\t0.009\t2.028\t0.320\t0.233\t-0.377\t1.574\t1.029\t-0.476\t-0.723\n3\t0.288\t1.677\t1.355\t2.036\t1.055\t-0.100\t0.357\t-0.029\t-0.923\t-0.219\t0.566\t-1.158\t0.013\t-0.653\t0.461\t-1.041\t-0.106\t-2.147\t-1.183\t-0.144\t-0.269\t-0.885\t0.360\t-1.124\t-0.776\t0.296\t-0.776\t2.628\n4\t-0.218\t-0.780\t-2.161\t-1.590\t0.268\t-0.294\t2.111\t0.715\t-0.237\t-1.207\t-0.312\t1.828\t0.057\t-0.592\t-0.003\t-0.774\t0.563\t-0.253\t1.486\t-0.446\t-0.892\t-1.554\t2.446\t-0.894\t-0.128\t-1.453\t-0.552\t-1.845\n4\t2.112\t1.069\t-1.825\t-0.287\t0.259\t0.424\t-1.321\t-2.829\t-2.567\t2.212\t0.956\t-0.254\t-0.927\t-0.892\t-0.557\t0.018\t0.348\t0.312\t0.072\t-0.522\t-0.090\t1.161\t-1.503\t1.740\t-1.329\t-1.422\t0.577\t0.067\n2\t-0.068\t-0.294\t-0.093\t1.660\t-0.039\t1.395\t-0.370\t-0.248\t0.511\t0.650\t0.051\t-0.489\t-0.939\t-0.572\t0.265\t2.842\t-0.369\t-0.481\t-1.849\t0.261\t1.354\t0.930\t0.267\t-0.826\t-0.837\t0.223\t1.653\t-0.008\n3\t0.825\t1.107\t-0.953\t0.109\t0.203\t0.593\t0.193\t1.323\t0.209\t0.195\t-0.844\t2.738\t-0.835\t0.138\t1.025\t1.495\t0.280\t-0.126\t-0.041\t1.440\t1.428\t0.361\t0.351\t-1.249\t0.940\t-0.107\t-0.837\t-2.675\n2\t-1.725\t0.290\t0.717\t1.218\t0.664\t0.788\t-1.118\t0.380\t0.575\t-0.611\t0.007\t1.165\t0.880\t1.201\t-0.522\t1.529\t-0.543\t-1.459\t-0.122\t-0.097\t-0.850\t0.388\t2.437\t0.502\t0.862\t0.737\t-0.597\t-1.045\n0\t1.984\t1.088\t0.288\t-0.335\t0.042\t-0.219\t1.241\t-0.878\t0.581\t-0.796\t1.287\t0.500\t0.481\t0.527\t-0.467\t0.121\t-0.457\t-0.676\t0.457\t-2.036\t-0.947\t0.488\t-1.029\t0.892\t-0.346\t0.409\t0.865\t-0.832\n4\t1.159\t-0.258\t-2.456\t1.601\t-0.892\t-0.470\t1.062\t-0.742\t-1.970\t0.218\t0.797\t-0.469\t-0.123\t-1.180\t-0.995\t-0.322\t0.649\t0.098\t1.020\t1.654\t0.887\t-1.590\t-0.284\t0.877\t-0.120\t-1.619\t-0.552\t-2.272\n0\t2.038\t0.669\t-0.387\t0.515\t0.651\t0.559\t0.744\t0.572\t-0.351\t0.057\t0.776\t0.419\t0.893\t-0.864\t0.305\t-0.809\t0.072\t-0.676\t-0.296\t0.920\t0.567\t-0.994\t-0.474\t0.830\t1.862\t0.846\t-0.654\t-0.166\n4\t1.457\t-0.932\t1.510\t-1.435\t-1.241\t-1.129\t1.196\t-0.583\t-0.296\t-1.391\t-0.516\t-0.242\t0.588\t0.349\t-0.665\t-1.352\t-0.254\t1.806\t0.310\t-1.111\t-1.549\t-0.993\t-0.308\t1.209\t-2.653\t0.282\t-0.971\t0.694\n3\t-0.793\t-0.217\t-0.985\t-1.268\t-1.183\t1.730\t-1.446\t0.739\t0.441\t0.948\t2.013\t0.736\t0.029\t-0.891\t0.182\t1.000\t0.892\t-1.686\t1.187\t-0.080\t1.573\t0.896\t2.057\t-0.212\t0.956\t0.047\t0.382\t-1.560\n0\t-0.895\t0.304\t0.097\t0.863\t-0.340\t0.519\t-0.036\t-1.268\t0.130\t-0.368\t-0.339\t-1.070\t1.770\t0.316\t0.340\t-0.432\t-1.264\t-1.379\t-0.368\t0.586\t0.891\t-0.960\t-2.305\t0.639\t-0.676\t0.515\t0.579\t0.490\n4\t-0.105\t-0.009\t0.840\t1.196\t-0.840\t1.929\t-1.497\t-0.711\t-0.222\t0.704\t-1.729\t2.216\t-1.797\t1.550\t-0.414\t0.095\t-2.221\t0.743\t-0.154\t1.173\t-1.391\t1.430\t-1.716\t0.253\t-1.459\t1.961\t0.951\t1.595\n0\t0.172\t-0.296\t-0.844\t0.013\t0.680\t-0.347\t-0.726\t1.556\t-1.000\t0.888\t-1.088\t-0.646\t0.937\t0.254\t-0.352\t1.550\t-1.182\t0.539\t1.247\t0.039\t0.122\t0.227\t-1.480\t-0.689\t1.134\t-0.811\t-0.404\t-1.266\n2\t0.402\t0.862\t0.287\t0.845\t0.507\t0.657\t0.442\t-1.007\t-1.171\t-0.353\t1.552\t-0.172\t0.310\t-1.967\t0.194\t0.086\t-2.673\t0.291\t-1.651\t-0.725\t0.994\t0.157\t-0.448\t-0.534\t-0.418\t0.161\t-1.201\t1.124\n3\t0.429\t-1.526\t0.744\t-0.933\t-0.773\t1.770\t1.233\t0.119\t-1.311\t2.014\t-0.196\t0.248\t0.912\t-1.963\t-0.640\t-0.068\t0.131\t-1.304\t0.326\t0.034\t1.667\t1.000\t-0.269\t-0.196\t1.014\t0.284\t-1.371\t2.094\n2\t0.129\t-0.372\t0.896\t-0.396\t2.117\t-0.701\t2.171\t0.365\t1.922\t1.664\t-0.340\t0.136\t-0.467\t-0.231\t1.299\t-1.313\t0.124\t-1.165\t0.274\t0.144\t0.193\t-0.719\t0.719\t0.719\t1.136\t-0.155\t1.263\t-0.446\n4\t0.215\t1.717\t1.327\t1.002\t2.566\t-0.146\t-0.465\t0.860\t-0.253\t0.012\t-0.986\t0.607\t-1.471\t-0.096\t-0.015\t-0.436\t-1.757\t-1.765\t-0.746\t0.539\t0.289\t-0.016\t-0.885\t0.341\t-1.799\t-2.397\t-0.243\t-0.546\n4\t1.125\t-0.490\t-1.094\t0.009\t0.327\t0.516\t-1.701\t0.316\t0.260\t-0.440\t1.136\t0.452\t-0.857\t0.469\t-1.887\t-0.478\t-0.409\t0.661\t3.040\t-0.293\t1.465\t1.358\t-1.330\t1.339\t-0.705\t0.009\t2.297\t0.517\n2\t0.373\t-0.071\t2.104\t-0.730\t0.736\t-0.693\t-0.014\t-1.301\t1.756\t-1.873\t0.482\t0.834\t0.772\t1.641\t0.098\t0.638\t0.315\t0.740\t0.754\t-1.323\t0.385\t0.926\t0.355\t-0.087\t1.879\t1.084\t-0.183\t-1.044\n2\t0.515\t-0.259\t0.144\t1.415\t1.311\t-0.899\t-0.294\t0.733\t1.433\t-0.950\t1.539\t0.866\t-0.902\t0.330\t0.302\t-0.777\t0.623\t-0.274\t-0.918\t1.186\t-1.053\t-0.579\t1.828\t-0.673\t1.868\t0.884\t-0.639\t0.699\n1\t0.607\t-1.279\t0.298\t-1.439\t0.242\t0.329\t-1.170\t1.062\t0.687\t-0.488\t-0.487\t-0.106\t-1.095\t-0.467\t1.069\t1.220\t1.552\t0.713\t0.067\t-0.505\t-0.770\t-0.173\t0.612\t-0.018\t-0.352\t2.066\t-1.457\t0.516\n2\t0.582\t-0.535\t0.353\t0.945\t-1.362\t1.562\t-1.130\t1.246\t-0.099\t1.904\t-0.454\t-0.445\t0.630\t-0.997\t-1.271\t0.732\t0.963\t1.116\t0.683\t-0.654\t0.185\t-0.973\t1.680\t0.506\t0.754\t0.463\t-0.335\t1.694\n4\t0.726\t1.682\t0.112\t0.560\t1.687\t0.744\t-0.437\t-1.057\t-1.231\t0.961\t2.326\t1.261\t-0.288\t2.086\t-1.012\t0.523\t-0.626\t-2.300\t1.243\t0.811\t-1.191\t0.632\t-0.172\t-0.088\t-0.223\t1.754\t0.619\t0.291\n1\t1.649\t0.649\t0.010\t0.143\t-0.738\t0.726\t-1.307\t0.523\t1.081\t0.128\t0.037\t-2.317\t0.521\t-1.892\t0.825\t0.289\t0.524\t0.484\t0.630\t0.387\t-0.986\t0.440\t0.590\t0.904\t-0.430\t0.226\t-0.294\t0.895\n2\t0.697\t-0.092\t0.793\t-1.773\t-0.074\t-0.751\t0.695\t0.801\t1.155\t-0.072\t-0.089\t0.610\t1.273\t-1.426\t-0.162\t-2.290\t0.978\t-0.701\t0.415\t-1.342\t-0.086\t-0.522\t-0.772\t0.965\t-0.899\t1.191\t1.569\t-0.522\n0\t0.487\t-1.441\t-1.199\t-0.571\t-0.569\t0.099\t0.891\t-0.847\t0.195\t0.061\t0.781\t1.310\t0.128\t-1.531\t0.119\t-1.736\t-0.817\t1.000\t-0.517\t-1.039\t0.115\t-0.300\t-0.855\t-0.421\t-0.919\t-0.711\t-0.291\t-0.504\n3\t0.058\t-0.001\t0.298\t0.818\t0.766\t0.068\t0.694\t0.318\t-2.174\t-1.746\t0.965\t0.097\t-0.204\t-0.752\t0.766\t-0.345\t-2.274\t-2.132\t0.240\t-0.888\t-1.204\t-0.103\t0.388\t1.211\t0.010\t0.719\t-1.461\t1.258\n1\t0.294\t-0.466\t1.815\t0.406\t-0.535\t0.869\t0.003\t0.325\t-2.384\t-1.152\t0.231\t-1.282\t-0.594\t0.927\t0.516\t1.167\t0.013\t-0.682\t1.412\t0.046\t-1.070\t1.634\t0.068\t0.979\t0.296\t0.977\t0.645\t-0.303\n3\t-0.346\t0.772\t0.832\t-0.190\t-0.281\t1.499\t0.933\t0.072\t-1.629\t0.344\t0.698\t-2.755\t0.252\t-0.417\t-0.221\t-0.907\t-0.148\t1.392\t-0.446\t0.966\t-0.806\t0.759\t0.002\t0.352\t0.007\t0.642\t-2.568\t-1.420\n4\t1.131\t0.031\t1.541\t-0.526\t-0.435\t0.816\t-1.623\t-1.213\t1.097\t-1.172\t-1.819\t1.869\t-1.394\t0.184\t0.069\t-2.811\t-0.267\t0.448\t0.354\t0.904\t-0.387\t0.713\t-0.689\t-1.410\t-1.298\t-1.462\t1.010\t-1.515\n0\t-0.738\t1.333\t0.147\t-0.764\t0.089\t-0.121\t0.261\t-0.071\t0.036\t0.941\t-0.836\t-0.309\t0.743\t0.536\t-1.180\t-0.932\t-1.346\t-0.319\t0.863\t0.544\t-0.146\t-1.661\t1.102\t-0.455\t-0.334\t-0.378\t-1.491\t1.502\n4\t-1.234\t-1.602\t1.629\t-2.353\t-1.178\t-0.415\t-1.204\t-0.004\t1.542\t1.204\t0.901\t-1.342\t0.354\t0.465\t-0.968\t-0.919\t-0.054\t0.583\t-1.939\t-0.219\t0.213\t-1.820\t-1.189\t0.229\t-0.960\t-0.556\t0.733\t0.694\n1\t0.447\t0.442\t-0.180\t-0.118\t0.502\t2.446\t-0.989\t0.042\t-1.196\t-0.021\t-0.674\t-0.120\t0.155\t-0.489\t-1.784\t1.426\t0.839\t-0.131\t-0.895\t0.085\t0.361\t0.770\t0.862\t1.051\t-1.741\t-0.305\t0.993\t-0.924\n2\t0.305\t0.481\t0.237\t0.629\t0.540\t0.852\t0.746\t-0.127\t-0.390\t0.279\t-0.938\t1.399\t2.011\t-0.173\t1.051\t-0.547\t-1.389\t-1.223\t-0.605\t-1.126\t1.347\t0.530\t0.448\t1.077\t0.391\t-0.398\t-1.228\t-2.364\n1\t1.082\t-0.214\t-0.100\t0.380\t-0.443\t-0.778\t0.307\t-1.381\t-1.612\t-0.692\t0.712\t1.162\t-0.475\t0.830\t1.382\t0.038\t0.636\t1.867\t-0.705\t-0.242\t1.601\t-0.940\t0.156\t-0.628\t1.364\t-1.185\t-0.067\t-1.047\n0\t0.722\t-0.694\t-1.180\t0.454\t1.108\t0.027\t-0.536\t0.186\t0.737\t2.307\t0.949\t-0.471\t0.100\t1.403\t-0.319\t-0.434\t0.220\t-0.739\t-0.088\t-1.526\t-0.777\t0.145\t0.161\t-0.128\t0.680\t0.281\t-0.037\t0.307\n4\t-0.535\t1.763\t0.775\t-0.452\t2.292\t-1.197\t-0.813\t-0.111\t-1.531\t1.790\t0.183\t-0.790\t0.448\t0.146\t-0.305\t-1.209\t-1.436\t2.187\t-1.353\t1.698\t-0.845\t0.790\t0.465\t0.665\t0.732\t-1.612\t-0.676\t-1.368\n4\t1.084\t-0.483\t1.282\t-0.086\t-1.148\t-0.325\t0.719\t0.601\t-0.837\t1.652\t0.644\t1.457\t0.304\t1.343\t-0.343\t0.790\t-0.706\t1.498\t-2.245\t1.656\t-1.718\t-2.095\t-1.180\t0.147\t0.342\t0.575\t-0.683\t-0.096\n3\t1.385\t-0.023\t0.333\t0.140\t-0.533\t0.748\t-1.665\t0.377\t1.106\t-0.844\t-0.431\t-2.372\t-0.885\t1.748\t-1.929\t-0.821\t1.447\t-0.231\t-0.678\t0.148\t-0.623\t-0.669\t0.208\t-0.469\t0.274\t1.887\t0.796\t0.296\n2\t0.140\t1.239\t0.380\t-0.237\t-1.626\t-1.363\t-1.492\t0.563\t-0.876\t-0.788\t-0.392\t-0.967\t0.054\t-1.596\t0.575\t0.485\t-0.206\t-0.618\t0.257\t1.078\t-1.971\t0.581\t-0.221\t-0.525\t-0.345\t-1.242\t-1.775\t0.602\n0\t-0.228\t-0.952\t0.080\t0.375\t0.976\t-0.201\t-1.580\t0.674\t-0.569\t1.027\t0.705\t-0.418\t-0.648\t-0.652\t0.250\t0.416\t-0.107\t0.167\t1.834\t1.747\t-0.699\t1.159\t0.008\t-0.769\t1.005\t-0.623\t-0.626\t-1.535\n0\t1.036\t-0.625\t0.041\t0.321\t-0.231\t-0.116\t-0.842\t0.349\t1.143\t-1.491\t0.723\t-0.345\t0.197\t-0.324\t0.002\t-1.119\t1.895\t-1.453\t0.009\t-1.192\t0.421\t-1.723\t0.360\t-0.550\t-0.325\t0.302\t0.590\t0.817\n1\t0.255\t-0.941\t0.942\t0.212\t0.137\t-1.853\t0.683\t-0.682\t-1.152\t-0.079\t0.513\t-0.602\t-0.045\t-0.880\t0.284\t-0.160\t-0.626\t-0.503\t1.948\t-0.554\t1.046\t1.361\t0.720\t0.283\t-0.869\t-0.455\t0.505\t-1.812\n4\t-0.179\t0.299\t-0.843\t-0.264\t-0.079\t-0.287\t-0.634\t-1.848\t-0.662\t1.633\t-0.365\t0.887\t-0.754\t0.808\t-2.860\t0.267\t-0.294\t-1.704\t-1.219\t2.141\t1.166\t-1.098\t0.441\t-0.077\t0.032\t2.282\t-1.078\t-0.275\n0\t-0.333\t0.320\t-0.784\t0.007\t0.386\t0.302\t-0.401\t-0.829\t0.396\t0.339\t0.290\t0.114\t0.340\t0.877\t0.310\t0.098\t-0.527\t1.386\t-1.123\t-0.203\t-0.509\t-1.827\t0.354\t-0.203\t0.032\t-0.179\t0.753\t0.881\n0\t0.438\t-0.002\t-0.153\t0.483\t-0.414\t-0.853\t0.610\t-0.144\t0.034\t1.089\t-0.114\t0.015\t-0.600\t0.431\t0.350\t0.901\t-0.579\t-0.458\t0.792\t0.252\t-0.906\t1.307\t-1.698\t0.784\t-1.265\t1.886\t-1.545\t1.152\n1\t0.920\t-0.166\t1.013\t0.448\t-0.270\t0.163\t-0.343\t0.522\t1.031\t0.847\t0.289\t1.244\t-0.143\t0.767\t-0.939\t0.585\t0.558\t-0.286\t0.491\t-0.031\t1.749\t0.254\t-2.704\t-1.223\t-0.001\t-1.508\t-0.158\t0.851\n4\t0.153\t-2.634\t-0.833\t0.745\t0.655\t-0.952\t-1.578\t0.127\t-2.907\t-1.149\t1.760\t1.445\t0.487\t0.307\t-1.950\t-0.741\t-0.295\t-0.719\t-0.350\t1.299\t-0.542\t-0.341\t0.740\t-1.419\t-0.840\t-0.738\t0.056\t-0.345\n3\t-0.153\t-0.516\t0.545\t-0.394\t-0.130\t0.950\t-1.383\t0.065\t-0.167\t-0.305\t0.511\t-1.514\t-0.853\t-0.465\t-1.332\t1.164\t-0.651\t1.994\t-0.485\t-0.802\t0.805\t-0.908\t-2.890\t0.515\t1.732\t-1.637\t0.421\t1.102\n0\t-0.535\t-0.706\t-0.708\t0.351\t-1.205\t0.756\t2.116\t0.003\t0.435\t0.265\t-0.934\t0.316\t0.222\t1.772\t0.248\t1.242\t0.429\t-0.509\t-1.185\t0.308\t0.760\t-0.089\t-0.633\t1.407\t-0.441\t-1.152\t-0.065\t0.078\n4\t-1.650\t-0.397\t-0.980\t-0.703\t-0.421\t2.150\t0.732\t0.986\t0.465\t0.052\t0.955\t-0.274\t-1.524\t-0.127\t-0.092\t2.270\t0.937\t-0.433\t-0.194\t-0.476\t-0.790\t0.569\t-2.270\t-0.066\t-0.873\t-1.756\t-1.888\t0.389\n3\t-0.707\t-0.090\t-0.953\t-1.840\t-0.932\t1.484\t0.609\t-0.004\t-0.024\t0.040\t0.004\t0.644\t2.549\t-2.198\t-1.416\t0.437\t-0.174\t0.150\t-2.067\t-1.285\t0.120\t-0.581\t-0.530\t-1.083\t-0.220\t-1.250\t-1.241\t0.546\n4\t0.886\t-1.436\t-0.097\t0.037\t-1.231\t-1.382\t-0.136\t1.037\t-1.033\t-0.501\t-0.034\t1.568\t0.696\t1.539\t0.834\t1.016\t-1.577\t-2.567\t0.890\t0.372\t-2.154\t-0.811\t-0.455\t0.764\t0.081\t0.845\t-1.217\t-1.687\n1\t-0.953\t-1.143\t0.880\t2.306\t-0.881\t-0.235\t-0.693\t0.221\t-0.608\t0.283\t0.665\t-1.224\t0.272\t-1.794\t-0.257\t-0.324\t-0.229\t-0.312\t-0.495\t-0.266\t0.238\t0.266\t0.115\t-0.574\t1.080\t1.525\t-1.288\t0.164\n4\t1.310\t0.402\t0.286\t-0.979\t-1.097\t0.557\t-1.352\t0.988\t0.263\t1.149\t-0.265\t-1.015\t1.097\t0.035\t-0.132\t1.498\t3.229\t-1.999\t-0.445\t-0.405\t-1.336\t0.511\t-0.783\t-0.411\t-0.819\t-0.283\t-1.945\t-1.652\n0\t0.496\t0.371\t0.938\t0.285\t-0.983\t-0.091\t0.618\t-0.687\t0.565\t-0.275\t0.010\t-0.593\t0.572\t-0.387\t-0.348\t-0.622\t0.795\t0.681\t0.049\t0.289\t0.137\t-1.122\t-0.377\t0.735\t-0.783\t-0.251\t0.546\t-1.577\n1\t-0.591\t1.751\t2.301\t0.476\t0.499\t-0.144\t0.121\t0.141\t-0.300\t-0.636\t0.128\t-0.865\t-0.548\t-0.937\t0.644\t1.344\t0.771\t-0.672\t-0.630\t-0.903\t-0.478\t-0.198\t1.807\t-0.163\t-0.105\t-0.963\t1.447\t0.032\n4\t0.601\t1.298\t0.512\t-1.404\t-1.316\t-2.710\t0.202\t-1.060\t-0.570\t-0.320\t-0.608\t-0.034\t-0.283\t-0.383\t-1.548\t0.242\t2.176\t0.276\t2.269\t-0.568\t-0.253\t-0.020\t-0.170\t1.165\t-2.191\t-0.455\t1.663\t-0.497\n0\t0.847\t0.596\t-1.071\t1.222\t0.771\t-0.537\t-1.642\t0.290\t0.228\t0.264\t1.380\t-0.029\t0.387\t0.563\t-0.445\t0.778\t1.361\t-0.414\t-1.826\t-0.793\t0.066\t-1.575\t-0.522\t0.032\t0.642\t0.984\t0.352\t-0.171\n4\t1.042\t0.521\t-1.246\t-0.497\t0.648\t-2.155\t0.324\t0.267\t2.727\t0.432\t-0.108\t1.164\t-0.344\t0.042\t0.089\t0.600\t-0.923\t0.834\t-0.526\t2.059\t-1.513\t-0.757\t-2.029\t2.965\t-1.227\t0.760\t0.727\t-0.906\n2\t0.690\t-0.401\t0.224\t0.013\t0.098\t-0.773\t0.025\t0.498\t1.451\t0.959\t2.153\t-0.767\t0.872\t0.183\t2.190\t-0.808\t-0.840\t-0.599\t-2.124\t-0.526\t-0.759\t0.150\t0.342\t1.876\t0.950\t-0.577\t-0.898\t0.492\n4\t0.372\t0.890\t0.853\t-0.863\t-3.011\t1.366\t-2.136\t-0.463\t-1.405\t-0.855\t1.408\t0.947\t-0.889\t1.787\t0.072\t0.381\t0.580\t-1.200\t0.405\t2.271\t-0.722\t0.251\t1.726\t1.038\t-0.167\t-1.044\t0.033\t-0.368\n3\t0.847\t1.899\t-1.263\t2.572\t0.047\t0.292\t0.696\t1.876\t1.261\t1.727\t1.622\t-0.899\t0.814\t-0.567\t-0.189\t-1.649\t-0.113\t0.412\t-1.098\t0.482\t0.517\t0.327\t0.002\t-1.578\t-0.417\t0.055\t0.077\t-0.049\n0\t-0.135\t-1.817\t-0.344\t0.022\t1.509\t-1.011\t-0.230\t-0.521\t-0.582\t-0.541\t-1.989\t0.067\t-0.676\t0.365\t1.151\t-0.552\t-0.425\t0.166\t-0.325\t0.687\t1.091\t1.845\t-0.648\t-0.786\t0.887\t-0.189\t-0.113\t-0.159\n1\t-1.520\t-0.243\t0.884\t0.274\t1.470\t0.462\t-0.260\t-0.490\t0.955\t0.748\t0.378\t-2.855\t0.542\t-0.825\t-0.356\t-1.233\t1.546\t-0.232\t0.447\t0.702\t-0.414\t-0.852\t-0.279\t0.192\t1.255\t-0.327\t-0.615\t-0.221\n1\t-0.438\t-0.928\t3.068\t-1.084\t0.541\t-0.880\t0.140\t0.101\t0.610\t-0.049\t-0.018\t0.349\t0.479\t0.945\t-0.425\t-1.302\t-0.772\t0.488\t-1.166\t-1.209\t-0.981\t-0.669\t-0.889\t0.057\t-0.137\t0.564\t-0.731\t0.719\n1\t0.487\t-0.719\t0.163\t0.658\t0.809\t-0.190\t0.596\t1.740\t0.353\t0.870\t-0.205\t-0.352\t-0.293\t-1.029\t-1.494\t0.816\t0.641\t0.321\t-1.185\t2.248\t-1.220\t-0.616\t-0.494\t-0.434\t0.930\t-0.094\t-1.024\t0.645\n3\t0.626\t0.885\t-0.592\t0.124\t1.954\t-0.506\t-1.059\t1.482\t1.963\t0.004\t1.011\t1.341\t-0.742\t-0.485\t1.231\t1.685\t0.563\t-0.880\t1.987\t-0.531\t-0.335\t0.342\t1.554\t0.854\t0.415\t0.463\t0.044\t0.558\n4\t-0.649\t-2.452\t0.546\t-0.003\t1.178\t0.848\t1.362\t0.772\t1.581\t0.425\t-0.073\t-0.341\t2.588\t-0.815\t-0.989\t-0.533\t0.403\t-0.496\t0.046\t0.965\t-0.324\t2.007\t-0.985\t-1.012\t0.667\t-1.399\t-1.406\t-0.804\n4\t-0.412\t-0.030\t2.933\t0.009\t0.454\t-0.992\t0.721\t1.380\t-0.151\t0.615\t0.575\t0.069\t1.291\t-0.799\t-0.872\t0.004\t-0.373\t-2.911\t-0.731\t-2.130\t-0.321\t0.713\t0.054\t0.133\t-0.156\t0.212\t2.825\t-0.352\n1\t-0.108\t0.216\t0.664\t-0.416\t0.738\t1.138\t0.415\t-0.545\t0.947\t0.483\t0.619\t1.535\t0.709\t1.574\t-0.148\t-0.431\t1.149\t-0.986\t1.888\t1.302\t0.088\t1.201\t0.662\t-1.290\t-0.816\t0.286\t0.160\t1.308\n1\t-0.984\t0.189\t-2.187\t0.050\t0.196\t-0.958\t0.748\t-0.638\t-0.070\t-0.301\t1.211\t-1.442\t-0.129\t-0.686\t1.780\t-0.050\t-1.162\t-0.480\t1.176\t0.440\t-0.776\t-0.569\t1.083\t-1.549\t0.671\t0.139\t-0.984\t0.391\n0\t-0.798\t1.260\t0.208\t0.804\t0.268\t0.558\t-0.050\t0.147\t0.250\t0.468\t-0.528\t-0.272\t0.414\t0.937\t1.844\t-0.440\t-0.508\t-1.753\t0.633\t0.599\t-1.222\t0.061\t1.286\t-0.666\t0.104\t-0.263\t0.239\t1.406\n1\t-0.696\t-0.096\t-1.219\t1.619\t-1.157\t0.215\t-1.039\t0.575\t0.838\t1.051\t-0.068\t-1.504\t-1.064\t-0.863\t0.192\t-1.508\t0.258\t-0.540\t-0.870\t-0.152\t1.908\t-0.027\t0.045\t1.154\t0.258\t0.675\t1.255\t0.466\n1\t0.011\t0.354\t0.853\t1.128\t-0.406\t0.499\t0.493\t0.328\t-0.479\t-1.028\t0.502\t-1.707\t-0.268\t-2.554\t-1.336\t-0.877\t1.097\t0.688\t-0.554\t0.729\t0.888\t-0.161\t-1.384\t-0.208\t-0.098\t-1.232\t0.367\t0.280\n2\t-1.838\t-0.452\t-1.782\t1.432\t-0.003\t0.696\t0.273\t-0.626\t1.462\t-1.096\t-1.645\t0.875\t0.950\t0.242\t0.939\t-0.939\t-0.725\t-0.347\t-1.440\t1.424\t-0.011\t-1.041\t-1.574\t-0.600\t0.273\t-0.942\t0.233\t-0.281\n0\t-0.766\t0.238\t0.295\t1.421\t0.281\t0.008\t-0.447\t0.517\t-0.184\t-0.918\t-1.183\t-0.807\t-0.872\t0.595\t0.093\t-0.749\t-2.167\t-0.841\t0.033\t0.434\t-1.087\t0.435\t0.182\t-0.118\t0.389\t0.941\t0.340\t-0.558\n4\t0.592\t-0.387\t-1.145\t0.779\t-0.622\t-0.291\t-0.541\t-1.720\t0.019\t-2.096\t0.622\t0.650\t-0.112\t-1.233\t0.546\t-3.705\t-0.011\t1.292\t0.303\t-0.636\t-1.195\t2.473\t-0.415\t-0.208\t-0.522\t-0.954\t-2.497\t-0.598\n1\t0.076\t-0.642\t-0.032\t0.200\t-1.474\t0.274\t-0.621\t-1.068\t-2.001\t-1.554\t0.024\t0.042\t0.518\t1.716\t1.356\t0.996\t1.186\t0.181\t0.163\t1.537\t0.216\t0.238\t1.166\t-0.277\t-0.135\t-1.361\t-0.463\t-0.330\n1\t0.125\t-0.180\t1.060\t0.424\t0.618\t-1.782\t0.468\t0.229\t-0.379\t-1.254\t0.720\t-1.516\t1.055\t-0.079\t-0.094\t-0.506\t-0.862\t-0.873\t-1.593\t0.193\t-1.118\t0.068\t-1.208\t-0.020\t0.158\t-0.409\t2.365\t-1.261\n1\t-0.043\t-0.607\t-1.889\t-1.011\t0.708\t0.814\t-0.211\t0.817\t0.945\t0.155\t-0.722\t0.441\t0.487\t0.674\t0.865\t-1.362\t-0.510\t-1.899\t0.747\t-0.212\t0.431\t-1.476\t1.401\t-1.194\t0.775\t0.118\t-0.189\t-0.270\n4\t0.586\t0.993\t-0.165\t0.198\t0.918\t0.366\t0.708\t-0.681\t0.858\t-0.585\t2.086\t0.195\t1.105\t-0.442\t-0.214\t-0.264\t-1.760\t-2.637\t-0.288\t-1.888\t0.286\t-0.159\t-2.818\t-0.532\t-0.025\t1.411\t-0.457\t-1.642\n2\t0.089\t0.519\t0.601\t-0.691\t1.242\t-2.032\t-1.704\t-0.715\t0.336\t0.133\t0.073\t-0.071\t-0.321\t-1.275\t-1.377\t-1.284\t-1.093\t-1.415\t-1.436\t-0.274\t1.056\t0.440\t-0.926\t-0.690\t1.897\t-0.499\t-1.087\t-0.288\n4\t-1.422\t1.313\t-0.352\t0.302\t-1.697\t0.675\t-2.313\t1.580\t-0.456\t0.102\t-0.243\t-0.007\t-0.350\t0.410\t2.437\t-0.149\t1.982\t1.060\t0.422\t1.054\t1.891\t-1.906\t-0.174\t1.659\t-0.176\t-0.350\t-0.477\t-0.231\n1\t-0.881\t0.090\t1.164\t0.926\t0.034\t-0.362\t0.948\t0.675\t-0.618\t-0.795\t-2.072\t0.154\t-0.083\t1.136\t0.359\t1.334\t-0.697\t1.138\t-0.529\t0.778\t-1.459\t0.235\t-1.985\t-0.267\t0.440\t-0.521\t-1.050\t0.846\n0\t0.151\t-0.340\t0.645\t-0.717\t-0.109\t0.923\t0.513\t-2.110\t-0.241\t1.235\t-0.285\t-0.115\t-0.718\t0.158\t-0.403\t0.933\t0.595\t1.245\t0.665\t0.113\t0.453\t-0.846\t1.209\t0.751\t-0.664\t-0.856\t-0.084\t0.674\n4\t-0.600\t-0.065\t-0.880\t-1.273\t0.169\t-1.033\t0.220\t2.539\t-0.054\t0.267\t-0.019\t-1.988\t-0.655\t-2.486\t0.639\t-0.841\t-0.427\t-0.388\t-0.166\t1.243\t-1.575\t-0.352\t-2.031\t0.658\t-1.633\t0.608\t0.175\t-0.704\n1\t-0.089\t1.246\t-0.314\t2.156\t-1.271\t-1.749\t0.234\t-0.567\t-0.753\t0.021\t-1.232\t0.545\t0.196\t-0.358\t0.211\t1.912\t-0.246\t-0.491\t0.672\t-0.663\t0.481\t0.821\t1.400\t-0.321\t-1.320\t-0.257\t0.177\t-0.618\n4\t1.772\t2.106\t-1.215\t0.712\t-0.078\t0.550\t2.819\t1.137\t1.584\t-0.885\t-2.100\t-0.294\t2.059\t1.384\t-0.342\t0.610\t0.300\t-1.268\t0.345\t1.403\t0.785\t-1.349\t-1.834\t1.641\t0.702\t1.349\t1.944\t-1.144\n1\t1.195\t-1.404\t0.085\t0.645\t0.067\t-0.266\t0.159\t0.819\t1.476\t-1.452\t-0.470\t1.487\t1.566\t0.856\t-1.001\t-0.834\t0.027\t0.363\t0.618\t-1.360\t0.592\t0.154\t0.095\t0.553\t0.173\t-0.837\t1.269\t-1.294\n3\t-1.836\t-0.266\t1.718\t-0.776\t2.271\t0.544\t0.517\t0.239\t1.046\t1.101\t-0.019\t-0.430\t-1.425\t0.814\t0.066\t-0.844\t-0.580\t-0.068\t-0.981\t0.049\t-1.620\t-0.532\t-1.162\t0.200\t-0.978\t-0.559\t2.260\t0.865\n4\t1.143\t0.565\t1.202\t-1.115\t-1.057\t2.059\t1.147\t-0.815\t0.868\t-0.466\t-1.699\t-2.100\t-0.022\t1.561\t1.521\t1.260\t0.830\t0.317\t1.152\t-2.011\t0.990\t-1.121\t-0.913\t0.696\t0.929\t-0.610\t0.646\t0.563\n3\t0.161\t-0.300\t0.707\t-1.966\t-1.483\t-0.896\t0.499\t1.027\t0.166\t-1.518\t0.114\t-0.708\t0.674\t0.955\t1.219\t0.274\t-0.246\t-1.948\t-0.754\t-1.546\t-2.330\t0.238\t-0.460\t0.632\t0.012\t-1.360\t0.828\t0.021\n3\t-0.645\t-0.729\t-0.524\t-1.366\t-0.785\t1.949\t0.736\t0.926\t1.177\t1.834\t-1.771\t-1.230\t-0.804\t-0.470\t-0.301\t-0.447\t0.219\t0.035\t-0.723\t-2.176\t-0.993\t-0.549\t-0.247\t-1.130\t-0.491\t-1.131\t-0.126\t-1.073\n1\t0.273\t-0.501\t-1.585\t0.500\t-0.675\t1.474\t-1.434\t1.437\t1.510\t1.274\t0.660\t-1.621\t0.332\t-0.418\t-0.706\t-0.721\t0.256\t0.825\t-0.150\t-0.567\t-0.368\t-0.601\t-0.138\t-0.559\t-1.379\t-1.612\t0.253\t0.496\n1\t0.493\t1.348\t0.999\t0.957\t-0.587\t0.968\t0.002\t1.475\t1.653\t0.890\t0.235\t0.363\t0.230\t-0.797\t-0.954\t0.648\t-0.679\t0.262\t-0.369\t-0.957\t-0.688\t2.240\t-0.683\t-0.657\t-0.902\t0.214\t-0.259\t-1.709\n3\t0.462\t0.349\t-2.069\t0.034\t1.417\t1.496\t0.682\t1.270\t-0.153\t0.570\t0.164\t0.669\t1.845\t1.002\t-0.342\t1.580\t0.248\t0.652\t-0.236\t0.737\t0.399\t1.132\t-0.502\t0.951\t-2.439\t-0.616\t-1.345\t0.337\n4\t0.247\t0.164\t-0.651\t-0.610\t1.051\t1.447\t0.161\t1.274\t-0.778\t0.534\t-0.255\t0.024\t-0.240\t-0.215\t-2.614\t-1.289\t-1.762\t-0.481\t-1.063\t-1.735\t-1.023\t-0.216\t2.976\t-0.147\t-0.375\t-1.396\t-1.093\t0.867\n0\t-0.131\t1.606\t1.650\t1.552\t0.403\t-0.946\t-1.483\t0.595\t0.669\t0.262\t-1.329\t-0.798\t0.083\t-0.613\t-0.776\t-0.967\t-0.135\t-0.207\t-0.827\t0.010\t0.249\t0.353\t-0.957\t-0.307\t0.016\t0.125\t-1.335\t-0.341\n1\t1.892\t0.382\t-0.707\t-0.826\t-0.490\t-1.539\t1.483\t1.484\t0.927\t0.064\t-1.038\t-0.563\t0.515\t-0.388\t-0.002\t-1.288\t-0.984\t-0.554\t1.112\t0.226\t-0.750\t-0.356\t1.399\t0.718\t-1.000\t0.154\t0.140\t0.765\n0\t0.001\t0.029\t0.208\t-1.236\t0.625\t-1.255\t-0.940\t-1.049\t-0.175\t-0.352\t-0.001\t-0.905\t1.005\t0.834\t-0.174\t-0.478\t-0.579\t-0.310\t-1.400\t-0.960\t0.860\t0.302\t1.634\t-0.299\t-0.362\t-0.408\t-0.319\t-0.660\n0\t-0.436\t-0.637\t0.527\t-1.543\t0.907\t-0.402\t0.989\t1.288\t0.640\t-0.812\t-1.251\t-1.434\t1.103\t-0.135\t-0.599\t-0.132\t1.081\t0.779\t0.439\t0.638\t0.180\t0.302\t0.221\t-0.000\t0.753\t0.361\t-0.881\t0.529\n3\t0.755\t-1.278\t-0.938\t1.289\t-0.984\t-1.341\t-1.570\t-0.669\t0.706\t0.253\t-1.266\t-0.287\t0.626\t-0.859\t-0.177\t1.727\t0.067\t1.612\t-0.784\t-0.424\t1.258\t0.060\t-1.227\t2.033\t0.279\t1.878\t-0.676\t-0.174\n3\t-0.432\t0.011\t-0.424\t1.130\t1.946\t-0.592\t-1.241\t0.907\t0.706\t1.282\t0.216\t-2.062\t-1.188\t1.823\t-0.057\t-0.871\t-1.902\t0.480\t0.065\t-1.232\t-0.936\t-0.797\t0.451\t1.696\t-0.349\t1.635\t-0.015\t-0.820\n2\t-1.219\t-0.021\t-0.906\t1.713\t-1.156\t-0.415\t1.529\t1.151\t1.125\t-1.626\t-0.209\t-0.989\t0.434\t0.703\t1.242\t0.055\t-0.622\t-0.686\t0.006\t0.444\t0.715\t0.262\t-1.169\t0.145\t0.354\t-2.388\t0.201\t-0.010\n3\t0.189\t-1.323\t-1.981\t-0.237\t-2.209\t0.259\t-1.258\t-0.841\t-2.280\t1.650\t-1.463\t-0.364\t-1.792\t-0.836\t1.752\t0.297\t-0.724\t-0.034\t-0.561\t-0.092\t0.744\t-0.331\t0.220\t0.236\t-0.326\t-0.736\t-0.525\t0.699\n0\t-1.092\t0.104\t-2.508\t-0.272\t1.073\t-0.726\t0.177\t-0.529\t-0.859\t0.971\t-1.045\t0.293\t0.308\t-0.852\t0.156\t-0.935\t0.522\t-1.315\t-0.340\t-0.253\t1.113\t0.140\t0.955\t0.555\t0.548\t-0.332\t1.021\t-0.356\n1\t0.605\t0.430\t0.330\t-1.550\t0.113\t0.100\t-0.576\t-0.309\t-2.381\t-1.097\t0.922\t1.731\t-0.943\t0.183\t1.098\t-0.520\t0.676\t-0.034\t1.190\t-1.282\t-1.105\t0.280\t0.096\t-0.056\t0.576\t-0.931\t-1.369\t-0.500\n0\t-1.243\t0.389\t0.040\t-0.696\t0.220\t-1.246\t0.161\t0.760\t-0.175\t-0.907\t-0.097\t0.992\t-0.124\t0.667\t0.823\t-0.904\t-0.623\t1.355\t0.713\t-0.272\t0.889\t1.414\t-1.061\t-0.434\t-0.552\t-0.136\t1.245\t1.355\n2\t-0.651\t1.843\t0.995\t-0.077\t0.635\t1.598\t0.142\t0.393\t-0.535\t-0.120\t0.701\t-0.180\t-0.503\t1.151\t0.483\t-0.480\t1.753\t2.114\t1.015\t-1.195\t0.407\t0.589\t-1.585\t1.192\t0.209\t1.123\t-0.306\t0.484\n1\t-0.524\t0.421\t-0.135\t-1.717\t0.044\t1.415\t1.040\t0.045\t0.386\t2.880\t-0.260\t0.336\t0.346\t-0.888\t0.867\t-1.274\t-1.014\t-0.376\t-0.908\t0.031\t-0.828\t0.520\t-0.042\t0.111\t-0.318\t0.734\t-1.673\t-0.771\n4\t-0.175\t-2.127\t-1.553\t-0.767\t-0.252\t2.296\t0.018\t0.069\t-0.435\t-0.722\t0.637\t1.186\t2.048\t0.572\t-0.392\t0.320\t0.871\t0.738\t0.204\t0.321\t0.457\t-0.719\t-2.043\t0.064\t0.820\t-1.441\t-0.670\t-2.291\n2\t-1.278\t0.550\t0.434\t-1.041\t-0.306\t-0.660\t-0.359\t-0.024\t-0.366\t1.164\t-0.686\t-0.777\t-0.575\t1.027\t0.911\t0.760\t-0.312\t-0.490\t0.571\t-0.553\t0.585\t0.472\t0.031\t3.665\t0.016\t1.730\t1.222\t0.033\n2\t-1.515\t-0.716\t0.029\t1.156\t-0.625\t1.113\t0.962\t-0.628\t0.252\t0.449\t0.479\t-0.175\t0.649\t1.424\t2.261\t0.322\t0.120\t-0.362\t-0.705\t-1.606\t-1.708\t0.680\t-0.586\t-0.611\t0.095\t0.960\t-0.413\t-2.276\n4\t-1.181\t0.808\t-0.378\t-0.625\t0.327\t-0.092\t1.752\t0.702\t-0.074\t0.630\t-0.901\t1.557\t0.388\t2.274\t-0.729\t-2.056\t-0.232\t-2.145\t2.304\t-0.063\t-1.305\t-0.596\t-1.630\t-0.942\t1.657\t0.499\t0.582\t0.322\n3\t-0.566\t-0.904\t0.073\t-1.771\t-0.311\t1.166\t-0.718\t-1.024\t-0.696\t-0.475\t-0.668\t-2.515\t1.206\t1.719\t-1.231\t-0.465\t0.615\t1.418\t-1.274\t-0.566\t1.084\t1.195\t-1.913\t-0.630\t0.196\t0.390\t-0.579\t-0.872\n1\t-0.218\t-0.949\t-0.090\t-1.261\t-0.453\t-0.235\t-0.238\t0.208\t1.016\t1.001\t0.994\t-0.437\t0.720\t-0.819\t0.528\t-0.112\t2.151\t-1.163\t0.266\t0.364\t1.089\t-1.021\t0.872\t0.403\t1.948\t0.348\t1.655\t-0.019\n1\t-1.134\t-0.285\t0.393\t0.123\t1.480\t0.946\t1.241\t-2.032\t1.579\t0.267\t0.409\t0.896\t0.021\t-1.070\t1.447\t-0.768\t-0.986\t-0.234\t-0.386\t0.004\t-0.098\t1.347\t0.459\t-0.858\t-0.721\t-0.388\t-0.384\t-0.515\n0\t0.054\t0.875\t-0.064\t-0.462\t-0.359\t1.136\t0.056\t1.524\t0.951\t-0.523\t-0.449\t-0.108\t-0.137\t1.156\t-0.540\t0.112\t0.335\t0.706\t0.472\t0.396\t-0.478\t-0.379\t0.248\t-0.189\t-0.932\t-0.440\t0.171\t1.188\n3\t-1.592\t-0.638\t-1.033\t-1.126\t-0.383\t-0.310\t-0.720\t0.256\t0.271\t-1.458\t0.840\t-1.218\t-2.325\t-0.162\t-0.224\t0.658\t1.133\t-0.352\t-1.368\t-1.149\t-1.272\t-1.094\t1.248\t1.177\t-0.735\t0.295\t0.805\t-1.226\n3\t0.243\t0.217\t0.046\t-0.737\t-2.723\t2.130\t0.333\t-0.263\t-0.168\t-1.024\t-1.451\t0.561\t0.954\t-0.896\t0.614\t0.915\t0.111\t-1.772\t-0.907\t-0.383\t-0.726\t0.848\t1.402\t0.938\t1.452\t-0.776\t0.816\t0.701\n2\t0.163\t-1.431\t0.462\t1.500\t-0.671\t-0.639\t-0.080\t-0.501\t-1.512\t-0.385\t-0.587\t1.367\t1.155\t1.397\t0.802\t0.206\t-0.874\t1.326\t0.348\t-1.248\t-0.914\t-1.264\t-2.052\t0.389\t-1.238\t-0.756\t0.039\t-0.188\n4\t0.338\t0.483\t-0.229\t1.297\t0.547\t-0.723\t-1.231\t1.450\t1.113\t0.280\t-1.298\t-0.299\t0.522\t-0.926\t1.884\t-1.205\t-1.178\t0.223\t1.261\t-2.532\t-0.845\t-2.735\t1.310\t-0.842\t1.664\t-1.712\t-1.068\t-0.369\n3\t-0.319\t-0.027\t-1.135\t1.248\t0.205\t-1.371\t0.887\t0.463\t-1.206\t-0.844\t0.850\t0.496\t0.180\t-0.613\t2.638\t-1.145\t-1.183\t1.469\t0.924\t-1.297\t0.577\t1.025\t0.053\t0.837\t-1.396\t-0.494\t0.651\t-0.891\n2\t0.098\t0.960\t0.808\t0.035\t1.529\t1.552\t0.204\t0.405\t-0.651\t-0.077\t-0.070\t-0.857\t1.022\t-0.060\t-0.669\t-1.031\t1.510\t-0.896\t-0.390\t1.170\t-0.793\t-0.063\t0.860\t-0.625\t-1.764\t0.056\t-2.447\t-1.607\n4\t0.357\t0.660\t0.738\t-0.129\t-0.218\t0.494\t0.864\t1.038\t-0.458\t-0.583\t1.650\t0.648\t-0.659\t1.204\t-2.716\t0.045\t-0.678\t-0.857\t1.213\t0.496\t-0.582\t2.399\t-0.402\t0.252\t-0.802\t2.694\t-0.672\t-0.940\n3\t0.730\t2.485\t-0.281\t-0.341\t0.431\t-0.798\t-2.544\t1.037\t-0.613\t1.050\t-0.761\t0.122\t0.855\t1.070\t0.233\t0.183\t0.620\t0.464\t-1.291\t-1.272\t-2.109\t0.767\t-0.396\t0.820\t0.404\t-1.002\t-0.120\t-0.455\n4\t2.444\t0.029\t1.125\t0.190\t1.738\t-0.192\t0.224\t0.875\t1.533\t-1.845\t0.518\t-0.853\t-0.055\t-0.536\t-2.241\t1.058\t-1.312\t-0.069\t-0.107\t-0.795\t0.639\t-0.365\t-0.715\t-1.455\t-0.925\t0.423\t-1.999\t1.678\n4\t-1.694\t1.715\t0.847\t0.228\t-1.381\t-1.185\t1.503\t1.004\t1.129\t-0.133\t1.307\t-1.370\t-1.233\t1.009\t-0.918\t-0.040\t-1.775\t-2.844\t-1.022\t-0.379\t-0.925\t0.620\t1.011\t0.610\t-1.157\t0.525\t-1.228\t1.863\n4\t1.028\t1.208\t-0.468\t-2.069\t-1.981\t1.311\t1.235\t1.558\t-0.125\t-2.057\t0.491\t-0.488\t1.771\t0.686\t0.200\t-0.396\t1.343\t-0.716\t-1.387\t0.081\t1.089\t1.642\t-1.575\t1.272\t-0.062\t0.809\t-1.428\t-0.384\n0\t-1.066\t-0.401\t-0.662\t-1.011\t0.699\t-0.235\t-1.238\t-0.676\t-1.165\t-0.409\t0.781\t-0.026\t0.476\t0.303\t-0.060\t0.248\t0.508\t-1.062\t1.170\t1.366\t-0.702\t0.630\t0.000\t-0.325\t1.952\t-0.443\t-0.497\t0.040\n2\t-0.205\t-0.768\t0.737\t1.189\t0.394\t0.572\t-1.195\t-1.278\t-1.350\t1.051\t-0.387\t0.826\t-0.600\t-0.015\t-0.806\t-0.328\t-1.710\t-0.318\t-0.406\t-1.695\t0.425\t0.574\t-0.662\t-1.205\t1.730\t0.256\t-2.380\t-0.428\n3\t-1.171\t0.365\t1.214\t0.650\t-0.267\t1.070\t-0.743\t-1.379\t1.879\t1.183\t0.278\t0.873\t0.285\t0.724\t0.792\t-1.346\t0.905\t2.171\t-0.897\t-0.271\t0.516\t-1.157\t0.793\t0.218\t-0.067\t-2.450\t-0.294\t-0.325\n0\t0.117\t-1.153\t-0.226\t-0.332\t0.580\t0.315\t0.161\t1.637\t0.270\t-0.418\t-0.295\t-0.764\t-1.019\t-1.389\t1.134\t-0.718\t0.316\t-0.300\t-0.029\t1.154\t0.177\t-0.923\t-0.564\t0.860\t0.483\t0.922\t-0.239\t-1.396\n0\t0.376\t-0.856\t0.588\t0.183\t0.922\t-0.776\t-0.084\t0.809\t-1.828\t-1.154\t0.040\t0.180\t-0.096\t0.798\t-0.100\t1.023\t0.323\t-1.118\t0.162\t-0.078\t-0.671\t-1.517\t-1.180\t-0.848\t1.059\t-0.325\t1.222\t-1.022\n2\t-0.409\t0.245\t1.889\t0.295\t-0.217\t-0.682\t-0.347\t1.554\t-0.496\t-0.418\t-1.141\t0.739\t0.579\t1.352\t0.755\t-0.130\t1.502\t1.313\t0.133\t0.400\t-1.640\t0.290\t0.104\t-0.069\t0.468\t-0.924\t2.316\t0.756\n4\t0.946\t3.114\t0.647\t2.013\t0.555\t-0.269\t-2.045\t0.321\t0.188\t-0.009\t-1.105\t-0.136\t0.343\t-0.690\t-0.813\t-1.266\t-0.839\t0.196\t1.393\t0.176\t-1.387\t-0.221\t-1.053\t-1.253\t0.372\t-0.182\t-0.032\t-1.758\n0\t0.251\t-0.073\t-0.153\t-0.410\t0.216\t0.214\t1.891\t1.267\t0.570\t0.374\t-1.167\t-1.522\t-0.696\t0.944\t0.929\t0.966\t0.177\t0.450\t-0.378\t-0.070\t-1.392\t0.298\t-0.088\t-0.178\t-0.706\t1.434\t-0.321\t-0.964\n0\t0.115\t-0.385\t-1.009\t-0.400\t0.183\t0.580\t0.122\t0.649\t-1.520\t0.867\t-1.128\t0.984\t0.502\t-1.870\t0.737\t0.995\t1.258\t-0.769\t0.179\t0.694\t0.736\t0.410\t-0.427\t0.988\t0.994\t-0.154\t-0.784\t-0.728\n0\t-1.217\t0.599\t0.007\t-0.477\t0.023\t-0.094\t0.968\t-0.427\t-0.003\t0.849\t-0.264\t-0.741\t-1.281\t-1.041\t-0.643\t0.961\t-0.737\t-0.215\t-1.029\t0.054\t0.287\t0.355\t1.756\t-0.014\t0.293\t-0.564\t2.172\t0.847\n1\t1.309\t1.583\t0.648\t-1.248\t-1.223\t-0.826\t0.963\t-0.324\t0.621\t-0.594\t1.401\t-1.154\t-0.222\t-0.237\t0.686\t0.360\t1.482\t1.297\t-0.700\t0.044\t-0.008\t-0.541\t-1.541\t-0.020\t0.874\t0.193\t0.338\t1.434\n4\t-0.584\t1.109\t2.265\t-0.746\t2.466\t0.013\t-0.633\t-0.296\t-0.403\t1.402\t1.318\t1.306\t-1.299\t0.189\t-1.550\t1.011\t-0.484\t0.503\t-0.502\t-1.756\t0.885\t0.962\t0.139\t-2.111\t0.750\t-0.738\t0.517\t-0.491\n0\t-0.357\t1.164\t0.405\t0.186\t-0.426\t0.586\t-1.411\t0.946\t0.839\t0.513\t-0.942\t-0.968\t-0.659\t-0.905\t0.303\t-0.513\t-0.383\t-0.468\t-1.164\t-0.541\t1.105\t0.834\t0.487\t1.494\t-0.532\t-0.346\t1.001\t-0.031\n3\t-1.282\t-0.090\t1.698\t-0.694\t-0.363\t-0.824\t-0.160\t1.298\t-2.301\t-0.310\t-1.234\t0.964\t0.354\t-0.632\t1.614\t-0.022\t0.794\t1.404\t-0.198\t-0.387\t-0.379\t-0.057\t-0.041\t1.908\t1.007\t-0.938\t1.930\t0.738\n0\t0.500\t0.586\t0.772\t-0.213\t0.486\t-0.487\t-1.971\t0.530\t0.298\t1.013\t-0.025\t-1.603\t-0.092\t0.887\t0.476\t-0.147\t-1.664\t-1.026\t0.477\t-1.665\t-0.318\t0.038\t1.150\t0.614\t0.963\t0.302\t-0.845\t-0.614\n0\t0.920\t0.368\t0.599\t-1.232\t0.112\t-0.929\t-1.389\t0.411\t1.158\t-0.383\t-0.212\t-1.138\t0.007\t0.760\t0.792\t0.545\t-0.618\t-0.650\t0.795\t0.812\t-0.172\t-0.426\t1.167\t-0.360\t0.746\t-0.137\t-1.048\t1.612\n1\t-0.222\t1.229\t0.441\t-0.362\t0.444\t-1.363\t2.018\t-0.487\t-1.256\t-1.147\t0.263\t0.067\t-0.322\t0.053\t1.090\t0.968\t0.663\t-1.007\t-2.277\t0.260\t0.167\t0.628\t0.919\t0.525\t0.535\t0.641\t0.885\t0.675\n0\t0.539\t0.654\t2.062\t-0.043\t0.305\t-0.939\t-0.635\t-0.332\t0.850\t-0.748\t1.235\t-1.093\t0.640\t0.552\t0.257\t0.985\t-0.743\t-0.466\t-0.963\t0.009\t-0.120\t0.856\t0.387\t0.689\t-0.197\t0.406\t1.813\t-1.346\n4\t-0.891\t-0.109\t-0.577\t0.497\t0.079\t1.236\t1.025\t2.138\t0.804\t-0.791\t1.627\t-1.183\t1.669\t1.906\t1.346\t0.762\t-0.221\t1.815\t-0.146\t-0.940\t0.491\t0.252\t-2.050\t-0.358\t-0.933\t0.379\t-1.542\t-0.251\n0\t2.252\t-0.361\t1.568\t0.285\t-0.533\t-1.055\t-0.181\t-0.742\t-0.799\t-1.311\t-0.571\t-0.812\t-0.160\t-0.035\t-0.889\t-0.459\t-0.180\t0.595\t0.903\t-0.247\t-0.109\t-1.006\t-0.201\t-1.136\t0.555\t-1.196\t0.250\t-0.600\n4\t-0.650\t-0.838\t-0.799\t0.017\t-2.241\t-0.165\t2.861\t0.823\t-0.430\t1.079\t1.433\t0.291\t-1.182\t-0.810\t-0.894\t-1.601\t1.024\t2.100\t0.042\t-0.696\t0.689\t1.164\t-0.696\t0.263\t-1.721\t0.128\t-1.001\t0.300\n3\t-0.510\t1.784\t-0.915\t1.643\t-1.196\t1.159\t-0.315\t-1.214\t2.382\t-0.417\t0.278\t1.461\t-0.063\t0.100\t1.589\t0.369\t-0.338\t-2.306\t-0.143\t-0.132\t0.080\t-0.185\t0.779\t1.615\t-1.365\t-0.330\t0.228\t0.495\n2\t0.219\t-0.446\t-0.201\t0.368\t1.040\t-1.955\t-0.369\t0.214\t-0.918\t1.731\t-0.635\t-0.041\t0.556\t-0.591\t-1.847\t-0.429\t1.029\t-0.337\t-0.846\t0.926\t-0.331\t-0.510\t0.149\t0.771\t2.382\t0.827\t1.160\t-0.506\n4\t1.274\t-1.980\t2.123\t0.962\t0.809\t1.524\t-0.501\t-0.637\t2.309\t0.565\t-0.154\t0.158\t0.392\t-0.822\t-0.563\t-0.294\t-0.405\t2.049\t-1.502\t0.180\t-1.754\t-0.840\t1.788\t-0.407\t-0.146\t-1.535\t-0.435\t-1.050\n3\t-0.315\t-2.217\t-2.278\t-0.064\t0.832\t-0.770\t1.750\t-0.281\t-0.847\t-1.424\t0.098\t-2.010\t-0.750\t0.045\t-1.397\t-0.523\t0.025\t-1.218\t0.651\t0.942\t-1.011\t-0.200\t-0.125\t0.347\t-0.298\t-0.722\t-1.057\t0.836\n0\t-0.561\t-0.517\t-0.374\t0.183\t-1.071\t0.013\t-0.447\t0.330\t0.603\t0.135\t0.553\t-1.015\t-0.023\t0.115\t-0.162\t-0.463\t-0.140\t0.646\t-0.670\t0.121\t0.782\t0.782\t-0.896\t0.193\t0.071\t0.255\t0.723\t-0.648\n0\t-1.048\t0.115\t0.239\t0.236\t-0.840\t-0.496\t0.127\t-0.727\t0.271\t-0.614\t1.000\t1.563\t-0.297\t0.920\t-0.212\t-0.936\t-0.426\t0.086\t-1.787\t0.626\t0.086\t1.001\t0.608\t0.120\t-0.356\t1.523\t2.170\t-0.339\n2\t0.332\t0.236\t-2.155\t0.428\t0.169\t-0.407\t-0.137\t-0.068\t-0.180\t2.090\t-0.371\t0.169\t-0.404\t0.783\t0.177\t-0.280\t-1.926\t0.243\t-0.310\t-0.061\t-1.182\t1.433\t0.857\t1.431\t1.147\t0.592\t-1.142\t1.843\n2\t0.221\t-0.234\t0.909\t-0.900\t-0.166\t0.046\t-0.204\t0.598\t-1.086\t0.512\t1.139\t-0.823\t0.401\t0.357\t0.589\t0.001\t1.418\t2.110\t0.625\t0.314\t0.014\t-1.314\t-1.427\t-1.154\t0.266\t-0.193\t1.527\t-2.505\n4\t0.442\t-2.342\t1.461\t-0.176\t1.215\t0.801\t-0.636\t0.411\t1.103\t-1.726\t0.986\t-1.308\t-0.873\t-1.137\t2.281\t0.197\t-1.950\t-0.716\t-0.695\t0.103\t-0.739\t-1.471\t1.389\t-0.091\t-0.178\t1.632\t1.900\t-0.073\n3\t0.192\t-1.453\t0.198\t-1.777\t0.271\t-0.089\t-1.874\t-0.013\t0.698\t-0.444\t-1.301\t-0.429\t-2.267\t0.316\t0.752\t-0.469\t-0.258\t1.113\t1.538\t0.731\t-1.014\t1.237\t0.617\t0.238\t0.310\t1.068\t-1.860\t-0.152\n0\t-1.014\t-0.724\t-0.301\t-0.339\t0.142\t0.703\t-0.368\t0.396\t0.015\t0.935\t-0.189\t-0.079\t-0.374\t-0.162\t-0.783\t-0.883\t0.776\t-1.083\t-0.319\t1.015\t-0.353\t0.829\t-0.591\t-1.051\t-1.595\t1.313\t-1.137\t0.747\n3\t-0.157\t-2.559\t-0.326\t-0.024\t-0.194\t-0.075\t0.214\t0.950\t-0.857\t-0.205\t1.537\t-1.621\t-0.277\t-2.182\t-0.258\t0.102\t-1.817\t0.210\t-0.678\t1.080\t0.475\t-0.542\t-0.208\t1.550\t-0.115\t-1.346\t-1.142\t-0.188\n1\t-0.953\t0.155\t0.820\t-0.226\t0.584\t-1.996\t-1.128\t0.481\t-1.488\t0.447\t-0.761\t-0.975\t0.347\t0.573\t1.207\t0.630\t0.357\t1.309\t-0.940\t-1.251\t-1.500\t0.826\t-0.732\t-0.800\t-0.103\t-0.828\t-0.665\t-0.453\n4\t-0.545\t-2.695\t1.295\t1.086\t0.065\t0.747\t1.774\t-0.391\t-1.803\t0.881\t-1.484\t0.096\t-0.040\t2.120\t1.066\t1.395\t1.496\t-0.022\t-0.630\t1.419\t1.499\t0.432\t-0.038\t1.268\t-0.546\t0.635\t-0.259\t0.366\n2\t0.827\t-0.220\t0.302\t0.563\t0.047\t-1.337\t-2.267\t-0.812\t-1.705\t0.252\t-1.021\t-0.656\t1.771\t-0.394\t1.187\t0.039\t-1.437\t-0.041\t-2.318\t0.220\t-0.935\t-0.019\t-0.656\t1.184\t0.043\t-0.314\t-0.493\t0.212\n1\t-0.289\t-0.784\t1.735\t-0.857\t-0.556\t0.204\t-1.202\t-0.396\t0.317\t-0.333\t-0.093\t-0.529\t-1.514\t0.322\t1.755\t0.018\t0.225\t0.693\t-1.269\t1.703\t0.202\t1.632\t-0.733\t1.818\t0.775\t0.553\t0.234\t-0.249\n0\t-0.175\t1.090\t0.575\t0.028\t0.069\t-1.050\t0.409\t0.493\t0.212\t0.010\t-0.143\t0.791\t-0.614\t-1.342\t0.905\t-1.320\t-0.742\t0.424\t0.332\t-0.162\t1.408\t0.975\t-0.106\t-0.562\t0.266\t0.189\t1.188\t-0.198\n1\t-0.447\t0.394\t0.949\t0.852\t0.885\t-0.313\t0.609\t-1.775\t0.548\t1.550\t-1.563\t-0.037\t1.219\t0.739\t1.280\t0.277\t1.470\t0.588\t-0.138\t0.263\t0.880\t-0.112\t-0.236\t-0.007\t-1.728\t-1.350\t-1.271\t0.523\n1\t-1.247\t-0.924\t0.164\t-1.698\t1.275\t0.796\t-0.410\t-0.594\t-0.267\t-0.081\t-0.747\t0.465\t0.460\t-0.104\t0.952\t1.609\t-1.388\t1.067\t-1.015\t-1.257\t-0.987\t0.411\t-1.126\t-0.489\t0.150\t-1.330\t-0.488\t-0.483\n3\t-0.455\t0.333\t0.190\t0.549\t0.406\t0.084\t0.512\t1.938\t-0.249\t1.104\t0.023\t-0.273\t-0.271\t0.056\t-1.926\t-0.813\t1.493\t-0.818\t1.174\t0.439\t-0.708\t-0.402\t-1.948\t2.799\t-0.808\t1.482\t-0.218\t-1.398\n4\t1.910\t-2.612\t0.593\t1.319\t-1.556\t-0.721\t-0.394\t-0.731\t-0.806\t-0.375\t0.852\t1.488\t1.303\t0.994\t1.832\t2.031\t0.166\t1.431\t0.424\t-0.216\t-0.050\t1.013\t1.466\t0.580\t-0.396\t-0.489\t-1.853\t0.361\n3\t0.498\t-1.249\t1.334\t0.859\t-1.761\t0.406\t-1.031\t0.361\t0.521\t0.133\t0.911\t2.792\t0.442\t1.865\t1.047\t0.879\t0.229\t-0.353\t0.476\t0.895\t-1.208\t-0.665\t-0.323\t0.632\t1.623\t-0.815\t-0.605\t-1.034\n2\t0.402\t-0.309\t-0.561\t-0.401\t-0.624\t-2.674\t0.609\t-0.204\t1.185\t0.471\t0.741\t-0.442\t1.227\t-1.556\t1.073\t1.201\t-1.568\t0.053\t-0.695\t-1.032\t0.852\t-0.055\t-0.390\t0.166\t-1.013\t0.100\t-0.279\t1.441\n3\t0.980\t1.391\t-0.719\t0.763\t-1.144\t-0.233\t1.741\t-0.608\t1.111\t1.016\t1.075\t-1.267\t0.525\t-0.157\t1.088\t-1.655\t0.368\t0.226\t-1.990\t-0.885\t-1.830\t-0.726\t0.549\t0.195\t0.169\t-1.040\t1.120\t-0.019\n3\t1.351\t-0.069\t0.917\t-0.211\t-1.135\t1.602\t1.863\t-0.421\t0.937\t-0.145\t2.181\t-1.493\t-0.178\t-1.447\t-1.587\t-0.116\t-0.450\t-1.011\t0.837\t1.299\t0.513\t-1.877\t0.339\t0.330\t-0.842\t0.346\t-0.507\t-0.820\n0\t1.380\t-0.736\t0.927\t-0.261\t-0.704\t-0.540\t1.309\t0.781\t0.116\t0.912\t1.489\t-0.156\t-0.982\t0.433\t-0.380\t1.150\t-0.761\t-1.305\t0.333\t1.086\t-0.377\t-0.745\t-0.729\t-0.732\t-0.694\t-0.325\t-0.775\t0.055\n1\t0.661\t-0.452\t0.086\t0.196\t-0.900\t0.002\t-0.095\t-0.957\t0.203\t0.301\t-1.086\t0.869\t-0.574\t-0.674\t0.742\t0.704\t-0.832\t0.437\t0.428\t-0.399\t0.581\t-1.895\t-0.616\t0.862\t-0.478\t-1.067\t-2.676\t1.025\n2\t1.856\t0.224\t-0.346\t-1.612\t-0.263\t-0.336\t0.960\t0.462\t-1.179\t0.172\t0.672\t1.528\t0.888\t0.761\t0.060\t0.388\t1.250\t-1.333\t-0.349\t-0.773\t0.379\t1.230\t-0.597\t-2.390\t-0.412\t0.913\t0.538\t0.428\n2\t1.049\t-0.792\t1.489\t-0.268\t-0.312\t0.482\t-0.392\t-1.521\t0.132\t-0.318\t-0.768\t1.241\t2.392\t-0.919\t0.197\t-0.398\t2.288\t0.492\t0.927\t1.182\t0.130\t-0.186\t1.519\t0.778\t-0.846\t-0.724\t-0.390\t1.159\n0\t0.774\t-1.182\t1.001\t-0.173\t0.586\t1.658\t0.251\t-0.274\t-0.149\t0.492\t-1.039\t0.273\t0.974\t-2.361\t-0.390\t0.391\t0.130\t-0.581\t-0.146\t0.368\t-0.435\t0.827\t0.504\t1.435\t-0.186\t0.205\t0.896\t0.043\n0\t0.582\t0.148\t-0.188\t0.251\t0.724\t-0.577\t-2.592\t0.380\t-0.780\t0.223\t-0.277\t0.030\t-0.446\t0.163\t0.149\t-0.292\t-0.849\t0.651\t0.106\t-0.152\t-0.679\t0.616\t-0.966\t-0.709\t2.065\t0.681\t-1.009\t0.074\n0\t-0.710\t-0.214\t0.009\t0.078\t0.274\t-0.174\t-0.787\t0.082\t-0.179\t1.025\t1.151\t-1.372\t0.617\t0.818\t-1.346\t0.579\t0.896\t-0.950\t-0.236\t0.186\t0.570\t-0.988\t1.157\t-2.029\t1.324\t0.550\t-0.622\t0.864\n2\t0.941\t0.675\t-0.385\t1.147\t-1.736\t-0.693\t0.175\t-0.264\t-0.215\t0.754\t0.610\t0.247\t-1.596\t-0.242\t-1.177\t0.580\t0.012\t0.897\t1.540\t1.465\t2.071\t-1.047\t0.654\t-0.448\t1.565\t0.651\t1.069\t-0.267\n2\t0.926\t0.110\t-0.325\t0.647\t-1.445\t-0.262\t0.005\t0.031\t-0.145\t-0.553\t-0.591\t-2.258\t-0.809\t-0.748\t1.202\t0.752\t0.090\t-1.424\t-0.057\t-0.561\t-0.787\t-2.324\t-0.080\t-0.823\t0.485\t1.249\t2.047\t-0.458\n3\t1.219\t0.322\t1.443\t-0.051\t1.127\t-0.060\t0.261\t-0.103\t0.061\t-0.601\t2.256\t0.481\t2.275\t0.303\t-0.121\t0.244\t0.516\t1.657\t-0.759\t2.287\t-1.360\t-1.625\t0.826\t-0.230\t-0.476\t-0.785\t0.740\t-0.807\n1\t2.412\t0.068\t0.233\t0.537\t0.082\t0.613\t-1.340\t1.625\t-0.767\t-1.343\t-0.658\t1.744\t-0.605\t-0.930\t-1.351\t-0.963\t-0.300\t-0.581\t0.752\t-0.266\t-0.904\t1.253\t-0.411\t0.626\t0.673\t-0.340\t-0.153\t-0.010\n3\t0.936\t-1.428\t-0.543\t-0.176\t0.506\t0.851\t1.629\t-0.954\t0.218\t-1.763\t0.410\t0.493\t0.020\t0.654\t-0.861\t-1.320\t-0.951\t0.370\t1.311\t-0.859\t-0.683\t0.115\t3.446\t-0.448\t0.964\t-0.179\t-0.540\t-1.329\n1\t0.764\t1.235\t0.687\t0.031\t0.968\t0.096\t-0.488\t0.121\t-0.319\t-0.086\t-0.846\t0.999\t0.214\t0.711\t0.482\t-0.902\t1.323\t-0.225\t-0.361\t0.214\t0.234\t2.601\t0.596\t-0.486\t1.898\t-1.630\t-0.482\t-0.556\n2\t-0.222\t0.128\t-0.124\t0.272\t-2.103\t0.506\t0.062\t-0.187\t0.927\t-1.046\t-0.237\t0.284\t-0.853\t-2.003\t-1.153\t-0.065\t-0.249\t-0.018\t-0.659\t-1.312\t0.137\t-0.167\t0.638\t-0.748\t-2.021\t-2.604\t-0.401\t0.128\n4\t-1.152\t0.109\t0.386\t-1.177\t0.928\t-1.770\t-0.578\t-0.258\t-0.636\t-0.565\t1.871\t-0.851\t2.441\t0.437\t0.092\t0.476\t2.530\t-0.994\t-1.120\t-0.755\t0.032\t-1.726\t0.022\t1.694\t0.151\t-0.293\t-0.618\t0.899\n4\t-1.002\t-2.636\t1.921\t0.367\t0.607\t0.347\t-1.169\t-0.526\t-0.046\t-2.296\t1.220\t0.173\t0.474\t-0.751\t-1.729\t2.274\t0.133\t1.024\t0.516\t0.613\t1.131\t-1.387\t-1.322\t-1.733\t-0.319\t0.759\t-0.720\t0.205\n1\t-0.570\t0.005\t0.687\t1.812\t-1.312\t1.595\t0.813\t0.049\t-0.654\t-0.640\t-0.495\t0.689\t0.219\t1.182\t-0.241\t-0.207\t-1.073\t0.734\t-0.459\t-1.501\t-0.781\t-1.148\t0.712\t-0.229\t0.101\t1.032\t-1.070\t1.200\n4\t1.387\t1.145\t-0.282\t1.007\t0.352\t-0.114\t2.650\t2.346\t0.650\t-0.850\t-0.478\t-0.542\t0.814\t0.384\t-0.312\t2.066\t-0.430\t1.864\t1.171\t0.644\t-0.779\t1.604\t1.973\t0.236\t1.248\t0.098\t1.505\t-0.948\n1\t0.142\t-1.115\t0.017\t0.131\t0.760\t-1.069\t-2.040\t0.176\t0.354\t-0.179\t0.028\t0.879\t-0.459\t-0.279\t0.079\t-1.220\t-0.152\t-0.064\t1.637\t-0.298\t0.200\t0.919\t-0.837\t1.376\t1.764\t-0.029\t-0.539\t1.627\n2\t-0.706\t0.762\t-1.722\t-0.267\t-0.228\t-0.372\t0.071\t-0.826\t1.141\t0.992\t0.860\t0.853\t2.521\t0.192\t-0.034\t2.039\t-0.336\t-0.579\t0.770\t0.132\t2.003\t0.384\t-0.327\t0.914\t-1.182\t-0.480\t0.883\t-1.011\n3\t-0.035\t-0.182\t-0.942\t-1.523\t2.534\t-0.049\t1.823\t1.165\t-0.321\t0.181\t0.152\t1.844\t0.830\t-0.807\t0.352\t0.804\t-1.175\t0.494\t1.345\t-0.857\t-0.719\t1.160\t-0.354\t-0.982\t0.882\t0.577\t0.094\t1.125\n4\t0.947\t0.861\t-0.728\t0.281\t1.653\t1.687\t-1.135\t-0.371\t-1.743\t-0.477\t-0.628\t-2.566\t1.045\t1.424\t1.241\t0.964\t-1.714\t1.882\t0.048\t0.445\t1.056\t0.503\t1.651\t-0.735\t1.443\t-1.476\t0.415\t-0.536\n1\t-2.076\t-0.091\t-0.071\t0.503\t-0.476\t-1.169\t0.880\t-1.861\t-1.267\t0.818\t-0.859\t0.113\t1.228\t-0.800\t-1.153\t-0.044\t-0.305\t0.065\t-0.070\t0.577\t-0.667\t0.070\t-0.689\t-1.822\t-1.285\t0.335\t-0.723\t-0.320\n0\t0.539\t-0.322\t0.172\t-0.588\t0.013\t-1.168\t-0.791\t-0.282\t-0.944\t-0.505\t-0.164\t0.402\t0.949\t-0.464\t1.335\t0.939\t0.504\t0.154\t0.319\t1.187\t1.224\t1.335\t0.041\t0.555\t1.344\t-0.624\t-0.318\t0.016\n3\t-0.718\t1.412\t-0.921\t0.249\t0.074\t0.612\t-1.459\t-0.985\t1.148\t-1.223\t-1.670\t0.562\t0.085\t-0.736\t-0.120\t0.069\t0.113\t2.657\t1.244\t0.602\t-0.896\t0.950\t-1.313\t-0.155\t-0.187\t-0.340\t-2.256\t-0.982\n1\t-0.318\t1.173\t0.846\t-1.224\t0.524\t0.325\t1.111\t1.068\t0.103\t-0.722\t-0.311\t0.440\t0.167\t0.542\t1.003\t0.247\t-0.065\t-0.651\t-2.658\t-0.302\t0.008\t-0.913\t0.672\t-0.723\t-0.034\t-0.357\t1.656\t1.533\n0\t0.413\t-0.798\t1.179\t0.133\t0.195\t-0.048\t-0.573\t0.580\t0.228\t2.061\t-0.742\t1.404\t-0.017\t-0.073\t-0.874\t0.378\t-0.180\t0.482\t-0.923\t0.213\t0.022\t-0.446\t0.108\t-0.006\t0.548\t0.877\t0.501\t0.158\n3\t-0.215\t-0.123\t1.915\t0.187\t0.714\t1.155\t-0.259\t-0.643\t0.189\t-0.774\t-0.509\t-2.067\t1.021\t-0.887\t1.222\t-0.957\t-1.363\t-1.734\t-2.226\t1.555\t0.773\t0.168\t1.385\t-0.911\t-1.007\t0.153\t-0.556\t1.239\n3\t0.637\t0.377\t0.925\t-0.746\t-1.839\t0.066\t-0.446\t-0.028\t-0.797\t2.006\t-1.743\t-0.462\t-1.510\t2.149\t-0.545\t1.665\t1.493\t-0.199\t1.013\t0.752\t0.765\t-0.224\t0.202\t1.573\t-0.274\t0.085\t-0.414\t-1.169\n1\t0.602\t-0.358\t-0.127\t-1.258\t-0.526\t1.168\t-2.279\t-0.074\t-0.095\t-0.574\t-1.808\t-0.173\t0.752\t0.594\t-0.132\t1.310\t0.354\t-1.907\t0.416\t1.252\t0.018\t-0.525\t0.440\t-0.643\t-1.177\t-0.775\t-0.206\t0.384\n0\t-0.456\t0.812\t0.990\t0.711\t-0.271\t0.461\t-0.773\t0.753\t-0.018\t-0.475\t-0.729\t0.678\t-0.137\t-0.490\t-0.493\t-1.243\t0.167\t0.287\t-1.482\t-1.076\t-1.648\t1.205\t0.618\t1.104\t1.620\t0.439\t-0.060\t0.195\n1\t0.497\t-0.138\t0.648\t1.523\t-0.234\t-0.234\t1.579\t0.767\t-0.469\t0.543\t-0.463\t-0.466\t0.242\t-1.913\t-1.725\t-0.562\t-1.013\t0.314\t-0.908\t-1.412\t1.466\t-0.226\t0.068\t-1.425\t-0.544\t0.111\t-1.151\t0.376\n2\t0.224\t-1.069\t-0.321\t-1.904\t0.086\t1.330\t-1.796\t0.129\t0.668\t0.816\t-0.746\t-1.102\t-0.587\t1.191\t-1.710\t-1.216\t-0.459\t-0.976\t-0.042\t1.415\t-1.204\t-0.146\t-0.008\t-0.335\t-1.578\t-0.638\t-0.635\t0.634\n3\t2.363\t-0.025\t1.213\t-2.514\t-0.265\t-1.461\t-0.861\t0.051\t-0.335\t1.314\t1.769\t-0.967\t-0.488\t-1.031\t1.156\t0.159\t0.032\t0.312\t-0.311\t-0.856\t0.051\t-0.267\t0.347\t-1.632\t0.186\t-0.689\t0.151\t0.905\n0\t-0.188\t-1.247\t0.076\t-1.818\t0.361\t0.576\t-1.634\t-0.295\t0.113\t-0.637\t0.390\t-1.756\t-0.589\t0.933\t-0.648\t0.918\t0.704\t0.178\t-0.200\t1.296\t-1.169\t-0.155\t-0.013\t-0.752\t0.598\t-0.247\t1.467\t0.087\n4\t-1.000\t1.317\t2.207\t-1.687\t-1.085\t0.773\t0.513\t0.777\t-0.574\t1.988\t0.118\t-1.217\t-0.253\t-1.204\t1.591\t-0.660\t0.492\t-0.471\t-0.615\t-1.910\t0.598\t1.299\t-0.916\t-1.545\t0.803\t-1.646\t1.220\t-0.904\n3\t-0.433\t0.392\t-0.926\t-1.209\t1.243\t0.727\t0.066\t1.665\t-0.268\t1.323\t0.176\t-1.025\t1.848\t0.991\t-0.121\t0.727\t-0.404\t0.829\t-2.391\t-1.020\t0.979\t-0.250\t0.208\t-1.347\t1.848\t1.191\t-0.201\t-0.405\n2\t-0.730\t-1.166\t-0.465\t0.202\t1.586\t0.457\t0.778\t-1.134\t0.029\t1.694\t1.027\t1.996\t1.336\t0.857\t0.014\t-0.246\t0.992\t-0.970\t0.057\t-0.086\t1.176\t-0.801\t0.846\t2.060\t0.641\t-1.011\t-0.562\t0.527\n4\t1.773\t-1.165\t-0.090\t-0.078\t0.174\t2.147\t-0.449\t-1.158\t-0.680\t0.350\t-0.168\t0.687\t2.259\t-0.063\t1.250\t0.504\t0.085\t0.886\t-0.891\t0.376\t2.682\t-2.371\t1.462\t-1.226\t-0.154\t-0.069\t-1.646\t-0.705\n4\t-0.611\t-0.832\t-0.492\t2.177\t-0.399\t0.907\t-0.376\t0.261\t0.792\t-0.572\t-0.641\t1.659\t0.985\t0.791\t0.787\t0.460\t2.018\t0.044\t0.577\t-1.451\t-0.825\t-1.201\t1.274\t-2.553\t-0.402\t-2.994\t-0.831\t-0.491\n3\t1.599\t0.412\t0.037\t0.764\t-0.250\t-0.183\t0.756\t-0.205\t1.699\t-0.486\t-0.492\t-1.221\t0.096\t1.943\t1.669\t0.495\t0.181\t-1.493\t0.628\t-0.678\t0.741\t0.950\t3.191\t-0.268\t0.635\t0.657\t-0.249\t0.660\n2\t0.341\t-0.203\t0.701\t-0.554\t-0.966\t-0.861\t-1.053\t0.232\t0.084\t-2.350\t-0.257\t0.862\t1.546\t0.997\t-1.402\t0.224\t-0.148\t1.329\t-1.307\t0.388\t1.283\t-1.898\t-0.357\t-1.103\t0.657\t0.286\t0.853\t-0.800\n0\t0.570\t1.451\t-0.216\t-0.735\t-0.107\t0.904\t1.129\t-1.375\t0.115\t-1.434\t0.884\t0.422\t-0.921\t1.534\t0.335\t0.225\t-0.179\t-0.008\t-0.381\t-0.741\t1.229\t-0.493\t-0.526\t-0.129\t1.425\t1.131\t-0.395\t1.227\n4\t1.814\t-1.198\t0.339\t1.951\t0.395\t-0.144\t-0.072\t0.527\t2.014\t-0.548\t0.402\t1.603\t0.883\t1.901\t-1.505\t-0.431\t-1.028\t0.236\t0.580\t-0.611\t-1.148\t-1.505\t-1.020\t1.433\t-1.025\t1.743\t0.997\t-2.328\n1\t1.092\t1.083\t-1.089\t-0.324\t0.394\t-0.605\t0.498\t-1.348\t0.261\t1.027\t0.054\t0.176\t0.844\t-0.444\t0.622\t-0.031\t-0.908\t0.902\t1.401\t1.159\t0.902\t0.511\t0.363\t-0.094\t-0.663\t-2.066\t-1.567\t0.015\n4\t-0.699\t0.820\t0.832\t1.175\t-2.020\t0.296\t-0.258\t0.988\t1.476\t-1.309\t0.016\t0.833\t-0.338\t1.746\t-0.401\t-0.300\t-1.073\t0.154\t-3.018\t-0.248\t1.269\t-1.397\t-1.618\t1.116\t1.252\t-1.356\t1.733\t0.432\n2\t-0.304\t0.849\t-0.870\t0.096\t-0.854\t-0.418\t-1.514\t2.318\t0.306\t-0.326\t1.291\t-0.090\t0.459\t1.562\t1.474\t-1.144\t0.013\t1.277\t-1.081\t-0.258\t-0.294\t0.501\t0.803\t1.150\t0.083\t-1.041\t-0.355\t-1.058\n3\t-0.319\t-0.235\t-0.934\t-0.286\t1.912\t1.101\t1.017\t0.149\t0.467\t0.335\t0.711\t-0.673\t-2.788\t0.922\t0.325\t-0.919\t-0.183\t1.577\t1.181\t1.700\t0.280\t-2.075\t1.044\t0.480\t0.066\t0.286\t1.324\t0.522\n4\t1.270\t-1.094\t0.979\t-1.340\t0.948\t-0.851\t-0.314\t-0.645\t1.961\t0.994\t-0.411\t-0.825\t1.314\t-3.398\t0.479\t-0.959\t2.254\t2.731\t0.031\t-0.365\t0.068\t-0.622\t-0.794\t0.235\t0.624\t0.133\t0.290\t-0.633\n1\t0.746\t0.119\t0.330\t-0.051\t1.634\t0.180\t0.272\t-0.287\t-1.408\t1.598\t-0.389\t0.580\t1.202\t-0.142\t1.513\t-0.629\t-1.952\t-0.762\t0.341\t0.090\t0.510\t-0.477\t-2.387\t0.227\t0.366\t0.338\t-0.312\t0.155\n1\t-1.446\t0.245\t0.203\t0.426\t-0.875\t-1.026\t-0.285\t0.908\t-1.018\t0.151\t-0.512\t-1.524\t-1.281\t0.910\t-0.604\t1.244\t-0.037\t-1.368\t0.477\t-0.801\t-0.377\t1.133\t-1.290\t-0.450\t-1.084\t-1.190\t-0.473\t-0.858\n4\t0.646\t0.387\t-1.503\t1.828\t-0.693\t-1.332\t0.673\t-0.302\t0.771\t-0.887\t0.143\t-0.113\t1.022\t-0.375\t0.803\t-1.208\t1.232\t1.421\t0.733\t-0.016\t2.055\t-0.472\t1.185\t1.373\t-1.243\t0.715\t0.719\t-2.495\n2\t0.502\t1.347\t-0.027\t0.805\t0.333\t-0.750\t-0.566\t-0.311\t-0.247\t1.166\t1.489\t0.867\t1.478\t0.278\t-2.671\t0.004\t-0.775\t0.671\t-0.142\t0.313\t0.051\t-0.551\t-0.839\t-0.488\t0.439\t1.375\t0.438\t2.549\n4\t-1.231\t0.371\t-2.281\t1.416\t2.439\t1.144\t0.120\t-0.401\t-1.020\t-1.274\t-0.633\t0.544\t-0.532\t-0.199\t0.262\t0.961\t1.875\t-1.625\t1.972\t1.372\t0.783\t-0.328\t-0.434\t1.055\t-0.359\t-1.961\t-0.148\t-0.611\n3\t-1.186\t-0.325\t0.661\t0.510\t0.262\t0.933\t-0.362\t0.179\t-3.376\t-0.450\t0.764\t-0.390\t-0.466\t-1.041\t1.003\t0.548\t0.825\t-1.726\t-0.160\t-0.280\t-0.281\t-0.616\t-0.346\t0.850\t-1.913\t1.777\t0.484\t-0.042\n0\t-0.615\t-0.402\t-0.541\t0.024\t0.158\t0.230\t0.886\t0.733\t-1.502\t0.150\t-0.612\t0.820\t1.296\t0.842\t1.906\t0.753\t0.999\t-0.794\t-0.025\t0.690\t0.289\t-0.914\t-0.924\t-1.810\t0.372\t-1.030\t0.672\t0.724\n4\t0.963\t-0.549\t-0.188\t1.710\t0.172\t0.898\t-0.097\t1.323\t1.597\t1.877\t1.110\t-1.270\t-0.917\t0.806\t-2.651\t0.013\t-0.414\t0.566\t-0.689\t1.121\t1.422\t-1.392\t-1.660\t-1.235\t-1.034\t-2.276\t1.110\t0.935\n2\t-0.270\t-1.390\t1.352\t2.099\t-0.041\t2.159\t0.091\t-0.380\t-0.630\t1.637\t-0.780\t0.735\t-0.559\t-0.460\t1.030\t-0.380\t-0.405\t1.133\t1.597\t0.645\t-0.655\t-0.511\t0.080\t0.321\t-0.988\t0.723\t0.086\t-1.716\n4\t0.080\t-0.973\t-0.270\t-0.037\t-0.074\t1.743\t0.468\t-1.235\t-1.871\t0.397\t0.597\t2.094\t1.046\t0.307\t-0.028\t0.427\t1.116\t-0.374\t0.012\t-2.105\t-2.059\t0.545\t-0.594\t0.291\t1.622\t0.885\t-0.697\t-2.435\n3\t1.532\t0.186\t-0.823\t-1.533\t0.123\t-0.783\t0.155\t0.291\t0.717\t-1.172\t-0.887\t-0.314\t0.261\t0.202\t2.578\t-2.259\t1.110\t1.059\t-0.915\t-0.472\t1.762\t-0.622\t-0.606\t0.120\t0.512\t0.998\t1.041\t0.782\n0\t1.982\t-0.585\t0.454\t0.212\t0.156\t-0.837\t0.102\t0.251\t0.096\t1.020\t-0.699\t-0.562\t-0.659\t-0.672\t0.823\t1.645\t0.166\t0.074\t-1.615\t0.872\t-0.627\t0.762\t0.421\t0.604\t-0.916\t-0.685\t0.555\t-1.775\n1\t0.144\t-0.482\t0.592\t1.196\t1.738\t-0.431\t0.047\t-0.332\t0.336\t0.022\t-0.757\t1.387\t-0.902\t-0.073\t0.504\t-0.745\t-0.848\t1.093\t0.950\t1.922\t0.766\t-0.963\t-1.456\t-1.576\t-1.329\t0.699\t0.609\t-0.651\n2\t0.516\t-0.965\t0.394\t-0.074\t-0.361\t-1.247\t0.132\t0.039\t-0.840\t-1.597\t-1.644\t-0.254\t0.306\t1.850\t-0.045\t-1.625\t-0.207\t1.251\t-0.683\t1.119\t0.176\t0.647\t1.859\t-1.837\t0.897\t-0.095\t-0.949\t-0.101\n4\t-2.292\t-1.492\t-1.099\t-0.248\t-1.719\t0.461\t1.585\t1.094\t0.584\t0.897\t1.341\t0.577\t-1.244\t1.283\t0.307\t-0.468\t0.459\t-0.358\t-0.475\t1.826\t-1.902\t-0.173\t-0.901\t-0.885\t-1.365\t-0.173\t0.808\t0.519\n2\t1.612\t0.169\t-0.170\t1.793\t-0.920\t-0.249\t-0.535\t-2.226\t-0.160\t0.831\t-2.171\t1.392\t0.449\t-1.564\t-0.703\t0.264\t0.328\t0.036\t-1.286\t-0.798\t-0.680\t0.314\t-0.492\t0.474\t-0.971\t-0.227\t-0.091\t-0.921\n4\t0.142\t-0.795\t-0.378\t-2.450\t1.434\t1.337\t0.108\t0.319\t-1.268\t-1.195\t-1.697\t-0.161\t1.061\t-0.383\t0.348\t0.979\t-1.624\t1.846\t1.157\t0.514\t0.924\t0.971\t0.293\t1.428\t-0.453\t0.462\t1.322\t-2.691\n0\t-0.616\t-0.962\t-1.585\t-0.664\t-0.954\t-0.294\t0.869\t-0.682\t0.836\t0.929\t-0.097\t0.494\t0.833\t-0.358\t-0.212\t0.366\t0.458\t-0.057\t0.753\t-0.182\t0.548\t0.384\t-0.630\t1.370\t0.938\t-1.048\t0.669\t-0.319\n0\t0.700\t-0.389\t1.299\t-0.087\t1.250\t1.220\t-0.237\t-0.030\t-0.330\t0.543\t0.359\t-0.028\t-0.042\t0.026\t1.199\t0.786\t1.284\t-0.311\t-0.734\t-1.057\t-0.227\t0.110\t0.193\t-0.362\t-0.239\t-0.432\t1.700\t0.242\n2\t-1.220\t-0.380\t-1.755\t-0.121\t-0.827\t-1.168\t-0.025\t1.882\t0.795\t-0.252\t-0.049\t1.878\t1.259\t-0.311\t0.501\t-0.999\t0.025\t0.764\t1.020\t-0.640\t1.002\t0.148\t-0.289\t1.909\t-0.360\t-1.108\t-0.672\t0.726\n4\t-0.276\t0.650\t2.828\t1.970\t-0.455\t1.124\t-0.219\t-1.788\t-0.868\t-0.280\t0.255\t-0.585\t0.877\t-1.072\t0.811\t-0.711\t-0.844\t-1.232\t-0.198\t-0.217\t1.796\t-0.160\t2.115\t-0.321\t0.128\t-1.004\t-0.225\t-2.270\n2\t-1.733\t0.441\t-0.756\t-1.285\t0.019\t0.973\t-0.574\t0.497\t0.682\t0.792\t-0.732\t-1.121\t-0.985\t0.791\t0.667\t-0.957\t2.133\t-1.076\t0.999\t1.520\t0.110\t-0.770\t-0.748\t-0.262\t1.081\t-1.200\t-1.839\t0.362\n3\t-0.864\t0.013\t0.027\t-0.621\t-0.371\t-0.231\t0.810\t-0.148\t0.825\t0.586\t0.572\t1.388\t-1.119\t-0.473\t1.763\t-0.257\t-2.815\t-0.203\t0.135\t-2.617\t1.334\t-0.714\t0.329\t-0.226\t-1.288\t-1.071\t-0.935\t1.086\n2\t0.327\t-0.464\t-0.996\t2.213\t-0.078\t-0.210\t1.413\t1.887\t1.446\t-0.390\t0.347\t0.585\t2.237\t0.420\t0.465\t-1.013\t-1.255\t1.354\t0.346\t0.447\t1.074\t0.852\t0.722\t0.636\t0.139\t0.209\t0.916\t-0.938\n1\t0.581\t-0.382\t-1.073\t-0.181\t-0.563\t0.454\t2.167\t0.442\t0.063\t1.109\t0.125\t-0.342\t-1.201\t-1.155\t-0.303\t-1.117\t0.609\t0.086\t-0.676\t1.286\t0.357\t0.732\t0.540\t-0.531\t-0.146\t1.808\t-1.583\t0.793\n1\t-0.261\t-0.740\t0.285\t0.997\t-0.360\t0.261\t-0.935\t-1.567\t0.402\t0.880\t-1.914\t-0.091\t0.432\t0.289\t-0.590\t0.048\t0.926\t-0.860\t1.555\t-1.388\t0.898\t0.054\t-0.515\t-1.842\t1.190\t-0.934\t-0.030\t0.471\n4\t-1.664\t-1.636\t-0.983\t-0.537\t0.099\t0.606\t-0.968\t0.538\t2.325\t-0.628\t0.090\t0.613\t1.230\t-2.032\t-0.063\t2.103\t-2.451\t-0.336\t0.746\t-0.654\t1.377\t-0.540\t0.986\t0.909\t-0.326\t0.772\t-0.745\t1.447\n0\t0.346\t0.774\t-0.393\t0.236\t1.220\t-0.173\t-0.105\t0.006\t-0.441\t-0.352\t-0.769\t0.429\t-0.072\t0.599\t1.022\t-1.051\t-0.837\t0.692\t-0.254\t0.081\t0.084\t-0.948\t0.506\t0.249\t-1.008\t-0.165\t-0.109\t0.748\n2\t-0.363\t0.550\t-1.540\t1.272\t-1.116\t-1.362\t1.218\t-0.003\t-0.306\t1.568\t0.731\t-0.450\t-0.134\t1.074\t-0.964\t1.443\t-0.443\t-0.871\t1.087\t0.735\t-1.777\t-0.107\t-1.105\t0.798\t1.720\t0.538\t-0.760\t0.890\n3\t-1.918\t0.663\t0.452\t-0.285\t0.463\t-1.114\t-1.334\t0.553\t-0.334\t1.493\t-0.363\t-1.023\t2.641\t-1.424\t0.150\t0.107\t0.714\t-0.337\t-0.274\t-0.149\t1.801\t0.865\t-0.853\t-0.529\t-0.131\t-0.896\t-1.607\t-0.681\n1\t0.772\t1.086\t0.548\t1.180\t0.569\t-0.416\t-2.103\t-1.156\t-0.600\t0.487\t-1.275\t-1.387\t-0.443\t-0.329\t0.076\t1.246\t-0.531\t-0.175\t0.852\t-0.939\t1.132\t-1.016\t-0.455\t-0.744\t1.538\t0.089\t-0.209\t-1.212\n4\t-1.186\t-0.582\t-0.719\t0.061\t0.567\t-0.274\t-0.179\t0.886\t1.780\t-1.566\t-0.220\t-0.750\t0.556\t0.010\t-0.588\t0.448\t-0.167\t1.441\t0.470\t2.608\t-0.361\t1.825\t0.425\t-1.210\t0.179\t-2.196\t2.129\t0.353\n2\t0.072\t-1.201\t1.861\t-1.021\t-1.222\t-0.084\t0.466\t-0.899\t0.696\t-0.493\t2.445\t0.333\t-1.085\t-0.704\t0.493\t-0.812\t-0.076\t1.970\t0.640\t0.595\t1.984\t-0.759\t-0.017\t-0.303\t-0.626\t-0.255\t-0.456\t-0.658\n3\t-0.672\t-0.216\t0.960\t-2.072\t-1.503\t-0.036\t-0.003\t-1.572\t-1.848\t-1.501\t0.289\t0.773\t0.181\t-1.818\t-1.284\t-0.214\t-0.015\t-0.589\t-0.375\t0.292\t2.012\t1.022\t-0.368\t-0.173\t-0.116\t-0.576\t1.270\t1.244\n3\t-0.929\t-0.504\t-0.073\t1.889\t0.238\t-0.841\t0.221\t-0.352\t0.325\t0.581\t1.209\t-0.024\t1.639\t0.908\t-0.707\t2.210\t0.327\t-0.835\t1.653\t2.078\t-0.033\t-0.504\t-0.172\t0.715\t1.278\t0.570\t0.102\t1.498\n4\t-0.202\t2.422\t0.460\t1.696\t-0.254\t1.365\t2.073\t-0.109\t-0.539\t-1.318\t-0.309\t0.082\t2.031\t-1.295\t0.060\t-1.814\t-0.427\t0.311\t0.513\t0.589\t0.397\t0.580\t0.046\t-1.048\t-1.852\t-0.547\t-0.135\t1.254\n0\t-1.588\t-0.497\t-0.326\t-0.228\t0.297\t-1.348\t1.025\t0.887\t0.674\t-0.208\t-0.738\t-0.325\t0.061\t0.666\t-0.081\t0.360\t-0.434\t0.286\t-0.249\t0.268\t-1.767\t0.487\t0.540\t0.529\t-0.987\t-0.710\t-0.869\t0.330\n4\t-0.457\t-1.355\t0.069\t-0.818\t-1.055\t-0.720\t2.485\t0.136\t0.362\t-1.222\t-1.844\t-0.819\t1.438\t0.334\t0.599\t0.739\t-0.591\t1.388\t-0.633\t1.406\t0.442\t-1.789\t-0.748\t-1.785\t1.163\t-0.025\t-2.228\t0.376\n3\t0.174\t-0.877\t1.983\t0.025\t0.881\t-0.009\t0.997\t-2.101\t-0.705\t-0.522\t-0.530\t0.519\t0.587\t-0.074\t-0.049\t2.441\t0.325\t-2.225\t0.770\t0.559\t1.159\t0.598\t-0.905\t0.890\t0.099\t1.046\t1.548\t-0.122\n0\t0.958\t-0.267\t-0.892\t0.726\t0.375\t-0.313\t-0.360\t-0.915\t0.725\t-0.360\t-0.770\t-1.286\t0.392\t-0.509\t-2.013\t-1.203\t-0.234\t-0.206\t-0.244\t-0.383\t-1.476\t-0.875\t1.184\t1.036\t0.578\t0.490\t0.905\t-1.121\n3\t-0.517\t-0.854\t-0.355\t0.152\t-0.440\t-0.211\t1.391\t0.887\t-0.789\t0.354\t1.485\t-0.443\t-0.953\t-0.929\t-1.201\t0.337\t-0.719\t0.434\t0.593\t0.291\t1.519\t-0.592\t-1.075\t0.388\t-2.913\t-0.771\t-0.637\t-2.030\n4\t1.665\t0.757\t-0.776\t-1.253\t-0.498\t-0.253\t0.682\t-2.302\t-0.965\t1.800\t0.016\t0.062\t-0.564\t0.789\t-1.804\t-0.425\t-2.081\t-0.020\t-0.446\t-1.630\t1.011\t0.690\t1.030\t-1.507\t-1.004\t1.202\t0.811\t1.404\n3\t0.737\t-0.587\t-1.058\t-0.544\t1.954\t0.282\t2.126\t-0.120\t-0.259\t-0.074\t-0.092\t-0.774\t-1.149\t0.501\t1.055\t2.445\t-0.434\t-0.353\t-0.771\t1.126\t0.815\t-0.877\t-0.902\t0.953\t0.383\t0.758\t-0.883\t-1.878\n1\t-1.243\t0.357\t-0.797\t0.032\t0.248\t0.980\t0.892\t-0.003\t-1.136\t0.205\t0.118\t-0.542\t-1.916\t0.048\t0.052\t0.656\t0.324\t-0.757\t-0.514\t1.360\t-0.294\t-0.083\t-0.409\t0.713\t-1.336\t-0.313\t2.669\t0.201\n1\t-2.217\t0.491\t0.384\t1.934\t-0.435\t1.636\t0.043\t1.524\t0.338\t-0.561\t1.422\t-0.351\t-0.360\t0.266\t0.029\t0.552\t0.255\t0.568\t0.553\t-1.232\t-1.981\t0.279\t-0.691\t-0.805\t-0.272\t0.267\t-0.125\t0.725\n3\t-0.539\t1.515\t-0.125\t2.071\t-1.741\t-0.522\t-1.547\t-1.209\t-0.828\t0.315\t0.267\t-0.679\t-2.228\t1.478\t-0.286\t-1.116\t0.275\t0.204\t-0.323\t0.149\t-1.155\t0.760\t-0.997\t-0.606\t0.649\t1.204\t1.586\t1.056\n1\t-0.701\t0.097\t-0.572\t0.129\t-0.181\t1.024\t-1.821\t-0.112\t0.411\t-2.546\t-1.026\t1.191\t-0.069\t0.469\t-0.835\t-1.160\t-0.019\t1.421\t-0.432\t-0.058\t0.383\t0.926\t0.724\t0.952\t-1.326\t0.126\t-0.138\t-0.554\n3\t0.420\t0.758\t-1.137\t1.163\t-0.149\t1.183\t0.124\t0.214\t-0.288\t-0.332\t0.410\t-0.322\t-1.671\t-0.124\t-2.587\t-1.124\t-1.000\t0.578\t2.551\t-0.450\t0.323\t1.238\t0.240\t-1.667\t-0.655\t0.496\t0.575\t2.071\n0\t-0.149\t-0.146\t-1.156\t-0.268\t0.243\t1.105\t-0.620\t-0.190\t-0.949\t0.225\t0.784\t0.630\t-1.170\t0.147\t-0.677\t1.011\t-0.161\t-1.520\t-0.220\t0.458\t0.244\t-0.512\t-0.585\t-0.988\t-0.395\t-0.856\t0.970\t-0.901\n0\t0.649\t-0.009\t0.458\t-0.044\t0.915\t0.731\t0.679\t0.308\t0.487\t0.898\t2.350\t1.022\t-1.303\t-0.087\t-0.575\t-0.012\t-0.117\t-0.149\t0.491\t-0.062\t0.819\t-0.315\t-0.832\t-0.063\t-0.523\t1.009\t0.756\t1.174\n3\t-0.628\t-2.053\t0.361\t0.072\t0.556\t-0.227\t-0.430\t2.008\t-1.472\t0.734\t-0.575\t-0.336\t-0.317\t-0.803\t0.571\t1.391\t0.470\t0.103\t-0.986\t0.517\t2.156\t-0.381\t-0.376\t-0.561\t-0.489\t-2.745\t0.405\t-0.846\n3\t1.097\t-1.425\t1.825\t0.142\t-0.541\t0.027\t0.116\t0.433\t0.214\t2.029\t-0.547\t-0.030\t-2.056\t2.859\t0.111\t-0.052\t0.823\t0.712\t-1.011\t1.042\t-0.622\t-1.511\t-0.687\t-0.048\t-0.040\t-0.909\t-0.437\t0.048\n0\t-0.624\t-0.185\t-0.605\t-2.206\t0.897\t1.275\t0.652\t-1.138\t-0.201\t-0.007\t0.599\t0.668\t-0.734\t0.082\t0.457\t1.456\t0.705\t0.789\t0.084\t1.410\t0.410\t-0.861\t1.403\t0.698\t-0.443\t-0.479\t0.297\t0.463\n0\t0.096\t0.092\t-0.508\t-0.707\t0.941\t0.960\t0.114\t-1.592\t0.065\t-0.408\t-0.064\t0.126\t-0.113\t0.986\t-0.665\t0.977\t-0.351\t0.805\t0.903\t0.419\t-0.587\t-1.819\t0.474\t-0.425\t0.095\t0.972\t-0.696\t0.132\n1\t-0.335\t-0.019\t0.796\t-0.261\t-0.820\t-0.114\t0.307\t-1.045\t-0.303\t-0.054\t0.019\t1.266\t0.563\t0.487\t-1.109\t-0.492\t0.271\t-0.070\t0.859\t0.658\t-2.060\t0.243\t0.482\t-2.067\t0.348\t2.755\t-0.510\t-0.474\n4\t1.600\t0.960\t0.568\t0.233\t0.215\t0.076\t2.055\t-1.267\t-2.765\t0.443\t1.403\t0.186\t-1.980\t0.746\t-1.065\t-1.284\t-0.978\t-1.609\t0.203\t-0.648\t-1.330\t2.380\t-0.531\t0.052\t1.554\t0.677\t1.908\t-0.696\n4\t-1.699\t-0.396\t0.974\t-1.420\t-2.715\t-0.070\t-1.403\t-1.727\t-0.106\t1.532\t-0.590\t-1.640\t-2.376\t0.188\t0.211\t-0.157\t0.945\t0.824\t-1.143\t1.101\t0.080\t-0.386\t-1.212\t-0.915\t-1.115\t1.366\t-0.444\t0.049\n3\t0.781\t0.550\t0.349\t0.155\t2.131\t-0.666\t-2.133\t0.601\t-0.950\t-1.927\t0.088\t-0.355\t-0.874\t-0.893\t0.450\t1.113\t-2.097\t0.872\t1.335\t-0.146\t-1.482\t-0.904\t-1.506\t-1.114\t0.088\t-0.294\t0.584\t-0.039\n1\t-1.182\t-0.394\t0.403\t-0.495\t-0.545\t1.945\t-1.273\t-0.325\t0.525\t0.889\t-1.251\t0.419\t-0.396\t1.449\t0.372\t0.241\t1.667\t-0.002\t-0.804\t-1.327\t-0.685\t1.170\t-0.850\t0.072\t-0.533\t0.278\t-0.311\t-0.776\n2\t-0.698\t0.065\t0.181\t-0.016\t-0.464\t-0.666\t-0.422\t-0.746\t1.121\t-1.025\t0.946\t-0.564\t-0.416\t0.361\t0.757\t-0.273\t0.152\t2.261\t0.272\t1.358\t-1.399\t-1.737\t0.280\t0.653\t-1.913\t1.284\t0.956\t-0.727\n2\t0.258\t-0.741\t-0.021\t-1.040\t1.024\t-0.837\t0.017\t0.595\t-0.080\t-0.423\t1.398\t1.016\t1.953\t-0.886\t-0.651\t0.298\t1.110\t-0.728\t2.084\t-0.267\t0.395\t1.193\t-0.484\t-1.186\t1.836\t0.480\t0.952\t0.158\n3\t0.350\t-1.512\t-1.225\t0.753\t0.153\t-0.317\t-1.394\t0.369\t0.087\t0.723\t-1.737\t0.620\t-0.542\t0.291\t-0.063\t-0.851\t-0.412\t-0.877\t-0.525\t-0.909\t0.402\t-0.860\t0.558\t3.266\t-0.257\t-1.582\t2.104\t0.349\n0\t0.386\t0.543\t0.156\t0.207\t-0.111\t0.047\t-0.255\t-0.517\t-0.770\t0.424\t0.140\t-0.825\t1.210\t-0.125\t1.489\t0.435\t-2.140\t-0.134\t-1.449\t-0.459\t-0.240\t1.069\t0.430\t-0.143\t-0.211\t-1.050\t-0.101\t0.416\n3\t1.022\t-0.275\t1.194\t-0.037\t0.556\t-0.666\t0.028\t-2.632\t1.905\t0.563\t-0.283\t-0.449\t-1.507\t-1.077\t0.377\t-0.004\t0.744\t-1.067\t1.330\t-0.693\t-1.038\t-0.514\t1.528\t0.796\t-1.001\t-0.768\t-2.344\t0.480\n4\t-0.528\t1.529\t-0.054\t0.465\t-2.384\t-0.912\t0.230\t1.313\t1.368\t0.388\t1.544\t1.959\t-0.110\t0.750\t-1.328\t1.543\t0.887\t0.714\t-0.000\t1.061\t0.999\t-0.927\t0.207\t0.416\t-0.305\t1.244\t1.957\t1.208\n0\t1.670\t0.808\t0.421\t0.800\t-0.006\t0.739\t-1.127\t0.432\t0.647\t-0.117\t-0.654\t-0.043\t0.015\t0.172\t-0.231\t1.770\t-1.121\t-0.294\t0.714\t-0.876\t-0.133\t-0.192\t1.199\t0.952\t-0.042\t-0.600\t-0.312\t0.670\n2\t0.584\t-0.707\t1.001\t-1.156\t-0.855\t-0.801\t1.328\t-0.179\t-0.629\t0.164\t0.542\t1.589\t-1.497\t1.263\t-2.067\t0.906\t1.163\t1.215\t0.569\t-1.065\t0.747\t-1.068\t-0.939\t-0.456\t-0.366\t0.241\t-0.695\t0.330\n2\t-0.523\t1.049\t-0.704\t-1.408\t-1.557\t0.606\t-1.280\t1.755\t-2.082\t1.696\t0.211\t-0.097\t-0.545\t0.399\t-0.038\t1.103\t0.114\t0.150\t-0.364\t-0.057\t0.308\t-1.710\t-1.348\t0.743\t0.171\t-0.184\t0.018\t0.348\n1\t0.427\t-0.685\t-1.006\t0.038\t1.161\t1.608\t0.795\t0.029\t0.270\t0.012\t-1.026\t0.025\t-1.335\t-0.124\t1.636\t0.823\t-0.923\t-0.072\t-0.834\t-0.063\t1.041\t0.653\t2.484\t1.192\t0.204\t0.677\t-0.202\t-1.128\n0\t0.080\t0.204\t0.485\t0.474\t-0.032\t-0.072\t-1.079\t0.338\t2.052\t0.439\t0.109\t-2.180\t-0.504\t0.789\t0.148\t0.501\t0.433\t0.321\t-0.192\t0.609\t-1.066\t-1.206\t-0.183\t1.324\t0.010\t-0.756\t-0.046\t-1.866\n1\t0.970\t0.668\t-0.805\t-1.103\t-0.172\t-1.227\t0.514\t1.413\t-0.787\t0.523\t-0.792\t1.256\t1.012\t-0.080\t0.765\t0.837\t-1.192\t0.495\t-0.622\t0.124\t-0.344\t0.029\t0.920\t-1.144\t-1.749\t-0.448\t1.105\t-0.898\n4\t0.128\t1.067\t0.460\t-0.451\t-0.013\t0.008\t-0.462\t0.888\t2.511\t0.116\t0.717\t0.529\t-2.610\t0.492\t0.442\t-1.249\t-1.789\t0.427\t1.645\t-0.369\t-0.332\t2.308\t0.896\t-1.214\t-0.713\t2.179\t-0.663\t-0.533\n3\t-0.041\t-1.552\t1.596\t0.438\t1.731\t-0.622\t-1.626\t0.810\t1.842\t-1.130\t-0.731\t0.716\t0.120\t-0.231\t0.235\t-0.184\t1.316\t-0.608\t0.716\t-1.469\t-0.335\t-1.415\t0.858\t0.620\t1.297\t1.777\t-0.589\t-0.548\n1\t-0.154\t0.702\t0.750\t-0.635\t-0.798\t-0.243\t0.939\t0.877\t-0.358\t-0.733\t0.833\t-0.300\t1.037\t0.035\t0.564\t-0.638\t1.486\t-1.107\t0.675\t-0.928\t1.358\t-1.255\t1.829\t1.787\t0.887\t0.791\t0.706\t-0.604\n1\t-0.854\t-0.344\t1.480\t-0.111\t0.546\t1.267\t1.073\t-0.007\t-0.706\t0.499\t-0.686\t1.815\t0.868\t0.209\t0.513\t0.178\t-0.368\t0.499\t-0.243\t1.937\t-0.693\t0.509\t-0.783\t-0.793\t-1.786\t0.411\t-0.532\t1.083\n0\t-0.496\t0.230\t0.309\t0.047\t0.148\t0.086\t-0.772\t-1.446\t0.054\t-0.782\t0.976\t-1.250\t-0.357\t0.155\t1.261\t-0.393\t0.184\t0.617\t0.763\t0.367\t1.808\t-0.397\t1.731\t0.690\t0.245\t0.323\t0.938\t-0.719\n2\t0.884\t-0.896\t-0.371\t1.454\t0.277\t1.238\t-1.191\t1.678\t0.711\t0.836\t-0.890\t1.102\t-1.381\t0.291\t-0.062\t0.847\t0.284\t1.164\t0.918\t1.543\t0.181\t-0.731\t0.501\t-0.993\t0.684\t1.435\t-1.147\t1.447\n3\t0.260\t0.536\t0.157\t-0.320\t1.281\t-0.159\t0.110\t0.016\t1.151\t-0.922\t-0.093\t-2.071\t0.099\t1.120\t1.277\t0.588\t0.692\t0.542\t1.293\t2.245\t-0.145\t-1.068\t-0.946\t-1.134\t0.770\t2.396\t0.732\t-0.679\n3\t0.054\t-2.144\t0.245\t1.412\t-0.347\t2.062\t0.603\t1.458\t0.386\t0.552\t0.143\t-1.568\t-1.965\t-0.241\t-0.603\t-0.571\t-1.264\t1.109\t-1.031\t-1.096\t0.038\t1.083\t0.848\t-0.650\t-0.212\t1.640\t1.106\t0.877\n1\t0.464\t1.243\t-0.071\t0.157\t0.374\t-0.649\t-0.158\t-0.909\t0.687\t1.567\t-1.909\t0.998\t-0.044\t1.262\t0.260\t0.971\t-0.105\t0.048\t0.963\t2.453\t-0.527\t0.116\t-0.725\t-0.239\t-0.513\t-0.998\t0.508\t0.204\n2\t-0.730\t1.154\t-1.422\t-1.098\t-1.022\t0.510\t-1.755\t-1.441\t0.381\t0.795\t0.018\t1.272\t0.669\t-1.239\t-0.708\t-0.802\t0.430\t-1.462\t-0.556\t0.739\t0.512\t-0.253\t-1.054\t-0.258\t-1.315\t-1.820\t0.261\t0.582\n1\t-0.492\t0.419\t-0.133\t-2.702\t0.716\t-0.426\t0.659\t0.169\t-0.989\t-0.174\t-0.031\t0.184\t0.512\t0.031\t1.746\t0.841\t0.996\t0.825\t0.076\t0.732\t1.249\t0.126\t1.051\t-1.302\t1.099\t-0.771\t-1.304\t-0.279\n0\t0.408\t-0.861\t-0.356\t-1.525\t-0.195\t-0.305\t0.299\t-0.624\t0.083\t-0.333\t-0.331\t0.080\t0.041\t0.761\t-0.121\t-0.350\t-0.181\t-0.715\t-0.360\t2.031\t-0.913\t-0.279\t-0.387\t-0.247\t-0.331\t0.279\t-1.710\t1.037\n3\t0.225\t1.036\t0.917\t-0.810\t0.328\t-0.371\t-0.582\t0.861\t2.422\t-0.214\t-0.599\t-1.093\t1.129\t2.175\t-1.500\t-0.334\t-2.201\t0.635\t-0.659\t-0.974\t-0.620\t-1.344\t1.213\t0.796\t1.354\t-0.527\t0.380\t0.444\n3\t1.815\t-0.934\t1.737\t-0.301\t-0.299\t-0.649\t0.682\t1.983\t-0.564\t-0.302\t1.463\t-1.118\t-0.781\t1.369\t0.422\t-0.865\t0.622\t-1.541\t1.085\t-1.967\t-1.022\t0.375\t-1.262\t0.011\t0.566\t-0.739\t-0.119\t0.838\n3\t1.553\t-0.699\t-0.171\t0.137\t-0.266\t-0.620\t-0.257\t-1.218\t-0.606\t-1.233\t0.012\t-0.392\t-0.545\t0.016\t-2.473\t-0.317\t0.195\t0.975\t0.609\t1.270\t-1.433\t1.046\t0.299\t-0.537\t0.108\t3.125\t0.145\t0.080\n1\t-1.268\t0.018\t0.571\t-0.889\t1.303\t-0.876\t0.414\t-0.606\t0.556\t-0.168\t-0.541\t1.052\t0.991\t-0.361\t1.813\t0.126\t1.072\t-0.690\t-0.588\t-0.708\t0.406\t-0.628\t0.025\t-1.279\t0.020\t0.637\t-1.374\t1.925\n2\t1.165\t-0.626\t-0.373\t-0.168\t0.417\t1.090\t1.870\t0.814\t0.822\t1.927\t-0.205\t1.189\t0.578\t0.615\t-0.215\t-1.394\t0.345\t0.349\t-0.575\t-0.097\t-0.882\t-0.873\t-0.481\t-1.328\t-0.583\t0.714\t1.456\t2.075\n0\t-0.989\t-1.679\t1.189\t-0.706\t-0.602\t0.742\t-1.023\t0.199\t0.018\t-0.082\t1.195\t0.466\t0.979\t-0.250\t-0.724\t1.039\t-0.571\t0.124\t0.424\t-0.770\t-0.766\t-0.272\t0.744\t0.346\t-1.353\t1.953\t0.380\t-0.424\n3\t-1.148\t-0.657\t0.580\t0.316\t1.581\t-0.670\t-1.088\t-0.032\t-1.744\t0.088\t-0.587\t1.954\t-0.214\t2.020\t0.429\t0.745\t0.422\t-1.542\t1.370\t0.786\t0.077\t-1.396\t-1.691\t-0.268\t0.882\t0.084\t0.325\t1.511\n1\t-1.363\t-0.766\t-0.334\t-1.061\t1.322\t-0.838\t0.787\t0.187\t0.031\t1.486\t-2.261\t-0.196\t-1.080\t-1.961\t-1.195\t0.017\t-0.725\t0.897\t-0.214\t-0.325\t-0.320\t-0.098\t-0.418\t-0.851\t0.989\t-0.624\t-0.384\t0.429\n2\t-0.195\t-0.164\t-1.237\t-0.052\t1.863\t0.984\t-0.544\t0.030\t-1.296\t-0.969\t0.149\t-0.494\t-1.045\t0.490\t-0.082\t-1.568\t-2.075\t-0.570\t-1.588\t-1.869\t1.129\t-0.098\t-0.265\t-0.188\t-1.138\t0.411\t-0.131\t-0.757\n0\t-0.261\t-0.564\t-0.068\t0.487\t1.535\t0.351\t1.960\t0.731\t-0.298\t0.891\t0.637\t1.162\t0.737\t0.114\t-0.481\t0.135\t-1.482\t-0.163\t-1.180\t0.458\t0.834\t0.316\t-0.163\t-0.285\t1.201\t0.987\t-1.061\t0.255\n0\t0.669\t0.210\t0.206\t0.538\t-0.671\t-0.714\t1.425\t1.864\t-0.929\t-0.669\t1.143\t0.534\t0.676\t0.897\t-0.241\t0.330\t0.252\t-0.858\t0.315\t1.238\t-0.334\t0.153\t0.207\t-0.285\t0.677\t-0.680\t1.333\t0.626\n0\t0.596\t1.003\t2.211\t-0.453\t-0.105\t0.513\t1.193\t-0.261\t-1.175\t-0.278\t0.843\t-0.522\t-0.311\t0.943\t0.205\t0.141\t-1.652\t0.719\t-0.455\t-0.408\t-0.385\t0.547\t-1.044\t1.325\t0.105\t-0.173\t1.111\t-0.148\n0\t-0.218\t-0.421\t0.300\t0.532\t-0.557\t-0.872\t-1.112\t-0.525\t-0.147\t0.972\t-0.026\t0.124\t-0.817\t0.303\t0.516\t0.549\t-0.792\t0.172\t0.490\t-0.651\t0.243\t-1.531\t-0.422\t-0.934\t-0.845\t0.745\t1.634\t-0.437\n0\t0.239\t-1.274\t0.015\t0.386\t-0.155\t0.714\t0.099\t-0.522\t-0.567\t0.811\t-0.654\t0.915\t1.223\t-1.669\t1.133\t2.060\t0.252\t0.599\t1.037\t-0.275\t0.182\t-1.314\t0.139\t0.498\t0.516\t1.065\t-0.775\t-0.533\n4\t0.157\t0.069\t-0.544\t0.826\t-1.863\t-0.535\t-0.485\t-1.636\t1.495\t-1.359\t-0.588\t0.908\t0.646\t-1.108\t0.682\t0.290\t2.333\t0.404\t-0.141\t-0.857\t-0.744\t-0.826\t1.371\t0.018\t0.565\t1.514\t-2.358\t1.279\n0\t-0.911\t1.589\t0.485\t0.692\t-0.402\t-0.175\t1.424\t-0.901\t0.243\t1.063\t-0.985\t-0.804\t-0.719\t-0.037\t-0.148\t-0.664\t0.215\t-0.374\t-0.304\t1.124\t0.147\t0.539\t0.174\t-0.660\t-0.029\t-0.730\t0.031\t1.021\n0\t0.444\t-0.453\t0.137\t-0.631\t0.590\t0.111\t0.270\t-0.762\t-0.819\t0.314\t-1.422\t0.868\t-0.110\t-0.975\t-1.500\t1.010\t-2.250\t0.471\t0.139\t0.636\t-1.085\t-0.672\t0.325\t0.052\t0.878\t-0.045\t1.397\t0.139\n2\t2.495\t0.416\t0.544\t-0.150\t0.738\t-0.301\t-0.162\t1.405\t1.098\t-0.011\t2.022\t-0.082\t-0.506\t0.127\t0.301\t-1.192\t0.487\t2.115\t0.950\t0.664\t0.480\t-0.998\t-0.996\t0.163\t-0.428\t-1.447\t-0.351\t0.451\n1\t0.277\t1.290\t-1.578\t0.374\t0.905\t-0.009\t-0.982\t0.136\t-1.363\t0.092\t0.063\t0.861\t-0.118\t0.063\t1.636\t-1.599\t0.679\t0.034\t-1.173\t-0.011\t2.310\t0.245\t1.444\t0.691\t-0.605\t0.169\t0.448\t0.021\n0\t0.633\t-0.182\t-0.120\t-0.194\t0.439\t0.773\t0.537\t1.009\t0.333\t-0.058\t0.020\t-0.197\t0.835\t-1.864\t0.419\t-0.176\t-0.014\t0.321\t0.294\t0.738\t-0.068\t-0.224\t-0.362\t-0.403\t-0.923\t1.582\t-0.425\t-2.066\n1\t0.773\t0.500\t-0.955\t-0.565\t-0.869\t0.144\t1.530\t0.314\t0.683\t1.894\t0.654\t-1.049\t-1.015\t-0.826\t-0.758\t-1.443\t-0.106\t-0.717\t1.280\t1.538\t-0.183\t-0.564\t-1.010\t-0.097\t1.393\t0.748\t1.041\t0.532\n1\t-1.087\t-0.297\t-0.258\t-0.988\t-1.430\t-0.600\t0.550\t0.871\t0.287\t-1.695\t-0.248\t1.966\t-0.162\t-1.067\t-0.734\t-0.538\t0.708\t-0.599\t1.230\t-0.415\t0.205\t-1.025\t0.944\t0.228\t2.307\t-0.059\t-0.784\t0.132\n1\t-0.286\t1.764\t-0.922\t0.152\t-0.850\t0.372\t-1.621\t-0.904\t0.576\t1.753\t0.740\t1.353\t-1.217\t-0.256\t0.197\t-0.892\t0.325\t-0.712\t-0.742\t0.885\t0.586\t0.299\t0.174\t0.698\t-0.132\t0.567\t-0.658\t1.195\n3\t-0.255\t0.038\t0.041\t-0.168\t-1.074\t-1.296\t1.508\t0.589\t2.359\t0.401\t0.666\t-0.905\t1.469\t-1.847\t0.646\t0.111\t1.459\t-0.131\t0.038\t-1.932\t-1.893\t0.369\t1.139\t0.290\t-0.135\t0.308\t0.198\t0.662\n1\t0.397\t0.044\t0.687\t0.797\t-1.360\t1.281\t-0.497\t-0.596\t-0.599\t0.809\t-0.267\t-0.664\t-0.424\t-1.795\t-0.842\t-1.240\t-0.269\t0.664\t0.554\t1.257\t1.034\t-0.529\t0.019\t-0.033\t-2.151\t-1.217\t-0.167\t-0.173\n4\t-0.049\t0.114\t0.104\t-0.825\t0.587\t1.879\t2.081\t-2.149\t-0.028\t-1.019\t-0.621\t-0.433\t0.199\t-1.442\t0.613\t-0.019\t1.327\t-0.841\t1.717\t-0.246\t0.486\t-1.278\t0.950\t0.851\t2.118\t-1.212\t-0.895\t-1.394\n1\t1.016\t-1.878\t-0.096\t0.816\t-1.476\t1.619\t-1.802\t0.605\t-0.351\t0.218\t0.086\t-0.875\t0.536\t-0.227\t0.583\t-0.650\t-0.244\t0.557\t-0.723\t1.171\t0.295\t1.983\t-0.164\t0.273\t-0.226\t0.006\t0.556\t1.618\n1\t-1.175\t-1.176\t0.372\t0.124\t-0.457\t-1.269\t-0.268\t0.217\t-1.308\t-0.410\t0.382\t0.788\t-0.286\t-0.801\t0.115\t-0.207\t-1.465\t-0.451\t-0.590\t0.023\t-0.734\t-0.548\t-0.182\t0.638\t0.093\t2.665\t-1.265\t0.912\n3\t-0.976\t-1.277\t-0.079\t0.653\t-1.680\t-0.468\t1.119\t-0.777\t-0.584\t0.712\t-0.173\t0.418\t0.840\t1.486\t1.125\t1.860\t1.964\t0.621\t0.145\t-0.235\t-0.696\t-1.729\t-0.505\t1.162\t-0.787\t1.411\t-0.029\t1.105\n3\t-0.022\t-0.206\t-0.014\t-0.574\t0.924\t1.041\t-0.634\t-0.165\t-1.769\t-0.091\t0.039\t-1.107\t-0.528\t-1.153\t-1.574\t1.482\t-1.572\t0.114\t0.976\t1.422\t-1.061\t1.278\t0.161\t0.573\t1.760\t0.611\t-0.928\t-2.055\n4\t-1.328\t-1.725\t-0.452\t-2.254\t-0.453\t-2.021\t-0.094\t0.196\t-0.187\t2.172\t-0.206\t1.730\t0.296\t2.013\t-1.756\t-1.082\t-0.287\t1.603\t-0.239\t-0.680\t0.607\t0.906\t-0.767\t-0.689\t1.695\t1.249\t1.516\t0.941\n4\t-0.305\t-0.416\t-0.332\t-0.856\t0.345\t-0.845\t-0.781\t0.497\t-0.242\t0.062\t-1.712\t-0.523\t1.681\t-1.781\t1.750\t0.261\t-0.533\t-0.204\t1.231\t-2.277\t1.415\t0.266\t1.012\t-1.748\t-0.227\t-2.328\t1.198\t-0.983\n4\t0.255\t1.981\t0.092\t0.438\t0.346\t2.269\t1.003\t-1.451\t1.229\t-0.945\t-0.654\t-1.300\t1.822\t1.186\t1.231\t1.036\t0.691\t-0.320\t0.206\t-0.516\t-0.851\t-0.640\t2.354\t-0.382\t1.001\t2.077\t0.781\t-0.788\n1\t0.392\t0.661\t-0.639\t-0.327\t-0.297\t0.079\t-0.058\t-0.522\t-0.843\t1.302\t0.807\t-0.517\t-1.273\t1.986\t1.352\t-0.489\t1.887\t-1.103\t-1.234\t1.596\t-0.366\t0.449\t-0.505\t0.359\t-0.253\t0.920\t0.376\t-0.132\n0\t0.823\t0.497\t0.688\t-1.398\t1.246\t0.167\t-0.028\t-0.951\t-0.595\t-0.210\t-0.204\t1.664\t-0.068\t-0.304\t-0.233\t0.384\t0.230\t-1.045\t1.847\t-0.238\t-1.317\t-0.648\t-0.042\t1.667\t-0.247\t-0.849\t-0.342\t-0.130\n3\t0.507\t0.327\t-1.657\t0.053\t1.178\t1.400\t-0.260\t0.496\t0.542\t1.008\t-0.091\t1.295\t-0.730\t0.780\t-1.002\t-1.790\t0.612\t2.955\t0.320\t-0.209\t1.242\t-0.445\t-1.765\t0.943\t1.555\t0.129\t0.313\t-0.609\n2\t0.423\t-1.968\t-0.074\t0.350\t-0.570\t-0.479\t-0.450\t-0.479\t0.006\t0.129\t-2.101\t0.653\t-0.290\t1.933\t-1.192\t-0.867\t-0.203\t0.413\t-1.951\t-0.829\t0.591\t-0.948\t1.370\t-0.454\t-0.899\t0.610\t1.608\t0.416\n1\t1.106\t1.187\t0.639\t-1.143\t1.633\t-1.146\t0.303\t-0.754\t-0.064\t0.329\t0.321\t0.422\t1.614\t0.454\t-0.244\t0.964\t1.189\t-1.228\t0.597\t0.701\t-0.298\t1.376\t-0.150\t0.126\t-0.173\t0.016\t-1.096\t-1.440\n1\t-0.050\t1.472\t0.178\t-0.795\t-0.711\t0.595\t1.299\t0.282\t0.689\t0.610\t1.419\t-1.950\t0.667\t0.984\t-1.339\t-0.886\t-0.851\t-0.729\t-0.482\t0.243\t0.866\t1.081\t-0.838\t-0.845\t1.316\t0.647\t0.083\t0.473\n0\t0.143\t-1.822\t-0.361\t0.540\t0.424\t1.411\t0.837\t0.408\t0.029\t-0.457\t0.503\t0.323\t-0.374\t-0.867\t-0.053\t1.156\t0.110\t0.028\t0.423\t0.481\t0.249\t-0.042\t-0.508\t1.005\t-0.427\t1.572\t0.154\t0.053\n2\t-0.356\t0.904\t0.423\t0.209\t-0.259\t-1.787\t-1.050\t0.575\t0.224\t0.046\t0.043\t0.131\t-1.369\t-0.481\t0.437\t0.916\t0.166\t0.131\t1.866\t-1.371\t-1.014\t2.051\t-0.637\t-0.986\t-0.823\t1.994\t0.032\t0.095\n0\t-1.183\t0.834\t1.293\t-0.141\t0.985\t1.526\t0.131\t-0.077\t0.470\t-0.838\t0.547\t0.151\t-1.307\t-1.295\t-0.985\t0.513\t-0.337\t-0.025\t1.366\t0.443\t-0.643\t-0.987\t0.305\t-0.971\t1.253\t0.246\t0.129\t-0.955\n1\t-0.697\t0.285\t1.141\t0.452\t-0.320\t0.515\t-0.360\t0.412\t1.396\t-2.077\t0.797\t-1.539\t1.228\t-0.637\t-1.218\t0.695\t0.364\t-0.999\t-1.253\t-0.187\t-1.204\t-1.061\t0.116\t-0.966\t0.427\t1.490\t-0.149\t0.130\n4\t-3.661\t0.680\t-0.754\t1.254\t0.434\t-0.970\t-1.334\t-0.667\t-1.549\t-0.112\t-0.142\t-0.053\t-0.756\t0.268\t-0.191\t1.497\t0.856\t0.619\t-1.367\t-1.294\t-1.135\t0.481\t-1.102\t-0.543\t-0.005\t2.004\t-0.033\t-2.317\n4\t0.035\t1.272\t1.188\t-1.328\t1.170\t-0.406\t0.677\t-0.772\t-0.302\t2.343\t-0.643\t-0.624\t-0.165\t-3.048\t0.599\t-0.622\t-1.816\t-2.088\t0.578\t-0.345\t1.964\t2.422\t-1.187\t-1.826\t0.821\t-0.713\t-0.732\t-0.044\n1\t0.553\t0.082\t0.036\t-0.606\t-0.161\t-1.097\t-0.546\t2.065\t0.089\t0.485\t-0.026\t0.066\t0.134\t-0.241\t0.593\t-0.716\t-1.483\t0.197\t1.118\t-0.649\t0.784\t0.672\t1.560\t1.864\t0.580\t-0.120\t-1.616\t0.977\n2\t0.886\t-1.387\t0.630\t1.712\t-0.507\t-1.315\t0.318\t0.170\t-0.779\t0.238\t-0.602\t1.002\t0.005\t-1.724\t-1.317\t-0.041\t-0.657\t-0.838\t-0.101\t-0.619\t-1.315\t-0.985\t-0.253\t0.552\t-1.185\t-1.760\t1.237\t-1.264\n0\t-1.503\t0.066\t-0.367\t0.533\t0.697\t-0.334\t0.282\t-0.216\t-1.113\t-0.800\t-2.269\t-0.396\t-0.594\t-1.095\t0.819\t0.526\t0.554\t0.692\t-0.002\t-0.012\t0.830\t0.667\t1.027\t-0.044\t-0.986\t0.237\t-0.578\t0.654\n0\t0.748\t-0.391\t1.326\t-1.866\t0.879\t-0.608\t0.375\t0.417\t-1.392\t0.997\t0.394\t0.117\t0.385\t0.125\t0.835\t-0.471\t0.836\t0.572\t-0.172\t1.846\t0.452\t0.195\t0.574\t-0.105\t1.201\t-0.021\t0.819\t-1.068\n1\t0.669\t0.422\t0.240\t0.370\t-0.605\t-0.025\t0.149\t0.641\t-1.590\t0.211\t1.062\t-0.603\t-0.109\t-1.863\t0.066\t-1.489\t-0.553\t-0.049\t-0.607\t-0.164\t0.373\t-0.038\t0.141\t-1.870\t-0.158\t-2.220\t-0.396\t1.841\n0\t-0.667\t0.057\t0.543\t-1.007\t-2.873\t-0.185\t-1.232\t-0.030\t-0.338\t-0.023\t0.198\t0.775\t-0.035\t1.341\t0.789\t0.814\t-0.053\t0.139\t-0.570\t0.838\t-0.114\t-0.624\t-0.608\t-0.813\t-0.120\t-0.109\t-0.862\t1.463\n3\t-2.522\t-0.372\t-0.317\t-0.482\t1.486\t0.688\t-0.398\t0.065\t0.911\t1.280\t-0.604\t-0.483\t-0.585\t-0.684\t-1.516\t-0.257\t1.320\t1.330\t0.443\t1.561\t0.588\t0.591\t1.108\t0.573\t-2.298\t1.081\t0.494\t-0.782\n4\t0.578\t-0.250\t0.585\t0.861\t-2.027\t-0.070\t1.129\t-0.110\t2.816\t-0.785\t0.632\t-0.046\t-1.656\t0.632\t0.408\t-0.158\t1.195\t-1.464\t-0.562\t-0.489\t-0.077\t1.069\t0.255\t1.514\t-1.427\t-1.094\t-1.806\t1.001\n1\t1.315\t1.002\t0.037\t0.430\t0.855\t0.936\t0.953\t-1.047\t0.042\t-0.204\t-0.632\t2.024\t-0.613\t1.777\t0.925\t0.990\t-0.682\t-0.218\t0.646\t0.107\t-0.501\t-0.349\t0.340\t-1.670\t0.212\t0.107\t0.238\t-1.341\n3\t-0.440\t-0.420\t-1.069\t0.375\t-0.651\t-0.325\t0.041\t-2.507\t-1.600\t1.587\t-1.558\t0.920\t0.887\t-0.018\t1.492\t0.822\t0.197\t0.389\t0.954\t0.397\t0.853\t1.609\t1.255\t-0.311\t-0.852\t0.047\t2.075\t-1.178\n3\t1.096\t1.933\t0.160\t-0.157\t-1.123\t-1.444\t-1.774\t-0.796\t-2.091\t1.079\t0.423\t-0.252\t1.109\t-1.071\t-0.820\t-1.934\t0.774\t-0.810\t0.016\t1.003\t1.371\t-0.029\t0.384\t-0.904\t1.683\t-0.166\t0.080\t-0.407\n0\t-0.132\t0.196\t0.533\t0.571\t-0.427\t-0.108\t-0.099\t-1.266\t-0.967\t-0.072\t-0.838\t-1.463\t-1.519\t0.695\t0.355\t0.148\t-0.327\t-0.582\t-2.016\t0.594\t-0.407\t0.622\t-0.938\t1.648\t0.187\t-0.121\t-1.019\t0.165\n4\t-1.142\t0.316\t-1.096\t0.615\t0.182\t-1.315\t1.351\t-0.196\t-0.882\t1.036\t-0.550\t-0.170\t1.531\t0.398\t0.618\t-0.112\t-0.663\t-0.330\t-2.364\t0.672\t0.592\t-1.487\t0.379\t-2.991\t2.136\t-0.572\t-0.515\t0.745\n4\t-0.226\t-0.973\t0.604\t0.813\t-0.776\t-3.442\t1.655\t-0.498\t0.909\t-1.136\t-0.221\t0.418\t-0.475\t1.402\t-1.504\t2.185\t0.146\t-1.705\t1.437\t-2.668\t-0.559\t-1.061\t0.103\t-2.223\t-1.800\t-0.251\t0.030\t-0.131\n3\t-1.863\t0.589\t0.987\t-1.276\t-1.275\t0.344\t1.714\t-0.877\t0.087\t-1.899\t-0.199\t-0.114\t1.468\t-0.707\t0.686\t-0.772\t0.090\t2.077\t1.793\t1.961\t0.398\t-0.210\t0.285\t0.466\t0.389\t-0.711\t-0.752\t-0.596\n0\t0.311\t0.652\t0.769\t0.395\t0.807\t-1.141\t1.219\t0.129\t0.158\t0.677\t0.153\t0.026\t0.327\t-1.431\t-1.045\t-0.153\t-0.380\t0.535\t0.185\t-0.712\t1.755\t1.539\t-1.401\t1.215\t0.194\t1.157\t-0.648\t0.603\n2\t0.582\t-0.158\t1.083\t1.414\t0.101\t0.926\t0.220\t-0.008\t0.857\t0.152\t0.310\t1.527\t2.322\t0.516\t-0.110\t1.557\t0.900\t0.709\t-0.329\t0.115\t-0.565\t0.984\t0.511\t-1.226\t-1.104\t1.542\t0.239\t2.299\n1\t1.504\t-0.532\t0.849\t-0.475\t-0.760\t2.249\t-0.196\t0.667\t-0.120\t-0.185\t1.259\t-0.374\t-0.961\t-0.282\t0.058\t-0.472\t-0.651\t-1.259\t-0.532\t-1.453\t-0.970\t0.784\t1.061\t0.041\t-1.507\t-0.481\t1.144\t0.453\n3\t-0.063\t-0.448\t0.658\t-0.395\t1.593\t1.465\t-0.892\t0.070\t-0.651\t-0.327\t2.002\t-0.308\t0.360\t0.541\t-1.001\t-0.855\t-1.206\t-0.886\t-2.850\t0.545\t2.054\t0.148\t-1.416\t-0.643\t-0.459\t-1.018\t0.860\t0.810\n0\t-0.194\t-0.584\t-0.475\t-2.099\t1.313\t0.018\t-0.013\t-0.816\t-0.460\t-1.133\t-0.879\t-0.247\t0.126\t0.490\t0.798\t1.198\t0.634\t-0.075\t0.434\t-0.160\t-0.946\t2.053\t0.943\t0.503\t0.184\t0.681\t0.302\t0.119\n3\t-1.156\t1.706\t-0.977\t1.278\t-1.423\t0.289\t0.983\t-1.122\t-0.822\t1.150\t1.954\t0.730\t-0.115\t0.005\t-1.117\t-2.032\t0.734\t-1.830\t-0.522\t-0.113\t-0.829\t0.711\t-0.016\t-0.456\t0.558\t0.333\t0.837\t-0.424\n1\t-0.460\t0.905\t-1.454\t0.013\t-0.484\t0.526\t0.761\t1.324\t0.139\t0.670\t-1.146\t-0.763\t1.308\t-1.051\t2.298\t-0.469\t0.039\t0.482\t-0.956\t0.459\t1.009\t-0.571\t-0.746\t1.141\t-0.968\t-0.688\t0.991\t0.739\n0\t0.628\t0.573\t-0.674\t-0.647\t1.222\t1.320\t0.626\t-0.868\t0.868\t-0.278\t-1.269\t-0.637\t-0.224\t1.087\t-0.803\t-0.966\t-0.483\t-0.122\t0.673\t0.570\t-2.250\t-0.356\t0.124\t-0.870\t-0.780\t0.625\t0.683\t-0.177\n0\t-0.152\t-0.868\t0.595\t-0.418\t0.890\t-1.063\t-0.990\t0.596\t1.198\t0.195\t0.231\t-0.834\t-0.516\t-0.657\t1.295\t1.391\t0.520\t2.011\t0.618\t1.183\t-0.219\t-0.157\t-0.156\t-0.936\t-0.441\t0.329\t-0.599\t0.556\n4\t1.426\t-0.223\t-0.956\t0.648\t-2.313\t1.383\t-0.432\t0.563\t0.906\t-1.655\t1.274\t-0.160\t0.878\t1.252\t-0.462\t0.756\t1.818\t-0.848\t1.134\t1.110\t1.045\t-0.920\t0.353\t4.562\t1.032\t-1.000\t0.458\t-1.973\n1\t-1.575\t1.655\t0.906\t0.823\t0.863\t0.650\t0.452\t-0.246\t-1.258\t-0.904\t0.273\t0.094\t-0.766\t-0.602\t-0.044\t-0.649\t-0.744\t0.814\t-1.025\t-0.033\t0.500\t0.084\t-0.376\t1.585\t0.874\t1.853\t-0.482\t0.171\n3\t0.833\t-1.202\t-1.154\t-0.187\t0.443\t1.206\t-0.785\t-0.485\t-0.251\t-0.271\t1.496\t-0.104\t0.153\t0.911\t1.591\t-0.035\t1.259\t1.828\t-0.110\t-0.564\t2.187\t1.121\t0.012\t0.650\t-1.045\t1.109\t-1.800\t1.071\n3\t0.158\t-0.067\t0.666\t0.532\t-1.034\t-1.532\t-2.274\t1.792\t-0.445\t0.592\t0.202\t0.913\t-0.065\t-1.328\t-1.037\t-0.351\t-1.585\t-0.854\t-1.199\t-0.329\t-0.496\t0.119\t0.854\t-0.243\t-1.502\t-2.048\t0.162\t-0.665\n1\t0.462\t-1.208\t-2.145\t0.163\t0.988\t0.615\t0.783\t1.127\t-0.159\t0.121\t-0.470\t-0.823\t-0.279\t-0.280\t0.601\t-1.652\t-1.365\t0.999\t0.055\t0.078\t-1.536\t0.026\t-0.405\t0.104\t-0.232\t-1.249\t-0.199\t1.359\n1\t0.977\t0.428\t0.748\t-0.243\t-0.213\t-1.071\t1.005\t-0.347\t-0.033\t-0.605\t2.041\t1.004\t0.166\t-0.073\t-0.063\t0.837\t-0.288\t0.969\t-0.739\t0.862\t0.007\t-1.663\t2.121\t-0.707\t-0.027\t-0.478\t-1.488\t-0.480\n3\t2.083\t2.407\t0.454\t-0.286\t-1.431\t0.144\t1.043\t0.405\t-1.317\t-0.421\t1.500\t0.167\t1.233\t0.063\t-0.455\t-1.168\t0.300\t1.145\t0.591\t0.866\t-1.100\t-0.151\t1.842\t-0.139\t-0.635\t-1.631\t0.716\t1.147\n3\t-1.931\t1.955\t-0.023\t2.299\t-1.625\t-0.318\t1.170\t0.718\t0.567\t-0.172\t-0.709\t0.151\t-0.002\t0.315\t1.134\t-0.243\t-0.443\t-1.297\t-1.677\t-1.210\t1.009\t1.198\t-1.328\t-0.522\t0.399\t0.387\t0.978\t0.804\n2\t-0.871\t-0.938\t-0.521\t-0.125\t0.318\t1.374\t-0.871\t-1.389\t0.831\t1.332\t-0.490\t1.041\t0.770\t-1.708\t-0.637\t-0.477\t1.989\t0.509\t-0.503\t-0.697\t-1.570\t1.066\t0.396\t0.619\t-1.286\t0.736\t-0.238\t-0.727\n3\t-0.834\t-1.328\t2.887\t0.542\t1.242\t-0.158\t-0.406\t-0.331\t-0.516\t-0.160\t-0.086\t1.432\t0.464\t0.687\t1.441\t-1.579\t-0.409\t1.071\t-0.833\t-1.496\t-1.212\t0.940\t1.341\t-0.155\t0.376\t-0.053\t0.200\t-0.862\n0\t1.487\t-0.275\t-1.314\t-0.546\t-0.874\t-0.576\t-0.594\t-0.634\t-0.308\t-0.065\t0.764\t-0.245\t0.326\t0.008\t0.541\t0.047\t-0.647\t-0.918\t0.210\t1.273\t-0.229\t-0.701\t-0.256\t-0.561\t-0.667\t-1.444\t-0.244\t0.236\n3\t0.384\t1.319\t0.212\t0.699\t0.352\t1.270\t0.352\t0.991\t2.020\t-0.804\t-0.733\t1.245\t0.248\t0.273\t0.660\t0.239\t-1.587\t0.259\t-1.094\t0.542\t0.468\t0.323\t-0.121\t2.097\t2.247\t-1.789\t-0.474\t1.721\n2\t-0.022\t-1.152\t-0.562\t-1.799\t1.231\t-0.973\t-0.756\t1.169\t0.146\t-0.127\t-0.385\t0.142\t-1.306\t1.774\t-1.208\t-0.228\t-1.468\t1.677\t-1.258\t-0.893\t0.773\t-0.347\t-1.809\t0.077\t0.653\t-0.124\t-0.849\t-0.326\n0\t-0.346\t-0.209\t-0.050\t-0.743\t-0.066\t0.296\t0.045\t-1.045\t-0.263\t0.069\t-0.431\t0.206\t-0.509\t0.173\t0.671\t-0.351\t0.372\t1.192\t-0.164\t0.637\t-0.561\t0.251\t-0.339\t-1.883\t1.462\t-0.358\t0.480\t-0.236\n3\t1.661\t0.614\t-1.459\t0.029\t0.487\t1.136\t-0.475\t1.028\t-0.308\t-0.714\t-1.230\t-0.899\t0.154\t-0.015\t-0.493\t0.023\t0.804\t2.128\t-0.147\t1.696\t0.059\t-0.668\t1.474\t-0.663\t-0.129\t-0.399\t2.920\t-0.628\n4\t1.978\t-1.167\t-0.298\t-0.255\t0.916\t1.129\t0.108\t-3.190\t-0.889\t-1.198\t1.159\t-0.921\t1.683\t0.408\t1.135\t2.256\t-0.944\t-1.620\t0.187\t0.954\t-0.665\t0.036\t1.217\t1.118\t-0.582\t0.271\t-0.936\t-1.450\n2\t-0.419\t-0.499\t0.320\t-0.183\t0.319\t1.563\t-0.478\t-0.305\t0.174\t-0.228\t-1.914\t-0.580\t0.687\t1.438\t-1.155\t-1.159\t0.030\t-2.076\t-0.445\t-1.736\t1.369\t-0.769\t1.653\t1.114\t-0.646\t-1.072\t-0.194\t-0.105\n3\t1.865\t1.474\t2.413\t0.230\t0.806\t-0.251\t0.663\t0.137\t-1.663\t-1.504\t1.809\t0.155\t1.420\t-0.567\t-0.892\t-0.086\t0.785\t1.392\t0.186\t0.654\t-0.144\t1.456\t1.471\t-0.785\t0.383\t-0.996\t0.816\t-0.394\n4\t0.016\t1.506\t0.546\t-0.416\t-0.906\t-1.157\t-0.446\t0.374\t-2.110\t-0.135\t0.802\t-1.035\t-0.178\t-0.992\t-2.708\t-0.800\t-1.064\t0.775\t0.481\t-1.042\t1.293\t0.725\t-0.256\t0.330\t-0.945\t-2.462\t0.091\t-1.364\n4\t2.521\t-0.878\t-0.017\t1.891\t0.839\t-1.005\t1.672\t0.781\t1.554\t-1.217\t-1.131\t-0.139\t0.545\t-1.128\t1.026\t2.294\t-0.603\t-0.652\t1.789\t-0.535\t-1.354\t1.485\t0.747\t1.505\t0.035\t0.111\t-0.268\t-0.358\n0\t-0.512\t0.105\t-1.435\t-0.264\t-0.140\t-1.785\t-0.197\t0.762\t-0.391\t-0.718\t-0.030\t0.988\t0.341\t0.910\t-0.339\t0.023\t0.587\t0.145\t-1.245\t-0.524\t-1.644\t0.315\t0.779\t0.731\t-0.550\t-0.852\t0.206\t-0.165\n0\t-0.773\t1.445\t1.121\t1.828\t0.018\t-0.382\t-0.968\t0.950\t-1.110\t0.302\t-0.388\t0.845\t-0.192\t0.705\t-0.069\t-0.180\t0.583\t1.314\t0.636\t1.069\t-1.397\t0.705\t0.597\t0.168\t-0.657\t0.462\t1.337\t-0.143\n2\t-0.782\t-0.917\t-1.423\t0.347\t-0.554\t-0.475\t-0.226\t-0.319\t0.723\t0.417\t1.051\t1.339\t0.416\t-1.760\t-0.323\t-0.693\t-0.281\t-0.800\t2.670\t-2.171\t0.330\t0.032\t1.035\t0.739\t0.165\t0.941\t-0.917\t-0.080\n3\t1.683\t-0.407\t-0.317\t0.023\t-0.399\t-0.178\t1.028\t-0.066\t0.290\t2.033\t1.464\t-1.047\t1.744\t1.377\t1.494\t-0.625\t0.212\t-0.392\t0.121\t1.752\t0.140\t-1.720\t-0.373\t-0.655\t1.790\t-0.813\t-0.407\t-0.373\n4\t-0.356\t0.362\t0.054\t0.763\t-1.518\t1.652\t0.525\t1.360\t0.874\t-0.012\t-1.284\t-0.564\t1.590\t1.385\t-0.620\t-2.818\t-0.213\t-0.288\t-0.250\t0.529\t0.876\t0.990\t0.446\t-1.801\t-0.341\t2.304\t0.374\t0.368\n1\t-1.054\t-1.610\t1.883\t-0.684\t1.413\t-0.221\t-1.131\t0.509\t-0.391\t-0.207\t0.145\t-0.812\t-1.621\t-0.051\t0.964\t-0.902\t0.154\t1.506\t-0.090\t0.086\t0.055\t-0.682\t-0.993\t-0.989\t0.368\t0.758\t0.805\t-0.379\n2\t-1.408\t-1.148\t-1.242\t-0.333\t-0.016\t-1.563\t0.050\t-0.804\t-0.067\t0.932\t-0.261\t0.207\t0.099\t0.136\t-0.970\t0.404\t1.486\t-0.698\t-0.958\t1.977\t-1.640\t-0.450\t-0.430\t0.978\t-0.225\t-0.158\t2.359\t0.376\n1\t0.015\t0.753\t2.545\t0.964\t0.248\t1.424\t-1.421\t-0.405\t0.067\t-1.039\t-0.541\t-1.656\t-1.279\t-0.245\t-0.941\t0.421\t0.268\t0.357\t-0.504\t1.082\t0.501\t0.225\t0.233\t-0.208\t1.319\t1.142\t-0.365\t0.165\n2\t-0.497\t-0.163\t-0.135\t0.166\t0.361\t-0.450\t-0.239\t0.114\t-2.957\t0.553\t-0.954\t-0.289\t-0.677\t0.748\t1.025\t-0.112\t-0.099\t-0.039\t-0.016\t1.001\t3.010\t-0.172\t0.568\t-0.847\t-0.755\t-1.020\t1.339\t0.704\n0\t-0.649\t-0.846\t-0.361\t-0.318\t0.096\t-0.308\t-1.254\t0.209\t-0.636\t-0.335\t0.971\t0.351\t-0.608\t0.543\t0.016\t-0.505\t-1.413\t0.376\t0.061\t-1.914\t0.651\t-0.045\t0.775\t-0.203\t0.672\t-0.251\t0.989\t-0.309\n0\t2.086\t0.472\t-1.363\t0.758\t-0.127\t0.509\t0.227\t1.386\t0.460\t0.007\t-0.062\t-0.383\t0.320\t0.658\t0.779\t0.205\t-0.680\t0.506\t0.789\t0.727\t0.032\t-0.910\t0.881\t-0.209\t1.293\t1.446\t-0.043\t-0.534\n4\t-0.956\t2.318\t-1.407\t-1.298\t1.314\t0.713\t-1.026\t0.607\t1.468\t-0.030\t2.599\t-1.724\t0.694\t1.167\t0.891\t-0.204\t-0.290\t0.444\t0.816\t0.602\t1.040\t-1.019\t-0.228\t-0.940\t-0.386\t1.015\t0.108\t2.607\n3\t-0.067\t-0.938\t-0.594\t-0.687\t0.326\t0.316\t0.012\t0.941\t-0.273\t0.476\t-1.260\t1.938\t0.975\t-0.788\t0.893\t0.845\t-1.682\t1.016\t-1.057\t0.608\t1.773\t0.361\t3.058\t0.814\t-0.111\t-0.155\t0.399\t-0.043\n2\t-2.484\t0.283\t0.048\t-0.017\t-0.323\t-2.014\t-0.736\t-0.307\t0.551\t1.534\t0.354\t-1.388\t0.622\t2.116\t0.207\t-1.172\t0.820\t-0.325\t0.154\t-0.256\t0.294\t0.986\t0.089\t-0.001\t-0.078\t1.460\t0.487\t-0.251\n4\t-0.182\t0.124\t0.897\t-0.763\t-1.453\t1.243\t-0.038\t-1.289\t0.745\t0.535\t1.822\t-1.233\t-0.684\t0.363\t1.474\t1.550\t0.967\t-0.705\t-0.696\t0.310\t-2.116\t1.618\t0.693\t1.785\t-0.986\t-0.862\t1.595\t-0.258\n4\t0.283\t-0.110\t-2.279\t1.996\t0.176\t0.001\t1.310\t0.989\t-0.298\t-1.953\t0.564\t-0.963\t1.239\t-0.776\t-0.452\t-1.343\t-1.262\t-0.109\t-0.202\t-0.476\t2.053\t0.604\t0.010\t-2.757\t0.826\t2.995\t-0.188\t-0.811\n4\t0.283\t-1.823\t2.127\t0.685\t0.587\t1.124\t-1.078\t0.727\t-0.353\t-1.476\t0.957\t-2.496\t0.502\t0.287\t2.216\t-1.125\t-0.140\t-0.002\t0.545\t0.755\t-0.116\t0.419\t0.569\t0.801\t0.286\t-0.300\t2.424\t-0.634\n0\t0.390\t-2.281\t1.726\t-0.802\t0.299\t-0.003\t0.199\t-0.270\t0.943\t0.357\t-0.716\t-1.393\t-0.008\t0.585\t-0.723\t0.645\t0.124\t-0.792\t1.200\t0.425\t0.429\t-0.894\t1.056\t-0.618\t-0.000\t-0.522\t-0.417\t0.074\n4\t1.296\t0.738\t1.567\t3.137\t1.431\t0.926\t-1.312\t-1.186\t0.360\t-1.698\t0.615\t-2.135\t1.152\t-0.322\t0.127\t-0.748\t-1.899\t1.235\t1.336\t-0.351\t0.662\t-0.391\t0.288\t0.759\t0.555\t1.341\t0.519\t0.028\n1\t0.716\t-0.696\t-0.188\t-1.594\t-0.008\t-0.865\t-1.327\t0.113\t-1.073\t-0.653\t1.932\t-0.981\t-0.306\t-1.038\t1.406\t0.220\t1.135\t0.429\t0.218\t0.571\t-1.780\t-1.144\t0.489\t0.313\t-1.098\t0.100\t-0.267\t1.011\n0\t0.163\t-1.128\t-0.130\t0.942\t-0.547\t0.890\t0.232\t0.455\t-0.781\t1.287\t-0.215\t-0.466\t0.849\t0.095\t-0.180\t1.098\t0.181\t0.484\t-0.070\t-0.848\t-0.177\t-1.093\t1.007\t-0.784\t1.275\t-0.167\t-0.426\t0.993\n3\t0.835\t-0.449\t0.508\t-0.572\t-0.134\t-1.208\t2.472\t2.720\t0.729\t0.541\t0.010\t-0.976\t-0.655\t0.494\t0.974\t-0.452\t0.934\t-0.794\t0.265\t0.710\t2.089\t0.818\t-0.669\t-0.058\t-1.076\t0.980\t-0.070\t-0.406\n1\t-0.023\t0.549\t0.305\t0.372\t2.114\t-0.159\t0.186\t-0.567\t1.097\t1.527\t0.237\t0.389\t1.380\t-0.391\t0.314\t-1.611\t0.135\t-0.205\t1.202\t-0.171\t-0.315\t1.607\t-0.199\t0.642\t1.421\t-0.583\t0.864\t-0.742\n2\t0.309\t-1.014\t-1.314\t1.299\t1.433\t-0.289\t-0.284\t0.392\t-1.186\t-0.231\t0.781\t-0.928\t0.798\t0.897\t0.530\t2.087\t1.693\t-0.938\t-0.239\t0.361\t-0.770\t0.741\t1.384\t-0.960\t-0.540\t-1.032\t-0.642\t-0.459\n1\t-0.357\t-0.198\t-0.651\t0.857\t-0.436\t0.080\t-0.707\t-1.095\t-0.114\t0.677\t1.037\t0.715\t-0.944\t0.055\t-0.084\t0.727\t0.509\t-0.625\t0.348\t0.571\t0.329\t-0.037\t-0.657\t-0.402\t2.164\t-1.184\t1.882\t1.875\n4\t-0.278\t-1.712\t-1.091\t-0.478\t-0.344\t0.148\t-0.939\t1.086\t-0.645\t1.173\t-0.166\t2.689\t-1.566\t-0.215\t1.865\t-0.654\t-1.134\t0.291\t-0.112\t1.405\t1.023\t0.646\t-0.709\t-1.783\t-1.406\t-0.338\t1.038\t-1.123\n1\t0.670\t-0.780\t1.167\t0.160\t1.569\t-0.060\t0.948\t-1.639\t1.282\t0.689\t-0.645\t0.865\t-1.267\t-0.497\t-0.851\t0.920\t1.248\t-0.449\t-1.271\t-0.977\t0.092\t0.029\t-0.340\t-0.830\t1.628\t-0.620\t-0.833\t1.147\n2\t0.336\t-0.238\t-0.109\t1.323\t0.037\t-1.085\t-1.525\t0.215\t-1.041\t-0.756\t0.874\t0.212\t-0.598\t0.323\t-1.352\t2.773\t-1.125\t-0.743\t0.348\t0.932\t-1.109\t0.127\t-0.490\t-1.495\t-0.969\t-0.558\t0.100\t-0.581\n0\t0.799\t-0.441\t-1.354\t-0.550\t-0.305\t-0.330\t-0.672\t0.034\t-0.090\t-0.788\t1.057\t1.123\t0.015\t0.947\t0.641\t-0.602\t0.434\t-0.881\t-0.939\t0.609\t0.513\t0.450\t0.142\t-1.713\t-1.498\t0.375\t0.735\t-0.711\n4\t-0.278\t-0.572\t0.171\t0.808\t-0.495\t0.128\t3.381\t0.476\t0.966\t-0.958\t-1.357\t1.465\t1.179\t1.714\t-0.080\t1.254\t-2.554\t0.541\t1.033\t-0.688\t1.056\t-0.180\t-0.080\t-0.259\t1.581\t-0.454\t-0.577\t-0.857\n1\t0.473\t-0.339\t0.487\t1.031\t-1.163\t-0.996\t0.706\t0.790\t-0.326\t0.603\t-0.383\t-0.021\t-0.022\t0.119\t1.389\t2.480\t-1.367\t-0.567\t-0.694\t1.379\t1.190\t0.891\t-0.394\t0.213\t-1.588\t0.730\t0.391\t-0.463\n4\t-2.479\t0.106\t-0.560\t-0.221\t-0.824\t1.359\t-1.883\t0.935\t-1.571\t-0.743\t0.365\t1.950\t0.779\t-2.582\t0.348\t-0.808\t2.398\t0.311\t0.953\t-0.872\t-0.934\t-0.050\t-0.751\t0.329\t-0.447\t-0.027\t0.968\t0.031\n1\t-0.197\t0.697\t0.144\t-0.323\t1.580\t0.727\t-1.679\t-0.152\t-0.153\t0.459\t-0.810\t-0.628\t-1.803\t0.508\t-1.154\t-0.294\t1.126\t0.344\t-1.512\t1.045\t-1.521\t0.611\t0.341\t1.364\t-1.596\t0.546\t0.262\t-0.215\n4\t-0.775\t2.524\t-0.762\t0.466\t-1.687\t-1.202\t-1.326\t1.343\t-0.260\t-0.540\t1.843\t-1.605\t1.688\t-0.207\t1.209\t-1.010\t0.965\t0.233\t-2.095\t-2.371\t1.612\t-2.380\t0.348\t-1.017\t-1.126\t1.505\t-0.167\t-0.804\n4\t0.778\t1.523\t0.396\t-1.637\t-0.419\t-0.125\t0.581\t-0.891\t-1.596\t-0.026\t-0.087\t-0.627\t-1.037\t-1.500\t-0.580\t0.972\t2.392\t1.354\t0.669\t-0.699\t0.304\t0.989\t0.253\t1.034\t0.653\t2.730\t1.196\t-2.094\n0\t0.123\t0.701\t1.602\t1.142\t0.413\t0.579\t0.393\t0.481\t0.438\t0.342\t0.115\t0.530\t0.229\t-0.221\t-0.282\t0.897\t-0.200\t-0.463\t-0.517\t-0.517\t-1.483\t-1.527\t-0.648\t-0.914\t1.140\t0.200\t-1.437\t-0.632\n2\t-1.435\t1.521\t-0.365\t0.820\t0.714\t1.608\t-0.991\t0.323\t0.700\t-1.247\t-0.384\t0.198\t-0.438\t-2.189\t-1.720\t2.163\t1.204\t0.643\t-0.120\t-0.661\t0.404\t-0.941\t1.011\t0.552\t0.092\t-0.267\t-0.282\t0.326\n1\t0.396\t-1.338\t1.046\t-1.555\t1.224\t0.944\t-0.785\t-0.534\t-1.896\t-1.761\t-0.299\t0.191\t1.040\t-0.282\t-0.135\t-1.257\t-0.147\t0.097\t0.587\t-0.047\t0.939\t0.021\t-0.135\t0.800\t0.807\t-0.322\t1.801\t0.262\n3\t1.862\t-0.405\t2.388\t-1.788\t2.000\t0.852\t-1.123\t-0.243\t1.010\t-0.307\t0.600\t-1.725\t0.239\t-0.479\t-1.188\t-0.394\t-0.520\t-0.276\t0.631\t-0.764\t-0.778\t-0.600\t-0.588\t1.287\t0.515\t-0.050\t-1.452\t0.778\n2\t0.705\t1.097\t0.512\t-0.103\t1.207\t0.500\t1.877\t0.383\t0.255\t0.908\t1.533\t0.059\t-0.163\t0.483\t0.338\t0.610\t-1.051\t-1.185\t-1.368\t-1.401\t0.851\t2.154\t-1.020\t-0.875\t1.457\t0.749\t-0.587\t-0.849\n3\t1.391\t-0.518\t0.407\t2.656\t0.997\t0.196\t-2.268\t1.859\t1.343\t-0.516\t0.203\t-0.546\t0.135\t0.592\t0.973\t-0.369\t1.206\t-1.283\t-0.233\t-0.376\t-1.116\t0.477\t-0.678\t-0.312\t-0.617\t-0.112\t-0.556\t-1.168\n2\t-0.193\t0.039\t0.140\t-0.698\t0.826\t0.259\t-1.373\t-1.124\t0.707\t-0.073\t1.086\t1.234\t0.738\t0.942\t-0.015\t-0.487\t0.282\t-2.504\t0.803\t-0.342\t1.479\t-0.160\t1.478\t-1.221\t-1.335\t0.457\t0.900\t1.001\n3\t0.045\t0.943\t0.362\t0.701\t2.226\t-0.119\t1.321\t0.585\t-0.229\t0.425\t-0.822\t0.510\t1.220\t-0.232\t-1.359\t-0.983\t-0.566\t0.676\t0.684\t-0.126\t0.163\t-0.400\t0.899\t-0.054\t-3.484\t-0.980\t0.728\t0.155\n4\t0.008\t-1.629\t1.865\t-0.237\t-0.756\t1.912\t0.643\t-0.762\t-0.563\t0.208\t2.452\t-0.811\t0.721\t-0.300\t0.957\t-0.304\t-0.156\t-1.631\t-0.149\t2.632\t-1.116\t-0.217\t0.026\t1.012\t0.040\t1.275\t-0.841\t-0.005\n0\t-1.111\t-0.215\t1.363\t0.484\t1.068\t-0.919\t-0.199\t-0.258\t-0.501\t-1.043\t0.974\t-2.209\t0.274\t0.541\t-0.002\t1.393\t0.029\t0.176\t-0.465\t-0.556\t-1.308\t-0.535\t0.451\t-0.055\t0.026\t-0.960\t-0.084\t-0.092\n4\t-0.974\t0.270\t-3.599\t-0.911\t1.284\t-0.256\t-0.235\t0.575\t-0.344\t0.437\t-1.232\t-0.941\t1.639\t-0.124\t2.092\t0.045\t-0.731\t-1.315\t1.251\t0.232\t-0.677\t0.840\t1.155\t-0.574\t2.420\t0.053\t-0.123\t2.101\n2\t-0.888\t0.385\t0.890\t0.512\t1.355\t-0.935\t1.389\t-2.053\t-2.031\t-1.463\t0.480\t-1.509\t-0.638\t-0.423\t0.746\t1.278\t0.902\t-1.431\t0.179\t-0.370\t-0.164\t-0.066\t-0.464\t-0.726\t-0.448\t-0.691\t1.016\t-0.064\n1\t-0.467\t-0.360\t-1.153\t0.732\t-0.751\t0.114\t-0.507\t-0.878\t-1.458\t-0.623\t-0.232\t0.118\t-0.442\t0.052\t0.245\t0.765\t1.149\t1.051\t-0.993\t0.094\t1.532\t-0.494\t1.327\t0.324\t-1.439\t1.972\t0.833\t0.404\n0\t-1.065\t-0.305\t-0.610\t-0.187\t0.057\t0.530\t-0.070\t0.487\t0.064\t-1.975\t-0.939\t-0.144\t-1.210\t0.600\t1.531\t1.219\t-0.213\t1.491\t0.149\t-0.337\t-0.613\t-0.302\t-0.388\t0.170\t0.161\t0.003\t0.437\t1.191\n1\t-0.790\t-0.524\t1.236\t-1.861\t-0.481\t-1.286\t0.053\t0.644\t0.211\t-0.923\t-0.740\t-0.427\t0.095\t1.786\t-0.516\t0.949\t-0.529\t-1.609\t1.447\t0.273\t0.966\t0.365\t1.103\t0.676\t0.720\t-0.572\t0.263\t0.551\n1\t-0.597\t-0.013\t0.166\t0.259\t0.588\t-1.138\t0.357\t0.315\t0.329\t0.425\t-0.743\t0.214\t0.233\t-1.692\t1.413\t-0.886\t0.230\t-2.111\t1.083\t-0.598\t-0.415\t-0.988\t-0.495\t0.125\t1.555\t0.878\t0.846\t-1.196\n0\t-0.780\t0.171\t0.809\t0.581\t0.011\t-0.334\t-0.581\t0.229\t0.078\t-0.111\t0.859\t0.761\t0.170\t-0.402\t-1.402\t-0.508\t-0.798\t-0.206\t-0.354\t-0.806\t0.496\t-1.799\t-0.202\t-0.710\t1.368\t-0.056\t-0.364\t-0.389\n2\t0.374\t-0.049\t1.121\t-1.099\t0.664\t1.319\t-1.349\t-0.740\t1.645\t1.081\t-0.819\t-1.215\t0.283\t0.330\t-0.059\t2.333\t0.647\t-0.840\t1.058\t0.058\t-0.677\t0.901\t1.476\t0.216\t-0.977\t0.113\t-0.956\t0.227\n0\t-0.819\t0.266\t0.268\t0.842\t-0.266\t-0.014\t2.665\t0.039\t-0.829\t0.531\t0.155\t-0.876\t0.419\t1.015\t-0.667\t1.262\t-0.642\t-0.818\t0.133\t0.733\t0.844\t0.315\t-1.133\t-0.886\t-0.335\t0.544\t-0.392\t0.985\n2\t0.066\t0.571\t0.600\t1.685\t0.250\t-1.241\t-1.065\t1.256\t1.611\t-0.035\t0.382\t0.093\t-0.298\t-1.491\t0.477\t1.782\t0.170\t-0.302\t-0.432\t0.497\t1.151\t0.533\t-1.870\t1.742\t0.833\t-0.180\t-0.530\t-0.447\n3\t-2.729\t0.005\t-0.460\t-1.063\t-0.553\t-0.574\t-0.048\t-1.367\t0.316\t1.366\t0.281\t0.809\t1.095\t1.236\t1.870\t-0.499\t-0.718\t0.783\t0.708\t0.776\t1.889\t0.011\t0.426\t-0.980\t2.135\t-0.337\t-0.308\t-0.347\n1\t1.134\t-1.038\t-0.593\t-1.063\t-0.163\t0.057\t-1.170\t-0.799\t-0.158\t1.074\t-0.941\t0.799\t-0.781\t0.476\t1.214\t1.144\t0.021\t0.046\t-1.697\t1.198\t-0.829\t-0.502\t0.542\t-1.393\t0.106\t1.715\t1.133\t-0.408\n1\t-0.760\t-0.741\t0.771\t0.786\t2.306\t0.353\t-1.290\t-0.237\t-1.222\t-0.275\t0.626\t0.239\t-0.750\t-1.627\t-0.951\t-0.661\t0.705\t-0.617\t0.923\t-0.760\t0.835\t0.245\t0.316\t0.818\t-0.623\t0.554\t1.879\t-1.124\n4\t-0.515\t-1.744\t-1.052\t0.240\t-1.245\t-0.849\t1.005\t0.577\t-0.502\t2.387\t0.364\t-0.778\t1.979\t0.852\t2.865\t1.468\t0.806\t-0.679\t1.828\t-1.974\t-2.067\t2.443\t-1.108\t-1.138\t-1.222\t-0.683\t0.891\t0.142\n0\t-0.066\t-1.269\t-1.037\t0.738\t0.116\t-0.776\t0.120\t-0.607\t-0.784\t1.164\t0.783\t-0.021\t0.144\t-0.008\t0.487\t-0.800\t0.863\t0.354\t-0.263\t-0.488\t0.841\t-0.150\t-0.699\t-0.385\t0.769\t-1.611\t-0.355\t1.071\n4\t-0.341\t-1.152\t2.472\t-0.994\t-1.187\t-0.636\t1.260\t-0.179\t1.495\t-0.562\t-0.007\t0.473\t-0.993\t-1.063\t1.216\t-1.717\t-0.757\t0.762\t0.880\t0.193\t-0.289\t2.314\t0.539\t1.561\t0.422\t-0.433\t1.498\t-1.268\n2\t-0.542\t-0.951\t-0.382\t0.989\t0.832\t-0.231\t1.244\t-1.335\t2.293\t0.766\t1.572\t-0.412\t-0.797\t1.463\t0.155\t-0.545\t0.095\t-0.319\t0.312\t1.282\t0.044\t-2.094\t-0.818\t-0.296\t-0.138\t-2.000\t-0.465\t-0.085\n0\t1.194\t-1.282\t-0.834\t0.882\t1.410\t0.665\t0.125\t-0.256\t0.116\t1.182\t-0.256\t0.763\t0.105\t0.383\t0.667\t0.246\t-0.042\t0.902\t-0.447\t0.128\t0.434\t-0.969\t1.456\t-0.449\t-0.063\t-1.551\t0.995\t1.806\n4\t0.872\t-1.704\t0.608\t1.874\t-1.306\t0.611\t-1.178\t0.093\t-0.268\t-1.065\t0.265\t2.750\t-1.589\t-1.606\t2.274\t0.199\t0.969\t0.473\t-2.287\t0.029\t-1.309\t0.675\t-0.030\t0.790\t0.648\t1.323\t-0.276\t-0.204\n3\t-1.313\t-0.678\t0.246\t-0.666\t-1.286\t2.124\t-0.020\t1.146\t1.907\t-0.523\t-0.085\t0.077\t0.471\t1.117\t0.976\t0.720\t-0.321\t-0.008\t-1.253\t0.713\t2.311\t0.262\t1.397\t0.838\t-0.545\t-0.885\t-1.138\t0.121\n2\t-0.485\t1.546\t-1.237\t0.902\t-0.921\t0.049\t0.913\t-1.289\t0.880\t0.318\t0.316\t-0.044\t0.623\t-0.157\t-1.523\t-0.096\t1.910\t-0.167\t-0.114\t-1.195\t2.659\t-1.769\t-0.097\t-0.521\t-0.456\t-0.887\t0.014\t-0.783\n1\t-0.712\t0.671\t0.961\t1.400\t-0.527\t-0.363\t0.880\t0.842\t-0.510\t-0.672\t-0.433\t0.079\t-0.888\t0.420\t-1.727\t-0.832\t0.184\t-0.919\t-0.418\t-0.127\t2.121\t-1.306\t0.236\t-1.025\t-1.062\t-0.875\t-0.157\t1.434\n4\t2.227\t-1.146\t0.701\t0.808\t0.783\t2.419\t0.151\t0.057\t0.707\t2.813\t1.379\t-0.377\t2.703\t0.118\t0.248\t1.990\t0.025\t-0.636\t0.675\t1.579\t-0.579\t0.751\t-0.357\t-0.608\t-0.662\t0.986\t0.595\t0.678\n3\t0.161\t-1.658\t-0.236\t-2.073\t0.037\t-1.247\t0.558\t0.161\t-1.216\t0.382\t2.093\t-0.203\t0.880\t-2.103\t0.468\t-0.569\t-0.269\t0.595\t-0.243\t-1.617\t1.527\t-1.450\t-0.840\t0.128\t0.137\t0.428\t0.133\t1.148\n2\t0.080\t-1.446\t-0.019\t1.344\t-0.667\t0.131\t-3.083\t1.425\t-0.106\t-0.163\t0.520\t0.297\t0.418\t-1.165\t1.326\t1.159\t0.338\t1.557\t0.029\t-0.465\t0.276\t1.203\t-0.413\t-0.481\t-1.057\t-0.011\t0.210\t-1.032\n4\t0.852\t-0.571\t-1.421\t1.200\t0.059\t0.443\t0.713\t-0.364\t-0.707\t0.056\t-0.451\t-1.554\t-1.254\t-0.590\t1.241\t-1.035\t1.822\t-1.009\t-0.416\t-2.189\t1.643\t-2.544\t-0.723\t-0.721\t0.692\t0.324\t1.062\t0.732\n1\t-1.249\t0.680\t-0.912\t-0.291\t1.783\t1.286\t-0.770\t0.429\t-1.427\t1.285\t0.088\t1.168\t0.280\t-0.417\t-0.277\t-0.387\t0.445\t-0.766\t0.011\t0.118\t-1.585\t-1.109\t-1.677\t-0.293\t-0.091\t0.731\t-0.874\t-1.334\n0\t-0.516\t-0.883\t1.847\t-1.435\t-1.246\t-0.878\t-0.238\t1.316\t1.175\t1.238\t-0.050\t-0.118\t0.253\t0.437\t0.177\t0.788\t0.491\t0.185\t-0.573\t0.952\t-0.539\t0.122\t-0.888\t-0.804\t-1.647\t-0.744\t-0.161\t-0.356\n3\t0.820\t0.360\t0.632\t0.726\t-0.396\t-0.434\t2.227\t1.326\t-0.048\t0.683\t-0.938\t-0.599\t-1.247\t0.286\t0.297\t1.084\t-0.212\t1.067\t0.653\t2.459\t1.667\t1.492\t0.836\t-0.894\t0.293\t2.248\t0.507\t-0.822\n1\t-0.181\t0.993\t-0.488\t-0.927\t0.323\t-2.121\t0.083\t2.302\t0.455\t-0.790\t0.100\t-0.740\t-1.281\t-0.378\t-0.802\t1.383\t1.909\t-0.116\t-0.357\t0.354\t-0.727\t-0.184\t0.061\t-0.739\t-1.154\t0.322\t0.425\t-0.940\n4\t-1.274\t-0.324\t-0.788\t0.014\t1.659\t-0.899\t1.766\t-0.108\t-0.952\t0.327\t0.434\t0.996\t1.896\t0.010\t0.537\t0.401\t-1.956\t0.182\t1.834\t0.412\t-2.075\t0.796\t2.320\t-0.869\t-0.054\t-0.683\t-1.855\t-0.977\n0\t1.035\t1.235\t1.887\t0.081\t-1.013\t-0.103\t-0.567\t-0.709\t0.151\t-0.312\t-0.752\t-0.245\t0.549\t0.956\t-1.603\t-0.303\t-0.141\t-1.183\t-0.120\t0.148\t0.519\t0.077\t-0.881\t2.012\t0.829\t0.553\t1.005\t0.245\n1\t-0.343\t1.201\t-1.133\t1.077\t0.928\t-0.151\t1.139\t-0.447\t-1.265\t0.978\t-0.085\t0.602\t1.821\t-0.722\t-0.143\t1.570\t0.669\t-0.700\t-0.955\t-0.528\t-0.738\t0.237\t0.078\t0.279\t-0.841\t-0.071\t-2.056\t0.145\n1\t-1.055\t0.007\t0.207\t-0.917\t-0.811\t1.058\t0.277\t1.140\t0.644\t1.364\t-0.277\t0.101\t-1.609\t-1.912\t0.725\t-0.759\t-1.105\t-1.450\t-1.357\t0.576\t-0.037\t-0.274\t1.076\t0.615\t1.195\t0.106\t0.011\t0.904\n1\t-0.896\t-0.915\t-0.422\t1.948\t-0.534\t-0.569\t-0.876\t-0.016\t-0.384\t0.184\t-0.470\t1.582\t-0.508\t-1.659\t0.351\t1.086\t-1.436\t0.449\t-0.344\t-0.229\t-1.443\t0.646\t0.464\t-1.395\t-1.503\t-1.147\t-0.733\t0.210\n0\t0.529\t-0.630\t-1.488\t-0.108\t-0.424\t0.382\t-0.290\t-0.795\t0.464\t-0.394\t0.984\t-0.029\t0.668\t0.384\t0.295\t-1.526\t-1.113\t0.021\t0.374\t-0.467\t-0.767\t-0.214\t1.546\t-0.017\t-0.926\t-0.336\t1.657\t-0.509\n1\t0.015\t0.336\t-0.375\t-0.480\t-0.593\t-0.023\t-2.383\t-1.101\t-0.627\t1.208\t-0.814\t0.180\t0.227\t1.298\t1.263\t-0.058\t-0.475\t-0.664\t-0.241\t-0.434\t0.554\t0.420\t0.592\t1.259\t1.863\t0.125\t1.099\t-0.352\n0\t-0.481\t-0.776\t-0.187\t-0.496\t1.305\t0.227\t0.246\t1.140\t-0.693\t0.448\t0.046\t0.447\t1.768\t-0.718\t0.210\t0.710\t-1.209\t-0.675\t-0.499\t-0.547\t-0.284\t-0.396\t-0.979\t2.380\t0.112\t0.237\t-0.904\t-1.155\n2\t-2.399\t0.664\t0.966\t-0.328\t-1.157\t1.522\t-0.146\t-0.344\t0.449\t2.736\t0.484\t0.178\t0.070\t1.654\t0.527\t0.864\t0.304\t0.536\t-0.278\t0.169\t-0.686\t-0.508\t0.490\t-0.704\t0.131\t-0.368\t-1.124\t0.228\n2\t-1.508\t-0.742\t0.756\t2.587\t-1.976\t-0.201\t0.412\t-0.616\t0.850\t-0.867\t0.154\t-0.522\t1.219\t-0.676\t-0.352\t0.946\t-1.028\t0.069\t-1.823\t-1.088\t0.382\t-0.991\t-0.545\t0.493\t-0.579\t0.823\t0.216\t0.436\n4\t0.915\t-0.404\t-1.246\t-0.777\t-3.532\t-1.265\t0.687\t-0.333\t0.065\t0.774\t1.321\t1.105\t1.015\t-1.192\t-1.493\t-1.823\t0.158\t1.033\t0.123\t0.231\t1.792\t0.460\t-0.445\t-2.015\t1.266\t-0.201\t0.557\t-1.894\n1\t0.698\t-1.403\t0.778\t0.193\t-0.425\t0.211\t2.064\t-1.241\t0.026\t-0.384\t0.126\t0.219\t1.079\t-1.148\t1.380\t0.023\t-1.820\t-0.622\t0.287\t0.507\t-0.161\t-0.453\t0.861\t0.742\t-0.368\t-0.829\t-1.296\t-0.176\n3\t1.557\t0.187\t0.626\t1.370\t-0.641\t1.111\t0.275\t0.914\t0.186\t1.296\t0.224\t-1.484\t1.452\t-0.948\t1.253\t-0.090\t1.176\t1.135\t0.430\t0.509\t0.423\t-2.014\t0.118\t-1.116\t0.171\t-1.143\t-1.185\t1.605\n3\t-0.554\t0.187\t0.519\t0.542\t-0.497\t0.616\t1.027\t1.090\t0.045\t-1.920\t-0.159\t-1.399\t0.488\t-0.571\t-0.260\t-0.565\t1.616\t0.875\t-0.148\t1.169\t0.774\t0.969\t-2.432\t2.555\t1.227\t-0.136\t0.921\t-0.135\n1\t-0.624\t1.031\t-0.653\t-0.191\t-0.769\t-0.140\t-1.128\t1.298\t0.975\t-1.338\t1.035\t1.403\t0.577\t1.204\t0.096\t0.642\t0.488\t-0.928\t0.865\t0.365\t-1.060\t-1.629\t0.268\t-0.146\t-1.250\t1.217\t0.461\t0.462\n0\t-0.334\t-1.718\t-1.511\t0.593\t-0.019\t0.184\t1.005\t-0.374\t0.750\t-0.626\t0.092\t0.184\t-1.068\t-0.006\t0.854\t0.511\t1.456\t-0.468\t1.512\t0.219\t-0.476\t0.163\t-0.718\t0.311\t-1.642\t1.241\t-0.643\t0.036\n3\t-2.316\t0.623\t-0.304\t-0.218\t-0.315\t0.232\t-0.753\t1.476\t-1.476\t0.445\t0.642\t-0.760\t-1.024\t1.017\t-0.991\t-0.607\t0.887\t0.035\t-1.797\t1.747\t-0.530\t-0.403\t0.256\t0.625\t1.961\t-1.660\t0.826\t0.743\n2\t-0.079\t0.226\t-0.010\t0.681\t-0.705\t-0.207\t-1.608\t0.890\t-0.733\t-0.129\t0.169\t-1.755\t1.068\t1.429\t-0.762\t-0.120\t1.754\t0.336\t-0.319\t-0.506\t-1.825\t0.588\t2.033\t0.814\t0.534\t-0.966\t-0.932\t1.395\n4\t0.815\t0.559\t-0.500\t1.784\t-1.460\t0.313\t0.847\t1.235\t0.122\t0.766\t0.004\t1.668\t0.323\t1.160\t-1.156\t-0.114\t0.539\t0.531\t-0.568\t-1.861\t-1.760\t-0.947\t2.787\t-3.036\t-0.168\t-0.294\t0.042\t-0.082\n4\t-1.601\t-0.150\t0.124\t-0.573\t0.028\t-1.965\t-1.296\t1.270\t0.243\t-0.379\t0.980\t1.387\t1.810\t-1.887\t1.383\t-1.161\t0.302\t0.611\t1.609\t0.469\t0.279\t-0.838\t-1.688\t-0.864\t1.407\t0.033\t1.661\t-0.717\n1\t0.149\t-1.222\t0.306\t-1.992\t-0.863\t0.110\t1.194\t1.431\t-0.237\t0.156\t0.984\t-1.329\t0.405\t-0.828\t-0.172\t-0.459\t0.435\t0.550\t0.891\t0.348\t0.172\t1.854\t-1.524\t1.696\t-0.290\t0.571\t-0.326\t-0.703\n0\t0.027\t0.045\t0.444\t-1.562\t0.113\t-0.808\t-0.366\t-1.277\t-1.311\t0.325\t-0.135\t1.644\t-0.381\t0.749\t1.181\t0.179\t0.245\t1.230\t1.332\t0.605\t1.395\t0.197\t-1.084\t0.316\t-0.666\t1.252\t-0.269\t0.900\n0\t-1.307\t-1.260\t-0.554\t0.118\t0.846\t-1.582\t-0.254\t1.852\t0.721\t0.772\t1.245\t0.241\t-0.902\t0.049\t-0.526\t-0.544\t-0.609\t1.216\t1.035\t0.146\t-0.398\t0.663\t0.766\t0.019\t0.280\t-0.889\t-0.693\t-0.233\n2\t-0.698\t1.709\t-1.733\t-0.211\t1.300\t-1.293\t-1.078\t-0.781\t0.705\t-0.986\t-0.408\t-1.772\t0.162\t0.241\t0.969\t-0.077\t1.416\t-1.802\t-0.510\t0.469\t-0.709\t-0.894\t-1.074\t0.213\t0.534\t0.431\t-0.176\t0.200\n0\t1.150\t-1.020\t-0.995\t0.348\t0.530\t0.191\t1.083\t0.003\t0.124\t1.262\t-0.832\t0.310\t0.365\t-0.630\t0.013\t-0.026\t-0.622\t-1.303\t-0.842\t0.008\t-0.465\t-1.386\t1.674\t0.068\t-0.065\t-1.472\t0.997\t1.559\n0\t-0.065\t-0.234\t-1.211\t-1.279\t-0.335\t0.027\t-0.427\t-0.394\t0.654\t-0.454\t-1.450\t0.616\t1.086\t0.555\t-0.419\t-0.155\t-0.386\t0.439\t1.187\t0.398\t-0.033\t0.061\t0.404\t1.819\t0.781\t-0.969\t-0.965\t1.799\n1\t0.091\t1.392\t-0.806\t0.132\t0.521\t-0.692\t-1.251\t-0.019\t-1.068\t-1.544\t1.521\t-0.600\t0.475\t0.274\t-1.227\t0.250\t0.318\t0.142\t0.023\t0.524\t0.450\t0.611\t-1.214\t-1.742\t-0.552\t-0.107\t0.786\t1.964\n0\t-0.539\t-0.599\t1.182\t0.910\t0.698\t-0.391\t0.342\t1.148\t1.450\t-0.781\t-2.079\t-1.143\t-0.518\t0.263\t0.525\t-0.066\t0.371\t0.653\t-0.602\t-0.417\t0.552\t0.406\t-1.315\t0.767\t0.123\t-1.041\t-0.217\t-0.226\n4\t2.627\t-1.343\t-2.268\t-0.775\t-0.531\t-0.958\t-2.034\t-0.106\t0.367\t1.214\t1.777\t-0.492\t-1.086\t0.280\t0.874\t-1.248\t1.183\t1.392\t-0.531\t-0.241\t-0.250\t-0.377\t-1.459\t1.508\t0.771\t1.005\t-0.147\t0.349\n3\t-0.693\t-1.541\t0.366\t1.595\t0.077\t-1.974\t-0.774\t0.992\t0.214\t-1.327\t2.542\t-0.573\t-0.236\t-0.326\t0.880\t-0.231\t-1.867\t-1.859\t-0.589\t0.204\t-0.517\t0.606\t1.439\t-1.253\t0.204\t-0.503\t-0.771\t-0.539\n4\t0.405\t-0.593\t0.776\t-1.141\t-0.305\t0.742\t0.849\t-0.276\t0.472\t0.368\t-2.310\t0.148\t-1.132\t0.802\t1.851\t0.825\t2.351\t-0.319\t-0.367\t0.530\t1.384\t1.757\t1.671\t0.767\t1.421\t0.246\t1.817\t-1.574\n2\t-0.037\t-1.738\t0.018\t1.211\t-0.600\t0.412\t0.852\t-0.910\t-0.451\t-1.018\t-0.822\t-1.288\t-0.900\t1.419\t-0.915\t0.126\t-0.503\t1.179\t1.311\t0.864\t0.306\t-0.231\t-1.192\t1.944\t-0.760\t0.664\t1.060\t-0.555\n1\t0.404\t-0.839\t-0.522\t0.972\t0.766\t1.093\t-0.023\t0.883\t-0.586\t-0.258\t-0.326\t0.024\t-1.286\t-0.225\t1.452\t-1.093\t-1.329\t-1.249\t2.662\t0.465\t-0.270\t0.068\t0.228\t-0.640\t-0.517\t-0.158\t-0.725\t-0.397\n0\t-0.877\t-0.313\t-0.758\t0.861\t0.513\t0.248\t1.054\t0.263\t0.179\t-0.120\t-0.716\t-0.714\t0.147\t1.018\t0.570\t0.565\t-1.106\t0.523\t-0.399\t0.176\t0.552\t-1.156\t0.157\t0.236\t0.999\t-0.517\t-0.061\t0.170\n1\t2.553\t0.644\t0.542\t0.472\t-0.744\t-0.596\t0.241\t-0.487\t-1.185\t-0.080\t0.351\t-0.012\t1.052\t0.163\t1.586\t2.306\t-0.133\t-1.115\t-1.144\t-0.049\t0.802\t-0.348\t0.026\t-0.520\t-0.317\t0.109\t0.976\t0.933\n0\t-1.182\t-1.715\t0.348\t0.651\t0.982\t1.204\t1.319\t0.687\t-0.571\t0.283\t-0.322\t-0.230\t0.392\t1.266\t0.761\t-0.008\t0.099\t0.360\t1.178\t1.856\t0.130\t-0.203\t0.158\t1.032\t0.521\t-0.511\t0.012\t0.016\n4\t-0.445\t-0.488\t-0.291\t1.499\t2.164\t-0.451\t0.336\t-0.841\t0.768\t-0.476\t-0.711\t2.002\t-1.356\t-2.453\t0.735\t-0.368\t-0.646\t2.732\t0.730\t-0.059\t-0.708\t0.446\t-1.733\t-0.516\t-0.037\t0.213\t-0.142\t-0.693\n1\t0.485\t-1.035\t-0.350\t-1.300\t-0.171\t0.150\t-0.335\t-0.450\t-1.613\t0.337\t-1.924\t0.031\t-1.799\t0.051\t-0.006\t0.403\t0.862\t1.048\t-1.610\t-0.058\t2.011\t0.119\t-0.831\t-0.080\t-0.384\t-1.176\t0.869\t0.584\n4\t-0.537\t-1.484\t1.678\t0.107\t-0.293\t-0.399\t-1.513\t-1.305\t1.285\t-0.474\t0.022\t-2.044\t-1.318\t0.610\t0.378\t1.753\t1.343\t-0.231\t0.473\t-0.317\t2.055\t1.149\t0.170\t0.200\t1.445\t0.580\t1.559\t-2.194\n3\t-0.423\t0.202\t-0.614\t-0.367\t0.342\t0.305\t0.428\t0.134\t-0.987\t1.315\t-0.477\t-0.844\t-1.190\t0.035\t-2.064\t-2.478\t1.813\t-1.218\t-0.832\t-0.356\t0.143\t-0.043\t0.039\t-2.442\t1.578\t-0.725\t0.962\t-1.378\n3\t1.687\t1.198\t0.630\t0.946\t-0.335\t1.096\t-1.290\t-0.326\t-2.508\t0.400\t1.030\t1.649\t-0.215\t0.232\t-0.014\t1.809\t0.332\t1.854\t1.245\t0.753\t-0.557\t-1.084\t0.089\t0.097\t-1.164\t1.083\t0.184\t0.587\n2\t1.422\t-0.925\t0.163\t2.556\t1.891\t0.247\t-0.956\t-1.008\t-2.140\t-0.019\t1.751\t-0.698\t-0.284\t-0.076\t0.013\t-0.908\t-0.153\t0.311\t0.466\t0.341\t-0.800\t-0.064\t0.313\t1.043\t0.526\t-1.049\t0.068\t0.404\n3\t0.597\t-0.423\t0.632\t-0.808\t-1.614\t-0.676\t2.155\t-1.034\t-0.812\t2.016\t0.315\t2.600\t-0.169\t0.696\t0.985\t-0.123\t1.003\t0.328\t-1.618\t1.124\t0.028\t0.779\t1.528\t0.301\t-0.143\t0.152\t-1.461\t-0.148\n0\t-0.827\t1.101\t-0.099\t0.774\t0.400\t1.059\t-0.935\t0.906\t-1.863\t0.043\t-0.546\t-1.405\t-0.894\t-0.641\t-0.197\t-0.525\t0.080\t-0.830\t-0.477\t-0.289\t0.182\t0.849\t0.854\t0.237\t0.430\t0.312\t-0.315\t0.901\n2\t-0.553\t-1.273\t-0.226\t-1.800\t0.402\t-0.339\t-1.101\t-1.260\t1.574\t-0.246\t-1.334\t1.109\t-0.307\t0.100\t-1.290\t0.613\t-0.331\t-1.243\t-0.952\t-1.026\t0.250\t1.723\t1.062\t1.555\t-1.193\t-0.401\t-0.068\t-0.392\n2\t-1.825\t1.958\t-0.092\t0.173\t0.448\t0.165\t-0.172\t0.145\t0.636\t0.849\t1.220\t-1.098\t-0.546\t0.853\t-1.570\t0.162\t-0.786\t0.551\t-0.845\t-0.360\t-0.290\t0.246\t0.958\t1.032\t0.205\t-1.110\t2.580\t-0.085\n0\t0.596\t-0.815\t2.340\t-0.904\t-1.279\t0.510\t-1.278\t0.026\t-0.693\t0.652\t0.155\t1.142\t0.424\t0.048\t0.205\t-0.969\t-0.699\t0.219\t0.595\t-0.325\t-0.213\t-0.394\t0.376\t0.004\t0.619\t-0.618\t-0.054\t1.511\n0\t-1.507\t0.825\t0.197\t-1.248\t-0.352\t-0.183\t0.585\t-0.645\t0.631\t0.049\t0.451\t-0.881\t-0.241\t0.110\t0.082\t-0.040\t2.092\t0.574\t0.727\t0.247\t0.533\t0.199\t1.818\t-0.060\t0.831\t2.085\t0.653\t-0.285\n3\t-1.675\t0.570\t0.574\t-1.434\t0.233\t0.053\t0.352\t-1.761\t-0.503\t-1.050\t-0.344\t2.783\t-0.437\t1.099\t-0.159\t0.158\t-0.753\t1.135\t-0.754\t0.969\t-0.122\t-0.466\t0.448\t0.027\t0.646\t1.483\t-1.965\t0.384\n1\t-0.260\t0.661\t-0.424\t-0.737\t-0.279\t-1.336\t-0.980\t0.838\t-0.316\t0.895\t-0.361\t0.817\t1.051\t-0.283\t1.808\t0.672\t0.198\t0.035\t0.013\t0.161\t-0.558\t-2.992\t0.872\t0.357\t0.509\t-0.035\t-1.683\t-0.534\n2\t-0.335\t-1.967\t0.693\t0.036\t1.150\t-0.090\t-1.798\t0.319\t-0.662\t1.069\t-0.212\t2.015\t-0.894\t0.246\t0.599\t-0.330\t-1.333\t-0.200\t-1.819\t-0.698\t-0.178\t1.001\t0.280\t-0.404\t-0.466\t-0.551\t0.920\t-1.485\n4\t-1.023\t1.434\t-1.013\t-1.253\t-0.275\t-0.444\t-1.582\t-1.128\t-3.594\t-1.351\t-0.660\t1.490\t0.713\t0.323\t2.165\t-1.792\t-0.068\t2.035\t-0.507\t-0.828\t0.817\t-0.557\t1.259\t0.831\t-0.190\t0.981\t-0.236\t0.133\n4\t0.556\t0.609\t-1.136\t1.233\t-0.554\t0.123\t-0.643\t-1.183\t-1.261\t0.711\t-0.011\t-1.100\t-0.621\t1.423\t0.882\t0.614\t2.110\t1.503\t0.036\t-0.543\t2.585\t1.206\t-0.545\t-1.331\t-2.247\t-1.280\t-0.481\t1.339\n2\t1.191\t-0.824\t0.689\t1.040\t-1.064\t-2.014\t0.620\t-1.917\t-0.704\t-1.697\t0.030\t1.945\t0.737\t1.503\t0.525\t-1.614\t-0.093\t0.295\t0.521\t0.986\t-0.793\t0.176\t-0.257\t0.831\t-0.042\t0.054\t0.095\t0.362\n4\t-0.090\t0.520\t-0.073\t0.366\t1.664\t-0.306\t-2.128\t0.111\t2.626\t2.326\t0.121\t-1.521\t-0.167\t-0.130\t-1.254\t1.045\t-0.478\t-1.678\t0.601\t-1.496\t-0.750\t1.096\t0.392\t2.431\t-1.533\t-1.110\t1.722\t0.376\n3\t0.657\t-0.754\t-0.963\t-1.847\t-0.443\t1.667\t-0.934\t-0.208\t0.974\t-0.540\t-1.586\t0.580\t2.349\t-1.192\t0.795\t-0.814\t0.489\t-0.714\t0.147\t-0.231\t2.152\t-0.931\t-0.789\t0.879\t0.651\t-0.690\t0.985\t-0.059\n3\t1.086\t0.083\t-1.283\t0.624\t1.412\t0.383\t1.424\t-0.485\t-0.728\t0.855\t-0.353\t1.205\t0.171\t1.219\t0.631\t-0.900\t-1.992\t0.782\t0.565\t-1.018\t0.799\t1.391\t-0.707\t-1.934\t0.971\t1.272\t-0.734\t0.774\n4\t0.062\t-0.502\t0.956\t1.806\t-1.119\t-0.783\t1.547\t2.069\t0.374\t1.350\t-0.473\t-1.667\t-0.068\t1.429\t-0.721\t1.621\t1.249\t0.174\t2.872\t-0.152\t-1.300\t-0.327\t0.377\t-0.666\t-0.686\t0.481\t0.854\t0.297\n0\t-0.179\t-1.105\t1.372\t1.704\t0.782\t1.271\t0.224\t0.167\t0.459\t0.089\t0.838\t-0.809\t0.891\t1.669\t-0.273\t-0.926\t1.213\t0.534\t0.328\t-0.448\t0.457\t0.082\t0.228\t0.477\t-0.404\t-0.691\t-1.200\t-0.458\n0\t-0.074\t0.729\t0.456\t0.128\t0.167\t1.119\t-0.190\t-1.224\t1.709\t0.171\t0.323\t0.542\t1.085\t-1.300\t0.788\t-0.098\t-0.379\t1.752\t0.652\t-0.327\t-0.320\t0.509\t0.313\t-1.051\t-1.065\t0.350\t0.200\t1.281\n0\t0.451\t-0.175\t-0.364\t0.517\t1.336\t1.023\t-0.802\t-1.579\t0.186\t-1.900\t0.090\t-0.093\t0.784\t0.463\t0.439\t0.329\t-0.262\t0.092\t0.525\t0.161\t-0.395\t0.741\t0.407\t-0.239\t-0.566\t-0.505\t-0.905\t-0.299\n2\t1.398\t-0.969\t-0.225\t-0.681\t-0.108\t-1.227\t0.529\t0.168\t-0.275\t0.282\t0.440\t1.486\t-0.097\t1.332\t-0.813\t-0.621\t1.601\t1.219\t-1.696\t-2.190\t1.508\t-0.130\t-0.629\t0.259\t-0.584\t0.005\t-0.292\t-0.374\n3\t1.288\t1.986\t-0.022\t1.739\t-0.042\t1.522\t-0.931\t0.125\t0.352\t-1.249\t2.132\t0.012\t-0.332\t-0.792\t-0.006\t-0.172\t1.144\t1.455\t0.898\t0.787\t0.218\t-2.218\t0.472\t0.047\t0.307\t0.433\t-0.023\t1.223\n2\t-0.836\t-2.068\t-0.878\t-0.434\t1.014\t0.695\t1.008\t-0.252\t0.986\t1.620\t-0.847\t1.129\t0.863\t-0.408\t-0.094\t-1.000\t-1.531\t-0.867\t0.046\t-0.015\t-0.829\t-1.172\t0.149\t-0.508\t-2.567\t-0.240\t0.673\t0.384\n2\t-0.406\t0.640\t0.055\t0.051\t-0.507\t0.146\t0.232\t-0.764\t-0.885\t0.839\t0.454\t0.472\t-1.969\t-0.777\t-1.215\t1.440\t-2.109\t-0.141\t-0.012\t0.774\t0.636\t2.232\t1.030\t0.609\t1.392\t0.524\t-0.574\t-0.709\n4\t-1.839\t0.637\t-0.849\t-1.382\t0.534\t-1.004\t1.539\t0.156\t-0.203\t-0.822\t0.215\t-1.591\t-2.468\t-1.554\t1.137\t-0.924\t-1.435\t-0.089\t2.225\t1.092\t-0.800\t-0.818\t-0.796\t-0.910\t0.544\t-0.336\t-1.113\t-1.336\n2\t0.290\t-1.192\t-0.819\t0.923\t1.877\t-1.001\t-0.737\t-0.440\t-0.548\t1.933\t-0.531\t-0.388\t1.616\t0.577\t0.986\t-0.906\t-0.530\t-1.040\t0.801\t1.225\t-0.600\t-0.364\t-0.320\t-1.547\t-0.674\t0.773\t-0.875\t0.093\n0\t0.388\t0.905\t0.710\t0.505\t-0.725\t-0.973\t0.674\t0.523\t0.232\t0.292\t-0.772\t-1.178\t-0.733\t-0.251\t-0.595\t1.568\t1.476\t0.853\t1.221\t-1.294\t0.718\t-0.036\t-0.461\t-0.283\t-0.270\t-0.379\t-0.615\t-1.341\n3\t2.039\t-0.772\t1.829\t-0.470\t0.685\t0.726\t3.657\t0.472\t-0.126\t-0.863\t-0.895\t-0.513\t-0.278\t-0.236\t0.214\t0.532\t-0.466\t0.366\t0.998\t0.592\t0.211\t-0.614\t-0.810\t0.724\t0.005\t-1.356\t-1.407\t0.774\n3\t-1.685\t-0.145\t0.195\t-0.965\t-0.595\t1.412\t-0.935\t-1.444\t2.099\t0.580\t-0.735\t1.414\t-0.148\t0.203\t-0.698\t2.660\t1.536\t-0.885\t-0.175\t0.076\t-1.111\t-0.671\t-0.274\t0.446\t-1.189\t-1.121\t-0.874\t0.899\n2\t-0.547\t1.426\t-2.888\t-0.581\t-0.511\t-0.744\t-0.137\t1.445\t0.504\t0.993\t-0.435\t0.222\t-0.137\t0.910\t0.808\t-1.211\t1.265\t-0.621\t0.677\t0.630\t-0.768\t-0.877\t-0.675\t1.766\t-1.441\t-0.465\t-0.539\t-0.517\n1\t-0.667\t1.239\t1.607\t-1.114\t0.367\t1.862\t-0.120\t-0.654\t1.059\t-0.590\t-0.142\t-0.427\t0.105\t-2.103\t0.456\t-0.293\t0.080\t-1.300\t-0.237\t-0.024\t0.212\t-0.001\t-0.059\t0.701\t1.063\t2.006\t0.191\t-0.660\n0\t0.093\t-1.008\t-0.805\t0.896\t-0.086\t-0.129\t-1.004\t-1.306\t-0.202\t-0.384\t-0.165\t1.015\t-0.170\t-1.576\t-0.283\t-0.727\t-0.333\t-0.642\t1.359\t-1.091\t0.008\t-0.737\t-1.063\t1.366\t0.722\t-0.652\t-1.443\t0.434\n0\t-0.214\t-0.135\t-0.848\t0.119\t-0.572\t-0.052\t-0.168\t0.033\t-0.963\t-0.508\t-0.158\t-0.034\t0.008\t0.591\t-1.098\t-0.267\t-0.929\t-1.032\t0.349\t0.080\t-0.542\t-0.593\t-1.309\t1.052\t-0.137\t-1.617\t0.070\t-0.762\n1\t-1.470\t-0.156\t0.248\t0.459\t-0.924\t-1.269\t-0.235\t1.967\t-0.819\t1.174\t1.585\t0.045\t-0.680\t0.513\t0.195\t-0.859\t-0.659\t0.454\t0.933\t-0.323\t-0.069\t0.669\t-0.172\t-0.299\t-0.755\t-0.773\t2.669\t-0.196\n4\t-0.465\t1.101\t-0.536\t-1.492\t0.148\t-0.148\t-0.024\t-1.273\t0.268\t1.389\t-1.314\t-1.910\t-1.544\t-0.029\t-1.608\t0.326\t0.357\t0.367\t2.589\t-1.866\t-1.707\t1.279\t0.533\t1.148\t-2.041\t-1.360\t0.979\t-0.167\n0\t-0.300\t-0.142\t-0.048\t0.510\t0.438\t1.438\t-1.978\t-0.621\t0.295\t-0.042\t0.589\t0.502\t0.157\t0.270\t0.384\t0.558\t0.515\t-0.625\t0.420\t-0.642\t0.243\t-0.700\t1.117\t0.317\t1.093\t-0.841\t-0.138\t-1.434\n2\t-0.787\t1.009\t-1.190\t-0.878\t-0.445\t0.764\t1.355\t1.490\t0.786\t-0.531\t-1.715\t0.849\t1.239\t-0.547\t1.553\t-0.102\t-0.454\t-0.019\t-0.785\t-1.392\t-1.155\t0.257\t-0.871\t1.401\t0.185\t-0.408\t-1.318\t-0.996\n3\t0.657\t-1.313\t1.459\t-0.231\t0.246\t0.559\t0.591\t-1.409\t0.824\t0.303\t-0.635\t-0.750\t-0.334\t-1.299\t1.722\t1.486\t0.452\t-0.223\t-0.197\t0.758\t1.758\t-0.570\t-1.118\t1.548\t-1.787\t-1.009\t-0.247\t-1.560\n0\t-0.201\t0.138\t-1.761\t0.919\t0.625\t1.094\t-0.611\t-0.654\t0.612\t1.105\t0.601\t-0.210\t-0.852\t-0.242\t-0.676\t-0.810\t-0.048\t0.629\t-0.906\t0.382\t1.160\t0.065\t-1.828\t-1.802\t-0.248\t0.935\t-0.409\t0.507\n4\t-1.808\t1.400\t0.177\t0.652\t1.115\t0.183\t1.190\t-0.224\t-0.992\t-0.280\t0.386\t-0.068\t1.623\t0.589\t-1.904\t0.562\t1.963\t0.880\t1.675\t2.163\t-2.130\t1.664\t0.632\t-0.294\t1.030\t2.061\t0.744\t0.149\n4\t2.111\t-0.089\t-0.121\t0.296\t1.233\t1.516\t0.298\t-1.183\t-1.145\t-1.089\t-0.339\t-0.777\t2.192\t0.990\t1.715\t0.189\t-0.155\t-0.353\t-0.008\t-0.028\t0.274\t0.364\t1.103\t1.329\t-0.284\t-2.253\t-1.820\t0.810\n1\t0.366\t-1.069\t-0.044\t-0.294\t-0.737\t1.003\t-1.136\t-2.354\t-1.219\t1.527\t-0.269\t1.085\t-0.015\t1.203\t-0.822\t0.285\t0.796\t-1.266\t-1.029\t-0.251\t0.477\t-0.794\t1.139\t0.953\t-0.063\t0.447\t0.730\t0.852\n1\t-1.291\t1.340\t-1.721\t-2.405\t0.439\t-0.600\t-0.392\t1.486\t1.066\t0.935\t0.028\t0.513\t-0.484\t-0.608\t-0.006\t0.607\t1.552\t1.073\t0.672\t-0.116\t-0.262\t0.228\t0.177\t-1.070\t-0.376\t0.028\t0.643\t-0.064\n2\t-0.192\t-0.149\t-0.781\t0.143\t1.076\t0.314\t-1.111\t-0.344\t-0.552\t0.053\t1.330\t-0.149\t-0.088\t1.778\t0.876\t0.574\t1.958\t0.490\t-1.987\t0.833\t-1.592\t0.452\t-1.714\t-0.467\t-0.364\t-0.770\t-0.349\t1.033\n1\t-1.558\t0.259\t-0.447\t1.278\t-1.271\t-0.559\t1.346\t0.991\t-0.436\t1.720\t-0.141\t0.654\t-0.434\t-0.998\t1.306\t-1.245\t0.077\t-0.910\t0.033\t0.292\t0.873\t0.248\t-0.792\t-1.454\t-0.237\t-0.124\t0.242\t-0.311\n1\t0.420\t2.342\t-0.806\t-0.301\t0.005\t0.357\t-0.460\t-0.254\t1.491\t1.131\t0.484\t0.957\t0.575\t-0.502\t0.719\t1.356\t0.020\t0.087\t1.617\t1.408\t0.589\t0.058\t0.299\t0.551\t-0.352\t1.173\t-0.012\t0.649\n2\t0.873\t-0.438\t-1.380\t-0.415\t0.413\t0.597\t1.359\t-1.095\t-0.439\t-1.178\t-1.339\t-0.628\t0.367\t0.771\t-0.948\t-0.809\t-1.780\t0.214\t-0.732\t1.663\t0.410\t-0.171\t-0.641\t-1.495\t-1.368\t-0.622\t-0.699\t-0.999\n1\t0.319\t-0.893\t0.755\t0.538\t0.178\t-0.431\t-0.407\t-0.202\t-1.232\t-0.039\t0.892\t0.876\t-0.381\t1.064\t1.906\t-0.316\t0.692\t-2.263\t-1.258\t0.091\t-1.007\t2.039\t0.598\t0.966\t-0.029\t-1.003\t-0.519\t0.254\n0\t0.683\t1.024\t-0.351\t-1.243\t0.691\t0.470\t-0.188\t0.179\t0.066\t0.046\t0.496\t-1.687\t-0.336\t-0.002\t-0.627\t1.261\t-0.565\t-1.062\t0.117\t-0.668\t0.335\t-1.136\t-0.316\t1.123\t0.341\t1.437\t1.355\t-0.408\n0\t-0.834\t0.951\t-0.152\t0.724\t1.061\t-0.907\t-0.160\t-0.074\t-0.839\t-0.146\t-0.128\t0.091\t1.100\t1.011\t1.277\t-1.195\t-1.084\t-0.687\t0.876\t-0.557\t-0.129\t0.333\t-1.972\t-0.282\t-0.226\t-0.159\t0.965\t-1.838\n2\t-0.400\t-0.027\t-0.061\t-0.744\t2.024\t-0.169\t-1.522\t0.737\t-1.580\t-0.243\t-0.936\t0.026\t1.727\t0.412\t-1.387\t-1.323\t0.633\t0.905\t-0.601\t0.789\t-1.305\t0.642\t1.181\t1.021\t0.677\t-1.851\t-0.500\t-0.305\n4\t-1.512\t-0.178\t1.731\t-0.462\t0.520\t-0.935\t0.948\t-1.472\t1.081\t-0.040\t-0.187\t0.691\t1.350\t-1.560\t0.687\t-1.656\t-0.670\t-2.520\t-0.269\t0.201\t0.959\t0.318\t0.053\t0.929\t1.346\t1.049\t2.084\t-0.534\n1\t-0.170\t0.631\t-0.535\t1.160\t-1.377\t-0.153\t-1.511\t0.279\t0.563\t0.620\t-1.058\t0.615\t-0.446\t-0.587\t-1.167\t-1.342\t0.448\t-0.383\t-0.374\t-0.201\t0.092\t-1.078\t0.075\t-0.490\t1.684\t0.581\t0.127\t-2.291\n1\t-0.694\t0.331\t-0.658\t-0.005\t0.614\t1.146\t-0.203\t0.354\t0.193\t-2.049\t-1.257\t-0.833\t0.734\t-0.246\t-1.049\t0.275\t-2.236\t0.233\t1.185\t-1.282\t0.984\t0.464\t-0.112\t-1.687\t0.780\t0.674\t0.041\t-0.943\n4\t-2.556\t-2.253\t0.137\t2.018\t0.234\t0.196\t1.175\t0.176\t0.148\t-1.371\t-0.023\t-0.592\t-0.136\t-0.519\t-0.514\t-0.209\t0.160\t-0.960\t-0.277\t-0.106\t0.149\t1.164\t1.050\t1.088\t0.749\t2.806\t0.157\t-1.010\n3\t0.778\t0.779\t-0.694\t-0.132\t0.110\t1.944\t-1.157\t-0.729\t-0.363\t-0.674\t-1.459\t-2.705\t-1.827\t1.099\t-0.008\t0.836\t-0.583\t-0.098\t1.613\t1.553\t0.942\t0.202\t0.518\t0.371\t-0.167\t-0.404\t1.122\t-1.296\n2\t-1.152\t0.347\t-1.019\t-1.028\t0.072\t-0.094\t0.082\t0.492\t-0.287\t-0.991\t1.889\t-0.951\t1.180\t-2.155\t0.188\t-0.909\t-0.583\t-0.012\t1.009\t0.385\t-0.714\t1.006\t0.099\t2.209\t1.046\t0.289\t0.276\t0.985\n2\t0.637\t-0.591\t0.924\t0.498\t-0.226\t0.465\t-0.990\t-0.405\t0.787\t-0.270\t0.451\t-1.455\t-0.061\t0.244\t-0.622\t0.112\t0.224\t-1.026\t-2.835\t-0.908\t-2.105\t0.726\t1.132\t-1.173\t-1.063\t-0.374\t-0.668\t-0.752\n0\t-0.172\t0.624\t-0.485\t0.906\t0.569\t1.732\t0.213\t-0.022\t-0.351\t0.282\t-0.028\t0.433\t-0.861\t0.309\t-0.015\t0.311\t-1.856\t-0.366\t1.365\t-0.584\t-0.264\t-0.485\t-1.231\t-0.777\t-0.542\t0.608\t-0.230\t0.862\n1\t2.243\t-1.299\t-0.684\t0.583\t-1.333\t-0.544\t0.114\t-1.003\t-0.350\t-1.573\t0.142\t0.436\t-0.086\t0.948\t1.268\t-1.120\t0.705\t0.675\t1.611\t-0.314\t0.333\t0.077\t0.123\t-0.826\t-0.850\t-0.073\t1.379\t-0.295\n2\t0.619\t-0.293\t-0.956\t-0.022\t-1.343\t-1.626\t-1.016\t-0.335\t1.672\t1.143\t-0.262\t0.461\t-0.998\t0.379\t0.592\t-1.655\t0.508\t0.363\t-1.078\t1.681\t0.567\t-0.482\t0.015\t-0.680\t-0.890\t-0.502\t1.887\t-1.328\n0\t0.167\t1.102\t-0.086\t-0.683\t1.339\t-0.361\t0.579\t-0.518\t0.654\t0.713\t1.650\t-0.366\t1.078\t0.708\t-0.190\t-0.987\t-1.603\t-0.225\t-0.528\t0.088\t-0.694\t0.673\t-0.247\t0.140\t-1.530\t-0.016\t0.907\t-0.258\n0\t-0.325\t-0.169\t0.434\t2.071\t-1.130\t1.486\t0.095\t1.118\t0.413\t0.041\t0.437\t-1.445\t-0.495\t0.233\t-1.319\t0.061\t-0.877\t0.451\t0.476\t1.330\t0.372\t-1.090\t-0.556\t-1.284\t0.382\t-0.470\t0.021\t-0.158\n4\t-0.079\t-0.269\t-1.033\t0.954\t-0.477\t-0.262\t0.674\t-0.844\t-0.759\t0.014\t-1.604\t0.374\t-0.033\t-1.668\t-2.158\t-0.550\t-0.404\t1.250\t2.104\t-0.847\t-0.853\t1.429\t0.376\t3.549\t-0.215\t0.985\t2.357\t-1.230\n4\t-0.806\t-1.489\t2.383\t-0.802\t0.362\t-0.506\t-1.167\t1.047\t0.655\t-0.060\t2.382\t0.235\t-0.456\t1.915\t0.404\t1.628\t-0.039\t-3.014\t-1.559\t1.083\t-0.589\t0.253\t1.134\t0.179\t-0.859\t-0.011\t0.107\t-0.408\n0\t-1.199\t-1.101\t0.483\t0.389\t-1.192\t-0.647\t0.546\t1.003\t0.776\t-0.171\t0.133\t0.238\t-0.185\t0.550\t0.229\t1.293\t-0.132\t-1.146\t-0.668\t0.174\t-1.186\t0.053\t0.443\t-0.011\t-1.300\t-0.251\t0.836\t-0.456\n0\t-0.177\t-1.549\t-0.491\t-0.285\t-0.256\t-0.241\t-0.062\t0.479\t0.875\t-0.650\t-1.203\t-1.042\t-0.487\t-0.352\t-0.770\t-1.296\t-0.456\t0.181\t0.595\t-0.557\t-0.413\t-0.927\t-0.031\t-0.848\t0.573\t-1.786\t-0.360\t0.301\n4\t0.412\t-0.395\t1.004\t-1.460\t0.109\t0.678\t1.702\t0.135\t1.257\t1.192\t2.337\t0.324\t2.052\t0.810\t-1.534\t0.029\t-0.917\t1.530\t0.169\t-1.320\t0.883\t1.322\t-0.403\t-0.447\t0.202\t-1.811\t0.710\t1.691\n1\t-0.571\t2.194\t1.617\t-0.132\t-1.064\t-0.569\t0.681\t0.481\t0.605\t0.352\t0.886\t-0.699\t-0.795\t0.224\t-1.058\t-1.545\t0.186\t-0.659\t0.111\t0.245\t-0.775\t0.029\t-0.562\t-1.499\t0.470\t1.225\t0.241\t1.392\n3\t0.821\t-1.382\t-0.342\t-0.397\t-1.329\t2.455\t-2.000\t0.148\t-0.458\t-0.881\t0.012\t1.105\t2.073\t0.254\t-0.330\t-0.601\t-1.151\t1.516\t0.911\t-0.403\t0.376\t-0.537\t1.432\t0.570\t1.036\t0.357\t0.029\t0.362\n0\t-0.524\t0.332\t0.791\t-0.805\t-0.035\t1.281\t-0.590\t-0.093\t0.521\t-0.303\t0.888\t0.591\t0.243\t-0.762\t-0.283\t-1.260\t-0.622\t-0.493\t-1.831\t1.043\t-0.511\t-0.744\t-0.459\t0.495\t-1.382\t0.323\t0.060\t0.668\n0\t0.864\t-0.652\t-0.175\t0.300\t-0.113\t-0.485\t-0.088\t-0.854\t-0.194\t-1.275\t-0.370\t-0.186\t-0.089\t-0.648\t-0.797\t-0.190\t-0.079\t0.064\t-0.063\t-0.380\t-0.600\t1.080\t1.306\t0.066\t0.308\t1.192\t-0.725\t-1.038\n1\t1.637\t1.325\t0.911\t0.829\t0.328\t0.231\t-0.459\t0.099\t0.540\t-0.036\t-2.278\t-0.800\t0.250\t-0.173\t0.829\t-0.825\t0.322\t1.230\t-0.029\t-0.189\t1.020\t-1.261\t-0.358\t-1.546\t-0.078\t1.040\t-0.072\t-1.148\n4\t0.615\t-1.949\t0.283\t-1.212\t1.402\t-1.455\t-1.434\t2.330\t1.263\t-0.807\t-1.236\t-0.926\t0.360\t0.284\t-0.399\t1.716\t-0.786\t-1.890\t2.670\t0.915\t-0.205\t0.209\t0.121\t-1.623\t-0.017\t0.432\t0.383\t-2.384\n3\t1.604\t0.679\t-1.551\t1.505\t1.576\t0.019\t1.323\t-0.552\t-1.866\t-0.760\t1.729\t-1.491\t-0.000\t0.034\t-0.513\t-0.444\t0.072\t-0.562\t-1.422\t0.215\t1.073\t0.870\t-0.810\t-1.251\t-0.284\t1.568\t0.646\t0.704\n4\t0.500\t-1.422\t1.594\t1.337\t-0.296\t-0.104\t1.179\t2.945\t-1.685\t-0.511\t-0.394\t1.041\t0.354\t-0.512\t-1.416\t1.011\t-0.200\t-1.158\t-0.682\t-0.425\t-0.300\t-1.045\t-1.032\t2.370\t0.330\t-0.411\t0.378\t0.161\n3\t0.031\t0.368\t0.358\t-0.308\t-1.165\t-0.996\t1.128\t-0.726\t-0.410\t-1.134\t-1.216\t-0.769\t1.688\t0.658\t-0.527\t1.083\t-0.152\t1.354\t2.212\t1.028\t0.095\t0.699\t0.015\t-1.836\t-0.655\t-0.952\t-0.677\t1.794\n2\t-0.133\t1.107\t-0.862\t-0.173\t1.081\t-0.811\t-0.760\t0.734\t-1.424\t0.661\t-0.490\t0.410\t-1.221\t1.185\t-1.217\t0.725\t-1.175\t1.808\t-0.071\t1.951\t-0.819\t-0.443\t1.211\t-1.426\t-0.699\t0.495\t-1.019\t0.522\n0\t0.700\t-0.755\t0.503\t0.275\t-0.057\t-0.502\t-0.638\t0.282\t0.629\t-0.127\t0.287\t-0.038\t0.099\t-0.200\t0.018\t2.698\t0.312\t0.645\t0.438\t-0.263\t1.294\t-0.291\t1.055\t-0.334\t-0.960\t0.365\t-1.105\t0.536\n4\t1.860\t-0.042\t1.646\t0.840\t1.289\t0.832\t-1.448\t-0.418\t-0.894\t-0.076\t-1.435\t1.996\t1.217\t-2.245\t0.036\t1.288\t2.012\t-0.898\t-0.314\t0.850\t0.062\t-0.323\t0.162\t-0.553\t-1.687\t0.765\t-0.152\t-0.540\n3\t0.500\t-1.215\t0.102\t1.056\t-0.761\t-0.070\t-2.896\t-1.284\t1.220\t-0.835\t0.714\t1.356\t-0.473\t-0.853\t1.586\t-0.065\t0.509\t-0.445\t0.487\t1.225\t-1.064\t0.667\t0.957\t-1.073\t-0.030\t-0.698\t-2.037\t-0.184\n3\t1.191\t-0.300\t1.282\t0.164\t-2.686\t0.191\t1.411\t0.595\t-0.116\t-0.541\t1.633\t0.083\t-1.174\t0.119\t-0.852\t-2.349\t0.012\t0.056\t-0.345\t-0.339\t0.137\t-0.677\t-1.121\t-1.293\t-0.395\t0.261\t-2.248\t0.490\n0\t-2.530\t-0.297\t0.241\t-1.151\t0.386\t-0.204\t1.755\t1.573\t-0.466\t-0.151\t-0.074\t-0.452\t0.195\t-0.758\t-1.131\t0.623\t0.630\t-0.804\t0.895\t-0.632\t0.253\t0.820\t-0.034\t0.455\t-0.516\t-0.196\t-0.206\t-0.747\n3\t-0.359\t1.362\t1.666\t0.965\t0.787\t-0.296\t-1.142\t-0.469\t0.328\t-0.197\t-2.060\t0.052\t1.076\t2.444\t-0.902\t0.329\t-0.696\t0.411\t-1.377\t-1.370\t-0.241\t0.588\t-1.170\t-1.947\t1.276\t-0.305\t-0.946\t-0.108\n2\t0.772\t0.220\t1.574\t-1.084\t-0.346\t-0.677\t-0.358\t1.194\t-1.055\t0.509\t0.068\t-2.989\t-0.225\t-1.004\t-1.871\t0.419\t0.349\t1.514\t-0.707\t-0.978\t0.495\t0.208\t0.481\t-0.361\t-0.570\t-0.717\t0.143\t0.841\n3\t-0.648\t-0.447\t0.319\t-0.328\t-0.689\t1.257\t0.355\t1.858\t-0.018\t-1.645\t-0.696\t-1.192\t0.133\t0.160\t-1.230\t-0.230\t0.439\t-0.992\t3.228\t-0.503\t-0.194\t-0.681\t-1.392\t-0.780\t-0.552\t0.385\t0.092\t-1.214\n3\t2.076\t-0.086\t-0.967\t-0.338\t0.807\t-1.087\t0.145\t0.815\t-0.947\t-0.318\t-0.401\t-1.112\t-1.897\t1.176\t0.720\t1.232\t-0.223\t0.400\t0.299\t0.135\t-3.349\t0.148\t-0.161\t-1.376\t-1.628\t0.321\t0.095\t0.301\n3\t-0.636\t1.613\t0.731\t0.896\t-0.103\t0.511\t-0.896\t0.666\t-0.204\t-1.022\t-0.023\t-0.292\t2.323\t0.435\t1.580\t1.131\t0.038\t-0.444\t-1.740\t-0.871\t0.663\t-0.302\t0.376\t-2.030\t0.454\t1.096\t-1.776\t0.372\n0\t0.105\t0.452\t-0.264\t-0.480\t-1.302\t1.100\t0.768\t-0.301\t-0.900\t0.180\t-0.498\t-0.222\t-1.264\t0.217\t0.237\t1.095\t-0.151\t-0.334\t-1.557\t1.101\t0.893\t0.029\t-1.329\t-1.215\t-0.547\t0.965\t0.290\t-1.493\n0\t-0.197\t-1.089\t0.026\t-0.600\t-0.967\t-0.597\t-1.510\t0.946\t-0.093\t-0.127\t1.282\t-0.571\t-1.093\t0.553\t-1.113\t-2.132\t0.594\t0.210\t-0.391\t-1.256\t0.526\t-0.483\t0.755\t0.548\t-0.817\t-1.306\t0.415\t0.357\n3\t0.175\t2.985\t0.367\t-0.314\t0.922\t0.483\t0.420\t0.607\t2.057\t-1.131\t0.474\t-0.926\t0.556\t-0.919\t-0.417\t-0.295\t0.976\t0.918\t-1.246\t0.055\t-0.710\t-1.259\t-0.217\t-0.308\t2.427\t0.433\t-1.378\t-0.565\n2\t-1.680\t-0.835\t0.686\t-0.227\t-1.073\t-1.839\t0.733\t0.652\t0.243\t-0.496\t-1.113\t-0.053\t-1.315\t-0.752\t1.261\t-1.851\t0.678\t1.494\t0.816\t0.398\t-0.464\t-0.646\t-2.248\t0.037\t-0.402\t-0.698\t-0.020\t0.062\n2\t-0.762\t-0.959\t-0.154\t-1.272\t-0.545\t0.644\t-0.370\t-0.540\t0.685\t-2.703\t0.251\t1.104\t1.369\t0.014\t0.398\t1.041\t-1.032\t1.493\t1.070\t-1.023\t0.596\t-1.173\t0.920\t-0.100\t0.296\t1.209\t0.014\t-1.018\n3\t-1.084\t-0.490\t-0.297\t-1.163\t0.983\t1.353\t-0.728\t-1.801\t-0.570\t-1.504\t0.607\t-0.717\t-1.592\t-1.219\t-1.397\t0.735\t-0.793\t-0.166\t0.071\t-1.130\t-1.542\t-0.249\t1.209\t-0.547\t1.919\t-0.373\t-1.061\t-0.591\n4\t-0.707\t-0.798\t2.425\t-2.273\t1.202\t0.509\t0.073\t0.135\t0.203\t0.133\t0.473\t-1.780\t0.231\t0.830\t-1.036\t0.777\t0.196\t-0.748\t-0.989\t-1.096\t-1.319\t-1.224\t-0.171\t0.584\t2.242\t0.107\t-1.620\t0.826\n4\t-1.759\t-0.142\t0.221\t-1.121\t2.227\t-1.830\t0.926\t-0.047\t-0.814\t0.676\t-0.432\t2.272\t0.514\t0.509\t-0.009\t-1.511\t-2.064\t0.529\t0.924\t-1.013\t-0.319\t0.510\t-1.321\t1.112\t0.467\t-0.001\t1.882\t0.397\n1\t-0.998\t0.519\t0.864\t0.171\t1.153\t-1.217\t0.468\t-1.170\t-1.114\t-0.631\t-0.942\t-0.548\t-0.214\t0.837\t-0.321\t-1.586\t1.140\t-0.837\t-0.059\t0.447\t0.200\t1.094\t0.479\t-0.861\t2.179\t0.194\t-0.147\t0.964\n2\t-0.741\t-0.787\t0.013\t-2.042\t1.079\t0.706\t0.816\t0.744\t-0.115\t0.244\t0.390\t-1.451\t0.202\t-0.377\t1.847\t-0.192\t-0.126\t-1.221\t-0.391\t-2.114\t1.859\t0.584\t-0.367\t0.504\t-0.961\t-0.182\t-1.108\t-1.531\n1\t0.043\t-1.336\t-1.132\t0.016\t-0.404\t-1.313\t-1.694\t-0.847\t0.194\t-0.006\t-0.501\t0.202\t1.040\t0.394\t-0.121\t0.928\t-0.960\t-0.225\t-0.201\t-1.237\t-0.420\t-2.075\t1.912\t-0.937\t1.586\t0.038\t0.565\t-0.489\n3\t-0.319\t0.736\t1.088\t-1.840\t0.785\t0.246\t0.971\t1.178\t0.023\t-1.048\t-0.928\t-0.839\t0.571\t-0.911\t-2.590\t1.522\t0.032\t1.620\t-0.061\t1.966\t0.732\t-0.133\t-1.395\t0.848\t-1.066\t0.543\t-0.371\t-0.365\n0\t0.277\t0.998\t0.435\t0.143\t-0.669\t0.545\t-1.273\t1.251\t1.014\t-0.257\t-0.397\t0.956\t-0.058\t0.898\t1.059\t-0.756\t-1.495\t-0.102\t0.891\t-0.050\t1.024\t-1.132\t-1.835\t0.075\t-1.037\t-0.461\t-0.176\t1.050\n0\t-0.227\t0.411\t-1.944\t0.207\t0.826\t-2.079\t0.705\t1.899\t-0.255\t0.740\t-1.005\t0.920\t0.510\t0.218\t0.161\t0.394\t-0.064\t-0.973\t-0.148\t-0.048\t-1.174\t-0.110\t-0.062\t-0.521\t0.352\t0.590\t-0.664\t0.149\n0\t-0.808\t-0.502\t0.915\t0.329\t-0.530\t0.513\t0.097\t0.969\t-0.702\t-0.328\t-0.392\t-1.464\t0.296\t0.261\t0.005\t-0.235\t-1.415\t-0.421\t-0.343\t-0.802\t-0.161\t0.404\t1.886\t0.175\t0.258\t-0.074\t-1.919\t-0.027\n0\t0.174\t0.678\t-0.356\t0.080\t0.402\t-0.616\t1.226\t1.128\t1.361\t-0.595\t0.949\t-0.925\t-0.656\t-0.579\t-0.076\t-0.142\t0.292\t0.001\t-0.369\t0.325\t-0.006\t1.460\t-0.913\t-0.527\t0.284\t0.216\t-1.563\t0.139\n2\t1.370\t0.836\t-0.139\t0.618\t1.909\t-0.094\t0.332\t0.498\t0.574\t-0.310\t0.844\t0.016\t0.189\t-0.557\t1.068\t-0.879\t-1.469\t-2.082\t0.813\t-0.484\t-0.604\t0.029\t-1.217\t0.369\t2.269\t0.725\t0.405\t0.902\n4\t1.156\t2.202\t1.006\t-2.311\t-1.860\t-0.004\t-1.461\t0.322\t-0.149\t1.487\t0.680\t-0.846\t0.659\t0.435\t-0.017\t-0.533\t0.790\t-0.117\t0.801\t-0.196\t-0.287\t1.637\t0.995\t0.438\t1.296\t-0.333\t1.978\t1.139\n4\t-1.815\t-0.317\t1.164\t-1.071\t-0.552\t2.761\t0.326\t-0.258\t-0.477\t0.373\t0.685\t-2.156\t-2.234\t-0.998\t-0.154\t0.076\t-1.703\t-0.205\t-0.072\t-0.850\t-0.534\t-0.727\t0.464\t0.007\t-1.142\t0.955\t-1.367\t-1.713\n4\t-2.307\t0.946\t0.511\t0.455\t-0.524\t-0.021\t-1.282\t0.942\t-0.461\t-0.471\t-0.676\t0.001\t1.030\t-1.641\t-0.456\t3.782\t-0.855\t0.664\t0.706\t-0.303\t0.528\t-1.235\t1.375\t0.074\t-0.606\t1.171\t-1.424\t-0.486\n2\t1.046\t-0.702\t0.492\t-0.737\t0.517\t0.393\t-0.896\t0.511\t-0.438\t-0.162\t0.815\t1.077\t0.415\t0.013\t0.705\t-0.325\t0.895\t-0.617\t-0.218\t-0.929\t-0.084\t1.516\t1.524\t1.628\t-0.641\t2.708\t1.183\t1.019\n2\t0.221\t-0.020\t-0.362\t0.726\t0.058\t2.589\t0.208\t-2.747\t-1.112\t0.532\t-0.643\t-0.581\t-1.239\t-0.477\t0.194\t0.386\t-1.020\t0.805\t-1.191\t0.438\t0.337\t-0.934\t-1.053\t0.382\t-0.560\t-0.190\t0.687\t0.479\n3\t-1.060\t0.780\t-1.234\t0.273\t-0.198\t0.102\t-0.396\t-0.419\t0.155\t-1.002\t-1.008\t-0.359\t-0.397\t-1.005\t0.924\t-0.334\t-0.227\t-1.328\t2.072\t2.427\t-0.780\t1.226\t-0.092\t1.604\t0.336\t0.100\t-2.499\t-0.879\n2\t-1.152\t-0.360\t-1.471\t2.219\t1.128\t0.615\t0.144\t0.367\t0.170\t0.180\t-1.134\t0.810\t-1.684\t0.318\t-0.527\t1.198\t0.635\t1.063\t-1.168\t0.048\t0.363\t0.353\t0.411\t-0.984\t-0.839\t-2.066\t-0.951\t-0.141\n0\t-0.329\t-0.044\t-0.259\t-0.615\t0.281\t0.823\t2.302\t0.740\t-1.483\t0.650\t-0.959\t0.145\t-0.199\t-0.415\t0.884\t-0.691\t1.705\t-0.611\t1.043\t0.410\t1.084\t-0.146\t0.808\t0.602\t-0.791\t-0.897\t0.532\t0.407\n3\t0.849\t-1.029\t-0.366\t-0.500\t-0.917\t0.780\t1.440\t0.902\t0.027\t-1.487\t0.130\t0.625\t-0.092\t1.328\t-0.197\t-0.599\t0.987\t0.867\t1.498\t0.523\t-0.805\t-2.591\t-1.723\t-0.581\t1.327\t1.224\t-0.404\t0.814\n2\t-0.473\t-0.637\t-1.311\t-0.601\t-0.281\t0.345\t-0.037\t-0.365\t-0.912\t0.399\t-0.498\t0.354\t-1.913\t0.336\t0.747\t0.620\t-0.197\t0.915\t-1.273\t-0.089\t-0.193\t1.036\t-2.020\t-1.058\t1.747\t-2.431\t0.814\t-0.700\n3\t0.382\t-1.312\t-0.397\t-0.041\t-1.099\t1.797\t-0.853\t-0.669\t-0.978\t1.798\t0.553\t-0.937\t1.106\t0.201\t0.257\t-0.344\t-0.749\t0.338\t-0.545\t1.817\t-1.269\t1.536\t-0.111\t0.299\t0.833\t-0.630\t0.864\t-2.708\n1\t-1.101\t1.253\t0.327\t1.319\t-0.253\t0.091\t-0.902\t0.920\t-1.032\t1.836\t-1.117\t-1.341\t0.346\t-0.760\t-0.507\t1.050\t1.495\t0.083\t-0.301\t-0.335\t0.430\t-2.327\t-0.096\t-1.071\t0.265\t-0.212\t0.097\t0.178\n1\t0.580\t-0.058\t-0.738\t-0.059\t-0.603\t0.312\t-1.055\t0.009\t1.605\t2.025\t0.960\t1.238\t-0.871\t-0.576\t0.416\t1.979\t1.506\t-0.983\t0.206\t0.885\t1.417\t-0.236\t-0.118\t0.279\t-1.135\t-0.093\t0.647\t-0.350\n2\t0.676\t0.285\t-0.229\t-0.758\t0.172\t0.225\t0.394\t-0.269\t-1.145\t0.878\t-0.003\t-0.613\t-1.002\t0.922\t1.384\t0.575\t0.642\t1.172\t-0.362\t2.134\t-1.060\t-0.243\t-0.772\t0.064\t1.731\t-0.238\t0.422\t-2.908\n3\t-0.556\t1.197\t-1.741\t1.544\t1.238\t-0.887\t-0.878\t-1.495\t0.921\t-0.330\t-0.404\t-1.123\t1.812\t-0.973\t0.024\t0.216\t-0.399\t-0.601\t-0.369\t0.565\t-0.347\t1.626\t-0.777\t0.754\t-1.756\t-0.777\t-0.816\t-1.104\n3\t-1.506\t-0.503\t0.137\t1.782\t0.232\t-0.545\t1.092\t-0.275\t-1.343\t-0.744\t0.652\t-0.811\t1.020\t1.876\t1.430\t-0.465\t-1.192\t-2.173\t-0.390\t-2.056\t0.391\t1.574\t0.366\t-0.492\t1.296\t-0.555\t-0.336\t-0.137\n0\t-0.505\t0.048\t-0.362\t1.576\t-0.016\t0.698\t-0.529\t0.292\t-0.383\t-1.420\t1.308\t0.348\t0.771\t-0.728\t1.185\t0.468\t0.150\t1.029\t-0.329\t1.295\t-0.662\t0.033\t-0.937\t-1.148\t-0.466\t-0.161\t0.552\t-0.643\n2\t-0.854\t0.370\t-2.720\t0.881\t-0.479\t1.983\t-0.335\t1.226\t0.914\t0.789\t0.801\t0.496\t0.647\t0.742\t-0.262\t-0.644\t-0.489\t-0.311\t0.202\t0.760\t0.078\t0.951\t0.014\t2.180\t0.076\t-0.051\t-0.667\t1.134\n0\t-1.009\t-0.721\t0.313\t0.484\t-0.605\t0.666\t-0.730\t-0.061\t0.298\t-0.592\t0.771\t-1.409\t0.435\t0.965\t-0.346\t-0.535\t0.152\t1.247\t0.089\t-0.483\t0.654\t1.231\t0.045\t0.341\t-1.802\t-0.010\t0.235\t0.037\n0\t-0.068\t-0.343\t0.563\t0.722\t1.199\t0.764\t-0.163\t-0.472\t0.305\t-0.507\t1.212\t0.114\t0.268\t-0.422\t0.256\t0.153\t-0.100\t0.878\t-0.082\t-1.115\t0.014\t0.020\t1.066\t0.775\t-0.221\t-0.223\t0.154\t0.600\n1\t0.086\t0.917\t-0.860\t0.488\t0.455\t-0.575\t0.546\t-1.363\t0.487\t1.742\t0.787\t0.057\t-0.565\t1.745\t-2.287\t-0.531\t-0.164\t-0.595\t-0.405\t1.164\t-0.412\t0.457\t-0.090\t-0.560\t1.375\t-0.404\t1.210\t0.972\n4\t1.255\t2.234\t0.008\t-0.712\t-0.834\t-2.109\t-1.370\t-0.358\t1.596\t-0.055\t0.006\t1.453\t0.385\t1.170\t1.191\t-0.294\t-2.530\t3.644\t-0.180\t1.299\t-0.091\t-1.185\t-1.210\t0.708\t1.928\t-1.590\t-1.144\t-1.943\n0\t-0.501\t-0.284\t-0.342\t-0.100\t-0.369\t-2.165\t1.240\t-0.650\t-0.374\t-0.193\t0.524\t-0.493\t1.066\t1.875\t1.636\t0.253\t-0.577\t-0.603\t-0.370\t-0.851\t0.416\t-0.226\t-0.016\t-0.308\t0.451\t0.256\t-0.353\t-0.148\n1\t0.615\t-0.279\t-0.467\t-1.193\t-0.071\t-0.564\t-0.155\t0.252\t-0.553\t0.946\t-0.182\t-0.477\t0.747\t0.106\t-1.095\t-1.490\t-0.398\t1.605\t0.507\t0.611\t-0.201\t0.361\t0.823\t-0.167\t-1.392\t-0.800\t-0.799\t2.506\n3\t1.538\t1.071\t-0.844\t0.142\t-0.432\t1.163\t-0.071\t-0.000\t1.686\t-0.294\t-1.928\t0.411\t0.704\t0.772\t0.382\t1.257\t0.763\t0.553\t-0.422\t-2.539\t-0.251\t2.324\t-0.227\t0.367\t-0.684\t0.864\t-0.078\t0.724\n1\t0.641\t0.118\t-1.011\t0.178\t0.204\t1.477\t-0.469\t0.380\t0.770\t-0.274\t-0.951\t0.243\t0.048\t-0.546\t-0.533\t1.913\t-0.831\t-0.015\t1.270\t-1.168\t-1.409\t-0.468\t-1.144\t-0.038\t1.651\t-1.735\t0.266\t-0.217\n0\t-0.403\t-0.767\t0.865\t-0.039\t1.143\t-0.568\t0.602\t-0.415\t0.150\t-0.113\t1.314\t0.106\t-1.328\t-1.070\t0.296\t-0.865\t0.433\t-0.982\t-0.256\t-0.894\t-0.054\t-1.127\t-0.184\t0.472\t-0.441\t0.309\t-1.288\t-0.961\n2\t-0.836\t0.199\t0.658\t-0.084\t0.462\t-2.362\t0.049\t0.653\t-1.192\t-0.415\t0.617\t0.105\t1.161\t-0.770\t0.250\t-0.299\t0.977\t-0.440\t-0.184\t0.536\t-1.282\t1.169\t-1.814\t-1.053\t-0.256\t-2.019\t-1.119\t0.822\n0\t-0.222\t0.864\t0.276\t-0.411\t0.780\t-1.267\t0.072\t0.073\t1.048\t0.917\t0.038\t-0.061\t0.409\t-0.705\t-0.856\t0.191\t1.660\t-0.104\t0.712\t-0.175\t-0.919\t0.400\t-0.594\t-0.859\t0.351\t0.407\t1.290\t0.836\n2\t0.068\t-0.734\t-2.561\t-0.026\t-0.227\t-1.495\t-0.680\t0.891\t-0.196\t0.187\t-1.070\t0.594\t2.224\t0.523\t0.438\t0.252\t-0.660\t0.960\t-0.122\t1.724\t1.787\t-0.538\t0.766\t-0.588\t1.163\t-0.881\t0.237\t0.519\n2\t0.950\t-0.346\t-0.058\t-0.453\t2.466\t0.253\t-0.535\t-1.652\t1.974\t-0.163\t0.744\t0.856\t-0.463\t0.672\t-0.604\t-0.990\t1.164\t-0.158\t0.519\t0.411\t0.638\t-1.557\t-0.585\t-0.324\t-0.831\t0.429\t1.187\t1.345\n3\t-0.616\t-1.055\t0.809\t0.932\t0.030\t-0.602\t-1.901\t1.221\t0.869\t-0.440\t0.060\t-0.227\t1.629\t-1.038\t-0.620\t-0.717\t0.310\t0.056\t0.200\t-0.881\t1.485\t-0.454\t1.188\t3.139\t-0.873\t0.342\t-0.132\t2.031\n0\t-0.456\t-0.910\t-0.219\t0.842\t-0.820\t-1.491\t-1.662\t-0.519\t-1.357\t-0.140\t0.011\t0.308\t-0.382\t0.761\t-0.417\t0.900\t0.150\t-1.288\t-0.043\t0.741\t0.096\t1.577\t-0.342\t0.589\t-0.244\t0.345\t-0.571\t1.790\n0\t0.324\t0.172\t-0.270\t0.909\t-2.031\t0.263\t-0.001\t-0.534\t-0.916\t0.186\t0.652\t0.069\t0.238\t0.397\t1.965\t0.074\t-1.667\t0.097\t-1.567\t0.273\t-0.226\t-0.271\t0.724\t0.514\t1.433\t-0.682\t-0.130\t0.015\n1\t-1.085\t0.557\t-0.616\t-1.171\t1.965\t0.419\t-0.319\t-0.301\t1.531\t1.605\t-0.545\t0.265\t-0.367\t0.768\t-0.354\t-1.932\t-1.031\t1.042\t-0.720\t0.785\t0.371\t-0.712\t-0.155\t-0.625\t-0.380\t-1.785\t-0.115\t-0.579\n1\t-0.145\t0.421\t1.666\t-0.366\t0.588\t-0.179\t0.963\t-1.255\t-0.536\t0.663\t0.582\t0.600\t1.409\t-1.734\t-1.254\t0.561\t0.813\t0.655\t2.709\t-0.916\t0.369\t-0.071\t0.621\t0.376\t-0.518\t0.388\t0.083\t0.128\n4\t-1.327\t0.063\t0.247\t-0.469\t-2.126\t-1.024\t-0.508\t0.150\t0.033\t1.923\t0.944\t-0.023\t0.121\t1.271\t1.309\t0.334\t1.733\t-0.898\t-0.029\t3.166\t0.710\t-0.141\t0.104\t0.180\t1.670\t0.804\t-0.079\t-1.676\n2\t0.673\t-0.426\t2.006\t1.911\t-0.672\t-1.631\t-0.591\t-0.837\t0.044\t0.491\t0.098\t0.923\t-0.168\t-0.345\t0.347\t0.711\t1.378\t-0.310\t1.645\t-0.843\t0.182\t-0.803\t-0.717\t-0.307\t-0.099\t-1.532\t2.353\t-0.174\n1\t-1.291\t1.217\t0.400\t-0.725\t0.203\t-0.238\t-1.562\t0.274\t1.640\t1.412\t0.103\t-0.436\t0.563\t0.267\t-0.139\t1.860\t-0.396\t0.957\t0.144\t0.149\t-1.651\t1.101\t0.837\t0.188\t1.035\t0.416\t-1.297\t-0.971\n3\t-2.084\t-3.100\t1.584\t-1.172\t-0.550\t-1.052\t1.163\t0.942\t-0.344\t0.680\t0.280\t0.305\t0.629\t-0.009\t-0.517\t0.891\t0.160\t-0.013\t0.111\t-0.622\t-1.319\t-0.633\t0.222\t-0.087\t-1.092\t-1.410\t-1.217\t-0.175\n3\t1.041\t0.507\t-1.387\t-1.672\t-1.348\t1.649\t-1.015\t1.876\t-1.067\t-1.174\t0.880\t0.926\t0.556\t0.676\t-0.802\t0.833\t0.240\t-0.365\t0.095\t1.061\t0.392\t-2.158\t0.891\t0.815\t-0.379\t0.117\t0.113\t-1.979\n2\t0.900\t0.915\t-0.231\t-1.509\t0.246\t-0.918\t-1.490\t-1.264\t0.326\t1.361\t0.039\t0.211\t1.183\t-1.544\t0.520\t-0.012\t0.566\t-0.483\t-0.818\t0.141\t1.649\t0.861\t-0.508\t-1.341\t-1.682\t1.316\t-0.955\t-0.326\n1\t-1.424\t-1.007\t-0.753\t0.039\t-0.224\t-0.624\t-0.979\t-0.796\t0.645\t-0.770\t-0.696\t0.255\t-1.161\t0.092\t0.041\t-0.145\t-1.151\t-1.495\t-0.033\t-0.724\t-2.214\t1.035\t1.030\t-0.564\t0.423\t-0.757\t-1.348\t1.242\n4\t2.602\t0.820\t-0.314\t0.470\t2.237\t-1.783\t-1.056\t-0.773\t2.301\t0.576\t-0.492\t-0.542\t0.790\t0.760\t-0.213\t0.582\t-1.583\t1.114\t1.876\t0.498\t0.287\t1.006\t-0.131\t1.091\t-0.039\t0.326\t0.448\t-0.941\n2\t-1.244\t-1.026\t1.357\t-0.331\t-1.217\t-0.896\t0.386\t0.422\t0.666\t0.804\t0.334\t0.608\t-0.476\t-1.118\t1.358\t0.880\t-0.281\t-0.664\t2.286\t-0.904\t0.227\t-0.670\t-0.411\t-0.750\t-2.164\t0.390\t0.657\t-0.665\n4\t0.470\t-1.036\t-1.144\t-0.153\t1.177\t0.858\t0.463\t2.076\t-0.598\t1.979\t-0.834\t-0.199\t0.186\t0.242\t0.664\t-1.365\t0.700\t-2.018\t-0.383\t-1.019\t-0.192\t-0.640\t-0.220\t0.990\t-1.394\t0.393\t1.404\t2.770\n0\t0.147\t1.201\t1.322\t-0.922\t0.330\t0.282\t0.212\t-0.977\t-0.742\t0.345\t-0.385\t0.091\t-1.014\t-0.490\t-1.334\t0.264\t-0.348\t0.266\t-0.367\t0.236\t1.805\t-0.524\t0.491\t-0.659\t-0.132\t0.473\t0.283\t0.691\n1\t-1.373\t0.687\t0.599\t-0.544\t1.001\t0.743\t-0.309\t-0.422\t1.097\t0.232\t1.045\t-2.389\t0.098\t-1.577\t-0.026\t0.714\t1.739\t-0.938\t-0.526\t-0.096\t-0.975\t0.979\t-0.070\t0.122\t0.620\t-0.072\t-0.818\t-0.063\n2\t1.620\t-0.155\t0.400\t-0.632\t0.414\t0.843\t0.215\t1.498\t0.246\t0.156\t1.642\t0.161\t0.243\t2.248\t0.844\t-0.300\t-0.612\t1.357\t0.741\t-2.671\t-0.200\t-0.019\t-1.269\t-0.220\t-0.257\t-0.106\t0.276\t-0.250\n1\t-0.208\t-0.411\t-0.443\t-0.515\t-0.663\t1.425\t0.840\t-0.522\t-0.013\t-0.925\t-1.236\t0.181\t0.496\t0.337\t-1.212\t0.040\t-1.026\t-0.662\t-1.067\t0.421\t-0.426\t0.832\t0.134\t1.378\t-2.787\t0.248\t1.598\t0.642\n2\t-0.238\t-1.661\t0.365\t-1.044\t0.840\t-1.719\t-0.350\t-1.257\t-0.401\t0.217\t1.694\t0.589\t1.971\t-0.713\t0.028\t0.989\t0.250\t-0.490\t-1.343\t-1.361\t0.235\t-0.181\t-0.314\t-1.072\t-0.807\t0.174\t-1.590\t-1.094\n1\t-0.522\t-1.458\t-0.065\t-0.641\t0.995\t0.955\t-0.245\t-0.036\t-0.371\t-0.531\t-1.070\t0.068\t-0.290\t1.490\t-0.353\t2.406\t1.807\t-0.720\t-0.075\t-1.553\t-0.420\t0.374\t0.206\t-0.808\t-0.076\t0.501\t-0.128\t1.349\n3\t-3.203\t1.243\t0.920\t-1.836\t0.929\t1.058\t0.562\t-1.559\t0.683\t1.007\t-0.572\t0.441\t-0.353\t0.885\t-0.314\t-0.580\t-0.039\t-1.342\t-0.139\t0.362\t0.870\t0.249\t-1.433\t1.352\t1.436\t0.113\t-0.752\t-0.532\n1\t-0.722\t1.132\t-1.131\t-0.242\t1.561\t-0.487\t-0.744\t-1.412\t-0.429\t0.565\t-0.529\t0.026\t-0.527\t0.890\t0.974\t-0.221\t1.484\t0.157\t0.167\t-1.653\t-0.268\t-0.029\t0.318\t-0.679\t-0.868\t1.404\t0.736\t1.625\n1\t-0.335\t0.689\t-1.227\t0.199\t0.714\t1.371\t-0.136\t0.711\t-0.793\t-0.052\t0.475\t0.843\t-0.394\t0.862\t-0.984\t0.113\t-1.367\t-0.634\t-0.339\t1.753\t1.629\t-0.960\t-0.808\t-0.908\t-0.107\t-0.781\t-1.716\t-1.649\n4\t3.098\t-0.258\t0.510\t-0.649\t0.295\t-0.238\t-0.411\t1.819\t1.177\t0.137\t-2.304\t-0.361\t2.703\t-0.231\t1.103\t1.442\t0.219\t-0.842\t-2.435\t0.684\t-0.815\t0.176\t-1.250\t-0.265\t0.034\t0.269\t-1.115\t1.197\n2\t0.548\t-0.431\t-0.388\t2.390\t0.810\t0.257\t-0.280\t-0.344\t0.237\t-0.965\t-1.511\t0.664\t1.532\t1.560\t0.653\t-0.402\t1.426\t1.578\t0.293\t1.254\t-1.984\t0.402\t0.401\t-0.530\t-0.338\t1.047\t0.370\t0.647\n4\t2.075\t1.747\t1.532\t1.911\t-1.260\t-0.525\t-0.911\t3.495\t0.244\t-1.414\t-1.102\t0.107\t-1.363\t1.869\t0.791\t0.313\t-1.054\t-1.321\t0.349\t0.137\t-1.283\t-0.054\t-0.051\t0.738\t2.106\t-2.080\t0.801\t-0.696\n0\t-0.261\t0.009\t0.303\t-0.589\t0.193\t-0.144\t-0.094\t0.181\t-1.314\t0.040\t0.163\t0.129\t-0.216\t1.138\t-0.354\t0.227\t1.297\t-0.079\t0.214\t-0.096\t1.237\t-0.258\t1.283\t-0.104\t-0.859\t0.679\t-0.305\t0.621\n1\t-0.643\t0.598\t-0.783\t-0.893\t-0.068\t-1.226\t1.602\t1.927\t-0.454\t-1.387\t0.337\t-0.482\t1.175\t-0.787\t0.545\t0.114\t-0.676\t0.240\t0.879\t0.087\t0.097\t-0.873\t1.144\t1.045\t-0.411\t-0.124\t1.414\t-1.134\n0\t0.439\t1.268\t-0.024\t-1.422\t0.843\t0.755\t-1.942\t-0.004\t-1.590\t-0.665\t-0.903\t0.809\t0.117\t-1.286\t0.880\t-1.434\t0.330\t-0.814\t-0.366\t0.504\t0.521\t1.337\t-0.082\t0.306\t-0.438\t0.182\t0.439\t-0.098\n1\t0.774\t-0.980\t0.812\t0.608\t1.439\t0.174\t0.306\t-0.923\t-0.001\t0.611\t0.706\t1.713\t0.461\t-0.093\t0.557\t-0.557\t1.325\t-0.694\t-0.405\t-1.075\t0.083\t0.645\t1.653\t-0.057\t-0.224\t-2.669\t0.223\t0.028\n0\t-0.657\t-1.356\t-0.648\t-0.330\t-2.369\t-0.197\t0.924\t0.567\t-0.496\t0.047\t-0.556\t0.149\t1.540\t0.968\t0.521\t-0.493\t0.750\t-1.687\t-0.252\t0.584\t0.740\t0.670\t0.295\t-0.196\t0.538\t-0.953\t-0.845\t0.062\n1\t-0.828\t-0.248\t1.112\t-1.390\t-0.078\t-0.741\t-0.827\t-0.279\t1.141\t1.086\t-0.059\t1.002\t0.740\t-0.025\t-0.094\t0.287\t0.791\t0.280\t-0.014\t1.969\t-1.048\t-0.456\t-0.483\t-0.210\t0.613\t1.878\t-1.207\t1.083\n1\t-0.964\t-0.957\t0.344\t-0.049\t0.033\t-0.758\t-0.230\t-0.924\t0.890\t1.035\t-1.846\t-0.930\t-1.497\t-0.650\t-0.083\t-1.450\t-0.922\t-1.004\t0.207\t0.069\t-0.722\t0.177\t-0.547\t-0.272\t1.673\t1.340\t-1.300\t0.830\n2\t1.512\t-0.037\t-2.741\t0.388\t-0.198\t-1.829\t-1.679\t0.975\t-0.732\t-0.907\t-0.036\t-0.644\t0.100\t-0.203\t-1.200\t-0.511\t0.443\t0.042\t-0.082\t1.937\t0.731\t0.852\t-0.166\t0.220\t-0.431\t0.778\t-0.110\t0.222\n3\t0.871\t1.609\t-1.005\t-0.211\t-0.600\t0.139\t0.268\t-0.239\t-0.044\t-0.094\t2.203\t-0.455\t2.870\t0.484\t0.118\t1.696\t0.736\t0.557\t-1.015\t-0.488\t-0.896\t-1.543\t0.105\t1.203\t-0.159\t-0.216\t-0.522\t-1.668\n2\t-0.564\t-1.494\t1.255\t-0.498\t-1.268\t-0.168\t0.068\t-1.746\t0.332\t-1.047\t1.711\t0.524\t-0.400\t-0.745\t-0.105\t0.613\t-0.025\t-0.217\t0.058\t-0.604\t-0.343\t-2.086\t0.974\t0.299\t-0.773\t1.899\t0.087\t-1.036\n1\t-0.941\t-1.101\t0.760\t-0.409\t-0.847\t-0.019\t-0.899\t2.204\t-0.774\t0.190\t0.518\t0.948\t-1.078\t0.454\t-1.642\t0.309\t-0.058\t0.752\t0.260\t-0.111\t-0.035\t-1.455\t-0.814\t1.521\t0.205\t0.682\t-0.617\t0.871\n3\t0.052\t-0.983\t-2.196\t0.927\t-1.252\t1.954\t-0.815\t1.516\t0.192\t1.068\t2.017\t-0.531\t1.116\t-0.722\t1.254\t0.140\t0.775\t0.731\t0.298\t0.866\t-0.884\t-1.202\t0.524\t0.500\t0.682\t0.725\t0.941\t0.300\n3\t-1.070\t-0.114\t-0.832\t-0.735\t0.020\t0.833\t0.652\t0.340\t-0.562\t0.091\t-1.173\t-0.611\t-0.175\t-0.714\t0.317\t0.524\t1.439\t0.309\t0.546\t-0.222\t2.870\t2.042\t0.848\t-1.948\t1.948\t-1.243\t1.143\t-0.821\n4\t-1.090\t0.652\t0.173\t-2.119\t0.662\t2.128\t-2.601\t-1.236\t-2.849\t-0.075\t0.990\t0.106\t1.392\t0.831\t1.702\t1.160\t-0.403\t0.067\t-0.869\t-0.231\t0.062\t-0.085\t1.342\t-0.330\t-0.932\t-0.870\t0.655\t-1.403\n0\t0.027\t-0.675\t-0.097\t-0.526\t-0.888\t-0.254\t0.068\t-0.166\t-0.265\t0.226\t0.531\t-1.144\t-0.252\t-1.974\t-0.162\t0.151\t0.570\t0.154\t0.548\t0.065\t-0.676\t-1.116\t-0.263\t-0.766\t-0.120\t-0.492\t0.419\t0.049\n4\t-0.821\t-1.363\t-0.876\t-0.821\t-0.185\t1.083\t-0.036\t-0.742\t-0.518\t0.272\t-0.117\t-0.465\t0.127\t-1.341\t-0.902\t-0.284\t1.752\t-2.346\t3.063\t1.621\t0.137\t-2.499\t2.861\t-0.850\t0.032\t0.250\t0.090\t0.450\n1\t0.194\t0.121\t0.958\t0.465\t-0.725\t0.570\t0.917\t-0.787\t0.198\t-1.068\t1.452\t1.012\t-0.433\t-0.502\t-0.042\t-0.048\t-0.206\t-0.042\t-1.062\t-1.092\t-1.046\t0.210\t1.076\t2.183\t1.599\t-0.802\t1.200\t0.152\n3\t-1.715\t-0.300\t0.178\t-0.266\t-0.231\t-0.203\t-1.193\t0.818\t-1.330\t-1.215\t1.688\t-0.016\t-2.159\t2.036\t0.972\t-0.523\t0.748\t-1.067\t-0.894\t-0.646\t0.704\t1.230\t-0.101\t0.417\t0.298\t-1.477\t-2.189\t0.280\n0\t-0.182\t0.441\t2.258\t0.659\t-0.997\t-0.831\t-0.681\t-0.391\t0.226\t-0.944\t-0.219\t-0.199\t0.338\t-0.407\t-0.766\t-0.704\t0.392\t-0.725\t0.699\t0.366\t-1.089\t1.239\t0.080\t-0.666\t1.830\t-0.012\t0.358\t0.016\n1\t-1.263\t-0.485\t-0.330\t1.555\t0.925\t1.148\t0.820\t0.946\t-0.688\t-0.199\t-0.990\t-0.210\t0.684\t0.135\t1.311\t-1.141\t0.500\t-1.248\t0.094\t0.740\t-0.215\t0.551\t-0.960\t-1.664\t0.557\t1.744\t-0.996\t1.222\n1\t0.806\t-0.984\t0.323\t0.096\t-0.935\t0.163\t-0.772\t-1.553\t1.060\t-0.832\t-0.109\t1.298\t-1.745\t1.589\t-1.031\t-0.534\t0.828\t-0.296\t-0.373\t1.357\t0.508\t0.449\t-0.067\t0.095\t-1.537\t-0.049\t1.333\t-1.375\n4\t2.414\t-0.637\t0.544\t0.927\t0.101\t1.386\t1.995\t-1.110\t0.116\t0.916\t-1.633\t1.064\t1.707\t1.284\t0.438\t1.539\t0.357\t-1.320\t-0.522\t-0.256\t-0.064\t-0.094\t-0.338\t0.219\t1.504\t0.214\t0.629\t-2.194\n4\t-0.901\t0.021\t0.660\t-1.924\t0.519\t-1.427\t-0.986\t0.514\t-1.128\t-1.090\t2.072\t-1.523\t1.384\t0.597\t0.767\t2.173\t-0.313\t1.250\t-2.389\t1.336\t-0.274\t0.092\t-0.331\t-0.232\t-1.917\t1.260\t0.070\t-2.111\n2\t0.128\t-0.782\t0.451\t1.160\t0.930\t0.121\t0.078\t-0.009\t2.125\t-0.582\t0.079\t-0.181\t-0.783\t-0.380\t0.028\t-1.185\t1.649\t0.726\t1.092\t-0.161\t-0.313\t-0.214\t-0.696\t1.300\t1.397\t0.550\t1.698\t2.396\n2\t0.083\t0.536\t-0.669\t0.452\t-1.776\t0.718\t-0.871\t0.567\t0.482\t2.686\t0.889\t1.211\t0.277\t0.158\t-1.907\t1.388\t1.952\t-0.012\t-0.700\t-0.595\t-0.191\t-0.796\t0.251\t0.948\t-0.136\t0.461\t0.968\t-0.377\n4\t1.653\t0.488\t-0.979\t1.507\t-1.147\t0.614\t2.418\t-0.131\t-0.288\t0.168\t2.225\t1.476\t-0.443\t0.305\t0.923\t-0.429\t-1.132\t1.084\t0.510\t0.319\t1.107\t-1.145\t-0.232\t2.638\t0.568\t0.628\t0.106\t-1.841\n3\t-0.643\t0.445\t-1.529\t1.062\t-0.644\t-2.459\t-0.360\t-0.514\t0.499\t-1.153\t0.349\t-0.681\t-0.070\t1.066\t1.099\t1.276\t-0.762\t0.297\t0.340\t1.252\t-0.328\t-1.489\t0.849\t1.341\t0.317\t-1.093\t2.166\t0.120\n3\t-0.671\t0.961\t-0.440\t-0.883\t0.044\t1.493\t0.809\t-1.900\t-0.156\t-1.508\t1.626\t0.940\t1.533\t0.526\t1.134\t-1.177\t0.176\t-0.721\t-1.648\t-0.814\t1.143\t1.017\t0.016\t-0.796\t0.398\t0.070\t1.200\t1.365\n4\t-0.519\t-0.482\t0.476\t-0.567\t1.003\t-2.387\t-0.618\t0.633\t-0.026\t-1.414\t0.201\t0.902\t-1.675\t1.315\t-0.739\t-0.248\t-1.274\t0.060\t3.732\t-0.311\t0.053\t-0.836\t-1.172\t0.148\t-0.554\t0.250\t-0.769\t0.113\n3\t-0.545\t0.960\t1.199\t3.055\t-0.305\t-0.278\t-0.330\t0.174\t-0.645\t1.212\t1.008\t-0.257\t-0.711\t-0.436\t-0.469\t0.494\t0.193\t0.822\t1.487\t0.299\t0.593\t2.456\t0.571\t-0.490\t-0.068\t-1.666\t0.545\t-0.550\n4\t0.642\t-0.155\t-0.580\t-1.044\t-0.612\t1.759\t-0.648\t0.312\t1.028\t0.007\t-1.932\t-2.461\t0.643\t0.376\t1.549\t2.217\t-0.584\t-0.115\t-0.874\t-1.780\t0.379\t1.695\t-0.225\t1.049\t-0.804\t-1.239\t0.520\t0.119\n3\t-1.686\t-1.237\t-2.261\t0.317\t0.835\t-1.122\t-0.774\t1.199\t-0.530\t0.080\t0.606\t-1.135\t-1.685\t-1.027\t-0.940\t0.034\t0.992\t-1.825\t-1.424\t-0.630\t0.047\t1.685\t-0.273\t0.159\t0.388\t-0.709\t0.392\t0.162\n4\t-0.577\t-0.246\t-0.343\t-1.689\t1.229\t-0.013\t-0.190\t-0.087\t-0.014\t-0.379\t-1.597\t0.345\t0.121\t0.263\t-1.035\t0.343\t-2.812\t2.185\t0.827\t-0.721\t2.339\t-0.251\t-1.652\t-1.722\t-1.204\t0.847\t0.248\t1.433\n4\t-1.961\t0.601\t1.172\t1.825\t0.884\t-0.081\t-1.133\t0.481\t0.142\t-0.237\t0.224\t-0.120\t1.384\t-0.964\t1.259\t-0.606\t1.897\t0.426\t2.275\t-0.464\t-0.286\t0.467\t1.655\t2.276\t-0.289\t0.599\t0.104\t-1.210\n0\t-1.146\t-1.719\t-0.690\t0.269\t-0.525\t-0.763\t-0.186\t0.649\t1.015\t-0.032\t1.070\t-0.631\t0.209\t-0.386\t-0.132\t-0.616\t0.162\t1.050\t-0.870\t0.167\t-0.812\t-0.508\t1.674\t-0.031\t0.618\t-0.478\t-0.351\t-1.781\n0\t1.062\t1.376\t-1.542\t-0.300\t1.570\t-0.605\t0.133\t0.935\t0.785\t0.550\t-0.355\t0.677\t-1.196\t1.741\t0.593\t-0.263\t-0.098\t-1.362\t0.333\t-0.218\t1.231\t0.248\t-0.141\t1.250\t0.062\t0.210\t-0.242\t-0.466\n0\t-0.652\t0.308\t0.113\t1.210\t-1.152\t-0.009\t-1.002\t0.110\t-0.181\t0.272\t-0.409\t0.762\t-0.715\t-1.015\t0.225\t1.854\t-1.521\t-1.145\t0.232\t1.127\t0.306\t-0.608\t0.420\t0.516\t-0.680\t0.825\t-0.035\t-1.750\n4\t0.469\t0.467\t2.181\t-0.370\t-1.350\t0.791\t-0.246\t-1.301\t1.519\t1.066\t1.377\t-0.491\t-0.461\t1.076\t-0.559\t-0.290\t0.526\t1.666\t-2.373\t-0.356\t-0.982\t0.937\t-1.295\t0.467\t-2.063\t0.796\t0.889\t0.074\n3\t-1.219\t0.917\t-1.198\t1.485\t-0.313\t-1.807\t-0.226\t1.071\t-2.442\t0.055\t1.364\t-0.256\t1.215\t-1.215\t-0.873\t-1.268\t1.281\t0.427\t-1.283\t0.098\t0.368\t0.275\t-0.056\t-0.554\t0.378\t-1.065\t-0.623\t1.630\n0\t-0.085\t1.834\t-0.223\t0.924\t0.443\t1.982\t1.173\t1.116\t-1.116\t0.217\t-0.917\t0.594\t0.572\t0.843\t1.401\t0.583\t-1.032\t0.251\t-0.279\t0.419\t-0.393\t0.035\t0.811\t-0.239\t0.679\t0.913\t0.155\t-0.778\n3\t-1.276\t0.414\t1.747\t-3.225\t-0.972\t2.186\t0.834\t-0.112\t-0.532\t0.586\t0.979\t-1.269\t1.492\t0.398\t0.938\t1.024\t0.312\t0.445\t0.518\t-0.357\t0.648\t-0.260\t0.001\t1.564\t-0.036\t0.414\t-0.175\t-0.366\n1\t-0.627\t-0.018\t0.646\t0.801\t-0.161\t1.574\t0.833\t0.288\t0.691\t-1.004\t1.141\t-1.299\t0.436\t-0.082\t-1.433\t-1.222\t-0.031\t-0.100\t-0.751\t-0.390\t-1.470\t-1.442\t-0.316\t-1.831\t-0.217\t0.453\t-0.202\t0.482\n0\t-0.285\t-0.593\t-0.976\t0.491\t0.186\t-0.010\t-0.130\t0.907\t1.559\t-0.169\t0.487\t-0.489\t-0.275\t0.027\t-1.008\t-0.309\t-0.159\t0.857\t1.050\t0.214\t0.358\t-0.043\t-0.137\t0.033\t-1.720\t-0.321\t1.051\t-0.794\n4\t0.372\t-1.031\t0.128\t-0.906\t1.708\t-1.229\t0.559\t-2.036\t-0.916\t1.272\t0.677\t-1.003\t0.154\t-0.176\t-1.131\t0.179\t-2.151\t-0.508\t2.014\t-0.700\t-0.325\t0.754\t0.286\t-1.905\t-1.107\t0.209\t-1.484\t1.552\n2\t-0.571\t-0.164\t0.864\t0.771\t0.474\t1.029\t0.409\t1.448\t-1.711\t-0.060\t-0.102\t-0.219\t0.497\t0.214\t0.825\t-1.184\t2.292\t-0.391\t0.287\t-0.206\t0.081\t-0.535\t0.206\t0.580\t-2.402\t-0.329\t-0.367\t2.321\n0\t-0.587\t-1.035\t0.342\t1.274\t0.778\t0.102\t0.668\t-0.019\t-0.278\t-1.014\t-0.329\t0.304\t-0.417\t-1.143\t0.115\t0.304\t-0.369\t-0.022\t-2.531\t0.742\t0.288\t1.415\t-0.213\t0.734\t1.178\t0.025\t0.344\t0.143\n4\t-0.277\t-2.882\t-0.442\t-0.868\t-0.855\t3.121\t-1.389\t0.396\t-0.796\t-0.912\t-1.347\t1.128\t1.204\t-0.620\t0.912\t-1.036\t-0.401\t0.679\t-1.001\t-0.739\t0.025\t0.037\t-1.078\t2.233\t-0.844\t0.953\t0.596\t-0.805\n3\t-0.433\t-1.527\t1.500\t1.406\t0.433\t-1.751\t0.954\t-1.161\t-1.026\t-0.146\t0.676\t-0.532\t-0.931\t0.016\t0.363\t-1.867\t-0.770\t1.580\t0.434\t1.681\t0.626\t0.833\t2.036\t-0.386\t-0.473\t0.708\t-0.399\t-1.517\n4\t0.092\t-0.188\t1.107\t1.306\t-1.777\t0.476\t-1.307\t1.758\t0.440\t-0.823\t-0.241\t-0.289\t0.525\t1.042\t-1.148\t1.839\t1.606\t-0.875\t0.073\t1.711\t1.233\t-0.337\t0.814\t2.997\t0.105\t-0.633\t0.172\t0.247\n0\t-0.031\t0.225\t1.383\t0.473\t0.201\t-0.958\t0.671\t0.330\t1.284\t0.047\t-1.816\t-1.700\t0.736\t-0.570\t0.437\t0.114\t-0.167\t-0.096\t-0.865\t-0.016\t-0.584\t-0.372\t-0.324\t-0.227\t0.922\t-0.130\t1.024\t1.538\n4\t1.023\t-0.203\t0.911\t-2.477\t1.111\t-1.290\t-1.073\t-0.705\t1.084\t-0.889\t-0.656\t-0.962\t0.255\t0.744\t1.704\t2.400\t0.650\t0.366\t-1.217\t1.909\t0.215\t-0.289\t0.388\t-0.636\t-2.338\t0.572\t1.342\t0.557\n4\t1.171\t-0.712\t-0.525\t1.021\t-2.642\t-0.586\t-1.098\t0.294\t0.557\t0.573\t1.508\t0.554\t0.249\t2.433\t-2.128\t2.201\t1.742\t-0.148\t-0.707\t-0.658\t-0.289\t1.196\t-2.467\t2.010\t-0.001\t1.177\t-1.230\t0.724\n2\t-0.203\t-0.404\t0.857\t0.194\t2.257\t0.161\t-0.551\t2.671\t0.414\t0.990\t0.592\t0.623\t0.536\t-1.102\t0.368\t-1.325\t-0.174\t-0.726\t0.357\t0.334\t0.481\t0.287\t-0.607\t-0.261\t0.920\t1.068\t-1.147\t-1.531\n1\t1.636\t-1.863\t0.358\t-0.099\t-0.183\t0.552\t-0.769\t0.755\t0.866\t0.956\t0.702\t-0.795\t-0.284\t-0.953\t-0.419\t-0.413\t0.719\t-0.051\t-1.705\t0.322\t-0.291\t0.870\t0.505\t-0.610\t0.232\t1.548\t-1.791\t0.618\n0\t1.204\t-0.514\t0.132\t1.565\t0.396\t-0.088\t1.462\t-0.470\t-1.696\t-0.779\t1.136\t0.521\t0.068\t1.061\t0.167\t-0.222\t0.835\t-0.382\t0.490\t-0.795\t-1.055\t-0.866\t-0.026\t-0.648\t-0.620\t-0.153\t-0.072\t-1.551\n4\t0.005\t-0.237\t0.849\t1.744\t-0.011\t0.503\t-0.851\t-0.808\t-0.501\t0.396\t1.647\t-1.577\t-0.473\t1.247\t1.512\t1.124\t-0.025\t0.819\t-0.986\t0.414\t-1.336\t-0.184\t-1.385\t2.068\t-0.009\t1.235\t-2.701\t-0.033\n1\t-0.573\t1.412\t-1.522\t-0.994\t-0.316\t0.704\t0.046\t0.059\t2.861\t0.115\t-0.761\t1.065\t0.548\t0.567\t-0.180\t-0.574\t-0.330\t-0.892\t0.760\t0.312\t0.601\t-0.883\t-0.149\t1.344\t-1.199\t0.140\t-0.205\t-0.007\n1\t-1.553\t-1.404\t-0.084\t2.254\t-0.202\t-0.183\t-1.442\t0.946\t0.953\t0.789\t-0.629\t-0.707\t-1.293\t0.084\t-1.080\t-1.177\t-0.424\t-0.489\t-0.538\t0.466\t0.079\t-0.288\t0.183\t-0.992\t0.105\t0.151\t-1.503\t0.996\n2\t-0.552\t-0.510\t-0.315\t-0.877\t-1.620\t1.180\t-0.515\t-2.120\t-0.286\t0.445\t-1.596\t0.619\t0.315\t-0.870\t0.286\t1.626\t0.056\t-0.499\t-0.823\t1.814\t-0.209\t-0.238\t0.880\t0.572\t-1.378\t0.204\t-0.489\t1.178\n1\t0.845\t-1.684\t0.310\t1.225\t1.034\t0.873\t0.831\t-0.990\t0.269\t1.917\t-0.559\t0.827\t0.411\t-1.928\t-0.322\t0.277\t0.060\t1.501\t-0.550\t0.975\t0.583\t-0.089\t0.076\t0.881\t-0.379\t-0.660\t0.209\t-0.609\n4\t1.485\t0.394\t0.820\t1.230\t1.027\t-0.856\t-0.311\t0.468\t0.203\t0.753\t0.644\t0.247\t-2.604\t1.173\t0.839\t2.069\t-0.477\t-1.843\t-0.180\t0.457\t-0.442\t1.372\t-0.660\t-0.101\t-0.246\t2.774\t-0.906\t0.584\n2\t-0.972\t0.956\t-0.822\t1.405\t-0.715\t-1.503\t0.525\t-0.447\t-1.581\t0.255\t-1.306\t-1.989\t0.677\t1.489\t-0.395\t1.212\t0.802\t0.667\t-0.170\t-0.596\t0.344\t0.648\t-1.261\t-0.324\t-0.189\t-0.282\t-0.675\t-1.333\n3\t-0.782\t0.460\t1.568\t1.446\t-2.130\t0.437\t0.031\t0.015\t0.039\t-0.284\t-2.424\t0.583\t0.822\t0.507\t-0.175\t-1.431\t0.160\t-0.239\t2.339\t-0.512\t1.534\t-0.188\t-1.365\t-0.269\t0.013\t-0.439\t-0.291\t0.301\n0\t-0.208\t0.462\t-1.411\t0.722\t-0.997\t0.180\t-1.172\t0.366\t-1.395\t-0.564\t-0.550\t0.511\t1.442\t-0.463\t-0.350\t-0.723\t1.561\t-0.281\t0.466\t0.376\t-0.811\t0.545\t1.239\t-0.447\t0.959\t0.283\t-1.189\t1.548\n3\t-0.636\t-1.617\t-0.814\t1.935\t-0.704\t-2.284\t-1.188\t0.954\t0.877\t-0.474\t0.598\t0.540\t-0.426\t1.213\t-0.453\t0.005\t-1.183\t0.277\t0.923\t-0.342\t-0.299\t-2.258\t0.975\t-0.557\t-0.771\t-0.618\t-1.608\t-0.260\n1\t0.344\t0.475\t0.971\t-0.937\t0.832\t-0.438\t-0.461\t0.069\t-0.495\t-0.620\t-0.673\t-0.176\t-1.334\t-0.745\t0.428\t-1.000\t0.398\t1.668\t1.663\t-1.702\t0.228\t-1.028\t-1.164\t0.038\t1.056\t0.954\t-1.605\t0.288\n3\t2.626\t-0.093\t-0.684\t0.707\t-0.051\t-1.086\t0.483\t-0.853\t1.576\t0.495\t-0.277\t0.109\t0.903\t0.186\t2.122\t1.136\t0.488\t-0.937\t-0.147\t0.479\t-0.823\t1.293\t-0.974\t-0.637\t-0.562\t0.744\t-0.805\t-1.800\n4\t1.313\t0.542\t-0.169\t2.071\t-1.684\t-0.548\t0.156\t-0.993\t-1.434\t1.017\t1.600\t-0.616\t2.277\t-2.398\t0.115\t-1.129\t-0.024\t0.070\t-0.098\t-1.271\t0.127\t0.005\t0.221\t-1.463\t1.366\t-0.702\t0.361\t0.513\n1\t-1.515\t-0.983\t-0.147\t0.157\t0.258\t0.759\t1.418\t0.673\t-1.655\t-0.131\t-0.982\t-0.837\t0.239\t0.011\t0.912\t-0.637\t0.802\t-0.458\t-0.856\t0.829\t1.997\t0.073\t-0.929\t0.594\t-0.245\t0.481\t0.166\t1.495\n4\t0.160\t0.915\t2.951\t2.475\t-0.183\t0.294\t-1.054\t0.799\t0.389\t-0.774\t1.187\t-0.266\t-0.521\t0.399\t-0.465\t-0.032\t1.746\t-0.615\t0.675\t-0.583\t-0.973\t-0.082\t2.684\t0.782\t0.462\t-0.525\t-0.385\t-1.483\n4\t0.202\t-1.044\t-0.493\t-1.867\t-1.142\t-1.615\t-0.920\t-2.183\t-0.490\t0.036\t0.289\t1.148\t-1.025\t-1.024\t-0.864\t0.489\t0.267\t-0.458\t1.589\t-0.114\t-0.486\t-0.397\t-0.152\t-0.681\t-3.159\t0.418\t0.699\t1.304\n3\t-1.821\t0.270\t-1.912\t-0.069\t-1.368\t1.987\t0.911\t0.106\t1.264\t-0.846\t0.543\t0.200\t0.264\t1.272\t0.732\t0.289\t-1.655\t-0.960\t-0.123\t0.093\t-1.130\t2.412\t1.516\t0.602\t0.072\t-0.212\t-0.952\t0.077\n1\t0.887\t1.901\t0.246\t-0.839\t-0.067\t2.179\t-1.172\t1.176\t-1.014\t0.029\t1.046\t0.290\t0.823\t1.570\t0.073\t-0.869\t0.560\t-0.041\t-0.231\t0.198\t-1.188\t0.129\t0.053\t-0.040\t0.384\t-1.152\t-1.088\t1.255\n0\t0.379\t-1.210\t-1.839\t1.170\t0.356\t0.151\t0.451\t0.382\t-0.163\t0.533\t-0.197\t0.007\t-0.439\t-1.412\t0.786\t0.559\t-0.429\t-0.165\t-1.392\t-0.050\t-1.454\t-0.429\t-0.860\t-0.193\t0.338\t0.982\t0.426\t-1.415\n3\t-2.212\t1.533\t-1.424\t-0.267\t-0.429\t0.589\t-1.598\t0.462\t2.024\t-1.363\t0.190\t-0.662\t0.426\t0.019\t-0.641\t0.488\t1.804\t-0.191\t0.720\t-1.293\t-0.956\t0.472\t1.484\t0.356\t-0.313\t-0.001\t-1.250\t0.605\n3\t-0.866\t0.806\t0.447\t0.770\t0.635\t-0.887\t1.001\t-0.298\t0.929\t-0.125\t0.313\t0.343\t0.813\t-1.635\t-1.576\t0.672\t0.356\t-0.776\t0.364\t-1.408\t3.264\t1.312\t0.622\t0.076\t-0.619\t-1.310\t-0.114\t-0.860\n3\t-1.531\t0.895\t-1.388\t-0.438\t-0.759\t0.186\t0.899\t-0.604\t1.836\t0.020\t-0.200\t-0.736\t-0.065\t0.926\t1.891\t0.198\t-1.074\t-0.170\t-2.772\t0.909\t0.336\t0.345\t-1.083\t-1.789\t-0.679\t-0.853\t-0.490\t0.852\n2\t-0.769\t-0.800\t0.123\t-0.007\t-0.498\t-1.957\t-1.103\t0.336\t-0.339\t-0.299\t-1.254\t1.260\t-2.482\t1.566\t0.432\t-0.590\t-0.355\t-0.217\t0.575\t-0.159\t1.354\t-1.233\t0.725\t0.870\t-1.033\t0.222\t0.020\t0.479\n1\t1.180\t-1.248\t0.500\t1.434\t0.510\t0.478\t-0.472\t0.220\t1.236\t0.328\t-1.248\t-0.456\t1.209\t0.325\t0.119\t-0.554\t1.189\t1.662\t1.263\t1.443\t-0.359\t-0.500\t-0.156\t0.039\t1.431\t1.166\t0.538\t-1.431\n1\t0.393\t-0.774\t-0.199\t-0.029\t-0.802\t-0.034\t-0.358\t0.080\t-2.069\t-0.046\t-0.599\t-0.859\t0.451\t-0.400\t-1.061\t1.419\t0.500\t-0.057\t1.466\t-0.645\t0.304\t1.095\t0.156\t2.524\t0.295\t0.330\t1.271\t0.521\n2\t-1.422\t0.538\t1.651\t-0.315\t1.082\t0.082\t-1.392\t0.120\t-0.185\t0.896\t-0.363\t0.499\t-1.056\t0.429\t0.024\t-0.128\t0.031\t-0.292\t0.142\t-0.197\t-0.973\t-1.296\t-0.494\t-0.317\t-3.005\t0.019\t2.203\t0.690\n2\t-1.242\t-0.207\t-1.656\t-1.062\t1.619\t-1.101\t-1.174\t0.670\t0.863\t-1.666\t0.249\t-0.548\t0.331\t-0.303\t-1.366\t-0.481\t0.626\t1.944\t0.390\t-0.391\t-1.180\t-0.158\t-0.378\t0.306\t-0.060\t0.480\t-0.360\t1.709\n4\t-0.693\t-0.332\t1.312\t0.008\t0.751\t-1.678\t-0.542\t0.762\t-0.139\t-0.206\t-0.415\t0.866\t0.018\t-1.323\t-0.718\t2.250\t-0.090\t-2.040\t0.268\t0.733\t1.296\t-0.282\t2.074\t0.501\t2.187\t-0.108\t1.168\t2.015\n2\t0.019\t0.166\t0.261\t1.306\t0.157\t1.388\t-1.750\t-2.184\t0.127\t0.327\t-0.534\t-0.010\t1.075\t0.670\t-0.330\t0.198\t0.759\t-1.230\t-0.805\t0.923\t-1.730\t-1.090\t-1.213\t0.918\t-1.085\t0.792\t-0.353\t1.779\n0\t-0.056\t0.027\t-0.260\t0.679\t-0.574\t-1.054\t-0.911\t1.247\t-0.319\t0.902\t-0.430\t-0.801\t0.523\t0.778\t-0.651\t1.013\t0.293\t-0.480\t0.108\t-0.792\t-0.827\t1.572\t1.577\t0.730\t0.063\t-0.166\t0.486\t-0.135\n4\t2.035\t0.735\t-1.195\t0.855\t-0.205\t-0.014\t-1.641\t0.076\t-0.757\t-0.776\t2.752\t-1.696\t2.788\t-0.260\t0.365\t0.613\t0.510\t-2.150\t-1.586\t0.108\t-0.033\t1.097\t-2.863\t-0.068\t-0.897\t0.025\t0.250\t0.492\n4\t-0.403\t-1.938\t2.176\t-3.427\t-0.148\t-0.166\t-0.569\t-0.239\t0.635\t-1.258\t-1.775\t-0.533\t-2.720\t-0.876\t-0.541\t0.092\t1.291\t0.298\t0.343\t-0.726\t-0.611\t-0.587\t-0.128\t-0.443\t0.322\t0.619\t1.279\t0.276\n4\t-0.236\t-0.490\t-2.550\t0.386\t0.544\t1.602\t-0.788\t-0.870\t-2.680\t-0.294\t0.901\t-0.612\t2.143\t-0.257\t0.147\t-1.363\t0.287\t-1.979\t0.694\t0.724\t1.359\t-1.020\t0.161\t0.564\t0.442\t-0.865\t-2.392\t0.347\n2\t-1.361\t-0.470\t-0.243\t0.734\t-1.525\t-1.382\t1.374\t1.101\t-1.522\t0.043\t1.956\t0.700\t0.580\t-0.186\t0.513\t0.332\t-0.366\t0.542\t-0.170\t0.326\t0.736\t1.062\t1.000\t-0.451\t-0.367\t-2.112\t-0.019\t1.793\n0\t0.589\t0.624\t1.493\t0.843\t-0.306\t-0.383\t0.194\t-1.307\t0.794\t0.059\t-0.676\t0.544\t-0.519\t-0.699\t-1.496\t-0.989\t0.836\t0.619\t-0.469\t0.637\t0.097\t0.912\t0.175\t-0.704\t0.109\t-0.951\t2.150\t0.518\n2\t-0.256\t0.543\t-0.246\t0.432\t-1.456\t1.125\t-0.684\t-1.214\t2.114\t0.931\t-0.279\t-1.285\t0.811\t-0.142\t0.669\t2.124\t-0.337\t0.388\t-0.642\t-0.864\t0.721\t-0.669\t0.286\t0.576\t0.326\t-1.729\t-1.881\t-0.396\n2\t1.625\t0.014\t-0.165\t-1.370\t-0.364\t-0.715\t0.027\t-1.513\t-0.329\t-1.009\t0.940\t-0.859\t-0.572\t0.282\t-0.454\t2.359\t0.931\t0.017\t0.368\t-2.355\t1.232\t0.512\t-0.073\t0.566\t0.688\t-0.416\t0.380\t1.049\n0\t0.716\t0.942\t0.642\t0.158\t1.304\t-0.329\t1.085\t-0.385\t-0.881\t-1.006\t-1.064\t0.659\t-0.743\t-1.033\t0.714\t0.328\t0.963\t0.513\t-0.753\t0.076\t0.125\t-0.919\t-1.105\t-0.681\t2.037\t-0.413\t1.233\t-0.469\n3\t-0.304\t-0.278\t-0.473\t0.649\t-1.369\t0.280\t-1.794\t-0.066\t-2.256\t-0.890\t-0.022\t-1.425\t-1.419\t0.982\t-1.596\t-0.119\t1.476\t0.142\t0.029\t-0.714\t-0.710\t-0.168\t-1.997\t1.013\t0.208\t-1.748\t1.026\t0.679\n3\t-1.796\t-1.229\t-2.299\t1.801\t0.332\t0.659\t0.301\t0.574\t0.078\t0.271\t0.108\t-0.609\t-0.047\t0.274\t0.111\t-1.478\t-1.345\t1.083\t-0.307\t0.585\t-1.092\t-1.473\t-0.844\t-0.223\t-0.665\t1.294\t0.180\t1.849\n2\t-0.796\t1.215\t0.013\t0.802\t0.335\t-2.526\t-0.019\t0.274\t0.424\t-0.908\t-1.305\t0.210\t0.114\t-0.424\t-0.540\t1.240\t-0.760\t-0.569\t-2.267\t0.808\t0.152\t1.562\t-0.888\t-1.550\t-0.804\t0.896\t1.104\t0.111\n0\t-0.731\t-0.316\t-0.097\t1.009\t0.955\t-0.665\t-1.362\t-1.025\t-1.508\t1.093\t1.438\t-0.072\t0.105\t-0.838\t-0.326\t-0.342\t0.842\t-0.401\t-0.040\t0.174\t1.431\t-1.619\t-1.668\t-0.128\t-0.291\t-0.306\t-0.779\t0.046\n4\t-0.140\t-0.252\t-1.767\t-1.964\t-2.176\t-0.450\t-0.993\t-0.932\t-0.421\t0.004\t-0.313\t-0.705\t1.931\t-0.201\t0.998\t-1.237\t1.335\t-0.548\t2.802\t-1.312\t-1.067\t-0.189\t-0.355\t-1.173\t1.474\t1.369\t-0.340\t1.010\n4\t3.245\t-1.999\t-0.171\t-1.109\t-0.932\t0.556\t-0.302\t0.820\t0.574\t-1.420\t-1.533\t0.772\t-1.679\t-0.868\t0.239\t0.896\t-0.092\t1.171\t-0.650\t0.552\t-0.432\t0.772\t-0.317\t-0.265\t0.880\t0.353\t-1.070\t2.486\n4\t0.606\t-1.682\t-0.084\t-2.056\t0.017\t-0.791\t2.528\t-0.781\t0.035\t-1.855\t-1.050\t-1.647\t-0.175\t2.132\t-1.421\t-2.317\t1.022\t0.700\t-0.279\t-0.633\t0.188\t1.546\t-1.015\t0.599\t0.225\t0.692\t-0.491\t0.635\n3\t-0.304\t0.830\t0.758\t1.025\t-1.336\t-0.349\t0.687\t-0.615\t1.488\t-1.228\t0.820\t-0.446\t1.051\t0.270\t-0.845\t0.820\t-1.728\t-0.348\t-0.456\t0.432\t-2.688\t0.233\t0.373\t-0.794\t-0.304\t0.035\t0.946\t-2.165\n2\t1.090\t-1.014\t1.431\t0.286\t-1.245\t-0.038\t0.926\t0.458\t-0.121\t1.242\t0.869\t0.682\t-0.372\t-0.295\t0.147\t0.112\t2.198\t-1.400\t-0.110\t-0.739\t0.720\t0.329\t0.466\t-2.015\t0.370\t-0.904\t-1.636\t1.139\n4\t0.927\t-1.943\t0.010\t1.569\t0.720\t0.006\t-0.737\t0.668\t2.400\t-0.217\t1.094\t-1.937\t0.310\t-0.676\t2.437\t-0.997\t0.635\t1.659\t-0.801\t0.823\t2.307\t0.846\t1.095\t0.853\t-0.231\t0.910\t2.149\t-0.788\n4\t0.225\t0.933\t-1.418\t-1.761\t-1.526\t1.263\t-0.552\t2.558\t-0.564\t0.185\t1.542\t2.006\t2.062\t1.208\t1.024\t0.593\t0.778\t-0.551\t-0.818\t-0.003\t-0.170\t-0.453\t0.696\t0.955\t0.088\t1.478\t-1.142\t-0.194\n1\t1.641\t-2.375\t0.529\t-1.740\t0.391\t-0.554\t0.501\t0.431\t0.083\t-0.456\t0.162\t0.939\t0.267\t0.791\t-1.389\t0.064\t-0.484\t0.777\t0.531\t-0.514\t0.154\t-0.140\t0.392\t0.349\t0.068\t-1.338\t1.485\t1.056\n4\t-0.294\t-0.307\t2.242\t0.608\t-1.590\t-0.543\t-0.401\t-0.721\t0.064\t-0.574\t-0.513\t0.154\t-1.541\t-2.151\t1.243\t0.837\t0.369\t0.305\t-0.189\t3.016\t0.193\t2.608\t2.063\t0.462\t-0.210\t0.016\t-0.401\t0.461\n2\t0.250\t0.826\t1.887\t-1.177\t1.138\t-0.330\t0.935\t-0.041\t2.127\t0.130\t-0.641\t0.420\t0.324\t1.138\t0.448\t2.475\t-0.111\t-0.100\t-0.604\t0.086\t0.231\t0.281\t0.067\t-0.610\t-0.882\t-0.375\t1.142\t1.357\n4\t-0.923\t-0.892\t0.183\t-0.153\t0.961\t-0.277\t-0.519\t-1.272\t2.337\t-1.481\t3.116\t0.670\t0.450\t-1.507\t0.546\t-1.552\t-0.165\t1.099\t-1.443\t0.654\t-0.362\t0.564\t-1.343\t1.326\t0.694\t-0.841\t-0.777\t1.270\n0\t-0.459\t-0.283\t-0.720\t0.402\t2.055\t-0.875\t0.394\t0.045\t0.669\t0.697\t0.205\t-0.040\t-0.434\t-0.765\t-0.097\t-1.285\t-0.594\t1.107\t0.099\t0.893\t1.470\t-0.177\t0.207\t-0.302\t-0.813\t-0.953\t0.843\t0.209\n0\t-0.752\t0.204\t-0.950\t-0.368\t0.450\t-0.507\t-0.228\t-0.273\t-0.433\t-1.096\t1.012\t1.370\t0.952\t0.943\t-0.416\t0.175\t-0.779\t-0.135\t-0.046\t-1.385\t0.132\t-0.531\t0.265\t-0.235\t0.346\t0.698\t-1.253\t-0.320\n3\t1.750\t0.711\t0.576\t-0.468\t1.599\t-1.174\t-1.483\t1.327\t-0.697\t0.332\t-1.013\t1.535\t-0.030\t-0.971\t-0.862\t0.034\t-0.408\t-0.635\t1.182\t0.504\t0.983\t0.894\t-0.678\t0.605\t-0.236\t-1.758\t-1.531\t-1.259\n0\t-0.636\t0.376\t1.219\t-0.960\t-0.411\t-0.068\t-0.152\t0.697\t-0.050\t0.650\t-1.203\t0.145\t0.035\t0.844\t2.520\t0.956\t-0.704\t0.633\t-0.050\t-0.339\t-0.529\t-0.582\t-1.144\t-1.295\t0.655\t-0.356\t0.182\t-0.870\n2\t0.501\t-0.187\t1.975\t0.492\t-0.448\t-0.358\t-0.144\t-0.777\t1.689\t0.124\t-1.171\t0.405\t1.439\t1.061\t-0.760\t-1.109\t1.427\t-1.624\t0.371\t-0.569\t1.314\t-1.055\t-0.796\t0.617\t0.796\t1.360\t0.473\t0.349\n4\t2.189\t-1.493\t0.991\t1.063\t0.834\t0.064\t-0.424\t-0.475\t0.957\t0.878\t-1.568\t-0.830\t-0.125\t-0.500\t0.673\t-0.508\t2.811\t-0.453\t-0.866\t1.043\t-0.244\t0.899\t1.323\t1.071\t-0.432\t-1.534\t1.649\t-1.321\n2\t-0.868\t-0.010\t0.130\t-1.088\t-0.158\t0.683\t-0.084\t1.602\t0.701\t0.099\t-0.272\t2.119\t-0.753\t0.100\t-1.464\t1.125\t-0.482\t0.968\t-1.010\t-2.358\t1.333\t0.126\t1.313\t0.656\t0.007\t-0.425\t-0.047\t-0.017\n3\t1.857\t-0.540\t-0.357\t0.855\t-0.270\t1.538\t1.129\t0.406\t0.840\t-0.499\t-0.358\t-1.362\t0.375\t2.173\t-0.581\t-1.881\t0.724\t0.327\t0.548\t-0.347\t-1.740\t-0.941\t-1.930\t0.919\t0.567\t-0.297\t-1.101\t-0.299\n1\t-0.333\t1.194\t-0.296\t0.429\t-0.969\t2.040\t0.319\t0.340\t0.926\t-0.481\t1.194\t-1.516\t-0.614\t-0.801\t-1.881\t-0.529\t-0.052\t-1.090\t-1.234\t0.041\t-0.080\t-0.266\t-1.266\t-0.395\t-0.666\t0.086\t-0.559\t-0.039\n4\t-0.071\t-1.285\t-0.722\t-1.331\t-1.213\t-0.879\t0.105\t-2.388\t1.366\t-0.104\t-1.107\t-0.974\t-0.635\t0.006\t0.151\t-0.194\t-0.755\t-0.011\t-2.074\t-1.215\t-0.676\t-1.342\t-0.219\t-1.338\t1.713\t-1.458\t1.511\t-2.005\n0\t-0.491\t-0.822\t-0.313\t0.614\t0.405\t-0.326\t0.083\t-0.723\t-0.444\t-0.192\t-2.254\t-0.455\t-1.046\t-0.655\t0.867\t0.257\t-0.521\t-0.076\t-1.535\t-0.023\t-0.202\t-0.321\t-0.067\t0.962\t-0.072\t0.907\t0.893\t-1.215\n4\t-1.613\t1.550\t-0.083\t0.919\t0.787\t0.006\t3.537\t2.928\t1.392\t-0.905\t1.433\t-1.749\t1.397\t-2.556\t-0.319\t1.209\t0.385\t-1.479\t0.170\t0.386\t0.205\t-0.407\t0.855\t1.145\t-0.154\t1.520\t-0.156\t-0.490\n4\t-2.381\t-0.859\t1.121\t1.222\t-1.248\t0.036\t-0.360\t-0.208\t0.169\t-0.685\t0.231\t-1.557\t0.676\t1.329\t-2.193\t-0.860\t-0.665\t1.406\t-1.891\t-1.039\t-0.430\t0.754\t1.730\t0.341\t-1.379\t-0.376\t1.778\t1.208\n2\t0.393\t0.441\t1.531\t-0.809\t-0.758\t0.655\t-0.132\t1.125\t0.562\t1.918\t-0.091\t-1.482\t0.341\t-0.072\t0.534\t0.663\t-0.535\t-1.009\t-0.146\t-2.381\t0.081\t-0.407\t0.862\t-1.986\t0.006\t1.576\t0.675\t0.981\n3\t-1.318\t-0.461\t-0.730\t0.276\t0.348\t1.410\t-0.980\t-0.346\t0.936\t0.474\t-0.660\t-1.323\t1.850\t-1.593\t-1.248\t0.187\t0.961\t-0.877\t0.682\t-1.009\t0.801\t0.813\t-0.878\t0.878\t-0.981\t-2.481\t-0.147\t0.386\n1\t-1.811\t-0.353\t0.851\t-0.766\t0.391\t-0.973\t0.064\t-0.428\t1.625\t-0.532\t-0.890\t0.615\t-0.680\t0.249\t-0.279\t-1.102\t-0.750\t0.711\t-0.620\t-0.455\t0.805\t0.040\t0.437\t-0.102\t-0.400\t1.241\t-1.330\t-2.086\n4\t-1.040\t0.177\t-1.376\t0.049\t-0.178\t0.401\t1.211\t-0.371\t0.000\t-1.981\t1.972\t-1.861\t-0.083\t-2.549\t-0.826\t1.735\t1.145\t0.985\t-0.193\t1.651\t0.257\t0.690\t2.647\t1.090\t-0.065\t0.510\t1.404\t0.622\n4\t-0.448\t0.825\t1.307\t1.310\t1.521\t1.672\t-1.945\t1.473\t-0.582\t0.740\t-0.115\t-0.294\t0.753\t0.162\t-0.753\t1.308\t0.060\t-0.010\t1.114\t-0.244\t-0.799\t-1.290\t0.942\t-0.918\t2.303\t1.413\t0.699\t-1.897\n4\t0.189\t2.010\t-0.042\t-0.699\t1.285\t0.425\t-0.012\t-0.505\t1.092\t1.550\t1.573\t-1.022\t0.189\t-0.199\t-1.056\t-1.555\t-0.807\t1.341\t1.895\t-0.842\t-3.287\t0.388\t1.991\t0.213\t-1.170\t-0.343\t-1.797\t1.077\n2\t-0.228\t0.642\t1.536\t0.183\t0.813\t0.814\t0.322\t0.459\t-0.393\t-0.731\t-0.956\t-0.189\t0.265\t-0.349\t-0.047\t-1.487\t2.265\t1.602\t-0.171\t0.289\t1.662\t0.792\t-0.571\t0.512\t-1.377\t0.273\t0.293\t-1.867\n0\t0.066\t1.166\t0.540\t0.168\t-1.036\t-0.123\t0.995\t-0.387\t0.079\t-1.076\t0.372\t0.464\t2.344\t0.233\t0.302\t-0.154\t-0.086\t-0.301\t1.359\t-0.516\t1.149\t-0.087\t-0.837\t-0.560\t-0.691\t-0.534\t-1.208\t-0.747\n2\t-0.394\t0.585\t-0.460\t0.246\t0.187\t-0.282\t-1.323\t-0.129\t-0.078\t0.424\t0.408\t1.215\t-0.663\t0.616\t0.058\t-0.529\t0.672\t-0.452\t-0.540\t-3.432\t1.948\t-0.695\t0.953\t-0.851\t-0.766\t-0.233\t0.752\t0.987\n2\t-1.258\t-0.519\t-0.825\t0.773\t-0.357\t-0.695\t1.858\t1.095\t1.222\t-0.757\t-0.160\t-1.199\t0.128\t0.901\t0.527\t-0.884\t0.172\t-0.180\t0.445\t0.564\t-1.322\t-2.813\t-1.517\t0.873\t0.549\t0.260\t-0.997\t-0.345\n0\t-0.146\t-0.424\t1.956\t-0.009\t1.023\t0.344\t0.161\t1.022\t0.244\t-0.019\t0.519\t-1.143\t0.461\t0.121\t-0.498\t0.355\t-0.626\t-0.849\t1.144\t0.816\t0.819\t1.273\t0.697\t-1.542\t0.969\t-0.407\t-0.523\t0.595\n3\t-1.151\t-2.839\t-0.809\t0.957\t0.517\t-0.222\t-0.022\t-0.689\t0.205\t0.766\t-1.616\t0.300\t0.932\t-0.415\t0.701\t2.815\t-0.104\t0.393\t-0.738\t0.181\t0.460\t0.195\t-1.020\t0.206\t1.462\t0.449\t0.962\t-0.237\n1\t0.333\t0.196\t-1.279\t0.070\t0.057\t-0.864\t0.857\t0.346\t0.279\t0.543\t-0.886\t-1.469\t0.582\t-1.478\t2.056\t-0.115\t-0.209\t0.905\t0.328\t1.741\t0.987\t0.092\t-0.518\t1.249\t-1.128\t-0.083\t-0.065\t-0.378\n1\t-0.586\t0.234\t-0.220\t0.647\t0.287\t-1.906\t0.187\t-0.300\t-0.980\t1.272\t1.418\t-0.325\t0.213\t1.113\t2.235\t0.236\t-0.084\t-0.318\t-1.255\t-0.466\t0.365\t0.804\t0.060\t1.451\t0.284\t-0.433\t-1.068\t-0.132\n0\t-0.151\t-1.030\t-2.184\t-0.097\t0.180\t0.038\t0.737\t-0.706\t0.265\t0.363\t0.298\t1.811\t0.167\t-1.245\t-0.967\t1.062\t0.537\t-0.086\t-0.533\t0.335\t0.171\t0.458\t-1.883\t-0.263\t0.335\t-0.394\t0.849\t0.768\n1\t-1.513\t-0.359\t1.728\t-1.593\t-0.001\t0.738\t-1.141\t0.191\t-0.913\t-1.226\t0.623\t1.823\t-0.387\t0.581\t0.484\t0.174\t-0.689\t-1.013\t-0.797\t-0.179\t-0.419\t-1.149\t-0.205\t-0.636\t0.557\t-0.391\t0.844\t0.230\n2\t0.703\t-0.254\t0.961\t0.292\t1.355\t1.729\t-0.948\t-0.753\t0.586\t0.744\t-0.148\t0.089\t-0.955\t-0.751\t-0.110\t1.575\t-0.707\t0.858\t0.079\t1.935\t-0.242\t0.390\t-0.250\t0.158\t1.170\t-2.080\t1.544\t-0.333\n4\t1.203\t1.376\t-1.710\t0.026\t0.526\t-2.800\t-0.680\t-0.716\t-0.645\t1.045\t-0.057\t0.421\t0.089\t2.468\t0.996\t-0.018\t-0.264\t-0.697\t-0.973\t-1.197\t0.982\t-0.895\t0.642\t-0.504\t-0.751\t-0.330\t1.792\t3.038\n0\t-0.154\t-0.283\t-0.491\t-0.019\t0.597\t-0.664\t0.478\t-0.095\t0.741\t1.316\t-0.067\t1.014\t1.490\t0.957\t-0.145\t-0.127\t-0.097\t-1.755\t-0.163\t-0.460\t-0.476\t-0.660\t0.251\t-1.620\t-0.547\t-0.539\t0.166\t1.064\n1\t-0.674\t-0.111\t-1.743\t0.429\t0.641\t-1.302\t-1.695\t1.014\t-0.149\t0.640\t0.110\t-0.088\t1.035\t0.840\t0.385\t0.453\t-0.434\t0.554\t1.553\t1.024\t-1.872\t0.452\t0.534\t1.133\t1.238\t0.496\t-1.239\t-0.113\n1\t0.537\t0.909\t0.507\t-1.357\t0.178\t0.508\t1.061\t0.475\t0.917\t0.616\t0.231\t-1.858\t0.340\t0.891\t-1.213\t-0.947\t0.762\t1.056\t-1.421\t-0.045\t0.663\t-0.358\t0.205\t-2.132\t1.064\t-0.664\t0.486\t-0.445\n4\t-1.273\t0.819\t-0.754\t-0.776\t0.168\t0.676\t0.950\t1.081\t-0.707\t-1.144\t-0.343\t0.347\t-0.206\t-3.632\t-1.827\t-0.240\t0.855\t-0.905\t0.733\t-1.496\t0.256\t0.263\t0.469\t-1.008\t-1.548\t0.726\t-1.526\t-0.771\n0\t0.018\t-0.066\t0.811\t-0.610\t1.089\t0.297\t-1.573\t1.847\t0.184\t-0.338\t0.165\t-0.718\t-0.153\t0.789\t0.688\t0.620\t-0.601\t-0.861\t0.388\t0.771\t-0.733\t-0.228\t0.392\t-0.096\t1.157\t-1.308\t-1.453\t1.096\n3\t0.655\t-0.397\t-0.015\t-1.170\t0.133\t0.481\t-0.535\t1.690\t-0.837\t0.283\t0.848\t-0.077\t-0.188\t-1.429\t1.357\t-0.170\t0.537\t0.673\t-0.628\t-0.198\t1.334\t-1.117\t2.128\t-0.745\t-1.180\t0.132\t2.208\t-1.911\n1\t0.203\t1.444\t1.224\t0.747\t-0.935\t-1.700\t0.061\t-0.870\t-1.122\t-0.220\t1.231\t0.843\t0.781\t-0.678\t-1.715\t-0.791\t-0.048\t0.939\t0.272\t-0.696\t-0.618\t0.809\t0.865\t0.925\t0.898\t-1.546\t-0.434\t0.175\n2\t-0.072\t-0.945\t0.324\t0.462\t-0.768\t-1.247\t0.665\t-0.855\t2.013\t1.641\t0.777\t1.684\t0.583\t-0.219\t1.614\t0.542\t-0.403\t-1.007\t-0.680\t1.150\t-0.069\t1.781\t0.649\t0.804\t-0.641\t-0.453\t-1.369\t-0.758\n2\t-2.067\t0.559\t-0.271\t-0.592\t0.185\t0.714\t0.567\t-0.582\t0.129\t0.881\t-1.949\t-0.938\t-0.087\t-1.502\t-1.041\t1.299\t0.219\t-0.032\t-0.984\t-0.416\t-1.360\t-0.293\t-1.777\t1.307\t-0.901\t-1.025\t-0.109\t0.408\n0\t0.261\t-2.017\t-0.011\t1.662\t0.275\t1.604\t-0.560\t0.966\t1.315\t-0.073\t-0.411\t1.100\t0.540\t0.954\t0.413\t-0.080\t-0.089\t-0.355\t0.400\t-0.177\t0.253\t-0.793\t-0.852\t0.584\t0.388\t-0.430\t1.377\t-0.821\n0\t0.882\t-0.155\t-0.733\t1.151\t-0.028\t-1.472\t-0.438\t-0.697\t-0.201\t0.559\t-0.490\t-0.114\t0.439\t1.879\t0.297\t0.363\t0.144\t0.355\t-0.201\t0.965\t-0.401\t-0.383\t-1.757\t-1.050\t-0.631\t0.440\t0.634\t-1.842\n1\t0.646\t-0.478\t-1.966\t-0.357\t-0.135\t1.334\t-0.828\t1.150\t0.193\t-1.489\t-1.113\t0.888\t-0.503\t-0.587\t-0.490\t0.901\t-0.392\t0.000\t0.155\t-1.640\t0.830\t-0.334\t1.675\t0.271\t0.315\t0.077\t-1.675\t-0.194\n1\t1.654\t-0.016\t0.600\t1.041\t1.463\t-0.819\t0.064\t0.287\t-0.868\t0.786\t-0.257\t0.086\t-0.490\t0.581\t-0.586\t-0.039\t0.012\t-0.537\t-1.822\t0.686\t-0.029\t-0.349\t-0.031\t0.840\t2.156\t-1.718\t0.426\t-0.472\n2\t0.785\t-0.333\t-0.447\t0.559\t0.776\t0.162\t0.283\t1.060\t-1.010\t1.234\t1.763\t-0.796\t-1.844\t1.145\t-1.873\t-1.144\t-2.048\t0.050\t-1.339\t0.274\t0.873\t0.457\t0.603\t0.066\t0.977\t0.074\t0.491\t-0.405\n4\t0.889\t0.902\t0.953\t0.388\t1.377\t0.378\t1.714\t-1.620\t0.348\t0.283\t-0.937\t0.580\t-1.490\t-0.654\t-1.999\t1.559\t-0.232\t2.167\t0.803\t0.448\t-0.586\t-1.046\t0.523\t-0.072\t-1.339\t-1.517\t-0.959\t1.821\n3\t-1.401\t0.932\t-0.715\t-0.379\t0.099\t0.339\t-0.693\t1.288\t0.545\t1.567\t0.742\t0.776\t1.294\t1.010\t1.594\t-2.150\t-0.571\t-1.072\t-1.682\t0.697\t1.989\t-0.362\t0.049\t0.384\t-0.666\t0.191\t1.856\t-0.612\n4\t1.658\t-0.642\t-1.186\t-1.120\t-0.395\t3.745\t1.473\t-2.873\t-0.036\t-0.629\t0.986\t-1.179\t-1.036\t-0.571\t-0.692\t0.652\t-0.335\t1.003\t-0.810\t0.866\t-1.157\t0.615\t-0.500\t0.892\t-2.441\t-0.783\t1.168\t-0.202\n0\t-1.175\t0.238\t-1.341\t-0.894\t-0.577\t0.170\t1.950\t-1.238\t0.383\t0.703\t0.605\t0.393\t0.506\t0.281\t0.366\t-0.595\t0.918\t0.722\t0.139\t-0.061\t-1.274\t0.495\t1.229\t0.848\t-0.504\t0.296\t0.024\t1.519\n0\t0.808\t-0.975\t0.725\t0.167\t-1.807\t0.086\t-1.306\t-0.535\t-0.159\t-1.507\t-0.054\t0.068\t0.755\t-0.454\t0.274\t-0.095\t-0.418\t-1.671\t-0.112\t0.745\t-0.934\t-0.218\t-0.070\t1.102\t0.030\t0.288\t-0.009\t-0.492\n4\t-0.107\t0.448\t-1.571\t-1.127\t-1.194\t0.143\t1.733\t2.231\t0.638\t0.501\t-1.801\t-0.543\t-0.788\t-0.621\t-0.168\t-0.472\t-1.979\t0.748\t-1.073\t0.239\t2.074\t-0.919\t-2.530\t-0.286\t1.101\t1.958\t-1.230\t0.497\n0\t0.916\t-1.185\t0.391\t-0.285\t0.603\t0.799\t0.977\t0.599\t0.251\t0.284\t0.367\t-0.624\t-0.370\t0.402\t0.650\t-0.651\t-1.077\t-1.675\t-1.261\t-0.540\t-0.447\t-0.283\t-1.205\t-1.813\t0.127\t0.127\t0.621\t0.815\n1\t1.752\t-0.292\t-0.351\t-1.870\t0.690\t-0.710\t0.147\t-0.315\t-0.446\t-0.118\t-0.041\t1.176\t1.520\t0.651\t1.272\t0.854\t0.495\t1.455\t-1.308\t-0.684\t-0.821\t-0.301\t0.686\t-1.115\t0.503\t-0.587\t-0.347\t0.200\n1\t-0.690\t-1.649\t0.678\t1.937\t1.456\t0.031\t0.493\t0.247\t0.909\t1.742\t-0.570\t-0.532\t-0.287\t-0.033\t0.728\t-0.067\t-0.853\t-0.840\t-1.175\t-0.107\t1.034\t0.420\t0.563\t-1.084\t-1.173\t0.178\t1.246\t0.845\n1\t-0.738\t0.721\t-0.408\t-1.034\t0.094\t1.224\t0.660\t-0.830\t-1.115\t0.193\t-0.128\t-1.263\t0.763\t-0.626\t-0.514\t1.190\t0.048\t0.929\t0.382\t1.381\t-1.583\t1.032\t0.861\t0.051\t-0.169\t-0.000\t-1.932\t1.600\n2\t0.655\t-0.543\t1.307\t0.011\t-0.549\t-1.830\t-1.092\t-1.566\t-0.965\t0.396\t-0.040\t-0.596\t1.210\t-0.353\t0.968\t1.231\t-0.934\t-0.727\t2.038\t1.004\t-0.391\t1.002\t-1.236\t-1.226\t-1.116\t0.448\t1.223\t-0.302\n2\t0.952\t-1.021\t0.473\t-0.268\t0.847\t-2.127\t-0.099\t-0.603\t0.432\t0.470\t-0.708\t-0.712\t-0.111\t-0.897\t0.842\t-0.369\t-2.907\t-0.375\t-1.039\t-1.631\t-1.237\t0.109\t1.329\t0.313\t-0.607\t0.456\t-0.459\t-0.695\n3\t1.339\t-0.404\t-0.031\t-1.442\t-0.236\t-1.008\t0.346\t-1.664\t0.980\t-0.871\t1.784\t1.371\t0.536\t-1.538\t-0.628\t-0.896\t-0.771\t1.577\t-0.153\t-0.658\t-0.748\t-0.532\t0.533\t-1.627\t0.098\t0.424\t-1.735\t-1.418\n2\t-0.556\t0.307\t1.209\t-1.139\t0.173\t0.647\t-1.420\t-1.038\t1.616\t-1.146\t-0.350\t-2.016\t-0.786\t0.776\t0.959\t0.794\t-0.035\t-1.075\t0.414\t-0.442\t-1.608\t0.029\t1.270\t1.110\t1.178\t0.303\t-0.930\t0.587\n0\t0.150\t1.200\t0.454\t0.649\t-1.080\t-0.519\t0.700\t0.108\t0.477\t0.614\t0.166\t1.582\t-0.532\t-0.819\t-1.765\t0.749\t-0.570\t1.266\t0.248\t-0.339\t-1.055\t0.847\t-0.054\t0.268\t0.604\t0.266\t-0.850\t0.521\n3\t-1.486\t0.522\t1.569\t0.154\t0.925\t1.452\t1.774\t-2.780\t-0.124\t-0.263\t0.491\t-1.019\t0.598\t1.066\t0.235\t0.431\t-1.063\t0.808\t-0.330\t0.639\t-0.577\t1.157\t-0.916\t0.340\t-0.024\t1.630\t0.533\t0.368\n0\t0.503\t-0.454\t0.224\t1.374\t-0.487\t-1.705\t-0.554\t-0.270\t-1.079\t0.638\t0.364\t0.848\t0.313\t-0.380\t1.219\t0.345\t1.122\t-0.581\t0.838\t0.228\t0.396\t0.612\t-1.616\t-0.249\t-0.367\t0.087\t-0.050\t0.514\n1\t0.155\t1.369\t1.304\t-1.473\t1.071\t-1.486\t-0.402\t-0.520\t0.266\t-1.002\t0.103\t-1.081\t0.172\t-1.317\t-0.398\t0.004\t-0.250\t0.845\t-2.259\t0.175\t-0.830\t0.591\t0.031\t1.088\t-0.233\t1.234\t0.157\t-1.293\n4\t-0.547\t1.346\t0.550\t-1.499\t0.503\t-0.051\t0.886\t-0.438\t1.329\t-0.248\t-2.959\t-0.621\t0.252\t0.136\t-0.484\t-1.557\t1.152\t1.631\t-0.946\t0.871\t0.622\t-1.251\t0.373\t2.846\t-1.324\t1.352\t-0.040\t-0.279\n3\t1.973\t-0.138\t-1.590\t0.166\t0.301\t-0.104\t-1.250\t0.381\t-0.971\t0.001\t-0.474\t1.000\t-1.560\t-1.162\t0.068\t0.005\t-0.233\t0.345\t0.185\t0.894\t0.155\t1.745\t-1.086\t1.615\t0.028\t-1.822\t-2.414\t-0.568\n0\t-1.419\t1.295\t0.500\t-1.391\t-0.693\t-0.171\t-0.156\t0.924\t1.100\t0.377\t1.085\t0.468\t-1.011\t0.046\t-0.518\t1.156\t-0.688\t0.344\t-0.635\t-1.621\t0.088\t0.298\t1.026\t0.714\t-1.220\t-0.025\t-1.068\t-0.815\n2\t-0.440\t-1.201\t-0.446\t0.815\t0.772\t-1.066\t-0.065\t-0.494\t-0.753\t2.406\t-0.390\t1.392\t0.053\t-0.234\t1.453\t1.627\t-0.245\t1.299\t-0.157\t0.045\t0.350\t0.916\t1.752\t-0.836\t0.208\t-1.510\t-0.398\t0.223\n2\t-0.703\t-0.094\t-0.433\t0.676\t0.778\t0.372\t2.154\t0.553\t1.255\t-0.885\t-0.698\t1.980\t-1.354\t0.768\t1.287\t1.176\t-1.595\t-0.351\t0.622\t0.742\t-0.009\t-0.696\t-0.273\t-0.618\t-1.243\t-0.299\t1.849\t-0.279\n0\t0.884\t0.155\t-1.279\t0.720\t0.895\t-0.900\t-0.361\t-1.758\t0.928\t-0.969\t0.630\t0.826\t0.623\t0.109\t0.993\t-0.093\t1.039\t-0.429\t1.241\t0.240\t-0.025\t0.024\t1.209\t-0.435\t0.269\t-0.988\t-0.471\t0.530\n0\t0.187\t-0.437\t-0.103\t-1.353\t0.768\t0.209\t-1.062\t-0.332\t-0.370\t1.226\t0.314\t0.759\t0.266\t-0.426\t-1.112\t-0.836\t0.384\t-1.331\t-0.850\t0.273\t0.457\t-1.590\t-0.536\t-0.511\t0.235\t0.021\t-2.026\t0.686\n3\t0.465\t0.028\t0.424\t2.157\t-1.886\t-0.136\t1.475\t0.308\t1.205\t-0.626\t-1.250\t1.911\t0.075\t0.826\t0.888\t1.280\t0.294\t0.338\t0.497\t-0.642\t1.050\t-0.571\t1.106\t0.795\t-2.206\t0.807\t0.234\t1.334\n2\t1.307\t-0.217\t1.061\t0.072\t-1.531\t-0.008\t-0.619\t0.918\t-0.026\t-1.278\t-1.500\t-0.021\t-2.420\t-0.518\t0.231\t-1.057\t0.994\t1.191\t-1.017\t-0.298\t0.995\t-0.001\t-1.394\t-0.143\t-0.853\t1.108\t0.606\t-0.314\n4\t-0.137\t0.787\t0.934\t-1.382\t1.750\t-1.559\t-1.135\t-0.262\t1.925\t-0.308\t-0.032\t1.432\t-0.300\t-1.178\t-0.417\t1.371\t0.071\t1.931\t0.738\t-0.645\t0.051\t-0.853\t-0.668\t4.479\t1.019\t0.861\t-0.623\t1.570\n1\t-1.083\t1.144\t0.219\t0.566\t0.100\t0.596\t0.258\t0.964\t-1.631\t0.546\t-1.503\t0.630\t-0.277\t-0.476\t-0.055\t0.896\t-0.217\t-0.476\t1.952\t-1.539\t-0.104\t0.082\t-0.110\t-0.306\t-1.453\t0.706\t0.035\t-1.700\n2\t0.672\t0.978\t0.498\t0.308\t0.475\t1.776\t0.878\t-0.626\t0.715\t0.057\t-0.431\t0.670\t0.218\t1.371\t-1.272\t0.579\t-1.582\t-0.531\t-1.163\t-0.205\t-0.326\t-2.357\t-1.437\t0.106\t1.712\t0.713\t-0.919\t0.131\n1\t-0.641\t0.788\t0.556\t2.936\t-0.445\t-0.303\t-0.155\t-0.111\t1.027\t-0.276\t1.972\t0.582\t-0.486\t-0.741\t1.041\t0.029\t0.009\t-0.598\t-0.061\t-0.639\t1.362\t0.717\t-0.175\t-0.189\t0.092\t-0.006\t-0.957\t-1.901\n1\t0.764\t-0.105\t-1.729\t-0.828\t1.305\t-0.724\t0.622\t-0.736\t0.244\t0.524\t-0.661\t-0.134\t0.308\t-0.568\t-0.209\t-0.944\t0.105\t1.076\t-1.163\t-0.706\t-2.044\t0.512\t-1.599\t0.502\t0.570\t0.910\t0.369\t-1.509\n3\t0.220\t-1.434\t1.929\t-0.103\t-0.146\t-0.965\t0.024\t1.387\t1.036\t0.854\t0.546\t-0.359\t-1.450\t-0.201\t-0.236\t1.049\t0.309\t1.612\t1.197\t-0.456\t-1.795\t1.386\t1.359\t-1.366\t1.509\t0.382\t0.161\t1.615\n2\t-1.279\t-0.765\t-0.710\t0.210\t2.287\t0.342\t-0.180\t0.621\t-0.871\t-0.293\t1.069\t1.382\t0.438\t-1.829\t-0.372\t-1.431\t0.061\t-0.496\t0.410\t0.149\t1.380\t0.786\t1.018\t-0.919\t-0.965\t-0.696\t-1.655\t-0.242\n0\t0.344\t-0.362\t-0.201\t1.058\t0.704\t0.689\t1.196\t-0.297\t-0.454\t-0.431\t-1.905\t-0.254\t0.576\t-1.373\t0.437\t1.139\t0.710\t-1.245\t0.384\t0.734\t-0.201\t-1.027\t0.314\t-0.939\t1.094\t1.092\t-0.131\t0.722\n3\t-0.398\t-0.447\t0.612\t-1.559\t-1.078\t0.343\t0.623\t0.642\t-0.787\t-0.978\t-0.507\t0.240\t1.485\t-2.047\t-0.221\t-1.333\t-1.652\t0.967\t0.545\t0.449\t0.921\t-0.480\t-0.433\t2.186\t-0.247\t0.735\t0.006\t-1.848\n1\t0.150\t1.513\t1.169\t1.515\t-0.370\t-1.150\t1.092\t1.050\t0.273\t-1.363\t0.213\t-0.335\t0.914\t0.757\t-0.375\t-0.767\t-0.908\t-0.513\t0.084\t-0.211\t-1.702\t1.394\t-1.397\t-0.934\t-0.347\t-0.672\t-0.294\t0.045\n2\t0.110\t-0.013\t-1.744\t-1.381\t-0.123\t-1.877\t-0.110\t-0.894\t-0.076\t0.170\t-1.858\t0.325\t-0.450\t-2.323\t-0.461\t0.380\t-0.406\t-0.467\t0.154\t-0.479\t-0.267\t-1.326\t-0.518\t1.884\t0.178\t0.269\t-0.643\t-0.395\n0\t-0.123\t-0.145\t0.798\t0.081\t-0.192\t1.307\t-0.843\t-0.052\t-0.958\t-0.366\t0.479\t-0.205\t1.415\t-1.194\t0.174\t0.408\t0.253\t1.369\t0.931\t-1.509\t1.162\t0.483\t0.316\t-0.750\t-0.318\t-0.150\t-0.672\t-0.666\n3\t-2.335\t0.140\t1.416\t-0.168\t-0.716\t-1.120\t1.114\t0.081\t0.121\t-1.444\t-0.917\t0.735\t-0.526\t-0.652\t2.510\t0.070\t-0.172\t-0.136\t-0.678\t-0.073\t1.940\t0.413\t-1.595\t-0.437\t0.104\t-1.506\t-0.468\t-0.961\n4\t2.226\t1.511\t-1.144\t-0.102\t0.049\t0.686\t-1.524\t-1.714\t-1.219\t1.504\t-0.655\t0.809\t0.589\t-0.180\t0.827\t-1.228\t-0.471\t-2.217\t0.098\t-0.792\t2.190\t0.059\t0.819\t0.653\t-0.078\t0.992\t0.033\t0.476\n0\t1.298\t-1.087\t-1.386\t-0.006\t-2.161\t1.231\t1.221\t-0.433\t-0.371\t-0.072\t0.052\t0.127\t0.558\t-0.173\t0.943\t0.446\t-0.607\t1.335\t-1.358\t-0.092\t0.967\t-0.723\t0.310\t0.543\t-0.861\t-0.072\t-0.157\t-0.552\n2\t0.034\t-1.536\t1.586\t-1.211\t1.182\t1.590\t-0.819\t0.791\t0.700\t-0.070\t1.440\t0.649\t0.423\t1.680\t0.770\t0.034\t-1.109\t-0.002\t-1.493\t1.271\t-0.131\t-0.387\t0.960\t-0.119\t1.623\t-0.640\t-0.389\t0.693\n1\t0.000\t-1.500\t-1.188\t-0.518\t0.678\t0.905\t0.939\t-0.131\t-0.376\t-0.940\t0.522\t-1.113\t1.533\t-0.156\t-1.364\t-0.083\t-0.404\t-1.304\t1.743\t0.379\t-0.943\t-1.075\t0.534\t1.017\t0.845\t0.680\t0.245\t1.515\n0\t0.992\t-0.501\t-0.068\t0.285\t-0.667\t-0.701\t0.842\t1.158\t-0.078\t-0.110\t-0.179\t-0.297\t-0.693\t-2.054\t-1.728\t0.967\t1.582\t-0.957\t0.021\t0.009\t-0.275\t-0.243\t0.593\t1.603\t0.404\t0.599\t0.013\t0.949\n0\t0.574\t-0.392\t0.919\t0.798\t-0.217\t0.651\t0.826\t-0.505\t-0.527\t0.211\t-0.379\t1.898\t0.704\t0.296\t-0.558\t1.704\t-0.461\t0.400\t1.073\t0.451\t-0.700\t0.213\t-0.207\t-0.578\t1.319\t0.344\t0.789\t-0.495\n0\t0.327\t-0.101\t-0.098\t0.810\t1.671\t0.251\t0.655\t0.329\t1.018\t-0.463\t1.075\t1.110\t1.083\t-0.660\t-0.168\t0.239\t-1.371\t1.595\t-0.012\t0.284\t-0.577\t-1.327\t-0.604\t0.219\t0.673\t0.162\t0.347\t-0.337\n0\t-0.638\t0.658\t-0.518\t-0.893\t0.286\t-1.878\t0.142\t-0.203\t1.312\t0.101\t0.800\t-0.001\t0.300\t-0.181\t-0.166\t0.997\t0.189\t-0.928\t-0.139\t1.360\t-0.472\t-0.195\t-0.372\t-0.331\t0.839\t0.150\t1.072\t-2.013\n4\t-0.036\t-0.298\t0.922\t0.874\t1.048\t2.112\t0.316\t2.126\t1.612\t1.652\t0.490\t1.002\t1.706\t-1.066\t-0.026\t0.287\t1.214\t0.731\t0.934\t0.517\t0.286\t-1.584\t-0.421\t0.891\t0.034\t-1.480\t-0.491\t2.020\n1\t-1.684\t-0.128\t-1.581\t-2.054\t0.128\t-1.576\t-0.272\t-0.760\t1.110\t0.032\t0.063\t-0.507\t0.106\t-0.057\t-1.460\t-1.383\t-1.085\t-0.831\t-0.588\t-0.703\t-0.084\t-0.269\t0.134\t-0.514\t-0.472\t0.406\t1.159\t-0.250\n4\t-0.990\t2.479\t0.428\t-0.635\t-2.367\t0.777\t-1.550\t0.357\t1.934\t-1.138\t0.738\t-0.812\t1.133\t0.066\t-0.019\t1.207\t0.625\t-0.805\t1.787\t-1.536\t0.276\t-0.823\t-1.487\t-1.134\t-0.049\t0.350\t1.059\t1.476\n0\t0.650\t0.867\t-0.550\t-2.268\t-1.057\t0.155\t-1.066\t-0.411\t0.511\t-0.285\t0.081\t-0.665\t1.882\t-0.722\t-0.049\t0.540\t-1.045\t0.015\t-0.209\t0.772\t0.038\t-0.585\t0.297\t1.125\t-0.298\t0.061\t-0.079\t0.397\n4\t0.512\t1.093\t0.362\t0.268\t0.265\t0.370\t-2.002\t1.698\t-1.257\t1.474\t-0.691\t2.472\t-1.077\t-0.287\t0.706\t-1.159\t1.223\t-2.703\t-0.034\t-1.214\t1.175\t-0.658\t1.018\t0.028\t-1.464\t-0.130\t-1.194\t-0.985\n3\t-0.954\t-1.629\t0.532\t-0.746\t0.225\t-0.198\t1.293\t0.475\t1.103\t0.760\t1.762\t-1.565\t1.467\t-0.790\t-1.090\t-1.250\t-0.414\t0.424\t1.384\t-1.907\t0.303\t-0.985\t-1.255\t-0.554\t0.094\t-0.660\t-1.235\t-0.413\n2\t1.808\t0.179\t0.222\t0.322\t-0.142\t0.848\t0.237\t0.788\t0.944\t0.428\t0.502\t-1.010\t-0.550\t0.843\t1.424\t-1.940\t-0.568\t0.024\t-0.879\t-0.823\t0.475\t1.581\t-2.032\t-0.170\t0.463\t0.780\t0.319\t1.761\n3\t-0.397\t0.811\t0.099\t-0.925\t-0.789\t1.885\t0.407\t0.323\t-0.250\t0.438\t-0.319\t1.104\t0.326\t0.742\t-1.814\t1.630\t0.426\t-0.765\t2.971\t-0.946\t1.413\t0.157\t-0.210\t-0.530\t-1.483\t0.512\t0.855\t0.421\n2\t0.076\t-0.646\t0.045\t-1.767\t-1.881\t-1.358\t-0.670\t1.599\t-0.501\t-1.043\t-0.679\t-0.515\t-0.028\t1.079\t-0.255\t-1.163\t-0.631\t0.073\t-1.524\t-0.813\t0.522\t1.846\t-0.165\t0.150\t-1.360\t-0.696\t-1.163\t0.223\n2\t0.881\t0.296\t-1.227\t0.165\t0.773\t-0.115\t-0.523\t0.554\t-0.988\t0.868\t-0.436\t-2.122\t-0.455\t-0.057\t0.552\t0.437\t-1.290\t0.122\t-0.534\t-0.360\t-0.998\t-0.051\t3.132\t1.856\t-0.999\t0.066\t-0.314\t0.142\n2\t0.487\t0.197\t0.774\t-1.051\t-0.340\t-0.226\t0.456\t-0.793\t0.916\t1.186\t-0.989\t-0.491\t-0.532\t2.632\t-0.430\t1.678\t-1.267\t-0.990\t-0.687\t-0.846\t-0.268\t-0.709\t-0.819\t1.158\t1.224\t0.949\t0.524\t0.093\n2\t0.684\t-1.366\t1.212\t0.261\t-0.369\t0.143\t-1.776\t0.409\t-1.029\t-1.353\t-1.522\t1.113\t-0.629\t1.534\t-0.536\t-1.707\t-1.117\t1.236\t-0.156\t-0.548\t0.160\t0.502\t1.117\t1.448\t-0.360\t-1.326\t-0.413\t0.260\n3\t-0.810\t-0.805\t0.020\t-1.532\t-0.270\t0.253\t1.785\t0.403\t0.625\t1.164\t-0.965\t-0.165\t2.425\t-0.079\t1.116\t0.964\t-1.478\t0.310\t0.147\t0.330\t-0.754\t-1.117\t-0.476\t-0.098\t1.185\t1.817\t1.397\t0.860\n4\t0.349\t1.988\t-0.885\t-0.644\t0.609\t0.226\t0.351\t-1.405\t2.181\t0.452\t-1.582\t0.611\t-1.103\t0.929\t-1.316\t1.006\t-1.221\t-0.974\t0.138\t-0.612\t-0.554\t-1.530\t-0.330\t0.884\t1.878\t0.828\t0.685\t-1.689\n0\t0.078\t-0.054\t-0.257\t-0.403\t-0.588\t2.255\t-0.366\t-0.659\t0.506\t-0.101\t-0.922\t-0.250\t-0.060\t0.430\t0.313\t-1.015\t0.609\t0.892\t-1.076\t-0.777\t-0.176\t0.220\t0.258\t-0.043\t-1.432\t1.012\t-0.992\t1.351\n4\t1.456\t-2.386\t0.109\t1.743\t0.322\t-0.030\t0.283\t-1.381\t-0.314\t2.685\t0.230\t-0.139\t0.619\t-0.888\t-1.118\t-1.502\t-1.145\t-1.474\t1.256\t0.562\t0.103\t-0.113\t-1.704\t-1.448\t0.890\t-0.428\t-0.723\t-0.295\n4\t0.413\t0.148\t-1.410\t0.585\t-0.662\t-1.433\t0.431\t-1.258\t-2.091\t1.297\t-0.561\t-1.744\t-0.963\t-0.721\t1.144\t-1.663\t-1.339\t0.980\t-0.450\t0.228\t-0.491\t2.021\t-1.290\t0.282\t1.503\t-0.375\t-0.754\t0.767\n0\t0.642\t-0.061\t1.379\t1.101\t0.279\t-0.066\t-0.157\t-0.030\t0.061\t1.421\t-2.037\t-0.419\t0.205\t-0.603\t-0.286\t-0.441\t1.303\t-0.423\t-0.721\t0.781\t-0.535\t-0.168\t-1.107\t-0.406\t-0.035\t-1.265\t-0.100\t0.513\n4\t1.924\t0.576\t0.623\t-0.600\t-0.286\t1.698\t-1.837\t-0.563\t0.602\t0.071\t0.885\t-0.547\t-1.907\t-1.692\t0.484\t-0.129\t2.724\t-0.817\t-1.727\t1.897\t0.799\t-0.560\t2.535\t-0.452\t2.316\t-0.545\t0.957\t-0.262\n2\t-1.045\t0.431\t2.442\t-0.019\t0.050\t0.201\t2.004\t0.393\t0.390\t0.067\t-1.734\t-0.154\t0.149\t1.756\t1.562\t-1.037\t0.687\t-0.127\t1.312\t-0.079\t-0.345\t-0.790\t-0.489\t-0.065\t-1.244\t-0.146\t-1.239\t0.580\n1\t0.250\t-2.441\t-0.184\t-0.206\t-1.364\t-0.928\t0.810\t0.231\t0.102\t0.306\t0.093\t1.243\t0.123\t-1.458\t1.630\t0.370\t-0.589\t-1.253\t0.396\t-0.117\t1.574\t-0.346\t-0.837\t0.896\t0.925\t0.169\t0.676\t-0.038\n0\t0.248\t-1.026\t0.368\t0.129\t-0.542\t0.708\t-1.396\t0.151\t1.557\t-0.200\t0.769\t0.736\t-0.360\t-1.370\t-0.606\t0.312\t1.055\t-1.614\t-0.793\t0.025\t-0.835\t1.442\t-0.140\t0.269\t-0.836\t0.720\t-0.919\t0.448\n2\t-0.021\t0.174\t-1.678\t0.263\t0.650\t0.244\t-0.725\t-0.863\t0.182\t0.803\t1.309\t0.765\t0.512\t-2.543\t-0.614\t0.313\t-0.680\t-0.930\t-1.062\t1.765\t-1.300\t-0.212\t-0.728\t-0.864\t0.411\t0.823\t-1.177\t0.053\n2\t-0.953\t2.022\t-1.438\t0.034\t0.383\t0.759\t-1.758\t-1.195\t-0.142\t-0.597\t0.572\t-0.457\t0.680\t-1.684\t1.200\t1.589\t1.268\t0.532\t-1.182\t-0.198\t-0.341\t-0.004\t-0.480\t0.270\t-0.901\t-1.328\t0.413\t0.543\n1\t-0.085\t-1.958\t-0.106\t1.326\t-0.819\t0.225\t-1.128\t-0.015\t1.753\t1.504\t-0.177\t1.648\t-0.965\t-0.623\t0.036\t0.495\t-0.549\t0.133\t0.260\t-0.419\t-1.002\t1.462\t0.842\t-0.402\t0.057\t0.089\t-1.240\t-0.690\n0\t-1.253\t0.879\t-0.151\t0.349\t0.208\t-1.539\t-0.564\t-0.228\t-0.133\t0.479\t0.925\t0.370\t1.762\t0.439\t-0.534\t1.284\t-1.220\t0.534\t-0.150\t-0.858\t0.209\t-0.285\t-1.846\t0.184\t-1.032\t0.122\t-0.127\t0.431\n1\t0.195\t-0.344\t-0.211\t0.099\t0.784\t-0.544\t0.016\t-0.568\t0.394\t1.189\t-1.079\t0.103\t2.175\t-0.100\t-0.254\t-0.806\t-0.155\t-0.251\t-1.601\t-1.007\t0.634\t-1.402\t-0.485\t-1.820\t-0.835\t-0.941\t0.380\t1.326\n4\t-0.680\t-0.217\t1.145\t2.068\t-0.235\t-0.922\t0.739\t1.721\t-1.333\t0.533\t2.150\t0.024\t0.520\t0.331\t-0.163\t2.761\t0.511\t0.787\t-1.701\t-0.193\t0.828\t-0.457\t1.198\t-0.538\t0.148\t1.560\t-0.045\t1.137\n3\t-1.226\t-1.464\t0.224\t1.047\t1.684\t-0.459\t1.079\t-0.039\t-0.173\t0.884\t0.652\t-1.576\t1.477\t1.380\t-0.626\t0.396\t0.494\t0.261\t-0.550\t-0.672\t-0.026\t1.173\t0.544\t-0.371\t0.772\t-2.849\t1.149\t-1.740\n2\t0.011\t-1.450\t1.090\t0.946\t0.066\t-0.732\t1.322\t0.128\t-1.286\t0.252\t-0.919\t-1.212\t-1.119\t1.038\t-0.939\t-1.498\t-0.596\t2.467\t0.219\t1.136\t1.246\t1.462\t0.751\t0.502\t-0.627\t0.009\t-0.262\t-0.412\n0\t0.177\t2.354\t0.484\t-0.297\t-0.108\t-1.172\t1.231\t0.315\t0.332\t-1.064\t0.779\t-0.935\t-0.554\t0.125\t-0.581\t-0.792\t-0.050\t1.010\t0.895\t0.707\t0.486\t-0.476\t1.121\t-1.736\t0.434\t0.841\t-0.090\t-0.722\n2\t1.399\t1.522\t0.359\t-1.122\t2.200\t-1.065\t-0.498\t0.715\t-0.479\t1.037\t-0.204\t-0.637\t1.699\t-0.498\t-1.298\t0.366\t-0.483\t0.217\t0.318\t1.361\t-0.366\t-0.776\t-0.613\t-1.337\t0.970\t-1.050\t-0.661\t-0.917\n2\t-0.003\t2.170\t-0.657\t-1.050\t-1.231\t0.271\t-0.282\t0.150\t-0.322\t-0.909\t-0.079\t-0.754\t2.252\t0.806\t0.955\t-0.142\t-1.006\t1.328\t-0.628\t0.096\t0.941\t0.151\t-1.297\t-1.681\t-0.141\t0.019\t0.404\t1.108\n0\t0.189\t0.601\t-0.787\t-1.416\t-0.311\t-0.179\t-0.235\t-0.916\t0.806\t-0.042\t1.773\t-0.374\t1.062\t1.377\t-0.590\t0.473\t0.485\t-1.426\t0.843\t0.325\t-0.690\t-0.401\t0.005\t0.647\t-0.116\t-1.266\t0.333\t-0.264\n1\t-1.166\t0.410\t-0.119\t-1.060\t0.955\t0.858\t1.368\t0.216\t-1.656\t1.874\t-1.406\t-0.891\t-0.524\t0.599\t-0.301\t0.627\t-1.127\t-0.236\t0.905\t1.119\t0.799\t0.462\t-0.657\t-0.805\t0.769\t0.085\t-0.886\t0.888\n2\t0.794\t0.678\t-0.782\t0.115\t0.476\t-0.534\t-0.013\t-0.657\t-0.856\t-1.244\t-1.154\t-0.395\t-0.623\t0.886\t-0.734\t-0.158\t0.202\t-0.846\t-0.383\t-2.707\t1.071\t0.300\t2.804\t-0.131\t0.647\t0.960\t0.182\t-1.491\n3\t0.074\t0.755\t0.124\t1.106\t0.823\t-1.248\t0.869\t0.141\t-0.092\t0.671\t0.494\t-0.563\t0.454\t-1.456\t0.909\t0.439\t0.515\t-0.450\t3.113\t1.092\t-0.167\t0.613\t0.568\t0.433\t-3.281\t0.314\t1.048\t-0.466\n1\t1.878\t-0.905\t0.955\t0.154\t2.139\t0.099\t0.350\t-0.753\t-0.103\t1.539\t-0.225\t0.183\t0.286\t-0.017\t0.563\t1.004\t1.154\t0.320\t-0.358\t-0.003\t1.790\t-1.115\t0.778\t-0.316\t-1.212\t-0.870\t0.060\t0.910\n2\t-0.082\t-1.353\t0.500\t-1.403\t-1.682\t1.163\t0.522\t-0.800\t0.423\t-0.198\t0.806\t3.053\t-0.886\t-0.351\t-1.180\t1.045\t-0.230\t-0.222\t-0.427\t-0.585\t-0.524\t-0.388\t0.786\t0.929\t0.157\t1.442\t0.629\t-0.629\n3\t-1.246\t-1.258\t0.877\t-1.404\t0.299\t0.131\t-0.858\t0.836\t-1.182\t-0.549\t-1.091\t0.765\t1.184\t0.249\t2.539\t0.446\t0.632\t1.007\t-0.672\t0.408\t-0.967\t-1.318\t1.092\t-0.850\t0.183\t1.632\t-1.811\t0.651\n4\t-0.660\t1.097\t1.665\t-1.607\t0.538\t1.297\t-0.104\t0.148\t-0.130\t1.535\t-1.104\t-0.258\t2.149\t-0.621\t-1.541\t-0.011\t1.080\t-0.038\t-0.486\t0.501\t2.490\t-0.256\t2.072\t0.413\t-0.865\t1.663\t-0.349\t-1.558\n3\t0.843\t0.736\t-1.814\t0.849\t0.235\t2.360\t-0.525\t0.743\t-0.589\t-0.666\t0.742\t-1.504\t-1.045\t0.183\t-0.503\t0.244\t0.170\t-0.244\t-2.064\t0.160\t0.843\t0.463\t-1.817\t-0.624\t0.846\t1.357\t-0.007\t-1.697\n0\t-0.784\t1.416\t1.263\t-0.414\t-1.092\t0.281\t1.131\t-1.259\t-1.247\t0.586\t0.138\t0.855\t0.292\t0.369\t0.162\t0.040\t0.657\t-1.352\t-0.046\t-0.440\t-0.498\t0.627\t0.816\t0.786\t0.812\t0.278\t-1.429\t-0.249\n1\t-0.288\t-1.344\t-0.389\t0.966\t1.277\t0.954\t1.989\t-0.721\t1.445\t0.961\t-0.041\t-2.269\t-0.271\t-0.047\t-1.253\t-0.108\t-0.086\t0.290\t-0.976\t-0.232\t-0.943\t-0.036\t-1.307\t-0.386\t0.276\t-0.549\t-0.153\t0.022\n4\t-0.688\t-0.544\t-2.055\t0.671\t-0.364\t1.561\t-0.621\t-1.341\t-0.844\t0.704\t-1.917\t1.056\t-0.722\t0.252\t-2.164\t-1.624\t0.625\t-0.572\t0.832\t-0.660\t-0.622\t-1.438\t-0.043\t-0.765\t0.577\t1.624\t0.401\t1.616\n2\t-1.396\t-0.942\t0.764\t-0.342\t-0.509\t-0.389\t-0.409\t-0.553\t-0.218\t1.147\t-0.018\t1.743\t0.431\t-0.267\t-0.330\t1.357\t0.070\t-0.665\t0.771\t0.143\t-1.678\t-1.796\t-0.851\t-1.418\t-0.920\t-1.644\t-1.384\t-0.546\n2\t-0.143\t-1.044\t-0.684\t-0.927\t-1.307\t1.366\t-2.092\t1.370\t1.246\t0.500\t-1.115\t-1.582\t-0.548\t0.625\t0.003\t-1.043\t1.148\t1.684\t-0.227\t0.109\t-1.509\t-0.414\t0.510\t0.355\t-0.508\t-0.274\t-0.447\t-0.278\n3\t-0.539\t1.185\t-0.320\t-1.134\t-0.462\t0.054\t-1.336\t1.626\t0.868\t1.430\t0.392\t-2.094\t1.535\t-0.864\t-0.782\t0.156\t1.378\t1.053\t0.906\t-0.312\t-0.328\t0.346\t-0.130\t0.889\t0.830\t0.591\t-2.526\t0.128\n4\t-0.627\t-0.171\t0.650\t-0.350\t-0.505\t-0.587\t0.233\t-0.176\t0.682\t0.357\t-2.915\t-1.752\t-0.501\t0.980\t-0.652\t0.375\t0.598\t0.540\t-0.547\t-1.148\t-1.312\t2.971\t0.455\t1.841\t-0.833\t1.248\t-0.477\t-0.029\n3\t1.445\t-1.506\t-0.351\t-2.124\t0.008\t0.466\t0.383\t-0.602\t-2.144\t-1.242\t1.256\t0.879\t-0.091\t0.162\t-1.028\t1.291\t-0.719\t0.437\t-1.328\t-0.178\t1.248\t-0.947\t0.749\t-1.081\t-0.902\t-0.009\t0.972\t-0.298\n0\t0.701\t0.775\t0.552\t-0.084\t-1.211\t-1.438\t-0.959\t-0.453\t-0.448\t-0.037\t0.713\t1.093\t0.322\t0.843\t-0.254\t0.793\t-0.139\t-0.887\t-1.237\t-0.550\t1.157\t-0.827\t1.127\t0.918\t0.326\t0.229\t0.302\t-0.411\n1\t0.661\t0.896\t0.416\t0.144\t-1.269\t-0.286\t0.136\t2.526\t-1.191\t1.214\t0.570\t-1.847\t0.729\t-0.287\t1.249\t-0.065\t1.030\t-1.042\t0.232\t0.295\t-0.657\t-0.230\t-0.364\t1.017\t-0.203\t0.041\t1.111\t0.533\n0\t-1.288\t0.308\t0.854\t-0.721\t-0.313\t0.714\t-0.733\t-0.108\t0.435\t0.957\t0.162\t-0.758\t0.276\t-0.451\t-0.098\t-1.094\t-0.875\t0.575\t0.239\t-0.373\t-0.844\t1.229\t0.504\t2.140\t-0.814\t-1.373\t0.369\t-0.132\n1\t0.125\t0.258\t-1.194\t0.996\t0.380\t0.567\t1.688\t-0.606\t-0.126\t0.327\t-0.935\t-0.188\t0.493\t-0.325\t1.309\t-1.511\t1.123\t0.661\t-0.569\t-0.924\t-2.080\t-0.795\t1.047\t-0.056\t1.163\t-0.620\t0.707\t-0.717\n0\t0.365\t1.999\t0.094\t0.380\t-0.783\t1.836\t-0.601\t0.244\t-0.045\t-1.075\t-0.928\t0.636\t0.196\t0.129\t0.633\t0.321\t0.362\t-0.018\t-0.207\t1.215\t-0.322\t1.623\t-0.672\t-0.340\t0.360\t-0.894\t-0.021\t-0.265\n0\t0.238\t-0.271\t2.293\t-0.860\t-0.194\t0.916\t-0.818\t0.766\t-0.479\t1.003\t0.977\t-0.090\t-1.000\t-0.391\t-0.015\t0.888\t0.321\t0.538\t0.349\t0.846\t-0.200\t0.165\t0.028\t-0.438\t1.012\t0.991\t1.206\t-0.764\n4\t0.311\t0.956\t-2.134\t-2.447\t-0.142\t-0.762\t0.853\t-0.094\t0.263\t-1.434\t-0.392\t0.836\t0.331\t-1.988\t-0.319\t2.655\t1.121\t-1.451\t-0.811\t-0.276\t-0.335\t0.440\t0.156\t0.037\t-0.095\t-1.672\t0.592\t0.235\n0\t-0.809\t0.828\t-0.141\t0.786\t-0.754\t0.603\t-0.856\t-1.763\t-0.223\t0.909\t0.685\t-0.740\t0.372\t0.203\t-0.412\t-0.089\t1.036\t-0.355\t-0.779\t0.255\t-1.167\t-0.192\t0.430\t0.148\t-0.277\t0.190\t0.726\t1.156\n0\t-0.124\t1.000\t-0.773\t-0.432\t0.473\t-0.671\t-0.691\t-1.498\t1.333\t0.483\t0.830\t-0.533\t1.832\t0.315\t0.647\t0.317\t0.174\t0.149\t-0.778\t0.357\t0.329\t-0.351\t-0.327\t0.088\t-0.975\t0.161\t0.998\t-1.275\n1\t0.189\t0.211\t-0.673\t-0.036\t0.553\t1.743\t-1.171\t0.534\t0.479\t-1.612\t-1.843\t0.496\t-0.887\t-0.157\t0.066\t1.591\t1.465\t0.915\t0.007\t1.389\t-1.562\t0.610\t-1.118\t-0.184\t0.863\t-0.090\t-0.060\t-0.370\n0\t-0.300\t-0.233\t-0.084\t0.477\t0.645\t-1.387\t-0.282\t1.227\t-1.316\t0.074\t-0.171\t-0.567\t1.591\t0.037\t1.511\t0.006\t0.460\t-0.577\t-0.566\t0.409\t0.428\t0.598\t0.377\t-1.336\t-0.806\t0.850\t-1.958\t0.293\n3\t-1.593\t-1.927\t0.753\t1.111\t-1.294\t0.953\t-0.765\t-0.327\t-0.573\t1.773\t-1.248\t-0.696\t0.526\t-0.838\t1.662\t0.055\t0.959\t0.246\t0.253\t1.068\t0.623\t1.318\t-0.291\t0.324\t-1.857\t-1.161\t-0.863\t-0.839\n4\t-1.276\t-2.330\t-0.442\t-1.074\t0.040\t0.183\t-1.710\t-2.085\t0.552\t-0.408\t-0.857\t-0.274\t0.442\t0.968\t-0.016\t0.244\t0.921\t0.899\t1.135\t-1.290\t-2.803\t-0.790\t0.936\t-0.059\t1.261\t-1.253\t-0.773\t0.423\n3\t-0.440\t0.589\t1.199\t-0.115\t0.351\t-0.586\t0.586\t-2.801\t-1.626\t0.573\t-1.636\t-0.489\t1.403\t0.864\t2.395\t0.075\t-0.083\t0.010\t-0.925\t-0.213\t-1.261\t1.173\t0.738\t-1.160\t-0.665\t0.391\t0.271\t-1.050\n3\t0.161\t-0.018\t2.938\t-0.667\t-0.676\t0.694\t-0.595\t-0.291\t-1.086\t0.492\t0.504\t-0.315\t0.715\t-1.858\t-0.707\t-0.170\t-1.172\t-1.749\t-0.308\t0.694\t1.282\t-0.547\t0.733\t0.637\t1.219\t-0.350\t-1.799\t0.070\n0\t-0.309\t-1.379\t0.090\t0.025\t0.547\t-0.470\t-0.975\t0.314\t-0.578\t0.504\t-1.031\t0.794\t1.490\t-0.167\t1.349\t0.753\t0.337\t-0.013\t-0.544\t1.198\t0.996\t-1.045\t0.115\t-0.814\t0.475\t0.749\t-1.563\t-0.084\n4\t0.177\t0.640\t-0.146\t-0.839\t1.630\t0.395\t0.951\t-0.220\t0.309\t1.213\t0.329\t0.047\t-1.025\t-2.016\t1.829\t0.021\t2.444\t0.586\t-0.611\t-0.164\t1.579\t1.424\t0.937\t-1.515\t-1.533\t1.293\t0.607\t1.565\n4\t-0.914\t1.080\t0.121\t-0.037\t-0.807\t2.486\t-0.743\t-1.338\t-0.532\t-0.557\t-0.206\t0.865\t1.780\t1.486\t-2.043\t0.060\t0.231\t-0.078\t0.305\t1.222\t-0.121\t-0.867\t0.041\t-2.769\t1.067\t-0.487\t0.897\t0.023\n3\t0.134\t-0.589\t-0.818\t-0.791\t2.057\t-0.018\t-0.465\t0.073\t-0.881\t0.997\t0.928\t0.190\t-1.253\t0.663\t-0.447\t0.207\t-0.831\t-0.513\t2.368\t-2.386\t-0.019\t-0.708\t-2.113\t0.376\t-1.457\t-0.038\t0.789\t0.909\n0\t-0.361\t0.742\t0.148\t0.985\t0.256\t-0.762\t0.168\t-0.155\t0.881\t0.344\t-0.179\t0.700\t-0.698\t0.787\t-0.158\t0.403\t-0.880\t-1.268\t0.648\t1.369\t-0.805\t-1.060\t1.023\t-0.224\t1.928\t1.135\t0.342\t0.498\n0\t-0.824\t-0.323\t1.467\t-0.043\t-0.795\t0.170\t0.009\t1.056\t-0.044\t-0.010\t-0.052\t0.168\t1.517\t0.725\t-1.042\t0.282\t0.346\t0.377\t-1.480\t0.146\t-0.568\t-1.497\t1.209\t-0.282\t-0.267\t0.882\t1.024\t-0.249\n0\t-0.707\t-0.728\t0.329\t1.220\t1.106\t0.478\t-1.148\t-0.980\t-0.615\t-0.493\t0.249\t-0.641\t0.409\t-1.028\t1.129\t-0.130\t0.502\t0.059\t-1.235\t0.707\t-0.836\t-0.488\t-1.828\t-0.783\t-0.766\t-0.639\t0.305\t0.302\n1\t-2.419\t0.082\t0.362\t-0.383\t-0.851\t0.159\t-0.942\t1.872\t1.517\t0.658\t0.090\t-0.660\t-0.021\t1.639\t0.869\t0.204\t0.924\t0.546\t0.396\t0.981\t0.517\t0.859\t0.161\t-0.254\t-0.548\t-0.667\t-1.605\t-0.912\n2\t2.220\t0.606\t-0.203\t-0.055\t-0.421\t0.090\t-0.037\t-0.841\t1.683\t-1.487\t0.718\t-0.101\t1.901\t0.341\t-0.360\t-0.248\t0.040\t-1.143\t-0.767\t-1.785\t-0.923\t0.094\t0.300\t-1.979\t-0.137\t0.563\t-0.163\t-0.634\n3\t-1.736\t-0.892\t0.117\t1.981\t-0.579\t-0.551\t0.573\t-0.792\t-0.370\t-0.086\t0.033\t0.417\t-1.467\t0.671\t0.350\t0.683\t0.133\t-0.765\t-2.331\t-0.615\t-0.773\t-0.238\t-0.613\t-2.252\t0.833\t0.500\t-2.308\t-0.518\n4\t-0.569\t-0.856\t0.035\t1.267\t-1.320\t0.388\t0.988\t0.451\t1.035\t0.537\t-0.697\t1.796\t0.520\t2.284\t-1.862\t2.390\t0.864\t0.470\t-0.922\t0.741\t1.198\t-1.757\t0.570\t-0.646\t0.578\t-1.030\t1.271\t-0.080\n0\t0.303\t0.075\t1.871\t0.321\t-0.120\t-0.903\t0.323\t0.573\t1.717\t-0.205\t0.233\t-0.287\t0.586\t0.638\t-0.529\t0.055\t0.100\t0.325\t1.041\t1.519\t-1.433\t0.943\t-0.943\t0.571\t0.307\t-0.628\t1.532\t-0.459\n1\t-0.243\t-0.802\t0.655\t0.934\t0.136\t-0.179\t-0.504\t-0.042\t0.690\t-0.668\t-0.801\t0.600\t-0.848\t0.151\t0.098\t0.000\t-0.643\t1.734\t0.398\t-0.514\t0.331\t1.832\t0.090\t1.533\t-1.148\t-0.851\t-2.140\t1.976\n0\t-0.978\t0.359\t-0.226\t0.253\t-0.930\t-1.637\t-1.276\t-0.249\t-0.849\t1.714\t1.036\t-0.565\t0.241\t-0.656\t1.022\t-0.977\t-0.852\t-1.100\t-0.665\t-0.408\t0.220\t0.786\t0.480\t0.031\t1.631\t0.288\t0.119\t0.586\n4\t0.030\t-0.053\t0.337\t0.548\t-0.829\t-1.872\t0.397\t-1.852\t0.322\t0.733\t1.126\t-0.130\t2.008\t-1.391\t1.456\t-0.767\t0.036\t0.157\t1.348\t-1.098\t2.136\t-2.144\t-0.080\t0.574\t1.033\t-1.428\t-1.970\t1.311\n0\t0.392\t-0.455\t-0.255\t0.505\t2.026\t0.211\t-0.163\t1.063\t-0.497\t0.391\t1.806\t0.415\t1.216\t-0.212\t-0.423\t0.129\t-0.126\t-0.045\t-0.704\t-0.490\t-0.385\t0.750\t0.650\t-0.347\t-1.379\t0.363\t-0.546\t-0.285\n4\t0.446\t0.847\t-2.005\t-0.730\t0.487\t-0.512\t0.567\t0.018\t2.114\t-1.409\t-1.084\t1.081\t1.664\t0.934\t0.354\t-0.255\t-0.947\t0.265\t0.283\t-1.761\t1.105\t-1.187\t1.976\t-1.529\t1.812\t-1.204\t-0.416\t-2.308\n1\t0.253\t0.966\t1.812\t-1.162\t2.182\t-0.044\t0.264\t0.060\t1.498\t0.958\t-0.145\t-1.127\t-0.243\t-1.337\t0.891\t-0.678\t-0.102\t1.173\t0.807\t0.383\t-0.796\t0.485\t-0.795\t0.494\t-1.307\t1.207\t0.200\t-0.013\n3\t-0.611\t-0.277\t-0.968\t1.294\t-1.152\t-0.944\t0.441\t-0.890\t0.648\t-1.238\t0.707\t1.516\t0.344\t-0.370\t-0.381\t1.324\t0.952\t0.188\t-1.830\t-2.185\t1.967\t0.051\t-0.719\t-0.620\t0.649\t-0.669\t1.810\t0.341\n2\t-0.045\t-1.627\t1.218\t-1.721\t0.083\t0.037\t-1.708\t1.088\t-0.606\t0.534\t0.366\t-0.520\t-1.109\t-1.441\t-0.391\t1.638\t0.404\t1.160\t0.078\t-0.564\t0.062\t-0.076\t-1.773\t0.256\t-1.091\t-1.324\t0.054\t0.416\n0\t0.099\t0.315\t-1.475\t-0.050\t-0.225\t-0.600\t0.774\t0.846\t0.120\t1.260\t0.684\t-0.119\t0.130\t-1.683\t0.537\t0.688\t1.187\t-0.424\t0.352\t0.223\t-0.877\t0.302\t-0.263\t1.695\t0.241\t1.484\t-0.468\t-0.683\n2\t0.050\t-0.012\t1.459\t-0.625\t0.492\t0.004\t0.152\t0.258\t-0.529\t1.010\t0.595\t0.588\t-0.780\t1.651\t0.231\t-0.365\t-0.893\t-0.618\t-0.157\t-3.115\t1.670\t0.692\t1.233\t-0.118\t1.106\t0.719\t0.351\t-0.300\n4\t2.537\t-1.399\t-1.208\t0.175\t0.707\t0.864\t0.288\t-1.519\t-0.220\t-1.766\t0.395\t0.456\t-0.126\t-1.183\t-0.819\t-1.623\t-0.051\t3.168\t-0.102\t-0.420\t0.217\t-1.150\t-1.116\t-0.619\t0.885\t0.334\t-0.159\t0.749\n1\t0.788\t0.261\t2.078\t0.222\t1.542\t0.051\t0.330\t0.220\t0.042\t0.224\t1.019\t1.235\t0.403\t0.860\t-0.476\t1.108\t0.055\t1.090\t0.890\t-0.886\t-0.183\t0.229\t-1.525\t-1.484\t0.343\t-0.692\t-0.799\t1.075\n0\t-0.208\t0.811\t-1.428\t0.754\t0.596\t1.787\t-0.170\t-0.169\t0.087\t0.350\t-0.023\t0.607\t-0.534\t0.560\t0.840\t0.989\t0.270\t0.356\t-0.217\t-0.203\t1.296\t-0.906\t-0.979\t0.420\t-1.578\t0.255\t-0.383\t-0.698\n4\t1.255\t1.436\t-0.528\t1.456\t-2.627\t-2.537\t-0.319\t-1.456\t0.009\t-1.843\t-0.951\t-0.207\t0.282\t1.326\t-0.637\t0.640\t-0.266\t0.867\t-0.844\t0.447\t-1.044\t0.038\t-0.785\t0.408\t0.431\t-0.110\t0.821\t1.029\n2\t-0.608\t0.551\t-1.196\t0.379\t-0.167\t0.056\t0.517\t0.342\t-0.653\t0.207\t0.759\t2.294\t2.788\t-0.770\t-0.172\t0.628\t0.960\t0.398\t-0.161\t0.369\t1.957\t-0.593\t0.352\t-0.974\t-0.478\t0.248\t0.567\t-1.553\n0\t0.648\t0.001\t-0.121\t-0.339\t0.006\t0.023\t-1.131\t-0.557\t0.594\t-0.132\t0.494\t-0.166\t-0.571\t1.023\t0.643\t-0.108\t0.776\t0.621\t-0.572\t0.165\t0.377\t0.488\t1.760\t0.645\t0.657\t-1.086\t2.654\t-1.288\n4\t-1.302\t-0.677\t0.041\t-0.185\t-2.022\t0.556\t-2.475\t-1.226\t-1.843\t0.949\t-1.119\t-2.027\t1.244\t1.988\t1.060\t0.630\t-1.292\t-1.871\t-1.324\t-0.395\t0.925\t-2.030\t-1.081\t-0.490\t-1.621\t0.205\t-0.762\t-0.762\n0\t0.446\t-0.189\t-0.036\t-0.149\t0.657\t-0.272\t-0.535\t-0.502\t-1.213\t0.034\t-0.170\t0.195\t-0.593\t0.022\t-0.366\t-0.266\t-0.248\t0.087\t-0.982\t0.028\t-0.945\t0.475\t1.590\t2.000\t0.526\t0.281\t-0.064\t1.340\n3\t1.097\t-0.256\t-0.511\t2.351\t-1.371\t-0.264\t-0.595\t-1.151\t0.136\t-3.035\t-0.924\t0.669\t0.292\t-0.796\t-0.316\t1.802\t1.572\t0.747\t-0.761\t0.660\t0.769\t-0.490\t1.081\t-0.760\t0.704\t-0.039\t0.409\t0.685\n1\t-1.198\t-0.282\t0.534\t1.388\t-0.268\t-0.089\t0.488\t-0.869\t-2.039\t-0.692\t0.489\t-0.351\t0.102\t-1.154\t-0.098\t2.233\t0.752\t1.264\t0.572\t-1.011\t0.736\t0.115\t-1.198\t-0.809\t-0.354\t0.854\t-0.561\t1.457\n3\t-0.922\t-0.617\t1.042\t0.672\t-0.630\t-0.134\t0.779\t-2.385\t0.302\t0.758\t-0.918\t0.650\t0.015\t1.811\t-0.523\t0.591\t-1.470\t0.075\t0.815\t-0.525\t1.120\t0.920\t0.144\t-0.271\t-3.084\t-0.649\t1.101\t-0.273\n1\t0.232\t0.004\t-0.426\t-1.031\t-0.194\t0.974\t-0.016\t0.610\t1.766\t-0.580\t0.303\t1.004\t-0.933\t0.178\t1.872\t-0.340\t1.068\t-0.141\t1.800\t-1.645\t0.065\t-1.479\t-0.701\t-0.707\t-0.267\t-1.188\t-0.072\t0.460\n3\t1.026\t-1.332\t0.352\t-0.709\t0.006\t-0.220\t-1.110\t-0.735\t-0.463\t1.745\t-0.534\t-1.896\t-0.741\t-1.763\t-1.044\t-2.438\t-0.621\t0.373\t-0.413\t-0.360\t2.553\t-0.602\t0.218\t0.106\t0.254\t-0.608\t0.766\t1.188\n1\t0.307\t-2.133\t-1.027\t0.170\t0.136\t-0.223\t0.369\t0.012\t0.121\t-0.639\t0.982\t-0.431\t-1.331\t-0.771\t-0.348\t0.994\t-0.042\t-0.186\t-1.249\t0.785\t-0.652\t-0.100\t1.480\t0.509\t-1.628\t-1.770\t-0.064\t-1.213\n0\t-0.646\t0.405\t0.594\t1.051\t-0.091\t-1.405\t0.669\t0.159\t0.060\t-1.283\t-0.196\t-1.194\t0.482\t-0.430\t-0.520\t-1.537\t1.027\t-0.259\t0.087\t-0.735\t-1.651\t-0.532\t-0.372\t0.293\t-0.355\t-0.718\t-1.503\t0.048\n1\t-0.262\t0.550\t-0.760\t2.326\t-0.002\t0.077\t-1.002\t0.629\t1.025\t0.199\t0.314\t0.243\t-0.903\t1.441\t-0.312\t1.727\t-1.207\t0.907\t0.186\t0.092\t-0.591\t0.670\t0.536\t1.787\t0.669\t-0.408\t-0.431\t0.324\n0\t1.681\t-0.712\t-0.080\t-1.078\t-0.722\t-1.087\t0.245\t0.425\t0.687\t-0.754\t0.508\t0.113\t-0.058\t-1.241\t0.153\t0.185\t0.102\t0.400\t0.695\t-1.098\t-0.217\t0.516\t-0.268\t0.959\t0.090\t-1.955\t0.839\t-0.117\n3\t-2.081\t0.433\t0.892\t-1.262\t-0.278\t0.855\t1.351\t0.550\t0.734\t-1.093\t-1.911\t-0.069\t-2.268\t0.159\t-0.259\t-0.492\t0.690\t-0.659\t-1.369\t0.288\t1.756\t0.703\t1.083\t0.423\t0.796\t0.805\t0.196\t-0.749\n4\t0.201\t1.066\t0.161\t-1.011\t2.001\t-1.763\t1.637\t-0.150\t-0.485\t0.389\t-1.134\t0.523\t3.152\t2.210\t-1.361\t0.404\t-0.732\t0.684\t-0.787\t1.721\t0.429\t-0.737\t-0.367\t-0.578\t-0.201\t-1.170\t-0.599\t1.336\n0\t-1.431\t0.104\t-0.373\t0.885\t1.355\t-1.076\t0.398\t0.413\t1.326\t0.899\t1.121\t0.391\t-1.211\t-0.718\t0.431\t-1.262\t-0.507\t-0.360\t-0.102\t0.388\t0.318\t0.612\t-0.924\t-0.391\t0.462\t-1.141\t0.751\t0.110\n4\t-2.678\t1.006\t0.265\t-0.176\t-1.667\t1.109\t-0.438\t0.565\t-0.011\t-1.615\t1.269\t1.079\t0.764\t0.315\t-1.197\t0.869\t2.205\t0.116\t0.136\t-1.102\t-2.070\t-0.359\t1.482\t1.344\t-0.065\t0.430\t-1.218\t0.111\n0\t0.446\t0.617\t-0.563\t0.747\t-0.463\t1.375\t-0.042\t0.566\t0.297\t0.723\t0.109\t0.717\t0.709\t-1.223\t0.654\t-0.453\t-0.157\t-0.250\t-0.405\t1.394\t-1.374\t-2.725\t-0.559\t-0.190\t-0.808\t-0.949\t0.693\t0.113\n1\t-0.901\t-1.133\t0.350\t-0.844\t0.102\t-0.483\t-1.781\t-2.230\t0.227\t-0.562\t-0.553\t0.696\t1.173\t-0.273\t-0.341\t0.500\t-1.357\t0.223\t0.552\t0.680\t-1.937\t-0.761\t-0.878\t0.100\t0.481\t1.497\t-0.495\t-0.498\n2\t-0.444\t-0.673\t-0.202\t-0.227\t1.921\t0.154\t-0.429\t2.290\t-0.619\t-1.496\t-0.487\t-1.740\t0.351\t-0.046\t0.369\t-0.500\t0.197\t1.583\t0.777\t0.974\t0.630\t1.540\t0.182\t0.057\t-0.004\t-0.726\t-0.178\t1.406\n3\t0.533\t-1.097\t-1.976\t1.699\t1.146\t1.685\t0.026\t0.849\t-0.959\t0.349\t0.013\t0.287\t-0.034\t1.013\t-0.943\t-0.410\t0.041\t0.780\t0.537\t1.296\t1.723\t0.706\t0.250\t-1.144\t-1.545\t-1.454\t-1.030\t0.627\n0\t0.528\t-0.783\t-0.481\t-0.758\t0.847\t0.920\t0.369\t-0.776\t-0.651\t-0.702\t0.357\t-1.581\t-0.397\t-1.339\t0.506\t-0.991\t1.958\t1.045\t-0.089\t0.413\t0.468\t-0.960\t1.238\t-0.096\t-0.768\t0.542\t-1.123\t0.656\n2\t0.235\t-0.443\t-0.510\t0.609\t0.222\t-0.781\t0.644\t-0.335\t0.559\t-1.232\t0.625\t-2.623\t-0.293\t1.231\t-1.485\t0.279\t-1.089\t-0.414\t1.424\t-0.536\t-1.679\t0.006\t0.548\t-0.485\t-0.344\t1.786\t-1.601\t-0.199\n3\t1.219\t-0.147\t0.718\t-2.066\t-0.891\t0.251\t-1.578\t0.361\t-0.662\t-0.778\t0.513\t0.171\t-1.124\t1.123\t0.505\t-2.014\t-0.303\t0.373\t-0.111\t-3.323\t0.064\t0.758\t-0.081\t0.055\t1.020\t-1.584\t0.736\t0.340\n1\t-0.064\t-0.809\t-0.560\t0.686\t0.587\t1.696\t0.341\t-1.407\t-1.541\t0.127\t-0.048\t-0.250\t-1.181\t-0.961\t1.076\t1.020\t0.265\t0.623\t-1.147\t0.317\t-0.650\t1.245\t0.484\t-1.548\t-1.222\t-0.082\t-0.908\t1.116\n1\t1.431\t0.781\t-1.067\t-0.368\t0.584\t-0.796\t-0.016\t0.160\t1.820\t-0.157\t-1.573\t0.771\t1.045\t2.279\t-0.440\t-1.373\t0.353\t0.524\t0.578\t-0.403\t0.428\t0.107\t-0.563\t-1.097\t-0.324\t-0.068\t0.687\t-0.031\n1\t0.715\t0.718\t0.438\t0.020\t0.673\t0.592\t-0.354\t-0.574\t0.102\t1.549\t-1.239\t-1.468\t0.165\t0.051\t0.173\t0.244\t-0.223\t1.490\t-1.601\t-0.828\t-0.103\t-1.643\t-0.176\t1.661\t0.021\t0.231\t-1.260\t-0.616\n2\t1.675\t-1.165\t0.882\t1.149\t0.363\t1.713\t-0.059\t0.659\t-0.439\t0.583\t0.523\t1.202\t0.285\t0.845\t-1.063\t0.818\t0.597\t0.058\t-2.218\t1.450\t-0.307\t-1.247\t-0.353\t-0.683\t-0.137\t-0.773\t0.867\t-0.389\n0\t0.501\t-0.617\t-1.625\t0.944\t0.280\t-0.225\t0.243\t-1.055\t1.032\t0.319\t-0.148\t-0.340\t0.071\t0.483\t-1.743\t-0.783\t-0.331\t-0.371\t-0.712\t0.778\t-0.690\t-1.069\t-0.468\t1.506\t0.013\t-0.482\t-0.330\t-1.752\n3\t-0.124\t0.867\t0.159\t0.091\t-0.114\t-1.447\t1.938\t-0.942\t-1.360\t-0.213\t-0.961\t-0.052\t0.688\t0.995\t0.815\t-0.306\t0.050\t0.408\t-1.758\t0.571\t-1.457\t2.040\t-0.405\t-0.185\t-0.770\t-0.630\t2.274\t0.940\n2\t1.541\t-0.543\t1.333\t-0.425\t-0.360\t-0.330\t-0.107\t-0.175\t0.358\t-0.424\t0.100\t-1.612\t0.782\t1.132\t0.222\t0.748\t-0.837\t1.518\t0.190\t-1.605\t1.215\t0.718\t1.872\t1.664\t1.342\t0.474\t0.713\t-1.079\n1\t-0.263\t0.943\t-1.032\t-0.030\t-0.532\t0.393\t0.140\t0.713\t-0.224\t1.053\t-0.712\t0.906\t1.245\t0.270\t-0.869\t-1.920\t-0.244\t-1.095\t-0.533\t2.209\t-0.219\t-1.428\t-0.602\t0.970\t0.248\t0.694\t1.868\t-0.069\n3\t0.026\t0.390\t-1.087\t1.321\t-1.025\t-1.251\t-0.167\t-1.279\t1.562\t-0.231\t-3.221\t0.200\t0.554\t-0.421\t-1.356\t-0.103\t-0.482\t-0.976\t-1.064\t0.156\t0.903\t0.462\t-1.728\t0.615\t0.772\t1.394\t-0.950\t-0.057\n4\t-0.670\t1.219\t-1.574\t1.100\t1.438\t0.346\t-0.196\t0.312\t-0.604\t2.625\t-0.587\t1.317\t-0.741\t1.597\t2.012\t0.386\t0.287\t-0.957\t-1.076\t0.298\t1.458\t-0.548\t2.208\t-0.610\t0.229\t0.232\t-0.102\t-2.044\n0\t-0.288\t-1.224\t0.229\t1.685\t-1.161\t1.018\t-0.471\t-0.386\t-1.175\t-0.752\t0.647\t0.771\t0.236\t-0.501\t-1.104\t0.062\t-0.365\t0.211\t-0.321\t-0.296\t0.159\t0.352\t1.224\t-0.337\t0.545\t1.804\t0.572\t1.164\n4\t0.095\t-2.240\t0.340\t-0.699\t-2.934\t1.089\t-1.290\t0.949\t-0.975\t-0.464\t-2.284\t0.425\t-0.574\t-0.367\t-0.095\t-1.648\t0.691\t-0.564\t2.295\t-0.480\t-0.390\t-1.357\t-1.614\t0.878\t1.061\t-0.565\t0.121\t1.242\n3\t-0.276\t0.484\t-0.690\t-0.444\t-0.375\t-0.623\t0.445\t-0.221\t-0.250\t-0.753\t-2.078\t-0.803\t0.627\t1.605\t1.251\t0.478\t1.017\t2.611\t0.456\t-0.659\t0.360\t2.227\t-0.709\t0.362\t-0.513\t0.284\t1.523\t0.824\n1\t-0.058\t-1.353\t-0.524\t1.017\t-0.702\t1.488\t1.030\t-0.194\t-0.656\t-0.951\t0.192\t0.415\t1.340\t0.357\t-0.352\t1.374\t0.819\t-0.688\t-0.083\t0.660\t0.305\t-1.008\t0.176\t-0.676\t0.063\t-1.300\t-0.891\t2.099\n0\t0.114\t-0.480\t-1.229\t-0.009\t-0.544\t0.252\t-0.192\t-0.701\t0.386\t-0.238\t1.659\t0.487\t-0.434\t-1.051\t-0.744\t1.523\t-0.618\t1.655\t-0.326\t0.057\t-0.636\t0.323\t-2.071\t-0.038\t-1.191\t-1.137\t-0.022\t0.300\n0\t0.552\t-0.305\t-1.350\t1.242\t-1.553\t1.058\t-0.312\t1.623\t0.381\t0.433\t0.028\t-0.542\t0.669\t-0.261\t-0.461\t-0.381\t-0.123\t0.917\t-0.727\t-1.028\t0.280\t-0.055\t-0.018\t0.968\t-0.382\t0.535\t1.497\t0.143\n3\t0.396\t0.170\t-0.846\t0.608\t-0.755\t-0.102\t1.447\t-0.661\t-1.573\t-1.053\t0.994\t0.255\t-0.129\t-0.509\t0.485\t-0.849\t0.306\t-0.731\t-0.898\t-0.637\t-0.375\t-0.049\t0.235\t-3.688\t-0.808\t-0.392\t1.505\t-1.080\n0\t0.078\t-2.348\t-0.295\t-0.311\t-0.449\t-0.931\t0.500\t-1.197\t0.594\t1.051\t-0.564\t-0.766\t0.061\t1.065\t-1.730\t-0.372\t-0.144\t0.494\t-0.047\t0.333\t0.151\t-0.111\t0.535\t-0.013\t0.192\t-0.018\t-0.434\t0.892\n2\t1.064\t2.081\t-1.597\t1.146\t-0.707\t-0.302\t-0.581\t0.968\t0.382\t-0.375\t-1.401\t0.583\t0.774\t-0.343\t0.833\t1.342\t0.656\t-0.317\t0.652\t0.633\t-0.734\t1.264\t-0.813\t-0.336\t-0.234\t-1.255\t0.549\t1.633\n1\t-1.427\t-0.324\t1.215\t-0.214\t-0.246\t0.609\t0.120\t-1.521\t0.323\t-1.845\t1.228\t0.517\t0.467\t2.105\t-1.106\t0.697\t0.191\t0.557\t-0.424\t0.519\t-0.094\t1.005\t0.281\t0.953\t-0.680\t-0.481\t-1.124\t1.277\n3\t0.789\t-0.306\t1.418\t-0.168\t-1.476\t-0.893\t1.999\t-2.597\t-0.908\t-0.213\t0.536\t-0.282\t-0.064\t-0.199\t-0.415\t0.290\t0.814\t-0.935\t1.132\t-1.203\t1.470\t0.699\t-1.406\t-0.499\t1.447\t0.319\t-1.754\t0.364\n0\t0.854\t-0.788\t0.430\t0.153\t-0.282\t-0.486\t0.663\t0.555\t-0.758\t0.470\t-1.124\t-0.693\t0.379\t0.255\t-1.081\t0.355\t-0.185\t1.062\t0.420\t-1.134\t0.183\t-0.768\t0.077\t0.389\t0.490\t-0.959\t-0.610\t0.046\n2\t-0.343\t-1.627\t-0.427\t-2.182\t-0.931\t-0.462\t0.649\t-0.020\t-0.866\t1.192\t-1.082\t-2.000\t0.877\t-0.454\t0.734\t-0.770\t-0.758\t-1.214\t0.189\t0.685\t0.967\t1.474\t0.521\t-1.012\t1.282\t0.153\t0.883\t-0.409\n2\t0.067\t0.600\t0.373\t0.542\t0.346\t-0.674\t0.466\t0.155\t-0.707\t-1.128\t-0.429\t0.696\t-0.049\t1.254\t-0.062\t-0.922\t-0.126\t0.917\t1.194\t-1.429\t0.067\t0.460\t-2.128\t2.263\t-1.653\t-1.742\t-1.044\t-0.062\n4\t-0.639\t-1.446\t-2.587\t-0.946\t-0.499\t-0.416\t-0.487\t-0.121\t1.690\t-0.602\t1.479\t1.669\t-0.412\t-1.287\t0.377\t1.595\t-2.578\t-0.265\t0.137\t1.720\t-1.817\t0.385\t0.721\t-0.857\t0.252\t0.317\t1.209\t1.320\n3\t-1.554\t-1.550\t0.983\t0.185\t-0.414\t-0.050\t-0.877\t0.123\t0.226\t1.220\t0.262\t-1.635\t-0.452\t0.859\t0.096\t0.277\t-0.568\t1.108\t-0.287\t-1.463\t-0.980\t2.048\t0.191\t-2.266\t1.685\t-1.387\t-0.042\t-0.537\n3\t0.466\t-0.369\t-1.414\t0.508\t1.876\t0.662\t1.158\t0.933\t-0.393\t0.090\t0.869\t-1.580\t0.652\t1.259\t-0.051\t0.814\t-0.554\t0.038\t-0.273\t0.460\t-0.105\t-1.676\t-0.718\t1.943\t0.568\t-2.098\t1.208\t-1.153\n0\t-0.990\t-0.387\t-0.056\t-0.235\t-1.647\t-0.356\t0.801\t-0.496\t0.410\t0.817\t1.022\t0.745\t0.943\t0.500\t-0.703\t0.295\t-0.416\t0.049\t1.988\t1.851\t-1.293\t-0.399\t0.047\t0.194\t-0.072\t1.461\t-0.873\t0.334\n3\t-0.737\t0.415\t-0.196\t-0.795\t2.377\t-1.007\t0.353\t0.057\t-1.026\t-0.337\t-1.343\t2.066\t-0.268\t-0.183\t1.945\t-0.824\t1.294\t0.593\t-1.979\t-0.371\t0.437\t0.036\t0.038\t-0.607\t-0.713\t-0.308\t1.961\t-0.908\n1\t-0.204\t0.279\t-0.304\t-0.858\t1.023\t0.257\t-1.052\t0.291\t0.162\t-0.718\t1.195\t0.135\t-0.217\t-0.083\t0.444\t-0.072\t-0.081\t1.066\t-1.418\t-1.252\t0.777\t2.416\t0.876\t1.864\t-0.434\t-0.637\t0.457\t0.954\n0\t-0.461\t-1.361\t-0.495\t-0.168\t0.880\t0.751\t-0.761\t-0.510\t-0.375\t-0.099\t0.645\t0.541\t-0.029\t-0.457\t0.771\t0.033\t-0.055\t0.012\t1.466\t0.662\t-0.209\t0.218\t-0.353\t-0.705\t0.266\t0.818\t-0.146\t-0.122\n1\t-0.661\t0.188\t0.159\t-1.106\t-0.006\t-1.342\t0.963\t0.591\t0.432\t-0.637\t1.419\t-1.085\t0.050\t-1.169\t-0.183\t1.271\t0.472\t-0.921\t-0.522\t-0.379\t-0.834\t0.273\t2.184\t-0.559\t1.930\t-0.004\t0.322\t0.261\n1\t-0.713\t1.519\t-1.527\t-1.483\t0.458\t-0.626\t-0.665\t-1.079\t0.338\t0.226\t0.119\t-0.583\t-0.751\t-0.163\t0.967\t1.568\t1.111\t0.506\t0.982\t-1.182\t-0.714\t0.524\t-0.118\t0.338\t0.979\t0.824\t-1.091\t0.012\n0\t-0.061\t-1.107\t-0.005\t-0.491\t-1.125\t0.755\t-1.575\t0.524\t0.587\t-0.527\t1.030\t-0.548\t-0.611\t-1.200\t-0.008\t-0.959\t-0.792\t-0.065\t-0.024\t1.256\t0.931\t0.551\t-0.147\t-0.404\t-0.027\t-0.556\t-0.701\t-0.079\n4\t0.658\t-0.697\t1.316\t1.302\t0.138\t0.371\t-1.680\t-0.529\t-1.252\t-0.910\t0.515\t0.756\t0.798\t0.242\t0.523\t-1.589\t-1.290\t-0.209\t0.597\t-0.447\t-1.361\t-0.692\t-0.933\t-1.724\t2.224\t1.233\t-1.976\t-1.922\n2\t-0.718\t1.543\t-0.229\t1.764\t-1.001\t-1.045\t0.073\t0.166\t-0.022\t-0.808\t-0.220\t-0.498\t-1.649\t-0.532\t-0.309\t-1.507\t0.887\t1.691\t0.039\t-1.350\t-0.222\t-0.141\t0.218\t1.808\t-1.079\t0.320\t0.809\t0.757\n2\t1.544\t0.755\t0.496\t-0.558\t-0.867\t-0.457\t0.250\t0.249\t-0.819\t-0.726\t-1.548\t2.280\t-0.898\t-1.684\t-2.488\t-0.672\t0.406\t-0.105\t-0.189\t0.730\t0.584\t-0.898\t0.261\t0.069\t-0.592\t1.429\t-0.777\t-0.577\n1\t0.035\t-0.225\t0.539\t-0.722\t-0.171\t-0.183\t-0.071\t-0.566\t-1.335\t0.933\t-0.116\t1.129\t0.479\t0.515\t1.131\t2.598\t1.304\t0.886\t0.292\t1.259\t-0.747\t0.585\t1.277\t0.952\t-0.076\t0.455\t-0.329\t-0.768\n4\t0.351\t1.092\t1.503\t-1.509\t-0.003\t-0.189\t1.591\t-2.209\t-1.047\t1.433\t-0.470\t-1.301\t1.512\t-1.432\t1.022\t-1.560\t-1.443\t0.200\t-0.848\t0.272\t1.802\t-0.155\t1.628\t0.324\t0.956\t-2.353\t0.636\t0.483\n1\t1.662\t0.089\t-0.335\t-1.957\t1.656\t0.207\t0.760\t0.325\t1.184\t-0.383\t-1.206\t1.094\t0.828\t0.011\t-0.911\t-0.679\t-1.008\t-0.902\t0.105\t-0.128\t-0.861\t-0.380\t-1.321\t0.054\t-0.805\t1.471\t-0.269\t-0.712\n2\t0.021\t0.278\t-0.386\t0.429\t0.572\t0.144\t0.645\t-0.223\t-0.698\t-1.950\t0.574\t2.028\t-0.499\t-0.648\t-1.013\t0.494\t-0.538\t-0.430\t-0.332\t0.693\t-2.150\t1.563\t1.206\t0.917\t0.193\t-0.665\t-0.399\t2.216\n2\t1.477\t1.011\t1.274\t-0.950\t-1.525\t0.133\t0.335\t0.365\t1.478\t-1.734\t0.860\t-1.097\t0.856\t-0.475\t-0.814\t-0.610\t-1.446\t0.040\t-0.773\t0.786\t0.640\t1.688\t0.366\t0.521\t1.400\t-0.628\t-1.488\t0.200\n4\t0.204\t-0.338\t1.377\t1.108\t1.910\t0.137\t-0.139\t0.796\t0.001\t0.090\t0.771\t-0.816\t-0.553\t1.987\t1.087\t-2.783\t-0.753\t1.632\t-0.599\t-0.214\t-0.732\t0.483\t-1.332\t-0.549\t0.401\t2.345\t-0.357\t-0.279\n0\t-0.019\t-1.978\t0.220\t-0.657\t-1.651\t0.361\t-0.083\t-0.406\t-0.769\t-0.345\t0.983\t0.998\t-1.685\t0.338\t-0.255\t-0.834\t-0.613\t0.806\t-0.021\t0.470\t-0.590\t-0.831\t-1.124\t0.232\t0.155\t-0.869\t0.495\t0.412\n0\t-0.752\t0.153\t-1.857\t0.080\t-0.780\t-0.326\t1.994\t-0.485\t0.790\t1.049\t0.854\t0.371\t-1.108\t-0.651\t-1.166\t-0.352\t-0.340\t-0.914\t0.547\t-0.493\t-0.363\t-1.569\t0.069\t-0.094\t-0.599\t0.381\t0.119\t0.588\n1\t0.589\t-0.507\t0.295\t-0.913\t0.376\t0.440\t-1.961\t0.039\t0.415\t-0.084\t0.358\t-1.342\t-0.776\t1.035\t0.001\t0.340\t-0.547\t0.019\t-2.302\t0.846\t1.808\t-1.065\t-0.940\t0.441\t1.474\t-0.002\t-1.229\t-0.209\n1\t-0.519\t-1.335\t1.410\t-0.695\t-0.121\t-0.380\t-1.822\t0.406\t0.562\t-1.323\t0.977\t0.881\t-0.448\t-0.800\t0.016\t-0.290\t0.819\t-1.442\t-1.068\t1.126\t1.040\t-0.069\t-1.029\t-1.337\t-0.139\t-1.001\t-0.173\t-0.135\n2\t-0.693\t0.670\t0.330\t-1.629\t1.286\t-0.204\t-0.831\t0.504\t1.752\t-2.016\t-1.015\t0.293\t0.142\t1.147\t0.394\t-1.364\t-1.194\t-0.815\t0.983\t-0.304\t-0.042\t0.385\t1.782\t-0.789\t-1.067\t-0.123\t-0.758\t-0.788\n4\t-0.074\t-0.713\t0.185\t-0.121\t-0.724\t-0.693\t2.113\t1.377\t1.168\t0.009\t0.202\t1.512\t-0.194\t-1.189\t-0.971\t0.464\t1.937\t2.183\t1.149\t0.434\t1.621\t0.227\t0.836\t3.140\t-0.698\t-0.571\t-1.053\t0.556\n4\t-0.271\t-0.121\t-1.183\t-2.000\t-0.603\t-1.503\t-1.027\t0.472\t0.618\t-0.737\t-0.105\t-2.042\t0.004\t0.500\t-1.383\t-1.836\t1.764\t0.550\t1.248\t1.288\t-0.529\t-1.902\t-1.525\t1.499\t-0.487\t0.589\t-0.415\t1.425\n1\t-0.389\t1.356\t-0.035\t-0.907\t0.559\t-0.405\t-1.224\t-0.893\t1.734\t0.384\t0.108\t-0.250\t0.292\t0.280\t0.292\t0.115\t0.869\t0.023\t-0.978\t-0.612\t-1.979\t2.027\t0.863\t-0.830\t-0.282\t-0.637\t1.543\t-1.420\n4\t-1.270\t0.669\t0.672\t0.384\t-0.994\t0.250\t-1.183\t-0.253\t1.029\t0.797\t0.015\t-0.975\t0.646\t0.019\t-2.320\t0.783\t-0.024\t1.202\t-1.095\t-3.177\t0.279\t0.292\t-1.691\t-0.978\t2.755\t-0.306\t0.731\t-0.651\n2\t-1.155\t-0.165\t-0.389\t0.360\t0.334\t-0.458\t-0.677\t-0.088\t0.069\t0.217\t0.031\t1.243\t-0.227\t1.866\t2.255\t-0.657\t0.642\t0.365\t0.581\t0.294\t-0.762\t-0.859\t-0.361\t-0.243\t-1.757\t1.438\t0.552\t2.416\n0\t-0.832\t0.285\t-1.081\t1.369\t0.199\t0.411\t-1.124\t-1.486\t-0.248\t0.271\t1.197\t0.859\t-0.357\t0.913\t0.165\t-0.152\t-1.607\t0.146\t-0.176\t0.357\t-0.252\t-0.503\t0.234\t0.298\t0.037\t0.211\t-0.428\t-0.293\n3\t1.096\t2.067\t-0.163\t0.105\t0.796\t-0.199\t0.189\t-0.929\t-0.948\t-0.445\t1.413\t1.214\t-0.345\t1.609\t1.231\t-1.471\t0.861\t-0.223\t0.515\t1.520\t-0.534\t-0.943\t-1.077\t-1.139\t-0.104\t-0.318\t1.012\t-2.330\n4\t0.729\t1.143\t-2.086\t2.819\t-0.772\t-0.503\t1.383\t-2.269\t1.039\t1.038\t0.467\t0.485\t0.072\t-0.203\t0.194\t-0.228\t-1.318\t-2.150\t-0.152\t-2.697\t0.133\t0.600\t-0.916\t-0.566\t1.442\t-1.278\t1.245\t-0.418\n2\t-0.932\t-0.068\t2.207\t-0.512\t0.651\t0.714\t-0.493\t0.698\t-1.404\t0.888\t0.125\t-2.006\t-0.323\t-1.468\t-0.887\t-0.385\t0.667\t-1.126\t-0.422\t-1.204\t-0.845\t1.460\t0.267\t-1.382\t1.159\t1.092\t-0.286\t0.829\n3\t-1.367\t0.593\t-2.704\t-0.630\t-0.488\t0.633\t0.023\t-1.406\t-0.985\t0.199\t-0.079\t-0.579\t-0.481\t0.696\t-0.518\t-0.088\t2.170\t-1.424\t-1.852\t0.784\t-0.679\t-0.318\t-0.781\t-0.260\t1.599\t0.802\t0.862\t-1.416\n4\t2.739\t-2.245\t-1.713\t-0.303\t-0.283\t0.114\t0.928\t-1.256\t-1.358\t-0.694\t1.031\t0.809\t-0.070\t-0.509\t-0.153\t0.362\t0.099\t-1.408\t-1.478\t-0.259\t0.725\t-1.061\t0.407\t-1.789\t0.071\t-0.782\t-2.090\t-0.546\n2\t0.175\t-0.539\t-0.633\t-1.023\t0.287\t-0.544\t0.153\t0.676\t0.546\t1.261\t-1.178\t-0.251\t-1.431\t0.151\t0.832\t-0.606\t0.239\t2.467\t-0.654\t-0.004\t-2.086\t0.472\t-0.784\t0.397\t0.208\t-1.100\t1.157\t1.736\n1\t0.729\t-0.120\t1.062\t0.070\t0.275\t-0.494\t0.157\t-1.630\t1.035\t-1.009\t-0.888\t-2.327\t-0.823\t-0.958\t0.217\t-1.295\t-0.444\t-0.680\t-1.760\t0.238\t-0.219\t0.040\t0.830\t0.008\t-0.333\t0.923\t-0.326\t-0.505\n0\t0.505\t0.388\t0.989\t-0.018\t0.674\t-0.226\t-0.047\t0.172\t0.667\t-0.939\t-1.875\t-0.871\t-0.075\t0.743\t1.482\t1.308\t0.393\t0.034\t0.171\t0.675\t0.210\t-0.736\t0.994\t0.673\t1.083\t1.393\t-0.069\t-1.379\n1\t0.608\t0.899\t0.269\t1.538\t0.690\t-0.689\t1.520\t-1.386\t0.818\t-0.272\t-0.867\t-0.568\t0.351\t-0.186\t-1.110\t0.629\t0.496\t0.298\t-0.892\t1.142\t-1.051\t-1.310\t0.384\t-0.253\t-0.036\t0.948\t-1.898\t-0.919\n2\t-1.076\t0.896\t0.727\t0.424\t0.192\t-1.105\t0.178\t0.472\t0.699\t1.051\t-0.411\t-0.174\t-0.751\t-0.726\t-0.019\t1.863\t0.006\t1.934\t-0.230\t-1.503\t-1.029\t-2.046\t-0.808\t0.253\t0.709\t0.876\t-0.112\t1.614\n3\t-1.118\t0.308\t0.769\t0.612\t0.472\t0.019\t1.133\t-0.753\t-0.995\t0.555\t-0.561\t-0.896\t0.639\t0.997\t0.154\t-1.679\t2.173\t1.031\t-2.231\t-1.675\t0.219\t0.527\t-0.689\t0.135\t0.734\t0.674\t-0.989\t2.058\n4\t-0.134\t0.680\t0.744\t0.225\t1.763\t0.752\t-1.326\t0.701\t-0.033\t0.548\t1.168\t1.615\t0.084\t0.838\t-1.080\t-0.464\t-0.563\t1.034\t1.727\t3.189\t0.861\t1.124\t-1.730\t-1.788\t-0.869\t-1.254\t0.512\t1.736\n2\t2.268\t-1.834\t-0.944\t-0.310\t1.044\t-0.504\t0.968\t-1.722\t1.148\t0.894\t-1.075\t-0.034\t-0.269\t0.450\t1.161\t-0.683\t0.369\t0.246\t0.125\t1.455\t0.161\t-1.215\t0.738\t1.601\t0.140\t1.352\t-0.419\t0.414\n1\t-0.606\t-0.297\t-0.841\t-0.363\t1.468\t-0.319\t0.106\t-0.725\t-0.015\t0.827\t0.489\t1.418\t-1.210\t-0.756\t-0.413\t1.525\t0.299\t-1.417\t1.092\t0.110\t0.890\t1.584\t-0.978\t1.583\t-0.074\t-0.414\t0.155\t-1.193\n1\t-0.737\t0.119\t2.257\t1.424\t0.537\t-0.204\t0.379\t0.189\t0.183\t-0.875\t-0.894\t0.329\t-1.160\t-0.625\t0.030\t0.331\t1.116\t-1.253\t-1.250\t1.306\t1.676\t-1.044\t-0.845\t0.546\t0.049\t0.057\t-0.781\t0.720\n2\t0.336\t-0.507\t-0.039\t2.383\t-0.463\t0.085\t0.891\t-1.141\t-0.131\t-0.035\t-0.029\t-0.840\t0.507\t-0.924\t1.331\t-1.131\t0.864\t-2.004\t-1.339\t1.302\t-0.482\t-0.419\t0.576\t-0.991\t-1.308\t-0.332\t-0.776\t0.350\n4\t-2.022\t1.982\t-0.091\t-1.274\t-2.392\t-1.186\t-0.659\t-0.925\t-1.357\t0.468\t-0.625\t-1.157\t3.057\t-1.194\t-0.188\t-0.938\t2.821\t1.266\t0.836\t-0.997\t1.433\t-2.820\t2.252\t-0.496\t-0.280\t-0.482\t0.844\t-0.876\n0\t-0.025\t0.708\t0.230\t0.035\t0.227\t0.796\t0.179\t-0.406\t-0.329\t0.151\t-1.106\t0.491\t2.510\t-0.185\t-0.619\t0.437\t-0.015\t-0.392\t0.896\t0.623\t-1.022\t-1.275\t-1.480\t-0.055\t0.615\t-1.787\t0.852\t0.404\n4\t0.976\t0.321\t-0.085\t-0.796\t-1.771\t0.686\t-0.883\t0.144\t0.867\t3.012\t-0.075\t-1.112\t0.153\t-1.820\t-0.166\t0.021\t0.155\t1.208\t0.715\t-0.692\t1.346\t1.277\t-0.845\t-1.644\t-2.207\t0.613\t1.020\t-0.404\n1\t-0.558\t-1.060\t0.506\t0.657\t-2.079\t0.692\t0.591\t-0.051\t1.061\t-0.878\t-1.308\t0.072\t0.669\t0.903\t0.336\t0.400\t-0.496\t0.940\t-0.026\t-0.018\t-2.239\t-0.272\t-0.336\t0.080\t-1.349\t-1.259\t-0.297\t0.932\n4\t-0.060\t0.542\t-1.711\t0.205\t-1.377\t-0.963\t0.733\t-0.199\t0.698\t-0.221\t1.106\t-0.239\t-1.955\t0.225\t-2.169\t-1.453\t-0.883\t-1.008\t-0.545\t-1.042\t-1.406\t1.542\t-0.678\t-2.231\t-0.361\t-1.125\t-0.885\t0.710\n4\t0.461\t-2.398\t1.421\t-1.632\t-0.013\t-0.829\t0.296\t-1.829\t1.549\t-0.359\t0.501\t-0.801\t1.661\t-1.372\t-2.631\t1.363\t-1.176\t-0.070\t1.558\t-0.405\t0.260\t0.815\t0.030\t1.301\t0.705\t-0.894\t0.732\t-0.034\n1\t0.299\t-0.302\t-1.290\t1.204\t0.532\t0.018\t-0.002\t-1.506\t-0.977\t0.336\t-0.529\t-0.218\t-0.105\t-0.682\t-0.968\t-1.612\t-0.147\t0.619\t-1.644\t-0.024\t0.281\t-0.990\t1.422\t-0.386\t-0.101\t-0.161\t-1.771\t1.009\n0\t-1.034\t-0.314\t-1.217\t0.744\t1.194\t0.384\t-0.189\t-1.276\t-0.457\t0.232\t-0.574\t-0.455\t-1.122\t-0.743\t-1.467\t0.277\t0.050\t0.095\t-0.361\t-0.591\t-0.298\t-0.426\t0.153\t1.833\t-0.189\t-0.592\t-0.249\t-0.492\n0\t0.401\t0.632\t0.976\t-0.549\t1.037\t0.962\t-0.435\t0.853\t-0.829\t-1.451\t-0.468\t0.215\t-0.461\t-1.556\t0.439\t-0.143\t-1.072\t-0.197\t-0.658\t0.016\t-0.221\t0.461\t-0.235\t-2.031\t-0.855\t-0.884\t0.194\t0.008\n0\t0.523\t-0.073\t0.284\t1.321\t0.530\t0.438\t-0.533\t0.508\t-0.024\t-1.299\t-0.155\t1.221\t-0.883\t0.351\t-0.103\t0.020\t-0.197\t0.277\t-1.014\t0.560\t-0.438\t0.182\t0.238\t0.263\t-0.229\t-1.252\t-0.545\t-0.355\n4\t-0.754\t-0.839\t1.688\t0.384\t0.630\t1.574\t0.178\t0.270\t1.418\t-2.831\t-1.332\t2.517\t-0.830\t0.193\t-1.151\t-0.510\t-0.520\t0.523\t0.056\t-0.469\t-0.281\t-1.656\t0.816\t-0.131\t-1.104\t-1.220\t1.433\t-0.110\n0\t0.069\t0.868\t1.224\t-0.358\t0.138\t-0.352\t-0.413\t-0.532\t-1.364\t0.863\t0.102\t1.526\t0.824\t-0.400\t-1.141\t1.867\t-1.699\t-0.342\t-0.326\t-0.647\t-0.851\t-1.221\t-0.726\t-0.051\t0.306\t-0.525\t-0.530\t-1.042\n1\t0.412\t-0.217\t-1.075\t1.194\t0.916\t0.450\t0.334\t0.301\t-0.526\t2.501\t-0.286\t-0.427\t1.121\t-0.029\t-0.019\t1.415\t0.679\t0.729\t-1.418\t0.401\t-1.006\t-0.455\t0.176\t-0.036\t0.654\t0.771\t0.846\t-1.344\n0\t0.282\t0.066\t-2.235\t0.575\t0.113\t-1.295\t0.211\t-1.185\t1.735\t0.069\t0.003\t0.589\t-0.450\t-0.160\t-0.386\t-0.796\t-0.722\t-0.028\t-0.331\t0.324\t-1.276\t-0.925\t0.095\t0.719\t-0.266\t-0.276\t-0.003\t0.094\n2\t0.827\t0.767\t-1.833\t1.661\t-0.380\t0.558\t-0.437\t-0.177\t0.796\t1.232\t-0.234\t0.170\t-1.130\t1.063\t-2.127\t-1.419\t-2.335\t-0.308\t-0.124\t0.376\t1.069\t-0.340\t0.472\t-1.449\t0.589\t-0.379\t-0.340\t-0.043\n3\t-0.595\t-1.515\t-1.343\t-0.168\t0.349\t0.204\t-0.674\t-0.037\t-0.558\t-1.286\t-1.852\t-0.373\t0.749\t-0.110\t-1.471\t1.065\t-0.790\t-2.370\t-0.149\t1.057\t0.129\t-1.125\t-1.041\t1.070\t-0.684\t-1.355\t-1.209\t-0.402\n2\t-0.156\t-1.121\t0.132\t0.411\t0.078\t-0.825\t0.365\t1.459\t-1.496\t0.401\t-0.493\t-0.625\t2.431\t-0.029\t0.992\t0.906\t-1.062\t-0.185\t-2.058\t0.110\t-0.892\t0.469\t1.333\t-0.961\t-0.728\t-1.133\t0.693\t1.052\n1\t0.427\t-0.170\t0.951\t-0.476\t-0.372\t0.158\t0.684\t1.151\t-0.041\t0.429\t0.033\t-0.294\t-1.922\t0.206\t-0.911\t0.871\t-0.868\t-0.568\t-0.822\t0.533\t-0.303\t0.568\t-2.670\t1.994\t-1.010\t0.769\t0.500\t0.712\n2\t0.914\t-0.633\t0.770\t-1.801\t0.578\t-1.659\t0.597\t-0.559\t0.847\t-0.039\t1.098\t0.435\t0.089\t1.185\t0.448\t1.739\t-0.033\t-0.210\t-0.898\t-0.557\t-0.239\t-0.691\t0.639\t-1.256\t-0.866\t-2.133\t-0.690\t1.217\n1\t-0.547\t-1.185\t0.252\t0.366\t-1.082\t1.444\t-0.964\t0.456\t-1.283\t0.554\t0.516\t-0.730\t0.377\t0.346\t-0.228\t0.828\t-0.890\t1.241\t0.545\t-1.274\t0.557\t-0.214\t-0.585\t0.769\t1.046\t-2.329\t-0.055\t-0.132\n0\t0.912\t-1.189\t-0.189\t0.153\t-0.749\t-0.497\t-0.123\t-0.011\t-0.133\t0.056\t0.375\t-0.336\t0.433\t1.169\t0.452\t1.741\t-1.403\t-0.583\t0.364\t0.243\t-0.386\t0.613\t0.208\t1.176\t-1.060\t0.056\t-0.445\t0.857\n0\t0.987\t-0.373\t0.031\t-0.478\t-0.098\t-0.048\t-1.670\t0.866\t0.113\t0.446\t0.816\t0.121\t0.331\t-1.470\t-0.830\t0.085\t0.186\t0.401\t1.406\t-0.094\t0.363\t0.059\t-0.250\t-0.211\t-0.784\t-0.117\t-0.219\t-0.152\n0\t0.117\t-0.243\t0.889\t0.727\t-0.535\t0.194\t-1.164\t0.624\t1.690\t0.883\t-0.082\t-0.966\t0.685\t-0.594\t0.029\t0.767\t-0.803\t0.105\t-1.038\t-0.324\t-0.447\t1.226\t0.217\t-0.662\t-0.410\t1.027\t-1.560\t-0.803\n1\t-0.753\t0.284\t-0.762\t0.654\t1.055\t2.200\t0.244\t-0.941\t-0.997\t0.135\t0.891\t-0.528\t0.605\t-0.054\t-0.541\t0.356\t1.458\t-0.243\t-0.622\t-2.490\t-0.837\t0.544\t0.108\t1.560\t-0.705\t-0.242\t0.297\t-0.008\n3\t1.119\t0.941\t-0.276\t1.843\t0.434\t0.212\t0.218\t-1.062\t0.944\t0.952\t0.241\t-1.118\t1.089\t-1.800\t-0.774\t0.580\t-0.408\t-0.990\t1.384\t1.133\t1.066\t0.332\t0.035\t1.738\t1.435\t-0.084\t2.711\t-0.125\n3\t-0.039\t1.889\t-0.780\t0.225\t-0.109\t0.731\t0.800\t1.189\t-0.124\t1.258\t0.345\t1.360\t1.500\t0.018\t-0.674\t0.204\t0.991\t-1.505\t-0.495\t0.683\t-2.588\t-1.034\t-0.613\t-0.083\t-0.322\t-0.303\t-1.331\t1.770\n4\t1.573\t2.015\t0.579\t-1.025\t-2.053\t0.458\t-0.226\t2.246\t-2.057\t-1.121\t-0.195\t-1.056\t-1.631\t-0.434\t-0.488\t0.083\t0.854\t-0.631\t1.384\t1.010\t0.275\t1.981\t-1.719\t0.806\t-1.335\t0.741\t1.110\t1.787\n4\t0.482\t-0.026\t-0.283\t-1.895\t-0.877\t-0.897\t-1.299\t1.533\t-0.846\t0.821\t-1.067\t-1.752\t1.222\t-0.902\t-0.971\t-2.389\t1.694\t-1.051\t1.192\t0.914\t-0.092\t-1.042\t0.619\t1.784\t2.144\t0.754\t0.494\t-0.161\n1\t0.334\t-2.260\t0.344\t-0.624\t0.167\t0.227\t-0.255\t-0.007\t-1.047\t-0.122\t-0.575\t0.373\t0.037\t-1.062\t-0.789\t-0.791\t-0.079\t0.124\t-0.098\t0.131\t-0.551\t-0.806\t-1.373\t-0.369\t-0.629\t2.301\t2.026\t0.478\n3\t0.625\t-0.229\t1.574\t-1.357\t-1.487\t-2.124\t-1.870\t-0.460\t-0.260\t0.957\t-0.297\t1.539\t0.254\t0.520\t0.884\t-0.388\t1.678\t0.398\t1.665\t1.033\t0.564\t-0.357\t-0.081\t0.342\t-1.141\t-2.248\t-0.396\t-0.331\n0\t-0.934\t-0.944\t0.772\t0.080\t0.202\t0.341\t-0.058\t0.108\t1.296\t0.777\t-0.172\t-0.472\t1.027\t0.333\t-0.308\t-1.291\t1.694\t-1.127\t0.284\t1.825\t-0.341\t-0.045\t0.854\t-1.193\t-1.670\t-0.357\t0.081\t0.069\n0\t1.427\t-0.851\t0.052\t0.390\t-0.230\t1.317\t0.370\t0.203\t0.208\t1.141\t-0.393\t-0.669\t0.470\t0.605\t0.554\t-2.326\t-0.016\t0.069\t0.696\t-1.083\t0.615\t-0.616\t-0.068\t1.394\t0.208\t0.198\t0.577\t0.705\n1\t-1.900\t-0.055\t-0.863\t0.566\t-0.144\t0.192\t-1.626\t-0.262\t1.184\t-0.467\t0.067\t0.352\t-0.634\t-1.180\t2.549\t0.645\t-0.124\t1.339\t0.237\t0.750\t0.608\t0.996\t-1.096\t-0.136\t0.930\t-0.001\t-0.914\t-0.234\n2\t0.882\t1.332\t-1.057\t0.197\t-0.052\t-0.889\t-0.118\t0.348\t1.255\t0.909\t-0.810\t0.729\t-2.640\t0.419\t0.860\t-0.382\t0.450\t-0.946\t-0.221\t-0.173\t-0.308\t2.203\t1.186\t1.950\t0.635\t-0.362\t0.348\t0.584\n3\t0.323\t-0.568\t-0.316\t0.328\t-0.815\t1.542\t0.528\t-0.615\t-0.817\t1.009\t2.235\t-0.416\t-2.952\t-0.192\t1.021\t-0.676\t0.497\t-1.068\t1.149\t-0.252\t0.480\t0.864\t0.630\t1.142\t0.112\t-0.634\t-0.045\t-2.258\n4\t1.899\t-0.641\t-0.872\t-2.357\t-1.248\t-0.541\t0.254\t-0.004\t0.124\t-1.100\t0.064\t-1.228\t-2.211\t-0.337\t-0.950\t0.072\t-0.056\t-1.202\t-1.089\t1.332\t1.446\t-0.852\t-0.848\t-1.633\t-0.714\t1.835\t0.085\t0.471\n3\t0.138\t-0.791\t0.698\t-0.511\t1.131\t1.772\t0.085\t-0.319\t0.802\t0.701\t0.022\t0.719\t0.614\t0.291\t1.050\t-1.414\t1.124\t-1.586\t-0.187\t0.506\t0.542\t-0.502\t2.675\t2.400\t-0.339\t0.193\t-0.425\t-1.116\n0\t1.869\t0.035\t-0.802\t-1.147\t1.090\t-0.571\t0.044\t0.956\t-0.484\t-0.046\t-0.017\t0.683\t0.591\t-0.220\t0.064\t-0.372\t-1.478\t0.258\t1.892\t-0.884\t-0.773\t-0.871\t0.725\t0.448\t-0.159\t-0.918\t0.092\t-1.565\n0\t0.447\t-0.475\t0.305\t-0.734\t-0.891\t1.237\t0.209\t-0.110\t-0.297\t-0.214\t-0.033\t-0.754\t0.029\t0.391\t-1.013\t0.650\t-0.169\t-0.901\t-1.328\t0.001\t0.117\t0.782\t0.948\t1.175\t-0.224\t-0.371\t-1.116\t0.335\n2\t-1.838\t-1.323\t-1.627\t0.717\t-0.738\t1.169\t-0.460\t0.184\t-1.149\t0.067\t0.295\t-0.296\t1.135\t-0.561\t-0.635\t-0.114\t1.302\t-0.541\t0.316\t0.728\t1.548\t-1.070\t-0.409\t1.135\t-0.811\t1.265\t1.573\t1.148\n2\t-0.211\t0.915\t-1.290\t0.451\t0.107\t-1.260\t-1.068\t-0.619\t0.013\t1.177\t-0.947\t-0.947\t1.359\t-0.717\t0.267\t1.259\t1.362\t-2.364\t0.664\t-1.552\t0.447\t-0.531\t-1.351\t-0.731\t0.185\t-0.257\t-0.671\t-0.254\n1\t1.076\t0.122\t-0.955\t-1.855\t0.607\t2.450\t-1.015\t0.170\t1.110\t-1.270\t-0.480\t-0.860\t0.985\t1.326\t0.159\t-0.842\t-0.443\t-0.630\t-0.977\t-0.102\t0.575\t0.490\t-0.008\t0.057\t-0.082\t-1.297\t0.160\t-0.584\n2\t1.154\t-0.123\t2.060\t-0.448\t1.998\t-0.975\t0.517\t-0.643\t1.120\t-0.478\t0.291\t-0.651\t0.937\t-0.656\t1.683\t-0.996\t-1.346\t0.952\t-0.592\t-0.007\t-0.322\t-1.313\t-0.077\t1.265\t1.003\t0.232\t1.112\t-1.060\n2\t-0.373\t-0.673\t-0.537\t0.669\t0.523\t1.580\t-0.841\t-0.355\t-0.473\t1.660\t-1.072\t2.129\t-0.338\t0.145\t-0.329\t1.347\t-1.437\t0.663\t-0.840\t-1.242\t0.386\t0.449\t0.184\t1.721\t1.376\t-0.761\t1.132\t-0.687\n0\t1.084\t-0.212\t-0.467\t-0.737\t-0.056\t-0.079\t0.207\t-0.129\t-0.134\t-0.777\t0.942\t0.077\t-0.174\t-0.747\t-1.332\t1.308\t0.555\t-1.624\t0.763\t0.922\t0.124\t1.598\t0.217\t-1.417\t0.365\t0.245\t-0.603\t0.574\n1\t0.106\t0.028\t-2.587\t-0.494\t0.331\t-0.212\t-0.474\t0.156\t0.989\t0.538\t-0.756\t-1.459\t0.519\t-1.178\t-0.528\t0.201\t1.147\t1.286\t0.061\t-0.509\t-1.201\t1.959\t-0.290\t0.678\t0.197\t-0.496\t-0.538\t-1.383\n0\t-0.419\t0.023\t0.364\t0.416\t-0.391\t-0.164\t0.860\t-0.198\t-1.395\t-0.050\t0.274\t0.969\t0.289\t0.537\t-0.607\t-0.806\t0.337\t1.953\t1.360\t1.132\t0.539\t-0.127\t1.234\t1.203\t-0.192\t-0.776\t-0.110\t0.248\n2\t1.510\t0.763\t0.054\t1.663\t1.346\t1.014\t-0.483\t-0.844\t-0.263\t0.398\t-0.499\t0.154\t0.345\t1.214\t1.707\t0.034\t-0.779\t0.806\t-0.649\t-1.085\t1.266\t-0.558\t1.233\t-1.210\t0.798\t1.912\t-1.315\t0.581\n2\t1.626\t0.052\t0.916\t-0.113\t0.923\t-0.773\t-0.042\t-0.465\t1.869\t-1.189\t2.070\t-1.374\t0.736\t-0.622\t0.255\t-0.171\t-0.830\t0.081\t-0.417\t0.571\t-1.005\t0.472\t0.864\t-0.108\t-1.323\t1.732\t0.467\t-0.721\n4\t-0.050\t-0.748\t-2.417\t0.721\t2.585\t-2.782\t-0.701\t0.747\t-0.287\t-1.519\t0.280\t1.382\t0.701\t0.596\t-0.550\t0.522\t0.718\t0.254\t1.314\t0.667\t-1.981\t-0.507\t-0.708\t-1.941\t-0.206\t0.178\t-0.974\t0.840\n1\t-1.004\t0.118\t1.448\t-0.859\t0.121\t-1.043\t0.056\t0.079\t-0.588\t-1.008\t-0.984\t1.136\t-2.171\t-0.406\t-1.542\t-0.010\t0.092\t0.094\t-0.806\t-0.322\t1.949\t0.830\t-0.181\t-0.287\t-0.705\t0.448\t-0.654\t1.103\n2\t1.654\t-0.236\t-0.371\t-0.808\t0.356\t-0.708\t-1.129\t-0.737\t-0.947\t-1.006\t0.085\t-0.195\t0.550\t0.147\t-1.203\t-2.123\t-1.056\t0.764\t0.741\t0.985\t0.838\t1.087\t0.406\t1.803\t0.294\t1.999\t-0.626\t-0.652\n3\t-1.316\t-0.326\t0.086\t0.612\t-1.098\t-0.360\t-0.732\t-0.709\t0.428\t0.594\t1.142\t0.024\t-1.527\t0.898\t-3.062\t-0.273\t1.100\t-0.713\t-2.180\t0.657\t0.166\t1.204\t0.309\t-0.388\t0.141\t1.835\t-0.289\t0.730\n0\t2.698\t0.367\t0.773\t-0.121\t-0.460\t0.950\t0.316\t-1.161\t0.711\t0.254\t1.338\t0.178\t-0.525\t-0.228\t0.063\t-0.660\t-1.192\t-1.292\t-1.214\t0.166\t0.253\t0.428\t-0.051\t0.321\t0.184\t0.910\t-0.018\t0.442\n2\t1.800\t-0.549\t-0.852\t0.296\t0.716\t0.912\t-0.962\t0.435\t-0.686\t-1.489\t-0.929\t-0.751\t0.522\t1.152\t-1.473\t0.352\t-1.177\t0.629\t-0.623\t-1.051\t0.800\t-0.587\t-0.316\t-2.220\t0.947\t0.821\t0.005\t-1.528\n2\t-2.010\t-0.297\t-0.934\t-1.424\t0.182\t0.312\t-0.502\t-0.121\t-0.277\t-0.122\t0.953\t-0.421\t-0.137\t-0.300\t-0.177\t-0.505\t0.360\t-2.414\t1.839\t0.707\t-1.661\t0.637\t0.989\t0.354\t0.772\t-0.439\t1.665\t0.738\n3\t-0.658\t0.347\t1.588\t0.024\t0.266\t-0.682\t-0.564\t1.121\t-1.455\t-0.762\t-0.239\t0.109\t-0.090\t0.791\t2.956\t-1.057\t0.273\t-0.672\t0.929\t1.841\t-0.056\t1.004\t-0.967\t1.267\t1.725\t-0.131\t0.671\t-1.247\n4\t0.617\t-1.211\t-0.437\t-0.302\t-1.517\t0.754\t1.129\t0.453\t1.874\t0.348\t0.021\t-0.552\t0.276\t-2.695\t1.763\t0.392\t1.134\t1.146\t0.736\t-1.021\t-3.361\t2.183\t0.018\t-0.338\t-0.264\t-0.462\t-0.015\t-0.075\n4\t0.174\t-1.041\t-1.800\t-0.538\t1.525\t0.556\t1.484\t-0.034\t-0.038\t-2.694\t-1.914\t0.461\t0.191\t-2.267\t0.132\t1.005\t0.314\t-0.533\t-2.490\t0.405\t-0.890\t0.511\t0.698\t0.921\t0.381\t-0.346\t0.586\t-1.014\n2\t-0.923\t0.043\t-0.525\t-0.391\t-0.429\t1.105\t-0.945\t-0.711\t0.187\t1.889\t1.467\t0.527\t-0.858\t0.427\t1.032\t1.341\t1.389\t1.458\t0.893\t0.501\t0.675\t1.538\t0.691\t-0.729\t0.812\t-1.128\t0.031\t-1.119\n4\t-1.024\t2.383\t0.636\t-0.490\t-1.868\t0.874\t0.419\t-0.925\t0.109\t-1.400\t-1.367\t-0.297\t-0.223\t1.493\t0.003\t-0.456\t-0.733\t0.268\t-2.498\t0.111\t1.728\t1.002\t2.103\t-0.698\t0.460\t-0.165\t1.219\t-0.098\n4\t-0.356\t0.769\t1.008\t-0.138\t-1.188\t0.641\t0.698\t-2.051\t0.731\t-0.198\t-0.687\t0.073\t-0.936\t0.590\t-0.424\t3.247\t1.709\t-0.861\t1.251\t-0.643\t-1.252\t-1.309\t1.148\t-1.307\t0.555\t-1.107\t0.194\t-0.847\n1\t-0.443\t-0.502\t0.777\t-0.761\t-1.019\t-0.315\t-1.315\t1.095\t-0.683\t0.249\t0.154\t0.206\t-0.493\t-0.807\t0.484\t-1.022\t0.179\t-0.952\t0.073\t0.543\t-1.974\t-0.872\t-0.134\t1.096\t-0.399\t-1.536\t-1.085\t-1.780\n0\t0.556\t0.890\t-0.274\t-1.439\t-1.212\t0.286\t0.987\t1.117\t0.168\t0.967\t1.912\t1.190\t0.922\t-0.807\t0.963\t0.461\t0.651\t1.261\t0.359\t-0.103\t-1.070\t-0.297\t0.213\t0.278\t0.244\t0.960\t0.865\t-0.062\n2\t-0.759\t0.873\t0.417\t2.052\t-0.598\t1.019\t1.858\t1.118\t1.136\t0.121\t0.231\t-0.921\t-2.672\t0.204\t-0.960\t-0.425\t-0.826\t0.324\t-0.200\t1.257\t-0.723\t0.181\t-0.191\t-0.294\t-0.077\t1.520\t0.843\t-0.456\n4\t0.719\t-0.861\t-0.208\t-0.213\t-0.777\t-2.295\t0.694\t0.796\t0.543\t1.193\t0.247\t1.284\t-0.094\t1.188\t-0.224\t1.079\t0.134\t0.797\t-1.017\t1.726\t1.840\t-0.211\t-2.191\t-0.221\t-2.659\t-0.169\t0.231\t-0.130\n0\t0.760\t-0.653\t0.574\t0.115\t0.411\t-0.684\t-0.693\t-1.833\t-0.457\t-0.510\t-0.667\t-0.115\t0.064\t0.500\t0.566\t0.650\t0.692\t0.275\t0.055\t0.929\t0.693\t-1.482\t-0.173\t-1.803\t-1.823\t-0.509\t-0.128\t-0.424\n2\t-0.156\t-0.898\t-0.959\t-0.953\t-0.041\t1.587\t1.269\t0.540\t-0.912\t-1.020\t-0.289\t0.409\t0.558\t0.240\t-0.093\t0.214\t-0.551\t-1.442\t-0.289\t0.183\t-0.128\t-1.525\t-0.212\t-0.613\t1.336\t0.562\t-3.012\t0.051\n2\t-0.567\t-0.348\t-0.599\t0.045\t-1.136\t0.763\t2.037\t-0.598\t-1.593\t-0.102\t0.315\t0.453\t1.603\t0.816\t-1.812\t-1.236\t0.406\t-0.454\t1.515\t-0.937\t0.961\t-0.649\t0.262\t-0.828\t0.559\t1.073\t0.253\t1.909\n0\t-0.478\t-0.632\t-1.509\t-0.941\t-1.615\t-0.999\t0.384\t0.563\t-1.175\t-1.392\t-0.715\t0.739\t-0.689\t-0.042\t0.281\t-0.415\t-0.596\t-0.457\t0.144\t0.338\t1.838\t-0.742\t0.135\t1.244\t-0.037\t0.451\t0.496\t0.190\n2\t-0.132\t-1.235\t-0.880\t-0.435\t0.367\t0.105\t-1.246\t1.347\t-0.743\t0.441\t-0.947\t2.482\t1.325\t-0.774\t0.088\t-1.029\t-0.356\t0.423\t0.845\t-1.238\t-0.749\t0.942\t1.324\t-0.773\t0.957\t-1.236\t-0.298\t-1.144\n2\t0.780\t0.030\t-1.716\t0.615\t-1.340\t-1.231\t-0.317\t-0.285\t-1.753\t-0.148\t-0.089\t-0.128\t-1.688\t0.144\t0.620\t-1.347\t-1.076\t0.787\t1.580\t-0.166\t-0.450\t0.198\t1.356\t-0.850\t-0.484\t-0.510\t-1.417\t0.853\n0\t-1.077\t0.051\t-0.518\t0.999\t1.028\t-0.015\t-0.836\t-0.204\t-0.369\t1.582\t-0.334\t0.228\t0.646\t1.452\t-0.353\t-1.468\t0.123\t1.134\t0.383\t-0.549\t-0.337\t-0.858\t-0.228\t-0.870\t0.390\t0.500\t0.085\t0.877\n2\t0.246\t0.032\t-2.036\t-0.652\t0.527\t-1.006\t1.470\t1.825\t-0.639\t0.082\t1.922\t0.461\t0.518\t-1.010\t0.545\t-0.615\t0.798\t-0.425\t-0.153\t-0.732\t-1.593\t0.268\t-0.590\t-0.223\t0.972\t-1.177\t0.098\t2.184\n4\t-2.425\t-0.348\t0.408\t-2.238\t-0.770\t-0.542\t-1.733\t-0.721\t1.301\t0.425\t1.674\t-0.681\t-0.399\t0.271\t-0.269\t0.303\t0.789\t0.571\t-1.656\t-1.245\t0.271\t-1.858\t-0.756\t-1.150\t-1.508\t-1.579\t-0.611\t0.562\n0\t-1.166\t-0.032\t0.674\t1.369\t0.980\t-0.394\t-0.377\t-1.273\t0.537\t-0.446\t-0.389\t1.179\t0.277\t-0.546\t-1.556\t0.213\t-1.338\t-1.235\t-0.061\t0.493\t-0.238\t0.173\t1.360\t-0.112\t-0.088\t0.364\t1.731\t1.183\n4\t-0.324\t-0.689\t0.837\t1.252\t-0.100\t-2.658\t1.912\t0.998\t1.812\t-0.150\t0.336\t-0.532\t-2.149\t-0.411\t-0.898\t-0.092\t-1.586\t0.639\t0.343\t-2.127\t-2.438\t-0.851\t0.817\t2.135\t-1.032\t-0.560\t-1.272\t-0.215\n1\t0.008\t-0.177\t-0.155\t-0.477\t1.267\t1.399\t1.176\t1.614\t0.625\t0.236\t-0.285\t0.155\t0.073\t1.316\t0.565\t1.551\t-0.928\t2.060\t-0.231\t1.659\t-0.342\t0.518\t-0.143\t0.287\t0.381\t-0.244\t-0.947\t0.609\n0\t0.857\t0.398\t0.395\t-0.426\t0.450\t-0.262\t0.556\t-1.905\t-0.434\t1.722\t-0.767\t-0.604\t-0.448\t-1.215\t-2.208\t-0.231\t0.136\t-0.053\t-0.145\t0.043\t1.023\t-0.190\t-0.574\t-0.281\t0.579\t1.412\t-0.628\t0.099\n1\t0.077\t-0.415\t-0.115\t1.101\t-0.832\t-0.162\t-0.084\t1.387\t0.728\t-0.642\t-1.135\t-0.166\t-1.279\t0.709\t1.545\t0.032\t0.215\t0.905\t-0.124\t0.868\t-0.972\t1.613\t0.922\t1.023\t1.132\t0.166\t0.239\t-1.691\n1\t-1.908\t-0.794\t1.193\t0.700\t-0.161\t0.070\t-1.117\t-1.072\t-0.695\t-0.315\t-0.539\t0.137\t0.052\t0.210\t-1.928\t2.561\t0.291\t-0.361\t-0.403\t-0.004\t-0.473\t-0.769\t-0.083\t0.851\t-0.092\t0.181\t0.984\t0.812\n4\t-0.222\t1.135\t0.215\t1.693\t0.248\t2.191\t1.227\t-0.087\t0.175\t-0.840\t0.160\t-0.983\t1.330\t-0.344\t0.356\t-2.281\t-0.267\t-0.372\t0.921\t0.522\t1.018\t0.443\t1.231\t0.419\t-1.376\t-0.090\t-0.039\t-3.265\n4\t0.041\t0.625\t1.540\t-0.309\t-0.425\t-0.227\t0.366\t-1.242\t-1.796\t0.325\t-1.351\t1.142\t-2.209\t-0.785\t-1.352\t-0.673\t-0.880\t1.125\t2.809\t-1.226\t-0.693\t-0.145\t-1.060\t0.559\t-1.386\t0.610\t0.089\t0.755\n0\t-0.276\t-0.558\t-1.030\t0.366\t-0.288\t-1.310\t0.298\t-0.876\t0.509\t1.337\t1.211\t-0.283\t-0.301\t0.041\t-0.136\t1.775\t0.225\t-0.406\t-1.765\t-1.136\t-0.610\t0.904\t-0.899\t-0.788\t0.406\t-1.589\t0.284\t-0.020\n4\t-1.580\t-1.422\t-1.430\t3.140\t-0.180\t-0.407\t-1.324\t-0.450\t1.557\t1.152\t-1.818\t-0.546\t1.864\t-0.037\t-1.320\t-0.419\t0.192\t2.159\t-0.762\t0.342\t-1.124\t-0.224\t0.642\t-1.252\t0.602\t1.943\t0.320\t1.107\n4\t-0.246\t-0.273\t-2.697\t-0.054\t-0.231\t0.696\t1.849\t1.127\t-0.269\t-1.107\t2.573\t0.059\t0.014\t-0.024\t0.198\t-0.144\t-0.574\t-0.547\t-0.033\t-0.543\t-0.713\t0.106\t-0.255\t1.504\t-2.651\t1.092\t1.246\t-2.073\n2\t-0.722\t2.502\t-1.762\t-0.093\t0.325\t-0.074\t-1.489\t-0.711\t0.322\t0.929\t1.549\t-0.092\t0.868\t1.028\t1.177\t-0.092\t0.337\t0.411\t0.407\t1.146\t-0.099\t0.419\t0.297\t-1.247\t-0.087\t0.779\t0.328\t-1.423\n0\t0.703\t0.565\t-0.756\t-0.936\t-0.800\t0.482\t-0.125\t0.692\t-1.607\t0.082\t-0.218\t-0.414\t0.289\t0.816\t-0.576\t-0.015\t-0.654\t-0.567\t0.997\t0.438\t-2.088\t0.759\t0.014\t-0.436\t0.200\t-0.133\t-0.348\t0.513\n1\t-0.448\t-0.556\t0.453\t-1.276\t-1.007\t1.096\t0.265\t0.172\t0.890\t0.040\t-1.192\t0.495\t0.564\t-1.519\t0.306\t0.651\t0.696\t0.837\t0.412\t0.997\t-0.998\t1.547\t-1.888\t0.859\t-0.955\t1.246\t0.721\t-0.551\n1\t-1.693\t-0.098\t-0.989\t-1.104\t0.180\t1.392\t0.918\t-1.571\t-0.990\t0.941\t-0.982\t-0.225\t0.550\t-0.968\t0.105\t-1.334\t-0.601\t0.320\t-1.593\t0.440\t-0.020\t0.552\t0.224\t1.364\t0.125\t-0.429\t0.122\t0.543\n0\t-0.547\t1.704\t0.483\t0.212\t0.195\t-0.712\t0.042\t1.409\t-1.145\t1.044\t0.580\t-0.769\t0.573\t0.258\t0.005\t1.698\t0.125\t0.113\t0.639\t1.778\t0.269\t-0.629\t-1.002\t0.648\t-0.055\t-0.997\t-1.482\t0.384\n4\t-0.508\t-0.004\t-0.775\t-1.656\t-0.447\t-0.227\t0.751\t-0.206\t0.390\t-0.724\t-0.018\t-1.731\t-0.628\t-2.722\t-1.191\t-1.274\t0.615\t0.352\t1.068\t-1.320\t0.822\t-0.577\t1.794\t-0.179\t1.605\t2.876\t0.423\t1.782\n0\t1.327\t0.647\t-0.965\t-0.068\t0.790\t-1.123\t-0.180\t0.910\t-1.495\t0.332\t-1.755\t-0.944\t-0.505\t0.514\t-0.701\t0.126\t-0.687\t-0.531\t1.251\t-1.150\t0.759\t-0.001\t-0.576\t-1.218\t-1.146\t-0.739\t-0.150\t0.604\n1\t-0.804\t-0.465\t-0.236\t1.006\t-0.379\t-0.333\t-0.292\t-0.048\t1.698\t-0.379\t0.561\t0.350\t0.062\t-0.958\t0.524\t-1.926\t-1.021\t-0.542\t-0.225\t0.084\t1.391\t0.630\t0.169\t-0.336\t-0.325\t-1.135\t-2.107\t-1.275\n3\t-1.385\t-1.930\t-1.089\t-2.178\t0.092\t-0.460\t-0.383\t0.510\t0.874\t0.238\t-0.223\t-0.702\t-0.351\t0.207\t0.925\t-1.390\t-1.128\t-0.006\t-2.111\t0.285\t1.056\t2.358\t0.082\t0.859\t0.022\t1.620\t-0.423\t0.329\n0\t0.885\t-0.597\t0.793\t1.457\t-0.075\t-0.960\t-0.283\t-0.063\t0.987\t-0.870\t0.669\t0.587\t0.503\t1.235\t0.292\t-0.532\t-0.035\t0.071\t-0.476\t-1.435\t0.132\t0.257\t-0.037\t0.054\t-0.893\t-2.395\t-0.254\t-1.335\n2\t1.048\t-0.418\t1.009\t-0.424\t-0.016\t1.001\t-0.025\t0.680\t-0.570\t-2.534\t0.726\t0.206\t-1.540\t1.063\t0.104\t-0.187\t0.050\t0.576\t-0.655\t-1.030\t-0.935\t0.922\t-2.125\t0.299\t-1.099\t0.867\t-0.748\t-1.258\n3\t2.464\t-0.359\t-0.753\t0.896\t0.406\t-0.214\t-1.890\t-1.758\t-0.712\t0.761\t0.452\t-0.451\t1.728\t-1.670\t-0.020\t-0.800\t-0.151\t-2.016\t-1.083\t0.524\t1.256\t-0.138\t-0.873\t-0.423\t-0.780\t-0.036\t-0.280\t-0.338\n4\t1.381\t1.671\t0.511\t-2.230\t-1.167\t-0.678\t-1.385\t-1.651\t-0.038\t-1.166\t-0.795\t0.275\t-0.870\t0.066\t-0.275\t1.074\t-0.646\t-1.355\t-0.316\t2.150\t1.536\t1.647\t0.420\t0.190\t-1.006\t0.459\t-1.358\t-0.192\n2\t-0.804\t-0.591\t0.032\t1.572\t-0.295\t-0.899\t-2.019\t-0.761\t-0.868\t-1.192\t0.070\t-0.263\t1.426\t0.215\t1.009\t-0.171\t-0.878\t0.619\t-1.129\t1.157\t-0.748\t0.740\t0.376\t-0.971\t1.211\t1.920\t-0.749\t-0.655\n3\t0.216\t0.084\t0.093\t0.336\t0.751\t-0.889\t1.037\t-0.617\t-1.015\t-0.754\t-0.272\t0.124\t3.708\t-0.048\t0.806\t1.106\t-1.390\t0.877\t1.980\t-1.371\t0.931\t-0.257\t0.019\t0.880\t-0.316\t-0.467\t-0.797\t1.432\n2\t0.090\t0.961\t0.821\t0.337\t0.153\t-1.091\t1.106\t-1.800\t-0.342\t-0.902\t0.605\t1.721\t-0.353\t1.634\t-0.503\t-0.615\t-0.675\t1.222\t1.174\t-0.327\t0.615\t-0.551\t1.084\t-0.489\t0.923\t0.784\t0.463\t-2.185\n3\t0.993\t2.671\t-0.621\t-0.182\t-1.129\t-0.233\t1.370\t-0.972\t0.990\t1.507\t-1.946\t-0.679\t1.519\t0.507\t-0.941\t-0.444\t0.337\t0.997\t2.024\t-0.152\t0.735\t-0.196\t0.270\t0.870\t-0.784\t0.698\t-1.413\t0.551\n3\t-1.564\t0.138\t-0.881\t1.026\t0.297\t2.099\t1.710\t0.008\t0.473\t1.587\t-0.252\t-1.023\t-0.796\t-0.807\t-0.625\t-1.459\t1.243\t-0.040\t-0.851\t-0.856\t0.483\t-1.095\t2.193\t-0.548\t0.045\t-1.642\t-0.808\t0.582\n1\t1.827\t0.635\t1.145\t-0.934\t0.385\t0.046\t-0.530\t-0.392\t-2.011\t1.206\t-1.691\t0.097\t0.638\t1.251\t1.655\t0.651\t0.339\t1.559\t-0.408\t-0.626\t0.056\t-0.817\t-0.764\t0.450\t-0.059\t-0.604\t0.083\t0.387\n4\t-0.506\t-0.180\t0.894\t-0.766\t-0.265\t0.366\t-1.942\t-2.385\t0.346\t0.492\t2.064\t0.158\t0.820\t-0.195\t0.297\t1.667\t-2.124\t0.414\t2.136\t0.282\t1.651\t-0.629\t-0.032\t0.034\t-2.218\t-1.168\t-1.097\t0.822\n2\t0.152\t0.559\t0.360\t0.258\t-2.162\t-0.120\t-0.082\t0.545\t1.387\t-0.259\t-0.345\t0.131\t0.022\t0.432\t0.529\t-0.176\t0.499\t-0.219\t-1.450\t-1.156\t-2.335\t1.663\t1.285\t1.035\t-0.216\t0.977\t0.898\t-1.454\n0\t0.622\t-0.971\t0.033\t0.403\t0.005\t-0.161\t0.037\t-0.105\t0.564\t1.177\t-0.287\t0.205\t0.881\t1.070\t-0.886\t-0.811\t0.324\t-0.925\t-0.130\t-0.049\t0.983\t-0.557\t1.259\t0.217\t1.373\t-0.991\t-0.053\t-2.419\n2\t-1.196\t0.600\t0.499\t-0.585\t0.943\t1.085\t0.604\t-0.612\t1.702\t-0.685\t-0.258\t-0.019\t0.416\t-0.346\t-0.268\t-1.518\t-2.054\t0.796\t0.910\t2.606\t0.192\t-1.051\t-1.329\t-0.755\t0.404\t-0.871\t0.841\t0.579\n2\t-0.049\t0.265\t-0.357\t-1.012\t-0.764\t-1.244\t0.203\t0.587\t-1.365\t0.301\t1.140\t1.109\t2.072\t-0.937\t-0.342\t-0.382\t0.246\t0.439\t-1.859\t0.802\t0.082\t0.803\t0.998\t-1.462\t0.231\t-1.811\t1.372\t0.930\n0\t-0.931\t0.984\t0.086\t-0.371\t1.038\t0.226\t0.092\t-0.607\t0.700\t0.747\t0.285\t0.097\t1.878\t-0.845\t-0.328\t-0.859\t0.176\t-0.990\t-0.312\t0.842\t-1.062\t0.838\t-1.134\t0.180\t0.405\t1.054\t0.903\t-0.862\n3\t0.839\t-1.167\t1.237\t1.550\t-0.913\t-0.914\t0.411\t-1.187\t-0.493\t1.103\t0.738\t1.980\t0.171\t-0.611\t0.051\t-0.151\t-0.137\t-0.024\t-0.932\t0.282\t-1.409\t-0.717\t-0.119\t-2.260\t0.769\t-2.053\t0.670\t-1.293\n3\t1.703\t-0.189\t-1.568\t1.053\t0.617\t-0.176\t2.611\t0.942\t-0.941\t-1.698\t-0.424\t2.073\t-0.367\t-0.082\t-1.162\t-0.492\t-0.099\t0.176\t-0.166\t-0.193\t-0.745\t0.720\t1.116\t1.368\t-1.100\t-1.465\t-0.045\t0.932\n2\t1.722\t1.422\t-0.965\t1.130\t0.391\t-0.655\t-0.212\t-0.710\t0.037\t-0.730\t-1.028\t0.479\t0.629\t-0.188\t1.368\t-0.260\t-0.303\t0.660\t-0.132\t0.085\t-2.520\t0.017\t-1.827\t-1.221\t-1.335\t-1.043\t-0.549\t-0.486\n2\t0.001\t-0.048\t-1.837\t0.399\t-1.436\t2.305\t1.142\t1.847\t-0.579\t-1.002\t1.073\t0.691\t0.737\t1.132\t1.019\t0.355\t0.185\t-0.726\t-0.646\t0.618\t-0.010\t0.574\t1.778\t0.766\t-0.198\t-0.933\t-0.348\t-0.965\n3\t-0.847\t-1.489\t0.586\t1.514\t0.574\t0.646\t-0.525\t0.488\t-0.751\t-0.575\t-0.038\t0.042\t1.792\t0.867\t0.116\t1.709\t2.403\t0.020\t0.383\t-1.239\t0.165\t-0.678\t-1.886\t0.990\t0.106\t-0.869\t-1.827\t-0.609\n4\t-0.775\t1.368\t1.967\t-0.039\t1.250\t-1.056\t1.075\t1.047\t0.863\t-0.016\t-2.954\t-0.642\t-0.626\t-0.978\t0.122\t-0.419\t-0.825\t-1.059\t-0.716\t1.121\t-0.661\t-0.515\t-0.457\t0.339\t0.456\t-3.045\t1.022\t1.436\n1\t0.223\t0.321\t-1.337\t-1.026\t0.866\t-0.431\t-0.219\t-0.231\t0.220\t-0.620\t-0.181\t1.809\t-0.760\t0.495\t0.383\t-0.850\t0.776\t-0.462\t-0.431\t0.106\t0.845\t2.241\t0.071\t1.270\t1.382\t1.295\t0.509\t-0.183\n4\t1.314\t-0.417\t-0.212\t2.290\t-1.041\t0.741\t-1.567\t-0.866\t0.737\t-1.415\t0.876\t-0.221\t-0.975\t-0.107\t-0.586\t-0.712\t-0.495\t-1.393\t-1.763\t-2.127\t0.503\t0.432\t-0.794\t-0.130\t1.385\t-0.626\t-0.267\t1.939\n0\t0.626\t0.656\t0.163\t0.163\t1.135\t0.814\t-0.589\t0.493\t-0.619\t-0.313\t0.568\t-0.634\t0.148\t0.380\t-0.339\t0.720\t-0.439\t0.943\t0.131\t0.173\t-0.899\t-0.235\t0.195\t1.024\t-0.322\t1.021\t-0.756\t0.334\n3\t0.328\t1.703\t1.252\t0.066\t-0.675\t1.128\t-0.849\t0.893\t-1.435\t1.966\t-1.068\t-0.990\t-1.907\t-0.397\t0.436\t-0.598\t-0.889\t-1.449\t0.280\t0.695\t0.164\t0.692\t-1.215\t-0.633\t-0.200\t1.278\t1.272\t0.793\n4\t-0.929\t1.072\t-2.408\t0.118\t-0.558\t-1.372\t1.305\t-2.147\t1.384\t-1.533\t1.053\t-0.779\t-1.954\t-0.453\t0.564\t-0.898\t0.260\t0.690\t1.493\t0.063\t1.166\t0.849\t-0.092\t1.147\t0.894\t-0.166\t0.713\t0.272\n3\t0.608\t-0.406\t-0.731\t0.537\t-1.199\t-1.401\t-1.925\t0.474\t0.043\t-0.564\t1.262\t2.420\t-0.147\t0.498\t-0.105\t1.450\t-0.368\t-0.936\t-1.287\t2.231\t-0.197\t-0.304\t0.030\t-1.561\t1.784\t0.142\t0.400\t1.241\n2\t0.026\t0.924\t-0.438\t-0.398\t-0.541\t0.241\t1.546\t-2.310\t-0.488\t-0.351\t-2.132\t-0.124\t-0.353\t-0.439\t-1.103\t-0.087\t-1.166\t-0.842\t-0.199\t1.022\t0.410\t0.614\t1.962\t0.440\t-1.047\t-0.563\t-0.857\t-0.136\n3\t0.859\t-1.221\t0.442\t0.308\t1.795\t-0.365\t0.045\t-0.067\t-0.517\t1.478\t-0.975\t-1.518\t0.244\t-0.725\t0.254\t0.633\t0.146\t0.024\t-2.062\t0.560\t0.196\t1.874\t1.137\t-1.482\t1.061\t-1.300\t0.834\t1.454\n2\t0.088\t-0.440\t-0.529\t-1.076\t-0.431\t-2.120\t-0.736\t-0.311\t0.610\t-0.040\t0.795\t1.349\t1.058\t0.471\t0.012\t-0.981\t0.740\t1.680\t0.342\t1.917\t-1.526\t-1.154\t0.855\t0.264\t1.314\t-0.015\t-0.868\t-0.214\n1\t-1.570\t-0.420\t-0.901\t0.381\t0.169\t1.292\t-0.054\t0.338\t-0.558\t-1.103\t0.835\t1.243\t0.706\t0.131\t-0.974\t1.142\t0.580\t2.025\t-1.154\t0.863\t0.549\t-0.342\t1.364\t0.402\t-0.937\t-0.118\t-0.949\t-0.469\n1\t-1.389\t1.597\t-0.050\t-1.734\t1.303\t-1.157\t0.255\t1.814\t-0.258\t0.210\t-0.887\t1.644\t0.782\t-0.099\t-1.213\t0.115\t0.667\t0.367\t-0.166\t0.720\t0.594\t0.810\t0.275\t0.453\t-0.271\t1.128\t-1.458\t-0.076\n0\t-0.017\t-0.582\t-1.118\t0.034\t-0.589\t-0.971\t1.004\t-1.289\t0.697\t0.240\t1.366\t-0.474\t-1.346\t-0.635\t-0.041\t0.988\t0.805\t-0.217\t-0.077\t0.697\t1.055\t0.327\t0.288\t0.238\t0.269\t0.270\t-0.997\t-1.618\n4\t1.170\t0.134\t0.080\t0.554\t-0.862\t0.030\t-2.152\t0.876\t-1.561\t1.503\t-0.330\t-0.212\t-0.628\t-0.288\t1.419\t-2.488\t1.277\t0.338\t-1.207\t-1.075\t1.676\t-0.946\t-1.153\t1.137\t0.339\t-0.938\t0.217\t-1.026\n3\t-0.047\t-0.438\t-0.169\t0.151\t-2.722\t-0.558\t-0.809\t0.692\t0.758\t0.170\t0.113\t-2.012\t-0.909\t-0.353\t-0.109\t-0.005\t-1.948\t0.975\t-1.023\t-2.267\t0.783\t-0.912\t0.692\t-1.744\t-0.405\t-0.964\t0.393\t-0.890\n1\t0.085\t1.062\t0.725\t-0.079\t0.660\t-1.007\t0.984\t-0.246\t-0.838\t-0.041\t-0.631\t-1.182\t-0.218\t0.278\t0.796\t0.465\t2.400\t0.268\t1.578\t0.239\t0.693\t0.036\t0.395\t0.577\t1.012\t-1.645\t-0.274\t-0.982\n3\t-0.100\t-0.065\t-0.221\t0.555\t-0.032\t0.779\t0.942\t0.832\t-0.427\t-1.863\t0.151\t0.213\t-1.972\t1.447\t0.460\t1.447\t0.145\t0.254\t0.379\t-0.466\t-1.169\t-1.281\t2.278\t-0.197\t-1.184\t1.783\t1.303\t1.120\n4\t1.623\t-0.747\t1.369\t-0.875\t0.361\t-1.781\t0.640\t-0.221\t-1.745\t-0.471\t1.766\t0.570\t0.113\t0.530\t1.010\t1.524\t-0.291\t0.593\t0.475\t0.107\t-0.186\t1.604\t0.263\t-1.217\t-2.905\t0.954\t-0.430\t-0.152\n1\t-0.424\t-0.766\t0.734\t-1.538\t0.565\t0.684\t-0.880\t-0.820\t-0.223\t0.282\t-0.153\t0.434\t1.763\t-0.508\t-1.715\t0.826\t1.683\t0.393\t-1.088\t-0.124\t-1.119\t0.643\t-1.351\t-0.300\t-1.004\t0.127\t-0.366\t0.177\n1\t-0.141\t-0.375\t0.039\t-1.089\t0.839\t0.908\t1.583\t0.440\t-0.131\t0.114\t0.578\t-0.022\t1.164\t1.036\t-2.167\t-0.129\t-0.290\t-1.479\t0.780\t0.080\t-0.347\t-0.327\t0.407\t0.146\t1.512\t1.744\t-1.418\t-0.008\n0\t0.040\t0.848\t0.428\t1.039\t-1.620\t-0.193\t0.854\t-0.096\t0.748\t-0.438\t1.381\t-0.347\t-0.786\t-0.244\t0.869\t-0.243\t-2.255\t-0.691\t0.008\t0.133\t0.842\t-0.459\t-0.632\t-0.035\t-0.373\t-0.301\t-0.718\t0.800\n3\t0.773\t-1.069\t-0.814\t-1.562\t0.670\t-1.959\t0.393\t-0.124\t1.743\t0.033\t0.848\t0.511\t-0.103\t1.115\t0.380\t0.899\t-0.928\t0.528\t0.802\t-1.089\t-0.074\t-1.738\t-1.587\t-0.060\t1.800\t1.878\t-0.305\t-0.951\n2\t0.119\t0.090\t0.042\t1.684\t0.055\t-2.048\t0.843\t-2.131\t0.703\t0.423\t0.514\t0.156\t1.055\t1.448\t-2.167\t0.457\t-0.407\t0.484\t-0.177\t-1.231\t0.312\t-0.036\t-1.457\t0.567\t0.887\t1.318\t-0.542\t-0.190\n3\t-0.495\t-1.234\t1.972\t0.987\t-1.285\t-0.261\t-0.777\t0.100\t0.047\t1.647\t0.501\t0.380\t1.254\t1.566\t0.185\t-1.746\t0.794\t-1.932\t-0.516\t1.224\t0.448\t-1.924\t0.609\t0.084\t-0.199\t0.763\t-0.074\t-0.944\n3\t-0.679\t-0.298\t0.776\t-0.311\t1.109\t-0.611\t-0.081\t1.422\t0.340\t1.402\t1.119\t-2.558\t-0.685\t1.846\t-0.681\t0.429\t1.057\t1.438\t-0.408\t0.766\t0.906\t-1.147\t1.005\t0.992\t0.113\t0.823\t1.203\t-0.590\n3\t0.129\t-0.139\t1.178\t-0.417\t-1.110\t-2.528\t0.025\t-0.053\t1.269\t-0.868\t0.750\t-2.483\t-1.299\t0.384\t0.689\t-1.659\t-0.795\t0.045\t-0.095\t0.548\t0.913\t-1.278\t0.444\t-0.720\t0.336\t-0.467\t1.077\t0.587\n0\t-0.702\t-0.421\t0.565\t-0.969\t0.604\t-0.635\t0.596\t-0.087\t1.831\t-1.073\t0.680\t0.328\t-0.270\t0.429\t-0.567\t0.125\t-0.576\t0.190\t0.352\t-0.129\t0.614\t-0.305\t0.268\t-1.163\t-0.437\t-0.125\t1.474\t0.217\n4\t-2.475\t0.886\t-0.559\t0.139\t1.800\t0.624\t-2.898\t-1.225\t-1.841\t-0.834\t-0.271\t2.555\t1.007\t0.356\t0.444\t0.475\t-1.752\t-1.409\t0.455\t0.005\t0.302\t1.605\t-0.692\t-0.370\t0.247\t-1.702\t-1.473\t1.363\n1\t0.234\t1.165\t0.625\t-0.169\t1.352\t-2.365\t2.052\t-1.706\t-0.627\t-0.041\t-0.146\t1.006\t-1.058\t0.261\t-0.578\t0.295\t-0.065\t0.093\t-0.550\t-0.510\t0.287\t0.944\t-0.598\t-0.869\t0.613\t-0.033\t0.830\t-0.906\n4\t0.239\t0.660\t0.660\t0.150\t0.242\t-1.624\t-0.016\t1.861\t-0.833\t-0.795\t-1.154\t0.354\t0.565\t-3.307\t0.480\t-0.003\t0.681\t-0.688\t0.261\t0.755\t0.463\t1.453\t1.968\t0.642\t-0.783\t-1.577\t0.855\t-1.566\n1\t0.502\t0.646\t-0.134\t-0.507\t0.545\t-0.194\t-0.434\t1.905\t1.211\t1.020\t1.095\t0.724\t-1.339\t-2.340\t0.926\t-1.066\t-0.767\t-0.096\t0.946\t-0.154\t0.445\t0.759\t0.194\t-0.570\t0.768\t-1.080\t0.993\t0.481\n2\t-0.551\t-0.509\t-0.629\t-0.183\t-1.389\t0.762\t2.809\t0.595\t-0.923\t0.676\t-1.544\t-0.769\t-0.438\t1.045\t0.698\t-1.428\t0.814\t-0.555\t0.608\t-0.759\t-0.106\t-0.825\t-0.103\t-1.186\t-0.853\t-0.636\t-0.970\t-0.379\n0\t0.317\t-0.862\t-0.661\t-1.050\t-0.625\t0.658\t-0.904\t0.084\t0.314\t-0.055\t-1.616\t0.749\t-1.165\t-0.575\t-0.460\t-0.032\t0.096\t0.686\t-0.312\t-1.217\t1.087\t-0.401\t-0.185\t-1.001\t-0.866\t1.442\t-1.375\t-1.227\n2\t1.295\t-1.424\t0.720\t0.759\t-0.917\t0.024\t-0.574\t0.122\t1.850\t-0.872\t0.297\t-0.921\t0.726\t0.322\t0.595\t-0.528\t-1.141\t-1.589\t0.009\t0.537\t0.395\t0.736\t-0.539\t-0.096\t-2.346\t-0.136\t1.741\t0.186\n2\t-0.902\t1.009\t0.498\t1.890\t0.193\t-0.109\t-0.515\t-1.743\t-0.318\t-0.276\t0.262\t-1.423\t-0.239\t0.576\t0.676\t-1.860\t0.706\t-0.247\t-0.185\t-2.365\t1.494\t0.177\t-1.531\t0.375\t0.344\t1.223\t-0.310\t0.012\n4\t0.293\t2.058\t-0.064\t1.726\t-2.107\t-1.162\t-0.668\t0.584\t1.774\t-0.591\t0.978\t2.237\t1.565\t-0.404\t0.869\t0.339\t-0.659\t0.427\t-0.474\t0.124\t-1.378\t-1.763\t-0.287\t0.318\t-1.128\t0.526\t0.043\t0.650\n0\t-0.453\t1.030\t1.369\t1.411\t-1.277\t0.654\t-0.872\t0.149\t0.963\t-0.261\t0.221\t-0.619\t1.092\t-0.217\t-0.534\t0.340\t0.920\t-1.395\t0.458\t-0.498\t0.667\t-0.518\t-0.863\t-0.710\t0.166\t0.536\t-0.625\t0.055\n4\t-0.446\t0.198\t1.310\t3.277\t-2.081\t-0.440\t0.269\t-0.536\t0.145\t0.523\t-0.432\t0.409\t-1.183\t-0.852\t0.814\t0.642\t1.466\t0.735\t1.193\t-0.123\t-1.412\t-0.993\t0.997\t0.873\t1.364\t0.885\t0.350\t1.414\n3\t0.031\t-0.215\t-0.628\t1.656\t1.033\t0.583\t-1.134\t-1.183\t-0.032\t-0.513\t-1.139\t0.104\t-1.884\t-0.091\t0.509\t0.477\t-1.805\t-1.853\t-0.213\t-0.631\t-1.217\t-2.152\t-0.882\t-0.102\t-0.236\t-1.203\t-1.003\t-0.341\n3\t-0.068\t0.861\t0.821\t0.008\t0.229\t-0.127\t-0.973\t-0.057\t-0.735\t-0.996\t-2.419\t-0.409\t0.785\t1.223\t0.446\t-1.296\t-0.155\t-1.155\t1.909\t-0.387\t-0.494\t0.923\t-0.039\t1.072\t-1.123\t0.089\t0.507\t-2.618\n2\t-0.162\t-0.976\t-0.442\t0.360\t0.333\t0.253\t-0.060\t0.861\t-0.257\t1.392\t-1.848\t0.657\t0.488\t-0.675\t-0.355\t0.465\t0.916\t-1.749\t0.628\t-0.458\t1.125\t-1.839\t2.445\t-0.886\t1.430\t-0.069\t-0.819\t0.265\n4\t0.504\t0.625\t-1.072\t-1.308\t-1.463\t0.978\t0.915\t0.649\t1.503\t1.778\t-0.993\t-0.394\t0.780\t-2.761\t-0.251\t0.963\t-0.349\t0.732\t-2.000\t0.284\t-0.461\t-0.225\t-0.948\t1.599\t0.069\t0.146\t2.062\t-0.925\n3\t0.734\t2.364\t-0.676\t-2.348\t-0.057\t-0.291\t-1.156\t0.832\t-0.654\t0.224\t0.443\t0.033\t-0.376\t-0.022\t-0.852\t0.164\t0.455\t-1.326\t-0.935\t-0.273\t-0.641\t-1.041\t0.023\t0.528\t-2.463\t0.238\t1.019\t-1.302\n1\t1.557\t-0.973\t-0.233\t-0.885\t1.277\t-0.502\t1.155\t1.453\t0.413\t0.293\t0.039\t-0.317\t-0.437\t-0.147\t1.824\t-1.042\t0.205\t0.711\t-0.284\t0.416\t-1.505\t1.325\t1.131\t-0.098\t-0.880\t0.793\t-1.148\t-1.005\n4\t0.906\t-0.700\t0.947\t0.448\t-1.573\t1.247\t0.707\t-0.238\t0.936\t0.457\t-0.726\t0.641\t-0.838\t-0.092\t0.214\t1.215\t0.480\t-0.619\t-1.711\t-0.213\t2.560\t1.493\t-0.841\t1.794\t1.317\t-0.662\t2.700\t-0.320\n3\t0.822\t0.645\t-0.228\t0.426\t-0.242\t-1.393\t-0.364\t0.800\t1.065\t1.069\t-0.016\t1.268\t-0.977\t2.660\t-0.029\t0.094\t-1.201\t-0.470\t0.710\t0.517\t-1.432\t0.311\t-1.670\t1.230\t1.244\t-1.031\t0.214\t-1.412\n1\t0.548\t-0.841\t0.382\t1.325\t1.361\t1.110\t-1.280\t-1.127\t0.303\t0.483\t1.677\t-0.113\t-1.035\t0.200\t0.606\t-0.534\t-1.018\t0.337\t-1.716\t-0.534\t1.020\t0.142\t0.281\t-0.541\t-0.950\t-1.955\t-0.854\t0.675\n1\t-0.594\t-0.265\t-1.290\t1.153\t-0.324\t-0.083\t0.077\t0.246\t2.009\t-1.292\t0.600\t1.375\t0.413\t-0.756\t-1.191\t-1.421\t-0.450\t1.062\t-0.180\t0.196\t-0.965\t-0.232\t0.868\t0.864\t-0.718\t0.645\t0.144\t1.399\n2\t-0.722\t-1.183\t0.365\t0.923\t0.575\t-1.643\t0.937\t0.015\t1.211\t-1.404\t1.166\t-0.058\t2.165\t0.354\t0.677\t-0.540\t-0.310\t-0.167\t0.118\t-0.241\t0.640\t1.110\t0.593\t0.238\t-0.326\t-2.949\t0.722\t-0.721\n4\t1.864\t0.621\t0.746\t-1.215\t1.305\t0.592\t0.829\t0.359\t2.148\t2.042\t1.526\t1.861\t-0.648\t-0.313\t0.564\t2.389\t-1.619\t-0.830\t0.206\t-1.181\t0.985\t1.445\t0.310\t1.480\t1.162\t1.222\t-0.730\t0.748\n2\t2.179\t-1.287\t0.360\t-0.399\t0.582\t0.182\t-0.844\t1.000\t-0.065\t0.356\t0.853\t0.844\t-0.531\t-0.293\t-0.326\t-1.123\t-0.120\t0.467\t-0.988\t0.095\t0.955\t1.096\t-1.726\t-2.592\t-0.128\t-0.423\t-1.248\t-0.273\n1\t0.420\t-1.552\t-0.387\t-0.500\t1.955\t0.292\t-1.077\t-0.777\t-0.379\t0.362\t0.485\t0.200\t-0.210\t-0.136\t-0.129\t-1.783\t-0.061\t-0.577\t-1.653\t2.418\t0.311\t0.013\t-0.371\t0.730\t-1.162\t-0.313\t-0.952\t0.722\n3\t-0.436\t-0.481\t1.856\t-1.199\t-0.102\t0.339\t-0.980\t0.487\t-0.400\t0.374\t-0.108\t-2.051\t1.306\t2.070\t-0.177\t-0.898\t1.506\t1.890\t-0.169\t-0.219\t-0.080\t-1.675\t-0.291\t1.715\t-0.169\t-1.040\t0.497\t-0.667\n4\t-3.040\t0.398\t-0.894\t1.430\t0.936\t0.185\t1.080\t2.396\t-0.050\t0.345\t-1.246\t-0.866\t-0.916\t0.053\t0.376\t-0.677\t0.285\t0.999\t0.181\t1.092\t-1.753\t-1.581\t0.635\t0.246\t0.081\t0.116\t-1.133\t-1.705\n2\t-0.282\t0.512\t-0.875\t0.506\t0.735\t-1.116\t-0.534\t-0.905\t-0.528\t1.601\t0.257\t1.948\t1.483\t1.131\t1.454\t1.160\t1.705\t0.545\t0.686\t0.658\t-0.439\t0.846\t1.258\t-0.600\t-0.857\t-0.551\t1.357\t-0.237\n0\t0.323\t1.279\t1.583\t0.036\t1.822\t-1.258\t0.614\t-0.162\t0.705\t0.392\t1.007\t0.070\t1.583\t0.325\t-0.349\t0.208\t-0.596\t-1.200\t-0.255\t1.259\t0.151\t0.662\t0.657\t-1.533\t0.321\t-0.515\t0.189\t0.595\n4\t2.082\t1.327\t-0.675\t0.149\t-0.213\t2.319\t-1.497\t0.177\t-0.761\t-0.784\t1.223\t-1.349\t-0.598\t0.372\t1.173\t1.256\t1.516\t0.677\t-0.896\t1.195\t-0.073\t2.220\t0.845\t0.422\t0.013\t-1.042\t-0.292\t1.347\n3\t-0.918\t0.725\t-0.791\t0.208\t-0.110\t-0.085\t0.169\t-0.619\t0.906\t-0.812\t0.838\t-0.371\t-1.988\t-0.781\t1.309\t1.158\t-1.954\t-0.740\t-1.942\t0.100\t-0.678\t0.355\t0.674\t1.512\t1.725\t1.923\t0.929\t-0.147\n2\t-1.468\t-0.874\t0.730\t-1.201\t-1.041\t-1.046\t-1.846\t-1.147\t1.000\t-0.717\t-1.749\t-0.512\t0.511\t-1.831\t0.953\t-1.441\t-0.395\t-0.408\t-0.561\t-0.065\t0.779\t-0.041\t-0.606\t0.457\t0.207\t-0.670\t0.042\t-0.752\n2\t-2.127\t-1.707\t-0.110\t0.181\t0.510\t-0.299\t-1.758\t-1.360\t-0.611\t-0.152\t0.642\t-0.219\t-0.916\t-1.068\t0.278\t0.253\t-0.410\t-0.553\t-0.240\t1.791\t-0.895\t-1.616\t-0.415\t0.303\t-0.710\t0.871\t-1.491\t-0.265\n0\t-0.631\t0.773\t-0.068\t-0.545\t-1.090\t-0.997\t-0.715\t0.457\t-0.517\t0.178\t0.158\t0.769\t-0.822\t1.616\t-1.759\t-0.326\t-0.425\t-0.790\t-2.204\t1.213\t0.829\t0.499\t-0.726\t-0.506\t-0.336\t-0.240\t0.795\t-0.495\n3\t-0.300\t2.846\t0.216\t-0.818\t-0.793\t0.627\t-0.072\t-0.041\t-0.446\t-1.201\t0.093\t2.077\t-0.115\t-0.093\t0.608\t-0.006\t-0.877\t-0.473\t-0.542\t0.831\t-0.618\t-1.161\t1.143\t0.864\t0.301\t-0.694\t-2.491\t2.226\n1\t-0.149\t-1.757\t-1.002\t0.814\t0.396\t0.345\t-0.600\t-1.501\t0.096\t0.415\t1.829\t-0.832\t0.648\t0.564\t-1.845\t0.312\t-0.868\t0.568\t0.738\t-0.665\t0.408\t1.871\t0.332\t-0.318\t0.209\t-0.567\t-0.844\t1.002\n0\t0.889\t-0.038\t0.025\t0.293\t-0.727\t0.339\t-0.585\t-0.883\t-2.098\t-0.481\t-1.105\t-0.861\t-1.072\t-0.501\t1.344\t-0.058\t-0.195\t0.049\t0.900\t-1.373\t0.129\t-0.526\t0.293\t0.241\t-0.169\t-0.955\t-0.165\t-1.256\n0\t-0.281\t0.249\t0.227\t-0.100\t0.755\t0.093\t0.482\t0.214\t-0.605\t-0.269\t0.555\t0.551\t1.245\t1.859\t-0.521\t0.135\t-0.193\t-1.107\t0.565\t0.778\t-1.077\t-0.374\t-0.472\t-1.508\t-0.036\t-1.145\t0.159\t0.269\n3\t-0.764\t2.053\t1.855\t1.141\t-0.676\t1.477\t-0.088\t0.173\t-0.820\t0.003\t-0.102\t0.333\t-1.860\t-0.643\t-1.248\t0.452\t1.378\t-0.424\t-0.069\t-1.238\t-0.142\t-0.305\t-0.593\t2.694\t-0.767\t-0.533\t-0.796\t-0.440\n2\t0.151\t-0.257\t0.667\t0.457\t-0.620\t-0.666\t-1.153\t0.257\t0.907\t-0.591\t-1.066\t0.503\t1.579\t1.990\t1.515\t-0.049\t-0.901\t0.608\t-0.071\t-0.199\t1.901\t1.385\t0.637\t-0.096\t0.008\t-1.544\t1.046\t1.297\n2\t-0.465\t-0.034\t1.147\t0.308\t0.640\t-1.205\t-0.220\t-0.369\t0.236\t0.071\t-0.089\t0.351\t1.452\t-0.924\t-0.019\t-0.723\t2.482\t-2.130\t-1.146\t-1.116\t1.005\t1.655\t0.359\t0.191\t-0.035\t-0.068\t1.151\t-0.980\n3\t-2.684\t-0.770\t1.219\t-0.986\t-0.783\t0.856\t-0.013\t0.279\t0.284\t1.178\t0.128\t0.392\t1.059\t1.382\t0.372\t-1.129\t1.564\t-0.671\t1.221\t-0.771\t2.113\t0.495\t1.276\t-0.372\t0.099\t1.025\t1.680\t-0.361\n1\t-0.264\t-1.092\t-0.665\t0.048\t-0.203\t-0.245\t0.272\t0.992\t0.283\t-0.484\t-1.215\t-0.156\t-2.044\t1.090\t0.097\t1.770\t1.339\t0.551\t-0.500\t-0.371\t1.558\t0.482\t-1.314\t-0.333\t1.411\t1.102\t0.408\t1.364\n2\t0.337\t0.456\t1.396\t-0.860\t1.963\t0.657\t-0.740\t-0.717\t-0.267\t-0.145\t-1.818\t-0.186\t1.598\t0.836\t-0.567\t-0.006\t-1.506\t0.809\t-0.414\t-0.559\t-0.197\t-2.026\t-1.022\t0.330\t-0.897\t0.677\t-0.436\t-0.855\n2\t-0.674\t-0.370\t1.399\t1.507\t-0.241\t-0.067\t1.052\t1.068\t0.366\t0.663\t0.250\t-2.303\t0.865\t-1.315\t-1.051\t-0.244\t-0.563\t-0.618\t2.062\t1.119\t0.384\t1.021\t1.716\t-0.930\t-0.427\t0.421\t0.047\t-0.394\n0\t0.501\t0.174\t-1.436\t0.277\t-0.278\t-0.330\t-1.578\t0.160\t-0.074\t-0.123\t-0.993\t0.619\t-0.728\t0.073\t-0.469\t0.467\t0.410\t1.174\t0.254\t-0.416\t1.172\t-1.306\t0.191\t1.340\t1.647\t-0.119\t0.728\t-1.149\n3\t-0.152\t1.349\t-1.215\t-1.516\t-1.904\t-0.420\t0.620\t-0.735\t-0.725\t-0.393\t-1.505\t-0.192\t2.335\t-1.222\t0.497\t0.549\t-0.235\t0.302\t0.358\t-0.399\t-0.004\t1.057\t0.616\t-0.874\t0.339\t-0.778\t-0.511\t2.240\n0\t-0.658\t-0.895\t-0.115\t0.771\t-1.171\t0.793\t-0.656\t-0.175\t0.228\t0.608\t0.125\t-0.142\t-1.339\t-0.055\t1.309\t0.034\t-0.732\t-0.611\t-1.296\t-0.552\t1.017\t0.312\t-1.886\t0.270\t0.596\t0.215\t-0.371\t0.367\n0\t0.192\t0.836\t-0.623\t0.119\t-1.316\t-0.339\t-0.562\t1.058\t1.706\t-1.176\t0.908\t0.681\t-0.549\t-0.752\t-0.764\t-0.377\t-0.359\t-0.153\t-0.510\t0.806\t0.509\t-0.173\t-0.539\t-0.566\t0.439\t0.056\t0.199\t0.858\n3\t0.932\t0.444\t-0.717\t-0.618\t-2.126\t0.078\t-0.141\t1.318\t-0.205\t-0.436\t-0.428\t-0.912\t1.360\t1.677\t-0.758\t-0.609\t-0.468\t-0.631\t0.387\t0.686\t-1.680\t1.880\t0.342\t-0.968\t-0.960\t-0.684\t0.169\t2.493\n3\t-0.592\t-0.261\t-0.602\t-0.617\t0.078\t1.173\t-0.729\t0.487\t1.328\t-0.488\t1.529\t-1.623\t-0.598\t1.389\t-0.046\t0.361\t0.272\t2.445\t-0.412\t-1.733\t-2.373\t0.038\t1.035\t-0.884\t0.490\t-0.777\t-1.342\t-0.501\n2\t-0.637\t-0.844\t2.410\t0.543\t-1.373\t2.494\t0.149\t-0.719\t-0.201\t1.608\t-0.711\t-0.416\t0.562\t-0.230\t1.373\t-0.767\t-0.685\t-0.369\t-0.267\t0.347\t-0.199\t-0.718\t0.503\t-0.784\t0.841\t-1.922\t0.247\t-0.067\n2\t-0.744\t-0.220\t-0.779\t0.814\t0.474\t1.546\t-0.062\t0.396\t0.307\t0.542\t0.448\t-0.748\t0.142\t0.041\t2.217\t-1.715\t0.795\t1.541\t-0.907\t2.172\t0.192\t-0.187\t0.118\t0.213\t0.269\t-1.155\t0.478\t-1.703\n3\t-0.108\t1.241\t1.238\t0.476\t0.270\t-0.104\t2.698\t-0.685\t-0.447\t0.302\t-0.907\t1.049\t-1.471\t-0.714\t-0.402\t-1.005\t1.041\t-1.315\t-0.963\t-0.677\t0.843\t1.452\t0.522\t-1.314\t-0.620\t1.572\t0.029\t-1.446\n3\t1.592\t1.010\t-1.241\t-0.984\t0.108\t-0.034\t-0.508\t-0.108\t-0.053\t1.026\t-0.467\t-0.495\t2.543\t-0.779\t-2.117\t-0.286\t-0.488\t1.427\t0.286\t1.373\t-0.642\t-0.288\t0.903\t0.808\t-1.413\t-0.427\t0.483\t-1.367\n0\t-0.110\t0.225\t0.889\t0.974\t-0.249\t0.355\t-0.114\t0.901\t0.770\t0.674\t-0.182\t1.222\t0.577\t-0.388\t0.117\t-0.680\t0.464\t0.328\t-0.094\t-1.038\t0.582\t0.274\t-1.310\t0.656\t-0.263\t-1.045\t0.530\t-0.865\n1\t-0.106\t-0.775\t-0.518\t-0.018\t-0.015\t0.527\t0.571\t1.219\t-1.506\t0.913\t-0.341\t0.658\t0.339\t-0.577\t1.520\t0.761\t0.421\t2.190\t-0.974\t0.025\t0.562\t-1.067\t-0.664\t0.997\t-0.496\t0.872\t-0.630\t2.020\n4\t-1.206\t-0.037\t-1.611\t0.476\t2.234\t-0.640\t-0.169\t-0.119\t0.986\t0.406\t0.920\t-0.506\t0.434\t-3.368\t0.667\t-1.218\t-0.328\t0.745\t-1.536\t1.089\t-0.124\t1.453\t-0.903\t-1.813\t-0.029\t0.587\t0.671\t-1.135\n4\t0.291\t-1.143\t-0.926\t0.316\t-1.875\t2.203\t1.749\t0.601\t0.568\t2.109\t1.459\t0.166\t0.293\t1.049\t0.801\t0.183\t2.006\t-1.453\t0.183\t0.990\t-1.814\t-0.441\t-0.243\t-0.720\t2.133\t-0.167\t0.509\t1.794\n1\t0.662\t-0.106\t-0.290\t0.417\t0.057\t0.521\t-0.068\t-0.859\t0.498\t-0.111\t1.004\t0.704\t-0.981\t1.613\t-0.092\t-1.138\t-0.593\t-0.186\t0.949\t-2.145\t-1.523\t-0.931\t1.574\t0.987\t-0.822\t-0.700\t0.908\t0.231\n4\t-0.283\t-0.385\t1.348\t-2.921\t-0.494\t-0.565\t0.620\t1.015\t1.070\t-0.618\t0.259\t-0.524\t1.041\t0.276\t-0.065\t0.193\t0.931\t0.324\t-0.297\t-0.196\t0.732\t-1.024\t0.953\t-1.937\t0.073\t-0.665\t2.851\t-2.324\n3\t0.525\t0.482\t-0.721\t1.578\t1.294\t0.767\t-0.515\t-1.864\t-0.928\t0.116\t-0.716\t-0.020\t-0.209\t0.123\t-0.847\t1.407\t1.487\t0.841\t0.849\t1.495\t-1.647\t-2.223\t0.737\t1.777\t-0.302\t0.177\t-0.469\t0.155\n3\t-0.046\t-0.763\t1.319\t0.706\t0.484\t0.829\t0.176\t0.659\t-2.491\t-1.226\t-0.697\t0.716\t0.197\t1.740\t-2.464\t0.523\t0.366\t-2.000\t0.868\t0.125\t-1.615\t-1.117\t-0.562\t-0.228\t1.346\t0.394\t0.360\t0.711\n4\t1.481\t0.119\t-2.674\t0.408\t1.081\t-2.256\t1.621\t0.820\t0.674\t-0.294\t-0.390\t-0.908\t1.297\t0.883\t-1.160\t-0.099\t1.632\t-0.186\t0.123\t-1.747\t1.221\t-1.367\t-0.768\t0.845\t0.001\t-0.876\t-0.808\t-0.144\n1\t0.640\t0.452\t0.754\t-2.024\t-1.553\t1.005\t-1.505\t0.402\t-0.352\t-0.996\t0.350\t0.201\t2.110\t-0.625\t1.440\t0.352\t-0.661\t0.799\t0.566\t0.036\t0.266\t-0.597\t-0.826\t0.759\t-0.224\t-0.080\t0.280\t0.265\n4\t0.320\t1.115\t-1.505\t1.740\t0.330\t0.110\t-0.952\t-0.637\t-0.378\t-1.426\t-0.315\t-0.892\t0.683\t-3.046\t-0.247\t-0.968\t0.003\t2.354\t1.674\t-0.495\t-0.185\t-0.838\t-0.151\t0.736\t-1.314\t1.567\t0.914\t0.871\n3\t-0.985\t-1.514\t1.187\t0.649\t0.868\t-1.772\t0.886\t-1.636\t-0.122\t-0.744\t-0.457\t-1.628\t-0.008\t0.293\t-0.407\t0.617\t-2.083\t0.293\t0.982\t0.115\t0.411\t-1.417\t-1.393\t-1.412\t1.576\t-0.857\t-0.495\t-0.473\n1\t0.934\t-0.172\t-0.290\t0.161\t-0.429\t0.311\t0.532\t0.191\t-0.643\t0.645\t0.952\t0.659\t-1.210\t-1.371\t-1.265\t1.453\t0.989\t-0.488\t-1.306\t0.485\t-1.816\t-1.975\t0.165\t-0.395\t0.561\t0.841\t-0.383\t-0.908\n4\t0.633\t0.715\t1.669\t0.129\t-0.946\t-0.430\t-0.403\t-0.920\t-2.513\t0.231\t0.034\t1.914\t1.850\t0.680\t0.563\t-0.830\t0.189\t-0.117\t0.146\t-0.769\t0.419\t-1.369\t3.035\t1.447\t1.327\t-1.275\t-1.621\t0.275\n3\t-1.018\t-1.993\t1.273\t1.879\t-0.147\t0.932\t0.697\t0.847\t-0.728\t1.731\t0.051\t0.472\t-0.027\t-0.669\t-0.444\t2.723\t-0.321\t0.282\t-0.466\t0.516\t0.518\t-0.169\t-1.587\t0.588\t1.208\t-0.533\t-0.124\t-1.634\n0\t0.405\t-1.356\t-0.162\t0.067\t0.339\t-0.806\t-0.357\t0.524\t-0.083\t0.120\t0.690\t0.714\t-0.530\t-0.048\t-1.626\t0.666\t0.076\t2.119\t-0.685\t-1.746\t-1.528\t-0.093\t0.558\t0.001\t0.698\t0.542\t0.033\t-0.221\n4\t-0.060\t0.634\t-0.741\t-1.014\t0.908\t-1.436\t0.931\t-0.336\t-1.211\t1.366\t-1.799\t1.118\t2.888\t1.704\t-0.308\t1.537\t1.138\t-0.825\t-0.975\t0.250\t0.544\t1.041\t0.996\t0.222\t-0.501\t0.911\t1.128\t0.141\n1\t-1.653\t1.047\t0.224\t-0.440\t0.120\t0.007\t-0.385\t0.019\t-0.095\t-0.765\t0.904\t0.326\t-0.432\t0.310\t1.378\t1.529\t1.755\t1.151\t-0.332\t-0.819\t-0.641\t-0.051\t0.348\t-1.697\t1.145\t-1.526\t0.933\t-1.111\n4\t2.718\t-1.821\t1.626\t1.162\t-0.583\t1.883\t0.467\t-0.227\t-1.780\t0.102\t0.041\t2.239\t-0.946\t-0.886\t-0.511\t2.656\t-1.150\t1.308\t-1.558\t0.432\t0.098\t-0.700\t0.718\t-0.800\t-1.615\t-0.312\t-0.917\t0.259\n3\t0.206\t-1.834\t-0.167\t0.693\t-0.024\t0.118\t0.461\t0.088\t-1.623\t1.458\t2.614\t1.525\t-0.214\t-0.886\t1.514\t0.143\t0.930\t-0.992\t0.511\t0.387\t1.385\t0.818\t0.167\t1.892\t-0.269\t1.534\t0.565\t0.742\n1\t0.456\t2.504\t0.494\t-0.694\t-1.385\t-0.560\t-0.457\t0.829\t-0.618\t-0.992\t0.538\t-0.619\t0.577\t-0.846\t-0.472\t-0.582\t0.411\t-0.144\t-1.222\t-1.305\t-0.316\t-1.415\t-0.414\t0.256\t-1.182\t0.848\t1.384\t1.083\n3\t0.257\t-1.163\t-2.549\t0.137\t0.220\t-0.616\t0.912\t2.034\t-0.399\t-0.747\t1.717\t-0.221\t0.659\t-0.607\t1.140\t-1.244\t0.145\t0.296\t-0.183\t-0.636\t1.793\t0.809\t-0.865\t-1.884\t1.479\t-0.926\t0.062\t0.092\n3\t2.133\t-0.212\t-0.355\t0.149\t1.672\t0.854\t0.899\t-0.215\t1.517\t-0.229\t-1.372\t-0.067\t-0.008\t-0.982\t-0.595\t-0.700\t1.258\t-0.430\t0.637\t0.747\t0.914\t0.661\t0.315\t-2.394\t-1.790\t-0.857\t-0.592\t-0.665\n2\t-0.901\t-0.085\t0.267\t-2.193\t-0.030\t-1.330\t-0.336\t-0.857\t-0.098\t-0.448\t0.207\t0.748\t0.561\t1.855\t-0.469\t1.398\t-1.012\t-1.757\t0.531\t1.504\t-0.810\t0.527\t-0.790\t1.092\t1.049\t0.362\t-1.134\t0.398\n1\t-1.638\t0.487\t-0.011\t0.834\t0.213\t-0.813\t-1.037\t-0.402\t-0.121\t0.194\t-0.571\t1.706\t0.535\t0.874\t-0.139\t-1.038\t0.883\t-0.993\t-2.023\t0.566\t-0.756\t-0.334\t0.694\t-0.930\t-1.602\t1.219\t-0.058\t1.257\n1\t-0.383\t-2.124\t-0.157\t0.892\t1.076\t0.302\t0.664\t-1.092\t-1.117\t-1.419\t-0.116\t-0.546\t-0.427\t0.907\t-0.076\t0.368\t-0.431\t0.982\t-0.790\t-1.706\t-0.173\t-0.554\t-1.016\t0.669\t0.519\t0.474\t-0.172\t-1.692\n0\t0.115\t-0.532\t0.559\t-1.085\t-1.306\t-0.780\t0.795\t0.858\t0.106\t-0.207\t-0.040\t0.670\t-2.067\t0.411\t0.764\t0.762\t0.319\t0.559\t1.585\t-0.655\t-0.045\t-0.191\t1.181\t-0.327\t-0.878\t-0.697\t-1.529\t-0.211\n0\t-0.676\t-0.531\t2.118\t0.616\t-0.560\t0.192\t-1.990\t-1.047\t-0.397\t-0.077\t-0.138\t0.442\t-0.153\t0.236\t-0.341\t-0.324\t0.466\t-0.560\t0.859\t0.107\t0.050\t2.244\t-1.102\t1.470\t-0.261\t-0.066\t0.252\t0.027\n4\t0.235\t-0.254\t1.144\t0.527\t-1.609\t1.484\t2.381\t1.993\t0.473\t-1.094\t0.165\t-1.289\t1.021\t0.564\t2.218\t0.840\t-0.822\t1.363\t-0.063\t-0.140\t0.317\t-0.465\t-0.569\t2.438\t1.235\t0.639\t0.070\t-1.420\n2\t1.126\t1.602\t0.978\t1.271\t-0.345\t-0.636\t-0.779\t0.644\t0.227\t-0.077\t1.295\t0.405\t-0.839\t-0.681\t0.682\t1.042\t0.552\t1.897\t1.635\t0.441\t-0.839\t-1.310\t-0.387\t0.753\t1.827\t0.417\t1.169\t-0.245\n1\t-0.724\t2.929\t0.979\t-0.036\t0.529\t0.098\t-0.157\t1.715\t0.235\t-1.002\t0.249\t0.106\t-0.070\t0.381\t-0.244\t-1.880\t0.549\t-0.494\t-0.167\t-0.179\t0.586\t0.640\t-0.620\t0.619\t-0.742\t1.554\t-1.125\t0.582\n2\t0.799\t-0.644\t-0.760\t0.742\t1.036\t1.516\t0.132\t0.433\t0.403\t-2.134\t1.185\t0.827\t0.355\t0.285\t0.136\t2.123\t-1.809\t-0.458\t0.037\t1.195\t0.367\t-0.677\t-0.846\t0.192\t-0.354\t2.090\t0.231\t-0.701\n0\t-1.380\t-0.807\t1.365\t-0.203\t1.188\t-0.150\t-0.968\t-0.303\t-0.968\t-0.566\t0.201\t0.512\t-1.590\t-0.017\t-0.587\t-0.648\t0.133\t-0.550\t1.382\t1.188\t1.182\t-0.495\t-0.962\t0.082\t-0.150\t-0.609\t-1.176\t-0.042\n1\t0.487\t-2.143\t-0.205\t0.468\t-0.668\t0.636\t-1.668\t1.115\t-0.924\t-0.787\t-0.183\t0.173\t0.070\t1.216\t0.334\t-0.388\t-0.026\t-1.693\t0.196\t0.881\t-1.886\t0.985\t0.022\t0.559\t-0.998\t0.601\t-1.351\t0.532\n0\t0.242\t-0.310\t0.118\t-1.235\t0.865\t0.250\t0.362\t-0.279\t-0.328\t0.525\t1.590\t-1.394\t-1.444\t0.266\t-0.332\t0.124\t-0.024\t0.622\t-0.286\t-1.208\t-0.790\t-0.160\t-1.255\t-0.037\t0.061\t-0.358\t0.209\t-1.614\n0\t-0.121\t-0.894\t-1.556\t0.986\t1.019\t0.560\t0.876\t0.954\t0.209\t-0.888\t0.572\t0.737\t-0.193\t-0.119\t-0.002\t-0.408\t0.117\t-0.931\t0.286\t-0.956\t-1.275\t1.024\t-1.327\t0.752\t-0.313\t-1.863\t-0.663\t-0.448\n3\t-1.625\t0.173\t-0.789\t0.230\t1.462\t1.136\t-0.313\t-0.122\t-1.889\t-0.998\t1.053\t1.098\t1.909\t-0.810\t-0.109\t-1.181\t0.023\t1.235\t0.600\t-0.505\t-0.005\t-1.398\t-0.830\t0.412\t1.354\t0.025\t1.757\t1.421\n3\t-0.836\t0.460\t0.230\t2.014\t-1.097\t0.991\t0.130\t-0.974\t-2.675\t-0.636\t-0.509\t-0.512\t0.902\t-0.458\t0.273\t-1.394\t0.389\t-1.299\t0.676\t0.967\t-1.499\t1.923\t-0.455\t0.362\t0.765\t-0.674\t-0.701\t-0.424\n3\t0.068\t-0.332\t0.254\t-1.548\t1.013\t-1.507\t-0.664\t-0.453\t0.249\t1.620\t1.031\t-1.472\t-0.886\t-1.399\t-1.300\t-0.590\t1.310\t-0.246\t-0.116\t0.229\t-0.940\t-0.071\t0.247\t2.459\t0.924\t1.646\t0.029\t0.528\n4\t2.332\t-0.084\t0.670\t0.272\t-0.597\t-0.201\t1.188\t-0.212\t1.034\t0.873\t1.092\t0.566\t0.620\t-1.391\t0.879\t-1.212\t1.547\t1.271\t0.607\t1.122\t-1.637\t-0.542\t-0.183\t1.150\t-1.316\t-0.573\t-1.689\t-2.141\n2\t-0.090\t0.342\t1.503\t-0.276\t0.981\t-0.363\t0.907\t-1.711\t0.157\t0.853\t-0.085\t0.614\t-0.938\t-1.058\t0.126\t-0.568\t1.044\t-0.306\t1.950\t-0.827\t-1.438\t-1.041\t0.209\t0.112\t0.293\t-0.057\t-2.761\t-0.375\n1\t1.500\t-0.036\t-0.630\t-1.551\t0.466\t-0.806\t-0.032\t1.726\t0.797\t1.310\t0.144\t0.713\t1.330\t-0.829\t-0.037\t-0.689\t-0.609\t-0.148\t-0.954\t-0.370\t0.686\t-0.096\t-0.776\t0.786\t-0.916\t-1.104\t1.201\t0.845\n3\t0.111\t1.893\t-0.046\t1.736\t1.151\t0.581\t0.168\t-0.844\t-0.636\t-1.447\t0.833\t-2.895\t-0.312\t0.773\t-0.430\t-0.330\t0.809\t-1.231\t-0.144\t0.170\t-0.705\t-2.151\t0.962\t-1.444\t-0.042\t0.041\t-1.202\t0.193\n3\t2.414\t-0.369\t-1.943\t-0.453\t0.490\t0.390\t0.838\t-0.594\t-0.280\t-2.452\t0.614\t-1.310\t0.200\t-0.871\t-0.087\t0.958\t-0.437\t-0.740\t0.003\t-0.642\t-0.942\t1.867\t-1.855\t0.654\t-0.136\t-0.826\t0.347\t0.034\n3\t-0.013\t-0.268\t0.415\t0.329\t-1.062\t-0.110\t1.270\t2.457\t-1.708\t0.828\t0.106\t-0.592\t-0.428\t-0.940\t-1.362\t0.385\t1.783\t0.353\t0.172\t-0.624\t-0.930\t0.022\t-1.029\t1.123\t-0.578\t-0.843\t2.251\t1.299\n2\t-1.182\t0.715\t0.961\t-1.142\t-0.325\t0.026\t1.078\t1.529\t0.153\t-0.261\t-1.444\t0.108\t2.075\t1.290\t0.175\t0.303\t-0.689\t-0.357\t0.148\t0.151\t1.011\t0.962\t0.521\t-0.999\t-0.961\t-0.888\t0.236\t-2.026\n0\t-0.755\t0.054\t-0.385\t0.987\t2.388\t0.911\t0.951\t1.236\t0.455\t-0.399\t-0.300\t1.096\t0.289\t-0.982\t1.309\t-0.774\t-1.127\t-0.877\t0.306\t0.973\t0.255\t-0.557\t-0.808\t0.771\t-0.093\t0.341\t-0.140\t0.299\n2\t0.732\t-0.890\t0.234\t-0.980\t-0.854\t0.106\t-1.743\t-1.978\t2.265\t0.063\t0.457\t0.909\t0.235\t0.722\t0.316\t1.088\t0.703\t0.724\t0.652\t-1.240\t-0.305\t-0.440\t0.866\t1.056\t0.594\t-1.132\t-0.159\t-0.914\n1\t-1.722\t-0.749\t1.495\t-0.090\t-0.572\t-1.275\t-1.170\t0.982\t-0.823\t0.805\t-0.981\t-0.126\t-0.069\t-0.754\t0.077\t-2.116\t-0.089\t0.445\t-0.835\t0.213\t0.153\t0.194\t-1.345\t0.095\t-1.722\t-0.629\t-0.004\t0.208\n0\t1.207\t-0.243\t-0.445\t0.547\t0.309\t-1.605\t0.540\t-0.274\t0.588\t-0.519\t-1.435\t0.294\t1.532\t0.296\t0.132\t0.600\t-0.081\t-0.182\t0.069\t0.863\t-0.870\t1.098\t0.420\t-1.296\t-0.137\t-0.157\t-1.384\t-0.220\n0\t1.260\t-0.441\t-1.551\t-0.628\t-0.157\t-1.802\t-0.849\t1.016\t-0.859\t-0.874\t0.518\t-0.542\t0.012\t0.392\t-0.619\t0.772\t0.691\t0.325\t1.511\t0.879\t-0.272\t-0.762\t0.155\t-0.069\t-0.059\t-0.559\t0.041\t1.562\n1\t-0.223\t1.307\t0.903\t-0.442\t0.648\t-2.366\t1.004\t-1.532\t-0.044\t0.013\t0.390\t-0.929\t0.167\t0.161\t0.836\t-0.598\t0.747\t-1.585\t0.923\t-0.798\t-1.188\t0.993\t-1.318\t0.316\t0.016\t1.193\t0.070\t0.000\n0\t0.223\t0.686\t-0.732\t-0.850\t0.830\t-0.279\t0.015\t0.285\t-0.329\t0.489\t0.167\t-0.498\t-0.959\t0.831\t-0.819\t0.640\t-0.647\t-1.113\t-1.107\t-0.177\t0.270\t0.659\t-0.800\t0.174\t0.904\t0.475\t1.565\t0.789\n4\t1.023\t0.337\t-2.398\t0.994\t-1.337\t-0.012\t-0.441\t-0.641\t0.047\t0.894\t0.031\t1.410\t1.534\t1.525\t-0.056\t-0.478\t-0.034\t1.125\t1.065\t-2.595\t0.306\t-2.368\t-0.019\t-0.529\t-0.837\t0.849\t-0.647\t-0.010\n0\t-0.221\t-1.341\t0.976\t-0.587\t-0.858\t-0.496\t-0.193\t0.458\t-0.875\t1.010\t0.484\t-0.515\t-0.160\t-0.423\t0.066\t1.520\t-0.433\t0.189\t-0.699\t0.532\t0.276\t1.330\t-0.829\t0.691\t1.264\t-0.438\t-0.127\t0.191\n3\t-2.071\t0.678\t-0.937\t0.210\t-0.330\t-1.085\t0.440\t-1.268\t0.407\t0.039\t-2.018\t0.140\t0.409\t-1.036\t-0.978\t-0.004\t1.593\t-1.320\t1.644\t-0.361\t0.852\t0.064\t-0.014\t-1.119\t1.410\t-1.689\t-0.870\t0.376\n1\t-0.117\t0.434\t1.724\t0.200\t0.195\t0.179\t-1.425\t-1.447\t-0.808\t1.013\t-0.335\t-0.530\t-0.547\t-0.138\t1.702\t-0.151\t-0.786\t0.025\t1.755\t-0.503\t-1.181\t-0.501\t0.129\t0.688\t1.007\t-1.046\t-0.951\t-0.323\n1\t0.528\t1.176\t0.014\t-2.205\t0.374\t-1.133\t-0.685\t0.257\t0.205\t-0.338\t-1.316\t-1.910\t0.476\t0.238\t1.313\t-0.586\t-0.469\t-1.444\t-0.174\t0.545\t-0.249\t0.113\t1.382\t-0.080\t0.699\t-0.370\t-0.099\t-0.475\n1\t-0.683\t-0.903\t0.548\t0.706\t-0.200\t0.617\t-0.067\t-0.291\t0.325\t0.213\t-1.061\t0.937\t-1.433\t-1.309\t-1.026\t-0.022\t1.566\t1.288\t-0.915\t-0.107\t-1.239\t-0.694\t1.929\t-0.204\t1.180\t0.812\t-0.681\t-0.858\n4\t-0.796\t-2.548\t-0.193\t2.082\t0.840\t0.405\t-0.599\t-1.578\t0.760\t-0.218\t0.481\t-1.915\t0.584\t1.989\t-0.770\t-2.669\t1.213\t-3.149\t1.256\t-0.066\t2.522\t-1.368\t0.388\t-1.893\t1.472\t0.655\t0.418\t1.000\n0\t-0.179\t0.396\t0.693\t0.735\t-0.986\t-0.284\t1.195\t0.895\t-1.373\t0.351\t-1.978\t0.047\t1.898\t-0.948\t-0.834\t0.764\t-1.543\t-0.633\t0.596\t-0.634\t-0.236\t0.744\t0.422\t0.267\t-0.339\t0.370\t-0.124\t0.458\n2\t-1.979\t0.055\t-0.804\t0.132\t0.638\t-1.089\t0.237\t-1.167\t-0.020\t0.353\t-0.582\t0.365\t1.237\t0.808\t-0.029\t-0.903\t-0.505\t0.340\t-0.969\t2.082\t0.955\t-0.755\t-0.505\t0.886\t0.212\t0.643\t2.826\t0.828\n3\t-0.151\t0.764\t1.815\t1.220\t1.771\t0.679\t0.022\t-0.341\t1.659\t0.700\t-1.129\t0.463\t-1.151\t-1.846\t1.193\t1.246\t0.771\t1.489\t-1.470\t-0.638\t-0.484\t-1.061\t1.388\t-1.210\t-0.763\t-0.490\t-0.118\t0.665\n1\t-1.990\t0.332\t-0.376\t0.316\t0.584\t1.284\t-1.507\t-0.557\t0.429\t0.770\t2.193\t0.956\t-0.057\t-0.890\t-0.564\t-0.593\t0.655\t0.257\t-1.324\t-0.436\t0.878\t0.352\t0.569\t0.383\t1.626\t0.236\t-0.386\t-0.916\n2\t-1.063\t0.315\t-1.645\t0.023\t0.446\t2.443\t-0.904\t0.740\t-1.218\t1.149\t-0.051\t0.573\t-0.905\t0.538\t-0.591\t-0.126\t-1.111\t-0.355\t0.275\t-0.018\t1.237\t-0.577\t1.597\t-0.341\t1.632\t0.332\t2.065\t0.159\n0\t-0.295\t0.213\t-0.223\t0.303\t0.675\t0.543\t0.364\t0.286\t0.289\t-0.147\t-0.660\t-0.093\t0.653\t0.647\t0.508\t-0.475\t-0.216\t-0.213\t-0.607\t0.894\t-1.841\t2.022\t2.074\t0.050\t0.405\t0.849\t-0.758\t0.568\n4\t1.271\t0.259\t2.024\t0.489\t1.874\t1.460\t1.628\t-1.149\t0.668\t-0.083\t-1.338\t1.336\t1.194\t-0.145\t-0.618\t0.058\t-1.814\t-1.347\t-0.300\t0.616\t-0.185\t-0.556\t-0.828\t2.439\t-1.074\t-1.828\t-0.576\t0.518\n1\t0.797\t0.288\t-2.222\t-2.003\t0.493\t-1.101\t0.240\t0.490\t0.196\t-1.048\t-0.081\t-0.996\t-0.154\t-0.280\t-0.663\t0.652\t1.658\t0.214\t-0.937\t-0.856\t-0.871\t0.094\t-0.842\t0.439\t-0.121\t-0.542\t1.069\t-0.606\n2\t0.141\t-0.479\t0.789\t-1.161\t-1.231\t-1.798\t-0.358\t1.147\t0.515\t0.573\t0.326\t-1.638\t-1.805\t-0.561\t1.015\t0.395\t-0.160\t-0.421\t0.616\t-0.242\t1.249\t0.471\t1.269\t0.771\t0.503\t1.238\t-0.061\t-2.131\n0\t-0.643\t-0.772\t-1.076\t-0.557\t-0.353\t0.092\t0.537\t0.218\t-0.124\t0.172\t0.228\t0.239\t0.291\t-0.417\t-1.371\t0.205\t0.031\t0.845\t-0.442\t1.579\t0.974\t0.816\t-1.176\t0.712\t-0.971\t-0.018\t0.456\t-1.060\n4\t0.270\t-0.281\t0.774\t-0.364\t-2.009\t-0.301\t-0.353\t0.163\t-0.439\t-0.216\t-0.775\t-1.760\t1.055\t-1.210\t-0.975\t2.131\t-0.511\t-0.845\t1.095\t-1.981\t-2.714\t-0.464\t0.381\t1.672\t0.739\t1.132\t0.682\t-0.009\n0\t0.371\t0.006\t-0.645\t0.539\t-0.015\t0.849\t-1.713\t0.327\t-0.834\t0.947\t-1.145\t0.630\t-0.582\t-0.435\t0.850\t-0.796\t-1.501\t0.073\t-0.661\t-1.371\t0.350\t0.290\t0.117\t0.508\t-1.995\t-0.763\t0.278\t1.036\n0\t0.061\t1.299\t0.556\t-0.348\t-0.922\t-0.057\t0.512\t1.161\t0.188\t-0.008\t-1.851\t0.873\t1.051\t-0.330\t0.725\t-0.312\t-0.163\t0.062\t-0.867\t1.843\t-0.933\t-1.035\t0.774\t0.211\t-0.197\t-0.446\t-0.173\t-0.837\n2\t0.841\t0.208\t-1.293\t-0.532\t-0.607\t-0.077\t0.426\t0.418\t-1.776\t1.064\t0.253\t1.385\t0.444\t1.101\t0.467\t1.346\t0.522\t-0.098\t2.272\t0.889\t0.574\t-1.276\t-1.288\t0.293\t0.146\t-0.614\t0.141\t1.589\n3\t0.671\t-1.572\t1.818\t0.730\t-0.659\t0.664\t-0.229\t0.235\t1.180\t0.702\t0.888\t-0.968\t2.114\t-0.539\t-0.050\t0.764\t-1.510\t-0.139\t-0.138\t-1.009\t1.401\t0.227\t-0.332\t1.314\t1.713\t-2.186\t0.150\t-1.019\n2\t1.611\t0.528\t-0.630\t0.247\t0.173\t-1.577\t-2.358\t0.723\t-0.949\t1.157\t0.361\t-0.084\t-0.115\t-0.361\t-1.350\t-0.444\t-1.424\t0.879\t0.467\t-0.203\t0.313\t1.036\t-2.182\t-0.206\t-0.246\t0.007\t-0.591\t0.628\n3\t0.034\t-1.416\t0.073\t-0.847\t0.560\t1.398\t-1.740\t0.614\t-0.057\t-0.836\t1.026\t0.209\t0.303\t0.728\t0.409\t2.452\t1.410\t-1.773\t1.248\t-0.234\t-0.613\t-1.188\t1.464\t-1.254\t0.048\t1.117\t0.261\t-0.839\n0\t-1.909\t-1.691\t0.990\t-1.179\t0.195\t0.495\t-0.177\t-0.479\t-0.323\t-1.303\t0.810\t1.098\t0.204\t-0.858\t-0.059\t-0.202\t-0.597\t0.023\t-0.286\t1.135\t-0.911\t-0.220\t-0.867\t-0.052\t0.256\t-0.266\t0.877\t1.664\n4\t0.132\t2.050\t0.179\t1.457\t-0.103\t0.955\t1.844\t-0.929\t-1.383\t0.400\t1.077\t-0.048\t-0.456\t-0.149\t0.151\t0.322\t-1.492\t-2.858\t0.983\t2.059\t-1.858\t-1.464\t0.479\t0.633\t0.384\t-0.714\t-1.198\t1.601\n2\t0.909\t-0.645\t-0.962\t1.099\t1.831\t0.062\t-1.354\t-0.016\t-1.106\t-0.449\t0.052\t0.818\t0.188\t-0.750\t1.538\t0.682\t1.605\t0.019\t0.466\t-1.268\t0.829\t-1.041\t-0.533\t-0.444\t0.287\t-0.996\t2.451\t-1.168\n4\t0.458\t0.584\t1.396\t1.243\t1.231\t0.874\t0.797\t-0.403\t-0.554\t-1.543\t1.399\t0.048\t0.334\t-2.813\t-0.658\t0.974\t0.331\t-0.662\t-0.117\t1.979\t-0.236\t0.121\t-0.007\t0.208\t1.204\t2.482\t1.477\t0.233\n2\t0.092\t1.114\t-2.334\t-0.648\t-1.267\t0.022\t-0.270\t-0.808\t-0.361\t-1.438\t-0.719\t1.119\t0.916\t-0.441\t-0.817\t1.196\t-0.273\t0.860\t0.449\t-1.816\t1.134\t1.548\t0.738\t0.707\t-1.168\t-0.376\t0.377\t-0.047\n3\t0.720\t1.483\t1.217\t0.882\t0.896\t-0.344\t-0.376\t1.425\t-0.633\t-0.390\t1.060\t-1.230\t1.266\t-1.970\t-0.146\t-1.089\t0.871\t-1.761\t-1.406\t1.073\t0.615\t-1.411\t0.826\t0.900\t-0.580\t0.386\t-0.337\t0.094\n3\t-0.068\t1.308\t0.922\t1.654\t-1.577\t-0.497\t-1.132\t-0.045\t0.295\t1.537\t1.473\t-1.474\t-0.310\t1.453\t0.129\t-1.802\t1.654\t0.239\t-0.609\t0.643\t-0.117\t-0.573\t-0.896\t0.073\t-0.941\t0.121\t-1.636\t-1.453\n0\t0.630\t-1.210\t0.321\t1.465\t0.497\t1.180\t0.980\t-1.138\t1.780\t1.254\t-0.283\t1.296\t-0.128\t-0.089\t-0.894\t-1.035\t0.149\t-0.253\t-1.487\t0.350\t0.511\t0.299\t0.290\t0.408\t0.167\t0.349\t0.506\t-0.585\n1\t1.134\t-0.744\t-1.387\t0.096\t0.497\t-0.520\t-0.677\t-2.188\t0.436\t1.476\t-1.249\t-1.283\t-1.304\t-0.641\t0.525\t-0.405\t0.481\t-1.510\t-1.080\t-0.789\t-0.339\t-0.316\t0.302\t-0.212\t0.598\t0.614\t-0.745\t-0.711\n1\t0.431\t2.188\t-0.478\t1.671\t-0.860\t0.489\t0.178\t-0.126\t-0.006\t-0.623\t0.904\t-0.843\t0.318\t0.756\t1.384\t0.972\t0.572\t-0.638\t-0.786\t-1.139\t-1.234\t-0.001\t-0.727\t1.199\t-0.579\t0.094\t-0.265\t-1.404\n3\t-0.688\t0.992\t0.245\t-1.537\t-1.666\t1.439\t-0.149\t-0.079\t-0.226\t0.240\t0.679\t-0.518\t1.174\t-1.401\t1.370\t0.396\t-1.210\t1.573\t0.415\t1.000\t-2.103\t-0.778\t-0.244\t0.054\t0.839\t0.893\t-2.324\t-0.619\n4\t0.207\t-0.266\t-2.221\t0.508\t-1.329\t1.216\t-0.304\t1.399\t0.283\t-0.047\t-0.944\t-0.397\t0.578\t1.479\t0.663\t1.580\t-2.123\t1.433\t-2.495\t-1.984\t-0.039\t-0.569\t-1.235\t1.380\t-0.134\t1.071\t1.889\t-0.145\n3\t0.524\t0.708\t0.387\t-1.516\t0.229\t-0.609\t-0.963\t0.500\t1.659\t1.493\t0.622\t-0.030\t-0.216\t-0.905\t-0.270\t0.909\t1.823\t-0.816\t-1.995\t-0.531\t0.904\t2.072\t1.310\t1.285\t-0.850\t-0.821\t-1.324\t-0.665\n4\t1.728\t-0.294\t0.624\t0.715\t0.502\t0.507\t-1.216\t-1.699\t-1.843\t-1.008\t0.470\t2.640\t1.874\t1.415\t-1.100\t1.039\t0.129\t-1.369\t1.708\t-0.549\t1.779\t0.638\t-0.524\t-1.385\t0.296\t1.225\t0.114\t1.026\n1\t-0.614\t-0.099\t-0.618\t-1.380\t0.252\t-0.342\t-1.453\t1.959\t0.554\t1.288\t-1.491\t1.130\t-0.650\t0.759\t-0.145\t-0.315\t-0.796\t0.076\t0.465\t-0.619\t-0.947\t0.301\t0.837\t-0.490\t0.499\t0.265\t-1.603\t-0.828\n1\t0.840\t-1.076\t1.537\t-0.880\t-0.634\t0.100\t0.940\t0.677\t-0.049\t0.284\t1.073\t0.008\t-0.812\t-0.603\t0.909\t-0.811\t-1.568\t-0.304\t-0.075\t0.860\t-1.458\t0.346\t1.151\t-0.817\t0.082\t-2.151\t0.873\t0.796\n1\t2.127\t-0.588\t-0.072\t0.136\t-0.423\t1.423\t1.209\t0.818\t0.961\t-0.685\t-1.148\t-0.677\t0.280\t-0.325\t0.569\t0.108\t-1.339\t1.241\t-0.511\t0.786\t-0.848\t-0.881\t-0.929\t-1.432\t-1.408\t0.381\t-0.928\t0.346\n0\t0.473\t0.066\t-0.219\t0.812\t-0.112\t0.717\t-0.287\t-0.466\t-0.638\t-1.214\t0.395\t0.244\t-1.585\t-1.897\t0.301\t-0.828\t-0.589\t-0.206\t-0.551\t-0.352\t1.052\t-0.401\t-1.613\t-0.325\t0.240\t1.264\t0.557\t-1.655\n1\t1.490\t1.013\t-1.460\t1.073\t0.737\t-1.128\t-0.350\t-0.009\t0.162\t0.253\t0.180\t0.459\t-0.573\t0.859\t-0.501\t0.483\t-0.483\t-0.213\t0.118\t0.659\t-0.639\t-2.068\t0.337\t-0.764\t0.304\t0.653\t-0.747\t2.730\n0\t-0.381\t-1.007\t-0.205\t-0.417\t0.169\t-0.279\t0.447\t0.174\t1.274\t-0.534\t1.780\t1.067\t1.487\t0.253\t-0.281\t-0.538\t1.752\t1.097\t-1.008\t0.978\t-0.825\t0.324\t0.826\t1.458\t0.238\t-0.134\t0.044\t1.067\n0\t0.042\t-1.191\t-1.116\t0.232\t-0.666\t1.341\t-0.192\t0.719\t0.443\t-0.601\t-1.980\t1.185\t-0.979\t-0.404\t-0.151\t-0.051\t0.962\t0.006\t-0.127\t1.018\t0.601\t-0.736\t-1.147\t-0.824\t-0.049\t-1.246\t0.091\t-0.129\n1\t1.095\t0.516\t-1.581\t1.279\t1.129\t-0.497\t-0.463\t-0.028\t-0.449\t0.392\t1.168\t0.496\t-1.691\t1.416\t-0.332\t-0.160\t-0.606\t-0.394\t-1.269\t0.607\t0.136\t-1.105\t1.256\t-1.465\t-0.663\t0.200\t-0.550\t-0.430\n3\t-0.229\t-0.838\t-0.399\t0.307\t-0.913\t-0.621\t-1.753\t0.279\t-1.276\t0.028\t0.706\t1.271\t-0.321\t0.625\t-0.007\t-1.872\t-1.486\t0.847\t1.158\t-2.119\t0.334\t0.269\t-0.803\t-0.792\t-1.056\t-1.921\t-1.054\t0.696\n3\t-1.284\t1.493\t0.869\t-1.909\t-0.760\t-1.233\t0.434\t-0.534\t0.024\t1.735\t1.444\t-0.958\t0.458\t1.827\t-0.915\t0.968\t-0.168\t-0.941\t1.514\t-0.428\t-0.150\t-0.355\t1.053\t0.983\t-0.742\t0.116\t0.369\t0.975\n1\t0.529\t1.693\t0.353\t0.103\t1.825\t0.085\t-1.568\t0.663\t-1.093\t-1.221\t0.158\t0.561\t-0.924\t-0.688\t0.825\t0.369\t-1.079\t-0.265\t0.583\t-1.468\t-0.870\t0.213\t-0.725\t1.513\t-1.464\t-0.518\t0.007\t0.657\n2\t0.030\t-0.691\t1.324\t-1.220\t-0.362\t-0.506\t0.615\t0.048\t-0.108\t-1.844\t0.865\t-0.218\t0.116\t-0.749\t-0.906\t1.499\t-1.773\t-1.054\t1.480\t0.641\t-0.325\t1.247\t0.447\t0.233\t0.226\t0.465\t0.506\t2.196\n0\t-0.058\t0.937\t0.773\t-0.204\t-0.100\t0.363\t0.263\t0.744\t1.063\t0.170\t1.530\t0.271\t-1.134\t0.329\t0.348\t0.064\t0.569\t-0.964\t-0.361\t-0.712\t0.914\t-0.962\t0.214\t-0.210\t-0.459\t1.334\t2.351\t-0.475\n1\t-0.486\t0.618\t-1.202\t-1.539\t0.087\t-1.470\t-0.618\t-0.772\t-0.250\t-0.670\t-1.031\t-0.205\t-1.559\t0.511\t1.040\t0.525\t-0.518\t0.714\t0.987\t-0.009\t1.130\t-0.433\t0.061\t-0.936\t1.250\t-1.562\t-1.014\t-0.472\n4\t0.685\t0.813\t-0.566\t0.075\t-0.748\t2.914\t-1.827\t-0.102\t2.084\t-0.874\t1.781\t-0.891\t-1.241\t1.617\t-0.387\t-0.712\t-1.299\t1.852\t1.302\t-0.530\t0.745\t-0.379\t-0.920\t0.678\t-0.317\t-0.071\t1.095\t0.063\n2\t-0.699\t0.300\t-0.426\t1.402\t-0.284\t-1.395\t1.470\t-1.373\t-0.231\t-2.497\t1.008\t0.259\t-0.575\t0.402\t0.736\t-0.250\t-1.031\t1.051\t0.565\t0.300\t-0.126\t-1.370\t0.221\t0.322\t0.419\t-1.215\t-1.527\t1.296\n1\t-0.718\t-0.231\t1.180\t0.194\t-0.531\t0.484\t-1.102\t0.681\t0.409\t-0.308\t-0.839\t-0.887\t0.535\t1.229\t-0.637\t0.458\t-2.087\t-0.585\t-0.031\t-0.910\t-0.937\t-0.668\t0.292\t-0.187\t-2.238\t-2.121\t-0.607\t0.458\n2\t-1.207\t-1.485\t-0.396\t-0.229\t-1.643\t0.491\t-0.781\t-1.309\t0.650\t-0.429\t1.058\t0.459\t-0.198\t1.098\t0.420\t-0.020\t0.512\t0.544\t-1.094\t2.358\t0.068\t0.088\t-1.757\t0.129\t0.172\t-1.150\t-1.040\t-0.899\n4\t-1.265\t3.713\t1.180\t0.069\t-0.844\t0.562\t-1.217\t0.325\t0.837\t-0.161\t-0.600\t-0.515\t0.969\t-0.048\t1.655\t-1.827\t-1.268\t0.084\t0.452\t-0.067\t1.402\t-0.945\t0.017\t1.084\t1.782\t-0.204\t2.685\t0.092\n2\t1.507\t-0.726\t2.150\t-1.005\t1.084\t-0.722\t-0.871\t-0.745\t-0.052\t0.580\t0.670\t-0.944\t-0.990\t-0.917\t-0.111\t-0.210\t-0.950\t0.270\t2.263\t-0.505\t-0.434\t0.560\t-0.559\t0.669\t-0.719\t1.832\t0.345\t-0.620\n3\t0.997\t1.182\t-0.066\t-0.358\t1.227\t-1.210\t0.439\t-1.370\t1.065\t-0.258\t1.269\t0.491\t-1.223\t1.425\t1.551\t0.882\t-0.762\t-0.306\t0.145\t-0.704\t1.692\t0.144\t-2.703\t0.339\t-0.348\t-0.075\t-0.369\t0.807\n4\t0.255\t0.372\t-0.730\t-0.329\t-0.838\t0.019\t-0.005\t0.698\t1.226\t-0.061\t-2.235\t1.354\t0.658\t-0.849\t4.202\t0.083\t-0.626\t-0.431\t0.997\t-0.600\t-1.475\t1.263\t-0.021\t-0.500\t0.903\t0.129\t-0.318\t-0.250\n4\t-0.295\t-0.063\t-0.850\t-0.374\t0.305\t-0.787\t2.086\t-1.580\t-0.760\t-0.493\t-2.595\t0.733\t0.253\t1.352\t-2.218\t-0.793\t-1.319\t1.083\t0.273\t-0.639\t-0.214\t0.899\t-0.730\t-1.878\t-0.938\t-0.594\t-1.362\t0.413\n3\t1.286\t-0.316\t-2.130\t-1.441\t-0.607\t-2.040\t0.306\t1.124\t-0.469\t0.117\t1.872\t-0.631\t-0.614\t-0.506\t0.728\t-0.877\t-0.069\t1.578\t-1.217\t0.673\t1.092\t0.841\t1.001\t-0.707\t0.925\t-0.846\t-0.063\t-1.310\n0\t1.447\t0.445\t0.768\t-1.030\t0.246\t0.810\t-0.674\t0.628\t-0.204\t-0.645\t1.013\t1.138\t0.129\t0.451\t1.325\t-0.395\t0.349\t-0.386\t-1.018\t-0.395\t-1.125\t0.426\t-0.772\t-1.397\t0.743\t0.678\t-0.330\t0.703\n2\t0.173\t-1.197\t1.818\t-0.086\t1.386\t0.449\t0.306\t0.399\t0.310\t-1.500\t-1.505\t1.036\t0.087\t0.092\t-1.278\t-1.341\t1.377\t-0.406\t-0.983\t1.328\t-0.641\t0.369\t-0.152\t0.719\t1.659\t1.011\t-1.166\t-0.610\n4\t0.992\t0.030\t-2.225\t-1.676\t0.944\t1.603\t-0.511\t0.321\t0.873\t0.710\t0.131\t0.372\t0.918\t1.688\t0.529\t1.293\t0.383\t-2.102\t2.774\t-0.413\t-1.296\t0.693\t1.446\t0.632\t0.684\t-1.110\t-0.743\t-0.169\n0\t0.697\t-0.145\t1.210\t-0.027\t0.655\t-0.237\t-0.055\t-1.025\t0.205\t0.948\t2.205\t-1.178\t-1.485\t0.320\t-0.622\t1.274\t-0.228\t-0.371\t-0.159\t0.753\t-0.183\t-0.528\t-0.984\t0.644\t0.706\t-0.775\t-0.894\t0.285\n1\t0.379\t-0.604\t-0.871\t-0.235\t1.513\t1.251\t0.720\t-0.945\t-0.067\t1.323\t0.024\t0.977\t-0.939\t-1.048\t-0.952\t-1.656\t-0.854\t-0.114\t-0.007\t-0.815\t-0.387\t-1.642\t1.079\t-0.346\t-0.088\t-1.731\t0.719\t0.254\n4\t-0.643\t0.837\t-0.108\t1.798\t1.674\t-0.252\t-1.296\t-0.826\t2.080\t0.255\t2.126\t1.814\t1.633\t-0.470\t1.237\t0.693\t1.438\t-0.829\t0.082\t0.951\t1.704\t-1.633\t2.221\t-0.181\t-1.412\t-1.351\t-3.622\t-1.096\n4\t-0.726\t0.166\t-0.321\t-0.629\t-0.082\t-1.900\t-0.080\t1.774\t0.803\t0.138\t0.631\t-0.671\t-2.634\t-0.286\t-0.193\t0.421\t-2.652\t0.418\t2.858\t0.227\t2.009\t0.302\t-0.586\t-0.239\t0.647\t1.331\t1.063\t-0.684\n1\t1.415\t-0.874\t-0.112\t-0.453\t-1.168\t-0.328\t1.108\t0.567\t0.644\t0.146\t0.523\t-0.801\t-0.310\t0.192\t0.278\t0.320\t-0.138\t-0.377\t3.158\t0.907\t0.413\t-0.233\t-0.451\t-0.131\t0.293\t-1.880\t-1.569\t-0.637\n3\t-0.257\t-1.107\t0.484\t-0.892\t0.708\t0.294\t-1.362\t-0.551\t1.413\t-0.973\t-0.728\t-0.029\t0.913\t-0.163\t-1.431\t1.147\t2.450\t-0.299\t0.792\t-0.823\t1.245\t1.300\t0.776\t0.874\t1.131\t0.076\t-2.095\t-0.085\n4\t-1.998\t0.800\t-0.560\t0.907\t2.196\t-1.453\t0.098\t-0.420\t0.395\t-2.107\t-0.358\t-0.819\t1.627\t1.859\t-0.286\t-1.147\t-0.839\t0.039\t-1.401\t0.519\t-0.196\t0.356\t0.394\t1.379\t0.635\t0.293\t0.249\t-1.978\n3\t-0.092\t-1.421\t-1.515\t1.024\t0.322\t-0.921\t0.348\t0.026\t-1.222\t-0.110\t0.270\t-1.684\t0.889\t0.210\t1.702\t1.271\t1.613\t-0.705\t0.592\t0.073\t1.546\t1.370\t1.683\t-0.241\t-1.229\t-0.899\t0.417\t-1.221\n0\t-1.611\t-1.357\t0.115\t-1.075\t0.089\t0.902\t1.432\t-0.915\t-1.084\t0.493\t0.826\t-0.663\t-0.822\t0.786\t1.055\t0.017\t0.564\t-0.807\t-0.544\t-0.191\t-0.600\t-1.637\t-0.566\t0.372\t-0.422\t0.851\t-0.376\t-1.017\n0\t0.397\t0.786\t-0.947\t-0.301\t1.477\t-0.722\t0.067\t-2.624\t-1.482\t0.158\t1.228\t-1.362\t0.075\t-0.376\t0.953\t-1.218\t0.430\t-0.654\t0.223\t0.069\t-0.252\t0.478\t0.044\t-0.133\t-0.356\t0.078\t0.222\t-0.989\n4\t-1.260\t-0.711\t-1.528\t-1.698\t1.389\t1.406\t0.623\t0.369\t-1.740\t0.383\t-1.468\t-1.876\t-2.149\t-1.183\t-0.925\t0.490\t-0.618\t-0.245\t0.510\t-2.478\t-0.962\t-0.103\t-1.083\t0.950\t-1.008\t0.500\t0.402\t-0.166\n4\t2.137\t0.336\t1.390\t0.427\t-2.228\t-0.836\t-1.262\t-1.860\t0.232\t0.161\t-1.080\t0.352\t-1.312\t0.980\t1.721\t1.782\t0.252\t-0.585\t-0.401\t-0.362\t1.733\t0.767\t-1.189\t1.464\t-0.509\t0.231\t1.160\t0.028\n0\t1.113\t1.145\t1.393\t0.596\t-1.338\t-0.461\t0.104\t0.980\t-0.246\t-1.518\t-0.226\t0.242\t-0.235\t0.204\t0.445\t0.272\t-0.473\t0.053\t-0.687\t-0.357\t0.680\t0.787\t-0.359\t-0.878\t-0.106\t-1.233\t1.646\t0.087\n2\t-1.375\t-0.655\t-0.823\t-0.988\t0.641\t-1.664\t-1.281\t0.793\t-0.251\t-1.081\t0.480\t-0.232\t0.258\t0.200\t-0.247\t-0.836\t-0.299\t0.321\t0.418\t0.314\t-0.334\t0.339\t-1.469\t0.402\t0.808\t-3.087\t1.050\t1.563\n2\t-1.419\t-1.518\t1.671\t1.611\t0.275\t-0.810\t-0.549\t-0.869\t2.078\t-0.204\t0.812\t0.953\t-1.285\t0.079\t-0.281\t1.288\t0.603\t-0.054\t0.147\t-0.686\t-0.949\t-0.756\t0.495\t0.919\t0.632\t-1.566\t0.324\t0.613\n0\t0.718\t-0.306\t-0.664\t-1.406\t-1.720\t-0.703\t0.888\t-0.557\t0.400\t-0.603\t0.639\t-0.352\t-1.232\t-0.269\t1.834\t1.790\t0.487\t-0.137\t0.304\t0.317\t-0.040\t0.441\t0.208\t-0.316\t-1.195\t-0.460\t0.800\t-0.031\n4\t-0.402\t-0.481\t-0.779\t-1.537\t0.755\t-0.735\t0.370\t-3.382\t-0.179\t0.026\t-1.078\t0.263\t1.136\t1.105\t1.278\t0.535\t-0.715\t1.318\t-0.388\t-0.816\t-0.917\t2.025\t0.502\t1.197\t-0.911\t-0.790\t-0.028\t-1.955\n0\t-0.770\t0.544\t0.682\t2.380\t1.126\t0.243\t-0.620\t0.294\t0.327\t-0.513\t0.784\t-1.398\t-0.244\t0.556\t-0.288\t-0.207\t-0.138\t-0.836\t1.174\t-1.018\t0.318\t0.414\t-0.949\t0.073\t-0.910\t1.391\t-1.139\t-0.654\n1\t-1.201\t-1.040\t0.212\t-0.804\t-0.778\t-1.254\t-1.235\t-1.262\t-0.080\t1.042\t1.502\t0.053\t1.061\t-0.783\t0.568\t-0.872\t0.435\t-0.820\t-0.739\t-0.053\t1.619\t0.854\t-0.730\t-1.054\t-0.818\t0.644\t0.218\t0.652\n2\t-0.644\t0.511\t0.814\t-0.767\t0.565\t0.251\t-0.829\t0.004\t-0.547\t1.240\t-0.649\t1.509\t0.131\t-1.746\t-2.173\t-0.209\t1.334\t1.231\t0.166\t-0.737\t-0.417\t0.207\t1.087\t0.569\t0.968\t0.644\t0.939\t-2.261\n2\t-0.280\t-1.279\t0.515\t-0.834\t2.184\t0.571\t-0.581\t-0.611\t-0.093\t-0.240\t1.117\t0.186\t-0.732\t1.890\t0.049\t0.769\t-0.608\t0.363\t0.311\t-1.890\t2.015\t1.291\t-0.397\t-1.102\t0.348\t0.087\t0.356\t0.192\n0\t-0.369\t0.195\t0.639\t-0.753\t0.373\t0.612\t-0.933\t0.063\t-0.085\t0.074\t-0.530\t-0.135\t0.031\t1.864\t0.045\t1.338\t1.414\t-1.319\t-0.291\t1.416\t0.181\t-0.116\t0.750\t1.068\t-0.029\t-0.278\t-2.364\t0.047\n4\t-0.154\t-0.624\t-0.608\t-1.783\t0.306\t-1.270\t1.122\t-1.046\t-0.964\t-1.172\t0.977\t-0.012\t-0.106\t-0.147\t0.996\t1.505\t-0.290\t-1.585\t0.628\t0.485\t-1.092\t-2.692\t-0.854\t1.966\t-1.363\t0.205\t1.406\t-1.101\n2\t2.658\t0.882\t0.020\t-1.347\t-1.262\t1.158\t0.383\t-1.585\t-0.489\t-1.139\t1.116\t1.060\t0.093\t-0.046\t1.097\t1.449\t-0.296\t0.549\t0.168\t-0.725\t-0.523\t-0.841\t0.192\t-0.066\t0.281\t1.178\t-0.097\t1.365\n1\t0.640\t0.407\t-0.795\t0.183\t-1.355\t0.360\t-1.340\t1.210\t2.101\t0.289\t0.388\t0.588\t0.277\t-1.096\t1.413\t0.450\t0.560\t1.009\t0.965\t1.234\t0.454\t-0.859\t0.417\t-0.025\t-0.875\t1.452\t-0.150\t0.228\n2\t0.622\t-0.169\t0.034\t0.087\t0.278\t-0.136\t-0.458\t1.707\t-1.235\t0.918\t-1.781\t0.435\t-1.645\t1.871\t-0.751\t0.147\t0.944\t-1.087\t0.101\t-0.288\t0.993\t1.029\t0.351\t-1.339\t-0.501\t-0.088\t1.258\t-1.388\n4\t0.634\t-0.155\t1.035\t0.429\t-1.517\t0.996\t-0.866\t0.760\t-1.616\t1.599\t-0.275\t-1.109\t-0.689\t-0.337\t-0.006\t1.318\t0.070\t-2.171\t-1.230\t2.758\t0.135\t0.951\t-0.308\t-1.005\t-0.481\t0.128\t-0.460\t1.918\n4\t1.978\t-1.432\t-0.724\t-0.980\t-0.811\t1.901\t1.550\t-0.792\t-0.591\t-2.716\t-0.005\t-0.830\t-0.530\t0.266\t-0.311\t-0.601\t0.951\t0.414\t1.420\t-0.824\t1.467\t1.655\t-0.381\t-0.779\t0.069\t-0.444\t2.095\t0.138\n3\t-0.726\t1.473\t-1.179\t0.984\t-1.611\t-0.290\t0.780\t1.302\t-2.319\t0.364\t0.942\t-0.582\t-0.522\t-2.405\t0.214\t-0.192\t-0.678\t-0.521\t-0.961\t0.327\t0.048\t0.383\t0.082\t0.738\t1.363\t-1.012\t-0.991\t-0.354\n3\t-0.090\t0.234\t2.071\t-0.990\t-0.308\t2.413\t0.303\t-1.366\t-2.221\t0.323\t-0.559\t-0.675\t0.526\t-0.769\t0.032\t0.994\t0.222\t1.318\t-0.966\t-0.447\t0.453\t-0.630\t0.413\t0.393\t1.367\t1.208\t0.989\t-0.818\n3\t-0.606\t-0.775\t-1.195\t2.834\t1.421\t-0.656\t1.732\t0.533\t0.474\t-0.718\t-0.514\t-0.042\t-1.966\t-0.487\t0.004\t1.310\t-0.617\t0.812\t-2.060\t1.167\t-0.900\t0.130\t0.406\t0.210\t-0.107\t-1.242\t-0.890\t0.996\n0\t-1.320\t0.004\t0.877\t0.709\t-0.086\t-0.344\t-1.158\t0.183\t0.804\t2.065\t-0.456\t0.847\t0.764\t-0.476\t0.721\t-0.816\t0.257\t-0.211\t0.444\t0.523\t-0.529\t-0.010\t-0.129\t-1.089\t-0.370\t-0.579\t-1.127\t-0.804\n2\t1.131\t-0.266\t-1.464\t-1.810\t-0.096\t-1.014\t-0.210\t-0.375\t1.468\t0.837\t-0.564\t-0.416\t0.930\t0.119\t0.317\t1.181\t-0.772\t0.952\t-0.394\t-2.245\t-1.168\t-0.928\t1.340\t-0.125\t-0.304\t1.495\t-0.778\t-0.395\n0\t-0.307\t-1.330\t-0.578\t0.894\t0.198\t0.209\t1.044\t0.377\t-1.077\t0.540\t0.026\t-0.133\t0.478\t-1.275\t-0.414\t-0.313\t1.536\t-0.488\t0.614\t-0.479\t-0.296\t0.476\t-0.779\t-1.308\t-0.663\t0.373\t0.083\t1.451\n1\t-0.942\t0.707\t-0.213\t1.134\t-0.485\t-1.351\t0.976\t-0.230\t-0.025\t0.266\t-0.982\t-0.292\t-0.535\t-0.395\t1.250\t-0.776\t-0.826\t1.399\t-0.985\t0.064\t0.685\t0.678\t-1.405\t-0.715\t-1.744\t0.833\t1.049\t1.007\n4\t0.909\t0.073\t-0.059\t-1.135\t-0.283\t-1.952\t-0.872\t0.320\t0.050\t1.653\t-1.427\t1.957\t0.265\t0.656\t1.562\t0.663\t-2.822\t2.059\t-0.497\t-0.539\t0.904\t-0.924\t0.446\t-2.091\t-0.081\t0.389\t-0.833\t-0.939\n1\t1.426\t-1.539\t1.496\t-1.001\t-0.947\t1.081\t-0.406\t0.450\t0.133\t1.521\t-1.564\t-0.174\t-0.281\t0.684\t0.661\t-0.304\t0.592\t1.448\t-0.218\t0.271\t0.524\t0.972\t1.754\t-0.096\t0.472\t0.078\t-1.364\t0.563\n1\t-1.163\t0.526\t-1.212\t-0.779\t0.234\t-0.438\t0.823\t-0.661\t-1.475\t-0.231\t-2.589\t-0.319\t-1.253\t0.727\t0.181\t0.556\t0.841\t0.695\t0.637\t0.774\t0.934\t-1.254\t0.746\t0.193\t0.392\t1.611\t0.432\t-0.211\n3\t-0.427\t-0.816\t-1.901\t0.646\t-0.266\t-0.388\t0.182\t-1.578\t1.771\t-1.821\t1.776\t-0.015\t-0.386\t0.671\t-0.346\t0.932\t0.308\t0.713\t1.040\t-0.174\t0.965\t0.518\t1.334\t-0.367\t1.366\t-0.773\t-2.007\t-1.365\n4\t-1.750\t-2.410\t0.737\t-1.122\t0.329\t0.874\t-0.466\t1.343\t1.250\t1.289\t1.711\t1.478\t1.045\t-2.086\t-0.178\t0.696\t-0.103\t-0.979\t0.687\t2.129\t0.161\t-0.501\t1.175\t0.032\t0.889\t-1.891\t-0.530\t-0.246\n0\t0.023\t1.027\t-1.208\t1.635\t0.902\t-0.071\t-0.149\t0.481\t1.521\t0.102\t0.144\t0.018\t1.782\t-0.369\t-0.030\t1.463\t0.147\t1.137\t-0.911\t-0.205\t1.484\t-0.676\t-0.151\t0.257\t-0.989\t-0.414\t0.113\t0.047\n4\t-1.250\t-1.756\t-0.829\t-1.412\t-1.333\t1.383\t0.569\t-1.290\t1.130\t0.257\t0.349\t-1.186\t-0.580\t0.139\t-2.189\t0.058\t-1.116\t0.241\t0.226\t1.119\t1.483\t1.059\t-1.681\t-1.969\t-1.569\t-0.737\t-0.373\t-0.550\n1\t1.561\t0.443\t-0.032\t-0.916\t-0.602\t2.185\t0.472\t-0.238\t0.077\t0.138\t-0.052\t-2.459\t0.848\t1.782\t0.287\t0.450\t-0.824\t-0.382\t0.379\t0.177\t-0.175\t1.052\t0.178\t0.568\t-0.527\t0.867\t-1.035\t0.000\n3\t2.606\t0.283\t0.167\t0.387\t-0.593\t-0.978\t-0.761\t-0.545\t0.561\t-0.378\t0.619\t-1.262\t-0.644\t-0.712\t-3.817\t-0.458\t-1.038\t0.457\t0.733\t-1.400\t-0.245\t-1.280\t0.324\t-0.687\t-0.534\t-0.217\t0.286\t0.055\n2\t0.686\t-0.007\t-0.738\t-0.581\t1.823\t0.178\t1.330\t0.242\t-0.453\t0.584\t2.158\t-0.644\t0.914\t0.191\t-1.450\t-1.472\t-0.452\t0.347\t0.878\t-1.571\t0.653\t-0.118\t0.003\t0.589\t1.746\t0.304\t-1.357\t-0.187\n1\t0.943\t1.658\t-0.045\t0.014\t1.252\t-1.707\t-0.930\t-0.152\t-0.191\t0.612\t-0.458\t0.196\t1.681\t0.736\t2.478\t-0.316\t-0.120\t0.589\t0.012\t-0.209\t-0.625\t0.221\t-0.495\t0.176\t-0.628\t0.613\t-0.683\t-0.575\n0\t1.345\t0.312\t1.321\t0.702\t0.657\t-0.770\t-1.263\t0.539\t0.814\t-0.807\t0.117\t0.493\t1.579\t0.971\t-1.269\t1.411\t0.241\t-0.052\t-0.828\t0.603\t0.696\t-0.922\t-0.267\t-0.765\t-0.508\t-0.061\t-0.109\t1.058\n4\t-2.952\t0.923\t0.360\t-0.091\t-1.291\t-1.660\t0.751\t0.242\t0.223\t-0.102\t0.850\t-0.586\t-0.336\t-0.177\t-0.214\t1.337\t-1.254\t-1.955\t-1.454\t0.684\t-0.101\t-1.599\t0.100\t-0.324\t0.559\t0.794\t2.518\t-1.182\n2\t-0.357\t-0.718\t0.014\t-0.558\t0.100\t-1.487\t-0.214\t-1.096\t-0.641\t0.143\t-1.604\t-0.822\t0.569\t-1.413\t1.778\t1.204\t-0.495\t-0.787\t0.202\t-1.447\t-2.002\t-0.459\t-0.134\t0.094\t-0.615\t1.274\t-1.495\t-1.138\n1\t-0.062\t-1.013\t1.037\t-0.427\t1.201\t1.310\t1.266\t0.569\t0.679\t0.705\t0.351\t-0.991\t-1.882\t1.166\t0.105\t-1.065\t0.049\t0.197\t-1.014\t-0.993\t0.246\t-0.273\t-0.075\t-0.361\t-1.444\t-0.453\t-1.497\t0.841\n2\t-0.511\t0.638\t-1.687\t0.293\t-0.728\t-0.565\t1.620\t-0.811\t0.475\t0.008\t0.895\t-1.103\t-1.490\t-1.232\t-1.525\t-0.399\t-0.175\t0.626\t0.581\t-1.549\t0.511\t-0.747\t0.602\t-2.496\t-0.235\t0.220\t-0.453\t0.085\n3\t-0.228\t-0.546\t0.507\t-1.413\t-1.037\t0.304\t-0.032\t1.498\t0.290\t1.086\t2.213\t-0.235\t-0.711\t0.964\t-0.906\t1.910\t1.259\t-1.299\t-1.959\t1.494\t-0.904\t-0.526\t-1.315\t0.296\t-0.824\t-0.901\t0.861\t-0.426\n1\t-0.995\t1.014\t-1.274\t-0.180\t-1.385\t-0.097\t-1.061\t0.664\t-0.244\t-0.809\t-0.956\t0.134\t0.051\t-0.552\t-0.318\t-0.493\t-2.179\t-0.039\t-1.556\t-0.887\t0.321\t-0.240\t1.528\t-0.797\t-0.411\t0.162\t-0.037\t1.048\n3\t-0.793\t0.496\t0.588\t-0.099\t0.886\t0.559\t-0.797\t-2.413\t0.161\t0.536\t-0.064\t0.606\t0.293\t-0.948\t-1.456\t-0.881\t0.257\t0.977\t-0.515\t-1.260\t-1.989\t1.417\t-0.636\t1.518\t1.839\t0.713\t-0.782\t-1.016\n4\t0.950\t1.944\t0.277\t0.936\t-0.799\t-0.021\t-0.063\t0.385\t0.078\t2.777\t0.800\t1.299\t0.271\t-2.126\t0.448\t1.095\t1.393\t-0.067\t-1.435\t-0.289\t-1.450\t1.287\t0.454\t-0.512\t0.742\t1.469\t0.784\t2.000\n0\t-0.761\t1.785\t1.110\t-0.001\t-0.769\t-0.611\t-0.262\t0.432\t-0.619\t0.003\t0.539\t1.227\t0.051\t1.142\t-0.258\t-1.473\t-0.543\t-0.304\t0.898\t-0.403\t-0.460\t-0.440\t1.590\t0.395\t0.136\t-0.816\t-0.173\t-2.125\n2\t-0.796\t-0.879\t0.643\t-0.141\t1.295\t0.273\t0.434\t-1.006\t0.698\t0.528\t1.407\t1.004\t0.065\t0.524\t0.490\t1.224\t1.130\t-1.666\t1.219\t-0.915\t-0.539\t-1.999\t1.782\t0.473\t-0.738\t0.699\t0.436\t0.247\n1\t0.290\t-0.912\t-0.175\t0.025\t-0.242\t-0.291\t0.537\t0.967\t1.375\t-0.075\t1.346\t-0.111\t0.124\t0.410\t0.964\t1.978\t-1.270\t-0.266\t0.546\t-1.100\t-1.530\t-0.183\t-0.970\t0.591\t-0.692\t0.522\t1.474\t1.955\n2\t-0.742\t1.116\t0.707\t-1.241\t-1.746\t-1.112\t-0.777\t-0.303\t1.173\t-0.548\t1.680\t-1.680\t-0.349\t0.786\t0.847\t-0.336\t1.002\t0.812\t-0.682\t0.315\t0.704\t-0.611\t1.694\t-0.835\t0.144\t-1.250\t0.103\t-1.067\n4\t0.327\t-1.167\t-0.336\t0.068\t1.461\t-0.197\t2.109\t2.065\t0.430\t1.707\t-0.529\t0.169\t-1.266\t0.619\t-0.307\t1.423\t0.631\t-0.407\t-0.582\t2.000\t-1.226\t-1.177\t-0.336\t-0.065\t-1.350\t1.268\t0.338\t2.991\n1\t-0.276\t-1.224\t0.567\t-0.648\t-2.156\t-0.371\t0.981\t-0.387\t1.738\t0.429\t0.339\t-0.128\t-0.068\t-0.263\t-0.302\t0.531\t-0.936\t-1.076\t-1.123\t2.046\t0.530\t0.304\t-1.058\t0.623\t-0.117\t0.214\t-0.977\t0.160\n4\t-1.224\t-1.358\t1.591\t0.543\t0.140\t-0.657\t0.908\t-0.824\t0.794\t-0.873\t-0.645\t0.758\t0.864\t0.597\t-1.050\t-0.447\t0.157\t-0.849\t1.371\t-2.402\t-0.779\t-0.510\t-2.844\t-1.396\t0.625\t0.030\t1.573\t1.545\n2\t-0.816\t-0.941\t0.901\t-1.168\t0.093\t-1.349\t1.269\t0.030\t0.745\t0.195\t-0.253\t0.068\t1.507\t-0.897\t-2.549\t-0.787\t-1.209\t0.968\t-0.176\t0.827\t0.032\t0.009\t0.164\t1.480\t0.187\t1.109\t1.045\t-0.163\n0\t-0.298\t-0.692\t-0.068\t-1.407\t-0.076\t1.497\t-0.611\t-0.241\t-1.701\t0.374\t0.264\t0.064\t-0.217\t-0.293\t0.502\t-0.029\t0.315\t0.215\t1.123\t0.677\t0.193\t1.518\t0.420\t1.305\t0.607\t-1.842\t1.305\t0.135\n4\t1.209\t1.100\t-0.887\t-1.006\t0.179\t-0.391\t-0.844\t-0.719\t-1.147\t-0.737\t-1.374\t-0.726\t-1.917\t0.419\t1.057\t-0.663\t-0.800\t1.755\t1.700\t-0.527\t1.333\t-0.067\t0.597\t-0.092\t-2.706\t1.251\t0.706\t0.352\n4\t-2.404\t1.392\t0.672\t-1.500\t-1.479\t1.672\t-0.737\t-0.834\t-2.266\t-0.351\t-0.228\t0.715\t-1.399\t-1.520\t0.451\t1.007\t-1.571\t1.082\t0.038\t1.092\t-0.070\t-2.522\t-0.152\t1.060\t-0.894\t-0.388\t-0.176\t-2.900\n0\t0.120\t-0.853\t1.930\t-0.192\t-1.260\t-1.387\t-0.186\t0.874\t-0.011\t-1.497\t0.084\t1.091\t-0.127\t1.457\t-0.836\t0.898\t0.484\t0.528\t0.445\t-0.329\t0.300\t-0.427\t0.274\t0.292\t-0.233\t-0.142\t-1.429\t0.052\n3\t0.488\t-0.014\t0.266\t-0.695\t1.313\t1.747\t-1.570\t0.650\t0.738\t0.469\t-0.917\t-0.555\t-2.228\t-1.115\t1.868\t-1.421\t1.246\t0.433\t-0.334\t-0.098\t1.130\t-1.193\t-0.426\t0.696\t-0.503\t1.682\t0.534\t-0.848\n0\t-0.621\t-0.720\t-0.159\t-0.053\t1.071\t-0.730\t-0.089\t1.075\t0.216\t-0.011\t0.238\t-1.128\t-1.144\t-1.588\t0.207\t0.919\t0.766\t1.144\t1.454\t0.145\t-0.065\t1.476\t-0.701\t-1.179\t-0.339\t-0.456\t0.048\t-0.850\n2\t-0.920\t0.701\t-0.577\t-0.964\t1.232\t0.302\t2.729\t-0.265\t-0.934\t-0.731\t0.058\t-1.153\t-0.418\t-1.171\t-0.708\t-0.693\t0.479\t-0.315\t-0.245\t-0.574\t-1.531\t-0.734\t1.502\t-1.388\t-0.367\t-0.946\t0.421\t-0.661\n1\t-0.025\t-0.231\t-0.562\t-1.523\t0.520\t-0.970\t-2.046\t1.315\t-0.617\t0.244\t-0.145\t1.132\t-1.472\t0.763\t-0.047\t0.454\t-0.405\t-0.373\t0.919\t-0.749\t-0.527\t-0.242\t-1.449\t-0.269\t-0.207\t0.687\t-0.527\t-1.885\n4\t-2.037\t-0.576\t-0.972\t-1.965\t1.620\t-0.716\t0.465\t2.814\t-0.112\t-1.285\t1.867\t-0.147\t0.849\t-2.720\t0.297\t-0.062\t-0.367\t0.968\t-0.674\t-0.278\t0.104\t0.867\t-0.248\t-0.157\t-0.166\t-0.171\t-1.318\t0.758\n1\t1.000\t1.527\t-0.829\t0.467\t-1.204\t-0.465\t0.069\t0.146\t-0.850\t0.596\t-1.468\t-0.881\t1.072\t-0.799\t0.272\t1.635\t-0.018\t1.344\t-1.354\t-0.590\t0.221\t-1.031\t-0.463\t0.144\t0.168\t-0.313\t-1.832\t-0.647\n2\t-3.122\t1.049\t-1.475\t-0.571\t-0.947\t0.724\t0.224\t0.830\t0.390\t-0.489\t-0.982\t0.575\t0.526\t-0.701\t-0.970\t0.312\t1.305\t0.010\t-0.235\t-0.274\t-1.447\t1.176\t-0.228\t-0.869\t-1.686\t0.756\t0.819\t0.165\n2\t0.264\t-0.559\t0.467\t-0.544\t-0.504\t-1.520\t0.926\t-0.386\t0.182\t-1.036\t0.436\t-0.762\t-0.142\t0.878\t0.791\t-0.022\t-1.768\t2.993\t1.746\t0.723\t-0.753\t-0.114\t-0.543\t1.264\t0.263\t-0.784\t-0.471\t1.121\n4\t0.055\t-0.369\t1.957\t0.180\t0.756\t0.285\t-0.232\t-0.019\t1.459\t1.088\t1.952\t0.222\t-0.877\t-0.441\t-1.188\t0.767\t-0.586\t-3.055\t2.464\t-0.571\t-0.577\t1.672\t-1.208\t1.137\t-0.587\t-1.324\t1.706\t0.923\n0\t-0.731\t0.758\t0.686\t1.849\t-0.176\t0.669\t0.098\t1.296\t-0.719\t0.745\t-0.195\t-0.064\t0.092\t0.252\t-0.116\t0.215\t1.578\t0.985\t0.869\t-0.456\t-0.889\t0.955\t0.876\t1.473\t-0.604\t-0.230\t-1.639\t-0.392\n0\t-0.633\t-0.807\t-0.633\t0.928\t0.285\t-1.326\t-0.263\t1.190\t-0.540\t1.113\t0.981\t0.170\t-0.039\t0.872\t-1.348\t1.022\t-0.621\t0.126\t-0.286\t0.625\t-1.250\t-1.039\t0.576\t0.502\t-0.186\t-0.141\t2.168\t-0.808\n1\t-0.760\t-0.980\t0.020\t0.463\t-0.603\t0.425\t0.954\t-0.755\t1.099\t0.929\t1.354\t-0.278\t0.743\t1.492\t-0.304\t1.646\t0.129\t-0.110\t-1.293\t0.684\t1.855\t-1.388\t0.490\t0.879\t-0.635\t-0.116\t0.481\t-1.567\n1\t-0.818\t0.737\t-1.658\t0.431\t-0.646\t1.271\t-0.311\t-0.096\t0.158\t-0.300\t-1.150\t0.253\t0.032\t0.608\t-0.359\t-1.182\t-1.086\t0.016\t-0.865\t-0.007\t1.298\t-1.330\t-0.742\t0.949\t-2.107\t0.448\t1.428\t0.721\n0\t-0.231\t0.793\t-0.738\t-0.528\t0.592\t1.098\t0.968\t0.849\t-1.076\t-0.773\t-0.359\t-1.056\t-0.045\t-0.435\t-0.504\t-0.077\t-1.143\t1.505\t0.140\t0.874\t0.149\t-1.024\t1.230\t0.581\t-0.129\t-0.271\t0.069\t-0.836\n3\t-0.149\t0.671\t-0.778\t-0.465\t-1.900\t-1.075\t-0.236\t-0.437\t-1.962\t0.525\t-0.881\t-1.620\t0.364\t0.834\t-2.437\t0.682\t-0.216\t-0.256\t-1.120\t-0.155\t-0.091\t2.253\t0.522\t-0.002\t1.182\t0.885\t-1.454\t0.662\n0\t-0.488\t-0.878\t-0.704\t0.014\t-0.720\t0.071\t-0.380\t0.168\t0.878\t0.839\t1.288\t0.838\t0.239\t-0.433\t-0.388\t-0.878\t0.005\t0.697\t-0.726\t-0.037\t-0.677\t0.209\t-0.549\t-0.740\t-0.680\t0.503\t-0.097\t-0.428\n0\t-0.376\t1.678\t0.083\t-1.175\t-0.126\t-0.215\t0.273\t0.211\t-0.757\t0.582\t1.434\t1.607\t-0.902\t0.090\t-0.647\t-1.285\t-0.467\t1.153\t-0.932\t0.262\t1.156\t0.034\t-0.297\t1.249\t-0.909\t0.531\t-0.004\t-0.086\n2\t0.678\t0.764\t-1.280\t0.037\t-0.813\t0.469\t0.916\t0.379\t0.463\t-0.748\t-0.413\t1.566\t0.184\t0.517\t0.456\t0.269\t-0.560\t-0.330\t0.241\t-1.638\t0.161\t-0.693\t0.679\t1.082\t1.969\t2.688\t0.903\t-0.646\n0\t0.300\t-0.451\t0.700\t0.263\t0.719\t-0.170\t-0.532\t0.879\t-0.846\t0.319\t0.291\t0.796\t-0.203\t1.095\t0.013\t-1.343\t0.299\t-0.769\t-0.143\t-1.674\t-1.057\t-1.022\t1.555\t-1.239\t-1.294\t0.537\t-0.706\t0.647\n2\t-1.320\t-0.949\t-0.073\t-0.385\t-0.367\t-1.848\t-0.469\t1.933\t-0.406\t1.749\t-0.838\t0.684\t-1.255\t0.122\t0.284\t-0.787\t-0.028\t-1.352\t-2.065\t-1.482\t-0.122\t-1.258\t-0.376\t0.135\t-0.002\t0.143\t-1.264\t-0.057\n1\t0.874\t-1.942\t-0.656\t0.380\t1.520\t0.382\t-0.014\t-1.227\t0.440\t0.248\t1.172\t0.681\t-0.555\t1.818\t-0.029\t-0.121\t1.076\t0.169\t-0.065\t-0.303\t-0.917\t0.386\t-0.576\t-0.796\t0.173\t-0.224\t1.087\t1.762\n2\t0.456\t0.076\t1.219\t2.024\t0.652\t0.692\t-0.771\t-0.140\t-2.485\t-0.478\t0.504\t1.604\t-0.255\t-0.285\t-0.427\t-0.911\t-0.964\t-0.879\t1.257\t-0.195\t-1.135\t-1.028\t-1.937\t-0.360\t-0.654\t0.167\t0.744\t-0.806\n0\t-0.005\t0.585\t1.142\t-0.306\t-0.817\t0.351\t0.294\t0.317\t-0.738\t1.191\t-2.115\t-0.362\t-0.281\t-0.442\t-0.396\t-0.333\t-0.620\t-1.131\t-0.314\t0.001\t-0.886\t-0.321\t1.563\t-0.640\t0.230\t1.396\t-0.505\t0.212\n1\t-0.854\t-0.048\t-1.393\t-0.595\t-0.047\t-1.551\t0.506\t-0.964\t-1.452\t-1.080\t2.176\t-1.978\t0.436\t-0.752\t-0.350\t0.604\t0.555\t-0.681\t-1.358\t0.622\t0.552\t-0.285\t0.442\t-0.446\t-0.827\t0.004\t0.519\t0.309\n3\t0.791\t1.568\t0.512\t-1.759\t1.227\t-0.659\t-1.010\t-0.807\t-0.028\t-0.333\t-0.861\t-1.065\t-0.516\t0.003\t1.968\t1.413\t-0.490\t1.664\t-0.056\t2.260\t0.249\t0.372\t0.309\t-0.651\t1.720\t-0.388\t-0.385\t0.793\n1\t0.467\t-1.530\t0.047\t0.427\t-0.836\t0.789\t-1.274\t0.601\t-1.494\t-0.424\t-1.629\t0.801\t1.250\t1.706\t-0.413\t-0.773\t1.014\t0.061\t-0.639\t-0.651\t0.029\t1.221\t-1.055\t1.318\t-0.180\t1.217\t-0.207\t0.838\n4\t-0.674\t2.252\t1.213\t1.105\t1.021\t-2.403\t1.093\t-1.353\t0.559\t-0.476\t-2.155\t1.532\t0.266\t-1.288\t1.902\t0.637\t-1.897\t0.714\t-0.842\t0.126\t-1.106\t0.484\t-0.245\t-0.020\t0.714\t0.241\t0.055\t0.444\n4\t-2.362\t0.750\t1.161\t0.720\t1.176\t-1.761\t0.095\t-0.830\t0.523\t1.520\t-0.368\t0.652\t-0.876\t-0.018\t-0.514\t1.801\t-1.080\t0.088\t1.369\t-1.945\t0.431\t0.111\t-0.681\t1.216\t1.716\t0.658\t-0.297\t-1.447\n3\t0.975\t1.119\t0.423\t0.033\t0.822\t-0.849\t-0.631\t0.586\t0.080\t2.087\t0.940\t-1.061\t-0.838\t-0.196\t1.635\t0.199\t-0.925\t0.578\t0.170\t1.914\t-0.572\t-0.357\t-2.057\t-1.426\t-1.028\t-1.386\t0.688\t-0.222\n4\t0.504\t2.025\t-2.465\t-1.506\t0.232\t-0.253\t0.453\t-0.047\t1.318\t0.570\t0.877\t1.018\t-1.193\t0.587\t0.643\t-0.342\t-0.348\t-0.320\t-0.879\t-1.380\t2.146\t1.080\t0.026\t-1.467\t0.546\t-0.364\t-0.157\t2.248\n1\t0.558\t0.076\t0.539\t-0.921\t0.169\t-1.414\t-0.111\t-0.904\t-0.736\t1.236\t1.091\t0.609\t-1.092\t-0.316\t1.213\t0.142\t2.319\t0.393\t0.192\t-0.309\t0.134\t-0.152\t0.708\t0.957\t-0.786\t-1.331\t-1.836\t0.508\n2\t-0.792\t0.391\t0.390\t0.633\t0.332\t1.915\t0.209\t2.249\t0.638\t0.275\t0.892\t0.197\t0.449\t0.347\t0.248\t2.119\t2.272\t0.327\t1.259\t1.201\t1.093\t0.545\t0.663\t0.571\t-0.719\t-0.065\t-1.197\t0.576\n0\t-0.295\t-0.654\t0.324\t-0.955\t1.017\t0.726\t0.446\t-0.459\t0.044\t-0.125\t0.027\t-1.339\t0.105\t0.325\t1.444\t-1.007\t-1.185\t0.983\t-1.512\t1.456\t1.183\t0.581\t-1.517\t-0.159\t-0.052\t0.289\t0.554\t-0.749\n1\t-0.096\t0.484\t-0.216\t-0.470\t1.463\t-0.539\t1.310\t-1.254\t-0.589\t-0.928\t1.454\t-0.036\t1.859\t0.947\t0.254\t0.451\t0.366\t-0.909\t-1.605\t1.343\t0.774\t-0.287\t-0.173\t-0.966\t0.779\t0.897\t-0.050\t-1.334\n2\t1.909\t0.460\t1.475\t0.452\t-0.011\t0.042\t0.712\t0.341\t0.862\t-1.844\t-0.711\t-1.115\t0.185\t1.323\t0.820\t-1.380\t1.513\t-0.727\t0.223\t-0.418\t-0.144\t-0.305\t0.253\t-1.631\t-1.644\t0.832\t1.346\t-0.755\n0\t0.013\t2.350\t-0.351\t-0.896\t-0.591\t0.359\t-0.598\t-0.805\t-0.812\t-0.391\t0.215\t-0.266\t0.452\t-0.443\t0.963\t-1.053\t1.428\t0.702\t-0.530\t-0.198\t-0.751\t0.017\t-0.044\t-0.122\t-1.028\t0.730\t2.036\t-1.001\n3\t0.537\t-1.250\t1.434\t-1.860\t-0.685\t-0.094\t0.412\t1.576\t-1.858\t-0.508\t-2.127\t0.032\t0.272\t1.591\t0.121\t1.044\t0.584\t-0.435\t-1.409\t0.275\t-1.492\t1.295\t-0.162\t1.195\t-0.480\t0.269\t0.209\t-0.045\n4\t0.379\t1.179\t-0.386\t-0.504\t-0.086\t-2.830\t0.214\t-0.330\t0.382\t-0.896\t1.345\t-0.208\t0.836\t-0.507\t0.467\t-1.555\t-2.197\t-0.207\t-0.020\t-0.096\t-0.289\t-0.402\t0.675\t1.784\t2.587\t1.094\t-2.288\t1.051\n4\t-0.874\t-1.507\t-1.452\t-0.891\t1.020\t1.301\t0.093\t0.927\t-0.555\t-0.628\t0.771\t0.166\t0.733\t0.051\t-0.375\t-0.216\t0.307\t0.240\t-0.932\t-0.122\t-1.521\t-0.349\t-0.921\t-3.046\t2.210\t-0.772\t-0.941\t1.623\n3\t0.314\t-0.243\t-1.349\t0.810\t0.466\t0.137\t0.458\t-1.140\t-0.002\t0.110\t0.772\t0.988\t-2.735\t-0.227\t0.896\t1.689\t-1.044\t-0.058\t0.663\t0.613\t-1.234\t-1.104\t-2.130\t-0.454\t-0.835\t-2.142\t0.437\t-0.269\n4\t-0.313\t1.031\t-0.288\t0.431\t-0.114\t-0.056\t-0.377\t1.345\t-0.733\t-0.740\t2.121\t0.978\t-2.385\t-0.565\t-1.812\t-0.951\t-3.139\t-0.137\t-1.142\t0.060\t-1.625\t0.083\t-0.415\t1.502\t1.411\t0.785\t-0.327\t1.985\n0\t0.305\t-0.896\t1.385\t-0.645\t-0.225\t0.698\t-0.616\t1.297\t-0.150\t0.309\t-0.235\t-0.002\t-0.605\t-0.449\t-0.358\t0.179\t-1.244\t0.403\t0.654\t1.146\t-0.208\t0.154\t-0.650\t1.455\t-0.652\t0.121\t1.826\t0.777\n3\t-0.550\t-0.656\t0.036\t-1.765\t0.026\t1.272\t0.309\t0.740\t1.379\t0.626\t-0.580\t-0.497\t0.113\t-1.233\t2.526\t0.005\t1.499\t-0.165\t0.070\t-0.045\t1.276\t2.486\t-1.461\t-0.243\t0.424\t-1.746\t-0.629\t0.424\n3\t-0.515\t-0.839\t-0.746\t0.350\t1.278\t0.874\t-1.323\t1.394\t1.017\t0.472\t-1.132\t-0.904\t-0.767\t-0.536\t0.192\t-2.729\t-1.283\t-0.230\t0.985\t-0.306\t0.187\t1.099\t-0.797\t-1.009\t-1.105\t-0.278\t-0.652\t1.661\n0\t-1.086\t-0.102\t0.783\t-0.041\t0.010\t-0.105\t0.925\t-0.609\t-0.193\t0.293\t-1.934\t0.742\t0.708\t0.365\t-0.008\t-0.403\t-0.342\t-1.504\t-0.558\t-1.377\t-0.812\t-1.037\t-0.607\t-1.051\t-0.531\t-0.333\t-0.370\t0.269\n1\t2.053\t-1.152\t-0.170\t-0.034\t-1.103\t0.687\t0.441\t1.612\t-0.625\t0.510\t0.031\t-0.428\t1.501\t-0.372\t1.107\t-0.625\t1.474\t-0.161\t-0.980\t1.921\t0.480\t0.967\t-0.943\t-0.194\t-0.545\t-0.165\t-0.679\t-0.025\n2\t-0.826\t1.846\t1.933\t0.257\t-0.012\t1.031\t1.095\t-0.806\t-0.527\t-1.322\t0.409\t0.667\t-1.350\t-0.455\t-1.347\t-0.899\t0.551\t-0.733\t-0.301\t-1.627\t0.187\t-0.044\t-0.729\t-0.189\t0.180\t-0.815\t-1.476\t1.806\n1\t-0.215\t-1.978\t-0.532\t1.031\t0.083\t-1.529\t0.248\t0.479\t0.261\t0.325\t1.529\t1.166\t-0.763\t-0.588\t-0.820\t0.141\t0.632\t-1.440\t0.243\t-0.765\t-1.122\t0.103\t1.846\t-0.008\t0.976\t0.174\t-0.147\t0.485\n3\t-1.360\t-1.221\t-1.296\t1.878\t0.288\t-0.583\t-0.960\t-0.856\t-0.609\t1.316\t-0.030\t-1.447\t2.310\t-1.140\t-0.591\t1.310\t0.415\t-0.470\t-1.231\t-0.967\t-0.906\t0.007\t0.191\t-0.149\t-0.039\t-1.051\t0.293\t1.281\n4\t0.364\t0.861\t0.031\t-1.051\t-0.273\t0.203\t1.522\t0.425\t2.086\t0.827\t1.215\t-0.651\t0.761\t0.180\t2.449\t-0.347\t1.781\t1.718\t-0.574\t0.311\t-1.432\t1.813\t-2.148\t-1.612\t-0.154\t-0.941\t-0.998\t-0.341\n2\t-0.392\t-0.290\t-0.736\t-0.654\t-0.016\t0.064\t1.326\t1.025\t-1.486\t-0.294\t-1.106\t-2.608\t0.087\t0.577\t0.071\t0.437\t-0.335\t-1.028\t-0.367\t1.369\t0.375\t-1.521\t0.130\t1.274\t0.761\t1.287\t-1.489\t0.126\n3\t0.657\t0.705\t-2.029\t1.771\t0.280\t0.209\t1.324\t1.896\t-0.796\t0.439\t0.603\t-0.346\t-0.949\t-0.212\t0.373\t-1.444\t0.342\t2.147\t1.076\t0.095\t-0.837\t0.876\t-0.238\t0.825\t-0.477\t-2.408\t-0.691\t0.207\n2\t-0.625\t-1.057\t-0.371\t0.365\t-1.942\t-0.658\t-0.238\t0.444\t0.779\t0.447\t0.051\t0.065\t-0.854\t-0.241\t-0.067\t-0.062\t0.978\t-0.510\t0.511\t-2.072\t2.850\t0.294\t0.217\t-0.881\t0.097\t0.311\t-2.253\t0.333\n3\t1.116\t-0.549\t1.182\t0.607\t-1.548\t0.530\t0.522\t0.423\t-0.142\t-0.940\t1.346\t-0.102\t-0.883\t0.457\t-0.743\t-0.949\t-0.375\t-0.665\t-0.912\t0.806\t-0.114\t1.252\t-0.855\t-1.728\t0.149\t1.856\t0.531\t3.215\n3\t-1.045\t-0.089\t1.213\t0.537\t0.090\t-0.377\t-0.251\t1.306\t-1.106\t-0.726\t1.067\t-0.344\t1.939\t0.691\t1.155\t-1.626\t1.059\t-0.849\t0.716\t-0.364\t0.223\t-1.106\t-1.721\t0.151\t-0.294\t-0.894\t-1.682\t-2.675\n0\t-0.877\t0.599\t0.262\t1.727\t-0.105\t1.169\t0.552\t-0.808\t-1.313\t-0.735\t1.133\t0.895\t-0.749\t-1.201\t0.284\t0.828\t0.269\t-0.238\t-0.589\t-1.305\t0.178\t-1.371\t-1.103\t0.109\t1.034\t0.344\t-0.664\t-0.084\n4\t-0.055\t-0.583\t0.017\t-0.772\t0.784\t-1.299\t-1.548\t-1.003\t0.066\t0.441\t-0.656\t0.547\t-2.737\t-0.388\t-0.542\t0.339\t1.029\t2.679\t-0.114\t-3.999\t0.083\t-0.252\t0.392\t0.460\t-0.591\t-1.250\t0.631\t1.178\n2\t-0.403\t2.015\t0.795\t-1.196\t-1.110\t1.061\t1.079\t0.192\t0.109\t0.639\t0.687\t-0.557\t-0.126\t-0.303\t-0.518\t-0.170\t0.366\t1.431\t-0.832\t-0.119\t1.336\t-0.527\t-2.269\t0.841\t1.691\t-0.380\t0.904\t0.332\n4\t1.330\t2.221\t-1.059\t2.137\t-1.896\t1.451\t-0.464\t0.670\t-1.118\t1.085\t-0.881\t-0.905\t1.264\t-1.355\t-0.776\t1.428\t0.383\t0.671\t-0.498\t-1.348\t-0.146\t-0.540\t-0.530\t-0.201\t0.346\t-0.720\t0.454\t1.205\n2\t-0.490\t-1.175\t-0.515\t-2.080\t-0.934\t0.875\t-0.307\t0.774\t1.155\t0.470\t1.734\t1.438\t1.260\t0.706\t1.379\t-0.016\t1.591\t0.579\t-0.485\t-0.150\t-0.887\t-0.097\t-0.623\t0.048\t1.229\t-0.776\t0.388\t-0.839\n2\t0.796\t0.082\t1.427\t1.321\t-0.336\t0.249\t0.577\t0.029\t-1.391\t-0.938\t-1.358\t0.493\t-1.184\t0.192\t1.832\t1.428\t-1.837\t-1.279\t-0.777\t-1.169\t-1.654\t-0.011\t0.705\t0.954\t-0.474\t-0.272\t0.356\t-0.108\n4\t1.294\t-0.933\t0.988\t-0.793\t-2.148\t-0.246\t1.761\t0.015\t0.749\t0.434\t0.287\t-0.662\t0.144\t1.460\t-2.151\t-0.903\t0.697\t0.666\t1.874\t-0.274\t2.361\t-0.844\t-0.556\t-1.632\t-1.251\t-0.637\t0.023\t-0.292\n3\t0.020\t-0.029\t1.171\t-1.229\t-0.538\t-2.148\t1.375\t0.251\t-0.463\t-1.322\t-1.230\t0.414\t-1.107\t0.104\t2.043\t-0.348\t-0.961\t0.382\t-1.226\t1.720\t1.404\t-0.164\t-0.897\t-0.426\t-0.296\t0.384\t1.040\t-1.037\n4\t-0.993\t-0.801\t-2.459\t2.429\t-2.504\t-0.541\t0.741\t1.468\t1.804\t-0.100\t0.502\t-0.305\t-1.556\t-1.045\t-1.717\t0.316\t-0.342\t-0.187\t0.672\t0.247\t0.662\t1.812\t-0.794\t-1.873\t-0.580\t-0.207\t0.436\t0.724\n0\t0.490\t-0.350\t-0.212\t0.284\t0.522\t-0.075\t0.508\t-0.185\t-0.007\t-0.546\t0.578\t1.054\t-0.764\t-0.298\t-0.968\t1.372\t-1.008\t-0.013\t-0.684\t-0.482\t-0.346\t0.030\t1.508\t0.068\t-0.280\t0.198\t0.917\t0.508\n2\t0.424\t0.091\t1.784\t-1.573\t1.355\t-0.884\t-2.143\t0.320\t-0.126\t0.092\t0.521\t0.550\t-0.531\t0.812\t-2.017\t-0.095\t1.129\t0.286\t0.050\t-0.344\t0.347\t-0.281\t0.627\t-0.519\t1.526\t0.547\t1.813\t-0.388\n3\t-0.515\t0.464\t0.820\t-1.134\t-0.853\t-0.632\t-0.006\t-1.469\t-0.818\t-1.434\t-0.912\t-0.003\t-0.355\t1.867\t0.108\t0.339\t0.465\t-0.491\t1.148\t-0.376\t2.772\t-0.539\t0.672\t0.101\t-0.949\t-1.744\t0.196\t1.571\n4\t-0.346\t2.035\t-0.061\t-0.025\t-1.340\t-0.643\t1.108\t-0.828\t1.914\t0.883\t-0.060\t0.524\t0.907\t2.033\t0.062\t-0.614\t-0.669\t-0.123\t-2.120\t-1.099\t0.415\t-0.020\t-0.741\t0.010\t1.389\t1.267\t3.464\t-0.272\n1\t-1.125\t-1.566\t0.531\t2.035\t-0.693\t1.847\t0.504\t-0.428\t-0.285\t0.504\t1.562\t0.544\t0.020\t0.428\t-0.973\t-0.610\t0.360\t0.242\t-0.004\t0.223\t-0.164\t-1.091\t-0.880\t0.637\t1.687\t0.465\t-0.879\t1.056\n2\t1.077\t-0.018\t-0.335\t0.566\t0.273\t1.030\t1.291\t0.307\t0.292\t0.214\t0.489\t0.055\t-0.001\t1.197\t1.516\t-1.508\t0.010\t-0.689\t-0.311\t0.403\t0.669\t-0.112\t-1.913\t-0.965\t0.896\t-2.740\t1.187\t0.521\n2\t-1.617\t-0.184\t-1.339\t-1.433\t1.555\t-1.125\t-1.956\t0.422\t1.791\t-0.224\t-0.076\t-0.023\t1.320\t-0.555\t0.027\t-1.064\t-0.112\t0.882\t0.033\t1.413\t0.455\t1.170\t-1.176\t-1.033\t0.413\t-0.771\t0.487\t0.548\n2\t1.206\t0.425\t-0.016\t0.737\t0.369\t1.423\t-0.134\t1.001\t-0.326\t1.893\t-0.162\t-1.619\t0.078\t0.765\t1.629\t-0.996\t-1.744\t0.497\t0.466\t-1.411\t-0.330\t-0.285\t0.823\t-0.414\t-0.436\t0.115\t-1.378\t1.901\n1\t0.961\t-1.245\t-1.339\t-0.071\t-0.766\t-0.382\t-0.440\t-0.631\t-0.763\t-0.932\t-0.369\t-1.462\t0.606\t-0.884\t0.453\t-0.659\t1.037\t0.040\t-1.077\t2.498\t-0.418\t-0.557\t-0.488\t0.398\t-1.453\t0.136\t-1.685\t-0.074\n2\t-0.845\t-0.033\t1.097\t0.047\t-1.348\t0.154\t0.464\t-0.344\t-0.128\t1.200\t-0.288\t0.348\t0.248\t-1.568\t-1.142\t-0.115\t0.662\t1.717\t-1.568\t-1.455\t-0.079\t0.594\t-0.926\t0.361\t0.870\t0.815\t2.239\t-0.607\n4\t-0.322\t0.189\t-1.313\t-0.188\t1.704\t0.662\t1.231\t1.013\t-0.709\t1.912\t-1.776\t0.332\t-2.060\t-1.713\t0.936\t-0.691\t1.245\t-2.174\t-0.089\t-1.216\t-0.329\t1.548\t1.792\t0.513\t-1.595\t-1.207\t0.160\t-0.806\n3\t-1.016\t-0.252\t1.553\t1.069\t-1.711\t-1.011\t0.246\t1.130\t-0.822\t0.369\t-0.455\t1.752\t0.622\t-0.193\t-1.495\t-1.061\t-2.525\t0.272\t0.666\t0.716\t-0.614\t1.280\t1.584\t-0.665\t1.182\t0.140\t-0.527\t1.231\n2\t-1.176\t0.766\t-0.436\t-0.471\t0.852\t-0.558\t0.005\t0.137\t0.253\t-0.323\t-0.333\t-0.499\t0.874\t0.149\t0.965\t0.754\t0.670\t-0.497\t0.082\t-1.934\t-1.513\t-3.124\t-0.327\t1.286\t0.638\t-0.703\t1.362\t-0.237\n4\t-0.396\t-1.868\t-1.557\t-1.068\t-1.294\t0.265\t1.938\t0.796\t-1.128\t-0.694\t-0.499\t0.389\t1.571\t-0.467\t1.539\t2.104\t-0.350\t-0.376\t-0.361\t0.062\t-0.358\t0.884\t-1.549\t-0.535\t0.329\t0.870\t2.195\t-1.289\n4\t0.461\t-0.515\t1.756\t1.546\t0.033\t1.536\t1.783\t0.074\t2.472\t-0.031\t-0.215\t0.866\t-0.354\t0.085\t1.409\t0.019\t-1.695\t0.367\t-0.696\t0.865\t0.696\t1.471\t0.908\t1.090\t-0.669\t0.804\t1.968\t-0.689\n4\t0.102\t0.544\t-2.949\t-0.513\t1.688\t0.697\t-0.785\t0.186\t0.640\t-0.014\t2.006\t-1.556\t-0.366\t-0.046\t-0.375\t-0.573\t-0.840\t2.311\t0.057\t0.959\t-0.051\t1.028\t-0.451\t1.784\t-1.345\t-0.338\t-0.493\t1.175\n4\t-0.104\t0.397\t0.944\t1.987\t-0.669\t-2.077\t-1.688\t-0.398\t0.504\t-0.179\t-0.026\t-1.293\t0.189\t0.285\t-1.981\t1.983\t0.804\t0.250\t2.172\t-0.505\t0.288\t-1.518\t1.733\t0.666\t-0.700\t-0.625\t0.968\t1.551\n1\t-0.234\t-1.334\t-1.428\t-0.145\t0.323\t2.498\t-1.070\t-0.632\t0.478\t0.097\t-0.602\t-0.043\t-1.134\t-0.447\t-1.111\t1.043\t0.742\t-0.052\t0.016\t0.224\t-0.455\t-1.689\t-0.340\t0.488\t0.952\t0.072\t-0.603\t0.560\n3\t-1.377\t-0.166\t-0.233\t-0.126\t-1.557\t1.239\t-0.854\t-2.050\t-0.325\t0.364\t0.338\t0.147\t-0.135\t-0.673\t0.746\t2.377\t0.112\t-0.784\t1.229\t-1.007\t-2.065\t1.892\t0.294\t1.582\t-0.212\t-0.015\t0.755\t0.446\n0\t1.601\t0.826\t0.192\t-0.784\t-0.714\t0.443\t0.143\t0.908\t-0.043\t0.535\t0.100\t0.648\t-0.306\t-1.462\t0.995\t-0.137\t1.358\t0.105\t0.031\t1.332\t-0.650\t-0.435\t0.439\t-0.847\t1.793\t-0.315\t-0.190\t1.361\n4\t-2.306\t2.156\t-0.296\t0.866\t1.029\t-0.119\t2.163\t1.122\t-0.683\t0.936\t1.209\t0.005\t0.686\t-0.150\t-0.431\t0.172\t0.175\t-0.211\t-2.058\t1.598\t1.328\t-0.801\t-0.265\t-0.957\t-1.543\t-0.997\t0.138\t0.412\n4\t1.498\t-1.344\t1.215\t1.196\t0.172\t-0.859\t-1.452\t0.754\t-1.202\t-0.362\t1.915\t-0.890\t0.157\t0.623\t0.849\t0.032\t-0.070\t-2.535\t-2.197\t-0.807\t0.882\t0.405\t0.096\t0.735\t0.538\t1.324\t1.029\t-0.535\n1\t0.376\t-0.974\t-0.472\t0.342\t-1.189\t-1.885\t-0.499\t0.262\t0.757\t-1.279\t-0.896\t0.750\t-1.201\t-0.967\t1.437\t-0.434\t-1.152\t0.143\t0.603\t0.463\t-0.107\t-0.799\t1.633\t1.033\t-0.645\t-0.014\t-0.825\t0.184\n0\t1.297\t1.246\t0.160\t-0.560\t-0.549\t2.042\t-0.091\t0.343\t-0.440\t0.090\t0.378\t1.806\t-0.087\t0.517\t-0.357\t0.186\t0.342\t-0.205\t0.237\t-0.709\t0.503\t0.056\t-0.552\t-0.117\t1.307\t-0.105\t0.428\t0.425\n4\t-0.462\t-0.194\t-1.270\t0.474\t-0.494\t1.927\t-0.938\t1.972\t-1.100\t-0.866\t1.067\t0.988\t-0.269\t-0.229\t-0.658\t-0.500\t1.046\t1.238\t1.219\t0.934\t0.865\t0.716\t-1.706\t-1.258\t-0.786\t-0.727\t2.678\t2.566\n1\t0.247\t0.611\t-0.104\t0.812\t-0.061\t0.724\t-0.456\t-0.387\t0.602\t-0.332\t2.206\t0.566\t0.025\t0.820\t-0.481\t0.923\t0.895\t1.254\t-0.441\t-1.223\t-0.610\t-0.282\t1.667\t2.195\t0.345\t0.009\t-0.350\t0.825\n3\t-0.112\t-1.265\t-1.356\t-0.286\t-0.252\t1.216\t-0.752\t-0.395\t1.367\t-0.184\t-0.513\t0.857\t0.531\t0.100\t0.924\t-1.248\t-0.582\t1.998\t-3.034\t-0.673\t-1.183\t0.071\t0.605\t1.107\t-0.410\t-0.923\t-1.451\t0.048\n0\t-0.351\t0.001\t-0.419\t-0.112\t-0.395\t0.231\t-0.530\t0.546\t0.658\t0.175\t-0.071\t-1.498\t0.744\t-0.008\t-0.131\t1.168\t-0.188\t1.786\t-0.515\t-0.538\t0.989\t0.093\t0.627\t-0.408\t-0.619\t1.648\t-0.364\t0.287\n0\t0.335\t-0.142\t-0.061\t1.018\t-0.595\t-0.384\t0.647\t0.856\t0.293\t-0.481\t-1.671\t-1.630\t-0.204\t0.166\t-0.353\t-1.051\t-1.206\t0.163\t1.357\t-0.745\t-0.025\t-0.711\t0.602\t-0.125\t0.988\t0.118\t0.120\t-0.853\n0\t0.159\t1.126\t-0.224\t0.600\t-0.871\t0.533\t-0.273\t0.428\t-0.865\t0.449\t-0.047\t1.565\t0.259\t0.493\t-0.442\t0.312\t0.474\t-0.354\t-0.432\t-0.807\t-0.076\t-0.653\t0.292\t-0.790\t-0.122\t-0.946\t1.144\t0.025\n2\t-1.036\t-0.660\t0.522\t0.321\t0.369\t0.061\t1.731\t-0.254\t-0.158\t-0.706\t-0.202\t-1.310\t-2.692\t1.002\t-0.369\t0.723\t-0.147\t0.868\t0.324\t-0.310\t1.611\t0.132\t1.423\t0.142\t-1.549\t0.948\t-1.380\t-0.534\n1\t-1.892\t-0.541\t1.006\t0.808\t-0.565\t2.615\t-0.243\t0.547\t1.534\t-0.004\t-0.108\t-0.189\t0.467\t0.034\t-1.105\t0.479\t-0.629\t0.051\t0.830\t-0.095\t-0.337\t1.344\t-0.716\t0.943\t0.288\t-0.449\t0.057\t0.060\n2\t-0.645\t-0.069\t1.447\t0.387\t1.081\t-0.853\t0.175\t-0.566\t1.466\t1.016\t0.796\t-0.169\t1.533\t-0.282\t0.939\t1.783\t1.020\t0.351\t-1.502\t1.184\t-1.456\t-0.525\t0.181\t-0.080\t1.131\t-1.759\t-0.052\t-0.344\n4\t1.090\t0.914\t0.706\t-2.503\t-0.998\t-1.488\t-1.773\t1.144\t1.695\t0.008\t0.471\t-0.359\t1.170\t0.280\t-0.521\t0.562\t-0.182\t0.196\t0.693\t3.760\t1.786\t0.150\t-0.940\t-2.254\t1.284\t1.120\t-0.628\t-0.088\n2\t-0.945\t1.991\t0.683\t1.030\t-1.464\t-1.399\t-0.638\t0.453\t0.779\t0.106\t-0.946\t1.184\t0.473\t-1.150\t-1.703\t-0.517\t-0.875\t0.065\t0.319\t-0.395\t0.489\t-0.002\t-1.218\t-0.407\t0.088\t-1.013\t0.288\t2.460\n0\t0.242\t0.707\t-0.979\t-0.091\t1.341\t-1.203\t-0.284\t1.487\t0.158\t-0.526\t-0.007\t0.826\t-0.204\t0.598\t0.235\t0.317\t0.662\t-0.295\t-0.945\t0.474\t-0.132\t-0.448\t0.526\t1.277\t-0.155\t0.008\t-1.182\t-0.223\n2\t0.029\t1.312\t-0.646\t0.058\t-1.213\t0.901\t-0.120\t0.358\t-0.313\t0.586\t0.397\t-0.995\t-0.937\t-0.028\t0.660\t1.863\t0.303\t1.008\t-1.613\t2.013\t0.606\t-0.050\t-0.165\t-1.107\t-0.821\t1.910\t-0.989\t-1.008\n0\t-0.229\t1.194\t0.863\t0.492\t-1.580\t0.364\t-1.700\t0.529\t0.403\t0.455\t0.507\t1.707\t0.338\t0.217\t0.228\t-1.007\t0.607\t-0.538\t1.754\t-0.577\t-0.634\t0.355\t-0.900\t-0.455\t0.597\t0.857\t0.432\t-0.724\n2\t-0.882\t1.328\t0.521\t-1.805\t-0.152\t-0.783\t1.641\t0.210\t-1.938\t1.262\t0.549\t0.415\t0.023\t-1.420\t1.581\t-0.240\t1.439\t0.014\t-0.190\t-1.729\t-0.708\t1.322\t0.721\t0.525\t0.592\t0.003\t-0.470\t-0.799\n1\t-0.425\t-0.031\t0.263\t-0.614\t0.100\t-0.545\t0.943\t-0.826\t0.993\t0.068\t-2.030\t1.714\t-0.382\t-0.702\t0.363\t-0.298\t-1.420\t0.153\t-0.422\t-0.147\t-0.722\t0.123\t2.022\t0.760\t-1.459\t0.983\t0.596\t-0.164\n3\t0.920\t-0.243\t-0.556\t-1.830\t0.676\t-2.207\t0.997\t2.317\t-1.202\t-0.319\t0.431\t0.149\t-0.136\t0.012\t-1.064\t-0.662\t-0.029\t-1.931\t1.021\t-0.296\t-0.313\t0.284\t-1.226\t-0.245\t1.623\t0.621\t1.520\t0.971\n4\t-2.727\t0.867\t1.260\t0.127\t-1.810\t-0.708\t-1.168\t0.055\t0.137\t1.133\t1.405\t2.540\t-0.692\t0.004\t-0.016\t-0.674\t0.279\t0.746\t2.309\t0.630\t-1.077\t-1.335\t-0.818\t0.674\t0.074\t-1.290\t-0.867\t1.082\n1\t1.047\t-0.986\t-1.848\t-0.225\t-0.740\t0.122\t-0.914\t0.421\t-0.973\t-0.984\t0.616\t-0.046\t-1.187\t-0.952\t-0.373\t-1.143\t-0.288\t-0.253\t-0.917\t0.650\t-1.020\t1.246\t-0.218\t-0.660\t0.539\t0.034\t0.760\t-2.001\n2\t-0.006\t1.409\t0.667\t-0.351\t-0.698\t0.806\t0.306\t-0.246\t-0.589\t0.076\t-0.303\t0.784\t1.241\t-1.367\t-1.226\t1.348\t0.166\t-1.132\t0.983\t0.342\t2.203\t-0.235\t1.109\t-1.449\t1.396\t0.944\t1.604\t1.111\n2\t1.817\t0.161\t1.701\t-0.163\t1.584\t2.427\t-1.427\t-0.858\t0.774\t0.977\t0.136\t0.191\t-0.767\t1.243\t1.247\t0.685\t-1.360\t0.238\t-0.116\t-0.067\t-1.574\t-0.552\t0.171\t0.159\t-0.062\t-0.541\t0.143\t-0.932\n1\t1.429\t-0.036\t0.672\t2.092\t-0.486\t0.525\t-1.443\t0.696\t1.331\t0.642\t-0.504\t1.241\t1.306\t0.734\t-0.682\t-0.493\t0.188\t1.738\t-0.059\t0.138\t-0.939\t-0.226\t-0.855\t0.860\t-0.071\t0.490\t-0.102\t-0.517\n2\t1.199\t-0.628\t0.677\t1.157\t0.142\t0.391\t1.307\t-1.156\t1.195\t-1.645\t-0.520\t1.982\t0.966\t0.017\t2.058\t-1.099\t0.526\t-0.103\t0.023\t0.753\t0.642\t0.107\t0.756\t1.377\t0.344\t0.822\t0.220\t-0.475\n0\t0.620\t-0.322\t-1.159\t-0.229\t-0.525\t0.309\t-1.442\t0.443\t-0.497\t0.216\t0.950\t-1.490\t1.127\t0.086\t-0.114\t-0.264\t1.469\t-0.351\t-0.032\t-0.531\t0.029\t0.186\t0.399\t0.376\t-0.959\t-1.954\t0.114\t1.802\n4\t2.563\t0.395\t-0.918\t-1.924\t0.097\t0.582\t-1.182\t1.172\t-2.108\t1.128\t0.356\t-1.639\t0.245\t1.525\t-0.151\t1.540\t-2.520\t-1.036\t-0.857\t-0.013\t0.129\t1.435\t1.044\t-0.075\t0.303\t0.077\t1.658\t-1.497\n2\t-0.383\t0.685\t-0.019\t-0.468\t-1.236\t-0.244\t-0.233\t-0.795\t1.137\t0.140\t-2.134\t-1.795\t1.652\t-0.123\t-0.106\t1.268\t0.815\t-0.525\t0.705\t1.676\t0.840\t-0.033\t-0.564\t-0.044\t1.258\t0.233\t1.183\t-0.897\n4\t0.722\t-0.652\t-0.134\t-0.873\t-0.548\t0.266\t-0.502\t-0.244\t-1.465\t1.133\t0.510\t0.793\t1.290\t-0.825\t-0.358\t-1.895\t3.140\t-0.150\t1.039\t-1.238\t0.996\t1.858\t-0.060\t-1.011\t-0.139\t-2.227\t-0.038\t0.821\n4\t1.000\t-2.098\t-1.787\t0.088\t-1.608\t1.207\t-2.199\t-0.752\t0.208\t1.473\t-0.004\t0.316\t0.177\t0.941\t0.308\t0.738\t0.758\t1.090\t-2.173\t-1.521\t0.677\t1.964\t0.325\t-0.258\t0.985\t1.321\t0.674\t-0.036\n3\t-0.546\t-0.183\t-1.030\t-1.179\t2.097\t0.303\t-0.833\t0.817\t-1.178\t-1.096\t-0.803\t1.655\t-0.253\t-2.442\t1.210\t-0.306\t-1.849\t-0.317\t0.521\t0.404\t1.798\t-0.853\t0.047\t-0.700\t-1.542\t0.886\t0.463\t0.284\n3\t0.199\t-1.266\t-1.587\t0.216\t0.349\t1.425\t-0.296\t-0.376\t-1.119\t-1.502\t-2.095\t0.379\t0.813\t0.877\t0.282\t-0.409\t-0.340\t-0.801\t1.216\t-0.665\t-2.524\t-0.401\t0.552\t0.136\t-0.820\t-0.466\t-1.515\t0.663\n4\t-2.613\t-0.852\t-0.519\t1.531\t0.632\t-1.439\t0.695\t2.872\t0.824\t-0.869\t1.502\t0.335\t-0.674\t0.049\t-0.242\t-0.701\t-1.218\t-0.602\t-0.050\t0.795\t-1.276\t-1.379\t0.105\t-0.329\t-0.394\t-0.919\t-0.870\t-1.122\n3\t0.649\t1.385\t-0.943\t-1.244\t-0.577\t-1.333\t0.072\t-1.208\t-1.286\t-0.870\t0.525\t-1.093\t0.064\t-0.860\t0.481\t0.005\t0.210\t0.723\t0.864\t0.350\t-2.480\t-2.122\t-0.981\t-0.085\t-0.276\t0.522\t1.110\t-1.712\n0\t0.053\t1.309\t-0.617\t0.165\t-0.236\t-0.375\t-0.653\t0.688\t0.307\t1.593\t-0.012\t0.776\t-0.563\t-0.121\t-1.100\t0.261\t0.831\t1.465\t-0.129\t0.122\t1.003\t1.466\t-0.420\t1.051\t0.423\t0.314\t1.614\t-1.793\n2\t-0.128\t0.217\t-0.376\t0.357\t0.043\t-0.197\t-0.971\t0.406\t-2.409\t0.262\t0.015\t-0.813\t-1.389\t0.418\t-0.247\t0.139\t-1.837\t0.477\t0.940\t-0.153\t-0.897\t0.434\t-0.284\t0.863\t0.021\t-2.142\t-2.349\t-0.710\n2\t0.712\t0.330\t0.787\t-2.384\t-0.507\t0.256\t0.198\t-0.173\t-1.888\t0.265\t0.215\t-1.217\t0.845\t0.047\t-0.813\t1.398\t1.665\t0.010\t-0.599\t1.315\t-0.746\t0.877\t-1.262\t0.060\t-0.775\t-1.035\t-1.111\t-1.019\n4\t-1.423\t2.454\t1.455\t2.164\t0.062\t0.551\t-0.459\t0.883\t-1.216\t-2.543\t-0.791\t-1.455\t1.478\t1.816\t-1.403\t1.292\t0.951\t-1.570\t-0.390\t-0.580\t0.748\t-1.229\t-0.099\t-0.686\t0.473\t-0.217\t-0.535\t-0.213\n2\t0.326\t-0.545\t1.291\t-1.940\t-0.521\t-0.661\t1.752\t0.056\t0.390\t-0.138\t-0.696\t0.657\t0.751\t1.808\t-1.600\t-1.206\t-0.672\t1.464\t-0.758\t1.278\t-1.519\t0.336\t0.072\t-1.197\t0.392\t-0.424\t0.676\t0.701\n1\t1.392\t-1.094\t-1.787\t-0.666\t-0.602\t-0.373\t-1.721\t0.351\t1.896\t0.302\t-0.221\t0.668\t0.075\t0.057\t-0.082\t0.218\t-0.411\t-1.628\t1.849\t0.530\t-0.702\t0.351\t-1.130\t0.380\t0.743\t1.033\t0.569\t-0.190\n3\t-1.811\t-0.351\t0.535\t-0.440\t-0.318\t0.232\t0.048\t0.686\t-0.769\t-2.534\t-1.057\t1.309\t0.108\t-0.300\t1.330\t-1.430\t1.051\t0.471\t0.868\t0.483\t0.890\t0.526\t0.384\t0.460\t-1.113\t-0.776\t2.649\t-0.710\n1\t-0.938\t0.199\t1.524\t-0.540\t-0.300\t0.383\t1.513\t0.673\t-0.854\t0.107\t0.103\t0.651\t-1.377\t-1.347\t-0.108\t-0.020\t-0.849\t0.073\t0.024\t1.834\t-0.396\t-1.165\t1.457\t-0.551\t0.418\t1.129\t1.690\t0.153\n1\t1.225\t1.441\t1.119\t1.450\t0.306\t-0.304\t-2.018\t-0.827\t-0.061\t0.528\t-0.286\t-0.064\t-1.157\t1.499\t0.003\t-0.401\t-1.360\t1.536\t-2.004\t0.272\t-0.610\t-0.043\t-0.084\t0.499\t0.024\t0.352\t-0.357\t-0.275\n4\t0.018\t1.590\t0.270\t-2.248\t-0.250\t0.978\t-0.353\t0.651\t0.641\t0.662\t-1.509\t0.138\t2.401\t0.054\t1.411\t1.569\t-0.399\t1.512\t0.622\t0.533\t-0.299\t-0.020\t0.749\t-1.670\t1.888\t-0.898\t1.531\t1.582\n1\t1.147\t0.370\t0.442\t0.519\t0.251\t0.615\t0.679\t-0.193\t-0.229\t-1.369\t-1.469\t-0.396\t-1.351\t0.128\t0.908\t-1.275\t-0.006\t0.075\t-2.113\t-0.842\t1.824\t-0.418\t0.015\t-0.026\t0.081\t0.125\t0.928\t-1.332\n0\t-0.353\t-0.097\t0.089\t-0.445\t-0.173\t-0.258\t-0.137\t-1.186\t-1.559\t-0.383\t0.434\t-0.213\t1.137\t-0.744\t-0.450\t0.309\t-2.257\t1.097\t0.674\t0.983\t-0.656\t0.757\t-0.118\t0.481\t0.890\t-1.406\t-1.437\t0.322\n4\t0.293\t-1.202\t-2.391\t-0.814\t-1.015\t1.807\t1.675\t-1.116\t-0.100\t-0.656\t1.838\t-1.820\t0.465\t1.278\t-0.546\t0.024\t1.053\t-1.107\t0.637\t-1.548\t-1.595\t0.851\t-0.967\t0.179\t-1.178\t0.281\t-1.659\t1.296\n0\t0.313\t0.574\t1.398\t1.191\t-0.541\t-0.102\t0.671\t1.068\t0.939\t-0.064\t-1.254\t-0.999\t0.273\t0.342\t-1.099\t0.045\t0.631\t-1.151\t1.105\t-0.378\t1.258\t-0.533\t-1.027\t-0.458\t-0.095\t-0.388\t-0.216\t0.334\n3\t0.959\t1.148\t-0.377\t0.841\t-1.151\t-0.517\t1.621\t0.182\t0.233\t-0.178\t1.869\t0.531\t1.485\t-0.592\t-0.972\t-0.765\t0.629\t1.647\t0.750\t0.877\t0.173\t-1.273\t2.023\t0.664\t0.523\t0.874\t-1.714\t-0.501\n4\t-0.318\t0.601\t-0.906\t0.142\t0.314\t-1.485\t0.608\t1.346\t-0.175\t1.360\t-0.190\t0.850\t-2.219\t2.419\t1.495\t-0.285\t-1.972\t0.288\t-1.444\t0.445\t0.412\t-0.941\t1.121\t0.806\t0.976\t0.009\t-1.416\t0.978\n0\t0.255\t1.414\t0.293\t1.435\t-0.492\t-0.360\t0.787\t-0.439\t0.597\t1.184\t0.868\t-1.579\t-0.341\t0.282\t-0.244\t0.079\t0.295\t-0.527\t-0.193\t-1.181\t-0.478\t-1.527\t0.116\t-0.193\t-0.916\t1.785\t-0.245\t0.287\n2\t-0.143\t-0.582\t0.076\t1.661\t0.380\t-0.241\t-0.789\t-0.314\t-0.475\t0.067\t-0.413\t1.303\t0.322\t-0.524\t-0.857\t1.185\t0.744\t1.892\t-1.275\t1.751\t-0.623\t-0.612\t-0.198\t0.100\t0.418\t0.562\t-2.627\t-0.366\n1\t-0.540\t-0.542\t0.349\t0.027\t-0.752\t0.596\t0.521\t-1.326\t0.130\t-2.021\t0.243\t1.857\t-1.450\t0.729\t-0.363\t0.228\t-0.347\t0.167\t0.501\t-0.682\t-0.372\t0.662\t0.854\t-0.250\t2.036\t1.899\t0.634\t0.958\n2\t0.798\t1.357\t-0.624\t-0.570\t-1.965\t-0.935\t1.666\t0.717\t0.143\t-0.067\t1.677\t0.555\t-0.132\t1.193\t-0.179\t-0.468\t0.513\t-0.264\t-0.927\t1.347\t-0.004\t0.463\t-0.036\t1.439\t1.413\t-1.151\t1.822\t0.510\n1\t-1.076\t0.925\t0.558\t-1.696\t-0.510\t-1.158\t0.862\t-0.450\t-1.544\t0.170\t0.606\t-0.954\t-0.265\t-0.902\t1.244\t-0.431\t-0.722\t-0.051\t-0.208\t0.688\t1.216\t1.224\t-0.382\t0.305\t1.488\t1.527\t-0.876\t0.592\n2\t-0.142\t0.982\t-1.293\t0.114\t-1.272\t-0.237\t-1.095\t-0.917\t-0.004\t-0.566\t1.467\t1.179\t0.805\t0.785\t0.130\t1.305\t-0.294\t2.119\t-0.942\t-1.129\t-1.395\t-1.221\t-1.629\t0.214\t0.854\t0.034\t-1.385\t-0.470\n2\t-1.675\t-0.716\t-0.082\t-0.779\t0.858\t1.869\t-0.539\t0.889\t-0.357\t-0.930\t-0.712\t0.769\t-0.642\t-0.446\t-1.144\t0.634\t0.458\t1.455\t0.596\t0.413\t0.583\t-0.256\t0.110\t0.931\t-0.820\t1.702\t0.638\t2.021\n0\t-1.785\t-0.940\t1.723\t-1.194\t-1.257\t-0.587\t-0.767\t0.013\t0.463\t0.413\t-0.479\t-0.531\t-0.323\t1.245\t-0.447\t0.367\t-0.124\t-0.543\t0.818\t-0.600\t0.237\t0.644\t0.435\t0.326\t0.057\t0.117\t-0.023\t-0.508\n3\t0.328\t0.916\t-1.229\t-1.491\t-0.180\t-0.691\t-0.496\t1.429\t-1.328\t-0.208\t0.474\t-0.798\t1.025\t1.500\t-0.181\t1.538\t0.129\t-1.049\t0.851\t-1.041\t-1.238\t0.780\t-0.748\t1.741\t-1.678\t0.988\t-0.139\t-2.146\n0\t0.038\t-0.083\t-0.282\t0.778\t-0.212\t0.092\t-1.430\t0.275\t-1.203\t0.478\t-0.796\t-0.690\t-0.524\t0.076\t0.475\t1.574\t0.796\t0.112\t0.763\t-0.978\t0.139\t1.992\t-1.279\t0.830\t0.241\t-1.040\t-0.257\t1.092\n3\t0.003\t-0.056\t-1.889\t-0.591\t-1.005\t0.271\t0.677\t-0.563\t-0.733\t0.429\t1.818\t0.761\t-0.029\t0.826\t-1.124\t1.363\t-1.500\t0.876\t2.346\t-0.476\t0.251\t0.351\t0.024\t1.129\t-1.978\t0.453\t2.151\t-0.313\n0\t-0.172\t1.454\t-0.232\t0.836\t-0.917\t-0.439\t-0.597\t0.274\t1.456\t0.906\t1.228\t0.026\t-0.773\t1.047\t-0.485\t-0.057\t0.565\t-0.317\t1.658\t1.460\t1.078\t0.270\t-0.390\t0.890\t-0.328\t0.065\t-0.626\t0.446\n4\t1.733\t0.111\t0.357\t-1.283\t-0.168\t1.656\t0.000\t0.927\t-0.022\t-0.117\t0.575\t-2.912\t0.372\t-2.249\t-0.083\t-0.835\t-1.155\t1.478\t1.120\t-0.356\t2.378\t0.994\t-0.158\t-1.888\t-0.099\t-0.632\t-0.462\t0.414\n1\t0.512\t0.464\t-1.771\t0.519\t0.179\t0.623\t1.067\t-0.143\t1.246\t-0.889\t-0.946\t0.429\t-0.369\t0.262\t1.993\t0.393\t0.212\t-0.869\t-1.700\t-0.073\t1.067\t-0.323\t0.401\t1.426\t1.402\t0.429\t0.170\t-1.519\n3\t0.509\t-0.761\t1.582\t-0.342\t-0.119\t-1.319\t-0.194\t0.532\t0.763\t1.562\t0.520\t0.277\t-0.446\t-0.662\t0.970\t0.951\t-1.077\t0.723\t0.650\t-1.114\t0.540\t-1.050\t-2.429\t-0.160\t0.258\t-0.115\t2.867\t0.379\n0\t-0.519\t-0.859\t0.133\t0.219\t-0.326\t1.695\t0.571\t1.758\t0.131\t-0.733\t-0.995\t-0.123\t0.753\t-0.297\t0.857\t1.403\t-0.807\t-1.099\t0.948\t0.269\t0.325\t0.697\t-1.526\t0.441\t0.180\t0.462\t-0.955\t0.081\n0\t-0.839\t-0.034\t1.311\t-0.280\t-0.202\t-0.368\t0.136\t-0.148\t-0.654\t1.225\t0.009\t0.257\t0.020\t1.180\t-0.809\t0.597\t0.647\t1.323\t0.626\t-0.295\t1.784\t0.828\t1.572\t0.910\t-0.358\t0.472\t-0.516\t-0.453\n2\t0.363\t1.323\t0.097\t-0.283\t1.422\t2.716\t-0.486\t0.698\t-0.478\t0.778\t0.366\t1.188\t0.263\t1.847\t-0.277\t0.001\t-1.579\t-1.391\t-0.260\t0.719\t-0.878\t-0.942\t-0.641\t-0.089\t0.517\t-0.379\t-1.121\t0.743\n4\t-1.485\t-0.952\t-1.367\t-1.403\t-2.297\t0.184\t-0.898\t0.196\t0.951\t-0.966\t0.773\t1.133\t-0.669\t-1.979\t-1.208\t2.449\t-0.253\t1.016\t0.018\t-1.753\t0.505\t-0.620\t1.967\t-0.743\t1.701\t1.683\t-1.445\t0.691\n0\t1.591\t0.691\t0.806\t-1.079\t-0.408\t-0.120\t0.374\t1.428\t0.773\t-0.562\t0.586\t0.582\t0.305\t-0.750\t-1.153\t-0.078\t0.088\t0.101\t1.283\t-0.472\t1.088\t0.198\t-0.891\t-0.929\t-1.334\t-0.369\t-1.232\t0.580\n1\t-1.137\t-1.600\t0.646\t0.601\t-0.617\t0.247\t-0.454\t-0.493\t-1.433\t0.045\t-0.517\t0.378\t-1.753\t0.602\t-0.515\t-1.067\t-0.440\t-1.598\t-0.291\t0.123\t0.073\t0.460\t-0.568\t0.779\t0.266\t0.816\t1.659\t-1.551\n4\t2.469\t-1.985\t-0.117\t0.628\t0.841\t2.246\t-0.645\t-0.235\t-1.628\t0.128\t0.511\t2.092\t1.704\t1.516\t-0.695\t0.426\t0.389\t0.467\t-0.043\t1.131\t-0.356\t0.329\t1.453\t2.154\t-0.829\t0.551\t0.454\t1.220\n2\t-0.456\t0.737\t-0.242\t0.924\t-1.571\t-1.646\t-0.391\t-0.889\t-0.517\t-0.220\t0.720\t-0.408\t-0.824\t-0.352\t-0.769\t-0.934\t-1.613\t0.069\t-0.569\t0.966\t-1.447\t-0.542\t1.813\t-0.940\t-0.237\t-1.216\t-1.348\t1.547\n2\t0.553\t0.827\t-1.952\t-0.347\t0.243\t0.992\t-1.470\t-1.595\t-1.611\t-0.505\t0.339\t-1.487\t-0.344\t0.449\t-0.107\t-1.449\t0.470\t0.750\t-0.945\t-0.430\t-1.016\t2.181\t-0.067\t-0.625\t0.251\t-1.126\t0.258\t0.094\n0\t-0.320\t1.082\t-1.121\t0.159\t0.205\t1.023\t0.112\t-0.957\t0.192\t0.719\t0.140\t1.096\t-1.307\t-0.158\t0.006\t0.772\t0.899\t0.024\t-0.361\t0.188\t-1.141\t-0.489\t0.570\t0.354\t-0.662\t-0.782\t-0.799\t-0.731\n3\t-0.406\t1.909\t-0.055\t-0.282\t-0.565\t-0.300\t-0.809\t0.137\t-0.033\t-0.457\t-0.545\t0.183\t-0.729\t-0.240\t-0.451\t-2.206\t0.860\t-1.833\t-1.768\t0.895\t-1.108\t-2.076\t1.337\t-0.638\t1.215\t-0.915\t-1.643\t-0.322\n2\t-0.049\t0.663\t-0.282\t0.083\t0.951\t-2.276\t-0.916\t-0.524\t-0.159\t-1.417\t-0.909\t0.699\t0.465\t-2.793\t-0.225\t-0.142\t-0.913\t-0.142\t0.393\t0.715\t0.101\t0.647\t0.011\t-2.285\t-0.134\t-1.229\t0.113\t-0.220\n1\t-0.020\t-0.243\t-0.938\t-0.646\t1.138\t-0.178\t-0.981\t0.448\t0.767\t-0.002\t-1.234\t-2.547\t-0.901\t1.054\t0.963\t-0.796\t-0.236\t0.698\t-0.138\t0.936\t-0.097\t0.482\t-0.323\t-0.784\t1.166\t-1.502\t-0.600\t-0.094\n3\t-0.873\t-0.795\t-0.429\t1.078\t0.896\t0.265\t1.429\t-0.927\t-0.423\t0.363\t-0.204\t0.847\t1.728\t-0.092\t0.410\t0.928\t0.765\t1.771\t0.417\t0.054\t-0.971\t0.350\t-0.918\t-0.958\t0.414\t-0.331\t-2.420\t2.321\n3\t-1.108\t0.323\t1.151\t-0.991\t-1.417\t-1.266\t0.395\t-1.275\t-0.135\t1.371\t-0.051\t-0.778\t0.125\t-0.069\t0.453\t1.619\t0.397\t2.034\t0.455\t-0.767\t2.288\t-0.125\t-1.055\t2.324\t-0.733\t-0.772\t-0.551\t0.165\n1\t0.243\t1.140\t0.739\t1.206\t-1.003\t-0.996\t0.328\t1.133\t-0.200\t-0.740\t-1.601\t0.363\t-0.113\t-0.434\t0.905\t-0.087\t0.001\t0.900\t2.191\t-0.444\t-0.876\t-0.989\t0.477\t-1.091\t-0.373\t-0.285\t1.556\t1.193\n0\t0.772\t0.072\t-1.157\t-1.125\t0.359\t0.422\t0.023\t0.530\t0.530\t0.021\t0.080\t-1.627\t0.033\t-0.157\t-0.810\t0.589\t-0.063\t0.292\t-1.981\t-0.177\t0.643\t-0.380\t-0.175\t0.236\t-0.008\t1.314\t0.536\t0.465\n2\t0.813\t-0.601\t-1.863\t-0.205\t-0.358\t-0.544\t1.051\t1.214\t0.428\t1.491\t-2.803\t-0.304\t-0.352\t0.842\t-0.318\t0.555\t-0.482\t-0.674\t0.801\t-0.002\t0.307\t-1.240\t0.678\t-1.077\t1.713\t-0.256\t-0.414\t0.892\n4\t-0.933\t0.321\t-0.503\t-1.749\t-0.564\t-1.788\t0.184\t0.736\t2.828\t1.382\t1.210\t-1.759\t0.297\t0.468\t-0.511\t-1.483\t0.435\t-1.842\t-0.339\t0.537\t0.323\t0.279\t-0.209\t-0.739\t-0.515\t-2.676\t-1.123\t0.788\n2\t1.450\t-0.717\t0.337\t-0.694\t0.513\t-0.487\t0.613\t-0.557\t-0.726\t1.012\t-0.873\t-0.875\t-0.491\t-0.599\t0.707\t-0.647\t2.037\t-0.817\t0.109\t-0.274\t-1.587\t-0.038\t-1.118\t-2.148\t0.292\t-2.251\t-0.270\t0.953\n3\t-0.724\t1.026\t1.706\t0.049\t0.302\t-1.105\t0.737\t0.464\t-0.326\t-0.743\t1.848\t0.383\t-0.918\t0.856\t0.230\t0.059\t0.979\t-2.613\t-1.807\t1.379\t-0.129\t-0.427\t-1.338\t0.194\t0.317\t1.441\t0.372\t-0.303\n4\t-1.346\t1.470\t-3.127\t-0.172\t2.196\t0.760\t0.490\t-1.192\t1.331\t-0.914\t-0.906\t1.329\t-0.948\t-1.463\t-0.964\t0.189\t-0.502\t1.817\t0.034\t-1.240\t-1.868\t0.900\t0.300\t0.608\t-0.427\t0.154\t1.191\t0.006\n3\t1.329\t-0.220\t-0.276\t0.041\t0.606\t0.116\t1.346\t2.578\t0.819\t0.376\t-2.001\t1.385\t1.227\t1.535\t0.796\t-0.949\t-0.965\t-1.090\t0.080\t-0.701\t0.859\t-0.572\t-0.326\t0.264\t-0.478\t-0.908\t-1.813\t0.931\n1\t-0.134\t1.144\t-0.620\t0.330\t-0.385\t1.610\t0.260\t0.147\t0.725\t1.457\t1.024\t0.881\t1.262\t0.008\t2.067\t0.850\t0.574\t-0.097\t-1.487\t0.078\t-0.858\t-0.442\t0.134\t1.358\t-0.116\t-0.973\t-1.435\t-1.072\n0\t-0.137\t0.381\t0.718\t2.027\t-1.759\t-0.562\t0.124\t-0.170\t-0.552\t-1.853\t-0.634\t0.310\t0.875\t-0.110\t0.360\t0.003\t0.392\t-1.247\t0.539\t-0.566\t-0.511\t-0.081\t-0.188\t-0.615\t1.109\t0.262\t-0.559\t-0.452\n2\t1.383\t0.595\t-0.630\t-0.563\t0.642\t-0.366\t0.897\t-0.410\t0.137\t-0.586\t-0.433\t0.632\t2.178\t-0.514\t-1.201\t-1.617\t1.247\t0.700\t-0.198\t-1.447\t1.117\t1.177\t-0.556\t0.033\t0.876\t-1.473\t-1.287\t0.371\n3\t1.119\t0.640\t-0.284\t1.220\t-0.195\t-0.188\t0.802\t-0.404\t-0.257\t0.562\t-0.374\t1.299\t1.045\t-0.787\t-1.060\t-0.522\t2.146\t0.601\t-0.947\t1.538\t1.972\t0.416\t-1.919\t0.103\t0.411\t1.918\t0.482\t0.340\n1\t1.140\t-0.387\t-1.099\t1.421\t-0.113\t0.222\t1.235\t-1.032\t0.595\t-0.590\t-0.132\t0.072\t-1.500\t-0.779\t1.351\t0.886\t-0.063\t0.243\t-0.294\t1.357\t-0.200\t0.232\t1.146\t-0.777\t1.559\t-1.530\t1.630\t-0.373\n0\t0.730\t-0.448\t-0.022\t-0.868\t-0.179\t-0.573\t0.095\t0.028\t2.114\t-0.696\t-1.812\t0.374\t0.608\t0.253\t0.201\t1.759\t0.738\t1.143\t-0.220\t1.003\t-0.507\t0.892\t0.040\t1.319\t-0.701\t-0.065\t-1.181\t-0.053\n1\t-0.817\t1.378\t-1.350\t1.148\t-0.282\t1.563\t-0.464\t-0.310\t-0.133\t-1.537\t-1.762\t0.510\t0.988\t0.608\t-1.254\t0.480\t-0.990\t0.408\t1.131\t0.367\t1.469\t-0.150\t-0.217\t0.067\t-1.343\t-0.403\t-0.315\t-0.284\n2\t-0.813\t-0.587\t0.115\t0.900\t0.611\t0.665\t-0.746\t0.882\t0.104\t0.795\t-1.477\t0.452\t-0.611\t-1.265\t0.647\t-0.429\t0.530\t-0.978\t2.032\t-0.119\t-0.469\t0.990\t-0.086\t3.166\t1.165\t-0.473\t0.074\t0.066\n3\t0.015\t1.793\t-0.275\t-0.033\t-0.972\t0.366\t0.599\t1.147\t0.597\t0.421\t-1.969\t0.729\t-1.201\t-0.506\t-1.494\t-0.218\t0.782\t1.523\t-0.605\t-0.439\t-0.701\t0.575\t-1.142\t-1.454\t1.361\t-2.434\t0.040\t-1.202\n0\t-0.764\t-0.628\t0.975\t-0.324\t1.136\t-0.782\t-0.312\t0.519\t-0.324\t-0.382\t-0.404\t0.695\t0.963\t0.493\t-0.698\t1.368\t0.255\t1.051\t-1.290\t1.168\t-0.372\t-0.442\t0.405\t-2.051\t0.350\t-0.277\t1.414\t0.271\n4\t-1.530\t-2.545\t0.021\t0.196\t-0.264\t0.175\t-1.533\t0.704\t0.768\t-0.386\t-2.237\t-0.735\t0.403\t-0.887\t2.268\t0.655\t0.450\t0.508\t-1.064\t0.072\t-2.011\t-2.148\t-0.271\t-0.168\t0.948\t-1.152\t-0.001\t-0.533\n1\t0.263\t0.651\t-0.197\t-0.360\t-0.271\t1.829\t-0.657\t-0.785\t-1.840\t-0.476\t-0.255\t1.051\t1.898\t-0.159\t-1.741\t-0.632\t0.914\t-0.348\t0.831\t-0.299\t0.730\t1.862\t-0.083\t-0.276\t-0.088\t-0.482\t-0.312\t-0.289\n3\t1.074\t0.512\t0.384\t0.538\t-1.417\t0.977\t0.452\t0.690\t-0.026\t0.235\t1.079\t-1.590\t-2.360\t1.072\t-0.060\t-1.989\t-0.598\t0.410\t-0.022\t0.014\t0.439\t-0.773\t-1.376\t0.820\t1.379\t0.084\t-2.294\t-0.202\n3\t-0.101\t2.437\t1.234\t1.022\t0.531\t-0.692\t0.261\t0.583\t0.199\t0.095\t-0.397\t0.273\t-0.526\t0.703\t-2.016\t1.359\t-1.312\t-1.067\t0.409\t0.540\t2.078\t0.296\t-0.040\t0.191\t1.590\t2.424\t-0.185\t0.543\n2\t0.990\t-0.477\t0.235\t-0.199\t1.374\t0.126\t0.721\t-0.805\t-0.144\t0.533\t-1.592\t-0.392\t-0.702\t-1.385\t-1.962\t0.311\t-0.767\t-2.071\t0.712\t-0.613\t-0.614\t1.204\t-1.061\t0.230\t0.532\t0.674\t-2.088\t0.895\n3\t-1.372\t-1.614\t1.471\t-0.209\t-0.669\t1.040\t-0.606\t1.826\t0.678\t-0.488\t2.157\t-0.606\t0.742\t0.299\t1.302\t1.562\t0.032\t-0.753\t0.460\t-0.678\t2.013\t0.137\t-0.365\t0.185\t-1.347\t-0.972\t1.200\t-0.657\n3\t-1.546\t0.011\t0.226\t-1.203\t-0.198\t-0.781\t0.258\t0.478\t0.423\t-0.759\t0.629\t-0.655\t-0.399\t2.255\t-0.238\t-1.597\t1.632\t-0.092\t-1.440\t-2.568\t-1.000\t0.479\t0.589\t-1.125\t1.172\t0.139\t-0.319\t-0.903\n4\t1.677\t-1.156\t-0.587\t-1.797\t1.706\t0.381\t-0.328\t-1.725\t1.363\t-0.761\t0.893\t-1.569\t0.029\t-1.084\t1.138\t-1.014\t-0.984\t-0.326\t-1.251\t0.767\t0.658\t-0.240\t0.078\t2.156\t-0.550\t-1.997\t0.571\t-1.265\n3\t-1.391\t-1.199\t1.323\t1.635\t-2.215\t0.470\t1.382\t-0.342\t1.519\t0.767\t0.451\t-0.245\t0.092\t-0.447\t0.296\t0.253\t-0.434\t-1.947\t-0.195\t-1.018\t-1.121\t-0.690\t0.827\t-1.111\t-0.887\t0.707\t-0.766\t-1.127\n4\t-0.648\t-1.457\t0.929\t-0.284\t-0.149\t-0.908\t-0.890\t0.120\t-2.024\t-1.879\t0.440\t0.321\t-0.911\t-0.372\t-0.620\t-1.318\t-0.275\t-0.334\t1.070\t-1.243\t2.606\t-1.143\t0.499\t0.050\t2.538\t0.782\t0.666\t1.252\n3\t-0.241\t-0.351\t-1.124\t0.387\t-0.529\t0.953\t1.143\t-0.145\t0.692\t-2.417\t-0.090\t-0.312\t1.130\t-0.448\t0.936\t0.832\t-2.142\t0.317\t1.678\t0.690\t-0.083\t-1.138\t-0.915\t0.891\t-2.598\t0.517\t0.133\t-0.178\n3\t0.278\t-0.888\t-0.757\t0.222\t0.182\t0.616\t2.308\t1.254\t-0.893\t0.062\t-0.290\t0.265\t-0.995\t-1.440\t-1.349\t-2.475\t-0.734\t2.119\t-0.463\t0.303\t-1.093\t-0.806\t-1.000\t-0.624\t-0.025\t1.093\t1.361\t0.663\n0\t-0.737\t0.852\t-1.172\t-0.172\t1.166\t0.909\t1.216\t-0.591\t0.784\t-1.063\t-0.276\t-0.182\t-0.576\t-0.362\t-0.493\t-0.982\t0.856\t-0.182\t0.201\t0.164\t0.055\t0.093\t-0.305\t1.418\t0.761\t0.018\t-0.447\t-0.119\n0\t-1.037\t1.552\t0.748\t1.787\t0.526\t-0.177\t-0.298\t-0.419\t-0.163\t-0.125\t0.681\t-1.237\t-0.611\t-1.505\t0.435\t0.737\t0.716\t-0.865\t-0.901\t-0.734\t-1.115\t0.573\t-0.773\t0.327\t1.103\t-0.222\t-0.142\t-0.779\n3\t0.523\t-0.867\t-1.065\t-0.209\t0.897\t0.111\t2.326\t-0.458\t-0.770\t1.244\t1.146\t-2.078\t-0.946\t-0.890\t-1.001\t-0.307\t1.359\t-0.555\t1.709\t0.524\t1.096\t-0.132\t1.563\t0.533\t-0.366\t1.211\t0.106\t1.105\n0\t2.249\t2.044\t0.690\t0.565\t1.082\t-0.584\t-0.570\t0.673\t-0.856\t0.593\t0.157\t-0.856\t0.026\t1.305\t0.082\t0.087\t0.329\t0.459\t-0.331\t0.350\t-1.049\t-0.799\t-0.671\t0.470\t0.160\t-0.134\t0.691\t0.379\n2\t-0.852\t-0.760\t0.573\t0.780\t1.278\t-0.858\t0.815\t1.335\t-0.394\t-0.002\t2.413\t-1.077\t-1.111\t0.682\t0.927\t-0.553\t1.202\t0.579\t0.297\t1.000\t0.151\t0.423\t-1.293\t0.576\t-1.664\t-1.365\t-0.077\t-0.603\n0\t-0.014\t-0.820\t-0.600\t-0.277\t0.605\t0.711\t0.528\t1.079\t-0.705\t0.113\t0.752\t-0.347\t0.025\t0.054\t0.480\t1.320\t0.113\t0.696\t-0.255\t1.850\t0.664\t-0.909\t-0.461\t-0.320\t-0.108\t1.182\t0.656\t-1.433\n0\t-0.725\t1.471\t-0.225\t-0.843\t-0.352\t-1.099\t0.785\t-1.603\t1.390\t-0.936\t0.837\t0.024\t0.271\t-0.590\t0.353\t0.135\t-1.458\t-0.963\t-0.541\t-0.755\t1.253\t0.007\t-0.779\t-0.491\t-0.504\t-0.288\t-1.075\t-0.814\n0\t0.570\t-0.473\t0.532\t0.544\t-0.648\t-0.476\t1.880\t0.122\t-2.597\t-0.737\t0.602\t-0.049\t-0.000\t0.710\t-0.800\t0.151\t-0.183\t0.228\t-0.364\t-0.326\t0.460\t-0.928\t-0.589\t1.592\t0.521\t0.875\t0.050\t0.148\n4\t-0.791\t-1.105\t1.369\t1.557\t0.454\t0.807\t-1.254\t0.659\t0.649\t0.439\t1.647\t-2.280\t-0.179\t1.482\t-1.112\t0.650\t-0.486\t0.088\t-1.057\t2.263\t-1.147\t-0.130\t-0.259\t1.074\t0.070\t-1.577\t-0.643\t-2.162\n3\t-2.020\t0.432\t-0.955\t1.326\t1.490\t-0.300\t-1.743\t-0.616\t-2.022\t1.335\t0.019\t-1.081\t-1.247\t-0.665\t0.647\t-0.765\t1.294\t0.178\t0.612\t-0.477\t1.880\t0.765\t-0.405\t0.291\t-1.858\t-0.494\t-0.343\t0.902\n3\t0.044\t0.219\t0.834\t0.688\t-1.153\t-0.314\t1.848\t-0.851\t-0.111\t-0.104\t0.318\t1.429\t-0.372\t1.594\t0.432\t0.090\t-0.172\t0.661\t0.439\t-1.191\t-1.173\t1.341\t1.619\t-2.788\t-0.472\t1.009\t-1.183\t0.311\n4\t-0.432\t0.110\t-2.584\t0.193\t0.098\t1.856\t2.335\t-0.280\t0.987\t1.344\t0.096\t0.248\t-0.375\t-1.310\t1.112\t-0.978\t-0.256\t1.054\t-1.382\t-0.299\t1.424\t-1.419\t-0.436\t-1.280\t0.978\t1.940\t1.205\t0.367\n2\t-0.983\t-1.387\t0.398\t0.546\t0.406\t-0.284\t1.520\t-0.152\t1.666\t0.791\t-1.452\t-0.508\t-0.543\t-0.500\t0.537\t0.248\t-0.563\t-1.735\t0.607\t-1.500\t-1.093\t0.974\t0.812\t2.390\t-0.344\t0.609\t-0.337\t-0.034\n4\t2.236\t0.089\t-1.328\t-1.142\t0.747\t-2.095\t-0.514\t0.156\t2.404\t2.256\t0.049\t-0.938\t1.253\t-0.287\t0.277\t0.649\t1.278\t0.167\t0.749\t-0.597\t-0.907\t-0.247\t-0.758\t0.854\t2.365\t-0.125\t-0.051\t1.752\n0\t-0.936\t0.651\t-0.307\t0.664\t0.586\t-0.243\t1.711\t-0.665\t1.349\t1.175\t1.771\t0.174\t-0.789\t2.077\t-0.335\t-0.814\t-0.190\t-0.982\t0.526\t-0.606\t-0.287\t0.968\t0.624\t0.016\t0.171\t0.012\t-0.431\t-0.003\n3\t-1.457\t0.190\t1.341\t-0.369\t1.486\t0.241\t-0.420\t-0.242\t-0.410\t-0.197\t1.155\t-1.500\t-0.970\t-0.556\t-0.173\t-0.650\t0.081\t0.244\t0.562\t1.133\t0.717\t1.710\t1.240\t2.485\t1.516\t-1.447\t0.526\t1.152\n0\t-1.106\t-0.962\t0.047\t0.881\t0.539\t0.189\t1.147\t0.128\t-0.527\t-0.770\t0.552\t-1.101\t0.349\t-0.428\t-0.838\t-0.855\t0.965\t-0.858\t-0.279\t-0.469\t1.059\t1.538\t0.909\t-0.376\t0.342\t-0.910\t0.210\t-1.757\n3\t0.017\t-0.621\t1.534\t1.018\t-0.783\t-0.893\t-0.406\t0.980\t-2.591\t1.310\t-0.358\t-1.224\t0.142\t0.281\t0.871\t1.147\t0.346\t0.506\t0.064\t0.665\t-0.610\t-0.392\t-1.567\t1.651\t-0.631\t1.076\t1.259\t-1.546\n4\t-0.088\t0.797\t-1.884\t-0.813\t1.149\t2.104\t-0.455\t-0.190\t0.379\t-0.390\t-0.138\t-2.574\t-1.360\t0.772\t0.679\t-0.056\t-1.166\t0.616\t-1.881\t0.455\t-1.084\t-0.650\t-0.557\t1.705\t-2.433\t1.835\t1.866\t0.870\n4\t0.892\t0.778\t3.083\t1.401\t-0.346\t0.447\t0.304\t2.383\t0.926\t-0.202\t-0.134\t-0.426\t-0.354\t1.710\t-0.034\t1.481\t0.387\t-0.990\t-0.952\t-0.462\t1.072\t0.353\t-1.775\t-0.583\t0.080\t0.192\t-1.503\t-0.891\n1\t1.783\t1.570\t2.484\t-0.238\t-0.103\t-0.394\t0.450\t-1.167\t-0.255\t0.812\t-0.807\t-0.259\t0.519\t-0.189\t-0.575\t0.676\t-0.016\t0.205\t-0.686\t-0.595\t0.715\t1.460\t-0.508\t0.723\t0.565\t0.788\t-0.086\t0.955\n2\t1.586\t-1.084\t-1.760\t0.593\t1.259\t-0.180\t-2.264\t-1.491\t0.436\t-0.010\t1.284\t0.073\t-0.741\t0.309\t1.016\t1.351\t-0.111\t0.067\t0.779\t-0.749\t0.737\t-0.232\t-0.076\t0.003\t0.130\t1.914\t-0.469\t-0.417\n1\t-0.279\t-0.168\t-0.323\t-1.290\t0.491\t-0.732\t-0.856\t-0.250\t1.075\t-0.117\t-1.022\t0.117\t1.278\t0.819\t-1.792\t0.210\t1.247\t0.135\t-1.562\t-1.599\t-0.898\t-1.390\t-1.207\t-1.417\t-0.226\t-0.531\t-0.155\t0.568\n4\t1.092\t-0.976\t-0.728\t0.666\t-1.452\t-0.532\t2.168\t0.189\t-0.284\t-1.724\t-2.407\t1.063\t-1.163\t0.045\t1.274\t-0.498\t-0.460\t0.696\t1.355\t0.847\t1.470\t-2.308\t0.421\t1.284\t0.450\t-0.144\t-1.225\t-0.734\n1\t0.484\t-0.396\t-1.123\t-1.523\t-0.161\t0.919\t-1.051\t0.566\t0.193\t0.145\t2.652\t0.274\t0.218\t-0.582\t-0.659\t-1.102\t-1.315\t-0.243\t0.519\t-1.867\t-0.137\t-0.792\t0.778\t-0.393\t0.837\t-0.589\t0.474\t0.000\n3\t1.625\t-1.362\t1.692\t-0.260\t0.035\t-1.087\t-0.771\t-0.503\t-1.046\t-0.209\t-0.407\t1.851\t-1.166\t0.103\t0.248\t-1.070\t0.687\t-0.398\t-2.492\t0.660\t-1.117\t-1.048\t0.688\t-0.347\t0.918\t1.210\t-0.645\t0.793\n4\t1.185\t0.898\t-0.694\t0.342\t-1.277\t0.911\t-0.074\t-0.409\t-1.224\t-2.478\t-1.039\t1.113\t-0.403\t-0.169\t0.656\t1.806\t1.325\t-0.972\t-1.943\t2.360\t2.269\t0.188\t-1.270\t0.963\t-0.108\t-0.113\t0.894\t0.334\n0\t-0.585\t-0.119\t0.269\t1.226\t0.710\t1.110\t1.773\t-0.585\t0.711\t0.751\t0.256\t0.893\t0.088\t0.671\t-1.416\t0.002\t0.708\t1.028\t-0.861\t-0.082\t-1.063\t-0.388\t0.316\t1.035\t0.904\t0.223\t-0.651\t-0.139\n2\t0.456\t-0.595\t0.477\t-1.757\t-1.285\t0.475\t-0.630\t-0.323\t1.836\t0.138\t0.902\t-0.759\t-1.341\t-0.081\t-1.490\t-0.699\t0.238\t-0.111\t0.335\t0.600\t-1.196\t-0.942\t-2.179\t-0.371\t0.737\t1.491\t0.190\t1.373\n0\t-0.795\t1.580\t-0.493\t0.254\t0.592\t-0.709\t-2.043\t-0.217\t-0.203\t-0.760\t-0.771\t-0.403\t-1.191\t0.053\t0.414\t-0.015\t-2.150\t-1.228\t-0.060\t0.592\t-0.294\t1.376\t0.484\t0.231\t0.219\t0.070\t-0.171\t0.091\n3\t2.688\t0.492\t1.301\t0.225\t-0.047\t-0.670\t-0.787\t0.213\t-1.009\t-0.554\t1.169\t0.904\t-0.254\t-1.008\t1.891\t0.374\t0.213\t-1.011\t-0.869\t0.859\t0.546\t1.386\t-0.246\t-1.620\t-0.743\t0.004\t0.068\t1.774\n0\t-0.182\t0.142\t0.161\t1.264\t0.438\t1.177\t1.507\t-1.611\t1.277\t0.653\t0.488\t0.990\t-0.265\t0.603\t-1.058\t-1.412\t0.532\t-0.069\t-0.003\t-0.798\t0.391\t-0.426\t-0.047\t-0.487\t-0.802\t-0.207\t1.186\t-0.473\n1\t1.072\t-0.275\t0.335\t-1.168\t0.562\t0.845\t0.266\t0.902\t-0.007\t-0.101\t-0.660\t0.556\t-0.837\t0.414\t0.303\t1.344\t0.584\t-1.757\t-0.664\t-0.689\t-0.732\t0.967\t-2.203\t1.424\t0.999\t0.186\t0.349\t0.075\n1\t-0.839\t0.363\t2.461\t-2.197\t-0.501\t0.797\t1.262\t-1.382\t-0.638\t-0.580\t-0.653\t-0.116\t-1.429\t-0.255\t-0.936\t-0.069\t-0.705\t-0.169\t-1.036\t0.953\t-0.326\t0.014\t-0.146\t0.007\t0.002\t0.805\t-0.286\t-0.720\n1\t0.496\t-0.833\t-0.400\t1.891\t-0.406\t-0.799\t1.171\t-1.051\t-0.693\t0.577\t0.938\t1.220\t-0.747\t0.596\t-0.466\t-0.606\t1.203\t-0.550\t0.278\t0.156\t-1.071\t0.966\t0.560\t-1.986\t0.277\t-0.773\t1.097\t-1.445\n1\t0.105\t-0.031\t-0.148\t-0.009\t-1.101\t-0.528\t-1.276\t-0.771\t-0.654\t-0.607\t-0.369\t0.276\t-0.136\t-0.396\t-0.889\t-0.879\t0.313\t-0.345\t-0.164\t1.431\t-1.165\t-0.655\t1.362\t-0.181\t-0.055\t1.940\t2.413\t1.237\n2\t1.037\t-0.108\t0.708\t0.008\t-0.456\t-0.732\t-1.283\t0.926\t0.731\t-0.278\t-2.024\t0.472\t-0.905\t0.144\t-1.541\t0.092\t-0.131\t-2.410\t1.618\t-0.326\t-0.259\t0.535\t-0.051\t0.364\t-1.144\t-0.142\t-1.909\t-0.238\n1\t1.681\t-0.766\t-0.314\t0.804\t-0.676\t-0.217\t0.849\t-0.819\t1.204\t0.109\t0.775\t-0.480\t-0.761\t-1.005\t1.774\t-0.005\t-0.964\t0.646\t-1.693\t0.557\t1.786\t-0.314\t1.314\t0.085\t-0.145\t-1.088\t0.660\t0.211\n4\t-0.928\t-1.231\t0.761\t-0.041\t-0.221\t-1.381\t-1.093\t-0.895\t-0.340\t2.109\t-1.519\t1.572\t0.531\t-0.835\t0.953\t-2.136\t-1.723\t-1.211\t0.042\t0.322\t-0.194\t0.242\t-0.995\t2.948\t-0.200\t-2.452\t0.745\t-0.656\n1\t0.706\t0.531\t0.476\t0.569\t0.175\t-0.616\t-1.179\t0.423\t1.292\t-0.125\t0.151\t-1.318\t-0.454\t-1.229\t-1.159\t0.099\t-0.058\t0.788\t0.766\t-0.874\t-1.936\t-0.948\t-0.711\t0.552\t0.612\t-0.047\t0.740\t2.562\n2\t-0.549\t-2.117\t-0.426\t1.084\t-1.229\t-1.717\t-0.569\t-0.767\t0.850\t1.749\t2.227\t-0.735\t0.604\t-0.021\t0.419\t0.574\t-0.063\t-0.943\t-0.767\t0.211\t0.373\t-0.616\t-0.221\t1.169\t0.014\t0.469\t1.504\t0.143\n3\t-1.224\t1.164\t2.060\t-0.698\t1.304\t-1.269\t-0.054\t-1.172\t0.377\t-0.204\t-0.051\t1.312\t1.244\t-0.172\t1.107\t1.150\t1.109\t0.148\t0.331\t-0.284\t2.334\t0.399\t-0.082\t0.503\t0.272\t2.062\t-0.022\t0.766\n3\t-1.055\t0.366\t0.983\t-0.325\t1.504\t-0.248\t0.321\t0.209\t-1.763\t0.904\t0.755\t-1.335\t-0.637\t1.291\t-0.464\t1.678\t1.612\t-0.786\t-0.049\t-1.461\t-0.711\t-1.774\t-1.495\t-0.188\t0.230\t-0.004\t-1.212\t1.461\n4\t0.509\t-0.401\t-0.065\t-0.663\t0.295\t-1.319\t1.692\t-0.244\t-0.713\t-1.737\t-0.354\t-0.237\t0.306\t-0.210\t2.896\t-1.270\t0.614\t0.406\t-1.348\t-0.326\t2.349\t-0.523\t2.021\t-0.111\t0.032\t-0.375\t-0.993\t-1.214\n1\t-1.244\t-0.810\t0.723\t0.789\t0.520\t0.876\t-1.108\t-1.206\t1.253\t0.104\t1.209\t-0.699\t-1.056\t-1.271\t0.801\t1.132\t0.542\t-0.483\t0.637\t0.610\t-2.025\t-0.350\t0.279\t1.108\t-0.085\t0.149\t-0.067\t0.265\n3\t0.385\t0.732\t1.539\t-1.173\t0.845\t0.337\t1.157\t-0.801\t-0.016\t0.306\t-1.385\t-0.444\t1.192\t-0.465\t0.223\t-1.733\t0.860\t-2.063\t-0.534\t0.684\t1.362\t-1.198\t-0.561\t0.589\t-2.051\t0.462\t-0.972\t0.461\n0\t-0.008\t0.460\t-0.078\t1.781\t0.439\t-1.480\t-0.216\t0.201\t-0.041\t0.807\t-0.508\t0.005\t0.892\t-1.417\t-0.973\t1.908\t-0.379\t0.836\t1.072\t-1.298\t-0.860\t0.009\t-0.676\t0.402\t0.527\t0.205\t-0.050\t0.576\n4\t-0.652\t0.296\t-0.300\t1.457\t-0.335\t0.542\t0.534\t-0.216\t-0.032\t-0.266\t1.907\t1.087\t2.279\t-0.125\t-1.817\t-2.212\t-1.330\t0.551\t0.816\t0.785\t2.734\t-1.249\t-0.136\t0.986\t0.016\t-1.335\t0.825\t-0.242\n2\t0.737\t-0.735\t0.808\t0.677\t1.474\t0.787\t0.508\t1.251\t-0.108\t-1.539\t0.802\t-1.208\t0.944\t-1.814\t1.106\t2.015\t0.255\t-0.596\t-0.033\t0.679\t0.560\t-1.055\t1.624\t-0.876\t-1.011\t-0.680\t0.276\t0.244\n0\t0.792\t-0.571\t0.852\t-1.229\t1.452\t0.014\t-0.596\t-0.299\t0.809\t-0.584\t-0.749\t-0.222\t-1.177\t1.821\t-0.566\t0.832\t0.209\t-0.985\t-0.006\t0.784\t-0.188\t1.193\t1.022\t0.919\t-0.460\t-1.080\t-0.614\t0.196\n3\t-0.058\t-1.234\t-0.338\t-1.782\t0.470\t0.242\t0.107\t0.339\t0.119\t0.031\t-0.509\t-0.685\t0.184\t1.466\t1.806\t-1.269\t-1.269\t-1.668\t-0.500\t-1.565\t-0.481\t-0.316\t1.806\t0.950\t0.273\t1.272\t-0.497\t-2.246\n1\t0.195\t-1.170\t2.317\t-0.351\t0.171\t-0.591\t0.795\t1.377\t0.672\t1.369\t0.564\t0.746\t0.265\t0.340\t0.995\t0.937\t-1.137\t1.143\t0.761\t-0.641\t-0.427\t1.309\t1.364\t-0.420\t1.057\t0.003\t0.637\t1.093\n3\t-0.050\t0.724\t0.524\t1.868\t-1.756\t0.307\t-0.312\t0.364\t0.546\t0.176\t0.952\t1.486\t-0.425\t-1.987\t0.226\t1.631\t0.451\t0.641\t-0.239\t-1.520\t-0.990\t-1.171\t-0.069\t0.757\t0.264\t-1.525\t-0.031\t1.768\n4\t0.187\t0.093\t1.480\t0.438\t0.508\t-0.982\t-1.627\t2.591\t0.733\t-1.058\t1.131\t0.055\t-0.304\t-0.662\t0.266\t1.335\t1.044\t2.152\t-0.210\t0.039\t0.954\t0.675\t2.239\t2.272\t-0.315\t-2.022\t-2.760\t0.443\n0\t1.054\t-0.202\t0.765\t-1.400\t-0.688\t0.859\t0.874\t-1.203\t0.303\t0.329\t-0.708\t0.357\t-1.580\t-0.927\t0.599\t0.030\t0.081\t-0.175\t0.537\t0.585\t0.791\t0.126\t-0.388\t-0.557\t-1.057\t-0.403\t-0.606\t1.602\n2\t0.316\t-0.561\t-0.608\t-0.207\t1.153\t1.284\t0.091\t-0.357\t2.196\t-0.978\t1.305\t1.095\t-0.444\t0.456\t0.319\t-0.970\t0.046\t0.457\t0.124\t-1.261\t-1.856\t-0.942\t0.148\t-0.231\t-0.739\t0.898\t-2.289\t0.977\n3\t-0.124\t0.396\t-1.421\t0.008\t0.321\t-0.982\t-0.478\t-0.395\t0.561\t-0.806\t-0.481\t-0.113\t-0.014\t1.012\t0.359\t0.252\t-1.615\t0.541\t-3.429\t-0.324\t-1.494\t0.349\t-0.674\t-0.283\t0.430\t0.863\t-2.267\t0.050\n0\t-1.195\t-0.882\t-0.195\t-0.161\t-0.459\t1.337\t0.211\t-0.037\t-0.608\t-1.052\t-0.625\t-0.876\t-1.259\t1.078\t0.930\t-0.375\t1.318\t0.590\t-1.080\t-1.458\t0.306\t0.476\t-1.293\t-0.526\t0.853\t1.571\t0.084\t0.056\n2\t-0.702\t-1.198\t0.015\t1.089\t-0.610\t-1.373\t0.292\t-0.056\t1.003\t-0.455\t-0.260\t-0.150\t0.089\t-0.393\t-0.555\t-1.850\t-0.565\t0.715\t0.850\t-0.471\t1.299\t-0.029\t-1.338\t-1.652\t1.218\t-0.373\t-1.214\t-2.259\n3\t1.928\t-1.580\t0.434\t1.149\t1.458\t0.905\t-0.223\t-0.053\t-1.127\t0.512\t0.547\t-0.084\t-0.327\t-1.038\t0.910\t-0.365\t0.861\t-0.836\t-0.031\t-1.608\t0.090\t-0.931\t-1.104\t1.518\t2.326\t0.628\t-0.875\t1.983\n3\t-1.159\t-0.379\t-1.407\t-0.801\t-0.438\t1.162\t-0.295\t0.305\t-0.964\t-0.159\t-0.109\t-2.263\t-0.463\t1.361\t-0.609\t1.247\t1.111\t-1.337\t-0.513\t-1.646\t-0.050\t1.935\t1.423\t0.014\t-0.126\t2.059\t-0.954\t0.630\n3\t-1.071\t-0.359\t-0.254\t-0.583\t0.756\t1.502\t0.936\t0.571\t-0.397\t2.331\t0.457\t1.149\t-0.590\t1.761\t-2.017\t-1.913\t0.817\t-1.482\t-0.597\t-0.079\t0.030\t1.916\t0.048\t-1.389\t0.167\t-0.627\t-0.284\t0.211\n2\t0.370\t-0.417\t0.043\t0.683\t0.699\t-0.022\t-0.406\t0.424\t2.105\t0.580\t1.696\t0.220\t0.321\t-2.248\t-0.166\t0.989\t0.277\t-0.083\t0.053\t1.752\t-0.631\t1.032\t1.628\t0.689\t-0.883\t0.627\t0.543\t1.535\n3\t-0.192\t0.224\t0.678\t0.816\t0.113\t-0.898\t-0.099\t0.758\t-0.611\t0.467\t-0.645\t0.816\t-0.083\t-1.059\t2.606\t0.139\t-2.514\t-0.925\t1.362\t0.830\t1.217\t-0.340\t0.797\t-0.272\t0.351\t-1.288\t-0.268\t-2.559\n2\t-0.366\t1.028\t-2.590\t-0.178\t-0.363\t-0.009\t-0.544\t1.024\t-0.258\t0.133\t0.892\t0.052\t-1.269\t-0.427\t-0.124\t-1.647\t-0.712\t-0.068\t2.012\t0.371\t0.158\t1.691\t0.588\t0.729\t-0.407\t-1.265\t0.262\t1.822\n2\t-0.030\t1.819\t0.605\t-2.381\t-0.990\t0.850\t-0.918\t-1.356\t1.284\t-1.588\t0.778\t-0.363\t0.702\t0.267\t-2.073\t-0.315\t-0.244\t0.409\t0.319\t-0.245\t-1.134\t0.481\t0.871\t0.331\t-0.219\t-0.370\t-0.918\t0.248\n0\t-0.468\t0.926\t-0.013\t0.053\t0.495\t-0.298\t1.677\t0.510\t0.932\t-0.221\t-0.123\t0.812\t0.711\t-1.249\t0.128\t0.474\t-0.130\t0.379\t-0.088\t-2.247\t-1.311\t0.975\t-0.244\t0.190\t-0.004\t-0.825\t-0.467\t0.329\n2\t-0.027\t0.881\t0.319\t-1.594\t-0.539\t0.243\t1.060\t0.798\t0.920\t-0.160\t-0.638\t-0.573\t-0.700\t2.194\t1.834\t-1.192\t0.412\t-0.121\t-0.295\t0.623\t-0.491\t-0.469\t0.506\t1.348\t2.057\t0.540\t-0.853\t0.742\n4\t0.391\t0.745\t-1.550\t0.286\t-1.925\t1.236\t0.225\t-0.015\t-0.289\t1.452\t-1.286\t0.011\t1.426\t-0.309\t2.082\t1.566\t1.142\t0.060\t1.815\t1.795\t-0.945\t0.896\t0.012\t0.281\t-0.551\t1.196\t1.931\t-0.497\n3\t-1.427\t2.281\t-0.571\t1.581\t-0.306\t0.800\t1.395\t1.390\t-0.584\t-0.857\t-0.081\t-1.300\t0.239\t-0.821\t1.083\t-0.570\t-1.742\t1.401\t0.183\t0.029\t1.094\t0.872\t-0.762\t-0.450\t-1.113\t-1.464\t0.579\t0.392\n3\t-0.275\t0.371\t0.553\t-0.643\t-0.766\t-0.609\t-1.401\t-1.590\t0.297\t0.939\t0.871\t-2.382\t-0.245\t-1.102\t0.144\t-0.418\t0.592\t-0.019\t-1.896\t-0.967\t0.006\t0.090\t-1.406\t-1.536\t0.056\t-1.404\t-1.669\t-0.445\n2\t0.383\t-0.242\t1.869\t-0.930\t-0.928\t-0.303\t-1.695\t0.454\t2.156\t-0.565\t-0.025\t0.162\t0.719\t-0.807\t-1.793\t1.086\t1.666\t0.407\t-0.267\t-0.717\t-0.042\t-0.352\t1.621\t0.228\t0.273\t-0.248\t-0.634\t-1.786\n3\t0.659\t2.010\t-0.177\t-0.798\t-1.379\t-0.731\t-0.033\t1.795\t-0.518\t0.224\t-0.016\t1.188\t2.527\t-0.531\t-0.489\t1.044\t0.682\t1.847\t0.584\t-0.359\t0.591\t1.109\t0.820\t0.507\t1.067\t1.169\t1.382\t0.649\n1\t-1.787\t-1.814\t-0.616\t-0.418\t0.149\t0.919\t-0.093\t-0.514\t0.610\t-0.317\t0.418\t-1.016\t0.375\t-0.526\t0.853\t-0.226\t-0.181\t-0.734\t1.125\t0.291\t1.633\t0.230\t-1.439\t0.873\t1.118\t-0.314\t-1.126\t1.866\n3\t0.200\t-2.374\t0.761\t-0.341\t-0.445\t-0.018\t-1.175\t-1.219\t0.732\t0.657\t-0.550\t0.818\t0.991\t-1.992\t0.799\t-0.041\t1.036\t1.007\t0.076\t0.397\t0.599\t1.262\t0.391\t-0.438\t-0.454\t-0.474\t-0.035\t2.822\n2\t0.122\t0.200\t0.746\t1.071\t-0.053\t1.080\t-0.823\t0.706\t-0.735\t-0.700\t1.031\t-2.233\t0.663\t0.198\t0.168\t1.618\t-1.073\t-1.177\t1.110\t-0.211\t1.213\t0.659\t0.330\t-0.208\t-0.253\t1.986\t-0.612\t1.040\n1\t-0.207\t-1.116\t0.385\t0.884\t-0.606\t0.536\t-0.599\t-1.894\t0.457\t2.074\t-1.196\t0.179\t1.310\t-0.102\t-1.427\t0.045\t1.490\t-0.507\t0.232\t-1.054\t-0.099\t0.387\t0.126\t-0.431\t0.443\t0.669\t0.736\t-0.293\n1\t-1.611\t1.162\t0.189\t0.617\t0.795\t0.556\t-0.811\t-0.286\t-1.452\t-0.298\t0.323\t0.607\t0.391\t-1.755\t-0.562\t-0.662\t-1.310\t-0.836\t0.001\t1.414\t-0.953\t-1.129\t-0.599\t0.337\t1.224\t-0.087\t-1.446\t-1.233\n0\t-0.617\t0.576\t-0.710\t0.601\t-0.664\t-0.759\t-0.086\t-0.208\t-0.557\t0.604\t0.775\t-0.912\t-0.646\t1.524\t-0.410\t1.040\t-0.720\t-0.768\t-0.711\t-0.533\t0.732\t-0.739\t-0.163\t-1.110\t-0.267\t-1.091\t-0.453\t-0.871\n4\t0.575\t-2.549\t-2.062\t0.164\t0.125\t0.078\t-0.454\t0.329\t-0.398\t0.739\t-2.965\t-0.015\t0.152\t-1.656\t-2.208\t-0.073\t-1.238\t-0.877\t0.582\t0.350\t0.898\t2.329\t0.489\t1.554\t-0.618\t-1.802\t-1.577\t-1.755\n4\t0.900\t-1.746\t-1.414\t1.171\t-0.782\t-0.673\t-1.263\t-0.405\t-0.349\t-0.937\t-1.053\t0.319\t-0.808\t-0.606\t-2.186\t1.938\t0.942\t-0.495\t-0.899\t0.011\t-0.017\t-1.276\t-2.551\t-0.526\t-1.563\t0.171\t0.178\t-0.973\n4\t0.959\t-0.371\t0.197\t-1.984\t1.928\t0.079\t-0.169\t-1.383\t-0.644\t2.455\t-0.189\t-0.625\t-0.551\t-2.913\t-0.062\t0.379\t-0.911\t0.264\t0.268\t-3.465\t0.230\t0.519\t-0.957\t0.745\t-1.171\t0.153\t0.149\t0.997\n1\t-1.082\t-0.878\t-0.948\t-1.387\t-0.956\t-0.198\t-1.342\t-0.138\t-0.703\t-0.929\t0.377\t-0.640\t-0.470\t1.298\t-0.920\t1.566\t-0.348\t-1.136\t-0.554\t0.069\t1.255\t0.799\t0.064\t1.260\t-1.881\t0.249\t0.310\t0.322\n0\t-0.886\t0.973\t-1.459\t1.894\t0.728\t-0.373\t-1.156\t-0.540\t-0.259\t0.216\t-0.017\t-0.634\t1.157\t-1.699\t0.573\t0.186\t-0.007\t0.630\t-0.668\t-0.770\t-0.290\t-0.527\t-0.237\t0.720\t0.110\t0.030\t0.231\t-0.330\n0\t-0.826\t0.083\t0.049\t1.545\t0.546\t0.610\t-0.146\t-2.236\t-0.392\t-0.021\t0.173\t-0.681\t-1.407\t0.767\t-0.319\t-0.008\t-1.733\t-0.239\t0.716\t0.316\t-0.411\t-0.538\t-0.186\t0.362\t0.352\t0.559\t0.821\t0.114\n4\t1.816\t-0.113\t0.916\t-0.060\t0.492\t-2.321\t-0.385\t0.848\t0.289\t-1.637\t0.061\t-0.819\t-0.905\t-1.521\t0.619\t1.113\t2.120\t-1.474\t0.767\t0.833\t-0.581\t-0.918\t-1.086\t-0.527\t0.203\t1.360\t1.105\t-1.615\n4\t-0.429\t-2.380\t0.695\t-0.636\t-0.105\t0.677\t-0.365\t-0.373\t2.465\t-2.154\t-1.286\t-1.092\t1.789\t-0.645\t0.240\t-0.474\t0.603\t-0.013\t0.253\t1.287\t0.440\t-0.735\t0.312\t2.419\t0.565\t0.152\t-1.371\t0.724\n1\t0.285\t0.727\t-1.611\t-1.300\t0.575\t0.434\t0.587\t-0.486\t1.258\t1.093\t-0.227\t-1.055\t-0.060\t1.164\t-0.100\t0.947\t0.340\t1.262\t-1.720\t0.117\t1.535\t-1.432\t1.684\t0.076\t-0.767\t-0.747\t-0.423\t-0.020\n2\t0.580\t-1.439\t1.189\t-1.661\t-0.671\t0.920\t1.635\t1.716\t0.978\t0.371\t2.416\t0.315\t-0.637\t-0.575\t-0.718\t0.072\t0.590\t-0.991\t-1.140\t-0.217\t0.225\t-0.210\t-0.683\t-0.329\t0.135\t-0.995\t0.648\t0.938\n4\t1.224\t0.592\t-2.107\t0.828\t-0.024\t0.681\t1.271\t1.043\t0.542\t0.402\t-0.199\t-0.886\t-0.124\t-1.937\t-1.135\t-0.127\t-2.416\t-1.908\t-1.337\t-0.202\t0.594\t-0.149\t-1.269\t0.604\t2.085\t-1.342\t-1.292\t0.106\n1\t-1.991\t-1.414\t1.087\t0.265\t-1.122\t0.641\t-0.615\t0.418\t0.438\t0.671\t0.903\t-0.199\t-0.229\t1.344\t-0.877\t0.513\t-0.663\t0.051\t1.772\t-1.232\t-1.434\t1.411\t0.241\t-0.704\t-0.128\t-0.200\t-0.283\t1.354\n4\t1.693\t-1.700\t-0.845\t-0.419\t0.024\t0.711\t0.865\t1.077\t0.481\t-1.730\t-1.664\t1.147\t1.083\t0.636\t-0.820\t-0.323\t-0.399\t-1.025\t0.259\t2.155\t-0.496\t1.297\t-0.885\t-1.537\t0.987\t-0.219\t1.271\t1.471\n4\t-0.344\t-0.375\t-0.980\t-1.957\t-0.668\t0.193\t-1.348\t0.016\t1.900\t1.023\t1.644\t0.391\t1.168\t-0.724\t-0.644\t-2.739\t1.186\t1.540\t-0.553\t-0.254\t-0.754\t0.383\t1.125\t-1.743\t0.409\t-0.277\t0.113\t0.459\n4\t2.564\t1.679\t0.874\t2.679\t1.213\t0.271\t-0.373\t-1.054\t-0.711\t0.082\t-1.218\t-1.539\t1.133\t-1.418\t-0.051\t0.879\t-0.073\t-0.890\t0.854\t-1.022\t1.050\t-0.355\t0.605\t0.266\t1.296\t-0.507\t0.598\t-0.782\n4\t0.260\t-0.263\t1.728\t0.843\t0.989\t0.278\t1.000\t0.393\t-0.371\t0.369\t2.097\t0.204\t1.270\t1.191\t0.563\t1.657\t-2.173\t-1.836\t1.728\t-0.647\t0.112\t1.751\t0.200\t1.690\t-0.388\t0.616\t0.058\t1.491\n1\t0.423\t-0.025\t-1.412\t-0.523\t0.600\t-0.440\t0.483\t-1.801\t-1.134\t-0.736\t0.594\t-0.841\t-0.924\t0.785\t-0.695\t-0.502\t-0.757\t-0.995\t0.443\t-0.226\t-1.118\t0.149\t0.730\t-1.858\t-0.788\t-0.703\t1.726\t0.425\n3\t-0.703\t0.919\t0.186\t-1.861\t-0.876\t-0.037\t-1.004\t0.081\t-0.839\t-0.134\t-0.569\t0.112\t1.441\t0.893\t-1.081\t2.511\t1.181\t-0.686\t-0.866\t0.340\t0.704\t1.767\t0.508\t-0.664\t-0.507\t0.627\t-1.340\t1.495\n4\t0.997\t1.410\t0.269\t-1.733\t-1.761\t-1.265\t0.720\t-1.409\t-0.234\t-0.422\t0.361\t0.715\t0.095\t0.802\t-1.101\t1.021\t0.131\t0.760\t-0.517\t-2.051\t0.666\t-0.143\t1.202\t0.422\t2.952\t1.271\t-0.249\t-1.585\n1\t-0.744\t0.820\t-0.866\t-0.676\t-0.048\t-1.429\t-1.219\t0.139\t-0.007\t0.193\t0.969\t-0.406\t-0.569\t0.672\t-0.488\t0.773\t-2.107\t0.272\t0.213\t1.573\t0.703\t1.048\t-0.013\t0.336\t-1.037\t-0.527\t0.511\t2.057\n0\t0.823\t-0.263\t0.570\t0.825\t0.250\t-0.820\t-1.193\t0.293\t-0.724\t1.054\t-1.509\t1.317\t0.051\t-0.854\t-0.451\t-0.204\t0.483\t-1.225\t-0.959\t-0.324\t-0.031\t0.716\t0.269\t-0.389\t0.236\t0.165\t-0.252\t0.116\n3\t-1.252\t1.444\t-0.082\t1.117\t0.343\t0.457\t0.570\t0.448\t0.643\t1.329\t0.197\t0.709\t-0.090\t1.440\t-0.676\t1.801\t-0.040\t-1.431\t0.128\t-0.681\t0.841\t-0.653\t-0.446\t-1.890\t-0.452\t-2.424\t-1.584\t0.760\n0\t0.234\t-2.090\t-0.039\t0.405\t0.130\t-0.071\t-1.011\t-1.306\t-0.532\t-1.812\t-0.043\t-0.842\t0.202\t-0.561\t-1.945\t-0.981\t0.186\t0.780\t-0.273\t0.252\t-0.183\t-0.216\t-0.811\t-0.032\t-0.613\t1.378\t-0.675\t0.176\n4\t1.015\t-0.005\t-2.445\t-0.061\t0.551\t-0.669\t-1.749\t1.189\t-0.466\t0.222\t-1.941\t1.187\t-1.257\t1.334\t-0.643\t0.397\t0.850\t-1.255\t0.579\t0.678\t-1.833\t-0.471\t-1.430\t-2.116\t-0.231\t-0.306\t-0.703\t-0.874\n0\t0.203\t0.218\t-0.161\t-0.116\t1.665\t-0.108\t1.085\t-0.038\t1.097\t-0.103\t-0.208\t-0.110\t0.816\t-1.490\t-0.417\t0.663\t-0.125\t-0.784\t-0.112\t0.735\t1.175\t-1.088\t1.693\t-0.705\t-0.115\t-1.030\t0.235\t-0.500\n0\t0.636\t-1.306\t1.635\t-0.722\t0.349\t0.352\t-0.094\t-0.303\t0.034\t-0.280\t0.249\t0.289\t-0.524\t1.101\t-0.837\t0.390\t-0.339\t-0.869\t-0.277\t-0.661\t0.659\t-0.095\t1.369\t-0.951\t-2.197\t0.395\t1.723\t0.489\n3\t-0.535\t0.142\t-1.372\t0.035\t-0.661\t-0.277\t-1.221\t-1.134\t0.398\t-0.833\t1.306\t0.848\t-1.737\t0.523\t-1.155\t0.307\t1.223\t0.942\t0.805\t-2.287\t-1.416\t-0.702\t0.963\t-0.302\t-2.049\t0.598\t-1.425\t0.506\n0\t-0.327\t1.806\t0.535\t0.680\t-0.804\t1.009\t1.131\t0.561\t-1.104\t0.193\t0.685\t0.500\t-0.099\t-1.017\t0.257\t-1.232\t-0.518\t-1.161\t-0.211\t-0.304\t-0.346\t-1.422\t1.506\t-0.448\t-0.396\t-1.315\t-1.070\t0.394\n4\t-1.243\t0.665\t0.874\t-3.106\t2.251\t0.058\t0.649\t-0.766\t0.304\t-0.214\t0.257\t-0.640\t1.177\t-1.269\t0.910\t0.291\t-0.196\t-0.211\t-0.770\t-1.038\t0.152\t1.851\t-1.817\t0.301\t-0.259\t1.673\t-1.597\t-0.190\n0\t0.275\t0.032\t1.381\t0.847\t-0.368\t0.920\t-0.867\t-0.540\t0.881\t0.571\t0.259\t0.472\t1.641\t-0.055\t0.002\t1.374\t-1.054\t-0.463\t0.678\t-0.630\t0.051\t-1.175\t0.263\t-1.590\t-1.319\t0.304\t0.879\t0.041\n0\t-0.500\t1.121\t0.348\t-0.641\t-0.516\t0.156\t-1.604\t0.301\t-0.059\t-0.071\t-0.510\t-0.435\t0.160\t-1.325\t-0.054\t-0.121\t0.265\t-0.852\t0.245\t0.366\t0.636\t0.063\t-0.385\t0.290\t0.579\t-0.401\t-2.107\t0.463\n4\t-0.493\t-1.238\t1.267\t0.128\t0.519\t1.150\t0.849\t-1.795\t-2.224\t-1.343\t1.441\t-1.987\t0.129\t0.112\t0.259\t2.744\t-0.863\t0.572\t-1.980\t1.111\t1.446\t0.102\t0.861\t0.127\t0.466\t-0.035\t-0.175\t1.487\n1\t-0.049\t1.363\t-1.160\t0.227\t-0.278\t-0.228\t1.539\t0.081\t-0.914\t0.889\t0.815\t-1.001\t-1.193\t0.411\t-0.033\t-0.471\t1.056\t-0.592\t0.422\t1.175\t-0.339\t-1.829\t-0.403\t0.189\t1.003\t-0.521\t1.723\t-1.299\n3\t0.735\t-0.383\t2.076\t-0.762\t-0.066\t-0.402\t1.005\t-0.443\t0.167\t0.937\t-1.064\t0.604\t0.344\t-0.813\t-0.562\t-0.115\t0.214\t1.439\t1.796\t-0.748\t2.554\t-0.457\t1.835\t1.437\t-1.007\t-1.405\t0.120\t0.905\n0\t0.147\t-0.336\t-1.260\t-0.938\t-1.199\t-0.541\t1.090\t0.074\t0.107\t0.604\t0.326\t-1.724\t0.009\t-0.083\t-0.452\t0.206\t-1.386\t0.834\t-0.926\t-1.134\t-0.637\t0.313\t-1.150\t-1.428\t-0.213\t-1.606\t0.829\t0.107\n1\t-0.266\t-0.858\t0.447\t-1.015\t1.134\t1.389\t-0.969\t0.409\t-0.932\t-1.771\t-0.621\t-0.289\t-1.176\t0.263\t0.323\t1.562\t0.613\t1.233\t-0.226\t0.494\t0.391\t-0.851\t0.179\t0.663\t0.133\t0.114\t-0.853\t1.979\n1\t0.738\t-0.763\t-0.914\t0.078\t-0.262\t-1.246\t0.451\t0.323\t-1.102\t1.055\t2.291\t0.216\t-1.806\t-0.293\t-0.251\t-0.834\t0.822\t-1.621\t-2.058\t-0.023\t0.205\t0.470\t-0.237\t-0.307\t0.261\t-0.169\t0.341\t0.791\n0\t0.399\t-0.418\t1.633\t-0.074\t-1.414\t0.762\t-0.219\t1.020\t0.305\t-1.215\t-0.884\t0.266\t-1.512\t-0.259\t0.026\t0.767\t0.261\t-1.094\t0.220\t0.317\t-0.470\t-0.074\t-0.197\t-1.163\t-0.014\t0.526\t-0.052\t0.166\n2\t-0.151\t-0.746\t-0.490\t0.897\t-1.920\t-2.997\t0.894\t0.275\t0.018\t-1.306\t-1.710\t-0.635\t0.362\t-0.586\t0.900\t-0.954\t-0.519\t0.703\t-0.377\t-0.327\t-0.643\t-0.829\t0.354\t0.484\t0.227\t-0.616\t-0.201\t1.596\n2\t-0.960\t0.613\t-1.386\t0.602\t1.980\t0.179\t0.953\t2.021\t0.434\t-0.018\t-0.229\t-0.532\t-0.776\t-0.691\t-0.391\t0.109\t-0.632\t-0.604\t-0.939\t1.006\t-0.825\t0.077\t-0.300\t1.683\t0.266\t0.245\t0.764\t2.100\n2\t-0.858\t-1.318\t-0.568\t0.029\t-1.236\t-1.095\t1.360\t0.873\t-0.740\t-0.975\t0.899\t1.752\t-1.186\t0.181\t0.056\t0.196\t0.219\t-0.887\t-0.745\t-1.209\t0.397\t-0.377\t0.567\t-1.376\t-0.018\t0.864\t1.983\t-1.745\n1\t1.240\t-0.412\t-0.512\t-0.420\t-1.932\t-1.203\t-0.035\t0.379\t0.491\t-0.780\t-0.491\t-0.270\t-0.381\t0.688\t-1.308\t-1.149\t-0.298\t-1.366\t-1.900\t-1.493\t-0.243\t0.631\t0.651\t1.588\t0.102\t0.236\t-0.250\t-0.202\n0\t-0.757\t-0.626\t-0.103\t-0.431\t0.160\t0.591\t-1.639\t0.005\t-0.836\t-1.176\t0.221\t-0.511\t0.366\t-0.183\t1.040\t-0.509\t0.457\t-0.147\t-0.496\t0.539\t0.220\t-1.349\t-0.260\t0.965\t0.745\t1.180\t-1.272\t0.108\n3\t-0.801\t-1.417\t0.250\t-0.377\t0.535\t0.457\t0.229\t2.659\t0.824\t-1.261\t0.459\t-0.054\t-1.342\t-1.422\t0.453\t0.698\t-1.046\t0.970\t0.285\t1.196\t1.090\t-0.158\t1.636\t-1.124\t2.390\t-0.879\t-0.048\t-0.567\n1\t-0.445\t1.316\t1.061\t-0.030\t-1.665\t0.940\t0.534\t0.091\t1.171\t0.455\t-0.298\t1.001\t0.220\t0.922\t0.141\t0.561\t1.478\t1.397\t-0.534\t0.928\t-0.609\t0.795\t-0.133\t-1.508\t0.290\t1.051\t0.603\t-0.863\n0\t-0.123\t-1.604\t-0.031\t0.525\t1.130\t0.011\t0.324\t0.619\t-0.757\t1.289\t-1.357\t0.812\t-1.132\t-1.386\t-0.839\t0.595\t-1.042\t0.860\t0.034\t-1.158\t-0.251\t0.776\t1.291\t0.736\t0.958\t0.011\t-0.423\t-0.205\n1\t1.221\t1.335\t-0.648\t-0.208\t-0.612\t0.895\t0.333\t1.069\t1.113\t-1.727\t1.351\t0.951\t-0.369\t0.350\t-0.124\t0.616\t-0.371\t0.479\t0.067\t-0.432\t0.190\t2.706\t-0.686\t-0.250\t-0.668\t-0.563\t0.816\t0.716\n0\t-0.166\t0.349\t-0.391\t-1.066\t0.105\t-0.241\t0.693\t-1.259\t0.243\t1.230\t-0.584\t-0.741\t-0.033\t-0.090\t-0.019\t-0.373\t-0.415\t1.315\t-1.030\t0.763\t0.996\t-0.861\t-0.794\t-0.077\t0.101\t-0.671\t-0.504\t-0.647\n4\t0.662\t1.015\t1.541\t-1.353\t-1.398\t1.165\t1.001\t-0.617\t-3.237\t0.081\t-1.517\t-0.828\t0.181\t0.316\t1.581\t-0.373\t-0.976\t0.917\t0.377\t-0.363\t0.032\t-0.378\t0.692\t1.688\t-0.725\t0.421\t-1.530\t-1.073\n2\t-1.723\t-1.235\t0.822\t0.701\t0.059\t-1.178\t-1.182\t-1.324\t-0.134\t0.641\t-0.424\t0.885\t1.610\t0.391\t-1.253\t0.086\t1.354\t-0.631\t-0.658\t1.140\t-1.436\t0.198\t-0.618\t-0.433\t1.703\t-0.481\t0.122\t1.031\n1\t-1.148\t-0.906\t-0.624\t0.881\t-0.292\t-0.328\t1.393\t0.218\t0.522\t-1.397\t-0.051\t-0.490\t-1.262\t-0.300\t-0.734\t0.635\t-0.016\t-0.064\t-1.501\t0.839\t-1.708\t-0.615\t-0.313\t0.473\t-0.314\t-0.921\t0.890\t-1.717\n4\t2.542\t1.045\t0.319\t-1.774\t0.104\t-1.415\t0.777\t1.210\t0.044\t-1.637\t-1.538\t-1.644\t-0.800\t-1.194\t-0.614\t1.473\t-0.622\t-0.671\t0.117\t0.647\t1.107\t1.864\t-0.701\t-0.191\t-2.005\t-1.194\t-0.275\t-0.745\n4\t1.526\t-0.290\t-0.045\t0.252\t1.338\t0.478\t0.015\t1.347\t-1.585\t0.226\t-0.817\t-1.577\t0.892\t-1.879\t-0.644\t-2.125\t-1.237\t-0.330\t-0.517\t0.983\t3.088\t-1.857\t-0.708\t-0.786\t-0.592\t1.405\t0.002\t0.657\n1\t0.872\t0.313\t0.114\t2.833\t0.855\t1.240\t0.067\t-0.132\t0.632\t-0.133\t-0.050\t0.463\t-0.513\t0.220\t0.080\t0.967\t-0.611\t-2.000\t-0.311\t0.397\t0.964\t-0.693\t0.542\t1.135\t0.751\t-0.791\t-0.683\t0.435\n2\t1.390\t0.221\t1.487\t2.972\t0.881\t0.052\t0.790\t0.155\t0.251\t1.675\t-1.290\t0.423\t0.288\t-0.216\t0.021\t1.350\t-1.397\t-1.224\t-0.456\t0.461\t0.724\t-0.634\t-0.854\t-0.349\t-0.722\t0.969\t0.669\t0.157\n3\t1.498\t-2.037\t2.538\t1.649\t1.352\t0.215\t-0.257\t-0.687\t-0.133\t0.813\t-1.038\t-0.817\t2.044\t0.984\t-0.423\t-0.499\t-0.897\t-0.200\t0.941\t-0.223\t-0.270\t0.648\t0.755\t0.051\t-0.329\t-1.453\t1.234\t0.865\n2\t-2.467\t-0.044\t-0.233\t-1.062\t1.872\t-1.059\t0.783\t0.689\t0.376\t-1.110\t0.732\t-0.717\t-2.235\t-0.094\t0.130\t0.751\t-0.735\t1.829\t-0.030\t0.939\t0.699\t0.483\t1.190\t-0.244\t0.571\t-0.078\t-0.087\t-0.650\n1\t-0.382\t-0.285\t1.184\t0.391\t-0.942\t0.556\t0.397\t-1.794\t-0.651\t0.190\t1.446\t0.698\t-0.564\t-0.708\t0.798\t-2.426\t-0.808\t1.409\t0.297\t-0.759\t-1.202\t0.840\t0.078\t-0.219\t0.374\t0.165\t0.088\t-1.324\n2\t0.465\t0.846\t1.475\t0.068\t-0.447\t-0.333\t0.792\t-0.144\t0.752\t0.071\t1.324\t0.296\t-0.695\t1.292\t-0.649\t-0.791\t0.512\t-0.855\t0.241\t0.083\t0.315\t2.161\t0.573\t-0.199\t2.883\t0.914\t-0.295\t1.600\n0\t-0.671\t-1.096\t-1.104\t0.434\t-0.223\t-1.682\t0.478\t-1.440\t0.140\t0.238\t0.886\t1.782\t-1.365\t-0.052\t-0.276\t0.434\t0.216\t-0.353\t-0.441\t-1.116\t0.988\t0.459\t0.918\t-0.310\t-0.657\t-1.078\t0.359\t-1.040\n4\t0.727\t-0.854\t-2.079\t-0.507\t1.763\t0.559\t0.191\t-0.224\t-1.636\t0.270\t-0.697\t0.178\t2.171\t-0.423\t-1.978\t-0.200\t-0.760\t-0.890\t0.830\t0.319\t0.768\t-1.794\t-0.031\t1.075\t-0.757\t-1.484\t-2.045\t-1.717\n0\t0.231\t-0.996\t-0.236\t-0.895\t1.503\t0.146\t-0.236\t-0.634\t-2.125\t-0.417\t0.013\t-0.889\t0.791\t-1.181\t0.174\t0.558\t-0.226\t-1.046\t-0.132\t-1.065\t-0.122\t0.276\t-0.074\t-0.779\t-0.570\t1.543\t1.546\t-0.288\n1\t-0.155\t-2.143\t-0.966\t-0.186\t0.015\t0.807\t-0.095\t-0.539\t-0.815\t-0.157\t0.177\t0.258\t0.682\t0.288\t-1.504\t-1.331\t-0.392\t-0.355\t1.430\t-0.871\t0.539\t1.610\t0.690\t0.968\t1.468\t0.438\t0.823\t0.089\n4\t-0.582\t-2.110\t-1.352\t-2.086\t-0.047\t1.255\t-1.051\t0.095\t0.855\t-1.509\t0.571\t0.238\t-0.495\t1.492\t0.724\t0.762\t-0.176\t1.168\t-1.919\t-0.322\t-0.386\t-0.534\t-0.704\t0.845\t-0.565\t-0.068\t2.650\t0.038\n2\t-0.484\t1.055\t-0.089\t0.796\t-0.871\t-0.748\t-1.088\t1.834\t1.491\t-0.084\t0.578\t1.107\t1.682\t-1.974\t1.537\t0.152\t-0.351\t-0.970\t0.301\t1.483\t-0.876\t0.445\t0.343\t1.468\t0.178\t-0.262\t-0.645\t-0.856\n4\t-0.913\t-0.554\t-0.754\t0.007\t-0.751\t-1.917\t1.010\t-0.294\t-1.624\t-0.606\t-1.894\t-1.117\t-1.394\t-0.182\t2.279\t-2.098\t-1.675\t-1.078\t1.024\t1.212\t0.531\t-1.862\t-0.042\t-1.130\t-1.386\t-0.006\t-0.347\t-0.299\n2\t-0.774\t-0.290\t0.211\t1.379\t-0.140\t1.679\t1.768\t0.431\t0.630\t-0.459\t1.681\t-0.637\t1.202\t-1.032\t0.640\t1.114\t0.908\t-0.467\t-0.270\t1.538\t-0.506\t-0.472\t1.504\t-0.063\t-0.055\t1.839\t-0.645\t-0.731\n3\t-0.335\t1.627\t1.359\t-0.117\t0.704\t1.647\t0.778\t-0.094\t1.077\t0.661\t0.955\t0.085\t0.131\t1.600\t0.490\t-1.002\t-1.423\t-1.643\t-0.829\t0.924\t-0.435\t0.444\t1.651\t-2.516\t-0.776\t-0.301\t-0.340\t-0.193\n2\t-0.738\t1.327\t0.942\t-0.880\t-0.245\t-1.507\t-0.502\t1.265\t0.584\t-0.718\t1.039\t-0.010\t0.555\t-0.637\t-1.703\t-1.022\t-1.849\t0.968\t1.529\t0.377\t-0.381\t1.099\t0.162\t-0.632\t0.223\t-0.666\t0.661\t-2.086\n2\t1.241\t0.320\t1.539\t0.911\t-0.523\t1.293\t0.264\t-0.395\t0.278\t1.112\t0.455\t1.822\t1.087\t0.523\t-1.026\t-0.180\t0.072\t0.697\t0.637\t0.170\t0.120\t0.720\t-0.859\t1.696\t-2.047\t1.455\t-0.045\t1.003\n3\t0.923\t-1.305\t0.828\t-0.980\t1.211\t0.113\t0.344\t-0.081\t0.088\t0.083\t0.706\t-0.063\t1.462\t-0.736\t0.861\t0.564\t1.233\t0.121\t0.329\t0.318\t-1.216\t0.394\t3.270\t1.609\t-0.780\t-1.801\t0.052\t1.083\n3\t0.941\t0.088\t-0.603\t0.231\t-1.263\t-0.255\t-0.175\t-0.605\t2.533\t1.302\t0.200\t0.428\t0.517\t0.625\t1.562\t0.927\t-1.986\t0.834\t-0.837\t-0.554\t0.981\t-1.863\t1.713\t0.817\t0.334\t0.834\t1.148\t0.223\n4\t-0.229\t0.848\t-0.960\t0.699\t1.294\t-0.400\t-1.670\t1.333\t-2.351\t0.621\t1.629\t-0.938\t-0.747\t0.562\t0.250\t-0.248\t0.900\t-1.504\t0.738\t0.698\t-0.685\t1.303\t0.122\t0.555\t-2.175\t-2.375\t-0.172\t-0.345\n3\t-0.712\t0.409\t-0.900\t-0.085\t0.972\t-0.304\t-0.377\t0.214\t0.076\t-0.001\t-0.051\t1.447\t-0.782\t0.677\t0.856\t-0.634\t0.921\t1.266\t-0.710\t-1.417\t0.260\t-0.274\t0.927\t-2.063\t2.879\t-2.461\t-0.993\t0.286\n1\t0.510\t0.971\t-0.934\t-0.022\t0.114\t-1.201\t-1.090\t-0.626\t1.042\t-0.196\t0.130\t0.308\t0.631\t0.501\t0.067\t-0.138\t1.095\t-0.493\t1.360\t-0.571\t-0.284\t0.708\t2.365\t-1.936\t0.866\t0.473\t-0.453\t0.359\n0\t1.160\t-1.129\t0.942\t-0.311\t-0.916\t-0.469\t0.166\t-0.026\t-0.351\t0.482\t0.681\t-0.065\t1.196\t1.629\t-0.695\t0.037\t-0.535\t-0.495\t0.533\t-0.089\t-0.383\t-0.300\t0.656\t-1.150\t-0.584\t0.265\t0.790\t-0.188\n3\t0.558\t-1.000\t-0.140\t-0.776\t0.185\t-0.781\t0.074\t-0.272\t-0.152\t2.051\t-0.360\t-1.934\t1.016\t1.008\t-1.979\t-0.701\t0.436\t0.524\t-0.005\t0.018\t-0.939\t-2.400\t2.050\t-0.969\t0.177\t-0.159\t0.897\t0.115\n2\t-1.103\t1.384\t0.862\t-0.565\t-0.227\t-0.068\t-0.346\t-1.358\t0.200\t-1.445\t0.980\t1.264\t-0.011\t-0.105\t-1.472\t-0.334\t-1.502\t0.593\t-0.724\t-0.207\t-1.000\t0.377\t0.056\t-1.838\t-2.428\t-0.316\t0.303\t-0.107\n3\t-0.518\t0.501\t-0.508\t-1.206\t1.204\t0.491\t-1.029\t-1.287\t0.358\t0.110\t0.677\t-2.748\t-0.226\t1.711\t-1.596\t-1.354\t0.873\t1.311\t-0.024\t0.570\t-0.682\t0.297\t0.775\t-1.126\t-1.544\t-0.585\t0.671\t0.762\n2\t-0.184\t-1.131\t-1.496\t-0.333\t-0.999\t-0.700\t-0.415\t-0.096\t-0.276\t-1.495\t-1.575\t2.003\t1.077\t0.008\t1.721\t-0.123\t-0.993\t1.375\t1.045\t1.438\t-0.822\t-0.679\t-0.113\t-0.752\t-0.569\t0.022\t-0.810\t-0.195\n1\t-1.172\t0.988\t-0.316\t0.695\t0.140\t-0.304\t-0.216\t0.719\t-0.209\t-1.582\t0.317\t1.031\t0.608\t0.054\t-1.484\t-0.045\t-0.136\t-1.886\t-1.580\t-1.816\t0.486\t-0.144\t0.341\t1.558\t-0.412\t-1.002\t0.779\t-0.223\n2\t0.088\t-0.181\t1.565\t0.870\t0.593\t0.901\t-0.533\t-0.755\t0.591\t-0.885\t-0.649\t-0.146\t-2.900\t-0.750\t0.836\t0.126\t0.598\t0.712\t-0.895\t-2.037\t0.085\t-0.263\t-0.639\t-0.584\t1.081\t-0.853\t0.488\t0.720\n0\t2.294\t0.387\t0.624\t0.641\t1.857\t0.651\t0.179\t0.475\t0.655\t-0.346\t-0.394\t0.088\t0.803\t-0.708\t-0.678\t1.514\t1.027\t1.042\t-0.323\t-0.485\t0.637\t-0.550\t-0.629\t0.383\t0.170\t-1.564\t0.125\t-0.003\n1\t0.702\t-0.784\t0.522\t-1.569\t-0.747\t-1.220\t-0.059\t0.747\t-1.075\t0.689\t-0.100\t1.875\t0.099\t-1.028\t0.800\t-0.851\t-0.911\t-0.455\t-0.252\t0.109\t-0.972\t-0.501\t-0.603\t0.337\t-0.980\t-1.594\t-1.095\t-0.453\n1\t1.197\t-0.796\t0.828\t-1.502\t-0.455\t0.430\t-0.277\t1.182\t0.601\t0.331\t-0.190\t0.601\t0.027\t0.273\t-0.453\t1.429\t1.199\t-1.181\t-1.326\t-0.598\t0.672\t-2.080\t0.010\t-0.573\t-1.623\t-0.319\t0.123\t-0.569\n1\t0.187\t-0.640\t-1.025\t-1.169\t-0.120\t0.084\t0.058\t-0.865\t-1.400\t0.525\t1.370\t-0.359\t-0.115\t-1.685\t-1.050\t1.388\t-0.023\t-0.173\t0.944\t2.278\t1.383\t-0.773\t0.618\t0.240\t0.245\t-0.074\t-0.032\t0.289\n2\t0.050\t0.259\t-0.135\t-0.529\t-0.621\t1.153\t-0.847\t-0.044\t2.281\t-0.748\t-0.099\t-0.269\t-0.393\t-0.511\t0.738\t-0.527\t-2.028\t-0.113\t0.134\t-1.191\t-2.443\t-1.168\t1.038\t-0.745\t0.742\t0.211\t0.489\t-1.990\n0\t0.178\t-1.468\t0.948\t1.340\t-0.686\t0.866\t-0.104\t0.594\t0.262\t-0.456\t-1.243\t1.407\t1.394\t-0.040\t-0.541\t0.334\t-0.282\t-1.248\t0.673\t0.021\t-0.312\t-0.613\t0.092\t-0.007\t0.530\t0.359\t0.765\t-1.997\n3\t2.801\t0.373\t-0.049\t1.282\t-0.179\t-1.389\t-0.755\t1.600\t-0.347\t-1.758\t0.768\t0.332\t-0.598\t0.181\t1.321\t0.718\t-0.222\t1.175\t1.512\t-0.981\t2.194\t0.107\t0.673\t0.108\t0.590\t0.539\t-0.512\t0.240\n4\t1.945\t-1.829\t1.934\t0.093\t-0.530\t-1.120\t-1.269\t-0.342\t0.278\t0.622\t0.266\t-0.510\t1.340\t2.674\t1.495\t-0.359\t0.502\t0.566\t1.604\t-0.338\t-0.965\t1.134\t0.406\t-1.109\t0.706\t1.838\t-0.694\t-0.891\n4\t-0.780\t-0.338\t-2.042\t-1.971\t-0.920\t-1.194\t0.650\t1.260\t0.325\t-1.897\t-1.410\t0.350\t-0.172\t-1.857\t-0.857\t-1.075\t1.457\t0.705\t-0.287\t0.229\t0.146\t0.079\t1.827\t1.409\t1.525\t0.331\t-0.338\t-1.241\n1\t-0.969\t-0.701\t-0.822\t0.722\t-0.548\t-0.909\t1.618\t0.456\t-0.115\t2.228\t0.854\t0.436\t0.524\t-0.451\t0.406\t-0.311\t0.050\t-0.055\t-0.611\t-0.593\t-0.252\t0.890\t2.440\t-0.191\t-0.216\t0.157\t-0.983\t-0.624\n0\t-0.168\t1.430\t-1.052\t0.479\t0.173\t-1.055\t0.063\t-1.323\t0.061\t-0.217\t0.888\t-0.714\t-2.222\t-0.578\t0.622\t0.147\t-0.573\t1.210\t-0.280\t0.784\t0.024\t0.673\t0.769\t1.340\t-0.781\t0.571\t-1.231\t0.560\n4\t-1.163\t-1.514\t0.169\t-0.709\t-1.113\t1.962\t0.486\t0.336\t0.286\t1.619\t-0.167\t0.618\t0.903\t1.858\t-0.001\t1.235\t-1.828\t2.117\t0.423\t0.755\t-1.284\t-1.349\t-0.646\t0.020\t-0.255\t-0.410\t-0.197\t-2.335\n3\t2.238\t-2.021\t0.678\t-2.086\t0.213\t-2.362\t-0.943\t0.223\t1.007\t0.866\t0.854\t-0.244\t-0.358\t0.426\t-0.239\t0.047\t0.057\t1.035\t-0.115\t0.346\t-0.096\t-2.102\t0.460\t-0.897\t0.014\t-0.174\t0.470\t-1.340\n0\t1.587\t0.174\t-2.293\t0.262\t0.801\t-0.187\t-0.060\t-0.293\t0.194\t-0.794\t1.017\t-0.393\t-0.991\t1.102\t0.569\t0.515\t0.306\t0.226\t1.337\t-0.248\t-0.936\t-1.341\t-0.251\t-0.053\t0.768\t-1.265\t-0.765\t-0.371\n0\t-0.399\t-0.189\t-0.797\t-0.842\t0.330\t-0.054\t0.027\t0.114\t0.805\t0.561\t0.523\t-0.219\t-0.933\t-1.652\t1.132\t0.534\t-0.311\t-0.755\t1.555\t0.593\t0.068\t0.585\t0.065\t-1.737\t-0.068\t0.102\t1.437\t0.270\n4\t0.329\t0.482\t1.465\t0.610\t-1.608\t0.072\t1.003\t0.286\t1.974\t-0.866\t2.050\t-0.146\t-0.725\t0.080\t-2.248\t-0.086\t-0.017\t0.186\t-1.733\t0.999\t0.102\t2.148\t1.664\t0.641\t0.921\t-0.911\t-0.147\t-0.584\n0\t-0.761\t-0.479\t0.810\t-1.502\t1.106\t-0.281\t-0.819\t-1.099\t0.674\t-0.015\t1.589\t-1.263\t-0.578\t-0.092\t-0.752\t0.006\t0.320\t0.484\t1.506\t-1.303\t0.338\t-0.647\t0.430\t0.431\t-0.987\t-0.901\t0.512\t0.023\n0\t-0.174\t-0.677\t-1.081\t-0.280\t-0.286\t0.871\t0.266\t1.126\t1.535\t-0.634\t1.102\t0.874\t-0.041\t0.525\t0.193\t-0.058\t0.259\t0.326\t1.021\t-1.044\t0.762\t-1.151\t-0.084\t0.261\t-2.512\t-0.291\t0.446\t-0.109\n2\t-1.134\t-0.484\t-1.120\t-0.380\t-2.506\t0.162\t-1.216\t-0.634\t-0.641\t-0.091\t1.193\t0.461\t-0.057\t0.021\t-0.390\t-0.927\t0.810\t0.901\t1.790\t-0.556\t-0.202\t-1.198\t-1.117\t1.108\t0.762\t0.524\t1.318\t1.290\n0\t-0.078\t-1.277\t-0.361\t0.915\t0.729\t1.113\t1.010\t0.406\t0.327\t0.253\t-0.627\t-1.030\t-0.690\t-0.326\t-0.656\t0.414\t0.202\t0.309\t0.351\t1.196\t-0.009\t1.008\t0.517\t1.130\t1.615\t0.577\t0.104\t0.097\n1\t-0.845\t0.311\t0.183\t0.262\t0.372\t-0.348\t0.097\t1.210\t0.919\t-1.318\t0.555\t0.282\t1.872\t0.915\t1.077\t0.905\t-1.954\t-0.858\t-1.226\t0.194\t0.240\t0.811\t-0.088\t0.578\t-0.971\t0.172\t1.120\t1.059\n1\t-0.703\t0.412\t-0.561\t0.577\t-1.869\t0.140\t-0.085\t0.431\t-0.697\t-0.145\t1.325\t-0.501\t1.381\t1.618\t1.552\t-0.178\t0.065\t-0.669\t-0.912\t0.717\t0.288\t0.513\t-1.499\t-1.101\t-0.123\t0.023\t-1.395\t-0.662\n2\t0.984\t0.756\t-0.045\t0.673\t2.099\t-0.549\t-0.214\t0.626\t0.104\t-0.126\t0.645\t0.014\t0.279\t1.193\t-0.176\t0.426\t1.252\t-0.065\t-0.403\t-0.700\t-0.326\t2.384\t2.310\t1.709\t0.813\t-0.832\t0.164\t0.619\n0\t0.462\t0.881\t-1.457\t0.357\t1.323\t0.214\t0.370\t0.960\t-0.235\t0.094\t0.400\t0.511\t-0.493\t1.120\t-0.650\t-0.646\t0.049\t0.897\t-1.055\t-0.241\t-0.914\t-0.363\t-0.731\t0.071\t-1.694\t0.641\t0.889\t-1.229\n0\t-0.170\t-0.153\t-0.866\t-1.156\t1.420\t0.939\t0.308\t-0.352\t1.728\t0.314\t-0.682\t-0.215\t-0.632\t0.052\t-0.340\t-0.222\t0.839\t1.000\t0.780\t-0.158\t0.008\t-0.824\t-1.419\t-1.613\t-0.762\t-0.349\t-0.538\t-1.432\n3\t-0.455\t-0.196\t2.274\t-1.512\t1.565\t-0.299\t0.065\t0.799\t0.290\t-1.362\t1.636\t0.441\t-1.908\t0.412\t0.099\t-0.364\t-1.691\t1.893\t-0.843\t0.311\t0.831\t-0.775\t0.186\t-0.179\t-1.275\t-0.319\t-0.675\t0.079\n0\t-0.476\t0.927\t1.087\t1.350\t0.774\t-0.100\t0.961\t0.375\t-0.124\t-0.464\t-0.172\t-0.477\t0.415\t-0.213\t0.488\t0.507\t0.007\t-0.451\t-0.908\t-0.108\t0.293\t-1.365\t-1.778\t-0.122\t-0.895\t1.009\t1.305\t-1.011\n2\t0.417\t-2.044\t-0.531\t-0.054\t-0.828\t-0.692\t0.272\t1.009\t-0.958\t-0.575\t-0.731\t-2.421\t0.142\t0.935\t1.017\t-0.871\t-1.252\t0.022\t0.829\t0.155\t0.289\t1.142\t-0.739\t-0.220\t1.635\t-0.197\t-1.267\t-0.669\n0\t-0.048\t1.441\t1.203\t-0.608\t1.409\t-0.320\t-0.328\t0.094\t0.839\t-0.609\t-0.398\t-1.248\t0.351\t0.933\t0.995\t-1.367\t-0.383\t1.245\t0.232\t0.034\t0.011\t0.541\t0.286\t-0.575\t0.881\t-1.203\t1.322\t-0.896\n0\t0.182\t-1.228\t0.493\t0.384\t1.287\t0.301\t0.576\t-0.374\t-0.565\t0.477\t0.258\t0.274\t0.137\t-2.062\t0.598\t0.678\t-0.595\t0.684\t-0.163\t0.120\t-0.687\t-0.025\t-1.595\t-0.294\t1.836\t0.164\t-0.322\t-0.356\n1\t1.333\t0.359\t2.348\t0.609\t1.043\t0.044\t-0.781\t-0.875\t0.182\t-0.212\t-1.769\t-1.026\t-0.318\t0.727\t-0.016\t-0.072\t-0.987\t0.023\t1.319\t0.156\t-1.507\t-1.252\t0.589\t-0.224\t-0.075\t-0.613\t0.503\t-0.301\n2\t-0.616\t0.394\t1.035\t0.486\t0.192\t0.939\t-0.893\t-0.496\t0.536\t-2.069\t1.417\t0.303\t0.153\t-1.631\t-1.287\t-0.399\t0.807\t-2.077\t0.788\t-0.360\t-0.223\t0.254\t0.269\t-0.712\t0.625\t-2.319\t-0.450\t0.154\n1\t0.549\t-0.181\t-0.096\t0.069\t-1.029\t-0.107\t0.438\t-1.234\t-0.898\t0.153\t1.015\t-2.108\t1.592\t2.136\t1.194\t-0.724\t1.166\t-0.044\t-0.214\t-0.350\t-0.137\t-0.283\t-0.347\t1.176\t0.647\t0.356\t-0.474\t0.315\n4\t-0.891\t0.555\t-2.892\t0.180\t-0.407\t2.099\t-1.892\t-0.015\t-1.898\t-0.550\t-1.701\t2.301\t-0.356\t-0.211\t-0.043\t-1.132\t1.055\t0.640\t0.918\t-1.218\t1.135\t1.020\t-0.232\t0.895\t0.273\t-1.594\t-0.183\t-0.482\n1\t-0.591\t1.220\t-1.045\t-2.018\t-0.700\t-1.294\t0.805\t-0.153\t0.730\t-0.709\t-0.899\t1.302\t0.189\t-0.067\t-0.323\t-0.992\t-0.444\t0.301\t1.583\t0.403\t-1.580\t0.180\t0.408\t1.462\t0.669\t-0.368\t0.101\t-0.562\n3\t2.485\t0.672\t-0.391\t1.189\t0.934\t0.492\t-0.477\t0.667\t1.090\t-1.720\t0.224\t0.298\t0.266\t0.046\t1.186\t-0.211\t-0.003\t0.316\t-0.178\t-1.386\t0.214\t0.225\t-0.365\t-0.132\t-3.180\t1.208\t0.901\t-1.338\n0\t0.271\t0.478\t-0.099\t1.039\t1.819\t-1.534\t-1.267\t-0.171\t-0.452\t0.475\t0.475\t0.300\t-1.660\t0.196\t1.852\t0.516\t-0.066\t0.618\t-0.865\t0.418\t-0.021\t-1.144\t0.246\t0.044\t0.807\t0.133\t0.206\t0.149\n3\t1.699\t-0.776\t-2.083\t-0.586\t1.730\t0.008\t-0.190\t-0.517\t-0.006\t-0.571\t-0.492\t1.046\t2.591\t-0.843\t-0.536\t-0.558\t1.591\t0.758\t-0.257\t-0.502\t1.563\t0.041\t-0.039\t-2.161\t0.796\t-0.007\t0.107\t0.103\n2\t0.047\t1.813\t0.065\t-0.981\t-1.157\t-0.911\t1.264\t0.513\t-0.345\t-2.925\t-0.853\t0.344\t0.352\t0.343\t-1.347\t0.177\t-0.976\t0.002\t-0.768\t1.070\t0.337\t-0.143\t1.380\t-0.372\t-1.415\t1.056\t0.252\t-0.319\n4\t0.529\t-0.508\t0.645\t0.399\t2.133\t-2.582\t0.176\t1.125\t1.970\t-0.784\t-1.107\t-1.961\t-1.190\t0.555\t1.710\t0.943\t2.091\t1.386\t-2.032\t-0.347\t-0.154\t0.886\t-0.722\t-0.869\t-0.481\t0.182\t0.161\t-0.824\n4\t-0.153\t-0.123\t0.201\t-0.832\t0.208\t0.685\t0.088\t-0.424\t-0.287\t0.652\t-1.100\t-0.816\t-1.607\t0.034\t0.862\t1.331\t1.549\t-0.690\t0.250\t-0.402\t1.648\t1.303\t0.168\t-0.619\t-3.448\t-1.434\t-1.852\t-1.446\n0\t-0.176\t-0.165\t-1.033\t0.396\t-1.383\t0.832\t0.419\t-0.265\t0.435\t-0.341\t0.189\t0.215\t1.167\t0.489\t1.049\t0.393\t-0.057\t0.515\t0.345\t-0.361\t-1.408\t-0.522\t-0.530\t0.555\t-0.065\t-0.813\t-0.165\t-0.321\n3\t1.925\t-0.611\t0.244\t-0.123\t0.415\t0.009\t-0.309\t0.556\t-0.818\t-1.314\t0.960\t0.022\t1.507\t0.007\t-1.452\t0.423\t-1.793\t-1.607\t0.021\t0.203\t0.134\t-0.760\t-0.794\t2.697\t-1.129\t-0.803\t1.452\t-0.804\n2\t0.623\t0.823\t-1.980\t-0.413\t0.950\t0.274\t-1.197\t-2.430\t-0.366\t-0.072\t-0.884\t0.143\t0.506\t0.671\t-2.356\t-1.314\t-0.305\t0.572\t0.489\t0.472\t-0.383\t-0.328\t-0.728\t0.768\t-0.920\t0.850\t0.208\t-0.045\n3\t-1.702\t0.020\t0.545\t-0.312\t2.472\t-0.493\t-0.578\t0.204\t-0.755\t-1.441\t-1.098\t0.758\t-0.305\t1.702\t-0.441\t0.711\t0.511\t-0.456\t-0.879\t-1.732\t0.553\t1.198\t-1.590\t-0.370\t-0.667\t0.551\t-0.329\t1.323\n1\t-2.152\t0.449\t-0.314\t-0.783\t1.563\t-0.577\t0.788\t-0.146\t0.877\t0.313\t0.516\t-0.484\t0.215\t-0.388\t-1.238\t-1.033\t-0.537\t0.200\t0.560\t0.986\t1.586\t-0.664\t1.384\t-1.174\t0.054\t-1.189\t-0.717\t-1.424\n1\t0.054\t-0.221\t-0.762\t1.565\t-0.570\t-0.931\t-0.081\t2.158\t-0.822\t0.710\t-0.246\t0.245\t0.922\t-1.720\t-0.896\t0.908\t0.097\t0.212\t0.711\t-0.890\t1.055\t0.820\t0.238\t0.468\t1.165\t-0.594\t0.661\t1.744\n3\t-2.353\t-0.160\t0.134\t0.856\t0.504\t0.902\t0.414\t-0.324\t-0.106\t-0.852\t0.228\t-1.584\t1.066\t-0.957\t0.154\t0.321\t1.163\t-1.681\t-0.325\t0.550\t1.751\t-0.039\t-0.594\t2.027\t0.803\t1.374\t-1.210\t0.521\n0\t-1.931\t-1.171\t-0.720\t1.315\t0.062\t-0.467\t-0.534\t-0.363\t-0.247\t-0.168\t-0.276\t0.333\t0.364\t-1.435\t0.915\t0.585\t-0.387\t-0.267\t-0.068\t1.341\t0.251\t1.849\t-0.510\t-0.489\t0.029\t-0.846\t-0.248\t-0.686\n4\t1.807\t0.635\t-0.442\t-0.686\t0.860\t-0.024\t1.815\t0.215\t0.032\t0.152\t1.238\t-0.773\t1.662\t-0.636\t1.733\t0.442\t-0.089\t0.300\t1.649\t0.095\t1.040\t0.976\t0.143\t-0.859\t0.171\t1.492\t-2.610\t-1.756\n0\t0.931\t0.206\t0.321\t0.261\t0.329\t1.121\t-0.002\t1.139\t1.375\t0.462\t0.979\t-0.870\t0.303\t-1.136\t0.604\t0.397\t1.184\t-0.985\t-1.118\t-0.798\t0.729\t-0.149\t0.657\t-0.419\t-0.718\t-0.123\t1.152\t1.360\n3\t-0.068\t1.521\t1.084\t0.154\t0.675\t1.173\t-0.598\t-1.555\t0.553\t1.246\t-1.715\t-0.606\t-0.241\t-0.982\t-0.145\t-1.113\t-0.319\t0.699\t-2.069\t-1.051\t1.401\t-0.824\t-2.599\t0.171\t-0.075\t0.148\t0.057\t1.273\n1\t-0.390\t1.186\t0.061\t0.292\t-1.097\t0.851\t-0.059\t-1.753\t0.701\t0.292\t-0.344\t-0.345\t-1.070\t1.159\t0.727\t-1.058\t0.051\t-0.709\t-1.275\t1.555\t-0.354\t-0.841\t-1.190\t-0.241\t-2.120\t-0.152\t1.211\t0.927\n2\t1.633\t1.030\t-0.281\t-0.134\t-0.004\t1.991\t1.514\t-0.763\t-0.868\t1.167\t-0.219\t0.449\t0.355\t1.469\t-1.055\t0.430\t1.473\t2.279\t0.561\t-0.746\t-0.102\t-0.326\t1.128\t0.566\t0.795\t0.128\t0.345\t-0.098\n3\t-0.836\t1.424\t-0.092\t-0.888\t0.998\t-0.287\t0.760\t-0.292\t-0.060\t0.494\t0.291\t-1.996\t-1.121\t0.929\t-0.132\t-0.524\t-1.359\t-1.080\t-2.022\t-0.101\t-0.598\t-0.967\t-0.068\t0.364\t2.093\t-1.512\t1.159\t0.973\n4\t-1.334\t0.003\t-0.997\t-0.273\t0.626\t-0.225\t-1.463\t-0.588\t1.194\t1.973\t-1.396\t1.061\t-1.935\t1.900\t1.075\t0.684\t-0.944\t-1.492\t-0.950\t-1.774\t-0.894\t-0.377\t0.762\t0.953\t1.407\t0.172\t-0.420\t-0.199\n1\t1.076\t0.837\t-0.898\t0.059\t1.565\t-1.585\t1.348\t-0.996\t0.294\t0.413\t0.190\t2.228\t-0.301\t-1.639\t0.356\t-0.170\t0.555\t0.882\t-0.034\t0.436\t0.144\t1.792\t-0.371\t-0.687\t0.881\t-0.929\t0.392\t-0.170\n1\t0.098\t0.683\t-0.446\t0.256\t-1.177\t0.076\t-0.721\t-0.517\t0.572\t-1.762\t-1.091\t0.725\t-0.157\t-0.735\t0.450\t-1.107\t-1.140\t-0.208\t-0.138\t-0.743\t-0.264\t1.333\t-0.036\t-1.150\t0.024\t-2.119\t1.612\t-1.187\n3\t-0.735\t-0.091\t-1.695\t0.424\t-1.050\t-0.382\t-0.677\t1.402\t-0.303\t-0.843\t2.090\t1.795\t0.836\t0.562\t-0.865\t1.087\t0.365\t-0.637\t0.141\t-0.464\t-1.522\t1.365\t-1.814\t2.157\t-0.214\t0.452\t0.534\t-0.990\n2\t0.436\t-1.091\t-0.536\t0.172\t-0.239\t1.160\t-0.073\t-1.596\t0.035\t-1.339\t0.287\t-0.002\t-2.846\t0.434\t0.129\t0.889\t0.482\t-1.193\t-0.813\t1.055\t1.050\t0.785\t-0.251\t-0.147\t0.109\t0.171\t-1.230\t1.716\n1\t0.890\t-0.779\t0.444\t2.244\t0.096\t0.454\t0.379\t0.554\t-1.157\t2.048\t0.100\t0.545\t0.088\t0.943\t-0.502\t-1.307\t-0.118\t0.479\t-0.347\t-0.671\t0.348\t-0.928\t0.979\t-0.312\t0.497\t-1.161\t1.353\t0.469\n4\t-0.705\t-1.278\t-1.473\t-0.310\t1.328\t-1.227\t2.064\t0.367\t-1.817\t-0.645\t0.492\t0.809\t-2.027\t1.593\t0.569\t0.292\t2.666\t-0.564\t-0.528\t2.070\t-0.589\t-0.004\t-1.844\t1.699\t-0.809\t0.373\t0.935\t-0.294\n4\t-0.744\t0.924\t0.914\t-1.443\t-1.370\t-1.218\t1.095\t-0.510\t-0.185\t-0.939\t1.337\t-1.209\t0.936\t-1.173\t1.133\t0.652\t-1.671\t-0.196\t-0.786\t0.490\t-0.118\t0.710\t3.285\t-0.073\t1.925\t-0.534\t0.153\t-1.097\n1\t0.859\t-1.352\t-0.810\t1.372\t-0.276\t-1.201\t-1.485\t0.829\t-0.846\t-1.197\t-0.397\t0.290\t0.335\t0.317\t0.246\t0.755\t-0.810\t1.157\t2.321\t-0.142\t0.275\t0.337\t1.085\t-0.150\t-1.289\t-0.697\t-0.530\t-0.549\n1\t-0.073\t0.245\t-1.080\t-0.021\t-1.839\t0.091\t-1.368\t0.450\t-0.662\t0.223\t0.196\t-0.751\t-2.204\t0.168\t-0.547\t-0.118\t0.890\t0.715\t-1.275\t0.387\t-0.455\t-0.116\t-0.010\t0.882\t1.829\t-0.627\t0.966\t0.076\n1\t-0.123\t-1.391\t-0.325\t1.758\t0.833\t-0.058\t1.058\t-0.576\t-1.243\t-0.441\t1.608\t-0.366\t-0.216\t1.222\t0.028\t-0.365\t-1.781\t0.243\t1.199\t-0.115\t0.754\t0.030\t1.123\t-1.196\t0.531\t-0.537\t-0.109\t-0.559\n2\t-1.642\t0.465\t0.133\t2.722\t-0.884\t-1.520\t0.869\t0.069\t-0.445\t-1.540\t-0.432\t-0.536\t1.139\t0.670\t0.467\t0.915\t0.022\t0.024\t-0.533\t-0.915\t0.505\t1.493\t-0.322\t-0.085\t0.221\t0.860\t0.917\t0.777\n1\t1.383\t0.154\t-0.566\t-0.704\t0.086\t0.044\t-1.095\t1.016\t-0.619\t0.146\t-0.917\t-1.342\t-1.950\t0.194\t-0.117\t-1.016\t-0.063\t-0.209\t0.748\t-1.383\t0.520\t-0.855\t-0.040\t-2.630\t-0.978\t-0.367\t-0.132\t-0.147\n3\t0.880\t-1.505\t-2.025\t-0.735\t-1.537\t-1.285\t-2.376\t0.233\t-1.158\t-1.168\t-0.664\t-0.643\t-0.262\t-1.401\t0.985\t0.279\t0.414\t-0.440\t1.074\t0.489\t0.190\t0.998\t-1.670\t0.194\t-0.669\t-0.726\t0.799\t1.372\n3\t0.791\t-0.834\t0.313\t-1.002\t-0.288\t-0.012\t-0.296\t0.233\t0.320\t-0.511\t-0.550\t1.263\t-0.237\t0.296\t-1.372\t1.796\t0.457\t-2.023\t-1.011\t-0.720\t1.710\t2.524\t0.532\t1.096\t1.249\t-1.101\t-0.073\t-0.088\n1\t0.016\t-1.256\t1.030\t0.695\t-0.548\t0.169\t-2.750\t0.591\t0.583\t-0.441\t1.757\t0.403\t0.281\t1.356\t1.047\t-0.331\t0.497\t1.292\t0.970\t0.377\t-0.263\t0.287\t-0.526\t-0.059\t-0.385\t-0.385\t-0.167\t1.337\n2\t-1.617\t1.136\t-0.210\t-1.406\t-0.267\t1.290\t-0.482\t0.299\t-1.613\t-1.826\t-1.077\t1.013\t-0.051\t1.100\t1.158\t-0.758\t1.567\t-0.544\t1.000\t0.959\t0.065\t0.067\t0.320\t0.115\t-0.390\t-0.476\t-0.382\t1.218\n3\t-0.786\t-1.324\t-0.300\t-0.522\t-0.532\t1.156\t-0.811\t-0.056\t1.522\t-1.923\t1.621\t0.594\t-0.522\t0.971\t0.767\t0.757\t0.285\t0.362\t0.510\t-0.211\t0.706\t1.567\t1.242\t-3.055\t0.773\t-0.424\t0.271\t-0.250\n3\t0.830\t-0.198\t0.752\t-0.076\t-1.562\t1.364\t0.034\t0.247\t0.674\t1.038\t1.723\t0.364\t0.099\t1.224\t1.721\t-0.835\t-0.592\t-0.903\t0.205\t-0.407\t0.436\t-0.007\t-0.250\t-0.788\t-0.073\t-1.728\t-2.757\t1.361\n1\t0.587\t-0.320\t-0.494\t0.629\t-0.544\t1.825\t0.432\t-1.368\t-0.119\t-0.647\t-1.641\t1.058\t1.081\t-0.725\t0.711\t0.877\t-0.013\t0.952\t0.295\t1.145\t-1.172\t0.148\t0.202\t-1.156\t-1.061\t-1.584\t0.045\t-0.440\n4\t1.424\t-0.550\t-2.010\t0.877\t1.269\t-1.230\t0.450\t0.173\t-0.948\t-2.378\t-0.797\t-0.907\t-1.524\t0.025\t-1.600\t0.397\t2.522\t0.475\t2.112\t1.397\t-0.870\t0.494\t0.870\t-1.181\t-1.174\t1.077\t-2.296\t0.610\n4\t2.374\t1.962\t-0.205\t-0.199\t0.327\t-1.180\t-1.800\t-1.338\t-0.302\t-0.945\t1.455\t-1.469\t-1.335\t-1.834\t-0.645\t-0.398\t-0.080\t-0.035\t-0.622\t-1.052\t0.419\t-0.900\t0.781\t-1.482\t-0.748\t2.042\t2.179\t-1.361\n2\t0.168\t-0.029\t-0.480\t-1.151\t1.277\t1.780\t0.245\t1.435\t0.230\t-1.387\t0.300\t-0.340\t0.476\t1.571\t-0.507\t0.388\t0.861\t1.354\t0.986\t-1.115\t-1.116\t0.765\t-0.385\t-0.984\t1.188\t-0.370\t1.630\t-0.440\n2\t0.690\t-1.282\t0.793\t-0.553\t0.913\t-0.550\t0.524\t-1.925\t-0.110\t0.080\t-0.988\t0.035\t2.672\t-1.018\t0.453\t-0.591\t1.205\t0.265\t-0.500\t0.126\t1.693\t-0.478\t0.892\t-1.073\t0.414\t-0.094\t1.193\t-0.054\n4\t-0.310\t0.416\t0.807\t1.019\t-1.982\t0.301\t0.845\t-0.963\t1.076\t0.210\t-0.432\t0.427\t0.823\t-2.154\t1.619\t-1.949\t-1.104\t1.426\t0.924\t-0.451\t1.029\t0.343\t0.235\t-2.888\t-1.029\t-0.367\t-2.354\t0.775\n0\t0.060\t-1.659\t-0.067\t0.175\t-0.454\t0.168\t-0.627\t-1.055\t-0.521\t1.418\t0.793\t1.380\t-0.679\t-0.167\t-0.730\t0.297\t-1.999\t-0.114\t-0.936\t0.172\t0.725\t-1.179\t-1.254\t1.056\t0.082\t0.242\t0.593\t0.144\n4\t0.480\t0.398\t0.139\t0.653\t0.479\t-0.471\t1.317\t0.202\t-0.385\t2.443\t-0.116\t0.255\t0.175\t-0.130\t0.449\t-0.845\t0.597\t-1.758\t-1.298\t1.826\t-1.256\t-1.960\t-1.231\t1.740\t-1.792\t-0.956\t-1.458\t-0.274\n0\t0.153\t0.470\t-0.266\t-1.327\t-2.022\t0.498\t-0.159\t-0.658\t-0.307\t-1.514\t1.575\t0.464\t0.208\t-0.352\t0.546\t-0.687\t-1.155\t1.179\t-0.413\t-0.292\t-0.827\t-1.416\t0.520\t0.075\t0.005\t-0.435\t-1.093\t1.016\n0\t-0.286\t1.564\t-0.319\t0.276\t-1.162\t-0.427\t-0.912\t1.185\t-0.758\t-0.650\t0.299\t-0.714\t1.410\t1.958\t-0.897\t0.846\t-0.845\t-0.357\t0.690\t0.140\t0.166\t1.098\t1.091\t0.051\t-0.634\t0.001\t-1.009\t0.786\n1\t0.088\t-1.312\t-1.834\t0.418\t-0.195\t1.611\t-0.353\t1.143\t0.544\t0.822\t0.432\t0.454\t-2.292\t-0.237\t-0.664\t1.271\t-1.002\t-0.280\t0.801\t0.301\t0.167\t1.109\t0.260\t-0.545\t-1.296\t0.487\t-0.770\t-0.241\n2\t0.813\t1.254\t-2.093\t0.536\t1.029\t-0.280\t-1.739\t-0.734\t0.318\t-0.421\t1.477\t-1.328\t-0.043\t-1.068\t0.254\t-0.528\t1.170\t1.071\t1.621\t-0.496\t0.510\t-1.032\t0.906\t-0.704\t-0.271\t1.126\t0.076\t-0.424\n0\t-0.594\t-0.008\t0.208\t-0.007\t-0.415\t0.031\t-1.021\t-0.359\t-2.228\t0.638\t0.714\t0.094\t0.833\t-0.008\t0.007\t-0.028\t0.038\t0.145\t-0.978\t-0.699\t0.085\t0.998\t0.634\t-0.309\t2.497\t0.677\t0.296\t1.713\n2\t1.291\t-1.191\t2.162\t-1.767\t0.727\t0.141\t0.111\t0.033\t-0.240\t0.897\t-0.987\t0.465\t-0.565\t0.361\t-0.482\t0.561\t-1.146\t-0.282\t-0.110\t2.571\t0.448\t-0.109\t0.466\t-0.611\t1.207\t0.457\t0.779\t0.229\n2\t-1.186\t0.895\t-2.815\t-0.174\t-2.517\t-0.212\t0.497\t-0.235\t0.259\t-0.565\t0.462\t0.483\t-0.650\t0.894\t0.102\t0.016\t0.359\t0.485\t0.114\t0.678\t1.460\t-0.330\t-1.017\t1.238\t-0.455\t0.929\t1.533\t0.930\n4\t0.066\t-0.357\t0.693\t-1.102\t-0.895\t-1.451\t1.235\t-0.721\t0.404\t-0.126\t2.898\t0.442\t-1.862\t1.175\t-0.387\t-0.201\t-0.673\t0.196\t0.183\t-0.645\t-0.508\t0.101\t-2.343\t-1.441\t1.670\t0.328\t-0.525\t-1.696\n1\t1.231\t0.104\t2.035\t0.822\t0.683\t-0.803\t0.627\t0.217\t0.520\t-0.685\t0.128\t-0.817\t-2.147\t0.998\t-1.502\t0.107\t0.333\t0.327\t-0.283\t0.271\t0.471\t0.735\t1.733\t0.234\t0.064\t-0.907\t0.436\t0.667\n4\t1.922\t-0.168\t-0.723\t-3.250\t-1.100\t-0.312\t0.895\t1.385\t0.091\t-0.413\t-0.530\t0.358\t-0.787\t0.861\t1.163\t1.222\t-1.459\t0.346\t-0.212\t-1.762\t-0.069\t-0.390\t-0.464\t1.606\t-1.529\t-0.072\t0.183\t-2.646\n3\t0.849\t-1.715\t-1.296\t0.536\t-0.342\t0.219\t0.414\t-1.672\t1.742\t-0.106\t-0.070\t-0.191\t0.554\t0.755\t-2.923\t0.802\t-1.271\t-0.531\t-1.079\t-0.559\t-0.361\t-0.230\t-1.667\t0.006\t0.459\t-0.095\t-0.581\t-0.949\n2\t1.551\t-0.768\t2.033\t0.831\t-0.096\t-1.425\t0.630\t-0.245\t0.341\t-1.330\t-0.442\t0.895\t-1.948\t-1.061\t-1.582\t0.273\t0.901\t-0.562\t0.135\t2.085\t0.302\t-0.196\t0.285\t0.033\t0.506\t0.350\t0.119\t0.555\n2\t-0.477\t-0.321\t1.003\t1.159\t-1.807\t-1.852\t1.447\t0.957\t1.844\t-0.257\t-0.076\t-0.567\t0.184\t0.233\t-1.553\t1.145\t0.985\t0.082\t0.639\t-0.620\t0.490\t-0.418\t0.095\t0.913\t0.481\t0.713\t-1.571\t-0.254\n0\t0.507\t0.253\t0.279\t-1.382\t-0.640\t-0.938\t0.399\t0.434\t-0.043\t0.968\t1.491\t0.353\t0.671\t-0.542\t-0.725\t1.010\t-0.875\t0.697\t1.719\t0.653\t-0.081\t-1.340\t0.163\t1.009\t-0.179\t1.021\t0.365\t0.291\n1\t-0.457\t0.028\t0.509\t-0.007\t1.680\t-1.593\t1.516\t-1.371\t0.851\t-0.582\t-0.063\t-1.113\t0.319\t1.019\t-0.284\t-0.600\t0.041\t0.056\t0.375\t-0.582\t-0.468\t1.488\t0.312\t2.524\t-0.375\t0.480\t0.331\t-0.593\n2\t-1.066\t-2.235\t-0.145\t0.163\t1.814\t1.861\t-0.663\t0.808\t-1.151\t0.073\t-0.130\t-0.876\t-0.120\t0.843\t1.096\t-0.145\t-0.087\t-1.839\t0.274\t-0.265\t-0.090\t-0.481\t-0.949\t-0.873\t-0.677\t-1.327\t0.291\t0.560\n3\t0.965\t-1.363\t-0.207\t-0.816\t1.794\t0.399\t0.850\t0.293\t0.761\t1.081\t0.038\t-0.531\t-0.935\t1.759\t0.821\t-2.223\t-0.245\t0.416\t1.672\t-1.103\t0.426\t-0.400\t-1.197\t1.345\t-0.964\t0.971\t-1.595\t-0.490\n2\t-0.332\t-0.879\t2.848\t-0.804\t1.039\t-0.565\t0.243\t0.008\t-0.165\t-0.197\t0.247\t1.376\t-1.131\t-1.768\t-0.830\t0.128\t-0.296\t1.542\t1.420\t-0.455\t1.545\t0.421\t-0.729\t-0.120\t-0.193\t-0.736\t-0.634\t0.451\n2\t-0.052\t-0.082\t0.454\t2.743\t0.105\t-0.889\t0.328\t-0.670\t-0.549\t0.193\t1.821\t-0.288\t0.302\t-0.020\t0.671\t-2.285\t-0.282\t-0.127\t0.251\t0.770\t1.370\t0.102\t1.537\t0.807\t1.142\t0.427\t0.339\t1.382\n3\t-1.036\t-0.245\t-1.387\t0.588\t1.979\t0.527\t-1.955\t0.105\t-0.015\t-0.530\t-2.045\t0.479\t0.948\t-0.884\t-0.894\t-0.317\t1.743\t-0.283\t-0.766\t-0.399\t0.579\t-2.023\t-0.232\t-0.348\t-0.108\t-0.696\t-1.331\t0.932\n3\t-0.759\t0.826\t-1.316\t0.066\t-1.930\t-1.259\t-0.423\t1.820\t-0.165\t0.735\t1.509\t-0.222\t1.723\t-0.039\t-1.027\t1.102\t0.628\t-0.298\t-0.956\t1.008\t-1.109\t-2.168\t1.164\t0.883\t0.681\t-0.280\t0.685\t-0.754\n3\t-0.901\t-0.964\t1.080\t0.943\t0.487\t1.072\t-0.879\t0.349\t-0.125\t0.847\t-0.115\t-0.385\t0.541\t0.876\t-0.668\t-0.061\t-1.058\t-2.498\t0.200\t0.609\t0.262\t-1.950\t-0.351\t-2.218\t1.370\t-1.086\t1.255\t0.946\n0\t-0.003\t-0.798\t2.625\t-0.169\t1.294\t-1.569\t-0.530\t0.097\t-0.908\t-0.422\t-0.218\t-0.234\t1.855\t0.378\t0.480\t0.540\t0.613\t-0.083\t-0.321\t0.167\t1.157\t1.126\t-0.240\t0.768\t-0.195\t0.034\t-0.474\t-0.182\n2\t0.390\t2.425\t0.402\t-0.387\t0.176\t-0.950\t-0.958\t1.250\t0.304\t1.119\t-1.625\t-0.976\t0.298\t-0.824\t-1.424\t-1.079\t-0.321\t0.413\t1.715\t-1.053\t-1.001\t-1.451\t0.573\t0.125\t-0.965\t-0.831\t-0.124\t-0.067\n1\t0.486\t1.809\t-0.922\t0.360\t0.619\t0.765\t0.181\t-0.839\t1.056\t-0.940\t1.118\t0.512\t-0.585\t-0.560\t-1.273\t0.184\t-1.867\t-1.318\t1.177\t-0.087\t1.076\t-0.794\t0.625\t-0.186\t-0.984\t-0.625\t-0.533\t0.855\n3\t0.491\t-0.702\t-1.033\t0.207\t-0.477\t-0.740\t1.257\t-0.184\t-0.415\t0.760\t-0.119\t0.560\t-1.990\t-2.082\t-0.966\t-0.195\t1.153\t-1.514\t-1.345\t1.046\t-0.953\t-1.076\t0.951\t-2.891\t0.397\t1.102\t-0.078\t-0.248\n1\t1.614\t-0.136\t0.494\t1.715\t-0.936\t-1.037\t-1.244\t0.755\t-1.013\t0.560\t1.360\t-0.662\t-0.762\t0.670\t0.048\t-2.363\t1.532\t0.552\t-0.380\t-0.421\t0.700\t-0.045\t0.057\t0.151\t-0.819\t-0.361\t-0.188\t-0.761\n3\t-0.758\t1.171\t0.070\t-0.625\t0.385\t0.367\t0.270\t1.378\t-0.583\t0.357\t-1.737\t-1.534\t-0.097\t-0.795\t1.239\t0.819\t0.455\t-0.127\t-1.026\t-2.993\t-0.822\t0.347\t-1.154\t1.422\t0.114\t0.669\t1.408\t-0.981\n2\t0.965\t0.106\t-0.993\t-1.816\t1.000\t0.576\t-0.333\t1.826\t-1.877\t0.382\t-1.111\t0.477\t0.506\t0.796\t-1.651\t0.884\t-0.306\t-0.276\t1.014\t1.494\t-0.102\t-0.735\t-1.148\t-0.880\t0.039\t-0.710\t1.008\t0.506\n1\t-0.091\t-0.935\t0.146\t0.745\t0.512\t-1.085\t0.758\t-0.061\t0.501\t-0.802\t1.046\t0.183\t1.189\t-1.535\t-1.401\t-0.240\t1.468\t1.963\t-0.888\t0.053\t0.155\t0.718\t0.885\t-1.114\t0.065\t-2.009\t0.811\t-0.339\n1\t0.320\t0.500\t-0.865\t0.137\t-0.065\t0.686\t0.665\t-0.563\t0.129\t0.974\t-0.620\t1.905\t-1.173\t-0.257\t-0.898\t0.510\t0.012\t-1.345\t2.083\t-0.583\t-1.974\t0.237\t0.127\t-0.630\t-0.839\t-0.022\t-1.052\t0.855\n1\t-1.083\t-1.305\t0.582\t0.652\t-0.482\t1.432\t-0.369\t-0.270\t-0.036\t-0.243\t1.277\t-1.042\t-0.754\t-1.191\t1.884\t-0.325\t-0.769\t-0.287\t0.849\t0.664\t-0.575\t-0.400\t-1.455\t0.139\t1.282\t-0.582\t0.636\t-0.582\n2\t-1.102\t0.290\t-0.456\t-0.952\t0.485\t0.848\t-0.246\t1.781\t2.216\t0.497\t-0.469\t0.269\t-1.224\t-0.872\t-1.683\t-0.628\t-1.233\t0.624\t-0.749\t0.277\t0.748\t1.171\t-0.353\t0.311\t0.343\t1.272\t0.784\t1.303\n4\t0.710\t-1.589\t0.628\t0.550\t-0.917\t2.256\t-1.788\t1.483\t-0.414\t-0.245\t0.400\t-1.738\t2.769\t0.228\t-1.387\t-0.301\t-0.061\t0.154\t-0.832\t1.165\t1.238\t1.993\t0.352\t1.191\t1.750\t-1.816\t2.268\t0.770\n3\t1.887\t-0.072\t0.275\t-1.383\t-0.631\t-0.719\t-0.183\t-1.219\t-1.721\t0.107\t-1.468\t0.728\t1.970\t0.227\t0.263\t-2.221\t0.624\t-0.075\t0.479\t-1.171\t-0.268\t1.231\t-0.762\t-0.324\t0.902\t0.696\t1.057\t-0.714\n0\t0.251\t0.006\t-0.777\t0.071\t1.080\t-0.684\t1.468\t1.025\t-0.106\t0.796\t-0.913\t-0.103\t2.217\t1.194\t0.498\t0.069\t-0.074\t-0.029\t-0.774\t0.652\t1.044\t-0.252\t0.467\t-0.728\t-0.067\t-0.846\t-0.227\t0.119\n1\t-0.714\t0.545\t-0.966\t-0.189\t0.324\t-0.997\t-1.312\t0.492\t1.123\t-0.079\t-0.457\t0.156\t0.055\t0.243\t-2.528\t-1.069\t-0.845\t0.151\t0.186\t0.636\t0.258\t-1.301\t1.447\t1.272\t-1.258\t0.333\t-0.595\t0.139\n2\t0.039\t1.796\t-1.370\t-0.965\t0.665\t-1.384\t1.322\t-0.172\t0.011\t-0.665\t-0.580\t-0.593\t0.788\t1.122\t1.517\t0.105\t-0.347\t-0.567\t-1.548\t-1.767\t-0.146\t0.028\t-0.325\t0.155\t2.357\t0.028\t0.827\t0.221\n3\t0.652\t1.086\t0.449\t-2.111\t-0.865\t1.378\t0.384\t0.778\t-0.125\t1.722\t1.731\t0.618\t0.103\t-0.216\t-0.089\t0.014\t0.805\t0.331\t-1.516\t0.821\t-0.786\t-1.074\t0.038\t1.876\t1.535\t1.173\t-1.467\t0.755\n4\t1.714\t0.011\t0.487\t-1.061\t-1.654\t0.230\t1.539\t-0.151\t0.519\t1.872\t0.116\t0.690\t-0.270\t-0.371\t1.306\t-0.599\t1.296\t-1.746\t0.065\t-0.795\t0.678\t1.224\t0.935\t1.749\t-3.034\t-0.967\t-0.682\t-1.409\n0\t-0.851\t-0.184\t0.525\t0.488\t0.532\t-0.764\t-0.413\t-0.876\t0.483\t-1.534\t1.613\t-0.801\t-0.740\t0.420\t0.872\t1.148\t0.692\t-0.266\t0.912\t-0.838\t-1.591\t0.409\t-0.165\t-0.734\t-0.123\t0.353\t0.270\t-0.514\n4\t0.688\t-1.386\t-0.405\t0.051\t-0.857\t2.145\t0.410\t0.932\t0.947\t0.112\t-1.201\t0.789\t2.011\t-0.378\t-0.567\t0.839\t0.924\t1.145\t-0.141\t-0.144\t-2.628\t0.050\t-0.564\t-2.207\t1.894\t0.242\t-1.783\t0.377\n2\t-0.777\t-0.742\t0.564\t0.520\t-1.385\t-0.151\t2.188\t-0.049\t-0.586\t-0.322\t-2.466\t-0.501\t-0.017\t0.826\t-2.192\t1.280\t-0.037\t-0.661\t-0.103\t0.661\t1.042\t-0.167\t0.789\t0.587\t-0.963\t-0.545\t-0.070\t0.683\n3\t0.409\t-1.231\t-0.114\t-0.557\t0.520\t-1.178\t0.838\t0.573\t1.533\t0.069\t0.259\t-0.605\t-1.950\t-2.106\t0.855\t0.466\t0.070\t-0.739\t-0.441\t-2.356\t-0.276\t1.855\t-0.465\t-0.211\t-1.000\t0.576\t-0.641\t1.019\n4\t-1.315\t1.710\t0.154\t2.521\t-0.292\t-0.134\t0.104\t-0.059\t1.891\t-1.778\t2.089\t-0.061\t1.221\t-2.377\t-1.264\t0.227\t-1.274\t0.380\t-1.431\t-1.382\t0.050\t0.198\t-0.623\t-0.056\t0.350\t-1.799\t0.046\t1.526\n4\t0.804\t-1.845\t0.985\t-0.696\t0.360\t-1.930\t-1.199\t0.469\t-0.701\t-0.840\t1.396\t2.211\t0.937\t-1.092\t1.764\t-1.561\t-0.304\t0.055\t1.924\t0.913\t-0.464\t-0.945\t1.002\t-0.533\t0.217\t-1.370\t0.569\t0.489\n0\t-0.755\t-0.463\t-1.117\t0.995\t0.089\t1.689\t0.279\t0.090\t-1.091\t-0.500\t-1.662\t-0.002\t0.480\t0.200\t-0.447\t-1.816\t-0.402\t0.219\t0.923\t0.178\t-0.734\t-0.920\t0.656\t0.567\t-0.408\t0.608\t-0.973\t-0.310\n4\t2.000\t2.135\t-0.970\t1.175\t0.336\t0.988\t0.277\t0.615\t1.321\t-1.749\t0.360\t-1.170\t-0.464\t0.001\t-1.008\t-0.581\t-1.401\t-0.593\t0.512\t0.865\t-0.769\t1.328\t0.577\t1.433\t-1.771\t0.311\t0.611\t-1.719\n4\t0.326\t-0.753\t-0.037\t0.875\t0.096\t2.044\t-0.149\t-0.979\t0.737\t-0.976\t-1.499\t-0.190\t1.217\t-1.551\t-0.351\t0.057\t0.570\t-0.433\t-0.257\t1.459\t0.475\t1.216\t1.232\t-1.183\t-0.216\t-4.067\t1.339\t1.685\n2\t1.057\t0.967\t0.719\t1.820\t-0.083\t0.649\t-0.584\t2.452\t1.984\t0.012\t0.387\t1.359\t-0.147\t-0.657\t0.874\t0.078\t0.183\t-0.834\t-1.718\t0.236\t0.905\t-0.226\t1.436\t-0.704\t-1.055\t-0.067\t-0.083\t0.770\n1\t0.102\t0.880\t-1.018\t1.061\t-0.906\t-2.742\t0.190\t-0.875\t1.500\t0.301\t-0.085\t0.202\t-0.497\t1.684\t-0.548\t0.463\t-0.819\t0.002\t-1.237\t0.229\t0.065\t0.549\t0.468\t0.029\t2.039\t-0.018\t0.039\t-0.085\n2\t-0.165\t0.043\t0.355\t0.151\t0.572\t-1.552\t1.959\t-1.198\t1.025\t-0.771\t0.070\t1.502\t0.095\t1.109\t-0.202\t-1.300\t-0.226\t1.081\t1.651\t-2.478\t0.547\t-0.535\t0.303\t-0.732\t-0.312\t0.054\t-0.793\t0.608\n2\t-0.046\t-0.439\t0.282\t1.580\t0.239\t2.167\t-0.898\t-0.020\t-0.373\t-1.085\t-0.153\t0.417\t0.524\t2.170\t0.464\t1.150\t0.066\t1.678\t2.398\t0.531\t-0.993\t-0.549\t0.282\t0.456\t0.698\t0.460\t0.007\t-0.636\n2\t-0.242\t-1.101\t-0.289\t-0.481\t-0.014\t-0.964\t-1.183\t-0.751\t-1.835\t-0.585\t-2.283\t-0.633\t0.553\t0.428\t0.066\t-0.793\t0.793\t-1.545\t-0.574\t-0.703\t0.050\t-0.548\t-0.235\t-0.622\t1.519\t-0.248\t-2.021\t1.357\n1\t-0.666\t0.502\t1.135\t-0.860\t0.341\t1.117\t0.685\t0.896\t1.295\t0.481\t-0.008\t-1.384\t-0.833\t-1.098\t0.273\t-0.767\t-1.145\t-1.034\t-0.191\t0.546\t-0.259\t-1.598\t-1.582\t-0.808\t0.750\t-0.391\t-1.412\t1.549\n1\t1.806\t1.632\t1.639\t-0.037\t0.362\t0.087\t-0.163\t-0.703\t1.917\t-0.084\t-1.452\t-0.187\t0.119\t0.309\t0.173\t-0.818\t1.895\t-0.177\t0.755\t0.365\t-1.056\t-0.188\t0.873\t-0.381\t0.004\t0.189\t-0.347\t0.506\n2\t1.608\t-1.317\t0.531\t1.743\t-0.816\t1.071\t0.164\t-0.683\t0.936\t0.484\t1.085\t-0.153\t-0.217\t-2.794\t0.184\t1.089\t-1.028\t-0.774\t0.524\t0.716\t0.850\t-0.003\t-0.595\t-0.878\t-0.822\t-0.885\t-0.931\t-0.047\n2\t0.173\t-1.826\t0.455\t0.773\t-0.077\t2.374\t-0.683\t-0.361\t-0.395\t-0.076\t-0.329\t-1.407\t-0.547\t-0.098\t1.229\t2.202\t1.335\t-0.775\t-0.696\t-0.159\t1.785\t-0.165\t-1.328\t-0.501\t0.757\t0.690\t-0.200\t0.683\n0\t1.575\t0.277\t-0.577\t-1.055\t-0.063\t-0.892\t-1.133\t-0.646\t-0.268\t-0.240\t-0.089\t0.425\t-0.181\t0.754\t0.714\t0.999\t-0.117\t-1.240\t-0.241\t-0.968\t0.797\t-1.478\t0.341\t0.202\t0.733\t0.273\t-0.047\t-1.093\n0\t-0.790\t-0.088\t1.303\t0.038\t-0.072\t-0.556\t-0.486\t1.070\t-0.062\t0.255\t-0.698\t0.777\t1.223\t-0.928\t-0.902\t-0.844\t1.036\t-0.961\t-0.344\t-0.984\t1.692\t-0.532\t1.663\t-0.027\t-0.493\t0.799\t-0.039\t1.410\n3\t0.210\t-0.878\t1.082\t-1.756\t0.466\t0.610\t-1.270\t-0.294\t-2.495\t1.477\t-0.760\t0.948\t0.362\t1.403\t0.293\t-0.364\t-2.304\t0.245\t-0.543\t-0.617\t1.208\t0.652\t-0.946\t-0.033\t0.018\t0.977\t1.255\t-0.316\n3\t0.406\t-0.805\t0.062\t-0.262\t-0.108\t-0.457\t-0.802\t-0.245\t-0.476\t0.299\t0.945\t-0.941\t-0.537\t2.319\t-1.821\t-1.610\t1.053\t1.913\t1.453\t0.314\t-0.431\t-0.274\t0.401\t0.935\t0.537\t-2.015\t-1.177\t0.278\n4\t2.550\t0.748\t1.769\t0.806\t0.166\t-0.879\t-0.591\t-1.819\t-1.293\t0.204\t-1.952\t-1.096\t-0.770\t-0.189\t0.252\t-0.334\t-0.896\t-0.664\t0.404\t-1.352\t1.523\t-0.861\t1.312\t-2.015\t-0.099\t0.838\t0.885\t-0.760\n1\t-1.998\t-0.705\t0.496\t0.644\t-0.678\t-0.305\t-0.597\t0.110\t1.197\t-0.771\t1.001\t-0.782\t-0.848\t0.819\t0.922\t0.851\t-1.316\t-0.466\t0.823\t0.042\t-1.074\t0.458\t-0.715\t1.795\t1.545\t0.604\t1.361\t0.065\n3\t-0.706\t-0.562\t-0.291\t0.240\t0.627\t1.256\t-2.199\t2.024\t-1.061\t0.100\t0.961\t0.642\t1.120\t1.018\t0.417\t0.750\t-1.238\t-0.710\t-0.974\t-2.370\t-0.939\t-1.035\t-0.931\t0.668\t-0.767\t0.845\t-1.567\t-0.653\n1\t0.091\t0.437\t0.773\t0.426\t0.499\t0.775\t-1.778\t0.002\t0.305\t0.416\t-0.171\t0.161\t-0.720\t-1.775\t0.983\t-1.134\t-0.160\t-0.749\t1.587\t-0.080\t-0.310\t0.748\t2.156\t0.406\t-0.377\t0.697\t-1.573\t0.046\n1\t0.074\t-0.643\t0.322\t1.828\t-0.167\t-0.682\t0.307\t-0.795\t-0.147\t-0.678\t-1.070\t-0.879\t-0.661\t-1.042\t1.279\t0.431\t0.942\t-1.358\t-0.294\t0.419\t1.653\t-0.753\t-1.286\t0.191\t-0.674\t1.706\t0.542\t-0.286\n0\t1.646\t0.256\t0.950\t1.279\t0.222\t0.814\t0.013\t-0.052\t-0.662\t0.173\t1.887\t-0.902\t0.617\t0.321\t1.475\t1.663\t-0.924\t-0.574\t-0.520\t-0.484\t-0.398\t0.347\t-0.851\t-0.711\t-0.791\t0.493\t-0.064\t-0.241\n0\t-0.407\t0.220\t-0.902\t0.302\t0.630\t-1.461\t-0.924\t0.058\t0.203\t-1.461\t0.087\t0.649\t0.290\t-0.019\t-0.298\t0.611\t1.554\t0.676\t-0.307\t0.018\t-1.550\t1.326\t-0.468\t-0.346\t1.214\t-0.960\t-0.532\t-1.930\n3\t0.789\t1.609\t-0.893\t2.502\t0.099\t0.442\t0.791\t-0.895\t-0.803\t-0.254\t0.124\t-0.806\t-1.377\t1.155\t-1.094\t0.915\t-1.190\t-0.679\t-0.176\t2.284\t0.191\t0.267\t-0.139\t-0.887\t0.682\t0.029\t1.406\t-1.150\n3\t-0.909\t0.585\t-0.799\t0.752\t0.885\t0.965\t1.838\t0.471\t0.581\t-0.643\t-2.313\t0.323\t-1.368\t-1.398\t-1.165\t0.648\t0.966\t0.161\t-1.108\t-0.283\t1.411\t-0.265\t-0.502\t1.352\t2.281\t-0.328\t-1.629\t0.077\n3\t-0.113\t1.178\t-1.153\t0.456\t0.597\t-0.780\t0.725\t-1.412\t-1.025\t0.704\t-1.474\t0.714\t-1.076\t0.759\t-1.767\t-0.307\t0.526\t1.880\t-0.786\t-1.818\t-1.150\t0.617\t1.949\t-0.669\t0.957\t0.088\t0.449\t-0.231\n1\t-0.231\t0.454\t1.027\t0.022\t0.835\t-0.054\t2.227\t-0.369\t-0.246\t0.554\t0.433\t-0.455\t0.064\t0.150\t1.486\t-0.952\t0.515\t1.058\t-0.353\t1.531\t-0.699\t1.241\t1.955\t1.938\t-0.154\t0.022\t-0.348\t0.642\n3\t-1.345\t-0.861\t1.377\t1.020\t-0.363\t0.854\t0.341\t1.500\t0.075\t1.026\t2.642\t0.598\t0.049\t0.722\t-0.365\t2.388\t0.180\t-0.273\t-0.836\t1.097\t0.867\t-0.497\t0.576\t-1.509\t0.185\t0.453\t1.707\t-0.771\n3\t0.514\t0.750\t-0.759\t0.622\t1.126\t-0.099\t2.002\t0.044\t1.141\t0.293\t0.586\t-1.671\t0.371\t-0.735\t-0.846\t1.744\t-0.214\t-1.003\t-0.359\t-1.300\t1.434\t-0.696\t0.529\t1.356\t-0.500\t0.532\t-1.030\t2.446\n3\t0.074\t-0.369\t0.255\t-2.282\t-0.620\t0.037\t-0.103\t-0.950\t1.370\t-0.529\t0.747\t-2.254\t-1.407\t-1.845\t-1.104\t-0.511\t-0.317\t-0.885\t-1.617\t0.104\t-0.079\t0.835\t-0.166\t-0.261\t1.317\t-0.873\t-1.462\t1.193\n2\t0.710\t0.708\t0.993\t0.129\t-0.574\t-1.554\t1.068\t0.571\t-1.231\t-1.298\t-1.814\t-0.299\t1.158\t-1.470\t0.081\t-1.516\t-1.453\t-0.686\t1.809\t-0.802\t-1.403\t-0.545\t-0.529\t-0.249\t-0.668\t-0.566\t0.400\t-0.032\n2\t0.118\t0.392\t0.137\t1.190\t0.346\t-0.062\t1.042\t0.233\t0.121\t0.314\t-0.094\t0.009\t-0.587\t-0.751\t-0.999\t-1.392\t-0.880\t-0.174\t0.103\t-0.271\t-2.356\t1.575\t1.086\t0.446\t1.907\t-0.977\t1.888\t-0.965\n3\t-0.895\t-1.165\t0.868\t-0.494\t2.243\t-0.084\t0.044\t-0.227\t-1.410\t-1.413\t1.387\t1.338\t-0.984\t0.498\t1.333\t-1.326\t-0.011\t-0.525\t0.165\t1.233\t0.398\t0.590\t-2.219\t0.700\t-0.036\t2.159\t0.599\t-0.327\n0\t0.853\t0.553\t0.335\t1.126\t0.342\t-0.370\t0.518\t0.450\t0.476\t-0.883\t-0.979\t0.880\t-0.148\t-1.943\t-1.371\t-1.319\t1.067\t-0.048\t0.035\t-0.353\t-1.059\t0.760\t0.652\t-0.705\t1.402\t0.745\t-0.854\t-0.287\n1\t0.175\t-0.986\t-1.711\t-0.203\t1.101\t-0.066\t-0.348\t1.730\t0.753\t-1.728\t-0.279\t0.223\t-1.068\t-0.293\t0.021\t-0.224\t-1.211\t1.468\t0.267\t-0.859\t0.876\t-0.081\t0.992\t-0.104\t-1.476\t-1.067\t1.141\t1.033\n1\t-0.784\t0.965\t2.082\t0.834\t-1.262\t0.801\t-0.944\t-0.349\t0.187\t0.355\t0.065\t-0.601\t1.060\t-0.528\t1.255\t-1.359\t0.216\t-1.226\t-0.834\t-0.513\t1.521\t1.308\t0.874\t0.033\t0.188\t1.266\t0.701\t0.018\n0\t-0.178\t-1.397\t-0.517\t0.442\t-0.368\t-0.199\t-0.398\t-0.582\t-0.595\t-0.625\t-0.753\t-1.017\t-0.380\t-0.640\t-1.072\t0.766\t1.233\t-0.000\t0.066\t-0.693\t1.067\t1.738\t-0.164\t-0.521\t0.341\t0.129\t-0.500\t0.471\n3\t-0.188\t0.841\t-0.825\t-0.493\t-2.010\t-1.324\t1.808\t1.641\t0.066\t1.663\t-0.160\t-0.243\t0.057\t-0.125\t-0.215\t1.143\t0.150\t0.712\t1.031\t0.388\t-0.970\t-1.353\t0.149\t-0.171\t0.087\t-0.016\t2.584\t-1.330\n0\t0.321\t0.526\t0.383\t-0.663\t0.562\t0.611\t-1.063\t0.212\t-0.034\t0.605\t2.395\t-0.154\t1.352\t-1.214\t0.346\t0.138\t0.083\t-1.246\t1.582\t0.663\t0.010\t-0.641\t0.398\t0.938\t-0.271\t0.019\t0.255\t-1.015\n3\t1.780\t-0.582\t1.520\t1.027\t0.564\t0.386\t0.897\t0.035\t-0.690\t-1.642\t-0.527\t0.786\t-0.498\t-2.023\t-0.350\t0.736\t-1.288\t0.273\t-0.492\t0.294\t0.942\t1.331\t1.685\t0.850\t0.626\t-1.485\t-0.895\t2.060\n2\t0.515\t1.817\t1.375\t-0.841\t0.119\t0.731\t0.083\t-1.285\t-0.757\t0.627\t1.929\t-0.647\t-0.953\t1.128\t0.234\t-0.389\t-0.193\t-0.142\t0.751\t0.228\t-1.530\t-0.127\t1.836\t1.109\t1.254\t-0.835\t0.361\t0.949\n2\t1.071\t0.944\t0.909\t-0.615\t-0.151\t0.519\t0.482\t0.595\t-1.769\t1.197\t-1.703\t-0.751\t0.195\t-0.029\t1.419\t-1.171\t-0.364\t-1.969\t0.132\t-0.208\t-1.240\t1.309\t1.080\t0.072\t1.138\t-0.092\t0.714\t0.863\n3\t-1.387\t0.207\t-0.582\t-0.177\t-1.454\t1.041\t-0.097\t0.055\t-0.833\t-0.277\t0.122\t-0.613\t-0.216\t1.386\t-1.750\t0.185\t-0.785\t1.336\t-0.181\t-1.047\t-0.216\t0.350\t2.776\t-2.110\t-1.199\t1.305\t-1.509\t0.010\n2\t-0.332\t-0.849\t0.101\t0.023\t-1.638\t-0.787\t0.726\t-0.450\t0.461\t-1.051\t0.125\t0.124\t0.299\t-0.377\t0.159\t1.895\t0.419\t1.472\t-0.173\t-2.591\t0.751\t1.965\t0.138\t-0.571\t0.089\t1.166\t0.136\t-0.675\n3\t-0.567\t1.802\t2.022\t1.831\t-0.193\t-1.782\t-2.343\t-0.614\t-0.198\t1.301\t0.868\t0.227\t-0.890\t-0.961\t0.254\t0.697\t0.392\t-1.035\t0.651\t0.426\t-1.071\t-0.784\t0.688\t-0.235\t1.589\t0.501\t-0.487\t-0.010\n3\t-0.234\t0.964\t-0.100\t3.521\t-1.906\t-0.668\t1.077\t-1.570\t0.197\t-0.332\t-0.117\t1.211\t0.146\t-0.751\t1.019\t0.234\t-1.381\t-0.669\t-0.084\t0.769\t-0.128\t0.956\t0.071\t-0.678\t0.057\t0.730\t-0.184\t-1.102\n4\t1.008\t0.307\t-1.714\t2.878\t-0.621\t-1.037\t-0.184\t0.693\t-0.962\t-0.082\t-2.204\t1.117\t1.008\t-0.391\t-1.221\t-0.583\t0.797\t-0.136\t-1.816\t0.701\t-1.776\t-0.267\t-0.287\t-0.630\t-1.013\t0.455\t1.014\t0.031\n2\t-0.422\t0.093\t-0.293\t0.165\t0.609\t0.711\t-0.126\t-0.585\t1.333\t-0.920\t0.773\t-2.053\t-1.304\t-0.810\t-0.231\t0.415\t0.095\t0.100\t0.688\t1.949\t2.339\t-0.957\t-0.384\t-1.366\t1.061\t-0.715\t1.082\t0.207\n3\t-0.929\t0.262\t0.691\t-0.025\t0.648\t-0.595\t1.413\t0.483\t-1.241\t0.703\t-0.026\t-0.906\t-1.364\t-1.776\t1.458\t0.432\t-0.179\t1.765\t2.459\t0.945\t0.479\t0.324\t1.123\t0.083\t-2.018\t-0.405\t-0.429\t-0.652\n1\t0.436\t-0.622\t-0.269\t1.258\t0.454\t1.475\t0.269\t-0.154\t0.708\t0.368\t0.439\t-0.230\t-0.572\t-0.534\t0.520\t0.649\t-2.629\t-0.733\t-1.591\t-0.498\t-0.603\t0.148\t0.186\t2.130\t0.373\t0.639\t-1.422\t-0.335\n1\t-1.024\t-1.332\t-0.141\t-1.287\t0.308\t-0.784\t0.190\t-0.173\t0.637\t0.326\t-0.404\t-1.368\t0.163\t-1.742\t1.246\t0.529\t0.843\t-0.969\t0.356\t-0.667\t0.149\t-0.998\t-0.083\t-1.379\t-0.160\t-1.644\t1.747\t0.160\n0\t0.761\t0.353\t0.377\t-0.599\t-0.146\t0.791\t0.982\t-1.178\t-0.633\t-1.390\t0.201\t0.884\t-0.279\t-0.663\t-0.335\t2.306\t1.192\t0.731\t0.320\t-0.013\t-0.907\t-1.062\t-0.568\t-0.954\t-0.608\t-0.102\t-0.025\t-0.620\n3\t1.357\t1.320\t-0.620\t-0.765\t1.764\t-0.103\t0.003\t-0.252\t1.322\t2.144\t0.070\t2.418\t-0.555\t-0.283\t0.673\t-0.817\t0.660\t-0.518\t-1.544\t-1.743\t-0.324\t0.418\t-1.361\t0.179\t0.181\t-0.168\t-0.926\t0.240\n0\t-0.532\t-0.159\t0.164\t-0.240\t0.784\t-0.715\t0.618\t-0.571\t-0.307\t1.825\t-0.258\t-0.457\t0.046\t1.281\t2.048\t0.427\t1.063\t1.525\t-0.567\t0.892\t1.131\t0.291\t0.323\t0.812\t0.270\t-1.020\t-0.617\t-0.127\n4\t0.207\t-0.534\t-0.284\t1.518\t1.505\t-1.650\t-0.564\t2.951\t-0.433\t0.423\t1.136\t0.853\t-2.818\t0.334\t1.749\t0.029\t-1.041\t-1.022\t-0.199\t0.675\t2.890\t-0.290\t0.562\t-1.545\t-1.685\t-0.497\t0.445\t-0.086\n2\t1.233\t-0.310\t0.880\t0.967\t-1.072\t1.471\t0.329\t-2.165\t0.198\t-0.559\t0.446\t-0.640\t-0.634\t-1.036\t0.225\t0.520\t-0.003\t-0.294\t0.097\t1.057\t-1.040\t-1.337\t-1.201\t-1.639\t-1.014\t1.141\t-1.699\t-0.251\n2\t0.967\t1.506\t-1.548\t-0.351\t1.034\t-0.192\t-0.910\t-1.550\t-0.949\t-1.689\t0.058\t0.896\t-1.261\t0.258\t0.845\t-0.003\t-1.611\t0.386\t-0.055\t-0.157\t-0.547\t0.087\t0.510\t2.391\t0.112\t1.511\t0.358\t-0.100\n0\t0.996\t-0.846\t-0.024\t-0.112\t-0.723\t-0.009\t0.008\t-0.182\t-1.312\t-0.542\t-0.810\t-0.494\t0.189\t-0.846\t-0.119\t-0.022\t-1.187\t-0.309\t-1.042\t0.864\t0.410\t-1.262\t-1.014\t0.220\t0.589\t-0.741\t0.154\t-1.433\n2\t0.171\t-0.019\t-1.122\t0.447\t1.117\t0.850\t-0.032\t-0.230\t-0.648\t-0.980\t0.651\t0.253\t-0.336\t0.494\t0.651\t1.842\t-1.476\t-0.922\t2.819\t-0.069\t0.260\t0.416\t-0.729\t-0.650\t-0.747\t-1.627\t1.034\t1.667\n2\t-1.309\t0.923\t0.243\t-0.390\t-0.363\t0.071\t0.921\t-1.414\t0.669\t0.885\t1.301\t-0.227\t-0.772\t1.159\t1.273\t-1.222\t1.614\t-0.852\t1.203\t0.321\t0.165\t-0.956\t0.659\t0.836\t-0.233\t-1.157\t-1.848\t0.894\n3\t-0.152\t-0.112\t-2.104\t-0.174\t-1.364\t1.154\t-1.357\t0.806\t1.736\t0.498\t-1.149\t-0.277\t-0.130\t0.659\t-1.843\t-0.991\t2.131\t1.376\t0.072\t-1.012\t-0.299\t0.843\t-0.046\t-0.104\t1.600\t0.384\t-0.561\t1.031\n3\t-0.192\t0.545\t-0.293\t0.671\t0.913\t0.899\t0.118\t-1.040\t-0.612\t0.595\t2.449\t-0.341\t0.456\t-0.556\t-0.974\t-0.676\t-2.082\t1.353\t-2.230\t-0.264\t-1.178\t-0.884\t1.377\t0.201\t-0.965\t-0.590\t-0.765\t-0.044\n3\t-1.936\t-1.088\t1.044\t0.697\t-0.850\t-1.035\t-2.450\t1.471\t0.041\t1.884\t-0.192\t0.283\t0.891\t1.639\t0.501\t0.002\t0.028\t-1.046\t-0.382\t0.051\t1.382\t-0.430\t1.063\t-0.082\t1.244\t0.677\t0.609\t0.979\n1\t1.607\t1.675\t1.529\t0.547\t0.381\t-0.458\t0.769\t-1.281\t-1.285\t-0.420\t1.887\t-0.513\t-0.378\t0.288\t0.899\t1.252\t-1.120\t-0.097\t0.225\t0.325\t0.866\t0.820\t0.025\t1.152\t0.969\t0.888\t-0.529\t0.713\n0\t0.066\t-0.601\t0.780\t-0.060\t-0.873\t-0.920\t-1.477\t-0.510\t1.103\t0.178\t-0.530\t0.805\t-0.832\t0.095\t-0.180\t0.779\t-1.577\t-0.850\t-1.638\t-0.260\t1.211\t-0.505\t-0.511\t0.872\t1.069\t-0.089\t0.685\t-1.077\n1\t-0.784\t0.464\t0.084\t-0.807\t-1.070\t-0.435\t-0.511\t1.221\t-0.214\t-0.373\t1.129\t1.350\t-0.831\t-1.244\t0.515\t-0.207\t-0.545\t1.038\t-0.261\t1.918\t0.048\t0.164\t2.240\t0.310\t-0.706\t-1.020\t-0.462\t0.236\n3\t-0.108\t-0.819\t0.644\t2.073\t-0.858\t0.355\t-0.840\t0.881\t0.600\t0.510\t-1.527\t-2.249\t0.410\t-1.385\t-0.239\t-0.478\t1.035\t0.827\t-0.412\t0.329\t0.348\t0.864\t-1.989\t-0.874\t0.891\t-1.361\t-1.272\t-0.192\n0\t0.802\t0.644\t-0.861\t0.652\t-0.836\t-1.610\t-0.367\t1.123\t0.656\t-0.002\t-0.417\t-0.390\t0.109\t-1.068\t-0.348\t-0.216\t-1.351\t-0.838\t0.411\t0.010\t-0.309\t-0.911\t1.577\t-0.838\t0.252\t-0.488\t0.036\t0.458\n0\t0.700\t0.022\t0.351\t-0.322\t0.058\t0.581\t-0.262\t-1.362\t-1.557\t0.519\t0.115\t0.838\t-0.767\t-1.109\t0.810\t0.305\t-0.406\t-0.134\t-0.780\t0.813\t0.202\t0.127\t0.706\t-0.592\t1.600\t-1.261\t-0.227\t1.575\n4\t0.656\t-1.230\t1.246\t0.974\t-0.268\t2.999\t1.243\t-0.949\t0.746\t0.066\t-0.777\t-1.070\t0.995\t-0.598\t-0.102\t-0.921\t-0.748\t-0.127\t0.388\t-2.588\t0.017\t-0.746\t1.402\t2.943\t-0.359\t-1.722\t0.117\t-0.205\n4\t-1.182\t1.399\t0.248\t0.793\t0.005\t0.603\t-2.245\t-0.108\t-0.793\t-0.360\t1.011\t-1.600\t0.740\t0.461\t1.280\t-2.074\t0.589\t0.253\t-0.053\t1.444\t-2.108\t0.125\t1.022\t-1.625\t0.594\t0.325\t-2.130\t1.097\n4\t1.600\t1.528\t0.757\t-0.253\t-3.242\t0.297\t-0.002\t0.140\t0.054\t-1.326\t0.557\t0.632\t0.682\t0.947\t0.604\t-0.410\t-0.071\t0.091\t0.108\t0.998\t0.644\t2.077\t2.206\t0.080\t-3.837\t1.237\t-0.540\t-0.801\n3\t0.463\t-0.276\t-0.228\t-1.221\t0.145\t0.481\t0.972\t-1.185\t-0.821\t0.577\t0.579\t0.844\t2.461\t-1.190\t-0.704\t0.208\t0.089\t0.376\t1.629\t2.278\t-0.753\t0.726\t1.495\t-0.597\t0.253\t-0.320\t-1.558\t-0.736\n0\t-0.927\t0.521\t-0.218\t-0.600\t-1.418\t-0.198\t-0.504\t-1.187\t0.093\t0.804\t0.796\t-1.195\t-0.722\t-0.485\t0.250\t-0.622\t1.284\t0.767\t0.003\t-0.729\t0.882\t0.167\t0.760\t0.384\t0.990\t0.585\t0.278\t-0.920\n2\t-1.364\t1.628\t1.776\t-0.784\t0.135\t1.451\t-0.474\t0.261\t0.994\t-0.467\t1.053\t-1.387\t-0.504\t0.256\t-0.056\t-0.101\t-0.407\t-0.068\t-1.775\t0.433\t0.826\t1.553\t1.428\t0.849\t-0.953\t0.693\t-0.113\t-0.176\n0\t-0.494\t0.024\t0.500\t-0.522\t-0.957\t-0.986\t-2.241\t0.540\t-0.163\t1.210\t0.645\t0.077\t0.358\t-1.731\t0.360\t-0.208\t-0.719\t-0.425\t0.664\t-0.569\t-0.242\t0.572\t-0.255\t0.178\t-0.105\t1.105\t0.171\t-1.639\n4\t1.266\t-1.204\t0.387\t0.542\t-0.348\t-0.738\t1.226\t-0.507\t-2.044\t-0.702\t0.234\t-0.040\t-0.578\t-1.536\t0.187\t-0.171\t0.702\t-2.046\t0.855\t-0.891\t-0.848\t0.073\t-1.585\t-1.707\t-2.324\t0.449\t1.423\t-1.327\n1\t1.091\t0.470\t-0.430\t1.152\t-0.303\t-0.285\t-0.114\t0.379\t-1.635\t1.868\t0.214\t0.365\t-0.304\t1.751\t0.774\t0.634\t-1.028\t0.594\t-1.313\t0.681\t0.043\t-0.069\t-1.413\t-0.609\t-0.482\t1.347\t0.584\t-1.267\n3\t1.923\t-0.207\t0.196\t0.048\t0.854\t-0.790\t-0.055\t-0.802\t-0.736\t1.553\t-1.285\t1.042\t-1.556\t-1.534\t-1.197\t-2.681\t-0.482\t1.540\t0.245\t-0.758\t-0.039\t-1.743\t0.151\t-0.653\t-1.000\t-0.447\t0.852\t0.034\n1\t0.803\t-0.170\t1.693\t0.300\t1.505\t-1.209\t-0.420\t-1.294\t-0.368\t-1.105\t-0.581\t-0.859\t1.114\t-0.690\t0.537\t0.374\t-1.097\t-1.402\t-0.143\t1.172\t1.275\t-0.267\t-0.407\t1.300\t0.973\t-1.478\t0.546\t0.101\n0\t-0.195\t0.410\t-0.483\t0.416\t-0.178\t-1.302\t0.312\t-0.206\t0.123\t-0.567\t-0.655\t0.157\t-0.231\t1.724\t0.799\t0.545\t-0.177\t-2.026\t-0.808\t-0.647\t-0.275\t-0.033\t0.656\t0.273\t1.159\t-0.312\t0.257\t0.344\n4\t-2.037\t1.194\t0.386\t-0.290\t-0.808\t0.412\t-0.885\t-1.013\t-1.295\t-0.729\t0.042\t1.819\t-1.046\t3.626\t0.716\t-0.596\t0.565\t0.378\t-0.843\t-0.230\t1.183\t0.107\t-0.405\t0.214\t1.756\t-0.898\t0.334\t-1.146\n2\t-0.019\t-0.435\t0.177\t0.622\t-0.420\t0.836\t0.714\t-0.880\t-0.964\t0.448\t-0.588\t-1.046\t1.717\t-0.966\t-1.524\t-0.784\t0.232\t0.074\t1.887\t-0.768\t0.236\t1.128\t-0.659\t0.704\t-1.832\t1.759\t0.995\t-0.681\n1\t1.678\t-0.189\t-1.282\t-1.308\t0.586\t-0.717\t1.152\t-0.590\t-0.237\t-1.143\t0.674\t0.032\t1.019\t-1.570\t-0.972\t-0.101\t-0.173\t0.976\t-0.464\t0.197\t-0.253\t0.349\t-0.641\t-0.129\t1.511\t0.852\t1.069\t-1.123\n4\t0.274\t0.242\t0.354\t-0.847\t0.439\t1.822\t-2.009\t0.032\t-1.122\t0.989\t1.141\t-0.128\t0.061\t-0.881\t-2.358\t-0.270\t-0.214\t0.043\t-3.279\t-1.725\t-1.483\t0.083\t0.585\t-1.163\t-0.276\t-0.579\t2.032\t-0.385\n0\t-0.446\t-1.020\t-0.682\t-1.141\t-0.064\t-0.892\t-0.776\t1.582\t-1.075\t-0.482\t0.280\t0.437\t0.068\t-0.517\t-1.580\t0.036\t1.223\t-1.588\t-0.200\t-1.883\t0.654\t0.644\t-0.693\t0.026\t0.482\t0.403\t0.339\t0.155\n3\t-0.751\t0.895\t0.693\t0.291\t-0.832\t-0.916\t-0.424\t1.949\t-1.134\t-1.845\t0.198\t1.075\t0.466\t-0.109\t0.677\t0.231\t0.566\t-1.025\t-0.111\t2.192\t1.310\t1.962\t-1.772\t0.243\t-1.049\t1.403\t0.617\t-0.719\n2\t0.739\t-0.085\t1.495\t0.227\t0.172\t0.114\t1.227\t0.539\t-1.482\t1.638\t-1.548\t2.231\t-0.090\t-0.548\t0.603\t-1.202\t-0.396\t0.006\t0.236\t-0.263\t-1.414\t-0.675\t-0.238\t0.305\t0.268\t0.707\t1.877\t-0.716\n3\t-1.548\t0.547\t-0.295\t0.932\t0.124\t0.337\t0.362\t0.041\t1.084\t2.609\t1.310\t-1.648\t-0.331\t-0.463\t0.484\t1.101\t-1.759\t0.114\t1.411\t-0.768\t2.336\t-1.233\t0.292\t0.569\t-0.062\t-1.103\t0.968\t-0.621\n1\t-0.221\t-0.638\t-0.755\t-0.421\t0.738\t-0.358\t-0.099\t-1.157\t-0.474\t0.229\t-1.667\t1.045\t-0.593\t1.763\t0.420\t-1.835\t0.278\t-0.318\t0.290\t1.617\t0.705\t-0.226\t-1.397\t0.873\t0.510\t1.158\t-0.143\t0.295\n0\t0.457\t-0.564\t-1.574\t1.061\t0.404\t0.984\t-0.958\t-0.622\t0.394\t0.773\t1.193\t-0.101\t0.504\t1.788\t-0.383\t0.281\t-0.146\t0.210\t1.386\t-0.595\t-0.842\t0.876\t1.510\t-1.458\t-0.338\t0.315\t0.045\t0.139\n3\t2.420\t1.380\t0.635\t0.246\t-0.047\t-2.249\t-1.213\t1.161\t0.742\t0.604\t-0.427\t1.228\t-0.084\t-1.020\t0.905\t0.267\t0.376\t0.193\t-0.292\t1.005\t2.955\t0.229\t-0.685\t-0.383\t-0.060\t-0.560\t1.005\t0.694\n1\t0.265\t-1.053\t1.251\t-0.060\t-0.525\t-0.466\t0.260\t-0.133\t0.198\t1.634\t0.704\t-1.282\t1.209\t-0.831\t0.048\t-0.532\t0.943\t1.869\t-1.236\t0.034\t-0.526\t1.088\t-0.659\t0.821\t1.176\t-0.512\t0.435\t1.615\n3\t-1.062\t0.797\t0.307\t-2.353\t-1.733\t0.350\t-0.832\t-1.040\t-0.104\t0.343\t1.430\t-0.817\t0.436\t-1.027\t-0.495\t0.189\t-0.148\t-1.366\t0.513\t0.741\t2.359\t0.222\t0.174\t0.303\t-1.364\t-1.296\t-0.083\t-2.297\n2\t0.669\t1.214\t0.879\t-1.534\t-0.412\t2.390\t0.093\t0.861\t-0.769\t0.334\t-1.114\t-0.619\t-1.336\t-1.324\t-1.646\t-1.078\t-1.364\t-1.056\t0.145\t0.352\t-0.679\t-0.771\t0.325\t-0.211\t0.380\t0.690\t0.074\t-0.112\n0\t-0.131\t0.826\t-0.437\t-1.607\t1.750\t1.381\t-1.292\t0.690\t-0.503\t0.263\t0.294\t-0.234\t-0.784\t-0.691\t-0.916\t-0.832\t-0.067\t-0.716\t0.682\t1.487\t-0.580\t0.239\t0.500\t0.472\t0.076\t0.743\t0.482\t-1.238\n1\t1.693\t-1.334\t0.830\t-0.379\t-0.387\t0.327\t-0.321\t0.350\t1.077\t0.146\t0.088\t0.931\t-0.366\t1.079\t1.655\t1.021\t0.423\t0.967\t-0.512\t0.852\t-0.231\t-0.315\t-0.440\t1.296\t1.234\t1.276\t0.432\t-2.116\n4\t-2.152\t0.933\t0.548\t1.498\t-0.811\t0.571\t-1.905\t-1.766\t-0.237\t-0.579\t1.047\t1.178\t1.284\t0.598\t0.641\t-1.282\t1.400\t1.252\t-1.380\t0.468\t-0.547\t1.850\t-0.975\t0.093\t0.186\t-0.053\t2.148\t1.691\n1\t0.433\t0.667\t-1.519\t-1.077\t1.107\t-0.061\t-0.424\t-0.263\t-0.264\t0.558\t-1.108\t0.025\t0.246\t0.396\t0.223\t0.516\t-0.573\t-0.942\t2.457\t-0.301\t-0.184\t0.678\t1.596\t-0.545\t-0.999\t-1.242\t1.593\t-1.038\n1\t-0.071\t1.206\t-0.377\t2.022\t-0.172\t1.301\t0.886\t0.503\t1.354\t1.293\t-0.204\t-0.156\t0.457\t1.634\t0.564\t1.583\t0.373\t-0.668\t-1.399\t0.636\t-0.539\t0.742\t0.200\t-0.446\t-0.935\t-0.483\t-1.086\t-0.949\n4\t-1.345\t2.034\t-0.356\t-0.406\t0.781\t2.264\t-0.481\t0.598\t-0.990\t-0.042\t1.745\t1.487\t-0.444\t0.910\t0.176\t-0.078\t-1.780\t-0.421\t-1.041\t0.310\t-0.808\t-2.242\t0.346\t0.585\t-0.740\t-2.315\t-0.313\t-0.847\n4\t2.406\t-0.594\t0.374\t1.067\t1.565\t-0.251\t-1.798\t-0.308\t0.355\t2.643\t-1.388\t-0.055\t-0.679\t0.915\t-0.617\t-1.532\t-2.058\t0.259\t0.078\t0.521\t0.135\t0.306\t0.463\t-0.833\t-0.000\t0.508\t-0.953\t-1.760\n4\t-0.445\t-1.681\t-0.651\t-1.677\t-1.091\t-2.230\t2.609\t0.635\t0.148\t1.945\t1.105\t1.771\t0.276\t0.359\t0.338\t-0.592\t-0.391\t1.821\t-0.724\t2.416\t2.381\t-0.217\t0.925\t1.067\t1.280\t-0.969\t-0.625\t0.330\n3\t-0.068\t-1.181\t1.190\t-0.569\t0.265\t1.698\t-0.227\t-2.377\t-1.946\t-0.886\t-0.703\t-0.350\t0.290\t1.896\t0.129\t0.625\t0.357\t-1.177\t-0.077\t-1.512\t-0.255\t-0.011\t-0.022\t0.752\t1.757\t-1.034\t-0.801\t-0.804\n0\t-0.247\t1.270\t-0.041\t1.197\t-0.683\t-0.343\t-0.360\t0.494\t0.939\t-0.126\t0.868\t0.268\t-1.464\t0.897\t-1.342\t-1.970\t-0.579\t-1.135\t0.391\t0.552\t0.701\t-0.158\t-0.630\t-0.611\t-0.089\t0.252\t1.040\t-1.568\n1\t0.366\t0.864\t1.262\t-1.446\t0.915\t1.129\t-0.591\t-0.231\t-0.775\t0.311\t0.391\t0.196\t-0.766\t1.372\t-0.582\t0.553\t0.788\t-1.712\t0.335\t1.254\t-0.014\t0.899\t-0.678\t1.054\t-1.137\t-0.022\t1.235\t1.180\n0\t-0.284\t-0.662\t0.259\t0.229\t-0.141\t-1.501\t0.871\t0.222\t-0.708\t0.199\t-0.513\t-1.024\t1.035\t-1.254\t0.903\t0.092\t-0.328\t-0.031\t-0.391\t0.066\t-1.984\t0.785\t1.896\t-0.320\t-0.303\t-0.107\t0.058\t-0.830\n3\t-0.153\t1.139\t-0.070\t-1.033\t-1.269\t0.617\t0.335\t1.285\t1.529\t0.447\t-0.719\t0.555\t1.064\t-1.366\t-0.356\t-2.818\t0.544\t1.554\t0.760\t-1.664\t-1.070\t0.126\t0.639\t1.449\t0.353\t-1.387\t-0.292\t-0.394\n0\t-1.006\t-0.240\t0.853\t0.384\t-0.639\t0.601\t-0.741\t-0.271\t-0.953\t0.122\t0.748\t0.842\t0.209\t2.409\t0.391\t-0.178\t-0.290\t1.034\t0.365\t-0.447\t-0.519\t-0.188\t-0.408\t0.308\t-0.413\t0.451\t1.257\t-1.454\n2\t0.592\t1.000\t-0.499\t-0.468\t0.297\t-0.053\t1.842\t-0.863\t-0.231\t0.813\t-1.347\t1.224\t-1.605\t-2.539\t0.946\t-0.308\t-0.429\t0.020\t-0.005\t-1.955\t0.103\t0.638\t0.840\t-0.120\t-0.228\t-0.164\t-0.596\t-0.476\n3\t-0.119\t-1.687\t0.001\t0.853\t0.136\t-1.156\t1.585\t-1.190\t-0.773\t-1.125\t-1.036\t0.045\t0.611\t-0.587\t0.564\t0.769\t-0.329\t-1.514\t1.514\t-0.671\t-2.210\t-0.389\t0.584\t0.734\t-1.137\t-1.849\t0.306\t0.517\n2\t0.249\t-1.562\t-0.626\t-0.417\t-0.149\t-0.427\t-0.028\t0.478\t0.076\t-0.200\t-0.261\t1.417\t-0.386\t0.779\t0.022\t-1.865\t2.320\t1.232\t2.264\t0.884\t0.055\t0.575\t-0.477\t-0.851\t2.095\t-0.285\t0.139\t0.471\n0\t-1.666\t-1.132\t0.701\t0.333\t-0.941\t-0.760\t2.065\t0.050\t-0.100\t-0.550\t-1.051\t-0.510\t0.126\t0.373\t-1.133\t-0.033\t-0.321\t-0.116\t-0.540\t-0.827\t-1.423\t0.194\t-0.960\t-0.407\t-0.664\t1.103\t-0.037\t0.696\n4\t1.401\t0.220\t0.807\t0.746\t-2.218\t-0.012\t-0.262\t-1.133\t0.460\t1.717\t-2.673\t-0.534\t-1.246\t0.072\t-0.326\t-0.606\t0.690\t1.636\t2.661\t-0.740\t-1.821\t0.559\t1.610\t0.814\t1.606\t-0.225\t-0.610\t0.115\n3\t0.922\t0.641\t-0.963\t0.039\t-0.169\t0.466\t-1.372\t0.372\t0.118\t0.548\t2.244\t-1.311\t-0.303\t0.319\t1.994\t-0.185\t1.408\t-0.088\t1.437\t-0.937\t-2.386\t-0.193\t-0.463\t-0.691\t-0.768\t0.130\t-0.266\t1.323\n4\t-0.369\t-1.758\t1.977\t1.733\t1.046\t-0.130\t1.352\t-0.537\t-1.318\t-0.926\t1.312\t-1.143\t-1.213\t-0.469\t-1.149\t0.231\t1.478\t2.033\t0.183\t0.182\t-0.078\t-0.049\t-0.560\t-1.200\t1.980\t-0.892\t1.447\t0.598\n0\t-0.895\t1.095\t-0.568\t0.285\t-2.370\t0.691\t-0.874\t-0.608\t0.949\t0.187\t-0.138\t0.120\t0.583\t-0.111\t0.169\t-1.333\t-0.900\t-0.803\t-1.372\t0.268\t0.924\t0.301\t0.585\t0.827\t-0.283\t-0.425\t1.212\t-1.266\n1\t0.608\t1.914\t-0.376\t0.213\t-0.951\t-0.124\t1.041\t-0.319\t0.760\t0.005\t0.688\t-0.855\t-0.992\t-0.726\t0.013\t-0.018\t-0.914\t0.723\t1.006\t-0.352\t1.704\t0.712\t1.284\t-0.062\t-1.478\t0.866\t0.463\t-1.411\n1\t1.207\t1.614\t1.063\t-0.067\t-1.930\t0.085\t0.412\t0.238\t0.477\t-0.812\t-0.484\t-2.394\t0.890\t-0.898\t-0.249\t0.253\t-0.561\t-1.073\t0.256\t-1.783\t0.767\t0.660\t-0.550\t-0.494\t-0.988\t-0.382\t-0.201\t-0.318\n0\t-1.942\t-0.403\t-0.136\t0.048\t-1.321\t-0.763\t-0.623\t-0.536\t-0.519\t-0.133\t0.310\t1.774\t0.871\t1.317\t-0.481\t-1.004\t0.801\t-0.016\t0.730\t-0.882\t0.649\t-0.175\t-0.461\t-0.367\t0.490\t0.774\t-0.366\t0.344\n2\t1.590\t0.574\t1.400\t-1.342\t-1.366\t-0.149\t0.503\t1.796\t0.706\t-0.243\t-1.026\t1.230\t-0.965\t1.628\t-0.284\t1.591\t0.679\t-0.137\t-0.519\t-0.341\t0.428\t0.077\t-0.594\t-0.166\t0.079\t-2.129\t0.458\t-0.980\n3\t0.060\t2.463\t-0.192\t0.302\t-0.035\t-1.169\t1.143\t0.752\t0.791\t-0.909\t1.403\t-1.402\t0.587\t2.190\t-0.991\t-0.566\t0.100\t-0.503\t-1.551\t0.069\t-1.062\t0.474\t-0.919\t1.550\t-0.783\t-0.322\t0.814\t-1.231\n4\t1.144\t-0.575\t0.810\t-1.321\t-3.199\t-0.133\t-0.610\t-0.882\t-0.999\t-0.708\t-0.987\t-0.897\t-1.359\t-2.129\t-2.209\t2.461\t-0.063\t1.525\t-0.178\t-0.144\t0.307\t0.640\t-1.247\t-0.380\t0.305\t-1.934\t1.297\t1.063\n4\t-0.608\t-1.870\t0.762\t0.053\t-0.220\t-0.428\t-0.159\t0.408\t-1.190\t-0.736\t-1.018\t-2.571\t1.781\t0.679\t-0.812\t0.239\t-1.165\t0.501\t2.402\t0.953\t-1.981\t-1.535\t-1.487\t-0.419\t-0.066\t1.411\t-1.357\t0.022\n3\t0.963\t-0.508\t1.578\t-0.096\t-0.231\t-0.024\t0.011\t-0.666\t0.394\t-1.368\t0.022\t1.458\t0.149\t0.510\t-1.030\t0.666\t1.812\t1.589\t-0.046\t1.551\t-0.909\t1.515\t2.759\t0.060\t0.775\t-0.940\t-0.559\t-0.327\n1\t-0.867\t0.574\t-2.293\t-0.119\t0.666\t0.190\t-0.693\t-2.586\t0.342\t0.944\t-0.132\t0.844\t0.217\t-0.019\t0.466\t0.015\t1.257\t0.641\t0.055\t1.808\t-0.529\t0.493\t0.537\t1.032\t0.360\t-0.216\t-0.041\t0.484\n1\t0.539\t-0.756\t1.831\t-0.256\t-1.180\t0.406\t-0.097\t-0.548\t-1.230\t1.290\t1.082\t-1.620\t0.970\t-0.008\t-1.217\t-0.310\t0.612\t-1.312\t-0.228\t-1.544\t-0.130\t-0.388\t1.027\t0.363\t-0.506\t-0.511\t1.638\t0.052\n3\t-0.605\t1.204\t0.164\t-0.117\t-0.583\t-1.657\t-0.175\t-1.475\t1.268\t2.779\t1.195\t-0.031\t0.316\t0.421\t-0.894\t0.930\t-0.241\t-0.393\t-0.234\t0.540\t1.139\t2.299\t-0.445\t-0.135\t-0.315\t-1.413\t-0.412\t0.988\n0\t1.696\t-1.521\t-0.918\t-0.861\t-1.752\t-0.779\t0.666\t1.371\t0.388\t1.886\t-0.825\t0.792\t0.667\t0.193\t-0.102\t-0.273\t0.830\t0.478\t0.333\t0.539\t-0.067\t0.791\t-0.686\t0.110\t-0.035\t-0.205\t0.080\t-0.584\n1\t1.239\t0.560\t0.220\t-0.988\t-0.208\t-0.361\t0.330\t-1.414\t-0.537\t0.404\t-0.702\t-0.916\t-0.791\t-0.272\t-2.381\t-0.746\t0.953\t0.324\t0.420\t-1.828\t-0.414\t-0.116\t0.464\t1.111\t0.955\t-0.585\t-0.562\t1.412\n0\t1.445\t0.580\t-0.383\t-0.394\t-0.018\t1.006\t-0.526\t-0.281\t0.618\t1.064\t-0.232\t-0.459\t-0.519\t0.836\t0.215\t-0.742\t1.822\t0.593\t0.199\t-0.002\t-0.522\t-1.507\t0.932\t-0.554\t-0.503\t-0.180\t-0.499\t1.201\n1\t-0.377\t-2.313\t-0.544\t0.003\t-0.755\t0.247\t0.107\t-2.194\t-0.710\t1.323\t0.535\t0.629\t0.974\t-0.245\t-0.563\t0.845\t1.114\t1.234\t-0.639\t0.657\t-0.115\t0.707\t-0.092\t-0.026\t0.799\t-0.329\t-0.373\t1.062\n2\t-0.134\t-0.878\t0.522\t-2.190\t-0.193\t-1.006\t-0.403\t-0.759\t1.705\t0.211\t-0.125\t0.782\t1.693\t0.339\t-0.111\t1.482\t-0.077\t-0.011\t-0.364\t1.483\t-0.437\t0.321\t1.859\t1.325\t0.406\t0.606\t0.394\t-1.520\n2\t-1.132\t-0.543\t1.594\t-0.243\t0.723\t0.350\t-0.058\t-1.974\t0.837\t-0.743\t-1.656\t-1.847\t0.589\t0.806\t-2.285\t-0.522\t0.364\t0.155\t-0.514\t-0.084\t0.947\t0.437\t0.647\t-0.437\t-1.272\t0.243\t0.800\t-0.678\n1\t-0.779\t0.203\t-0.458\t0.186\t1.509\t0.606\t0.509\t-0.430\t-1.484\t-0.208\t1.207\t-1.527\t-1.055\t0.126\t-0.985\t-0.793\t-0.424\t-1.366\t-0.974\t0.703\t-1.307\t-1.598\t-0.630\t0.732\t-0.197\t-0.465\t0.044\t-1.746\n2\t-0.315\t0.888\t0.609\t0.297\t0.378\t-1.141\t0.547\t-0.457\t2.021\t-0.380\t2.226\t-0.161\t-0.095\t-0.294\t-1.258\t1.326\t0.097\t0.627\t1.615\t-0.131\t-0.093\t0.145\t-1.283\t-1.829\t-1.504\t1.241\t-0.326\t0.784\n2\t-0.778\t-0.858\t0.149\t1.019\t2.063\t0.095\t0.062\t-0.526\t0.553\t0.500\t-0.668\t0.403\t-1.494\t0.875\t0.024\t-0.817\t-0.125\t0.183\t1.583\t1.499\t0.093\t0.966\t-2.447\t0.592\t0.269\t-0.111\t-1.354\t1.027\n0\t-0.294\t-0.316\t-0.809\t0.371\t0.524\t0.423\t-0.243\t-0.432\t-1.226\t-0.092\t0.729\t-0.144\t0.111\t0.234\t-0.133\t-0.682\t-0.025\t0.270\t0.552\t2.125\t0.106\t0.445\t-0.703\t0.099\t-1.020\t-1.393\t-1.063\t0.011\n3\t-0.294\t-0.604\t2.471\t0.120\t-0.954\t-0.437\t-0.725\t-0.443\t0.693\t2.076\t-0.060\t-1.231\t-1.641\t0.523\t0.370\t-0.342\t-0.745\t-1.709\t-0.012\t0.108\t-1.527\t-1.092\t0.633\t-1.239\t-0.799\t0.640\t1.654\t0.500\n4\t2.518\t1.197\t0.547\t-2.137\t0.392\t1.582\t-0.427\t2.191\t0.544\t0.295\t-0.991\t1.504\t-0.831\t-0.564\t-1.881\t0.896\t0.588\t0.010\t0.740\t0.646\t-0.366\t-0.785\t-1.715\t-0.178\t-1.308\t0.163\t-0.160\t-0.402\n1\t0.082\t0.140\t0.636\t0.421\t-1.047\t0.509\t-0.246\t-0.556\t0.970\t-0.934\t-0.271\t-1.066\t-0.402\t2.393\t-0.765\t-0.151\t1.392\t0.439\t-0.139\t-0.693\t0.674\t-0.324\t2.175\t-0.283\t1.690\t0.878\t0.869\t-0.158\n4\t0.591\t1.809\t-0.073\t-0.062\t-1.056\t1.278\t1.957\t0.907\t1.423\t-2.737\t2.340\t-0.104\t2.356\t1.732\t0.772\t-0.343\t0.158\t-1.910\t0.931\t-2.555\t-0.299\t1.543\t0.721\t-1.530\t-1.340\t-0.597\t0.078\t0.877\n3\t-1.715\t-0.714\t-0.736\t-0.114\t-1.857\t0.792\t-1.035\t0.631\t1.328\t2.383\t-1.672\t0.866\t-0.331\t0.480\t-0.374\t-0.856\t0.055\t0.383\t1.652\t-1.463\t-0.106\t-1.172\t-0.542\t0.512\t-0.338\t0.308\t1.521\t-0.646\n0\t-0.396\t0.405\t-0.698\t-1.053\t-0.549\t1.243\t-1.393\t-0.642\t1.211\t0.494\t0.179\t-0.648\t0.031\t-0.538\t-0.859\t-1.080\t0.784\t-0.060\t0.315\t0.152\t0.441\t-0.255\t-0.482\t-0.815\t-1.414\t-1.122\t-0.365\t-1.603\n1\t-0.190\t-0.519\t0.681\t-0.325\t0.143\t0.165\t0.493\t-0.476\t1.205\t1.037\t1.878\t-0.902\t0.183\t-1.586\t-1.123\t0.745\t-0.117\t-0.966\t0.778\t0.336\t-2.393\t1.105\t0.061\t-0.546\t-1.344\t0.462\t-0.482\t-0.148\n2\t1.533\t-0.080\t-0.115\t0.448\t2.000\t-0.688\t-1.716\t-0.010\t1.397\t0.585\t-0.515\t0.007\t-0.983\t-1.783\t-0.284\t-0.996\t-0.313\t-1.488\t1.722\t0.948\t-0.533\t0.046\t1.062\t0.308\t-0.347\t0.471\t-0.263\t-0.143\n4\t-0.546\t-1.401\t-0.256\t-0.802\t0.014\t-0.157\t-0.691\t0.131\t1.098\t1.201\t-0.065\t0.854\t-1.812\t-0.670\t-3.105\t-1.234\t0.411\t-0.462\t-1.456\t0.422\t-0.532\t1.263\t-2.329\t0.713\t2.580\t2.483\t0.746\t1.185\n2\t0.613\t-1.924\t0.901\t0.142\t-1.171\t-1.124\t0.162\t0.012\t0.071\t-0.061\t1.184\t-0.002\t0.634\t0.972\t0.006\t-0.279\t2.773\t1.165\t-0.431\t0.421\t0.059\t0.487\t0.387\t-2.290\t-1.585\t0.179\t0.509\t-0.537\n4\t-0.403\t1.230\t2.045\t2.115\t-0.375\t-0.274\t-1.029\t0.118\t-1.074\t-0.527\t0.701\t0.390\t-1.811\t1.570\t-1.087\t-0.961\t-1.239\t-0.661\t-0.897\t-0.872\t-2.464\t0.130\t0.232\t2.244\t0.486\t-0.497\t-1.201\t-0.096\n1\t0.422\t0.131\t0.500\t-1.243\t0.970\t0.041\t1.392\t1.592\t0.237\t0.990\t0.903\t1.339\t1.266\t-1.164\t0.278\t-1.388\t-0.522\t-0.481\t0.585\t-0.230\t-0.160\t0.999\t0.879\t0.276\t0.749\t0.646\t1.965\t-0.209\n1\t0.261\t-1.028\t-0.788\t-1.748\t0.540\t-1.251\t1.106\t0.790\t-0.100\t1.236\t0.926\t0.157\t-0.768\t0.414\t0.408\t0.491\t0.079\t0.327\t0.302\t1.362\t-1.274\t-1.002\t0.075\t-0.760\t0.211\t-1.113\t-0.955\t2.060\n0\t0.370\t-0.569\t1.228\t-1.195\t-0.139\t-0.335\t0.231\t0.927\t0.266\t-0.129\t0.691\t0.843\t0.269\t0.388\t0.647\t-1.644\t-0.351\t0.376\t-0.292\t-0.288\t0.375\t0.398\t0.467\t-0.792\t-1.418\t0.804\t-0.742\t-0.812\n4\t0.743\t-0.755\t-0.682\t-3.416\t-0.338\t1.395\t1.548\t-0.003\t1.548\t1.154\t0.646\t-1.278\t-0.268\t-0.983\t-1.064\t0.325\t0.593\t-2.205\t-0.461\t-1.063\t0.015\t-0.732\t0.292\t1.177\t0.068\t0.785\t1.309\t0.148\n2\t0.577\t-0.916\t-0.664\t1.244\t1.418\t0.832\t1.708\t1.365\t-0.088\t1.989\t1.560\t-0.072\t0.251\t-0.662\t-0.096\t-1.554\t-0.586\t0.794\t-1.024\t-0.313\t0.559\t-0.290\t1.151\t1.197\t-0.618\t-0.437\t0.045\t-0.665\n4\t0.379\t0.868\t-1.080\t0.647\t1.054\t2.190\t0.071\t-2.099\t-1.781\t-0.887\t1.282\t2.197\t-0.406\t0.053\t-2.581\t0.651\t0.134\t-0.250\t-0.964\t-0.352\t-1.345\t-0.861\t-1.271\t-1.017\t-1.155\t0.577\t-1.150\t-0.052\n0\t-0.073\t0.274\t2.017\t0.136\t-0.413\t-1.340\t1.058\t0.244\t1.264\t0.333\t1.381\t0.486\t-0.567\t0.248\t0.460\t1.074\t0.065\t-1.569\t-0.384\t0.423\t0.316\t0.098\t0.274\t0.038\t-0.295\t0.984\t0.351\t-0.481\n1\t0.300\t1.307\t0.103\t-0.792\t-0.202\t0.067\t1.803\t1.277\t1.090\t0.321\t1.682\t0.039\t-0.530\t1.035\t0.676\t-0.002\t0.028\t0.398\t-0.981\t1.576\t-0.723\t-0.766\t0.628\t0.410\t-0.913\t0.417\t-0.126\t-1.536\n3\t-0.652\t-2.266\t-1.110\t-1.769\t-0.521\t-0.228\t0.469\t-0.299\t0.470\t0.114\t-1.033\t-1.686\t0.584\t1.647\t2.535\t0.935\t1.458\t0.461\t0.302\t0.111\t-0.106\t0.607\t-0.521\t-0.147\t-1.178\t0.475\t-0.959\t0.034\n3\t-0.273\t-2.852\t-0.869\t-1.082\t0.370\t-0.730\t-0.501\t0.840\t-0.781\t0.203\t-0.618\t-0.471\t-1.164\t-0.521\t0.508\t-0.965\t-0.716\t2.190\t0.257\t0.338\t-0.626\t1.042\t1.205\t-0.605\t1.069\t1.340\t-2.069\t0.860\n0\t1.922\t0.018\t-1.561\t-0.281\t0.063\t0.449\t-0.257\t-1.012\t-1.095\t-0.654\t-0.558\t-1.135\t-0.733\t0.659\t1.648\t0.755\t1.306\t0.974\t0.833\t-0.338\t0.141\t-0.421\t-0.219\t0.068\t0.714\t0.423\t-0.162\t0.056\n1\t-0.094\t1.641\t-0.121\t-1.902\t-0.450\t-0.003\t0.065\t0.677\t0.174\t-0.337\t-0.915\t-0.406\t0.605\t0.858\t-0.674\t1.007\t0.569\t-0.887\t0.247\t0.370\t-1.064\t-1.359\t0.474\t-0.454\t1.512\t1.721\t0.472\t0.952\n4\t0.895\t-0.065\t2.188\t-0.558\t-1.404\t-0.849\t0.010\t-1.087\t-2.386\t0.640\t2.076\t1.387\t-0.357\t-0.573\t-0.053\t1.141\t-0.577\t-0.206\t2.242\t0.138\t1.421\t0.326\t-0.048\t-0.023\t-1.458\t0.431\t0.507\t-1.078\n4\t0.596\t-1.756\t-0.340\t0.958\t1.072\t-0.682\t2.213\t-1.052\t-0.228\t-1.170\t0.433\t2.801\t1.844\t0.846\t-0.607\t-0.168\t1.116\t0.750\t0.083\t0.142\t1.056\t1.303\t-1.501\t0.227\t0.578\t-0.532\t1.279\t-0.289\n4\t0.247\t-0.761\t-0.097\t0.114\t-0.788\t-0.292\t-0.166\t0.056\t-1.763\t-0.135\t-0.377\t-0.021\t1.035\t2.052\t0.678\t-1.234\t-0.345\t0.596\t0.483\t0.987\t-0.097\t-0.364\t1.752\t0.059\t-1.017\t1.475\t-1.496\t-3.495\n3\t-0.215\t0.235\t2.152\t-0.452\t-0.129\t0.366\t-0.197\t0.477\t1.131\t1.768\t-2.359\t-1.250\t-0.349\t0.288\t-0.546\t-0.344\t0.402\t-1.846\t-1.121\t0.930\t-0.699\t1.688\t0.250\t1.661\t1.321\t-0.318\t-1.500\t0.451\n2\t-2.386\t1.610\t0.416\t0.074\t-0.422\t0.405\t0.451\t0.401\t1.068\t1.295\t2.006\t-0.837\t-0.573\t0.361\t-0.779\t-0.618\t0.475\t0.901\t1.276\t-0.193\t0.463\t0.243\t0.018\t-0.816\t-0.943\t0.667\t-0.833\t-1.777\n3\t-0.329\t-1.364\t0.358\t1.884\t-0.477\t0.687\t0.696\t0.191\t0.007\t-0.923\t-2.282\t-1.112\t-0.390\t1.097\t-0.103\t-0.519\t-0.891\t0.657\t1.358\t1.063\t0.606\t-1.476\t-0.352\t1.947\t1.122\t-1.538\t-0.056\t0.363\n1\t-0.605\t-0.654\t-0.388\t-0.240\t-0.559\t1.081\t-0.469\t-1.896\t-0.255\t-0.512\t-1.308\t0.189\t-1.926\t0.381\t-0.033\t-0.563\t-1.146\t-1.463\t0.882\t-0.299\t-1.679\t-0.012\t-0.273\t1.413\t-0.412\t0.979\t-0.219\t-1.182\n0\t-1.542\t-2.359\t0.577\t-0.009\t-0.618\t0.112\t-1.002\t0.485\t-0.842\t-0.169\t0.467\t-0.629\t-0.466\t-0.137\t0.255\t1.350\t-0.448\t0.721\t0.546\t0.266\t0.859\t1.542\t0.071\t0.678\t-0.572\t-0.357\t-1.030\t-0.309\n0\t-1.230\t0.180\t-0.260\t-1.488\t-1.839\t-0.167\t-0.303\t-1.318\t0.828\t-0.522\t0.557\t-0.840\t-0.376\t-0.606\t-0.383\t0.224\t-0.274\t0.625\t-1.160\t-0.725\t0.339\t0.899\t0.087\t0.744\t-0.891\t-0.486\t0.572\t-0.363\n2\t-2.007\t0.453\t-0.664\t-0.574\t-0.483\t-0.597\t-1.498\t-2.048\t0.900\t-0.221\t0.528\t0.529\t-0.594\t-1.365\t0.779\t-0.941\t0.113\t1.052\t-0.940\t1.695\t0.792\t-0.514\t-1.331\t-0.325\t-0.942\t-0.249\t-0.133\t-1.379\n3\t0.288\t0.051\t-0.392\t1.001\t0.924\t-0.560\t-1.228\t0.179\t1.186\t-1.262\t0.470\t-0.821\t-1.017\t0.931\t0.650\t-0.152\t0.789\t0.684\t-1.486\t0.084\t1.413\t0.474\t-2.616\t-1.071\t0.996\t-0.557\t1.121\t2.046\n1\t-0.606\t1.010\t0.058\t-0.146\t-0.008\t1.573\t1.563\t-0.037\t1.984\t0.526\t-0.070\t0.480\t-0.113\t-0.986\t0.608\t0.894\t-0.983\t-0.532\t-0.744\t1.062\t-0.803\t1.720\t0.279\t0.300\t0.202\t-0.671\t-0.900\t-1.167\n3\t-0.864\t-1.006\t-0.811\t-1.462\t0.656\t0.522\t0.190\t0.710\t0.432\t0.588\t1.824\t0.982\t0.176\t-0.934\t-1.596\t-1.759\t0.946\t-0.558\t0.079\t-0.953\t2.206\t-1.796\t0.139\t-0.359\t0.018\t-0.321\t-0.891\t-1.118\n1\t-0.273\t0.418\t-1.732\t-1.604\t0.320\t0.152\t-0.218\t0.541\t0.546\t-0.180\t-0.196\t-0.659\t-0.317\t0.095\t0.277\t-2.122\t-0.273\t0.415\t-0.261\t1.512\t-0.267\t-0.003\t0.668\t-0.331\t2.335\t-0.297\t-1.584\t-1.349\n3\t-0.210\t-0.590\t0.823\t1.261\t-0.533\t-1.133\t0.694\t-1.449\t-1.306\t-1.063\t-0.415\t-1.336\t-1.939\t-1.135\t0.642\t-1.272\t-0.340\t1.947\t-0.049\t0.343\t-0.946\t2.163\t-0.541\t-0.228\t1.317\t-0.182\t0.048\t-0.282\n0\t-0.754\t1.722\t-0.277\t-0.869\t0.160\t1.591\t-1.113\t0.121\t-0.196\t0.313\t-0.916\t0.428\t0.335\t0.824\t0.439\t0.914\t0.412\t0.954\t0.753\t0.480\t0.585\t0.345\t-0.670\t0.107\t-0.546\t0.521\t-2.299\t-0.314\n4\t1.258\t-0.172\t-0.509\t0.932\t-1.147\t0.253\t1.060\t0.430\t-0.567\t-1.001\t1.187\t-0.176\t-0.901\t1.139\t0.801\t-1.052\t2.514\t-0.541\t0.784\t1.987\t0.888\t0.259\t-1.432\t2.041\t0.865\t-1.415\t1.545\t0.061\n4\t0.258\t-1.755\t-1.327\t0.404\t-0.049\t1.341\t0.647\t1.546\t1.357\t0.258\t1.206\t-1.068\t0.621\t-1.053\t1.685\t-0.017\t-0.075\t-0.897\t-3.227\t-0.050\t-1.209\t2.147\t-0.023\t1.046\t1.250\t1.555\t1.453\t0.991\n1\t-0.207\t-0.181\t0.514\t-0.771\t-1.175\t-1.784\t1.232\t-0.372\t0.570\t-0.485\t-1.162\t0.652\t0.328\t-0.237\t0.302\t-0.960\t1.061\t1.292\t0.759\t-0.372\t0.059\t1.569\t1.281\t1.994\t-0.781\t-0.870\t0.134\t0.407\n2\t0.378\t-1.789\t-1.495\t-0.773\t0.851\t0.659\t1.085\t-1.510\t0.507\t-0.560\t-0.808\t-0.537\t-0.116\t0.661\t1.123\t0.521\t0.633\t1.823\t0.697\t-0.214\t0.581\t1.708\t-0.870\t-0.431\t1.450\t-0.290\t0.764\t1.289\n2\t1.385\t-0.550\t1.106\t0.123\t0.783\t-0.872\t0.763\t-0.639\t0.231\t-0.029\t1.192\t0.832\t-1.766\t-0.810\t-0.636\t0.692\t-0.495\t-1.089\t-1.365\t0.727\t-2.074\t1.055\t-1.287\t-0.448\t-1.169\t-0.919\t-0.223\t-0.137\n3\t1.384\t0.477\t1.344\t0.377\t2.426\t0.275\t0.514\t-0.720\t0.956\t-0.135\t0.702\t1.445\t0.063\t0.695\t1.412\t-0.988\t0.143\t-1.626\t-0.142\t0.940\t-1.836\t-0.853\t-1.261\t0.847\t0.500\t1.165\t0.953\t-0.537\n4\t1.795\t0.269\t0.182\t0.204\t2.090\t0.300\t-0.193\t1.799\t-0.130\t-1.692\t-1.527\t-0.192\t0.292\t0.822\t-0.918\t-0.225\t-0.810\t1.114\t1.282\t1.958\t0.352\t1.865\t-0.693\t0.216\t-1.061\t0.573\t0.285\t-2.454\n0\t-0.384\t0.737\t-0.578\t1.653\t-1.269\t-0.517\t-0.514\t0.533\t-0.484\t-0.400\t1.214\t1.094\t0.349\t-1.062\t0.412\t0.826\t-0.123\t-0.777\t-0.521\t0.270\t1.370\t-0.902\t0.426\t1.041\t0.453\t0.991\t-0.541\t-0.187\n4\t2.320\t0.146\t0.165\t-0.784\t-2.298\t-0.247\t-2.074\t0.786\t0.343\t-0.833\t0.810\t1.165\t0.014\t-0.232\t-0.071\t1.789\t0.077\t0.579\t1.943\t-0.973\t-2.933\t0.096\t0.691\t-0.853\t0.511\t1.307\t-1.757\t-1.015\n3\t0.354\t0.868\t1.010\t1.279\t0.355\t0.493\t-1.722\t-0.615\t-1.629\t-1.349\t-1.232\t0.332\t-1.156\t-1.728\t0.557\t-0.706\t-0.350\t-1.009\t-0.586\t-0.100\t0.694\t-0.161\t1.281\t-1.101\t0.576\t1.553\t-0.984\t-1.615\n1\t0.991\t2.015\t-0.547\t0.361\t0.568\t0.368\t0.566\t-0.904\t0.915\t1.314\t-0.716\t-0.972\t-0.080\t0.317\t-0.021\t0.052\t-0.289\t0.380\t-1.847\t-0.798\t-0.277\t0.530\t1.074\t1.295\t-0.977\t-1.554\t-1.353\t-1.236\n1\t0.441\t0.119\t-0.606\t0.916\t-1.212\t0.316\t-0.436\t0.121\t0.486\t-1.146\t-1.671\t-0.932\t0.879\t0.373\t-0.403\t1.968\t1.285\t1.043\t-0.724\t1.032\t0.341\t-0.722\t-0.104\t-1.038\t-0.713\t-1.144\t0.957\t-0.071\n0\t-1.026\t0.748\t0.559\t0.382\t-0.587\t0.765\t-0.371\t1.302\t-0.747\t-0.525\t-0.151\t0.847\t-0.035\t0.038\t-0.392\t0.268\t-0.071\t-0.784\t0.127\t0.151\t2.350\t-0.611\t-0.839\t0.279\t-0.993\t-1.073\t-1.437\t-0.775\n2\t1.207\t-0.445\t-0.566\t1.897\t-1.037\t-0.057\t0.219\t1.215\t-0.080\t-1.090\t0.428\t-0.875\t-1.473\t-1.057\t1.060\t0.841\t1.712\t-1.703\t-0.620\t0.581\t0.137\t-0.825\t-1.001\t0.573\t-0.523\t0.888\t-0.745\t-0.225\n2\t-0.525\t0.761\t-1.506\t-0.418\t-1.771\t-0.704\t0.642\t0.505\t0.051\t0.170\t-1.886\t-0.373\t-0.681\t-0.659\t0.600\t-0.861\t-0.605\t-2.087\t-0.294\t-1.088\t0.079\t-0.951\t0.105\t-0.145\t1.672\t0.497\t-1.840\t-1.265\n0\t-0.788\t0.446\t-0.791\t0.391\t-0.593\t-0.558\t1.370\t-1.070\t0.003\t1.112\t0.615\t0.999\t-0.667\t-0.471\t-0.159\t0.650\t0.318\t1.992\t-0.251\t0.643\t0.234\t-0.101\t1.002\t0.677\t0.284\t0.757\t0.531\t-1.623\n3\t1.093\t0.307\t0.071\t-3.339\t-0.817\t-1.521\t0.627\t0.095\t-1.072\t0.304\t-1.423\t-1.044\t-0.710\t0.540\t1.399\t-0.586\t1.322\t0.047\t0.236\t-0.064\t-0.197\t0.439\t0.740\t-0.885\t-0.189\t1.669\t0.177\t0.287\n0\t0.461\t-1.294\t-0.122\t-2.050\t0.596\t0.620\t0.136\t0.353\t-0.455\t0.318\t0.611\t0.342\t0.415\t1.308\t-0.144\t-0.524\t-0.356\t-0.964\t-0.759\t0.462\t-0.655\t1.227\t-2.098\t-0.181\t-0.049\t0.159\t-0.421\t-1.313\n1\t1.906\t1.623\t-1.146\t-0.040\t-0.116\t0.115\t0.182\t1.095\t-1.710\t0.797\t0.594\t0.600\t-0.597\t0.607\t-0.513\t0.265\t-0.160\t-0.741\t-1.649\t0.858\t-0.470\t-0.215\t0.450\t-1.241\t0.618\t0.275\t-1.326\t-0.630\n2\t1.447\t0.197\t1.032\t-1.486\t0.267\t0.890\t0.082\t1.065\t-0.517\t1.409\t2.299\t-0.363\t-0.446\t1.453\t1.580\t-0.523\t-0.420\t-0.282\t-1.344\t-0.919\t-1.004\t-0.768\t-0.035\t0.234\t1.551\t-0.998\t0.984\t-0.214\n4\t0.510\t-0.324\t0.115\t0.084\t0.231\t0.649\t-0.224\t1.163\t-0.306\t-2.773\t0.887\t-1.622\t1.891\t2.013\t-1.260\t-1.092\t1.825\t0.503\t0.168\t2.657\t-0.229\t1.186\t1.020\t0.056\t0.252\t-1.706\t0.136\t0.144\n0\t-0.092\t-1.082\t-0.403\t0.085\t0.910\t-0.184\t-1.209\t0.057\t0.113\t0.186\t0.920\t1.019\t-0.594\t-0.616\t-1.040\t0.699\t1.449\t-0.315\t-0.241\t1.467\t0.506\t0.436\t-1.191\t0.679\t-0.929\t-1.134\t-0.347\t-0.586\n3\t-1.610\t0.753\t-1.082\t-0.339\t1.466\t-1.409\t-1.533\t0.269\t1.149\t-1.574\t0.408\t0.581\t-2.059\t0.799\t0.877\t-0.312\t1.252\t1.136\t0.103\t-0.451\t-0.973\t-0.038\t0.570\t-0.324\t-2.198\t1.269\t0.190\t-0.380\n3\t-2.555\t-0.093\t0.887\t-0.686\t-0.280\t1.064\t-1.015\t0.554\t-1.997\t1.178\t-0.259\t0.053\t0.543\t-2.411\t-1.331\t0.019\t-1.003\t-1.366\t0.736\t-0.820\t-0.071\t-0.664\t-0.425\t0.309\t-0.953\t0.303\t-0.848\t0.085\n3\t2.081\t0.261\t0.348\t-1.145\t0.410\t0.658\t1.110\t0.630\t-0.127\t-0.169\t-0.072\t0.107\t1.268\t1.073\t0.753\t2.029\t-2.656\t-0.460\t-0.011\t-0.672\t-0.930\t-1.717\t-0.311\t0.894\t0.774\t-0.752\t0.220\t1.358\n4\t0.113\t1.256\t0.312\t-0.242\t0.210\t-0.492\t0.360\t0.359\t-1.239\t0.773\t2.233\t0.546\t-2.030\t-0.427\t-1.279\t-0.292\t0.686\t-0.718\t1.885\t-2.881\t-0.248\t0.379\t-1.219\t-1.088\t0.756\t1.928\t2.046\t-0.347\n0\t-0.030\t0.297\t-1.064\t-0.321\t-1.645\t0.596\t0.034\t-0.785\t0.172\t0.491\t-0.509\t-1.397\t-0.668\t0.088\t-0.752\t0.700\t1.257\t0.215\t1.314\t-0.449\t0.779\t0.620\t0.982\t1.312\t-1.462\t-0.054\t-1.227\t-0.740\n1\t1.681\t0.397\t-0.809\t-1.189\t0.966\t0.897\t-0.507\t-1.259\t0.386\t0.594\t-0.373\t-1.103\t0.025\t0.462\t-0.487\t0.262\t0.361\t1.145\t-0.421\t-1.139\t-0.067\t1.688\t-1.763\t-2.313\t-0.108\t-0.379\t-0.208\t-0.246\n2\t-0.413\t1.992\t0.018\t-1.680\t-1.578\t0.881\t0.853\t-0.117\t-0.350\t0.777\t-0.586\t-0.662\t-0.934\t1.011\t0.952\t1.073\t1.754\t1.383\t0.021\t0.197\t-1.554\t-0.389\t-0.010\t-0.335\t0.926\t-0.123\t-1.104\t-0.127\n1\t-0.243\t-1.890\t-0.455\t-1.040\t-0.608\t-0.137\t0.958\t0.208\t0.308\t-1.096\t-0.881\t1.799\t-0.735\t1.656\t-0.243\t0.002\t1.070\t1.272\t-0.111\t-0.388\t-0.056\t0.338\t0.891\t0.004\t0.619\t1.638\t0.381\t0.312\n3\t0.257\t0.709\t1.354\t-0.095\t2.101\t-1.759\t0.419\t-0.799\t-1.907\t-0.202\t-1.457\t-0.161\t0.035\t1.119\t-1.508\t0.908\t0.098\t1.029\t-0.432\t-1.332\t-1.217\t-1.292\t0.478\t1.477\t-0.565\t0.629\t-1.523\t0.180\n0\t-0.293\t-0.147\t0.561\t-0.056\t-0.792\t-1.247\t0.040\t0.267\t-0.812\t0.497\t1.818\t0.209\t0.188\t-0.386\t1.933\t-0.358\t-0.196\t0.380\t-0.747\t-0.033\t1.021\t0.645\t-1.218\t-0.142\t-0.729\t1.488\t0.556\t-1.150\n0\t-0.035\t-1.760\t-1.202\t0.305\t-0.371\t0.621\t-0.336\t0.987\t-1.147\t0.588\t-1.268\t0.308\t0.640\t-1.063\t0.378\t0.564\t0.500\t-0.746\t-0.364\t1.709\t-0.885\t0.140\t-0.207\t0.338\t1.404\t-0.592\t0.365\t0.709\n2\t0.649\t0.269\t-0.887\t0.204\t0.139\t-0.561\t-0.863\t0.154\t-1.397\t-1.068\t-1.283\t-1.212\t-0.479\t1.062\t0.618\t1.123\t-0.611\t-2.011\t-0.597\t1.128\t-0.394\t-0.022\t-0.215\t0.697\t0.830\t-1.549\t-2.430\t0.655\n3\t0.137\t0.343\t-0.070\t0.117\t1.555\t1.040\t-0.047\t0.635\t0.865\t0.327\t-0.759\t-1.841\t1.824\t0.038\t0.476\t-0.879\t-0.230\t-0.795\t-1.002\t0.330\t0.335\t0.124\t0.100\t0.532\t-2.720\t0.791\t2.263\t-1.475\n3\t-0.611\t-1.481\t0.147\t-0.461\t0.642\t-1.627\t-1.175\t-0.513\t-1.068\t-2.203\t-0.218\t0.447\t-0.210\t1.585\t-0.075\t0.519\t0.072\t0.338\t0.384\t0.952\t-0.480\t-0.157\t-0.085\t-0.139\t-0.824\t-3.310\t-1.318\t0.682\n0\t-0.221\t0.451\t-0.711\t-1.408\t0.583\t0.378\t-0.046\t0.557\t0.172\t-0.765\t0.059\t0.334\t-1.625\t0.261\t0.322\t1.112\t-0.275\t-0.504\t-0.814\t-0.681\t0.211\t0.225\t-0.700\t1.173\t0.827\t0.399\t0.941\t0.235\n1\t0.102\t0.365\t0.777\t0.923\t0.032\t-1.354\t-1.122\t-0.673\t0.527\t-0.882\t-0.749\t-0.041\t0.554\t0.050\t-0.291\t-0.847\t-1.165\t0.782\t-1.465\t-1.665\t0.201\t0.598\t-0.814\t-1.118\t1.134\t-1.462\t-1.071\t0.488\n3\t0.389\t-0.654\t-0.619\t-0.965\t-0.040\t-2.208\t0.037\t-0.420\t-1.041\t0.785\t0.461\t-0.945\t0.718\t0.343\t-0.288\t-2.366\t-0.054\t0.482\t-1.091\t0.512\t-1.512\t1.339\t-1.571\t-1.712\t-0.376\t-0.635\t0.336\t-2.076\n1\t0.950\t0.535\t-1.708\t-1.673\t0.554\t-0.031\t1.243\t-1.063\t-0.467\t0.568\t-0.575\t-1.486\t-0.760\t-0.974\t-0.273\t0.489\t-0.153\t0.234\t1.769\t-0.337\t-1.238\t0.899\t-0.383\t-0.610\t0.786\t-0.927\t0.019\t-0.650\n2\t0.051\t1.090\t-2.723\t-0.486\t-0.913\t0.702\t-0.740\t0.976\t0.787\t-0.607\t0.239\t-0.214\t0.116\t0.750\t-0.326\t-1.656\t0.596\t1.072\t-1.700\t-0.037\t-0.932\t1.127\t1.182\t-0.810\t-1.316\t0.245\t-1.109\t0.858\n2\t-1.572\t0.535\t-1.222\t-1.022\t-1.101\t0.222\t0.679\t-0.301\t-0.039\t-1.575\t0.330\t-0.498\t-1.076\t-2.533\t-1.034\t-0.263\t0.551\t-1.033\t-0.347\t1.494\t1.155\t-0.543\t-0.493\t1.848\t0.165\t-0.342\t-0.102\t-0.909\n0\t1.213\t1.283\t-0.466\t0.296\t0.076\t0.660\t-0.289\t0.093\t0.072\t0.532\t0.656\t0.094\t0.124\t0.226\t1.647\t-1.730\t-0.970\t0.674\t0.270\t0.263\t0.667\t0.214\t-0.559\t0.629\t0.021\t-0.448\t0.690\t0.651\n3\t1.249\t-0.630\t-1.288\t1.142\t-0.423\t-0.578\t-1.880\t-0.514\t-0.699\t-1.803\t-0.585\t1.185\t0.342\t-1.637\t0.390\t0.727\t0.104\t-0.035\t-0.793\t0.418\t0.585\t0.281\t1.745\t-0.205\t-1.303\t1.674\t-1.890\t-0.399\n4\t1.847\t-0.032\t1.528\t-0.030\t-0.384\t-0.680\t-0.360\t0.539\t-0.046\t-0.460\t-1.169\t-1.464\t-1.280\t-0.731\t3.465\t1.130\t1.373\t0.070\t-1.055\t-1.649\t0.469\t-0.128\t-0.155\t-0.778\t-0.285\t-1.728\t-0.790\t-0.325\n4\t-1.046\t-0.282\t-0.254\t0.109\t-0.074\t0.301\t0.617\t-1.570\t-0.349\t-0.788\t-1.734\t-0.985\t1.021\t-0.254\t0.514\t0.432\t-0.905\t0.538\t-1.103\t0.725\t-0.595\t-1.334\t0.140\t-0.706\t0.629\t0.711\t-2.987\t3.444\n4\t-1.172\t-1.451\t-0.205\t-0.495\t-0.639\t-0.917\t-0.189\t1.636\t-1.611\t0.841\t1.534\t-0.626\t0.376\t-0.122\t-1.719\t1.219\t0.035\t-0.521\t-1.522\t0.521\t0.152\t0.606\t0.555\t-0.813\t-3.420\t-0.110\t-0.177\t0.164\n3\t-0.811\t0.367\t-0.740\t0.865\t0.151\t0.298\t-0.783\t0.707\t2.085\t-1.008\t-0.340\t0.232\t0.786\t-0.560\t-2.833\t1.359\t0.761\t-1.743\t-0.608\t1.568\t1.448\t0.939\t-0.176\t0.083\t-0.131\t1.128\t-0.876\t-0.806\n1\t0.946\t1.344\t0.603\t-0.295\t0.189\t2.329\t0.985\t0.072\t-0.151\t-0.598\t-1.187\t1.708\t0.478\t-1.269\t-0.125\t1.270\t-0.447\t-0.814\t0.357\t0.658\t-0.446\t-0.600\t0.461\t-1.125\t-0.538\t-0.120\t0.739\t-0.428\n1\t1.670\t0.154\t-1.602\t-1.785\t-0.544\t-0.134\t1.222\t-0.408\t-1.413\t-0.431\t-1.156\t-0.009\t-0.514\t0.012\t0.668\t0.342\t0.568\t1.603\t1.122\t-0.921\t0.091\t0.391\t-0.120\t-1.116\t0.655\t-0.338\t0.992\t-0.304\n2\t-1.846\t0.767\t-1.181\t-1.201\t0.087\t0.338\t0.364\t-0.059\t-2.071\t-0.138\t-0.607\t-2.373\t-1.077\t0.805\t-0.461\t0.953\t-0.413\t-0.190\t1.246\t0.361\t0.029\t0.053\t-0.712\t0.957\t0.654\t1.473\t0.163\t0.209\n2\t-0.229\t0.563\t2.244\t-0.037\t1.427\t-0.848\t0.675\t0.873\t-0.507\t0.354\t-1.087\t-0.659\t0.567\t0.518\t-0.274\t-0.191\t2.135\t0.676\t-0.636\t-1.178\t1.480\t-0.379\t0.718\t-0.340\t1.291\t1.295\t0.728\t0.034\n1\t0.166\t-0.248\t0.643\t1.192\t-0.001\t-1.390\t-1.132\t1.416\t-0.782\t0.950\t-1.342\t-1.255\t0.435\t-0.722\t1.321\t-0.023\t-0.898\t-1.256\t1.865\t-0.193\t-0.090\t-0.219\t0.214\t0.227\t0.031\t-1.735\t0.736\t-0.255\n3\t-0.142\t-0.390\t1.267\t-0.091\t-1.215\t-1.100\t0.247\t3.003\t-0.976\t-0.315\t2.405\t-0.484\t0.455\t1.876\t-0.951\t-0.309\t-0.484\t-1.518\t1.569\t-0.585\t-0.876\t-0.444\t0.929\t0.113\t-0.792\t0.409\t0.813\t-0.024\n1\t-0.551\t0.475\t-0.392\t0.200\t1.531\t0.456\t-0.051\t-0.221\t1.321\t0.391\t0.758\t-0.580\t-1.329\t1.283\t1.066\t-1.058\t0.837\t1.369\t-0.389\t-0.045\t1.914\t1.262\t-0.733\t-0.642\t-0.231\t0.262\t0.530\t-1.251\n4\t-0.867\t0.349\t3.286\t0.695\t2.736\t0.569\t-0.630\t0.348\t1.781\t1.830\t-0.575\t0.253\t-1.429\t0.825\t1.553\t0.040\t-0.667\t0.360\t0.417\t0.081\t0.179\t-0.174\t0.996\t0.736\t-0.983\t-1.011\t-0.254\t0.737\n3\t0.961\t0.596\t0.811\t-1.204\t-1.220\t1.133\t0.826\t-0.258\t0.853\t-1.203\t-1.244\t-1.617\t0.361\t0.217\t-0.522\t-0.780\t2.415\t-0.259\t1.388\t-0.146\t-0.501\t1.417\t0.790\t-0.024\t1.134\t2.520\t-0.732\t0.472\n2\t-0.023\t-0.627\t0.232\t1.630\t0.832\t0.291\t-0.700\t1.491\t0.783\t-0.209\t1.242\t1.450\t-1.301\t-1.559\t-0.125\t0.714\t0.162\t1.283\t1.421\t-0.953\t-0.494\t-0.694\t-0.573\t-0.132\t-0.440\t-0.096\t-1.343\t2.044\n1\t-0.333\t-0.608\t-0.961\t-0.995\t0.030\t0.613\t-0.149\t0.582\t1.147\t0.548\t0.910\t-1.090\t-0.556\t-1.536\t-0.373\t-2.310\t0.642\t0.701\t-1.120\t0.150\t0.823\t0.314\t-1.288\t-0.115\t0.798\t-1.413\t-0.840\t0.334\n1\t-0.615\t0.128\t-0.963\t0.788\t-1.057\t0.578\t-0.628\t2.425\t0.573\t0.949\t-0.417\t0.880\t-0.004\t-0.170\t0.489\t-1.300\t-0.508\t-0.690\t1.994\t1.426\t-0.705\t0.735\t-0.372\t0.746\t1.006\t-0.232\t-0.773\t0.168\n1\t0.890\t0.421\t0.121\t0.662\t-0.546\t-1.414\t0.723\t1.238\t-1.118\t0.822\t1.681\t-0.002\t-0.818\t0.123\t-0.551\t-0.617\t0.433\t-1.604\t-1.444\t0.019\t-0.022\t0.344\t1.875\t0.105\t0.598\t-0.976\t0.768\t-0.526\n3\t-0.890\t-0.713\t0.436\t0.939\t-0.487\t0.544\t1.582\t-1.259\t0.356\t0.831\t-0.095\t1.238\t2.199\t0.343\t-0.234\t0.977\t0.842\t-2.519\t-0.003\t-0.395\t0.397\t-0.194\t-0.085\t-0.863\t0.735\t1.655\t-0.848\t-1.397\n3\t0.517\t-0.966\t1.656\t2.291\t-0.353\t-0.575\t1.795\t-1.215\t0.478\t2.753\t0.358\t0.162\t0.117\t0.815\t-1.443\t0.935\t-1.214\t-1.050\t-0.849\t-0.203\t-1.050\t-0.180\t0.160\t1.262\t-0.799\t0.706\t-0.620\t-0.221\n0\t0.577\t-0.590\t0.608\t0.773\t-0.265\t-0.561\t0.184\t-0.811\t0.615\t0.911\t0.076\t-0.631\t0.167\t-1.288\t0.127\t1.474\t0.421\t-1.249\t0.689\t-0.933\t-0.655\t-0.813\t-0.504\t-0.428\t-0.721\t-0.491\t0.511\t0.197\n4\t0.017\t-0.365\t-1.104\t-0.958\t-0.991\t-0.287\t1.952\t0.078\t1.183\t0.507\t1.114\t-2.800\t-0.304\t1.307\t-0.572\t1.762\t1.484\t-0.469\t-0.503\t-1.014\t-0.630\t-1.233\t0.429\t-1.456\t0.604\t0.628\t-1.661\t1.550\n2\t1.634\t-0.412\t0.911\t-1.497\t-0.773\t-1.085\t-1.244\t-0.516\t0.367\t1.533\t-0.202\t0.082\t0.339\t-0.728\t-0.024\t2.088\t0.388\t2.087\t0.024\t-0.620\t1.044\t1.264\t-0.497\t0.364\t-0.064\t-1.381\t-1.323\t-0.205\n2\t-0.283\t-0.127\t-1.825\t0.042\t-0.487\t0.633\t-0.898\t0.683\t0.543\t0.160\t1.254\t-1.885\t0.444\t-0.045\t-0.074\t-0.982\t-1.420\t0.892\t0.788\t1.799\t1.963\t-1.548\t-0.155\t0.251\t0.962\t1.427\t-1.029\t-0.541\n3\t1.995\t-0.744\t0.344\t1.257\t1.484\t-0.268\t-2.025\t-0.384\t1.744\t-0.763\t0.291\t-0.307\t-0.072\t1.312\t0.254\t2.042\t0.976\t0.131\t-0.094\t0.332\t-1.233\t-1.058\t0.757\t0.920\t-1.323\t0.860\t-0.176\t-0.831\n1\t-0.805\t-0.869\t1.174\t-1.774\t0.040\t-0.726\t0.963\t-0.530\t-0.977\t-0.852\t1.487\t0.359\t1.637\t-0.218\t0.240\t-1.491\t-0.084\t0.087\t1.563\t0.627\t-0.971\t-0.661\t-1.232\t-0.072\t0.465\t1.017\t0.082\t-0.969\n0\t1.011\t0.618\t-0.508\t-1.087\t0.116\t-1.060\t1.024\t-1.124\t0.548\t-0.081\t-0.561\t-0.103\t1.080\t-1.192\t-0.412\t-0.752\t-0.039\t-0.685\t-1.768\t-1.055\t1.638\t0.247\t0.212\t-0.283\t-0.052\t-0.430\t0.527\t0.101\n4\t-0.089\t-1.530\t-0.270\t-0.498\t-0.392\t1.145\t0.049\t1.425\t1.066\t-1.421\t0.659\t-0.800\t-0.325\t0.514\t-0.430\t1.473\t1.674\t-0.090\t-0.299\t0.538\t-1.857\t-0.991\t-0.974\t-1.639\t-1.174\t2.129\t-1.205\t2.039\n1\t-0.554\t-0.543\t-0.912\t0.349\t-0.931\t-0.575\t-1.735\t1.074\t-0.418\t0.342\t1.336\t1.187\t-0.395\t-0.524\t-0.112\t-0.861\t0.912\t-0.133\t-0.766\t0.655\t0.371\t-1.416\t0.454\t2.113\t0.141\t0.719\t1.430\t1.007\n0\t0.150\t0.986\t-0.114\t-1.345\t1.416\t-1.431\t0.829\t0.466\t0.979\t-0.401\t1.260\t0.920\t-0.370\t0.321\t1.216\t-1.509\t1.348\t-0.233\t-0.232\t0.858\t0.322\t-0.096\t-0.916\t-0.556\t0.436\t0.961\t-0.541\t0.024\n4\t-1.286\t1.938\t1.474\t2.058\t-0.065\t-0.979\t-0.097\t-0.584\t1.646\t-0.261\t3.261\t0.659\t1.403\t-1.616\t2.047\t-0.021\t-0.269\t-0.984\t-1.329\t0.367\t-1.030\t1.270\t-0.314\t-0.168\t-1.057\t0.681\t-0.359\t-0.696\n4\t-0.068\t-1.301\t-1.880\t-1.674\t-0.364\t1.629\t0.451\t-0.033\t-0.524\t-0.271\t1.188\t2.823\t-0.203\t-0.090\t-0.403\t-0.338\t-0.169\t0.485\t-1.107\t0.994\t0.255\t1.082\t-0.666\t2.648\t1.813\t-0.136\t-0.536\t-0.982\n2\t0.341\t-0.130\t-0.354\t0.082\t0.058\t-0.817\t0.744\t-0.795\t-0.303\t0.848\t1.085\t0.944\t-1.694\t-0.188\t-1.160\t-1.046\t-0.640\t-0.290\t-0.556\t-2.641\t0.256\t-0.093\t1.232\t-0.089\t-1.890\t-1.362\t-1.700\t-0.270\n1\t-1.247\t-1.631\t-0.741\t0.808\t1.580\t0.917\t1.057\t-0.081\t-1.742\t-0.455\t-0.259\t-0.497\t0.055\t0.441\t0.853\t-0.278\t-1.904\t-0.483\t0.044\t1.223\t-0.568\t0.513\t0.290\t0.044\t0.931\t-0.661\t-0.575\t-0.012\n1\t0.407\t0.337\t-0.988\t0.524\t1.341\t1.285\t1.462\t1.770\t1.677\t-1.278\t-0.482\t0.171\t0.194\t-0.966\t-0.409\t0.729\t0.972\t-0.528\t-0.248\t0.683\t-0.160\t-1.849\t-0.165\t-0.608\t-0.168\t1.556\t0.579\t-0.582\n4\t-1.432\t1.074\t1.207\t-0.331\t-1.934\t1.361\t1.188\t-0.117\t1.069\t-0.041\t0.217\t-1.626\t1.222\t-1.753\t1.721\t1.823\t-2.555\t1.557\t-0.239\t0.422\t-1.411\t-0.323\t-1.181\t-0.789\t1.222\t0.999\t0.820\t-0.539\n0\t-0.103\t0.015\t-0.857\t0.191\t-1.566\t-1.011\t-1.040\t-0.571\t0.289\t0.174\t0.273\t0.809\t0.181\t-1.007\t0.030\t-0.933\t-0.335\t0.398\t-0.169\t0.643\t0.008\t-1.514\t-0.395\t0.635\t0.457\t-1.072\t-0.460\t0.207\n4\t-0.780\t-1.172\t1.162\t-1.188\t-1.585\t-0.670\t0.742\t0.236\t1.092\t-1.034\t0.926\t-0.207\t-1.858\t1.373\t0.089\t1.433\t1.225\t1.051\t2.548\t-1.118\t2.105\t-0.233\t0.920\t0.125\t0.931\t-0.098\t1.597\t0.807\n1\t0.298\t-0.642\t-0.025\t1.502\t-0.145\t-0.660\t1.074\t-0.923\t0.818\t1.410\t-1.570\t-0.298\t0.455\t0.547\t0.699\t0.336\t-0.317\t-0.695\t0.808\t-0.097\t-0.038\t-0.444\t0.661\t2.052\t0.226\t-0.230\t1.087\t1.746\n4\t-0.987\t0.829\t-0.853\t-0.075\t2.210\t-0.883\t-2.020\t1.367\t-1.400\t-0.812\t0.729\t0.689\t-2.374\t-0.343\t0.852\t2.029\t-1.239\t1.068\t-0.662\t1.042\t-1.040\t-0.230\t0.387\t0.954\t0.570\t-0.429\t-0.502\t1.779\n3\t0.516\t-0.614\t1.473\t-0.298\t-0.412\t-1.832\t-0.468\t0.980\t1.505\t-1.859\t-1.121\t0.511\t-0.395\t2.405\t0.602\t1.149\t1.148\t-0.002\t-0.743\t2.386\t-0.566\t-0.587\t0.295\t-0.322\t-0.933\t0.219\t0.238\t0.197\n0\t0.300\t-0.283\t-1.060\t-0.239\t-1.022\t-1.086\t1.206\t-0.420\t-0.741\t1.618\t0.815\t-0.372\t0.428\t-0.236\t-0.693\t0.475\t-0.324\t0.075\t1.021\t0.911\t-0.550\t0.486\t-1.128\t0.450\t0.148\t0.379\t-0.297\t2.084\n3\t-1.463\t-1.200\t-1.319\t0.563\t0.099\t0.208\t0.144\t1.275\t-0.742\t0.703\t-1.095\t0.004\t-0.352\t-0.990\t2.448\t0.657\t-1.560\t-1.238\t0.989\t1.447\t-0.375\t0.179\t1.683\t-1.745\t-0.689\t0.093\t0.962\t-0.058\n3\t0.805\t-0.910\t0.185\t-1.285\t0.364\t-0.608\t1.047\t-0.524\t-0.662\t-0.417\t-2.038\t1.640\t-0.764\t-0.422\t0.122\t1.793\t-1.350\t1.089\t-0.299\t2.009\t1.178\t0.480\t-1.066\t0.261\t-1.043\t0.830\t-0.246\t1.421\n1\t-1.520\t-0.159\t0.286\t0.010\t0.851\t-1.498\t-1.006\t0.682\t-1.702\t0.812\t0.450\t0.742\t-0.469\t0.510\t-1.172\t-0.415\t0.036\t-0.899\t0.218\t-1.144\t0.269\t1.742\t-1.257\t-0.023\t-1.618\t-0.833\t0.702\t-0.431\n2\t1.560\t-0.771\t0.211\t0.016\t-0.799\t-0.114\t-0.053\t0.353\t-0.853\t-1.028\t0.914\t-0.699\t-0.311\t-0.392\t0.793\t0.444\t0.456\t-1.628\t1.204\t-0.255\t0.780\t-3.058\t0.857\t-0.585\t1.159\t1.054\t0.491\t0.970\n1\t-0.961\t0.902\t0.640\t1.470\t1.453\t0.063\t0.753\t0.045\t0.145\t-1.129\t-0.224\t-1.795\t-0.137\t1.320\t0.778\t0.112\t-0.202\t-0.540\t-0.919\t0.819\t-1.535\t-1.558\t0.904\t0.208\t0.045\t0.207\t2.010\t0.056\n1\t0.402\t-1.392\t-1.290\t0.370\t0.949\t-0.404\t-0.498\t0.139\t0.135\t0.205\t2.364\t-0.898\t-0.880\t-0.426\t0.063\t-0.685\t-0.489\t-1.080\t-0.931\t-1.474\t0.487\t-0.567\t0.781\t0.573\t1.889\t-0.118\t0.255\t-1.035\n4\t-2.582\t-1.588\t-0.344\t0.391\t-2.671\t-0.012\t-0.355\t0.137\t-1.908\t2.615\t0.033\t-1.217\t0.129\t1.495\t-1.287\t-1.495\t-0.118\t-0.033\t0.709\t1.475\t0.780\t-1.388\t-1.071\t-0.798\t0.778\t0.607\t1.262\t0.558\n3\t0.312\t-0.746\t1.370\t0.260\t0.269\t0.529\t-1.062\t-1.209\t0.794\t-0.411\t0.586\t-0.021\t1.100\t1.657\t0.197\t0.875\t-0.005\t1.323\t-1.496\t0.613\t-0.373\t0.633\t-0.103\t0.419\t-0.351\t-2.833\t1.227\t-1.904\n4\t-1.599\t0.937\t-0.217\t-0.598\t-1.243\t1.063\t-1.905\t1.334\t-0.991\t-1.729\t-0.374\t0.546\t0.069\t-1.260\t-0.262\t0.425\t-0.114\t-1.349\t0.811\t-0.813\t-1.948\t0.286\t2.652\t-0.261\t0.370\t1.427\t-0.748\t0.190\n3\t0.585\t-0.728\t1.912\t-0.159\t-0.356\t-0.042\t0.432\t-0.398\t1.808\t-0.246\t-0.383\t-1.098\t0.119\t-1.994\t-1.021\t0.353\t0.156\t0.280\t-0.089\t-0.712\t-3.094\t0.047\t-1.869\t-1.222\t0.352\t0.433\t0.556\t-0.613\n0\t0.779\t-0.541\t-0.282\t0.187\t0.918\t-0.985\t0.261\t-0.390\t1.188\t-0.124\t0.515\t0.802\t-0.310\t-0.328\t0.882\t-0.129\t0.499\t-1.776\t-0.831\t-0.408\t0.980\t1.596\t-0.008\t-0.140\t-0.326\t0.275\t0.638\t-0.374\n4\t-1.561\t-0.314\t1.737\t1.308\t0.477\t-0.151\t0.068\t0.454\t-1.890\t1.675\t-1.557\t-1.171\t-2.004\t0.703\t1.957\t-1.295\t-0.592\t-0.550\t-0.774\t-0.152\t-0.167\t0.880\t-0.021\t-1.447\t1.313\t1.417\t-0.536\t0.892\n2\t-1.824\t0.634\t-0.797\t-0.877\t-0.340\t0.169\t-0.071\t-0.548\t1.266\t-0.514\t-0.127\t1.237\t-0.672\t-0.945\t-0.381\t0.260\t0.887\t-0.020\t-2.104\t-0.176\t0.794\t0.506\t-0.775\t-1.076\t0.075\t-0.317\t-0.509\t2.809\n2\t0.590\t-1.456\t1.392\t-0.533\t-0.862\t0.887\t-0.384\t-0.694\t-0.294\t-1.216\t-0.705\t1.022\t1.166\t0.065\t-0.679\t0.414\t-1.896\t1.171\t-0.070\t-1.034\t1.487\t0.043\t-0.426\t2.050\t-0.525\t0.749\t0.693\t-0.847\n1\t-1.200\t1.304\t1.590\t1.096\t0.055\t-0.159\t0.030\t-0.054\t-0.555\t0.417\t-1.033\t0.298\t-0.042\t1.142\t1.011\t-0.731\t-0.572\t1.176\t0.270\t0.733\t-0.207\t-1.648\t0.839\t-0.104\t0.960\t0.319\t1.593\t1.585\n3\t-0.012\t0.174\t-1.013\t-1.618\t-1.118\t-1.687\t0.224\t0.939\t-0.948\t1.009\t0.452\t-0.554\t-0.349\t1.115\t-2.324\t1.111\t0.896\t-0.589\t-0.093\t1.627\t-1.310\t-0.182\t0.647\t0.210\t0.052\t1.817\t-1.108\t-1.063\n4\t0.755\t-1.310\t-1.323\t-0.625\t-1.376\t0.806\t2.149\t-0.848\t-3.347\t-0.016\t-0.087\t2.106\t-0.521\t0.617\t-0.475\t-0.298\t-0.523\t0.242\t-0.239\t1.179\t0.987\t-1.722\t0.987\t-1.444\t0.310\t0.102\t-0.665\t0.971\n3\t0.055\t-0.930\t-2.968\t1.350\t0.720\t0.521\t-0.607\t0.428\t-0.704\t0.205\t-0.921\t1.516\t-1.570\t1.232\t0.039\t-0.489\t0.167\t0.733\t1.367\t0.313\t-0.891\t0.056\t1.817\t1.348\t0.909\t0.796\t0.699\t1.159\n3\t0.627\t-2.647\t1.056\t-1.015\t1.037\t0.423\t-0.030\t0.176\t-0.233\t1.419\t-0.488\t-0.694\t0.890\t-2.129\t-0.056\t0.181\t-0.590\t-1.384\t-0.862\t0.586\t-1.492\t-1.395\t-0.967\t0.336\t-1.158\t0.231\t0.932\t0.366\n2\t0.479\t0.081\t-1.203\t-0.288\t-0.834\t-0.435\t-0.888\t0.482\t0.812\t0.035\t-1.990\t-1.353\t0.646\t-0.756\t-0.755\t0.069\t-0.787\t-2.121\t-0.924\t-0.404\t-0.555\t0.701\t0.089\t0.018\t1.157\t-1.560\t1.565\t1.651\n0\t0.143\t0.791\t1.127\t-0.766\t0.075\t0.470\t-0.523\t1.285\t-0.620\t0.065\t-0.099\t1.090\t1.482\t-1.215\t0.372\t-0.473\t1.938\t0.553\t-0.295\t-0.025\t1.292\t0.711\t-1.200\t0.183\t-1.196\t0.208\t-0.301\t0.113\n0\t0.684\t-0.045\t-0.515\t0.137\t1.382\t2.019\t1.348\t-0.885\t-0.825\t-0.111\t0.394\t0.793\t0.204\t0.099\t0.666\t-0.580\t0.685\t-0.106\t0.801\t-1.804\t-0.292\t0.104\t1.370\t1.019\t-0.508\t0.966\t0.827\t0.565\n3\t-0.456\t2.792\t-0.119\t0.300\t0.168\t-1.253\t0.204\t-1.472\t1.803\t0.903\t-0.577\t-0.167\t1.026\t0.273\t-1.652\t0.168\t1.085\t-2.334\t0.138\t-0.836\t1.267\t-0.453\t-0.556\t0.828\t-0.898\t0.084\t0.281\t-0.194\n3\t0.850\t-0.427\t-0.125\t-1.287\t0.559\t-0.267\t1.579\t0.705\t0.084\t1.225\t0.405\t1.008\t-0.862\t0.461\t0.503\t-1.545\t1.507\t-1.160\t-1.299\t-2.849\t0.474\t-1.643\t-0.517\t0.838\t0.192\t-0.624\t-1.591\t-0.108\n3\t-1.040\t0.476\t0.486\t0.997\t0.455\t1.202\t0.804\t-1.629\t0.160\t-0.582\t1.780\t-0.624\t0.804\t-1.468\t-0.155\t0.116\t-1.555\t-0.315\t0.476\t1.013\t0.901\t0.132\t0.449\t-1.108\t-1.699\t-0.004\t-1.334\t-2.233\n1\t-1.432\t-0.394\t-2.085\t0.242\t0.336\t-0.197\t-0.017\t0.931\t-0.323\t0.760\t0.038\t0.622\t-0.109\t1.858\t-1.106\t1.110\t-0.279\t0.165\t0.278\t-0.041\t1.379\t-0.858\t0.811\t1.150\t0.631\t1.319\t-1.309\t0.222\n4\t-0.727\t-0.734\t2.701\t0.448\t-0.182\t0.451\t-1.904\t-0.962\t-0.813\t1.318\t-1.980\t-0.946\t0.041\t-0.461\t-0.981\t-0.280\t1.625\t0.864\t-1.655\t0.078\t-1.768\t0.269\t0.920\t-1.370\t0.376\t1.516\t-2.184\t0.100\n0\t0.284\t-0.598\t0.139\t0.727\t1.188\t0.237\t0.955\t1.063\t-0.290\t-0.576\t1.695\t0.715\t0.561\t-0.541\t-2.053\t0.480\t0.486\t0.687\t0.001\t-0.561\t0.270\t1.259\t0.550\t-1.343\t-0.181\t-0.648\t1.596\t-0.217\n1\t-1.270\t-0.448\t0.514\t0.946\t0.406\t0.346\t0.345\t0.390\t-1.104\t0.876\t-0.768\t-1.040\t1.389\t-0.670\t0.605\t-1.410\t0.936\t-0.508\t1.382\t1.293\t-0.043\t-0.108\t-1.260\t0.501\t-1.388\t-0.331\t1.345\t-0.468\n4\t1.879\t-1.295\t-1.061\t-0.921\t2.599\t-0.062\t0.994\t0.175\t-1.984\t1.533\t0.401\t-0.122\t1.760\t-0.347\t-0.144\t-0.345\t1.076\t0.814\t0.279\t-1.052\t-0.370\t-1.052\t1.160\t-1.575\t1.594\t1.288\t-0.919\t-0.416\n2\t1.481\t-0.068\t0.982\t-0.860\t0.214\t0.144\t-0.324\t-0.869\t-3.067\t-0.846\t0.701\t-1.395\t-1.188\t-1.435\t0.209\t-0.893\t1.220\t0.735\t0.200\t0.304\t-0.763\t-0.763\t0.711\t0.913\t0.702\t-0.471\t-0.391\t-0.932\n4\t-0.023\t-1.946\t-1.192\t0.794\t-0.607\t-0.467\t-0.112\t1.529\t-3.688\t-0.947\t2.358\t1.137\t0.496\t0.236\t-0.277\t-1.402\t-0.450\t-0.151\t1.116\t0.320\t0.036\t-0.684\t-0.501\t-1.775\t0.199\t-1.271\t-0.379\t0.995\n0\t0.308\t-1.170\t0.816\t-0.692\t-1.175\t-1.210\t0.619\t-1.578\t-0.841\t1.017\t0.521\t1.219\t-0.224\t1.529\t-0.459\t0.812\t-0.624\t-1.087\t-0.250\t0.214\t-1.753\t0.269\t-0.562\t0.607\t-0.215\t0.587\t0.482\t0.167\n0\t0.057\t0.178\t-0.357\t1.130\t0.146\t0.048\t0.295\t-0.415\t-0.350\t0.481\t0.776\t0.881\t-0.195\t0.123\t-0.606\t0.787\t-0.945\t0.222\t0.879\t0.126\t0.300\t-0.273\t-1.854\t-0.674\t0.044\t-0.689\t0.485\t-1.464\n3\t1.810\t-0.230\t-0.391\t0.213\t-1.393\t-0.947\t1.204\t-1.486\t0.419\t-0.809\t1.913\t0.363\t-1.097\t0.705\t-2.321\t-2.307\t-0.847\t1.181\t1.057\t0.444\t1.076\t-0.409\t-0.044\t0.301\t0.349\t0.994\t0.769\t-0.283\n3\t-1.157\t0.323\t-1.364\t-0.532\t0.501\t-0.982\t1.605\t1.224\t-1.571\t-0.932\t-2.286\t-0.783\t0.766\t-0.414\t0.461\t-1.522\t0.798\t-0.555\t0.012\t-0.093\t-1.272\t-1.153\t0.968\t0.399\t1.050\t0.325\t0.143\t-1.726\n1\t1.051\t0.144\t-0.507\t-0.445\t-0.832\t-0.715\t-0.104\t-2.476\t1.404\t0.398\t-0.865\t1.438\t0.632\t0.773\t-0.345\t0.526\t-1.674\t0.315\t-0.351\t0.954\t-0.380\t-0.557\t1.180\t1.116\t0.782\t0.444\t0.686\t-0.244\n2\t-1.700\t-0.092\t-0.093\t-0.716\t0.408\t1.121\t-1.974\t-2.050\t1.657\t-0.240\t0.089\t-1.068\t0.044\t1.369\t0.496\t0.193\t-1.770\t0.743\t0.010\t-0.608\t0.643\t-0.848\t0.561\t1.217\t0.154\t-0.424\t-0.572\t0.383\n1\t0.015\t-0.001\t1.859\t0.417\t0.527\t0.060\t-0.774\t1.217\t-1.416\t-0.977\t-0.777\t0.251\t-0.016\t-1.863\t2.317\t0.760\t-0.491\t0.433\t0.447\t-0.330\t0.394\t0.406\t1.091\t0.069\t0.322\t-0.209\t-0.433\t-0.770\n3\t0.210\t0.488\t0.809\t1.253\t0.593\t0.422\t-2.554\t0.573\t1.866\t-1.375\t1.048\t1.133\t0.309\t-1.515\t-1.422\t0.175\t1.543\t-1.667\t-0.285\t0.737\t-0.388\t-0.235\t1.457\t0.639\t0.479\t-1.231\t-0.641\t0.147\n1\t-0.524\t0.222\t0.019\t0.267\t0.246\t-1.285\t-0.801\t-0.891\t0.822\t-1.044\t1.093\t1.021\t0.414\t0.005\t0.245\t2.066\t-0.242\t-1.751\t-0.144\t0.023\t1.480\t1.196\t-0.163\t-0.772\t1.626\t-0.286\t-0.676\t1.369\n4\t-3.745\t0.826\t-0.111\t0.221\t1.829\t-0.374\t1.218\t-1.237\t1.615\t-0.004\t0.634\t0.238\t0.127\t0.714\t-0.715\t-0.373\t1.375\t-0.998\t-0.279\t-0.059\t-1.560\t1.712\t-0.784\t-1.235\t-0.712\t-0.182\t0.994\t-0.346\n1\t0.809\t0.039\t-0.405\t-1.438\t2.158\t-0.752\t0.569\t-0.606\t1.161\t-0.968\t1.664\t-0.983\t0.210\t0.111\t-0.337\t-0.921\t-0.306\t0.236\t-1.051\t-0.802\t-1.190\t0.021\t2.120\t0.135\t-1.032\t-0.031\t0.709\t0.389\n4\t-0.490\t-0.681\t0.355\t-1.400\t0.238\t-1.407\t-1.400\t-1.366\t-1.327\t0.722\t0.723\t-0.163\t-0.632\t1.382\t0.695\t-1.179\t0.351\t0.299\t0.718\t2.749\t-0.818\t0.554\t1.496\t1.718\t0.181\t-1.308\t-1.795\t0.826\n4\t-0.195\t2.209\t-1.911\t0.231\t-0.006\t1.914\t0.633\t-0.635\t-0.324\t0.962\t0.743\t0.702\t-2.043\t-1.070\t1.752\t-0.416\t0.084\t-1.633\t-2.230\t-2.075\t0.275\t-1.091\t1.074\t0.066\t0.734\t0.403\t0.369\t-0.419\n4\t-0.052\t1.411\t0.389\t-2.289\t0.778\t-0.073\t-0.610\t0.872\t-0.236\t-0.952\t0.860\t-0.598\t-1.677\t-1.195\t-0.677\t-0.080\t2.279\t2.450\t1.208\t2.010\t-0.856\t-1.174\t-0.960\t-0.435\t1.109\t0.957\t0.399\t0.425\n0\t-0.242\t0.428\t-0.279\t0.710\t-0.219\t-0.122\t-0.407\t0.514\t0.837\t-0.709\t0.779\t0.307\t1.053\t-0.246\t0.239\t0.893\t-0.779\t-0.144\t-1.683\t-1.421\t-0.952\t-0.377\t-0.381\t1.276\t1.230\t-0.765\t-0.133\t0.637\n2\t1.134\t1.009\t-0.478\t0.377\t1.077\t-1.473\t0.115\t0.116\t-1.686\t-0.961\t-1.225\t-0.129\t0.214\t-1.418\t-0.716\t-0.191\t1.838\t-0.564\t-0.057\t0.317\t1.737\t0.154\t1.781\t-1.512\t0.723\t-0.807\t-0.249\t-0.445\n3\t0.302\t0.009\t0.588\t0.702\t-1.499\t0.908\t0.122\t2.654\t-0.121\t-1.191\t-0.290\t1.032\t-0.623\t-1.713\t-2.530\t0.894\t-0.865\t0.318\t0.031\t1.074\t0.419\t1.495\t-0.570\t-0.295\t-1.010\t-0.739\t-0.407\t1.572\n1\t0.019\t0.439\t0.551\t0.405\t0.381\t0.411\t0.639\t-1.510\t0.302\t0.434\t-0.149\t-0.834\t-0.872\t-1.545\t-1.802\t1.409\t1.897\t-1.356\t0.320\t0.309\t0.557\t-0.021\t1.410\t0.298\t1.223\t0.355\t-0.697\t0.587\n4\t0.782\t-0.065\t-0.014\t-1.107\t-0.300\t-0.763\t0.383\t-0.991\t1.330\t-1.676\t-0.807\t1.677\t-0.435\t-1.315\t0.219\t-0.475\t-0.836\t-1.096\t2.768\t-0.252\t-1.926\t1.494\t0.611\t-0.766\t-0.933\t0.673\t-0.247\t-1.926\n3\t-1.075\t-0.002\t2.930\t1.846\t0.053\t0.160\t-0.980\t-0.802\t0.362\t-0.525\t0.904\t1.570\t0.333\t0.102\t-1.681\t0.748\t-1.144\t-0.418\t0.960\t1.030\t-0.467\t-0.409\t-0.699\t-1.198\t-0.635\t-1.613\t0.683\t0.395\n3\t0.079\t0.151\t0.883\t-1.701\t-2.081\t2.482\t-0.057\t0.534\t-1.439\t0.682\t1.048\t-1.909\t0.488\t0.470\t-2.494\t0.182\t-0.652\t0.461\t0.699\t0.469\t-0.307\t-0.433\t0.212\t-0.259\t-1.479\t0.194\t-0.182\t-0.184\n3\t-0.014\t-2.277\t-0.668\t-0.443\t0.744\t-1.303\t-0.805\t-0.521\t-0.064\t1.771\t-0.740\t-1.312\t-0.325\t-0.817\t-0.536\t0.542\t1.005\t1.480\t0.009\t-0.187\t-0.782\t-1.304\t-0.899\t-1.215\t-1.609\t0.853\t-1.493\t-1.721\n3\t-0.346\t0.503\t-0.659\t-0.414\t1.600\t-1.359\t-0.517\t0.045\t-2.475\t-0.934\t0.808\t-1.287\t0.153\t0.335\t0.502\t-1.061\t0.157\t-1.175\t-0.300\t0.865\t-0.853\t0.529\t-0.079\t0.757\t-1.971\t1.176\t-1.805\t-1.229\n3\t1.388\t-1.175\t2.522\t1.486\t-1.060\t-1.120\t-0.825\t-0.705\t1.502\t1.779\t0.161\t-0.655\t0.560\t0.501\t0.582\t-0.657\t0.606\t0.667\t-0.955\t-0.111\t0.199\t-0.111\t0.834\t0.585\t0.757\t1.699\t1.583\t-0.341\n4\t-1.253\t1.649\t-0.150\t0.466\t0.355\t-0.982\t-0.388\t1.203\t0.297\t-1.280\t0.962\t-1.198\t0.948\t1.538\t-1.030\t1.124\t0.966\t1.781\t-1.199\t-1.314\t-0.618\t-1.143\t2.689\t0.058\t0.086\t1.637\t-0.572\t0.471\n4\t-1.333\t0.628\t-0.554\t-0.778\t0.882\t-1.216\t-0.212\t-1.148\t-0.299\t-2.192\t0.542\t0.390\t2.177\t0.242\t-0.902\t0.992\t0.969\t1.307\t-1.961\t-0.701\t-0.908\t1.529\t0.806\t1.130\t-1.085\t0.133\t-1.627\t-1.102\n4\t-1.226\t-1.558\t1.456\t-1.206\t-1.160\t-0.612\t0.841\t-0.660\t-0.161\t-0.914\t1.150\t-2.104\t0.228\t1.922\t-0.281\t-0.925\t-2.174\t0.355\t0.918\t1.125\t1.475\t0.769\t-1.624\t1.207\t-0.845\t-0.406\t0.721\t0.341\n1\t-0.112\t0.850\t0.417\t-0.664\t-0.709\t-0.523\t0.580\t-2.302\t0.157\t-0.883\t0.191\t0.344\t-1.662\t-0.227\t0.156\t0.088\t-0.122\t-1.221\t-1.069\t-1.378\t0.554\t-0.116\t-0.052\t-1.705\t-0.034\t0.634\t-1.842\t-0.535\n3\t-0.259\t-1.578\t0.866\t-0.889\t0.580\t0.924\t-0.044\t0.474\t-1.423\t2.925\t0.440\t0.781\t0.934\t-0.139\t0.078\t1.085\t-0.368\t0.391\t0.468\t-0.735\t0.444\t-1.694\t0.918\t1.570\t0.906\t1.497\t-0.762\t-0.225\n3\t0.188\t0.465\t-0.051\t-1.215\t1.311\t-0.033\t-0.214\t-0.156\t-1.465\t1.955\t1.130\t-0.690\t-1.924\t0.527\t0.748\t0.065\t-0.336\t-1.666\t0.599\t-1.683\t0.276\t0.727\t-0.308\t-0.254\t-2.521\t-0.927\t-0.479\t-1.615\n1\t-0.990\t3.019\t1.119\t0.557\t1.758\t-0.386\t-0.151\t-0.603\t1.079\t0.184\t0.046\t-0.829\t-0.805\t-0.508\t0.392\t0.297\t0.670\t0.072\t-1.056\t0.385\t0.237\t0.228\t-1.014\t0.563\t-0.202\t-0.180\t0.206\t1.502\n2\t1.473\t-1.103\t1.003\t0.715\t-1.712\t0.609\t0.018\t-0.083\t1.996\t0.941\t-0.928\t0.640\t-0.917\t-0.875\t0.160\t1.174\t-1.487\t-0.504\t1.176\t-0.941\t0.031\t-0.311\t1.277\t0.319\t-0.299\t-0.837\t2.105\t-0.076\n2\t0.486\t-1.006\t-0.820\t0.539\t-0.676\t-0.516\t-0.812\t1.785\t-0.617\t0.052\t-0.202\t0.221\t-0.615\t-0.201\t0.394\t-0.863\t1.089\t1.185\t0.606\t0.070\t-2.991\t0.424\t-0.391\t-0.246\t-1.897\t0.494\t-1.449\t0.118\n3\t-1.255\t0.739\t-0.885\t-1.202\t0.500\t-1.106\t-0.818\t1.581\t1.589\t1.191\t0.759\t1.156\t1.963\t1.094\t0.251\t0.873\t-0.465\t0.146\t0.191\t-0.138\t-0.315\t1.288\t-0.953\t0.148\t-1.289\t-2.008\t1.195\t1.286\n1\t-1.117\t0.849\t-0.158\t0.588\t-1.110\t-0.253\t1.887\t-0.336\t-1.068\t-0.561\t0.503\t1.418\t-2.416\t-0.231\t-0.623\t-0.348\t-0.911\t-0.944\t-1.232\t-0.889\t-0.215\t-0.175\t0.492\t0.145\t0.095\t0.801\t-1.177\t-0.644\n0\t0.483\t1.111\t-0.266\t-1.077\t-0.078\t-0.302\t-0.209\t-0.255\t0.592\t0.716\t0.189\t0.616\t-0.076\t-1.051\t0.411\t-0.674\t-0.546\t-0.502\t-0.561\t-1.884\t-0.912\t-0.751\t0.310\t-0.779\t0.603\t0.121\t0.207\t0.729\n0\t1.345\t-0.602\t0.709\t0.162\t-1.635\t-0.919\t-0.150\t1.112\t0.464\t-1.168\t-0.140\t2.018\t0.111\t-0.327\t0.492\t0.763\t-0.456\t0.503\t-0.329\t0.719\t0.170\t0.482\t-0.759\t-0.821\t0.945\t-0.079\t0.285\t-0.306\n3\t1.763\t0.478\t-0.573\t-0.277\t1.056\t-0.736\t-1.482\t-1.408\t-1.729\t-1.299\t-1.181\t1.385\t-0.046\t-0.363\t-1.443\t-0.143\t-1.737\t-0.369\t2.064\t0.664\t-0.210\t0.698\t-0.522\t-0.801\t1.704\t-1.142\t-0.354\t0.306\n1\t0.675\t0.744\t0.735\t-0.696\t-0.148\t0.553\t-1.537\t-0.081\t-1.089\t0.286\t-0.797\t-0.542\t0.330\t1.478\t0.276\t-2.163\t0.660\t-1.397\t-0.736\t0.361\t0.019\t-0.144\t0.147\t-0.027\t0.880\t0.195\t2.309\t-0.562\n3\t1.300\t-2.305\t1.237\t-0.544\t-0.078\t-0.527\t1.543\t-1.231\t0.012\t0.527\t-1.611\t-0.920\t-0.148\t-0.887\t-0.816\t-0.350\t0.650\t-0.343\t1.078\t-0.998\t-1.252\t1.926\t-0.658\t-1.311\t-1.742\t1.075\t-0.341\t-0.254\n4\t-0.799\t0.168\t-2.182\t2.161\t-1.067\t0.355\t0.431\t-0.464\t-0.385\t1.096\t-1.437\t0.448\t-0.932\t0.541\t-0.068\t1.380\t-0.621\t0.314\t-1.211\t1.492\t0.685\t0.472\t2.019\t-1.793\t0.361\t0.414\t-2.138\t-0.975\n3\t-0.026\t1.465\t-0.111\t-0.725\t-1.567\t0.377\t0.466\t-0.037\t0.184\t-1.736\t0.314\t1.353\t-1.723\t0.815\t-0.341\t1.856\t-0.649\t0.689\t0.847\t0.630\t0.392\t-1.464\t-1.020\t0.582\t0.629\t0.009\t0.370\t2.949\n1\t1.031\t0.552\t1.195\t-1.082\t-0.260\t-0.219\t0.209\t0.625\t0.138\t1.335\t-0.375\t-1.049\t-0.666\t-0.790\t-0.456\t-0.269\t-0.227\t0.232\t-0.461\t1.049\t-1.938\t-2.227\t1.001\t0.923\t1.239\t0.637\t0.003\t-0.258\n3\t-1.363\t0.659\t-0.315\t-1.122\t0.838\t-0.696\t0.735\t0.658\t1.115\t0.657\t1.260\t0.482\t0.360\t-0.817\t-1.001\t0.085\t-0.529\t1.137\t-1.619\t0.898\t-1.313\t-1.804\t0.444\t-1.365\t-1.451\t-1.158\t-1.943\t1.138\n1\t-1.938\t0.072\t0.379\t-0.300\t-0.777\t1.243\t0.632\t1.313\t-0.954\t-0.708\t1.203\t-0.047\t-0.569\t-0.500\t-0.011\t1.003\t-0.161\t0.791\t0.467\t-0.878\t-0.879\t-0.450\t-1.337\t-0.514\t1.513\t-0.031\t-0.766\t1.916\n1\t-0.281\t0.023\t-0.127\t0.118\t1.344\t0.409\t-0.160\t-1.055\t-0.489\t-1.063\t-0.787\t0.911\t0.428\t1.787\t-0.341\t0.039\t0.082\t-0.063\t-1.358\t-0.411\t0.830\t0.423\t0.287\t1.457\t1.566\t0.826\t2.272\t0.781\n3\t2.473\t-0.391\t-0.385\t-0.552\t-1.479\t0.152\t0.031\t0.312\t-1.031\t-1.900\t-1.962\t0.313\t0.362\t1.742\t1.173\t-1.326\t-1.095\t0.518\t0.035\t0.981\t1.376\t0.382\t0.063\t-1.017\t-0.979\t0.647\t-1.227\t-0.378\n1\t-0.714\t0.042\t1.309\t-1.554\t0.128\t0.759\t-0.551\t1.266\t-0.090\t1.281\t0.113\t-0.962\t0.122\t0.234\t-1.153\t1.476\t0.811\t-0.658\t-0.322\t0.518\t1.386\t-0.048\t0.643\t0.019\t1.736\t-0.186\t-0.958\t0.921\n2\t-0.372\t-0.728\t0.320\t1.654\t0.140\t0.996\t-1.390\t0.158\t-1.097\t-1.477\t-0.739\t1.192\t0.950\t0.243\t-1.533\t-0.196\t0.302\t0.176\t-1.844\t-0.890\t-0.064\t0.536\t-2.196\t-0.162\t0.143\t0.850\t0.693\t0.583\n2\t-1.463\t-0.192\t0.497\t1.132\t0.296\t1.151\t0.264\t-0.519\t-1.354\t-1.209\t-0.044\t0.025\t-2.251\t-1.541\t0.281\t-0.660\t-0.210\t-0.199\t-1.300\t-0.514\t0.293\t0.421\t0.243\t1.601\t1.608\t0.009\t-0.792\t1.116\n3\t0.740\t-1.838\t0.479\t-1.099\t-0.570\t-1.542\t1.551\t0.193\t1.176\t-1.317\t-0.113\t0.478\t-0.139\t0.111\t-1.260\t-0.297\t-0.059\t-0.236\t-0.675\t0.156\t2.231\t-1.024\t-1.296\t1.415\t-0.248\t0.829\t-0.041\t-2.014\n3\t0.447\t2.293\t1.188\t-0.401\t0.269\t0.027\t0.030\t0.386\t3.617\t0.853\t-0.274\t-0.235\t-0.006\t-0.136\t-0.420\t1.068\t-0.430\t-1.876\t-0.620\t0.836\t-0.343\t0.558\t-1.428\t-1.593\t-0.818\t0.345\t-0.605\t-0.368\n3\t0.173\t1.896\t-1.916\t-0.035\t-0.316\t0.947\t0.355\t0.590\t0.345\t-0.932\t1.211\t0.799\t0.916\t1.264\t0.418\t1.481\t0.378\t-0.219\t-0.007\t-0.024\t-0.519\t1.632\t0.296\t0.095\t0.388\t2.980\t-1.132\t-0.845\n4\t-0.001\t0.671\t1.219\t-1.349\t-1.118\t-0.313\t3.159\t-0.261\t-0.122\t0.618\t0.977\t0.170\t1.164\t-1.194\t-0.766\t1.162\t0.011\t-1.262\t-1.323\t-0.811\t0.002\t0.467\t-0.329\t0.385\t-0.437\t1.224\t2.552\t-0.393\n1\t0.303\t0.449\t-1.682\t-1.285\t0.761\t1.524\t-0.967\t0.259\t0.807\t0.238\t-0.249\t-0.641\t1.985\t0.096\t0.389\t0.324\t-0.812\t0.051\t-0.322\t-0.340\t0.317\t-0.916\t-1.205\t0.503\t-0.532\t-0.345\t-1.929\t0.963\n2\t-1.738\t0.808\t-0.934\t0.554\t-1.427\t0.032\t0.558\t-0.182\t1.369\t-1.209\t-0.088\t1.506\t-0.256\t0.469\t-0.562\t0.123\t-2.312\t0.473\t-1.305\t0.506\t-0.721\t-0.647\t-0.187\t0.311\t0.247\t2.087\t-0.791\t-0.038\n2\t-1.172\t0.884\t-0.886\t-0.786\t0.595\t1.651\t0.855\t0.109\t1.152\t1.685\t-0.164\t-0.911\t-0.684\t-0.098\t-0.410\t0.335\t-1.048\t0.287\t-0.445\t0.036\t1.400\t2.042\t0.052\t1.442\t0.248\t-1.440\t0.200\t-1.260\n2\t1.419\t-0.696\t-0.321\t-0.670\t-1.695\t0.850\t-0.340\t0.188\t-1.107\t-0.649\t0.807\t-1.007\t-0.796\t-0.617\t0.455\t0.788\t-1.696\t0.802\t1.028\t1.102\t-1.343\t1.308\t-1.089\t-0.459\t1.989\t0.995\t0.846\t0.514\n1\t-1.029\t1.252\t0.796\t-1.151\t1.353\t0.251\t0.553\t0.949\t-0.628\t0.505\t-0.123\t-0.231\t0.341\t-0.171\t0.741\t-0.289\t-0.263\t-0.559\t-1.211\t1.479\t0.379\t2.229\t0.449\t-1.228\t0.698\t0.005\t0.799\t-0.682\n0\t-0.919\t1.467\t-0.186\t-0.792\t-1.662\t0.087\t0.518\t-0.652\t0.140\t-1.091\t-0.229\t1.085\t-0.233\t-0.644\t1.342\t0.198\t-0.503\t-0.866\t-1.149\t0.427\t0.767\t0.000\t-0.198\t0.588\t-1.418\t0.076\t0.017\t0.415\n2\t1.660\t0.076\t-0.428\t2.039\t0.562\t0.187\t-0.516\t0.736\t0.168\t-1.252\t0.022\t-1.005\t-0.729\t-0.060\t-1.562\t-1.394\t0.475\t1.454\t0.269\t0.564\t0.233\t1.017\t-0.102\t2.294\t0.685\t0.076\t-0.584\t-0.498\n2\t-1.574\t0.912\t-1.627\t-0.630\t-0.438\t-0.406\t1.441\t-0.226\t0.037\t0.494\t-0.097\t0.926\t0.478\t1.270\t0.393\t0.172\t-2.008\t-1.025\t0.927\t-0.668\t-0.034\t0.134\t-0.289\t1.692\t-2.221\t1.116\t0.231\t-0.551\n1\t1.131\t-1.151\t-1.094\t-1.892\t-0.026\t-0.589\t1.861\t-0.592\t0.650\t-0.871\t0.816\t1.452\t-0.524\t-0.168\t-0.216\t0.270\t0.989\t-0.623\t1.050\t0.203\t1.577\t0.338\t-1.405\t0.713\t0.009\t-0.282\t0.520\t-0.778\n3\t0.349\t0.655\t1.159\t0.803\t-1.529\t0.343\t0.312\t0.775\t-0.006\t-0.829\t-0.892\t-0.115\t-1.207\t-0.555\t-0.478\t-0.259\t2.377\t-0.956\t-2.737\t0.342\t-0.825\t1.144\t-0.163\t0.095\t-1.338\t0.062\t1.280\t0.883\n1\t0.385\t1.390\t0.372\t-0.264\t0.382\t-0.005\t-2.131\t1.003\t-0.622\t-1.151\t1.205\t0.378\t0.680\t-0.126\t0.224\t-0.301\t-0.861\t0.685\t0.238\t1.722\t-2.236\t1.179\t-0.388\t-0.483\t0.584\t-0.888\t-0.450\t0.595\n0\t-0.830\t0.423\t0.652\t-1.860\t1.637\t-1.453\t1.083\t-0.494\t0.769\t0.425\t-0.346\t-0.886\t-0.246\t-0.481\t0.368\t0.086\t-0.796\t-1.227\t-0.413\t-0.081\t-0.753\t0.380\t-0.221\t0.983\t0.374\t0.597\t-0.572\t1.283\n1\t-1.398\t1.127\t0.069\t1.840\t-0.869\t0.652\t-0.137\t2.165\t0.507\t0.801\t1.266\t1.684\t-1.074\t0.602\t0.217\t0.850\t-0.643\t-0.215\t-1.152\t0.236\t-1.098\t-0.304\t-0.309\t0.192\t-0.359\t1.070\t-0.720\t0.408\n4\t-0.156\t1.457\t-0.315\t0.567\t-0.707\t-1.573\t0.358\t-1.804\t2.149\t-0.354\t-0.078\t-0.310\t0.141\t0.340\t-0.840\t-2.554\t-1.101\t-0.485\t0.280\t0.184\t0.753\t-1.643\t-0.893\t-0.441\t1.524\t2.721\t-1.348\t1.092\n1\t1.167\t1.763\t-0.651\t-0.070\t0.959\t-0.717\t1.421\t0.611\t-1.810\t-0.026\t-0.719\t0.808\t1.294\t1.547\t-0.854\t-0.274\t0.003\t0.271\t-0.200\t1.408\t0.745\t0.599\t-0.453\t-1.152\t0.497\t-1.002\t0.494\t0.244\n0\t-1.287\t-0.233\t-0.738\t-1.177\t0.248\t0.790\t0.600\t0.118\t-0.352\t-0.525\t0.871\t-0.512\t-0.540\t0.411\t-0.981\t0.085\t-0.529\t-0.671\t-0.250\t0.754\t0.177\t0.293\t0.759\t0.624\t-0.179\t0.557\t-0.168\t0.438\n3\t-0.020\t-0.248\t-0.747\t0.830\t0.850\t-0.185\t1.234\t0.268\t-2.339\t1.518\t0.877\t-1.130\t-0.801\t1.619\t-1.816\t0.221\t-0.638\t1.428\t-2.084\t-0.041\t0.569\t-0.658\t-0.534\t1.944\t0.264\t1.099\t-0.658\t0.750\n4\t-0.678\t0.903\t0.581\t-0.762\t-1.405\t0.974\t-1.617\t0.545\t0.248\t-0.889\t-1.884\t0.829\t0.096\t-1.805\t-1.007\t-0.586\t2.482\t2.710\t-0.278\t-1.045\t-1.038\t0.429\t1.048\t-1.143\t0.522\t0.707\t0.882\t-0.136\n3\t-1.234\t-1.205\t0.185\t0.368\t-1.550\t0.099\t0.544\t-0.252\t1.816\t2.135\t-0.819\t-0.306\t0.704\t0.011\t-1.169\t1.360\t0.122\t0.094\t-1.004\t-1.104\t0.343\t2.099\t-1.282\t-0.448\t-1.029\t-0.958\t1.747\t0.226\n4\t-3.009\t-0.882\t-0.528\t-1.156\t0.575\t-0.777\t0.478\t-1.233\t0.909\t-1.276\t-2.342\t1.237\t-0.856\t1.757\t0.565\t0.790\t1.045\t0.113\t0.124\t1.281\t0.111\t-0.728\t0.586\t-2.114\t1.320\t1.340\t1.198\t1.160\n3\t2.211\t-0.173\t0.633\t0.595\t-2.029\t0.446\t-1.238\t0.633\t0.118\t-1.115\t-1.190\t-0.073\t2.481\t1.623\t0.360\t0.515\t0.602\t-0.534\t-0.693\t0.851\t-0.602\t1.441\t-1.353\t-0.902\t1.416\t-0.287\t-0.123\t0.645\n3\t1.541\t1.334\t0.778\t0.075\t0.023\t0.764\t-0.392\t-1.883\t0.492\t-1.131\t-0.962\t0.000\t-0.095\t-1.412\t0.165\t0.966\t-1.128\t1.272\t-1.560\t2.117\t-0.411\t0.146\t-1.892\t-0.062\t0.228\t-0.086\t-0.563\t-0.947\n2\t0.250\t0.173\t0.522\t-0.293\t-1.572\t0.277\t-0.001\t0.806\t0.236\t-0.524\t0.296\t0.431\t0.872\t1.896\t-1.310\t0.822\t-1.336\t-0.295\t-0.626\t-0.633\t-0.183\t1.399\t-2.245\t-0.803\t-0.065\t-0.208\t-2.775\t0.147\n1\t-0.315\t-0.480\t-0.563\t-0.470\t0.607\t-0.042\t0.987\t0.464\t0.031\t0.373\t1.196\t0.657\t0.281\t0.423\t-1.153\t2.572\t0.528\t0.628\t-0.029\t-2.298\t-0.265\t0.076\t-0.823\t-0.832\t-0.339\t0.772\t1.256\t0.171\n3\t1.318\t-1.661\t1.026\t-1.242\t-0.432\t-0.022\t-0.451\t-0.356\t0.810\t1.070\t-0.114\t-0.003\t0.631\t-1.053\t0.038\t-0.224\t0.282\t-1.166\t0.365\t0.284\t1.979\t-1.293\t2.315\t1.924\t1.283\t-0.505\t0.984\t-1.727\n0\t0.860\t1.500\t0.558\t0.082\t0.364\t1.123\t1.750\t0.302\t-0.623\t0.925\t-0.853\t0.390\t0.681\t-0.108\t-0.905\t-0.455\t-0.316\t-1.054\t-0.386\t-1.452\t0.591\t0.333\t0.266\t-0.386\t-0.252\t-0.829\t0.505\t-1.358\n1\t0.226\t-1.666\t0.336\t-1.762\t1.023\t0.907\t0.505\t-0.676\t0.170\t-0.513\t-1.031\t-0.339\t0.698\t0.044\t1.451\t0.766\t0.659\t-1.609\t-0.285\t-1.064\t-0.183\t-0.693\t-0.378\t1.061\t0.475\t1.007\t-1.601\t0.058\n1\t1.349\t-0.956\t0.450\t-0.829\t1.021\t1.012\t-0.354\t2.210\t1.107\t0.707\t0.651\t0.984\t-0.996\t0.195\t0.383\t-0.400\t0.465\t1.232\t-0.422\t-0.054\t-0.821\t-1.787\t0.779\t-0.026\t0.048\t-0.987\t-0.186\t1.097\n2\t1.580\t-0.247\t-0.300\t-1.396\t0.419\t-1.174\t0.442\t0.580\t-0.750\t0.957\t-0.275\t-1.471\t1.545\t-0.923\t0.507\t0.426\t0.389\t0.372\t-0.970\t1.691\t0.956\t0.475\t-1.333\t-0.978\t0.657\t-2.004\t0.339\t-1.331\n0\t0.282\t-0.781\t0.201\t-0.109\t0.221\t1.226\t-0.551\t1.329\t1.811\t-0.227\t0.133\t0.605\t0.275\t0.410\t-1.741\t-0.003\t-0.933\t-0.426\t1.165\t0.466\t0.697\t-0.050\t-0.228\t1.194\t-0.149\t0.927\t1.229\t0.917\n1\t0.955\t-0.107\t-0.863\t0.884\t1.522\t-0.793\t0.743\t-1.097\t-1.890\t0.807\t0.474\t0.210\t0.081\t0.901\t-0.717\t1.504\t0.696\t-1.211\t-0.975\t-0.966\t0.585\t0.357\t-0.610\t0.018\t0.979\t0.822\t0.080\t0.708\n2\t0.744\t1.083\t-0.927\t-0.143\t0.077\t1.087\t-0.151\t0.962\t-0.773\t-1.055\t1.832\t-1.312\t-0.751\t0.785\t-0.531\t-0.557\t-0.198\t-2.156\t1.121\t0.176\t-0.811\t-1.716\t-1.365\t-1.594\t0.227\t0.237\t0.612\t0.733\n1\t-0.666\t-1.916\t0.353\t0.172\t-0.114\t0.963\t0.153\t0.167\t0.725\t0.206\t-0.218\t-0.366\t-1.126\t-0.061\t1.087\t0.413\t-0.463\t0.812\t0.416\t-0.524\t1.347\t-1.274\t-0.021\t-0.829\t1.044\t-1.181\t-0.919\t2.201\n3\t0.929\t0.142\t-0.015\t1.558\t-1.147\t1.083\t-1.807\t-1.208\t0.021\t1.624\t0.099\t-0.166\t-0.649\t1.224\t0.433\t0.007\t1.696\t-1.396\t1.594\t-1.366\t-0.648\t0.830\t0.725\t0.593\t-0.217\t1.138\t0.748\t1.382\n2\t0.027\t-0.184\t0.140\t-0.106\t-0.269\t1.884\t-1.471\t2.287\t-0.879\t-0.385\t-0.394\t1.467\t0.488\t0.706\t1.492\t-0.924\t0.213\t1.975\t-0.986\t1.096\t-0.462\t-0.098\t0.618\t-0.794\t0.585\t0.500\t0.592\t-0.066\n1\t-0.830\t-0.655\t0.781\t-1.428\t0.451\t-0.724\t-1.859\t-0.980\t0.028\t1.395\t0.913\t-0.294\t0.972\t-0.357\t-1.467\t0.021\t-1.506\t0.791\t0.806\t-0.880\t0.146\t0.136\t0.872\t-1.245\t0.599\t-1.317\t0.777\t1.063\n2\t1.560\t-0.766\t-0.896\t-2.445\t0.364\t0.973\t0.298\t-0.435\t0.191\t0.534\t0.040\t-0.779\t0.474\t0.114\t-0.894\t1.503\t-0.483\t-0.927\t-1.685\t1.385\t1.721\t-0.030\t0.569\t0.418\t-1.365\t0.821\t0.365\t-0.362\n0\t1.054\t0.010\t-0.413\t0.936\t-0.745\t-1.526\t0.624\t1.306\t-0.357\t-0.749\t1.207\t0.513\t-0.273\t0.252\t-0.988\t0.330\t-1.975\t-0.861\t-0.161\t0.159\t-0.398\t0.971\t0.178\t-0.475\t-0.209\t0.642\t0.387\t-0.313\n4\t0.596\t0.694\t-0.458\t1.130\t-1.400\t1.601\t-1.662\t0.537\t0.245\t0.824\t-1.763\t-0.274\t1.049\t-1.088\t1.434\t-1.992\t-1.707\t-0.866\t0.639\t1.409\t-0.675\t0.222\t1.252\t0.611\t2.132\t-0.644\t1.282\t-0.757\n3\t0.882\t-0.896\t0.730\t0.293\t1.774\t2.194\t0.796\t-0.260\t0.491\t0.581\t0.527\t0.420\t0.534\t1.050\t2.198\t-1.809\t1.300\t0.142\t-0.790\t-1.351\t0.306\t0.036\t-1.079\t-0.031\t1.037\t1.552\t0.127\t0.124\n1\t0.447\t-0.571\t0.104\t-0.749\t0.467\t-1.605\t0.339\t-0.302\t-0.728\t-1.070\t-0.811\t2.089\t-0.378\t-0.097\t-0.002\t0.338\t-0.152\t0.184\t1.132\t0.693\t2.610\t0.214\t-0.800\t0.245\t-0.990\t0.989\t-0.049\t0.418\n2\t-1.003\t-0.540\t0.545\t-0.069\t-0.721\t1.003\t0.140\t2.055\t0.659\t-1.135\t0.116\t-1.204\t2.005\t-0.989\t1.114\t0.954\t-0.683\t0.328\t0.256\t0.833\t0.177\t-0.668\t0.561\t0.564\t-0.931\t-2.305\t0.592\t0.373\n1\t-0.997\t-0.639\t0.496\t-0.545\t0.513\t0.803\t0.587\t1.161\t0.988\t0.885\t-0.263\t-2.123\t-1.293\t-0.183\t0.454\t0.980\t-0.654\t0.693\t0.034\t0.184\t0.594\t0.905\t-0.673\t-0.348\t1.817\t-1.768\t1.422\t-0.538\n0\t-1.545\t0.636\t-0.207\t0.794\t1.372\t-1.328\t0.011\t1.170\t0.093\t0.158\t-0.922\t-0.300\t0.446\t0.946\t-0.854\t0.533\t-0.022\t0.368\t-0.825\t0.368\t0.824\t0.362\t-1.239\t1.279\t-0.581\t-0.284\t0.229\t0.297\n4\t-0.593\t-0.403\t0.321\t0.657\t0.527\t0.032\t-0.306\t0.332\t-3.201\t1.869\t-0.186\t0.182\t2.099\t-0.741\t2.332\t0.740\t0.447\t0.644\t-0.841\t-1.649\t-1.180\t1.087\t-0.936\t-1.654\t-0.079\t0.575\t0.039\t0.606\n2\t-0.283\t0.619\t-1.545\t0.363\t1.185\t0.581\t0.276\t-1.443\t-0.108\t-1.320\t-0.077\t0.029\t-0.770\t1.302\t-1.387\t2.422\t0.720\t0.829\t0.084\t-1.609\t-0.688\t-0.358\t-0.201\t-0.740\t1.613\t-0.989\t-0.320\t-1.019\n4\t2.155\t-1.635\t-1.439\t-0.532\t1.395\t0.195\t1.094\t-0.187\t0.251\t0.756\t-0.350\t0.041\t0.610\t2.495\t-0.533\t-0.501\t0.692\t-1.064\t1.215\t-0.003\t-0.379\t0.103\t2.482\t-0.798\t-1.663\t1.181\t-0.262\t-0.798\n4\t0.081\t2.341\t0.352\t-0.214\t-0.899\t-1.443\t-0.991\t-0.880\t0.395\t-0.526\t0.187\t1.282\t-0.088\t2.079\t-1.176\t-0.151\t-0.539\t0.937\t-2.240\t-1.443\t-0.107\t1.551\t0.226\t-1.352\t-1.197\t1.673\t-0.621\t-0.943\n3\t2.100\t1.532\t0.474\t-1.516\t0.400\t0.129\t0.525\t1.359\t-0.417\t-0.469\t1.032\t1.164\t0.191\t1.399\t-1.936\t0.440\t0.285\t1.315\t-1.057\t1.126\t-0.607\t-0.163\t-0.787\t-1.349\t0.728\t-0.440\t-0.863\t-0.880\n2\t1.237\t-0.254\t-0.458\t0.475\t-1.063\t1.022\t-1.056\t-1.050\t-0.910\t0.760\t-0.617\t-1.348\t-0.606\t-0.032\t-1.181\t-1.152\t2.111\t-0.861\t-0.323\t-0.367\t-0.421\t0.621\t0.948\t-0.306\t-1.236\t1.274\t-0.095\t1.730\n0\t0.408\t-0.542\t-0.177\t-0.187\t1.483\t-0.651\t0.593\t-0.021\t-0.990\t1.415\t-0.724\t-1.046\t0.337\t0.874\t-0.983\t1.197\t-0.712\t-1.639\t-0.730\t-0.509\t1.137\t0.907\t-0.583\t-0.879\t0.214\t0.266\t0.119\t-0.915\n2\t-0.063\t-0.388\t0.874\t-1.713\t-1.376\t-0.551\t0.497\t-0.390\t0.629\t-0.189\t0.022\t0.195\t-2.180\t0.498\t-0.305\t0.578\t1.749\t1.291\t-0.106\t0.630\t-0.772\t-1.365\t-1.013\t0.756\t-0.621\t-0.007\t-0.074\t2.463\n3\t-0.787\t2.933\t-0.473\t0.729\t1.909\t-1.343\t0.611\t0.023\t1.795\t-0.909\t-0.752\t-0.050\t-0.494\t-0.459\t2.028\t0.127\t-0.785\t-0.390\t0.405\t0.337\t-0.577\t-1.628\t-0.051\t-0.078\t-0.646\t1.280\t0.575\t0.135\n0\t-0.109\t0.211\t0.627\t-0.424\t0.520\t-0.242\t0.239\t0.083\t0.391\t0.363\t-0.002\t-0.824\t1.369\t-0.455\t1.174\t-1.177\t-1.105\t1.097\t1.746\t0.584\t-1.411\t1.138\t-0.934\t-1.103\t0.155\t-0.497\t0.813\t0.514\n3\t-0.667\t0.874\t2.840\t0.356\t0.862\t0.694\t-1.422\t0.586\t0.306\t-0.260\t-0.884\t0.694\t-0.972\t2.134\t0.114\t-1.223\t-0.514\t-0.278\t2.412\t-0.885\t-0.116\t-0.538\t0.499\t-0.522\t-1.139\t-0.195\t-0.299\t-0.592\n4\t1.080\t-1.530\t0.045\t-0.489\t-1.328\t0.089\t0.666\t0.311\t2.529\t2.082\t0.092\t-0.059\t-0.114\t1.197\t-1.643\t0.188\t-2.029\t0.283\t0.160\t1.574\t0.326\t0.671\t1.334\t0.537\t-0.230\t-1.320\t-0.671\t1.781\n4\t-0.375\t1.065\t0.034\t-1.998\t-1.404\t0.424\t1.010\t0.609\t0.769\t2.590\t0.528\t-0.265\t-0.127\t1.635\t-1.269\t1.238\t0.016\t-0.832\t-1.450\t1.481\t-0.857\t0.062\t-0.975\t1.966\t0.098\t-1.346\t-0.429\t1.393\n4\t0.859\t-0.879\t0.127\t-1.387\t0.440\t1.824\t-1.960\t-0.727\t0.837\t2.944\t0.588\t-0.729\t-0.149\t-1.227\t0.805\t1.046\t1.406\t-0.330\t-0.808\t1.495\t1.381\t-0.988\t-0.376\t0.790\t-0.252\t0.032\t-1.469\t-1.122\n3\t0.831\t0.304\t0.707\t0.949\t0.758\t0.001\t0.315\t0.948\t-0.982\t0.234\t-2.068\t-0.186\t-2.363\t-0.734\t-1.789\t1.059\t-0.630\t-1.017\t0.226\t-0.742\t-1.281\t-0.276\t-1.542\t1.956\t0.131\t0.658\t1.271\t1.324\n0\t1.065\t-0.756\t-0.140\t-0.585\t-0.025\t0.066\t-0.003\t-0.090\t0.127\t1.255\t-2.011\t1.921\t-0.351\t-0.078\t1.329\t0.607\t0.535\t1.246\t-0.165\t0.919\t-1.260\t0.418\t0.562\t1.146\t0.708\t0.204\t-0.318\t-0.329\n0\t-0.571\t0.565\t-0.761\t0.618\t-1.430\t0.368\t0.760\t-0.261\t0.618\t-0.496\t-0.676\t-0.945\t0.190\t0.269\t-0.237\t-0.387\t-0.651\t1.432\t-0.366\t0.335\t-2.177\t1.108\t-0.346\t0.781\t0.815\t0.270\t0.089\t1.320\n4\t2.010\t-0.733\t1.217\t0.153\t0.132\t-0.507\t-0.200\t1.787\t0.855\t-1.363\t-0.991\t0.383\t0.639\t0.767\t-0.077\t-0.849\t-0.810\t-2.301\t1.634\t-2.629\t-0.241\t-1.772\t-0.584\t0.576\t-2.287\t0.353\t0.871\t-0.417\n0\t0.463\t-0.841\t0.071\t0.824\t-0.558\t0.411\t-0.576\t0.176\t0.106\t-0.367\t-1.831\t0.781\t1.990\t0.140\t-0.613\t0.208\t1.146\t1.280\t0.912\t0.445\t0.675\t0.118\t-0.956\t-0.379\t-0.323\t0.293\t-1.764\t0.511\n1\t1.173\t-0.008\t-1.681\t0.726\t2.198\t0.718\t-0.273\t0.401\t0.800\t0.113\t1.315\t-1.132\t-0.404\t0.459\t0.698\t-0.547\t-0.453\t-0.667\t-0.745\t0.519\t-0.038\t1.297\t-1.094\t-0.157\t0.736\t0.344\t-1.098\t1.152\n3\t0.649\t-0.902\t0.825\t0.287\t-1.172\t0.346\t0.749\t0.361\t0.537\t-1.729\t2.255\t2.821\t1.429\t0.116\t-0.405\t-0.384\t0.784\t1.069\t-0.650\t-0.022\t1.257\t-0.103\t0.112\t1.377\t1.216\t0.805\t-1.069\t-1.057\n2\t-1.270\t-0.082\t-0.008\t-1.217\t-0.737\t-0.462\t-0.568\t0.757\t0.390\t-0.895\t-1.336\t-3.284\t0.275\t1.331\t-0.651\t-0.079\t-0.589\t-0.430\t-0.063\t-0.453\t0.077\t0.305\t0.425\t1.320\t-1.114\t-0.202\t-0.199\t-1.664\n0\t0.234\t-0.248\t-1.247\t0.456\t0.385\t0.961\t-0.226\t-0.521\t-0.793\t0.388\t0.403\t-0.508\t-0.175\t0.312\t-0.027\t0.056\t1.412\t-1.271\t-0.332\t1.504\t0.270\t-0.839\t0.306\t0.315\t0.962\t0.814\t-0.675\t0.120\n0\t-0.200\t1.246\t0.238\t2.027\t0.035\t0.870\t-0.636\t-0.512\t-0.492\t0.996\t-0.699\t-0.730\t-0.052\t-0.386\t-0.008\t-0.782\t-0.244\t-1.486\t-0.035\t-0.319\t1.435\t0.374\t0.347\t-0.053\t-0.732\t0.608\t-0.706\t0.163\n1\t0.170\t0.841\t0.510\t1.308\t-0.733\t0.414\t-0.918\t2.010\t-0.465\t-0.301\t0.654\t-0.754\t-1.318\t1.597\t1.213\t0.481\t-0.384\t0.874\t-1.539\t-1.512\t-1.188\t-0.356\t0.404\t-0.600\t-0.426\t-0.438\t0.638\t-0.143\n0\t1.200\t-0.289\t0.731\t-1.074\t0.529\t-0.384\t-1.326\t-0.907\t0.410\t-1.481\t-0.282\t1.068\t-0.493\t-1.541\t-0.277\t0.678\t-1.298\t1.187\t0.763\t0.350\t0.577\t0.127\t0.334\t0.071\t0.883\t1.293\t-0.821\t-0.702\n3\t-0.304\t-0.418\t0.898\t-0.890\t-0.956\t0.343\t1.086\t0.331\t2.187\t-0.934\t-2.167\t0.487\t-0.153\t0.472\t0.856\t-1.525\t-0.287\t0.586\t0.255\t-0.176\t0.738\t0.997\t-2.051\t1.576\t-1.223\t0.595\t-0.331\t1.255\n0\t-2.108\t0.037\t0.133\t-0.536\t0.165\t-1.355\t0.770\t0.020\t-0.142\t1.052\t1.124\t0.663\t-0.138\t-1.697\t0.474\t-0.672\t1.528\t0.620\t-0.270\t0.158\t0.431\t0.543\t-0.123\t-1.758\t0.602\t-0.131\t0.269\t0.982\n0\t-0.274\t-0.409\t0.381\t0.818\t0.402\t-0.121\t-0.157\t0.937\t0.463\t0.073\t-0.036\t0.345\t-0.468\t0.822\t-1.076\t-0.411\t0.611\t-1.133\t-1.573\t0.063\t-1.696\t-1.299\t0.757\t-0.205\t1.285\t-1.205\t-0.094\t0.400\n1\t0.591\t0.727\t-0.907\t-0.576\t-0.115\t-0.122\t-0.490\t2.556\t0.314\t-1.092\t-0.006\t-0.433\t-0.278\t-0.890\t-0.843\t-1.933\t-0.240\t0.026\t-0.577\t0.900\t-0.043\t0.042\t0.238\t-0.034\t0.054\t-1.394\t1.118\t-1.353\n0\t0.259\t0.303\t0.080\t-0.899\t-1.001\t1.264\t-0.641\t-0.361\t-0.508\t0.078\t-0.415\t-0.192\t0.670\t-0.955\t0.129\t1.396\t0.714\t-1.276\t-0.253\t0.393\t-0.942\t1.153\t-0.125\t1.498\t0.420\t-0.659\t-0.273\t0.083\n0\t-0.843\t-1.460\t0.852\t-1.072\t-0.002\t-0.781\t-1.708\t-0.622\t-1.429\t0.003\t0.603\t0.580\t0.254\t0.649\t-0.938\t-0.313\t-0.313\t-1.456\t-0.816\t-1.107\t-0.146\t0.570\t-0.426\t-0.960\t0.108\t-0.428\t-0.685\t1.566\n1\t0.465\t0.528\t-2.646\t-1.264\t-0.083\t0.423\t0.411\t0.603\t-0.720\t0.178\t-0.394\t-0.560\t-1.512\t0.297\t-1.649\t-1.171\t0.686\t-0.166\t1.052\t-0.336\t-0.555\t1.147\t-0.400\t0.281\t-0.162\t0.120\t-0.221\t0.878\n2\t-0.114\t-0.636\t-1.783\t-0.075\t-0.123\t-0.728\t-0.845\t-0.447\t1.538\t2.388\t0.855\t-0.247\t-1.044\t-0.253\t1.851\t0.654\t0.778\t-0.509\t0.361\t0.768\t-0.249\t-1.503\t-0.198\t-1.734\t0.733\t-0.453\t0.686\t0.018\n0\t0.560\t1.081\t0.834\t0.459\t-0.070\t-1.661\t0.430\t0.208\t0.272\t-1.277\t-1.081\t1.053\t-0.040\t0.682\t0.028\t0.030\t0.938\t-0.516\t0.096\t-0.462\t-0.434\t-0.309\t0.222\t-0.479\t1.256\t-0.895\t-0.187\t-0.440\n1\t-0.867\t0.326\t-1.725\t1.329\t-0.096\t-0.162\t-0.935\t1.310\t0.710\t0.252\t0.551\t0.110\t0.835\t-0.348\t0.021\t0.548\t-1.405\t-1.285\t1.840\t-0.867\t1.529\t-0.357\t-1.099\t1.197\t0.609\t0.722\t-1.186\t0.447\n1\t-0.127\t1.370\t1.305\t-0.802\t1.192\t-0.827\t-0.266\t1.380\t0.902\t-1.341\t0.553\t-0.015\t1.213\t0.817\t0.966\t-0.326\t0.568\t-0.696\t-0.515\t-0.970\t-0.486\t0.910\t0.598\t1.156\t0.065\t-1.818\t0.269\t1.684\n3\t-0.803\t0.618\t0.682\t0.526\t0.508\t-0.314\t0.143\t-0.867\t-0.458\t0.268\t0.168\t-0.312\t-2.666\t-0.040\t-1.385\t0.330\t1.388\t2.948\t-1.019\t1.166\t0.178\t0.223\t-0.296\t0.958\t-1.851\t0.390\t0.069\t0.649\n1\t-0.427\t-0.447\t-1.233\t-0.563\t-0.150\t-0.061\t-1.380\t0.609\t1.636\t0.281\t1.106\t0.181\t-1.046\t0.271\t-0.503\t-1.109\t-0.078\t0.820\t-0.341\t1.940\t0.951\t-0.548\t-0.578\t2.145\t-0.336\t0.364\t0.422\t-1.724\n4\t-1.309\t0.843\t0.235\t1.810\t1.143\t-1.622\t-0.269\t0.154\t0.275\t-0.929\t0.085\t-0.279\t-0.849\t-0.496\t-0.475\t1.842\t1.171\t0.291\t-1.684\t1.409\t-2.026\t-1.286\t-1.519\t-0.938\t1.681\t0.781\t0.258\t0.009\n3\t1.519\t-0.474\t-1.177\t1.185\t1.119\t0.440\t-0.385\t-0.102\t0.352\t-0.102\t-1.137\t-0.033\t1.533\t0.446\t0.871\t1.791\t2.463\t-0.350\t0.325\t-0.851\t-0.015\t-0.883\t1.263\t-1.449\t1.660\t-1.158\t0.496\t-0.630\n4\t2.009\t-0.105\t-0.139\t-2.567\t-0.447\t0.852\t1.564\t-0.830\t0.462\t1.047\t0.011\t-2.283\t0.247\t0.761\t-0.947\t-0.254\t-1.155\t-2.570\t1.027\t-0.004\t1.598\t0.857\t-0.354\t-0.083\t0.566\t0.967\t0.323\t1.106\n4\t-0.221\t-0.072\t1.114\t-0.483\t-1.273\t-0.977\t-0.233\t0.482\t0.880\t1.649\t0.739\t-0.883\t-0.203\t-2.164\t-0.312\t-0.605\t-2.313\t2.108\t-0.378\t-2.107\t-0.274\t1.651\t1.907\t0.058\t0.096\t1.226\t-0.151\t0.460\n3\t1.508\t2.096\t-1.507\t0.906\t-1.108\t-0.760\t0.209\t0.489\t-0.728\t0.610\t1.184\t0.728\t-0.966\t-0.445\t0.875\t1.551\t-1.271\t0.303\t0.734\t-1.397\t1.019\t2.115\t0.664\t0.566\t-0.751\t-0.490\t-0.647\t-0.884\n1\t0.055\t1.530\t2.495\t-0.784\t0.339\t1.219\t-0.179\t0.658\t-0.366\t-1.542\t0.751\t0.765\t-0.781\t-0.340\t-0.161\t0.709\t1.005\t0.530\t-1.085\t-0.289\t-0.181\t-0.266\t0.982\t1.317\t0.981\t1.416\t0.080\t-0.487\n2\t-0.217\t-0.171\t-2.226\t-1.639\t-0.099\t-1.351\t0.364\t-1.673\t-0.832\t-1.595\t-0.166\t0.465\t-0.867\t1.794\t0.492\t-0.936\t-0.510\t0.125\t0.024\t-0.952\t-0.282\t-0.938\t-0.054\t-0.128\t-0.248\t-1.646\t0.242\t1.240\n2\t-0.926\t-0.256\t0.305\t-0.615\t0.522\t-0.930\t2.052\t-0.588\t-0.300\t-1.045\t-2.029\t0.412\t-1.216\t0.236\t-0.560\t1.229\t-0.029\t-1.532\t0.135\t2.509\t-0.192\t-0.499\t0.625\t-0.600\t0.071\t0.196\t-1.007\t0.839\n4\t2.078\t-0.207\t-2.008\t-0.228\t0.266\t0.460\t0.809\t-0.581\t1.564\t0.965\t0.131\t-0.694\t1.928\t0.729\t-0.492\t1.402\t0.220\t1.509\t-0.843\t-0.200\t1.382\t-0.669\t-0.253\t-2.738\t0.412\t1.154\t-0.921\t0.448\n4\t-0.498\t0.411\t-0.471\t-0.928\t1.006\t-0.864\t-0.380\t-2.030\t1.390\t-0.028\t0.957\t-0.073\t-1.870\t1.192\t0.136\t-0.810\t2.058\t-0.608\t-0.834\t-2.385\t0.269\t0.110\t-0.122\t2.004\t-0.559\t0.916\t-1.311\t0.862\n0\t-0.384\t-0.115\t-0.565\t-1.315\t0.035\t1.108\t-1.289\t1.398\t1.217\t0.397\t0.405\t-0.186\t0.042\t-0.464\t0.032\t0.140\t1.881\t0.566\t-0.209\t-0.099\t-0.713\t-0.548\t0.911\t-0.494\t-0.618\t-0.593\t-0.729\t1.127\n3\t1.061\t-1.637\t-0.582\t-1.227\t-1.247\t1.279\t-0.518\t0.430\t0.534\t0.283\t-0.427\t-2.020\t-1.448\t-0.516\t0.291\t-1.603\t-2.470\t1.059\t0.093\t0.068\t0.247\t-0.106\t1.109\t-0.669\t-0.393\t1.138\t-1.622\t0.508\n4\t0.446\t2.303\t-1.147\t0.274\t0.092\t1.073\t1.600\t-2.247\t0.552\t1.636\t-0.612\t0.277\t0.177\t-1.912\t0.784\t1.450\t1.347\t0.033\t0.653\t1.932\t-0.222\t-1.134\t0.170\t-0.656\t0.577\t2.142\t1.014\t0.496\n2\t0.243\t-1.905\t-0.509\t-0.739\t1.134\t-0.362\t-0.183\t-0.256\t1.671\t0.908\t0.691\t0.202\t0.192\t-0.909\t0.871\t-0.376\t-1.281\t-0.147\t0.013\t1.346\t0.857\t-0.988\t1.039\t-2.596\t0.417\t-0.688\t-1.404\t-1.180\n4\t2.055\t0.782\t0.171\t0.612\t-1.787\t1.255\t0.332\t-2.005\t0.038\t-0.243\t1.135\t-0.686\t0.420\t-0.684\t-2.128\t-1.445\t-0.129\t-0.375\t0.375\t-0.468\t-1.085\t-0.289\t-1.741\t-0.093\t-2.286\t0.337\t0.391\t1.227\n2\t-2.181\t0.121\t1.549\t0.553\t0.307\t-0.203\t0.251\t0.284\t-0.491\t-1.260\t1.444\t-1.397\t-1.243\t0.012\t0.488\t0.415\t0.940\t0.146\t1.092\t-1.088\t1.561\t-1.351\t-1.322\t-0.155\t0.528\t0.880\t-1.674\t0.154\n1\t0.492\t0.227\t0.957\t-1.452\t0.112\t0.096\t-0.372\t1.059\t-0.710\t0.712\t-0.724\t1.326\t0.406\t-1.557\t1.137\t0.562\t0.091\t-0.640\t-0.854\t0.505\t-1.541\t-0.677\t0.698\t-1.407\t-1.361\t0.521\t-0.266\t1.665\n0\t0.034\t0.940\t-0.991\t0.229\t0.423\t-0.546\t0.652\t0.477\t-0.101\t-0.132\t0.524\t0.788\t0.063\t1.120\t0.659\t-1.788\t-1.405\t1.182\t-0.247\t0.164\t1.139\t-0.006\t0.037\t-0.869\t0.370\t0.587\t-0.578\t-0.922\n1\t0.124\t0.461\t-1.237\t-1.082\t-0.634\t0.673\t0.941\t1.713\t-0.406\t-0.556\t0.118\t-1.107\t0.955\t-0.960\t-1.136\t-1.383\t-0.673\t-0.325\t-0.773\t-1.056\t1.485\t-0.318\t0.326\t0.458\t-0.573\t-1.302\t-0.571\t0.371\n2\t-0.294\t-0.490\t0.241\t-1.669\t-0.307\t-0.575\t0.367\t-2.110\t-0.801\t-0.461\t-0.485\t1.052\t-0.787\t3.076\t0.747\t-0.487\t0.605\t0.727\t-0.310\t1.152\t-0.976\t0.586\t-0.105\t0.290\t0.229\t0.018\t1.977\t-0.585\n1\t1.336\t-0.875\t-0.053\t-0.172\t-0.439\t-0.748\t1.957\t0.877\t0.099\t0.423\t0.969\t-0.699\t-0.930\t-0.273\t0.942\t2.227\t-0.205\t-1.112\t0.274\t-0.115\t1.213\t0.110\t0.502\t-0.407\t0.214\t-1.258\t-0.308\t-0.735\n2\t-0.033\t0.290\t-0.375\t-0.120\t-0.022\t-1.101\t-0.544\t1.631\t1.019\t0.057\t-0.009\t-1.020\t-1.037\t-3.046\t-1.199\t1.033\t-1.973\t-0.561\t-0.128\t0.289\t-0.738\t-0.573\t-1.557\t-0.621\t-1.317\t-0.179\t0.062\t0.234\n3\t-1.022\t-1.722\t0.247\t0.203\t-0.009\t-0.133\t-0.112\t-0.754\t0.519\t-0.660\t0.923\t0.330\t-1.063\t-0.829\t-1.765\t1.591\t-1.274\t-0.779\t0.208\t2.056\t0.104\t-0.456\t0.464\t-0.883\t-1.925\t2.864\t-0.180\t-0.299\n2\t1.050\t-0.535\t1.317\t0.198\t2.075\t-0.689\t1.736\t0.198\t-0.651\t-0.484\t-0.320\t0.424\t0.523\t-0.574\t-0.024\t2.142\t1.728\t0.436\t0.038\t0.120\t0.614\t-1.023\t-0.257\t-1.669\t0.399\t0.647\t-0.483\t1.574\n0\t-0.175\t0.589\t-0.018\t0.494\t-1.852\t-0.448\t-0.562\t0.053\t0.546\t-1.237\t-0.223\t-0.206\t-1.176\t-1.761\t0.570\t1.003\t-0.012\t0.970\t2.342\t-0.142\t-0.625\t0.084\t0.347\t0.071\t-0.264\t0.049\t0.284\t-0.046\n4\t-1.725\t-1.454\t-1.206\t-0.084\t0.085\t-0.168\t0.359\t0.401\t0.330\t0.089\t-1.056\t-1.335\t-0.562\t1.135\t2.344\t0.557\t0.358\t1.067\t1.513\t-0.922\t2.903\t1.588\t-1.366\t-0.998\t2.817\t1.037\t-0.597\t0.079\n3\t-0.383\t-0.763\t2.138\t0.597\t0.287\t1.196\t0.012\t0.467\t-0.456\t-1.364\t0.897\t-0.960\t0.749\t1.084\t-2.244\t1.045\t0.255\t-0.970\t-1.740\t-0.071\t-0.179\t1.092\t0.065\t-1.088\t-1.554\t0.146\t0.004\t1.320\n0\t0.124\t0.222\t0.393\t-0.650\t0.425\t0.005\t1.570\t-0.427\t-1.835\t0.617\t0.336\t-0.890\t-0.327\t0.194\t-0.379\t-1.110\t-0.200\t0.884\t-0.362\t0.212\t-0.181\t-1.235\t-0.106\t-0.445\t0.759\t1.235\t0.882\t-0.735\n4\t1.968\t1.150\t2.452\t-1.867\t1.658\t-1.083\t0.709\t-0.953\t-0.633\t-0.374\t1.190\t0.472\t0.589\t-2.225\t-0.085\t0.360\t-0.097\t-0.131\t-0.151\t0.476\t0.053\t1.800\t-1.130\t0.079\t-0.601\t-0.856\t0.579\t-1.095\n0\t-0.138\t0.177\t-0.230\t1.142\t0.054\t0.278\t0.804\t-0.024\t1.393\t-0.665\t1.726\t-0.197\t-0.653\t-1.569\t0.872\t-0.365\t0.144\t0.261\t-0.488\t1.073\t0.455\t-0.852\t-1.344\t0.781\t-0.241\t0.698\t-0.250\t0.212\n2\t0.892\t-1.113\t-0.657\t0.995\t-0.762\t-0.300\t1.576\t-0.048\t-0.727\t-0.878\t0.333\t-1.333\t-0.247\t0.333\t1.299\t0.668\t-0.714\t1.178\t-0.300\t-1.236\t-0.172\t1.438\t0.165\t0.013\t1.637\t-1.431\t-1.286\t-1.616\n0\t0.195\t-0.066\t0.730\t0.093\t0.201\t-0.383\t-1.052\t0.154\t1.207\t0.444\t-0.817\t0.815\t-0.335\t0.715\t-0.369\t0.353\t-0.518\t-0.493\t-1.566\t0.512\t0.370\t0.426\t0.275\t-0.762\t0.966\t0.993\t-0.788\t0.532\n2\t-1.062\t-0.021\t1.118\t-0.499\t0.131\t-0.236\t-0.387\t1.651\t0.919\t-0.790\t-2.032\t0.466\t-0.846\t0.248\t-0.230\t1.276\t-0.167\t0.214\t2.186\t1.179\t-1.778\t-0.284\t-0.546\t0.578\t-0.566\t-1.545\t0.108\t0.956\n0\t0.336\t-0.990\t-0.856\t0.413\t0.740\t-0.798\t-0.560\t-1.426\t-0.129\t-1.946\t-0.299\t0.080\t-1.756\t-1.007\t-0.060\t-0.197\t-0.150\t0.288\t-1.672\t0.709\t-0.319\t-0.596\t-1.865\t-0.268\t0.512\t0.142\t0.171\t-0.339\n2\t-0.406\t1.311\t-2.403\t-0.122\t0.422\t0.413\t0.702\t-0.533\t0.111\t-0.923\t-0.540\t0.590\t1.006\t-1.092\t0.168\t0.981\t-1.064\t0.384\t-0.510\t-0.226\t0.661\t-1.001\t-0.964\t0.069\t2.338\t-0.436\t1.486\t0.582\n0\t-0.930\t0.778\t1.419\t-0.178\t-0.562\t-0.578\t0.402\t-1.192\t0.076\t-0.406\t0.505\t0.582\t-1.123\t0.668\t0.458\t-0.191\t-0.431\t-0.425\t-0.171\t-0.931\t-0.684\t0.204\t-0.572\t0.878\t-0.131\t-0.475\t0.332\t-0.406\n0\t-0.382\t-1.286\t0.692\t0.977\t1.322\t0.261\t0.284\t0.675\t1.065\t-1.536\t0.798\t-1.310\t-0.156\t0.273\t1.009\t0.408\t0.595\t0.043\t-0.735\t-1.241\t0.512\t-0.748\t0.732\t0.152\t0.081\t-0.244\t-0.091\t-0.764\n4\t-0.301\t-0.579\t-0.605\t-1.057\t0.633\t-2.508\t0.601\t0.012\t-0.313\t0.866\t-0.694\t-0.645\t-1.069\t-1.311\t-0.037\t2.006\t-0.501\t0.321\t-1.420\t0.037\t0.217\t0.731\t-1.225\t0.978\t-1.249\t2.385\t-0.089\t2.066\n4\t0.167\t-0.893\t-1.071\t-0.250\t-0.242\t-0.573\t-0.169\t-2.113\t-1.263\t2.068\t2.191\t-1.375\t1.244\t0.411\t-1.222\t-0.579\t1.070\t0.595\t0.590\t-0.359\t-2.144\t0.644\t0.144\t0.867\t0.997\t-2.097\t1.671\t0.036\n3\t0.592\t0.158\t-0.063\t0.495\t-1.816\t-0.101\t-1.197\t0.029\t-0.724\t-0.656\t-1.333\t1.116\t-0.678\t-0.624\t1.531\t0.568\t-2.035\t1.385\t1.648\t1.554\t0.668\t-1.102\t-0.049\t-1.448\t-0.866\t-1.111\t-0.627\t0.164\n3\t-1.295\t0.433\t-0.820\t0.001\t0.169\t1.857\t0.323\t-0.457\t0.626\t0.815\t1.205\t-0.923\t1.291\t2.286\t1.269\t1.451\t-0.435\t1.689\t-0.476\t-0.039\t-0.465\t-0.581\t-0.005\t-1.154\t-0.687\t-0.973\t1.534\t1.620\n1\t-0.239\t-1.099\t0.009\t-1.088\t0.235\t-0.046\t1.553\t1.421\t1.120\t0.175\t0.118\t0.067\t-1.159\t0.867\t1.519\t0.391\t-1.521\t-0.311\t-0.867\t-0.311\t0.053\t1.245\t-1.784\t-1.211\t-1.174\t-1.108\t-0.057\t0.642\n0\t-0.965\t-0.231\t0.070\t-0.732\t-1.278\t-0.179\t-0.498\t-1.898\t0.608\t-0.729\t-0.269\t-0.220\t-0.015\t0.146\t-1.305\t0.312\t-0.344\t1.084\t0.815\t1.323\t-0.938\t1.287\t0.094\t0.690\t0.674\t0.459\t-1.088\t0.955\n3\t-0.074\t-0.378\t1.283\t-0.941\t-0.723\t-0.276\t-1.148\t-0.591\t1.136\t0.651\t-0.421\t0.803\t2.082\t0.313\t1.420\t0.852\t-0.294\t0.197\t0.526\t-0.745\t-2.609\t-0.834\t-2.158\t-0.751\t-1.707\t0.880\t-1.183\t0.544\n2\t1.079\t-2.159\t-0.499\t-1.761\t-0.285\t-0.473\t0.080\t-0.605\t-0.751\t0.620\t0.455\t0.551\t-0.177\t-0.572\t-0.119\t0.501\t-2.177\t0.394\t0.309\t0.062\t-0.149\t-2.566\t-0.440\t1.789\t0.013\t-0.307\t0.017\t0.355\n4\t1.014\t-0.435\t-0.957\t-0.035\t-1.034\t-0.670\t-0.778\t-2.238\t0.643\t0.848\t0.095\t0.775\t-0.794\t-1.931\t1.556\t-0.200\t0.219\t-0.702\t-1.570\t-1.448\t0.327\t0.866\t-0.882\t1.321\t-1.684\t-2.192\t0.330\t-0.172\n4\t-1.511\t0.103\t1.268\t-0.563\t0.583\t-0.685\t-0.886\t2.373\t-2.391\t-0.751\t1.719\t-0.188\t-2.003\t-0.723\t-0.232\t1.161\t-0.692\t0.794\t1.202\t-0.863\t-0.153\t0.362\t-0.154\t-0.356\t-0.412\t-0.195\t-2.393\t-0.395\n0\t-0.367\t-0.413\t0.383\t-0.164\t-0.312\t-0.693\t1.362\t-0.151\t-0.562\t-0.297\t0.355\t1.461\t-0.169\t-0.863\t1.919\t0.136\t-0.106\t0.072\t-1.245\t-0.045\t0.760\t1.220\t-0.358\t0.188\t1.238\t0.038\t0.719\t0.424\n0\t0.970\t-1.537\t0.037\t0.220\t0.614\t-1.348\t0.237\t-1.511\t0.673\t-1.299\t-1.499\t-0.882\t-0.924\t-1.167\t0.399\t0.369\t-0.238\t-0.251\t-1.639\t0.097\t0.302\t0.197\t-0.379\t1.250\t-0.565\t-0.053\t0.266\t-0.785\n4\t0.520\t0.421\t-0.603\t1.204\t-0.151\t0.714\t-0.377\t1.054\t1.556\t0.880\t0.138\t2.012\t-2.064\t-1.522\t-1.608\t-0.070\t-0.604\t0.639\t-2.256\t1.199\t0.879\t1.829\t-0.180\t1.629\t-0.330\t-1.691\t-0.051\t-0.141\n2\t-0.479\t2.478\t1.005\t0.883\t-1.548\t-0.075\t-0.700\t-0.428\t0.270\t-0.251\t-0.219\t1.202\t-0.753\t-0.006\t-0.783\t-0.774\t-0.227\t1.190\t-1.256\t-0.186\t-0.048\t-1.603\t-0.754\t0.756\t0.404\t0.384\t0.271\t2.063\n2\t-0.578\t0.881\t0.172\t0.429\t0.267\t0.838\t-1.582\t0.057\t-0.871\t-0.585\t-0.883\t0.392\t1.454\t1.338\t0.759\t1.623\t-0.001\t-0.948\t-0.177\t0.454\t1.125\t1.299\t-1.746\t-2.056\t-0.257\t0.959\t-0.444\t-0.488\n2\t-0.810\t0.427\t-0.304\t-1.225\t-0.720\t-1.506\t0.059\t-1.545\t0.460\t-2.224\t-0.373\t-0.648\t-0.046\t0.581\t-0.414\t-1.556\t0.053\t0.625\t0.415\t-1.100\t0.348\t0.732\t0.342\t1.046\t2.040\t-1.789\t0.694\t0.261\n1\t-1.399\t1.908\t-0.185\t-0.660\t1.059\t-1.210\t1.104\t0.635\t0.977\t0.145\t-1.544\t-0.623\t-0.579\t0.970\t-0.175\t0.211\t0.065\t0.562\t-0.736\t-0.735\t-1.320\t-1.848\t-0.013\t-1.057\t1.125\t-0.719\t0.041\t0.693\n0\t-0.313\t-0.665\t-1.071\t0.609\t-0.338\t0.619\t-1.112\t-0.665\t-0.221\t-0.128\t0.754\t-0.431\t0.747\t0.375\t-0.107\t-0.951\t0.757\t-0.926\t-0.021\t-0.054\t-0.207\t-0.389\t-0.822\t-1.617\t1.404\t-0.492\t-0.128\t-0.134\n1\t0.495\t0.383\t-0.409\t1.006\t-1.127\t1.128\t0.154\t-0.337\t-0.020\t-0.107\t1.220\t-1.077\t-0.763\t1.036\t-0.596\t0.901\t1.699\t-0.402\t0.681\t-1.154\t0.755\t0.199\t0.473\t-0.646\t-1.661\t0.503\t-2.063\t-0.317\n0\t-0.353\t0.507\t-0.637\t0.066\t0.598\t-1.076\t-0.138\t-0.549\t1.955\t-0.086\t-0.226\t1.165\t-0.965\t0.646\t-0.186\t0.641\t-0.339\t-1.011\t-0.498\t-1.004\t-0.328\t0.227\t-1.109\t-0.222\t0.742\t1.129\t0.976\t-2.108\n1\t0.751\t-0.453\t1.012\t-0.543\t1.302\t-0.948\t1.473\t0.174\t0.400\t-1.004\t0.729\t0.764\t-0.324\t-2.134\t-1.113\t-1.113\t0.449\t-0.465\t-0.446\t-0.566\t1.469\t0.045\t0.198\t-0.619\t-0.030\t-0.976\t0.344\t-1.147\n1\t0.105\t-1.404\t-0.193\t-0.477\t0.110\t-0.283\t0.354\t-2.419\t-0.939\t0.445\t-0.495\t1.493\t0.674\t0.221\t-1.799\t1.551\t-0.668\t0.374\t-1.289\t0.886\t0.102\t0.644\t0.913\t0.692\t-0.472\t-0.331\t-0.470\t0.849\n0\t0.702\t1.272\t0.140\t-0.372\t-0.686\t-0.629\t0.196\t-0.337\t-0.419\t1.616\t-0.309\t-0.683\t-0.471\t1.863\t-0.554\t-0.729\t-2.160\t0.646\t1.252\t0.069\t-0.008\t-0.292\t-0.585\t0.653\t-0.664\t-1.156\t0.478\t0.121\n4\t-1.133\t1.651\t1.089\t-0.278\t1.214\t0.555\t1.206\t-1.793\t-0.408\t1.573\t2.652\t-0.390\t-0.407\t0.683\t0.344\t0.533\t-2.162\t-0.239\t0.805\t-2.354\t-1.617\t-1.774\t0.651\t-0.930\t-1.201\t0.055\t-1.241\t0.452\n3\t-1.703\t-0.799\t2.086\t0.854\t-1.073\t0.225\t-0.996\t1.394\t-2.270\t0.275\t0.260\t-1.113\t-0.273\t0.376\t-1.778\t-1.280\t-0.155\t-0.833\t-0.463\t-0.020\t-0.910\t-0.027\t0.298\t0.779\t-1.246\t-0.628\t0.589\t-1.482\n2\t-0.186\t0.774\t0.654\t-1.255\t-1.105\t-1.563\t0.242\t-0.274\t0.605\t1.232\t0.343\t-0.087\t1.287\t-1.527\t0.063\t-0.214\t-0.155\t-0.522\t1.303\t-1.741\t0.675\t-1.007\t-2.037\t0.442\t0.518\t1.371\t0.047\t0.952\n3\t1.418\t-0.858\t0.454\t-0.453\t-0.006\t-0.156\t0.450\t-0.156\t-0.503\t-1.577\t0.220\t0.611\t0.063\t-0.073\t1.487\t1.621\t1.072\t0.335\t0.097\t-1.054\t-1.906\t1.371\t0.114\t3.392\t-0.584\t0.427\t1.022\t-0.653\n2\t-0.242\t0.309\t-0.858\t-0.347\t0.319\t-2.117\t0.949\t0.213\t0.227\t1.156\t0.938\t0.607\t0.280\t-0.010\t-0.581\t-0.961\t0.387\t0.394\t0.141\t-1.344\t-2.655\t0.056\t-1.834\t0.318\t1.949\t0.331\t-0.437\t-1.046\n2\t-0.155\t1.188\t-0.654\t0.587\t-0.769\t0.113\t-1.196\t-0.663\t-0.082\t1.815\t0.101\t1.655\t0.220\t-0.387\t1.539\t0.437\t-0.643\t0.471\t-0.293\t-1.989\t0.936\t1.095\t1.838\t0.422\t-0.249\t0.835\t0.850\t1.638\n1\t-0.840\t-0.977\t0.847\t-1.439\t1.491\t-1.104\t1.535\t-1.386\t-1.287\t0.202\t-0.037\t0.795\t-0.961\t-0.374\t-0.042\t0.537\t0.455\t0.790\t1.278\t-0.123\t1.475\t-0.155\t0.129\t0.361\t0.058\t0.736\t0.352\t-1.483\n4\t0.780\t-0.200\t-1.849\t1.278\t1.733\t-1.366\t0.267\t1.491\t-1.322\t-2.121\t-0.237\t0.089\t1.288\t2.283\t0.674\t-1.747\t0.453\t-0.141\t0.957\t-1.890\t0.926\t1.583\t0.221\t1.168\t0.784\t-2.161\t0.163\t0.337\n1\t-0.602\t-0.020\t-0.886\t-0.057\t0.323\t1.789\t-0.545\t0.486\t1.981\t0.007\t-2.135\t-1.571\t0.266\t-0.309\t-0.519\t2.123\t0.282\t0.489\t0.591\t-0.564\t0.485\t-0.821\t0.008\t-0.391\t-1.248\t-0.264\t-0.228\t-0.656\n0\t-0.392\t-1.018\t-1.027\t-0.373\t0.645\t0.928\t-0.497\t-1.153\t0.268\t-0.824\t-0.518\t1.325\t0.827\t0.158\t-1.272\t0.211\t1.063\t-0.376\t1.351\t1.293\t1.664\t0.305\t0.587\t1.414\t0.447\t-0.501\t-0.449\t0.239\n0\t-1.594\t-0.791\t-0.845\t0.931\t-0.744\t0.830\t0.168\t-0.060\t-1.407\t-0.621\t-0.708\t-1.275\t-0.596\t0.886\t-0.127\t0.599\t-0.450\t-0.406\t0.880\t-0.082\t-1.688\t-0.113\t-0.540\t0.152\t1.086\t0.699\t-0.727\t-0.689\n0\t0.604\t0.050\t-0.596\t-0.608\t-0.215\t0.843\t0.632\t1.006\t1.106\t-0.217\t1.962\t-0.104\t-0.494\t0.333\t0.484\t-0.742\t-0.159\t-0.447\t0.142\t0.796\t-0.266\t0.573\t-1.389\t0.890\t-0.453\t-0.471\t0.400\t0.453\n0\t-1.329\t-0.711\t1.452\t-0.629\t-0.172\t-0.428\t1.112\t-0.101\t0.157\t-0.610\t1.357\t0.423\t0.622\t0.120\t-0.557\t-0.643\t1.138\t1.322\t-0.351\t0.488\t-0.733\t0.022\t-1.430\t-0.566\t-0.349\t1.031\t0.629\t-0.941\n3\t1.254\t0.326\t3.260\t0.391\t1.622\t0.960\t0.149\t0.953\t-0.010\t-0.149\t0.546\t0.903\t-0.630\t0.196\t-1.106\t-0.031\t-0.436\t-0.102\t-0.859\t-1.213\t1.140\t1.296\t-0.276\t-1.840\t-0.607\t0.216\t1.557\t-1.120\n1\t0.078\t0.538\t0.827\t0.419\t-0.751\t1.785\t0.246\t2.014\t0.187\t-0.246\t1.384\t0.301\t0.133\t-1.200\t0.660\t-0.493\t-0.448\t-0.491\t0.439\t-1.535\t-0.211\t0.980\t-1.246\t0.173\t-0.631\t-0.404\t1.655\t-1.650\n3\t-1.644\t1.004\t-0.598\t-1.554\t-0.204\t-0.554\t0.114\t0.023\t0.510\t0.151\t2.262\t-0.689\t-1.372\t-0.944\t1.122\t-1.693\t0.944\t2.131\t1.367\t-0.449\t0.655\t0.878\t-0.439\t-1.096\t-0.071\t0.879\t1.326\t0.092\n1\t0.495\t0.042\t-0.029\t0.583\t1.106\t0.532\t1.235\t-0.251\t-0.049\t-1.001\t1.983\t-0.187\t-0.297\t0.607\t1.107\t-0.692\t1.187\t-0.303\t1.431\t-0.541\t0.735\t0.043\t-1.126\t-1.416\t-0.743\t0.993\t-1.943\t0.334\n1\t-1.259\t0.837\t-0.068\t0.099\t0.821\t1.092\t-1.542\t-1.485\t-0.237\t-0.460\t-0.431\t0.386\t-0.988\t0.390\t0.333\t-2.074\t-0.794\t-1.751\t-0.870\t0.487\t-1.017\t0.163\t-0.268\t-1.213\t-0.092\t-0.552\t0.119\t-1.351\n0\t0.351\t0.081\t0.355\t-1.109\t-0.543\t-0.940\t-0.635\t-0.094\t-0.993\t-0.736\t0.584\t0.322\t1.704\t0.144\t1.756\t-1.512\t-1.871\t-0.366\t-0.453\t-0.768\t-0.425\t0.740\t-0.435\t0.692\t1.241\t0.755\t-0.213\t-0.428\n2\t0.815\t-0.778\t-0.342\t-0.288\t0.266\t-0.212\t-0.352\t-0.069\t0.751\t1.155\t0.118\t-0.007\t-0.045\t-2.101\t0.367\t-2.058\t0.347\t1.721\t-0.895\t-1.170\t0.129\t-1.329\t-0.950\t1.523\t-0.017\t-1.578\t1.133\t-0.650\n4\t-0.519\t1.718\t-0.189\t-0.086\t-2.216\t-0.195\t0.836\t-1.068\t-0.751\t0.793\t-1.477\t1.058\t-0.532\t-0.389\t-1.124\t0.378\t2.460\t0.781\t-0.864\t1.136\t-0.317\t1.374\t0.807\t-2.943\t-1.004\t0.944\t0.152\t-1.024\n4\t-1.851\t-0.685\t-0.173\t0.128\t0.615\t1.221\t-0.745\t-0.202\t1.122\t0.338\t-1.701\t-1.783\t-0.489\t0.552\t0.533\t-0.893\t0.664\t0.252\t-1.081\t-0.601\t-1.945\t-1.191\t-1.884\t-1.547\t1.679\t-0.400\t-1.774\t0.419\n1\t-1.779\t-0.533\t-0.766\t-0.079\t-0.637\t0.741\t-0.288\t0.150\t0.158\t0.195\t-0.024\t0.511\t-0.796\t1.399\t-0.237\t-1.312\t0.188\t-0.851\t0.665\t2.210\t-0.787\t0.332\t-1.756\t0.454\t-0.886\t-0.625\t-1.101\t0.732\n1\t-0.162\t-0.741\t0.509\t-2.088\t0.316\t-1.561\t0.184\t1.039\t0.789\t1.284\t-0.227\t0.208\t0.028\t0.500\t-1.324\t-0.083\t0.117\t0.301\t-0.818\t1.191\t-0.012\t0.402\t-1.161\t-0.726\t-0.255\t1.642\t0.702\t1.581\n0\t-1.337\t-0.131\t-0.268\t-1.944\t0.641\t0.784\t-0.442\t0.557\t0.975\t-0.936\t-1.583\t0.386\t0.430\t1.602\t-0.146\t0.445\t-0.480\t-0.860\t0.909\t0.749\t-1.403\t0.105\t-0.570\t0.703\t-0.214\t-0.036\t0.828\t0.532\n4\t0.358\t-2.129\t-1.852\t0.819\t-0.547\t-0.988\t1.271\t0.328\t0.872\t-0.166\t2.680\t-0.605\t1.744\t-0.061\t-1.655\t0.483\t0.315\t-1.051\t-0.922\t-0.025\t0.350\t-2.471\t1.053\t-0.494\t-1.332\t0.941\t-0.024\t1.216\n3\t-0.589\t-0.514\t1.373\t-1.269\t-0.668\t-0.562\t-0.016\t-0.271\t-1.491\t-0.400\t-0.100\t-0.628\t0.687\t0.919\t-0.078\t0.231\t-2.161\t-0.421\t1.005\t-0.423\t-0.737\t2.278\t1.819\t0.468\t1.139\t-2.226\t-0.788\t-0.470\n2\t-0.301\t-0.593\t1.470\t1.161\t0.534\t-1.035\t1.199\t-1.032\t-0.306\t0.240\t-2.103\t0.246\t-0.837\t-0.464\t-1.188\t1.063\t-0.350\t0.004\t1.625\t0.956\t0.054\t-0.720\t-0.729\t0.436\t-0.933\t-1.885\t-0.780\t0.403\n2\t-0.485\t0.051\t-0.289\t-0.288\t-0.488\t0.460\t-0.381\t0.415\t1.668\t0.390\t0.125\t-0.571\t-0.014\t-1.670\t1.540\t-0.958\t-1.919\t-0.105\t0.354\t1.325\t0.245\t0.925\t0.930\t0.832\t-1.134\t0.511\t-1.385\t1.994\n1\t0.033\t0.073\t0.043\t-0.345\t-0.377\t0.153\t0.557\t-0.314\t-1.872\t0.049\t-0.236\t0.031\t-0.311\t-0.563\t1.323\t-0.866\t1.914\t-0.749\t-0.335\t0.683\t1.465\t0.785\t1.478\t0.734\t-0.627\t1.103\t-2.018\t0.720\n3\t1.398\t-1.398\t1.061\t-1.381\t-0.623\t-0.346\t0.568\t0.668\t1.552\t0.918\t-0.250\t1.173\t-0.869\t0.004\t0.027\t0.155\t1.048\t2.408\t1.361\t-0.191\t-0.275\t-0.564\t-1.245\t2.408\t0.728\t-0.551\t1.313\t0.660\n3\t0.582\t1.968\t-1.382\t-0.135\t1.162\t0.121\t-0.195\t0.790\t-0.599\t0.851\t-1.254\t-1.519\t-0.274\t-2.563\t0.085\t-1.733\t0.282\t0.185\t-0.068\t0.436\t0.204\t-0.293\t1.831\t0.393\t0.772\t1.073\t0.668\t2.063\n2\t0.349\t1.220\t-1.134\t0.040\t-0.796\t0.160\t-0.270\t0.595\t-1.478\t0.660\t-0.828\t-1.009\t-0.462\t1.302\t0.164\t0.156\t0.949\t-2.865\t-1.293\t-0.164\t0.748\t0.371\t0.304\t0.135\t1.850\t1.199\t0.088\t0.339\n2\t-1.194\t-0.319\t-1.432\t2.824\t-1.654\t0.010\t1.143\t1.036\t0.851\t-0.317\t1.351\t0.913\t0.212\t0.241\t-0.304\t-0.910\t1.237\t1.312\t-0.884\t-0.154\t-0.143\t-0.033\t0.064\t0.947\t-0.747\t-0.846\t1.237\t-0.463\n0\t-1.173\t-0.395\t-0.548\t-0.003\t0.009\t0.392\t0.487\t0.501\t-0.263\t0.417\t-0.411\t-1.251\t0.963\t-0.351\t0.431\t-1.941\t-0.348\t0.343\t-0.889\t0.026\t0.810\t1.190\t0.470\t-1.539\t-0.832\t-1.145\t1.021\t0.802\n1\t1.056\t0.724\t-0.285\t-2.174\t-0.825\t-0.151\t0.691\t0.633\t0.586\t-1.637\t-0.549\t-0.649\t-0.240\t0.096\t1.443\t-0.416\t0.307\t1.065\t-1.326\t0.209\t0.675\t-1.152\t1.196\t0.314\t1.277\t1.177\t0.263\t-0.502\n4\t0.353\t0.978\t1.012\t-0.711\t-0.617\t0.381\t0.751\t-1.148\t-0.299\t0.810\t-1.260\t-0.183\t-1.763\t0.828\t-1.540\t-0.212\t0.879\t-0.659\t-0.893\t2.224\t-0.397\t1.540\t1.913\t0.140\t-1.162\t-0.746\t-0.114\t-2.462\n0\t0.151\t-1.012\t1.444\t0.229\t-0.731\t1.313\t0.242\t-0.446\t-0.007\t1.068\t-1.045\t-0.345\t0.420\t-0.911\t0.604\t-0.236\t0.266\t-0.237\t-0.507\t1.235\t-1.480\t0.075\t0.834\t1.007\t0.069\t-0.247\t-0.635\t0.585\n4\t-0.686\t0.549\t-0.407\t-0.323\t-0.485\t2.834\t0.158\t-0.823\t-2.573\t-1.641\t-0.293\t1.695\t2.287\t-0.238\t0.364\t-0.165\t0.455\t-0.240\t-0.557\t-0.657\t0.710\t1.303\t-0.449\t0.727\t0.157\t-0.382\t0.678\t1.348\n0\t-0.503\t0.856\t0.946\t-1.182\t-0.707\t-1.575\t-0.088\t-0.288\t0.465\t1.805\t0.268\t-0.299\t0.804\t-0.351\t-0.180\t0.174\t-1.191\t-0.308\t-0.799\t0.807\t-1.030\t-0.940\t-0.710\t-0.783\t1.674\t1.085\t0.490\t-0.407\n2\t-0.787\t0.890\t-0.474\t0.551\t1.939\t0.023\t-1.012\t0.396\t0.283\t0.250\t1.368\t-1.186\t0.999\t-0.606\t1.381\t-2.122\t2.231\t-0.271\t-1.210\t0.908\t0.512\t0.453\t0.930\t0.036\t-0.293\t-1.159\t-0.114\t-0.511\n4\t1.323\t-0.523\t1.477\t-2.783\t0.323\t0.457\t0.570\t1.200\t0.846\t0.873\t-2.114\t-0.667\t-0.284\t0.741\t0.887\t-0.874\t0.431\t-0.996\t0.630\t0.925\t1.229\t-1.232\t-0.802\t-2.686\t0.848\t1.339\t-0.998\t-0.820\n0\t-0.800\t0.505\t0.837\t-0.136\t0.494\t-0.827\t1.336\t0.837\t-1.428\t0.215\t1.101\t-0.040\t0.202\t-0.141\t-1.072\t0.901\t-0.044\t0.372\t0.555\t-0.956\t-0.737\t-0.033\t1.435\t-0.892\t0.609\t-0.187\t-0.661\t-0.549\n3\t-2.981\t-0.729\t-0.637\t-1.030\t-0.786\t-0.140\t0.594\t-1.041\t0.054\t-0.190\t0.913\t0.135\t0.218\t-2.038\t0.286\t-0.370\t-1.038\t0.394\t-1.983\t0.277\t0.949\t0.015\t-0.321\t0.737\t1.652\t-1.312\t-0.057\t0.811\n2\t0.656\t1.502\t1.888\t0.186\t1.111\t1.603\t0.059\t0.518\t-1.735\t-0.726\t0.027\t-1.547\t-0.563\t1.280\t-0.010\t1.322\t0.620\t-1.389\t-0.778\t0.015\t0.459\t0.327\t-0.316\t-0.277\t0.542\t-1.455\t-0.955\t0.447\n4\t-0.412\t-0.541\t-0.637\t0.174\t2.308\t-0.744\t-0.318\t-0.052\t-0.687\t1.098\t-2.371\t-0.531\t0.818\t-0.294\t-0.821\t0.441\t0.906\t0.211\t-0.801\t0.456\t-0.402\t0.745\t1.483\t-2.606\t0.111\t-1.736\t2.442\t-0.468\n2\t0.366\t1.373\t-0.524\t0.720\t-1.591\t1.057\t-0.996\t1.030\t-0.500\t-0.317\t0.379\t0.166\t1.743\t0.341\t-0.507\t-0.386\t0.470\t-0.417\t-0.106\t1.359\t-0.477\t-1.657\t-0.061\t-0.019\t-1.429\t-0.095\t2.255\t-1.725\n0\t1.916\t0.625\t0.687\t1.203\t0.377\t-0.755\t-2.541\t-0.622\t0.649\t-0.428\t-0.187\t-0.224\t-0.548\t0.663\t0.563\t-0.120\t0.707\t0.050\t0.136\t-0.352\t-0.417\t-0.474\t-0.134\t0.518\t-0.509\t0.047\t1.132\t1.091\n2\t0.340\t-0.253\t-0.077\t1.542\t0.112\t1.495\t-0.212\t0.417\t-1.804\t-0.572\t-0.303\t-0.044\t-0.105\t-0.150\t1.257\t-0.449\t0.653\t0.045\t-0.308\t2.144\t0.624\t-0.118\t0.627\t0.588\t-0.090\t-0.978\t-0.380\t-3.088\n0\t0.262\t0.999\t-0.910\t-0.018\t1.120\t1.421\t1.299\t-0.385\t0.451\t-0.231\t-0.693\t0.302\t-0.667\t1.644\t0.821\t-0.773\t1.146\t0.082\t1.209\t-0.010\t0.840\t-1.038\t0.240\t-0.684\t-1.153\t0.029\t0.778\t0.256\n1\t-0.099\t-1.171\t-0.602\t-1.761\t-0.921\t0.426\t-0.048\t-0.224\t-0.793\t-1.772\t0.182\t0.379\t-0.992\t-0.533\t1.542\t1.159\t-1.484\t-0.085\t1.455\t-0.216\t-0.269\t1.093\t0.987\t0.935\t-0.262\t0.663\t1.495\t-0.050\n2\t0.783\t-1.265\t-0.969\t0.959\t0.886\t0.676\t0.130\t-0.718\t1.453\t0.072\t1.293\t1.130\t0.708\t-0.043\t-0.235\t-0.074\t1.418\t-0.411\t-0.103\t0.563\t1.882\t0.523\t0.163\t-0.353\t2.558\t-0.152\t-0.924\t0.985\n1\t-0.741\t1.276\t0.686\t-1.682\t-0.466\t0.808\t1.498\t-1.103\t-0.745\t-0.596\t-1.200\t1.490\t-0.793\t-1.045\t1.203\t-0.119\t-0.828\t0.254\t0.275\t-1.889\t-0.537\t0.321\t-0.041\t0.034\t0.507\t0.152\t-0.709\t0.584\n3\t-0.101\t1.761\t1.355\t-0.821\t0.554\t2.280\t-1.200\t1.382\t-0.685\t0.292\t0.519\t0.817\t0.596\t-1.049\t-0.030\t-0.799\t0.151\t0.443\t1.165\t-1.367\t-0.120\t1.744\t-1.355\t-0.118\t-0.856\t1.139\t0.405\t-1.278\n0\t0.219\t0.875\t-0.730\t0.585\t-0.189\t2.161\t0.183\t1.557\t-1.332\t0.579\t0.688\t0.486\t-0.485\t0.141\t0.519\t-0.045\t-0.233\t0.016\t-0.143\t0.675\t-0.107\t-1.292\t-1.546\t0.195\t-0.151\t-1.147\t1.575\t-0.243\n1\t-1.610\t0.304\t-0.017\t-0.189\t-1.512\t-0.157\t1.457\t-0.547\t0.103\t0.192\t-1.528\t-1.503\t-1.423\t0.386\t1.229\t1.747\t-0.139\t1.094\t-0.400\t-1.209\t-0.866\t-0.433\t-0.037\t-0.073\t0.614\t-0.195\t0.937\t-0.648\n1\t0.915\t0.310\t-0.375\t-0.145\t0.987\t0.665\t-1.404\t-0.619\t-0.960\t-0.948\t-0.788\t0.074\t1.302\t0.738\t0.259\t-0.191\t0.081\t0.052\t0.629\t0.742\t0.966\t-0.021\t-1.127\t-0.319\t0.083\t-2.036\t-2.007\t-0.962\n4\t0.249\t2.144\t0.608\t-0.950\t-1.506\t1.865\t-0.605\t0.011\t-1.236\t-0.137\t0.990\t2.704\t-1.156\t-0.388\t-0.214\t2.564\t-1.267\t0.650\t-2.025\t-1.625\t0.173\t0.651\t0.338\t0.866\t0.801\t-0.182\t-0.700\t-0.253\n1\t0.869\t-0.816\t-0.692\t0.283\t-1.134\t-0.178\t-0.993\t-0.069\t0.816\t1.743\t-1.565\t0.600\t0.678\t-0.232\t-0.593\t-0.594\t-1.853\t0.779\t-0.764\t-1.669\t0.323\t0.313\t0.847\t1.817\t0.040\t-0.299\t-0.391\t-0.294\n3\t0.457\t0.057\t2.275\t-0.481\t0.789\t1.048\t-0.115\t0.184\t0.062\t1.016\t0.574\t-0.860\t-0.434\t0.223\t1.502\t-0.088\t-0.986\t1.547\t1.312\t0.593\t-0.374\t2.220\t1.178\t-0.560\t1.135\t-1.030\t0.240\t1.895\n4\t3.040\t0.183\t0.267\t-1.092\t-0.697\t-0.504\t1.147\t-1.418\t-0.343\t0.441\t-2.311\t-1.662\t-1.404\t-0.185\t-0.456\t0.930\t-2.220\t-0.415\t1.175\t-1.574\t-0.116\t0.751\t1.407\t-1.254\t0.372\t0.041\t-1.038\t-1.232\n1\t-0.499\t0.638\t-0.229\t2.161\t-2.029\t0.483\t0.395\t1.914\t0.756\t-1.810\t-0.348\t0.493\t-0.709\t-0.160\t-0.360\t-0.506\t-0.222\t-0.070\t0.815\t-0.649\t-0.150\t0.735\t0.560\t-1.658\t-0.847\t-0.621\t-0.598\t-0.206\n1\t0.277\t-0.475\t0.538\t0.623\t-1.353\t0.486\t-1.506\t-0.645\t-0.986\t-0.129\t-0.437\t-0.200\t-1.895\t-0.076\t-1.101\t2.284\t-0.400\t-0.258\t0.695\t1.322\t-1.178\t0.573\t0.966\t0.185\t0.165\t-0.512\t-0.322\t-0.108\n4\t1.989\t3.065\t-0.402\t-1.386\t-0.736\t-0.191\t0.224\t0.369\t0.787\t-0.846\t1.058\t-0.754\t-0.231\t1.387\t2.075\t-0.519\t0.686\t-0.321\t1.317\t-0.940\t-1.589\t0.717\t1.494\t1.835\t0.234\t-1.003\t1.528\t1.307\n0\t-0.893\t-1.105\t-1.200\t0.006\t-1.447\t-0.944\t-0.099\t-1.604\t-0.486\t0.639\t-1.225\t0.796\t-0.806\t0.272\t-1.106\t0.453\t-0.304\t0.466\t-0.545\t0.556\t0.847\t0.120\t-0.480\t-0.234\t-1.264\t0.203\t0.623\t1.566\n1\t1.040\t-0.342\t0.466\t1.422\t0.220\t-0.113\t0.194\t0.063\t1.246\t0.311\t-0.544\t1.048\t1.230\t-1.338\t1.533\t0.365\t0.283\t1.007\t-0.567\t0.954\t-0.377\t-1.475\t-0.998\t0.567\t-0.945\t1.610\t1.189\t1.333\n2\t-1.300\t-0.214\t-0.599\t1.180\t-0.074\t0.148\t0.482\t-1.214\t0.299\t-1.010\t-0.490\t-0.443\t0.484\t-0.793\t-0.475\t0.324\t1.385\t0.438\t1.131\t-2.124\t1.435\t-0.857\t-0.609\t1.941\t0.170\t-0.750\t-0.612\t-1.383\n2\t-0.272\t-0.445\t0.732\t-1.408\t-0.235\t0.484\t-1.904\t-1.294\t1.207\t-1.893\t-0.969\t1.645\t0.370\t1.289\t-0.789\t-1.402\t0.098\t0.443\t-1.651\t0.005\t-0.834\t0.066\t1.012\t-0.276\t1.178\t-0.235\t0.905\t0.864\n2\t0.706\t0.084\t-0.519\t1.909\t-0.359\t0.347\t-0.095\t-1.536\t-0.305\t-0.578\t-0.437\t2.006\t-0.621\t0.088\t0.819\t-0.766\t-1.006\t0.279\t0.029\t0.505\t-1.653\t1.625\t0.061\t1.026\t2.422\t-0.139\t-0.874\t-0.375\n3\t1.029\t-1.553\t0.702\t-0.012\t0.577\t0.011\t-0.572\t-1.113\t0.673\t0.667\t0.662\t0.428\t0.945\t1.406\t-1.876\t-2.342\t1.718\t-1.341\t-1.086\t-0.288\t-1.654\t-0.382\t-0.948\t-0.233\t0.280\t-0.344\t-0.394\t0.258\n1\t-0.525\t0.442\t-1.254\t-0.666\t0.758\t-1.755\t0.903\t-2.012\t-1.731\t-0.499\t0.287\t1.325\t0.058\t-0.247\t0.580\t-0.871\t0.139\t-1.199\t0.083\t-0.130\t-0.804\t0.165\t0.159\t1.175\t-1.606\t-0.076\t-0.760\t0.870\n3\t2.002\t1.448\t-0.938\t-0.938\t-0.087\t-1.571\t-0.142\t1.155\t0.761\t0.054\t1.055\t-0.672\t2.084\t-0.285\t-0.472\t-1.059\t-0.101\t1.643\t1.165\t-1.041\t2.484\t0.063\t-0.801\t0.751\t0.786\t-0.095\t-0.561\t0.332\n3\t-2.273\t0.104\t0.861\t-0.833\t-0.836\t-1.866\t1.590\t-0.720\t0.241\t0.604\t1.512\t-0.154\t-0.539\t0.173\t1.284\t-0.170\t-0.955\t-1.541\t-1.221\t0.864\t-0.321\t-0.608\t-0.716\t0.085\t-0.239\t-0.273\t1.349\t1.538\n1\t1.162\t-0.166\t-1.180\t-1.204\t-0.237\t-0.151\t0.950\t-0.502\t0.060\t0.041\t-1.361\t0.407\t-0.911\t-0.727\t-0.005\t-0.689\t0.986\t0.930\t-0.369\t0.255\t1.700\t-0.984\t0.024\t-1.206\t0.253\t-2.111\t0.160\t0.682\n1\t-1.071\t1.100\t-0.993\t-0.653\t-0.236\t-0.675\t0.291\t-1.890\t-0.905\t-0.760\t-0.867\t1.375\t-0.437\t-0.488\t0.176\t1.018\t-0.648\t0.253\t-1.281\t0.320\t-0.041\t-1.053\t-1.722\t1.193\t0.913\t0.528\t1.293\t0.537\n2\t-1.078\t0.262\t0.158\t0.610\t-1.511\t1.909\t2.121\t0.637\t-0.466\t-0.309\t-0.726\t-0.524\t0.910\t-1.720\t-0.153\t0.142\t-1.106\t-0.456\t1.580\t0.606\t-0.252\t-0.017\t-0.834\t-1.823\t-0.757\t-0.754\t0.073\t0.725\n0\t1.155\t0.751\t0.062\t1.017\t0.311\t0.095\t-0.588\t-1.374\t-0.037\t-0.842\t0.624\t0.735\t0.032\t0.072\t0.954\t0.181\t0.144\t0.759\t-0.153\t-0.679\t0.257\t-0.027\t0.664\t1.378\t-0.277\t-0.052\t-1.074\t1.285\n3\t0.645\t0.506\t0.099\t-0.831\t0.706\t-0.640\t1.034\t-0.173\t-0.825\t0.307\t-0.576\t-1.470\t-1.467\t-1.607\t-0.091\t0.911\t-0.271\t-0.573\t-1.973\t-0.765\t-0.457\t-1.485\t-0.195\t0.929\t-1.022\t-1.848\t-1.259\t-2.103\n4\t-3.335\t-0.646\t-1.413\t0.400\t-0.289\t0.015\t-2.079\t-0.310\t1.115\t1.409\t0.719\t-1.335\t1.259\t0.724\t-0.117\t-2.025\t0.954\t-0.592\t0.346\t0.068\t1.538\t-0.125\t-0.015\t1.579\t-0.658\t0.814\t-0.199\t-1.003\n0\t-0.527\t1.051\t0.068\t0.311\t-0.468\t1.558\t-0.449\t0.155\t0.882\t-0.356\t0.338\t0.614\t0.346\t0.368\t1.163\t0.714\t0.087\t-0.265\t1.348\t0.742\t1.484\t-0.222\t1.240\t-1.128\t0.441\t0.842\t-0.053\t2.081\n2\t-0.159\t1.117\t0.705\t-0.289\t-0.076\t-0.092\t-2.078\t-1.787\t-0.420\t-0.723\t1.385\t-0.807\t-1.230\t1.047\t-2.128\t1.377\t-1.122\t-0.440\t-0.051\t-0.481\t0.333\t-0.587\t1.074\t0.079\t0.801\t-0.549\t-0.173\t0.462\n2\t1.456\t0.055\t0.582\t0.443\t0.587\t-0.919\t1.280\t0.484\t0.513\t0.471\t-2.364\t0.106\t0.085\t0.265\t1.016\t0.914\t0.988\t-0.967\t0.125\t-1.564\t0.084\t-1.120\t-0.264\t0.806\t2.135\t-0.959\t0.254\t-0.047\n0\t0.740\t-0.591\t0.644\t0.826\t-0.213\t0.214\t1.315\t-0.225\t-0.570\t0.409\t-0.211\t0.120\t1.031\t-1.155\t0.575\t-0.619\t-0.327\t0.048\t-0.119\t-1.676\t1.382\t1.134\t-0.146\t0.934\t-0.398\t-0.982\t0.054\t-1.169\n4\t-1.602\t0.148\t-1.437\t2.466\t-1.032\t-0.075\t1.506\t-0.366\t-0.359\t-2.587\t-1.310\t0.562\t1.673\t-0.891\t0.197\t2.708\t0.567\t0.976\t-0.766\t1.552\t-0.692\t-0.868\t1.479\t-0.637\t-0.004\t1.626\t-0.914\t-0.237\n4\t-1.308\t-0.144\t-0.563\t-1.222\t0.790\t0.847\t-0.970\t-0.216\t0.044\t-1.815\t-1.397\t1.286\t-1.065\t1.258\t-1.345\t0.659\t-0.311\t-0.171\t1.856\t-1.254\t0.595\t0.553\t3.355\t-1.077\t-0.626\t0.816\t-0.200\t-0.463\n4\t0.244\t-1.090\t-0.986\t-0.970\t0.111\t-0.626\t0.494\t-2.855\t-0.857\t-1.126\t-0.256\t-0.538\t0.798\t-1.859\t0.045\t0.558\t1.857\t-0.482\t0.324\t-1.804\t-2.392\t0.845\t-0.006\t1.179\t-1.373\t0.520\t1.869\t0.420\n1\t1.130\t0.869\t0.125\t0.739\t0.573\t0.226\t-0.593\t-0.910\t-0.351\t0.264\t0.091\t-0.756\t2.130\t0.886\t-0.292\t0.186\t-0.514\t2.603\t-0.752\t-0.250\t-0.527\t0.034\t-0.309\t0.592\t-0.573\t-0.064\t0.018\t1.615\n1\t-0.102\t0.911\t-1.744\t-0.368\t0.093\t1.186\t0.843\t0.892\t-2.239\t1.188\t0.779\t0.640\t0.379\t0.425\t0.395\t0.393\t-0.290\t1.052\t0.052\t-0.478\t0.080\t-0.496\t0.329\t0.432\t-0.721\t0.514\t-2.149\t0.873\n4\t0.640\t1.388\t-1.616\t0.786\t-0.981\t0.445\t-0.244\t-0.689\t1.174\t-1.677\t1.813\t0.631\t0.169\t-0.149\t-0.371\t0.468\t-1.394\t-3.073\t0.086\t-0.746\t-0.916\t-1.576\t1.204\t1.821\t-0.052\t-0.156\t0.423\t0.363\n1\t0.140\t-0.681\t-0.730\t0.308\t-0.282\t1.978\t1.782\t-0.162\t-1.541\t-0.291\t1.048\t-0.887\t1.605\t0.581\t-1.171\t-0.660\t-0.519\t-0.806\t-1.145\t-0.575\t-0.381\t1.299\t0.439\t0.498\t0.350\t-0.796\t1.147\t-0.434\n2\t-1.150\t0.525\t-1.666\t-1.154\t-0.403\t0.675\t0.333\t0.416\t0.230\t1.683\t1.649\t-1.101\t1.173\t1.138\t0.397\t-0.708\t-0.152\t0.051\t-1.314\t-0.541\t0.409\t-1.089\t-0.414\t-2.247\t0.371\t-1.314\t0.474\t0.235\n4\t0.112\t-1.009\t-2.023\t0.316\t-0.794\t1.095\t0.014\t-0.700\t1.798\t0.576\t-3.655\t-0.486\t-1.384\t-0.800\t-0.145\t0.354\t0.261\t1.078\t0.637\t0.575\t0.201\t1.287\t-0.316\t-0.290\t-1.906\t1.056\t-0.077\t2.934\n4\t-1.467\t-2.022\t-2.454\t0.340\t-1.052\t0.498\t1.180\t0.590\t-0.227\t1.848\t-0.461\t-0.903\t0.334\t0.773\t-2.585\t1.111\t-1.625\t-2.052\t-0.344\t-1.063\t0.416\t0.356\t0.308\t1.224\t-0.315\t0.367\t-1.669\t0.961\n1\t-0.476\t0.602\t-0.589\t-2.749\t0.997\t-0.346\t-0.225\t0.698\t0.216\t0.362\t-0.786\t1.991\t0.588\t1.395\t-0.589\t-0.294\t-0.462\t-0.718\t-0.772\t1.074\t-0.413\t0.535\t-1.132\t-0.791\t1.406\t0.638\t-0.063\t-0.523\n3\t0.488\t0.251\t0.985\t0.498\t0.830\t3.439\t-1.594\t1.342\t1.479\t-1.098\t-0.799\t0.502\t-1.250\t-0.614\t0.239\t-0.684\t-0.228\t-0.867\t-0.942\t0.472\t-0.101\t0.123\t0.704\t0.184\t-0.335\t-0.880\t0.449\t1.994\n4\t-0.838\t-1.070\t0.411\t0.148\t-0.741\t2.958\t1.587\t0.018\t-0.692\t0.642\t-0.830\t-0.461\t-0.467\t-0.395\t0.750\t0.329\t-0.502\t-1.139\t-0.838\t-1.092\t-0.671\t2.342\t-2.050\t0.391\t1.602\t2.309\t-1.359\t-1.060\n0\t-0.320\t-1.298\t1.743\t0.999\t0.255\t0.815\t0.753\t-0.993\t0.637\t1.270\t-0.678\t-1.534\t-1.162\t-0.096\t-1.220\t-0.172\t-0.655\t-0.001\t-0.510\t-0.036\t0.603\t-0.958\t0.281\t-0.852\t-0.006\t-0.082\t0.356\t0.185\n2\t-1.054\t-0.648\t-0.313\t-0.185\t-2.438\t-0.753\t-0.554\t1.891\t0.227\t-0.798\t-0.439\t0.425\t-0.378\t-0.585\t-0.553\t0.480\t-1.382\t-1.087\t-0.928\t-1.104\t-0.824\t0.897\t1.036\t0.272\t0.215\t-0.670\t-2.081\t0.144\n3\t-0.366\t-0.458\t0.955\t0.153\t-0.653\t0.491\t0.768\t-0.240\t-0.212\t1.715\t-0.821\t-0.540\t-0.463\t1.699\t-1.977\t0.822\t-0.029\t1.813\t0.356\t-2.151\t1.611\t-0.236\t-2.041\t-0.405\t0.036\t-1.049\t-1.531\t0.297\n1\t-0.667\t0.409\t0.347\t-0.646\t0.840\t0.636\t0.611\t1.529\t0.616\t-0.121\t-0.084\t-1.738\t-0.779\t1.293\t1.202\t0.457\t0.118\t-1.107\t-1.467\t0.129\t0.376\t-1.018\t-0.107\t1.273\t0.387\t0.097\t-0.726\t1.867\n3\t0.288\t-0.115\t-1.091\t-1.181\t0.583\t0.659\t1.190\t-0.169\t-0.471\t-1.831\t-0.013\t-1.395\t-0.574\t-0.336\t-1.027\t1.381\t2.484\t1.461\t1.420\t0.475\t0.957\t0.803\t-0.412\t1.226\t-0.567\t1.180\t0.867\t-0.181\n3\t1.227\t-0.900\t0.683\t-0.624\t-2.269\t0.932\t0.772\t1.485\t-1.463\t0.164\t-0.223\t1.144\t-1.389\t-0.253\t0.094\t0.742\t0.415\t-0.032\t-0.311\t-0.089\t0.752\t-0.826\t-0.234\t-0.234\t-2.086\t-1.956\t-1.491\t-0.213\n0\t0.491\t-0.126\t0.420\t-0.837\t-0.604\t-0.734\t-0.565\t1.287\t0.726\t-1.077\t0.437\t-0.391\t-0.682\t-1.486\t0.972\t-1.364\t-0.052\t-0.946\t0.776\t-0.334\t-0.134\t-0.101\t0.303\t0.013\t-0.043\t-0.518\t-1.575\t-1.119\n2\t-0.316\t1.946\t0.839\t-1.289\t-1.518\t1.871\t0.366\t0.986\t1.648\t-0.735\t0.454\t0.343\t-0.768\t-0.742\t0.548\t-1.308\t-0.535\t0.398\t0.057\t1.000\t0.078\t0.469\t-0.653\t0.051\t0.513\t-0.186\t-1.679\t1.098\n2\t-0.010\t-0.555\t0.570\t2.541\t-1.295\t1.338\t-0.411\t-0.683\t0.818\t-0.256\t-1.286\t-0.024\t0.137\t-0.040\t0.086\t-0.396\t0.922\t0.266\t-1.657\t-1.771\t1.562\t0.832\t0.263\t-0.503\t0.389\t0.995\t0.194\t0.654\n"
  },
  {
    "path": "examples/multiclass_classification/predict.conf",
    "content": "task = predict\n\ndata = multiclass.test\n\ninput_model= LightGBM_model.txt\n"
  },
  {
    "path": "examples/multiclass_classification/train.conf",
    "content": "# task type, support train and predict\ntask = train\n\n# boosting type, support gbdt for now, alias: boosting, boost\nboosting_type = gbdt\n\n# application type, support following application\n# regression , regression task\n# binary , binary classification task\n# lambdarank , LambdaRank task\n# multiclass\n# alias: application, app\nobjective = multiclass\n\n# eval metrics, support multi metric, delimited by ',' , support following metrics\n# l1\n# l2 , default metric for regression\n# ndcg , default metric for lambdarank\n# auc\n# binary_logloss , default metric for binary\n# binary_error\n# multi_logloss\n# multi_error\n# auc_mu\nmetric = multi_logloss,auc_mu\n\n# AUC-mu weights; the matrix of loss weights below is passed in parameter auc_mu_weights as a list\n#  0  1  2  3  4\n#  5  0  6  7  8\n#  9 10  0 11 12\n# 13 14 15  0 16\n# 17 18 19 20  0\nauc_mu_weights = 0,1,2,3,4,5,0,6,7,8,9,10,0,11,12,13,14,15,0,16,17,18,19,20,0\n\n# number of class, for multiclass classification\nnum_class = 5\n\n# frequency for metric output\nmetric_freq = 1\n\n# true if need output metric for training data, alias: tranining_metric, train_metric\nis_training_metric = true\n\n# column in data to use as label\nlabel_column = 0\n\n# number of bins for feature bucket, 255 is a recommend setting, it can save memories, and also has good accuracy.\nmax_bin = 255\n\n# training data\n# if existing weight file, should name to \"regression.train.weight\"\n# alias: train_data, train\ndata = multiclass.train\n\n# valid data\nvalid_data = multiclass.test\n\n# round for early stopping\nearly_stopping = 10\n\n# number of trees(iterations), alias: num_tree, num_iteration, num_iterations, num_round, num_rounds\nnum_trees = 100\n\n# shrinkage rate , alias: shrinkage_rate\nlearning_rate = 0.05\n\n# number of leaves for one tree, alias: num_leaf\nnum_leaves = 31\n"
  },
  {
    "path": "examples/parallel_learning/README.md",
    "content": "Distributed Learning Example\n============================\n<a name=\"parallel-learning-example\"></a>\n\nHere is an example for LightGBM to perform distributed learning for 2 machines.\n\n1. Edit [mlist.txt](./mlist.txt): write the ip of these 2 machines that you want to run application on.\n\n   ```\n   machine1_ip 12400\n   machine2_ip 12400\n   ```\n\n2. Copy this folder and executable file to these 2 machines that you want to run application on.\n\n3. Run command in this folder on both 2 machines:\n\n   ```\"./lightgbm\" config=train.conf```\n\nThis distributed learning example is based on socket. LightGBM also supports distributed learning based on MPI.\n\nFor more details about the usage of distributed learning, please refer to [this](https://github.com/lightgbm-org/LightGBM/blob/master/docs/Parallel-Learning-Guide.rst).\n"
  },
  {
    "path": "examples/parallel_learning/binary.test",
    "content": "1\t0.644\t0.247\t-0.447\t0.862\t0.374\t0.854\t-1.126\t-0.790\t2.173\t1.015\t-0.201\t1.400\t0.000\t1.575\t1.807\t1.607\t0.000\t1.585\t-0.190\t-0.744\t3.102\t0.958\t1.061\t0.980\t0.875\t0.581\t0.905\t0.796\n0\t0.385\t1.800\t1.037\t1.044\t0.349\t1.502\t-0.966\t1.734\t0.000\t0.966\t-1.960\t-0.249\t0.000\t1.501\t0.465\t-0.354\t2.548\t0.834\t-0.440\t0.638\t3.102\t0.695\t0.909\t0.981\t0.803\t0.813\t1.149\t1.116\n0\t1.214\t-0.166\t0.004\t0.505\t1.434\t0.628\t-1.174\t-1.230\t1.087\t0.579\t-1.047\t-0.118\t0.000\t0.835\t0.340\t1.234\t2.548\t0.711\t-1.383\t1.355\t0.000\t0.848\t0.911\t1.043\t0.931\t1.058\t0.744\t0.696\n1\t0.420\t1.111\t0.137\t1.516\t-1.657\t0.854\t0.623\t1.605\t1.087\t1.511\t-1.297\t0.251\t0.000\t0.872\t-0.368\t-0.721\t0.000\t0.543\t0.731\t1.424\t3.102\t1.597\t1.282\t1.105\t0.730\t0.148\t1.231\t1.234\n0\t0.897\t-1.703\t-1.306\t1.022\t-0.729\t0.836\t0.859\t-0.333\t2.173\t1.336\t-0.965\t0.972\t2.215\t0.671\t1.021\t-1.439\t0.000\t0.493\t-2.019\t-0.289\t0.000\t0.805\t0.930\t0.984\t1.430\t2.198\t1.934\t1.684\n0\t0.756\t1.126\t-0.945\t2.355\t-0.555\t0.889\t0.800\t1.440\t0.000\t0.585\t0.271\t0.631\t2.215\t0.722\t1.744\t1.051\t0.000\t0.618\t0.924\t0.698\t1.551\t0.976\t0.864\t0.988\t0.803\t0.234\t0.822\t0.911\n0\t1.141\t-0.741\t0.953\t1.478\t-0.524\t1.197\t-0.871\t1.689\t2.173\t0.875\t1.321\t-0.518\t1.107\t0.540\t0.037\t-0.987\t0.000\t0.879\t1.187\t0.245\t0.000\t0.888\t0.701\t1.747\t1.358\t2.479\t1.491\t1.223\n1\t0.606\t-0.936\t-0.384\t1.257\t-1.162\t2.719\t-0.600\t0.100\t2.173\t3.303\t-0.284\t1.561\t1.107\t0.689\t1.786\t-0.326\t0.000\t0.780\t-0.532\t1.216\t0.000\t0.936\t2.022\t0.985\t1.574\t4.323\t2.263\t1.742\n1\t0.603\t0.429\t-0.279\t1.448\t1.301\t1.008\t2.423\t-1.295\t0.000\t0.452\t1.305\t0.533\t0.000\t1.076\t1.011\t1.256\t2.548\t2.021\t1.260\t-0.343\t0.000\t0.890\t0.969\t1.281\t0.763\t0.652\t0.827\t0.785\n0\t1.171\t-0.962\t0.521\t0.841\t-0.315\t1.196\t-0.744\t-0.882\t2.173\t0.726\t-1.305\t1.377\t1.107\t0.643\t-1.790\t-1.264\t0.000\t1.257\t0.222\t0.817\t0.000\t0.862\t0.911\t0.987\t0.846\t1.293\t0.899\t0.756\n1\t1.392\t-0.358\t0.235\t1.494\t-0.461\t0.895\t-0.848\t1.549\t2.173\t0.841\t-0.384\t0.666\t1.107\t1.199\t2.509\t-0.891\t0.000\t1.109\t-0.364\t-0.945\t0.000\t0.693\t2.135\t1.170\t1.362\t0.959\t2.056\t1.842\n1\t1.024\t1.076\t-0.886\t0.851\t1.530\t0.673\t-0.449\t0.187\t1.087\t0.628\t-0.895\t1.176\t2.215\t0.696\t-0.232\t-0.875\t0.000\t0.411\t1.501\t0.048\t0.000\t0.842\t0.919\t1.063\t1.193\t0.777\t0.964\t0.807\n1\t0.890\t-0.760\t1.182\t1.369\t0.751\t0.696\t-0.959\t-0.710\t1.087\t0.775\t-0.130\t-1.409\t2.215\t0.701\t-0.110\t-0.739\t0.000\t0.508\t-0.451\t0.390\t0.000\t0.762\t0.738\t0.998\t1.126\t0.788\t0.940\t0.790\n1\t0.460\t0.537\t0.636\t1.442\t-0.269\t0.585\t0.323\t-1.731\t2.173\t0.503\t1.034\t-0.927\t0.000\t0.928\t-1.024\t1.006\t2.548\t0.513\t-0.618\t-1.336\t0.000\t0.802\t0.831\t0.992\t1.019\t0.925\t1.056\t0.833\n1\t0.364\t1.648\t0.560\t1.720\t0.829\t1.110\t0.811\t-0.588\t0.000\t0.408\t1.045\t1.054\t2.215\t0.319\t-1.138\t1.545\t0.000\t0.423\t1.025\t-1.265\t3.102\t1.656\t0.928\t1.003\t0.544\t0.327\t0.670\t0.746\n1\t0.525\t-0.096\t1.206\t0.948\t-1.103\t1.519\t-0.582\t0.606\t2.173\t1.274\t-0.572\t-0.934\t0.000\t0.855\t-1.028\t-1.222\t0.000\t0.578\t-1.000\t-1.725\t3.102\t0.896\t0.878\t0.981\t0.498\t0.909\t0.772\t0.668\n0\t0.536\t-0.821\t-1.029\t0.703\t1.113\t0.363\t-0.711\t0.022\t1.087\t0.325\t1.503\t1.249\t2.215\t0.673\t1.041\t-0.401\t0.000\t0.480\t2.127\t1.681\t0.000\t0.767\t1.034\t0.990\t0.671\t0.836\t0.669\t0.663\n1\t1.789\t-0.583\t1.641\t0.897\t0.799\t0.515\t-0.100\t-1.483\t0.000\t1.101\t0.031\t-0.326\t2.215\t1.195\t0.001\t0.126\t2.548\t0.768\t-0.148\t0.601\t0.000\t0.916\t0.921\t1.207\t1.069\t0.483\t0.934\t0.795\n1\t1.332\t-0.571\t0.986\t0.580\t1.508\t0.582\t0.634\t-0.746\t1.087\t1.084\t-0.964\t-0.489\t0.000\t0.785\t0.274\t0.343\t2.548\t0.779\t0.721\t1.489\t0.000\t1.733\t1.145\t0.990\t1.270\t0.715\t0.897\t0.915\n0\t1.123\t0.629\t-1.708\t0.597\t-0.882\t0.752\t0.195\t1.522\t2.173\t1.671\t1.515\t-0.003\t0.000\t0.778\t0.514\t0.139\t1.274\t0.801\t1.260\t1.600\t0.000\t1.495\t0.976\t0.988\t0.676\t0.921\t1.010\t0.943\n0\t1.816\t-0.515\t0.171\t0.980\t-0.454\t0.870\t0.202\t-1.399\t2.173\t1.130\t1.066\t-1.593\t0.000\t0.844\t0.735\t1.275\t2.548\t1.125\t-1.133\t0.348\t0.000\t0.837\t0.693\t0.988\t1.112\t0.784\t1.009\t0.974\n1\t0.364\t0.694\t0.445\t1.862\t0.159\t0.963\t-1.356\t1.260\t1.087\t0.887\t-0.540\t-1.533\t2.215\t0.658\t-2.544\t-1.236\t0.000\t0.516\t-0.807\t0.039\t0.000\t0.891\t1.004\t0.991\t1.092\t0.976\t1.000\t0.953\n1\t0.790\t-1.175\t0.475\t1.846\t0.094\t0.999\t-1.090\t0.257\t0.000\t1.422\t0.854\t1.112\t2.215\t1.302\t1.004\t-1.702\t1.274\t2.557\t-0.787\t-1.048\t0.000\t0.890\t1.429\t0.993\t2.807\t0.840\t2.248\t1.821\n1\t0.765\t-0.500\t-0.603\t1.843\t-0.560\t1.068\t0.007\t0.746\t2.173\t1.154\t-0.017\t1.329\t0.000\t1.165\t1.791\t-1.585\t0.000\t1.116\t0.441\t-0.886\t0.000\t0.774\t0.982\t0.989\t1.102\t0.633\t1.178\t1.021\n1\t1.407\t1.293\t-1.418\t0.502\t-1.527\t2.005\t-2.122\t0.622\t0.000\t1.699\t1.508\t-0.649\t2.215\t1.665\t0.748\t-0.755\t0.000\t2.555\t0.811\t1.423\t1.551\t7.531\t5.520\t0.985\t1.115\t1.881\t4.487\t3.379\n1\t0.772\t-0.186\t-1.372\t0.823\t-0.140\t0.781\t0.763\t0.046\t2.173\t1.128\t0.516\t1.380\t0.000\t0.797\t-0.640\t-0.134\t2.548\t2.019\t-0.972\t-1.670\t0.000\t2.022\t1.466\t0.989\t0.856\t0.808\t1.230\t0.991\n1\t0.546\t-0.954\t0.715\t1.335\t-1.689\t0.783\t-0.443\t-1.735\t2.173\t1.081\t0.185\t-0.435\t0.000\t1.433\t-0.662\t-0.389\t0.000\t0.969\t0.924\t1.099\t0.000\t0.910\t0.879\t0.988\t0.683\t0.753\t0.878\t0.865\n1\t0.596\t0.276\t-1.054\t1.358\t1.355\t1.444\t1.813\t-0.208\t0.000\t1.175\t-0.949\t-1.573\t0.000\t0.855\t-1.228\t-0.925\t2.548\t1.837\t-0.400\t0.913\t0.000\t0.637\t0.901\t1.028\t0.553\t0.790\t0.679\t0.677\n0\t0.458\t2.292\t1.530\t0.291\t1.283\t0.749\t-0.930\t-0.198\t0.000\t0.300\t-1.560\t0.990\t0.000\t0.811\t-0.176\t0.995\t2.548\t1.085\t-0.178\t-1.213\t3.102\t0.891\t0.648\t0.999\t0.732\t0.655\t0.619\t0.620\n0\t0.638\t-0.575\t-1.048\t0.125\t0.178\t0.846\t-0.753\t-0.339\t1.087\t0.799\t-0.727\t1.182\t0.000\t0.888\t0.283\t0.717\t0.000\t1.051\t-1.046\t-1.557\t3.102\t0.889\t0.871\t0.989\t0.884\t0.923\t0.836\t0.779\n1\t0.434\t-1.119\t-0.313\t2.427\t0.461\t0.497\t0.261\t-1.177\t2.173\t0.618\t-0.737\t-0.688\t0.000\t1.150\t-1.237\t-1.652\t2.548\t0.757\t-0.054\t1.700\t0.000\t0.809\t0.741\t0.982\t1.450\t0.936\t1.086\t0.910\n1\t0.431\t-1.144\t-1.030\t0.778\t-0.655\t0.490\t0.047\t-1.546\t0.000\t1.583\t-0.014\t0.891\t2.215\t0.516\t0.956\t0.567\t2.548\t0.935\t-1.123\t-0.082\t0.000\t0.707\t0.995\t0.995\t0.700\t0.602\t0.770\t0.685\n1\t1.894\t0.222\t1.224\t1.578\t1.715\t0.966\t2.890\t-0.013\t0.000\t0.922\t-0.703\t-0.844\t0.000\t0.691\t2.056\t1.039\t0.000\t0.900\t-0.733\t-1.240\t3.102\t1.292\t1.992\t1.026\t0.881\t0.684\t1.759\t1.755\n0\t0.985\t-0.316\t0.141\t1.067\t-0.946\t0.819\t-1.177\t1.307\t2.173\t1.080\t-0.429\t0.557\t1.107\t1.726\t1.435\t-1.075\t0.000\t1.100\t1.547\t-0.647\t0.000\t0.873\t1.696\t1.179\t1.146\t1.015\t1.538\t1.270\n0\t0.998\t-0.187\t-0.236\t0.882\t0.755\t0.468\t0.950\t-0.439\t2.173\t0.579\t-0.550\t-0.624\t0.000\t1.847\t1.196\t1.384\t1.274\t0.846\t1.273\t-1.072\t0.000\t1.194\t0.797\t1.013\t1.319\t1.174\t0.963\t0.898\n0\t0.515\t0.246\t-0.593\t1.082\t1.591\t0.912\t-0.623\t-0.957\t2.173\t0.858\t0.418\t0.844\t0.000\t0.948\t2.519\t1.599\t0.000\t1.158\t1.385\t-0.095\t3.102\t0.973\t1.033\t0.988\t0.998\t1.716\t1.054\t0.901\n0\t0.919\t-1.001\t1.506\t1.389\t0.653\t0.507\t-0.616\t-0.689\t2.173\t0.808\t0.536\t-0.467\t2.215\t0.496\t2.187\t-0.859\t0.000\t0.822\t0.807\t1.163\t0.000\t0.876\t0.861\t1.088\t0.947\t0.614\t0.911\t1.087\n0\t0.794\t0.051\t1.477\t1.504\t-1.695\t0.716\t0.315\t0.264\t1.087\t0.879\t-0.135\t-1.094\t2.215\t1.433\t-0.741\t0.201\t0.000\t1.566\t0.534\t-0.989\t0.000\t0.627\t0.882\t0.974\t0.807\t1.130\t0.929\t0.925\n1\t0.455\t-0.946\t-1.175\t1.453\t-0.580\t0.763\t-0.856\t0.840\t0.000\t0.829\t1.223\t1.174\t2.215\t0.714\t0.638\t-0.466\t0.000\t1.182\t0.223\t-1.333\t0.000\t0.977\t0.938\t0.986\t0.713\t0.714\t0.796\t0.843\n1\t0.662\t-0.296\t-1.287\t1.212\t-0.707\t0.641\t1.457\t0.222\t0.000\t0.600\t0.525\t-1.700\t2.215\t0.784\t-0.835\t-0.961\t2.548\t0.865\t1.131\t1.162\t0.000\t0.854\t0.877\t0.978\t0.740\t0.734\t0.888\t0.811\n0\t0.390\t0.698\t-1.629\t1.888\t0.298\t0.990\t1.614\t-1.572\t0.000\t1.666\t0.170\t0.719\t2.215\t1.590\t1.064\t-0.886\t1.274\t0.952\t0.305\t-1.216\t0.000\t1.048\t0.897\t1.173\t0.891\t1.936\t1.273\t1.102\n0\t1.014\t0.117\t1.384\t0.686\t-1.047\t0.609\t-1.245\t-0.850\t0.000\t1.076\t-1.158\t0.814\t1.107\t1.598\t-0.389\t-0.111\t0.000\t0.907\t1.688\t-1.673\t0.000\t1.333\t0.866\t0.989\t0.975\t0.442\t0.797\t0.788\n0\t1.530\t-1.408\t-0.207\t0.440\t-1.357\t0.902\t-0.647\t1.325\t1.087\t1.320\t-0.819\t0.246\t1.107\t0.503\t1.407\t-1.683\t0.000\t1.189\t-0.972\t-0.925\t0.000\t0.386\t1.273\t0.988\t0.829\t1.335\t1.173\t1.149\n1\t1.689\t-0.590\t0.915\t2.076\t1.202\t0.644\t-0.478\t-0.238\t0.000\t0.809\t-1.660\t-1.184\t0.000\t1.227\t-0.224\t-0.808\t2.548\t1.655\t1.047\t-0.623\t0.000\t0.621\t1.192\t0.988\t1.309\t0.866\t0.924\t1.012\n0\t1.102\t0.402\t-1.622\t1.262\t1.022\t0.576\t0.271\t-0.269\t0.000\t0.591\t0.495\t-1.278\t0.000\t1.271\t0.209\t0.575\t2.548\t0.941\t0.964\t-0.685\t3.102\t0.989\t0.963\t1.124\t0.857\t0.858\t0.716\t0.718\n0\t2.491\t0.825\t0.581\t1.593\t0.205\t0.782\t-0.815\t1.499\t0.000\t1.179\t-0.999\t-1.509\t0.000\t0.926\t0.920\t-0.522\t2.548\t2.068\t-1.021\t-1.050\t3.102\t0.874\t0.943\t0.980\t0.945\t1.525\t1.570\t1.652\n0\t0.666\t0.254\t1.601\t1.303\t-0.250\t1.236\t-1.929\t0.793\t0.000\t1.074\t0.447\t-0.871\t0.000\t0.991\t1.059\t-0.342\t0.000\t1.703\t-0.393\t-1.419\t3.102\t0.921\t0.945\t1.285\t0.931\t0.462\t0.770\t0.729\n0\t0.937\t-1.126\t1.424\t1.395\t1.743\t0.760\t0.428\t-0.238\t2.173\t0.846\t0.494\t1.320\t2.215\t0.872\t-1.826\t-0.507\t0.000\t0.612\t1.860\t1.403\t0.000\t3.402\t2.109\t0.985\t1.298\t1.165\t1.404\t1.240\n1\t0.881\t-1.086\t-0.870\t0.513\t0.266\t2.049\t-1.870\t1.160\t0.000\t2.259\t-0.428\t-0.935\t2.215\t1.321\t-0.655\t-0.449\t2.548\t1.350\t-1.766\t-0.108\t0.000\t0.911\t1.852\t0.987\t1.167\t0.820\t1.903\t1.443\n0\t0.410\t0.835\t-0.819\t1.257\t1.112\t0.871\t-1.737\t-0.401\t0.000\t0.927\t0.158\t1.253\t0.000\t1.183\t0.405\t-1.570\t0.000\t0.807\t-0.704\t-0.438\t3.102\t0.932\t0.962\t0.987\t0.653\t0.315\t0.616\t0.648\n1\t0.634\t0.196\t-1.679\t1.379\t-0.967\t2.260\t-0.273\t1.114\t0.000\t1.458\t1.070\t-0.278\t1.107\t1.195\t0.110\t-0.688\t2.548\t0.907\t0.298\t-1.359\t0.000\t0.949\t1.129\t0.984\t0.675\t0.877\t0.938\t0.824\n1\t0.632\t-1.254\t1.201\t0.496\t-0.106\t0.235\t2.731\t-0.955\t0.000\t0.615\t-0.805\t0.600\t0.000\t0.633\t-0.934\t1.641\t0.000\t1.407\t-0.483\t-0.962\t1.551\t0.778\t0.797\t0.989\t0.578\t0.722\t0.576\t0.539\n0\t0.714\t1.122\t1.566\t2.399\t-1.431\t1.665\t0.299\t0.323\t0.000\t1.489\t1.087\t-0.861\t2.215\t1.174\t0.140\t1.083\t2.548\t0.404\t-0.968\t1.105\t0.000\t0.867\t0.969\t0.981\t1.039\t1.552\t1.157\t1.173\n1\t0.477\t-0.321\t-0.471\t1.966\t1.034\t2.282\t1.359\t-0.874\t0.000\t1.672\t-0.258\t1.109\t0.000\t1.537\t0.604\t0.231\t2.548\t1.534\t-0.640\t0.827\t0.000\t0.746\t1.337\t1.311\t0.653\t0.721\t0.795\t0.742\n1\t1.351\t0.460\t0.031\t1.194\t-1.185\t0.670\t-1.157\t-1.637\t2.173\t0.599\t-0.823\t0.680\t0.000\t0.478\t0.373\t1.716\t0.000\t0.809\t-0.919\t0.010\t1.551\t0.859\t0.839\t1.564\t0.994\t0.777\t0.971\t0.826\n1\t0.520\t-1.442\t-0.348\t0.840\t1.654\t1.273\t-0.760\t1.317\t0.000\t0.861\t2.579\t-0.791\t0.000\t1.779\t0.257\t-0.703\t0.000\t2.154\t1.928\t0.457\t0.000\t1.629\t3.194\t0.992\t0.730\t1.107\t2.447\t2.747\n0\t0.700\t-0.308\t0.920\t0.438\t-0.879\t0.516\t1.409\t1.101\t0.000\t0.960\t0.701\t-0.049\t2.215\t1.442\t-0.416\t-1.439\t2.548\t0.628\t1.009\t-0.364\t0.000\t0.848\t0.817\t0.987\t0.759\t1.421\t0.937\t0.920\n1\t0.720\t1.061\t-0.546\t0.798\t-1.521\t1.066\t0.173\t0.271\t1.087\t1.453\t0.114\t1.336\t1.107\t0.702\t0.616\t-0.367\t0.000\t0.543\t-0.386\t-1.301\t0.000\t0.653\t0.948\t0.989\t1.031\t1.500\t0.965\t0.790\n1\t0.735\t-0.416\t0.588\t1.308\t-0.382\t1.042\t0.344\t1.609\t0.000\t0.926\t0.163\t-0.520\t1.107\t1.050\t-0.427\t1.159\t2.548\t0.834\t0.613\t0.948\t0.000\t0.848\t1.189\t1.042\t0.844\t1.099\t0.829\t0.843\n1\t0.777\t-0.396\t1.540\t1.608\t0.638\t0.955\t0.040\t0.918\t2.173\t1.315\t1.116\t-0.823\t0.000\t0.781\t-0.762\t0.564\t2.548\t0.945\t-0.573\t1.379\t0.000\t0.679\t0.706\t1.124\t0.608\t0.593\t0.515\t0.493\n1\t0.934\t0.319\t-0.257\t0.970\t-0.980\t0.726\t0.774\t0.731\t0.000\t0.896\t0.038\t-1.465\t1.107\t0.773\t-0.055\t-0.831\t2.548\t1.439\t-0.229\t0.698\t0.000\t0.964\t1.031\t0.995\t0.845\t0.480\t0.810\t0.762\n0\t0.461\t0.771\t0.019\t2.055\t-1.288\t1.043\t0.147\t0.261\t2.173\t0.833\t-0.156\t1.425\t0.000\t0.832\t0.805\t-0.491\t2.548\t0.589\t1.252\t1.414\t0.000\t0.850\t0.906\t1.245\t1.364\t0.850\t0.908\t0.863\n1\t0.858\t-0.116\t-0.937\t0.966\t1.167\t0.825\t-0.108\t1.111\t1.087\t0.733\t1.163\t-0.634\t0.000\t0.894\t0.771\t0.020\t0.000\t0.846\t-1.124\t-1.195\t3.102\t0.724\t1.194\t1.195\t0.813\t0.969\t0.985\t0.856\n0\t0.720\t-0.335\t-0.307\t1.445\t0.540\t1.108\t-0.034\t-1.691\t1.087\t0.883\t-1.356\t-0.678\t2.215\t0.440\t1.093\t0.253\t0.000\t0.389\t-1.582\t-1.097\t0.000\t1.113\t1.034\t0.988\t1.256\t1.572\t1.062\t0.904\n1\t0.750\t-0.811\t-0.542\t0.985\t0.408\t0.471\t0.477\t0.355\t0.000\t1.347\t-0.875\t-1.556\t2.215\t0.564\t1.082\t-0.724\t0.000\t0.793\t-0.958\t-0.020\t3.102\t0.836\t0.825\t0.986\t1.066\t0.924\t0.927\t0.883\n0\t0.392\t-0.468\t-0.216\t0.680\t1.565\t1.086\t-0.765\t-0.581\t1.087\t1.264\t-1.035\t1.189\t2.215\t0.986\t-0.338\t0.747\t0.000\t0.884\t-1.328\t-0.965\t0.000\t1.228\t0.988\t0.982\t1.135\t1.741\t1.108\t0.956\n1\t0.434\t-1.269\t0.643\t0.713\t0.608\t0.597\t0.832\t1.627\t0.000\t0.708\t-0.422\t0.079\t2.215\t1.533\t-0.823\t-1.127\t2.548\t0.408\t-1.357\t-0.828\t0.000\t1.331\t1.087\t0.999\t1.075\t1.015\t0.875\t0.809\n0\t0.828\t-1.803\t0.342\t0.847\t-0.162\t1.585\t-1.128\t-0.272\t2.173\t1.974\t0.039\t-1.717\t0.000\t0.900\t0.764\t-1.741\t0.000\t1.349\t-0.079\t1.035\t3.102\t0.984\t0.815\t0.985\t0.780\t1.661\t1.403\t1.184\n1\t1.089\t-0.350\t-0.747\t1.472\t0.792\t1.087\t-0.069\t-1.192\t0.000\t0.512\t-0.841\t-1.284\t0.000\t2.162\t-0.821\t0.545\t2.548\t1.360\t2.243\t-0.183\t0.000\t0.977\t0.628\t1.725\t1.168\t0.635\t0.823\t0.822\n1\t0.444\t0.451\t-1.332\t1.176\t-0.247\t0.898\t0.194\t0.007\t0.000\t1.958\t0.576\t-1.618\t2.215\t0.584\t1.203\t0.268\t0.000\t0.939\t1.033\t1.264\t3.102\t0.829\t0.886\t0.985\t1.265\t0.751\t1.032\t0.948\n0\t0.629\t0.114\t1.177\t0.917\t-1.204\t0.845\t0.828\t-0.088\t0.000\t0.962\t-1.302\t0.823\t2.215\t0.732\t0.358\t-1.334\t2.548\t0.538\t0.582\t1.561\t0.000\t1.028\t0.834\t0.988\t0.904\t1.205\t1.039\t0.885\n1\t1.754\t-1.259\t-0.573\t0.959\t-1.483\t0.358\t0.448\t-1.452\t0.000\t0.711\t0.313\t0.499\t2.215\t1.482\t-0.390\t1.474\t2.548\t1.879\t-1.540\t0.668\t0.000\t0.843\t0.825\t1.313\t1.315\t0.939\t1.048\t0.871\n1\t0.549\t0.706\t-1.437\t0.894\t0.891\t0.680\t-0.762\t-1.568\t0.000\t0.981\t0.499\t-0.425\t2.215\t1.332\t0.678\t0.485\t1.274\t0.803\t0.022\t-0.893\t0.000\t0.793\t1.043\t0.987\t0.761\t0.899\t0.915\t0.794\n0\t0.475\t0.542\t-0.987\t1.569\t0.069\t0.551\t1.543\t-1.488\t0.000\t0.608\t0.301\t1.734\t2.215\t0.277\t0.499\t-0.522\t0.000\t1.375\t1.212\t0.696\t3.102\t0.652\t0.756\t0.987\t0.828\t0.830\t0.715\t0.679\n1\t0.723\t0.049\t-1.153\t1.300\t0.083\t0.723\t-0.749\t0.630\t0.000\t1.126\t0.412\t-0.384\t0.000\t1.272\t1.256\t1.358\t2.548\t3.108\t0.777\t-1.486\t3.102\t0.733\t1.096\t1.206\t1.269\t0.899\t1.015\t0.903\n1\t1.062\t0.296\t0.725\t0.285\t-0.531\t0.819\t1.277\t-0.667\t0.000\t0.687\t0.829\t-0.092\t0.000\t1.158\t0.447\t1.047\t2.548\t1.444\t-0.186\t-1.491\t3.102\t0.863\t1.171\t0.986\t0.769\t0.828\t0.919\t0.840\n0\t0.572\t-0.349\t1.396\t2.023\t0.795\t0.577\t0.457\t-0.533\t0.000\t1.351\t0.701\t-1.091\t0.000\t0.724\t-1.012\t-0.182\t2.548\t0.923\t-0.012\t0.789\t3.102\t0.936\t1.025\t0.985\t1.002\t0.600\t0.828\t0.909\n1\t0.563\t0.387\t0.412\t0.553\t1.050\t0.723\t-0.992\t-0.447\t0.000\t0.748\t0.948\t0.546\t2.215\t1.761\t-0.559\t-1.183\t0.000\t1.114\t-0.251\t1.192\t3.102\t0.936\t0.912\t0.976\t0.578\t0.722\t0.829\t0.892\n1\t1.632\t1.577\t-0.697\t0.708\t-1.263\t0.863\t0.012\t1.197\t2.173\t0.498\t0.990\t-0.806\t0.000\t0.627\t2.387\t-1.283\t0.000\t0.607\t1.290\t-0.174\t3.102\t0.916\t1.328\t0.986\t0.557\t0.971\t0.935\t0.836\n1\t0.562\t-0.360\t0.399\t0.803\t-1.334\t1.443\t-0.116\t1.628\t2.173\t0.750\t0.987\t0.135\t1.107\t0.795\t0.298\t-0.556\t0.000\t1.150\t-0.113\t-0.093\t0.000\t0.493\t1.332\t0.985\t1.001\t1.750\t1.013\t0.886\n1\t0.987\t0.706\t-0.492\t0.861\t0.607\t0.593\t0.088\t-0.184\t0.000\t0.802\t0.894\t1.608\t2.215\t0.782\t-0.471\t1.500\t2.548\t0.521\t0.772\t-0.960\t0.000\t0.658\t0.893\t1.068\t0.877\t0.664\t0.709\t0.661\n1\t1.052\t0.883\t-0.581\t1.566\t0.860\t0.931\t1.515\t-0.873\t0.000\t0.493\t0.145\t-0.672\t0.000\t1.133\t0.935\t1.581\t2.548\t1.630\t0.695\t0.923\t3.102\t1.105\t1.087\t1.713\t0.948\t0.590\t0.872\t0.883\n1\t2.130\t-0.516\t-0.291\t0.776\t-1.230\t0.689\t-0.257\t0.800\t2.173\t0.730\t-0.274\t-1.437\t0.000\t0.615\t0.241\t1.083\t0.000\t0.834\t0.757\t1.613\t3.102\t0.836\t0.806\t1.333\t1.061\t0.730\t0.889\t0.783\n1\t0.742\t0.797\t1.628\t0.311\t-0.418\t0.620\t0.685\t-1.457\t0.000\t0.683\t1.774\t-1.082\t0.000\t1.700\t1.104\t0.225\t2.548\t0.382\t-2.184\t-1.307\t0.000\t0.945\t1.228\t0.984\t0.864\t0.931\t0.988\t0.838\n0\t0.311\t-1.249\t-0.927\t1.272\t-1.262\t0.642\t-1.228\t-0.136\t0.000\t1.220\t-0.804\t-1.558\t2.215\t0.950\t-0.828\t0.495\t1.274\t2.149\t-1.672\t0.634\t0.000\t1.346\t0.887\t0.981\t0.856\t1.101\t1.001\t1.106\n0\t0.660\t-1.834\t-0.667\t0.601\t1.236\t0.932\t-0.933\t-0.135\t2.173\t1.373\t-0.122\t1.429\t0.000\t0.654\t-0.034\t-0.847\t2.548\t0.711\t0.911\t0.703\t0.000\t1.144\t0.942\t0.984\t0.822\t0.739\t0.992\t0.895\n0\t3.609\t-0.590\t0.851\t0.615\t0.455\t1.280\t0.003\t-0.866\t1.087\t1.334\t0.708\t-1.131\t0.000\t0.669\t0.480\t0.092\t0.000\t0.975\t0.983\t-1.429\t3.102\t1.301\t1.089\t0.987\t1.476\t0.934\t1.469\t1.352\n1\t0.905\t-0.403\t1.567\t2.651\t0.953\t1.194\t-0.241\t-0.567\t1.087\t0.308\t-0.384\t-0.007\t0.000\t0.608\t-0.175\t-1.163\t2.548\t0.379\t0.941\t1.662\t0.000\t0.580\t0.721\t1.126\t0.895\t0.544\t1.097\t0.836\n1\t0.983\t0.255\t1.093\t0.905\t-0.874\t0.863\t0.060\t-0.368\t0.000\t0.824\t-0.747\t-0.633\t0.000\t0.614\t0.961\t1.052\t0.000\t0.792\t-0.260\t1.632\t3.102\t0.874\t0.883\t1.280\t0.663\t0.406\t0.592\t0.645\n1\t1.160\t-1.027\t0.274\t0.460\t0.322\t2.085\t-1.623\t-0.840\t0.000\t1.634\t-1.046\t1.182\t2.215\t0.492\t-0.367\t1.174\t0.000\t0.824\t-0.998\t1.617\t0.000\t0.943\t0.884\t1.001\t1.209\t1.313\t1.034\t0.866\n0\t0.299\t0.028\t-1.372\t1.930\t-0.661\t0.840\t-0.979\t0.664\t1.087\t0.535\t-2.041\t1.434\t0.000\t1.087\t-1.797\t0.344\t0.000\t0.485\t-0.560\t-1.105\t3.102\t0.951\t0.890\t0.980\t0.483\t0.684\t0.730\t0.706\n0\t0.293\t1.737\t-1.418\t2.074\t0.794\t0.679\t1.024\t-1.457\t0.000\t1.034\t1.094\t-0.168\t1.107\t0.506\t1.680\t-0.661\t0.000\t0.523\t-0.042\t-1.274\t3.102\t0.820\t0.944\t0.987\t0.842\t0.694\t0.761\t0.750\n0\t0.457\t-0.393\t1.560\t0.738\t-0.007\t0.475\t-0.230\t0.246\t0.000\t0.776\t-1.264\t-0.606\t2.215\t0.865\t-0.731\t-1.576\t2.548\t1.153\t0.343\t1.436\t0.000\t1.060\t0.883\t0.988\t0.972\t0.703\t0.758\t0.720\n0\t0.935\t-0.582\t0.240\t2.401\t0.818\t1.231\t-0.618\t-1.289\t0.000\t0.799\t0.544\t-0.228\t2.215\t0.525\t-1.494\t-0.969\t0.000\t0.609\t-1.123\t1.168\t3.102\t0.871\t0.767\t1.035\t1.154\t0.919\t0.868\t1.006\n1\t0.902\t-0.745\t-1.215\t1.174\t-0.501\t1.215\t0.167\t1.162\t0.000\t0.896\t1.217\t-0.976\t0.000\t0.585\t-0.429\t1.036\t0.000\t1.431\t-0.416\t0.151\t3.102\t0.524\t0.952\t0.990\t0.707\t0.271\t0.592\t0.826\n1\t0.653\t0.337\t-0.320\t1.118\t-0.934\t1.050\t0.745\t0.529\t1.087\t1.075\t1.742\t-1.538\t0.000\t0.585\t1.090\t0.973\t0.000\t1.091\t-0.187\t1.160\t1.551\t1.006\t1.108\t0.978\t1.121\t0.838\t0.947\t0.908\n0\t1.157\t1.401\t0.340\t0.395\t-1.218\t0.945\t1.928\t-0.876\t0.000\t1.384\t0.320\t1.002\t1.107\t1.900\t1.177\t-0.462\t2.548\t1.122\t1.316\t1.720\t0.000\t1.167\t1.096\t0.989\t0.937\t1.879\t1.307\t1.041\n0\t0.960\t0.355\t-0.152\t0.872\t-0.338\t0.391\t0.348\t0.956\t1.087\t0.469\t2.664\t1.409\t0.000\t0.756\t-1.561\t1.500\t0.000\t0.525\t1.436\t1.728\t3.102\t1.032\t0.946\t0.996\t0.929\t0.470\t0.698\t0.898\n1\t1.038\t0.274\t0.825\t1.198\t0.963\t1.078\t-0.496\t-1.014\t2.173\t0.739\t-0.727\t-0.151\t2.215\t1.035\t-0.799\t0.398\t0.000\t1.333\t-0.872\t-1.498\t0.000\t0.849\t1.033\t0.985\t0.886\t0.936\t0.975\t0.823\n0\t0.490\t0.277\t0.318\t1.303\t0.694\t1.333\t-1.620\t-0.563\t0.000\t1.459\t-1.326\t1.140\t0.000\t0.779\t-0.673\t-1.324\t2.548\t0.860\t-1.247\t0.043\t0.000\t0.857\t0.932\t0.992\t0.792\t0.278\t0.841\t1.498\n0\t1.648\t-0.688\t-1.386\t2.790\t0.995\t1.087\t1.359\t-0.687\t0.000\t1.050\t-0.223\t-0.261\t2.215\t0.613\t-0.889\t1.335\t0.000\t1.204\t0.827\t0.309\t3.102\t0.464\t0.973\t2.493\t1.737\t0.827\t1.319\t1.062\n0\t1.510\t-0.662\t1.668\t0.860\t0.280\t0.705\t0.974\t-1.647\t1.087\t0.662\t-0.393\t-0.225\t0.000\t0.610\t-0.996\t0.532\t2.548\t0.464\t1.305\t0.102\t0.000\t0.859\t1.057\t1.498\t0.799\t1.260\t0.946\t0.863\n1\t0.850\t-1.185\t-0.117\t0.943\t-0.449\t1.142\t0.875\t-0.030\t0.000\t2.223\t-0.461\t1.627\t2.215\t0.767\t-1.761\t-1.692\t0.000\t1.012\t-0.727\t0.639\t3.102\t3.649\t2.062\t0.985\t1.478\t1.087\t1.659\t1.358\n0\t0.933\t1.259\t0.130\t0.326\t-0.890\t0.306\t1.136\t1.142\t0.000\t0.964\t0.705\t-1.373\t2.215\t0.546\t-0.196\t-0.001\t0.000\t0.578\t-1.169\t1.004\t3.102\t0.830\t0.836\t0.988\t0.837\t1.031\t0.749\t0.655\n0\t0.471\t0.697\t1.570\t1.109\t0.201\t1.248\t0.348\t-1.448\t0.000\t2.103\t0.773\t0.686\t2.215\t1.451\t-0.087\t-0.453\t2.548\t1.197\t-0.045\t-1.026\t0.000\t0.793\t1.094\t0.987\t0.851\t1.804\t1.378\t1.089\n1\t2.446\t-0.701\t-1.568\t0.059\t0.822\t1.401\t-0.600\t-0.044\t2.173\t0.324\t-0.001\t1.344\t2.215\t0.913\t-0.818\t1.049\t0.000\t0.442\t-1.088\t-0.005\t0.000\t0.611\t1.062\t0.979\t0.562\t0.988\t0.998\t0.806\n0\t0.619\t2.029\t0.933\t0.528\t-0.903\t0.974\t0.760\t-0.311\t2.173\t0.825\t0.658\t-1.466\t1.107\t0.894\t1.594\t0.370\t0.000\t0.882\t-0.258\t1.661\t0.000\t1.498\t1.088\t0.987\t0.867\t1.139\t0.900\t0.779\n1\t0.674\t-0.131\t-0.362\t0.518\t-1.574\t0.876\t0.442\t0.145\t1.087\t0.497\t-1.526\t-1.704\t0.000\t0.680\t2.514\t-1.374\t0.000\t0.792\t-0.479\t0.773\t1.551\t0.573\t1.198\t0.984\t0.800\t0.667\t0.987\t0.832\n1\t1.447\t1.145\t-0.937\t0.307\t-1.458\t0.478\t1.264\t0.816\t1.087\t0.558\t1.015\t-0.101\t2.215\t0.937\t-0.190\t1.177\t0.000\t0.699\t0.954\t-1.512\t0.000\t0.877\t0.838\t0.990\t0.873\t0.566\t0.646\t0.713\n1\t0.976\t0.308\t-0.844\t0.436\t0.610\t1.253\t0.149\t-1.585\t2.173\t1.415\t0.568\t0.096\t2.215\t0.953\t-0.855\t0.441\t0.000\t0.867\t-0.650\t1.643\t0.000\t0.890\t1.234\t0.988\t0.796\t2.002\t1.179\t0.977\n0\t0.697\t0.401\t-0.718\t0.920\t0.735\t0.958\t-0.172\t0.168\t2.173\t0.872\t-0.097\t-1.335\t0.000\t0.513\t-1.192\t-1.710\t1.274\t0.426\t-1.637\t1.368\t0.000\t0.997\t1.227\t1.072\t0.800\t1.013\t0.786\t0.749\n1\t1.305\t-2.157\t1.740\t0.661\t-0.912\t0.705\t-0.516\t0.759\t2.173\t0.989\t-0.716\t-0.300\t2.215\t0.627\t-1.052\t-1.736\t0.000\t0.467\t-2.467\t0.568\t0.000\t0.807\t0.964\t0.988\t1.427\t1.012\t1.165\t0.926\n0\t1.847\t1.663\t-0.618\t0.280\t1.258\t1.462\t-0.054\t1.371\t0.000\t0.900\t0.309\t-0.544\t0.000\t0.331\t-2.149\t-0.341\t0.000\t1.091\t-0.833\t0.710\t3.102\t1.496\t0.931\t0.989\t1.549\t0.115\t1.140\t1.150\n0\t0.410\t-0.323\t1.069\t2.160\t0.010\t0.892\t0.942\t-1.640\t2.173\t0.946\t0.938\t1.314\t0.000\t1.213\t-1.099\t-0.794\t2.548\t0.650\t0.053\t0.056\t0.000\t1.041\t0.916\t1.063\t0.985\t1.910\t1.246\t1.107\n1\t0.576\t1.092\t-0.088\t0.777\t-1.579\t0.757\t0.271\t0.109\t0.000\t0.819\t0.827\t-1.554\t2.215\t1.313\t2.341\t-1.568\t0.000\t2.827\t0.239\t-0.338\t0.000\t0.876\t0.759\t0.986\t0.692\t0.457\t0.796\t0.791\n1\t0.537\t0.925\t-1.406\t0.306\t-0.050\t0.906\t1.051\t0.037\t0.000\t1.469\t-0.177\t-1.320\t2.215\t1.872\t0.723\t1.158\t0.000\t1.313\t0.227\t-0.501\t3.102\t0.953\t0.727\t0.978\t0.755\t0.892\t0.932\t0.781\n0\t0.716\t-0.065\t-0.484\t1.313\t-1.563\t0.596\t-0.242\t0.678\t2.173\t0.426\t-1.909\t0.616\t0.000\t0.885\t-0.406\t-1.343\t2.548\t0.501\t-1.327\t-0.340\t0.000\t0.470\t0.728\t1.109\t0.919\t0.881\t0.665\t0.692\n1\t0.624\t-0.389\t0.128\t1.636\t-1.110\t1.025\t0.573\t-0.843\t2.173\t0.646\t-0.697\t1.064\t0.000\t0.632\t-1.442\t0.961\t0.000\t0.863\t-0.106\t1.717\t0.000\t0.825\t0.917\t1.257\t0.983\t0.713\t0.890\t0.824\n0\t0.484\t2.101\t1.714\t1.131\t-0.823\t0.750\t0.583\t-1.304\t1.087\t0.894\t0.421\t0.559\t2.215\t0.921\t-0.063\t0.282\t0.000\t0.463\t-0.474\t-1.387\t0.000\t0.742\t0.886\t0.995\t0.993\t1.201\t0.806\t0.754\n0\t0.570\t0.339\t-1.478\t0.528\t0.439\t0.978\t1.479\t-1.411\t2.173\t0.763\t1.541\t-0.734\t0.000\t1.375\t0.840\t0.903\t0.000\t0.965\t1.599\t0.364\t0.000\t0.887\t1.061\t0.992\t1.322\t1.453\t1.013\t0.969\n0\t0.940\t1.303\t1.636\t0.851\t-1.732\t0.803\t-0.030\t-0.177\t0.000\t0.480\t-0.125\t-0.954\t0.000\t0.944\t0.709\t0.296\t2.548\t1.342\t-0.418\t1.197\t3.102\t0.853\t0.989\t0.979\t0.873\t0.858\t0.719\t0.786\n1\t0.599\t0.544\t-0.238\t0.816\t1.043\t0.857\t0.660\t1.128\t2.173\t0.864\t-0.624\t-0.843\t0.000\t1.159\t0.367\t0.174\t0.000\t1.520\t-0.543\t-1.508\t0.000\t0.842\t0.828\t0.984\t0.759\t0.895\t0.918\t0.791\n1\t1.651\t1.897\t-0.914\t0.423\t0.315\t0.453\t0.619\t-1.607\t2.173\t0.532\t-0.424\t0.209\t1.107\t0.369\t2.479\t0.034\t0.000\t0.701\t0.217\t0.984\t0.000\t0.976\t0.951\t1.035\t0.879\t0.825\t0.915\t0.798\n1\t0.926\t-0.574\t-0.763\t0.285\t1.094\t0.672\t2.314\t1.545\t0.000\t1.124\t0.415\t0.809\t0.000\t1.387\t0.270\t-0.949\t2.548\t1.547\t-0.631\t-0.200\t3.102\t0.719\t0.920\t0.986\t0.889\t0.933\t0.797\t0.777\n0\t0.677\t1.698\t-0.890\t0.641\t-0.449\t0.607\t1.754\t1.720\t0.000\t0.776\t0.372\t0.782\t2.215\t0.511\t1.491\t-0.480\t0.000\t0.547\t-0.341\t0.853\t3.102\t0.919\t1.026\t0.997\t0.696\t0.242\t0.694\t0.687\n0\t1.266\t0.602\t0.958\t0.487\t1.256\t0.709\t0.843\t-1.196\t0.000\t0.893\t1.303\t-0.594\t1.107\t1.090\t1.320\t0.354\t0.000\t0.797\t1.846\t1.139\t0.000\t0.780\t0.896\t0.986\t0.661\t0.709\t0.790\t0.806\n1\t0.628\t-0.616\t-0.329\t0.764\t-1.150\t0.477\t-0.715\t1.187\t2.173\t1.250\t0.607\t1.026\t2.215\t0.983\t-0.023\t-0.583\t0.000\t0.377\t1.344\t-1.015\t0.000\t0.744\t0.954\t0.987\t0.837\t0.841\t0.795\t0.694\n1\t1.035\t-0.828\t-1.358\t1.870\t-1.060\t1.075\t0.130\t0.448\t2.173\t0.660\t0.697\t0.641\t0.000\t0.425\t1.006\t-1.035\t0.000\t0.751\t1.055\t1.364\t3.102\t0.826\t0.822\t0.988\t0.967\t0.901\t1.077\t0.906\n1\t0.830\t0.265\t-0.150\t0.660\t1.105\t0.592\t-0.557\t0.908\t2.173\t0.670\t-1.419\t-0.671\t0.000\t1.323\t-0.409\t1.644\t2.548\t0.850\t-0.033\t-0.615\t0.000\t0.760\t0.967\t0.984\t0.895\t0.681\t0.747\t0.770\n1\t1.395\t1.100\t1.167\t1.088\t0.218\t0.400\t-0.132\t0.024\t2.173\t0.743\t0.530\t-1.361\t2.215\t0.341\t-0.691\t-0.238\t0.000\t0.396\t-1.426\t-0.933\t0.000\t0.363\t0.472\t1.287\t0.922\t0.810\t0.792\t0.656\n1\t1.070\t1.875\t-1.298\t1.215\t-0.106\t0.767\t0.795\t0.514\t1.087\t0.401\t2.780\t1.276\t0.000\t0.686\t1.127\t1.721\t2.548\t0.391\t-0.259\t-1.167\t0.000\t1.278\t1.113\t1.389\t0.852\t0.824\t0.838\t0.785\n0\t1.114\t-0.071\t1.719\t0.399\t-1.383\t0.849\t0.254\t0.481\t0.000\t0.958\t-0.579\t0.742\t0.000\t1.190\t-0.140\t-0.862\t2.548\t0.479\t1.390\t0.856\t0.000\t0.952\t0.988\t0.985\t0.764\t0.419\t0.835\t0.827\n0\t0.714\t0.376\t-0.568\t1.578\t-1.165\t0.648\t0.141\t0.639\t2.173\t0.472\t0.569\t1.449\t1.107\t0.783\t1.483\t0.361\t0.000\t0.540\t-0.790\t0.032\t0.000\t0.883\t0.811\t0.982\t0.775\t0.572\t0.760\t0.745\n0\t0.401\t-1.731\t0.765\t0.974\t1.648\t0.652\t-1.024\t0.191\t0.000\t0.544\t-0.366\t-1.246\t2.215\t0.627\t0.140\t1.008\t2.548\t0.810\t0.409\t0.429\t0.000\t0.950\t0.934\t0.977\t0.621\t0.580\t0.677\t0.650\n1\t0.391\t1.679\t-1.298\t0.605\t-0.832\t0.549\t1.338\t0.522\t2.173\t1.244\t0.884\t1.070\t0.000\t1.002\t0.846\t-1.345\t2.548\t0.783\t-2.464\t-0.237\t0.000\t4.515\t2.854\t0.981\t0.877\t0.939\t1.942\t1.489\n1\t0.513\t-0.220\t-0.444\t1.699\t0.479\t1.109\t0.181\t-0.999\t2.173\t0.883\t-0.335\t-1.716\t2.215\t1.075\t-0.380\t1.352\t0.000\t0.857\t0.048\t0.147\t0.000\t0.937\t0.758\t0.986\t1.206\t0.958\t0.949\t0.876\n0\t1.367\t-0.388\t0.798\t1.158\t1.078\t0.811\t-1.024\t-1.628\t0.000\t1.504\t0.097\t-0.999\t2.215\t1.652\t-0.860\t0.054\t2.548\t0.573\t-0.142\t-1.401\t0.000\t0.869\t0.833\t1.006\t1.412\t1.641\t1.214\t1.041\n1\t1.545\t-0.533\t-1.517\t1.177\t1.289\t2.331\t-0.370\t-0.073\t0.000\t1.295\t-0.358\t-0.891\t2.215\t0.476\t0.756\t0.985\t0.000\t1.945\t-0.016\t-1.651\t3.102\t1.962\t1.692\t1.073\t0.656\t0.941\t1.312\t1.242\n0\t0.858\t0.978\t-1.258\t0.286\t0.161\t0.729\t1.230\t1.087\t2.173\t0.561\t2.670\t-0.109\t0.000\t0.407\t2.346\t0.938\t0.000\t1.078\t0.729\t-0.658\t3.102\t0.597\t0.921\t0.982\t0.579\t0.954\t0.733\t0.769\n1\t1.454\t-1.384\t0.870\t0.067\t0.394\t1.033\t-0.673\t0.318\t0.000\t1.166\t-0.763\t-1.533\t2.215\t2.848\t-0.045\t-0.856\t2.548\t0.697\t-0.140\t1.134\t0.000\t0.931\t1.293\t0.977\t1.541\t1.326\t1.201\t1.078\n1\t0.559\t-0.913\t0.486\t1.104\t-0.321\t1.073\t-0.348\t1.345\t0.000\t0.901\t-0.827\t-0.842\t0.000\t0.739\t0.047\t-0.415\t2.548\t0.433\t-1.132\t1.268\t0.000\t0.797\t0.695\t0.985\t0.868\t0.346\t0.674\t0.623\n1\t1.333\t0.780\t-0.964\t0.916\t1.202\t1.822\t-0.071\t0.742\t2.173\t1.486\t-0.399\t-0.824\t0.000\t0.740\t0.568\t-0.134\t0.000\t0.971\t-0.070\t-1.589\t3.102\t1.278\t0.929\t1.421\t1.608\t1.214\t1.215\t1.137\n1\t2.417\t0.631\t-0.317\t0.323\t0.581\t0.841\t1.524\t-1.738\t0.000\t0.543\t1.176\t-0.325\t0.000\t0.827\t0.700\t0.866\t0.000\t0.834\t-0.262\t-1.702\t3.102\t0.932\t0.820\t0.988\t0.646\t0.287\t0.595\t0.589\n0\t0.955\t-1.242\t0.938\t1.104\t0.474\t0.798\t-0.743\t1.535\t0.000\t1.356\t-1.357\t-1.080\t2.215\t1.320\t-1.396\t-0.132\t2.548\t0.728\t-0.529\t-0.633\t0.000\t0.832\t0.841\t0.988\t0.923\t1.077\t0.988\t0.816\n1\t1.305\t-1.918\t0.391\t1.161\t0.063\t0.724\t2.593\t1.481\t0.000\t0.592\t-1.207\t-0.329\t0.000\t0.886\t-0.836\t-1.168\t2.548\t1.067\t-1.481\t-1.440\t0.000\t0.916\t0.688\t0.991\t0.969\t0.550\t0.665\t0.638\n0\t1.201\t0.071\t-1.123\t2.242\t-1.533\t0.702\t-0.256\t0.688\t0.000\t0.967\t0.491\t1.040\t2.215\t1.271\t-0.558\t0.095\t0.000\t1.504\t0.676\t-0.383\t3.102\t0.917\t1.006\t0.985\t1.017\t1.057\t0.928\t1.057\n0\t0.994\t-1.607\t1.596\t0.774\t-1.391\t0.625\t-0.134\t-0.862\t2.173\t0.746\t-0.765\t-0.316\t2.215\t1.131\t-0.320\t0.869\t0.000\t0.607\t0.826\t0.301\t0.000\t0.798\t0.967\t0.999\t0.880\t0.581\t0.712\t0.774\n1\t0.482\t-0.467\t0.729\t1.419\t1.458\t0.824\t0.376\t-0.242\t0.000\t1.368\t0.023\t1.459\t2.215\t0.826\t0.669\t-1.079\t2.548\t0.936\t2.215\t-0.309\t0.000\t1.883\t1.216\t0.997\t1.065\t0.946\t1.224\t1.526\n1\t0.383\t1.588\t1.611\t0.748\t1.194\t0.866\t-0.279\t-0.636\t0.000\t0.707\t0.536\t0.801\t2.215\t1.647\t-1.155\t0.367\t0.000\t1.292\t0.303\t-1.681\t3.102\t2.016\t1.581\t0.986\t0.584\t0.684\t1.107\t0.958\n0\t0.629\t0.203\t0.736\t0.671\t-0.271\t1.350\t-0.486\t0.761\t2.173\t0.496\t-0.805\t-1.718\t0.000\t2.393\t0.044\t-1.046\t1.274\t0.651\t-0.116\t-0.541\t0.000\t0.697\t1.006\t0.987\t1.069\t2.317\t1.152\t0.902\n0\t0.905\t-0.564\t-0.570\t0.263\t1.096\t1.219\t-1.397\t-1.414\t1.087\t1.164\t-0.533\t-0.208\t0.000\t1.459\t1.965\t0.784\t0.000\t2.220\t-1.421\t0.452\t0.000\t0.918\t1.360\t0.993\t0.904\t0.389\t2.118\t1.707\n1\t1.676\t1.804\t1.171\t0.529\t1.175\t1.664\t0.354\t-0.530\t0.000\t1.004\t0.691\t-1.280\t2.215\t0.838\t0.373\t0.626\t2.548\t1.094\t1.774\t0.501\t0.000\t0.806\t1.100\t0.991\t0.769\t0.976\t0.807\t0.740\n1\t1.364\t-1.936\t0.020\t1.327\t0.428\t1.021\t-1.665\t-0.907\t2.173\t0.818\t-2.701\t1.303\t0.000\t0.716\t-0.590\t-1.629\t2.548\t0.895\t-2.280\t-1.602\t0.000\t1.211\t0.849\t0.989\t1.320\t0.864\t1.065\t0.949\n0\t0.629\t-0.626\t0.609\t1.828\t1.280\t0.644\t-0.856\t-0.873\t2.173\t0.555\t1.066\t-0.640\t0.000\t0.477\t-1.364\t-1.021\t2.548\t1.017\t0.036\t0.380\t0.000\t0.947\t0.941\t0.994\t1.128\t0.241\t0.793\t0.815\n1\t1.152\t-0.843\t0.926\t1.802\t0.800\t2.493\t-1.449\t-1.127\t0.000\t1.737\t0.833\t0.488\t0.000\t1.026\t0.929\t-0.990\t2.548\t1.408\t0.689\t1.142\t3.102\t1.171\t0.956\t0.993\t2.009\t0.867\t1.499\t1.474\n0\t2.204\t0.081\t0.008\t1.021\t-0.679\t2.676\t0.090\t1.163\t0.000\t2.210\t-1.686\t-1.195\t0.000\t1.805\t0.891\t-0.148\t2.548\t0.450\t-0.502\t-1.295\t3.102\t6.959\t3.492\t1.205\t0.908\t0.845\t2.690\t2.183\n1\t0.957\t0.954\t1.702\t0.043\t-0.503\t1.113\t0.033\t-0.308\t0.000\t0.757\t-0.363\t-1.129\t2.215\t1.635\t0.068\t1.048\t1.274\t0.415\t-2.098\t0.061\t0.000\t1.010\t0.979\t0.992\t0.704\t1.125\t0.761\t0.715\n0\t1.222\t0.418\t1.059\t1.303\t1.442\t0.282\t-1.499\t-1.286\t0.000\t1.567\t0.016\t-0.164\t2.215\t0.451\t2.229\t-1.229\t0.000\t0.660\t-0.513\t-0.296\t3.102\t2.284\t1.340\t0.985\t1.531\t0.314\t1.032\t1.094\n1\t0.603\t1.675\t-0.973\t0.703\t-1.709\t1.023\t0.652\t1.296\t2.173\t1.078\t0.363\t-0.263\t0.000\t0.734\t-0.457\t-0.745\t1.274\t0.561\t1.434\t-0.042\t0.000\t0.888\t0.771\t0.984\t0.847\t1.234\t0.874\t0.777\n0\t0.897\t0.949\t-0.848\t1.115\t-0.085\t0.522\t-1.267\t-1.418\t0.000\t0.684\t-0.599\t1.474\t0.000\t1.176\t0.922\t0.641\t2.548\t0.470\t0.103\t0.148\t3.102\t0.775\t0.697\t0.984\t0.839\t0.358\t0.847\t1.008\n1\t0.987\t1.013\t-1.504\t0.468\t-0.259\t1.160\t0.476\t-0.971\t2.173\t1.266\t0.919\t0.780\t0.000\t0.634\t1.695\t0.233\t0.000\t0.487\t-0.082\t0.719\t3.102\t0.921\t0.641\t0.991\t0.730\t0.828\t0.952\t0.807\n1\t0.847\t1.581\t-1.397\t1.629\t1.529\t1.053\t0.816\t-0.344\t2.173\t0.895\t0.779\t0.332\t0.000\t0.750\t1.311\t0.419\t2.548\t1.604\t0.844\t1.367\t0.000\t1.265\t0.798\t0.989\t1.328\t0.783\t0.930\t0.879\n1\t0.805\t1.416\t-1.327\t0.397\t0.589\t0.488\t0.982\t0.843\t0.000\t0.664\t-0.999\t0.129\t0.000\t0.624\t0.613\t-0.558\t0.000\t1.431\t-0.667\t-1.561\t3.102\t0.959\t1.103\t0.989\t0.590\t0.632\t0.926\t0.798\n0\t1.220\t-0.313\t-0.489\t1.759\t0.201\t1.698\t-0.220\t0.241\t2.173\t1.294\t1.390\t-1.682\t0.000\t1.447\t-1.623\t-1.296\t0.000\t1.710\t0.872\t-1.356\t3.102\t1.198\t0.981\t1.184\t0.859\t2.165\t1.807\t1.661\n0\t0.772\t-0.611\t-0.549\t0.465\t-1.528\t1.103\t-0.140\t0.001\t2.173\t0.854\t-0.406\t1.655\t0.000\t0.733\t-1.250\t1.072\t0.000\t0.883\t0.627\t-1.132\t3.102\t0.856\t0.927\t0.987\t1.094\t1.013\t0.938\t0.870\n1\t1.910\t0.771\t0.828\t0.231\t1.267\t1.398\t1.455\t-0.295\t2.173\t0.837\t-2.564\t0.770\t0.000\t0.540\t2.189\t1.287\t0.000\t1.345\t1.311\t-1.151\t0.000\t0.861\t0.869\t0.984\t1.359\t1.562\t1.105\t0.963\n1\t0.295\t0.832\t1.399\t1.222\t-0.517\t2.480\t0.013\t1.591\t0.000\t2.289\t0.436\t0.287\t2.215\t1.995\t-0.367\t-0.409\t1.274\t0.375\t1.367\t-1.716\t0.000\t1.356\t2.171\t0.990\t1.467\t1.664\t1.855\t1.705\n1\t1.228\t0.339\t-0.575\t0.417\t1.474\t0.480\t-1.416\t-1.498\t2.173\t0.614\t-0.933\t-0.961\t0.000\t1.189\t1.690\t1.003\t0.000\t1.690\t-1.065\t0.106\t3.102\t0.963\t1.147\t0.987\t1.086\t0.948\t0.930\t0.866\n0\t2.877\t-1.014\t1.440\t0.782\t0.483\t1.134\t-0.735\t-0.196\t2.173\t1.123\t0.084\t-0.596\t0.000\t1.796\t-0.356\t1.044\t2.548\t1.406\t1.582\t-0.991\t0.000\t0.939\t1.178\t1.576\t0.996\t1.629\t1.216\t1.280\n1\t2.178\t0.259\t1.107\t0.256\t1.222\t0.979\t-0.440\t-0.538\t1.087\t0.496\t-0.760\t-0.049\t0.000\t1.471\t1.683\t-1.486\t0.000\t0.646\t0.695\t-1.577\t3.102\t1.093\t1.070\t0.984\t0.608\t0.889\t0.962\t0.866\n1\t0.604\t0.592\t1.295\t0.964\t0.348\t1.178\t-0.016\t0.832\t2.173\t1.626\t-0.420\t-0.760\t0.000\t0.748\t0.461\t-0.906\t0.000\t0.728\t0.309\t-1.269\t1.551\t0.852\t0.604\t0.989\t0.678\t0.949\t1.021\t0.878\n0\t0.428\t-1.352\t-0.912\t1.713\t0.797\t1.894\t-1.452\t0.191\t2.173\t2.378\t2.113\t-1.190\t0.000\t0.860\t2.174\t0.949\t0.000\t1.693\t0.759\t1.426\t3.102\t0.885\t1.527\t1.186\t1.090\t3.294\t4.492\t3.676\n0\t0.473\t0.485\t0.154\t1.433\t-1.504\t0.766\t1.257\t-1.302\t2.173\t0.414\t0.119\t0.238\t0.000\t0.805\t0.242\t-0.691\t2.548\t0.734\t0.749\t0.753\t0.000\t0.430\t0.893\t1.137\t0.686\t0.724\t0.618\t0.608\n1\t0.763\t-0.601\t0.876\t0.182\t-1.678\t0.818\t0.599\t0.481\t2.173\t0.658\t-0.737\t-0.553\t0.000\t0.857\t-1.138\t-1.435\t0.000\t1.540\t-1.466\t-0.447\t0.000\t0.870\t0.566\t0.989\t0.728\t0.658\t0.821\t0.726\n0\t0.619\t-0.273\t-0.143\t0.992\t-1.267\t0.566\t0.876\t-1.396\t2.173\t0.515\t0.892\t0.618\t0.000\t0.434\t-0.902\t0.862\t2.548\t0.490\t-0.539\t0.549\t0.000\t0.568\t0.794\t0.984\t0.667\t0.867\t0.597\t0.578\n0\t0.793\t0.970\t0.324\t0.570\t0.816\t0.761\t-0.550\t1.519\t2.173\t1.150\t0.496\t-0.447\t0.000\t0.925\t0.724\t1.008\t1.274\t1.135\t-0.275\t-0.843\t0.000\t0.829\t1.068\t0.978\t1.603\t0.892\t1.041\t1.059\n1\t0.480\t0.364\t-0.067\t1.906\t-1.582\t1.397\t1.159\t0.140\t0.000\t0.639\t0.398\t-1.102\t0.000\t1.597\t-0.668\t1.607\t2.548\t1.306\t-0.797\t0.288\t3.102\t0.856\t1.259\t1.297\t1.022\t1.032\t1.049\t0.939\n0\t0.514\t1.304\t1.490\t1.741\t-0.220\t0.648\t0.155\t0.535\t0.000\t0.562\t-1.016\t0.837\t0.000\t0.863\t-0.780\t-0.815\t2.548\t1.688\t-0.130\t-1.545\t3.102\t0.887\t0.980\t1.309\t1.269\t0.654\t1.044\t1.035\n0\t1.225\t0.333\t0.656\t0.893\t0.859\t1.037\t-0.876\t1.603\t1.087\t1.769\t0.272\t-0.227\t2.215\t1.000\t0.579\t-1.690\t0.000\t1.385\t0.471\t-0.860\t0.000\t0.884\t1.207\t0.995\t1.097\t2.336\t1.282\t1.145\n0\t2.044\t-1.472\t-0.294\t0.392\t0.369\t0.927\t0.718\t1.492\t1.087\t1.619\t-0.736\t0.047\t2.215\t1.884\t-0.101\t-1.540\t0.000\t0.548\t-0.441\t1.117\t0.000\t0.798\t0.877\t0.981\t0.750\t2.272\t1.469\t1.276\n0\t1.037\t-0.276\t0.735\t3.526\t1.156\t2.498\t0.401\t-0.590\t1.087\t0.714\t-1.203\t1.393\t2.215\t0.681\t0.629\t1.534\t0.000\t0.719\t-0.355\t-0.706\t0.000\t0.831\t0.857\t0.988\t2.864\t2.633\t1.988\t1.466\n1\t0.651\t-1.218\t-0.791\t0.770\t-1.449\t0.610\t-0.535\t0.960\t2.173\t0.380\t-1.072\t-0.031\t2.215\t0.415\t2.123\t-1.100\t0.000\t0.776\t0.217\t0.420\t0.000\t0.986\t1.008\t1.001\t0.853\t0.588\t0.799\t0.776\n0\t1.586\t-0.409\t0.085\t3.258\t0.405\t1.647\t-0.674\t-1.519\t0.000\t0.640\t-1.027\t-1.681\t0.000\t1.452\t-0.444\t-0.957\t2.548\t0.927\t-0.017\t1.215\t3.102\t0.519\t0.866\t0.992\t0.881\t0.847\t1.018\t1.278\n0\t0.712\t0.092\t-0.466\t0.688\t1.236\t0.921\t-1.217\t-1.022\t2.173\t2.236\t-1.167\t0.868\t2.215\t0.851\t-1.892\t-0.753\t0.000\t0.475\t-1.216\t-0.383\t0.000\t0.668\t0.758\t0.988\t1.180\t2.093\t1.157\t0.934\n0\t0.419\t0.471\t0.974\t2.805\t0.235\t1.473\t-0.198\t1.255\t1.087\t0.931\t1.083\t-0.712\t0.000\t1.569\t1.358\t-1.179\t2.548\t2.506\t0.199\t-0.842\t0.000\t0.929\t0.991\t0.992\t1.732\t2.367\t1.549\t1.430\n1\t0.667\t1.003\t1.504\t0.368\t1.061\t0.885\t-0.318\t-0.353\t0.000\t1.438\t-1.939\t0.710\t0.000\t1.851\t0.277\t-1.460\t2.548\t1.403\t0.517\t-0.157\t0.000\t0.883\t1.019\t1.000\t0.790\t0.859\t0.938\t0.841\n1\t1.877\t-0.492\t0.372\t0.441\t0.955\t1.034\t-1.220\t-0.846\t1.087\t0.952\t-0.320\t1.125\t0.000\t0.542\t0.308\t-1.261\t2.548\t1.018\t-1.415\t-1.547\t0.000\t1.280\t0.932\t0.991\t1.273\t0.878\t0.921\t0.906\n0\t1.052\t0.901\t1.176\t1.280\t1.517\t0.562\t-1.150\t-0.079\t2.173\t1.228\t-0.308\t-0.354\t0.000\t0.790\t-1.492\t-0.963\t0.000\t0.942\t-0.672\t-1.588\t3.102\t1.116\t0.902\t0.988\t1.993\t0.765\t1.375\t1.325\n1\t0.518\t-0.254\t1.642\t0.865\t0.725\t0.980\t0.734\t0.023\t0.000\t1.448\t0.780\t-1.736\t2.215\t0.955\t0.513\t-0.519\t0.000\t0.365\t-0.444\t-0.243\t3.102\t0.833\t0.555\t0.984\t0.827\t0.795\t0.890\t0.786\n0\t0.870\t0.815\t-0.506\t0.663\t-0.518\t0.935\t0.289\t-1.675\t2.173\t1.188\t0.005\t0.635\t0.000\t0.580\t0.066\t-1.455\t2.548\t0.580\t-0.634\t-0.199\t0.000\t0.852\t0.788\t0.979\t1.283\t0.208\t0.856\t0.950\n0\t0.628\t1.382\t0.135\t0.683\t0.571\t1.097\t0.564\t-0.950\t2.173\t0.617\t-0.326\t0.371\t0.000\t1.093\t0.918\t1.667\t2.548\t0.460\t1.221\t0.708\t0.000\t0.743\t0.861\t0.975\t1.067\t1.007\t0.843\t0.762\n0\t4.357\t0.816\t-1.609\t1.845\t-1.288\t3.292\t0.726\t0.324\t2.173\t1.528\t0.583\t-0.801\t2.215\t0.605\t0.572\t1.406\t0.000\t0.794\t-0.791\t0.122\t0.000\t0.967\t1.132\t1.124\t3.602\t2.811\t2.460\t1.861\n0\t0.677\t-1.265\t1.559\t0.866\t-0.618\t0.823\t0.260\t0.185\t0.000\t1.133\t0.337\t1.589\t2.215\t0.563\t-0.830\t0.510\t0.000\t0.777\t0.117\t-0.941\t3.102\t0.839\t0.763\t0.986\t1.182\t0.649\t0.796\t0.851\n0\t2.466\t-1.838\t-1.648\t1.717\t1.533\t1.676\t-1.553\t-0.109\t2.173\t0.670\t-0.666\t0.284\t0.000\t0.334\t-2.480\t0.316\t0.000\t0.366\t-0.804\t-1.298\t3.102\t0.875\t0.894\t0.997\t0.548\t0.770\t1.302\t1.079\n1\t1.403\t0.129\t-1.307\t0.688\t0.306\t0.579\t0.753\t0.814\t1.087\t0.474\t0.694\t-1.400\t0.000\t0.520\t1.995\t0.185\t0.000\t0.929\t-0.504\t1.270\t3.102\t0.972\t0.998\t1.353\t0.948\t0.650\t0.688\t0.724\n1\t0.351\t1.188\t-0.360\t0.254\t-0.346\t1.129\t0.545\t1.691\t0.000\t0.652\t-0.039\t-0.258\t2.215\t1.089\t0.655\t0.472\t2.548\t0.554\t-0.493\t1.366\t0.000\t0.808\t1.045\t0.992\t0.570\t0.649\t0.809\t0.744\n0\t1.875\t-0.013\t-0.128\t0.236\t1.163\t0.902\t0.426\t0.590\t2.173\t1.251\t-1.210\t-0.616\t0.000\t1.035\t1.534\t0.912\t0.000\t1.944\t1.789\t-1.691\t0.000\t0.974\t1.113\t0.990\t0.925\t1.120\t0.956\t0.912\n0\t0.298\t0.750\t-0.507\t1.555\t1.463\t0.804\t1.200\t-0.665\t0.000\t0.439\t-0.829\t-0.252\t1.107\t0.770\t-1.090\t0.947\t2.548\t1.165\t-0.166\t-0.763\t0.000\t1.140\t0.997\t0.988\t1.330\t0.555\t1.005\t1.012\n0\t0.647\t0.342\t0.245\t4.340\t-0.157\t2.229\t0.068\t1.170\t2.173\t2.133\t-0.201\t-1.441\t0.000\t1.467\t0.697\t-0.532\t1.274\t1.457\t0.583\t-1.640\t0.000\t0.875\t1.417\t0.976\t2.512\t2.390\t1.794\t1.665\n1\t1.731\t-0.803\t-1.013\t1.492\t-0.020\t1.646\t-0.541\t1.121\t2.173\t0.459\t-1.251\t-1.495\t2.215\t0.605\t-1.711\t-0.232\t0.000\t0.658\t0.634\t-0.068\t0.000\t1.214\t0.886\t1.738\t1.833\t1.024\t1.192\t1.034\n0\t0.515\t1.416\t-1.089\t1.697\t1.426\t1.414\t0.941\t0.027\t0.000\t1.480\t0.133\t-1.595\t2.215\t1.110\t0.752\t0.760\t2.548\t1.062\t0.697\t-0.492\t0.000\t0.851\t0.955\t0.994\t1.105\t1.255\t1.175\t1.095\n0\t1.261\t0.858\t1.465\t0.757\t0.305\t2.310\t0.679\t1.080\t2.173\t1.544\t2.518\t-0.464\t0.000\t2.326\t0.270\t-0.841\t0.000\t2.163\t0.839\t-0.500\t3.102\t0.715\t0.825\t1.170\t0.980\t2.371\t1.527\t1.221\n1\t1.445\t1.509\t1.471\t0.414\t-1.285\t0.767\t0.864\t-0.677\t2.173\t0.524\t1.388\t0.171\t0.000\t0.826\t0.190\t0.121\t2.548\t0.572\t1.691\t-1.603\t0.000\t0.870\t0.935\t0.994\t0.968\t0.735\t0.783\t0.777\n1\t0.919\t-0.264\t-1.245\t0.681\t-1.722\t1.022\t1.010\t0.097\t2.173\t0.685\t0.403\t-1.351\t0.000\t1.357\t-0.429\t1.262\t1.274\t0.687\t1.021\t-0.563\t0.000\t0.953\t0.796\t0.991\t0.873\t1.749\t1.056\t0.917\n1\t0.293\t-2.258\t-1.427\t1.191\t1.202\t0.394\t-2.030\t1.438\t0.000\t0.723\t0.596\t-0.024\t2.215\t0.525\t-1.678\t-0.290\t0.000\t0.788\t-0.824\t-1.029\t3.102\t0.821\t0.626\t0.976\t1.080\t0.810\t0.842\t0.771\n0\t3.286\t0.386\t1.688\t1.619\t-1.620\t1.392\t-0.009\t0.280\t0.000\t1.179\t-0.776\t-0.110\t2.215\t1.256\t0.248\t-1.114\t2.548\t0.777\t0.825\t-0.156\t0.000\t1.026\t1.065\t0.964\t0.909\t1.249\t1.384\t1.395\n1\t1.075\t0.603\t0.561\t0.656\t-0.685\t0.985\t0.175\t0.979\t2.173\t1.154\t0.584\t-0.886\t0.000\t1.084\t-0.354\t-1.004\t2.548\t0.865\t1.224\t1.269\t0.000\t1.346\t1.073\t1.048\t0.873\t1.310\t1.003\t0.865\n1\t1.098\t-0.091\t1.466\t1.558\t0.915\t0.649\t1.314\t-1.182\t2.173\t0.791\t0.073\t0.351\t0.000\t0.517\t0.940\t1.195\t0.000\t1.150\t1.187\t-0.692\t3.102\t0.866\t0.822\t0.980\t1.311\t0.394\t1.119\t0.890\n1\t0.481\t-1.042\t0.148\t1.135\t-1.249\t1.202\t-0.344\t0.308\t1.087\t0.779\t-1.431\t1.581\t0.000\t0.860\t-0.860\t-1.125\t0.000\t0.785\t0.303\t1.199\t3.102\t0.878\t0.853\t0.988\t1.072\t0.827\t0.936\t0.815\n0\t1.348\t0.497\t0.318\t0.806\t0.976\t1.393\t-0.152\t0.632\t2.173\t2.130\t0.515\t-1.054\t0.000\t0.908\t0.062\t-0.780\t0.000\t1.185\t0.687\t1.668\t1.551\t0.720\t0.898\t0.985\t0.683\t1.292\t1.320\t1.131\n0\t2.677\t-0.420\t-1.685\t1.828\t1.433\t2.040\t-0.718\t-0.039\t0.000\t0.400\t-0.873\t0.472\t0.000\t0.444\t0.340\t-0.830\t2.548\t0.431\t0.768\t-1.417\t3.102\t0.869\t0.917\t0.996\t0.707\t0.193\t0.728\t1.154\n1\t1.300\t0.586\t-0.122\t1.306\t0.609\t0.727\t-0.556\t-1.652\t2.173\t0.636\t0.720\t1.393\t2.215\t0.328\t1.280\t-0.390\t0.000\t0.386\t0.752\t-0.905\t0.000\t0.202\t0.751\t1.106\t0.864\t0.799\t0.928\t0.717\n0\t0.637\t-0.176\t1.737\t1.322\t-0.414\t0.702\t-0.964\t-0.680\t0.000\t1.054\t-0.461\t0.889\t2.215\t0.861\t-0.267\t0.225\t0.000\t1.910\t-1.888\t1.027\t0.000\t0.919\t0.899\t1.186\t0.993\t1.109\t0.862\t0.775\n1\t0.723\t-0.104\t1.572\t0.428\t-0.840\t0.655\t0.544\t1.401\t2.173\t1.522\t-0.154\t-0.452\t2.215\t0.996\t0.190\t0.273\t0.000\t1.906\t-0.176\t0.966\t0.000\t0.945\t0.894\t0.990\t0.981\t1.555\t0.988\t0.893\n0\t2.016\t-0.570\t1.612\t0.798\t0.441\t0.334\t0.191\t-0.909\t0.000\t0.939\t0.146\t0.021\t2.215\t0.553\t-0.444\t1.156\t2.548\t0.781\t-1.545\t-0.520\t0.000\t0.922\t0.956\t1.528\t0.722\t0.699\t0.778\t0.901\n0\t1.352\t-0.707\t1.284\t0.665\t0.580\t0.694\t-1.040\t-0.899\t2.173\t0.692\t-2.048\t0.029\t0.000\t0.545\t-2.042\t1.259\t0.000\t0.661\t-0.808\t-1.251\t3.102\t0.845\t0.991\t0.979\t0.662\t0.225\t0.685\t0.769\n1\t1.057\t-1.561\t-0.411\t0.952\t-0.681\t1.236\t-1.107\t1.045\t2.173\t1.288\t-2.521\t-0.521\t0.000\t1.361\t-1.239\t1.546\t0.000\t0.373\t-1.540\t0.028\t0.000\t0.794\t0.782\t0.987\t0.889\t0.832\t0.972\t0.828\n0\t1.118\t-0.017\t-1.227\t1.077\t1.256\t0.714\t0.624\t-0.811\t0.000\t0.800\t0.704\t0.387\t1.107\t0.604\t0.234\t0.986\t0.000\t1.306\t-0.456\t0.094\t3.102\t0.828\t0.984\t1.195\t0.987\t0.672\t0.774\t0.748\n1\t0.602\t2.201\t0.212\t0.119\t0.182\t0.474\t2.130\t1.270\t0.000\t0.370\t2.088\t-0.573\t0.000\t0.780\t-0.725\t-1.033\t0.000\t1.642\t0.598\t0.303\t3.102\t0.886\t0.988\t0.985\t0.644\t0.756\t0.651\t0.599\n0\t1.677\t-0.844\t1.581\t0.585\t0.887\t1.012\t-2.315\t0.752\t0.000\t1.077\t0.748\t-0.195\t0.000\t0.718\t0.832\t-1.337\t1.274\t1.181\t-0.557\t-1.006\t3.102\t1.018\t1.247\t0.988\t0.908\t0.651\t1.311\t1.120\n1\t1.695\t0.259\t1.224\t1.344\t1.067\t0.718\t-1.752\t-0.215\t0.000\t0.473\t0.991\t-0.993\t0.000\t0.891\t1.285\t-1.500\t2.548\t0.908\t-0.131\t0.288\t0.000\t0.945\t0.824\t0.979\t1.009\t0.951\t0.934\t0.833\n0\t0.793\t0.628\t0.432\t1.707\t0.302\t0.919\t1.045\t-0.784\t0.000\t1.472\t0.175\t-1.284\t2.215\t1.569\t0.155\t0.971\t2.548\t0.435\t0.735\t1.625\t0.000\t0.801\t0.907\t0.992\t0.831\t1.446\t1.082\t1.051\n1\t0.537\t-0.664\t-0.244\t1.104\t1.272\t1.154\t0.394\t1.633\t0.000\t1.527\t0.963\t0.559\t2.215\t1.744\t0.650\t-0.912\t0.000\t1.097\t0.730\t-0.368\t3.102\t1.953\t1.319\t1.045\t1.309\t0.869\t1.196\t1.126\n1\t0.585\t-1.469\t1.005\t0.749\t-1.060\t1.224\t-0.717\t-0.323\t2.173\t1.012\t-0.201\t1.268\t0.000\t0.359\t-0.567\t0.476\t0.000\t1.117\t-1.124\t1.557\t3.102\t0.636\t1.281\t0.986\t0.616\t1.289\t0.890\t0.881\n1\t0.354\t-1.517\t0.667\t2.534\t-1.298\t1.020\t-0.375\t1.254\t0.000\t1.119\t-0.060\t-1.538\t2.215\t1.059\t-0.395\t-0.140\t0.000\t2.609\t0.199\t-0.778\t1.551\t0.957\t0.975\t1.286\t1.666\t1.003\t1.224\t1.135\n1\t0.691\t-1.619\t-1.380\t0.361\t1.727\t1.493\t-1.093\t-0.289\t0.000\t1.447\t-0.640\t1.341\t0.000\t1.453\t-0.617\t-1.456\t1.274\t1.061\t-1.481\t-0.091\t0.000\t0.744\t0.649\t0.987\t0.596\t0.727\t0.856\t0.797\n0\t1.336\t1.293\t-1.359\t0.357\t0.067\t1.110\t-0.058\t-0.515\t0.000\t0.976\t1.498\t1.207\t0.000\t1.133\t0.437\t1.053\t2.548\t0.543\t1.374\t0.171\t0.000\t0.764\t0.761\t0.984\t0.827\t0.553\t0.607\t0.612\n0\t0.417\t-1.111\t1.661\t2.209\t-0.683\t1.931\t-0.642\t0.959\t1.087\t1.514\t-2.032\t-0.686\t0.000\t1.521\t-0.539\t1.344\t0.000\t0.978\t-0.866\t0.363\t1.551\t2.813\t1.850\t1.140\t1.854\t0.799\t1.600\t1.556\n0\t1.058\t0.390\t-0.591\t0.134\t1.149\t0.346\t-1.550\t0.186\t0.000\t1.108\t-0.999\t0.843\t1.107\t1.124\t0.415\t-1.514\t0.000\t1.067\t-0.426\t-1.000\t3.102\t1.744\t1.050\t0.985\t1.006\t1.010\t0.883\t0.789\n1\t1.655\t0.253\t1.216\t0.270\t1.703\t0.500\t-0.006\t-1.418\t2.173\t0.690\t-0.350\t0.170\t2.215\t1.045\t-0.924\t-0.774\t0.000\t0.996\t-0.745\t-0.123\t0.000\t0.839\t0.820\t0.993\t0.921\t0.869\t0.725\t0.708\n0\t1.603\t-0.850\t0.564\t0.829\t0.093\t1.270\t-1.113\t-1.155\t2.173\t0.853\t-1.021\t1.248\t2.215\t0.617\t-1.270\t1.733\t0.000\t0.935\t-0.092\t0.136\t0.000\t1.011\t1.074\t0.977\t0.823\t1.269\t1.054\t0.878\n0\t1.568\t-0.792\t1.005\t0.545\t0.896\t0.895\t-1.698\t-0.988\t0.000\t0.608\t-1.634\t1.705\t0.000\t0.826\t0.208\t0.618\t1.274\t2.063\t-1.743\t-0.520\t0.000\t0.939\t0.986\t0.990\t0.600\t0.435\t1.033\t1.087\n0\t0.489\t-1.335\t-1.102\t1.738\t1.028\t0.628\t-0.992\t-0.627\t0.000\t0.652\t-0.064\t-0.215\t0.000\t1.072\t0.173\t-1.251\t2.548\t1.042\t0.057\t0.841\t3.102\t0.823\t0.895\t1.200\t1.164\t0.770\t0.837\t0.846\n1\t1.876\t0.870\t1.234\t0.556\t-1.262\t1.764\t0.855\t-0.467\t2.173\t1.079\t1.351\t0.852\t0.000\t0.773\t0.383\t0.874\t0.000\t1.292\t0.829\t-1.228\t3.102\t0.707\t0.969\t1.102\t1.601\t1.017\t1.112\t1.028\n0\t1.033\t0.407\t-0.374\t0.705\t-1.254\t0.690\t-0.231\t1.502\t2.173\t0.433\t-2.009\t-0.057\t0.000\t0.861\t1.151\t0.334\t0.000\t0.960\t-0.839\t1.299\t3.102\t2.411\t1.480\t0.982\t0.995\t0.377\t1.012\t0.994\n0\t1.092\t0.653\t-0.801\t0.463\t0.426\t0.529\t-1.055\t0.040\t0.000\t0.663\t0.999\t1.255\t1.107\t0.749\t-1.106\t1.185\t2.548\t0.841\t-0.745\t-1.029\t0.000\t0.841\t0.743\t0.988\t0.750\t1.028\t0.831\t0.868\n1\t0.799\t-0.285\t-0.011\t0.531\t1.392\t1.063\t0.854\t0.494\t2.173\t1.187\t-1.065\t-0.851\t0.000\t0.429\t-0.296\t1.072\t0.000\t0.942\t-1.985\t1.172\t0.000\t0.873\t0.693\t0.992\t0.819\t0.689\t1.131\t0.913\n0\t0.503\t1.973\t-0.377\t1.515\t-1.514\t0.708\t1.081\t-0.313\t2.173\t1.110\t-0.417\t0.839\t0.000\t0.712\t-1.153\t1.165\t0.000\t0.675\t-0.303\t-0.930\t1.551\t0.709\t0.761\t1.032\t0.986\t0.698\t0.963\t1.291\n0\t0.690\t-0.574\t-1.608\t1.182\t1.118\t0.557\t-2.243\t0.144\t0.000\t0.969\t0.216\t-1.383\t1.107\t1.054\t0.888\t-0.709\t2.548\t0.566\t1.663\t-0.550\t0.000\t0.752\t1.528\t0.987\t1.408\t0.740\t1.290\t1.123\n1\t0.890\t1.501\t0.786\t0.779\t-0.615\t1.126\t0.716\t1.541\t2.173\t0.887\t0.728\t-0.673\t2.215\t1.216\t0.332\t-0.020\t0.000\t0.965\t1.828\t0.101\t0.000\t0.827\t0.715\t1.099\t1.088\t1.339\t0.924\t0.878\n0\t0.566\t0.883\t0.655\t1.600\t0.034\t1.155\t2.028\t-1.499\t0.000\t0.723\t-0.871\t0.763\t0.000\t1.286\t-0.696\t-0.676\t2.548\t1.134\t-0.113\t1.207\t3.102\t4.366\t2.493\t0.984\t0.960\t0.962\t1.843\t1.511\n0\t1.146\t1.086\t-0.911\t0.838\t1.298\t0.821\t0.127\t-0.145\t0.000\t1.352\t0.474\t-1.580\t2.215\t1.619\t-0.081\t0.675\t2.548\t1.382\t-0.748\t0.127\t0.000\t0.958\t0.976\t1.239\t0.876\t1.481\t1.116\t1.076\n0\t1.739\t-0.326\t-1.661\t0.420\t-1.705\t1.193\t-0.031\t-1.212\t2.173\t1.783\t-0.442\t0.522\t0.000\t1.064\t-0.692\t0.027\t0.000\t1.314\t0.359\t-0.037\t3.102\t0.968\t0.897\t0.986\t0.907\t1.196\t1.175\t1.112\n1\t0.669\t0.194\t-0.703\t0.657\t-0.260\t0.899\t-2.511\t0.311\t0.000\t1.482\t0.773\t0.974\t2.215\t3.459\t0.037\t-1.299\t1.274\t2.113\t0.067\t1.516\t0.000\t0.740\t0.871\t0.979\t1.361\t2.330\t1.322\t1.046\n1\t1.355\t-1.033\t-1.173\t0.552\t-0.048\t0.899\t-0.482\t-1.287\t2.173\t1.422\t-1.227\t0.390\t1.107\t1.937\t-0.028\t0.914\t0.000\t0.849\t-0.230\t-1.734\t0.000\t0.986\t1.224\t1.017\t1.051\t1.788\t1.150\t1.009\n1\t0.511\t-0.202\t1.029\t0.780\t1.154\t0.816\t0.532\t-0.731\t0.000\t0.757\t0.517\t0.749\t2.215\t1.302\t0.289\t-1.188\t0.000\t0.584\t1.211\t-0.350\t0.000\t0.876\t0.943\t0.995\t0.963\t0.256\t0.808\t0.891\n1\t1.109\t0.572\t1.484\t0.753\t1.543\t1.711\t-0.145\t-0.746\t1.087\t1.759\t0.631\t0.845\t2.215\t0.945\t0.542\t0.003\t0.000\t0.378\t-1.150\t-0.044\t0.000\t0.764\t1.042\t0.992\t1.045\t2.736\t1.441\t1.140\n0\t0.712\t-0.025\t0.553\t0.928\t-0.711\t1.304\t0.045\t-0.300\t0.000\t0.477\t0.720\t0.969\t0.000\t1.727\t-0.474\t1.328\t1.274\t1.282\t2.222\t1.684\t0.000\t0.819\t0.765\t1.023\t0.961\t0.657\t0.799\t0.744\n1\t1.131\t-0.302\t1.079\t0.901\t0.236\t0.904\t-0.249\t1.694\t2.173\t1.507\t-0.702\t-1.128\t0.000\t0.774\t0.565\t0.284\t2.548\t1.802\t1.446\t-0.192\t0.000\t3.720\t2.108\t0.986\t0.930\t1.101\t1.484\t1.238\n0\t1.392\t1.253\t0.118\t0.864\t-1.358\t0.922\t-0.447\t-1.243\t1.087\t1.969\t1.031\t0.774\t2.215\t1.333\t-0.359\t-0.681\t0.000\t1.099\t-0.257\t1.473\t0.000\t1.246\t0.909\t1.475\t1.234\t2.531\t1.449\t1.306\n0\t1.374\t2.291\t-0.479\t1.339\t-0.243\t0.687\t2.345\t1.310\t0.000\t0.467\t1.081\t0.772\t0.000\t0.656\t1.155\t-1.636\t2.548\t0.592\t0.536\t-1.269\t3.102\t0.981\t0.821\t1.010\t0.877\t0.217\t0.638\t0.758\n1\t0.401\t-1.516\t0.909\t2.738\t0.519\t0.887\t0.566\t-1.202\t0.000\t0.909\t-0.176\t1.682\t0.000\t2.149\t-0.878\t-0.514\t2.548\t0.929\t-0.563\t-1.555\t3.102\t1.228\t0.803\t0.980\t1.382\t0.884\t1.025\t1.172\n1\t0.430\t-1.589\t1.417\t2.158\t1.226\t1.180\t-0.829\t-0.781\t2.173\t0.798\t1.400\t-0.111\t0.000\t0.939\t-0.878\t1.076\t2.548\t0.576\t1.335\t-0.826\t0.000\t0.861\t0.970\t0.982\t1.489\t1.308\t1.015\t0.992\n1\t1.943\t-0.391\t-0.840\t0.621\t-1.613\t2.026\t1.734\t1.025\t0.000\t0.930\t0.573\t-0.912\t0.000\t1.326\t0.847\t-0.220\t1.274\t1.181\t0.079\t0.709\t3.102\t1.164\t1.007\t0.987\t1.094\t0.821\t0.857\t0.786\n1\t0.499\t0.436\t0.887\t0.859\t1.509\t0.733\t-0.559\t1.111\t1.087\t1.011\t-0.796\t0.279\t2.215\t1.472\t-0.510\t-0.982\t0.000\t1.952\t0.379\t-0.733\t0.000\t1.076\t1.358\t0.991\t0.589\t0.879\t1.068\t0.922\n0\t0.998\t-0.407\t-1.711\t0.139\t0.652\t0.810\t-0.331\t-0.721\t0.000\t0.471\t-0.533\t0.442\t0.000\t0.531\t-1.405\t0.120\t2.548\t0.707\t0.098\t-1.176\t1.551\t1.145\t0.809\t0.988\t0.529\t0.612\t0.562\t0.609\n1\t1.482\t0.872\t0.638\t1.288\t0.362\t0.856\t0.900\t-0.511\t1.087\t1.072\t1.061\t-1.432\t2.215\t1.770\t-2.292\t-1.547\t0.000\t1.131\t1.374\t0.783\t0.000\t6.316\t4.381\t1.002\t1.317\t1.048\t2.903\t2.351\n1\t2.084\t-0.422\t1.289\t1.125\t0.735\t1.104\t-0.518\t-0.326\t2.173\t0.413\t-0.719\t-0.699\t0.000\t0.857\t0.108\t-1.631\t0.000\t0.527\t0.641\t-1.362\t3.102\t0.791\t0.952\t1.016\t0.776\t0.856\t0.987\t0.836\n0\t0.464\t0.674\t0.025\t0.430\t-1.703\t0.982\t-1.311\t-0.808\t2.173\t1.875\t1.060\t0.821\t2.215\t0.954\t-0.480\t-1.677\t0.000\t0.567\t0.702\t-0.939\t0.000\t0.781\t1.076\t0.989\t1.256\t3.632\t1.652\t1.252\n1\t0.457\t-1.944\t-1.010\t1.409\t0.931\t1.098\t-0.742\t-0.415\t0.000\t1.537\t-0.834\t0.945\t2.215\t1.752\t-0.287\t-1.269\t2.548\t0.692\t-1.537\t-0.223\t0.000\t0.801\t1.192\t1.094\t1.006\t1.659\t1.175\t1.122\n0\t3.260\t-0.943\t1.737\t0.920\t1.309\t0.946\t-0.139\t-0.271\t2.173\t0.994\t-0.952\t-0.311\t0.000\t0.563\t-0.136\t-0.881\t0.000\t1.236\t-0.507\t0.906\t1.551\t0.747\t0.869\t0.985\t1.769\t1.034\t1.179\t1.042\n0\t0.615\t-0.778\t0.246\t1.861\t1.619\t0.560\t-0.943\t-0.204\t2.173\t0.550\t-0.759\t-1.342\t2.215\t0.578\t0.076\t-0.973\t0.000\t0.939\t0.035\t0.680\t0.000\t0.810\t0.747\t1.401\t0.772\t0.702\t0.719\t0.662\n1\t2.370\t-0.064\t-0.237\t1.737\t0.154\t2.319\t-1.838\t-1.673\t0.000\t1.053\t-1.305\t-0.075\t0.000\t0.925\t0.149\t0.318\t1.274\t0.851\t-0.922\t0.981\t3.102\t0.919\t0.940\t0.989\t0.612\t0.598\t1.219\t1.626\n1\t1.486\t0.311\t-1.262\t1.354\t-0.847\t0.886\t-0.158\t1.213\t2.173\t1.160\t-0.218\t0.239\t0.000\t1.166\t0.494\t0.278\t2.548\t0.575\t1.454\t-1.701\t0.000\t0.429\t1.129\t0.983\t1.111\t1.049\t1.006\t0.920\n1\t1.294\t1.587\t-0.864\t0.487\t-0.312\t0.828\t1.051\t-0.031\t1.087\t2.443\t1.216\t1.609\t2.215\t1.167\t0.813\t0.921\t0.000\t1.751\t-0.415\t0.119\t0.000\t1.015\t1.091\t0.974\t1.357\t2.093\t1.178\t1.059\n1\t0.984\t0.465\t-1.661\t0.379\t-0.554\t0.977\t0.237\t0.365\t0.000\t0.510\t0.143\t1.101\t0.000\t1.099\t-0.662\t-1.593\t2.548\t1.104\t-0.197\t-0.648\t3.102\t0.925\t0.922\t0.986\t0.642\t0.667\t0.806\t0.722\n1\t0.930\t-0.009\t0.047\t0.667\t1.367\t1.065\t-0.231\t0.815\t0.000\t1.199\t-1.114\t-0.877\t2.215\t0.940\t0.824\t-1.583\t0.000\t1.052\t-0.407\t-0.076\t1.551\t1.843\t1.257\t1.013\t1.047\t0.751\t1.158\t0.941\n0\t0.767\t-0.011\t-0.637\t0.341\t-1.437\t1.438\t-0.425\t-0.450\t2.173\t1.073\t-0.718\t1.341\t2.215\t0.633\t-1.394\t0.486\t0.000\t0.603\t-1.945\t-1.626\t0.000\t0.703\t0.790\t0.984\t1.111\t1.848\t1.129\t1.072\n1\t1.779\t0.017\t0.432\t0.402\t1.022\t0.959\t1.480\t1.595\t2.173\t1.252\t1.365\t0.006\t0.000\t1.188\t-0.174\t-1.107\t0.000\t1.181\t0.518\t-0.258\t0.000\t1.057\t0.910\t0.991\t1.616\t0.779\t1.158\t1.053\n0\t0.881\t0.630\t1.029\t1.990\t0.508\t1.102\t0.742\t-1.298\t2.173\t1.565\t1.085\t0.686\t2.215\t2.691\t1.391\t-0.904\t0.000\t0.499\t1.388\t-1.199\t0.000\t0.347\t0.861\t0.997\t0.881\t1.920\t1.233\t1.310\n0\t1.754\t-0.266\t0.389\t0.347\t-0.030\t0.462\t-1.408\t-0.957\t2.173\t0.515\t-2.341\t-1.700\t0.000\t0.588\t-0.797\t1.355\t2.548\t0.608\t0.329\t-1.389\t0.000\t1.406\t0.909\t0.988\t0.760\t0.593\t0.768\t0.847\n0\t1.087\t0.311\t-1.447\t0.173\t0.567\t0.854\t0.362\t0.584\t0.000\t1.416\t-0.716\t-1.211\t2.215\t0.648\t-0.358\t-0.692\t1.274\t0.867\t-0.513\t0.206\t0.000\t0.803\t0.813\t0.984\t1.110\t0.491\t0.921\t0.873\n0\t0.279\t1.114\t-1.190\t3.004\t-0.738\t1.233\t0.896\t1.092\t2.173\t0.454\t-0.374\t0.117\t2.215\t0.357\t0.119\t1.270\t0.000\t0.458\t1.343\t0.316\t0.000\t0.495\t0.540\t0.988\t1.715\t1.139\t1.618\t1.183\n1\t1.773\t-0.694\t-1.518\t2.306\t-1.200\t3.104\t0.749\t0.362\t0.000\t1.871\t0.230\t-1.686\t2.215\t0.805\t-0.179\t-0.871\t1.274\t0.910\t0.607\t-0.246\t0.000\t1.338\t1.598\t0.984\t1.050\t0.919\t1.678\t1.807\n0\t0.553\t0.683\t0.827\t0.973\t-0.706\t1.488\t0.149\t1.140\t2.173\t1.788\t0.447\t-0.478\t0.000\t0.596\t1.043\t1.607\t0.000\t0.373\t-0.868\t-1.308\t1.551\t1.607\t1.026\t0.998\t1.134\t0.808\t1.142\t0.936\n1\t0.397\t1.101\t-1.139\t1.688\t0.146\t0.972\t0.541\t1.518\t0.000\t1.549\t-0.873\t-1.012\t0.000\t2.282\t-0.151\t0.314\t2.548\t1.174\t0.033\t-1.368\t0.000\t0.937\t0.776\t1.039\t1.143\t0.959\t0.986\t1.013\n1\t0.840\t1.906\t-0.959\t0.869\t0.576\t0.642\t0.554\t-1.351\t0.000\t0.756\t0.923\t-0.823\t2.215\t1.251\t1.130\t0.545\t2.548\t1.513\t0.410\t1.073\t0.000\t1.231\t0.985\t1.163\t0.812\t0.987\t0.816\t0.822\n1\t0.477\t1.665\t0.814\t0.763\t-0.382\t0.828\t-0.008\t0.280\t2.173\t1.213\t-0.001\t1.560\t0.000\t1.136\t0.311\t-1.289\t0.000\t0.797\t1.091\t-0.616\t3.102\t1.026\t0.964\t0.992\t0.772\t0.869\t0.916\t0.803\n0\t2.655\t0.020\t0.273\t1.464\t0.482\t1.709\t-0.107\t-1.456\t2.173\t0.825\t0.141\t-0.386\t0.000\t1.342\t-0.592\t1.635\t1.274\t0.859\t-0.175\t-0.874\t0.000\t0.829\t0.946\t1.003\t2.179\t0.836\t1.505\t1.176\n0\t0.771\t-1.992\t-0.720\t0.732\t-1.464\t0.869\t-1.290\t0.388\t2.173\t0.926\t-1.072\t-1.489\t2.215\t0.640\t-1.232\t0.840\t0.000\t0.528\t-2.440\t-0.446\t0.000\t0.811\t0.868\t0.993\t0.995\t1.317\t0.809\t0.714\n0\t1.357\t1.302\t0.076\t0.283\t-1.060\t0.783\t1.559\t-0.994\t0.000\t0.947\t1.212\t1.617\t0.000\t1.127\t0.311\t0.442\t2.548\t0.582\t-0.052\t1.186\t1.551\t1.330\t0.995\t0.985\t0.846\t0.404\t0.858\t0.815\n0\t0.442\t-0.381\t-0.424\t1.244\t0.591\t0.731\t0.605\t-0.713\t2.173\t0.629\t2.762\t1.040\t0.000\t0.476\t2.693\t-0.617\t0.000\t0.399\t0.442\t1.486\t3.102\t0.839\t0.755\t0.988\t0.869\t0.524\t0.877\t0.918\n0\t0.884\t0.422\t0.055\t0.818\t0.624\t0.950\t-0.763\t1.624\t0.000\t0.818\t-0.609\t-1.166\t0.000\t1.057\t-0.528\t1.070\t2.548\t1.691\t-0.124\t-0.335\t3.102\t1.104\t0.933\t0.985\t0.913\t1.000\t0.863\t1.056\n0\t1.276\t0.156\t1.714\t1.053\t-1.189\t0.672\t-0.464\t-0.030\t2.173\t0.469\t-2.483\t0.442\t0.000\t0.564\t2.580\t-0.253\t0.000\t0.444\t-0.628\t1.080\t1.551\t5.832\t2.983\t0.985\t1.162\t0.494\t1.809\t1.513\n0\t1.106\t-0.556\t0.406\t0.573\t-1.400\t0.769\t-0.518\t1.457\t2.173\t0.743\t-0.352\t-0.010\t0.000\t1.469\t-0.550\t-0.930\t2.548\t0.540\t1.236\t-0.571\t0.000\t0.962\t0.970\t1.101\t0.805\t1.107\t0.873\t0.773\n0\t0.539\t-0.964\t-0.464\t1.371\t-1.606\t0.667\t-0.160\t0.655\t0.000\t0.952\t0.352\t-0.740\t2.215\t0.952\t0.007\t1.123\t0.000\t1.061\t-0.505\t1.389\t3.102\t1.063\t0.991\t1.019\t0.633\t0.967\t0.732\t0.799\n1\t0.533\t-0.989\t-1.608\t0.462\t-1.723\t1.204\t-0.598\t-0.098\t2.173\t1.343\t-0.460\t1.632\t2.215\t0.577\t0.221\t-0.492\t0.000\t0.628\t-0.073\t0.472\t0.000\t0.518\t0.880\t0.988\t1.179\t1.874\t1.041\t0.813\n1\t1.024\t1.075\t-0.795\t0.286\t-1.436\t1.365\t0.857\t-0.309\t2.173\t0.804\t1.532\t1.435\t0.000\t1.511\t0.722\t1.494\t0.000\t1.778\t0.903\t0.753\t1.551\t0.686\t0.810\t0.999\t0.900\t1.360\t1.133\t0.978\n1\t2.085\t-0.269\t-1.423\t0.789\t1.298\t0.281\t1.652\t0.187\t0.000\t0.658\t-0.760\t-0.042\t2.215\t0.663\t0.024\t0.120\t0.000\t0.552\t-0.299\t-0.428\t3.102\t0.713\t0.811\t1.130\t0.705\t0.218\t0.675\t0.743\n1\t0.980\t-0.443\t0.813\t0.785\t-1.253\t0.719\t0.448\t-1.458\t0.000\t1.087\t0.595\t0.635\t1.107\t1.428\t0.029\t-0.995\t0.000\t1.083\t1.562\t-0.092\t0.000\t0.834\t0.891\t1.165\t0.967\t0.661\t0.880\t0.817\n1\t0.903\t-0.733\t-0.980\t0.634\t-0.639\t0.780\t0.266\t-0.287\t2.173\t1.264\t-0.936\t1.004\t0.000\t1.002\t-0.056\t-1.344\t2.548\t1.183\t-0.098\t1.169\t0.000\t0.733\t1.002\t0.985\t0.711\t0.916\t0.966\t0.875\n0\t0.734\t-0.304\t-1.175\t2.851\t1.674\t0.904\t-0.634\t0.412\t2.173\t1.363\t-1.050\t-0.282\t0.000\t1.476\t-1.603\t0.103\t0.000\t2.231\t-0.718\t1.708\t3.102\t0.813\t0.896\t1.088\t0.686\t1.392\t1.033\t1.078\n1\t1.680\t0.591\t-0.243\t0.111\t-0.478\t0.326\t-0.079\t-1.555\t2.173\t0.711\t0.714\t0.922\t2.215\t0.355\t0.858\t1.682\t0.000\t0.727\t1.620\t1.360\t0.000\t0.334\t0.526\t1.001\t0.862\t0.633\t0.660\t0.619\n1\t1.163\t0.225\t-0.202\t0.501\t-0.979\t1.609\t-0.938\t1.424\t0.000\t1.224\t-0.118\t-1.274\t0.000\t2.034\t1.241\t-0.254\t0.000\t1.765\t0.536\t0.237\t3.102\t0.894\t0.838\t0.988\t0.693\t0.579\t0.762\t0.726\n0\t1.223\t1.232\t1.471\t0.489\t1.728\t0.703\t-0.111\t0.411\t0.000\t1.367\t1.014\t-1.294\t1.107\t1.524\t-0.414\t-0.164\t2.548\t1.292\t0.833\t0.316\t0.000\t0.861\t0.752\t0.994\t0.836\t1.814\t1.089\t0.950\n0\t0.816\t1.637\t-1.557\t1.036\t-0.342\t0.913\t1.333\t0.949\t2.173\t0.812\t0.756\t-0.628\t2.215\t1.333\t0.470\t1.495\t0.000\t1.204\t-2.222\t-1.675\t0.000\t1.013\t0.924\t1.133\t0.758\t1.304\t0.855\t0.860\n0\t0.851\t-0.564\t-0.691\t0.692\t1.345\t1.219\t1.014\t0.318\t0.000\t1.422\t-0.262\t-1.635\t2.215\t0.531\t1.802\t0.008\t0.000\t0.508\t0.515\t-1.267\t3.102\t0.821\t0.787\t1.026\t0.783\t0.432\t1.149\t1.034\n0\t0.800\t-0.599\t0.204\t0.552\t-0.484\t0.974\t0.413\t0.961\t2.173\t1.269\t-0.984\t-1.039\t2.215\t0.380\t-1.213\t1.371\t0.000\t0.551\t0.332\t-0.659\t0.000\t0.694\t0.852\t0.984\t1.057\t2.037\t1.096\t0.846\n0\t0.744\t-0.071\t-0.255\t0.638\t0.512\t1.125\t0.407\t0.844\t2.173\t0.860\t-0.481\t-0.677\t0.000\t1.102\t0.181\t-1.194\t0.000\t1.011\t-1.081\t-1.713\t3.102\t0.854\t0.862\t0.982\t1.111\t1.372\t1.042\t0.920\n1\t0.400\t1.049\t-0.625\t0.880\t-0.407\t1.040\t2.150\t-1.359\t0.000\t0.747\t-0.144\t0.847\t2.215\t0.560\t-1.829\t0.698\t0.000\t1.663\t-0.668\t0.267\t0.000\t0.845\t0.964\t0.996\t0.820\t0.789\t0.668\t0.668\n0\t1.659\t-0.705\t-1.057\t1.803\t-1.436\t1.008\t0.693\t0.005\t0.000\t0.895\t-0.007\t0.681\t1.107\t1.085\t0.125\t1.476\t2.548\t1.214\t1.068\t0.486\t0.000\t0.867\t0.919\t0.986\t1.069\t0.692\t1.026\t1.313\n0\t0.829\t-0.153\t0.861\t0.615\t-0.548\t0.589\t1.077\t-0.041\t2.173\t1.056\t0.763\t-1.737\t0.000\t0.639\t0.970\t0.725\t0.000\t0.955\t1.227\t-0.799\t3.102\t1.020\t1.024\t0.985\t0.750\t0.525\t0.685\t0.671\n1\t0.920\t-0.806\t-0.840\t1.048\t0.278\t0.973\t-0.077\t-1.364\t2.173\t1.029\t0.309\t0.133\t0.000\t1.444\t1.484\t1.618\t1.274\t1.419\t-0.482\t0.417\t0.000\t0.831\t1.430\t1.151\t1.829\t1.560\t1.343\t1.224\n1\t0.686\t0.249\t-0.905\t0.343\t-1.731\t0.724\t-2.823\t-0.901\t0.000\t0.982\t0.303\t1.312\t1.107\t1.016\t0.245\t0.610\t0.000\t1.303\t-0.557\t-0.360\t3.102\t1.384\t1.030\t0.984\t0.862\t1.144\t0.866\t0.779\n0\t1.603\t0.444\t0.508\t0.586\t0.401\t0.610\t0.467\t-1.735\t2.173\t0.914\t0.626\t-1.019\t0.000\t0.812\t0.422\t-0.408\t2.548\t0.902\t1.679\t1.490\t0.000\t1.265\t0.929\t0.990\t1.004\t0.816\t0.753\t0.851\n1\t0.623\t0.780\t-0.203\t0.056\t0.015\t0.899\t0.793\t1.326\t1.087\t0.803\t1.478\t-1.499\t2.215\t1.561\t1.492\t-0.120\t0.000\t0.904\t0.795\t0.137\t0.000\t0.548\t1.009\t0.850\t0.924\t0.838\t0.914\t0.860\n0\t1.654\t-2.032\t-1.160\t0.859\t-1.583\t0.689\t-1.965\t0.891\t0.000\t0.646\t-1.014\t-0.288\t2.215\t0.630\t-0.815\t0.402\t0.000\t0.638\t0.316\t0.655\t3.102\t0.845\t0.879\t0.993\t1.067\t0.625\t1.041\t0.958\n1\t0.828\t-1.269\t-1.203\t0.744\t-0.213\t0.626\t-1.017\t-0.404\t0.000\t1.281\t-0.931\t1.733\t2.215\t0.699\t-0.351\t1.287\t0.000\t1.251\t-1.171\t0.197\t0.000\t0.976\t1.186\t0.987\t0.646\t0.655\t0.733\t0.671\n1\t0.677\t0.111\t1.090\t1.580\t1.591\t1.560\t0.654\t-0.341\t2.173\t0.794\t-0.266\t0.702\t0.000\t0.823\t0.651\t-1.239\t2.548\t0.730\t1.467\t-1.530\t0.000\t1.492\t1.023\t0.983\t1.909\t1.022\t1.265\t1.127\n1\t0.736\t0.882\t-1.060\t0.589\t0.168\t1.663\t0.781\t1.022\t2.173\t2.025\t1.648\t-1.292\t0.000\t1.240\t0.924\t-0.421\t1.274\t1.354\t0.065\t0.501\t0.000\t0.316\t0.925\t0.988\t0.664\t1.736\t0.992\t0.807\n1\t1.040\t-0.822\t1.638\t0.974\t-0.674\t0.393\t0.830\t0.011\t2.173\t0.770\t-0.140\t-0.402\t0.000\t0.294\t-0.133\t0.030\t0.000\t1.220\t0.807\t0.638\t0.000\t0.826\t1.063\t1.216\t1.026\t0.705\t0.934\t0.823\n1\t0.711\t0.602\t0.048\t1.145\t0.966\t0.934\t0.263\t-1.589\t2.173\t0.971\t-0.496\t-0.421\t1.107\t0.628\t-0.865\t0.845\t0.000\t0.661\t-0.008\t-0.565\t0.000\t0.893\t0.705\t0.988\t0.998\t1.339\t0.908\t0.872\n1\t0.953\t-1.651\t-0.167\t0.885\t1.053\t1.013\t-1.239\t0.133\t0.000\t1.884\t-1.122\t1.222\t2.215\t1.906\t-0.860\t-1.184\t1.274\t1.413\t-0.668\t-1.647\t0.000\t1.873\t1.510\t1.133\t1.050\t1.678\t1.246\t1.061\n1\t0.986\t-0.892\t-1.380\t0.917\t1.134\t0.950\t-1.162\t-0.469\t0.000\t0.569\t-1.393\t0.215\t0.000\t0.320\t2.667\t1.712\t0.000\t1.570\t-0.375\t1.457\t3.102\t0.925\t1.128\t1.011\t0.598\t0.824\t0.913\t0.833\n1\t1.067\t0.099\t1.154\t0.527\t-0.789\t1.085\t0.623\t-1.602\t2.173\t1.511\t-0.230\t0.022\t2.215\t0.269\t-0.377\t0.883\t0.000\t0.571\t-0.540\t-0.512\t0.000\t0.414\t0.803\t1.022\t0.959\t2.053\t1.041\t0.780\n0\t0.825\t-2.118\t0.217\t1.453\t-0.493\t0.819\t0.313\t-0.942\t0.000\t2.098\t-0.725\t1.096\t2.215\t0.484\t1.336\t1.458\t0.000\t0.482\t0.100\t1.163\t0.000\t0.913\t0.536\t0.990\t1.679\t0.957\t1.095\t1.143\n1\t1.507\t0.054\t1.120\t0.698\t-1.340\t0.912\t0.384\t0.015\t1.087\t0.720\t0.247\t-0.820\t0.000\t0.286\t0.154\t1.578\t2.548\t0.629\t1.582\t-0.576\t0.000\t0.828\t0.893\t1.136\t0.514\t0.632\t0.699\t0.709\n1\t0.610\t1.180\t-0.993\t0.816\t0.301\t0.932\t0.758\t1.539\t0.000\t0.726\t-0.830\t0.248\t2.215\t0.883\t0.857\t-1.305\t0.000\t1.338\t1.009\t-0.252\t3.102\t0.901\t1.074\t0.987\t0.875\t1.159\t1.035\t0.858\n1\t1.247\t-1.360\t1.502\t1.525\t-1.332\t0.618\t1.063\t0.755\t0.000\t0.582\t-0.155\t0.473\t2.215\t1.214\t-0.422\t-0.551\t2.548\t0.838\t-1.171\t-1.166\t0.000\t2.051\t1.215\t1.062\t1.091\t0.725\t0.896\t1.091\n0\t0.373\t-0.600\t1.291\t2.573\t0.207\t0.765\t-0.209\t1.667\t0.000\t0.668\t0.724\t-1.499\t0.000\t1.045\t-0.338\t-0.754\t2.548\t0.558\t-0.469\t0.029\t3.102\t0.868\t0.939\t1.124\t0.519\t0.383\t0.636\t0.838\n0\t0.791\t0.336\t-0.307\t0.494\t1.213\t1.158\t0.336\t1.081\t2.173\t0.918\t1.289\t-0.449\t0.000\t0.735\t-0.521\t-0.969\t0.000\t1.052\t0.499\t-1.188\t3.102\t0.699\t1.013\t0.987\t0.622\t1.050\t0.712\t0.661\n0\t1.321\t0.856\t0.464\t0.202\t0.901\t1.144\t0.120\t-1.651\t0.000\t0.803\t0.577\t-0.509\t2.215\t0.695\t-0.114\t0.423\t2.548\t0.621\t1.852\t-0.420\t0.000\t0.697\t0.964\t0.983\t0.527\t0.659\t0.719\t0.729\n0\t0.563\t2.081\t0.913\t0.982\t-0.533\t0.549\t-0.481\t-1.730\t0.000\t0.962\t0.921\t0.569\t2.215\t0.731\t1.184\t-0.679\t1.274\t0.918\t0.931\t-1.432\t0.000\t1.008\t0.919\t0.993\t0.895\t0.819\t0.810\t0.878\n1\t1.148\t0.345\t0.953\t0.921\t0.617\t0.991\t1.103\t-0.484\t0.000\t0.970\t1.978\t1.525\t0.000\t1.150\t0.689\t-0.757\t2.548\t0.517\t0.995\t1.245\t0.000\t1.093\t1.140\t0.998\t1.006\t0.756\t0.864\t0.838\n1\t1.400\t0.128\t-1.695\t1.169\t1.070\t1.094\t-0.345\t-0.249\t0.000\t1.224\t0.364\t-0.036\t2.215\t1.178\t0.530\t-1.544\t0.000\t1.334\t0.933\t1.604\t0.000\t0.560\t1.267\t1.073\t0.716\t0.780\t0.832\t0.792\n0\t0.330\t-2.133\t1.403\t0.628\t0.379\t1.686\t-0.995\t0.030\t1.087\t2.071\t0.127\t-0.457\t0.000\t4.662\t-0.855\t1.477\t0.000\t2.072\t-0.917\t-1.416\t3.102\t5.403\t3.074\t0.977\t0.936\t1.910\t2.325\t1.702\n0\t0.989\t0.473\t0.968\t1.970\t1.368\t0.844\t0.574\t-0.290\t2.173\t0.866\t-0.345\t-1.019\t0.000\t1.130\t0.605\t-0.752\t0.000\t0.956\t-0.888\t0.870\t3.102\t0.885\t0.886\t0.982\t1.157\t1.201\t1.100\t1.068\n1\t0.773\t0.418\t0.753\t1.388\t1.070\t1.104\t-0.378\t-0.758\t0.000\t1.027\t0.397\t-0.496\t2.215\t1.234\t0.027\t1.084\t2.548\t0.936\t0.209\t1.677\t0.000\t1.355\t1.020\t0.983\t0.550\t1.206\t0.916\t0.931\n0\t0.319\t2.015\t1.534\t0.570\t-1.134\t0.632\t0.124\t0.757\t0.000\t0.477\t0.598\t-1.109\t1.107\t0.449\t0.438\t-0.755\t2.548\t0.574\t-0.659\t0.691\t0.000\t0.440\t0.749\t0.985\t0.517\t0.158\t0.505\t0.522\n0\t1.215\t1.453\t-1.386\t1.276\t1.298\t0.643\t0.570\t-0.196\t2.173\t0.588\t2.104\t0.498\t0.000\t0.617\t-0.296\t-0.801\t2.548\t0.452\t0.110\t0.313\t0.000\t0.815\t0.953\t1.141\t1.166\t0.547\t0.892\t0.807\n1\t1.257\t-1.869\t-0.060\t0.265\t0.653\t1.527\t-0.346\t1.163\t2.173\t0.758\t-2.119\t-0.604\t0.000\t1.473\t-1.133\t-1.290\t2.548\t0.477\t-0.428\t-0.066\t0.000\t0.818\t0.841\t0.984\t1.446\t1.729\t1.211\t1.054\n1\t1.449\t0.464\t1.585\t1.418\t-1.488\t1.540\t0.942\t0.087\t0.000\t0.898\t0.402\t-0.631\t2.215\t0.753\t0.039\t-1.729\t0.000\t0.859\t0.849\t-1.054\t0.000\t0.791\t0.677\t0.995\t0.687\t0.527\t0.703\t0.606\n1\t1.084\t-1.997\t0.900\t1.333\t1.024\t0.872\t-0.864\t-1.500\t2.173\t1.072\t-0.813\t-0.421\t2.215\t0.924\t0.478\t0.304\t0.000\t0.992\t-0.398\t-1.022\t0.000\t0.741\t1.085\t0.980\t1.221\t1.176\t1.032\t0.961\n0\t1.712\t1.129\t0.125\t1.120\t-1.402\t1.749\t0.951\t-1.575\t2.173\t1.711\t0.445\t0.578\t0.000\t1.114\t0.234\t-1.011\t0.000\t1.577\t-0.088\t0.086\t3.102\t2.108\t1.312\t1.882\t1.597\t2.009\t1.441\t1.308\n0\t0.530\t0.248\t1.622\t1.450\t-1.012\t1.221\t-1.154\t-0.763\t2.173\t1.698\t-0.586\t0.733\t0.000\t0.889\t1.042\t1.038\t1.274\t0.657\t0.008\t0.701\t0.000\t0.430\t1.005\t0.983\t0.930\t2.264\t1.357\t1.146\n1\t0.921\t1.735\t0.883\t0.699\t-1.614\t0.821\t1.463\t0.319\t1.087\t1.099\t0.814\t-1.600\t2.215\t1.375\t0.702\t-0.691\t0.000\t0.869\t1.326\t-0.790\t0.000\t0.980\t0.900\t0.988\t0.832\t1.452\t0.816\t0.709\n0\t2.485\t-0.823\t-0.297\t0.886\t-1.404\t0.989\t0.835\t1.615\t2.173\t0.382\t0.588\t-0.224\t0.000\t1.029\t-0.456\t1.546\t2.548\t0.613\t-0.359\t-0.789\t0.000\t0.768\t0.977\t1.726\t2.007\t0.913\t1.338\t1.180\n1\t0.657\t-0.069\t-0.078\t1.107\t1.549\t0.804\t1.335\t-1.630\t2.173\t1.271\t0.481\t0.153\t1.107\t1.028\t0.144\t-0.762\t0.000\t1.098\t0.132\t1.570\t0.000\t0.830\t0.979\t1.175\t1.069\t1.624\t1.000\t0.868\n1\t2.032\t0.329\t-1.003\t0.493\t-0.136\t1.159\t-0.224\t0.750\t1.087\t0.396\t0.546\t0.587\t0.000\t0.620\t1.805\t0.982\t0.000\t1.236\t0.744\t-1.621\t0.000\t0.930\t1.200\t0.988\t0.482\t0.771\t0.887\t0.779\n0\t0.524\t-1.319\t0.634\t0.471\t1.221\t0.599\t-0.588\t-0.461\t0.000\t1.230\t-1.504\t-1.517\t1.107\t1.436\t-0.035\t0.104\t2.548\t0.629\t1.997\t-1.282\t0.000\t2.084\t1.450\t0.984\t1.084\t1.827\t1.547\t1.213\n1\t0.871\t0.618\t-1.544\t0.718\t0.186\t1.041\t-1.180\t0.434\t2.173\t1.133\t1.558\t-1.301\t0.000\t0.452\t-0.595\t0.522\t0.000\t0.665\t0.567\t0.130\t3.102\t1.872\t1.114\t1.095\t1.398\t0.979\t1.472\t1.168\n1\t3.308\t1.037\t-0.634\t0.690\t-0.619\t1.975\t0.949\t1.280\t0.000\t0.826\t0.546\t-0.139\t2.215\t0.635\t-0.045\t0.427\t0.000\t1.224\t0.112\t1.339\t3.102\t1.756\t1.050\t0.992\t0.738\t0.903\t0.968\t1.238\n0\t0.588\t2.104\t-0.872\t1.136\t1.743\t0.842\t0.638\t0.015\t0.000\t0.481\t0.928\t1.000\t2.215\t0.595\t0.125\t1.429\t0.000\t0.951\t-1.140\t-0.511\t3.102\t1.031\t1.057\t0.979\t0.673\t1.064\t1.001\t0.891\n0\t0.289\t0.823\t0.013\t0.615\t-1.601\t0.177\t2.403\t-0.015\t0.000\t0.258\t1.151\t1.036\t2.215\t0.694\t0.553\t-1.326\t2.548\t0.411\t0.366\t0.106\t0.000\t0.482\t0.562\t0.989\t0.670\t0.404\t0.516\t0.561\n1\t0.294\t-0.660\t-1.162\t1.752\t0.384\t0.860\t0.513\t1.119\t0.000\t2.416\t0.107\t-1.342\t0.000\t1.398\t0.361\t-0.350\t2.548\t1.126\t-0.902\t0.040\t1.551\t0.650\t1.125\t0.988\t0.531\t0.843\t0.912\t0.911\n0\t0.599\t-0.616\t1.526\t1.381\t0.507\t0.955\t-0.646\t-0.085\t2.173\t0.775\t-0.533\t1.116\t2.215\t0.789\t-0.136\t-1.176\t0.000\t2.449\t1.435\t-1.433\t0.000\t1.692\t1.699\t1.000\t0.869\t1.119\t1.508\t1.303\n1\t1.100\t-1.174\t-1.114\t1.601\t-1.576\t1.056\t-1.343\t0.547\t2.173\t0.555\t0.367\t0.592\t2.215\t0.580\t-1.862\t-0.914\t0.000\t0.904\t0.508\t-0.444\t0.000\t1.439\t1.105\t0.986\t1.408\t1.104\t1.190\t1.094\n1\t2.237\t-0.701\t1.470\t0.719\t-0.199\t0.745\t-0.132\t-0.737\t1.087\t0.976\t-0.227\t0.093\t2.215\t0.699\t0.057\t1.133\t0.000\t0.661\t0.573\t-0.679\t0.000\t0.785\t0.772\t1.752\t1.235\t0.856\t0.990\t0.825\n1\t0.455\t-0.880\t-1.482\t1.260\t-0.178\t1.499\t0.158\t1.022\t0.000\t1.867\t-0.435\t-0.675\t2.215\t1.234\t0.783\t1.586\t0.000\t0.641\t-0.454\t-0.409\t3.102\t1.002\t0.964\t0.986\t0.761\t0.240\t1.190\t0.995\n1\t1.158\t-0.778\t-0.159\t0.823\t1.641\t1.341\t-0.830\t-1.169\t2.173\t0.840\t-1.554\t0.934\t0.000\t0.693\t0.488\t-1.218\t2.548\t1.042\t1.395\t0.276\t0.000\t0.946\t0.785\t1.350\t1.079\t0.893\t1.267\t1.151\n1\t0.902\t-0.078\t-0.055\t0.872\t-0.012\t0.843\t1.276\t1.739\t2.173\t0.838\t1.492\t0.918\t0.000\t0.626\t0.904\t-0.648\t2.548\t0.412\t-2.027\t-0.883\t0.000\t2.838\t1.664\t0.988\t1.803\t0.768\t1.244\t1.280\n1\t0.649\t-1.028\t-1.521\t1.097\t0.774\t1.216\t-0.383\t-0.318\t2.173\t1.643\t-0.285\t-1.705\t0.000\t0.911\t-0.091\t0.341\t0.000\t0.592\t0.537\t0.732\t3.102\t0.911\t0.856\t1.027\t1.160\t0.874\t0.986\t0.893\n1\t1.192\t1.846\t-0.781\t1.326\t-0.747\t1.550\t1.177\t1.366\t0.000\t1.196\t0.151\t0.387\t2.215\t0.527\t2.261\t-0.190\t0.000\t0.390\t1.474\t0.381\t0.000\t0.986\t1.025\t1.004\t1.392\t0.761\t0.965\t1.043\n0\t0.438\t-0.358\t-1.549\t0.836\t0.436\t0.818\t0.276\t-0.708\t2.173\t0.707\t0.826\t0.392\t0.000\t1.050\t1.741\t-1.066\t0.000\t1.276\t-1.583\t0.842\t0.000\t1.475\t1.273\t0.986\t0.853\t1.593\t1.255\t1.226\n1\t1.083\t0.142\t1.701\t0.605\t-0.253\t1.237\t0.791\t1.183\t2.173\t0.842\t2.850\t-0.082\t0.000\t0.724\t-0.464\t-0.694\t0.000\t1.499\t0.456\t-0.226\t3.102\t0.601\t0.799\t1.102\t0.995\t1.389\t1.013\t0.851\n0\t0.828\t1.897\t-0.615\t0.572\t-0.545\t0.572\t0.461\t0.464\t2.173\t0.393\t0.356\t1.069\t2.215\t1.840\t0.088\t1.500\t0.000\t0.407\t-0.663\t-0.787\t0.000\t0.950\t0.965\t0.979\t0.733\t0.363\t0.618\t0.733\n0\t0.735\t1.438\t1.197\t1.123\t-0.214\t0.641\t0.949\t0.858\t0.000\t1.162\t0.524\t-0.896\t2.215\t0.992\t0.454\t-1.475\t2.548\t0.902\t1.079\t0.019\t0.000\t0.822\t0.917\t1.203\t1.032\t0.569\t0.780\t0.764\n0\t0.437\t-2.102\t0.044\t1.779\t-1.042\t1.231\t-0.181\t-0.515\t1.087\t2.666\t0.863\t1.466\t2.215\t1.370\t0.345\t-1.371\t0.000\t0.906\t0.363\t1.611\t0.000\t1.140\t1.362\t1.013\t3.931\t3.004\t2.724\t2.028\n1\t0.881\t1.814\t-0.987\t0.384\t0.800\t2.384\t1.422\t0.640\t0.000\t1.528\t0.292\t-0.962\t1.107\t2.126\t-0.371\t-1.401\t2.548\t0.700\t0.109\t0.203\t0.000\t0.450\t0.813\t0.985\t0.956\t1.013\t0.993\t0.774\n1\t0.630\t0.408\t0.152\t0.194\t0.316\t0.710\t-0.824\t-0.358\t2.173\t0.741\t0.535\t-0.851\t2.215\t0.933\t0.406\t1.148\t0.000\t0.523\t-0.479\t-0.625\t0.000\t0.873\t0.960\t0.988\t0.830\t0.921\t0.711\t0.661\n1\t0.870\t-0.448\t-1.134\t0.616\t0.135\t0.600\t0.649\t-0.622\t2.173\t0.768\t0.709\t-0.123\t0.000\t1.308\t0.500\t1.468\t0.000\t1.973\t-0.286\t1.462\t3.102\t0.909\t0.944\t0.990\t0.835\t1.250\t0.798\t0.776\n0\t1.290\t0.552\t1.330\t0.615\t-1.353\t0.661\t0.240\t-0.393\t0.000\t0.531\t0.053\t-1.588\t0.000\t0.675\t0.839\t-0.345\t1.274\t1.597\t0.020\t0.536\t3.102\t1.114\t0.964\t0.987\t0.783\t0.675\t0.662\t0.675\n1\t0.943\t0.936\t1.068\t1.373\t0.671\t2.170\t-2.011\t-1.032\t0.000\t0.640\t0.361\t-0.806\t0.000\t2.239\t-0.083\t0.590\t2.548\t1.224\t0.646\t-1.723\t0.000\t0.879\t0.834\t0.981\t1.436\t0.568\t0.916\t0.931\n1\t0.431\t1.686\t-1.053\t0.388\t1.739\t0.457\t-0.471\t-0.743\t2.173\t0.786\t1.432\t-0.547\t2.215\t0.537\t-0.413\t1.256\t0.000\t0.413\t2.311\t-0.408\t0.000\t1.355\t1.017\t0.982\t0.689\t1.014\t0.821\t0.715\n0\t1.620\t-0.055\t-0.862\t1.341\t-1.571\t0.634\t-0.906\t0.935\t2.173\t0.501\t-2.198\t-0.525\t0.000\t0.778\t-0.708\t-0.060\t0.000\t0.988\t-0.621\t0.489\t3.102\t0.870\t0.956\t1.216\t0.992\t0.336\t0.871\t0.889\n1\t0.549\t0.304\t-1.443\t1.309\t-0.312\t1.116\t0.644\t1.519\t2.173\t1.078\t-0.303\t-0.736\t0.000\t1.261\t0.387\t0.628\t2.548\t0.945\t-0.190\t0.090\t0.000\t0.893\t1.043\t1.000\t1.124\t1.077\t1.026\t0.886\n0\t0.412\t-0.618\t-1.486\t1.133\t-0.665\t0.646\t0.436\t1.520\t0.000\t0.993\t0.976\t0.106\t2.215\t0.832\t0.091\t0.164\t2.548\t0.672\t-0.650\t1.256\t0.000\t0.695\t1.131\t0.991\t1.017\t0.455\t1.226\t1.087\n0\t1.183\t-0.084\t1.644\t1.389\t0.967\t0.843\t0.938\t-0.670\t0.000\t0.480\t0.256\t0.123\t2.215\t0.437\t1.644\t0.491\t0.000\t0.501\t-0.416\t0.101\t3.102\t1.060\t0.804\t1.017\t0.775\t0.173\t0.535\t0.760\n0\t1.629\t-1.486\t-0.683\t2.786\t-0.492\t1.347\t-2.638\t1.453\t0.000\t1.857\t0.208\t0.873\t0.000\t0.519\t-1.265\t-1.602\t1.274\t0.903\t-1.102\t-0.329\t1.551\t6.892\t3.522\t0.998\t0.570\t0.477\t2.039\t2.006\n1\t2.045\t-0.671\t-1.235\t0.490\t-0.952\t0.525\t-1.252\t1.289\t0.000\t1.088\t-0.993\t0.648\t2.215\t0.975\t-0.109\t-0.254\t2.548\t0.556\t-1.095\t-0.194\t0.000\t0.803\t0.861\t0.980\t1.282\t0.945\t0.925\t0.811\n0\t0.448\t-0.058\t-0.974\t0.945\t-1.633\t1.181\t-1.139\t0.266\t2.173\t1.118\t-0.761\t1.502\t1.107\t1.706\t0.585\t-0.680\t0.000\t0.487\t-1.951\t0.945\t0.000\t2.347\t1.754\t0.993\t1.161\t1.549\t1.414\t1.176\n0\t0.551\t0.519\t0.448\t2.183\t1.293\t1.220\t0.628\t-0.627\t2.173\t1.019\t-0.002\t-0.652\t0.000\t1.843\t-0.386\t1.042\t2.548\t0.400\t-1.102\t-1.014\t0.000\t0.648\t0.792\t1.049\t0.888\t2.132\t1.262\t1.096\n0\t1.624\t0.488\t1.403\t0.760\t0.559\t0.812\t0.777\t-1.244\t2.173\t0.613\t0.589\t-0.030\t2.215\t0.692\t1.058\t0.683\t0.000\t1.054\t1.165\t-0.765\t0.000\t0.915\t0.875\t1.059\t0.821\t0.927\t0.792\t0.721\n1\t0.774\t0.444\t1.257\t0.515\t-0.689\t0.515\t1.448\t-1.271\t0.000\t0.793\t0.118\t0.811\t1.107\t0.679\t0.326\t-0.426\t0.000\t1.066\t-0.865\t-0.049\t3.102\t0.960\t1.046\t0.986\t0.716\t0.772\t0.855\t0.732\n1\t2.093\t-1.240\t1.615\t0.918\t-1.202\t1.412\t-0.541\t0.640\t1.087\t2.019\t0.872\t-0.639\t0.000\t0.672\t-0.936\t0.972\t0.000\t0.896\t0.235\t0.212\t0.000\t0.810\t0.700\t1.090\t0.797\t0.862\t1.049\t0.874\n1\t0.908\t1.069\t0.283\t0.400\t1.293\t0.609\t1.452\t-1.136\t0.000\t0.623\t0.417\t-0.098\t2.215\t1.023\t0.775\t1.054\t1.274\t0.706\t2.346\t-1.305\t0.000\t0.744\t1.006\t0.991\t0.606\t0.753\t0.796\t0.753\n0\t0.403\t-1.328\t-0.065\t0.901\t1.052\t0.708\t-0.354\t-0.718\t2.173\t0.892\t0.633\t1.684\t2.215\t0.999\t-1.205\t0.941\t0.000\t0.930\t1.072\t-0.809\t0.000\t2.105\t1.430\t0.989\t0.838\t1.147\t1.042\t0.883\n0\t1.447\t0.453\t0.118\t1.731\t0.650\t0.771\t0.446\t-1.564\t0.000\t0.973\t-2.014\t0.354\t0.000\t1.949\t-0.643\t-1.531\t1.274\t1.106\t-0.334\t-1.163\t0.000\t0.795\t0.821\t1.013\t1.699\t0.918\t1.118\t1.018\n1\t1.794\t0.123\t-0.454\t0.057\t1.489\t0.966\t-1.190\t1.090\t1.087\t0.539\t-0.535\t1.035\t0.000\t1.096\t-1.069\t-1.236\t2.548\t0.659\t-1.196\t-0.283\t0.000\t0.803\t0.756\t0.985\t1.343\t1.109\t0.993\t0.806\n0\t1.484\t-2.047\t0.813\t0.591\t-0.295\t0.923\t0.312\t-1.164\t2.173\t0.654\t-0.316\t0.752\t2.215\t0.599\t1.966\t-1.128\t0.000\t0.626\t-0.304\t-1.431\t0.000\t1.112\t0.910\t1.090\t0.986\t1.189\t1.350\t1.472\n0\t0.417\t-2.016\t0.849\t1.817\t0.040\t1.201\t-1.676\t-1.394\t0.000\t0.792\t0.537\t0.641\t2.215\t0.794\t-1.222\t0.187\t0.000\t0.825\t-0.217\t1.334\t3.102\t1.470\t0.931\t0.987\t1.203\t0.525\t0.833\t0.827\n1\t0.603\t1.009\t0.033\t0.486\t1.225\t0.884\t-0.617\t-1.058\t0.000\t0.500\t-1.407\t-0.567\t0.000\t1.476\t-0.876\t0.605\t2.548\t0.970\t0.560\t1.092\t3.102\t0.853\t1.153\t0.988\t0.846\t0.920\t0.944\t0.835\n1\t1.381\t-0.326\t0.552\t0.417\t-0.027\t1.030\t-0.835\t-1.287\t2.173\t0.941\t-0.421\t1.519\t2.215\t0.615\t-1.650\t0.377\t0.000\t0.606\t0.644\t0.650\t0.000\t1.146\t0.970\t0.990\t1.191\t0.884\t0.897\t0.826\n1\t0.632\t1.200\t-0.703\t0.438\t-1.700\t0.779\t-0.731\t0.958\t1.087\t0.605\t0.393\t-1.376\t0.000\t0.670\t-0.827\t-1.315\t2.548\t0.626\t-0.501\t0.417\t0.000\t0.904\t0.903\t0.998\t0.673\t0.803\t0.722\t0.640\n1\t1.561\t-0.569\t1.580\t0.329\t0.237\t1.059\t0.731\t0.415\t2.173\t0.454\t0.016\t-0.828\t0.000\t0.587\t0.008\t-0.291\t1.274\t0.597\t1.119\t1.191\t0.000\t0.815\t0.908\t0.988\t0.733\t0.690\t0.892\t0.764\n1\t2.102\t0.087\t0.449\t1.164\t-0.390\t1.085\t-0.408\t-1.116\t2.173\t0.578\t0.197\t-0.137\t0.000\t1.202\t0.917\t1.523\t0.000\t0.959\t-0.832\t1.404\t3.102\t1.380\t1.109\t1.486\t1.496\t0.886\t1.066\t1.025\n1\t1.698\t-0.489\t-0.552\t0.976\t-1.009\t1.620\t-0.721\t0.648\t1.087\t1.481\t-1.860\t-1.354\t0.000\t1.142\t-1.140\t1.401\t2.548\t1.000\t-1.274\t-0.158\t0.000\t1.430\t1.130\t0.987\t1.629\t1.154\t1.303\t1.223\n1\t1.111\t-0.249\t-1.457\t0.421\t0.939\t0.646\t-2.076\t0.362\t0.000\t1.315\t0.796\t-1.436\t2.215\t0.780\t0.130\t0.055\t0.000\t1.662\t-0.834\t0.461\t0.000\t0.920\t0.948\t0.990\t1.046\t0.905\t1.493\t1.169\n1\t0.945\t0.390\t-1.159\t1.675\t0.437\t0.356\t0.261\t0.543\t1.087\t0.574\t0.838\t1.599\t2.215\t0.496\t-1.220\t-0.022\t0.000\t0.558\t-2.454\t1.440\t0.000\t0.763\t0.983\t1.728\t1.000\t0.578\t0.922\t1.003\n1\t2.076\t0.014\t-1.314\t0.854\t-0.306\t3.446\t1.341\t0.598\t0.000\t2.086\t0.227\t-0.747\t2.215\t1.564\t-0.216\t1.649\t2.548\t0.965\t-0.857\t-1.062\t0.000\t0.477\t0.734\t1.456\t1.003\t1.660\t1.001\t0.908\n1\t1.992\t0.192\t-0.103\t0.108\t-1.599\t0.938\t0.595\t-1.360\t2.173\t0.869\t-1.012\t1.432\t0.000\t1.302\t0.850\t0.436\t2.548\t0.487\t1.051\t-1.027\t0.000\t0.502\t0.829\t0.983\t1.110\t1.394\t0.904\t0.836\n0\t0.460\t1.625\t1.485\t1.331\t1.242\t0.675\t-0.329\t-1.039\t1.087\t0.671\t-1.028\t-0.514\t0.000\t1.265\t-0.788\t0.415\t1.274\t0.570\t-0.683\t-1.738\t0.000\t0.725\t0.758\t1.004\t1.024\t1.156\t0.944\t0.833\n0\t0.871\t0.839\t-1.536\t0.428\t1.198\t0.875\t-1.256\t-0.466\t1.087\t0.684\t-0.768\t0.150\t0.000\t0.556\t-1.793\t0.389\t0.000\t0.942\t-1.126\t1.339\t1.551\t0.624\t0.734\t0.986\t1.357\t0.960\t1.474\t1.294\n1\t0.951\t1.651\t0.576\t1.273\t1.495\t0.834\t0.048\t-0.578\t2.173\t0.386\t-0.056\t-1.448\t0.000\t0.597\t-0.196\t0.162\t2.548\t0.524\t1.649\t1.625\t0.000\t0.737\t0.901\t1.124\t1.014\t0.556\t1.039\t0.845\n1\t1.049\t-0.223\t0.685\t0.256\t-1.191\t2.506\t0.238\t-0.359\t0.000\t1.510\t-0.904\t1.158\t1.107\t2.733\t-0.902\t1.679\t2.548\t0.407\t-0.474\t-1.572\t0.000\t1.513\t2.472\t0.982\t1.238\t0.978\t1.985\t1.510\n0\t0.455\t-0.028\t0.265\t1.286\t1.373\t0.459\t0.331\t-0.922\t0.000\t0.343\t0.634\t0.430\t0.000\t0.279\t-0.084\t-0.272\t0.000\t0.475\t0.926\t-0.123\t3.102\t0.803\t0.495\t0.987\t0.587\t0.211\t0.417\t0.445\n1\t2.074\t0.388\t0.878\t1.110\t1.557\t1.077\t-0.226\t-0.295\t2.173\t0.865\t-0.319\t-1.116\t2.215\t0.707\t-0.835\t0.722\t0.000\t0.632\t-0.608\t-0.728\t0.000\t0.715\t0.802\t1.207\t1.190\t0.960\t1.143\t0.926\n1\t1.390\t0.265\t1.196\t0.919\t-1.371\t1.858\t0.506\t0.786\t0.000\t1.280\t-1.367\t-0.720\t2.215\t1.483\t-0.441\t-0.675\t2.548\t1.076\t0.294\t-0.539\t0.000\t1.126\t0.830\t1.155\t1.551\t0.702\t1.103\t0.933\n1\t1.014\t-0.079\t1.597\t1.038\t-0.281\t1.135\t-0.722\t-0.177\t2.173\t0.544\t-1.475\t-1.501\t0.000\t1.257\t-1.315\t1.212\t0.000\t0.496\t-0.060\t1.180\t1.551\t0.815\t0.611\t1.411\t1.110\t0.792\t0.846\t0.853\n0\t0.335\t1.267\t-1.154\t2.011\t-0.574\t0.753\t0.618\t1.411\t0.000\t0.474\t0.748\t0.681\t2.215\t0.608\t-0.446\t-0.354\t2.548\t0.399\t1.295\t-0.581\t0.000\t0.911\t0.882\t0.975\t0.832\t0.598\t0.580\t0.678\n1\t0.729\t-0.189\t1.182\t0.293\t1.310\t0.412\t0.459\t-0.632\t0.000\t0.869\t-1.128\t-0.625\t2.215\t1.173\t-0.893\t0.478\t2.548\t0.584\t-2.394\t-1.727\t0.000\t2.016\t1.272\t0.995\t1.034\t0.905\t0.966\t1.038\n1\t1.225\t-1.215\t-0.088\t0.881\t-0.237\t0.600\t-0.976\t1.462\t2.173\t0.876\t0.506\t1.583\t2.215\t0.718\t1.228\t-0.031\t0.000\t0.653\t-1.292\t1.216\t0.000\t0.838\t1.108\t0.981\t1.805\t0.890\t1.251\t1.197\n1\t2.685\t-0.444\t0.847\t0.253\t0.183\t0.641\t-1.541\t-0.873\t2.173\t0.417\t2.874\t-0.551\t0.000\t0.706\t-1.431\t0.764\t0.000\t1.390\t-0.596\t-1.397\t0.000\t0.894\t0.829\t0.993\t0.789\t0.654\t0.883\t0.746\n0\t0.638\t-0.481\t0.683\t1.457\t-1.024\t0.707\t-1.338\t1.498\t0.000\t0.980\t0.518\t0.289\t2.215\t0.964\t-0.531\t-0.423\t0.000\t0.694\t-0.654\t-1.314\t3.102\t0.807\t1.283\t1.335\t0.658\t0.907\t0.797\t0.772\n1\t1.789\t-0.765\t-0.732\t0.421\t-0.020\t1.142\t-1.353\t1.439\t2.173\t0.725\t-1.518\t-1.261\t0.000\t0.812\t-2.597\t-0.463\t0.000\t1.203\t-0.120\t1.001\t0.000\t0.978\t0.673\t0.985\t1.303\t1.400\t1.078\t0.983\n1\t0.784\t-1.431\t1.724\t0.848\t0.559\t0.615\t-1.643\t-1.456\t0.000\t1.339\t-0.513\t0.040\t2.215\t0.394\t-2.483\t1.304\t0.000\t0.987\t0.889\t-0.339\t0.000\t0.732\t0.713\t0.987\t0.973\t0.705\t0.875\t0.759\n1\t0.911\t1.098\t-1.289\t0.421\t0.823\t1.218\t-0.503\t0.431\t0.000\t0.775\t0.432\t-1.680\t0.000\t0.855\t-0.226\t-0.460\t2.548\t0.646\t-0.947\t-1.243\t1.551\t2.201\t1.349\t0.985\t0.730\t0.451\t0.877\t0.825\n1\t0.959\t0.372\t-0.269\t1.255\t0.702\t1.151\t0.097\t0.805\t2.173\t0.993\t1.011\t0.767\t2.215\t1.096\t0.185\t0.381\t0.000\t1.001\t-0.205\t0.059\t0.000\t0.979\t0.997\t1.168\t0.796\t0.771\t0.839\t0.776\n0\t0.283\t-1.864\t-1.663\t0.219\t1.624\t0.955\t-1.213\t0.932\t2.173\t0.889\t0.395\t-0.268\t0.000\t0.597\t-1.083\t-0.921\t2.548\t0.584\t1.325\t-1.072\t0.000\t0.856\t0.927\t0.996\t0.937\t0.936\t1.095\t0.892\n0\t2.017\t-0.488\t-0.466\t1.029\t-0.870\t3.157\t0.059\t-0.343\t2.173\t3.881\t0.872\t1.502\t1.107\t3.631\t1.720\t0.963\t0.000\t0.633\t-1.264\t-1.734\t0.000\t4.572\t3.339\t1.005\t1.407\t5.590\t3.614\t3.110\n1\t1.088\t0.414\t-0.841\t0.485\t0.605\t0.860\t1.110\t-0.568\t0.000\t1.152\t-0.325\t1.203\t2.215\t0.324\t1.652\t-0.104\t0.000\t0.510\t1.095\t-1.728\t0.000\t0.880\t0.722\t0.989\t0.977\t0.711\t0.888\t0.762\n0\t0.409\t-1.717\t0.712\t0.809\t-1.301\t0.701\t-1.529\t-1.411\t0.000\t1.191\t-0.582\t0.438\t2.215\t1.147\t0.813\t-0.571\t2.548\t1.039\t0.543\t0.892\t0.000\t0.636\t0.810\t0.986\t0.861\t1.411\t0.907\t0.756\n1\t1.094\t1.577\t-0.988\t0.497\t-0.149\t0.891\t-2.459\t1.034\t0.000\t0.646\t0.792\t-1.022\t0.000\t1.573\t0.254\t-0.053\t2.548\t1.428\t0.190\t-1.641\t3.102\t4.322\t2.687\t0.985\t0.881\t1.135\t1.907\t1.831\n1\t0.613\t1.993\t-0.280\t0.544\t0.931\t0.909\t1.526\t1.559\t0.000\t0.840\t1.473\t-0.483\t2.215\t0.856\t0.352\t0.408\t2.548\t1.058\t1.733\t-1.396\t0.000\t0.801\t1.066\t0.984\t0.639\t0.841\t0.871\t0.748\n0\t0.958\t-1.202\t0.600\t0.434\t0.170\t0.783\t-0.214\t1.319\t0.000\t0.835\t-0.454\t-0.615\t2.215\t0.658\t-1.858\t-0.891\t0.000\t0.640\t0.172\t-1.204\t3.102\t1.790\t1.086\t0.997\t0.804\t0.403\t0.793\t0.756\n1\t1.998\t-0.238\t0.972\t0.058\t0.266\t0.759\t1.576\t-0.357\t2.173\t1.004\t-0.349\t-0.747\t2.215\t0.962\t0.490\t-0.453\t0.000\t1.592\t0.661\t-1.405\t0.000\t0.874\t1.086\t0.990\t1.436\t1.527\t1.177\t0.993\n1\t0.796\t-0.171\t-0.818\t0.574\t-1.625\t1.201\t-0.737\t1.451\t2.173\t0.651\t0.404\t-0.452\t0.000\t1.150\t-0.652\t-0.120\t0.000\t1.008\t-0.093\t0.531\t3.102\t0.884\t0.706\t0.979\t1.193\t0.937\t0.943\t0.881\n1\t0.773\t1.023\t0.527\t1.537\t-0.201\t2.967\t-0.574\t-1.534\t2.173\t2.346\t-0.307\t0.394\t2.215\t1.393\t0.135\t-0.027\t0.000\t3.015\t0.187\t0.516\t0.000\t0.819\t1.260\t0.982\t2.552\t3.862\t2.179\t1.786\n0\t1.823\t1.008\t-1.489\t0.234\t-0.962\t0.591\t0.461\t0.996\t2.173\t0.568\t-1.297\t-0.410\t0.000\t0.887\t2.157\t1.194\t0.000\t2.079\t0.369\t-0.085\t3.102\t0.770\t0.945\t0.995\t1.179\t0.971\t0.925\t0.983\n0\t0.780\t0.640\t0.490\t0.680\t-1.301\t0.715\t-0.137\t0.152\t2.173\t0.616\t-0.831\t1.668\t0.000\t1.958\t0.528\t-0.982\t2.548\t0.966\t-1.551\t0.462\t0.000\t1.034\t1.079\t1.008\t0.827\t1.369\t1.152\t0.983\n1\t0.543\t0.801\t1.543\t1.134\t-0.772\t0.954\t-0.849\t0.410\t1.087\t0.851\t-1.988\t1.686\t0.000\t0.799\t-0.912\t-1.156\t0.000\t0.479\t0.097\t1.334\t0.000\t0.923\t0.597\t0.989\t1.231\t0.759\t0.975\t0.867\n0\t1.241\t-0.014\t0.129\t1.158\t0.670\t0.445\t-0.732\t1.739\t2.173\t0.918\t0.659\t-1.340\t2.215\t0.557\t2.410\t-1.404\t0.000\t0.966\t-1.545\t-1.120\t0.000\t0.874\t0.918\t0.987\t1.001\t0.798\t0.904\t0.937\n0\t1.751\t-0.266\t-1.575\t0.489\t1.292\t1.112\t1.533\t0.137\t2.173\t1.204\t-0.414\t-0.928\t0.000\t0.879\t1.237\t-0.415\t2.548\t1.479\t1.469\t0.913\t0.000\t2.884\t1.747\t0.989\t1.742\t0.600\t1.363\t1.293\n1\t1.505\t1.208\t-1.476\t0.995\t-0.836\t2.800\t-1.600\t0.111\t0.000\t2.157\t1.241\t1.110\t2.215\t1.076\t2.619\t-0.913\t0.000\t1.678\t2.204\t-1.575\t0.000\t0.849\t1.224\t0.990\t1.412\t0.976\t1.271\t1.105\n0\t0.816\t0.611\t0.779\t1.694\t0.278\t0.575\t-0.787\t1.592\t2.173\t1.148\t1.076\t-0.831\t2.215\t0.421\t1.316\t0.632\t0.000\t0.589\t0.452\t-1.466\t0.000\t0.779\t0.909\t0.990\t1.146\t1.639\t1.236\t0.949\n1\t0.551\t-0.808\t0.330\t1.188\t-0.294\t0.447\t-0.035\t-0.993\t0.000\t0.432\t-0.276\t-0.481\t2.215\t1.959\t-0.288\t1.195\t2.548\t0.638\t0.583\t1.107\t0.000\t0.832\t0.924\t0.993\t0.723\t0.976\t0.968\t0.895\n0\t1.316\t-0.093\t0.995\t0.860\t-0.621\t0.593\t-0.560\t-1.599\t2.173\t0.524\t-0.318\t-0.240\t2.215\t0.566\t0.759\t-0.368\t0.000\t0.483\t-2.030\t-1.104\t0.000\t1.468\t1.041\t1.464\t0.811\t0.778\t0.690\t0.722\n1\t1.528\t0.067\t-0.855\t0.959\t-1.464\t1.143\t-0.082\t1.023\t0.000\t0.702\t-0.763\t-0.244\t0.000\t0.935\t-0.881\t0.206\t2.548\t0.614\t-0.831\t1.657\t3.102\t1.680\t1.105\t0.983\t1.078\t0.559\t0.801\t0.809\n0\t0.558\t-0.833\t-0.598\t1.436\t-1.724\t1.316\t-0.661\t1.593\t2.173\t1.148\t-0.503\t-0.132\t1.107\t1.584\t-0.125\t0.380\t0.000\t1.110\t-1.216\t-0.181\t0.000\t1.258\t0.860\t1.053\t0.790\t1.814\t1.159\t1.007\n1\t0.819\t0.879\t1.221\t0.598\t-1.450\t0.754\t0.417\t-0.369\t2.173\t0.477\t1.199\t0.274\t0.000\t1.073\t0.368\t0.273\t2.548\t1.599\t2.047\t1.690\t0.000\t0.933\t0.984\t0.983\t0.788\t0.613\t0.728\t0.717\n0\t0.981\t-1.007\t0.489\t0.923\t1.261\t0.436\t-0.698\t-0.506\t2.173\t0.764\t-1.105\t-1.241\t2.215\t0.577\t-2.573\t-0.036\t0.000\t0.565\t-1.628\t1.610\t0.000\t0.688\t0.801\t0.991\t0.871\t0.554\t0.691\t0.656\n0\t2.888\t0.568\t-1.416\t1.461\t-1.157\t1.756\t-0.900\t0.522\t0.000\t0.657\t0.409\t1.076\t2.215\t1.419\t0.672\t-0.019\t0.000\t1.436\t-0.184\t-0.980\t3.102\t0.946\t0.919\t0.995\t1.069\t0.890\t0.834\t0.856\n1\t0.522\t1.805\t-0.963\t1.136\t0.418\t0.727\t-0.195\t-1.695\t2.173\t0.309\t2.559\t-0.178\t0.000\t0.521\t1.794\t0.919\t0.000\t0.788\t0.174\t-0.406\t3.102\t0.555\t0.729\t1.011\t1.385\t0.753\t0.927\t0.832\n1\t0.793\t-0.162\t-1.643\t0.634\t0.337\t0.898\t-0.633\t1.689\t0.000\t0.806\t-0.826\t-0.356\t2.215\t0.890\t-0.142\t-1.268\t0.000\t1.293\t0.574\t0.725\t0.000\t0.833\t1.077\t0.988\t0.721\t0.679\t0.867\t0.753\n0\t1.298\t1.098\t0.280\t0.371\t-0.373\t0.855\t-0.306\t-1.186\t0.000\t0.977\t-0.421\t1.003\t0.000\t0.978\t0.956\t-1.249\t2.548\t0.735\t0.577\t-0.037\t3.102\t0.974\t1.002\t0.992\t0.549\t0.587\t0.725\t0.954\n1\t0.751\t-0.520\t-1.653\t0.168\t-0.419\t0.878\t-1.023\t-1.364\t2.173\t1.310\t-0.667\t0.863\t0.000\t1.196\t-0.827\t0.358\t0.000\t1.154\t-0.165\t-0.360\t1.551\t0.871\t0.950\t0.983\t0.907\t0.955\t0.959\t0.874\n0\t1.730\t0.666\t-1.432\t0.446\t1.302\t0.921\t-0.203\t0.621\t0.000\t1.171\t-0.365\t-0.611\t1.107\t0.585\t0.807\t1.150\t0.000\t0.415\t-0.843\t1.311\t0.000\t0.968\t0.786\t0.986\t1.059\t0.371\t0.790\t0.848\n1\t0.596\t-1.486\t0.690\t1.045\t-1.344\t0.928\t0.867\t0.820\t2.173\t0.610\t0.999\t-1.329\t2.215\t0.883\t-0.001\t-0.106\t0.000\t1.145\t2.184\t-0.808\t0.000\t2.019\t1.256\t1.056\t1.751\t1.037\t1.298\t1.518\n1\t0.656\t-1.993\t-0.519\t1.643\t-0.143\t0.815\t0.256\t1.220\t1.087\t0.399\t-1.184\t-1.458\t0.000\t0.738\t1.361\t-1.443\t0.000\t0.842\t0.033\t0.293\t0.000\t0.910\t0.891\t0.993\t0.668\t0.562\t0.958\t0.787\n1\t1.127\t-0.542\t0.645\t0.318\t-1.496\t0.661\t-0.640\t0.369\t2.173\t0.992\t0.358\t1.702\t0.000\t1.004\t0.316\t-1.109\t0.000\t1.616\t-0.936\t-0.707\t1.551\t0.875\t1.191\t0.985\t0.651\t0.940\t0.969\t0.834\n0\t0.916\t-1.423\t-1.490\t1.248\t-0.538\t0.625\t-0.535\t-0.174\t0.000\t0.769\t-0.389\t1.608\t2.215\t0.667\t-1.138\t-1.738\t1.274\t0.877\t-0.019\t0.482\t0.000\t0.696\t0.917\t1.121\t0.678\t0.347\t0.647\t0.722\n1\t2.756\t-0.637\t-1.715\t1.331\t1.124\t0.913\t-0.296\t-0.491\t0.000\t0.983\t-0.831\t0.000\t2.215\t1.180\t-0.428\t0.742\t0.000\t1.113\t0.005\t-1.157\t1.551\t1.681\t1.096\t1.462\t0.976\t0.917\t1.009\t1.040\n0\t0.755\t1.754\t0.701\t2.111\t0.256\t1.243\t0.057\t-1.502\t2.173\t0.565\t-0.034\t-1.078\t1.107\t0.529\t1.696\t-1.090\t0.000\t0.665\t0.292\t0.107\t0.000\t0.870\t0.780\t0.990\t2.775\t0.465\t1.876\t1.758\n1\t0.593\t-0.762\t1.743\t0.908\t0.442\t0.773\t-1.357\t-0.768\t2.173\t0.432\t1.421\t1.236\t0.000\t0.579\t0.291\t-0.403\t0.000\t0.966\t-0.309\t1.016\t3.102\t0.893\t0.743\t0.989\t0.857\t1.030\t0.943\t0.854\n1\t0.891\t-1.151\t-1.269\t0.504\t-0.622\t0.893\t-0.549\t0.700\t0.000\t0.828\t-0.825\t0.154\t2.215\t1.083\t0.632\t-1.141\t0.000\t1.059\t-0.557\t1.526\t3.102\t2.117\t1.281\t0.987\t0.819\t0.802\t0.917\t0.828\n1\t2.358\t-0.248\t0.080\t0.747\t-0.975\t1.019\t1.374\t1.363\t0.000\t0.935\t0.127\t-1.707\t2.215\t0.312\t-0.827\t0.017\t0.000\t0.737\t1.059\t-0.327\t0.000\t0.716\t0.828\t1.495\t0.953\t0.704\t0.880\t0.745\n0\t0.660\t-0.017\t-1.138\t0.453\t1.002\t0.645\t0.518\t0.703\t2.173\t0.751\t0.705\t-0.592\t2.215\t0.744\t-0.909\t-1.596\t0.000\t0.410\t-1.135\t0.481\t0.000\t0.592\t0.922\t0.989\t0.897\t0.948\t0.777\t0.701\n1\t0.718\t0.518\t0.225\t1.710\t-0.022\t1.888\t-0.424\t1.092\t0.000\t4.134\t0.185\t-1.366\t0.000\t1.415\t1.293\t0.242\t2.548\t2.351\t0.264\t-0.057\t3.102\t0.830\t1.630\t0.976\t1.215\t0.890\t1.422\t1.215\n1\t1.160\t0.203\t0.941\t0.594\t0.212\t0.636\t-0.556\t0.679\t2.173\t1.089\t-0.481\t-1.008\t1.107\t1.245\t-0.056\t-1.357\t0.000\t0.587\t1.007\t0.056\t0.000\t1.106\t0.901\t0.987\t0.786\t1.224\t0.914\t0.837\n1\t0.697\t0.542\t0.619\t0.985\t1.481\t0.745\t0.415\t1.644\t2.173\t0.903\t0.495\t-0.958\t2.215\t1.165\t1.195\t0.346\t0.000\t1.067\t-0.881\t-0.264\t0.000\t0.830\t1.025\t0.987\t0.690\t0.863\t0.894\t0.867\n0\t1.430\t0.190\t-0.700\t0.246\t0.518\t1.302\t0.660\t-0.247\t2.173\t1.185\t-0.539\t1.504\t0.000\t1.976\t-0.401\t1.079\t0.000\t0.855\t-0.958\t-1.110\t3.102\t0.886\t0.953\t0.993\t0.889\t1.400\t1.376\t1.119\n1\t1.122\t-0.795\t0.202\t0.397\t-1.553\t0.597\t-1.459\t-0.734\t2.173\t0.522\t1.044\t1.027\t2.215\t0.783\t-1.243\t1.701\t0.000\t0.371\t1.737\t0.199\t0.000\t1.719\t1.176\t0.988\t0.723\t1.583\t1.063\t0.914\n0\t1.153\t0.526\t1.236\t0.266\t0.001\t1.139\t-1.236\t-0.585\t2.173\t1.337\t-0.215\t-1.356\t2.215\t1.780\t1.129\t0.902\t0.000\t1.608\t-0.391\t-0.161\t0.000\t1.441\t1.633\t0.990\t1.838\t1.516\t1.635\t1.373\n1\t0.760\t1.012\t0.758\t0.937\t0.051\t0.941\t0.687\t-1.247\t2.173\t1.288\t-0.743\t0.822\t0.000\t1.552\t1.782\t-1.533\t0.000\t0.767\t1.349\t0.168\t0.000\t0.716\t0.862\t0.988\t0.595\t0.359\t0.697\t0.623\n1\t1.756\t-1.469\t1.395\t1.345\t-1.595\t0.817\t0.017\t-0.741\t2.173\t0.483\t-0.008\t0.293\t0.000\t1.768\t-0.663\t0.438\t1.274\t1.202\t-1.387\t-0.222\t0.000\t1.022\t1.058\t0.992\t1.407\t1.427\t1.356\t1.133\n0\t0.397\t0.582\t-0.758\t1.260\t-1.735\t0.889\t-0.515\t1.139\t2.173\t0.973\t1.616\t0.460\t0.000\t1.308\t1.001\t-0.709\t2.548\t0.858\t0.995\t-0.231\t0.000\t0.749\t0.888\t0.979\t1.487\t1.804\t1.208\t1.079\n0\t0.515\t-0.984\t0.425\t1.114\t-0.439\t1.999\t0.818\t1.561\t0.000\t1.407\t0.009\t-0.380\t0.000\t1.332\t0.230\t0.397\t0.000\t1.356\t-0.616\t-1.057\t3.102\t0.978\t1.017\t0.990\t1.118\t0.862\t0.835\t0.919\n1\t1.368\t-0.921\t-0.866\t0.842\t-0.598\t0.456\t-1.176\t1.219\t1.087\t0.419\t-1.974\t-0.819\t0.000\t0.791\t-1.640\t0.881\t0.000\t1.295\t-0.782\t0.442\t3.102\t0.945\t0.761\t0.974\t0.915\t0.535\t0.733\t0.651\n0\t2.276\t0.134\t0.399\t2.525\t0.376\t1.111\t-1.078\t-1.571\t0.000\t0.657\t2.215\t-0.900\t0.000\t1.183\t-0.662\t-0.508\t2.548\t1.436\t-0.517\t0.960\t3.102\t0.569\t0.931\t0.993\t1.170\t0.967\t0.879\t1.207\n0\t0.849\t0.907\t0.124\t0.652\t1.585\t0.715\t0.355\t-1.200\t0.000\t0.599\t-0.892\t1.301\t0.000\t1.106\t1.151\t0.582\t0.000\t1.895\t-0.279\t-0.568\t3.102\t0.881\t0.945\t0.998\t0.559\t0.649\t0.638\t0.660\n1\t2.105\t0.248\t-0.797\t0.530\t0.206\t1.957\t-2.175\t0.797\t0.000\t1.193\t0.637\t-1.646\t2.215\t0.881\t1.111\t-1.046\t0.000\t0.872\t-0.185\t1.085\t1.551\t0.986\t1.343\t1.151\t1.069\t0.714\t2.063\t1.951\n1\t1.838\t1.060\t1.637\t1.017\t1.370\t0.913\t0.461\t-0.609\t1.087\t0.766\t-0.461\t0.303\t2.215\t0.724\t-0.061\t0.886\t0.000\t0.941\t1.123\t-0.745\t0.000\t0.858\t0.847\t0.979\t1.313\t1.083\t1.094\t0.910\n0\t0.364\t1.274\t1.066\t1.570\t-0.394\t0.485\t0.012\t-1.716\t0.000\t0.317\t-1.233\t0.534\t2.215\t0.548\t-2.165\t0.762\t0.000\t0.729\t0.169\t-0.318\t3.102\t0.892\t0.944\t1.013\t0.594\t0.461\t0.688\t0.715\n1\t0.503\t1.343\t-0.031\t1.134\t-1.204\t0.590\t-0.309\t0.174\t2.173\t0.408\t2.372\t-0.628\t0.000\t1.850\t0.400\t1.147\t2.548\t0.664\t-0.458\t-0.885\t0.000\t1.445\t1.283\t0.989\t1.280\t1.118\t1.127\t1.026\n0\t1.873\t0.258\t0.103\t2.491\t0.530\t1.678\t0.644\t-1.738\t2.173\t1.432\t0.848\t-1.340\t0.000\t0.621\t1.323\t-1.316\t0.000\t0.628\t0.789\t-0.206\t1.551\t0.426\t0.802\t1.125\t0.688\t1.079\t1.338\t1.239\n1\t0.826\t-0.732\t1.587\t0.582\t-1.236\t0.495\t0.757\t-0.741\t2.173\t0.940\t1.474\t0.354\t2.215\t0.474\t1.055\t-1.657\t0.000\t0.415\t1.758\t0.841\t0.000\t0.451\t0.578\t0.984\t0.757\t0.922\t0.860\t0.696\n0\t0.935\t-1.614\t-0.597\t0.299\t1.223\t0.707\t-0.853\t-1.026\t0.000\t0.751\t0.007\t-1.691\t0.000\t1.062\t-0.125\t0.976\t2.548\t0.877\t1.275\t0.646\t0.000\t0.962\t1.074\t0.980\t0.608\t0.726\t0.741\t0.662\n1\t0.643\t0.542\t-1.285\t0.474\t-0.366\t0.667\t-0.446\t1.195\t2.173\t1.076\t0.145\t-0.126\t0.000\t0.970\t-0.661\t0.394\t1.274\t1.218\t-0.184\t-1.722\t0.000\t1.331\t1.019\t0.985\t1.192\t0.677\t0.973\t0.910\n0\t0.713\t0.164\t1.080\t1.427\t-0.460\t0.960\t-0.152\t-0.940\t2.173\t1.427\t-0.901\t1.036\t1.107\t0.440\t-1.269\t-0.194\t0.000\t0.452\t1.932\t-0.532\t0.000\t1.542\t1.210\t1.374\t1.319\t1.818\t1.220\t1.050\n0\t0.876\t-0.463\t-1.224\t2.458\t-1.689\t1.007\t-0.752\t0.398\t0.000\t2.456\t-1.285\t-0.152\t1.107\t1.641\t1.838\t1.717\t0.000\t0.458\t0.194\t0.488\t3.102\t4.848\t2.463\t0.986\t1.981\t0.974\t2.642\t2.258\n1\t0.384\t-0.275\t0.387\t1.403\t-0.994\t0.620\t-1.529\t1.685\t0.000\t1.091\t-1.644\t1.078\t0.000\t0.781\t-1.311\t0.326\t2.548\t1.228\t-0.728\t-0.633\t1.551\t0.920\t0.854\t0.987\t0.646\t0.609\t0.740\t0.884\n0\t0.318\t-1.818\t-1.008\t0.977\t1.268\t0.457\t2.451\t-1.522\t0.000\t0.881\t1.351\t0.461\t2.215\t0.929\t0.239\t-0.380\t2.548\t0.382\t-0.613\t1.330\t0.000\t1.563\t1.193\t0.994\t0.829\t0.874\t0.901\t1.026\n1\t0.612\t-1.120\t1.098\t0.402\t-0.480\t0.818\t0.188\t1.511\t0.000\t0.800\t-0.253\t0.977\t0.000\t1.175\t0.271\t-1.289\t1.274\t2.531\t0.226\t-0.409\t3.102\t0.889\t0.947\t0.979\t1.486\t0.940\t1.152\t1.119\n1\t0.587\t-0.737\t-0.228\t0.970\t1.119\t0.823\t0.184\t1.594\t0.000\t1.104\t0.301\t-0.818\t2.215\t0.819\t0.712\t-0.560\t0.000\t2.240\t-0.419\t0.340\t3.102\t1.445\t1.103\t0.988\t0.715\t1.363\t1.019\t0.926\n0\t1.030\t-0.694\t-1.638\t0.893\t-1.074\t1.160\t-0.766\t0.485\t0.000\t1.632\t-0.698\t-1.142\t2.215\t1.050\t-1.092\t0.952\t0.000\t1.475\t0.286\t0.125\t3.102\t0.914\t1.075\t0.982\t0.732\t1.493\t1.219\t1.079\n1\t2.142\t0.617\t1.517\t0.387\t-0.862\t0.345\t1.203\t-1.014\t2.173\t0.609\t1.092\t0.275\t0.000\t1.331\t0.582\t-0.183\t2.548\t0.557\t1.540\t-1.642\t0.000\t0.801\t0.737\t1.060\t0.715\t0.626\t0.749\t0.674\n0\t1.076\t0.240\t-0.246\t0.871\t-1.241\t0.496\t0.282\t0.746\t2.173\t1.095\t-0.648\t1.100\t2.215\t0.446\t-1.756\t0.764\t0.000\t0.434\t0.788\t-0.991\t0.000\t1.079\t0.868\t1.047\t0.818\t0.634\t0.795\t0.733\n0\t1.400\t0.901\t-1.617\t0.625\t-0.163\t0.661\t-0.411\t-1.616\t2.173\t0.685\t0.524\t0.425\t0.000\t0.881\t-0.766\t0.312\t0.000\t0.979\t0.255\t-0.667\t3.102\t0.898\t1.105\t1.253\t0.730\t0.716\t0.738\t0.795\n0\t3.302\t1.132\t1.051\t0.658\t0.768\t1.308\t0.251\t-0.374\t1.087\t1.673\t0.015\t-0.898\t0.000\t0.688\t-0.535\t1.363\t1.274\t0.871\t1.325\t-1.583\t0.000\t1.646\t1.249\t0.995\t1.919\t1.288\t1.330\t1.329\n0\t1.757\t0.202\t0.750\t0.767\t-0.362\t0.932\t-1.033\t-1.366\t0.000\t1.529\t-1.012\t-0.771\t0.000\t1.161\t-0.287\t0.059\t0.000\t2.185\t1.147\t1.099\t3.102\t0.795\t0.529\t1.354\t1.144\t1.491\t1.319\t1.161\n0\t1.290\t0.905\t-1.711\t1.017\t-0.695\t1.008\t-1.038\t0.693\t2.173\t1.202\t-0.595\t0.187\t0.000\t1.011\t0.139\t-1.607\t0.000\t0.789\t-0.613\t-1.041\t3.102\t1.304\t0.895\t1.259\t1.866\t0.955\t1.211\t1.200\n1\t1.125\t-0.004\t1.694\t0.373\t0.329\t0.978\t0.640\t-0.391\t0.000\t1.122\t-0.376\t1.521\t2.215\t0.432\t2.413\t-1.259\t0.000\t0.969\t0.730\t0.512\t3.102\t0.716\t0.773\t0.991\t0.624\t0.977\t0.981\t0.875\n0\t1.081\t0.861\t1.252\t1.621\t1.474\t1.293\t0.600\t0.630\t0.000\t1.991\t-0.090\t-0.675\t2.215\t0.861\t1.105\t-0.201\t0.000\t1.135\t2.489\t-1.659\t0.000\t1.089\t0.657\t0.991\t2.179\t0.412\t1.334\t1.071\n1\t0.652\t-0.294\t1.241\t1.034\t0.490\t1.033\t0.551\t-0.963\t2.173\t0.661\t1.031\t-1.654\t2.215\t1.376\t-0.018\t0.843\t0.000\t0.943\t-0.329\t-0.269\t0.000\t1.085\t1.067\t0.991\t1.504\t0.773\t1.135\t0.993\n1\t1.408\t-1.028\t-1.018\t0.252\t-0.242\t0.465\t-0.364\t-0.200\t0.000\t1.466\t0.669\t0.739\t1.107\t1.031\t0.415\t-1.468\t2.548\t0.457\t-1.091\t-1.722\t0.000\t0.771\t0.811\t0.979\t1.459\t1.204\t1.041\t0.866\n1\t0.781\t-1.143\t-0.659\t0.961\t1.266\t1.183\t-0.686\t0.119\t2.173\t1.126\t-0.064\t1.447\t0.000\t0.730\t1.430\t-1.535\t0.000\t1.601\t0.513\t1.658\t0.000\t0.871\t1.345\t1.184\t1.058\t0.620\t1.107\t0.978\n1\t1.300\t-0.616\t1.032\t0.751\t-0.731\t0.961\t-0.716\t1.592\t0.000\t2.079\t-1.063\t-0.271\t2.215\t0.475\t0.518\t1.695\t1.274\t0.395\t-2.204\t0.349\t0.000\t1.350\t0.983\t1.369\t1.265\t1.428\t1.135\t0.982\n1\t0.833\t0.809\t1.657\t1.637\t1.019\t0.705\t1.077\t-0.968\t2.173\t1.261\t0.114\t-0.298\t1.107\t1.032\t0.017\t0.236\t0.000\t0.640\t-0.026\t-1.598\t0.000\t0.894\t0.982\t0.981\t1.250\t1.054\t1.018\t0.853\n1\t1.686\t-1.090\t-0.301\t0.890\t0.557\t1.304\t-0.284\t-1.393\t2.173\t0.388\t2.118\t0.513\t0.000\t0.514\t-0.015\t0.891\t0.000\t0.460\t0.547\t0.627\t3.102\t0.942\t0.524\t1.186\t1.528\t0.889\t1.015\t1.122\n1\t0.551\t0.911\t0.879\t0.379\t-0.796\t1.154\t-0.808\t-0.966\t0.000\t1.168\t-0.513\t0.355\t2.215\t0.646\t-1.309\t0.773\t0.000\t0.544\t-0.283\t1.301\t3.102\t0.847\t0.705\t0.990\t0.772\t0.546\t0.790\t0.719\n1\t1.597\t0.793\t-1.119\t0.691\t-1.455\t0.370\t0.337\t1.354\t0.000\t0.646\t-1.005\t0.732\t2.215\t1.019\t0.040\t0.209\t0.000\t0.545\t0.958\t0.239\t3.102\t0.962\t0.793\t0.994\t0.719\t0.745\t0.812\t0.739\n0\t1.033\t-1.193\t-0.452\t0.247\t0.970\t0.503\t-1.424\t1.362\t0.000\t1.062\t-0.416\t-1.156\t2.215\t0.935\t-0.023\t0.555\t2.548\t0.410\t-1.766\t0.379\t0.000\t0.590\t0.953\t0.991\t0.717\t1.081\t0.763\t0.690\n1\t0.859\t-1.004\t1.521\t0.781\t-0.993\t0.677\t0.643\t-0.338\t2.173\t0.486\t0.409\t1.283\t0.000\t0.679\t0.110\t0.285\t0.000\t0.715\t-0.735\t-0.157\t1.551\t0.702\t0.773\t0.984\t0.627\t0.633\t0.694\t0.643\n0\t0.612\t-1.127\t1.074\t1.225\t-0.426\t0.927\t-2.141\t-0.473\t0.000\t1.290\t-0.927\t-1.085\t2.215\t1.183\t1.981\t-1.687\t0.000\t2.176\t0.406\t-1.581\t0.000\t0.945\t0.651\t1.170\t0.895\t1.604\t1.179\t1.142\n1\t0.535\t0.321\t-1.095\t0.281\t-0.960\t0.876\t-0.709\t-0.076\t0.000\t1.563\t-0.666\t1.536\t2.215\t0.773\t-0.321\t0.435\t0.000\t0.682\t-0.801\t-0.952\t3.102\t0.711\t0.667\t0.985\t0.888\t0.741\t0.872\t0.758\n1\t0.745\t1.586\t1.578\t0.863\t-1.423\t0.530\t1.714\t1.085\t0.000\t1.174\t0.679\t1.015\t0.000\t1.158\t0.609\t-1.186\t2.548\t1.851\t0.832\t-0.248\t3.102\t0.910\t1.164\t0.983\t0.947\t0.858\t0.928\t0.823\n0\t0.677\t-1.014\t-1.648\t1.455\t1.461\t0.596\t-2.358\t0.517\t0.000\t0.800\t0.849\t-0.743\t2.215\t1.024\t-0.282\t-1.004\t0.000\t1.846\t-0.977\t0.378\t3.102\t2.210\t1.423\t0.982\t1.074\t1.623\t1.417\t1.258\n1\t0.815\t-1.263\t0.057\t1.018\t-0.208\t0.339\t-0.347\t-1.646\t2.173\t1.223\t0.600\t-1.658\t2.215\t1.435\t0.042\t0.926\t0.000\t0.777\t1.698\t-0.698\t0.000\t1.022\t1.058\t1.000\t0.784\t0.477\t0.886\t0.836\n0\t3.512\t-1.094\t-0.220\t0.338\t-0.328\t1.962\t-1.099\t1.544\t1.087\t1.461\t-1.305\t-0.922\t2.215\t1.219\t-1.289\t0.400\t0.000\t0.731\t0.155\t1.249\t0.000\t1.173\t1.366\t0.993\t2.259\t2.000\t1.626\t1.349\n0\t0.904\t1.248\t0.325\t0.317\t-1.624\t0.685\t-0.538\t1.665\t2.173\t0.685\t-2.145\t-1.106\t0.000\t0.632\t-1.460\t1.017\t0.000\t1.085\t-0.182\t0.162\t3.102\t0.885\t0.801\t0.989\t0.930\t0.904\t1.012\t0.961\n"
  },
  {
    "path": "examples/parallel_learning/binary.train",
    "content": "1\t0.869\t-0.635\t0.226\t0.327\t-0.690\t0.754\t-0.249\t-1.092\t0.000\t1.375\t-0.654\t0.930\t1.107\t1.139\t-1.578\t-1.047\t0.000\t0.658\t-0.010\t-0.046\t3.102\t1.354\t0.980\t0.978\t0.920\t0.722\t0.989\t0.877\n1\t0.908\t0.329\t0.359\t1.498\t-0.313\t1.096\t-0.558\t-1.588\t2.173\t0.813\t-0.214\t1.271\t2.215\t0.500\t-1.261\t0.732\t0.000\t0.399\t-1.139\t-0.001\t0.000\t0.302\t0.833\t0.986\t0.978\t0.780\t0.992\t0.798\n1\t0.799\t1.471\t-1.636\t0.454\t0.426\t1.105\t1.282\t1.382\t0.000\t0.852\t1.541\t-0.820\t2.215\t0.993\t0.356\t-0.209\t2.548\t1.257\t1.129\t0.900\t0.000\t0.910\t1.108\t0.986\t0.951\t0.803\t0.866\t0.780\n0\t1.344\t-0.877\t0.936\t1.992\t0.882\t1.786\t-1.647\t-0.942\t0.000\t2.423\t-0.676\t0.736\t2.215\t1.299\t-1.431\t-0.365\t0.000\t0.745\t-0.678\t-1.360\t0.000\t0.947\t1.029\t0.999\t0.728\t0.869\t1.027\t0.958\n1\t1.105\t0.321\t1.522\t0.883\t-1.205\t0.681\t-1.070\t-0.922\t0.000\t0.801\t1.021\t0.971\t2.215\t0.597\t-0.350\t0.631\t0.000\t0.480\t-0.374\t0.113\t0.000\t0.756\t1.361\t0.987\t0.838\t1.133\t0.872\t0.808\n0\t1.596\t-0.608\t0.007\t1.818\t-0.112\t0.848\t-0.566\t1.581\t2.173\t0.755\t0.643\t1.426\t0.000\t0.922\t-1.190\t-1.616\t0.000\t0.651\t-0.654\t-1.274\t3.102\t0.824\t0.938\t0.972\t0.789\t0.431\t0.961\t0.958\n1\t0.409\t-1.885\t-1.027\t1.672\t-1.605\t1.338\t0.055\t0.013\t2.173\t0.510\t-1.038\t0.708\t0.000\t0.747\t-0.358\t-1.647\t0.000\t0.367\t0.069\t1.377\t3.102\t0.869\t1.222\t1.001\t0.545\t0.699\t0.977\t0.829\n1\t0.934\t0.629\t0.528\t0.238\t-0.967\t0.548\t-0.059\t-1.707\t2.173\t0.941\t-2.654\t-0.157\t0.000\t1.030\t-0.176\t0.523\t2.548\t1.374\t1.291\t-1.467\t0.000\t0.902\t1.084\t0.980\t0.783\t0.849\t0.894\t0.775\n1\t1.405\t0.537\t0.690\t1.180\t-0.110\t3.202\t-1.527\t-1.576\t0.000\t2.932\t0.567\t-0.130\t2.215\t1.787\t0.899\t0.585\t2.548\t0.402\t-0.151\t1.163\t0.000\t1.667\t4.039\t1.176\t1.045\t1.543\t3.535\t2.741\n1\t1.177\t0.104\t1.397\t0.480\t0.266\t1.136\t1.535\t-0.253\t0.000\t1.027\t0.534\t1.180\t0.000\t2.406\t0.088\t-0.977\t2.548\t1.250\t0.269\t0.530\t0.000\t0.833\t0.774\t0.986\t1.104\t0.849\t0.937\t0.812\n1\t0.946\t1.111\t1.218\t0.908\t0.822\t1.153\t-0.365\t-1.566\t0.000\t0.745\t0.721\t-0.376\t2.215\t0.609\t0.308\t-1.282\t0.000\t1.598\t-0.451\t0.064\t3.102\t0.829\t0.981\t0.994\t0.908\t0.776\t0.783\t0.725\n0\t0.739\t-0.178\t0.830\t0.505\t-0.130\t0.961\t-0.356\t-1.717\t2.173\t0.621\t-0.482\t-1.199\t0.000\t0.983\t0.081\t-0.290\t0.000\t1.065\t0.774\t0.399\t3.102\t0.945\t1.026\t0.982\t0.542\t1.251\t0.830\t0.761\n1\t1.384\t0.117\t-1.180\t0.763\t-0.080\t1.020\t0.877\t1.277\t2.173\t0.331\t1.410\t-1.474\t0.000\t1.283\t0.737\t-0.225\t0.000\t1.560\t0.847\t0.505\t3.102\t0.959\t0.807\t1.192\t1.221\t0.861\t0.929\t0.838\n1\t1.384\t0.889\t0.619\t1.082\t0.345\t0.956\t0.855\t-1.129\t2.173\t0.546\t-0.308\t-0.623\t2.215\t0.348\t1.024\t0.184\t0.000\t0.781\t-1.636\t1.144\t0.000\t0.522\t0.738\t0.986\t1.350\t0.813\t0.953\t0.780\n1\t1.344\t0.839\t-1.061\t2.472\t-0.573\t1.513\t1.144\t0.856\t0.000\t0.884\t1.475\t-1.361\t1.107\t1.587\t2.235\t0.078\t0.000\t1.609\t2.396\t0.757\t0.000\t0.934\t0.845\t1.078\t1.400\t0.948\t1.008\t0.901\n0\t0.547\t-0.350\t-0.647\t2.040\t0.276\t0.545\t0.839\t1.729\t0.000\t0.653\t1.472\t1.243\t0.000\t0.786\t-0.044\t-1.020\t2.548\t0.419\t-0.629\t1.571\t3.102\t0.689\t0.867\t1.082\t0.664\t0.354\t0.580\t0.817\n1\t1.484\t1.700\t-1.059\t2.700\t-1.056\t2.409\t0.457\t0.345\t0.000\t1.415\t1.114\t-1.449\t0.000\t1.013\t-2.057\t1.131\t0.000\t0.905\t2.182\t1.043\t0.000\t1.654\t0.994\t0.983\t0.741\t0.163\t0.592\t0.745\n0\t1.058\t-0.161\t-0.195\t2.705\t-0.751\t1.910\t-1.032\t0.865\t0.000\t1.301\t0.147\t-1.119\t1.107\t0.967\t-0.367\t1.108\t0.000\t0.555\t-0.714\t1.505\t3.102\t0.954\t0.651\t1.125\t0.894\t0.672\t1.182\t1.316\n0\t0.675\t1.121\t-0.280\t1.540\t0.735\t0.615\t-0.507\t0.795\t2.173\t0.219\t-1.894\t-0.581\t0.000\t1.246\t-0.348\t-0.856\t2.548\t0.753\t-1.146\t-1.375\t0.000\t0.907\t0.898\t1.120\t1.269\t1.089\t1.015\t0.915\n1\t0.643\t-1.430\t1.519\t0.941\t0.887\t1.615\t-1.337\t-0.267\t1.087\t1.667\t0.656\t-1.588\t0.000\t0.828\t1.836\t0.408\t0.000\t1.709\t-0.347\t-1.183\t3.102\t0.921\t1.373\t0.985\t1.423\t1.547\t1.783\t1.438\n1\t1.102\t0.427\t1.717\t0.934\t0.776\t1.279\t-0.250\t-0.926\t2.173\t1.067\t0.434\t0.681\t0.000\t1.054\t0.004\t0.255\t0.000\t0.743\t1.208\t-1.151\t0.000\t0.709\t0.522\t1.054\t1.273\t0.835\t0.935\t0.865\n1\t1.330\t0.202\t1.173\t0.135\t-1.083\t0.728\t1.109\t-0.540\t1.087\t0.462\t0.133\t-0.561\t0.000\t0.479\t1.187\t0.658\t0.000\t0.670\t1.007\t0.055\t3.102\t0.782\t0.672\t0.990\t0.734\t0.379\t0.765\t0.643\n0\t1.290\t-1.423\t-0.687\t0.131\t-1.136\t0.821\t0.296\t0.168\t2.173\t0.696\t-0.469\t-1.151\t1.107\t0.940\t0.273\t1.641\t0.000\t0.720\t1.106\t0.727\t0.000\t1.007\t0.868\t0.999\t1.110\t1.125\t0.883\t0.859\n1\t1.048\t-1.119\t-0.957\t0.996\t-1.550\t0.733\t0.283\t0.919\t2.173\t1.050\t-0.041\t0.109\t2.215\t0.943\t0.320\t-0.858\t0.000\t0.628\t-0.325\t1.217\t0.000\t0.873\t0.873\t0.976\t1.373\t0.888\t1.207\t0.999\n0\t0.488\t1.698\t0.791\t0.894\t-0.709\t1.563\t-0.076\t1.739\t2.173\t0.624\t2.395\t0.523\t0.000\t1.661\t0.266\t-0.218\t2.548\t0.947\t-0.077\t0.285\t0.000\t1.675\t1.414\t0.988\t1.333\t2.004\t1.551\t1.217\n0\t1.413\t-0.852\t0.310\t1.128\t-1.510\t0.820\t1.153\t-1.670\t2.173\t1.170\t0.100\t0.266\t0.000\t0.852\t0.401\t-1.334\t0.000\t1.370\t0.960\t-0.632\t0.000\t0.890\t0.938\t1.745\t0.974\t0.677\t1.136\t0.973\n1\t0.770\t-0.449\t-0.986\t0.966\t-1.301\t0.739\t-1.033\t0.875\t1.087\t1.369\t-1.181\t0.167\t1.107\t1.257\t-0.122\t-1.588\t0.000\t0.600\t0.611\t0.116\t0.000\t1.048\t1.106\t0.993\t1.132\t0.892\t0.974\t0.951\n0\t2.468\t0.664\t1.024\t0.317\t1.407\t0.996\t-0.453\t-0.500\t0.000\t0.348\t1.016\t-0.161\t0.000\t0.978\t-2.634\t-0.285\t0.000\t1.245\t-0.472\t1.464\t3.102\t1.006\t0.795\t0.996\t0.945\t0.322\t0.735\t1.470\n1\t1.014\t0.013\t-0.485\t0.695\t1.701\t0.597\t0.076\t0.143\t2.173\t0.917\t0.685\t1.713\t2.215\t0.531\t-0.987\t-1.654\t0.000\t0.963\t1.295\t0.264\t0.000\t1.576\t1.067\t1.072\t0.806\t1.130\t0.838\t0.752\n0\t1.251\t-0.750\t1.090\t0.462\t-0.381\t0.677\t0.340\t-0.711\t0.000\t0.601\t-0.461\t-1.247\t0.000\t0.822\t0.985\t-1.653\t0.000\t0.754\t-0.907\t0.279\t3.102\t0.848\t0.842\t1.021\t0.666\t0.411\t0.607\t0.638\n1\t1.114\t1.782\t1.450\t0.653\t1.513\t0.825\t1.851\t-0.480\t0.000\t0.846\t1.158\t0.514\t2.215\t0.520\t2.685\t1.542\t0.000\t1.042\t0.549\t-0.463\t1.551\t1.321\t1.037\t0.997\t0.824\t0.692\t0.804\t0.831\n1\t0.657\t-0.901\t-0.855\t1.176\t1.487\t0.745\t-1.236\t1.649\t2.173\t0.661\t-2.099\t0.137\t0.000\t1.780\t-1.036\t-0.213\t0.000\t1.236\t-0.185\t0.784\t3.102\t0.861\t1.016\t1.045\t0.759\t0.898\t0.849\t0.765\n0\t1.009\t-0.660\t-1.539\t1.316\t-1.693\t1.146\t2.025\t0.137\t0.000\t1.063\t-0.539\t1.052\t2.215\t1.124\t0.548\t-0.887\t2.548\t1.017\t-0.057\t0.172\t0.000\t1.076\t0.939\t0.974\t0.932\t1.346\t0.854\t0.822\n0\t2.122\t0.792\t0.723\t2.438\t1.064\t2.692\t0.361\t-0.993\t2.173\t1.725\t1.204\t0.488\t2.215\t0.267\t-0.767\t-1.134\t0.000\t1.372\t0.601\t-0.568\t0.000\t0.727\t0.981\t0.989\t2.837\t3.398\t2.152\t1.568\n1\t0.304\t-1.425\t-1.646\t1.166\t-1.469\t1.458\t-0.472\t0.510\t2.173\t0.867\t-0.309\t-1.605\t0.000\t1.317\t0.136\t-0.332\t2.548\t0.853\t0.744\t-1.365\t0.000\t0.760\t0.980\t0.986\t1.376\t1.309\t1.081\t0.957\n1\t1.167\t0.556\t-0.911\t0.908\t0.051\t1.078\t0.387\t1.253\t0.000\t1.213\t0.155\t-0.673\t2.215\t0.489\t-1.384\t0.704\t0.000\t1.348\t0.692\t-1.502\t3.102\t0.868\t0.829\t1.087\t0.782\t0.878\t0.642\t0.621\n1\t0.880\t0.617\t-0.649\t1.724\t1.104\t1.213\t-0.576\t1.216\t2.173\t0.782\t-0.913\t-0.102\t0.000\t1.183\t-0.576\t-0.783\t0.000\t0.432\t1.286\t-0.204\t0.000\t0.879\t0.616\t1.706\t1.435\t0.598\t0.911\t1.007\n0\t0.313\t1.256\t-0.904\t1.002\t1.290\t1.383\t1.295\t-1.528\t2.173\t1.160\t-0.765\t0.080\t1.107\t1.060\t2.309\t-0.340\t0.000\t0.852\t1.129\t0.378\t0.000\t0.911\t1.480\t0.988\t1.000\t2.976\t1.837\t1.444\n0\t1.263\t0.596\t0.460\t1.063\t1.060\t0.709\t-0.613\t-0.688\t0.000\t1.464\t1.079\t1.174\t2.215\t1.411\t0.369\t-0.596\t1.274\t0.611\t0.293\t-0.894\t0.000\t1.175\t1.244\t0.988\t0.905\t1.623\t1.442\t1.222\n1\t1.121\t-0.379\t1.363\t1.451\t0.782\t1.088\t-0.803\t-0.793\t1.087\t0.515\t0.368\t-0.665\t0.000\t0.708\t-1.372\t1.449\t0.000\t0.579\t0.441\t0.238\t3.102\t1.336\t0.869\t0.984\t1.459\t0.905\t0.950\t0.863\n0\t1.205\t0.916\t-1.209\t0.354\t-0.706\t1.124\t1.045\t0.787\t0.000\t0.489\t-0.457\t-1.033\t2.215\t0.388\t1.276\t0.000\t0.000\t0.443\t-0.889\t1.403\t0.000\t0.842\t0.653\t0.986\t0.500\t0.532\t0.580\t0.589\n1\t0.420\t-0.722\t0.732\t0.885\t-0.724\t0.741\t1.244\t1.619\t0.000\t1.248\t0.281\t0.076\t2.215\t1.085\t0.331\t1.242\t0.000\t1.025\t0.086\t-0.955\t1.551\t0.919\t0.927\t0.989\t0.744\t0.824\t0.923\t0.798\n0\t1.380\t1.427\t1.105\t1.788\t0.982\t1.955\t-0.205\t-0.852\t1.087\t0.901\t-0.193\t0.854\t0.000\t1.172\t0.352\t-0.512\t1.274\t0.445\t-0.158\t1.421\t0.000\t0.403\t0.882\t1.000\t2.450\t0.804\t1.608\t1.272\n1\t0.704\t0.369\t-0.230\t1.167\t-1.430\t0.721\t0.012\t1.508\t2.173\t0.683\t0.028\t0.688\t2.215\t1.013\t-0.764\t-0.222\t0.000\t0.930\t0.082\t-0.753\t0.000\t0.865\t0.748\t1.107\t0.835\t0.696\t0.681\t0.604\n1\t0.695\t0.420\t1.203\t0.769\t-0.911\t0.830\t1.168\t0.076\t0.000\t0.394\t0.392\t0.510\t2.215\t0.747\t1.559\t0.835\t0.000\t1.090\t-0.422\t-1.161\t3.102\t0.973\t0.654\t0.987\t0.688\t0.652\t0.784\t0.703\n1\t0.312\t1.722\t1.411\t1.133\t1.163\t0.756\t1.210\t-0.700\t2.173\t0.755\t-0.053\t-0.139\t2.215\t0.812\t-0.193\t1.153\t0.000\t0.847\t1.298\t1.682\t0.000\t1.010\t1.000\t0.996\t1.118\t0.931\t0.860\t0.794\n0\t0.431\t0.572\t-0.684\t2.262\t0.155\t1.178\t0.178\t-1.429\t2.173\t0.463\t0.649\t0.544\t2.215\t0.757\t0.955\t1.552\t0.000\t0.658\t1.073\t1.064\t0.000\t0.344\t0.840\t0.986\t0.580\t1.096\t0.957\t0.821\n0\t0.309\t-1.951\t-1.229\t1.592\t0.770\t0.633\t-0.197\t-1.568\t1.087\t0.898\t-1.885\t-0.257\t0.000\t0.897\t-0.933\t0.931\t2.548\t1.280\t-0.431\t-0.799\t0.000\t0.921\t0.862\t0.990\t0.812\t0.831\t1.026\t0.895\n1\t0.458\t0.129\t-0.519\t1.195\t0.737\t0.534\t-1.316\t-1.729\t0.000\t0.687\t0.351\t1.103\t2.215\t0.911\t1.049\t-0.219\t2.548\t0.808\t-1.014\t-0.367\t0.000\t0.888\t1.371\t0.984\t0.871\t0.852\t1.238\t1.006\n0\t0.637\t-0.037\t-1.732\t1.254\t-0.425\t0.486\t0.090\t0.024\t2.173\t0.675\t-1.119\t1.644\t0.000\t0.494\t-2.085\t0.544\t0.000\t0.386\t-0.239\t1.092\t0.000\t0.913\t0.912\t1.144\t0.698\t0.525\t0.741\t0.726\n1\t0.976\t0.291\t-1.128\t0.668\t-0.540\t0.950\t2.026\t1.060\t0.000\t0.678\t-0.571\t1.307\t2.215\t1.199\t1.293\t-0.273\t0.000\t0.602\t1.124\t0.825\t3.102\t1.891\t1.026\t0.990\t0.814\t0.693\t1.131\t1.181\n1\t0.535\t-1.391\t-0.825\t1.343\t-1.449\t1.111\t-0.852\t-0.484\t0.000\t1.677\t-0.700\t1.069\t2.215\t0.623\t0.018\t-1.653\t0.000\t0.925\t0.350\t0.169\t0.000\t0.852\t1.025\t0.986\t1.447\t0.755\t1.273\t1.138\n0\t2.638\t1.289\t-0.280\t0.991\t0.872\t1.152\t-0.702\t1.551\t2.173\t0.643\t-0.767\t-1.689\t0.000\t0.747\t-2.603\t0.907\t0.000\t1.259\t0.986\t-0.759\t0.000\t0.889\t0.937\t1.931\t2.569\t0.709\t1.666\t1.322\n0\t1.541\t0.058\t1.227\t1.217\t0.660\t0.524\t1.040\t-0.640\t0.000\t0.709\t-0.226\t-0.727\t2.215\t0.543\t1.360\t1.720\t0.000\t0.981\t0.326\t-0.429\t3.102\t0.842\t0.839\t0.988\t0.882\t0.311\t0.754\t0.792\n0\t2.559\t-0.021\t-1.615\t2.095\t-1.335\t1.720\t-0.641\t0.033\t2.173\t0.737\t-0.414\t-0.379\t0.000\t1.158\t-0.598\t-1.608\t2.548\t0.847\t1.549\t0.847\t0.000\t0.980\t0.951\t1.004\t0.748\t1.751\t1.606\t1.295\n1\t1.925\t-0.859\t1.353\t1.769\t-1.452\t0.756\t-0.342\t-0.809\t2.173\t1.734\t-0.850\t0.151\t0.000\t0.944\t-0.376\t0.932\t0.000\t0.606\t0.624\t-1.039\t0.000\t0.964\t0.931\t1.474\t1.062\t0.530\t0.907\t0.819\n1\t1.545\t0.059\t-1.732\t1.034\t0.807\t2.467\t-1.237\t-0.565\t0.000\t1.933\t2.370\t-1.639\t0.000\t3.921\t-0.645\t0.727\t2.548\t1.843\t-0.219\t-0.527\t3.102\t2.292\t2.692\t1.319\t1.447\t1.914\t3.176\t2.387\n0\t1.200\t-1.018\t-1.173\t0.845\t-0.439\t0.601\t-0.814\t1.627\t0.000\t0.706\t-1.103\t0.845\t0.000\t1.111\t-0.536\t0.424\t2.548\t1.038\t-0.456\t-0.630\t3.102\t0.923\t0.890\t0.990\t0.887\t0.667\t0.658\t0.694\n0\t0.609\t-0.521\t0.287\t0.650\t0.198\t0.511\t1.237\t-0.670\t2.173\t0.648\t-1.193\t-1.686\t2.215\t0.364\t1.444\t0.064\t0.000\t0.451\t1.152\t0.677\t0.000\t0.433\t0.925\t0.983\t0.770\t1.497\t0.925\t0.731\n0\t0.318\t-1.381\t-0.250\t2.482\t0.957\t1.383\t0.001\t-0.222\t2.173\t1.045\t-1.565\t1.525\t2.215\t0.904\t2.253\t1.645\t0.000\t1.349\t-0.541\t-1.383\t0.000\t0.992\t2.146\t1.091\t0.821\t2.375\t2.313\t2.267\n1\t0.947\t-0.329\t-0.033\t0.020\t-1.381\t1.245\t0.865\t0.799\t2.173\t1.130\t-0.013\t-1.688\t0.000\t1.371\t0.681\t-0.931\t0.000\t0.982\t0.958\t0.019\t0.000\t1.001\t0.587\t0.525\t0.860\t0.892\t0.820\t0.697\n0\t1.147\t0.502\t-1.131\t1.237\t-1.061\t0.869\t0.812\t0.520\t0.000\t1.011\t0.808\t1.346\t2.215\t0.635\t1.284\t-0.138\t0.000\t0.538\t0.612\t0.124\t3.102\t0.848\t0.987\t0.993\t0.677\t0.595\t0.704\t0.778\n1\t1.028\t-0.732\t1.243\t1.198\t-0.032\t0.756\t-1.491\t1.404\t0.000\t1.343\t-1.475\t-0.263\t2.215\t0.483\t-2.591\t1.686\t0.000\t0.707\t-0.687\t-1.342\t1.551\t0.831\t0.686\t1.402\t1.093\t0.791\t0.829\t0.856\n1\t0.303\t1.225\t0.629\t1.256\t-0.602\t0.897\t0.529\t0.974\t2.173\t0.913\t-0.667\t-0.299\t2.215\t0.991\t0.560\t1.376\t0.000\t0.534\t-1.176\t-0.672\t0.000\t0.771\t1.006\t0.988\t0.700\t1.491\t0.876\t0.757\n0\t0.534\t-0.766\t-0.533\t0.974\t-1.501\t0.797\t-1.574\t0.323\t2.173\t1.137\t0.271\t-0.998\t2.215\t2.434\t2.003\t1.210\t0.000\t1.956\t0.216\t-0.272\t0.000\t3.588\t2.573\t0.989\t1.251\t1.990\t2.742\t2.023\n0\t0.459\t-1.448\t-0.858\t0.262\t-0.304\t0.760\t1.090\t-0.338\t2.173\t1.076\t-1.079\t1.151\t2.215\t0.357\t-0.614\t1.522\t0.000\t0.506\t1.609\t-1.293\t0.000\t0.842\t0.866\t0.988\t0.935\t2.209\t1.120\t0.920\n0\t1.076\t1.912\t-0.667\t0.618\t-0.665\t0.496\t-1.524\t1.127\t0.000\t0.944\t-0.870\t0.103\t2.215\t0.935\t1.243\t1.271\t2.548\t1.235\t-0.512\t-1.578\t0.000\t0.961\t1.036\t0.975\t0.872\t1.634\t1.178\t1.285\n1\t0.442\t1.823\t-1.466\t0.988\t-1.565\t1.444\t-2.428\t0.846\t0.000\t2.252\t0.525\t-0.141\t1.107\t2.366\t0.328\t-1.663\t0.000\t1.064\t-0.091\t-0.788\t0.000\t0.657\t0.900\t0.991\t0.834\t1.460\t1.053\t0.845\n1\t0.575\t-0.588\t1.555\t0.501\t0.137\t0.407\t-1.782\t1.262\t0.000\t0.348\t-1.980\t0.111\t0.000\t0.942\t-0.695\t-1.028\t2.548\t0.607\t0.406\t-0.667\t3.102\t0.695\t0.884\t0.987\t0.705\t0.428\t0.634\t0.590\n0\t0.999\t1.633\t1.532\t1.019\t-0.793\t0.613\t-0.171\t1.109\t1.087\t0.817\t0.619\t0.904\t0.000\t1.225\t0.506\t-0.244\t0.000\t1.189\t1.033\t0.553\t0.000\t0.992\t0.948\t1.211\t1.278\t0.973\t1.015\t0.924\n1\t1.175\t-0.643\t0.099\t1.273\t-0.627\t0.584\t-0.133\t-1.130\t0.000\t0.561\t0.226\t1.221\t0.000\t1.565\t1.090\t1.382\t2.548\t0.522\t0.666\t0.624\t0.000\t0.936\t1.043\t1.030\t0.500\t1.077\t1.064\t0.882\n0\t0.733\t-0.490\t1.685\t2.278\t1.609\t1.372\t-1.278\t-0.212\t0.000\t1.102\t0.960\t1.197\t2.215\t1.219\t-0.308\t-0.175\t2.548\t0.483\t-0.242\t-0.916\t0.000\t0.982\t0.782\t0.988\t1.978\t1.458\t1.476\t1.445\n1\t1.792\t-0.344\t0.136\t0.841\t-0.813\t1.685\t0.625\t1.499\t0.000\t0.548\t0.587\t-1.315\t0.000\t0.806\t2.248\t-0.160\t0.000\t1.011\t1.329\t-0.285\t3.102\t1.160\t0.878\t1.283\t1.102\t0.299\t0.793\t1.010\n1\t0.641\t1.633\t0.001\t1.118\t1.010\t1.013\t0.750\t1.516\t0.000\t1.438\t0.526\t0.358\t2.215\t1.649\t0.175\t-0.915\t0.000\t1.605\t-0.493\t-0.864\t1.551\t0.845\t0.645\t0.987\t0.815\t1.472\t1.009\t0.965\n0\t0.442\t0.276\t0.929\t1.638\t-1.072\t1.752\t0.460\t-0.802\t2.173\t1.436\t-2.551\t0.752\t0.000\t1.424\t0.493\t0.587\t0.000\t1.545\t0.634\t1.463\t3.102\t0.521\t0.675\t1.148\t0.917\t1.574\t1.078\t0.926\n1\t1.152\t0.873\t-1.400\t0.290\t-0.264\t0.831\t0.373\t-0.288\t0.000\t1.157\t0.599\t0.723\t2.215\t1.550\t0.878\t1.527\t1.274\t1.283\t0.871\t-0.714\t0.000\t0.798\t1.181\t0.988\t0.758\t0.975\t0.987\t0.872\n0\t0.546\t0.444\t-0.292\t1.429\t-1.480\t1.474\t0.659\t-1.104\t2.173\t2.622\t0.481\t0.538\t0.000\t0.685\t-0.777\t1.058\t2.548\t0.564\t-1.013\t-1.035\t0.000\t0.413\t1.265\t1.073\t0.854\t1.565\t0.917\t0.799\n1\t1.274\t-0.150\t-0.628\t1.824\t-0.101\t2.833\t1.929\t-1.628\t0.000\t1.361\t0.040\t0.111\t2.215\t2.690\t0.230\t0.574\t1.274\t0.776\t0.382\t-1.153\t0.000\t2.074\t3.255\t0.990\t1.344\t0.851\t2.496\t2.299\n1\t0.625\t-0.506\t1.263\t0.814\t-1.314\t1.228\t-0.925\t-0.091\t0.000\t1.217\t0.430\t1.588\t2.215\t0.976\t0.010\t-0.291\t2.548\t0.518\t-1.251\t0.127\t0.000\t0.921\t0.750\t0.986\t0.647\t1.177\t1.064\t0.929\n0\t0.667\t1.941\t-0.188\t0.446\t0.506\t1.049\t0.577\t1.737\t1.087\t1.508\t0.766\t-0.323\t2.215\t0.930\t0.075\t1.093\t0.000\t0.677\t-0.442\t-0.886\t0.000\t0.930\t1.235\t0.988\t0.754\t1.785\t1.221\t1.047\n1\t1.864\t0.056\t-0.290\t0.550\t0.224\t0.604\t0.555\t0.877\t0.000\t1.060\t-0.375\t1.727\t2.215\t0.824\t-1.420\t-0.485\t0.000\t0.817\t0.925\t1.318\t0.000\t0.510\t0.916\t0.990\t0.821\t0.441\t0.842\t0.785\n0\t0.732\t-0.712\t-0.454\t0.451\t-0.392\t1.167\t0.448\t0.949\t2.173\t0.920\t0.120\t1.609\t0.000\t0.926\t1.528\t-0.666\t2.548\t0.615\t0.689\t-0.687\t0.000\t0.930\t0.983\t0.987\t1.117\t1.539\t0.967\t0.852\n1\t1.065\t-0.611\t-0.375\t1.116\t0.990\t0.582\t-1.434\t-0.946\t0.000\t0.986\t-0.550\t-1.030\t0.000\t1.145\t1.286\t0.130\t0.000\t1.169\t0.648\t1.056\t3.102\t0.936\t0.946\t1.424\t0.845\t0.724\t0.728\t0.717\n1\t0.910\t-1.631\t-0.125\t1.964\t-0.646\t1.310\t-0.927\t1.357\t2.173\t0.445\t-0.372\t0.368\t0.000\t1.188\t-1.481\t0.595\t0.000\t1.407\t-0.139\t-1.529\t3.102\t0.984\t0.993\t0.996\t1.619\t0.930\t1.159\t0.979\n0\t0.512\t0.589\t-1.486\t0.552\t-0.637\t0.439\t-0.923\t-0.210\t2.173\t1.266\t0.445\t1.368\t2.215\t0.366\t0.425\t-0.052\t0.000\t0.641\t-0.054\t0.686\t0.000\t0.360\t0.633\t0.983\t0.645\t1.362\t0.814\t0.639\n1\t1.377\t-0.587\t-0.869\t1.735\t-1.399\t0.433\t-0.277\t0.236\t2.173\t0.921\t0.321\t1.152\t1.107\t0.330\t-0.051\t1.366\t0.000\t1.935\t-2.212\t0.028\t0.000\t0.635\t0.758\t0.988\t0.980\t0.740\t0.923\t0.794\n1\t1.825\t0.661\t-0.885\t1.030\t0.833\t1.565\t2.020\t-0.009\t0.000\t1.341\t0.817\t1.398\t1.107\t1.286\t0.089\t-1.706\t0.000\t1.295\t1.032\t-1.295\t0.000\t1.000\t0.904\t1.900\t1.043\t0.663\t0.883\t0.810\n1\t1.477\t0.870\t0.367\t0.643\t0.024\t0.425\t0.141\t0.632\t0.000\t1.340\t0.221\t-1.515\t0.000\t0.334\t0.049\t-1.312\t2.548\t1.172\t1.080\t-1.022\t3.102\t1.499\t1.109\t0.984\t0.654\t0.340\t0.633\t0.750\n1\t1.074\t-0.203\t0.943\t1.242\t-1.727\t0.952\t-0.813\t-0.239\t2.173\t0.629\t-1.616\t1.494\t0.000\t0.759\t-0.793\t-1.276\t2.548\t0.668\t-0.085\t-0.832\t0.000\t0.921\t0.765\t1.075\t0.735\t0.852\t0.866\t0.765\n1\t0.652\t0.084\t-0.285\t0.344\t-0.839\t1.105\t0.260\t1.644\t2.173\t0.700\t0.765\t-0.311\t1.107\t0.762\t1.143\t0.745\t0.000\t0.977\t1.361\t0.130\t0.000\t0.532\t1.219\t0.991\t0.562\t1.316\t0.871\t0.769\n1\t1.748\t-1.259\t-1.568\t1.159\t-1.308\t2.531\t-0.895\t-0.116\t2.173\t1.097\t-0.529\t1.515\t1.107\t1.602\t0.505\t1.042\t0.000\t0.954\t-0.732\t-1.359\t0.000\t1.553\t1.095\t0.985\t2.288\t2.479\t1.717\t1.644\n1\t0.653\t0.816\t1.491\t1.173\t0.353\t0.999\t0.795\t0.099\t2.173\t1.032\t1.716\t-0.995\t0.000\t1.052\t0.893\t-1.388\t0.000\t1.044\t-0.757\t-1.378\t0.000\t0.849\t1.122\t1.037\t0.773\t1.037\t1.016\t0.879\n1\t0.603\t-1.305\t-0.295\t1.986\t-0.397\t1.038\t0.458\t1.221\t2.173\t0.430\t0.015\t1.719\t2.215\t0.470\t0.031\t-0.543\t0.000\t0.524\t-1.371\t0.515\t0.000\t0.682\t1.045\t0.984\t1.363\t0.480\t1.875\t1.364\n0\t0.510\t-0.400\t1.364\t1.352\t-0.990\t0.630\t-0.448\t0.685\t2.173\t0.594\t-0.795\t-0.770\t2.215\t0.600\t0.602\t0.801\t0.000\t0.456\t-0.936\t1.413\t0.000\t0.659\t0.725\t0.988\t0.901\t0.886\t0.668\t0.599\n1\t0.664\t-0.216\t0.435\t1.156\t1.437\t1.839\t-2.034\t0.306\t0.000\t2.575\t0.989\t-1.165\t2.215\t1.506\t1.083\t-1.623\t0.000\t0.631\t0.661\t0.674\t3.102\t0.839\t0.945\t0.988\t0.541\t1.154\t0.998\t0.837\n1\t1.436\t1.090\t0.733\t0.278\t-0.823\t2.421\t1.483\t0.320\t0.000\t2.447\t-1.403\t-1.503\t2.215\t2.000\t2.287\t-1.506\t0.000\t2.205\t1.306\t-0.221\t0.000\t1.660\t2.246\t0.983\t2.974\t1.665\t3.841\t2.825\n1\t0.709\t0.850\t0.672\t0.949\t-1.138\t1.241\t0.417\t1.582\t2.173\t0.957\t0.470\t-0.037\t2.215\t0.877\t0.102\t0.661\t0.000\t1.705\t1.461\t-0.759\t0.000\t0.972\t0.856\t1.134\t0.950\t1.595\t1.049\t0.923\n0\t1.135\t0.285\t-1.109\t1.089\t-0.896\t1.103\t0.127\t0.964\t0.000\t0.731\t-0.489\t0.048\t2.215\t0.754\t0.464\t0.380\t0.000\t0.715\t-1.183\t-0.956\t1.551\t0.883\t0.926\t0.987\t1.058\t0.600\t0.887\t0.971\n1\t1.124\t0.354\t0.040\t1.132\t1.620\t0.956\t1.375\t0.416\t0.000\t1.543\t0.437\t-0.805\t2.215\t1.724\t1.678\t-1.636\t0.000\t2.128\t-0.175\t1.562\t0.000\t0.852\t1.251\t1.546\t0.743\t0.139\t0.718\t0.746\n1\t0.341\t-1.223\t-1.373\t0.994\t0.692\t1.086\t0.319\t-1.186\t0.000\t1.213\t1.562\t0.163\t2.215\t1.057\t0.491\t1.657\t2.548\t0.565\t1.305\t0.426\t0.000\t1.430\t0.975\t0.988\t1.257\t1.353\t1.040\t0.963\n0\t1.218\t-0.308\t-1.602\t1.532\t-1.007\t0.556\t-0.059\t0.820\t2.173\t0.840\t-1.431\t0.502\t0.000\t0.463\t-0.801\t-0.215\t2.548\t0.407\t-1.488\t0.811\t0.000\t0.627\t0.812\t0.989\t0.704\t0.573\t0.709\t0.765\n1\t0.352\t-1.440\t0.063\t0.644\t1.519\t1.138\t0.660\t1.460\t2.173\t1.127\t-0.034\t-0.520\t0.000\t0.931\t0.095\t0.137\t0.000\t0.496\t0.796\t-0.591\t3.102\t0.883\t0.568\t0.995\t0.906\t0.773\t0.907\t0.786\n1\t0.637\t0.994\t1.198\t0.755\t1.183\t0.646\t-1.285\t0.844\t0.000\t1.288\t0.139\t-1.166\t2.215\t0.826\t-1.664\t-0.400\t0.000\t0.702\t0.662\t-0.712\t0.000\t0.925\t0.712\t1.001\t0.989\t0.705\t0.810\t0.732\n0\t0.802\t-0.507\t0.519\t1.249\t-1.030\t1.596\t0.474\t0.732\t0.000\t1.052\t-0.734\t-1.455\t0.000\t1.868\t0.130\t-0.997\t2.548\t0.906\t-0.195\t-0.393\t3.102\t0.782\t0.968\t1.366\t0.968\t0.548\t1.045\t0.989\n0\t1.178\t-1.468\t-0.931\t1.113\t0.177\t0.710\t-1.096\t0.586\t2.173\t0.659\t0.755\t1.437\t0.000\t0.792\t-1.703\t-0.403\t0.000\t1.131\t-0.379\t-1.623\t3.102\t0.736\t0.788\t1.333\t0.960\t0.921\t0.798\t0.689\n1\t0.775\t-1.014\t-0.295\t0.804\t-1.630\t0.743\t-0.163\t1.621\t2.173\t0.559\t-2.107\t-1.004\t0.000\t0.450\t-1.627\t0.467\t0.000\t0.984\t0.124\t0.343\t3.102\t0.761\t0.978\t1.020\t0.841\t0.839\t0.853\t0.737\n0\t0.928\t-0.440\t-0.658\t1.570\t-1.652\t1.047\t0.218\t-0.527\t2.173\t0.696\t-1.161\t1.125\t0.000\t1.395\t-0.149\t0.858\t0.000\t0.653\t0.972\t0.477\t1.551\t0.890\t0.900\t1.304\t1.137\t0.811\t0.990\t0.961\n0\t0.812\t-0.292\t0.794\t0.639\t-0.177\t1.133\t-0.240\t-0.137\t1.087\t1.422\t-0.659\t1.663\t2.215\t1.218\t0.176\t-1.177\t0.000\t1.184\t0.265\t1.585\t0.000\t0.903\t0.981\t0.995\t0.817\t1.910\t1.048\t0.878\n1\t1.263\t-0.147\t-1.176\t1.318\t-1.711\t1.417\t0.788\t-0.284\t2.173\t1.114\t-2.680\t0.734\t0.000\t0.449\t1.895\t1.423\t0.000\t0.646\t-0.064\t1.098\t1.551\t6.084\t3.149\t0.989\t1.753\t1.062\t2.739\t2.117\n0\t1.277\t-0.164\t0.024\t0.660\t-1.226\t0.841\t-0.443\t1.136\t2.173\t0.788\t0.152\t-1.739\t2.215\t0.597\t-0.002\t-0.640\t0.000\t0.701\t2.486\t-1.042\t0.000\t1.528\t1.286\t1.148\t0.997\t0.725\t1.191\t1.061\n0\t1.447\t-1.048\t1.596\t1.251\t-1.497\t1.650\t-0.449\t-0.184\t0.000\t1.313\t-0.575\t1.523\t2.215\t0.635\t-1.123\t0.221\t2.548\t0.422\t0.784\t1.142\t0.000\t1.526\t0.981\t0.986\t0.612\t0.949\t1.060\t1.045\n1\t0.923\t0.825\t-1.263\t0.812\t-0.403\t0.916\t0.648\t1.435\t2.173\t0.737\t1.715\t-0.442\t0.000\t1.649\t1.150\t0.529\t0.000\t1.227\t-1.071\t-1.294\t0.000\t0.923\t0.931\t0.989\t0.829\t0.607\t0.739\t0.695\n0\t0.863\t0.002\t-0.218\t1.329\t-1.344\t0.364\t1.067\t-0.937\t0.000\t0.431\t-0.404\t1.713\t0.000\t0.611\t-0.045\t0.202\t2.548\t1.152\t-0.293\t1.027\t0.000\t0.897\t0.744\t1.260\t0.757\t0.171\t0.557\t0.563\n0\t0.621\t0.645\t0.474\t0.697\t0.467\t1.350\t2.065\t-1.640\t0.000\t1.298\t0.237\t-0.505\t2.215\t1.846\t0.267\t0.252\t0.000\t2.003\t-0.829\t1.240\t0.000\t1.049\t1.014\t0.994\t1.248\t0.588\t0.902\t1.115\n1\t0.664\t0.845\t1.330\t0.592\t-0.368\t1.532\t0.473\t-1.002\t0.000\t1.232\t1.295\t1.302\t1.107\t1.087\t2.506\t0.963\t0.000\t2.042\t0.245\t0.262\t0.000\t0.706\t1.086\t0.987\t0.617\t1.044\t0.747\t0.678\n1\t1.302\t-0.364\t0.124\t0.147\t1.571\t0.709\t-1.391\t0.877\t0.000\t0.720\t0.189\t-0.711\t0.000\t0.985\t-0.285\t-1.221\t1.274\t1.175\t0.418\t1.662\t3.102\t2.017\t1.317\t0.990\t0.784\t0.547\t0.909\t0.824\n0\t1.073\t1.932\t-1.676\t0.803\t0.434\t1.031\t0.949\t-1.336\t2.173\t1.064\t0.704\t0.255\t2.215\t0.560\t-0.953\t-0.640\t0.000\t1.275\t-0.461\t0.544\t0.000\t0.848\t0.988\t1.216\t1.111\t1.537\t1.088\t1.172\n1\t0.415\t1.473\t-0.724\t0.829\t1.331\t0.606\t0.368\t-0.583\t0.000\t0.600\t-0.576\t0.055\t1.107\t0.394\t1.805\t0.495\t0.000\t1.022\t-0.054\t-0.292\t1.551\t0.837\t0.722\t0.991\t1.183\t0.288\t1.121\t0.948\n1\t1.565\t0.915\t-1.256\t0.485\t1.501\t0.549\t1.244\t-0.414\t0.000\t1.305\t1.168\t0.520\t2.215\t0.468\t-0.242\t-0.108\t2.548\t0.459\t0.355\t0.876\t0.000\t0.920\t0.893\t0.986\t0.723\t0.801\t0.836\t0.726\n0\t0.684\t0.813\t-1.557\t0.770\t0.439\t1.436\t0.458\t0.763\t2.173\t0.908\t-0.660\t-1.353\t2.215\t1.145\t2.230\t-1.641\t0.000\t1.706\t-0.599\t-0.662\t0.000\t0.705\t0.853\t0.988\t0.890\t1.882\t1.347\t1.173\n1\t0.818\t-0.868\t0.519\t0.705\t0.776\t1.202\t0.951\t-1.058\t2.173\t0.606\t0.685\t1.517\t2.215\t0.989\t0.391\t0.207\t0.000\t1.054\t0.289\t0.975\t0.000\t0.720\t0.695\t0.993\t1.427\t0.933\t0.971\t0.842\n1\t0.847\t-0.389\t0.605\t0.414\t-0.117\t0.884\t0.391\t1.665\t2.173\t0.436\t-0.325\t-0.601\t0.000\t0.765\t-1.419\t0.035\t0.000\t0.418\t0.291\t1.276\t0.000\t0.889\t0.796\t0.978\t1.225\t0.682\t0.863\t0.774\n0\t0.823\t1.163\t1.226\t1.047\t0.010\t0.742\t1.415\t-1.439\t2.173\t0.798\t-1.929\t1.047\t0.000\t0.402\t1.814\t-1.194\t0.000\t1.063\t-0.775\t-0.249\t3.102\t0.841\t0.844\t1.144\t0.947\t1.613\t1.691\t1.591\n0\t0.964\t0.029\t-0.104\t0.350\t0.913\t0.730\t0.093\t-1.261\t2.173\t0.442\t1.332\t-1.143\t2.215\t0.661\t2.238\t0.373\t0.000\t2.534\t1.524\t1.156\t0.000\t1.033\t0.915\t0.987\t0.883\t0.578\t1.050\t0.935\n1\t1.240\t0.152\t0.496\t0.770\t-0.247\t0.771\t2.734\t-0.009\t0.000\t0.775\t1.245\t1.534\t0.000\t1.190\t-0.475\t1.513\t2.548\t1.941\t0.445\t-1.070\t3.102\t2.091\t1.879\t0.990\t0.922\t1.061\t1.663\t1.504\n1\t0.617\t1.431\t-1.119\t0.798\t-0.421\t1.166\t0.250\t-0.175\t2.173\t1.347\t0.837\t1.512\t0.000\t0.416\t1.295\t1.737\t0.000\t0.500\t0.890\t-0.447\t0.000\t0.801\t0.700\t0.993\t0.812\t1.091\t1.019\t0.885\n1\t0.445\t-1.120\t-1.676\t0.837\t0.217\t1.127\t-0.084\t-0.095\t2.173\t0.933\t0.224\t1.700\t0.000\t0.526\t-0.430\t1.275\t0.000\t0.767\t0.662\t1.526\t0.000\t0.557\t1.286\t0.983\t0.931\t0.728\t0.952\t0.939\n1\t1.349\t-1.565\t-0.602\t1.033\t-1.097\t1.380\t-0.398\t0.928\t2.173\t0.385\t0.596\t1.480\t0.000\t0.600\t-0.880\t-1.298\t0.000\t1.038\t-0.545\t-0.047\t0.000\t0.982\t1.003\t0.977\t0.661\t0.848\t1.050\t0.904\n1\t0.524\t-1.114\t1.010\t0.394\t1.008\t0.602\t-1.107\t0.556\t2.173\t1.212\t-0.314\t-1.062\t2.215\t0.666\t-0.798\t-0.794\t0.000\t0.464\t-1.154\t-1.287\t0.000\t0.307\t0.675\t0.975\t0.940\t1.351\t0.836\t0.680\n1\t1.215\t0.744\t0.537\t0.534\t-1.342\t1.031\t0.398\t-1.499\t2.173\t0.964\t1.233\t0.606\t0.000\t0.837\t1.197\t-1.060\t2.548\t0.521\t-2.332\t-0.709\t0.000\t0.617\t1.543\t1.108\t0.994\t0.706\t1.188\t1.068\n0\t0.348\t-1.520\t0.332\t0.486\t-1.136\t1.203\t-0.862\t-1.639\t0.000\t0.895\t-1.623\t-1.204\t2.215\t1.856\t-0.118\t0.433\t2.548\t0.685\t-1.014\t0.913\t0.000\t0.935\t0.794\t0.985\t0.818\t1.792\t1.106\t0.912\n1\t1.599\t-1.367\t-1.364\t0.376\t0.956\t0.414\t-0.288\t0.354\t0.000\t0.710\t0.691\t-0.085\t2.215\t0.572\t-0.480\t1.130\t0.000\t0.617\t0.713\t-1.179\t3.102\t0.573\t0.700\t0.988\t0.850\t0.500\t0.873\t0.743\n1\t1.038\t1.267\t-0.809\t1.920\t-1.217\t2.402\t-1.935\t0.666\t0.000\t1.667\t0.815\t-1.069\t0.000\t1.486\t2.160\t-1.727\t0.000\t2.174\t0.159\t-0.459\t1.551\t0.702\t0.889\t0.989\t1.392\t0.525\t1.130\t1.038\n1\t1.040\t-0.629\t-1.578\t0.873\t1.250\t1.270\t-0.737\t-0.440\t1.087\t0.587\t-1.312\t-1.565\t0.000\t1.391\t-0.061\t0.561\t2.548\t0.701\t-1.555\t1.379\t0.000\t0.449\t1.047\t0.985\t1.287\t1.419\t1.071\t0.910\n0\t0.488\t-1.191\t1.315\t0.574\t-0.503\t0.440\t0.489\t1.144\t1.087\t0.723\t0.911\t1.517\t0.000\t1.571\t0.206\t-0.050\t2.548\t0.838\t0.142\t-0.965\t0.000\t0.892\t1.049\t0.988\t1.256\t0.923\t1.148\t1.103\n1\t0.395\t1.580\t-0.387\t1.730\t1.123\t0.801\t-0.316\t-0.692\t2.173\t0.687\t0.675\t1.167\t1.107\t0.557\t-0.132\t0.231\t0.000\t0.462\t0.820\t-1.510\t0.000\t0.884\t0.829\t1.120\t1.598\t1.230\t1.081\t0.927\n0\t0.368\t-0.881\t0.232\t1.259\t1.729\t0.726\t0.981\t-0.303\t0.000\t0.540\t2.865\t0.353\t0.000\t1.324\t-0.082\t1.687\t1.274\t0.819\t1.872\t-0.461\t0.000\t0.807\t0.757\t0.987\t0.882\t0.625\t0.870\t1.198\n1\t0.932\t0.790\t1.624\t0.789\t-0.636\t0.646\t-0.122\t1.068\t1.087\t0.691\t0.694\t-1.189\t2.215\t0.854\t2.067\t-0.058\t0.000\t1.282\t0.913\t0.298\t0.000\t0.805\t0.995\t1.062\t0.888\t0.975\t0.943\t0.820\n1\t0.876\t-0.059\t-0.512\t0.623\t1.056\t0.787\t0.152\t-0.092\t0.000\t1.525\t0.151\t-1.709\t2.215\t0.951\t0.673\t0.986\t1.274\t0.770\t1.160\t-0.496\t0.000\t0.892\t0.926\t1.011\t0.912\t0.918\t0.946\t0.803\n0\t1.861\t-0.667\t-0.277\t1.997\t-0.758\t0.721\t-1.048\t1.412\t0.000\t0.659\t-1.964\t1.670\t0.000\t1.140\t0.067\t0.124\t2.548\t1.639\t-1.440\t1.187\t0.000\t0.807\t0.936\t1.121\t0.968\t0.639\t0.911\t1.058\n0\t0.331\t1.639\t1.172\t0.843\t1.560\t0.537\t-0.534\t-1.733\t0.000\t0.811\t-0.430\t-0.969\t0.000\t2.548\t0.670\t0.310\t2.548\t1.293\t0.781\t-0.813\t3.102\t0.895\t0.947\t0.999\t1.144\t1.184\t1.131\t0.959\n1\t0.378\t-1.116\t-0.289\t1.450\t0.283\t0.884\t0.966\t-1.630\t2.173\t0.369\t1.390\t0.267\t0.000\t0.825\t0.734\t-0.766\t2.548\t0.383\t0.864\t1.276\t0.000\t0.399\t0.669\t0.986\t1.920\t0.753\t2.084\t1.657\n0\t1.399\t0.506\t1.676\t1.639\t1.095\t1.759\t1.332\t-1.423\t2.173\t1.874\t0.352\t-0.292\t2.215\t2.006\t0.346\t0.377\t0.000\t1.793\t0.421\t0.028\t0.000\t0.659\t0.947\t1.048\t1.462\t2.654\t1.669\t1.487\n0\t1.763\t-1.140\t0.063\t0.717\t-0.207\t1.013\t-0.222\t-1.663\t0.000\t0.689\t-1.374\t1.153\t1.107\t0.649\t0.861\t-1.090\t1.274\t0.903\t-0.892\t-1.149\t0.000\t0.913\t0.969\t0.992\t1.084\t1.228\t0.926\t0.942\n0\t0.598\t-1.099\t-0.297\t0.887\t1.681\t1.774\t-0.119\t-0.024\t2.173\t1.206\t-0.239\t-1.702\t0.000\t1.209\t0.951\t-1.688\t1.274\t0.810\t0.557\t1.213\t0.000\t0.879\t0.810\t0.987\t1.298\t2.139\t1.309\t1.136\n1\t0.685\t0.643\t-1.637\t0.794\t0.241\t0.645\t-1.297\t-0.422\t2.173\t0.442\t-0.656\t1.553\t0.000\t0.661\t-0.569\t1.007\t2.548\t1.208\t-0.553\t0.371\t0.000\t0.859\t0.709\t1.014\t0.691\t0.831\t0.802\t0.688\n0\t0.381\t-0.498\t-0.126\t0.379\t-0.311\t0.544\t0.665\t1.639\t2.173\t0.913\t-0.448\t-0.753\t2.215\t0.277\t-0.388\t-1.183\t0.000\t0.723\t0.095\t0.255\t0.000\t0.494\t0.590\t0.984\t0.889\t1.063\t0.753\t0.598\n1\t0.490\t-2.359\t-0.439\t0.467\t-0.508\t1.020\t-1.376\t-1.350\t0.000\t0.414\t0.153\t-0.294\t0.000\t1.583\t0.262\t0.810\t2.548\t1.155\t-0.548\t0.533\t1.551\t1.628\t1.221\t0.985\t1.198\t0.568\t1.080\t0.939\n0\t1.974\t-0.520\t-0.274\t1.046\t-0.317\t1.240\t0.975\t1.141\t1.087\t1.082\t0.029\t-1.722\t0.000\t0.638\t0.247\t0.819\t0.000\t0.732\t0.334\t-1.273\t3.102\t0.971\t1.057\t1.002\t0.898\t0.881\t1.491\t1.227\n1\t0.464\t-2.190\t0.863\t1.148\t-0.355\t0.479\t0.768\t0.208\t2.173\t0.599\t-1.474\t-1.680\t0.000\t0.808\t-0.366\t-1.517\t2.548\t0.430\t-0.155\t0.625\t0.000\t0.747\t1.047\t0.990\t0.857\t0.913\t0.925\t0.783\n0\t3.524\t0.413\t1.358\t0.502\t1.397\t1.182\t0.445\t-0.197\t2.173\t2.001\t0.849\t-0.630\t0.000\t1.133\t-0.419\t1.143\t2.548\t0.681\t0.639\t-0.851\t0.000\t0.311\t0.811\t0.987\t0.708\t1.509\t1.232\t1.297\n1\t1.032\t-0.978\t0.678\t0.604\t-1.027\t0.743\t-1.006\t-0.794\t1.087\t1.060\t-0.218\t1.430\t2.215\t1.286\t0.382\t0.398\t0.000\t0.456\t1.251\t-0.015\t0.000\t0.570\t1.009\t1.093\t0.820\t1.298\t0.992\t0.883\n1\t0.796\t-0.391\t0.418\t1.192\t-1.625\t0.721\t0.456\t-0.743\t0.000\t0.782\t0.667\t0.955\t2.215\t0.757\t1.490\t-0.856\t0.000\t1.124\t-0.781\t0.166\t3.102\t0.838\t1.091\t1.301\t0.825\t0.944\t0.923\t0.897\n1\t0.583\t1.687\t-0.278\t0.980\t1.532\t0.654\t2.241\t0.179\t0.000\t0.916\t0.640\t-1.499\t2.215\t0.730\t0.337\t-0.457\t2.548\t0.398\t1.153\t0.935\t0.000\t0.604\t0.858\t1.045\t0.820\t0.713\t0.803\t0.722\n0\t1.212\t0.266\t0.342\t0.968\t0.934\t0.798\t-0.127\t-1.372\t2.173\t0.661\t-0.117\t-0.256\t0.000\t0.689\t-0.790\t-0.920\t1.274\t0.748\t-0.763\t1.364\t0.000\t0.985\t0.905\t0.993\t0.855\t0.506\t0.797\t0.703\n0\t2.110\t0.969\t0.013\t0.566\t-1.518\t2.075\t-1.121\t1.561\t0.000\t1.281\t0.153\t-0.573\t2.215\t0.664\t-0.617\t1.216\t0.000\t0.524\t-2.282\t0.079\t0.000\t0.971\t0.762\t1.487\t1.092\t0.546\t0.840\t1.086\n0\t1.006\t0.503\t-0.135\t0.709\t0.959\t0.661\t1.545\t-0.028\t1.087\t0.637\t2.118\t-1.141\t0.000\t0.605\t1.485\t1.235\t1.274\t1.753\t-0.224\t-1.704\t0.000\t2.243\t1.345\t0.988\t0.800\t0.716\t1.039\t0.913\n0\t0.628\t-0.317\t-1.678\t0.587\t-0.446\t1.237\t0.947\t1.659\t2.173\t1.313\t0.604\t0.225\t0.000\t1.009\t-2.638\t-1.139\t0.000\t0.412\t1.205\t0.642\t3.102\t5.249\t3.002\t0.979\t1.526\t0.629\t2.510\t1.855\n1\t0.464\t-1.107\t-0.410\t0.525\t1.402\t0.962\t-1.204\t-0.155\t2.173\t0.769\t-0.136\t-1.737\t0.000\t0.774\t0.955\t-1.494\t0.000\t0.918\t2.343\t0.106\t0.000\t0.789\t0.724\t0.984\t0.914\t1.006\t1.024\t1.087\n1\t1.031\t1.057\t-0.080\t1.233\t-0.598\t0.590\t-0.332\t-1.222\t2.173\t0.506\t-0.231\t0.536\t0.000\t1.498\t0.105\t1.593\t0.000\t1.397\t1.207\t0.338\t0.000\t0.963\t0.824\t0.990\t1.114\t0.507\t0.998\t1.061\n0\t0.990\t0.753\t1.671\t0.664\t-0.394\t0.730\t-0.244\t-0.925\t2.173\t0.966\t0.689\t0.358\t2.215\t0.345\t2.219\t1.238\t0.000\t0.618\t0.003\t0.968\t0.000\t0.795\t1.088\t1.076\t0.836\t1.287\t0.824\t0.731\n0\t2.066\t0.020\t0.385\t1.332\t0.659\t1.167\t0.934\t-1.575\t1.087\t0.818\t0.447\t-1.135\t1.107\t0.788\t-2.658\t-0.248\t0.000\t0.462\t1.233\t-0.762\t0.000\t2.981\t2.199\t0.974\t1.680\t0.658\t1.993\t1.799\n0\t0.872\t0.717\t1.067\t0.425\t-1.153\t0.856\t-1.057\t0.204\t0.000\t1.407\t-1.190\t-1.741\t2.215\t1.543\t-1.330\t-0.421\t2.548\t0.617\t0.194\t0.694\t0.000\t0.907\t0.986\t0.987\t1.742\t1.465\t1.549\t1.312\n0\t0.625\t0.276\t0.272\t2.293\t0.929\t0.991\t0.450\t1.653\t2.173\t0.437\t-0.252\t-1.166\t0.000\t0.645\t-1.489\t-0.402\t0.000\t2.805\t0.934\t-0.404\t3.102\t0.901\t0.978\t0.990\t1.051\t1.797\t1.183\t0.965\n1\t1.067\t-0.284\t0.666\t0.562\t-0.683\t0.824\t-0.122\t-0.604\t0.000\t1.345\t0.099\t1.294\t2.215\t0.612\t-1.449\t1.524\t2.548\t1.019\t-1.009\t-0.562\t0.000\t0.802\t0.958\t1.006\t0.869\t0.939\t0.980\t0.830\n1\t0.471\t0.532\t1.703\t0.764\t-1.341\t0.834\t-0.732\t-0.231\t0.000\t1.166\t-0.564\t1.506\t1.107\t1.265\t-1.159\t0.236\t2.548\t0.599\t-2.162\t-1.436\t0.000\t1.498\t1.029\t0.996\t0.689\t1.261\t0.980\t0.866\n0\t0.923\t1.977\t0.963\t0.348\t-1.165\t0.964\t1.353\t0.241\t2.173\t0.877\t0.460\t-1.350\t0.000\t0.577\t1.670\t-0.859\t0.000\t0.755\t-0.619\t1.732\t3.102\t0.928\t0.879\t0.991\t0.829\t1.439\t0.958\t0.842\n1\t0.735\t1.285\t-0.067\t0.604\t0.201\t0.385\t-0.484\t-1.267\t2.173\t0.689\t0.040\t-1.695\t0.000\t0.531\t0.878\t-1.477\t2.548\t0.480\t1.001\t-0.409\t0.000\t0.889\t0.662\t0.985\t0.687\t0.458\t0.590\t0.566\n1\t0.470\t0.019\t-0.417\t1.425\t0.555\t1.138\t-0.645\t-1.303\t2.173\t0.393\t-1.135\t0.464\t1.107\t0.640\t-1.579\t-0.002\t0.000\t0.969\t-0.878\t1.387\t0.000\t0.878\t1.064\t0.982\t0.778\t1.016\t1.005\t0.918\n1\t0.690\t-0.866\t-1.684\t0.493\t0.323\t0.739\t1.529\t-0.242\t0.000\t1.197\t0.469\t-1.467\t2.215\t0.924\t1.691\t0.195\t0.000\t0.929\t-0.031\t1.188\t3.102\t0.818\t0.932\t0.985\t1.281\t0.695\t0.857\t1.106\n1\t1.052\t0.423\t-0.511\t1.364\t1.328\t1.202\t-0.309\t-1.602\t2.173\t0.932\t0.014\t-0.157\t0.000\t0.499\t0.470\t1.229\t2.548\t1.654\t-0.738\t0.246\t0.000\t0.947\t0.864\t1.654\t1.248\t0.676\t0.973\t0.956\n1\t0.675\t-0.414\t0.782\t0.170\t1.003\t1.559\t1.024\t1.680\t0.000\t2.118\t0.665\t-0.359\t1.107\t0.864\t0.753\t1.272\t0.000\t0.828\t-1.272\t-0.183\t0.000\t0.803\t0.914\t0.989\t1.107\t1.024\t0.875\t0.802\n1\t1.645\t-0.421\t-0.496\t0.371\t-0.958\t1.178\t-0.788\t1.118\t2.173\t0.568\t-0.388\t-1.170\t0.000\t0.632\t-0.688\t0.177\t1.274\t0.485\t-0.146\t-1.556\t0.000\t0.245\t0.880\t0.979\t0.657\t0.807\t0.925\t0.743\n1\t0.353\t1.209\t0.993\t0.777\t0.593\t0.734\t-0.475\t0.589\t1.087\t0.994\t0.301\t-1.078\t0.000\t0.716\t1.057\t-0.503\t0.000\t0.625\t0.274\t-1.448\t0.000\t0.950\t0.804\t0.996\t0.760\t0.903\t0.613\t0.587\n1\t0.424\t0.476\t1.372\t2.397\t-1.284\t0.818\t-0.252\t0.083\t2.173\t1.090\t0.366\t0.771\t2.215\t0.430\t0.300\t-0.351\t0.000\t0.523\t-1.048\t-1.537\t0.000\t0.650\t0.811\t0.989\t1.260\t0.922\t1.038\t0.816\n0\t1.330\t1.084\t0.755\t0.416\t0.198\t0.500\t0.181\t0.414\t0.000\t0.819\t-0.310\t-1.592\t2.215\t1.121\t0.477\t-0.994\t2.548\t1.493\t0.929\t-0.537\t0.000\t0.728\t0.752\t0.990\t1.000\t0.684\t0.822\t0.842\n1\t1.274\t-1.011\t-0.817\t0.246\t-0.339\t0.754\t-0.031\t0.790\t2.173\t0.961\t0.020\t-1.485\t2.215\t0.323\t0.139\t0.422\t0.000\t0.435\t-2.003\t1.055\t0.000\t0.721\t0.887\t0.989\t1.027\t1.111\t0.829\t0.731\n0\t1.045\t-1.383\t-0.047\t0.145\t0.425\t1.032\t-0.769\t1.020\t0.000\t1.052\t-1.520\t-0.524\t2.215\t1.971\t0.564\t-1.104\t2.548\t1.216\t0.284\t1.074\t0.000\t0.969\t1.347\t0.980\t1.303\t2.163\t1.358\t1.110\n1\t0.965\t0.728\t-0.924\t0.797\t-1.577\t0.774\t-0.019\t0.805\t0.000\t0.989\t-0.081\t0.423\t2.215\t1.061\t0.606\t-1.266\t2.548\t0.889\t-1.991\t0.894\t0.000\t1.884\t1.313\t0.997\t0.564\t1.165\t1.148\t1.047\n0\t1.842\t-0.780\t-0.583\t1.509\t-1.214\t0.591\t-1.562\t0.471\t0.000\t0.575\t-0.674\t0.889\t0.000\t0.701\t-1.324\t0.855\t0.000\t1.099\t-0.173\t-1.407\t3.102\t1.034\t0.858\t1.243\t0.798\t0.324\t0.578\t0.770\n1\t0.832\t1.305\t1.098\t1.187\t0.502\t0.977\t2.932\t0.745\t0.000\t1.699\t0.550\t-1.112\t0.000\t1.104\t0.231\t-0.695\t0.000\t0.945\t-0.453\t-1.724\t3.102\t0.839\t0.901\t0.983\t1.166\t0.555\t1.017\t1.085\n1\t0.399\t0.185\t-1.260\t1.759\t-0.670\t0.969\t1.055\t0.589\t0.000\t1.884\t-0.363\t1.360\t0.000\t1.489\t-1.122\t-0.162\t2.548\t1.935\t-0.867\t0.686\t3.102\t2.311\t1.624\t0.994\t0.778\t0.906\t1.241\t1.116\n1\t0.694\t-0.023\t0.247\t0.844\t0.997\t0.852\t-0.371\t1.057\t1.087\t0.578\t-0.083\t-0.531\t0.000\t1.575\t-0.947\t-0.407\t0.000\t1.338\t-0.710\t-1.604\t3.102\t0.745\t0.934\t0.982\t0.675\t0.811\t0.897\t0.792\n1\t0.351\t-1.542\t-1.212\t1.485\t1.533\t0.972\t-0.071\t0.116\t0.000\t1.430\t0.320\t-1.621\t2.215\t0.872\t-0.511\t-0.508\t1.274\t0.505\t1.521\t0.384\t0.000\t0.788\t0.976\t0.987\t1.314\t1.140\t1.776\t1.579\n1\t0.878\t-0.497\t0.312\t1.068\t0.529\t1.362\t-0.567\t-1.019\t2.173\t0.496\t-1.036\t0.853\t0.000\t0.619\t-0.368\t1.506\t2.548\t0.800\t0.672\t0.349\t0.000\t0.956\t0.676\t0.978\t1.514\t0.876\t1.003\t0.872\n0\t0.701\t-0.652\t0.516\t2.586\t0.100\t0.739\t-0.411\t-1.204\t2.173\t0.664\t0.324\t-1.287\t0.000\t0.553\t-0.857\t1.365\t0.000\t0.451\t1.125\t-1.626\t0.000\t0.897\t0.681\t0.974\t0.923\t0.659\t0.969\t0.906\n0\t3.291\t0.586\t-0.841\t0.297\t-0.460\t1.598\t-1.229\t1.031\t0.000\t0.792\t-0.490\t0.765\t2.215\t0.757\t-0.612\t-0.369\t2.548\t0.775\t-0.974\t1.610\t0.000\t0.848\t1.126\t0.988\t1.354\t0.705\t0.929\t1.339\n1\t1.037\t-0.375\t-0.433\t1.485\t-1.244\t0.969\t0.344\t0.853\t0.000\t0.798\t2.616\t1.576\t0.000\t1.285\t0.920\t0.123\t2.548\t1.324\t-0.055\t-0.813\t3.102\t0.811\t1.015\t1.146\t1.247\t0.933\t0.831\t0.890\n0\t0.465\t-0.020\t0.313\t1.280\t-1.013\t0.857\t0.325\t1.216\t2.173\t1.457\t-0.428\t-0.829\t1.107\t1.949\t-1.452\t0.568\t0.000\t0.747\t-1.525\t-0.120\t0.000\t0.789\t1.608\t0.994\t0.965\t1.711\t1.409\t1.169\n0\t1.149\t0.542\t-0.779\t0.412\t1.454\t0.634\t0.510\t1.730\t2.173\t0.806\t-0.062\t0.175\t2.215\t0.538\t-0.076\t1.196\t0.000\t0.484\t-0.450\t0.622\t0.000\t0.307\t0.525\t0.983\t0.769\t1.082\t0.688\t0.567\n1\t1.224\t-1.015\t1.297\t0.718\t0.394\t1.455\t-0.730\t1.726\t0.000\t2.353\t-0.191\t0.087\t2.215\t0.833\t0.346\t-0.651\t2.548\t0.856\t-1.437\t-1.468\t0.000\t0.982\t1.277\t0.987\t1.243\t1.017\t1.457\t1.187\n0\t0.940\t0.183\t1.100\t1.314\t0.247\t0.533\t-0.899\t-0.670\t0.000\t1.232\t0.200\t1.522\t2.215\t1.625\t0.124\t-0.710\t2.548\t0.554\t-0.782\t0.893\t0.000\t0.819\t1.086\t1.070\t1.061\t1.361\t0.942\t0.861\n1\t1.126\t-0.754\t1.556\t1.080\t1.743\t2.352\t-0.618\t-0.337\t0.000\t1.093\t-1.694\t0.298\t0.000\t1.396\t-1.219\t-1.700\t0.000\t2.313\t0.810\t1.721\t1.551\t0.863\t0.848\t0.985\t1.841\t0.872\t1.406\t1.290\n1\t0.380\t-1.178\t0.873\t1.237\t-1.067\t0.855\t0.226\t0.970\t0.000\t1.376\t-0.159\t-0.635\t2.215\t0.499\t1.295\t-0.745\t0.000\t0.804\t-0.397\t0.357\t1.551\t1.389\t0.915\t0.988\t0.786\t0.756\t0.881\t0.820\n1\t0.793\t1.258\t-1.374\t0.374\t0.317\t0.564\t0.302\t1.099\t2.173\t0.461\t2.217\t0.043\t0.000\t0.656\t1.539\t1.448\t0.000\t0.836\t-0.529\t-0.186\t3.102\t0.950\t0.880\t0.989\t0.700\t0.754\t0.655\t0.600\n1\t0.738\t-0.628\t-1.413\t1.892\t-0.735\t0.694\t-0.090\t1.403\t0.000\t1.238\t-0.707\t0.465\t1.107\t0.466\t0.374\t0.372\t0.000\t0.553\t0.863\t0.929\t3.102\t0.860\t0.954\t0.985\t0.983\t0.806\t0.928\t0.860\n1\t0.730\t-0.971\t0.273\t1.771\t1.435\t0.726\t-0.923\t-0.457\t0.000\t0.966\t0.787\t-0.450\t0.000\t0.788\t-0.719\t0.811\t2.548\t0.994\t-0.349\t-1.088\t0.000\t0.911\t0.946\t1.364\t0.714\t0.529\t0.641\t0.662\n0\t0.669\t0.758\t-0.462\t0.211\t0.475\t1.541\t-0.041\t0.031\t2.173\t2.259\t0.322\t-1.715\t0.000\t1.302\t-1.141\t-1.197\t2.548\t1.192\t2.222\t-0.355\t0.000\t0.899\t0.959\t0.978\t0.815\t1.945\t1.363\t1.107\n1\t1.337\t0.073\t-1.373\t0.259\t0.715\t1.040\t0.171\t1.256\t0.000\t1.326\t-0.272\t0.207\t2.215\t0.615\t-2.401\t-0.242\t0.000\t1.529\t0.254\t-0.705\t3.102\t0.934\t1.114\t0.985\t1.032\t1.015\t0.992\t0.864\n0\t0.299\t-1.604\t-0.905\t1.220\t-0.732\t1.313\t2.107\t1.474\t0.000\t1.890\t-0.639\t-0.258\t2.215\t1.279\t1.384\t1.245\t2.548\t1.910\t0.672\t0.574\t0.000\t0.975\t0.890\t0.990\t0.905\t2.710\t1.452\t1.214\n0\t0.617\t-0.042\t-1.005\t0.378\t1.614\t0.672\t0.984\t0.245\t1.087\t0.383\t-0.813\t-0.481\t0.000\t0.847\t-1.144\t1.130\t2.548\t0.873\t0.749\t-1.374\t0.000\t0.917\t0.964\t0.989\t0.662\t1.460\t0.958\t0.828\n0\t0.940\t-0.703\t1.332\t1.113\t-0.912\t0.504\t-0.749\t-1.210\t2.173\t0.601\t-0.754\t0.402\t2.215\t0.513\t0.242\t-0.533\t0.000\t0.650\t-0.944\t0.979\t0.000\t0.789\t0.657\t1.275\t0.839\t0.804\t0.628\t0.563\n0\t0.892\t1.239\t0.822\t0.256\t-1.493\t0.848\t0.461\t-0.262\t1.087\t0.330\t0.790\t0.309\t0.000\t1.024\t1.600\t-1.499\t0.000\t1.017\t0.236\t1.575\t3.102\t0.991\t1.084\t0.978\t0.579\t0.983\t0.758\t0.684\n1\t0.892\t0.780\t-1.602\t0.373\t-0.768\t0.603\t1.175\t-1.077\t2.173\t0.462\t-0.122\t1.005\t2.215\t0.526\t-1.449\t1.257\t0.000\t1.674\t0.657\t0.181\t0.000\t1.053\t0.973\t0.985\t0.725\t0.921\t0.780\t0.763\n1\t0.481\t1.083\t-1.015\t1.993\t-0.354\t1.192\t0.755\t1.679\t0.000\t1.114\t-0.428\t-0.413\t2.215\t0.921\t0.227\t0.266\t2.548\t2.434\t-1.435\t0.893\t0.000\t0.890\t1.097\t0.983\t1.730\t0.725\t1.186\t1.202\n0\t1.577\t2.017\t-1.364\t0.560\t0.205\t0.470\t1.358\t0.410\t0.000\t0.607\t-0.958\t0.699\t0.000\t1.002\t1.173\t-0.519\t2.548\t0.582\t0.038\t0.567\t0.000\t0.580\t0.687\t1.286\t0.753\t0.661\t0.631\t0.668\n0\t0.517\t1.836\t0.705\t2.437\t0.849\t0.604\t-1.041\t-0.422\t1.087\t0.586\t0.199\t-0.563\t0.000\t1.296\t-0.246\t-1.353\t2.548\t0.862\t1.006\t-1.193\t0.000\t0.694\t0.983\t0.997\t1.394\t0.932\t1.306\t1.065\n1\t0.871\t0.166\t-0.658\t1.662\t0.113\t0.883\t-0.065\t-1.450\t0.000\t0.552\t0.324\t-0.054\t2.215\t1.552\t0.404\t0.809\t0.000\t2.551\t-0.779\t-1.530\t0.000\t0.880\t1.017\t1.068\t1.031\t0.837\t0.759\t0.837\n0\t1.033\t-0.488\t-1.260\t0.761\t0.365\t1.177\t-1.283\t-1.533\t2.173\t1.050\t-0.422\t0.232\t2.215\t0.597\t-0.926\t1.075\t0.000\t0.724\t-2.056\t-0.037\t0.000\t0.838\t0.909\t1.222\t1.057\t1.790\t0.996\t0.872\n0\t2.931\t0.181\t-0.816\t1.290\t-1.261\t1.699\t1.014\t1.091\t0.000\t1.008\t1.223\t-0.743\t1.107\t0.968\t-0.651\t0.752\t2.548\t1.141\t0.309\t0.233\t0.000\t0.856\t1.289\t1.048\t0.972\t1.587\t1.212\t1.367\n1\t0.866\t-1.386\t1.434\t0.824\t0.737\t0.823\t0.116\t-1.009\t2.173\t0.318\t-1.644\t0.333\t0.000\t0.422\t-0.399\t0.623\t2.548\t0.727\t-0.996\t-0.526\t0.000\t0.477\t0.749\t0.978\t0.667\t0.759\t1.033\t0.774\n1\t0.526\t-0.454\t-0.254\t1.847\t0.634\t0.835\t0.982\t-1.610\t2.173\t0.623\t1.186\t-0.714\t0.000\t0.570\t0.919\t0.517\t0.000\t0.857\t-0.324\t-1.116\t3.102\t0.824\t0.886\t0.988\t0.791\t0.772\t1.004\t0.914\n0\t0.697\t-1.126\t0.719\t0.884\t-0.586\t0.677\t0.291\t0.103\t0.000\t1.430\t-0.933\t1.128\t1.107\t0.658\t0.649\t-0.868\t0.000\t1.880\t0.246\t-1.217\t1.551\t0.955\t0.936\t1.003\t0.926\t1.610\t1.102\t0.977\n1\t0.877\t0.080\t0.958\t1.354\t-0.028\t0.608\t-0.044\t1.594\t0.000\t0.897\t0.333\t0.204\t0.000\t0.878\t2.132\t-1.621\t0.000\t2.168\t0.305\t-1.249\t0.000\t1.024\t0.774\t1.171\t0.851\t0.682\t0.813\t0.818\n1\t0.838\t-0.008\t-0.861\t0.536\t1.464\t1.230\t0.532\t-0.581\t2.173\t1.309\t0.320\t1.087\t1.107\t0.717\t0.807\t1.713\t0.000\t0.375\t2.376\t1.015\t0.000\t0.739\t0.920\t0.984\t0.842\t1.873\t1.057\t0.870\n1\t0.693\t0.460\t1.485\t0.579\t0.584\t1.160\t1.208\t-0.611\t2.173\t0.821\t2.256\t1.369\t0.000\t1.488\t2.077\t0.782\t0.000\t0.801\t-0.015\t-0.918\t0.000\t0.855\t1.276\t0.993\t1.405\t0.778\t1.178\t1.257\n0\t0.753\t-0.642\t0.580\t0.686\t-0.609\t0.760\t0.133\t-1.106\t2.173\t0.846\t0.890\t1.018\t1.107\t0.564\t0.343\t0.032\t0.000\t0.795\t-0.282\t1.402\t0.000\t0.748\t0.774\t0.986\t1.185\t1.207\t0.973\t0.776\n1\t0.493\t-1.340\t-1.280\t1.537\t1.615\t1.157\t-0.847\t-0.157\t2.173\t0.739\t0.345\t0.179\t2.215\t1.269\t0.123\t0.981\t0.000\t0.876\t-2.150\t-1.471\t0.000\t1.185\t0.839\t0.996\t1.672\t0.963\t1.468\t1.594\n0\t0.438\t-0.827\t1.361\t0.702\t-1.052\t0.949\t0.046\t0.781\t2.173\t1.777\t-0.999\t-1.409\t0.000\t1.263\t-0.628\t0.189\t2.548\t1.393\t-0.299\t0.000\t0.000\t2.079\t1.526\t0.990\t0.905\t0.864\t1.213\t1.022\n0\t0.585\t0.462\t-0.588\t1.346\t0.294\t1.039\t-0.231\t-1.064\t2.173\t1.147\t1.579\t1.041\t2.215\t1.686\t-0.438\t1.187\t0.000\t1.818\t-0.603\t-0.517\t0.000\t0.910\t0.941\t0.989\t1.323\t2.294\t1.598\t1.284\n1\t0.307\t-1.864\t0.730\t0.868\t-0.308\t0.897\t-0.021\t-0.367\t0.000\t1.445\t0.238\t1.102\t2.215\t0.716\t-0.256\t-0.948\t0.000\t1.022\t0.253\t-1.404\t1.551\t0.744\t0.726\t0.981\t1.047\t0.848\t0.894\t0.797\n1\t0.687\t0.401\t-1.718\t0.229\t-0.528\t1.048\t-0.493\t0.765\t1.087\t0.918\t0.993\t-1.088\t0.000\t0.291\t-0.495\t-0.631\t0.000\t0.498\t0.513\t-0.293\t3.102\t0.756\t1.447\t0.988\t0.579\t0.769\t0.844\t0.743\n0\t2.058\t0.191\t1.474\t0.653\t-0.064\t0.814\t1.760\t-0.065\t0.000\t0.554\t1.753\t-0.800\t0.000\t0.467\t0.595\t-1.692\t1.274\t0.703\t1.335\t0.524\t3.102\t0.878\t0.839\t1.579\t0.960\t0.453\t0.626\t0.859\n1\t0.647\t1.255\t-1.699\t1.302\t0.762\t0.717\t1.893\t0.460\t0.000\t0.972\t-0.472\t-0.198\t2.215\t1.854\t-0.757\t-1.187\t1.274\t0.898\t0.444\t-1.050\t0.000\t1.507\t1.657\t1.014\t1.754\t1.137\t1.526\t1.340\n0\t0.580\t-0.676\t1.715\t1.587\t1.682\t1.179\t1.109\t-0.145\t2.173\t0.661\t1.213\t0.764\t0.000\t0.937\t0.093\t0.099\t0.000\t1.402\t-0.245\t-0.345\t3.102\t0.962\t1.289\t0.972\t3.017\t1.073\t1.935\t1.784\n1\t0.288\t-2.154\t-0.071\t1.130\t-1.398\t0.907\t-0.507\t-0.392\t2.173\t1.303\t-1.171\t0.840\t0.000\t1.030\t-0.936\t1.407\t0.000\t0.973\t-0.773\t-0.690\t1.551\t0.883\t0.976\t0.986\t0.873\t0.336\t0.918\t0.806\n1\t1.423\t1.049\t-1.648\t1.105\t-0.791\t0.488\t1.094\t-0.311\t2.173\t1.218\t0.504\t0.584\t2.215\t0.277\t0.555\t0.241\t0.000\t0.693\t-0.047\t-0.201\t0.000\t0.903\t0.884\t1.213\t1.267\t0.886\t0.895\t0.821\n0\t0.759\t0.896\t0.919\t1.366\t-1.734\t0.565\t0.676\t0.154\t0.000\t0.579\t-0.872\t-1.190\t2.215\t0.695\t0.123\t-0.635\t2.548\t0.961\t-0.907\t0.064\t0.000\t1.136\t1.035\t0.990\t0.784\t0.487\t0.700\t0.781\n1\t1.109\t-0.751\t0.057\t0.535\t1.697\t0.348\t-2.114\t0.209\t0.000\t0.646\t-0.625\t-1.280\t1.107\t0.476\t1.509\t1.123\t0.000\t1.036\t-1.012\t1.392\t0.000\t0.914\t0.857\t1.062\t0.854\t0.749\t0.859\t0.747\n1\t0.624\t-0.150\t1.539\t0.554\t1.434\t0.528\t0.985\t-1.187\t0.000\t1.411\t0.536\t-0.142\t1.107\t1.313\t0.494\t1.293\t0.000\t1.824\t0.571\t-0.790\t3.102\t1.135\t1.180\t0.990\t1.515\t0.804\t1.167\t1.044\n0\t0.569\t2.386\t1.580\t1.233\t-0.223\t0.426\t0.838\t0.922\t2.173\t0.451\t-1.694\t-1.301\t0.000\t0.707\t-0.124\t-0.199\t2.548\t0.863\t-1.071\t0.854\t0.000\t0.780\t1.113\t1.159\t1.264\t0.676\t0.917\t1.449\n0\t0.863\t-1.453\t0.273\t1.565\t0.306\t1.009\t-0.750\t-0.070\t2.173\t3.236\t0.454\t-1.606\t2.215\t0.696\t-2.400\t1.145\t0.000\t0.854\t0.322\t0.265\t0.000\t0.915\t1.116\t0.986\t4.261\t3.133\t2.832\t2.157\n1\t0.586\t-1.273\t1.394\t0.040\t0.717\t0.992\t-0.297\t0.132\t2.173\t1.030\t0.176\t-1.342\t0.000\t0.988\t0.370\t-0.731\t0.000\t1.313\t0.129\t0.964\t3.102\t0.857\t0.844\t0.907\t0.846\t0.868\t0.890\t0.756\n1\t1.674\t-0.130\t0.319\t1.216\t0.949\t0.840\t-0.960\t-0.382\t2.173\t0.754\t-0.284\t1.270\t1.107\t1.872\t-0.409\t-1.069\t0.000\t0.998\t0.776\t1.455\t0.000\t1.609\t1.159\t1.063\t1.175\t1.235\t1.016\t1.016\n0\t0.551\t1.170\t-0.672\t1.159\t0.359\t0.734\t0.593\t1.340\t0.000\t0.813\t-0.633\t0.108\t2.215\t1.183\t-0.654\t-1.264\t2.548\t0.548\t-1.177\t-0.394\t0.000\t1.502\t1.153\t0.984\t0.813\t0.985\t0.874\t0.850\n0\t0.389\t-0.963\t1.296\t0.386\t-0.569\t0.804\t-1.083\t0.729\t0.000\t0.708\t0.570\t-0.022\t2.215\t0.308\t2.066\t-0.021\t0.000\t0.629\t-0.614\t-1.068\t0.000\t0.905\t1.042\t0.986\t0.581\t0.736\t0.666\t0.634\n1\t0.782\t-0.170\t-0.049\t0.863\t1.490\t1.023\t0.352\t-1.291\t2.173\t0.891\t0.106\t0.827\t2.215\t1.264\t1.808\t-0.002\t0.000\t1.432\t1.041\t1.642\t0.000\t1.143\t0.971\t1.119\t0.956\t1.337\t0.819\t0.759\n1\t0.632\t-1.118\t-1.367\t0.996\t0.795\t1.022\t-0.367\t-1.664\t0.000\t1.673\t-0.159\t0.051\t2.215\t0.512\t0.009\t1.316\t0.000\t0.430\t-0.703\t1.390\t3.102\t1.112\t0.617\t1.021\t1.129\t0.763\t0.877\t0.796\n1\t0.680\t1.366\t-0.416\t1.004\t1.071\t1.351\t-0.737\t0.691\t0.000\t2.494\t1.615\t-0.978\t0.000\t1.081\t0.734\t0.653\t2.548\t0.867\t0.945\t-1.476\t3.102\t0.671\t0.595\t1.114\t0.697\t0.706\t0.873\t0.810\n0\t1.369\t0.372\t1.691\t0.342\t-0.556\t0.510\t2.220\t0.416\t0.000\t0.746\t1.225\t-0.587\t2.215\t0.764\t1.067\t-1.405\t2.548\t1.085\t0.682\t0.606\t0.000\t0.899\t0.906\t0.990\t0.559\t0.541\t0.675\t0.705\n0\t0.794\t1.949\t0.703\t0.324\t-1.319\t0.979\t-0.166\t1.632\t1.087\t1.493\t0.478\t-0.283\t2.215\t0.972\t0.729\t1.614\t0.000\t0.518\t-0.186\t0.244\t0.000\t0.849\t1.047\t0.992\t1.153\t1.856\t1.106\t0.890\n0\t0.534\t-0.706\t-1.284\t1.574\t-0.386\t0.963\t-1.186\t0.795\t0.000\t1.090\t-1.384\t1.648\t0.000\t0.758\t-0.493\t1.047\t0.000\t1.181\t0.782\t-1.090\t1.551\t0.959\t1.039\t0.991\t0.788\t1.021\t0.976\t0.889\n1\t1.950\t-0.143\t-0.222\t0.999\t-0.740\t0.557\t-0.133\t1.610\t0.000\t1.007\t0.326\t0.946\t2.215\t1.021\t0.549\t-1.434\t2.548\t0.412\t0.964\t0.419\t0.000\t0.925\t0.978\t0.996\t0.953\t0.916\t0.914\t0.878\n0\t0.415\t1.655\t-1.666\t1.441\t-0.762\t0.630\t1.022\t0.873\t0.000\t0.365\t-1.530\t1.388\t0.000\t0.450\t1.452\t0.366\t0.000\t0.871\t-0.061\t-0.898\t3.102\t0.837\t0.820\t0.996\t0.562\t0.429\t0.529\t0.596\n0\t0.301\t-0.435\t1.176\t2.128\t-1.580\t1.009\t-0.016\t-1.030\t2.173\t0.990\t-0.748\t0.609\t0.000\t0.370\t-2.559\t1.214\t0.000\t1.733\t-0.414\t-0.050\t0.000\t0.982\t0.637\t0.981\t1.359\t0.477\t0.878\t0.985\n0\t0.630\t0.685\t0.468\t0.919\t-1.254\t0.516\t2.425\t0.838\t0.000\t1.141\t-0.024\t1.388\t2.215\t1.271\t1.927\t-0.691\t0.000\t1.019\t1.328\t0.085\t0.000\t0.874\t0.501\t1.054\t0.854\t0.701\t0.980\t0.822\n1\t0.454\t-1.220\t1.122\t0.662\t1.024\t0.894\t-0.380\t-0.425\t0.000\t0.683\t-0.914\t0.068\t0.000\t1.402\t-0.409\t1.181\t2.548\t1.717\t-0.250\t-1.428\t3.102\t0.853\t1.096\t0.987\t0.618\t0.848\t0.914\t0.821\n0\t1.904\t-0.093\t-1.471\t1.313\t-1.123\t3.175\t-0.233\t0.654\t0.000\t2.244\t0.018\t-1.012\t2.215\t1.520\t-0.705\t-0.819\t0.000\t1.227\t0.523\t0.844\t3.102\t3.983\t2.262\t0.989\t0.780\t1.560\t2.031\t1.754\n1\t0.787\t-0.891\t0.909\t0.873\t-1.643\t2.202\t-0.040\t-0.601\t0.000\t1.164\t0.923\t0.477\t0.000\t1.368\t0.684\t1.033\t0.000\t1.596\t0.457\t1.509\t3.102\t0.949\t0.918\t0.988\t0.586\t0.731\t0.901\t1.072\n1\t1.474\t0.491\t0.744\t0.392\t-0.420\t1.040\t1.308\t0.470\t0.000\t1.285\t-0.710\t-1.403\t1.107\t0.690\t-0.517\t-0.637\t2.548\t0.987\t0.084\t-0.828\t0.000\t0.626\t0.692\t0.987\t0.819\t0.643\t0.904\t0.738\n0\t0.463\t1.242\t-1.314\t2.791\t1.720\t0.748\t1.157\t0.372\t0.000\t0.601\t1.056\t-0.308\t0.000\t0.898\t0.007\t0.125\t1.274\t0.934\t-1.066\t-0.693\t3.102\t0.822\t0.723\t0.979\t1.207\t0.674\t0.957\t1.029\n0\t1.079\t-0.575\t0.495\t0.313\t0.078\t0.524\t0.421\t-0.528\t0.000\t0.869\t-0.779\t-0.583\t0.000\t2.022\t-1.058\t1.205\t1.274\t1.743\t-0.434\t-1.414\t3.102\t0.937\t0.942\t0.985\t1.118\t1.114\t1.064\t0.958\n1\t0.920\t0.674\t0.591\t0.417\t-1.276\t0.574\t1.485\t1.671\t0.000\t1.258\t1.206\t-1.256\t0.000\t0.849\t1.905\t0.081\t0.000\t1.387\t0.827\t-0.189\t3.102\t0.899\t0.980\t0.989\t0.654\t0.569\t0.770\t0.688\n1\t0.697\t0.436\t1.342\t0.199\t-1.430\t1.067\t-1.009\t0.838\t2.173\t0.982\t-1.186\t-0.471\t0.000\t0.841\t-0.398\t-0.803\t0.000\t0.644\t-0.439\t-1.181\t3.102\t0.695\t1.354\t0.977\t0.536\t0.878\t0.821\t0.744\n1\t1.002\t0.348\t-1.265\t1.269\t1.351\t1.317\t0.496\t-0.267\t2.173\t0.646\t-0.247\t-1.579\t0.000\t0.580\t0.400\t0.681\t0.000\t0.854\t-0.422\t0.340\t3.102\t0.930\t0.915\t1.103\t1.352\t0.830\t0.933\t0.883\n1\t0.401\t2.052\t-1.082\t1.207\t0.977\t0.463\t1.540\t0.750\t0.000\t1.100\t1.368\t-0.910\t1.107\t1.013\t0.296\t-0.526\t2.548\t0.414\t1.733\t-0.760\t0.000\t0.678\t0.831\t0.988\t0.913\t0.742\t0.773\t0.675\n0\t0.645\t-1.241\t0.485\t2.162\t1.506\t1.458\t-1.382\t-0.385\t0.000\t0.868\t-1.593\t-1.584\t2.215\t1.103\t0.572\t0.574\t2.548\t0.775\t-0.624\t-0.384\t0.000\t0.533\t1.190\t1.302\t1.419\t1.742\t1.274\t1.213\n1\t0.934\t-0.787\t1.514\t0.149\t1.322\t0.499\t0.464\t-0.702\t0.000\t1.009\t1.198\t-0.343\t2.215\t0.447\t0.787\t0.885\t2.548\t0.900\t-1.064\t0.468\t0.000\t1.348\t0.904\t0.994\t1.143\t0.652\t0.808\t0.786\n1\t0.801\t0.080\t-0.663\t0.347\t-0.820\t0.847\t-0.042\t0.308\t0.000\t1.145\t1.244\t-1.143\t2.215\t1.157\t0.661\t0.984\t0.000\t1.263\t0.118\t-1.674\t0.000\t0.987\t1.133\t0.992\t0.606\t0.600\t0.672\t0.660\n0\t1.440\t-0.196\t-0.599\t1.265\t-0.270\t0.918\t0.980\t1.698\t0.000\t0.608\t-0.048\t0.489\t2.215\t0.658\t0.829\t0.983\t0.000\t0.470\t1.057\t-0.584\t3.102\t0.843\t0.956\t0.986\t0.546\t0.523\t0.617\t0.790\n1\t0.928\t0.249\t-1.091\t0.799\t1.270\t1.109\t-0.534\t-0.220\t0.000\t0.883\t-0.368\t1.682\t2.215\t0.734\t0.227\t0.242\t0.000\t1.005\t0.853\t1.170\t1.551\t0.927\t1.173\t1.012\t0.657\t0.749\t0.936\t0.826\n1\t0.417\t-0.870\t-1.429\t0.710\t-0.594\t1.157\t-0.427\t-1.612\t2.173\t1.013\t0.668\t0.813\t0.000\t1.154\t-1.378\t-0.811\t0.000\t1.113\t0.527\t0.270\t0.000\t0.820\t1.207\t0.979\t0.831\t0.948\t0.944\t0.823\n1\t0.943\t-0.893\t-0.091\t0.943\t-1.307\t0.968\t-0.080\t0.616\t0.000\t0.773\t-1.127\t-0.775\t0.000\t1.554\t-0.724\t-1.512\t1.274\t0.710\t0.497\t1.221\t1.551\t0.892\t0.701\t1.162\t0.834\t0.787\t0.794\t0.780\n0\t0.671\t-1.476\t-1.489\t1.633\t-0.633\t0.479\t-1.200\t0.092\t0.000\t0.804\t-0.665\t1.629\t1.107\t0.875\t-1.185\t1.122\t1.274\t0.666\t-1.675\t-0.445\t0.000\t0.536\t0.897\t1.011\t0.882\t0.483\t0.727\t0.671\n1\t0.932\t0.036\t-1.741\t1.614\t-1.197\t0.845\t-0.520\t0.913\t2.173\t0.668\t0.388\t-0.294\t2.215\t0.953\t0.397\t0.185\t0.000\t0.831\t0.852\t1.054\t0.000\t0.751\t0.900\t0.986\t0.855\t1.113\t0.957\t0.838\n1\t0.810\t1.075\t-0.641\t1.238\t1.640\t0.436\t2.313\t-0.797\t0.000\t0.875\t0.733\t0.239\t2.215\t0.535\t2.417\t0.696\t0.000\t0.846\t0.050\t1.516\t3.102\t0.858\t1.056\t1.227\t0.729\t0.761\t0.827\t0.787\n0\t1.256\t0.559\t0.839\t0.545\t1.684\t0.596\t0.949\t-0.895\t2.173\t0.445\t0.967\t-0.212\t0.000\t0.640\t0.068\t0.987\t0.000\t1.251\t-0.582\t-1.032\t1.551\t0.821\t0.849\t0.982\t0.888\t0.854\t0.827\t0.710\n0\t1.305\t0.256\t0.817\t0.433\t-1.628\t0.698\t1.286\t-0.805\t0.000\t1.097\t-0.728\t-0.882\t0.000\t2.087\t-0.792\t0.778\t2.548\t0.716\t-1.157\t-0.155\t0.000\t0.798\t0.783\t0.989\t0.840\t1.194\t0.905\t0.829\n1\t0.742\t0.523\t1.054\t1.258\t-1.253\t0.981\t-0.809\t1.417\t2.173\t1.091\t0.634\t-0.318\t0.000\t0.806\t-0.074\t0.290\t2.548\t0.472\t2.198\t-0.358\t0.000\t1.090\t0.941\t1.170\t1.160\t1.030\t1.250\t1.058\n0\t0.777\t2.260\t1.450\t1.346\t-1.116\t0.701\t1.864\t0.312\t0.000\t0.772\t0.291\t1.113\t0.000\t1.467\t1.356\t-0.605\t2.548\t0.846\t0.553\t0.381\t0.000\t0.765\t0.939\t1.046\t0.941\t0.914\t0.801\t0.841\n0\t0.451\t-2.143\t-0.834\t1.143\t0.252\t1.105\t-0.367\t0.946\t1.087\t1.451\t-1.128\t-0.730\t0.000\t0.413\t1.078\t1.694\t0.000\t1.474\t-0.703\t1.739\t1.551\t1.988\t1.327\t0.990\t1.117\t0.941\t1.146\t1.027\n0\t0.818\t-0.663\t1.109\t1.043\t1.611\t0.778\t-2.913\t-0.636\t0.000\t1.510\t-0.061\t0.308\t0.000\t1.067\t-0.136\t-0.453\t2.548\t2.652\t0.039\t-1.536\t3.102\t0.792\t0.866\t0.976\t0.760\t1.072\t0.975\t0.878\n1\t1.788\t0.170\t-0.595\t0.320\t-0.650\t0.803\t0.713\t1.321\t2.173\t1.119\t-0.299\t0.652\t1.107\t0.937\t0.698\t-0.704\t0.000\t0.525\t1.308\t1.318\t0.000\t0.815\t0.864\t0.986\t1.087\t1.090\t1.023\t0.894\n1\t0.558\t-0.627\t0.091\t1.325\t-1.043\t0.614\t-0.332\t0.386\t0.000\t0.691\t0.335\t-0.040\t0.000\t0.921\t2.498\t1.066\t0.000\t1.627\t0.759\t1.491\t3.102\t0.706\t0.938\t1.015\t1.115\t0.793\t0.811\t0.799\n0\t0.741\t0.706\t1.546\t0.985\t-0.670\t0.879\t1.520\t-0.497\t0.000\t1.305\t1.542\t1.493\t0.000\t0.511\t-0.274\t0.652\t1.274\t0.966\t1.260\t-0.069\t3.102\t2.219\t1.318\t1.079\t0.708\t0.645\t0.957\t0.840\n1\t0.744\t-0.659\t0.502\t0.939\t-0.808\t1.124\t0.855\t0.982\t0.000\t1.157\t-0.776\t-0.976\t0.000\t0.662\t-0.139\t-0.561\t2.548\t0.894\t-0.604\t1.446\t0.000\t1.085\t0.966\t1.071\t0.588\t0.305\t0.600\t0.589\n1\t1.780\t0.235\t-0.147\t0.885\t0.597\t0.338\t0.551\t1.357\t0.000\t1.500\t1.307\t1.716\t2.215\t0.715\t1.376\t-0.480\t0.000\t1.220\t0.869\t0.342\t0.000\t0.983\t0.940\t1.080\t0.761\t0.960\t1.047\t0.871\n1\t0.721\t-1.425\t0.859\t0.327\t-1.571\t1.067\t-1.671\t-0.301\t0.000\t0.890\t-0.866\t-1.106\t1.107\t0.827\t-1.035\t1.543\t2.548\t0.669\t-1.794\t0.511\t0.000\t0.915\t1.037\t0.989\t0.770\t0.634\t0.800\t0.758\n0\t1.954\t-0.564\t-1.073\t0.619\t1.349\t2.851\t0.887\t0.839\t0.000\t1.725\t0.325\t-0.817\t2.215\t1.199\t1.304\t-0.860\t0.000\t0.647\t0.368\t-0.191\t3.102\t1.596\t0.900\t1.247\t1.124\t0.512\t0.765\t0.842\n0\t1.815\t-1.727\t1.495\t1.537\t-1.659\t1.308\t0.802\t0.074\t0.000\t1.014\t0.513\t-0.236\t0.000\t1.117\t-1.150\t0.905\t2.548\t1.721\t0.944\t-0.701\t1.551\t0.760\t0.933\t1.003\t0.847\t1.912\t1.599\t1.859\n0\t0.439\t1.898\t0.440\t0.923\t-1.309\t0.589\t-0.361\t1.084\t0.000\t0.874\t1.102\t-0.024\t1.107\t0.672\t0.243\t-0.408\t2.548\t0.398\t0.327\t0.021\t0.000\t0.670\t0.945\t0.984\t1.030\t0.458\t0.807\t0.947\n1\t0.597\t-1.663\t-0.154\t0.568\t-0.946\t1.420\t-0.949\t1.455\t0.000\t1.441\t-0.599\t-0.582\t0.000\t1.014\t-1.290\t1.064\t2.548\t1.675\t-1.080\t0.650\t3.102\t0.887\t0.965\t0.985\t0.811\t0.368\t0.724\t0.668\n0\t1.971\t0.855\t0.367\t0.062\t-1.284\t0.873\t-0.975\t-0.945\t0.000\t0.922\t0.088\t0.865\t2.215\t1.025\t-1.606\t-1.251\t0.000\t0.987\t-0.066\t-1.730\t3.102\t0.822\t0.884\t0.986\t0.719\t0.624\t0.954\t1.118\n0\t2.475\t-1.448\t-0.413\t0.593\t-1.307\t0.890\t-0.545\t1.193\t2.173\t0.741\t-1.699\t0.980\t0.000\t0.614\t-0.074\t-1.439\t2.548\t0.477\t-0.576\t-0.653\t0.000\t0.881\t0.856\t1.210\t0.968\t0.676\t1.024\t0.865\n1\t0.939\t-0.172\t1.040\t0.513\t1.625\t1.879\t0.740\t-1.057\t0.000\t1.489\t-0.058\t0.641\t2.215\t0.848\t0.914\t0.063\t0.000\t0.919\t0.074\t-0.271\t0.000\t0.744\t1.445\t0.994\t0.913\t0.625\t1.322\t1.195\n1\t1.530\t0.627\t1.239\t0.681\t-1.076\t0.681\t-0.039\t-0.386\t2.173\t0.470\t0.094\t0.035\t0.000\t0.452\t1.011\t-0.274\t0.000\t0.971\t-0.738\t1.140\t3.102\t0.607\t0.655\t1.231\t1.063\t0.924\t0.820\t0.664\n1\t0.729\t0.312\t0.462\t1.264\t1.574\t1.043\t-0.424\t-1.411\t0.000\t1.822\t-0.677\t0.286\t2.215\t0.552\t-0.622\t-0.767\t0.000\t0.864\t-0.678\t1.218\t3.102\t0.868\t0.718\t1.121\t1.283\t0.846\t0.929\t0.891\n1\t0.879\t0.320\t-0.376\t2.413\t-0.045\t2.062\t-0.411\t1.571\t0.000\t1.145\t0.065\t-0.994\t2.215\t1.274\t-0.835\t-0.179\t0.000\t2.082\t-0.950\t-1.092\t3.102\t0.950\t1.329\t0.994\t1.210\t0.902\t1.353\t1.574\n1\t0.669\t0.353\t-1.717\t0.385\t-1.529\t0.786\t0.237\t0.715\t2.173\t0.652\t2.350\t-1.499\t0.000\t1.169\t0.929\t-0.239\t1.274\t1.153\t1.550\t-0.582\t0.000\t0.890\t0.946\t0.984\t0.941\t1.025\t1.024\t1.148\n0\t1.539\t-0.825\t-1.022\t0.991\t-0.049\t1.007\t0.232\t0.363\t2.173\t0.778\t0.959\t0.655\t0.000\t1.578\t-0.855\t-1.510\t1.274\t1.366\t0.533\t1.276\t0.000\t0.975\t0.989\t1.316\t1.338\t1.840\t1.142\t1.011\n1\t2.168\t0.073\t-0.688\t0.725\t-0.384\t1.384\t1.738\t0.897\t0.000\t1.365\t0.620\t0.905\t2.215\t0.614\t0.677\t-0.853\t1.274\t0.715\t-0.493\t-1.424\t0.000\t0.676\t0.960\t0.998\t0.513\t0.974\t0.922\t0.810\n1\t1.896\t-0.414\t-0.963\t0.636\t0.168\t1.093\t0.303\t0.748\t2.173\t0.290\t-0.549\t-1.624\t2.215\t0.332\t0.902\t1.217\t0.000\t0.544\t0.131\t-0.511\t0.000\t0.510\t0.645\t1.297\t0.680\t0.791\t0.895\t0.694\n1\t0.855\t-1.294\t0.416\t1.312\t1.036\t0.257\t-2.689\t-0.308\t0.000\t0.920\t-1.012\t-0.838\t2.215\t0.568\t1.189\t-0.558\t0.000\t0.543\t-1.191\t1.299\t0.000\t0.688\t0.758\t0.995\t1.534\t1.142\t1.158\t0.954\n1\t4.335\t-0.902\t-0.530\t0.835\t-1.042\t0.836\t-1.622\t1.248\t0.000\t1.913\t-0.266\t0.005\t2.215\t4.189\t1.139\t1.302\t0.000\t1.276\t-0.454\t-0.891\t0.000\t0.822\t1.007\t1.172\t0.755\t0.774\t0.945\t0.807\n0\t0.656\t0.761\t-1.076\t0.990\t-0.311\t0.513\t-1.057\t0.361\t0.000\t0.794\t0.382\t1.265\t2.215\t1.490\t-0.942\t-0.820\t2.548\t0.754\t-0.484\t1.629\t0.000\t0.894\t0.932\t0.990\t1.005\t1.421\t1.246\t1.129\n0\t2.683\t-0.605\t0.494\t0.890\t-0.386\t1.066\t-0.617\t-0.904\t2.173\t0.939\t0.447\t0.950\t2.215\t1.416\t-0.399\t-1.565\t0.000\t1.330\t-1.534\t1.240\t0.000\t1.067\t0.832\t1.524\t1.198\t1.687\t1.216\t1.095\n1\t0.565\t-0.095\t0.713\t0.188\t-1.350\t0.733\t-1.734\t-0.394\t0.000\t0.755\t-0.288\t-1.514\t2.215\t0.799\t-1.464\t1.537\t2.548\t1.071\t-0.961\t0.253\t0.000\t0.850\t0.913\t0.985\t0.736\t0.661\t0.800\t0.695\n1\t0.621\t-1.016\t0.577\t0.776\t-0.343\t0.619\t0.017\t1.555\t0.000\t0.560\t1.141\t-0.607\t2.215\t1.421\t-0.690\t-1.669\t0.000\t1.291\t-0.424\t0.013\t3.102\t0.776\t1.069\t0.993\t0.798\t0.832\t0.896\t0.798\n0\t1.013\t-0.552\t1.710\t0.265\t-0.847\t0.588\t1.633\t1.525\t1.087\t0.975\t-0.568\t0.404\t2.215\t1.554\t0.756\t-0.158\t0.000\t1.127\t0.070\t-1.269\t0.000\t1.350\t1.276\t0.990\t1.616\t1.789\t1.246\t1.156\n0\t2.391\t-1.293\t0.948\t1.210\t0.949\t1.694\t-0.775\t-0.618\t2.173\t0.754\t-1.064\t-1.365\t1.107\t0.359\t-0.875\t-1.729\t0.000\t0.637\t0.448\t0.233\t0.000\t0.675\t1.017\t0.996\t1.130\t1.068\t1.480\t1.157\n1\t0.948\t-0.014\t0.759\t0.496\t-1.070\t0.728\t0.192\t-0.249\t1.087\t0.995\t0.341\t-0.718\t0.000\t1.259\t-0.109\t1.494\t0.000\t0.670\t0.740\t1.408\t1.551\t1.617\t0.975\t0.988\t0.770\t0.782\t0.777\t0.699\n0\t0.950\t-1.377\t1.522\t1.153\t0.926\t0.463\t-0.557\t-0.747\t0.000\t0.866\t0.338\t-1.272\t1.107\t0.635\t-2.558\t-0.132\t0.000\t1.089\t-0.297\t0.784\t3.102\t1.301\t1.048\t0.984\t1.088\t0.899\t0.988\t0.897\n1\t0.529\t-0.590\t-0.818\t1.141\t1.610\t0.849\t0.508\t0.943\t0.000\t1.363\t-0.856\t-0.392\t2.215\t0.734\t-0.058\t1.704\t0.000\t0.747\t0.771\t-0.168\t3.102\t0.989\t0.835\t0.984\t1.085\t0.957\t1.006\t0.871\n1\t0.865\t-0.429\t-0.818\t0.711\t0.995\t0.885\t-0.933\t-0.535\t0.000\t0.687\t-2.766\t0.626\t0.000\t2.097\t-1.141\t1.208\t2.548\t1.836\t0.759\t-0.514\t0.000\t0.841\t0.931\t1.084\t0.985\t0.854\t0.914\t0.792\n0\t2.584\t-0.257\t-0.364\t2.446\t-0.585\t1.610\t0.245\t1.426\t2.173\t0.801\t-0.660\t1.577\t0.000\t0.482\t-1.194\t1.077\t0.000\t0.539\t0.287\t0.313\t3.102\t0.516\t0.953\t1.000\t0.700\t0.833\t1.426\t1.217\n1\t0.626\t1.159\t-0.123\t1.036\t-1.551\t0.809\t0.047\t0.559\t0.000\t0.826\t-0.442\t1.379\t2.215\t0.758\t0.461\t-1.064\t2.548\t0.590\t1.088\t-1.052\t0.000\t1.264\t0.946\t1.071\t1.037\t0.798\t0.738\t0.752\n1\t0.685\t0.490\t0.258\t2.455\t0.996\t1.325\t1.383\t-1.287\t0.000\t0.740\t2.909\t1.030\t0.000\t1.233\t0.078\t-0.595\t2.548\t1.876\t0.885\t-0.234\t3.102\t2.610\t1.936\t1.109\t1.200\t0.698\t1.478\t1.467\n1\t1.567\t0.410\t-0.444\t0.838\t0.329\t0.804\t-2.841\t-0.263\t0.000\t1.123\t-0.900\t-1.702\t2.215\t1.271\t-0.449\t1.271\t0.000\t1.168\t0.468\t1.398\t1.551\t3.238\t2.198\t1.020\t0.882\t0.914\t1.662\t1.689\n0\t0.983\t1.151\t-0.541\t1.881\t-1.054\t0.766\t0.843\t1.393\t2.173\t0.876\t2.034\t0.671\t0.000\t0.931\t1.825\t0.212\t0.000\t1.074\t0.867\t-1.294\t0.000\t0.908\t1.005\t0.981\t0.906\t0.452\t0.823\t0.794\n1\t0.749\t-0.875\t-1.195\t0.766\t-0.553\t0.394\t1.605\t0.657\t0.000\t0.879\t-0.696\t1.599\t2.215\t0.811\t-0.739\t0.055\t2.548\t1.469\t-1.674\t0.157\t0.000\t0.816\t1.087\t0.983\t0.899\t0.884\t0.896\t1.080\n0\t0.697\t0.026\t-1.442\t0.788\t0.333\t0.893\t-0.052\t0.780\t0.000\t1.273\t0.831\t-1.102\t2.215\t0.696\t-0.198\t-0.021\t0.000\t1.165\t-0.198\t1.723\t0.000\t0.945\t0.850\t1.026\t0.909\t0.570\t0.903\t0.766\n0\t1.791\t-0.412\t1.684\t0.433\t0.714\t0.749\t-0.996\t-0.356\t1.087\t0.330\t1.009\t0.025\t2.215\t0.539\t-0.604\t1.012\t0.000\t0.429\t-0.283\t-1.057\t0.000\t0.515\t0.657\t0.989\t0.806\t0.919\t0.837\t0.647\n1\t0.880\t-1.111\t-1.408\t2.535\t-1.146\t1.650\t2.276\t0.851\t0.000\t1.416\t-1.525\t-0.564\t0.000\t1.318\t0.221\t0.246\t2.548\t0.906\t-0.210\t1.615\t3.102\t1.712\t1.206\t0.987\t1.966\t0.816\t1.292\t1.182\n0\t1.210\t0.383\t-1.246\t0.442\t-1.513\t0.971\t-0.784\t0.149\t1.087\t1.459\t-0.110\t1.579\t2.215\t0.592\t-0.193\t-0.015\t0.000\t0.932\t-0.639\t-0.294\t0.000\t0.916\t1.085\t0.993\t1.196\t1.788\t1.045\t0.890\n1\t1.166\t0.383\t-0.953\t0.770\t-0.463\t1.174\t1.892\t0.787\t0.000\t1.117\t-0.070\t-0.848\t2.215\t1.190\t1.062\t1.516\t0.000\t0.919\t1.712\t-0.028\t0.000\t1.071\t0.958\t0.980\t0.771\t0.548\t1.222\t1.051\n0\t0.662\t0.429\t1.475\t1.126\t0.524\t1.216\t0.360\t-1.648\t1.087\t1.672\t0.175\t0.058\t2.215\t0.735\t-0.270\t-1.222\t0.000\t0.488\t0.375\t0.582\t0.000\t0.706\t0.899\t0.989\t1.065\t2.106\t1.136\t0.894\n1\t1.842\t-1.461\t0.324\t0.521\t-1.223\t0.971\t-0.175\t1.405\t2.173\t0.540\t-0.776\t-1.251\t0.000\t0.760\t0.386\t-0.453\t2.548\t0.868\t0.281\t-1.269\t0.000\t0.535\t0.790\t1.336\t1.140\t1.113\t1.085\t0.911\n0\t1.781\t0.188\t1.399\t0.115\t0.478\t0.706\t0.339\t-0.364\t2.173\t0.883\t0.814\t0.372\t2.215\t0.694\t1.483\t-1.025\t0.000\t1.101\t1.350\t0.928\t0.000\t0.931\t1.001\t0.983\t1.035\t0.772\t0.897\t0.898\n1\t1.542\t0.725\t-1.055\t0.750\t0.365\t1.171\t1.251\t1.177\t2.173\t1.266\t-0.753\t-0.372\t0.000\t0.615\t0.711\t0.725\t0.000\t1.246\t1.012\t-1.536\t3.102\t0.788\t0.900\t1.428\t0.838\t0.820\t0.878\t0.761\n1\t1.283\t-1.669\t0.700\t0.582\t-0.312\t1.563\t1.064\t-1.179\t0.000\t2.011\t-0.751\t0.245\t2.215\t1.446\t-1.420\t-1.636\t0.000\t1.081\t-1.181\t1.058\t0.000\t0.908\t0.720\t0.986\t0.894\t0.831\t0.959\t0.830\n1\t1.462\t-0.491\t1.483\t0.307\t-1.384\t0.931\t-1.114\t-1.440\t0.000\t1.163\t0.044\t0.734\t2.215\t1.423\t-1.297\t-0.229\t0.000\t1.308\t-0.330\t-0.400\t3.102\t0.961\t0.936\t0.986\t0.997\t0.982\t0.867\t0.826\n1\t0.705\t-1.570\t0.177\t1.320\t0.677\t0.990\t-0.449\t-1.302\t0.000\t0.498\t0.136\t0.772\t1.107\t0.751\t-0.535\t-0.324\t0.000\t0.685\t-0.037\t-1.726\t0.000\t0.785\t0.637\t0.991\t1.543\t0.443\t1.153\t0.967\n1\t1.210\t-1.128\t-0.022\t0.570\t-1.092\t0.738\t-1.743\t1.661\t0.000\t0.603\t-1.304\t1.010\t0.000\t1.044\t-0.185\t-0.078\t2.548\t0.883\t-0.846\t-1.243\t3.102\t0.841\t0.700\t0.987\t0.728\t0.706\t0.782\t0.729\n1\t1.165\t-0.590\t1.582\t0.222\t-0.160\t0.930\t-1.602\t-0.033\t0.000\t1.069\t-0.254\t0.951\t1.107\t1.406\t-0.435\t-1.094\t2.548\t1.433\t-1.433\t-1.366\t0.000\t1.646\t1.404\t0.990\t0.782\t1.263\t1.175\t0.959\n1\t1.449\t1.070\t0.521\t0.371\t1.673\t2.089\t-0.175\t-0.979\t0.000\t2.539\t0.602\t0.127\t2.215\t2.081\t-0.017\t-1.639\t0.000\t1.040\t1.750\t1.238\t0.000\t0.935\t0.767\t0.982\t1.070\t0.915\t1.183\t1.015\n1\t0.717\t-0.863\t1.272\t1.338\t-0.299\t0.845\t-0.658\t0.194\t0.000\t1.566\t0.017\t-1.366\t2.215\t0.439\t-1.509\t0.879\t0.000\t0.841\t-0.450\t1.129\t3.102\t0.851\t0.660\t1.340\t1.258\t0.858\t0.927\t0.857\n0\t0.837\t-0.180\t1.222\t0.715\t-1.527\t0.643\t-0.963\t-0.231\t2.173\t0.678\t-2.048\t0.504\t0.000\t1.049\t-0.427\t-0.928\t2.548\t0.375\t-2.198\t1.707\t0.000\t0.607\t1.020\t0.990\t1.125\t0.656\t0.814\t0.950\n1\t1.432\t-0.539\t-0.390\t0.872\t0.266\t1.837\t-0.474\t1.632\t0.000\t1.443\t-0.817\t0.128\t0.000\t1.037\t0.585\t-0.899\t2.548\t0.887\t-0.981\t0.743\t0.000\t0.816\t0.914\t0.985\t0.851\t0.646\t0.876\t0.774\n0\t0.371\t-1.945\t-1.516\t1.786\t-1.677\t0.495\t1.134\t0.234\t1.087\t0.884\t0.065\t0.222\t0.000\t0.611\t0.361\t1.535\t1.274\t0.737\t-0.802\t0.224\t0.000\t0.598\t0.664\t0.975\t0.662\t0.684\t0.899\t0.745\n0\t0.510\t-0.044\t0.945\t0.957\t-0.555\t0.859\t0.636\t0.131\t1.087\t0.792\t-0.678\t-1.614\t0.000\t0.586\t-1.731\t1.503\t0.000\t0.462\t0.642\t-1.662\t3.102\t0.750\t0.694\t0.989\t0.716\t0.668\t0.957\t0.824\n1\t0.731\t0.709\t-1.671\t1.584\t0.953\t0.627\t2.045\t-1.655\t0.000\t1.078\t-0.650\t-0.547\t0.000\t0.685\t-0.592\t0.772\t0.000\t1.178\t0.537\t-0.631\t3.102\t1.223\t0.969\t1.045\t0.649\t0.283\t0.613\t0.791\n0\t1.076\t0.028\t0.125\t1.631\t-0.604\t0.931\t0.793\t1.415\t0.000\t1.008\t0.624\t-1.311\t0.000\t1.294\t1.626\t0.248\t0.000\t1.117\t0.707\t1.128\t1.551\t1.311\t0.867\t1.120\t0.911\t0.566\t0.762\t0.871\n1\t0.785\t-1.019\t0.790\t0.688\t-1.245\t0.669\t-2.245\t-1.196\t0.000\t0.560\t-0.492\t-0.182\t2.215\t1.150\t-0.404\t1.195\t2.548\t0.745\t-1.913\t0.074\t0.000\t0.982\t1.033\t0.988\t0.653\t0.808\t0.911\t0.772\n1\t0.680\t0.577\t0.657\t0.565\t-0.732\t0.987\t1.558\t1.467\t0.000\t0.910\t-0.330\t-0.488\t0.000\t0.750\t0.910\t0.481\t2.548\t0.982\t0.541\t-1.308\t3.102\t0.544\t0.791\t0.984\t0.637\t0.666\t0.609\t0.626\n0\t1.612\t0.907\t-0.118\t1.128\t0.649\t0.525\t-1.080\t-1.293\t0.000\t0.386\t-1.181\t0.488\t0.000\t2.023\t-0.913\t1.520\t2.548\t1.865\t0.752\t-0.686\t3.102\t0.957\t0.878\t1.192\t0.937\t2.127\t1.493\t1.302\n0\t1.324\t0.518\t-1.578\t0.692\t-0.548\t0.973\t0.664\t-0.698\t0.000\t1.513\t-0.837\t0.978\t0.000\t1.712\t-0.406\t0.401\t2.548\t1.711\t-0.303\t-0.530\t0.000\t0.972\t0.829\t1.062\t1.201\t1.117\t0.910\t0.822\n0\t0.952\t-1.832\t0.426\t1.383\t1.005\t0.655\t1.308\t-0.956\t0.000\t0.503\t-0.889\t-0.591\t1.107\t0.277\t1.172\t1.346\t0.000\t0.759\t1.305\t-1.325\t0.000\t0.974\t0.676\t0.985\t1.044\t0.617\t0.837\t0.857\n1\t1.674\t0.081\t-1.698\t1.277\t-1.290\t0.903\t0.286\t0.439\t2.173\t0.641\t0.513\t1.006\t0.000\t1.194\t-0.183\t-0.444\t2.548\t0.431\t0.327\t-0.186\t0.000\t0.604\t0.753\t0.978\t1.386\t0.978\t1.029\t0.833\n0\t1.436\t0.264\t-0.970\t1.420\t-0.439\t1.127\t-0.676\t0.638\t2.173\t1.465\t-0.458\t1.314\t2.215\t0.629\t-1.381\t-1.115\t0.000\t0.377\t0.698\t-0.052\t0.000\t0.903\t1.000\t0.988\t1.641\t1.099\t1.355\t1.086\n0\t1.763\t1.187\t0.443\t0.876\t0.808\t0.564\t-0.542\t-1.087\t0.000\t0.703\t0.665\t-1.075\t2.215\t0.799\t1.860\t1.442\t0.000\t0.586\t-2.287\t-0.446\t0.000\t1.079\t0.913\t0.991\t1.029\t0.717\t0.739\t0.812\n1\t0.951\t-0.172\t0.304\t0.352\t0.219\t1.295\t-0.804\t0.925\t2.173\t1.121\t-0.104\t-0.956\t0.000\t1.316\t-0.407\t-0.269\t0.000\t1.345\t-2.407\t-1.548\t0.000\t0.904\t0.980\t0.989\t0.873\t0.951\t0.867\t0.782\n0\t1.690\t1.438\t0.949\t0.772\t-1.109\t0.720\t1.100\t0.316\t1.087\t0.717\t-1.314\t-1.479\t2.215\t0.553\t-1.301\t-0.125\t0.000\t0.915\t-0.059\t-1.219\t0.000\t0.881\t0.807\t1.520\t1.002\t1.966\t1.437\t1.233\n0\t1.552\t0.228\t0.776\t1.065\t-1.439\t0.885\t0.266\t-1.087\t2.173\t1.055\t-0.966\t1.285\t0.000\t0.881\t-0.021\t-0.509\t0.000\t1.628\t-0.524\t0.302\t3.102\t0.826\t1.113\t1.623\t1.170\t1.343\t0.984\t0.922\n1\t0.730\t0.076\t-0.712\t0.749\t1.059\t0.626\t0.958\t0.557\t1.087\t0.663\t-0.371\t1.699\t0.000\t0.785\t-1.320\t-1.239\t2.548\t1.186\t-0.283\t0.285\t0.000\t1.105\t1.040\t1.024\t0.813\t1.593\t0.902\t0.761\n1\t0.562\t0.301\t-1.472\t0.944\t-0.477\t1.072\t0.134\t-1.675\t0.000\t1.040\t0.045\t-0.025\t0.000\t1.083\t-0.337\t-0.560\t0.000\t0.955\t1.001\t0.855\t3.102\t0.968\t0.935\t0.984\t0.894\t1.024\t0.759\t0.709\n1\t0.667\t-0.357\t-1.584\t1.287\t-0.108\t1.336\t0.390\t-0.162\t2.173\t1.069\t0.453\t1.255\t2.215\t1.344\t0.321\t-1.683\t0.000\t0.588\t1.082\t-1.729\t0.000\t0.484\t0.578\t1.247\t1.018\t1.684\t1.022\t0.942\n1\t0.934\t0.111\t-1.263\t2.339\t1.684\t0.759\t1.012\t-0.094\t2.173\t1.016\t-0.570\t-0.576\t0.000\t0.911\t0.696\t0.805\t0.000\t1.817\t2.067\t0.498\t0.000\t0.958\t1.122\t0.985\t0.746\t0.420\t0.897\t0.874\n0\t0.463\t0.022\t-1.153\t0.431\t-0.343\t0.612\t-1.019\t-0.760\t0.000\t1.267\t-0.497\t0.817\t2.215\t1.331\t0.114\t-0.745\t0.000\t2.139\t0.837\t1.193\t0.000\t0.990\t0.927\t0.984\t1.293\t0.680\t0.923\t0.939\n0\t0.610\t-0.721\t0.047\t1.126\t0.749\t0.809\t0.640\t0.567\t1.087\t0.703\t1.973\t0.077\t0.000\t1.261\t-0.972\t-1.063\t0.000\t1.639\t-1.359\t-1.232\t0.000\t0.787\t0.881\t0.993\t0.981\t1.326\t0.937\t0.881\n1\t1.468\t0.169\t0.736\t0.469\t1.395\t0.628\t-0.368\t-1.245\t2.173\t1.108\t-0.791\t1.408\t2.215\t1.204\t-0.358\t-0.170\t0.000\t0.588\t-0.948\t-0.524\t0.000\t1.009\t0.908\t0.988\t1.031\t0.881\t0.876\t0.898\n1\t0.380\t1.267\t1.541\t0.874\t0.535\t0.950\t-0.452\t1.424\t2.173\t1.049\t-2.570\t-1.208\t0.000\t1.162\t-0.563\t0.083\t0.000\t0.815\t-0.269\t-0.378\t0.000\t1.057\t0.836\t0.988\t2.190\t0.355\t1.564\t1.363\n1\t1.131\t-0.147\t0.081\t2.441\t-1.303\t1.351\t-0.135\t-0.277\t2.173\t0.607\t0.242\t1.464\t0.000\t1.307\t0.486\t0.137\t2.548\t2.348\t-0.362\t1.247\t0.000\t0.988\t1.726\t2.182\t1.525\t0.826\t1.352\t1.312\n0\t0.518\t2.315\t0.329\t1.341\t-1.002\t1.079\t0.369\t0.688\t0.000\t0.643\t0.470\t-1.616\t0.000\t0.734\t1.039\t-0.324\t2.548\t0.863\t0.178\t-0.994\t3.102\t0.742\t0.831\t1.076\t0.991\t0.452\t0.694\t0.875\n0\t1.107\t1.540\t-1.021\t0.954\t-0.132\t0.880\t0.266\t-1.645\t0.000\t1.130\t0.018\t-0.303\t0.000\t0.966\t1.813\t1.514\t0.000\t2.144\t2.210\t0.483\t0.000\t0.816\t0.776\t1.023\t0.717\t0.523\t0.722\t0.775\n0\t2.144\t-0.219\t-1.342\t0.564\t-1.422\t0.759\t0.172\t0.152\t2.173\t1.137\t-0.799\t-0.749\t2.215\t1.417\t-0.633\t0.593\t0.000\t2.100\t0.169\t0.967\t0.000\t1.084\t0.984\t0.999\t1.002\t1.221\t1.034\t1.091\n1\t1.197\t-0.081\t0.919\t0.618\t-0.264\t0.433\t-1.525\t0.096\t2.173\t0.618\t-0.334\t-0.438\t0.000\t0.632\t-0.709\t1.717\t2.548\t1.101\t-2.163\t-1.515\t0.000\t0.813\t0.821\t1.043\t0.688\t0.696\t0.625\t0.593\n1\t1.061\t-0.736\t1.441\t0.997\t0.986\t1.499\t-0.812\t-0.800\t2.173\t0.569\t-0.875\t0.247\t2.215\t0.916\t0.182\t0.750\t0.000\t0.448\t-0.348\t-1.589\t0.000\t0.646\t1.264\t0.997\t0.748\t1.102\t1.033\t0.900\n1\t0.796\t2.221\t1.734\t0.569\t0.178\t0.432\t0.667\t0.774\t2.173\t0.356\t0.846\t-1.658\t0.000\t0.576\t0.075\t1.243\t0.000\t1.217\t-0.336\t-0.537\t3.102\t0.449\t0.686\t0.991\t0.735\t0.833\t0.823\t0.679\n1\t0.586\t-1.090\t-0.937\t1.280\t0.093\t1.070\t-0.254\t-1.575\t0.000\t0.740\t-1.108\t1.684\t0.000\t0.939\t0.358\t0.158\t1.274\t1.243\t-0.716\t-0.168\t0.000\t0.944\t0.821\t0.988\t0.960\t0.821\t0.848\t0.895\n0\t0.953\t-0.957\t0.828\t1.468\t1.565\t0.998\t-0.700\t-0.762\t2.173\t0.474\t-0.139\t0.643\t0.000\t0.426\t-0.026\t-0.852\t0.000\t0.810\t0.079\t0.122\t3.102\t0.673\t0.808\t1.011\t0.822\t0.785\t0.877\t0.722\n0\t1.127\t1.349\t-0.949\t1.410\t-0.310\t0.641\t-0.372\t1.146\t1.087\t0.442\t2.154\t0.874\t0.000\t1.092\t0.622\t1.157\t0.000\t1.001\t0.087\t-0.881\t3.102\t0.939\t0.999\t0.985\t1.408\t0.845\t0.935\t0.925\n1\t0.571\t-0.457\t-1.127\t1.556\t-0.934\t0.586\t0.263\t1.002\t0.000\t0.785\t0.834\t-1.295\t0.000\t0.699\t-0.105\t0.709\t2.548\t1.227\t1.004\t1.116\t3.102\t0.860\t0.821\t0.992\t0.887\t0.562\t0.747\t0.742\n1\t1.883\t-0.760\t1.158\t1.173\t1.232\t0.765\t-1.050\t-0.035\t2.173\t1.043\t-0.192\t-0.977\t2.215\t0.648\t-0.252\t1.740\t0.000\t0.871\t-0.488\t-0.458\t0.000\t0.771\t0.810\t0.991\t1.391\t1.147\t1.126\t0.902\n1\t0.609\t-0.069\t-1.094\t0.776\t0.386\t1.228\t-0.194\t0.991\t0.000\t1.191\t-0.244\t-0.561\t1.107\t1.030\t1.151\t-1.008\t0.000\t1.297\t-0.224\t0.443\t0.000\t0.919\t0.697\t0.990\t0.772\t0.577\t0.856\t0.752\n0\t0.805\t1.150\t1.305\t1.911\t0.250\t0.471\t-1.387\t1.229\t0.000\t0.545\t-1.035\t-0.475\t2.215\t0.600\t-0.439\t-1.436\t2.548\t1.271\t1.168\t-0.627\t0.000\t0.907\t0.885\t1.399\t1.137\t0.497\t1.029\t1.465\n0\t0.640\t0.104\t-1.140\t1.011\t1.345\t0.592\t0.328\t-0.640\t2.173\t0.910\t-1.596\t0.378\t2.215\t0.384\t0.133\t0.787\t0.000\t0.865\t-0.529\t-0.620\t0.000\t0.658\t0.784\t0.988\t0.845\t1.514\t0.929\t0.731\n1\t0.462\t0.106\t-0.497\t0.753\t-0.976\t0.819\t1.280\t0.529\t0.000\t1.223\t1.442\t-1.138\t2.215\t0.528\t1.678\t0.819\t0.000\t1.265\t0.419\t1.570\t3.102\t0.449\t0.833\t0.985\t0.659\t0.924\t0.855\t0.766\n1\t1.193\t-0.881\t-0.713\t0.668\t1.275\t2.249\t1.337\t0.157\t0.000\t1.605\t-0.887\t1.577\t1.107\t0.660\t-0.415\t-1.709\t2.548\t2.670\t-1.459\t1.743\t0.000\t0.672\t1.197\t1.207\t0.679\t0.319\t0.738\t0.692\n0\t1.116\t1.277\t0.465\t0.612\t-1.667\t0.891\t0.205\t1.204\t2.173\t0.766\t1.342\t-0.306\t2.215\t0.514\t-0.063\t-1.553\t0.000\t1.328\t0.772\t-0.698\t0.000\t0.792\t1.010\t1.076\t0.751\t1.409\t0.835\t0.764\n0\t0.566\t-0.800\t-0.360\t1.095\t1.021\t0.571\t0.507\t-1.188\t2.173\t0.518\t-1.229\t-1.066\t0.000\t0.839\t0.201\t0.979\t1.274\t0.405\t-1.411\t0.356\t0.000\t0.586\t0.874\t1.033\t0.677\t0.809\t0.708\t0.661\n0\t0.654\t-0.280\t-1.240\t1.077\t-0.091\t0.792\t0.294\t0.708\t2.173\t0.412\t-0.304\t1.168\t0.000\t0.541\t0.954\t1.561\t2.548\t0.793\t1.879\t-1.109\t0.000\t1.407\t0.813\t1.000\t0.903\t0.647\t0.710\t0.766\n0\t0.780\t-0.675\t1.168\t0.783\t-1.458\t1.448\t-0.427\t0.471\t1.087\t0.770\t0.130\t-1.340\t0.000\t0.678\t-1.095\t-1.018\t0.000\t1.022\t-1.272\t-0.559\t0.000\t0.858\t0.514\t0.987\t1.255\t0.714\t0.869\t0.837\n1\t0.651\t-0.058\t-0.599\t1.620\t0.657\t1.273\t-1.425\t-0.619\t0.000\t1.827\t-0.251\t0.944\t2.215\t3.026\t2.116\t-1.487\t0.000\t1.516\t-0.575\t-0.180\t0.000\t0.886\t1.854\t1.287\t0.963\t0.858\t1.446\t1.203\n1\t0.998\t0.385\t-0.033\t1.496\t1.038\t0.935\t1.078\t1.641\t2.173\t0.683\t0.925\t0.017\t2.215\t1.047\t0.565\t-0.977\t0.000\t0.876\t-2.352\t-0.508\t0.000\t0.497\t0.773\t1.392\t0.846\t1.172\t0.883\t0.805\n0\t1.818\t1.089\t1.715\t1.050\t-0.959\t2.660\t0.985\t0.185\t2.173\t2.121\t0.205\t-1.620\t1.107\t0.620\t0.966\t0.474\t0.000\t0.857\t1.063\t-0.285\t0.000\t0.516\t1.318\t1.280\t2.142\t3.762\t1.971\t1.439\n1\t1.116\t0.725\t0.711\t1.180\t1.478\t1.636\t-2.434\t0.743\t0.000\t1.676\t2.760\t-1.144\t0.000\t0.990\t0.595\t-1.250\t0.000\t2.721\t0.667\t-0.725\t3.102\t0.700\t0.636\t1.014\t0.843\t0.451\t0.848\t0.696\n1\t0.488\t0.183\t-1.314\t1.377\t-0.839\t1.020\t0.497\t1.353\t2.173\t1.009\t-0.135\t-0.349\t0.000\t0.720\t0.280\t0.475\t2.548\t0.483\t0.630\t-1.636\t0.000\t0.934\t1.218\t0.990\t0.864\t0.767\t0.870\t0.835\n0\t0.963\t0.638\t1.729\t0.933\t0.178\t1.512\t-0.013\t-0.216\t2.173\t2.022\t0.660\t1.005\t2.215\t0.805\t0.215\t-0.809\t0.000\t1.309\t-0.408\t1.688\t0.000\t0.976\t1.275\t1.293\t1.019\t2.466\t1.348\t1.111\n1\t1.042\t-0.348\t-0.758\t1.613\t-1.110\t1.710\t-0.231\t-0.539\t2.173\t1.172\t-0.332\t1.671\t1.107\t0.596\t-2.224\t0.319\t0.000\t1.442\t2.169\t0.928\t0.000\t0.930\t1.995\t0.999\t1.087\t1.904\t2.008\t1.918\n0\t0.408\t-2.071\t1.086\t1.695\t0.551\t0.520\t-2.288\t-1.098\t0.000\t0.653\t-0.978\t-1.530\t2.215\t0.623\t-1.358\t-0.614\t2.548\t0.658\t-2.475\t-0.044\t0.000\t0.787\t0.879\t0.979\t0.762\t0.525\t0.660\t0.747\n0\t1.003\t0.687\t-1.158\t0.648\t0.335\t1.169\t0.570\t0.912\t1.087\t1.743\t-0.246\t-0.998\t2.215\t0.345\t2.216\t0.807\t0.000\t0.553\t-0.369\t0.554\t0.000\t0.965\t0.847\t1.088\t1.015\t2.261\t1.201\t0.983\n0\t0.950\t-0.796\t0.636\t0.391\t-1.445\t0.262\t1.049\t-1.691\t0.000\t0.740\t-0.349\t-0.902\t2.215\t1.093\t1.759\t0.988\t0.000\t1.162\t1.066\t-0.425\t3.102\t0.771\t0.813\t0.988\t0.743\t0.841\t0.857\t0.862\n1\t1.089\t-0.397\t-1.419\t0.292\t0.574\t1.074\t-0.134\t1.248\t0.000\t0.926\t-0.930\t-1.088\t1.107\t2.335\t0.291\t0.078\t0.000\t1.343\t-1.071\t-0.056\t0.000\t1.760\t1.430\t0.983\t0.746\t0.563\t1.071\t0.910\n1\t0.302\t1.168\t0.252\t0.226\t0.045\t0.722\t-0.160\t-0.810\t2.173\t0.751\t-2.118\t1.693\t0.000\t0.544\t-1.115\t0.888\t0.000\t1.003\t0.038\t0.725\t3.102\t0.812\t0.986\t0.984\t0.745\t0.889\t0.915\t0.789\n1\t0.652\t0.543\t-1.645\t0.683\t0.227\t0.712\t-0.044\t1.111\t2.173\t0.948\t1.066\t-0.356\t0.000\t0.927\t1.266\t-1.276\t0.000\t0.785\t0.993\t0.411\t0.000\t0.944\t1.058\t0.986\t0.568\t0.737\t0.724\t0.642\n1\t1.559\t0.828\t-1.298\t1.116\t-0.771\t0.923\t0.179\t0.519\t2.173\t0.798\t-0.285\t-0.051\t2.215\t2.043\t0.635\t1.316\t0.000\t0.597\t0.107\t0.879\t0.000\t0.713\t0.746\t0.979\t1.015\t0.690\t0.974\t0.801\n0\t0.451\t1.024\t-1.245\t0.855\t0.187\t0.461\t0.596\t0.217\t2.173\t0.689\t0.160\t-1.070\t0.000\t1.022\t0.988\t1.031\t0.000\t0.826\t-1.129\t-1.409\t1.551\t1.006\t1.009\t0.991\t0.723\t0.989\t0.981\t0.863\n0\t1.579\t0.002\t-1.705\t0.922\t1.466\t0.838\t-0.732\t0.980\t2.173\t1.163\t-0.666\t-0.354\t0.000\t1.051\t-1.594\t-0.423\t0.000\t1.539\t-0.131\t0.212\t3.102\t0.952\t0.972\t0.987\t1.113\t0.845\t0.928\t1.150\n1\t0.809\t-0.003\t0.685\t0.716\t-1.615\t0.763\t-0.973\t-1.510\t0.000\t1.279\t0.281\t0.131\t2.215\t0.856\t-0.457\t-0.792\t2.548\t0.680\t-0.836\t1.116\t0.000\t0.770\t0.727\t0.988\t0.915\t0.938\t0.905\t0.777\n0\t0.595\t1.803\t0.639\t0.851\t-0.324\t0.872\t-0.593\t0.349\t2.173\t0.891\t-0.767\t-1.686\t0.000\t1.360\t1.389\t-1.475\t2.548\t0.639\t-0.289\t-0.446\t0.000\t0.910\t1.059\t0.979\t0.889\t2.196\t1.241\t1.098\n0\t0.775\t0.764\t-1.566\t0.592\t1.375\t1.671\t-0.304\t-0.108\t2.173\t1.266\t-0.480\t1.463\t2.215\t0.785\t-1.017\t-0.154\t0.000\t0.886\t0.808\t0.761\t0.000\t0.873\t0.962\t0.991\t1.371\t2.123\t1.172\t0.959\n1\t0.544\t-1.350\t-0.754\t0.636\t0.688\t1.030\t-1.729\t0.976\t0.000\t1.353\t-0.723\t-0.407\t2.215\t1.588\t0.296\t-1.119\t0.000\t0.981\t-0.656\t0.865\t3.102\t0.769\t0.606\t0.988\t1.053\t0.948\t0.939\t0.837\n0\t1.037\t0.854\t0.339\t0.543\t0.675\t1.020\t0.228\t1.326\t2.173\t0.529\t-0.171\t-0.546\t0.000\t0.470\t0.172\t0.575\t0.000\t0.968\t-1.496\t-1.171\t0.000\t0.977\t1.221\t0.989\t1.214\t1.363\t1.034\t1.150\n1\t0.669\t-0.383\t-1.047\t0.892\t0.760\t1.403\t-1.426\t-1.164\t0.000\t1.645\t-1.142\t0.322\t2.215\t0.390\t-0.969\t-0.689\t0.000\t0.408\t0.074\t0.606\t0.000\t0.912\t0.690\t1.069\t0.972\t0.307\t0.755\t0.685\n0\t0.552\t1.123\t0.951\t1.039\t-1.464\t0.667\t0.616\t0.033\t2.173\t0.576\t0.449\t1.545\t0.000\t1.125\t1.337\t0.336\t0.000\t1.127\t-0.101\t-1.002\t3.102\t1.272\t0.967\t0.990\t0.966\t0.816\t0.836\t0.797\n1\t0.933\t-0.060\t-1.544\t0.469\t-0.324\t1.087\t-1.162\t0.156\t2.173\t1.023\t-1.258\t-1.330\t0.000\t0.733\t-0.558\t1.640\t0.000\t1.179\t-0.261\t0.827\t3.102\t0.754\t0.896\t0.985\t1.039\t0.863\t0.916\t0.800\n1\t0.648\t0.439\t0.041\t1.678\t0.075\t0.943\t0.638\t-0.162\t0.000\t0.774\t0.645\t1.562\t2.215\t1.878\t-2.326\t1.112\t0.000\t0.857\t-0.085\t-1.281\t0.000\t0.588\t0.798\t1.007\t1.556\t0.979\t1.139\t0.996\n0\t1.038\t-1.641\t0.223\t0.790\t-0.829\t1.051\t1.667\t1.001\t0.000\t0.937\t0.075\t-0.693\t0.000\t0.521\t1.437\t0.175\t0.000\t0.743\t-0.313\t-1.107\t3.102\t0.906\t1.031\t1.018\t0.715\t0.328\t0.826\t1.448\n1\t1.106\t0.303\t-0.341\t1.223\t-0.646\t0.469\t-0.722\t1.392\t0.000\t1.034\t-0.496\t0.599\t1.107\t1.321\t0.236\t1.545\t2.548\t0.371\t-0.723\t-0.797\t0.000\t0.588\t0.677\t0.996\t1.128\t1.056\t0.942\t0.773\n1\t0.299\t0.479\t1.727\t1.487\t1.049\t1.138\t-0.706\t-0.896\t0.000\t0.886\t-1.420\t-1.493\t0.000\t1.033\t0.265\t0.616\t2.548\t1.431\t-1.125\t0.675\t0.000\t1.363\t1.149\t0.981\t0.942\t0.733\t1.075\t1.601\n0\t0.907\t0.334\t-0.775\t0.580\t-1.343\t0.339\t0.326\t0.912\t0.000\t0.690\t2.388\t0.191\t0.000\t0.878\t0.636\t1.686\t2.548\t0.453\t1.925\t-0.183\t0.000\t0.855\t0.695\t0.986\t0.562\t0.219\t0.503\t0.591\n1\t0.558\t0.003\t1.133\t1.205\t0.211\t0.695\t-1.330\t0.741\t1.087\t1.294\t-0.261\t-1.009\t2.215\t0.388\t-0.428\t-0.165\t0.000\t1.152\t0.337\t1.688\t0.000\t0.881\t1.172\t0.990\t1.224\t1.602\t1.251\t1.090\n1\t0.696\t0.696\t0.731\t0.731\t-1.701\t1.863\t0.404\t-0.606\t2.173\t2.216\t0.396\t0.907\t0.000\t0.865\t1.314\t1.335\t0.000\t0.806\t1.042\t-0.025\t0.000\t0.871\t0.753\t0.992\t1.298\t0.788\t0.895\t0.843\n1\t0.440\t-0.663\t0.928\t1.982\t-0.061\t0.484\t0.416\t-1.585\t2.173\t1.092\t1.215\t1.643\t1.107\t0.512\t1.192\t0.099\t0.000\t0.416\t0.329\t1.392\t0.000\t0.526\t0.644\t1.006\t1.067\t0.519\t1.164\t0.895\n1\t1.078\t0.892\t0.670\t1.059\t-0.855\t0.948\t1.322\t-1.627\t2.173\t1.076\t1.386\t0.246\t0.000\t0.837\t0.249\t0.669\t0.000\t1.508\t0.025\t-1.268\t1.551\t0.836\t0.914\t1.451\t1.094\t0.974\t0.858\t0.788\n1\t1.242\t0.567\t-0.166\t1.531\t1.725\t0.626\t1.722\t-0.065\t0.000\t0.978\t0.245\t1.551\t2.215\t0.365\t0.165\t0.746\t0.000\t0.683\t-0.294\t-0.744\t3.102\t0.936\t0.855\t1.893\t1.110\t0.687\t0.782\t0.822\n1\t0.538\t1.149\t1.727\t0.914\t1.430\t0.532\t-0.276\t0.474\t0.000\t0.610\t-0.806\t-0.154\t0.000\t1.149\t0.860\t-0.788\t2.548\t0.721\t1.107\t-0.643\t3.102\t0.732\t0.885\t0.984\t0.915\t0.162\t0.736\t0.758\n1\t1.693\t0.392\t1.691\t1.251\t1.241\t1.189\t0.564\t-0.424\t2.173\t0.647\t0.382\t0.145\t0.000\t0.443\t-2.715\t-1.276\t0.000\t0.615\t0.647\t0.578\t3.102\t2.285\t1.470\t1.001\t1.530\t0.717\t1.326\t1.373\n0\t0.917\t-0.250\t0.669\t0.803\t1.350\t1.759\t-2.767\t-0.384\t0.000\t0.872\t-0.621\t1.370\t0.000\t1.085\t-0.883\t-1.464\t1.274\t1.234\t-0.208\t-1.544\t3.102\t1.104\t0.949\t0.992\t0.783\t0.331\t0.660\t0.634\n1\t1.305\t1.039\t1.573\t1.512\t-1.052\t0.812\t0.768\t0.675\t2.173\t0.775\t1.466\t-0.012\t2.215\t0.637\t0.386\t-0.719\t0.000\t0.454\t1.074\t0.389\t0.000\t0.564\t0.690\t1.365\t1.095\t0.807\t0.948\t0.746\n1\t0.911\t0.276\t-0.320\t1.795\t-0.442\t0.603\t0.832\t1.302\t0.000\t0.613\t-0.271\t0.813\t2.215\t0.752\t-0.004\t1.535\t2.548\t0.517\t1.076\t-1.603\t0.000\t0.783\t0.635\t0.976\t0.954\t0.448\t0.750\t0.757\n1\t0.686\t-0.500\t0.939\t1.350\t-1.333\t0.745\t-0.845\t-0.527\t2.173\t0.846\t1.423\t-1.663\t0.000\t0.998\t-1.130\t0.519\t2.548\t0.946\t1.231\t0.935\t0.000\t0.941\t1.519\t1.185\t0.933\t0.894\t1.173\t1.002\n0\t1.154\t-0.132\t-1.172\t1.205\t-0.379\t0.479\t-1.096\t-0.309\t2.173\t1.043\t-0.651\t0.596\t1.107\t0.975\t-0.205\t1.443\t0.000\t0.816\t-1.059\t1.388\t0.000\t1.048\t0.959\t1.072\t1.092\t0.791\t0.781\t0.764\n1\t0.895\t-1.061\t0.742\t0.840\t-1.061\t1.095\t0.918\t-0.389\t2.173\t0.839\t0.630\t-1.238\t0.000\t0.934\t0.439\t-1.651\t0.000\t0.673\t0.306\t0.526\t1.551\t0.715\t1.312\t1.200\t0.758\t0.715\t1.035\t0.956\n1\t1.776\t1.181\t-1.527\t0.775\t-1.263\t0.720\t-0.094\t-0.055\t2.173\t0.604\t0.422\t0.387\t0.000\t0.604\t1.440\t0.657\t2.548\t0.448\t1.799\t1.255\t0.000\t0.815\t0.870\t0.984\t0.858\t0.915\t0.924\t0.795\n1\t0.999\t-2.310\t0.531\t0.385\t-0.514\t0.448\t1.585\t-1.032\t0.000\t0.688\t-0.803\t-1.696\t0.000\t0.773\t-0.943\t0.955\t0.000\t0.621\t-2.074\t1.410\t0.000\t0.843\t0.813\t0.979\t0.653\t0.223\t0.535\t0.582\n1\t0.879\t1.530\t-0.715\t0.825\t0.221\t0.556\t1.070\t1.175\t2.173\t0.480\t1.791\t0.360\t0.000\t1.072\t0.322\t-1.236\t2.548\t0.379\t-1.707\t-1.581\t0.000\t1.984\t1.301\t0.986\t0.890\t0.868\t0.910\t0.978\n1\t2.368\t0.796\t0.542\t1.064\t1.237\t0.410\t1.171\t-1.301\t0.000\t0.462\t-0.457\t1.680\t0.000\t1.201\t0.601\t-0.696\t2.548\t0.616\t-0.965\t-1.238\t3.102\t0.945\t0.820\t1.291\t1.188\t0.750\t0.978\t0.874\n1\t1.663\t-0.508\t0.134\t0.601\t0.287\t0.795\t-0.459\t1.634\t0.000\t1.157\t0.111\t-0.902\t2.215\t0.776\t0.324\t0.912\t2.548\t0.449\t0.664\t-1.671\t0.000\t0.631\t0.923\t1.002\t0.701\t1.013\t0.797\t0.802\n0\t0.413\t0.203\t1.624\t1.527\t1.027\t0.677\t-0.037\t-0.241\t2.173\t1.438\t0.046\t-1.649\t2.215\t1.186\t1.332\t-0.158\t0.000\t0.626\t1.445\t-0.770\t0.000\t0.923\t0.949\t0.983\t1.040\t1.387\t0.999\t1.078\n1\t1.084\t0.762\t1.222\t0.897\t-1.221\t0.584\t0.973\t0.305\t0.000\t0.424\t-0.638\t-0.397\t0.000\t0.739\t0.724\t-0.945\t2.548\t1.455\t0.211\t-0.150\t0.000\t0.886\t0.859\t1.104\t0.672\t0.797\t0.789\t0.882\n1\t0.952\t-0.757\t1.033\t0.522\t-0.883\t0.821\t-0.303\t1.364\t2.173\t0.752\t-0.788\t-0.168\t0.000\t1.113\t0.237\t-0.274\t0.000\t0.976\t-1.176\t-1.303\t3.102\t0.799\t0.935\t0.987\t0.686\t0.842\t0.872\t0.742\n1\t1.502\t1.209\t0.702\t0.759\t1.018\t0.895\t1.605\t-0.734\t0.000\t0.429\t0.898\t1.597\t0.000\t0.429\t2.044\t-1.154\t0.000\t0.453\t2.215\t0.697\t0.000\t1.074\t0.777\t0.983\t0.613\t0.241\t0.480\t0.681\n0\t0.510\t-0.845\t-0.825\t0.923\t1.316\t0.627\t0.712\t0.285\t2.173\t0.923\t-1.091\t-1.590\t2.215\t0.531\t-2.126\t-0.594\t0.000\t0.983\t-0.569\t0.180\t0.000\t0.896\t0.926\t0.987\t0.875\t1.622\t1.032\t0.863\n0\t0.937\t0.030\t-0.446\t0.814\t1.215\t0.240\t0.395\t1.715\t0.000\t0.525\t-0.233\t1.012\t2.215\t0.735\t0.064\t0.077\t2.548\t1.730\t-0.389\t-0.968\t0.000\t0.838\t0.707\t1.207\t0.692\t0.503\t0.514\t0.522\n1\t1.154\t-0.586\t-0.910\t1.279\t-0.295\t1.508\t-0.209\t1.276\t2.173\t0.619\t-0.247\t0.484\t0.000\t0.289\t2.100\t-0.482\t0.000\t0.553\t-0.039\t-0.364\t3.102\t1.186\t0.709\t0.984\t1.547\t0.965\t0.977\t0.926\n1\t1.046\t-0.419\t-0.646\t0.379\t-0.816\t0.884\t-0.646\t1.732\t0.000\t2.073\t-1.193\t-0.000\t0.000\t1.723\t-0.541\t1.309\t2.548\t0.396\t-2.305\t-0.722\t0.000\t1.230\t1.440\t0.988\t1.139\t0.682\t1.164\t1.099\n0\t1.434\t-0.903\t-0.793\t0.328\t0.160\t0.625\t-0.750\t-1.657\t0.000\t0.810\t-0.641\t1.026\t2.215\t0.901\t0.306\t0.206\t2.548\t0.445\t-0.961\t-0.075\t0.000\t0.813\t0.902\t0.988\t0.900\t0.772\t0.714\t0.667\n0\t1.759\t1.471\t-1.264\t1.191\t1.650\t0.904\t-0.670\t0.183\t2.173\t0.427\t1.040\t0.708\t2.215\t0.819\t-1.790\t-0.173\t0.000\t0.375\t-1.798\t1.201\t0.000\t0.581\t0.807\t0.988\t0.815\t0.996\t1.383\t1.565\n0\t1.088\t-0.611\t1.523\t0.421\t-0.635\t1.282\t0.556\t-1.466\t2.173\t1.269\t-0.915\t-0.515\t0.000\t2.838\t-0.261\t0.369\t2.548\t0.996\t-0.471\t1.077\t0.000\t0.872\t0.920\t0.993\t1.208\t2.586\t1.363\t1.051\n0\t3.865\t-1.225\t-0.169\t0.486\t0.408\t2.683\t-0.363\t1.606\t1.087\t1.958\t-1.265\t0.264\t2.215\t1.240\t-2.103\t-1.370\t0.000\t0.837\t-0.928\t-1.044\t0.000\t0.784\t1.563\t0.989\t2.964\t3.554\t2.220\t1.832\n0\t0.928\t0.878\t-0.710\t2.000\t-0.880\t0.622\t-0.708\t1.700\t2.173\t1.604\t-0.162\t0.867\t0.000\t0.733\t-0.312\t0.269\t1.274\t0.526\t1.809\t1.632\t0.000\t1.113\t1.023\t0.976\t0.885\t0.823\t0.850\t0.960\n0\t1.040\t0.987\t1.700\t1.159\t-0.835\t0.590\t-0.071\t0.455\t0.000\t0.777\t0.459\t0.033\t2.215\t0.614\t1.220\t0.784\t0.000\t1.232\t0.106\t-1.287\t3.102\t0.888\t0.942\t1.151\t0.934\t0.834\t0.690\t0.737\n0\t2.217\t-0.194\t0.202\t0.677\t-0.312\t1.576\t-0.361\t1.544\t2.173\t0.499\t-0.504\t-0.912\t2.215\t0.954\t0.392\t-0.859\t0.000\t0.374\t0.289\t-1.345\t0.000\t0.281\t1.065\t0.999\t0.800\t1.048\t1.146\t0.916\n0\t3.530\t-1.640\t-0.277\t1.379\t1.114\t3.102\t-0.125\t1.149\t1.087\t1.597\t-0.746\t1.243\t1.107\t0.826\t1.343\t-1.556\t0.000\t1.646\t-0.667\t-0.759\t0.000\t1.990\t1.895\t2.903\t3.876\t1.104\t2.520\t2.291\n1\t0.656\t-0.074\t-0.380\t0.778\t1.296\t0.957\t-0.518\t-0.730\t2.173\t0.808\t0.910\t-1.476\t0.000\t1.184\t0.268\t1.486\t0.000\t0.786\t1.260\t0.584\t0.000\t0.840\t0.850\t0.988\t0.846\t0.838\t0.894\t0.760\n1\t1.246\t0.206\t-1.344\t0.424\t-0.901\t1.368\t0.872\t1.430\t2.173\t1.848\t0.918\t-0.372\t0.000\t1.497\t0.392\t0.981\t2.548\t1.154\t-0.863\t0.132\t0.000\t1.020\t1.389\t0.984\t1.313\t0.813\t1.255\t1.152\n0\t0.607\t0.109\t1.623\t0.180\t-0.713\t0.492\t0.652\t0.752\t0.000\t1.722\t0.905\t-0.711\t2.215\t0.814\t0.403\t-1.359\t0.000\t1.841\t1.442\t0.404\t0.000\t0.934\t0.907\t0.985\t1.423\t1.404\t1.113\t1.140\n0\t0.686\t-1.481\t1.477\t1.200\t-1.048\t0.755\t-0.235\t-1.156\t2.173\t0.328\t0.687\t0.285\t0.000\t1.227\t-1.036\t0.522\t2.548\t0.487\t-0.995\t-0.596\t0.000\t0.684\t0.880\t0.988\t0.957\t1.321\t0.916\t0.831\n1\t0.899\t-0.758\t0.336\t0.892\t-1.491\t0.954\t-0.567\t-1.630\t0.000\t1.337\t-0.688\t0.071\t2.215\t1.042\t-0.162\t-0.929\t2.548\t0.810\t-0.912\t1.466\t0.000\t1.103\t0.837\t1.237\t0.928\t1.039\t0.878\t0.787\n1\t1.036\t1.431\t-0.434\t0.735\t-1.208\t0.853\t-0.021\t0.667\t2.173\t0.657\t0.803\t-1.566\t0.000\t0.813\t0.116\t-0.345\t0.000\t0.803\t1.398\t1.111\t0.000\t1.077\t1.105\t0.986\t0.465\t0.651\t0.733\t0.685\n0\t1.920\t-0.262\t-0.501\t0.125\t-1.455\t1.435\t1.362\t0.847\t0.000\t0.709\t-0.778\t-1.399\t0.000\t0.803\t1.271\t-0.271\t1.274\t0.543\t1.654\t1.534\t0.000\t0.886\t0.980\t0.985\t0.768\t0.448\t0.714\t1.073\n1\t0.935\t-0.677\t1.227\t1.685\t0.671\t1.040\t1.335\t-0.993\t1.087\t0.531\t1.327\t1.499\t0.000\t1.149\t0.405\t-0.811\t0.000\t0.990\t0.792\t0.209\t3.102\t0.915\t0.868\t0.986\t0.828\t0.973\t1.213\t0.983\n1\t0.289\t-1.962\t-0.349\t0.403\t-0.806\t1.102\t-0.800\t0.764\t2.173\t0.793\t-1.894\t-1.180\t0.000\t0.611\t-0.043\t-1.295\t2.548\t0.590\t-0.553\t0.267\t0.000\t1.056\t0.843\t0.978\t0.976\t1.058\t0.859\t0.770\n1\t0.929\t-0.410\t-1.322\t0.358\t0.787\t0.907\t-0.861\t1.236\t2.173\t1.703\t1.927\t-0.007\t0.000\t0.589\t-2.041\t-0.842\t0.000\t1.586\t-1.496\t-1.547\t0.000\t0.676\t1.083\t0.991\t0.591\t0.601\t0.731\t0.779\n0\t0.604\t-0.716\t-0.886\t0.424\t0.105\t0.489\t-0.521\t-0.287\t2.173\t0.617\t-0.564\t0.672\t1.107\t1.298\t-1.322\t1.363\t0.000\t0.868\t-1.460\t-1.005\t0.000\t1.006\t1.013\t0.982\t0.710\t0.615\t0.708\t0.738\n0\t1.520\t0.177\t-0.041\t0.385\t-1.280\t0.763\t-0.247\t-1.729\t0.000\t1.466\t-0.945\t0.210\t2.215\t0.832\t-0.771\t-1.434\t0.000\t1.637\t-1.318\t1.574\t3.102\t0.576\t0.761\t0.986\t0.943\t1.387\t1.006\t0.971\n1\t1.015\t0.441\t0.518\t0.486\t-0.352\t0.638\t-1.062\t1.286\t2.173\t0.600\t0.017\t-0.315\t0.000\t1.295\t-0.793\t-1.104\t1.274\t0.554\t0.676\t0.687\t0.000\t0.665\t0.964\t0.987\t0.947\t0.951\t0.808\t0.722\n1\t0.930\t-0.507\t-0.821\t1.348\t1.604\t0.279\t-0.406\t-0.183\t0.000\t0.620\t0.573\t-0.425\t2.215\t0.952\t0.460\t1.508\t1.274\t0.958\t-1.824\t0.475\t0.000\t0.912\t1.111\t1.267\t0.839\t0.805\t0.898\t0.846\n0\t1.520\t-0.439\t1.458\t0.798\t1.134\t0.687\t-0.530\t-0.491\t0.000\t0.494\t0.426\t0.417\t2.215\t0.316\t1.026\t-0.442\t2.548\t0.606\t0.683\t0.074\t0.000\t0.866\t0.694\t0.986\t0.731\t0.329\t0.565\t0.661\n1\t0.802\t-0.480\t0.089\t0.713\t1.225\t2.125\t0.779\t0.466\t0.000\t2.200\t0.875\t-1.341\t2.215\t1.891\t0.187\t-1.631\t2.548\t1.643\t1.121\t-0.408\t0.000\t0.889\t1.109\t0.991\t0.931\t0.951\t0.994\t0.924\n0\t0.547\t-1.312\t-0.111\t1.370\t1.409\t1.299\t2.403\t-0.697\t0.000\t1.469\t0.111\t-1.584\t2.215\t2.116\t0.956\t0.545\t0.000\t0.945\t0.363\t0.680\t3.102\t3.481\t2.120\t1.175\t1.273\t0.964\t1.864\t2.242\n0\t0.485\t0.296\t1.047\t0.483\t0.932\t0.500\t-0.995\t-0.115\t2.173\t0.750\t0.038\t-1.036\t2.215\t0.655\t1.879\t-1.513\t0.000\t0.578\t0.760\t-1.625\t0.000\t0.697\t0.729\t0.987\t0.874\t0.827\t0.685\t0.607\n0\t0.806\t-0.819\t-0.676\t0.840\t-1.487\t1.184\t-0.611\t-0.043\t2.173\t1.369\t-0.494\t1.612\t2.215\t1.187\t-0.002\t0.484\t0.000\t0.483\t-0.102\t1.476\t0.000\t0.653\t0.913\t0.989\t1.132\t1.870\t1.092\t0.940\n0\t0.819\t0.204\t0.528\t0.681\t0.399\t0.364\t-0.645\t-0.344\t1.087\t1.127\t-0.122\t-0.919\t2.215\t0.855\t-0.996\t1.038\t0.000\t1.343\t-0.409\t-1.585\t0.000\t0.904\t1.033\t0.990\t0.902\t0.530\t0.859\t0.903\n1\t0.808\t0.326\t-1.705\t0.460\t0.211\t0.703\t-0.672\t0.739\t2.173\t0.907\t0.208\t-0.624\t0.000\t1.145\t-0.488\t-1.145\t0.000\t0.995\t-0.784\t0.255\t0.000\t0.927\t0.718\t0.989\t0.740\t0.531\t0.760\t0.669\n1\t0.794\t-1.488\t-0.678\t0.386\t-0.735\t0.667\t0.554\t1.703\t2.173\t0.698\t0.322\t0.659\t0.000\t0.555\t-0.807\t0.380\t0.000\t0.616\t-0.439\t1.695\t3.102\t0.662\t0.928\t0.979\t0.584\t0.387\t0.652\t0.665\n1\t0.299\t1.251\t-1.641\t0.713\t-0.331\t0.875\t-0.458\t-1.640\t0.000\t1.323\t-0.835\t0.371\t0.000\t0.711\t-1.060\t1.310\t2.548\t1.053\t-0.014\t-0.401\t3.102\t2.266\t1.302\t0.991\t0.546\t0.773\t0.889\t0.779\n1\t0.770\t0.238\t-1.724\t0.857\t-0.297\t1.253\t-0.041\t0.474\t1.087\t1.185\t1.875\t1.483\t0.000\t1.244\t-0.300\t-0.849\t0.000\t1.078\t0.390\t-0.298\t1.551\t0.632\t0.565\t1.080\t1.016\t0.850\t0.877\t0.765\n1\t0.729\t-0.410\t-0.092\t0.613\t-1.276\t1.212\t0.098\t1.722\t2.173\t0.845\t0.853\t0.273\t0.000\t0.736\t0.321\t-0.329\t0.000\t0.539\t-0.419\t0.514\t3.102\t0.703\t0.553\t0.993\t0.951\t0.803\t0.840\t0.733\n1\t1.380\t1.749\t1.237\t0.261\t-0.646\t1.317\t0.820\t0.146\t2.173\t1.013\t2.789\t-1.036\t0.000\t0.890\t1.811\t-1.211\t0.000\t0.919\t0.822\t1.088\t1.551\t0.702\t1.069\t0.992\t1.161\t0.878\t1.293\t1.062\n0\t1.212\t-0.170\t-0.364\t0.344\t-0.602\t0.649\t-1.609\t0.900\t0.000\t1.054\t-0.528\t-0.579\t2.215\t1.369\t-0.245\t-1.438\t0.000\t2.053\t0.221\t0.656\t3.102\t1.092\t1.030\t0.986\t1.039\t1.313\t0.977\t0.859\n0\t2.060\t0.441\t0.342\t0.723\t-0.460\t1.045\t0.925\t-1.156\t0.000\t1.269\t-0.149\t0.971\t2.215\t0.617\t0.134\t-1.540\t0.000\t0.745\t-0.585\t-0.977\t3.102\t0.761\t0.753\t1.117\t1.061\t0.897\t0.920\t0.955\n1\t0.897\t2.121\t0.592\t1.129\t1.328\t1.486\t0.322\t-1.045\t0.000\t1.498\t1.112\t0.683\t1.107\t0.730\t-1.578\t-1.656\t0.000\t0.646\t-1.104\t-0.347\t3.102\t1.277\t1.218\t0.984\t0.790\t1.568\t1.331\t1.300\n1\t0.911\t1.825\t1.033\t0.276\t0.217\t0.779\t0.936\t-0.498\t0.000\t0.897\t0.972\t-1.069\t0.000\t1.146\t1.040\t1.347\t2.548\t1.413\t0.870\t0.427\t1.551\t0.875\t1.004\t0.999\t0.625\t0.719\t0.818\t0.741\n0\t0.568\t0.545\t-1.368\t3.152\t-0.728\t1.429\t0.490\t0.741\t2.173\t0.530\t0.157\t0.252\t0.000\t1.888\t1.186\t1.644\t0.000\t1.628\t1.345\t-0.333\t3.102\t0.962\t1.251\t1.012\t1.860\t1.635\t1.343\t1.246\n0\t0.495\t-0.522\t0.831\t0.778\t-1.338\t0.416\t-1.958\t-0.059\t0.000\t0.588\t0.936\t-1.432\t1.107\t0.561\t0.428\t-0.195\t1.274\t0.465\t1.257\t0.828\t0.000\t1.922\t1.177\t0.986\t1.067\t0.568\t0.925\t0.873\n1\t2.287\t-0.206\t-0.855\t1.496\t0.296\t1.100\t0.074\t0.650\t0.000\t0.942\t0.181\t-1.407\t0.000\t0.991\t-0.509\t1.578\t2.548\t0.374\t-0.678\t-1.486\t0.000\t1.023\t0.933\t2.208\t1.345\t1.049\t0.985\t0.934\n1\t0.487\t1.476\t-0.178\t0.848\t-1.075\t0.872\t0.103\t0.873\t0.000\t1.173\t0.796\t-0.840\t2.215\t1.040\t0.547\t1.395\t0.000\t1.247\t0.393\t0.039\t3.102\t0.886\t0.907\t0.981\t0.624\t0.800\t0.918\t0.798\n1\t1.847\t-0.658\t-0.506\t0.289\t-1.092\t1.252\t-0.533\t1.050\t2.173\t0.590\t-1.709\t1.563\t0.000\t0.356\t-1.737\t-1.208\t0.000\t0.644\t-1.067\t-1.351\t3.102\t0.743\t0.921\t0.989\t0.586\t0.867\t0.917\t0.763\n1\t0.916\t-1.572\t1.325\t0.251\t-0.371\t0.624\t-1.203\t-0.810\t0.000\t1.074\t-0.130\t1.187\t2.215\t1.870\t-0.493\t0.160\t2.548\t0.854\t-1.943\t-1.216\t0.000\t0.768\t1.293\t0.992\t0.778\t1.242\t1.104\t0.905\n1\t0.632\t1.011\t-1.116\t1.253\t1.276\t0.877\t0.580\t0.117\t2.173\t1.001\t0.446\t-0.349\t0.000\t1.070\t0.747\t-1.429\t2.548\t1.088\t-0.787\t1.509\t0.000\t1.703\t1.239\t1.028\t1.034\t1.196\t0.965\t0.906\n1\t0.496\t-0.645\t-0.882\t0.955\t1.070\t0.602\t0.041\t-1.731\t0.000\t1.136\t-0.089\t-0.037\t2.215\t0.682\t1.005\t0.572\t2.548\t0.638\t0.757\t-1.152\t0.000\t0.916\t1.059\t0.986\t0.949\t0.768\t0.880\t0.814\n0\t1.619\t0.557\t-1.233\t1.899\t-0.925\t2.482\t0.130\t0.869\t1.087\t1.486\t0.724\t-0.510\t2.215\t0.758\t0.402\t-0.067\t0.000\t0.550\t1.708\t-1.484\t0.000\t0.933\t0.821\t0.976\t2.565\t2.818\t1.887\t1.428\n1\t0.610\t-1.762\t-0.635\t0.832\t0.164\t0.988\t-0.941\t1.129\t0.000\t0.933\t-0.445\t-0.569\t2.215\t0.874\t0.405\t-1.210\t0.000\t0.700\t2.340\t-0.587\t0.000\t1.158\t0.946\t0.996\t0.661\t0.712\t0.628\t0.639\n0\t0.951\t1.868\t-0.565\t1.429\t-1.374\t1.180\t0.888\t0.859\t2.173\t0.590\t-0.433\t0.306\t2.215\t0.705\t0.993\t-1.305\t0.000\t0.960\t1.256\t0.216\t0.000\t0.910\t1.003\t1.075\t1.473\t1.065\t1.261\t0.995\n0\t1.031\t0.730\t0.885\t1.183\t-0.781\t0.457\t1.358\t-0.144\t2.173\t0.907\t0.032\t-1.634\t2.215\t0.618\t0.518\t-0.807\t0.000\t0.673\t1.537\t1.003\t0.000\t0.860\t0.852\t1.527\t0.875\t1.147\t0.810\t0.694\n1\t0.801\t-0.320\t-0.450\t0.124\t-1.296\t0.862\t0.546\t0.511\t1.087\t1.553\t0.375\t1.646\t0.000\t1.094\t0.281\t0.029\t0.000\t0.956\t1.089\t1.405\t3.102\t0.861\t0.879\t0.993\t0.728\t0.785\t0.690\t0.643\n1\t0.748\t1.009\t-0.466\t1.164\t1.214\t0.684\t1.051\t1.639\t2.173\t0.649\t0.309\t0.300\t0.000\t0.696\t-0.611\t-0.612\t1.274\t0.600\t-2.133\t0.054\t0.000\t1.630\t1.009\t1.290\t0.807\t1.141\t1.121\t1.083\n1\t1.193\t-1.403\t-0.085\t0.816\t-1.139\t0.949\t-0.738\t0.008\t2.173\t1.086\t-1.325\t-1.530\t0.000\t1.686\t-2.134\t0.954\t0.000\t0.816\t-0.341\t-0.807\t3.102\t1.944\t1.422\t1.111\t0.870\t0.643\t1.204\t1.008\n1\t1.839\t-1.074\t1.122\t0.806\t1.498\t1.029\t-1.038\t-0.306\t2.173\t0.822\t1.729\t-0.471\t0.000\t1.135\t-0.985\t-1.399\t0.000\t1.271\t-1.652\t0.831\t0.000\t1.349\t0.839\t1.001\t1.404\t0.705\t0.919\t0.855\n1\t1.063\t1.222\t0.546\t1.183\t1.151\t1.248\t-0.357\t0.025\t0.000\t1.352\t0.337\t-1.118\t2.215\t0.570\t0.225\t1.504\t2.548\t0.389\t1.878\t0.147\t0.000\t1.827\t1.229\t0.981\t1.259\t0.657\t1.032\t1.005\n1\t1.111\t-1.797\t0.036\t0.529\t-0.940\t0.751\t-1.832\t0.580\t0.000\t0.509\t-1.418\t1.428\t2.215\t1.410\t-0.030\t-1.366\t2.548\t0.694\t-0.463\t1.197\t0.000\t0.961\t0.685\t0.986\t1.125\t0.874\t0.877\t0.822\n1\t0.436\t1.636\t1.156\t0.631\t-0.584\t0.744\t0.446\t1.137\t1.087\t0.955\t0.376\t-1.404\t1.107\t0.816\t0.640\t-0.252\t0.000\t0.622\t0.678\t0.130\t0.000\t0.558\t0.922\t0.981\t0.762\t0.933\t0.806\t0.689\n1\t1.699\t0.749\t0.180\t0.391\t1.545\t0.379\t-1.137\t-0.713\t2.173\t1.090\t0.368\t-1.426\t2.215\t0.672\t-0.754\t0.404\t0.000\t0.488\t-0.996\t1.387\t0.000\t0.503\t0.933\t1.064\t1.051\t0.976\t0.902\t0.789\n1\t0.712\t1.437\t-0.315\t0.527\t-1.501\t0.490\t-1.566\t-0.437\t1.087\t0.450\t-0.086\t0.472\t0.000\t0.632\t-0.536\t1.711\t2.548\t0.972\t0.194\t1.352\t0.000\t0.630\t0.962\t0.992\t1.195\t0.740\t1.485\t1.142\n1\t1.067\t0.978\t0.296\t0.821\t1.644\t1.242\t0.979\t1.709\t2.173\t0.908\t0.877\t-0.734\t0.000\t0.726\t1.093\t0.830\t2.548\t1.254\t-0.110\t-0.301\t0.000\t0.919\t0.947\t1.216\t1.010\t0.853\t0.951\t0.848\n1\t2.015\t-0.442\t-0.686\t0.868\t0.486\t0.329\t1.213\t-1.220\t0.000\t1.093\t0.182\t1.307\t2.215\t0.429\t-0.187\t0.882\t0.000\t0.395\t0.669\t-0.501\t0.000\t0.828\t0.740\t1.596\t0.855\t0.595\t0.861\t0.756\n1\t0.369\t-1.946\t-1.683\t0.662\t0.100\t0.696\t-1.520\t-0.623\t0.000\t1.639\t-0.705\t1.190\t0.000\t1.087\t-2.389\t-0.667\t0.000\t1.033\t-0.630\t-1.279\t3.102\t0.897\t0.920\t0.980\t0.587\t0.720\t0.815\t0.735\n1\t1.133\t0.679\t-1.641\t1.875\t-1.571\t1.967\t1.177\t0.287\t0.000\t0.867\t2.400\t1.151\t0.000\t1.338\t-0.202\t-1.070\t2.548\t1.564\t-1.309\t-0.843\t3.102\t1.791\t1.956\t1.001\t1.346\t0.836\t1.803\t1.601\n1\t1.279\t-0.508\t-1.397\t0.827\t-0.518\t0.955\t-0.014\t-0.854\t1.087\t0.733\t-1.671\t0.266\t0.000\t0.906\t-0.311\t1.592\t2.548\t0.952\t1.784\t0.625\t0.000\t0.826\t0.916\t1.015\t0.691\t0.953\t0.943\t0.818\n0\t0.593\t1.520\t0.195\t0.986\t-1.719\t0.901\t0.099\t0.068\t2.173\t0.869\t1.364\t-0.191\t0.000\t1.478\t-0.479\t1.319\t2.548\t1.914\t-0.832\t-1.567\t0.000\t0.769\t1.118\t1.047\t1.300\t1.376\t1.167\t1.046\n1\t0.806\t0.343\t0.691\t1.028\t-1.710\t0.876\t-0.303\t0.237\t2.173\t0.912\t1.447\t-0.795\t0.000\t0.597\t-0.293\t-1.563\t1.274\t0.397\t0.279\t-1.466\t0.000\t0.653\t0.749\t1.047\t0.979\t0.900\t0.866\t0.789\n1\t0.645\t-1.552\t0.848\t0.814\t-0.964\t1.174\t-1.072\t-1.720\t2.173\t1.398\t-0.661\t-1.308\t2.215\t2.026\t-0.015\t0.443\t0.000\t2.718\t0.270\t-0.077\t0.000\t0.935\t1.633\t1.002\t0.872\t0.784\t1.289\t1.105\n1\t0.862\t-0.460\t0.781\t1.114\t-0.301\t0.960\t-0.170\t-1.666\t0.000\t1.435\t-1.251\t0.024\t2.215\t0.969\t-1.776\t1.203\t0.000\t0.823\t-0.013\t-0.717\t3.102\t1.978\t1.305\t1.123\t0.867\t0.902\t1.168\t0.998\n1\t0.799\t-0.496\t1.631\t0.505\t1.055\t2.129\t-0.470\t0.093\t0.000\t1.757\t-0.395\t-1.518\t0.000\t1.672\t0.337\t-1.476\t2.548\t1.597\t0.961\t0.797\t0.000\t0.937\t0.959\t0.980\t0.732\t0.636\t1.127\t1.001\n1\t1.883\t0.739\t-1.420\t1.654\t0.888\t0.328\t0.103\t-1.184\t0.000\t0.646\t0.844\t-0.333\t0.000\t1.210\t-0.167\t-0.383\t1.274\t1.231\t-0.634\t0.686\t3.102\t0.779\t0.938\t2.134\t1.481\t0.813\t1.119\t0.928\n0\t1.042\t-1.796\t-1.740\t0.744\t-0.539\t1.752\t1.248\t0.027\t0.000\t2.031\t-1.125\t1.676\t2.215\t0.516\t1.901\t-0.225\t0.000\t0.620\t0.533\t1.352\t3.102\t0.824\t0.944\t1.077\t1.012\t1.079\t2.281\t2.187\n1\t1.763\t1.357\t-1.215\t0.237\t-0.008\t0.816\t1.278\t0.268\t2.173\t0.394\t0.314\t0.241\t0.000\t0.540\t2.243\t1.471\t0.000\t0.847\t0.376\t1.437\t1.551\t1.109\t0.881\t0.989\t0.683\t0.854\t0.753\t0.699\n0\t1.048\t0.167\t1.301\t0.879\t-0.834\t0.753\t0.035\t-0.849\t0.000\t0.995\t-0.663\t-0.531\t0.000\t2.804\t-1.293\t1.050\t0.000\t1.763\t-0.006\t0.176\t3.102\t0.852\t0.989\t1.248\t0.719\t1.032\t0.749\t0.749\n0\t0.772\t-1.315\t0.988\t0.614\t-0.389\t1.371\t-1.362\t-0.232\t2.173\t0.884\t-2.188\t1.679\t0.000\t1.084\t-2.520\t-1.257\t0.000\t1.347\t-0.988\t1.448\t3.102\t0.815\t0.912\t0.983\t0.891\t1.442\t1.169\t0.942\n1\t0.830\t1.685\t-0.317\t1.009\t0.743\t0.922\t-0.428\t1.680\t0.000\t1.237\t0.735\t0.026\t2.215\t1.311\t1.807\t1.113\t0.000\t1.210\t1.379\t-1.370\t0.000\t0.807\t0.943\t1.035\t0.855\t0.754\t0.954\t1.042\n0\t0.438\t-0.581\t-1.598\t1.106\t0.362\t0.900\t-0.164\t-1.394\t2.173\t0.636\t0.517\t0.367\t0.000\t0.803\t0.589\t-1.005\t2.548\t0.736\t0.008\t1.362\t0.000\t0.735\t0.980\t0.989\t0.747\t0.572\t0.683\t0.647\n1\t1.208\t-1.938\t0.301\t0.617\t1.694\t0.651\t0.087\t0.301\t1.087\t0.737\t-1.155\t-1.454\t0.000\t0.841\t-0.535\t-1.140\t2.548\t0.465\t-1.413\t1.263\t0.000\t0.525\t1.045\t1.137\t0.941\t0.943\t0.948\t0.797\n0\t1.009\t0.489\t-0.344\t0.186\t1.110\t1.015\t0.395\t-1.268\t1.087\t0.755\t0.124\t0.525\t1.107\t0.407\t-0.249\t-0.562\t0.000\t0.779\t-0.857\t1.550\t0.000\t0.635\t0.807\t0.988\t0.750\t1.298\t0.814\t0.732\n0\t0.332\t-0.778\t-0.149\t1.561\t1.368\t0.991\t-0.288\t0.515\t2.173\t0.895\t-0.173\t-0.683\t1.107\t0.672\t-0.894\t-0.348\t0.000\t1.190\t-2.350\t-1.613\t0.000\t0.744\t0.926\t0.988\t0.926\t1.224\t0.836\t0.741\n1\t0.363\t1.356\t1.085\t1.256\t0.275\t1.007\t0.365\t-1.242\t0.000\t1.293\t0.655\t0.687\t2.215\t0.992\t-0.142\t-0.724\t0.000\t0.774\t1.065\t-1.575\t3.102\t0.941\t0.766\t0.986\t0.672\t0.853\t0.945\t0.859\n0\t1.176\t0.484\t-1.026\t1.331\t-1.547\t0.532\t0.422\t0.827\t2.173\t1.039\t-1.007\t1.358\t1.107\t1.281\t-0.297\t-0.239\t0.000\t1.843\t0.669\t-0.376\t0.000\t0.990\t0.872\t0.996\t1.120\t1.008\t0.909\t0.888\n1\t1.259\t-1.345\t1.469\t0.534\t-0.900\t1.459\t-2.898\t0.759\t0.000\t2.024\t-1.099\t-0.817\t1.107\t0.855\t-0.624\t1.630\t0.000\t2.036\t-0.473\t-0.282\t3.102\t3.096\t2.726\t0.990\t1.076\t0.998\t2.072\t1.571\n0\t1.235\t0.497\t-0.416\t0.199\t0.552\t0.635\t1.995\t-1.100\t0.000\t0.891\t0.123\t0.941\t1.107\t1.358\t-1.445\t0.873\t0.000\t0.998\t0.956\t-0.477\t0.000\t0.846\t0.884\t0.989\t0.847\t0.636\t0.878\t0.827\n1\t0.910\t1.750\t-0.856\t1.089\t-1.368\t0.842\t0.083\t1.142\t2.173\t0.472\t0.358\t0.473\t2.215\t0.292\t1.583\t-0.477\t0.000\t0.414\t2.071\t-0.488\t0.000\t0.914\t0.811\t0.976\t1.151\t0.543\t1.279\t1.083\n0\t2.233\t0.447\t1.075\t1.085\t-0.234\t2.101\t-0.109\t-0.154\t0.000\t1.976\t-0.249\t1.414\t1.107\t1.123\t0.113\t-0.847\t0.000\t2.001\t0.377\t-1.424\t3.102\t0.843\t0.785\t1.993\t1.519\t1.184\t1.154\t1.033\n1\t0.355\t-2.258\t-0.727\t0.916\t1.169\t1.029\t-1.102\t-0.624\t2.173\t0.416\t-2.371\t1.191\t0.000\t0.560\t-0.656\t-0.320\t0.000\t0.681\t1.521\t1.707\t0.000\t1.020\t0.995\t0.991\t0.572\t0.749\t0.660\t0.634\n0\t0.312\t1.518\t-0.017\t1.033\t1.697\t1.179\t0.583\t0.073\t2.173\t0.873\t-0.603\t-1.708\t2.215\t0.631\t-1.421\t1.234\t0.000\t0.601\t0.526\t-0.828\t0.000\t1.113\t0.799\t0.989\t1.036\t1.773\t1.041\t0.892\n0\t1.134\t0.540\t0.211\t0.764\t0.174\t1.170\t-0.832\t-1.057\t2.173\t1.225\t-0.467\t1.597\t0.000\t1.099\t0.245\t0.907\t2.548\t0.786\t-0.703\t0.014\t0.000\t1.286\t0.988\t0.983\t1.345\t1.611\t1.048\t0.962\n1\t1.043\t-0.499\t1.052\t0.746\t0.285\t0.667\t-0.071\t-1.052\t2.173\t0.662\t2.284\t-1.676\t0.000\t0.873\t-0.518\t0.084\t1.274\t1.043\t-2.102\t0.883\t0.000\t0.970\t0.943\t0.989\t0.947\t0.847\t0.902\t0.899\n1\t0.409\t1.029\t-0.046\t1.288\t0.841\t0.940\t0.643\t-1.218\t0.000\t1.298\t0.371\t0.025\t2.215\t0.804\t1.194\t-1.713\t0.000\t0.495\t-0.927\t1.021\t3.102\t0.855\t0.979\t0.987\t0.797\t0.820\t0.941\t0.859\n0\t1.599\t-0.018\t0.014\t0.778\t-1.280\t0.849\t-0.839\t1.739\t2.173\t1.350\t0.311\t-0.859\t1.107\t1.771\t-0.740\t0.658\t0.000\t0.551\t-0.125\t1.633\t0.000\t0.916\t1.015\t1.420\t0.977\t1.491\t1.081\t0.995\n0\t1.974\t-0.448\t-0.526\t1.002\t-0.852\t0.876\t-0.634\t1.166\t2.173\t0.415\t-1.481\t0.271\t2.215\t0.901\t0.037\t1.547\t0.000\t0.607\t-0.573\t0.268\t0.000\t0.804\t0.710\t0.987\t1.401\t0.759\t0.983\t0.820\n0\t1.430\t0.120\t0.450\t1.019\t-1.307\t0.893\t-0.345\t-1.481\t1.087\t1.210\t0.138\t-0.590\t2.215\t0.716\t1.340\t1.072\t0.000\t0.855\t-0.465\t1.272\t0.000\t1.047\t1.110\t1.673\t1.103\t1.165\t0.946\t0.904\n0\t1.815\t0.926\t-0.662\t0.132\t-0.394\t1.203\t1.021\t0.705\t0.000\t0.851\t0.540\t1.095\t0.000\t1.735\t0.749\t-1.074\t2.548\t0.630\t0.138\t1.638\t3.102\t0.900\t0.753\t0.979\t0.686\t0.579\t0.938\t0.915\n0\t0.841\t0.636\t1.168\t1.073\t0.417\t0.836\t0.149\t-1.182\t0.000\t0.829\t-0.105\t-1.723\t2.215\t0.891\t1.469\t0.202\t0.000\t0.968\t0.309\t-0.344\t3.102\t1.924\t1.125\t0.986\t0.824\t0.790\t0.852\t0.823\n1\t1.313\t-0.893\t-1.258\t0.920\t-0.460\t0.413\t0.123\t1.358\t0.000\t1.160\t0.363\t0.554\t2.215\t0.324\t0.818\t0.149\t2.548\t0.417\t0.767\t-0.727\t0.000\t0.684\t0.812\t1.003\t0.767\t0.289\t0.863\t0.698\n1\t0.986\t-0.412\t-1.647\t0.678\t0.520\t0.910\t-0.711\t0.528\t0.000\t1.273\t0.507\t-1.145\t2.215\t0.798\t-0.469\t-0.136\t2.548\t0.373\t-0.080\t-1.123\t0.000\t0.930\t0.668\t1.051\t0.975\t1.025\t0.889\t0.781\n1\t0.382\t-1.484\t-0.178\t0.268\t-0.258\t0.791\t0.137\t-1.506\t1.087\t1.132\t-0.921\t0.772\t2.215\t1.268\t0.047\t-0.749\t0.000\t1.064\t0.386\t0.755\t0.000\t1.279\t1.041\t0.983\t0.876\t1.466\t0.989\t0.828\n0\t1.480\t-1.407\t-1.710\t0.685\t-0.874\t0.381\t0.035\t-0.047\t2.173\t0.554\t-1.361\t0.097\t2.215\t0.509\t0.565\t1.204\t0.000\t0.724\t-0.637\t0.939\t0.000\t0.526\t0.704\t0.986\t1.012\t0.536\t0.742\t0.704\n1\t1.057\t-0.750\t-1.238\t1.709\t1.552\t0.723\t1.124\t0.143\t2.173\t0.590\t1.808\t0.371\t0.000\t0.488\t-0.659\t1.666\t0.000\t0.995\t-0.540\t-0.599\t3.102\t0.931\t1.075\t1.094\t1.717\t1.068\t1.143\t1.120\n1\t0.673\t-0.030\t-0.051\t1.008\t-1.395\t0.732\t-0.725\t0.806\t0.000\t0.882\t0.367\t-1.089\t2.215\t1.510\t0.104\t0.578\t0.000\t0.791\t-0.843\t-0.812\t3.102\t0.910\t0.978\t1.067\t0.661\t0.598\t0.895\t0.789\n0\t0.509\t2.377\t-1.043\t0.824\t1.685\t1.132\t0.635\t-0.696\t2.173\t1.184\t0.222\t0.997\t2.215\t1.313\t-0.632\t0.780\t0.000\t0.709\t0.377\t-0.125\t0.000\t1.008\t0.850\t0.997\t1.015\t1.738\t1.069\t1.045\n0\t0.674\t0.092\t0.431\t0.362\t1.076\t1.068\t0.104\t0.043\t2.173\t1.022\t-1.504\t-1.682\t0.000\t0.626\t-0.494\t0.535\t2.548\t1.326\t-1.342\t-0.858\t0.000\t1.027\t0.969\t0.986\t0.922\t0.551\t1.123\t0.919\n1\t0.557\t-0.410\t-0.034\t0.825\t0.782\t1.324\t0.211\t-0.554\t2.173\t0.481\t-0.954\t0.556\t0.000\t1.195\t-0.279\t1.252\t0.000\t1.071\t-0.192\t-1.481\t1.551\t0.792\t0.722\t0.987\t1.453\t0.976\t1.008\t0.919\n1\t0.301\t2.128\t1.126\t1.421\t0.364\t0.580\t-0.401\t-0.190\t2.173\t0.538\t0.145\t-1.080\t0.000\t1.145\t-1.000\t-1.047\t2.548\t0.936\t-2.157\t0.859\t0.000\t0.868\t0.839\t0.981\t1.411\t0.795\t0.996\t0.851\n0\t1.192\t-0.449\t-1.693\t1.264\t-1.267\t1.166\t1.036\t0.275\t0.000\t0.867\t0.355\t-0.236\t0.000\t1.510\t0.639\t1.220\t1.274\t0.895\t0.680\t-0.886\t3.102\t0.814\t1.119\t0.988\t0.665\t0.843\t0.724\t0.749\n0\t0.750\t1.800\t-1.700\t1.218\t0.896\t0.631\t-0.063\t0.765\t2.173\t0.960\t0.526\t-1.076\t2.215\t0.805\t-0.068\t0.109\t0.000\t0.411\t0.958\t-1.465\t0.000\t0.751\t0.737\t0.988\t1.041\t1.194\t0.937\t0.787\n1\t0.705\t-0.898\t1.526\t0.626\t0.688\t0.850\t0.157\t0.353\t0.000\t1.342\t0.490\t-1.238\t2.215\t0.843\t-1.412\t-0.721\t0.000\t0.681\t0.196\t1.248\t3.102\t0.678\t0.604\t0.995\t0.993\t0.686\t0.826\t0.735\n1\t0.661\t-2.283\t-0.198\t1.152\t-0.090\t1.541\t-1.150\t-1.728\t2.173\t0.944\t-1.168\t0.323\t0.000\t0.884\t-0.314\t0.595\t2.548\t0.903\t-0.209\t-1.041\t0.000\t1.127\t0.778\t0.996\t1.496\t1.399\t1.094\t0.936\n0\t2.199\t1.614\t-0.241\t1.571\t-0.502\t0.936\t-0.010\t1.277\t2.173\t0.913\t1.460\t1.511\t0.000\t0.798\t1.263\t-1.424\t2.548\t0.822\t0.400\t0.860\t0.000\t0.869\t0.968\t0.993\t0.934\t1.073\t1.298\t1.108\n1\t1.191\t0.989\t0.518\t1.176\t1.150\t0.413\t-0.268\t1.063\t0.000\t1.446\t-0.464\t-0.603\t2.215\t0.375\t-0.248\t-0.992\t2.548\t0.940\t0.615\t-1.255\t0.000\t0.966\t1.125\t0.990\t0.825\t0.281\t1.133\t0.941\n1\t1.050\t-1.317\t-0.205\t0.725\t0.486\t0.455\t-0.260\t0.756\t0.000\t1.160\t-0.952\t1.435\t1.107\t0.314\t-0.962\t0.007\t0.000\t0.669\t1.544\t-0.734\t0.000\t0.813\t1.333\t0.992\t1.220\t1.060\t1.010\t1.092\n0\t0.580\t-1.170\t0.179\t3.078\t-0.363\t1.778\t-0.790\t1.458\t1.087\t0.988\t-1.800\t1.164\t0.000\t0.672\t-0.779\t-0.365\t1.274\t0.875\t-1.647\t-0.785\t0.000\t1.193\t0.938\t0.985\t2.092\t1.358\t1.323\t1.211\n1\t1.011\t-1.861\t-0.189\t1.571\t-0.818\t1.393\t-0.656\t-1.475\t2.173\t1.303\t1.281\t0.233\t2.215\t1.160\t-2.356\t0.562\t0.000\t2.296\t-0.989\t1.227\t0.000\t0.947\t1.736\t0.989\t2.881\t3.037\t2.301\t1.989\n0\t0.720\t0.723\t-0.954\t0.482\t-0.483\t0.471\t0.969\t0.947\t2.173\t0.605\t0.106\t-1.387\t2.215\t0.400\t-0.362\t0.493\t0.000\t0.714\t0.703\t0.242\t0.000\t0.591\t0.630\t0.992\t0.815\t0.763\t0.696\t0.642\n1\t0.561\t-0.420\t1.258\t0.147\t-0.322\t0.740\t0.494\t-1.164\t0.000\t1.141\t0.799\t-0.712\t0.000\t0.679\t0.136\t0.328\t1.274\t0.663\t-1.141\t1.570\t3.102\t0.836\t0.937\t0.991\t0.754\t0.629\t0.806\t0.724\n1\t1.002\t0.494\t0.151\t1.539\t0.876\t1.007\t1.178\t-0.989\t1.087\t0.755\t0.040\t1.274\t0.000\t0.646\t2.427\t-0.058\t0.000\t1.261\t0.179\t-1.550\t3.102\t2.097\t1.403\t1.047\t1.371\t0.836\t1.051\t1.032\n1\t0.883\t0.562\t1.699\t1.298\t1.200\t1.130\t-0.247\t-0.472\t2.173\t0.774\t-0.236\t0.480\t0.000\t0.961\t0.332\t-1.219\t1.274\t0.435\t-0.170\t-1.701\t0.000\t0.698\t0.934\t0.989\t0.838\t0.905\t1.117\t0.937\n0\t0.903\t1.260\t-1.738\t0.151\t1.045\t0.684\t-0.091\t0.408\t0.000\t0.776\t-0.095\t-0.429\t2.215\t0.458\t-1.085\t0.819\t0.000\t0.377\t-2.003\t-1.166\t0.000\t0.686\t0.829\t0.991\t0.842\t0.623\t0.636\t0.686\n1\t2.631\t1.183\t0.485\t0.401\t-0.144\t0.981\t0.545\t1.675\t2.173\t1.456\t-1.294\t-1.231\t0.000\t0.747\t0.623\t-0.938\t0.000\t0.892\t0.712\t0.207\t3.102\t0.855\t1.026\t0.994\t0.488\t0.972\t0.887\t0.779\n0\t0.402\t-1.692\t0.078\t0.632\t-1.720\t0.785\t-1.067\t-0.747\t0.000\t0.898\t0.773\t0.695\t2.215\t1.291\t0.563\t1.532\t2.548\t0.542\t2.256\t0.179\t0.000\t0.893\t0.899\t0.995\t0.940\t0.790\t0.758\t0.807\n1\t0.828\t-0.961\t-0.164\t1.830\t-1.374\t1.110\t-0.991\t0.660\t1.087\t1.310\t0.073\t-1.368\t2.215\t0.786\t-1.699\t0.160\t0.000\t0.438\t1.429\t0.048\t0.000\t1.888\t1.441\t1.511\t1.143\t1.987\t1.280\t1.174\n0\t1.285\t-1.618\t-0.050\t0.488\t-1.005\t0.748\t-1.306\t-0.923\t0.000\t1.028\t1.738\t1.213\t0.000\t1.776\t1.136\t1.594\t2.548\t1.381\t-0.005\t0.220\t3.102\t4.556\t2.569\t0.988\t2.740\t1.386\t1.788\t2.032\n1\t0.982\t1.026\t0.656\t1.963\t-1.379\t0.553\t0.280\t0.942\t2.173\t0.898\t2.721\t-0.860\t0.000\t0.676\t-0.067\t-0.614\t0.000\t0.800\t-0.612\t-1.471\t3.102\t2.389\t1.892\t1.858\t1.169\t0.689\t1.346\t1.199\n1\t1.091\t1.280\t1.624\t1.175\t-1.139\t0.951\t0.962\t0.185\t2.173\t0.955\t2.604\t0.895\t0.000\t0.707\t0.810\t-1.679\t0.000\t1.522\t0.267\t-0.433\t3.102\t1.007\t1.012\t0.989\t1.234\t0.795\t0.944\t0.833\n1\t0.966\t0.273\t0.402\t1.043\t1.419\t1.141\t1.634\t1.460\t2.173\t1.050\t-0.243\t-0.726\t0.000\t1.049\t1.112\t0.145\t0.000\t0.630\t1.141\t-0.288\t3.102\t1.044\t1.177\t1.103\t0.724\t0.906\t0.847\t0.822\n0\t0.448\t1.679\t1.504\t1.756\t-0.115\t0.888\t-0.269\t-1.070\t0.000\t0.901\t-0.260\t0.855\t2.215\t0.306\t0.844\t0.935\t2.548\t0.443\t-1.456\t-1.329\t0.000\t0.804\t1.111\t1.221\t0.656\t0.356\t0.872\t1.086\n0\t0.879\t-0.948\t0.250\t0.758\t1.048\t1.244\t0.589\t-1.733\t1.087\t1.253\t-0.218\t-0.373\t0.000\t0.380\t0.778\t-0.974\t0.000\t0.706\t-0.042\t0.226\t3.102\t0.811\t0.576\t0.981\t1.862\t1.026\t1.188\t1.077\n0\t1.412\t-0.519\t0.589\t0.874\t-0.316\t0.785\t0.400\t-0.827\t0.000\t1.766\t-0.403\t1.612\t2.215\t0.455\t0.529\t-0.173\t1.274\t0.594\t1.253\t0.268\t0.000\t1.059\t0.620\t1.120\t1.295\t1.073\t0.940\t0.938\n1\t1.307\t0.127\t0.223\t0.472\t1.399\t1.694\t-2.066\t0.511\t0.000\t2.344\t0.364\t-1.028\t2.215\t2.016\t0.062\t-1.515\t2.548\t0.932\t-0.255\t1.629\t0.000\t0.659\t0.908\t0.985\t1.061\t1.043\t1.034\t0.810\n1\t0.994\t0.562\t1.612\t0.748\t0.186\t0.504\t0.049\t-0.551\t2.173\t1.022\t-0.060\t-1.419\t0.000\t0.479\t2.088\t-0.185\t0.000\t1.839\t0.059\t0.436\t3.102\t0.768\t0.965\t1.146\t0.792\t0.791\t0.793\t0.721\n0\t0.398\t0.529\t-0.313\t5.039\t-0.763\t1.475\t0.033\t0.790\t0.000\t1.848\t-0.333\t1.128\t0.000\t1.571\t1.478\t-1.056\t2.548\t2.096\t0.345\t1.138\t3.102\t1.190\t0.909\t0.982\t0.811\t1.555\t1.276\t1.516\n1\t1.436\t0.204\t0.466\t1.121\t1.171\t1.136\t0.153\t-1.441\t1.087\t1.030\t1.459\t0.235\t0.000\t1.047\t-0.051\t-0.516\t0.000\t0.736\t-0.404\t-1.238\t3.102\t0.994\t1.067\t1.043\t0.797\t0.361\t0.845\t0.823\n0\t0.423\t-0.607\t-0.638\t0.273\t1.480\t0.721\t-0.608\t0.209\t2.173\t0.977\t-0.514\t-1.727\t2.215\t0.690\t0.439\t0.899\t0.000\t0.966\t1.936\t1.378\t0.000\t1.024\t1.432\t0.988\t0.909\t1.217\t1.192\t0.957\n1\t1.279\t1.695\t0.754\t0.976\t-1.491\t0.699\t-1.401\t1.398\t0.000\t0.778\t-0.389\t-0.673\t2.215\t0.887\t0.547\t-1.413\t0.000\t2.165\t0.802\t0.136\t1.551\t0.527\t0.912\t1.393\t1.513\t1.162\t1.125\t0.906\n0\t1.500\t-1.729\t-0.283\t0.019\t-0.582\t0.464\t-0.285\t-1.665\t0.000\t0.895\t0.072\t1.251\t2.215\t0.572\t-1.110\t0.721\t0.000\t1.075\t0.147\t-0.737\t3.102\t0.895\t0.792\t0.998\t1.217\t0.865\t0.892\t0.774\n0\t1.405\t-0.187\t1.623\t1.148\t0.628\t0.562\t1.633\t-1.131\t0.000\t0.764\t1.009\t0.257\t2.215\t0.606\t0.696\t1.296\t0.000\t1.730\t-0.361\t-0.255\t1.551\t0.981\t0.928\t1.374\t1.078\t0.954\t0.903\t0.960\n0\t0.960\t-0.237\t1.295\t0.514\t0.684\t0.414\t0.725\t1.453\t0.000\t0.805\t-1.280\t-0.623\t0.000\t1.114\t-0.283\t-0.315\t2.548\t0.631\t-0.389\t0.667\t1.551\t0.952\t0.890\t0.979\t0.502\t0.498\t0.568\t0.597\n1\t0.524\t0.870\t1.305\t1.065\t-0.394\t2.409\t-0.012\t-1.642\t1.087\t3.340\t1.512\t0.178\t0.000\t0.686\t0.325\t-0.480\t0.000\t1.006\t-0.100\t0.677\t0.000\t0.822\t0.713\t1.034\t1.519\t0.829\t0.971\t0.888\n1\t1.047\t-0.444\t-0.637\t0.346\t0.503\t0.951\t-0.460\t0.555\t0.000\t0.835\t-0.422\t1.266\t0.000\t0.888\t0.164\t-0.336\t2.548\t2.631\t0.261\t-1.469\t3.102\t1.130\t1.077\t0.988\t1.110\t0.998\t1.022\t0.918\n1\t0.649\t-1.028\t0.278\t0.624\t-1.366\t0.968\t-0.061\t0.972\t0.000\t0.731\t0.831\t-0.275\t2.215\t0.751\t-0.307\t-1.193\t0.000\t0.589\t-0.952\t-1.349\t0.000\t1.196\t0.874\t0.990\t1.242\t0.697\t0.790\t0.825\n0\t1.609\t-0.811\t-1.614\t0.527\t-0.440\t0.894\t-0.232\t1.216\t2.173\t0.788\t-0.564\t-0.418\t0.000\t0.465\t0.111\t0.677\t1.274\t1.448\t-1.666\t-0.272\t0.000\t1.089\t0.938\t1.112\t0.960\t0.403\t0.947\t0.865\n0\t0.633\t-0.569\t-1.082\t0.861\t-0.066\t0.607\t1.311\t-1.466\t2.173\t0.436\t1.565\t-0.016\t0.000\t1.002\t-0.084\t1.031\t1.274\t0.724\t-1.265\t-0.342\t0.000\t1.079\t0.804\t0.991\t1.530\t1.062\t1.078\t0.923\n1\t2.545\t1.411\t-1.622\t0.611\t1.254\t2.032\t-0.686\t0.063\t0.000\t1.202\t-0.022\t-1.354\t2.215\t0.902\t1.518\t1.417\t0.000\t1.004\t0.650\t-0.342\t3.102\t0.856\t1.004\t0.984\t0.973\t0.884\t0.985\t0.828\n1\t2.268\t1.403\t-0.518\t0.437\t-0.299\t1.423\t-1.183\t1.099\t0.000\t0.682\t1.323\t-0.856\t0.000\t0.839\t-0.139\t-0.911\t2.548\t0.770\t-0.330\t0.449\t3.102\t0.926\t0.833\t0.992\t0.877\t0.583\t0.746\t0.689\n1\t0.522\t-1.186\t0.970\t1.017\t-1.117\t1.086\t2.217\t-0.099\t0.000\t2.026\t-0.854\t1.623\t1.107\t0.789\t0.406\t0.328\t0.000\t0.914\t-0.982\t0.442\t0.000\t0.853\t0.752\t0.986\t0.936\t0.843\t0.881\t0.803\n0\t0.844\t0.260\t-0.758\t0.919\t1.612\t0.726\t2.215\t-0.165\t0.000\t0.581\t-0.146\t0.499\t0.000\t0.656\t1.367\t0.538\t0.000\t1.443\t-0.281\t1.558\t3.102\t0.875\t0.943\t1.030\t0.574\t0.665\t0.667\t0.636\n0\t1.722\t-0.697\t1.243\t0.834\t1.258\t0.765\t-0.485\t0.585\t2.173\t1.837\t0.156\t-0.913\t2.215\t0.891\t0.788\t-0.280\t0.000\t0.482\t-1.043\t-0.238\t0.000\t0.917\t0.956\t0.993\t0.898\t1.797\t1.348\t1.145\n0\t0.772\t0.305\t0.990\t1.195\t-0.510\t1.097\t-1.251\t0.818\t2.173\t0.745\t-0.892\t-0.527\t0.000\t0.881\t0.495\t1.720\t0.000\t1.018\t0.602\t-1.080\t0.000\t0.693\t0.892\t1.299\t1.456\t1.639\t1.078\t0.953\n0\t0.688\t0.216\t1.378\t0.392\t1.109\t0.543\t-0.854\t-0.680\t0.000\t0.930\t-0.549\t1.728\t2.215\t0.844\t-0.523\t-0.175\t2.548\t0.655\t-1.196\t0.413\t0.000\t0.804\t0.893\t0.989\t0.743\t0.932\t0.627\t0.617\n1\t1.047\t-0.745\t-0.368\t1.504\t-1.445\t1.159\t-0.826\t1.220\t2.173\t1.018\t-0.507\t0.464\t0.000\t0.524\t-2.457\t-1.289\t0.000\t0.509\t-1.017\t-0.665\t0.000\t0.865\t1.024\t1.434\t0.858\t0.593\t0.854\t0.785\n0\t0.849\t0.632\t0.655\t0.427\t-0.225\t0.812\t-0.749\t0.041\t0.000\t1.112\t1.177\t-1.698\t2.215\t1.222\t-1.500\t-0.706\t0.000\t0.610\t-1.398\t0.818\t3.102\t1.132\t0.754\t0.994\t1.087\t1.596\t1.430\t1.162\n0\t0.629\t0.004\t1.257\t1.422\t0.356\t0.708\t-0.664\t-1.682\t2.173\t0.909\t1.207\t-1.668\t0.000\t1.006\t0.713\t-0.157\t2.548\t0.768\t1.084\t0.757\t0.000\t0.889\t0.918\t0.987\t0.949\t1.326\t0.951\t0.915\n1\t0.473\t-1.476\t-1.269\t1.489\t0.857\t0.538\t-0.103\t-1.303\t0.000\t0.854\t0.777\t-0.176\t2.215\t0.549\t0.883\t1.105\t2.548\t0.531\t-0.308\t0.855\t0.000\t0.767\t0.890\t1.094\t1.096\t0.668\t1.092\t0.891\n1\t1.677\t0.129\t0.400\t0.886\t1.061\t0.808\t-0.882\t-1.385\t2.173\t0.703\t-0.689\t0.385\t0.000\t0.917\t1.251\t-0.693\t0.000\t1.389\t-0.369\t-0.570\t0.000\t0.991\t1.077\t0.986\t0.976\t0.949\t1.002\t0.871\n1\t0.403\t-1.524\t-0.423\t0.179\t0.134\t0.722\t-0.265\t-1.027\t1.087\t0.855\t-1.027\t0.768\t0.000\t1.299\t-0.509\t1.611\t2.548\t1.569\t-0.866\t0.115\t0.000\t0.837\t1.048\t0.984\t0.708\t0.852\t0.893\t0.771\n0\t0.766\t1.705\t1.333\t1.245\t0.465\t1.304\t0.965\t-0.952\t2.173\t0.759\t0.528\t0.963\t0.000\t0.747\t-0.319\t0.129\t2.548\t0.500\t0.209\t1.525\t0.000\t0.406\t1.184\t0.991\t1.213\t1.343\t1.194\t0.983\n0\t1.471\t-0.052\t0.010\t0.417\t-1.663\t0.795\t-0.381\t0.576\t0.000\t1.033\t0.571\t-1.097\t0.000\t0.881\t-0.509\t-1.680\t1.274\t0.745\t-0.209\t1.351\t3.102\t0.903\t0.816\t1.082\t0.668\t0.265\t0.561\t0.609\n0\t0.924\t0.804\t0.949\t2.844\t0.574\t1.006\t0.319\t-1.077\t0.000\t0.756\t-0.525\t-1.423\t2.215\t1.035\t0.808\t-0.667\t0.000\t0.542\t1.319\t1.316\t3.102\t0.847\t0.921\t0.991\t0.594\t0.819\t1.064\t1.133\n0\t2.039\t-0.500\t1.510\t2.119\t1.485\t2.993\t-0.704\t1.712\t2.173\t3.991\t-0.281\t-0.192\t0.000\t1.751\t-1.763\t0.714\t0.000\t0.574\t0.619\t-1.358\t0.000\t2.015\t1.163\t0.974\t1.157\t1.955\t2.211\t1.913\n0\t0.559\t-1.689\t-0.223\t1.257\t-0.142\t0.458\t0.998\t0.525\t0.000\t0.379\t0.721\t0.878\t2.215\t1.139\t-0.842\t-1.510\t0.000\t0.514\t1.216\t-1.728\t0.000\t0.685\t0.622\t0.984\t0.823\t0.506\t0.651\t0.691\n1\t1.779\t-0.989\t-0.983\t0.410\t-0.168\t0.828\t-0.107\t1.078\t2.173\t0.347\t-1.834\t0.879\t0.000\t0.378\t0.032\t-0.703\t2.548\t0.626\t-1.652\t-0.074\t0.000\t0.460\t0.963\t0.991\t0.512\t0.699\t0.758\t0.711\n1\t0.531\t1.348\t1.628\t1.125\t0.808\t0.575\t1.047\t-0.075\t0.000\t1.004\t0.596\t-0.642\t0.000\t1.638\t0.311\t-1.616\t2.548\t1.627\t0.952\t1.172\t3.102\t0.868\t1.144\t0.985\t0.835\t0.895\t0.936\t0.832\n1\t2.287\t-0.327\t1.010\t0.560\t0.648\t0.492\t-0.601\t-0.038\t0.000\t0.697\t-1.186\t-0.752\t2.215\t0.822\t2.214\t-1.395\t0.000\t1.644\t-0.489\t-1.352\t3.102\t0.746\t0.715\t0.986\t1.206\t0.587\t0.933\t0.770\n0\t0.757\t-1.171\t1.622\t1.045\t0.412\t0.508\t-0.373\t-1.306\t0.000\t0.857\t-1.222\t0.699\t2.215\t0.973\t0.306\t-0.470\t1.274\t0.946\t-1.543\t-1.245\t0.000\t0.857\t0.992\t1.092\t0.631\t1.203\t0.860\t0.789\n0\t1.840\t0.130\t0.400\t0.929\t0.338\t1.292\t-0.661\t-1.251\t2.173\t0.771\t-0.334\t-0.309\t0.000\t0.740\t-1.042\t-1.620\t0.000\t1.245\t-0.175\t1.460\t3.102\t1.172\t1.039\t0.984\t0.888\t0.916\t1.112\t0.955\n1\t0.529\t-0.260\t-0.615\t0.935\t0.768\t0.845\t-0.527\t0.597\t0.000\t0.934\t0.364\t-1.099\t0.000\t0.620\t-1.135\t0.846\t0.000\t0.724\t1.184\t-1.373\t3.102\t0.556\t1.163\t0.990\t0.499\t0.325\t0.696\t0.625\n1\t0.670\t-1.182\t-1.325\t0.915\t1.046\t0.571\t-0.138\t1.443\t2.173\t0.856\t-2.268\t-0.118\t0.000\t0.819\t-0.315\t-0.330\t2.548\t0.486\t-1.855\t-0.628\t0.000\t0.954\t1.052\t0.986\t0.624\t0.856\t0.972\t0.838\n0\t0.413\t0.291\t0.041\t1.193\t-0.366\t0.434\t-0.542\t0.367\t1.087\t0.707\t-0.193\t1.132\t0.000\t0.737\t-0.859\t-1.639\t2.548\t1.140\t0.025\t-1.675\t0.000\t0.685\t0.731\t0.992\t0.765\t0.699\t0.586\t0.652\n1\t0.801\t1.721\t0.108\t0.865\t-1.604\t0.636\t-0.492\t1.591\t2.173\t0.638\t0.819\t-0.945\t0.000\t0.720\t-0.154\t0.643\t0.000\t0.770\t0.664\t0.238\t3.102\t0.879\t0.680\t1.153\t1.368\t0.865\t0.905\t0.837\n1\t0.725\t-1.768\t0.455\t0.344\t-0.315\t1.074\t-1.423\t-0.064\t2.173\t1.658\t-0.936\t-1.447\t2.215\t0.963\t-2.331\t1.379\t0.000\t0.517\t-0.513\t0.694\t0.000\t0.990\t1.196\t0.982\t1.066\t1.919\t1.141\t0.947\n1\t0.554\t0.461\t-0.626\t1.569\t1.021\t0.508\t0.505\t-0.987\t0.000\t0.594\t-0.149\t-0.880\t0.000\t0.738\t-0.986\t0.728\t2.548\t1.126\t0.326\t1.213\t3.102\t0.923\t0.957\t1.287\t0.669\t0.634\t0.666\t0.670\n0\t1.347\t0.691\t-0.587\t0.128\t-1.020\t0.494\t-0.152\t0.568\t1.087\t1.015\t-0.255\t-0.891\t0.000\t1.171\t0.323\t-1.648\t2.548\t2.220\t0.885\t1.045\t0.000\t1.224\t1.012\t0.979\t0.797\t0.896\t0.796\t0.710\n1\t0.619\t-0.955\t1.499\t2.304\t0.646\t1.729\t-1.755\t-0.690\t0.000\t1.276\t0.434\t1.140\t2.215\t0.368\t0.144\t-1.174\t2.548\t0.711\t0.580\t-0.391\t0.000\t0.183\t0.823\t1.150\t0.833\t0.643\t0.875\t0.788\n0\t3.324\t-0.673\t-0.990\t0.444\t0.717\t2.085\t-0.158\t1.118\t0.000\t0.854\t2.388\t0.184\t0.000\t0.963\t-0.667\t-0.377\t0.000\t0.930\t0.078\t-1.483\t0.000\t0.982\t0.738\t1.683\t0.935\t0.325\t0.728\t0.655\n1\t0.506\t-0.169\t0.456\t1.688\t1.549\t2.896\t-1.339\t1.687\t0.000\t3.969\t-0.389\t-0.054\t1.107\t0.818\t-1.375\t-0.081\t0.000\t1.053\t-0.051\t-0.597\t1.551\t2.775\t2.042\t1.067\t1.908\t0.923\t2.424\t1.903\n0\t1.529\t0.612\t1.162\t0.925\t-1.310\t1.713\t-0.112\t1.467\t2.173\t2.798\t-1.190\t-0.305\t0.000\t1.462\t-0.076\t-0.480\t2.548\t1.831\t-1.483\t-0.042\t0.000\t0.873\t1.127\t1.306\t1.092\t1.938\t1.782\t1.668\n1\t0.609\t0.022\t-0.221\t1.247\t-1.435\t0.511\t1.060\t0.783\t1.087\t0.284\t-0.889\t0.960\t0.000\t0.551\t1.712\t-0.446\t0.000\t0.523\t-1.789\t0.760\t0.000\t1.290\t0.907\t1.072\t0.607\t0.793\t0.661\t0.667\n0\t0.754\t-0.922\t-0.779\t1.369\t1.696\t1.165\t1.732\t-0.227\t0.000\t0.892\t-0.422\t1.617\t2.215\t1.055\t-1.325\t0.714\t2.548\t0.899\t-0.145\t0.297\t0.000\t0.998\t1.901\t1.113\t0.902\t0.930\t1.754\t1.595\n1\t0.801\t-1.643\t-1.022\t0.428\t-0.115\t0.465\t-2.446\t-0.140\t0.000\t0.826\t-1.072\t1.146\t2.215\t0.969\t-1.933\t1.421\t0.000\t0.889\t-2.385\t-1.282\t0.000\t0.864\t0.947\t0.992\t0.813\t0.298\t0.757\t0.724\n1\t0.558\t1.595\t-0.901\t1.174\t-0.242\t0.695\t0.478\t0.127\t0.000\t1.061\t-0.591\t1.006\t2.215\t0.662\t0.612\t-1.430\t1.274\t1.482\t0.055\t0.898\t0.000\t0.909\t1.069\t0.982\t0.965\t0.946\t1.571\t1.237\n1\t1.571\t0.860\t-1.020\t1.754\t1.663\t1.193\t0.637\t1.047\t2.173\t0.600\t-0.436\t0.128\t0.000\t0.953\t0.845\t-0.632\t0.000\t0.860\t0.923\t-0.204\t3.102\t0.805\t0.820\t1.522\t0.964\t1.001\t0.980\t0.833\n1\t0.401\t2.244\t-1.036\t0.387\t-0.595\t1.097\t1.629\t1.600\t2.173\t1.537\t0.234\t0.146\t2.215\t1.315\t0.016\t-1.606\t0.000\t0.947\t1.132\t-0.032\t0.000\t0.371\t0.944\t0.979\t0.978\t2.350\t1.169\t0.944\n0\t2.150\t-0.120\t-0.014\t0.601\t-0.461\t0.843\t0.469\t1.338\t0.000\t0.786\t0.436\t-0.754\t2.215\t1.344\t0.833\t-1.252\t2.548\t1.946\t1.240\t1.607\t0.000\t1.137\t1.043\t0.975\t0.834\t0.539\t0.890\t1.135\n0\t0.921\t0.714\t0.347\t1.167\t1.464\t0.900\t0.951\t-1.423\t2.173\t0.911\t1.700\t-0.067\t0.000\t0.506\t2.066\t1.493\t0.000\t0.694\t0.645\t0.102\t3.102\t1.062\t1.204\t1.214\t0.666\t0.824\t0.759\t0.766\n0\t0.816\t-0.033\t1.174\t0.643\t1.055\t1.187\t-1.315\t-0.455\t0.000\t1.308\t-1.020\t-1.624\t2.215\t1.318\t-0.503\t-0.418\t1.274\t0.671\t-1.267\t0.975\t0.000\t0.809\t0.927\t0.989\t1.174\t1.284\t1.154\t0.928\n0\t1.738\t-0.994\t-1.384\t2.604\t-1.554\t1.229\t-1.332\t0.369\t2.173\t0.791\t-1.036\t0.747\t0.000\t1.634\t-1.641\t0.059\t0.000\t1.970\t-0.542\t-0.926\t3.102\t1.207\t0.827\t0.975\t1.002\t1.623\t1.374\t1.288\n0\t0.720\t2.012\t-1.469\t0.695\t-1.509\t1.025\t0.928\t0.025\t2.173\t0.618\t0.574\t-0.727\t2.215\t1.040\t0.832\t1.399\t0.000\t1.053\t1.524\t1.587\t0.000\t1.011\t1.048\t0.983\t0.685\t0.762\t0.784\t0.743\n1\t0.861\t-0.006\t-1.528\t2.018\t1.669\t1.027\t-0.340\t0.471\t1.087\t0.341\t-0.258\t-1.085\t0.000\t0.662\t0.621\t-0.535\t2.548\t1.117\t-1.014\t0.134\t0.000\t0.819\t0.845\t0.977\t0.835\t0.978\t1.058\t0.958\n0\t0.882\t0.672\t-0.704\t0.539\t1.024\t0.396\t2.133\t1.030\t0.000\t0.648\t-1.635\t-0.751\t0.000\t0.641\t0.322\t-0.130\t2.548\t0.936\t-1.002\t1.455\t0.000\t0.909\t0.751\t0.986\t0.705\t0.443\t0.512\t0.570\n1\t1.666\t-0.272\t-1.441\t0.830\t1.219\t0.494\t-1.346\t0.426\t2.173\t0.650\t-1.086\t-1.006\t0.000\t0.799\t0.184\t0.125\t2.548\t0.689\t-0.563\t0.202\t0.000\t0.796\t0.736\t1.103\t1.043\t0.707\t0.805\t0.712\n0\t0.630\t-1.064\t-0.570\t0.612\t1.687\t0.523\t-0.144\t1.378\t2.173\t0.782\t0.246\t-0.064\t0.000\t0.782\t0.693\t0.677\t0.000\t1.022\t0.964\t-1.021\t3.102\t0.804\t0.871\t0.989\t0.762\t0.839\t0.677\t0.665\n0\t0.517\t-0.170\t0.380\t0.472\t-1.000\t1.124\t-0.353\t1.526\t2.173\t1.623\t0.311\t0.243\t2.215\t1.601\t-0.342\t-0.053\t0.000\t1.413\t-1.872\t-1.250\t0.000\t1.045\t0.879\t0.984\t0.983\t1.945\t1.118\t0.957\n0\t0.385\t0.705\t1.303\t1.534\t0.256\t1.033\t0.751\t1.573\t2.173\t1.228\t0.430\t-0.227\t2.215\t1.601\t0.740\t-1.213\t0.000\t1.317\t-0.229\t1.231\t0.000\t1.584\t1.153\t0.986\t0.941\t1.675\t1.085\t1.044\n1\t0.794\t0.715\t1.444\t0.500\t-0.958\t0.912\t0.779\t-0.365\t1.087\t1.066\t0.237\t0.747\t2.215\t1.990\t-1.218\t-1.018\t0.000\t1.854\t1.217\t0.921\t0.000\t0.817\t1.023\t0.988\t0.949\t1.286\t0.911\t0.803\n1\t2.172\t0.379\t0.295\t0.618\t0.826\t1.011\t1.058\t-1.160\t1.087\t0.997\t0.915\t1.040\t2.215\t1.002\t-1.083\t-0.797\t0.000\t1.070\t0.184\t-1.576\t0.000\t1.144\t1.435\t0.985\t1.511\t1.357\t1.164\t1.138\n1\t1.744\t-1.480\t0.661\t0.889\t-0.443\t1.301\t-2.118\t-1.511\t0.000\t1.756\t1.506\t0.675\t0.000\t1.648\t-1.363\t-1.076\t2.548\t1.030\t-0.538\t-0.445\t0.000\t1.097\t0.926\t1.447\t0.719\t0.761\t0.789\t0.855\n1\t0.748\t1.087\t-1.668\t0.021\t0.322\t0.524\t1.945\t0.958\t0.000\t0.776\t0.106\t-1.249\t2.215\t0.834\t0.624\t-0.197\t1.274\t1.300\t1.421\t0.122\t0.000\t0.878\t0.840\t0.690\t0.490\t0.738\t0.848\t0.714\n1\t1.617\t0.979\t-1.741\t1.253\t-1.586\t3.405\t-1.444\t0.365\t2.173\t1.975\t1.107\t-1.166\t0.000\t1.295\t-0.045\t-0.804\t2.548\t1.548\t1.527\t1.626\t0.000\t1.558\t1.539\t1.006\t5.880\t3.028\t3.975\t3.496\n0\t1.477\t-0.002\t0.347\t0.880\t-1.315\t1.873\t0.939\t-1.655\t2.173\t1.982\t0.217\t-0.102\t2.215\t0.516\t0.721\t0.250\t0.000\t0.672\t0.521\t0.894\t0.000\t0.576\t1.008\t1.575\t1.154\t2.985\t1.591\t1.149\n1\t0.982\t-2.058\t-0.774\t0.973\t-1.436\t0.958\t-0.267\t1.530\t0.000\t0.853\t-1.245\t0.380\t0.000\t1.048\t0.263\t-0.489\t2.548\t0.706\t-1.503\t-1.146\t0.000\t1.027\t0.880\t0.993\t1.183\t0.931\t1.002\t0.879\n1\t1.477\t0.231\t1.666\t0.759\t-1.208\t0.697\t-0.795\t0.604\t2.173\t0.620\t-0.667\t-0.180\t0.000\t0.873\t-1.018\t-0.486\t2.548\t0.614\t-1.329\t1.188\t0.000\t0.847\t0.684\t0.984\t1.114\t0.823\t0.989\t0.858\n1\t0.690\t-0.281\t-1.113\t0.448\t-0.466\t1.039\t1.168\t0.555\t2.173\t0.968\t0.857\t1.148\t2.215\t1.002\t0.729\t-1.465\t0.000\t0.865\t-1.735\t-0.748\t0.000\t0.974\t1.028\t0.994\t0.881\t0.783\t0.819\t0.741\n1\t1.136\t0.062\t-0.641\t0.160\t0.421\t1.112\t0.948\t1.643\t0.000\t0.890\t-1.225\t1.085\t1.107\t0.821\t0.140\t0.256\t0.000\t1.796\t0.486\t-0.225\t0.000\t0.633\t0.678\t0.986\t1.235\t0.737\t0.834\t0.783\n1\t0.691\t0.721\t-1.738\t0.830\t-0.919\t2.469\t0.751\t0.581\t0.000\t1.873\t0.557\t-1.002\t0.000\t1.120\t0.660\t-1.378\t1.274\t1.560\t1.375\t1.727\t3.102\t1.700\t1.740\t0.989\t0.621\t0.592\t1.268\t1.167\n0\t0.849\t-1.216\t1.586\t2.412\t-1.307\t1.565\t-0.936\t0.083\t0.000\t0.956\t-0.382\t1.445\t2.215\t0.693\t2.635\t-0.690\t0.000\t0.983\t-1.383\t0.564\t0.000\t1.055\t0.932\t1.011\t0.947\t0.484\t0.911\t1.086\n0\t1.220\t-0.315\t0.096\t2.332\t0.648\t2.569\t0.952\t-1.323\t2.173\t0.862\t-0.556\t1.176\t2.215\t0.453\t1.568\t-0.142\t0.000\t0.464\t-1.440\t0.170\t0.000\t1.384\t1.116\t1.117\t2.930\t2.512\t1.994\t1.579\n1\t1.451\t-0.627\t1.115\t1.625\t1.591\t1.349\t-0.182\t-0.080\t1.087\t0.888\t0.364\t-0.970\t2.215\t0.417\t-0.787\t-1.001\t0.000\t0.517\t-0.209\t-1.525\t0.000\t0.282\t0.818\t0.986\t1.293\t1.244\t1.310\t0.953\n0\t0.664\t1.185\t-0.422\t1.481\t-1.207\t1.031\t1.249\t0.369\t2.173\t0.544\t1.675\t1.094\t0.000\t0.516\t1.502\t-0.633\t0.000\t1.680\t-0.411\t1.696\t3.102\t0.813\t0.825\t0.990\t1.006\t1.896\t1.135\t0.960\n0\t1.043\t0.372\t-0.267\t0.310\t0.072\t0.619\t-0.301\t0.649\t0.000\t0.553\t0.387\t-0.545\t2.215\t0.678\t2.457\t1.286\t0.000\t1.260\t0.880\t-1.509\t3.102\t0.882\t0.834\t0.996\t0.579\t0.628\t0.596\t0.650\n1\t0.391\t1.039\t1.704\t0.533\t-1.271\t1.051\t0.932\t0.418\t0.000\t1.285\t-0.727\t0.382\t0.000\t1.198\t0.517\t1.507\t2.548\t2.418\t1.054\t-1.001\t1.551\t0.778\t1.044\t0.977\t1.084\t1.106\t0.957\t0.917\n1\t0.927\t-1.161\t1.473\t1.308\t-1.306\t1.304\t-1.396\t0.051\t2.173\t1.694\t-0.536\t-1.449\t0.000\t2.041\t-0.964\t0.478\t2.548\t0.552\t-1.847\t0.517\t0.000\t1.013\t1.733\t0.990\t1.380\t0.843\t1.414\t1.241\n0\t2.127\t-0.129\t0.684\t2.429\t0.732\t3.401\t-0.736\t-0.819\t1.087\t4.316\t-0.465\t0.838\t0.000\t0.704\t-2.230\t1.401\t0.000\t0.506\t-0.891\t1.672\t1.551\t3.346\t1.795\t0.998\t3.206\t1.108\t2.564\t2.174\n0\t1.605\t0.629\t-1.432\t0.182\t-0.363\t0.458\t1.947\t1.285\t0.000\t1.246\t-0.400\t-0.050\t1.107\t0.748\t0.302\t0.453\t0.000\t0.686\t-0.031\t-1.728\t3.102\t1.197\t0.863\t0.986\t1.305\t0.848\t0.952\t0.896\n0\t0.469\t-0.238\t-1.226\t1.624\t1.343\t0.399\t-0.451\t0.614\t1.087\t0.544\t0.182\t0.110\t0.000\t1.182\t0.726\t-0.970\t0.000\t0.735\t-0.546\t-0.170\t3.102\t1.086\t0.932\t0.987\t0.785\t0.377\t0.597\t0.671\n1\t0.656\t0.643\t1.658\t0.385\t-0.191\t1.029\t-0.732\t-0.989\t1.087\t1.102\t-0.426\t0.943\t0.000\t0.771\t-0.553\t0.397\t0.000\t0.592\t-1.219\t0.749\t0.000\t0.679\t0.604\t0.991\t1.483\t0.653\t0.952\t0.968\n0\t0.383\t1.191\t1.183\t1.646\t-1.455\t0.734\t0.222\t0.737\t2.173\t0.790\t-0.841\t0.192\t2.215\t1.241\t-0.794\t-0.722\t0.000\t0.551\t-1.286\t-1.725\t0.000\t0.814\t0.881\t0.984\t2.127\t0.832\t1.514\t1.317\n1\t2.841\t0.463\t-1.484\t0.259\t0.488\t0.834\t1.575\t-0.038\t2.173\t0.608\t1.416\t0.777\t0.000\t0.376\t0.169\t-0.359\t0.000\t0.703\t0.060\t0.977\t3.102\t1.013\t0.990\t1.164\t0.751\t0.933\t0.990\t0.875\n0\t1.423\t-0.578\t1.443\t0.463\t-0.952\t1.136\t1.436\t0.083\t0.000\t0.708\t-1.394\t-1.078\t0.000\t0.667\t0.009\t0.782\t2.548\t0.780\t1.126\t-1.093\t0.000\t0.808\t0.631\t0.986\t0.675\t0.531\t0.522\t0.550\n1\t0.736\t-0.884\t-1.632\t0.530\t0.101\t1.294\t-0.024\t-0.928\t2.173\t0.860\t0.057\t0.589\t0.000\t1.158\t-0.599\t1.088\t1.274\t0.486\t1.858\t0.227\t0.000\t1.138\t1.106\t0.989\t0.895\t1.558\t1.134\t0.926\n1\t0.793\t-0.120\t0.990\t2.447\t0.409\t0.750\t0.916\t-0.711\t2.173\t0.486\t1.452\t-1.697\t0.000\t0.620\t0.689\t1.494\t2.548\t1.253\t2.151\t-1.475\t0.000\t0.869\t0.729\t0.988\t0.881\t0.780\t1.000\t0.880\n1\t1.013\t-0.437\t-1.047\t0.905\t0.585\t1.257\t0.083\t1.734\t2.173\t1.329\t-0.690\t-0.305\t0.000\t0.878\t-0.125\t0.820\t0.000\t0.971\t-0.693\t0.338\t3.102\t1.486\t0.871\t1.320\t1.122\t1.244\t1.064\t0.913\n1\t1.119\t-0.804\t0.620\t1.092\t-0.100\t0.924\t0.228\t-1.687\t1.087\t0.561\t1.888\t-1.183\t0.000\t0.314\t-1.223\t-0.359\t0.000\t1.009\t0.563\t-0.729\t0.000\t0.896\t1.057\t0.981\t1.400\t0.801\t0.951\t1.195\n1\t1.152\t-0.448\t-0.949\t1.240\t-1.623\t0.702\t-0.169\t0.634\t2.173\t0.838\t-1.033\t-0.071\t2.215\t0.580\t-0.581\t-0.467\t0.000\t0.802\t0.094\t1.236\t0.000\t0.953\t1.009\t0.986\t0.965\t0.848\t0.874\t0.788\n0\t1.299\t-1.578\t0.576\t0.506\t-0.744\t0.747\t-0.239\t-0.193\t0.000\t0.988\t-1.110\t-1.409\t2.215\t1.467\t-0.578\t0.895\t2.548\t0.820\t0.937\t-1.522\t0.000\t0.870\t0.939\t1.042\t0.933\t1.166\t0.816\t0.757\n0\t1.631\t0.635\t-0.306\t0.215\t-0.452\t0.550\t0.697\t-1.597\t2.173\t0.520\t0.087\t1.156\t0.000\t0.705\t-1.460\t1.293\t0.000\t1.216\t-0.483\t0.347\t3.102\t0.891\t1.011\t1.001\t0.976\t1.039\t0.831\t0.928\n0\t1.011\t-0.372\t-0.521\t0.203\t-1.241\t1.022\t0.620\t-1.302\t0.000\t1.172\t-1.167\t-0.005\t2.215\t1.998\t0.005\t0.858\t2.548\t1.364\t0.729\t1.280\t0.000\t1.308\t1.061\t0.985\t1.041\t1.544\t1.072\t0.953\n0\t1.698\t0.254\t0.090\t1.329\t-0.614\t0.651\t0.267\t-1.228\t0.000\t1.012\t-0.919\t0.686\t2.215\t1.434\t2.257\t1.730\t0.000\t0.419\t1.549\t-1.509\t0.000\t0.730\t0.624\t1.232\t1.267\t0.703\t0.897\t0.890\n0\t1.687\t-1.122\t-0.905\t0.405\t0.100\t1.399\t-0.955\t-0.228\t2.173\t1.835\t-0.159\t1.432\t0.000\t1.108\t0.552\t0.820\t2.548\t1.018\t0.322\t1.717\t0.000\t0.671\t0.879\t0.989\t0.883\t1.842\t1.399\t1.270\n1\t0.704\t-0.200\t-0.918\t1.037\t1.565\t0.544\t-1.831\t0.627\t0.000\t0.828\t-0.151\t-0.573\t0.000\t1.228\t-0.568\t0.795\t2.548\t1.541\t-0.004\t-1.162\t3.102\t1.095\t1.039\t0.988\t0.598\t1.084\t0.779\t0.714\n1\t0.785\t-1.415\t0.797\t0.675\t-1.088\t0.358\t0.167\t0.618\t2.173\t0.638\t-1.648\t-1.198\t0.000\t0.819\t-0.841\t-0.793\t0.000\t1.364\t-0.596\t-1.383\t3.102\t0.857\t0.996\t1.001\t0.783\t0.795\t0.644\t0.663\n0\t0.629\t0.532\t-1.103\t0.638\t0.875\t0.655\t-0.656\t-0.131\t1.087\t0.517\t-1.705\t0.400\t0.000\t0.967\t-0.912\t1.497\t2.548\t0.687\t-1.628\t-1.119\t0.000\t0.765\t0.780\t0.985\t1.048\t1.001\t0.916\t0.946\n0\t0.580\t-0.427\t-0.570\t1.226\t0.234\t0.888\t0.334\t1.126\t0.000\t0.700\t0.935\t-1.360\t2.215\t0.427\t-0.247\t0.210\t0.000\t1.429\t-0.134\t-0.890\t3.102\t0.883\t0.948\t0.990\t0.847\t0.650\t0.909\t0.897\n1\t0.406\t-0.898\t-0.210\t0.259\t0.314\t1.769\t-0.435\t0.680\t0.000\t1.905\t-0.717\t-1.166\t1.107\t1.270\t0.100\t-1.704\t2.548\t0.649\t0.367\t-0.290\t0.000\t1.460\t1.442\t0.990\t1.229\t1.056\t1.388\t1.138\n1\t0.554\t0.356\t-0.511\t2.467\t0.625\t1.100\t-0.547\t-1.426\t1.087\t0.500\t0.123\t1.641\t1.107\t0.884\t-0.084\t0.054\t0.000\t1.244\t0.883\t-0.908\t0.000\t1.128\t0.865\t1.384\t1.641\t0.552\t1.057\t0.964\n1\t0.906\t0.291\t-0.761\t1.419\t-1.296\t0.613\t-0.392\t0.068\t0.000\t0.579\t0.050\t0.867\t2.215\t0.936\t-0.955\t0.972\t2.548\t0.452\t-0.751\t1.326\t0.000\t0.756\t0.657\t1.000\t0.892\t0.458\t0.758\t0.682\n1\t0.295\t1.668\t-0.353\t0.459\t0.955\t1.234\t-0.381\t-1.072\t2.173\t1.093\t-0.698\t1.074\t0.000\t1.028\t-0.634\t0.497\t0.000\t0.981\t0.007\t-0.667\t0.000\t0.808\t0.688\t0.990\t0.995\t0.900\t0.950\t0.814\n0\t0.703\t-0.281\t0.924\t1.084\t-0.744\t1.216\t-0.799\t-1.426\t2.173\t1.182\t-1.027\t0.247\t2.215\t2.000\t0.072\t0.222\t0.000\t0.627\t-0.109\t1.175\t0.000\t0.943\t0.960\t1.206\t1.016\t1.775\t1.196\t0.991\n0\t0.837\t-1.376\t-0.253\t0.859\t-0.871\t0.699\t1.501\t0.691\t0.000\t0.699\t0.106\t-1.391\t0.000\t0.772\t-0.047\t0.981\t2.548\t0.777\t-1.102\t-0.759\t0.000\t0.910\t0.818\t0.992\t0.680\t0.193\t0.747\t0.753\n0\t0.425\t1.198\t-0.499\t1.453\t0.767\t0.893\t0.060\t-0.704\t2.173\t1.395\t-0.141\t0.785\t1.107\t1.660\t-0.318\t-1.193\t0.000\t0.720\t-1.126\t-1.608\t0.000\t0.769\t0.893\t0.990\t1.053\t1.609\t1.079\t1.113\n1\t0.591\t1.441\t-1.402\t1.680\t0.797\t0.913\t-1.437\t-1.301\t0.000\t1.172\t0.257\t-0.222\t1.107\t0.610\t-0.734\t0.554\t0.000\t0.534\t0.646\t0.663\t3.102\t0.859\t1.021\t1.266\t1.292\t0.543\t0.953\t1.323\n1\t0.703\t-0.798\t-1.426\t0.580\t-1.334\t0.634\t0.633\t-1.243\t2.173\t1.110\t1.030\t0.336\t0.000\t0.552\t-0.812\t-0.805\t2.548\t0.543\t-0.363\t0.821\t0.000\t0.933\t0.997\t0.988\t0.607\t0.683\t0.799\t0.740\n1\t0.430\t1.295\t-1.078\t0.335\t-0.265\t1.109\t-0.608\t-1.155\t2.173\t1.182\t0.003\t0.553\t2.215\t0.616\t1.083\t0.512\t0.000\t0.427\t-0.350\t1.000\t0.000\t0.561\t1.178\t0.999\t0.842\t1.765\t0.946\t0.795\n1\t0.319\t0.162\t-0.815\t1.435\t1.057\t0.997\t-0.224\t-0.995\t0.000\t1.139\t-1.030\t-0.785\t0.000\t2.209\t0.224\t0.815\t0.000\t1.389\t-0.245\t0.181\t1.551\t1.061\t1.152\t0.987\t1.067\t0.905\t0.818\t0.964\n0\t0.645\t1.492\t1.414\t1.287\t0.782\t0.345\t-0.197\t-0.207\t2.173\t0.390\t-0.162\t0.309\t2.215\t0.672\t1.796\t-1.656\t0.000\t1.027\t1.113\t-0.733\t0.000\t0.748\t0.837\t0.988\t0.649\t0.242\t0.596\t0.635\n1\t0.976\t-0.919\t0.680\t0.233\t-0.734\t1.077\t-0.738\t1.454\t2.173\t1.119\t-0.310\t-1.023\t2.215\t1.600\t-0.531\t-0.202\t0.000\t0.580\t0.222\t1.051\t0.000\t1.067\t1.004\t0.984\t0.934\t1.320\t0.977\t0.893\n0\t0.340\t-0.962\t0.132\t1.928\t-0.755\t0.965\t-0.793\t-0.103\t2.173\t1.168\t-0.821\t1.158\t0.000\t1.510\t-0.867\t1.656\t2.548\t1.138\t-0.579\t0.490\t0.000\t0.858\t0.865\t0.989\t0.878\t1.508\t0.976\t0.962\n1\t1.072\t0.289\t1.245\t0.781\t-1.440\t0.679\t-0.312\t1.664\t2.173\t0.852\t1.236\t0.084\t0.000\t0.616\t-0.362\t0.255\t0.000\t0.784\t1.013\t-0.987\t0.000\t0.876\t1.088\t0.988\t0.725\t0.849\t0.922\t0.832\n0\t0.471\t-0.701\t-0.227\t1.114\t1.618\t0.811\t-0.490\t0.476\t0.000\t1.142\t-0.170\t-1.430\t2.215\t1.490\t0.476\t-0.090\t0.000\t0.979\t0.443\t1.637\t0.000\t0.965\t1.163\t0.999\t0.646\t0.698\t0.734\t0.673\n0\t0.706\t1.344\t-0.790\t0.354\t1.581\t1.100\t0.724\t1.582\t2.173\t0.982\t1.139\t-0.201\t1.107\t1.000\t2.159\t0.824\t0.000\t1.262\t1.888\t-0.437\t0.000\t1.126\t1.031\t0.993\t0.839\t1.565\t1.147\t0.974\n0\t0.692\t0.556\t0.290\t1.077\t0.173\t0.700\t0.330\t-1.043\t2.173\t0.490\t-0.794\t0.859\t0.000\t0.725\t0.636\t1.539\t0.000\t0.752\t-0.782\t-1.427\t3.102\t0.924\t0.959\t0.976\t1.218\t0.583\t0.965\t0.896\n1\t1.444\t-0.011\t0.918\t0.786\t0.033\t2.253\t-0.561\t-0.087\t0.000\t2.255\t-0.565\t-1.542\t2.215\t1.410\t0.507\t-1.294\t2.548\t1.322\t0.260\t1.190\t0.000\t2.687\t2.199\t1.056\t1.477\t1.213\t1.804\t1.458\n0\t0.282\t0.276\t-0.532\t0.852\t0.820\t0.330\t-0.286\t-0.258\t2.173\t0.777\t0.804\t1.500\t0.000\t0.662\t0.426\t-1.512\t2.548\t0.907\t1.056\t-0.308\t0.000\t1.118\t0.889\t0.989\t0.736\t0.573\t0.659\t0.632\n1\t0.664\t-0.406\t-0.535\t1.312\t-0.146\t0.978\t0.558\t0.113\t0.000\t1.107\t-1.199\t1.502\t0.000\t1.071\t0.003\t1.405\t0.000\t0.534\t1.065\t1.111\t0.000\t0.953\t0.858\t0.982\t1.001\t0.699\t0.820\t0.751\n0\t3.356\t-0.497\t0.920\t2.241\t1.150\t1.484\t-2.553\t-0.746\t0.000\t0.621\t-1.832\t-0.397\t0.000\t0.563\t-0.851\t-1.497\t2.548\t0.824\t-0.435\t-1.207\t3.102\t0.958\t1.094\t0.981\t1.045\t0.173\t0.851\t1.768\n1\t0.691\t-1.415\t1.141\t0.553\t0.480\t1.007\t-0.459\t-0.737\t1.087\t0.853\t-1.377\t0.648\t0.000\t0.865\t-0.344\t0.946\t0.000\t1.649\t-0.685\t-1.487\t3.102\t0.797\t0.999\t0.977\t1.031\t0.887\t0.943\t0.814\n1\t1.190\t-0.865\t-1.286\t0.551\t1.221\t1.078\t-1.198\t0.458\t0.000\t0.979\t-2.270\t-0.730\t0.000\t1.116\t-0.884\t1.405\t2.548\t1.137\t-0.885\t-1.046\t3.102\t1.008\t1.103\t0.985\t0.572\t0.693\t0.713\t0.656\n1\t0.603\t-0.301\t1.575\t0.651\t0.827\t2.186\t-1.834\t1.026\t0.000\t3.067\t0.263\t-0.854\t2.215\t1.088\t-0.333\t-0.127\t0.000\t0.686\t-0.094\t-1.218\t1.551\t0.609\t1.094\t0.986\t0.664\t0.492\t1.166\t0.963\n1\t1.447\t-1.325\t-0.344\t0.917\t0.129\t1.137\t-0.756\t1.313\t1.087\t0.330\t-1.542\t-0.826\t0.000\t0.715\t-1.161\t-1.284\t2.548\t0.594\t-1.498\t-1.708\t0.000\t0.416\t0.799\t0.987\t0.792\t0.857\t1.014\t0.774\n0\t2.057\t1.335\t1.524\t1.329\t0.278\t2.270\t0.973\t-0.001\t0.000\t1.256\t0.942\t-1.229\t0.000\t1.114\t-1.910\t1.428\t0.000\t1.918\t0.188\t-1.473\t3.102\t1.383\t2.253\t2.064\t1.208\t1.569\t2.755\t2.870\n1\t1.539\t-0.726\t0.540\t0.785\t0.528\t1.167\t0.037\t-1.166\t0.000\t0.684\t-1.443\t1.193\t0.000\t1.417\t0.120\t0.092\t2.548\t0.679\t-0.367\t-1.647\t3.102\t2.263\t1.198\t0.974\t1.036\t0.781\t1.015\t1.053\n1\t0.841\t0.120\t-0.965\t1.057\t1.716\t0.914\t-0.341\t-1.639\t1.087\t0.830\t-0.454\t1.237\t0.000\t1.051\t0.813\t-0.410\t2.548\t1.269\t-0.804\t-0.324\t0.000\t0.949\t0.806\t0.992\t0.612\t1.356\t0.914\t0.835\n0\t0.555\t-0.876\t-1.496\t1.017\t1.122\t0.737\t-1.337\t1.015\t0.000\t0.506\t0.767\t-0.742\t2.215\t0.795\t-0.222\t0.380\t0.000\t1.143\t-0.254\t-1.058\t3.102\t0.872\t0.843\t0.988\t0.694\t0.440\t0.578\t0.598\n0\t3.968\t-0.884\t1.743\t1.228\t1.674\t1.135\t1.306\t-0.194\t0.000\t1.021\t0.732\t0.053\t1.107\t1.950\t-0.837\t1.245\t2.548\t2.057\t-1.085\t-0.549\t0.000\t0.824\t0.666\t0.962\t0.915\t1.928\t1.559\t1.909\n1\t1.083\t-0.136\t1.574\t0.804\t0.047\t0.779\t0.070\t0.346\t0.000\t1.254\t0.487\t-1.579\t2.215\t1.179\t0.845\t-0.805\t1.274\t1.028\t1.132\t0.305\t0.000\t0.944\t1.068\t1.268\t0.968\t0.875\t0.957\t0.883\n0\t0.789\t1.014\t0.446\t0.338\t-1.201\t0.794\t1.247\t-1.205\t2.173\t0.778\t-0.132\t-1.351\t0.000\t2.059\t0.149\t0.616\t2.548\t0.640\t0.209\t0.231\t0.000\t0.927\t0.967\t0.985\t0.758\t1.835\t1.005\t0.824\n0\t1.148\t0.037\t0.824\t1.506\t0.223\t1.823\t-0.662\t-1.529\t0.000\t1.535\t-0.879\t-0.542\t0.000\t0.947\t-0.956\t0.725\t0.000\t1.128\t1.048\t-0.077\t3.102\t1.108\t1.061\t0.988\t0.784\t0.973\t0.745\t0.704\n1\t0.442\t0.931\t-1.322\t1.243\t0.125\t1.017\t0.422\t1.651\t0.000\t1.439\t0.039\t0.491\t1.107\t1.271\t-1.064\t-0.772\t0.000\t0.740\t2.471\t-0.838\t0.000\t0.900\t1.068\t0.991\t0.899\t0.626\t0.953\t0.911\n0\t1.705\t-0.324\t-1.051\t0.503\t1.617\t0.646\t-1.234\t0.642\t2.173\t0.729\t1.340\t-0.247\t0.000\t0.545\t-2.303\t-0.655\t0.000\t1.065\t-1.820\t1.396\t0.000\t0.821\t0.872\t0.987\t0.856\t0.760\t0.849\t0.952\n1\t0.365\t-0.571\t-0.945\t0.094\t-1.114\t0.731\t0.746\t-0.469\t0.000\t0.673\t0.163\t0.140\t0.000\t1.116\t0.286\t1.000\t2.548\t1.431\t-0.532\t-1.733\t3.102\t0.895\t1.010\t0.749\t0.680\t0.772\t0.858\t0.704\n1\t0.815\t0.519\t0.070\t1.116\t-0.367\t0.338\t-1.486\t-1.500\t0.000\t1.138\t-1.056\t1.444\t2.215\t0.707\t-1.203\t0.435\t2.548\t1.267\t-1.382\t-0.943\t0.000\t0.750\t0.804\t0.993\t1.368\t0.760\t1.396\t1.211\n0\t0.950\t-0.274\t0.300\t1.403\t-0.356\t0.601\t-2.283\t-0.202\t0.000\t1.082\t-0.716\t0.791\t2.215\t0.636\t-0.696\t-1.691\t0.000\t0.739\t0.165\t-0.373\t1.551\t1.435\t1.133\t0.989\t1.009\t0.802\t0.893\t0.945\n0\t0.919\t0.236\t-0.612\t1.227\t0.866\t0.665\t1.327\t0.908\t2.173\t0.907\t1.335\t-1.274\t2.215\t0.726\t1.873\t-0.761\t0.000\t0.777\t1.537\t0.308\t0.000\t0.686\t0.792\t1.429\t1.128\t1.054\t0.902\t0.822\n0\t0.770\t0.759\t0.736\t0.736\t-1.027\t0.330\t-0.940\t-0.272\t2.173\t0.295\t0.326\t1.407\t0.000\t0.530\t1.248\t-0.710\t2.548\t0.974\t1.705\t1.241\t0.000\t0.681\t1.113\t1.042\t0.589\t0.775\t0.718\t0.638\n0\t1.045\t0.237\t-1.715\t1.000\t0.388\t1.114\t0.780\t-1.023\t2.173\t1.398\t-1.402\t0.506\t0.000\t1.070\t2.054\t-1.315\t0.000\t0.955\t-1.307\t-0.241\t0.000\t0.943\t0.807\t1.342\t1.162\t1.755\t1.551\t1.295\n1\t0.737\t0.111\t-1.599\t1.047\t-1.551\t0.383\t0.519\t-1.677\t0.000\t0.917\t-0.411\t0.415\t0.000\t0.505\t1.139\t0.488\t1.274\t0.466\t-0.195\t-1.269\t3.102\t1.347\t0.900\t0.991\t0.569\t0.478\t0.567\t0.675\n1\t0.430\t-0.795\t0.753\t0.833\t1.400\t0.561\t-0.519\t1.514\t1.087\t0.685\t1.162\t-1.049\t0.000\t1.267\t-1.348\t0.172\t0.000\t1.024\t-0.045\t-0.336\t3.102\t0.804\t0.872\t0.984\t0.862\t0.820\t0.819\t1.297\n0\t1.267\t1.312\t-0.193\t0.674\t1.350\t0.788\t2.235\t1.519\t0.000\t0.603\t1.016\t-1.227\t2.215\t1.217\t0.161\t0.022\t0.000\t0.542\t0.396\t-0.487\t0.000\t0.956\t0.902\t1.259\t0.752\t0.347\t0.568\t0.654\n0\t0.411\t-2.314\t1.243\t0.286\t-1.179\t1.442\t-0.166\t0.026\t0.000\t1.954\t-1.225\t-1.559\t1.107\t0.416\t0.637\t1.702\t2.548\t0.632\t1.717\t-0.888\t0.000\t0.953\t0.987\t0.997\t0.839\t1.114\t1.345\t1.065\n0\t0.568\t-0.484\t-0.507\t0.522\t-0.660\t0.847\t-0.634\t0.902\t2.173\t0.953\t0.712\t1.556\t0.000\t1.203\t-0.088\t-0.938\t2.548\t1.134\t-0.078\t0.125\t0.000\t1.423\t1.120\t0.983\t1.069\t1.299\t0.941\t1.019\n1\t0.746\t0.534\t-1.727\t0.757\t0.116\t0.757\t-0.347\t-0.058\t2.173\t0.942\t-0.169\t0.665\t1.107\t1.354\t0.284\t-1.322\t0.000\t0.712\t1.602\t1.640\t0.000\t1.088\t1.261\t1.037\t0.841\t0.761\t1.000\t0.830\n1\t0.603\t1.177\t-0.435\t1.395\t0.143\t0.510\t0.599\t-1.483\t2.173\t0.647\t0.824\t-1.093\t0.000\t0.675\t-0.530\t0.131\t0.000\t2.241\t-0.716\t1.488\t3.102\t1.200\t0.870\t0.993\t2.475\t1.037\t1.606\t1.301\n0\t0.564\t-0.290\t0.604\t0.391\t-0.364\t1.268\t0.363\t-1.401\t2.173\t0.705\t-1.356\t0.811\t0.000\t0.652\t-2.372\t0.147\t0.000\t1.087\t-0.631\t-0.013\t3.102\t0.888\t0.773\t0.979\t1.441\t1.391\t1.387\t1.108\n1\t1.091\t-0.295\t0.673\t0.296\t0.463\t0.853\t-0.749\t-0.960\t1.087\t0.495\t-0.678\t1.098\t0.000\t0.962\t-0.557\t0.059\t0.000\t1.003\t-1.329\t1.602\t0.000\t0.853\t0.997\t0.996\t0.625\t0.539\t0.691\t0.640\n0\t1.251\t-0.903\t-1.037\t0.290\t1.112\t0.733\t-0.671\t0.212\t1.087\t0.796\t-0.140\t1.510\t0.000\t0.835\t-0.034\t0.612\t0.000\t0.819\t1.161\t-1.006\t3.102\t0.908\t0.939\t0.981\t0.858\t1.246\t0.818\t0.770\n1\t0.380\t2.223\t-1.632\t1.200\t1.213\t0.662\t1.012\t-1.054\t2.173\t2.048\t0.629\t-0.434\t2.215\t0.956\t0.456\t0.782\t0.000\t1.391\t1.210\t1.111\t0.000\t0.730\t1.054\t0.992\t1.387\t0.965\t1.036\t0.940\n1\t1.337\t-0.088\t-1.053\t0.569\t-0.497\t1.002\t-0.563\t1.051\t2.173\t0.578\t-0.901\t-1.281\t0.000\t1.331\t-1.320\t0.302\t2.548\t0.389\t2.295\t1.080\t0.000\t1.971\t1.675\t0.987\t1.367\t1.113\t1.350\t1.199\n0\t2.183\t-0.597\t0.334\t0.133\t0.096\t1.253\t-1.244\t-1.085\t0.000\t0.697\t0.675\t0.368\t0.000\t1.001\t-1.381\t-1.556\t0.000\t0.939\t0.149\t1.238\t3.102\t0.869\t0.848\t0.987\t0.738\t0.581\t0.777\t0.922\n0\t1.576\t1.712\t-1.165\t0.511\t1.131\t1.031\t0.142\t0.366\t0.000\t0.437\t-0.409\t-1.272\t2.215\t0.393\t0.616\t-1.734\t0.000\t0.920\t0.091\t0.686\t0.000\t1.128\t0.933\t1.092\t0.682\t0.182\t0.659\t0.818\n0\t1.148\t-0.158\t0.480\t0.532\t-0.813\t0.656\t-0.504\t-1.600\t2.173\t0.892\t-0.495\t-0.264\t0.000\t0.808\t0.685\t1.512\t2.548\t0.452\t-0.881\t0.842\t0.000\t0.732\t0.928\t0.994\t0.850\t0.680\t0.709\t0.659\n1\t1.229\t-1.187\t0.889\t0.634\t1.715\t1.019\t-0.305\t-0.382\t0.000\t0.850\t0.536\t1.684\t2.215\t0.640\t0.079\t-0.059\t2.548\t0.883\t-1.634\t-1.333\t0.000\t0.717\t0.812\t0.994\t0.957\t0.805\t0.819\t0.747\n0\t0.898\t-0.837\t-0.229\t0.972\t0.753\t2.051\t0.304\t1.445\t1.087\t1.007\t-1.240\t-0.751\t0.000\t1.833\t-0.029\t-0.390\t1.274\t0.563\t-1.022\t0.596\t0.000\t0.920\t1.031\t1.002\t1.647\t2.442\t1.546\t1.273\n1\t1.808\t-1.086\t-1.533\t0.992\t0.029\t2.164\t-1.137\t1.155\t2.173\t2.107\t1.035\t-0.170\t0.000\t1.183\t-1.559\t-0.868\t0.000\t1.322\t-0.453\t-0.846\t3.102\t4.772\t2.620\t1.831\t1.637\t1.826\t2.599\t2.091\n0\t1.280\t-0.733\t-1.638\t1.119\t1.336\t0.774\t-0.951\t-0.297\t0.000\t0.628\t-0.707\t0.770\t2.215\t0.986\t-0.025\t-0.015\t0.000\t1.391\t-0.084\t-1.051\t3.102\t0.855\t0.886\t0.976\t0.737\t0.883\t0.701\t0.809\n0\t1.132\t1.830\t1.010\t5.547\t1.284\t2.728\t0.134\t-0.603\t1.087\t1.193\t0.327\t-0.146\t0.000\t1.829\t2.140\t-0.235\t0.000\t2.644\t0.982\t1.489\t3.102\t2.693\t2.274\t0.980\t4.509\t3.117\t2.898\t2.586\n0\t0.283\t-0.993\t1.421\t1.151\t-1.511\t0.728\t-0.930\t0.526\t0.000\t0.875\t0.909\t1.584\t2.215\t1.163\t-0.685\t-0.131\t0.000\t0.888\t0.136\t-0.668\t1.551\t0.938\t0.861\t0.986\t0.614\t0.780\t0.983\t0.910\n0\t2.298\t0.328\t-0.186\t0.289\t0.452\t0.705\t0.860\t0.475\t2.173\t1.522\t0.658\t1.728\t2.215\t0.492\t0.228\t1.577\t0.000\t1.233\t1.768\t-1.530\t0.000\t0.947\t0.910\t0.991\t1.459\t1.385\t1.082\t0.952\n1\t0.824\t-1.436\t-0.667\t0.897\t0.891\t0.973\t-0.852\t-1.125\t0.000\t1.406\t0.101\t0.925\t2.215\t0.461\t-0.331\t-0.634\t2.548\t0.453\t-1.172\t-0.297\t0.000\t0.744\t0.490\t1.175\t1.270\t0.868\t0.882\t0.850\n0\t1.644\t-1.171\t-1.352\t0.854\t1.194\t1.289\t-0.954\t-0.691\t1.087\t1.059\t-0.819\t1.127\t2.215\t1.345\t0.220\t0.448\t0.000\t1.245\t-0.709\t0.359\t0.000\t0.827\t0.950\t1.231\t1.197\t1.718\t1.131\t1.077\n0\t2.114\t-0.490\t-1.230\t0.143\t-0.704\t1.362\t-0.346\t0.591\t1.087\t0.794\t-1.431\t0.319\t0.000\t1.385\t-1.097\t-0.813\t2.548\t0.760\t-0.571\t1.403\t0.000\t0.933\t0.978\t0.989\t0.812\t1.798\t1.174\t1.010\n1\t2.173\t0.688\t1.385\t0.494\t0.071\t0.449\t-0.254\t-1.673\t0.000\t0.778\t-0.364\t-0.812\t2.215\t1.611\t0.560\t0.121\t2.548\t0.611\t-0.493\t0.713\t0.000\t0.683\t0.985\t1.329\t1.166\t1.078\t0.971\t0.825\n0\t0.362\t-0.623\t-0.094\t0.652\t-0.853\t0.726\t1.193\t1.301\t0.000\t0.446\t0.007\t-1.514\t1.107\t0.989\t0.706\t-0.233\t2.548\t0.490\t-0.058\t0.537\t0.000\t0.849\t0.903\t0.989\t0.626\t0.703\t0.631\t0.605\n0\t0.722\t-1.687\t1.609\t0.718\t-0.895\t0.614\t-0.123\t-1.434\t2.173\t0.972\t-0.556\t1.142\t0.000\t0.773\t1.853\t-0.171\t0.000\t0.712\t0.842\t-0.137\t3.102\t2.581\t1.443\t0.988\t1.239\t0.768\t1.148\t1.561\n0\t0.501\t2.095\t-0.656\t3.431\t-1.148\t0.667\t0.755\t0.373\t2.173\t0.720\t1.580\t1.359\t0.000\t1.383\t1.522\t0.393\t0.000\t0.930\t0.064\t1.347\t3.102\t1.165\t1.122\t0.985\t1.450\t0.703\t1.160\t2.031\n1\t0.774\t-1.179\t0.285\t0.495\t-1.259\t0.698\t0.033\t-1.026\t1.087\t0.933\t-0.441\t1.151\t2.215\t0.910\t-1.478\t-0.938\t0.000\t0.706\t1.990\t-0.314\t0.000\t3.264\t1.910\t0.989\t0.897\t1.136\t1.327\t1.259\n1\t0.974\t0.339\t-1.483\t0.262\t0.377\t1.363\t-1.036\t0.863\t0.000\t2.333\t-0.469\t-0.472\t2.215\t1.337\t-0.766\t-1.492\t2.548\t1.009\t-0.055\t0.706\t0.000\t0.948\t1.278\t0.982\t1.408\t1.530\t1.396\t1.282\n1\t0.471\t-1.274\t-1.286\t1.530\t-1.608\t1.679\t0.282\t0.426\t2.173\t0.470\t0.560\t-0.707\t0.000\t1.042\t1.839\t-1.662\t0.000\t0.683\t-0.353\t-0.568\t1.551\t1.173\t1.002\t0.982\t3.275\t0.975\t2.001\t2.262\n1\t1.987\t0.656\t-0.793\t0.319\t0.549\t0.832\t1.639\t0.155\t0.000\t1.178\t-0.323\t-1.722\t1.107\t1.029\t0.371\t0.657\t2.548\t0.947\t1.495\t-0.278\t0.000\t0.974\t0.893\t1.032\t1.123\t1.079\t1.102\t0.992\n1\t1.098\t1.986\t0.505\t1.088\t-0.151\t1.104\t1.758\t-1.154\t0.000\t1.076\t1.207\t0.607\t0.000\t0.975\t1.459\t-0.352\t2.548\t1.103\t-0.872\t-1.398\t0.000\t0.826\t0.885\t0.985\t0.701\t0.779\t0.738\t0.801\n1\t1.879\t-0.505\t-1.528\t0.267\t0.397\t1.926\t-2.132\t0.358\t0.000\t1.979\t-0.797\t-1.689\t2.215\t1.056\t-0.679\t-0.355\t0.000\t1.159\t-0.324\t0.376\t0.000\t0.778\t0.788\t0.987\t0.691\t0.862\t0.911\t0.783\n1\t0.675\t0.805\t1.619\t1.846\t-1.444\t0.391\t0.688\t-0.920\t0.000\t1.352\t1.136\t0.148\t2.215\t1.016\t1.491\t-0.337\t0.000\t1.519\t0.426\t0.619\t3.102\t0.794\t0.942\t0.976\t1.538\t0.686\t1.078\t0.964\n0\t0.554\t0.619\t1.040\t3.079\t1.734\t1.070\t1.061\t0.049\t2.173\t0.653\t-1.762\t0.307\t0.000\t0.731\t0.096\t-0.934\t2.548\t0.599\t1.712\t0.434\t0.000\t0.970\t0.898\t1.059\t1.652\t1.017\t1.211\t1.324\n0\t0.749\t-0.649\t-0.470\t1.787\t-0.549\t1.492\t-0.448\t1.201\t2.173\t0.956\t-1.578\t-1.133\t2.215\t0.861\t-1.604\t0.803\t0.000\t1.030\t-0.922\t0.180\t0.000\t0.905\t1.030\t0.994\t1.383\t1.866\t1.457\t1.195\n1\t2.447\t-0.507\t1.655\t0.301\t-1.339\t0.716\t-0.085\t-0.443\t2.173\t0.818\t-0.895\t0.367\t2.215\t0.834\t-0.837\t-0.174\t0.000\t0.639\t-0.099\t0.999\t0.000\t0.776\t0.700\t0.986\t1.098\t0.893\t0.952\t0.789\n1\t1.113\t-0.430\t-1.397\t0.714\t1.551\t0.729\t0.332\t-0.191\t2.173\t0.382\t-0.755\t-0.532\t0.000\t0.760\t-1.037\t0.908\t0.000\t0.726\t-0.057\t1.149\t3.102\t0.811\t0.929\t0.980\t0.630\t0.737\t0.805\t0.701\n1\t0.336\t-1.917\t0.471\t0.572\t-1.013\t0.950\t-0.600\t1.223\t0.000\t1.313\t0.083\t-0.504\t2.215\t0.561\t-0.328\t0.454\t0.000\t0.645\t0.151\t-1.081\t3.102\t0.856\t0.774\t0.990\t0.812\t0.415\t0.837\t0.722\n1\t0.892\t0.137\t-0.084\t0.509\t1.530\t0.793\t1.255\t0.144\t0.000\t0.916\t-0.066\t-1.342\t2.215\t1.625\t0.534\t1.311\t2.548\t0.379\t2.063\t-0.849\t0.000\t0.846\t1.186\t0.987\t0.770\t0.984\t0.990\t0.825\n1\t0.395\t0.578\t0.747\t1.939\t-0.228\t0.831\t0.010\t-1.220\t2.173\t0.745\t1.928\t1.187\t0.000\t0.387\t-1.868\t0.355\t0.000\t0.587\t-1.185\t0.884\t3.102\t0.562\t0.880\t0.991\t0.798\t0.906\t0.790\t0.713\n0\t0.424\t-0.714\t0.029\t2.095\t-0.111\t0.609\t-0.530\t1.204\t0.000\t0.799\t0.599\t1.294\t0.000\t0.592\t-0.348\t-0.872\t2.548\t0.813\t0.645\t-1.435\t3.102\t0.909\t0.867\t0.990\t0.821\t0.414\t0.606\t0.781\n0\t0.582\t0.167\t1.192\t1.301\t-0.880\t0.395\t0.450\t-0.209\t2.173\t0.561\t0.658\t1.575\t0.000\t0.830\t-0.414\t0.728\t2.548\t0.610\t1.342\t0.048\t0.000\t0.834\t0.808\t1.154\t0.695\t0.630\t0.608\t0.607\n0\t1.225\t-0.893\t-1.589\t2.172\t-1.489\t1.795\t0.438\t0.813\t2.173\t2.186\t-1.190\t-1.400\t2.215\t2.578\t1.482\t-0.119\t0.000\t1.288\t0.683\t0.403\t0.000\t0.633\t0.867\t0.990\t0.642\t3.801\t2.230\t1.798\n1\t2.054\t1.082\t0.131\t0.331\t-0.898\t0.790\t-0.398\t0.630\t0.000\t0.641\t0.015\t-1.563\t0.000\t1.588\t0.730\t-1.139\t2.548\t1.213\t0.538\t-1.737\t3.102\t1.425\t1.032\t0.986\t1.064\t0.550\t0.886\t0.968\n0\t1.319\t0.241\t1.057\t1.784\t1.604\t0.810\t-0.905\t-0.576\t0.000\t0.593\t-0.062\t-0.008\t2.215\t1.083\t-0.516\t0.509\t0.000\t1.332\t0.431\t-1.042\t1.551\t1.428\t0.897\t1.006\t0.921\t0.686\t0.782\t0.952\n1\t1.471\t-1.212\t-1.277\t1.476\t-0.918\t0.295\t-1.307\t0.596\t0.000\t0.699\t0.250\t1.208\t2.215\t1.025\t-0.877\t0.145\t0.000\t0.636\t0.254\t0.223\t3.102\t0.429\t0.843\t0.982\t1.077\t0.467\t1.039\t0.894\n0\t1.424\t1.123\t-1.552\t0.217\t-1.560\t1.198\t1.323\t-0.368\t0.000\t0.558\t0.936\t-0.906\t0.000\t1.132\t0.134\t0.672\t2.548\t1.592\t-0.588\t1.259\t0.000\t0.872\t0.785\t0.998\t0.924\t0.255\t0.784\t0.807\n0\t0.440\t-0.386\t-0.493\t1.082\t-1.375\t0.707\t-1.804\t-0.421\t0.000\t1.262\t0.290\t0.561\t2.215\t1.206\t-0.315\t1.091\t0.000\t1.411\t-0.188\t-1.576\t3.102\t2.106\t1.459\t0.993\t1.048\t1.173\t1.219\t1.131\n0\t1.237\t-0.208\t-0.792\t0.863\t-1.743\t1.641\t-0.479\t0.974\t2.173\t2.302\t0.330\t-0.681\t2.215\t1.387\t-0.328\t0.530\t0.000\t0.665\t0.754\t0.998\t0.000\t0.837\t0.885\t1.081\t1.017\t3.098\t1.510\t1.241\n0\t0.376\t-1.987\t-1.713\t0.334\t-1.229\t1.472\t0.897\t-0.083\t1.087\t1.631\t0.038\t1.210\t1.107\t1.729\t-0.566\t-1.217\t0.000\t0.508\t2.080\t0.333\t0.000\t2.562\t1.945\t0.979\t1.494\t2.330\t1.661\t1.353\n1\t0.728\t-0.776\t1.739\t0.607\t-0.097\t1.218\t-1.424\t1.078\t0.000\t1.531\t0.614\t-1.048\t2.215\t2.581\t-0.009\t0.154\t1.274\t1.906\t-0.212\t-1.437\t0.000\t2.305\t2.340\t0.984\t1.302\t1.989\t1.899\t1.457\n1\t0.424\t-2.146\t-0.253\t0.266\t-1.690\t0.755\t-0.358\t0.744\t0.000\t0.992\t-0.434\t-1.321\t1.107\t0.685\t0.315\t0.167\t1.274\t0.404\t-0.654\t0.898\t0.000\t1.013\t1.008\t0.995\t0.712\t0.924\t0.692\t0.651\n0\t1.152\t1.118\t0.030\t0.354\t1.742\t0.860\t-0.251\t1.570\t0.000\t0.899\t0.847\t-0.980\t2.215\t0.921\t0.027\t0.827\t0.000\t1.090\t0.388\t-0.132\t3.102\t1.020\t1.010\t0.986\t0.775\t0.645\t0.850\t0.842\n0\t0.425\t0.551\t0.925\t1.083\t-0.025\t1.386\t0.275\t1.186\t2.173\t1.158\t0.717\t-0.674\t2.215\t0.748\t-0.445\t-1.391\t0.000\t0.766\t0.004\t0.735\t0.000\t0.872\t1.113\t0.991\t1.008\t1.903\t1.113\t0.917\n1\t0.892\t-0.333\t0.294\t1.400\t0.912\t0.369\t-0.190\t-0.816\t0.000\t0.570\t-0.783\t1.161\t0.000\t1.675\t-1.180\t-1.046\t1.274\t0.860\t-0.189\t-1.234\t3.102\t0.999\t0.948\t0.984\t0.796\t0.537\t0.967\t0.809\n0\t1.548\t-1.045\t-0.035\t0.455\t0.117\t0.941\t-0.445\t1.621\t0.000\t0.460\t-0.491\t0.883\t0.000\t0.614\t-0.933\t-0.659\t2.548\t1.069\t-0.628\t-1.110\t1.551\t0.865\t0.853\t0.987\t0.769\t0.259\t0.582\t0.703\n0\t2.321\t-0.783\t-0.100\t1.382\t0.565\t1.046\t-0.550\t-0.727\t1.087\t1.487\t-0.711\t1.577\t0.000\t0.640\t-0.143\t0.451\t0.000\t0.974\t-0.551\t-1.675\t0.000\t0.931\t0.941\t1.401\t1.443\t1.536\t1.213\t0.988\n0\t1.642\t-0.917\t-0.783\t0.243\t-0.061\t1.615\t-0.349\t1.021\t2.173\t0.927\t-0.055\t-0.550\t2.215\t0.888\t0.197\t1.673\t0.000\t0.610\t1.555\t-0.138\t0.000\t1.104\t0.997\t0.987\t1.497\t1.799\t1.134\t1.061\n0\t0.900\t0.096\t1.066\t1.948\t0.350\t0.672\t0.443\t-1.085\t2.173\t0.918\t-2.441\t-1.246\t0.000\t0.405\t-1.067\t1.671\t0.000\t0.569\t-0.688\t0.607\t0.000\t0.816\t1.816\t1.103\t0.743\t0.672\t1.390\t1.360\n0\t0.712\t-0.227\t0.050\t1.660\t1.078\t1.040\t0.764\t-1.236\t2.173\t1.019\t-2.099\t0.095\t0.000\t1.103\t1.036\t-0.736\t0.000\t1.793\t-0.762\t1.545\t3.102\t0.956\t0.967\t1.205\t0.886\t1.616\t1.102\t1.043\n1\t1.075\t0.719\t-0.168\t0.938\t1.391\t1.006\t0.266\t-0.973\t0.000\t1.000\t0.634\t0.852\t0.000\t1.129\t-0.088\t1.684\t2.548\t1.466\t0.073\t0.307\t3.102\t2.163\t1.391\t1.372\t0.842\t0.935\t0.962\t0.875\n0\t2.243\t-1.695\t-0.020\t1.125\t0.059\t1.318\t-1.387\t-1.604\t0.000\t1.218\t-1.428\t-1.245\t0.000\t1.487\t-1.289\t0.735\t1.274\t0.626\t-0.393\t0.823\t3.102\t0.863\t0.977\t0.988\t1.024\t0.366\t0.942\t1.171\n1\t0.531\t0.554\t1.743\t1.299\t-0.321\t0.922\t1.827\t-0.462\t0.000\t0.771\t1.311\t1.488\t0.000\t1.145\t1.275\t1.023\t2.548\t0.749\t0.937\t0.134\t0.000\t0.936\t0.783\t1.103\t0.934\t0.810\t0.696\t0.650\n0\t0.399\t1.909\t-1.123\t1.100\t1.127\t0.595\t0.555\t1.011\t2.173\t0.449\t2.066\t-0.598\t0.000\t0.805\t-0.167\t-0.519\t2.548\t1.426\t-0.024\t-1.391\t0.000\t0.857\t0.844\t0.983\t0.876\t0.908\t0.673\t0.646\n1\t0.331\t0.758\t1.528\t1.575\t-0.447\t0.653\t0.506\t1.115\t0.000\t0.925\t-0.416\t0.914\t0.000\t0.893\t0.449\t-0.995\t2.548\t1.245\t-0.567\t-0.702\t3.102\t0.858\t1.065\t0.989\t0.899\t0.543\t0.824\t0.850\n0\t0.561\t-1.671\t0.303\t1.009\t-0.794\t1.524\t-0.881\t0.071\t2.173\t1.164\t-0.005\t-1.721\t1.107\t0.723\t1.929\t1.327\t0.000\t0.713\t0.784\t-1.152\t0.000\t0.796\t1.070\t0.986\t0.892\t2.153\t1.618\t1.377\n0\t0.513\t1.738\t1.001\t1.013\t-0.600\t0.654\t0.783\t-1.149\t2.173\t0.650\t-0.163\t1.734\t0.000\t2.189\t0.679\t0.651\t2.548\t1.772\t0.919\t-0.430\t0.000\t0.820\t1.046\t0.990\t0.795\t1.489\t0.931\t0.827\n1\t0.757\t0.022\t-0.775\t1.862\t-0.070\t1.395\t-0.516\t1.154\t1.087\t1.058\t1.919\t-1.489\t0.000\t0.757\t0.364\t-0.395\t0.000\t1.589\t-0.477\t-1.284\t0.000\t0.804\t1.225\t0.988\t0.670\t0.467\t0.980\t0.825\n0\t1.177\t1.021\t0.804\t1.538\t0.044\t1.845\t0.051\t-1.582\t1.087\t0.436\t0.056\t-0.534\t1.107\t0.564\t2.532\t0.159\t0.000\t0.811\t-0.892\t0.122\t0.000\t0.523\t0.544\t1.179\t1.986\t1.070\t1.280\t1.171\n0\t3.211\t-1.053\t-1.274\t0.813\t-1.617\t3.254\t0.430\t0.376\t0.000\t3.664\t-0.912\t-1.600\t2.215\t3.134\t0.888\t0.385\t0.000\t1.896\t1.036\t-1.472\t3.102\t1.334\t1.170\t0.988\t0.858\t3.156\t2.371\t2.063\n0\t1.917\t-0.638\t1.101\t0.687\t1.539\t0.906\t0.047\t-0.920\t0.000\t1.027\t0.515\t-0.205\t2.215\t0.544\t0.615\t-1.685\t0.000\t1.233\t-0.315\t0.328\t3.102\t0.899\t0.984\t0.991\t1.480\t0.670\t0.985\t0.983\n1\t0.573\t1.144\t-0.806\t1.199\t1.644\t0.869\t0.572\t-0.790\t2.173\t1.125\t0.577\t-0.033\t2.215\t1.109\t-0.573\t1.332\t0.000\t0.737\t1.324\t0.771\t0.000\t0.774\t1.101\t0.992\t0.976\t0.918\t0.925\t0.979\n0\t1.536\t-0.761\t-0.482\t2.613\t-0.144\t1.034\t-1.478\t1.349\t0.000\t0.870\t-2.741\t1.663\t0.000\t0.733\t0.152\t0.849\t2.548\t0.573\t0.084\t1.225\t0.000\t1.047\t0.943\t0.990\t0.936\t0.433\t0.861\t1.078\n0\t0.687\t1.583\t-0.708\t1.385\t-1.613\t0.889\t1.434\t0.248\t0.000\t0.404\t0.328\t-0.463\t2.215\t0.641\t-0.559\t-1.331\t2.548\t1.164\t-0.127\t0.942\t0.000\t1.653\t1.051\t0.986\t0.996\t0.465\t0.842\t0.891\n0\t1.155\t-0.234\t-0.225\t1.264\t-0.759\t0.906\t-1.571\t1.637\t2.173\t0.784\t-0.632\t-1.240\t0.000\t1.311\t-0.049\t0.522\t2.548\t1.510\t-1.779\t0.649\t0.000\t1.817\t1.301\t0.983\t0.985\t1.620\t1.135\t1.086\n0\t0.670\t-0.980\t-0.184\t0.480\t1.275\t1.140\t0.324\t-0.626\t2.173\t0.711\t0.551\t1.229\t0.000\t0.758\t1.302\t0.612\t0.000\t0.680\t-0.862\t1.331\t0.000\t0.811\t1.296\t0.983\t0.583\t0.844\t0.798\t0.706\n1\t0.380\t-0.978\t0.445\t0.734\t-1.036\t1.221\t0.040\t-0.264\t0.000\t1.085\t-0.433\t0.985\t0.000\t0.999\t-0.838\t1.426\t2.548\t1.754\t0.886\t-1.355\t3.102\t1.062\t0.736\t0.982\t0.776\t1.321\t1.042\t0.876\n0\t0.347\t-2.251\t0.510\t1.561\t-1.457\t1.496\t0.562\t1.067\t2.173\t1.687\t-1.045\t-0.144\t2.215\t1.103\t0.672\t-0.846\t0.000\t0.902\t-0.972\t-1.094\t0.000\t0.678\t0.987\t1.000\t2.922\t2.984\t2.181\t1.584\n1\t1.528\t0.425\t-0.742\t0.329\t-1.267\t1.570\t-0.698\t1.034\t2.173\t0.489\t-0.703\t-0.528\t0.000\t0.273\t2.610\t-0.776\t0.000\t0.453\t-0.663\t0.060\t3.102\t1.168\t0.741\t0.989\t1.915\t0.688\t1.188\t1.038\n1\t0.766\t0.317\t-0.285\t0.773\t-1.326\t0.778\t-0.231\t1.325\t2.173\t0.446\t1.290\t-0.571\t0.000\t0.532\t-1.283\t-1.319\t1.274\t1.118\t0.325\t0.276\t0.000\t0.778\t0.999\t0.985\t0.874\t0.743\t0.807\t0.721\n0\t0.514\t-0.069\t-0.630\t0.477\t-1.693\t0.998\t0.226\t0.548\t0.000\t0.788\t1.281\t0.044\t2.215\t1.669\t0.616\t-1.390\t0.000\t0.448\t0.797\t-1.073\t3.102\t0.759\t0.859\t0.991\t0.473\t0.464\t0.572\t0.598\n0\t0.940\t-0.694\t1.330\t0.895\t-0.610\t0.658\t0.214\t-0.862\t0.000\t0.426\t-0.015\t1.434\t0.000\t0.898\t-0.959\t0.407\t2.548\t0.840\t1.838\t-0.224\t0.000\t0.996\t1.011\t1.251\t0.674\t0.142\t0.655\t0.640\n1\t0.407\t2.138\t1.044\t0.743\t0.819\t2.112\t0.373\t-1.540\t0.000\t2.009\t1.203\t0.381\t0.000\t1.791\t0.603\t-0.251\t1.274\t1.107\t0.137\t-1.202\t3.102\t0.841\t1.017\t0.995\t0.778\t0.857\t0.883\t0.806\n1\t0.787\t1.108\t-1.695\t0.872\t1.703\t0.854\t0.754\t-0.130\t2.173\t0.644\t0.076\t1.677\t2.215\t0.548\t-0.565\t-0.584\t0.000\t0.744\t-1.106\t1.149\t0.000\t0.897\t0.779\t0.995\t1.313\t1.154\t1.033\t0.842\n0\t1.365\t1.113\t1.709\t0.438\t-0.509\t0.784\t1.249\t1.034\t2.173\t1.186\t1.278\t-0.682\t2.215\t0.377\t1.205\t-0.290\t0.000\t1.466\t0.056\t0.292\t0.000\t0.687\t0.933\t0.987\t0.789\t1.419\t0.857\t0.781\n1\t0.717\t-0.525\t-0.352\t1.629\t-0.280\t1.262\t0.201\t1.026\t0.000\t0.930\t-1.141\t-0.897\t0.000\t0.927\t-0.576\t1.247\t2.548\t1.330\t-0.767\t-1.323\t1.551\t0.909\t1.119\t0.993\t1.078\t0.636\t0.875\t0.922\n1\t0.908\t0.115\t1.149\t1.646\t1.724\t1.225\t-0.293\t0.400\t2.173\t1.041\t-0.484\t-0.481\t2.215\t0.557\t0.108\t-1.742\t0.000\t1.101\t-0.088\t-1.007\t0.000\t0.540\t1.114\t0.993\t1.156\t1.197\t1.073\t0.878\n0\t0.326\t-1.718\t-0.762\t1.476\t-1.081\t1.009\t-0.526\t0.085\t2.173\t0.807\t0.924\t-1.573\t1.107\t0.401\t2.102\t0.554\t0.000\t0.737\t-2.058\t1.475\t0.000\t0.859\t0.825\t1.000\t1.087\t1.706\t1.022\t0.976\n1\t0.410\t-0.630\t-0.621\t0.106\t-1.494\t0.960\t0.757\t1.360\t0.000\t1.260\t-0.039\t-0.345\t2.215\t1.099\t0.236\t0.839\t2.548\t0.997\t1.162\t-1.681\t0.000\t1.058\t1.246\t0.894\t0.728\t1.111\t1.100\t0.872\n1\t0.815\t0.465\t1.062\t1.180\t-1.456\t0.486\t-2.050\t-0.383\t0.000\t1.334\t0.492\t-1.611\t1.107\t0.702\t1.159\t-0.504\t0.000\t0.596\t-1.142\t-0.013\t0.000\t1.281\t0.743\t1.042\t0.652\t0.855\t0.767\t0.713\n0\t0.677\t-1.636\t-0.558\t0.793\t-1.238\t1.291\t0.166\t0.707\t0.000\t0.964\t0.674\t1.077\t0.000\t1.057\t-0.317\t-0.370\t2.548\t1.123\t-0.462\t-1.004\t1.551\t0.998\t1.314\t0.981\t0.522\t0.458\t0.976\t0.969\n1\t0.716\t-0.196\t-1.450\t0.547\t0.205\t1.360\t0.703\t1.173\t2.173\t1.445\t1.036\t-0.685\t2.215\t0.664\t1.985\t-0.341\t0.000\t0.908\t1.186\t0.695\t0.000\t0.979\t0.779\t0.987\t0.947\t2.084\t1.108\t0.918\n1\t0.821\t-1.303\t-0.662\t0.255\t0.587\t0.949\t-1.584\t0.074\t0.000\t1.314\t-1.036\t1.250\t1.107\t1.682\t-0.910\t-1.430\t2.548\t0.405\t-2.460\t1.057\t0.000\t1.007\t1.273\t0.995\t0.816\t1.050\t1.046\t0.907\n1\t3.017\t-0.240\t-0.278\t0.742\t-0.499\t1.309\t-1.166\t1.318\t0.000\t0.456\t-0.627\t-1.579\t0.000\t1.095\t-0.002\t0.621\t2.548\t1.182\t0.617\t-1.491\t1.551\t0.939\t1.133\t0.991\t1.091\t0.886\t0.948\t1.190\n1\t0.525\t0.090\t-1.129\t1.475\t1.199\t1.179\t-0.271\t0.808\t1.087\t1.038\t-1.332\t-0.208\t0.000\t1.146\t-1.507\t-0.625\t0.000\t1.108\t-0.720\t-0.937\t0.000\t0.924\t0.923\t1.053\t0.872\t0.798\t0.960\t0.900\n0\t0.541\t1.873\t0.034\t0.982\t-1.227\t0.820\t0.544\t-1.361\t2.173\t0.948\t-1.400\t0.751\t0.000\t1.107\t1.254\t-0.361\t0.000\t1.776\t0.724\t0.680\t3.102\t0.987\t0.990\t0.988\t0.801\t1.248\t0.832\t0.729\n1\t0.861\t1.019\t-0.607\t0.939\t-1.434\t1.869\t0.577\t0.981\t0.000\t0.782\t0.873\t-1.518\t0.000\t1.714\t0.141\t-0.476\t2.548\t1.681\t1.314\t-1.022\t0.000\t0.867\t0.985\t0.988\t1.053\t0.880\t0.885\t0.774\n1\t0.382\t-1.725\t1.542\t2.375\t-0.686\t0.412\t-0.814\t0.416\t0.000\t0.622\t0.718\t0.890\t1.107\t0.843\t-1.152\t1.337\t0.000\t0.614\t-1.151\t1.673\t3.102\t0.817\t0.930\t1.197\t0.727\t0.796\t1.106\t0.926\n0\t1.356\t-0.852\t0.561\t0.841\t0.171\t1.106\t-1.225\t-1.355\t0.000\t0.685\t-0.324\t-0.375\t1.107\t0.518\t-1.494\t0.743\t0.000\t1.197\t-0.464\t-1.234\t3.102\t1.321\t0.862\t0.977\t0.850\t0.579\t0.741\t0.830\n1\t1.890\t-0.933\t0.683\t0.671\t1.065\t0.655\t0.224\t-1.491\t2.173\t0.613\t-0.680\t-1.113\t0.000\t0.688\t-1.341\t-0.954\t0.000\t0.841\t-0.399\t0.284\t0.000\t0.896\t0.827\t1.000\t0.760\t0.741\t0.914\t0.781\n1\t0.809\t-0.053\t-0.717\t1.257\t0.552\t0.864\t-0.223\t1.572\t0.000\t0.650\t0.470\t-1.404\t0.000\t0.960\t0.132\t-0.166\t2.548\t1.513\t-0.573\t0.553\t3.102\t0.910\t1.073\t1.272\t0.775\t0.682\t0.831\t0.781\n0\t0.655\t1.421\t-0.148\t1.282\t0.766\t0.921\t0.374\t1.032\t2.173\t1.782\t-0.174\t-0.749\t0.000\t0.993\t0.704\t-0.810\t0.000\t1.219\t-0.802\t1.357\t0.000\t1.014\t0.968\t0.987\t0.831\t0.347\t1.017\t0.965\n1\t0.589\t-1.288\t0.882\t0.706\t-1.282\t0.912\t-0.280\t1.587\t0.000\t1.092\t-1.156\t1.702\t2.215\t2.027\t1.958\t-0.071\t0.000\t1.698\t-1.373\t0.314\t0.000\t2.229\t1.465\t0.985\t1.327\t1.471\t1.195\t1.070\n1\t0.464\t2.117\t1.455\t1.277\t-0.532\t0.492\t0.348\t1.679\t0.000\t0.620\t-2.247\t-0.951\t0.000\t1.811\t0.032\t0.499\t2.548\t0.626\t1.016\t-1.669\t3.102\t0.577\t0.811\t1.041\t0.637\t0.911\t1.034\t0.860\n0\t0.883\t0.282\t1.525\t0.923\t-1.277\t0.667\t0.378\t-0.304\t0.000\t0.604\t-0.516\t-0.880\t1.107\t1.025\t-0.050\t0.353\t0.000\t1.043\t0.576\t0.908\t1.551\t0.892\t0.832\t0.994\t0.772\t0.854\t0.651\t0.709\n0\t1.139\t1.250\t-0.936\t0.608\t-1.478\t2.087\t0.351\t1.160\t1.087\t2.580\t0.803\t-0.582\t1.107\t1.468\t0.184\t0.788\t0.000\t1.053\t-0.524\t1.014\t0.000\t0.649\t0.844\t0.987\t0.961\t3.510\t1.749\t1.419\n0\t2.183\t1.059\t-1.225\t1.576\t-0.637\t1.106\t-1.504\t0.383\t2.173\t0.680\t-0.080\t0.720\t0.000\t0.640\t-2.077\t0.819\t0.000\t1.254\t-1.310\t1.662\t3.102\t1.355\t1.001\t1.299\t3.215\t1.139\t2.248\t1.881\n1\t0.950\t-0.127\t1.076\t1.207\t0.094\t1.257\t0.335\t-1.062\t2.173\t0.612\t1.214\t0.474\t0.000\t0.712\t-0.390\t0.511\t0.000\t0.597\t-0.307\t1.683\t3.102\t0.954\t0.739\t1.148\t1.321\t0.657\t0.850\t0.824\n0\t1.061\t-0.398\t-1.582\t1.375\t-1.049\t0.949\t0.906\t0.811\t0.000\t0.788\t-1.621\t-0.817\t0.000\t0.569\t2.087\t0.815\t0.000\t0.930\t-0.289\t0.216\t3.102\t0.984\t1.042\t0.983\t0.723\t0.375\t0.918\t0.986\n1\t0.625\t-0.581\t0.952\t1.814\t1.733\t1.494\t-0.925\t-0.238\t1.087\t0.768\t-0.362\t1.299\t2.215\t0.441\t-0.396\t1.636\t0.000\t0.484\t-1.153\t-1.126\t0.000\t0.644\t0.873\t0.989\t0.543\t1.613\t1.133\t0.867\n1\t0.282\t-0.038\t0.753\t0.129\t1.713\t1.088\t1.135\t-0.984\t2.173\t1.153\t1.030\t1.002\t2.215\t0.656\t0.901\t-0.295\t0.000\t0.736\t-0.278\t0.232\t0.000\t0.648\t0.966\t0.608\t0.488\t1.610\t0.912\t0.708\n1\t0.728\t1.193\t1.172\t1.265\t-1.518\t1.591\t-0.702\t0.414\t0.000\t1.005\t2.186\t0.308\t0.000\t1.749\t1.475\t-1.567\t0.000\t1.780\t0.022\t1.448\t3.102\t0.923\t0.960\t0.988\t0.764\t0.287\t0.719\t0.981\n0\t0.521\t-1.252\t-1.330\t1.137\t-1.274\t1.091\t-0.228\t-0.701\t2.173\t1.189\t-1.964\t0.395\t0.000\t0.946\t-0.794\t0.713\t0.000\t0.618\t-0.506\t1.521\t1.551\t1.088\t0.866\t0.995\t1.823\t0.806\t1.170\t1.186\n0\t0.425\t-0.942\t-0.408\t1.318\t-1.666\t0.931\t2.046\t-0.693\t0.000\t1.869\t0.591\t0.778\t2.215\t1.306\t0.330\t1.302\t0.000\t2.187\t0.303\t-0.676\t3.102\t0.738\t1.018\t0.989\t1.878\t1.777\t1.458\t1.139\n1\t1.152\t-0.412\t-0.081\t0.687\t0.449\t0.871\t-1.778\t-1.543\t0.000\t0.630\t-0.600\t-1.460\t0.000\t0.619\t-1.361\t0.102\t0.000\t1.057\t-1.064\t1.658\t1.551\t0.988\t1.231\t0.985\t0.813\t0.780\t0.745\t0.815\n1\t1.073\t1.471\t-0.864\t0.993\t0.145\t0.655\t2.136\t0.577\t0.000\t1.569\t0.246\t-1.630\t2.215\t0.466\t2.203\t1.451\t0.000\t1.315\t0.437\t-0.125\t1.551\t0.715\t1.036\t1.129\t1.403\t1.279\t1.183\t1.034\n0\t0.688\t0.289\t-0.299\t0.329\t-1.276\t0.630\t2.799\t0.546\t0.000\t0.519\t-1.509\t-1.140\t2.215\t1.299\t-1.524\t0.950\t0.000\t0.580\t-0.520\t-0.535\t0.000\t0.899\t1.022\t0.992\t0.659\t1.087\t1.650\t1.429\n0\t1.109\t0.433\t-0.468\t1.175\t0.241\t0.701\t-1.039\t1.730\t0.000\t0.377\t1.571\t1.412\t2.215\t0.591\t0.098\t0.501\t2.548\t0.502\t-1.305\t-0.971\t0.000\t0.634\t0.792\t0.985\t0.794\t0.555\t0.787\t0.868\n0\t0.946\t1.536\t0.058\t0.724\t-0.300\t1.641\t1.067\t0.425\t2.173\t1.580\t-0.824\t-1.154\t0.000\t2.171\t0.012\t-1.604\t2.548\t1.229\t-2.323\t1.184\t0.000\t2.579\t2.312\t0.994\t0.914\t2.625\t2.842\t2.275\n1\t0.617\t1.733\t-0.695\t1.110\t1.042\t1.355\t0.182\t-1.722\t1.087\t1.529\t-1.026\t-0.209\t0.000\t0.911\t-0.820\t0.991\t2.548\t0.591\t1.563\t-0.394\t0.000\t2.547\t1.688\t1.147\t1.466\t1.186\t1.458\t1.530\n1\t1.852\t0.057\t-1.327\t1.108\t1.144\t1.124\t-0.445\t0.673\t2.173\t0.650\t0.023\t-0.280\t2.215\t0.468\t0.818\t0.158\t0.000\t1.160\t-1.182\t-0.682\t0.000\t0.670\t0.666\t1.572\t1.054\t0.999\t1.013\t0.796\n0\t0.869\t0.150\t-0.228\t1.577\t0.290\t1.197\t1.356\t-1.683\t1.087\t0.635\t1.798\t1.358\t0.000\t0.743\t2.004\t0.641\t0.000\t0.851\t-1.142\t-1.462\t3.102\t0.799\t1.347\t0.987\t1.212\t1.979\t1.515\t1.322\n0\t1.687\t-0.743\t0.796\t1.179\t1.013\t2.338\t0.190\t-0.846\t2.173\t1.664\t-1.004\t0.541\t0.000\t0.810\t0.648\t-0.799\t2.548\t1.504\t-0.334\t-0.332\t0.000\t1.602\t1.480\t0.999\t2.247\t0.457\t1.549\t1.466\n0\t1.525\t0.148\t-0.799\t0.902\t-1.485\t1.169\t-1.336\t1.029\t1.087\t0.726\t-1.975\t0.299\t0.000\t1.173\t-0.496\t-0.983\t0.000\t1.220\t-0.316\t1.184\t1.551\t0.972\t0.808\t0.984\t1.646\t0.660\t1.081\t0.914\n0\t0.348\t-0.907\t0.642\t0.978\t-0.753\t1.609\t0.838\t-0.160\t1.087\t2.021\t-0.391\t1.533\t2.215\t0.926\t0.143\t0.604\t0.000\t1.303\t0.069\t-1.558\t0.000\t1.127\t1.077\t0.989\t2.618\t3.186\t2.117\t1.618\n0\t0.701\t-0.799\t-0.975\t0.621\t-1.159\t1.172\t-1.742\t1.184\t0.000\t1.609\t0.733\t-0.314\t2.215\t0.452\t-0.745\t0.490\t0.000\t0.637\t-0.571\t1.438\t3.102\t0.998\t0.662\t0.996\t0.982\t1.162\t1.587\t1.303\n1\t0.299\t1.678\t-0.207\t1.484\t-0.899\t0.966\t0.987\t-0.482\t2.173\t0.297\t2.175\t1.023\t0.000\t0.919\t-0.041\t1.075\t0.000\t0.379\t1.336\t1.696\t3.102\t0.924\t0.783\t0.993\t0.736\t0.624\t0.902\t0.799\n0\t1.447\t0.708\t-0.072\t0.402\t0.199\t1.086\t0.723\t-0.923\t2.173\t1.208\t0.486\t1.071\t2.215\t0.656\t2.218\t1.494\t0.000\t0.553\t0.968\t-1.527\t0.000\t0.527\t0.928\t0.989\t1.044\t1.653\t1.042\t0.912\n0\t1.186\t1.102\t0.204\t0.191\t-0.201\t0.836\t-2.042\t0.858\t0.000\t0.837\t-0.530\t-0.917\t2.215\t1.103\t1.021\t-1.524\t0.000\t1.402\t0.403\t-1.154\t0.000\t0.632\t0.919\t0.983\t0.510\t0.750\t0.705\t0.727\n1\t1.178\t0.413\t-0.465\t1.224\t-1.463\t1.037\t0.708\t0.693\t0.000\t0.561\t-0.348\t0.362\t0.000\t1.109\t0.341\t-1.441\t2.548\t0.671\t-1.031\t-0.785\t3.102\t1.028\t1.123\t1.301\t0.740\t0.695\t0.879\t0.868\n1\t0.598\t-1.435\t0.398\t1.088\t-1.164\t0.684\t-0.904\t0.101\t2.173\t0.911\t-1.215\t1.288\t0.000\t1.052\t-0.182\t1.330\t0.000\t1.886\t-0.185\t-0.505\t3.102\t0.906\t0.966\t1.102\t0.922\t0.755\t0.729\t0.747\n0\t0.847\t1.179\t-1.039\t1.368\t-1.346\t1.598\t1.575\t0.489\t2.173\t1.243\t-0.272\t-1.603\t1.107\t0.324\t0.160\t0.237\t0.000\t0.768\t1.562\t-0.414\t0.000\t0.608\t0.847\t0.983\t1.764\t2.981\t1.777\t1.306\n0\t0.714\t1.317\t-1.712\t0.959\t1.663\t1.010\t0.010\t-1.075\t2.173\t0.863\t1.840\t0.742\t0.000\t1.623\t0.889\t0.299\t2.548\t0.858\t1.811\t0.358\t0.000\t0.789\t0.952\t0.988\t0.893\t1.708\t1.250\t1.090\n1\t0.359\t1.363\t0.130\t0.783\t1.588\t1.052\t-1.057\t0.267\t0.000\t0.948\t0.501\t-0.992\t2.215\t0.832\t-0.601\t1.344\t2.548\t0.524\t-0.414\t1.721\t0.000\t1.143\t0.902\t0.981\t0.747\t1.003\t0.949\t0.830\n1\t0.790\t-0.299\t1.378\t1.729\t-1.729\t1.012\t-0.899\t0.180\t2.173\t0.687\t-0.128\t0.039\t0.000\t1.620\t-0.390\t-1.362\t2.548\t0.739\t-1.797\t0.015\t0.000\t0.788\t1.008\t0.999\t0.797\t1.616\t1.064\t1.023\n1\t0.552\t1.138\t0.037\t1.701\t-0.060\t0.905\t0.310\t1.545\t2.173\t0.868\t1.133\t1.550\t0.000\t1.112\t-0.243\t-1.115\t2.548\t1.414\t-0.557\t-0.012\t0.000\t2.081\t1.395\t0.998\t1.270\t0.922\t0.986\t0.992\n0\t1.524\t1.498\t-1.736\t0.578\t-1.106\t0.594\t-0.362\t-0.811\t0.000\t0.767\t0.914\t1.116\t1.107\t1.181\t0.357\t-0.364\t0.000\t2.530\t0.838\t0.506\t3.102\t0.831\t1.183\t0.981\t1.264\t0.658\t0.972\t1.090\n0\t0.918\t-1.183\t1.706\t0.657\t-0.908\t0.633\t-1.169\t-0.809\t0.000\t0.776\t-1.040\t0.794\t1.107\t1.051\t-1.412\t0.211\t2.548\t0.740\t-1.330\t1.560\t0.000\t0.911\t0.911\t0.989\t0.895\t0.535\t0.689\t0.666\n1\t0.957\t0.098\t1.073\t1.421\t-1.659\t1.546\t-0.670\t-0.233\t2.173\t1.539\t1.046\t1.485\t2.215\t0.667\t-0.376\t-0.640\t0.000\t0.911\t-0.877\t0.274\t0.000\t0.690\t0.640\t1.016\t0.902\t3.200\t1.604\t1.263\n1\t0.511\t0.488\t0.454\t1.708\t-0.561\t0.567\t0.471\t0.924\t0.000\t1.259\t-0.153\t1.512\t2.215\t0.547\t-0.798\t-0.891\t2.548\t0.372\t-1.061\t0.558\t0.000\t0.732\t0.759\t1.025\t0.722\t0.799\t0.839\t0.754\n1\t0.468\t0.755\t-0.715\t0.455\t-0.858\t0.648\t1.114\t0.868\t0.000\t1.271\t0.497\t1.190\t2.215\t1.252\t1.627\t-0.608\t0.000\t1.438\t-0.436\t-0.099\t0.000\t1.665\t1.045\t0.983\t1.084\t0.587\t0.882\t0.978\n1\t0.947\t-1.734\t1.738\t0.854\t-0.164\t1.258\t1.374\t-0.534\t0.000\t1.244\t-0.345\t1.712\t0.000\t1.372\t-1.133\t1.463\t2.548\t1.180\t-0.476\t0.451\t3.102\t0.887\t1.146\t1.233\t0.879\t0.838\t0.735\t0.851\n1\t0.672\t-0.078\t1.170\t1.109\t-0.142\t0.923\t-0.331\t1.683\t2.173\t0.715\t-0.892\t-0.063\t0.000\t0.861\t-2.060\t-0.595\t0.000\t0.633\t-0.388\t-0.371\t3.102\t0.941\t0.778\t1.106\t0.993\t0.779\t0.871\t0.880\n1\t1.321\t-0.501\t-1.721\t0.785\t0.955\t0.419\t-0.989\t0.146\t0.000\t1.245\t-1.063\t-0.729\t1.107\t0.397\t-0.758\t-1.328\t2.548\t0.892\t-0.100\t0.052\t0.000\t0.874\t1.030\t0.990\t0.530\t0.396\t0.673\t0.649\n0\t0.512\t1.691\t-1.331\t0.552\t0.373\t1.198\t0.838\t1.315\t2.173\t1.404\t0.310\t-0.260\t0.000\t0.540\t-0.149\t-0.932\t0.000\t0.851\t-0.241\t1.537\t1.551\t0.827\t0.880\t0.980\t0.856\t0.674\t0.990\t0.823\n1\t0.982\t-0.229\t-0.513\t2.079\t-1.097\t0.958\t1.377\t-0.057\t0.000\t1.838\t-0.866\t1.253\t1.107\t0.511\t0.332\t-1.728\t2.548\t0.694\t-1.417\t0.006\t0.000\t0.704\t1.081\t0.993\t1.624\t0.825\t1.040\t1.113\n1\t1.091\t-1.010\t0.509\t0.501\t1.338\t0.808\t0.018\t-0.627\t2.173\t0.425\t0.724\t1.649\t0.000\t0.837\t2.038\t0.871\t0.000\t0.425\t-0.526\t1.116\t0.000\t0.953\t0.771\t0.992\t1.003\t0.790\t0.878\t0.992\n1\t0.372\t-1.892\t0.776\t0.680\t-0.785\t0.806\t0.746\t-0.040\t2.173\t0.646\t-0.934\t-1.720\t0.000\t1.362\t-0.355\t1.195\t0.000\t0.634\t-0.010\t-0.593\t0.000\t0.822\t0.554\t0.989\t1.039\t0.671\t0.862\t0.772\n0\t1.050\t-0.001\t-1.376\t0.020\t0.805\t0.742\t0.660\t0.805\t0.000\t0.449\t-1.209\t-0.417\t2.215\t0.679\t-0.535\t-0.673\t1.274\t0.445\t-0.135\t0.680\t0.000\t0.388\t0.918\t0.461\t0.428\t0.238\t0.653\t0.585\n0\t0.904\t1.056\t0.005\t0.710\t0.367\t1.104\t0.943\t1.376\t0.000\t0.911\t1.294\t-0.810\t2.215\t0.370\t1.300\t-1.609\t1.274\t0.767\t1.655\t-0.306\t0.000\t1.597\t0.873\t0.990\t0.853\t0.408\t0.734\t0.763\n1\t0.541\t-1.546\t-0.236\t1.359\t1.513\t1.211\t-1.154\t-0.146\t2.173\t1.203\t-1.542\t1.533\t0.000\t1.003\t-0.439\t-0.550\t2.548\t0.660\t-0.964\t0.666\t0.000\t0.855\t1.091\t1.187\t1.188\t0.684\t0.964\t0.879\n0\t1.036\t0.784\t1.434\t1.159\t0.645\t0.872\t0.520\t-1.043\t2.173\t0.852\t0.779\t-0.635\t0.000\t1.874\t0.418\t0.517\t1.274\t1.150\t-0.359\t1.514\t0.000\t0.874\t1.007\t0.990\t0.752\t1.572\t0.957\t0.895\n1\t0.914\t-0.525\t0.572\t0.679\t-1.285\t1.191\t0.337\t1.619\t2.173\t0.820\t0.434\t0.604\t0.000\t1.828\t-0.379\t-0.370\t0.000\t1.657\t-0.428\t-0.949\t1.551\t0.399\t0.587\t1.086\t1.021\t1.274\t0.962\t0.836\n1\t0.620\t0.647\t-0.146\t1.161\t-1.632\t0.655\t-1.134\t0.078\t0.000\t1.126\t-0.900\t-1.117\t2.215\t1.084\t-0.192\t1.127\t0.000\t0.637\t0.863\t-0.773\t3.102\t1.066\t1.102\t1.144\t1.128\t0.908\t0.957\t0.960\n0\t0.756\t-0.342\t-0.004\t0.726\t1.286\t0.692\t0.599\t-0.880\t2.173\t0.485\t1.135\t-0.486\t2.215\t0.582\t-0.243\t0.536\t0.000\t0.731\t1.190\t1.430\t0.000\t0.859\t0.887\t0.984\t0.727\t0.384\t0.620\t0.604\n1\t0.810\t-0.507\t0.384\t0.888\t1.317\t0.867\t-1.311\t-0.965\t0.000\t0.920\t-1.167\t0.570\t2.215\t1.116\t-0.425\t-0.699\t0.000\t1.072\t0.097\t1.420\t3.102\t0.887\t1.098\t0.991\t0.790\t0.888\t0.923\t0.865\n0\t1.542\t1.087\t0.611\t0.407\t0.153\t0.475\t-2.321\t1.049\t0.000\t1.036\t-1.229\t-0.647\t1.107\t1.142\t-0.144\t-1.375\t2.548\t0.503\t-1.309\t1.622\t0.000\t1.177\t1.130\t0.982\t1.068\t0.975\t1.145\t1.194\n1\t0.385\t0.857\t-1.130\t1.611\t1.466\t1.363\t0.351\t0.016\t2.173\t0.393\t-0.509\t1.735\t0.000\t0.379\t0.639\t1.053\t2.548\t1.131\t0.402\t-0.900\t0.000\t0.755\t1.138\t0.994\t0.579\t0.737\t1.061\t0.940\n1\t1.010\t-0.625\t-0.011\t0.383\t1.620\t0.822\t-0.547\t-1.667\t0.000\t0.354\t-1.294\t1.425\t0.000\t0.917\t0.342\t0.170\t2.548\t0.900\t0.191\t-1.117\t3.102\t0.755\t0.684\t0.990\t0.632\t0.639\t0.517\t0.506\n0\t0.824\t-0.613\t-0.018\t0.446\t-1.459\t1.084\t-0.982\t-0.750\t1.087\t1.622\t1.438\t0.938\t0.000\t1.488\t2.255\t-1.242\t0.000\t2.901\t0.512\t1.231\t3.102\t0.938\t0.959\t0.990\t0.765\t2.483\t1.806\t1.545\n1\t1.115\t-0.809\t-1.350\t0.766\t-0.213\t1.114\t-1.178\t1.240\t0.000\t1.833\t-0.548\t-0.970\t2.215\t2.052\t-0.726\t0.318\t0.000\t1.338\t-0.088\t1.632\t3.102\t0.917\t0.824\t1.094\t0.784\t1.062\t0.839\t0.738\n0\t2.743\t0.288\t-1.303\t0.672\t-0.736\t1.816\t-1.435\t0.680\t1.087\t0.704\t-1.449\t0.044\t1.107\t1.750\t-0.910\t-1.157\t0.000\t1.002\t-0.533\t0.585\t0.000\t1.484\t1.106\t0.993\t2.713\t0.904\t1.800\t1.471\n0\t0.418\t0.799\t1.673\t0.528\t-1.454\t0.977\t-0.306\t-0.048\t1.087\t0.768\t-1.166\t-1.382\t0.000\t0.583\t-1.048\t0.599\t0.000\t0.697\t0.807\t1.098\t1.551\t1.003\t0.978\t0.987\t0.990\t0.958\t0.845\t0.754\n0\t1.177\t-1.178\t-0.344\t0.161\t1.077\t0.549\t0.131\t-0.908\t0.000\t0.851\t-0.954\t0.771\t2.215\t0.507\t-0.232\t1.512\t0.000\t0.725\t-0.570\t1.208\t3.102\t0.937\t1.033\t0.994\t0.639\t0.292\t0.630\t0.620\n1\t0.594\t0.915\t0.073\t0.854\t-1.619\t1.197\t-0.380\t0.974\t1.087\t0.848\t-0.812\t-1.081\t0.000\t0.648\t-0.581\t-0.152\t2.548\t0.519\t-0.368\t1.466\t0.000\t0.887\t1.222\t0.987\t0.790\t0.943\t0.866\t0.804\n1\t1.288\t-0.597\t-1.190\t2.446\t-1.338\t1.357\t1.603\t0.658\t0.000\t0.688\t-0.030\t-1.473\t0.000\t1.176\t0.181\t-0.238\t0.000\t1.301\t-0.251\t0.723\t1.551\t0.830\t0.737\t0.982\t1.092\t0.267\t0.935\t0.925\n1\t1.105\t1.192\t1.173\t0.676\t0.359\t0.945\t0.736\t1.559\t2.173\t1.215\t2.299\t-1.104\t0.000\t1.028\t2.122\t-0.095\t0.000\t0.922\t1.277\t0.574\t3.102\t0.791\t0.653\t0.985\t0.930\t0.865\t0.887\t0.782\n0\t0.936\t1.106\t-1.311\t0.717\t1.476\t0.441\t0.054\t-1.381\t0.000\t0.635\t1.199\t-0.002\t1.107\t1.050\t-0.509\t0.130\t2.548\t0.443\t1.650\t0.312\t0.000\t1.012\t0.993\t0.991\t0.830\t0.893\t0.992\t0.840\n0\t0.724\t-0.133\t-1.375\t1.353\t-0.875\t1.534\t0.876\t0.684\t2.173\t0.517\t1.248\t0.471\t0.000\t1.621\t-0.399\t-0.908\t0.000\t1.863\t0.000\t1.507\t3.102\t0.683\t0.977\t0.985\t1.535\t1.458\t1.152\t0.939\n0\t0.711\t0.427\t1.648\t0.862\t1.368\t0.456\t-1.998\t-0.954\t0.000\t1.134\t-1.110\t0.147\t2.215\t0.535\t-1.132\t-0.851\t2.548\t0.470\t-0.463\t1.201\t0.000\t0.867\t0.918\t0.992\t0.700\t0.649\t0.752\t0.701\n0\t0.441\t1.675\t-1.415\t0.804\t0.367\t1.767\t0.190\t-0.725\t2.173\t1.638\t1.090\t0.970\t2.215\t0.812\t1.275\t0.296\t0.000\t1.388\t0.750\t-1.514\t0.000\t0.909\t1.200\t0.986\t2.148\t2.776\t1.741\t1.426\n1\t1.700\t-0.424\t-1.294\t0.572\t-1.057\t0.740\t-0.733\t-0.783\t0.000\t1.960\t-1.319\t0.250\t2.215\t1.264\t1.533\t1.297\t0.000\t0.891\t-1.819\t0.660\t0.000\t0.868\t0.879\t0.983\t0.542\t1.278\t1.195\t0.996\n0\t1.246\t-1.193\t1.361\t0.574\t0.328\t0.594\t-0.467\t-1.062\t2.173\t0.557\t-0.922\t-0.554\t0.000\t0.969\t-0.370\t0.499\t2.548\t0.443\t-1.947\t0.746\t0.000\t0.770\t0.738\t0.990\t0.665\t0.933\t0.686\t0.630\n1\t0.538\t0.690\t-0.179\t1.195\t-0.928\t0.419\t1.353\t1.032\t0.000\t0.581\t-0.160\t-0.501\t2.215\t1.067\t-0.490\t0.765\t0.000\t0.849\t0.233\t-1.287\t1.551\t1.357\t0.970\t0.987\t0.874\t0.436\t0.711\t0.831\n0\t0.992\t-1.496\t-0.831\t0.806\t1.709\t1.118\t-0.779\t-1.099\t2.173\t1.240\t0.182\t0.337\t2.215\t1.330\t1.281\t0.537\t0.000\t1.106\t0.452\t1.061\t0.000\t0.852\t0.902\t0.986\t0.884\t1.884\t1.381\t1.496\n1\t1.963\t0.507\t0.777\t1.179\t-0.738\t1.353\t-0.155\t-1.415\t2.173\t0.549\t0.923\t1.473\t2.215\t0.579\t-0.164\t-0.941\t0.000\t1.763\t-1.087\t0.212\t0.000\t1.004\t1.143\t2.063\t1.677\t0.984\t1.115\t1.090\n0\t1.304\t1.487\t-0.030\t1.077\t0.961\t1.363\t1.330\t-1.425\t0.000\t1.301\t0.623\t0.497\t1.107\t1.045\t0.547\t-0.864\t2.548\t0.643\t0.682\t1.645\t0.000\t0.647\t0.795\t1.280\t0.933\t1.167\t1.022\t0.994\n0\t0.396\t-0.606\t0.851\t0.564\t-0.887\t0.757\t0.072\t-1.294\t0.000\t1.554\t0.412\t0.504\t2.215\t0.460\t-0.665\t0.179\t1.274\t0.966\t1.096\t-1.247\t0.000\t0.866\t0.886\t0.983\t1.592\t0.607\t0.983\t1.086\n1\t1.411\t-2.003\t-0.452\t0.329\t0.224\t0.687\t-1.568\t-1.417\t2.173\t1.022\t-0.311\t1.391\t2.215\t0.734\t-0.960\t-0.794\t0.000\t0.823\t2.281\t0.925\t0.000\t0.613\t0.849\t0.975\t0.868\t1.091\t0.947\t0.777\n0\t0.878\t-0.751\t1.327\t3.579\t1.408\t1.228\t-1.540\t-0.574\t0.000\t1.223\t1.277\t-0.747\t0.000\t1.139\t1.249\t0.496\t2.548\t1.530\t1.266\t-0.142\t0.000\t0.942\t0.998\t0.987\t0.852\t0.746\t1.038\t1.340\n0\t0.675\t-1.009\t-0.347\t1.295\t-0.716\t0.946\t1.286\t1.189\t0.000\t0.512\t2.521\t-1.234\t0.000\t0.459\t0.754\t-0.861\t2.548\t0.894\t-0.051\t1.146\t0.000\t1.033\t0.848\t0.986\t0.872\t0.610\t0.603\t0.831\n1\t1.667\t-0.565\t0.759\t1.695\t1.215\t1.524\t2.534\t-0.887\t0.000\t1.595\t-1.159\t-0.227\t2.215\t0.680\t-1.005\t-1.595\t2.548\t1.409\t-1.178\t0.974\t0.000\t0.729\t1.160\t0.987\t0.815\t1.046\t1.081\t0.876\n1\t0.822\t0.304\t-0.666\t1.194\t-0.132\t1.024\t0.116\t1.673\t2.173\t0.587\t0.497\t0.754\t0.000\t0.488\t-0.871\t-0.080\t2.548\t0.659\t0.414\t1.192\t0.000\t0.311\t0.692\t0.993\t0.518\t1.011\t0.835\t0.730\n0\t1.133\t-0.647\t-0.998\t0.112\t1.470\t0.848\t-0.343\t1.082\t0.000\t1.305\t0.181\t-0.200\t1.107\t1.737\t1.726\t-1.128\t0.000\t1.603\t0.174\t0.595\t3.102\t0.912\t0.922\t0.979\t0.861\t0.858\t0.992\t0.903\n0\t0.593\t0.250\t-0.005\t0.593\t-1.536\t1.027\t-0.787\t0.746\t2.173\t1.521\t0.237\t-0.282\t2.215\t2.315\t-1.293\t-1.360\t0.000\t1.642\t-1.183\t0.918\t0.000\t1.905\t1.676\t0.987\t0.876\t1.779\t1.613\t1.448\n0\t1.550\t-0.517\t-0.243\t1.418\t-1.149\t1.416\t-1.681\t-1.687\t0.000\t2.057\t-0.067\t0.424\t2.215\t0.548\t-0.472\t-1.688\t2.548\t0.938\t1.006\t0.208\t0.000\t0.819\t0.752\t1.495\t1.549\t1.097\t1.546\t1.396\n0\t0.769\t-2.183\t0.341\t0.621\t0.870\t0.685\t0.452\t-0.699\t1.087\t0.925\t-1.167\t-1.569\t2.215\t0.698\t-0.263\t0.496\t0.000\t0.554\t-0.487\t-1.667\t0.000\t0.646\t0.790\t0.981\t0.888\t1.364\t1.041\t0.818\n0\t0.767\t-0.494\t1.477\t1.613\t0.797\t0.715\t-1.306\t-1.343\t0.000\t0.910\t-1.513\t-0.492\t0.000\t0.794\t-0.889\t1.631\t1.274\t1.404\t-0.996\t-0.028\t3.102\t1.029\t0.871\t0.987\t0.721\t0.809\t0.730\t0.775\n1\t1.079\t-1.245\t-1.356\t0.789\t-1.554\t1.017\t-0.603\t0.136\t2.173\t0.555\t-0.534\t0.685\t0.000\t0.703\t-0.828\t1.088\t2.548\t0.448\t0.813\t-1.102\t0.000\t0.847\t0.841\t0.978\t0.694\t0.813\t0.841\t0.727\n0\t1.117\t-1.143\t1.593\t1.739\t-1.417\t0.309\t-0.462\t1.325\t0.000\t0.831\t-1.035\t-0.004\t2.215\t0.940\t0.674\t0.599\t2.548\t0.578\t-0.890\t0.290\t0.000\t0.989\t0.877\t0.982\t1.666\t1.083\t1.220\t1.185\n1\t0.433\t-0.543\t0.418\t0.843\t1.568\t1.073\t0.753\t-0.890\t0.000\t0.701\t0.248\t-0.434\t2.215\t0.724\t-2.226\t0.824\t0.000\t1.954\t0.645\t0.614\t3.102\t1.299\t0.973\t0.993\t1.435\t0.900\t1.062\t1.212\n1\t1.255\t-0.382\t-1.548\t0.619\t-0.308\t1.062\t0.288\t0.378\t2.173\t1.067\t-1.041\t-1.599\t0.000\t0.765\t-0.695\t-0.946\t1.274\t0.835\t-0.466\t0.414\t0.000\t1.009\t0.666\t1.099\t1.151\t1.214\t0.994\t0.854\n0\t1.279\t0.539\t-1.468\t0.312\t0.991\t0.667\t-1.582\t-0.684\t0.000\t0.945\t-0.145\t1.385\t2.215\t1.060\t-0.101\t-0.180\t2.548\t0.624\t-2.206\t0.456\t0.000\t1.002\t1.129\t0.984\t0.662\t1.050\t1.015\t0.981\n0\t2.094\t0.416\t-1.638\t0.462\t-0.603\t1.339\t1.348\t-0.356\t2.173\t1.630\t1.087\t1.506\t0.000\t1.023\t-0.107\t0.183\t0.000\t1.380\t0.423\t0.493\t3.102\t0.944\t0.954\t1.095\t1.484\t1.181\t1.088\t1.044\n0\t0.680\t-0.768\t0.564\t1.169\t1.527\t0.524\t-0.053\t-0.583\t0.000\t0.801\t0.341\t0.220\t0.000\t1.258\t0.538\t-1.330\t2.548\t1.138\t-0.083\t0.470\t1.551\t0.952\t1.012\t0.985\t0.733\t0.968\t0.837\t0.832\n1\t2.188\t0.051\t-1.652\t0.517\t0.457\t1.206\t0.545\t0.158\t2.173\t0.465\t-1.881\t0.693\t0.000\t1.532\t0.412\t-1.069\t2.548\t0.531\t0.804\t0.654\t0.000\t1.305\t1.398\t1.394\t1.465\t1.516\t1.174\t1.097\n1\t1.760\t-0.554\t0.291\t0.506\t0.694\t1.160\t0.212\t-1.118\t2.173\t0.438\t0.053\t-1.481\t0.000\t0.443\t0.119\t0.815\t0.000\t0.631\t0.753\t1.224\t3.102\t0.647\t0.689\t0.974\t0.870\t0.840\t1.065\t0.824\n1\t1.685\t0.469\t-0.039\t0.196\t0.391\t1.476\t1.456\t1.373\t2.173\t0.731\t0.138\t-0.689\t0.000\t0.820\t0.594\t-1.669\t0.000\t0.582\t2.296\t-0.783\t0.000\t0.967\t0.686\t0.993\t1.476\t1.074\t0.994\t0.930\n0\t1.534\t1.079\t0.443\t0.823\t1.317\t0.412\t2.041\t1.690\t0.000\t0.678\t0.288\t-0.426\t2.215\t0.429\t0.380\t-1.171\t0.000\t0.649\t0.673\t-1.384\t3.102\t0.946\t0.949\t1.104\t0.714\t0.481\t0.647\t0.653\n1\t0.590\t-0.970\t-0.212\t1.752\t1.189\t0.708\t-0.681\t-1.202\t0.000\t0.655\t-0.142\t1.271\t1.107\t0.765\t-1.462\t-0.995\t0.000\t1.625\t2.174\t-0.213\t0.000\t0.676\t1.006\t1.342\t0.790\t0.409\t0.726\t0.780\n0\t1.707\t0.327\t-1.150\t0.274\t0.035\t1.279\t-1.306\t0.536\t0.000\t0.510\t-1.738\t-0.003\t0.000\t0.999\t-0.884\t-1.137\t0.000\t1.211\t-0.034\t1.572\t3.102\t0.899\t1.280\t0.990\t0.854\t0.530\t0.750\t0.955\n0\t0.422\t0.755\t-0.656\t1.486\t-0.123\t0.597\t0.739\t1.603\t2.173\t0.661\t-0.740\t0.777\t0.000\t0.728\t-1.106\t-1.175\t2.548\t0.514\t2.157\t1.515\t0.000\t2.012\t1.281\t0.989\t1.804\t1.060\t1.274\t1.225\n0\t0.962\t1.619\t-1.155\t0.727\t0.245\t0.492\t1.882\t0.800\t0.000\t0.593\t0.460\t-1.629\t2.215\t0.673\t0.232\t-0.533\t2.548\t0.753\t0.898\t1.112\t0.000\t0.696\t0.756\t1.104\t0.750\t0.565\t0.618\t0.593\n0\t0.412\t0.253\t-1.542\t1.399\t-0.477\t1.000\t0.007\t0.499\t2.173\t0.800\t1.572\t-1.377\t0.000\t0.727\t0.762\t1.587\t1.274\t0.465\t0.210\t0.159\t0.000\t0.976\t0.667\t0.988\t1.143\t0.992\t0.844\t0.792\n1\t0.953\t0.033\t-1.679\t1.534\t-1.613\t0.872\t0.529\t0.135\t1.087\t1.122\t0.872\t0.961\t2.215\t0.880\t-1.567\t-0.103\t0.000\t0.937\t0.480\t-0.312\t0.000\t0.705\t0.730\t0.989\t1.304\t1.021\t0.994\t0.789\n0\t0.297\t1.121\t1.505\t1.861\t-0.493\t0.685\t-0.992\t1.602\t0.000\t0.759\t0.430\t0.642\t2.215\t0.564\t-0.762\t0.440\t0.000\t1.102\t0.159\t-1.512\t3.102\t0.973\t1.009\t1.003\t0.813\t0.777\t0.727\t0.937\n0\t0.860\t0.689\t-0.496\t0.426\t0.476\t1.227\t0.027\t0.623\t1.087\t0.886\t-0.615\t1.652\t2.215\t0.383\t0.137\t0.360\t0.000\t1.674\t-0.877\t-1.114\t0.000\t1.027\t0.830\t0.988\t0.899\t1.331\t0.941\t0.832\n1\t0.812\t0.543\t0.987\t0.471\t-0.626\t0.669\t-1.155\t0.297\t0.000\t0.908\t0.179\t-1.363\t2.215\t0.975\t0.443\t0.024\t2.548\t0.642\t-1.721\t-1.582\t0.000\t1.098\t1.191\t0.987\t0.731\t0.961\t0.975\t0.828\n0\t0.318\t1.916\t-1.528\t1.226\t-0.246\t0.461\t0.163\t1.165\t2.173\t0.359\t1.899\t1.459\t0.000\t0.665\t1.098\t0.421\t2.548\t0.536\t2.082\t-0.759\t0.000\t0.544\t0.830\t0.984\t0.595\t0.570\t0.580\t0.582\n0\t0.901\t0.831\t-1.387\t4.221\t-1.484\t1.743\t-1.194\t0.087\t0.000\t0.867\t-0.058\t0.357\t2.215\t0.780\t0.780\t1.346\t2.548\t0.887\t-0.033\t0.785\t0.000\t1.272\t1.104\t0.988\t0.872\t0.797\t1.252\t1.708\n1\t1.020\t-0.240\t-0.819\t1.867\t0.123\t1.243\t2.916\t1.640\t0.000\t1.422\t-0.629\t-0.174\t0.000\t1.607\t-0.531\t1.497\t0.000\t1.218\t0.206\t-0.076\t3.102\t2.315\t1.445\t1.436\t1.076\t0.673\t1.020\t0.949\n0\t0.911\t-1.205\t0.164\t0.787\t-1.690\t1.524\t-0.580\t-0.014\t1.087\t1.700\t0.042\t-1.671\t0.000\t0.839\t0.887\t-0.367\t0.000\t1.374\t-1.011\t0.986\t0.000\t0.578\t1.540\t1.167\t1.115\t1.804\t1.354\t1.185\n1\t0.792\t0.613\t1.578\t1.155\t-1.316\t2.242\t-0.825\t-0.035\t0.000\t1.424\t-0.087\t1.543\t1.107\t1.393\t-0.092\t0.973\t2.548\t1.249\t0.508\t-1.268\t0.000\t0.827\t0.894\t0.981\t0.697\t0.735\t0.664\t0.626\n1\t0.996\t-0.088\t-1.723\t0.728\t-0.582\t0.423\t0.613\t-0.434\t2.173\t0.772\t0.651\t-1.406\t2.215\t0.608\t-0.967\t-0.144\t0.000\t1.086\t0.429\t0.340\t0.000\t0.870\t0.995\t1.011\t0.683\t0.646\t0.653\t0.624\n1\t0.819\t-1.525\t-0.766\t0.873\t1.129\t0.731\t-0.920\t-0.389\t0.000\t0.500\t-0.073\t1.730\t0.000\t0.974\t-0.295\t1.031\t0.000\t0.936\t0.894\t-1.058\t3.102\t0.645\t0.790\t1.161\t0.680\t1.014\t0.868\t0.750\n0\t0.382\t1.907\t0.741\t0.098\t-0.924\t0.461\t0.789\t0.404\t0.000\t1.287\t0.096\t-1.020\t2.215\t0.434\t-0.826\t0.254\t2.548\t0.821\t0.044\t1.141\t0.000\t0.681\t1.071\t0.990\t0.639\t0.836\t0.700\t0.636\n0\t0.625\t0.544\t-1.069\t0.506\t0.281\t0.560\t-0.650\t-1.569\t0.000\t0.936\t-0.797\t0.513\t2.215\t0.875\t0.185\t1.166\t2.548\t0.863\t1.837\t-0.844\t0.000\t0.835\t0.856\t0.985\t0.764\t0.742\t0.859\t0.840\n1\t1.636\t-0.107\t1.626\t0.151\t0.679\t0.668\t0.901\t-0.472\t2.173\t0.392\t-0.551\t1.025\t0.000\t1.585\t0.536\t0.402\t2.548\t1.238\t-0.244\t-1.031\t0.000\t0.881\t0.965\t0.988\t1.001\t0.932\t0.871\t0.792\n1\t1.095\t-0.028\t1.404\t0.586\t0.748\t0.653\t-0.676\t0.787\t0.000\t1.153\t0.041\t-1.451\t2.215\t1.093\t0.184\t0.472\t0.000\t1.069\t0.617\t-0.444\t3.102\t0.815\t0.953\t0.978\t0.863\t0.866\t0.885\t0.793\n0\t1.015\t0.154\t1.097\t0.784\t1.205\t1.176\t0.768\t-0.982\t2.173\t1.263\t1.747\t1.063\t0.000\t1.677\t1.427\t-0.314\t0.000\t0.875\t1.182\t0.679\t0.000\t0.861\t1.159\t0.991\t0.811\t0.326\t0.991\t1.065\n1\t1.665\t-0.167\t0.929\t0.991\t-0.138\t1.314\t-1.467\t-0.968\t2.173\t0.623\t-2.753\t0.752\t0.000\t0.679\t0.065\t1.592\t0.000\t0.685\t-1.024\t-1.653\t3.102\t2.128\t1.185\t1.459\t1.800\t0.594\t1.136\t1.198\n0\t0.655\t-0.854\t-1.038\t1.626\t-1.230\t0.813\t-0.356\t0.861\t1.087\t0.322\t2.792\t-0.137\t0.000\t0.803\t-0.822\t0.517\t2.548\t0.524\t0.857\t-0.547\t0.000\t0.600\t1.371\t1.003\t1.497\t0.414\t1.086\t1.649\n0\t2.814\t1.249\t-0.195\t0.544\t1.183\t1.116\t0.659\t0.255\t2.173\t2.117\t-0.086\t1.738\t1.107\t0.688\t-2.364\t1.356\t0.000\t0.883\t1.439\t-1.264\t0.000\t3.737\t2.546\t1.623\t1.105\t2.367\t1.996\t2.005\n0\t0.984\t-0.227\t-0.807\t1.883\t-1.121\t0.602\t-1.129\t0.765\t0.000\t0.679\t0.790\t0.117\t2.215\t0.633\t0.278\t0.605\t0.000\t0.569\t-0.912\t1.471\t1.551\t0.888\t0.975\t0.993\t0.665\t0.814\t0.869\t0.874\n1\t0.724\t-0.539\t0.979\t1.230\t0.258\t0.406\t-1.160\t-0.796\t1.087\t0.618\t1.000\t-1.460\t0.000\t0.530\t-0.930\t1.683\t1.274\t0.561\t0.033\t0.316\t0.000\t0.863\t0.941\t0.996\t0.665\t0.457\t0.628\t0.742\n0\t1.771\t1.430\t-1.317\t1.005\t-1.657\t2.017\t0.973\t0.329\t2.173\t1.638\t0.053\t-1.562\t2.215\t1.384\t-0.076\t-0.440\t0.000\t1.237\t0.301\t0.910\t0.000\t1.392\t1.383\t0.996\t1.966\t2.946\t1.685\t1.427\n1\t0.741\t-0.897\t-1.012\t0.570\t-1.041\t1.318\t-0.287\t-0.145\t0.000\t1.097\t-0.642\t1.584\t2.215\t1.767\t-1.274\t0.871\t2.548\t1.251\t0.010\t1.320\t0.000\t0.830\t1.074\t0.976\t1.007\t1.048\t0.912\t0.868\n0\t1.203\t-1.280\t1.044\t0.561\t1.738\t1.449\t-0.130\t0.895\t2.173\t1.366\t-0.196\t-0.703\t0.000\t1.280\t0.381\t-1.051\t2.548\t0.602\t-0.918\t-0.229\t0.000\t0.921\t0.856\t0.992\t0.936\t1.733\t1.205\t1.062\n0\t0.943\t-1.171\t-0.799\t0.607\t-0.149\t0.934\t-1.570\t-1.099\t2.173\t1.199\t-2.631\t0.883\t0.000\t1.309\t-1.370\t0.718\t2.548\t0.655\t-0.508\t-0.482\t0.000\t1.809\t1.185\t0.986\t0.914\t1.375\t1.081\t1.058\n0\t0.532\t-0.051\t0.299\t0.856\t-1.708\t1.207\t1.661\t0.543\t0.000\t0.793\t1.166\t-0.169\t2.215\t0.800\t0.905\t0.968\t0.000\t3.044\t0.617\t-1.456\t3.102\t0.901\t0.941\t0.987\t0.805\t1.326\t1.153\t0.962\n1\t0.283\t1.950\t-0.709\t0.896\t1.250\t1.061\t1.257\t-1.517\t0.000\t1.402\t0.759\t0.363\t2.215\t0.983\t0.656\t-0.450\t2.548\t0.562\t1.300\t1.050\t0.000\t0.886\t0.986\t0.991\t0.858\t0.835\t0.948\t0.803\n1\t1.039\t-0.094\t0.708\t1.258\t1.289\t1.013\t-0.687\t-0.574\t2.173\t0.537\t-0.562\t0.516\t0.000\t0.551\t-1.487\t0.632\t0.000\t0.605\t0.553\t-1.311\t3.102\t0.469\t0.948\t0.997\t0.658\t0.793\t0.935\t0.831\n0\t1.053\t-0.766\t-0.682\t0.479\t0.737\t0.855\t-0.834\t0.172\t1.087\t0.464\t-1.537\t1.207\t2.215\t0.974\t-1.017\t-1.032\t0.000\t1.060\t-1.535\t1.701\t0.000\t0.913\t1.114\t0.986\t0.709\t0.822\t0.759\t0.670\n1\t0.844\t0.445\t-0.041\t0.150\t1.562\t1.254\t1.260\t-0.134\t2.173\t1.849\t1.394\t-1.716\t2.215\t0.449\t1.315\t-1.013\t0.000\t0.497\t0.879\t0.495\t0.000\t0.640\t0.783\t0.993\t1.509\t2.225\t1.368\t1.028\n1\t0.919\t-0.426\t-0.336\t0.495\t-0.147\t0.816\t-0.468\t1.345\t0.000\t0.634\t-0.630\t-1.334\t2.215\t0.712\t1.031\t1.021\t2.548\t0.909\t-2.463\t-0.486\t0.000\t2.467\t1.512\t0.980\t1.205\t0.945\t1.310\t1.112\n1\t1.391\t1.046\t-0.479\t1.945\t-1.100\t1.225\t0.565\t0.811\t2.173\t0.638\t0.566\t-1.656\t1.107\t0.375\t-0.242\t0.845\t0.000\t0.538\t0.111\t-0.022\t0.000\t0.447\t0.552\t1.209\t0.872\t1.034\t1.135\t0.842\n0\t0.347\t-1.265\t-0.788\t0.666\t1.196\t0.738\t-2.518\t-1.357\t0.000\t0.402\t-2.857\t-0.316\t0.000\t1.011\t-0.839\t0.566\t2.548\t0.629\t-0.604\t-0.347\t0.000\t0.884\t0.852\t0.979\t0.558\t0.357\t0.592\t0.672\n0\t0.476\t0.704\t-0.342\t1.287\t0.069\t0.871\t-1.401\t1.684\t2.173\t0.574\t0.591\t-1.326\t2.215\t0.587\t-2.209\t0.612\t0.000\t0.678\t-0.578\t-0.482\t0.000\t0.895\t0.945\t0.989\t0.882\t1.314\t1.003\t0.910\n1\t0.773\t0.965\t-0.158\t0.632\t-1.162\t0.660\t0.879\t-1.466\t0.000\t0.775\t1.477\t-0.984\t1.107\t1.732\t0.174\t0.534\t2.548\t0.705\t0.592\t0.940\t0.000\t0.891\t1.074\t0.982\t1.142\t1.493\t0.903\t0.844\n0\t0.930\t0.192\t0.893\t0.632\t-0.962\t0.527\t-1.255\t-0.858\t2.173\t0.759\t0.773\t0.234\t2.215\t0.813\t2.611\t1.099\t0.000\t1.362\t1.627\t-1.434\t0.000\t0.851\t0.929\t1.056\t0.917\t1.378\t1.279\t1.027\n1\t1.297\t-0.025\t-0.510\t0.437\t-0.018\t1.131\t0.322\t0.067\t0.000\t1.249\t2.397\t1.243\t0.000\t2.017\t0.420\t-1.127\t2.548\t1.207\t0.985\t0.101\t0.000\t0.950\t1.211\t0.984\t0.678\t0.713\t0.739\t0.695\n1\t1.719\t-0.291\t-0.375\t1.296\t0.956\t1.201\t-0.230\t-0.860\t2.173\t0.996\t0.259\t1.646\t2.215\t0.864\t0.070\t0.257\t0.000\t0.688\t-1.330\t-1.538\t0.000\t0.913\t0.795\t1.928\t1.384\t1.308\t1.116\t0.959\n0\t0.843\t1.415\t0.073\t1.151\t-0.419\t1.254\t-1.318\t-1.035\t0.000\t1.018\t-0.151\t0.908\t2.215\t0.964\t1.235\t1.555\t0.000\t1.038\t-1.372\t-1.494\t0.000\t0.909\t1.388\t0.984\t1.266\t0.673\t1.174\t1.077\n1\t1.149\t0.932\t1.718\t0.739\t-0.164\t1.262\t0.461\t0.631\t0.000\t1.337\t-1.573\t-0.825\t0.000\t1.944\t-0.064\t1.718\t2.548\t1.338\t0.521\t0.132\t3.102\t0.901\t1.275\t1.267\t1.059\t1.296\t1.089\t1.108\n0\t0.805\t0.035\t-0.385\t0.649\t0.696\t1.300\t-0.584\t-0.927\t2.173\t0.792\t0.124\t0.849\t2.215\t1.405\t-1.619\t-1.484\t0.000\t2.625\t-1.612\t0.762\t0.000\t1.912\t1.833\t0.990\t0.981\t1.589\t1.547\t1.237\n1\t1.275\t2.137\t-1.509\t1.461\t-0.172\t0.933\t0.510\t1.019\t2.173\t0.455\t0.867\t-1.676\t0.000\t0.726\t1.134\t-0.557\t0.000\t0.559\t0.538\t-0.213\t1.551\t0.762\t0.966\t1.766\t0.979\t0.687\t1.126\t0.906\n1\t0.415\t1.146\t1.261\t0.559\t-0.892\t0.908\t-0.319\t0.543\t0.000\t0.716\t-0.645\t1.135\t0.000\t1.925\t-1.073\t-1.116\t1.274\t0.683\t-1.525\t-0.713\t0.000\t0.919\t0.854\t0.992\t0.974\t0.966\t0.995\t0.858\n1\t0.574\t-2.051\t1.238\t1.484\t-1.151\t0.537\t-2.667\t-0.899\t0.000\t1.060\t0.053\t0.433\t2.215\t0.413\t-0.213\t0.076\t0.000\t0.397\t-1.119\t0.203\t0.000\t0.782\t1.329\t1.068\t1.681\t0.755\t1.211\t1.120\n1\t1.169\t0.480\t-0.727\t0.768\t-0.599\t1.149\t-0.167\t1.358\t1.087\t0.387\t-0.989\t0.083\t2.215\t0.436\t1.265\t-0.976\t0.000\t0.555\t0.956\t0.173\t0.000\t0.471\t1.036\t1.002\t0.676\t0.993\t0.896\t0.786\n0\t1.162\t1.122\t-1.049\t0.480\t1.708\t1.543\t0.872\t-0.492\t2.173\t1.163\t-1.207\t1.004\t0.000\t1.064\t-0.916\t1.492\t0.000\t1.125\t0.296\t0.678\t1.551\t0.755\t0.969\t0.983\t1.011\t1.268\t1.639\t1.351\n0\t0.488\t-2.176\t-0.504\t3.286\t-0.107\t1.953\t-1.331\t1.631\t1.087\t0.478\t-0.872\t-1.358\t0.000\t0.779\t-0.706\t0.380\t2.548\t0.373\t-1.455\t-0.322\t0.000\t0.504\t0.840\t0.972\t0.746\t1.457\t1.467\t1.080\n1\t1.404\t-0.574\t1.044\t1.573\t1.541\t0.380\t0.203\t-0.777\t0.000\t0.585\t-0.865\t1.486\t0.000\t1.587\t-0.374\t-0.224\t2.548\t1.071\t0.836\t-0.622\t3.102\t1.063\t0.985\t0.989\t1.324\t0.841\t1.102\t0.922\n0\t0.977\t1.238\t1.071\t0.767\t0.128\t0.679\t0.653\t-1.073\t2.173\t0.725\t0.453\t0.220\t2.215\t0.593\t0.823\t-1.467\t0.000\t1.519\t0.189\t1.562\t0.000\t0.810\t0.775\t0.989\t0.919\t0.955\t0.697\t0.637\n0\t0.713\t-0.977\t-0.273\t0.562\t1.301\t0.801\t-0.281\t0.032\t2.173\t0.982\t-1.762\t-1.240\t0.000\t0.644\t1.129\t1.193\t2.548\t0.810\t-1.071\t0.628\t0.000\t0.826\t1.421\t0.991\t1.174\t1.078\t1.195\t0.999\n0\t0.473\t0.280\t0.937\t0.552\t-1.172\t0.824\t-0.120\t0.750\t0.000\t0.935\t-0.335\t1.594\t0.000\t0.576\t-2.485\t-0.541\t0.000\t1.131\t0.080\t0.314\t3.102\t1.301\t0.929\t0.985\t0.659\t0.572\t0.714\t0.662\n1\t1.880\t1.683\t1.391\t0.678\t0.438\t0.687\t-0.475\t-1.475\t0.000\t1.250\t1.326\t-0.565\t2.215\t1.190\t0.499\t0.131\t2.548\t1.072\t1.984\t0.315\t0.000\t0.705\t0.871\t1.183\t1.257\t0.936\t1.001\t0.821\n1\t1.223\t0.954\t0.544\t1.366\t1.125\t0.967\t0.249\t-1.510\t2.173\t1.215\t-1.295\t-0.534\t0.000\t0.364\t0.059\t-0.533\t1.274\t0.399\t-0.818\t-1.490\t0.000\t0.707\t1.390\t0.992\t0.756\t0.575\t0.876\t1.221\n0\t2.197\t-1.095\t-0.518\t0.249\t1.504\t0.968\t-0.454\t0.142\t2.173\t0.966\t-0.598\t-1.230\t0.000\t1.666\t-1.038\t1.355\t2.548\t1.039\t-2.367\t1.283\t0.000\t0.992\t0.951\t0.993\t0.950\t1.509\t1.013\t0.906\n0\t0.747\t-1.363\t1.295\t0.653\t-0.908\t0.449\t-2.227\t0.369\t0.000\t0.596\t0.449\t1.153\t2.215\t0.621\t-0.001\t-0.581\t2.548\t0.671\t-1.282\t-1.073\t0.000\t0.863\t0.903\t0.982\t1.094\t0.664\t0.837\t0.783\n1\t0.563\t0.766\t-1.404\t1.130\t1.064\t0.829\t-0.451\t0.429\t2.173\t0.792\t-0.924\t-0.754\t2.215\t0.383\t-1.168\t1.656\t0.000\t0.424\t-2.226\t1.678\t0.000\t0.334\t0.884\t0.984\t0.982\t1.086\t0.840\t0.773\n0\t0.348\t-1.274\t0.396\t0.933\t-1.576\t0.795\t0.939\t1.230\t0.000\t0.977\t0.737\t-0.302\t0.000\t1.224\t-0.104\t-1.431\t2.548\t1.868\t0.413\t0.191\t1.551\t1.847\t1.241\t0.991\t1.252\t1.204\t1.346\t1.581\n1\t1.946\t1.190\t-0.132\t1.177\t-0.592\t0.930\t0.963\t-1.705\t1.087\t1.092\t1.496\t0.644\t2.215\t0.576\t1.659\t1.678\t0.000\t0.366\t2.036\t-1.492\t0.000\t0.214\t0.650\t0.982\t1.383\t1.337\t1.101\t0.854\n0\t1.871\t0.765\t-1.514\t0.093\t1.481\t0.586\t-1.006\t-0.479\t2.173\t0.856\t-1.500\t1.166\t0.000\t0.907\t0.698\t-0.032\t2.548\t1.215\t-0.918\t0.327\t0.000\t0.958\t0.984\t0.977\t0.892\t0.988\t0.939\t1.056\n1\t2.088\t0.777\t0.525\t0.263\t-0.637\t0.729\t-0.605\t-1.381\t2.173\t0.478\t0.891\t-0.095\t2.215\t0.670\t-0.218\t-0.937\t0.000\t0.803\t0.961\t-1.712\t0.000\t0.801\t0.759\t0.983\t0.564\t1.080\t0.932\t0.795\n0\t0.608\t0.357\t1.542\t0.345\t0.454\t0.829\t1.626\t0.251\t2.173\t0.742\t1.222\t-0.653\t0.000\t1.383\t0.645\t-1.690\t0.000\t1.023\t1.454\t-1.327\t0.000\t0.828\t0.698\t0.990\t0.795\t1.106\t0.865\t0.736\n0\t0.789\t0.004\t-0.300\t0.997\t-1.326\t0.858\t0.317\t0.012\t0.000\t0.968\t-0.259\t1.356\t2.215\t0.854\t-0.112\t-1.243\t0.000\t0.724\t-0.281\t0.855\t3.102\t1.434\t0.925\t0.987\t0.854\t0.331\t0.758\t0.704\n1\t1.450\t-0.258\t0.094\t0.563\t0.632\t0.576\t0.869\t-0.985\t2.173\t0.358\t-1.118\t-0.906\t0.000\t0.551\t0.514\t-1.692\t2.548\t0.580\t0.814\t1.134\t0.000\t0.950\t0.836\t0.996\t0.752\t0.432\t0.688\t0.642\n1\t2.154\t-0.461\t-0.590\t0.639\t-0.435\t0.983\t0.066\t1.562\t2.173\t0.824\t0.221\t0.443\t2.215\t0.575\t0.325\t-1.633\t0.000\t0.807\t-0.417\t0.470\t0.000\t0.786\t0.727\t0.988\t0.966\t1.126\t1.031\t0.825\n0\t1.407\t0.002\t-1.705\t0.547\t-1.212\t0.702\t-0.442\t-0.424\t2.173\t0.615\t1.400\t-1.461\t0.000\t0.722\t1.071\t0.382\t2.548\t0.732\t1.314\t0.078\t0.000\t0.862\t1.220\t0.995\t0.858\t0.994\t0.833\t0.794\n1\t2.178\t-0.161\t-1.600\t0.512\t-0.812\t0.457\t0.257\t-0.280\t0.000\t1.012\t1.729\t0.320\t0.000\t0.344\t-0.889\t-0.042\t2.548\t0.645\t0.847\t0.944\t3.102\t1.417\t0.865\t0.985\t0.691\t0.505\t0.682\t0.926\n0\t0.805\t0.089\t-0.785\t1.437\t-0.133\t0.768\t-2.669\t0.096\t0.000\t1.747\t-0.814\t1.323\t2.215\t1.233\t-1.311\t-1.076\t2.548\t1.490\t0.217\t-1.565\t0.000\t0.876\t1.013\t0.987\t1.388\t1.380\t1.375\t1.071\n1\t0.916\t0.395\t1.343\t1.113\t-0.929\t0.928\t-1.044\t1.565\t2.173\t0.815\t-1.244\t0.479\t0.000\t1.458\t2.320\t1.283\t0.000\t1.979\t-0.948\t-0.804\t0.000\t0.901\t0.770\t1.244\t1.217\t1.264\t0.901\t0.891\n0\t0.666\t1.839\t1.718\t0.602\t0.661\t1.133\t0.581\t-1.072\t1.087\t1.360\t-0.479\t0.289\t0.000\t0.745\t-1.339\t1.359\t2.548\t0.370\t0.445\t1.067\t0.000\t0.775\t0.888\t0.991\t1.010\t1.679\t1.120\t1.051\n1\t0.848\t-1.166\t-1.525\t0.438\t-0.142\t0.837\t0.250\t0.587\t2.173\t0.657\t0.924\t1.739\t2.215\t1.151\t-0.229\t-0.705\t0.000\t0.427\t0.219\t0.227\t0.000\t0.610\t0.885\t0.992\t0.877\t1.017\t0.815\t0.717\n0\t1.611\t-1.495\t0.112\t0.640\t0.646\t0.756\t-0.446\t-1.533\t0.000\t0.513\t1.221\t-0.239\t0.000\t0.725\t0.808\t1.002\t2.548\t1.709\t0.310\t-1.260\t3.102\t1.760\t1.099\t0.989\t1.567\t0.791\t1.362\t1.324\n1\t0.748\t0.541\t1.116\t1.108\t0.246\t0.888\t-0.448\t-0.682\t0.000\t0.502\t1.019\t-1.734\t0.000\t0.796\t-1.341\t-1.467\t1.274\t0.488\t1.466\t1.009\t0.000\t0.464\t1.175\t0.985\t0.498\t0.826\t0.748\t0.707\n1\t0.371\t-0.504\t-0.644\t1.314\t0.718\t0.728\t0.555\t1.234\t2.173\t0.864\t0.594\t-0.840\t0.000\t1.094\t1.112\t-1.212\t0.000\t1.594\t0.142\t0.302\t3.102\t0.674\t1.087\t0.987\t0.731\t0.879\t0.870\t0.794\n1\t0.479\t1.532\t1.644\t1.258\t0.374\t0.596\t-1.460\t-1.411\t0.000\t0.777\t0.164\t-0.827\t2.215\t0.426\t0.755\t1.325\t0.000\t0.922\t-0.491\t-0.872\t3.102\t1.072\t0.926\t0.986\t1.140\t0.299\t0.881\t0.800\n1\t0.559\t-1.952\t-1.249\t0.327\t0.073\t1.554\t-0.992\t0.946\t2.173\t1.168\t-0.464\t-0.416\t0.000\t0.913\t1.058\t-0.803\t0.000\t0.518\t-1.177\t-1.010\t0.000\t0.847\t0.699\t0.986\t1.047\t0.762\t0.885\t0.771\n0\t0.920\t0.594\t0.958\t0.506\t-0.675\t0.760\t-0.224\t0.955\t0.000\t0.830\t-1.259\t-0.470\t2.215\t0.632\t-0.610\t-1.658\t0.000\t0.938\t0.310\t-0.793\t3.102\t0.924\t0.878\t0.989\t1.214\t0.778\t0.813\t0.803\n0\t0.725\t-0.151\t-1.293\t1.845\t-0.418\t0.614\t-0.416\t0.599\t2.173\t0.844\t0.909\t1.447\t0.000\t0.721\t-0.906\t-0.983\t0.000\t0.850\t-1.024\t1.437\t0.000\t0.979\t0.979\t1.137\t0.898\t0.638\t0.767\t0.766\n0\t1.142\t-0.388\t-1.531\t0.440\t0.548\t0.909\t-1.397\t-1.004\t2.173\t1.388\t-0.665\t0.578\t2.215\t0.483\t-2.008\t-1.532\t0.000\t0.498\t1.733\t0.364\t0.000\t2.337\t1.698\t0.984\t0.870\t1.747\t1.382\t1.088\n0\t0.407\t1.116\t1.122\t0.508\t1.593\t0.728\t-1.158\t-1.629\t2.173\t0.693\t0.003\t-0.526\t0.000\t1.245\t-0.138\t0.018\t0.000\t0.485\t1.244\t0.761\t3.102\t0.680\t0.728\t0.984\t0.796\t1.224\t0.887\t0.773\n0\t0.941\t1.236\t0.309\t0.421\t-1.729\t1.072\t-0.268\t-1.018\t2.173\t1.029\t-0.012\t1.112\t2.215\t0.714\t0.390\t-0.114\t0.000\t0.766\t0.124\t0.651\t0.000\t0.531\t0.964\t0.989\t1.058\t1.466\t1.172\t0.919\n1\t1.898\t1.209\t1.677\t1.083\t1.127\t0.789\t0.204\t0.343\t2.173\t0.829\t0.597\t0.044\t0.000\t0.896\t0.837\t-1.000\t2.548\t0.472\t1.382\t-0.956\t0.000\t0.778\t0.728\t0.987\t0.854\t1.052\t0.938\t0.823\n0\t2.078\t0.116\t1.589\t0.687\t-1.296\t1.041\t0.058\t0.074\t1.087\t0.618\t0.450\t0.478\t1.107\t0.591\t-0.480\t-1.365\t0.000\t0.771\t-0.715\t-0.310\t0.000\t0.619\t0.852\t0.984\t0.900\t0.483\t0.951\t0.810\n0\t1.543\t0.633\t-0.593\t0.699\t-0.723\t1.187\t1.320\t1.010\t2.173\t0.527\t1.689\t0.190\t0.000\t1.164\t-1.048\t-1.006\t1.274\t1.050\t-0.152\t1.015\t0.000\t1.265\t1.093\t0.973\t0.950\t2.724\t1.485\t1.248\n0\t1.528\t-0.490\t0.185\t1.757\t-0.094\t0.714\t-0.966\t-0.363\t2.173\t1.141\t0.650\t1.302\t0.000\t1.764\t-1.653\t-1.292\t0.000\t1.726\t-0.474\t1.288\t3.102\t0.878\t0.930\t0.989\t0.858\t1.195\t1.040\t1.068\n1\t2.925\t-0.099\t0.405\t1.998\t0.024\t2.810\t-0.445\t-1.491\t0.000\t0.753\t0.831\t-0.707\t0.000\t0.887\t-0.433\t1.572\t2.548\t1.124\t-0.502\t-0.151\t3.102\t1.068\t0.937\t1.126\t0.707\t0.764\t0.828\t0.849\n0\t0.583\t-0.771\t-0.660\t2.118\t-0.751\t1.121\t0.582\t0.760\t2.173\t0.651\t1.387\t1.012\t0.000\t1.812\t0.609\t1.425\t2.548\t0.794\t0.839\t-0.147\t0.000\t0.834\t0.879\t0.980\t1.516\t1.004\t1.221\t1.018\n1\t1.063\t-1.308\t0.583\t1.148\t0.628\t1.123\t-0.293\t-1.074\t2.173\t0.592\t-0.667\t1.394\t0.000\t0.411\t-1.775\t0.286\t0.000\t1.318\t-0.084\t-0.206\t1.551\t0.815\t0.838\t0.983\t1.907\t0.917\t1.345\t1.053\n1\t0.688\t-0.766\t-0.142\t2.263\t-0.518\t0.956\t-0.227\t1.537\t2.173\t0.352\t1.092\t1.367\t0.000\t0.784\t0.362\t-0.140\t0.000\t0.639\t-0.198\t-1.442\t0.000\t0.842\t1.001\t0.977\t0.889\t0.837\t0.988\t0.842\n0\t0.481\t-0.444\t-1.645\t0.562\t1.072\t0.723\t-1.154\t-0.496\t2.173\t0.868\t-0.175\t-1.482\t0.000\t0.819\t-0.779\t0.873\t0.000\t0.529\t0.107\t-1.363\t3.102\t1.188\t1.156\t0.985\t0.670\t0.646\t0.694\t0.696\n1\t0.565\t0.263\t0.543\t1.933\t0.794\t0.721\t0.563\t-1.108\t2.173\t1.281\t2.108\t-0.517\t0.000\t0.846\t0.139\t1.511\t0.000\t0.569\t1.448\t-1.175\t0.000\t0.841\t0.714\t0.994\t0.757\t0.722\t0.938\t0.848\n1\t0.441\t0.802\t-0.334\t1.660\t0.779\t0.985\t0.869\t-1.440\t0.000\t0.892\t0.055\t-0.348\t2.215\t0.425\t2.491\t-0.158\t0.000\t0.574\t-0.522\t0.822\t3.102\t1.636\t1.272\t1.000\t0.908\t0.605\t0.971\t0.892\n1\t0.534\t-0.669\t-0.692\t0.991\t0.309\t0.906\t0.144\t-1.325\t0.000\t1.372\t0.508\t0.583\t2.215\t0.923\t0.809\t-0.903\t0.000\t1.382\t0.131\t1.189\t3.102\t0.875\t0.989\t0.987\t1.412\t0.685\t1.009\t1.112\n0\t0.647\t-0.899\t0.728\t1.828\t0.395\t1.032\t-0.623\t-1.280\t1.087\t0.824\t-0.388\t1.724\t0.000\t1.067\t-1.951\t-0.370\t0.000\t0.593\t0.244\t0.752\t3.102\t1.971\t1.278\t0.996\t1.435\t0.892\t0.963\t1.060\n1\t1.044\t-0.750\t0.623\t0.229\t0.514\t0.900\t0.209\t-1.175\t0.000\t0.701\t-1.290\t1.335\t2.215\t0.875\t0.304\t-0.646\t0.000\t1.105\t-0.078\t0.451\t3.102\t0.740\t0.948\t0.976\t0.809\t0.771\t0.879\t0.802\n0\t0.451\t0.161\t-0.277\t0.826\t1.434\t0.494\t0.729\t0.237\t2.173\t0.472\t1.295\t0.603\t0.000\t0.663\t-0.876\t-1.177\t2.548\t0.724\t0.652\t-1.408\t0.000\t0.769\t0.900\t0.985\t0.665\t0.964\t0.683\t0.612\n0\t0.881\t0.500\t0.990\t2.439\t0.462\t1.042\t2.367\t-0.563\t0.000\t1.659\t0.682\t1.662\t0.000\t1.394\t-0.484\t-0.332\t2.548\t1.389\t0.204\t-1.146\t0.000\t0.834\t0.851\t0.990\t1.040\t0.992\t1.027\t0.965\n0\t1.409\t-0.207\t0.458\t1.114\t-0.008\t1.252\t0.411\t-1.519\t1.087\t0.700\t1.425\t0.797\t2.215\t0.447\t-1.605\t-0.844\t0.000\t0.569\t1.222\t-0.920\t0.000\t1.344\t1.243\t0.995\t1.308\t1.417\t1.319\t1.137\n0\t0.456\t1.473\t-1.394\t1.272\t-0.052\t0.935\t-2.623\t-1.252\t0.000\t1.038\t-0.064\t0.183\t2.215\t0.903\t0.756\t-1.410\t0.000\t1.317\t0.516\t1.177\t0.000\t0.880\t1.103\t0.988\t0.583\t0.460\t0.680\t0.713\n0\t0.484\t0.081\t-1.641\t1.783\t1.640\t1.009\t0.608\t-0.083\t0.000\t1.281\t0.111\t-0.410\t0.000\t0.931\t0.394\t1.129\t2.548\t0.788\t0.493\t-1.679\t3.102\t0.929\t1.001\t0.991\t0.947\t0.379\t0.813\t1.092\n0\t1.496\t-1.081\t0.476\t0.509\t0.031\t0.897\t0.243\t-1.641\t2.173\t1.461\t-0.152\t0.787\t1.107\t1.100\t0.839\t-1.206\t0.000\t1.552\t-0.189\t-0.703\t0.000\t1.078\t0.978\t0.992\t1.165\t1.414\t1.256\t1.263\n1\t0.533\t1.277\t0.857\t0.958\t1.422\t0.837\t0.584\t-0.682\t1.087\t0.913\t-0.999\t0.251\t0.000\t1.016\t-0.729\t1.535\t2.548\t0.442\t-0.983\t-0.898\t0.000\t0.714\t0.810\t0.981\t1.028\t1.357\t0.911\t0.863\n1\t1.070\t0.556\t-0.033\t0.922\t-1.274\t0.976\t0.463\t-0.768\t2.173\t0.916\t1.619\t0.815\t0.000\t1.265\t1.312\t1.316\t0.000\t1.773\t0.869\t0.292\t0.000\t0.920\t0.981\t1.237\t0.795\t0.976\t0.998\t0.885\n1\t1.064\t-0.151\t1.454\t0.656\t-1.265\t0.819\t-0.729\t-0.449\t0.000\t1.092\t0.621\t0.436\t2.215\t0.789\t1.178\t-1.253\t0.000\t1.003\t0.747\t0.995\t0.000\t0.903\t0.916\t0.995\t0.740\t0.713\t0.810\t0.766\n1\t1.625\t0.938\t-0.590\t0.931\t-1.687\t0.934\t1.613\t-0.024\t0.000\t1.573\t2.497\t1.499\t0.000\t1.336\t0.678\t0.011\t0.000\t2.557\t-0.621\t0.823\t1.551\t0.919\t1.162\t1.423\t1.747\t1.029\t1.367\t1.238\n0\t0.396\t0.388\t0.182\t2.253\t-1.550\t1.976\t0.037\t-0.864\t2.173\t2.089\t0.743\t0.726\t0.000\t1.490\t-0.135\t0.498\t2.548\t1.115\t-0.152\t0.919\t0.000\t1.036\t0.886\t1.309\t1.315\t2.024\t1.605\t1.379\n1\t1.777\t-1.437\t0.545\t0.324\t0.447\t0.584\t-0.888\t0.906\t0.000\t1.861\t-0.663\t-1.038\t2.215\t0.332\t0.051\t-0.936\t0.000\t0.402\t-1.405\t-1.715\t3.102\t0.881\t1.174\t0.991\t0.612\t0.605\t0.934\t0.802\n1\t0.593\t-0.792\t0.136\t1.532\t-0.676\t0.681\t0.531\t1.226\t1.087\t0.536\t-0.048\t0.391\t0.000\t0.997\t-0.818\t1.686\t2.548\t0.487\t1.149\t-0.720\t0.000\t0.762\t0.906\t0.987\t1.116\t0.901\t0.868\t0.752\n1\t0.879\t-1.438\t0.430\t0.637\t-0.212\t0.715\t0.352\t-1.681\t2.173\t1.232\t1.380\t1.275\t0.000\t1.090\t0.707\t-0.688\t0.000\t0.853\t0.444\t0.489\t3.102\t1.063\t1.113\t0.983\t0.689\t0.769\t0.781\t0.789\n0\t2.928\t-0.278\t0.129\t0.425\t1.354\t1.341\t-0.324\t1.666\t1.087\t0.633\t-0.717\t-0.765\t2.215\t0.860\t0.126\t-1.065\t0.000\t0.432\t0.053\t0.757\t0.000\t0.671\t0.831\t1.380\t0.968\t1.137\t1.145\t0.897\n0\t0.496\t0.908\t0.904\t0.830\t-0.068\t1.198\t0.234\t0.905\t2.173\t2.000\t0.634\t-0.922\t2.215\t0.973\t0.890\t1.337\t0.000\t0.680\t1.283\t-1.458\t0.000\t0.995\t0.993\t0.986\t1.319\t2.321\t1.379\t1.088\n1\t1.563\t-1.398\t0.235\t0.742\t0.283\t1.325\t-0.746\t1.307\t2.173\t0.506\t1.028\t-0.961\t0.000\t1.667\t-1.021\t-1.202\t0.000\t1.395\t0.609\t0.019\t0.000\t0.907\t1.355\t0.983\t0.786\t0.705\t0.887\t0.880\n1\t0.578\t1.509\t0.206\t1.197\t1.189\t1.189\t0.429\t-0.579\t2.173\t1.082\t1.004\t1.388\t2.215\t0.472\t-0.632\t0.596\t0.000\t0.367\t-0.190\t-0.902\t0.000\t0.461\t0.802\t0.983\t1.572\t1.712\t1.193\t0.991\n0\t1.841\t2.155\t0.303\t0.209\t0.282\t1.315\t-1.245\t-1.571\t0.000\t0.625\t1.725\t-1.725\t0.000\t1.717\t-0.084\t-0.283\t2.548\t0.722\t0.715\t-0.385\t1.551\t4.184\t2.371\t0.986\t1.601\t0.427\t1.611\t1.885\n0\t0.871\t-1.296\t1.016\t0.655\t-1.494\t0.565\t-1.164\t-0.190\t2.173\t0.534\t-1.752\t0.463\t0.000\t0.780\t-0.413\t-1.238\t2.548\t1.080\t-1.257\t1.644\t0.000\t0.877\t0.824\t0.985\t0.820\t0.737\t0.639\t0.617\n0\t0.663\t-0.509\t0.123\t1.114\t0.846\t0.808\t-1.095\t-1.147\t2.173\t0.966\t-0.181\t-0.418\t2.215\t0.842\t-0.571\t1.143\t0.000\t0.610\t-1.639\t1.217\t0.000\t0.573\t1.013\t0.988\t1.042\t1.008\t0.885\t0.777\n1\t0.756\t-0.407\t-0.691\t0.920\t-1.523\t0.617\t-1.247\t-0.132\t0.000\t0.603\t-1.122\t1.412\t2.215\t0.983\t-1.259\t0.828\t0.000\t1.068\t0.581\t0.977\t3.102\t1.070\t0.865\t0.983\t0.979\t0.819\t0.809\t0.779\n0\t0.862\t0.015\t-1.363\t1.406\t1.358\t0.469\t-0.987\t0.583\t2.173\t0.865\t0.850\t-0.402\t0.000\t0.834\t1.324\t0.098\t2.548\t0.874\t0.589\t-0.959\t0.000\t0.878\t1.163\t0.986\t1.017\t1.257\t0.898\t0.838\n1\t1.089\t0.926\t1.253\t0.411\t-0.863\t0.948\t0.260\t0.973\t0.000\t1.369\t0.240\t-0.998\t2.215\t0.684\t0.766\t0.266\t2.548\t0.499\t1.237\t-1.226\t0.000\t0.956\t0.696\t0.987\t1.020\t0.984\t0.831\t0.781\n1\t1.014\t1.240\t-0.514\t0.689\t-0.232\t1.706\t0.788\t1.366\t2.173\t0.730\t0.083\t-0.645\t0.000\t0.657\t2.468\t-0.237\t0.000\t0.744\t0.800\t0.362\t3.102\t1.870\t1.091\t0.979\t1.756\t0.944\t1.193\t1.122\n0\t0.795\t-0.492\t0.453\t0.395\t-1.642\t0.408\t-0.771\t1.406\t0.000\t1.040\t-0.318\t-0.968\t2.215\t0.901\t-0.754\t-0.073\t2.548\t0.640\t-0.111\t1.002\t0.000\t0.379\t0.801\t0.991\t0.632\t0.787\t0.652\t0.600\n0\t1.831\t-0.047\t-1.168\t1.818\t-1.282\t1.438\t0.037\t0.238\t0.000\t0.794\t-0.241\t-0.187\t2.215\t1.335\t-1.116\t1.294\t0.000\t2.173\t2.007\t0.991\t0.000\t0.684\t1.108\t1.001\t0.824\t1.176\t0.884\t0.970\n1\t1.931\t0.996\t0.211\t0.586\t-0.922\t1.242\t1.125\t-1.636\t2.173\t0.755\t1.642\t-0.675\t0.000\t1.369\t-0.356\t1.010\t0.000\t0.484\t0.782\t0.748\t0.000\t0.814\t1.030\t1.256\t0.887\t0.900\t0.971\t0.826\n1\t0.749\t-0.553\t0.766\t0.880\t-0.468\t0.526\t-0.102\t-1.634\t2.173\t1.311\t-0.985\t1.262\t2.215\t1.163\t-1.190\t-0.574\t0.000\t1.058\t-0.735\t-0.162\t0.000\t0.515\t0.955\t1.008\t0.935\t0.845\t0.870\t0.766\n0\t1.049\t-1.407\t1.592\t0.688\t1.318\t0.897\t0.353\t-0.221\t0.000\t0.327\t-0.336\t0.303\t2.215\t0.296\t1.299\t-0.030\t0.000\t0.367\t1.160\t0.415\t0.000\t0.672\t0.739\t0.977\t0.847\t0.353\t0.550\t1.020\n0\t0.654\t-1.450\t0.128\t0.826\t-1.374\t0.777\t-1.263\t-1.186\t0.000\t1.035\t-2.167\t-1.257\t0.000\t1.778\t1.053\t0.698\t1.274\t1.582\t-0.023\t0.122\t3.102\t0.953\t1.697\t0.994\t1.861\t1.026\t2.076\t1.601\n0\t1.066\t-0.232\t-1.486\t0.040\t-1.530\t0.763\t-0.264\t0.437\t1.087\t0.361\t1.669\t0.550\t0.000\t1.345\t0.276\t-1.322\t2.548\t0.715\t1.024\t-0.832\t0.000\t0.648\t0.979\t0.692\t0.435\t1.313\t0.821\t0.705\n1\t1.928\t0.024\t-0.101\t0.851\t-0.782\t0.772\t0.495\t-1.334\t2.173\t0.630\t0.549\t-1.649\t2.215\t1.472\t0.272\t1.112\t0.000\t0.637\t0.872\t0.033\t0.000\t0.973\t1.032\t1.021\t0.952\t0.289\t0.793\t0.805\n1\t1.909\t2.020\t0.450\t0.509\t1.310\t0.747\t1.331\t-1.513\t2.173\t0.864\t0.538\t-0.642\t2.215\t0.805\t2.021\t1.631\t0.000\t0.946\t1.718\t-0.347\t0.000\t0.944\t1.052\t0.990\t1.114\t0.964\t0.999\t0.856\n1\t0.363\t-1.188\t-0.139\t2.492\t-1.121\t0.929\t0.323\t1.157\t2.173\t0.643\t-0.660\t0.235\t0.000\t0.942\t-0.420\t1.228\t0.000\t1.603\t0.069\t0.501\t0.000\t0.906\t0.902\t1.019\t1.677\t1.130\t1.072\t0.997\n0\t0.706\t0.967\t-1.518\t1.296\t1.045\t0.368\t1.534\t-0.688\t0.000\t0.690\t-1.752\t-0.161\t0.000\t1.451\t-1.397\t1.330\t2.548\t1.427\t-0.117\t-0.691\t0.000\t0.897\t0.872\t0.988\t1.605\t1.279\t1.139\t1.021\n1\t1.347\t-0.565\t1.673\t0.457\t1.554\t2.792\t-0.745\t0.474\t0.000\t2.670\t0.405\t-0.969\t2.215\t1.847\t0.243\t-1.408\t2.548\t0.595\t0.439\t1.097\t0.000\t0.671\t0.948\t0.986\t1.101\t0.926\t1.283\t0.992\n0\t0.956\t0.597\t-1.681\t0.213\t0.039\t0.859\t0.074\t-0.077\t2.173\t0.829\t-0.366\t-1.297\t2.215\t0.767\t0.036\t1.026\t0.000\t0.895\t0.790\t1.580\t0.000\t0.951\t0.976\t0.988\t0.895\t1.142\t0.805\t0.720\n1\t1.698\t-0.884\t-0.603\t0.720\t0.064\t0.674\t-0.693\t1.060\t2.173\t0.636\t-0.198\t0.027\t0.000\t1.237\t-0.221\t-1.697\t1.274\t1.113\t0.415\t1.551\t0.000\t1.144\t0.939\t0.988\t1.018\t0.742\t0.861\t0.806\n1\t1.044\t-1.352\t-1.229\t0.896\t-0.263\t1.325\t-0.786\t-1.511\t2.173\t0.737\t-1.496\t0.552\t0.000\t1.154\t-0.684\t0.172\t2.548\t1.219\t1.058\t0.747\t0.000\t0.661\t0.671\t1.025\t1.018\t1.539\t1.002\t0.870\n1\t1.321\t-0.470\t0.926\t0.517\t-0.192\t1.395\t-0.534\t-1.425\t0.000\t1.694\t0.479\t0.037\t2.215\t1.220\t1.999\t1.167\t0.000\t1.883\t0.593\t-0.386\t3.102\t0.770\t1.500\t0.986\t1.010\t0.625\t1.358\t1.135\n1\t0.787\t0.460\t-0.567\t1.286\t-1.215\t1.339\t-0.164\t-0.732\t2.173\t2.103\t-2.307\t0.867\t0.000\t0.949\t-0.867\t1.099\t0.000\t1.086\t-0.604\t0.172\t0.000\t0.841\t0.785\t0.990\t0.688\t0.850\t0.862\t0.773\n1\t2.035\t-0.779\t0.207\t1.149\t0.771\t1.028\t-0.347\t-1.063\t1.087\t0.701\t1.888\t-0.165\t0.000\t0.712\t-0.047\t-1.640\t1.274\t2.066\t1.162\t1.706\t0.000\t0.993\t1.066\t1.031\t0.979\t0.553\t1.016\t0.852\n0\t0.858\t-0.158\t-0.991\t0.605\t1.371\t0.806\t0.158\t1.463\t0.000\t0.744\t-0.008\t0.007\t2.215\t1.390\t1.293\t-0.586\t2.548\t0.838\t0.855\t0.922\t0.000\t0.813\t0.987\t0.991\t1.272\t1.003\t0.925\t0.898\n0\t1.084\t0.343\t1.013\t1.366\t1.570\t0.522\t-0.205\t0.056\t2.173\t0.774\t-0.523\t-0.741\t0.000\t0.458\t-2.346\t-0.399\t0.000\t1.218\t0.507\t1.621\t3.102\t1.135\t0.970\t0.986\t0.593\t0.905\t0.896\t0.915\n0\t1.823\t-0.803\t0.155\t0.827\t0.512\t0.969\t0.091\t-1.276\t2.173\t0.530\t0.507\t1.288\t0.000\t0.437\t1.185\t-0.948\t0.000\t0.402\t-0.971\t1.170\t3.102\t0.729\t0.785\t0.978\t0.560\t0.693\t0.991\t0.937\n1\t0.454\t0.409\t1.624\t0.502\t1.660\t1.147\t-1.001\t1.029\t2.173\t1.228\t-0.602\t-0.428\t2.215\t1.590\t1.235\t-0.293\t0.000\t0.803\t-0.842\t-1.686\t0.000\t0.538\t0.919\t0.987\t1.700\t1.723\t1.711\t1.392\n1\t1.254\t0.433\t-0.735\t0.152\t1.100\t0.928\t-0.161\t0.625\t2.173\t0.399\t-0.565\t1.568\t1.107\t0.427\t-2.404\t1.732\t0.000\t0.501\t-1.540\t-1.247\t0.000\t0.306\t1.219\t0.986\t0.652\t0.698\t0.744\t0.782\n0\t0.491\t1.219\t-1.519\t1.551\t1.009\t1.063\t0.179\t1.736\t2.173\t1.348\t0.804\t-0.252\t2.215\t1.319\t-0.218\t-0.323\t0.000\t0.620\t-0.769\t-1.553\t0.000\t0.958\t1.075\t0.989\t1.287\t1.813\t1.222\t1.179\n0\t0.569\t-1.331\t-1.239\t1.098\t1.564\t1.255\t-1.641\t-0.270\t0.000\t1.206\t1.206\t1.414\t0.000\t0.876\t0.350\t0.811\t2.548\t0.839\t0.617\t-0.481\t3.102\t1.114\t0.875\t0.982\t1.478\t0.613\t1.215\t1.608\n1\t1.307\t-0.702\t-1.619\t1.493\t-0.015\t0.427\t0.363\t-0.015\t2.173\t0.552\t-0.650\t0.640\t0.000\t0.690\t1.035\t-0.882\t2.548\t1.265\t-0.056\t1.413\t0.000\t0.920\t0.779\t1.920\t1.110\t0.546\t0.896\t0.770\n1\t1.596\t-0.384\t1.026\t1.259\t1.449\t0.437\t-0.998\t-0.115\t2.173\t0.700\t-1.327\t-1.342\t2.215\t0.615\t1.240\t-0.582\t0.000\t0.390\t-0.686\t-1.375\t0.000\t0.798\t1.031\t0.982\t0.943\t0.742\t0.773\t0.837\n1\t0.411\t0.919\t-1.575\t1.321\t0.230\t0.725\t1.090\t0.992\t2.173\t0.660\t1.415\t-0.544\t0.000\t0.756\t0.622\t1.572\t2.548\t0.415\t1.639\t-0.396\t0.000\t0.886\t0.906\t1.020\t0.708\t0.499\t0.602\t0.591\n1\t0.616\t1.620\t-0.370\t1.340\t-0.566\t2.037\t0.733\t0.902\t2.173\t1.775\t-2.561\t-1.128\t0.000\t0.893\t0.510\t-1.560\t0.000\t0.748\t0.577\t0.450\t0.000\t0.878\t1.104\t0.990\t0.454\t0.789\t1.026\t0.850\n0\t1.293\t1.119\t0.048\t0.432\t1.649\t0.875\t1.609\t1.048\t2.173\t1.277\t1.158\t-1.120\t1.107\t0.427\t0.394\t-0.721\t0.000\t0.366\t0.018\t0.269\t0.000\t0.351\t0.804\t1.027\t0.921\t1.481\t0.886\t0.704\n1\t2.075\t-1.040\t-1.303\t1.249\t-0.448\t0.669\t-2.452\t0.456\t0.000\t1.050\t-1.154\t0.270\t2.215\t1.211\t0.337\t1.439\t0.000\t0.711\t0.310\t-0.863\t0.000\t0.896\t0.707\t1.555\t1.276\t0.655\t0.855\t0.931\n1\t1.613\t1.361\t1.703\t0.769\t1.245\t0.911\t1.745\t-0.243\t0.000\t0.637\t0.889\t0.579\t2.215\t0.482\t0.751\t-1.353\t0.000\t0.510\t0.226\t-1.186\t1.551\t1.158\t0.943\t0.982\t0.709\t0.541\t0.639\t0.750\n0\t0.842\t0.981\t1.457\t1.649\t0.522\t0.521\t-0.264\t-1.033\t0.000\t0.773\t0.682\t-0.528\t2.215\t0.782\t-0.671\t-1.576\t0.000\t0.424\t-0.598\t1.281\t0.000\t0.646\t0.710\t1.218\t0.652\t0.494\t0.646\t0.697\n1\t1.868\t0.681\t-1.647\t0.801\t-1.618\t0.470\t-0.395\t0.517\t0.000\t1.147\t0.901\t-0.425\t2.215\t0.933\t1.144\t-0.773\t0.000\t1.020\t0.979\t0.397\t3.102\t0.874\t0.765\t0.982\t0.908\t0.670\t0.868\t0.747\n1\t0.346\t1.307\t0.018\t0.214\t-1.352\t0.991\t0.202\t-0.075\t0.000\t0.805\t0.938\t1.566\t2.215\t0.949\t0.075\t0.665\t0.000\t1.309\t0.275\t-1.189\t3.102\t0.910\t1.094\t0.984\t0.643\t0.641\t0.742\t0.665\n1\t0.679\t0.765\t0.946\t0.806\t1.301\t0.673\t-0.101\t-0.330\t2.173\t0.400\t-0.349\t0.813\t0.000\t0.679\t1.904\t-0.443\t0.000\t1.145\t1.108\t-1.406\t3.102\t1.439\t0.989\t0.988\t0.938\t1.053\t0.823\t0.839\n0\t0.538\t-1.744\t-0.236\t1.491\t-1.139\t0.290\t-1.425\t1.730\t0.000\t0.767\t-0.734\t0.362\t2.215\t0.522\t-2.175\t0.131\t0.000\t0.565\t-1.360\t0.855\t3.102\t0.775\t0.762\t0.989\t0.658\t0.371\t0.622\t0.574\n0\t1.056\t0.704\t1.188\t1.549\t-1.729\t1.054\t-2.542\t-0.295\t0.000\t0.831\t0.013\t1.146\t2.215\t1.535\t-0.066\t-0.085\t0.000\t1.038\t0.360\t-0.620\t1.551\t1.747\t1.031\t0.989\t0.633\t0.856\t0.810\t0.814\n0\t1.974\t-0.507\t-1.319\t0.254\t1.283\t0.744\t1.521\t0.952\t0.000\t0.890\t0.823\t-0.003\t2.215\t0.482\t1.107\t-1.527\t0.000\t0.513\t0.491\t-0.386\t3.102\t0.865\t0.957\t0.988\t0.645\t0.221\t0.747\t0.864\n0\t1.419\t0.386\t0.329\t3.072\t0.026\t1.708\t1.157\t-1.722\t1.087\t1.067\t0.698\t-1.057\t0.000\t1.743\t2.727\t1.667\t0.000\t0.895\t-1.022\t0.044\t3.102\t1.043\t1.026\t0.977\t2.329\t2.366\t1.745\t1.381\n1\t0.893\t0.521\t-0.511\t0.605\t0.911\t1.038\t1.163\t-0.473\t2.173\t1.056\t1.469\t-1.092\t2.215\t1.573\t0.378\t1.236\t0.000\t1.675\t0.259\t0.664\t0.000\t0.888\t1.482\t0.987\t0.839\t0.855\t1.184\t0.957\n1\t0.618\t-0.963\t-1.669\t0.662\t1.741\t1.219\t-0.260\t0.422\t0.000\t0.545\t-0.145\t-1.129\t2.215\t0.947\t1.119\t-1.358\t0.000\t1.085\t0.558\t-0.184\t3.102\t0.474\t0.700\t0.983\t1.463\t0.598\t1.006\t1.294\n0\t0.439\t-1.789\t1.531\t1.177\t-0.823\t0.950\t-1.118\t1.248\t1.087\t0.886\t0.575\t0.250\t0.000\t1.231\t0.870\t-1.059\t0.000\t0.494\t-1.366\t-0.438\t0.000\t1.277\t0.801\t0.991\t0.958\t1.116\t0.917\t0.852\n1\t0.467\t0.548\t1.247\t0.581\t-0.217\t2.671\t1.131\t-1.362\t0.000\t1.570\t-0.929\t0.798\t0.000\t2.021\t-0.485\t-0.082\t2.548\t2.711\t-0.010\t0.284\t1.551\t0.689\t1.126\t0.987\t0.765\t0.746\t0.911\t0.781\n0\t0.326\t-1.490\t-1.234\t0.604\t0.494\t0.686\t-1.240\t-0.310\t2.173\t0.886\t-1.046\t1.651\t0.000\t0.479\t0.088\t-0.726\t2.548\t0.956\t-1.241\t0.996\t0.000\t0.713\t1.034\t0.997\t0.558\t0.581\t0.704\t0.669\n1\t0.837\t-2.246\t0.393\t0.690\t-0.157\t0.650\t-1.549\t0.027\t1.087\t1.376\t-0.913\t-1.272\t1.107\t1.409\t-1.481\t-1.662\t0.000\t0.654\t-2.086\t1.566\t0.000\t0.538\t1.028\t0.974\t1.141\t1.356\t0.864\t0.831\n1\t1.227\t0.764\t-1.256\t0.257\t0.513\t0.852\t-0.716\t0.440\t0.000\t0.826\t0.276\t-1.117\t2.215\t0.530\t0.377\t0.920\t0.000\t0.524\t-0.111\t1.663\t3.102\t0.884\t1.166\t0.986\t0.517\t0.375\t0.694\t0.679\n1\t0.403\t1.827\t0.337\t0.616\t-1.165\t1.102\t1.084\t-0.087\t0.000\t1.028\t0.895\t-0.420\t0.000\t1.754\t0.517\t1.109\t0.000\t0.901\t-0.249\t1.556\t0.000\t0.825\t0.755\t0.987\t0.638\t0.757\t0.564\t0.596\n0\t0.781\t1.599\t0.839\t1.846\t-0.348\t0.996\t-0.652\t1.677\t1.087\t0.921\t-0.492\t-0.703\t0.000\t1.300\t0.219\t0.537\t1.274\t0.587\t-0.083\t1.263\t0.000\t0.959\t0.973\t1.458\t2.288\t1.381\t1.554\t1.301\n0\t2.006\t0.241\t-0.748\t0.146\t-1.374\t1.470\t-0.488\t-1.108\t2.173\t1.771\t-2.059\t0.661\t0.000\t1.613\t-0.483\t0.148\t2.548\t3.528\t0.089\t1.173\t0.000\t0.906\t1.192\t0.992\t0.839\t1.737\t1.259\t1.025\n1\t1.635\t-1.594\t0.945\t0.478\t1.327\t0.892\t-0.844\t-0.162\t2.173\t1.745\t-0.917\t-1.204\t0.000\t0.430\t-0.671\t-0.847\t0.000\t1.013\t0.092\t0.555\t3.102\t0.443\t1.057\t0.991\t1.308\t0.787\t1.017\t1.055\n1\t0.811\t-0.938\t0.851\t0.877\t-1.434\t0.743\t-1.007\t-0.032\t2.173\t1.564\t-0.496\t-1.350\t0.000\t0.850\t0.437\t0.425\t2.548\t1.328\t1.149\t0.049\t0.000\t2.721\t1.677\t1.032\t0.879\t0.904\t1.267\t1.094\n0\t1.600\t-0.949\t-0.531\t1.396\t-0.598\t2.468\t-1.353\t-0.604\t0.000\t1.386\t-0.191\t0.995\t1.107\t2.251\t0.605\t1.290\t1.274\t0.976\t-0.967\t0.802\t0.000\t2.276\t2.531\t0.999\t1.884\t0.970\t2.270\t1.826\n0\t0.482\t2.308\t1.577\t1.585\t1.346\t0.935\t1.048\t-1.272\t2.173\t0.817\t-1.365\t0.000\t0.000\t1.947\t-0.490\t0.495\t2.548\t1.852\t-0.219\t-0.640\t0.000\t1.303\t1.236\t1.004\t0.946\t2.245\t1.463\t1.505\n0\t2.797\t-0.806\t0.021\t1.439\t0.487\t1.557\t1.758\t1.079\t0.000\t1.273\t-1.175\t-1.049\t0.000\t1.544\t-0.657\t-1.552\t2.548\t2.237\t-0.361\t-1.071\t3.102\t6.909\t4.090\t1.134\t1.526\t0.632\t2.554\t2.418\n0\t0.577\t-1.617\t0.550\t1.626\t0.418\t0.806\t0.805\t-1.389\t1.087\t0.512\t1.808\t-1.115\t0.000\t0.608\t1.704\t0.415\t0.000\t0.777\t-0.875\t-1.338\t3.102\t0.840\t0.906\t0.981\t1.004\t0.899\t2.068\t2.443\n1\t1.149\t1.214\t-1.089\t0.707\t-0.564\t0.576\t1.837\t0.412\t0.000\t0.545\t0.172\t-1.410\t2.215\t0.674\t-0.338\t1.301\t0.000\t1.139\t0.437\t0.784\t3.102\t1.720\t1.012\t0.981\t0.858\t0.665\t0.757\t0.851\n1\t1.623\t0.303\t-0.872\t0.340\t-0.466\t2.228\t1.041\t1.409\t0.000\t2.718\t-0.044\t0.143\t0.000\t0.804\t-0.673\t-0.818\t2.548\t1.006\t2.146\t-1.477\t0.000\t2.248\t1.759\t0.993\t0.564\t0.467\t1.448\t1.345\n1\t0.436\t-0.509\t-1.555\t1.165\t-0.011\t0.800\t0.078\t-0.738\t0.000\t0.890\t0.289\t1.498\t1.107\t0.749\t1.136\t-0.742\t0.000\t1.384\t-0.087\t0.693\t1.551\t0.861\t1.090\t0.989\t0.857\t0.695\t0.837\t0.752\n1\t0.662\t0.176\t-0.210\t0.819\t1.440\t0.913\t-0.704\t-1.337\t2.173\t0.548\t-1.024\t0.729\t0.000\t1.171\t0.214\t0.782\t0.000\t1.452\t-0.949\t-0.495\t1.551\t0.850\t1.054\t1.016\t0.906\t0.879\t0.915\t0.808\n0\t0.617\t-1.438\t-1.351\t1.439\t-0.095\t0.629\t-0.615\t1.157\t2.173\t0.767\t-1.190\t-0.608\t1.107\t0.648\t-2.146\t1.180\t0.000\t0.524\t-1.539\t1.741\t0.000\t0.353\t0.736\t1.182\t1.026\t1.068\t0.765\t0.682\n0\t1.246\t-0.426\t1.734\t0.712\t0.462\t1.037\t-0.780\t-0.976\t2.173\t1.107\t2.167\t0.348\t0.000\t0.591\t-1.772\t0.876\t0.000\t0.880\t0.164\t-1.067\t0.000\t1.290\t1.085\t1.189\t0.677\t1.037\t0.766\t0.730\n1\t0.583\t0.393\t-1.245\t1.586\t1.218\t0.877\t-0.834\t0.087\t1.087\t0.929\t0.768\t-0.582\t0.000\t0.726\t-0.502\t-1.354\t2.548\t1.071\t-0.601\t1.087\t0.000\t1.687\t1.086\t1.062\t1.302\t0.968\t0.922\t0.912\n1\t0.950\t1.222\t0.941\t0.366\t0.017\t1.032\t2.527\t-1.316\t0.000\t0.722\t2.208\t-0.447\t0.000\t1.637\t1.281\t0.310\t2.548\t1.297\t0.852\t1.530\t1.551\t1.319\t1.301\t0.989\t0.757\t1.015\t1.116\t1.045\n1\t0.837\t1.281\t1.703\t1.308\t0.426\t1.582\t1.094\t-0.995\t0.000\t1.412\t0.366\t0.597\t0.000\t0.984\t1.162\t0.785\t1.274\t1.365\t1.303\t-0.757\t3.102\t1.270\t0.884\t1.324\t0.704\t0.881\t0.878\t0.894\n1\t1.037\t1.955\t0.489\t0.492\t-0.897\t1.252\t0.563\t-1.509\t2.173\t1.371\t-0.159\t0.300\t0.000\t0.998\t-1.029\t0.804\t0.000\t1.181\t0.540\t-0.581\t1.551\t1.015\t0.973\t0.987\t1.275\t0.957\t1.048\t1.049\n1\t1.408\t0.505\t0.460\t1.324\t-0.996\t0.710\t1.561\t1.053\t2.173\t0.825\t1.205\t0.531\t0.000\t1.201\t1.778\t-1.342\t0.000\t1.353\t0.037\t-0.293\t3.102\t0.689\t0.963\t1.829\t0.983\t1.307\t0.975\t0.967\n0\t0.627\t-0.368\t-0.204\t1.086\t-1.131\t0.674\t0.176\t0.406\t2.173\t1.090\t0.561\t-1.586\t2.215\t0.871\t1.295\t-0.232\t0.000\t0.791\t-1.121\t1.086\t0.000\t1.911\t1.228\t0.991\t1.117\t1.255\t0.993\t0.990\n0\t0.906\t0.053\t-1.025\t1.530\t-0.868\t0.543\t0.146\t0.708\t0.000\t0.869\t-0.134\t0.025\t2.215\t1.025\t-0.736\t1.142\t1.274\t0.635\t0.139\t1.171\t0.000\t0.824\t0.809\t0.975\t1.005\t0.914\t0.837\t0.836\n1\t0.848\t-0.304\t0.395\t0.451\t1.429\t0.383\t0.502\t0.928\t0.000\t0.620\t1.057\t-1.583\t1.107\t0.982\t-0.149\t-0.422\t0.000\t0.805\t-0.573\t-0.405\t1.551\t1.101\t0.932\t0.989\t0.667\t0.851\t0.646\t0.609\n1\t0.560\t-0.423\t-1.118\t0.705\t0.651\t0.681\t-0.886\t-1.730\t2.173\t1.277\t-0.933\t-0.917\t2.215\t0.999\t-1.344\t0.436\t0.000\t1.095\t-1.613\t0.896\t0.000\t0.822\t0.935\t0.989\t0.830\t0.920\t0.785\t0.686\n0\t0.292\t-1.473\t0.212\t2.889\t-0.722\t0.814\t-1.387\t0.609\t2.173\t1.048\t-1.752\t-1.058\t0.000\t0.844\t-0.834\t-0.199\t2.548\t2.633\t-1.540\t0.917\t0.000\t0.922\t0.974\t0.989\t1.293\t0.734\t0.888\t1.047\n0\t0.660\t-1.565\t-0.146\t1.221\t0.924\t0.965\t-0.930\t0.053\t2.173\t1.485\t-0.516\t-1.422\t2.215\t1.038\t-1.196\t1.543\t0.000\t0.792\t-1.485\t-0.900\t0.000\t0.841\t0.891\t1.022\t0.850\t1.748\t1.077\t0.910\n0\t0.512\t-0.689\t0.559\t1.678\t1.386\t1.204\t-0.541\t-1.189\t2.173\t0.957\t0.222\t0.093\t2.215\t0.851\t-1.175\t-0.108\t0.000\t0.865\t1.165\t0.767\t0.000\t1.820\t1.166\t0.986\t1.175\t1.576\t1.139\t1.027\n1\t1.583\t0.158\t-0.597\t0.434\t0.915\t0.736\t-1.038\t-1.544\t2.173\t0.449\t-1.431\t0.069\t2.215\t0.316\t-1.781\t0.437\t0.000\t0.454\t-1.104\t0.603\t0.000\t0.307\t0.682\t1.124\t0.845\t0.859\t0.814\t0.740\n1\t0.929\t0.634\t-1.486\t0.290\t-0.406\t1.568\t-1.725\t1.243\t0.000\t1.726\t-0.290\t-0.298\t2.215\t1.115\t1.417\t-0.738\t0.000\t1.302\t0.083\t0.645\t0.000\t0.922\t1.200\t0.988\t1.357\t0.920\t1.016\t0.993\n0\t1.532\t0.972\t1.010\t0.872\t1.291\t0.811\t0.208\t-1.183\t0.000\t0.816\t1.054\t-0.234\t2.215\t0.846\t-0.674\t0.228\t2.548\t0.386\t-0.663\t-0.375\t0.000\t0.724\t0.909\t0.969\t1.358\t0.990\t1.029\t0.985\n1\t0.468\t-0.263\t0.809\t0.941\t-0.254\t0.824\t0.866\t1.305\t2.173\t1.317\t0.874\t-1.557\t0.000\t1.041\t0.901\t0.192\t2.548\t1.156\t0.116\t-0.414\t0.000\t1.513\t1.215\t0.994\t0.902\t0.976\t0.907\t0.803\n1\t3.280\t-0.404\t1.408\t0.578\t-0.635\t0.672\t-0.732\t-0.046\t2.173\t2.028\t-0.005\t-0.710\t0.000\t0.519\t-0.747\t0.972\t2.548\t0.399\t1.031\t0.346\t0.000\t1.230\t1.076\t1.838\t1.409\t0.585\t0.889\t1.044\n1\t0.966\t-0.702\t-1.111\t0.749\t0.882\t0.524\t0.466\t0.339\t2.173\t0.294\t-1.392\t1.628\t0.000\t0.665\t-2.021\t0.159\t0.000\t0.713\t0.352\t-1.684\t3.102\t0.713\t0.879\t1.149\t0.900\t0.626\t0.788\t0.714\n0\t2.338\t-1.420\t0.795\t0.438\t0.075\t1.305\t-0.920\t-0.845\t2.173\t0.876\t-1.080\t-0.207\t0.000\t1.423\t-0.980\t1.453\t2.548\t0.642\t-1.350\t-1.646\t0.000\t0.959\t1.006\t0.986\t0.865\t1.494\t1.151\t0.966\n0\t0.433\t0.579\t1.001\t0.812\t-1.199\t1.224\t1.279\t1.078\t1.087\t1.404\t-0.135\t-0.652\t0.000\t0.740\t0.493\t-1.177\t0.000\t0.938\t-0.359\t0.403\t3.102\t0.895\t0.896\t0.993\t1.355\t1.279\t1.223\t1.027\n0\t1.920\t-0.563\t0.188\t0.787\t0.596\t0.835\t-1.803\t-1.487\t0.000\t0.900\t-0.889\t1.736\t1.107\t0.349\t1.577\t-1.561\t0.000\t0.685\t-0.170\t-0.885\t0.000\t0.682\t0.899\t0.986\t0.687\t1.195\t0.872\t0.802\n0\t1.451\t-0.442\t-0.441\t0.354\t0.333\t1.132\t-0.626\t-0.885\t2.173\t1.479\t-0.780\t1.024\t0.000\t0.770\t0.958\t1.257\t1.274\t0.513\t-0.180\t1.054\t0.000\t0.339\t0.915\t0.986\t0.811\t1.547\t1.085\t0.976\n1\t0.768\t-0.836\t1.352\t1.233\t-0.152\t0.774\t-0.076\t1.142\t0.000\t1.419\t-0.195\t-0.787\t2.215\t0.752\t-0.260\t0.547\t0.000\t0.857\t-0.114\t1.683\t3.102\t0.716\t1.340\t1.317\t0.797\t0.790\t0.815\t0.799\n1\t0.973\t0.524\t1.577\t0.499\t1.650\t1.053\t0.959\t0.079\t0.000\t0.518\t1.071\t1.192\t1.107\t0.436\t-0.327\t1.740\t2.548\t0.577\t-2.212\t-1.244\t0.000\t0.928\t0.998\t0.984\t0.710\t0.468\t0.701\t0.807\n1\t0.607\t-1.734\t1.443\t1.019\t0.645\t0.752\t0.781\t-1.011\t2.173\t0.520\t-0.568\t-1.528\t0.000\t0.629\t-0.682\t0.615\t1.274\t0.449\t1.810\t0.758\t0.000\t0.845\t0.786\t0.988\t0.515\t1.119\t0.930\t0.769\n1\t0.695\t1.537\t-0.672\t1.545\t-0.794\t0.799\t1.111\t0.742\t2.173\t1.166\t0.030\t1.022\t2.215\t0.657\t1.287\t-0.261\t0.000\t0.681\t1.884\t1.696\t0.000\t0.793\t0.831\t0.989\t2.218\t0.887\t1.554\t1.173\n0\t2.717\t-0.525\t0.903\t2.327\t0.516\t1.663\t-0.042\t-0.959\t2.173\t1.006\t-0.092\t-0.360\t2.215\t0.762\t0.082\t-1.431\t0.000\t0.945\t-0.021\t1.463\t0.000\t0.480\t0.900\t1.189\t1.402\t0.980\t1.637\t1.265\n1\t0.804\t0.922\t-0.244\t0.241\t0.738\t1.167\t0.144\t-1.053\t2.173\t0.715\t0.576\t0.686\t0.000\t0.888\t0.382\t1.720\t2.548\t0.391\t1.332\t1.203\t0.000\t0.476\t1.166\t0.985\t0.728\t0.779\t0.747\t0.693\n1\t0.488\t1.230\t1.552\t0.227\t1.537\t0.510\t0.869\t-0.654\t0.000\t0.613\t1.645\t-0.152\t0.000\t0.612\t-0.717\t1.200\t2.548\t0.481\t1.281\t1.027\t3.102\t0.719\t1.133\t0.989\t0.599\t0.602\t0.698\t0.673\n0\t0.999\t-0.495\t-0.580\t0.305\t0.785\t1.170\t2.173\t-0.569\t0.000\t1.042\t0.916\t0.537\t2.215\t0.889\t1.326\t1.586\t0.000\t2.062\t-0.591\t1.339\t3.102\t1.842\t1.641\t0.988\t0.879\t1.503\t1.814\t1.715\n1\t1.038\t-1.460\t0.819\t0.586\t-1.021\t1.135\t-0.043\t-0.539\t0.000\t0.713\t-0.447\t1.647\t0.000\t0.944\t-0.206\t-1.401\t2.548\t1.261\t0.646\t0.346\t0.000\t1.399\t0.983\t1.076\t0.521\t0.418\t0.614\t0.714\n1\t0.485\t1.309\t-0.784\t0.545\t-1.079\t0.965\t-0.525\t0.158\t0.000\t0.934\t0.702\t-0.993\t0.000\t1.659\t-0.335\t1.118\t2.548\t1.181\t0.056\t-0.299\t0.000\t0.923\t1.042\t0.996\t0.981\t0.827\t0.931\t0.807\n1\t1.403\t1.477\t1.714\t0.929\t-0.956\t1.201\t1.254\t-0.256\t2.173\t1.164\t1.502\t1.196\t0.000\t1.003\t0.255\t0.500\t2.548\t0.919\t1.642\t-1.047\t0.000\t1.247\t1.181\t1.062\t1.222\t1.110\t1.039\t0.969\n1\t0.538\t1.221\t0.603\t0.786\t-1.049\t1.723\t1.436\t1.285\t0.000\t2.041\t0.755\t-0.481\t0.000\t1.668\t0.233\t-1.071\t2.548\t1.448\t0.654\t-0.090\t0.000\t0.772\t1.111\t0.990\t0.844\t1.028\t0.982\t0.925\n0\t1.496\t1.807\t-0.762\t0.586\t-1.348\t0.803\t1.347\t0.745\t0.000\t0.433\t1.002\t-0.730\t2.215\t0.599\t1.272\t1.059\t0.000\t1.012\t0.841\t1.471\t1.551\t0.883\t0.777\t0.991\t0.876\t0.547\t0.618\t0.696\n1\t0.623\t-2.071\t-0.523\t1.502\t0.475\t0.701\t-0.932\t-1.679\t2.173\t0.380\t-1.715\t0.910\t0.000\t1.050\t-0.794\t-1.222\t1.274\t0.409\t-1.416\t-1.203\t0.000\t0.486\t0.569\t1.050\t1.184\t0.430\t0.909\t0.691\n0\t0.869\t-1.243\t-1.520\t1.482\t0.181\t1.598\t-0.898\t-1.025\t1.087\t1.036\t1.073\t1.064\t1.107\t0.718\t0.844\t0.159\t0.000\t0.680\t2.340\t0.641\t0.000\t0.898\t0.847\t1.571\t1.386\t2.877\t1.926\t1.842\n0\t0.601\t0.889\t1.639\t0.792\t-0.093\t0.861\t0.359\t1.598\t2.173\t1.388\t0.463\t1.014\t0.000\t2.567\t-0.430\t-0.316\t0.000\t1.168\t1.369\t-1.719\t0.000\t1.459\t1.054\t0.987\t0.662\t0.950\t0.871\t0.766\n0\t2.442\t-0.542\t-0.318\t0.938\t0.615\t0.572\t-1.347\t0.699\t0.000\t0.840\t-1.013\t1.191\t0.000\t1.383\t-1.054\t-1.459\t2.548\t0.802\t1.240\t1.684\t0.000\t0.673\t0.974\t1.563\t0.851\t0.180\t0.843\t0.853\n0\t0.748\t-0.178\t-0.751\t1.096\t-1.097\t0.534\t1.159\t-1.022\t0.000\t0.552\t1.885\t-1.740\t0.000\t1.430\t1.143\t0.869\t2.548\t1.566\t-0.111\t0.134\t3.102\t0.830\t1.010\t0.978\t0.926\t1.111\t0.938\t0.875\n0\t2.328\t-0.849\t-0.787\t0.845\t-1.232\t1.507\t-0.506\t0.771\t0.000\t0.920\t-1.056\t-1.622\t2.215\t0.736\t-1.174\t0.017\t2.548\t1.017\t0.271\t0.583\t0.000\t0.874\t0.940\t0.978\t0.834\t0.875\t0.920\t1.084\n0\t0.530\t1.968\t-0.666\t1.719\t-1.336\t0.811\t1.924\t1.282\t0.000\t1.155\t0.304\t0.217\t0.000\t1.035\t0.932\t0.643\t1.274\t1.272\t0.275\t-0.747\t1.551\t2.514\t1.423\t0.983\t1.440\t0.889\t1.158\t1.325\n1\t0.714\t1.096\t-1.608\t1.130\t-0.665\t0.467\t0.632\t1.157\t0.000\t0.513\t-0.905\t0.889\t2.215\t0.483\t-0.154\t-1.198\t0.000\t1.120\t0.142\t-0.386\t3.102\t0.922\t1.011\t0.992\t0.772\t0.740\t0.870\t0.763\n1\t1.123\t1.909\t-0.819\t0.267\t1.591\t1.142\t2.741\t1.347\t0.000\t1.035\t0.886\t-1.704\t0.000\t2.641\t0.299\t-0.137\t2.548\t0.800\t0.012\t-0.542\t0.000\t0.869\t1.075\t0.982\t0.473\t0.762\t0.787\t0.853\n0\t1.014\t-1.994\t1.303\t0.856\t0.353\t0.458\t-2.789\t0.058\t0.000\t0.620\t-2.831\t-1.428\t0.000\t0.346\t0.246\t-0.085\t0.000\t0.642\t-0.897\t-1.050\t1.551\t1.103\t0.872\t0.988\t0.843\t0.309\t0.800\t0.743\n0\t1.028\t-0.064\t0.594\t1.347\t1.069\t0.815\t-1.695\t-1.162\t0.000\t1.054\t-1.246\t-0.660\t1.107\t0.443\t-0.840\t0.870\t2.548\t0.392\t2.087\t0.055\t0.000\t3.586\t1.938\t0.995\t1.591\t0.725\t1.315\t1.315\n1\t0.590\t1.583\t0.880\t2.002\t1.030\t1.245\t0.454\t-0.029\t0.000\t0.925\t-1.633\t-1.702\t0.000\t0.975\t0.704\t-1.381\t0.000\t1.409\t0.543\t-0.534\t3.102\t0.605\t0.666\t1.002\t2.159\t0.625\t1.537\t1.286\n0\t0.573\t0.002\t-1.054\t1.101\t-0.091\t1.234\t0.158\t-0.794\t2.173\t1.285\t2.792\t0.701\t0.000\t0.913\t1.425\t1.564\t0.000\t1.650\t-1.087\t1.193\t0.000\t0.490\t0.552\t0.985\t0.891\t0.531\t0.849\t0.925\n0\t0.728\t2.079\t0.378\t1.072\t-1.296\t0.603\t1.038\t-0.997\t2.173\t0.515\t-0.350\t-0.123\t0.000\t1.324\t0.646\t1.181\t2.548\t0.833\t1.004\t0.568\t0.000\t0.891\t0.908\t1.222\t1.095\t1.046\t0.855\t0.855\n0\t0.860\t1.951\t0.577\t1.180\t-1.724\t1.987\t0.010\t-0.103\t0.000\t1.173\t-2.492\t1.607\t0.000\t0.740\t0.815\t-1.006\t1.274\t0.411\t2.024\t1.505\t0.000\t0.259\t0.600\t1.223\t0.746\t0.437\t0.615\t0.534\n1\t0.788\t-0.503\t-1.554\t0.544\t-1.085\t0.764\t0.483\t-0.384\t1.087\t0.716\t-0.335\t1.422\t2.215\t0.622\t1.316\t-0.784\t0.000\t0.985\t0.401\t1.459\t0.000\t0.892\t0.880\t0.983\t0.834\t1.182\t0.734\t0.681\n1\t1.602\t-0.482\t0.950\t1.322\t0.472\t0.677\t1.982\t-1.200\t0.000\t0.700\t-1.234\t-0.934\t2.215\t0.898\t0.361\t-0.506\t2.548\t0.811\t-0.927\t1.513\t0.000\t0.425\t0.690\t0.985\t1.082\t0.848\t0.917\t0.735\n1\t1.225\t0.116\t0.092\t0.736\t0.873\t1.149\t-0.047\t1.182\t0.000\t2.263\t0.312\t-0.762\t0.000\t0.911\t0.663\t0.838\t2.548\t1.177\t2.419\t-1.470\t0.000\t0.899\t0.789\t0.984\t0.588\t0.397\t0.512\t0.546\n1\t1.898\t-0.746\t0.746\t0.312\t-1.590\t1.130\t-0.815\t-0.686\t2.173\t0.491\t0.552\t-1.143\t2.215\t0.779\t-0.315\t1.072\t0.000\t0.374\t-0.082\t0.318\t0.000\t0.381\t0.964\t0.988\t0.908\t0.934\t0.934\t0.745\n0\t1.794\t-0.438\t0.286\t0.532\t0.221\t0.548\t1.236\t-1.684\t0.000\t1.048\t0.250\t-1.356\t2.215\t0.857\t-0.319\t1.316\t2.548\t1.275\t0.023\t-0.424\t0.000\t1.424\t1.003\t0.988\t0.821\t0.742\t0.853\t0.874\n1\t1.048\t-0.133\t-0.045\t1.171\t-0.480\t1.119\t-0.481\t1.593\t0.000\t1.116\t0.704\t1.170\t0.000\t1.673\t-0.078\t-0.633\t2.548\t0.851\t0.712\t0.208\t3.102\t0.819\t0.671\t0.982\t0.698\t0.769\t0.876\t0.818\n0\t2.582\t-1.329\t1.319\t1.076\t1.038\t1.456\t-1.316\t-0.651\t0.000\t0.828\t-0.905\t-0.453\t0.000\t0.724\t-0.299\t1.223\t2.548\t0.745\t-0.345\t0.074\t3.102\t0.624\t1.217\t0.993\t0.967\t0.484\t0.760\t1.087\n0\t0.291\t1.048\t-0.077\t1.333\t-0.877\t0.546\t1.539\t0.439\t0.000\t0.816\t-0.192\t1.308\t2.215\t0.828\t1.119\t1.270\t0.000\t1.163\t0.661\t-0.763\t3.102\t0.846\t1.052\t0.989\t0.843\t0.955\t1.154\t0.989\n1\t2.282\t-1.030\t-1.371\t0.678\t-0.296\t1.450\t-1.066\t1.378\t2.173\t1.634\t-0.654\t-0.119\t0.000\t0.751\t0.007\t0.628\t2.548\t0.701\t-1.102\t-0.813\t0.000\t0.938\t0.883\t1.420\t1.338\t1.099\t1.120\t1.077\n1\t0.880\t1.128\t-1.297\t0.348\t-0.336\t0.178\t1.480\t0.302\t0.000\t0.498\t-0.573\t-0.498\t2.215\t1.024\t0.453\t0.889\t2.548\t1.012\t2.151\t-1.219\t0.000\t0.850\t1.163\t0.984\t0.673\t0.840\t1.065\t0.912\n1\t0.669\t-1.065\t0.454\t1.022\t1.188\t1.509\t0.252\t1.534\t0.000\t2.303\t-0.294\t-0.544\t2.215\t0.437\t-0.311\t0.681\t0.000\t0.732\t0.767\t-0.359\t3.102\t1.108\t1.033\t0.987\t1.376\t0.787\t1.256\t1.075\n1\t0.783\t0.716\t0.830\t0.547\t-0.838\t1.076\t0.502\t1.729\t2.173\t0.893\t0.347\t-0.239\t1.107\t0.896\t1.196\t0.098\t0.000\t0.520\t1.227\t-1.239\t0.000\t0.706\t1.060\t0.985\t0.685\t1.417\t0.837\t0.719\n0\t1.150\t0.215\t1.537\t0.602\t-1.123\t0.707\t-0.017\t0.190\t0.000\t0.931\t-0.567\t-0.611\t0.000\t0.876\t0.895\t0.484\t2.548\t0.801\t1.320\t1.267\t0.000\t0.910\t0.936\t0.994\t0.568\t0.666\t0.622\t0.627\n1\t1.341\t-0.542\t1.479\t0.908\t-1.407\t0.429\t0.149\t-0.619\t0.000\t0.839\t-0.121\t-0.161\t2.215\t1.292\t0.830\t0.684\t1.274\t0.610\t1.166\t-0.352\t0.000\t0.552\t0.813\t0.986\t1.006\t0.971\t0.907\t0.788\n0\t0.878\t1.195\t0.358\t2.148\t0.590\t1.251\t1.208\t-0.915\t2.173\t0.741\t0.016\t-1.312\t2.215\t0.278\t0.172\t1.371\t0.000\t0.716\t1.457\t1.271\t0.000\t0.427\t0.888\t0.992\t1.617\t1.032\t1.394\t1.039\n1\t0.652\t-0.281\t0.657\t1.086\t0.993\t0.889\t0.225\t1.086\t1.087\t0.756\t0.826\t-0.581\t1.107\t1.388\t1.540\t-0.913\t0.000\t1.020\t2.040\t-0.675\t0.000\t0.581\t0.700\t0.994\t1.056\t1.262\t1.100\t1.572\n0\t0.892\t-0.959\t-1.325\t1.056\t0.391\t0.781\t-0.377\t0.155\t2.173\t0.948\t0.355\t-1.283\t0.000\t1.174\t1.167\t0.904\t1.274\t0.838\t0.391\t-0.029\t0.000\t1.052\t1.068\t1.344\t0.920\t1.337\t1.083\t0.982\n0\t0.644\t-0.473\t-0.491\t1.978\t-0.976\t1.653\t-0.471\t1.029\t2.173\t1.675\t-0.450\t-0.770\t1.107\t0.937\t-0.700\t0.537\t0.000\t1.118\t-1.380\t0.549\t0.000\t0.864\t1.243\t0.992\t1.837\t2.445\t1.463\t1.229\n1\t1.206\t-1.561\t-1.529\t1.907\t1.452\t1.315\t-1.673\t-0.019\t0.000\t0.549\t-0.500\t0.583\t2.215\t0.700\t-0.725\t-1.086\t2.548\t0.980\t-1.242\t-0.838\t0.000\t1.179\t0.997\t0.994\t1.050\t0.664\t0.782\t0.961\n1\t2.290\t0.260\t0.112\t1.207\t-0.719\t1.533\t-0.816\t1.460\t1.087\t0.657\t-0.482\t-0.676\t2.215\t0.425\t0.206\t-1.051\t0.000\t0.488\t2.195\t1.268\t0.000\t0.879\t1.013\t1.568\t2.128\t1.405\t1.400\t1.277\n1\t3.214\t-0.930\t-1.477\t1.183\t1.547\t2.422\t-0.739\t0.156\t0.000\t0.647\t-0.140\t-1.317\t1.107\t0.373\t-0.664\t0.576\t0.000\t1.099\t0.390\t-0.627\t0.000\t0.805\t0.849\t1.094\t0.749\t0.606\t0.623\t0.847\n0\t1.425\t-0.176\t-1.441\t0.432\t-0.142\t0.677\t-0.217\t-0.086\t2.173\t0.835\t-1.093\t1.179\t0.000\t0.555\t1.103\t-0.518\t0.000\t0.692\t0.468\t1.065\t3.102\t1.370\t0.849\t1.001\t0.842\t0.688\t0.714\t0.685\n1\t1.636\t-1.937\t0.185\t0.694\t0.468\t0.998\t-0.321\t-0.558\t2.173\t0.954\t0.975\t-1.685\t0.000\t0.414\t-2.065\t0.633\t0.000\t1.420\t-0.648\t1.635\t3.102\t0.672\t0.976\t1.002\t1.047\t1.193\t1.054\t0.840\n0\t1.002\t-0.503\t-1.552\t0.504\t-0.050\t1.645\t-2.624\t0.577\t0.000\t1.578\t0.388\t-1.533\t2.215\t1.186\t1.992\t-0.585\t0.000\t0.956\t0.541\t0.238\t3.102\t0.853\t0.893\t0.989\t0.847\t1.117\t0.979\t0.962\n1\t0.351\t1.357\t-0.471\t0.487\t-0.196\t1.034\t0.005\t1.672\t0.000\t1.425\t0.087\t-0.229\t2.215\t0.977\t0.567\t-1.479\t0.000\t1.201\t-1.747\t0.672\t0.000\t0.780\t0.663\t0.979\t0.670\t0.870\t0.935\t0.804\n0\t0.727\t2.288\t0.495\t0.266\t1.052\t0.654\t0.232\t-0.396\t2.173\t0.746\t-1.066\t1.568\t1.107\t0.540\t0.318\t1.398\t0.000\t0.827\t0.763\t-0.684\t0.000\t0.734\t0.908\t0.991\t0.956\t1.247\t1.101\t0.861\n0\t0.401\t0.784\t0.041\t1.706\t0.462\t1.345\t0.185\t-0.932\t2.173\t0.651\t0.167\t-1.603\t0.000\t0.938\t0.512\t1.133\t2.548\t0.415\t-0.183\t0.867\t0.000\t0.554\t0.836\t0.997\t0.970\t1.366\t1.378\t1.101\n0\t0.424\t0.868\t-0.998\t1.639\t1.255\t1.474\t0.713\t-0.037\t2.173\t0.339\t1.612\t-1.394\t0.000\t0.834\t0.376\t1.566\t2.548\t0.570\t-0.532\t-1.266\t0.000\t0.816\t1.177\t1.035\t0.567\t1.387\t0.960\t0.818\n0\t0.369\t0.964\t-1.426\t0.948\t0.991\t0.420\t-2.202\t0.725\t0.000\t1.112\t-0.077\t-0.739\t1.107\t0.621\t-0.510\t-1.648\t0.000\t0.863\t0.195\t0.240\t3.102\t1.153\t1.012\t0.988\t0.916\t0.697\t0.894\t0.804\n0\t0.333\t0.151\t-0.921\t1.240\t0.133\t1.089\t-0.398\t-1.031\t2.173\t0.860\t0.725\t1.421\t0.000\t1.010\t0.153\t0.411\t2.548\t1.383\t1.097\t0.808\t0.000\t0.852\t0.847\t0.989\t1.427\t1.314\t1.096\t1.002\n0\t0.861\t0.869\t1.377\t1.051\t-0.251\t0.697\t0.169\t-1.222\t0.000\t0.881\t-0.049\t0.640\t2.215\t0.402\t-0.966\t1.587\t0.000\t0.776\t-0.105\t0.063\t3.102\t0.828\t0.995\t1.311\t0.744\t0.372\t0.638\t0.705\n0\t0.954\t-0.909\t-1.450\t0.967\t1.149\t0.639\t0.269\t0.909\t1.087\t1.148\t-0.412\t-0.625\t1.107\t0.790\t1.038\t-0.179\t0.000\t0.624\t1.746\t0.893\t0.000\t0.744\t0.849\t0.987\t0.986\t1.316\t0.937\t0.964\n1\t0.540\t2.262\t0.484\t0.673\t-0.187\t1.044\t1.247\t-0.608\t0.000\t1.147\t1.438\t1.410\t2.215\t1.899\t0.869\t1.039\t2.548\t0.518\t0.294\t-0.477\t0.000\t0.543\t1.271\t0.992\t0.899\t0.662\t1.026\t0.873\n1\t1.150\t0.782\t-0.107\t0.213\t1.400\t1.096\t0.686\t1.405\t0.000\t0.275\t-2.784\t-0.645\t0.000\t0.748\t1.283\t0.073\t2.548\t0.882\t0.442\t-1.498\t0.000\t0.762\t0.973\t0.988\t0.525\t0.683\t0.763\t0.729\n1\t1.225\t0.129\t-0.695\t0.800\t-1.683\t0.647\t-0.224\t1.404\t0.000\t1.348\t-1.116\t0.879\t1.107\t0.639\t-2.416\t-0.604\t0.000\t0.759\t0.269\t0.468\t0.000\t0.869\t0.633\t1.065\t1.352\t0.921\t0.955\t0.885\n1\t0.973\t-0.601\t1.536\t1.202\t-1.158\t1.513\t-0.246\t-1.580\t2.173\t2.024\t-1.088\t0.096\t0.000\t1.537\t-1.033\t0.859\t0.000\t1.341\t1.201\t-0.222\t0.000\t1.716\t1.158\t0.988\t0.740\t0.979\t1.445\t1.187\n1\t1.394\t-0.406\t-1.088\t0.359\t-0.745\t1.600\t-1.160\t0.445\t0.000\t1.849\t0.376\t-0.966\t2.215\t1.368\t-0.595\t1.068\t0.000\t0.722\t0.627\t1.096\t0.000\t0.836\t0.613\t0.994\t0.686\t0.822\t0.920\t0.806\n0\t0.441\t-0.672\t1.115\t1.701\t-0.577\t0.586\t-1.313\t1.345\t0.000\t0.580\t0.866\t-1.567\t1.107\t0.771\t-0.720\t-0.032\t2.548\t0.744\t-1.531\t0.496\t0.000\t0.747\t0.745\t1.199\t1.026\t0.967\t0.848\t0.809\n0\t1.050\t0.816\t0.893\t1.093\t1.623\t1.096\t0.049\t-1.359\t1.087\t0.746\t0.660\t-0.191\t2.215\t1.012\t-1.555\t-0.394\t0.000\t0.969\t-2.002\t0.292\t0.000\t0.930\t1.320\t0.987\t1.186\t1.233\t1.163\t1.259\n1\t0.687\t1.388\t-1.210\t1.089\t0.304\t1.684\t2.240\t1.040\t0.000\t1.894\t-0.240\t-0.942\t1.107\t0.990\t-0.276\t-0.072\t1.274\t0.530\t-0.935\t-1.615\t0.000\t0.457\t0.584\t1.173\t1.000\t1.028\t1.111\t0.861\n1\t0.655\t1.750\t-1.468\t0.571\t1.107\t1.263\t0.466\t-0.936\t0.000\t0.535\t2.260\t-0.187\t0.000\t1.054\t0.311\t0.322\t2.548\t2.889\t1.295\t1.024\t1.551\t1.202\t1.110\t0.996\t0.833\t1.166\t1.141\t0.931\n0\t1.265\t-0.516\t-1.174\t0.383\t-0.287\t1.131\t1.131\t1.030\t0.000\t1.633\t-0.958\t-0.456\t2.215\t1.490\t0.718\t1.424\t0.000\t1.244\t0.968\t0.275\t3.102\t0.910\t0.961\t0.994\t0.799\t1.840\t1.728\t1.498\n0\t0.362\t0.894\t0.866\t1.503\t-0.534\t0.805\t-0.622\t0.985\t1.087\t1.271\t0.207\t1.562\t2.215\t1.174\t-0.496\t-0.513\t0.000\t0.869\t-0.523\t-0.110\t0.000\t0.399\t1.001\t0.988\t1.174\t0.979\t1.107\t1.015\n1\t1.013\t0.278\t1.406\t1.450\t1.146\t1.421\t0.747\t-0.911\t1.087\t0.690\t2.763\t0.803\t0.000\t1.361\t0.938\t-0.404\t0.000\t0.485\t1.149\t-0.266\t0.000\t0.864\t1.474\t0.988\t1.762\t1.408\t1.309\t1.435\n0\t0.478\t1.732\t0.908\t0.918\t-0.729\t0.779\t-0.271\t0.023\t0.000\t0.980\t0.064\t1.456\t0.000\t1.231\t0.744\t0.444\t2.548\t1.220\t-0.823\t-1.533\t0.000\t1.000\t0.861\t0.983\t0.741\t0.730\t0.829\t0.810\n1\t0.970\t1.230\t0.418\t0.289\t0.569\t1.060\t0.664\t-1.239\t2.173\t0.517\t-1.119\t0.592\t2.215\t0.632\t0.260\t0.822\t0.000\t0.756\t-1.191\t-1.335\t0.000\t1.024\t1.204\t0.993\t0.841\t1.572\t0.974\t0.868\n0\t1.638\t-0.777\t-1.571\t1.072\t1.424\t0.943\t0.731\t0.182\t1.087\t0.389\t0.215\t0.882\t0.000\t0.478\t-1.303\t-0.423\t2.548\t0.729\t-0.670\t-0.809\t0.000\t0.786\t0.905\t0.991\t0.804\t1.179\t1.098\t0.858\n1\t3.481\t0.207\t-1.183\t1.274\t-1.497\t1.965\t-1.060\t0.283\t0.000\t0.705\t0.225\t1.663\t0.000\t0.853\t0.888\t-0.927\t2.548\t0.890\t2.063\t0.237\t0.000\t1.729\t1.119\t0.991\t1.429\t0.914\t0.953\t1.036\n1\t2.031\t-0.675\t-1.619\t0.112\t-1.193\t0.588\t-0.435\t-0.641\t2.173\t0.931\t0.709\t-0.049\t2.215\t0.669\t-0.902\t-0.133\t0.000\t1.021\t2.021\t0.980\t0.000\t0.813\t0.859\t0.994\t0.841\t0.872\t0.905\t0.772\n1\t1.005\t1.425\t-0.123\t1.039\t-1.255\t1.135\t1.172\t0.147\t2.173\t1.229\t1.453\t1.724\t0.000\t0.635\t2.167\t-1.737\t0.000\t0.624\t0.912\t1.352\t3.102\t0.619\t0.454\t1.206\t1.018\t0.789\t0.892\t0.824\n1\t1.319\t-0.586\t-0.225\t0.620\t-0.100\t0.767\t0.911\t1.021\t2.173\t0.685\t1.278\t-1.405\t2.215\t0.720\t0.546\t1.503\t0.000\t0.759\t1.458\t-0.645\t0.000\t0.908\t0.815\t0.999\t1.602\t0.896\t1.359\t1.152\n0\t1.399\t-0.020\t1.234\t1.141\t1.494\t1.211\t-0.726\t-0.221\t0.000\t0.739\t0.120\t-0.127\t0.000\t0.640\t0.815\t1.138\t2.548\t1.165\t-1.098\t-1.364\t1.551\t0.928\t1.079\t0.980\t0.752\t1.026\t0.755\t0.790\n0\t0.977\t-1.463\t1.416\t0.427\t-1.196\t2.019\t-1.580\t1.110\t1.087\t1.305\t-1.052\t-0.989\t2.215\t1.271\t-1.762\t-0.881\t0.000\t1.901\t1.908\t-0.110\t0.000\t0.925\t0.967\t0.995\t1.092\t2.349\t1.354\t1.099\n0\t0.327\t-1.517\t0.850\t2.173\t0.106\t0.652\t-1.360\t-0.293\t2.173\t1.150\t0.641\t-1.420\t0.000\t0.678\t0.153\t0.744\t2.548\t0.574\t2.042\t-1.724\t0.000\t1.117\t0.998\t0.987\t0.909\t0.968\t1.273\t2.115\n0\t0.790\t-0.711\t0.733\t0.422\t0.855\t0.479\t0.009\t-1.261\t2.173\t0.483\t0.195\t0.324\t0.000\t1.651\t-0.270\t-0.407\t2.548\t1.574\t-0.168\t1.617\t0.000\t1.068\t1.084\t0.988\t1.022\t0.790\t0.911\t0.855\n1\t0.524\t1.129\t0.683\t1.532\t0.579\t1.106\t0.050\t-1.019\t2.173\t1.058\t0.051\t1.201\t0.000\t0.577\t-1.155\t-1.054\t0.000\t1.348\t-0.265\t-0.362\t3.102\t1.369\t1.077\t0.994\t1.343\t0.762\t0.928\t0.913\n0\t0.686\t1.798\t0.218\t1.167\t0.756\t0.722\t0.143\t1.338\t0.000\t0.830\t0.445\t-0.257\t0.000\t0.693\t1.901\t-0.683\t0.000\t0.569\t0.784\t0.271\t0.000\t0.898\t0.812\t0.976\t0.618\t0.395\t0.564\t0.588\n0\t2.098\t-0.024\t-0.138\t0.901\t-0.242\t0.483\t-0.642\t-0.965\t0.000\t0.853\t0.180\t-1.508\t0.000\t1.094\t1.961\t1.391\t0.000\t1.367\t-2.052\t0.947\t0.000\t0.867\t0.737\t0.982\t0.805\t0.486\t0.699\t0.733\n0\t1.694\t0.868\t-0.740\t0.356\t1.339\t0.701\t-0.015\t0.206\t2.173\t0.571\t-0.924\t0.726\t0.000\t0.942\t0.176\t-1.732\t2.548\t0.935\t-2.316\t1.516\t0.000\t0.909\t1.209\t1.027\t0.963\t1.002\t1.020\t1.161\n0\t3.216\t0.626\t-0.738\t0.103\t0.336\t1.587\t-0.781\t0.943\t1.087\t0.888\t-1.003\t1.308\t0.000\t1.093\t0.045\t-0.073\t2.548\t0.574\t-1.396\t-1.298\t0.000\t0.730\t0.908\t0.986\t0.847\t1.481\t1.572\t1.362\n0\t0.947\t-0.204\t-1.015\t2.041\t-1.426\t1.353\t0.363\t0.454\t2.173\t0.485\t-0.387\t-0.335\t0.000\t0.426\t0.817\t1.357\t0.000\t0.459\t-1.315\t0.760\t3.102\t0.847\t0.920\t0.984\t0.942\t0.974\t1.151\t0.905\n0\t0.830\t0.657\t-1.403\t1.241\t-0.608\t0.799\t-2.113\t0.972\t0.000\t0.928\t0.963\t-0.805\t0.000\t0.868\t0.457\t0.499\t2.548\t1.060\t1.036\t1.233\t1.551\t4.552\t2.654\t0.984\t0.843\t0.530\t1.757\t1.450\n1\t1.141\t0.353\t1.269\t0.539\t-0.392\t1.197\t0.839\t-0.778\t0.000\t1.274\t0.173\t0.266\t2.215\t1.516\t0.271\t1.534\t2.548\t0.728\t-0.369\t0.690\t0.000\t1.697\t1.427\t1.083\t0.716\t1.347\t1.109\t0.916\n1\t1.359\t-0.796\t1.287\t0.771\t-0.849\t1.825\t-0.994\t-1.226\t1.087\t1.206\t-0.107\t0.538\t0.000\t1.763\t0.488\t0.245\t0.000\t0.841\t-0.676\t0.869\t0.000\t0.938\t0.637\t1.331\t1.164\t1.259\t1.528\t1.258\n1\t1.198\t1.925\t1.155\t0.920\t0.991\t2.569\t0.090\t-0.804\t0.000\t1.241\t0.633\t1.189\t2.215\t0.945\t1.074\t0.059\t0.000\t0.665\t0.994\t1.000\t0.000\t0.656\t0.812\t0.973\t0.925\t0.760\t0.702\t0.640\n0\t0.495\t0.543\t0.284\t1.707\t1.079\t0.645\t-0.462\t-0.194\t0.000\t0.817\t-2.483\t0.897\t0.000\t0.846\t0.741\t-1.163\t2.548\t1.112\t-0.489\t-1.396\t0.000\t1.146\t0.963\t0.989\t1.019\t0.992\t0.851\t0.799\n0\t0.444\t-1.225\t0.682\t0.373\t-1.422\t0.880\t-0.436\t1.679\t0.000\t0.797\t-0.863\t-0.174\t2.215\t0.560\t-0.516\t0.751\t0.000\t0.854\t0.654\t-0.240\t3.102\t0.941\t0.976\t0.988\t0.753\t0.700\t0.779\t0.674\n1\t0.564\t0.655\t1.138\t0.603\t-0.910\t0.906\t0.728\t-1.291\t2.173\t0.796\t1.149\t0.800\t0.000\t1.414\t0.364\t0.329\t0.000\t0.605\t-0.859\t-0.603\t3.102\t0.935\t1.013\t0.983\t0.777\t0.908\t0.953\t0.839\n0\t0.647\t-1.068\t-1.451\t1.266\t-0.865\t1.234\t-0.729\t1.448\t1.087\t0.781\t-1.330\t-0.465\t0.000\t1.134\t-0.147\t0.717\t2.548\t1.220\t-1.522\t-0.014\t0.000\t0.583\t1.078\t0.988\t1.128\t1.001\t1.047\t0.981\n1\t0.966\t-0.214\t0.730\t1.067\t-1.154\t0.839\t0.439\t0.846\t0.000\t0.833\t-0.658\t-1.447\t2.215\t0.596\t0.216\t-0.023\t0.000\t2.347\t-0.015\t-0.950\t3.102\t0.907\t1.164\t1.396\t0.950\t0.691\t0.921\t0.832\n0\t0.778\t1.505\t-1.427\t1.772\t-1.601\t0.478\t0.946\t0.815\t1.087\t0.675\t0.519\t0.119\t0.000\t0.901\t1.209\t-0.566\t2.548\t0.941\t-0.433\t0.184\t0.000\t0.576\t0.789\t0.978\t1.127\t0.790\t0.878\t1.084\n0\t1.096\t1.605\t-0.616\t0.827\t0.033\t0.770\t0.843\t-1.358\t2.173\t0.930\t1.284\t0.140\t2.215\t1.012\t0.521\t1.229\t0.000\t0.842\t1.650\t1.553\t0.000\t0.831\t0.965\t0.978\t1.122\t1.251\t0.879\t0.857\n0\t0.310\t0.353\t-1.552\t0.491\t0.828\t0.803\t0.184\t-1.105\t2.173\t0.789\t-0.714\t0.713\t1.107\t0.486\t-1.915\t0.348\t0.000\t0.642\t-1.649\t-0.862\t0.000\t0.548\t1.206\t0.984\t0.638\t1.295\t0.881\t0.756\n1\t1.182\t1.084\t0.747\t1.266\t0.237\t0.719\t0.242\t-1.707\t2.173\t0.542\t-2.673\t-1.115\t0.000\t1.166\t-0.534\t-0.824\t0.000\t0.590\t0.708\t1.301\t0.000\t1.119\t0.900\t0.985\t0.663\t0.991\t0.894\t0.944\n1\t0.418\t-1.167\t0.756\t1.154\t-0.455\t0.574\t-0.421\t1.280\t2.173\t0.817\t-1.214\t-1.259\t2.215\t0.623\t1.179\t0.160\t0.000\t0.535\t0.682\t1.707\t0.000\t0.645\t0.809\t0.989\t0.810\t0.871\t0.822\t0.756\n0\t1.326\t-0.350\t-0.204\t0.339\t0.596\t1.056\t-0.409\t0.869\t2.173\t1.692\t0.569\t-1.426\t0.000\t1.176\t0.001\t-1.036\t2.548\t0.627\t-1.191\t0.728\t0.000\t2.026\t1.245\t0.984\t0.978\t1.403\t1.151\t1.009\n1\t1.242\t-0.650\t1.320\t1.163\t0.811\t1.024\t-0.227\t-0.909\t2.173\t0.493\t-1.095\t-1.189\t0.000\t1.006\t-0.971\t-0.101\t2.548\t0.684\t-0.608\t0.243\t0.000\t0.742\t0.772\t0.985\t0.966\t1.003\t0.983\t0.795\n0\t0.623\t-1.176\t1.542\t0.480\t0.318\t1.275\t0.446\t0.087\t0.000\t1.404\t-0.055\t1.470\t0.000\t1.996\t-0.259\t-1.005\t2.548\t0.636\t0.239\t-0.768\t3.102\t2.789\t1.542\t0.988\t1.325\t0.309\t1.203\t1.317\n0\t0.636\t1.164\t0.589\t0.595\t0.662\t1.077\t-0.344\t-1.399\t0.000\t1.394\t-0.245\t0.098\t2.215\t1.146\t-0.175\t-0.939\t0.000\t1.110\t-0.835\t1.059\t3.102\t0.879\t0.919\t1.000\t0.791\t0.958\t0.809\t0.736\n1\t1.205\t-1.088\t0.959\t1.898\t1.151\t0.606\t-0.653\t-0.869\t2.173\t0.862\t0.206\t-0.683\t0.000\t0.786\t-0.199\t0.203\t1.274\t0.734\t-0.438\t-0.342\t0.000\t0.501\t0.560\t1.005\t1.187\t0.733\t0.845\t0.820\n1\t0.333\t0.505\t0.415\t1.146\t-0.152\t1.701\t-0.030\t-0.886\t0.000\t1.798\t-1.329\t0.652\t2.215\t1.683\t-0.953\t1.162\t2.548\t0.668\t-0.054\t-1.646\t0.000\t1.030\t1.763\t0.991\t3.278\t0.872\t2.361\t2.027\n0\t0.930\t0.179\t-0.595\t0.271\t0.854\t0.654\t-0.498\t1.515\t2.173\t0.983\t0.292\t-1.281\t2.215\t0.667\t-0.904\t-0.113\t0.000\t1.184\t0.355\t0.278\t0.000\t0.877\t0.922\t0.985\t0.947\t0.841\t0.727\t0.694\n1\t1.758\t0.195\t-1.519\t0.551\t0.858\t1.057\t-1.284\t-0.245\t2.173\t0.770\t-0.633\t-1.630\t0.000\t1.627\t-0.779\t0.707\t2.548\t0.608\t0.614\t-0.852\t0.000\t0.883\t1.102\t1.146\t1.586\t1.289\t1.213\t1.020\n1\t0.750\t-1.544\t-0.300\t1.308\t-1.184\t0.505\t-0.494\t1.389\t0.000\t0.369\t2.001\t-1.651\t0.000\t1.821\t0.203\t0.657\t1.274\t1.298\t0.184\t-0.292\t3.102\t0.828\t0.887\t0.987\t1.095\t0.887\t1.188\t0.972\n1\t0.413\t0.727\t0.878\t1.121\t-1.302\t1.039\t-0.926\t0.361\t2.173\t0.763\t-1.196\t1.271\t2.215\t1.300\t-0.632\t-1.082\t0.000\t1.142\t1.280\t0.276\t0.000\t2.224\t1.752\t0.988\t1.889\t0.977\t1.439\t1.364\n1\t0.907\t-0.730\t-0.315\t1.014\t0.551\t0.922\t0.499\t-1.373\t2.173\t0.410\t-0.888\t1.098\t0.000\t1.207\t0.233\t1.535\t0.000\t0.951\t-1.587\t-0.162\t0.000\t0.952\t0.993\t0.984\t0.751\t0.238\t0.890\t0.788\n1\t0.336\t0.838\t-0.813\t1.411\t1.658\t1.419\t-0.235\t-0.961\t2.173\t1.061\t-0.700\t0.977\t2.215\t1.965\t0.650\t0.535\t0.000\t0.403\t-2.196\t-0.124\t0.000\t0.854\t1.154\t0.991\t0.847\t1.831\t0.989\t0.862\n1\t1.811\t-1.649\t-1.623\t0.461\t-0.025\t1.072\t-0.689\t0.366\t2.173\t0.491\t1.920\t-0.657\t0.000\t0.594\t-1.202\t1.233\t0.000\t0.416\t-0.378\t-1.255\t3.102\t0.762\t0.978\t1.255\t0.656\t0.708\t0.872\t0.729\n0\t1.358\t0.970\t-1.289\t1.618\t-0.619\t0.569\t-2.297\t-1.411\t0.000\t1.040\t0.206\t0.788\t0.000\t1.280\t-0.426\t0.552\t0.000\t1.125\t0.924\t1.530\t3.102\t0.718\t0.986\t1.166\t1.453\t1.308\t1.062\t1.098\n1\t0.888\t0.821\t-1.451\t0.397\t0.583\t1.160\t-0.424\t-0.610\t2.173\t0.838\t1.161\t1.378\t0.000\t0.573\t1.619\t0.951\t0.000\t0.713\t1.575\t0.076\t0.000\t0.995\t0.791\t0.982\t1.368\t0.984\t1.076\t0.940\n0\t1.728\t0.897\t1.389\t1.463\t0.518\t0.703\t1.017\t-0.954\t2.173\t0.653\t1.356\t-1.345\t2.215\t0.272\t1.139\t0.888\t0.000\t1.260\t0.765\t0.074\t0.000\t0.450\t0.649\t1.556\t1.068\t0.391\t0.902\t0.713\n0\t1.155\t-0.459\t1.456\t1.320\t1.218\t1.098\t-0.537\t-0.472\t1.087\t0.510\t1.885\t-0.063\t0.000\t0.885\t0.894\t-1.058\t0.000\t1.186\t1.230\t0.322\t0.000\t0.955\t0.717\t0.989\t1.466\t0.443\t0.960\t1.231\n1\t0.804\t1.268\t-1.253\t1.299\t0.970\t0.889\t0.453\t-0.086\t2.173\t1.434\t0.919\t1.437\t0.000\t0.711\t-0.073\t-1.488\t2.548\t1.054\t-1.918\t-0.587\t0.000\t0.816\t0.784\t1.285\t1.169\t0.982\t0.874\t0.820\n1\t0.570\t0.954\t-0.795\t1.633\t-0.072\t0.528\t-0.750\t0.228\t0.000\t0.716\t0.529\t1.389\t2.215\t1.341\t-0.920\t1.545\t1.274\t0.750\t-0.456\t-1.269\t0.000\t0.943\t0.941\t0.988\t2.060\t0.906\t1.367\t1.189\n1\t0.780\t0.752\t-0.252\t0.789\t1.520\t2.944\t1.272\t-1.181\t0.000\t2.788\t0.759\t0.525\t0.000\t1.074\t0.627\t0.020\t0.000\t1.434\t-0.485\t1.218\t3.102\t1.173\t0.778\t1.086\t0.872\t0.447\t0.876\t0.817\n1\t1.029\t-0.684\t-0.892\t0.187\t-1.685\t1.504\t-0.338\t-0.004\t0.000\t0.858\t0.091\t1.026\t1.107\t2.675\t-0.274\t-1.719\t2.548\t1.060\t-0.625\t0.528\t0.000\t0.974\t1.149\t0.977\t0.917\t1.047\t1.272\t1.049\n1\t1.292\t-0.407\t-1.136\t2.004\t-1.701\t0.623\t2.174\t0.223\t0.000\t1.124\t0.286\t0.386\t2.215\t0.498\t1.293\t-0.336\t0.000\t0.966\t-0.994\t1.201\t3.102\t1.020\t0.983\t1.084\t1.434\t0.992\t0.995\t0.918\n0\t1.959\t0.647\t0.013\t1.699\t-0.083\t1.780\t-0.534\t1.704\t0.000\t0.602\t-0.068\t-0.034\t1.107\t0.811\t0.640\t1.584\t1.274\t0.598\t-0.803\t-1.209\t0.000\t0.846\t0.917\t0.975\t0.750\t0.794\t0.847\t1.354\n0\t1.792\t-0.006\t-0.203\t0.223\t-0.563\t1.338\t-0.056\t1.478\t0.000\t0.543\t-2.690\t-0.391\t0.000\t0.698\t1.099\t0.132\t2.548\t0.797\t-0.662\t1.096\t0.000\t0.800\t0.892\t0.998\t0.821\t0.599\t0.802\t0.897\n1\t0.298\t1.472\t0.100\t1.350\t-1.572\t0.931\t0.243\t-0.576\t2.173\t0.657\t-1.300\t0.078\t0.000\t1.254\t1.135\t0.998\t0.000\t1.252\t0.099\t1.390\t3.102\t0.908\t0.813\t0.986\t1.555\t1.121\t1.176\t0.978\n1\t0.476\t0.590\t-0.322\t2.835\t0.297\t0.669\t-0.851\t1.474\t0.000\t0.749\t1.646\t-1.262\t2.215\t0.975\t-0.904\t1.047\t0.000\t1.849\t0.273\t-1.327\t0.000\t1.152\t0.808\t0.986\t0.804\t0.803\t1.005\t0.973\n1\t0.555\t-0.496\t-1.694\t0.710\t0.315\t0.833\t-1.168\t0.761\t0.000\t1.086\t-1.317\t-1.537\t1.107\t0.986\t-1.431\t-0.815\t2.548\t0.788\t-1.887\t1.049\t0.000\t0.774\t1.018\t0.985\t1.042\t0.677\t0.825\t0.869\n1\t1.117\t1.341\t-1.362\t0.224\t-1.573\t1.124\t0.695\t1.193\t2.173\t0.817\t2.147\t-0.143\t0.000\t0.502\t0.738\t-0.313\t0.000\t0.444\t-0.139\t-0.022\t0.000\t0.759\t0.693\t0.979\t0.942\t0.874\t0.896\t0.809\n1\t2.050\t-0.109\t-1.427\t0.683\t-1.557\t1.620\t-1.244\t0.798\t0.000\t1.193\t0.134\t-1.169\t0.000\t1.865\t-0.135\t-0.078\t2.548\t0.999\t-1.282\t-0.369\t0.000\t0.760\t0.853\t0.977\t1.358\t0.647\t0.932\t1.186\n0\t1.664\t-0.938\t0.546\t1.304\t-1.587\t0.527\t0.786\t1.640\t0.000\t0.620\t0.500\t0.916\t0.000\t1.133\t-0.974\t-0.054\t2.548\t1.393\t0.013\t-0.947\t3.102\t0.909\t0.867\t1.917\t1.245\t0.882\t0.925\t0.821\n1\t0.749\t-1.522\t-1.680\t0.651\t0.567\t0.670\t-1.083\t-0.644\t0.000\t0.841\t-0.611\t1.414\t2.215\t1.037\t-1.678\t-1.167\t0.000\t1.864\t-0.165\t0.339\t3.102\t0.891\t1.115\t0.989\t1.134\t0.963\t0.967\t0.898\n0\t0.682\t-0.017\t0.639\t1.210\t-1.299\t1.350\t0.163\t1.143\t2.173\t1.114\t-0.852\t-0.364\t2.215\t0.961\t0.098\t-0.203\t0.000\t0.691\t-1.169\t-1.265\t0.000\t1.047\t0.785\t1.240\t1.050\t2.020\t1.103\t0.948\n0\t4.066\t0.724\t-1.381\t0.448\t-1.100\t2.328\t0.087\t0.316\t1.087\t1.025\t0.946\t-0.799\t0.000\t0.740\t0.737\t1.184\t0.000\t0.593\t-0.064\t1.110\t3.102\t0.807\t1.282\t0.982\t0.819\t0.822\t1.660\t1.278\n0\t0.374\t0.432\t0.988\t0.244\t-1.146\t0.946\t-1.506\t0.236\t0.000\t0.986\t1.123\t-1.166\t0.000\t1.221\t-0.511\t0.846\t0.000\t0.599\t-1.049\t0.750\t1.551\t0.913\t1.051\t0.995\t0.528\t0.762\t0.650\t0.587\n1\t0.920\t-0.320\t-0.241\t0.289\t-0.303\t0.985\t0.635\t1.418\t0.000\t0.599\t1.390\t-1.545\t0.000\t0.761\t-0.044\t-0.787\t2.548\t0.844\t-0.936\t0.236\t0.000\t0.986\t1.037\t0.999\t0.737\t0.371\t0.686\t0.998\n1\t0.578\t0.643\t-1.119\t0.853\t1.090\t1.110\t2.041\t-0.083\t0.000\t1.330\t0.460\t1.081\t0.000\t0.666\t-0.113\t1.424\t0.000\t1.935\t-1.051\t-1.242\t3.102\t0.981\t0.779\t0.987\t0.968\t0.815\t0.971\t0.808\n0\t0.863\t0.927\t-1.666\t1.122\t1.691\t1.484\t-1.540\t0.417\t0.000\t0.954\t0.374\t-0.321\t2.215\t0.785\t0.072\t1.494\t0.000\t1.400\t0.052\t-0.945\t3.102\t0.874\t0.850\t1.003\t1.291\t0.581\t0.989\t1.083\n0\t0.844\t-2.102\t0.735\t1.315\t1.312\t0.949\t-0.769\t0.747\t1.087\t1.383\t0.451\t-0.375\t0.000\t0.794\t1.383\t-1.597\t0.000\t2.914\t0.191\t-1.077\t1.551\t0.879\t1.271\t0.998\t0.835\t1.983\t1.367\t1.568\n1\t1.164\t0.534\t-1.645\t0.443\t1.258\t1.100\t0.639\t-0.056\t2.173\t0.711\t0.444\t-0.872\t2.215\t0.779\t0.113\t1.220\t0.000\t0.495\t1.325\t0.194\t0.000\t0.775\t0.909\t0.987\t0.768\t0.881\t0.859\t0.737\n0\t0.781\t0.153\t0.493\t0.344\t-1.506\t0.617\t-0.523\t-0.380\t2.173\t0.842\t0.453\t-0.690\t0.000\t0.869\t-0.828\t-1.737\t2.548\t0.754\t0.064\t1.116\t0.000\t0.988\t0.948\t0.983\t0.659\t0.875\t0.671\t0.613\n1\t1.065\t0.515\t0.639\t0.692\t-1.696\t0.721\t-0.928\t-0.742\t0.000\t0.752\t0.683\t1.414\t2.215\t1.197\t-0.483\t-0.133\t0.000\t1.078\t-0.028\t0.338\t3.102\t0.935\t0.828\t1.025\t0.605\t0.736\t0.870\t0.825\n1\t1.339\t-0.342\t-1.533\t0.894\t-0.442\t0.787\t0.619\t1.162\t2.173\t0.707\t0.586\t0.207\t2.215\t0.552\t0.512\t-0.962\t0.000\t1.253\t-2.279\t-0.121\t0.000\t0.714\t0.756\t1.262\t0.991\t0.833\t0.882\t0.788\n0\t1.079\t-0.630\t-1.332\t1.576\t-0.588\t0.455\t-0.411\t0.247\t2.173\t0.531\t-0.255\t1.211\t0.000\t0.675\t-1.487\t1.342\t0.000\t0.617\t0.698\t0.617\t1.551\t0.689\t0.732\t1.123\t0.869\t0.417\t0.696\t0.709\n0\t0.779\t-1.248\t0.918\t1.726\t0.282\t0.945\t-0.533\t-1.302\t2.173\t1.093\t-0.354\t1.267\t0.000\t0.878\t0.686\t-1.237\t0.000\t1.095\t0.334\t-0.381\t3.102\t1.460\t1.098\t0.986\t1.490\t0.952\t1.161\t1.184\n0\t0.713\t1.338\t1.365\t0.943\t-1.454\t1.157\t1.881\t0.033\t0.000\t1.054\t0.877\t0.652\t1.107\t0.790\t-0.573\t-1.271\t2.548\t1.528\t0.966\t-1.278\t0.000\t2.030\t1.531\t0.981\t1.425\t1.259\t1.305\t1.190\n1\t0.650\t1.832\t1.593\t0.369\t-1.284\t0.644\t-0.897\t1.493\t2.173\t0.525\t-0.149\t-0.162\t0.000\t0.973\t-0.490\t0.330\t2.548\t0.744\t0.125\t-0.800\t0.000\t1.008\t1.042\t0.990\t0.974\t0.874\t0.876\t0.925\n0\t0.785\t-0.020\t1.287\t0.729\t-1.372\t0.852\t0.733\t0.200\t1.087\t0.647\t1.203\t-0.543\t2.215\t0.809\t1.110\t1.262\t0.000\t0.375\t-1.735\t1.283\t0.000\t0.701\t0.864\t0.989\t1.090\t0.732\t0.960\t0.808\n1\t0.411\t1.328\t-0.967\t0.223\t0.745\t0.560\t-0.355\t-0.856\t2.173\t0.969\t0.739\t-0.450\t2.215\t1.220\t-0.440\t0.977\t0.000\t0.419\t-0.791\t1.096\t0.000\t0.203\t1.106\t0.993\t0.656\t0.748\t0.786\t0.677\n1\t1.623\t0.033\t0.952\t1.043\t0.614\t0.782\t-1.507\t-0.790\t2.173\t0.587\t0.255\t0.297\t0.000\t0.563\t0.193\t-0.339\t2.548\t1.057\t-0.069\t-1.461\t0.000\t1.041\t1.240\t0.984\t0.776\t0.873\t0.983\t0.867\n1\t0.861\t-0.887\t0.213\t0.961\t0.893\t0.685\t1.039\t-1.252\t2.173\t0.598\t0.611\t1.670\t0.000\t0.703\t-0.287\t-0.356\t2.548\t1.172\t0.096\t-0.832\t0.000\t0.892\t0.720\t0.984\t1.220\t0.892\t0.840\t0.745\n0\t0.798\t0.515\t-1.094\t1.228\t1.126\t0.707\t1.348\t1.252\t2.173\t1.185\t-0.773\t-0.810\t2.215\t1.480\t-1.050\t-0.117\t0.000\t0.418\t1.077\t0.519\t0.000\t1.427\t1.156\t1.247\t0.838\t2.175\t1.370\t1.169\n1\t1.458\t-0.595\t-0.506\t0.854\t1.555\t0.533\t0.683\t0.622\t2.173\t1.355\t-0.133\t1.223\t2.215\t0.721\t0.704\t-1.132\t0.000\t0.785\t0.637\t-0.813\t0.000\t0.236\t1.013\t1.483\t1.133\t0.835\t0.938\t0.836\n1\t1.794\t-1.064\t-0.431\t0.537\t0.679\t1.514\t1.337\t0.798\t0.000\t0.644\t0.409\t-0.759\t1.107\t1.102\t0.477\t1.730\t2.548\t0.563\t-1.147\t-1.481\t0.000\t2.865\t1.768\t1.145\t0.953\t0.702\t1.176\t1.396\n1\t0.619\t-1.821\t0.384\t1.252\t1.212\t2.304\t-2.713\t-0.520\t0.000\t1.066\t-0.611\t-1.682\t2.215\t2.077\t-0.602\t0.972\t0.000\t1.120\t0.534\t1.383\t3.102\t0.980\t2.564\t0.993\t1.000\t0.763\t2.300\t1.787\n1\t0.673\t0.434\t-0.059\t0.832\t-1.338\t1.018\t0.450\t0.660\t0.000\t1.294\t0.330\t-0.887\t2.215\t0.601\t1.435\t0.383\t0.000\t1.274\t0.484\t1.620\t3.102\t0.901\t0.923\t0.990\t0.679\t0.906\t0.954\t0.817\n1\t1.110\t-0.907\t-1.025\t0.352\t0.389\t0.786\t0.468\t0.767\t2.173\t0.914\t-0.388\t-0.803\t0.000\t1.343\t2.121\t0.498\t0.000\t1.326\t-0.915\t-1.274\t0.000\t0.781\t0.656\t0.986\t1.252\t0.730\t0.859\t0.798\n1\t0.805\t-0.718\t1.344\t0.307\t1.602\t1.721\t-1.175\t1.516\t2.173\t1.713\t-0.993\t-0.391\t0.000\t2.114\t-0.503\t0.466\t0.000\t1.177\t-0.125\t0.184\t1.551\t0.914\t0.822\t0.984\t1.194\t1.625\t1.306\t1.045\n1\t1.041\t-2.224\t1.377\t0.756\t-0.949\t0.675\t-0.052\t-0.143\t2.173\t0.609\t-1.055\t-1.376\t2.215\t0.537\t-0.611\t1.262\t0.000\t0.516\t-1.641\t-0.054\t0.000\t0.673\t0.794\t1.064\t0.739\t0.987\t1.004\t0.789\n0\t0.280\t-1.592\t0.254\t1.711\t0.531\t0.563\t-1.450\t-0.469\t0.000\t0.915\t-1.550\t-1.166\t0.000\t0.760\t-1.088\t1.050\t0.000\t0.549\t1.284\t-0.374\t3.102\t0.901\t0.850\t1.003\t0.802\t0.625\t0.903\t0.936\n0\t0.737\t-1.765\t-0.399\t1.033\t0.828\t1.196\t-2.173\t-1.580\t0.000\t1.495\t-0.162\t0.657\t2.215\t2.093\t-0.843\t-0.938\t2.548\t1.491\t-0.040\t0.165\t0.000\t3.331\t2.220\t1.081\t1.264\t2.001\t1.804\t1.440\n0\t2.636\t0.430\t-0.661\t0.213\t-0.954\t1.642\t0.619\t1.096\t2.173\t0.730\t-0.451\t-1.251\t2.215\t0.493\t0.143\t1.195\t0.000\t0.423\t-1.620\t0.560\t0.000\t0.689\t1.146\t0.989\t0.777\t1.658\t1.293\t1.058\n0\t0.975\t1.711\t1.031\t1.228\t0.575\t1.385\t-0.090\t-0.856\t2.173\t0.347\t-1.088\t1.171\t0.000\t1.281\t0.526\t1.551\t2.548\t0.478\t0.661\t-0.260\t0.000\t0.779\t0.975\t0.990\t1.296\t1.483\t1.813\t1.446\n0\t0.417\t-1.488\t-1.493\t1.198\t-0.219\t1.453\t-0.458\t0.890\t0.000\t1.364\t-0.271\t-1.145\t2.215\t0.822\t-0.215\t-0.073\t2.548\t0.403\t-0.244\t1.291\t0.000\t1.008\t0.981\t0.986\t0.884\t0.926\t0.899\t0.906\n0\t1.421\t1.507\t1.074\t0.793\t1.700\t0.577\t2.405\t-0.377\t0.000\t0.317\t2.214\t-1.606\t0.000\t0.609\t-2.336\t-0.280\t0.000\t0.530\t0.335\t1.053\t3.102\t0.815\t0.987\t0.991\t0.520\t0.404\t0.669\t0.711\n1\t0.660\t-1.796\t-0.047\t1.053\t-0.868\t0.926\t-1.217\t-1.465\t2.173\t0.937\t-1.742\t0.874\t0.000\t1.021\t-0.614\t-0.768\t2.548\t1.692\t0.104\t0.370\t0.000\t0.897\t0.910\t0.986\t1.122\t0.789\t0.928\t1.167\n1\t1.726\t-0.551\t-0.581\t0.320\t1.573\t0.635\t1.003\t0.851\t0.000\t0.386\t0.410\t-0.683\t0.000\t0.613\t-0.657\t0.721\t2.548\t0.379\t0.123\t0.271\t3.102\t1.079\t0.859\t0.986\t0.549\t0.220\t0.495\t0.653\n1\t0.339\t-1.324\t-1.092\t1.114\t-1.029\t0.905\t1.047\t0.626\t0.000\t0.852\t-0.969\t-1.194\t2.215\t1.030\t-0.500\t-1.503\t2.548\t0.447\t0.066\t-1.549\t0.000\t1.026\t1.212\t0.975\t0.737\t0.355\t1.021\t0.878\n0\t0.889\t-0.590\t1.653\t0.665\t-0.396\t0.313\t-1.403\t1.366\t0.000\t0.763\t-0.568\t-0.624\t2.215\t0.782\t-1.820\t0.231\t0.000\t0.809\t0.973\t1.383\t1.551\t0.804\t0.897\t1.026\t0.798\t0.986\t0.898\t0.761\n1\t0.551\t0.306\t0.773\t0.579\t1.444\t0.506\t0.059\t-0.257\t0.000\t0.858\t0.202\t-1.001\t2.215\t0.916\t-1.411\t1.528\t0.000\t0.374\t-0.546\t0.180\t3.102\t1.642\t0.883\t0.988\t0.946\t0.502\t0.713\t0.901\n1\t0.688\t-0.666\t-1.491\t0.740\t-0.899\t0.872\t-0.831\t-0.302\t0.000\t1.328\t-0.079\t1.061\t2.215\t0.604\t0.692\t-1.474\t0.000\t0.809\t-0.812\t0.272\t1.551\t1.622\t1.001\t0.993\t1.312\t0.748\t0.912\t0.935\n0\t0.966\t-0.670\t-1.189\t0.459\t0.749\t0.854\t0.276\t-0.594\t2.173\t0.825\t0.453\t0.410\t2.215\t0.816\t-0.206\t-1.144\t0.000\t1.007\t-0.215\t1.064\t0.000\t0.913\t0.930\t0.986\t0.959\t0.978\t0.838\t0.739\n1\t1.076\t0.378\t0.100\t0.844\t-1.085\t1.123\t0.159\t-0.895\t2.173\t1.050\t1.359\t0.533\t2.215\t1.080\t-0.560\t1.443\t0.000\t1.038\t-0.181\t0.682\t0.000\t0.906\t1.455\t1.156\t0.995\t1.860\t1.366\t1.108\n1\t0.468\t-1.378\t0.424\t1.023\t-1.355\t0.832\t-1.234\t1.545\t2.173\t1.172\t0.122\t-0.276\t0.000\t0.455\t-0.727\t-0.560\t2.548\t0.975\t1.466\t0.981\t0.000\t1.789\t1.152\t0.987\t0.744\t0.746\t1.240\t1.201\n0\t0.548\t1.570\t-1.559\t1.629\t1.487\t0.689\t-0.913\t0.624\t2.173\t0.789\t-1.021\t-0.852\t2.215\t0.881\t-0.781\t0.018\t0.000\t0.821\t-0.205\t-0.719\t0.000\t0.648\t0.735\t0.983\t1.303\t1.056\t1.123\t0.946\n1\t0.636\t1.143\t0.287\t0.579\t-0.436\t1.003\t-0.497\t1.733\t2.173\t0.761\t0.424\t-0.114\t0.000\t1.201\t-0.382\t0.459\t0.000\t1.110\t0.478\t-1.323\t3.102\t0.971\t0.992\t0.989\t1.108\t0.757\t0.933\t0.819\n1\t1.441\t-1.328\t1.689\t0.991\t1.428\t0.950\t-0.965\t-0.704\t0.000\t1.093\t-1.130\t0.268\t2.215\t0.919\t-0.693\t1.375\t1.274\t0.998\t0.184\t0.304\t0.000\t0.998\t1.179\t0.977\t1.206\t0.920\t1.079\t1.362\n1\t1.977\t1.239\t-1.385\t0.571\t-1.705\t1.065\t-0.115\t0.386\t2.173\t0.565\t1.512\t0.721\t0.000\t0.526\t0.729\t-0.820\t2.548\t0.880\t0.682\t-0.375\t0.000\t0.842\t1.060\t1.003\t0.585\t0.937\t1.029\t0.882\n1\t1.201\t-1.196\t-0.715\t1.085\t-1.069\t0.804\t-0.872\t0.784\t1.087\t0.823\t-0.217\t0.734\t2.215\t0.571\t-0.263\t-1.734\t0.000\t0.584\t-0.558\t-0.298\t0.000\t0.625\t0.717\t0.983\t1.069\t0.404\t0.909\t0.716\n0\t0.938\t-0.932\t0.265\t1.236\t-0.339\t0.574\t-0.364\t1.050\t0.000\t0.633\t-1.026\t1.602\t1.107\t0.699\t-2.141\t1.324\t0.000\t0.972\t-1.145\t-1.345\t0.000\t0.766\t1.004\t0.988\t0.926\t0.777\t0.674\t0.764\n0\t0.577\t0.473\t-1.180\t0.282\t-0.146\t0.751\t1.066\t0.510\t2.173\t0.736\t0.866\t-0.370\t0.000\t0.686\t0.486\t1.613\t0.000\t0.413\t2.440\t-1.324\t0.000\t0.927\t0.938\t0.984\t0.803\t0.849\t0.703\t0.665\n0\t0.292\t-1.476\t0.440\t1.559\t-1.172\t1.234\t-1.153\t0.216\t2.173\t1.414\t-2.351\t0.673\t0.000\t2.057\t-0.359\t-1.577\t2.548\t0.861\t-1.230\t-0.559\t0.000\t1.467\t1.383\t0.988\t0.782\t2.131\t1.539\t1.266\n0\t1.134\t-0.732\t1.521\t1.380\t-1.253\t1.184\t1.167\t0.517\t0.000\t0.840\t-1.872\t-0.189\t0.000\t1.436\t-1.119\t-1.041\t1.274\t1.050\t-0.562\t0.467\t0.000\t1.064\t0.952\t1.039\t0.758\t0.499\t0.735\t0.763\n1\t0.489\t-0.899\t0.400\t0.856\t1.635\t0.895\t-1.208\t1.494\t0.000\t1.475\t-1.215\t0.028\t2.215\t0.823\t0.278\t-0.513\t2.548\t0.711\t-0.900\t-1.661\t0.000\t0.855\t1.163\t0.993\t1.126\t1.146\t1.006\t0.894\n1\t1.077\t1.583\t0.818\t1.470\t0.143\t1.116\t1.002\t-1.354\t2.173\t0.332\t1.837\t-0.894\t0.000\t0.326\t-0.145\t-0.366\t0.000\t0.428\t0.842\t-0.791\t0.000\t0.656\t0.726\t0.995\t0.782\t0.942\t0.982\t0.788\n0\t0.755\t1.796\t-0.050\t0.452\t1.022\t0.616\t1.000\t1.689\t2.173\t0.591\t0.250\t1.609\t0.000\t0.414\t1.849\t-1.662\t0.000\t1.932\t0.907\t-0.041\t3.102\t0.779\t0.986\t0.997\t0.781\t1.155\t0.708\t0.654\n1\t1.098\t-0.043\t-0.473\t0.285\t1.440\t1.174\t0.047\t0.125\t2.173\t1.211\t-1.520\t-1.220\t1.107\t0.987\t-0.210\t1.563\t0.000\t0.914\t-1.317\t1.371\t0.000\t0.982\t1.231\t0.993\t1.295\t2.274\t1.361\t1.108\n1\t1.409\t0.396\t1.067\t0.894\t0.401\t0.634\t0.785\t-1.389\t2.173\t0.408\t-0.918\t-0.078\t0.000\t0.930\t-0.052\t-0.581\t2.548\t0.776\t-0.643\t-1.739\t0.000\t0.733\t0.930\t0.981\t0.889\t0.763\t0.797\t0.723\n0\t1.415\t-1.155\t-0.957\t0.390\t-0.482\t1.020\t-1.176\t0.785\t2.173\t0.590\t-1.812\t-1.380\t0.000\t0.884\t-1.319\t0.323\t0.000\t0.696\t0.129\t-1.676\t3.102\t1.131\t0.928\t0.987\t1.221\t0.960\t0.902\t0.803\n0\t0.507\t0.120\t-0.589\t0.530\t1.388\t0.509\t-0.890\t1.412\t2.173\t0.521\t-0.636\t-0.572\t0.000\t0.636\t-0.850\t0.703\t2.548\t0.575\t-2.096\t-0.269\t0.000\t0.788\t0.847\t0.990\t0.587\t0.423\t0.563\t0.539\n0\t1.720\t-1.069\t0.806\t2.594\t0.334\t0.925\t-0.436\t-1.617\t2.173\t1.071\t-1.275\t-1.139\t0.000\t1.465\t-1.350\t-0.025\t2.548\t2.893\t-0.426\t-1.079\t0.000\t0.951\t0.972\t1.206\t0.921\t1.640\t1.229\t1.324\n0\t1.059\t-0.486\t1.117\t1.098\t1.283\t1.081\t-0.740\t-1.518\t0.000\t1.692\t-0.664\t-0.172\t2.215\t0.615\t0.296\t-1.077\t2.548\t0.782\t0.153\t-0.360\t0.000\t1.390\t0.866\t0.978\t1.398\t0.974\t1.019\t0.993\n1\t0.997\t0.217\t-1.436\t0.470\t0.855\t0.859\t-0.056\t0.203\t0.000\t0.530\t-1.229\t-0.010\t0.000\t0.744\t1.068\t-0.931\t2.548\t0.824\t0.802\t0.581\t0.000\t0.959\t1.050\t0.991\t0.756\t0.701\t0.856\t0.761\n1\t1.469\t1.811\t-0.762\t0.532\t-0.972\t0.833\t2.170\t1.116\t0.000\t0.490\t2.798\t0.060\t0.000\t1.047\t1.418\t1.273\t2.548\t1.315\t1.150\t-0.456\t3.102\t1.203\t0.894\t1.001\t0.562\t0.900\t0.780\t0.838\n1\t0.388\t1.212\t-1.048\t0.877\t1.007\t2.610\t2.126\t-1.301\t0.000\t3.651\t1.052\t0.455\t2.215\t0.375\t0.866\t0.171\t0.000\t0.425\t1.743\t0.560\t0.000\t1.169\t1.381\t0.988\t1.347\t1.396\t2.231\t1.776\n0\t1.322\t-0.798\t0.213\t1.357\t1.674\t1.610\t-0.550\t-0.248\t2.173\t1.051\t-0.030\t1.508\t0.000\t1.541\t1.063\t1.565\t2.548\t0.616\t0.480\t-1.280\t0.000\t0.696\t0.769\t1.796\t1.498\t2.734\t1.626\t1.304\n0\t0.449\t-1.449\t0.341\t0.615\t-1.252\t1.246\t-0.923\t-1.613\t2.173\t0.952\t0.943\t0.171\t0.000\t1.490\t-0.653\t0.279\t2.548\t0.456\t-1.908\t-1.633\t0.000\t0.915\t0.927\t0.982\t0.758\t1.692\t0.895\t0.754\n1\t0.540\t0.208\t-0.465\t0.992\t-1.630\t0.468\t-0.125\t1.540\t0.000\t0.756\t0.784\t0.326\t2.215\t0.920\t-0.794\t-0.477\t0.000\t0.932\t-1.032\t0.917\t1.551\t0.851\t0.878\t0.988\t0.709\t0.995\t0.733\t0.681\n0\t0.915\t0.081\t0.770\t0.242\t0.399\t0.345\t-1.206\t-0.313\t0.000\t1.115\t-0.708\t-1.016\t0.000\t1.005\t-0.074\t1.428\t2.548\t0.442\t0.006\t-1.636\t3.102\t0.845\t1.005\t0.989\t0.570\t0.190\t0.591\t0.753\n1\t2.215\t-1.195\t0.434\t1.127\t1.137\t1.129\t-0.780\t-0.969\t1.087\t0.488\t-1.027\t-0.574\t0.000\t0.938\t-0.854\t-1.714\t0.000\t0.768\t-0.914\t1.406\t1.551\t0.890\t0.769\t1.296\t0.737\t0.844\t1.031\t0.862\n1\t1.592\t0.091\t-1.384\t0.379\t-0.320\t0.594\t-0.927\t0.496\t2.173\t0.260\t0.569\t-1.073\t0.000\t0.862\t-1.507\t-0.825\t2.548\t0.912\t0.083\t0.533\t0.000\t0.685\t0.904\t0.988\t1.023\t0.891\t0.894\t0.821\n1\t1.413\t0.724\t-1.335\t0.307\t1.605\t1.060\t1.686\t-0.631\t0.000\t1.367\t0.436\t0.721\t2.215\t0.594\t-0.047\t-1.629\t0.000\t2.197\t0.305\t1.100\t3.102\t0.940\t0.970\t0.997\t1.111\t0.529\t0.818\t0.767\n1\t0.700\t-0.136\t0.282\t1.209\t1.320\t0.886\t0.211\t-0.738\t2.173\t0.463\t-1.145\t-0.021\t0.000\t1.031\t-0.580\t0.899\t0.000\t0.852\t1.200\t-1.511\t1.551\t0.834\t1.162\t1.026\t1.060\t0.842\t0.917\t0.826\n1\t0.692\t1.943\t0.264\t0.484\t1.602\t2.655\t-1.037\t-0.766\t0.000\t3.523\t1.392\t0.882\t2.215\t1.453\t0.600\t-1.687\t1.274\t0.712\t0.861\t0.108\t0.000\t2.995\t2.608\t0.979\t1.021\t2.010\t3.562\t2.610\n1\t0.775\t-1.310\t-0.310\t0.179\t1.211\t1.434\t-1.137\t0.759\t0.000\t1.369\t-0.684\t-0.586\t0.000\t2.098\t-0.005\t1.118\t0.000\t4.529\t-0.947\t-0.989\t0.000\t0.726\t0.991\t0.987\t0.560\t0.727\t0.793\t0.736\n0\t0.503\t1.408\t0.821\t1.373\t-1.309\t1.176\t1.725\t-0.823\t0.000\t1.204\t0.656\t1.145\t2.215\t0.766\t0.764\t0.474\t0.000\t1.306\t-0.227\t0.157\t3.102\t1.761\t1.604\t1.082\t0.955\t1.041\t1.221\t1.038\n0\t0.826\t0.115\t-0.612\t1.188\t-1.217\t0.704\t0.552\t0.689\t1.087\t1.247\t0.671\t-0.916\t2.215\t1.110\t2.340\t0.588\t0.000\t2.232\t1.033\t1.251\t0.000\t0.585\t1.190\t0.990\t0.902\t1.371\t1.130\t1.335\n1\t1.099\t1.414\t-0.113\t0.379\t1.688\t0.803\t0.439\t0.908\t2.173\t1.053\t1.122\t-1.247\t0.000\t1.015\t0.318\t-0.854\t2.548\t0.947\t1.185\t0.368\t0.000\t0.813\t0.747\t0.986\t0.871\t1.126\t0.741\t0.632\n1\t0.664\t0.326\t-1.298\t0.483\t1.138\t1.000\t-0.144\t0.156\t0.000\t1.288\t-0.319\t-1.405\t2.215\t0.736\t-0.988\t-0.162\t0.000\t1.094\t-0.586\t1.047\t3.102\t0.871\t0.858\t0.990\t1.029\t0.884\t0.924\t0.963\n0\t0.980\t1.726\t-0.762\t0.966\t1.267\t0.445\t1.965\t-0.196\t0.000\t0.773\t0.619\t1.039\t1.107\t0.516\t-0.541\t-0.403\t2.548\t0.635\t1.066\t1.656\t0.000\t0.859\t0.937\t1.303\t0.950\t0.782\t0.837\t0.742\n1\t0.607\t-0.025\t0.188\t0.854\t-1.272\t1.279\t0.472\t-1.594\t0.000\t1.175\t0.924\t0.160\t2.215\t1.260\t-0.096\t0.896\t2.548\t1.400\t2.350\t-0.643\t0.000\t3.360\t2.336\t0.988\t0.770\t1.070\t1.649\t1.376\n0\t0.641\t1.328\t-0.710\t0.859\t1.091\t1.350\t1.452\t1.484\t1.087\t1.488\t0.655\t-1.371\t0.000\t3.466\t0.598\t-0.208\t2.548\t1.295\t-0.010\t-0.222\t0.000\t0.960\t1.158\t1.027\t1.194\t2.916\t1.539\t1.195\n0\t0.842\t-1.910\t-0.245\t0.222\t1.665\t1.245\t-2.030\t-0.630\t0.000\t2.142\t-0.869\t1.191\t2.215\t0.784\t-1.486\t-1.196\t2.548\t0.915\t-1.342\t0.234\t0.000\t1.080\t0.929\t0.979\t1.140\t1.263\t0.874\t0.799\n1\t0.841\t0.792\t1.305\t0.582\t-0.907\t0.695\t0.746\t-0.157\t0.000\t0.682\t0.933\t-1.063\t1.107\t1.514\t0.407\t0.484\t1.274\t1.723\t0.358\t-1.693\t0.000\t1.354\t0.987\t0.990\t0.887\t1.100\t0.825\t0.741\n1\t0.658\t0.433\t-0.926\t0.797\t-0.157\t0.723\t1.702\t-1.419\t0.000\t0.662\t0.986\t-0.297\t2.215\t1.090\t-0.712\t0.702\t2.548\t0.938\t1.231\t1.198\t0.000\t0.900\t0.939\t0.993\t0.808\t1.164\t1.105\t1.023\n1\t1.935\t0.637\t-0.310\t0.436\t-1.062\t0.637\t0.216\t1.727\t0.000\t0.751\t-0.851\t1.512\t2.215\t1.302\t0.669\t0.821\t2.548\t0.820\t1.394\t-0.150\t0.000\t0.772\t1.085\t0.991\t0.999\t1.123\t1.025\t0.841\n1\t1.215\t1.178\t1.589\t0.313\t0.430\t0.799\t-0.674\t-1.105\t0.000\t0.779\t1.097\t-0.009\t0.000\t0.634\t0.122\t0.714\t2.548\t0.658\t-0.857\t-1.037\t1.551\t1.003\t0.831\t0.986\t0.820\t0.579\t0.813\t0.739\n0\t0.677\t-0.195\t0.490\t0.996\t1.322\t1.217\t0.296\t1.308\t0.000\t1.638\t-0.958\t-0.557\t0.000\t0.813\t1.002\t1.372\t2.548\t1.948\t0.189\t-0.355\t1.551\t3.624\t2.240\t0.996\t0.597\t1.055\t1.472\t1.200\n1\t2.172\t0.282\t-0.300\t0.248\t-0.357\t0.688\t-0.654\t1.675\t2.173\t0.700\t2.202\t-1.560\t0.000\t1.343\t-2.216\t0.808\t0.000\t0.590\t-0.253\t-0.016\t0.000\t0.781\t0.868\t0.981\t0.876\t0.934\t0.957\t0.774\n0\t1.415\t1.665\t-1.552\t0.265\t0.548\t0.800\t0.950\t0.896\t0.000\t0.956\t0.660\t-0.979\t2.215\t1.308\t1.215\t-0.288\t2.548\t0.697\t1.370\t0.690\t0.000\t0.451\t0.927\t0.987\t0.787\t0.799\t0.817\t0.763\n0\t0.572\t0.408\t-1.450\t1.050\t0.570\t0.404\t1.404\t-0.035\t0.000\t0.482\t0.914\t-0.976\t1.107\t1.515\t1.520\t-0.676\t2.548\t1.026\t1.656\t-1.401\t0.000\t0.969\t0.741\t1.040\t0.689\t0.416\t0.710\t0.666\n0\t0.507\t-1.546\t0.422\t0.878\t-0.233\t1.277\t1.155\t-0.802\t0.000\t1.033\t-0.615\t1.345\t2.215\t1.053\t-1.783\t1.190\t0.000\t1.606\t-0.296\t-0.567\t0.000\t0.745\t0.715\t0.988\t0.750\t0.287\t0.654\t0.633\n0\t0.694\t-1.242\t-0.850\t0.463\t-0.761\t0.798\t-2.154\t-1.497\t0.000\t0.356\t-1.876\t1.704\t0.000\t1.092\t-0.923\t0.667\t2.548\t0.452\t-0.442\t0.546\t1.551\t0.723\t0.618\t1.003\t0.572\t0.143\t0.563\t0.530\n1\t1.300\t-1.294\t-0.204\t0.438\t-0.190\t1.311\t-0.237\t1.519\t2.173\t0.624\t0.074\t-0.847\t1.107\t0.471\t0.725\t0.945\t0.000\t0.600\t0.559\t0.207\t0.000\t0.364\t0.871\t0.984\t0.733\t1.145\t0.993\t0.822\n1\t0.384\t0.716\t-1.380\t1.174\t0.370\t0.712\t-1.267\t-0.360\t0.000\t1.068\t0.238\t1.299\t2.215\t0.923\t-1.585\t0.358\t0.000\t1.144\t2.175\t1.577\t0.000\t0.929\t0.691\t0.990\t0.922\t0.709\t0.778\t0.988\n0\t0.718\t0.087\t-0.395\t1.370\t-1.528\t1.276\t-0.449\t0.185\t2.173\t1.162\t0.024\t-1.510\t2.215\t0.706\t-0.399\t1.613\t0.000\t0.886\t-0.431\t-0.416\t0.000\t0.845\t0.989\t1.171\t0.715\t1.841\t1.067\t0.856\n1\t0.449\t-1.027\t-0.489\t1.103\t0.777\t1.370\t-2.122\t0.362\t0.000\t2.044\t1.304\t-1.289\t0.000\t1.942\t0.319\t-0.654\t0.000\t1.781\t0.203\t1.153\t3.102\t1.623\t1.539\t0.985\t0.725\t0.595\t1.341\t1.080\n1\t0.544\t0.325\t-1.527\t0.901\t0.787\t0.635\t0.851\t0.318\t2.173\t0.728\t1.678\t-0.685\t0.000\t0.651\t1.374\t1.716\t0.000\t0.560\t-0.688\t-1.339\t3.102\t0.944\t0.816\t0.989\t0.728\t0.867\t0.626\t0.608\n0\t0.956\t0.657\t-0.187\t1.152\t0.695\t0.985\t0.160\t-1.007\t2.173\t0.785\t-0.056\t-1.605\t1.107\t0.621\t-1.649\t-0.923\t0.000\t0.828\t0.405\t1.176\t0.000\t0.848\t1.116\t1.038\t0.971\t0.679\t0.870\t0.795\n1\t2.229\t0.763\t-0.619\t0.160\t-1.406\t0.464\t1.431\t-1.562\t0.000\t0.653\t1.267\t0.301\t0.000\t1.207\t0.755\t0.837\t2.548\t0.943\t-0.280\t1.728\t0.000\t1.039\t0.945\t0.989\t0.789\t0.224\t0.731\t0.732\n0\t0.584\t-1.026\t-1.383\t1.154\t0.977\t1.075\t-0.564\t-0.839\t2.173\t1.317\t1.527\t0.455\t2.215\t1.015\t1.157\t-1.347\t0.000\t0.626\t0.702\t0.586\t0.000\t0.887\t1.001\t0.986\t1.052\t2.770\t1.570\t1.275\n1\t0.580\t-1.148\t-0.756\t1.396\t0.364\t0.471\t-0.133\t1.427\t2.173\t0.423\t0.719\t-0.365\t0.000\t0.773\t-0.281\t-1.282\t2.548\t1.244\t1.260\t0.992\t0.000\t0.964\t0.948\t1.056\t0.906\t0.488\t0.695\t0.902\n1\t0.730\t-1.363\t0.848\t1.617\t-1.484\t0.672\t-1.202\t-0.443\t1.087\t0.843\t-0.999\t-0.761\t0.000\t1.461\t0.037\t1.544\t2.548\t2.116\t-0.173\t0.233\t0.000\t1.545\t1.048\t1.299\t1.125\t1.461\t1.026\t1.019\n0\t0.893\t-1.485\t-1.668\t0.734\t0.542\t0.713\t-1.776\t-0.422\t0.000\t0.581\t-1.913\t0.212\t0.000\t1.169\t-1.365\t0.955\t1.274\t1.892\t-0.330\t-1.303\t3.102\t0.749\t0.943\t1.024\t0.916\t1.211\t0.954\t0.815\n0\t0.448\t0.257\t-0.056\t1.386\t1.109\t0.750\t-1.301\t0.226\t0.000\t1.330\t0.450\t1.655\t2.215\t0.781\t-2.594\t-1.561\t0.000\t1.077\t-2.352\t-0.309\t0.000\t0.915\t1.473\t0.989\t0.873\t1.301\t1.765\t1.449\n1\t1.093\t1.771\t-0.293\t2.109\t-0.823\t1.365\t-2.081\t1.324\t0.000\t0.538\t0.551\t-0.041\t0.000\t0.676\t0.777\t0.448\t2.548\t1.441\t0.368\t-1.703\t3.102\t0.895\t0.916\t0.985\t0.957\t0.721\t0.942\t0.796\n1\t0.643\t-0.142\t1.359\t0.685\t0.623\t0.386\t0.180\t-0.727\t2.173\t0.505\t-2.623\t0.609\t0.000\t0.917\t-0.303\t1.631\t1.274\t0.984\t-1.565\t-0.611\t0.000\t0.905\t1.154\t0.991\t0.743\t0.659\t0.907\t1.075\n0\t0.772\t-0.470\t-1.466\t0.390\t-0.344\t0.716\t-0.303\t1.083\t2.173\t0.785\t-0.622\t-0.972\t0.000\t1.154\t-1.033\t0.117\t2.548\t0.717\t-0.331\t1.560\t0.000\t0.750\t0.879\t0.984\t0.820\t0.992\t0.774\t0.702\n1\t0.449\t1.490\t-0.194\t0.734\t1.296\t0.788\t0.953\t-1.032\t0.000\t0.742\t1.157\t1.083\t2.215\t0.394\t1.927\t1.184\t0.000\t1.080\t-0.020\t0.432\t3.102\t1.099\t0.946\t0.988\t1.123\t0.687\t0.792\t0.794\n1\t0.765\t-0.199\t-0.829\t0.860\t0.921\t1.295\t0.209\t-1.616\t0.000\t0.735\t1.490\t-0.805\t0.000\t1.514\t0.697\t0.478\t1.274\t0.812\t0.724\t1.534\t0.000\t0.930\t1.031\t1.124\t0.721\t0.682\t0.720\t0.740\n0\t0.503\t1.577\t-1.050\t0.824\t-0.058\t0.665\t-0.098\t0.936\t2.173\t0.527\t1.422\t1.391\t0.000\t0.641\t1.141\t0.020\t0.000\t1.135\t0.938\t-1.248\t3.102\t0.847\t0.929\t0.978\t0.644\t1.038\t0.710\t0.659\n0\t0.619\t-1.216\t0.456\t1.224\t1.275\t0.932\t-1.042\t-0.563\t2.173\t1.534\t0.529\t0.956\t1.107\t1.504\t-0.461\t-1.186\t0.000\t0.610\t0.788\t-1.023\t0.000\t0.851\t1.023\t0.987\t1.926\t2.323\t1.560\t1.341\n0\t0.391\t0.134\t-1.658\t0.595\t1.362\t0.417\t1.242\t-1.293\t1.087\t0.351\t0.804\t-0.060\t0.000\t0.759\t0.382\t0.505\t2.548\t0.724\t-1.061\t0.932\t0.000\t0.971\t0.970\t0.981\t0.876\t0.761\t0.880\t0.763\n0\t0.416\t0.739\t-1.653\t0.235\t-0.289\t0.704\t0.339\t-0.116\t2.173\t0.705\t-1.881\t1.630\t0.000\t0.476\t-0.671\t0.696\t2.548\t0.581\t-0.795\t-1.050\t0.000\t0.698\t0.615\t0.989\t0.809\t0.631\t0.826\t0.707\n0\t0.384\t-0.267\t-0.624\t1.101\t1.228\t0.786\t1.177\t-1.282\t2.173\t0.987\t1.181\t0.239\t2.215\t0.635\t1.695\t-0.662\t0.000\t0.602\t2.212\t0.843\t0.000\t0.722\t0.824\t0.985\t1.357\t1.271\t1.199\t1.131\n0\t1.077\t0.114\t1.659\t0.682\t1.302\t1.013\t-1.251\t0.078\t0.000\t0.900\t-0.339\t-1.071\t1.107\t0.735\t-1.950\t-0.299\t0.000\t0.543\t-2.018\t-0.931\t0.000\t0.912\t1.173\t0.988\t0.596\t0.441\t0.674\t0.737\n0\t1.012\t-0.965\t-1.604\t1.170\t1.370\t0.675\t0.819\t-0.442\t0.000\t0.669\t0.740\t0.003\t0.000\t0.466\t-0.385\t-1.542\t2.548\t0.998\t-0.698\t0.016\t3.102\t0.559\t0.821\t0.995\t0.488\t0.526\t0.615\t0.794\n0\t1.015\t-0.595\t1.307\t0.910\t-1.265\t0.863\t2.131\t-0.320\t0.000\t1.561\t0.250\t1.715\t2.215\t0.577\t0.906\t-0.700\t0.000\t1.449\t-1.779\t0.112\t0.000\t0.885\t0.791\t0.988\t0.787\t0.970\t1.146\t1.185\n0\t0.780\t0.545\t1.715\t1.604\t0.482\t0.804\t0.389\t-0.840\t2.173\t0.697\t-0.059\t0.589\t0.000\t0.799\t-0.579\t-1.157\t2.548\t0.445\t0.174\t1.333\t0.000\t0.734\t1.005\t1.388\t1.045\t0.606\t0.864\t0.774\n0\t0.787\t-0.604\t0.796\t0.847\t0.961\t0.646\t-0.146\t0.734\t2.173\t1.011\t-0.237\t-1.017\t0.000\t1.408\t-0.452\t-0.556\t2.548\t1.068\t-0.470\t-1.707\t0.000\t0.818\t1.063\t0.997\t1.072\t1.111\t0.794\t0.809\n1\t1.195\t-0.031\t0.647\t0.565\t-1.480\t0.861\t-0.187\t-1.335\t2.173\t0.568\t-0.701\t0.859\t0.000\t0.506\t-0.865\t-1.497\t2.548\t0.976\t-0.499\t-0.583\t0.000\t0.937\t0.945\t1.071\t0.662\t0.342\t0.613\t0.609\n0\t0.453\t-1.189\t0.754\t1.448\t0.084\t0.810\t0.213\t-0.608\t2.173\t0.659\t0.171\t-1.299\t0.000\t0.656\t-0.549\t-1.456\t0.000\t1.084\t-1.114\t1.152\t3.102\t0.583\t0.786\t0.994\t0.888\t1.305\t0.822\t0.749\n1\t1.064\t-1.090\t-1.618\t1.356\t1.291\t2.083\t2.016\t-0.136\t0.000\t1.653\t0.038\t1.319\t2.215\t0.603\t-0.956\t-0.314\t0.000\t0.826\t-0.801\t1.418\t3.102\t4.514\t3.202\t0.984\t1.334\t0.558\t2.371\t2.682\n1\t1.932\t1.712\t-1.541\t0.636\t-1.617\t0.584\t1.076\t0.138\t2.173\t0.507\t1.826\t-0.118\t0.000\t0.771\t0.866\t0.562\t2.548\t0.887\t0.442\t-0.346\t0.000\t0.833\t0.608\t0.991\t0.919\t0.317\t0.809\t0.692\n1\t1.985\t0.162\t0.788\t1.081\t0.113\t0.503\t0.446\t-0.006\t0.000\t1.587\t0.052\t-1.090\t2.215\t1.268\t-0.399\t1.594\t2.548\t0.970\t-1.076\t-0.470\t0.000\t1.138\t1.137\t1.158\t1.518\t1.065\t1.119\t1.006\n0\t0.334\t0.953\t-0.717\t0.591\t1.219\t0.594\t-1.421\t-1.672\t0.000\t0.803\t-1.057\t0.279\t1.107\t1.207\t0.950\t-0.127\t2.548\t1.359\t2.431\t1.483\t0.000\t5.986\t3.388\t0.992\t0.748\t1.390\t2.338\t1.748\n1\t1.679\t-1.408\t-0.511\t0.822\t-1.065\t1.003\t-0.322\t1.143\t2.173\t0.388\t-1.111\t-0.041\t2.215\t0.557\t-0.366\t-0.278\t0.000\t0.813\t-0.366\t-1.505\t0.000\t0.909\t0.971\t0.996\t0.579\t0.892\t0.930\t0.793\n1\t1.207\t-0.283\t1.639\t0.398\t-0.001\t1.356\t1.150\t-0.442\t0.000\t2.351\t-0.712\t1.393\t2.215\t0.693\t-0.532\t-0.601\t0.000\t0.536\t0.247\t0.602\t1.551\t0.766\t0.686\t0.987\t0.841\t0.858\t0.885\t0.754\n0\t1.031\t0.231\t-0.085\t0.536\t-1.741\t0.875\t0.250\t1.214\t0.000\t0.472\t-1.161\t0.472\t2.215\t1.505\t1.172\t-0.719\t2.548\t0.439\t0.576\t-0.928\t0.000\t0.911\t0.906\t1.027\t0.863\t1.623\t0.990\t0.823\n1\t1.304\t-0.363\t0.540\t0.772\t-0.769\t2.221\t-1.045\t1.057\t0.000\t1.280\t0.156\t-0.854\t2.215\t1.243\t0.961\t-0.702\t2.548\t1.376\t-0.513\t-1.092\t0.000\t0.687\t0.813\t1.284\t1.032\t0.646\t0.858\t0.714\n1\t2.371\t-0.559\t-1.223\t1.430\t-0.543\t0.883\t-0.637\t-0.823\t0.000\t1.121\t1.482\t1.128\t0.000\t2.190\t-0.821\t-0.307\t2.548\t4.220\t0.594\t1.136\t0.000\t1.184\t1.563\t1.469\t1.191\t0.710\t1.840\t1.790\n1\t0.510\t1.186\t1.656\t0.974\t0.364\t0.924\t1.271\t-1.012\t1.087\t0.761\t-0.447\t1.541\t0.000\t0.772\t-0.257\t0.749\t0.000\t0.772\t0.162\t0.042\t3.102\t0.777\t0.684\t0.986\t0.982\t0.889\t0.922\t0.795\n1\t0.519\t-0.106\t0.006\t0.694\t-1.625\t0.390\t-1.574\t-0.700\t0.000\t0.842\t0.459\t-1.033\t2.215\t0.351\t0.323\t1.234\t0.000\t1.326\t0.860\t0.340\t3.102\t0.999\t0.963\t0.984\t0.681\t0.941\t0.843\t0.735\n0\t1.598\t-1.168\t1.597\t0.933\t-1.407\t1.194\t0.306\t0.287\t1.087\t0.885\t-0.698\t-0.121\t2.215\t1.452\t0.864\t-1.351\t0.000\t1.601\t-0.438\t1.029\t0.000\t0.913\t1.300\t0.995\t1.689\t0.977\t1.201\t1.204\n0\t0.858\t-0.039\t-0.693\t1.275\t-0.338\t0.478\t2.232\t1.210\t0.000\t0.734\t-2.713\t-0.543\t0.000\t1.031\t-0.389\t1.373\t2.548\t2.497\t1.262\t0.927\t0.000\t0.998\t0.729\t0.984\t1.107\t0.596\t1.005\t0.978\n1\t1.479\t-1.297\t0.740\t0.364\t1.719\t2.749\t-1.327\t-0.785\t0.000\t2.422\t-0.789\t1.241\t2.215\t0.863\t-1.337\t0.348\t2.548\t1.208\t-1.938\t0.231\t0.000\t0.929\t1.298\t0.987\t1.013\t1.221\t1.686\t1.372\n1\t0.423\t-0.785\t-0.613\t0.346\t-0.819\t0.809\t0.019\t0.523\t2.173\t0.653\t-0.586\t-1.320\t0.000\t1.366\t0.112\t1.636\t0.000\t0.499\t0.470\t0.196\t0.000\t0.900\t0.914\t0.989\t0.565\t0.798\t0.679\t0.646\n1\t1.392\t0.046\t-0.482\t0.210\t-0.411\t1.475\t-0.710\t0.876\t0.000\t0.904\t-1.383\t-1.196\t0.000\t0.868\t0.751\t0.208\t2.548\t1.133\t-0.129\t-0.802\t0.000\t1.004\t1.314\t1.001\t0.524\t0.586\t0.746\t0.680\n1\t0.430\t1.650\t-0.751\t0.219\t-1.475\t0.561\t0.691\t0.710\t0.000\t0.755\t0.842\t-1.543\t2.215\t1.864\t0.578\t-0.624\t2.548\t0.508\t2.431\t0.024\t0.000\t1.199\t1.044\t0.987\t0.726\t0.940\t0.903\t0.778\n0\t1.652\t0.570\t0.108\t1.134\t1.387\t1.038\t-0.437\t0.261\t2.173\t2.429\t-0.059\t-1.571\t2.215\t0.730\t1.591\t-0.153\t0.000\t0.860\t-1.380\t-1.145\t0.000\t2.417\t1.776\t1.734\t1.725\t2.371\t1.576\t1.404\n1\t0.597\t0.635\t-0.623\t0.917\t0.484\t0.808\t0.670\t-1.165\t1.087\t0.853\t0.068\t0.032\t0.000\t0.872\t-0.869\t0.983\t2.548\t0.851\t0.666\t1.542\t0.000\t1.162\t0.970\t0.985\t0.916\t1.363\t0.873\t0.758\n0\t0.509\t0.729\t-1.274\t1.057\t0.635\t1.161\t0.682\t0.586\t1.087\t1.301\t-0.899\t-0.880\t2.215\t1.542\t1.376\t-1.479\t0.000\t1.381\t1.204\t0.790\t0.000\t1.131\t1.668\t1.004\t1.306\t2.389\t1.815\t1.376\n1\t0.318\t2.059\t1.091\t0.821\t0.042\t0.636\t-2.368\t-0.946\t0.000\t0.883\t-0.797\t1.707\t0.000\t0.456\t-0.980\t0.265\t1.274\t1.365\t1.225\t0.310\t3.102\t0.772\t0.707\t0.994\t0.619\t0.994\t0.858\t0.772\n1\t0.865\t-1.015\t-1.715\t0.854\t-0.252\t0.566\t-0.749\t1.306\t2.173\t0.756\t-1.099\t-1.270\t0.000\t0.761\t-1.120\t0.438\t0.000\t1.983\t-0.424\t-0.049\t3.102\t1.033\t0.905\t1.153\t0.780\t1.063\t0.726\t0.665\n1\t1.093\t0.984\t-0.528\t1.378\t-1.113\t1.481\t0.419\t-1.042\t0.000\t3.647\t-0.986\t0.888\t0.000\t1.097\t1.233\t-0.045\t0.000\t1.406\t0.896\t-1.253\t3.102\t2.107\t1.259\t0.981\t0.952\t1.006\t0.993\t0.842\n0\t2.238\t-0.052\t0.735\t0.379\t0.098\t0.954\t0.616\t-0.864\t1.087\t1.076\t0.135\t-1.647\t2.215\t0.840\t-1.061\t1.175\t0.000\t1.231\t0.775\t-0.525\t0.000\t0.708\t0.794\t0.987\t1.338\t1.033\t1.048\t0.906\n0\t0.750\t1.574\t-0.926\t0.796\t1.049\t0.639\t0.736\t0.275\t1.087\t0.753\t-0.857\t0.257\t1.107\t0.937\t-1.612\t-1.532\t0.000\t0.607\t2.471\t-0.972\t0.000\t0.721\t0.926\t1.047\t0.832\t0.924\t0.974\t1.163\n1\t1.569\t-1.973\t-1.496\t1.589\t-1.347\t1.228\t0.867\t0.654\t0.000\t0.736\t-1.719\t-0.613\t0.000\t1.013\t-0.502\t-0.151\t2.548\t0.902\t-0.506\t1.004\t3.102\t0.962\t0.921\t0.975\t1.205\t0.630\t0.883\t1.487\n1\t1.035\t-0.387\t0.439\t1.890\t0.641\t0.636\t0.712\t1.479\t0.000\t1.179\t-0.531\t-1.299\t2.215\t0.373\t2.291\t0.398\t0.000\t1.061\t0.174\t-0.828\t3.102\t0.725\t1.266\t0.970\t1.104\t0.571\t1.026\t1.103\n1\t0.720\t-1.027\t0.996\t0.193\t-0.975\t0.660\t0.884\t1.399\t0.000\t0.845\t-0.543\t-0.456\t2.215\t0.559\t1.153\t-1.398\t0.000\t1.117\t-1.240\t0.100\t3.102\t0.666\t1.230\t0.994\t0.748\t0.597\t1.034\t0.854\n1\t1.496\t-0.636\t-1.432\t0.439\t-1.604\t0.445\t-0.627\t0.383\t2.173\t0.289\t-2.606\t0.633\t0.000\t0.651\t-1.087\t0.022\t2.548\t0.372\t-2.326\t1.192\t0.000\t0.207\t0.646\t0.977\t0.860\t0.287\t0.689\t0.730\n0\t1.296\t-1.759\t0.877\t0.657\t-1.299\t1.173\t1.038\t-0.034\t2.173\t0.728\t-0.049\t1.362\t2.215\t1.886\t-1.972\t-1.349\t0.000\t0.995\t-1.993\t-0.632\t0.000\t0.926\t1.630\t1.182\t2.610\t1.513\t2.387\t1.932\n0\t0.660\t-1.418\t-1.155\t0.338\t1.442\t1.167\t-0.763\t-0.356\t1.087\t1.626\t1.326\t1.452\t0.000\t0.983\t-1.605\t0.338\t0.000\t0.901\t-0.465\t0.989\t3.102\t0.957\t0.986\t0.995\t0.612\t1.023\t0.718\t0.686\n1\t1.453\t0.019\t-0.545\t0.610\t0.792\t2.542\t1.641\t-1.658\t0.000\t1.000\t1.702\t0.264\t0.000\t1.331\t0.860\t0.169\t0.000\t1.267\t-1.132\t0.054\t3.102\t1.013\t0.793\t1.217\t0.890\t0.913\t1.033\t0.899\n1\t1.205\t0.638\t-1.497\t1.355\t-1.554\t0.721\t-0.710\t0.143\t0.000\t0.482\t-1.038\t-1.402\t2.215\t1.095\t1.144\t-0.040\t0.000\t0.827\t0.331\t0.977\t3.102\t0.920\t1.076\t0.982\t0.726\t0.661\t0.678\t0.745\n0\t1.408\t-0.338\t-0.110\t0.783\t-1.196\t0.563\t-1.437\t-1.224\t0.000\t1.242\t0.576\t0.053\t1.107\t1.202\t-0.528\t1.576\t2.548\t1.204\t1.266\t1.234\t0.000\t0.767\t0.900\t1.206\t0.978\t1.506\t1.310\t1.101\n1\t0.863\t0.702\t1.097\t1.589\t0.376\t1.197\t1.058\t-1.344\t2.173\t0.344\t2.481\t-0.142\t0.000\t0.931\t0.640\t-0.462\t2.548\t0.439\t1.658\t1.488\t0.000\t0.524\t0.927\t0.987\t0.818\t0.970\t0.970\t0.822\n1\t1.247\t-0.710\t1.130\t0.748\t0.494\t0.907\t-0.397\t-0.660\t2.173\t0.479\t0.788\t0.052\t2.215\t0.350\t-1.445\t1.350\t0.000\t0.496\t-2.332\t-1.408\t0.000\t0.739\t0.941\t0.991\t1.015\t0.853\t0.940\t0.829\n0\t0.479\t2.001\t0.272\t0.621\t0.925\t0.627\t0.212\t-0.307\t2.173\t0.735\t0.189\t1.336\t0.000\t0.941\t0.119\t-1.119\t2.548\t0.416\t-1.537\t0.605\t0.000\t0.975\t1.005\t0.985\t0.821\t0.641\t0.703\t0.721\n0\t0.528\t0.582\t-1.453\t0.983\t-0.241\t0.529\t-2.811\t-1.024\t0.000\t1.419\t0.263\t0.966\t2.215\t0.683\t0.621\t-0.263\t0.000\t0.482\t-0.209\t0.971\t3.102\t3.126\t1.722\t0.988\t0.993\t0.198\t1.543\t1.253\n1\t0.374\t-0.148\t-1.673\t1.089\t0.726\t0.934\t1.145\t-0.074\t0.000\t0.881\t0.527\t1.191\t0.000\t1.311\t0.045\t-0.503\t2.548\t1.239\t-0.617\t-1.331\t0.000\t1.398\t0.864\t0.993\t1.041\t0.785\t0.822\t0.829\n0\t1.812\t1.235\t1.393\t1.242\t-1.598\t0.930\t1.847\t-0.139\t0.000\t0.702\t2.191\t0.414\t0.000\t0.541\t2.214\t-0.681\t0.000\t1.003\t0.935\t-0.829\t3.102\t0.886\t0.955\t0.984\t0.821\t0.517\t0.682\t0.854\n0\t0.369\t-0.782\t-0.128\t0.980\t-0.584\t0.525\t-1.186\t1.289\t2.173\t0.420\t0.550\t-0.695\t2.215\t0.957\t-0.155\t1.486\t0.000\t0.865\t-0.744\t0.358\t0.000\t0.931\t0.788\t0.975\t1.145\t0.966\t0.774\t0.717\n0\t0.543\t0.952\t-1.358\t0.507\t-0.189\t0.541\t-1.063\t1.246\t0.000\t0.454\t-1.086\t0.354\t0.000\t0.760\t-0.090\t-1.373\t1.274\t0.399\t-0.834\t-0.213\t1.551\t0.922\t0.730\t0.987\t0.905\t0.414\t0.730\t0.846\n1\t0.873\t0.914\t-1.094\t0.738\t0.216\t0.934\t-0.252\t1.512\t0.000\t0.909\t0.637\t-0.354\t2.215\t1.099\t0.476\t0.758\t2.548\t1.042\t-0.728\t-1.420\t0.000\t0.863\t1.044\t1.029\t0.645\t0.898\t0.944\t0.866\n0\t0.637\t-1.593\t1.524\t1.188\t-1.031\t0.600\t-1.311\t-0.437\t2.173\t0.647\t-0.309\t0.690\t0.000\t1.107\t-1.170\t0.182\t1.274\t0.720\t-0.421\t1.284\t0.000\t0.997\t0.870\t0.986\t0.931\t0.538\t0.704\t0.713\n0\t0.640\t0.746\t0.003\t0.705\t-1.690\t1.065\t0.654\t1.034\t2.173\t0.816\t1.513\t-1.114\t0.000\t1.144\t-0.427\t1.021\t0.000\t2.143\t0.748\t-0.768\t0.000\t0.869\t0.924\t0.985\t0.853\t1.600\t0.970\t0.921\n0\t5.331\t1.077\t0.157\t1.011\t-0.269\t1.522\t-0.836\t1.559\t0.000\t1.617\t-0.800\t-1.230\t0.000\t1.657\t0.058\t-1.373\t0.000\t0.796\t-0.060\t0.579\t3.102\t1.196\t0.845\t1.202\t0.976\t0.474\t0.840\t1.604\n1\t0.421\t0.840\t1.604\t1.006\t1.055\t1.271\t-2.596\t0.445\t0.000\t1.199\t-0.135\t0.681\t2.215\t2.365\t0.493\t-1.078\t0.000\t1.256\t0.039\t-0.296\t3.102\t7.876\t4.278\t0.984\t1.549\t0.860\t2.653\t3.166\n1\t0.694\t-0.218\t-1.193\t1.476\t1.305\t0.916\t-0.660\t0.138\t1.087\t0.629\t-1.090\t-0.728\t2.215\t0.443\t-1.080\t0.169\t0.000\t1.890\t0.219\t-1.221\t0.000\t1.246\t0.900\t1.090\t1.141\t0.827\t0.859\t0.819\n0\t0.592\t0.660\t-1.632\t0.779\t0.354\t0.687\t-0.053\t-0.199\t1.087\t1.240\t-0.852\t0.560\t2.215\t1.371\t-1.811\t-1.430\t0.000\t1.737\t0.096\t-1.249\t0.000\t2.158\t1.747\t0.991\t1.302\t1.032\t1.300\t1.310\n0\t0.794\t1.209\t0.682\t1.928\t0.618\t0.998\t2.468\t-1.284\t0.000\t1.253\t-0.331\t-0.450\t0.000\t0.842\t-0.368\t1.101\t2.548\t0.791\t1.068\t-1.541\t3.102\t0.841\t0.916\t0.987\t0.871\t0.731\t0.703\t0.808\n1\t0.628\t1.124\t-1.620\t0.997\t-0.472\t0.672\t0.167\t-1.689\t0.000\t0.896\t-0.652\t-1.342\t0.000\t1.899\t-0.643\t0.283\t2.548\t0.840\t0.234\t-0.489\t1.551\t0.875\t0.806\t0.990\t1.665\t0.793\t1.051\t1.066\n1\t0.877\t1.810\t1.579\t0.904\t1.248\t1.109\t0.490\t-0.423\t2.173\t0.527\t0.097\t0.300\t2.215\t0.679\t0.200\t-1.152\t0.000\t1.130\t0.194\t1.108\t0.000\t0.864\t1.043\t0.973\t0.831\t0.718\t0.914\t0.790\n0\t0.659\t-0.548\t0.212\t0.729\t-1.662\t1.049\t0.346\t-0.591\t2.173\t0.709\t0.519\t1.234\t0.000\t0.655\t0.433\t0.604\t0.000\t0.698\t-0.680\t-1.290\t1.551\t0.563\t1.136\t0.989\t0.540\t0.772\t0.756\t0.737\n1\t1.594\t-0.349\t0.503\t0.278\t0.557\t0.962\t0.740\t-1.020\t1.087\t0.744\t-0.073\t1.513\t2.215\t0.323\t0.380\t1.090\t0.000\t0.543\t-0.691\t-0.051\t0.000\t0.501\t0.820\t0.987\t0.807\t1.079\t0.934\t0.721\n1\t0.956\t-0.337\t-1.392\t1.317\t-0.877\t0.678\t0.692\t0.480\t2.173\t0.589\t1.442\t0.753\t0.000\t1.067\t1.321\t-0.145\t2.548\t0.924\t-1.592\t1.390\t0.000\t0.958\t1.011\t0.977\t1.570\t0.698\t1.223\t0.989\n0\t0.489\t-0.806\t0.339\t0.688\t-0.603\t0.926\t1.535\t1.062\t0.000\t1.010\t-0.008\t-1.016\t2.215\t0.570\t0.287\t-0.143\t2.548\t0.389\t1.464\t0.368\t0.000\t0.844\t0.881\t0.987\t1.167\t0.586\t0.890\t1.382\n1\t0.590\t-0.228\t0.443\t0.763\t-1.724\t1.037\t0.448\t-1.135\t2.173\t1.572\t1.109\t1.592\t0.000\t2.479\t0.264\t0.186\t0.000\t0.734\t1.285\t-0.153\t0.000\t1.090\t1.018\t0.986\t0.859\t0.897\t1.007\t0.848\n1\t2.256\t-0.273\t-1.452\t0.682\t0.865\t0.437\t-0.433\t1.308\t0.000\t1.103\t0.006\t-0.006\t2.215\t0.397\t-2.701\t0.748\t0.000\t1.308\t-1.440\t0.065\t0.000\t0.989\t0.975\t1.494\t0.836\t0.234\t0.819\t0.817\n1\t0.607\t0.534\t-0.418\t1.583\t0.705\t0.547\t0.367\t0.975\t2.173\t0.908\t0.780\t-0.025\t2.215\t1.168\t-0.616\t-1.365\t0.000\t2.258\t0.308\t-1.236\t0.000\t0.907\t0.945\t1.152\t0.733\t0.844\t0.813\t0.775\n0\t1.026\t-1.834\t-0.754\t1.788\t-1.661\t0.489\t-1.053\t-0.534\t0.000\t0.760\t-2.085\t1.297\t0.000\t0.579\t-1.253\t0.701\t2.548\t0.788\t0.051\t-0.045\t3.102\t1.485\t0.899\t1.368\t1.205\t0.516\t0.830\t0.806\n1\t0.524\t-1.310\t0.683\t1.178\t-0.708\t0.941\t0.451\t1.734\t2.173\t0.924\t0.300\t0.408\t2.215\t0.750\t-1.428\t1.098\t0.000\t0.589\t-2.395\t-0.731\t0.000\t0.893\t1.469\t1.034\t1.408\t1.281\t1.320\t1.130\n0\t0.777\t-0.038\t0.681\t1.287\t0.300\t0.994\t1.242\t-1.187\t0.000\t0.846\t-1.037\t0.483\t2.215\t1.353\t0.260\t-0.853\t2.548\t1.301\t-0.761\t1.678\t0.000\t0.873\t0.866\t0.989\t1.040\t1.347\t0.992\t0.880\n0\t1.083\t-0.383\t1.261\t0.464\t-0.084\t0.907\t-0.437\t0.384\t1.087\t1.264\t-0.424\t-1.240\t2.215\t0.894\t-0.915\t-0.709\t0.000\t0.744\t-0.992\t1.112\t0.000\t0.901\t0.934\t0.985\t0.888\t1.566\t0.864\t0.751\n0\t0.823\t1.424\t-0.732\t0.649\t0.092\t0.353\t-0.740\t0.472\t2.173\t0.508\t0.912\t0.178\t2.215\t1.437\t0.174\t-1.612\t0.000\t0.418\t-2.289\t0.458\t0.000\t0.451\t0.837\t0.989\t0.559\t0.612\t0.645\t0.652\n0\t0.870\t-0.729\t0.752\t2.530\t0.243\t1.424\t-0.672\t-1.506\t0.000\t0.951\t-0.733\t-0.339\t2.215\t1.180\t0.035\t1.486\t2.548\t0.830\t-0.693\t-1.162\t0.000\t0.524\t0.817\t0.978\t0.870\t1.213\t0.966\t1.092\n0\t0.651\t-0.395\t-0.291\t1.377\t-0.267\t0.988\t0.022\t-1.353\t2.173\t0.678\t0.243\t1.494\t0.000\t1.028\t0.419\t0.717\t2.548\t0.740\t-0.905\t0.778\t0.000\t0.865\t0.947\t0.991\t1.262\t1.233\t1.180\t0.996\n1\t0.806\t-0.368\t0.793\t1.212\t1.500\t1.476\t-0.012\t-0.359\t2.173\t0.618\t0.230\t1.155\t0.000\t0.938\t-1.455\t-1.604\t0.000\t0.733\t-0.002\t0.110\t0.000\t0.717\t1.085\t0.981\t0.719\t0.965\t0.957\t0.796\n1\t0.745\t0.643\t0.591\t0.623\t-0.423\t0.946\t0.974\t-0.224\t0.000\t0.851\t1.168\t-1.382\t1.107\t0.840\t0.127\t-1.714\t2.548\t0.861\t0.992\t1.562\t0.000\t0.832\t1.033\t0.992\t0.831\t0.566\t0.797\t0.712\n0\t0.614\t0.388\t0.588\t0.979\t1.345\t0.756\t-0.273\t-0.589\t0.000\t0.626\t-1.678\t-1.065\t0.000\t0.438\t0.553\t1.544\t2.548\t0.839\t-1.592\t0.123\t0.000\t0.833\t0.971\t0.987\t1.081\t0.517\t0.682\t1.036\n0\t0.889\t0.356\t0.261\t0.916\t0.397\t0.856\t1.345\t-1.114\t0.000\t1.205\t0.903\t1.027\t1.107\t0.790\t-0.040\t-1.180\t2.548\t0.606\t0.383\t-1.528\t0.000\t0.649\t1.141\t0.987\t0.960\t1.084\t0.803\t0.828\n0\t0.704\t-0.279\t-0.729\t0.627\t1.103\t0.516\t0.241\t-1.699\t0.000\t0.471\t1.168\t0.237\t0.000\t0.547\t2.005\t1.304\t0.000\t0.853\t-1.037\t-0.009\t3.102\t0.757\t0.989\t0.989\t0.695\t0.205\t0.847\t0.724\n1\t2.526\t-0.833\t-1.682\t0.209\t-0.637\t0.802\t0.034\t-0.411\t2.173\t1.193\t-1.641\t0.530\t0.000\t0.580\t-0.340\t-1.717\t2.548\t1.087\t-1.217\t-0.822\t0.000\t0.908\t0.800\t0.986\t0.480\t0.804\t0.785\t0.744\n1\t2.038\t-1.164\t1.137\t1.410\t0.222\t2.995\t0.174\t-0.913\t0.000\t0.851\t1.501\t0.817\t0.000\t0.977\t0.188\t1.027\t0.000\t0.999\t0.088\t-0.056\t3.102\t1.042\t0.915\t1.724\t1.222\t0.580\t0.906\t1.156\n0\t1.040\t-0.649\t1.586\t0.540\t-1.161\t0.626\t1.370\t1.515\t2.173\t0.941\t2.025\t0.161\t0.000\t0.434\t-1.200\t-0.653\t0.000\t1.004\t0.933\t0.153\t3.102\t0.792\t0.915\t0.984\t1.213\t0.798\t1.160\t1.334\n0\t1.064\t-1.689\t1.144\t0.774\t0.844\t1.131\t-1.562\t0.571\t2.173\t1.159\t-1.515\t-0.859\t0.000\t1.715\t-1.839\t-1.231\t0.000\t0.455\t-0.065\t-0.978\t3.102\t0.872\t0.790\t0.999\t0.803\t0.973\t1.063\t0.988\n1\t1.147\t-0.364\t-1.192\t0.174\t1.682\t0.882\t-0.511\t1.662\t1.087\t0.880\t0.179\t0.271\t2.215\t1.011\t1.140\t0.066\t0.000\t0.461\t0.564\t-0.417\t0.000\t0.386\t1.304\t0.976\t1.007\t1.316\t0.894\t0.895\n0\t1.253\t1.917\t-1.135\t0.745\t-1.330\t0.678\t-0.123\t0.643\t0.000\t0.924\t0.620\t0.192\t0.000\t0.409\t-0.843\t-1.167\t1.274\t0.636\t0.463\t1.276\t3.102\t0.934\t0.896\t0.975\t0.681\t0.446\t0.664\t0.853\n0\t0.830\t1.469\t-0.503\t0.790\t0.614\t0.966\t-0.371\t1.505\t2.173\t0.674\t-0.448\t-0.643\t0.000\t0.998\t-0.427\t-0.145\t2.548\t0.741\t-0.885\t0.757\t0.000\t0.921\t1.009\t0.989\t1.161\t1.220\t1.222\t1.072\n1\t0.882\t0.743\t0.530\t0.795\t1.574\t0.705\t0.783\t-1.649\t0.000\t0.422\t-0.027\t1.480\t0.000\t1.350\t-0.699\t-0.073\t2.548\t1.270\t0.792\t-0.260\t3.102\t0.609\t0.901\t0.990\t1.219\t0.983\t0.911\t0.846\n1\t0.481\t-0.687\t-1.417\t0.697\t-0.018\t0.860\t0.458\t1.046\t0.000\t1.119\t-2.334\t-0.377\t0.000\t0.568\t0.788\t-0.005\t0.000\t1.417\t1.827\t1.735\t0.000\t1.052\t0.694\t0.991\t0.725\t0.210\t0.716\t0.818\n1\t1.004\t0.661\t-0.862\t1.004\t1.641\t1.170\t-0.101\t-0.188\t2.173\t1.154\t0.637\t-1.689\t0.000\t1.368\t0.143\t1.315\t2.548\t1.259\t-1.151\t0.404\t0.000\t2.411\t1.491\t1.077\t1.213\t1.553\t1.267\t1.107\n1\t1.074\t0.080\t0.283\t0.860\t-0.355\t1.057\t1.095\t1.663\t0.000\t0.629\t0.280\t-1.165\t2.215\t0.734\t0.970\t-0.486\t2.548\t0.418\t1.224\t0.019\t0.000\t1.028\t0.891\t0.986\t0.785\t0.505\t0.630\t0.710\n1\t2.355\t-0.491\t-0.653\t0.748\t0.112\t0.693\t0.664\t1.242\t1.087\t0.835\t-0.763\t0.666\t1.107\t0.471\t1.108\t-1.516\t0.000\t0.470\t1.563\t1.150\t0.000\t0.390\t1.024\t1.170\t1.421\t1.049\t1.062\t0.954\n0\t0.821\t1.390\t0.233\t1.465\t0.789\t1.752\t1.034\t0.742\t2.173\t2.724\t1.138\t-0.872\t2.215\t1.443\t0.503\t-1.349\t0.000\t0.368\t1.066\t-1.499\t0.000\t0.318\t0.861\t0.976\t0.682\t3.200\t1.600\t1.286\n0\t1.555\t1.856\t0.835\t1.152\t0.433\t1.091\t-0.162\t-1.717\t0.000\t1.276\t0.651\t-0.331\t2.215\t0.921\t1.470\t-0.557\t0.000\t0.415\t0.174\t1.275\t0.000\t0.856\t0.763\t1.001\t0.995\t0.824\t1.111\t0.904\n0\t1.705\t0.794\t0.171\t0.232\t-0.914\t0.926\t-0.951\t-1.608\t0.000\t0.501\t2.782\t0.186\t0.000\t0.775\t0.001\t-1.652\t0.000\t0.498\t-1.883\t0.961\t0.000\t1.051\t0.954\t0.984\t0.726\t0.529\t0.651\t0.877\n1\t0.918\t1.679\t1.592\t1.745\t-1.170\t0.529\t1.763\t-1.473\t0.000\t1.267\t-1.273\t-0.291\t0.000\t1.521\t1.078\t0.352\t2.548\t0.876\t1.254\t1.059\t0.000\t0.800\t0.986\t1.066\t1.181\t0.903\t1.021\t0.852\n1\t0.753\t0.058\t0.740\t0.384\t-1.121\t0.855\t-0.061\t-0.586\t0.000\t1.086\t-0.021\t1.392\t2.215\t0.588\t-0.959\t-0.995\t0.000\t1.249\t-0.863\t0.676\t3.102\t0.803\t1.003\t0.990\t0.763\t0.842\t0.873\t0.807\n1\t0.370\t-0.660\t-0.511\t1.211\t-0.886\t1.205\t-0.304\t1.491\t2.173\t1.448\t-0.450\t0.761\t0.000\t1.083\t0.035\t-0.607\t1.274\t1.105\t0.365\t-1.257\t0.000\t0.963\t1.042\t0.986\t1.303\t1.373\t0.950\t0.955\n1\t0.392\t1.670\t0.039\t1.678\t1.494\t1.621\t2.615\t-0.604\t0.000\t1.342\t0.065\t1.014\t2.215\t0.973\t0.800\t0.837\t0.000\t0.932\t-0.502\t1.531\t3.102\t1.048\t2.494\t1.087\t1.284\t0.570\t2.116\t1.636\n0\t1.950\t0.691\t0.445\t1.452\t0.301\t2.038\t0.179\t-1.391\t2.173\t1.090\t0.991\t0.058\t2.215\t0.431\t1.294\t1.679\t0.000\t0.455\t0.615\t1.317\t0.000\t0.231\t0.808\t0.991\t0.624\t2.319\t1.669\t1.199\n1\t0.764\t-0.556\t0.755\t1.054\t-0.453\t0.385\t-0.849\t-1.702\t1.087\t0.598\t0.286\t-0.822\t0.000\t0.370\t-1.939\t0.960\t0.000\t0.488\t-0.495\t-0.986\t3.102\t1.211\t0.841\t1.101\t0.572\t0.283\t0.496\t0.533\n1\t0.539\t-0.857\t-0.632\t1.126\t0.478\t0.911\t-0.886\t-0.352\t1.087\t0.720\t-0.651\t0.485\t0.000\t2.128\t-0.846\t-1.536\t2.548\t0.922\t-1.424\t-1.471\t0.000\t1.191\t1.046\t0.991\t1.119\t1.520\t0.949\t0.844\n1\t1.475\t-0.350\t-1.109\t1.150\t-1.724\t1.279\t-0.374\t0.491\t0.000\t0.529\t-0.017\t1.515\t0.000\t0.689\t-0.704\t-1.131\t0.000\t1.108\t0.420\t-0.669\t3.102\t0.836\t0.996\t0.989\t0.741\t0.463\t0.639\t0.797\n1\t0.465\t-0.023\t-1.457\t0.784\t1.389\t0.978\t-1.036\t1.142\t0.000\t1.218\t-1.319\t-0.551\t0.000\t1.211\t-0.161\t-0.656\t1.274\t1.100\t0.418\t0.464\t3.102\t0.848\t0.992\t0.986\t0.920\t0.807\t0.851\t0.777\n0\t0.634\t0.703\t-0.950\t0.989\t0.006\t0.956\t1.559\t1.692\t2.173\t0.611\t1.524\t-0.640\t0.000\t1.436\t0.935\t0.583\t2.548\t0.714\t0.759\t1.384\t0.000\t0.882\t0.863\t0.986\t1.026\t1.294\t0.865\t0.735\n1\t2.057\t0.872\t1.346\t0.548\t0.381\t0.661\t0.662\t0.675\t0.000\t1.042\t1.068\t-0.532\t2.215\t1.097\t-0.064\t-1.008\t2.548\t0.586\t-0.113\t-0.389\t0.000\t0.873\t0.953\t1.123\t1.088\t0.847\t0.938\t0.827\n1\t0.923\t1.122\t-0.993\t0.633\t0.399\t0.967\t0.482\t-1.740\t1.087\t1.023\t1.628\t0.609\t0.000\t0.520\t0.787\t-0.206\t0.000\t0.943\t-0.374\t-0.822\t3.102\t0.884\t1.135\t1.007\t0.929\t0.892\t0.966\t0.821\n1\t1.005\t-0.044\t1.160\t1.181\t-1.242\t1.010\t0.190\t-0.615\t0.000\t0.993\t-0.740\t1.592\t1.107\t1.265\t-0.512\t0.708\t1.274\t0.945\t0.031\t0.055\t0.000\t0.856\t1.145\t1.252\t0.806\t0.860\t0.967\t0.881\n1\t1.113\t-0.707\t-1.194\t1.771\t-1.438\t0.828\t-0.182\t1.042\t0.000\t0.778\t2.012\t0.107\t0.000\t0.859\t-1.119\t-0.014\t0.000\t1.621\t-0.477\t-0.611\t0.000\t0.978\t0.973\t0.975\t0.642\t0.634\t0.785\t0.722\n0\t2.182\t-1.602\t-0.583\t1.435\t-0.473\t1.169\t-1.218\t1.402\t0.000\t0.590\t-0.264\t1.383\t0.000\t0.947\t-0.482\t0.471\t2.548\t0.415\t-0.702\t0.051\t0.000\t0.915\t1.008\t0.979\t0.790\t0.362\t0.856\t0.968\n0\t2.074\t0.884\t-1.511\t0.753\t-0.825\t1.227\t-0.493\t0.374\t0.000\t1.026\t-0.828\t0.704\t0.000\t1.526\t0.334\t-0.805\t2.548\t0.722\t-0.626\t1.603\t1.551\t0.815\t0.847\t1.004\t0.804\t0.814\t1.020\t1.213\n0\t0.294\t-1.159\t0.495\t1.037\t-1.135\t1.006\t-0.175\t1.154\t0.000\t0.531\t-0.930\t0.938\t0.000\t1.234\t1.150\t-0.377\t1.274\t0.803\t0.544\t0.052\t1.551\t1.089\t0.779\t0.989\t2.515\t0.371\t1.643\t1.304\n0\t0.449\t0.050\t1.620\t1.278\t1.619\t0.686\t-0.266\t-0.097\t2.173\t0.772\t1.188\t-1.270\t0.000\t1.218\t0.702\t-0.608\t0.000\t0.683\t2.243\t1.131\t0.000\t0.902\t1.150\t1.002\t1.422\t0.816\t1.149\t1.075\n1\t0.443\t0.601\t-1.628\t0.561\t-0.854\t0.480\t0.671\t-0.679\t0.000\t1.378\t-0.830\t1.417\t2.215\t0.980\t-0.828\t0.102\t2.548\t0.661\t1.792\t0.195\t0.000\t0.922\t1.243\t0.989\t1.989\t1.145\t1.494\t1.272\n0\t1.233\t-0.165\t-0.892\t1.341\t0.272\t0.962\t0.106\t0.537\t2.173\t1.849\t-0.902\t-1.300\t0.000\t0.923\t-0.343\t1.190\t0.000\t0.840\t-0.903\t0.465\t3.102\t1.663\t1.184\t1.545\t1.085\t0.604\t1.107\t1.038\n0\t1.019\t0.081\t-0.809\t0.778\t0.039\t0.929\t-0.389\t0.953\t2.173\t0.741\t0.474\t-1.119\t0.000\t0.399\t0.068\t-1.648\t0.000\t0.544\t-0.742\t1.188\t0.000\t0.949\t1.036\t0.988\t0.584\t0.987\t0.761\t0.720\n0\t0.864\t0.543\t-0.813\t0.968\t-0.123\t0.537\t0.251\t1.591\t0.000\t0.770\t-0.331\t0.613\t0.000\t0.705\t0.973\t-1.677\t2.548\t0.936\t0.091\t0.991\t1.551\t0.896\t0.693\t0.987\t0.819\t0.520\t0.620\t0.649\n1\t0.479\t-2.138\t0.061\t0.971\t0.883\t1.069\t-0.727\t-0.471\t0.000\t1.187\t-2.466\t1.128\t0.000\t0.899\t-0.652\t-1.030\t2.548\t1.115\t0.079\t-1.290\t3.102\t0.925\t1.269\t0.979\t0.902\t0.365\t1.058\t0.898\n1\t1.385\t0.238\t0.378\t2.601\t0.890\t1.076\t-2.164\t-0.774\t0.000\t0.937\t-0.441\t-1.099\t0.000\t1.306\t-0.204\t1.436\t2.548\t0.915\t-1.354\t-1.006\t0.000\t0.755\t0.981\t1.172\t1.034\t1.051\t0.879\t1.050\n0\t0.399\t1.075\t-1.644\t0.639\t0.131\t0.617\t0.670\t-1.337\t1.087\t0.490\t1.280\t-0.141\t2.215\t0.684\t0.511\t0.739\t0.000\t0.375\t-0.881\t-0.132\t0.000\t0.699\t0.747\t0.986\t0.682\t0.760\t0.611\t0.544\n1\t1.078\t-2.326\t1.728\t0.597\t-1.364\t0.514\t-1.403\t0.600\t0.000\t0.709\t-0.791\t-0.278\t1.107\t0.725\t-0.764\t-0.736\t2.548\t1.247\t-0.145\t0.509\t0.000\t0.954\t0.814\t0.985\t0.748\t0.306\t0.671\t0.664\n0\t0.610\t-2.247\t-1.013\t0.971\t1.479\t0.642\t0.690\t-0.186\t2.173\t0.321\t-1.363\t-0.113\t0.000\t0.441\t1.121\t-1.338\t0.000\t0.841\t-0.344\t0.947\t3.102\t1.125\t0.910\t0.987\t0.723\t0.803\t1.013\t0.886\n0\t0.421\t-0.788\t-1.499\t1.773\t-1.416\t0.983\t-0.249\t0.713\t0.000\t0.516\t0.241\t1.331\t0.000\t0.671\t0.602\t-0.132\t2.548\t0.758\t-0.682\t-0.304\t1.551\t0.885\t0.856\t0.981\t0.828\t0.449\t1.015\t1.114\n0\t1.796\t0.407\t0.703\t1.094\t0.130\t0.732\t-0.270\t-1.028\t2.173\t0.964\t0.219\t-0.179\t0.000\t1.070\t0.675\t-1.710\t2.548\t1.646\t-0.394\t-1.721\t0.000\t1.717\t1.161\t0.985\t1.007\t0.862\t0.967\t0.957\n0\t1.861\t-1.475\t0.304\t1.122\t-0.292\t1.421\t-1.800\t-1.176\t0.000\t1.196\t-1.517\t0.826\t2.215\t0.387\t-0.858\t-1.298\t1.274\t1.023\t-1.107\t1.287\t0.000\t1.535\t0.847\t1.024\t0.926\t0.718\t0.897\t0.961\n1\t0.380\t-0.735\t-0.242\t0.247\t-0.432\t0.676\t0.299\t0.958\t0.000\t1.035\t0.290\t-1.185\t1.107\t1.483\t-0.659\t-0.525\t2.548\t0.637\t1.200\t0.922\t0.000\t0.730\t1.042\t0.986\t0.754\t1.019\t0.805\t0.724\n0\t0.571\t-0.893\t1.560\t1.094\t1.578\t0.791\t0.563\t-0.492\t1.087\t0.809\t0.561\t0.503\t0.000\t0.295\t-0.781\t0.390\t0.000\t0.500\t-0.982\t1.070\t1.551\t0.980\t0.920\t0.985\t0.609\t0.930\t0.760\t0.699\n1\t0.660\t-0.125\t-0.763\t0.941\t1.624\t0.917\t-0.353\t0.559\t0.000\t0.733\t-0.488\t0.013\t0.000\t1.139\t-1.089\t-1.241\t2.548\t0.748\t-1.972\t0.974\t0.000\t0.833\t1.099\t0.988\t0.871\t0.826\t0.916\t0.833\n0\t1.394\t0.462\t-1.523\t1.050\t1.399\t0.548\t-0.382\t0.343\t0.000\t0.763\t1.041\t-0.651\t2.215\t0.727\t-0.911\t0.372\t2.548\t0.916\t2.494\t-1.211\t0.000\t1.050\t0.918\t0.998\t0.963\t1.162\t1.150\t1.119\n1\t0.610\t-0.906\t0.438\t0.526\t1.651\t0.793\t0.447\t0.342\t0.000\t1.057\t0.437\t-0.436\t1.107\t1.805\t0.570\t1.423\t1.274\t1.334\t0.868\t-1.376\t0.000\t1.640\t1.178\t0.993\t1.575\t1.466\t1.319\t1.258\n1\t1.535\t0.160\t-0.645\t1.262\t-0.237\t0.482\t0.607\t-1.267\t0.000\t1.342\t-0.792\t1.007\t2.215\t0.630\t0.760\t1.394\t2.548\t0.612\t-2.304\t-1.264\t0.000\t1.031\t1.000\t0.988\t0.964\t0.961\t1.034\t0.985\n0\t0.629\t0.488\t0.729\t0.379\t0.944\t0.793\t-0.728\t-0.968\t2.173\t0.700\t-0.127\t1.491\t0.000\t1.086\t0.305\t-0.199\t2.548\t0.704\t-0.830\t0.632\t0.000\t0.758\t0.940\t0.998\t0.881\t0.984\t1.091\t0.963\n1\t0.960\t-0.119\t0.945\t1.133\t-1.350\t0.731\t0.588\t-0.320\t0.000\t0.845\t0.730\t0.081\t0.000\t1.872\t-0.127\t-1.317\t1.274\t1.493\t0.294\t1.067\t3.102\t0.604\t0.985\t1.271\t0.866\t1.117\t0.982\t0.900\n1\t3.006\t-0.010\t-1.063\t1.535\t-1.244\t2.765\t0.714\t0.673\t0.000\t1.650\t0.647\t-0.466\t2.215\t0.878\t-1.643\t1.444\t0.000\t0.753\t0.687\t1.491\t3.102\t0.972\t1.022\t0.972\t0.824\t0.991\t0.912\t0.874\n1\t1.016\t1.157\t-1.390\t1.023\t-0.977\t1.063\t-0.735\t0.448\t2.173\t0.666\t0.426\t1.513\t0.000\t1.370\t-2.642\t-1.021\t0.000\t1.352\t0.573\t0.103\t1.551\t0.898\t1.022\t0.991\t0.879\t1.059\t1.094\t0.922\n1\t1.766\t1.984\t-1.349\t0.532\t-0.506\t0.491\t1.094\t-0.631\t0.000\t0.992\t1.698\t0.655\t0.000\t1.038\t0.324\t1.423\t2.548\t0.603\t0.113\t0.171\t0.000\t0.998\t0.975\t0.988\t0.884\t0.447\t0.850\t0.836\n0\t3.221\t1.677\t-1.400\t0.486\t-0.899\t0.543\t0.440\t0.221\t2.173\t0.773\t0.678\t0.556\t2.215\t0.957\t1.208\t0.223\t0.000\t1.166\t1.591\t1.321\t0.000\t1.033\t0.899\t0.991\t1.327\t0.308\t1.092\t0.951\n1\t0.464\t-0.490\t-1.380\t1.247\t0.801\t0.809\t2.880\t-1.099\t0.000\t0.681\t-0.439\t-0.658\t0.000\t1.196\t-0.354\t0.182\t2.548\t1.044\t-2.333\t0.914\t0.000\t1.941\t1.067\t0.986\t0.705\t0.539\t0.840\t0.800\n0\t0.665\t0.741\t-0.440\t0.778\t-1.616\t0.575\t0.489\t1.327\t2.173\t0.684\t-0.924\t-0.958\t0.000\t1.145\t0.435\t0.028\t0.000\t0.600\t1.046\t0.236\t0.000\t0.623\t0.750\t0.987\t0.556\t0.386\t0.490\t0.548\n0\t0.485\t-0.845\t-0.326\t1.232\t1.268\t0.594\t0.879\t1.080\t2.173\t0.772\t-0.842\t-1.159\t2.215\t0.992\t0.428\t-0.332\t0.000\t0.832\t1.164\t-0.167\t0.000\t0.856\t0.904\t1.062\t0.763\t1.337\t0.892\t0.896\n0\t1.153\t-0.408\t-1.306\t2.303\t-1.040\t0.947\t-1.214\t0.950\t0.000\t0.772\t-1.580\t0.505\t2.215\t1.177\t0.212\t-0.361\t2.548\t1.915\t-1.973\t0.576\t0.000\t1.415\t0.847\t0.988\t0.883\t1.297\t1.205\t1.545\n0\t0.840\t-0.388\t-1.053\t0.413\t0.274\t0.618\t1.072\t-1.111\t0.000\t0.985\t-0.816\t0.936\t2.215\t0.475\t-0.055\t-0.591\t0.000\t0.630\t-0.379\t0.707\t3.102\t0.735\t0.759\t0.981\t0.810\t0.201\t0.813\t0.759\n1\t0.412\t1.151\t0.527\t1.116\t-0.554\t2.422\t-1.472\t-1.297\t2.173\t2.455\t-0.709\t0.734\t1.107\t1.017\t-0.123\t0.572\t0.000\t0.979\t0.095\t-0.105\t0.000\t0.645\t0.947\t0.986\t4.949\t3.734\t3.626\t2.589\n0\t0.770\t1.641\t-0.700\t0.924\t-1.204\t0.420\t0.855\t1.264\t2.173\t0.710\t0.833\t-0.086\t0.000\t1.816\t-0.072\t0.654\t2.548\t0.620\t0.128\t-1.107\t0.000\t0.755\t0.956\t0.983\t0.761\t0.780\t0.881\t0.751\n1\t1.255\t-0.090\t-0.767\t0.691\t-0.668\t1.566\t1.338\t1.572\t0.000\t1.046\t0.776\t0.395\t2.215\t1.587\t0.292\t-0.080\t2.548\t1.301\t-0.214\t0.011\t0.000\t1.091\t0.911\t0.992\t0.964\t0.657\t0.941\t1.061\n0\t0.561\t1.386\t-0.096\t0.466\t1.011\t1.040\t0.655\t1.690\t2.173\t1.069\t-0.441\t0.095\t0.000\t0.927\t-0.214\t-0.639\t0.000\t0.393\t-0.949\t-1.197\t3.102\t0.953\t0.654\t0.990\t0.905\t0.776\t0.929\t0.800\n1\t1.773\t-0.322\t-1.192\t0.078\t0.606\t1.200\t-0.149\t0.664\t2.173\t0.755\t-0.115\t-0.416\t2.215\t0.585\t0.949\t0.988\t0.000\t0.753\t0.392\t-1.216\t0.000\t0.703\t0.960\t0.984\t0.710\t1.158\t0.924\t0.787\n1\t0.873\t0.202\t-1.363\t0.867\t0.561\t0.839\t-2.207\t-1.458\t0.000\t0.873\t-1.636\t0.479\t2.215\t0.721\t-1.165\t0.063\t0.000\t1.106\t-0.907\t-0.606\t3.102\t0.793\t1.051\t1.189\t0.862\t0.783\t0.860\t1.004\n1\t1.093\t-1.223\t-0.568\t1.004\t1.268\t1.552\t-0.568\t-1.552\t0.000\t1.946\t0.885\t-0.241\t0.000\t1.499\t-2.576\t1.125\t0.000\t1.797\t-0.739\t-0.144\t0.000\t0.886\t1.178\t1.446\t0.712\t0.575\t0.727\t0.776\n0\t0.279\t1.305\t-0.004\t1.147\t-1.332\t0.827\t-1.044\t1.238\t2.173\t0.664\t-1.403\t-0.669\t2.215\t0.956\t0.073\t0.409\t0.000\t0.973\t-1.346\t-1.292\t0.000\t0.871\t0.857\t0.987\t1.038\t1.099\t0.860\t0.755\n1\t1.584\t-0.159\t-1.264\t0.965\t1.680\t0.728\t-1.062\t0.082\t0.000\t0.412\t-0.225\t1.581\t0.000\t1.459\t0.823\t-0.361\t0.000\t0.753\t0.042\t0.947\t3.102\t0.983\t0.785\t0.990\t0.820\t0.266\t0.585\t0.675\n1\t0.785\t-0.150\t-1.408\t0.870\t-0.293\t1.235\t0.551\t-1.405\t2.173\t1.747\t-0.117\t0.515\t0.000\t1.123\t-0.034\t1.416\t2.548\t0.910\t0.862\t-0.964\t0.000\t1.884\t1.315\t0.988\t0.885\t0.937\t1.174\t0.970\n1\t1.688\t0.776\t-0.115\t0.780\t0.731\t1.259\t1.362\t-1.541\t2.173\t0.621\t1.077\t0.100\t2.215\t0.349\t2.439\t1.318\t0.000\t0.473\t1.168\t0.586\t0.000\t0.412\t0.772\t1.098\t0.559\t1.308\t0.996\t0.788\n0\t0.374\t-1.282\t1.521\t1.163\t-0.217\t0.672\t0.266\t0.861\t0.000\t1.153\t-1.100\t-1.525\t1.107\t0.823\t-0.502\t0.104\t0.000\t0.614\t-0.999\t0.116\t3.102\t1.015\t0.705\t0.985\t0.960\t0.757\t0.831\t0.864\n1\t0.697\t0.363\t0.412\t0.750\t-0.788\t0.475\t0.970\t1.516\t0.000\t0.885\t-1.424\t0.378\t0.000\t0.799\t0.925\t-1.061\t2.548\t0.767\t1.332\t-1.461\t3.102\t2.440\t1.713\t0.992\t0.789\t0.275\t1.151\t0.938\n0\t0.927\t0.369\t0.480\t0.409\t0.346\t1.005\t-0.698\t-0.954\t2.173\t0.901\t1.030\t0.955\t0.000\t0.803\t-0.770\t1.366\t2.548\t1.103\t0.065\t-0.625\t0.000\t1.445\t1.161\t0.990\t1.566\t0.974\t1.131\t1.039\n0\t0.582\t-0.701\t0.489\t0.402\t-1.271\t0.773\t1.056\t1.017\t2.173\t1.022\t0.555\t-1.521\t2.215\t1.177\t-2.369\t-0.529\t0.000\t0.555\t1.325\t0.737\t0.000\t0.847\t0.941\t0.989\t1.615\t1.039\t1.238\t1.032\n0\t1.087\t-1.739\t-0.368\t1.715\t0.006\t0.743\t-0.931\t1.510\t2.173\t0.525\t-2.379\t-1.570\t0.000\t0.866\t-1.017\t-1.039\t0.000\t1.275\t-1.153\t0.790\t3.102\t0.881\t0.898\t0.986\t0.823\t0.665\t0.875\t0.842\n1\t0.579\t0.926\t1.156\t1.082\t-0.451\t0.700\t-0.396\t1.526\t2.173\t0.796\t-0.513\t0.156\t2.215\t0.951\t-0.490\t-1.152\t0.000\t0.746\t-0.046\t0.672\t0.000\t0.954\t0.801\t1.088\t1.057\t1.040\t0.866\t0.759\n0\t2.940\t-0.749\t-0.158\t1.248\t-0.440\t3.201\t-0.491\t1.321\t0.000\t1.977\t-0.697\t-0.619\t1.107\t1.459\t-1.106\t1.096\t2.548\t1.200\t-0.742\t-1.234\t0.000\t1.026\t1.052\t0.976\t1.413\t1.860\t1.164\t1.071\n1\t0.964\t0.515\t-1.484\t0.076\t-1.650\t0.533\t-0.962\t0.267\t2.173\t0.879\t-0.584\t-0.986\t1.107\t0.581\t0.739\t-0.002\t0.000\t1.172\t-0.493\t0.950\t0.000\t0.978\t0.986\t0.985\t0.876\t0.930\t0.715\t0.685\n1\t0.348\t0.655\t-1.708\t1.663\t1.341\t0.973\t0.542\t-0.788\t2.173\t0.926\t0.423\t0.797\t2.215\t0.746\t0.781\t0.194\t0.000\t1.615\t1.159\t-0.328\t0.000\t0.813\t0.958\t1.002\t1.383\t1.384\t1.064\t1.001\n1\t1.255\t-0.446\t0.556\t1.346\t0.581\t0.745\t-0.451\t-1.494\t2.173\t0.507\t-0.705\t-0.199\t0.000\t1.217\t1.087\t-1.019\t2.548\t0.772\t-0.425\t1.303\t0.000\t0.801\t1.093\t0.982\t1.233\t1.199\t1.353\t1.038\n1\t0.892\t0.445\t1.054\t0.665\t-1.270\t0.831\t0.499\t-0.968\t0.000\t0.790\t1.227\t-1.393\t0.000\t1.524\t1.180\t0.340\t2.548\t0.540\t1.179\t1.400\t0.000\t0.927\t0.905\t0.989\t0.874\t0.757\t0.890\t0.774\n0\t1.046\t1.044\t-1.439\t0.448\t-1.579\t0.568\t1.320\t1.458\t0.000\t0.698\t1.162\t0.107\t0.000\t0.940\t0.365\t-0.543\t2.548\t0.814\t-0.441\t0.540\t3.102\t1.258\t1.018\t0.996\t0.778\t0.641\t0.742\t0.729\n1\t0.501\t1.726\t0.726\t1.090\t-0.423\t0.820\t-0.187\t-0.217\t2.173\t0.764\t1.408\t1.493\t0.000\t0.900\t-0.310\t-1.448\t0.000\t0.736\t0.371\t-1.081\t3.102\t1.428\t0.850\t0.982\t1.675\t0.635\t1.088\t1.093\n0\t1.345\t0.102\t-0.419\t0.473\t0.006\t0.726\t0.569\t1.415\t0.000\t1.108\t0.958\t0.906\t2.215\t0.892\t1.099\t-0.807\t2.548\t0.775\t-0.134\t-0.953\t0.000\t1.059\t0.972\t0.995\t0.649\t1.062\t0.775\t0.781\n1\t0.799\t1.094\t0.758\t1.387\t1.252\t1.665\t-0.267\t-0.671\t0.000\t1.052\t0.414\t1.474\t0.000\t1.724\t0.208\t0.676\t0.000\t2.032\t0.589\t0.008\t3.102\t1.263\t0.997\t1.000\t0.991\t1.261\t0.916\t0.846\n0\t0.770\t-2.237\t0.267\t0.631\t0.631\t0.531\t-1.300\t0.633\t0.000\t1.357\t-0.799\t-1.406\t2.215\t0.701\t-0.540\t-0.179\t0.000\t1.144\t-1.123\t-1.333\t3.102\t0.838\t0.836\t0.973\t1.158\t0.308\t0.787\t0.747\n0\t1.141\t0.389\t0.124\t1.332\t0.901\t1.243\t-0.986\t-1.471\t2.173\t0.648\t1.108\t-0.211\t2.215\t0.270\t1.246\t0.881\t0.000\t0.860\t-0.297\t-0.516\t0.000\t0.922\t1.008\t1.101\t0.804\t2.075\t1.331\t1.035\n0\t0.437\t1.138\t-0.669\t1.578\t-0.367\t0.635\t1.443\t1.194\t0.000\t0.638\t1.520\t-1.359\t2.215\t0.708\t2.567\t1.076\t0.000\t0.831\t0.449\t0.748\t3.102\t0.896\t0.845\t0.983\t1.007\t0.715\t0.764\t0.798\n1\t0.699\t1.188\t0.119\t0.414\t-0.856\t0.875\t0.166\t0.611\t0.000\t0.911\t0.231\t-0.040\t0.000\t1.215\t0.642\t-1.540\t2.548\t1.327\t-1.193\t-0.924\t0.000\t0.914\t1.138\t0.986\t0.800\t0.725\t0.699\t0.739\n1\t0.837\t-0.774\t-1.407\t0.914\t1.055\t0.764\t0.296\t0.998\t2.173\t0.984\t-1.284\t-0.783\t0.000\t0.713\t-0.605\t-0.265\t2.548\t0.452\t0.101\t0.236\t0.000\t0.972\t1.329\t0.989\t0.716\t0.954\t0.824\t0.746\n1\t0.843\t-0.778\t-0.682\t0.635\t-1.702\t0.669\t0.383\t0.653\t1.087\t0.543\t-1.775\t0.537\t0.000\t0.527\t-1.515\t-0.974\t0.000\t1.221\t0.196\t-1.358\t3.102\t0.806\t1.033\t0.980\t1.162\t0.931\t0.907\t0.828\n0\t1.088\t1.003\t-0.458\t0.775\t-0.458\t0.847\t-0.348\t1.406\t2.173\t0.344\t1.679\t1.118\t0.000\t0.583\t-0.977\t-0.762\t2.548\t0.521\t-0.249\t0.758\t0.000\t0.683\t0.853\t0.989\t1.223\t0.874\t0.859\t0.770\n1\t1.053\t1.552\t1.206\t0.309\t0.197\t0.463\t-0.530\t0.357\t2.173\t0.558\t1.181\t-0.222\t0.000\t0.570\t1.460\t-1.445\t0.000\t0.850\t0.599\t-1.217\t3.102\t0.790\t1.014\t0.998\t0.656\t0.793\t0.673\t0.648\n1\t0.724\t0.630\t0.129\t0.876\t1.058\t0.667\t1.255\t1.668\t0.000\t1.165\t-0.627\t0.055\t2.215\t1.023\t0.230\t-1.368\t1.274\t1.029\t1.898\t-0.634\t0.000\t1.084\t0.921\t0.985\t1.264\t1.236\t1.066\t0.955\n0\t1.280\t0.201\t-1.389\t0.264\t-0.098\t0.601\t0.489\t0.363\t0.000\t0.364\t0.130\t1.580\t0.000\t0.751\t-0.550\t-0.704\t2.548\t0.682\t0.936\t0.460\t3.102\t0.902\t0.828\t0.991\t0.660\t0.714\t0.571\t0.583\n0\t1.262\t-0.761\t0.463\t0.878\t1.448\t1.036\t1.468\t0.609\t0.000\t0.989\t1.118\t-0.074\t0.000\t1.199\t1.701\t1.437\t0.000\t3.596\t-0.757\t-1.070\t3.102\t1.062\t0.976\t1.132\t1.314\t0.349\t1.519\t1.339\n0\t1.720\t-0.734\t-1.009\t1.157\t-0.648\t0.410\t0.131\t0.245\t0.000\t1.365\t0.530\t1.067\t2.215\t0.557\t0.839\t0.798\t2.548\t0.370\t-2.466\t1.079\t0.000\t0.903\t0.901\t0.980\t1.007\t0.283\t1.065\t0.869\n0\t0.800\t-1.072\t1.459\t0.526\t0.352\t0.667\t-0.304\t1.585\t2.173\t0.543\t-1.339\t-0.046\t0.000\t0.799\t-0.045\t0.070\t2.548\t0.612\t0.141\t-0.417\t0.000\t0.687\t0.921\t0.981\t0.656\t0.898\t0.633\t0.591\n0\t1.049\t-0.446\t-1.071\t0.943\t1.152\t0.553\t0.386\t0.958\t2.173\t0.337\t-1.020\t-0.559\t0.000\t0.564\t0.139\t-0.524\t1.274\t0.447\t-1.521\t1.231\t0.000\t0.543\t0.802\t1.251\t0.732\t0.682\t0.640\t0.586\n0\t1.140\t-0.340\t0.879\t0.637\t1.601\t0.853\t0.626\t-0.406\t0.000\t0.948\t0.460\t-1.298\t2.215\t1.142\t0.056\t-1.008\t2.548\t0.647\t1.534\t1.170\t0.000\t0.701\t0.891\t0.989\t0.875\t0.366\t0.690\t0.731\n0\t0.660\t0.523\t0.503\t0.993\t0.228\t0.564\t-0.514\t1.294\t2.173\t0.664\t-0.307\t-1.541\t0.000\t1.057\t-0.006\t-0.918\t2.548\t0.904\t-0.560\t-0.485\t0.000\t0.842\t0.762\t0.988\t0.874\t0.912\t0.724\t0.664\n0\t0.489\t0.172\t-0.062\t1.035\t1.569\t0.613\t-0.344\t-1.131\t2.173\t0.561\t1.017\t0.864\t0.000\t1.079\t0.798\t0.341\t2.548\t0.840\t0.622\t-0.677\t0.000\t0.890\t0.943\t0.987\t0.784\t1.184\t0.722\t0.664\n1\t0.716\t-0.646\t-1.613\t1.112\t0.969\t1.180\t-0.546\t0.889\t1.087\t1.170\t-0.415\t-1.134\t0.000\t1.288\t1.506\t-0.689\t0.000\t1.386\t-0.055\t0.098\t3.102\t2.445\t1.636\t0.985\t0.788\t0.946\t1.489\t1.323\n0\t0.600\t-0.217\t-1.315\t2.162\t-0.306\t1.336\t-0.637\t1.499\t2.173\t0.932\t-1.264\t-1.595\t0.000\t1.161\t-0.864\t0.022\t2.548\t1.782\t0.122\t0.429\t0.000\t0.889\t0.699\t1.246\t1.572\t1.526\t1.144\t0.975\n0\t0.690\t0.674\t0.300\t1.425\t-0.792\t0.481\t1.638\t-0.924\t0.000\t0.877\t-0.038\t1.577\t0.000\t0.988\t0.601\t-1.472\t2.548\t1.309\t-1.824\t1.007\t0.000\t0.955\t0.939\t1.143\t0.761\t0.844\t0.720\t0.695\n1\t0.618\t0.679\t-0.928\t0.364\t-0.722\t1.717\t0.170\t-0.590\t0.000\t1.624\t0.512\t0.521\t0.000\t2.327\t-0.250\t1.522\t1.274\t2.395\t1.940\t1.165\t0.000\t1.068\t0.677\t0.998\t1.006\t0.800\t1.053\t0.863\n1\t1.066\t0.573\t-0.987\t1.731\t-0.329\t0.749\t0.082\t1.204\t1.087\t0.577\t0.609\t0.473\t0.000\t0.594\t-0.194\t-0.700\t0.000\t1.439\t0.675\t1.614\t0.000\t0.873\t0.856\t1.053\t0.781\t0.721\t0.857\t0.737\n1\t1.524\t0.978\t-1.113\t1.403\t-1.173\t1.467\t0.806\t0.657\t2.173\t0.421\t1.719\t-0.330\t0.000\t0.549\t0.524\t0.340\t2.548\t0.758\t0.490\t-1.572\t0.000\t0.806\t1.111\t1.000\t0.920\t0.342\t1.185\t0.929\n1\t0.586\t-0.235\t1.458\t1.141\t0.087\t1.140\t1.377\t1.641\t0.000\t1.219\t0.912\t-1.474\t2.215\t2.613\t0.311\t-0.183\t2.548\t1.033\t-0.596\t-1.554\t0.000\t0.980\t1.147\t1.069\t0.944\t1.833\t1.083\t0.931\n0\t0.525\t0.274\t-1.558\t0.587\t0.530\t0.678\t0.697\t-1.152\t0.000\t0.614\t0.161\t-0.042\t0.000\t1.485\t-1.272\t0.788\t1.274\t0.829\t-0.093\t-0.573\t0.000\t0.747\t0.853\t0.990\t1.549\t0.603\t1.012\t0.969\n1\t0.535\t1.657\t0.294\t0.931\t-0.844\t0.815\t0.069\t0.722\t2.173\t0.584\t0.741\t-0.405\t0.000\t0.672\t-0.247\t-1.373\t0.000\t0.990\t-0.394\t1.661\t3.102\t0.900\t1.009\t0.993\t1.405\t0.757\t1.241\t1.048\n0\t0.327\t0.849\t-1.103\t1.033\t0.372\t1.390\t-2.313\t0.642\t0.000\t1.539\t-1.009\t-0.842\t1.107\t0.834\t-1.509\t-1.551\t0.000\t0.654\t-0.624\t-1.732\t0.000\t0.405\t0.765\t0.985\t0.675\t1.078\t1.496\t1.354\n0\t1.009\t-0.406\t-0.260\t0.421\t0.948\t0.788\t0.509\t0.732\t2.173\t0.821\t-0.512\t-1.448\t2.215\t0.493\t1.307\t-0.401\t0.000\t1.033\t0.243\t-1.586\t0.000\t0.838\t0.894\t0.991\t0.815\t1.268\t0.776\t0.709\n1\t0.762\t-0.592\t-0.426\t1.483\t0.410\t0.911\t-0.180\t1.554\t2.173\t0.496\t-1.206\t-1.300\t2.215\t0.438\t0.911\t-1.018\t0.000\t0.607\t-0.145\t0.019\t0.000\t0.578\t0.814\t1.008\t0.822\t0.765\t0.833\t0.715\n1\t0.348\t-1.296\t-1.022\t1.345\t-0.434\t2.399\t-1.018\t0.815\t0.000\t0.614\t-0.151\t1.356\t0.000\t1.882\t0.862\t-0.971\t2.548\t0.775\t-0.253\t0.415\t0.000\t1.065\t1.618\t0.985\t0.936\t0.353\t1.802\t1.440\n1\t1.363\t-1.564\t1.381\t0.684\t1.135\t0.473\t-0.569\t1.595\t0.000\t1.290\t-0.308\t-0.074\t2.215\t0.553\t-2.670\t-0.082\t0.000\t1.328\t-0.626\t-0.881\t0.000\t0.961\t1.106\t0.982\t0.657\t0.641\t0.836\t0.763\n1\t0.727\t-1.194\t1.245\t0.328\t0.288\t0.630\t-1.006\t-1.277\t2.173\t0.545\t0.091\t-0.154\t1.107\t0.675\t-1.954\t-0.218\t0.000\t0.646\t0.264\t1.542\t0.000\t1.354\t0.980\t0.980\t0.669\t0.888\t0.733\t0.682\n1\t0.530\t-1.092\t0.801\t1.341\t-0.818\t0.847\t-0.485\t1.583\t0.000\t0.638\t-0.559\t-0.060\t0.000\t0.987\t0.924\t0.335\t2.548\t1.000\t0.717\t-1.472\t3.102\t1.556\t1.134\t1.160\t1.274\t0.760\t0.950\t0.925\n0\t0.533\t-1.281\t-0.041\t1.600\t-1.042\t1.059\t-0.774\t0.147\t2.173\t0.770\t-1.950\t-1.631\t0.000\t1.161\t0.138\t1.258\t2.548\t0.593\t2.049\t1.062\t0.000\t0.524\t1.106\t1.003\t1.076\t1.342\t1.025\t0.931\n0\t0.830\t-0.425\t0.532\t1.999\t0.204\t1.503\t0.159\t-1.544\t1.087\t0.266\t-0.121\t1.425\t0.000\t0.347\t-2.244\t-0.209\t0.000\t0.639\t0.955\t-1.269\t3.102\t0.821\t0.909\t0.991\t2.083\t0.590\t1.401\t1.117\n0\t1.344\t0.591\t-0.856\t0.606\t0.859\t0.246\t-1.636\t-0.545\t0.000\t0.537\t0.577\t1.456\t1.107\t1.276\t-0.889\t0.805\t1.274\t0.404\t-0.847\t-0.723\t0.000\t0.173\t0.745\t1.249\t1.210\t0.906\t0.842\t0.745\n1\t0.667\t0.527\t0.146\t1.385\t-0.883\t0.871\t-0.105\t1.250\t2.173\t0.742\t0.983\t-0.355\t2.215\t0.899\t1.597\t-1.502\t0.000\t0.756\t0.776\t0.861\t0.000\t0.862\t1.116\t1.064\t0.620\t1.366\t0.875\t0.823\n1\t1.470\t-0.196\t1.517\t1.281\t-1.078\t0.498\t1.118\t0.817\t0.000\t0.880\t0.466\t-0.025\t2.215\t0.354\t0.695\t0.613\t2.548\t0.741\t1.589\t-0.024\t0.000\t0.738\t0.750\t1.369\t0.810\t0.334\t0.772\t0.811\n0\t0.824\t-0.572\t0.445\t1.562\t1.177\t0.424\t0.986\t-0.285\t0.000\t1.084\t-0.533\t-1.585\t1.107\t0.458\t1.272\t0.093\t2.548\t1.387\t-0.421\t-0.625\t0.000\t0.983\t0.867\t0.986\t0.933\t1.132\t0.867\t0.754\n0\t1.107\t0.185\t0.511\t1.841\t0.997\t1.114\t-0.310\t0.163\t2.173\t1.480\t-0.102\t-1.394\t2.215\t0.816\t1.242\t-1.247\t0.000\t1.930\t-0.401\t-0.870\t0.000\t1.537\t1.136\t0.982\t1.146\t1.873\t1.256\t1.215\n1\t1.160\t0.148\t-1.481\t1.052\t1.393\t1.282\t0.482\t0.127\t2.173\t1.187\t0.880\t-0.744\t0.000\t1.524\t-0.554\t1.214\t2.548\t0.577\t1.423\t-1.029\t0.000\t0.521\t1.197\t0.992\t0.950\t1.760\t1.240\t1.101\n0\t1.125\t-0.023\t0.571\t2.183\t0.659\t1.180\t-2.621\t-1.354\t0.000\t0.493\t-0.921\t-0.156\t0.000\t0.536\t-1.246\t-1.282\t2.548\t1.003\t-0.080\t1.445\t3.102\t0.375\t0.671\t0.994\t1.268\t0.520\t0.865\t0.831\n0\t0.572\t-1.082\t1.237\t0.366\t0.884\t1.160\t-0.942\t-1.194\t2.173\t0.931\t1.636\t-0.235\t0.000\t0.937\t1.232\t0.317\t0.000\t0.795\t0.560\t1.101\t3.102\t0.724\t0.766\t0.983\t1.114\t1.281\t1.517\t1.205\n1\t0.822\t-0.424\t0.850\t0.847\t-0.121\t0.648\t-0.534\t0.507\t0.000\t0.555\t0.537\t0.487\t0.000\t1.544\t0.765\t-1.156\t2.548\t1.155\t-0.493\t-1.511\t0.000\t0.731\t0.859\t0.988\t1.040\t0.877\t0.894\t0.778\n1\t0.814\t1.536\t0.768\t1.029\t1.320\t0.423\t0.643\t-0.126\t0.000\t0.542\t0.904\t1.058\t0.000\t0.757\t0.133\t-1.652\t2.548\t2.039\t-0.514\t-0.615\t1.551\t0.901\t1.127\t0.993\t1.126\t0.850\t1.502\t1.165\n0\t0.435\t0.596\t0.383\t1.381\t-0.633\t1.185\t0.587\t-0.911\t2.173\t1.912\t0.653\t1.163\t1.107\t0.779\t-0.074\t0.126\t0.000\t1.163\t0.050\t0.725\t0.000\t0.795\t0.931\t0.990\t0.862\t2.118\t1.217\t0.963\n0\t0.282\t1.717\t-0.049\t0.691\t1.475\t0.545\t-1.093\t-1.644\t2.173\t0.375\t-0.914\t0.318\t1.107\t0.851\t1.328\t-1.305\t0.000\t0.644\t0.662\t0.129\t0.000\t0.895\t0.889\t0.978\t0.837\t0.654\t0.787\t0.688\n0\t0.967\t-1.856\t1.209\t1.110\t0.524\t0.561\t-1.422\t-1.119\t2.173\t1.007\t-1.102\t-0.664\t1.107\t0.479\t2.386\t0.009\t0.000\t1.347\t-1.531\t0.952\t0.000\t4.126\t2.738\t0.994\t1.213\t0.472\t1.778\t1.882\n1\t1.550\t0.155\t-0.658\t1.057\t-1.623\t1.366\t-0.592\t0.869\t1.087\t0.390\t0.430\t1.415\t0.000\t1.817\t-0.810\t-0.788\t2.548\t0.895\t-0.593\t0.340\t0.000\t0.789\t1.015\t1.354\t1.588\t1.978\t1.294\t1.013\n0\t0.663\t0.443\t1.595\t1.656\t-0.814\t0.932\t0.949\t0.868\t0.000\t1.306\t0.267\t-0.527\t2.215\t0.668\t1.585\t1.476\t0.000\t0.520\t-0.273\t0.949\t3.102\t0.932\t0.713\t1.199\t0.824\t0.757\t0.912\t0.875\n0\t1.217\t0.824\t-0.703\t1.283\t-1.079\t1.068\t0.234\t0.445\t0.000\t0.762\t1.072\t-1.408\t2.215\t1.784\t-0.205\t1.039\t2.548\t0.703\t0.144\t-0.338\t0.000\t0.898\t0.833\t0.986\t0.736\t1.334\t0.995\t0.961\n1\t0.364\t-0.536\t-0.680\t1.876\t-1.693\t1.025\t0.700\t-0.189\t2.173\t0.331\t1.325\t-1.679\t0.000\t1.138\t0.324\t0.764\t2.548\t0.392\t0.200\t0.503\t0.000\t0.514\t0.733\t0.993\t0.901\t1.046\t0.962\t0.743\n1\t0.464\t-1.659\t-1.709\t0.751\t0.889\t1.336\t-1.347\t-0.664\t2.173\t0.551\t-0.034\t1.036\t0.000\t0.652\t-0.085\t1.577\t0.000\t0.711\t-1.050\t0.464\t3.102\t0.432\t0.545\t0.980\t1.201\t0.878\t0.882\t0.781\n0\t0.818\t-0.167\t0.712\t0.375\t0.669\t0.776\t0.948\t-0.412\t1.087\t0.571\t1.797\t-0.796\t0.000\t0.582\t2.000\t1.229\t0.000\t1.362\t0.164\t1.638\t3.102\t0.870\t1.002\t0.980\t1.376\t1.129\t1.003\t1.122\n0\t0.685\t-0.068\t-0.902\t0.591\t-0.364\t1.134\t-0.288\t-1.151\t1.087\t0.667\t-0.881\t0.815\t0.000\t0.767\t0.432\t1.133\t0.000\t1.338\t-1.114\t-0.134\t3.102\t0.875\t0.984\t0.983\t0.849\t1.257\t0.961\t0.833\n1\t0.759\t-2.048\t-0.172\t0.868\t-0.740\t0.627\t-0.155\t-1.540\t1.087\t0.765\t-1.188\t0.586\t0.000\t2.008\t-0.541\t0.957\t2.548\t1.348\t-0.227\t-0.781\t0.000\t0.674\t0.985\t0.987\t1.005\t1.129\t0.981\t0.805\n1\t1.083\t-0.260\t1.273\t0.503\t-0.938\t0.838\t0.314\t0.178\t0.000\t1.490\t-0.108\t-1.602\t2.215\t1.038\t-0.642\t-0.265\t0.000\t0.515\t-0.791\t-0.581\t0.000\t0.929\t0.797\t0.987\t0.714\t0.947\t0.884\t0.753\n1\t1.112\t0.889\t-0.073\t1.016\t1.533\t0.928\t1.041\t1.197\t0.000\t0.386\t0.631\t-1.521\t0.000\t1.284\t0.808\t-0.347\t1.274\t0.615\t-0.752\t-0.584\t1.551\t0.850\t1.012\t1.461\t0.920\t0.707\t0.825\t0.781\n1\t0.888\t0.302\t-0.757\t0.950\t1.723\t2.275\t-1.051\t-0.134\t0.000\t2.279\t0.623\t1.436\t2.215\t1.289\t-0.329\t1.498\t2.548\t1.043\t0.236\t0.040\t0.000\t1.742\t1.911\t1.002\t1.039\t0.958\t2.108\t1.631\n1\t1.774\t1.677\t1.585\t0.296\t-0.720\t0.859\t0.300\t0.499\t2.173\t0.982\t-2.216\t-0.213\t0.000\t0.972\t-0.283\t-1.237\t2.548\t0.447\t-0.110\t1.004\t0.000\t0.713\t0.957\t0.988\t1.104\t1.193\t1.037\t0.987\n0\t1.123\t-0.804\t0.993\t1.180\t-0.034\t0.726\t0.198\t-1.618\t2.173\t0.817\t0.311\t-0.535\t2.215\t0.309\t1.781\t0.748\t0.000\t0.444\t-2.015\t-0.788\t0.000\t1.211\t0.916\t1.274\t1.190\t0.941\t0.938\t0.843\n0\t0.548\t0.383\t-1.439\t4.161\t1.566\t1.719\t-0.062\t-0.525\t2.173\t0.570\t1.069\t1.366\t2.215\t1.896\t0.179\t0.217\t0.000\t0.396\t-0.309\t-0.680\t0.000\t0.744\t0.925\t0.995\t2.199\t1.699\t1.489\t1.285\n0\t0.401\t-0.234\t-0.005\t1.731\t1.015\t0.416\t-0.996\t-0.812\t2.173\t0.466\t-2.770\t0.696\t0.000\t0.667\t-0.318\t-1.051\t2.548\t0.629\t-1.451\t1.302\t0.000\t0.630\t0.873\t0.984\t0.843\t0.260\t0.634\t0.686\n1\t3.088\t-0.690\t0.845\t1.949\t0.139\t3.365\t-2.020\t-1.150\t0.000\t1.050\t-0.216\t-0.058\t2.215\t1.296\t0.027\t0.427\t2.548\t0.948\t-0.508\t-0.425\t0.000\t0.825\t0.738\t2.018\t1.291\t0.547\t0.887\t0.823\n0\t1.214\t-0.221\t0.144\t0.294\t-0.296\t0.551\t-0.193\t-0.874\t2.173\t0.826\t0.409\t1.310\t2.215\t0.813\t1.491\t0.852\t0.000\t1.044\t-1.803\t1.513\t0.000\t1.050\t0.927\t0.980\t0.767\t0.966\t0.804\t0.767\n1\t0.618\t-0.874\t-0.632\t0.707\t0.888\t0.812\t-0.659\t0.467\t0.000\t0.617\t-0.591\t1.535\t0.000\t0.586\t1.257\t-1.571\t0.000\t1.051\t1.229\t-0.555\t0.000\t0.897\t0.669\t0.984\t0.696\t0.517\t0.489\t0.512\n1\t1.461\t-0.927\t0.604\t0.819\t-0.063\t0.969\t-0.121\t-1.382\t2.173\t0.406\t0.795\t-1.081\t0.000\t0.892\t0.500\t-0.225\t2.548\t1.390\t-0.188\t1.154\t0.000\t0.941\t1.037\t0.992\t1.043\t1.076\t1.068\t0.888\n0\t0.494\t-1.134\t0.454\t0.806\t-0.221\t1.302\t-0.679\t-0.981\t0.000\t1.184\t0.148\t0.750\t2.215\t0.719\t-1.043\t-0.384\t2.548\t1.168\t0.614\t1.115\t0.000\t1.055\t0.820\t0.992\t1.679\t1.079\t1.096\t1.017\n1\t1.475\t-0.207\t-1.642\t0.893\t-1.355\t0.452\t-2.122\t0.539\t0.000\t1.489\t0.460\t0.157\t2.215\t0.699\t0.305\t1.118\t2.548\t0.369\t-2.205\t-1.591\t0.000\t0.607\t1.058\t0.996\t1.602\t0.829\t1.200\t1.136\n1\t1.268\t-0.136\t-0.667\t0.937\t-1.623\t0.825\t1.929\t0.691\t0.000\t1.436\t1.513\t-0.343\t2.215\t1.266\t1.040\t-1.732\t2.548\t1.296\t0.259\t1.166\t0.000\t1.584\t1.217\t1.145\t1.484\t1.393\t1.134\t1.208\n0\t0.293\t-0.924\t1.135\t0.274\t0.274\t0.999\t0.256\t1.573\t0.000\t1.266\t1.105\t-0.451\t2.215\t0.565\t0.237\t-0.070\t2.548\t0.677\t0.956\t1.216\t0.000\t0.701\t0.815\t0.995\t0.851\t0.508\t0.876\t0.743\n0\t0.344\t-1.962\t0.923\t0.828\t-1.016\t1.002\t-1.092\t1.741\t2.173\t0.847\t0.504\t0.631\t2.215\t1.083\t0.537\t0.023\t0.000\t1.290\t-0.527\t-0.405\t0.000\t0.979\t0.904\t0.985\t0.770\t1.674\t1.129\t0.941\n1\t2.268\t0.002\t-1.467\t0.716\t1.054\t1.014\t-2.028\t0.571\t0.000\t1.280\t-0.803\t0.197\t2.215\t0.318\t0.778\t1.463\t0.000\t1.311\t-0.198\t-0.398\t0.000\t0.818\t0.888\t1.349\t0.697\t0.828\t0.941\t0.795\n0\t0.652\t-1.514\t-0.848\t0.754\t0.345\t0.646\t0.049\t1.311\t2.173\t0.846\t-0.052\t-0.945\t0.000\t0.978\t-1.747\t1.403\t0.000\t1.598\t0.232\t0.565\t3.102\t1.027\t1.060\t0.992\t1.345\t0.682\t1.097\t1.177\n0\t1.156\t-0.306\t-0.768\t0.686\t0.001\t0.734\t-1.533\t1.189\t0.000\t0.621\t-0.917\t-1.632\t2.215\t1.237\t-0.003\t-1.656\t2.548\t2.604\t-0.559\t0.245\t0.000\t0.977\t1.170\t0.990\t0.758\t0.454\t0.723\t0.761\n1\t0.481\t1.567\t1.452\t0.725\t0.217\t0.786\t1.649\t0.035\t0.000\t1.263\t1.379\t-1.362\t0.000\t1.261\t0.675\t-0.105\t0.000\t1.911\t0.935\t1.177\t3.102\t0.886\t1.213\t0.981\t0.740\t0.988\t0.967\t0.802\n1\t2.003\t-1.935\t-0.837\t0.898\t-1.114\t1.113\t-1.472\t0.662\t2.173\t0.408\t-1.500\t-0.126\t0.000\t0.734\t-1.541\t1.083\t0.000\t0.581\t-0.202\t-1.125\t3.102\t0.747\t0.659\t0.990\t0.927\t1.021\t1.128\t0.895\n0\t1.419\t-0.405\t1.666\t0.851\t0.666\t1.103\t0.506\t0.017\t2.173\t0.974\t0.270\t-1.143\t2.215\t0.398\t2.606\t-1.545\t0.000\t0.748\t-0.638\t1.109\t0.000\t1.844\t1.333\t1.194\t1.333\t1.332\t1.101\t1.090\n0\t1.712\t0.807\t-0.387\t0.438\t-0.023\t0.852\t1.157\t-1.426\t1.087\t0.816\t0.855\t1.522\t0.000\t0.499\t-0.900\t0.458\t0.000\t1.457\t0.734\t0.614\t3.102\t1.324\t0.960\t0.974\t1.116\t1.149\t0.882\t0.881\n0\t0.997\t-0.060\t-1.725\t0.858\t0.967\t1.708\t-0.072\t1.255\t1.087\t2.161\t0.228\t-0.285\t2.215\t1.086\t-0.314\t-0.575\t0.000\t1.001\t0.343\t-1.034\t0.000\t0.641\t0.805\t0.987\t0.772\t2.814\t1.408\t1.166\n1\t0.897\t-1.121\t-0.198\t0.872\t-0.064\t1.023\t0.182\t1.481\t2.173\t0.467\t0.571\t0.041\t0.000\t1.482\t-1.082\t-1.506\t2.548\t0.438\t-0.909\t-0.544\t0.000\t0.629\t0.970\t0.980\t1.120\t1.318\t1.076\t0.875\n0\t0.777\t-1.080\t0.919\t0.336\t1.664\t0.667\t-0.843\t0.029\t1.087\t1.013\t-2.107\t1.360\t0.000\t1.308\t0.078\t-0.461\t2.548\t1.412\t-0.102\t-1.201\t0.000\t2.213\t1.628\t0.995\t0.879\t0.753\t1.230\t1.024\n1\t1.037\t-0.235\t1.710\t1.065\t0.770\t1.152\t0.552\t-0.441\t0.000\t0.639\t0.679\t0.018\t1.107\t1.456\t1.574\t1.675\t0.000\t0.697\t0.064\t0.839\t3.102\t0.959\t0.800\t1.091\t0.550\t0.449\t0.572\t0.714\n0\t0.776\t-1.201\t1.187\t0.940\t0.985\t1.015\t-0.859\t1.525\t2.173\t1.029\t0.177\t-0.514\t0.000\t1.678\t0.589\t-0.118\t0.000\t1.456\t0.357\t-1.136\t3.102\t0.847\t0.897\t0.984\t0.768\t1.246\t1.214\t1.079\n1\t0.300\t1.489\t0.710\t1.582\t-1.352\t0.734\t-0.527\t-0.915\t2.173\t1.004\t-0.589\t0.136\t0.000\t1.089\t0.133\t1.458\t0.000\t0.991\t0.513\t-0.156\t3.102\t0.801\t0.841\t0.990\t0.937\t0.791\t1.233\t1.026\n1\t1.054\t1.127\t-0.895\t1.464\t-1.064\t2.065\t0.745\t-0.767\t0.000\t1.484\t-2.224\t0.989\t0.000\t1.532\t0.459\t-0.188\t1.274\t1.428\t0.041\t1.127\t0.000\t1.009\t1.090\t0.987\t0.983\t1.135\t0.857\t0.853\n1\t0.771\t-0.245\t-0.555\t0.331\t0.539\t1.323\t-0.321\t0.821\t2.173\t1.378\t-0.030\t-1.411\t0.000\t1.633\t0.826\t-0.092\t0.000\t2.254\t0.500\t-0.667\t3.102\t0.791\t0.915\t0.987\t1.085\t1.983\t1.236\t0.999\n0\t0.497\t-0.892\t0.853\t2.375\t1.693\t1.054\t-0.912\t-1.481\t2.173\t0.999\t1.871\t0.139\t0.000\t1.160\t1.508\t-0.491\t0.000\t2.352\t0.802\t0.198\t3.102\t0.915\t0.898\t1.034\t0.747\t2.460\t1.887\t1.907\n0\t0.416\t0.392\t-0.759\t1.281\t0.400\t2.364\t-0.627\t-0.194\t1.087\t3.397\t-0.943\t1.511\t0.000\t0.901\t-0.626\t-1.349\t2.548\t0.423\t-1.178\t-1.569\t0.000\t0.660\t0.805\t0.992\t1.891\t1.570\t1.798\t1.762\n0\t0.708\t-0.845\t1.199\t1.922\t0.701\t0.879\t-0.527\t-1.126\t0.000\t0.753\t-0.050\t-0.809\t0.000\t0.689\t-0.932\t-0.206\t2.548\t0.438\t0.034\t-1.389\t0.000\t0.644\t0.779\t0.985\t0.784\t0.582\t0.640\t0.894\n0\t0.660\t0.162\t1.201\t1.598\t0.578\t1.440\t-0.323\t-1.692\t2.173\t0.865\t0.521\t-0.439\t2.215\t0.667\t2.015\t1.666\t0.000\t2.001\t-0.441\t-0.057\t0.000\t0.847\t1.015\t0.988\t1.275\t1.655\t1.177\t1.062\n1\t1.633\t1.751\t0.564\t1.253\t-0.034\t0.486\t0.342\t-0.395\t2.173\t1.362\t1.139\t1.569\t2.215\t1.600\t0.252\t-0.935\t0.000\t0.543\t0.501\t1.391\t0.000\t0.905\t1.104\t1.015\t1.037\t1.280\t1.070\t1.034\n1\t1.128\t-0.570\t1.282\t1.171\t0.793\t0.715\t-1.000\t-0.976\t2.173\t0.488\t0.186\t-0.468\t0.000\t0.902\t-2.204\t0.123\t0.000\t1.001\t-0.340\t-1.231\t0.000\t0.641\t0.617\t0.982\t0.568\t0.654\t0.715\t0.691\n0\t0.668\t2.430\t0.580\t1.473\t0.531\t0.747\t0.524\t-1.263\t2.173\t0.631\t1.073\t-0.965\t0.000\t0.630\t0.185\t0.573\t2.548\t0.419\t0.223\t-0.927\t0.000\t0.290\t0.597\t0.998\t1.304\t0.863\t0.893\t0.748\n0\t0.287\t1.741\t-0.970\t1.391\t0.141\t0.686\t-0.264\t0.999\t2.173\t0.831\t0.041\t-0.889\t2.215\t0.463\t-1.589\t-1.335\t0.000\t0.710\t-0.002\t1.576\t0.000\t0.698\t0.727\t0.988\t0.809\t1.115\t0.792\t0.755\n0\t1.119\t-0.729\t1.165\t1.498\t0.525\t1.347\t1.253\t-1.165\t2.173\t0.626\t1.865\t1.032\t0.000\t1.274\t2.024\t-0.686\t0.000\t1.222\t0.620\t0.374\t3.102\t1.386\t1.127\t0.986\t2.416\t1.382\t1.578\t1.660\n1\t1.094\t0.030\t1.577\t0.553\t-0.142\t0.943\t0.329\t0.409\t2.173\t0.663\t-1.068\t-1.164\t0.000\t0.553\t1.249\t1.526\t2.548\t0.819\t-0.117\t-0.550\t0.000\t0.695\t0.961\t1.078\t0.889\t0.904\t0.873\t0.758\n0\t3.461\t-0.384\t0.379\t0.272\t0.551\t1.042\t0.218\t-1.297\t0.000\t0.528\t-0.126\t-0.579\t0.000\t0.753\t-1.071\t-1.543\t2.548\t0.827\t-0.030\t1.056\t3.102\t0.990\t0.898\t0.994\t0.664\t0.564\t0.762\t0.943\n1\t0.816\t1.238\t-0.400\t0.827\t-0.963\t1.249\t0.408\t1.130\t0.000\t0.587\t0.197\t-0.826\t0.000\t0.477\t1.234\t-1.710\t0.000\t0.629\t-0.359\t0.194\t3.102\t1.020\t0.866\t0.983\t0.794\t0.221\t0.712\t0.877\n0\t2.460\t1.484\t0.505\t0.705\t1.606\t0.960\t0.153\t-0.947\t2.173\t0.578\t-0.123\t1.218\t1.107\t1.338\t-0.841\t-0.801\t0.000\t0.539\t0.403\t1.285\t0.000\t1.144\t0.943\t1.528\t1.173\t1.030\t1.231\t1.233\n0\t0.920\t0.014\t1.698\t2.818\t-1.393\t1.419\t-0.921\t0.246\t1.087\t0.723\t0.599\t0.035\t0.000\t0.823\t0.240\t0.364\t0.000\t1.108\t-1.221\t-1.034\t0.000\t0.405\t1.118\t0.987\t0.759\t0.845\t1.449\t1.193\n0\t1.293\t0.725\t1.252\t1.644\t0.755\t0.892\t0.657\t0.060\t0.000\t1.631\t0.363\t-1.043\t2.215\t0.850\t-0.021\t1.585\t0.000\t0.710\t0.950\t-0.992\t3.102\t1.630\t1.022\t0.990\t1.574\t0.384\t1.008\t0.987\n0\t0.330\t0.885\t1.074\t1.794\t0.388\t0.730\t0.185\t-1.184\t0.000\t0.712\t-0.286\t-1.466\t2.215\t1.013\t0.494\t-0.057\t2.548\t0.564\t0.327\t1.417\t0.000\t0.708\t0.840\t0.987\t1.601\t0.945\t1.117\t1.022\n0\t0.656\t1.392\t1.554\t0.670\t-0.518\t0.514\t-1.339\t1.739\t0.000\t1.201\t0.789\t0.734\t2.215\t1.125\t-0.120\t-0.368\t2.548\t0.560\t0.553\t-1.163\t0.000\t1.056\t0.980\t0.984\t0.833\t1.199\t0.998\t0.885\n1\t0.423\t-2.302\t0.267\t1.010\t-1.158\t0.883\t-1.273\t1.721\t0.000\t1.078\t0.181\t-0.416\t2.215\t0.841\t-0.170\t0.839\t2.548\t0.853\t-1.063\t0.834\t0.000\t0.952\t0.876\t0.991\t1.177\t0.935\t0.971\t0.896\n1\t1.873\t1.060\t0.675\t0.788\t0.154\t0.610\t0.769\t1.590\t0.000\t0.918\t1.403\t-1.431\t2.215\t0.815\t0.108\t-0.711\t2.548\t0.664\t1.562\t-0.701\t0.000\t1.023\t0.861\t0.990\t1.165\t0.858\t0.891\t0.800\n1\t1.276\t0.166\t1.592\t0.361\t-0.825\t1.056\t0.197\t-0.731\t1.087\t1.859\t0.913\t0.689\t0.000\t1.087\t0.805\t-1.682\t2.548\t1.234\t0.867\t-0.443\t0.000\t1.684\t1.341\t0.987\t0.953\t1.111\t1.175\t0.985\n1\t1.089\t1.490\t-0.347\t0.779\t0.861\t0.859\t0.031\t1.633\t2.173\t0.863\t-0.023\t-0.767\t0.000\t1.479\t-0.004\t0.621\t0.000\t0.679\t-0.575\t-0.870\t3.102\t1.221\t1.028\t1.131\t0.979\t0.693\t0.938\t0.890\n0\t0.953\t-0.251\t0.904\t0.959\t1.672\t0.336\t0.816\t-1.456\t0.000\t0.754\t0.256\t-0.385\t1.107\t0.403\t1.815\t1.181\t0.000\t1.197\t-0.583\t-0.058\t3.102\t0.614\t1.006\t0.989\t0.893\t0.497\t0.705\t0.702\n1\t0.308\t-2.192\t0.890\t0.521\t0.757\t1.301\t0.095\t0.658\t2.173\t0.951\t-0.301\t-0.651\t0.000\t1.563\t-0.420\t-1.353\t0.000\t0.750\t0.164\t-1.030\t3.102\t1.116\t0.643\t1.001\t0.860\t1.045\t1.035\t0.884\n0\t1.462\t0.573\t-0.047\t1.309\t-0.472\t0.849\t-0.441\t1.178\t0.000\t0.702\t0.437\t0.660\t0.000\t1.074\t-0.263\t1.728\t2.548\t0.977\t0.632\t-0.350\t0.000\t0.868\t0.945\t0.981\t0.713\t0.659\t0.762\t0.708\n0\t1.580\t-1.134\t-0.592\t0.443\t-1.655\t0.964\t-0.532\t-1.665\t2.173\t1.195\t-1.272\t0.341\t2.215\t0.653\t0.048\t0.520\t0.000\t0.792\t0.922\t0.883\t0.000\t0.770\t0.897\t0.989\t0.951\t1.658\t0.989\t0.922\n1\t1.909\t0.355\t1.698\t1.529\t0.946\t2.153\t1.530\t0.204\t0.000\t1.132\t0.278\t-1.241\t0.000\t1.810\t-1.254\t-1.553\t0.000\t1.594\t-0.946\t-1.131\t3.102\t0.997\t0.870\t1.482\t1.005\t0.843\t1.002\t0.889\n1\t1.415\t0.643\t-0.145\t1.454\t-0.794\t0.945\t-1.441\t0.416\t0.000\t0.430\t-0.744\t-0.801\t0.000\t2.393\t-0.038\t1.508\t1.274\t1.212\t-0.407\t-1.299\t3.102\t1.296\t1.114\t1.095\t1.590\t0.803\t1.109\t1.267\n1\t0.652\t0.252\t-1.499\t1.384\t1.618\t1.177\t0.362\t-0.256\t2.173\t0.479\t-1.218\t0.398\t0.000\t1.138\t-0.128\t1.507\t0.000\t0.645\t-1.022\t-0.100\t1.551\t1.160\t0.789\t0.984\t1.490\t0.825\t0.987\t0.902\n0\t1.189\t-0.130\t-0.622\t0.682\t1.450\t1.221\t-0.767\t-0.096\t1.087\t1.489\t0.185\t1.665\t2.215\t0.916\t0.674\t0.708\t0.000\t0.595\t1.868\t-0.986\t0.000\t1.042\t1.008\t1.193\t1.062\t2.220\t1.291\t1.050\n1\t0.968\t-0.533\t1.530\t0.743\t0.462\t0.711\t-0.684\t-0.377\t2.173\t0.833\t-1.159\t0.458\t1.107\t0.885\t0.270\t-1.274\t0.000\t0.626\t1.109\t1.129\t0.000\t0.812\t1.061\t0.987\t0.681\t0.826\t0.891\t0.793\n0\t0.406\t1.366\t1.610\t0.781\t0.135\t0.616\t1.246\t-0.532\t0.000\t1.021\t-0.456\t1.117\t2.215\t0.897\t0.084\t0.704\t0.000\t1.844\t0.040\t-1.681\t0.000\t1.132\t1.023\t0.992\t1.603\t0.813\t1.417\t1.279\n1\t0.447\t1.908\t0.460\t1.002\t-0.167\t1.029\t0.659\t-1.673\t0.000\t0.899\t1.239\t1.330\t2.215\t1.184\t0.792\t-0.067\t0.000\t0.914\t0.673\t-0.429\t3.102\t1.980\t1.181\t0.993\t0.902\t0.841\t0.859\t0.793\n0\t1.383\t-0.570\t-0.270\t0.350\t1.194\t1.593\t-1.290\t1.526\t2.173\t1.433\t0.163\t0.100\t0.000\t2.176\t-0.969\t-0.894\t1.274\t0.883\t-0.867\t0.942\t0.000\t0.775\t1.077\t0.989\t1.328\t1.918\t1.145\t0.943\n1\t0.544\t1.659\t1.034\t0.499\t-1.600\t1.212\t0.812\t-0.784\t2.173\t1.615\t1.098\t1.119\t2.215\t1.523\t-2.438\t0.353\t0.000\t0.732\t0.806\t-0.075\t0.000\t0.826\t0.948\t0.987\t0.994\t2.063\t1.040\t0.842\n0\t0.970\t-0.085\t0.092\t1.275\t-0.960\t0.467\t-0.884\t1.163\t2.173\t0.394\t1.020\t-1.021\t2.215\t0.346\t-2.272\t0.798\t0.000\t0.734\t2.057\t0.700\t0.000\t0.715\t0.590\t1.251\t0.965\t0.922\t0.850\t0.877\n0\t0.350\t-1.924\t0.103\t1.524\t0.105\t0.508\t0.522\t-0.361\t2.173\t0.735\t-1.044\t0.887\t0.000\t1.191\t0.078\t-1.191\t0.000\t0.507\t-0.510\t-1.129\t0.000\t0.793\t0.951\t0.985\t0.541\t0.432\t0.565\t0.583\n1\t0.871\t-0.232\t-0.624\t0.370\t0.847\t0.765\t-0.658\t-1.395\t1.087\t0.675\t-0.359\t0.830\t0.000\t0.990\t0.208\t-0.784\t2.548\t0.718\t0.587\t0.312\t0.000\t1.158\t1.027\t0.987\t0.754\t0.756\t0.881\t0.792\n0\t1.059\t0.150\t0.915\t1.409\t-0.156\t0.652\t-1.456\t1.143\t0.000\t0.845\t-0.882\t-0.937\t2.215\t0.757\t0.419\t-0.969\t2.548\t0.527\t-0.347\t-1.527\t0.000\t0.777\t1.006\t1.391\t1.134\t0.628\t0.799\t0.850\n0\t1.475\t-0.470\t-1.039\t1.301\t-1.536\t1.157\t-0.068\t0.485\t0.000\t0.847\t0.087\t-0.255\t2.215\t0.747\t0.678\t0.841\t0.000\t1.108\t-0.294\t1.553\t3.102\t0.875\t0.938\t0.995\t0.682\t0.894\t0.763\t0.966\n0\t4.249\t0.396\t1.708\t1.297\t-0.379\t1.441\t0.454\t-0.078\t0.000\t0.455\t-0.362\t-0.369\t0.000\t1.290\t-0.386\t1.415\t2.548\t1.151\t1.283\t0.252\t1.551\t0.861\t0.934\t3.098\t1.675\t1.339\t1.335\t1.356\n1\t1.019\t0.379\t-1.129\t0.510\t1.353\t0.875\t0.427\t1.390\t0.000\t0.886\t0.573\t0.858\t0.000\t1.797\t0.046\t-0.869\t2.548\t1.704\t1.894\t1.105\t0.000\t0.878\t0.627\t0.989\t0.732\t0.715\t0.864\t0.752\n1\t0.596\t0.983\t0.343\t0.540\t-0.977\t0.629\t-2.631\t-1.197\t0.000\t1.758\t-0.941\t0.639\t1.107\t1.330\t-0.368\t0.057\t2.548\t0.767\t0.184\t-0.398\t0.000\t0.817\t1.827\t0.988\t2.226\t0.936\t1.507\t2.233\n0\t1.130\t0.638\t-0.230\t1.695\t-0.253\t1.325\t-1.135\t1.463\t0.000\t0.406\t-0.831\t0.943\t0.000\t0.592\t0.541\t-1.213\t1.274\t0.484\t0.488\t1.500\t3.102\t0.740\t1.088\t0.995\t0.756\t0.262\t0.681\t1.357\n0\t0.722\t1.565\t-0.654\t0.779\t0.432\t1.042\t1.780\t1.664\t0.000\t1.244\t0.873\t0.284\t1.107\t1.105\t0.803\t-0.945\t2.548\t0.627\t1.493\t-1.101\t0.000\t0.929\t1.124\t0.987\t0.912\t1.115\t1.034\t0.916\n0\t0.618\t0.383\t-1.335\t1.571\t-0.298\t0.660\t0.171\t0.944\t1.087\t0.670\t-1.042\t0.537\t2.215\t0.802\t0.935\t-1.276\t0.000\t0.910\t-0.943\t-1.571\t0.000\t1.252\t1.072\t1.098\t1.042\t0.739\t0.839\t0.843\n0\t0.914\t0.618\t-0.486\t0.910\t0.350\t1.025\t0.352\t-1.717\t0.000\t1.079\t1.035\t1.060\t2.215\t0.734\t2.538\t-0.335\t0.000\t0.958\t0.000\t-0.795\t3.102\t2.819\t1.724\t0.987\t0.988\t1.047\t1.185\t1.066\n0\t0.503\t1.340\t0.288\t0.767\t-0.302\t0.733\t-1.903\t-0.029\t0.000\t0.782\t-0.136\t-1.124\t0.000\t0.776\t0.783\t1.027\t2.548\t0.606\t-1.304\t0.874\t3.102\t2.110\t1.223\t0.999\t0.716\t0.807\t1.076\t0.977\n1\t0.843\t0.279\t0.455\t1.342\t1.635\t0.753\t-0.342\t0.191\t0.000\t1.429\t0.595\t-0.822\t2.215\t1.472\t0.128\t-1.667\t2.548\t0.500\t0.816\t0.463\t0.000\t0.705\t1.115\t1.288\t1.174\t1.126\t0.946\t0.882\n1\t0.694\t0.222\t-1.514\t0.771\t-0.154\t0.805\t-0.337\t0.935\t0.000\t1.305\t0.524\t-0.245\t2.215\t1.259\t0.043\t1.434\t0.000\t0.735\t-0.033\t-0.698\t0.000\t0.862\t0.984\t0.985\t0.777\t1.021\t1.008\t0.844\n1\t0.392\t2.157\t-1.651\t0.639\t0.438\t0.568\t0.011\t-1.332\t2.173\t0.924\t0.867\t0.160\t0.000\t1.248\t0.298\t1.271\t1.274\t1.293\t0.871\t-0.495\t0.000\t0.799\t1.056\t0.995\t0.728\t0.768\t0.837\t0.732\n0\t2.519\t-0.075\t0.013\t0.113\t-0.626\t2.054\t1.511\t1.508\t0.000\t0.960\t-0.519\t-0.686\t2.215\t0.596\t1.439\t0.432\t2.548\t0.693\t0.218\t-0.778\t0.000\t2.025\t1.332\t0.994\t0.810\t1.223\t1.465\t1.489\n0\t0.989\t-0.344\t0.276\t0.696\t1.670\t0.826\t-2.074\t-0.574\t0.000\t0.508\t0.217\t-0.368\t2.215\t0.810\t-0.302\t1.527\t2.548\t1.378\t-0.359\t0.802\t0.000\t1.349\t0.938\t1.093\t0.652\t0.702\t0.647\t0.622\n1\t0.917\t-0.215\t0.091\t0.536\t0.541\t0.955\t-0.554\t0.910\t2.173\t1.088\t-0.155\t1.590\t1.107\t1.552\t-2.015\t-0.527\t0.000\t1.027\t1.195\t-0.815\t0.000\t0.648\t1.548\t0.987\t1.007\t0.912\t1.226\t1.236\n1\t0.709\t0.204\t0.206\t0.982\t1.589\t1.418\t0.142\t-0.682\t2.173\t0.838\t0.549\t0.972\t0.000\t0.886\t1.217\t0.702\t0.000\t0.833\t-0.757\t1.378\t1.551\t0.981\t0.870\t1.096\t1.126\t1.273\t0.965\t0.834\n1\t0.820\t1.391\t0.467\t0.880\t-1.580\t2.628\t2.237\t-0.579\t0.000\t3.050\t1.546\t1.326\t0.000\t1.393\t0.804\t0.922\t2.548\t0.868\t0.483\t-0.348\t1.551\t1.041\t1.227\t1.133\t0.776\t0.776\t1.336\t1.126\n1\t0.975\t0.385\t0.742\t1.025\t1.438\t0.602\t1.012\t-0.824\t2.173\t0.413\t0.299\t-0.906\t0.000\t0.716\t1.701\t-0.263\t0.000\t0.655\t1.932\t1.408\t0.000\t0.852\t0.592\t0.990\t0.647\t0.513\t0.711\t0.694\n0\t1.113\t0.476\t0.374\t0.462\t-0.116\t1.361\t1.590\t0.563\t0.000\t0.984\t1.043\t-0.980\t2.215\t1.617\t1.001\t-1.661\t2.548\t1.197\t0.014\t-1.068\t0.000\t2.592\t1.802\t0.985\t1.047\t0.772\t1.239\t1.040\n1\t1.436\t-0.799\t-0.729\t0.619\t-0.095\t1.255\t0.655\t-0.688\t0.000\t1.760\t-1.056\t1.257\t0.000\t1.691\t0.195\t0.897\t2.548\t1.056\t-0.334\t-1.738\t3.102\t4.404\t2.358\t0.991\t1.187\t0.778\t1.561\t1.311\n0\t1.126\t1.239\t-0.945\t2.182\t-1.471\t1.819\t0.275\t0.252\t1.087\t1.497\t1.521\t1.626\t0.000\t1.109\t-0.460\t-0.198\t0.000\t0.928\t-0.001\t0.887\t3.102\t3.132\t1.788\t0.989\t2.199\t0.768\t1.510\t1.494\n1\t0.597\t-1.139\t0.845\t0.864\t-0.867\t1.552\t0.544\t0.719\t1.087\t1.664\t-2.370\t-0.557\t0.000\t1.811\t-0.605\t-1.699\t2.548\t0.837\t0.348\t-1.617\t0.000\t3.274\t2.378\t0.995\t1.555\t2.179\t2.579\t1.871\n0\t0.602\t1.322\t0.398\t0.505\t1.426\t0.354\t1.744\t1.191\t0.000\t0.647\t-0.111\t-0.249\t2.215\t0.371\t1.241\t-1.244\t2.548\t0.562\t1.285\t1.714\t0.000\t0.317\t0.898\t0.997\t0.587\t0.585\t0.550\t0.544\n1\t0.845\t0.653\t-1.409\t0.498\t0.293\t0.548\t0.949\t-0.228\t0.000\t1.120\t-0.211\t1.432\t1.107\t1.283\t-0.044\t0.005\t0.000\t1.150\t1.070\t-1.657\t3.102\t0.852\t1.072\t0.986\t0.927\t0.916\t0.960\t0.819\n0\t1.273\t-0.436\t0.729\t0.781\t-0.075\t0.876\t1.009\t-1.640\t0.000\t0.582\t0.669\t-0.311\t2.215\t1.126\t1.430\t-1.307\t0.000\t1.197\t-1.355\t0.344\t1.551\t1.004\t0.783\t0.992\t0.780\t1.159\t1.084\t0.956\n0\t1.311\t-1.875\t0.238\t0.473\t-1.436\t1.248\t-1.164\t0.708\t1.087\t1.093\t0.493\t-1.143\t0.000\t1.019\t-0.499\t-0.567\t2.548\t0.532\t-1.380\t1.368\t0.000\t0.819\t0.782\t1.089\t0.968\t1.358\t0.890\t0.865\n0\t1.038\t1.163\t-1.259\t0.345\t0.395\t0.401\t-0.649\t1.058\t0.000\t0.484\t-0.698\t-1.510\t2.215\t0.757\t0.942\t-0.035\t0.000\t0.977\t0.774\t0.673\t1.551\t0.767\t0.892\t0.992\t0.744\t0.809\t0.606\t0.672\n0\t0.729\t0.411\t0.935\t0.267\t0.955\t0.832\t0.260\t-0.252\t2.173\t0.989\t0.802\t-1.649\t2.215\t0.490\t1.250\t-1.364\t0.000\t0.674\t1.059\t0.356\t0.000\t0.634\t0.772\t0.992\t0.980\t1.326\t0.906\t0.770\n1\t1.175\t0.725\t1.159\t1.683\t0.737\t1.061\t0.286\t-0.972\t1.087\t0.577\t-2.075\t-1.139\t0.000\t0.603\t-0.589\t-1.068\t0.000\t1.510\t-0.106\t0.369\t3.102\t0.740\t1.105\t0.998\t1.453\t1.284\t1.031\t1.149\n1\t0.284\t-1.252\t-1.640\t0.604\t-1.592\t0.937\t-0.452\t-0.748\t2.173\t0.718\t0.566\t0.849\t0.000\t1.118\t-0.026\t1.265\t0.000\t1.149\t0.537\t0.026\t3.102\t0.660\t0.775\t0.994\t0.932\t0.949\t0.889\t0.781\n0\t0.734\t-1.009\t-1.301\t0.942\t0.395\t1.148\t-0.681\t-1.740\t2.173\t1.007\t-1.120\t-0.363\t2.215\t0.957\t-0.751\t0.637\t0.000\t0.448\t-1.576\t-0.071\t0.000\t0.591\t1.042\t1.151\t0.778\t1.543\t0.892\t0.760\n1\t0.361\t-0.003\t1.168\t1.350\t-1.245\t0.941\t2.218\t1.145\t0.000\t1.639\t0.319\t-1.209\t2.215\t0.665\t0.600\t-0.188\t0.000\t1.720\t-1.481\t0.614\t0.000\t0.924\t1.211\t0.988\t1.375\t1.438\t1.111\t1.110\n1\t0.413\t1.253\t1.293\t1.546\t-1.119\t1.008\t-0.320\t-0.074\t1.087\t1.049\t-0.609\t1.383\t0.000\t0.345\t0.588\t1.636\t0.000\t1.035\t0.810\t0.186\t1.551\t0.859\t0.935\t0.986\t1.822\t0.790\t1.176\t1.151\n0\t1.018\t0.183\t-0.998\t0.784\t1.332\t1.249\t1.100\t0.689\t0.000\t1.234\t-1.629\t-1.732\t0.000\t2.852\t-0.151\t-0.650\t2.548\t1.478\t1.144\t1.091\t0.000\t0.784\t0.970\t1.067\t1.042\t1.451\t1.489\t1.223\n0\t1.709\t0.490\t-0.954\t1.522\t-1.049\t3.217\t0.960\t-0.845\t2.173\t2.449\t-0.078\t1.016\t0.000\t1.798\t1.779\t1.466\t0.000\t1.647\t-0.025\t0.762\t0.000\t0.597\t1.381\t0.993\t0.789\t2.929\t2.437\t1.981\n1\t0.289\t1.879\t1.184\t0.791\t-0.736\t1.091\t0.048\t0.471\t0.000\t1.275\t-0.105\t-1.148\t1.107\t0.511\t0.691\t-0.162\t0.000\t0.398\t-0.830\t0.888\t0.000\t0.874\t1.012\t0.989\t0.777\t0.915\t0.959\t0.830\n1\t1.161\t0.041\t1.101\t1.481\t-1.570\t0.802\t0.608\t-0.833\t2.173\t0.745\t-1.236\t0.541\t0.000\t0.866\t-0.528\t-0.304\t0.000\t0.727\t0.155\t0.405\t1.551\t0.955\t0.672\t1.219\t1.113\t0.747\t0.826\t0.885\n0\t1.326\t1.110\t-0.130\t0.570\t-1.387\t0.687\t2.670\t-1.412\t0.000\t0.392\t2.874\t1.073\t0.000\t0.517\t0.619\t-1.592\t2.548\t0.612\t1.445\t0.359\t0.000\t0.876\t0.922\t1.090\t0.755\t0.439\t0.941\t0.865\n1\t1.096\t-1.541\t0.984\t1.706\t0.726\t1.683\t-2.458\t-1.181\t0.000\t1.308\t-0.025\t0.414\t0.000\t0.489\t-1.034\t-1.460\t0.000\t1.167\t-0.117\t-0.588\t3.102\t1.250\t1.475\t1.000\t1.472\t0.284\t1.189\t1.259\n1\t1.191\t-0.268\t-1.276\t2.063\t-0.507\t0.805\t0.697\t0.834\t2.173\t0.732\t-0.337\t1.161\t1.107\t0.568\t0.681\t-0.293\t0.000\t0.580\t1.085\t0.393\t0.000\t0.407\t0.741\t1.389\t1.506\t0.702\t1.081\t0.869\n0\t0.759\t-1.418\t1.172\t0.650\t-0.214\t0.647\t-0.817\t-1.471\t0.000\t0.405\t0.303\t0.819\t0.000\t0.649\t-0.937\t-0.021\t2.548\t1.058\t-0.971\t-0.933\t3.102\t0.792\t0.692\t0.987\t0.643\t0.465\t0.470\t0.493\n0\t1.236\t1.322\t0.317\t0.169\t-0.612\t0.633\t0.634\t-0.859\t2.173\t0.756\t-0.008\t1.497\t2.215\t0.352\t2.066\t0.476\t0.000\t0.517\t1.124\t1.722\t0.000\t0.480\t0.731\t0.996\t0.816\t0.929\t0.747\t0.640\n0\t0.450\t-2.087\t1.150\t1.544\t-1.348\t0.416\t0.324\t1.526\t2.173\t0.961\t-1.152\t0.051\t2.215\t0.326\t-0.962\t-0.975\t0.000\t1.190\t-0.302\t0.324\t0.000\t0.678\t0.692\t0.987\t1.011\t1.189\t0.913\t0.758\n0\t2.366\t-0.595\t-1.355\t0.526\t-0.868\t1.111\t-0.462\t0.165\t2.173\t0.840\t-1.443\t-1.740\t0.000\t1.345\t0.239\t0.702\t2.548\t0.678\t-1.505\t0.156\t0.000\t0.986\t1.309\t0.982\t1.256\t0.908\t1.135\t1.071\n1\t0.359\t-1.239\t1.738\t1.588\t-0.422\t1.116\t-0.081\t0.950\t0.000\t0.617\t-0.084\t0.318\t0.000\t0.610\t0.431\t1.271\t0.000\t1.700\t0.277\t-0.596\t3.102\t0.952\t1.089\t0.987\t0.852\t0.743\t0.890\t0.886\n1\t1.344\t-1.030\t1.373\t0.906\t-1.352\t0.776\t-1.175\t-0.471\t1.087\t0.866\t-0.480\t0.040\t2.215\t0.557\t-2.021\t-1.692\t0.000\t1.154\t-0.582\t1.000\t0.000\t0.940\t0.988\t0.988\t1.030\t0.685\t0.855\t0.780\n1\t1.208\t0.075\t-0.296\t0.776\t-1.691\t1.130\t-0.875\t0.296\t2.173\t0.530\t0.630\t-0.526\t0.000\t0.633\t1.059\t-1.442\t0.000\t1.224\t-0.023\t1.345\t0.000\t0.991\t1.097\t1.275\t1.195\t0.996\t1.174\t0.991\n0\t1.140\t0.471\t1.050\t0.777\t0.305\t0.398\t1.622\t0.588\t0.000\t0.973\t0.858\t-0.487\t2.215\t1.606\t0.128\t-1.619\t0.000\t1.290\t1.291\t1.525\t0.000\t0.819\t0.951\t0.984\t0.996\t0.582\t0.747\t0.767\n1\t1.304\t1.335\t0.020\t0.452\t-1.309\t0.983\t-0.200\t1.480\t2.173\t0.808\t0.800\t-0.493\t0.000\t0.730\t1.265\t1.419\t0.000\t0.979\t0.145\t0.615\t0.000\t0.863\t0.945\t0.990\t0.544\t0.696\t0.857\t0.741\n0\t1.495\t0.446\t-1.127\t0.129\t-0.859\t1.627\t0.837\t0.914\t2.173\t2.293\t-0.455\t-0.872\t2.215\t1.420\t1.459\t1.302\t0.000\t1.444\t-0.259\t-0.286\t0.000\t0.925\t1.302\t0.991\t1.532\t3.474\t1.640\t1.306\n0\t0.404\t-1.346\t-0.448\t1.259\t1.599\t0.535\t-0.632\t0.901\t2.173\t0.533\t0.054\t-0.814\t0.000\t1.517\t-0.503\t-0.122\t0.000\t1.518\t0.685\t-1.693\t3.102\t0.911\t0.970\t0.987\t0.990\t1.023\t0.878\t0.824\n1\t0.782\t0.424\t1.487\t0.621\t-1.014\t1.219\t0.611\t0.322\t2.173\t0.764\t-1.163\t-1.349\t0.000\t0.555\t0.261\t-0.943\t0.000\t0.543\t-0.590\t1.115\t3.102\t0.886\t0.638\t0.982\t1.166\t0.833\t0.966\t0.830\n1\t0.680\t-0.393\t0.703\t1.655\t1.011\t1.635\t0.717\t-0.549\t0.000\t1.320\t0.530\t1.333\t1.107\t0.939\t-1.891\t-1.114\t0.000\t0.610\t-1.099\t1.256\t0.000\t0.776\t0.972\t0.982\t0.694\t0.370\t1.056\t1.036\n0\t0.556\t-0.320\t0.031\t1.343\t-0.890\t0.766\t1.774\t1.062\t0.000\t0.533\t1.496\t0.289\t0.000\t0.747\t-0.732\t1.595\t1.274\t0.846\t1.209\t-0.690\t3.102\t0.889\t0.818\t0.987\t0.728\t0.996\t0.954\t1.171\n0\t1.772\t0.215\t-1.304\t0.590\t-0.558\t1.651\t0.335\t0.409\t0.000\t2.030\t-0.513\t0.383\t2.215\t2.939\t-0.116\t-0.854\t2.548\t4.223\t-0.638\t1.673\t0.000\t4.347\t2.862\t0.989\t0.734\t2.389\t2.189\t1.733\n0\t1.744\t-0.554\t-0.571\t1.660\t-1.072\t0.830\t-0.535\t0.923\t0.000\t0.662\t0.280\t0.460\t1.107\t0.519\t-0.810\t0.569\t2.548\t1.089\t-0.586\t1.722\t0.000\t0.963\t0.862\t1.026\t0.845\t0.393\t0.786\t0.840\n1\t0.711\t-1.553\t-0.870\t0.532\t-0.491\t0.953\t0.089\t-0.191\t2.173\t0.595\t-1.818\t1.694\t0.000\t0.722\t-0.364\t1.029\t2.548\t1.682\t-0.524\t1.489\t0.000\t0.895\t0.696\t0.976\t0.844\t0.956\t0.977\t0.851\n1\t1.110\t-1.111\t1.663\t0.573\t-0.899\t1.023\t-1.027\t-1.239\t2.173\t0.760\t-2.363\t0.948\t0.000\t1.549\t-0.053\t0.626\t0.000\t1.209\t-0.479\t-0.375\t3.102\t0.721\t0.968\t0.986\t0.713\t0.871\t0.896\t0.774\n1\t1.752\t-0.150\t0.386\t0.593\t1.175\t1.517\t0.492\t-1.101\t2.173\t0.868\t0.568\t0.421\t0.000\t0.730\t0.403\t1.345\t2.548\t0.472\t-1.094\t0.523\t0.000\t0.919\t0.736\t0.987\t1.619\t1.057\t1.074\t0.946\n0\t0.473\t0.506\t-1.549\t0.935\t-0.117\t1.359\t0.422\t-0.596\t2.173\t1.270\t0.044\t1.400\t0.000\t1.263\t0.745\t1.371\t1.274\t0.783\t0.443\t-0.006\t0.000\t0.675\t1.042\t0.988\t0.885\t1.631\t0.906\t0.803\n1\t0.917\t-1.681\t0.145\t0.334\t-1.622\t0.742\t-1.436\t-1.634\t0.000\t1.001\t-1.782\t1.281\t0.000\t0.706\t0.402\t-0.983\t2.548\t1.897\t-1.075\t-0.240\t3.102\t0.967\t1.315\t0.985\t0.847\t1.025\t1.062\t0.878\n1\t0.971\t0.163\t0.778\t1.031\t0.206\t1.092\t0.199\t-1.013\t2.173\t1.799\t1.554\t1.452\t0.000\t0.894\t0.365\t-0.064\t1.274\t2.427\t1.105\t-0.756\t0.000\t0.808\t1.267\t0.984\t1.269\t0.938\t1.244\t1.089\n1\t1.590\t0.352\t-1.421\t2.307\t1.672\t3.202\t-1.932\t0.194\t0.000\t0.810\t-0.943\t-0.542\t1.107\t0.913\t1.072\t-1.353\t2.548\t0.789\t0.289\t1.626\t0.000\t0.248\t0.750\t0.983\t0.779\t1.330\t1.004\t0.744\n1\t0.568\t1.035\t0.160\t0.449\t0.972\t1.114\t0.668\t-1.360\t2.173\t0.750\t-0.121\t-1.572\t0.000\t1.433\t1.031\t0.459\t0.000\t1.392\t0.290\t0.100\t0.000\t0.799\t0.852\t0.976\t1.050\t0.595\t0.929\t0.815\n1\t1.557\t-0.936\t0.623\t1.151\t0.265\t0.989\t-0.450\t-0.873\t2.173\t0.392\t1.086\t1.712\t0.000\t0.669\t-1.024\t-1.689\t1.274\t0.666\t-0.842\t1.052\t0.000\t0.929\t1.061\t0.993\t0.850\t0.763\t0.989\t0.936\n0\t1.505\t-0.075\t0.554\t0.589\t-0.844\t0.882\t-0.618\t-1.269\t0.000\t1.403\t-0.222\t-0.119\t0.000\t0.942\t0.509\t1.691\t2.548\t0.845\t-0.539\t-0.482\t0.000\t0.860\t0.951\t1.241\t0.887\t0.454\t0.693\t0.733\n1\t0.449\t1.020\t1.663\t1.393\t1.238\t1.210\t-0.425\t-0.367\t1.087\t0.845\t-0.547\t-1.164\t2.215\t0.643\t-0.714\t0.661\t0.000\t0.439\t-2.061\t1.302\t0.000\t0.642\t1.108\t0.987\t0.869\t0.984\t0.973\t0.869\n1\t1.106\t0.979\t0.037\t0.767\t-0.411\t0.363\t2.416\t0.862\t0.000\t1.432\t-0.508\t-1.699\t1.107\t0.639\t1.755\t-0.415\t0.000\t0.762\t-0.891\t0.671\t1.551\t0.822\t1.453\t0.990\t1.364\t0.838\t1.401\t1.181\n1\t1.638\t0.507\t0.156\t0.644\t-0.676\t0.941\t-0.565\t-1.536\t1.087\t0.415\t0.887\t0.797\t2.215\t0.365\t0.765\t1.182\t0.000\t0.738\t0.602\t-0.108\t0.000\t0.918\t0.935\t0.988\t0.641\t1.088\t0.910\t0.780\n0\t0.579\t-0.464\t0.589\t0.457\t-0.355\t0.781\t0.703\t0.868\t2.173\t0.591\t1.108\t-0.789\t0.000\t0.910\t-0.345\t-0.719\t0.000\t0.968\t0.211\t1.576\t0.000\t0.917\t0.807\t0.983\t0.628\t0.752\t0.578\t0.568\n0\t0.803\t0.002\t-0.447\t1.649\t0.249\t0.846\t0.976\t-1.695\t0.000\t0.462\t1.131\t-0.586\t0.000\t0.854\t-0.287\t1.186\t2.548\t0.434\t0.458\t1.525\t3.102\t1.123\t1.042\t0.990\t0.637\t0.250\t0.590\t0.738\n0\t1.647\t1.027\t-0.920\t0.341\t-1.263\t1.123\t-0.971\t0.379\t2.173\t0.364\t-0.521\t0.178\t2.215\t1.387\t0.555\t-1.598\t0.000\t0.730\t-0.737\t-1.588\t0.000\t0.909\t0.833\t0.978\t1.758\t0.271\t1.099\t1.018\n1\t0.765\t0.253\t-0.110\t0.346\t-1.634\t2.050\t0.329\t1.508\t0.000\t1.016\t-1.591\t-0.400\t0.000\t1.612\t0.129\t-0.611\t2.548\t3.584\t-1.926\t0.040\t0.000\t0.903\t1.133\t0.989\t0.770\t0.805\t0.956\t0.984\n1\t1.332\t0.749\t-0.878\t1.932\t-0.338\t0.615\t1.444\t1.292\t0.000\t0.715\t0.596\t1.086\t1.107\t0.470\t1.427\t-0.286\t0.000\t1.154\t1.005\t0.689\t3.102\t0.946\t0.628\t1.041\t0.972\t0.378\t0.830\t0.778\n0\t0.997\t2.070\t1.388\t0.426\t-0.498\t0.658\t0.033\t-0.875\t0.000\t1.414\t1.111\t0.772\t2.215\t0.991\t-0.959\t-0.068\t2.548\t0.695\t-1.091\t-1.192\t0.000\t0.802\t0.828\t0.984\t0.870\t1.888\t1.253\t1.212\n1\t0.746\t-1.397\t-0.180\t0.698\t1.158\t0.492\t0.183\t-1.609\t2.173\t0.636\t-0.387\t0.555\t2.215\t0.385\t-0.941\t1.735\t0.000\t0.778\t2.377\t1.592\t0.000\t0.843\t0.734\t0.988\t0.843\t0.802\t0.634\t0.618\n0\t0.471\t-0.644\t0.501\t0.810\t-0.872\t0.965\t0.908\t0.704\t2.173\t0.483\t-0.035\t-1.179\t0.000\t1.442\t0.988\t-1.549\t0.000\t1.679\t0.462\t-0.273\t0.000\t0.924\t0.951\t0.986\t1.683\t0.516\t1.142\t1.014\n0\t1.629\t0.723\t-0.881\t0.637\t-0.912\t1.604\t-0.492\t0.651\t0.000\t1.530\t0.931\t-0.266\t2.215\t2.833\t-0.321\t1.578\t0.000\t1.378\t-0.324\t-0.833\t3.102\t2.855\t1.969\t0.990\t0.893\t1.147\t1.791\t1.668\n0\t0.979\t-1.288\t0.852\t0.351\t0.048\t1.152\t-0.334\t1.566\t1.087\t0.831\t-1.359\t-1.050\t0.000\t0.753\t0.301\t-0.127\t2.548\t0.971\t1.001\t0.454\t0.000\t0.588\t0.559\t0.978\t0.954\t1.225\t0.998\t0.946\n1\t1.017\t0.103\t1.154\t0.107\t0.242\t0.684\t-0.558\t0.420\t0.000\t1.387\t0.289\t-1.200\t2.215\t0.432\t-2.718\t0.149\t0.000\t1.070\t-0.963\t-0.039\t0.000\t0.795\t0.677\t0.982\t1.034\t0.890\t1.075\t0.924\n0\t3.398\t-0.119\t-0.253\t3.695\t-0.278\t3.287\t0.509\t-1.710\t2.173\t0.771\t0.009\t1.272\t0.000\t1.322\t-0.582\t-0.063\t2.548\t1.015\t1.020\t0.627\t0.000\t0.976\t1.168\t0.939\t4.146\t3.033\t2.678\t2.062\n0\t1.522\t0.834\t-1.504\t0.274\t0.381\t0.556\t0.029\t-1.065\t0.000\t0.841\t0.843\t-0.335\t2.215\t1.753\t0.351\t0.521\t1.274\t0.592\t0.367\t1.097\t0.000\t0.834\t1.000\t0.990\t0.823\t0.953\t0.826\t0.744\n0\t1.129\t-0.231\t-0.809\t0.209\t1.050\t1.385\t0.473\t-1.171\t1.087\t2.062\t-0.908\t0.756\t2.215\t0.817\t-1.883\t0.521\t0.000\t0.596\t-0.777\t-0.935\t0.000\t0.875\t1.028\t0.983\t1.049\t3.107\t1.636\t1.264\n1\t1.012\t-0.457\t0.739\t0.919\t-0.361\t0.619\t-0.098\t-0.584\t1.087\t0.838\t0.381\t-1.402\t2.215\t1.246\t-0.656\t1.557\t0.000\t1.255\t-1.218\t0.478\t0.000\t1.254\t1.215\t1.118\t0.972\t0.759\t0.924\t0.833\n1\t0.983\t0.664\t0.766\t1.162\t1.190\t0.874\t0.747\t-1.048\t2.173\t0.763\t0.446\t-0.147\t2.215\t0.830\t1.261\t-1.443\t0.000\t1.281\t-0.671\t0.082\t0.000\t1.878\t1.191\t0.996\t1.201\t0.891\t0.926\t0.983\n1\t1.660\t-0.640\t-1.128\t0.695\t0.479\t0.549\t-1.133\t-0.401\t2.173\t1.081\t1.198\t0.266\t0.000\t1.485\t-0.380\t1.099\t0.000\t0.660\t-2.237\t1.422\t0.000\t0.793\t0.987\t1.477\t0.816\t0.550\t0.696\t0.701\n1\t0.493\t-0.006\t-1.448\t1.581\t0.234\t0.563\t1.084\t1.118\t0.000\t0.921\t0.462\t-0.715\t2.215\t1.380\t-0.010\t-1.194\t2.548\t1.345\t0.256\t0.587\t0.000\t0.815\t1.094\t1.221\t0.985\t0.581\t0.857\t0.814\n1\t0.656\t-0.550\t-1.136\t0.410\t0.751\t1.814\t-2.044\t1.624\t0.000\t1.062\t-0.642\t0.696\t2.215\t1.593\t0.826\t-0.134\t0.000\t1.467\t0.281\t-0.861\t0.000\t0.705\t0.923\t0.984\t0.805\t1.022\t0.858\t0.835\n1\t0.685\t-0.058\t0.780\t1.137\t-0.133\t0.939\t0.587\t1.658\t0.000\t0.997\t0.780\t0.050\t0.000\t0.955\t0.557\t-1.266\t2.548\t0.372\t0.787\t1.231\t3.102\t0.916\t0.633\t0.985\t0.540\t0.362\t0.534\t0.595\n1\t0.346\t1.534\t-1.647\t0.851\t-1.109\t1.364\t-0.246\t0.346\t0.000\t0.349\t0.260\t-1.317\t2.215\t0.532\t-0.227\t1.083\t0.000\t1.098\t-1.353\t-1.482\t3.102\t0.944\t0.913\t0.992\t0.887\t0.616\t0.844\t0.812\n1\t1.036\t1.643\t-1.299\t0.907\t1.242\t1.101\t0.492\t-0.410\t1.087\t1.996\t-2.365\t1.484\t0.000\t1.984\t1.264\t0.286\t2.548\t1.184\t1.474\t-0.664\t0.000\t0.713\t0.850\t1.010\t1.328\t1.373\t1.102\t0.925\n0\t0.841\t-1.386\t0.869\t0.799\t0.375\t1.197\t-0.728\t-1.722\t2.173\t1.046\t-1.021\t-0.171\t2.215\t0.796\t-1.115\t-1.040\t0.000\t0.750\t-2.071\t0.869\t0.000\t1.020\t0.940\t0.976\t1.451\t1.644\t1.162\t0.958\n0\t0.719\t0.399\t0.387\t1.283\t-0.309\t0.973\t0.275\t1.341\t0.000\t1.040\t1.144\t-0.653\t0.000\t0.999\t-1.567\t0.800\t0.000\t1.574\t0.882\t-1.426\t1.551\t2.243\t1.288\t0.991\t0.914\t0.842\t1.127\t1.148\n1\t1.137\t-1.144\t-1.640\t0.909\t-0.835\t0.924\t-0.785\t0.159\t2.173\t0.532\t-1.322\t-1.184\t0.000\t0.427\t-0.360\t1.243\t0.000\t0.978\t0.408\t0.651\t3.102\t0.838\t1.009\t0.983\t1.075\t0.814\t0.927\t0.791\n0\t0.898\t-0.293\t-0.494\t2.126\t-1.239\t1.519\t-0.659\t-1.528\t0.000\t1.561\t-0.245\t0.707\t2.215\t2.845\t-1.564\t0.010\t0.000\t0.675\t-0.414\t1.560\t1.551\t4.212\t2.253\t1.190\t1.518\t0.654\t1.684\t1.497\n1\t2.111\t-0.336\t-1.378\t0.443\t0.018\t1.185\t-1.030\t-0.932\t0.000\t1.326\t-0.787\t0.721\t0.000\t1.083\t-0.896\t0.391\t2.548\t1.033\t-0.251\t1.206\t1.551\t0.689\t0.597\t1.275\t1.070\t0.610\t0.748\t0.762\n0\t1.455\t0.570\t0.623\t1.174\t1.459\t0.750\t-0.137\t-1.127\t0.000\t1.151\t1.288\t-1.022\t2.215\t1.356\t-0.461\t0.210\t2.548\t0.423\t0.746\t0.072\t0.000\t0.890\t0.967\t1.239\t1.097\t1.833\t1.158\t0.993\n1\t0.477\t-1.491\t-0.775\t0.511\t-0.515\t1.223\t-0.347\t-1.353\t2.173\t0.908\t-0.784\t0.476\t2.215\t0.389\t-2.144\t0.479\t0.000\t0.700\t0.001\t0.991\t0.000\t0.885\t1.193\t0.974\t0.810\t1.587\t0.912\t0.799\n0\t0.596\t-2.202\t0.706\t1.468\t0.635\t0.816\t-0.868\t-1.131\t2.173\t0.602\t-1.357\t-1.717\t0.000\t0.773\t-1.700\t-0.755\t0.000\t0.726\t0.163\t0.291\t3.102\t0.836\t0.906\t0.995\t1.202\t0.905\t0.853\t0.787\n1\t1.320\t0.495\t-1.630\t0.256\t-1.696\t0.718\t-1.938\t-0.631\t0.000\t0.588\t0.308\t1.388\t0.000\t1.066\t-0.453\t-0.353\t0.000\t2.300\t-0.249\t0.498\t1.551\t1.311\t0.696\t0.984\t1.056\t0.702\t0.850\t0.943\n1\t0.275\t-1.842\t-0.284\t0.575\t0.946\t1.446\t-0.038\t-0.987\t2.173\t1.322\t-0.139\t0.715\t0.000\t1.099\t-0.508\t-0.369\t1.274\t1.234\t0.427\t0.992\t0.000\t0.690\t1.087\t0.985\t1.061\t0.927\t1.157\t0.934\n1\t0.298\t0.755\t1.272\t0.564\t0.646\t0.814\t-0.310\t0.199\t0.000\t1.484\t-1.117\t-1.114\t0.000\t0.904\t-0.360\t-1.353\t1.274\t0.921\t-1.146\t1.222\t3.102\t1.170\t0.898\t0.999\t0.722\t0.622\t0.741\t0.653\n1\t0.605\t0.477\t-1.504\t0.683\t1.189\t0.939\t-0.829\t-0.731\t2.173\t0.574\t-1.443\t-1.519\t0.000\t0.798\t-1.491\t1.026\t0.000\t2.162\t-0.248\t-0.076\t3.102\t0.989\t1.106\t0.987\t1.650\t0.934\t1.242\t1.184\n0\t0.431\t-1.204\t1.617\t1.120\t1.627\t0.845\t-1.832\t0.237\t0.000\t0.914\t-1.215\t-0.152\t0.000\t1.523\t-2.588\t-1.567\t0.000\t1.049\t-0.254\t-0.472\t3.102\t0.856\t0.912\t0.979\t0.495\t0.447\t0.629\t0.878\n1\t1.804\t1.536\t-0.598\t0.427\t0.265\t1.160\t0.782\t1.061\t2.173\t0.621\t1.538\t1.524\t0.000\t0.577\t2.062\t0.119\t0.000\t0.840\t0.130\t-0.866\t0.000\t0.932\t1.042\t0.981\t0.575\t0.734\t0.864\t0.773\n1\t0.787\t-1.593\t0.591\t0.926\t-0.781\t0.706\t-0.597\t1.714\t2.173\t0.486\t-1.140\t-0.609\t0.000\t0.543\t-2.282\t0.372\t0.000\t0.651\t0.877\t0.908\t3.102\t0.830\t1.043\t1.117\t1.120\t0.817\t0.877\t0.819\n1\t0.832\t0.801\t-1.079\t0.788\t-0.169\t1.112\t-0.437\t0.655\t2.173\t1.165\t0.176\t-0.912\t0.000\t1.521\t-2.001\t1.487\t0.000\t1.319\t0.391\t-0.257\t0.000\t0.930\t0.927\t0.982\t1.520\t0.961\t1.066\t0.988\n1\t0.988\t0.650\t1.654\t1.047\t1.306\t0.940\t1.356\t-1.574\t0.000\t1.347\t1.423\t-0.353\t0.000\t0.825\t1.085\t0.772\t0.000\t1.538\t0.445\t-0.156\t3.102\t1.362\t1.074\t0.984\t1.052\t0.273\t0.814\t0.785\n1\t0.481\t0.002\t-0.523\t0.985\t1.712\t0.510\t0.873\t-0.590\t0.000\t1.011\t-0.675\t0.887\t2.215\t0.762\t0.605\t1.306\t0.000\t0.835\t1.202\t0.298\t0.000\t0.778\t1.042\t0.982\t0.941\t1.432\t0.863\t0.813\n1\t0.852\t0.609\t1.601\t2.043\t-1.186\t0.863\t-0.247\t0.730\t2.173\t0.401\t1.394\t0.675\t0.000\t0.532\t-0.477\t-0.506\t2.548\t0.792\t-0.234\t0.008\t0.000\t0.823\t0.796\t1.079\t0.813\t0.766\t0.942\t0.816\n0\t1.614\t-0.840\t1.436\t1.172\t0.253\t1.512\t-0.191\t1.730\t0.000\t1.681\t-0.324\t0.011\t2.215\t1.078\t-1.057\t-0.520\t2.548\t1.039\t-0.047\t-0.394\t0.000\t1.806\t1.489\t1.667\t1.349\t0.897\t1.249\t1.166\n0\t0.893\t0.463\t-0.874\t0.901\t0.931\t0.769\t0.862\t-0.525\t0.000\t0.749\t-0.899\t1.066\t2.215\t0.519\t1.120\t-1.688\t0.000\t0.480\t1.006\t1.089\t0.000\t0.935\t0.665\t1.241\t0.961\t0.604\t0.778\t0.720\n1\t0.638\t-1.060\t-1.400\t1.158\t1.291\t1.077\t-0.964\t-0.273\t2.173\t0.588\t-1.725\t-1.459\t0.000\t0.894\t-0.491\t0.689\t0.000\t1.157\t-0.323\t1.662\t0.000\t0.879\t1.020\t0.983\t1.247\t0.830\t0.983\t0.890\n0\t0.451\t2.071\t1.727\t0.804\t-0.440\t0.842\t1.198\t1.204\t2.173\t0.379\t-0.216\t-0.619\t1.107\t0.937\t0.496\t-0.334\t0.000\t0.607\t-0.227\t-1.330\t0.000\t0.739\t1.066\t0.993\t0.661\t1.052\t0.709\t0.661\n1\t0.804\t-1.456\t-1.009\t1.128\t0.360\t0.885\t0.438\t-0.260\t1.087\t1.255\t0.373\t1.570\t0.000\t0.368\t-0.735\t-0.515\t0.000\t0.515\t1.184\t1.535\t0.000\t0.800\t0.771\t1.245\t0.751\t0.787\t0.937\t0.810\n0\t0.536\t-0.998\t1.227\t0.992\t-1.220\t0.729\t-1.640\t-1.672\t0.000\t1.518\t-0.161\t0.118\t2.215\t1.067\t-1.698\t-1.057\t0.000\t1.027\t-0.261\t1.626\t3.102\t0.852\t0.880\t0.994\t1.074\t1.105\t1.180\t0.985\n1\t1.024\t-0.655\t-1.617\t0.612\t-0.070\t0.905\t-0.158\t-0.583\t2.173\t1.069\t-0.957\t1.204\t0.000\t0.793\t-0.542\t0.557\t2.548\t0.395\t1.142\t-0.629\t0.000\t1.504\t0.944\t1.080\t0.843\t0.933\t0.876\t0.764\n0\t0.447\t1.887\t1.520\t0.064\t0.653\t0.657\t-0.650\t-0.567\t0.000\t1.267\t-0.628\t-0.047\t0.000\t2.474\t0.115\t1.581\t2.548\t0.393\t0.594\t-0.823\t3.102\t0.875\t0.678\t0.978\t0.846\t0.662\t1.067\t0.931\n1\t1.062\t-0.732\t1.541\t0.972\t0.834\t0.576\t-0.622\t0.768\t0.000\t1.548\t0.570\t-0.587\t1.107\t0.443\t-0.406\t-0.634\t0.000\t0.607\t-0.753\t-0.974\t0.000\t0.912\t0.678\t0.995\t1.739\t0.869\t1.119\t0.927\n0\t2.048\t-0.606\t-1.430\t3.840\t-1.519\t2.456\t0.716\t-0.074\t2.173\t2.147\t-1.408\t0.680\t0.000\t0.838\t2.286\t-1.080\t0.000\t1.132\t-0.968\t1.674\t3.102\t0.884\t1.692\t0.986\t0.590\t2.609\t2.618\t2.402\n0\t0.877\t-0.551\t-1.313\t0.592\t0.528\t1.000\t-0.935\t0.655\t2.173\t0.518\t0.133\t1.463\t0.000\t0.676\t0.938\t-0.823\t2.548\t1.164\t-0.519\t-1.050\t0.000\t0.873\t1.126\t0.995\t0.767\t1.547\t0.903\t0.759\n1\t1.307\t0.191\t-0.930\t0.093\t-0.685\t0.575\t1.046\t0.353\t0.000\t0.552\t-1.204\t-0.910\t1.107\t1.085\t-1.240\t0.407\t0.000\t1.040\t0.637\t1.372\t0.000\t0.953\t0.692\t0.978\t0.620\t0.540\t0.773\t0.738\n1\t0.401\t1.158\t-1.619\t1.021\t0.640\t0.648\t0.438\t1.196\t0.000\t1.400\t0.652\t-1.723\t0.000\t1.800\t-0.086\t-0.471\t1.274\t1.079\t1.222\t-0.428\t3.102\t1.015\t1.166\t0.985\t0.953\t0.920\t1.084\t0.909\n0\t0.318\t2.288\t-1.204\t0.506\t0.671\t0.628\t0.411\t-0.889\t0.000\t0.928\t-0.285\t0.690\t2.215\t0.749\t-0.623\t-1.519\t2.548\t0.596\t0.342\t0.061\t0.000\t0.706\t0.951\t0.982\t0.817\t0.827\t0.711\t0.672\n1\t0.824\t2.006\t-1.011\t2.079\t-0.861\t0.961\t0.697\t0.903\t2.173\t0.791\t1.422\t0.080\t0.000\t0.744\t1.179\t1.119\t0.000\t0.583\t2.085\t0.496\t0.000\t0.952\t0.885\t0.986\t0.604\t0.909\t0.977\t0.877\n0\t0.832\t-1.220\t-0.674\t0.304\t1.055\t0.686\t0.345\t0.267\t2.173\t0.880\t-0.321\t1.389\t2.215\t0.835\t0.067\t-1.229\t0.000\t0.506\t-1.727\t-1.510\t0.000\t0.943\t1.133\t0.981\t0.765\t1.046\t0.805\t0.712\n1\t0.583\t1.537\t0.599\t1.405\t0.275\t1.120\t0.671\t-1.695\t2.173\t1.117\t-0.081\t-1.142\t2.215\t0.930\t0.415\t0.637\t0.000\t0.865\t0.314\t-0.504\t0.000\t0.848\t0.966\t0.997\t1.906\t1.016\t1.732\t1.373\n0\t0.890\t0.643\t-1.607\t0.617\t-0.406\t0.710\t0.123\t-0.489\t1.087\t0.566\t-1.063\t-0.684\t0.000\t2.073\t-0.458\t1.073\t2.548\t0.521\t-0.990\t1.147\t0.000\t0.706\t0.936\t0.987\t0.787\t1.567\t1.023\t0.898\n1\t0.389\t1.614\t1.232\t1.334\t-0.058\t0.688\t1.454\t-0.734\t1.087\t0.471\t0.264\t-1.439\t2.215\t0.478\t2.102\t-1.297\t0.000\t0.701\t-0.987\t-0.108\t0.000\t1.864\t1.101\t0.991\t0.822\t0.727\t0.842\t0.947\n0\t0.955\t-0.204\t0.316\t1.851\t0.537\t0.900\t-0.066\t-1.363\t1.087\t0.954\t0.645\t-1.216\t0.000\t0.924\t-0.366\t1.433\t2.548\t1.608\t0.113\t-0.542\t0.000\t0.874\t0.916\t0.988\t0.953\t0.688\t0.994\t0.857\n0\t0.410\t-1.222\t-0.060\t1.116\t0.003\t0.628\t1.872\t0.972\t0.000\t0.399\t2.762\t-0.983\t0.000\t0.525\t1.020\t-1.120\t1.274\t0.807\t2.433\t1.518\t0.000\t0.778\t1.147\t1.001\t0.734\t0.428\t0.730\t0.932\n0\t1.193\t0.269\t1.529\t0.484\t1.628\t0.751\t-0.975\t-0.886\t0.000\t0.661\t-0.244\t0.273\t2.215\t0.888\t-1.101\t0.570\t2.548\t0.509\t-2.078\t-0.419\t0.000\t0.873\t0.979\t0.992\t1.228\t0.459\t0.886\t1.042\n1\t1.433\t0.048\t-0.693\t0.881\t0.125\t1.097\t1.032\t1.307\t2.173\t0.687\t0.855\t-0.201\t0.000\t0.518\t-0.623\t1.468\t2.548\t0.517\t1.270\t-1.315\t0.000\t0.703\t1.035\t1.047\t0.772\t0.926\t0.975\t0.832\n1\t0.661\t0.055\t-0.781\t1.280\t-0.355\t1.582\t1.092\t-0.933\t2.173\t2.791\t2.338\t1.036\t0.000\t0.924\t-0.541\t0.981\t2.548\t1.018\t0.858\t-0.435\t0.000\t0.681\t0.864\t0.980\t0.886\t2.070\t1.406\t1.082\n0\t1.235\t-0.272\t-0.718\t0.739\t1.204\t1.551\t-0.563\t0.765\t0.000\t1.371\t-1.067\t-0.981\t2.215\t0.613\t-1.731\t1.341\t0.000\t1.023\t-0.538\t-1.353\t3.102\t1.527\t1.225\t1.306\t0.988\t0.427\t1.130\t0.997\n1\t0.686\t-0.001\t-0.856\t0.462\t0.139\t0.644\t-0.960\t0.145\t1.087\t1.110\t-0.650\t-1.676\t0.000\t1.190\t0.501\t-1.472\t2.548\t0.472\t-1.500\t-0.729\t0.000\t0.907\t0.972\t0.985\t1.033\t1.415\t0.900\t0.888\n1\t1.590\t1.571\t1.733\t0.358\t-0.930\t1.873\t-0.241\t0.479\t0.000\t1.309\t1.156\t-0.760\t1.107\t0.842\t2.248\t-1.469\t0.000\t0.581\t-0.238\t-1.293\t1.551\t4.655\t2.502\t0.987\t0.995\t0.732\t1.753\t1.580\n0\t1.002\t-0.940\t-1.429\t1.313\t1.320\t0.526\t-1.253\t-0.523\t0.000\t0.701\t-0.500\t0.199\t0.000\t0.599\t-1.186\t1.282\t2.548\t0.622\t0.596\t-0.493\t3.102\t0.925\t0.803\t0.988\t0.853\t0.724\t0.606\t0.688\n1\t2.266\t0.833\t1.241\t0.858\t1.728\t0.520\t0.692\t1.689\t2.173\t1.323\t0.272\t0.130\t0.000\t1.607\t0.423\t-0.800\t2.548\t1.450\t-2.137\t-0.125\t0.000\t3.552\t2.591\t0.984\t1.265\t0.900\t1.786\t1.732\n1\t0.996\t-0.118\t-1.449\t1.212\t1.240\t0.667\t0.565\t-0.007\t0.000\t1.171\t0.338\t1.576\t1.107\t1.012\t-0.918\t-0.880\t0.000\t1.731\t-0.431\t-0.171\t0.000\t0.943\t1.092\t1.002\t0.622\t0.809\t0.968\t0.861\n0\t2.045\t0.116\t-1.137\t0.681\t0.203\t1.414\t0.645\t-1.562\t2.173\t2.243\t-0.440\t0.339\t0.000\t0.928\t-0.054\t0.135\t0.000\t0.630\t-0.059\t1.567\t3.102\t0.596\t0.848\t1.528\t1.218\t0.485\t1.359\t1.202\n1\t1.890\t-0.302\t-0.156\t0.895\t-0.695\t2.438\t-1.429\t1.669\t0.000\t1.210\t-0.951\t0.460\t0.000\t1.885\t0.220\t-0.500\t2.548\t0.660\t-0.432\t0.866\t1.551\t1.089\t0.965\t0.984\t0.621\t0.870\t1.541\t1.467\n0\t2.911\t0.747\t-0.821\t0.334\t0.703\t1.003\t-0.238\t1.580\t2.173\t0.510\t-1.136\t0.853\t0.000\t0.632\t0.788\t0.555\t2.548\t0.626\t0.382\t0.140\t0.000\t0.800\t0.923\t1.339\t0.923\t0.980\t1.037\t0.940\n1\t0.631\t0.058\t1.386\t1.100\t0.201\t1.302\t-0.053\t-1.075\t1.087\t0.355\t1.358\t0.797\t0.000\t0.414\t-1.318\t0.515\t0.000\t0.772\t-0.486\t-0.186\t3.102\t1.158\t0.765\t1.011\t1.143\t0.814\t0.821\t0.756\n1\t0.283\t-0.180\t0.734\t1.511\t1.625\t1.185\t1.686\t-0.022\t0.000\t0.954\t0.215\t1.390\t1.107\t0.891\t2.159\t-1.568\t0.000\t0.977\t0.404\t-0.050\t3.102\t0.760\t0.890\t0.982\t0.683\t0.847\t0.856\t0.759\n1\t1.394\t-1.457\t-0.054\t0.751\t-0.305\t1.419\t0.278\t1.667\t0.000\t0.693\t-1.318\t-0.473\t0.000\t0.943\t-0.356\t0.253\t0.000\t0.649\t0.229\t-1.350\t3.102\t0.979\t0.816\t0.993\t0.712\t0.296\t0.589\t0.571\n1\t0.387\t1.246\t0.986\t1.072\t-0.762\t1.154\t-1.089\t1.723\t2.173\t0.821\t0.336\t-1.074\t2.215\t1.110\t2.676\t0.279\t0.000\t0.963\t-1.019\t0.746\t0.000\t1.047\t0.855\t0.989\t2.568\t1.402\t1.653\t1.331\n1\t0.475\t-2.102\t-1.668\t1.675\t0.796\t1.313\t-0.593\t-0.919\t1.087\t0.654\t-1.245\t-0.316\t0.000\t0.695\t-0.331\t0.697\t0.000\t0.716\t-1.043\t1.347\t1.551\t0.954\t1.131\t0.988\t0.559\t0.975\t1.081\t0.927\n0\t0.363\t1.314\t-0.960\t0.716\t0.587\t0.746\t-0.276\t-1.424\t2.173\t0.507\t-0.964\t-1.518\t2.215\t1.283\t-0.498\t0.207\t0.000\t0.570\t-2.084\t0.972\t0.000\t0.827\t0.853\t0.986\t0.821\t0.338\t0.770\t0.734\n0\t0.477\t0.809\t-0.827\t1.018\t1.108\t1.103\t1.368\t0.583\t2.173\t1.419\t1.420\t-1.127\t0.000\t1.057\t1.768\t-0.656\t0.000\t0.956\t1.208\t1.568\t3.102\t0.898\t0.828\t0.986\t0.945\t0.843\t1.003\t0.913\n0\t0.417\t-0.707\t0.795\t1.265\t-0.864\t0.581\t0.325\t0.403\t2.173\t1.372\t0.410\t-0.541\t2.215\t1.430\t-1.118\t1.257\t0.000\t0.508\t1.207\t-1.044\t0.000\t0.825\t1.034\t1.004\t0.944\t0.989\t0.996\t1.090\n0\t0.405\t-2.066\t-0.178\t0.885\t1.195\t0.738\t0.608\t-1.006\t0.000\t0.516\t-0.228\t0.494\t0.000\t1.112\t0.086\t1.228\t2.548\t1.213\t0.386\t0.378\t3.102\t0.568\t0.533\t0.981\t0.875\t0.637\t0.690\t0.557\n1\t1.189\t-0.838\t-0.889\t1.581\t-1.023\t1.048\t-0.695\t0.954\t2.173\t0.497\t-0.343\t1.501\t0.000\t1.260\t0.502\t0.296\t1.274\t0.514\t-1.281\t0.799\t0.000\t0.568\t0.869\t0.974\t1.480\t1.248\t1.181\t0.930\n1\t0.850\t1.294\t-0.536\t0.899\t-1.062\t1.464\t-1.338\t0.841\t0.000\t0.687\t-0.422\t-0.700\t0.000\t0.655\t-2.677\t0.951\t0.000\t1.439\t0.292\t-1.329\t0.000\t0.868\t0.833\t0.990\t1.537\t0.777\t1.336\t1.130\n0\t0.849\t-0.880\t0.092\t0.247\t-0.102\t0.604\t-1.365\t-0.641\t1.087\t1.814\t-0.707\t1.064\t2.215\t1.308\t-0.313\t-1.451\t0.000\t0.556\t1.484\t-0.558\t0.000\t1.377\t1.382\t0.993\t1.087\t1.622\t1.254\t1.040\n1\t0.619\t0.743\t0.405\t0.681\t-0.542\t0.815\t0.044\t1.137\t1.087\t0.934\t-0.883\t-0.655\t2.215\t0.486\t-1.332\t1.131\t0.000\t1.143\t0.058\t-1.706\t0.000\t0.829\t0.913\t0.988\t0.869\t1.432\t0.827\t0.738\n0\t1.048\t0.274\t0.417\t0.837\t0.535\t0.776\t0.467\t-1.132\t0.000\t0.405\t-1.236\t1.485\t2.215\t0.338\t0.849\t0.017\t0.000\t0.602\t-0.767\t-1.588\t3.102\t0.820\t0.931\t0.979\t0.694\t0.180\t0.585\t0.694\n1\t2.206\t-0.128\t1.003\t1.607\t1.178\t1.455\t1.667\t-1.077\t0.000\t1.485\t-0.243\t0.309\t0.000\t1.816\t-1.818\t-0.709\t0.000\t0.821\t0.391\t-0.542\t3.102\t3.195\t1.926\t0.994\t0.978\t0.432\t1.216\t1.391\n0\t0.667\t-1.030\t0.426\t1.345\t-0.453\t0.403\t-1.029\t-0.241\t0.000\t1.098\t-0.577\t-1.565\t0.000\t0.623\t-0.763\t1.478\t1.274\t1.010\t-0.092\t1.160\t3.102\t1.249\t0.912\t0.989\t0.902\t0.283\t0.652\t0.724\n0\t0.802\t0.918\t1.739\t0.459\t0.572\t0.326\t-0.203\t-0.012\t2.173\t0.317\t-0.706\t-1.374\t0.000\t0.694\t-0.791\t0.556\t0.000\t0.637\t0.590\t-1.257\t3.102\t0.825\t0.626\t0.989\t0.842\t0.491\t0.573\t0.607\n0\t1.743\t0.750\t-1.401\t0.212\t0.763\t1.472\t-1.209\t1.250\t0.000\t1.875\t0.432\t-0.122\t1.107\t1.145\t0.278\t-0.538\t0.000\t0.492\t-0.588\t1.528\t3.102\t0.641\t0.751\t0.988\t0.674\t1.012\t0.906\t0.730\n0\t0.357\t1.196\t-0.728\t1.289\t1.367\t1.045\t-0.264\t1.302\t2.173\t1.384\t-0.219\t-0.473\t0.000\t1.156\t-0.235\t-0.073\t0.000\t0.955\t-0.560\t-1.268\t3.102\t0.685\t0.794\t0.988\t1.586\t0.805\t1.181\t1.280\n1\t0.989\t-0.715\t-1.586\t1.540\t1.571\t1.080\t-0.647\t-0.398\t2.173\t0.718\t2.572\t0.688\t0.000\t0.823\t-0.864\t-0.613\t2.548\t0.833\t-0.606\t0.611\t0.000\t0.899\t1.871\t0.993\t1.444\t0.286\t1.665\t1.877\n0\t1.168\t-0.724\t-0.487\t0.648\t-0.254\t0.491\t-1.196\t1.083\t2.173\t0.870\t0.752\t1.486\t1.107\t0.644\t0.060\t0.520\t0.000\t0.562\t0.426\t-1.731\t0.000\t1.013\t0.859\t0.991\t0.885\t1.167\t1.102\t1.057\n0\t1.621\t0.739\t-0.830\t0.520\t1.277\t0.677\t-0.785\t0.929\t0.000\t0.425\t0.624\t-1.299\t2.215\t0.369\t0.005\t0.273\t0.000\t0.927\t-1.044\t0.118\t3.102\t0.622\t0.793\t1.204\t1.100\t0.824\t0.736\t0.756\n1\t0.607\t0.563\t-1.442\t0.838\t-0.469\t1.257\t0.583\t0.631\t0.000\t0.757\t2.106\t-0.909\t0.000\t2.248\t-0.277\t1.554\t0.000\t2.328\t0.203\t-0.976\t3.102\t1.197\t0.723\t0.995\t0.833\t0.803\t0.867\t0.733\n1\t1.016\t0.561\t1.313\t0.516\t-1.149\t0.536\t-0.610\t-1.517\t0.000\t0.529\t-0.496\t1.222\t1.107\t1.529\t0.297\t-0.034\t0.000\t0.680\t1.145\t-0.472\t0.000\t0.753\t0.953\t0.981\t0.695\t0.480\t0.644\t0.651\n1\t0.451\t-1.803\t-0.552\t1.332\t-1.160\t1.196\t-0.541\t0.787\t0.000\t0.989\t-0.134\t-1.679\t2.215\t0.728\t-0.873\t-0.891\t2.548\t0.776\t-1.863\t-0.113\t0.000\t1.041\t0.767\t0.988\t0.807\t0.700\t0.753\t0.693\n1\t0.356\t-0.619\t-1.621\t1.085\t0.098\t1.120\t1.011\t1.672\t0.000\t1.139\t0.278\t-0.520\t2.215\t0.503\t0.196\t0.622\t2.548\t0.695\t0.547\t1.021\t0.000\t0.787\t0.725\t0.985\t1.150\t0.689\t0.834\t1.079\n0\t0.566\t-1.818\t0.342\t0.944\t-1.202\t0.614\t-0.915\t0.612\t2.173\t0.699\t-1.486\t1.494\t0.000\t0.609\t-0.323\t-1.296\t0.000\t1.115\t-0.745\t-0.377\t3.102\t0.856\t0.871\t0.996\t0.671\t0.682\t0.644\t0.642\n1\t2.422\t1.580\t0.178\t0.782\t-0.303\t0.471\t1.530\t1.672\t0.000\t0.909\t1.350\t-1.297\t1.107\t1.255\t2.262\t-1.403\t0.000\t1.019\t1.332\t1.144\t0.000\t0.839\t0.884\t0.976\t1.181\t0.632\t0.776\t0.859\n1\t1.485\t0.808\t1.386\t1.839\t0.816\t1.137\t-0.339\t-1.309\t0.000\t1.154\t-0.711\t-0.122\t2.215\t1.263\t0.144\t-0.429\t2.548\t0.455\t0.664\t-1.483\t0.000\t0.682\t0.933\t1.123\t1.707\t0.686\t1.239\t1.170\n0\t2.024\t0.862\t0.082\t0.600\t-0.013\t2.114\t-0.935\t1.521\t0.000\t1.189\t-0.352\t-0.533\t0.000\t1.043\t-0.307\t1.081\t2.548\t1.259\t-1.423\t-0.499\t0.000\t0.902\t0.950\t0.994\t0.792\t1.015\t0.907\t0.922\n0\t1.680\t-1.235\t0.440\t0.278\t-1.025\t0.782\t2.034\t1.254\t0.000\t1.182\t0.046\t-1.022\t2.215\t0.693\t-0.749\t-0.806\t0.000\t0.507\t-1.843\t1.314\t0.000\t0.789\t0.950\t0.990\t0.742\t0.472\t0.812\t0.720\n0\t1.560\t-0.136\t-1.101\t1.725\t-1.354\t2.184\t1.417\t0.287\t0.000\t0.783\t1.619\t0.812\t0.000\t2.469\t-0.230\t-1.647\t2.548\t0.870\t0.956\t-0.143\t3.102\t1.306\t0.869\t1.000\t0.921\t1.386\t1.811\t1.691\n1\t1.057\t-0.479\t0.365\t1.194\t-0.796\t0.809\t-1.656\t0.949\t0.000\t1.078\t-0.285\t-1.598\t2.215\t1.568\t-0.196\t-0.572\t1.274\t0.745\t-0.643\t1.230\t0.000\t0.655\t0.819\t1.346\t1.049\t1.104\t0.814\t0.709\n1\t0.949\t0.954\t0.460\t1.049\t-0.383\t1.384\t1.044\t1.711\t0.000\t1.100\t1.386\t0.781\t2.215\t0.963\t0.253\t-0.655\t0.000\t0.695\t-1.191\t-0.629\t0.000\t0.868\t0.469\t0.987\t0.868\t0.827\t0.895\t0.789\n1\t0.547\t-0.881\t0.903\t1.451\t0.394\t1.216\t-0.659\t0.597\t1.087\t1.434\t-1.754\t-1.241\t0.000\t1.576\t-0.348\t-1.162\t2.548\t0.396\t-0.074\t1.350\t0.000\t1.185\t1.099\t0.990\t0.759\t1.742\t1.240\t1.176\n1\t2.122\t0.908\t1.423\t0.475\t-1.112\t0.940\t-0.540\t-0.428\t2.173\t0.462\t1.106\t-0.319\t0.000\t0.720\t-0.073\t0.698\t0.000\t0.565\t0.378\t1.003\t3.102\t0.907\t1.011\t1.052\t0.559\t0.843\t0.999\t0.845\n1\t1.506\t0.590\t0.447\t0.967\t-0.680\t0.962\t0.100\t-1.727\t2.173\t0.496\t-0.849\t0.971\t0.000\t1.289\t1.641\t0.621\t0.000\t2.345\t-0.075\t-1.015\t3.102\t0.932\t1.136\t1.420\t1.278\t0.966\t1.011\t1.043\n1\t1.296\t0.129\t1.413\t0.500\t1.144\t1.311\t-0.940\t-0.698\t2.173\t0.218\t-1.719\t-0.582\t0.000\t0.487\t-2.102\t0.662\t0.000\t0.399\t0.953\t1.342\t3.102\t0.470\t0.901\t0.977\t0.581\t1.208\t0.954\t0.841\n1\t1.390\t0.412\t-1.286\t0.688\t-0.066\t0.802\t0.956\t1.022\t2.173\t1.336\t0.216\t-0.688\t2.215\t1.052\t0.008\t0.100\t0.000\t0.978\t0.792\t-1.543\t0.000\t1.241\t1.020\t1.208\t1.060\t1.629\t0.942\t0.836\n0\t0.904\t-0.231\t-1.618\t0.373\t-1.435\t1.662\t-0.378\t0.532\t0.000\t2.011\t-0.354\t-1.137\t2.215\t0.510\t0.136\t1.030\t0.000\t1.070\t-0.722\t0.087\t3.102\t0.844\t0.717\t0.994\t0.899\t1.229\t1.239\t1.064\n0\t0.859\t-0.310\t0.029\t1.435\t-1.124\t1.643\t-0.524\t0.892\t0.000\t1.372\t-0.811\t0.531\t1.107\t2.826\t-1.992\t-1.029\t0.000\t1.392\t0.405\t1.671\t0.000\t0.842\t0.771\t1.325\t1.210\t0.946\t0.856\t0.827\n0\t0.800\t-0.473\t1.620\t0.500\t-0.271\t1.017\t-0.846\t1.077\t0.000\t1.118\t1.058\t-0.440\t0.000\t1.147\t-1.163\t-0.098\t2.548\t1.323\t0.666\t-1.120\t0.000\t0.939\t1.025\t0.990\t0.862\t1.088\t1.099\t0.899\n1\t0.912\t-1.842\t-1.458\t0.269\t0.425\t0.914\t-1.496\t0.530\t0.000\t0.947\t-1.245\t-0.999\t2.215\t0.713\t-0.456\t0.220\t2.548\t0.747\t0.360\t-1.649\t0.000\t1.844\t1.084\t0.995\t0.664\t0.853\t0.894\t0.778\n1\t0.947\t0.643\t0.575\t1.133\t-0.306\t0.529\t2.160\t-1.050\t0.000\t0.479\t1.283\t0.190\t2.215\t0.956\t1.329\t-1.570\t0.000\t0.754\t0.790\t1.335\t0.000\t1.026\t0.798\t1.023\t0.686\t0.566\t0.549\t0.633\n1\t0.827\t1.568\t-0.283\t0.336\t0.449\t0.779\t1.352\t-1.716\t0.000\t0.938\t-0.427\t-0.034\t2.215\t0.569\t0.323\t-1.587\t2.548\t0.456\t1.656\t0.693\t0.000\t0.804\t0.612\t0.998\t0.859\t0.828\t0.894\t0.787\n0\t1.547\t-0.128\t-0.252\t0.553\t1.078\t0.878\t0.359\t0.962\t2.173\t1.484\t-0.198\t-0.851\t2.215\t1.164\t1.171\t1.385\t0.000\t0.378\t1.479\t-1.030\t0.000\t0.629\t0.816\t1.194\t0.956\t1.744\t1.058\t0.966\n1\t1.194\t-1.422\t-0.170\t0.934\t-0.883\t0.608\t-2.400\t-1.456\t0.000\t1.254\t0.813\t1.472\t2.215\t1.348\t-0.748\t0.402\t1.274\t0.628\t-1.356\t-0.689\t0.000\t0.715\t1.207\t0.986\t1.773\t1.713\t1.612\t1.341\n1\t0.981\t1.375\t0.223\t0.726\t-0.516\t0.344\t0.021\t-1.143\t1.087\t0.509\t-1.405\t1.130\t2.215\t0.596\t-0.359\t1.314\t0.000\t0.587\t-0.274\t0.452\t0.000\t0.458\t0.521\t0.983\t1.892\t0.737\t1.243\t0.982\n0\t1.027\t-0.277\t-0.714\t0.404\t0.850\t0.801\t-0.042\t1.142\t2.173\t0.733\t-1.935\t1.518\t0.000\t2.160\t0.839\t-0.170\t1.274\t0.614\t-0.957\t-1.030\t0.000\t0.756\t1.161\t0.988\t1.158\t1.725\t1.524\t1.184\n1\t1.057\t0.728\t1.152\t0.772\t0.088\t1.602\t-0.026\t-1.359\t2.173\t0.777\t-0.032\t-0.316\t0.000\t0.870\t2.350\t-0.213\t0.000\t0.710\t-0.045\t1.047\t3.102\t1.470\t0.990\t1.024\t1.369\t0.933\t1.088\t0.961\n1\t2.091\t0.008\t0.445\t0.727\t0.091\t1.694\t-0.339\t-1.664\t2.173\t0.805\t1.621\t-0.421\t0.000\t0.682\t0.078\t0.962\t2.548\t1.014\t-0.173\t-0.531\t0.000\t1.279\t1.047\t0.991\t1.854\t0.979\t1.255\t1.200\n1\t1.759\t-0.752\t-1.552\t1.105\t-1.515\t0.605\t-0.845\t1.581\t2.173\t1.533\t-0.400\t0.146\t0.000\t1.216\t-1.361\t-0.341\t0.000\t1.200\t-0.315\t1.145\t3.102\t0.809\t0.782\t0.985\t0.619\t0.408\t0.587\t0.626\n0\t0.691\t-0.381\t0.565\t0.834\t-1.226\t0.863\t-0.314\t1.648\t1.087\t0.863\t-1.677\t-0.010\t0.000\t0.514\t-2.066\t0.400\t0.000\t1.375\t-0.613\t-0.451\t3.102\t0.799\t1.248\t1.051\t0.683\t1.120\t0.845\t0.744\n0\t0.897\t-0.222\t1.451\t0.656\t-0.303\t0.712\t-0.261\t-0.248\t0.000\t1.160\t-0.670\t0.910\t2.215\t0.701\t-1.017\t1.139\t2.548\t2.426\t-0.595\t-1.007\t0.000\t1.348\t1.142\t1.062\t0.797\t0.285\t0.950\t0.807\n1\t1.434\t-1.847\t1.445\t0.681\t0.156\t0.531\t-1.465\t0.586\t0.000\t0.776\t-0.117\t-1.068\t0.000\t0.959\t-0.150\t-0.123\t2.548\t0.381\t-0.546\t-1.678\t3.102\t1.687\t0.910\t1.256\t1.172\t0.470\t0.741\t0.800\n0\t0.518\t0.202\t1.052\t1.631\t-1.446\t0.410\t-0.799\t0.956\t0.000\t0.742\t-1.244\t0.096\t0.000\t1.063\t-0.703\t1.626\t0.000\t1.331\t0.560\t-0.138\t3.102\t0.868\t1.060\t0.991\t0.803\t0.585\t0.691\t0.777\n1\t0.624\t0.939\t-0.487\t1.463\t0.139\t1.027\t0.883\t1.537\t2.173\t0.639\t1.261\t0.486\t0.000\t1.135\t1.083\t-0.960\t2.548\t0.383\t0.985\t-1.582\t0.000\t0.618\t0.783\t0.982\t0.838\t1.064\t0.967\t0.768\n0\t0.655\t-0.480\t-0.945\t1.768\t-1.636\t0.962\t1.347\t0.031\t2.173\t0.503\t0.586\t-0.343\t0.000\t0.842\t-0.906\t1.565\t0.000\t1.573\t-0.490\t0.428\t3.102\t0.752\t0.968\t0.982\t2.180\t1.547\t1.609\t1.424\n0\t1.202\t0.208\t-0.256\t1.442\t-1.018\t0.697\t0.066\t1.056\t0.000\t0.896\t0.730\t1.485\t0.000\t0.682\t2.002\t-1.586\t0.000\t0.581\t-0.782\t0.607\t3.102\t0.861\t0.801\t1.155\t0.811\t0.391\t0.584\t0.755\n0\t1.012\t-0.729\t-0.280\t1.220\t0.383\t2.443\t-0.434\t0.100\t2.173\t4.423\t-0.701\t-1.583\t0.000\t0.956\t0.205\t1.700\t2.548\t0.643\t0.275\t0.596\t0.000\t2.363\t1.451\t0.986\t0.975\t1.994\t2.150\t1.729\n1\t0.694\t0.871\t-0.528\t1.741\t-0.581\t0.752\t-0.304\t0.933\t2.173\t0.591\t1.207\t0.624\t1.107\t1.455\t-1.240\t-1.456\t0.000\t0.539\t0.603\t1.101\t0.000\t1.414\t1.180\t0.978\t0.894\t0.881\t1.219\t1.502\n0\t1.353\t-1.235\t-1.170\t1.069\t1.729\t0.850\t0.542\t0.364\t0.000\t0.235\t-1.177\t0.040\t2.215\t0.504\t-0.188\t-0.098\t0.000\t0.662\t0.889\t-1.585\t3.102\t0.659\t0.751\t0.990\t0.645\t0.613\t0.641\t0.816\n1\t0.962\t-0.703\t0.609\t1.007\t1.614\t0.876\t-0.962\t-1.544\t2.173\t0.850\t-1.950\t-0.233\t0.000\t0.955\t-0.060\t-0.797\t2.548\t1.132\t0.611\t0.609\t0.000\t2.512\t1.591\t1.074\t0.853\t0.889\t1.174\t1.000\n0\t1.840\t0.612\t-0.438\t2.640\t-0.071\t1.415\t1.742\t-1.638\t0.000\t0.770\t-0.474\t0.104\t1.107\t1.455\t0.913\t0.779\t0.000\t2.160\t0.304\t-1.720\t3.102\t0.941\t1.410\t0.995\t0.957\t1.269\t1.490\t1.571\n1\t0.479\t0.668\t-1.534\t1.117\t0.400\t1.106\t-0.072\t1.684\t0.000\t1.019\t-0.545\t-0.010\t2.215\t1.410\t-0.800\t-0.955\t2.548\t1.093\t0.042\t1.014\t0.000\t0.962\t1.237\t0.999\t0.899\t0.979\t1.016\t0.942\n1\t0.385\t1.364\t0.641\t1.333\t-0.802\t1.307\t1.073\t1.415\t0.000\t1.215\t0.802\t0.081\t2.215\t1.485\t0.661\t-0.794\t2.548\t0.667\t-1.656\t0.180\t0.000\t0.810\t1.268\t0.988\t0.942\t1.015\t1.025\t0.933\n1\t1.519\t0.448\t1.207\t0.539\t0.561\t0.767\t-0.684\t-0.729\t2.173\t0.757\t0.867\t-1.093\t0.000\t1.512\t1.207\t1.467\t0.000\t1.475\t0.324\t0.137\t3.102\t0.937\t0.938\t0.994\t0.795\t1.016\t0.970\t0.848\n1\t0.571\t-1.684\t-0.218\t1.728\t1.013\t0.446\t-0.528\t0.429\t0.000\t0.600\t-0.621\t1.299\t0.000\t1.734\t1.256\t-0.866\t0.000\t1.585\t0.411\t-0.738\t3.102\t0.848\t1.134\t1.233\t0.868\t0.821\t1.079\t0.890\n0\t2.930\t-0.533\t0.818\t1.549\t0.762\t1.678\t0.389\t-0.805\t0.000\t1.130\t-0.422\t-1.052\t1.107\t1.830\t0.055\t0.316\t2.548\t1.906\t0.318\t-1.308\t0.000\t0.952\t0.885\t0.992\t1.127\t1.491\t1.255\t1.201\n0\t1.885\t-0.389\t0.009\t0.220\t-0.824\t1.082\t0.350\t-0.585\t1.087\t2.181\t0.844\t1.524\t0.000\t1.321\t0.612\t-1.609\t0.000\t0.980\t0.078\t0.804\t3.102\t0.879\t0.990\t0.997\t0.678\t1.045\t0.733\t0.748\n1\t2.172\t0.438\t-0.966\t0.944\t-0.172\t2.939\t0.942\t1.304\t0.000\t1.460\t0.414\t-0.480\t2.215\t2.575\t0.582\t0.041\t2.548\t0.601\t-0.265\t1.658\t0.000\t1.516\t2.416\t1.303\t1.218\t0.957\t1.836\t1.594\n1\t0.672\t0.598\t0.115\t0.943\t1.079\t0.688\t-0.581\t-0.907\t2.173\t1.092\t-0.843\t-0.025\t1.107\t1.076\t-0.923\t1.321\t0.000\t1.178\t0.571\t0.933\t0.000\t1.007\t0.983\t0.990\t0.888\t0.928\t0.807\t0.751\n1\t2.051\t0.531\t-0.896\t0.185\t-0.644\t0.808\t-0.219\t0.918\t2.173\t0.938\t2.256\t-0.072\t0.000\t0.932\t0.565\t0.568\t0.000\t1.568\t0.523\t1.481\t3.102\t1.328\t0.973\t0.986\t1.224\t0.777\t0.910\t0.834\n1\t0.610\t-1.119\t0.534\t0.926\t-0.917\t0.595\t-0.460\t-0.039\t0.000\t0.773\t-1.045\t1.647\t0.000\t1.117\t-1.363\t-0.403\t2.548\t1.088\t1.732\t1.647\t0.000\t0.833\t0.837\t1.005\t0.624\t0.784\t0.806\t0.724\n1\t0.581\t1.722\t0.739\t1.170\t1.353\t0.734\t1.635\t1.179\t0.000\t0.910\t0.923\t-0.329\t2.215\t1.102\t0.753\t-0.829\t2.548\t0.911\t0.882\t-1.575\t0.000\t0.972\t0.776\t0.980\t0.903\t0.468\t0.747\t0.662\n0\t0.634\t0.622\t-0.290\t1.591\t-0.827\t0.671\t-0.311\t-0.235\t2.173\t0.420\t2.155\t1.066\t0.000\t0.837\t0.210\t0.847\t0.000\t1.870\t-0.846\t0.888\t0.000\t0.919\t0.890\t0.994\t0.650\t0.631\t0.739\t0.773\n1\t0.343\t-1.060\t0.319\t1.061\t1.425\t1.490\t0.296\t-0.142\t0.000\t1.381\t0.285\t1.174\t2.215\t1.227\t0.056\t-0.827\t2.548\t1.213\t-2.235\t-1.618\t0.000\t4.769\t2.750\t0.986\t1.814\t1.356\t1.971\t1.810\n1\t1.317\t0.666\t1.713\t0.112\t-1.100\t0.585\t0.129\t0.369\t0.000\t0.922\t-0.322\t-0.521\t2.215\t0.643\t1.231\t-1.313\t0.000\t0.376\t-0.843\t0.047\t3.102\t1.315\t1.088\t0.995\t0.636\t0.319\t0.655\t0.678\n1\t1.184\t0.012\t1.149\t1.011\t-0.052\t0.701\t-0.466\t0.874\t0.000\t1.035\t-0.754\t-1.443\t2.215\t1.154\t-1.394\t-0.804\t2.548\t0.602\t-0.573\t-0.183\t0.000\t0.817\t0.986\t1.338\t1.230\t0.776\t0.952\t0.838\n0\t0.418\t-0.272\t-1.486\t1.111\t0.666\t0.470\t-0.045\t-0.039\t0.000\t0.671\t0.506\t-1.731\t2.215\t0.781\t0.403\t-0.510\t2.548\t0.577\t-1.111\t1.622\t0.000\t0.965\t0.876\t0.989\t0.855\t0.686\t0.722\t0.655\n1\t0.825\t0.305\t-0.935\t1.268\t-0.176\t0.918\t-0.708\t1.433\t1.087\t0.401\t-1.018\t-0.819\t0.000\t0.580\t1.124\t1.479\t0.000\t1.051\t0.107\t0.607\t3.102\t0.771\t1.134\t0.991\t0.750\t0.838\t0.958\t0.809\n1\t0.424\t1.210\t0.173\t1.267\t-1.654\t0.956\t-0.936\t0.158\t2.173\t1.005\t-0.694\t-0.903\t2.215\t0.889\t-0.764\t1.483\t0.000\t0.981\t0.095\t0.940\t0.000\t0.703\t0.968\t1.013\t1.692\t1.190\t1.285\t1.065\n1\t0.812\t0.440\t0.750\t0.874\t-1.270\t1.054\t-1.921\t0.081\t0.000\t1.339\t-0.841\t-1.560\t1.107\t0.724\t-0.100\t-1.350\t0.000\t0.926\t-0.247\t0.084\t1.551\t0.931\t0.943\t1.131\t1.082\t1.042\t1.059\t1.155\n1\t2.141\t-1.231\t-1.289\t0.967\t0.891\t0.556\t-1.623\t0.161\t0.000\t0.879\t-1.023\t0.764\t1.107\t1.004\t-0.364\t0.131\t2.548\t1.275\t-1.546\t1.616\t0.000\t0.628\t0.892\t1.840\t1.183\t0.633\t0.927\t0.778\n0\t0.822\t-0.076\t-1.314\t1.813\t-1.063\t0.930\t0.771\t0.770\t0.000\t1.106\t1.292\t0.587\t0.000\t0.604\t0.066\t0.378\t2.548\t0.920\t1.916\t-0.792\t0.000\t0.698\t0.657\t0.984\t0.873\t0.456\t0.590\t0.849\n1\t1.491\t-1.054\t-0.510\t0.413\t-1.371\t2.830\t1.459\t0.211\t0.000\t2.099\t-0.418\t0.887\t0.000\t4.630\t-0.136\t-1.329\t2.548\t2.131\t-1.218\t-1.252\t0.000\t0.741\t2.407\t0.994\t1.644\t1.345\t2.791\t2.593\n0\t1.158\t0.766\t0.727\t4.707\t0.447\t3.421\t-0.590\t-1.387\t0.000\t1.118\t0.581\t0.126\t2.215\t0.545\t2.616\t-0.460\t0.000\t0.845\t-1.238\t-1.073\t3.102\t6.985\t3.830\t0.975\t0.742\t1.337\t2.501\t2.489\n1\t0.988\t0.732\t-1.311\t0.840\t-0.120\t0.802\t1.058\t-0.919\t0.000\t1.325\t0.984\t1.080\t2.215\t0.618\t2.140\t-0.518\t0.000\t0.761\t-0.435\t0.282\t3.102\t0.977\t1.162\t1.109\t1.034\t0.971\t1.013\t0.866\n0\t0.402\t0.619\t-1.270\t1.127\t-0.503\t1.307\t-0.150\t1.047\t0.000\t1.550\t0.124\t-1.158\t1.107\t1.006\t0.331\t0.800\t2.548\t2.300\t0.050\t-0.124\t0.000\t1.533\t1.069\t0.988\t0.836\t1.312\t0.958\t0.859\n0\t0.622\t-1.138\t0.533\t0.103\t-0.119\t0.747\t-0.373\t1.595\t0.000\t0.749\t0.916\t0.936\t2.215\t0.877\t1.318\t-0.602\t0.000\t1.048\t-0.654\t-1.112\t0.000\t0.915\t0.959\t0.983\t0.760\t0.705\t0.802\t0.709\n0\t0.448\t0.139\t-0.803\t2.074\t-1.706\t2.206\t0.160\t0.179\t1.087\t1.598\t-1.102\t1.473\t2.215\t1.999\t2.394\t-0.685\t0.000\t2.166\t1.355\t-1.004\t0.000\t0.810\t1.162\t0.990\t1.902\t3.183\t1.725\t1.331\n0\t0.774\t1.613\t-1.342\t0.556\t1.363\t1.102\t0.020\t-0.461\t2.173\t2.044\t0.286\t1.692\t2.215\t1.644\t-0.129\t0.112\t0.000\t0.762\t-0.557\t0.951\t0.000\t0.909\t1.015\t0.977\t0.849\t2.082\t1.255\t1.082\n1\t1.618\t0.054\t-1.427\t0.413\t-0.858\t0.621\t-1.896\t0.151\t0.000\t0.441\t-0.133\t1.657\t0.000\t0.834\t0.237\t0.975\t1.274\t0.622\t-1.269\t0.541\t0.000\t0.771\t0.629\t0.990\t0.622\t0.614\t0.585\t0.599\n1\t0.598\t-2.307\t1.234\t0.302\t-0.511\t0.632\t-0.150\t0.204\t1.087\t0.626\t-0.571\t1.140\t0.000\t0.696\t0.807\t-1.224\t2.548\t0.547\t-1.632\t-1.610\t0.000\t0.735\t0.947\t0.990\t0.894\t0.911\t0.841\t0.742\n1\t0.674\t1.085\t1.262\t0.264\t1.034\t0.778\t0.596\t-0.377\t2.173\t1.533\t1.063\t1.030\t0.000\t1.280\t0.658\t1.462\t0.000\t1.278\t1.304\t-1.298\t0.000\t0.909\t1.486\t0.978\t0.864\t0.957\t1.244\t0.995\n0\t0.711\t0.376\t-1.292\t0.325\t0.082\t1.291\t0.500\t1.690\t2.173\t0.937\t0.358\t-0.451\t2.215\t0.767\t1.798\t0.283\t0.000\t1.271\t0.416\t0.301\t0.000\t0.879\t0.920\t0.991\t0.934\t1.518\t1.069\t0.877\n1\t0.871\t0.973\t-1.083\t0.349\t1.286\t0.987\t0.967\t1.418\t2.173\t0.577\t-0.401\t-0.167\t0.000\t0.971\t-0.312\t-0.497\t0.000\t1.313\t-0.454\t0.439\t3.102\t0.339\t0.567\t0.995\t0.847\t1.373\t0.970\t0.828\n1\t0.734\t-0.537\t0.833\t0.257\t-0.129\t0.625\t-0.770\t-1.167\t0.000\t0.501\t-1.973\t-0.716\t0.000\t0.730\t1.016\t0.698\t2.548\t0.617\t-0.944\t1.394\t3.102\t0.922\t0.682\t0.993\t1.109\t0.768\t0.895\t0.813\n1\t0.851\t-0.040\t0.135\t0.330\t-0.916\t0.627\t1.824\t-1.496\t0.000\t0.998\t0.923\t0.387\t1.107\t0.483\t-0.102\t-1.165\t2.548\t0.787\t0.658\t-1.445\t0.000\t0.593\t1.098\t0.985\t0.586\t0.835\t0.738\t0.886\n0\t1.059\t-0.943\t-1.225\t1.735\t1.167\t1.697\t-0.192\t-0.421\t2.173\t0.707\t-1.367\t0.410\t0.000\t1.906\t-0.023\t1.420\t2.548\t0.449\t-0.205\t-1.381\t0.000\t0.861\t1.075\t1.565\t1.822\t2.240\t1.448\t1.154\n1\t0.377\t-0.365\t-1.472\t1.242\t-0.681\t0.635\t1.217\t-1.527\t1.087\t0.859\t1.554\t1.012\t2.215\t1.287\t-0.173\t0.175\t0.000\t0.664\t1.655\t0.410\t0.000\t0.742\t1.097\t0.984\t2.190\t0.843\t1.649\t1.279\n1\t0.328\t-1.948\t-0.733\t1.707\t-1.225\t0.773\t2.657\t1.732\t0.000\t0.746\t0.632\t0.215\t2.215\t2.115\t-0.687\t0.631\t2.548\t0.504\t-2.227\t0.716\t0.000\t6.951\t3.743\t0.992\t1.321\t1.129\t2.677\t2.224\n0\t0.642\t0.760\t1.289\t0.632\t-1.458\t0.789\t0.723\t0.311\t1.087\t0.704\t-0.792\t-0.759\t2.215\t1.045\t-0.281\t1.483\t0.000\t0.525\t0.400\t-0.343\t0.000\t0.879\t0.963\t0.989\t1.379\t1.297\t1.078\t0.918\n0\t1.240\t-1.275\t0.946\t0.340\t1.308\t0.345\t-0.769\t-1.089\t1.087\t0.687\t0.217\t-0.276\t2.215\t0.296\t2.258\t-0.969\t0.000\t0.482\t-1.238\t-1.309\t0.000\t1.492\t0.999\t0.973\t0.724\t0.607\t0.691\t0.790\n1\t0.875\t-0.360\t0.872\t0.819\t-1.389\t0.631\t-0.729\t0.355\t0.000\t0.959\t-0.188\t-0.184\t0.000\t1.445\t0.366\t1.554\t2.548\t0.927\t0.938\t-0.716\t3.102\t0.895\t1.020\t1.048\t0.738\t0.852\t0.933\t0.821\n0\t0.755\t-0.250\t-0.273\t3.584\t-0.737\t1.257\t0.128\t1.271\t2.173\t0.616\t0.664\t0.690\t0.000\t1.725\t-0.605\t0.992\t0.000\t0.638\t0.596\t-1.233\t0.000\t0.824\t0.930\t0.988\t0.856\t0.875\t1.231\t0.977\n1\t0.529\t1.162\t-1.186\t0.281\t-0.927\t1.010\t0.724\t1.580\t0.000\t1.313\t0.339\t0.340\t1.107\t0.956\t0.019\t-0.223\t0.000\t0.573\t-0.528\t-0.864\t3.102\t1.876\t1.135\t0.991\t0.948\t0.800\t0.925\t0.802\n1\t0.777\t-2.102\t-0.247\t0.774\t0.624\t1.268\t0.130\t-1.248\t2.173\t0.667\t-0.770\t1.198\t2.215\t0.387\t-1.490\t-0.494\t0.000\t0.831\t0.035\t0.362\t0.000\t0.798\t0.975\t0.985\t0.762\t1.268\t1.127\t0.883\n1\t0.594\t-0.188\t1.651\t0.420\t0.147\t0.965\t0.249\t0.791\t0.000\t0.466\t-0.116\t0.054\t0.000\t1.532\t0.930\t-1.227\t1.274\t0.515\t-0.511\t-1.221\t0.000\t0.918\t0.872\t0.983\t1.270\t0.532\t0.866\t0.872\n0\t0.910\t-0.398\t1.689\t0.375\t-1.181\t1.002\t-0.126\t-0.236\t0.000\t1.247\t-1.085\t1.338\t1.107\t0.709\t-0.907\t0.049\t0.000\t0.612\t-0.572\t-1.590\t1.551\t0.781\t0.775\t0.992\t1.044\t0.417\t0.890\t0.854\n0\t0.946\t-0.272\t-1.557\t0.238\t0.026\t1.451\t0.505\t0.756\t0.000\t1.405\t0.488\t-1.012\t2.215\t1.483\t1.364\t-0.255\t2.548\t0.538\t2.417\t1.605\t0.000\t0.817\t0.883\t0.982\t0.751\t1.253\t0.854\t0.797\n1\t0.880\t-0.100\t-0.730\t0.704\t-0.077\t0.942\t1.062\t0.730\t2.173\t0.766\t-0.228\t-1.390\t1.107\t0.699\t-1.526\t-0.854\t0.000\t0.581\t-0.896\t1.111\t0.000\t0.722\t0.718\t0.997\t1.490\t1.468\t1.116\t0.996\n1\t0.871\t-0.714\t-1.039\t0.566\t0.450\t1.114\t-0.992\t0.611\t1.087\t1.405\t-1.290\t-1.352\t2.215\t1.114\t0.193\t0.651\t0.000\t1.405\t0.874\t-1.366\t0.000\t0.818\t0.934\t0.988\t0.806\t1.829\t1.127\t0.915\n0\t1.237\t0.613\t-0.408\t1.270\t0.156\t0.896\t-1.076\t1.540\t0.000\t1.052\t1.226\t0.319\t2.215\t0.863\t-1.972\t1.611\t0.000\t1.462\t-0.302\t-1.517\t3.102\t0.902\t0.906\t0.987\t0.856\t1.506\t1.605\t1.438\n1\t2.128\t-0.042\t1.686\t1.284\t-1.273\t1.151\t0.414\t0.191\t2.173\t0.632\t-0.423\t0.848\t2.215\t0.745\t0.614\t-0.711\t0.000\t0.473\t0.035\t0.494\t0.000\t0.616\t0.695\t1.049\t0.932\t0.891\t1.120\t0.881\n1\t0.829\t-0.657\t-1.270\t1.127\t0.825\t3.386\t1.441\t1.408\t0.000\t3.409\t-0.309\t-0.254\t1.107\t2.389\t0.287\t-0.205\t0.000\t0.930\t0.637\t-0.364\t3.102\t2.023\t1.193\t1.272\t1.573\t0.927\t1.073\t1.057\n0\t0.975\t0.825\t1.687\t0.343\t-0.682\t0.375\t-0.872\t-1.065\t2.173\t0.549\t-0.938\t0.117\t2.215\t0.264\t0.759\t0.248\t0.000\t0.819\t-1.047\t0.817\t0.000\t0.688\t0.651\t0.983\t1.165\t0.585\t0.894\t0.775\n0\t0.604\t-0.512\t0.195\t0.317\t-0.767\t0.600\t-1.102\t-1.565\t2.173\t0.395\t-2.850\t0.159\t0.000\t1.309\t-0.557\t1.172\t2.548\t0.508\t-0.917\t-1.095\t0.000\t0.809\t1.050\t0.989\t0.772\t0.744\t0.744\t0.682\n1\t2.344\t-1.597\t-0.415\t0.899\t0.074\t0.347\t-1.683\t0.886\t0.000\t0.593\t-0.451\t0.596\t1.107\t1.233\t-1.702\t-1.705\t0.000\t1.511\t0.101\t1.491\t3.102\t0.896\t1.073\t0.993\t0.947\t0.667\t1.039\t0.944\n1\t1.185\t0.016\t1.614\t0.672\t-1.226\t0.667\t-0.123\t-1.633\t2.173\t1.695\t-1.275\t0.143\t0.000\t1.352\t-0.693\t-0.336\t0.000\t1.409\t1.022\t1.104\t3.102\t0.737\t0.928\t0.995\t1.042\t0.984\t0.935\t0.825\n1\t0.693\t-0.672\t0.285\t0.213\t0.178\t0.653\t-0.153\t0.035\t2.173\t0.792\t-0.328\t-1.498\t0.000\t1.493\t0.656\t-1.492\t0.000\t0.881\t0.420\t-0.276\t0.000\t0.924\t0.726\t0.981\t0.609\t0.578\t0.776\t0.714\n0\t1.017\t-0.526\t-1.057\t5.700\t-1.371\t3.733\t-1.007\t0.421\t2.173\t1.432\t0.185\t-1.571\t2.215\t0.800\t-1.297\t-0.200\t0.000\t1.142\t-1.579\t0.438\t0.000\t0.626\t1.153\t0.993\t1.211\t3.968\t2.896\t2.177\n0\t0.833\t-1.005\t-0.875\t0.647\t-0.531\t0.758\t0.232\t0.688\t0.000\t1.031\t1.290\t0.792\t2.215\t1.532\t-0.027\t-1.431\t2.548\t0.657\t-0.354\t-0.171\t0.000\t0.836\t0.938\t0.976\t0.770\t1.558\t1.035\t0.916\n0\t1.848\t0.713\t-0.654\t3.006\t-0.820\t1.255\t-0.800\t0.878\t0.000\t1.180\t0.097\t1.010\t0.000\t1.408\t-0.014\t1.297\t2.548\t1.158\t1.274\t0.810\t0.000\t1.077\t0.926\t0.982\t0.724\t1.214\t1.172\t1.531\n1\t0.521\t0.502\t-1.284\t0.682\t0.471\t0.519\t-1.008\t-0.325\t0.000\t0.477\t1.051\t0.728\t2.215\t1.031\t0.384\t1.606\t1.274\t0.933\t0.582\t-0.274\t0.000\t0.917\t0.720\t0.988\t0.559\t0.586\t0.521\t0.510\n0\t0.836\t1.675\t-0.549\t0.750\t-1.631\t0.610\t1.345\t0.805\t2.173\t0.712\t0.273\t-1.684\t0.000\t0.982\t0.820\t0.318\t2.548\t0.873\t1.056\t-0.904\t0.000\t0.848\t0.950\t0.984\t0.877\t0.466\t0.698\t0.730\n0\t1.286\t-0.032\t1.465\t0.269\t-0.833\t0.643\t-0.725\t0.464\t2.173\t0.790\t0.984\t-1.301\t2.215\t0.397\t0.474\t0.583\t0.000\t0.841\t-0.334\t-0.268\t0.000\t0.537\t0.764\t0.986\t0.819\t1.474\t0.860\t0.699\n1\t0.969\t-0.407\t-0.911\t0.265\t1.281\t0.855\t-1.414\t-0.371\t0.000\t1.334\t-0.159\t1.093\t0.000\t0.710\t-1.056\t1.368\t2.548\t0.524\t1.001\t-0.090\t0.000\t0.810\t0.852\t0.993\t0.490\t0.357\t0.544\t0.619\n0\t0.459\t0.263\t0.758\t0.625\t-0.288\t0.931\t-1.251\t0.366\t2.173\t1.621\t0.716\t-1.344\t0.000\t0.497\t0.768\t-0.970\t1.274\t0.438\t-2.359\t1.077\t0.000\t3.302\t1.816\t0.982\t1.767\t1.329\t1.538\t1.422\n1\t0.874\t0.654\t-1.102\t2.128\t-0.335\t1.107\t-0.047\t1.233\t0.000\t0.907\t-0.072\t-0.226\t2.215\t0.720\t1.473\t1.656\t0.000\t0.962\t-0.595\t-1.158\t0.000\t1.420\t0.992\t1.205\t0.790\t0.844\t0.858\t0.965\n1\t1.293\t-1.676\t-0.608\t0.248\t-1.008\t0.998\t-0.158\t1.461\t0.000\t0.803\t-0.565\t-0.729\t0.000\t0.732\t-0.817\t0.604\t1.274\t1.026\t-0.130\t0.681\t3.102\t1.151\t0.885\t0.976\t0.854\t0.255\t0.621\t0.745\n0\t1.170\t1.729\t-1.559\t0.957\t-0.607\t0.421\t-1.208\t1.141\t0.000\t0.535\t0.304\t0.533\t2.215\t0.608\t-0.644\t-0.457\t2.548\t0.446\t-1.902\t-0.618\t0.000\t0.757\t0.851\t1.110\t1.220\t0.572\t0.902\t1.183\n0\t0.895\t-1.934\t0.879\t1.047\t-0.273\t0.510\t-0.575\t0.194\t0.000\t1.195\t-0.948\t1.556\t2.215\t1.031\t-1.287\t-0.867\t1.274\t0.691\t0.370\t-0.956\t0.000\t0.919\t0.885\t1.155\t1.142\t1.000\t0.858\t0.871\n0\t0.422\t-1.331\t1.415\t0.978\t-1.122\t1.086\t-2.026\t1.159\t0.000\t0.866\t-0.216\t0.307\t0.000\t0.747\t-0.374\t-0.699\t0.000\t1.695\t0.791\t-0.767\t3.102\t0.892\t0.952\t0.987\t1.489\t0.806\t1.586\t1.248\n1\t1.107\t-0.050\t1.570\t0.268\t1.357\t1.485\t-0.803\t0.872\t1.087\t1.285\t-2.397\t-0.449\t0.000\t0.831\t-1.152\t1.461\t0.000\t1.398\t0.428\t-0.449\t0.000\t0.801\t0.942\t0.987\t0.932\t2.011\t1.193\t1.060\n0\t0.603\t-1.436\t1.464\t0.826\t0.544\t0.902\t-0.697\t0.907\t1.087\t1.118\t0.180\t-1.334\t2.215\t0.530\t-1.617\t-1.630\t0.000\t0.919\t1.592\t-0.501\t0.000\t0.878\t1.068\t0.981\t1.693\t1.494\t1.261\t1.064\n0\t1.167\t-0.572\t1.323\t0.273\t-0.272\t0.814\t-0.018\t-0.493\t0.000\t0.747\t-0.451\t0.771\t2.215\t0.461\t-1.622\t-0.327\t0.000\t0.894\t0.550\t-1.432\t3.102\t1.114\t0.970\t0.987\t0.612\t0.804\t0.768\t0.706\n0\t1.361\t0.050\t-0.308\t0.047\t0.824\t0.726\t0.953\t0.640\t0.000\t1.220\t0.138\t-0.893\t2.215\t1.015\t-0.804\t1.672\t0.000\t1.002\t0.661\t1.510\t1.551\t1.176\t0.814\t0.821\t0.696\t0.890\t0.841\t0.770\n1\t1.247\t1.334\t-0.085\t1.039\t0.219\t2.487\t1.050\t0.934\t0.000\t1.273\t-0.276\t-0.865\t0.000\t2.975\t-1.880\t-1.351\t0.000\t1.578\t0.363\t-0.353\t3.102\t1.530\t0.971\t0.991\t0.993\t0.580\t0.679\t0.961\n1\t1.385\t0.466\t0.474\t0.799\t0.724\t0.936\t0.622\t-0.669\t2.173\t0.568\t1.058\t-1.732\t2.215\t0.287\t0.636\t-1.038\t0.000\t0.375\t1.535\t1.573\t0.000\t0.472\t0.742\t1.001\t0.819\t0.913\t0.867\t0.679\n1\t1.595\t0.289\t-0.478\t1.425\t-1.099\t0.932\t0.668\t0.465\t1.087\t0.958\t0.711\t-1.681\t0.000\t0.815\t1.048\t1.413\t2.548\t1.206\t0.754\t-0.054\t0.000\t0.892\t0.888\t1.107\t1.291\t0.859\t0.971\t0.832\n0\t0.713\t0.664\t0.821\t0.747\t0.014\t0.574\t-0.469\t-0.223\t2.173\t0.584\t-1.687\t-1.379\t0.000\t0.957\t-0.808\t1.645\t0.000\t1.137\t-0.789\t-0.592\t3.102\t0.827\t1.194\t0.988\t0.752\t0.346\t0.897\t0.780\n1\t0.681\t0.595\t-0.971\t0.848\t0.441\t0.676\t-0.335\t1.523\t0.000\t0.792\t0.756\t0.297\t2.215\t1.115\t-0.083\t-0.492\t2.548\t0.891\t-1.141\t-1.464\t0.000\t0.821\t1.010\t1.006\t0.624\t0.791\t0.886\t0.789\n1\t1.059\t0.074\t1.231\t0.696\t0.047\t1.458\t0.921\t-1.516\t0.000\t1.866\t1.773\t-0.528\t0.000\t1.352\t-0.534\t-0.066\t1.274\t1.713\t1.402\t1.015\t0.000\t0.806\t0.472\t1.041\t0.825\t0.821\t0.951\t0.819\n0\t1.100\t1.703\t-0.578\t0.682\t0.101\t0.750\t1.468\t0.153\t0.000\t0.886\t-0.135\t-1.739\t1.107\t0.551\t0.776\t1.584\t2.548\t0.740\t2.056\t0.796\t0.000\t0.853\t0.803\t0.979\t1.622\t0.398\t1.041\t0.955\n1\t0.800\t0.355\t0.423\t0.113\t-0.151\t0.626\t-2.030\t-1.070\t0.000\t0.742\t-0.749\t1.560\t2.215\t0.627\t-0.347\t-0.017\t2.548\t0.681\t1.363\t1.468\t0.000\t0.840\t1.158\t0.993\t0.527\t0.731\t0.761\t0.702\n0\t0.833\t-0.626\t-0.286\t1.520\t-0.716\t0.829\t-1.838\t1.639\t0.000\t0.621\t-1.434\t-0.072\t0.000\t1.070\t-0.524\t0.866\t2.548\t0.624\t-0.593\t-1.720\t3.102\t1.551\t0.928\t0.997\t1.036\t0.454\t0.728\t0.965\n1\t1.744\t0.759\t0.988\t0.542\t0.325\t1.105\t0.264\t-0.896\t2.173\t0.604\t-0.602\t0.459\t2.215\t0.331\t0.498\t1.736\t0.000\t0.399\t-0.958\t1.693\t0.000\t0.383\t0.671\t0.993\t0.938\t1.257\t1.066\t0.820\n1\t1.543\t-0.299\t-1.358\t0.792\t-1.229\t0.767\t0.036\t0.436\t2.173\t0.376\t-1.499\t0.181\t0.000\t0.765\t-0.647\t-1.600\t0.000\t0.770\t-0.820\t1.140\t1.551\t0.894\t0.964\t0.985\t0.701\t0.648\t0.846\t0.727\n1\t0.796\t1.813\t1.170\t0.609\t-1.121\t0.751\t0.367\t0.223\t2.173\t0.864\t0.060\t-0.996\t2.215\t0.957\t1.161\t0.446\t0.000\t0.867\t0.036\t-1.509\t0.000\t0.696\t1.039\t0.984\t1.289\t1.071\t1.111\t0.906\n1\t1.018\t0.391\t0.618\t1.363\t-1.491\t0.514\t0.738\t-1.185\t0.000\t0.371\t-0.433\t0.697\t2.215\t0.709\t0.729\t-0.125\t0.000\t0.986\t-0.993\t0.347\t1.551\t0.887\t1.062\t1.544\t0.839\t0.269\t0.718\t0.728\n1\t0.745\t0.432\t0.523\t1.164\t1.223\t1.871\t1.400\t-0.503\t2.173\t1.198\t-1.655\t1.100\t0.000\t1.353\t0.944\t-1.732\t2.548\t0.953\t1.253\t-1.196\t0.000\t0.639\t0.733\t0.989\t0.986\t1.812\t1.466\t1.101\n0\t0.872\t-0.695\t-0.014\t0.701\t-0.579\t0.858\t-0.860\t0.840\t2.173\t0.808\t-1.560\t-1.532\t2.215\t0.499\t-2.007\t0.941\t0.000\t0.864\t-1.355\t-0.890\t0.000\t0.752\t0.884\t0.984\t1.123\t1.132\t0.954\t0.838\n0\t0.587\t-0.621\t1.007\t1.651\t-1.306\t0.647\t-0.756\t-0.798\t2.173\t0.847\t-0.109\t0.867\t2.215\t0.676\t1.191\t0.901\t0.000\t0.537\t-1.385\t0.195\t0.000\t1.447\t0.940\t1.189\t0.790\t1.145\t0.852\t0.832\n0\t1.119\t-0.452\t0.458\t0.750\t0.374\t1.002\t1.001\t-1.561\t0.000\t0.568\t1.142\t1.091\t0.000\t1.056\t1.120\t-0.224\t2.548\t1.486\t-0.703\t-0.972\t3.102\t1.100\t1.139\t0.996\t0.938\t1.324\t1.103\t1.291\n1\t0.677\t0.195\t-0.300\t0.639\t-1.232\t1.061\t-0.791\t-1.246\t2.173\t0.289\t2.112\t0.299\t0.000\t0.797\t-0.333\t0.215\t0.000\t0.717\t0.504\t1.475\t3.102\t1.209\t0.808\t0.989\t1.281\t0.915\t0.997\t0.894\n0\t0.760\t-1.909\t1.008\t0.428\t-0.981\t0.894\t-1.311\t-0.647\t1.087\t0.558\t-0.924\t0.227\t0.000\t0.391\t1.635\t1.441\t0.000\t0.771\t-0.935\t1.593\t3.102\t0.782\t0.972\t0.995\t0.534\t0.797\t0.644\t0.603\n0\t0.858\t-1.415\t0.799\t2.026\t0.184\t1.542\t1.646\t-1.669\t0.000\t1.251\t-0.466\t-1.330\t0.000\t1.713\t-0.543\t0.263\t1.274\t1.866\t-0.846\t-0.411\t3.102\t0.813\t0.938\t0.988\t0.861\t0.832\t0.714\t0.691\n0\t0.778\t-0.136\t-0.224\t1.067\t1.272\t1.272\t-2.125\t-0.789\t0.000\t0.886\t-1.116\t1.299\t2.215\t2.398\t-0.133\t0.515\t2.548\t2.225\t-0.488\t-1.363\t0.000\t1.276\t1.015\t1.231\t0.922\t1.292\t1.022\t0.877\n1\t1.520\t-0.901\t0.514\t0.532\t0.964\t0.621\t0.825\t-1.570\t2.173\t0.765\t-0.077\t-0.729\t0.000\t0.399\t0.605\t-0.403\t2.548\t0.478\t0.868\t1.294\t0.000\t0.894\t0.771\t0.982\t0.885\t0.541\t1.037\t0.895\n1\t0.404\t-1.089\t-1.274\t2.084\t-1.561\t0.633\t1.273\t0.145\t2.173\t0.236\t1.676\t-0.411\t0.000\t0.711\t0.169\t0.882\t0.000\t0.425\t-0.052\t0.093\t0.000\t0.786\t0.663\t0.993\t0.795\t0.881\t0.938\t0.781\n1\t1.612\t0.476\t0.066\t0.285\t-0.744\t1.120\t0.629\t-1.673\t1.087\t0.613\t0.540\t-0.420\t0.000\t0.472\t-0.093\t1.651\t0.000\t1.740\t0.308\t1.062\t3.102\t0.924\t1.119\t0.989\t1.266\t0.945\t1.025\t0.993\n1\t0.971\t-0.658\t0.081\t0.805\t0.734\t0.982\t-0.115\t-1.250\t2.173\t0.502\t0.160\t-0.085\t0.000\t0.698\t0.181\t1.703\t2.548\t0.549\t0.264\t0.882\t0.000\t0.526\t0.868\t0.995\t0.906\t0.503\t0.912\t0.761\n0\t0.767\t1.529\t-0.039\t1.189\t1.076\t0.691\t0.383\t1.544\t1.087\t0.531\t1.572\t-0.523\t0.000\t0.618\t-0.237\t-1.240\t2.548\t0.741\t-0.035\t-0.088\t0.000\t0.821\t0.993\t1.116\t0.987\t0.550\t0.791\t0.744\n1\t0.301\t-1.149\t-0.120\t1.764\t-0.871\t0.520\t-0.664\t-0.983\t0.000\t0.890\t0.621\t0.765\t2.215\t0.567\t-2.163\t1.034\t0.000\t1.878\t-0.658\t0.913\t3.102\t1.331\t1.094\t0.983\t1.074\t0.920\t1.025\t1.008\n1\t0.968\t1.215\t-1.037\t0.483\t-0.207\t0.535\t0.467\t-0.105\t0.000\t0.667\t1.409\t0.371\t0.000\t1.338\t0.146\t1.401\t2.548\t0.785\t-0.353\t-1.328\t3.102\t0.834\t0.928\t0.987\t0.902\t0.546\t0.776\t0.718\n1\t0.704\t0.048\t0.349\t0.604\t1.299\t1.511\t-0.145\t-0.623\t2.173\t1.211\t-0.434\t0.779\t0.000\t0.438\t0.899\t-1.229\t2.548\t0.745\t0.012\t-1.615\t0.000\t1.071\t0.877\t0.988\t1.198\t0.802\t0.971\t0.859\n0\t0.571\t1.326\t-1.342\t0.465\t0.854\t0.597\t0.708\t-0.960\t2.173\t0.638\t-0.862\t1.306\t2.215\t0.681\t0.389\t-0.545\t0.000\t0.960\t1.538\t0.368\t0.000\t0.949\t0.807\t0.987\t0.769\t1.143\t0.867\t0.736\n1\t1.068\t1.916\t0.911\t0.905\t0.564\t1.374\t1.058\t-0.888\t2.173\t0.598\t1.145\t0.753\t0.000\t0.368\t2.600\t-1.536\t0.000\t0.734\t0.931\t1.625\t3.102\t0.928\t1.267\t0.975\t0.620\t0.817\t0.932\t0.814\n1\t0.662\t-1.046\t-1.445\t1.390\t0.908\t1.083\t-0.347\t0.305\t2.173\t1.506\t2.686\t-1.067\t0.000\t0.593\t-2.265\t1.547\t0.000\t1.176\t-0.733\t1.075\t3.102\t0.838\t0.812\t1.133\t1.063\t0.828\t0.908\t0.814\n1\t1.696\t-0.640\t-0.789\t1.464\t-0.545\t1.428\t-0.677\t0.603\t2.173\t0.466\t-1.002\t0.837\t2.215\t0.739\t-1.617\t-0.171\t0.000\t1.564\t0.515\t1.614\t0.000\t0.759\t1.119\t0.972\t0.974\t0.327\t1.105\t0.940\n1\t1.091\t0.472\t-1.066\t1.289\t0.290\t0.958\t0.628\t-1.556\t0.000\t1.207\t0.427\t0.642\t1.107\t0.721\t1.285\t0.081\t0.000\t0.700\t1.088\t-0.864\t3.102\t1.602\t0.930\t1.544\t1.043\t0.891\t0.854\t0.834\n1\t1.447\t-0.413\t0.012\t1.033\t-0.945\t0.897\t-0.645\t1.072\t2.173\t0.460\t-0.931\t-1.489\t1.107\t0.659\t0.289\t-1.513\t0.000\t0.720\t-1.495\t0.195\t0.000\t1.225\t1.012\t1.285\t0.817\t0.714\t0.826\t0.755\n0\t0.750\t0.588\t0.398\t2.234\t0.575\t0.813\t-0.607\t-0.803\t2.173\t0.885\t-0.225\t-1.421\t0.000\t1.170\t-0.294\t1.515\t2.548\t0.855\t-1.325\t-0.045\t0.000\t1.357\t0.967\t0.981\t0.975\t1.070\t1.003\t0.945\n0\t0.474\t0.540\t-1.253\t2.915\t1.324\t0.748\t1.480\t-0.392\t0.000\t1.125\t-1.506\t0.191\t0.000\t0.655\t-1.844\t-0.506\t0.000\t1.413\t0.702\t0.918\t3.102\t0.836\t1.020\t1.190\t0.735\t1.014\t1.138\t1.346\n0\t0.344\t-1.296\t0.276\t1.257\t0.597\t0.599\t-0.066\t1.674\t2.173\t0.716\t1.144\t-0.651\t0.000\t0.923\t-0.472\t-0.786\t2.548\t0.545\t1.227\t1.618\t0.000\t0.734\t0.898\t0.989\t0.857\t0.768\t0.721\t0.752\n1\t1.435\t-0.897\t-0.695\t1.221\t-0.819\t0.964\t-0.248\t1.445\t2.173\t0.825\t-0.264\t-0.413\t0.000\t1.354\t-1.044\t0.783\t0.000\t1.175\t-1.565\t0.442\t0.000\t0.908\t0.916\t0.998\t0.694\t0.475\t0.839\t0.872\n0\t0.718\t-0.014\t-0.392\t0.919\t1.614\t1.231\t0.054\t0.169\t2.173\t0.872\t-1.130\t1.693\t2.215\t1.031\t-1.357\t0.860\t0.000\t1.845\t-1.180\t-1.227\t0.000\t1.449\t0.956\t1.094\t1.020\t1.791\t1.254\t1.054\n1\t1.278\t1.183\t0.901\t0.237\t-1.123\t0.718\t1.142\t-0.407\t0.000\t0.630\t1.348\t0.280\t0.000\t0.839\t-0.035\t-1.624\t2.548\t1.093\t0.423\t-1.288\t0.000\t0.845\t0.930\t0.990\t0.738\t0.516\t0.759\t0.686\n0\t0.738\t-0.700\t1.165\t1.122\t0.557\t0.754\t0.905\t-0.558\t2.173\t0.375\t0.285\t-0.819\t0.000\t1.073\t0.607\t-1.532\t2.548\t0.512\t0.565\t1.196\t0.000\t0.565\t0.583\t0.991\t0.902\t0.873\t0.863\t0.668\n1\t1.674\t-0.675\t0.718\t1.564\t1.139\t0.502\t-1.122\t-0.583\t0.000\t1.063\t-0.242\t-1.110\t2.215\t1.062\t0.870\t-0.442\t2.548\t0.597\t0.069\t1.691\t0.000\t0.918\t1.021\t0.979\t1.356\t0.965\t1.251\t1.019\n0\t1.360\t0.986\t1.067\t0.376\t-0.677\t0.888\t0.437\t-0.861\t2.173\t1.347\t1.525\t0.111\t2.215\t1.326\t0.351\t1.610\t0.000\t1.224\t0.346\t-1.459\t0.000\t0.840\t1.042\t0.990\t0.918\t1.564\t1.044\t0.882\n1\t0.403\t-1.843\t-0.391\t0.840\t-0.591\t0.956\t-1.662\t0.906\t0.000\t1.180\t-0.595\t0.111\t2.215\t1.346\t-1.809\t-1.191\t0.000\t0.921\t-0.232\t-1.697\t3.102\t0.989\t0.896\t0.984\t0.743\t0.953\t0.862\t0.834\n0\t0.474\t-1.836\t1.716\t1.584\t-1.732\t1.074\t-0.878\t0.533\t0.000\t1.450\t-0.802\t-0.841\t0.000\t1.335\t-0.694\t-0.047\t0.000\t1.548\t-0.554\t1.296\t3.102\t0.872\t0.678\t0.977\t0.806\t0.808\t0.618\t0.601\n0\t0.659\t0.090\t-0.285\t1.295\t0.752\t0.678\t0.685\t-0.808\t0.000\t1.042\t-0.114\t-1.042\t0.000\t0.819\t0.020\t-1.659\t1.274\t0.996\t-2.012\t0.909\t0.000\t0.831\t0.745\t1.030\t0.595\t0.904\t0.853\t0.802\n0\t0.793\t-0.007\t-1.605\t1.278\t0.044\t1.074\t1.432\t0.130\t1.087\t1.913\t-0.763\t-1.285\t1.107\t0.977\t2.610\t1.514\t0.000\t1.603\t-0.688\t0.575\t0.000\t0.896\t1.519\t1.389\t1.313\t3.511\t1.741\t1.370\n0\t1.829\t0.021\t1.555\t2.846\t-1.551\t1.839\t-0.557\t0.085\t2.173\t0.861\t-0.075\t-0.480\t0.000\t0.862\t2.436\t-1.290\t0.000\t1.185\t0.134\t0.247\t0.000\t0.817\t0.991\t1.065\t2.470\t1.503\t1.609\t1.315\n0\t0.779\t0.270\t-1.020\t0.773\t1.725\t0.300\t0.556\t-0.073\t0.000\t0.790\t-1.039\t0.528\t2.215\t0.784\t-0.249\t1.584\t2.548\t0.557\t0.640\t-1.228\t0.000\t0.542\t0.850\t0.990\t0.722\t0.762\t0.879\t0.712\n1\t2.224\t0.801\t0.972\t0.917\t-1.486\t0.880\t1.219\t-0.242\t2.173\t1.085\t0.151\t-0.987\t2.215\t0.812\t1.041\t1.365\t0.000\t0.584\t1.689\t-0.342\t0.000\t0.835\t1.016\t1.584\t1.385\t1.208\t1.140\t0.931\n1\t1.003\t-1.132\t1.153\t1.325\t1.322\t0.727\t-0.783\t-0.284\t1.087\t0.391\t-1.431\t-0.199\t2.215\t0.575\t-1.816\t-1.077\t0.000\t0.704\t-0.603\t0.220\t0.000\t0.803\t0.692\t0.989\t0.787\t0.279\t0.854\t0.712\n1\t1.340\t-0.225\t0.253\t1.498\t0.771\t1.259\t-0.343\t-1.201\t1.087\t0.430\t-0.642\t-0.471\t0.000\t0.762\t-1.597\t1.000\t0.000\t0.529\t-0.042\t1.167\t3.102\t0.990\t1.231\t0.980\t0.535\t0.741\t0.973\t0.903\n0\t0.449\t1.190\t-1.245\t0.534\t1.027\t1.551\t0.334\t-0.557\t2.173\t1.287\t-0.401\t1.067\t0.000\t1.277\t0.451\t0.914\t0.000\t0.612\t0.050\t-0.974\t3.102\t0.962\t0.877\t0.988\t1.063\t0.405\t1.162\t0.933\n1\t0.504\t-1.356\t0.964\t1.089\t0.401\t0.551\t0.889\t1.357\t1.087\t1.251\t0.266\t-1.105\t2.215\t0.373\t-1.322\t-1.625\t0.000\t0.598\t-1.334\t0.420\t0.000\t0.504\t1.002\t0.985\t2.223\t1.047\t1.860\t1.337\n1\t0.371\t-0.753\t1.642\t1.145\t0.949\t0.849\t0.913\t-1.129\t2.173\t0.929\t1.244\t-0.539\t0.000\t1.283\t0.677\t0.577\t2.548\t1.078\t0.498\t1.395\t0.000\t0.857\t0.850\t0.998\t1.007\t1.305\t0.821\t0.753\n1\t0.718\t1.295\t-0.166\t0.548\t-1.369\t0.538\t1.438\t-1.523\t0.000\t0.674\t-0.940\t0.146\t2.215\t0.599\t1.589\t0.875\t0.000\t0.651\t0.556\t1.096\t3.102\t0.860\t0.587\t0.988\t0.921\t0.708\t0.881\t0.760\n0\t0.731\t0.197\t1.122\t0.999\t0.205\t0.607\t-0.271\t-0.595\t0.000\t1.349\t-0.302\t1.693\t2.215\t1.114\t-0.478\t-0.052\t2.548\t0.611\t0.506\t-1.610\t0.000\t0.850\t0.970\t0.982\t0.654\t1.310\t0.804\t0.742\n1\t0.469\t-1.268\t1.090\t1.136\t0.012\t0.974\t-0.539\t0.820\t2.173\t1.046\t-0.271\t-1.049\t0.000\t1.117\t0.659\t-1.378\t2.548\t0.452\t2.279\t-0.329\t0.000\t1.999\t1.220\t0.987\t0.753\t1.481\t1.238\t1.079\n0\t0.592\t0.410\t-1.529\t1.128\t-0.815\t1.011\t1.054\t-0.189\t2.173\t1.502\t0.514\t1.044\t2.215\t0.904\t0.431\t0.365\t0.000\t1.622\t-1.923\t-1.509\t0.000\t2.846\t2.541\t0.981\t0.899\t1.697\t2.076\t1.785\n1\t0.996\t-0.710\t0.155\t0.892\t1.351\t1.438\t-0.756\t1.580\t2.173\t0.879\t-1.360\t-0.192\t0.000\t0.414\t-1.924\t0.316\t0.000\t1.450\t-0.301\t-0.287\t3.102\t0.530\t0.663\t1.150\t1.045\t1.549\t1.035\t0.886\n1\t0.753\t0.827\t0.749\t0.402\t-0.597\t0.902\t0.002\t-0.110\t0.000\t1.199\t0.328\t-1.603\t0.000\t1.122\t0.099\t0.516\t2.548\t0.551\t0.112\t-0.527\t3.102\t2.185\t1.166\t0.984\t0.815\t0.486\t0.825\t0.823\n1\t1.018\t1.080\t0.393\t0.716\t0.980\t0.873\t0.149\t0.910\t0.000\t0.767\t0.873\t-1.196\t0.000\t1.795\t0.995\t-0.645\t1.274\t0.554\t-0.194\t-1.293\t3.102\t1.149\t0.786\t0.984\t1.095\t0.687\t0.833\t0.852\n1\t2.620\t-0.787\t-0.453\t0.539\t-0.867\t0.926\t-0.026\t0.834\t2.173\t0.729\t-2.047\t-1.186\t0.000\t1.674\t0.568\t1.236\t0.000\t0.706\t-0.617\t-1.040\t0.000\t0.803\t0.884\t0.978\t0.556\t0.771\t0.902\t0.765\n1\t2.149\t0.844\t0.295\t0.389\t-1.740\t0.879\t-0.103\t1.675\t0.000\t1.261\t0.705\t-0.822\t1.107\t0.500\t1.281\t-1.586\t0.000\t0.484\t-0.626\t-1.514\t3.102\t1.017\t1.169\t1.224\t0.862\t0.703\t0.815\t0.859\n0\t0.731\t-0.363\t-0.142\t1.813\t0.676\t0.459\t1.213\t-0.532\t0.000\t0.513\t2.070\t0.477\t0.000\t1.956\t-0.543\t-1.459\t2.548\t1.015\t0.169\t-1.603\t3.102\t0.945\t0.958\t1.073\t1.308\t0.464\t1.143\t1.135\n0\t0.417\t-1.590\t0.521\t1.357\t-1.110\t0.624\t0.461\t-0.769\t0.000\t0.784\t-0.448\t1.557\t2.215\t0.966\t0.288\t0.701\t0.000\t0.573\t-0.059\t0.135\t3.102\t1.358\t1.108\t1.037\t0.737\t0.592\t0.669\t0.857\n0\t2.342\t1.059\t1.722\t0.424\t1.623\t0.906\t0.886\t-0.445\t2.173\t1.128\t1.518\t0.277\t0.000\t0.500\t1.241\t0.674\t2.548\t0.373\t1.601\t-0.385\t0.000\t0.830\t0.948\t0.981\t0.700\t0.736\t0.877\t0.824\n1\t1.601\t0.998\t1.435\t1.008\t-1.328\t0.584\t1.886\t-0.453\t0.000\t0.524\t-0.216\t1.558\t2.215\t0.802\t1.009\t-0.224\t2.548\t0.752\t1.143\t-1.417\t0.000\t0.819\t1.077\t1.068\t0.902\t0.847\t0.705\t0.735\n0\t0.392\t1.378\t1.567\t0.171\t1.657\t0.864\t0.888\t1.480\t2.173\t1.201\t0.949\t-0.301\t2.215\t1.277\t0.403\t0.507\t0.000\t0.506\t-0.554\t-0.706\t0.000\t0.942\t0.945\t0.984\t0.780\t1.499\t0.917\t0.803\n1\t1.283\t-0.376\t1.243\t1.343\t0.732\t0.810\t-0.356\t-1.151\t2.173\t0.695\t2.033\t-0.577\t0.000\t1.039\t-0.166\t0.395\t0.000\t1.247\t0.797\t-0.559\t3.102\t0.909\t0.994\t0.987\t1.189\t0.927\t1.047\t0.876\n1\t1.168\t-0.405\t1.234\t0.981\t1.270\t0.961\t1.449\t-0.624\t0.000\t0.817\t0.830\t1.583\t2.215\t2.374\t-0.999\t-0.755\t2.548\t0.489\t-0.386\t0.520\t0.000\t1.253\t0.985\t0.975\t1.400\t2.112\t1.587\t1.482\n1\t0.805\t-1.106\t-0.142\t0.461\t-0.063\t0.550\t-2.857\t-0.241\t0.000\t0.332\t2.482\t0.587\t0.000\t0.979\t-0.514\t0.890\t2.548\t2.005\t-0.310\t-1.515\t3.102\t0.934\t1.098\t0.985\t0.734\t0.891\t0.875\t0.854\n0\t0.668\t-0.759\t-0.651\t1.006\t0.633\t1.151\t-0.233\t-0.701\t2.173\t1.397\t0.741\t1.411\t1.107\t0.528\t0.042\t1.402\t0.000\t0.648\t0.211\t-0.363\t0.000\t1.107\t1.103\t1.040\t1.295\t2.012\t1.299\t1.076\n0\t0.569\t-1.719\t-0.297\t0.940\t-0.971\t1.159\t1.841\t1.116\t0.000\t1.190\t-0.052\t1.528\t2.215\t1.437\t-0.257\t0.073\t0.000\t1.379\t-2.480\t-1.250\t0.000\t0.928\t0.733\t0.995\t1.050\t1.417\t0.936\t0.828\n1\t0.581\t0.390\t-1.349\t0.917\t0.055\t0.513\t-0.528\t1.547\t0.000\t0.965\t-1.286\t0.096\t2.215\t0.772\t0.850\t1.657\t0.000\t0.778\t-1.116\t-1.395\t3.102\t0.913\t0.807\t0.986\t0.931\t0.762\t0.883\t0.791\n1\t1.238\t-0.305\t1.241\t0.539\t-0.440\t0.839\t-2.620\t-1.243\t0.000\t0.510\t0.901\t-0.070\t0.000\t1.298\t-0.612\t-1.525\t2.548\t2.198\t-0.038\t0.129\t0.000\t0.740\t0.843\t1.129\t0.779\t0.923\t0.874\t0.774\n0\t2.246\t0.114\t-0.374\t0.575\t-0.633\t1.481\t0.635\t-1.590\t0.000\t1.319\t0.993\t0.432\t2.215\t1.371\t-0.638\t0.147\t2.548\t2.085\t-0.381\t1.557\t0.000\t0.611\t1.000\t0.994\t1.354\t1.435\t1.087\t1.045\n0\t0.385\t-1.293\t1.299\t1.246\t1.243\t0.509\t0.022\t-0.274\t0.000\t0.381\t1.422\t-1.048\t0.000\t0.585\t-0.046\t0.206\t2.548\t0.750\t-0.573\t0.851\t3.102\t0.948\t0.838\t0.972\t0.656\t0.323\t0.530\t0.608\n1\t0.759\t0.450\t-0.263\t1.068\t0.767\t0.356\t0.536\t-0.498\t2.173\t0.711\t-1.272\t1.471\t2.215\t0.937\t-1.563\t-0.940\t0.000\t0.833\t1.007\t1.413\t0.000\t0.697\t0.894\t0.998\t1.079\t1.071\t0.793\t0.824\n0\t3.409\t-0.390\t0.291\t1.448\t0.591\t1.895\t-0.905\t-1.437\t1.087\t0.379\t0.392\t-0.469\t2.215\t0.766\t1.237\t-1.177\t0.000\t0.658\t-0.812\t-0.843\t0.000\t0.757\t1.027\t0.986\t0.884\t1.300\t1.594\t1.191\n1\t1.703\t-0.370\t-1.020\t0.819\t-1.061\t0.637\t0.590\t0.093\t2.173\t1.171\t0.081\t0.789\t0.000\t0.760\t0.355\t1.075\t2.548\t0.829\t0.163\t-1.733\t0.000\t0.982\t0.929\t0.976\t0.900\t0.677\t0.805\t0.803\n0\t6.067\t-0.106\t0.526\t1.353\t-0.793\t2.974\t-0.253\t-0.876\t2.173\t1.201\t-1.684\t1.612\t0.000\t1.581\t-0.873\t-1.261\t0.000\t0.753\t-0.254\t0.927\t3.102\t1.390\t1.065\t3.682\t3.566\t1.582\t2.186\t2.097\n1\t0.643\t-1.963\t0.790\t0.862\t-1.660\t0.762\t0.236\t-0.785\t2.173\t0.378\t-1.384\t1.607\t0.000\t1.146\t-0.073\t0.562\t2.548\t0.462\t-2.013\t0.229\t0.000\t0.587\t0.840\t0.984\t1.962\t1.107\t1.468\t1.101\n1\t0.625\t0.939\t0.327\t1.252\t-0.750\t1.544\t-0.923\t-1.731\t0.000\t0.737\t-0.239\t-0.549\t0.000\t1.742\t-0.626\t0.659\t2.548\t1.876\t-0.851\t0.109\t3.102\t0.936\t0.986\t1.011\t1.279\t0.697\t1.086\t0.897\n1\t2.660\t0.241\t-1.365\t0.623\t0.512\t1.043\t0.742\t1.058\t0.000\t0.918\t-1.016\t0.120\t1.107\t1.930\t-1.525\t-0.380\t0.000\t0.949\t-0.525\t1.488\t3.102\t0.628\t0.722\t1.770\t1.516\t0.814\t1.004\t0.991\n1\t0.686\t1.039\t1.628\t1.186\t0.767\t0.679\t0.481\t-0.771\t0.000\t0.907\t-0.063\t-0.320\t2.215\t1.308\t-0.233\t-1.415\t2.548\t0.545\t0.385\t1.043\t0.000\t0.927\t0.818\t0.987\t0.963\t0.972\t0.827\t0.732\n1\t1.086\t0.966\t-0.067\t0.992\t1.197\t0.911\t0.217\t-0.697\t2.173\t0.652\t1.786\t-1.730\t0.000\t1.170\t0.714\t1.601\t0.000\t1.331\t0.414\t0.357\t3.102\t0.763\t1.008\t1.307\t1.124\t0.962\t0.941\t0.864\n0\t0.759\t1.417\t1.312\t1.406\t-1.574\t0.833\t1.324\t-0.237\t2.173\t0.407\t2.524\t-1.313\t0.000\t0.628\t1.438\t0.412\t2.548\t0.730\t1.594\t0.091\t0.000\t0.958\t0.885\t0.991\t0.771\t0.509\t0.818\t0.704\n0\t1.809\t-0.096\t1.147\t0.382\t-1.229\t0.685\t1.531\t0.362\t0.000\t0.666\t0.931\t-1.224\t2.215\t0.767\t0.164\t-0.362\t0.000\t0.749\t-0.776\t-0.852\t3.102\t1.245\t1.039\t0.986\t0.737\t0.727\t0.822\t0.858\n1\t0.965\t-1.023\t1.664\t0.447\t1.214\t1.124\t-0.504\t0.021\t2.173\t0.830\t-0.544\t1.350\t0.000\t0.658\t-1.076\t-0.990\t2.548\t0.674\t-1.400\t-0.704\t0.000\t1.099\t0.748\t1.000\t1.144\t0.923\t0.817\t0.761\n1\t0.513\t0.943\t1.607\t1.385\t-1.648\t0.556\t1.589\t0.566\t2.173\t0.570\t-0.014\t-1.454\t0.000\t1.605\t0.060\t-0.138\t0.000\t0.603\t0.449\t0.257\t1.551\t1.362\t0.801\t0.977\t0.908\t0.381\t0.764\t1.002\n0\t1.125\t0.391\t-1.106\t0.286\t-0.160\t0.783\t0.796\t0.550\t2.173\t0.691\t0.117\t0.648\t2.215\t0.422\t1.726\t-0.894\t0.000\t0.781\t0.946\t1.600\t0.000\t0.812\t0.925\t0.980\t0.795\t0.389\t0.728\t0.679\n1\t0.836\t-0.253\t-0.008\t1.122\t-1.322\t0.537\t-1.391\t-0.035\t0.000\t1.045\t0.046\t1.432\t1.107\t0.756\t1.400\t0.595\t0.000\t0.586\t0.869\t-0.921\t3.102\t0.763\t0.841\t1.242\t0.935\t0.705\t0.785\t0.726\n1\t0.305\t0.267\t-0.111\t0.678\t0.813\t1.114\t-1.429\t-1.728\t0.000\t1.401\t-0.736\t-0.603\t0.000\t0.515\t-1.662\t1.131\t0.000\t1.051\t-0.828\t0.720\t1.551\t0.773\t0.918\t0.997\t0.541\t0.378\t0.636\t0.604\n1\t0.537\t-0.973\t-0.549\t1.827\t1.549\t0.965\t-1.384\t0.461\t0.000\t1.491\t-1.086\t-1.328\t2.215\t1.065\t1.502\t-0.239\t0.000\t0.952\t-0.937\t1.169\t3.102\t0.484\t1.362\t1.302\t0.683\t0.836\t0.840\t0.799\n0\t0.467\t0.585\t-1.522\t2.223\t1.341\t2.053\t0.858\t1.129\t0.000\t3.993\t-0.465\t-0.346\t0.000\t1.053\t-1.054\t-1.441\t2.548\t1.037\t1.484\t-1.062\t0.000\t2.304\t1.400\t0.997\t1.770\t0.919\t1.417\t1.254\n0\t0.886\t1.185\t1.065\t1.818\t0.495\t1.086\t-0.379\t-0.803\t2.173\t0.409\t0.327\t1.451\t0.000\t0.775\t0.556\t0.115\t1.274\t1.163\t1.320\t-1.626\t0.000\t1.003\t0.765\t0.984\t2.125\t1.029\t1.342\t1.083\n1\t1.226\t-0.925\t-1.634\t1.048\t0.239\t0.872\t-0.574\t0.053\t2.173\t0.849\t-0.658\t-1.257\t0.000\t1.116\t-0.064\t0.806\t2.548\t0.816\t-1.385\t1.576\t0.000\t0.839\t0.920\t1.559\t0.994\t0.833\t0.823\t0.731\n0\t0.645\t-0.635\t0.250\t1.541\t-0.836\t0.607\t-1.067\t1.393\t0.000\t0.727\t-0.678\t0.672\t1.107\t0.715\t-0.139\t-0.664\t2.548\t0.412\t0.189\t-1.465\t0.000\t0.942\t0.844\t1.146\t0.882\t0.746\t0.629\t0.682\n1\t1.227\t0.305\t-0.007\t0.053\t1.055\t1.924\t-1.222\t1.077\t0.000\t2.580\t1.001\t-0.383\t2.215\t1.558\t1.097\t-1.411\t0.000\t1.262\t0.261\t-1.116\t3.102\t0.558\t0.593\t0.937\t1.211\t1.163\t0.913\t0.918\n0\t3.000\t0.595\t-1.143\t0.286\t0.726\t0.985\t-1.055\t0.158\t0.000\t0.528\t-0.814\t1.258\t2.215\t0.335\t2.681\t-0.565\t0.000\t0.695\t0.369\t-1.694\t0.000\t0.966\t1.209\t1.274\t1.492\t0.440\t1.057\t1.042\n1\t0.825\t0.634\t0.124\t0.545\t-0.789\t1.098\t-0.240\t-1.390\t1.087\t1.113\t0.281\t1.102\t0.000\t1.077\t0.234\t0.530\t1.274\t1.329\t0.087\t-0.431\t0.000\t1.563\t0.994\t0.980\t0.982\t1.380\t0.974\t0.839\n0\t2.047\t-0.013\t-0.207\t0.522\t-0.897\t0.932\t-1.085\t1.225\t1.087\t1.249\t-0.972\t1.545\t0.000\t0.986\t-0.543\t-1.440\t2.548\t1.034\t0.003\t0.069\t0.000\t1.380\t1.118\t0.983\t1.512\t0.858\t1.056\t1.018\n0\t2.845\t-1.917\t-0.008\t0.431\t-0.350\t1.209\t-0.040\t1.537\t2.173\t0.425\t-0.941\t-1.648\t2.215\t0.609\t-0.593\t-0.113\t0.000\t0.740\t0.327\t-1.468\t0.000\t0.805\t0.940\t0.976\t0.968\t0.580\t1.455\t1.154\n1\t1.950\t0.475\t0.793\t0.076\t-1.070\t0.575\t-2.178\t-1.684\t0.000\t0.962\t-0.113\t-0.747\t1.107\t0.336\t1.134\t-0.055\t0.000\t0.874\t-0.009\t0.266\t3.102\t0.795\t0.989\t0.987\t1.119\t0.657\t0.843\t1.076\n0\t1.075\t-0.872\t1.082\t0.660\t0.189\t1.434\t-1.452\t-1.460\t2.173\t1.472\t-0.490\t0.051\t2.215\t0.457\t-0.861\t-0.822\t0.000\t0.888\t-1.148\t1.308\t0.000\t0.678\t0.926\t0.986\t1.198\t2.348\t1.226\t0.930\n1\t0.333\t1.779\t0.070\t1.431\t-0.077\t1.082\t-0.065\t-0.269\t0.000\t2.209\t0.935\t-1.606\t0.000\t2.272\t0.104\t0.976\t2.548\t1.346\t0.864\t0.484\t3.102\t1.210\t1.360\t0.975\t1.129\t0.859\t1.166\t1.101\n1\t0.455\t-1.187\t0.661\t2.285\t0.138\t1.165\t-0.943\t1.411\t0.000\t2.011\t0.426\t-0.801\t2.215\t0.727\t0.666\t1.662\t2.548\t0.908\t0.857\t0.642\t0.000\t2.082\t1.331\t0.987\t1.551\t1.041\t1.370\t1.281\n0\t1.336\t0.635\t-0.449\t0.724\t0.378\t1.004\t-0.661\t1.712\t0.000\t0.408\t0.208\t-1.299\t0.000\t0.925\t-0.108\t0.537\t2.548\t0.685\t-0.817\t-1.265\t3.102\t0.836\t0.990\t0.987\t0.784\t0.665\t0.616\t0.762\n0\t0.699\t-0.868\t0.562\t1.028\t1.283\t0.716\t-0.144\t-0.818\t0.000\t0.894\t-0.264\t1.654\t2.215\t1.019\t0.554\t-0.310\t1.274\t0.612\t0.166\t0.478\t0.000\t0.946\t0.910\t0.986\t1.364\t1.095\t1.016\t0.912\n0\t0.899\t-1.004\t-0.112\t0.621\t0.868\t0.861\t-1.034\t-1.707\t1.087\t0.942\t-0.486\t0.195\t2.215\t0.580\t0.883\t-0.144\t0.000\t1.289\t-0.169\t-1.310\t0.000\t1.017\t0.975\t0.989\t0.973\t1.362\t0.922\t0.891\n0\t1.803\t-0.892\t0.053\t0.736\t-0.340\t1.116\t-1.420\t-0.361\t0.000\t2.177\t-0.331\t1.409\t2.215\t1.370\t-1.347\t-1.695\t2.548\t0.415\t-1.849\t-1.699\t0.000\t1.058\t1.147\t0.986\t1.804\t1.264\t1.314\t1.219\n1\t0.518\t-0.616\t0.407\t0.686\t-1.274\t1.295\t0.813\t0.575\t0.000\t1.403\t-1.609\t1.461\t0.000\t3.306\t-1.150\t-0.372\t1.274\t2.111\t-0.349\t-1.233\t1.551\t0.579\t1.071\t0.986\t1.336\t1.664\t1.263\t1.105\n0\t0.530\t-0.330\t-0.209\t0.772\t-1.498\t0.330\t-0.054\t-1.228\t0.000\t1.242\t0.192\t-0.376\t2.215\t1.449\t-0.409\t1.246\t1.274\t0.428\t2.266\t1.434\t0.000\t1.145\t1.146\t0.986\t0.862\t1.493\t1.021\t0.836\n0\t0.973\t-1.433\t0.925\t0.681\t-0.881\t0.930\t0.844\t-1.415\t2.173\t0.756\t0.122\t-0.451\t0.000\t0.936\t0.524\t0.684\t2.548\t0.452\t-0.253\t1.380\t0.000\t0.927\t1.026\t1.126\t1.097\t1.115\t1.199\t1.077\n0\t1.442\t0.728\t0.963\t0.074\t-1.734\t0.840\t0.090\t-1.242\t2.173\t0.534\t0.448\t-0.247\t0.000\t1.250\t0.016\t0.201\t2.548\t0.647\t-2.187\t-0.948\t0.000\t0.853\t0.904\t0.984\t0.760\t1.231\t0.826\t0.708\n1\t0.951\t2.086\t0.781\t0.506\t-0.813\t1.241\t0.934\t-0.073\t2.173\t0.898\t-2.554\t1.363\t0.000\t0.746\t0.347\t-0.784\t0.000\t1.348\t1.558\t-1.684\t0.000\t1.207\t0.766\t0.988\t1.017\t0.945\t0.841\t0.782\n0\t0.407\t-0.196\t-0.381\t1.596\t-1.649\t0.908\t1.446\t0.231\t0.000\t0.731\t-1.539\t1.512\t0.000\t0.495\t-0.789\t0.203\t0.000\t0.677\t2.424\t-0.132\t0.000\t0.917\t0.852\t1.015\t0.896\t0.597\t0.907\t0.792\n0\t1.620\t-0.612\t-0.866\t0.129\t1.166\t0.573\t-0.460\t0.499\t2.173\t0.801\t0.472\t-1.462\t0.000\t0.378\t0.110\t-0.326\t0.000\t1.540\t0.642\t1.048\t3.102\t0.737\t0.903\t0.992\t1.208\t0.806\t0.892\t0.789\n0\t1.027\t2.419\t-0.386\t2.278\t0.987\t0.735\t1.310\t0.744\t1.087\t0.569\t1.418\t1.345\t0.000\t1.273\t0.556\t1.563\t2.548\t0.471\t-0.377\t0.464\t0.000\t0.889\t0.719\t2.004\t1.749\t0.921\t1.221\t1.040\n0\t0.630\t-0.699\t0.366\t0.684\t-0.442\t0.802\t0.057\t0.522\t0.000\t1.350\t-1.436\t-1.481\t2.215\t0.529\t-0.602\t1.606\t2.548\t0.548\t-0.404\t-1.031\t0.000\t1.036\t0.752\t0.994\t1.357\t0.491\t0.885\t0.848\n0\t0.287\t-0.084\t0.945\t1.606\t1.096\t2.767\t-1.438\t1.397\t2.173\t3.320\t-0.742\t-0.536\t0.000\t1.811\t-0.781\t-0.066\t2.548\t1.377\t-1.342\t-0.521\t0.000\t1.218\t1.073\t0.984\t0.939\t2.829\t2.267\t1.790\n0\t1.830\t-1.026\t-1.290\t0.601\t-1.187\t1.151\t-0.762\t0.224\t2.173\t1.188\t-0.612\t1.176\t2.215\t0.404\t-0.274\t-0.567\t0.000\t0.408\t-1.537\t0.183\t0.000\t0.474\t0.729\t0.980\t1.413\t1.307\t1.116\t0.841\n1\t1.284\t-0.304\t-1.009\t1.383\t1.674\t1.039\t-1.248\t-0.509\t0.000\t0.718\t0.078\t-0.588\t0.000\t1.188\t-0.231\t0.254\t2.548\t2.875\t-0.040\t1.029\t3.102\t0.824\t1.069\t1.222\t1.094\t0.920\t0.953\t0.835\n0\t1.873\t-0.405\t-0.734\t5.037\t-0.783\t2.091\t-1.926\t0.908\t0.000\t0.794\t1.952\t0.919\t0.000\t1.490\t0.587\t1.362\t2.548\t1.089\t0.420\t-1.185\t3.102\t0.896\t0.935\t1.017\t0.781\t0.732\t1.226\t1.551\n1\t0.941\t0.719\t0.277\t2.166\t0.508\t1.637\t-1.743\t-1.687\t0.000\t1.249\t-0.130\t-0.279\t0.000\t0.685\t-0.511\t1.234\t2.548\t1.235\t0.005\t-1.189\t3.102\t0.991\t0.926\t0.996\t1.069\t0.609\t0.765\t0.767\n0\t2.112\t0.773\t-1.230\t0.451\t0.127\t0.948\t-0.661\t0.476\t1.087\t0.323\t0.727\t1.659\t0.000\t0.480\t-0.260\t1.415\t2.548\t0.562\t-1.530\t-0.449\t0.000\t1.072\t0.998\t1.272\t0.795\t0.650\t1.017\t0.884\n1\t1.164\t1.204\t-0.343\t1.028\t0.109\t1.750\t1.018\t-0.532\t0.000\t1.141\t0.499\t1.572\t0.000\t1.365\t0.763\t1.015\t2.548\t0.898\t1.016\t1.642\t0.000\t0.482\t0.642\t0.983\t0.975\t0.352\t0.624\t0.717\n0\t0.623\t0.531\t0.124\t1.550\t1.079\t0.898\t0.180\t1.689\t1.087\t1.272\t-0.578\t-0.446\t2.215\t0.696\t-0.136\t0.290\t0.000\t0.711\t0.746\t-1.622\t0.000\t0.877\t0.958\t1.032\t0.908\t1.602\t1.069\t0.859\n1\t0.322\t1.112\t-0.512\t1.270\t0.863\t0.491\t-1.520\t-0.488\t0.000\t1.224\t-0.968\t-1.178\t0.000\t1.152\t-0.406\t1.026\t1.274\t1.006\t0.803\t0.041\t3.102\t1.058\t1.245\t0.984\t0.696\t0.896\t1.036\t1.532\n0\t0.824\t0.028\t1.210\t1.445\t0.720\t1.552\t1.340\t-0.965\t2.173\t2.269\t0.800\t0.531\t1.107\t1.594\t0.769\t-1.359\t0.000\t0.810\t-1.336\t-1.075\t0.000\t0.816\t0.873\t0.999\t0.809\t2.792\t1.487\t1.222\n1\t0.612\t1.032\t-0.800\t0.748\t1.451\t0.852\t0.642\t0.980\t0.000\t1.496\t0.254\t-0.794\t2.215\t1.131\t0.540\t0.007\t2.548\t0.859\t1.372\t0.467\t0.000\t0.897\t0.874\t0.989\t0.830\t0.942\t0.977\t0.831\n1\t0.727\t-0.875\t-1.518\t0.727\t-0.390\t0.900\t0.075\t0.537\t2.173\t0.674\t0.996\t-0.795\t1.107\t0.408\t0.889\t1.239\t0.000\t0.462\t-0.494\t-0.011\t0.000\t0.600\t0.620\t0.990\t0.945\t1.208\t0.813\t0.645\n1\t1.042\t-1.986\t-1.397\t0.952\t-0.878\t0.899\t-1.170\t0.376\t2.173\t0.501\t-0.424\t0.671\t0.000\t0.738\t2.352\t-1.695\t0.000\t0.811\t-1.434\t-0.021\t0.000\t0.854\t0.807\t0.976\t0.792\t0.641\t0.816\t0.698\n0\t0.999\t1.453\t-1.555\t0.359\t0.825\t0.825\t1.195\t0.438\t2.173\t1.129\t0.549\t1.244\t2.215\t1.372\t1.919\t-0.614\t0.000\t1.122\t0.726\t-0.320\t0.000\t0.970\t1.099\t0.991\t0.713\t1.050\t1.035\t0.885\n0\t3.618\t-0.465\t0.565\t4.835\t0.336\t4.140\t0.036\t-1.378\t0.000\t0.352\t0.531\t1.739\t0.000\t1.077\t-0.133\t-0.872\t2.548\t0.950\t-0.229\t-0.157\t3.102\t1.066\t1.048\t1.185\t0.881\t0.467\t1.096\t2.152\n0\t0.332\t1.310\t-1.286\t1.285\t-0.030\t2.277\t0.658\t-0.628\t2.173\t2.259\t1.037\t1.217\t2.215\t0.781\t1.856\t1.392\t0.000\t0.820\t0.134\t1.215\t0.000\t0.929\t0.859\t0.988\t1.746\t3.391\t1.844\t1.422\n0\t0.571\t1.152\t0.449\t0.791\t1.593\t0.531\t0.073\t0.775\t2.173\t0.722\t1.570\t-1.247\t0.000\t1.517\t0.635\t-0.640\t2.548\t0.605\t-1.621\t0.705\t0.000\t2.624\t1.605\t0.989\t0.881\t1.127\t1.140\t0.934\n0\t0.478\t1.680\t1.198\t2.412\t1.349\t1.775\t-1.052\t-0.650\t2.173\t1.017\t0.053\t0.900\t2.215\t1.296\t-0.732\t-0.072\t0.000\t0.446\t-1.087\t-1.197\t0.000\t0.743\t0.988\t0.990\t6.583\t2.268\t4.134\t3.190\n0\t1.328\t0.701\t0.777\t0.836\t-0.270\t1.105\t0.059\t-0.799\t2.173\t0.241\t-1.497\t0.845\t0.000\t0.315\t-0.604\t1.663\t0.000\t0.841\t0.625\t1.336\t3.102\t0.365\t0.912\t1.181\t0.691\t1.022\t0.844\t0.787\n1\t0.895\t0.999\t0.482\t0.778\t-1.540\t1.073\t0.445\t0.691\t0.000\t1.331\t0.729\t-1.598\t1.107\t0.720\t0.881\t0.049\t0.000\t1.744\t0.309\t-0.704\t1.551\t0.960\t1.157\t1.120\t0.858\t1.026\t1.018\t0.865\n1\t1.148\t-0.766\t1.489\t1.176\t0.647\t1.364\t0.217\t-0.663\t2.173\t0.945\t-0.117\t1.154\t0.000\t0.761\t0.970\t0.377\t2.548\t0.737\t-0.528\t-1.308\t0.000\t0.912\t0.914\t1.107\t1.598\t1.163\t1.165\t0.989\n0\t0.664\t-0.190\t-0.437\t1.647\t-1.126\t0.681\t0.062\t0.669\t0.000\t1.138\t0.301\t-0.483\t0.000\t2.077\t-0.143\t1.180\t2.548\t0.495\t0.566\t0.213\t3.102\t1.629\t0.875\t0.986\t1.287\t0.680\t0.864\t0.886\n0\t1.102\t1.059\t0.257\t0.428\t1.388\t0.595\t0.527\t-0.508\t1.087\t0.577\t0.528\t0.054\t0.000\t1.268\t0.743\t1.722\t2.548\t0.635\t1.360\t-1.128\t0.000\t0.824\t0.829\t0.991\t0.742\t0.991\t0.700\t0.619\n1\t0.517\t-0.862\t0.411\t0.951\t0.500\t1.804\t-0.179\t-0.641\t0.000\t1.324\t1.172\t1.297\t2.215\t1.105\t0.230\t0.732\t0.000\t2.076\t0.800\t-1.547\t3.102\t0.968\t1.281\t0.990\t1.046\t0.839\t1.003\t0.904\n1\t0.881\t-0.557\t0.838\t2.421\t1.349\t3.062\t-0.162\t-0.253\t0.000\t1.425\t-0.508\t1.668\t0.000\t1.334\t-0.248\t-1.198\t2.548\t1.484\t0.373\t1.282\t3.102\t4.452\t2.613\t0.996\t0.627\t0.935\t1.712\t1.557\n1\t1.176\t-0.152\t0.820\t0.838\t-0.125\t0.646\t1.004\t0.932\t2.173\t0.892\t-1.545\t-0.046\t0.000\t1.731\t1.129\t-0.870\t0.000\t1.762\t0.580\t1.607\t3.102\t1.003\t1.005\t1.034\t0.866\t0.669\t0.794\t0.898\n1\t0.917\t0.023\t-1.116\t1.062\t1.622\t0.773\t-0.634\t1.183\t0.000\t1.307\t0.055\t0.939\t0.000\t1.712\t0.154\t-0.453\t0.000\t1.092\t-0.298\t-0.752\t3.102\t0.926\t0.980\t0.991\t0.845\t0.492\t0.680\t0.707\n1\t0.285\t1.180\t-1.395\t0.874\t-0.100\t1.047\t-2.411\t-1.456\t0.000\t0.906\t-0.403\t-1.228\t0.000\t1.665\t-1.129\t0.549\t1.274\t1.266\t-0.444\t1.465\t0.000\t0.918\t0.992\t0.995\t0.943\t0.597\t0.856\t0.766\n0\t0.615\t0.321\t-1.440\t0.940\t0.117\t0.659\t-1.756\t-0.873\t0.000\t0.574\t-1.221\t0.205\t2.215\t0.429\t-0.208\t1.479\t0.000\t1.329\t1.066\t1.215\t3.102\t1.152\t0.881\t1.039\t0.785\t1.434\t1.158\t0.983\n0\t0.849\t0.025\t0.907\t0.311\t-0.883\t0.814\t0.406\t0.112\t0.000\t0.390\t-2.292\t0.965\t0.000\t1.352\t0.548\t-1.257\t2.548\t0.413\t1.892\t-0.914\t0.000\t0.885\t0.996\t0.992\t0.926\t1.063\t0.845\t0.751\n0\t0.294\t-0.629\t0.163\t2.151\t1.221\t1.490\t-0.007\t-0.838\t1.087\t0.850\t0.225\t0.611\t1.107\t0.867\t-0.469\t-0.329\t0.000\t0.511\t0.436\t-1.707\t0.000\t0.801\t0.809\t0.982\t1.064\t1.610\t1.363\t1.054\n1\t0.620\t0.702\t0.930\t0.622\t-0.923\t1.023\t0.645\t-1.191\t2.173\t0.534\t1.050\t0.506\t0.000\t1.407\t-0.002\t0.496\t0.000\t1.170\t0.452\t-0.045\t0.000\t0.769\t0.991\t0.985\t0.839\t0.797\t0.928\t0.835\n0\t0.548\t-0.322\t0.010\t1.802\t-1.035\t0.598\t1.508\t0.557\t1.087\t0.970\t0.880\t1.381\t2.215\t0.521\t-0.267\t-0.805\t0.000\t0.396\t2.116\t-1.478\t0.000\t1.013\t0.936\t1.113\t1.221\t0.835\t1.103\t0.923\n0\t2.205\t-0.455\t-0.427\t0.647\t-0.381\t0.949\t-1.460\t-1.681\t2.173\t1.238\t-1.046\t1.401\t0.000\t1.317\t-1.515\t1.001\t0.000\t1.864\t-0.953\t-0.049\t3.102\t0.905\t0.914\t0.991\t0.661\t1.420\t1.017\t1.096\n0\t0.721\t0.826\t-1.392\t1.266\t1.213\t1.075\t1.297\t0.154\t0.000\t0.837\t-0.933\t-1.317\t0.000\t1.256\t-1.335\t-0.773\t1.274\t1.878\t-0.874\t-0.271\t3.102\t0.722\t2.096\t0.990\t1.424\t0.569\t1.793\t1.475\n1\t0.721\t0.562\t-0.322\t1.328\t-1.392\t0.858\t0.966\t0.977\t2.173\t0.994\t1.559\t-0.548\t0.000\t1.513\t-0.135\t0.304\t2.548\t0.837\t-0.252\t1.456\t0.000\t0.800\t0.881\t1.113\t1.063\t1.166\t0.946\t0.776\n1\t0.790\t-0.268\t-1.410\t0.680\t-0.373\t0.989\t-0.245\t0.137\t0.000\t1.361\t0.623\t-1.661\t2.215\t0.775\t0.082\t0.790\t2.548\t0.575\t0.437\t-0.362\t0.000\t0.677\t0.640\t0.981\t1.120\t0.927\t0.903\t0.852\n0\t0.618\t-1.474\t0.951\t0.628\t-0.559\t0.960\t-1.308\t1.498\t2.173\t0.710\t0.138\t1.406\t0.000\t1.552\t0.321\t-0.597\t2.548\t1.267\t-0.188\t-0.431\t0.000\t0.879\t0.803\t0.990\t0.913\t2.030\t1.269\t1.085\n1\t0.792\t0.723\t-0.290\t0.843\t0.910\t0.680\t1.042\t1.454\t0.000\t1.246\t1.393\t-0.379\t0.000\t1.099\t0.319\t-1.216\t1.274\t0.720\t0.775\t0.322\t3.102\t1.983\t1.134\t1.000\t0.800\t0.698\t0.839\t0.744\n0\t1.860\t1.421\t1.642\t1.251\t-0.864\t0.983\t-0.763\t0.147\t1.087\t0.814\t-0.613\t0.684\t0.000\t0.306\t0.007\t1.657\t0.000\t0.616\t-0.032\t-1.125\t3.102\t0.639\t0.739\t1.635\t0.941\t0.811\t1.467\t1.209\n0\t2.804\t0.565\t-1.336\t1.919\t-0.972\t1.694\t0.491\t0.428\t2.173\t1.404\t0.029\t0.801\t2.215\t0.502\t-0.445\t-0.925\t0.000\t0.517\t-0.515\t-0.082\t0.000\t0.389\t1.024\t1.037\t1.822\t0.918\t1.705\t1.265\n0\t2.910\t1.083\t1.245\t1.379\t1.296\t2.551\t-0.269\t-0.662\t0.000\t0.688\t1.028\t0.558\t2.215\t0.565\t-0.904\t0.096\t2.548\t0.665\t-1.428\t0.953\t0.000\t2.519\t1.474\t0.982\t0.847\t0.848\t1.272\t1.889\n1\t0.861\t-0.359\t0.845\t0.846\t0.155\t0.820\t-1.640\t-0.177\t0.000\t1.087\t-1.049\t-1.540\t0.000\t1.652\t-1.230\t1.515\t0.000\t0.968\t0.549\t0.551\t3.102\t0.826\t0.651\t0.985\t0.783\t0.586\t0.812\t0.790\n0\t0.956\t-0.152\t-1.150\t0.555\t-1.418\t1.297\t-1.710\t-0.251\t0.000\t1.170\t-0.117\t0.858\t0.000\t1.392\t0.198\t1.643\t2.548\t0.711\t-0.598\t-1.183\t1.551\t1.068\t0.921\t0.990\t0.882\t0.563\t1.169\t0.985\n0\t0.596\t-1.391\t1.520\t1.163\t-0.743\t1.394\t0.759\t0.781\t0.000\t0.900\t-0.589\t-0.682\t1.107\t1.520\t-1.228\t0.126\t2.548\t0.853\t0.264\t1.446\t0.000\t1.012\t1.611\t1.029\t0.872\t0.953\t1.396\t1.300\n1\t1.526\t-0.977\t0.157\t0.228\t0.633\t1.495\t0.267\t-0.743\t0.000\t1.683\t-1.606\t1.627\t0.000\t0.707\t-2.103\t1.176\t0.000\t0.945\t-1.581\t0.180\t0.000\t0.866\t0.844\t0.988\t1.050\t0.639\t1.056\t0.977\n0\t0.593\t0.032\t0.394\t0.441\t0.554\t0.380\t-0.361\t1.396\t0.000\t0.892\t0.491\t-1.609\t0.000\t1.050\t0.866\t0.114\t0.000\t1.215\t0.780\t-1.108\t3.102\t0.958\t0.669\t0.991\t0.555\t0.175\t0.495\t0.555\n0\t0.986\t-0.946\t-1.270\t0.806\t0.198\t0.852\t0.076\t-0.508\t2.173\t0.750\t0.074\t-1.498\t0.000\t0.867\t0.000\t0.397\t2.548\t0.497\t-1.956\t0.656\t0.000\t1.426\t1.057\t1.198\t0.956\t0.780\t0.856\t0.786\n1\t0.921\t0.034\t0.288\t0.574\t1.675\t0.503\t0.319\t-0.303\t0.000\t0.805\t-0.121\t1.683\t2.215\t1.029\t0.927\t1.167\t2.548\t0.885\t-0.516\t-0.630\t0.000\t0.579\t0.994\t0.988\t0.695\t0.727\t0.741\t0.666\n1\t0.611\t1.623\t-0.025\t0.763\t1.499\t0.712\t0.973\t0.684\t0.000\t0.909\t1.810\t-1.112\t0.000\t1.402\t0.022\t-1.252\t2.548\t0.952\t0.029\t0.121\t3.102\t0.857\t1.113\t0.990\t0.700\t0.834\t0.712\t0.682\n0\t1.207\t-0.395\t-1.344\t0.876\t-0.429\t0.853\t1.022\t0.542\t2.173\t0.410\t-1.478\t1.344\t0.000\t0.531\t-0.216\t-0.400\t2.548\t0.454\t-0.115\t-1.573\t0.000\t0.503\t1.235\t1.047\t0.558\t0.848\t0.869\t0.784\n1\t0.561\t0.541\t-0.475\t0.494\t0.499\t1.439\t0.775\t0.797\t0.000\t1.218\t0.362\t-1.458\t0.000\t1.705\t-0.470\t-0.501\t2.548\t1.245\t-0.982\t-1.260\t3.102\t2.583\t2.069\t0.982\t0.708\t0.797\t1.515\t1.187\n1\t1.959\t0.669\t1.468\t0.814\t0.414\t0.773\t0.094\t-0.952\t2.173\t1.370\t-0.065\t0.060\t2.215\t0.785\t-0.271\t1.280\t0.000\t0.432\t2.020\t-1.011\t0.000\t1.300\t1.092\t1.422\t1.336\t1.204\t1.091\t0.966\n0\t0.543\t0.367\t-1.562\t0.658\t1.292\t1.034\t0.882\t0.056\t2.173\t1.147\t-1.689\t-1.376\t0.000\t0.511\t-2.201\t-1.110\t0.000\t0.450\t-0.744\t0.245\t0.000\t1.016\t0.687\t0.999\t1.074\t0.870\t1.320\t1.362\n0\t1.132\t0.770\t-1.601\t2.048\t1.131\t0.575\t-0.119\t-0.270\t0.000\t0.856\t0.511\t-0.576\t2.215\t1.056\t-1.033\t-0.761\t0.000\t1.242\t0.393\t0.474\t3.102\t0.955\t1.007\t1.326\t1.208\t0.755\t0.866\t1.028\n1\t0.992\t0.323\t1.360\t1.309\t1.312\t0.792\t-0.236\t-0.180\t2.173\t0.714\t1.669\t0.099\t0.000\t0.366\t0.148\t0.004\t2.548\t0.494\t-0.639\t-1.375\t0.000\t1.269\t1.181\t0.991\t0.682\t0.175\t0.761\t0.865\n0\t1.263\t0.591\t1.721\t0.541\t-1.539\t0.917\t-0.626\t0.873\t2.173\t0.972\t-0.950\t0.014\t0.000\t0.949\t0.442\t-0.122\t0.000\t1.157\t-0.602\t-1.547\t3.102\t0.886\t0.838\t0.975\t1.029\t0.894\t0.808\t0.780\n1\t0.613\t0.834\t1.542\t1.257\t0.423\t1.187\t0.826\t-1.292\t0.000\t1.176\t0.306\t0.291\t1.107\t0.461\t0.964\t-0.492\t0.000\t1.263\t-0.080\t1.586\t3.102\t0.891\t0.908\t1.029\t0.735\t1.037\t0.941\t0.848\n0\t1.766\t-0.540\t1.634\t0.886\t1.251\t0.822\t0.443\t-0.761\t0.000\t0.932\t0.486\t0.327\t2.215\t0.277\t0.057\t0.010\t1.274\t0.411\t1.708\t-0.231\t0.000\t0.890\t0.952\t0.994\t0.688\t0.193\t0.840\t0.962\n1\t0.380\t0.822\t-0.459\t1.136\t1.030\t0.731\t0.463\t-1.290\t0.000\t0.926\t-0.227\t0.281\t2.215\t0.993\t0.536\t1.547\t0.000\t1.876\t-0.024\t-0.391\t3.102\t0.939\t0.956\t0.984\t1.115\t0.688\t0.908\t0.803\n1\t1.031\t-0.232\t1.388\t0.919\t1.384\t2.153\t0.966\t-0.186\t0.000\t1.244\t1.030\t-1.638\t1.107\t1.028\t-0.378\t-1.479\t2.548\t1.241\t0.707\t1.205\t0.000\t1.265\t1.002\t0.991\t1.534\t0.985\t1.020\t0.949\n1\t0.766\t-0.842\t0.669\t1.097\t-0.613\t0.959\t-0.425\t-0.203\t2.173\t0.470\t1.606\t1.172\t0.000\t1.423\t0.735\t-1.590\t0.000\t0.806\t-1.824\t1.458\t0.000\t0.937\t0.637\t1.161\t0.781\t0.691\t0.959\t0.967\n0\t3.148\t-1.131\t0.928\t3.036\t0.855\t2.728\t0.630\t-0.797\t1.087\t0.728\t-1.028\t1.383\t2.215\t0.600\t1.368\t-1.094\t0.000\t1.221\t0.215\t-0.431\t0.000\t0.821\t0.873\t0.988\t0.803\t2.750\t3.214\t2.472\n0\t0.652\t2.075\t0.301\t1.056\t-0.176\t0.761\t-2.139\t-0.095\t0.000\t1.745\t0.164\t-1.541\t2.215\t0.490\t1.889\t-1.521\t0.000\t1.363\t1.005\t-1.522\t1.551\t4.618\t3.088\t0.983\t1.495\t0.755\t2.050\t1.846\n0\t1.365\t-0.329\t-1.385\t0.978\t-0.489\t0.604\t0.335\t0.728\t0.000\t1.087\t0.735\t1.613\t2.215\t1.603\t0.065\t-0.537\t0.000\t1.375\t1.136\t0.658\t1.551\t1.625\t1.251\t1.157\t1.104\t0.903\t0.996\t0.988\n0\t0.414\t1.082\t-0.073\t0.779\t-1.015\t0.867\t0.837\t0.944\t0.000\t0.639\t0.331\t1.341\t2.215\t1.114\t0.017\t-0.787\t2.548\t0.488\t-1.642\t0.905\t0.000\t0.500\t0.760\t0.982\t0.565\t0.856\t0.632\t0.595\n1\t1.443\t0.081\t1.518\t0.492\t-0.696\t0.874\t-0.659\t0.523\t2.173\t0.970\t1.618\t-0.069\t0.000\t1.579\t0.947\t-1.335\t2.548\t0.537\t0.431\t-0.922\t0.000\t0.867\t1.013\t1.064\t1.032\t2.022\t1.258\t1.066\n1\t0.959\t0.631\t0.626\t1.297\t-1.127\t1.776\t0.034\t1.244\t2.173\t1.614\t-1.275\t-0.638\t0.000\t1.121\t0.037\t-0.239\t0.000\t1.118\t-0.052\t0.511\t0.000\t0.829\t0.933\t1.546\t1.436\t0.946\t0.996\t1.042\n1\t1.024\t0.823\t1.306\t0.614\t-0.710\t1.011\t0.085\t-0.113\t0.000\t1.355\t0.340\t-1.386\t2.215\t1.332\t1.536\t0.826\t2.548\t0.582\t-0.634\t-0.690\t0.000\t0.870\t0.993\t1.066\t0.817\t1.658\t0.907\t0.767\n0\t0.398\t1.393\t0.134\t0.795\t0.231\t0.499\t0.779\t-0.254\t0.000\t0.733\t0.096\t1.676\t2.215\t0.772\t1.431\t1.270\t1.274\t0.701\t0.409\t-1.421\t0.000\t0.956\t1.070\t0.999\t0.896\t0.704\t0.728\t0.759\n1\t1.459\t-0.547\t0.110\t0.413\t-1.093\t1.113\t-0.163\t-0.666\t2.173\t0.903\t-0.139\t0.892\t0.000\t0.985\t2.192\t-1.390\t0.000\t1.015\t-1.096\t1.263\t0.000\t0.892\t0.826\t0.986\t0.859\t0.867\t0.884\t0.806\n1\t0.493\t-0.955\t-1.647\t1.599\t0.260\t0.941\t-0.965\t1.318\t0.000\t1.555\t0.627\t-0.940\t0.000\t1.586\t-0.640\t-0.041\t1.274\t0.783\t-1.401\t-1.542\t0.000\t0.845\t0.706\t1.216\t0.773\t0.697\t0.796\t0.744\n1\t0.953\t-0.214\t-1.640\t0.630\t-0.143\t0.994\t0.531\t-1.572\t0.000\t1.183\t-1.841\t-0.164\t0.000\t2.359\t0.271\t0.646\t2.548\t1.014\t0.662\t-0.970\t3.102\t4.168\t2.462\t1.047\t1.032\t1.211\t1.833\t1.381\n1\t0.690\t0.073\t-0.358\t0.712\t-1.421\t0.696\t-0.193\t1.278\t0.000\t0.911\t1.353\t0.614\t1.107\t0.596\t0.921\t-0.608\t2.548\t0.379\t1.303\t-0.896\t0.000\t0.862\t1.016\t0.980\t0.702\t0.714\t0.835\t0.717\n1\t0.837\t-0.660\t-0.878\t0.797\t-1.566\t1.424\t-0.747\t-0.627\t2.173\t0.912\t-0.623\t1.347\t0.000\t0.739\t0.024\t0.358\t2.548\t1.156\t-1.230\t1.050\t0.000\t0.675\t0.796\t0.988\t1.001\t1.116\t1.018\t0.911\n1\t0.455\t-2.335\t-1.625\t1.149\t0.431\t1.018\t-0.877\t-1.405\t2.173\t0.617\t-1.589\t0.333\t0.000\t0.833\t-1.966\t-0.548\t0.000\t0.724\t-0.047\t1.135\t1.551\t0.837\t0.913\t0.989\t1.183\t0.786\t0.856\t0.810\n0\t0.278\t1.453\t-1.511\t2.099\t-0.632\t1.225\t-0.131\t1.121\t2.173\t0.943\t-0.911\t-1.204\t0.000\t0.865\t-0.764\t0.191\t0.000\t0.616\t0.104\t1.663\t3.102\t1.320\t0.859\t0.987\t1.505\t0.447\t0.941\t0.970\n0\t2.265\t-1.757\t-0.714\t0.806\t-0.618\t1.390\t-0.433\t1.142\t2.173\t0.940\t-1.120\t-0.305\t1.107\t0.472\t2.270\t1.601\t0.000\t0.436\t-1.739\t0.499\t0.000\t2.481\t2.014\t0.985\t0.861\t1.735\t1.580\t1.963\n0\t1.511\t-0.571\t-0.841\t3.200\t-0.505\t2.003\t-2.480\t1.124\t0.000\t1.232\t-0.015\t-0.219\t0.000\t1.349\t1.177\t1.361\t1.274\t1.762\t0.235\t1.220\t3.102\t1.428\t1.279\t0.996\t2.343\t0.639\t1.671\t1.415\n0\t1.460\t-0.679\t-1.205\t0.550\t1.183\t0.963\t-1.503\t-0.133\t2.173\t0.904\t-0.649\t0.959\t2.215\t0.449\t1.168\t1.454\t0.000\t0.431\t-1.594\t1.726\t0.000\t0.718\t0.811\t1.038\t0.846\t1.291\t0.925\t0.739\n0\t0.707\t-0.365\t-0.849\t0.528\t-0.872\t0.202\t-1.131\t0.550\t0.000\t0.551\t-0.005\t0.506\t2.215\t0.370\t-1.459\t1.690\t2.548\t0.408\t-1.730\t0.927\t0.000\t0.478\t0.529\t0.978\t0.547\t0.598\t0.592\t0.491\n1\t1.283\t0.246\t-0.730\t0.757\t-0.500\t1.092\t-0.297\t1.398\t2.173\t0.971\t-1.796\t-1.065\t0.000\t1.445\t-0.090\t0.664\t1.274\t0.988\t-0.787\t0.154\t0.000\t1.283\t1.453\t0.989\t1.476\t0.975\t1.157\t1.303\n0\t1.075\t1.250\t-0.088\t0.981\t1.190\t0.766\t0.624\t1.260\t1.087\t1.473\t0.879\t-0.849\t0.000\t0.483\t-0.602\t0.590\t0.000\t0.374\t0.018\t0.398\t3.102\t1.674\t0.950\t1.299\t0.930\t0.435\t0.816\t0.811\n0\t0.574\t-1.110\t1.061\t1.313\t-0.371\t0.664\t0.733\t-1.635\t2.173\t0.639\t-2.206\t-0.650\t0.000\t1.122\t-0.043\t1.164\t2.548\t0.597\t-0.105\t0.312\t0.000\t1.205\t1.256\t1.155\t1.338\t0.759\t1.132\t1.002\n1\t0.812\t0.883\t-1.651\t0.479\t-0.442\t0.824\t0.736\t-0.537\t0.000\t1.140\t0.584\t0.911\t0.000\t0.649\t-1.313\t0.870\t2.548\t1.115\t0.573\t-1.425\t3.102\t1.521\t1.071\t0.989\t1.328\t1.008\t0.916\t0.946\n1\t1.084\t1.831\t-1.312\t0.792\t-0.704\t0.550\t0.742\t0.246\t0.000\t0.561\t0.238\t-0.470\t1.107\t0.552\t0.139\t1.347\t2.548\t1.189\t-0.563\t1.011\t0.000\t1.056\t0.857\t0.989\t0.777\t0.591\t0.619\t0.706\n1\t0.596\t-1.860\t1.307\t0.964\t-1.402\t0.667\t0.614\t0.534\t1.087\t0.431\t0.099\t0.916\t0.000\t0.633\t1.008\t-1.317\t2.548\t0.925\t0.805\t-0.609\t0.000\t0.886\t0.711\t0.979\t1.004\t0.830\t0.950\t0.816\n0\t1.242\t0.717\t-0.164\t0.667\t-0.984\t0.662\t0.844\t-1.482\t2.173\t0.750\t-0.283\t1.444\t2.215\t1.191\t-0.707\t0.155\t0.000\t0.374\t-0.665\t1.508\t0.000\t0.691\t1.166\t0.989\t0.936\t0.802\t0.781\t0.773\n0\t1.830\t0.236\t0.039\t1.430\t-0.142\t1.040\t-0.831\t1.678\t0.000\t0.868\t-0.133\t-1.180\t2.215\t1.221\t-0.241\t1.342\t0.000\t0.554\t-0.946\t0.875\t3.102\t0.845\t0.959\t0.980\t0.745\t0.684\t0.772\t0.978\n0\t1.269\t0.041\t-1.239\t1.690\t-0.722\t1.347\t0.915\t-1.022\t0.000\t1.165\t-1.096\t0.618\t2.215\t1.505\t-0.247\t0.368\t0.000\t2.723\t-0.177\t0.979\t3.102\t0.759\t0.822\t0.984\t1.613\t0.919\t1.287\t1.027\n0\t0.802\t-0.011\t-0.135\t1.578\t0.973\t0.704\t-0.933\t1.249\t2.173\t0.754\t0.409\t-0.745\t0.000\t0.781\t1.651\t-0.811\t0.000\t1.126\t1.201\t-1.361\t3.102\t0.890\t0.670\t1.311\t0.960\t1.559\t1.115\t1.038\n1\t1.021\t-0.482\t-0.027\t1.195\t-1.223\t0.555\t-1.247\t0.522\t0.000\t0.794\t0.484\t1.425\t2.215\t0.641\t-1.858\t-0.334\t0.000\t1.284\t-0.773\t-1.525\t3.102\t0.863\t0.906\t1.348\t1.049\t0.824\t0.915\t0.860\n1\t0.381\t-0.514\t0.996\t1.168\t1.562\t0.569\t-2.456\t-0.025\t0.000\t1.022\t-0.725\t-0.457\t2.215\t1.221\t0.630\t0.502\t0.000\t2.809\t0.878\t1.735\t0.000\t0.792\t0.763\t0.980\t1.255\t1.109\t0.945\t0.862\n1\t0.640\t-0.490\t-0.596\t0.723\t1.635\t1.690\t0.027\t0.142\t0.000\t1.304\t-0.819\t-1.177\t0.000\t1.765\t0.224\t1.474\t2.548\t1.075\t-1.213\t-0.636\t0.000\t0.868\t0.876\t0.984\t0.760\t0.406\t0.905\t0.769\n1\t0.295\t1.251\t0.264\t2.782\t1.122\t0.417\t-0.247\t-0.206\t2.173\t0.822\t1.009\t-1.059\t2.215\t0.469\t1.438\t-1.375\t0.000\t1.461\t1.324\t-0.751\t0.000\t0.908\t0.996\t0.990\t1.221\t0.844\t1.160\t0.955\n1\t1.495\t-0.338\t-1.049\t1.067\t-0.902\t0.345\t1.336\t1.473\t2.173\t1.312\t0.626\t0.330\t2.215\t0.510\t2.368\t0.532\t0.000\t0.791\t1.938\t1.293\t0.000\t0.454\t1.081\t0.986\t0.923\t0.921\t0.970\t1.015\n0\t0.659\t0.936\t-1.531\t0.878\t-0.677\t0.714\t-1.147\t0.217\t2.173\t0.325\t-1.954\t-1.574\t0.000\t0.423\t-0.376\t1.603\t2.548\t0.546\t0.206\t0.947\t0.000\t0.868\t0.826\t0.990\t0.830\t0.700\t1.236\t1.091\n1\t1.086\t-0.797\t-0.167\t0.570\t-1.222\t0.990\t-1.778\t1.459\t0.000\t0.358\t2.543\t0.116\t0.000\t0.716\t-0.101\t0.458\t2.548\t0.705\t-2.197\t-1.679\t0.000\t0.678\t0.963\t0.988\t0.715\t0.576\t0.834\t0.772\n1\t0.935\t1.386\t0.314\t0.735\t-1.534\t1.892\t0.725\t0.813\t1.087\t1.135\t-0.049\t-1.257\t0.000\t0.497\t0.862\t1.026\t2.548\t2.018\t0.889\t-0.022\t0.000\t0.849\t1.029\t1.144\t1.167\t0.264\t1.433\t1.233\n0\t1.013\t0.642\t0.595\t0.476\t1.088\t0.822\t2.012\t1.408\t0.000\t1.645\t0.881\t-0.386\t2.215\t0.593\t1.630\t-0.867\t0.000\t1.310\t0.438\t-1.521\t3.102\t1.124\t1.010\t0.985\t1.207\t1.159\t1.050\t1.057\n0\t0.492\t-1.491\t-0.259\t1.513\t0.715\t0.761\t0.454\t-0.750\t0.000\t0.830\t-1.158\t1.700\t1.107\t1.047\t-0.294\t0.060\t2.548\t1.044\t0.441\t-1.605\t0.000\t0.948\t0.981\t0.985\t0.853\t1.082\t0.909\t0.925\n1\t1.189\t1.158\t-1.077\t0.895\t1.303\t0.864\t0.852\t-1.384\t0.000\t1.442\t1.201\t0.230\t2.215\t1.511\t0.514\t0.997\t2.548\t1.444\t0.809\t-0.732\t0.000\t0.951\t1.266\t1.200\t1.159\t1.136\t1.084\t0.948\n1\t0.785\t0.175\t0.246\t1.043\t1.381\t1.160\t-2.034\t-0.698\t0.000\t1.622\t-0.842\t-1.298\t0.000\t3.071\t-1.208\t0.647\t2.548\t1.542\t0.219\t-1.643\t3.102\t0.993\t0.764\t1.070\t1.429\t2.072\t1.254\t1.051\n1\t0.520\t0.637\t1.495\t1.219\t-1.409\t1.301\t-0.523\t0.278\t1.087\t0.746\t-0.121\t0.968\t0.000\t2.130\t0.774\t-1.221\t0.000\t1.967\t0.661\t0.207\t3.102\t0.906\t1.188\t0.978\t1.316\t1.206\t1.313\t1.168\n0\t0.598\t-1.858\t-0.120\t0.249\t-1.365\t0.331\t-2.332\t-1.239\t0.000\t0.923\t0.373\t1.524\t2.215\t0.522\t-1.171\t0.652\t2.548\t0.976\t-0.581\t-0.056\t0.000\t1.106\t0.728\t0.986\t0.976\t0.865\t0.863\t0.742\n0\t0.645\t1.182\t-1.216\t1.166\t0.587\t0.544\t0.695\t0.444\t2.173\t0.338\t-2.558\t-0.931\t0.000\t0.582\t-0.128\t-0.874\t0.000\t0.401\t1.258\t1.659\t0.000\t1.084\t0.695\t1.200\t0.719\t0.807\t0.850\t1.021\n0\t0.552\t1.397\t0.414\t0.884\t-1.056\t0.426\t1.775\t-0.323\t0.000\t0.921\t-1.982\t1.169\t0.000\t1.629\t-0.163\t-1.031\t2.548\t0.846\t0.545\t0.381\t0.000\t0.773\t0.754\t0.986\t1.267\t1.025\t0.899\t0.807\n0\t1.453\t2.074\t1.410\t0.411\t-1.723\t0.994\t1.816\t-0.922\t0.000\t0.765\t1.453\t0.732\t2.215\t0.880\t0.306\t-0.638\t0.000\t1.424\t-0.200\t0.687\t1.551\t0.849\t0.982\t0.995\t0.726\t0.926\t0.873\t0.851\n1\t1.563\t-0.440\t-0.525\t0.291\t-1.027\t0.937\t0.746\t1.284\t0.000\t0.487\t-0.326\t-0.300\t0.000\t0.857\t-0.483\t0.819\t2.548\t1.091\t1.375\t1.299\t0.000\t0.913\t0.876\t0.984\t0.562\t0.486\t0.573\t0.627\n0\t0.616\t-1.337\t0.361\t1.222\t0.980\t1.020\t-0.433\t-0.552\t2.173\t0.567\t2.504\t-1.572\t0.000\t1.157\t0.088\t1.524\t2.548\t0.711\t0.658\t0.351\t0.000\t1.173\t1.226\t0.984\t1.613\t1.344\t1.336\t2.007\n1\t0.698\t1.866\t-1.198\t0.694\t0.469\t0.418\t0.794\t-0.729\t0.000\t0.937\t0.245\t1.196\t2.215\t0.502\t1.118\t1.245\t0.000\t0.796\t-1.329\t-0.627\t1.551\t0.824\t1.063\t0.988\t0.938\t1.136\t1.046\t0.857\n1\t0.486\t0.996\t-0.332\t0.500\t0.087\t1.116\t0.145\t0.181\t2.173\t0.752\t-0.105\t-1.482\t0.000\t1.271\t0.831\t1.606\t0.000\t0.800\t-1.031\t1.243\t0.000\t0.879\t1.305\t0.987\t0.537\t0.734\t0.791\t0.689\n0\t0.555\t0.308\t-1.614\t1.483\t-0.530\t1.186\t0.670\t1.559\t1.087\t1.550\t0.791\t0.397\t0.000\t0.569\t1.139\t-0.434\t0.000\t0.594\t-0.199\t-0.976\t3.102\t1.031\t0.886\t1.043\t1.158\t0.792\t0.945\t0.881\n1\t0.853\t0.725\t-0.242\t1.191\t0.202\t1.176\t1.081\t-0.358\t0.000\t0.952\t0.627\t0.952\t1.107\t0.707\t1.639\t1.459\t0.000\t1.298\t0.015\t-1.662\t3.102\t1.010\t0.977\t0.978\t1.120\t0.779\t0.868\t0.808\n0\t0.713\t2.002\t1.506\t0.589\t0.324\t0.964\t-0.887\t-1.201\t0.000\t0.739\t1.144\t-0.181\t2.215\t1.182\t0.567\t0.992\t0.000\t1.161\t0.799\t-1.313\t3.102\t0.910\t0.859\t0.989\t0.684\t0.718\t0.634\t0.618\n1\t0.955\t1.692\t-0.461\t0.558\t-0.006\t0.977\t0.592\t-1.369\t0.000\t1.003\t1.527\t0.991\t2.215\t1.252\t0.947\t0.159\t2.548\t0.423\t-1.318\t1.251\t0.000\t1.086\t0.993\t0.977\t0.951\t0.873\t0.836\t0.775\n0\t0.417\t1.279\t0.590\t1.059\t-0.408\t1.202\t-0.306\t1.116\t1.087\t1.499\t0.935\t-0.514\t2.215\t1.081\t0.351\t1.150\t0.000\t0.524\t1.908\t1.201\t0.000\t0.917\t1.156\t0.989\t0.775\t2.379\t1.265\t1.041\n1\t0.498\t1.290\t-1.594\t0.869\t0.886\t1.033\t0.239\t-0.595\t0.000\t1.067\t0.687\t1.450\t2.215\t0.974\t0.933\t-0.867\t0.000\t1.473\t0.011\t0.478\t3.102\t0.847\t1.111\t0.986\t0.635\t0.957\t0.972\t0.838\n1\t0.995\t-0.144\t-1.352\t0.625\t1.117\t0.783\t0.840\t-0.587\t0.000\t0.647\t-0.298\t-0.415\t2.215\t1.401\t0.195\t1.113\t1.274\t0.928\t-1.547\t0.842\t0.000\t2.662\t1.510\t0.990\t0.701\t1.028\t1.112\t0.937\n0\t0.588\t0.490\t-0.137\t1.607\t0.439\t0.457\t-0.449\t-1.272\t0.000\t1.017\t-1.317\t-0.695\t1.107\t1.084\t-1.229\t1.550\t0.000\t1.156\t-0.334\t1.638\t3.102\t0.923\t0.967\t0.996\t1.155\t0.974\t1.414\t1.296\n1\t0.361\t1.296\t0.253\t2.219\t-0.519\t1.460\t0.541\t1.522\t2.173\t0.748\t0.440\t-1.186\t2.215\t1.310\t-0.781\t-0.054\t0.000\t1.239\t-0.517\t0.422\t0.000\t1.034\t1.124\t0.989\t2.119\t0.992\t1.440\t1.647\n0\t0.522\t0.673\t1.375\t0.810\t-1.038\t0.827\t-1.139\t0.225\t2.173\t0.536\t-0.735\t-0.198\t2.215\t1.062\t-0.609\t1.450\t0.000\t1.218\t0.313\t-1.486\t0.000\t0.908\t0.911\t0.987\t1.033\t0.413\t0.836\t0.752\n0\t0.673\t-0.093\t-0.641\t0.895\t0.400\t0.580\t-0.460\t-1.628\t0.000\t0.442\t-0.782\t-0.766\t1.107\t1.048\t0.022\t0.823\t2.548\t1.249\t0.747\t-0.067\t0.000\t0.999\t0.876\t0.988\t0.718\t0.780\t0.671\t0.687\n0\t0.323\t-0.612\t-0.674\t1.572\t-1.658\t1.085\t-1.065\t0.500\t0.000\t1.298\t-1.658\t-0.932\t0.000\t1.056\t-0.243\t0.949\t2.548\t1.301\t-1.402\t0.851\t3.102\t0.788\t1.140\t0.982\t1.247\t0.694\t1.206\t1.022\n0\t0.795\t0.140\t-0.749\t1.015\t-1.068\t0.493\t-1.159\t0.144\t2.173\t0.667\t-0.358\t-0.624\t0.000\t0.699\t0.239\t1.413\t0.000\t1.435\t-0.861\t1.190\t3.102\t1.065\t0.924\t0.975\t1.341\t0.722\t1.098\t0.908\n1\t0.975\t2.058\t0.686\t1.015\t0.081\t0.831\t0.705\t-0.999\t2.173\t0.593\t1.054\t1.663\t0.000\t0.716\t-2.126\t-1.049\t0.000\t1.030\t1.131\t0.573\t0.000\t0.858\t0.975\t0.992\t1.016\t0.986\t0.945\t0.801\n0\t0.845\t1.026\t-0.231\t1.208\t0.641\t1.112\t2.071\t-1.213\t0.000\t0.741\t-0.818\t-0.355\t2.215\t0.913\t-0.531\t1.544\t0.000\t1.169\t0.895\t1.272\t0.000\t0.836\t0.994\t0.991\t0.616\t0.868\t0.785\t0.693\n0\t0.352\t0.838\t0.984\t2.691\t1.306\t1.038\t1.023\t-0.630\t2.173\t0.880\t0.241\t-0.729\t0.000\t1.183\t-0.001\t0.413\t2.548\t0.868\t0.122\t-1.661\t0.000\t0.849\t0.940\t0.985\t1.826\t1.341\t1.268\t1.051\n0\t1.195\t0.272\t-1.599\t0.357\t-1.185\t0.477\t-1.237\t1.368\t2.173\t0.810\t0.329\t-0.163\t0.000\t1.148\t-0.846\t0.348\t2.548\t0.474\t0.662\t1.223\t0.000\t0.788\t1.027\t0.999\t1.264\t0.748\t1.001\t0.861\n0\t2.342\t-1.590\t1.625\t0.750\t-1.145\t1.513\t0.440\t-0.019\t2.173\t0.600\t-0.055\t0.146\t0.000\t1.147\t-0.900\t-1.612\t2.548\t0.371\t-0.439\t-1.550\t0.000\t0.632\t0.760\t1.106\t2.743\t2.069\t1.794\t1.322\n0\t0.500\t-0.872\t1.264\t0.767\t-1.713\t1.014\t-0.311\t0.633\t2.173\t1.145\t-0.142\t-1.509\t0.000\t1.050\t0.233\t-0.153\t1.274\t1.684\t-1.317\t-0.525\t0.000\t1.022\t1.028\t0.990\t1.393\t0.915\t1.165\t1.148\n0\t0.281\t0.263\t1.035\t2.106\t-1.301\t0.952\t-0.352\t-0.688\t2.173\t0.771\t-0.351\t-0.023\t0.000\t1.716\t-0.995\t1.204\t2.548\t1.554\t0.096\t0.505\t0.000\t0.778\t0.944\t0.986\t0.849\t1.688\t0.992\t0.889\n0\t1.464\t1.744\t-0.451\t1.253\t0.104\t1.117\t1.434\t-1.687\t0.000\t1.552\t0.783\t0.142\t1.107\t1.420\t0.664\t1.364\t2.548\t1.304\t0.290\t-1.564\t0.000\t1.086\t0.876\t0.981\t1.117\t1.409\t1.154\t1.230\n1\t1.150\t-1.556\t-1.051\t0.368\t-0.464\t0.686\t-0.252\t-0.469\t2.173\t0.880\t-1.415\t0.361\t0.000\t0.705\t-2.230\t0.958\t0.000\t1.166\t-0.699\t-1.460\t3.102\t0.891\t0.825\t1.001\t0.751\t0.788\t0.874\t0.780\n1\t0.829\t0.175\t-1.635\t1.634\t-1.267\t0.485\t2.156\t-0.234\t0.000\t0.536\t-0.679\t0.732\t0.000\t0.626\t1.387\t0.337\t0.000\t1.066\t-1.199\t1.292\t3.102\t1.243\t0.801\t0.976\t0.819\t0.691\t0.740\t0.814\n0\t0.840\t-0.872\t0.152\t0.473\t1.329\t1.468\t-1.238\t-0.137\t2.173\t1.043\t0.327\t1.603\t0.000\t1.352\t-0.170\t-1.531\t1.274\t0.587\t-0.644\t1.243\t0.000\t0.679\t0.587\t0.990\t1.051\t1.934\t1.262\t1.010\n0\t0.374\t-0.832\t0.956\t0.923\t-0.913\t1.463\t0.317\t0.483\t2.173\t0.855\t-0.982\t-1.439\t2.215\t1.010\t0.498\t-0.739\t0.000\t1.367\t0.239\t-1.502\t0.000\t0.839\t0.962\t0.988\t1.846\t2.006\t1.352\t1.212\n1\t0.875\t0.761\t-1.431\t0.296\t-0.013\t0.953\t0.639\t0.586\t0.000\t1.389\t1.333\t-0.975\t2.215\t0.827\t1.584\t0.685\t0.000\t0.816\t0.992\t1.372\t3.102\t0.929\t0.709\t0.982\t0.928\t0.827\t0.939\t0.852\n1\t1.004\t2.119\t1.087\t0.962\t-0.192\t1.337\t1.017\t-1.592\t2.173\t0.932\t-0.968\t0.263\t0.000\t0.820\t-1.595\t0.130\t0.000\t0.585\t1.275\t-0.779\t1.551\t0.949\t0.980\t1.244\t1.435\t0.670\t1.157\t1.290\n0\t0.852\t0.020\t0.730\t0.506\t-0.891\t1.080\t0.026\t-0.156\t2.173\t0.883\t1.895\t-1.649\t0.000\t1.700\t-1.733\t-1.540\t0.000\t1.210\t0.614\t0.424\t0.000\t1.553\t1.299\t0.984\t0.816\t0.861\t1.145\t0.916\n0\t0.835\t-0.911\t0.622\t0.436\t-0.916\t1.437\t-0.935\t-0.856\t0.000\t1.295\t-0.086\t1.105\t2.215\t0.875\t0.678\t1.310\t2.548\t0.780\t0.642\t0.578\t0.000\t2.205\t1.714\t0.988\t0.787\t0.528\t1.260\t0.999\n1\t1.273\t0.578\t-1.504\t0.366\t1.536\t2.400\t0.606\t-0.424\t0.000\t1.108\t0.053\t0.323\t0.000\t1.946\t0.526\t1.486\t0.000\t2.766\t0.983\t1.287\t3.102\t0.937\t0.908\t0.981\t0.792\t0.770\t0.678\t0.641\n1\t0.788\t-1.615\t-0.225\t1.188\t-0.385\t2.395\t-1.534\t1.187\t0.000\t2.656\t-0.660\t-0.647\t0.000\t1.113\t-0.674\t0.983\t2.548\t0.812\t0.456\t-0.910\t3.102\t1.158\t0.876\t0.987\t1.323\t0.877\t1.222\t1.265\n1\t0.966\t0.666\t0.055\t1.455\t0.828\t0.355\t2.038\t0.708\t0.000\t0.691\t-0.369\t-1.654\t2.215\t0.862\t0.788\t-1.095\t2.548\t0.713\t1.280\t-1.219\t0.000\t0.784\t1.113\t1.055\t0.909\t0.674\t0.795\t0.768\n1\t0.404\t-1.174\t-0.508\t1.436\t1.090\t0.701\t0.343\t1.637\t0.000\t0.899\t1.893\t-1.050\t0.000\t1.101\t-0.514\t0.251\t2.548\t1.519\t0.943\t-0.096\t3.102\t0.827\t1.134\t1.046\t1.444\t0.991\t0.987\t0.979\n1\t0.706\t-0.230\t1.538\t0.754\t1.107\t0.891\t-0.082\t0.774\t2.173\t1.396\t-0.678\t-1.064\t0.000\t1.086\t-1.149\t-0.332\t2.548\t1.056\t-1.679\t-0.950\t0.000\t0.816\t1.237\t0.984\t0.881\t1.283\t0.870\t0.786\n1\t0.996\t0.662\t0.845\t0.471\t-0.146\t0.621\t1.557\t-1.517\t0.000\t1.330\t-0.083\t0.244\t2.215\t1.157\t-1.036\t1.411\t0.000\t1.063\t0.064\t-0.977\t3.102\t0.780\t0.767\t0.984\t0.691\t0.961\t0.983\t0.856\n1\t0.290\t-0.999\t1.421\t0.347\t0.151\t0.555\t-0.649\t-0.479\t2.173\t0.756\t1.104\t1.371\t0.000\t0.757\t0.844\t0.486\t0.000\t1.026\t0.756\t-1.168\t1.551\t0.839\t0.757\t0.983\t0.812\t0.831\t0.805\t0.689\n1\t0.642\t2.091\t0.036\t1.298\t1.111\t1.525\t2.086\t-0.899\t0.000\t1.078\t1.173\t1.374\t2.215\t0.831\t0.308\t0.465\t2.548\t1.121\t-1.012\t1.543\t0.000\t5.320\t2.996\t1.042\t0.859\t0.862\t1.872\t1.586\n0\t0.668\t-0.119\t0.887\t0.428\t0.775\t0.802\t0.245\t-1.497\t0.000\t0.602\t0.118\t-0.051\t2.215\t0.885\t1.320\t-0.178\t0.000\t1.605\t2.452\t1.455\t0.000\t1.255\t1.023\t0.979\t0.516\t0.353\t0.718\t0.828\n1\t1.408\t1.125\t-0.476\t0.578\t-0.702\t2.153\t-0.830\t0.871\t0.000\t2.059\t0.651\t-1.087\t2.215\t0.966\t-0.058\t-1.050\t2.548\t0.990\t1.746\t0.495\t0.000\t1.046\t1.005\t0.985\t0.899\t0.565\t0.861\t0.774\n1\t0.897\t1.228\t-0.801\t0.264\t0.572\t0.471\t-0.912\t-0.001\t2.173\t0.278\t-0.996\t1.029\t0.000\t0.830\t0.153\t-1.384\t2.548\t1.308\t1.011\t-1.550\t0.000\t1.217\t1.157\t0.982\t0.629\t0.863\t0.746\t0.691\n1\t0.887\t0.011\t1.354\t0.823\t-1.716\t1.108\t-0.253\t-0.734\t0.000\t1.137\t-0.437\t0.405\t2.215\t0.749\t0.785\t0.507\t0.000\t0.449\t-1.066\t-1.243\t3.102\t1.761\t1.064\t0.990\t1.172\t0.700\t0.865\t0.918\n0\t0.624\t0.900\t-0.234\t2.429\t0.436\t0.979\t1.221\t-1.717\t2.173\t0.638\t0.876\t-0.794\t0.000\t0.584\t1.727\t-1.434\t0.000\t0.397\t-0.132\t-1.021\t1.551\t0.928\t0.879\t0.989\t0.698\t0.630\t0.922\t0.807\n1\t0.474\t0.890\t1.571\t0.753\t-0.275\t0.790\t0.082\t-1.345\t0.000\t0.779\t0.992\t-1.193\t0.000\t0.667\t1.842\t0.395\t0.000\t1.522\t0.857\t0.746\t3.102\t0.905\t0.863\t0.988\t0.660\t0.309\t0.537\t0.568\n1\t1.151\t0.982\t1.237\t0.765\t1.066\t1.529\t1.164\t-0.245\t0.000\t0.495\t-2.483\t1.638\t0.000\t1.267\t0.962\t-1.540\t2.548\t0.612\t0.551\t-0.719\t0.000\t0.723\t1.226\t1.000\t0.485\t0.515\t0.734\t0.836\n0\t0.438\t-0.097\t-1.222\t1.760\t0.533\t1.386\t0.266\t-0.953\t0.000\t1.041\t-1.272\t1.042\t2.215\t1.764\t0.294\t0.465\t0.000\t0.962\t0.695\t-0.856\t0.000\t0.717\t1.097\t1.217\t1.025\t1.364\t1.001\t0.880\n1\t1.499\t0.005\t-0.254\t1.205\t0.613\t0.593\t-0.132\t1.740\t0.000\t0.593\t-0.122\t-0.742\t0.000\t1.467\t0.442\t1.566\t2.548\t0.378\t1.176\t-0.001\t1.551\t0.989\t0.857\t1.311\t0.695\t0.625\t0.777\t0.758\n1\t0.567\t-0.666\t-1.415\t1.213\t0.197\t0.799\t1.065\t-0.010\t2.173\t0.644\t2.845\t1.415\t0.000\t0.950\t-0.027\t-1.320\t0.000\t0.392\t0.750\t-0.840\t3.102\t0.430\t1.212\t1.141\t0.672\t0.406\t0.766\t1.221\n1\t1.073\t-1.687\t-0.875\t1.510\t-1.101\t1.968\t-1.202\t0.589\t1.087\t1.587\t-0.716\t-0.764\t1.107\t1.570\t-0.107\t-1.205\t0.000\t2.795\t0.091\t1.105\t0.000\t2.033\t1.855\t1.001\t2.214\t2.521\t1.845\t1.960\n1\t0.638\t-1.434\t1.738\t2.542\t1.402\t2.976\t-0.052\t-0.193\t0.000\t1.138\t0.046\t-1.440\t2.215\t1.392\t-0.780\t1.732\t0.000\t0.852\t-0.084\t-0.916\t0.000\t0.945\t0.748\t0.993\t1.537\t1.421\t1.164\t0.999\n0\t0.746\t-1.983\t0.262\t0.211\t-0.771\t1.027\t-2.452\t-1.185\t0.000\t0.413\t-1.113\t-0.857\t0.000\t1.133\t-1.067\t0.053\t2.548\t3.278\t-0.419\t1.122\t3.102\t1.068\t1.254\t0.977\t1.035\t1.309\t1.406\t1.104\n1\t1.440\t-0.205\t-0.386\t1.177\t-0.009\t0.785\t2.121\t-1.136\t0.000\t1.739\t0.231\t1.151\t2.215\t0.755\t-0.148\t-1.263\t2.548\t0.687\t-0.996\t0.893\t0.000\t3.069\t1.831\t0.985\t1.595\t1.032\t1.426\t1.485\n1\t0.878\t0.321\t1.706\t1.395\t0.884\t0.773\t-0.377\t-0.788\t1.087\t1.270\t-0.078\t-0.125\t2.215\t0.928\t-0.250\t1.059\t0.000\t0.415\t-1.460\t-0.935\t0.000\t0.866\t0.987\t1.034\t1.148\t0.850\t0.958\t0.837\n1\t0.778\t0.921\t-1.002\t0.566\t0.163\t0.825\t0.010\t1.277\t0.000\t0.579\t-0.708\t0.780\t0.000\t1.415\t0.312\t-0.736\t2.548\t0.983\t1.105\t-1.663\t3.102\t0.956\t0.776\t0.989\t0.629\t0.812\t0.778\t0.699\n1\t0.712\t-0.705\t0.465\t1.298\t-1.028\t0.642\t-0.294\t-0.910\t0.000\t0.756\t0.213\t1.325\t1.107\t1.037\t-0.471\t-0.328\t2.548\t0.615\t2.148\t0.963\t0.000\t2.132\t1.404\t1.298\t0.752\t1.003\t1.027\t0.989\n1\t0.964\t1.066\t0.887\t0.490\t-0.425\t1.223\t0.168\t-0.097\t2.173\t0.850\t0.358\t-1.503\t1.107\t0.535\t-2.569\t1.450\t0.000\t0.893\t0.908\t1.607\t0.000\t0.502\t0.959\t0.987\t0.887\t1.439\t0.962\t0.761\n1\t0.948\t-0.370\t0.162\t0.995\t1.310\t0.961\t-0.575\t-0.146\t0.000\t1.047\t-0.217\t1.288\t2.215\t1.032\t0.388\t-1.416\t2.548\t0.930\t-0.956\t-0.978\t0.000\t1.068\t1.169\t1.157\t0.752\t0.803\t0.945\t0.839\n1\t0.607\t0.032\t0.377\t1.100\t0.707\t2.024\t2.319\t-1.078\t0.000\t1.445\t0.319\t-0.405\t2.215\t2.327\t1.214\t1.023\t2.548\t1.651\t0.514\t0.781\t0.000\t1.157\t1.286\t0.977\t1.941\t2.131\t1.557\t1.249\n0\t1.980\t-0.593\t-1.501\t1.676\t-1.065\t1.343\t-0.054\t0.357\t0.000\t0.857\t-0.250\t-0.102\t0.000\t1.001\t1.020\t0.286\t2.548\t1.124\t-0.439\t1.096\t3.102\t0.945\t0.970\t0.986\t0.925\t0.921\t1.112\t1.180\n1\t0.494\t0.866\t0.434\t0.534\t-1.488\t1.251\t1.123\t0.195\t0.000\t0.583\t0.287\t-1.264\t2.215\t0.865\t-0.268\t1.394\t2.548\t0.402\t1.372\t0.792\t0.000\t1.182\t1.109\t0.991\t0.602\t0.560\t0.876\t0.768\n1\t0.740\t-0.267\t0.981\t1.515\t0.088\t0.475\t1.067\t1.192\t0.000\t0.602\t1.909\t-1.589\t0.000\t0.761\t0.401\t0.283\t0.000\t1.297\t-0.557\t-1.317\t3.102\t0.908\t0.771\t1.057\t0.780\t0.872\t0.730\t0.636\n1\t0.418\t-1.341\t-1.195\t0.993\t0.620\t0.653\t-0.192\t1.007\t2.173\t0.878\t-0.415\t-0.016\t2.215\t0.466\t-2.093\t-1.325\t0.000\t0.398\t-0.352\t-1.013\t0.000\t0.531\t0.866\t0.988\t0.977\t0.898\t0.869\t0.738\n0\t1.466\t-1.441\t1.026\t1.494\t0.805\t0.783\t1.658\t-0.686\t0.000\t0.631\t-0.129\t0.439\t2.215\t1.826\t0.418\t-0.916\t0.000\t1.771\t-1.033\t1.640\t3.102\t0.433\t0.934\t1.006\t0.943\t1.009\t0.975\t1.426\n1\t0.779\t-0.316\t1.595\t0.344\t-1.433\t1.283\t0.948\t0.873\t0.000\t0.787\t2.707\t-1.023\t0.000\t0.956\t0.137\t-0.212\t0.000\t0.931\t-1.955\t-0.728\t0.000\t0.531\t0.941\t0.986\t0.548\t0.471\t0.600\t0.595\n0\t1.097\t0.508\t1.591\t1.625\t-1.387\t0.619\t0.752\t-0.070\t2.173\t0.671\t0.273\t-0.408\t2.215\t0.771\t0.922\t1.020\t0.000\t1.280\t1.800\t0.904\t0.000\t0.674\t0.939\t0.983\t0.949\t0.365\t0.817\t0.847\n1\t0.941\t1.258\t-0.703\t0.478\t0.833\t0.905\t1.467\t0.876\t2.173\t0.780\t2.348\t-1.281\t0.000\t0.454\t0.211\t-0.214\t1.274\t0.530\t2.477\t-0.550\t0.000\t0.565\t0.894\t0.988\t0.879\t0.851\t0.831\t0.749\n1\t0.495\t1.051\t-0.732\t0.939\t1.523\t0.880\t0.234\t-0.857\t2.173\t0.776\t2.259\t1.686\t0.000\t0.951\t0.020\t1.588\t2.548\t1.479\t0.290\t0.551\t0.000\t2.007\t1.441\t0.986\t0.786\t0.927\t1.161\t0.939\n1\t0.645\t1.438\t0.116\t1.023\t-1.228\t1.050\t0.312\t1.008\t0.000\t0.713\t-0.451\t-1.144\t2.215\t1.051\t0.915\t-0.063\t0.000\t1.297\t1.072\t-1.542\t3.102\t0.846\t0.923\t1.052\t1.049\t0.913\t0.927\t0.806\n1\t1.819\t0.386\t0.099\t0.568\t1.696\t1.056\t-1.300\t-0.140\t0.000\t1.465\t0.224\t1.503\t0.000\t0.805\t-0.480\t0.574\t0.000\t2.158\t0.365\t-1.295\t3.102\t1.197\t1.388\t1.396\t1.111\t0.400\t1.173\t1.078\n1\t0.893\t0.540\t1.113\t1.274\t0.383\t1.452\t0.231\t-0.396\t2.173\t1.120\t0.231\t-1.027\t2.215\t2.629\t-1.920\t1.427\t0.000\t0.613\t1.443\t1.333\t0.000\t4.675\t3.190\t0.991\t1.316\t1.010\t2.430\t2.107\n0\t1.034\t-0.326\t-1.629\t1.085\t0.544\t0.566\t2.165\t1.739\t0.000\t0.804\t0.242\t-0.395\t2.215\t0.371\t0.048\t0.020\t2.548\t0.368\t-1.210\t-0.755\t0.000\t1.039\t0.718\t1.358\t0.696\t0.220\t0.614\t0.602\n0\t1.629\t-1.807\t0.711\t0.336\t-1.223\t0.668\t-0.779\t0.984\t2.173\t1.133\t1.442\t-1.302\t1.107\t1.712\t2.119\t-0.563\t0.000\t0.421\t-1.723\t-1.678\t0.000\t4.241\t2.552\t1.010\t0.777\t2.115\t2.018\t2.377\n1\t0.298\t1.146\t-0.522\t1.039\t0.127\t0.796\t0.352\t-1.369\t2.173\t0.565\t-0.528\t-0.300\t0.000\t1.141\t-0.494\t1.251\t2.548\t0.885\t-1.876\t-0.097\t0.000\t0.902\t1.036\t0.989\t0.999\t1.000\t0.995\t0.869\n1\t2.461\t-0.146\t-0.536\t0.933\t-0.950\t0.608\t2.724\t1.339\t0.000\t0.550\t0.385\t0.750\t1.107\t1.179\t-0.735\t0.773\t1.274\t0.508\t-0.189\t-1.394\t0.000\t1.863\t1.343\t0.996\t1.282\t0.547\t1.396\t1.438\n0\t1.007\t-0.208\t1.699\t0.385\t0.259\t1.108\t0.938\t-1.401\t2.173\t0.929\t-1.030\t0.158\t0.000\t0.682\t-0.843\t0.940\t0.000\t1.016\t0.329\t-0.155\t3.102\t0.795\t0.813\t0.985\t0.892\t1.060\t1.188\t0.955\n0\t0.607\t-1.016\t-0.654\t1.997\t-1.594\t0.729\t-0.657\t1.229\t2.173\t0.818\t0.157\t0.043\t2.215\t0.852\t0.087\t0.600\t0.000\t0.852\t0.649\t-0.674\t0.000\t0.917\t0.980\t1.141\t1.229\t1.107\t0.946\t0.887\n0\t0.593\t0.627\t-0.314\t1.696\t-1.175\t0.863\t-1.563\t1.272\t0.000\t0.715\t0.231\t1.258\t2.215\t0.924\t-0.358\t-0.121\t2.548\t0.960\t-1.478\t0.320\t0.000\t1.062\t1.117\t0.987\t0.871\t0.863\t0.906\t1.079\n1\t0.354\t1.548\t-1.558\t1.560\t-0.314\t0.760\t1.134\t0.025\t0.000\t2.273\t-0.074\t-1.737\t2.215\t1.561\t0.597\t0.667\t2.548\t1.780\t1.083\t-0.582\t0.000\t0.935\t1.131\t0.986\t1.604\t1.819\t1.481\t1.219\n1\t0.732\t0.451\t0.106\t1.338\t-0.226\t1.057\t0.191\t-0.067\t0.000\t1.008\t-0.448\t1.632\t2.215\t0.932\t0.773\t0.876\t0.000\t0.891\t0.896\t1.554\t0.000\t0.767\t1.106\t0.989\t1.526\t0.428\t1.206\t1.110\n1\t1.328\t-0.711\t0.349\t0.674\t1.086\t1.126\t-1.116\t-1.325\t2.173\t0.625\t-1.471\t0.091\t0.000\t0.654\t-0.233\t1.032\t0.000\t0.553\t-0.737\t-0.313\t3.102\t0.988\t1.216\t0.983\t0.577\t0.668\t0.831\t0.754\n1\t1.383\t0.264\t0.959\t0.529\t-0.163\t0.477\t2.741\t1.362\t0.000\t1.543\t0.606\t-0.769\t1.107\t0.824\t1.165\t-0.040\t2.548\t0.594\t-0.253\t0.858\t0.000\t0.783\t0.976\t1.004\t0.743\t0.834\t0.815\t0.713\n1\t2.025\t0.145\t0.064\t0.499\t-0.305\t0.436\t1.215\t-1.554\t0.000\t1.252\t0.598\t1.198\t2.215\t0.944\t0.154\t-0.966\t0.000\t0.886\t0.437\t0.520\t0.000\t0.963\t0.799\t0.995\t0.892\t0.544\t0.896\t0.797\n0\t0.396\t-0.918\t0.496\t0.672\t-1.344\t1.037\t0.122\t0.279\t2.173\t1.309\t-1.081\t-0.374\t0.000\t1.549\t-0.890\t0.268\t0.000\t1.874\t-1.722\t-1.226\t0.000\t0.928\t1.097\t0.990\t0.729\t1.707\t1.153\t1.016\n0\t1.511\t-0.077\t-0.626\t0.982\t-0.780\t0.587\t-1.109\t0.956\t0.000\t0.946\t-0.810\t0.376\t2.215\t0.918\t-0.374\t1.435\t0.000\t0.949\t0.208\t-1.616\t1.551\t0.729\t0.797\t0.983\t0.725\t0.965\t0.871\t0.912\n1\t0.676\t0.287\t-1.097\t0.527\t1.254\t1.203\t0.431\t0.524\t2.173\t0.949\t0.257\t0.025\t0.000\t1.786\t0.264\t-1.421\t2.548\t0.958\t-0.922\t-1.312\t0.000\t1.480\t1.301\t0.982\t1.030\t1.801\t1.152\t0.985\n1\t0.752\t-0.269\t-1.204\t0.882\t0.513\t0.607\t0.137\t0.207\t2.173\t0.992\t0.892\t-0.429\t2.215\t1.258\t0.420\t1.432\t0.000\t0.911\t1.241\t1.647\t0.000\t0.674\t1.020\t1.128\t0.957\t0.770\t0.833\t0.793\n0\t1.300\t0.079\t-0.980\t0.480\t1.038\t1.511\t-1.462\t-1.504\t0.000\t0.987\t-0.498\t0.515\t0.000\t0.947\t0.055\t-0.173\t0.000\t1.528\t0.539\t0.954\t3.102\t0.963\t0.950\t1.061\t0.839\t0.615\t0.772\t0.770\n0\t0.566\t0.628\t-0.331\t1.025\t-0.687\t1.647\t-1.046\t-0.800\t2.173\t1.488\t-1.590\t1.142\t0.000\t1.365\t0.594\t0.251\t0.000\t2.429\t0.279\t1.140\t3.102\t0.656\t1.496\t0.991\t0.905\t2.622\t1.586\t1.306\n0\t1.744\t0.293\t-0.501\t1.144\t-0.967\t0.801\t1.246\t0.922\t1.087\t1.027\t0.370\t0.307\t0.000\t1.556\t1.001\t1.588\t1.274\t0.485\t-0.372\t-1.700\t0.000\t0.975\t0.979\t0.993\t1.214\t0.793\t1.067\t0.955\n1\t1.636\t0.355\t0.033\t0.537\t-0.373\t2.874\t-0.931\t1.150\t0.000\t1.774\t-1.398\t-0.680\t1.107\t1.537\t-0.201\t-0.764\t2.548\t0.598\t-1.045\t-1.054\t0.000\t0.871\t0.708\t0.992\t1.455\t1.144\t1.033\t0.902\n0\t1.394\t-0.688\t1.419\t0.428\t-1.458\t0.627\t-2.480\t-0.795\t0.000\t1.055\t0.207\t0.508\t1.107\t0.609\t1.782\t-1.461\t0.000\t1.314\t1.667\t0.032\t0.000\t0.962\t0.911\t0.989\t0.951\t0.743\t0.841\t0.942\n1\t2.178\t1.001\t1.288\t0.613\t-1.633\t1.476\t2.505\t0.087\t0.000\t1.890\t0.439\t-1.052\t2.215\t0.586\t-0.707\t0.514\t2.548\t0.399\t-2.246\t-0.173\t0.000\t7.960\t4.417\t0.983\t1.362\t1.324\t2.875\t2.237\n1\t1.165\t-0.681\t0.410\t0.326\t-0.928\t1.231\t-0.423\t0.099\t0.000\t1.372\t-0.162\t-1.586\t0.000\t1.591\t-0.332\t-0.959\t2.548\t1.437\t-0.057\t1.102\t3.102\t0.918\t1.032\t0.994\t0.880\t1.122\t0.914\t0.768\n1\t0.657\t0.125\t-0.506\t0.259\t-0.471\t0.698\t-0.749\t-0.190\t2.173\t0.999\t-1.674\t1.528\t0.000\t0.997\t-0.425\t0.475\t0.000\t1.778\t-0.347\t-1.740\t3.102\t1.613\t1.194\t0.987\t0.614\t1.178\t0.961\t0.829\n1\t0.581\t-1.114\t0.022\t0.488\t1.513\t1.093\t-1.188\t0.520\t2.173\t1.281\t-0.653\t-1.029\t0.000\t0.826\t-0.825\t1.493\t2.548\t0.552\t-1.555\t-1.332\t0.000\t0.755\t0.751\t0.987\t0.887\t0.926\t0.915\t0.789\n0\t0.878\t0.769\t-1.108\t0.292\t0.224\t0.591\t-0.751\t-0.003\t2.173\t0.753\t-1.743\t1.546\t0.000\t0.810\t-0.828\t1.041\t2.548\t0.574\t0.627\t-0.866\t0.000\t1.576\t0.988\t0.988\t0.802\t0.700\t0.764\t0.764\n0\t1.810\t-0.784\t-1.512\t0.388\t1.489\t0.456\t0.607\t-0.996\t2.173\t0.699\t-0.644\t0.548\t0.000\t0.543\t-0.419\t0.182\t1.274\t0.779\t0.632\t0.207\t0.000\t0.798\t0.893\t0.980\t0.762\t0.644\t0.646\t0.692\n0\t1.273\t0.617\t0.148\t0.395\t1.155\t0.807\t0.802\t0.645\t1.087\t0.848\t0.857\t-1.008\t2.215\t0.895\t1.969\t-1.208\t0.000\t0.462\t1.382\t-1.728\t0.000\t0.629\t0.854\t0.989\t0.885\t1.213\t0.753\t0.663\n1\t0.713\t-1.241\t-1.592\t1.148\t0.674\t0.836\t-0.711\t-1.384\t1.087\t0.633\t-1.450\t-0.412\t0.000\t1.139\t-2.346\t0.018\t0.000\t0.718\t-1.416\t1.015\t3.102\t0.890\t0.744\t1.117\t0.947\t0.800\t0.895\t0.813\n1\t0.934\t0.768\t1.314\t0.395\t0.217\t0.945\t0.540\t-1.464\t2.173\t1.020\t-0.419\t0.522\t2.215\t0.416\t-0.531\t-0.347\t0.000\t0.845\t0.359\t-0.124\t0.000\t0.370\t0.863\t0.991\t1.100\t1.588\t1.000\t0.816\n1\t1.049\t-0.619\t1.501\t0.127\t-1.021\t1.048\t-1.099\t1.100\t0.000\t1.186\t0.038\t-1.022\t2.215\t1.320\t-0.382\t0.226\t2.548\t1.896\t-0.103\t-0.363\t0.000\t2.360\t1.482\t0.982\t0.817\t1.238\t1.186\t0.989\n0\t1.056\t0.171\t1.094\t0.575\t-1.594\t1.652\t1.936\t1.598\t0.000\t1.352\t0.234\t0.028\t2.215\t0.798\t-0.013\t-0.878\t0.000\t1.457\t-0.311\t-0.357\t1.551\t0.833\t0.971\t0.979\t0.851\t0.585\t0.788\t0.728\n0\t1.183\t1.136\t-1.018\t1.394\t-0.232\t0.707\t0.753\t1.281\t2.173\t0.570\t0.119\t-0.310\t0.000\t0.452\t2.703\t-1.515\t0.000\t0.668\t1.460\t0.379\t0.000\t0.965\t0.747\t1.158\t0.765\t0.323\t0.759\t0.679\n0\t1.160\t-0.248\t-0.572\t0.633\t0.332\t0.850\t-0.849\t-1.077\t2.173\t1.132\t-0.816\t0.782\t0.000\t0.933\t-1.308\t0.288\t0.000\t1.249\t-0.815\t1.742\t1.551\t0.830\t0.912\t0.991\t0.824\t0.620\t0.868\t0.797\n1\t1.114\t1.168\t1.580\t1.282\t-0.966\t1.040\t-0.600\t0.056\t2.173\t0.469\t-1.764\t1.296\t0.000\t0.513\t-1.080\t0.700\t0.000\t0.802\t0.308\t-0.793\t3.102\t0.454\t0.921\t1.242\t0.714\t0.829\t1.128\t1.142\n1\t0.632\t0.830\t-0.929\t0.630\t-0.487\t1.347\t-0.019\t-0.315\t1.087\t1.026\t-1.208\t1.417\t0.000\t2.047\t-0.079\t1.015\t0.000\t1.061\t0.000\t1.551\t3.102\t1.570\t0.961\t0.988\t1.520\t1.257\t1.272\t1.495\n0\t2.021\t0.557\t-0.801\t0.303\t0.156\t1.628\t1.339\t0.979\t0.000\t2.136\t0.843\t-1.130\t2.215\t2.051\t-0.069\t0.188\t0.000\t1.661\t0.292\t1.200\t3.102\t1.561\t1.396\t0.990\t0.889\t1.534\t1.519\t1.228\n1\t0.807\t1.393\t1.361\t0.858\t0.326\t0.723\t1.972\t0.026\t0.000\t0.446\t-0.827\t-0.041\t1.107\t1.608\t0.265\t-1.280\t2.548\t1.349\t-0.389\t-1.523\t0.000\t0.840\t0.959\t0.986\t0.912\t0.974\t0.841\t0.725\n1\t0.954\t0.667\t-1.664\t1.061\t-0.499\t1.025\t0.579\t0.917\t0.000\t1.470\t0.576\t-0.741\t1.107\t0.502\t0.138\t0.531\t2.548\t0.955\t1.398\t0.888\t0.000\t0.868\t0.597\t1.210\t0.802\t0.856\t0.937\t0.852\n0\t0.283\t-0.694\t-1.511\t1.221\t0.586\t0.623\t-0.662\t-0.846\t0.000\t0.872\t-0.529\t1.497\t2.215\t0.486\t1.096\t-0.440\t0.000\t0.721\t1.291\t0.395\t3.102\t0.805\t0.912\t0.986\t1.527\t1.077\t1.086\t0.982\n0\t0.799\t-1.774\t0.943\t1.203\t-0.704\t0.636\t-1.062\t-0.047\t2.173\t0.581\t-0.067\t1.128\t2.215\t0.499\t-2.052\t1.472\t0.000\t1.106\t-0.572\t-1.563\t0.000\t0.886\t0.915\t1.353\t1.093\t0.909\t0.823\t0.798\n1\t0.642\t1.009\t1.411\t1.663\t-0.376\t0.552\t0.698\t-0.574\t2.173\t0.764\t-0.215\t1.252\t0.000\t1.262\t0.268\t1.527\t0.000\t0.708\t-0.299\t0.254\t3.102\t0.539\t1.063\t1.430\t0.869\t0.582\t0.692\t0.791\n1\t0.480\t-1.077\t-0.547\t0.640\t-1.646\t0.772\t0.024\t0.285\t0.000\t1.193\t-0.651\t0.543\t0.000\t2.547\t-0.044\t-1.158\t2.548\t1.289\t0.800\t1.327\t3.102\t0.860\t1.201\t0.992\t1.602\t1.308\t1.413\t1.370\n1\t1.029\t-0.317\t-1.317\t0.819\t-0.308\t0.905\t-0.063\t0.898\t0.000\t0.552\t-0.648\t0.423\t0.000\t0.668\t0.527\t1.537\t2.548\t2.087\t0.160\t-0.862\t3.102\t0.817\t1.123\t1.005\t0.720\t0.770\t0.721\t0.689\n1\t1.005\t0.449\t-1.316\t0.636\t0.040\t0.622\t1.018\t-0.615\t2.173\t0.779\t-0.606\t1.380\t0.000\t0.909\t0.954\t0.907\t2.548\t0.646\t-1.102\t0.359\t0.000\t0.805\t0.991\t1.042\t0.680\t0.918\t0.918\t0.794\n1\t0.795\t1.450\t0.435\t0.702\t-1.369\t0.907\t0.644\t-1.069\t0.000\t0.755\t1.000\t-0.687\t0.000\t1.786\t-2.033\t1.245\t0.000\t1.869\t0.142\t-0.163\t3.102\t0.682\t0.947\t1.033\t0.995\t0.929\t0.946\t0.876\n1\t0.925\t0.674\t1.630\t0.644\t-0.917\t0.733\t0.263\t1.162\t0.000\t1.059\t0.492\t0.260\t0.000\t0.822\t-0.881\t-0.503\t2.548\t0.528\t0.618\t-1.197\t0.000\t0.949\t0.942\t0.990\t0.614\t0.149\t0.611\t0.632\n1\t0.818\t1.860\t0.766\t0.462\t1.071\t0.735\t-0.352\t-1.232\t2.173\t0.343\t1.304\t-0.802\t0.000\t0.379\t1.013\t-1.309\t0.000\t0.775\t0.116\t-0.268\t3.102\t0.252\t0.663\t1.002\t0.708\t0.642\t0.808\t0.646\n1\t0.309\t-0.578\t0.052\t1.897\t0.034\t1.197\t0.639\t-1.522\t2.173\t0.434\t-0.138\t-0.028\t0.000\t0.581\t0.680\t1.269\t0.000\t0.413\t0.589\t-0.007\t0.000\t0.961\t1.039\t0.982\t1.657\t0.812\t1.919\t1.573\n1\t2.452\t-0.781\t0.204\t0.652\t0.594\t0.444\t-0.446\t1.300\t0.000\t0.572\t-1.248\t-1.144\t2.215\t0.788\t-2.123\t-1.248\t0.000\t1.095\t-0.230\t-1.413\t3.102\t1.402\t0.979\t0.978\t1.020\t0.413\t0.812\t0.872\n1\t1.815\t-1.781\t0.031\t0.317\t1.597\t0.720\t-0.263\t-1.685\t2.173\t0.661\t-2.122\t1.219\t0.000\t1.083\t-0.673\t-1.189\t1.274\t0.424\t-0.938\t0.139\t0.000\t0.686\t1.037\t1.038\t0.995\t0.544\t0.948\t0.822\n0\t1.002\t0.257\t0.346\t0.609\t0.424\t0.438\t-0.647\t-1.047\t0.000\t0.652\t-0.127\t1.209\t2.215\t1.243\t0.210\t-0.523\t2.548\t0.794\t0.742\t-1.643\t0.000\t0.893\t0.775\t0.990\t0.829\t0.972\t0.750\t0.745\n1\t0.663\t1.282\t0.372\t0.981\t-1.618\t0.464\t2.050\t-1.356\t0.000\t0.444\t0.894\t-1.040\t2.215\t0.450\t1.970\t-0.214\t0.000\t0.811\t-0.709\t1.114\t3.102\t0.705\t1.304\t1.090\t0.628\t0.743\t0.788\t0.705\n0\t1.500\t-0.052\t-0.710\t0.447\t-0.970\t1.012\t0.312\t0.632\t0.000\t1.630\t0.414\t-1.367\t2.215\t0.988\t1.159\t0.693\t0.000\t0.398\t0.482\t-1.682\t3.102\t0.900\t0.679\t1.002\t1.066\t0.211\t0.951\t1.009\n1\t0.768\t0.027\t-0.585\t1.095\t1.499\t0.819\t-1.588\t0.878\t2.173\t0.618\t-0.358\t-1.033\t0.000\t0.530\t-0.470\t0.219\t2.548\t0.588\t-1.725\t-0.739\t0.000\t0.780\t1.091\t1.211\t0.714\t0.657\t0.835\t0.774\n0\t1.011\t1.403\t1.410\t0.525\t0.414\t0.695\t0.147\t0.149\t2.173\t0.771\t-1.548\t-0.591\t0.000\t0.818\t0.230\t1.474\t0.000\t1.524\t0.723\t-0.875\t3.102\t1.007\t0.908\t0.985\t1.145\t0.956\t0.892\t0.806\n1\t0.622\t0.798\t-0.993\t0.353\t1.468\t0.568\t1.235\t-0.134\t0.000\t0.509\t0.766\t0.466\t2.215\t1.612\t0.824\t1.365\t2.548\t1.804\t1.415\t-0.647\t0.000\t0.934\t1.088\t0.995\t0.711\t0.700\t0.701\t0.752\n1\t0.617\t-0.880\t-1.739\t1.248\t0.669\t1.116\t0.165\t-0.675\t1.087\t0.815\t-0.045\t1.301\t0.000\t0.704\t0.018\t0.427\t0.000\t0.458\t0.852\t-0.708\t0.000\t0.893\t1.091\t1.004\t0.567\t0.425\t0.806\t0.740\n1\t0.976\t-0.338\t-0.840\t0.266\t0.011\t1.287\t0.008\t0.746\t1.087\t0.905\t-0.822\t-1.277\t0.000\t0.670\t-1.304\t-0.510\t0.000\t0.467\t-1.145\t1.678\t1.551\t0.841\t0.542\t0.986\t1.122\t0.865\t0.931\t0.856\n1\t1.380\t0.468\t-0.083\t2.257\t-0.477\t2.122\t0.291\t-1.013\t2.173\t1.557\t-2.280\t0.812\t0.000\t3.721\t-0.845\t1.211\t0.000\t0.916\t0.233\t0.415\t0.000\t0.826\t0.558\t0.992\t1.483\t1.052\t1.097\t1.030\n1\t0.564\t0.065\t0.700\t0.949\t1.742\t0.800\t0.111\t0.145\t2.173\t0.649\t-1.409\t-1.368\t0.000\t0.730\t-1.122\t-0.364\t0.000\t0.478\t0.843\t1.446\t3.102\t0.839\t0.899\t0.984\t0.930\t0.676\t0.812\t0.842\n0\t0.774\t-1.904\t0.443\t1.010\t-1.563\t0.675\t0.459\t-0.973\t0.000\t0.941\t0.914\t-0.402\t2.215\t1.028\t-0.577\t1.687\t2.548\t0.502\t0.056\t1.180\t0.000\t0.847\t0.801\t1.191\t1.985\t1.349\t1.330\t1.131\n1\t0.795\t0.308\t1.304\t1.933\t0.721\t1.018\t-0.089\t-0.620\t2.173\t0.628\t0.246\t-1.405\t0.000\t0.496\t2.611\t-1.724\t0.000\t0.774\t0.709\t0.007\t0.000\t0.911\t0.859\t0.991\t0.738\t0.759\t0.910\t0.796\n1\t0.908\t0.872\t-0.430\t0.679\t0.658\t0.418\t-2.499\t-1.145\t0.000\t0.371\t1.920\t-0.982\t0.000\t0.855\t0.376\t0.616\t2.548\t0.755\t-0.919\t0.975\t3.102\t0.218\t0.939\t0.985\t0.656\t0.548\t0.676\t0.637\n0\t0.293\t-1.776\t-0.717\t1.418\t0.858\t1.179\t-1.578\t-0.258\t0.000\t1.017\t-0.472\t1.519\t2.215\t1.014\t0.034\t-1.400\t2.548\t0.694\t1.898\t-0.447\t0.000\t1.177\t1.388\t0.992\t0.771\t0.600\t1.056\t0.908\n1\t0.457\t-1.194\t-1.139\t1.075\t-1.722\t0.752\t-2.528\t-1.705\t0.000\t1.787\t0.795\t0.412\t2.215\t1.193\t1.079\t0.305\t2.548\t2.026\t0.583\t-0.628\t0.000\t0.684\t3.049\t0.977\t1.395\t0.323\t2.556\t1.914\n1\t1.825\t0.002\t-1.336\t0.527\t1.003\t0.620\t-0.688\t-0.161\t2.173\t0.475\t-1.117\t0.068\t2.215\t1.310\t-0.175\t0.806\t0.000\t0.568\t-0.791\t-1.118\t0.000\t1.009\t0.875\t1.167\t0.924\t0.245\t0.757\t0.710\n1\t1.785\t0.701\t-1.416\t0.053\t-1.156\t0.897\t0.429\t-0.283\t0.000\t1.235\t0.491\t1.163\t2.215\t0.568\t-0.484\t0.163\t0.000\t0.466\t0.998\t0.057\t0.000\t0.817\t1.217\t1.001\t0.939\t1.324\t1.044\t0.965\n1\t0.865\t-0.648\t1.073\t2.164\t1.625\t0.844\t-0.216\t-0.033\t2.173\t0.761\t-0.293\t-1.221\t0.000\t0.723\t0.345\t-1.048\t2.548\t1.089\t0.759\t0.372\t0.000\t0.965\t0.952\t0.988\t0.843\t0.826\t0.928\t0.820\n1\t0.688\t-0.688\t-1.275\t0.140\t-0.418\t1.549\t-0.583\t-0.142\t2.173\t0.985\t-0.287\t-1.730\t0.000\t0.822\t1.819\t1.080\t0.000\t1.078\t-0.363\t-1.080\t3.102\t0.897\t0.737\t0.992\t1.132\t1.028\t1.004\t0.851\n0\t1.738\t0.359\t1.689\t0.741\t1.375\t0.673\t0.258\t-1.264\t2.173\t0.780\t-0.461\t0.151\t0.000\t0.649\t-0.183\t0.539\t0.000\t0.853\t-1.944\t-0.817\t0.000\t1.304\t1.313\t0.984\t1.366\t1.290\t1.252\t1.140\n0\t0.576\t0.343\t1.317\t1.394\t0.070\t1.741\t-0.614\t-1.353\t2.173\t1.566\t-0.199\t0.407\t2.215\t0.749\t-0.813\t1.647\t0.000\t0.688\t-0.578\t-0.198\t0.000\t0.793\t0.952\t1.120\t1.601\t2.482\t1.372\t1.061\n1\t1.244\t-1.721\t-0.998\t0.505\t-0.936\t0.874\t-1.178\t0.721\t2.173\t0.764\t-1.168\t0.287\t0.000\t0.478\t-1.487\t1.527\t0.000\t0.500\t0.302\t-1.336\t0.000\t0.857\t0.698\t0.990\t1.135\t0.698\t0.803\t0.701\n1\t1.525\t0.442\t1.474\t0.419\t0.150\t0.761\t-0.618\t-1.002\t2.173\t0.724\t-0.719\t0.101\t1.107\t0.890\t0.346\t-0.543\t0.000\t1.087\t-0.085\t0.530\t0.000\t0.931\t0.953\t1.030\t0.946\t0.918\t0.853\t0.757\n1\t0.313\t-0.852\t-0.562\t0.433\t0.533\t0.762\t0.471\t-0.145\t2.173\t1.144\t0.030\t-1.449\t2.215\t0.907\t-1.451\t1.595\t0.000\t0.496\t-0.354\t1.229\t0.000\t0.517\t0.861\t0.977\t0.663\t1.305\t0.949\t0.847\n0\t0.322\t-1.405\t-0.196\t0.868\t1.689\t0.565\t-0.334\t0.132\t0.000\t1.011\t-1.308\t0.047\t1.107\t0.828\t1.058\t-0.940\t2.548\t0.488\t0.055\t1.424\t0.000\t0.912\t0.705\t0.989\t0.954\t1.738\t1.306\t1.053\n0\t1.459\t-0.899\t-1.256\t0.285\t0.707\t0.943\t0.720\t0.691\t2.173\t0.500\t-1.382\t-1.367\t0.000\t1.204\t0.396\t-0.543\t0.000\t0.693\t0.098\t1.188\t0.000\t0.865\t1.263\t0.986\t0.687\t0.377\t0.941\t0.817\n0\t0.620\t0.199\t-0.401\t0.635\t1.359\t1.354\t0.445\t-0.923\t2.173\t1.631\t-1.158\t0.437\t2.215\t1.196\t0.065\t1.491\t0.000\t0.762\t-2.213\t1.149\t0.000\t1.952\t1.622\t0.990\t0.912\t2.871\t1.777\t1.453\n1\t1.961\t0.451\t1.730\t0.609\t-1.442\t0.798\t0.394\t-0.097\t2.173\t0.330\t0.117\t0.442\t0.000\t0.596\t-0.153\t0.753\t2.548\t0.659\t-0.320\t-0.722\t0.000\t0.549\t0.519\t0.983\t0.741\t0.644\t0.837\t0.669\n1\t0.691\t1.177\t0.070\t1.096\t-0.845\t1.005\t0.354\t1.204\t2.173\t1.196\t-0.020\t1.730\t0.000\t1.209\t0.327\t-0.670\t0.000\t1.616\t0.431\t-0.028\t0.000\t0.852\t0.808\t0.986\t1.120\t0.843\t0.871\t0.800\n1\t0.527\t1.443\t0.909\t0.867\t-0.265\t0.444\t1.925\t-0.243\t0.000\t0.910\t0.449\t1.309\t1.107\t0.863\t2.241\t-1.198\t0.000\t1.305\t-0.240\t1.530\t3.102\t0.893\t1.329\t0.988\t0.832\t0.425\t1.072\t0.904\n1\t0.493\t-0.642\t0.359\t0.247\t-0.793\t0.884\t0.643\t-1.413\t0.000\t1.033\t0.436\t0.617\t2.215\t1.269\t0.929\t-0.321\t0.000\t1.611\t-0.050\t1.742\t1.551\t1.626\t1.240\t0.990\t0.693\t1.032\t0.995\t0.825\n1\t0.625\t-1.036\t0.379\t0.728\t1.580\t1.636\t0.336\t-1.537\t2.173\t0.719\t-0.020\t0.561\t0.000\t1.682\t-0.064\t-0.115\t1.274\t0.371\t0.151\t-0.518\t0.000\t0.560\t1.212\t0.990\t0.868\t2.026\t1.098\t0.885\n1\t0.479\t0.731\t0.745\t2.542\t1.423\t0.781\t0.081\t-0.563\t2.173\t0.319\t2.145\t-0.077\t0.000\t0.271\t0.549\t-0.949\t2.548\t0.520\t1.439\t0.292\t0.000\t0.317\t0.757\t0.994\t0.648\t0.247\t0.925\t0.756\n1\t0.787\t0.347\t-0.441\t0.846\t0.716\t0.596\t-0.626\t-1.361\t2.173\t0.680\t1.006\t0.247\t0.000\t0.471\t2.102\t1.325\t0.000\t1.024\t0.648\t-1.269\t3.102\t0.929\t0.807\t0.988\t0.872\t0.636\t0.874\t0.777\n1\t0.603\t-0.206\t1.061\t0.813\t-0.166\t1.174\t0.743\t1.193\t2.173\t1.281\t0.196\t-0.303\t0.000\t0.905\t0.830\t-1.384\t1.274\t0.978\t0.123\t-0.989\t0.000\t0.846\t0.878\t0.987\t1.272\t0.943\t0.996\t0.954\n1\t0.729\t-1.717\t-0.464\t0.917\t-1.510\t2.182\t-1.620\t-0.910\t0.000\t2.733\t-1.271\t0.737\t2.215\t0.994\t-0.325\t1.068\t2.548\t0.749\t-1.669\t1.316\t0.000\t0.736\t0.860\t0.987\t1.081\t1.007\t1.122\t0.867\n1\t0.313\t0.134\t-1.634\t1.235\t-0.795\t0.955\t0.316\t1.159\t2.173\t0.761\t-0.944\t0.024\t2.215\t0.344\t0.057\t-1.025\t0.000\t0.383\t-0.618\t-1.676\t0.000\t0.276\t0.602\t0.985\t0.743\t1.378\t1.010\t0.740\n0\t1.242\t-0.467\t1.335\t0.830\t-0.557\t0.591\t0.432\t-1.201\t2.173\t0.769\t1.174\t0.488\t0.000\t0.307\t0.099\t-1.501\t1.274\t0.586\t-2.141\t1.225\t0.000\t2.881\t1.527\t1.394\t0.938\t0.166\t1.058\t0.933\n0\t0.867\t-0.305\t0.857\t1.095\t-0.599\t0.524\t0.725\t-0.741\t0.000\t0.773\t-0.984\t0.094\t2.215\t0.713\t-0.562\t-1.381\t2.548\t0.547\t-1.369\t1.134\t0.000\t1.463\t0.920\t1.305\t0.808\t0.782\t0.738\t0.697\n1\t1.217\t-0.038\t0.862\t0.793\t-1.092\t0.745\t1.435\t1.377\t0.000\t0.709\t-0.380\t0.104\t0.000\t1.246\t0.942\t-0.445\t2.548\t1.403\t-0.124\t-0.834\t3.102\t0.782\t0.820\t1.337\t0.854\t0.722\t0.767\t0.669\n0\t0.696\t0.741\t1.294\t1.161\t-0.657\t0.798\t-0.459\t1.189\t1.087\t0.762\t-0.542\t-0.597\t2.215\t0.568\t-0.267\t0.697\t0.000\t0.572\t1.332\t0.245\t0.000\t0.996\t0.914\t1.224\t0.912\t1.148\t0.901\t0.871\n0\t0.749\t0.968\t0.010\t0.992\t1.232\t0.770\t1.412\t0.251\t1.087\t0.554\t1.392\t-1.208\t0.000\t1.163\t0.183\t-1.281\t2.548\t1.040\t-0.613\t1.223\t0.000\t0.864\t0.980\t1.065\t0.748\t1.389\t1.190\t1.030\n1\t0.803\t1.840\t1.150\t0.977\t1.288\t1.547\t1.265\t0.087\t0.000\t0.898\t0.378\t-1.426\t0.000\t1.745\t-0.739\t-1.297\t2.548\t0.799\t-0.249\t-1.409\t3.102\t1.204\t1.051\t0.973\t0.791\t0.251\t1.008\t0.877\n1\t0.533\t-0.703\t0.400\t1.730\t0.180\t0.887\t0.057\t-1.199\t2.173\t0.793\t-1.095\t-0.321\t0.000\t1.593\t0.900\t1.655\t2.548\t1.054\t-0.279\t1.207\t0.000\t1.266\t1.199\t0.984\t2.469\t1.071\t1.786\t1.409\n1\t0.774\t-1.057\t0.736\t0.657\t-0.227\t0.968\t-0.605\t-1.141\t0.000\t1.371\t-1.474\t1.140\t0.000\t0.621\t-1.151\t0.042\t2.548\t0.744\t-0.616\t-0.347\t1.551\t2.450\t1.435\t0.987\t0.524\t0.225\t0.899\t0.810\n0\t1.735\t-0.522\t0.285\t0.122\t0.516\t1.273\t0.062\t1.657\t2.173\t0.403\t0.051\t1.257\t0.000\t0.736\t-2.530\t-0.739\t0.000\t1.688\t0.970\t1.654\t3.102\t1.021\t0.979\t0.993\t1.314\t0.898\t1.064\t0.914\n1\t0.793\t0.503\t-0.920\t1.837\t-0.247\t1.180\t1.558\t0.630\t0.000\t1.787\t1.462\t-1.419\t2.215\t0.914\t1.180\t1.272\t2.548\t0.597\t0.553\t1.730\t0.000\t1.230\t0.816\t0.990\t1.566\t0.903\t1.130\t1.135\n1\t0.793\t-0.557\t-0.341\t0.871\t-1.317\t1.137\t0.152\t-1.143\t2.173\t1.562\t0.794\t0.960\t0.000\t2.009\t0.559\t0.181\t2.548\t0.410\t0.527\t-1.601\t0.000\t0.779\t1.065\t0.984\t0.961\t1.805\t1.163\t1.156\n0\t0.826\t0.508\t-1.254\t0.892\t-0.563\t1.564\t-1.330\t0.874\t0.000\t1.390\t-0.063\t-1.131\t2.215\t1.442\t-0.655\t0.304\t2.548\t1.049\t-2.275\t-0.879\t0.000\t0.865\t0.976\t0.987\t0.641\t1.532\t1.267\t1.132\n1\t0.827\t-1.069\t-1.510\t1.764\t1.710\t0.938\t0.240\t1.347\t1.087\t0.686\t-1.915\t-0.125\t0.000\t1.592\t2.013\t0.512\t0.000\t1.298\t0.577\t-0.182\t0.000\t0.685\t0.767\t1.000\t0.839\t1.273\t1.129\t1.054\n0\t0.401\t-0.731\t0.449\t0.365\t0.795\t0.764\t-0.010\t-1.187\t2.173\t0.844\t0.429\t1.097\t0.000\t0.996\t0.378\t0.070\t2.548\t0.699\t-1.952\t-0.297\t0.000\t2.116\t1.445\t0.995\t0.910\t1.012\t1.062\t0.930\n0\t0.336\t1.414\t-0.213\t1.781\t1.715\t0.706\t0.713\t-1.307\t0.000\t0.894\t1.808\t0.578\t0.000\t1.047\t-0.382\t-1.198\t0.000\t0.982\t-0.914\t-0.221\t0.000\t0.942\t0.840\t1.057\t1.479\t0.390\t0.948\t0.941\n1\t0.669\t-0.352\t0.358\t0.544\t-1.347\t0.849\t1.402\t0.426\t0.000\t1.410\t0.475\t-0.315\t0.000\t2.084\t0.167\t-1.637\t2.548\t1.029\t0.433\t1.173\t3.102\t0.987\t0.794\t0.987\t1.020\t0.668\t0.902\t0.949\n0\t3.480\t-0.174\t-1.289\t0.637\t-1.577\t1.741\t-1.803\t0.434\t0.000\t0.819\t-0.354\t-0.649\t1.107\t0.906\t-0.814\t0.514\t2.548\t0.911\t-1.688\t1.211\t0.000\t1.254\t0.910\t0.978\t0.875\t0.830\t1.035\t1.555\n0\t1.373\t-2.041\t0.824\t0.092\t0.709\t0.858\t0.292\t-0.222\t0.000\t0.688\t-1.219\t1.451\t2.215\t0.924\t-0.274\t-1.475\t2.548\t0.543\t-2.269\t-1.456\t0.000\t0.684\t0.995\t0.989\t0.657\t0.587\t0.950\t1.097\n0\t0.562\t0.972\t1.152\t0.420\t1.356\t0.710\t-0.650\t0.291\t2.173\t1.035\t-0.765\t-0.758\t1.107\t1.535\t0.518\t-1.509\t0.000\t0.401\t-1.142\t0.690\t0.000\t1.259\t1.172\t0.992\t0.816\t1.026\t0.946\t0.825\n1\t0.336\t-1.189\t-1.503\t0.911\t-0.072\t1.164\t0.578\t-0.743\t2.173\t1.233\t-0.006\t1.452\t0.000\t1.033\t-0.342\t0.837\t0.000\t0.392\t-0.351\t0.402\t3.102\t0.966\t0.614\t0.993\t0.876\t0.719\t0.957\t0.813\n1\t0.458\t0.628\t-0.427\t0.409\t-0.463\t0.685\t-0.305\t-1.486\t0.000\t1.109\t-1.441\t0.488\t2.215\t0.689\t-0.845\t1.569\t0.000\t0.609\t0.931\t1.432\t0.000\t0.903\t0.805\t0.986\t0.898\t0.617\t0.907\t0.781\n0\t0.379\t0.037\t-0.744\t1.226\t1.027\t0.546\t-2.800\t0.928\t0.000\t0.892\t0.724\t-1.217\t2.215\t0.702\t-0.355\t-0.303\t1.274\t1.372\t1.011\t-0.723\t0.000\t0.955\t0.899\t0.988\t0.804\t0.796\t0.657\t0.656\n1\t1.727\t-0.498\t-1.120\t0.731\t1.664\t1.132\t-0.573\t0.390\t2.173\t0.658\t0.027\t-0.251\t0.000\t0.381\t-1.458\t0.621\t0.000\t0.657\t0.243\t1.679\t3.102\t0.884\t0.781\t0.989\t0.556\t0.932\t0.889\t0.770\n0\t0.628\t-1.046\t-0.454\t0.896\t0.196\t1.142\t0.554\t1.387\t0.000\t2.028\t-0.329\t-0.851\t2.215\t0.570\t-0.358\t1.015\t0.000\t1.018\t0.074\t0.501\t3.102\t0.862\t0.768\t0.989\t1.005\t1.249\t1.142\t0.982\n1\t0.574\t0.600\t0.940\t0.846\t-0.593\t1.459\t-0.399\t-0.477\t2.173\t1.322\t-0.926\t0.987\t0.000\t1.068\t1.908\t1.300\t0.000\t1.023\t-0.858\t-1.248\t3.102\t1.190\t0.908\t0.988\t0.922\t0.925\t1.014\t0.882\n0\t0.540\t1.383\t1.538\t0.611\t-0.367\t1.084\t0.822\t1.311\t2.173\t1.041\t-0.598\t-0.529\t2.215\t0.868\t-1.656\t0.416\t0.000\t0.808\t-0.847\t-1.249\t0.000\t0.997\t0.932\t0.986\t1.115\t1.985\t1.388\t1.560\n0\t1.941\t0.336\t-0.060\t0.369\t0.758\t1.039\t-0.226\t-1.656\t2.173\t0.505\t-0.450\t1.456\t0.000\t0.592\t-1.327\t-0.648\t0.000\t1.205\t-0.858\t0.161\t3.102\t0.906\t0.874\t0.980\t0.870\t1.278\t1.030\t0.897\n1\t0.841\t-0.136\t-1.431\t1.450\t0.052\t0.738\t-0.381\t-0.146\t0.000\t1.347\t0.766\t1.697\t2.215\t1.095\t0.616\t0.263\t2.548\t0.686\t-1.326\t0.829\t0.000\t1.089\t1.016\t1.488\t1.312\t1.243\t1.107\t0.984\n1\t1.647\t-0.522\t0.343\t0.513\t0.082\t0.417\t0.383\t-1.170\t1.087\t1.214\t1.590\t-1.348\t0.000\t0.659\t0.371\t0.427\t2.548\t0.533\t1.081\t0.990\t0.000\t0.918\t0.942\t0.984\t1.039\t0.648\t0.733\t1.119\n1\t0.420\t-1.688\t-1.293\t0.450\t-0.670\t1.235\t-0.211\t0.750\t0.000\t0.857\t0.061\t-0.893\t2.215\t1.005\t-1.233\t-1.687\t2.548\t0.810\t-0.575\t0.338\t0.000\t0.751\t0.758\t0.981\t0.722\t0.997\t0.648\t0.588\n1\t0.851\t-1.194\t-0.806\t0.930\t0.067\t0.610\t-0.822\t-0.048\t0.000\t0.422\t-0.448\t-0.251\t0.000\t0.619\t1.253\t-1.673\t0.000\t0.421\t-2.354\t-1.614\t0.000\t0.963\t0.976\t0.986\t0.879\t0.372\t0.715\t0.699\n1\t0.424\t1.480\t-1.248\t0.361\t-0.496\t0.973\t-0.054\t1.611\t0.000\t1.458\t-0.650\t-0.229\t2.215\t0.596\t0.222\t0.608\t2.548\t0.710\t-0.578\t0.483\t0.000\t1.156\t0.797\t0.991\t0.933\t0.824\t0.892\t0.785\n0\t0.305\t-0.054\t1.522\t0.948\t-0.956\t0.563\t-0.221\t-0.141\t0.000\t0.977\t0.415\t0.961\t2.215\t0.714\t-2.367\t0.901\t0.000\t1.427\t0.344\t-1.133\t3.102\t0.864\t1.019\t0.988\t0.650\t1.013\t0.738\t0.730\n0\t0.861\t0.407\t0.623\t2.301\t1.114\t0.943\t1.078\t-0.827\t0.000\t0.569\t2.089\t-1.018\t0.000\t1.373\t0.271\t-1.122\t2.548\t2.117\t-0.388\t0.398\t3.102\t0.904\t0.964\t0.987\t1.201\t1.375\t1.247\t1.246\n1\t1.908\t-0.359\t0.491\t1.126\t1.018\t0.894\t-1.042\t-0.945\t1.087\t0.573\t-0.377\t-0.488\t0.000\t0.769\t-0.626\t-1.623\t1.274\t0.397\t0.100\t-1.191\t0.000\t0.400\t0.524\t0.988\t0.868\t0.622\t0.954\t0.765\n0\t0.409\t-1.936\t1.310\t1.316\t0.147\t0.685\t0.575\t-1.016\t2.173\t0.737\t0.751\t0.423\t0.000\t1.178\t-0.024\t-1.495\t2.548\t0.653\t-0.977\t1.226\t0.000\t1.187\t1.031\t0.990\t2.364\t0.581\t1.696\t1.495\n1\t1.577\t0.788\t1.222\t0.762\t0.461\t2.274\t0.441\t-0.055\t0.000\t1.816\t0.993\t-1.307\t0.000\t0.718\t0.101\t1.606\t2.548\t0.626\t1.497\t-0.735\t0.000\t0.879\t0.858\t0.986\t0.622\t0.460\t0.539\t0.700\n0\t1.440\t0.466\t0.995\t0.082\t-1.377\t0.680\t0.374\t-0.093\t2.173\t1.227\t-0.834\t-1.212\t0.000\t1.033\t-1.169\t-0.756\t0.000\t1.034\t-1.883\t0.574\t0.000\t0.783\t0.861\t0.984\t0.861\t0.867\t0.892\t0.881\n1\t0.900\t-0.534\t0.823\t0.896\t0.038\t0.824\t1.035\t1.216\t1.087\t1.112\t0.683\t-1.437\t2.215\t0.706\t-0.547\t0.224\t0.000\t0.872\t1.988\t-0.706\t0.000\t0.853\t0.922\t0.993\t1.100\t0.989\t0.914\t0.785\n1\t1.722\t1.003\t0.098\t0.698\t0.134\t0.351\t-1.591\t0.470\t0.000\t0.653\t0.606\t-0.733\t1.107\t0.872\t-0.497\t-1.650\t2.548\t0.753\t0.974\t-0.734\t0.000\t0.775\t0.740\t0.986\t1.418\t0.771\t0.973\t0.877\n0\t1.564\t1.728\t1.652\t1.153\t0.960\t0.671\t-0.041\t-0.412\t0.000\t0.450\t-0.670\t1.662\t0.000\t0.637\t1.267\t-0.230\t2.548\t0.475\t-0.035\t0.331\t3.102\t1.181\t0.973\t1.086\t0.853\t0.386\t0.669\t0.939\n0\t0.519\t1.588\t-0.921\t1.333\t1.568\t0.617\t0.904\t0.956\t2.173\t0.613\t-0.101\t-0.590\t0.000\t1.036\t1.217\t-0.257\t2.548\t1.038\t0.054\t0.395\t0.000\t0.811\t0.904\t0.986\t0.851\t0.910\t0.701\t0.735\n0\t0.609\t-0.595\t1.181\t0.710\t-0.059\t0.585\t0.045\t-0.519\t0.000\t0.768\t-0.779\t-1.297\t2.215\t0.733\t1.140\t0.778\t2.548\t0.925\t-0.392\t0.380\t0.000\t0.865\t0.896\t0.985\t0.762\t1.234\t0.883\t0.786\n0\t2.584\t0.731\t-1.123\t0.620\t0.831\t1.953\t-0.881\t0.541\t0.000\t1.262\t1.422\t-1.009\t1.107\t0.666\t-0.483\t0.204\t0.000\t0.564\t-0.459\t-0.660\t0.000\t0.717\t1.399\t1.722\t1.075\t0.896\t1.824\t1.658\n1\t0.766\t-0.440\t0.946\t0.500\t-1.116\t1.247\t-0.274\t1.499\t2.173\t1.012\t-0.504\t-0.395\t2.215\t0.520\t0.117\t-1.114\t0.000\t1.899\t-0.364\t0.178\t0.000\t1.054\t0.771\t0.987\t0.799\t1.650\t0.980\t0.816\n0\t0.440\t-0.129\t0.770\t1.682\t-0.567\t1.283\t0.719\t1.450\t0.000\t0.851\t1.030\t-0.576\t2.215\t0.818\t0.524\t0.645\t2.548\t1.634\t2.092\t0.170\t0.000\t0.832\t0.877\t1.112\t0.848\t0.820\t0.861\t0.910\n1\t1.565\t1.356\t-0.034\t0.116\t0.649\t0.787\t-0.072\t1.510\t2.173\t0.913\t0.598\t-1.229\t2.215\t0.521\t1.789\t-0.819\t0.000\t0.967\t1.090\t0.592\t0.000\t0.793\t0.851\t0.975\t1.204\t0.891\t0.916\t0.810\n0\t1.516\t0.896\t-1.496\t0.484\t0.453\t0.345\t0.406\t1.613\t0.000\t0.976\t0.125\t0.125\t1.107\t0.770\t1.186\t0.362\t2.548\t0.465\t-1.146\t-1.014\t0.000\t0.755\t0.876\t1.166\t1.034\t0.604\t0.739\t0.710\n0\t0.571\t1.042\t0.164\t1.559\t0.010\t0.547\t-0.074\t0.884\t2.173\t0.595\t-0.796\t-1.468\t2.215\t0.737\t-0.318\t1.591\t0.000\t1.381\t0.648\t-1.149\t0.000\t0.958\t0.898\t0.991\t1.916\t0.784\t1.406\t1.202\n1\t0.945\t2.182\t1.374\t0.906\t1.208\t1.373\t1.123\t-0.480\t2.173\t0.563\t0.904\t1.688\t0.000\t0.452\t1.230\t0.690\t0.000\t0.665\t0.285\t0.460\t3.102\t0.627\t1.088\t0.983\t0.703\t0.862\t0.959\t0.779\n1\t1.131\t0.286\t-1.370\t0.294\t1.044\t0.474\t-0.275\t-0.277\t2.173\t0.825\t-0.613\t-0.808\t2.215\t0.941\t1.070\t0.586\t0.000\t0.905\t0.477\t0.192\t0.000\t0.471\t1.103\t0.989\t0.826\t0.454\t0.715\t0.723\n1\t1.120\t-1.164\t0.433\t0.568\t1.577\t0.887\t-1.363\t-1.012\t0.000\t1.696\t-0.944\t0.711\t2.215\t1.162\t-2.197\t-1.052\t0.000\t0.959\t-0.640\t1.616\t3.102\t0.993\t0.964\t0.987\t0.688\t0.846\t1.165\t0.966\n0\t0.903\t1.364\t1.229\t1.289\t-0.145\t0.881\t1.112\t-1.707\t2.173\t0.795\t1.656\t0.149\t0.000\t0.693\t0.571\t-0.762\t0.000\t0.640\t1.244\t-1.040\t0.000\t0.822\t1.040\t1.413\t1.212\t1.449\t1.043\t0.906\n0\t0.637\t1.299\t-1.708\t1.014\t-0.413\t1.056\t1.213\t0.361\t2.173\t0.826\t0.639\t-0.599\t0.000\t1.386\t-0.041\t-1.595\t2.548\t1.509\t-0.804\t1.233\t0.000\t0.843\t0.762\t1.024\t0.931\t1.798\t1.118\t1.025\n0\t0.500\t1.707\t0.262\t0.432\t1.336\t1.235\t0.838\t0.571\t2.173\t1.594\t0.653\t-0.756\t2.215\t1.060\t0.757\t-1.364\t0.000\t0.931\t1.258\t1.442\t0.000\t0.735\t1.004\t0.989\t0.765\t1.929\t1.098\t0.893\n0\t1.571\t0.271\t0.681\t0.093\t1.619\t1.373\t0.667\t-0.902\t0.000\t1.394\t-0.074\t1.265\t2.215\t0.959\t0.047\t-0.760\t0.000\t0.954\t0.310\t0.177\t3.102\t0.704\t0.887\t0.996\t0.861\t0.896\t1.064\t0.968\n0\t0.420\t-1.611\t-0.946\t0.618\t0.873\t0.800\t-0.321\t-0.701\t0.000\t1.166\t-1.162\t1.424\t2.215\t1.302\t-0.434\t0.078\t2.548\t0.373\t1.367\t0.616\t0.000\t1.232\t0.979\t0.995\t0.769\t1.317\t1.021\t0.835\n1\t0.889\t-1.466\t0.976\t0.467\t-0.578\t1.016\t-0.257\t-1.222\t0.000\t1.841\t-1.352\t-0.295\t2.215\t0.391\t-0.847\t1.178\t0.000\t0.810\t-0.121\t1.455\t0.000\t0.925\t0.917\t0.985\t0.946\t0.775\t1.046\t0.877\n0\t1.937\t-0.778\t0.707\t0.901\t0.859\t1.242\t1.138\t-1.278\t0.000\t0.526\t1.318\t-0.886\t2.215\t0.603\t0.573\t0.666\t0.000\t1.016\t-0.389\t-0.301\t3.102\t1.368\t0.875\t0.987\t1.696\t0.764\t1.119\t0.975\n0\t1.270\t-1.031\t0.683\t0.939\t1.614\t0.496\t1.005\t-1.686\t0.000\t0.524\t-1.149\t-0.202\t1.107\t0.995\t0.420\t-0.313\t2.548\t1.106\t-0.749\t-0.976\t0.000\t0.757\t0.906\t1.125\t0.784\t0.708\t0.904\t1.054\n0\t0.588\t1.402\t-0.394\t0.782\t1.406\t0.435\t-0.927\t1.446\t1.087\t1.060\t-1.121\t-0.440\t0.000\t0.927\t-0.547\t0.993\t2.548\t0.745\t-0.145\t-0.724\t0.000\t0.767\t0.889\t0.987\t0.950\t0.342\t0.723\t0.850\n1\t0.398\t-0.917\t-0.986\t0.205\t0.010\t0.844\t0.101\t-0.141\t0.000\t1.157\t2.254\t1.592\t0.000\t1.188\t0.828\t-0.235\t0.000\t1.240\t-1.856\t-1.654\t0.000\t0.882\t0.879\t0.986\t0.655\t1.001\t0.857\t0.981\n1\t1.103\t1.345\t-1.159\t1.544\t0.566\t1.054\t1.123\t-0.203\t0.000\t0.407\t-1.612\t0.593\t0.000\t0.516\t1.450\t0.877\t2.548\t1.865\t1.016\t-1.724\t1.551\t0.857\t0.728\t1.808\t1.120\t0.555\t0.766\t0.799\n0\t2.092\t0.338\t-0.879\t1.476\t-1.655\t2.391\t-0.403\t0.713\t1.087\t1.542\t0.150\t-1.473\t2.215\t1.845\t0.795\t-0.577\t0.000\t2.320\t0.172\t0.264\t0.000\t1.750\t1.796\t1.566\t2.450\t2.723\t1.862\t1.677\n1\t0.741\t-0.218\t-0.446\t0.681\t0.705\t0.381\t0.061\t-1.139\t2.173\t0.267\t2.094\t-0.120\t0.000\t0.737\t-1.243\t0.724\t2.548\t0.550\t1.229\t-1.637\t0.000\t0.552\t1.081\t0.984\t0.695\t0.833\t0.717\t0.688\n0\t5.039\t-0.657\t1.147\t0.310\t1.306\t1.227\t0.461\t-0.717\t0.000\t1.134\t0.935\t-0.452\t0.000\t1.854\t-0.180\t-0.177\t2.548\t0.617\t-0.408\t-1.260\t0.000\t0.909\t0.980\t1.007\t1.788\t1.036\t1.180\t1.303\n1\t0.840\t-1.240\t-0.221\t1.017\t0.119\t1.294\t-1.102\t0.029\t0.000\t0.964\t-1.306\t-1.578\t0.000\t1.544\t-0.662\t1.523\t1.274\t1.082\t-0.845\t-0.881\t3.102\t2.370\t1.383\t0.989\t1.100\t0.830\t1.063\t0.961\n0\t1.894\t-0.111\t1.603\t1.188\t-1.630\t1.198\t0.947\t-0.274\t2.173\t0.590\t-0.829\t1.156\t1.107\t0.542\t0.188\t0.516\t0.000\t0.831\t0.038\t-0.795\t0.000\t0.688\t0.798\t0.989\t0.831\t1.745\t1.255\t0.962\n1\t0.849\t-1.358\t-0.567\t1.136\t-1.581\t1.503\t-1.430\t0.551\t2.173\t0.539\t-0.734\t-0.928\t0.000\t1.240\t-2.185\t-1.653\t0.000\t1.250\t-1.463\t-0.086\t0.000\t0.923\t1.211\t1.076\t0.662\t0.725\t0.869\t0.790\n1\t1.278\t-0.699\t-1.423\t0.984\t1.325\t0.924\t-0.334\t0.111\t1.087\t0.735\t-1.070\t1.051\t0.000\t0.361\t-0.704\t-0.266\t0.000\t1.041\t-0.272\t-0.732\t3.102\t0.857\t0.976\t0.990\t0.726\t0.715\t0.813\t0.726\n1\t0.431\t1.550\t-0.705\t1.190\t0.815\t1.356\t0.144\t1.419\t2.173\t0.968\t0.455\t-0.146\t0.000\t2.486\t0.332\t-0.901\t0.000\t1.294\t0.473\t0.615\t3.102\t1.502\t1.283\t0.987\t1.172\t0.977\t1.255\t1.092\n1\t0.786\t-0.167\t0.934\t0.946\t-1.732\t0.915\t-0.951\t-0.256\t1.087\t0.644\t-2.034\t1.467\t0.000\t1.191\t-0.534\t-1.102\t2.548\t1.037\t0.363\t0.004\t0.000\t0.641\t0.788\t0.987\t1.293\t0.931\t0.945\t0.778\n0\t0.812\t-1.023\t0.164\t1.224\t0.842\t0.687\t-0.900\t-1.244\t2.173\t0.720\t0.156\t-1.629\t0.000\t0.528\t0.776\t0.388\t0.000\t1.028\t0.129\t-0.732\t3.102\t0.976\t1.005\t0.998\t0.821\t0.634\t0.767\t0.743\n0\t1.330\t-0.807\t1.360\t1.665\t0.244\t0.932\t0.081\t1.474\t0.000\t1.667\t0.867\t-0.634\t0.000\t1.351\t0.499\t-0.328\t1.274\t0.651\t0.362\t-0.986\t0.000\t0.972\t0.928\t1.741\t1.441\t0.391\t1.047\t0.992\n0\t0.681\t0.222\t-0.517\t0.977\t0.425\t1.144\t0.271\t-1.348\t2.173\t1.556\t-0.269\t0.406\t2.215\t0.922\t0.166\t0.866\t0.000\t0.953\t-0.720\t-0.514\t0.000\t1.003\t0.946\t0.990\t1.130\t2.038\t1.121\t0.923\n0\t1.059\t0.052\t0.123\t0.730\t1.344\t0.987\t-0.051\t1.386\t2.173\t0.718\t-0.729\t-1.160\t2.215\t0.901\t0.105\t-0.492\t0.000\t1.027\t0.747\t0.049\t0.000\t0.654\t0.882\t1.086\t0.866\t1.027\t0.863\t0.769\n0\t1.518\t1.227\t-1.711\t0.913\t1.616\t1.608\t0.493\t0.322\t0.000\t1.558\t1.440\t-1.213\t2.215\t0.491\t0.027\t-0.453\t2.548\t0.843\t0.206\t-0.054\t0.000\t0.896\t0.747\t0.980\t0.976\t0.942\t1.180\t1.099\n0\t1.918\t-0.086\t-0.813\t3.775\t-0.917\t4.190\t0.138\t0.786\t1.087\t1.531\t-0.861\t-1.335\t0.000\t0.859\t1.124\t-1.095\t2.548\t0.781\t-1.041\t-0.382\t0.000\t0.928\t0.942\t0.981\t3.987\t2.712\t2.566\t1.882\n1\t1.261\t-0.336\t1.479\t0.725\t-0.786\t0.982\t-1.012\t-1.582\t1.087\t1.085\t-0.492\t0.528\t0.000\t0.709\t2.672\t0.411\t0.000\t1.566\t-0.728\t-0.758\t3.102\t0.890\t0.928\t1.182\t0.840\t0.894\t0.897\t0.808\n1\t1.194\t0.165\t0.667\t0.634\t1.614\t0.981\t0.797\t-0.868\t0.000\t1.130\t-0.396\t1.020\t2.215\t0.731\t1.368\t-1.340\t0.000\t0.523\t0.473\t1.096\t0.000\t0.831\t0.950\t0.987\t0.718\t0.646\t1.025\t0.889\n1\t0.960\t0.282\t1.241\t1.069\t-1.214\t1.038\t0.458\t0.729\t2.173\t1.034\t-2.815\t-0.873\t0.000\t0.743\t0.805\t-0.640\t0.000\t1.516\t0.213\t-1.333\t0.000\t0.780\t1.230\t1.125\t1.140\t1.185\t1.037\t0.925\n1\t0.673\t-0.414\t-1.389\t1.812\t-0.565\t0.515\t-0.317\t0.450\t2.173\t0.780\t1.019\t1.298\t2.215\t0.584\t-1.072\t-0.962\t0.000\t0.811\t-1.459\t0.079\t0.000\t0.651\t0.724\t1.036\t1.260\t0.944\t0.931\t0.867\n1\t0.942\t-0.537\t0.408\t0.540\t-0.258\t0.847\t-0.308\t-1.087\t0.000\t1.405\t-0.552\t-0.555\t2.215\t1.465\t-0.960\t1.474\t0.000\t3.348\t-0.785\t0.539\t0.000\t1.123\t0.727\t0.986\t0.896\t0.809\t0.958\t0.975\n0\t1.249\t-1.702\t0.479\t0.740\t0.174\t1.648\t-0.284\t-1.184\t0.000\t1.383\t-0.782\t0.301\t0.000\t1.206\t-0.151\t1.143\t1.274\t1.010\t-0.967\t-0.777\t0.000\t1.031\t0.883\t0.993\t0.846\t0.606\t0.732\t0.724\n0\t1.170\t1.016\t-0.510\t0.573\t-1.337\t0.673\t1.421\t0.430\t2.173\t0.822\t-0.102\t-1.565\t2.215\t0.538\t-1.736\t1.257\t0.000\t0.384\t0.025\t-0.250\t0.000\t0.748\t0.764\t0.986\t0.938\t1.413\t1.023\t0.919\n0\t0.534\t-1.050\t1.221\t0.904\t-0.219\t0.881\t-1.299\t-0.820\t2.173\t0.555\t2.173\t-1.357\t0.000\t1.954\t0.148\t0.618\t1.274\t1.681\t0.625\t-1.581\t0.000\t1.054\t1.630\t0.984\t0.840\t2.052\t1.750\t1.376\n0\t0.641\t0.611\t-0.420\t0.069\t-1.501\t1.363\t-0.887\t1.603\t0.000\t1.616\t1.026\t-0.363\t1.107\t0.911\t1.225\t-0.021\t2.548\t0.798\t-0.248\t-0.187\t0.000\t0.792\t1.837\t0.904\t0.982\t0.434\t1.677\t1.266\n0\t0.876\t-0.699\t-0.337\t1.168\t1.427\t0.293\t1.454\t0.424\t0.000\t0.848\t0.980\t1.181\t1.107\t0.293\t1.919\t-0.382\t0.000\t0.593\t0.986\t-1.008\t3.102\t0.390\t0.581\t1.401\t0.922\t0.592\t0.844\t0.786\n1\t0.666\t-0.179\t0.021\t0.839\t-1.618\t0.727\t0.738\t-0.316\t2.173\t0.749\t-0.586\t0.067\t2.215\t0.726\t-0.343\t-1.636\t0.000\t1.806\t0.532\t1.458\t0.000\t0.799\t1.092\t1.031\t0.852\t0.870\t0.893\t0.764\n0\t0.467\t-1.656\t0.367\t1.882\t1.167\t0.903\t-1.543\t-1.237\t0.000\t0.882\t-1.805\t-0.776\t0.000\t1.434\t-0.572\t0.461\t2.548\t0.666\t-0.317\t-0.578\t3.102\t0.817\t0.746\t0.992\t0.773\t0.609\t0.901\t0.908\n0\t0.543\t0.269\t-1.743\t0.978\t0.425\t0.918\t0.498\t-1.502\t0.000\t1.004\t-0.219\t-1.563\t0.000\t1.261\t-0.096\t-0.053\t0.000\t0.712\t-0.690\t-0.079\t3.102\t0.768\t0.981\t0.990\t0.513\t0.442\t0.717\t0.702\n1\t0.331\t-0.543\t1.403\t1.619\t-1.716\t1.076\t-0.451\t-0.166\t2.173\t0.844\t0.979\t-1.107\t0.000\t1.408\t-0.098\t0.595\t2.548\t0.884\t-0.773\t1.035\t0.000\t0.952\t0.972\t0.988\t1.444\t1.007\t1.297\t1.074\n0\t0.879\t0.034\t-1.648\t0.513\t-0.488\t0.604\t0.062\t-0.019\t2.173\t0.640\t0.600\t0.920\t2.215\t0.383\t-0.751\t0.782\t0.000\t0.516\t0.356\t1.428\t0.000\t0.424\t0.570\t0.988\t0.700\t0.731\t0.623\t0.522\n0\t1.573\t0.466\t-1.588\t0.369\t-0.918\t0.734\t1.324\t0.521\t0.000\t0.724\t0.306\t0.677\t1.107\t0.514\t1.718\t-0.574\t0.000\t0.662\t-0.166\t-0.980\t1.551\t0.971\t0.917\t0.989\t0.876\t0.644\t0.665\t0.767\n1\t0.421\t-1.576\t-0.240\t0.774\t0.245\t0.835\t-0.101\t1.489\t2.173\t0.716\t-1.025\t1.201\t0.000\t1.243\t1.068\t-0.274\t2.548\t1.175\t-1.986\t-0.188\t0.000\t0.935\t0.759\t0.998\t0.953\t1.536\t0.981\t0.870\n0\t0.881\t-1.523\t1.146\t0.436\t-0.732\t1.077\t-1.301\t-0.897\t2.173\t0.396\t-1.149\t1.051\t0.000\t1.610\t-0.381\t0.709\t1.274\t0.697\t-2.142\t-0.841\t0.000\t0.851\t0.898\t0.990\t0.796\t1.797\t0.979\t0.811\n1\t2.210\t0.185\t-1.499\t0.471\t-0.443\t0.905\t-0.123\t0.182\t0.000\t0.759\t-0.475\t-1.201\t0.000\t1.015\t0.553\t0.830\t2.548\t0.506\t0.396\t0.064\t0.000\t0.861\t0.932\t1.152\t0.815\t0.320\t0.695\t0.654\n0\t0.830\t0.827\t0.531\t0.880\t-1.565\t0.923\t0.303\t-0.603\t0.000\t0.893\t-0.223\t-0.888\t0.000\t1.214\t1.214\t0.853\t0.000\t0.827\t-0.233\t0.952\t3.102\t0.885\t0.725\t1.125\t0.565\t0.510\t0.512\t0.557\n1\t0.936\t-0.947\t-1.606\t0.688\t-0.593\t0.858\t-0.267\t-1.444\t2.173\t0.950\t-1.353\t0.054\t0.000\t1.457\t-0.542\t0.454\t0.000\t1.124\t-0.919\t1.097\t3.102\t0.975\t0.831\t0.986\t0.832\t0.900\t0.956\t0.857\n1\t1.994\t-0.311\t1.146\t0.565\t-1.536\t1.196\t-0.666\t0.067\t2.173\t1.313\t-0.276\t-0.750\t2.215\t1.147\t0.062\t1.725\t0.000\t0.389\t-0.705\t-1.493\t0.000\t0.815\t0.871\t0.989\t1.310\t1.290\t1.123\t0.930\n0\t1.214\t-0.822\t0.808\t0.553\t1.018\t1.310\t0.553\t-1.343\t2.173\t1.275\t0.238\t0.106\t0.000\t0.459\t0.319\t1.038\t0.000\t0.813\t0.777\t-0.575\t1.551\t0.876\t0.699\t0.989\t1.401\t0.727\t0.962\t0.907\n0\t0.793\t0.185\t0.057\t2.109\t-0.676\t1.061\t-0.530\t-0.981\t2.173\t1.052\t-0.504\t0.852\t0.000\t1.578\t-0.506\t1.454\t2.548\t1.422\t0.629\t0.821\t0.000\t0.874\t0.942\t1.098\t0.972\t1.308\t1.053\t0.985\n0\t0.866\t-0.591\t-1.366\t0.500\t0.339\t1.083\t-0.511\t1.351\t2.173\t1.474\t-1.515\t-0.284\t2.215\t0.725\t0.000\t1.642\t0.000\t0.697\t0.559\t-0.161\t0.000\t0.827\t0.901\t0.986\t1.081\t2.110\t1.174\t0.945\n0\t0.351\t1.212\t-0.899\t1.282\t0.761\t3.184\t0.477\t0.074\t2.173\t3.749\t1.111\t-1.404\t0.000\t1.829\t-0.155\t1.477\t0.000\t0.575\t-0.274\t-1.245\t0.000\t0.860\t0.855\t0.986\t1.832\t0.929\t1.165\t1.103\n0\t2.253\t0.120\t1.482\t0.242\t-0.943\t0.585\t1.054\t0.307\t0.000\t0.799\t0.592\t-1.124\t2.215\t0.708\t-0.341\t-0.830\t2.548\t0.950\t1.365\t-0.268\t0.000\t0.654\t0.922\t0.984\t0.801\t0.460\t0.693\t0.793\n1\t2.327\t-1.339\t-0.998\t1.421\t-1.426\t2.703\t0.901\t0.842\t0.000\t1.470\t-1.536\t-0.502\t0.000\t0.554\t-0.781\t0.666\t2.548\t0.708\t-0.482\t-0.158\t1.551\t0.834\t0.792\t0.985\t0.835\t0.331\t0.706\t0.673\n0\t0.412\t-1.225\t1.320\t0.458\t-0.643\t0.659\t-0.503\t1.056\t0.000\t0.690\t-1.304\t-0.225\t2.215\t0.909\t-0.862\t-1.009\t1.274\t0.457\t-1.314\t-1.519\t0.000\t0.773\t0.867\t0.980\t0.663\t0.572\t0.631\t0.613\n0\t1.107\t0.512\t-0.151\t1.110\t0.803\t0.820\t0.639\t-1.279\t2.173\t0.438\t0.355\t1.629\t0.000\t0.708\t-0.510\t-1.686\t1.274\t0.673\t0.996\t-0.597\t0.000\t0.929\t0.956\t1.165\t0.909\t0.696\t0.820\t0.747\n0\t0.439\t1.428\t-0.750\t0.801\t-1.326\t0.997\t0.371\t0.416\t2.173\t1.053\t0.369\t1.544\t0.000\t0.532\t0.863\t-1.723\t0.000\t1.480\t-0.695\t-0.361\t3.102\t0.400\t1.116\t0.999\t0.828\t1.170\t0.962\t0.847\n0\t0.557\t0.046\t0.769\t1.813\t-1.251\t0.815\t0.145\t1.069\t0.000\t0.838\t0.626\t-0.573\t0.000\t1.290\t1.198\t0.362\t1.274\t1.071\t1.460\t1.460\t0.000\t0.843\t0.938\t1.350\t1.277\t1.642\t1.055\t0.873\n0\t1.760\t0.062\t1.516\t1.945\t1.172\t1.839\t-1.119\t-0.276\t0.000\t0.364\t-0.882\t-1.563\t2.215\t0.339\t-0.975\t-0.889\t2.548\t0.418\t-0.357\t-0.386\t0.000\t0.497\t0.851\t0.984\t0.780\t0.215\t0.550\t1.038\n0\t0.861\t0.523\t1.494\t1.122\t0.162\t0.891\t-0.998\t-1.272\t2.173\t1.049\t0.415\t-0.341\t2.215\t0.763\t-1.500\t1.383\t0.000\t0.562\t0.391\t0.895\t0.000\t0.966\t0.970\t1.269\t0.896\t1.534\t1.075\t0.979\n1\t0.941\t0.719\t0.837\t0.853\t-1.300\t0.667\t-0.281\t0.885\t2.173\t0.851\t0.274\t0.297\t0.000\t2.032\t0.616\t-0.836\t2.548\t0.766\t0.645\t1.646\t0.000\t1.020\t1.127\t1.164\t0.884\t1.621\t0.938\t0.819\n1\t0.984\t-1.358\t-0.851\t0.819\t1.444\t0.574\t-0.362\t0.316\t1.087\t0.741\t-1.205\t0.753\t2.215\t1.390\t-1.706\t-1.391\t0.000\t1.203\t-1.337\t-0.370\t0.000\t0.980\t0.772\t1.092\t0.946\t0.569\t0.702\t0.660\n1\t0.634\t1.476\t1.324\t0.764\t1.313\t0.987\t1.062\t-0.242\t1.087\t0.723\t0.291\t-0.622\t0.000\t1.074\t0.638\t-1.622\t0.000\t0.420\t-0.286\t0.442\t0.000\t0.842\t0.816\t1.001\t0.636\t1.213\t0.859\t0.731\n0\t1.177\t-0.160\t0.154\t3.206\t0.497\t1.710\t-0.932\t-1.071\t0.000\t1.043\t1.379\t-1.416\t0.000\t1.712\t-0.541\t0.648\t2.548\t1.982\t-0.016\t-1.328\t0.000\t0.645\t0.912\t0.993\t0.849\t0.984\t0.875\t1.227\n1\t0.991\t-0.259\t0.322\t0.984\t1.517\t1.253\t-0.143\t-0.662\t0.000\t0.518\t-0.297\t1.470\t0.000\t0.613\t-1.260\t1.037\t2.548\t1.066\t0.379\t0.500\t3.102\t0.627\t0.912\t1.205\t0.710\t0.712\t0.776\t0.755\n1\t1.908\t-1.067\t0.395\t0.852\t0.775\t1.158\t-0.621\t-1.210\t1.087\t0.427\t-0.087\t-0.905\t0.000\t0.808\t-0.649\t1.078\t0.000\t0.445\t-1.507\t-0.495\t0.000\t0.924\t0.918\t0.978\t0.604\t0.758\t1.007\t0.849\n1\t1.091\t-1.196\t1.560\t0.432\t-0.523\t0.869\t-1.486\t-0.951\t1.087\t0.613\t-0.964\t0.348\t0.000\t1.456\t-1.443\t0.892\t0.000\t0.881\t-0.117\t-0.312\t3.102\t0.811\t0.887\t0.983\t0.801\t0.846\t0.867\t0.759\n1\t0.947\t-1.305\t-0.869\t1.161\t-1.435\t0.930\t-0.709\t1.045\t0.000\t1.072\t-0.187\t0.733\t1.107\t0.894\t1.450\t-1.010\t0.000\t0.456\t0.498\t0.248\t3.102\t1.015\t1.021\t0.985\t1.006\t0.370\t1.024\t1.044\n0\t1.451\t-0.692\t0.994\t0.361\t1.178\t1.129\t0.937\t-0.620\t0.000\t1.459\t1.813\t1.634\t0.000\t0.861\t-0.077\t-1.014\t2.548\t1.113\t0.592\t-0.085\t0.000\t0.820\t0.860\t0.980\t0.848\t0.770\t0.664\t0.860\n1\t1.269\t-0.268\t1.241\t1.617\t-1.679\t0.866\t-0.150\t-0.472\t0.000\t0.449\t0.468\t1.073\t2.215\t1.565\t0.494\t0.323\t0.000\t0.647\t0.955\t-0.863\t3.102\t1.562\t1.011\t0.986\t0.656\t0.507\t0.707\t0.895\n0\t1.448\t0.965\t-0.487\t2.697\t-0.073\t1.300\t0.295\t1.481\t0.000\t1.441\t-0.689\t1.743\t2.215\t0.552\t-0.110\t0.455\t2.548\t0.847\t-1.679\t0.924\t0.000\t2.006\t1.305\t1.002\t2.334\t0.914\t1.460\t1.460\n0\t0.590\t-1.376\t1.092\t1.360\t1.324\t1.128\t-0.535\t-0.045\t2.173\t1.033\t0.701\t-1.301\t2.215\t0.623\t-0.519\t-1.679\t0.000\t0.716\t0.679\t-0.268\t0.000\t0.894\t0.992\t0.986\t1.116\t1.792\t1.157\t0.923\n0\t0.865\t0.487\t1.738\t0.740\t0.934\t1.112\t-0.136\t-0.952\t0.000\t1.150\t-1.535\t0.288\t0.000\t0.709\t-1.080\t1.369\t1.274\t1.040\t0.703\t0.204\t3.102\t2.868\t1.712\t0.995\t0.699\t0.972\t1.217\t1.259\n1\t0.740\t0.949\t-0.060\t2.050\t0.755\t0.951\t0.166\t-1.259\t2.173\t0.808\t-0.488\t1.338\t2.215\t0.936\t0.024\t-0.862\t0.000\t0.822\t-0.818\t-0.307\t0.000\t0.727\t0.790\t1.145\t1.442\t1.026\t1.109\t0.895\n1\t0.493\t-0.478\t0.990\t1.512\t-1.057\t0.646\t1.120\t1.258\t0.000\t0.552\t0.940\t-1.476\t0.000\t2.510\t-0.589\t0.120\t2.548\t0.429\t-0.076\t-1.434\t3.102\t0.801\t0.560\t1.152\t1.203\t0.813\t1.098\t0.992\n1\t1.553\t-0.881\t-1.612\t0.653\t0.592\t0.502\t0.056\t-0.091\t0.000\t0.864\t0.566\t0.356\t2.215\t1.564\t1.418\t-1.488\t0.000\t0.892\t0.553\t-0.529\t0.000\t1.160\t1.194\t1.276\t0.759\t0.523\t0.874\t1.070\n1\t0.516\t-0.842\t-0.676\t1.048\t0.772\t0.531\t0.651\t-1.292\t2.173\t0.859\t-0.383\t-0.318\t2.215\t0.675\t-1.213\t0.982\t0.000\t0.908\t-0.679\t0.347\t0.000\t1.005\t0.964\t0.987\t0.717\t0.940\t0.733\t0.675\n1\t1.209\t0.610\t0.479\t0.644\t1.319\t0.784\t-0.549\t-0.882\t2.173\t0.324\t0.652\t-0.556\t0.000\t0.916\t1.399\t1.624\t0.000\t0.678\t-1.082\t0.216\t0.000\t0.857\t1.226\t0.987\t0.495\t0.855\t0.751\t0.741\n0\t0.965\t-1.175\t1.416\t1.102\t1.108\t1.205\t-1.353\t-0.624\t0.000\t0.706\t-1.077\t0.327\t1.107\t0.478\t-1.661\t-1.339\t0.000\t0.734\t-0.150\t1.159\t3.102\t0.879\t0.967\t0.985\t0.773\t0.542\t0.739\t0.836\n1\t2.073\t0.007\t-1.585\t0.668\t-1.542\t1.095\t0.093\t0.030\t2.173\t0.439\t0.488\t0.362\t0.000\t0.820\t0.454\t-0.954\t2.548\t0.896\t-1.177\t0.654\t0.000\t0.932\t0.923\t0.985\t1.483\t0.946\t0.978\t0.920\n1\t0.550\t1.012\t0.376\t0.513\t-0.586\t1.114\t2.050\t-1.254\t0.000\t1.266\t0.195\t1.378\t2.215\t1.336\t0.492\t-0.656\t1.274\t2.194\t-0.078\t0.709\t0.000\t2.350\t1.971\t0.989\t0.943\t1.355\t1.517\t1.748\n1\t2.048\t0.231\t-1.410\t0.208\t0.580\t0.998\t-0.615\t-0.081\t2.173\t0.563\t0.426\t0.170\t0.000\t0.661\t-1.065\t1.034\t2.548\t0.699\t0.911\t1.559\t0.000\t0.959\t0.828\t0.985\t0.851\t0.899\t0.912\t0.785\n0\t0.618\t-0.641\t1.163\t0.123\t-1.245\t0.843\t2.839\t-1.400\t0.000\t0.601\t-0.942\t0.284\t0.000\t0.640\t1.194\t0.841\t1.274\t0.601\t0.466\t-0.616\t3.102\t0.847\t0.891\t0.989\t0.624\t0.493\t0.923\t0.826\n1\t0.506\t-2.134\t0.773\t2.364\t0.911\t1.042\t-1.430\t-1.323\t2.173\t0.914\t-1.238\t0.133\t2.215\t0.527\t1.629\t-1.055\t0.000\t0.383\t-0.067\t-1.022\t0.000\t1.118\t1.375\t0.975\t1.391\t1.393\t1.265\t1.259\n0\t1.516\t-0.713\t-1.531\t0.723\t1.410\t1.088\t-0.722\t0.471\t2.173\t0.825\t-0.537\t-0.788\t2.215\t0.669\t-1.880\t-0.585\t0.000\t0.399\t-0.016\t0.110\t0.000\t0.767\t0.927\t0.979\t0.823\t1.270\t0.963\t0.836\n0\t2.129\t0.105\t0.268\t0.595\t0.415\t1.650\t0.844\t-1.510\t1.087\t0.980\t0.474\t-0.425\t2.215\t0.465\t0.979\t0.574\t0.000\t0.586\t-0.754\t1.300\t0.000\t0.754\t0.824\t0.976\t2.028\t1.590\t1.407\t1.086\n1\t0.531\t-1.204\t-0.660\t0.899\t1.201\t0.552\t-0.760\t-0.924\t0.000\t1.103\t0.804\t1.565\t1.107\t1.418\t0.296\t0.194\t2.548\t0.930\t1.366\t1.671\t0.000\t0.891\t0.975\t0.987\t1.086\t1.299\t0.967\t0.864\n0\t0.366\t-1.671\t1.642\t2.169\t-1.083\t1.025\t-0.783\t-0.068\t2.173\t1.336\t-0.860\t1.690\t0.000\t1.192\t-0.844\t0.602\t2.548\t0.787\t-1.541\t0.279\t0.000\t1.092\t0.969\t0.985\t1.755\t0.787\t1.325\t1.253\n0\t1.049\t0.231\t0.630\t1.188\t0.483\t0.698\t-1.771\t-0.726\t0.000\t0.838\t0.766\t1.274\t2.215\t1.271\t0.633\t-0.968\t2.548\t0.665\t1.818\t-1.367\t0.000\t3.762\t2.305\t0.994\t0.998\t0.989\t1.548\t1.360\n0\t0.536\t1.071\t1.154\t2.406\t-1.595\t0.433\t0.935\t-0.529\t0.000\t0.952\t1.247\t0.549\t2.215\t0.617\t-1.526\t-0.549\t0.000\t0.814\t-0.265\t0.189\t0.000\t0.990\t0.833\t0.984\t0.867\t0.590\t0.816\t0.755\n1\t0.367\t-0.946\t0.783\t0.763\t0.280\t1.083\t-0.028\t-1.680\t2.173\t0.963\t-0.678\t0.216\t0.000\t1.192\t0.365\t-0.900\t2.548\t0.651\t-0.140\t1.024\t0.000\t0.740\t1.021\t0.985\t1.063\t0.966\t0.910\t0.824\n1\t1.647\t-0.275\t0.131\t1.107\t-0.388\t0.715\t-0.537\t1.055\t2.173\t0.353\t0.537\t-0.920\t0.000\t0.547\t0.296\t-1.611\t2.548\t1.160\t-0.347\t-1.681\t0.000\t0.915\t0.925\t0.981\t0.811\t0.630\t0.783\t0.739\n1\t0.722\t-1.195\t1.588\t1.556\t-0.985\t1.537\t-0.143\t0.171\t2.173\t1.306\t-0.145\t-1.020\t0.000\t0.996\t-0.411\t1.214\t2.548\t1.526\t-2.102\t1.173\t0.000\t3.216\t1.935\t1.077\t1.670\t1.267\t1.683\t1.399\n0\t0.696\t-0.626\t1.022\t0.347\t-0.622\t0.608\t-0.146\t-0.360\t0.000\t1.235\t-0.288\t1.622\t2.215\t1.095\t-0.204\t0.373\t0.000\t0.895\t-0.121\t-1.149\t3.102\t0.902\t0.772\t0.989\t0.771\t0.575\t0.784\t0.682\n1\t0.734\t0.336\t-0.446\t1.303\t0.675\t1.052\t0.158\t-0.917\t0.000\t0.769\t-0.128\t1.035\t2.215\t1.698\t-0.299\t1.615\t0.000\t1.385\t-0.948\t0.299\t1.551\t1.068\t1.220\t1.148\t0.752\t0.754\t0.930\t0.881\n0\t1.506\t-0.605\t0.967\t0.307\t-1.503\t0.925\t0.001\t-0.457\t0.000\t0.523\t-1.035\t-0.984\t2.215\t0.569\t0.902\t1.306\t2.548\t0.824\t-0.361\t-1.596\t0.000\t1.177\t0.979\t0.987\t0.751\t0.872\t0.691\t0.758\n0\t1.815\t-0.957\t-0.074\t0.830\t0.360\t1.510\t-1.544\t-1.573\t0.000\t1.295\t0.248\t1.260\t1.107\t1.726\t-0.469\t-0.487\t1.274\t0.495\t1.119\t0.585\t0.000\t2.932\t2.116\t0.976\t1.363\t1.708\t1.603\t1.407\n1\t0.891\t2.240\t-0.237\t1.022\t-1.255\t0.728\t-0.032\t-0.109\t2.173\t1.405\t-0.485\t-1.735\t0.000\t0.513\t2.107\t1.130\t0.000\t0.707\t-1.554\t-0.763\t0.000\t0.547\t0.661\t1.048\t1.567\t0.934\t1.106\t1.029\n0\t2.514\t-0.234\t-0.993\t0.469\t1.493\t0.989\t-0.682\t0.267\t2.173\t0.476\t-0.818\t0.792\t0.000\t0.855\t0.129\t1.248\t2.548\t0.589\t-0.406\t-1.572\t0.000\t0.598\t0.719\t1.180\t0.922\t1.012\t0.989\t0.784\n0\t0.653\t-0.978\t-0.182\t1.204\t-1.692\t0.750\t-0.853\t1.134\t0.000\t1.888\t-0.614\t-0.567\t1.107\t1.080\t0.349\t1.497\t2.548\t1.061\t-0.471\t0.413\t0.000\t0.850\t0.905\t1.201\t1.080\t1.661\t1.097\t0.950\n0\t0.348\t-0.881\t-1.509\t2.117\t-1.564\t0.736\t-0.542\t0.479\t1.087\t1.016\t0.979\t-0.199\t1.107\t0.541\t0.646\t0.764\t0.000\t0.612\t0.836\t-1.221\t0.000\t0.627\t0.827\t0.982\t1.214\t1.314\t1.118\t0.861\n1\t0.487\t0.570\t0.401\t1.204\t-1.029\t0.686\t1.424\t-1.044\t2.173\t1.223\t0.046\t0.500\t0.000\t0.995\t0.896\t1.587\t2.548\t0.527\t0.571\t0.097\t0.000\t0.503\t0.916\t1.019\t0.720\t0.754\t0.875\t0.766\n1\t0.335\t1.116\t0.228\t0.826\t1.666\t1.327\t1.339\t-0.764\t1.087\t1.331\t0.246\t1.042\t0.000\t0.339\t0.805\t-0.619\t0.000\t0.569\t0.098\t-0.293\t0.000\t1.061\t0.712\t0.987\t1.308\t0.894\t1.025\t0.901\n1\t1.800\t0.443\t-0.776\t0.216\t1.320\t0.591\t0.624\t0.740\t2.173\t0.703\t-0.231\t-1.212\t0.000\t0.528\t-0.442\t0.675\t2.548\t0.668\t0.132\t1.261\t0.000\t0.729\t0.839\t0.987\t0.781\t0.411\t0.680\t0.633\n0\t1.061\t-1.299\t1.631\t2.761\t1.591\t1.543\t1.823\t0.423\t0.000\t2.550\t1.417\t-0.431\t2.215\t1.589\t0.062\t1.685\t1.274\t1.741\t-0.543\t-1.182\t0.000\t1.145\t1.615\t0.998\t1.813\t2.583\t3.883\t3.894\n0\t0.722\t0.080\t-1.689\t1.179\t-0.974\t0.619\t0.129\t0.516\t0.000\t0.811\t1.050\t0.085\t0.000\t1.223\t1.005\t-1.232\t2.548\t1.086\t-0.468\t1.094\t3.102\t0.915\t1.067\t0.986\t0.745\t1.120\t0.799\t0.849\n0\t1.345\t0.738\t0.518\t0.362\t0.762\t0.507\t0.836\t-0.793\t2.173\t1.029\t0.212\t-1.697\t2.215\t0.673\t-0.775\t-0.985\t0.000\t0.516\t0.972\t0.076\t0.000\t0.938\t0.858\t0.986\t0.890\t0.844\t0.790\t0.712\n0\t1.410\t-2.134\t0.812\t0.583\t0.177\t0.664\t-1.013\t1.144\t1.087\t1.198\t-0.294\t-0.733\t0.000\t1.360\t-0.793\t-1.649\t2.548\t1.650\t-0.867\t-0.681\t0.000\t0.752\t0.958\t0.989\t0.773\t0.697\t0.802\t0.910\n0\t1.009\t0.735\t0.973\t1.358\t0.389\t1.978\t-0.707\t-0.996\t2.173\t0.747\t-1.136\t0.431\t2.215\t0.742\t-0.291\t1.133\t0.000\t0.697\t-1.073\t1.374\t0.000\t0.434\t1.303\t0.997\t1.460\t1.765\t1.846\t1.406\n1\t0.610\t0.291\t1.128\t1.010\t-0.127\t0.800\t1.272\t-1.370\t1.087\t1.209\t0.425\t0.373\t1.107\t0.535\t2.208\t-1.078\t0.000\t0.907\t0.652\t1.703\t0.000\t0.840\t1.182\t0.987\t0.986\t1.580\t0.903\t0.813\n0\t0.416\t0.559\t1.691\t0.526\t-1.409\t0.613\t0.907\t1.534\t2.173\t0.917\t1.523\t-0.365\t2.215\t0.806\t1.822\t-1.442\t0.000\t2.042\t0.334\t-0.188\t0.000\t1.794\t1.173\t0.988\t0.967\t1.151\t1.076\t1.076\n0\t0.643\t-1.666\t-0.532\t1.340\t1.096\t1.030\t1.136\t-0.410\t0.000\t1.673\t-0.891\t-0.839\t2.215\t2.478\t-0.293\t1.094\t0.000\t1.215\t-0.914\t1.362\t0.000\t0.888\t0.837\t1.279\t1.278\t0.948\t1.110\t1.035\n1\t1.121\t-0.096\t-1.619\t1.256\t0.935\t0.581\t-0.862\t0.468\t2.173\t0.941\t-1.434\t-0.521\t0.000\t0.742\t1.483\t-1.237\t0.000\t1.099\t-0.301\t0.257\t0.000\t1.154\t0.996\t1.224\t0.923\t0.758\t0.702\t0.796\n1\t1.920\t0.327\t0.134\t0.415\t-0.144\t0.664\t0.531\t1.403\t2.173\t0.549\t0.135\t1.602\t2.215\t0.619\t1.275\t-1.284\t0.000\t0.461\t-0.630\t-0.889\t0.000\t0.794\t0.751\t0.998\t0.910\t0.237\t0.774\t0.697\n1\t1.061\t-0.613\t1.342\t0.824\t1.192\t1.812\t1.051\t-0.517\t0.000\t1.040\t0.408\t0.559\t0.000\t1.215\t0.599\t-1.686\t2.548\t2.248\t-0.380\t1.690\t3.102\t0.930\t1.063\t0.981\t0.709\t0.752\t0.841\t0.733\n1\t0.722\t-0.535\t1.040\t0.498\t-0.360\t0.874\t0.351\t-0.937\t0.000\t0.753\t-0.396\t-1.188\t0.000\t1.532\t0.093\t0.650\t2.548\t1.270\t0.575\t1.561\t0.000\t0.774\t1.024\t0.980\t0.871\t0.633\t0.919\t0.841\n0\t0.910\t0.021\t1.541\t0.421\t0.206\t0.663\t0.597\t-0.809\t0.000\t0.505\t1.601\t-1.614\t0.000\t0.903\t0.884\t0.473\t2.548\t0.814\t-0.249\t-0.040\t3.102\t1.057\t0.964\t0.990\t0.609\t0.532\t0.683\t0.724\n1\t1.668\t0.993\t0.367\t0.657\t-1.029\t2.060\t1.715\t-1.160\t0.000\t1.055\t0.709\t1.387\t0.000\t1.609\t0.484\t-0.159\t2.548\t1.290\t-0.098\t1.638\t0.000\t0.746\t1.315\t1.380\t0.657\t0.380\t0.750\t0.770\n1\t0.775\t-0.824\t-1.436\t0.873\t0.704\t0.967\t-0.055\t1.398\t0.000\t1.404\t-0.757\t-0.603\t0.000\t0.994\t-0.696\t-0.096\t0.000\t1.377\t0.528\t1.060\t1.551\t0.800\t0.621\t1.067\t0.862\t0.700\t0.826\t0.777\n0\t0.907\t0.770\t0.647\t0.126\t1.345\t0.748\t-0.424\t-1.040\t0.000\t0.818\t0.804\t-0.144\t2.215\t0.471\t-0.124\t1.613\t0.000\t1.021\t1.339\t1.344\t0.000\t0.880\t1.067\t0.979\t0.620\t0.734\t0.695\t0.667\n1\t1.088\t-1.507\t0.353\t0.544\t1.670\t1.976\t0.784\t-1.416\t0.000\t1.874\t-1.169\t0.750\t0.000\t2.659\t-0.925\t-0.825\t2.548\t1.683\t-0.295\t0.487\t0.000\t0.989\t0.883\t0.988\t1.140\t0.738\t1.069\t0.897\n0\t3.344\t0.008\t-0.364\t0.606\t-0.566\t0.973\t0.289\t1.363\t2.173\t0.776\t-0.914\t1.410\t2.215\t0.370\t1.136\t0.338\t0.000\t0.594\t-0.999\t-1.692\t0.000\t0.919\t0.873\t0.992\t1.363\t0.840\t1.268\t1.011\n0\t0.842\t-0.228\t0.625\t0.690\t-0.464\t0.457\t-0.745\t1.293\t0.000\t0.648\t0.006\t-1.536\t2.215\t1.283\t-0.763\t-1.443\t2.548\t1.325\t-0.271\t-0.150\t0.000\t1.174\t0.977\t0.988\t0.745\t0.429\t0.678\t0.679\n1\t0.933\t0.232\t0.800\t0.365\t-0.091\t0.770\t-0.631\t0.940\t0.000\t0.511\t-0.074\t0.407\t0.000\t1.841\t-0.267\t-1.192\t2.548\t0.982\t1.058\t-1.398\t0.000\t0.724\t0.935\t0.984\t1.001\t0.744\t0.873\t0.761\n1\t0.788\t-0.858\t1.049\t0.621\t0.426\t0.594\t0.209\t-1.582\t0.000\t1.148\t0.508\t0.749\t2.215\t0.786\t-1.002\t-1.409\t0.000\t0.993\t0.618\t-0.375\t0.000\t0.886\t0.811\t0.986\t1.410\t0.744\t1.131\t1.022\n1\t0.675\t0.406\t0.824\t0.478\t1.650\t0.772\t-0.831\t-0.619\t2.173\t0.711\t0.059\t0.190\t0.000\t1.328\t-0.398\t-1.466\t0.000\t0.711\t-2.262\t-1.402\t0.000\t0.753\t1.274\t0.983\t0.623\t0.579\t0.900\t0.823\n1\t0.560\t-1.418\t-1.552\t0.692\t-0.663\t0.786\t0.919\t0.431\t2.173\t0.585\t1.478\t1.361\t2.215\t0.640\t1.586\t-1.054\t0.000\t0.606\t0.037\t-0.288\t0.000\t0.993\t1.020\t0.989\t1.077\t0.800\t0.939\t0.830\n0\t0.901\t-0.165\t-0.759\t0.902\t1.631\t1.112\t-1.641\t0.223\t0.000\t1.395\t-1.017\t-1.421\t2.215\t1.295\t0.872\t0.245\t0.000\t1.088\t1.943\t0.820\t0.000\t1.169\t1.226\t1.042\t0.841\t0.556\t1.583\t1.247\n0\t0.579\t2.041\t1.214\t0.366\t0.264\t0.549\t1.181\t0.083\t2.173\t0.849\t0.136\t-1.333\t2.215\t0.520\t0.302\t1.574\t0.000\t0.547\t-1.417\t0.703\t0.000\t0.820\t1.064\t0.977\t0.857\t1.109\t0.791\t0.751\n1\t1.836\t0.054\t0.056\t1.316\t0.152\t1.516\t-0.374\t1.503\t0.000\t0.906\t-0.030\t-1.046\t0.000\t1.403\t0.542\t-1.280\t2.548\t1.054\t-0.335\t-0.485\t0.000\t0.867\t0.750\t0.968\t0.742\t0.847\t0.938\t0.779\n0\t0.925\t0.309\t-0.652\t1.670\t-1.509\t1.285\t-0.494\t0.584\t2.173\t0.714\t-0.339\t1.248\t0.000\t1.246\t1.204\t-1.009\t2.548\t0.592\t1.714\t0.044\t0.000\t1.487\t1.238\t1.200\t1.586\t2.266\t1.319\t1.148\n1\t0.359\t1.266\t1.109\t0.561\t-0.989\t1.047\t0.044\t-1.335\t2.173\t1.283\t-0.260\t1.405\t0.000\t1.075\t0.352\t-0.482\t2.548\t1.809\t-0.021\t-0.059\t0.000\t0.903\t1.278\t0.978\t0.733\t0.947\t1.171\t0.950\n0\t0.643\t0.100\t0.608\t0.688\t-1.504\t0.689\t-0.457\t1.320\t2.173\t0.712\t0.467\t-0.720\t1.107\t1.384\t0.208\t-0.015\t0.000\t0.807\t-2.393\t1.149\t0.000\t0.874\t1.026\t0.984\t0.760\t1.114\t1.012\t0.837\n0\t1.118\t1.031\t1.539\t0.506\t0.420\t1.159\t1.199\t-1.089\t2.173\t0.933\t0.534\t0.348\t1.107\t0.915\t-0.809\t0.541\t0.000\t0.621\t-1.097\t-1.167\t0.000\t0.850\t0.988\t0.990\t0.997\t1.560\t1.235\t1.094\n0\t0.356\t-0.139\t-0.042\t1.344\t-0.933\t0.859\t1.091\t1.249\t2.173\t0.441\t0.533\t-0.476\t0.000\t0.692\t0.703\t0.128\t0.000\t0.537\t1.963\t-0.039\t0.000\t0.698\t0.941\t0.983\t0.865\t0.807\t1.183\t1.099\n1\t0.963\t1.779\t-0.894\t1.085\t-1.076\t1.093\t0.117\t0.958\t2.173\t0.596\t0.785\t-0.595\t0.000\t0.479\t-2.333\t1.698\t0.000\t0.687\t-0.513\t-0.505\t3.102\t2.254\t1.230\t0.994\t1.487\t0.953\t1.090\t1.233\n0\t0.829\t0.569\t0.657\t0.211\t-1.478\t0.459\t-1.329\t-1.074\t0.000\t1.018\t0.198\t0.290\t2.215\t0.909\t-0.042\t-0.700\t0.000\t1.444\t0.064\t1.605\t3.102\t0.893\t0.929\t0.992\t0.816\t1.017\t0.846\t0.891\n1\t1.841\t0.666\t0.930\t0.686\t-0.355\t1.382\t0.329\t-0.473\t2.173\t0.465\t-0.425\t-1.124\t0.000\t0.599\t0.680\t-1.615\t2.548\t0.435\t-1.177\t-1.203\t0.000\t0.481\t0.811\t1.425\t0.821\t1.000\t0.940\t0.761\n1\t0.683\t-2.110\t-0.451\t0.511\t-0.834\t0.499\t-0.782\t1.652\t1.087\t0.655\t0.968\t-1.358\t2.215\t0.515\t-1.688\t0.574\t0.000\t2.438\t-0.145\t0.381\t0.000\t1.184\t1.076\t0.980\t1.216\t0.924\t0.983\t0.933\n0\t0.499\t1.128\t0.946\t0.444\t1.220\t1.105\t0.529\t-1.205\t2.173\t1.158\t0.780\t0.247\t2.215\t0.689\t0.762\t1.407\t0.000\t0.664\t-0.022\t-0.276\t0.000\t0.816\t0.851\t1.002\t0.890\t1.623\t0.970\t0.780\n1\t2.721\t1.091\t0.725\t0.523\t0.944\t0.950\t2.432\t-0.909\t0.000\t0.978\t1.136\t-0.273\t1.107\t1.025\t1.044\t1.626\t0.000\t0.366\t0.473\t-0.581\t0.000\t1.017\t1.019\t0.992\t1.188\t0.801\t0.953\t1.056\n0\t0.713\t-0.752\t-0.208\t0.853\t0.758\t0.865\t-0.902\t-0.886\t2.173\t0.883\t0.348\t-1.457\t2.215\t1.042\t-1.191\t1.355\t0.000\t0.651\t1.479\t-0.264\t0.000\t0.802\t1.060\t0.991\t0.901\t1.077\t0.939\t0.863\n0\t0.794\t0.465\t0.881\t0.667\t-0.885\t1.590\t-0.302\t0.394\t2.173\t0.806\t-0.049\t1.636\t0.000\t2.130\t0.321\t-1.207\t2.548\t0.603\t1.021\t0.382\t0.000\t0.950\t0.915\t1.008\t1.076\t2.400\t1.179\t0.941\n0\t0.326\t-1.446\t0.350\t0.375\t1.518\t1.199\t0.057\t1.637\t2.173\t1.089\t-0.655\t-0.399\t2.215\t1.077\t-0.311\t0.562\t0.000\t0.988\t-2.048\t-0.599\t0.000\t0.644\t1.152\t0.983\t0.837\t1.741\t0.974\t0.802\n1\t0.916\t-1.352\t-0.720\t0.320\t-1.328\t0.579\t0.012\t1.281\t2.173\t0.452\t-1.914\t1.714\t0.000\t0.979\t-1.788\t1.122\t0.000\t1.242\t-1.082\t-0.140\t0.000\t1.027\t1.112\t0.984\t0.542\t0.676\t0.700\t0.657\n1\t0.965\t-0.629\t1.720\t1.446\t-0.529\t0.981\t-1.063\t0.751\t0.000\t1.020\t0.041\t-0.431\t0.000\t1.980\t-0.631\t1.363\t1.274\t1.695\t-0.993\t-0.602\t3.102\t0.844\t0.834\t1.470\t1.190\t1.417\t0.941\t0.860\n1\t1.191\t0.296\t0.117\t0.739\t-0.683\t1.997\t1.225\t-1.134\t0.000\t1.033\t-0.331\t-0.776\t0.000\t1.862\t0.275\t1.168\t2.548\t2.322\t0.114\t0.630\t3.102\t0.902\t0.877\t0.990\t0.877\t0.753\t0.827\t0.776\n0\t2.178\t-0.851\t-0.902\t0.262\t0.985\t0.931\t-1.386\t0.343\t2.173\t0.861\t-1.596\t1.596\t0.000\t1.291\t-1.635\t-0.001\t0.000\t0.655\t-0.240\t0.969\t3.102\t1.607\t1.055\t1.037\t1.170\t0.654\t0.803\t0.858\n1\t0.441\t2.150\t1.061\t1.092\t0.345\t0.766\t1.479\t-1.504\t0.000\t1.028\t0.064\t-0.042\t2.215\t0.792\t0.416\t1.619\t0.000\t0.818\t1.016\t-0.900\t3.102\t0.882\t0.652\t0.983\t0.881\t0.768\t0.844\t0.798\n0\t0.305\t-0.863\t-0.353\t2.308\t-1.499\t1.387\t-0.425\t0.353\t2.173\t0.418\t-1.168\t-1.682\t2.215\t0.374\t0.697\t-0.938\t0.000\t0.516\t0.015\t-0.457\t0.000\t0.680\t0.985\t0.998\t0.498\t1.169\t1.033\t0.817\n1\t0.821\t1.143\t-0.065\t2.526\t0.449\t0.959\t0.420\t-1.343\t2.173\t1.207\t-0.644\t1.365\t0.000\t2.575\t1.138\t-0.695\t0.000\t1.398\t1.033\t1.171\t3.102\t3.966\t2.364\t0.990\t0.876\t1.072\t1.516\t1.444\n0\t0.623\t1.018\t1.167\t1.208\t0.277\t0.948\t-0.727\t-1.524\t0.000\t1.147\t0.600\t-0.313\t2.215\t0.829\t-0.282\t1.579\t0.000\t0.702\t-0.189\t0.345\t3.102\t0.636\t0.788\t0.993\t0.831\t0.574\t0.921\t0.875\n1\t0.743\t0.543\t-0.294\t1.523\t0.663\t0.835\t0.027\t-0.667\t0.000\t0.881\t-0.160\t-1.179\t2.215\t0.894\t0.778\t1.239\t0.000\t1.947\t-0.224\t1.501\t3.102\t0.913\t0.921\t1.119\t1.049\t0.788\t0.878\t0.756\n1\t2.089\t-0.100\t-0.859\t1.001\t0.721\t0.707\t0.168\t1.377\t2.173\t0.540\t-1.098\t0.983\t2.215\t0.403\t0.763\t0.172\t0.000\t1.013\t-0.923\t-0.478\t0.000\t0.890\t0.983\t1.982\t1.196\t0.708\t0.930\t0.811\n0\t0.681\t-0.662\t1.072\t1.462\t-1.702\t0.786\t1.635\t0.410\t0.000\t0.709\t1.318\t1.059\t0.000\t1.326\t-0.529\t-0.724\t0.000\t1.135\t0.593\t-1.278\t3.102\t0.904\t1.041\t0.992\t1.620\t0.736\t1.140\t1.366\n1\t0.351\t1.397\t1.177\t2.619\t0.702\t0.797\t-0.949\t-1.074\t0.000\t0.757\t-0.930\t-0.433\t0.000\t0.816\t0.897\t0.538\t1.274\t1.395\t0.589\t-1.060\t3.102\t0.902\t1.106\t0.987\t0.904\t0.816\t1.042\t2.029\n1\t1.100\t0.399\t-0.221\t0.474\t-1.012\t0.803\t0.870\t-1.327\t1.087\t0.559\t0.625\t1.020\t2.215\t0.613\t-1.017\t-0.214\t0.000\t0.974\t-0.517\t0.665\t0.000\t0.644\t0.753\t0.983\t0.943\t0.851\t0.832\t0.755\n1\t0.759\t-0.198\t-1.478\t0.650\t0.587\t0.848\t2.268\t-1.723\t0.000\t1.543\t0.714\t-0.523\t0.000\t2.222\t0.819\t0.427\t2.548\t0.956\t-1.180\t-1.418\t0.000\t0.753\t0.915\t0.988\t0.965\t0.869\t0.958\t0.798\n0\t1.040\t-1.543\t1.658\t0.336\t1.525\t0.499\t-1.047\t-0.175\t2.173\t0.431\t-1.398\t0.469\t0.000\t0.344\t-2.100\t1.392\t0.000\t0.950\t-0.165\t-0.496\t3.102\t0.511\t0.689\t0.988\t0.839\t0.383\t0.631\t0.574\n0\t1.038\t-1.032\t-0.346\t0.469\t-0.217\t1.000\t-0.937\t0.433\t2.173\t1.065\t-1.583\t1.560\t0.000\t1.364\t-0.349\t-1.378\t2.548\t0.841\t-0.364\t1.624\t0.000\t0.783\t0.864\t0.991\t0.959\t1.510\t0.996\t0.947\n0\t3.587\t-0.434\t-0.315\t2.020\t-0.352\t0.987\t1.635\t1.020\t0.000\t1.659\t-0.023\t-1.612\t0.000\t1.312\t-0.573\t-1.634\t0.000\t2.954\t0.900\t1.538\t0.000\t0.698\t0.984\t0.957\t0.857\t0.176\t0.912\t1.206\n1\t0.630\t0.889\t1.165\t1.084\t-1.366\t1.784\t0.840\t0.193\t0.000\t0.418\t1.614\t1.136\t0.000\t1.204\t-0.695\t-1.101\t2.548\t0.828\t1.025\t-0.874\t3.102\t0.903\t0.888\t0.985\t1.314\t0.907\t0.870\t0.840\n0\t1.130\t-1.702\t-0.326\t0.521\t0.615\t0.600\t2.505\t-0.952\t0.000\t0.719\t-1.466\t1.258\t2.215\t0.856\t1.007\t1.572\t0.000\t1.374\t0.180\t0.778\t3.102\t0.792\t0.829\t0.988\t0.790\t0.951\t1.004\t1.070\n1\t0.621\t0.523\t-0.117\t0.654\t-1.100\t0.700\t0.018\t0.522\t0.000\t1.314\t-0.695\t-1.074\t2.215\t0.358\t-1.429\t0.805\t0.000\t0.723\t-0.271\t1.484\t3.102\t0.965\t0.730\t0.991\t0.746\t0.676\t0.889\t0.763\n0\t0.719\t-0.560\t1.136\t2.187\t0.795\t1.225\t0.529\t-0.860\t0.000\t0.845\t0.491\t1.676\t2.215\t1.189\t-0.646\t0.029\t2.548\t0.463\t-0.129\t-0.555\t0.000\t0.511\t0.918\t0.984\t0.939\t1.265\t1.072\t1.241\n0\t0.828\t-0.387\t-0.018\t1.212\t1.501\t0.460\t-0.152\t-1.027\t0.000\t1.095\t0.395\t-1.699\t2.215\t1.352\t1.071\t0.319\t2.548\t0.562\t-1.669\t0.228\t0.000\t1.085\t1.147\t1.359\t1.225\t1.353\t1.083\t0.963\n1\t0.470\t0.733\t-0.287\t0.872\t0.939\t0.669\t-1.721\t-0.688\t0.000\t0.793\t0.828\t-0.989\t0.000\t1.842\t0.501\t1.062\t2.548\t1.375\t0.313\t0.326\t3.102\t0.805\t1.040\t0.987\t0.881\t0.757\t0.878\t0.790\n1\t0.881\t1.237\t-1.179\t1.781\t1.428\t0.291\t1.805\t-1.470\t0.000\t0.543\t1.105\t-0.166\t2.215\t1.171\t-0.012\t0.501\t2.548\t0.376\t-1.829\t0.823\t0.000\t1.904\t1.271\t1.235\t1.220\t0.704\t0.880\t0.966\n0\t1.579\t-0.834\t1.583\t0.343\t0.590\t1.461\t-0.754\t-1.514\t2.173\t1.666\t-1.289\t0.240\t1.107\t0.765\t-1.516\t-0.823\t0.000\t1.180\t-2.175\t-0.118\t0.000\t0.807\t1.053\t0.988\t0.881\t2.387\t1.349\t1.125\n1\t0.762\t0.005\t1.172\t0.647\t-1.651\t0.493\t1.057\t-0.003\t2.173\t0.489\t-1.030\t1.174\t2.215\t0.531\t-1.808\t-1.126\t0.000\t0.664\t-1.345\t0.131\t0.000\t0.605\t1.335\t0.994\t0.849\t1.117\t0.869\t0.901\n0\t0.292\t1.288\t-0.783\t1.748\t-0.468\t0.478\t-2.605\t1.314\t0.000\t0.521\t0.449\t1.508\t2.215\t0.990\t-1.193\t0.496\t1.274\t0.717\t-1.327\t-1.437\t0.000\t0.732\t0.824\t1.001\t0.868\t0.978\t0.888\t1.027\n0\t2.183\t1.530\t0.851\t0.237\t-0.622\t1.283\t0.174\t-1.023\t2.173\t1.206\t-1.242\t1.518\t0.000\t1.409\t-1.634\t0.115\t0.000\t2.140\t1.057\t-0.884\t3.102\t0.817\t2.119\t0.986\t1.148\t1.030\t1.869\t1.981\n0\t0.894\t1.460\t-0.680\t0.444\t0.771\t1.434\t0.335\t-1.416\t0.000\t1.494\t1.168\t0.368\t0.000\t1.830\t0.763\t1.733\t1.274\t1.818\t1.785\t0.338\t0.000\t0.845\t1.026\t0.982\t1.018\t1.377\t1.011\t0.886\n0\t1.700\t0.521\t-1.286\t3.820\t-1.622\t2.414\t-0.217\t0.206\t0.000\t1.502\t-0.694\t0.387\t2.215\t1.652\t0.225\t1.725\t2.548\t0.926\t-0.531\t-0.193\t0.000\t0.939\t0.835\t1.049\t0.674\t1.773\t1.574\t1.810\n0\t2.008\t-0.041\t0.394\t0.865\t-0.297\t0.855\t-1.227\t1.652\t0.000\t0.830\t0.925\t1.460\t0.000\t0.962\t-1.267\t-0.797\t2.548\t1.126\t-0.488\t-1.338\t0.000\t0.816\t1.078\t1.064\t1.107\t0.549\t0.751\t0.923\n0\t0.787\t-0.228\t1.161\t0.754\t0.328\t0.848\t-1.115\t-0.920\t2.173\t0.614\t-0.738\t0.420\t0.000\t0.566\t-1.606\t1.533\t0.000\t0.559\t-1.535\t0.305\t0.000\t0.897\t0.988\t0.988\t0.844\t0.632\t0.889\t0.822\n0\t1.462\t-0.502\t0.378\t0.783\t-1.730\t1.478\t-1.935\t-0.907\t0.000\t2.290\t-0.780\t0.956\t2.215\t0.697\t-1.074\t-0.619\t0.000\t1.115\t0.450\t-1.222\t1.551\t0.863\t1.690\t1.403\t1.074\t1.692\t1.700\t1.404\n0\t1.107\t1.087\t-0.917\t0.558\t0.209\t0.682\t-0.115\t-0.549\t0.000\t1.431\t-0.392\t0.719\t2.215\t1.156\t-0.007\t-1.590\t2.548\t0.707\t-0.465\t1.107\t0.000\t1.083\t0.892\t0.986\t1.244\t1.223\t0.954\t0.851\n0\t0.351\t-1.149\t-0.034\t0.680\t-1.177\t1.457\t1.061\t-1.117\t0.000\t1.027\t-0.449\t0.880\t0.000\t1.882\t0.061\t0.329\t2.548\t0.904\t-0.157\t1.190\t3.102\t3.347\t1.896\t0.997\t0.887\t0.709\t1.384\t1.089\n1\t0.525\t0.435\t0.544\t0.497\t-1.068\t1.844\t-0.943\t1.084\t2.173\t1.646\t0.387\t-0.039\t0.000\t1.789\t-0.380\t-0.927\t0.000\t1.466\t0.124\t1.537\t3.102\t1.005\t1.072\t0.991\t1.097\t1.221\t1.231\t0.991\n0\t1.021\t0.245\t0.585\t0.615\t-1.644\t0.702\t0.564\t-1.165\t2.173\t0.805\t2.192\t-0.097\t0.000\t0.747\t0.813\t-0.735\t2.548\t0.439\t0.316\t1.619\t0.000\t1.141\t0.817\t0.995\t0.831\t0.371\t0.707\t0.744\n0\t1.270\t0.349\t1.181\t0.911\t1.057\t0.762\t1.532\t0.415\t0.000\t0.717\t-0.728\t-1.150\t2.215\t1.564\t0.636\t-0.620\t2.548\t0.526\t0.430\t-0.950\t0.000\t0.897\t1.064\t1.000\t1.252\t1.028\t1.057\t1.015\n1\t1.142\t-1.185\t0.664\t0.773\t-0.214\t1.147\t-0.046\t-1.380\t0.000\t0.707\t-0.501\t-0.566\t0.000\t0.788\t-0.203\t1.156\t0.000\t1.148\t0.119\t0.459\t1.551\t1.157\t0.814\t0.986\t0.518\t0.119\t0.478\t0.532\n0\t1.117\t-1.139\t-0.119\t0.637\t-1.085\t0.830\t-0.845\t-1.426\t2.173\t1.237\t-0.809\t0.900\t1.107\t0.494\t-1.591\t-0.385\t0.000\t0.599\t-1.335\t0.665\t0.000\t0.488\t0.788\t0.990\t0.982\t1.289\t0.865\t0.707\n1\t0.453\t0.662\t-0.419\t0.878\t1.440\t0.868\t-0.245\t-0.142\t2.173\t1.313\t-0.759\t-0.749\t2.215\t1.126\t-0.590\t1.143\t0.000\t1.026\t0.143\t1.231\t0.000\t0.959\t1.091\t0.988\t0.861\t0.921\t0.862\t0.775\n0\t0.442\t-0.460\t-0.865\t1.286\t0.697\t0.681\t2.319\t-0.588\t0.000\t0.679\t0.346\t-1.534\t1.107\t0.748\t-1.062\t1.411\t0.000\t0.626\t0.718\t1.625\t0.000\t0.915\t0.959\t1.030\t0.820\t0.880\t0.678\t0.654\n1\t0.353\t1.429\t0.165\t2.087\t-1.037\t0.816\t1.046\t0.632\t0.000\t1.207\t-0.203\t1.347\t2.215\t0.942\t-0.117\t-0.142\t2.548\t1.164\t-2.019\t-1.380\t0.000\t0.729\t0.797\t1.050\t1.557\t1.105\t1.148\t1.016\n0\t0.703\t-2.264\t-1.551\t1.113\t-0.651\t0.537\t-0.513\t1.143\t1.087\t0.546\t-2.426\t0.276\t0.000\t0.619\t0.015\t-0.627\t2.548\t0.511\t1.274\t0.515\t0.000\t0.779\t0.993\t0.984\t1.385\t0.744\t1.107\t0.911\n0\t0.803\t0.056\t1.001\t0.489\t-0.415\t0.846\t-0.022\t-1.109\t2.173\t1.129\t0.870\t0.474\t0.000\t0.697\t0.828\t1.611\t2.548\t1.061\t1.246\t-0.234\t0.000\t0.953\t0.878\t0.986\t0.856\t0.764\t0.909\t0.843\n1\t1.317\t-0.640\t1.167\t0.833\t0.914\t1.395\t0.277\t-0.988\t2.173\t0.596\t0.389\t0.938\t0.000\t0.605\t0.453\t0.086\t0.000\t0.796\t-0.488\t-0.235\t3.102\t0.641\t1.191\t0.986\t0.759\t0.860\t0.994\t0.839\n0\t1.259\t1.036\t-1.153\t0.301\t0.058\t0.975\t0.948\t1.567\t2.173\t0.945\t2.372\t-0.312\t0.000\t1.113\t0.767\t-0.163\t1.274\t1.636\t0.832\t0.638\t0.000\t0.902\t0.940\t0.984\t0.706\t1.300\t0.821\t0.775\n0\t0.436\t1.839\t1.296\t1.263\t-1.498\t0.552\t1.532\t-0.190\t0.000\t1.187\t0.457\t-0.452\t1.107\t1.359\t-0.175\t1.260\t1.274\t0.596\t-1.420\t1.725\t0.000\t2.310\t1.508\t0.978\t0.872\t1.424\t1.144\t1.014\n0\t0.958\t-0.691\t-0.016\t0.249\t-1.485\t1.483\t-0.226\t-1.365\t0.000\t1.265\t-1.146\t0.613\t2.215\t2.291\t-0.095\t0.886\t0.000\t1.288\t-0.894\t-0.627\t0.000\t1.028\t0.947\t0.988\t0.767\t1.892\t1.030\t0.861\n0\t0.600\t0.233\t-1.674\t1.774\t-0.814\t0.521\t-0.416\t1.142\t2.173\t0.353\t0.192\t0.991\t2.215\t0.988\t-1.526\t-0.046\t0.000\t0.482\t-2.272\t1.258\t0.000\t0.818\t0.964\t1.001\t0.722\t0.216\t0.676\t0.898\n1\t0.979\t0.406\t-1.731\t0.612\t0.038\t0.718\t0.972\t-0.509\t2.173\t1.038\t-0.454\t1.118\t2.215\t0.827\t-0.247\t-0.977\t0.000\t0.481\t1.805\t0.365\t0.000\t1.256\t0.910\t1.072\t0.840\t1.613\t0.962\t0.808\n0\t3.062\t0.432\t-1.004\t0.312\t0.142\t1.045\t0.342\t1.206\t1.087\t0.748\t0.596\t0.298\t2.215\t0.512\t1.902\t0.914\t0.000\t0.554\t1.531\t0.302\t0.000\t0.954\t0.989\t1.164\t1.065\t0.966\t1.062\t0.899\n0\t0.790\t0.390\t0.084\t0.566\t-1.420\t1.241\t0.719\t-0.842\t2.173\t0.781\t0.920\t0.801\t0.000\t1.301\t0.046\t0.488\t0.000\t1.556\t-0.504\t1.173\t3.102\t0.835\t0.917\t0.992\t0.821\t1.773\t1.155\t0.934\n1\t0.690\t-0.174\t1.030\t2.228\t1.726\t0.599\t-0.795\t0.145\t0.000\t0.963\t-1.316\t-0.713\t2.215\t0.433\t0.221\t0.252\t2.548\t0.456\t-1.459\t0.045\t0.000\t0.400\t0.683\t1.009\t0.745\t0.803\t0.884\t0.809\n0\t1.475\t-0.243\t1.490\t0.318\t1.128\t0.297\t0.681\t1.366\t0.000\t0.841\t0.559\t-0.328\t2.215\t0.936\t-0.380\t-0.516\t1.274\t0.923\t1.675\t-1.310\t0.000\t0.779\t0.891\t0.988\t0.911\t0.513\t0.770\t0.775\n0\t0.912\t0.892\t0.121\t1.597\t-0.811\t0.599\t-1.777\t0.810\t0.000\t0.913\t1.569\t0.419\t2.215\t1.022\t0.731\t1.550\t2.548\t1.335\t0.131\t-0.208\t0.000\t1.895\t1.682\t1.244\t1.002\t0.974\t1.509\t1.358\n1\t0.843\t-1.378\t1.368\t0.634\t-0.730\t1.086\t-0.384\t-0.976\t0.000\t0.671\t-2.050\t0.390\t0.000\t1.012\t-0.304\t-0.495\t2.548\t2.086\t-0.307\t0.858\t3.102\t0.922\t1.290\t0.987\t0.836\t1.043\t0.826\t0.836\n0\t0.549\t-1.856\t-1.549\t0.495\t-0.030\t1.290\t-0.594\t0.680\t0.000\t1.222\t-0.850\t-0.150\t2.215\t2.027\t-0.585\t1.644\t0.000\t2.941\t0.059\t-1.386\t1.551\t2.220\t1.842\t0.990\t1.009\t1.749\t1.473\t1.155\n0\t0.783\t0.564\t0.989\t0.678\t-0.482\t0.677\t-0.900\t-0.354\t2.173\t0.332\t-1.533\t-0.691\t0.000\t0.713\t-1.920\t0.987\t0.000\t1.574\t-0.379\t-1.430\t3.102\t0.772\t0.891\t0.988\t0.994\t0.935\t0.804\t0.861\n0\t2.494\t-0.012\t1.649\t0.298\t-1.417\t1.246\t-0.048\t1.142\t2.173\t1.443\t0.206\t-0.425\t0.000\t1.818\t-0.385\t-0.418\t0.000\t1.145\t0.304\t0.484\t3.102\t0.802\t0.964\t0.983\t0.908\t0.755\t1.182\t1.149\n1\t0.664\t0.861\t-0.011\t1.508\t0.508\t0.735\t-0.913\t-1.446\t0.000\t0.507\t0.294\t1.166\t2.215\t0.550\t-1.928\t-0.649\t0.000\t0.617\t-1.208\t-0.508\t3.102\t1.045\t1.073\t0.995\t1.476\t0.711\t0.997\t1.385\n0\t1.076\t0.153\t-1.384\t0.376\t-0.618\t1.171\t1.424\t0.179\t0.000\t1.658\t-1.096\t-1.659\t2.215\t0.747\t-0.331\t0.165\t2.548\t0.463\t0.189\t0.607\t0.000\t0.839\t0.950\t0.990\t0.901\t1.267\t1.687\t1.338\n1\t1.007\t-0.996\t-1.567\t1.078\t0.914\t1.508\t0.107\t-1.473\t2.173\t0.987\t-0.357\t-0.897\t2.215\t1.580\t2.371\t0.434\t0.000\t1.593\t0.136\t0.442\t0.000\t2.708\t2.636\t1.136\t1.302\t0.990\t2.085\t1.964\n1\t0.692\t1.009\t-1.675\t0.757\t-0.655\t1.020\t0.637\t0.198\t1.087\t1.341\t0.571\t-1.128\t1.107\t0.681\t1.474\t0.585\t0.000\t1.023\t2.356\t1.170\t0.000\t0.881\t0.857\t0.991\t0.859\t1.601\t0.984\t0.868\n0\t0.308\t2.046\t-1.009\t2.050\t0.414\t0.830\t0.855\t-1.346\t0.000\t0.610\t2.188\t1.617\t0.000\t0.780\t0.458\t0.542\t2.548\t1.268\t-0.202\t-1.043\t3.102\t1.327\t1.169\t1.055\t1.545\t0.806\t1.046\t1.055\n0\t0.536\t1.957\t-1.682\t1.257\t0.581\t0.579\t-0.306\t-1.316\t0.000\t0.762\t0.724\t-0.380\t1.107\t0.751\t-0.843\t1.219\t1.274\t0.863\t-0.351\t-0.514\t0.000\t0.718\t0.798\t1.015\t1.496\t1.097\t1.081\t1.040\n1\t0.875\t0.592\t0.706\t0.127\t0.215\t1.417\t0.946\t0.844\t0.000\t1.160\t-0.134\t0.632\t2.215\t2.252\t0.951\t-1.051\t2.548\t1.466\t-0.301\t-0.560\t0.000\t0.813\t0.884\t0.982\t1.273\t2.025\t1.140\t0.951\n1\t2.207\t1.249\t-0.892\t0.772\t0.459\t0.917\t1.187\t0.961\t2.173\t0.791\t1.280\t-1.638\t0.000\t0.677\t-0.089\t0.420\t2.548\t0.797\t0.557\t-0.294\t0.000\t1.027\t1.008\t1.697\t1.138\t0.823\t0.993\t0.857\n0\t1.238\t-2.110\t0.375\t0.528\t-1.117\t0.572\t0.007\t-0.914\t0.000\t0.625\t-0.907\t1.180\t2.215\t0.338\t0.017\t0.377\t0.000\t0.828\t-0.439\t-1.723\t3.102\t0.726\t0.803\t1.091\t0.863\t0.352\t0.661\t0.755\n1\t0.420\t2.222\t1.714\t1.435\t0.203\t0.815\t0.962\t1.369\t0.000\t0.930\t0.252\t-1.706\t2.215\t0.885\t1.268\t-0.314\t0.000\t0.998\t1.099\t-0.694\t0.000\t1.342\t0.997\t1.052\t1.121\t0.964\t1.083\t0.970\n0\t1.214\t-0.675\t0.853\t0.833\t0.570\t0.840\t-0.445\t-1.412\t0.000\t0.623\t-0.228\t1.444\t1.107\t1.624\t-0.247\t-0.338\t2.548\t0.692\t0.615\t-0.696\t0.000\t1.015\t1.044\t0.987\t0.666\t1.068\t0.775\t0.813\n0\t1.034\t-0.919\t-1.362\t1.716\t-0.783\t1.869\t-0.767\t0.672\t0.000\t0.670\t-2.766\t-1.286\t0.000\t0.798\t2.690\t1.314\t0.000\t1.042\t0.575\t-0.800\t3.102\t0.973\t0.938\t0.990\t0.798\t1.146\t0.920\t0.875\n1\t0.345\t-1.529\t0.763\t0.622\t1.602\t1.043\t-0.486\t-0.875\t2.173\t1.002\t0.125\t-0.197\t2.215\t1.368\t-0.629\t0.616\t0.000\t0.795\t1.562\t0.837\t0.000\t0.984\t1.041\t0.998\t0.954\t0.985\t0.849\t0.762\n0\t0.907\t-1.692\t0.629\t2.663\t1.169\t1.134\t-2.243\t-0.572\t0.000\t1.188\t-0.054\t-1.018\t0.000\t1.028\t-0.108\t1.637\t2.548\t0.713\t0.999\t0.863\t0.000\t1.101\t1.706\t1.007\t1.778\t0.808\t1.374\t1.393\n0\t0.412\t1.642\t-1.515\t1.506\t-0.418\t0.762\t0.037\t0.309\t2.173\t0.745\t0.255\t1.047\t2.215\t1.470\t0.159\t-1.248\t0.000\t1.546\t-0.779\t1.194\t0.000\t0.587\t1.026\t0.988\t0.959\t0.695\t0.813\t0.780\n1\t0.571\t0.470\t0.782\t0.507\t-0.725\t0.649\t1.297\t1.192\t2.173\t0.512\t2.902\t-1.568\t0.000\t1.245\t0.303\t0.419\t0.000\t0.915\t-0.310\t-0.875\t1.551\t2.456\t1.517\t0.990\t0.780\t1.097\t1.141\t0.913\n1\t1.616\t-0.881\t-0.445\t0.057\t-1.499\t1.309\t-0.560\t1.241\t2.173\t0.423\t-0.318\t-0.248\t0.000\t0.728\t-0.168\t-1.257\t2.548\t0.546\t0.622\t1.402\t0.000\t0.716\t0.949\t0.985\t0.651\t0.973\t0.893\t0.739\n1\t1.125\t0.794\t0.630\t0.104\t-0.432\t1.160\t1.038\t1.579\t2.173\t1.167\t1.260\t-0.294\t0.000\t0.971\t0.352\t-0.872\t1.274\t1.128\t-0.082\t1.140\t0.000\t0.805\t1.152\t0.988\t0.781\t1.151\t0.842\t0.761\n0\t0.710\t-1.557\t-0.409\t2.510\t-1.025\t1.189\t-1.080\t1.220\t0.000\t0.612\t-0.408\t1.041\t0.000\t0.987\t-0.658\t0.155\t2.548\t0.628\t-0.427\t-0.283\t3.102\t0.685\t0.965\t0.984\t0.726\t0.239\t0.725\t0.976\n1\t0.873\t0.267\t-1.547\t1.460\t0.584\t0.988\t-1.047\t0.359\t2.173\t1.576\t-1.102\t-1.044\t0.000\t0.501\t-1.715\t-0.774\t0.000\t1.294\t-0.172\t1.184\t3.102\t0.617\t1.142\t1.470\t1.301\t0.964\t1.019\t1.093\n1\t0.788\t-0.083\t-1.618\t0.631\t0.518\t1.231\t0.305\t0.370\t2.173\t0.799\t2.394\t-0.855\t0.000\t1.390\t-0.010\t-1.081\t0.000\t0.822\t0.616\t1.364\t3.102\t0.842\t0.764\t0.987\t0.892\t0.862\t0.826\t0.717\n0\t0.352\t-2.175\t0.962\t2.027\t0.308\t0.656\t0.048\t-1.538\t0.000\t0.953\t-1.113\t-0.983\t2.215\t0.698\t0.030\t1.195\t0.000\t0.423\t-0.710\t-0.693\t3.102\t0.763\t1.013\t0.980\t0.597\t0.170\t0.677\t0.812\n1\t0.361\t-2.057\t0.907\t0.563\t-0.832\t1.042\t-0.152\t0.251\t0.000\t1.138\t-0.436\t-0.871\t2.215\t1.153\t-2.410\t1.639\t0.000\t0.798\t-0.718\t1.490\t3.102\t0.893\t0.916\t0.987\t0.729\t0.752\t0.851\t0.756\n0\t0.671\t-0.885\t-1.547\t0.682\t0.185\t0.820\t0.378\t-1.151\t2.173\t0.644\t-0.351\t-0.575\t0.000\t0.479\t0.938\t0.801\t0.000\t1.030\t1.235\t0.290\t3.102\t1.030\t0.894\t0.988\t0.932\t1.092\t0.809\t0.717\n1\t1.040\t-0.061\t0.060\t0.253\t-1.110\t1.365\t-0.222\t-1.568\t2.173\t1.067\t0.058\t0.383\t2.215\t1.128\t0.118\t-0.291\t0.000\t0.979\t0.394\t1.144\t0.000\t1.133\t0.845\t0.991\t1.146\t1.763\t1.026\t0.887\n1\t1.363\t0.329\t-1.226\t0.255\t-1.001\t0.828\t-1.143\t0.482\t2.173\t1.469\t0.810\t-0.794\t0.000\t1.282\t0.524\t1.109\t2.548\t0.900\t0.676\t0.346\t0.000\t0.704\t0.871\t0.981\t0.903\t1.430\t1.174\t0.914\n0\t0.536\t-0.422\t0.445\t2.634\t1.221\t1.317\t-1.970\t-0.911\t0.000\t0.872\t0.328\t0.344\t0.000\t1.066\t0.509\t0.888\t2.548\t1.251\t-0.205\t-0.345\t0.000\t0.889\t0.924\t1.061\t0.794\t0.969\t0.878\t0.862\n1\t0.879\t0.437\t-1.656\t0.147\t-0.207\t0.666\t0.552\t0.083\t0.000\t0.413\t1.393\t0.742\t0.000\t1.587\t-0.445\t-0.737\t2.548\t1.124\t-0.324\t1.409\t3.102\t0.801\t0.937\t0.995\t0.787\t0.955\t0.886\t0.777\n1\t0.401\t-0.352\t0.840\t2.332\t-0.370\t1.307\t0.475\t1.511\t2.173\t0.859\t0.597\t0.771\t0.000\t1.035\t1.043\t-1.400\t2.548\t1.101\t0.482\t-0.383\t0.000\t1.092\t0.992\t1.188\t1.669\t0.868\t1.219\t1.049\n1\t0.944\t0.599\t-0.786\t0.972\t0.136\t1.024\t1.151\t-1.535\t2.173\t0.751\t1.796\t-0.144\t0.000\t1.477\t1.396\t1.147\t2.548\t0.655\t1.439\t0.429\t0.000\t0.455\t0.832\t0.988\t1.096\t1.054\t0.952\t0.856\n0\t4.126\t1.032\t-0.120\t0.484\t-0.605\t1.783\t0.645\t0.120\t0.000\t5.193\t0.059\t1.673\t2.215\t0.613\t1.437\t1.353\t0.000\t0.624\t0.379\t1.723\t3.102\t1.912\t1.239\t0.985\t3.793\t0.330\t2.262\t2.030\n0\t0.346\t-1.226\t-0.886\t1.020\t-0.535\t0.746\t-0.762\t-0.785\t2.173\t0.689\t-1.203\t1.572\t0.000\t1.387\t-0.077\t0.774\t2.548\t0.844\t-2.312\t0.104\t0.000\t0.729\t0.979\t0.976\t0.939\t1.326\t0.935\t0.922\n0\t2.247\t0.237\t-0.648\t0.455\t0.487\t0.642\t-0.839\t-1.723\t1.087\t1.400\t-0.051\t0.978\t2.215\t0.952\t1.521\t-0.764\t0.000\t0.718\t-0.629\t0.582\t0.000\t1.639\t1.482\t1.197\t1.177\t1.069\t1.129\t1.063\n0\t1.980\t-0.614\t0.791\t0.708\t-0.161\t1.123\t-0.415\t0.163\t2.173\t1.409\t-0.920\t-1.570\t2.215\t0.483\t0.635\t-1.031\t0.000\t1.238\t-0.056\t-0.640\t0.000\t0.697\t0.937\t1.240\t1.292\t1.915\t1.113\t0.911\n1\t0.565\t0.759\t0.197\t0.370\t-0.298\t0.592\t1.245\t0.483\t0.000\t1.132\t1.303\t-0.938\t2.215\t1.376\t1.091\t1.738\t2.548\t1.908\t0.507\t0.944\t0.000\t0.845\t1.040\t0.983\t1.153\t0.889\t0.959\t0.954\n1\t1.002\t0.122\t-1.331\t0.768\t0.872\t0.830\t1.125\t-0.397\t1.087\t0.570\t-1.048\t0.303\t0.000\t0.664\t1.816\t0.884\t0.000\t1.915\t-0.564\t1.482\t0.000\t1.220\t0.876\t1.113\t1.062\t0.870\t1.077\t0.912\n0\t0.700\t-1.188\t1.138\t1.419\t1.081\t1.411\t-0.737\t1.570\t2.173\t2.075\t-0.223\t-0.626\t0.000\t1.059\t0.025\t-0.397\t2.548\t1.452\t2.055\t0.014\t0.000\t1.265\t0.766\t0.990\t1.399\t1.608\t1.343\t1.428\n1\t1.591\t-0.168\t0.294\t0.765\t1.656\t0.294\t0.637\t0.646\t0.000\t0.506\t0.438\t-0.463\t0.000\t1.026\t0.344\t-1.213\t2.548\t0.902\t-0.769\t-1.652\t3.102\t0.855\t1.047\t1.439\t1.003\t0.586\t0.725\t0.771\n0\t0.973\t0.269\t-0.492\t0.699\t-0.831\t0.835\t-0.331\t-1.738\t2.173\t0.575\t0.972\t0.474\t0.000\t1.499\t-0.013\t0.677\t0.000\t0.558\t1.000\t-0.791\t3.102\t0.798\t0.767\t0.983\t0.957\t0.818\t0.809\t0.825\n1\t0.393\t-0.576\t-1.286\t1.527\t0.802\t2.742\t-1.467\t-1.003\t0.000\t0.960\t-0.933\t-0.088\t2.215\t1.850\t-0.181\t0.446\t2.548\t2.824\t-0.567\t1.023\t0.000\t0.741\t1.002\t1.021\t0.844\t0.858\t0.897\t0.759\n0\t1.125\t-0.104\t-0.521\t0.849\t0.782\t0.955\t0.055\t1.241\t2.173\t0.555\t-0.510\t-0.071\t0.000\t0.884\t0.764\t-0.582\t0.000\t1.223\t1.071\t1.621\t3.102\t0.923\t1.024\t1.250\t1.020\t0.840\t0.876\t0.819\n1\t0.384\t-1.197\t0.736\t0.250\t0.678\t1.268\t0.464\t0.316\t2.173\t0.886\t0.162\t-1.018\t0.000\t0.446\t1.944\t-1.530\t0.000\t1.349\t-0.923\t-1.733\t0.000\t0.947\t0.608\t0.981\t0.798\t0.832\t0.865\t0.731\n1\t1.005\t-1.101\t0.590\t0.802\t1.058\t0.909\t0.312\t-0.834\t2.173\t0.857\t-0.484\t-1.266\t2.215\t0.647\t0.441\t0.445\t0.000\t0.560\t-1.336\t0.011\t0.000\t0.865\t1.022\t0.986\t1.119\t0.733\t1.223\t1.004\n0\t0.441\t0.840\t-1.403\t0.957\t0.783\t0.831\t-0.990\t-1.689\t2.173\t0.630\t-1.125\t-0.687\t0.000\t0.819\t-0.179\t0.420\t0.000\t0.399\t0.076\t-1.377\t1.551\t1.077\t1.088\t0.989\t0.614\t0.388\t1.079\t1.035\n0\t0.520\t0.756\t-1.121\t1.774\t-0.091\t0.451\t0.832\t0.664\t0.000\t0.564\t-0.084\t1.382\t0.000\t0.943\t0.547\t1.566\t1.274\t1.013\t-0.234\t-0.859\t3.102\t0.825\t0.827\t1.066\t0.923\t0.699\t0.695\t0.685\n0\t1.791\t0.107\t-1.054\t0.521\t-0.554\t0.903\t0.763\t0.597\t0.000\t0.466\t1.282\t1.284\t0.000\t0.818\t-0.429\t-0.207\t2.548\t0.669\t-0.604\t-1.710\t3.102\t0.886\t0.937\t0.994\t0.772\t0.557\t0.748\t0.810\n1\t1.020\t-1.592\t-0.635\t0.144\t-0.862\t1.925\t0.059\t1.613\t0.000\t1.403\t-0.704\t-0.250\t2.215\t1.732\t0.086\t0.164\t2.548\t1.106\t-1.231\t0.789\t0.000\t0.598\t1.016\t0.981\t1.023\t0.922\t0.867\t0.786\n0\t0.436\t-0.535\t0.091\t1.171\t1.617\t0.963\t-0.938\t-0.493\t2.173\t0.926\t-0.655\t0.855\t0.000\t0.993\t-0.652\t-1.270\t2.548\t0.565\t-1.680\t-0.028\t0.000\t0.959\t0.942\t0.987\t0.959\t0.797\t0.794\t0.722\n0\t1.456\t0.204\t0.175\t1.031\t0.797\t0.785\t-0.964\t-1.254\t2.173\t1.364\t-0.643\t1.658\t0.000\t1.673\t0.560\t-0.359\t2.548\t0.712\t-1.095\t0.980\t0.000\t0.852\t0.863\t0.984\t0.969\t1.626\t1.145\t1.086\n1\t0.625\t-0.195\t0.908\t2.331\t0.250\t1.177\t-0.027\t-1.330\t1.087\t0.396\t-0.634\t-0.655\t0.000\t0.517\t0.523\t-1.076\t0.000\t0.532\t0.377\t0.402\t1.551\t0.910\t0.955\t0.992\t0.454\t0.861\t0.956\t0.860\n0\t1.384\t0.493\t0.157\t0.734\t0.945\t0.332\t1.101\t1.190\t0.000\t0.320\t-0.255\t0.019\t0.000\t0.718\t-0.115\t-1.037\t2.548\t1.031\t0.343\t-1.549\t0.000\t0.791\t0.783\t0.988\t0.837\t0.374\t0.727\t0.631\n0\t0.615\t-1.738\t-0.412\t1.358\t0.341\t0.531\t-1.458\t0.885\t0.000\t0.680\t-0.029\t-1.570\t2.215\t0.574\t-1.255\t-1.507\t0.000\t1.024\t-0.945\t-0.855\t3.102\t0.828\t0.876\t0.983\t0.694\t0.629\t0.713\t0.679\n0\t1.047\t0.897\t0.034\t1.458\t-0.696\t0.790\t1.880\t1.304\t0.000\t0.901\t0.078\t-1.022\t2.215\t0.980\t0.538\t0.557\t2.548\t1.039\t0.753\t1.351\t0.000\t0.719\t0.886\t1.046\t0.850\t1.021\t0.931\t0.924\n1\t1.147\t-0.900\t-1.286\t1.640\t-0.659\t1.071\t-0.831\t0.693\t2.173\t0.358\t0.564\t0.098\t2.215\t0.422\t1.479\t-1.550\t0.000\t0.838\t0.250\t0.740\t0.000\t0.832\t1.242\t1.020\t0.881\t0.844\t0.979\t0.921\n0\t1.336\t0.075\t1.051\t1.103\t0.338\t1.059\t1.423\t-1.205\t0.000\t0.807\t1.052\t0.427\t0.000\t0.908\t0.589\t-1.541\t0.000\t0.964\t-0.219\t-0.444\t1.551\t0.887\t1.080\t1.007\t0.538\t0.173\t0.679\t0.856\n1\t0.796\t1.024\t-1.168\t1.188\t0.753\t1.332\t0.351\t0.406\t2.173\t0.602\t0.270\t-0.743\t0.000\t0.956\t0.219\t-1.223\t0.000\t0.493\t-1.134\t1.303\t0.000\t0.943\t1.176\t1.330\t0.675\t0.958\t0.795\t0.800\n0\t1.388\t1.803\t0.595\t0.246\t1.096\t1.173\t0.244\t-0.971\t0.000\t1.260\t1.009\t-0.987\t2.215\t2.460\t-1.408\t1.155\t0.000\t1.332\t0.521\t0.208\t3.102\t0.921\t0.958\t0.987\t1.131\t1.058\t0.829\t0.890\n0\t0.661\t1.740\t-0.153\t1.012\t0.073\t0.788\t-0.962\t-1.415\t0.000\t1.455\t1.098\t1.000\t2.215\t0.464\t-2.027\t-1.141\t0.000\t0.859\t-0.264\t-0.611\t3.102\t0.776\t0.719\t0.986\t1.041\t1.279\t1.410\t1.287\n1\t0.908\t-0.466\t-0.623\t0.763\t1.232\t0.961\t-0.804\t1.294\t2.173\t0.820\t-0.018\t0.225\t0.000\t0.784\t0.478\t-0.573\t0.000\t0.850\t-2.445\t-0.897\t0.000\t0.884\t1.153\t1.147\t0.559\t0.520\t0.691\t0.698\n1\t0.914\t-0.387\t0.049\t0.546\t1.635\t1.172\t-0.487\t1.024\t2.173\t1.683\t-0.510\t-1.071\t0.000\t1.310\t0.901\t0.168\t0.000\t0.917\t-0.058\t-0.462\t0.000\t0.923\t0.711\t0.989\t0.845\t0.856\t0.982\t0.828\n0\t0.469\t1.385\t-0.976\t0.841\t-1.175\t0.835\t-0.473\t1.463\t0.000\t1.302\t1.168\t-0.600\t2.215\t0.949\t0.500\t1.421\t0.000\t1.142\t0.301\t0.422\t3.102\t0.861\t0.903\t0.984\t0.906\t0.997\t1.088\t0.920\n1\t1.350\t-2.050\t0.497\t0.890\t-1.703\t0.613\t0.727\t-0.808\t1.087\t0.521\t-0.884\t1.096\t1.107\t0.808\t-1.236\t0.184\t0.000\t1.017\t-1.047\t-1.624\t0.000\t0.986\t1.053\t1.392\t0.846\t1.123\t1.326\t1.097\n0\t0.522\t-2.269\t-1.317\t1.079\t1.498\t0.950\t-0.255\t0.015\t2.173\t0.973\t-0.611\t0.501\t2.215\t2.040\t-1.305\t-1.342\t0.000\t0.756\t0.613\t-1.503\t0.000\t0.699\t1.478\t0.975\t0.966\t0.656\t1.135\t1.264\n0\t0.605\t-1.998\t0.774\t0.461\t-0.538\t0.508\t-0.574\t1.305\t0.000\t0.891\t-1.615\t1.022\t0.000\t0.933\t-0.500\t-0.757\t2.548\t0.878\t0.346\t-0.822\t3.102\t0.889\t1.072\t0.993\t0.789\t0.349\t0.809\t0.716\n0\t1.956\t-1.069\t-1.357\t0.611\t-0.235\t1.931\t-0.851\t-1.715\t2.173\t1.623\t-1.087\t0.024\t2.215\t1.986\t-0.269\t0.091\t0.000\t1.362\t-0.383\t0.680\t0.000\t0.930\t0.956\t1.284\t1.148\t2.627\t1.567\t1.334\n1\t1.442\t0.181\t1.361\t1.048\t-1.648\t1.291\t0.522\t-0.096\t2.173\t0.704\t1.255\t-1.050\t0.000\t0.710\t1.171\t0.541\t1.274\t0.527\t1.563\t1.209\t0.000\t0.747\t1.168\t0.989\t0.980\t0.796\t1.093\t0.974\n1\t0.580\t-0.264\t0.170\t0.985\t1.340\t0.840\t0.824\t-1.093\t0.000\t0.790\t-0.334\t0.773\t2.215\t1.016\t0.622\t0.168\t2.548\t1.332\t-0.183\t-1.372\t0.000\t0.975\t1.112\t0.989\t0.616\t0.711\t0.901\t0.781\n0\t0.330\t0.914\t0.964\t1.966\t-0.627\t0.874\t0.031\t0.586\t0.000\t0.727\t-0.142\t-1.194\t2.215\t0.806\t-0.033\t1.419\t0.000\t0.583\t-1.757\t-1.283\t0.000\t1.030\t1.051\t1.104\t0.941\t0.581\t0.724\t0.813\n1\t0.627\t1.152\t-1.300\t1.295\t-1.001\t2.262\t-1.843\t1.337\t0.000\t1.231\t-0.920\t0.039\t1.107\t2.733\t0.158\t-0.272\t2.548\t0.478\t0.738\t1.702\t0.000\t2.980\t2.413\t0.991\t1.089\t1.270\t2.305\t1.959\n0\t0.477\t0.153\t-0.336\t1.240\t-1.604\t0.561\t-1.229\t-1.185\t1.087\t0.599\t-0.729\t-0.280\t0.000\t1.280\t-1.158\t1.430\t1.274\t1.074\t0.865\t-0.424\t0.000\t1.073\t1.132\t0.988\t0.867\t0.746\t0.960\t0.824\n1\t1.638\t0.269\t1.191\t0.948\t-1.579\t0.968\t0.375\t-0.395\t0.000\t0.768\t2.728\t1.241\t0.000\t0.866\t0.143\t-0.922\t2.548\t0.704\t0.819\t0.880\t1.551\t1.054\t0.885\t1.041\t0.833\t0.648\t0.633\t0.820\n0\t0.392\t2.166\t-0.353\t0.894\t1.589\t0.650\t0.326\t0.409\t2.173\t0.659\t1.779\t-1.275\t0.000\t0.744\t0.396\t1.514\t0.000\t0.912\t-0.267\t0.009\t3.102\t1.029\t1.040\t0.982\t0.871\t0.394\t0.792\t0.721\n0\t0.386\t0.345\t-1.207\t1.151\t1.078\t1.726\t-0.581\t-0.410\t0.000\t1.545\t-0.244\t1.030\t1.107\t1.522\t0.321\t1.556\t1.274\t1.307\t-0.656\t-0.951\t0.000\t1.100\t1.806\t0.988\t1.126\t0.896\t1.438\t1.351\n1\t1.256\t0.932\t0.351\t0.428\t-1.070\t1.968\t-0.547\t-0.124\t0.000\t1.659\t1.008\t1.584\t2.215\t1.031\t1.597\t1.148\t0.000\t1.800\t0.036\t1.550\t3.102\t0.934\t0.965\t0.989\t1.049\t0.810\t0.840\t0.753\n0\t0.950\t-0.660\t-1.628\t0.493\t-0.511\t0.517\t0.048\t0.338\t1.087\t0.968\t0.697\t1.623\t0.000\t1.532\t-0.395\t-0.294\t2.548\t0.405\t0.316\t1.326\t0.000\t0.257\t1.158\t0.993\t0.892\t0.657\t0.782\t0.809\n1\t0.721\t0.466\t-1.301\t0.728\t0.733\t0.745\t-0.496\t1.463\t0.000\t1.001\t-0.673\t-0.237\t0.000\t1.033\t-0.458\t0.917\t2.548\t0.797\t-0.882\t1.020\t1.551\t1.841\t1.076\t0.988\t0.683\t0.206\t0.707\t0.683\n0\t0.401\t0.685\t-0.441\t1.583\t1.556\t0.790\t-0.568\t0.032\t1.087\t0.686\t-1.108\t1.127\t0.000\t1.030\t-0.430\t-0.572\t0.000\t1.067\t-1.028\t-1.469\t3.102\t1.361\t1.032\t1.075\t1.000\t1.004\t0.961\t0.907\n1\t1.067\t1.068\t-1.688\t0.890\t1.706\t0.607\t1.538\t0.147\t2.173\t0.274\t-1.542\t-1.394\t0.000\t0.451\t0.896\t0.153\t2.548\t0.643\t-0.119\t-0.020\t0.000\t0.672\t1.194\t0.986\t0.723\t0.188\t0.755\t0.766\n0\t0.661\t1.474\t-1.575\t1.284\t-1.045\t0.644\t0.572\t1.524\t2.173\t1.239\t0.658\t-0.003\t1.107\t0.937\t-0.822\t1.448\t0.000\t0.577\t-0.354\t0.757\t0.000\t0.512\t1.175\t0.981\t0.753\t1.291\t0.871\t0.863\n1\t0.489\t-0.206\t-0.509\t1.307\t1.678\t0.915\t0.091\t-0.121\t0.000\t1.197\t0.385\t1.637\t2.215\t0.923\t-0.777\t0.175\t0.000\t0.438\t-1.599\t0.362\t0.000\t0.920\t0.968\t1.020\t0.714\t0.397\t0.937\t0.825\n1\t0.676\t1.380\t-0.709\t1.109\t1.736\t0.584\t-0.269\t-0.326\t2.173\t0.657\t0.404\t0.962\t2.215\t0.651\t-0.178\t-1.457\t0.000\t0.633\t-0.206\t1.173\t0.000\t0.494\t0.683\t0.988\t0.869\t0.896\t0.891\t0.755\n1\t0.484\t0.673\t-0.910\t0.957\t0.980\t0.814\t-0.069\t-0.076\t0.000\t2.188\t-0.315\t-1.329\t1.107\t0.912\t-0.076\t1.434\t0.000\t2.825\t-1.584\t0.242\t0.000\t0.945\t0.973\t0.987\t0.555\t1.543\t1.035\t0.860\n0\t0.776\t0.751\t-0.628\t2.167\t-1.088\t1.057\t-0.216\t0.860\t2.173\t0.861\t-0.403\t-0.028\t2.215\t0.352\t-0.902\t1.493\t0.000\t0.456\t-1.644\t1.055\t0.000\t0.283\t0.651\t0.985\t1.925\t1.017\t1.429\t1.219\n0\t1.429\t1.336\t-1.245\t0.457\t0.230\t1.306\t0.983\t-0.583\t1.087\t2.069\t1.084\t1.062\t0.000\t0.519\t1.677\t1.162\t0.000\t0.573\t0.045\t0.052\t3.102\t0.606\t0.828\t1.088\t0.899\t0.667\t1.123\t0.961\n0\t1.122\t-1.277\t1.510\t1.002\t-1.205\t0.994\t0.647\t0.894\t0.000\t0.766\t-1.204\t-0.649\t2.215\t0.840\t0.465\t0.323\t0.000\t1.222\t2.054\t0.127\t0.000\t0.819\t0.852\t0.985\t0.784\t1.009\t1.010\t1.178\n0\t0.461\t0.122\t-0.279\t1.024\t1.236\t0.834\t0.682\t-0.221\t1.087\t0.619\t0.241\t0.393\t0.000\t0.625\t0.438\t-1.253\t0.000\t0.956\t1.200\t1.302\t1.551\t0.957\t0.813\t0.988\t0.592\t0.995\t0.667\t0.616\n1\t0.556\t-1.299\t-1.630\t1.338\t-1.145\t1.144\t0.898\t0.861\t2.173\t0.694\t0.935\t-0.178\t0.000\t0.553\t0.496\t-1.537\t2.548\t0.662\t0.316\t-0.582\t0.000\t0.851\t1.159\t0.984\t1.328\t0.842\t2.049\t1.509\n0\t0.317\t2.149\t0.739\t1.641\t-1.433\t0.423\t-1.035\t-0.504\t0.000\t1.163\t-0.187\t-0.263\t0.000\t0.635\t-0.869\t0.827\t1.274\t0.800\t1.954\t1.093\t0.000\t0.729\t0.810\t0.990\t1.492\t0.215\t1.535\t1.716\n1\t0.409\t-0.276\t0.736\t0.852\t1.559\t0.865\t0.254\t-0.310\t2.173\t0.894\t1.051\t1.317\t0.000\t0.591\t-1.981\t0.378\t0.000\t0.626\t1.623\t-0.540\t0.000\t0.928\t0.904\t0.989\t1.348\t0.295\t0.897\t1.249\n1\t0.599\t-0.784\t0.997\t0.303\t-0.814\t0.496\t-0.771\t1.473\t0.000\t1.182\t1.397\t-0.043\t2.215\t0.542\t0.096\t0.305\t0.000\t0.592\t1.236\t-1.121\t3.102\t0.915\t0.858\t0.986\t1.028\t0.623\t0.910\t0.779\n0\t1.848\t0.276\t0.337\t0.516\t-0.365\t0.843\t1.159\t1.726\t0.000\t0.950\t0.117\t-0.830\t1.107\t0.972\t0.658\t1.100\t2.548\t0.695\t0.606\t-1.147\t0.000\t0.665\t0.941\t0.987\t0.824\t1.054\t0.784\t0.844\n1\t0.917\t0.789\t1.371\t0.864\t1.197\t0.416\t0.251\t1.201\t0.000\t0.563\t-0.322\t-0.908\t0.000\t0.623\t1.803\t-1.439\t0.000\t2.020\t1.005\t-0.082\t3.102\t1.018\t1.137\t0.986\t0.938\t0.682\t0.820\t0.848\n0\t0.555\t-0.253\t1.152\t2.195\t0.489\t0.741\t-0.146\t-0.516\t2.173\t0.810\t-0.456\t-1.311\t0.000\t1.743\t-1.090\t1.665\t0.000\t1.581\t0.652\t-0.049\t3.102\t0.797\t0.993\t0.992\t1.124\t0.724\t0.949\t0.916\n1\t0.981\t-0.696\t1.671\t1.532\t1.065\t0.582\t-0.996\t-0.808\t0.000\t0.347\t-1.215\t0.402\t2.215\t0.329\t-0.338\t-0.059\t0.000\t0.381\t-0.418\t-0.509\t3.102\t0.553\t0.520\t0.986\t0.626\t0.271\t0.493\t0.556\n0\t0.493\t-0.712\t-0.901\t1.298\t1.704\t0.786\t-0.057\t-0.006\t2.173\t0.200\t-0.698\t0.361\t0.000\t0.427\t0.615\t-1.371\t0.000\t1.435\t-0.596\t1.112\t3.102\t0.562\t0.615\t0.986\t0.764\t1.022\t0.913\t0.737\n0\t2.304\t0.012\t0.524\t0.754\t0.170\t1.234\t-0.375\t-1.241\t1.087\t0.316\t0.369\t-0.577\t0.000\t0.529\t-0.318\t-1.633\t1.274\t0.714\t-0.813\t1.031\t0.000\t0.764\t0.876\t0.993\t0.823\t0.348\t1.035\t0.812\n1\t2.610\t-0.694\t-1.074\t0.729\t-1.250\t1.206\t1.450\t0.524\t0.000\t1.321\t-0.530\t0.129\t0.000\t1.521\t-0.669\t0.735\t2.548\t1.287\t-0.897\t-1.636\t3.102\t0.525\t0.983\t0.976\t1.383\t0.921\t0.923\t0.924\n0\t0.373\t2.046\t1.675\t1.153\t0.281\t0.867\t1.063\t-1.290\t1.087\t1.052\t0.743\t0.103\t2.215\t1.291\t-2.498\t-1.102\t0.000\t1.069\t0.303\t0.808\t0.000\t1.071\t0.987\t0.985\t0.959\t1.354\t0.905\t0.777\n1\t1.186\t-0.661\t-0.822\t0.166\t-1.686\t0.724\t0.370\t0.867\t0.000\t0.562\t-1.127\t-0.458\t0.000\t0.848\t0.204\t1.665\t2.548\t0.831\t0.378\t0.368\t3.102\t0.925\t0.677\t0.987\t0.691\t0.595\t0.560\t0.584\n1\t0.447\t-0.694\t0.017\t0.862\t-1.088\t0.761\t-1.006\t0.972\t2.173\t0.565\t0.572\t1.372\t2.215\t0.490\t-1.322\t-0.517\t0.000\t0.554\t0.200\t-0.332\t0.000\t0.555\t0.815\t0.985\t1.130\t0.925\t0.885\t0.738\n1\t0.652\t-1.915\t0.285\t0.696\t-0.015\t0.886\t-0.240\t0.384\t2.173\t0.710\t-1.899\t1.647\t0.000\t1.549\t2.103\t1.363\t0.000\t2.459\t-0.424\t-0.760\t1.551\t0.683\t1.079\t1.000\t0.756\t1.357\t1.024\t0.881\n0\t1.729\t-0.186\t-0.093\t0.462\t-1.656\t1.188\t2.887\t-1.378\t0.000\t0.984\t-1.442\t0.049\t2.215\t1.301\t-1.180\t0.463\t0.000\t1.523\t-0.819\t-1.714\t3.102\t0.882\t0.872\t1.222\t0.985\t1.139\t0.873\t0.792\n1\t1.055\t-0.247\t-0.316\t1.754\t-1.028\t1.198\t-0.354\t1.109\t1.087\t0.328\t-1.034\t-0.719\t0.000\t0.685\t1.354\t0.972\t0.000\t0.862\t0.550\t0.270\t0.000\t0.864\t1.042\t1.127\t0.545\t0.782\t0.922\t0.781\n0\t0.655\t-0.356\t0.174\t0.918\t-1.066\t0.308\t1.580\t1.162\t0.000\t0.487\t-2.458\t0.076\t0.000\t0.723\t-0.632\t0.475\t2.548\t1.173\t0.742\t1.607\t3.102\t0.814\t0.920\t0.987\t0.875\t0.861\t0.666\t0.689\n1\t1.085\t0.333\t-0.317\t0.501\t1.572\t0.697\t0.037\t1.500\t2.173\t0.612\t-1.198\t0.696\t2.215\t0.742\t1.336\t-0.096\t0.000\t0.441\t-0.496\t-1.613\t0.000\t0.989\t0.949\t1.013\t0.887\t0.912\t0.817\t0.732\n0\t1.740\t0.324\t1.688\t1.304\t1.336\t1.865\t0.323\t-0.065\t0.000\t0.903\t0.135\t-1.164\t2.215\t0.341\t0.448\t-0.667\t0.000\t0.884\t0.466\t0.977\t1.551\t0.750\t0.911\t0.975\t0.872\t0.774\t0.836\t1.015\n0\t1.737\t-0.024\t1.516\t1.275\t0.953\t0.966\t-0.540\t-0.262\t0.000\t0.854\t-0.441\t0.212\t0.000\t0.934\t-0.068\t-0.902\t2.548\t1.401\t0.727\t-1.450\t3.102\t0.805\t0.857\t1.001\t0.902\t0.597\t0.872\t0.974\n1\t0.893\t-0.581\t0.846\t0.812\t-0.545\t0.985\t-0.866\t1.530\t0.000\t1.645\t-0.624\t-0.461\t2.215\t0.910\t0.352\t1.385\t2.548\t0.366\t1.994\t0.112\t0.000\t2.424\t1.393\t1.121\t0.891\t1.471\t1.298\t1.056\n0\t1.065\t-0.997\t0.559\t0.153\t-0.966\t1.146\t-0.596\t-0.978\t2.173\t1.102\t0.460\t0.667\t2.215\t0.783\t-1.333\t1.472\t0.000\t0.565\t-0.247\t-0.151\t0.000\t0.859\t0.966\t0.996\t0.797\t1.892\t1.027\t0.864\n0\t0.636\t-1.883\t-0.146\t1.284\t-0.019\t2.254\t1.181\t1.656\t2.173\t1.822\t-0.160\t-0.200\t0.000\t1.209\t-0.561\t0.301\t1.274\t1.276\t-0.129\t1.702\t0.000\t1.966\t1.285\t0.987\t3.068\t2.873\t2.101\t1.803\n1\t0.786\t-1.464\t1.067\t0.565\t0.133\t0.694\t0.004\t-1.141\t2.173\t0.475\t0.292\t1.153\t0.000\t0.533\t-0.845\t0.859\t0.000\t1.556\t0.721\t-0.481\t3.102\t0.543\t0.922\t0.984\t0.952\t0.787\t0.860\t0.742\n0\t0.361\t-0.339\t0.437\t0.654\t-0.546\t0.731\t0.101\t0.595\t2.173\t0.696\t1.421\t-0.553\t0.000\t0.826\t1.427\t1.164\t2.548\t0.452\t0.921\t1.599\t0.000\t0.741\t0.964\t0.991\t0.719\t0.909\t0.699\t0.638\n1\t0.345\t1.528\t0.427\t1.419\t1.252\t0.978\t-0.692\t-1.234\t2.173\t0.996\t0.831\t-0.220\t1.107\t0.882\t0.054\t0.192\t0.000\t1.213\t0.131\t1.292\t0.000\t0.956\t0.946\t0.994\t1.240\t1.696\t1.094\t0.920\n0\t0.372\t-0.195\t-1.456\t1.011\t-1.691\t0.932\t0.506\t-0.805\t0.000\t1.122\t1.854\t1.043\t0.000\t1.598\t0.509\t0.514\t2.548\t0.981\t0.567\t-0.210\t0.000\t1.042\t0.787\t0.983\t1.641\t0.197\t1.138\t1.070\n1\t1.489\t2.036\t-1.683\t0.856\t1.334\t0.712\t1.058\t0.162\t2.173\t0.741\t0.509\t-0.371\t2.215\t0.622\t1.554\t-1.110\t0.000\t0.479\t0.999\t1.026\t0.000\t0.585\t0.703\t0.997\t1.148\t0.575\t0.938\t0.730\n1\t1.743\t-1.008\t-0.589\t0.828\t-0.764\t0.862\t-0.725\t-1.629\t2.173\t1.274\t-0.737\t1.033\t2.215\t1.154\t-2.057\t0.765\t0.000\t0.805\t0.393\t-0.201\t0.000\t2.111\t1.476\t0.983\t1.056\t1.042\t1.108\t1.116\n1\t2.203\t0.650\t1.706\t0.918\t-1.202\t1.191\t0.550\t0.100\t2.173\t0.420\t1.270\t1.022\t1.107\t0.619\t-0.353\t-1.129\t0.000\t0.735\t0.138\t0.538\t0.000\t0.799\t1.058\t0.987\t0.724\t0.867\t1.020\t0.853\n0\t0.742\t1.048\t-1.047\t0.467\t-0.103\t0.433\t-0.422\t1.422\t0.000\t0.813\t1.227\t1.151\t2.215\t0.735\t-0.206\t-0.024\t2.548\t0.892\t2.147\t-0.084\t0.000\t1.074\t1.053\t0.982\t0.874\t0.980\t0.770\t0.726\n1\t1.150\t-1.362\t0.377\t1.319\t1.627\t0.643\t-0.113\t-0.835\t2.173\t0.522\t0.982\t0.440\t2.215\t0.364\t1.204\t-0.746\t0.000\t0.562\t-0.931\t1.595\t0.000\t0.883\t0.743\t1.541\t1.274\t0.928\t1.109\t0.913\n0\t1.379\t0.617\t-1.381\t0.776\t1.400\t1.317\t0.085\t0.220\t0.000\t0.446\t-0.008\t-0.937\t1.107\t0.585\t0.660\t0.629\t0.000\t0.442\t2.083\t1.689\t0.000\t0.765\t0.880\t0.986\t0.507\t0.238\t0.634\t0.736\n1\t0.297\t0.724\t-1.269\t1.171\t0.679\t1.588\t-1.342\t-1.295\t0.000\t2.789\t-0.320\t0.296\t0.000\t1.924\t0.323\t-0.904\t2.548\t1.378\t2.169\t-1.634\t0.000\t0.874\t0.814\t0.986\t1.294\t1.028\t1.123\t1.260\n0\t1.408\t-0.113\t1.082\t1.619\t1.568\t0.622\t0.167\t-0.907\t0.000\t0.585\t-1.109\t0.531\t1.107\t0.755\t2.130\t-0.370\t0.000\t1.207\t-0.285\t-0.126\t0.000\t0.923\t0.946\t0.990\t0.795\t0.365\t0.702\t0.776\n0\t0.670\t-0.590\t-0.341\t1.301\t1.427\t1.311\t-0.117\t0.037\t2.173\t0.945\t0.698\t1.614\t1.107\t1.181\t-0.133\t0.828\t0.000\t1.650\t0.379\t-1.400\t0.000\t1.215\t0.994\t1.293\t1.216\t1.767\t1.091\t0.928\n0\t0.745\t1.082\t0.093\t0.862\t-0.011\t1.527\t1.023\t0.351\t2.173\t1.120\t1.059\t-0.800\t0.000\t2.215\t0.856\t-1.621\t2.548\t0.500\t-1.609\t1.126\t0.000\t0.211\t2.084\t0.983\t1.031\t2.245\t1.946\t1.884\n0\t0.415\t-0.907\t-0.839\t2.005\t-1.355\t1.321\t0.471\t0.721\t0.000\t0.954\t-0.345\t0.520\t0.000\t1.389\t0.404\t-0.690\t2.548\t0.683\t-0.865\t-1.484\t3.102\t1.107\t1.157\t0.996\t1.834\t0.777\t1.126\t1.529\n1\t1.227\t0.815\t-0.708\t0.335\t1.163\t0.578\t0.851\t1.294\t0.000\t0.674\t-0.251\t-0.160\t2.215\t1.387\t0.129\t-1.269\t1.274\t1.888\t1.167\t0.671\t0.000\t0.957\t1.198\t0.989\t0.786\t0.889\t0.975\t0.847\n0\t0.795\t0.534\t1.104\t0.866\t-0.139\t0.806\t0.759\t-0.317\t2.173\t0.592\t-1.381\t1.566\t0.000\t0.452\t1.040\t0.326\t0.000\t1.178\t-0.078\t1.735\t3.102\t0.575\t0.660\t1.034\t0.760\t1.092\t0.965\t0.876\n1\t0.642\t-0.568\t-1.703\t0.553\t-1.021\t1.315\t0.048\t1.187\t0.000\t1.425\t0.561\t-0.116\t2.215\t0.869\t1.417\t-0.693\t2.548\t0.983\t-0.299\t-0.894\t0.000\t0.836\t1.155\t0.989\t0.776\t0.842\t0.932\t0.829\n0\t0.502\t-1.035\t1.401\t0.729\t0.143\t1.650\t-0.443\t0.879\t2.173\t1.418\t-0.075\t-1.115\t2.215\t1.266\t1.159\t-0.756\t0.000\t1.375\t-1.834\t-0.846\t0.000\t0.959\t1.425\t0.986\t1.320\t2.232\t1.440\t1.217\n1\t0.709\t0.823\t0.063\t1.784\t0.816\t0.445\t1.439\t0.295\t0.000\t0.652\t1.119\t-1.560\t2.215\t0.754\t1.515\t-1.219\t0.000\t1.406\t0.467\t-1.062\t3.102\t1.025\t0.861\t0.987\t0.886\t0.456\t0.757\t0.710\n1\t1.118\t-0.684\t-0.217\t1.177\t0.243\t0.403\t-1.348\t-0.891\t0.000\t0.776\t0.898\t1.479\t2.215\t0.717\t-1.001\t1.353\t2.548\t0.737\t-0.216\t1.406\t0.000\t0.875\t1.086\t0.979\t0.885\t0.950\t0.880\t0.805\n1\t0.575\t0.350\t-0.243\t0.704\t-1.117\t0.716\t-0.082\t-0.387\t0.000\t0.881\t0.353\t0.559\t1.107\t0.793\t-0.565\t-1.202\t0.000\t1.309\t0.822\t1.352\t3.102\t0.883\t0.860\t0.983\t0.955\t0.705\t0.768\t0.679\n1\t0.600\t0.338\t-0.789\t0.593\t0.388\t0.952\t0.420\t1.694\t0.000\t1.041\t0.291\t-0.225\t2.215\t1.086\t0.482\t1.211\t0.000\t1.124\t2.349\t-0.661\t0.000\t0.780\t0.847\t0.990\t0.712\t0.853\t0.880\t0.801\n1\t0.340\t1.440\t0.456\t0.832\t-1.118\t0.635\t0.450\t1.291\t2.173\t1.549\t0.366\t0.139\t1.107\t0.827\t0.177\t-0.527\t0.000\t1.158\t-0.757\t-1.636\t0.000\t1.103\t1.007\t0.989\t0.909\t1.259\t0.942\t0.799\n0\t0.862\t-2.244\t-0.375\t1.042\t-0.309\t0.776\t0.521\t1.532\t2.173\t0.557\t-1.370\t-1.230\t0.000\t1.166\t1.242\t0.550\t0.000\t1.266\t0.879\t-1.254\t3.102\t1.132\t1.048\t1.003\t1.736\t0.678\t1.384\t1.111\n1\t2.773\t0.260\t-0.638\t1.701\t-1.050\t1.092\t0.722\t0.751\t2.173\t0.543\t-0.389\t-1.650\t0.000\t0.883\t1.254\t1.089\t0.000\t0.485\t1.189\t0.500\t3.102\t0.752\t0.832\t1.089\t1.824\t0.325\t1.162\t1.091\n0\t0.816\t1.420\t-0.547\t0.711\t-0.983\t0.652\t0.841\t-1.592\t1.087\t1.545\t-1.595\t0.497\t0.000\t0.753\t-1.152\t-0.153\t0.000\t0.843\t-1.168\t-1.641\t3.102\t0.966\t0.931\t0.983\t1.011\t1.082\t1.337\t2.137\n0\t1.834\t-0.687\t0.012\t0.957\t0.474\t1.776\t1.074\t-1.559\t0.000\t1.465\t-0.097\t-0.123\t2.215\t1.096\t-2.023\t1.515\t0.000\t1.209\t-1.077\t-0.136\t1.551\t0.830\t0.811\t0.988\t0.901\t0.761\t0.966\t0.860\n0\t0.561\t-1.760\t-1.367\t0.645\t0.888\t1.158\t-0.472\t-0.313\t1.087\t1.187\t-0.356\t1.701\t0.000\t1.095\t-0.723\t1.349\t0.000\t0.955\t-1.614\t0.056\t0.000\t1.034\t0.862\t0.980\t1.017\t0.783\t0.851\t0.766\n0\t1.046\t1.144\t-0.362\t1.288\t-0.562\t0.787\t-1.168\t1.053\t1.087\t0.687\t-1.225\t-1.687\t0.000\t0.760\t0.828\t1.108\t2.548\t1.014\t-0.449\t-0.392\t0.000\t1.078\t0.981\t0.995\t0.976\t1.202\t1.739\t1.575\n0\t0.847\t-0.348\t-0.207\t1.067\t-1.039\t0.582\t-1.844\t1.412\t0.000\t1.251\t-1.160\t-0.930\t2.215\t1.071\t0.508\t0.587\t0.000\t2.035\t-0.488\t0.878\t3.102\t2.372\t1.436\t0.984\t0.918\t1.504\t1.231\t1.099\n1\t0.840\t0.073\t0.640\t1.419\t0.600\t0.345\t-0.144\t1.611\t2.173\t1.259\t-0.909\t-1.073\t2.215\t0.474\t-1.535\t-1.588\t0.000\t1.147\t-1.068\t-0.142\t0.000\t0.801\t0.781\t0.987\t0.757\t0.752\t0.880\t0.762\n1\t1.074\t-0.135\t0.069\t0.593\t0.888\t0.989\t-0.873\t-0.524\t2.173\t0.599\t1.102\t0.970\t0.000\t0.794\t1.369\t1.713\t0.000\t1.083\t0.394\t-1.603\t3.102\t0.685\t0.600\t0.986\t0.899\t1.208\t1.125\t1.006\n0\t0.953\t-1.059\t-0.864\t0.925\t-0.357\t1.012\t-0.556\t0.423\t2.173\t0.796\t0.359\t1.715\t0.000\t0.465\t-0.881\t-1.696\t2.548\t0.445\t-0.174\t1.135\t0.000\t0.709\t1.159\t0.985\t0.661\t0.824\t0.840\t0.910\n0\t1.519\t0.204\t-1.361\t1.493\t-1.495\t1.843\t1.109\t0.476\t2.173\t0.903\t0.248\t-0.915\t2.215\t1.581\t0.730\t0.792\t0.000\t0.992\t1.545\t-0.194\t0.000\t0.914\t0.863\t0.991\t2.015\t1.992\t1.435\t1.141\n1\t0.439\t0.988\t0.008\t2.500\t-0.421\t0.509\t1.472\t0.973\t0.000\t0.772\t0.751\t1.632\t2.215\t0.779\t1.283\t1.725\t2.548\t0.508\t0.293\t-1.286\t0.000\t0.835\t0.632\t0.991\t0.982\t0.276\t0.917\t0.804\n1\t1.362\t1.360\t0.778\t1.545\t1.035\t1.002\t0.787\t-0.860\t2.173\t0.820\t0.859\t-0.323\t0.000\t0.508\t-0.438\t-0.073\t0.000\t1.133\t0.204\t1.614\t3.102\t0.762\t0.855\t0.990\t1.458\t0.945\t0.993\t0.903\n1\t0.639\t1.330\t-0.725\t1.630\t1.657\t2.171\t1.906\t0.107\t0.000\t1.605\t0.681\t1.631\t2.215\t0.788\t1.743\t-1.477\t0.000\t0.743\t-0.782\t-1.331\t0.000\t1.661\t1.239\t1.185\t1.403\t1.564\t1.090\t1.011\n1\t1.780\t0.330\t-0.093\t0.331\t-1.100\t1.341\t-0.144\t1.292\t2.173\t1.423\t1.336\t-0.205\t0.000\t1.350\t-0.181\t-1.256\t1.274\t0.966\t1.193\t1.495\t0.000\t1.317\t1.663\t0.991\t1.412\t1.253\t1.535\t1.259\n1\t0.393\t1.365\t1.576\t0.792\t-1.182\t1.192\t0.668\t-0.137\t2.173\t1.072\t0.375\t1.395\t0.000\t0.586\t-0.489\t0.568\t2.548\t0.704\t-0.223\t1.707\t0.000\t0.965\t0.737\t0.998\t1.088\t0.912\t0.823\t0.762\n1\t0.311\t-1.178\t0.766\t0.660\t-1.371\t0.764\t-0.327\t1.188\t2.173\t1.232\t-0.753\t-0.274\t2.215\t0.312\t1.222\t0.967\t0.000\t0.798\t0.346\t-0.818\t0.000\t0.611\t0.925\t0.987\t0.742\t1.420\t0.850\t0.725\n1\t1.192\t-1.240\t-0.664\t1.233\t1.285\t0.531\t-0.545\t-0.138\t2.173\t0.855\t-1.865\t1.417\t0.000\t0.971\t-1.377\t0.035\t0.000\t0.952\t-0.522\t-1.542\t1.551\t1.355\t0.991\t1.651\t1.034\t0.718\t0.772\t0.777\n0\t0.435\t0.373\t-1.099\t2.466\t-0.458\t1.032\t0.183\t0.983\t1.087\t0.601\t-0.639\t1.715\t0.000\t1.078\t1.516\t-1.276\t0.000\t1.663\t0.485\t0.669\t3.102\t1.857\t1.390\t0.989\t1.574\t0.477\t1.100\t1.123\n0\t0.489\t-0.560\t-0.287\t1.635\t-0.867\t0.447\t0.430\t0.168\t2.173\t1.026\t0.881\t1.484\t0.000\t0.699\t-0.317\t0.185\t2.548\t0.800\t-0.090\t1.413\t0.000\t0.629\t0.864\t0.987\t1.182\t0.280\t0.809\t1.025\n1\t0.805\t1.554\t-0.598\t1.345\t-1.659\t0.490\t1.458\t-0.087\t0.000\t0.746\t0.212\t-1.295\t2.215\t1.509\t0.636\t0.379\t0.000\t1.031\t0.314\t1.328\t1.551\t0.879\t0.896\t1.177\t0.900\t0.559\t0.776\t0.827\n0\t1.334\t-1.125\t1.309\t0.263\t-0.309\t0.487\t-1.430\t0.135\t0.000\t0.660\t0.410\t-1.008\t2.215\t0.430\t-0.294\t-1.517\t0.000\t0.384\t0.760\t0.142\t3.102\t0.954\t0.962\t0.984\t0.670\t0.407\t0.625\t0.628\n0\t1.466\t-1.111\t1.287\t2.576\t1.130\t1.982\t0.371\t-0.394\t0.000\t0.822\t-0.059\t1.675\t2.215\t0.875\t1.011\t-0.483\t0.000\t0.419\t1.416\t-1.234\t3.102\t0.911\t0.837\t0.979\t1.276\t0.591\t1.261\t1.893\n1\t0.869\t-0.329\t1.598\t0.669\t-0.111\t0.816\t-1.098\t-0.969\t0.000\t0.745\t-0.341\t-0.898\t0.000\t1.503\t0.346\t0.979\t2.548\t1.455\t0.121\t0.019\t3.102\t1.038\t1.001\t1.056\t0.722\t0.871\t0.703\t0.655\n1\t1.333\t1.213\t1.469\t0.725\t-1.231\t0.800\t0.517\t0.058\t2.173\t0.419\t-2.324\t-0.905\t0.000\t0.953\t0.766\t-1.631\t0.000\t0.778\t0.750\t-0.763\t3.102\t2.419\t1.525\t0.993\t1.095\t0.585\t1.170\t1.129\n0\t1.927\t1.637\t0.422\t0.302\t0.328\t1.063\t-0.364\t-1.678\t0.000\t1.436\t1.680\t-0.055\t0.000\t2.099\t0.430\t-1.366\t1.274\t0.597\t-0.325\t1.477\t0.000\t0.357\t0.944\t1.001\t1.507\t0.930\t0.950\t1.069\n1\t0.650\t0.699\t-0.098\t0.861\t-0.605\t1.050\t-0.275\t1.510\t0.000\t0.973\t0.562\t1.205\t0.000\t1.555\t0.493\t-0.402\t2.548\t1.143\t-0.856\t-0.131\t3.102\t0.982\t1.050\t0.986\t0.802\t0.918\t0.996\t1.174\n1\t0.424\t-0.694\t1.732\t1.077\t-1.672\t0.697\t1.163\t-0.407\t0.000\t0.763\t0.606\t0.867\t2.215\t0.746\t1.843\t0.088\t0.000\t0.834\t-0.409\t-1.489\t3.102\t0.798\t0.994\t0.989\t0.720\t0.744\t1.057\t1.630\n0\t1.416\t-0.247\t1.096\t0.743\t0.092\t0.898\t0.816\t0.945\t2.173\t1.650\t0.240\t-1.197\t0.000\t1.268\t-0.115\t-0.495\t2.548\t1.180\t-0.074\t-1.668\t0.000\t0.809\t0.967\t1.116\t0.917\t1.438\t1.058\t0.982\n1\t0.895\t-1.225\t-1.193\t1.138\t-0.531\t0.812\t-0.412\t1.030\t2.173\t0.771\t0.885\t0.526\t2.215\t0.561\t-0.913\t-1.698\t0.000\t0.872\t-0.199\t-0.563\t0.000\t0.725\t0.955\t0.993\t1.335\t0.976\t1.333\t1.023\n1\t0.852\t0.515\t0.282\t0.285\t-0.301\t0.696\t-0.385\t-0.909\t2.173\t0.706\t0.717\t-0.185\t0.000\t1.395\t-0.472\t1.702\t2.548\t0.906\t1.105\t0.834\t0.000\t0.884\t1.115\t0.990\t0.910\t0.874\t0.927\t0.814\n1\t0.725\t-1.110\t-0.840\t0.824\t1.371\t0.477\t-0.265\t0.721\t0.000\t1.081\t-0.928\t-1.331\t2.215\t0.996\t2.482\t-0.203\t0.000\t2.149\t0.164\t0.240\t0.000\t0.746\t0.612\t0.989\t0.649\t0.761\t0.846\t0.767\n0\t1.464\t-0.882\t-1.234\t1.799\t1.631\t0.634\t-0.446\t0.391\t0.000\t0.789\t0.238\t1.689\t2.215\t1.198\t-0.880\t-0.195\t0.000\t1.567\t2.331\t0.760\t0.000\t0.890\t0.919\t1.193\t0.906\t1.225\t1.078\t1.053\n1\t1.383\t-0.559\t-1.567\t2.071\t-1.593\t1.012\t1.868\t0.643\t0.000\t0.542\t-0.730\t-0.841\t0.000\t1.768\t-0.991\t-0.381\t2.548\t0.854\t-0.274\t0.621\t0.000\t0.879\t0.797\t0.995\t1.582\t1.411\t1.205\t0.962\n1\t0.685\t-2.266\t0.131\t1.021\t-1.211\t1.119\t-1.195\t1.413\t2.173\t1.132\t-1.278\t0.217\t2.215\t0.847\t-1.743\t-0.462\t0.000\t1.192\t-1.472\t-0.940\t0.000\t0.522\t0.995\t1.084\t0.993\t1.463\t1.023\t0.818\n0\t0.690\t0.819\t0.605\t0.214\t0.684\t0.735\t-0.101\t-1.670\t0.000\t1.343\t0.341\t-0.849\t2.215\t1.068\t-0.258\t0.192\t2.548\t0.756\t2.064\t0.693\t0.000\t0.275\t1.230\t0.982\t0.994\t1.106\t1.073\t0.943\n1\t1.682\t-0.221\t1.179\t1.701\t0.565\t2.008\t-0.450\t-1.437\t0.000\t1.325\t-0.427\t0.268\t2.215\t1.312\t0.222\t0.744\t0.000\t2.042\t0.521\t-1.248\t0.000\t0.918\t1.018\t1.231\t0.952\t0.832\t1.140\t1.144\n1\t0.323\t1.083\t-1.132\t1.769\t-0.368\t0.976\t-0.403\t0.707\t1.087\t1.034\t-0.152\t1.513\t2.215\t0.701\t-0.297\t-0.541\t0.000\t0.591\t-0.383\t-1.178\t0.000\t0.518\t0.819\t0.993\t1.090\t0.998\t0.960\t0.753\n1\t0.437\t1.255\t0.864\t1.663\t-1.110\t1.156\t1.154\t0.529\t2.173\t0.984\t0.059\t1.704\t0.000\t0.507\t0.738\t-0.949\t0.000\t0.650\t0.424\t-0.420\t3.102\t0.848\t0.660\t1.156\t1.240\t0.757\t0.845\t0.831\n0\t0.418\t0.510\t1.657\t1.129\t0.147\t0.747\t1.242\t-0.132\t0.000\t1.307\t1.336\t1.542\t2.215\t1.004\t0.559\t-0.694\t0.000\t1.248\t-0.149\t-1.172\t1.551\t0.910\t0.986\t0.987\t0.934\t1.234\t0.998\t0.850\n0\t0.825\t1.625\t1.420\t0.976\t0.629\t0.939\t0.213\t-0.717\t2.173\t0.309\t0.544\t-0.961\t2.215\t0.593\t2.447\t0.626\t0.000\t0.702\t-0.144\t0.584\t0.000\t0.809\t0.852\t0.986\t0.660\t0.220\t0.774\t0.675\n1\t0.616\t0.460\t-0.636\t0.517\t1.071\t0.792\t0.634\t0.672\t0.000\t1.066\t0.274\t0.166\t0.000\t0.908\t-0.077\t-1.740\t2.548\t1.324\t0.862\t-0.994\t3.102\t0.930\t1.098\t0.988\t0.771\t0.719\t0.858\t0.754\n0\t1.706\t-0.782\t1.019\t0.541\t0.232\t0.697\t-0.927\t1.636\t1.087\t0.511\t0.559\t-1.243\t0.000\t0.867\t1.762\t-0.874\t0.000\t1.260\t-1.286\t-0.111\t0.000\t0.820\t0.838\t0.987\t0.794\t1.072\t1.034\t1.129\n0\t1.156\t0.245\t0.911\t0.656\t-0.040\t0.733\t1.714\t-1.412\t0.000\t0.918\t-1.427\t-1.586\t0.000\t1.412\t-1.054\t-0.314\t2.548\t2.424\t-0.701\t0.651\t3.102\t0.825\t0.909\t0.982\t0.763\t1.104\t0.854\t0.850\n1\t1.053\t0.575\t-0.351\t0.275\t1.049\t0.869\t1.137\t-1.556\t2.173\t0.784\t-0.192\t1.121\t0.000\t0.737\t1.381\t0.257\t0.000\t0.803\t-0.695\t0.205\t0.000\t0.830\t0.865\t0.985\t1.014\t0.790\t0.875\t0.771\n0\t1.064\t-0.335\t-0.335\t0.990\t1.396\t2.076\t-0.748\t-0.152\t1.087\t1.820\t-0.707\t1.583\t0.000\t1.372\t-0.310\t1.299\t0.000\t1.124\t-1.059\t-1.269\t3.102\t0.773\t0.891\t1.422\t1.354\t1.430\t1.512\t1.234\n1\t0.401\t0.609\t-0.829\t0.718\t0.151\t0.636\t2.561\t-0.757\t0.000\t1.013\t0.470\t1.396\t0.000\t1.320\t-0.779\t-0.747\t2.548\t1.228\t-1.153\t1.466\t3.102\t0.810\t1.017\t0.988\t1.630\t0.924\t1.427\t1.199\n0\t0.664\t-0.231\t0.695\t0.483\t-1.531\t0.798\t0.855\t-0.095\t2.173\t0.963\t-0.941\t1.474\t2.215\t0.904\t-2.099\t-1.225\t0.000\t0.445\t-1.466\t1.006\t0.000\t0.662\t0.788\t0.992\t0.823\t1.858\t1.362\t1.151\n0\t0.729\t-0.868\t0.536\t0.921\t-0.171\t1.066\t0.649\t0.139\t2.173\t2.081\t-0.874\t-1.616\t2.215\t1.005\t-2.073\t-0.629\t0.000\t1.344\t-1.217\t1.327\t0.000\t0.975\t1.272\t0.985\t0.808\t2.888\t1.687\t1.344\n1\t1.248\t0.981\t0.711\t1.717\t0.664\t0.414\t1.352\t-0.738\t2.173\t1.052\t1.446\t1.714\t0.000\t0.930\t-1.834\t-0.531\t0.000\t0.776\t1.133\t0.110\t0.000\t1.170\t0.941\t0.996\t0.979\t0.628\t0.907\t0.829\n0\t0.844\t-0.803\t1.380\t0.253\t-0.546\t1.404\t-0.079\t-1.584\t0.000\t1.493\t-0.961\t0.027\t1.107\t1.636\t-0.029\t0.043\t2.548\t0.735\t0.553\t1.268\t0.000\t1.025\t1.524\t0.992\t1.024\t0.826\t1.322\t1.043\n1\t0.479\t-0.725\t0.590\t2.003\t0.007\t0.902\t2.292\t-0.915\t0.000\t1.512\t1.013\t1.357\t2.215\t0.566\t0.358\t1.408\t0.000\t0.880\t1.114\t0.277\t3.102\t0.642\t0.715\t0.984\t1.601\t0.875\t1.831\t1.428\n1\t0.537\t-0.241\t0.591\t0.270\t-0.989\t1.145\t-1.268\t0.819\t2.173\t0.802\t-0.345\t-1.482\t0.000\t0.727\t-0.691\t-0.805\t2.548\t0.413\t-0.911\t-1.612\t0.000\t0.903\t0.721\t0.992\t1.472\t1.170\t1.035\t0.891\n1\t0.612\t-1.829\t1.678\t0.552\t-0.283\t0.943\t-0.557\t-0.789\t2.173\t1.378\t-0.989\t1.252\t2.215\t0.836\t-2.241\t0.557\t0.000\t0.931\t-0.463\t0.095\t0.000\t0.916\t0.970\t0.991\t0.804\t1.662\t1.026\t0.835\n0\t2.949\t0.811\t-0.457\t0.658\t1.456\t0.995\t0.879\t-1.022\t2.173\t1.296\t0.246\t1.119\t0.000\t1.144\t0.656\t1.451\t2.548\t2.096\t0.860\t0.707\t0.000\t1.158\t0.851\t1.907\t1.159\t1.057\t1.042\t1.134\n0\t0.891\t-0.762\t0.792\t0.829\t-1.319\t0.535\t-0.727\t-0.906\t2.173\t0.407\t-2.079\t-1.269\t0.000\t0.856\t-1.094\t0.412\t2.548\t0.821\t-1.518\t0.885\t0.000\t0.873\t0.742\t1.126\t0.719\t0.807\t0.617\t0.578\n0\t1.248\t-0.447\t-0.304\t0.772\t-1.134\t1.085\t0.649\t1.356\t0.000\t1.004\t0.430\t0.639\t2.215\t1.350\t0.924\t-0.639\t0.000\t0.595\t-0.743\t-1.520\t3.102\t2.156\t1.367\t0.988\t1.003\t0.820\t0.976\t0.944\n1\t0.420\t2.058\t-0.506\t1.262\t0.833\t0.695\t0.002\t-0.567\t2.173\t0.373\t0.776\t-0.834\t0.000\t0.953\t-1.615\t0.929\t0.000\t0.737\t-1.222\t-1.297\t1.551\t1.781\t1.078\t0.989\t1.698\t0.764\t1.604\t1.736\n0\t1.374\t0.140\t-0.684\t0.030\t-1.145\t0.430\t-0.240\t-1.364\t0.000\t1.293\t-0.216\t0.566\t0.000\t1.593\t0.428\t1.125\t2.548\t0.683\t1.307\t-1.154\t0.000\t0.871\t0.962\t0.657\t0.466\t1.018\t0.739\t0.679\n0\t1.773\t0.222\t-0.089\t1.547\t-0.695\t0.532\t-1.432\t1.563\t0.000\t1.905\t0.669\t1.082\t0.000\t0.883\t0.030\t-1.064\t2.548\t0.748\t-0.810\t-0.657\t0.000\t0.905\t0.828\t1.191\t0.748\t0.379\t0.576\t0.773\n0\t0.598\t-0.766\t-1.703\t0.239\t-1.381\t0.277\t-0.584\t0.222\t1.087\t0.526\t0.597\t-0.065\t2.215\t0.403\t2.198\t-1.191\t0.000\t0.674\t0.695\t0.756\t0.000\t0.756\t0.831\t0.974\t0.688\t0.387\t0.546\t0.575\n1\t1.806\t0.111\t-0.461\t0.862\t0.321\t1.045\t1.139\t1.127\t2.173\t0.375\t1.051\t-0.670\t0.000\t0.593\t0.224\t1.574\t1.274\t0.460\t2.137\t-1.490\t0.000\t0.571\t0.888\t1.120\t0.832\t0.598\t0.971\t0.844\n1\t1.190\t-0.245\t-1.345\t1.290\t-1.183\t1.205\t0.602\t0.877\t2.173\t0.339\t2.125\t0.830\t0.000\t1.233\t0.268\t-0.045\t2.548\t0.626\t-0.883\t0.082\t0.000\t0.953\t1.060\t0.977\t1.025\t1.148\t1.084\t0.890\n0\t0.535\t1.078\t-0.160\t1.198\t0.640\t1.029\t0.636\t1.291\t2.173\t0.966\t1.269\t-0.633\t2.215\t1.299\t-0.293\t-0.562\t0.000\t1.166\t0.221\t-1.674\t0.000\t1.072\t1.021\t0.992\t1.192\t1.529\t1.014\t0.878\n0\t2.409\t-0.060\t-1.559\t1.080\t0.099\t0.602\t2.163\t0.643\t0.000\t0.974\t-0.823\t0.122\t2.215\t1.067\t-0.799\t-1.157\t2.548\t0.924\t-0.568\t1.211\t0.000\t0.818\t0.768\t2.228\t1.479\t0.990\t1.047\t0.892\n1\t0.501\t0.046\t0.612\t0.933\t-1.190\t0.799\t0.680\t0.679\t0.000\t0.637\t1.285\t-1.433\t0.000\t0.540\t1.341\t-0.400\t0.000\t1.290\t0.181\t0.276\t3.102\t1.086\t0.876\t0.988\t0.718\t0.597\t0.587\t0.643\n0\t0.670\t-1.361\t1.200\t0.293\t-0.196\t0.519\t1.010\t-1.116\t0.000\t0.770\t-0.157\t1.563\t2.215\t0.690\t0.707\t0.000\t0.000\t1.348\t-1.675\t0.352\t0.000\t0.919\t0.959\t0.985\t0.691\t0.722\t0.807\t0.742\n1\t1.531\t-0.285\t-1.141\t0.560\t0.651\t1.803\t0.620\t0.358\t1.087\t1.910\t0.260\t-1.711\t0.000\t0.619\t0.571\t-0.380\t2.548\t0.576\t1.330\t-0.730\t0.000\t1.438\t1.061\t1.282\t1.589\t0.813\t1.254\t1.131\n1\t0.755\t0.479\t0.080\t1.012\t1.160\t0.525\t-0.201\t-1.567\t1.087\t0.495\t1.542\t-1.523\t0.000\t0.815\t-1.232\t-0.201\t2.548\t1.126\t1.008\t-0.029\t0.000\t0.966\t1.011\t1.002\t0.997\t0.914\t0.976\t0.852\n1\t0.744\t0.002\t-0.444\t0.592\t0.883\t1.899\t-0.348\t0.423\t0.000\t0.909\t2.561\t-1.191\t0.000\t2.154\t0.573\t-1.670\t2.548\t1.717\t-0.449\t-0.339\t0.000\t0.872\t0.823\t0.982\t1.118\t0.866\t0.843\t0.765\n1\t0.547\t-0.885\t-1.384\t1.065\t0.113\t0.602\t-0.335\t0.744\t1.087\t1.408\t-0.149\t1.494\t0.000\t1.212\t0.808\t-0.582\t1.274\t0.883\t-0.344\t-1.045\t0.000\t1.111\t0.976\t1.031\t1.061\t1.209\t0.931\t0.868\n1\t1.454\t0.157\t0.903\t1.814\t-0.021\t0.765\t1.432\t-1.321\t1.087\t0.954\t0.535\t-0.005\t0.000\t1.469\t-1.334\t-0.952\t0.000\t0.915\t0.615\t-1.529\t3.102\t2.556\t1.641\t1.663\t1.618\t0.360\t1.439\t1.342\n0\t1.427\t0.261\t0.237\t0.230\t-0.665\t1.018\t0.458\t-1.631\t2.173\t0.683\t2.535\t0.201\t0.000\t0.795\t0.912\t-1.164\t2.548\t0.508\t0.847\t0.217\t0.000\t0.687\t0.924\t0.990\t0.768\t0.551\t0.787\t0.711\n1\t0.628\t-1.305\t0.374\t1.051\t1.120\t0.369\t-0.104\t1.621\t0.000\t0.969\t-0.148\t-1.204\t2.215\t1.134\t0.777\t-0.680\t0.000\t1.242\t0.774\t0.454\t0.000\t1.057\t1.013\t0.984\t0.615\t0.709\t0.899\t1.028\n0\t0.447\t-0.446\t-1.740\t0.436\t-1.175\t1.253\t0.355\t-0.135\t2.173\t0.985\t-2.165\t-1.653\t0.000\t1.154\t-1.600\t1.051\t0.000\t1.134\t-1.708\t-0.985\t0.000\t0.790\t1.485\t0.992\t1.733\t0.572\t1.657\t1.343\n1\t1.326\t1.209\t1.193\t0.864\t0.525\t0.442\t-0.085\t-0.105\t0.000\t0.838\t-0.694\t1.523\t2.215\t0.991\t-0.546\t-0.533\t2.548\t1.257\t-1.497\t-0.950\t0.000\t0.672\t0.954\t0.989\t1.177\t0.931\t0.976\t0.822\n1\t1.126\t-0.333\t-1.289\t0.469\t-1.625\t1.061\t-1.032\t0.407\t2.173\t0.793\t-0.931\t1.538\t2.215\t0.416\t-0.053\t-1.005\t0.000\t0.628\t0.498\t0.029\t0.000\t0.490\t0.899\t0.981\t0.635\t1.151\t0.860\t0.752\n1\t1.216\t-2.332\t1.277\t0.179\t-1.732\t0.591\t-1.144\t-0.693\t0.000\t1.010\t-0.393\t-1.199\t2.215\t0.496\t0.410\t1.523\t2.548\t0.878\t-0.578\t0.170\t0.000\t0.904\t0.765\t0.981\t1.140\t0.582\t0.862\t0.776\n1\t1.261\t-0.304\t0.338\t1.056\t-0.260\t2.285\t-2.057\t0.603\t0.000\t2.335\t-0.612\t-0.983\t2.215\t1.680\t-0.733\t-1.497\t2.548\t1.715\t-0.059\t-1.702\t0.000\t4.440\t2.977\t0.993\t1.358\t0.958\t2.343\t1.854\n0\t0.403\t-1.388\t0.173\t0.641\t1.020\t0.539\t0.510\t-1.033\t0.000\t0.740\t-1.074\t-1.261\t2.215\t1.017\t0.485\t1.201\t2.548\t0.666\t-0.358\t1.146\t0.000\t0.952\t0.916\t0.996\t0.843\t1.118\t0.905\t0.803\n1\t0.822\t0.391\t-1.279\t0.727\t1.719\t0.538\t0.858\t-0.033\t0.000\t0.794\t-0.250\t1.243\t1.107\t1.194\t-0.571\t0.242\t2.548\t0.988\t1.036\t-0.895\t0.000\t0.808\t1.078\t0.990\t0.948\t0.835\t0.950\t0.878\n1\t1.644\t0.072\t-0.242\t0.865\t-0.047\t1.376\t0.837\t-1.131\t1.087\t0.796\t0.724\t1.371\t2.215\t0.977\t0.678\t0.713\t0.000\t0.443\t0.967\t0.446\t0.000\t0.921\t0.875\t0.976\t1.298\t1.195\t1.049\t0.973\n0\t0.846\t-0.177\t0.966\t0.747\t-1.374\t1.899\t-0.695\t0.158\t0.000\t2.111\t0.577\t-1.351\t0.000\t0.368\t-1.144\t-0.027\t0.000\t1.817\t-0.982\t1.235\t3.102\t0.491\t0.730\t0.989\t0.694\t0.519\t0.800\t0.770\n0\t0.565\t0.888\t-1.468\t0.909\t-0.716\t0.725\t0.752\t1.159\t2.173\t0.665\t-0.011\t-1.322\t0.000\t1.704\t0.247\t-0.119\t2.548\t0.686\t-0.947\t0.826\t0.000\t0.974\t0.991\t0.984\t0.839\t1.311\t0.883\t0.790\n1\t1.101\t-0.071\t-0.113\t0.707\t1.039\t0.621\t-0.828\t-0.119\t0.000\t1.051\t0.011\t1.564\t2.215\t0.592\t1.143\t-1.206\t2.548\t0.508\t-1.249\t-1.307\t0.000\t0.807\t1.045\t1.054\t0.891\t0.750\t0.830\t0.756\n0\t0.546\t-0.495\t0.337\t1.251\t-1.362\t0.963\t-0.128\t1.330\t0.000\t1.587\t-0.616\t-0.327\t2.215\t1.991\t1.908\t0.143\t0.000\t1.093\t-1.047\t-1.531\t3.102\t0.766\t0.841\t1.144\t0.990\t1.117\t1.104\t0.914\n0\t0.594\t0.790\t-0.860\t1.312\t1.255\t0.920\t-0.057\t-0.961\t2.173\t1.263\t0.288\t0.690\t2.215\t0.692\t0.693\t-0.541\t0.000\t0.668\t1.808\t0.875\t0.000\t0.919\t1.015\t1.154\t1.062\t1.606\t0.991\t0.875\n0\t1.799\t-1.747\t-0.641\t0.529\t1.738\t0.625\t-1.521\t1.098\t0.000\t0.530\t-0.657\t-0.260\t2.215\t1.192\t-0.706\t-1.529\t1.274\t1.121\t-2.079\t0.597\t0.000\t0.848\t0.966\t1.135\t0.924\t0.770\t0.811\t0.813\n0\t1.904\t0.013\t0.734\t0.936\t1.332\t0.468\t-2.108\t-1.264\t0.000\t1.020\t-0.022\t-0.804\t2.215\t0.339\t-1.191\t0.684\t0.000\t0.613\t-0.739\t-0.135\t0.000\t0.882\t1.101\t0.986\t0.752\t0.354\t0.799\t0.908\n0\t0.529\t-1.709\t1.061\t0.860\t0.300\t0.696\t2.226\t1.022\t0.000\t0.944\t1.794\t-0.681\t0.000\t0.520\t-2.153\t-0.440\t0.000\t0.897\t0.001\t-1.046\t1.551\t0.983\t0.932\t0.996\t0.745\t0.574\t0.633\t0.616\n1\t1.948\t0.490\t-1.236\t0.703\t-0.706\t0.718\t0.647\t0.421\t1.087\t0.629\t1.184\t1.540\t0.000\t0.462\t1.617\t0.284\t0.000\t1.269\t0.373\t1.042\t1.551\t0.784\t0.791\t0.999\t0.948\t0.546\t0.857\t0.751\n1\t0.450\t1.186\t0.304\t1.164\t1.652\t0.779\t-0.545\t-1.735\t1.087\t1.602\t0.800\t-0.271\t2.215\t0.757\t-0.473\t-0.252\t0.000\t1.073\t0.488\t1.307\t0.000\t1.138\t0.988\t0.985\t1.173\t2.006\t1.272\t1.067\n0\t2.894\t-0.523\t1.368\t1.396\t1.541\t0.985\t0.182\t-0.838\t0.000\t1.697\t0.172\t-0.472\t0.000\t1.682\t-0.226\t0.784\t0.000\t1.072\t-0.376\t-0.161\t1.551\t0.933\t0.688\t1.001\t0.897\t0.217\t0.808\t0.874\n1\t0.736\t-0.112\t-0.629\t0.656\t1.114\t0.894\t0.153\t-1.400\t0.000\t1.739\t0.729\t0.414\t2.215\t0.980\t0.822\t-0.823\t0.000\t0.886\t1.090\t-0.520\t3.102\t0.944\t0.885\t0.989\t0.939\t0.893\t1.000\t0.834\n0\t1.233\t-1.565\t-0.693\t0.616\t-1.021\t0.596\t-0.842\t1.698\t0.000\t0.840\t-0.009\t0.860\t2.215\t1.340\t-0.875\t0.463\t2.548\t0.714\t-0.878\t-0.786\t0.000\t0.788\t0.934\t0.985\t1.117\t0.683\t0.865\t0.771\n0\t0.342\t-1.382\t0.717\t1.717\t-0.962\t0.557\t2.094\t0.791\t0.000\t0.383\t-0.280\t1.280\t2.215\t0.461\t0.811\t0.101\t0.000\t0.820\t-0.220\t-1.581\t3.102\t0.842\t0.665\t1.059\t0.774\t0.270\t0.560\t0.601\n0\t1.008\t0.642\t0.945\t0.575\t-0.294\t0.886\t0.419\t-1.434\t2.173\t0.812\t0.100\t0.478\t2.215\t0.567\t0.986\t-0.167\t0.000\t0.389\t0.025\t-1.192\t0.000\t0.503\t0.663\t0.985\t0.595\t1.250\t0.750\t0.611\n1\t1.656\t0.172\t-0.791\t0.337\t0.718\t0.584\t-1.250\t1.354\t1.087\t0.248\t-0.550\t1.706\t0.000\t0.756\t-0.462\t-0.235\t0.000\t0.470\t0.660\t1.166\t3.102\t0.655\t0.722\t1.012\t0.618\t0.681\t0.734\t0.612\n1\t0.587\t-0.346\t-1.266\t0.921\t0.391\t0.774\t-0.484\t1.570\t0.000\t0.799\t0.712\t-1.272\t0.000\t0.605\t2.459\t-0.785\t0.000\t0.704\t-0.364\t0.292\t3.102\t0.836\t1.027\t1.016\t0.568\t0.265\t0.599\t0.723\n1\t1.068\t-0.668\t0.501\t0.071\t-0.769\t0.378\t-1.749\t-1.357\t0.000\t0.644\t-2.378\t1.233\t0.000\t1.374\t-0.612\t-0.577\t2.548\t0.435\t-1.289\t1.625\t0.000\t0.840\t0.769\t0.990\t0.834\t0.606\t0.769\t0.804\n0\t0.523\t-1.018\t-1.124\t0.510\t1.477\t0.908\t-0.347\t0.935\t1.087\t0.799\t-0.304\t-0.601\t0.000\t0.956\t1.016\t-0.948\t2.548\t0.932\t0.004\t0.435\t0.000\t0.921\t1.030\t0.983\t0.751\t1.480\t0.889\t0.766\n0\t0.345\t1.548\t0.043\t1.686\t-1.351\t1.395\t-0.953\t1.297\t0.000\t0.882\t0.610\t0.186\t2.215\t1.432\t0.071\t-0.646\t0.000\t0.883\t-0.240\t0.844\t0.000\t0.891\t0.845\t1.004\t1.046\t0.771\t0.952\t1.328\n1\t2.088\t1.289\t0.858\t0.958\t0.457\t0.832\t1.065\t-0.915\t0.000\t0.904\t0.807\t-1.475\t2.215\t0.612\t1.031\t-0.298\t2.548\t0.380\t0.065\t0.125\t0.000\t0.824\t0.721\t1.001\t0.765\t0.700\t0.800\t0.785\n0\t2.507\t-0.757\t-0.963\t2.588\t-0.874\t2.588\t0.703\t0.872\t1.087\t0.399\t0.679\t0.585\t0.000\t0.513\t0.764\t-1.120\t2.548\t0.772\t-0.089\t0.665\t0.000\t0.304\t0.573\t0.983\t0.830\t1.403\t2.159\t1.557\n1\t0.407\t-1.400\t0.338\t1.440\t0.913\t1.143\t-1.127\t-1.181\t2.173\t0.997\t0.861\t-0.977\t0.000\t0.678\t-0.857\t-0.348\t0.000\t2.496\t0.568\t0.819\t3.102\t0.838\t1.151\t0.982\t1.357\t2.546\t1.371\t1.172\n0\t0.628\t-1.674\t-0.693\t0.793\t1.374\t0.653\t-0.211\t-0.844\t0.000\t1.081\t0.371\t0.898\t0.000\t0.811\t-0.322\t0.071\t2.548\t0.682\t-0.001\t1.643\t1.551\t0.793\t0.744\t0.987\t0.798\t0.571\t0.694\t0.686\n1\t1.464\t0.279\t-0.404\t0.690\t-1.184\t1.603\t0.269\t0.842\t2.173\t1.519\t-1.421\t-0.299\t0.000\t1.235\t0.757\t-0.221\t0.000\t3.206\t-1.055\t-1.630\t0.000\t0.949\t1.021\t0.990\t1.455\t0.852\t1.320\t1.224\n0\t0.759\t-0.775\t1.341\t0.344\t-1.499\t0.698\t-0.226\t0.215\t2.173\t0.617\t-1.174\t1.444\t2.215\t1.060\t1.074\t-0.358\t0.000\t0.711\t0.508\t-0.504\t0.000\t0.304\t0.804\t0.993\t0.699\t0.995\t0.876\t0.789\n0\t0.829\t1.170\t-0.587\t0.902\t-1.469\t1.067\t0.519\t-1.454\t1.087\t1.056\t1.053\t1.045\t0.000\t1.290\t1.516\t-0.021\t0.000\t1.033\t0.535\t0.481\t3.102\t1.282\t0.819\t0.986\t0.716\t1.096\t0.801\t0.734\n1\t1.283\t-0.249\t0.742\t1.618\t0.947\t0.486\t-1.422\t-0.534\t0.000\t1.031\t-0.424\t-1.070\t0.000\t0.535\t-1.120\t0.696\t0.000\t0.414\t-1.397\t-1.653\t0.000\t0.826\t0.592\t0.993\t0.820\t0.243\t0.618\t0.616\n1\t0.492\t0.549\t0.341\t1.355\t0.763\t2.219\t-1.413\t-0.549\t0.000\t2.157\t0.611\t1.441\t2.215\t0.788\t0.099\t-1.421\t0.000\t1.411\t0.353\t0.957\t3.102\t2.621\t2.345\t0.979\t1.323\t0.686\t2.305\t2.299\n1\t1.218\t0.527\t0.882\t0.262\t-0.059\t0.481\t1.531\t-1.516\t0.000\t0.338\t1.167\t0.229\t0.000\t0.588\t-1.582\t-1.327\t2.548\t0.570\t0.371\t0.122\t3.102\t0.868\t0.627\t0.990\t0.934\t0.724\t0.859\t0.771\n0\t0.981\t0.952\t0.703\t0.816\t1.731\t0.980\t-0.480\t1.596\t2.173\t0.511\t-0.823\t-0.139\t0.000\t1.812\t0.719\t-0.131\t2.548\t0.722\t-0.029\t-1.287\t0.000\t0.756\t0.959\t0.991\t1.108\t2.009\t1.119\t0.945\n1\t0.995\t1.532\t-0.700\t0.369\t-1.635\t1.041\t1.730\t1.485\t0.000\t1.488\t1.033\t0.378\t1.107\t0.679\t-0.078\t0.572\t0.000\t1.365\t0.476\t-1.010\t0.000\t1.003\t0.907\t0.983\t0.512\t0.831\t0.687\t0.634\n1\t1.149\t0.211\t0.669\t0.173\t1.675\t2.568\t-0.941\t-0.965\t0.000\t2.653\t-0.095\t1.242\t1.107\t1.790\t-1.989\t0.370\t0.000\t0.947\t-0.686\t0.260\t3.102\t3.344\t2.009\t0.989\t0.930\t1.229\t2.008\t1.541\n1\t0.368\t-0.662\t-0.424\t0.591\t-1.015\t0.803\t0.723\t1.073\t2.173\t1.028\t0.283\t0.235\t2.215\t0.846\t-1.172\t-0.593\t0.000\t0.887\t-0.107\t-1.491\t0.000\t0.906\t1.085\t0.985\t1.970\t0.963\t1.474\t1.180\n0\t0.790\t-0.202\t0.020\t1.301\t-1.325\t0.967\t0.183\t0.786\t2.173\t0.371\t1.794\t0.190\t0.000\t1.071\t0.977\t-1.039\t2.548\t0.460\t0.011\t-1.575\t0.000\t0.780\t0.872\t1.315\t0.933\t1.392\t0.950\t0.803\n0\t1.416\t0.944\t-0.630\t2.342\t-1.052\t1.215\t1.634\t0.733\t0.000\t0.783\t0.834\t0.494\t2.215\t1.201\t0.663\t-1.574\t1.274\t1.070\t1.429\t1.226\t0.000\t0.749\t0.736\t0.995\t0.835\t0.989\t0.888\t1.110\n1\t0.796\t1.070\t0.404\t1.290\t0.998\t0.995\t-0.250\t-0.249\t0.000\t0.904\t-2.881\t-1.447\t0.000\t0.993\t1.766\t-0.909\t0.000\t0.790\t-1.002\t-1.703\t0.000\t1.129\t1.397\t0.995\t0.669\t0.554\t1.288\t1.448\n1\t0.676\t-1.062\t-1.710\t1.258\t0.175\t0.790\t-0.031\t-0.911\t0.000\t0.296\t0.387\t1.288\t0.000\t0.668\t1.123\t-1.587\t0.000\t1.435\t-0.713\t0.888\t3.102\t0.967\t0.927\t1.267\t0.755\t0.442\t0.717\t0.717\n1\t1.412\t-1.356\t-0.659\t0.778\t-1.675\t1.062\t-1.669\t0.612\t0.000\t0.729\t-1.263\t1.508\t2.215\t0.269\t-1.139\t0.246\t2.548\t0.468\t-0.557\t-0.825\t0.000\t1.107\t0.894\t1.150\t0.606\t0.427\t0.541\t0.652\n1\t1.847\t0.374\t1.454\t1.345\t0.977\t0.724\t-0.296\t-0.401\t2.173\t0.630\t0.358\t-0.516\t2.215\t0.458\t0.211\t0.708\t0.000\t1.136\t1.224\t-0.794\t0.000\t0.937\t0.961\t0.993\t1.042\t0.353\t0.979\t0.850\n0\t1.673\t1.448\t0.804\t0.860\t-1.162\t0.598\t0.251\t-1.130\t2.173\t0.528\t1.805\t-1.403\t0.000\t0.603\t1.127\t0.326\t0.000\t1.042\t0.129\t-0.089\t3.102\t0.907\t0.905\t1.629\t1.075\t0.675\t0.895\t0.771\n1\t1.677\t0.192\t0.934\t1.398\t0.205\t0.940\t0.460\t-0.784\t2.173\t0.517\t1.215\t-1.356\t2.215\t1.036\t-1.322\t-0.710\t0.000\t0.868\t-0.274\t1.541\t0.000\t0.963\t1.007\t1.294\t1.079\t0.653\t0.988\t0.855\n0\t0.727\t-1.847\t0.471\t0.702\t1.324\t0.706\t-0.526\t-1.372\t2.173\t0.729\t-0.646\t0.881\t1.107\t1.158\t-0.217\t-0.447\t0.000\t0.751\t0.423\t-0.072\t0.000\t0.889\t0.888\t0.994\t0.897\t0.948\t0.693\t0.710\n0\t0.701\t0.098\t1.256\t1.258\t0.532\t0.731\t-0.094\t-0.565\t1.087\t0.702\t1.544\t0.820\t0.000\t0.833\t0.119\t-1.428\t2.548\t0.943\t0.991\t-1.127\t0.000\t1.064\t0.910\t0.995\t1.061\t0.691\t0.815\t0.792\n0\t2.237\t-0.619\t-0.890\t0.918\t-0.631\t0.446\t0.364\t1.217\t0.000\t0.690\t-0.784\t1.407\t0.000\t1.159\t-0.366\t0.217\t2.548\t0.548\t-0.579\t1.099\t3.102\t0.759\t0.899\t0.998\t0.772\t0.443\t0.732\t0.810\n0\t0.297\t2.165\t-1.474\t0.794\t-0.278\t1.329\t0.977\t-1.032\t2.173\t0.900\t-0.297\t1.494\t2.215\t2.527\t0.610\t0.663\t0.000\t0.535\t-2.451\t-0.075\t0.000\t3.883\t2.299\t0.977\t0.830\t1.656\t2.025\t1.558\n0\t1.389\t0.383\t0.957\t1.272\t1.351\t0.955\t1.338\t0.420\t1.087\t1.271\t0.848\t-1.272\t0.000\t1.451\t1.002\t-0.790\t0.000\t1.699\t0.142\t-0.515\t3.102\t0.909\t0.930\t0.986\t1.341\t1.313\t1.107\t1.174\n0\t0.725\t0.315\t-0.538\t0.329\t0.509\t0.548\t-0.241\t0.701\t0.000\t0.426\t-0.221\t0.341\t0.000\t0.701\t-0.439\t-0.725\t0.000\t0.880\t-0.445\t1.384\t3.102\t1.078\t0.758\t0.997\t0.644\t0.215\t0.493\t0.513\n1\t1.614\t-0.040\t0.156\t0.205\t1.047\t1.127\t-0.891\t-1.410\t2.173\t0.653\t-0.648\t-0.415\t2.215\t0.786\t-0.380\t0.523\t0.000\t0.901\t-0.419\t1.629\t0.000\t0.780\t0.978\t0.981\t0.646\t0.998\t0.881\t0.755\n0\t0.451\t1.747\t-1.208\t0.963\t0.886\t1.021\t0.527\t-0.594\t1.087\t0.865\t-0.320\t1.191\t0.000\t0.459\t-0.396\t-0.858\t2.548\t0.929\t-1.356\t1.138\t0.000\t0.815\t0.729\t0.987\t1.005\t0.473\t0.956\t0.933\n1\t0.693\t1.841\t1.348\t0.851\t-0.082\t0.579\t0.656\t-0.564\t2.173\t0.563\t0.911\t1.063\t0.000\t0.725\t-0.691\t-1.607\t2.548\t1.068\t0.819\t-0.027\t0.000\t0.841\t0.958\t1.021\t0.857\t0.903\t0.915\t0.778\n1\t0.428\t-1.772\t0.043\t0.698\t0.888\t0.751\t-0.714\t0.365\t0.000\t1.367\t-0.764\t-1.361\t2.215\t1.041\t-0.600\t1.279\t0.000\t1.880\t-0.518\t-0.592\t3.102\t0.907\t0.951\t0.992\t0.981\t0.932\t0.782\t0.718\n0\t1.904\t0.156\t0.048\t5.442\t0.090\t3.277\t0.743\t-1.599\t0.000\t0.545\t0.044\t-1.580\t0.000\t0.514\t0.655\t0.599\t2.548\t0.728\t0.052\t1.050\t3.102\t1.022\t1.054\t1.004\t0.683\t0.242\t0.825\t1.770\n0\t0.411\t0.894\t-1.290\t1.617\t0.138\t1.047\t0.129\t-0.611\t0.000\t1.011\t-1.367\t-1.736\t0.000\t1.205\t-2.364\t1.450\t0.000\t1.401\t-0.166\t1.466\t3.102\t1.160\t1.305\t1.084\t0.651\t0.634\t1.077\t1.461\n0\t2.078\t1.411\t-1.461\t0.707\t-1.535\t1.255\t0.319\t0.637\t0.000\t0.956\t-1.826\t-0.442\t0.000\t0.560\t0.113\t-1.089\t2.548\t0.693\t0.844\t0.692\t3.102\t3.656\t2.058\t0.978\t0.817\t0.524\t1.277\t1.835\n1\t0.562\t-1.089\t1.314\t0.554\t-1.724\t2.335\t-0.941\t0.020\t0.000\t2.775\t-0.744\t1.727\t0.000\t0.928\t-1.303\t-0.674\t2.548\t0.689\t-2.390\t-1.487\t0.000\t0.846\t1.159\t0.997\t0.510\t0.602\t0.735\t0.714\n1\t1.857\t0.990\t1.110\t0.445\t0.480\t0.342\t1.495\t-1.319\t0.000\t0.724\t0.324\t-0.304\t0.000\t0.708\t0.780\t-0.218\t2.548\t0.564\t-0.859\t1.675\t0.000\t1.020\t0.722\t0.985\t1.243\t0.728\t0.867\t0.813\n1\t1.212\t-0.959\t-0.200\t0.712\t0.808\t0.729\t-1.404\t-1.149\t2.173\t0.662\t-0.656\t0.774\t0.000\t1.520\t-1.081\t1.560\t1.274\t0.376\t-2.070\t-0.697\t0.000\t0.921\t0.924\t1.015\t0.969\t0.857\t0.808\t0.715\n0\t0.842\t0.709\t-0.515\t0.946\t1.355\t1.221\t-0.023\t0.457\t2.173\t0.885\t-0.442\t-1.133\t0.000\t1.267\t0.069\t-1.664\t0.000\t1.372\t-0.787\t-0.455\t0.000\t0.918\t0.826\t1.229\t1.124\t0.846\t0.855\t0.819\n1\t1.134\t1.405\t1.239\t0.979\t1.709\t1.095\t0.324\t-0.195\t2.173\t0.794\t0.710\t0.311\t0.000\t1.102\t-2.046\t-1.182\t0.000\t0.603\t-0.111\t0.991\t3.102\t3.328\t1.793\t0.997\t1.364\t0.780\t1.404\t1.425\n1\t1.423\t-0.755\t1.451\t1.630\t1.387\t0.761\t-0.631\t-0.400\t0.000\t0.565\t-1.532\t1.084\t2.215\t1.918\t-1.922\t-0.651\t0.000\t1.575\t-0.301\t0.206\t3.102\t1.053\t0.992\t0.960\t1.188\t0.817\t0.784\t0.862\n0\t1.298\t-0.523\t-1.253\t0.836\t-0.648\t0.648\t-0.274\t0.957\t0.000\t0.455\t0.101\t-1.000\t2.215\t0.478\t-1.291\t0.568\t2.548\t0.457\t-0.201\t0.522\t0.000\t0.319\t0.652\t0.986\t0.723\t0.642\t0.545\t0.608\n0\t0.350\t1.113\t0.170\t1.392\t1.472\t0.669\t0.734\t-0.790\t2.173\t0.448\t-0.229\t0.413\t0.000\t1.239\t0.037\t1.393\t2.548\t1.440\t0.523\t-0.327\t0.000\t0.975\t0.793\t0.989\t1.058\t1.122\t0.921\t0.868\n1\t1.092\t-0.204\t0.106\t1.789\t0.860\t1.372\t-1.326\t-0.464\t0.000\t1.666\t0.692\t1.537\t2.215\t0.616\t0.270\t-1.397\t0.000\t0.543\t0.941\t-0.303\t0.000\t0.598\t0.788\t1.218\t0.922\t1.059\t1.018\t0.823\n0\t1.875\t-0.424\t-0.981\t0.872\t0.531\t0.371\t1.855\t-1.530\t0.000\t0.484\t0.856\t0.658\t0.000\t0.600\t1.330\t0.596\t2.548\t1.430\t1.671\t0.968\t0.000\t0.951\t1.254\t1.734\t1.244\t1.100\t0.885\t0.947\n1\t2.467\t-0.070\t-0.110\t0.273\t-0.264\t0.556\t-0.208\t-1.536\t2.173\t0.673\t-1.756\t-1.533\t0.000\t0.512\t-1.221\t1.526\t0.000\t0.721\t0.368\t1.087\t3.102\t0.399\t0.796\t1.001\t1.071\t0.520\t0.751\t0.892\n1\t0.555\t-1.600\t0.130\t1.224\t1.262\t0.499\t0.901\t-1.019\t2.173\t0.386\t-0.421\t-1.631\t0.000\t0.805\t0.193\t0.574\t2.548\t1.070\t-0.761\t-0.546\t0.000\t0.724\t0.815\t0.988\t0.854\t0.831\t0.958\t0.792\n0\t1.078\t1.109\t-0.011\t0.395\t-1.106\t0.665\t1.531\t1.702\t0.000\t0.729\t0.889\t0.662\t2.215\t0.590\t0.727\t-1.366\t0.000\t0.910\t-0.410\t-0.192\t3.102\t0.597\t1.047\t0.986\t0.728\t0.759\t0.756\t0.732\n0\t1.106\t-1.305\t-1.238\t0.572\t-1.465\t0.633\t0.096\t0.255\t0.000\t0.429\t-0.762\t1.137\t1.107\t0.858\t0.744\t-1.038\t2.548\t1.213\t-0.924\t0.274\t0.000\t0.858\t1.106\t0.997\t0.663\t0.827\t0.733\t0.774\n0\t1.533\t-0.753\t0.693\t1.104\t1.281\t0.767\t0.418\t-0.236\t0.000\t1.800\t-0.426\t-1.471\t2.215\t1.329\t2.273\t0.525\t0.000\t1.653\t-0.097\t-0.861\t3.102\t2.517\t2.050\t0.989\t1.286\t0.851\t1.925\t1.759\n0\t1.606\t0.682\t0.108\t1.261\t0.828\t0.785\t-1.712\t-1.143\t0.000\t0.487\t-1.208\t-1.462\t2.215\t0.640\t-0.612\t0.723\t0.000\t0.659\t0.842\t-1.377\t3.102\t1.449\t0.849\t1.192\t0.818\t0.707\t0.880\t1.149\n0\t0.576\t-2.140\t-0.756\t0.973\t1.212\t0.815\t-0.371\t-0.644\t2.173\t0.665\t0.344\t0.781\t0.000\t0.833\t0.286\t-0.137\t0.000\t1.346\t-0.500\t1.236\t3.102\t0.840\t0.975\t1.016\t0.869\t1.107\t0.953\t1.003\n1\t0.787\t1.001\t-1.558\t0.905\t-0.247\t0.626\t1.754\t0.470\t0.000\t0.973\t0.758\t-0.455\t0.000\t1.704\t0.985\t0.197\t0.000\t2.533\t0.523\t-1.491\t3.102\t0.794\t0.516\t1.082\t0.847\t0.662\t0.920\t0.802\n1\t1.589\t-0.298\t0.738\t1.615\t1.115\t1.163\t0.425\t-0.779\t1.087\t0.208\t1.707\t-0.697\t0.000\t0.698\t-0.443\t1.705\t2.548\t1.167\t-0.513\t0.160\t0.000\t1.053\t1.023\t0.997\t0.711\t1.029\t1.175\t0.994\n1\t1.046\t0.225\t-0.708\t1.166\t1.188\t0.650\t-0.375\t-0.458\t0.000\t1.385\t-0.559\t-1.235\t0.000\t1.218\t0.316\t1.151\t2.548\t2.399\t-0.150\t0.499\t1.551\t1.313\t1.405\t1.515\t1.077\t0.804\t1.095\t0.985\n1\t0.572\t1.719\t1.115\t0.765\t-0.332\t0.739\t-0.689\t0.020\t2.173\t0.311\t-0.750\t-1.035\t0.000\t0.963\t0.438\t-1.247\t0.000\t1.416\t-0.766\t1.195\t3.102\t0.709\t0.818\t0.989\t1.856\t0.951\t1.571\t1.180\n0\t1.057\t-0.048\t0.847\t1.397\t1.628\t1.016\t0.382\t0.486\t0.000\t0.666\t0.310\t-1.461\t1.107\t2.196\t0.923\t-0.595\t2.548\t0.424\t-0.954\t-0.751\t0.000\t1.234\t1.086\t1.090\t1.535\t1.012\t1.025\t0.994\n1\t0.802\t-0.561\t0.469\t0.777\t-0.659\t0.830\t0.209\t-1.117\t2.173\t2.087\t0.186\t1.386\t0.000\t1.296\t-1.495\t-0.256\t0.000\t0.977\t-0.279\t0.184\t1.551\t0.986\t0.874\t0.983\t0.848\t0.917\t1.050\t0.882\n1\t2.366\t0.640\t-0.621\t1.002\t0.284\t1.441\t2.203\t0.800\t0.000\t1.140\t0.734\t-1.732\t1.107\t0.596\t-0.855\t1.421\t2.548\t0.655\t2.241\t1.069\t0.000\t0.497\t1.640\t1.555\t1.234\t0.874\t1.499\t1.492\n0\t1.957\t-0.818\t1.536\t0.493\t0.038\t2.023\t-1.044\t0.185\t0.000\t1.888\t-0.432\t-1.439\t2.215\t0.877\t-2.202\t-1.220\t0.000\t0.986\t-1.429\t-0.050\t0.000\t0.965\t0.829\t1.327\t1.073\t0.877\t0.981\t0.925\n0\t1.038\t-0.167\t-1.699\t0.698\t0.531\t0.553\t-1.483\t1.533\t0.000\t1.106\t-2.332\t-1.118\t0.000\t1.947\t-1.100\t1.083\t0.000\t2.520\t-0.094\t-0.398\t3.102\t0.787\t0.852\t1.067\t0.983\t0.944\t1.091\t0.938\n1\t0.636\t0.074\t0.832\t1.040\t-0.443\t1.107\t0.141\t-1.310\t0.000\t1.301\t0.378\t0.432\t2.215\t0.863\t0.692\t1.741\t0.000\t0.557\t1.066\t0.814\t0.000\t0.868\t0.746\t1.027\t0.764\t0.871\t0.935\t0.815\n0\t1.142\t-0.844\t-1.249\t1.270\t-0.488\t2.854\t-1.150\t-0.707\t0.000\t3.864\t-1.573\t0.925\t0.000\t1.245\t-1.393\t1.342\t2.548\t1.097\t-0.667\t0.732\t3.102\t7.203\t3.792\t1.057\t1.050\t0.574\t2.238\t1.779\n0\t0.908\t-1.856\t-1.583\t1.557\t-1.201\t1.564\t0.789\t0.443\t2.173\t1.094\t-1.165\t1.520\t2.215\t0.961\t1.258\t-0.123\t0.000\t1.266\t2.196\t-0.704\t0.000\t0.840\t0.938\t0.989\t0.793\t2.759\t1.903\t1.593\n1\t2.224\t0.287\t-1.669\t1.127\t1.662\t2.207\t-0.706\t-0.573\t2.173\t1.393\t0.231\t0.956\t2.215\t1.768\t-0.589\t-0.096\t0.000\t1.590\t-0.795\t1.173\t0.000\t1.229\t1.612\t1.002\t2.128\t2.835\t1.801\t1.684\n1\t0.764\t-1.039\t-0.447\t1.064\t1.691\t0.759\t-1.213\t0.142\t0.000\t0.979\t-0.049\t1.422\t2.215\t0.634\t0.845\t-0.732\t2.548\t0.617\t2.471\t1.097\t0.000\t4.260\t2.326\t1.171\t0.915\t0.889\t1.505\t1.363\n0\t1.652\t0.814\t1.446\t0.376\t-1.712\t1.119\t-0.687\t-0.198\t0.000\t0.725\t0.253\t-0.647\t0.000\t0.941\t0.049\t1.366\t2.548\t0.854\t0.682\t0.575\t3.102\t0.827\t0.880\t0.997\t0.732\t0.523\t0.751\t0.981\n0\t0.512\t-0.464\t-0.754\t0.358\t0.853\t0.545\t2.665\t-1.546\t0.000\t0.580\t1.154\t0.409\t2.215\t0.657\t1.455\t0.944\t0.000\t1.080\t-0.114\t0.250\t1.551\t1.043\t0.933\t0.997\t0.743\t0.519\t0.898\t1.443\n1\t1.035\t-0.466\t-0.236\t1.760\t-0.739\t0.844\t-1.083\t0.909\t2.173\t0.385\t-1.398\t1.593\t0.000\t0.987\t-0.121\t1.734\t1.274\t0.676\t0.692\t1.233\t0.000\t0.951\t0.875\t0.984\t0.941\t0.956\t1.023\t0.869\n1\t0.580\t-0.270\t0.736\t0.402\t0.011\t0.894\t-0.949\t-0.967\t2.173\t0.368\t-0.077\t-1.696\t0.000\t0.649\t0.604\t0.337\t0.000\t0.657\t0.422\t-0.586\t3.102\t0.778\t1.046\t0.993\t0.764\t0.704\t0.704\t0.701\n0\t0.429\t1.159\t-0.135\t1.571\t1.643\t0.828\t-0.363\t1.232\t2.173\t1.534\t0.228\t-0.480\t2.215\t0.380\t-1.813\t0.674\t0.000\t0.382\t-2.177\t0.111\t0.000\t0.244\t0.854\t1.137\t1.288\t1.734\t1.168\t1.207\n0\t1.058\t0.270\t-0.292\t0.886\t-0.511\t0.976\t-0.567\t1.035\t2.173\t0.690\t-0.043\t0.464\t0.000\t0.653\t0.494\t-0.904\t0.000\t0.371\t2.351\t-1.053\t0.000\t0.938\t1.073\t0.989\t1.551\t1.562\t1.155\t0.985\n1\t0.345\t0.576\t-1.477\t0.770\t-0.569\t3.540\t1.146\t1.298\t0.000\t2.513\t-0.592\t-0.053\t0.000\t2.216\t-0.324\t-0.367\t2.548\t1.431\t0.292\t-0.957\t3.102\t2.053\t1.301\t0.984\t0.706\t0.847\t0.981\t0.838\n0\t3.106\t-1.365\t0.473\t0.357\t1.208\t1.713\t-2.031\t-1.033\t0.000\t0.538\t-0.850\t0.858\t2.215\t0.619\t-1.070\t1.601\t2.548\t0.479\t-2.337\t-1.089\t0.000\t0.539\t0.859\t0.986\t0.566\t0.392\t0.828\t1.046\n0\t0.866\t0.094\t-0.447\t1.019\t-1.505\t0.745\t-0.436\t0.201\t2.173\t0.753\t-1.474\t-1.454\t2.215\t1.045\t-0.884\t0.796\t0.000\t0.647\t0.019\t-1.724\t0.000\t0.838\t0.842\t1.060\t0.944\t1.263\t0.878\t0.777\n0\t1.415\t-0.584\t1.725\t0.608\t-1.018\t0.861\t0.379\t-0.074\t0.000\t0.450\t-1.309\t0.826\t2.215\t0.840\t0.113\t-0.943\t0.000\t0.513\t-0.451\t1.210\t0.000\t0.965\t1.069\t0.998\t0.583\t0.173\t0.620\t0.709\n0\t2.119\t-0.329\t0.960\t1.120\t-0.820\t1.141\t-1.046\t-0.641\t2.173\t1.476\t0.332\t0.582\t0.000\t1.236\t-0.918\t-1.388\t2.548\t0.842\t1.190\t-1.699\t0.000\t1.528\t1.679\t2.133\t1.618\t0.922\t1.456\t1.319\n1\t0.425\t-0.293\t-0.671\t0.776\t0.900\t0.996\t0.540\t-0.646\t0.000\t1.127\t1.178\t0.696\t1.107\t0.485\t0.465\t-1.373\t0.000\t1.259\t1.036\t-1.615\t3.102\t0.806\t0.777\t0.991\t1.234\t0.938\t1.161\t1.000\n0\t0.427\t-1.207\t-0.972\t2.425\t-0.391\t0.638\t-0.612\t1.625\t2.173\t0.445\t1.105\t0.400\t0.000\t0.617\t-0.431\t-0.315\t0.000\t2.112\t1.032\t1.160\t0.000\t0.934\t0.862\t0.984\t0.745\t0.328\t0.757\t0.691\n0\t1.641\t-0.177\t1.676\t1.574\t1.217\t0.829\t-0.908\t-0.224\t1.087\t0.666\t-1.074\t0.361\t0.000\t0.785\t0.048\t-0.981\t2.548\t0.942\t0.495\t-0.373\t0.000\t0.790\t0.947\t0.990\t1.495\t0.812\t1.018\t0.996\n1\t1.108\t-1.314\t0.622\t0.196\t0.812\t1.178\t-1.138\t-1.417\t0.000\t0.190\t-1.010\t-1.031\t2.215\t0.965\t-0.738\t0.166\t0.000\t0.449\t-0.287\t-0.114\t3.102\t1.925\t0.997\t0.981\t0.518\t0.215\t0.617\t0.649\n0\t1.050\t-0.933\t-0.031\t1.909\t-1.300\t0.570\t-0.076\t0.059\t0.000\t0.736\t-0.115\t1.700\t2.215\t0.927\t0.731\t0.208\t2.548\t1.057\t1.401\t1.251\t0.000\t1.576\t0.963\t1.785\t1.105\t0.952\t1.027\t1.099\n1\t2.024\t-0.276\t-1.364\t0.495\t-0.713\t0.367\t-1.145\t1.240\t0.000\t0.691\t-0.510\t-0.662\t0.000\t0.968\t-0.723\t0.538\t2.548\t0.788\t-0.038\t0.011\t0.000\t0.877\t0.732\t0.988\t0.990\t0.610\t0.793\t0.697\n0\t1.217\t-0.018\t0.806\t1.435\t-0.042\t0.849\t-1.584\t1.479\t0.000\t0.849\t0.785\t-0.505\t2.215\t0.757\t-1.712\t-1.445\t0.000\t0.795\t-0.430\t-0.375\t3.102\t0.726\t0.911\t1.266\t0.983\t0.535\t1.176\t1.133\n0\t1.788\t0.664\t1.540\t1.052\t-0.936\t0.673\t1.589\t-0.966\t0.000\t1.241\t1.625\t-0.567\t0.000\t1.086\t-0.439\t-1.309\t2.548\t0.962\t0.490\t0.030\t3.102\t0.686\t0.846\t1.501\t1.009\t0.851\t1.008\t0.988\n0\t1.356\t0.434\t-1.267\t0.388\t0.175\t0.942\t-0.767\t1.098\t2.173\t0.297\t-0.394\t-1.427\t0.000\t0.873\t-0.598\t-0.567\t2.548\t1.162\t-0.255\t0.227\t0.000\t0.764\t0.814\t0.988\t0.703\t1.129\t0.845\t0.700\n0\t1.043\t-0.709\t0.227\t0.694\t1.734\t0.903\t-0.891\t-0.183\t1.087\t0.737\t-0.726\t-0.967\t0.000\t1.364\t-0.545\t1.498\t0.000\t0.785\t-1.285\t1.152\t1.551\t0.917\t0.854\t1.153\t0.850\t0.881\t0.792\t0.712\n0\t2.891\t0.816\t0.489\t1.355\t0.903\t1.508\t0.814\t-1.233\t0.000\t0.805\t0.250\t-0.535\t2.215\t0.526\t0.706\t1.697\t2.548\t0.488\t1.320\t-1.163\t0.000\t0.519\t0.865\t1.002\t0.820\t0.651\t0.852\t1.040\n0\t1.416\t0.839\t1.323\t0.330\t0.103\t0.690\t-0.960\t-0.354\t0.000\t0.650\t-0.057\t0.930\t2.215\t0.660\t-0.226\t-0.481\t2.548\t0.524\t-1.518\t-1.228\t0.000\t0.766\t0.953\t0.988\t0.851\t0.669\t0.647\t0.868\n0\t0.764\t-1.590\t-0.880\t0.980\t1.331\t1.045\t-0.945\t-0.873\t2.173\t0.752\t-0.543\t0.168\t1.107\t0.808\t-1.859\t0.593\t0.000\t1.970\t0.712\t1.229\t0.000\t0.899\t0.882\t1.093\t0.962\t1.084\t0.834\t0.769\n1\t1.742\t0.277\t0.223\t0.695\t-0.414\t0.697\t0.145\t-1.195\t2.173\t0.438\t1.788\t1.506\t0.000\t1.507\t0.263\t1.447\t2.548\t0.415\t0.286\t-0.175\t0.000\t0.718\t0.813\t0.984\t1.121\t0.884\t0.908\t0.800\n0\t1.599\t0.469\t1.600\t1.500\t1.024\t1.245\t-0.991\t-0.162\t0.000\t0.376\t0.265\t1.077\t0.000\t0.901\t0.865\t-1.343\t0.000\t1.473\t1.328\t-0.698\t3.102\t0.794\t0.803\t1.063\t0.856\t0.421\t0.854\t0.710\n1\t0.479\t0.335\t-1.445\t0.776\t-0.200\t1.766\t-0.752\t1.536\t2.173\t1.854\t-1.284\t0.046\t0.000\t0.827\t-1.221\t-0.516\t0.000\t0.426\t-0.450\t-0.337\t3.102\t0.921\t0.556\t0.993\t1.177\t0.917\t1.252\t1.016\n0\t0.556\t0.693\t-0.262\t0.859\t-1.039\t0.648\t-0.099\t0.397\t1.087\t0.768\t0.528\t-1.519\t2.215\t0.681\t-0.226\t1.238\t0.000\t0.565\t1.612\t-0.245\t0.000\t1.123\t0.904\t0.982\t0.734\t1.080\t0.717\t0.699\n1\t1.189\t0.199\t1.027\t1.276\t-0.073\t1.916\t-2.051\t-1.527\t0.000\t1.521\t-1.546\t-0.047\t2.215\t1.020\t-0.127\t0.676\t0.000\t0.971\t-0.388\t-0.357\t0.000\t0.899\t1.145\t1.427\t0.907\t0.900\t1.097\t0.896\n0\t1.838\t0.222\t-1.685\t0.875\t0.168\t1.226\t1.229\t-1.715\t0.000\t1.736\t0.075\t-0.486\t1.107\t2.821\t0.352\t0.609\t0.000\t0.838\t-1.375\t1.638\t0.000\t1.458\t1.088\t1.748\t1.380\t0.644\t1.217\t1.144\n0\t0.519\t-0.573\t1.063\t0.681\t-0.118\t1.176\t-0.184\t0.933\t2.173\t0.906\t0.012\t-1.271\t0.000\t0.772\t-1.137\t-0.204\t2.548\t0.674\t-1.157\t-1.505\t0.000\t0.860\t0.970\t0.984\t0.774\t1.211\t0.845\t0.730\n0\t0.368\t1.732\t-0.137\t0.180\t-1.403\t1.230\t0.608\t0.947\t2.173\t0.764\t1.155\t-0.401\t0.000\t0.742\t-0.043\t0.052\t2.548\t0.735\t-0.190\t-1.452\t0.000\t1.092\t0.790\t0.987\t0.921\t0.949\t0.842\t0.723\n1\t0.645\t-0.406\t1.578\t0.704\t-0.925\t0.334\t1.429\t1.032\t0.000\t0.507\t0.883\t-0.057\t1.107\t0.357\t0.566\t-0.846\t2.548\t0.384\t1.708\t0.589\t0.000\t0.272\t0.457\t0.985\t0.659\t0.302\t0.666\t0.746\n1\t0.299\t1.036\t0.844\t1.103\t1.552\t0.670\t0.070\t0.303\t2.173\t0.728\t-0.431\t-0.561\t0.000\t0.808\t0.325\t-1.497\t2.548\t0.776\t-1.874\t0.511\t0.000\t0.601\t0.825\t0.988\t1.082\t0.925\t1.153\t1.292\n1\t0.893\t0.582\t0.554\t0.810\t-0.961\t1.367\t0.240\t0.117\t2.173\t1.068\t0.302\t-1.215\t0.000\t1.075\t-0.038\t-1.728\t0.000\t0.589\t2.255\t-1.507\t0.000\t1.042\t0.724\t1.153\t0.946\t0.984\t0.856\t0.758\n0\t0.886\t1.074\t-1.738\t0.775\t0.074\t0.748\t-0.333\t-1.235\t0.000\t1.091\t0.407\t0.336\t2.215\t0.665\t-0.549\t0.019\t0.000\t1.192\t-0.661\t0.646\t0.000\t1.022\t0.825\t1.146\t0.705\t0.944\t0.687\t0.648\n1\t0.731\t0.517\t0.217\t0.579\t-0.509\t0.623\t-0.173\t1.437\t1.087\t0.825\t0.953\t-0.377\t0.000\t0.788\t0.846\t0.797\t1.274\t0.510\t1.669\t-1.256\t0.000\t0.752\t1.128\t0.986\t0.766\t0.695\t0.743\t0.741\n1\t0.678\t-0.339\t-0.972\t1.115\t0.854\t0.782\t-1.001\t0.187\t1.087\t0.965\t-1.203\t1.301\t0.000\t0.835\t-1.442\t-0.214\t2.548\t0.932\t-0.377\t-0.731\t0.000\t0.982\t0.978\t1.201\t0.874\t0.461\t0.685\t0.714\n0\t1.500\t-0.536\t-1.566\t0.720\t-1.487\t1.136\t-0.465\t0.180\t2.173\t0.950\t-0.031\t1.507\t2.215\t1.354\t0.483\t0.206\t0.000\t0.592\t0.463\t-0.838\t0.000\t0.798\t1.005\t1.009\t1.421\t1.462\t1.033\t0.934\n0\t0.902\t0.639\t1.399\t1.332\t0.895\t0.979\t1.377\t-0.038\t0.000\t0.442\t1.340\t-0.801\t0.000\t0.964\t0.594\t-1.364\t2.548\t0.520\t-0.160\t-1.325\t3.102\t0.887\t1.005\t0.998\t0.751\t0.236\t0.672\t0.765\n1\t1.124\t-0.769\t0.169\t2.204\t0.918\t1.460\t0.826\t-0.652\t0.000\t0.965\t-0.687\t1.496\t2.215\t0.768\t0.476\t-1.457\t2.548\t0.484\t-1.064\t-1.618\t0.000\t1.896\t1.172\t1.364\t1.005\t0.733\t1.081\t1.271\n0\t0.723\t-1.497\t0.511\t0.183\t-0.608\t0.662\t-0.199\t1.667\t0.000\t0.831\t0.053\t1.010\t0.000\t0.500\t0.625\t-0.501\t2.548\t1.943\t-0.812\t-0.571\t3.102\t0.903\t0.845\t0.995\t0.755\t0.702\t0.842\t0.745\n1\t1.363\t0.637\t1.516\t1.524\t1.080\t0.488\t0.439\t0.413\t0.000\t1.419\t-0.550\t-0.315\t2.215\t0.743\t0.091\t1.571\t0.000\t1.103\t-0.456\t-0.707\t0.000\t0.944\t0.968\t0.979\t0.839\t0.788\t1.049\t0.870\n1\t1.281\t0.748\t0.223\t1.008\t-1.311\t1.075\t2.833\t1.072\t0.000\t1.192\t1.035\t-0.743\t2.215\t2.160\t1.099\t1.640\t0.000\t1.804\t0.184\t-0.136\t0.000\t2.447\t1.366\t1.547\t0.996\t0.681\t1.002\t0.920\n1\t0.656\t-0.245\t-0.850\t0.939\t0.341\t0.849\t-0.271\t0.141\t0.000\t0.937\t-0.312\t-0.239\t2.215\t2.038\t-0.005\t-1.600\t2.548\t1.921\t-1.223\t1.394\t0.000\t0.919\t0.900\t0.987\t0.999\t1.402\t0.877\t0.764\n1\t1.036\t-1.069\t0.030\t0.269\t0.794\t1.341\t-1.554\t-0.982\t2.173\t0.737\t-2.128\t-1.204\t0.000\t0.907\t-1.065\t0.633\t0.000\t2.559\t1.137\t0.805\t0.000\t1.417\t0.970\t0.976\t1.263\t0.542\t0.836\t0.853\n0\t1.263\t0.043\t1.639\t0.826\t1.042\t1.106\t0.908\t0.219\t0.000\t0.888\t0.707\t-0.806\t2.215\t0.490\t0.549\t-1.378\t2.548\t0.383\t0.235\t0.685\t0.000\t0.517\t0.940\t0.983\t0.563\t0.348\t0.636\t0.725\n1\t1.628\t-0.066\t-0.130\t0.774\t0.215\t0.980\t-0.840\t-1.607\t2.173\t0.503\t-0.532\t-1.001\t0.000\t0.276\t0.817\t0.819\t0.000\t1.491\t-0.783\t0.996\t3.102\t0.726\t0.789\t0.992\t1.091\t0.915\t1.120\t0.875\n0\t1.815\t1.433\t-0.602\t1.080\t-0.851\t0.710\t0.731\t1.663\t1.087\t0.918\t1.724\t0.764\t0.000\t1.314\t-1.060\t-1.620\t0.000\t1.050\t-0.168\t0.467\t0.000\t0.634\t1.042\t0.979\t1.322\t0.832\t1.087\t0.994\n0\t0.297\t1.365\t-1.078\t2.092\t0.743\t1.495\t-0.738\t-0.300\t2.173\t1.860\t0.856\t1.099\t2.215\t3.441\t0.490\t-1.054\t0.000\t1.859\t-0.000\t1.648\t0.000\t1.964\t2.179\t1.089\t2.371\t3.225\t2.074\t1.838\n0\t1.863\t-0.297\t-0.984\t0.335\t-1.412\t1.184\t-0.459\t-1.686\t2.173\t0.896\t0.782\t-0.037\t0.000\t1.828\t0.473\t0.506\t0.000\t1.149\t-0.392\t0.332\t3.102\t0.965\t0.798\t0.986\t0.903\t1.196\t1.176\t1.122\n0\t1.793\t-0.871\t0.894\t0.473\t-0.593\t1.182\t-0.577\t-0.596\t0.000\t1.032\t-1.359\t-1.488\t2.215\t0.499\t-0.641\t0.324\t2.548\t0.431\t-0.849\t-1.711\t0.000\t0.950\t1.067\t1.242\t0.622\t0.808\t0.711\t0.773\n0\t0.417\t-1.630\t0.356\t1.734\t0.368\t0.681\t0.726\t-1.658\t2.173\t0.759\t-1.555\t-1.078\t0.000\t0.663\t-0.676\t1.257\t2.548\t0.795\t-0.185\t0.700\t0.000\t0.841\t0.833\t0.987\t0.693\t0.791\t0.865\t0.753\n1\t1.282\t1.329\t1.090\t1.073\t-1.209\t1.106\t-1.065\t0.462\t0.000\t2.159\t0.690\t-0.692\t2.215\t2.048\t0.698\t1.518\t0.000\t0.711\t0.234\t-0.280\t0.000\t1.026\t0.662\t1.426\t1.449\t0.625\t0.932\t0.902\n1\t0.998\t-1.171\t-0.297\t1.224\t-0.069\t0.836\t0.684\t-1.340\t0.000\t0.689\t0.176\t1.036\t0.000\t0.774\t0.528\t1.529\t1.274\t1.118\t0.854\t0.584\t3.102\t0.907\t0.867\t0.983\t1.018\t0.558\t0.821\t0.763\n0\t1.354\t1.946\t-0.456\t0.269\t-0.761\t0.632\t0.107\t1.412\t0.000\t0.671\t0.858\t0.565\t0.000\t0.509\t1.237\t0.808\t2.548\t0.715\t-0.867\t-1.224\t3.102\t1.104\t0.969\t0.976\t0.667\t0.826\t0.806\t0.823\n1\t0.477\t0.119\t0.976\t1.381\t-0.164\t1.233\t-2.489\t0.912\t0.000\t1.092\t1.651\t-1.529\t2.215\t1.048\t0.513\t-1.008\t0.000\t1.407\t1.210\t-0.676\t3.102\t0.739\t0.788\t0.985\t0.789\t0.791\t0.852\t0.710\n0\t0.694\t-0.613\t-0.388\t0.897\t1.338\t0.582\t-0.205\t0.641\t1.087\t0.338\t-0.699\t-0.819\t0.000\t0.535\t0.535\t1.512\t0.000\t0.646\t0.391\t0.241\t0.000\t0.725\t0.705\t1.093\t0.790\t0.923\t0.660\t0.572\n1\t1.927\t0.094\t0.287\t0.250\t1.320\t0.693\t0.044\t-1.167\t2.173\t0.938\t-1.206\t-0.698\t2.215\t0.638\t-0.363\t-1.326\t0.000\t0.930\t0.096\t0.989\t0.000\t0.922\t0.937\t0.986\t1.227\t0.951\t0.970\t0.850\n0\t0.430\t-1.025\t-0.694\t1.900\t0.124\t1.032\t0.317\t-1.373\t2.173\t1.586\t0.392\t1.470\t0.000\t1.265\t-1.032\t-0.047\t2.548\t0.384\t0.812\t1.246\t0.000\t1.267\t1.044\t0.987\t0.646\t1.740\t1.158\t1.084\n1\t1.008\t0.201\t0.104\t0.483\t1.541\t1.482\t0.194\t-0.518\t0.000\t0.780\t0.702\t1.196\t0.000\t1.413\t-0.406\t0.979\t1.274\t1.864\t-0.867\t0.093\t0.000\t0.972\t0.895\t0.985\t0.549\t0.568\t0.577\t0.565\n0\t1.176\t-0.273\t-0.299\t1.586\t0.321\t1.168\t-1.057\t1.220\t1.087\t0.961\t-1.470\t1.662\t0.000\t0.850\t-0.057\t-1.136\t2.548\t1.381\t0.381\t-0.669\t0.000\t0.962\t0.785\t1.004\t1.408\t1.240\t1.044\t0.996\n1\t0.451\t-0.403\t0.147\t1.334\t1.275\t0.754\t-0.982\t-1.440\t2.173\t0.745\t-1.105\t0.255\t2.215\t1.107\t-0.186\t0.515\t0.000\t1.818\t-0.696\t-0.705\t0.000\t0.699\t0.768\t0.988\t0.821\t1.105\t0.715\t0.668\n0\t1.375\t-1.651\t0.499\t0.766\t1.182\t1.126\t-0.573\t-1.363\t0.000\t1.089\t-0.986\t-0.093\t2.215\t0.819\t-0.904\t1.478\t0.000\t1.490\t-0.436\t-0.723\t3.102\t1.013\t0.916\t0.988\t1.006\t0.681\t0.902\t1.026\n1\t1.006\t0.844\t-0.845\t0.823\t1.359\t0.989\t0.628\t-0.235\t0.000\t1.134\t1.412\t1.026\t2.215\t1.093\t0.212\t1.569\t2.548\t0.602\t1.529\t-0.120\t0.000\t0.762\t1.159\t1.153\t0.934\t0.948\t0.957\t0.842\n1\t0.992\t1.151\t0.070\t0.079\t1.568\t0.392\t2.324\t0.818\t0.000\t0.686\t2.007\t-1.509\t0.000\t0.950\t-0.179\t-1.567\t2.548\t1.051\t0.722\t-0.501\t3.102\t0.964\t0.932\t0.987\t0.822\t0.757\t0.900\t0.816\n1\t1.600\t-1.336\t1.445\t1.207\t0.954\t0.717\t2.694\t-0.623\t0.000\t0.475\t0.562\t1.299\t0.000\t0.530\t0.776\t-0.501\t2.548\t0.964\t-0.590\t-1.086\t0.000\t0.913\t0.639\t0.995\t0.514\t0.523\t0.724\t0.685\n0\t0.906\t0.008\t0.076\t1.392\t-0.544\t0.669\t1.253\t1.731\t0.000\t0.709\t0.812\t0.746\t2.215\t0.707\t2.044\t1.239\t0.000\t0.389\t-0.229\t-0.808\t1.551\t0.826\t0.842\t0.990\t0.507\t0.543\t0.615\t0.778\n0\t1.168\t-0.133\t0.060\t0.829\t-0.944\t2.449\t-0.266\t-0.413\t0.000\t1.828\t-0.653\t1.186\t2.215\t1.751\t-1.390\t1.241\t0.000\t1.678\t-0.597\t1.621\t1.551\t0.897\t1.059\t1.071\t0.953\t0.606\t0.925\t0.940\n1\t1.149\t-1.038\t0.695\t0.522\t0.480\t0.840\t-0.661\t-0.713\t2.173\t0.929\t-0.614\t1.280\t0.000\t1.398\t-0.217\t-1.601\t2.548\t0.815\t-1.760\t-0.464\t0.000\t0.861\t1.023\t0.986\t0.971\t1.011\t0.880\t0.765\n0\t3.015\t-0.123\t0.462\t0.390\t-0.040\t1.515\t-0.694\t-1.217\t2.173\t1.193\t-1.224\t-1.132\t0.000\t1.543\t-0.650\t0.788\t2.548\t0.411\t-1.188\t1.119\t0.000\t0.822\t1.134\t0.974\t1.957\t1.852\t1.395\t1.224\n1\t1.116\t-1.186\t0.426\t0.812\t-0.429\t1.155\t-0.647\t-1.615\t2.173\t0.750\t-1.116\t-0.021\t0.000\t0.320\t-1.049\t-1.258\t0.000\t0.766\t0.906\t0.933\t1.551\t0.674\t0.931\t0.984\t1.294\t1.230\t1.084\t0.885\n0\t0.322\t-1.074\t-0.104\t2.046\t0.885\t0.545\t-1.123\t-1.026\t0.000\t0.815\t0.836\t-1.045\t2.215\t0.458\t-0.126\t0.364\t0.000\t0.601\t-0.001\t-0.372\t3.102\t0.973\t1.062\t0.989\t0.902\t0.457\t1.261\t1.018\n1\t1.630\t0.466\t0.639\t0.773\t0.003\t0.638\t-0.176\t-1.492\t2.173\t0.623\t-0.594\t-0.627\t2.215\t0.387\t-1.345\t-0.304\t0.000\t0.779\t-0.148\t1.350\t0.000\t0.736\t0.671\t0.996\t1.004\t0.683\t0.887\t0.760\n0\t0.742\t-0.919\t-0.800\t1.034\t0.453\t0.755\t0.464\t1.678\t0.000\t0.798\t0.806\t0.357\t2.215\t0.882\t0.332\t-0.548\t2.548\t0.843\t1.322\t1.254\t0.000\t0.850\t0.967\t1.097\t0.824\t0.682\t0.771\t0.898\n0\t0.411\t-0.878\t1.694\t0.878\t0.560\t1.854\t-0.116\t1.252\t2.173\t2.836\t-0.119\t-0.602\t1.107\t0.377\t0.869\t-0.560\t0.000\t0.373\t0.677\t0.847\t0.000\t0.396\t0.940\t0.987\t1.317\t3.357\t1.551\t1.127\n0\t0.877\t0.477\t-0.761\t0.667\t-0.068\t0.764\t0.591\t0.520\t2.173\t0.787\t0.037\t1.695\t0.000\t1.274\t-0.420\t1.161\t0.000\t1.022\t1.698\t-0.650\t0.000\t0.887\t1.148\t0.984\t0.635\t0.974\t0.790\t0.727\n1\t2.099\t-0.197\t0.759\t0.334\t-0.532\t1.009\t0.375\t-1.296\t2.173\t0.550\t-0.003\t-0.525\t0.000\t0.600\t0.924\t-1.613\t0.000\t0.549\t0.295\t-0.117\t3.102\t0.869\t0.730\t1.065\t0.604\t0.688\t0.824\t0.720\n0\t1.083\t-0.436\t-1.120\t0.322\t-0.084\t1.363\t0.158\t0.397\t2.173\t1.197\t-2.649\t-1.200\t0.000\t0.881\t-0.504\t0.811\t0.000\t0.876\t0.094\t1.524\t3.102\t0.897\t0.941\t0.980\t0.694\t0.982\t0.907\t0.764\n0\t0.561\t-0.838\t0.270\t1.010\t1.245\t0.708\t-0.547\t-0.632\t2.173\t0.908\t0.914\t-1.446\t2.215\t0.559\t1.755\t-0.058\t0.000\t0.547\t0.326\t0.716\t0.000\t0.648\t1.086\t0.990\t0.950\t1.246\t0.868\t0.808\n0\t1.070\t0.384\t-1.126\t0.950\t1.650\t1.099\t-0.269\t0.000\t0.000\t1.761\t0.152\t1.443\t2.215\t1.164\t0.676\t-0.056\t0.000\t2.042\t-0.394\t0.279\t3.102\t1.082\t0.847\t0.989\t0.853\t1.581\t1.216\t1.095\n0\t0.277\t1.125\t-0.627\t1.124\t-1.666\t0.597\t-0.437\t-0.063\t0.000\t0.556\t-1.270\t-0.779\t2.215\t1.308\t-0.297\t1.011\t2.548\t0.401\t-1.610\t-0.392\t0.000\t0.649\t0.877\t0.989\t0.734\t1.016\t0.688\t0.669\n1\t3.325\t0.647\t-0.479\t0.178\t-1.475\t0.663\t-0.132\t-1.711\t1.087\t1.396\t1.928\t0.600\t0.000\t1.205\t1.419\t1.595\t0.000\t0.627\t0.267\t0.366\t3.102\t1.177\t0.850\t0.989\t1.231\t0.670\t0.979\t1.070\n0\t1.464\t-0.890\t-1.704\t0.725\t-1.664\t0.745\t0.239\t0.415\t0.000\t0.646\t-0.645\t-0.238\t1.107\t0.952\t-0.032\t1.680\t1.274\t1.309\t2.134\t-0.168\t0.000\t0.783\t0.837\t0.984\t0.975\t0.865\t0.774\t0.850\n1\t1.620\t1.667\t1.668\t0.546\t1.172\t1.100\t1.327\t-0.813\t2.173\t0.737\t1.029\t-0.226\t1.107\t0.657\t1.124\t0.583\t0.000\t0.874\t1.791\t1.289\t0.000\t1.038\t1.053\t0.995\t1.078\t0.694\t0.967\t0.843\n1\t0.696\t-0.023\t0.604\t0.521\t0.918\t0.955\t0.286\t1.673\t2.173\t1.260\t0.550\t-0.292\t0.000\t1.115\t-0.486\t1.602\t0.000\t0.563\t0.580\t-0.681\t1.551\t0.861\t0.516\t0.991\t0.939\t0.679\t0.876\t0.799\n0\t0.543\t0.166\t1.541\t1.835\t1.009\t1.304\t-0.571\t-0.881\t1.087\t0.721\t-1.364\t0.960\t0.000\t0.624\t-0.879\t0.154\t0.000\t0.548\t0.689\t-0.940\t0.000\t0.850\t0.912\t0.979\t0.764\t0.271\t1.186\t0.954\n0\t0.705\t-0.531\t-0.945\t0.842\t1.367\t0.751\t0.679\t0.457\t1.087\t1.457\t0.084\t-1.244\t1.107\t0.555\t-2.395\t0.958\t0.000\t0.918\t-0.987\t0.380\t0.000\t0.733\t1.641\t0.986\t0.899\t1.608\t1.377\t1.098\n1\t1.067\t-1.176\t0.600\t0.799\t0.368\t0.940\t-0.190\t-1.100\t2.173\t0.343\t-1.237\t-1.526\t2.215\t0.607\t-1.568\t1.223\t0.000\t0.908\t-0.655\t-0.513\t0.000\t0.911\t1.002\t1.000\t0.721\t0.568\t1.019\t0.827\n1\t0.952\t0.081\t-1.263\t0.400\t0.930\t0.826\t-0.254\t-0.798\t2.173\t0.492\t0.066\t1.025\t2.215\t0.447\t-0.061\t0.082\t0.000\t0.443\t-1.901\t0.660\t0.000\t0.896\t1.114\t0.991\t0.622\t0.947\t0.747\t0.667\n0\t0.626\t0.103\t-0.067\t1.652\t0.180\t0.712\t0.380\t1.588\t2.173\t1.178\t-1.147\t-0.610\t2.215\t1.749\t-0.348\t1.102\t0.000\t1.459\t-0.092\t-1.285\t0.000\t1.493\t1.023\t0.984\t1.822\t1.698\t1.389\t1.269\n0\t0.458\t-1.626\t-0.020\t1.310\t-1.232\t0.452\t-1.032\t-0.359\t0.000\t1.214\t-0.914\t0.847\t0.000\t0.524\t0.697\t-1.458\t2.548\t0.452\t-0.950\t1.135\t1.551\t1.394\t1.177\t0.987\t0.597\t0.490\t0.760\t0.812\n0\t2.525\t-0.638\t-0.603\t2.642\t-0.361\t1.260\t0.677\t1.301\t0.000\t1.070\t0.096\t1.077\t2.215\t0.582\t-1.456\t-1.685\t0.000\t0.807\t-1.136\t0.884\t3.102\t1.149\t0.957\t0.995\t1.069\t0.686\t1.229\t1.567\n1\t0.738\t-0.398\t-0.901\t0.339\t0.768\t1.202\t0.031\t0.123\t0.000\t1.429\t1.983\t1.680\t0.000\t1.323\t0.601\t1.419\t2.548\t1.172\t-1.709\t-0.717\t0.000\t0.673\t0.647\t0.989\t1.078\t1.084\t1.082\t0.879\n0\t0.732\t2.051\t0.179\t1.143\t-0.655\t1.575\t0.685\t1.372\t2.173\t0.926\t1.219\t-0.547\t2.215\t0.671\t0.654\t-0.165\t0.000\t0.449\t2.015\t0.884\t0.000\t0.759\t1.170\t0.989\t0.866\t1.826\t1.456\t1.109\n1\t2.046\t-0.362\t-0.017\t0.589\t-0.281\t0.956\t-0.919\t1.507\t2.173\t0.700\t-0.297\t-1.369\t0.000\t0.508\t-0.849\t1.017\t2.548\t0.461\t0.789\t-1.025\t0.000\t0.544\t0.874\t0.972\t0.712\t0.372\t0.870\t0.799\n1\t0.406\t1.463\t0.023\t0.905\t-1.376\t1.043\t0.030\t-0.602\t0.000\t1.706\t0.222\t0.974\t2.215\t1.119\t-0.386\t-0.379\t0.000\t1.171\t-1.198\t1.581\t0.000\t0.591\t0.886\t0.989\t1.771\t0.241\t1.101\t1.318\n1\t0.680\t-0.137\t-1.609\t1.010\t0.605\t1.195\t0.374\t0.782\t1.087\t2.291\t1.407\t-1.129\t0.000\t2.011\t0.478\t0.368\t2.548\t1.130\t1.897\t0.162\t0.000\t0.906\t1.158\t1.045\t0.810\t0.719\t0.953\t0.905\n1\t1.266\t-0.645\t-0.640\t0.819\t-0.121\t1.370\t0.433\t1.618\t2.173\t1.535\t-0.321\t0.850\t0.000\t0.942\t0.954\t-0.201\t0.000\t1.441\t-0.170\t-0.967\t3.102\t1.479\t1.242\t0.980\t1.465\t1.182\t1.053\t1.025\n0\t0.363\t1.846\t1.737\t1.889\t-0.546\t0.396\t-0.046\t-1.673\t0.000\t1.208\t0.844\t1.127\t2.215\t1.742\t0.078\t0.722\t2.548\t0.757\t1.632\t-1.223\t0.000\t1.040\t0.968\t1.014\t1.645\t0.828\t1.236\t1.051\n0\t0.512\t1.422\t1.695\t0.726\t-0.405\t0.880\t-0.371\t1.688\t2.173\t0.720\t0.995\t-1.649\t2.215\t1.423\t0.291\t0.047\t0.000\t0.652\t1.383\t0.387\t0.000\t0.831\t1.004\t0.991\t1.757\t0.902\t1.144\t1.056\n0\t2.565\t0.022\t-0.718\t0.832\t1.646\t1.067\t-1.288\t0.988\t2.173\t0.446\t0.136\t0.288\t0.000\t0.329\t0.948\t-0.436\t2.548\t0.564\t-0.618\t0.491\t0.000\t0.321\t0.779\t1.715\t0.850\t1.289\t1.228\t0.936\n1\t0.981\t-0.080\t0.206\t1.335\t0.277\t1.262\t-0.676\t1.689\t2.173\t0.403\t1.840\t1.396\t0.000\t1.275\t-0.531\t0.909\t2.548\t1.226\t0.732\t-0.876\t0.000\t0.947\t1.313\t0.985\t1.447\t1.026\t1.186\t1.199\n1\t0.832\t0.139\t-0.783\t0.657\t0.048\t0.903\t-0.363\t0.908\t2.173\t0.986\t-0.582\t-1.191\t0.000\t0.794\t0.694\t1.042\t0.000\t0.927\t-0.027\t-0.347\t3.102\t1.580\t1.014\t0.995\t0.965\t0.891\t0.845\t0.773\n0\t0.504\t1.073\t-1.421\t2.067\t-1.208\t0.758\t1.518\t0.460\t0.000\t0.835\t2.517\t-0.793\t0.000\t0.740\t2.499\t0.540\t0.000\t1.759\t1.174\t-1.579\t3.102\t0.914\t1.009\t0.982\t0.723\t0.782\t0.726\t0.883\n0\t1.076\t0.255\t-0.091\t1.516\t-0.191\t0.742\t0.085\t0.825\t0.000\t0.873\t0.922\t1.419\t0.000\t1.337\t0.860\t-1.166\t2.548\t1.228\t0.161\t-1.259\t3.102\t1.156\t1.018\t0.997\t1.287\t0.386\t0.898\t1.005\n1\t0.640\t0.679\t-0.351\t1.063\t-0.729\t1.911\t0.541\t0.735\t0.000\t1.388\t-1.230\t1.741\t0.000\t0.997\t-0.206\t-0.626\t2.548\t0.752\t-0.199\t1.692\t0.000\t0.716\t1.034\t0.982\t1.277\t0.304\t0.927\t1.267\n0\t1.413\t-0.483\t-0.117\t1.367\t-0.663\t0.881\t1.634\t-1.587\t0.000\t0.928\t-1.824\t0.177\t0.000\t1.188\t0.559\t1.394\t2.548\t0.902\t-0.278\t1.034\t3.102\t0.891\t0.933\t0.987\t0.841\t0.464\t0.842\t1.056\n0\t0.936\t-1.635\t-0.006\t0.289\t-1.504\t0.459\t0.149\t1.122\t0.000\t1.021\t0.237\t-1.392\t2.215\t0.936\t0.080\t0.074\t2.548\t0.898\t1.384\t1.429\t0.000\t0.856\t0.900\t0.994\t0.744\t1.010\t0.805\t0.871\n0\t0.938\t0.448\t-1.670\t1.957\t-1.014\t0.831\t0.532\t0.638\t0.000\t0.971\t0.716\t-0.084\t2.215\t0.547\t-0.939\t1.282\t2.548\t0.451\t1.489\t1.132\t0.000\t0.741\t0.875\t1.048\t1.065\t1.067\t0.879\t0.873\n0\t0.868\t1.262\t1.383\t1.460\t-1.298\t1.157\t0.631\t-0.349\t0.000\t2.060\t0.358\t1.431\t2.215\t1.436\t0.105\t-0.086\t0.000\t1.564\t1.619\t0.711\t0.000\t0.819\t0.865\t1.036\t1.139\t1.664\t1.346\t1.265\n0\t0.465\t2.136\t0.846\t1.772\t-1.572\t0.352\t-1.001\t-0.121\t0.000\t0.722\t-0.167\t0.390\t0.000\t1.193\t1.030\t-0.003\t2.548\t1.279\t0.563\t1.270\t3.102\t0.964\t1.296\t1.033\t1.130\t0.887\t1.170\t1.652\n1\t1.215\t1.156\t-0.810\t1.979\t-0.258\t2.467\t0.741\t1.555\t0.000\t0.920\t1.055\t-0.222\t2.215\t1.158\t0.215\t0.351\t2.548\t0.765\t0.328\t-1.473\t0.000\t0.919\t1.526\t1.028\t0.565\t0.723\t1.237\t1.269\n1\t1.640\t0.997\t-0.587\t0.783\t-1.455\t0.909\t-2.309\t0.859\t0.000\t0.809\t0.943\t-1.021\t2.215\t0.769\t-0.010\t0.137\t0.000\t1.659\t-0.102\t1.383\t1.551\t0.669\t0.813\t1.105\t0.588\t1.054\t0.795\t0.733\n1\t0.334\t-2.183\t1.004\t1.495\t-0.587\t1.260\t-0.677\t-1.713\t2.173\t0.806\t-0.326\t-0.196\t0.000\t0.836\t-1.548\t0.137\t0.000\t1.873\t-0.811\t1.349\t3.102\t0.855\t0.933\t0.989\t1.363\t0.650\t0.996\t0.910\n1\t0.568\t1.234\t1.207\t0.099\t1.684\t0.716\t1.007\t-0.302\t0.000\t0.515\t1.950\t-0.749\t0.000\t1.053\t-0.004\t-1.641\t2.548\t1.079\t0.178\t0.631\t3.102\t0.894\t0.942\t0.986\t0.584\t0.729\t0.657\t0.605\n1\t0.900\t-0.113\t1.540\t1.502\t-1.635\t0.334\t0.057\t-0.812\t2.173\t1.922\t-0.399\t0.050\t2.215\t0.748\t0.481\t0.860\t0.000\t0.828\t-0.250\t-1.424\t0.000\t0.851\t1.153\t0.979\t0.772\t0.873\t1.051\t0.887\n0\t0.738\t-1.292\t0.131\t0.252\t1.197\t1.694\t-0.723\t-1.620\t0.000\t2.302\t-0.354\t0.188\t2.215\t0.690\t0.320\t-0.807\t2.548\t0.574\t0.118\t-1.718\t0.000\t0.689\t0.932\t0.991\t0.833\t1.155\t1.352\t1.067\n1\t0.578\t-0.954\t1.579\t0.608\t1.694\t0.517\t-1.020\t1.138\t0.000\t0.743\t-0.663\t0.306\t1.107\t1.414\t-0.117\t-0.320\t2.548\t1.086\t0.979\t-1.046\t0.000\t1.070\t1.590\t0.988\t0.863\t0.658\t1.270\t1.083\n1\t1.418\t-0.267\t0.490\t1.853\t1.035\t1.269\t-2.623\t-0.746\t0.000\t0.918\t-0.958\t-1.060\t2.215\t0.869\t0.437\t-1.738\t2.548\t0.548\t-0.339\t1.478\t0.000\t0.603\t0.890\t1.059\t0.929\t0.934\t0.962\t0.761\n0\t0.782\t-0.290\t1.366\t0.585\t-1.551\t1.083\t-0.906\t-0.218\t2.173\t0.634\t-2.411\t-1.033\t0.000\t0.562\t-0.521\t0.808\t0.000\t0.991\t0.621\t1.478\t3.102\t0.698\t0.956\t0.980\t1.108\t1.495\t0.957\t0.815\n0\t2.899\t-1.209\t-0.507\t0.512\t-1.417\t1.270\t1.338\t0.653\t0.000\t0.689\t-1.206\t0.437\t2.215\t0.950\t-0.958\t-1.519\t2.548\t0.881\t-1.489\t-1.025\t0.000\t0.859\t0.934\t1.233\t0.916\t0.848\t0.784\t0.792\n0\t0.706\t1.759\t-1.685\t2.058\t-0.103\t0.582\t-0.133\t0.260\t1.087\t0.816\t1.162\t1.586\t2.215\t0.761\t-0.286\t-0.915\t0.000\t0.539\t-0.641\t0.848\t0.000\t0.724\t0.936\t1.652\t1.464\t1.189\t1.111\t1.037\n1\t0.455\t-0.118\t1.525\t0.992\t-0.173\t2.415\t-1.635\t-1.567\t0.000\t2.366\t0.737\t-0.047\t2.215\t0.962\t-0.767\t0.920\t1.274\t1.358\t-0.092\t0.212\t0.000\t0.773\t0.937\t0.984\t0.676\t1.881\t1.068\t0.848\n1\t0.761\t2.184\t0.117\t0.847\t1.177\t1.023\t0.632\t-1.151\t2.173\t0.417\t1.107\t0.809\t0.000\t1.086\t1.550\t-0.396\t0.000\t0.501\t0.605\t1.215\t0.000\t0.908\t1.003\t0.989\t0.733\t0.715\t0.842\t0.733\n1\t0.339\t-1.498\t-1.719\t1.190\t-1.072\t0.676\t0.340\t1.365\t2.173\t1.249\t-0.550\t-0.205\t0.000\t0.575\t-1.102\t1.099\t2.548\t0.483\t-0.844\t0.702\t0.000\t0.876\t1.134\t0.991\t0.733\t0.691\t0.741\t0.715\n1\t0.710\t-0.820\t-1.476\t0.226\t-0.731\t0.994\t-0.748\t1.439\t0.000\t1.092\t-0.596\t-0.179\t2.215\t1.027\t0.141\t0.251\t0.000\t1.124\t0.642\t-0.783\t3.102\t0.911\t1.152\t0.975\t0.862\t0.911\t0.990\t0.823\n0\t2.123\t-0.589\t1.587\t0.710\t0.865\t0.537\t1.648\t0.089\t0.000\t2.134\t0.627\t-0.589\t2.215\t1.338\t0.483\t1.256\t2.548\t0.642\t0.314\t-0.456\t0.000\t0.840\t1.110\t1.030\t1.969\t1.791\t1.398\t1.430\n0\t0.410\t-1.787\t-1.492\t1.128\t-0.651\t1.846\t-0.244\t-1.352\t2.173\t1.511\t0.448\t0.332\t0.000\t1.448\t0.441\t0.745\t1.274\t1.647\t0.524\t-0.229\t0.000\t1.010\t0.905\t0.980\t1.018\t2.078\t1.502\t1.274\n0\t1.178\t-1.318\t0.280\t1.194\t1.625\t0.784\t-0.940\t-1.459\t2.173\t0.861\t0.316\t0.275\t2.215\t0.398\t-0.401\t0.263\t0.000\t0.392\t0.009\t-0.909\t0.000\t0.684\t0.887\t1.538\t1.057\t1.462\t1.055\t0.831\n1\t0.808\t-0.482\t-0.967\t1.203\t0.680\t0.313\t0.680\t-0.981\t2.173\t0.477\t-1.173\t-1.327\t0.000\t1.749\t1.035\t0.405\t2.548\t0.862\t0.109\t1.156\t0.000\t0.922\t0.939\t1.361\t0.856\t0.899\t0.922\t0.807\n0\t1.338\t-0.377\t-0.606\t1.093\t1.637\t0.497\t-1.627\t0.871\t0.000\t0.772\t-0.804\t-0.216\t0.000\t0.757\t0.366\t1.327\t2.548\t1.050\t-0.864\t1.723\t1.551\t0.871\t1.056\t1.508\t0.843\t0.584\t0.707\t0.742\n0\t0.707\t-1.349\t-0.309\t0.760\t1.600\t0.746\t-0.703\t0.242\t2.173\t0.707\t-0.558\t-1.277\t2.215\t0.809\t-1.193\t-0.812\t0.000\t1.140\t-1.060\t1.172\t0.000\t1.035\t0.952\t1.004\t0.683\t1.049\t0.718\t0.648\n0\t0.592\t1.128\t0.099\t0.541\t-1.414\t1.166\t0.440\t-0.243\t1.087\t1.274\t0.036\t-1.414\t2.215\t1.351\t-0.617\t1.111\t0.000\t0.620\t1.373\t1.153\t0.000\t0.937\t0.989\t0.989\t0.793\t1.603\t0.939\t0.776\n1\t0.563\t-1.613\t-0.890\t0.557\t-0.352\t0.977\t-0.709\t1.416\t2.173\t0.388\t-0.750\t-0.805\t0.000\t1.119\t-1.150\t0.325\t0.000\t0.512\t2.171\t1.742\t0.000\t0.896\t1.085\t0.984\t0.501\t0.670\t0.654\t0.642\n0\t0.392\t-0.908\t0.968\t2.635\t0.190\t1.103\t-1.444\t-0.312\t1.087\t1.186\t-0.245\t-1.499\t0.000\t1.812\t-0.799\t-1.680\t2.548\t1.245\t0.283\t1.369\t0.000\t0.961\t0.862\t0.983\t1.174\t1.741\t1.249\t1.228\n1\t0.957\t-0.405\t-1.194\t1.028\t1.340\t0.887\t0.299\t-0.900\t2.173\t1.188\t-1.157\t0.832\t2.215\t0.985\t0.244\t0.722\t0.000\t0.660\t1.493\t-0.568\t0.000\t0.802\t1.036\t1.039\t0.984\t1.951\t1.078\t0.944\n0\t0.484\t-0.636\t1.620\t1.631\t0.726\t0.904\t0.636\t1.573\t2.173\t0.746\t-2.595\t-0.569\t0.000\t1.148\t1.456\t-0.078\t0.000\t1.377\t0.438\t0.309\t1.551\t0.964\t0.967\t0.990\t1.455\t1.075\t1.091\t1.414\n0\t0.900\t-0.421\t-1.539\t0.720\t-0.862\t1.054\t2.103\t0.656\t0.000\t0.563\t2.077\t-0.844\t0.000\t0.357\t1.488\t1.013\t2.548\t0.960\t1.029\t-1.329\t3.102\t1.598\t0.879\t0.989\t1.056\t0.394\t0.835\t1.449\n1\t1.086\t0.012\t0.124\t0.992\t-1.318\t1.535\t0.635\t0.706\t2.173\t0.860\t0.774\t1.088\t1.107\t0.642\t-1.270\t0.642\t0.000\t0.566\t-1.991\t0.098\t0.000\t0.979\t1.245\t1.385\t1.328\t0.585\t1.136\t1.024\n1\t1.738\t-0.787\t-0.346\t0.945\t-0.002\t0.683\t-0.268\t1.347\t2.173\t0.597\t0.444\t-0.026\t0.000\t0.903\t0.478\t-1.280\t2.548\t1.535\t-2.092\t1.493\t0.000\t0.839\t0.855\t0.982\t1.229\t0.792\t1.040\t0.932\n0\t0.383\t0.794\t-1.539\t1.899\t-0.420\t1.101\t-0.158\t1.508\t0.000\t0.606\t-0.393\t0.397\t2.215\t0.741\t-0.347\t-0.416\t1.274\t0.646\t-1.231\t1.563\t0.000\t0.915\t0.999\t1.000\t0.895\t0.477\t0.717\t0.892\n1\t1.079\t-0.215\t-1.190\t0.261\t-0.099\t1.505\t0.381\t-1.685\t2.173\t1.596\t-1.609\t0.314\t0.000\t1.323\t0.139\t0.301\t2.548\t0.673\t0.968\t-0.347\t0.000\t1.188\t1.498\t0.983\t1.155\t1.728\t1.806\t1.386\n1\t0.461\t2.079\t0.765\t0.840\t0.293\t1.307\t-0.337\t-1.111\t2.173\t0.311\t2.747\t-1.356\t0.000\t0.570\t-0.326\t0.769\t0.000\t1.037\t0.175\t1.046\t3.102\t0.616\t1.113\t0.974\t0.632\t1.197\t1.015\t0.810\n1\t1.757\t1.046\t0.989\t0.222\t-1.463\t1.163\t1.104\t-1.233\t2.173\t2.186\t2.139\t-0.133\t0.000\t1.404\t0.697\t1.556\t2.548\t1.315\t1.352\t0.566\t0.000\t0.783\t1.053\t0.985\t0.715\t0.976\t0.837\t0.738\n0\t3.054\t-0.487\t1.606\t0.303\t0.819\t1.005\t0.064\t-0.103\t1.087\t0.588\t0.292\t0.550\t2.215\t0.793\t-1.514\t-0.354\t0.000\t0.494\t1.755\t0.055\t0.000\t1.306\t1.151\t0.989\t1.536\t0.641\t1.042\t1.022\n0\t0.733\t-1.257\t1.157\t0.876\t-0.994\t2.305\t-0.557\t0.032\t2.173\t3.278\t-1.087\t-1.639\t2.215\t1.252\t0.275\t1.289\t0.000\t1.186\t-0.221\t0.611\t0.000\t0.863\t1.689\t1.036\t0.999\t4.194\t2.074\t1.573\n1\t0.395\t-0.893\t0.025\t1.478\t-1.672\t1.244\t0.377\t-0.171\t0.000\t1.481\t0.435\t1.009\t2.215\t0.640\t0.378\t-0.837\t0.000\t0.756\t0.403\t-1.465\t3.102\t0.908\t0.824\t1.058\t1.236\t0.756\t0.926\t0.984\n1\t2.147\t-0.242\t-1.011\t0.602\t1.242\t0.597\t-0.886\t0.527\t0.000\t0.446\t0.239\t0.757\t0.000\t0.926\t-0.499\t1.570\t0.000\t1.046\t-0.453\t0.008\t1.551\t0.772\t0.721\t1.411\t0.745\t0.305\t0.601\t0.619\n0\t1.392\t-0.645\t-1.725\t0.301\t-1.152\t0.547\t-1.506\t-0.507\t0.000\t0.816\t-0.900\t-0.032\t1.107\t0.846\t-0.304\t0.616\t2.548\t0.701\t0.145\t1.368\t0.000\t1.300\t0.937\t0.987\t0.926\t0.554\t0.712\t0.701\n0\t0.613\t-0.687\t-1.133\t0.798\t-1.659\t1.495\t-0.564\t-0.020\t0.000\t1.370\t0.836\t1.578\t2.215\t0.472\t0.187\t0.081\t0.000\t1.103\t-0.052\t1.486\t0.000\t0.767\t0.819\t0.994\t0.630\t1.755\t1.323\t1.031\n1\t0.835\t-1.163\t0.925\t1.230\t-0.218\t1.763\t-1.054\t-0.312\t1.087\t1.918\t-2.133\t1.640\t0.000\t1.020\t-0.396\t1.027\t0.000\t1.460\t-0.882\t-1.391\t3.102\t2.421\t1.522\t1.203\t1.007\t1.403\t1.643\t1.319\n0\t0.867\t1.098\t-1.554\t0.456\t1.190\t2.115\t1.008\t1.445\t2.173\t1.933\t1.174\t-0.506\t0.000\t1.753\t1.589\t0.033\t0.000\t0.995\t0.568\t-0.035\t1.551\t0.614\t0.587\t0.981\t0.945\t1.515\t1.177\t1.003\n1\t0.555\t0.756\t-1.112\t1.398\t0.877\t1.097\t0.021\t1.223\t1.087\t1.808\t-2.346\t-0.315\t0.000\t1.025\t-0.373\t1.513\t0.000\t1.541\t0.011\t-1.006\t3.102\t0.845\t0.804\t1.190\t0.948\t1.246\t0.852\t0.761\n0\t1.122\t0.884\t0.015\t0.375\t-0.060\t1.155\t1.394\t0.720\t2.173\t0.936\t0.769\t-1.413\t0.000\t1.650\t1.044\t-0.764\t2.548\t1.480\t1.635\t-1.620\t0.000\t0.867\t0.940\t0.985\t0.890\t1.689\t0.952\t0.842\n0\t1.274\t-0.528\t-1.570\t0.677\t-0.341\t1.296\t0.973\t0.824\t0.000\t1.476\t-0.289\t-0.897\t0.000\t0.950\t-0.331\t-0.129\t1.274\t1.131\t-0.535\t0.358\t3.102\t2.300\t1.507\t1.152\t0.793\t0.355\t0.979\t0.850\n0\t0.778\t0.133\t0.347\t1.030\t-0.259\t1.000\t-1.329\t-1.680\t2.173\t0.274\t-0.148\t1.141\t0.000\t0.649\t-1.433\t0.150\t2.548\t0.381\t-1.992\t-0.756\t0.000\t0.711\t0.714\t0.984\t0.614\t1.007\t0.867\t0.694\n1\t1.756\t0.642\t0.282\t1.108\t0.077\t1.110\t1.043\t1.646\t2.173\t0.965\t0.805\t-1.292\t0.000\t0.404\t1.559\t0.620\t0.000\t0.448\t0.911\t-0.113\t1.551\t1.043\t0.889\t0.976\t0.516\t0.746\t0.977\t0.884\n0\t0.685\t-0.181\t-0.498\t2.083\t0.249\t0.892\t-1.825\t1.465\t0.000\t0.526\t0.498\t-1.689\t2.215\t0.484\t-0.721\t-0.531\t2.548\t0.559\t-1.720\t-0.975\t0.000\t0.880\t0.805\t1.032\t0.958\t0.596\t0.816\t0.973\n1\t1.583\t-0.427\t-1.379\t0.255\t0.558\t0.732\t0.715\t0.737\t2.173\t0.654\t-0.465\t-0.436\t2.215\t1.041\t0.240\t0.153\t0.000\t0.995\t2.069\t1.568\t0.000\t1.861\t1.263\t0.990\t0.715\t1.099\t1.034\t1.006\n1\t0.921\t0.663\t-0.987\t0.541\t1.422\t0.859\t-0.150\t-0.129\t0.000\t1.011\t-0.112\t-1.483\t1.107\t0.626\t0.998\t1.432\t2.548\t0.897\t-0.160\t0.913\t0.000\t0.927\t1.043\t0.992\t0.567\t0.685\t0.742\t0.731\n1\t0.346\t0.766\t1.130\t0.719\t-1.001\t0.842\t-0.252\t-0.241\t1.087\t0.628\t-1.295\t-0.133\t2.215\t1.109\t1.294\t1.690\t0.000\t1.949\t-0.670\t1.524\t0.000\t2.214\t1.851\t0.985\t1.481\t0.614\t1.366\t1.410\n1\t0.911\t-1.375\t0.636\t0.662\t-0.203\t0.741\t0.866\t1.284\t2.173\t0.969\t-0.435\t1.735\t2.215\t0.450\t-1.083\t-1.728\t0.000\t0.560\t1.238\t1.580\t0.000\t0.987\t0.836\t0.990\t0.926\t1.013\t0.951\t0.810\n1\t0.775\t-0.696\t-0.158\t1.488\t0.447\t1.236\t-0.086\t-1.613\t2.173\t0.752\t0.954\t0.140\t0.000\t0.594\t-1.402\t1.522\t0.000\t0.743\t-0.177\t-0.729\t3.102\t0.766\t1.215\t0.992\t0.656\t0.729\t0.902\t0.808\n1\t0.920\t-0.744\t-1.567\t2.355\t0.847\t1.277\t-1.250\t-0.488\t1.087\t0.237\t-0.685\t0.772\t2.215\t0.684\t-0.866\t-1.190\t0.000\t0.529\t0.440\t-1.452\t0.000\t0.559\t0.967\t1.678\t0.751\t0.769\t1.046\t0.867\n0\t0.791\t-2.041\t-0.855\t0.859\t0.184\t0.486\t0.226\t0.775\t0.000\t0.472\t0.015\t1.604\t2.215\t0.363\t-1.713\t-0.586\t0.000\t1.137\t-0.801\t-1.345\t3.102\t1.189\t0.898\t0.985\t1.173\t0.455\t0.831\t0.857\n1\t0.578\t-0.271\t1.443\t0.983\t-1.189\t0.888\t-0.289\t-0.474\t2.173\t0.930\t-0.741\t0.209\t2.215\t0.674\t-1.033\t-0.823\t0.000\t0.871\t-0.865\t1.309\t0.000\t0.795\t0.879\t0.996\t0.922\t0.835\t0.801\t0.691\n0\t1.026\t0.621\t-0.093\t0.134\t0.998\t1.511\t1.427\t0.242\t2.173\t2.045\t-0.858\t-1.419\t0.000\t1.119\t0.210\t-1.697\t2.548\t1.171\t0.816\t0.910\t0.000\t2.774\t1.613\t0.989\t1.209\t1.904\t2.067\t1.557\n0\t2.296\t0.265\t0.258\t0.405\t0.910\t0.913\t1.898\t-1.350\t0.000\t1.077\t-0.054\t0.971\t2.215\t1.212\t-0.770\t-0.610\t1.274\t1.674\t-0.488\t-1.283\t0.000\t0.985\t1.043\t0.981\t1.162\t1.298\t0.934\t0.933\n0\t2.664\t-1.238\t0.932\t0.893\t0.932\t1.532\t-0.344\t-1.079\t2.173\t1.037\t0.571\t-0.802\t0.000\t1.471\t-0.587\t0.380\t2.548\t0.509\t1.564\t0.976\t0.000\t1.149\t1.402\t0.970\t2.233\t1.832\t1.562\t1.631\n0\t0.343\t0.937\t-0.988\t1.529\t0.839\t1.088\t0.155\t0.739\t0.000\t2.426\t-0.795\t-0.951\t2.215\t0.580\t0.481\t0.237\t2.548\t0.666\t-0.807\t1.442\t0.000\t1.089\t0.746\t1.001\t2.044\t1.435\t1.323\t1.208\n1\t0.505\t-0.756\t0.069\t1.239\t-1.562\t1.317\t0.915\t1.646\t1.087\t1.061\t0.698\t0.283\t0.000\t1.230\t1.661\t0.344\t0.000\t1.784\t-0.731\t-0.708\t3.102\t1.023\t1.712\t1.090\t0.751\t2.166\t1.586\t1.421\n1\t1.071\t0.359\t-0.694\t0.620\t1.471\t1.074\t0.065\t0.747\t0.000\t1.055\t0.460\t-1.503\t1.107\t0.718\t0.789\t0.346\t0.000\t1.323\t-0.336\t-0.620\t3.102\t0.857\t1.100\t1.048\t0.696\t0.902\t0.938\t0.812\n0\t0.296\t2.274\t0.008\t1.767\t-0.385\t1.472\t-0.120\t1.196\t0.000\t1.572\t0.949\t-0.536\t0.000\t1.391\t-0.754\t1.251\t2.548\t0.671\t-1.121\t-1.356\t1.551\t3.729\t2.220\t0.977\t1.567\t0.560\t1.494\t1.390\n1\t0.791\t-0.505\t1.396\t0.589\t-0.218\t1.552\t0.409\t-1.516\t0.000\t1.655\t1.044\t0.327\t1.107\t1.180\t0.716\t-0.283\t2.548\t0.698\t0.672\t1.249\t0.000\t1.011\t1.287\t0.987\t1.418\t0.805\t1.229\t1.138\n0\t0.554\t-1.033\t1.216\t1.045\t-0.324\t0.514\t-2.368\t-0.646\t0.000\t0.567\t-1.952\t-1.483\t0.000\t0.939\t-1.377\t0.752\t0.000\t0.547\t-0.986\t-0.716\t0.000\t0.815\t0.648\t1.037\t1.074\t0.539\t1.134\t0.928\n0\t0.780\t-0.486\t-0.127\t1.335\t-1.237\t0.705\t-2.426\t1.632\t0.000\t1.222\t-1.634\t0.880\t0.000\t0.982\t0.605\t-0.136\t2.548\t1.178\t-0.858\t-0.572\t3.102\t0.911\t1.014\t1.189\t0.913\t0.845\t0.997\t0.920\n0\t0.804\t-1.187\t-0.133\t0.717\t-1.596\t0.680\t0.997\t0.836\t0.000\t0.721\t0.715\t-1.127\t2.215\t0.439\t-2.427\t-0.354\t0.000\t0.497\t-0.395\t1.732\t3.102\t3.126\t1.648\t1.018\t1.022\t0.452\t1.153\t1.008\n1\t0.804\t-1.537\t-1.094\t0.894\t-1.336\t1.271\t-0.130\t0.251\t2.173\t1.560\t-0.479\t1.151\t1.107\t1.027\t1.710\t-0.990\t0.000\t1.385\t-0.239\t-1.098\t0.000\t1.181\t1.091\t0.982\t1.367\t1.548\t1.156\t0.977\n0\t0.571\t-1.364\t0.908\t1.134\t-1.599\t0.978\t-0.356\t-0.280\t0.000\t0.797\t0.726\t1.449\t2.215\t0.686\t0.304\t-0.823\t0.000\t0.791\t-0.879\t0.676\t3.102\t0.866\t0.848\t0.991\t0.916\t0.869\t0.840\t0.815\n1\t1.095\t0.228\t1.138\t0.693\t0.882\t0.866\t0.787\t0.974\t0.000\t1.320\t-0.296\t-0.058\t2.215\t0.522\t0.071\t1.736\t0.000\t1.814\t0.944\t-1.346\t0.000\t0.885\t1.107\t0.980\t1.035\t0.955\t0.968\t0.904\n0\t1.800\t-0.128\t0.412\t1.130\t-0.204\t1.293\t0.082\t-1.152\t2.173\t0.716\t-0.169\t1.678\t1.107\t1.309\t-1.095\t1.447\t0.000\t1.752\t0.911\t0.368\t0.000\t2.741\t1.622\t1.040\t1.481\t0.809\t1.287\t1.210\n1\t1.754\t-1.471\t-0.990\t0.450\t-0.065\t0.648\t-1.830\t-1.286\t0.000\t0.846\t-1.294\t1.440\t0.000\t1.019\t-1.149\t0.374\t2.548\t1.030\t0.087\t0.553\t3.102\t0.910\t0.796\t0.988\t0.852\t0.591\t0.755\t0.700\n1\t0.495\t-0.259\t1.553\t1.594\t-1.062\t0.942\t1.332\t0.782\t0.000\t0.709\t0.618\t0.080\t2.215\t1.019\t2.101\t-1.110\t0.000\t0.963\t1.915\t-0.054\t0.000\t0.890\t1.048\t0.985\t1.184\t0.353\t0.918\t1.259\n0\t0.366\t1.094\t0.155\t1.786\t1.074\t0.651\t-0.847\t0.132\t0.000\t0.751\t-0.843\t-0.678\t0.000\t0.884\t-0.030\t-1.104\t2.548\t1.092\t0.024\t-1.625\t3.102\t0.991\t0.985\t0.985\t1.268\t0.340\t0.952\t1.286\n0\t0.576\t-0.147\t-1.482\t1.026\t1.318\t1.050\t-0.121\t-0.394\t1.087\t1.080\t1.126\t0.996\t2.215\t0.517\t-0.982\t-0.423\t0.000\t0.482\t-0.856\t-1.663\t0.000\t0.893\t0.963\t0.990\t1.481\t1.836\t1.297\t1.015\n1\t0.850\t-0.303\t0.739\t0.987\t1.683\t0.685\t0.444\t-0.743\t2.173\t0.746\t1.209\t0.123\t0.000\t0.840\t1.244\t1.722\t2.548\t0.484\t0.722\t-0.455\t0.000\t0.417\t0.704\t0.989\t0.940\t0.876\t0.754\t0.708\n0\t1.653\t-0.613\t0.452\t1.092\t-0.207\t1.325\t1.167\t-1.041\t2.173\t0.684\t1.605\t-1.639\t0.000\t0.881\t-0.793\t1.091\t1.274\t0.594\t0.626\t0.735\t0.000\t0.799\t0.959\t1.040\t0.790\t2.067\t1.502\t1.285\n0\t0.940\t-0.689\t-0.975\t0.522\t-0.994\t0.425\t-0.501\t-1.319\t0.000\t0.561\t-0.593\t1.120\t2.215\t1.121\t0.381\t0.606\t0.000\t0.860\t-0.456\t0.441\t3.102\t1.361\t0.884\t0.992\t0.773\t0.361\t0.627\t0.745\n1\t0.810\t-0.512\t0.267\t0.709\t-0.885\t1.008\t-1.029\t1.296\t0.000\t1.121\t-0.239\t-0.403\t2.215\t1.049\t-1.868\t1.028\t0.000\t1.445\t-1.261\t-1.079\t1.551\t1.074\t1.149\t0.984\t0.631\t1.019\t1.141\t0.999\n1\t0.581\t-0.941\t-0.052\t0.410\t-1.488\t1.048\t-0.450\t0.642\t2.173\t0.670\t-0.428\t-0.410\t1.107\t1.470\t-1.003\t1.200\t0.000\t0.762\t-1.037\t-0.718\t0.000\t0.890\t1.050\t0.993\t0.607\t1.002\t0.737\t0.652\n1\t1.018\t0.768\t-0.770\t0.363\t0.563\t1.141\t-0.452\t0.186\t2.173\t0.904\t-1.695\t-1.573\t0.000\t1.053\t0.768\t-1.386\t0.000\t1.029\t-0.266\t1.156\t1.551\t0.708\t0.703\t0.984\t1.302\t0.883\t0.935\t0.849\n1\t0.546\t-1.655\t1.016\t0.470\t0.746\t0.601\t0.151\t0.846\t0.000\t0.544\t0.281\t-0.122\t0.000\t1.576\t-1.311\t-0.884\t0.000\t0.554\t-0.892\t-1.176\t3.102\t0.934\t0.778\t0.981\t0.481\t0.216\t0.469\t0.492\n0\t1.141\t0.248\t0.323\t1.058\t1.262\t0.792\t1.243\t-0.565\t0.000\t0.600\t1.167\t-1.736\t1.107\t0.765\t0.869\t-1.354\t1.274\t0.575\t2.324\t-1.395\t0.000\t0.924\t0.788\t1.140\t0.850\t0.258\t0.648\t0.684\n0\t0.596\t0.780\t-0.925\t0.754\t-0.272\t0.785\t1.160\t-1.031\t0.000\t1.090\t0.215\t0.867\t0.000\t0.589\t1.118\t0.448\t0.000\t0.439\t1.106\t-1.215\t3.102\t0.920\t0.665\t0.999\t0.508\t0.254\t0.389\t0.501\n1\t0.760\t0.598\t0.270\t1.110\t1.325\t0.659\t-0.381\t0.015\t0.000\t0.794\t0.216\t0.595\t0.000\t1.157\t0.165\t-0.944\t2.548\t0.823\t0.907\t-1.683\t3.102\t0.900\t0.974\t1.036\t0.895\t0.578\t0.756\t0.720\n1\t1.948\t-1.594\t-1.045\t0.209\t-0.670\t1.400\t-1.326\t0.921\t2.173\t0.588\t-1.145\t-0.013\t0.000\t0.607\t-0.338\t0.156\t2.548\t0.557\t1.673\t-1.255\t0.000\t1.883\t1.091\t0.976\t1.475\t0.932\t1.237\t1.207\n0\t0.639\t1.236\t-1.405\t0.314\t1.641\t1.320\t0.143\t1.517\t0.000\t1.144\t1.126\t-0.645\t2.215\t0.563\t1.903\t-0.501\t0.000\t1.367\t0.609\t0.203\t0.000\t0.912\t0.788\t0.978\t0.647\t0.796\t0.665\t0.661\n0\t0.652\t-0.443\t1.706\t1.111\t-0.951\t1.586\t-0.937\t1.544\t0.000\t2.081\t-0.640\t-0.664\t2.215\t2.181\t-0.707\t0.771\t2.548\t1.605\t-2.342\t0.353\t0.000\t3.382\t2.334\t0.989\t0.923\t2.181\t1.996\t1.531\n1\t0.503\t-0.808\t-1.388\t2.097\t1.471\t1.049\t-0.631\t-0.399\t2.173\t0.423\t-1.657\t-1.068\t0.000\t0.647\t-0.387\t0.729\t0.000\t1.277\t-0.008\t0.476\t1.551\t0.971\t0.955\t0.994\t1.168\t0.953\t1.140\t0.916\n1\t0.382\t-0.107\t1.441\t1.569\t-0.289\t1.317\t0.532\t-0.903\t2.173\t1.208\t0.643\t1.056\t1.107\t0.597\t-0.585\t0.987\t0.000\t0.535\t-1.374\t0.789\t0.000\t0.346\t0.882\t1.072\t0.996\t1.824\t1.113\t0.960\n0\t0.761\t0.033\t0.694\t0.299\t0.556\t0.486\t-0.329\t-1.572\t2.173\t0.828\t0.075\t-0.830\t2.215\t0.398\t-0.933\t0.933\t0.000\t0.410\t-0.797\t-0.761\t0.000\t0.446\t0.578\t0.991\t0.765\t0.610\t0.689\t0.543\n0\t0.472\t1.413\t-0.726\t1.475\t0.141\t0.734\t-0.142\t0.862\t0.000\t0.485\t-1.395\t-1.246\t0.000\t0.742\t0.522\t1.550\t0.000\t1.166\t0.443\t-0.319\t3.102\t0.911\t0.967\t0.994\t0.888\t0.713\t0.795\t0.988\n1\t0.480\t-1.707\t-0.662\t0.253\t-0.908\t1.094\t-1.223\t0.520\t0.000\t1.100\t-1.347\t-1.690\t0.000\t0.900\t-0.942\t-1.101\t1.274\t0.575\t-0.089\t-0.610\t3.102\t0.861\t0.698\t0.980\t0.590\t0.354\t0.470\t0.501\n0\t2.020\t0.547\t-0.208\t1.077\t-0.833\t1.704\t-1.441\t1.408\t0.000\t0.897\t-1.399\t-1.637\t0.000\t2.869\t-0.744\t-0.063\t0.000\t0.753\t0.950\t-1.414\t3.102\t1.014\t0.859\t1.088\t0.766\t0.932\t1.098\t1.548\n1\t1.526\t-0.919\t0.478\t0.697\t-0.381\t2.496\t-0.339\t-1.004\t0.000\t1.768\t0.519\t0.978\t1.107\t1.328\t-0.282\t0.838\t0.000\t0.694\t0.030\t-1.634\t0.000\t0.859\t0.892\t0.998\t1.460\t0.877\t1.088\t0.894\n1\t1.923\t0.374\t0.880\t0.499\t-1.012\t0.407\t-0.273\t0.817\t0.000\t0.775\t0.347\t-1.165\t2.215\t0.938\t-1.128\t-0.851\t2.548\t0.438\t-0.607\t-0.716\t0.000\t0.650\t0.725\t1.345\t1.235\t0.841\t0.910\t0.735\n0\t2.738\t0.149\t-1.638\t0.834\t-1.410\t1.423\t-0.167\t0.188\t2.173\t0.838\t0.861\t0.086\t0.000\t0.340\t-0.193\t1.156\t0.000\t1.064\t0.779\t-0.926\t3.102\t0.972\t0.855\t1.008\t0.757\t1.334\t1.284\t1.084\n1\t0.440\t-1.808\t-1.046\t1.605\t1.478\t0.984\t-0.914\t1.094\t2.173\t0.776\t-1.930\t-0.799\t0.000\t1.001\t1.219\t-1.522\t0.000\t2.339\t-1.915\t0.129\t0.000\t0.729\t1.132\t0.991\t0.821\t0.846\t0.886\t0.793\n0\t0.936\t-1.643\t-1.134\t0.276\t-1.676\t0.621\t0.664\t1.015\t0.000\t0.791\t-1.204\t-0.004\t2.215\t0.375\t-0.989\t0.815\t0.000\t1.198\t0.879\t-1.221\t3.102\t0.879\t0.935\t0.989\t0.800\t1.470\t0.926\t0.889\n1\t0.429\t1.376\t-1.513\t2.616\t-0.793\t0.873\t0.052\t1.170\t2.173\t1.347\t0.789\t0.470\t2.215\t0.604\t-0.298\t-0.823\t0.000\t0.689\t0.464\t1.685\t0.000\t0.638\t0.974\t0.989\t1.956\t1.128\t1.505\t1.193\n0\t0.481\t-0.835\t0.471\t1.247\t-0.120\t0.699\t1.539\t-1.634\t2.173\t0.535\t-0.772\t-0.794\t0.000\t0.487\t-0.924\t0.767\t0.000\t0.465\t-0.523\t1.398\t0.000\t0.995\t0.719\t0.983\t1.249\t0.306\t0.808\t0.764\n1\t0.619\t1.022\t-0.666\t1.206\t0.995\t1.035\t0.486\t-1.253\t0.000\t0.563\t1.041\t1.329\t2.215\t0.620\t1.935\t0.430\t0.000\t1.349\t-0.461\t0.373\t1.551\t1.310\t0.939\t1.194\t0.985\t0.929\t0.784\t0.733\n1\t0.876\t1.565\t0.638\t0.745\t1.647\t0.918\t1.218\t-0.977\t2.173\t1.029\t1.294\t1.729\t2.215\t1.244\t0.881\t0.133\t0.000\t1.798\t-1.880\t0.303\t0.000\t0.753\t0.956\t0.984\t0.961\t0.927\t0.758\t0.712\n0\t0.653\t0.272\t-1.625\t1.052\t-0.762\t1.289\t0.508\t1.228\t0.000\t1.063\t0.949\t-1.087\t0.000\t1.129\t1.245\t-0.511\t0.000\t1.311\t0.705\t0.429\t3.102\t0.897\t1.002\t0.993\t0.691\t0.298\t0.686\t0.638\n1\t0.512\t-0.945\t1.294\t1.118\t-0.907\t1.163\t0.711\t0.796\t2.173\t0.973\t-0.883\t-0.537\t0.000\t1.072\t0.790\t-1.027\t2.548\t0.729\t1.972\t0.748\t0.000\t2.898\t1.756\t0.987\t1.684\t1.391\t1.363\t1.361\n1\t0.937\t0.893\t1.654\t0.902\t-0.462\t1.896\t0.805\t0.606\t0.000\t1.432\t0.199\t-0.915\t0.000\t1.331\t1.492\t-1.496\t0.000\t1.237\t0.135\t-0.171\t1.551\t1.962\t1.123\t1.203\t0.789\t0.700\t0.846\t0.760\n1\t0.611\t-0.692\t1.699\t2.237\t-1.210\t1.286\t-0.624\t0.964\t2.173\t0.687\t-1.168\t0.055\t2.215\t0.566\t-2.279\t-0.151\t0.000\t0.484\t-0.115\t0.565\t0.000\t0.922\t1.150\t0.986\t0.997\t1.087\t1.105\t0.936\n1\t0.410\t-0.695\t-1.683\t1.544\t-0.202\t0.983\t0.498\t1.264\t2.173\t1.111\t0.104\t1.690\t0.000\t1.258\t-0.391\t-0.264\t2.548\t0.616\t0.875\t-0.242\t0.000\t1.186\t0.945\t1.071\t0.610\t1.516\t0.982\t0.918\n1\t0.620\t-1.523\t-0.159\t1.901\t-1.293\t1.184\t-1.678\t0.492\t0.000\t1.073\t-1.200\t-0.881\t2.215\t1.186\t-0.535\t-1.735\t2.548\t1.089\t-0.673\t0.791\t0.000\t0.918\t1.295\t1.283\t0.749\t0.923\t1.053\t0.994\n1\t1.155\t-0.319\t-0.471\t1.473\t0.752\t0.894\t1.531\t0.801\t0.000\t2.013\t-1.213\t1.539\t0.000\t1.548\t-0.770\t1.281\t0.000\t1.981\t-0.559\t0.356\t0.000\t0.830\t0.738\t1.613\t1.549\t1.447\t1.438\t1.311\n0\t0.843\t0.874\t0.215\t0.467\t1.649\t0.684\t-0.654\t1.738\t2.173\t0.761\t1.156\t-0.849\t1.107\t1.053\t-0.378\t0.474\t0.000\t0.688\t-1.408\t0.706\t0.000\t1.086\t0.978\t0.988\t0.763\t1.364\t1.021\t0.874\n1\t1.200\t-0.983\t0.244\t0.566\t0.984\t0.784\t0.377\t-0.659\t2.173\t0.533\t0.142\t0.661\t0.000\t1.093\t0.088\t-1.712\t2.548\t0.852\t0.776\t-0.983\t0.000\t0.943\t0.815\t0.986\t1.107\t0.952\t1.060\t0.926\n1\t1.828\t-0.030\t-0.244\t0.243\t-0.428\t1.166\t1.151\t1.424\t2.173\t0.677\t0.591\t0.243\t1.107\t0.570\t2.274\t-1.322\t0.000\t0.609\t0.887\t-0.493\t0.000\t0.672\t0.976\t0.980\t0.622\t1.202\t1.016\t0.903\n0\t0.784\t-1.159\t0.438\t1.004\t0.140\t1.657\t-0.199\t0.618\t2.173\t1.525\t-2.254\t-1.635\t0.000\t2.077\t-1.026\t-1.215\t0.000\t1.639\t-1.153\t-0.464\t0.000\t1.303\t1.178\t0.995\t1.769\t1.346\t1.430\t1.374\n0\t1.914\t1.142\t-1.138\t0.769\t-0.896\t0.697\t1.114\t0.781\t0.000\t0.602\t-0.770\t0.258\t1.107\t0.748\t0.539\t-1.622\t0.000\t0.378\t1.380\t-0.361\t3.102\t0.788\t0.915\t0.973\t0.517\t0.708\t0.976\t0.910\n0\t0.903\t0.281\t1.575\t0.452\t-0.421\t1.015\t0.538\t-0.926\t0.000\t1.140\t0.637\t0.490\t2.215\t0.508\t-0.618\t0.607\t2.548\t0.472\t-1.363\t1.095\t0.000\t1.731\t1.138\t0.987\t0.887\t0.587\t0.941\t0.797\n0\t0.909\t1.101\t1.568\t1.043\t-0.444\t1.003\t0.916\t0.086\t2.173\t0.837\t2.528\t1.583\t0.000\t0.600\t1.522\t1.579\t2.548\t0.567\t0.789\t-0.631\t0.000\t1.165\t0.696\t1.310\t1.000\t1.012\t0.888\t0.816\n1\t0.327\t0.610\t-0.821\t1.419\t1.498\t0.611\t-1.214\t1.269\t0.000\t1.421\t-0.776\t-0.519\t2.215\t0.725\t-1.515\t-0.055\t0.000\t1.252\t0.029\t1.213\t0.000\t0.901\t0.930\t0.991\t1.973\t0.872\t1.219\t1.211\n1\t0.653\t1.786\t0.236\t1.148\t1.143\t0.712\t-0.170\t-0.866\t2.173\t0.824\t1.035\t1.653\t0.000\t0.306\t-2.021\t1.135\t0.000\t0.608\t0.922\t-0.358\t3.102\t0.865\t0.944\t0.984\t0.610\t0.567\t0.797\t0.702\n0\t1.850\t0.215\t1.006\t0.406\t1.010\t1.252\t-1.367\t-0.132\t2.173\t1.604\t-0.989\t-0.791\t0.000\t0.939\t0.470\t-1.205\t2.548\t1.000\t-0.913\t0.772\t0.000\t1.630\t1.328\t0.971\t0.901\t1.852\t1.467\t1.365\n1\t1.337\t0.078\t1.017\t1.061\t-0.145\t1.375\t0.171\t0.141\t0.000\t1.637\t0.826\t-1.177\t0.000\t0.860\t0.603\t1.249\t2.548\t0.398\t0.775\t-0.457\t0.000\t0.727\t0.962\t1.429\t0.802\t0.563\t0.691\t0.687\n1\t0.503\t2.127\t1.070\t1.729\t0.983\t0.666\t0.392\t-0.767\t2.173\t0.870\t-0.305\t-0.461\t2.215\t0.848\t0.841\t1.689\t0.000\t0.851\t0.188\t1.005\t0.000\t0.839\t0.880\t0.973\t1.179\t0.507\t1.027\t0.832\n1\t1.230\t0.709\t1.481\t1.110\t0.936\t0.662\t-1.646\t-0.848\t0.000\t1.615\t0.628\t-0.314\t2.215\t1.037\t0.230\t1.307\t0.000\t0.684\t0.109\t0.682\t3.102\t1.035\t0.910\t0.997\t1.398\t0.781\t1.041\t1.228\n1\t1.033\t-1.045\t1.342\t0.171\t-0.054\t0.530\t-0.415\t1.048\t0.000\t0.867\t-0.136\t-0.744\t2.215\t1.493\t0.575\t0.080\t2.548\t0.414\t0.734\t1.009\t0.000\t0.499\t0.865\t0.983\t1.027\t0.947\t0.813\t0.708\n0\t1.739\t-0.310\t-1.341\t1.198\t0.964\t2.075\t0.820\t0.726\t2.173\t2.064\t1.293\t-1.123\t2.215\t3.014\t-1.795\t-0.383\t0.000\t1.223\t-0.212\t0.983\t0.000\t0.934\t4.758\t1.748\t2.015\t3.129\t3.897\t2.900\n0\t1.671\t-0.286\t-1.726\t1.346\t-0.498\t1.060\t0.900\t-0.254\t0.000\t0.773\t0.460\t0.910\t1.107\t1.460\t0.796\t1.320\t2.548\t0.775\t1.718\t0.220\t0.000\t0.856\t1.002\t1.859\t1.403\t0.467\t1.001\t1.019\n1\t1.232\t-0.490\t1.050\t0.888\t1.417\t1.657\t0.424\t-0.602\t0.000\t0.882\t-1.280\t-0.798\t0.000\t1.044\t-1.135\t1.372\t2.548\t1.552\t0.686\t0.177\t1.551\t1.182\t0.916\t0.996\t1.330\t1.472\t1.141\t1.001\n1\t1.207\t1.403\t0.437\t0.980\t-1.223\t1.451\t1.847\t1.563\t0.000\t2.569\t0.941\t-0.480\t2.215\t0.697\t0.705\t-1.410\t2.548\t0.568\t0.289\t1.074\t0.000\t0.551\t0.639\t1.503\t1.334\t1.067\t0.969\t0.966\n1\t0.555\t-0.117\t1.592\t0.564\t0.609\t0.908\t-0.846\t-1.515\t0.000\t0.947\t-0.928\t-0.722\t2.215\t0.750\t0.142\t1.118\t0.000\t2.535\t-0.153\t0.393\t3.102\t1.071\t1.044\t0.988\t0.826\t1.304\t0.963\t0.887\n0\t0.663\t0.901\t0.754\t0.744\t-1.421\t1.374\t0.144\t0.352\t2.173\t1.316\t-0.411\t-1.546\t2.215\t0.727\t-0.845\t-0.250\t0.000\t0.856\t0.181\t-1.245\t0.000\t0.860\t0.864\t0.990\t1.248\t2.041\t1.252\t1.044\n1\t0.333\t-1.521\t0.744\t0.817\t-1.524\t1.543\t0.299\t0.699\t0.000\t0.963\t-0.626\t-0.627\t0.000\t1.927\t-0.405\t-1.286\t2.548\t0.673\t0.358\t-0.055\t3.102\t0.765\t0.723\t0.986\t0.628\t0.873\t0.602\t0.566\n1\t0.693\t2.048\t-1.734\t0.509\t1.310\t0.603\t0.754\t-0.421\t0.000\t0.583\t2.016\t-0.186\t0.000\t1.335\t0.726\t1.694\t1.274\t0.733\t-0.194\t0.550\t3.102\t0.926\t0.912\t0.990\t0.610\t0.766\t0.812\t0.743\n1\t0.873\t0.251\t-0.607\t0.980\t-1.533\t0.843\t0.560\t1.673\t2.173\t0.670\t0.569\t0.970\t0.000\t1.475\t-0.385\t0.065\t1.274\t0.655\t0.992\t0.026\t0.000\t0.977\t0.890\t0.984\t0.927\t1.553\t0.891\t0.755\n1\t0.733\t0.267\t-1.614\t0.575\t-0.186\t1.003\t0.439\t1.412\t2.173\t1.286\t0.933\t0.193\t0.000\t1.430\t0.415\t-0.207\t0.000\t2.257\t1.713\t-1.445\t0.000\t0.904\t0.718\t0.988\t0.883\t0.702\t0.933\t0.839\n1\t0.555\t-0.663\t0.483\t0.887\t-0.568\t0.764\t-0.328\t1.675\t2.173\t0.541\t-1.720\t0.209\t0.000\t0.652\t-2.496\t1.200\t0.000\t1.188\t-0.538\t-0.583\t3.102\t0.846\t0.974\t0.992\t1.033\t0.915\t0.927\t0.804\n0\t1.000\t0.540\t-0.168\t0.518\t-0.860\t0.530\t2.619\t0.512\t0.000\t0.801\t0.373\t-1.661\t1.107\t0.816\t0.832\t-0.526\t0.000\t1.155\t-0.289\t1.167\t1.551\t0.885\t1.224\t0.982\t0.785\t0.584\t0.992\t0.976\n1\t1.444\t0.528\t1.475\t1.394\t1.063\t0.576\t0.966\t0.903\t0.000\t1.118\t-0.380\t-1.168\t0.000\t0.931\t1.839\t-0.028\t0.000\t1.956\t1.147\t-0.666\t3.102\t1.018\t1.006\t0.995\t0.590\t0.669\t0.901\t0.820\n0\t0.499\t-0.777\t-1.083\t1.272\t1.219\t0.875\t-0.633\t0.496\t2.173\t1.030\t0.344\t1.698\t0.000\t0.928\t0.046\t-0.488\t2.548\t1.294\t1.878\t-0.410\t0.000\t0.849\t0.965\t0.986\t0.872\t0.956\t0.998\t0.957\n0\t0.735\t-0.014\t0.571\t1.776\t-0.046\t1.565\t-0.861\t-1.686\t0.000\t0.471\t-1.044\t-1.014\t0.000\t0.951\t-1.134\t0.334\t2.548\t0.494\t-0.128\t0.346\t3.102\t1.057\t0.910\t0.991\t1.026\t0.300\t0.795\t1.057\n0\t3.056\t-0.780\t-0.264\t1.062\t-0.318\t2.004\t-0.771\t1.545\t0.000\t1.645\t0.006\t-0.078\t2.215\t1.145\t-1.312\t1.124\t1.274\t0.994\t0.468\t-1.498\t0.000\t0.743\t0.944\t0.967\t0.812\t1.727\t1.116\t1.042\n0\t1.868\t-1.121\t1.249\t0.873\t1.110\t1.074\t0.603\t-0.732\t2.173\t0.660\t0.436\t-0.150\t0.000\t0.441\t-0.412\t1.578\t0.000\t0.563\t-0.304\t-0.544\t3.102\t0.913\t0.886\t0.996\t0.848\t0.439\t1.441\t1.156\n1\t0.487\t-0.160\t-1.622\t1.242\t0.298\t0.451\t0.542\t-0.291\t0.000\t0.675\t-0.472\t0.757\t0.000\t1.275\t1.342\t-1.641\t2.548\t0.975\t-1.688\t-1.038\t0.000\t1.024\t0.591\t1.064\t1.162\t0.771\t1.024\t0.871\n1\t1.641\t-0.086\t0.907\t0.353\t-0.349\t3.066\t-0.254\t-0.852\t0.000\t1.624\t-0.273\t1.510\t0.000\t2.305\t0.993\t0.664\t2.548\t1.197\t-0.676\t0.934\t3.102\t4.020\t2.510\t0.988\t0.960\t1.431\t2.239\t1.708\n0\t0.715\t0.275\t-1.482\t1.382\t-1.448\t0.592\t-1.139\t1.311\t2.173\t0.891\t-0.564\t0.018\t2.215\t0.944\t0.583\t0.509\t0.000\t1.086\t0.904\t-0.558\t0.000\t0.949\t0.967\t0.988\t0.790\t1.029\t0.943\t0.950\n0\t0.914\t-0.161\t1.365\t1.649\t-1.404\t0.809\t-1.091\t0.390\t0.000\t0.584\t-1.398\t1.138\t0.000\t1.096\t-1.446\t-0.422\t2.548\t1.099\t0.019\t-0.489\t3.102\t0.944\t0.954\t1.025\t0.817\t0.753\t0.859\t0.917\n1\t0.780\t1.603\t-0.435\t0.723\t0.750\t0.716\t0.411\t0.059\t1.087\t1.000\t1.738\t1.513\t0.000\t0.595\t1.262\t-1.316\t0.000\t1.017\t0.113\t-1.376\t3.102\t0.702\t0.809\t0.986\t0.969\t0.878\t0.854\t0.819\n1\t0.662\t0.681\t-0.308\t0.264\t0.653\t0.939\t0.565\t1.081\t0.000\t0.796\t1.529\t-1.122\t2.215\t1.123\t0.389\t-0.866\t1.274\t0.625\t1.239\t0.293\t0.000\t0.943\t1.102\t0.979\t1.024\t0.650\t0.845\t0.807\n1\t0.413\t-1.246\t1.529\t1.073\t-0.989\t0.349\t-1.536\t-1.084\t0.000\t1.003\t-1.620\t1.414\t0.000\t0.533\t-0.542\t0.284\t0.000\t0.591\t-0.997\t0.045\t3.102\t0.979\t0.736\t0.986\t0.805\t0.685\t0.897\t0.803\n0\t1.141\t0.072\t0.334\t1.007\t1.193\t1.943\t1.346\t-1.120\t0.000\t1.450\t-2.735\t-0.014\t0.000\t1.536\t-0.060\t-0.047\t0.000\t2.812\t-0.996\t-1.681\t3.102\t0.800\t1.866\t1.039\t1.325\t1.220\t1.754\t1.376\n1\t0.884\t0.715\t1.001\t1.227\t0.150\t0.895\t0.641\t1.308\t2.173\t1.270\t0.687\t-0.538\t0.000\t1.122\t0.291\t-1.024\t0.000\t0.589\t0.684\t-1.668\t0.000\t0.961\t0.772\t1.000\t0.873\t0.678\t0.774\t0.735\n1\t0.480\t1.358\t0.070\t0.889\t1.143\t0.503\t1.256\t-1.103\t0.000\t0.422\t-1.406\t0.465\t2.215\t0.403\t0.549\t-0.638\t2.548\t0.369\t0.911\t1.008\t0.000\t0.624\t1.118\t0.991\t0.581\t0.647\t0.665\t0.630\n1\t0.804\t0.664\t0.744\t1.333\t-0.505\t0.556\t1.999\t-1.656\t0.000\t0.398\t-0.419\t0.629\t2.215\t0.630\t0.363\t-1.083\t2.548\t0.717\t1.270\t1.200\t0.000\t0.571\t1.008\t1.294\t0.734\t0.579\t0.680\t0.716\n0\t1.752\t0.212\t-1.001\t0.695\t-1.237\t0.782\t-0.985\t0.711\t2.173\t1.304\t0.507\t0.622\t0.000\t1.372\t-0.538\t-1.068\t2.548\t1.571\t-0.325\t0.431\t0.000\t0.937\t1.041\t0.997\t0.574\t1.316\t1.054\t1.074\n0\t1.234\t0.157\t0.881\t0.475\t-0.377\t1.699\t0.551\t0.261\t0.000\t2.461\t-1.606\t-1.295\t0.000\t0.490\t-0.774\t-1.263\t2.548\t0.992\t-1.071\t1.303\t3.102\t7.235\t3.684\t0.989\t0.805\t0.410\t2.128\t1.665\n1\t1.129\t0.872\t-1.256\t2.698\t0.838\t1.651\t-2.427\t0.613\t0.000\t2.573\t1.181\t-0.458\t0.000\t2.391\t0.495\t1.101\t1.274\t0.981\t1.468\t-1.117\t0.000\t1.291\t0.868\t2.297\t1.334\t0.825\t1.275\t1.287\n1\t1.114\t0.343\t0.921\t0.909\t-1.488\t1.196\t0.589\t-1.430\t0.000\t0.886\t1.239\t-0.027\t1.107\t1.530\t0.798\t0.468\t2.548\t1.179\t-0.338\t-0.467\t0.000\t0.912\t1.284\t1.151\t0.926\t0.589\t1.026\t0.922\n1\t0.304\t-0.386\t-0.965\t0.824\t-0.295\t1.784\t0.849\t-1.361\t0.000\t0.896\t1.599\t0.134\t0.000\t1.809\t0.690\t0.100\t0.000\t1.920\t-0.351\t1.198\t1.551\t0.898\t0.688\t0.983\t1.145\t0.877\t1.065\t1.508\n0\t2.631\t-0.619\t0.392\t0.673\t0.324\t1.849\t0.761\t-1.260\t2.173\t0.369\t0.942\t0.259\t2.215\t0.679\t1.090\t1.446\t0.000\t0.370\t-0.942\t-1.466\t0.000\t0.845\t1.044\t0.982\t0.939\t1.196\t1.744\t1.334\n1\t0.525\t1.541\t-0.231\t0.619\t0.919\t0.696\t-0.459\t-1.532\t2.173\t0.371\t-0.009\t0.230\t0.000\t0.528\t-1.049\t0.694\t2.548\t1.299\t1.305\t-0.855\t0.000\t1.088\t1.091\t0.988\t0.947\t0.734\t0.868\t0.769\n0\t0.469\t-0.085\t0.815\t1.358\t-1.195\t1.340\t0.937\t1.479\t2.173\t1.714\t-1.179\t-0.492\t0.000\t1.600\t-0.664\t0.435\t1.274\t0.462\t1.024\t-0.578\t0.000\t1.029\t0.864\t1.074\t1.160\t2.262\t1.215\t1.009\n1\t2.277\t0.728\t-1.009\t0.928\t-1.618\t0.652\t-0.415\t0.048\t0.000\t0.934\t0.735\t0.202\t1.107\t1.004\t0.687\t1.012\t1.274\t0.580\t-0.775\t0.613\t0.000\t0.828\t0.874\t1.048\t1.025\t0.687\t0.905\t0.801\n1\t0.648\t-0.060\t-0.206\t1.690\t0.533\t0.697\t-1.041\t-0.849\t2.173\t0.638\t-0.389\t1.506\t2.215\t0.929\t0.051\t-1.309\t0.000\t0.656\t-0.993\t1.517\t0.000\t0.859\t0.901\t0.987\t0.887\t0.897\t0.930\t0.768\n0\t1.031\t0.424\t1.175\t1.310\t-1.679\t1.639\t1.104\t-0.567\t0.000\t0.901\t-0.131\t-1.579\t2.215\t1.547\t0.912\t0.801\t0.000\t1.320\t0.121\t0.082\t3.102\t0.975\t0.958\t0.985\t0.757\t0.991\t0.966\t0.970\n1\t0.835\t0.469\t-0.615\t0.863\t0.592\t1.419\t-0.218\t1.116\t2.173\t1.561\t-1.101\t-1.532\t0.000\t1.568\t-0.291\t-0.306\t2.548\t1.212\t-0.302\t-1.051\t0.000\t1.034\t1.343\t1.041\t1.143\t1.784\t1.294\t1.146\n1\t0.292\t1.297\t0.874\t0.780\t-1.429\t1.078\t-0.969\t-0.784\t1.087\t1.403\t-0.932\t0.616\t1.107\t0.880\t-0.470\t-1.558\t0.000\t0.485\t0.569\t0.545\t0.000\t0.823\t1.003\t0.982\t1.026\t1.724\t1.019\t0.851\n1\t0.593\t0.319\t-0.866\t0.916\t-0.096\t0.847\t-0.358\t-1.579\t0.000\t0.858\t-0.748\t-0.238\t2.215\t1.382\t-0.352\t1.432\t0.000\t1.119\t0.380\t0.684\t3.102\t0.806\t0.962\t0.979\t0.567\t0.871\t0.879\t0.804\n0\t0.964\t1.773\t-0.733\t0.945\t-0.956\t0.712\t0.013\t-1.361\t0.000\t1.264\t-0.546\t1.027\t0.000\t1.191\t1.221\t0.023\t2.548\t0.570\t-0.116\t0.478\t1.551\t1.781\t1.029\t0.974\t0.801\t0.568\t1.026\t1.036\n0\t0.279\t1.027\t-0.611\t2.222\t-0.826\t0.789\t0.896\t1.144\t0.000\t0.872\t0.068\t0.135\t2.215\t1.031\t0.656\t0.566\t2.548\t1.228\t1.175\t-1.653\t0.000\t0.954\t0.853\t0.987\t1.853\t0.506\t1.342\t1.212\n1\t0.964\t0.153\t0.614\t0.744\t-0.684\t1.052\t0.220\t1.496\t2.173\t0.789\t-2.224\t-0.400\t0.000\t0.675\t1.339\t-0.043\t0.000\t0.518\t0.673\t0.475\t3.102\t3.601\t2.010\t1.080\t0.987\t0.664\t1.533\t1.213\n1\t1.270\t-0.618\t1.024\t0.227\t-1.674\t1.019\t0.097\t-0.599\t1.087\t0.972\t-1.060\t-0.259\t2.215\t0.659\t-0.419\t0.708\t0.000\t1.472\t-1.266\t1.486\t0.000\t0.924\t1.028\t0.992\t1.122\t1.023\t0.998\t0.910\n1\t1.204\t-1.807\t-0.729\t1.023\t-0.604\t0.717\t-1.520\t1.032\t2.173\t0.647\t-2.406\t1.121\t0.000\t1.311\t-0.368\t0.335\t2.548\t1.458\t-0.717\t-1.328\t0.000\t1.526\t1.079\t0.998\t1.053\t1.011\t0.952\t0.962\n0\t0.781\t-0.168\t-0.989\t0.736\t0.790\t0.896\t0.747\t0.191\t2.173\t0.713\t0.647\t1.528\t0.000\t0.858\t1.118\t-1.396\t0.000\t0.486\t-0.867\t-0.723\t3.102\t0.674\t1.150\t1.050\t0.566\t0.880\t0.797\t0.729\n0\t0.498\t-0.383\t-1.115\t1.368\t1.644\t0.654\t0.839\t-1.635\t2.173\t1.582\t1.342\t-0.230\t0.000\t0.900\t1.308\t0.812\t0.000\t1.399\t0.554\t0.478\t1.551\t1.478\t1.023\t0.987\t1.295\t0.961\t1.088\t1.430\n0\t1.254\t0.400\t1.364\t1.811\t1.457\t0.608\t-1.143\t-0.698\t0.000\t0.687\t0.027\t-0.532\t0.000\t1.123\t-1.298\t0.157\t2.548\t0.380\t2.245\t0.271\t0.000\t0.883\t0.932\t1.000\t0.702\t0.612\t0.878\t0.918\n0\t0.928\t0.346\t-0.669\t2.447\t-0.930\t1.418\t-1.319\t0.951\t2.173\t0.770\t-1.771\t0.412\t0.000\t0.469\t-2.518\t1.240\t0.000\t1.244\t-0.746\t-0.324\t3.102\t0.826\t0.788\t0.990\t0.749\t1.320\t1.375\t1.136\n1\t0.926\t0.177\t-0.941\t1.615\t-0.265\t1.308\t-2.348\t1.301\t0.000\t2.782\t-1.449\t-0.746\t0.000\t2.745\t-0.620\t0.887\t2.548\t0.704\t0.646\t1.410\t0.000\t3.055\t2.192\t0.987\t1.673\t0.981\t1.751\t1.560\n1\t0.407\t1.971\t1.404\t0.714\t-1.104\t0.984\t0.699\t0.142\t0.000\t1.091\t0.534\t-1.455\t2.215\t1.041\t1.131\t1.260\t1.274\t0.921\t1.281\t0.056\t0.000\t0.633\t0.970\t0.992\t0.642\t0.827\t0.913\t0.785\n0\t0.561\t0.827\t-1.057\t0.768\t1.181\t0.883\t0.634\t0.734\t1.087\t1.318\t0.538\t-0.857\t0.000\t1.227\t-1.325\t1.376\t0.000\t2.571\t-0.178\t-0.312\t3.102\t1.022\t1.025\t0.989\t0.813\t1.469\t1.027\t0.869\n0\t0.770\t-0.209\t-0.338\t1.020\t-1.568\t0.880\t-0.650\t1.347\t2.173\t1.037\t-0.905\t0.376\t0.000\t1.801\t0.276\t0.344\t0.000\t2.045\t1.071\t-1.196\t1.551\t0.772\t1.232\t1.098\t0.912\t1.926\t1.165\t0.985\n0\t1.031\t-0.663\t1.254\t0.699\t1.738\t1.240\t0.234\t0.841\t2.173\t1.269\t-1.182\t-0.366\t2.215\t1.449\t-0.627\t-1.065\t0.000\t1.036\t0.190\t-0.510\t0.000\t0.912\t0.983\t0.977\t0.883\t2.194\t1.271\t1.094\n1\t0.531\t0.612\t-0.072\t1.121\t1.070\t0.836\t-0.149\t-0.649\t0.000\t1.238\t1.139\t1.535\t0.000\t1.295\t-1.452\t-0.141\t2.548\t0.927\t-1.193\t-1.381\t3.102\t0.887\t1.130\t0.987\t0.870\t0.756\t0.856\t0.811\n0\t0.426\t-1.745\t-0.400\t0.549\t0.884\t0.462\t0.004\t-1.455\t0.000\t0.556\t-0.054\t1.298\t0.000\t0.706\t0.940\t-0.531\t2.548\t1.205\t0.125\t0.090\t3.102\t0.660\t0.788\t0.995\t0.830\t0.493\t0.596\t0.611\n0\t1.816\t-0.146\t-1.418\t0.712\t-0.766\t0.910\t-0.372\t-0.515\t2.173\t1.237\t-0.862\t1.255\t0.000\t1.928\t-0.709\t0.447\t1.274\t0.704\t-1.346\t0.808\t0.000\t0.658\t0.901\t0.978\t0.871\t1.302\t1.022\t1.000\n1\t0.948\t0.387\t-1.154\t0.546\t0.478\t0.630\t0.432\t1.368\t0.000\t0.809\t-0.100\t-0.184\t2.215\t0.661\t1.166\t0.284\t2.548\t1.635\t0.095\t-1.530\t0.000\t0.822\t0.935\t0.992\t0.693\t0.663\t0.782\t0.678\n1\t0.934\t-1.487\t-0.052\t0.878\t-0.797\t1.030\t-0.054\t1.656\t2.173\t0.470\t-0.525\t-0.644\t0.000\t1.035\t-0.144\t0.870\t2.548\t0.626\t1.279\t-0.240\t0.000\t0.909\t0.878\t0.985\t1.263\t0.841\t0.930\t0.867\n0\t2.965\t-0.962\t0.278\t0.883\t-0.931\t0.837\t-1.377\t-1.111\t2.173\t0.684\t-1.555\t1.738\t0.000\t0.935\t-0.599\t0.854\t1.274\t1.147\t0.725\t-1.316\t0.000\t0.718\t0.763\t1.986\t1.109\t1.156\t1.053\t0.919\n1\t1.180\t0.275\t1.429\t0.339\t-1.397\t0.464\t0.709\t-1.072\t2.173\t1.130\t1.237\t-0.152\t2.215\t0.549\t0.048\t-1.299\t0.000\t0.516\t-1.240\t-0.655\t0.000\t0.593\t1.162\t0.988\t0.762\t0.841\t0.900\t0.784\n1\t0.603\t-0.709\t-0.320\t0.387\t-0.822\t0.556\t0.112\t-0.984\t2.173\t0.597\t0.450\t0.856\t0.000\t0.598\t-0.827\t0.353\t0.000\t0.932\t1.027\t1.374\t3.102\t0.789\t0.899\t0.982\t0.743\t0.789\t0.669\t0.629\n1\t0.445\t0.693\t-1.156\t0.599\t-1.446\t0.502\t-1.833\t0.411\t0.000\t1.565\t-0.131\t1.660\t2.215\t0.869\t-1.072\t-0.380\t2.548\t1.430\t0.660\t0.175\t0.000\t0.853\t0.869\t0.995\t1.628\t1.373\t1.479\t1.217\n0\t0.869\t-2.209\t-0.723\t3.064\t-0.744\t1.429\t-0.145\t0.688\t0.000\t1.255\t-1.626\t-1.343\t0.000\t1.274\t0.603\t0.628\t2.548\t2.117\t0.073\t1.277\t3.102\t3.641\t2.283\t1.013\t2.293\t0.783\t1.787\t1.835\n0\t0.439\t0.442\t-0.875\t0.514\t-0.326\t1.398\t-1.025\t-1.473\t0.000\t2.047\t1.602\t1.504\t0.000\t2.425\t0.680\t-0.205\t1.274\t2.631\t0.612\t0.221\t3.102\t1.740\t1.790\t0.989\t1.242\t0.723\t1.455\t1.497\n0\t0.902\t-0.043\t-0.626\t0.788\t1.089\t0.479\t-0.134\t-1.490\t2.173\t0.857\t0.694\t-0.201\t0.000\t0.482\t0.674\t-1.162\t0.000\t1.086\t-0.254\t1.090\t3.102\t0.751\t0.852\t1.168\t0.711\t0.559\t0.630\t0.607\n1\t1.006\t-1.638\t1.026\t1.900\t1.666\t0.743\t-0.869\t0.092\t0.000\t0.358\t-0.889\t-0.171\t2.215\t0.812\t-0.519\t-1.012\t0.000\t0.604\t0.552\t-0.765\t1.551\t1.191\t0.841\t1.045\t0.851\t0.425\t0.834\t0.849\n0\t0.833\t0.846\t-0.541\t1.245\t-0.609\t0.822\t0.252\t1.571\t0.000\t0.834\t-0.623\t1.433\t0.000\t1.390\t0.256\t0.748\t2.548\t0.927\t0.136\t-0.171\t1.551\t0.843\t0.977\t1.003\t1.069\t0.641\t0.742\t0.852\n1\t0.764\t1.178\t-1.511\t1.760\t-0.028\t1.777\t1.214\t1.445\t0.000\t2.387\t1.648\t-0.548\t0.000\t1.495\t0.957\t0.401\t1.274\t0.614\t1.648\t-1.568\t0.000\t0.925\t0.931\t1.563\t0.783\t0.723\t0.676\t0.739\n1\t1.205\t0.662\t-0.192\t2.442\t-1.077\t2.719\t0.009\t1.135\t1.087\t1.857\t-1.207\t-0.368\t0.000\t0.843\t0.397\t-1.188\t0.000\t1.075\t1.006\t-0.552\t0.000\t0.705\t0.686\t1.698\t2.599\t1.324\t1.656\t1.328\n1\t0.671\t-1.052\t-0.795\t0.238\t1.685\t0.871\t-0.164\t0.099\t2.173\t1.185\t-0.629\t-1.447\t0.000\t1.447\t0.003\t0.821\t2.548\t0.369\t0.931\t-1.444\t0.000\t0.864\t1.105\t0.979\t0.823\t0.855\t0.923\t0.784\n0\t1.532\t-0.927\t1.398\t1.346\t-0.250\t0.725\t0.157\t1.133\t2.173\t0.775\t-0.191\t-0.424\t2.215\t0.421\t0.275\t-1.248\t0.000\t0.632\t-1.302\t-0.761\t0.000\t0.658\t0.872\t1.982\t1.179\t1.105\t1.003\t0.810\n0\t0.907\t0.905\t0.079\t1.399\t0.604\t0.503\t-2.003\t1.714\t0.000\t0.546\t-0.724\t-0.687\t2.215\t0.710\t2.563\t-1.572\t0.000\t1.034\t1.227\t-0.849\t1.551\t0.663\t0.767\t0.999\t0.813\t0.922\t1.067\t1.426\n1\t0.439\t-0.706\t-1.292\t0.098\t-1.362\t1.956\t0.460\t-0.814\t0.000\t2.094\t1.347\t0.899\t2.215\t2.130\t1.072\t0.304\t2.548\t1.106\t-1.228\t-1.148\t0.000\t0.569\t1.141\t0.901\t0.981\t1.170\t0.996\t0.971\n1\t1.095\t-1.338\t-0.560\t1.322\t-1.486\t1.453\t-0.933\t0.854\t1.087\t0.563\t-0.946\t-0.349\t2.215\t0.350\t-1.087\t-0.015\t0.000\t1.055\t-0.877\t-1.016\t0.000\t0.735\t1.134\t1.234\t0.750\t1.177\t1.023\t0.849\n0\t1.929\t0.669\t0.189\t0.768\t-0.395\t0.597\t0.752\t1.593\t0.000\t1.467\t0.548\t-1.049\t2.215\t0.871\t0.421\t1.230\t2.548\t0.698\t1.151\t0.946\t0.000\t0.918\t0.974\t0.984\t0.877\t1.065\t0.917\t0.810\n1\t1.072\t-1.381\t0.138\t1.003\t-0.844\t0.646\t-0.060\t1.366\t1.087\t1.514\t-1.236\t1.103\t0.000\t2.117\t-0.990\t-0.589\t2.548\t0.472\t-0.997\t1.614\t0.000\t0.491\t0.787\t1.111\t0.753\t1.630\t1.067\t0.970\n1\t2.189\t0.374\t-0.344\t0.344\t-1.726\t0.845\t0.621\t1.737\t2.173\t1.011\t0.732\t0.863\t2.215\t0.717\t1.452\t-1.732\t0.000\t0.704\t2.039\t-0.133\t0.000\t0.850\t0.988\t1.138\t1.070\t0.969\t0.939\t0.892\n1\t2.755\t-0.144\t0.809\t0.632\t0.459\t2.459\t0.048\t-1.186\t0.000\t1.781\t-0.731\t0.201\t2.215\t0.769\t-0.675\t-0.261\t2.548\t1.052\t-1.146\t-1.649\t0.000\t1.569\t1.099\t0.982\t1.012\t0.503\t0.973\t0.938\n0\t0.933\t-0.110\t-1.470\t0.555\t-0.132\t0.518\t1.182\t0.892\t0.000\t1.289\t-0.559\t1.592\t2.215\t1.208\t0.278\t-0.260\t2.548\t1.481\t1.266\t0.062\t0.000\t0.937\t0.963\t0.986\t0.791\t1.451\t1.183\t1.001\n1\t1.334\t-0.980\t1.401\t0.743\t-1.034\t0.616\t-1.027\t0.881\t0.000\t0.705\t0.804\t-0.182\t0.000\t0.916\t-0.979\t-0.640\t2.548\t1.057\t-0.859\t0.270\t0.000\t0.906\t0.720\t1.120\t0.617\t0.130\t0.515\t0.534\n0\t0.334\t-1.396\t-1.231\t2.396\t-0.101\t0.779\t2.891\t1.433\t0.000\t0.417\t0.732\t-0.609\t2.215\t0.524\t0.395\t1.301\t2.548\t0.385\t2.002\t-1.348\t0.000\t0.542\t0.986\t1.055\t1.135\t0.498\t0.900\t2.277\n0\t0.975\t-0.839\t-1.163\t1.959\t-0.336\t0.868\t-0.028\t0.518\t0.000\t0.904\t-0.751\t1.579\t1.107\t1.460\t0.341\t1.713\t0.000\t1.586\t-0.095\t-0.222\t3.102\t1.035\t1.093\t1.299\t0.819\t1.139\t0.912\t1.043\n1\t1.153\t0.312\t-1.227\t0.988\t1.587\t0.546\t-0.244\t1.473\t0.000\t1.342\t-0.752\t0.192\t2.215\t0.372\t-1.064\t-0.051\t2.548\t0.476\t1.772\t-0.701\t0.000\t0.924\t1.049\t0.986\t0.845\t0.221\t0.980\t0.825\n1\t0.450\t0.546\t1.041\t1.672\t-0.685\t0.432\t2.149\t-1.709\t0.000\t0.399\t2.816\t0.429\t0.000\t0.613\t0.868\t-0.097\t2.548\t1.282\t-0.149\t1.283\t3.102\t0.890\t0.825\t1.201\t0.932\t0.759\t0.895\t0.885\n1\t0.802\t-2.184\t-0.199\t2.655\t1.638\t0.740\t1.454\t1.414\t0.000\t1.023\t-2.068\t-1.644\t0.000\t0.782\t-0.883\t-1.631\t0.000\t0.725\t0.431\t0.030\t3.102\t0.840\t0.836\t2.014\t1.830\t0.672\t1.173\t1.008\n1\t0.663\t-0.287\t1.299\t0.949\t1.428\t1.580\t-1.219\t0.958\t0.000\t2.823\t-0.258\t-0.716\t2.215\t0.518\t0.344\t1.710\t0.000\t1.014\t-1.717\t0.172\t0.000\t1.465\t0.888\t0.988\t1.786\t0.474\t1.113\t1.029\n1\t0.929\t0.930\t-0.772\t0.667\t-1.682\t1.089\t0.468\t0.852\t0.000\t1.042\t0.466\t-1.122\t2.215\t0.726\t0.840\t0.379\t0.000\t0.996\t-0.383\t-0.228\t3.102\t0.756\t0.929\t0.980\t0.581\t0.800\t0.890\t0.797\n0\t0.366\t-1.676\t-0.593\t0.283\t0.147\t0.546\t0.535\t-0.734\t2.173\t1.104\t-0.147\t1.323\t0.000\t0.831\t2.600\t-0.014\t0.000\t0.786\t-0.623\t1.574\t0.000\t0.833\t0.976\t0.999\t0.664\t0.535\t0.693\t0.655\n0\t0.734\t0.101\t1.259\t1.608\t0.570\t0.302\t-0.692\t1.648\t0.000\t0.478\t-1.110\t-0.429\t0.000\t1.224\t0.401\t-1.434\t2.548\t1.288\t-0.491\t-0.836\t3.102\t0.934\t0.754\t0.989\t0.935\t0.714\t0.828\t0.709\n1\t1.853\t-0.819\t-0.688\t1.015\t-0.823\t2.329\t-0.247\t-1.041\t2.173\t3.533\t-1.198\t0.683\t0.000\t1.025\t0.123\t-0.198\t0.000\t2.463\t-0.234\t1.064\t0.000\t0.939\t1.588\t0.974\t1.374\t1.867\t2.165\t1.798\n0\t0.654\t0.590\t0.003\t0.733\t-1.674\t1.044\t-0.047\t0.645\t2.173\t1.137\t-1.657\t-0.831\t0.000\t0.912\t1.157\t-1.617\t0.000\t1.375\t0.321\t1.046\t3.102\t0.725\t0.815\t0.987\t0.958\t0.526\t0.841\t0.731\n0\t0.927\t0.991\t1.247\t1.380\t0.977\t0.526\t-2.561\t0.946\t0.000\t0.872\t2.470\t-1.165\t0.000\t1.120\t0.660\t0.004\t0.000\t0.733\t-0.401\t-0.724\t1.551\t0.807\t0.893\t0.996\t0.962\t0.661\t1.333\t1.315\n0\t0.432\t0.696\t0.121\t0.676\t-1.199\t0.719\t0.391\t1.003\t2.173\t0.709\t1.137\t-1.338\t2.215\t0.959\t0.176\t0.051\t0.000\t0.434\t1.554\t-0.775\t0.000\t0.823\t0.869\t0.985\t0.828\t0.993\t0.745\t0.693\n1\t1.403\t0.054\t0.108\t1.591\t0.424\t1.279\t-0.415\t1.583\t2.173\t0.691\t1.318\t-1.341\t0.000\t0.914\t0.632\t-0.393\t0.000\t0.637\t-0.022\t-0.541\t1.551\t1.007\t0.667\t0.991\t1.529\t0.918\t0.995\t1.073\n0\t0.796\t-0.454\t-0.932\t0.797\t0.833\t0.992\t-0.317\t1.311\t2.173\t1.287\t0.177\t-0.032\t2.215\t0.999\t0.816\t-0.894\t0.000\t0.378\t-1.445\t-1.057\t0.000\t1.175\t1.071\t1.104\t0.842\t1.612\t1.023\t0.863\n1\t0.433\t-1.220\t-0.991\t0.919\t0.327\t0.611\t-0.372\t1.070\t0.000\t0.578\t-0.495\t-0.490\t2.215\t1.039\t0.343\t-1.114\t2.548\t0.621\t0.199\t-1.453\t0.000\t0.833\t0.783\t0.984\t0.580\t0.579\t0.558\t0.541\n0\t1.521\t-0.271\t-1.704\t0.830\t-1.177\t0.945\t-2.048\t1.033\t0.000\t0.752\t0.249\t-0.550\t0.000\t1.019\t-0.361\t-0.012\t0.000\t2.160\t0.647\t0.021\t3.102\t0.769\t1.021\t0.999\t1.448\t1.104\t1.063\t0.941\n1\t0.592\t-0.208\t1.647\t1.415\t-0.546\t2.399\t-1.259\t1.624\t0.000\t1.023\t-0.608\t0.060\t2.215\t1.257\t0.254\t0.619\t0.000\t3.246\t-0.299\t-0.451\t3.102\t1.037\t1.055\t1.166\t0.814\t0.763\t0.916\t0.838\n0\t0.875\t0.652\t-0.157\t0.932\t-0.619\t0.655\t0.855\t1.209\t0.000\t0.748\t-0.041\t-0.541\t2.215\t0.823\t0.159\t-1.644\t0.000\t0.561\t-0.798\t1.047\t3.102\t0.850\t1.030\t0.987\t0.700\t0.643\t0.676\t0.702\n1\t0.421\t-1.178\t0.588\t0.950\t-1.209\t0.833\t0.151\t-0.251\t0.000\t0.722\t-0.146\t0.712\t2.215\t1.495\t-0.290\t1.549\t2.548\t0.968\t-0.895\t-0.203\t0.000\t0.898\t0.894\t0.989\t0.720\t0.761\t0.859\t0.749\n0\t0.884\t1.594\t1.703\t0.210\t0.293\t0.920\t-1.007\t-0.870\t0.000\t0.370\t-2.584\t1.203\t0.000\t1.344\t0.946\t0.599\t2.548\t1.087\t-0.447\t-0.263\t3.102\t1.136\t0.854\t0.995\t0.755\t1.033\t1.171\t1.103\n0\t1.720\t-0.230\t0.661\t2.222\t0.416\t1.258\t-2.050\t-1.143\t0.000\t0.808\t-1.139\t-1.203\t0.000\t0.736\t-0.804\t-0.796\t2.548\t1.240\t0.259\t1.226\t3.102\t0.999\t0.798\t0.999\t0.800\t0.845\t1.079\t1.549\n1\t0.667\t-0.133\t-0.360\t1.796\t0.465\t1.566\t0.075\t-1.351\t2.173\t0.824\t-0.145\t0.223\t0.000\t1.019\t0.231\t1.314\t2.548\t0.451\t0.522\t-0.226\t0.000\t0.445\t0.725\t1.027\t1.575\t1.069\t1.090\t0.904\n0\t1.100\t-0.252\t0.581\t0.324\t0.455\t1.065\t0.769\t-0.247\t0.000\t1.332\t-0.848\t1.448\t2.215\t0.830\t0.805\t-1.087\t0.000\t0.669\t0.862\t1.592\t3.102\t1.166\t0.892\t0.983\t1.146\t0.949\t1.198\t1.011\n0\t0.721\t0.481\t-0.224\t0.743\t-0.978\t0.507\t1.080\t0.597\t0.000\t0.570\t1.605\t1.085\t0.000\t0.534\t-0.338\t-1.023\t2.548\t0.669\t0.951\t-1.694\t3.102\t0.584\t0.903\t0.995\t0.720\t0.460\t0.568\t0.689\n0\t0.893\t-0.235\t1.081\t0.987\t0.573\t1.201\t-0.774\t-0.696\t0.000\t0.868\t-0.491\t-1.391\t2.215\t0.265\t-0.813\t-1.559\t0.000\t0.504\t-0.784\t0.821\t3.102\t0.714\t0.731\t0.981\t0.447\t0.560\t0.594\t0.702\n1\t0.621\t-1.404\t0.422\t0.993\t-0.118\t1.447\t-0.471\t1.679\t2.173\t0.793\t-1.242\t-1.336\t0.000\t0.555\t-1.027\t-0.043\t0.000\t0.716\t2.058\t0.472\t0.000\t0.938\t1.146\t0.993\t0.548\t1.006\t0.888\t0.816\n1\t0.769\t0.960\t1.263\t0.792\t-0.409\t0.684\t0.454\t-0.197\t2.173\t0.909\t0.169\t-0.985\t2.215\t0.843\t0.358\t1.028\t0.000\t1.452\t1.483\t1.140\t0.000\t0.924\t1.147\t1.079\t0.815\t0.775\t0.913\t0.778\n0\t0.734\t0.746\t0.560\t1.819\t0.747\t1.348\t0.043\t-0.789\t1.087\t1.107\t2.557\t1.622\t0.000\t1.525\t0.491\t1.297\t2.548\t2.213\t-0.378\t-0.484\t0.000\t1.111\t0.875\t0.994\t1.027\t1.759\t1.472\t1.340\n1\t0.663\t-0.285\t0.814\t0.754\t-0.480\t0.794\t-1.620\t0.915\t0.000\t0.999\t-0.255\t-1.007\t2.215\t0.863\t-0.588\t0.146\t1.274\t0.744\t-1.053\t-1.295\t0.000\t1.093\t0.912\t0.987\t0.784\t0.871\t0.863\t0.737\n1\t0.777\t-1.335\t-1.331\t1.254\t0.999\t0.814\t-0.179\t-0.425\t2.173\t0.549\t1.103\t1.109\t0.000\t0.503\t0.611\t-1.416\t2.548\t0.922\t-0.019\t0.450\t0.000\t0.768\t1.027\t1.180\t0.943\t0.713\t0.891\t0.887\n0\t1.647\t0.047\t-1.042\t1.589\t-0.529\t1.686\t0.250\t1.281\t2.173\t0.689\t-1.782\t-0.554\t0.000\t0.911\t-0.500\t0.925\t0.000\t1.889\t1.021\t-0.689\t0.000\t1.446\t0.981\t1.002\t1.815\t1.095\t1.228\t1.243\n0\t0.671\t-0.371\t1.346\t1.062\t-1.399\t0.676\t-1.032\t-1.086\t2.173\t0.540\t-1.101\t0.434\t0.000\t0.598\t-0.735\t-0.153\t0.000\t1.673\t0.050\t0.459\t3.102\t0.824\t0.849\t0.983\t0.897\t1.284\t0.865\t0.748\n1\t1.103\t-0.972\t-1.158\t1.158\t1.654\t0.884\t-1.121\t0.809\t0.000\t1.148\t-0.992\t-1.561\t0.000\t1.122\t-0.598\t-0.116\t0.000\t2.865\t-0.647\t0.354\t3.102\t0.899\t0.883\t0.993\t1.274\t0.933\t0.868\t0.805\n0\t0.552\t0.551\t1.364\t1.034\t0.373\t0.850\t-1.025\t1.594\t2.173\t1.235\t-1.270\t-0.189\t0.000\t0.546\t-0.243\t0.365\t0.000\t1.473\t-0.005\t-1.537\t3.102\t0.913\t1.197\t0.986\t0.965\t0.736\t0.955\t0.862\n0\t0.852\t0.225\t-0.290\t1.351\t-1.086\t0.792\t1.341\t0.978\t0.000\t1.542\t1.399\t-0.775\t1.107\t1.620\t1.353\t0.404\t2.548\t1.460\t2.220\t1.109\t0.000\t0.888\t0.938\t0.989\t0.933\t1.468\t1.040\t1.045\n1\t1.136\t-0.102\t-0.831\t2.029\t-1.549\t0.999\t0.659\t0.363\t2.173\t0.858\t-0.467\t0.601\t1.107\t0.439\t0.679\t-1.592\t0.000\t0.604\t1.325\t0.262\t0.000\t0.735\t1.000\t1.266\t1.213\t0.874\t1.159\t0.907\n1\t1.449\t1.598\t1.170\t0.818\t-0.989\t0.835\t1.346\t0.023\t2.173\t1.005\t0.743\t0.672\t2.215\t0.848\t1.362\t1.635\t0.000\t1.398\t-0.011\t-0.777\t0.000\t0.859\t1.172\t1.405\t1.041\t0.847\t0.933\t0.868\n1\t0.649\t-1.287\t-0.975\t2.096\t0.024\t1.129\t0.862\t-1.533\t0.000\t0.395\t-0.162\t0.574\t0.000\t0.493\t1.415\t0.758\t0.000\t0.904\t0.766\t1.235\t1.551\t0.667\t0.685\t1.267\t1.377\t0.528\t1.109\t0.979\n0\t1.160\t-0.085\t-1.221\t0.967\t-0.519\t1.060\t0.459\t-1.630\t0.000\t0.971\t-0.657\t0.329\t2.215\t1.609\t0.082\t0.906\t1.274\t1.679\t-0.009\t-0.221\t0.000\t2.007\t1.524\t0.989\t1.061\t0.841\t1.116\t1.001\n1\t1.990\t-0.417\t-1.137\t0.438\t-0.833\t1.040\t-0.868\t-0.117\t2.173\t0.796\t-0.836\t-1.680\t0.000\t1.471\t-2.412\t1.255\t0.000\t1.035\t-1.133\t0.930\t3.102\t0.955\t0.703\t0.987\t1.214\t0.929\t0.959\t1.200\n1\t0.682\t0.285\t-0.112\t1.035\t1.414\t0.429\t-0.407\t0.847\t0.000\t1.048\t-1.060\t-1.194\t0.000\t1.512\t-0.279\t-1.737\t2.548\t1.815\t-0.354\t0.127\t1.551\t0.714\t0.964\t1.142\t0.861\t1.261\t0.795\t0.725\n1\t2.565\t-0.182\t-0.534\t1.503\t-1.626\t1.361\t0.545\t0.620\t0.000\t1.674\t-1.387\t1.435\t2.215\t1.073\t-1.764\t-0.327\t0.000\t0.684\t-1.015\t1.122\t3.102\t3.825\t2.081\t2.264\t2.077\t0.287\t1.675\t1.642\n0\t1.031\t0.303\t-1.613\t1.500\t-0.926\t0.400\t-1.149\t0.176\t0.000\t0.430\t-1.492\t-1.725\t2.215\t0.762\t-0.258\t0.560\t2.548\t0.816\t0.517\t0.482\t0.000\t0.914\t0.863\t1.001\t0.911\t0.674\t0.764\t0.753\n1\t1.371\t-0.064\t1.142\t1.761\t1.740\t1.344\t-0.863\t-0.114\t2.173\t0.604\t-0.050\t-1.071\t2.215\t0.411\t-0.749\t-0.999\t0.000\t0.423\t-1.365\t1.401\t0.000\t0.428\t0.783\t1.106\t0.834\t1.151\t1.195\t0.895\n0\t1.662\t-0.327\t0.290\t0.880\t0.277\t1.109\t0.738\t-0.678\t2.173\t0.856\t-0.187\t1.294\t0.000\t0.849\t0.879\t0.530\t2.548\t0.384\t1.456\t-1.001\t0.000\t1.069\t0.834\t0.982\t1.657\t1.080\t1.176\t1.045\n0\t0.447\t-0.303\t-0.141\t1.109\t-1.233\t1.248\t2.055\t0.145\t0.000\t1.436\t-0.035\t1.579\t2.215\t0.619\t-1.114\t0.733\t0.000\t0.545\t-1.962\t1.650\t0.000\t0.830\t1.245\t0.985\t1.067\t0.782\t1.039\t0.898\n0\t1.499\t-0.134\t-1.461\t0.397\t-0.008\t0.734\t1.056\t-1.737\t2.173\t0.758\t-0.407\t0.283\t0.000\t0.847\t-1.801\t0.403\t0.000\t0.875\t-0.095\t-1.221\t0.000\t0.823\t0.761\t1.033\t0.593\t0.797\t0.641\t0.571\n1\t0.558\t-2.016\t0.570\t0.533\t-0.264\t1.156\t-1.449\t-1.640\t1.087\t0.892\t-1.300\t0.435\t0.000\t0.736\t0.200\t-0.312\t0.000\t1.063\t-0.049\t-1.557\t3.102\t0.543\t0.856\t0.987\t1.056\t0.897\t0.846\t0.759\n1\t0.793\t-0.204\t-0.140\t0.177\t0.291\t1.078\t0.876\t0.657\t1.087\t1.139\t-0.345\t-1.062\t0.000\t0.585\t0.509\t1.285\t0.000\t0.750\t0.664\t-1.572\t1.551\t1.224\t0.769\t0.985\t0.838\t0.863\t0.927\t0.803\n0\t0.848\t-0.070\t-1.657\t1.096\t-1.122\t0.477\t-0.497\t0.378\t1.087\t0.709\t-1.141\t1.337\t2.215\t0.484\t0.983\t-0.023\t0.000\t0.788\t-0.897\t-0.407\t0.000\t0.915\t0.981\t0.977\t0.886\t0.714\t0.683\t0.696\n1\t0.719\t0.747\t1.486\t1.079\t-0.216\t0.896\t0.633\t-0.256\t0.000\t0.708\t0.942\t-0.854\t0.000\t1.439\t0.231\t1.630\t1.274\t0.719\t0.304\t0.930\t3.102\t0.913\t0.840\t1.219\t0.926\t0.461\t0.802\t0.729\n1\t2.564\t-0.232\t-0.071\t0.669\t0.122\t0.661\t-2.363\t-1.401\t0.000\t0.542\t0.693\t-1.693\t2.215\t0.734\t-0.935\t1.303\t2.548\t0.745\t-0.384\t1.023\t0.000\t0.747\t0.763\t0.985\t1.060\t0.719\t0.940\t1.180\n0\t0.604\t-0.210\t0.962\t0.977\t-0.163\t0.969\t0.659\t-1.230\t2.173\t0.516\t0.604\t0.440\t0.000\t0.943\t1.456\t-0.080\t2.548\t1.062\t1.125\t1.499\t0.000\t0.865\t1.005\t0.988\t1.168\t1.176\t1.049\t0.912\n1\t0.572\t-1.787\t1.359\t0.925\t-1.172\t2.476\t-1.142\t-0.138\t0.000\t2.412\t-0.644\t-1.660\t0.000\t1.799\t-0.843\t1.291\t2.548\t1.409\t-0.976\t0.668\t0.000\t1.894\t1.150\t0.984\t1.221\t0.899\t1.213\t1.276\n0\t0.861\t0.127\t-0.743\t0.616\t-0.044\t0.920\t1.146\t-0.826\t1.087\t1.562\t-0.794\t1.211\t2.215\t0.507\t0.364\t1.002\t0.000\t0.660\t-1.300\t0.126\t0.000\t0.860\t0.851\t0.985\t1.181\t2.655\t1.363\t1.085\n1\t0.355\t1.404\t-0.759\t1.588\t-0.931\t0.461\t-0.314\t0.133\t0.000\t0.511\t0.245\t1.229\t0.000\t0.824\t-0.916\t0.617\t2.548\t1.047\t-0.911\t1.389\t3.102\t0.910\t0.760\t1.001\t1.000\t0.456\t0.777\t0.710\n0\t2.973\t2.252\t0.375\t0.143\t-1.633\t1.660\t0.641\t-1.127\t1.087\t0.762\t1.340\t0.945\t1.107\t0.543\t0.041\t-0.640\t0.000\t0.947\t1.180\t1.530\t0.000\t0.939\t0.969\t0.987\t0.830\t1.700\t1.599\t1.252\n1\t1.696\t0.572\t0.185\t1.072\t0.975\t0.472\t-0.443\t-0.569\t0.000\t0.717\t-0.221\t-1.234\t2.215\t0.959\t1.138\t-1.551\t2.548\t0.772\t-0.178\t1.488\t0.000\t0.891\t0.941\t1.222\t1.115\t0.754\t0.884\t0.802\n0\t1.320\t0.542\t0.808\t0.443\t-1.039\t0.491\t0.502\t-1.231\t2.173\t0.498\t-0.780\t0.705\t0.000\t0.675\t-0.993\t1.566\t2.548\t0.553\t-0.109\t-0.748\t0.000\t0.701\t0.738\t1.055\t0.835\t0.760\t0.667\t0.602\n0\t0.494\t1.846\t0.751\t0.757\t-0.958\t0.585\t0.240\t1.503\t0.000\t0.672\t1.049\t-0.148\t2.215\t0.881\t0.076\t0.969\t2.548\t0.693\t-0.708\t-0.812\t0.000\t1.013\t1.019\t0.990\t0.762\t0.811\t0.691\t0.673\n1\t1.681\t1.053\t0.940\t1.210\t0.635\t1.834\t2.026\t-0.576\t0.000\t1.653\t0.662\t-1.310\t2.215\t1.584\t1.206\t1.233\t2.548\t1.362\t0.632\t0.605\t0.000\t2.687\t2.117\t0.990\t1.609\t1.409\t1.635\t1.455\n0\t1.250\t1.515\t1.504\t0.613\t-0.503\t0.713\t0.629\t0.619\t1.087\t0.647\t-0.348\t-1.645\t0.000\t0.842\t-0.241\t-0.149\t0.000\t0.376\t-0.202\t-0.524\t3.102\t1.106\t1.052\t1.179\t0.723\t0.531\t0.669\t0.775\n1\t0.685\t-0.096\t0.379\t0.306\t-0.763\t1.091\t-0.923\t1.362\t2.173\t1.239\t0.855\t0.027\t0.000\t1.448\t-0.193\t-1.605\t0.000\t1.481\t-0.841\t-0.285\t3.102\t1.353\t1.119\t0.985\t0.919\t1.341\t0.940\t0.816\n1\t2.504\t0.375\t0.868\t1.007\t-1.213\t1.136\t1.734\t-0.605\t0.000\t0.425\t0.057\t-1.067\t0.000\t1.262\t0.453\t-0.849\t2.548\t0.674\t0.158\t0.399\t3.102\t1.525\t1.061\t2.100\t1.004\t0.645\t0.874\t1.049\n1\t0.656\t0.693\t0.866\t1.562\t0.152\t0.904\t-0.277\t-1.690\t2.173\t0.752\t0.675\t-1.099\t2.215\t0.593\t-0.353\t-0.339\t0.000\t0.378\t-0.608\t1.446\t0.000\t0.530\t0.678\t0.983\t0.960\t0.872\t0.918\t0.721\n0\t0.699\t1.203\t-1.586\t0.406\t0.865\t0.531\t-0.773\t0.288\t2.173\t0.813\t-0.021\t1.574\t1.107\t0.842\t-0.229\t-0.317\t0.000\t0.822\t-1.347\t-1.158\t0.000\t0.925\t0.951\t0.977\t0.872\t0.962\t0.707\t0.712\n1\t0.998\t0.012\t-0.781\t0.747\t1.377\t0.528\t1.688\t0.902\t0.000\t0.756\t-0.218\t-0.284\t0.000\t0.833\t-0.054\t0.606\t0.000\t0.671\t0.672\t-1.256\t3.102\t0.881\t0.896\t1.113\t0.593\t0.248\t0.587\t0.585\n1\t0.829\t-0.101\t-1.396\t0.229\t0.335\t0.759\t0.541\t0.615\t2.173\t0.809\t0.449\t-1.257\t0.000\t1.027\t0.897\t-0.600\t0.000\t0.911\t-0.949\t0.671\t3.102\t0.864\t1.155\t0.986\t0.638\t0.834\t0.905\t0.839\n1\t0.804\t-0.909\t-0.162\t0.325\t0.733\t0.849\t0.259\t-1.151\t0.000\t1.447\t1.199\t0.813\t2.215\t0.757\t0.415\t-0.468\t0.000\t0.679\t0.563\t-1.676\t3.102\t0.845\t0.607\t0.985\t2.242\t0.744\t1.424\t1.246\n1\t1.244\t0.334\t-1.315\t0.564\t0.710\t0.692\t-0.623\t0.903\t0.000\t1.139\t-1.202\t0.263\t0.000\t0.648\t1.377\t-0.891\t0.000\t1.341\t0.319\t1.160\t0.000\t0.846\t1.113\t1.123\t0.863\t0.838\t0.881\t0.799\n0\t1.365\t0.707\t0.068\t0.979\t0.372\t0.481\t0.238\t-0.934\t0.000\t0.421\t-0.926\t-1.024\t1.107\t0.281\t-1.176\t-1.609\t0.000\t0.624\t0.926\t-1.456\t0.000\t0.801\t0.584\t1.001\t0.893\t0.275\t0.843\t0.737\n1\t1.279\t-1.124\t-1.104\t0.498\t-0.430\t1.396\t0.150\t1.085\t1.087\t0.885\t-1.931\t-0.997\t0.000\t1.215\t-0.208\t-0.035\t0.000\t0.859\t-0.643\t0.374\t3.102\t0.813\t1.131\t0.994\t0.754\t0.889\t1.187\t0.972\n0\t1.473\t-0.386\t1.581\t0.799\t-0.974\t0.714\t1.275\t-0.017\t2.173\t0.782\t-0.030\t0.628\t0.000\t0.776\t-0.860\t-0.355\t2.548\t0.471\t0.425\t-1.335\t0.000\t0.805\t0.909\t1.119\t0.828\t1.295\t1.037\t0.851\n0\t0.919\t-0.731\t-1.431\t0.882\t0.153\t0.612\t-1.158\t1.667\t2.173\t1.472\t-1.180\t-0.539\t0.000\t1.059\t1.787\t0.800\t0.000\t1.403\t-0.503\t1.206\t1.551\t0.661\t1.072\t1.235\t0.787\t0.486\t0.835\t0.758\n0\t0.509\t0.962\t1.148\t1.353\t0.014\t0.384\t0.139\t1.651\t0.000\t0.602\t0.290\t-0.658\t1.107\t0.868\t-0.981\t0.368\t0.000\t1.084\t0.775\t-1.300\t3.102\t0.999\t0.947\t0.988\t0.735\t0.463\t0.633\t0.713\n1\t0.758\t-0.346\t0.767\t1.894\t-0.099\t0.782\t1.033\t-1.625\t2.173\t1.097\t1.244\t-0.943\t2.215\t1.066\t1.174\t1.287\t0.000\t1.139\t1.726\t-1.649\t0.000\t1.057\t1.059\t1.167\t1.490\t0.803\t1.232\t1.039\n1\t0.714\t0.928\t0.306\t0.947\t0.477\t1.116\t0.251\t-1.695\t0.000\t1.101\t2.261\t0.083\t0.000\t1.112\t0.934\t-1.084\t2.548\t0.378\t0.773\t0.999\t1.551\t3.737\t1.908\t0.988\t0.999\t0.473\t1.197\t1.087\n0\t0.457\t1.637\t1.439\t0.668\t-0.571\t0.662\t2.685\t0.637\t0.000\t0.908\t0.852\t1.396\t2.215\t1.213\t-0.859\t-1.194\t0.000\t0.801\t-1.888\t0.543\t0.000\t0.933\t0.574\t0.984\t0.724\t0.772\t0.915\t0.864\n1\t0.934\t1.631\t0.385\t1.771\t0.055\t0.469\t1.214\t-1.011\t0.000\t1.305\t0.448\t-1.497\t2.215\t0.394\t1.345\t0.863\t0.000\t1.110\t0.259\t1.048\t3.102\t0.773\t0.806\t1.000\t1.292\t0.819\t1.382\t1.059\n1\t2.389\t-0.970\t-1.607\t0.638\t-0.415\t0.992\t-0.899\t0.156\t2.173\t0.588\t-1.401\t-1.246\t0.000\t0.638\t-0.987\t1.203\t2.548\t0.813\t-1.348\t-0.006\t0.000\t0.814\t0.917\t1.505\t0.836\t0.807\t0.929\t0.784\n0\t0.902\t0.999\t0.163\t0.806\t1.157\t0.931\t0.632\t-0.968\t0.000\t1.241\t-2.606\t0.160\t0.000\t0.626\t1.650\t-0.802\t0.000\t1.245\t0.637\t1.468\t3.102\t0.878\t0.925\t0.985\t0.827\t0.489\t0.739\t0.745\n1\t0.702\t-1.839\t-0.259\t1.542\t0.461\t0.472\t-2.136\t-0.808\t0.000\t0.534\t0.014\t-0.911\t2.215\t1.068\t-0.686\t-1.461\t1.274\t0.583\t-1.714\t1.187\t0.000\t0.782\t0.959\t0.989\t1.021\t0.496\t0.810\t0.757\n0\t0.449\t0.090\t-0.438\t1.032\t1.427\t0.483\t1.126\t0.305\t0.000\t1.138\t1.237\t-0.726\t2.215\t0.553\t-1.115\t0.640\t2.548\t0.406\t1.667\t1.464\t0.000\t0.989\t1.104\t0.989\t0.785\t1.566\t0.907\t0.771\n0\t0.688\t-2.172\t-0.599\t0.156\t0.688\t0.969\t2.204\t0.975\t0.000\t1.114\t-0.889\t-0.422\t1.107\t1.157\t-1.108\t-1.355\t2.548\t0.809\t-1.279\t0.939\t0.000\t4.333\t3.414\t0.995\t0.691\t0.917\t2.367\t1.979\n0\t1.470\t1.012\t-1.075\t0.594\t0.056\t1.305\t-0.542\t-1.145\t0.000\t1.452\t-0.508\t0.595\t2.215\t0.275\t2.382\t1.550\t0.000\t0.870\t0.281\t0.585\t0.000\t0.862\t1.260\t1.104\t0.657\t0.252\t0.929\t0.827\n1\t0.453\t-1.567\t-0.140\t1.007\t-0.618\t0.787\t-0.715\t1.199\t1.087\t0.821\t-1.107\t-1.706\t0.000\t0.884\t0.727\t0.507\t0.000\t1.336\t-0.374\t-0.400\t3.102\t1.895\t1.271\t0.981\t0.517\t1.087\t0.921\t0.843\n1\t0.351\t-1.095\t-0.055\t1.109\t-1.010\t1.555\t-0.263\t0.602\t2.173\t0.748\t0.241\t-1.630\t0.000\t0.897\t0.681\t-0.796\t2.548\t0.688\t-0.318\t-0.900\t0.000\t0.736\t0.801\t0.977\t2.011\t1.602\t1.612\t1.311\n1\t0.988\t0.400\t-1.711\t0.532\t0.251\t0.934\t0.138\t1.147\t0.000\t0.589\t2.666\t0.024\t0.000\t1.594\t0.911\t-0.794\t2.548\t0.792\t1.180\t1.523\t0.000\t0.997\t1.047\t0.987\t0.838\t0.757\t0.927\t0.771\n1\t0.857\t-0.393\t-0.032\t0.526\t-1.456\t1.741\t-0.837\t0.410\t1.087\t0.543\t-1.486\t1.254\t0.000\t1.246\t-0.401\t-1.658\t1.274\t1.979\t-0.570\t-1.118\t0.000\t0.913\t0.955\t0.991\t0.997\t1.796\t1.162\t0.947\n0\t0.650\t-0.142\t-1.074\t0.378\t0.414\t0.769\t0.554\t0.463\t0.000\t1.385\t0.331\t-1.561\t1.107\t0.898\t1.494\t0.301\t0.000\t0.833\t0.452\t-0.803\t3.102\t0.876\t0.838\t0.988\t0.805\t0.620\t0.926\t0.772\n0\t1.491\t0.386\t0.097\t1.124\t0.672\t0.691\t1.179\t-1.463\t0.000\t0.624\t0.457\t-0.571\t2.215\t0.981\t-0.361\t-1.320\t0.000\t0.894\t-0.506\t1.205\t3.102\t1.317\t0.959\t0.979\t0.829\t0.774\t0.733\t0.850\n1\t1.940\t-0.109\t0.535\t0.604\t-0.162\t1.045\t0.084\t-1.608\t2.173\t0.699\t0.055\t-0.712\t2.215\t0.670\t0.301\t-1.183\t0.000\t0.781\t0.906\t0.449\t0.000\t0.852\t0.893\t0.987\t0.868\t0.909\t0.951\t0.807\n1\t1.251\t-0.453\t0.410\t0.154\t0.433\t0.706\t-0.089\t1.270\t1.087\t0.606\t-0.888\t-0.389\t0.000\t0.339\t0.225\t-0.502\t0.000\t1.053\t-1.226\t-1.270\t0.000\t0.798\t1.075\t0.983\t0.782\t0.693\t0.682\t0.722\n0\t0.557\t-0.522\t0.956\t0.978\t-1.175\t0.567\t2.527\t1.658\t0.000\t0.716\t0.086\t-0.620\t2.215\t1.231\t-0.566\t0.377\t2.548\t0.956\t-1.669\t0.242\t0.000\t0.928\t0.934\t0.987\t0.813\t0.860\t0.677\t0.659\n1\t0.606\t-0.905\t1.691\t0.938\t0.324\t1.095\t-0.286\t-0.213\t2.173\t1.076\t0.295\t1.146\t0.000\t1.455\t0.413\t-1.445\t2.548\t0.720\t-0.286\t-1.101\t0.000\t1.097\t0.910\t0.987\t0.902\t1.530\t0.993\t0.887\n1\t0.612\t-0.987\t-1.538\t1.312\t-0.575\t1.071\t-0.547\t0.651\t2.173\t0.475\t-1.135\t-0.687\t0.000\t0.760\t-0.656\t1.560\t2.548\t0.764\t0.831\t-1.395\t0.000\t1.127\t0.818\t0.986\t1.220\t0.826\t0.851\t0.832\n0\t0.883\t0.387\t0.738\t0.488\t1.716\t0.892\t-0.089\t0.149\t0.000\t0.990\t0.457\t-1.504\t1.107\t0.617\t-0.058\t-0.914\t0.000\t0.472\t-1.009\t0.844\t0.000\t0.825\t1.220\t0.986\t0.542\t0.428\t0.704\t0.702\n1\t1.312\t0.833\t-0.411\t1.082\t-0.330\t0.641\t0.643\t0.825\t2.173\t0.373\t-0.739\t0.726\t0.000\t0.728\t1.587\t-1.550\t0.000\t0.959\t0.418\t-1.156\t1.551\t1.300\t0.876\t1.005\t1.094\t0.813\t0.799\t0.801\n1\t0.974\t0.319\t-1.504\t0.371\t-0.227\t0.606\t-0.136\t-1.114\t0.000\t0.591\t0.664\t0.111\t0.000\t1.618\t1.344\t0.995\t2.548\t0.591\t1.311\t-0.095\t3.102\t1.255\t0.849\t0.982\t1.178\t0.623\t0.855\t0.806\n1\t0.720\t-0.736\t-1.428\t1.399\t-0.594\t1.457\t-0.710\t0.496\t2.173\t0.864\t-0.727\t1.158\t0.000\t0.969\t0.250\t1.627\t1.274\t1.446\t0.842\t-1.421\t0.000\t0.971\t0.713\t0.989\t1.347\t1.474\t1.086\t1.041\n0\t0.430\t-1.101\t1.154\t0.999\t-0.724\t1.260\t-1.456\t-1.190\t2.173\t1.762\t0.179\t0.475\t0.000\t1.499\t0.763\t1.107\t0.000\t1.462\t0.071\t-1.010\t3.102\t0.985\t1.015\t0.989\t0.794\t1.255\t1.346\t1.192\n1\t0.601\t0.201\t0.130\t0.817\t-0.528\t1.226\t0.610\t1.514\t0.000\t1.379\t0.449\t-0.060\t2.215\t0.691\t1.392\t-1.622\t0.000\t0.658\t0.074\t-1.465\t3.102\t0.935\t0.641\t0.988\t0.734\t0.836\t0.961\t0.870\n1\t0.595\t0.755\t1.308\t1.187\t-0.270\t0.986\t-0.738\t-0.209\t2.173\t1.076\t0.059\t1.528\t0.000\t0.792\t1.087\t1.473\t0.000\t0.556\t0.444\t0.905\t3.102\t0.849\t0.547\t1.151\t1.168\t0.851\t0.979\t0.891\n0\t1.882\t-0.367\t0.321\t1.090\t0.740\t0.690\t0.338\t-1.466\t2.173\t0.705\t-0.723\t-0.963\t0.000\t1.149\t-0.613\t-1.578\t1.274\t0.804\t-2.347\t-0.684\t0.000\t1.235\t1.037\t1.000\t1.341\t0.598\t1.006\t1.084\n1\t1.031\t0.338\t-0.140\t0.135\t-1.406\t1.030\t-0.625\t0.869\t1.087\t1.133\t0.262\t-1.009\t2.215\t0.621\t-0.015\t1.137\t0.000\t1.362\t-0.940\t-1.009\t0.000\t1.119\t1.005\t0.993\t0.952\t1.742\t0.987\t0.846\n1\t0.937\t-0.606\t0.581\t1.334\t1.018\t0.525\t0.746\t-0.622\t2.173\t0.695\t-1.290\t-1.696\t0.000\t0.645\t-1.055\t-0.294\t2.548\t0.665\t-1.697\t-0.782\t0.000\t0.724\t1.301\t0.988\t0.745\t0.831\t0.959\t0.880\n0\t1.476\t-0.564\t-1.178\t2.767\t-0.921\t1.256\t-0.044\t0.578\t0.000\t1.324\t-0.444\t1.294\t2.215\t0.387\t0.779\t0.568\t0.000\t0.589\t-0.497\t-0.175\t0.000\t0.903\t1.102\t0.989\t1.082\t0.561\t1.073\t1.111\n1\t0.414\t-1.340\t-0.405\t3.093\t0.084\t0.666\t-0.456\t-1.370\t2.173\t0.834\t1.130\t-1.656\t0.000\t0.960\t0.462\t1.037\t2.548\t0.733\t-1.302\t-1.217\t0.000\t1.901\t1.218\t0.975\t1.147\t0.963\t1.027\t1.117\n1\t0.954\t-0.228\t1.727\t0.344\t-0.275\t0.983\t-0.501\t-1.376\t0.000\t1.246\t-0.499\t-0.122\t1.107\t1.142\t-0.135\t0.357\t0.000\t1.388\t-0.970\t1.188\t3.102\t0.798\t1.007\t0.989\t0.957\t1.166\t0.821\t0.761\n1\t1.417\t0.391\t-0.436\t1.364\t0.081\t1.253\t0.451\t1.473\t1.087\t0.458\t0.654\t1.635\t2.215\t0.697\t0.835\t0.401\t0.000\t0.811\t1.455\t-1.087\t0.000\t0.882\t1.121\t0.994\t0.864\t0.201\t0.995\t0.845\n1\t1.182\t0.284\t-1.610\t1.247\t-1.680\t0.781\t0.736\t0.592\t2.173\t0.784\t0.279\t-0.184\t0.000\t0.384\t0.608\t-0.542\t2.548\t0.467\t1.036\t-0.683\t0.000\t0.520\t0.744\t0.985\t0.647\t0.583\t0.748\t0.699\n0\t1.089\t0.390\t1.676\t0.844\t1.092\t1.529\t-1.237\t0.072\t1.087\t0.505\t-1.907\t-0.689\t0.000\t1.010\t-1.248\t-1.264\t2.548\t1.938\t-0.209\t1.657\t0.000\t0.991\t0.986\t0.988\t1.389\t1.449\t1.647\t1.367\n1\t1.010\t0.013\t0.356\t0.253\t-0.560\t0.617\t-0.255\t-1.079\t0.000\t0.995\t-1.063\t0.321\t1.107\t0.986\t-1.215\t1.359\t1.274\t1.154\t0.406\t-1.547\t0.000\t0.719\t1.010\t0.988\t1.018\t0.857\t0.913\t0.899\n0\t0.880\t1.159\t-1.225\t0.973\t-0.635\t0.485\t2.474\t0.752\t0.000\t0.695\t-0.033\t0.053\t2.215\t0.384\t0.578\t-1.666\t0.000\t0.831\t0.000\t1.493\t3.102\t1.047\t0.968\t0.992\t1.150\t0.661\t0.868\t0.852\n0\t0.867\t0.410\t-1.278\t2.469\t1.686\t1.847\t0.077\t0.010\t0.000\t0.765\t1.488\t1.656\t0.000\t0.914\t-0.512\t0.950\t2.548\t1.049\t-1.060\t-0.298\t3.102\t3.214\t2.019\t0.993\t1.201\t0.727\t1.361\t1.337\n0\t1.033\t-1.845\t1.135\t0.887\t1.202\t0.705\t-1.071\t-1.063\t0.000\t1.080\t-1.711\t-0.419\t0.000\t1.351\t-1.051\t-1.575\t0.000\t1.172\t-0.807\t0.076\t3.102\t0.902\t0.878\t1.004\t0.796\t0.360\t0.593\t0.696\n0\t0.299\t-1.400\t-0.350\t0.623\t1.437\t0.764\t-0.938\t-0.703\t2.173\t1.121\t0.803\t1.001\t0.000\t0.486\t0.494\t-0.621\t2.548\t1.131\t-0.234\t0.816\t0.000\t0.893\t0.869\t0.993\t0.580\t0.622\t0.606\t0.594\n0\t0.689\t-0.615\t1.012\t0.424\t-0.617\t0.669\t-1.359\t-0.433\t0.000\t0.991\t-0.389\t-0.941\t2.215\t1.228\t-1.252\t1.191\t1.274\t0.706\t-1.721\t0.410\t0.000\t0.822\t0.896\t0.988\t0.840\t1.251\t0.791\t0.688\n1\t0.573\t-0.082\t1.354\t0.744\t0.310\t0.685\t1.439\t0.756\t0.000\t1.094\t0.763\t-1.065\t1.107\t1.073\t1.346\t-0.402\t2.548\t1.105\t2.323\t-0.995\t0.000\t1.067\t0.914\t0.989\t1.229\t0.765\t1.066\t1.085\n0\t0.642\t-0.672\t-1.224\t1.428\t0.954\t0.585\t0.027\t-0.732\t2.173\t0.516\t-1.207\t1.505\t0.000\t0.481\t-0.494\t0.335\t1.274\t0.588\t-1.534\t-0.535\t0.000\t0.726\t0.876\t1.225\t0.654\t0.575\t0.655\t0.617\n0\t0.402\t-1.052\t0.474\t2.160\t-1.116\t0.886\t0.839\t0.441\t0.000\t0.482\t0.410\t1.153\t1.107\t0.577\t1.743\t0.843\t0.000\t1.291\t0.802\t-0.964\t3.102\t0.851\t1.011\t1.278\t1.062\t0.700\t0.952\t1.191\n0\t0.364\t2.045\t-0.758\t1.858\t-1.715\t0.727\t0.010\t-0.526\t2.173\t1.099\t0.244\t1.110\t0.000\t0.811\t2.030\t-0.024\t0.000\t0.527\t-1.275\t-0.946\t3.102\t2.083\t1.678\t0.983\t1.264\t0.607\t1.170\t1.127\n0\t0.338\t0.915\t-0.926\t1.250\t1.138\t0.725\t-0.259\t-0.720\t2.173\t0.274\t1.279\t1.401\t1.107\t0.370\t1.777\t-0.025\t0.000\t1.091\t1.076\t0.436\t0.000\t0.368\t1.063\t0.984\t0.478\t0.844\t0.878\t0.739\n1\t0.674\t0.985\t-1.543\t1.054\t0.937\t0.768\t0.877\t-0.174\t0.000\t1.031\t0.863\t-0.642\t1.107\t0.991\t1.314\t1.362\t0.000\t1.199\t-0.371\t1.368\t1.551\t1.603\t1.158\t0.988\t0.665\t1.212\t0.962\t0.839\n1\t0.565\t-0.595\t0.086\t1.378\t0.012\t1.136\t0.179\t-0.848\t0.000\t2.397\t1.029\t1.414\t2.215\t0.955\t-0.294\t-0.425\t0.000\t1.593\t0.033\t0.533\t3.102\t0.845\t1.160\t0.978\t1.647\t1.570\t1.462\t1.238\n0\t0.696\t-0.219\t1.653\t0.292\t-0.733\t0.551\t0.230\t-1.347\t2.173\t1.445\t0.739\t0.885\t1.107\t0.402\t-2.129\t1.671\t0.000\t0.519\t-0.616\t-0.881\t0.000\t1.214\t0.920\t0.996\t0.878\t1.238\t0.855\t0.733\n1\t1.967\t-1.011\t-0.126\t0.612\t-0.448\t0.896\t-0.369\t1.201\t2.173\t0.634\t-0.674\t-1.200\t0.000\t0.919\t0.277\t-0.361\t0.000\t0.771\t1.292\t1.264\t0.000\t1.007\t1.170\t0.989\t1.208\t0.844\t1.098\t0.965\n1\t0.688\t-0.580\t0.343\t0.164\t-1.239\t1.304\t-0.540\t1.450\t2.173\t0.754\t-0.951\t-0.098\t0.000\t0.465\t2.499\t1.057\t0.000\t0.657\t-1.353\t-0.440\t0.000\t0.702\t1.131\t0.995\t0.558\t0.938\t0.782\t0.736\n1\t0.593\t0.082\t-0.844\t0.444\t1.380\t0.534\t-1.562\t0.800\t0.000\t0.850\t-0.984\t-0.313\t2.215\t0.706\t-0.262\t-1.308\t2.548\t0.565\t-2.159\t1.192\t0.000\t0.531\t0.888\t0.988\t0.560\t0.713\t0.706\t0.647\n0\t0.726\t0.670\t1.161\t0.280\t-1.589\t1.050\t-1.423\t-1.482\t0.000\t1.379\t0.428\t-0.344\t2.215\t1.930\t0.566\t0.675\t2.548\t0.429\t-0.808\t1.550\t0.000\t0.474\t1.841\t0.986\t0.877\t1.387\t1.543\t1.195\n1\t0.701\t1.407\t0.913\t1.086\t-1.579\t0.481\t0.559\t0.433\t1.087\t1.130\t1.164\t-1.170\t2.215\t1.253\t-2.459\t-0.376\t0.000\t2.310\t0.025\t1.062\t0.000\t1.374\t0.855\t0.985\t0.810\t1.131\t0.916\t0.884\n1\t0.507\t0.281\t1.717\t3.300\t1.488\t1.883\t-1.679\t0.007\t0.000\t0.537\t0.254\t-1.432\t2.215\t0.607\t-0.933\t-0.073\t1.274\t0.543\t-1.300\t-0.633\t0.000\t0.849\t0.555\t0.993\t0.776\t0.707\t0.950\t1.276\n1\t0.396\t-1.013\t-1.223\t0.146\t-0.381\t1.367\t0.838\t-0.174\t0.000\t1.297\t-0.045\t-1.130\t0.000\t3.360\t-0.739\t1.322\t0.000\t1.205\t0.171\t0.447\t3.102\t0.785\t0.892\t0.978\t0.661\t0.447\t0.637\t0.630\n1\t1.184\t0.721\t-1.023\t0.570\t-1.394\t0.984\t1.088\t0.008\t1.087\t0.571\t0.007\t1.385\t0.000\t0.723\t1.289\t1.165\t2.548\t0.429\t1.116\t0.502\t0.000\t0.652\t0.941\t0.980\t0.734\t0.922\t0.790\t0.718\n0\t0.500\t0.660\t0.944\t1.270\t-1.246\t1.477\t-0.555\t-0.350\t2.173\t1.942\t-0.320\t1.460\t2.215\t0.844\t-1.053\t-0.032\t0.000\t0.565\t-0.352\t0.720\t0.000\t0.557\t1.133\t1.017\t1.410\t2.504\t1.384\t1.106\n0\t1.645\t-0.684\t-0.131\t0.050\t0.657\t0.542\t-0.008\t1.500\t2.173\t0.494\t-1.524\t0.337\t0.000\t1.353\t-0.644\t-1.258\t2.548\t0.855\t-0.366\t1.166\t0.000\t0.764\t0.900\t0.980\t0.919\t0.753\t0.772\t0.713\n1\t0.514\t-1.314\t1.231\t1.251\t-0.478\t1.778\t-0.356\t-1.630\t2.173\t1.266\t-0.825\t0.430\t2.215\t1.684\t-2.074\t0.289\t0.000\t0.687\t-0.384\t-0.778\t0.000\t0.737\t1.125\t1.110\t1.424\t2.187\t1.692\t1.321\n1\t0.319\t-1.741\t-1.316\t1.523\t0.152\t0.884\t-0.322\t1.357\t0.000\t1.514\t-1.436\t-0.858\t2.215\t0.709\t-2.338\t1.168\t0.000\t1.601\t-0.113\t0.687\t3.102\t1.561\t1.070\t0.987\t0.969\t1.716\t1.290\t1.108\n1\t0.954\t0.356\t0.303\t1.442\t-0.269\t0.917\t-0.456\t1.568\t2.173\t0.642\t0.689\t-1.081\t2.215\t0.626\t-2.117\t-0.915\t0.000\t1.003\t-0.574\t0.361\t0.000\t1.128\t1.222\t0.980\t0.800\t1.040\t1.027\t1.156\n0\t1.160\t-0.281\t0.445\t1.828\t1.004\t1.646\t-0.959\t-1.347\t2.173\t0.751\t-0.412\t-0.608\t0.000\t0.903\t0.078\t-0.117\t2.548\t1.202\t-0.842\t0.857\t0.000\t1.254\t0.872\t0.989\t1.763\t1.598\t1.262\t1.061\n1\t1.017\t1.586\t-0.767\t1.555\t-0.346\t1.072\t0.469\t1.295\t2.173\t0.295\t1.613\t-1.301\t0.000\t0.273\t0.309\t1.596\t1.274\t0.758\t0.343\t0.333\t0.000\t0.738\t0.838\t0.983\t0.654\t0.186\t0.910\t0.728\n1\t0.380\t1.700\t1.080\t2.886\t1.315\t0.594\t-2.663\t0.007\t0.000\t1.392\t-0.342\t-1.446\t0.000\t1.290\t0.106\t-0.740\t2.548\t1.578\t0.958\t0.026\t3.102\t0.800\t1.677\t0.977\t1.562\t0.911\t1.757\t4.073\n1\t0.296\t2.169\t-0.415\t0.982\t0.429\t1.498\t-0.367\t-1.313\t0.000\t2.287\t0.142\t0.241\t2.215\t0.858\t1.295\t-1.268\t0.000\t1.294\t0.233\t0.928\t3.102\t0.833\t0.769\t0.982\t0.880\t0.906\t0.917\t0.781\n1\t0.730\t-0.269\t0.029\t0.738\t-1.016\t1.058\t-1.417\t1.323\t2.173\t0.932\t-1.623\t-0.274\t0.000\t0.495\t-0.589\t-0.824\t0.000\t0.437\t-0.115\t1.549\t3.102\t0.746\t1.268\t0.986\t0.550\t0.519\t0.880\t0.869\n0\t0.849\t0.602\t-0.231\t1.561\t-0.170\t0.920\t0.900\t0.810\t2.173\t0.860\t-0.411\t1.480\t2.215\t0.872\t2.443\t-1.406\t0.000\t1.120\t1.922\t0.952\t0.000\t0.949\t1.301\t0.989\t1.118\t1.196\t1.313\t1.426\n1\t0.927\t-0.944\t-1.174\t0.627\t1.488\t0.862\t-0.239\t-0.207\t0.000\t1.066\t0.930\t0.291\t0.000\t0.744\t0.023\t1.088\t2.548\t1.800\t0.834\t-0.718\t3.102\t1.014\t0.906\t0.989\t0.658\t0.991\t0.759\t0.833\n0\t0.931\t1.431\t-0.446\t1.248\t-0.101\t0.614\t1.441\t1.072\t2.173\t0.642\t0.232\t1.409\t0.000\t0.901\t0.663\t-1.492\t2.548\t0.378\t-0.645\t1.140\t0.000\t0.637\t0.703\t0.992\t0.871\t0.765\t0.802\t0.693\n1\t0.693\t-0.999\t-0.300\t0.495\t-1.128\t1.481\t-1.455\t-1.563\t2.173\t1.104\t1.887\t0.437\t0.000\t1.386\t0.007\t0.648\t2.548\t2.096\t-1.931\t-0.058\t0.000\t0.982\t0.982\t0.987\t1.303\t2.174\t1.194\t0.966\n1\t1.542\t-0.429\t-1.444\t0.799\t-0.573\t1.378\t-0.586\t0.552\t2.173\t0.542\t-1.485\t1.689\t0.000\t0.552\t-0.292\t-0.783\t0.000\t0.566\t-0.656\t-0.349\t3.102\t0.855\t1.212\t1.088\t0.603\t0.685\t0.893\t0.785\n1\t0.643\t-0.694\t0.966\t1.074\t-1.351\t0.649\t-0.073\t1.197\t2.173\t1.322\t0.730\t-0.278\t0.000\t0.800\t-0.329\t-1.170\t2.548\t0.581\t0.877\t0.652\t0.000\t0.866\t0.950\t1.001\t0.721\t0.770\t0.820\t0.813\n0\t0.665\t-0.350\t-0.985\t0.374\t1.605\t0.706\t0.703\t0.348\t2.173\t0.817\t0.003\t0.096\t2.215\t0.787\t0.536\t-1.512\t0.000\t1.123\t2.178\t-1.649\t0.000\t1.246\t1.323\t0.980\t0.788\t0.476\t1.029\t0.877\n0\t0.730\t0.827\t0.174\t0.491\t1.453\t1.076\t0.390\t1.426\t2.173\t1.159\t-0.315\t-0.863\t2.215\t1.264\t-0.404\t0.478\t0.000\t1.268\t-0.237\t-1.432\t0.000\t0.940\t0.965\t0.985\t1.244\t1.568\t1.072\t0.887\n1\t0.703\t0.124\t-0.096\t0.516\t-1.083\t0.927\t-0.668\t1.345\t0.000\t0.728\t-0.553\t0.800\t0.000\t1.549\t-0.978\t-0.385\t2.548\t1.075\t0.219\t-1.058\t3.102\t0.830\t1.022\t0.994\t1.213\t0.905\t0.945\t0.968\n1\t1.164\t1.075\t0.793\t1.683\t0.199\t1.278\t0.552\t-1.326\t2.173\t0.703\t0.561\t-0.328\t0.000\t0.456\t-0.406\t1.697\t0.000\t0.792\t0.020\t0.591\t0.000\t0.960\t1.004\t0.988\t0.635\t0.865\t1.023\t0.886\n0\t0.448\t-1.906\t-0.585\t0.665\t1.106\t0.523\t-1.055\t0.462\t0.000\t1.108\t-0.872\t-0.788\t1.107\t0.590\t-0.990\t1.320\t0.000\t1.084\t0.406\t-1.662\t3.102\t0.697\t0.979\t0.981\t0.793\t1.020\t0.786\t0.688\n1\t1.116\t-1.284\t1.466\t2.313\t-0.139\t0.741\t0.106\t-0.089\t2.173\t1.622\t-0.749\t-1.682\t0.000\t1.155\t-2.464\t-1.415\t0.000\t1.617\t-1.042\t-0.298\t0.000\t0.885\t0.876\t2.208\t1.526\t0.777\t1.132\t0.914\n1\t1.035\t0.821\t-1.549\t0.653\t-0.921\t0.306\t1.056\t0.419\t0.000\t0.749\t-0.590\t0.545\t1.107\t0.680\t0.267\t1.219\t0.000\t1.222\t0.152\t-0.772\t3.102\t1.018\t1.087\t0.979\t0.759\t0.874\t0.906\t0.804\n0\t0.847\t0.235\t1.575\t0.565\t-1.447\t0.605\t0.986\t1.261\t0.000\t0.731\t0.950\t0.326\t2.215\t0.586\t0.222\t-0.268\t2.548\t0.994\t-1.044\t-0.664\t0.000\t0.842\t0.790\t0.991\t0.724\t0.440\t0.723\t0.692\n1\t0.480\t-0.357\t-1.123\t2.404\t0.471\t1.780\t0.346\t-1.293\t0.000\t1.384\t-0.800\t0.835\t0.000\t1.584\t0.426\t-0.394\t1.274\t0.418\t2.051\t-1.300\t0.000\t1.666\t1.475\t1.475\t0.722\t0.790\t1.112\t1.200\n0\t2.774\t-0.067\t-1.332\t0.840\t-1.302\t1.603\t-1.229\t0.556\t0.000\t1.461\t-0.999\t0.149\t0.000\t1.964\t0.397\t-1.619\t2.548\t1.298\t-1.285\t-0.203\t1.551\t1.218\t0.984\t1.008\t0.693\t1.834\t1.646\t1.709\n1\t0.839\t0.427\t1.306\t0.962\t0.475\t1.242\t0.348\t-0.423\t2.173\t1.311\t-0.334\t1.054\t0.000\t1.243\t-1.395\t-1.117\t0.000\t0.858\t-0.532\t-1.691\t0.000\t0.880\t0.680\t0.985\t1.159\t0.916\t0.985\t0.843\n0\t0.846\t0.908\t-0.961\t0.370\t1.563\t0.670\t-0.130\t0.286\t1.087\t0.489\t-1.099\t0.931\t0.000\t1.126\t-0.031\t-1.067\t2.548\t0.596\t-1.820\t1.241\t0.000\t0.434\t0.957\t0.983\t0.853\t1.017\t0.772\t0.755\n0\t1.577\t0.332\t-0.220\t0.232\t1.369\t0.834\t-0.246\t1.559\t0.000\t0.767\t-0.726\t-0.998\t1.107\t0.539\t-1.302\t1.187\t0.000\t1.092\t1.161\t0.235\t3.102\t0.854\t0.905\t0.990\t0.636\t1.295\t0.963\t0.901\n0\t0.479\t-2.150\t0.327\t0.616\t-1.174\t0.835\t-1.005\t1.624\t2.173\t0.494\t-1.227\t-0.116\t0.000\t0.652\t-1.666\t-1.368\t0.000\t1.836\t-0.765\t0.352\t3.102\t0.825\t0.874\t0.995\t0.742\t1.197\t0.750\t0.660\n0\t2.209\t-0.247\t0.513\t0.520\t-0.248\t0.896\t2.815\t0.301\t0.000\t1.802\t0.735\t-1.709\t1.107\t1.683\t0.385\t-1.041\t0.000\t2.338\t0.825\t-1.247\t0.000\t0.746\t1.012\t0.988\t0.800\t2.345\t1.456\t1.369\n0\t1.063\t1.338\t0.762\t0.321\t-0.428\t0.786\t0.516\t-1.534\t0.000\t0.569\t2.577\t1.355\t0.000\t1.147\t-0.876\t-0.056\t2.548\t0.948\t0.490\t0.059\t3.102\t0.687\t0.810\t0.983\t1.633\t0.687\t1.032\t0.973\n1\t0.731\t-1.408\t0.973\t0.703\t0.585\t0.903\t-0.132\t-1.468\t0.000\t0.751\t-1.508\t0.469\t2.215\t0.899\t-2.600\t-0.515\t0.000\t1.391\t0.444\t-0.762\t0.000\t0.976\t1.005\t0.974\t0.685\t0.890\t0.858\t0.763\n0\t1.140\t0.158\t-0.861\t0.843\t-0.246\t0.354\t-1.243\t0.775\t0.000\t0.583\t-0.397\t0.604\t2.215\t0.775\t-0.109\t-1.692\t2.548\t0.825\t-2.088\t1.626\t0.000\t0.794\t0.883\t0.986\t0.776\t0.636\t0.645\t0.755\n1\t0.562\t-0.792\t-1.528\t2.153\t1.321\t1.526\t-0.101\t0.499\t0.000\t2.259\t0.528\t-1.186\t2.215\t1.110\t-0.122\t0.087\t0.000\t2.230\t-0.202\t-0.577\t3.102\t0.850\t1.303\t0.984\t2.321\t1.335\t1.648\t1.631\n0\t0.560\t0.287\t0.280\t1.995\t1.005\t0.882\t-0.947\t-0.246\t0.000\t0.974\t-0.975\t-1.178\t2.215\t1.127\t0.944\t1.654\t2.548\t0.386\t-2.207\t-0.660\t0.000\t0.909\t0.931\t0.982\t0.792\t1.480\t1.200\t1.293\n0\t0.884\t1.674\t0.582\t0.561\t1.640\t0.765\t2.687\t-0.469\t0.000\t0.369\t-0.863\t0.969\t0.000\t1.299\t0.436\t1.628\t2.548\t1.666\t-0.712\t-0.628\t1.551\t0.387\t1.043\t0.986\t1.967\t1.290\t1.366\t1.403\n0\t0.582\t-2.138\t-0.872\t0.511\t-1.476\t0.791\t-1.059\t0.363\t2.173\t0.844\t0.056\t0.799\t0.000\t0.943\t0.536\t1.711\t0.000\t1.528\t0.413\t-0.747\t3.102\t1.067\t1.034\t0.993\t0.913\t1.404\t0.986\t0.940\n1\t0.677\t-0.289\t-1.397\t2.952\t-0.154\t1.131\t-0.364\t0.877\t0.000\t1.087\t1.098\t-1.305\t2.215\t0.333\t0.849\t1.457\t0.000\t0.475\t0.278\t1.104\t1.551\t0.946\t0.522\t1.764\t1.686\t0.598\t1.066\t1.061\n1\t1.006\t-0.665\t-0.120\t1.248\t-0.424\t1.184\t0.872\t1.701\t2.173\t0.698\t0.097\t-0.769\t0.000\t0.465\t-0.698\t1.068\t2.548\t0.797\t0.642\t0.134\t0.000\t0.859\t0.961\t0.976\t0.743\t0.987\t1.037\t0.847\n1\t0.779\t0.693\t-0.840\t1.179\t-0.104\t0.604\t0.016\t0.989\t0.000\t0.943\t1.065\t1.675\t1.107\t1.201\t-0.077\t1.375\t2.548\t0.675\t-2.350\t-0.025\t0.000\t0.992\t0.923\t0.989\t0.970\t0.769\t0.852\t0.799\n1\t0.906\t0.172\t0.708\t0.768\t1.580\t0.623\t-0.013\t1.139\t0.000\t0.683\t-1.353\t-0.375\t1.107\t0.681\t-0.385\t-1.035\t0.000\t1.265\t-1.462\t-1.065\t0.000\t0.734\t0.681\t0.987\t1.212\t0.483\t0.792\t0.818\n1\t1.520\t1.104\t0.293\t0.710\t1.053\t1.063\t2.829\t-0.804\t0.000\t0.841\t0.929\t1.306\t0.000\t1.207\t0.411\t-1.557\t2.548\t0.423\t1.767\t-0.106\t0.000\t0.884\t0.807\t0.990\t0.696\t0.679\t0.710\t0.658\n1\t2.354\t-1.849\t-0.282\t0.520\t-1.174\t0.422\t-1.869\t0.999\t0.000\t0.573\t-1.395\t-1.385\t0.000\t1.235\t-0.871\t0.692\t2.548\t1.387\t-0.989\t1.625\t3.102\t0.906\t0.839\t1.102\t1.073\t0.754\t0.909\t0.795\n0\t1.186\t-1.354\t1.684\t0.339\t-0.553\t1.196\t-0.736\t1.386\t2.173\t1.582\t-1.168\t0.124\t0.000\t0.974\t1.423\t-1.243\t0.000\t1.114\t-1.212\t-0.601\t3.102\t3.982\t2.367\t0.989\t0.959\t1.272\t1.728\t1.467\n1\t0.733\t-1.729\t0.379\t0.932\t1.131\t2.048\t-0.649\t1.731\t2.173\t2.796\t-0.797\t-0.432\t0.000\t0.604\t-1.872\t-0.352\t0.000\t1.644\t-1.475\t0.979\t0.000\t1.036\t0.725\t0.988\t1.290\t0.864\t1.027\t0.891\n1\t0.880\t1.540\t0.212\t1.336\t-1.667\t1.930\t0.098\t-1.633\t0.000\t0.741\t0.438\t-0.271\t0.000\t1.178\t-0.399\t0.355\t1.274\t1.632\t0.483\t1.370\t3.102\t2.434\t1.520\t1.491\t1.477\t1.011\t1.178\t1.241\n0\t2.679\t-0.294\t0.333\t0.823\t-0.135\t1.140\t-0.234\t-0.972\t2.173\t0.594\t-0.345\t1.522\t2.215\t0.672\t0.194\t1.059\t0.000\t1.295\t0.191\t-1.450\t0.000\t0.794\t0.958\t0.987\t0.988\t0.946\t1.059\t0.925\n1\t0.916\t0.561\t0.980\t0.569\t0.091\t0.462\t0.222\t-1.301\t1.087\t0.640\t2.170\t0.876\t0.000\t0.345\t-0.002\t1.319\t0.000\t1.118\t1.159\t-0.524\t0.000\t0.856\t0.682\t0.990\t0.620\t0.405\t0.572\t0.530\n0\t0.716\t-0.356\t1.344\t1.289\t-1.659\t0.801\t-0.817\t0.244\t0.000\t0.929\t-0.671\t-1.021\t2.215\t0.972\t-0.341\t0.660\t2.548\t0.913\t0.052\t-0.431\t0.000\t0.957\t1.010\t0.994\t0.864\t1.021\t0.815\t0.857\n0\t0.661\t-0.586\t0.075\t1.154\t0.984\t0.705\t-1.089\t-1.487\t2.173\t0.419\t-1.041\t0.653\t0.000\t0.734\t-1.145\t-1.021\t2.548\t0.493\t2.240\t-0.439\t0.000\t0.706\t0.814\t0.985\t0.857\t0.373\t0.747\t0.698\n0\t2.172\t-0.877\t-0.751\t0.162\t-0.709\t0.598\t-0.084\t0.535\t2.173\t0.702\t0.068\t1.571\t2.215\t0.368\t-1.920\t0.902\t0.000\t0.457\t-0.363\t0.374\t0.000\t0.472\t0.678\t0.998\t1.039\t0.770\t0.839\t0.706\n0\t0.697\t-0.264\t-0.446\t1.803\t-1.472\t0.694\t-0.519\t0.490\t0.000\t1.068\t1.063\t0.631\t2.215\t1.377\t0.353\t-0.888\t2.548\t0.403\t0.116\t1.729\t0.000\t0.775\t0.983\t1.238\t0.811\t1.345\t1.033\t0.921\n1\t0.599\t0.255\t0.425\t1.440\t-0.646\t2.299\t1.635\t0.800\t0.000\t1.358\t-0.028\t-1.177\t2.215\t0.777\t-0.130\t1.697\t0.000\t1.897\t-0.929\t-0.950\t3.102\t0.901\t0.967\t1.057\t0.887\t0.878\t0.805\t0.736\n0\t1.329\t0.083\t-1.451\t1.941\t1.412\t0.904\t-1.995\t-0.068\t0.000\t0.721\t-1.358\t-0.384\t2.215\t1.074\t-1.152\t0.615\t2.548\t0.553\t1.011\t-1.252\t0.000\t0.285\t0.988\t1.185\t1.276\t0.735\t1.097\t0.935\n1\t1.105\t0.217\t-1.316\t0.276\t1.097\t0.618\t0.808\t-0.190\t0.000\t0.651\t1.743\t0.627\t0.000\t1.615\t-0.529\t-0.961\t1.274\t1.143\t-1.187\t0.839\t3.102\t0.858\t1.219\t0.995\t0.829\t1.131\t0.990\t0.847\n0\t0.656\t1.252\t1.684\t1.163\t-1.618\t0.920\t1.130\t0.127\t0.000\t0.785\t0.639\t-1.468\t2.215\t0.355\t-1.993\t0.323\t0.000\t0.898\t1.599\t0.905\t0.000\t1.052\t1.185\t0.988\t0.755\t0.500\t0.697\t0.826\n1\t0.861\t0.603\t-0.470\t1.125\t0.783\t0.644\t1.325\t0.001\t0.000\t0.886\t0.988\t1.622\t1.107\t0.754\t-0.791\t1.407\t2.548\t0.647\t1.115\t-1.046\t0.000\t0.798\t0.940\t1.233\t0.942\t0.960\t0.878\t0.799\n1\t1.299\t-0.948\t0.998\t0.186\t1.023\t0.657\t-0.546\t0.272\t1.087\t1.047\t-0.417\t-0.330\t2.215\t1.237\t-0.241\t-1.571\t0.000\t0.743\t-0.642\t-1.406\t0.000\t0.313\t0.964\t0.980\t0.965\t0.636\t0.745\t0.727\n1\t2.234\t-0.063\t0.720\t0.848\t0.328\t0.387\t-0.236\t1.738\t0.000\t0.876\t0.241\t-0.687\t0.000\t1.233\t0.549\t-1.468\t0.000\t0.880\t-0.671\t-1.002\t3.102\t1.055\t0.688\t0.996\t0.609\t0.220\t0.639\t0.701\n0\t1.408\t-1.646\t1.288\t0.608\t0.023\t0.425\t-0.921\t1.310\t1.087\t0.654\t-1.810\t-0.734\t0.000\t1.160\t-0.043\t-0.572\t2.548\t0.422\t-0.928\t-0.428\t0.000\t0.322\t0.734\t1.163\t0.681\t0.955\t0.841\t0.722\n1\t0.794\t0.403\t0.028\t1.134\t-1.051\t1.744\t-0.228\t1.081\t2.173\t1.247\t0.425\t-0.623\t0.000\t1.566\t-2.382\t-0.975\t0.000\t1.836\t-0.937\t0.632\t1.551\t0.897\t0.871\t1.086\t1.473\t1.151\t1.155\t1.002\n1\t0.915\t-0.852\t1.300\t0.450\t-1.252\t0.677\t0.215\t-1.174\t2.173\t2.013\t-0.493\t-0.826\t2.215\t3.341\t-1.751\t0.515\t0.000\t0.705\t0.861\t1.456\t0.000\t0.555\t2.349\t0.977\t1.221\t0.829\t1.875\t1.444\n1\t0.527\t1.056\t1.362\t1.859\t-0.782\t0.870\t-0.754\t1.149\t2.173\t0.855\t-0.012\t0.083\t0.000\t0.289\t-1.301\t1.077\t0.000\t0.480\t1.925\t-1.419\t0.000\t0.837\t0.919\t1.283\t1.204\t0.810\t1.210\t1.004\n1\t2.151\t0.217\t-0.811\t0.482\t-0.913\t1.069\t-0.260\t0.480\t2.173\t1.096\t0.085\t1.670\t2.215\t0.347\t-1.043\t-0.569\t0.000\t1.079\t0.093\t1.116\t0.000\t0.836\t0.828\t0.971\t1.456\t1.426\t1.151\t0.955\n1\t1.205\t-0.288\t-0.995\t1.697\t-1.442\t1.093\t0.139\t0.153\t2.173\t1.429\t0.537\t0.884\t2.215\t0.526\t0.766\t-1.601\t0.000\t0.558\t0.184\t-0.666\t0.000\t0.484\t0.842\t0.985\t1.647\t1.188\t1.366\t1.030\n1\t0.425\t-2.314\t-0.753\t1.825\t0.557\t0.674\t-0.267\t-1.657\t2.173\t0.754\t-0.511\t-0.900\t0.000\t0.582\t-1.296\t0.173\t0.000\t1.164\t-0.049\t0.821\t3.102\t0.960\t0.926\t1.129\t1.318\t0.745\t1.214\t1.033\n0\t0.366\t-1.579\t-0.317\t0.605\t1.616\t1.058\t-1.021\t-0.752\t2.173\t0.602\t1.003\t-1.361\t0.000\t0.590\t1.589\t1.006\t0.000\t2.120\t0.652\t0.665\t1.551\t0.842\t0.885\t0.989\t0.878\t2.236\t1.379\t1.094\n1\t0.495\t-1.149\t-1.630\t1.694\t1.001\t0.653\t0.769\t-0.095\t1.087\t0.397\t-1.499\t-0.781\t0.000\t1.106\t0.144\t-1.239\t2.548\t0.602\t1.033\t1.163\t0.000\t1.355\t0.947\t0.986\t1.219\t0.968\t0.936\t0.853\n0\t0.402\t0.087\t-0.223\t0.608\t1.650\t0.380\t0.012\t1.321\t2.173\t0.429\t2.868\t-1.680\t0.000\t0.398\t-1.297\t-0.938\t0.000\t0.693\t1.351\t-0.087\t0.000\t0.868\t1.098\t0.992\t0.551\t0.517\t0.889\t1.051\n0\t0.711\t-0.785\t0.042\t1.553\t-0.873\t1.102\t1.521\t0.972\t2.173\t0.707\t0.975\t0.567\t0.000\t1.249\t-0.765\t-0.954\t2.548\t1.070\t0.526\t-1.739\t0.000\t1.012\t0.909\t1.068\t0.616\t2.610\t1.652\t1.329\n1\t0.986\t-1.067\t1.663\t0.366\t0.481\t0.575\t0.031\t1.132\t2.173\t0.547\t-2.349\t-0.415\t0.000\t0.636\t0.856\t-1.234\t0.000\t0.517\t0.500\t-0.719\t0.000\t1.501\t0.887\t0.983\t0.899\t0.185\t0.779\t0.727\n0\t0.431\t1.121\t1.177\t0.348\t0.254\t0.592\t1.514\t-0.160\t0.000\t0.689\t-0.418\t-1.441\t2.215\t0.672\t-0.271\t0.939\t1.274\t0.955\t-0.632\t1.643\t0.000\t1.984\t1.250\t0.994\t0.701\t0.609\t0.882\t0.755\n0\t1.044\t1.391\t1.531\t0.374\t0.906\t1.852\t0.426\t1.417\t2.173\t3.674\t-0.917\t-0.132\t1.107\t2.025\t0.181\t-1.387\t0.000\t1.060\t-1.691\t0.014\t0.000\t1.753\t1.698\t0.990\t2.500\t4.733\t2.711\t2.076\n1\t1.003\t0.162\t-0.705\t1.304\t0.769\t0.678\t-2.607\t0.930\t0.000\t1.210\t-1.250\t-0.751\t2.215\t1.307\t0.608\t1.662\t2.548\t1.154\t-0.541\t0.242\t0.000\t0.982\t1.261\t1.538\t1.046\t1.880\t1.555\t1.447\n1\t2.018\t0.352\t-0.465\t0.540\t0.032\t1.174\t0.485\t1.329\t2.173\t0.687\t0.228\t-1.174\t0.000\t0.700\t-0.286\t1.170\t0.000\t0.867\t-0.015\t0.232\t3.102\t0.958\t0.934\t0.988\t0.586\t0.934\t0.955\t0.831\n1\t0.617\t-0.348\t1.157\t0.869\t-0.484\t0.661\t-1.390\t1.644\t1.087\t0.885\t-0.478\t1.703\t0.000\t0.980\t-0.801\t-0.269\t2.548\t0.557\t-1.711\t0.595\t0.000\t0.896\t0.829\t1.010\t0.870\t1.026\t0.693\t0.636\n1\t0.738\t-0.389\t0.702\t0.966\t-0.752\t1.045\t-0.371\t1.340\t2.173\t0.447\t1.903\t-0.874\t0.000\t0.646\t-0.655\t-0.022\t2.548\t0.707\t0.437\t-0.323\t0.000\t0.670\t0.874\t1.130\t0.987\t0.981\t0.958\t0.849\n1\t0.851\t0.658\t0.398\t0.365\t-0.536\t1.012\t0.533\t1.573\t0.000\t0.949\t1.322\t0.146\t2.215\t1.031\t1.601\t0.760\t0.000\t1.313\t0.058\t-1.476\t3.102\t1.063\t0.854\t0.990\t0.899\t1.220\t0.949\t0.790\n0\t0.463\t0.526\t-0.130\t1.051\t1.410\t0.524\t0.586\t0.484\t0.000\t0.746\t-0.062\t0.711\t2.215\t1.823\t0.247\t-0.916\t2.548\t0.754\t1.245\t-0.890\t0.000\t1.013\t1.049\t0.986\t0.625\t1.250\t0.816\t0.726\n1\t0.694\t-1.192\t-1.266\t2.247\t-1.438\t0.817\t-1.375\t0.364\t0.000\t0.776\t0.086\t0.195\t2.215\t0.532\t-0.751\t-0.710\t1.274\t0.762\t0.111\t0.728\t0.000\t0.973\t0.876\t1.010\t0.643\t0.593\t0.771\t0.790\n1\t0.363\t-0.092\t-1.626\t0.178\t1.557\t0.657\t-1.220\t1.193\t0.000\t0.946\t0.219\t0.035\t0.000\t1.246\t-1.096\t0.019\t2.548\t1.688\t-0.323\t-1.068\t0.000\t0.921\t1.008\t0.795\t0.384\t1.087\t0.888\t1.027\n0\t0.346\t0.170\t1.101\t2.501\t-1.555\t0.936\t-1.165\t0.522\t1.087\t0.557\t1.141\t-0.030\t0.000\t0.607\t0.173\t-0.848\t1.274\t0.832\t-0.654\t-0.256\t0.000\t1.032\t0.682\t0.983\t1.391\t1.126\t0.969\t0.961\n1\t0.671\t-0.148\t-0.808\t0.591\t-1.700\t1.054\t-0.658\t0.475\t0.000\t1.076\t0.468\t-0.491\t0.000\t1.623\t-0.210\t-1.671\t2.548\t1.344\t-0.999\t1.162\t3.102\t2.207\t1.608\t0.996\t0.762\t0.847\t1.199\t1.006\n0\t1.742\t1.881\t1.391\t0.290\t-0.918\t0.674\t1.506\t-0.478\t0.000\t0.904\t1.095\t-1.446\t1.107\t1.120\t0.477\t-0.159\t0.000\t1.344\t0.896\t0.794\t3.102\t0.924\t0.965\t0.992\t0.817\t0.897\t0.805\t0.869\n1\t0.742\t-1.044\t1.447\t0.513\t-0.787\t0.448\t-0.380\t-1.293\t2.173\t0.462\t-2.690\t-0.649\t0.000\t0.739\t-0.247\t0.681\t2.548\t1.098\t-1.704\t0.622\t0.000\t0.912\t1.046\t0.985\t0.722\t0.702\t0.829\t0.720\n0\t1.107\t1.615\t0.786\t1.182\t0.934\t0.884\t0.783\t0.232\t2.173\t2.251\t-0.058\t-1.170\t0.000\t0.895\t1.169\t-0.046\t0.000\t1.082\t-0.652\t-1.147\t1.551\t1.043\t1.029\t0.992\t0.832\t1.332\t0.977\t0.826\n1\t0.713\t-1.450\t0.817\t0.364\t-1.184\t0.464\t-0.875\t1.604\t1.087\t0.794\t2.701\t-1.259\t0.000\t0.664\t2.301\t0.997\t0.000\t2.949\t-0.517\t0.041\t3.102\t1.007\t2.403\t0.994\t0.867\t1.233\t2.225\t1.830\n1\t0.372\t-1.721\t1.294\t0.749\t-1.649\t0.674\t0.133\t-1.081\t0.000\t0.802\t0.827\t-0.248\t0.000\t1.470\t-1.117\t0.521\t2.548\t1.103\t-0.902\t-1.106\t0.000\t0.852\t0.936\t0.988\t0.937\t0.475\t0.865\t0.758\n1\t0.832\t-1.514\t0.993\t1.754\t0.182\t0.629\t-1.983\t-1.035\t0.000\t1.338\t0.815\t-1.665\t2.215\t0.491\t0.437\t-1.243\t0.000\t1.091\t-0.591\t0.612\t0.000\t0.951\t1.083\t1.115\t1.018\t1.103\t1.494\t1.152\n1\t0.371\t-0.122\t0.822\t1.548\t-0.158\t0.857\t0.628\t-1.162\t2.173\t0.809\t-0.156\t1.531\t0.000\t0.508\t0.219\t-0.683\t0.000\t1.211\t0.537\t0.561\t3.102\t0.918\t0.846\t0.987\t0.924\t1.078\t1.009\t0.862\n1\t0.533\t0.150\t-0.653\t0.370\t0.791\t1.087\t-0.747\t-1.189\t0.000\t1.091\t-0.434\t0.593\t2.215\t0.727\t-0.803\t-0.589\t0.000\t0.700\t0.024\t1.686\t3.102\t0.912\t0.938\t0.991\t0.630\t0.684\t0.713\t0.647\n0\t1.188\t-0.158\t-1.590\t0.839\t-0.584\t0.372\t-1.353\t1.731\t0.000\t0.750\t-0.420\t0.950\t0.000\t1.073\t-0.302\t-0.355\t2.548\t1.043\t-0.023\t0.176\t3.102\t0.907\t0.974\t1.090\t0.767\t0.392\t0.652\t0.673\n1\t1.012\t1.947\t0.915\t0.906\t-1.731\t0.777\t-0.325\t-0.094\t0.000\t0.615\t0.406\t0.926\t0.000\t0.872\t0.120\t-1.384\t2.548\t0.900\t0.632\t-1.078\t0.000\t0.957\t0.771\t0.985\t1.179\t0.438\t1.108\t0.914\n1\t0.668\t0.057\t1.735\t2.306\t-0.608\t1.030\t0.344\t1.227\t0.000\t1.222\t0.865\t0.676\t2.215\t0.593\t-0.201\t-0.609\t1.274\t0.375\t0.387\t-1.161\t0.000\t0.795\t0.868\t1.475\t0.696\t0.983\t0.938\t0.893\n1\t2.024\t-0.778\t-1.446\t1.060\t-0.240\t0.606\t-1.286\t0.151\t2.173\t0.377\t-1.198\t1.644\t0.000\t0.553\t-1.836\t0.454\t0.000\t1.384\t-0.103\t0.675\t3.102\t0.814\t0.738\t1.797\t1.202\t0.746\t0.933\t0.767\n1\t1.278\t1.864\t-0.153\t1.162\t-0.151\t1.045\t0.578\t1.419\t2.173\t0.506\t0.075\t0.405\t0.000\t1.129\t0.683\t-1.420\t2.548\t0.490\t1.424\t-0.967\t0.000\t0.851\t0.930\t0.990\t1.057\t0.752\t1.070\t0.866\n1\t0.693\t0.234\t1.419\t0.768\t-1.209\t0.635\t0.287\t0.770\t2.173\t0.920\t-2.213\t-0.078\t0.000\t0.432\t-1.082\t-0.537\t0.000\t0.814\t1.064\t-1.317\t3.102\t0.939\t1.717\t0.993\t0.769\t0.823\t1.400\t1.128\n0\t2.060\t-0.587\t0.380\t2.553\t1.076\t0.877\t0.841\t-0.321\t0.000\t1.431\t2.537\t-1.189\t0.000\t1.042\t0.885\t-1.413\t1.274\t1.006\t-1.137\t-0.421\t3.102\t2.912\t1.801\t1.864\t1.267\t1.291\t1.904\t2.378\n1\t1.018\t1.554\t0.979\t1.489\t-0.657\t0.479\t0.501\t-1.092\t1.087\t0.625\t0.562\t0.079\t0.000\t0.996\t-0.748\t-0.760\t2.548\t0.989\t0.463\t1.327\t0.000\t0.920\t0.851\t1.698\t1.678\t0.665\t1.103\t0.944\n1\t0.779\t0.003\t-1.265\t0.445\t0.015\t1.259\t0.914\t-1.537\t2.173\t1.050\t0.093\t0.676\t0.000\t1.477\t0.520\t0.114\t0.000\t0.517\t-0.117\t-0.617\t3.102\t1.033\t0.745\t0.986\t1.238\t0.789\t1.037\t0.942\n0\t0.647\t2.022\t-1.498\t0.823\t-0.678\t0.791\t1.230\t0.310\t2.173\t0.347\t0.428\t-1.707\t0.000\t0.484\t-1.214\t1.385\t0.000\t0.741\t-0.454\t0.075\t3.102\t0.671\t1.209\t0.991\t0.865\t0.842\t0.765\t0.803\n1\t0.405\t-1.193\t-0.681\t0.795\t1.145\t1.365\t0.655\t0.358\t0.000\t2.257\t-0.772\t-1.523\t2.215\t0.917\t0.697\t-0.290\t0.000\t0.542\t0.172\t-0.281\t3.102\t1.115\t0.672\t0.993\t1.008\t1.038\t1.523\t1.173\n0\t0.595\t1.815\t1.601\t0.456\t-1.364\t0.636\t0.185\t0.609\t0.000\t0.601\t-1.790\t1.151\t0.000\t0.675\t1.599\t0.119\t0.000\t2.257\t0.466\t-0.924\t3.102\t0.892\t1.013\t0.997\t0.544\t0.615\t0.614\t0.598\n1\t0.909\t-0.257\t-0.572\t1.501\t-1.423\t1.137\t-1.803\t-0.227\t0.000\t1.445\t-0.367\t1.241\t2.215\t0.598\t-0.761\t-0.088\t0.000\t1.538\t-0.577\t1.480\t3.102\t0.915\t1.018\t1.121\t1.141\t0.358\t0.792\t0.835\n1\t0.554\t-0.603\t0.571\t0.430\t-1.657\t1.108\t0.888\t-0.505\t0.000\t1.208\t-0.539\t1.449\t0.000\t1.466\t0.390\t-1.434\t2.548\t1.055\t0.411\t-0.084\t0.000\t0.698\t1.100\t0.991\t0.748\t0.880\t0.886\t0.771\n1\t2.221\t1.381\t0.384\t0.319\t-1.660\t1.808\t0.175\t-0.991\t0.000\t1.001\t0.216\t1.320\t2.215\t0.692\t0.645\t0.549\t0.000\t0.753\t-0.198\t-0.203\t3.102\t0.761\t0.619\t1.123\t0.874\t0.789\t0.839\t0.711\n1\t0.504\t0.625\t-0.848\t1.359\t1.598\t2.850\t-0.941\t1.549\t0.000\t2.634\t1.093\t-0.168\t1.107\t1.602\t-2.049\t0.065\t0.000\t1.444\t1.120\t-0.787\t0.000\t1.347\t1.289\t0.987\t1.641\t0.993\t1.108\t1.106\n1\t1.042\t0.122\t-1.545\t0.824\t-1.079\t1.171\t-0.493\t0.188\t2.173\t0.768\t-0.800\t0.989\t2.215\t0.276\t-0.549\t0.577\t0.000\t0.805\t1.355\t-1.544\t0.000\t0.861\t0.971\t0.988\t1.506\t0.950\t1.125\t0.949\n0\t0.664\t-0.025\t1.616\t1.605\t-1.083\t0.805\t-2.581\t-0.510\t0.000\t0.710\t-2.405\t-1.567\t0.000\t1.025\t-0.747\t0.996\t0.000\t1.687\t0.574\t0.052\t1.551\t1.039\t1.290\t0.982\t1.167\t0.851\t1.121\t1.040\n1\t0.828\t1.095\t1.563\t0.413\t-1.513\t0.383\t-1.034\t0.185\t1.087\t0.597\t0.837\t0.697\t0.000\t0.690\t0.521\t-1.145\t1.274\t0.394\t2.378\t0.398\t0.000\t0.758\t0.776\t0.981\t0.890\t0.829\t0.808\t0.743\n1\t1.125\t-0.595\t1.383\t1.259\t1.311\t1.069\t-0.625\t0.548\t2.173\t1.073\t-0.706\t-0.068\t2.215\t2.577\t-0.690\t-1.170\t0.000\t0.538\t1.090\t-1.119\t0.000\t0.637\t0.947\t0.996\t1.209\t0.835\t0.968\t0.908\n0\t0.799\t1.486\t-0.681\t0.653\t-0.326\t1.030\t0.871\t0.393\t0.000\t1.748\t0.342\t-1.550\t2.215\t0.693\t0.659\t1.067\t0.000\t0.605\t-0.702\t-0.217\t1.551\t0.921\t1.036\t0.991\t1.100\t1.046\t1.148\t0.975\n0\t1.397\t1.504\t-1.592\t0.707\t1.161\t0.933\t1.702\t0.055\t0.000\t0.639\t0.342\t-0.887\t2.215\t0.671\t2.130\t0.661\t0.000\t0.859\t1.045\t-1.197\t3.102\t0.864\t0.886\t0.994\t0.832\t0.362\t0.778\t0.793\n0\t1.208\t1.782\t0.655\t0.994\t1.267\t0.441\t-1.476\t0.113\t0.000\t1.051\t-0.151\t-1.297\t2.215\t0.432\t1.073\t-0.657\t2.548\t0.692\t1.547\t-0.797\t0.000\t2.256\t1.320\t0.996\t1.881\t0.645\t1.178\t1.408\n0\t4.114\t-1.136\t0.450\t2.004\t-1.726\t1.308\t-0.879\t0.148\t2.173\t1.928\t-0.140\t-1.105\t0.000\t3.007\t-0.566\t-1.483\t2.548\t0.593\t0.534\t0.163\t0.000\t1.386\t1.326\t3.680\t2.102\t2.480\t1.967\t1.801\n1\t1.399\t0.606\t0.867\t1.374\t1.353\t0.733\t1.666\t-0.996\t0.000\t0.746\t1.539\t-0.368\t0.000\t0.455\t0.557\t-1.640\t0.000\t0.765\t0.642\t-0.210\t1.551\t0.931\t0.587\t0.988\t0.594\t0.152\t0.528\t0.632\n1\t1.264\t1.592\t1.627\t0.641\t-0.991\t0.620\t-0.262\t-0.512\t2.173\t0.599\t1.987\t0.752\t0.000\t1.310\t-0.283\t-0.005\t0.000\t0.628\t1.085\t-1.595\t3.102\t0.684\t0.534\t0.991\t1.422\t0.791\t0.891\t0.833\n0\t1.966\t0.808\t-0.016\t0.658\t1.676\t0.869\t0.184\t-0.743\t2.173\t0.894\t1.435\t0.678\t0.000\t1.127\t0.708\t-1.472\t2.548\t1.110\t-1.667\t1.421\t0.000\t0.401\t1.375\t1.574\t1.115\t0.839\t1.085\t1.171\n1\t0.668\t-0.818\t0.959\t0.964\t1.486\t0.434\t-0.861\t0.515\t1.087\t1.381\t-0.350\t-0.362\t2.215\t0.754\t0.192\t1.710\t0.000\t0.601\t1.186\t-1.508\t0.000\t0.510\t0.874\t0.991\t1.403\t0.861\t0.941\t0.984\n0\t0.950\t-0.329\t-1.336\t0.631\t0.380\t0.792\t-0.509\t0.365\t1.087\t0.270\t-0.188\t-0.822\t0.000\t0.704\t-0.269\t-1.692\t0.000\t0.389\t1.039\t-1.396\t3.102\t0.473\t0.798\t1.072\t0.614\t0.830\t0.621\t0.542\n0\t0.457\t-0.153\t-1.248\t2.186\t-0.492\t1.606\t-0.810\t1.150\t1.087\t1.493\t0.732\t-0.908\t0.000\t1.704\t-0.727\t0.748\t1.274\t0.514\t-0.278\t-0.373\t0.000\t0.841\t1.682\t0.988\t2.009\t0.732\t1.501\t1.380\n1\t1.601\t0.400\t-0.393\t0.310\t-0.852\t0.615\t0.275\t0.933\t1.087\t0.558\t1.776\t-0.774\t0.000\t0.771\t1.275\t1.400\t2.548\t0.891\t1.698\t1.049\t0.000\t0.921\t1.071\t0.988\t1.000\t0.616\t0.803\t0.844\n1\t0.921\t-1.862\t0.970\t1.384\t1.476\t0.471\t-0.625\t1.482\t0.000\t1.057\t0.213\t-0.073\t2.215\t1.496\t0.037\t-0.841\t0.000\t0.950\t-1.101\t0.494\t3.102\t1.405\t1.110\t0.994\t2.272\t0.886\t1.417\t1.380\n0\t0.609\t0.134\t0.525\t0.958\t-1.037\t0.947\t-0.031\t-0.127\t2.173\t0.795\t2.651\t0.915\t0.000\t1.442\t-0.879\t1.616\t2.548\t0.516\t-1.276\t-0.280\t0.000\t3.540\t2.550\t1.044\t0.936\t1.618\t2.028\t1.519\n1\t0.467\t0.148\t1.668\t1.245\t-0.452\t0.916\t-1.138\t-1.444\t1.087\t0.834\t-1.150\t0.448\t2.215\t0.660\t1.114\t0.506\t0.000\t0.493\t-1.294\t0.267\t0.000\t1.191\t1.029\t0.997\t1.079\t1.275\t1.014\t0.906\n0\t1.084\t-0.446\t-0.619\t0.392\t0.302\t1.103\t-2.219\t1.275\t0.000\t1.380\t-0.586\t-1.614\t2.215\t2.583\t-1.392\t-0.098\t0.000\t1.768\t-2.130\t-0.471\t0.000\t1.486\t1.634\t0.994\t0.993\t0.327\t1.425\t1.124\n1\t0.516\t-0.346\t-0.670\t0.711\t-1.096\t0.662\t1.828\t0.474\t0.000\t1.329\t1.070\t-1.259\t2.215\t0.849\t0.822\t1.317\t2.548\t0.525\t-0.438\t-0.055\t0.000\t0.727\t0.722\t0.978\t0.691\t0.833\t0.840\t0.775\n1\t0.529\t0.466\t-0.520\t1.165\t0.379\t0.905\t-2.117\t-0.369\t0.000\t0.757\t0.476\t0.949\t0.000\t1.933\t0.297\t1.579\t1.274\t0.790\t1.301\t1.562\t0.000\t1.033\t0.941\t0.981\t0.762\t0.710\t0.793\t0.734\n1\t0.820\t-1.966\t-1.108\t0.529\t1.227\t0.727\t0.361\t0.863\t2.173\t0.628\t0.478\t-0.408\t2.215\t0.506\t-1.657\t0.296\t0.000\t0.450\t-0.396\t-1.589\t0.000\t0.647\t0.903\t0.983\t1.047\t0.908\t0.964\t0.783\n0\t0.914\t0.142\t1.209\t0.550\t1.024\t0.897\t2.419\t0.917\t0.000\t0.957\t1.602\t-0.538\t2.215\t1.718\t0.970\t-0.906\t0.000\t1.013\t0.157\t-0.401\t3.102\t2.777\t1.741\t0.990\t0.803\t0.717\t1.181\t1.063\n0\t1.488\t-1.054\t1.496\t2.561\t1.415\t1.283\t0.340\t-0.236\t0.000\t0.718\t-1.456\t-0.103\t1.107\t1.731\t-0.431\t-1.520\t2.548\t1.088\t-0.685\t-0.145\t0.000\t0.860\t0.986\t1.011\t1.247\t1.299\t1.105\t1.086\n1\t0.699\t-0.625\t-1.286\t1.429\t-0.411\t0.499\t-0.014\t1.183\t0.000\t0.806\t0.849\t1.647\t2.215\t0.532\t-0.354\t0.658\t2.548\t0.539\t0.284\t-0.063\t0.000\t0.729\t0.690\t0.987\t0.684\t0.716\t0.767\t0.664\n0\t0.841\t-1.892\t0.086\t1.365\t0.973\t0.711\t-0.163\t-1.426\t2.173\t0.830\t-0.213\t0.104\t0.000\t1.188\t-0.263\t-0.644\t0.000\t0.975\t-0.354\t1.614\t3.102\t0.951\t1.050\t1.064\t0.922\t0.363\t0.965\t0.991\n0\t0.595\t-1.338\t-0.997\t0.576\t-0.474\t0.722\t-0.540\t0.353\t0.000\t1.074\t-1.348\t-1.236\t2.215\t0.893\t-0.052\t-0.721\t0.000\t1.102\t2.214\t0.971\t0.000\t1.042\t1.249\t0.979\t0.826\t0.120\t1.590\t1.273\n1\t0.496\t-1.100\t1.616\t0.091\t1.526\t0.678\t-0.243\t-1.641\t2.173\t0.992\t0.663\t0.467\t0.000\t0.743\t-0.377\t-0.473\t2.548\t0.548\t2.144\t-1.410\t0.000\t0.977\t0.960\t0.977\t0.630\t0.772\t0.865\t0.746\n0\t0.513\t-0.406\t0.299\t1.193\t-0.665\t0.966\t1.443\t0.629\t0.000\t1.057\t1.082\t1.029\t2.215\t1.962\t-0.561\t-1.183\t2.548\t0.562\t0.943\t-1.051\t0.000\t1.138\t0.834\t0.990\t0.980\t2.046\t1.390\t1.143\n1\t2.090\t-0.309\t-1.316\t1.446\t-0.931\t0.558\t2.211\t0.413\t0.000\t0.923\t-1.032\t-0.168\t2.215\t1.064\t1.948\t1.488\t0.000\t1.217\t-0.207\t0.102\t0.000\t0.735\t0.940\t0.999\t1.205\t1.625\t1.142\t1.039\n0\t0.698\t2.076\t-0.820\t0.984\t-0.834\t0.825\t0.417\t-1.448\t2.173\t1.525\t0.786\t1.103\t2.215\t1.077\t1.786\t0.507\t0.000\t1.264\t-0.240\t-0.418\t0.000\t1.029\t0.940\t1.005\t0.876\t1.273\t0.986\t0.918\n1\t0.647\t-0.037\t0.256\t1.037\t-1.223\t0.847\t-0.524\t0.693\t0.000\t0.666\t0.284\t-1.031\t2.215\t0.502\t-1.533\t1.225\t0.000\t0.941\t0.132\t-0.080\t0.000\t0.897\t1.143\t1.103\t0.655\t0.531\t0.726\t0.691\n0\t0.959\t0.989\t-0.703\t1.886\t-1.037\t1.833\t0.870\t-0.484\t2.173\t1.565\t-1.105\t1.454\t0.000\t0.602\t-1.598\t0.861\t0.000\t2.223\t-0.225\t0.953\t1.551\t0.889\t0.998\t0.997\t1.032\t2.430\t2.039\t1.715\n1\t2.171\t-0.507\t0.843\t0.521\t-0.981\t1.178\t-0.703\t-0.462\t2.173\t0.695\t-0.649\t-1.216\t1.107\t0.584\t0.948\t1.070\t0.000\t0.656\t-1.362\t-1.407\t0.000\t1.327\t0.927\t1.469\t1.357\t0.837\t0.969\t0.903\n0\t1.174\t-0.070\t-1.173\t1.393\t-1.021\t0.891\t-0.608\t0.808\t2.173\t0.752\t0.214\t1.371\t0.000\t1.095\t0.919\t0.140\t2.548\t0.370\t0.780\t0.493\t0.000\t0.550\t0.727\t0.982\t1.310\t1.312\t1.186\t0.957\n1\t1.038\t0.306\t1.079\t0.815\t-1.532\t0.433\t-0.648\t1.425\t2.173\t0.996\t-1.295\t-0.319\t2.215\t0.652\t0.426\t-1.156\t0.000\t0.412\t-0.615\t-0.164\t0.000\t0.577\t0.808\t0.989\t0.570\t1.023\t0.824\t0.686\n0\t0.428\t-0.635\t-0.364\t2.359\t0.468\t0.509\t-0.051\t0.529\t0.000\t1.242\t0.176\t1.464\t2.215\t1.931\t1.810\t-1.059\t0.000\t1.200\t-0.454\t-1.020\t3.102\t2.782\t1.996\t0.990\t1.391\t0.957\t1.418\t1.659\n1\t0.653\t-0.948\t-0.506\t1.566\t-1.326\t2.561\t1.832\t-0.196\t0.000\t2.335\t-0.486\t1.281\t1.107\t1.135\t-1.079\t1.099\t0.000\t2.133\t-0.511\t-1.688\t3.102\t1.060\t3.405\t0.989\t1.344\t0.912\t3.093\t2.527\n1\t0.595\t0.316\t1.569\t1.497\t0.466\t0.542\t-1.361\t-0.291\t2.173\t0.800\t0.816\t0.997\t0.000\t0.868\t-0.255\t-1.253\t2.548\t0.903\t1.006\t-0.939\t0.000\t1.109\t0.954\t1.096\t1.133\t0.816\t0.975\t0.885\n0\t0.951\t-0.856\t0.223\t1.308\t1.218\t2.035\t-0.539\t-0.913\t2.173\t2.561\t-0.533\t0.793\t2.215\t0.730\t-0.796\t-0.526\t0.000\t0.696\t0.364\t-1.013\t0.000\t0.890\t0.967\t1.207\t0.911\t3.357\t1.653\t1.268\n0\t6.695\t-1.608\t-0.184\t0.835\t-1.599\t3.701\t-1.419\t1.443\t2.173\t1.586\t-1.140\t1.131\t2.215\t3.735\t0.336\t-1.072\t0.000\t1.133\t-1.375\t0.203\t0.000\t3.048\t3.870\t3.133\t4.193\t1.096\t4.272\t4.316\n1\t0.824\t-0.100\t0.108\t1.057\t0.922\t1.720\t0.565\t0.786\t0.000\t4.604\t-0.181\t-0.861\t2.215\t1.645\t0.812\t1.254\t0.000\t2.053\t-0.485\t0.424\t3.102\t0.988\t1.551\t0.982\t1.982\t2.603\t1.947\t1.556\n1\t0.883\t-0.700\t-1.093\t0.509\t1.376\t0.785\t-1.312\t-1.480\t0.000\t1.399\t-1.234\t0.394\t2.215\t0.826\t-1.797\t0.987\t0.000\t2.217\t-0.949\t-0.384\t3.102\t0.719\t1.090\t0.988\t1.165\t1.031\t0.953\t0.892\n1\t0.994\t0.404\t1.591\t0.916\t0.679\t0.825\t1.875\t-1.461\t0.000\t0.560\t-0.332\t0.850\t2.215\t1.631\t-1.171\t-0.153\t2.548\t1.579\t-0.208\t-0.388\t0.000\t2.668\t1.813\t0.986\t1.460\t0.941\t1.740\t1.382\n1\t0.787\t-0.358\t-0.844\t0.666\t-1.729\t1.051\t-0.234\t-1.547\t2.173\t1.301\t-0.010\t0.269\t0.000\t0.624\t-1.774\t-0.570\t0.000\t1.051\t-0.292\t-0.358\t0.000\t0.856\t1.093\t0.987\t0.731\t1.117\t1.038\t0.901\n1\t0.572\t-0.671\t0.740\t0.721\t1.534\t0.783\t0.553\t0.035\t2.173\t0.648\t-0.117\t-1.529\t1.107\t0.439\t-1.403\t-0.625\t0.000\t0.484\t0.319\t-1.401\t0.000\t0.656\t0.894\t0.988\t0.862\t1.096\t1.053\t0.828\n1\t1.323\t-0.271\t0.767\t0.836\t-0.650\t0.733\t0.414\t0.672\t0.000\t0.863\t-0.900\t-0.784\t0.000\t0.840\t0.087\t-1.253\t2.548\t0.748\t-0.709\t1.324\t1.551\t0.700\t0.785\t1.394\t0.758\t0.534\t0.615\t0.599\n1\t1.004\t0.891\t1.219\t1.196\t-0.309\t0.412\t1.035\t-0.145\t0.000\t1.127\t0.184\t1.252\t2.215\t1.440\t0.336\t-0.675\t0.000\t0.686\t-0.465\t0.313\t3.102\t0.796\t0.735\t1.489\t1.086\t0.667\t0.793\t0.789\n1\t2.658\t-1.671\t-0.341\t0.201\t-0.145\t1.061\t-1.303\t1.148\t1.087\t0.470\t-1.076\t0.451\t0.000\t0.859\t-1.230\t-1.446\t2.548\t0.618\t-1.160\t1.513\t0.000\t0.582\t0.581\t0.996\t1.453\t0.855\t1.014\t0.792\n1\t0.525\t0.670\t-0.169\t0.988\t0.545\t1.234\t0.411\t-0.375\t0.000\t0.681\t-0.416\t0.038\t0.000\t2.111\t-0.879\t1.556\t2.548\t1.295\t0.084\t-1.164\t3.102\t0.895\t1.032\t0.984\t0.814\t1.070\t0.876\t0.752\n0\t0.850\t-0.117\t-1.529\t1.068\t-0.572\t0.338\t1.628\t-1.643\t0.000\t0.719\t1.360\t-0.590\t2.215\t0.906\t0.273\t1.003\t2.548\t0.925\t-1.042\t0.450\t0.000\t1.107\t0.772\t1.003\t0.882\t0.984\t0.787\t0.758\n1\t0.662\t2.000\t-0.216\t1.771\t-0.932\t1.471\t1.444\t0.966\t1.087\t0.669\t0.786\t-0.664\t2.215\t0.598\t1.548\t-0.021\t0.000\t0.984\t1.234\t1.653\t0.000\t0.849\t0.928\t0.992\t0.960\t1.530\t1.267\t0.982\n0\t0.453\t-1.992\t-1.022\t1.046\t0.951\t0.992\t-1.053\t0.083\t2.173\t1.115\t0.164\t-1.565\t2.215\t0.514\t-0.214\t-0.554\t0.000\t0.700\t-1.374\t1.463\t0.000\t0.818\t0.874\t0.986\t1.167\t1.845\t1.400\t1.067\n1\t1.530\t-0.776\t1.711\t0.090\t0.952\t1.037\t-0.468\t-0.173\t2.173\t0.742\t0.865\t0.725\t2.215\t0.929\t1.422\t-1.279\t0.000\t0.427\t-1.051\t1.042\t0.000\t1.469\t1.072\t0.980\t1.163\t1.332\t1.050\t0.983\n1\t1.064\t-2.158\t-0.937\t0.100\t1.302\t0.553\t-2.114\t0.481\t0.000\t1.692\t-0.962\t-1.236\t1.107\t1.688\t-1.003\t0.702\t0.000\t0.412\t-0.374\t0.257\t3.102\t0.998\t0.639\t0.979\t0.830\t0.763\t1.018\t0.878\n1\t1.623\t0.496\t-0.838\t0.500\t-0.332\t0.987\t-0.189\t0.780\t0.000\t1.350\t0.097\t-1.491\t2.215\t0.791\t-0.852\t0.303\t0.000\t0.577\t-0.653\t-0.383\t3.102\t0.898\t0.710\t0.991\t1.022\t0.763\t0.882\t0.973\n0\t1.831\t1.342\t1.419\t1.523\t0.906\t1.197\t-0.273\t-0.334\t0.000\t0.621\t0.689\t-0.005\t0.000\t0.306\t0.251\t-0.605\t0.000\t1.026\t0.866\t-1.159\t3.102\t0.858\t0.758\t1.031\t1.384\t0.645\t0.956\t0.864\n1\t1.025\t-0.581\t-1.061\t0.166\t0.973\t0.883\t-0.590\t0.235\t2.173\t1.278\t-0.376\t1.411\t0.000\t1.169\t0.009\t-0.462\t1.274\t0.537\t-0.896\t1.051\t0.000\t0.512\t1.064\t0.983\t0.805\t0.840\t0.858\t0.797\n0\t0.460\t-1.792\t-0.436\t0.542\t0.701\t1.044\t-0.278\t-0.669\t2.173\t0.531\t-1.229\t-1.169\t0.000\t0.929\t0.849\t1.513\t0.000\t1.518\t0.073\t0.343\t1.551\t0.929\t1.395\t0.979\t0.868\t1.082\t1.128\t0.912\n0\t0.621\t-0.508\t-1.679\t2.017\t0.693\t2.477\t-0.998\t1.368\t0.000\t2.410\t0.297\t-0.309\t0.000\t2.525\t1.967\t-0.854\t0.000\t1.123\t0.833\t-0.365\t3.102\t1.177\t1.903\t1.307\t1.147\t0.444\t1.511\t1.235\n0\t0.712\t1.145\t-1.266\t2.816\t1.635\t0.984\t0.443\t-0.169\t2.173\t0.961\t1.071\t0.072\t2.215\t0.467\t-0.459\t-0.455\t0.000\t0.955\t1.754\t1.023\t0.000\t1.447\t1.032\t0.987\t1.618\t0.568\t1.205\t1.044\n0\t0.884\t1.111\t-0.624\t0.325\t0.382\t0.467\t-0.472\t1.127\t2.173\t0.706\t-0.099\t-0.887\t2.215\t0.893\t-0.957\t0.642\t0.000\t0.639\t0.588\t1.366\t0.000\t0.973\t0.911\t0.986\t1.203\t0.835\t0.925\t0.913\n0\t1.354\t-0.864\t0.207\t0.362\t0.970\t0.453\t-0.688\t-0.610\t2.173\t1.137\t-2.424\t-1.248\t0.000\t0.699\t-0.887\t1.193\t0.000\t1.103\t0.245\t1.496\t3.102\t1.590\t1.264\t0.990\t0.964\t0.807\t1.076\t0.963\n0\t0.448\t0.593\t-1.605\t1.847\t-1.423\t0.982\t0.619\t-0.073\t2.173\t0.428\t0.176\t0.785\t0.000\t0.939\t0.513\t-0.769\t2.548\t0.494\t-1.713\t1.194\t0.000\t0.847\t0.961\t0.985\t1.492\t0.704\t1.007\t0.919\n1\t0.506\t-0.144\t0.562\t1.011\t-1.057\t0.740\t-1.048\t0.785\t0.000\t0.569\t-0.551\t1.457\t0.000\t1.198\t-0.518\t-0.044\t2.548\t1.169\t0.767\t-1.411\t3.102\t0.855\t0.946\t0.987\t0.708\t1.127\t0.899\t0.774\n1\t0.910\t-0.679\t0.815\t1.748\t-0.054\t0.680\t-0.066\t-0.845\t0.000\t1.251\t0.107\t1.668\t0.000\t0.818\t-1.345\t-1.439\t2.548\t0.554\t0.691\t0.183\t0.000\t0.946\t0.939\t1.231\t0.820\t0.224\t0.700\t0.762\n1\t2.991\t-0.038\t1.261\t0.502\t0.192\t2.866\t1.837\t-0.359\t0.000\t1.506\t-0.869\t-1.554\t2.215\t0.964\t-0.683\t1.306\t1.274\t0.517\t-1.369\t-1.277\t0.000\t5.363\t3.906\t1.392\t1.355\t0.690\t3.164\t2.575\n1\t0.908\t-1.732\t-1.690\t0.103\t0.007\t1.106\t-0.572\t-1.402\t2.173\t1.804\t-1.367\t-1.315\t2.215\t0.874\t-0.495\t-0.456\t0.000\t3.539\t0.667\t0.412\t0.000\t0.834\t1.554\t0.988\t0.787\t0.902\t1.206\t0.952\n1\t1.563\t-1.103\t0.259\t1.207\t0.722\t1.666\t0.205\t-1.059\t0.000\t0.630\t0.108\t1.219\t0.000\t1.388\t-0.443\t-1.381\t1.274\t1.429\t-0.262\t0.363\t0.000\t0.901\t1.034\t0.985\t0.577\t0.686\t0.786\t0.713\n1\t0.901\t0.728\t0.150\t0.262\t-1.654\t0.953\t0.263\t1.110\t0.000\t1.582\t0.709\t-0.907\t2.215\t0.736\t0.930\t1.434\t1.274\t0.846\t-0.110\t-0.037\t0.000\t1.211\t0.843\t0.981\t0.954\t0.998\t0.955\t0.845\n1\t1.035\t-0.281\t-1.450\t0.468\t1.676\t0.851\t-0.759\t-0.963\t2.173\t0.779\t-1.508\t-0.406\t0.000\t0.913\t-0.275\t1.168\t2.548\t1.878\t1.075\t0.320\t0.000\t1.086\t0.999\t0.979\t0.734\t1.063\t0.832\t0.750\n0\t1.211\t1.032\t-0.717\t0.630\t1.017\t1.913\t1.043\t-0.157\t0.000\t1.888\t2.323\t-1.738\t0.000\t1.369\t-0.538\t1.578\t1.274\t2.015\t0.464\t0.564\t3.102\t0.625\t1.782\t1.210\t1.206\t1.265\t1.753\t1.377\n1\t0.778\t0.192\t1.361\t0.628\t0.559\t0.852\t-0.649\t-0.050\t0.000\t0.705\t1.031\t1.642\t2.215\t1.160\t0.101\t-0.991\t2.548\t0.533\t-0.464\t1.009\t0.000\t0.841\t0.951\t0.996\t0.908\t0.819\t0.870\t0.792\n1\t0.999\t1.000\t1.506\t1.084\t-1.032\t0.700\t0.185\t0.554\t0.000\t0.630\t0.848\t1.209\t1.107\t1.588\t1.736\t-1.388\t0.000\t2.356\t1.041\t-0.244\t3.102\t1.035\t1.064\t1.089\t0.707\t1.083\t0.786\t0.804\n0\t0.511\t0.703\t-0.614\t1.148\t-0.535\t1.136\t-0.598\t1.424\t2.173\t0.686\t-1.403\t1.201\t0.000\t1.283\t-1.543\t-1.691\t0.000\t2.524\t0.359\t-0.282\t0.000\t0.755\t1.015\t0.997\t1.249\t1.124\t0.945\t0.938\n1\t0.980\t-0.305\t-1.177\t0.647\t0.212\t0.980\t-0.843\t-0.499\t0.000\t1.687\t-1.095\t0.978\t2.215\t0.742\t-0.591\t-1.494\t2.548\t0.554\t0.056\t0.219\t0.000\t0.864\t0.812\t1.047\t1.135\t0.984\t0.949\t0.828\n1\t1.148\t1.428\t0.726\t0.795\t1.648\t0.851\t0.334\t-1.157\t2.173\t0.547\t0.554\t-0.025\t0.000\t0.722\t-0.322\t-0.239\t2.548\t0.917\t0.712\t1.111\t0.000\t0.799\t0.946\t0.988\t0.988\t0.798\t0.883\t0.748\n1\t0.923\t-1.337\t-1.720\t0.720\t-0.078\t1.008\t0.634\t0.693\t1.087\t0.863\t0.411\t-0.822\t0.000\t1.064\t-0.003\t-1.420\t0.000\t1.178\t2.076\t0.353\t0.000\t0.817\t1.375\t1.125\t0.999\t0.980\t1.082\t0.992\n0\t0.683\t0.934\t-0.071\t2.487\t0.408\t0.807\t0.622\t-1.480\t0.000\t1.067\t0.155\t1.512\t1.107\t1.751\t0.311\t-0.749\t2.548\t0.701\t-1.002\t0.937\t0.000\t1.530\t1.009\t0.988\t1.488\t1.304\t1.308\t1.259\n0\t1.283\t-0.676\t-1.231\t0.516\t-0.752\t0.846\t0.582\t0.433\t2.173\t0.933\t2.126\t-1.547\t0.000\t1.013\t-0.693\t0.017\t2.548\t0.520\t-1.510\t1.008\t0.000\t3.365\t2.190\t0.981\t0.825\t0.940\t1.527\t1.548\n1\t0.617\t0.118\t1.076\t0.933\t-1.679\t0.976\t-0.352\t-0.392\t2.173\t1.066\t-0.317\t0.225\t0.000\t1.673\t0.419\t1.544\t0.000\t0.704\t0.847\t1.542\t0.000\t1.173\t0.964\t0.986\t0.711\t0.683\t0.757\t0.788\n0\t0.438\t-0.780\t-0.328\t0.136\t1.133\t0.935\t-0.005\t-0.238\t1.087\t1.769\t0.838\t1.466\t1.107\t0.974\t0.638\t-0.831\t0.000\t1.110\t0.764\t0.444\t0.000\t1.054\t0.928\t0.977\t0.978\t2.072\t1.101\t0.884\n1\t0.636\t-1.047\t-0.807\t0.804\t0.298\t0.901\t-0.050\t1.145\t1.087\t1.102\t-0.549\t-1.613\t2.215\t1.008\t-0.439\t-0.172\t0.000\t0.452\t0.129\t-0.445\t0.000\t0.301\t0.939\t0.986\t1.029\t0.972\t0.980\t0.840\n0\t1.406\t-1.022\t1.699\t0.183\t0.979\t0.779\t-0.181\t0.632\t0.000\t0.615\t-1.101\t-0.518\t2.215\t0.753\t-2.681\t-1.142\t0.000\t0.724\t0.358\t-0.078\t3.102\t2.915\t1.698\t0.976\t0.767\t0.570\t1.117\t0.981\n1\t1.830\t0.146\t-0.872\t0.716\t-0.258\t0.852\t-0.428\t0.871\t2.173\t0.556\t0.857\t1.557\t2.215\t0.587\t-0.013\t-0.004\t0.000\t0.512\t1.550\t-0.471\t0.000\t0.699\t1.012\t0.986\t0.918\t0.924\t0.928\t0.796\n1\t1.591\t0.464\t0.523\t1.143\t0.779\t2.247\t0.279\t0.974\t2.173\t4.049\t0.231\t-1.017\t0.000\t1.372\t0.940\t0.122\t0.000\t1.583\t2.290\t-0.885\t0.000\t0.992\t1.274\t0.991\t1.090\t0.896\t1.949\t1.570\n1\t1.225\t-0.285\t0.866\t0.852\t0.577\t1.015\t0.207\t-1.630\t2.173\t1.175\t-0.251\t-0.357\t0.000\t1.070\t-0.493\t-1.017\t2.548\t0.931\t0.577\t0.519\t0.000\t1.178\t0.984\t0.978\t1.305\t0.845\t0.975\t0.971\n0\t0.842\t-0.397\t-0.624\t0.829\t-0.928\t0.505\t0.427\t0.250\t0.000\t0.728\t0.135\t1.599\t2.215\t1.260\t-0.809\t1.189\t1.274\t0.770\t-0.791\t0.626\t0.000\t0.779\t0.856\t0.996\t1.010\t0.658\t0.819\t0.801\n1\t0.898\t0.536\t-1.164\t0.828\t-0.418\t0.798\t0.440\t0.307\t2.173\t0.875\t0.059\t1.506\t0.000\t0.449\t-0.851\t1.557\t2.548\t0.408\t-0.289\t0.768\t0.000\t0.506\t0.855\t0.993\t0.884\t0.873\t0.790\t0.724\n1\t1.520\t0.393\t-0.208\t1.042\t-0.858\t0.906\t1.480\t-0.707\t0.000\t1.341\t0.592\t1.221\t2.215\t1.192\t-0.458\t1.274\t1.274\t1.158\t1.988\t0.810\t0.000\t1.694\t1.717\t0.987\t1.184\t0.789\t1.401\t1.249\n1\t0.593\t0.325\t0.843\t0.534\t1.163\t0.794\t-0.817\t1.728\t0.000\t1.289\t-0.935\t-0.523\t2.215\t0.932\t0.607\t-0.497\t2.548\t0.372\t-0.540\t0.744\t0.000\t0.648\t1.039\t0.992\t1.018\t1.058\t0.877\t0.808\n1\t0.891\t-1.507\t1.261\t0.780\t-0.591\t0.692\t-0.493\t-0.114\t2.173\t1.154\t-0.311\t0.692\t2.215\t1.054\t-0.440\t-1.535\t0.000\t1.255\t-1.370\t-1.152\t0.000\t0.890\t1.093\t1.149\t1.046\t0.881\t0.929\t0.851\n1\t0.335\t2.040\t-0.850\t2.260\t-0.386\t0.506\t0.050\t-1.673\t2.173\t1.142\t0.496\t0.673\t2.215\t0.779\t1.843\t1.205\t0.000\t0.588\t1.106\t1.737\t0.000\t0.435\t0.851\t1.000\t1.057\t0.991\t0.951\t0.861\n0\t1.889\t-0.138\t1.150\t1.012\t1.711\t0.836\t-0.163\t-0.226\t1.087\t0.719\t-0.914\t-0.871\t0.000\t0.571\t-1.758\t0.111\t0.000\t0.526\t0.487\t-0.789\t3.102\t0.914\t0.948\t0.990\t0.744\t0.434\t0.838\t0.851\n0\t0.642\t0.476\t1.149\t0.954\t-0.913\t1.620\t0.137\t-1.562\t2.173\t1.707\t-0.328\t0.262\t0.000\t0.582\t-0.829\t0.117\t0.000\t0.864\t-0.783\t-1.143\t3.102\t0.787\t0.976\t1.040\t0.910\t0.847\t1.282\t1.061\n0\t4.682\t1.002\t-1.371\t1.893\t-1.244\t1.743\t0.674\t0.110\t0.000\t2.114\t1.093\t0.599\t0.000\t0.760\t0.134\t-1.208\t2.548\t1.396\t0.367\t1.136\t3.102\t1.963\t1.484\t0.995\t0.826\t0.684\t1.136\t1.698\n1\t1.579\t-0.703\t-1.104\t0.579\t-1.000\t1.557\t0.677\t1.071\t2.173\t0.983\t1.087\t0.002\t1.107\t0.531\t0.215\t-0.254\t0.000\t0.820\t-0.410\t-0.843\t0.000\t0.457\t0.736\t0.989\t1.712\t1.548\t1.351\t1.045\n1\t3.715\t0.702\t1.626\t0.515\t0.860\t1.897\t2.346\t-0.378\t0.000\t0.675\t0.865\t0.915\t0.000\t0.849\t-0.254\t0.684\t2.548\t0.798\t0.839\t-0.647\t3.102\t0.989\t0.872\t1.219\t1.077\t0.729\t1.295\t1.531\n0\t1.767\t0.515\t-0.613\t1.365\t-0.317\t3.272\t-0.745\t0.899\t0.000\t1.620\t0.341\t-1.032\t1.107\t1.635\t-2.659\t-0.919\t0.000\t0.664\t0.044\t1.676\t3.102\t6.848\t3.664\t0.982\t0.910\t0.620\t2.934\t2.543\n1\t0.629\t-1.419\t1.419\t0.595\t-1.345\t1.223\t-2.453\t0.211\t0.000\t0.682\t-1.972\t-1.519\t0.000\t1.253\t-0.517\t-1.510\t2.548\t1.270\t-0.324\t0.461\t3.102\t0.803\t1.294\t0.989\t0.585\t0.948\t1.186\t1.066\n1\t0.872\t1.353\t0.808\t0.844\t0.543\t0.334\t-1.017\t0.308\t0.000\t1.209\t0.229\t-0.934\t2.215\t0.952\t-0.150\t1.731\t2.548\t0.454\t-1.473\t-0.532\t0.000\t0.467\t0.968\t0.988\t1.422\t0.802\t1.281\t1.308\n0\t0.825\t0.030\t-1.071\t0.533\t-0.432\t0.662\t0.209\t1.556\t0.000\t1.127\t0.646\t0.696\t2.215\t0.550\t0.019\t-0.291\t0.000\t0.914\t0.941\t-0.698\t3.102\t1.084\t0.981\t0.994\t0.517\t0.898\t0.712\t0.687\n1\t0.510\t1.140\t-1.013\t0.928\t-0.318\t0.588\t-0.153\t-1.261\t0.000\t0.815\t-0.626\t0.611\t2.215\t0.581\t-0.467\t-0.128\t0.000\t1.024\t-1.231\t1.473\t1.551\t0.916\t0.917\t0.978\t2.151\t0.677\t1.625\t1.317\n1\t0.628\t-0.155\t-0.774\t1.385\t0.836\t0.803\t-1.028\t-0.234\t2.173\t1.048\t0.441\t1.389\t0.000\t1.431\t-0.196\t-0.002\t0.000\t1.266\t-0.988\t-1.650\t3.102\t0.916\t1.109\t1.282\t1.038\t1.024\t1.043\t0.905\n1\t0.709\t0.275\t1.536\t0.093\t-0.809\t0.706\t0.724\t-1.149\t1.087\t0.765\t1.682\t0.177\t0.000\t0.848\t1.039\t0.991\t0.000\t0.940\t-0.107\t-0.504\t3.102\t0.906\t0.975\t0.935\t0.862\t0.609\t0.796\t0.832\n1\t0.495\t0.914\t1.361\t1.013\t0.052\t1.353\t-0.039\t0.188\t2.173\t1.157\t-0.651\t1.515\t0.000\t1.108\t-0.748\t-1.236\t0.000\t1.671\t2.292\t-1.266\t0.000\t0.822\t1.436\t0.990\t0.863\t0.968\t1.126\t0.906\n1\t3.884\t-0.229\t1.101\t0.210\t0.569\t1.021\t1.231\t-0.752\t0.000\t0.546\t-0.552\t-0.278\t2.215\t2.028\t0.574\t-0.620\t0.000\t0.760\t-0.235\t-0.925\t0.000\t0.862\t1.109\t0.992\t0.484\t0.625\t0.952\t1.319\n0\t0.943\t1.422\t-1.220\t0.743\t1.134\t0.611\t0.457\t0.878\t1.087\t0.900\t0.757\t-1.008\t2.215\t0.671\t2.603\t0.379\t0.000\t0.743\t0.842\t0.439\t0.000\t0.828\t0.998\t0.988\t0.744\t1.096\t0.873\t0.768\n0\t1.642\t-1.163\t-0.703\t0.295\t-1.548\t1.217\t0.259\t1.111\t2.173\t0.792\t-0.088\t-0.547\t2.215\t0.636\t-0.102\t1.578\t0.000\t0.845\t0.189\t0.085\t0.000\t0.800\t0.799\t0.986\t0.672\t1.463\t1.086\t0.862\n0\t1.078\t-0.581\t1.257\t1.322\t-1.424\t0.632\t-0.451\t0.600\t0.000\t1.354\t0.112\t-0.376\t0.000\t0.655\t0.497\t-0.134\t2.548\t1.195\t-0.256\t1.728\t3.102\t1.617\t0.936\t1.098\t0.558\t0.735\t0.768\t0.837\n1\t1.392\t0.525\t-0.445\t1.232\t-0.989\t2.957\t-0.287\t1.538\t0.000\t1.594\t0.292\t0.427\t2.215\t0.385\t-1.839\t-0.156\t0.000\t0.959\t1.219\t-0.313\t3.102\t0.297\t1.150\t0.985\t0.729\t0.973\t0.967\t0.956\n0\t0.469\t0.137\t-1.226\t0.718\t-0.009\t0.867\t0.936\t1.357\t1.087\t1.321\t-0.164\t-0.137\t2.215\t1.149\t1.601\t-1.497\t0.000\t0.930\t0.879\t0.636\t0.000\t0.967\t0.912\t0.989\t0.759\t1.792\t1.113\t1.088\n1\t0.504\t-0.674\t-0.015\t0.663\t-0.738\t1.001\t-0.318\t0.660\t2.173\t1.266\t0.614\t-1.485\t1.107\t0.690\t1.435\t-0.189\t0.000\t0.483\t1.151\t-1.502\t0.000\t0.729\t1.067\t0.983\t1.733\t1.752\t1.378\t1.228\n0\t2.450\t1.863\t0.223\t0.080\t1.329\t1.098\t0.937\t1.419\t0.000\t0.736\t0.754\t-1.513\t0.000\t0.920\t0.829\t-0.340\t0.000\t0.981\t-0.897\t-1.542\t1.551\t0.925\t1.174\t0.994\t1.813\t0.806\t1.244\t1.193\n0\t0.281\t-1.028\t1.735\t0.685\t-1.409\t0.500\t0.246\t-0.617\t1.087\t0.595\t0.856\t1.036\t0.000\t0.645\t-0.639\t0.187\t2.548\t0.372\t-1.289\t1.374\t0.000\t0.920\t0.769\t0.993\t0.800\t0.585\t0.604\t0.579\n0\t0.872\t-1.795\t1.334\t1.056\t0.136\t0.577\t0.578\t-0.804\t0.000\t0.737\t1.506\t1.057\t2.215\t0.523\t-0.628\t-0.618\t2.548\t0.756\t0.851\t0.443\t0.000\t0.936\t0.924\t1.172\t0.766\t1.118\t1.424\t1.248\n1\t0.974\t-1.169\t1.065\t0.678\t-0.116\t1.190\t-0.241\t0.913\t0.000\t1.131\t-0.156\t-1.139\t2.215\t2.624\t-1.122\t-0.793\t2.548\t1.437\t-1.642\t0.677\t0.000\t1.995\t1.909\t0.987\t1.096\t1.172\t1.563\t1.227\n1\t0.899\t1.367\t0.973\t0.815\t0.054\t1.133\t-1.063\t-1.019\t0.000\t0.734\t1.501\t-1.093\t2.215\t1.236\t1.101\t0.453\t1.274\t1.649\t0.271\t-1.709\t0.000\t1.210\t1.030\t0.986\t0.850\t1.011\t0.832\t0.734\n1\t0.865\t0.067\t-0.502\t1.459\t0.067\t0.946\t1.222\t1.339\t2.173\t0.606\t0.021\t0.617\t2.215\t0.451\t1.096\t0.805\t0.000\t0.483\t2.167\t-0.651\t0.000\t0.632\t0.769\t0.985\t1.293\t0.986\t0.904\t0.769\n1\t0.781\t-0.174\t-0.170\t0.435\t0.657\t0.845\t0.380\t-1.723\t0.000\t0.605\t1.355\t0.397\t2.215\t1.549\t1.883\t-0.775\t0.000\t1.388\t-0.598\t0.959\t1.551\t0.680\t0.929\t0.983\t0.626\t1.121\t0.698\t0.632\n0\t2.163\t-0.110\t1.211\t0.310\t-0.041\t0.699\t1.147\t-1.402\t0.000\t0.941\t1.974\t-0.467\t0.000\t1.139\t-0.769\t0.260\t2.548\t1.227\t-1.056\t-1.649\t3.102\t1.035\t1.752\t1.025\t0.851\t0.914\t1.413\t1.226\n1\t0.347\t-0.411\t1.356\t0.739\t0.051\t1.719\t-0.337\t-1.466\t0.000\t0.827\t0.456\t0.147\t2.215\t1.159\t-1.175\t0.577\t0.000\t1.707\t-0.648\t-0.007\t0.000\t0.878\t1.029\t0.979\t1.105\t0.792\t0.936\t0.866\n1\t2.388\t-0.558\t-0.717\t0.983\t0.208\t1.005\t-1.236\t0.890\t0.000\t1.158\t-0.992\t1.733\t2.215\t0.457\t-1.124\t-1.513\t0.000\t0.525\t-1.346\t0.465\t3.102\t1.009\t0.931\t1.573\t0.890\t0.675\t0.904\t0.902\n1\t0.375\t0.611\t-1.260\t0.401\t1.111\t1.119\t0.185\t-0.568\t2.173\t0.777\t0.274\t1.654\t0.000\t0.911\t0.171\t0.096\t2.548\t1.306\t0.270\t0.672\t0.000\t0.821\t0.717\t0.984\t1.016\t0.708\t0.799\t0.747\n0\t2.982\t-1.084\t-0.989\t1.200\t-1.739\t1.283\t-0.458\t0.709\t0.000\t1.061\t-0.195\t-1.234\t2.215\t1.526\t-0.950\t0.533\t2.548\t1.466\t0.193\t0.316\t0.000\t1.038\t0.867\t1.637\t1.053\t1.474\t1.155\t1.313\n0\t1.025\t-0.811\t0.303\t1.781\t0.763\t1.096\t-0.753\t1.031\t2.173\t1.218\t-1.031\t-1.112\t1.107\t1.785\t-0.146\t-1.256\t0.000\t2.085\t-0.711\t-0.510\t0.000\t1.524\t1.060\t0.986\t0.833\t1.611\t1.189\t1.199\n0\t0.626\t-1.363\t-0.986\t1.620\t1.542\t0.341\t-1.759\t-0.783\t0.000\t0.896\t-0.626\t0.356\t2.215\t0.704\t0.045\t0.364\t2.548\t0.473\t0.139\t-1.436\t0.000\t0.773\t0.837\t1.061\t0.981\t0.298\t0.802\t0.705\n1\t0.456\t-2.149\t0.139\t1.536\t1.017\t0.873\t0.276\t-0.745\t2.173\t0.445\t-0.660\t0.470\t0.000\t0.873\t-0.358\t1.733\t2.548\t0.478\t-1.888\t-1.596\t0.000\t0.782\t1.148\t0.988\t0.842\t0.935\t1.072\t0.868\n1\t1.219\t-1.349\t-0.283\t1.135\t0.238\t0.963\t0.477\t1.562\t2.173\t0.589\t-0.713\t-1.057\t0.000\t0.447\t0.106\t0.617\t1.274\t0.487\t-2.252\t-1.420\t0.000\t0.835\t0.796\t0.988\t1.617\t0.633\t1.012\t0.957\n0\t0.593\t-0.770\t1.033\t1.078\t-0.210\t1.794\t0.159\t-1.256\t2.173\t0.940\t0.142\t0.571\t2.215\t1.094\t-1.372\t1.077\t0.000\t0.779\t1.546\t-0.418\t0.000\t0.819\t1.467\t0.996\t1.421\t1.905\t1.753\t1.355\n1\t0.845\t-0.685\t-1.325\t0.722\t0.995\t0.737\t-0.516\t-0.030\t2.173\t0.608\t1.254\t1.252\t0.000\t0.455\t1.310\t-0.306\t0.000\t0.720\t-0.890\t1.730\t3.102\t0.798\t0.949\t0.987\t0.861\t0.800\t0.844\t0.765\n1\t0.595\t-0.962\t-0.632\t0.412\t-1.535\t0.644\t-0.072\t1.670\t2.173\t0.584\t-0.069\t0.512\t2.215\t0.806\t-2.006\t1.172\t0.000\t0.749\t-0.895\t-0.940\t0.000\t0.957\t0.973\t0.989\t0.698\t0.781\t0.790\t0.745\n1\t0.383\t-0.470\t0.104\t1.169\t-0.941\t1.033\t2.355\t1.454\t0.000\t1.428\t1.051\t-0.056\t2.215\t1.389\t2.502\t1.068\t0.000\t3.052\t0.957\t-1.709\t3.102\t0.991\t1.499\t0.983\t1.031\t1.879\t1.312\t1.188\n0\t0.469\t1.239\t-0.446\t0.975\t0.558\t0.681\t-0.235\t-1.068\t0.000\t0.602\t-0.766\t0.514\t0.000\t0.974\t0.502\t-0.429\t1.274\t1.649\t1.403\t1.438\t3.102\t0.741\t0.781\t0.992\t0.975\t1.123\t0.899\t0.809\n0\t1.584\t0.929\t1.170\t0.716\t0.249\t1.641\t-0.316\t-1.166\t0.000\t2.496\t0.970\t0.580\t2.215\t1.352\t-0.544\t-0.598\t2.548\t0.987\t-0.984\t-1.151\t0.000\t0.865\t0.863\t1.088\t0.863\t2.429\t1.928\t1.608\n0\t0.694\t-2.236\t-0.003\t1.110\t0.550\t0.708\t-1.367\t-1.344\t0.000\t0.848\t-1.149\t1.132\t2.215\t0.796\t-0.320\t-1.683\t0.000\t1.407\t-0.107\t-0.305\t3.102\t0.830\t1.032\t0.996\t0.759\t1.094\t0.803\t0.832\n1\t1.580\t-0.382\t0.353\t1.484\t-0.194\t0.999\t-2.563\t-1.574\t0.000\t1.224\t0.399\t1.371\t2.215\t1.079\t-0.741\t-0.192\t0.000\t0.480\t0.352\t-1.165\t0.000\t0.803\t1.150\t1.002\t0.844\t0.878\t0.964\t0.818\n0\t1.294\t0.637\t1.016\t1.545\t1.425\t1.018\t0.374\t-0.741\t0.000\t1.230\t-0.296\t0.546\t1.107\t0.927\t-1.527\t-0.641\t0.000\t1.038\t0.956\t-0.583\t1.551\t1.493\t0.897\t0.991\t1.315\t1.185\t1.023\t1.063\n1\t0.304\t-1.851\t-1.119\t1.287\t-0.544\t0.916\t-0.426\t-0.858\t2.173\t1.069\t-0.867\t1.010\t2.215\t1.159\t0.318\t1.135\t0.000\t0.732\t-2.125\t0.964\t0.000\t1.083\t0.825\t0.988\t0.612\t1.486\t0.925\t0.848\n0\t0.762\t-1.328\t1.639\t1.575\t-1.320\t1.004\t2.830\t1.582\t0.000\t2.089\t0.464\t0.142\t0.000\t1.067\t0.230\t0.697\t0.000\t1.491\t0.105\t-0.199\t3.102\t1.128\t0.837\t0.983\t1.395\t0.621\t1.201\t1.566\n0\t0.406\t-0.819\t0.591\t0.865\t-0.401\t0.855\t0.977\t1.244\t2.173\t0.897\t-0.615\t-1.517\t0.000\t0.934\t-0.845\t-0.134\t2.548\t0.556\t-0.432\t-1.077\t0.000\t0.952\t0.950\t0.987\t0.984\t1.625\t0.901\t0.770\n0\t1.867\t0.678\t0.605\t0.232\t-1.037\t0.826\t-1.507\t-0.800\t2.173\t0.665\t-0.752\t0.617\t2.215\t0.548\t-2.062\t-1.026\t0.000\t1.281\t-1.854\t1.454\t0.000\t0.728\t0.918\t0.991\t1.700\t1.125\t1.142\t1.190\n0\t0.808\t1.560\t-1.694\t0.832\t0.318\t0.974\t0.835\t0.083\t2.173\t1.204\t-1.009\t-1.391\t2.215\t0.383\t-0.269\t0.163\t0.000\t0.784\t-0.470\t0.998\t0.000\t0.421\t0.789\t1.103\t1.881\t2.321\t1.477\t1.113\n1\t0.434\t-0.154\t1.046\t1.016\t-0.089\t1.199\t-1.760\t0.690\t0.000\t1.408\t-0.136\t-1.345\t2.215\t1.617\t-0.315\t-0.598\t0.000\t0.882\t-0.465\t1.410\t3.102\t3.012\t1.737\t0.982\t1.099\t0.651\t1.408\t1.313\n0\t0.338\t-1.998\t1.649\t1.187\t-0.265\t0.795\t-0.499\t0.825\t1.087\t0.598\t2.274\t-0.931\t0.000\t0.601\t1.950\t1.233\t0.000\t1.054\t0.518\t-1.298\t3.102\t0.859\t0.822\t0.992\t0.919\t1.078\t1.180\t1.354\n0\t0.604\t0.235\t-0.684\t0.856\t0.393\t1.291\t-0.864\t-1.145\t0.000\t0.767\t-1.966\t1.022\t0.000\t1.269\t-1.229\t1.426\t2.548\t2.153\t-0.633\t0.144\t1.551\t2.343\t1.481\t0.985\t0.646\t1.216\t1.180\t1.013\n0\t1.376\t0.523\t-0.122\t1.959\t0.300\t0.878\t0.803\t0.706\t2.173\t1.125\t1.185\t1.703\t0.000\t2.663\t0.940\t-1.083\t2.548\t1.109\t0.450\t-1.530\t0.000\t0.603\t0.933\t0.984\t0.911\t1.915\t1.324\t1.203\n0\t1.517\t-0.242\t-0.451\t0.531\t-0.391\t0.596\t2.512\t1.646\t0.000\t0.864\t1.331\t1.111\t2.215\t0.799\t-0.557\t0.604\t2.548\t0.513\t2.476\t-0.517\t0.000\t0.806\t0.897\t0.987\t0.764\t1.097\t1.158\t1.530\n1\t1.235\t-0.130\t0.821\t0.571\t-0.243\t0.595\t0.553\t-0.451\t2.173\t0.758\t1.116\t-1.449\t2.215\t0.510\t-1.303\t0.290\t0.000\t0.370\t-0.554\t1.385\t0.000\t0.554\t1.067\t0.986\t0.788\t0.829\t0.779\t0.727\n1\t0.789\t-0.956\t-0.995\t1.743\t-1.171\t0.403\t-2.172\t-1.180\t0.000\t1.297\t-0.565\t0.171\t2.215\t0.600\t-1.362\t-1.679\t0.000\t0.481\t-1.221\t0.225\t1.551\t0.837\t0.861\t0.991\t0.678\t0.327\t0.936\t0.790\n1\t0.519\t0.668\t-1.175\t0.505\t0.513\t0.857\t-1.439\t-1.561\t0.000\t0.703\t-1.062\t-0.863\t0.000\t1.390\t-0.177\t0.166\t1.274\t1.352\t-1.351\t0.605\t3.102\t1.016\t1.092\t0.986\t1.071\t0.908\t1.205\t1.351\n1\t1.141\t-0.488\t-0.226\t0.652\t0.837\t0.890\t0.157\t-1.478\t1.087\t0.538\t0.036\t0.081\t0.000\t0.822\t0.988\t1.287\t2.548\t0.514\t-0.903\t-0.261\t0.000\t0.455\t0.930\t0.989\t0.967\t0.822\t0.859\t0.728\n0\t0.537\t-1.408\t1.207\t0.168\t-1.435\t0.300\t-1.745\t0.919\t0.000\t0.498\t-1.628\t-1.184\t0.000\t1.150\t-0.370\t-0.404\t2.548\t1.118\t0.170\t0.252\t3.102\t0.779\t0.961\t0.978\t0.754\t0.553\t0.703\t0.654\n1\t0.706\t0.814\t1.364\t1.370\t-1.038\t0.777\t-0.918\t0.549\t1.087\t0.586\t-0.715\t-0.792\t2.215\t0.503\t0.403\t0.216\t0.000\t0.371\t0.831\t-1.642\t0.000\t0.492\t0.764\t1.129\t0.920\t0.934\t1.028\t0.784\n1\t1.005\t-0.048\t-0.263\t0.331\t-1.726\t0.897\t0.251\t1.337\t2.173\t1.272\t1.652\t-1.610\t0.000\t0.942\t-1.063\t-0.038\t0.000\t1.559\t0.081\t0.530\t3.102\t0.398\t1.209\t0.984\t0.726\t0.839\t1.009\t1.033\n0\t1.084\t1.800\t-1.726\t0.459\t0.283\t0.732\t0.034\t1.222\t0.000\t0.809\t-0.678\t-1.030\t2.215\t0.891\t1.611\t-0.152\t0.000\t0.980\t0.335\t0.135\t3.102\t0.925\t0.935\t0.987\t0.854\t0.838\t1.056\t0.924\n1\t0.692\t-1.421\t0.463\t0.484\t0.768\t1.721\t-0.427\t-0.832\t0.000\t0.583\t-0.807\t0.690\t0.000\t0.928\t-0.588\t-1.481\t2.548\t1.799\t-0.130\t0.271\t0.000\t0.672\t0.940\t0.973\t0.649\t0.686\t0.647\t0.593\n1\t0.636\t0.312\t0.525\t0.565\t-0.245\t0.697\t-0.009\t0.194\t0.000\t1.349\t0.087\t-1.292\t2.215\t0.643\t0.910\t0.735\t0.000\t1.417\t-0.561\t-1.446\t0.000\t0.848\t1.301\t0.989\t0.559\t0.697\t0.784\t0.731\n1\t0.278\t0.267\t0.024\t1.320\t1.467\t1.074\t1.551\t-1.343\t2.173\t1.138\t1.901\t0.454\t0.000\t0.832\t0.741\t-0.571\t2.548\t0.912\t1.258\t-0.312\t0.000\t0.896\t0.873\t0.990\t1.832\t0.881\t1.228\t1.291\n1\t0.467\t1.329\t-1.705\t1.220\t-0.992\t1.168\t0.129\t0.759\t2.173\t0.385\t0.333\t0.021\t0.000\t0.481\t-0.411\t-0.244\t2.548\t0.656\t0.771\t-1.012\t0.000\t0.559\t0.872\t0.994\t0.640\t0.784\t0.818\t0.667\n0\t0.497\t1.030\t-1.296\t0.338\t0.335\t0.979\t0.759\t-0.699\t2.173\t2.599\t1.084\t0.898\t2.215\t1.386\t-0.227\t-1.024\t0.000\t1.240\t1.002\t0.341\t0.000\t1.303\t1.032\t0.987\t1.303\t2.362\t1.409\t1.123\n1\t0.958\t-0.207\t0.378\t0.449\t-1.323\t1.083\t-1.150\t-1.619\t2.173\t1.135\t-0.504\t-0.183\t0.000\t0.662\t-1.490\t-0.166\t0.000\t0.935\t-1.133\t0.914\t3.102\t0.783\t0.808\t0.989\t0.984\t0.813\t0.909\t0.783\n1\t0.765\t-0.378\t0.170\t0.382\t1.690\t1.818\t-2.245\t-1.552\t0.000\t2.478\t0.860\t-0.246\t0.000\t0.751\t1.718\t1.483\t0.000\t1.124\t0.896\t0.856\t0.000\t0.688\t0.862\t0.986\t0.589\t0.634\t0.592\t0.585\n1\t0.379\t-1.546\t0.285\t0.872\t-0.953\t2.658\t-0.959\t1.091\t0.000\t1.897\t-1.108\t-0.805\t1.107\t0.982\t-0.212\t-0.635\t2.548\t1.102\t-1.497\t-0.778\t0.000\t0.971\t1.614\t0.983\t0.830\t0.716\t1.557\t1.223\n0\t0.807\t1.114\t0.425\t0.833\t1.034\t1.317\t1.457\t0.249\t0.000\t0.672\t1.472\t-0.647\t2.215\t1.076\t0.758\t-1.383\t1.274\t0.802\t-2.008\t-1.734\t0.000\t1.193\t1.272\t0.986\t0.923\t0.639\t1.069\t0.949\n0\t0.332\t-0.251\t0.874\t1.217\t-1.324\t0.594\t0.733\t0.907\t2.173\t1.437\t-1.019\t-0.086\t2.215\t0.908\t2.118\t-1.704\t0.000\t0.476\t0.492\t-1.355\t0.000\t0.747\t0.888\t0.986\t1.478\t1.745\t1.555\t1.232\n0\t0.721\t-0.275\t-0.484\t0.410\t1.493\t1.018\t-1.039\t-0.154\t2.173\t1.153\t0.516\t0.952\t0.000\t0.922\t-0.229\t1.369\t0.000\t1.624\t0.309\t-1.486\t3.102\t0.861\t0.921\t0.989\t1.074\t1.646\t1.178\t0.963\n1\t1.291\t0.183\t0.608\t0.121\t-1.695\t1.066\t-1.234\t-0.185\t0.000\t0.926\t0.000\t-1.639\t2.215\t1.431\t-0.633\t1.733\t2.548\t0.969\t0.047\t0.897\t0.000\t1.137\t1.009\t0.983\t1.062\t0.452\t0.839\t0.796\n0\t3.018\t-0.100\t1.015\t0.451\t-1.266\t1.001\t0.624\t-0.648\t2.173\t0.357\t0.773\t1.470\t0.000\t0.333\t-0.129\t-0.763\t1.274\t1.181\t1.560\t-0.636\t0.000\t0.933\t0.917\t1.431\t0.833\t0.294\t1.007\t0.960\n1\t0.814\t-0.217\t0.838\t1.581\t-1.685\t1.207\t-0.413\t-0.729\t2.173\t1.628\t1.497\t0.938\t0.000\t0.873\t-0.464\t0.169\t0.000\t1.190\t0.733\t-0.666\t3.102\t0.859\t1.062\t1.201\t1.266\t0.884\t1.377\t1.235\n1\t0.866\t-0.979\t0.565\t1.015\t-0.546\t0.961\t-0.560\t0.154\t2.173\t1.339\t0.312\t-1.714\t0.000\t0.466\t2.047\t0.735\t0.000\t0.704\t-0.533\t-1.381\t3.102\t1.670\t1.122\t1.093\t0.748\t0.856\t1.150\t1.089\n1\t0.453\t-1.405\t-0.724\t2.920\t-0.214\t0.803\t-2.643\t-1.549\t0.000\t0.921\t-2.890\t1.168\t0.000\t1.306\t-1.162\t1.193\t1.274\t0.812\t-2.151\t-1.157\t0.000\t1.000\t0.862\t0.989\t1.314\t0.397\t0.815\t1.145\n1\t0.540\t-0.597\t-0.998\t0.668\t0.995\t0.583\t-0.926\t0.781\t0.000\t1.035\t-1.474\t-1.372\t2.215\t1.163\t-0.480\t-0.672\t2.548\t0.656\t-2.222\t0.084\t0.000\t1.079\t1.114\t0.987\t1.033\t0.913\t0.867\t0.857\n1\t0.600\t-0.008\t0.801\t0.348\t-1.689\t0.617\t0.821\t1.027\t1.087\t1.051\t0.536\t0.268\t1.107\t2.350\t1.051\t-1.185\t0.000\t0.412\t-0.024\t0.529\t0.000\t1.280\t1.184\t0.983\t0.758\t0.767\t0.947\t0.789\n0\t0.741\t-0.091\t-0.886\t0.306\t-1.697\t0.722\t-2.032\t-1.354\t0.000\t0.718\t1.508\t1.463\t0.000\t1.299\t0.321\t0.506\t2.548\t1.705\t0.511\t-0.196\t3.102\t0.747\t0.941\t0.988\t1.005\t0.688\t0.824\t0.906\n0\t1.162\t1.105\t-1.153\t2.117\t-0.554\t0.802\t1.233\t1.530\t0.000\t1.023\t1.273\t1.027\t0.000\t1.309\t0.494\t0.692\t2.548\t1.635\t0.931\t0.036\t3.102\t0.845\t0.915\t1.120\t0.887\t0.703\t0.900\t0.999\n1\t1.509\t0.778\t-1.597\t0.496\t-1.150\t0.951\t0.448\t0.252\t1.087\t0.693\t1.217\t-1.079\t0.000\t1.042\t-0.313\t0.218\t0.000\t1.471\t1.357\t1.170\t3.102\t1.664\t1.234\t0.990\t0.956\t1.206\t0.991\t0.956\n1\t0.346\t-1.470\t0.489\t0.747\t-0.821\t0.615\t-0.396\t1.182\t0.000\t0.674\t0.949\t0.736\t2.215\t1.355\t-0.874\t-0.917\t0.000\t0.533\t-0.417\t1.685\t3.102\t0.894\t0.847\t0.996\t0.545\t0.599\t0.576\t0.548\n0\t0.380\t-1.076\t-0.065\t2.097\t-0.635\t0.994\t1.306\t0.439\t0.000\t0.849\t0.927\t-1.197\t1.107\t0.741\t1.005\t0.864\t0.000\t2.178\t0.669\t1.433\t3.102\t0.877\t1.123\t0.992\t2.424\t0.861\t2.132\t2.366\n0\t1.541\t0.524\t0.392\t2.444\t0.115\t1.003\t0.840\t-1.635\t0.000\t1.536\t-0.315\t-1.629\t2.215\t0.516\t1.046\t-0.529\t2.548\t0.927\t-0.927\t0.323\t0.000\t0.669\t1.167\t0.987\t0.794\t1.098\t1.194\t1.175\n1\t0.714\t1.725\t-1.396\t0.737\t0.739\t0.523\t0.840\t1.612\t2.173\t0.504\t-0.655\t-0.298\t2.215\t0.385\t1.562\t1.035\t0.000\t0.643\t1.212\t-0.217\t0.000\t0.501\t0.784\t0.988\t0.753\t0.978\t0.906\t0.708\n1\t0.606\t0.198\t1.699\t0.964\t-0.334\t1.242\t1.002\t0.408\t0.000\t1.265\t1.240\t1.669\t2.215\t1.014\t2.128\t1.702\t0.000\t1.116\t0.714\t-0.714\t0.000\t1.354\t1.042\t1.023\t0.536\t1.064\t0.846\t0.824\n0\t0.647\t1.381\t0.573\t0.873\t-0.771\t0.756\t0.377\t1.519\t0.000\t1.015\t0.780\t-1.295\t2.215\t0.646\t-1.119\t-0.255\t0.000\t1.323\t0.052\t-0.385\t3.102\t0.943\t1.036\t0.988\t0.716\t0.862\t0.833\t0.770\n1\t0.640\t-1.090\t-1.182\t1.402\t-0.927\t0.936\t0.051\t0.851\t0.000\t0.619\t-0.430\t-0.589\t2.215\t0.748\t-1.004\t0.498\t0.000\t1.151\t-1.220\t1.442\t0.000\t1.032\t1.039\t0.986\t0.640\t0.419\t0.670\t0.991\n0\t1.048\t-0.715\t1.080\t0.741\t-1.520\t1.127\t0.978\t-0.173\t2.173\t0.569\t0.058\t1.091\t2.215\t0.817\t0.389\t-1.381\t0.000\t0.578\t-1.424\t1.143\t0.000\t1.131\t0.782\t0.988\t1.452\t1.211\t0.990\t0.907\n1\t0.605\t-0.265\t-1.416\t0.756\t-0.384\t1.474\t0.452\t-0.855\t0.000\t1.622\t1.683\t1.341\t0.000\t1.421\t1.284\t0.652\t2.548\t0.604\t-0.439\t1.024\t3.102\t3.755\t2.184\t0.987\t1.593\t0.831\t1.465\t1.504\n1\t1.040\t0.702\t-0.386\t0.369\t-1.635\t0.572\t-0.391\t-1.031\t2.173\t0.839\t0.423\t0.956\t2.215\t0.532\t0.991\t-1.452\t0.000\t1.298\t1.654\t0.771\t0.000\t0.934\t0.860\t0.987\t0.887\t1.085\t0.901\t0.797\n0\t1.179\t0.565\t-0.277\t0.678\t0.145\t0.667\t0.225\t1.248\t2.173\t1.217\t-0.610\t-1.366\t2.215\t0.287\t1.593\t-0.392\t0.000\t0.608\t-1.243\t0.182\t0.000\t1.144\t0.962\t0.991\t1.529\t1.104\t1.134\t0.967\n1\t0.559\t-1.813\t0.167\t0.511\t-0.327\t1.033\t0.776\t-1.449\t2.173\t0.353\t-0.779\t1.475\t0.000\t0.828\t-0.380\t-0.002\t0.000\t0.848\t0.125\t0.853\t3.102\t0.821\t1.198\t0.988\t0.669\t0.924\t0.925\t0.787\n1\t0.965\t0.244\t0.038\t0.745\t1.427\t0.866\t-0.539\t0.046\t2.173\t0.681\t1.077\t1.484\t0.000\t1.053\t0.008\t-1.666\t0.000\t0.866\t-0.201\t1.302\t3.102\t0.934\t1.048\t1.115\t0.635\t0.841\t0.688\t0.666\n1\t0.922\t-2.005\t0.530\t0.536\t-1.467\t0.856\t-0.699\t0.932\t2.173\t0.868\t-1.003\t0.152\t2.215\t1.152\t-1.756\t-0.917\t0.000\t0.878\t-1.068\t-1.422\t0.000\t0.845\t0.996\t0.988\t0.870\t0.846\t0.814\t0.786\n0\t2.922\t-0.164\t0.530\t1.773\t0.496\t2.284\t0.154\t-1.447\t2.173\t1.570\t1.183\t-0.076\t0.000\t0.697\t-0.822\t1.314\t0.000\t1.640\t-0.821\t1.693\t0.000\t1.251\t0.789\t0.995\t2.636\t1.199\t1.706\t1.352\n0\t0.640\t-1.085\t0.597\t0.546\t-0.483\t0.658\t-1.920\t-1.038\t0.000\t0.883\t-0.094\t0.646\t1.107\t1.236\t-0.588\t1.251\t0.000\t1.211\t-0.281\t-1.452\t3.102\t1.817\t1.178\t0.988\t1.044\t0.893\t0.973\t0.906\n0\t0.304\t2.175\t-1.621\t0.785\t0.753\t1.072\t0.546\t-0.666\t2.173\t0.649\t0.657\t1.672\t2.215\t0.783\t1.293\t0.769\t0.000\t0.440\t-0.172\t0.879\t0.000\t0.590\t1.051\t0.992\t0.623\t1.058\t0.755\t0.673\n0\t0.783\t1.646\t-0.924\t0.535\t1.280\t0.546\t0.562\t-1.682\t0.000\t0.926\t1.242\t1.074\t1.107\t1.342\t0.039\t-0.351\t2.548\t1.326\t0.311\t0.025\t0.000\t1.305\t1.004\t0.987\t0.829\t1.378\t1.009\t0.931\n1\t0.354\t-1.404\t0.210\t4.521\t0.906\t3.115\t-1.455\t-0.914\t0.000\t1.436\t0.054\t0.925\t1.107\t1.984\t1.274\t-0.634\t0.000\t0.963\t-1.123\t0.941\t0.000\t2.637\t1.675\t1.029\t1.605\t0.263\t1.798\t1.798\n0\t1.035\t1.406\t-0.724\t0.833\t-1.274\t0.700\t1.249\t1.325\t2.173\t0.439\t-0.426\t0.919\t0.000\t1.060\t0.485\t0.754\t2.548\t0.870\t1.637\t-0.253\t0.000\t0.682\t0.720\t0.988\t0.938\t0.663\t0.776\t0.678\n0\t0.487\t0.597\t-0.925\t2.710\t-1.659\t1.634\t1.142\t0.261\t0.000\t0.724\t0.948\t0.641\t0.000\t1.223\t2.258\t-0.772\t0.000\t0.986\t-0.853\t1.226\t3.102\t0.800\t0.919\t0.988\t1.129\t0.791\t1.029\t1.131\n1\t1.656\t-0.268\t1.441\t0.393\t1.029\t1.693\t-1.917\t0.134\t0.000\t1.505\t1.383\t-1.297\t1.107\t0.953\t1.967\t-0.298\t0.000\t0.727\t0.805\t-0.746\t0.000\t0.995\t1.064\t0.988\t0.570\t0.807\t0.880\t0.927\n1\t0.472\t1.150\t0.226\t1.809\t-0.403\t1.113\t-0.507\t1.401\t2.173\t0.860\t0.314\t-1.396\t2.215\t0.315\t0.028\t1.234\t0.000\t1.015\t-0.828\t0.083\t0.000\t0.632\t0.836\t0.993\t1.341\t1.040\t1.723\t1.403\n0\t1.371\t-0.969\t0.236\t1.248\t-1.078\t0.802\t0.788\t0.950\t0.000\t0.701\t0.783\t-1.016\t2.215\t0.866\t-0.549\t-1.187\t1.274\t0.565\t-1.522\t0.489\t0.000\t1.819\t1.329\t1.678\t1.327\t0.645\t0.954\t1.037\n1\t0.651\t0.388\t-1.364\t0.688\t-0.656\t0.534\t-0.618\t-1.625\t2.173\t0.624\t0.697\t0.351\t0.000\t0.819\t-0.955\t0.415\t2.548\t0.449\t-0.418\t1.225\t0.000\t0.662\t0.820\t0.991\t0.766\t0.813\t0.620\t0.625\n0\t1.790\t1.406\t1.377\t0.770\t0.712\t0.896\t1.340\t-0.294\t2.173\t1.149\t0.820\t-0.677\t0.000\t0.352\t-0.166\t0.666\t2.548\t0.487\t-0.161\t-1.055\t0.000\t0.621\t0.751\t0.986\t0.670\t0.796\t0.825\t0.814\n1\t1.001\t-1.259\t-1.235\t1.686\t-0.553\t0.729\t-1.044\t0.109\t2.173\t1.165\t2.595\t1.599\t0.000\t1.165\t0.305\t0.744\t2.548\t0.794\t-0.173\t-1.331\t0.000\t2.567\t1.951\t1.039\t0.931\t1.063\t2.042\t2.267\n1\t2.324\t0.275\t-0.179\t0.442\t-0.875\t0.900\t0.560\t1.596\t2.173\t0.890\t-0.272\t0.741\t0.000\t0.848\t-0.720\t-1.703\t2.548\t1.229\t0.287\t-0.829\t0.000\t0.846\t0.901\t0.991\t1.095\t0.817\t1.005\t0.821\n1\t1.052\t-1.171\t0.309\t1.157\t0.046\t0.935\t-0.301\t-1.087\t2.173\t0.556\t-0.089\t0.853\t0.000\t1.234\t-0.022\t-0.097\t0.000\t1.645\t-0.441\t-1.713\t0.000\t0.923\t0.988\t0.993\t1.617\t0.997\t1.338\t1.100\n1\t0.489\t-0.121\t0.475\t1.099\t-1.437\t1.553\t-0.400\t0.247\t2.173\t0.950\t-0.347\t-1.209\t0.000\t0.962\t-1.602\t1.168\t0.000\t0.867\t1.096\t-0.980\t0.000\t1.134\t0.790\t1.004\t1.169\t1.025\t1.060\t0.886\n0\t1.175\t-0.294\t1.320\t0.834\t-0.271\t0.975\t0.889\t-0.965\t2.173\t0.735\t1.594\t1.580\t0.000\t1.389\t0.655\t0.194\t2.548\t0.936\t1.160\t0.685\t0.000\t0.871\t0.982\t1.358\t1.256\t1.260\t0.999\t0.905\n1\t0.898\t0.140\t1.504\t0.899\t-0.141\t0.965\t0.478\t-0.929\t0.000\t1.299\t0.184\t1.093\t2.215\t0.510\t-2.382\t0.283\t0.000\t0.972\t1.054\t-0.532\t0.000\t0.788\t0.738\t1.240\t0.890\t0.832\t0.902\t0.801\n0\t0.930\t0.252\t-0.816\t0.772\t-1.401\t0.495\t1.306\t0.386\t2.173\t0.856\t0.083\t0.124\t2.215\t0.697\t-0.732\t-1.679\t0.000\t0.697\t0.166\t1.242\t0.000\t0.549\t0.951\t0.984\t0.887\t0.668\t0.835\t0.741\n1\t1.476\t1.568\t-0.078\t0.447\t0.399\t1.883\t-0.118\t-1.072\t0.000\t2.140\t0.793\t0.956\t2.215\t1.098\t0.481\t0.643\t2.548\t0.790\t0.254\t-0.330\t0.000\t1.222\t1.507\t0.980\t1.219\t0.511\t1.519\t1.331\n0\t0.408\t-0.006\t-0.604\t1.358\t1.418\t1.644\t-0.568\t-1.521\t2.173\t1.737\t-0.687\t0.404\t0.000\t0.805\t-1.159\t-0.656\t0.000\t2.236\t-0.445\t-0.017\t3.102\t1.571\t1.022\t0.999\t0.946\t1.983\t1.376\t1.147\n0\t0.716\t1.172\t1.551\t1.366\t1.627\t0.755\t-0.034\t-1.242\t0.000\t1.030\t-0.473\t-0.108\t2.215\t0.398\t2.166\t-0.520\t0.000\t0.624\t-0.976\t0.794\t3.102\t0.777\t0.832\t0.999\t1.629\t0.583\t1.573\t1.196\n0\t0.529\t0.569\t0.242\t0.801\t1.425\t1.554\t1.491\t-1.574\t0.000\t0.848\t0.358\t0.701\t2.215\t0.978\t0.377\t-0.617\t2.548\t1.912\t-0.483\t0.240\t0.000\t1.038\t1.078\t0.987\t0.648\t0.898\t0.856\t0.756\n0\t0.767\t-0.513\t-0.216\t1.728\t0.502\t0.881\t-1.602\t1.356\t2.173\t0.732\t-0.981\t-1.110\t2.215\t0.435\t-1.506\t-1.410\t0.000\t0.574\t1.302\t-0.898\t0.000\t1.346\t0.972\t0.987\t1.329\t1.007\t1.012\t0.985\n0\t0.548\t1.261\t-1.678\t2.130\t1.332\t1.263\t-0.548\t-0.101\t2.173\t1.020\t-0.249\t-1.532\t0.000\t0.960\t-0.284\t-0.570\t1.274\t0.615\t1.860\t-0.325\t0.000\t1.144\t0.899\t0.995\t1.758\t0.587\t1.198\t1.063\n1\t0.633\t0.454\t-0.153\t2.363\t1.139\t1.706\t1.004\t-0.364\t0.000\t1.312\t0.039\t0.926\t2.215\t1.940\t1.173\t-1.251\t0.000\t0.636\t-1.083\t-1.067\t0.000\t0.747\t0.881\t1.556\t0.900\t0.873\t0.717\t0.719\n0\t1.036\t0.162\t1.057\t0.980\t1.248\t0.653\t-0.576\t1.666\t1.087\t0.742\t-1.088\t-0.453\t2.215\t1.412\t-2.447\t-0.101\t0.000\t1.220\t0.209\t-1.163\t0.000\t0.487\t0.829\t0.989\t1.010\t1.004\t1.052\t1.611\n1\t1.447\t-0.404\t0.954\t1.265\t1.289\t0.704\t-0.658\t-1.309\t0.000\t0.622\t1.512\t-1.019\t0.000\t1.879\t1.395\t-0.124\t0.000\t1.268\t-0.077\t1.525\t3.102\t1.198\t1.430\t0.980\t1.191\t1.148\t1.454\t1.529\n1\t1.593\t-0.829\t-0.117\t0.370\t0.548\t2.089\t1.986\t1.554\t0.000\t1.248\t-1.053\t0.135\t1.107\t1.225\t-0.265\t-0.019\t0.000\t2.031\t-0.380\t-1.095\t3.102\t0.721\t0.861\t0.980\t0.654\t1.365\t0.806\t0.666\n1\t0.840\t0.098\t-0.423\t0.974\t-0.670\t1.541\t0.126\t-0.165\t2.173\t1.544\t0.450\t1.301\t0.000\t1.057\t-0.279\t1.657\t0.000\t0.753\t-1.256\t-0.230\t0.000\t0.990\t0.769\t0.989\t0.978\t0.884\t1.166\t1.066\n1\t0.629\t0.733\t1.078\t0.766\t1.733\t1.110\t0.394\t0.927\t0.000\t1.041\t0.310\t-1.192\t2.215\t1.801\t0.423\t-0.405\t2.548\t0.876\t0.928\t0.522\t0.000\t0.771\t1.295\t0.983\t1.080\t0.954\t1.038\t0.912\n0\t0.840\t-2.103\t1.356\t1.345\t-1.621\t1.604\t-1.130\t0.555\t2.173\t1.297\t-0.003\t-0.846\t2.215\t0.759\t0.432\t-0.466\t0.000\t0.768\t-0.654\t-0.439\t0.000\t0.907\t0.966\t0.983\t1.416\t2.390\t1.497\t1.443\n1\t0.875\t-0.064\t1.001\t0.366\t0.113\t1.112\t0.240\t-1.741\t2.173\t1.296\t0.167\t0.279\t0.000\t0.679\t-2.589\t-0.639\t0.000\t1.834\t0.121\t-0.918\t1.551\t0.966\t1.089\t0.989\t0.935\t1.025\t1.050\t0.900\n1\t0.731\t1.426\t0.457\t0.537\t-1.074\t0.797\t0.371\t1.211\t0.000\t0.945\t1.077\t-1.326\t2.215\t1.534\t0.887\t-0.468\t2.548\t0.947\t0.623\t0.631\t0.000\t0.709\t1.026\t0.985\t0.829\t0.897\t0.891\t0.836\n1\t0.875\t0.472\t-0.990\t0.521\t0.757\t0.374\t0.856\t0.491\t2.173\t1.010\t0.443\t-0.100\t2.215\t0.668\t-1.545\t1.447\t0.000\t1.309\t0.536\t-1.476\t0.000\t1.583\t1.226\t0.987\t0.731\t0.496\t0.942\t0.814\n1\t2.396\t0.717\t-0.491\t0.480\t-1.022\t0.738\t0.440\t1.367\t1.087\t0.557\t-0.834\t1.037\t0.000\t0.374\t0.546\t1.049\t1.274\t1.121\t1.494\t1.006\t0.000\t1.802\t0.947\t0.993\t1.216\t0.192\t0.789\t0.884\n0\t1.776\t0.593\t-0.124\t0.651\t-0.310\t0.710\t0.948\t-1.633\t0.000\t1.127\t0.570\t1.129\t2.215\t1.216\t0.489\t0.630\t2.548\t0.716\t0.612\t-0.765\t0.000\t0.777\t0.966\t0.988\t1.177\t0.542\t0.830\t0.840\n0\t0.900\t0.091\t-1.078\t0.772\t1.526\t1.529\t0.685\t0.521\t0.000\t0.615\t1.407\t0.028\t0.000\t1.119\t0.919\t-1.426\t2.548\t1.044\t0.832\t-0.981\t3.102\t0.823\t1.030\t0.986\t0.582\t0.323\t0.848\t0.781\n0\t0.447\t-0.436\t0.519\t1.800\t1.402\t1.370\t0.670\t0.562\t2.173\t1.992\t0.601\t-0.909\t0.000\t0.812\t0.315\t-0.290\t0.000\t1.003\t0.466\t-1.325\t3.102\t1.067\t0.731\t0.992\t1.075\t1.232\t1.132\t1.062\n1\t0.461\t2.236\t0.998\t0.623\t1.720\t0.697\t0.434\t0.636\t0.000\t0.948\t-0.127\t-1.199\t0.000\t1.096\t-0.277\t-0.038\t0.000\t1.330\t0.411\t0.066\t3.102\t1.079\t0.690\t0.980\t0.636\t1.031\t0.861\t0.795\n0\t2.362\t1.842\t0.820\t1.941\t0.692\t1.687\t2.717\t-1.244\t0.000\t1.032\t-0.834\t-0.731\t2.215\t0.796\t1.187\t0.179\t1.274\t0.612\t1.310\t-0.613\t0.000\t0.929\t1.203\t0.978\t0.853\t1.440\t2.163\t1.605\n0\t0.940\t0.985\t-1.660\t1.077\t1.299\t0.544\t0.055\t0.593\t0.000\t0.987\t0.528\t0.008\t0.000\t1.261\t0.595\t-0.866\t2.548\t0.405\t-0.907\t-1.450\t3.102\t0.873\t1.038\t0.989\t0.966\t0.604\t0.809\t0.893\n1\t1.198\t-1.432\t1.002\t0.523\t0.588\t2.532\t-0.509\t-1.078\t0.000\t1.107\t-0.760\t0.656\t2.215\t2.078\t-1.826\t0.602\t0.000\t0.686\t1.246\t-1.618\t0.000\t1.035\t0.992\t1.000\t0.591\t0.483\t0.622\t0.621\n0\t0.910\t-0.301\t-1.104\t0.698\t1.283\t1.076\t-0.816\t-0.953\t2.173\t1.483\t-0.244\t0.469\t0.000\t0.986\t1.018\t1.053\t0.000\t0.665\t0.030\t1.371\t0.000\t0.958\t0.838\t0.985\t0.897\t0.520\t0.915\t0.807\n1\t0.542\t0.428\t0.866\t1.325\t-0.417\t0.516\t0.840\t1.287\t0.000\t1.299\t1.411\t-0.473\t2.215\t1.215\t0.083\t1.630\t0.000\t0.520\t-0.276\t1.037\t3.102\t0.701\t0.489\t1.074\t0.895\t1.046\t0.901\t0.814\n0\t0.999\t-0.359\t-1.350\t0.839\t0.327\t0.612\t-0.540\t0.782\t0.000\t1.045\t0.005\t1.302\t1.107\t1.060\t0.211\t0.282\t0.000\t3.140\t0.423\t-0.869\t3.102\t0.855\t0.876\t1.266\t1.097\t1.571\t1.084\t0.934\n1\t0.859\t1.294\t-0.430\t0.802\t1.612\t0.351\t-0.218\t-0.883\t0.000\t0.910\t2.266\t1.057\t0.000\t0.483\t0.569\t-1.389\t2.548\t0.709\t0.065\t-0.292\t1.551\t0.923\t0.731\t1.109\t0.697\t0.394\t0.482\t0.672\n0\t0.888\t-0.256\t1.000\t1.243\t0.203\t0.731\t-0.179\t-1.514\t2.173\t0.708\t0.163\t-0.605\t0.000\t0.426\t0.294\t-0.950\t2.548\t0.425\t1.382\t0.553\t0.000\t0.849\t0.914\t0.988\t0.692\t0.382\t0.690\t0.677\n0\t0.433\t0.977\t-1.303\t1.957\t-0.298\t0.687\t-0.015\t1.295\t0.000\t0.578\t0.888\t1.109\t2.215\t1.255\t-1.136\t-0.329\t2.548\t1.568\t-0.780\t1.596\t0.000\t0.866\t0.878\t1.004\t1.495\t1.467\t1.120\t1.140\n0\t1.600\t-0.040\t-0.314\t0.844\t0.906\t1.197\t-2.905\t1.189\t0.000\t1.550\t0.644\t-1.168\t2.215\t0.707\t1.879\t1.653\t0.000\t1.105\t-0.178\t0.410\t3.102\t10.018\t5.222\t1.435\t1.309\t1.285\t3.675\t2.753\n1\t0.744\t0.660\t-0.123\t1.376\t-1.602\t0.654\t0.895\t0.686\t0.000\t0.992\t1.088\t-1.525\t2.215\t1.150\t0.996\t-0.631\t2.548\t1.578\t1.634\t0.497\t0.000\t0.898\t1.087\t1.362\t0.823\t0.818\t0.896\t0.856\n1\t2.190\t0.602\t1.577\t2.602\t-1.692\t3.165\t-0.914\t0.075\t0.000\t1.212\t0.352\t-1.655\t0.000\t0.684\t0.466\t-0.831\t2.548\t1.411\t0.330\t-0.349\t3.102\t0.771\t1.005\t0.969\t0.920\t0.319\t0.921\t0.833\n1\t0.777\t-0.015\t0.275\t1.059\t1.347\t0.533\t0.139\t-0.192\t1.087\t0.712\t-0.969\t1.401\t0.000\t1.203\t0.048\t-1.444\t2.548\t0.706\t1.715\t0.019\t0.000\t0.388\t0.935\t1.034\t0.772\t0.903\t0.692\t0.720\n0\t1.222\t-0.601\t0.475\t0.856\t-0.182\t0.609\t-1.256\t-1.026\t0.000\t0.957\t-0.447\t1.270\t2.215\t0.727\t2.446\t-1.397\t0.000\t0.535\t-1.737\t-0.164\t0.000\t0.714\t1.036\t0.989\t0.534\t0.173\t0.626\t0.699\n1\t1.239\t-0.256\t-1.178\t0.567\t0.319\t1.388\t1.982\t1.389\t0.000\t1.662\t-0.080\t-0.243\t2.215\t1.860\t-0.528\t0.165\t2.548\t0.554\t0.561\t-1.237\t0.000\t0.622\t0.863\t1.133\t0.930\t0.820\t0.788\t0.683\n1\t0.729\t-0.603\t-1.321\t0.620\t0.403\t2.046\t-2.134\t0.693\t0.000\t1.093\t-1.442\t-1.497\t2.215\t1.457\t-0.777\t1.538\t0.000\t3.858\t-0.679\t-0.521\t3.102\t0.906\t1.598\t0.985\t0.910\t1.562\t1.681\t1.293\n0\t0.370\t-0.694\t0.657\t0.094\t-0.272\t1.674\t1.120\t0.761\t2.173\t2.037\t0.327\t-0.879\t0.000\t0.721\t0.617\t-1.714\t2.548\t0.490\t0.907\t-0.611\t0.000\t0.590\t0.754\t0.830\t0.864\t1.125\t1.292\t0.990\n1\t0.725\t-0.266\t0.322\t2.285\t1.034\t0.513\t0.128\t-0.150\t0.000\t1.324\t0.480\t-1.444\t1.107\t0.876\t1.170\t-0.444\t2.548\t0.573\t0.482\t-0.949\t0.000\t0.578\t0.882\t1.067\t1.261\t1.010\t1.109\t0.906\n1\t0.885\t-1.423\t1.186\t0.773\t-0.969\t0.835\t1.075\t0.572\t2.173\t0.691\t0.228\t-1.461\t0.000\t0.868\t-0.699\t-0.474\t2.548\t0.508\t-1.913\t-0.597\t0.000\t1.372\t0.914\t1.068\t1.774\t1.419\t1.211\t1.079\n1\t0.688\t-1.923\t0.359\t0.362\t0.375\t0.990\t-0.965\t0.936\t2.173\t0.890\t-0.939\t-0.935\t0.000\t0.835\t-0.684\t-0.088\t2.548\t0.368\t-0.753\t-1.377\t0.000\t0.290\t1.052\t0.996\t0.577\t0.912\t0.717\t0.651\n0\t0.601\t0.486\t-1.037\t1.800\t-0.090\t0.465\t-0.109\t-0.730\t2.173\t0.862\t-0.329\t-1.439\t2.215\t0.609\t-1.453\t0.349\t0.000\t0.929\t-0.190\t1.008\t0.000\t0.769\t0.882\t1.086\t0.674\t0.565\t0.703\t0.765\n0\t0.465\t0.925\t1.191\t0.736\t-0.762\t0.998\t2.336\t-1.640\t0.000\t1.773\t1.662\t-0.083\t0.000\t1.208\t0.884\t0.362\t2.548\t1.674\t-0.583\t-1.427\t3.102\t0.825\t0.852\t0.991\t0.797\t1.488\t1.109\t1.314\n1\t1.742\t0.523\t1.733\t1.093\t1.055\t0.748\t1.424\t0.261\t2.173\t0.237\t0.823\t0.177\t0.000\t1.138\t1.723\t-0.761\t0.000\t1.021\t0.269\t-0.831\t3.102\t0.738\t0.773\t1.096\t0.849\t0.942\t0.898\t0.838\n0\t0.924\t-1.270\t-1.392\t1.934\t-1.215\t3.614\t-0.825\t0.670\t0.000\t3.100\t-0.509\t-1.070\t1.107\t1.425\t-0.503\t0.358\t2.548\t1.784\t-1.705\t-0.724\t0.000\t4.459\t2.474\t1.005\t1.872\t2.144\t2.535\t2.255\n0\t1.660\t-0.592\t-0.034\t0.537\t-0.909\t0.877\t-2.540\t-1.692\t0.000\t1.236\t-0.830\t-1.204\t2.215\t1.495\t-1.411\t0.639\t1.274\t1.908\t-1.111\t1.143\t0.000\t1.300\t0.864\t0.986\t0.980\t1.527\t0.979\t0.928\n0\t2.144\t0.100\t-0.768\t0.690\t-1.415\t0.693\t-0.377\t0.097\t0.000\t0.570\t0.804\t0.546\t0.000\t1.416\t0.206\t1.288\t2.548\t1.003\t0.578\t0.200\t3.102\t0.930\t0.961\t0.986\t0.854\t0.786\t0.837\t0.761\n0\t0.339\t2.327\t-0.609\t0.732\t0.577\t1.173\t0.314\t0.577\t2.173\t1.272\t0.830\t-0.945\t2.215\t0.913\t1.552\t1.604\t0.000\t0.674\t-1.568\t-1.198\t0.000\t0.963\t0.939\t0.986\t0.860\t1.829\t1.005\t0.831\n1\t0.809\t-0.801\t1.018\t0.449\t-0.819\t1.119\t0.745\t-1.236\t2.173\t0.910\t0.285\t0.764\t0.000\t0.470\t1.011\t-0.496\t2.548\t0.703\t-0.678\t0.170\t0.000\t0.909\t1.120\t0.993\t0.680\t0.582\t0.722\t0.688\n1\t1.857\t0.222\t-1.552\t1.416\t1.463\t1.049\t-0.319\t-0.430\t1.087\t0.949\t0.113\t0.637\t1.107\t0.333\t0.920\t-0.178\t0.000\t0.390\t0.688\t0.425\t0.000\t0.309\t0.786\t0.994\t1.088\t1.246\t1.158\t0.889\n0\t0.522\t-1.696\t-0.140\t1.285\t0.534\t0.707\t0.039\t-1.123\t0.000\t1.076\t1.622\t-0.152\t0.000\t1.190\t0.324\t1.728\t0.000\t1.334\t-0.454\t-1.720\t1.551\t0.930\t0.826\t0.991\t0.862\t0.518\t0.560\t0.741\n0\t0.546\t0.346\t0.875\t0.982\t-0.879\t0.556\t0.747\t1.006\t2.173\t0.759\t0.369\t-0.888\t0.000\t0.731\t-0.490\t0.188\t2.548\t0.868\t-0.431\t1.669\t0.000\t0.926\t0.934\t1.015\t0.686\t0.767\t0.680\t0.621\n1\t1.482\t-0.171\t0.270\t0.861\t-0.097\t0.509\t-0.883\t0.082\t2.173\t1.341\t-0.781\t-1.414\t2.215\t1.248\t0.822\t1.456\t0.000\t0.702\t1.376\t-1.063\t0.000\t0.884\t1.348\t0.980\t1.457\t1.187\t1.147\t1.080\n1\t0.430\t-0.670\t1.499\t0.456\t0.103\t0.867\t-1.514\t-1.709\t0.000\t0.628\t-1.330\t-1.029\t2.215\t1.189\t-1.129\t-0.092\t1.274\t1.342\t-2.226\t0.014\t0.000\t1.925\t1.212\t0.989\t0.710\t0.689\t0.893\t0.755\n1\t0.755\t-0.517\t-0.381\t3.202\t-1.002\t0.895\t0.037\t1.459\t2.173\t1.332\t0.240\t0.846\t0.000\t0.571\t-0.622\t1.489\t0.000\t0.949\t0.987\t0.124\t0.000\t0.946\t1.040\t1.141\t1.438\t1.239\t1.004\t1.014\n0\t1.486\t0.284\t-1.541\t0.718\t0.122\t0.861\t-0.668\t-0.106\t2.173\t0.628\t-0.493\t1.009\t0.000\t0.751\t-0.708\t-1.237\t0.000\t1.193\t-0.376\t0.510\t3.102\t0.958\t1.000\t1.428\t0.927\t0.577\t0.835\t0.765\n1\t0.609\t-0.643\t-1.518\t0.919\t1.312\t1.122\t0.280\t1.631\t1.087\t1.284\t1.244\t-0.720\t2.215\t1.299\t0.321\t0.235\t0.000\t1.342\t-0.272\t-0.394\t0.000\t0.930\t1.255\t0.981\t0.634\t1.764\t1.195\t1.010\n1\t1.099\t0.508\t1.145\t0.660\t-1.630\t1.227\t0.256\t-1.515\t0.000\t2.024\t-1.269\t0.041\t0.000\t1.299\t1.409\t0.696\t1.274\t1.543\t0.174\t-0.878\t3.102\t4.389\t2.541\t0.992\t1.048\t1.323\t2.074\t1.595\n1\t0.382\t-1.186\t1.277\t0.523\t0.655\t0.990\t0.113\t-1.456\t2.173\t0.745\t0.766\t0.246\t0.000\t0.877\t1.452\t-0.412\t0.000\t0.533\t-0.830\t0.738\t3.102\t0.862\t0.927\t1.000\t0.899\t0.836\t0.921\t0.799\n0\t0.585\t1.053\t1.593\t0.253\t-1.195\t1.145\t0.245\t0.349\t0.000\t1.958\t-0.055\t-1.371\t2.215\t2.408\t-0.419\t-0.087\t0.000\t1.189\t-1.116\t-0.191\t0.000\t0.865\t0.952\t1.000\t0.806\t0.478\t1.134\t0.952\n1\t1.340\t0.480\t-1.731\t0.448\t0.930\t0.988\t-0.727\t-0.450\t1.087\t0.532\t-1.555\t-1.554\t2.215\t0.803\t-0.850\t0.276\t0.000\t0.564\t0.417\t0.561\t0.000\t0.609\t0.808\t0.994\t1.218\t1.014\t0.923\t0.792\n0\t0.863\t-1.714\t-1.669\t0.227\t0.384\t0.398\t0.100\t-0.268\t0.000\t0.816\t0.196\t1.501\t2.215\t1.047\t-0.546\t0.567\t2.548\t1.434\t-0.891\t-0.666\t0.000\t0.821\t1.066\t0.993\t0.740\t0.837\t0.765\t0.722\n0\t1.350\t0.840\t1.470\t0.266\t1.728\t0.861\t-1.170\t-0.853\t2.173\t0.867\t-2.180\t-0.134\t0.000\t0.901\t0.102\t0.903\t2.548\t0.682\t-0.811\t0.005\t0.000\t0.691\t0.904\t0.987\t0.802\t1.335\t1.319\t1.521\n1\t0.610\t-1.273\t-0.606\t0.273\t0.268\t1.218\t1.717\t-1.523\t0.000\t1.106\t-0.556\t-0.491\t2.215\t0.880\t1.153\t1.079\t0.000\t1.566\t-0.363\t0.335\t3.102\t0.922\t0.945\t0.993\t0.652\t0.809\t0.896\t0.767\n1\t0.441\t1.438\t-1.216\t1.243\t0.678\t0.449\t1.144\t-0.723\t0.000\t0.521\t0.958\t0.504\t0.000\t0.679\t-0.383\t0.876\t0.000\t0.640\t0.481\t-0.440\t3.102\t0.922\t0.926\t1.015\t0.640\t0.503\t0.687\t0.631\n0\t1.280\t-0.474\t-0.203\t1.654\t-0.722\t0.899\t-0.086\t1.315\t2.173\t0.492\t0.303\t0.803\t1.107\t0.769\t0.696\t0.210\t0.000\t0.378\t0.629\t-0.750\t0.000\t0.452\t0.858\t0.989\t0.891\t0.479\t0.924\t0.754\n1\t0.375\t0.035\t1.562\t1.854\t-0.327\t0.838\t-1.238\t0.634\t2.173\t0.539\t-0.855\t-1.291\t0.000\t0.716\t-0.797\t-1.667\t1.274\t0.555\t-1.061\t-0.329\t0.000\t0.664\t0.669\t1.145\t0.873\t0.865\t0.896\t0.707\n0\t0.834\t0.192\t0.717\t0.858\t-0.192\t0.696\t-1.246\t1.494\t0.000\t0.883\t-1.604\t-0.670\t0.000\t1.004\t0.048\t-1.694\t2.548\t0.489\t-0.502\t0.480\t3.102\t1.581\t0.958\t0.982\t0.844\t0.527\t0.780\t0.940\n0\t1.750\t1.370\t0.368\t0.582\t0.879\t0.636\t1.132\t-1.639\t0.000\t0.477\t2.454\t-1.366\t0.000\t0.477\t0.477\t1.170\t1.274\t1.037\t0.936\t-0.467\t0.000\t0.920\t0.742\t0.984\t0.650\t0.402\t0.517\t0.651\n1\t0.890\t-0.737\t1.551\t0.729\t-0.638\t0.924\t0.251\t-0.685\t1.087\t0.313\t-1.167\t1.234\t0.000\t0.678\t-2.092\t1.004\t0.000\t1.094\t-0.657\t0.760\t1.551\t0.952\t0.654\t1.028\t0.933\t1.178\t0.927\t0.794\n1\t1.144\t0.466\t-1.417\t1.713\t-1.573\t1.543\t0.032\t-1.425\t0.000\t3.927\t-2.156\t0.209\t0.000\t0.975\t0.126\t-1.688\t0.000\t1.501\t-0.571\t-0.211\t3.102\t0.530\t0.940\t0.972\t1.103\t0.901\t0.918\t0.810\n1\t1.995\t-0.914\t-0.352\t0.483\t1.417\t0.951\t-1.037\t1.410\t2.173\t0.416\t-1.616\t-0.372\t0.000\t0.835\t-0.820\t0.764\t0.000\t0.382\t0.129\t-0.827\t3.102\t0.849\t0.909\t1.359\t0.681\t0.704\t0.793\t0.696\n0\t2.339\t1.351\t-1.071\t0.376\t-1.258\t0.705\t-1.583\t0.396\t0.000\t0.672\t0.481\t1.499\t2.215\t1.342\t-0.371\t0.815\t1.274\t0.983\t-0.877\t-0.276\t0.000\t0.867\t0.811\t0.980\t1.832\t0.750\t1.219\t1.088\n1\t1.279\t0.942\t0.293\t0.327\t1.550\t0.744\t-0.591\t-1.094\t2.173\t0.438\t-0.529\t-0.389\t0.000\t0.777\t-0.369\t1.052\t2.548\t0.640\t-0.598\t1.393\t0.000\t0.692\t0.633\t0.987\t0.858\t0.889\t0.951\t0.787\n1\t0.429\t-1.118\t1.288\t2.003\t0.341\t1.123\t-1.946\t-1.480\t0.000\t0.769\t-0.771\t-0.248\t1.107\t0.671\t-0.832\t-1.489\t0.000\t0.584\t-1.239\t-0.130\t3.102\t0.859\t0.792\t0.986\t0.771\t0.223\t0.753\t0.825\n0\t0.684\t0.255\t1.428\t1.156\t1.251\t1.330\t-0.256\t0.195\t2.173\t1.474\t0.875\t-1.484\t2.215\t0.732\t-0.637\t-0.303\t0.000\t1.169\t0.421\t-0.765\t0.000\t0.772\t0.976\t0.983\t0.890\t2.413\t1.393\t1.169\n1\t0.680\t0.346\t0.863\t1.610\t0.085\t0.951\t0.897\t-1.156\t2.173\t0.454\t0.784\t-0.643\t2.215\t0.465\t1.640\t1.644\t0.000\t0.444\t1.313\t1.039\t0.000\t0.267\t0.655\t0.989\t0.666\t0.435\t0.771\t0.651\n1\t0.672\t0.258\t-0.037\t0.602\t1.520\t1.438\t0.525\t-0.297\t0.000\t1.309\t0.542\t1.158\t0.000\t1.865\t0.857\t-1.636\t2.548\t0.960\t-1.030\t1.396\t0.000\t1.526\t1.433\t0.986\t0.939\t1.324\t1.207\t0.999\n1\t0.644\t0.375\t0.727\t1.277\t-1.665\t1.216\t0.507\t-0.139\t0.000\t1.005\t0.730\t1.468\t2.215\t0.770\t0.063\t-1.008\t2.548\t0.729\t-0.143\t-0.009\t0.000\t1.015\t0.808\t1.049\t0.629\t0.807\t0.821\t0.762\n1\t1.025\t-0.156\t0.395\t0.555\t-0.689\t1.617\t-0.384\t-0.805\t1.087\t1.186\t0.085\t1.025\t0.000\t1.271\t-0.836\t1.411\t0.000\t0.817\t0.798\t0.587\t3.102\t0.793\t0.628\t0.990\t1.033\t1.454\t1.044\t0.889\n1\t1.229\t-0.987\t0.984\t1.625\t0.459\t1.840\t-0.156\t-0.814\t2.173\t0.804\t-1.306\t1.252\t0.000\t1.340\t-1.950\t-1.413\t0.000\t1.006\t-2.377\t0.904\t0.000\t1.036\t1.027\t0.990\t2.115\t1.129\t1.523\t1.357\n1\t1.224\t0.125\t1.468\t1.754\t0.910\t1.006\t-0.017\t-0.838\t0.000\t1.224\t-0.446\t0.042\t2.215\t0.962\t0.128\t-1.266\t0.000\t0.380\t-2.194\t0.640\t0.000\t0.678\t1.213\t0.985\t0.731\t0.673\t0.819\t0.921\n0\t1.026\t-0.837\t-1.322\t0.871\t-0.833\t0.778\t-0.554\t0.961\t0.000\t0.502\t-1.477\t0.541\t0.000\t1.895\t-1.229\t-0.065\t0.000\t2.026\t-1.270\t1.503\t3.102\t0.825\t0.902\t0.978\t0.569\t1.290\t0.871\t0.872\n1\t1.260\t0.639\t-0.257\t1.682\t-0.013\t1.895\t0.822\t-0.043\t2.173\t0.592\t2.276\t-0.690\t0.000\t3.260\t-0.058\t-1.552\t2.548\t1.826\t1.721\t1.160\t0.000\t0.877\t1.013\t0.992\t1.828\t3.349\t1.716\t1.345\n0\t0.620\t0.314\t-0.192\t1.328\t-0.820\t0.422\t0.413\t1.735\t2.173\t0.476\t0.709\t1.095\t2.215\t0.655\t-1.324\t0.088\t0.000\t0.869\t-0.361\t1.102\t0.000\t0.795\t0.842\t0.979\t0.788\t0.375\t0.621\t0.796\n1\t0.560\t-1.264\t0.255\t0.782\t-1.350\t1.316\t-0.236\t0.324\t2.173\t0.965\t-0.090\t-1.393\t0.000\t0.819\t2.619\t1.632\t0.000\t1.167\t0.052\t-0.580\t0.000\t0.931\t0.871\t0.985\t1.336\t0.828\t1.067\t1.015\n1\t0.749\t0.204\t1.742\t0.553\t-0.350\t1.494\t0.653\t-1.541\t2.173\t2.007\t0.257\t0.570\t1.107\t2.025\t0.668\t-0.590\t0.000\t1.355\t-0.515\t-0.187\t0.000\t1.482\t1.739\t0.990\t0.845\t2.461\t1.593\t1.217\n1\t0.685\t0.424\t0.338\t0.627\t-1.232\t0.840\t0.925\t0.196\t0.000\t0.901\t-0.615\t1.411\t2.215\t0.789\t-0.605\t-1.231\t0.000\t0.858\t0.527\t-1.217\t3.102\t1.913\t1.158\t0.988\t0.762\t0.771\t0.938\t0.778\n0\t1.524\t1.163\t0.206\t0.892\t0.930\t0.856\t2.530\t-0.344\t0.000\t0.875\t0.443\t-1.453\t0.000\t0.814\t1.232\t-1.300\t2.548\t1.493\t0.946\t1.337\t3.102\t0.863\t1.083\t0.988\t0.776\t0.591\t0.827\t0.883\n1\t2.726\t-0.959\t1.515\t0.993\t0.857\t0.689\t0.048\t-0.499\t1.087\t0.399\t0.377\t0.182\t0.000\t1.044\t-0.874\t-0.032\t0.000\t1.665\t-0.493\t-1.152\t3.102\t0.864\t1.093\t1.272\t1.508\t0.729\t1.076\t1.039\n1\t0.697\t-0.862\t-1.005\t1.485\t1.106\t1.777\t-0.538\t1.455\t2.173\t1.495\t-0.146\t-1.191\t0.000\t2.955\t-2.213\t-0.262\t0.000\t2.188\t0.859\t0.280\t0.000\t0.889\t0.654\t1.333\t1.026\t0.824\t1.123\t1.039\n0\t1.584\t-0.268\t-0.318\t2.260\t0.082\t1.848\t0.813\t-1.672\t2.173\t0.909\t0.064\t1.524\t0.000\t1.443\t0.306\t0.379\t2.548\t0.827\t-0.046\t-1.237\t0.000\t0.941\t1.015\t0.995\t2.383\t2.019\t1.625\t1.344\n1\t1.610\t0.241\t0.168\t0.129\t-0.424\t0.883\t-1.800\t-1.532\t0.000\t0.933\t-1.216\t1.120\t2.215\t0.729\t-0.186\t-1.606\t2.548\t0.525\t1.093\t-0.906\t0.000\t1.372\t0.950\t0.980\t1.318\t0.734\t0.920\t1.071\n1\t0.950\t-0.781\t-1.158\t0.787\t-0.639\t0.861\t0.983\t1.330\t2.173\t0.970\t1.000\t-0.055\t2.215\t0.410\t1.177\t-1.657\t0.000\t0.481\t2.316\t0.583\t0.000\t0.595\t0.741\t0.994\t1.930\t1.276\t1.557\t1.389\n1\t1.338\t0.583\t-1.372\t1.228\t-0.050\t0.819\t-0.233\t0.465\t2.173\t0.479\t-1.045\t-0.913\t0.000\t0.541\t0.606\t-1.127\t0.000\t1.051\t0.133\t1.188\t0.000\t0.784\t1.007\t1.650\t0.880\t0.575\t0.817\t0.746\n1\t0.753\t0.368\t-1.717\t1.226\t0.573\t0.918\t-0.947\t-0.861\t2.173\t0.525\t1.152\t-1.702\t0.000\t0.961\t-0.474\t0.189\t0.000\t1.373\t0.258\t-0.348\t3.102\t0.834\t0.838\t1.172\t0.829\t0.962\t0.937\t0.795\n0\t0.668\t-0.091\t-0.005\t1.274\t1.444\t0.696\t1.454\t-0.428\t0.000\t0.806\t0.785\t1.439\t2.215\t0.439\t2.187\t0.597\t0.000\t1.025\t-1.397\t1.628\t0.000\t0.928\t0.968\t1.234\t0.810\t1.103\t0.837\t0.895\n0\t0.898\t1.499\t-1.176\t0.614\t-1.661\t0.397\t0.951\t-0.280\t2.173\t0.591\t-0.235\t1.231\t0.000\t0.933\t-0.329\t0.198\t0.000\t0.483\t0.593\t0.886\t1.551\t0.916\t0.859\t0.974\t0.574\t0.406\t0.519\t0.626\n0\t1.626\t0.256\t1.590\t1.225\t1.056\t0.786\t-0.760\t-0.263\t1.087\t1.168\t-0.744\t-0.741\t2.215\t1.096\t-0.033\t-1.398\t0.000\t1.893\t-0.202\t0.147\t0.000\t0.940\t1.027\t0.992\t1.346\t0.588\t1.103\t0.925\n1\t0.565\t-0.087\t1.533\t1.256\t-0.860\t0.984\t1.911\t0.693\t0.000\t0.825\t0.638\t-0.920\t0.000\t0.367\t1.448\t1.276\t1.274\t0.783\t0.823\t-0.267\t3.102\t1.876\t1.220\t0.988\t0.682\t0.422\t0.821\t0.720\n0\t1.655\t0.577\t1.033\t2.347\t1.377\t1.478\t-0.847\t-0.517\t0.000\t0.503\t0.263\t-1.367\t2.215\t0.562\t0.668\t-0.668\t0.000\t0.394\t-0.173\t0.798\t1.551\t1.460\t0.947\t0.993\t0.815\t0.386\t0.697\t1.105\n1\t0.875\t-0.071\t0.384\t0.425\t-1.563\t1.362\t0.424\t1.481\t1.087\t1.129\t0.526\t-0.258\t0.000\t1.246\t-0.957\t-0.650\t0.000\t0.793\t0.611\t0.620\t0.000\t0.884\t0.713\t0.983\t1.067\t0.667\t0.877\t0.797\n1\t2.092\t-0.951\t-1.724\t0.926\t1.157\t0.908\t-1.167\t-0.445\t1.087\t0.904\t-0.543\t0.041\t0.000\t0.780\t-0.269\t1.273\t0.000\t0.429\t0.966\t0.098\t3.102\t1.167\t1.108\t0.999\t0.984\t1.009\t0.998\t0.907\n0\t0.322\t2.013\t1.676\t2.849\t1.332\t1.346\t-0.884\t-0.195\t1.087\t0.563\t0.988\t-1.600\t0.000\t0.609\t0.303\t0.423\t0.000\t0.841\t-0.451\t-0.699\t0.000\t0.924\t0.662\t0.985\t2.528\t1.052\t1.598\t1.236\n0\t0.752\t-0.129\t-1.204\t0.627\t-1.436\t0.431\t0.717\t1.551\t2.173\t0.539\t-0.220\t-0.295\t0.000\t1.098\t1.507\t0.512\t2.548\t0.630\t0.007\t0.311\t0.000\t0.404\t0.867\t0.984\t0.599\t0.805\t0.690\t0.675\n1\t0.691\t-1.621\t-0.259\t1.555\t0.158\t1.274\t-0.914\t1.587\t2.173\t0.335\t-2.450\t-0.486\t0.000\t0.796\t-0.268\t-0.984\t0.000\t0.485\t0.649\t-1.525\t3.102\t0.829\t0.823\t0.993\t1.436\t0.842\t0.989\t0.849\n1\t1.876\t0.909\t-1.176\t0.559\t1.672\t0.722\t-0.774\t0.419\t0.000\t1.183\t1.444\t0.731\t2.215\t0.612\t0.041\t-0.285\t0.000\t0.560\t0.550\t1.452\t3.102\t0.873\t0.757\t0.983\t1.264\t0.543\t0.938\t0.983\n1\t1.331\t-0.092\t-0.994\t1.308\t1.712\t1.007\t0.822\t0.281\t0.000\t0.859\t0.135\t-1.635\t0.000\t1.124\t-0.660\t0.525\t1.274\t0.603\t-1.931\t-0.359\t0.000\t1.697\t0.980\t1.181\t1.099\t0.494\t0.739\t0.776\n1\t0.419\t2.187\t-1.220\t1.085\t1.131\t1.022\t0.362\t-0.539\t0.000\t0.755\t1.364\t1.547\t2.215\t0.877\t0.941\t-0.136\t0.000\t1.038\t-0.168\t1.066\t3.102\t0.837\t1.057\t0.993\t0.563\t0.788\t0.895\t0.835\n1\t0.691\t2.044\t-1.157\t0.901\t0.396\t0.849\t1.435\t1.142\t0.000\t1.073\t0.789\t-0.638\t2.215\t0.798\t-0.091\t1.287\t2.548\t1.099\t1.484\t-0.395\t0.000\t1.471\t1.207\t1.077\t0.978\t1.075\t0.964\t0.895\n0\t1.158\t-0.507\t-0.255\t0.761\t1.359\t0.912\t1.854\t-1.017\t0.000\t0.292\t2.200\t-0.192\t0.000\t0.738\t0.857\t1.122\t2.548\t0.942\t-0.419\t1.363\t3.102\t0.773\t0.940\t1.292\t0.738\t0.520\t0.911\t1.059\n0\t1.587\t-0.621\t-0.508\t1.242\t-0.873\t1.131\t-0.936\t0.923\t0.000\t0.952\t-0.051\t-1.591\t2.215\t1.112\t-0.473\t0.509\t0.000\t0.737\t-0.502\t1.430\t3.102\t0.854\t1.291\t0.984\t0.807\t0.373\t0.769\t0.958\n0\t1.535\t-0.133\t1.283\t0.386\t-1.361\t0.879\t-0.178\t-0.664\t2.173\t0.844\t-0.463\t0.324\t1.107\t0.964\t0.076\t0.049\t0.000\t1.198\t-0.759\t-0.964\t0.000\t1.031\t1.035\t0.985\t1.069\t1.004\t0.844\t0.802\n0\t1.235\t1.100\t0.371\t0.195\t1.652\t1.328\t0.457\t-0.068\t0.000\t1.284\t-2.278\t-1.038\t0.000\t1.674\t-1.786\t-1.418\t0.000\t1.538\t-0.206\t0.959\t0.000\t0.945\t0.837\t0.984\t0.586\t0.813\t1.082\t1.295\n1\t0.907\t-1.094\t1.692\t0.265\t-0.079\t1.223\t-0.780\t-1.534\t0.000\t1.545\t1.597\t0.086\t0.000\t0.851\t-0.122\t0.047\t2.548\t0.932\t0.058\t-1.118\t1.551\t1.514\t0.987\t0.982\t0.881\t0.594\t0.778\t0.760\n1\t0.734\t1.633\t0.916\t0.758\t-1.131\t0.888\t-0.235\t0.128\t2.173\t0.433\t1.692\t-1.438\t0.000\t0.654\t0.427\t0.970\t0.000\t0.730\t-0.174\t-0.965\t3.102\t0.873\t1.187\t0.995\t0.787\t0.710\t0.908\t0.795\n1\t0.726\t-0.462\t-1.239\t3.277\t-0.698\t2.209\t-0.448\t1.021\t0.000\t0.813\t0.613\t0.920\t2.215\t1.079\t-0.514\t-0.117\t2.548\t0.756\t-1.246\t-0.849\t0.000\t2.238\t1.577\t1.003\t0.819\t1.019\t1.133\t1.342\n1\t2.003\t0.130\t0.243\t1.402\t-0.472\t0.413\t1.107\t-0.456\t2.173\t0.870\t-0.677\t-1.525\t0.000\t1.314\t0.099\t1.133\t0.000\t0.897\t0.654\t-1.409\t3.102\t0.926\t0.697\t1.393\t1.007\t0.499\t0.719\t0.655\n1\t1.214\t0.251\t-1.419\t0.777\t-0.443\t0.685\t1.359\t0.071\t2.173\t0.669\t0.347\t1.588\t0.000\t0.444\t1.465\t0.648\t0.000\t1.101\t1.230\t1.150\t3.102\t0.838\t0.916\t1.038\t0.890\t0.760\t0.801\t0.711\n0\t1.751\t0.332\t-0.335\t2.592\t-1.139\t0.967\t0.260\t0.921\t1.087\t1.492\t0.565\t0.405\t0.000\t1.208\t-0.033\t1.388\t2.548\t0.931\t-0.513\t-1.369\t0.000\t1.820\t1.278\t1.955\t1.433\t0.585\t1.247\t1.180\n1\t0.939\t0.927\t-1.455\t0.326\t-0.624\t0.590\t1.211\t0.906\t1.087\t1.171\t1.130\t1.715\t2.215\t2.160\t2.301\t-0.013\t0.000\t0.700\t1.796\t-0.840\t0.000\t0.954\t1.230\t0.990\t0.720\t0.815\t1.108\t0.931\n1\t0.981\t-0.254\t0.941\t1.470\t-1.699\t0.966\t1.144\t-0.794\t0.000\t1.527\t-0.037\t0.404\t2.215\t1.035\t0.751\t-1.393\t0.000\t0.708\t0.458\t-0.085\t3.102\t0.970\t0.762\t1.150\t1.174\t0.488\t1.017\t1.041\n0\t0.523\t1.008\t1.355\t0.833\t-0.562\t0.564\t0.528\t-0.076\t0.000\t0.705\t-0.533\t1.532\t2.215\t0.894\t0.743\t-1.314\t2.548\t1.540\t-0.012\t0.720\t0.000\t1.015\t1.006\t0.985\t0.776\t0.773\t0.774\t0.684\n0\t0.639\t-0.478\t-1.467\t1.897\t1.313\t0.291\t-0.117\t-0.337\t2.173\t0.429\t1.468\t-0.930\t0.000\t0.886\t0.872\t-0.204\t0.000\t0.382\t-1.038\t0.100\t1.551\t0.702\t0.711\t0.987\t0.837\t0.250\t0.562\t0.768\n0\t0.385\t-1.086\t0.594\t0.279\t0.292\t1.881\t0.494\t-1.581\t2.173\t2.330\t-0.184\t0.320\t2.215\t1.086\t0.456\t-1.139\t0.000\t0.742\t0.610\t-0.280\t0.000\t0.702\t1.012\t0.982\t0.880\t3.234\t1.517\t1.173\n0\t0.570\t0.216\t0.671\t0.733\t-0.971\t0.980\t-0.654\t-0.909\t2.173\t0.551\t0.333\t0.954\t0.000\t0.562\t1.042\t-1.561\t0.000\t2.065\t0.946\t0.443\t3.102\t0.931\t0.975\t0.989\t1.006\t2.091\t1.092\t0.889\n0\t0.330\t-1.826\t1.621\t1.614\t-1.733\t1.749\t0.072\t0.221\t0.000\t1.558\t-0.933\t-1.128\t2.215\t0.696\t-0.514\t0.733\t0.000\t0.711\t1.300\t-0.801\t0.000\t1.092\t0.965\t0.992\t0.923\t0.894\t1.239\t1.115\n0\t1.117\t-0.543\t0.562\t0.337\t-1.426\t0.551\t-0.984\t-1.050\t2.173\t0.858\t1.271\t1.476\t2.215\t0.609\t1.675\t0.018\t0.000\t0.559\t-0.095\t-0.603\t0.000\t0.810\t0.863\t0.988\t0.775\t1.631\t1.034\t0.953\n0\t1.211\t0.751\t-1.263\t0.819\t1.254\t1.252\t0.622\t0.011\t2.173\t1.275\t-0.417\t-1.538\t2.215\t0.805\t0.097\t0.416\t0.000\t0.677\t0.647\t1.158\t0.000\t0.576\t0.984\t1.057\t1.243\t2.100\t1.175\t0.932\n0\t0.642\t-0.181\t-1.409\t0.687\t-1.123\t0.893\t1.362\t0.201\t0.000\t1.003\t-0.090\t0.652\t0.000\t1.150\t-0.642\t1.589\t0.000\t0.919\t0.347\t1.454\t0.000\t0.888\t0.994\t0.982\t1.559\t0.497\t1.098\t1.000\n1\t2.163\t0.414\t-1.161\t1.134\t-0.615\t0.820\t-0.852\t0.502\t2.173\t0.666\t-0.323\t-1.693\t0.000\t0.766\t0.936\t0.893\t0.000\t0.970\t0.736\t0.250\t3.102\t1.131\t0.856\t1.027\t1.601\t0.955\t1.098\t0.980\n0\t0.543\t0.473\t0.242\t1.231\t-0.853\t0.700\t0.799\t1.131\t1.087\t0.454\t1.647\t0.350\t0.000\t0.566\t1.963\t1.072\t0.000\t1.578\t0.035\t-1.547\t3.102\t0.930\t0.943\t0.990\t0.924\t0.859\t0.749\t0.693\n0\t1.111\t-0.047\t0.415\t0.190\t0.984\t0.449\t1.469\t0.037\t0.000\t0.889\t1.165\t1.382\t1.107\t0.935\t0.902\t-1.419\t2.548\t1.379\t1.439\t-0.859\t0.000\t0.880\t1.003\t0.985\t1.038\t0.570\t0.899\t0.959\n0\t1.060\t-0.651\t-1.154\t0.427\t-1.155\t0.586\t0.321\t0.817\t2.173\t0.858\t-0.083\t0.352\t2.215\t0.778\t1.006\t-0.724\t0.000\t0.801\t-0.130\t-1.327\t0.000\t0.738\t0.900\t0.978\t1.193\t0.476\t0.924\t0.878\n0\t1.039\t-0.349\t-1.377\t1.023\t-0.560\t0.831\t-1.378\t0.530\t0.000\t1.469\t0.009\t-1.686\t1.107\t1.089\t-0.490\t0.349\t0.000\t0.898\t-0.533\t-0.677\t3.102\t0.803\t0.849\t0.986\t0.879\t0.887\t1.050\t0.945\n0\t0.344\t-1.812\t0.167\t0.333\t-0.778\t1.433\t-0.548\t-1.281\t2.173\t1.115\t-0.761\t0.591\t2.215\t0.837\t1.918\t0.265\t0.000\t0.719\t-1.674\t1.157\t0.000\t0.839\t1.563\t0.990\t0.952\t1.860\t1.569\t1.213\n0\t3.324\t0.471\t-0.979\t0.980\t-0.596\t1.497\t0.292\t0.818\t2.173\t0.641\t-0.249\t0.424\t0.000\t1.615\t-0.527\t1.039\t0.000\t1.385\t1.067\t-1.176\t1.551\t0.861\t0.913\t0.997\t0.697\t1.678\t1.398\t1.351\n1\t0.536\t-0.242\t1.194\t1.174\t-0.234\t0.598\t-0.563\t-0.689\t0.000\t0.871\t-1.289\t1.003\t2.215\t1.345\t-0.048\t0.986\t2.548\t1.015\t-1.673\t-0.679\t0.000\t0.933\t1.118\t1.055\t0.803\t0.784\t0.945\t0.837\n1\t1.147\t-1.031\t-1.239\t0.426\t1.431\t1.639\t1.635\t1.527\t0.000\t1.115\t-0.408\t0.007\t2.215\t1.803\t0.503\t0.069\t2.548\t0.682\t-0.751\t-0.161\t0.000\t0.609\t0.669\t0.984\t0.975\t0.766\t0.928\t0.733\n1\t0.755\t-2.203\t-0.889\t0.666\t0.354\t0.754\t-0.376\t0.014\t0.000\t0.927\t-2.655\t-1.572\t0.000\t0.771\t-0.054\t-0.311\t2.548\t1.589\t-0.171\t1.429\t3.102\t3.143\t1.997\t0.987\t1.044\t0.848\t1.378\t1.117\n1\t0.999\t-1.843\t-0.413\t1.144\t-0.594\t0.794\t-0.472\t0.977\t2.173\t0.446\t-2.088\t0.772\t0.000\t0.714\t0.197\t-1.179\t2.548\t0.530\t-0.491\t1.640\t0.000\t0.705\t0.857\t1.008\t1.230\t0.934\t0.913\t0.791\n0\t0.971\t0.068\t-0.483\t0.753\t0.269\t0.696\t0.891\t-1.638\t0.000\t0.539\t-0.637\t-1.343\t0.000\t1.221\t-0.147\t0.808\t2.548\t0.517\t0.452\t0.041\t1.551\t1.168\t0.823\t0.979\t0.845\t0.444\t0.706\t0.715\n0\t1.011\t-1.399\t0.504\t0.375\t1.333\t1.412\t-1.194\t-0.135\t2.173\t0.951\t-1.113\t-1.635\t0.000\t1.828\t-0.520\t1.504\t0.000\t0.429\t0.079\t-0.420\t3.102\t0.857\t0.790\t0.993\t1.001\t0.611\t1.116\t0.930\n0\t1.798\t-0.380\t1.201\t0.292\t-0.363\t1.298\t0.556\t1.519\t1.087\t2.321\t0.781\t-0.286\t2.215\t0.683\t0.506\t-1.300\t0.000\t0.561\t-1.441\t-0.454\t0.000\t1.072\t1.300\t0.991\t1.694\t2.569\t1.472\t1.226\n1\t1.381\t1.042\t0.792\t0.943\t-1.682\t0.741\t2.007\t-0.813\t0.000\t1.353\t1.019\t-0.145\t2.215\t0.623\t0.896\t-1.256\t0.000\t0.948\t1.111\t-1.029\t1.551\t0.818\t1.058\t1.252\t0.812\t0.745\t0.814\t0.801\n1\t0.662\t-2.291\t1.023\t0.997\t-0.962\t0.777\t-0.641\t-0.630\t2.173\t0.789\t-0.531\t0.225\t2.215\t1.397\t-1.186\t1.103\t0.000\t0.782\t-1.886\t1.742\t0.000\t0.852\t1.025\t1.099\t1.160\t0.804\t0.949\t0.903\n1\t0.745\t-0.227\t-0.881\t0.279\t-0.044\t0.737\t0.507\t-1.677\t0.000\t0.858\t-0.464\t-0.222\t0.000\t1.288\t-0.537\t1.277\t2.548\t1.624\t0.185\t0.268\t0.000\t0.856\t1.118\t0.988\t0.530\t0.256\t0.664\t0.674\n0\t0.585\t1.509\t1.709\t1.521\t0.616\t0.919\t-0.517\t-1.398\t0.000\t0.881\t0.698\t0.136\t2.215\t0.471\t0.250\t0.554\t2.548\t1.016\t-0.143\t-0.071\t0.000\t1.397\t0.943\t1.089\t0.844\t0.295\t0.800\t0.969\n1\t0.600\t-0.148\t0.432\t0.574\t-0.715\t1.086\t-1.158\t0.691\t0.000\t0.567\t-1.347\t-1.365\t0.000\t0.360\t-0.871\t-0.234\t0.000\t1.902\t-0.289\t-1.110\t3.102\t0.934\t0.748\t0.986\t0.516\t0.242\t0.537\t0.596\n1\t1.006\t0.090\t-0.264\t2.000\t0.367\t1.047\t-0.827\t-1.487\t2.173\t0.576\t-0.059\t1.492\t0.000\t0.882\t0.245\t-0.815\t0.000\t0.572\t-0.433\t0.832\t3.102\t0.972\t0.961\t1.058\t0.615\t0.722\t1.003\t0.868\n0\t1.356\t1.606\t-1.658\t0.958\t0.660\t0.526\t-2.811\t1.407\t0.000\t0.814\t0.816\t-0.492\t2.215\t1.240\t0.211\t-0.078\t2.548\t1.254\t0.867\t0.145\t0.000\t0.816\t0.710\t1.372\t1.067\t0.510\t0.920\t0.751\n1\t0.912\t-0.332\t1.580\t0.317\t-1.246\t2.927\t1.235\t-0.135\t0.000\t2.463\t1.021\t1.407\t0.000\t2.055\t0.537\t-1.557\t2.548\t1.019\t0.660\t0.911\t0.000\t0.932\t1.154\t0.991\t0.860\t0.985\t1.013\t0.865\n0\t0.953\t-1.152\t-0.398\t0.699\t1.200\t0.912\t-0.385\t1.061\t2.173\t1.943\t-0.983\t-0.879\t2.215\t0.901\t-1.101\t1.192\t0.000\t1.052\t-1.166\t0.464\t0.000\t0.663\t0.717\t1.121\t0.990\t2.025\t1.097\t0.911\n1\t0.830\t1.119\t1.314\t0.918\t-1.198\t0.641\t1.276\t-1.065\t0.000\t0.810\t0.948\t0.253\t0.000\t1.145\t0.031\t0.868\t1.274\t0.858\t1.868\t-0.782\t0.000\t1.140\t1.172\t0.990\t0.606\t0.584\t0.691\t0.689\n1\t0.485\t1.001\t-0.506\t1.485\t-0.200\t1.615\t-0.301\t-1.710\t2.173\t1.470\t1.471\t0.276\t0.000\t0.860\t1.008\t1.581\t0.000\t1.107\t0.533\t-1.132\t3.102\t1.631\t1.223\t0.998\t2.858\t0.989\t1.773\t1.573\n1\t1.273\t-1.399\t0.647\t1.112\t1.260\t0.818\t-0.549\t0.056\t0.000\t0.611\t-0.030\t-0.510\t2.215\t1.634\t-0.886\t-1.443\t2.548\t0.983\t-0.742\t-0.980\t0.000\t1.125\t1.185\t0.986\t1.186\t0.947\t0.986\t0.941\n1\t1.581\t0.452\t0.538\t1.062\t-0.067\t1.022\t-0.940\t-1.242\t2.173\t0.604\t-0.481\t1.160\t2.215\t0.484\t-1.251\t-1.686\t0.000\t0.686\t-0.369\t-0.222\t0.000\t0.687\t0.678\t0.986\t0.823\t0.994\t1.081\t0.854\n1\t0.762\t0.590\t-1.425\t0.709\t-1.520\t0.799\t-0.360\t-1.533\t0.000\t1.223\t-1.587\t0.577\t0.000\t1.923\t0.010\t0.079\t2.548\t1.845\t-0.478\t-0.506\t3.102\t2.443\t1.691\t0.981\t1.138\t0.841\t1.285\t1.112\n0\t2.481\t-0.420\t-0.702\t0.443\t0.261\t0.954\t-1.506\t1.408\t0.000\t0.771\t-1.134\t-0.060\t2.215\t0.826\t-0.002\t0.978\t2.548\t0.881\t-2.041\t0.574\t0.000\t1.171\t1.142\t1.108\t0.982\t0.860\t0.881\t1.017\n1\t0.549\t1.171\t-1.446\t0.446\t1.438\t0.999\t-0.156\t0.346\t2.173\t0.925\t-1.075\t-0.886\t0.000\t0.865\t-0.039\t-1.292\t0.000\t1.364\t0.555\t1.112\t3.102\t0.908\t1.215\t0.982\t0.979\t0.945\t1.017\t0.863\n0\t0.839\t-0.076\t-1.000\t1.018\t0.212\t1.104\t-1.153\t0.632\t0.000\t1.291\t-1.067\t-1.402\t2.215\t0.647\t-1.951\t-1.503\t0.000\t0.539\t-1.163\t-0.248\t1.551\t1.623\t0.948\t1.136\t1.109\t0.659\t0.876\t0.907\n1\t0.669\t-0.427\t-1.252\t1.465\t-0.204\t1.268\t-1.237\t-1.576\t0.000\t0.862\t2.113\t0.638\t0.000\t0.442\t-0.467\t-1.631\t0.000\t2.089\t0.217\t0.292\t3.102\t0.511\t1.583\t1.112\t0.905\t0.650\t1.251\t1.045\n1\t0.348\t-1.474\t0.773\t1.901\t1.470\t0.905\t0.374\t-0.524\t2.173\t0.297\t1.349\t-0.780\t0.000\t0.720\t0.884\t0.592\t2.548\t0.397\t-0.545\t0.546\t0.000\t0.683\t0.632\t0.983\t0.915\t0.902\t0.973\t0.775\n1\t1.554\t0.932\t-0.865\t1.540\t-1.449\t1.958\t1.826\t0.528\t0.000\t2.703\t-0.172\t-1.515\t1.107\t2.068\t0.939\t0.287\t0.000\t0.780\t-0.152\t-0.372\t3.102\t1.703\t1.640\t1.074\t1.479\t1.124\t2.453\t1.979\n1\t1.881\t0.567\t-0.339\t0.602\t0.492\t1.177\t1.298\t-1.643\t2.173\t0.762\t1.127\t0.313\t0.000\t0.436\t0.680\t-1.477\t0.000\t1.389\t0.582\t1.146\t3.102\t0.902\t1.081\t1.004\t0.909\t0.900\t1.009\t0.839\n1\t1.013\t0.085\t1.562\t0.378\t-1.614\t0.794\t0.421\t0.840\t2.173\t1.266\t0.298\t-0.331\t0.000\t0.889\t-1.103\t-1.588\t2.548\t0.719\t-0.501\t0.625\t0.000\t1.071\t1.177\t0.980\t0.804\t1.281\t1.010\t0.953\n1\t0.845\t0.052\t1.722\t0.596\t0.105\t0.774\t-0.227\t-1.466\t0.000\t1.048\t-0.525\t0.707\t2.215\t1.057\t0.223\t0.073\t2.548\t1.064\t-0.860\t-0.858\t0.000\t0.922\t1.086\t0.988\t0.778\t0.754\t0.878\t0.755\n0\t1.440\t-0.114\t-0.678\t0.885\t0.995\t1.367\t1.746\t1.486\t0.000\t1.816\t0.385\t0.238\t2.215\t1.337\t0.434\t-0.242\t0.000\t1.819\t0.802\t-1.450\t3.102\t2.951\t1.793\t1.561\t1.228\t1.705\t1.561\t1.412\n0\t0.749\t-0.900\t0.788\t0.755\t1.183\t1.346\t1.337\t-0.415\t0.000\t1.588\t-0.639\t-1.277\t2.215\t1.406\t-1.171\t1.127\t2.548\t1.621\t-0.831\t0.438\t0.000\t3.653\t2.929\t0.979\t0.603\t1.409\t2.111\t1.927\n1\t0.282\t-2.020\t-0.779\t1.574\t1.269\t0.648\t0.499\t1.567\t0.000\t0.582\t2.487\t-0.403\t0.000\t0.607\t-0.959\t0.530\t0.000\t1.515\t0.109\t-0.495\t0.000\t0.795\t0.767\t0.982\t1.892\t0.677\t1.745\t1.319\n0\t1.108\t1.331\t0.422\t0.520\t-1.624\t0.971\t0.792\t-0.401\t2.173\t0.829\t0.435\t1.535\t1.107\t0.531\t-0.780\t-1.026\t0.000\t0.758\t-0.841\t1.273\t0.000\t0.616\t1.179\t1.012\t0.796\t1.321\t0.876\t0.859\n0\t0.952\t-0.554\t-1.594\t0.613\t0.427\t0.627\t-1.082\t1.178\t0.000\t1.048\t-0.184\t-1.271\t0.000\t1.337\t0.213\t0.303\t2.548\t0.988\t-1.199\t-0.643\t3.102\t0.806\t1.062\t1.026\t0.699\t1.057\t0.808\t0.726\n0\t1.206\t1.413\t0.767\t0.807\t-0.228\t0.678\t-1.047\t-1.740\t2.173\t0.654\t-2.534\t-1.244\t0.000\t0.407\t-1.589\t0.291\t0.000\t0.821\t0.108\t-0.424\t1.551\t0.853\t0.915\t1.067\t0.765\t0.884\t1.138\t1.531\n1\t0.544\t-0.966\t-1.593\t0.794\t0.410\t0.717\t-0.413\t-0.900\t0.000\t0.616\t-1.050\t-0.369\t2.215\t1.436\t-0.612\t1.264\t2.548\t0.485\t1.061\t0.494\t0.000\t1.210\t0.907\t0.991\t0.695\t1.016\t0.823\t0.709\n0\t0.363\t-0.747\t1.667\t2.057\t0.504\t0.800\t1.871\t-1.625\t0.000\t0.662\t-2.131\t-0.480\t0.000\t0.675\t0.420\t-0.526\t0.000\t1.585\t-1.073\t-1.154\t3.102\t0.802\t0.894\t1.038\t1.001\t1.209\t1.101\t1.003\n0\t1.639\t-0.467\t1.004\t0.571\t1.324\t1.114\t-1.460\t-0.219\t0.000\t1.803\t1.201\t-1.306\t2.215\t0.882\t1.389\t-0.710\t0.000\t1.657\t0.451\t0.892\t3.102\t0.994\t1.044\t0.987\t0.931\t1.534\t1.493\t1.237\n1\t0.613\t0.155\t1.293\t0.884\t-1.449\t0.899\t1.719\t0.660\t0.000\t1.131\t0.161\t-0.856\t2.215\t0.884\t1.479\t-0.989\t2.548\t0.589\t1.568\t-0.327\t0.000\t0.946\t0.984\t0.981\t1.216\t0.856\t0.909\t0.843\n1\t0.633\t0.586\t-0.472\t1.327\t-1.028\t0.627\t1.325\t1.302\t0.000\t0.702\t0.635\t-0.245\t2.215\t0.470\t2.160\t-1.545\t0.000\t0.862\t1.523\t0.281\t0.000\t0.936\t0.933\t0.984\t0.721\t0.593\t0.619\t0.799\n1\t2.111\t0.434\t1.391\t0.402\t0.331\t0.708\t0.673\t0.910\t2.173\t0.767\t1.198\t-1.023\t0.000\t1.143\t-1.323\t-0.468\t2.548\t1.346\t-0.209\t-0.556\t0.000\t0.752\t0.986\t1.041\t0.644\t1.786\t1.124\t0.964\n1\t0.385\t-0.358\t1.250\t1.778\t-1.309\t1.193\t-0.567\t-0.392\t2.173\t0.951\t0.110\t0.513\t2.215\t0.461\t-1.429\t1.370\t0.000\t0.382\t-1.831\t-1.391\t0.000\t0.318\t0.961\t0.983\t1.211\t1.266\t1.060\t0.857\n1\t0.666\t-1.386\t-0.955\t1.362\t-0.234\t1.263\t1.129\t1.526\t0.000\t0.845\t-0.932\t1.108\t1.107\t2.164\t-0.741\t-0.076\t2.548\t0.555\t-0.862\t-0.630\t0.000\t0.768\t1.003\t0.996\t0.967\t1.263\t0.821\t0.752\n0\t0.725\t0.784\t1.106\t1.408\t0.360\t0.685\t0.274\t1.622\t2.173\t0.689\t0.670\t-0.063\t2.215\t0.405\t0.649\t-1.362\t0.000\t1.231\t-0.537\t-1.199\t0.000\t0.582\t0.800\t0.987\t0.887\t1.032\t0.713\t0.701\n1\t2.101\t-0.007\t-1.083\t1.104\t-0.630\t0.621\t-0.279\t1.610\t0.000\t1.390\t-0.933\t0.582\t2.215\t0.813\t-2.067\t-0.753\t0.000\t1.541\t0.436\t0.069\t3.102\t0.943\t1.057\t0.991\t1.030\t1.224\t1.157\t1.093\n0\t0.600\t-2.395\t-1.504\t0.886\t-0.305\t0.662\t-0.205\t0.920\t2.173\t0.571\t-0.840\t-1.041\t0.000\t0.681\t-0.337\t1.335\t2.548\t0.928\t-1.002\t0.024\t0.000\t0.793\t0.925\t0.985\t0.850\t0.312\t0.812\t0.712\n0\t0.719\t-1.899\t-0.204\t1.242\t0.404\t0.810\t-0.340\t-1.164\t2.173\t0.643\t-0.457\t-0.700\t2.215\t0.679\t-1.522\t1.304\t0.000\t0.379\t1.506\t0.617\t0.000\t1.579\t1.097\t0.991\t1.175\t0.436\t0.807\t0.868\n1\t0.628\t0.172\t0.227\t2.754\t-0.474\t0.823\t0.935\t1.016\t2.173\t1.062\t-0.269\t1.596\t1.107\t0.914\t-0.262\t-1.233\t0.000\t0.469\t-0.006\t0.939\t0.000\t0.676\t0.937\t1.076\t1.368\t1.126\t1.196\t0.943\n1\t0.483\t1.215\t-1.188\t0.843\t1.565\t0.622\t0.565\t-1.394\t0.000\t1.203\t0.517\t1.515\t0.000\t1.271\t0.390\t-0.194\t2.548\t2.168\t-0.426\t0.515\t3.102\t0.912\t1.239\t0.980\t2.053\t0.977\t1.430\t1.270\n0\t1.640\t-2.185\t1.590\t0.717\t1.696\t0.664\t-0.320\t-0.715\t1.087\t0.743\t1.023\t0.377\t2.215\t0.725\t-2.235\t-0.107\t0.000\t0.625\t0.184\t0.284\t0.000\t1.342\t1.138\t1.005\t2.166\t1.153\t1.522\t1.305\n1\t1.563\t-1.177\t-1.545\t1.261\t-1.092\t1.345\t-1.148\t0.644\t2.173\t0.596\t-0.555\t-1.537\t0.000\t1.068\t-0.561\t-0.214\t2.548\t0.608\t-1.996\t-0.044\t0.000\t1.121\t0.897\t0.980\t1.582\t1.121\t1.131\t0.950\n1\t0.756\t0.605\t-1.013\t1.022\t1.101\t0.725\t0.638\t-0.511\t0.000\t0.687\t-0.257\t0.249\t2.215\t0.794\t-1.046\t1.235\t0.000\t1.756\t-0.175\t1.718\t1.551\t1.951\t1.219\t1.151\t0.784\t0.961\t0.899\t0.826\n0\t2.354\t0.365\t-0.899\t0.603\t-0.924\t1.411\t-0.270\t1.065\t2.173\t0.528\t0.354\t0.823\t0.000\t0.438\t1.329\t-0.296\t0.000\t0.393\t1.939\t0.762\t0.000\t0.755\t1.066\t0.979\t0.698\t0.641\t1.080\t0.912\n1\t0.844\t1.553\t0.847\t0.809\t1.698\t0.798\t1.020\t-1.444\t0.000\t1.025\t0.514\t-0.277\t2.215\t1.220\t1.293\t0.055\t0.000\t0.695\t0.799\t1.479\t3.102\t0.893\t1.039\t0.992\t0.486\t0.780\t0.668\t0.667\n1\t1.098\t-1.293\t0.346\t1.101\t-1.129\t0.931\t0.762\t1.685\t2.173\t1.323\t0.046\t0.531\t0.000\t1.739\t-1.029\t-0.476\t0.000\t0.961\t-0.940\t1.610\t3.102\t0.838\t0.604\t1.479\t1.808\t1.102\t1.175\t0.995\n1\t0.406\t-0.710\t0.939\t0.446\t-1.314\t0.370\t-0.512\t0.680\t0.000\t0.565\t0.470\t1.268\t2.215\t0.692\t-0.124\t-0.770\t2.548\t0.434\t-1.402\t-0.375\t0.000\t0.626\t0.692\t0.981\t0.622\t0.674\t0.526\t0.539\n1\t0.403\t0.775\t-0.469\t0.559\t0.224\t0.943\t1.609\t-0.698\t0.000\t1.022\t-1.756\t1.265\t0.000\t1.376\t1.272\t0.771\t1.274\t1.185\t1.079\t-1.248\t0.000\t0.813\t0.980\t0.982\t1.189\t0.848\t0.881\t0.982\n1\t0.733\t1.283\t0.610\t1.413\t0.944\t1.168\t-0.014\t-0.626\t2.173\t0.543\t0.726\t-1.698\t2.215\t0.738\t-0.035\t-1.306\t0.000\t0.514\t0.947\t1.062\t0.000\t0.713\t0.893\t0.978\t0.929\t1.066\t1.422\t1.107\n0\t0.399\t0.973\t-0.820\t1.063\t1.682\t0.440\t1.814\t-0.866\t0.000\t0.933\t0.623\t0.785\t2.215\t1.257\t0.852\t-0.297\t2.548\t0.509\t2.081\t1.221\t0.000\t0.731\t0.994\t0.979\t0.971\t0.968\t0.869\t0.747\n0\t0.409\t1.925\t-0.728\t1.518\t1.453\t0.758\t1.030\t0.561\t2.173\t0.681\t1.091\t-0.676\t2.215\t0.607\t0.024\t-0.872\t0.000\t0.915\t1.150\t-1.654\t0.000\t0.946\t0.873\t1.008\t0.865\t0.950\t0.805\t0.736\n1\t1.042\t-0.999\t0.802\t0.743\t-1.088\t0.578\t-1.182\t-0.591\t0.000\t1.167\t0.105\t0.742\t1.107\t0.695\t0.857\t-0.882\t2.548\t0.666\t-0.870\t-1.154\t0.000\t0.657\t0.948\t1.209\t1.015\t1.037\t0.897\t0.832\n1\t0.389\t2.026\t-0.986\t1.851\t-0.766\t0.716\t-0.741\t0.840\t2.173\t0.457\t0.363\t-0.794\t0.000\t0.730\t0.275\t0.635\t0.000\t1.330\t0.409\t1.642\t3.102\t0.851\t0.882\t0.980\t0.863\t0.964\t1.054\t0.849\n0\t0.876\t0.135\t0.655\t1.153\t0.480\t0.572\t-0.981\t-1.483\t2.173\t0.895\t-1.483\t-0.575\t2.215\t0.497\t0.533\t-1.201\t0.000\t0.533\t-0.874\t1.483\t0.000\t0.639\t0.869\t0.985\t0.990\t0.821\t0.863\t0.740\n0\t0.400\t0.378\t1.059\t1.725\t0.163\t0.341\t1.893\t-1.604\t0.000\t0.560\t0.825\t0.586\t0.000\t1.541\t0.615\t-1.023\t2.548\t0.511\t0.264\t-1.296\t0.000\t0.998\t0.998\t0.984\t0.587\t0.734\t0.785\t0.828\n1\t0.876\t0.822\t0.658\t1.272\t0.414\t1.271\t-0.435\t-1.038\t2.173\t0.473\t-1.231\t-1.509\t0.000\t1.247\t0.218\t0.603\t0.000\t0.760\t-1.202\t1.395\t3.102\t1.478\t0.959\t0.989\t2.221\t1.006\t1.617\t1.383\n1\t1.030\t-1.509\t0.131\t0.715\t1.329\t0.555\t-0.837\t0.182\t2.173\t1.358\t-1.405\t0.838\t1.107\t2.240\t-1.104\t-1.520\t0.000\t1.743\t0.347\t-0.059\t0.000\t0.705\t1.170\t1.048\t0.712\t0.811\t1.007\t0.864\n1\t1.240\t0.483\t-1.655\t0.731\t-0.635\t1.010\t0.222\t-1.017\t2.173\t1.083\t-0.622\t0.519\t0.000\t1.235\t1.397\t0.360\t0.000\t0.730\t1.749\t1.485\t0.000\t0.938\t0.828\t1.049\t0.709\t0.804\t0.936\t0.821\n0\t2.324\t0.426\t-1.190\t0.297\t1.053\t0.884\t0.179\t0.373\t2.173\t0.686\t-0.244\t0.770\t0.000\t1.030\t1.233\t1.507\t2.548\t1.412\t-1.085\t0.139\t0.000\t0.850\t0.927\t1.036\t0.858\t1.254\t0.986\t0.980\n1\t0.420\t-0.987\t0.130\t1.341\t1.544\t1.233\t-2.941\t1.598\t0.000\t1.932\t-0.011\t-0.268\t2.215\t0.672\t0.217\t0.066\t0.000\t1.342\t-0.323\t0.647\t0.000\t0.621\t0.878\t0.994\t0.866\t0.663\t0.948\t0.806\n1\t0.371\t-2.272\t-1.504\t0.777\t-1.741\t0.698\t-0.976\t0.608\t0.000\t0.990\t-0.458\t-0.313\t1.107\t1.638\t-0.399\t-1.108\t2.548\t1.031\t0.310\t0.558\t0.000\t0.951\t0.977\t0.995\t0.757\t0.889\t0.905\t0.835\n1\t0.620\t1.262\t-1.627\t0.367\t-0.538\t1.096\t0.846\t-0.300\t0.000\t1.155\t0.925\t1.229\t2.215\t0.691\t0.993\t0.308\t0.000\t0.551\t-0.777\t1.598\t3.102\t0.837\t1.046\t0.993\t0.827\t0.819\t0.923\t0.794\n1\t1.433\t-0.277\t1.504\t0.976\t-1.332\t1.215\t0.453\t0.057\t0.000\t0.660\t-0.281\t-1.194\t2.215\t0.596\t0.505\t0.505\t0.000\t1.297\t0.480\t-0.795\t0.000\t0.893\t0.751\t0.986\t0.706\t0.411\t0.511\t0.601\n0\t1.116\t0.106\t-0.597\t3.477\t-0.913\t1.676\t-0.304\t0.201\t0.000\t1.384\t1.358\t1.636\t2.215\t1.354\t2.386\t1.245\t0.000\t1.700\t1.438\t1.177\t0.000\t1.001\t1.024\t0.991\t2.162\t1.409\t1.567\t1.382\n0\t0.569\t-0.610\t0.127\t0.645\t-0.711\t0.636\t0.541\t-1.697\t0.000\t1.456\t-0.411\t0.375\t0.000\t1.508\t-0.865\t-1.436\t2.548\t1.333\t-1.163\t0.562\t0.000\t0.889\t1.204\t0.999\t0.528\t0.725\t0.749\t0.663\n0\t1.394\t-1.095\t-0.022\t0.527\t-1.116\t0.690\t0.136\t1.641\t0.000\t1.014\t-0.914\t1.608\t0.000\t1.970\t-0.147\t0.980\t2.548\t1.187\t2.280\t-0.394\t0.000\t1.006\t1.047\t0.989\t0.773\t1.464\t1.018\t0.986\n0\t0.760\t-0.377\t-1.609\t0.829\t-0.808\t0.623\t-0.158\t-0.575\t1.087\t0.864\t0.840\t0.947\t2.215\t0.558\t0.767\t0.417\t0.000\t0.372\t-0.415\t1.119\t0.000\t0.469\t0.648\t0.992\t1.274\t1.205\t0.943\t0.755\n1\t0.998\t1.339\t-0.989\t0.611\t-1.345\t0.785\t0.579\t1.094\t2.173\t1.375\t0.751\t-0.209\t0.000\t1.600\t0.467\t-1.644\t1.274\t1.250\t1.165\t0.622\t0.000\t1.284\t1.257\t1.003\t1.129\t0.871\t1.028\t1.065\n0\t0.519\t-0.939\t1.271\t0.238\t1.268\t0.796\t0.634\t-0.462\t0.000\t1.300\t0.011\t-1.707\t2.215\t2.143\t-0.264\t0.047\t2.548\t1.127\t1.106\t-1.440\t0.000\t0.827\t0.902\t0.989\t0.988\t1.794\t1.030\t0.853\n1\t0.706\t-0.760\t1.114\t0.423\t0.203\t0.883\t2.281\t-0.338\t0.000\t0.716\t0.480\t1.445\t2.215\t0.741\t-0.926\t-1.068\t2.548\t0.708\t-1.320\t-0.026\t0.000\t0.737\t1.231\t0.985\t0.705\t0.876\t0.792\t0.734\n1\t0.937\t0.241\t1.678\t0.614\t0.919\t0.885\t0.729\t0.012\t0.000\t1.196\t-0.603\t1.566\t2.215\t1.207\t0.044\t-0.309\t0.000\t0.623\t-2.277\t-1.378\t0.000\t0.841\t0.849\t0.987\t0.634\t0.944\t1.037\t0.907\n0\t0.767\t0.028\t0.703\t1.457\t-1.151\t0.728\t0.738\t-1.577\t0.000\t1.225\t-0.532\t0.499\t2.215\t1.016\t2.083\t0.332\t0.000\t0.970\t1.044\t-0.184\t0.000\t0.769\t1.658\t1.457\t1.166\t0.920\t1.361\t1.191\n0\t0.953\t-1.325\t-0.761\t1.863\t-1.563\t0.403\t-0.268\t-0.126\t2.173\t1.137\t0.855\t0.660\t2.215\t0.758\t-0.751\t0.988\t0.000\t0.639\t0.892\t-0.336\t0.000\t0.947\t0.865\t1.219\t2.095\t0.887\t1.361\t1.159\n1\t1.419\t-2.151\t1.506\t0.740\t0.455\t1.292\t-0.850\t-0.793\t2.173\t0.523\t-1.185\t-0.164\t1.107\t0.827\t0.344\t1.340\t0.000\t0.671\t-0.141\t0.827\t0.000\t1.195\t0.963\t1.152\t1.604\t0.686\t1.054\t1.061\n1\t1.416\t0.413\t1.361\t1.339\t-0.090\t1.308\t0.945\t-0.590\t0.000\t0.452\t1.165\t1.620\t2.215\t1.103\t2.017\t1.284\t0.000\t0.814\t-0.825\t0.577\t3.102\t2.592\t1.498\t1.842\t1.053\t0.851\t1.240\t1.154\n0\t1.261\t-1.439\t-0.828\t0.310\t0.515\t0.664\t0.752\t0.062\t0.000\t0.534\t-0.255\t0.682\t0.000\t0.908\t-0.919\t1.051\t2.548\t1.463\t-0.000\t-1.079\t3.102\t0.900\t0.876\t0.988\t0.771\t0.949\t0.685\t0.643\n0\t0.609\t-0.347\t-0.301\t0.453\t1.602\t0.660\t-1.038\t0.933\t0.000\t1.056\t-0.105\t1.166\t2.215\t0.880\t-0.307\t-0.613\t0.000\t1.337\t1.392\t-0.881\t0.000\t0.691\t0.750\t0.986\t0.786\t0.763\t0.579\t0.611\n0\t1.342\t-0.382\t0.018\t0.121\t0.349\t1.148\t-0.237\t-1.104\t2.173\t1.576\t-0.448\t0.609\t2.215\t0.324\t-1.028\t1.099\t0.000\t0.977\t-0.009\t-1.666\t0.000\t0.524\t0.821\t0.986\t1.091\t1.991\t1.073\t0.853\n0\t0.597\t1.864\t0.287\t0.639\t0.851\t0.625\t2.111\t1.015\t0.000\t1.152\t-0.277\t-0.401\t2.215\t0.991\t-0.655\t-1.276\t1.274\t0.489\t-0.562\t1.129\t0.000\t1.616\t1.709\t0.980\t1.066\t0.843\t1.310\t1.076\n0\t1.663\t-1.109\t0.455\t1.582\t-0.158\t1.294\t-1.463\t-1.708\t0.000\t1.191\t-0.720\t-0.447\t2.215\t1.000\t-0.989\t1.089\t2.548\t1.481\t-1.864\t-1.466\t0.000\t0.945\t0.992\t1.177\t0.924\t1.157\t1.092\t1.146\n1\t1.787\t-1.516\t-1.071\t0.775\t0.157\t0.627\t0.184\t0.296\t2.173\t0.782\t-0.841\t-1.153\t0.000\t1.017\t-1.065\t0.828\t0.000\t1.138\t-0.429\t1.496\t3.102\t1.352\t0.872\t1.459\t1.412\t0.851\t0.999\t0.898\n0\t0.516\t-0.215\t0.373\t0.976\t-1.309\t0.891\t0.835\t0.635\t0.000\t0.473\t-1.489\t-1.224\t2.215\t0.522\t0.093\t-0.953\t2.548\t0.496\t1.658\t1.498\t0.000\t0.940\t0.866\t0.988\t0.704\t0.498\t0.944\t0.798\n0\t0.375\t1.376\t-1.710\t1.723\t0.649\t0.538\t2.044\t-0.581\t0.000\t0.772\t-1.063\t0.964\t0.000\t1.486\t0.839\t-1.290\t2.548\t1.611\t0.623\t-0.559\t3.102\t0.839\t0.876\t0.989\t0.918\t0.732\t0.814\t0.751\n1\t0.331\t-0.424\t1.182\t0.817\t0.365\t1.313\t0.890\t-1.076\t0.000\t0.631\t1.284\t0.301\t2.215\t0.480\t2.490\t0.921\t0.000\t1.161\t1.001\t1.532\t3.102\t2.047\t1.267\t0.992\t0.565\t0.694\t0.899\t0.807\n0\t0.401\t-0.206\t0.531\t1.813\t1.584\t0.597\t-0.818\t0.016\t0.000\t0.609\t-1.123\t0.819\t0.000\t0.780\t0.267\t-0.577\t2.548\t0.441\t0.393\t-1.465\t3.102\t0.874\t0.898\t0.987\t0.554\t0.324\t0.596\t0.663\n0\t1.962\t-0.173\t-1.116\t0.133\t1.145\t1.027\t-1.829\t0.465\t0.000\t1.834\t0.530\t-0.927\t2.215\t1.700\t0.814\t0.958\t0.000\t0.818\t1.670\t0.500\t0.000\t0.923\t0.944\t0.990\t0.943\t1.286\t1.124\t1.087\n1\t1.282\t0.212\t-0.174\t1.081\t-0.729\t0.741\t-1.618\t0.297\t0.000\t1.173\t-0.451\t-1.462\t2.215\t1.139\t-1.160\t1.159\t0.000\t0.642\t1.236\t1.113\t0.000\t1.196\t1.018\t0.991\t1.194\t0.461\t0.915\t1.133\n1\t0.942\t-1.139\t-1.001\t0.896\t1.549\t1.742\t-0.839\t-1.253\t1.087\t2.248\t2.024\t0.509\t0.000\t1.161\t0.015\t0.350\t2.548\t1.983\t0.085\t-0.391\t0.000\t1.828\t2.187\t0.988\t0.774\t1.926\t3.371\t2.752\n1\t1.201\t1.506\t-0.147\t0.870\t-0.726\t1.266\t0.539\t0.853\t2.173\t0.425\t1.782\t-1.006\t0.000\t0.488\t1.972\t-1.465\t0.000\t0.510\t-0.478\t-0.668\t1.551\t0.304\t0.712\t0.990\t1.317\t0.972\t0.907\t0.834\n1\t2.373\t-1.468\t0.390\t0.986\t-0.130\t0.628\t-0.702\t-1.114\t2.173\t0.536\t-1.777\t-1.105\t0.000\t0.906\t2.009\t-1.450\t0.000\t1.390\t-1.222\t1.338\t1.551\t3.963\t2.391\t0.991\t0.971\t0.882\t1.678\t1.837\n0\t0.907\t0.421\t-0.059\t0.777\t-0.550\t0.477\t-0.041\t-1.590\t0.000\t1.100\t-0.403\t1.117\t2.215\t1.054\t0.021\t-0.800\t2.548\t0.572\t-1.149\t0.721\t0.000\t0.902\t0.793\t0.992\t1.330\t1.158\t0.967\t0.871\n0\t0.340\t0.441\t0.190\t1.619\t1.262\t0.778\t0.773\t-0.641\t2.173\t0.506\t1.526\t0.255\t0.000\t0.749\t0.399\t-1.071\t2.548\t0.665\t-0.271\t0.565\t0.000\t0.854\t0.887\t0.987\t0.807\t0.395\t0.824\t0.766\n0\t3.825\t-0.254\t-1.436\t0.872\t-1.264\t2.110\t0.581\t0.278\t0.000\t0.603\t-0.123\t-0.744\t0.000\t1.207\t0.283\t0.716\t2.548\t0.728\t-0.922\t1.405\t3.102\t2.099\t1.333\t0.999\t0.828\t0.691\t1.015\t1.385\n1\t1.337\t0.712\t1.628\t1.613\t1.731\t2.029\t0.363\t1.741\t2.173\t1.664\t0.890\t-0.041\t0.000\t0.889\t1.076\t0.366\t0.000\t1.417\t-0.656\t0.394\t0.000\t0.713\t0.633\t0.986\t1.128\t1.214\t1.365\t1.239\n1\t0.303\t0.242\t0.273\t0.470\t0.527\t1.034\t-1.528\t-0.907\t2.173\t1.104\t-0.889\t0.824\t2.215\t1.218\t-0.962\t-0.470\t0.000\t1.225\t-0.876\t1.638\t0.000\t1.056\t1.072\t0.975\t2.876\t1.650\t2.057\t1.742\n0\t1.123\t1.850\t-1.063\t2.117\t-1.537\t1.130\t0.740\t0.143\t0.000\t1.637\t0.496\t0.533\t2.215\t1.498\t1.004\t-1.674\t2.548\t0.708\t1.327\t-0.494\t0.000\t0.951\t0.963\t0.982\t0.934\t1.601\t1.484\t1.360\n1\t1.021\t-0.538\t-1.726\t0.297\t-0.440\t1.078\t-0.232\t-0.088\t2.173\t0.779\t-0.924\t1.293\t0.000\t1.341\t0.421\t0.535\t2.548\t0.829\t-1.372\t-1.381\t0.000\t0.887\t1.291\t0.991\t1.084\t0.958\t1.032\t0.915\n0\t1.322\t-1.823\t0.492\t1.347\t0.637\t0.820\t0.157\t-1.262\t0.000\t0.941\t-0.833\t-0.869\t1.107\t0.797\t-0.740\t1.566\t2.548\t0.395\t-1.166\t0.341\t0.000\t1.142\t0.880\t0.971\t1.119\t0.747\t1.098\t1.230\n1\t0.561\t-1.440\t1.539\t0.513\t0.208\t0.565\t-0.538\t1.297\t2.173\t0.855\t-0.992\t-1.166\t0.000\t0.819\t-1.528\t-0.535\t0.000\t1.239\t0.402\t0.314\t3.102\t0.814\t0.999\t0.985\t0.720\t0.834\t0.875\t0.740\n0\t2.036\t0.714\t1.101\t0.234\t1.061\t0.592\t1.254\t0.298\t2.173\t0.607\t0.528\t-0.939\t0.000\t0.998\t-2.243\t-0.841\t0.000\t0.863\t1.120\t-1.196\t3.102\t0.814\t1.058\t0.994\t0.770\t0.738\t0.702\t0.772\n0\t0.726\t-0.595\t0.928\t1.469\t0.039\t0.593\t-1.574\t-0.952\t2.173\t0.451\t0.715\t1.636\t0.000\t0.612\t-0.967\t-1.307\t0.000\t0.498\t1.036\t1.198\t3.102\t0.909\t0.996\t1.026\t0.792\t1.237\t0.844\t0.782\n0\t2.145\t-0.361\t-1.499\t0.824\t-1.360\t1.884\t-0.190\t0.515\t0.000\t2.011\t0.325\t-1.203\t1.107\t1.666\t-0.443\t0.138\t2.548\t1.187\t0.219\t0.909\t0.000\t0.951\t0.925\t0.966\t1.135\t1.996\t1.517\t1.453\n1\t0.658\t-0.108\t0.317\t0.842\t1.307\t1.469\t0.634\t-1.111\t0.000\t1.151\t-0.321\t0.772\t2.215\t1.058\t0.169\t-0.668\t2.548\t1.221\t2.202\t0.707\t0.000\t3.156\t1.966\t0.986\t0.742\t1.171\t1.630\t1.272\n1\t0.638\t-1.221\t0.768\t0.976\t-0.904\t0.680\t0.371\t1.017\t0.000\t1.059\t-0.818\t0.027\t2.215\t0.697\t0.556\t-1.710\t0.000\t1.631\t-0.026\t-0.741\t3.102\t0.794\t1.010\t1.091\t0.798\t0.903\t0.909\t0.876\n0\t0.820\t0.273\t0.965\t0.895\t-1.306\t0.648\t0.037\t0.413\t2.173\t1.342\t0.009\t-0.622\t2.215\t0.688\t1.405\t-1.677\t0.000\t0.601\t-0.205\t1.344\t0.000\t0.778\t0.902\t1.055\t0.949\t1.103\t0.836\t0.747\n0\t0.765\t-0.919\t0.449\t1.191\t1.480\t0.614\t1.017\t-0.021\t2.173\t1.212\t-0.541\t-1.182\t2.215\t0.593\t1.935\t0.380\t0.000\t0.580\t-0.205\t1.698\t0.000\t1.132\t0.850\t1.059\t0.989\t1.565\t1.097\t1.073\n1\t0.579\t1.620\t0.366\t0.592\t0.234\t2.496\t0.569\t-1.099\t2.173\t1.186\t1.014\t0.792\t0.000\t1.072\t-0.341\t1.587\t2.548\t1.343\t0.094\t0.691\t0.000\t0.913\t1.210\t0.998\t1.559\t1.678\t1.495\t1.219\n1\t0.910\t0.006\t-1.343\t0.452\t0.252\t1.069\t-0.444\t0.140\t2.173\t0.422\t-1.018\t0.980\t0.000\t1.229\t0.295\t1.592\t2.548\t0.913\t0.277\t-0.327\t0.000\t0.960\t0.881\t0.985\t0.895\t1.490\t0.838\t0.719\n1\t1.726\t0.627\t-1.212\t0.734\t-0.413\t0.714\t2.244\t1.300\t0.000\t1.363\t0.527\t1.688\t0.000\t2.367\t0.220\t0.213\t2.548\t2.095\t0.956\t-0.105\t3.102\t0.525\t1.312\t1.028\t1.290\t0.932\t1.101\t1.009\n1\t1.212\t-0.213\t-1.188\t1.116\t-0.843\t1.388\t0.195\t0.740\t2.173\t0.801\t-0.367\t0.256\t0.000\t0.604\t-0.617\t-0.871\t0.000\t1.180\t-0.429\t1.668\t0.000\t0.921\t1.134\t0.989\t0.703\t0.833\t1.000\t0.877\n1\t0.328\t0.149\t1.386\t1.461\t-0.325\t1.902\t2.817\t1.724\t0.000\t1.248\t-0.976\t0.133\t2.215\t1.200\t-2.240\t1.732\t0.000\t2.612\t0.099\t0.740\t0.000\t1.243\t0.991\t0.988\t1.137\t0.559\t0.817\t0.822\n1\t0.651\t0.939\t1.122\t0.484\t0.841\t1.242\t0.783\t-0.809\t1.087\t0.525\t0.085\t0.948\t0.000\t0.762\t0.231\t-1.417\t0.000\t0.992\t-0.422\t-0.188\t1.551\t0.825\t1.097\t0.973\t0.694\t1.028\t0.880\t0.764\n1\t0.827\t1.549\t-0.312\t0.925\t0.211\t1.135\t1.107\t-1.580\t1.087\t0.762\t1.345\t1.067\t2.215\t0.863\t0.700\t-0.675\t0.000\t0.772\t1.515\t0.146\t0.000\t0.783\t1.058\t0.984\t0.902\t0.956\t1.020\t0.871\n0\t1.104\t0.022\t0.911\t1.388\t0.149\t0.836\t-0.806\t-1.384\t2.173\t0.492\t-1.350\t1.309\t0.000\t0.990\t-0.977\t-0.710\t1.274\t0.756\t-0.409\t0.035\t0.000\t0.813\t0.846\t1.087\t1.030\t0.664\t0.951\t0.795\n1\t0.749\t-0.727\t0.155\t1.437\t-0.975\t1.558\t1.341\t0.960\t2.173\t2.399\t-0.392\t-1.013\t2.215\t0.659\t-0.693\t1.186\t0.000\t1.948\t-0.374\t0.481\t0.000\t0.767\t1.646\t1.222\t2.354\t3.973\t2.083\t1.669\n1\t1.918\t0.720\t-1.026\t0.225\t0.388\t0.971\t0.652\t1.214\t2.173\t0.503\t2.050\t0.304\t0.000\t0.765\t0.084\t-0.634\t0.000\t0.797\t-0.753\t1.272\t0.000\t0.963\t1.076\t0.988\t0.584\t0.767\t0.743\t0.710\n1\t0.402\t-0.271\t-1.086\t1.673\t0.093\t0.403\t-1.100\t-0.778\t0.000\t1.756\t-0.977\t1.709\t2.215\t0.634\t-1.356\t-0.360\t0.000\t0.979\t-1.149\t0.373\t0.000\t0.836\t1.124\t0.992\t0.636\t0.889\t0.915\t0.803\n1\t0.873\t-0.488\t0.996\t0.878\t-0.448\t0.781\t0.495\t-1.240\t2.173\t0.646\t0.549\t0.945\t2.215\t0.731\t-0.471\t-1.050\t0.000\t0.684\t0.896\t0.315\t0.000\t1.008\t0.832\t1.169\t0.808\t0.964\t0.785\t0.697\n1\t2.351\t0.072\t-0.404\t0.872\t-1.037\t0.885\t-0.053\t1.106\t2.173\t0.380\t-0.343\t1.510\t0.000\t0.276\t-0.332\t0.810\t0.000\t0.966\t0.298\t-1.298\t3.102\t0.907\t0.854\t1.071\t0.711\t0.835\t0.918\t0.785\n1\t0.730\t-1.946\t-0.031\t1.203\t0.459\t1.136\t-1.154\t-1.233\t1.087\t0.932\t-0.757\t1.417\t2.215\t0.510\t-1.463\t-0.653\t0.000\t0.815\t0.286\t0.465\t0.000\t1.007\t0.904\t0.994\t1.270\t1.076\t0.977\t0.854\n1\t1.047\t-0.894\t0.676\t0.477\t-1.095\t3.077\t-0.057\t-0.140\t0.000\t1.403\t-0.097\t1.687\t2.215\t1.809\t-0.634\t1.307\t1.274\t3.955\t-0.817\t-1.612\t0.000\t5.763\t3.590\t0.988\t0.920\t0.765\t2.288\t1.689\n0\t0.539\t0.494\t0.228\t1.143\t0.576\t0.702\t-0.619\t1.173\t0.000\t1.029\t-0.491\t-0.597\t2.215\t1.152\t-0.230\t-1.710\t0.000\t0.503\t0.857\t-0.455\t3.102\t0.888\t0.875\t0.984\t1.533\t0.555\t0.943\t1.074\n0\t0.509\t0.955\t-1.231\t1.442\t-1.368\t0.761\t-1.545\t-0.515\t0.000\t1.345\t0.987\t0.221\t2.215\t1.009\t-0.867\t1.111\t2.548\t1.017\t0.758\t-1.725\t0.000\t0.607\t0.907\t1.001\t2.139\t1.681\t1.600\t1.201\n1\t1.692\t1.393\t1.065\t1.550\t1.099\t0.903\t1.055\t-1.490\t0.000\t1.847\t0.614\t-0.425\t1.107\t0.875\t1.224\t-0.635\t0.000\t0.652\t0.924\t-0.375\t1.551\t1.063\t0.974\t1.010\t0.875\t0.243\t1.289\t1.049\n1\t0.736\t1.938\t-0.331\t2.826\t1.072\t0.658\t0.546\t-1.685\t2.173\t0.661\t0.373\t0.645\t1.107\t0.647\t1.091\t1.271\t0.000\t0.908\t0.772\t-1.184\t0.000\t0.687\t0.695\t1.906\t1.523\t0.841\t1.130\t0.895\n1\t0.533\t-0.921\t-1.009\t1.196\t-0.277\t1.428\t0.527\t1.627\t0.000\t1.258\t1.469\t0.130\t2.215\t0.663\t0.245\t-0.275\t0.000\t0.766\t0.855\t1.069\t3.102\t0.565\t0.565\t0.980\t2.824\t0.698\t1.823\t1.621\n1\t0.735\t1.419\t0.312\t1.027\t1.470\t0.743\t-0.255\t-0.223\t2.173\t0.290\t0.433\t0.738\t0.000\t1.229\t-0.652\t-1.203\t1.274\t0.679\t1.373\t1.711\t0.000\t0.577\t0.967\t1.041\t1.249\t0.961\t1.115\t0.886\n0\t0.533\t-0.863\t0.926\t0.389\t0.438\t0.798\t1.531\t0.869\t0.000\t1.332\t0.625\t0.243\t1.107\t1.187\t-1.006\t-1.719\t0.000\t0.826\t2.049\t-1.244\t0.000\t1.188\t0.819\t0.981\t0.749\t1.778\t1.232\t1.034\n0\t0.526\t-1.174\t0.986\t0.561\t-0.930\t1.164\t-0.578\t0.580\t2.173\t0.979\t-0.733\t-0.885\t0.000\t1.583\t-0.545\t1.445\t2.548\t1.320\t1.968\t-0.756\t0.000\t0.847\t0.940\t0.985\t0.880\t1.188\t0.944\t0.789\n1\t0.590\t0.909\t0.724\t0.576\t1.324\t0.940\t0.248\t-0.967\t0.000\t0.637\t0.377\t-0.319\t0.000\t1.169\t-1.108\t1.385\t1.274\t1.295\t0.104\t0.419\t3.102\t0.914\t0.971\t0.990\t1.981\t0.989\t1.312\t1.205\n0\t0.410\t-0.529\t1.583\t1.783\t-0.911\t1.045\t-1.480\t1.028\t0.000\t0.791\t0.540\t-0.152\t2.215\t0.442\t-1.377\t0.365\t0.000\t0.798\t-0.249\t-0.662\t3.102\t0.902\t0.851\t0.990\t0.512\t0.448\t0.549\t0.595\n1\t0.838\t-0.410\t-0.720\t0.318\t0.464\t0.974\t0.206\t-1.291\t2.173\t0.787\t0.175\t0.959\t0.000\t0.865\t-0.338\t-0.014\t0.000\t2.099\t-0.825\t-1.323\t3.102\t0.843\t1.060\t0.993\t0.941\t0.963\t0.886\t0.772\n1\t0.791\t0.565\t1.542\t0.707\t-0.519\t0.699\t-0.718\t-0.124\t2.173\t0.420\t0.133\t1.147\t0.000\t0.479\t1.746\t0.940\t0.000\t0.923\t-0.867\t-1.495\t3.102\t0.708\t0.946\t0.994\t0.945\t0.814\t0.845\t0.750\n1\t1.049\t-0.695\t0.610\t0.243\t0.832\t0.818\t-0.633\t-0.020\t0.000\t1.509\t-0.192\t1.494\t2.215\t1.155\t-0.770\t-0.576\t2.548\t0.747\t-1.146\t-1.263\t0.000\t1.165\t0.775\t0.981\t0.903\t1.420\t0.969\t0.862\n1\t0.763\t0.362\t-1.422\t0.640\t-0.624\t0.617\t1.341\t-0.687\t0.000\t0.790\t-0.067\t0.312\t2.215\t0.610\t1.799\t-1.558\t0.000\t1.890\t0.636\t1.053\t3.102\t0.854\t1.090\t0.986\t0.937\t0.830\t0.899\t0.791\n1\t1.008\t0.747\t-1.499\t0.785\t-0.734\t1.165\t0.099\t-1.131\t0.000\t0.895\t-0.999\t1.026\t2.215\t2.449\t-0.020\t0.307\t1.274\t0.490\t0.779\t1.551\t0.000\t0.911\t1.354\t0.985\t1.473\t1.259\t1.297\t1.171\n0\t1.662\t0.115\t-1.137\t0.771\t0.625\t0.649\t0.406\t-0.201\t2.173\t0.324\t1.861\t0.335\t0.000\t0.286\t0.475\t-1.685\t0.000\t0.370\t-0.403\t-0.184\t3.102\t0.918\t1.172\t1.568\t0.750\t0.240\t0.666\t0.726\n1\t1.694\t1.163\t-1.231\t0.333\t0.621\t0.753\t-0.003\t1.250\t2.173\t0.576\t-0.819\t0.187\t1.107\t0.739\t0.308\t0.230\t0.000\t1.171\t1.063\t-0.470\t0.000\t0.863\t1.036\t1.035\t1.178\t0.897\t0.947\t0.838\n0\t0.780\t-1.154\t1.627\t1.226\t-1.422\t1.497\t0.620\t-0.024\t0.000\t2.840\t-0.332\t-1.419\t0.000\t1.854\t-2.246\t0.138\t0.000\t2.026\t0.170\t-0.520\t3.102\t0.659\t1.268\t0.984\t1.654\t0.768\t1.295\t1.093\n1\t0.773\t0.590\t-1.211\t1.406\t-1.271\t0.889\t-0.142\t0.337\t2.173\t0.707\t0.155\t-0.037\t0.000\t1.335\t-0.311\t1.074\t2.548\t0.998\t1.980\t-0.918\t0.000\t0.718\t1.566\t1.004\t1.642\t0.847\t1.304\t1.198\n1\t1.119\t1.135\t-1.456\t0.793\t0.680\t1.037\t1.132\t0.807\t2.173\t1.384\t0.132\t-1.246\t0.000\t1.509\t-1.383\t-0.417\t0.000\t1.989\t-0.629\t0.152\t0.000\t0.903\t0.793\t1.224\t0.920\t0.769\t1.513\t1.394\n1\t0.850\t-1.271\t-0.412\t1.566\t1.470\t1.066\t-0.332\t1.195\t2.173\t1.035\t-1.270\t0.028\t2.215\t0.808\t0.342\t-1.616\t0.000\t0.771\t-0.593\t-1.127\t0.000\t0.620\t0.868\t1.586\t1.108\t1.553\t1.053\t0.933\n0\t0.951\t2.276\t-1.208\t0.861\t1.387\t0.897\t0.935\t0.668\t2.173\t0.342\t1.734\t-0.950\t0.000\t0.671\t1.894\t0.453\t0.000\t1.501\t0.553\t-0.676\t3.102\t0.709\t0.831\t0.989\t0.965\t1.162\t0.935\t0.766\n0\t0.909\t-0.732\t-0.083\t0.873\t-0.649\t0.879\t-0.344\t0.632\t1.087\t1.072\t0.226\t1.493\t2.215\t0.470\t0.747\t1.069\t0.000\t0.509\t-0.832\t-1.348\t0.000\t0.715\t0.745\t0.989\t1.383\t1.084\t1.077\t0.863\n0\t0.479\t1.464\t1.540\t1.131\t-0.830\t0.959\t0.843\t1.522\t0.000\t1.843\t0.698\t-0.197\t2.215\t0.576\t1.278\t0.383\t2.548\t0.973\t-1.281\t-1.353\t0.000\t0.873\t0.820\t0.984\t0.966\t0.667\t1.039\t0.897\n1\t0.538\t-1.586\t1.063\t1.116\t-1.422\t0.903\t-0.663\t-0.859\t0.000\t1.074\t-0.494\t0.364\t2.215\t0.753\t1.052\t0.797\t2.548\t0.703\t-0.778\t-1.647\t0.000\t0.809\t1.138\t0.987\t1.928\t0.961\t1.388\t1.180\n0\t0.350\t-2.067\t-1.083\t1.232\t-0.030\t1.314\t-1.491\t0.887\t0.000\t1.372\t-1.007\t-1.054\t2.215\t0.863\t-1.292\t1.292\t0.000\t0.769\t0.369\t-0.207\t0.000\t0.977\t0.955\t0.982\t0.601\t0.350\t0.586\t0.617\n1\t1.138\t-0.202\t-0.785\t1.315\t0.050\t1.101\t-0.226\t1.536\t2.173\t1.914\t-0.582\t0.878\t0.000\t0.887\t1.496\t-0.246\t0.000\t1.173\t-1.106\t-1.511\t0.000\t0.795\t0.636\t1.159\t1.319\t0.846\t0.917\t0.891\n0\t0.324\t2.143\t-0.796\t0.683\t-0.168\t1.085\t-0.081\t-1.115\t2.173\t1.456\t2.211\t0.624\t0.000\t0.665\t-1.157\t-1.230\t2.548\t0.640\t-0.125\t0.535\t0.000\t1.932\t2.456\t0.990\t0.951\t0.676\t1.853\t1.400\n0\t0.421\t2.067\t0.697\t0.876\t-0.027\t1.117\t0.587\t1.136\t1.087\t0.387\t-0.810\t0.818\t0.000\t1.818\t0.968\t-0.580\t2.548\t1.174\t-0.739\t-1.115\t0.000\t0.865\t1.249\t0.989\t0.810\t1.824\t1.192\t1.012\n1\t0.488\t-1.026\t-0.184\t0.456\t-0.058\t0.418\t-1.253\t1.741\t0.000\t1.109\t-0.360\t-1.112\t0.000\t0.805\t0.381\t-0.117\t2.548\t1.390\t0.827\t0.925\t3.102\t1.026\t1.061\t0.991\t0.786\t0.694\t0.933\t0.809\n1\t0.732\t-0.578\t-1.659\t0.856\t1.170\t0.735\t-0.973\t1.361\t2.173\t1.202\t-0.551\t-1.422\t2.215\t0.794\t-1.781\t0.892\t0.000\t1.762\t-0.487\t-0.648\t0.000\t0.992\t1.314\t0.982\t0.586\t0.868\t1.050\t0.983\n0\t2.001\t-0.593\t-1.208\t0.748\t1.522\t1.968\t0.630\t0.353\t2.173\t1.474\t0.246\t-1.538\t0.000\t0.340\t-0.084\t-0.350\t1.274\t0.543\t0.960\t-0.282\t0.000\t1.186\t0.764\t1.068\t2.203\t0.714\t1.334\t1.195\n1\t0.367\t1.523\t-0.965\t0.962\t1.078\t0.707\t0.125\t0.092\t1.087\t1.132\t-0.594\t-1.414\t2.215\t0.482\t-0.168\t-0.427\t0.000\t0.427\t2.002\t0.453\t0.000\t0.917\t0.779\t0.989\t2.239\t1.379\t1.631\t1.243\n0\t1.329\t-0.572\t-0.110\t1.954\t-0.926\t0.567\t-0.343\t-1.183\t2.173\t1.499\t-0.579\t0.667\t0.000\t1.119\t-0.940\t1.228\t1.274\t0.883\t-1.325\t-1.349\t0.000\t1.648\t1.043\t1.497\t0.877\t0.888\t0.870\t0.958\n0\t2.287\t-0.233\t1.342\t1.056\t1.651\t1.079\t0.379\t-0.110\t2.173\t0.500\t1.028\t-1.092\t0.000\t0.787\t-2.528\t-0.340\t0.000\t0.602\t1.287\t-0.262\t0.000\t0.517\t0.789\t0.980\t0.810\t0.894\t1.123\t0.982\n1\t2.962\t-1.207\t-1.704\t1.348\t1.470\t2.632\t-1.671\t-0.163\t0.000\t1.405\t-0.001\t1.717\t0.000\t1.319\t-1.450\t0.297\t2.548\t1.226\t-0.513\t1.087\t0.000\t0.917\t0.999\t0.983\t0.660\t0.863\t0.931\t0.934\n0\t0.551\t0.114\t-0.638\t1.996\t-1.352\t0.861\t-0.652\t0.740\t0.000\t0.963\t-0.073\t-1.730\t2.215\t0.990\t0.712\t0.101\t2.548\t0.382\t-0.676\t0.319\t0.000\t1.146\t1.210\t0.988\t0.949\t1.131\t0.982\t1.058\n1\t0.830\t0.826\t-1.064\t0.351\t1.371\t0.776\t-0.061\t1.358\t0.000\t0.912\t0.323\t-0.484\t1.107\t0.809\t-1.005\t-0.056\t2.548\t0.750\t0.923\t0.937\t0.000\t0.842\t1.086\t0.979\t0.866\t0.791\t0.923\t0.903\n0\t0.848\t0.112\t1.029\t0.261\t1.168\t0.500\t0.490\t-0.244\t2.173\t0.804\t0.823\t1.178\t2.215\t0.828\t1.121\t-0.997\t0.000\t1.166\t-0.321\t-0.678\t0.000\t1.022\t1.058\t0.979\t0.773\t0.909\t0.720\t0.693\n0\t0.787\t0.788\t-0.347\t0.764\t-1.488\t0.506\t0.862\t1.464\t0.000\t1.049\t-0.598\t-0.272\t2.215\t1.308\t-0.200\t1.003\t1.274\t0.634\t-2.240\t1.319\t0.000\t2.495\t1.532\t0.987\t0.874\t1.163\t1.151\t1.023\n1\t0.468\t0.835\t-0.064\t1.246\t1.375\t0.824\t-0.719\t0.777\t0.000\t1.299\t0.197\t-0.731\t1.107\t0.809\t-0.195\t1.287\t0.000\t0.643\t-1.581\t-0.635\t0.000\t0.753\t0.763\t1.019\t1.044\t0.624\t0.882\t0.871\n0\t0.652\t1.362\t-0.107\t0.962\t-1.489\t0.664\t2.038\t0.940\t0.000\t0.853\t-0.236\t-0.175\t2.215\t0.830\t1.406\t1.672\t0.000\t0.867\t0.642\t-0.614\t3.102\t0.888\t0.920\t1.038\t1.038\t0.508\t0.992\t0.845\n1\t0.377\t-0.142\t-1.187\t0.519\t1.030\t2.284\t-0.639\t1.501\t0.000\t2.306\t0.477\t0.027\t0.000\t1.283\t0.941\t-0.335\t1.274\t1.911\t-0.091\t-0.951\t3.102\t1.719\t1.096\t0.989\t0.761\t0.959\t0.940\t0.900\n1\t0.631\t-0.270\t-0.485\t0.570\t-1.364\t0.547\t0.843\t0.370\t0.000\t0.778\t-0.615\t0.054\t1.107\t1.181\t0.839\t-1.607\t2.548\t1.207\t-0.184\t-1.725\t0.000\t1.370\t1.038\t0.979\t0.855\t1.341\t0.879\t0.766\n0\t2.025\t0.586\t0.678\t1.328\t1.288\t1.085\t0.705\t-0.805\t0.000\t1.239\t0.048\t-0.691\t0.000\t1.248\t0.826\t-1.244\t2.548\t2.045\t-0.155\t0.836\t3.102\t0.869\t0.844\t1.188\t0.802\t1.360\t1.085\t1.171\n0\t0.761\t-0.477\t0.787\t1.127\t-0.269\t0.702\t0.149\t-1.023\t0.000\t1.126\t-1.665\t0.509\t0.000\t1.085\t0.027\t1.723\t2.548\t2.292\t-0.536\t-0.590\t0.000\t1.081\t1.065\t1.044\t0.595\t0.173\t0.650\t0.690\n1\t1.375\t0.268\t0.717\t0.745\t-1.640\t0.667\t1.209\t0.191\t0.000\t0.935\t-1.058\t-1.124\t2.215\t0.804\t-1.126\t-1.702\t0.000\t0.389\t-0.269\t0.023\t3.102\t2.436\t1.278\t1.194\t1.179\t0.514\t1.044\t0.940\n1\t0.806\t-0.145\t0.914\t1.158\t0.931\t0.851\t0.996\t-1.104\t2.173\t0.212\t2.477\t0.194\t0.000\t0.915\t-0.323\t-1.071\t2.548\t0.784\t0.730\t0.727\t0.000\t0.556\t0.951\t0.974\t1.744\t0.808\t1.166\t1.073\n1\t0.593\t-0.043\t0.958\t0.716\t-1.048\t0.737\t0.419\t0.647\t2.173\t0.756\t0.184\t-0.305\t2.215\t0.500\t0.955\t1.285\t0.000\t1.209\t-1.325\t-0.274\t0.000\t0.660\t0.745\t0.985\t0.738\t0.841\t0.697\t0.681\n0\t0.456\t1.554\t-0.409\t0.711\t-0.555\t0.519\t0.655\t1.717\t1.087\t0.592\t1.271\t0.135\t2.215\t0.727\t0.269\t0.943\t0.000\t0.399\t-0.683\t1.385\t0.000\t0.418\t0.670\t0.992\t0.790\t0.851\t0.648\t0.588\n0\t0.435\t-1.375\t-0.136\t0.842\t1.268\t2.540\t-1.040\t0.805\t1.087\t2.839\t-0.367\t-0.790\t2.215\t1.292\t-1.039\t-1.132\t0.000\t0.665\t1.718\t-1.496\t0.000\t2.457\t2.009\t0.986\t1.424\t4.143\t2.422\t2.040\n1\t0.905\t-0.636\t0.545\t0.620\t-0.516\t1.036\t-0.412\t-1.629\t0.000\t0.610\t-0.509\t0.262\t0.000\t0.779\t-0.770\t-0.794\t2.548\t1.059\t0.224\t1.110\t1.551\t1.675\t1.071\t0.989\t0.639\t0.798\t0.750\t0.731\n1\t0.575\t1.621\t-1.491\t0.456\t-1.726\t0.940\t0.715\t0.258\t0.000\t0.698\t-0.218\t0.505\t0.000\t1.312\t0.570\t-0.775\t2.548\t0.791\t0.840\t-1.698\t3.102\t0.926\t0.946\t0.997\t0.736\t0.594\t0.795\t0.750\n1\t0.772\t0.068\t1.383\t0.832\t0.170\t1.742\t0.156\t-1.187\t0.000\t1.928\t0.664\t0.685\t0.000\t1.639\t-0.491\t-0.493\t2.548\t0.594\t-0.112\t1.008\t3.102\t4.001\t2.105\t0.988\t0.914\t0.752\t1.497\t1.168\n0\t1.166\t-0.732\t-1.148\t0.936\t-0.215\t0.631\t0.189\t1.666\t2.173\t0.576\t0.082\t0.532\t2.215\t0.860\t0.801\t-0.269\t0.000\t0.854\t-1.640\t1.184\t0.000\t1.177\t0.986\t1.079\t0.845\t0.759\t0.756\t0.741\n1\t1.682\t-1.750\t1.151\t0.794\t0.808\t1.447\t-0.818\t-1.009\t1.087\t0.814\t-0.727\t-0.111\t1.107\t0.334\t-0.977\t1.543\t0.000\t0.456\t1.813\t0.652\t0.000\t1.095\t1.062\t1.003\t1.626\t1.158\t1.173\t1.191\n1\t0.474\t0.161\t1.666\t1.038\t0.233\t0.950\t1.217\t0.908\t0.000\t2.694\t1.395\t-1.047\t0.000\t1.761\t0.200\t0.619\t1.274\t1.024\t-0.444\t-0.237\t3.102\t0.900\t1.079\t0.990\t0.585\t0.818\t0.911\t0.836\n0\t2.158\t-1.337\t1.011\t0.686\t0.790\t1.696\t-0.384\t-0.812\t2.173\t0.637\t-0.240\t-1.685\t0.000\t1.118\t-0.459\t0.732\t2.548\t0.720\t-0.022\t-0.340\t0.000\t0.831\t0.943\t1.005\t0.621\t1.691\t1.328\t1.052\n0\t0.585\t-1.624\t-0.556\t0.599\t-0.396\t0.946\t-0.741\t-0.208\t1.087\t1.217\t-1.242\t1.172\t2.215\t0.997\t-0.551\t-0.615\t0.000\t1.531\t-2.461\t0.913\t0.000\t0.954\t1.068\t0.982\t0.645\t1.554\t0.907\t0.791\n0\t1.699\t1.935\t-0.751\t1.956\t-0.339\t0.763\t0.419\t1.374\t0.000\t1.075\t0.886\t0.890\t0.000\t1.062\t1.254\t-1.667\t2.548\t1.073\t1.343\t0.253\t0.000\t0.909\t0.955\t0.987\t1.199\t0.623\t0.940\t0.949\n0\t0.366\t0.045\t0.321\t2.054\t1.539\t0.671\t0.693\t0.113\t0.000\t0.637\t1.601\t-0.376\t0.000\t1.077\t-0.889\t-1.329\t1.274\t1.361\t-0.223\t-0.499\t1.551\t0.905\t0.949\t1.070\t0.895\t0.713\t1.003\t0.990\n1\t0.365\t-0.938\t-1.087\t1.190\t1.318\t0.910\t-0.350\t0.593\t2.173\t1.437\t0.212\t-1.348\t0.000\t1.071\t0.114\t-0.628\t2.548\t0.636\t-0.184\t-0.131\t0.000\t0.950\t0.773\t0.983\t1.238\t1.136\t1.093\t1.105\n1\t0.906\t0.234\t-0.209\t0.645\t1.010\t1.355\t0.816\t-0.762\t2.173\t1.274\t1.003\t1.294\t1.107\t0.572\t0.666\t0.526\t0.000\t0.715\t0.302\t1.140\t0.000\t0.393\t1.047\t0.987\t0.994\t1.867\t1.084\t0.844\n1\t1.194\t-1.871\t1.459\t0.287\t-0.154\t1.175\t-1.211\t0.298\t2.173\t0.778\t-2.156\t-1.586\t0.000\t0.799\t-1.151\t-0.341\t0.000\t0.522\t-0.378\t-1.359\t3.102\t1.243\t0.798\t0.990\t0.999\t0.888\t0.841\t0.752\n1\t0.619\t1.214\t0.814\t0.817\t-1.121\t0.420\t0.447\t1.158\t0.000\t0.598\t0.958\t0.026\t0.000\t1.459\t-0.506\t-1.360\t2.548\t0.433\t-0.846\t0.517\t3.102\t0.952\t1.189\t0.986\t0.803\t0.619\t0.839\t0.771\n1\t0.576\t-1.656\t-0.325\t1.879\t0.642\t1.566\t-1.512\t-0.882\t2.173\t0.934\t-1.350\t0.763\t0.000\t1.042\t-0.994\t1.325\t0.000\t1.214\t-0.652\t-1.693\t3.102\t0.768\t0.740\t1.103\t1.500\t1.120\t1.088\t1.007\n1\t0.758\t1.534\t-1.038\t1.156\t0.013\t1.141\t0.857\t0.961\t1.087\t0.488\t2.527\t-0.774\t0.000\t0.768\t1.772\t-1.200\t0.000\t0.520\t-0.023\t-0.862\t3.102\t0.527\t1.206\t1.053\t0.685\t0.896\t0.824\t0.767\n1\t1.318\t1.612\t1.403\t0.933\t0.800\t0.561\t0.898\t-1.728\t0.000\t0.970\t-0.092\t-0.851\t2.215\t0.669\t0.698\t0.195\t2.548\t0.574\t0.991\t-0.731\t0.000\t0.690\t0.823\t0.986\t0.833\t0.791\t1.094\t0.881\n1\t0.943\t0.075\t-0.223\t0.403\t1.262\t0.729\t0.317\t0.734\t0.000\t0.681\t0.642\t0.098\t0.000\t1.926\t-0.439\t-1.487\t2.548\t0.452\t1.138\t-1.006\t3.102\t0.852\t0.717\t0.987\t0.914\t0.814\t0.911\t0.785\n1\t2.451\t-0.367\t-0.039\t1.504\t0.527\t0.624\t1.780\t-1.690\t0.000\t0.866\t-1.035\t1.163\t2.215\t2.093\t0.684\t-1.227\t2.548\t1.115\t-1.091\t-1.193\t0.000\t0.848\t0.974\t1.300\t1.195\t1.906\t1.462\t1.429\n0\t0.707\t-0.145\t-0.218\t0.523\t-0.621\t1.199\t0.829\t1.345\t0.000\t1.223\t-0.205\t-1.090\t1.107\t1.314\t-0.607\t-1.555\t0.000\t2.384\t-1.007\t0.363\t3.102\t1.603\t1.188\t0.973\t0.795\t1.690\t1.094\t0.919\n0\t0.939\t1.628\t0.479\t1.494\t-0.246\t0.952\t-0.312\t-1.406\t2.173\t1.002\t1.353\t0.995\t0.000\t0.899\t-0.921\t-0.762\t2.548\t0.495\t-0.653\t1.469\t0.000\t1.267\t1.456\t0.996\t1.678\t0.754\t1.461\t1.282\n1\t2.006\t0.036\t-1.637\t0.703\t-0.504\t1.058\t0.269\t-0.111\t2.173\t0.476\t0.936\t-1.107\t0.000\t1.126\t-0.424\t0.547\t2.548\t0.854\t0.114\t1.097\t0.000\t0.838\t0.981\t1.403\t1.103\t0.917\t0.994\t0.837\n1\t0.759\t-0.716\t-0.232\t0.504\t0.759\t0.794\t-0.173\t-1.379\t0.000\t1.121\t-0.015\t0.147\t0.000\t1.106\t-0.733\t-0.516\t2.548\t1.692\t-0.158\t1.399\t3.102\t0.870\t0.917\t0.985\t0.709\t1.084\t0.753\t0.659\n1\t1.160\t1.255\t1.022\t1.608\t-1.283\t0.619\t1.654\t1.359\t0.000\t0.658\t0.947\t-0.508\t2.215\t1.001\t1.255\t0.389\t0.000\t1.455\t0.184\t-0.404\t3.102\t1.106\t0.993\t1.656\t1.205\t0.351\t0.836\t0.849\n1\t1.283\t1.785\t1.356\t0.418\t0.784\t1.014\t-0.055\t-0.329\t2.173\t0.649\t1.246\t-0.667\t0.000\t0.578\t2.541\t1.257\t0.000\t0.579\t-0.159\t-1.464\t3.102\t0.728\t0.982\t0.992\t0.727\t0.694\t0.958\t0.795\n1\t0.916\t-1.414\t1.696\t1.007\t0.197\t0.904\t-0.788\t0.351\t2.173\t0.564\t-1.690\t0.637\t0.000\t0.808\t-1.874\t-0.937\t0.000\t1.060\t-0.814\t1.284\t3.102\t1.037\t1.073\t1.298\t0.732\t0.777\t0.726\t0.690\n1\t1.739\t1.296\t0.266\t0.567\t0.161\t3.012\t-1.344\t-1.230\t0.000\t2.255\t1.638\t-0.824\t0.000\t1.623\t1.476\t0.632\t0.000\t5.594\t0.786\t0.889\t3.102\t0.804\t2.557\t0.983\t1.392\t0.474\t3.157\t3.025\n1\t1.349\t-0.455\t1.468\t0.761\t0.842\t0.683\t-2.795\t-1.054\t0.000\t0.614\t-0.718\t-0.148\t0.000\t0.526\t-1.201\t-1.415\t0.000\t0.757\t0.129\t-0.283\t3.102\t0.952\t1.328\t0.985\t0.768\t0.477\t1.202\t1.060\n0\t1.196\t-0.952\t-0.900\t1.649\t-0.844\t1.667\t-0.044\t1.123\t2.173\t0.958\t0.567\t-0.652\t1.107\t0.429\t-0.572\t0.046\t0.000\t0.857\t-0.580\t0.780\t0.000\t0.907\t1.088\t0.989\t1.629\t1.951\t1.809\t1.405\n0\t1.457\t0.510\t-1.430\t0.508\t-0.952\t0.838\t0.737\t0.119\t2.173\t0.714\t0.175\t0.981\t2.215\t0.303\t-0.237\t1.574\t0.000\t0.552\t-1.398\t1.731\t0.000\t0.353\t1.058\t0.985\t0.911\t0.861\t0.857\t0.808\n1\t0.389\t0.970\t1.127\t1.173\t-0.171\t0.664\t-1.028\t1.328\t2.173\t0.806\t-0.904\t-0.986\t2.215\t0.333\t1.214\t0.263\t0.000\t0.626\t0.167\t-0.667\t0.000\t1.040\t1.491\t0.989\t1.028\t0.938\t1.231\t1.017\n0\t1.105\t1.288\t0.671\t0.631\t-0.705\t1.206\t0.437\t0.597\t2.173\t0.792\t0.653\t-1.143\t0.000\t1.407\t0.889\t-1.560\t2.548\t0.827\t-0.096\t-0.202\t0.000\t0.898\t0.837\t1.094\t0.957\t1.573\t0.964\t0.862\n0\t0.951\t0.977\t-1.008\t0.872\t0.109\t0.695\t0.075\t-0.039\t1.087\t1.305\t0.705\t-1.527\t2.215\t2.243\t-0.145\t0.646\t0.000\t0.792\t-0.009\t-1.399\t0.000\t0.950\t1.053\t1.066\t0.939\t1.441\t0.860\t0.764\n1\t0.969\t0.852\t1.435\t1.112\t0.804\t0.343\t1.388\t-0.525\t0.000\t0.963\t0.016\t-0.783\t0.000\t0.348\t0.916\t0.244\t2.548\t0.481\t-2.260\t0.590\t0.000\t0.958\t0.655\t0.985\t0.577\t0.294\t0.419\t0.605\n1\t0.917\t-0.467\t-1.628\t0.324\t-1.624\t0.896\t-0.199\t-0.056\t2.173\t0.706\t1.810\t1.411\t0.000\t0.947\t-1.211\t-0.480\t0.000\t0.951\t0.752\t0.682\t0.000\t0.842\t1.083\t0.990\t1.157\t0.983\t1.021\t1.124\n0\t0.554\t-0.453\t1.161\t0.681\t-0.287\t1.544\t0.567\t0.953\t0.000\t0.819\t1.790\t1.525\t0.000\t0.979\t0.487\t1.357\t0.000\t2.407\t-0.423\t-0.935\t3.102\t0.945\t1.178\t0.988\t0.944\t1.166\t1.054\t0.873\n1\t1.024\t0.159\t0.272\t0.791\t-1.099\t0.804\t-1.337\t-0.296\t2.173\t0.685\t0.382\t0.793\t1.107\t1.400\t-0.120\t1.286\t0.000\t0.791\t0.815\t1.616\t0.000\t0.758\t0.627\t1.177\t1.092\t1.408\t1.024\t0.896\n0\t1.047\t0.598\t1.172\t0.275\t-1.620\t0.798\t-2.041\t-0.320\t0.000\t0.751\t-0.371\t-1.317\t1.107\t0.668\t-0.493\t0.438\t2.548\t0.472\t-1.560\t-1.688\t0.000\t0.889\t0.875\t0.983\t0.721\t0.755\t0.779\t0.868\n0\t0.513\t0.861\t-0.746\t0.371\t1.478\t0.610\t-0.985\t-1.114\t0.000\t0.816\t-0.252\t0.262\t2.215\t0.657\t-1.392\t-0.315\t0.000\t2.007\t0.911\t1.446\t3.102\t0.919\t0.887\t0.990\t0.910\t1.316\t1.019\t0.834\n1\t0.865\t0.198\t0.923\t0.718\t-0.111\t0.913\t0.902\t-1.199\t2.173\t0.868\t-0.381\t0.149\t0.000\t0.485\t0.728\t1.623\t1.274\t0.449\t-1.275\t1.021\t0.000\t0.755\t0.776\t0.984\t1.129\t0.469\t0.863\t0.772\n0\t2.633\t0.596\t0.014\t0.259\t0.372\t1.671\t0.434\t-1.541\t0.000\t0.701\t0.037\t1.576\t0.000\t0.884\t-0.789\t0.011\t1.274\t0.608\t0.336\t0.483\t0.000\t0.881\t0.912\t0.982\t0.821\t0.293\t0.918\t1.040\n1\t0.768\t0.980\t-0.000\t2.006\t-0.613\t0.932\t0.644\t1.593\t0.000\t0.831\t1.052\t0.690\t2.215\t0.620\t0.252\t1.045\t0.000\t0.707\t0.040\t-1.128\t3.102\t0.698\t0.821\t0.983\t0.622\t0.786\t0.709\t0.798\n1\t0.513\t0.786\t1.049\t0.349\t0.282\t1.100\t-0.483\t-1.309\t2.173\t0.901\t2.337\t0.252\t0.000\t0.594\t-1.162\t1.165\t2.548\t0.853\t0.429\t-0.901\t0.000\t1.164\t1.426\t0.989\t0.971\t0.895\t1.220\t1.009\n1\t0.499\t-0.179\t1.166\t1.121\t-0.842\t0.787\t0.758\t0.537\t2.173\t0.519\t-1.465\t-1.501\t0.000\t0.650\t-0.925\t-0.136\t0.000\t0.414\t0.343\t-1.452\t1.551\t0.868\t0.634\t1.007\t0.991\t0.599\t0.824\t0.729\n1\t0.460\t1.520\t-1.482\t0.966\t1.572\t1.272\t2.029\t-0.545\t0.000\t0.996\t1.461\t0.858\t0.000\t2.143\t1.021\t-1.310\t1.274\t2.003\t0.477\t0.474\t0.000\t0.760\t0.849\t0.987\t0.865\t0.973\t0.884\t0.778\n0\t1.217\t-0.616\t1.330\t1.447\t1.667\t0.794\t0.199\t0.190\t0.000\t0.731\t0.955\t-0.593\t0.000\t1.021\t-1.140\t-0.783\t2.548\t0.711\t-0.152\t0.743\t3.102\t1.235\t0.842\t0.990\t0.955\t0.735\t0.850\t1.065\n1\t0.795\t0.690\t1.324\t1.607\t1.471\t0.746\t1.214\t-0.463\t2.173\t0.282\t-0.135\t0.773\t2.215\t0.433\t0.061\t-0.091\t0.000\t0.370\t1.893\t-1.187\t0.000\t0.711\t1.324\t0.982\t0.540\t0.784\t0.905\t0.880\n1\t2.277\t-1.311\t0.358\t1.029\t0.447\t1.064\t-1.545\t1.538\t2.173\t1.140\t-1.709\t-0.320\t0.000\t1.179\t-0.093\t-1.613\t2.548\t1.040\t-1.296\t-1.288\t0.000\t1.095\t1.334\t0.997\t1.341\t1.184\t1.207\t1.145\n0\t1.044\t-0.167\t-1.518\t1.361\t-1.246\t1.274\t0.305\t1.619\t2.173\t2.629\t-0.072\t0.331\t0.000\t1.079\t-2.728\t-0.143\t0.000\t1.119\t-0.269\t-0.602\t3.102\t5.378\t2.954\t0.974\t1.187\t1.217\t2.412\t1.915\n1\t0.520\t-1.957\t-0.062\t0.933\t0.900\t0.715\t-1.766\t0.309\t0.000\t1.270\t-0.954\t-1.198\t2.215\t1.226\t-0.921\t1.606\t0.000\t1.672\t-2.403\t-0.501\t0.000\t1.477\t1.217\t0.980\t0.999\t0.435\t1.071\t0.930\n0\t0.670\t-0.366\t0.707\t0.993\t-0.622\t0.374\t0.463\t-0.199\t2.173\t0.612\t-0.141\t0.944\t0.000\t1.379\t-0.050\t1.635\t1.274\t0.834\t-1.927\t-1.050\t0.000\t1.520\t1.206\t1.052\t0.873\t0.923\t0.898\t0.786\n1\t0.545\t-0.230\t-0.803\t0.774\t1.253\t0.827\t0.745\t-1.501\t2.173\t1.343\t-0.002\t-0.066\t0.000\t1.210\t-0.478\t0.395\t2.548\t0.885\t-2.191\t1.591\t0.000\t1.457\t1.071\t0.986\t1.045\t1.500\t1.031\t0.937\n0\t1.025\t-0.419\t1.496\t0.105\t-0.615\t0.720\t-1.146\t0.752\t0.000\t0.834\t-1.541\t-0.083\t0.000\t1.614\t0.997\t-1.605\t2.548\t1.233\t0.452\t-0.189\t3.102\t0.819\t0.954\t0.978\t0.821\t1.075\t1.097\t0.898\n1\t0.612\t-0.351\t1.460\t0.474\t-0.898\t1.234\t-0.448\t0.578\t0.000\t1.290\t-0.287\t-1.654\t0.000\t0.557\t2.635\t-0.070\t0.000\t1.510\t-0.420\t-0.236\t3.102\t2.431\t1.359\t0.990\t0.773\t0.424\t0.946\t0.836\n1\t0.602\t-0.257\t0.300\t1.074\t-1.353\t0.604\t-1.830\t0.889\t0.000\t0.773\t0.058\t-1.695\t1.107\t1.467\t-0.588\t-0.756\t2.548\t1.540\t-1.019\t0.293\t0.000\t0.887\t1.276\t1.110\t0.684\t0.941\t1.018\t0.888\n0\t0.451\t-2.210\t0.224\t0.669\t-1.028\t0.835\t-0.653\t0.434\t2.173\t1.377\t-2.179\t1.391\t0.000\t0.729\t-0.673\t-1.175\t0.000\t0.962\t0.411\t-1.035\t0.000\t0.735\t0.661\t0.989\t0.847\t0.372\t0.778\t0.826\n1\t0.458\t0.705\t1.663\t0.929\t0.001\t1.038\t1.028\t-0.143\t0.000\t1.959\t-0.056\t1.589\t0.000\t1.960\t0.240\t0.714\t0.000\t1.602\t0.951\t1.425\t3.102\t0.750\t0.876\t0.990\t0.845\t1.805\t0.940\t0.765\n0\t0.568\t0.112\t-1.410\t1.840\t1.210\t1.530\t0.533\t-0.313\t1.087\t0.874\t-0.638\t1.530\t2.215\t1.171\t-0.150\t-0.231\t0.000\t1.271\t-0.767\t-1.484\t0.000\t1.072\t0.971\t0.996\t0.662\t2.009\t1.223\t1.033\n1\t0.984\t-0.777\t-0.096\t1.824\t-0.040\t0.867\t-0.008\t-1.385\t2.173\t0.791\t-0.385\t1.169\t2.215\t0.729\t0.009\t1.703\t0.000\t0.428\t-1.530\t0.779\t0.000\t0.797\t0.784\t0.974\t1.195\t0.937\t1.212\t0.968\n0\t0.777\t-1.392\t0.349\t0.882\t-0.612\t1.691\t-0.720\t0.287\t1.087\t2.260\t-0.001\t-1.666\t0.000\t0.379\t0.534\t-1.195\t0.000\t1.260\t-0.579\t-0.919\t3.102\t0.722\t0.889\t0.986\t0.894\t1.368\t1.410\t1.160\n1\t1.291\t-0.342\t0.966\t0.595\t0.608\t1.952\t-2.488\t-0.860\t0.000\t1.395\t-0.117\t0.303\t0.000\t1.238\t0.634\t1.295\t2.548\t1.597\t-0.125\t1.624\t3.102\t0.866\t1.068\t0.997\t1.038\t0.564\t0.829\t0.806\n1\t0.579\t-0.909\t1.027\t2.006\t1.739\t0.913\t-0.225\t1.276\t0.000\t1.373\t0.748\t-0.593\t2.215\t1.604\t-0.176\t0.243\t0.000\t1.419\t1.413\t-0.375\t3.102\t1.746\t1.818\t0.991\t2.361\t0.653\t1.840\t1.603\n1\t1.151\t1.498\t-0.214\t0.495\t1.352\t1.223\t1.392\t-1.022\t2.173\t1.051\t1.236\t1.346\t0.000\t1.114\t1.508\t0.731\t0.000\t0.498\t0.214\t-0.046\t3.102\t0.930\t0.785\t1.033\t0.932\t0.811\t0.926\t0.801\n1\t0.624\t0.969\t0.058\t1.147\t1.196\t0.934\t-2.611\t0.089\t0.000\t0.761\t-0.208\t-0.630\t0.000\t0.792\t-1.283\t-1.242\t2.548\t1.029\t0.042\t1.217\t1.551\t0.824\t0.835\t1.003\t0.630\t0.778\t0.840\t0.769\n0\t0.666\t1.372\t-1.349\t1.462\t-0.509\t0.743\t0.632\t1.481\t0.000\t1.000\t0.423\t0.646\t2.215\t0.672\t-0.314\t0.367\t2.548\t0.624\t0.164\t-0.739\t0.000\t0.973\t0.916\t0.987\t1.113\t0.411\t0.940\t0.865\n0\t0.407\t-1.179\t0.094\t1.431\t1.375\t0.702\t-1.271\t-0.225\t0.000\t1.104\t0.883\t-1.520\t2.215\t0.575\t-0.047\t-0.378\t0.000\t1.125\t0.929\t0.288\t0.000\t0.765\t1.039\t0.989\t1.700\t0.324\t1.124\t1.082\n1\t0.993\t-0.991\t-1.278\t1.566\t0.525\t1.540\t-0.459\t0.508\t2.173\t0.937\t-0.230\t-1.088\t0.000\t0.422\t-1.139\t-1.720\t0.000\t1.071\t-0.384\t-0.575\t3.102\t0.729\t0.575\t1.725\t1.291\t1.125\t0.942\t0.915\n1\t0.477\t-0.571\t-1.629\t1.341\t-0.294\t1.016\t-0.225\t1.182\t0.000\t1.144\t-0.734\t-0.664\t0.000\t1.381\t-0.354\t0.588\t1.274\t0.668\t-0.832\t-1.295\t3.102\t2.361\t1.310\t1.034\t0.837\t0.763\t0.933\t0.825\n1\t0.850\t0.493\t1.697\t0.336\t0.546\t0.846\t-0.575\t-0.913\t2.173\t0.973\t-2.895\t-0.636\t0.000\t1.432\t-1.541\t-0.202\t0.000\t2.153\t0.408\t1.071\t0.000\t1.189\t1.225\t0.990\t1.215\t1.019\t0.981\t1.201\n1\t1.289\t-0.220\t-0.282\t0.256\t-0.829\t1.085\t-1.938\t1.533\t0.000\t0.329\t-0.965\t-0.294\t0.000\t0.531\t-1.182\t1.373\t2.548\t0.960\t-1.028\t0.455\t3.102\t1.134\t0.926\t0.994\t0.717\t0.402\t0.558\t0.736\n1\t0.897\t0.621\t1.579\t0.371\t1.252\t0.969\t0.670\t-1.679\t2.173\t0.892\t-0.226\t-0.756\t1.107\t1.700\t-0.335\t0.799\t0.000\t0.416\t-1.486\t0.151\t0.000\t0.878\t1.097\t0.991\t0.784\t1.200\t1.049\t0.870\n0\t1.519\t-0.989\t-1.164\t1.261\t-0.370\t0.748\t0.328\t0.828\t2.173\t0.491\t0.470\t-0.742\t1.107\t0.666\t-0.004\t1.596\t0.000\t0.932\t-0.828\t0.530\t0.000\t0.841\t0.768\t1.258\t1.462\t0.884\t1.001\t0.842\n1\t0.984\t0.832\t-1.606\t1.409\t-0.848\t1.217\t0.208\t0.482\t0.000\t0.938\t0.515\t-0.380\t0.000\t0.632\t0.062\t-1.385\t0.000\t1.032\t1.119\t1.225\t3.102\t0.970\t0.928\t1.031\t0.817\t0.650\t0.660\t0.656\n0\t0.847\t0.955\t0.702\t1.281\t-1.608\t0.916\t0.478\t-0.335\t2.173\t0.479\t-0.360\t0.948\t2.215\t0.493\t-0.685\t-0.489\t0.000\t0.919\t-0.049\t-1.340\t0.000\t0.578\t0.750\t1.259\t0.843\t0.990\t0.856\t0.746\n1\t0.688\t-1.592\t-1.111\t0.681\t1.649\t0.553\t0.828\t-1.246\t0.000\t1.195\t-0.889\t0.093\t2.215\t0.482\t0.123\t-0.250\t0.000\t1.638\t-1.668\t-1.580\t0.000\t0.968\t0.927\t0.987\t0.602\t0.511\t0.654\t0.648\n1\t1.652\t0.143\t0.034\t0.339\t-1.554\t0.395\t0.219\t-0.745\t0.000\t0.667\t-1.206\t1.322\t1.107\t0.441\t2.664\t-0.129\t0.000\t1.115\t0.031\t1.268\t0.000\t0.950\t0.687\t1.026\t0.733\t0.224\t0.676\t0.615\n0\t0.660\t-1.887\t-0.622\t0.606\t-1.742\t0.472\t-0.853\t-1.664\t2.173\t0.797\t-2.271\t0.456\t0.000\t0.836\t-1.807\t-0.328\t0.000\t0.437\t0.835\t1.370\t1.551\t0.843\t1.079\t0.991\t0.761\t0.549\t0.909\t0.775\n0\t0.320\t0.283\t-0.752\t0.375\t1.354\t1.095\t1.613\t-0.173\t2.173\t0.989\t0.278\t-1.058\t0.000\t1.413\t-0.061\t1.317\t2.548\t1.815\t0.666\t-1.661\t0.000\t1.009\t1.057\t0.994\t2.126\t2.112\t1.530\t1.313\n1\t0.818\t-0.534\t-1.705\t0.947\t-0.577\t0.525\t-1.429\t0.869\t2.173\t0.806\t-1.211\t1.584\t0.000\t1.280\t-0.009\t-0.128\t1.274\t1.351\t-0.868\t-0.281\t0.000\t0.939\t0.810\t1.037\t0.802\t1.129\t0.770\t0.670\n1\t1.816\t-0.887\t-0.305\t0.736\t-0.626\t0.759\t-1.346\t0.817\t1.087\t0.921\t-1.189\t1.248\t0.000\t1.027\t-1.324\t1.717\t2.548\t0.512\t-1.477\t-0.223\t0.000\t0.903\t0.674\t0.982\t0.998\t0.799\t0.882\t0.772\n1\t1.958\t0.542\t0.806\t0.037\t-0.474\t0.966\t-0.259\t-1.092\t2.173\t0.502\t2.869\t1.309\t0.000\t0.884\t0.920\t-0.598\t0.000\t1.674\t-0.331\t-0.303\t3.102\t1.125\t0.954\t0.997\t1.269\t0.884\t0.956\t0.852\n0\t0.499\t0.061\t1.194\t1.030\t0.729\t1.512\t-0.823\t1.357\t2.173\t2.180\t0.143\t-0.644\t2.215\t0.659\t0.094\t-0.014\t0.000\t0.733\t-1.106\t-0.588\t0.000\t0.707\t0.880\t0.993\t1.829\t2.933\t1.764\t1.360\n0\t0.911\t-1.719\t-1.503\t0.331\t0.737\t1.601\t-1.058\t-0.936\t2.173\t1.028\t-1.387\t1.116\t0.000\t2.172\t-2.451\t0.492\t0.000\t0.652\t-0.636\t0.332\t3.102\t1.972\t1.263\t0.986\t0.971\t0.998\t1.553\t1.213\n1\t1.023\t-0.601\t-0.153\t0.687\t1.002\t0.765\t0.634\t1.187\t0.000\t0.783\t0.232\t-1.599\t2.215\t0.887\t-1.026\t-0.326\t1.274\t0.720\t0.662\t-0.729\t0.000\t1.123\t0.826\t1.002\t0.633\t1.038\t0.844\t0.788\n0\t1.293\t-1.678\t0.809\t0.832\t1.735\t0.947\t-1.166\t-1.303\t0.000\t1.314\t-1.138\t-0.521\t2.215\t0.962\t1.147\t0.732\t0.000\t0.621\t-0.310\t0.731\t3.102\t3.123\t1.681\t1.066\t1.180\t0.809\t1.306\t1.251\n1\t0.749\t-0.440\t1.533\t1.713\t-1.634\t0.686\t1.548\t-0.524\t0.000\t0.565\t-0.400\t-1.628\t2.215\t0.607\t-1.273\t0.061\t0.000\t1.854\t0.373\t0.317\t0.000\t0.671\t0.794\t0.973\t0.514\t0.420\t0.746\t0.834\n1\t0.630\t0.298\t1.353\t1.529\t0.815\t0.715\t-1.308\t-1.372\t0.000\t0.916\t-0.996\t0.710\t0.000\t1.068\t0.430\t-0.541\t0.000\t2.433\t-0.606\t-0.653\t3.102\t1.659\t0.928\t0.983\t1.222\t0.860\t0.843\t0.854\n0\t0.602\t0.495\t0.366\t0.763\t-1.107\t0.574\t-0.439\t1.693\t2.173\t0.779\t-1.105\t-1.122\t0.000\t0.742\t1.985\t0.368\t0.000\t1.220\t0.641\t0.193\t3.102\t3.165\t1.829\t0.988\t0.890\t1.036\t1.236\t1.008\n1\t0.651\t-0.245\t0.145\t0.658\t1.105\t1.105\t-0.581\t-1.325\t2.173\t0.470\t-1.169\t-0.506\t2.215\t0.576\t-2.518\t0.861\t0.000\t1.049\t-0.815\t0.683\t0.000\t0.883\t0.768\t0.994\t1.047\t0.788\t0.894\t0.784\n0\t0.494\t-1.311\t-1.247\t1.854\t-1.688\t0.978\t0.231\t0.290\t0.000\t0.787\t-0.477\t-0.911\t2.215\t0.266\t1.828\t-1.127\t0.000\t0.891\t-0.510\t-0.141\t3.102\t1.274\t0.890\t0.985\t0.730\t0.486\t0.750\t0.858\n0\t1.039\t-1.339\t-1.273\t0.361\t-0.074\t0.800\t-1.330\t1.257\t2.173\t0.610\t-0.272\t-1.522\t1.107\t0.767\t-1.439\t0.073\t0.000\t0.804\t0.059\t-0.306\t0.000\t0.850\t1.049\t0.996\t0.620\t0.837\t0.755\t0.683\n1\t1.219\t0.772\t1.575\t1.122\t-1.321\t0.857\t0.413\t-0.287\t2.173\t0.788\t0.942\t0.534\t1.107\t0.501\t-0.341\t-0.531\t0.000\t0.707\t0.012\t0.762\t0.000\t0.616\t0.648\t0.986\t1.199\t0.883\t0.919\t0.772\n1\t0.630\t-0.129\t0.406\t0.589\t-0.626\t1.036\t0.590\t-1.389\t2.173\t0.862\t1.395\t1.162\t0.000\t1.527\t0.927\t0.582\t0.000\t0.470\t-1.539\t-0.066\t0.000\t0.952\t1.041\t0.981\t0.930\t0.933\t0.993\t0.848\n1\t0.746\t-0.817\t0.878\t0.972\t0.511\t1.092\t0.070\t-0.781\t2.173\t1.078\t0.207\t-1.482\t2.215\t0.985\t-0.368\t0.443\t0.000\t0.463\t0.204\t1.569\t0.000\t0.679\t1.012\t0.981\t1.508\t0.949\t1.341\t1.053\n1\t0.959\t0.278\t-0.420\t1.214\t-1.431\t1.327\t-0.209\t0.963\t2.173\t0.268\t0.596\t-1.688\t0.000\t0.587\t0.054\t0.039\t2.548\t0.829\t-0.439\t-0.823\t0.000\t0.822\t1.241\t1.180\t0.715\t0.827\t0.896\t0.785\n1\t1.346\t-0.636\t-0.631\t1.769\t0.142\t1.031\t-0.440\t1.149\t2.173\t0.646\t0.075\t0.757\t0.000\t0.872\t0.232\t-1.276\t2.548\t0.499\t-0.852\t-0.913\t0.000\t0.854\t0.773\t1.372\t1.067\t1.052\t1.047\t0.843\n0\t0.754\t0.530\t-1.713\t1.211\t0.712\t0.880\t0.047\t-0.458\t2.173\t0.727\t-0.539\t-0.558\t2.215\t1.023\t-1.433\t1.403\t0.000\t0.388\t-1.339\t-1.570\t0.000\t0.804\t0.935\t1.082\t1.074\t0.375\t0.845\t0.888\n1\t0.454\t0.614\t-1.567\t0.644\t-1.634\t1.131\t-0.289\t-1.383\t0.000\t2.769\t0.318\t0.537\t1.107\t1.333\t-0.715\t-1.089\t0.000\t0.991\t0.692\t0.106\t0.000\t0.799\t0.595\t0.988\t1.567\t1.224\t1.460\t1.180\n0\t0.747\t0.047\t1.658\t0.369\t-0.946\t0.495\t-0.047\t0.751\t2.173\t0.480\t0.041\t-0.684\t0.000\t1.154\t-0.158\t-0.163\t2.548\t0.614\t1.495\t1.468\t0.000\t0.964\t0.874\t0.977\t0.768\t0.693\t0.685\t0.643\n1\t0.679\t-1.702\t-0.404\t1.032\t-0.435\t0.782\t-1.066\t1.055\t1.087\t0.706\t-0.674\t-1.605\t2.215\t0.897\t-0.336\t-0.450\t0.000\t0.931\t0.173\t1.212\t0.000\t1.047\t1.023\t0.989\t0.834\t0.769\t0.804\t0.750\n0\t1.462\t-0.329\t0.499\t1.970\t1.076\t1.009\t-0.502\t-0.947\t2.173\t1.110\t0.248\t0.093\t0.000\t1.416\t0.510\t-1.439\t2.548\t1.235\t-1.313\t-1.724\t0.000\t0.795\t1.095\t1.168\t1.535\t1.049\t1.219\t1.087\n0\t1.862\t1.526\t0.951\t0.362\t-0.381\t0.597\t2.298\t-0.372\t0.000\t0.686\t1.149\t-1.146\t1.107\t0.407\t0.385\t-1.542\t0.000\t0.769\t0.532\t0.311\t3.102\t1.242\t0.878\t1.060\t0.892\t0.659\t0.635\t0.683\n0\t0.915\t-1.307\t-0.365\t0.800\t0.804\t1.026\t-0.335\t-1.180\t1.087\t0.881\t-1.835\t0.695\t0.000\t0.663\t-2.595\t1.198\t0.000\t0.690\t-1.013\t0.994\t1.551\t0.779\t0.552\t1.030\t1.133\t0.918\t1.086\t0.911\n1\t0.725\t0.888\t1.282\t1.432\t-1.360\t1.067\t0.026\t0.986\t0.000\t1.339\t0.128\t-0.072\t0.000\t1.095\t0.981\t-0.582\t2.548\t0.873\t-0.274\t-0.884\t0.000\t0.918\t1.251\t0.988\t0.713\t0.697\t0.737\t0.859\n1\t0.585\t-0.769\t0.927\t0.534\t-0.942\t0.639\t1.348\t0.139\t2.173\t0.673\t0.368\t-0.588\t2.215\t0.909\t-0.688\t1.573\t0.000\t0.719\t-0.082\t1.448\t0.000\t0.315\t0.798\t0.986\t1.676\t0.768\t1.137\t0.949\n0\t0.304\t0.865\t0.520\t1.296\t-1.450\t0.472\t0.667\t0.735\t0.000\t0.904\t0.435\t1.727\t2.215\t0.701\t1.170\t-0.399\t0.000\t1.674\t-0.206\t-0.318\t3.102\t0.940\t0.935\t0.985\t0.815\t1.141\t0.785\t0.723\n0\t0.617\t-0.295\t1.333\t0.701\t-1.162\t0.885\t0.519\t-0.278\t1.087\t0.443\t1.405\t1.056\t2.215\t0.942\t2.248\t1.252\t0.000\t0.391\t1.343\t-1.020\t0.000\t0.664\t1.298\t0.990\t1.108\t0.965\t1.004\t1.177\n0\t1.244\t-0.669\t-1.374\t2.193\t1.607\t2.901\t0.308\t-0.031\t0.000\t2.223\t-0.619\t1.616\t2.215\t0.937\t-0.201\t-0.420\t0.000\t0.609\t-1.464\t1.283\t0.000\t1.092\t0.663\t1.006\t0.644\t0.906\t0.797\t0.756\n0\t1.276\t0.274\t0.013\t0.593\t-0.821\t0.771\t0.879\t0.701\t2.173\t0.665\t1.155\t1.203\t0.000\t0.930\t1.221\t-1.194\t0.000\t1.435\t1.811\t-0.779\t0.000\t1.006\t0.964\t0.989\t0.981\t0.897\t0.834\t0.809\n0\t0.698\t-1.181\t0.216\t0.995\t1.541\t0.854\t-1.149\t-1.719\t0.000\t0.658\t-0.826\t-0.958\t0.000\t0.442\t-0.169\t0.674\t0.000\t1.723\t0.561\t0.175\t3.102\t0.869\t0.959\t1.074\t0.536\t0.718\t0.763\t0.671\n0\t1.271\t0.454\t0.345\t0.962\t-1.012\t0.497\t-0.749\t-1.400\t0.000\t0.897\t-0.646\t0.486\t0.000\t1.038\t0.494\t-1.508\t2.548\t0.955\t-0.524\t1.110\t3.102\t1.407\t0.853\t1.440\t0.924\t0.714\t0.734\t0.801\n0\t0.874\t-0.513\t1.471\t0.978\t-0.445\t0.645\t-1.407\t-0.801\t2.173\t0.998\t0.294\t0.340\t2.215\t0.527\t-0.247\t1.037\t0.000\t0.651\t-0.155\t-0.986\t0.000\t0.626\t0.747\t1.266\t0.965\t1.530\t0.899\t0.715\n1\t0.449\t-2.133\t-0.985\t2.042\t-0.405\t0.455\t-0.866\t1.234\t0.000\t0.820\t-0.650\t1.638\t2.215\t1.179\t-0.924\t0.641\t2.548\t0.771\t0.035\t-1.537\t0.000\t0.691\t0.727\t0.979\t1.081\t0.837\t0.871\t0.782\n0\t0.537\t2.307\t0.512\t1.049\t-0.668\t0.738\t1.057\t1.379\t0.000\t0.783\t0.145\t0.417\t1.107\t0.717\t-0.011\t-0.962\t2.548\t0.637\t1.437\t-0.588\t0.000\t1.084\t0.923\t0.986\t1.032\t0.757\t0.810\t0.779\n1\t1.378\t1.272\t-0.687\t2.179\t-0.041\t0.642\t0.138\t0.476\t2.173\t0.753\t2.599\t-1.682\t0.000\t0.775\t0.285\t-1.349\t0.000\t0.636\t1.109\t0.752\t0.000\t0.981\t1.042\t1.321\t1.213\t0.790\t0.984\t1.049\n1\t1.548\t-1.061\t-1.359\t1.032\t-0.777\t0.622\t-1.039\t0.520\t2.173\t0.486\t-1.615\t1.299\t0.000\t1.819\t-0.103\t0.334\t2.548\t1.048\t-0.977\t0.019\t0.000\t0.880\t1.024\t0.988\t1.077\t0.680\t1.071\t0.885\n0\t0.876\t0.470\t-0.838\t1.228\t1.543\t1.063\t-0.382\t-0.439\t2.173\t1.122\t1.139\t1.545\t0.000\t0.756\t0.875\t0.302\t0.000\t0.806\t0.561\t0.841\t3.102\t1.099\t1.120\t1.206\t0.714\t1.048\t0.856\t0.797\n0\t2.049\t-1.019\t-0.809\t0.721\t0.813\t0.530\t0.954\t0.852\t0.000\t0.449\t-0.439\t0.830\t2.215\t0.563\t1.343\t-1.181\t0.000\t0.989\t-1.182\t0.977\t3.102\t0.982\t0.832\t1.675\t0.996\t0.313\t0.790\t0.998\n1\t0.806\t1.488\t-0.120\t0.184\t1.327\t0.415\t1.390\t0.234\t1.087\t0.968\t1.599\t-1.696\t2.215\t0.574\t-0.413\t1.543\t0.000\t1.009\t-0.402\t-0.072\t0.000\t0.857\t1.123\t0.988\t0.580\t0.927\t0.780\t0.685\n0\t1.743\t0.849\t0.053\t2.571\t-0.146\t1.951\t1.238\t1.613\t0.000\t3.401\t0.530\t-0.116\t1.107\t1.130\t0.925\t1.019\t1.274\t1.357\t1.265\t-1.396\t0.000\t1.085\t1.038\t0.996\t0.612\t1.846\t1.916\t1.728\n1\t1.117\t-0.491\t0.267\t1.459\t-0.330\t0.897\t2.426\t-0.931\t0.000\t1.030\t0.190\t0.694\t0.000\t1.810\t1.006\t1.324\t2.548\t0.686\t2.406\t1.516\t0.000\t1.000\t0.918\t0.988\t1.847\t0.799\t1.175\t1.729\n0\t0.812\t0.295\t-0.520\t0.628\t-0.827\t0.501\t0.899\t-1.411\t2.173\t0.897\t0.111\t-0.040\t1.107\t0.986\t-0.034\t0.880\t0.000\t1.102\t1.045\t1.353\t0.000\t0.926\t0.991\t0.985\t0.898\t1.015\t0.756\t0.799\n1\t0.525\t0.830\t1.108\t0.467\t-0.779\t3.107\t1.466\t0.438\t0.000\t3.680\t-0.037\t-1.337\t1.107\t1.070\t-0.404\t-1.525\t2.548\t0.773\t0.283\t-1.630\t0.000\t0.924\t1.233\t0.980\t0.650\t0.559\t0.755\t0.723\n1\t0.441\t-1.535\t0.789\t0.313\t-1.443\t2.026\t0.478\t-0.636\t0.000\t1.272\t-0.921\t-1.408\t1.107\t3.355\t-0.429\t0.985\t0.000\t1.605\t-0.721\t0.682\t3.102\t1.520\t0.906\t0.980\t0.811\t1.228\t1.022\t0.845\n1\t1.172\t0.328\t-0.798\t0.439\t0.756\t1.201\t0.538\t-0.583\t0.000\t1.877\t0.485\t0.915\t0.000\t1.327\t-0.211\t1.559\t2.548\t1.135\t-1.220\t-0.429\t0.000\t1.115\t1.068\t0.988\t0.840\t0.685\t0.911\t0.765\n0\t1.445\t-0.437\t1.664\t0.213\t-1.605\t0.798\t-0.355\t0.468\t2.173\t0.737\t-0.252\t-0.154\t0.000\t0.696\t-0.923\t-0.460\t2.548\t1.104\t-0.161\t-0.883\t0.000\t0.892\t0.745\t0.975\t0.747\t0.756\t0.749\t0.667\n1\t0.897\t-0.727\t-0.032\t0.420\t-0.592\t1.391\t-0.142\t-1.582\t0.000\t1.763\t-0.110\t-0.220\t2.215\t1.126\t-0.872\t1.156\t1.274\t0.611\t-1.382\t0.738\t0.000\t0.457\t1.074\t0.990\t0.916\t1.559\t0.850\t0.755\n1\t1.029\t-0.904\t0.352\t1.720\t0.233\t1.501\t0.243\t-1.406\t2.173\t0.853\t0.435\t-1.711\t0.000\t1.462\t0.135\t0.374\t2.548\t0.368\t1.136\t-0.590\t0.000\t0.709\t0.962\t1.002\t2.504\t1.846\t1.766\t1.456\n0\t0.490\t-2.188\t-0.962\t0.846\t-1.112\t1.087\t-0.530\t-0.161\t2.173\t0.894\t-0.541\t0.395\t2.215\t1.554\t-1.117\t1.492\t0.000\t0.429\t-1.883\t1.472\t0.000\t0.487\t0.969\t0.985\t0.990\t0.697\t0.947\t0.862\n1\t1.317\t0.051\t1.278\t0.400\t1.496\t0.792\t0.387\t-0.037\t2.173\t0.795\t0.359\t-0.892\t0.000\t0.644\t-0.157\t-1.405\t0.000\t0.763\t-0.480\t0.389\t3.102\t0.574\t0.888\t0.982\t0.627\t0.516\t0.733\t0.721\n1\t0.838\t-0.744\t0.423\t1.073\t1.395\t0.466\t-1.154\t-1.500\t0.000\t0.975\t-0.086\t0.487\t0.000\t1.910\t0.521\t-1.285\t2.548\t1.347\t1.020\t0.088\t3.102\t0.927\t0.859\t1.010\t1.282\t1.228\t1.079\t0.934\n1\t0.332\t-0.853\t-1.678\t0.086\t0.383\t0.486\t-0.906\t0.740\t0.000\t1.113\t1.058\t-1.687\t2.215\t1.299\t-0.444\t-0.897\t2.548\t0.392\t2.105\t0.212\t0.000\t1.829\t1.444\t0.826\t0.663\t1.393\t1.137\t0.880\n0\t0.757\t0.402\t0.671\t0.423\t1.240\t0.474\t1.175\t-1.685\t2.173\t0.833\t-0.434\t-0.562\t0.000\t0.708\t1.743\t1.431\t0.000\t0.711\t-0.125\t0.503\t0.000\t0.834\t1.038\t0.990\t0.885\t0.622\t0.678\t0.743\n1\t0.906\t-0.765\t1.426\t0.162\t0.861\t1.115\t0.881\t-0.134\t2.173\t0.912\t-0.189\t-1.493\t1.107\t0.985\t1.543\t0.723\t0.000\t0.646\t-1.635\t-0.777\t0.000\t0.334\t0.821\t0.980\t1.203\t1.632\t1.315\t1.073\n0\t1.000\t-0.885\t-0.096\t0.923\t-1.056\t0.810\t-0.495\t0.510\t1.087\t0.771\t-1.950\t0.302\t0.000\t1.975\t-0.135\t-1.391\t2.548\t0.861\t-1.057\t-1.180\t0.000\t0.754\t1.037\t1.012\t0.986\t1.585\t0.953\t0.847\n0\t1.545\t-0.060\t0.394\t0.335\t-1.085\t0.997\t0.434\t-0.517\t2.173\t0.813\t0.606\t-1.695\t0.000\t0.872\t-0.389\t0.886\t2.548\t1.272\t-0.418\t-1.556\t0.000\t0.803\t0.833\t0.987\t0.921\t1.223\t0.883\t0.810\n0\t2.294\t0.573\t-0.676\t0.142\t1.381\t0.941\t0.746\t1.118\t0.000\t1.048\t0.471\t0.690\t0.000\t0.585\t-0.416\t-0.011\t2.548\t2.049\t0.139\t-1.405\t3.102\t0.845\t0.924\t0.987\t0.863\t0.839\t0.883\t0.926\n1\t0.943\t-1.601\t-0.014\t0.155\t-0.967\t1.585\t-0.723\t1.500\t2.173\t1.705\t-0.683\t-1.107\t0.000\t1.145\t-0.394\t-0.366\t1.274\t2.083\t-0.284\t0.379\t0.000\t0.731\t0.983\t0.982\t0.631\t1.686\t0.997\t0.801\n0\t0.507\t1.101\t1.372\t1.546\t-1.139\t1.091\t-0.461\t0.193\t2.173\t1.030\t-0.927\t1.705\t0.000\t0.860\t0.178\t1.555\t2.548\t0.981\t1.764\t-0.051\t0.000\t3.183\t1.775\t0.989\t1.838\t1.207\t1.395\t1.366\n0\t1.012\t0.183\t-1.683\t1.439\t1.092\t0.703\t1.708\t-0.456\t0.000\t0.923\t-0.565\t1.081\t0.000\t0.920\t0.606\t-0.876\t0.000\t0.722\t2.018\t0.418\t0.000\t0.963\t1.070\t1.000\t0.740\t0.476\t0.674\t0.844\n1\t1.142\t-0.288\t-0.503\t1.143\t-0.358\t1.044\t-0.848\t0.732\t2.173\t0.760\t-2.464\t-1.340\t0.000\t1.595\t-0.700\t1.456\t1.274\t0.940\t-0.982\t-0.980\t0.000\t0.879\t1.185\t0.987\t1.206\t0.977\t1.065\t1.054\n1\t0.697\t-1.508\t0.202\t0.506\t0.518\t0.923\t0.122\t-1.467\t0.000\t0.680\t0.235\t0.218\t2.215\t1.100\t-0.703\t-1.577\t2.548\t1.471\t-0.772\t-0.236\t0.000\t1.871\t1.193\t0.993\t0.640\t1.039\t0.903\t0.825\n0\t0.480\t0.095\t0.479\t0.917\t-1.481\t0.700\t0.088\t0.108\t2.173\t0.797\t0.518\t-1.061\t1.107\t0.559\t-0.243\t1.297\t0.000\t0.734\t0.851\t0.558\t0.000\t1.040\t0.891\t0.988\t0.834\t0.986\t0.697\t0.654\n0\t1.248\t0.525\t-0.242\t1.576\t-1.064\t0.857\t-1.099\t1.321\t1.087\t0.485\t0.220\t1.475\t0.000\t0.749\t-1.291\t0.132\t0.000\t0.869\t-0.357\t-0.107\t0.000\t0.883\t0.925\t1.309\t0.930\t0.321\t1.092\t0.877\n1\t0.622\t0.279\t-0.040\t0.658\t-1.205\t1.306\t1.456\t0.600\t0.000\t1.221\t1.056\t-1.659\t0.000\t0.655\t0.716\t0.365\t0.000\t1.348\t1.141\t-0.596\t3.102\t0.938\t0.827\t0.990\t0.615\t0.682\t0.601\t0.570\n1\t1.472\t0.198\t1.370\t0.803\t-0.211\t0.732\t1.372\t-0.006\t0.000\t0.597\t-0.137\t-0.009\t2.215\t1.264\t-0.470\t-1.408\t2.548\t1.182\t1.285\t1.252\t0.000\t0.913\t0.942\t1.490\t1.003\t0.896\t0.890\t0.839\n0\t0.745\t-1.481\t-1.571\t0.862\t0.863\t1.320\t-1.638\t1.571\t0.000\t1.763\t-1.501\t-0.041\t0.000\t2.054\t1.150\t-0.475\t0.000\t1.094\t-0.760\t0.312\t3.102\t0.832\t0.993\t0.990\t0.658\t0.730\t0.786\t0.677\n0\t0.655\t-0.480\t-0.551\t1.810\t-0.023\t0.660\t-0.315\t1.133\t2.173\t0.655\t0.128\t-1.327\t0.000\t0.511\t2.374\t-1.481\t0.000\t1.242\t0.921\t-1.146\t3.102\t0.926\t0.770\t0.990\t1.138\t1.127\t1.146\t1.353\n0\t1.485\t0.791\t0.358\t0.864\t-0.783\t0.895\t0.740\t1.112\t2.173\t0.883\t0.428\t-0.984\t0.000\t0.501\t-0.301\t-0.547\t0.000\t0.631\t-0.673\t-0.990\t3.102\t0.562\t1.146\t1.344\t0.895\t1.017\t0.836\t0.776\n1\t0.827\t-0.119\t0.324\t0.354\t-1.525\t1.129\t0.229\t-1.292\t2.173\t0.960\t1.006\t0.413\t0.000\t1.011\t1.030\t-0.249\t0.000\t0.695\t2.395\t1.308\t0.000\t0.852\t0.717\t0.991\t0.943\t0.831\t0.923\t0.783\n0\t0.620\t0.693\t-0.546\t2.155\t0.051\t0.927\t-0.147\t1.577\t0.000\t0.629\t-2.201\t-0.981\t0.000\t0.508\t-0.451\t0.728\t2.548\t0.910\t-0.464\t-1.312\t0.000\t0.991\t0.848\t0.982\t0.897\t0.573\t0.968\t1.014\n1\t1.119\t-0.185\t1.582\t1.461\t0.830\t1.310\t1.121\t-0.595\t2.173\t0.507\t-0.599\t-0.179\t0.000\t0.493\t-1.139\t1.714\t0.000\t1.127\t-0.025\t1.121\t3.102\t0.799\t0.692\t1.109\t1.815\t1.509\t1.208\t1.041\n1\t0.769\t0.524\t-1.224\t0.964\t0.043\t2.024\t-0.256\t-0.078\t0.000\t1.791\t-0.154\t1.137\t0.000\t1.661\t-0.679\t-1.547\t2.548\t1.652\t-0.208\t1.551\t0.000\t0.824\t1.087\t1.085\t0.685\t0.858\t0.920\t0.924\n0\t1.335\t-0.274\t0.813\t0.599\t0.380\t0.622\t1.964\t-0.975\t0.000\t0.803\t2.281\t-1.514\t0.000\t0.527\t-1.570\t-1.130\t0.000\t1.596\t-0.416\t-0.135\t3.102\t0.753\t0.884\t0.996\t0.770\t0.873\t1.225\t1.447\n0\t0.466\t0.259\t0.837\t3.177\t1.304\t0.893\t-0.030\t-0.502\t0.000\t0.486\t2.463\t-1.333\t0.000\t0.511\t1.394\t-0.535\t1.274\t1.198\t-0.604\t0.327\t3.102\t2.517\t1.367\t0.988\t0.898\t0.928\t1.108\t1.356\n0\t0.959\t0.213\t1.514\t0.486\t0.725\t0.920\t-0.818\t-1.567\t2.173\t0.796\t0.290\t-0.520\t0.000\t0.999\t1.287\t0.656\t0.000\t0.442\t0.710\t0.985\t0.000\t0.882\t0.707\t0.984\t1.193\t1.507\t1.266\t1.022\n0\t0.785\t0.899\t-0.859\t0.984\t-0.942\t1.400\t0.763\t0.628\t2.173\t0.919\t0.526\t-1.318\t2.215\t0.643\t0.297\t0.971\t0.000\t0.605\t1.499\t-1.275\t0.000\t0.830\t0.927\t0.987\t0.886\t1.652\t1.196\t0.940\n1\t0.815\t-0.281\t1.207\t0.346\t-1.407\t0.687\t-0.338\t-0.432\t2.173\t0.432\t1.885\t0.975\t0.000\t0.627\t0.988\t-1.372\t0.000\t1.178\t0.192\t0.494\t1.551\t0.768\t0.788\t0.991\t0.898\t0.757\t0.795\t0.880\n1\t1.221\t-0.739\t-0.118\t1.345\t-0.655\t2.465\t-1.114\t1.121\t2.173\t2.094\t-0.470\t-0.703\t0.000\t1.033\t-0.614\t0.455\t0.000\t1.529\t0.672\t-1.468\t0.000\t0.650\t1.050\t0.990\t0.632\t1.144\t1.338\t1.057\n1\t1.662\t-0.322\t0.283\t0.599\t-0.951\t1.559\t-0.159\t1.649\t2.173\t0.718\t-1.067\t-1.290\t2.215\t0.778\t1.096\t-0.410\t0.000\t1.527\t-0.817\t0.863\t0.000\t0.809\t0.964\t1.239\t1.431\t1.054\t1.035\t0.960\n0\t2.307\t0.588\t-1.143\t0.474\t0.797\t0.557\t1.574\t0.973\t0.000\t1.007\t0.924\t0.230\t2.215\t0.523\t0.233\t1.157\t0.000\t0.640\t-0.877\t-0.774\t3.102\t0.714\t1.031\t1.426\t1.181\t1.027\t0.883\t0.848\n0\t0.324\t-0.991\t1.427\t3.103\t-1.264\t2.521\t-0.239\t0.513\t2.173\t0.981\t-0.534\t1.645\t2.215\t1.246\t-2.152\t-0.778\t0.000\t0.814\t0.583\t-0.045\t0.000\t1.317\t1.289\t0.987\t2.883\t2.004\t1.907\t1.650\n0\t0.393\t-1.487\t1.508\t3.241\t-1.659\t1.855\t0.377\t0.158\t2.173\t2.043\t-0.361\t0.373\t0.000\t2.605\t-0.003\t-1.475\t2.548\t1.211\t0.797\t-0.160\t0.000\t1.289\t1.867\t0.986\t2.997\t2.776\t3.434\t3.564\n1\t2.485\t-1.087\t0.688\t0.118\t1.500\t0.487\t-0.116\t-1.623\t0.000\t0.573\t-0.026\t-0.990\t2.215\t1.022\t-0.956\t-0.399\t1.274\t0.498\t-1.858\t-1.638\t0.000\t0.952\t0.887\t0.997\t1.029\t0.599\t0.795\t0.764\n0\t0.559\t0.649\t-0.521\t0.262\t0.168\t0.825\t1.025\t-1.594\t1.087\t1.195\t1.016\t0.252\t2.215\t0.470\t0.454\t-0.095\t0.000\t0.808\t-0.632\t-1.679\t0.000\t0.813\t1.002\t0.986\t1.095\t1.454\t0.997\t0.831\n0\t3.255\t-0.315\t0.635\t1.214\t-0.969\t1.268\t-0.719\t-1.027\t2.173\t1.506\t-0.177\t1.071\t2.215\t0.808\t-0.006\t-0.648\t0.000\t0.925\t-1.452\t-0.462\t0.000\t0.950\t0.866\t2.732\t1.570\t2.009\t1.524\t1.257\n1\t0.384\t0.406\t0.077\t0.588\t-0.959\t0.673\t-0.155\t-1.485\t0.000\t0.810\t0.893\t1.115\t2.215\t0.755\t0.711\t-0.558\t0.000\t0.862\t-0.661\t0.296\t0.000\t0.854\t0.842\t0.988\t0.710\t0.289\t0.719\t0.658\n1\t0.900\t0.188\t-1.630\t1.654\t-1.084\t0.974\t0.069\t0.405\t2.173\t0.744\t0.597\t1.151\t2.215\t0.851\t-0.429\t1.137\t0.000\t0.763\t-0.120\t-0.994\t0.000\t0.922\t1.093\t0.979\t1.368\t0.852\t0.971\t0.979\n1\t0.924\t-0.200\t-1.134\t0.513\t1.320\t0.881\t-0.275\t-0.036\t1.087\t1.035\t1.101\t1.358\t0.000\t0.573\t-0.488\t-0.568\t0.000\t0.369\t0.797\t-0.657\t0.000\t0.784\t1.318\t0.992\t0.683\t0.867\t0.787\t0.806\n0\t1.107\t-0.038\t1.209\t0.764\t0.335\t0.672\t0.089\t0.088\t0.000\t0.821\t0.771\t-1.191\t2.215\t0.982\t-0.038\t-1.238\t2.548\t0.662\t1.268\t-0.290\t0.000\t0.864\t0.947\t0.985\t0.824\t0.412\t0.733\t0.752\n0\t0.299\t1.073\t-0.302\t1.292\t1.514\t1.198\t1.125\t1.075\t2.173\t1.673\t-0.046\t-0.671\t1.107\t0.799\t0.463\t-0.460\t0.000\t0.743\t0.164\t-1.043\t0.000\t0.818\t0.862\t0.992\t0.920\t2.458\t1.465\t1.280\n0\t0.462\t-1.385\t-0.656\t0.805\t0.407\t1.613\t0.133\t-0.394\t2.173\t1.001\t0.172\t1.350\t2.215\t0.954\t0.942\t-1.562\t0.000\t1.945\t0.546\t-0.880\t0.000\t0.913\t1.061\t0.989\t0.958\t1.870\t1.127\t0.989\n0\t2.078\t1.567\t-1.241\t0.731\t-0.619\t0.768\t0.118\t1.609\t2.173\t0.712\t-0.315\t1.080\t0.000\t1.414\t1.029\t0.459\t0.000\t0.795\t-0.752\t0.122\t3.102\t0.873\t0.964\t0.986\t1.380\t0.918\t1.204\t1.093\n0\t0.708\t-0.021\t0.108\t0.803\t1.360\t0.766\t-0.291\t-1.223\t2.173\t0.386\t-1.065\t-0.810\t0.000\t0.548\t-1.694\t0.792\t0.000\t1.326\t-1.172\t0.229\t1.551\t0.752\t0.882\t0.985\t0.736\t1.205\t0.752\t0.666\n1\t1.709\t-0.286\t0.393\t1.551\t-0.574\t1.180\t-0.530\t1.410\t0.000\t0.950\t-0.132\t-1.603\t2.215\t0.988\t-2.257\t0.806\t0.000\t0.562\t-0.745\t0.215\t0.000\t0.834\t0.898\t1.725\t1.299\t0.544\t0.875\t1.000\n1\t0.761\t0.834\t0.945\t0.437\t1.329\t1.929\t-0.148\t-1.256\t0.000\t1.857\t0.385\t0.399\t2.215\t1.246\t-0.867\t-0.291\t2.548\t1.091\t1.532\t1.456\t0.000\t0.787\t1.275\t0.980\t0.968\t1.507\t1.173\t0.977\n0\t0.839\t0.219\t1.120\t0.394\t-0.580\t0.822\t1.144\t-1.350\t2.173\t0.893\t-0.228\t-0.081\t0.000\t1.163\t-0.231\t0.636\t0.000\t1.148\t-0.493\t-1.219\t3.102\t0.942\t0.960\t0.991\t0.801\t1.024\t1.024\t0.860\n1\t0.650\t1.778\t-0.991\t0.361\t-1.194\t1.388\t0.797\t1.133\t0.000\t1.779\t0.314\t-0.331\t2.215\t1.076\t0.859\t-1.460\t0.000\t0.629\t0.351\t0.488\t3.102\t1.589\t0.985\t0.976\t0.947\t0.644\t1.159\t0.962\n1\t0.724\t-1.401\t-0.903\t0.787\t1.375\t0.933\t-0.332\t0.091\t2.173\t0.677\t-0.123\t-0.923\t0.000\t1.097\t-0.520\t0.900\t2.548\t1.040\t-1.796\t-1.151\t0.000\t1.004\t0.997\t0.986\t0.732\t0.852\t0.752\t0.703\n1\t0.713\t-0.694\t0.416\t1.053\t-1.438\t1.403\t0.996\t-0.328\t0.000\t1.325\t-0.707\t0.834\t1.107\t1.430\t0.518\t-1.343\t0.000\t2.091\t-0.154\t1.408\t3.102\t2.095\t1.945\t1.194\t0.917\t0.849\t1.601\t1.325\n0\t0.935\t0.431\t0.085\t2.172\t-0.629\t0.808\t0.485\t0.852\t1.087\t0.909\t-0.322\t1.146\t0.000\t0.823\t-0.245\t-1.646\t0.000\t1.616\t0.229\t-1.190\t3.102\t0.778\t0.855\t1.182\t1.242\t1.173\t0.942\t0.930\n1\t0.781\t-1.344\t-0.423\t1.650\t-1.191\t1.309\t-0.756\t1.624\t1.087\t0.918\t-2.102\t0.166\t0.000\t1.258\t-0.145\t0.051\t0.000\t0.911\t-0.561\t0.314\t0.000\t0.985\t1.075\t1.002\t1.203\t0.535\t1.044\t0.993\n1\t0.989\t0.064\t-0.136\t1.499\t-0.029\t0.966\t-0.801\t1.731\t1.087\t0.605\t-1.268\t-1.198\t0.000\t0.389\t-1.478\t1.064\t0.000\t0.490\t-1.050\t0.525\t3.102\t0.675\t0.660\t0.973\t0.852\t0.666\t1.140\t1.020\n1\t0.974\t-0.986\t-0.615\t1.136\t1.374\t1.051\t0.801\t0.956\t2.173\t0.733\t0.924\t-1.443\t2.215\t1.121\t-0.334\t-0.641\t0.000\t0.669\t0.307\t0.031\t0.000\t1.101\t0.934\t1.421\t1.621\t1.075\t1.210\t1.277\n1\t0.392\t-1.473\t-1.145\t0.698\t-0.798\t1.313\t-0.273\t1.091\t2.173\t0.598\t0.150\t-0.197\t0.000\t0.730\t1.010\t-1.216\t0.000\t0.602\t0.209\t-0.639\t0.000\t0.949\t0.861\t1.000\t1.155\t0.556\t0.865\t0.797\n1\t1.601\t0.911\t-1.635\t0.794\t-0.078\t0.791\t-0.005\t0.842\t2.173\t0.684\t0.012\t-1.079\t0.000\t1.739\t-0.008\t0.221\t0.000\t0.748\t-0.396\t0.093\t3.102\t0.988\t0.936\t1.540\t0.976\t0.545\t0.839\t0.818\n0\t0.448\t0.983\t-0.805\t1.479\t-1.718\t0.917\t-0.481\t0.399\t0.000\t0.660\t-0.286\t-0.684\t2.215\t0.539\t-0.306\t1.180\t0.000\t0.625\t0.033\t0.021\t3.102\t0.982\t0.858\t0.982\t0.669\t0.358\t0.548\t0.661\n0\t0.606\t0.358\t-1.016\t0.891\t0.400\t1.730\t0.749\t-0.354\t2.173\t2.240\t0.465\t1.166\t0.000\t1.294\t0.420\t-1.633\t2.548\t0.767\t0.616\t1.466\t0.000\t0.508\t0.805\t0.988\t0.971\t1.726\t1.408\t1.110\n1\t1.228\t1.232\t0.843\t1.033\t0.615\t2.574\t1.336\t-1.646\t0.000\t2.692\t0.855\t-0.151\t2.215\t0.427\t-0.277\t0.147\t2.548\t0.903\t-0.219\t-1.176\t0.000\t0.604\t1.212\t0.986\t0.939\t0.776\t1.101\t0.974\n0\t0.933\t0.478\t-1.239\t0.682\t0.481\t0.510\t-0.337\t-1.188\t0.000\t0.928\t-0.572\t0.983\t2.215\t0.849\t-0.110\t-0.354\t0.000\t0.606\t-1.219\t0.920\t1.551\t0.818\t1.006\t1.105\t0.808\t0.308\t0.663\t0.674\n0\t0.605\t-0.096\t-1.398\t1.718\t0.390\t0.991\t-2.133\t0.306\t0.000\t1.131\t-0.056\t1.530\t1.107\t0.651\t-1.299\t-0.871\t0.000\t1.926\t0.962\t-1.107\t1.551\t0.804\t1.792\t1.411\t1.285\t1.261\t1.897\t1.531\n0\t0.866\t-0.913\t-0.056\t1.060\t-0.776\t1.016\t-1.071\t-1.110\t2.173\t1.500\t-0.545\t1.297\t2.215\t0.792\t2.214\t0.088\t0.000\t0.690\t-0.833\t0.218\t0.000\t2.198\t2.230\t0.984\t0.887\t1.575\t1.845\t1.467\n0\t0.621\t0.901\t0.883\t1.117\t-0.886\t0.367\t2.443\t0.622\t0.000\t0.809\t-0.787\t1.143\t2.215\t0.694\t0.631\t-0.339\t2.548\t0.832\t0.748\t-1.055\t0.000\t1.049\t0.880\t1.153\t0.640\t1.015\t0.805\t0.731\n0\t0.940\t-1.425\t1.447\t0.668\t-0.891\t0.534\t0.861\t-0.145\t0.000\t1.014\t-1.135\t-1.138\t2.215\t0.903\t-2.194\t-0.050\t0.000\t1.184\t0.126\t0.806\t1.551\t0.441\t1.144\t0.986\t0.851\t1.199\t1.086\t0.904\n1\t0.808\t0.149\t0.766\t0.392\t-0.784\t0.596\t-0.199\t-0.692\t2.173\t0.546\t2.100\t1.285\t0.000\t0.828\t-0.310\t1.477\t2.548\t0.942\t0.239\t-1.389\t0.000\t0.855\t1.004\t0.985\t0.717\t0.814\t0.850\t0.784\n1\t1.815\t0.313\t-0.515\t1.559\t-1.143\t1.969\t0.672\t1.408\t0.000\t0.615\t-0.863\t0.401\t0.000\t0.999\t-1.143\t0.947\t2.548\t0.413\t-0.244\t-0.213\t0.000\t0.398\t0.495\t1.248\t1.121\t0.618\t1.057\t0.840\n0\t0.700\t0.899\t0.637\t1.122\t1.652\t1.027\t-0.521\t-1.018\t2.173\t1.067\t1.710\t0.020\t0.000\t0.351\t-1.597\t0.678\t0.000\t0.920\t1.338\t1.223\t0.000\t1.145\t1.136\t0.987\t1.241\t0.654\t1.296\t1.066\n1\t0.979\t-0.429\t-1.720\t1.277\t-0.401\t0.651\t0.940\t-0.004\t2.173\t0.779\t0.657\t1.455\t0.000\t0.976\t-1.066\t1.248\t0.000\t1.802\t0.417\t-0.694\t0.000\t1.440\t1.171\t1.438\t1.171\t0.740\t0.978\t0.983\n1\t0.773\t-0.046\t0.888\t0.472\t-1.432\t2.017\t-1.593\t-0.435\t0.000\t1.300\t-0.891\t1.027\t2.215\t0.972\t-1.974\t-1.632\t0.000\t1.992\t-0.145\t1.531\t3.102\t0.828\t1.024\t0.984\t0.669\t0.843\t0.902\t0.771\n1\t1.549\t0.841\t-0.854\t0.671\t0.763\t0.916\t2.506\t-0.491\t0.000\t1.376\t0.250\t0.958\t2.215\t1.383\t0.635\t1.520\t2.548\t1.236\t-0.384\t1.490\t0.000\t0.860\t0.885\t1.404\t0.987\t0.783\t0.889\t0.812\n1\t0.809\t-0.754\t-0.774\t1.760\t-0.247\t0.566\t-1.765\t-1.408\t0.000\t1.102\t-0.157\t-1.681\t1.107\t0.759\t-0.521\t-0.374\t0.000\t3.412\t-0.600\t0.863\t3.102\t1.211\t1.163\t1.001\t1.446\t1.404\t1.169\t1.088\n1\t0.515\t0.454\t-0.582\t0.816\t0.400\t0.634\t0.187\t-1.273\t2.173\t1.158\t-0.642\t-1.037\t0.000\t1.444\t0.583\t0.524\t0.000\t1.581\t0.420\t1.672\t3.102\t0.998\t1.172\t0.987\t0.953\t0.523\t0.919\t0.881\n1\t1.937\t1.301\t-1.301\t0.507\t0.744\t1.204\t1.344\t-0.303\t2.173\t0.688\t0.741\t0.310\t2.215\t1.433\t1.654\t1.500\t0.000\t0.753\t-0.418\t0.943\t0.000\t1.737\t1.212\t1.322\t1.211\t0.810\t1.092\t1.005\n1\t0.366\t1.900\t0.901\t0.652\t0.774\t1.237\t0.102\t-1.481\t0.000\t1.552\t0.659\t0.254\t1.107\t0.706\t-0.099\t-0.907\t0.000\t0.500\t-0.200\t1.354\t3.102\t0.962\t1.130\t0.995\t0.526\t0.765\t0.721\t0.664\n1\t0.451\t1.055\t-0.298\t1.039\t-0.141\t0.753\t-0.727\t1.432\t0.000\t0.678\t-0.082\t-1.500\t0.000\t0.631\t0.346\t-0.521\t2.548\t1.255\t1.004\t0.424\t0.000\t0.881\t0.905\t0.994\t0.664\t0.290\t0.614\t1.182\n0\t1.728\t1.460\t1.198\t0.843\t-1.619\t1.335\t-0.940\t-0.682\t0.000\t1.012\t0.220\t1.562\t0.000\t0.674\t0.864\t0.574\t2.548\t0.587\t1.198\t-1.404\t3.102\t2.699\t1.738\t0.982\t0.714\t0.485\t1.174\t1.398\n1\t1.138\t0.426\t-0.047\t0.939\t-0.774\t1.590\t0.548\t-0.590\t2.173\t2.121\t-0.104\t0.804\t0.000\t1.749\t-1.319\t1.529\t1.274\t1.508\t0.568\t1.423\t0.000\t1.552\t1.919\t0.987\t0.774\t3.134\t1.964\t1.548\n0\t0.943\t0.249\t1.039\t2.680\t1.038\t1.811\t0.576\t-0.778\t2.173\t0.783\t0.654\t-1.407\t2.215\t1.240\t0.084\t0.536\t0.000\t0.547\t0.767\t-0.312\t0.000\t0.738\t0.909\t0.971\t2.398\t0.944\t1.589\t1.253\n0\t0.442\t0.118\t-1.021\t1.661\t0.789\t0.748\t1.272\t-1.731\t1.087\t0.640\t1.780\t-1.121\t0.000\t1.116\t-0.562\t0.119\t2.548\t1.422\t1.052\t-0.357\t0.000\t0.867\t0.942\t1.185\t0.824\t1.690\t1.098\t1.017\n0\t0.526\t-1.433\t-0.055\t1.779\t0.173\t1.261\t-0.431\t1.570\t0.000\t1.210\t0.243\t1.299\t0.000\t2.945\t-0.607\t-0.394\t2.548\t0.753\t-1.041\t-1.463\t3.102\t1.116\t0.926\t0.990\t0.930\t0.993\t1.370\t1.220\n1\t0.844\t-1.034\t-0.227\t0.507\t1.204\t1.012\t0.917\t-1.121\t0.000\t1.206\t-1.223\t0.858\t2.215\t0.578\t-2.273\t-1.053\t0.000\t0.806\t-2.134\t0.741\t0.000\t0.753\t0.940\t0.988\t0.515\t0.352\t0.591\t0.564\n0\t0.566\t1.264\t-0.838\t1.090\t0.278\t0.788\t0.854\t0.933\t0.000\t0.864\t-0.711\t1.682\t2.215\t1.534\t-0.624\t-1.077\t0.000\t0.828\t-0.532\t-0.172\t3.102\t1.322\t1.038\t0.987\t1.013\t0.761\t1.099\t1.319\n0\t0.723\t0.550\t0.356\t1.616\t-0.220\t1.122\t2.230\t-1.471\t0.000\t1.321\t-0.530\t0.525\t2.215\t1.763\t1.059\t1.229\t0.000\t1.319\t1.308\t-1.071\t3.102\t2.190\t1.375\t0.982\t1.435\t1.916\t1.901\t1.559\n1\t1.104\t0.483\t-1.025\t1.548\t-1.299\t0.860\t0.952\t0.427\t2.173\t1.300\t-2.416\t0.467\t0.000\t0.549\t0.149\t-1.422\t2.548\t0.569\t0.143\t0.582\t0.000\t0.504\t0.524\t0.992\t0.483\t0.922\t0.934\t0.759\n0\t0.661\t-1.443\t-0.722\t0.529\t1.433\t0.881\t0.465\t-0.735\t1.087\t0.968\t0.399\t0.961\t1.107\t0.485\t1.478\t1.507\t0.000\t1.256\t0.194\t0.296\t0.000\t0.832\t0.838\t0.990\t1.559\t1.358\t1.428\t1.174\n1\t0.634\t-1.699\t1.673\t1.496\t-0.663\t1.558\t0.256\t0.128\t1.087\t1.180\t-2.581\t1.628\t0.000\t0.888\t-0.391\t1.360\t0.000\t0.698\t0.585\t-1.380\t3.102\t2.165\t1.881\t1.162\t2.128\t1.107\t2.082\t1.711\n1\t1.007\t-0.436\t-0.640\t0.988\t0.299\t1.680\t-0.705\t-1.320\t0.000\t0.836\t-0.653\t0.287\t0.000\t1.992\t0.207\t0.355\t2.548\t1.046\t-0.234\t1.488\t0.000\t1.102\t0.986\t1.035\t0.779\t0.688\t0.679\t0.681\n1\t0.943\t-0.374\t0.316\t0.970\t-1.180\t0.811\t0.819\t1.608\t0.000\t1.379\t-0.016\t0.050\t2.215\t0.766\t1.063\t-1.229\t0.000\t0.560\t-0.802\t-1.736\t3.102\t0.817\t0.808\t1.292\t0.942\t0.883\t0.950\t0.882\n1\t1.066\t-0.699\t-1.410\t1.098\t-0.629\t0.700\t-0.923\t0.866\t0.000\t1.083\t0.247\t0.431\t2.215\t0.737\t0.983\t-0.712\t0.000\t1.089\t-0.085\t0.885\t3.102\t0.294\t0.887\t0.986\t0.867\t0.428\t0.842\t0.820\n1\t0.787\t0.894\t0.280\t1.232\t0.433\t2.828\t-0.055\t-1.070\t0.000\t1.383\t-0.503\t0.585\t2.215\t2.322\t0.330\t1.144\t0.000\t0.981\t-0.440\t-0.525\t3.102\t0.836\t1.152\t0.984\t0.725\t0.885\t0.947\t0.836\n1\t1.675\t-0.256\t-0.504\t1.428\t0.208\t1.302\t0.107\t1.180\t0.000\t0.597\t0.971\t-0.679\t1.107\t0.443\t-0.770\t0.030\t1.274\t0.819\t0.629\t-1.664\t0.000\t1.005\t0.931\t1.284\t0.950\t0.665\t0.795\t0.916\n0\t2.030\t-1.210\t-1.250\t0.706\t1.027\t1.388\t0.381\t0.360\t2.173\t0.459\t-0.087\t1.230\t0.000\t0.653\t2.335\t1.572\t0.000\t0.377\t0.562\t-0.533\t3.102\t0.773\t0.543\t1.470\t2.077\t0.563\t1.283\t1.425\n0\t0.962\t0.549\t-1.365\t1.342\t-0.029\t1.360\t0.340\t0.806\t2.173\t1.613\t-0.506\t-1.315\t2.215\t0.899\t-0.358\t0.602\t0.000\t1.344\t-0.937\t-0.540\t0.000\t1.134\t1.244\t1.470\t1.292\t2.272\t1.335\t1.177\n0\t0.673\t0.836\t-1.359\t1.474\t-1.417\t1.204\t-1.465\t0.232\t2.173\t0.615\t-0.822\t-0.220\t0.000\t0.986\t1.973\t-1.602\t0.000\t1.450\t-0.718\t1.156\t3.102\t0.694\t0.859\t0.999\t1.850\t1.122\t2.452\t1.764\n0\t0.608\t-0.716\t1.379\t1.963\t-1.037\t0.921\t-0.845\t0.721\t1.087\t0.684\t-1.500\t-0.469\t2.215\t0.446\t-0.779\t-0.408\t0.000\t0.954\t0.635\t1.597\t0.000\t0.953\t1.008\t1.244\t1.260\t1.105\t0.934\t0.854\n1\t0.398\t1.379\t-1.038\t1.199\t-1.407\t0.810\t0.054\t-0.396\t2.173\t0.911\t1.429\t1.013\t0.000\t0.767\t0.619\t1.630\t0.000\t1.417\t0.667\t0.171\t0.000\t0.854\t0.731\t0.977\t0.871\t0.741\t0.844\t0.795\n1\t0.360\t-0.935\t-1.049\t0.734\t1.482\t0.813\t0.247\t1.581\t2.173\t1.053\t-0.524\t-0.621\t0.000\t1.058\t-1.117\t-0.151\t0.000\t0.900\t0.299\t0.311\t3.102\t0.874\t0.858\t0.992\t1.606\t0.826\t1.183\t1.100\n0\t0.594\t0.228\t1.371\t1.115\t-1.081\t0.946\t0.603\t-0.196\t2.173\t0.394\t1.126\t1.047\t0.000\t0.432\t-2.336\t-1.247\t0.000\t0.452\t1.564\t-0.074\t0.000\t0.508\t0.727\t0.988\t0.632\t0.832\t0.739\t0.682\n1\t1.605\t-0.278\t0.033\t0.924\t0.371\t0.959\t0.924\t-0.880\t2.173\t0.949\t0.559\t1.499\t2.215\t0.698\t0.011\t1.497\t0.000\t0.382\t0.035\t-0.933\t0.000\t0.464\t0.759\t0.987\t1.315\t1.206\t1.269\t0.951\n1\t0.466\t1.073\t-0.374\t0.022\t-0.121\t0.903\t-0.434\t0.074\t2.173\t0.359\t2.071\t0.647\t0.000\t1.086\t0.905\t1.430\t1.274\t0.506\t1.180\t-1.405\t0.000\t0.571\t1.289\t0.543\t0.580\t1.506\t0.928\t0.713\n1\t2.477\t-1.667\t-1.127\t0.890\t-1.543\t1.325\t1.062\t0.696\t0.000\t1.611\t-0.987\t-0.218\t2.215\t0.731\t-1.443\t0.961\t0.000\t0.627\t0.026\t-1.671\t0.000\t0.849\t1.111\t0.986\t0.722\t1.171\t0.989\t0.873\n0\t2.232\t0.127\t0.041\t3.490\t0.385\t3.415\t-0.387\t-1.400\t0.000\t2.419\t0.155\t0.468\t1.107\t2.632\t-0.932\t-1.261\t2.548\t1.779\t0.313\t1.049\t0.000\t0.898\t1.059\t1.182\t2.644\t3.165\t1.975\t1.544\n0\t1.451\t-0.835\t0.892\t1.078\t1.329\t0.846\t-0.055\t-0.026\t2.173\t0.448\t-2.645\t-0.629\t0.000\t0.965\t-1.019\t-1.428\t2.548\t0.825\t0.029\t-1.055\t0.000\t0.671\t0.732\t0.979\t1.118\t1.243\t0.918\t0.941\n1\t0.540\t-0.885\t-0.417\t0.279\t0.685\t0.840\t0.785\t1.173\t0.000\t1.233\t-0.070\t-0.270\t2.215\t1.109\t0.743\t-1.710\t0.000\t0.442\t0.175\t-1.564\t3.102\t0.896\t0.553\t0.999\t0.699\t0.620\t0.866\t0.750\n1\t0.717\t-0.190\t0.302\t0.557\t-0.273\t1.164\t0.120\t0.608\t0.000\t1.179\t2.272\t-1.428\t0.000\t1.671\t-0.662\t-1.443\t2.548\t0.711\t-0.284\t0.022\t0.000\t0.773\t0.689\t0.995\t1.230\t0.894\t0.907\t0.862\n1\t1.233\t-0.697\t1.293\t0.549\t1.215\t0.907\t-0.988\t-0.596\t0.000\t0.931\t0.300\t1.174\t2.215\t0.708\t-1.311\t0.313\t0.000\t1.110\t-1.523\t-0.598\t0.000\t0.982\t1.276\t0.989\t0.597\t0.580\t0.736\t0.721\n0\t0.659\t-0.998\t1.229\t0.911\t-0.812\t1.239\t-0.845\t-1.251\t2.173\t1.275\t-0.483\t0.373\t1.107\t1.005\t-0.942\t0.104\t0.000\t1.532\t0.045\t1.077\t0.000\t1.311\t0.918\t1.035\t0.792\t1.868\t1.127\t0.932\n1\t1.412\t-0.313\t1.244\t0.694\t0.393\t1.399\t0.640\t-0.405\t2.173\t0.426\t2.748\t0.748\t0.000\t0.744\t-0.602\t-1.601\t0.000\t0.582\t1.486\t-1.588\t3.102\t2.507\t1.380\t0.987\t1.527\t1.014\t1.198\t1.223\n0\t0.529\t1.170\t0.667\t1.147\t-0.515\t1.077\t2.521\t-0.522\t0.000\t1.252\t-0.133\t0.904\t2.215\t0.825\t1.030\t1.469\t0.000\t0.502\t-1.983\t-1.537\t0.000\t2.014\t1.125\t0.991\t1.344\t0.791\t0.946\t1.071\n0\t1.386\t-2.416\t0.101\t0.602\t-1.724\t1.413\t-0.782\t-1.511\t2.173\t0.879\t-0.108\t-0.614\t0.000\t1.813\t1.650\t0.733\t0.000\t0.571\t-0.294\t0.926\t1.551\t0.974\t1.011\t1.262\t1.772\t0.798\t1.797\t2.525\n0\t2.187\t0.673\t1.662\t0.505\t0.321\t0.735\t1.450\t-0.108\t1.087\t0.383\t2.292\t-0.451\t0.000\t0.410\t1.580\t0.814\t0.000\t0.717\t2.177\t1.133\t0.000\t0.681\t0.753\t1.361\t1.248\t0.566\t0.823\t0.795\n0\t0.915\t0.056\t-0.133\t1.101\t-1.008\t0.877\t1.444\t1.690\t2.173\t0.636\t2.792\t0.359\t0.000\t1.089\t1.144\t1.110\t0.000\t0.559\t-0.067\t-0.480\t3.102\t1.399\t1.191\t0.988\t1.245\t0.930\t0.912\t1.041\n0\t0.476\t-2.349\t-0.470\t0.715\t-1.711\t1.079\t-0.516\t-0.157\t1.087\t0.792\t-0.852\t1.428\t2.215\t0.593\t-0.036\t-1.165\t0.000\t0.623\t0.920\t1.280\t0.000\t0.676\t1.047\t0.989\t0.698\t1.368\t0.862\t0.820\n0\t0.372\t0.717\t0.157\t0.535\t-1.076\t0.701\t0.089\t1.662\t0.000\t1.392\t-0.564\t-0.016\t1.107\t1.210\t0.768\t-1.723\t0.000\t1.465\t-0.948\t1.550\t0.000\t0.999\t0.921\t0.988\t0.779\t0.502\t0.853\t0.737\n1\t2.200\t-0.197\t-1.460\t1.999\t-1.405\t1.657\t2.025\t0.491\t0.000\t0.485\t-0.826\t-0.979\t0.000\t0.892\t-0.987\t-0.531\t2.548\t1.535\t-0.591\t1.242\t1.551\t1.441\t0.921\t0.975\t1.098\t0.910\t0.971\t1.275\n0\t2.318\t0.861\t1.100\t0.884\t1.596\t0.942\t0.426\t-0.528\t0.000\t0.795\t-0.322\t-0.490\t2.215\t1.025\t0.266\t0.412\t2.548\t1.449\t0.047\t-1.396\t0.000\t1.300\t0.889\t0.985\t0.862\t0.760\t0.921\t0.975\n0\t1.012\t-0.030\t0.894\t0.879\t-0.320\t1.125\t0.806\t1.292\t0.000\t1.089\t1.753\t1.613\t0.000\t2.021\t-0.856\t-0.884\t0.000\t0.980\t0.452\t0.320\t3.102\t1.384\t1.154\t1.161\t0.629\t0.615\t0.837\t0.897\n1\t0.865\t-1.037\t1.186\t0.394\t-0.583\t0.502\t1.204\t1.336\t2.173\t0.684\t0.496\t0.259\t2.215\t0.278\t0.413\t0.987\t0.000\t0.451\t-1.085\t0.179\t0.000\t0.957\t1.126\t0.990\t0.935\t0.777\t0.985\t0.829\n1\t1.240\t1.307\t1.299\t1.528\t0.079\t0.944\t0.338\t0.051\t1.087\t1.051\t1.890\t-1.138\t0.000\t0.910\t2.392\t1.443\t0.000\t0.379\t1.399\t-1.526\t0.000\t1.210\t1.035\t1.698\t1.250\t0.296\t1.158\t1.066\n1\t0.643\t-0.182\t-0.340\t1.487\t0.861\t0.603\t-0.911\t-1.638\t2.173\t0.604\t0.230\t-1.586\t0.000\t0.648\t0.136\t-0.994\t2.548\t0.366\t0.027\t0.884\t0.000\t0.489\t0.552\t1.196\t0.798\t0.611\t0.705\t0.584\n1\t0.829\t-0.071\t0.543\t0.553\t1.265\t0.747\t-0.035\t0.101\t0.000\t1.006\t-2.127\t0.258\t0.000\t2.299\t-0.580\t-1.358\t2.548\t0.841\t-0.419\t-0.850\t0.000\t0.959\t1.100\t0.994\t1.334\t0.664\t1.004\t0.947\n0\t1.720\t-0.296\t-0.169\t1.160\t-0.078\t0.851\t-0.393\t-1.717\t1.087\t0.350\t-0.436\t-0.834\t0.000\t0.716\t0.336\t1.027\t2.548\t0.830\t1.407\t1.257\t0.000\t0.779\t0.840\t0.983\t1.382\t0.713\t0.953\t0.885\n0\t0.672\t0.625\t-0.526\t0.644\t1.011\t1.386\t-0.151\t0.156\t2.173\t1.178\t0.875\t1.688\t2.215\t0.802\t0.169\t-1.621\t0.000\t0.615\t-1.230\t-1.088\t0.000\t0.805\t0.996\t0.990\t0.867\t2.117\t1.161\t0.923\n0\t0.373\t0.109\t0.285\t1.698\t-1.451\t0.381\t-0.396\t-0.530\t0.000\t0.551\t0.916\t1.497\t2.215\t0.566\t-2.507\t0.323\t0.000\t0.719\t-0.878\t0.240\t3.102\t1.085\t0.664\t1.103\t0.698\t0.842\t0.866\t0.866\n1\t0.672\t-0.009\t1.347\t1.585\t-0.722\t0.665\t1.433\t-0.558\t2.173\t0.780\t-0.339\t0.651\t0.000\t0.818\t-0.811\t1.463\t2.548\t0.877\t0.943\t0.905\t0.000\t0.907\t0.853\t1.369\t1.109\t1.606\t0.977\t0.916\n0\t0.825\t0.336\t1.379\t1.440\t-1.182\t0.664\t-0.103\t0.606\t2.173\t0.384\t-1.116\t-0.635\t0.000\t0.480\t-2.299\t0.784\t0.000\t0.595\t1.104\t-0.435\t3.102\t0.799\t1.018\t1.119\t0.708\t0.745\t0.852\t0.910\n0\t0.524\t1.551\t0.146\t1.132\t0.718\t1.108\t-0.010\t-0.407\t2.173\t1.169\t0.581\t1.459\t2.215\t0.611\t1.057\t-0.709\t0.000\t0.766\t-0.025\t-1.707\t0.000\t0.759\t0.880\t0.990\t0.874\t1.742\t1.009\t0.829\n0\t1.233\t-0.207\t1.298\t0.877\t-1.291\t0.460\t0.408\t-0.213\t0.000\t0.377\t-1.409\t0.111\t0.000\t0.441\t-0.590\t0.364\t2.548\t0.963\t-0.696\t-1.611\t0.000\t0.981\t1.026\t1.043\t0.661\t0.654\t0.691\t0.709\n0\t1.106\t-2.254\t-1.116\t1.357\t-1.637\t0.854\t-0.450\t-0.322\t1.087\t0.558\t-0.066\t0.288\t0.000\t1.010\t-0.905\t1.157\t0.000\t0.654\t1.092\t0.727\t3.102\t0.982\t1.032\t0.985\t1.712\t1.019\t1.329\t1.124\n1\t0.748\t1.891\t-1.163\t0.187\t0.575\t0.598\t0.381\t1.678\t0.000\t0.582\t-2.101\t0.373\t0.000\t0.606\t0.757\t-0.258\t2.548\t1.340\t1.884\t-0.704\t0.000\t1.871\t1.139\t0.996\t0.727\t0.635\t0.816\t0.701\n1\t0.355\t0.772\t-0.669\t0.158\t0.164\t1.297\t-0.633\t-1.256\t2.173\t1.239\t-0.477\t1.126\t0.000\t1.004\t-0.484\t0.571\t0.000\t1.413\t1.011\t-0.150\t0.000\t0.821\t0.744\t0.988\t0.881\t0.990\t0.966\t0.808\n1\t0.675\t0.590\t-1.736\t1.093\t0.373\t0.393\t0.561\t-0.798\t0.000\t0.445\t-0.475\t-0.058\t2.215\t0.678\t2.048\t-0.626\t0.000\t1.079\t-0.640\t1.513\t1.551\t0.888\t0.965\t1.126\t0.838\t0.624\t0.861\t0.774\n0\t1.614\t0.625\t-0.385\t0.725\t-1.054\t1.083\t0.623\t0.844\t0.000\t1.065\t0.623\t-1.284\t1.107\t0.981\t-0.443\t0.573\t2.548\t1.159\t0.621\t1.397\t0.000\t0.952\t0.946\t0.986\t0.799\t1.259\t0.913\t0.920\n0\t5.215\t-0.529\t-0.590\t0.950\t-1.016\t2.811\t-0.064\t1.194\t2.173\t0.355\t-2.657\t1.024\t0.000\t1.084\t0.081\t0.582\t0.000\t0.597\t-0.591\t0.253\t3.102\t0.970\t1.257\t1.153\t0.838\t1.123\t2.055\t1.554\n0\t0.329\t-0.022\t1.457\t1.778\t-0.820\t1.066\t-0.844\t0.527\t1.087\t0.329\t0.205\t0.964\t0.000\t0.604\t-1.070\t-1.117\t1.274\t0.543\t-2.355\t1.584\t0.000\t1.233\t1.085\t0.989\t0.781\t1.009\t1.012\t0.978\n0\t0.775\t0.068\t1.509\t0.316\t-1.264\t1.272\t-1.673\t-1.235\t0.000\t0.951\t-1.276\t0.708\t2.215\t1.863\t-0.539\t1.219\t2.548\t1.413\t-0.922\t-0.364\t0.000\t0.904\t1.159\t0.988\t0.817\t0.817\t0.764\t0.722\n0\t3.963\t-1.376\t-1.235\t0.880\t-0.869\t1.393\t-0.173\t0.660\t0.000\t1.043\t-0.323\t0.359\t0.000\t0.891\t-1.368\t-1.695\t2.548\t1.305\t0.987\t0.400\t3.102\t0.718\t1.051\t0.979\t0.699\t1.668\t1.632\t1.701\n0\t0.992\t-0.653\t0.341\t0.352\t-0.721\t0.704\t-0.348\t0.950\t0.000\t0.655\t-2.866\t-0.991\t0.000\t0.928\t2.360\t1.466\t0.000\t1.094\t1.415\t0.681\t0.000\t0.886\t0.850\t0.980\t1.147\t0.223\t0.897\t1.297\n1\t1.554\t0.726\t-1.122\t0.344\t-1.194\t0.944\t1.634\t-0.295\t0.000\t1.908\t-0.085\t0.964\t2.215\t0.768\t-0.699\t-0.675\t0.000\t1.071\t0.390\t0.555\t0.000\t1.111\t0.810\t0.974\t1.665\t0.842\t1.109\t0.981\n0\t0.978\t-0.864\t1.592\t0.484\t-1.055\t0.389\t2.279\t0.018\t0.000\t0.494\t0.321\t-0.083\t2.215\t0.698\t-0.003\t1.127\t2.548\t0.500\t0.857\t1.398\t0.000\t0.785\t0.868\t0.993\t0.743\t0.563\t0.608\t0.744\n0\t0.598\t-0.274\t0.944\t0.450\t1.638\t0.505\t-1.200\t0.496\t0.000\t0.619\t-1.484\t1.403\t2.215\t1.635\t-0.882\t-0.175\t2.548\t2.615\t1.133\t-1.172\t0.000\t3.416\t2.437\t0.984\t1.260\t1.100\t1.699\t1.363\n1\t0.897\t-0.100\t-0.850\t0.931\t-1.674\t0.684\t-0.937\t0.423\t0.000\t0.894\t0.137\t0.007\t0.000\t0.823\t1.058\t-1.600\t2.548\t0.792\t-0.340\t-1.740\t3.102\t1.126\t0.945\t0.985\t0.626\t0.542\t0.871\t0.811\n0\t0.891\t-0.682\t1.531\t0.993\t1.040\t1.086\t-0.848\t0.122\t0.000\t1.023\t-0.962\t-1.575\t2.215\t0.646\t0.195\t-0.867\t2.548\t0.837\t-0.897\t-0.593\t0.000\t0.890\t0.878\t1.000\t0.897\t0.755\t0.838\t0.865\n0\t0.997\t-1.911\t-0.309\t1.684\t0.583\t0.604\t-0.448\t-0.910\t1.087\t1.524\t-0.335\t-1.424\t0.000\t1.157\t-0.531\t-0.032\t0.000\t2.897\t-0.563\t0.560\t0.000\t0.942\t0.885\t1.293\t1.324\t0.980\t1.250\t1.161\n0\t0.377\t-2.261\t-1.261\t1.582\t-1.492\t0.870\t-0.337\t-0.204\t0.000\t0.581\t-0.663\t0.919\t2.215\t0.502\t-0.212\t1.246\t2.548\t1.082\t0.243\t0.576\t0.000\t1.069\t0.876\t0.990\t0.653\t0.212\t0.577\t0.762\n0\t1.160\t0.945\t1.576\t1.372\t-1.654\t1.036\t-1.065\t-0.700\t2.173\t1.564\t0.551\t0.637\t0.000\t0.744\t0.350\t0.060\t0.000\t1.196\t1.383\t0.149\t0.000\t0.836\t1.341\t0.977\t2.612\t0.719\t1.747\t1.547\n0\t1.610\t-0.073\t-1.629\t0.814\t-1.420\t2.192\t-0.153\t-1.307\t2.173\t3.965\t1.303\t0.176\t1.107\t2.119\t1.825\t1.033\t0.000\t0.447\t1.065\t0.413\t0.000\t0.695\t1.726\t0.986\t0.849\t5.516\t2.838\t2.447\n0\t0.959\t-0.669\t1.719\t0.801\t0.826\t1.088\t-0.240\t-0.124\t0.000\t0.584\t-0.900\t0.473\t0.000\t1.175\t0.170\t-1.372\t2.548\t0.941\t-0.666\t-1.509\t3.102\t1.049\t1.016\t0.987\t0.752\t0.424\t0.842\t0.780\n0\t0.812\t-0.776\t0.509\t1.106\t1.722\t0.790\t0.735\t-1.210\t2.173\t0.902\t0.099\t0.543\t2.215\t0.645\t1.288\t-0.192\t0.000\t0.466\t0.578\t-0.779\t0.000\t0.739\t0.977\t1.166\t1.217\t1.306\t0.962\t0.963\n1\t1.053\t2.065\t1.531\t1.121\t0.316\t0.493\t0.507\t-0.865\t0.000\t0.932\t0.351\t-0.383\t2.215\t0.566\t0.842\t1.712\t0.000\t0.393\t-1.438\t1.564\t0.000\t0.913\t0.929\t1.337\t1.027\t0.827\t0.987\t0.975\n1\t1.174\t-0.802\t-0.337\t1.093\t0.256\t1.047\t0.130\t-1.520\t2.173\t0.801\t-0.233\t1.435\t0.000\t0.383\t-1.093\t1.367\t0.000\t0.601\t0.295\t0.063\t0.000\t0.896\t0.872\t0.988\t0.507\t0.798\t0.837\t0.744\n1\t1.156\t-0.156\t-0.606\t1.499\t0.145\t2.677\t0.015\t-0.843\t0.000\t1.242\t-1.108\t1.207\t2.215\t0.758\t-1.393\t0.597\t2.548\t1.185\t0.961\t1.226\t0.000\t0.803\t0.930\t1.142\t1.376\t0.575\t0.953\t0.864\n1\t0.550\t-2.264\t1.230\t0.503\t-0.145\t1.215\t-0.624\t-1.222\t2.173\t1.072\t-0.943\t0.632\t1.107\t0.752\t-0.690\t-0.021\t0.000\t1.171\t-1.685\t0.460\t0.000\t0.966\t1.271\t0.988\t0.708\t1.695\t1.178\t1.059\n0\t0.401\t-2.170\t0.637\t1.628\t-1.533\t0.400\t-0.649\t0.903\t0.000\t0.565\t-0.986\t-1.469\t2.215\t0.929\t0.369\t-0.025\t1.274\t0.591\t-0.580\t-0.310\t0.000\t0.659\t0.643\t1.038\t0.719\t0.950\t1.074\t0.867\n0\t1.697\t0.760\t1.489\t0.765\t0.524\t1.060\t0.974\t-1.460\t2.173\t0.774\t-0.353\t-0.303\t2.215\t0.637\t-0.150\t0.456\t0.000\t2.099\t-1.236\t0.024\t0.000\t1.025\t0.805\t1.205\t1.014\t1.504\t1.383\t1.288\n1\t1.728\t0.082\t0.566\t0.268\t0.951\t0.826\t-0.327\t1.027\t0.000\t1.018\t0.457\t-0.752\t2.215\t1.185\t-1.349\t-1.349\t0.000\t1.526\t-0.322\t0.104\t0.000\t1.021\t1.171\t0.979\t0.621\t0.705\t0.748\t0.712\n0\t0.746\t-1.031\t-0.754\t1.150\t1.560\t0.592\t0.279\t0.149\t0.000\t0.866\t0.044\t0.974\t1.107\t0.889\t1.420\t0.139\t0.000\t1.161\t0.632\t-0.784\t3.102\t0.892\t0.974\t1.117\t1.020\t0.963\t0.843\t0.962\n0\t0.891\t-0.593\t-0.392\t0.485\t0.351\t1.158\t0.271\t-1.208\t2.173\t1.146\t-0.844\t0.889\t1.107\t0.688\t-1.315\t0.328\t0.000\t0.384\t-2.013\t0.486\t0.000\t0.729\t1.248\t0.991\t0.969\t1.907\t1.056\t0.903\n0\t0.478\t-0.632\t-0.146\t1.589\t-1.345\t0.691\t0.843\t0.462\t0.000\t0.910\t0.245\t1.391\t2.215\t1.121\t0.984\t-0.146\t0.000\t0.432\t-0.723\t-1.314\t3.102\t0.844\t0.883\t1.064\t0.927\t0.496\t0.754\t0.874\n0\t0.592\t0.791\t-1.145\t0.650\t0.146\t1.251\t0.221\t-1.593\t2.173\t1.100\t0.831\t0.272\t1.107\t0.856\t-1.370\t0.227\t0.000\t0.885\t1.491\t0.811\t0.000\t0.802\t0.879\t0.987\t1.208\t1.803\t1.057\t0.899\n0\t0.656\t-1.537\t-1.612\t0.096\t-1.614\t0.918\t-0.853\t0.673\t0.000\t0.584\t-1.514\t0.175\t1.107\t1.423\t-0.912\t-0.939\t0.000\t0.900\t-0.716\t1.589\t3.102\t1.072\t0.793\t0.986\t0.765\t0.668\t0.586\t0.599\n1\t0.446\t1.033\t-1.526\t2.178\t1.015\t3.186\t1.633\t-0.909\t0.000\t1.849\t0.000\t1.030\t2.215\t1.969\t-0.300\t1.519\t2.548\t1.671\t0.216\t0.202\t0.000\t0.710\t0.939\t1.027\t1.228\t0.929\t0.969\t0.930\n0\t1.265\t1.128\t-1.196\t0.559\t-0.730\t1.291\t0.474\t0.517\t2.173\t1.436\t0.823\t-1.658\t1.107\t1.061\t0.350\t-0.286\t0.000\t0.674\t-0.161\t1.243\t0.000\t0.955\t0.958\t0.977\t0.808\t1.890\t1.124\t0.941\n0\t0.621\t-0.943\t-1.698\t0.950\t0.592\t0.901\t0.176\t-1.422\t0.000\t1.203\t-2.449\t0.403\t0.000\t0.736\t1.116\t0.183\t2.548\t1.693\t0.217\t-0.951\t3.102\t0.530\t0.897\t0.989\t1.093\t0.845\t0.971\t0.861\n1\t1.604\t-0.042\t0.970\t0.463\t1.134\t0.727\t-0.174\t-0.451\t2.173\t1.065\t0.404\t-1.276\t2.215\t0.559\t1.098\t0.018\t0.000\t0.485\t0.432\t-1.026\t0.000\t0.633\t0.868\t0.991\t1.036\t0.959\t0.925\t0.783\n1\t0.884\t-0.477\t-0.295\t1.082\t-1.223\t0.539\t0.909\t-0.914\t0.000\t0.683\t0.727\t-1.479\t0.000\t0.885\t-1.670\t1.099\t0.000\t0.888\t0.779\t0.507\t3.102\t0.960\t0.817\t1.004\t0.935\t1.211\t1.038\t0.926\n1\t0.574\t-1.679\t-0.752\t0.456\t-1.193\t1.050\t1.109\t0.936\t0.000\t0.588\t0.079\t-1.199\t2.215\t0.822\t0.009\t-0.269\t2.548\t0.604\t2.456\t0.865\t0.000\t1.275\t1.359\t0.999\t0.605\t0.549\t0.995\t1.089\n1\t0.628\t0.652\t-1.154\t0.795\t0.311\t0.974\t0.533\t1.577\t0.000\t1.365\t0.877\t0.648\t2.215\t1.344\t0.660\t-0.061\t2.548\t1.977\t-1.075\t-0.970\t0.000\t0.971\t1.204\t0.989\t0.837\t0.867\t0.950\t0.801\n0\t2.281\t-0.391\t-0.926\t0.356\t1.734\t0.571\t-1.426\t1.185\t0.000\t0.462\t-1.721\t0.448\t0.000\t0.726\t0.200\t0.247\t2.548\t0.881\t0.483\t0.602\t3.102\t0.698\t0.969\t0.989\t0.879\t0.222\t0.713\t0.826\n1\t1.951\t0.946\t1.742\t0.614\t-1.618\t1.437\t1.022\t-0.045\t2.173\t0.811\t-0.232\t0.555\t0.000\t0.897\t0.277\t-1.092\t0.000\t0.645\t0.187\t1.012\t3.102\t0.830\t1.149\t1.000\t0.618\t0.932\t1.063\t0.867\n1\t0.348\t-0.011\t1.007\t2.427\t-0.467\t2.984\t-2.227\t1.355\t0.000\t2.892\t-0.042\t-0.274\t1.107\t0.680\t-0.400\t1.681\t0.000\t0.867\t0.222\t-0.914\t3.102\t0.852\t0.728\t1.236\t0.867\t0.811\t0.886\t0.798\n1\t0.852\t1.071\t-1.257\t0.713\t-0.345\t0.951\t0.552\t0.857\t2.173\t0.836\t-1.309\t-1.691\t1.107\t1.256\t0.577\t-0.185\t0.000\t1.225\t-0.351\t-0.315\t0.000\t0.773\t1.184\t0.989\t1.872\t1.748\t1.420\t1.214\n1\t1.495\t0.348\t-1.077\t0.346\t0.257\t0.268\t0.184\t-0.569\t0.000\t0.676\t1.381\t0.814\t0.000\t0.783\t1.340\t1.267\t2.548\t1.740\t1.229\t-0.181\t3.102\t1.043\t0.838\t0.988\t0.858\t0.861\t0.769\t0.704\n1\t0.952\t-1.752\t1.478\t1.641\t1.348\t1.390\t-0.572\t0.447\t0.000\t1.845\t-0.858\t-1.297\t0.000\t1.668\t1.379\t-0.023\t0.000\t1.178\t-0.467\t1.505\t0.000\t1.152\t0.684\t0.974\t1.641\t0.591\t1.185\t1.198\n0\t0.918\t0.801\t0.742\t0.588\t0.864\t1.137\t-1.025\t-1.319\t2.173\t1.036\t-0.269\t-0.071\t1.107\t0.636\t-1.627\t0.624\t0.000\t0.705\t-0.782\t-1.709\t0.000\t0.714\t0.910\t0.996\t1.379\t1.569\t1.081\t0.907\n1\t1.054\t1.332\t-0.105\t1.000\t0.479\t1.386\t-2.825\t-0.913\t0.000\t1.295\t1.411\t1.422\t2.215\t1.326\t0.304\t1.291\t2.548\t1.076\t0.411\t-0.576\t0.000\t0.876\t1.087\t0.984\t0.960\t0.836\t0.889\t0.784\n1\t0.472\t-1.140\t-0.598\t2.016\t-1.664\t0.877\t-0.612\t0.644\t1.087\t0.704\t0.802\t0.349\t2.215\t0.955\t-2.447\t-0.773\t0.000\t0.868\t-0.936\t-1.373\t0.000\t1.010\t1.495\t1.108\t1.442\t0.959\t1.363\t1.195\n0\t0.599\t-0.378\t0.609\t0.830\t-1.452\t1.162\t-0.054\t-1.682\t2.173\t1.327\t-0.377\t-0.020\t2.215\t1.110\t-1.464\t-0.473\t0.000\t0.550\t-1.066\t0.371\t0.000\t0.908\t1.021\t0.989\t0.750\t1.848\t1.153\t0.952\n1\t1.020\t0.300\t0.840\t0.753\t-1.363\t0.783\t-1.019\t-1.215\t2.173\t0.668\t-0.246\t0.607\t0.000\t1.556\t-0.218\t-1.718\t2.548\t1.998\t-0.315\t-0.132\t0.000\t0.935\t1.237\t1.112\t1.069\t0.820\t0.957\t0.873\n0\t1.453\t-0.314\t0.218\t1.704\t-0.313\t1.050\t-0.412\t1.660\t2.173\t0.763\t-0.628\t-0.842\t0.000\t0.828\t0.688\t1.099\t0.000\t1.082\t0.971\t0.741\t0.000\t1.053\t0.912\t1.004\t0.915\t0.508\t1.003\t0.863\n1\t0.768\t0.782\t-1.544\t0.755\t0.748\t0.995\t0.694\t0.800\t2.173\t1.148\t0.494\t-1.111\t0.000\t0.908\t-0.255\t-0.756\t0.000\t0.580\t0.637\t0.329\t0.000\t0.802\t0.681\t0.991\t0.773\t0.693\t0.890\t0.793\n0\t1.902\t-0.179\t0.551\t1.064\t0.948\t1.233\t-0.027\t-0.830\t0.000\t0.539\t-1.097\t-1.700\t0.000\t0.487\t0.165\t-1.225\t2.548\t0.592\t1.229\t0.428\t3.102\t1.581\t0.869\t0.998\t0.887\t0.498\t0.751\t0.934\n0\t0.647\t0.818\t-0.818\t2.915\t-0.204\t1.553\t-2.329\t1.288\t0.000\t1.578\t0.596\t0.900\t0.000\t0.488\t0.147\t-0.977\t0.000\t1.822\t0.612\t-1.459\t3.102\t1.370\t1.081\t1.001\t1.164\t0.859\t0.850\t0.955\n1\t0.812\t-0.887\t1.734\t1.268\t0.883\t0.952\t0.213\t-0.949\t0.000\t0.920\t-0.480\t0.935\t2.215\t1.025\t-0.932\t-0.109\t2.548\t1.085\t-0.664\t0.448\t0.000\t0.893\t0.738\t0.987\t0.853\t0.879\t0.642\t0.593\n1\t0.770\t0.035\t-0.561\t0.875\t0.583\t1.244\t0.125\t-1.087\t2.173\t0.744\t-0.151\t-1.586\t0.000\t1.123\t-0.287\t0.742\t0.000\t0.873\t-0.299\t-0.479\t1.551\t0.896\t0.914\t0.987\t1.012\t0.635\t1.026\t0.852\n1\t1.204\t1.415\t-0.119\t1.989\t0.617\t0.959\t0.890\t-1.356\t2.173\t1.079\t-0.238\t-1.013\t0.000\t1.148\t0.271\t0.723\t0.000\t1.294\t-0.599\t1.203\t3.102\t1.770\t1.202\t1.321\t1.504\t1.376\t1.334\t1.275\n1\t1.834\t0.115\t0.306\t0.416\t-0.469\t1.443\t-0.025\t-1.364\t2.173\t0.643\t0.541\t1.070\t0.000\t0.436\t-0.683\t-0.209\t2.548\t0.553\t-1.892\t0.378\t0.000\t1.570\t0.928\t0.987\t1.452\t0.928\t0.973\t0.940\n0\t1.136\t0.164\t-1.637\t0.889\t0.688\t0.541\t1.327\t-0.971\t0.000\t0.851\t0.184\t-0.359\t2.215\t0.484\t-1.901\t1.110\t0.000\t0.522\t1.891\t0.862\t0.000\t0.899\t0.964\t1.205\t0.804\t0.484\t0.675\t0.734\n0\t0.729\t1.566\t0.191\t0.968\t0.576\t0.915\t0.610\t-1.256\t1.087\t0.549\t-0.350\t1.017\t2.215\t0.446\t-0.861\t-1.023\t0.000\t0.552\t0.116\t-0.156\t0.000\t0.496\t0.720\t0.974\t0.741\t1.066\t0.850\t0.712\n1\t0.583\t-1.451\t-0.358\t0.547\t-1.738\t0.853\t-0.912\t1.626\t2.173\t0.423\t1.488\t-0.051\t0.000\t0.606\t-0.139\t0.098\t2.548\t0.551\t0.647\t-0.401\t0.000\t0.312\t1.353\t0.984\t0.896\t0.948\t0.836\t1.071\n1\t0.753\t0.139\t-0.183\t0.779\t0.726\t0.536\t-0.360\t-0.554\t1.087\t0.940\t0.487\t1.191\t2.215\t1.086\t0.363\t-1.215\t0.000\t0.545\t1.121\t0.794\t0.000\t0.923\t0.840\t0.986\t0.865\t1.143\t0.734\t0.715\n1\t0.364\t-1.982\t-0.273\t0.440\t-0.697\t1.024\t-0.066\t0.831\t2.173\t1.204\t0.173\t-1.315\t2.215\t0.829\t0.270\t-0.642\t0.000\t0.490\t0.687\t0.438\t0.000\t0.611\t0.905\t0.983\t0.862\t1.540\t0.925\t0.768\n1\t1.360\t-1.930\t0.538\t0.163\t-1.234\t0.885\t-0.353\t-0.881\t2.173\t0.546\t-1.685\t0.311\t0.000\t0.528\t-1.626\t-1.579\t0.000\t0.825\t-0.200\t1.333\t3.102\t0.816\t1.091\t0.980\t0.746\t0.826\t0.854\t0.746\n0\t1.384\t1.017\t-1.205\t1.897\t-1.704\t0.786\t0.145\t-0.035\t0.000\t1.220\t-0.688\t0.655\t2.215\t0.748\t-0.914\t0.010\t0.000\t0.596\t-1.108\t1.513\t0.000\t0.839\t0.939\t0.988\t0.578\t0.821\t1.207\t1.183\n0\t0.327\t2.181\t-1.356\t2.407\t-1.392\t0.911\t0.478\t-0.364\t0.000\t0.796\t1.053\t1.677\t0.000\t1.357\t-0.548\t0.615\t1.274\t1.239\t-1.373\t0.343\t0.000\t1.830\t1.193\t1.002\t1.594\t0.346\t1.081\t1.058\n1\t0.609\t-0.033\t0.509\t0.981\t1.509\t1.266\t0.981\t-1.244\t0.000\t1.427\t1.113\t0.567\t2.215\t0.414\t-0.418\t-0.136\t0.000\t0.378\t0.583\t-1.636\t3.102\t1.502\t0.797\t0.987\t0.848\t0.625\t0.949\t0.822\n1\t0.980\t-1.254\t0.007\t0.773\t-1.212\t1.615\t-0.722\t1.223\t2.173\t0.946\t-0.850\t-0.379\t0.000\t1.071\t-0.966\t-1.132\t2.548\t0.853\t-1.535\t-0.410\t0.000\t0.815\t0.766\t1.073\t1.297\t1.421\t1.003\t0.881\n0\t1.108\t0.045\t-0.460\t1.435\t1.527\t0.765\t-0.464\t1.697\t2.173\t1.369\t0.542\t0.243\t2.215\t0.792\t0.027\t-0.957\t0.000\t0.876\t-0.879\t1.056\t0.000\t1.034\t0.803\t1.705\t1.287\t1.664\t1.068\t0.906\n1\t0.817\t0.459\t1.471\t0.778\t-0.129\t0.820\t0.147\t0.339\t1.087\t0.861\t-0.063\t-1.314\t0.000\t1.322\t-0.805\t-1.587\t0.000\t2.254\t0.391\t-0.423\t3.102\t0.934\t1.170\t1.095\t0.778\t0.941\t0.939\t0.817\n0\t1.464\t-1.012\t-1.334\t2.120\t1.720\t1.255\t-0.766\t-0.207\t0.000\t1.186\t-1.870\t1.135\t0.000\t1.679\t0.315\t-0.359\t0.000\t2.195\t-0.984\t1.234\t3.102\t0.752\t0.956\t0.992\t0.923\t0.794\t0.971\t1.058\n0\t2.269\t-0.404\t1.167\t0.285\t0.009\t1.002\t0.326\t-0.787\t0.000\t0.726\t0.460\t-1.479\t2.215\t0.770\t-0.277\t0.459\t2.548\t1.073\t-0.167\t-0.256\t0.000\t0.844\t0.895\t0.986\t0.907\t0.844\t0.699\t0.834\n1\t2.387\t0.556\t1.586\t0.348\t1.673\t0.520\t0.219\t0.398\t2.173\t0.554\t0.663\t-0.568\t0.000\t0.914\t-0.421\t-0.653\t2.548\t0.671\t1.333\t0.270\t0.000\t0.662\t0.757\t0.986\t1.008\t0.760\t0.900\t0.790\n0\t1.259\t1.948\t-0.756\t0.728\t-1.416\t1.063\t0.152\t1.585\t2.173\t1.770\t1.575\t0.112\t2.215\t0.527\t-0.371\t1.015\t0.000\t0.979\t0.224\t-1.006\t0.000\t0.815\t0.775\t0.989\t1.278\t2.541\t1.628\t1.352\n1\t0.949\t-0.297\t-1.008\t1.249\t-1.150\t0.896\t-0.684\t0.666\t1.087\t0.545\t-0.484\t1.298\t0.000\t0.475\t0.171\t-0.463\t2.548\t0.467\t-0.004\t0.424\t0.000\t0.494\t0.505\t0.984\t0.554\t0.784\t0.907\t0.733\n1\t0.527\t1.595\t-1.432\t1.334\t0.709\t1.859\t-0.529\t1.466\t2.173\t1.124\t-1.906\t0.076\t0.000\t1.578\t-0.913\t-0.157\t0.000\t1.573\t-1.678\t-0.627\t0.000\t0.818\t0.941\t1.087\t2.229\t1.115\t1.504\t1.750\n0\t0.327\t-1.836\t-0.562\t1.947\t-0.350\t0.805\t-0.515\t0.929\t1.087\t1.087\t0.140\t1.266\t0.000\t0.849\t-0.927\t1.641\t2.548\t1.267\t0.220\t-0.254\t0.000\t0.759\t0.778\t0.994\t0.944\t0.668\t0.863\t0.841\n1\t1.008\t0.178\t0.694\t0.802\t-1.168\t0.630\t1.890\t-0.538\t0.000\t0.481\t0.550\t-0.438\t0.000\t0.754\t0.344\t-1.470\t1.274\t1.461\t-1.362\t1.334\t0.000\t0.852\t0.876\t1.238\t0.733\t0.689\t0.805\t0.767\n1\t1.215\t0.416\t0.546\t0.626\t-1.677\t1.261\t-0.650\t0.797\t2.173\t3.439\t0.274\t-0.576\t0.000\t3.059\t2.110\t1.132\t0.000\t0.943\t-0.380\t-0.853\t0.000\t1.060\t0.887\t1.097\t1.037\t0.910\t1.427\t1.209\n0\t0.712\t-0.662\t-0.306\t1.765\t-0.459\t1.566\t1.126\t1.437\t2.173\t0.899\t0.199\t0.296\t0.000\t0.473\t-0.070\t-1.130\t0.000\t0.631\t1.122\t-1.604\t3.102\t0.971\t0.774\t0.984\t3.416\t0.424\t2.154\t1.620\n1\t0.686\t1.003\t0.430\t0.775\t1.716\t1.132\t-0.735\t-0.703\t2.173\t0.981\t-1.004\t1.238\t2.215\t0.941\t0.089\t-1.350\t0.000\t1.403\t0.751\t-0.051\t0.000\t0.881\t0.869\t0.988\t1.677\t1.543\t1.388\t1.105\n0\t0.493\t0.427\t1.602\t1.336\t-1.093\t0.683\t-0.489\t1.142\t2.173\t0.764\t-0.886\t0.035\t0.000\t0.417\t0.919\t-1.252\t0.000\t1.222\t-0.025\t0.172\t3.102\t1.250\t1.046\t0.987\t0.980\t0.776\t0.951\t0.912\n1\t0.662\t-0.642\t0.436\t0.751\t-1.041\t1.345\t0.844\t1.396\t2.173\t0.731\t0.700\t0.088\t2.215\t0.565\t0.846\t-0.491\t0.000\t0.802\t0.489\t-0.934\t0.000\t0.315\t1.028\t0.988\t0.744\t1.353\t0.943\t0.776\n0\t1.833\t2.245\t-0.796\t1.833\t-0.725\t1.312\t1.418\t1.095\t0.000\t0.529\t2.679\t0.345\t0.000\t1.001\t0.715\t0.821\t0.000\t0.890\t1.190\t-1.686\t3.102\t0.937\t0.714\t0.995\t1.299\t0.696\t0.901\t0.924\n0\t1.344\t0.701\t0.969\t1.865\t0.841\t0.946\t1.539\t-1.064\t0.000\t0.774\t0.651\t-1.092\t2.215\t2.045\t0.696\t-0.157\t2.548\t1.347\t0.398\t1.636\t0.000\t1.485\t0.929\t0.970\t1.357\t1.000\t1.090\t1.111\n0\t1.478\t1.441\t1.425\t0.896\t0.523\t1.339\t0.407\t-0.300\t2.173\t0.751\t0.660\t-1.327\t2.215\t0.615\t-0.589\t-1.040\t0.000\t0.402\t1.131\t-0.743\t0.000\t0.994\t1.328\t1.157\t1.578\t1.195\t1.280\t1.479\n0\t1.430\t0.561\t-0.506\t1.467\t-1.097\t0.623\t0.833\t1.461\t0.000\t1.022\t0.693\t0.866\t2.215\t1.105\t-0.047\t0.476\t0.000\t0.558\t-0.645\t-1.198\t3.102\t1.348\t0.938\t1.018\t1.216\t0.857\t0.835\t0.851\n1\t0.472\t-1.393\t1.435\t1.598\t-0.689\t0.957\t0.529\t0.236\t2.173\t1.063\t2.096\t-1.643\t0.000\t0.781\t-0.592\t-0.356\t2.548\t0.409\t-1.248\t0.773\t0.000\t1.009\t1.563\t1.134\t0.688\t0.870\t1.211\t1.611\n0\t0.487\t-0.589\t-1.605\t0.258\t-0.404\t1.175\t1.186\t-0.936\t2.173\t0.861\t-1.700\t0.861\t0.000\t1.001\t-0.858\t1.089\t0.000\t0.825\t0.662\t0.510\t3.102\t0.658\t1.095\t0.987\t0.866\t1.027\t1.674\t1.285\n0\t1.660\t-0.138\t-1.048\t0.668\t-1.678\t0.996\t-0.922\t0.848\t2.173\t1.123\t-0.463\t-0.571\t2.215\t1.422\t0.065\t0.862\t0.000\t0.482\t0.127\t-0.152\t0.000\t0.724\t1.035\t0.990\t1.270\t1.532\t1.014\t0.909\n1\t2.171\t0.518\t0.144\t0.377\t-0.252\t1.118\t0.954\t-1.617\t1.087\t0.558\t1.229\t0.880\t0.000\t0.310\t0.832\t0.473\t2.548\t0.535\t0.831\t-0.413\t0.000\t0.661\t0.886\t0.989\t0.471\t0.698\t0.886\t0.713\n1\t0.579\t0.473\t0.370\t0.504\t1.061\t1.808\t2.217\t-0.302\t0.000\t2.174\t0.463\t1.063\t2.215\t0.876\t-0.458\t-1.258\t0.000\t0.790\t-1.975\t-1.292\t0.000\t0.988\t0.889\t0.989\t1.060\t0.852\t1.241\t1.246\n0\t1.617\t0.139\t1.335\t0.484\t0.102\t0.801\t1.232\t0.288\t2.173\t0.707\t1.641\t-0.519\t0.000\t1.376\t-0.378\t-1.202\t2.548\t0.655\t0.880\t-1.658\t0.000\t0.810\t0.860\t1.098\t0.948\t1.759\t1.021\t0.938\n0\t1.280\t-1.517\t0.647\t0.508\t0.572\t1.237\t-1.686\t0.190\t2.173\t0.891\t-1.339\t-1.494\t0.000\t0.719\t-0.980\t1.674\t0.000\t0.956\t-0.663\t-0.261\t1.551\t0.394\t0.735\t1.001\t0.894\t0.706\t0.881\t0.811\n0\t0.711\t-1.732\t1.238\t1.023\t0.297\t0.590\t-0.159\t0.782\t0.000\t0.683\t-0.244\t-1.544\t1.107\t0.710\t-0.814\t-0.827\t0.000\t0.715\t0.843\t-0.931\t3.102\t0.751\t0.806\t0.988\t0.893\t0.539\t0.795\t0.696\n1\t0.722\t-0.199\t-0.403\t1.462\t0.562\t1.406\t-1.478\t-1.701\t0.000\t0.823\t-0.788\t-0.080\t0.000\t1.486\t-0.899\t-1.021\t2.548\t0.817\t-0.056\t0.313\t0.000\t1.015\t1.081\t1.088\t0.677\t0.920\t0.786\t0.723\n1\t2.102\t-0.947\t0.254\t0.322\t0.742\t1.126\t-0.466\t-1.363\t2.173\t0.530\t-0.882\t-0.603\t0.000\t0.400\t0.498\t1.122\t2.548\t0.373\t0.085\t-1.613\t0.000\t0.550\t0.626\t0.978\t0.825\t0.793\t1.006\t0.784\n1\t0.968\t-0.534\t1.576\t0.475\t-0.810\t0.820\t-1.138\t-0.713\t0.000\t1.156\t-1.040\t-0.164\t1.107\t1.696\t-0.912\t1.067\t2.548\t1.181\t0.418\t1.221\t0.000\t0.933\t0.953\t0.988\t1.023\t1.333\t0.909\t0.811\n1\t1.336\t-1.104\t1.706\t0.666\t-1.135\t1.054\t-1.363\t0.136\t2.173\t1.201\t-1.169\t0.823\t2.215\t1.438\t-1.665\t-1.458\t0.000\t0.422\t-0.787\t0.357\t0.000\t0.943\t1.051\t0.982\t1.276\t0.970\t0.987\t0.896\n0\t0.656\t-1.462\t-0.762\t0.969\t-0.093\t0.767\t-0.732\t0.881\t2.173\t0.795\t-0.150\t1.637\t2.215\t1.218\t0.347\t-1.140\t0.000\t0.566\t0.399\t0.740\t0.000\t0.910\t1.108\t0.992\t1.404\t0.800\t1.107\t1.142\n0\t0.854\t0.759\t1.508\t1.592\t-1.559\t0.612\t1.712\t0.641\t0.000\t0.877\t0.833\t-0.358\t1.107\t0.734\t2.618\t-1.542\t0.000\t1.559\t1.405\t-0.055\t0.000\t0.877\t0.984\t0.980\t1.104\t0.591\t0.787\t0.965\n1\t1.857\t-0.763\t-1.541\t1.158\t1.363\t0.782\t1.231\t0.132\t0.000\t1.496\t-1.237\t-0.028\t0.000\t1.014\t0.672\t-1.613\t1.274\t1.191\t-0.144\t0.243\t1.551\t1.146\t1.054\t1.017\t0.993\t0.924\t0.861\t1.185\n1\t0.789\t-1.094\t1.277\t0.589\t0.096\t0.397\t-1.307\t0.891\t0.000\t0.762\t0.701\t-0.496\t2.215\t0.682\t0.389\t1.018\t2.548\t0.485\t0.279\t-0.650\t0.000\t0.904\t0.985\t0.982\t0.893\t0.759\t0.933\t0.777\n1\t1.576\t0.585\t0.017\t0.424\t-0.450\t1.348\t-0.980\t-0.961\t0.000\t1.031\t-0.258\t-1.484\t0.000\t1.681\t-0.200\t0.771\t2.548\t1.265\t0.124\t0.354\t0.000\t0.949\t1.012\t0.975\t0.992\t0.631\t0.818\t0.800\n1\t0.718\t-1.455\t-1.153\t0.823\t0.267\t1.047\t-0.159\t0.085\t1.087\t1.401\t-0.631\t1.709\t0.000\t0.430\t-0.988\t-0.989\t0.000\t0.607\t-0.260\t-1.338\t3.102\t0.819\t0.490\t1.021\t1.057\t0.812\t0.851\t0.804\n1\t3.508\t-0.092\t-0.884\t0.834\t-0.741\t1.219\t-0.922\t0.715\t2.173\t1.116\t-0.738\t1.435\t0.000\t0.937\t-0.704\t-1.080\t0.000\t1.580\t-1.512\t1.115\t0.000\t0.914\t0.932\t0.967\t0.629\t0.787\t1.221\t1.085\n1\t0.788\t0.311\t-0.603\t2.352\t-0.597\t1.723\t-0.020\t0.884\t0.000\t0.878\t0.473\t-1.242\t0.000\t0.997\t0.100\t0.502\t1.274\t0.550\t0.911\t-1.220\t3.102\t0.961\t0.823\t1.003\t0.807\t0.636\t0.760\t0.764\n0\t1.171\t0.305\t-0.155\t0.680\t-1.067\t0.983\t-0.072\t0.980\t2.173\t0.633\t0.346\t1.515\t0.000\t1.534\t0.555\t-1.337\t2.548\t1.337\t-1.287\t-0.039\t0.000\t0.891\t0.888\t0.989\t0.815\t1.431\t0.939\t0.779\n1\t0.861\t0.184\t-0.681\t0.589\t0.888\t0.701\t-0.011\t1.684\t2.173\t0.866\t-0.570\t-0.046\t0.000\t0.538\t0.890\t0.955\t2.548\t0.728\t-1.008\t-0.908\t0.000\t0.796\t0.905\t0.986\t0.763\t0.612\t0.751\t0.673\n0\t1.676\t1.033\t-0.634\t0.244\t-1.397\t0.741\t-2.939\t-0.472\t0.000\t1.048\t-0.557\t1.181\t0.000\t1.339\t0.798\t1.482\t2.548\t0.769\t-0.861\t0.387\t0.000\t0.814\t1.131\t0.985\t0.680\t0.189\t0.664\t0.939\n1\t0.771\t1.496\t1.268\t0.877\t-0.296\t1.658\t0.706\t-0.314\t1.087\t0.313\t0.915\t1.024\t0.000\t1.290\t1.179\t-1.738\t0.000\t0.786\t-1.238\t1.058\t0.000\t0.954\t1.150\t1.124\t1.152\t1.710\t1.195\t1.018\n1\t0.584\t-2.056\t1.693\t0.361\t-1.084\t0.956\t-1.191\t-1.630\t1.087\t1.182\t-1.291\t0.581\t0.000\t1.217\t-1.012\t-0.147\t2.548\t0.525\t-0.195\t-0.862\t0.000\t1.151\t0.854\t0.986\t0.662\t1.309\t0.891\t0.764\n0\t1.059\t-0.443\t0.136\t1.203\t-1.700\t1.351\t2.711\t-1.740\t0.000\t0.589\t-2.666\t-0.758\t0.000\t0.714\t-1.720\t0.111\t0.000\t1.474\t0.300\t-0.536\t3.102\t0.882\t1.920\t1.559\t0.867\t0.781\t1.899\t1.888\n0\t1.458\t0.275\t-1.008\t0.537\t1.526\t0.524\t0.415\t1.118\t2.173\t0.743\t-0.642\t0.638\t0.000\t0.897\t-0.304\t0.014\t2.548\t1.012\t-0.436\t-0.916\t0.000\t1.116\t0.922\t0.985\t0.801\t0.789\t0.681\t0.682\n1\t0.722\t1.079\t1.303\t1.547\t0.656\t0.546\t-0.263\t0.040\t0.000\t0.779\t0.299\t1.562\t0.000\t0.808\t0.155\t-0.951\t0.000\t0.799\t0.697\t-0.807\t3.102\t0.939\t0.926\t0.986\t0.776\t0.763\t0.872\t0.779\n1\t0.970\t-0.304\t0.373\t0.337\t0.410\t1.155\t-0.040\t-1.169\t2.173\t1.284\t-0.363\t-0.065\t1.107\t1.400\t-1.374\t1.418\t0.000\t1.163\t-0.609\t1.048\t0.000\t0.863\t1.043\t0.986\t0.768\t1.533\t1.020\t0.893\n0\t1.344\t0.397\t0.949\t1.828\t1.165\t2.156\t0.833\t-0.635\t2.173\t0.823\t-1.144\t1.035\t2.215\t0.418\t1.067\t0.611\t0.000\t0.466\t0.611\t-1.226\t0.000\t0.497\t0.902\t0.995\t2.410\t3.044\t1.856\t1.333\n1\t0.961\t0.261\t0.073\t0.578\t-1.152\t0.688\t0.181\t-1.238\t0.000\t0.958\t-0.286\t-0.728\t0.000\t1.414\t1.262\t0.471\t0.000\t1.727\t0.421\t0.928\t3.102\t0.871\t0.996\t0.989\t0.779\t0.761\t0.869\t0.785\n1\t1.958\t0.099\t-1.694\t0.308\t-0.744\t0.895\t-0.581\t0.025\t2.173\t0.577\t-0.447\t0.566\t0.000\t0.435\t-1.329\t-1.317\t0.000\t0.580\t0.735\t0.218\t3.102\t0.861\t0.790\t0.988\t0.708\t0.626\t0.849\t0.754\n1\t0.679\t1.220\t-0.669\t0.765\t0.508\t1.249\t-0.541\t1.192\t2.173\t0.916\t-2.121\t-0.813\t0.000\t0.473\t-0.603\t0.202\t0.000\t0.687\t-0.045\t-1.283\t0.000\t1.073\t0.617\t0.987\t1.876\t0.830\t1.259\t1.530\n1\t0.523\t-1.556\t0.132\t2.268\t1.671\t0.748\t0.270\t-0.627\t2.173\t0.827\t-0.026\t-1.454\t0.000\t0.964\t0.111\t0.365\t0.000\t0.587\t-0.392\t1.196\t0.000\t1.050\t1.130\t1.484\t0.974\t0.679\t1.119\t0.953\n1\t0.503\t-2.304\t-0.071\t1.606\t-1.099\t1.179\t2.970\t1.552\t0.000\t1.622\t-1.088\t-0.274\t1.107\t1.420\t-1.442\t0.684\t0.000\t0.755\t-1.917\t1.255\t0.000\t0.701\t0.887\t0.995\t1.212\t0.792\t0.880\t0.901\n1\t0.904\t-1.791\t-0.776\t0.673\t-1.229\t2.019\t-0.864\t-1.733\t0.000\t1.186\t-0.699\t0.496\t0.000\t2.406\t-2.106\t-0.373\t0.000\t3.396\t-1.848\t-0.020\t0.000\t0.997\t1.079\t0.979\t0.762\t0.875\t1.001\t0.970\n1\t1.168\t1.256\t-0.248\t0.520\t1.508\t1.513\t0.105\t1.249\t2.173\t0.773\t-0.462\t-0.139\t2.215\t0.765\t0.973\t-0.530\t0.000\t1.107\t1.389\t-1.063\t0.000\t0.561\t1.057\t1.079\t1.389\t1.582\t1.179\t1.028\n1\t0.923\t-1.510\t-1.655\t0.631\t-1.476\t0.350\t-1.638\t-0.137\t0.000\t0.913\t0.215\t0.197\t2.215\t0.776\t-0.426\t0.949\t2.548\t0.488\t0.028\t-1.329\t0.000\t0.815\t0.875\t0.989\t0.702\t0.643\t0.760\t0.682\n0\t1.230\t0.746\t-1.214\t0.153\t0.758\t0.662\t-0.108\t0.093\t0.000\t1.035\t1.080\t1.332\t2.215\t0.847\t-1.160\t-0.077\t0.000\t0.772\t-0.057\t-1.307\t3.102\t0.856\t0.813\t0.990\t0.786\t0.752\t0.985\t0.943\n1\t1.172\t0.238\t0.180\t0.846\t0.172\t1.251\t-2.722\t-0.447\t0.000\t2.845\t0.841\t1.357\t0.000\t1.133\t0.456\t-0.590\t2.548\t1.555\t-0.781\t1.604\t3.102\t0.976\t0.801\t0.999\t1.022\t1.225\t0.874\t0.881\n1\t0.824\t-0.827\t1.468\t0.701\t-0.671\t0.784\t1.125\t-0.762\t2.173\t0.922\t0.397\t0.766\t0.000\t0.444\t-0.114\t0.400\t0.000\t0.404\t0.973\t1.091\t3.102\t0.413\t1.104\t0.987\t0.684\t0.593\t0.827\t0.767\n1\t0.525\t-0.000\t-0.714\t0.202\t-1.606\t1.157\t0.216\t1.178\t2.173\t1.026\t-0.387\t-1.124\t0.000\t1.041\t-0.814\t-1.735\t0.000\t1.619\t0.996\t-0.300\t0.000\t0.920\t1.134\t0.989\t1.061\t0.945\t0.981\t0.958\n1\t0.648\t-1.535\t-1.506\t0.945\t-0.955\t0.482\t0.488\t0.858\t2.173\t0.804\t-0.442\t-0.498\t2.215\t0.619\t-2.584\t0.606\t0.000\t0.610\t-0.706\t0.973\t0.000\t0.822\t1.084\t0.987\t0.969\t0.971\t0.961\t0.873\n0\t0.780\t-1.577\t-0.982\t0.593\t-0.333\t0.818\t-0.638\t1.031\t2.173\t0.961\t-0.454\t-1.569\t0.000\t1.199\t-1.030\t0.254\t2.548\t0.669\t-0.812\t-0.355\t0.000\t0.966\t0.972\t0.996\t0.767\t0.852\t0.772\t0.732\n1\t0.343\t1.356\t1.125\t1.748\t0.857\t1.831\t-1.169\t-1.131\t0.000\t1.796\t-0.551\t0.169\t1.107\t1.205\t0.683\t1.318\t2.548\t1.001\t-0.281\t-1.641\t0.000\t0.950\t1.141\t0.992\t1.304\t1.741\t2.377\t1.794\n0\t1.633\t-1.022\t-0.099\t0.629\t1.458\t1.351\t-1.022\t-0.635\t2.173\t1.606\t-1.312\t1.530\t2.215\t1.581\t-0.873\t1.169\t0.000\t0.452\t2.124\t-0.090\t0.000\t2.749\t2.403\t1.385\t1.070\t2.042\t1.885\t1.518\n0\t1.001\t-0.629\t-1.353\t0.715\t1.007\t0.856\t0.934\t0.469\t2.173\t1.135\t0.136\t-0.709\t2.215\t1.062\t0.468\t1.469\t0.000\t1.618\t1.888\t-1.113\t0.000\t0.804\t1.043\t0.995\t1.237\t1.401\t1.087\t0.964\n1\t1.207\t0.579\t-0.441\t0.771\t0.937\t1.010\t-0.226\t-1.077\t2.173\t1.173\t0.882\t0.478\t2.215\t1.241\t-1.600\t1.033\t0.000\t0.755\t0.594\t-1.158\t0.000\t1.946\t1.598\t1.265\t0.852\t1.847\t1.447\t1.227\n0\t1.283\t-1.366\t0.903\t1.769\t0.126\t1.178\t-0.731\t-0.676\t2.173\t1.062\t0.016\t-0.379\t2.215\t1.168\t-0.791\t1.698\t0.000\t2.336\t-0.116\t1.543\t0.000\t0.725\t1.374\t1.343\t1.454\t0.770\t1.156\t1.228\n0\t0.543\t-0.411\t-0.164\t1.388\t0.699\t0.618\t-0.992\t-0.629\t1.087\t0.513\t0.952\t-1.660\t0.000\t1.554\t-0.660\t-1.433\t2.548\t1.214\t-0.735\t0.610\t0.000\t1.432\t1.196\t0.988\t0.853\t0.826\t0.892\t0.871\n0\t0.758\t1.313\t-0.571\t0.563\t-1.134\t1.047\t-1.160\t1.631\t2.173\t0.667\t0.233\t-0.026\t2.215\t0.413\t-1.078\t0.272\t0.000\t0.414\t-1.838\t0.404\t0.000\t0.712\t0.814\t0.997\t0.671\t1.545\t1.067\t0.859\n1\t1.352\t0.734\t-1.591\t0.961\t-0.909\t1.381\t-1.379\t-0.253\t0.000\t1.435\t1.137\t1.088\t2.215\t0.672\t0.976\t-0.302\t1.274\t1.507\t1.850\t1.154\t0.000\t0.831\t0.925\t0.994\t0.701\t0.993\t0.815\t0.714\n1\t1.107\t-0.919\t0.978\t1.181\t-1.373\t0.939\t-0.657\t-0.145\t0.000\t1.068\t-0.549\t0.280\t2.215\t1.773\t-0.369\t-1.335\t2.548\t0.777\t-2.495\t-1.507\t0.000\t1.217\t0.794\t1.353\t0.953\t1.457\t0.949\t0.926\n0\t1.294\t-1.717\t0.590\t1.636\t-1.479\t0.698\t-1.063\t-0.934\t0.000\t1.874\t-0.810\t0.589\t2.215\t1.027\t-0.165\t-0.841\t2.548\t1.062\t-1.743\t-1.358\t0.000\t0.855\t0.864\t1.930\t1.613\t1.498\t1.284\t1.136\n1\t0.607\t-1.066\t-1.262\t1.093\t0.558\t0.755\t0.649\t0.855\t2.173\t0.939\t-1.251\t-0.870\t0.000\t0.702\t-0.549\t-1.637\t0.000\t0.731\t-0.809\t-0.125\t1.551\t0.906\t0.676\t1.125\t1.158\t0.937\t0.935\t0.840\n0\t0.521\t-1.814\t0.525\t0.792\t-0.408\t0.476\t-2.736\t0.907\t0.000\t0.455\t-2.594\t-0.373\t0.000\t0.576\t0.634\t-1.376\t2.548\t0.864\t-0.678\t-1.677\t3.102\t0.904\t0.962\t0.992\t0.823\t0.470\t1.049\t0.895\n0\t0.619\t0.453\t-1.257\t1.498\t1.209\t1.178\t0.616\t-0.136\t2.173\t0.521\t0.038\t0.276\t0.000\t1.165\t-0.462\t-0.781\t0.000\t1.862\t0.158\t1.474\t3.102\t0.943\t0.968\t1.060\t0.599\t1.593\t0.971\t0.805\n0\t1.191\t-0.940\t0.272\t0.635\t1.199\t0.940\t-1.923\t-1.028\t0.000\t0.419\t-1.332\t-0.424\t2.215\t0.480\t-0.755\t1.191\t2.548\t0.530\t-2.339\t1.208\t0.000\t1.086\t0.887\t0.988\t0.623\t0.491\t0.585\t0.652\n0\t0.768\t0.372\t0.409\t0.875\t1.174\t1.264\t0.302\t-1.530\t1.087\t1.564\t0.744\t0.037\t2.215\t0.675\t-0.188\t-1.180\t0.000\t0.483\t1.733\t0.573\t0.000\t1.089\t1.020\t0.984\t0.909\t2.099\t1.143\t0.943\n0\t2.210\t-1.143\t-0.318\t1.097\t0.030\t1.688\t0.967\t1.430\t1.087\t0.677\t-0.533\t-1.075\t2.215\t0.450\t-0.819\t0.724\t0.000\t0.444\t0.956\t-1.083\t0.000\t0.775\t1.133\t0.997\t0.876\t1.794\t1.863\t1.359\n1\t1.238\t-0.192\t1.263\t0.437\t-0.043\t0.958\t-0.181\t1.740\t2.173\t1.545\t0.095\t-0.125\t0.000\t0.862\t0.043\t-1.123\t0.000\t0.603\t-0.672\t-0.157\t3.102\t1.387\t0.811\t0.990\t0.777\t0.836\t0.893\t0.795\n0\t1.446\t0.988\t1.096\t0.681\t-0.104\t0.784\t1.815\t-1.354\t0.000\t0.774\t0.082\t0.056\t1.107\t1.132\t0.136\t1.566\t2.548\t1.593\t1.180\t-0.330\t0.000\t1.409\t1.414\t1.213\t0.876\t0.973\t1.071\t0.948\n0\t0.925\t-0.618\t-0.475\t0.529\t0.150\t0.740\t0.137\t1.246\t0.000\t0.323\t-0.917\t1.669\t0.000\t0.300\t0.153\t-1.025\t2.548\t0.566\t0.902\t-0.302\t3.102\t0.704\t0.760\t0.985\t0.607\t0.243\t0.577\t0.672\n1\t2.620\t-0.353\t-0.954\t1.730\t-1.222\t2.205\t-0.553\t0.231\t0.000\t2.486\t-0.455\t1.017\t0.000\t1.374\t-1.349\t-1.339\t2.548\t0.373\t-0.769\t-1.280\t3.102\t3.243\t1.808\t0.984\t1.165\t0.157\t1.513\t1.638\n0\t0.710\t0.407\t1.069\t0.794\t-0.264\t0.563\t0.103\t0.270\t0.000\t0.425\t1.023\t-0.556\t0.000\t1.041\t0.496\t-1.096\t2.548\t1.262\t-0.250\t1.509\t3.102\t0.870\t0.911\t0.988\t0.728\t0.732\t0.674\t0.613\n1\t0.969\t-0.018\t0.378\t0.293\t-1.147\t1.109\t-0.112\t-0.140\t0.000\t1.240\t0.001\t1.319\t1.107\t1.398\t-0.470\t-1.398\t2.548\t0.707\t-0.526\t-0.839\t0.000\t0.872\t1.130\t0.988\t0.860\t0.967\t0.996\t0.836\n1\t0.844\t-0.616\t-0.133\t0.584\t0.271\t1.007\t-0.744\t-1.248\t0.000\t1.811\t-0.237\t1.077\t0.000\t1.127\t-0.432\t-0.678\t2.548\t1.600\t0.573\t-0.069\t0.000\t0.489\t0.840\t0.982\t0.674\t0.645\t0.586\t0.567\n0\t0.550\t0.056\t0.770\t0.801\t-1.468\t0.799\t0.012\t0.190\t0.000\t1.312\t-0.891\t1.708\t2.215\t0.700\t-0.814\t-0.083\t2.548\t1.297\t-0.372\t-0.941\t0.000\t0.957\t0.853\t0.988\t0.662\t1.017\t0.651\t0.593\n1\t0.329\t1.696\t1.392\t1.044\t-0.886\t0.621\t-0.438\t-1.047\t2.173\t0.425\t1.169\t1.056\t0.000\t0.393\t-0.125\t1.270\t2.548\t0.801\t2.371\t0.292\t0.000\t0.848\t0.828\t0.996\t0.731\t0.543\t0.969\t0.822\n0\t0.716\t-0.730\t0.546\t0.742\t-0.046\t0.682\t-0.676\t1.150\t1.087\t0.348\t-2.190\t-0.462\t0.000\t0.597\t-1.470\t1.131\t0.000\t1.373\t-1.254\t-1.249\t3.102\t0.729\t0.803\t0.976\t0.818\t0.954\t0.746\t0.638\n1\t0.624\t1.748\t-0.489\t0.894\t0.278\t1.285\t-0.404\t-1.719\t2.173\t0.530\t-1.039\t-0.319\t1.107\t1.140\t-0.373\t-0.100\t0.000\t0.825\t0.770\t-1.727\t0.000\t1.312\t0.930\t0.999\t1.533\t1.227\t1.131\t0.980\n1\t0.447\t0.520\t0.302\t0.362\t0.286\t0.835\t-0.450\t0.745\t2.173\t1.122\t-1.459\t-1.190\t0.000\t0.977\t-0.792\t-1.711\t0.000\t0.385\t-0.879\t-0.485\t1.551\t0.892\t0.590\t0.992\t0.696\t0.568\t0.796\t0.722\n1\t0.663\t0.344\t0.493\t0.851\t-1.032\t0.847\t0.393\t1.680\t0.000\t1.061\t0.045\t-0.083\t0.000\t1.351\t0.301\t1.258\t0.000\t1.417\t-0.166\t-0.532\t3.102\t0.882\t0.670\t1.020\t0.648\t0.520\t0.475\t0.515\n1\t1.339\t1.387\t0.467\t0.434\t-1.261\t0.919\t-0.473\t-1.144\t2.173\t0.539\t0.589\t-1.721\t0.000\t0.543\t-0.780\t0.719\t0.000\t0.986\t-0.130\t0.033\t3.102\t0.943\t0.953\t1.056\t0.805\t0.894\t1.004\t0.864\n0\t1.085\t0.552\t1.398\t0.903\t-1.324\t0.692\t-0.187\t-0.456\t2.173\t0.580\t0.578\t-0.186\t0.000\t1.359\t0.379\t0.818\t2.548\t0.465\t-0.797\t-1.156\t0.000\t0.778\t0.835\t0.989\t0.956\t1.163\t0.823\t0.707\n1\t0.566\t1.432\t0.936\t0.418\t1.534\t0.582\t-0.014\t-0.035\t1.087\t0.512\t1.329\t-0.757\t0.000\t0.491\t2.138\t1.590\t0.000\t0.862\t-0.883\t1.581\t1.551\t0.766\t1.065\t0.975\t0.713\t0.851\t0.912\t0.783\n0\t0.743\t-1.553\t-0.241\t0.608\t-0.784\t0.888\t-1.358\t0.573\t2.173\t1.151\t0.323\t1.684\t2.215\t0.997\t0.786\t-0.955\t0.000\t1.177\t-1.475\t0.917\t0.000\t0.936\t0.975\t0.988\t0.955\t1.897\t1.205\t1.017\n0\t2.597\t-0.003\t-0.788\t0.897\t0.664\t0.973\t0.604\t0.046\t0.000\t1.023\t0.465\t-1.450\t2.215\t0.880\t-0.670\t1.742\t0.000\t0.379\t-0.254\t-0.032\t0.000\t0.651\t0.717\t2.043\t1.106\t0.638\t0.875\t0.740\n1\t0.639\t0.882\t0.924\t1.584\t-1.193\t1.170\t-0.152\t-0.360\t2.173\t1.108\t0.528\t-1.513\t0.000\t1.066\t0.360\t1.422\t0.000\t1.725\t1.344\t0.541\t3.102\t0.928\t1.212\t1.316\t1.337\t1.861\t1.173\t1.021\n1\t0.646\t-0.809\t0.126\t0.353\t0.143\t0.562\t-1.886\t1.300\t0.000\t0.814\t-0.990\t-0.644\t2.215\t1.047\t-1.670\t-1.246\t0.000\t1.227\t-0.878\t1.271\t3.102\t0.829\t1.103\t0.988\t0.847\t0.892\t0.913\t0.786\n0\t0.449\t-1.586\t-1.570\t1.374\t-0.919\t1.455\t-0.916\t0.556\t0.000\t1.308\t-2.904\t-1.235\t0.000\t0.636\t-0.240\t-0.246\t2.548\t0.693\t-0.811\t1.036\t0.000\t0.643\t0.891\t0.984\t0.631\t0.551\t0.646\t0.794\n0\t1.050\t1.968\t-1.704\t0.611\t-0.058\t0.529\t1.135\t0.079\t0.000\t1.090\t0.889\t-1.314\t2.215\t0.957\t0.840\t0.993\t2.548\t0.826\t1.636\t-0.173\t0.000\t0.599\t1.052\t1.105\t0.813\t0.948\t0.745\t0.714\n0\t0.705\t-1.903\t0.205\t2.272\t-0.243\t0.557\t-0.142\t1.618\t0.000\t1.417\t0.631\t1.144\t2.215\t1.092\t-1.346\t-1.006\t2.548\t0.725\t0.558\t-1.125\t0.000\t0.725\t0.992\t0.992\t3.753\t2.091\t2.386\t1.933\n1\t1.410\t-0.826\t1.118\t0.142\t-1.159\t0.485\t0.156\t-0.440\t0.000\t0.607\t0.703\t-1.306\t2.215\t0.861\t1.294\t0.080\t2.548\t0.485\t0.812\t-0.157\t0.000\t0.363\t0.551\t0.994\t1.111\t0.778\t0.831\t0.702\n1\t2.047\t1.124\t-1.365\t1.138\t-0.537\t1.896\t-2.868\t1.353\t0.000\t0.998\t0.741\t0.169\t0.000\t1.396\t0.403\t-0.483\t2.548\t1.289\t-0.261\t0.591\t0.000\t0.937\t0.751\t1.437\t1.015\t0.864\t0.904\t0.804\n1\t0.559\t0.070\t-0.519\t0.213\t-1.411\t0.850\t-0.104\t0.648\t2.173\t0.475\t0.516\t-1.052\t0.000\t0.527\t-1.161\t-0.360\t1.274\t0.830\t0.752\t1.368\t0.000\t0.946\t0.894\t0.986\t0.929\t0.836\t0.830\t0.757\n0\t0.637\t-0.505\t-1.539\t2.538\t-0.871\t0.744\t-0.623\t1.149\t0.000\t0.546\t-1.052\t0.407\t0.000\t0.471\t0.927\t0.317\t2.548\t0.433\t1.857\t0.895\t0.000\t0.896\t0.879\t0.999\t0.626\t0.278\t0.636\t0.773\n1\t0.563\t0.727\t-1.148\t0.955\t0.405\t0.949\t1.834\t-0.976\t0.000\t0.770\t-0.604\t1.025\t0.000\t1.761\t0.625\t0.565\t2.548\t1.021\t-0.781\t-1.289\t0.000\t1.022\t1.007\t1.001\t0.714\t0.737\t0.882\t0.778\n0\t0.691\t1.543\t0.106\t0.995\t1.010\t1.251\t0.610\t0.862\t2.173\t0.622\t-0.408\t-0.137\t0.000\t1.934\t1.463\t-1.113\t0.000\t2.082\t0.393\t-1.055\t1.551\t1.086\t1.011\t0.986\t0.733\t1.691\t0.976\t0.845\n0\t0.461\t-0.550\t-0.218\t0.743\t1.066\t1.464\t-0.130\t1.578\t2.173\t0.892\t0.222\t0.104\t0.000\t0.920\t1.560\t-0.522\t0.000\t1.061\t0.140\t-0.597\t3.102\t1.352\t0.881\t0.985\t0.983\t1.235\t1.195\t0.957\n1\t0.766\t-1.026\t-0.231\t1.050\t1.394\t0.518\t0.450\t0.106\t0.000\t1.015\t1.068\t-1.355\t2.215\t1.111\t0.674\t1.099\t2.548\t0.710\t-2.336\t-0.474\t0.000\t0.767\t0.865\t1.236\t1.117\t0.927\t1.089\t0.903\n0\t4.233\t0.579\t0.834\t1.008\t1.313\t1.841\t1.613\t-0.641\t0.000\t1.221\t0.599\t-1.416\t1.107\t0.514\t2.295\t-1.312\t0.000\t0.673\t0.490\t0.051\t3.102\t1.281\t1.022\t1.197\t1.544\t0.793\t1.017\t1.485\n1\t0.917\t-0.616\t-0.385\t0.629\t0.799\t0.689\t0.191\t-1.624\t1.087\t0.693\t-0.923\t-1.560\t1.107\t1.113\t-0.758\t-0.101\t0.000\t0.604\t-2.088\t1.025\t0.000\t1.144\t0.965\t0.988\t0.973\t0.616\t0.881\t0.774\n0\t0.667\t-1.880\t-0.206\t1.170\t-0.271\t0.844\t0.693\t1.590\t0.000\t0.586\t-0.084\t0.365\t2.215\t0.366\t-0.967\t-1.721\t1.274\t0.432\t-0.095\t-1.638\t0.000\t0.441\t0.809\t0.993\t0.646\t0.531\t0.547\t0.783\n1\t0.841\t-1.475\t1.131\t0.324\t-0.386\t1.920\t2.867\t-0.416\t0.000\t0.802\t-0.430\t1.268\t0.000\t2.063\t0.648\t1.010\t2.548\t1.046\t-0.147\t1.705\t1.551\t0.934\t1.275\t0.994\t0.640\t0.836\t0.817\t0.755\n1\t0.996\t0.207\t-0.734\t1.212\t0.745\t0.367\t1.199\t-1.205\t0.000\t0.882\t0.982\t-0.348\t0.000\t1.660\t0.121\t1.105\t2.548\t0.827\t0.173\t-1.350\t3.102\t0.853\t1.270\t1.479\t0.813\t0.718\t0.784\t0.775\n0\t0.343\t-1.797\t-0.557\t2.075\t0.126\t1.257\t0.649\t-1.612\t2.173\t0.664\t-0.330\t0.806\t2.215\t0.548\t1.136\t-0.722\t0.000\t0.662\t-0.157\t0.145\t0.000\t1.067\t0.935\t0.982\t4.330\t1.304\t2.718\t2.415\n0\t0.620\t1.248\t-1.074\t1.403\t-0.839\t0.852\t-0.071\t0.966\t0.000\t0.565\t0.767\t0.362\t2.215\t0.569\t-0.455\t-1.594\t2.548\t0.693\t-0.946\t0.421\t0.000\t0.858\t0.784\t0.993\t1.381\t0.723\t1.010\t1.258\n1\t0.368\t0.145\t1.520\t0.758\t-1.027\t1.041\t0.646\t0.680\t2.173\t1.622\t1.383\t-0.999\t0.000\t1.347\t-0.303\t0.430\t2.548\t0.697\t-0.305\t-0.916\t0.000\t0.915\t0.952\t0.996\t0.924\t0.826\t1.018\t0.898\n1\t1.416\t0.242\t0.637\t0.634\t-1.608\t0.612\t1.377\t-0.081\t1.087\t0.934\t1.376\t-1.080\t2.215\t0.351\t-1.001\t1.181\t0.000\t0.784\t-0.316\t-1.407\t0.000\t0.651\t1.157\t1.181\t1.116\t0.871\t0.927\t0.865\n1\t0.709\t0.650\t0.243\t0.671\t-0.887\t0.797\t0.743\t0.956\t0.000\t0.557\t1.503\t1.495\t0.000\t0.966\t1.334\t-0.828\t2.548\t1.658\t-0.170\t-0.558\t3.102\t0.876\t1.040\t0.988\t0.612\t0.934\t0.942\t0.824\n1\t2.392\t0.939\t0.195\t1.114\t0.514\t1.552\t1.726\t-1.143\t0.000\t0.911\t0.969\t0.983\t2.215\t1.059\t0.070\t-1.287\t2.548\t0.401\t0.204\t1.349\t0.000\t1.365\t1.275\t0.998\t0.861\t1.053\t1.039\t1.196\n0\t0.509\t0.785\t-0.762\t1.793\t1.463\t1.204\t1.012\t-0.338\t2.173\t1.148\t1.314\t1.240\t2.215\t0.790\t0.088\t-0.670\t0.000\t0.776\t1.518\t0.780\t0.000\t1.184\t1.012\t1.201\t0.801\t1.735\t1.073\t0.920\n1\t0.343\t1.313\t-0.568\t0.935\t1.593\t0.937\t0.326\t1.187\t0.000\t0.940\t0.162\t-0.223\t2.215\t1.305\t-0.781\t-0.845\t2.548\t0.574\t-0.498\t0.536\t0.000\t0.823\t1.073\t0.991\t0.877\t0.888\t0.925\t0.799\n0\t0.461\t0.561\t1.039\t0.132\t-0.264\t1.203\t0.657\t-0.542\t2.173\t0.935\t-0.234\t1.687\t0.000\t0.993\t-0.658\t0.489\t2.548\t0.840\t-2.041\t1.445\t0.000\t0.808\t0.790\t0.991\t1.182\t1.495\t1.041\t0.874\n0\t1.072\t0.338\t0.978\t0.782\t-1.325\t0.763\t0.479\t-1.471\t1.087\t0.516\t-0.653\t-1.014\t0.000\t1.313\t-0.299\t0.455\t2.548\t1.020\t1.105\t-0.528\t0.000\t1.174\t1.007\t1.111\t0.746\t1.335\t1.026\t0.924\n0\t0.596\t-1.673\t1.040\t0.760\t-0.643\t0.567\t-0.327\t1.380\t2.173\t1.013\t-2.015\t-1.245\t0.000\t0.937\t-0.135\t0.180\t0.000\t0.626\t0.660\t-0.019\t0.000\t0.867\t0.909\t0.985\t1.154\t0.464\t0.874\t0.797\n1\t0.885\t-1.354\t0.225\t1.051\t1.433\t1.114\t-0.150\t0.312\t2.173\t0.576\t-0.767\t1.549\t0.000\t1.164\t-0.953\t-1.305\t2.548\t0.718\t0.653\t-0.671\t0.000\t1.055\t0.847\t1.184\t1.193\t1.555\t0.998\t0.895\n0\t0.578\t0.990\t-0.798\t0.972\t-1.503\t0.405\t0.521\t1.311\t2.173\t0.516\t-1.066\t0.700\t0.000\t0.743\t0.580\t0.349\t2.548\t1.494\t1.534\t-1.302\t0.000\t0.929\t0.869\t0.991\t0.883\t0.522\t0.693\t0.649\n0\t1.223\t0.409\t1.367\t0.740\t-1.163\t0.937\t0.048\t-1.049\t0.000\t1.591\t-0.219\t0.827\t2.215\t0.818\t0.624\t-0.022\t0.000\t1.137\t0.066\t-0.503\t3.102\t1.358\t0.803\t1.001\t1.032\t1.146\t0.988\t0.883\n1\t1.635\t-0.051\t1.565\t0.596\t-1.497\t0.734\t1.351\t0.287\t2.173\t0.267\t-0.261\t1.056\t0.000\t1.227\t-0.004\t-0.227\t2.548\t0.519\t-2.114\t-0.772\t0.000\t0.831\t0.924\t0.977\t1.238\t1.021\t1.107\t1.054\n1\t0.647\t-1.062\t1.419\t0.091\t-0.101\t0.771\t-0.733\t-1.079\t2.173\t0.977\t-2.428\t0.863\t0.000\t0.713\t-0.617\t0.227\t2.548\t0.596\t1.117\t-0.570\t0.000\t3.454\t1.900\t0.992\t0.804\t0.854\t1.309\t1.078\n1\t1.408\t1.144\t1.329\t1.585\t0.658\t0.755\t1.256\t-0.208\t2.173\t0.803\t1.334\t-0.707\t0.000\t0.998\t0.672\t-1.143\t1.274\t0.660\t0.649\t-1.733\t0.000\t0.809\t0.751\t1.176\t1.063\t0.858\t0.914\t0.798\n1\t0.684\t1.472\t-0.848\t1.176\t-1.545\t1.057\t0.545\t0.603\t2.173\t0.687\t0.872\t-0.895\t0.000\t0.598\t0.155\t1.290\t2.548\t0.988\t1.332\t0.079\t0.000\t0.910\t1.122\t0.993\t0.989\t0.605\t1.092\t0.929\n1\t0.761\t0.601\t0.391\t0.963\t-0.493\t0.543\t0.646\t-0.435\t2.173\t0.733\t0.701\t1.014\t2.215\t0.299\t1.953\t0.659\t0.000\t0.453\t0.683\t1.662\t0.000\t0.431\t0.582\t0.988\t0.785\t0.896\t0.618\t0.518\n0\t0.776\t0.487\t0.887\t0.467\t-0.878\t0.603\t1.183\t-0.982\t1.087\t0.548\t-1.032\t0.813\t0.000\t0.517\t0.966\t0.809\t0.000\t1.501\t0.595\t-1.592\t3.102\t1.038\t0.992\t0.989\t0.714\t0.580\t0.832\t0.729\n1\t0.416\t-0.702\t-1.377\t1.533\t1.337\t1.514\t0.339\t-0.465\t2.173\t0.808\t0.012\t1.437\t0.000\t0.613\t-1.023\t0.896\t0.000\t1.111\t0.787\t0.302\t3.102\t0.821\t0.927\t0.986\t1.432\t0.970\t1.034\t0.950\n1\t0.322\t-0.072\t-1.528\t1.850\t-0.617\t1.373\t-1.529\t0.463\t2.173\t1.881\t-1.478\t1.501\t0.000\t1.040\t-1.252\t-0.798\t0.000\t0.924\t1.076\t-1.725\t0.000\t0.827\t0.669\t0.988\t2.519\t0.674\t1.524\t1.253\n0\t0.454\t0.236\t0.073\t0.933\t1.034\t0.938\t0.342\t-0.839\t2.173\t0.804\t-0.978\t1.380\t2.215\t0.539\t-1.152\t0.958\t0.000\t0.800\t-0.716\t-1.142\t0.000\t0.913\t0.986\t0.986\t0.650\t1.489\t0.918\t0.769\n0\t0.284\t-1.170\t0.025\t3.605\t1.133\t1.614\t-0.708\t-1.181\t0.000\t1.564\t0.698\t-0.416\t0.000\t1.891\t-1.126\t1.653\t2.548\t1.311\t-1.239\t-1.030\t0.000\t0.931\t1.105\t1.179\t0.949\t1.505\t1.136\t1.232\n1\t0.846\t-0.236\t0.118\t0.274\t-0.835\t1.845\t-1.438\t-1.235\t0.000\t1.728\t-1.466\t0.188\t0.000\t2.693\t0.602\t1.011\t0.000\t1.979\t0.894\t0.634\t0.000\t0.954\t1.090\t0.981\t0.677\t0.549\t0.640\t0.724\n0\t0.596\t-2.088\t-0.819\t1.921\t-1.611\t0.733\t-0.124\t-0.569\t1.087\t1.343\t0.197\t0.184\t2.215\t0.921\t-2.326\t0.911\t0.000\t0.708\t0.845\t0.923\t0.000\t2.578\t1.918\t0.988\t2.459\t0.948\t1.768\t1.647\n0\t0.599\t1.160\t0.066\t1.875\t0.687\t0.951\t1.303\t-1.038\t0.000\t0.813\t-0.126\t1.682\t2.215\t0.389\t0.432\t1.513\t2.548\t0.796\t1.005\t-0.406\t0.000\t0.721\t1.161\t0.990\t0.740\t0.204\t0.928\t0.926\n0\t1.044\t0.272\t-0.841\t1.630\t0.141\t0.483\t0.014\t0.588\t2.173\t0.521\t1.074\t1.633\t0.000\t0.724\t-0.378\t1.560\t0.000\t0.595\t1.288\t-0.764\t0.000\t1.040\t0.827\t1.399\t0.862\t0.618\t0.660\t0.652\n0\t0.347\t-0.450\t1.474\t1.609\t0.762\t0.774\t-0.878\t-0.815\t2.173\t0.918\t-1.542\t-1.307\t0.000\t0.807\t-0.629\t0.845\t0.000\t1.474\t-0.638\t0.028\t1.551\t1.374\t1.082\t0.994\t0.839\t0.781\t0.846\t0.828\n1\t0.563\t-1.318\t-0.425\t1.549\t1.291\t0.881\t0.141\t-1.176\t2.173\t0.647\t-0.540\t0.119\t0.000\t0.985\t0.392\t1.051\t2.548\t0.373\t0.652\t0.763\t0.000\t0.579\t0.934\t1.294\t1.104\t1.065\t1.040\t0.862\n1\t0.776\t-0.253\t-0.699\t1.230\t1.174\t0.950\t-1.146\t1.506\t2.173\t1.159\t-0.570\t-0.261\t2.215\t0.569\t0.711\t-0.674\t0.000\t0.596\t-0.750\t0.075\t0.000\t0.727\t1.142\t1.344\t1.023\t1.607\t0.981\t0.833\n0\t1.214\t0.234\t-1.582\t1.360\t1.385\t1.587\t-0.548\t0.132\t2.173\t1.936\t2.554\t-1.687\t0.000\t1.127\t-0.932\t-0.194\t0.000\t1.344\t0.038\t-0.519\t0.000\t0.855\t0.916\t0.989\t1.065\t1.688\t1.288\t1.123\n0\t0.614\t0.466\t1.330\t1.278\t-1.398\t0.446\t0.012\t-0.574\t2.173\t0.657\t-1.562\t0.597\t0.000\t0.649\t-0.740\t0.049\t2.548\t0.560\t-1.561\t-0.653\t0.000\t0.722\t0.885\t0.993\t1.080\t0.456\t0.787\t0.998\n1\t1.679\t0.894\t0.260\t0.741\t1.318\t1.172\t-0.228\t-1.124\t2.173\t0.815\t0.348\t-1.591\t0.000\t1.437\t-0.118\t1.540\t2.548\t1.798\t0.406\t-0.156\t0.000\t0.824\t1.218\t1.260\t1.555\t1.094\t1.152\t1.030\n1\t1.033\t0.852\t0.754\t0.183\t-0.580\t0.505\t-0.870\t-0.145\t2.173\t0.746\t-0.788\t-1.722\t2.215\t0.438\t0.501\t-1.196\t0.000\t0.417\t0.322\t1.459\t0.000\t0.323\t0.639\t0.992\t0.871\t0.893\t0.734\t0.589\n0\t0.362\t-1.062\t-0.439\t0.478\t-0.943\t0.516\t-0.628\t1.028\t2.173\t0.683\t-0.681\t-1.551\t2.215\t0.687\t0.329\t-0.573\t0.000\t0.933\t0.976\t0.496\t0.000\t0.813\t0.966\t0.979\t0.833\t0.637\t0.721\t0.665\n0\t1.429\t-0.043\t-1.625\t0.263\t1.354\t0.875\t1.046\t0.462\t0.000\t0.395\t1.737\t-0.108\t0.000\t0.565\t2.089\t-0.649\t0.000\t1.739\t0.023\t-0.628\t3.102\t0.772\t0.893\t0.981\t0.883\t1.238\t0.892\t0.995\n1\t1.074\t0.538\t-0.339\t1.476\t-0.567\t0.948\t0.139\t1.456\t0.000\t0.630\t-0.021\t1.008\t0.000\t1.170\t0.660\t-0.796\t2.548\t1.047\t0.852\t1.331\t0.000\t0.714\t0.852\t0.977\t0.702\t0.688\t0.764\t0.882\n0\t1.125\t-0.867\t-0.472\t0.697\t0.281\t1.685\t-1.719\t-0.149\t0.000\t1.626\t-0.340\t1.511\t0.000\t2.250\t0.425\t1.517\t2.548\t1.504\t-0.791\t-1.280\t3.102\t0.601\t0.827\t0.984\t1.721\t1.356\t1.193\t1.020\n1\t0.292\t1.219\t1.480\t0.883\t-0.114\t1.297\t0.883\t0.545\t0.000\t1.121\t1.074\t-1.199\t0.000\t1.080\t0.391\t-1.050\t2.548\t0.511\t-0.839\t1.192\t3.102\t2.576\t1.634\t0.987\t0.714\t0.677\t1.083\t0.916\n0\t0.332\t1.870\t0.124\t2.092\t0.297\t0.771\t-0.232\t-1.301\t2.173\t0.433\t0.443\t-0.948\t0.000\t1.658\t0.103\t0.816\t1.274\t2.187\t0.957\t-1.345\t0.000\t0.631\t0.837\t0.981\t0.831\t1.352\t1.013\t1.007\n0\t1.188\t-0.198\t0.165\t1.091\t-0.009\t1.241\t0.050\t-1.661\t1.087\t0.544\t0.931\t-0.735\t0.000\t1.013\t1.230\t1.052\t2.548\t0.436\t-1.282\t-0.473\t0.000\t1.026\t1.099\t0.986\t1.587\t1.323\t1.330\t1.094\n1\t0.787\t0.340\t-0.263\t0.780\t1.703\t0.629\t0.451\t0.005\t2.173\t0.779\t1.171\t1.645\t0.000\t1.510\t0.938\t-1.226\t0.000\t2.552\t0.814\t0.749\t3.102\t0.887\t1.198\t1.064\t0.938\t0.905\t0.977\t0.841\n1\t1.071\t0.295\t-0.971\t1.556\t-1.172\t1.559\t0.359\t-0.742\t2.173\t1.477\t0.156\t0.977\t0.000\t0.802\t-0.663\t0.995\t1.274\t0.932\t-1.166\t0.112\t0.000\t0.638\t0.579\t0.988\t0.973\t1.606\t1.107\t0.983\n0\t0.936\t-1.135\t-0.334\t0.634\t1.043\t0.439\t0.298\t-1.732\t0.000\t0.705\t-0.040\t-1.205\t0.000\t1.022\t-0.437\t0.459\t2.548\t0.811\t0.627\t-0.199\t3.102\t0.578\t0.921\t1.010\t0.814\t0.599\t0.634\t0.682\n1\t0.676\t-1.307\t-1.546\t0.948\t0.414\t0.533\t-1.489\t-0.797\t0.000\t0.563\t1.020\t-0.622\t0.000\t1.297\t-0.413\t0.938\t2.548\t1.083\t0.582\t1.663\t3.102\t0.782\t0.972\t1.088\t1.028\t0.779\t0.823\t0.757\n1\t0.627\t-0.944\t0.512\t1.643\t-0.266\t1.310\t0.937\t-1.139\t2.173\t1.351\t1.202\t1.062\t0.000\t0.691\t2.481\t0.880\t0.000\t0.862\t0.232\t-1.421\t0.000\t0.903\t1.108\t0.982\t0.626\t0.749\t1.416\t1.294\n1\t1.282\t-0.606\t-0.657\t0.271\t1.222\t0.567\t-0.624\t1.068\t0.000\t0.861\t-0.495\t0.575\t0.000\t1.130\t-0.693\t-1.380\t1.274\t1.403\t0.634\t-1.304\t3.102\t0.646\t0.977\t0.984\t0.941\t0.808\t0.853\t0.794\n0\t0.498\t-0.861\t1.680\t1.601\t-0.163\t0.838\t1.235\t-1.544\t0.000\t1.141\t-0.826\t-0.515\t2.215\t1.102\t0.575\t0.582\t0.000\t0.847\t-0.265\t0.967\t3.102\t0.863\t1.235\t1.232\t0.764\t0.895\t0.772\t0.765\n1\t0.550\t-0.294\t-1.344\t0.797\t0.828\t0.715\t-0.823\t0.459\t2.173\t0.978\t0.643\t1.445\t0.000\t1.569\t-0.975\t-0.775\t2.548\t0.498\t-1.504\t-0.824\t0.000\t1.643\t1.347\t0.987\t0.847\t1.194\t1.081\t0.892\n1\t0.597\t-0.032\t0.672\t0.709\t-0.327\t0.886\t0.123\t1.118\t0.000\t0.599\t1.001\t1.059\t0.000\t0.942\t0.927\t-0.478\t1.274\t0.905\t0.825\t-1.309\t0.000\t0.811\t0.895\t0.989\t0.970\t0.807\t0.693\t0.751\n1\t0.615\t1.102\t-0.556\t2.133\t-1.262\t1.255\t0.261\t0.274\t0.000\t1.437\t0.574\t1.469\t2.215\t1.212\t0.699\t0.642\t2.548\t0.528\t-1.296\t-1.149\t0.000\t1.197\t1.044\t0.986\t1.223\t0.959\t1.020\t0.978\n0\t0.680\t-0.718\t-1.579\t0.522\t0.042\t0.772\t-1.156\t1.340\t2.173\t0.690\t1.144\t-0.371\t2.215\t0.700\t-0.358\t0.128\t0.000\t0.809\t0.348\t-0.386\t0.000\t0.915\t0.957\t0.985\t0.803\t1.900\t1.073\t0.868\n1\t1.207\t0.279\t-1.732\t0.917\t1.383\t1.070\t0.038\t-0.186\t0.000\t0.472\t-2.192\t-0.128\t0.000\t0.544\t-0.775\t0.836\t2.548\t0.930\t0.480\t-0.891\t1.551\t2.139\t1.279\t0.996\t0.775\t0.688\t0.901\t0.942\n1\t0.359\t0.784\t1.375\t1.216\t-0.794\t0.594\t-1.031\t0.711\t2.173\t0.741\t-0.203\t-0.722\t0.000\t0.507\t-0.400\t1.392\t1.274\t0.386\t0.632\t0.719\t0.000\t0.757\t0.891\t0.987\t0.616\t0.445\t0.635\t0.587\n1\t0.578\t1.557\t0.509\t0.392\t-1.574\t0.927\t0.465\t-0.005\t1.087\t0.630\t0.676\t-1.110\t0.000\t1.043\t0.068\t0.783\t2.548\t1.913\t0.679\t1.734\t0.000\t0.787\t0.979\t0.978\t0.795\t0.835\t0.889\t0.746\n0\t2.028\t1.164\t-1.360\t0.311\t-1.713\t0.772\t0.345\t0.129\t0.000\t0.845\t0.731\t0.720\t0.000\t1.125\t1.276\t1.296\t2.548\t1.462\t1.078\t-0.455\t3.102\t0.937\t0.967\t0.998\t0.817\t0.982\t0.812\t0.884\n1\t0.321\t1.373\t1.054\t2.149\t-1.656\t0.563\t-0.520\t0.211\t0.000\t0.759\t-0.994\t-0.051\t1.107\t0.837\t-2.008\t1.586\t0.000\t0.685\t0.651\t0.376\t3.102\t0.919\t0.744\t0.992\t0.941\t0.713\t1.696\t1.438\n0\t0.559\t0.557\t1.525\t0.670\t-0.725\t0.618\t1.959\t-0.005\t0.000\t0.403\t0.275\t1.056\t1.107\t0.751\t-1.252\t1.254\t0.000\t0.511\t1.137\t-0.253\t3.102\t3.352\t1.785\t0.987\t0.602\t0.444\t1.050\t0.907\n1\t0.906\t0.488\t1.492\t0.626\t0.678\t1.072\t-0.840\t-0.628\t2.173\t0.510\t-1.201\t1.137\t1.107\t0.314\t1.993\t-0.202\t0.000\t0.386\t-1.119\t1.705\t0.000\t0.988\t1.011\t0.985\t1.189\t1.108\t0.929\t0.843\n0\t0.297\t-0.904\t-0.088\t1.908\t1.165\t1.124\t0.974\t-0.974\t0.000\t1.098\t0.005\t0.400\t2.215\t0.637\t-0.205\t0.703\t2.548\t0.482\t-0.615\t-1.255\t0.000\t1.129\t1.083\t0.990\t1.156\t0.261\t0.922\t1.182\n0\t1.472\t-0.754\t-0.812\t1.399\t-0.203\t0.649\t0.482\t1.134\t0.000\t0.636\t-1.003\t0.754\t1.107\t0.437\t0.043\t1.700\t0.000\t0.755\t-0.972\t-1.622\t1.551\t0.926\t0.948\t1.038\t0.754\t0.528\t0.679\t0.824\n0\t0.783\t-1.773\t-0.593\t0.982\t-0.673\t0.578\t-0.741\t0.671\t0.000\t0.968\t-1.483\t1.172\t0.000\t0.525\t0.304\t1.684\t0.000\t0.818\t-1.215\t-1.044\t3.102\t0.939\t0.879\t0.979\t0.452\t0.162\t0.565\t0.653\n0\t0.537\t-0.910\t0.559\t3.811\t0.437\t1.901\t-1.933\t-0.856\t0.000\t1.274\t1.841\t1.682\t0.000\t1.240\t2.451\t1.593\t0.000\t0.955\t0.077\t1.319\t3.102\t0.804\t0.932\t0.984\t0.848\t0.562\t0.863\t1.641\n0\t1.896\t0.715\t1.332\t0.633\t0.360\t2.523\t1.018\t-0.985\t0.000\t1.813\t0.479\t0.693\t0.000\t1.481\t1.168\t0.800\t2.548\t0.576\t0.747\t0.242\t0.000\t0.682\t0.795\t1.165\t0.758\t0.947\t1.109\t1.117\n0\t0.707\t-1.212\t1.634\t2.007\t-1.174\t0.434\t-0.823\t-0.193\t2.173\t0.711\t0.370\t1.108\t0.000\t0.905\t0.259\t0.037\t0.000\t1.889\t-0.172\t0.609\t3.102\t0.953\t1.008\t0.990\t1.238\t0.703\t0.878\t0.908\n0\t0.736\t1.712\t1.602\t1.198\t-1.645\t0.951\t-0.468\t-0.339\t2.173\t1.081\t0.556\t0.769\t2.215\t1.229\t0.321\t-0.937\t0.000\t0.483\t-0.960\t1.723\t0.000\t0.908\t0.928\t0.992\t0.956\t1.496\t1.145\t0.973\n0\t0.714\t-0.080\t0.761\t0.250\t0.138\t0.625\t1.641\t-0.085\t0.000\t1.065\t0.270\t-1.379\t2.215\t0.631\t2.650\t0.404\t0.000\t0.890\t1.097\t1.731\t3.102\t0.896\t0.881\t0.979\t0.903\t0.560\t0.991\t0.860\n1\t1.488\t0.973\t0.943\t0.607\t0.511\t0.649\t0.164\t-0.965\t2.173\t0.507\t0.360\t1.629\t2.215\t0.807\t1.291\t-0.856\t0.000\t0.769\t0.601\t0.297\t0.000\t0.811\t0.768\t0.976\t0.766\t0.614\t0.836\t0.727\n0\t1.422\t0.180\t1.035\t1.363\t1.437\t1.143\t-0.936\t-0.435\t2.173\t0.570\t1.501\t0.681\t0.000\t1.042\t-0.215\t-0.755\t0.000\t0.610\t0.465\t-0.556\t3.102\t0.805\t0.828\t0.982\t0.761\t0.734\t1.206\t0.969\n1\t0.799\t-1.018\t-0.845\t0.239\t0.814\t0.846\t-0.092\t-0.968\t2.173\t1.088\t-0.784\t1.207\t0.000\t0.963\t0.110\t0.931\t0.000\t1.285\t0.214\t-0.015\t3.102\t0.971\t0.969\t0.988\t0.684\t0.858\t0.853\t0.729\n1\t0.591\t0.026\t0.859\t1.712\t1.497\t2.606\t1.432\t-0.081\t0.000\t0.978\t-0.637\t0.368\t1.107\t1.667\t0.250\t-1.656\t0.000\t2.482\t1.801\t-1.214\t0.000\t0.766\t0.961\t0.987\t0.920\t0.892\t0.905\t0.799\n1\t1.408\t-0.310\t-0.394\t0.470\t-0.029\t0.969\t-1.922\t0.094\t0.000\t1.767\t0.089\t1.722\t2.215\t1.363\t-0.703\t-1.065\t0.000\t1.779\t-0.488\t1.034\t1.551\t0.924\t0.924\t0.984\t1.453\t1.082\t1.069\t0.902\n1\t0.559\t0.832\t0.750\t0.904\t-0.365\t1.723\t-0.451\t-1.393\t2.173\t1.426\t-1.015\t0.591\t0.000\t0.658\t-0.385\t0.860\t0.000\t1.255\t-0.897\t-0.829\t1.551\t0.811\t0.975\t0.990\t1.976\t0.904\t1.413\t1.370\n1\t1.292\t0.504\t-0.877\t0.684\t-0.661\t1.155\t0.179\t0.854\t2.173\t0.453\t1.003\t-0.440\t0.000\t0.777\t-0.209\t0.403\t0.000\t1.092\t0.659\t1.741\t3.102\t0.878\t0.951\t0.995\t0.794\t0.927\t0.938\t0.807\n0\t0.463\t1.709\t-1.338\t0.328\t-0.803\t0.683\t0.665\t0.797\t2.173\t0.439\t-1.026\t-1.017\t0.000\t1.128\t0.262\t1.558\t1.274\t0.796\t0.279\t-0.187\t0.000\t0.780\t0.981\t0.978\t0.681\t0.724\t0.712\t0.659\n1\t0.318\t1.315\t-1.725\t1.022\t0.699\t1.103\t0.154\t-1.109\t0.000\t0.723\t-0.594\t1.005\t2.215\t0.746\t0.664\t-0.606\t0.000\t1.637\t0.653\t0.314\t3.102\t0.858\t1.180\t0.993\t0.619\t0.938\t0.953\t0.830\n1\t0.699\t-0.707\t1.685\t1.759\t-1.572\t1.222\t-0.358\t0.371\t0.000\t0.895\t-0.251\t-0.442\t2.215\t1.021\t-0.478\t-1.125\t0.000\t1.109\t-0.895\t1.062\t3.102\t1.966\t1.257\t1.006\t1.280\t0.956\t0.900\t1.063\n0\t0.524\t-2.417\t0.264\t1.034\t1.627\t0.654\t-0.498\t-0.295\t2.173\t0.497\t-1.470\t-0.705\t0.000\t0.451\t0.388\t-0.927\t0.000\t0.638\t0.879\t0.576\t0.000\t0.832\t0.852\t0.986\t1.129\t1.034\t0.820\t0.764\n1\t0.525\t-0.807\t1.104\t0.342\t0.305\t0.782\t0.142\t1.024\t2.173\t0.824\t1.698\t-0.307\t0.000\t1.130\t0.485\t-0.937\t2.548\t1.027\t-1.461\t-0.904\t0.000\t0.894\t0.976\t0.981\t0.642\t1.171\t0.891\t0.780\n1\t1.057\t0.037\t-0.141\t1.795\t0.513\t0.908\t-0.855\t1.690\t2.173\t1.248\t0.236\t-0.953\t2.215\t0.510\t0.565\t0.865\t0.000\t0.706\t0.159\t1.642\t0.000\t0.450\t0.775\t1.062\t1.412\t1.410\t1.181\t0.909\n1\t0.955\t-0.709\t0.622\t0.880\t-0.465\t0.644\t-1.743\t1.532\t0.000\t0.448\t1.841\t-0.645\t0.000\t1.352\t0.109\t-0.038\t1.274\t0.751\t-0.474\t-1.404\t0.000\t0.838\t0.955\t1.054\t0.740\t0.820\t0.924\t0.817\n1\t0.615\t0.980\t0.296\t1.022\t-0.971\t0.437\t-1.195\t-0.991\t2.173\t0.680\t-0.345\t0.806\t2.215\t0.343\t0.536\t-0.072\t0.000\t0.928\t0.674\t1.461\t0.000\t0.615\t0.859\t0.998\t0.911\t0.875\t0.849\t0.697\n1\t0.813\t-1.079\t1.510\t0.638\t0.281\t1.349\t-0.442\t-1.003\t2.173\t1.015\t-0.220\t0.697\t0.000\t0.997\t-0.618\t0.068\t2.548\t0.846\t0.660\t1.294\t0.000\t0.891\t0.857\t0.991\t1.235\t1.200\t1.028\t0.963\n0\t2.044\t1.388\t-1.557\t0.157\t0.224\t0.318\t-0.465\t-0.540\t0.000\t1.068\t-0.058\t0.303\t0.000\t0.627\t0.548\t1.726\t2.548\t0.720\t0.498\t0.109\t3.102\t0.890\t0.864\t0.994\t0.796\t0.510\t0.560\t0.820\n0\t1.150\t-1.414\t-0.283\t0.221\t1.447\t0.424\t1.418\t1.143\t0.000\t0.882\t0.060\t1.142\t1.107\t2.048\t-0.449\t-1.075\t2.548\t1.166\t0.740\t0.583\t0.000\t0.901\t0.945\t0.984\t0.898\t1.361\t1.082\t1.054\n1\t0.982\t1.267\t1.184\t1.007\t0.246\t1.044\t0.161\t-1.075\t2.173\t0.797\t-0.859\t-0.065\t1.107\t0.351\t-1.548\t1.447\t0.000\t0.365\t1.398\t0.705\t0.000\t1.061\t0.905\t1.031\t1.337\t1.291\t1.178\t0.990\n1\t1.305\t-1.001\t1.264\t0.344\t-0.732\t0.459\t0.699\t-1.109\t2.173\t0.891\t-0.655\t-0.587\t1.107\t0.858\t-1.908\t1.215\t0.000\t0.786\t-0.049\t-0.852\t0.000\t0.988\t1.008\t0.987\t0.850\t0.822\t0.750\t0.697\n0\t2.151\t0.191\t-1.021\t0.140\t-0.338\t0.746\t1.324\t-1.358\t2.173\t1.545\t-0.480\t0.475\t0.000\t0.765\t1.390\t0.899\t0.000\t0.931\t-1.010\t1.175\t0.000\t1.085\t1.010\t0.994\t1.019\t0.549\t1.199\t1.077\n1\t1.096\t0.244\t0.715\t0.319\t-1.298\t0.678\t0.768\t-0.238\t0.000\t1.321\t0.500\t1.625\t0.000\t0.888\t-0.207\t-1.208\t2.548\t0.942\t-0.304\t0.217\t3.102\t2.015\t1.290\t0.994\t0.643\t0.672\t0.868\t0.762\n0\t0.338\t2.163\t-1.278\t1.560\t0.649\t0.464\t2.030\t-1.629\t0.000\t0.735\t1.025\t-1.332\t2.215\t0.994\t0.476\t-0.378\t2.548\t0.921\t1.310\t0.549\t0.000\t0.953\t0.991\t0.992\t0.974\t0.730\t0.852\t0.748\n1\t0.513\t-0.168\t-0.071\t1.061\t1.014\t1.557\t-0.558\t-0.732\t2.173\t0.565\t1.249\t1.548\t0.000\t0.807\t-0.192\t1.141\t0.000\t0.603\t-0.895\t0.538\t1.551\t0.927\t0.810\t0.993\t1.431\t0.971\t1.057\t0.943\n0\t1.641\t0.717\t1.329\t0.630\t0.732\t1.082\t1.218\t-0.978\t2.173\t0.770\t0.531\t-0.528\t0.000\t1.294\t-0.616\t1.037\t2.548\t1.334\t1.099\t-0.094\t0.000\t0.725\t0.886\t0.983\t1.112\t2.166\t1.245\t1.099\n1\t0.894\t-0.474\t-1.000\t1.526\t-1.260\t1.156\t-0.602\t1.284\t2.173\t1.289\t0.168\t-0.187\t0.000\t1.041\t-0.062\t0.572\t2.548\t1.320\t-0.612\t0.147\t0.000\t0.944\t0.791\t0.997\t1.352\t0.899\t1.021\t1.049\n1\t0.364\t1.454\t-0.411\t0.631\t-1.593\t0.837\t-0.839\t0.571\t2.173\t0.544\t0.446\t0.114\t2.215\t0.333\t0.356\t-1.051\t0.000\t0.422\t-0.618\t-0.410\t0.000\t0.410\t0.570\t0.991\t0.655\t0.802\t0.718\t0.555\n0\t0.516\t-0.211\t0.119\t0.475\t1.592\t0.726\t0.806\t-0.200\t0.000\t0.850\t0.869\t-1.252\t1.107\t1.090\t0.757\t0.389\t2.548\t0.938\t0.408\t-1.735\t0.000\t1.165\t1.036\t0.993\t0.641\t1.019\t0.744\t0.657\n0\t2.374\t1.171\t1.062\t2.077\t0.665\t1.217\t0.848\t-0.764\t0.000\t1.411\t0.543\t-1.084\t0.000\t2.557\t-0.345\t-0.420\t2.548\t3.163\t1.282\t1.246\t3.102\t0.894\t1.603\t1.076\t0.871\t3.248\t1.949\t1.848\n0\t0.799\t0.368\t-0.482\t0.467\t-0.352\t0.316\t-0.988\t-0.934\t0.000\t0.657\t0.243\t0.090\t0.000\t0.786\t1.265\t1.706\t2.548\t0.785\t-0.017\t-1.676\t0.000\t0.906\t0.696\t0.985\t1.044\t0.428\t0.898\t0.759\n1\t1.235\t-1.050\t-1.651\t2.194\t-1.243\t1.117\t-0.622\t0.476\t2.173\t0.756\t-2.133\t0.000\t0.000\t0.332\t-0.958\t0.323\t2.548\t0.446\t-0.124\t-0.911\t0.000\t1.070\t1.173\t0.989\t0.747\t0.194\t1.009\t0.953\n1\t1.127\t-1.192\t-1.016\t1.348\t-0.880\t2.671\t-0.242\t0.583\t0.000\t2.840\t-0.907\t-1.188\t2.215\t2.267\t-0.721\t-1.701\t2.548\t1.467\t-0.686\t-0.269\t0.000\t0.822\t1.215\t0.986\t1.177\t1.218\t1.093\t1.085\n0\t2.276\t0.991\t1.723\t0.913\t1.206\t1.618\t2.134\t-0.080\t0.000\t1.048\t-0.663\t-0.238\t1.107\t2.018\t0.037\t1.667\t2.548\t0.491\t-1.077\t0.579\t0.000\t3.775\t3.206\t0.990\t1.691\t1.632\t2.308\t1.900\n0\t1.483\t-0.213\t0.091\t0.796\t-0.037\t0.985\t-0.077\t-1.649\t0.000\t0.339\t-1.571\t-1.605\t2.215\t0.842\t0.679\t1.578\t0.000\t0.653\t-1.408\t-0.002\t3.102\t0.790\t0.876\t0.991\t0.859\t0.422\t0.762\t0.908\n0\t0.615\t1.114\t1.079\t1.099\t1.470\t0.639\t1.289\t-0.238\t2.173\t0.366\t2.484\t1.666\t0.000\t0.428\t2.048\t-1.092\t0.000\t0.751\t-0.073\t1.091\t0.000\t1.077\t0.901\t0.987\t0.700\t0.288\t0.695\t0.682\n0\t0.849\t0.276\t0.851\t0.635\t0.040\t0.730\t-0.870\t-1.679\t2.173\t0.758\t-1.595\t-1.352\t0.000\t2.077\t-0.270\t0.237\t2.548\t0.789\t0.614\t1.505\t0.000\t1.596\t1.014\t0.989\t0.973\t1.581\t1.086\t1.100\n0\t1.077\t-1.263\t-0.858\t0.720\t-0.059\t1.068\t-0.075\t0.169\t0.000\t0.501\t0.684\t-1.698\t0.000\t1.469\t-0.108\t1.271\t2.548\t0.729\t0.127\t-0.127\t3.102\t1.013\t0.888\t0.986\t1.308\t0.760\t0.904\t1.371\n1\t1.266\t-0.335\t1.009\t0.620\t0.061\t0.845\t-0.400\t-0.762\t2.173\t1.073\t0.082\t-1.410\t2.215\t0.728\t-0.369\t0.625\t0.000\t0.369\t0.606\t-1.515\t0.000\t0.992\t0.995\t0.987\t1.010\t0.846\t0.852\t0.766\n1\t0.480\t0.801\t-0.159\t0.422\t-1.456\t1.339\t0.731\t0.988\t2.173\t0.886\t2.709\t-0.635\t0.000\t0.944\t1.516\t-0.678\t0.000\t1.237\t0.214\t1.667\t3.102\t0.832\t1.460\t0.981\t1.181\t0.849\t1.396\t1.101\n1\t0.890\t0.494\t0.776\t0.709\t-0.527\t0.685\t-0.550\t0.238\t0.000\t1.269\t0.562\t1.722\t2.215\t0.700\t-0.345\t-0.875\t2.548\t0.848\t0.881\t-0.506\t0.000\t0.898\t0.788\t1.014\t0.908\t0.875\t0.909\t0.811\n1\t2.806\t0.620\t0.101\t0.453\t1.103\t0.413\t0.025\t-0.835\t0.000\t0.917\t0.771\t-1.359\t1.107\t0.965\t-0.365\t1.289\t2.548\t0.822\t1.291\t-1.608\t0.000\t0.939\t0.923\t1.228\t1.223\t0.933\t0.981\t0.860\n1\t0.604\t-1.043\t-0.827\t1.384\t1.471\t0.893\t-0.674\t0.736\t2.173\t0.799\t-0.186\t-0.531\t2.215\t0.651\t0.513\t-0.863\t0.000\t0.705\t-1.569\t-1.643\t0.000\t1.148\t0.982\t1.112\t0.943\t1.171\t0.851\t0.760\n0\t0.834\t-2.062\t1.347\t0.374\t-0.352\t1.033\t-0.577\t-1.516\t1.087\t1.606\t-0.199\t-0.028\t0.000\t0.574\t-0.691\t0.479\t0.000\t0.588\t0.687\t1.728\t3.102\t0.770\t0.888\t0.990\t0.950\t0.654\t0.955\t0.913\n0\t1.232\t1.907\t0.835\t0.193\t0.742\t0.449\t0.029\t1.720\t0.000\t0.791\t-0.628\t-0.046\t2.215\t0.579\t-1.515\t-1.671\t0.000\t1.152\t0.672\t-1.012\t3.102\t0.876\t0.967\t0.997\t0.841\t0.948\t0.942\t1.004\n1\t1.229\t2.078\t-0.216\t0.620\t0.677\t0.988\t0.953\t1.605\t1.087\t0.531\t1.286\t-0.967\t2.215\t0.688\t0.536\t0.273\t0.000\t0.682\t0.577\t-1.434\t0.000\t0.756\t0.821\t0.984\t0.704\t0.805\t0.834\t0.716\n0\t2.532\t-0.217\t0.619\t0.653\t-0.989\t1.040\t1.135\t-0.973\t0.000\t1.169\t0.088\t-0.978\t1.107\t1.378\t0.893\t0.753\t2.548\t0.593\t0.691\t1.384\t0.000\t1.038\t0.947\t1.768\t1.209\t1.484\t1.125\t1.121\n0\t0.627\t-1.430\t0.114\t1.034\t0.642\t0.748\t-0.286\t-0.797\t0.000\t1.539\t0.593\t-1.224\t1.107\t1.883\t0.088\t0.926\t2.548\t0.705\t-1.818\t0.458\t0.000\t0.815\t0.902\t0.978\t1.888\t1.753\t2.048\t1.564\n1\t0.283\t1.427\t0.075\t0.425\t-0.866\t1.130\t0.452\t1.346\t2.173\t0.678\t-0.155\t-0.161\t2.215\t1.124\t1.134\t-0.832\t0.000\t0.876\t0.792\t0.804\t0.000\t1.101\t0.947\t0.992\t1.000\t1.322\t0.913\t0.809\n1\t0.778\t-1.916\t0.691\t1.311\t0.581\t0.925\t-0.145\t-1.053\t2.173\t0.665\t-0.694\t1.558\t1.107\t0.645\t-1.017\t0.863\t0.000\t0.637\t0.616\t0.132\t0.000\t0.869\t1.032\t0.999\t0.805\t0.883\t0.966\t0.819\n1\t0.551\t2.247\t-0.698\t0.750\t1.720\t0.506\t2.941\t1.718\t0.000\t1.288\t0.181\t0.193\t2.215\t0.858\t0.369\t1.264\t1.274\t0.831\t0.975\t-1.014\t0.000\t0.955\t0.979\t0.979\t0.745\t0.927\t0.847\t0.785\n0\t1.441\t0.200\t-1.023\t0.467\t1.211\t0.846\t-0.203\t0.900\t0.000\t0.509\t0.768\t-1.608\t0.000\t1.307\t-0.939\t-0.578\t2.548\t0.829\t-0.832\t0.119\t3.102\t1.295\t0.988\t1.027\t0.920\t0.468\t0.876\t0.811\n1\t0.773\t-0.170\t-1.302\t0.821\t0.541\t0.955\t0.922\t0.635\t0.000\t1.074\t-0.331\t-0.732\t2.215\t0.619\t-1.309\t1.157\t0.000\t1.043\t1.059\t-1.140\t3.102\t0.616\t0.914\t1.099\t0.814\t0.923\t0.922\t0.814\n0\t0.883\t-0.428\t-0.326\t0.947\t0.900\t0.470\t0.075\t1.686\t1.087\t1.412\t-1.894\t-0.530\t0.000\t1.331\t-1.205\t1.495\t1.274\t1.249\t-1.679\t0.841\t0.000\t0.740\t1.089\t1.132\t0.943\t0.766\t0.731\t0.758\n1\t0.756\t1.551\t1.190\t1.277\t-1.475\t0.439\t1.712\t-0.152\t0.000\t0.483\t0.122\t-1.141\t2.215\t0.465\t0.562\t0.844\t2.548\t0.507\t-1.055\t0.298\t0.000\t0.501\t0.597\t0.992\t0.614\t0.507\t0.523\t0.718\n1\t0.538\t1.339\t-0.884\t0.305\t-0.102\t1.148\t-0.012\t1.392\t0.000\t1.312\t-0.787\t-0.553\t2.215\t0.440\t2.354\t-0.548\t0.000\t0.584\t-0.218\t0.755\t3.102\t2.505\t1.400\t0.983\t0.892\t0.762\t1.345\t1.057\n0\t0.381\t-1.726\t-0.785\t1.179\t1.206\t0.851\t-0.432\t-1.358\t2.173\t0.774\t-0.610\t-0.515\t0.000\t1.045\t-0.941\t0.361\t0.000\t1.235\t0.546\t0.674\t3.102\t1.019\t1.045\t0.987\t0.857\t1.219\t0.913\t0.834\n0\t1.247\t0.511\t0.706\t0.241\t-1.230\t1.034\t-0.166\t-0.018\t2.173\t1.387\t0.527\t-1.684\t2.215\t0.845\t-0.583\t-0.844\t0.000\t0.456\t0.593\t1.242\t0.000\t0.821\t0.888\t0.983\t0.853\t1.870\t0.987\t0.821\n1\t1.318\t0.765\t-0.151\t1.082\t-1.420\t1.142\t0.543\t0.703\t0.000\t0.818\t0.695\t-1.469\t2.215\t1.447\t-0.088\t-0.668\t2.548\t0.448\t0.169\t1.130\t0.000\t0.452\t1.001\t1.505\t0.990\t0.904\t0.906\t0.875\n1\t0.563\t1.065\t1.005\t0.844\t-0.793\t0.517\t0.318\t1.367\t0.000\t0.449\t0.978\t-0.391\t2.215\t0.776\t1.953\t-1.742\t0.000\t1.355\t-0.586\t0.105\t3.102\t0.910\t0.760\t0.990\t0.555\t0.744\t0.610\t0.567\n0\t0.833\t0.442\t-0.225\t0.456\t0.511\t0.813\t0.345\t0.351\t0.000\t0.898\t0.498\t-1.580\t2.215\t1.242\t-1.945\t1.324\t0.000\t1.501\t0.022\t-0.902\t3.102\t0.804\t1.048\t0.995\t0.858\t0.655\t0.747\t0.718\n1\t1.157\t0.183\t0.884\t1.141\t-1.690\t2.526\t-0.386\t-0.286\t0.000\t1.508\t0.198\t1.264\t2.215\t1.547\t0.356\t-1.201\t2.548\t1.584\t-0.168\t1.604\t0.000\t1.133\t1.015\t1.166\t0.710\t1.301\t0.894\t0.800\n1\t2.328\t0.425\t-1.043\t0.560\t-1.328\t0.831\t-1.625\t0.213\t0.000\t1.646\t1.078\t1.251\t2.215\t0.407\t0.944\t0.779\t0.000\t0.640\t0.372\t-0.262\t3.102\t1.926\t1.203\t0.986\t1.552\t0.959\t1.508\t1.381\n0\t0.365\t-0.841\t-1.541\t1.557\t-0.314\t1.042\t0.021\t1.306\t2.173\t0.521\t-0.311\t-0.439\t0.000\t0.875\t-0.316\t0.802\t2.548\t0.525\t0.908\t0.837\t0.000\t0.943\t0.852\t0.989\t1.174\t0.567\t0.822\t0.797\n1\t0.430\t-0.455\t-0.570\t0.815\t0.553\t1.132\t2.503\t-0.304\t0.000\t1.072\t1.114\t0.909\t0.000\t1.280\t0.782\t1.550\t2.548\t2.319\t-0.075\t-1.371\t1.551\t2.714\t2.020\t0.994\t0.966\t0.913\t1.773\t1.387\n0\t0.856\t-2.098\t1.384\t0.484\t0.701\t1.015\t-1.954\t-1.572\t0.000\t1.188\t-0.449\t-0.108\t2.215\t0.972\t1.463\t-0.076\t0.000\t0.556\t0.802\t-1.442\t3.102\t0.895\t1.244\t0.998\t1.075\t0.889\t1.097\t0.952\n0\t1.025\t0.897\t-0.912\t0.524\t0.696\t0.797\t-0.436\t-0.180\t0.000\t0.928\t1.565\t1.715\t2.215\t1.148\t-0.015\t0.360\t0.000\t1.035\t-0.719\t1.359\t3.102\t0.884\t0.963\t1.008\t0.789\t1.424\t1.183\t0.983\n0\t0.511\t-0.434\t0.166\t0.640\t-1.714\t0.918\t-2.725\t0.394\t0.000\t0.951\t0.625\t-1.362\t2.215\t1.180\t-0.370\t-0.608\t0.000\t1.095\t0.657\t1.490\t3.102\t0.802\t0.869\t0.989\t0.594\t0.503\t0.638\t0.590\n1\t0.397\t-0.696\t-1.173\t0.872\t0.475\t0.849\t-2.905\t-0.749\t0.000\t1.295\t-1.408\t1.239\t0.000\t1.736\t-0.465\t0.881\t2.548\t1.464\t-0.166\t-0.866\t3.102\t1.197\t1.673\t0.987\t0.893\t1.233\t1.492\t1.153\n1\t0.870\t0.361\t1.113\t0.346\t-0.233\t0.506\t-1.152\t1.644\t0.000\t0.601\t1.296\t-0.370\t2.215\t0.421\t-0.451\t0.859\t0.000\t0.764\t-1.909\t-1.335\t0.000\t0.861\t0.690\t0.988\t0.862\t0.746\t0.892\t0.766\n0\t1.682\t0.128\t0.970\t0.416\t0.076\t0.586\t2.046\t-0.572\t0.000\t0.479\t0.998\t-0.740\t2.215\t0.723\t1.211\t1.736\t2.548\t0.389\t-0.334\t-1.296\t0.000\t0.850\t0.641\t0.987\t0.870\t0.503\t0.699\t0.630\n0\t0.468\t-0.815\t-0.828\t0.749\t1.548\t1.598\t-0.947\t1.533\t2.173\t1.297\t-2.146\t-0.058\t0.000\t1.237\t-1.172\t0.041\t2.548\t0.757\t-2.101\t-0.844\t0.000\t0.864\t0.804\t0.989\t1.001\t1.733\t1.341\t1.064\n1\t2.764\t1.050\t-0.550\t0.151\t-0.416\t2.144\t1.522\t0.999\t1.087\t1.191\t1.292\t-1.276\t2.215\t1.279\t-0.728\t-0.640\t0.000\t1.179\t1.113\t0.185\t0.000\t1.218\t1.106\t0.975\t2.149\t2.100\t1.562\t1.257\n0\t2.062\t0.014\t-0.600\t0.400\t-0.976\t1.204\t-0.282\t1.243\t0.000\t0.836\t0.717\t0.073\t2.215\t1.183\t0.450\t-1.570\t1.274\t0.847\t-0.239\t0.423\t0.000\t1.039\t1.054\t0.980\t0.934\t1.061\t0.911\t0.963\n1\t1.337\t-0.155\t1.073\t0.332\t-0.145\t1.713\t0.572\t0.028\t0.000\t1.420\t0.283\t-1.242\t1.107\t0.844\t-0.075\t0.641\t0.000\t2.043\t-0.510\t-1.462\t3.102\t0.796\t0.968\t0.992\t0.860\t0.780\t0.828\t0.741\n0\t3.188\t0.565\t-0.604\t0.343\t1.289\t1.171\t-0.856\t0.975\t2.173\t1.215\t-1.590\t1.140\t0.000\t1.383\t0.444\t-1.281\t2.548\t0.776\t-1.364\t0.321\t0.000\t0.851\t0.825\t1.435\t0.961\t1.829\t1.452\t1.539\n0\t0.394\t-0.168\t-1.084\t1.191\t1.338\t0.870\t-0.620\t-0.112\t2.173\t0.780\t1.481\t-1.417\t0.000\t0.766\t0.087\t0.461\t0.000\t0.717\t0.819\t0.753\t3.102\t1.494\t0.887\t0.992\t1.251\t0.951\t0.967\t0.867\n1\t0.658\t0.039\t-1.411\t0.387\t-0.695\t1.244\t1.141\t0.649\t2.173\t0.937\t0.882\t-1.310\t0.000\t0.433\t0.021\t-0.952\t0.000\t0.507\t0.151\t-0.117\t1.551\t0.585\t1.250\t0.992\t0.589\t0.683\t1.069\t0.940\n0\t0.436\t1.956\t-1.347\t1.790\t0.403\t0.511\t0.255\t0.113\t2.173\t0.395\t1.232\t0.113\t0.000\t0.611\t-0.921\t-1.693\t0.000\t1.136\t0.056\t-0.812\t0.000\t0.942\t0.876\t1.224\t1.169\t0.935\t0.943\t0.955\n0\t0.718\t0.965\t-1.612\t1.311\t-0.839\t0.350\t0.261\t0.365\t0.000\t0.357\t1.368\t-0.437\t2.215\t0.916\t-0.385\t1.403\t0.000\t1.261\t0.737\t0.716\t3.102\t0.894\t0.826\t0.985\t0.877\t0.546\t0.607\t0.652\n1\t0.497\t-1.434\t-0.793\t0.964\t1.629\t0.830\t-0.568\t1.511\t2.173\t0.563\t0.620\t-0.467\t0.000\t0.918\t1.857\t0.159\t0.000\t1.287\t0.613\t0.005\t0.000\t0.855\t0.726\t0.986\t1.114\t0.748\t1.073\t1.666\n0\t0.658\t-0.495\t-1.309\t0.750\t0.946\t0.876\t0.225\t-0.841\t2.173\t0.790\t-1.090\t0.250\t2.215\t1.828\t-1.017\t1.133\t0.000\t0.698\t-0.498\t-0.612\t0.000\t1.037\t0.810\t0.984\t0.850\t1.352\t0.887\t0.787\n1\t0.356\t1.631\t-0.610\t0.621\t0.080\t0.564\t0.349\t-1.296\t1.087\t0.596\t-0.956\t0.615\t0.000\t0.586\t1.346\t0.885\t1.274\t0.757\t-1.327\t-1.509\t0.000\t0.868\t1.016\t0.988\t0.696\t0.786\t0.854\t0.764\n1\t0.427\t0.188\t1.017\t0.791\t0.332\t1.285\t0.661\t-0.763\t0.000\t1.649\t0.496\t1.248\t1.107\t1.441\t1.003\t0.656\t2.548\t0.698\t2.192\t-0.972\t0.000\t0.995\t1.392\t0.996\t1.296\t0.967\t1.165\t1.196\n0\t2.552\t-0.487\t1.658\t1.232\t-1.677\t1.837\t-1.508\t0.922\t2.173\t2.644\t-0.250\t-0.485\t2.215\t1.559\t-0.601\t-0.852\t0.000\t1.947\t1.637\t-0.085\t0.000\t0.863\t0.909\t1.001\t2.105\t3.794\t2.214\t1.807\n0\t0.840\t-1.319\t-1.679\t0.838\t-1.306\t1.391\t-0.813\t0.719\t0.000\t1.611\t-0.955\t-0.779\t2.215\t0.570\t-0.575\t1.128\t0.000\t0.846\t0.488\t0.116\t3.102\t0.596\t0.887\t0.993\t1.166\t1.189\t1.121\t1.182\n0\t0.739\t1.087\t-1.282\t1.109\t-1.450\t1.483\t0.446\t0.142\t0.000\t1.470\t-0.108\t1.493\t1.107\t0.846\t0.132\t-0.686\t0.000\t0.803\t0.230\t0.994\t3.102\t0.515\t0.681\t0.983\t0.859\t0.467\t0.955\t0.928\n1\t0.898\t-0.664\t1.556\t0.401\t-0.545\t0.972\t0.123\t-0.467\t2.173\t0.638\t1.021\t0.354\t2.215\t0.872\t-0.025\t-1.681\t0.000\t0.658\t-1.955\t-1.604\t0.000\t0.864\t0.958\t0.988\t0.833\t0.959\t0.758\t0.683\n1\t0.864\t0.614\t0.351\t1.013\t0.405\t1.575\t-0.541\t-1.472\t0.000\t1.050\t-2.306\t0.149\t0.000\t1.868\t0.354\t1.285\t1.274\t3.688\t0.712\t0.162\t0.000\t1.247\t0.907\t1.002\t1.174\t0.921\t0.937\t0.869\n0\t0.778\t-1.619\t0.257\t0.378\t0.972\t0.490\t-0.673\t1.066\t2.173\t0.916\t-1.440\t-1.250\t2.215\t0.633\t-0.819\t-0.366\t0.000\t0.524\t-2.262\t-1.065\t0.000\t0.758\t0.832\t0.997\t0.899\t0.948\t0.685\t0.639\n0\t0.832\t0.422\t0.321\t1.179\t1.260\t0.630\t-0.598\t0.019\t2.173\t1.309\t-0.206\t-1.431\t0.000\t0.981\t0.225\t-0.914\t0.000\t0.879\t-0.129\t0.607\t3.102\t0.878\t0.931\t1.029\t0.925\t0.436\t0.789\t0.796\n1\t1.141\t0.635\t-1.644\t1.268\t0.673\t0.584\t0.147\t-0.083\t0.000\t0.361\t-0.637\t-0.006\t0.000\t0.951\t0.217\t-0.911\t0.000\t0.815\t-0.486\t-1.181\t1.551\t0.911\t0.764\t1.448\t0.930\t0.380\t0.617\t0.671\n1\t1.026\t0.159\t1.676\t1.249\t0.824\t0.395\t-0.639\t0.484\t0.000\t0.863\t0.156\t-1.167\t1.107\t0.897\t0.452\t-0.108\t0.000\t1.267\t-0.699\t1.606\t0.000\t0.922\t0.953\t1.089\t0.891\t1.097\t0.804\t0.718\n0\t1.296\t-1.030\t-0.858\t0.654\t0.402\t1.186\t1.973\t1.195\t0.000\t1.049\t-0.218\t-0.004\t2.215\t0.474\t1.870\t0.840\t0.000\t1.551\t-1.948\t-0.987\t0.000\t0.427\t0.955\t1.156\t0.865\t1.005\t1.261\t1.537\n1\t1.078\t-0.025\t-1.273\t0.359\t-1.625\t0.771\t0.132\t0.473\t0.000\t1.017\t-1.006\t-1.164\t2.215\t0.964\t0.680\t1.008\t0.000\t0.576\t-0.394\t1.385\t0.000\t0.865\t0.846\t0.999\t0.621\t0.321\t0.919\t0.831\n0\t0.884\t1.192\t1.472\t1.034\t-1.087\t0.461\t-0.508\t-0.539\t2.173\t0.336\t2.143\t1.462\t0.000\t0.295\t-1.268\t0.483\t2.548\t0.687\t-2.103\t0.732\t0.000\t0.317\t1.005\t0.987\t0.968\t0.421\t0.808\t0.733\n1\t1.067\t0.321\t0.776\t0.499\t-0.763\t0.971\t0.551\t-0.717\t0.000\t0.991\t-1.113\t0.787\t2.215\t0.460\t-0.328\t-1.228\t0.000\t1.102\t-0.248\t-0.243\t3.102\t0.781\t0.672\t0.994\t0.938\t0.860\t0.931\t0.811\n0\t1.888\t-0.475\t-1.610\t0.323\t0.913\t0.684\t0.302\t0.071\t0.000\t0.791\t0.507\t1.203\t2.215\t0.559\t2.589\t-0.027\t0.000\t0.894\t-1.106\t-0.344\t1.551\t1.583\t0.978\t0.986\t0.867\t1.099\t0.881\t0.863\n1\t0.490\t0.415\t-0.537\t0.749\t1.116\t0.534\t0.910\t-0.279\t2.173\t0.819\t-1.406\t-0.643\t2.215\t0.861\t-0.765\t0.891\t0.000\t0.753\t-1.167\t-1.495\t0.000\t0.785\t0.828\t0.986\t0.814\t1.472\t0.929\t0.782\n0\t0.316\t-1.311\t-1.613\t1.057\t-1.597\t0.803\t-0.175\t0.214\t0.000\t1.136\t0.740\t-0.709\t2.215\t1.049\t-0.626\t0.718\t0.000\t1.245\t-0.716\t1.490\t3.102\t0.840\t0.925\t1.001\t0.905\t1.381\t1.014\t0.913\n1\t1.509\t0.583\t-1.271\t0.372\t0.720\t1.105\t0.828\t-0.514\t0.000\t1.513\t1.241\t1.663\t2.215\t1.115\t2.273\t0.793\t0.000\t1.204\t-0.977\t0.672\t0.000\t0.985\t0.816\t1.012\t0.852\t0.854\t0.896\t0.787\n0\t0.857\t-1.512\t0.859\t1.709\t1.270\t1.112\t-1.249\t-0.802\t2.173\t0.426\t-1.308\t1.644\t0.000\t0.774\t-0.828\t-0.413\t2.548\t0.825\t-0.165\t0.220\t0.000\t0.876\t0.997\t0.988\t1.079\t0.446\t1.089\t0.923\n1\t1.914\t0.512\t1.178\t0.482\t-0.335\t0.856\t2.169\t-0.792\t0.000\t0.531\t1.089\t0.409\t2.215\t0.366\t2.585\t-0.632\t0.000\t0.692\t1.270\t1.553\t0.000\t1.083\t0.964\t1.303\t0.687\t0.185\t0.576\t0.774\n1\t0.593\t0.578\t0.587\t1.288\t-1.495\t0.890\t-0.151\t0.006\t0.000\t0.868\t-1.000\t0.969\t2.215\t0.799\t1.066\t-1.692\t0.000\t1.150\t-0.580\t-1.003\t3.102\t0.850\t0.984\t1.156\t1.115\t0.895\t0.935\t0.837\n1\t2.169\t0.924\t-0.398\t1.800\t0.691\t0.682\t2.837\t1.251\t0.000\t1.286\t0.438\t-1.730\t2.215\t0.575\t-0.385\t0.653\t1.274\t0.534\t-2.218\t-1.633\t0.000\t7.300\t3.858\t2.276\t1.706\t0.870\t2.333\t2.017\n1\t0.670\t-0.159\t0.845\t1.888\t0.349\t0.710\t-1.093\t-0.980\t2.173\t0.973\t-0.508\t-1.646\t2.215\t0.743\t-1.494\t-0.178\t0.000\t0.597\t-1.360\t-1.658\t0.000\t0.714\t0.850\t0.981\t1.145\t0.778\t0.948\t0.791\n0\t0.643\t-0.160\t0.658\t0.928\t-0.854\t1.666\t0.048\t-0.297\t2.173\t1.737\t1.364\t1.365\t2.215\t1.240\t0.589\t1.091\t0.000\t0.435\t-0.050\t-1.033\t0.000\t0.817\t0.905\t1.047\t0.912\t3.095\t1.496\t1.171\n0\t1.329\t0.368\t-1.029\t0.887\t0.702\t0.549\t-1.242\t-0.139\t0.000\t0.628\t1.698\t1.511\t0.000\t1.272\t0.438\t1.487\t2.548\t0.577\t-0.290\t-0.968\t0.000\t0.757\t0.809\t1.504\t0.941\t0.888\t0.799\t0.794\n1\t0.646\t-0.079\t0.632\t0.908\t0.366\t1.965\t-1.816\t-0.858\t0.000\t1.585\t0.914\t1.186\t0.000\t2.287\t-0.214\t0.381\t1.274\t0.670\t0.470\t-1.525\t0.000\t0.901\t0.781\t0.988\t0.812\t0.844\t0.949\t0.995\n0\t0.701\t1.397\t1.626\t1.127\t0.368\t0.998\t1.010\t1.035\t0.000\t0.678\t-2.830\t-0.874\t0.000\t1.099\t1.285\t-0.450\t0.000\t0.646\t0.820\t-0.920\t3.102\t1.870\t1.004\t1.115\t0.668\t0.244\t0.639\t0.612\n1\t0.370\t-0.049\t-0.070\t1.259\t-1.072\t0.369\t-2.238\t-1.130\t0.000\t0.646\t-1.036\t-0.590\t0.000\t1.338\t-0.597\t0.622\t2.548\t0.704\t-0.615\t1.167\t0.000\t0.890\t0.808\t0.993\t1.498\t0.555\t1.123\t0.944\n1\t1.285\t2.083\t-0.454\t0.720\t-0.119\t1.384\t0.829\t1.555\t2.173\t0.665\t1.172\t0.535\t2.215\t0.387\t1.807\t0.631\t0.000\t0.854\t0.912\t-0.705\t0.000\t0.660\t1.008\t1.002\t0.762\t1.153\t1.070\t0.832\n0\t1.794\t-0.777\t-0.021\t0.726\t0.703\t0.740\t-1.722\t-1.728\t0.000\t0.688\t-1.157\t-1.512\t2.215\t0.536\t-1.177\t-1.076\t0.000\t0.803\t-0.716\t0.360\t3.102\t0.679\t0.773\t0.988\t0.978\t0.676\t0.638\t0.724\n1\t0.697\t1.341\t1.042\t1.133\t-1.384\t0.481\t0.391\t1.698\t2.173\t0.549\t1.089\t-0.615\t0.000\t0.863\t-0.714\t0.304\t1.274\t0.534\t-2.428\t-0.670\t0.000\t2.609\t1.545\t1.006\t0.665\t0.914\t1.078\t1.208\n0\t1.805\t-0.439\t-1.416\t0.964\t1.546\t0.661\t1.121\t0.040\t0.000\t1.099\t-0.119\t0.511\t0.000\t1.699\t-0.747\t1.469\t2.548\t2.365\t-0.120\t-0.179\t3.102\t0.904\t0.975\t0.976\t0.774\t1.616\t1.118\t1.066\n0\t2.005\t-0.780\t1.343\t1.628\t-1.403\t0.899\t-0.035\t-0.554\t2.173\t0.744\t-0.269\t0.379\t0.000\t1.063\t-0.835\t0.114\t1.274\t0.556\t0.215\t1.083\t0.000\t0.574\t0.724\t1.552\t1.248\t0.885\t1.130\t0.911\n1\t1.792\t0.188\t1.387\t0.805\t0.387\t1.272\t0.332\t-0.892\t2.173\t0.804\t-1.737\t-0.031\t0.000\t0.939\t0.473\t-1.612\t0.000\t0.587\t0.418\t0.229\t1.551\t0.884\t1.108\t1.304\t0.702\t0.779\t0.908\t0.808\n0\t1.584\t0.397\t-0.001\t0.252\t1.398\t0.840\t0.213\t-0.808\t0.000\t1.381\t-0.530\t1.105\t2.215\t0.490\t0.491\t-1.086\t2.548\t0.860\t-0.746\t1.456\t0.000\t1.385\t0.793\t0.986\t1.180\t0.946\t0.852\t0.846\n0\t0.309\t-1.721\t1.566\t1.169\t0.150\t1.557\t-0.371\t1.438\t2.173\t0.775\t-1.204\t-0.409\t0.000\t1.584\t-0.062\t-0.199\t2.548\t0.759\t-0.579\t-1.349\t0.000\t0.797\t0.857\t0.990\t1.170\t1.971\t1.127\t0.940\n0\t0.887\t-0.630\t-0.941\t0.995\t-0.273\t0.858\t-1.629\t1.065\t0.000\t0.905\t-0.649\t1.520\t2.215\t1.480\t-0.679\t-1.267\t1.274\t3.871\t0.355\t-0.349\t0.000\t1.084\t1.419\t0.979\t0.968\t0.727\t1.109\t1.037\n1\t1.758\t0.308\t1.438\t0.345\t0.628\t1.307\t0.344\t-0.917\t0.000\t0.924\t0.460\t0.473\t1.107\t0.270\t1.208\t-0.793\t2.548\t0.391\t2.107\t0.136\t0.000\t1.694\t0.887\t0.987\t0.808\t0.536\t0.817\t0.830\n1\t2.097\t0.802\t-1.582\t0.214\t-0.718\t0.456\t0.363\t0.713\t2.173\t0.539\t-0.042\t-1.229\t0.000\t0.728\t1.051\t0.119\t0.000\t0.941\t0.309\t0.322\t0.000\t0.935\t0.710\t0.992\t0.632\t0.381\t0.590\t0.573\n1\t0.414\t1.530\t-0.780\t0.994\t0.935\t0.516\t1.260\t-0.115\t0.000\t0.571\t-0.540\t0.635\t2.215\t1.095\t-0.984\t-0.978\t2.548\t0.869\t-1.115\t1.713\t0.000\t2.023\t1.271\t0.986\t2.051\t0.864\t1.439\t1.317\n0\t1.402\t-1.683\t1.204\t1.805\t0.599\t0.769\t-0.076\t-0.732\t2.173\t0.595\t0.165\t0.438\t2.215\t1.074\t-0.628\t-1.115\t0.000\t1.104\t-1.570\t-0.880\t0.000\t0.803\t0.894\t1.142\t1.224\t0.875\t1.254\t1.108\n1\t0.475\t-0.712\t-1.352\t1.288\t-0.334\t0.712\t1.198\t1.027\t2.173\t0.571\t1.816\t0.409\t0.000\t0.654\t-2.393\t-0.742\t0.000\t0.867\t2.139\t1.645\t0.000\t0.885\t0.798\t0.989\t1.269\t0.486\t1.287\t1.438\n1\t0.742\t1.852\t1.386\t0.639\t0.232\t0.490\t0.552\t0.033\t1.087\t0.492\t1.611\t-1.620\t0.000\t0.409\t-0.026\t-1.017\t0.000\t0.727\t-0.617\t-1.678\t3.102\t0.743\t0.769\t0.989\t1.363\t0.769\t0.995\t0.828\n1\t1.247\t-0.716\t0.696\t0.583\t0.179\t0.794\t-1.050\t-1.493\t2.173\t0.537\t0.040\t-0.112\t0.000\t0.607\t-0.864\t0.922\t0.000\t1.242\t-0.075\t-0.759\t3.102\t0.848\t0.741\t0.988\t1.049\t0.835\t0.844\t0.732\n1\t0.377\t0.446\t-0.612\t2.216\t-0.188\t1.277\t-0.178\t1.713\t2.173\t0.295\t-0.052\t-0.094\t1.107\t0.553\t-1.251\t1.230\t0.000\t0.612\t0.355\t0.667\t0.000\t0.729\t0.876\t0.995\t0.724\t0.903\t1.343\t1.162\n0\t1.483\t0.433\t1.268\t0.545\t0.255\t0.897\t0.396\t-0.972\t2.173\t0.570\t1.255\t0.318\t0.000\t0.757\t0.136\t0.540\t0.000\t0.521\t-0.534\t-0.327\t3.102\t0.640\t1.089\t0.987\t0.674\t0.560\t0.717\t0.686\n1\t0.528\t-1.512\t1.715\t0.989\t0.051\t1.072\t-0.679\t-1.286\t0.000\t0.485\t0.512\t0.327\t2.215\t0.826\t-0.771\t-0.759\t0.000\t1.118\t-0.743\t1.184\t3.102\t0.787\t0.912\t0.999\t0.909\t0.691\t0.780\t0.770\n0\t0.545\t-0.423\t-0.510\t1.760\t-0.147\t0.555\t-1.948\t0.966\t0.000\t0.721\t-0.480\t0.987\t2.215\t1.208\t-1.157\t-1.244\t2.548\t0.937\t0.104\t-1.626\t0.000\t0.868\t0.910\t0.993\t1.042\t0.980\t1.046\t1.148\n0\t0.887\t0.530\t-0.956\t0.824\t1.335\t1.367\t1.612\t-1.144\t2.173\t1.163\t2.373\t-0.251\t0.000\t1.802\t0.177\t1.052\t2.548\t1.108\t1.003\t-0.451\t0.000\t1.011\t1.326\t1.043\t0.865\t2.354\t1.553\t1.263\n0\t0.527\t-0.374\t-0.694\t1.869\t-1.658\t1.068\t1.084\t0.710\t2.173\t0.981\t-0.077\t0.079\t2.215\t0.814\t0.055\t0.900\t0.000\t2.625\t0.687\t-0.914\t0.000\t1.729\t1.333\t1.048\t1.609\t1.240\t1.197\t1.137\n1\t0.860\t-0.528\t-0.252\t1.554\t0.298\t1.009\t-0.986\t-1.312\t1.087\t0.286\t-0.434\t0.575\t0.000\t0.450\t-0.105\t1.179\t2.548\t0.619\t-2.089\t1.500\t0.000\t0.864\t1.373\t0.984\t0.715\t0.758\t0.861\t0.919\n0\t0.529\t1.705\t1.662\t0.511\t1.182\t1.452\t1.152\t-0.234\t0.000\t1.243\t-1.470\t1.059\t0.000\t2.123\t1.197\t0.251\t0.000\t2.588\t0.747\t-1.293\t1.551\t1.357\t1.865\t0.981\t0.984\t1.395\t1.819\t1.404\n1\t0.392\t1.103\t0.857\t2.116\t-0.239\t0.851\t-0.056\t-0.898\t2.173\t1.349\t1.445\t0.024\t0.000\t1.478\t2.381\t-1.717\t0.000\t0.926\t0.314\t1.667\t3.102\t0.843\t1.023\t1.053\t0.896\t0.723\t0.858\t0.776\n1\t0.623\t0.360\t-1.365\t2.851\t1.630\t2.164\t0.858\t-0.136\t0.000\t0.727\t0.195\t0.221\t2.215\t0.607\t1.407\t0.750\t0.000\t0.941\t-0.301\t-1.676\t3.102\t0.833\t1.175\t0.987\t0.762\t0.770\t0.923\t0.933\n0\t0.841\t0.707\t-1.089\t0.359\t-0.476\t0.831\t0.144\t0.148\t0.000\t1.344\t0.650\t1.663\t1.107\t1.388\t0.130\t0.688\t0.000\t0.897\t-0.099\t-0.782\t3.102\t0.903\t0.881\t0.993\t0.965\t0.894\t0.941\t0.935\n0\t0.553\t1.368\t1.203\t2.258\t-1.112\t1.361\t0.528\t0.458\t2.173\t0.667\t0.917\t-0.262\t0.000\t1.262\t1.369\t-1.497\t1.274\t1.013\t1.434\t0.519\t0.000\t0.813\t0.963\t1.347\t1.733\t1.802\t1.243\t1.021\n0\t1.224\t0.618\t1.165\t1.217\t-0.165\t1.174\t-0.306\t0.066\t0.000\t3.201\t0.394\t1.724\t1.107\t1.916\t0.476\t-0.123\t2.548\t0.635\t-0.432\t-0.511\t0.000\t0.669\t0.787\t1.575\t1.661\t2.625\t1.643\t1.370\n1\t1.062\t-0.368\t-0.273\t0.586\t0.334\t0.794\t0.652\t1.304\t2.173\t1.295\t-1.553\t-0.774\t0.000\t1.079\t-0.608\t1.732\t2.548\t0.918\t0.682\t-1.670\t0.000\t0.926\t0.839\t0.990\t1.318\t0.929\t0.960\t0.829\n0\t1.890\t-1.100\t0.880\t1.248\t1.383\t1.303\t-0.241\t-0.302\t0.000\t0.830\t-0.872\t-1.581\t2.215\t0.931\t-0.651\t-1.013\t2.548\t0.555\t0.784\t-0.541\t0.000\t0.861\t0.847\t0.995\t0.883\t0.466\t0.803\t1.067\n0\t0.588\t-0.276\t-0.088\t0.839\t-1.011\t0.673\t0.712\t0.626\t2.173\t0.501\t-2.060\t1.521\t0.000\t0.927\t-0.517\t-0.966\t0.000\t0.670\t-0.090\t1.232\t3.102\t1.214\t0.843\t0.981\t0.840\t0.477\t0.939\t0.880\n1\t0.708\t0.755\t1.368\t0.743\t-1.644\t1.104\t1.171\t-0.757\t2.173\t0.606\t-0.025\t0.501\t1.107\t0.546\t2.076\t0.271\t0.000\t0.550\t1.854\t1.346\t0.000\t0.498\t0.956\t1.000\t1.004\t1.336\t0.958\t0.808\n0\t3.514\t-0.145\t-0.297\t2.003\t-0.307\t2.268\t-0.268\t1.350\t0.000\t1.383\t-0.430\t-1.705\t0.000\t1.337\t0.900\t0.265\t2.548\t0.765\t-1.000\t-0.929\t3.102\t1.153\t0.908\t1.022\t1.185\t1.231\t0.987\t1.184\n0\t1.357\t0.731\t1.307\t0.664\t-0.481\t0.774\t-0.248\t-1.477\t2.173\t0.794\t-0.632\t-0.685\t0.000\t1.414\t0.133\t0.231\t2.548\t0.522\t-1.026\t1.021\t0.000\t0.874\t0.915\t1.314\t1.006\t1.329\t0.897\t0.842\n1\t0.934\t0.165\t-1.524\t0.660\t1.114\t0.892\t-0.409\t-1.015\t2.173\t0.833\t1.285\t0.759\t0.000\t1.139\t1.147\t0.103\t0.000\t1.196\t0.920\t-0.743\t3.102\t0.835\t0.863\t0.988\t0.833\t0.949\t1.070\t0.995\n0\t1.368\t-1.408\t-1.029\t0.714\t-0.942\t0.587\t0.520\t0.622\t0.000\t0.761\t-0.936\t0.100\t2.215\t1.275\t-1.902\t1.018\t0.000\t0.687\t1.600\t-0.570\t0.000\t0.773\t0.928\t0.998\t0.488\t0.508\t0.594\t0.736\n0\t0.717\t-0.650\t-0.737\t0.321\t1.169\t0.749\t-0.160\t0.282\t0.000\t0.720\t-0.875\t0.795\t0.000\t1.187\t-0.282\t-1.540\t1.274\t0.887\t0.443\t-1.080\t3.102\t0.911\t0.991\t0.989\t0.674\t0.464\t0.788\t0.691\n0\t0.542\t0.941\t-1.728\t0.745\t0.486\t0.511\t1.309\t0.718\t0.000\t0.611\t0.862\t-1.237\t2.215\t0.795\t-0.545\t-0.930\t1.274\t1.044\t1.852\t0.018\t0.000\t0.839\t0.923\t0.989\t1.128\t0.635\t0.892\t0.800\n0\t0.408\t1.841\t-0.468\t1.123\t0.406\t0.765\t0.233\t1.708\t0.000\t0.651\t1.080\t-0.635\t2.215\t0.730\t-0.728\t0.766\t2.548\t0.844\t0.035\t-0.914\t0.000\t0.869\t0.875\t0.991\t0.846\t1.071\t0.740\t0.742\n0\t0.856\t1.730\t-1.730\t1.044\t0.652\t0.647\t1.154\t-1.230\t0.000\t0.537\t-0.506\t-0.172\t2.215\t0.685\t0.735\t0.373\t0.000\t0.572\t0.032\t0.174\t3.102\t0.741\t0.916\t1.098\t0.781\t0.209\t0.809\t0.758\n1\t1.398\t2.073\t-1.214\t0.434\t1.740\t0.714\t1.332\t-0.240\t2.173\t0.976\t0.850\t0.639\t2.215\t1.148\t1.357\t1.321\t0.000\t0.639\t1.662\t-0.918\t0.000\t0.885\t0.957\t0.974\t1.097\t0.922\t0.871\t0.766\n1\t0.559\t-0.851\t-1.583\t0.328\t-0.803\t0.910\t0.304\t0.667\t2.173\t0.629\t-0.249\t0.859\t0.000\t0.463\t0.462\t-0.101\t2.548\t0.685\t2.314\t-1.369\t0.000\t0.597\t0.553\t0.986\t0.575\t0.523\t0.609\t0.525\n0\t1.663\t1.538\t-0.389\t0.305\t-1.516\t1.009\t-0.560\t-0.434\t2.173\t1.197\t0.481\t-1.532\t0.000\t1.106\t0.311\t0.359\t2.548\t1.572\t0.760\t1.465\t0.000\t0.972\t0.958\t0.990\t1.782\t1.061\t1.229\t1.226\n0\t1.938\t-0.591\t1.466\t0.822\t1.004\t0.961\t-0.454\t-0.354\t0.000\t0.863\t0.568\t-0.305\t2.215\t1.906\t-0.804\t-1.551\t2.548\t1.266\t-0.793\t0.191\t0.000\t0.898\t0.927\t0.979\t0.924\t1.645\t1.077\t1.084\n0\t1.167\t1.783\t0.030\t0.351\t1.732\t0.416\t0.938\t1.281\t1.087\t1.013\t-0.385\t-1.461\t0.000\t0.876\t1.115\t-1.232\t2.548\t0.589\t-0.460\t0.944\t0.000\t0.840\t0.685\t0.984\t0.704\t0.587\t0.572\t0.562\n1\t0.990\t-0.835\t-1.465\t0.734\t-0.932\t1.838\t-0.029\t0.694\t2.173\t1.594\t-0.916\t-1.165\t0.000\t0.564\t0.685\t-0.190\t0.000\t0.487\t-0.836\t1.678\t1.551\t1.780\t1.003\t0.984\t1.925\t0.926\t1.285\t1.204\n1\t0.485\t1.319\t-1.041\t1.556\t1.382\t0.999\t0.650\t-0.249\t2.173\t1.094\t-0.010\t-1.419\t0.000\t1.414\t-0.660\t0.703\t0.000\t0.489\t-0.435\t-0.457\t1.551\t1.928\t1.085\t0.987\t1.207\t0.481\t1.006\t1.050\n0\t0.594\t-0.004\t1.207\t0.869\t-0.512\t0.926\t-1.453\t1.233\t2.173\t0.859\t-2.684\t-0.654\t0.000\t1.067\t-0.297\t-0.096\t0.000\t0.899\t-1.031\t-1.290\t3.102\t0.906\t0.770\t0.996\t1.128\t0.745\t0.788\t0.953\n1\t1.291\t-0.469\t1.256\t0.469\t1.557\t1.836\t-1.349\t0.097\t0.000\t0.685\t-0.022\t-1.690\t0.000\t1.020\t0.438\t-1.310\t2.548\t0.693\t-0.865\t1.609\t1.551\t0.831\t0.978\t0.987\t0.757\t0.622\t1.132\t1.114\n0\t0.868\t0.627\t0.592\t0.610\t1.451\t0.677\t-0.728\t-0.224\t2.173\t0.720\t-0.419\t-1.569\t2.215\t0.651\t0.646\t-1.739\t0.000\t0.935\t0.400\t-0.212\t0.000\t0.850\t0.924\t0.993\t0.739\t0.975\t0.732\t0.678\n1\t0.703\t-1.245\t1.163\t1.668\t-1.532\t0.579\t-0.761\t0.810\t0.000\t1.964\t-0.696\t-0.072\t2.215\t1.074\t-1.236\t-0.786\t2.548\t1.698\t-0.651\t1.516\t0.000\t0.898\t1.075\t0.987\t1.513\t1.054\t1.045\t0.980\n0\t0.716\t-0.978\t0.200\t1.050\t1.346\t0.849\t0.058\t1.121\t0.000\t0.862\t-2.592\t-0.072\t0.000\t1.019\t-1.172\t-1.331\t0.000\t1.027\t-0.264\t-0.950\t0.000\t0.964\t1.180\t1.032\t0.526\t0.497\t0.702\t0.706\n1\t0.917\t0.842\t-0.130\t0.501\t-1.405\t1.104\t-0.256\t-1.358\t0.000\t0.809\t-0.799\t0.742\t2.215\t1.258\t0.413\t0.178\t2.548\t0.781\t1.803\t1.164\t0.000\t1.675\t1.356\t0.990\t0.671\t0.899\t1.081\t0.941\n1\t1.326\t-0.563\t-1.171\t0.340\t-0.340\t1.137\t1.143\t1.175\t0.000\t1.178\t-0.776\t0.130\t0.000\t1.314\t-0.077\t0.490\t0.000\t1.184\t0.016\t-0.874\t3.102\t0.924\t1.026\t0.984\t0.797\t0.765\t0.915\t0.832\n0\t1.934\t0.779\t1.371\t0.737\t1.156\t0.972\t0.190\t-1.561\t2.173\t0.607\t-2.804\t0.086\t0.000\t2.011\t0.353\t-0.281\t2.548\t1.132\t0.865\t-0.506\t0.000\t3.806\t2.781\t1.007\t1.525\t1.602\t1.954\t2.001\n1\t1.225\t0.256\t-0.608\t0.881\t1.632\t0.898\t-0.756\t0.013\t0.000\t0.376\t-2.484\t0.975\t0.000\t1.842\t0.315\t1.530\t2.548\t0.831\t-0.587\t-0.875\t0.000\t0.948\t0.983\t1.297\t0.974\t0.919\t0.997\t0.895\n1\t0.539\t-1.577\t-1.265\t0.799\t1.298\t0.989\t-1.023\t0.331\t0.000\t1.523\t-0.945\t1.589\t2.215\t1.371\t-0.996\t-0.564\t0.000\t0.896\t2.078\t-0.669\t0.000\t0.692\t0.823\t0.991\t0.682\t0.926\t0.928\t0.799\n0\t2.334\t1.293\t-0.019\t1.183\t0.293\t1.236\t-0.786\t-1.599\t2.173\t0.493\t0.472\t-0.753\t0.000\t1.005\t-1.500\t1.686\t0.000\t0.919\t0.239\t1.229\t3.102\t1.636\t1.094\t0.974\t2.542\t0.898\t1.593\t1.485\n1\t0.413\t1.511\t1.706\t2.402\t0.955\t1.013\t-1.805\t-0.802\t0.000\t1.075\t0.203\t-0.972\t1.107\t0.838\t0.168\t0.162\t0.000\t1.127\t0.653\t0.909\t3.102\t2.329\t1.836\t0.994\t0.820\t1.028\t1.363\t2.339\n0\t1.202\t0.037\t-1.413\t0.803\t0.671\t0.474\t-0.763\t-1.189\t0.000\t0.624\t0.572\t0.328\t2.215\t0.609\t-0.685\t0.131\t2.548\t0.420\t0.124\t0.900\t0.000\t0.725\t0.795\t1.297\t0.794\t0.487\t0.620\t0.584\n1\t0.449\t-0.118\t-1.668\t1.308\t-0.073\t0.689\t-0.098\t0.390\t0.000\t0.966\t-1.208\t-1.169\t2.215\t1.167\t-0.072\t-1.208\t2.548\t1.161\t-0.831\t0.846\t0.000\t0.836\t1.108\t1.052\t0.974\t0.696\t0.903\t0.805\n0\t1.249\t0.091\t1.097\t1.708\t0.650\t0.732\t2.362\t-0.307\t0.000\t1.063\t-0.443\t-0.543\t1.107\t0.825\t-1.444\t-1.586\t0.000\t1.767\t0.024\t-1.304\t1.551\t5.156\t2.949\t0.999\t1.226\t0.840\t1.909\t1.704\n0\t0.537\t0.644\t1.467\t0.587\t-1.407\t0.716\t1.003\t0.837\t2.173\t0.917\t-1.062\t-0.452\t0.000\t0.473\t-0.603\t0.115\t2.548\t0.628\t1.015\t-0.906\t0.000\t1.467\t0.859\t0.980\t1.023\t0.810\t0.930\t0.831\n1\t2.472\t0.928\t1.701\t0.584\t-0.326\t0.481\t-0.275\t1.691\t0.000\t1.092\t1.350\t0.111\t2.215\t0.608\t-0.277\t0.255\t0.000\t1.066\t-0.340\t-0.865\t1.551\t0.936\t0.709\t1.611\t1.333\t1.250\t1.043\t0.948\n1\t1.000\t1.469\t0.261\t1.867\t1.012\t0.708\t0.019\t-0.894\t2.173\t0.487\t2.141\t-1.231\t0.000\t0.507\t0.817\t-1.691\t2.548\t0.468\t-1.426\t-1.022\t0.000\t2.163\t1.195\t1.187\t1.520\t0.596\t0.972\t1.051\n1\t0.850\t-0.237\t-0.382\t0.637\t-1.503\t1.128\t2.147\t0.884\t0.000\t1.200\t0.428\t0.080\t2.215\t2.040\t0.007\t-1.190\t1.274\t1.093\t-0.507\t-1.715\t0.000\t3.412\t2.342\t0.986\t0.795\t1.557\t1.813\t1.559\n1\t0.627\t1.697\t-0.055\t1.096\t1.695\t0.320\t-0.088\t1.175\t2.173\t0.319\t0.186\t-0.473\t2.215\t0.292\t0.539\t1.416\t0.000\t0.386\t-2.239\t-1.075\t0.000\t0.964\t0.698\t1.148\t0.762\t0.473\t0.642\t0.889\n0\t1.575\t-0.050\t1.272\t0.972\t1.511\t1.048\t-0.777\t0.973\t2.173\t2.090\t0.055\t-0.800\t2.215\t0.934\t-1.374\t-0.001\t0.000\t0.488\t0.378\t-0.060\t0.000\t0.855\t1.015\t0.967\t1.581\t2.372\t1.408\t1.212\n0\t0.782\t0.063\t-0.724\t1.321\t0.190\t1.207\t-0.575\t-0.053\t0.000\t1.095\t-1.320\t1.469\t0.000\t1.798\t-0.189\t1.512\t2.548\t1.488\t-0.252\t-1.327\t3.102\t2.584\t1.693\t1.034\t1.138\t0.691\t1.219\t1.096\n0\t0.489\t1.233\t-0.441\t2.737\t-0.426\t1.564\t0.436\t1.624\t0.000\t1.289\t-0.223\t0.108\t2.215\t0.849\t0.901\t1.278\t0.000\t1.327\t-0.532\t1.424\t3.102\t0.861\t0.926\t0.989\t0.917\t1.121\t1.138\t1.232\n0\t1.150\t-1.923\t-1.481\t0.482\t0.158\t1.051\t-0.782\t1.208\t2.173\t0.531\t-0.362\t0.894\t0.000\t1.475\t-0.673\t-0.398\t2.548\t1.018\t0.867\t-0.867\t0.000\t1.207\t1.119\t1.028\t1.076\t1.540\t1.028\t1.053\n1\t1.157\t0.517\t0.064\t0.803\t1.511\t0.963\t0.605\t1.346\t0.000\t1.280\t-0.657\t-0.821\t0.000\t0.389\t-1.208\t0.563\t1.274\t0.787\t0.492\t-0.646\t3.102\t2.724\t1.537\t1.289\t0.821\t0.601\t0.973\t0.895\n0\t1.136\t-0.207\t-1.172\t0.820\t1.312\t0.642\t-0.194\t-0.171\t2.173\t0.405\t-1.910\t1.253\t0.000\t0.388\t-1.515\t-0.831\t0.000\t1.273\t-0.110\t1.006\t3.102\t0.721\t0.871\t1.050\t0.710\t0.836\t0.690\t0.659\n1\t0.924\t1.972\t1.221\t1.063\t-0.028\t1.089\t1.253\t0.102\t2.173\t1.126\t1.079\t1.714\t0.000\t1.082\t0.772\t-1.177\t0.000\t1.216\t1.251\t-0.689\t3.102\t0.893\t0.838\t1.239\t0.974\t0.810\t0.946\t0.914\n1\t0.899\t0.220\t0.951\t0.376\t-0.773\t0.926\t-0.837\t-0.703\t0.000\t0.798\t-0.841\t0.663\t1.107\t0.886\t0.089\t-0.947\t0.000\t1.178\t-0.544\t1.491\t0.000\t0.872\t1.015\t0.988\t0.879\t0.635\t0.832\t0.806\n1\t1.149\t0.669\t1.100\t0.554\t-1.500\t2.786\t1.485\t0.108\t0.000\t2.707\t1.144\t1.385\t0.000\t2.373\t0.957\t-1.160\t0.000\t1.056\t-2.364\t-1.308\t0.000\t2.926\t1.712\t0.985\t0.721\t0.265\t1.092\t0.907\n1\t1.249\t-0.865\t-0.948\t0.702\t0.526\t0.698\t-0.765\t-1.284\t0.000\t0.801\t-0.938\t0.672\t2.215\t1.142\t-1.349\t0.997\t2.548\t0.534\t-1.826\t-1.401\t0.000\t1.003\t0.872\t1.259\t0.855\t0.396\t0.678\t0.674\n1\t0.916\t-1.093\t-0.018\t1.275\t1.686\t0.937\t-0.548\t-1.737\t2.173\t1.417\t-0.327\t0.162\t0.000\t0.722\t0.134\t-0.574\t0.000\t0.402\t-0.347\t0.575\t3.102\t1.028\t0.593\t1.496\t1.017\t0.567\t0.825\t0.839\n0\t0.803\t1.453\t-1.386\t0.608\t-0.116\t0.477\t-0.345\t1.064\t2.173\t0.338\t-2.186\t-0.366\t0.000\t0.873\t0.715\t0.367\t2.548\t0.656\t0.179\t0.666\t0.000\t1.081\t1.070\t0.988\t0.887\t0.674\t0.712\t0.811\n0\t0.799\t-1.367\t1.261\t1.395\t0.987\t0.612\t-0.613\t-1.039\t2.173\t0.499\t0.597\t-0.253\t1.107\t0.318\t0.669\t-0.673\t0.000\t0.637\t2.046\t0.482\t0.000\t1.009\t0.692\t0.995\t1.326\t0.752\t1.250\t1.557\n1\t0.568\t0.436\t0.794\t0.367\t-1.492\t0.823\t2.219\t0.840\t0.000\t0.822\t1.915\t0.358\t0.000\t0.893\t0.790\t-0.933\t2.548\t0.749\t-1.784\t-1.255\t0.000\t0.774\t1.003\t0.990\t0.829\t0.181\t0.826\t1.052\n0\t0.459\t-0.592\t0.764\t1.310\t-1.506\t0.702\t0.644\t0.740\t0.000\t0.803\t0.229\t-0.354\t2.215\t0.789\t1.334\t-0.255\t2.548\t0.816\t2.492\t-1.267\t0.000\t0.694\t0.865\t0.988\t1.004\t0.558\t0.754\t0.726\n1\t0.457\t-1.456\t0.938\t0.423\t0.662\t1.501\t-0.469\t-0.758\t2.173\t0.927\t0.542\t0.736\t2.215\t0.933\t-0.332\t1.373\t0.000\t0.500\t0.819\t-1.532\t0.000\t0.664\t1.223\t0.984\t0.686\t1.934\t1.048\t0.877\n0\t1.003\t-1.368\t-1.222\t0.939\t-0.202\t0.711\t-0.116\t-0.428\t1.087\t0.821\t-0.708\t0.018\t0.000\t0.987\t-0.404\t1.148\t0.000\t1.317\t-1.126\t1.042\t3.102\t0.858\t1.080\t1.070\t0.836\t1.200\t0.808\t0.754\n0\t1.193\t-0.149\t1.353\t0.356\t-0.903\t2.676\t1.070\t0.240\t1.087\t2.697\t-0.702\t-1.271\t0.000\t2.205\t-0.517\t0.917\t0.000\t1.539\t0.373\t0.127\t0.000\t0.789\t0.927\t0.991\t1.038\t4.053\t2.031\t1.595\n0\t1.214\t-0.297\t0.064\t0.646\t1.040\t0.882\t-0.044\t-0.888\t2.173\t0.773\t0.393\t1.242\t2.215\t1.105\t-0.980\t1.701\t0.000\t0.400\t1.798\t0.414\t0.000\t0.838\t0.932\t0.987\t0.751\t1.175\t0.803\t0.771\n1\t1.118\t1.477\t1.658\t0.585\t-0.664\t0.915\t-1.711\t1.079\t0.000\t1.666\t-0.082\t0.007\t1.107\t0.598\t0.901\t-0.912\t0.000\t0.631\t-0.016\t-1.426\t3.102\t2.744\t1.528\t0.987\t1.435\t0.890\t1.276\t1.379\n1\t0.767\t-0.951\t-0.522\t0.550\t1.404\t0.643\t0.956\t1.295\t0.000\t0.876\t0.195\t0.823\t2.215\t1.300\t0.336\t-1.001\t0.000\t1.706\t-0.501\t-0.240\t3.102\t1.526\t1.179\t0.987\t0.672\t1.011\t0.980\t0.848\n1\t0.574\t-0.288\t0.769\t0.936\t-0.699\t0.480\t0.033\t-0.445\t0.000\t1.013\t-0.232\t1.389\t0.000\t1.458\t0.789\t-1.521\t1.274\t1.918\t0.224\t0.252\t1.551\t1.489\t1.156\t0.987\t0.969\t1.335\t0.952\t0.826\n1\t0.770\t-0.528\t0.257\t0.403\t-1.139\t0.808\t0.294\t-1.449\t2.173\t1.604\t-0.745\t0.862\t0.000\t0.906\t-0.685\t-0.614\t2.548\t0.413\t-0.614\t1.734\t0.000\t0.750\t0.991\t0.989\t1.068\t0.935\t0.921\t0.818\n0\t1.052\t0.823\t-0.622\t0.475\t-1.122\t0.987\t0.023\t0.307\t2.173\t0.806\t-1.480\t-1.353\t0.000\t0.874\t0.903\t1.043\t2.548\t1.311\t0.245\t1.035\t0.000\t0.884\t1.290\t0.995\t0.996\t0.920\t1.060\t0.937\n0\t1.245\t0.017\t0.427\t2.898\t0.460\t2.037\t-0.983\t-1.201\t0.000\t0.595\t-0.714\t1.229\t2.215\t0.515\t-0.852\t-1.474\t2.548\t0.571\t-0.249\t-0.375\t0.000\t1.259\t1.185\t0.988\t1.181\t0.386\t0.927\t1.428\n0\t0.497\t-1.109\t-0.813\t0.622\t0.912\t0.885\t0.961\t-1.543\t0.000\t0.648\t1.177\t-0.918\t1.107\t0.881\t1.249\t0.237\t0.000\t1.576\t0.357\t0.626\t1.551\t1.619\t1.024\t0.984\t1.282\t0.970\t1.254\t1.382\n0\t0.627\t-0.806\t0.570\t0.444\t-0.870\t1.686\t-0.202\t0.861\t1.087\t1.282\t0.785\t-1.672\t1.107\t2.086\t-1.263\t-0.213\t0.000\t1.596\t-0.216\t-1.264\t0.000\t0.873\t0.938\t0.983\t0.965\t1.996\t1.301\t1.037\n1\t0.732\t0.103\t-1.694\t0.442\t1.073\t0.589\t1.730\t-1.121\t0.000\t0.997\t0.087\t0.400\t2.215\t0.429\t2.324\t0.085\t0.000\t0.751\t0.194\t-1.123\t3.102\t0.884\t0.789\t0.986\t0.895\t0.768\t0.873\t0.772\n1\t2.187\t-1.674\t-1.242\t0.508\t0.758\t0.887\t-1.146\t0.623\t0.000\t0.524\t-0.306\t0.707\t1.107\t0.467\t-0.787\t-0.969\t0.000\t1.136\t-1.898\t0.348\t0.000\t0.898\t0.854\t1.421\t0.920\t0.748\t0.813\t0.726\n1\t0.976\t-0.383\t-0.937\t0.627\t-0.076\t0.783\t-0.240\t-1.295\t0.000\t0.699\t-2.329\t0.987\t0.000\t0.699\t-2.615\t1.330\t0.000\t1.039\t0.977\t-1.310\t0.000\t0.801\t0.905\t0.988\t0.718\t0.451\t0.623\t0.637\n1\t1.147\t0.376\t-0.871\t0.459\t0.569\t0.915\t-0.247\t1.244\t0.000\t0.672\t-0.255\t-1.632\t0.000\t1.238\t0.810\t-0.252\t2.548\t0.893\t-0.728\t-0.057\t3.102\t0.868\t0.934\t0.987\t0.679\t0.817\t0.917\t0.790\n0\t0.863\t1.191\t1.441\t1.987\t1.107\t1.193\t1.860\t-0.307\t0.000\t0.392\t1.701\t0.184\t0.000\t0.408\t0.545\t-0.952\t2.548\t1.166\t1.188\t-1.222\t1.551\t0.628\t0.851\t0.982\t0.842\t0.258\t0.675\t0.839\n1\t0.475\t0.939\t0.181\t1.085\t-0.446\t0.526\t1.053\t-1.211\t1.087\t0.775\t1.599\t0.963\t2.215\t0.987\t0.451\t0.658\t0.000\t0.719\t-0.300\t-1.329\t0.000\t0.852\t0.810\t0.983\t1.164\t0.913\t0.882\t0.759\n1\t1.593\t-0.447\t-1.070\t0.591\t-0.913\t2.729\t-0.351\t0.820\t0.000\t2.010\t-0.187\t-0.632\t2.215\t0.957\t0.028\t-0.865\t0.000\t1.553\t-0.010\t-1.379\t3.102\t0.731\t0.748\t0.989\t0.722\t1.004\t0.753\t0.638\n0\t1.430\t-0.756\t1.228\t0.663\t0.051\t0.648\t-0.352\t-0.144\t2.173\t0.654\t-1.387\t1.558\t0.000\t0.748\t-0.932\t-1.244\t2.548\t0.603\t0.221\t-0.823\t0.000\t1.038\t0.974\t1.177\t0.783\t0.784\t0.697\t0.665\n0\t0.553\t-0.163\t0.480\t0.628\t-1.325\t1.236\t1.285\t0.651\t0.000\t1.539\t0.386\t-1.301\t2.215\t0.686\t0.912\t0.149\t2.548\t0.898\t-0.391\t-0.573\t0.000\t1.325\t0.785\t0.989\t1.057\t1.106\t1.055\t1.054\n0\t0.903\t-1.396\t-0.128\t1.468\t-0.683\t1.207\t-2.117\t1.289\t0.000\t1.540\t2.113\t1.186\t0.000\t2.432\t-1.202\t-0.396\t2.548\t0.817\t0.205\t-1.334\t0.000\t1.003\t1.134\t0.988\t0.741\t0.313\t1.481\t1.582\n0\t0.335\t1.491\t-1.411\t1.135\t0.797\t0.623\t0.564\t-0.606\t2.173\t0.640\t-0.924\t0.112\t2.215\t0.772\t-0.661\t1.669\t0.000\t0.615\t-1.820\t-1.618\t0.000\t0.620\t0.770\t0.988\t1.273\t0.958\t1.450\t1.620\n0\t0.370\t-0.661\t1.430\t1.327\t-0.485\t0.799\t0.058\t-1.737\t0.000\t1.192\t-0.228\t0.401\t2.215\t0.953\t0.455\t-1.171\t0.000\t0.770\t0.827\t0.609\t3.102\t0.843\t0.852\t0.987\t0.838\t0.587\t0.850\t0.778\n0\t1.105\t-0.950\t-1.484\t1.009\t1.146\t1.312\t2.468\t0.069\t0.000\t0.614\t-0.452\t-0.536\t0.000\t1.160\t-2.041\t-0.189\t0.000\t2.239\t0.318\t1.606\t3.102\t0.918\t0.981\t1.019\t0.759\t0.513\t0.700\t0.712\n0\t0.472\t-1.690\t-0.247\t1.678\t0.694\t1.361\t-0.736\t0.085\t2.173\t1.194\t-0.443\t-0.759\t0.000\t2.373\t-1.255\t-1.693\t1.274\t0.929\t-0.027\t-1.562\t0.000\t0.955\t1.345\t0.984\t0.899\t2.352\t1.332\t1.162\n0\t0.723\t-0.930\t-0.912\t1.104\t0.766\t0.558\t-0.766\t1.291\t2.173\t0.568\t-1.413\t0.080\t0.000\t0.675\t-1.556\t-0.837\t0.000\t0.462\t-1.327\t-1.309\t3.102\t0.709\t0.868\t1.236\t0.644\t0.446\t0.525\t0.553\n0\t1.122\t-0.987\t0.586\t0.284\t1.648\t0.756\t-1.002\t-0.486\t2.173\t0.642\t-1.047\t-1.518\t1.107\t0.787\t-0.244\t-0.831\t0.000\t1.092\t0.481\t0.884\t0.000\t0.980\t0.904\t0.989\t0.888\t0.822\t0.765\t0.735\n0\t0.730\t-0.551\t-0.826\t0.911\t-0.290\t0.927\t-1.017\t0.083\t2.173\t0.830\t-2.559\t1.259\t0.000\t1.437\t-0.379\t-1.618\t0.000\t1.241\t-0.702\t1.314\t1.551\t2.424\t1.406\t0.985\t1.047\t1.022\t1.184\t1.230\n1\t1.748\t0.058\t1.071\t0.155\t1.152\t0.705\t-0.459\t-0.565\t2.173\t0.567\t-1.951\t0.996\t0.000\t0.364\t-1.289\t-0.197\t2.548\t1.560\t0.412\t-1.215\t0.000\t2.262\t1.274\t0.990\t1.148\t0.374\t0.888\t0.956\n1\t0.669\t-0.844\t-0.874\t1.200\t0.448\t0.815\t-1.631\t1.157\t0.000\t0.718\t-0.701\t-0.287\t2.215\t1.909\t-0.347\t-1.386\t2.548\t1.321\t-1.111\t0.548\t0.000\t0.866\t1.060\t1.152\t1.084\t1.063\t1.041\t0.899\n1\t0.858\t0.863\t1.331\t1.113\t-0.570\t1.019\t0.256\t-0.535\t0.000\t1.735\t0.420\t0.696\t2.215\t1.020\t-0.505\t-1.401\t0.000\t0.600\t0.085\t-1.313\t3.102\t1.500\t0.837\t1.340\t1.172\t0.907\t1.042\t0.948\n1\t0.788\t0.913\t0.877\t0.180\t1.320\t1.248\t0.392\t-0.841\t0.000\t0.813\t0.165\t1.126\t2.215\t0.763\t0.541\t1.357\t2.548\t0.498\t-0.713\t-1.022\t0.000\t0.828\t0.966\t0.981\t0.569\t0.249\t0.795\t0.726\n0\t0.878\t-0.547\t0.671\t0.471\t1.136\t0.841\t-1.023\t-1.613\t2.173\t0.586\t-1.612\t0.957\t0.000\t0.854\t1.315\t-0.722\t0.000\t2.465\t0.047\t-0.193\t3.102\t0.895\t0.963\t0.992\t0.918\t1.701\t1.233\t1.136\n1\t0.783\t-0.886\t0.272\t1.072\t1.366\t1.213\t-0.525\t1.055\t0.000\t1.253\t-0.233\t-1.244\t2.215\t2.327\t2.022\t-0.521\t0.000\t1.926\t-1.583\t-0.910\t0.000\t0.792\t1.070\t1.059\t0.643\t1.443\t0.967\t0.859\n0\t0.600\t-1.022\t0.330\t0.999\t-1.190\t1.656\t0.394\t1.163\t0.000\t1.197\t0.625\t-0.014\t2.215\t0.680\t1.552\t0.686\t0.000\t1.670\t-0.607\t-0.650\t0.000\t1.558\t1.046\t1.051\t1.218\t0.878\t0.990\t1.121\n1\t0.646\t-0.498\t1.592\t2.034\t1.557\t0.458\t1.382\t0.142\t2.173\t0.565\t0.574\t0.327\t0.000\t0.617\t0.384\t-0.203\t0.000\t1.093\t0.229\t-0.722\t3.102\t0.644\t0.563\t0.976\t0.881\t0.687\t0.828\t0.695\n0\t1.070\t1.278\t-1.053\t0.458\t0.407\t0.556\t-0.781\t-0.737\t2.173\t0.571\t-0.950\t0.531\t0.000\t0.751\t-1.035\t1.539\t0.000\t1.434\t0.222\t1.147\t3.102\t0.797\t0.836\t0.986\t0.808\t1.073\t0.819\t0.845\n0\t0.978\t0.036\t0.285\t0.594\t-0.230\t0.565\t0.889\t-1.471\t1.087\t0.421\t0.733\t1.463\t2.215\t0.805\t-2.166\t-0.126\t0.000\t0.436\t-1.294\t-1.568\t0.000\t0.688\t1.208\t0.980\t1.114\t0.346\t1.109\t0.958\n0\t0.281\t-0.030\t-1.589\t1.904\t0.830\t0.999\t0.441\t1.460\t2.173\t1.741\t0.194\t-0.651\t2.215\t1.199\t0.210\t0.632\t0.000\t2.255\t-0.753\t-0.755\t0.000\t2.035\t1.586\t0.989\t1.194\t1.849\t1.347\t1.255\n0\t2.386\t-0.512\t-0.060\t1.210\t-0.400\t0.455\t2.552\t1.582\t0.000\t0.835\t-0.298\t1.441\t0.000\t0.509\t-0.067\t1.123\t2.548\t1.094\t-0.817\t-1.099\t3.102\t0.905\t0.766\t0.987\t0.837\t0.583\t0.708\t0.791\n0\t0.282\t-1.559\t0.832\t1.498\t0.252\t1.201\t0.585\t-1.358\t0.000\t0.798\t1.429\t-1.324\t0.000\t1.738\t0.831\t0.471\t2.548\t1.323\t1.070\t-0.520\t3.102\t0.947\t0.965\t0.999\t0.883\t0.928\t1.047\t1.085\n1\t1.055\t-0.653\t-0.688\t1.296\t-0.809\t0.371\t0.373\t-0.524\t0.000\t0.787\t0.061\t0.616\t0.000\t1.358\t0.636\t-1.721\t2.548\t1.464\t0.855\t0.691\t0.000\t0.999\t1.027\t0.981\t0.719\t0.868\t1.053\t0.982\n1\t0.764\t-0.039\t-1.021\t0.735\t-0.583\t1.349\t0.644\t0.974\t2.173\t0.366\t0.499\t-1.700\t0.000\t0.328\t0.885\t-1.018\t2.548\t0.498\t-0.895\t-0.876\t0.000\t0.618\t1.026\t0.979\t0.660\t0.818\t1.056\t0.825\n1\t0.674\t1.048\t-1.549\t1.030\t-0.231\t1.428\t0.094\t1.159\t1.087\t0.581\t0.258\t-0.894\t0.000\t0.557\t1.282\t-0.225\t0.000\t0.777\t-0.364\t0.440\t3.102\t0.722\t0.698\t1.071\t1.327\t0.738\t0.900\t0.818\n1\t0.865\t0.412\t1.511\t1.103\t-0.849\t0.940\t0.372\t0.295\t0.000\t1.051\t1.211\t1.603\t2.215\t1.065\t0.944\t-0.097\t0.000\t0.762\t-0.000\t-1.141\t3.102\t0.868\t0.886\t1.150\t0.882\t0.735\t0.895\t0.827\n0\t0.577\t1.174\t-0.049\t0.676\t1.238\t0.518\t-0.340\t-1.677\t0.000\t0.588\t0.596\t-0.265\t2.215\t0.521\t-0.443\t0.503\t2.548\t0.466\t1.110\t-1.192\t0.000\t0.773\t0.773\t0.982\t0.575\t0.507\t0.548\t0.536\n1\t1.043\t0.347\t-1.555\t1.751\t-1.009\t0.621\t-0.731\t0.187\t2.173\t0.756\t0.709\t0.739\t0.000\t0.466\t-0.459\t1.640\t0.000\t0.692\t0.460\t0.434\t1.551\t0.891\t0.916\t0.985\t0.805\t0.503\t0.807\t0.762\n0\t1.167\t0.346\t1.669\t0.806\t0.657\t1.014\t0.861\t-0.300\t2.173\t0.668\t-1.183\t1.498\t0.000\t0.836\t0.724\t0.627\t2.548\t1.646\t1.766\t-0.994\t0.000\t3.654\t2.091\t1.062\t1.144\t0.852\t1.445\t1.187\n0\t0.738\t1.166\t0.550\t1.749\t1.125\t0.518\t-2.507\t-0.079\t0.000\t0.570\t2.009\t-0.984\t0.000\t1.234\t2.294\t-1.675\t0.000\t1.541\t0.400\t-0.447\t3.102\t0.805\t0.644\t0.988\t1.211\t0.133\t0.769\t0.838\n0\t0.756\t0.655\t1.156\t1.404\t-1.559\t0.774\t-1.715\t0.350\t0.000\t1.094\t0.691\t-0.786\t2.215\t1.153\t-1.164\t1.272\t2.548\t0.435\t-0.812\t-0.480\t0.000\t0.694\t0.821\t0.990\t0.949\t1.804\t1.233\t1.155\n1\t0.906\t-1.266\t-1.600\t0.320\t0.493\t0.449\t-0.417\t0.235\t1.087\t0.566\t-1.789\t-0.858\t0.000\t1.260\t-0.577\t-1.597\t2.548\t1.353\t0.593\t0.662\t0.000\t0.808\t0.978\t0.988\t0.704\t0.939\t0.676\t0.642\n1\t2.672\t0.822\t0.926\t0.589\t0.806\t0.830\t0.373\t-0.601\t0.000\t0.542\t2.024\t-0.923\t0.000\t0.742\t0.124\t-0.071\t0.000\t0.947\t0.033\t-1.593\t1.551\t1.093\t0.762\t0.979\t0.909\t0.684\t0.764\t0.725\n1\t1.448\t0.084\t1.032\t0.540\t-0.388\t0.478\t0.655\t0.683\t0.000\t0.838\t0.233\t-1.134\t2.215\t1.386\t0.995\t-0.519\t2.548\t0.959\t0.283\t-1.701\t0.000\t0.882\t0.980\t1.173\t0.897\t0.785\t0.812\t0.731\n0\t1.926\t-0.705\t1.543\t0.467\t-0.408\t1.291\t0.433\t-0.489\t2.173\t2.097\t-0.491\t0.939\t2.215\t0.685\t0.859\t-0.676\t0.000\t0.781\t1.249\t-0.895\t0.000\t0.277\t0.572\t1.291\t1.107\t2.609\t1.454\t1.259\n0\t1.087\t-0.256\t0.022\t0.810\t1.147\t0.819\t0.556\t-1.158\t2.173\t0.572\t0.927\t0.054\t0.000\t0.831\t0.154\t1.226\t0.000\t0.590\t0.973\t-0.564\t3.102\t1.015\t1.024\t1.103\t0.730\t0.438\t0.724\t0.688\n0\t0.816\t-1.556\t0.435\t1.133\t-1.513\t0.762\t1.570\t-0.253\t0.000\t0.725\t0.120\t0.753\t1.107\t0.863\t-1.595\t-0.495\t0.000\t1.516\t0.658\t-1.330\t0.000\t0.835\t1.043\t1.310\t0.773\t0.620\t0.763\t0.724\n0\t0.864\t-1.260\t0.634\t1.216\t-0.279\t1.181\t-0.506\t1.451\t0.000\t0.566\t-1.475\t-1.592\t1.107\t1.470\t-1.296\t-0.598\t0.000\t0.470\t0.106\t-0.304\t0.000\t0.821\t0.792\t1.041\t0.637\t0.450\t0.571\t0.590\n1\t0.499\t-1.286\t0.496\t2.036\t1.324\t2.429\t-1.612\t-0.519\t0.000\t2.190\t-1.011\t1.019\t2.215\t1.238\t-0.684\t-0.909\t0.000\t1.097\t-0.444\t1.672\t3.102\t0.836\t0.644\t0.985\t0.827\t0.855\t0.881\t0.859\n1\t0.688\t-0.530\t-0.787\t0.254\t1.499\t0.830\t-0.125\t-0.096\t2.173\t1.431\t-0.336\t1.510\t0.000\t0.673\t-0.701\t0.869\t1.274\t0.463\t1.245\t-0.738\t0.000\t1.470\t0.981\t0.987\t0.788\t0.773\t0.889\t0.771\n1\t0.841\t0.378\t-0.212\t0.727\t-1.375\t0.923\t0.411\t-1.478\t0.000\t1.128\t1.205\t0.007\t2.215\t0.496\t-0.741\t1.082\t0.000\t0.677\t1.695\t-1.014\t0.000\t0.930\t0.905\t0.987\t0.797\t0.737\t0.826\t0.722\n0\t0.584\t-1.556\t0.625\t1.531\t0.713\t0.577\t-1.233\t-1.165\t1.087\t0.474\t-1.495\t1.552\t0.000\t1.159\t-1.297\t-0.514\t2.548\t0.366\t2.416\t0.056\t0.000\t0.270\t0.646\t0.997\t1.071\t0.572\t0.862\t0.716\n0\t0.883\t-0.139\t0.696\t1.162\t-0.065\t0.789\t1.363\t1.520\t2.173\t0.872\t0.291\t-1.461\t0.000\t1.164\t-0.175\t-0.550\t2.548\t0.396\t-0.195\t0.220\t0.000\t0.791\t0.902\t0.988\t0.752\t1.542\t1.111\t0.906\n0\t1.037\t1.273\t-1.294\t1.058\t0.496\t1.203\t-0.131\t0.938\t1.087\t0.594\t0.269\t1.259\t0.000\t0.935\t-2.331\t-0.562\t0.000\t2.043\t1.311\t-0.121\t3.102\t2.499\t2.110\t1.450\t0.957\t2.091\t2.122\t1.884\n0\t1.536\t1.372\t0.723\t0.252\t-0.832\t1.002\t1.644\t-0.141\t2.173\t1.200\t1.526\t-1.259\t2.215\t1.571\t1.369\t-1.722\t0.000\t2.244\t2.348\t0.190\t0.000\t1.121\t1.014\t0.987\t0.899\t1.366\t1.121\t0.978\n1\t0.859\t-0.860\t0.895\t1.772\t0.283\t1.075\t-1.054\t-1.174\t2.173\t0.781\t-0.546\t1.593\t0.000\t0.535\t-0.044\t-0.141\t2.548\t0.371\t-1.568\t0.328\t0.000\t0.809\t0.891\t0.988\t0.592\t0.908\t0.930\t0.796\n0\t0.600\t-1.055\t1.710\t1.509\t-0.510\t1.877\t-1.129\t-1.277\t2.173\t1.506\t-1.297\t0.822\t0.000\t1.310\t-1.552\t0.258\t0.000\t1.778\t-0.381\t0.591\t3.102\t1.121\t0.962\t1.199\t1.075\t2.035\t1.486\t1.222\n1\t1.438\t-0.154\t-0.687\t0.817\t-1.689\t1.054\t-1.212\t0.700\t0.000\t1.104\t0.641\t-1.571\t0.000\t2.269\t-0.533\t0.404\t2.548\t0.735\t0.482\t-0.482\t3.102\t3.217\t1.865\t1.178\t1.282\t0.932\t1.330\t1.169\n1\t0.770\t1.247\t1.158\t1.514\t1.604\t1.379\t-1.216\t0.478\t2.173\t1.520\t0.389\t-0.619\t1.107\t1.197\t0.098\t-1.204\t0.000\t0.567\t0.903\t-0.365\t0.000\t0.858\t0.894\t0.988\t3.779\t2.627\t2.603\t1.929\n1\t0.798\t-0.208\t1.463\t0.716\t-1.277\t0.503\t-0.974\t-0.465\t0.000\t0.660\t-0.680\t0.400\t0.000\t0.846\t0.029\t-1.442\t2.548\t0.872\t-1.263\t0.590\t0.000\t0.878\t1.088\t0.985\t0.624\t0.363\t0.638\t0.757\n1\t1.436\t0.216\t-1.109\t1.003\t-0.698\t0.902\t0.526\t1.449\t0.000\t1.274\t-0.118\t0.834\t2.215\t2.421\t1.046\t0.129\t0.000\t1.727\t0.062\t-1.482\t0.000\t1.013\t0.790\t0.997\t1.286\t0.811\t0.828\t0.863\n1\t0.670\t-2.150\t0.565\t0.605\t1.695\t0.787\t-0.437\t0.553\t0.000\t1.003\t-0.345\t-1.156\t2.215\t0.737\t0.943\t-1.494\t2.548\t0.994\t-1.036\t0.125\t0.000\t0.967\t1.045\t0.990\t0.964\t0.741\t0.910\t0.846\n1\t1.032\t-0.507\t-1.220\t1.039\t1.153\t1.510\t0.177\t0.232\t2.173\t1.022\t2.516\t-1.134\t0.000\t0.940\t0.647\t1.359\t2.548\t0.764\t-0.578\t-0.997\t0.000\t2.865\t1.785\t1.209\t1.409\t1.323\t1.690\t1.552\n1\t0.643\t0.086\t-1.641\t0.362\t-0.030\t0.770\t2.702\t1.529\t0.000\t1.633\t-1.075\t-0.288\t2.215\t1.243\t-0.219\t-0.335\t2.548\t3.611\t0.022\t1.205\t0.000\t0.817\t1.278\t0.985\t0.913\t0.679\t1.273\t1.012\n1\t1.483\t-1.157\t0.931\t0.865\t-0.763\t1.774\t0.917\t-0.014\t0.000\t0.958\t-0.218\t1.465\t0.000\t1.495\t0.265\t-1.541\t2.548\t2.171\t-0.638\t-1.288\t1.551\t3.173\t2.185\t1.567\t1.100\t0.824\t1.622\t1.564\n0\t0.533\t-0.374\t-1.210\t0.965\t1.034\t0.494\t-2.378\t-0.537\t0.000\t0.739\t0.737\t-0.186\t0.000\t0.679\t1.471\t-0.815\t0.000\t1.569\t0.610\t0.685\t3.102\t0.755\t0.861\t0.986\t0.973\t0.724\t0.892\t0.907\n0\t0.429\t-1.663\t-0.629\t0.495\t0.883\t0.546\t-0.122\t-1.022\t0.000\t0.575\t2.019\t1.451\t0.000\t0.851\t0.291\t-0.590\t0.000\t1.203\t-0.232\t0.523\t3.102\t0.761\t0.836\t0.979\t0.646\t0.290\t0.566\t0.565\n1\t1.347\t-1.055\t0.461\t0.372\t1.661\t1.341\t-2.340\t-1.606\t0.000\t1.293\t-0.799\t-0.795\t2.215\t1.690\t-1.193\t-0.172\t2.548\t1.634\t-0.826\t1.147\t0.000\t0.848\t1.151\t0.988\t1.005\t0.922\t0.956\t0.823\n0\t1.914\t-1.517\t0.373\t0.144\t-0.907\t1.880\t0.584\t-0.992\t2.173\t0.566\t0.833\t1.743\t0.000\t1.093\t-1.474\t0.779\t0.000\t0.958\t-0.684\t0.889\t3.102\t0.939\t1.208\t0.983\t2.438\t1.780\t1.587\t1.580\n1\t0.497\t-0.833\t1.149\t1.709\t0.131\t0.971\t0.756\t-1.622\t0.000\t0.396\t0.344\t-0.548\t0.000\t0.408\t2.066\t0.218\t0.000\t0.901\t0.577\t1.156\t3.102\t0.840\t1.001\t1.014\t0.883\t0.655\t0.872\t0.793\n1\t0.754\t-0.001\t1.460\t0.978\t0.473\t0.530\t2.321\t-1.417\t0.000\t0.637\t1.522\t-0.595\t0.000\t0.814\t0.115\t-0.694\t2.548\t1.186\t0.358\t0.740\t1.551\t0.968\t1.065\t0.992\t0.599\t0.731\t0.846\t0.966\n1\t0.606\t0.238\t0.945\t1.266\t-1.351\t0.997\t0.316\t-0.192\t1.087\t0.615\t0.053\t1.523\t0.000\t0.848\t-0.327\t-0.248\t0.000\t1.253\t-1.008\t1.471\t0.000\t0.775\t0.536\t1.067\t1.051\t0.666\t0.821\t0.747\n0\t0.500\t1.415\t-1.067\t0.200\t1.704\t0.748\t-1.263\t1.115\t0.000\t1.002\t-0.583\t-0.082\t1.107\t1.301\t-0.112\t-0.788\t2.548\t1.054\t-1.600\t-1.432\t0.000\t1.108\t1.267\t0.995\t0.679\t0.778\t0.993\t0.924\n1\t1.135\t-0.308\t0.574\t0.275\t-0.845\t0.382\t2.606\t-1.453\t0.000\t0.494\t-1.318\t-1.453\t1.107\t0.886\t-1.125\t-0.441\t2.548\t1.093\t-0.005\t0.222\t0.000\t0.845\t0.739\t0.988\t0.685\t0.558\t0.562\t0.545\n1\t0.349\t1.255\t-0.985\t0.646\t-0.931\t0.801\t0.927\t-0.820\t0.000\t1.319\t-0.162\t0.855\t0.000\t0.517\t-1.108\t0.861\t0.000\t0.786\t0.203\t0.366\t3.102\t0.696\t0.686\t0.987\t0.648\t0.440\t0.465\t0.582\n1\t1.631\t0.190\t-0.315\t1.076\t0.096\t0.758\t0.498\t-1.246\t2.173\t0.645\t1.546\t1.183\t0.000\t1.556\t0.483\t1.021\t1.274\t0.788\t0.971\t-1.275\t0.000\t0.769\t0.836\t1.002\t1.203\t1.204\t1.033\t0.965\n0\t2.055\t-0.883\t0.806\t1.140\t0.667\t1.059\t-1.429\t-0.809\t2.173\t0.482\t-1.413\t0.191\t0.000\t0.879\t-1.058\t1.620\t2.548\t1.301\t-0.448\t-1.242\t0.000\t0.856\t0.873\t0.973\t0.871\t0.993\t1.137\t0.957\n0\t1.559\t-1.783\t0.402\t0.418\t-0.779\t0.772\t0.259\t1.646\t2.173\t0.789\t1.013\t-1.347\t0.000\t0.587\t-0.185\t0.296\t2.548\t0.424\t2.461\t-0.731\t0.000\t0.925\t1.005\t0.989\t1.602\t0.811\t1.047\t1.477\n1\t0.293\t2.157\t-0.273\t0.628\t-1.059\t1.154\t-1.415\t0.559\t0.000\t1.966\t0.441\t-1.233\t2.215\t0.835\t0.453\t0.672\t0.000\t0.649\t-0.824\t0.245\t0.000\t0.728\t0.749\t0.985\t0.815\t0.934\t0.878\t0.751\n0\t1.387\t0.395\t-1.230\t1.583\t-0.159\t1.134\t-0.359\t1.243\t0.000\t1.060\t1.433\t0.314\t2.215\t1.873\t1.004\t-1.528\t2.548\t0.877\t1.566\t-0.351\t0.000\t2.578\t1.912\t1.689\t1.324\t1.517\t1.422\t1.299\n0\t1.404\t-1.323\t-1.366\t1.188\t-0.624\t0.397\t-2.917\t-0.844\t0.000\t0.743\t-1.432\t1.255\t2.215\t1.820\t-1.778\t0.828\t0.000\t1.068\t-1.122\t0.228\t3.102\t1.719\t1.118\t1.110\t0.935\t0.644\t0.774\t0.879\n0\t1.434\t0.604\t1.658\t1.044\t-0.194\t1.498\t2.030\t0.028\t0.000\t1.551\t0.294\t-1.154\t1.107\t1.656\t0.056\t1.292\t0.000\t0.738\t-0.768\t-1.730\t0.000\t0.797\t0.864\t1.687\t1.150\t0.988\t0.855\t0.865\n0\t1.175\t-0.859\t1.664\t0.437\t-0.777\t1.091\t-0.473\t-0.915\t2.173\t1.137\t-1.338\t1.101\t2.215\t0.533\t-2.031\t0.746\t0.000\t1.583\t1.255\t0.410\t0.000\t3.219\t2.342\t0.993\t0.784\t1.763\t1.713\t1.384\n1\t1.932\t0.823\t1.054\t0.749\t0.397\t0.542\t-0.752\t-0.503\t0.000\t0.448\t-0.920\t0.286\t2.215\t0.410\t0.928\t-0.078\t0.000\t1.611\t0.266\t-1.226\t0.000\t0.913\t0.686\t0.986\t0.914\t0.526\t0.663\t0.719\n0\t0.786\t0.991\t-1.721\t0.926\t-0.158\t0.557\t0.261\t1.297\t2.173\t0.786\t1.550\t-0.360\t0.000\t0.449\t-1.112\t1.008\t2.548\t0.722\t0.231\t-1.056\t0.000\t0.903\t1.032\t1.167\t0.934\t0.532\t0.804\t0.738\n0\t1.107\t0.538\t-1.297\t0.803\t0.959\t1.191\t0.950\t-0.308\t2.173\t1.461\t0.697\t1.326\t2.215\t0.535\t-0.241\t0.550\t0.000\t0.648\t0.322\t-0.673\t0.000\t0.618\t0.872\t1.169\t1.152\t1.946\t1.063\t0.844\n0\t0.662\t-0.450\t1.677\t0.496\t0.276\t0.896\t1.570\t1.189\t0.000\t1.231\t-0.736\t-0.532\t2.215\t0.789\t1.958\t-1.401\t0.000\t0.930\t0.939\t0.452\t0.000\t0.919\t0.868\t0.987\t0.956\t0.832\t1.268\t1.000\n1\t0.608\t-1.260\t0.484\t0.594\t-1.028\t1.014\t1.378\t-1.740\t0.000\t1.258\t0.629\t-0.073\t2.215\t0.611\t1.707\t-0.218\t0.000\t0.779\t-0.187\t1.037\t0.000\t1.177\t0.939\t0.987\t1.062\t0.686\t1.176\t1.136\n1\t0.321\t-1.394\t1.010\t0.690\t-0.991\t0.462\t1.260\t-1.023\t0.000\t0.537\t0.456\t-0.572\t0.000\t1.028\t-0.680\t0.418\t1.274\t1.492\t0.419\t1.103\t3.102\t0.874\t0.951\t0.988\t0.745\t0.835\t0.877\t0.771\n0\t0.904\t0.816\t0.585\t0.300\t-0.584\t0.869\t0.916\t-0.872\t2.173\t0.412\t-1.497\t1.436\t0.000\t0.541\t2.124\t-1.282\t0.000\t0.588\t-0.628\t0.910\t3.102\t2.502\t1.437\t0.985\t0.927\t1.039\t1.082\t0.907\n1\t0.451\t-0.318\t1.440\t1.212\t-1.287\t3.069\t-1.133\t-0.251\t0.000\t1.661\t1.728\t1.537\t0.000\t1.819\t-2.332\t1.036\t0.000\t1.707\t-0.030\t-1.591\t3.102\t0.873\t0.887\t0.998\t0.833\t0.617\t0.845\t1.348\n0\t0.396\t-1.290\t-0.945\t0.868\t1.010\t0.486\t0.698\t-1.297\t1.087\t0.348\t-1.152\t0.163\t0.000\t0.664\t-0.224\t0.595\t0.000\t1.279\t0.797\t-0.363\t3.102\t0.456\t0.861\t0.986\t1.763\t0.631\t1.368\t1.044\n1\t0.925\t1.663\t1.353\t0.569\t-1.333\t0.441\t-1.412\t1.673\t0.000\t1.047\t0.328\t-0.853\t0.000\t0.904\t-0.381\t0.772\t0.000\t1.952\t0.582\t0.294\t1.551\t0.922\t1.193\t0.992\t0.649\t0.492\t0.714\t0.801\n1\t1.289\t0.147\t-1.295\t1.515\t-1.500\t1.028\t-0.945\t1.042\t0.000\t1.408\t0.797\t-0.004\t1.107\t0.929\t-0.670\t-0.277\t2.548\t0.565\t0.408\t-1.587\t0.000\t1.223\t1.092\t0.969\t1.650\t1.085\t1.159\t1.147\n1\t0.384\t-2.007\t-1.648\t0.629\t-0.075\t0.800\t-0.170\t-0.212\t1.087\t0.811\t-1.081\t1.690\t2.215\t0.926\t-0.686\t-1.119\t0.000\t1.390\t0.568\t0.971\t0.000\t1.541\t1.166\t0.992\t0.764\t1.307\t0.949\t0.810\n1\t0.937\t-0.781\t1.214\t0.742\t0.051\t0.558\t0.022\t0.114\t2.173\t0.918\t-1.582\t1.491\t0.000\t1.185\t-0.304\t-1.718\t1.274\t1.067\t0.174\t-0.889\t0.000\t0.854\t0.866\t1.001\t0.775\t1.026\t0.717\t0.693\n1\t1.304\t-1.634\t-1.187\t0.228\t0.938\t1.030\t-1.150\t0.121\t1.087\t1.676\t-0.531\t1.393\t0.000\t1.383\t-1.051\t-0.379\t0.000\t0.526\t2.376\t1.403\t0.000\t2.443\t1.276\t0.987\t1.034\t0.691\t1.041\t0.911\n1\t1.044\t-0.440\t0.700\t0.313\t0.247\t0.729\t-2.426\t-1.354\t0.000\t0.646\t-1.016\t0.206\t2.215\t0.586\t0.370\t-1.119\t0.000\t1.043\t0.530\t1.114\t3.102\t0.820\t1.028\t0.984\t0.588\t0.884\t1.092\t1.077\n1\t2.080\t-0.087\t-0.289\t1.684\t-1.713\t0.781\t0.547\t1.462\t2.173\t0.642\t1.252\t0.557\t2.215\t0.472\t0.501\t-1.018\t0.000\t1.039\t-0.688\t0.334\t0.000\t0.926\t0.978\t2.486\t1.554\t0.855\t1.163\t0.960\n1\t0.949\t1.439\t1.214\t1.132\t0.723\t1.165\t1.059\t-0.690\t2.173\t0.901\t1.085\t1.066\t2.215\t0.842\t0.660\t-1.307\t0.000\t0.646\t1.454\t-0.198\t0.000\t0.810\t0.833\t0.985\t1.329\t1.508\t0.979\t0.816\n0\t1.062\t0.518\t-0.468\t0.982\t0.363\t0.849\t0.447\t-1.435\t2.173\t0.537\t-0.094\t-1.231\t2.215\t0.892\t0.303\t0.469\t0.000\t1.242\t-0.183\t0.973\t0.000\t0.605\t1.062\t0.990\t0.784\t0.331\t0.727\t0.731\n1\t1.709\t1.279\t1.052\t0.163\t-0.870\t0.889\t-0.099\t-0.822\t1.087\t0.641\t0.464\t-1.623\t0.000\t0.892\t-1.224\t0.047\t0.000\t0.917\t-0.003\t0.664\t0.000\t0.915\t0.974\t0.991\t0.596\t0.813\t0.848\t0.740\n1\t0.807\t0.503\t1.346\t0.801\t-1.045\t0.839\t-0.392\t-1.424\t2.173\t1.522\t-0.022\t0.296\t0.000\t0.756\t-0.391\t-0.254\t0.000\t0.725\t-0.916\t1.003\t3.102\t0.852\t0.789\t0.987\t0.877\t0.735\t0.875\t0.868\n0\t0.491\t0.347\t-1.264\t1.723\t-1.184\t1.500\t0.902\t0.215\t0.000\t1.450\t-0.014\t-1.689\t2.215\t1.075\t1.346\t0.902\t2.548\t0.852\t1.088\t-0.276\t0.000\t0.815\t0.940\t0.976\t0.901\t1.447\t1.248\t1.392\n1\t0.599\t-0.405\t0.601\t0.209\t-0.102\t0.938\t0.079\t-1.629\t2.173\t0.783\t1.071\t0.808\t2.215\t2.003\t0.049\t0.556\t0.000\t2.261\t-0.157\t-0.626\t0.000\t1.104\t1.098\t0.986\t0.637\t1.223\t0.950\t0.822\n1\t0.894\t0.066\t-1.633\t0.668\t0.738\t1.339\t0.358\t-0.323\t2.173\t0.801\t-0.388\t1.408\t0.000\t0.931\t-0.349\t0.672\t0.000\t0.580\t1.062\t-1.351\t3.102\t0.815\t0.822\t0.988\t1.120\t0.866\t0.941\t0.818\n0\t0.494\t1.436\t-1.058\t2.502\t-1.318\t0.722\t0.050\t0.362\t0.000\t0.841\t-0.528\t0.947\t0.000\t0.948\t-1.570\t0.346\t0.000\t1.543\t-0.165\t-1.671\t3.102\t0.971\t1.043\t0.980\t1.459\t0.797\t1.447\t1.668\n1\t0.981\t-0.917\t-0.497\t3.311\t-0.103\t1.579\t-0.201\t1.577\t0.000\t0.361\t-1.123\t-1.244\t1.107\t0.944\t-1.009\t1.072\t0.000\t0.650\t0.600\t-1.226\t3.102\t1.412\t0.982\t0.981\t1.228\t0.473\t0.840\t1.222\n1\t1.876\t0.581\t-0.727\t0.859\t-0.518\t0.589\t0.890\t0.940\t2.173\t0.846\t-0.403\t1.613\t2.215\t0.738\t0.874\t-0.273\t0.000\t1.000\t-0.337\t1.151\t0.000\t1.146\t0.952\t0.977\t1.109\t0.941\t1.029\t0.893\n1\t2.237\t-1.294\t-1.213\t0.199\t-1.634\t0.849\t-0.112\t0.654\t2.173\t0.565\t-0.972\t0.987\t0.000\t0.647\t-0.244\t-0.436\t2.548\t0.996\t-1.192\t0.342\t0.000\t0.577\t0.710\t0.996\t0.745\t0.772\t0.931\t0.809\n1\t0.826\t0.578\t1.616\t0.634\t0.648\t0.932\t0.395\t0.021\t1.087\t0.483\t0.952\t-0.443\t0.000\t0.703\t0.453\t-1.442\t0.000\t1.198\t1.320\t1.350\t3.102\t0.734\t0.851\t0.982\t0.558\t1.255\t0.773\t0.691\n0\t1.790\t-0.021\t-0.393\t0.500\t-1.332\t0.656\t0.242\t0.822\t2.173\t0.741\t1.101\t-1.512\t2.215\t0.620\t-0.267\t1.138\t0.000\t0.467\t0.895\t-0.283\t0.000\t0.719\t0.715\t0.987\t0.982\t1.001\t0.849\t0.693\n0\t0.542\t1.145\t-1.048\t1.179\t0.272\t0.813\t1.206\t-1.634\t2.173\t0.442\t0.594\t-1.185\t0.000\t0.272\t0.973\t1.408\t0.000\t0.657\t0.057\t0.691\t0.000\t0.723\t0.744\t1.028\t1.039\t1.529\t0.964\t0.764\n0\t0.466\t0.286\t1.089\t1.319\t-0.360\t0.609\t0.165\t0.310\t2.173\t0.835\t0.994\t-1.219\t2.215\t0.700\t0.889\t0.864\t0.000\t1.302\t2.046\t-1.381\t0.000\t1.275\t0.981\t1.047\t0.664\t1.130\t0.933\t0.867\n0\t2.307\t0.643\t0.837\t0.836\t1.167\t1.330\t1.339\t-1.080\t0.000\t0.567\t0.532\t-0.083\t2.215\t0.547\t1.169\t0.702\t2.548\t0.568\t0.806\t-0.497\t0.000\t0.714\t0.882\t0.981\t0.581\t0.444\t0.656\t0.920\n1\t0.711\t1.297\t-1.040\t0.813\t0.875\t1.568\t0.960\t-1.460\t2.173\t0.637\t-0.367\t0.392\t0.000\t0.930\t1.874\t-0.736\t0.000\t2.544\t0.971\t0.712\t3.102\t0.917\t1.047\t1.041\t0.984\t1.968\t1.203\t0.972\n0\t0.866\t-0.016\t0.807\t0.882\t1.110\t0.730\t0.968\t0.121\t1.087\t0.854\t0.119\t-1.392\t0.000\t0.604\t-0.523\t-0.606\t2.548\t0.563\t-2.466\t-0.410\t0.000\t0.894\t1.100\t0.987\t0.879\t0.870\t0.760\t0.746\n0\t1.080\t-1.796\t0.564\t1.837\t-0.031\t0.926\t-0.098\t-1.706\t2.173\t0.653\t-0.948\t-1.453\t0.000\t0.919\t0.167\t-0.389\t0.000\t0.511\t-0.299\t-0.164\t1.551\t0.931\t0.989\t0.997\t0.684\t0.722\t1.167\t0.984\n0\t1.484\t-0.046\t-1.002\t0.657\t-1.362\t2.276\t-0.243\t1.192\t0.000\t1.508\t1.026\t0.040\t2.215\t2.877\t0.616\t-0.740\t0.000\t1.742\t0.559\t0.881\t1.551\t1.990\t1.785\t0.976\t1.609\t1.044\t1.337\t1.245\n0\t1.019\t-0.195\t-1.032\t0.725\t-0.206\t0.599\t-0.240\t0.356\t2.173\t0.746\t0.911\t0.391\t2.215\t0.699\t-1.836\t-1.460\t0.000\t1.194\t1.359\t-0.225\t0.000\t0.480\t0.963\t0.979\t1.029\t0.615\t0.754\t0.793\n0\t0.380\t-0.510\t-1.706\t1.566\t-1.321\t1.666\t0.654\t0.846\t0.000\t1.116\t0.332\t0.100\t2.215\t1.736\t-0.132\t-0.997\t2.548\t1.095\t-1.983\t-0.935\t0.000\t4.946\t2.935\t1.000\t0.846\t1.288\t1.931\t1.627\n0\t0.445\t-1.332\t-0.835\t2.036\t-1.278\t0.691\t-0.843\t1.692\t2.173\t0.653\t-1.435\t-0.272\t0.000\t1.340\t-0.341\t0.606\t2.548\t1.247\t-1.643\t0.482\t0.000\t0.795\t0.975\t0.996\t0.779\t1.036\t0.868\t0.947\n1\t0.475\t-1.115\t-1.001\t1.167\t-1.629\t3.671\t-0.743\t0.358\t0.000\t3.563\t1.157\t-1.488\t2.215\t1.045\t2.429\t-0.898\t0.000\t0.661\t0.343\t1.117\t0.000\t1.550\t1.008\t0.987\t4.829\t0.881\t3.016\t2.788\n1\t0.699\t1.625\t-1.430\t1.074\t1.427\t1.004\t1.033\t0.400\t0.000\t0.448\t0.045\t-0.779\t0.000\t1.269\t-0.043\t1.718\t2.548\t1.243\t0.240\t0.159\t0.000\t0.755\t0.972\t0.990\t1.555\t0.904\t1.023\t1.113\n0\t1.079\t0.753\t-1.345\t0.585\t-0.316\t0.799\t0.679\t0.481\t2.173\t0.562\t0.900\t1.499\t0.000\t0.518\t-0.408\t-0.859\t2.548\t0.547\t0.918\t0.976\t0.000\t0.334\t0.627\t0.984\t0.669\t0.890\t0.715\t0.614\n1\t0.784\t0.785\t-0.352\t1.044\t1.388\t1.318\t-0.060\t-1.513\t0.000\t1.585\t0.267\t0.010\t2.215\t1.744\t0.576\t0.558\t0.000\t0.794\t1.312\t0.856\t0.000\t0.722\t1.006\t1.253\t0.836\t1.011\t0.863\t0.813\n1\t0.588\t0.381\t-1.398\t0.577\t-1.697\t0.682\t-0.130\t1.347\t0.000\t1.718\t1.170\t-0.363\t0.000\t0.770\t0.004\t0.039\t1.274\t1.099\t0.938\t0.110\t0.000\t0.743\t0.782\t0.997\t1.005\t1.021\t0.889\t1.033\n0\t1.328\t0.723\t-1.549\t0.442\t0.934\t0.695\t0.745\t-0.142\t0.000\t1.373\t0.967\t0.677\t2.215\t2.287\t0.449\t-1.104\t2.548\t0.639\t-0.068\t0.893\t0.000\t0.927\t0.900\t0.987\t0.899\t1.942\t1.049\t0.917\n1\t1.194\t0.175\t-0.627\t0.865\t1.711\t0.779\t-1.010\t-1.636\t2.173\t1.275\t0.203\t0.571\t0.000\t0.882\t0.980\t-0.214\t0.000\t0.747\t-1.030\t0.530\t3.102\t0.634\t0.759\t1.210\t1.025\t0.754\t0.820\t0.777\n1\t0.539\t-0.219\t-1.499\t1.333\t0.589\t0.672\t0.839\t1.036\t2.173\t0.509\t1.277\t-1.368\t0.000\t1.462\t0.211\t-1.059\t0.000\t1.064\t-2.342\t-0.420\t0.000\t0.835\t1.041\t1.118\t0.842\t0.749\t0.826\t0.838\n1\t0.393\t-0.960\t-1.464\t0.845\t0.155\t2.371\t0.017\t-0.575\t0.000\t3.276\t1.408\t1.466\t0.000\t2.470\t-0.519\t-0.037\t2.548\t1.681\t1.608\t1.013\t0.000\t1.425\t1.447\t0.987\t1.114\t0.890\t2.211\t2.423\n0\t0.475\t1.613\t-0.811\t1.170\t1.030\t1.208\t2.203\t-1.023\t0.000\t0.594\t-1.646\t1.073\t0.000\t1.231\t1.123\t0.749\t2.548\t0.614\t1.455\t-0.083\t0.000\t1.036\t1.350\t1.029\t1.151\t1.107\t1.333\t1.079\n0\t0.572\t0.671\t-0.659\t0.233\t1.209\t0.889\t0.716\t0.138\t2.173\t0.641\t1.764\t-1.474\t0.000\t0.586\t1.468\t0.780\t0.000\t0.935\t0.042\t-1.623\t1.551\t0.848\t1.087\t0.990\t0.587\t1.020\t0.788\t0.783\n1\t0.427\t1.496\t-1.304\t0.448\t-0.090\t0.978\t1.157\t0.663\t2.173\t1.012\t0.240\t-1.327\t0.000\t0.825\t-0.659\t-1.352\t0.000\t1.020\t0.553\t1.456\t3.102\t0.942\t0.967\t0.987\t0.939\t0.743\t1.086\t0.886\n1\t0.416\t-1.640\t0.468\t1.435\t-0.778\t0.955\t-1.340\t0.849\t2.173\t1.182\t-1.132\t0.172\t2.215\t1.864\t-1.418\t-1.251\t0.000\t0.702\t-0.214\t-1.436\t0.000\t0.904\t1.335\t0.987\t1.053\t0.909\t1.049\t0.901\n1\t0.963\t0.668\t1.355\t0.980\t-0.253\t0.620\t1.028\t-1.223\t2.173\t0.283\t1.696\t1.417\t0.000\t0.397\t-0.774\t-0.524\t2.548\t0.788\t-0.025\t0.279\t0.000\t0.813\t0.784\t1.336\t0.794\t0.767\t0.672\t0.608\n1\t0.551\t1.117\t0.119\t0.616\t1.554\t0.690\t0.442\t0.628\t0.000\t1.442\t0.712\t-0.888\t1.107\t0.659\t-0.841\t0.979\t0.000\t1.094\t-0.183\t-1.428\t0.000\t0.972\t0.650\t0.988\t0.897\t0.959\t0.911\t0.765\n1\t0.349\t-0.501\t1.044\t0.972\t0.565\t0.404\t0.600\t0.866\t0.000\t1.168\t0.257\t-0.478\t2.215\t0.513\t0.529\t-1.025\t0.000\t0.473\t-0.558\t0.491\t3.102\t0.811\t0.836\t0.985\t0.604\t0.608\t0.663\t0.593\n0\t1.797\t-0.504\t-0.458\t0.147\t0.716\t1.233\t-0.853\t0.963\t0.000\t0.500\t-1.473\t0.575\t0.000\t1.555\t0.495\t-0.924\t2.548\t1.131\t-0.157\t1.554\t3.102\t0.798\t0.833\t0.985\t0.834\t0.885\t1.128\t1.013\n0\t1.713\t0.072\t0.879\t1.254\t-0.532\t0.885\t-1.776\t1.086\t0.000\t0.907\t-2.102\t-0.849\t0.000\t0.811\t0.318\t-0.465\t2.548\t1.499\t-1.525\t1.608\t0.000\t0.796\t0.832\t1.940\t1.035\t0.586\t0.964\t1.148\n1\t0.597\t0.711\t0.211\t0.412\t-1.388\t0.903\t-0.637\t0.129\t2.173\t1.371\t-0.349\t-1.119\t2.215\t1.132\t-1.200\t1.319\t0.000\t0.600\t-1.230\t-1.327\t0.000\t1.191\t1.019\t0.988\t1.325\t1.495\t1.233\t1.026\n0\t1.122\t0.029\t0.755\t0.437\t-0.552\t0.562\t-0.061\t-0.915\t0.000\t1.011\t-0.815\t-0.472\t2.215\t1.532\t1.102\t1.212\t2.548\t1.514\t-0.634\t1.703\t0.000\t0.999\t0.889\t0.987\t1.018\t2.079\t1.066\t0.892\n1\t0.571\t-0.418\t-0.193\t1.144\t0.658\t0.823\t-0.256\t-1.364\t2.173\t0.721\t-0.792\t0.970\t0.000\t0.527\t-2.386\t0.446\t0.000\t0.730\t-0.595\t-0.741\t0.000\t0.946\t0.921\t0.983\t0.500\t0.832\t0.706\t0.678\n1\t1.315\t0.375\t-0.329\t0.574\t-0.806\t1.210\t2.197\t-1.210\t0.000\t0.698\t0.430\t0.560\t0.000\t2.124\t0.316\t1.149\t2.548\t1.356\t-0.322\t0.545\t3.102\t2.774\t2.337\t0.986\t1.290\t0.829\t1.669\t1.368\n0\t2.645\t0.416\t0.161\t0.199\t1.039\t1.712\t-0.476\t-1.507\t0.000\t0.884\t-0.828\t-0.854\t2.215\t2.169\t0.877\t0.672\t1.274\t0.772\t-0.458\t1.676\t0.000\t0.476\t0.883\t0.989\t0.845\t2.101\t1.494\t1.400\n0\t0.378\t-1.194\t1.414\t1.637\t-0.548\t1.673\t-1.406\t0.685\t2.173\t1.071\t-0.259\t-0.926\t0.000\t0.511\t1.649\t-1.352\t0.000\t0.884\t-1.594\t1.519\t0.000\t1.197\t0.821\t1.069\t1.353\t1.151\t1.368\t1.199\n1\t1.245\t0.617\t1.198\t0.967\t-1.512\t0.961\t1.253\t-0.247\t0.000\t0.281\t1.391\t1.563\t2.215\t0.946\t-0.470\t1.706\t2.548\t0.749\t1.505\t0.513\t0.000\t0.894\t0.735\t0.988\t0.751\t0.626\t0.881\t0.822\n1\t1.054\t-1.099\t0.942\t0.632\t0.379\t0.997\t2.270\t0.751\t0.000\t1.936\t0.131\t-0.815\t2.215\t1.000\t0.123\t-1.543\t2.548\t0.698\t-0.611\t1.174\t0.000\t0.791\t1.041\t0.976\t0.865\t0.902\t0.989\t0.824\n0\t1.932\t1.526\t0.238\t1.138\t0.527\t1.119\t-0.093\t-1.162\t0.000\t0.756\t-0.537\t-1.702\t0.000\t0.648\t1.308\t1.333\t2.548\t0.646\t0.370\t-1.588\t0.000\t1.018\t0.950\t0.980\t0.790\t0.961\t1.065\t1.436\n1\t1.857\t1.302\t-1.007\t1.235\t1.690\t2.371\t0.758\t0.903\t1.087\t1.341\t0.703\t-0.665\t0.000\t1.350\t0.850\t-0.131\t2.548\t0.653\t1.559\t-0.620\t0.000\t0.740\t0.682\t1.369\t2.061\t1.801\t1.499\t1.318\n1\t1.969\t0.641\t0.818\t0.880\t1.480\t1.070\t0.316\t-1.055\t2.173\t0.851\t0.602\t-0.611\t0.000\t0.589\t-0.530\t0.219\t2.548\t0.623\t-0.936\t1.445\t0.000\t1.307\t1.015\t1.026\t0.821\t1.014\t0.975\t0.898\n1\t0.726\t-0.378\t1.391\t1.567\t-1.332\t1.097\t0.761\t1.068\t0.000\t0.676\t-0.042\t-1.015\t0.000\t1.704\t-0.225\t-0.394\t2.548\t1.802\t0.219\t0.336\t1.551\t0.835\t0.813\t0.987\t1.080\t0.888\t0.947\t0.806\n0\t1.502\t-0.500\t-0.017\t0.423\t1.280\t0.679\t-0.362\t1.679\t2.173\t0.930\t-0.141\t1.193\t2.215\t0.647\t0.292\t-0.431\t0.000\t1.290\t-0.591\t-0.546\t0.000\t0.553\t0.974\t1.016\t0.920\t0.515\t0.725\t0.702\n0\t0.877\t1.154\t1.697\t0.389\t0.981\t0.629\t1.136\t0.239\t2.173\t0.316\t0.042\t1.384\t2.215\t0.539\t0.291\t0.101\t0.000\t0.761\t1.732\t-1.044\t0.000\t0.930\t0.736\t0.980\t0.487\t0.679\t0.577\t0.584\n0\t0.919\t-0.044\t-0.793\t1.492\t-1.632\t0.764\t-0.610\t1.576\t0.000\t0.516\t-0.826\t0.783\t0.000\t1.518\t0.000\t-0.203\t2.548\t0.889\t-0.698\t-0.429\t0.000\t0.890\t0.862\t1.111\t1.029\t0.859\t0.834\t0.820\n0\t1.040\t-1.422\t-1.407\t1.740\t1.243\t1.386\t1.277\t-0.213\t0.000\t1.367\t-1.200\t0.628\t0.000\t1.177\t0.487\t-0.778\t0.000\t1.229\t0.341\t-1.632\t3.102\t0.959\t0.899\t1.275\t1.186\t0.931\t0.846\t0.852\n1\t1.712\t0.523\t-0.076\t1.063\t-0.488\t1.122\t0.778\t1.561\t2.173\t0.486\t0.646\t0.783\t0.000\t0.635\t1.269\t-1.399\t0.000\t0.481\t0.490\t-0.562\t3.102\t0.848\t0.764\t0.996\t0.475\t0.736\t0.910\t0.763\n0\t2.331\t0.735\t0.119\t0.647\t1.025\t1.242\t-0.924\t-1.485\t1.087\t0.400\t-0.469\t0.928\t0.000\t0.747\t0.415\t1.235\t2.548\t1.398\t-0.440\t-1.120\t0.000\t0.938\t0.860\t1.241\t0.834\t1.181\t1.361\t1.088\n0\t1.218\t1.112\t-1.160\t0.469\t1.294\t0.741\t0.178\t-1.347\t2.173\t0.389\t0.685\t0.313\t1.107\t0.582\t0.650\t0.778\t0.000\t0.966\t-0.867\t1.013\t0.000\t0.841\t0.970\t0.988\t0.698\t0.815\t0.667\t0.758\n0\t0.760\t-0.145\t1.081\t0.668\t1.098\t0.543\t0.083\t-0.538\t0.000\t0.639\t0.441\t-1.313\t0.000\t1.039\t1.232\t-0.061\t1.274\t0.777\t-1.967\t1.085\t0.000\t0.837\t0.909\t0.979\t0.848\t0.263\t0.960\t0.862\n1\t0.625\t-1.161\t1.191\t0.876\t-0.007\t1.068\t0.048\t-0.815\t0.000\t0.929\t0.759\t1.559\t2.215\t0.671\t0.689\t1.068\t0.000\t0.675\t0.299\t-1.053\t3.102\t0.703\t0.742\t0.987\t0.850\t0.529\t0.994\t0.841\n1\t1.574\t-0.335\t-0.280\t0.594\t-1.169\t0.506\t0.511\t1.575\t0.000\t0.759\t0.985\t-1.586\t2.215\t0.557\t-0.446\t0.593\t0.000\t1.854\t1.158\t0.654\t3.102\t0.893\t0.966\t0.988\t1.008\t0.986\t0.989\t0.853\n0\t0.935\t-1.681\t-1.001\t0.610\t-0.004\t0.602\t-0.799\t1.193\t0.000\t0.556\t-0.639\t0.313\t0.000\t0.763\t-0.228\t-0.846\t2.548\t1.222\t0.451\t1.585\t0.000\t0.921\t1.067\t0.992\t0.905\t0.687\t1.046\t0.912\n0\t3.361\t1.523\t1.110\t0.621\t0.654\t1.575\t2.176\t-0.739\t0.000\t1.231\t1.488\t-0.202\t0.000\t1.155\t1.682\t1.309\t0.000\t0.782\t0.928\t0.213\t3.102\t0.987\t0.999\t0.981\t0.835\t0.376\t0.617\t1.013\n1\t2.148\t-0.714\t-0.349\t1.279\t0.164\t0.401\t2.841\t1.575\t0.000\t0.696\t-1.656\t1.723\t0.000\t0.839\t0.137\t-1.601\t2.548\t0.609\t-0.948\t1.355\t0.000\t0.582\t0.931\t1.024\t0.574\t0.510\t0.710\t0.815\n1\t1.413\t-1.015\t-1.027\t1.429\t-1.424\t1.032\t-0.242\t0.949\t2.173\t1.044\t-0.175\t-0.485\t0.000\t0.665\t0.231\t0.501\t0.000\t1.064\t0.818\t0.737\t3.102\t1.031\t0.904\t0.989\t1.602\t0.753\t1.334\t1.172\n0\t0.912\t-0.411\t0.378\t0.243\t0.751\t0.885\t-1.215\t0.439\t1.087\t0.369\t-0.448\t1.142\t0.000\t1.277\t-0.358\t-1.491\t2.548\t1.479\t1.111\t-1.301\t0.000\t0.893\t0.896\t0.992\t0.929\t1.423\t0.937\t0.788\n0\t0.412\t0.827\t1.322\t0.941\t-0.562\t0.871\t0.053\t0.184\t2.173\t0.733\t-0.056\t-1.342\t0.000\t0.986\t-2.088\t1.613\t0.000\t1.232\t0.519\t-0.546\t3.102\t1.081\t0.975\t0.990\t0.772\t0.742\t0.811\t0.700\n0\t2.024\t-1.353\t-0.612\t0.156\t1.579\t0.497\t-1.243\t1.738\t0.000\t0.743\t0.450\t0.938\t2.215\t0.642\t-0.328\t1.016\t2.548\t0.489\t-1.433\t0.086\t0.000\t0.884\t0.879\t0.983\t0.905\t0.315\t0.957\t0.802\n1\t0.918\t-1.014\t1.192\t1.667\t0.842\t2.428\t-1.842\t-0.829\t0.000\t2.075\t-1.258\t0.853\t1.107\t0.642\t-0.573\t-0.712\t1.274\t0.399\t-2.105\t0.309\t0.000\t1.384\t1.059\t0.991\t0.968\t1.280\t1.511\t1.515\n0\t1.313\t1.007\t-1.461\t1.551\t-0.896\t0.747\t-0.422\t0.797\t2.173\t0.739\t-0.582\t-0.087\t0.000\t0.774\t-2.290\t0.484\t0.000\t1.001\t-0.402\t1.477\t1.551\t0.777\t0.709\t0.989\t1.052\t0.526\t1.095\t0.976\n0\t1.914\t0.188\t0.807\t0.732\t1.394\t1.397\t0.523\t-0.695\t2.173\t0.711\t1.926\t-0.811\t0.000\t1.370\t1.118\t1.148\t1.274\t0.478\t-0.002\t-0.065\t0.000\t1.003\t1.028\t0.987\t0.908\t1.824\t1.254\t1.115\n1\t0.509\t-1.066\t0.302\t0.718\t-0.854\t1.088\t0.863\t0.578\t0.000\t0.709\t-2.171\t-1.519\t0.000\t1.432\t0.108\t-0.518\t2.548\t1.389\t-0.779\t-1.515\t3.102\t0.663\t0.803\t0.983\t0.785\t1.032\t0.903\t0.771\n1\t1.134\t0.932\t-1.637\t0.443\t1.517\t0.969\t-0.732\t-0.403\t2.173\t0.923\t-0.239\t0.522\t0.000\t0.643\t-0.524\t1.351\t0.000\t0.470\t-0.474\t-1.632\t3.102\t0.827\t1.110\t0.987\t0.513\t0.642\t0.799\t0.767\n1\t1.046\t-0.298\t-0.199\t1.641\t0.558\t1.040\t-0.490\t-1.353\t0.000\t0.692\t-1.069\t1.723\t0.000\t0.839\t-0.928\t-0.764\t1.274\t1.454\t-2.111\t0.545\t0.000\t0.854\t0.770\t1.145\t0.626\t0.515\t0.606\t0.796\n1\t0.345\t-0.956\t-0.146\t0.973\t-1.306\t0.572\t1.835\t0.584\t0.000\t1.230\t0.774\t-1.403\t2.215\t0.749\t1.253\t-0.379\t1.274\t1.040\t-0.224\t1.296\t0.000\t0.750\t0.773\t0.987\t0.732\t0.867\t1.003\t1.008\n0\t0.807\t-0.118\t1.385\t1.270\t-0.937\t1.163\t0.994\t0.627\t2.173\t0.742\t0.754\t-1.190\t0.000\t0.330\t0.446\t0.302\t0.000\t1.389\t0.796\t-0.394\t3.102\t0.792\t0.901\t1.216\t1.410\t1.071\t1.014\t0.911\n0\t1.369\t1.925\t0.721\t0.634\t-0.125\t0.548\t0.580\t-1.371\t0.000\t0.740\t1.201\t-1.598\t2.215\t1.125\t0.946\t-0.253\t2.548\t0.408\t-0.383\t1.011\t0.000\t0.723\t0.830\t0.981\t0.893\t0.913\t0.728\t0.735\n0\t2.508\t0.626\t-0.440\t0.163\t1.067\t0.958\t-0.070\t1.410\t1.087\t0.664\t0.255\t0.317\t2.215\t0.447\t1.721\t1.528\t0.000\t0.479\t2.356\t-1.492\t0.000\t0.324\t0.882\t0.984\t1.402\t0.998\t0.965\t0.930\n1\t0.493\t-0.629\t-0.194\t0.345\t-0.718\t1.526\t-0.553\t-1.251\t2.173\t1.513\t-2.145\t0.550\t0.000\t0.795\t-0.206\t1.725\t0.000\t1.247\t0.455\t-0.386\t0.000\t1.126\t0.927\t0.975\t1.188\t1.223\t0.920\t0.822\n0\t1.860\t-0.161\t-0.642\t0.998\t-1.204\t0.504\t1.528\t1.289\t0.000\t1.045\t0.121\t0.951\t2.215\t0.355\t1.412\t-0.508\t0.000\t0.731\t0.826\t0.053\t1.551\t0.760\t0.919\t0.984\t0.825\t0.671\t0.872\t0.889\n1\t0.476\t-0.032\t0.723\t0.508\t-0.595\t0.513\t0.239\t-0.606\t2.173\t0.336\t2.667\t1.584\t0.000\t0.365\t2.358\t-0.938\t0.000\t0.646\t1.194\t0.765\t3.102\t0.652\t0.849\t0.987\t0.925\t0.692\t0.711\t0.830\n1\t0.829\t-0.029\t-0.027\t0.810\t1.322\t0.893\t-0.978\t1.012\t2.173\t0.904\t0.108\t-1.026\t0.000\t1.265\t-0.550\t-0.578\t0.000\t0.626\t-1.261\t-1.070\t3.102\t0.922\t1.072\t1.065\t0.726\t0.783\t0.675\t0.680\n1\t0.345\t2.270\t0.764\t0.492\t-0.533\t1.388\t1.350\t-1.639\t0.000\t0.889\t2.735\t0.526\t0.000\t1.005\t0.153\t0.430\t2.548\t1.081\t1.006\t0.545\t0.000\t0.780\t0.717\t0.979\t0.686\t0.914\t0.602\t0.539\n1\t0.927\t-0.744\t-0.197\t0.262\t-1.506\t0.511\t-1.821\t1.546\t0.000\t0.670\t0.317\t-1.538\t2.215\t1.150\t0.281\t0.244\t2.548\t0.572\t-1.239\t0.467\t0.000\t0.698\t1.050\t0.986\t0.675\t0.932\t0.907\t0.788\n0\t0.361\t2.091\t1.046\t1.170\t-0.362\t0.672\t0.024\t-1.610\t0.000\t0.794\t-0.035\t0.640\t2.215\t0.510\t0.036\t1.433\t2.548\t0.568\t0.670\t-0.414\t0.000\t0.914\t0.903\t0.990\t0.738\t0.444\t0.665\t0.672\n0\t1.848\t0.639\t0.656\t0.623\t-1.653\t0.655\t0.057\t-0.019\t2.173\t0.675\t0.524\t1.398\t0.000\t0.779\t-2.109\t-1.088\t0.000\t1.384\t-1.005\t-1.511\t0.000\t0.793\t0.747\t1.298\t0.951\t0.595\t0.858\t1.117\n0\t0.886\t-0.192\t1.596\t0.957\t-1.705\t0.486\t-0.095\t-1.289\t0.000\t0.662\t-1.336\t0.546\t1.107\t0.944\t0.549\t0.164\t2.548\t1.018\t-0.741\t-0.351\t0.000\t0.916\t0.929\t0.989\t0.899\t1.013\t0.941\t0.851\n0\t1.469\t-0.493\t1.613\t0.508\t-1.050\t0.713\t0.625\t-0.139\t0.000\t1.139\t0.105\t1.221\t0.000\t0.892\t-0.438\t-0.380\t2.548\t1.388\t0.936\t-0.898\t3.102\t1.093\t0.889\t0.985\t0.812\t0.849\t0.750\t0.735\n1\t0.685\t-0.890\t0.054\t1.076\t-1.305\t0.889\t0.655\t0.481\t1.087\t1.233\t1.214\t-1.364\t2.215\t0.357\t1.026\t0.004\t0.000\t0.660\t1.546\t1.281\t0.000\t0.547\t0.727\t1.118\t1.293\t1.601\t1.277\t1.002\n1\t0.675\t0.531\t1.568\t0.658\t0.266\t1.407\t-1.345\t1.189\t0.000\t1.020\t-0.438\t0.010\t2.215\t0.728\t0.328\t-0.415\t0.000\t1.733\t0.613\t-1.157\t0.000\t0.803\t1.052\t0.990\t0.929\t0.997\t0.913\t0.808\n0\t0.343\t1.638\t-1.553\t1.313\t-0.794\t1.419\t0.318\t0.109\t2.173\t0.874\t1.139\t1.040\t2.215\t0.809\t0.496\t-1.205\t0.000\t0.596\t1.746\t1.425\t0.000\t0.846\t0.777\t0.980\t1.140\t1.415\t0.994\t0.885\n0\t2.759\t-0.717\t0.845\t0.717\t1.360\t1.243\t-1.454\t-0.623\t0.000\t0.720\t0.186\t1.424\t2.215\t1.244\t-0.865\t-0.395\t0.000\t1.044\t-0.304\t-1.167\t3.102\t0.742\t0.849\t0.985\t0.863\t0.607\t0.972\t1.112\n1\t1.054\t0.201\t-0.831\t0.557\t0.435\t0.983\t-0.047\t1.435\t1.087\t0.910\t-1.366\t0.004\t0.000\t1.351\t-0.018\t-0.223\t2.548\t0.981\t0.158\t-1.720\t0.000\t0.875\t0.871\t0.988\t0.979\t1.432\t0.968\t0.858\n0\t0.508\t-0.259\t-0.653\t0.521\t0.648\t0.909\t-0.359\t0.138\t2.173\t1.000\t0.241\t1.471\t2.215\t0.988\t0.403\t-1.370\t0.000\t0.411\t-2.192\t-0.984\t0.000\t1.577\t1.237\t0.990\t0.864\t1.379\t1.043\t0.916\n0\t0.749\t-1.210\t-1.109\t0.680\t1.308\t0.801\t0.935\t-0.865\t0.000\t1.246\t-1.171\t0.021\t2.215\t1.411\t-2.214\t1.336\t0.000\t1.429\t-1.601\t0.689\t0.000\t0.952\t0.955\t0.990\t0.975\t0.861\t0.906\t0.860\n1\t1.174\t-0.384\t-0.297\t0.137\t-0.145\t2.363\t1.128\t-1.631\t0.000\t1.885\t0.084\t0.139\t1.107\t1.756\t-0.930\t0.403\t0.000\t1.685\t-1.591\t-0.822\t0.000\t1.905\t1.717\t1.000\t0.785\t0.936\t1.376\t1.135\n1\t0.639\t0.277\t0.556\t1.983\t-0.042\t0.475\t1.314\t-1.125\t0.000\t0.980\t0.411\t-1.320\t2.215\t0.659\t-1.605\t1.007\t0.000\t0.661\t0.699\t-1.739\t0.000\t1.318\t0.982\t0.991\t1.196\t0.628\t0.850\t0.861\n0\t0.746\t-0.928\t-0.648\t0.947\t-1.706\t1.091\t-0.120\t0.023\t2.173\t0.690\t-0.313\t1.455\t0.000\t0.607\t-1.377\t-1.218\t0.000\t1.024\t0.183\t0.856\t3.102\t0.913\t0.795\t0.986\t1.068\t0.786\t0.827\t0.762\n0\t0.529\t2.248\t-1.281\t0.669\t-1.276\t0.807\t-0.629\t0.699\t0.000\t1.448\t1.510\t-0.547\t2.215\t1.123\t0.734\t1.094\t2.548\t0.782\t-0.154\t1.611\t0.000\t0.929\t0.916\t0.973\t0.856\t1.446\t1.303\t1.105\n1\t0.568\t-2.042\t0.675\t1.082\t-1.296\t0.586\t-0.526\t-0.310\t0.000\t0.386\t-0.933\t-1.353\t0.000\t0.527\t1.366\t1.174\t2.548\t0.861\t-0.741\t0.344\t3.102\t0.844\t1.040\t1.063\t0.763\t0.849\t1.100\t0.916\n0\t0.468\t-1.269\t1.199\t0.828\t-1.160\t0.870\t0.357\t-0.229\t0.000\t0.621\t-0.018\t0.481\t0.000\t0.767\t-1.829\t1.160\t0.000\t1.424\t-0.297\t-1.203\t3.102\t0.979\t1.046\t0.983\t0.629\t0.716\t0.727\t0.684\n1\t0.883\t-1.111\t0.012\t1.921\t1.456\t1.481\t0.146\t-0.912\t0.000\t1.301\t-0.756\t-0.182\t0.000\t2.130\t-0.712\t1.507\t2.548\t1.191\t-0.562\t0.552\t0.000\t0.999\t0.680\t1.739\t1.087\t0.860\t0.895\t0.910\n0\t1.558\t-0.802\t1.346\t0.662\t0.604\t1.497\t-0.342\t0.306\t0.000\t1.383\t0.616\t-1.416\t0.000\t1.125\t0.543\t-0.580\t1.274\t0.670\t1.490\t-1.160\t0.000\t0.829\t0.664\t0.980\t0.607\t0.433\t0.805\t0.784\n1\t1.809\t-0.320\t-1.566\t0.846\t1.009\t1.637\t-0.703\t0.419\t2.173\t1.638\t0.986\t-1.128\t0.000\t0.861\t-0.690\t-0.775\t0.000\t0.658\t0.184\t1.101\t3.102\t0.675\t1.040\t1.254\t0.659\t0.824\t0.975\t0.846\n0\t0.929\t1.278\t-1.016\t0.900\t1.008\t0.962\t0.648\t1.590\t2.173\t1.085\t0.441\t-0.144\t0.000\t0.585\t-0.718\t0.903\t2.548\t0.735\t-0.701\t-0.642\t0.000\t0.953\t0.852\t1.227\t0.903\t0.913\t0.904\t0.892\n1\t1.185\t-2.115\t0.376\t0.245\t-0.246\t0.813\t-1.042\t-1.166\t2.173\t0.617\t1.995\t1.418\t0.000\t0.951\t-0.809\t0.125\t0.000\t1.370\t-0.489\t1.417\t1.551\t0.734\t0.888\t1.000\t1.036\t0.853\t0.823\t0.729\n1\t1.011\t0.570\t0.528\t0.777\t1.664\t0.862\t0.060\t0.562\t2.173\t0.973\t1.172\t-1.006\t0.000\t1.025\t0.161\t-1.216\t2.548\t0.405\t0.189\t0.038\t0.000\t1.022\t0.694\t1.049\t0.759\t1.172\t0.864\t0.780\n1\t0.904\t0.222\t-1.270\t0.105\t1.392\t1.670\t0.427\t0.698\t1.087\t0.714\t-0.920\t-1.700\t0.000\t1.725\t0.219\t-0.504\t2.548\t1.750\t-1.701\t-1.628\t0.000\t0.844\t1.827\t0.992\t1.360\t1.879\t1.847\t1.404\n1\t0.957\t-0.444\t-1.638\t1.378\t-0.931\t0.651\t-0.112\t0.674\t2.173\t0.477\t-0.842\t1.521\t0.000\t1.248\t-0.443\t-0.083\t2.548\t1.370\t-0.813\t0.358\t0.000\t0.915\t0.803\t0.986\t1.068\t0.740\t0.831\t0.748\n0\t0.594\t0.279\t-1.625\t1.771\t-0.917\t1.524\t-0.010\t1.530\t2.173\t0.852\t0.126\t0.925\t0.000\t1.608\t1.806\t0.647\t0.000\t3.537\t-0.813\t-0.512\t0.000\t1.208\t0.860\t0.984\t1.211\t1.499\t1.013\t1.001\n1\t0.572\t0.728\t-1.670\t1.083\t-0.776\t1.771\t0.957\t-0.247\t0.000\t1.376\t-1.777\t1.384\t0.000\t1.789\t1.006\t1.232\t2.548\t1.392\t0.896\t-0.749\t0.000\t0.861\t0.615\t0.989\t1.137\t1.650\t1.491\t1.248\n0\t1.637\t-1.729\t-1.164\t0.583\t-0.943\t0.927\t-1.060\t-0.584\t2.173\t1.142\t-0.902\t0.906\t0.000\t1.464\t-0.509\t0.600\t2.548\t1.332\t-1.326\t1.390\t0.000\t0.869\t0.829\t1.001\t0.779\t1.325\t0.978\t0.983\n0\t0.432\t0.215\t0.388\t0.992\t-1.255\t1.053\t0.114\t-0.370\t0.000\t1.460\t-0.002\t0.873\t2.215\t0.598\t0.305\t-1.737\t2.548\t1.178\t-1.404\t-1.404\t0.000\t1.585\t1.092\t0.991\t0.962\t0.725\t0.973\t0.864\n1\t1.223\t-2.041\t-1.470\t0.378\t0.467\t0.516\t0.542\t0.929\t0.000\t0.667\t0.626\t0.181\t1.107\t1.132\t-0.804\t0.166\t0.000\t1.132\t-0.854\t-1.009\t0.000\t1.016\t0.900\t0.988\t1.644\t0.805\t1.057\t1.238\n0\t0.413\t1.608\t1.617\t1.680\t0.990\t0.856\t-1.138\t-0.474\t0.000\t0.314\t-0.305\t0.497\t0.000\t0.746\t0.419\t-1.623\t2.548\t0.866\t-0.175\t-0.799\t3.102\t0.969\t1.057\t0.987\t0.850\t0.466\t0.643\t0.855\n1\t1.769\t0.418\t-1.228\t2.167\t-1.310\t1.623\t-1.297\t-0.016\t0.000\t0.449\t1.276\t-1.631\t0.000\t1.589\t-0.567\t1.439\t2.548\t1.215\t-0.754\t0.979\t0.000\t1.470\t1.082\t0.959\t1.162\t1.089\t1.110\t1.009\n1\t0.381\t-0.934\t-0.282\t0.599\t1.164\t0.932\t0.765\t-0.446\t0.000\t0.457\t-0.162\t-0.589\t0.000\t1.129\t0.656\t1.492\t1.274\t1.428\t0.361\t1.075\t3.102\t0.699\t1.066\t0.990\t0.678\t0.382\t0.814\t0.706\n0\t1.013\t0.645\t-0.404\t0.556\t1.484\t0.955\t-0.003\t1.294\t2.173\t1.126\t-0.633\t-0.576\t1.107\t0.551\t-0.725\t0.314\t0.000\t0.655\t0.461\t-1.087\t0.000\t0.794\t0.856\t1.031\t0.940\t1.597\t0.951\t0.767\n1\t0.767\t1.091\t1.651\t0.969\t0.502\t0.673\t2.045\t-1.729\t0.000\t1.523\t-0.148\t0.124\t2.215\t0.791\t-1.558\t1.286\t0.000\t1.634\t0.010\t-0.577\t3.102\t4.271\t2.535\t1.027\t1.158\t0.850\t1.764\t1.414\n0\t0.385\t1.122\t0.766\t2.140\t0.351\t0.635\t1.000\t1.399\t2.173\t0.931\t1.848\t-1.119\t0.000\t1.256\t0.922\t-1.006\t0.000\t0.482\t0.718\t-0.559\t3.102\t0.780\t1.035\t0.988\t0.740\t0.576\t0.797\t0.905\n1\t0.932\t-0.963\t-0.625\t0.936\t0.623\t1.200\t-0.913\t0.441\t1.087\t1.287\t-0.418\t-1.459\t0.000\t0.815\t-1.228\t-1.692\t0.000\t0.697\t0.179\t-0.812\t1.551\t0.816\t0.717\t1.168\t0.855\t1.050\t0.998\t0.873\n0\t0.847\t-0.443\t0.433\t0.864\t-1.357\t0.468\t-1.590\t1.458\t0.000\t0.549\t1.268\t-0.121\t2.215\t0.633\t-1.122\t-1.097\t0.000\t0.630\t-0.249\t-0.960\t3.102\t0.751\t0.595\t1.184\t0.957\t0.597\t0.857\t0.754\n0\t0.675\t-1.974\t0.779\t2.568\t0.053\t0.632\t-0.248\t-1.670\t2.173\t0.537\t1.365\t-0.663\t0.000\t0.662\t-1.191\t-1.728\t2.548\t0.913\t0.806\t-1.489\t0.000\t0.650\t0.884\t1.110\t0.998\t0.449\t1.124\t1.526\n0\t0.677\t-1.548\t-1.146\t0.709\t0.861\t0.491\t-1.646\t-0.412\t2.173\t0.932\t-0.740\t0.888\t2.215\t0.496\t0.743\t-1.152\t0.000\t0.565\t-0.695\t1.679\t0.000\t0.855\t0.837\t0.987\t0.679\t1.027\t0.696\t0.612\n0\t1.210\t-0.953\t0.543\t0.969\t-0.087\t0.997\t-0.552\t0.820\t2.173\t1.342\t-1.199\t-1.598\t2.215\t1.502\t-0.674\t-0.994\t0.000\t1.071\t-1.103\t-0.304\t0.000\t0.914\t1.032\t0.980\t0.778\t1.514\t1.053\t0.970\n1\t1.176\t-0.064\t0.093\t0.749\t-1.443\t0.802\t-1.073\t-1.533\t0.000\t0.679\t-0.115\t-1.672\t2.215\t0.568\t1.043\t-0.156\t2.548\t0.394\t2.007\t-0.025\t0.000\t1.095\t0.828\t1.278\t0.754\t0.785\t0.791\t0.753\n0\t0.873\t0.939\t-0.974\t0.887\t-1.246\t0.467\t0.859\t-0.483\t2.173\t1.190\t0.556\t0.843\t0.000\t0.403\t0.314\t0.024\t2.548\t1.132\t-0.759\t1.474\t0.000\t1.473\t0.908\t0.981\t0.681\t0.278\t0.751\t0.762\n1\t1.297\t1.167\t-0.085\t1.130\t-0.562\t1.288\t0.345\t1.358\t2.173\t0.605\t1.197\t-0.947\t0.000\t0.900\t1.041\t0.567\t0.000\t0.442\t0.747\t-0.548\t3.102\t0.847\t0.930\t0.982\t0.485\t0.820\t1.081\t0.872\n0\t0.541\t-0.261\t0.984\t0.284\t1.303\t0.853\t0.475\t-0.641\t2.173\t0.677\t1.057\t1.026\t0.000\t0.738\t1.215\t0.765\t2.548\t0.566\t-0.147\t-1.361\t0.000\t0.867\t0.992\t0.978\t1.256\t1.040\t1.114\t0.956\n0\t1.096\t0.912\t-0.939\t1.643\t-0.367\t1.055\t-0.577\t1.088\t0.000\t0.657\t0.714\t-1.591\t2.215\t0.712\t0.835\t0.773\t0.000\t0.792\t-0.991\t-0.582\t3.102\t0.956\t1.008\t0.985\t0.922\t0.891\t0.763\t0.928\n0\t1.075\t-2.015\t-0.381\t1.527\t-0.759\t0.657\t0.589\t1.185\t1.087\t0.719\t-0.626\t0.872\t0.000\t0.317\t-0.341\t1.554\t0.000\t0.432\t-1.313\t0.824\t3.102\t0.434\t0.603\t0.991\t0.657\t0.762\t1.136\t0.905\n1\t2.221\t-2.021\t1.376\t0.428\t-0.882\t0.648\t-0.493\t-0.630\t2.173\t0.818\t-2.141\t-0.095\t0.000\t0.764\t-1.251\t0.628\t2.548\t0.807\t-1.540\t-1.461\t0.000\t1.016\t1.087\t1.209\t0.816\t0.888\t0.952\t0.855\n0\t1.203\t-1.061\t0.774\t0.600\t1.731\t0.379\t-0.515\t0.369\t1.087\t0.510\t0.993\t1.043\t0.000\t1.041\t-0.054\t-0.907\t2.548\t1.134\t1.021\t-1.052\t0.000\t0.946\t0.940\t0.985\t0.897\t0.737\t0.698\t0.784\n1\t1.489\t-1.282\t-0.121\t0.714\t-0.748\t0.883\t-0.242\t0.822\t2.173\t0.622\t-1.083\t-1.577\t2.215\t1.034\t-0.843\t1.213\t0.000\t0.723\t-0.774\t-1.156\t0.000\t0.806\t0.840\t0.995\t0.834\t1.029\t0.877\t0.756\n1\t0.664\t-1.265\t1.159\t0.892\t-1.532\t1.205\t-0.434\t-1.470\t2.173\t2.423\t0.616\t0.297\t0.000\t1.348\t1.300\t1.308\t2.548\t1.169\t0.530\t-0.512\t0.000\t0.725\t0.887\t0.977\t1.259\t1.950\t1.780\t1.546\n0\t1.127\t-0.113\t0.938\t0.363\t0.945\t0.987\t-0.891\t-0.693\t2.173\t0.705\t-0.734\t1.579\t0.000\t0.373\t-1.144\t-0.395\t0.000\t1.306\t-0.720\t0.493\t3.102\t0.898\t0.921\t0.985\t0.813\t1.054\t0.996\t0.826\n0\t0.876\t-0.480\t-1.407\t0.419\t1.075\t1.880\t1.646\t1.672\t0.000\t2.026\t-0.998\t-0.076\t0.000\t0.758\t1.140\t0.742\t2.548\t1.493\t-0.429\t0.331\t3.102\t1.013\t0.833\t0.992\t0.763\t0.867\t1.056\t0.976\n0\t0.428\t-0.097\t-1.504\t0.850\t0.201\t0.977\t1.417\t0.578\t2.173\t0.434\t0.007\t-0.959\t0.000\t1.198\t-1.237\t-0.528\t2.548\t0.389\t-0.396\t1.533\t0.000\t0.438\t1.067\t0.990\t1.160\t2.793\t1.314\t0.991\n1\t0.529\t-1.463\t-0.067\t1.024\t1.616\t0.476\t-2.255\t0.566\t0.000\t1.429\t-0.271\t-0.994\t2.215\t0.742\t-0.243\t0.199\t2.548\t0.942\t2.407\t1.356\t0.000\t0.711\t0.824\t1.018\t1.083\t0.963\t0.995\t0.854\n1\t1.532\t0.109\t-0.312\t0.712\t1.355\t0.810\t-1.470\t1.470\t2.173\t1.141\t-1.268\t-0.592\t0.000\t0.605\t0.119\t0.272\t0.000\t0.545\t0.284\t1.174\t3.102\t1.040\t0.859\t1.444\t1.431\t0.757\t0.915\t0.879\n1\t0.879\t-0.125\t1.452\t1.540\t-0.019\t0.712\t1.124\t-1.717\t0.000\t0.997\t-1.006\t-0.860\t0.000\t1.370\t0.200\t-0.243\t2.548\t0.968\t0.020\t0.989\t0.000\t0.911\t0.990\t1.563\t0.820\t0.502\t0.646\t0.693\n1\t0.762\t0.161\t-0.436\t0.600\t0.846\t0.931\t-1.238\t-0.524\t0.000\t1.280\t-0.502\t1.093\t2.215\t1.407\t-0.050\t-1.661\t0.000\t1.132\t-1.167\t0.179\t0.000\t0.936\t1.173\t0.990\t0.825\t1.014\t1.037\t0.856\n1\t1.280\t0.360\t-0.905\t1.982\t-1.294\t1.508\t1.474\t0.401\t0.000\t1.123\t-0.007\t1.260\t2.215\t0.488\t1.204\t-1.315\t2.548\t0.730\t0.442\t0.414\t0.000\t0.798\t0.918\t0.988\t1.170\t0.804\t0.994\t1.234\n1\t1.933\t-0.432\t0.170\t0.753\t-0.480\t1.187\t-0.420\t-1.379\t2.173\t1.389\t-0.477\t1.435\t1.107\t0.724\t-1.118\t-1.502\t0.000\t1.249\t0.343\t0.194\t0.000\t1.336\t1.101\t0.984\t1.380\t1.077\t1.149\t0.993\n1\t1.605\t-1.031\t0.505\t0.629\t0.458\t0.639\t0.150\t-1.654\t1.087\t0.678\t-0.218\t-1.014\t0.000\t1.116\t-0.682\t-0.883\t2.548\t1.120\t0.104\t0.939\t0.000\t1.132\t0.880\t0.979\t1.108\t0.833\t0.888\t0.795\n1\t1.527\t-2.084\t-1.126\t0.474\t1.595\t0.494\t-1.911\t0.207\t0.000\t0.757\t-0.308\t0.442\t0.000\t1.006\t-1.275\t1.465\t0.000\t0.710\t-0.449\t-0.343\t3.102\t1.153\t0.770\t0.987\t0.664\t0.435\t0.556\t0.624\n1\t1.382\t0.293\t-1.403\t0.937\t0.834\t0.657\t-0.098\t0.246\t2.173\t0.923\t0.761\t0.719\t2.215\t0.286\t-0.683\t-0.843\t0.000\t0.519\t1.213\t-0.563\t0.000\t0.579\t0.717\t1.422\t1.030\t0.704\t0.789\t0.668\n0\t1.161\t-0.071\t-0.808\t2.102\t-1.214\t1.242\t-1.930\t0.629\t0.000\t0.933\t0.192\t1.532\t0.000\t1.547\t0.553\t-0.253\t2.548\t1.168\t1.205\t0.673\t3.102\t1.514\t1.051\t0.996\t1.018\t0.881\t0.944\t0.991\n1\t1.036\t-0.229\t1.722\t0.800\t-0.127\t1.059\t-0.066\t1.238\t2.173\t1.570\t-0.265\t-0.567\t0.000\t0.600\t0.606\t0.671\t0.000\t0.596\t-0.523\t0.457\t3.102\t1.521\t0.926\t1.256\t0.953\t0.595\t0.928\t0.817\n1\t0.902\t-0.805\t-1.174\t0.160\t-0.660\t0.899\t-0.505\t-1.556\t2.173\t0.559\t0.863\t-0.295\t0.000\t1.310\t0.389\t0.203\t2.548\t1.771\t-1.283\t-1.520\t0.000\t0.951\t0.918\t0.989\t0.716\t1.503\t1.260\t1.064\n1\t1.028\t-0.108\t-0.566\t0.278\t-0.387\t1.293\t0.840\t-0.862\t2.173\t1.516\t0.291\t0.369\t0.000\t2.391\t0.338\t1.631\t1.274\t0.714\t1.197\t1.039\t0.000\t1.063\t1.599\t0.989\t1.324\t1.788\t1.536\t1.276\n1\t0.503\t2.280\t0.135\t2.093\t0.688\t0.440\t1.226\t-0.608\t1.087\t0.302\t2.283\t-1.362\t0.000\t0.842\t1.077\t1.579\t0.000\t0.947\t-0.294\t-1.358\t3.102\t0.933\t0.775\t1.000\t0.892\t0.738\t0.901\t0.787\n1\t1.001\t-0.717\t-1.244\t0.461\t-0.004\t0.838\t0.150\t0.451\t2.173\t0.490\t-1.210\t1.469\t0.000\t0.849\t0.017\t-1.364\t0.000\t0.588\t0.198\t-1.702\t0.000\t0.865\t1.085\t0.988\t0.920\t0.809\t0.859\t0.762\n0\t0.421\t1.109\t-1.720\t0.612\t-0.693\t0.525\t-1.433\t1.046\t2.173\t0.525\t-1.608\t-0.742\t0.000\t0.826\t1.061\t1.029\t1.274\t1.137\t-0.689\t-0.165\t0.000\t0.658\t0.834\t0.994\t0.799\t1.402\t0.985\t0.848\n1\t0.696\t-0.207\t1.712\t0.642\t1.307\t0.897\t-2.334\t-0.200\t0.000\t1.147\t0.290\t0.983\t2.215\t1.291\t0.130\t-0.798\t0.000\t1.611\t0.731\t-1.482\t3.102\t0.821\t0.881\t0.982\t0.719\t1.041\t0.699\t0.640\n0\t0.352\t0.510\t-1.026\t1.753\t1.285\t0.732\t0.148\t-0.141\t2.173\t0.746\t-0.080\t-0.844\t2.215\t1.124\t0.916\t1.092\t0.000\t0.471\t1.064\t-0.496\t0.000\t0.802\t0.934\t0.984\t0.974\t0.656\t0.855\t0.751\n1\t0.602\t-1.540\t0.219\t0.247\t-0.972\t1.735\t-1.302\t0.422\t2.173\t1.171\t-0.820\t-1.633\t0.000\t0.957\t-1.241\t-1.008\t0.000\t0.550\t-0.070\t1.415\t3.102\t0.966\t0.689\t0.990\t1.008\t1.053\t1.114\t0.913\n1\t0.793\t1.167\t-0.754\t0.871\t0.495\t0.698\t-0.540\t-1.732\t0.000\t1.072\t1.082\t0.178\t0.000\t1.384\t0.930\t1.518\t2.548\t1.080\t1.298\t-0.241\t0.000\t0.604\t0.993\t1.040\t0.862\t0.761\t0.840\t0.732\n1\t2.264\t-0.102\t-0.530\t1.173\t-1.559\t0.746\t-0.195\t0.654\t2.173\t0.534\t1.295\t0.905\t2.215\t0.550\t-0.236\t1.638\t0.000\t0.600\t1.133\t-1.001\t0.000\t0.720\t0.863\t1.805\t1.338\t0.809\t1.065\t0.857\n1\t1.971\t-1.403\t-0.427\t0.870\t-0.710\t0.744\t-1.138\t1.454\t0.000\t0.651\t-0.848\t0.885\t2.215\t0.593\t-1.311\t1.705\t2.548\t0.449\t0.124\t1.026\t0.000\t0.698\t0.536\t0.995\t0.821\t0.483\t0.735\t0.739\n0\t0.407\t1.071\t-0.437\t2.735\t-0.183\t1.358\t-0.042\t-1.633\t1.087\t0.667\t-0.888\t1.308\t0.000\t0.777\t0.553\t1.337\t0.000\t1.396\t-0.761\t0.252\t3.102\t0.923\t0.942\t0.988\t2.853\t1.587\t2.253\t1.873\n1\t0.792\t-0.440\t1.480\t0.889\t0.278\t0.665\t1.189\t-0.391\t1.087\t0.526\t-0.718\t-1.473\t1.107\t0.689\t-1.261\t0.672\t0.000\t0.818\t1.367\t-1.182\t0.000\t1.969\t1.233\t1.027\t1.119\t1.218\t1.020\t0.901\n1\t0.403\t-1.974\t-0.535\t0.365\t-0.793\t1.021\t-1.137\t1.394\t2.173\t0.924\t-0.156\t-1.062\t2.215\t1.332\t-0.932\t-0.065\t0.000\t0.481\t0.395\t0.793\t0.000\t0.952\t0.986\t0.978\t0.980\t1.359\t0.951\t0.802\n1\t0.708\t-0.678\t-0.475\t1.088\t1.546\t0.677\t-1.424\t1.716\t2.173\t0.755\t-0.036\t0.576\t2.215\t1.093\t-0.202\t-0.044\t0.000\t1.324\t-0.121\t-1.126\t0.000\t1.099\t0.909\t1.178\t0.787\t1.204\t0.885\t0.779\n1\t0.716\t0.384\t-1.463\t0.910\t-0.178\t0.855\t-0.307\t1.305\t2.173\t0.447\t0.630\t-0.456\t0.000\t0.746\t-0.505\t-0.760\t0.000\t1.146\t0.573\t0.736\t1.551\t0.614\t1.029\t1.025\t0.704\t0.749\t0.725\t0.676\n1\t0.870\t-0.355\t-1.737\t1.753\t-1.128\t0.753\t2.075\t1.196\t0.000\t1.360\t-1.039\t0.427\t2.215\t0.749\t0.914\t0.060\t0.000\t1.135\t-0.704\t-0.220\t0.000\t0.858\t0.872\t0.987\t0.540\t0.845\t0.874\t0.735\n0\t0.515\t0.358\t1.191\t0.697\t0.412\t0.958\t0.213\t0.583\t1.087\t1.166\t1.676\t-0.754\t0.000\t0.736\t0.564\t-0.968\t0.000\t1.227\t1.194\t1.731\t1.551\t0.870\t0.840\t0.991\t0.791\t1.234\t1.053\t1.098\n1\t0.395\t-1.107\t1.010\t1.202\t-0.101\t0.770\t-1.068\t-0.687\t0.000\t0.919\t0.665\t1.366\t2.215\t1.340\t0.167\t-1.538\t2.548\t1.043\t-0.229\t0.228\t0.000\t1.153\t1.219\t0.987\t0.967\t0.661\t1.007\t0.877\n1\t2.351\t0.281\t-0.077\t0.436\t0.494\t0.883\t0.257\t1.178\t1.087\t0.806\t1.256\t-0.558\t0.000\t1.343\t0.389\t-1.677\t0.000\t0.703\t0.977\t0.817\t0.000\t0.929\t0.967\t0.984\t1.178\t1.026\t0.950\t0.870\n1\t0.934\t0.895\t1.092\t0.309\t-1.536\t0.826\t0.822\t-0.252\t0.000\t1.079\t0.044\t1.121\t2.215\t0.965\t0.424\t-1.370\t2.548\t0.522\t1.745\t-0.746\t0.000\t0.803\t0.881\t0.985\t0.963\t0.878\t0.883\t0.824\n1\t0.505\t-2.290\t-1.683\t1.270\t0.423\t0.606\t-2.375\t-0.850\t0.000\t0.409\t-1.894\t-1.080\t0.000\t1.359\t-0.211\t1.112\t2.548\t0.767\t-1.975\t0.509\t0.000\t0.980\t0.672\t1.050\t1.341\t0.791\t0.931\t0.870\n1\t0.620\t1.533\t1.443\t0.961\t-0.090\t1.542\t-1.041\t-1.611\t0.000\t0.903\t1.421\t1.006\t0.000\t2.225\t0.541\t-0.440\t2.548\t1.512\t0.329\t0.366\t3.102\t0.822\t0.877\t1.050\t1.004\t0.941\t0.932\t0.808\n1\t1.229\t0.345\t-0.481\t0.613\t-1.691\t0.907\t0.630\t1.118\t2.173\t1.004\t-0.356\t-1.131\t2.215\t1.712\t0.813\t0.048\t0.000\t1.573\t1.698\t1.297\t0.000\t1.967\t1.493\t1.067\t0.746\t1.459\t1.346\t1.111\n1\t1.748\t0.020\t-0.467\t1.432\t-1.328\t1.175\t-0.281\t1.065\t2.173\t0.670\t-1.150\t1.641\t0.000\t0.448\t-0.275\t0.625\t0.000\t0.508\t-0.744\t-1.009\t3.102\t0.768\t0.769\t1.533\t0.745\t0.822\t0.991\t0.846\n0\t0.647\t0.768\t0.969\t1.633\t0.469\t1.752\t0.531\t0.690\t0.000\t0.802\t1.808\t0.910\t0.000\t2.705\t-0.469\t-1.247\t2.548\t3.334\t-0.735\t-0.848\t3.102\t1.859\t3.034\t0.990\t1.562\t0.914\t2.357\t1.825\n0\t0.404\t-0.198\t-0.839\t1.507\t1.275\t0.533\t0.024\t-0.455\t2.173\t0.778\t-0.837\t0.368\t2.215\t0.833\t-0.766\t1.730\t0.000\t0.754\t-1.146\t-0.490\t0.000\t0.829\t0.807\t1.021\t0.823\t0.773\t0.708\t0.666\n0\t3.288\t1.124\t-1.203\t0.257\t-0.304\t1.738\t0.389\t0.381\t1.087\t0.492\t-0.131\t0.039\t0.000\t0.823\t-0.271\t1.211\t0.000\t1.106\t0.224\t-1.722\t3.102\t0.853\t0.985\t0.988\t0.795\t1.394\t1.392\t1.156\n1\t0.647\t-0.415\t-1.729\t1.521\t-0.576\t0.785\t-0.185\t0.496\t2.173\t0.807\t-1.535\t1.667\t2.215\t0.827\t0.286\t-0.778\t0.000\t0.737\t-1.555\t0.550\t0.000\t1.391\t1.093\t1.185\t1.014\t1.348\t0.938\t0.861\n1\t0.435\t0.675\t0.884\t0.872\t-0.188\t0.499\t0.407\t-0.129\t0.000\t0.475\t0.901\t1.713\t2.215\t1.140\t0.902\t-1.383\t2.548\t0.739\t1.260\t1.045\t0.000\t0.970\t0.894\t0.990\t0.777\t0.270\t0.686\t0.665\n1\t0.543\t0.339\t-0.448\t1.041\t-1.225\t0.406\t-0.494\t-1.530\t0.000\t0.379\t0.720\t0.664\t2.215\t0.748\t-0.776\t0.213\t0.000\t0.917\t-1.017\t0.686\t3.102\t1.006\t0.776\t0.987\t0.763\t0.610\t0.628\t0.590\n1\t0.645\t1.238\t1.271\t0.650\t0.202\t0.899\t0.922\t-0.624\t2.173\t0.905\t0.352\t0.974\t0.000\t1.798\t0.353\t1.645\t0.000\t1.388\t-0.374\t-0.347\t3.102\t1.114\t1.282\t0.992\t0.911\t0.929\t1.080\t0.894\n0\t1.504\t1.813\t1.651\t0.977\t-0.922\t0.675\t0.369\t-0.324\t0.000\t1.203\t1.246\t0.318\t0.000\t0.737\t0.991\t-1.451\t0.000\t0.820\t0.218\t0.782\t1.551\t1.173\t0.849\t1.232\t0.885\t0.194\t0.718\t0.760\n1\t0.449\t-0.835\t-0.988\t1.179\t-0.174\t1.605\t-0.745\t1.189\t0.000\t1.212\t1.049\t-0.438\t2.215\t1.018\t0.565\t-0.787\t0.000\t0.735\t-1.206\t0.892\t0.000\t0.872\t0.894\t0.994\t1.626\t0.686\t1.592\t1.229\n1\t1.278\t-1.050\t-1.423\t1.866\t-1.037\t0.608\t0.045\t0.198\t2.173\t1.119\t-0.433\t1.031\t2.215\t0.432\t-0.169\t-0.696\t0.000\t0.811\t0.497\t0.748\t0.000\t0.682\t0.720\t0.996\t1.474\t0.880\t1.213\t1.000\n1\t1.317\t0.291\t-0.656\t1.144\t-0.130\t0.850\t-0.117\t1.182\t1.087\t0.852\t1.104\t1.554\t2.215\t0.381\t1.370\t-0.210\t0.000\t0.464\t1.691\t0.321\t0.000\t0.459\t0.844\t0.987\t1.079\t0.933\t1.012\t0.789\n1\t1.113\t1.527\t1.484\t0.505\t-0.585\t0.695\t-0.094\t-0.666\t2.173\t0.390\t-0.226\t-0.082\t0.000\t1.022\t-0.104\t0.977\t2.548\t0.822\t0.735\t0.890\t0.000\t0.713\t0.766\t0.995\t0.952\t1.046\t0.901\t0.744\n1\t0.583\t0.917\t0.940\t1.274\t-1.702\t1.024\t-0.073\t0.110\t2.173\t0.718\t-0.368\t-0.791\t2.215\t0.797\t0.362\t0.858\t0.000\t1.026\t0.265\t-1.297\t0.000\t0.931\t1.020\t0.990\t0.846\t0.936\t0.867\t0.754\n0\t0.873\t-1.649\t0.437\t0.731\t1.410\t1.224\t-0.545\t-0.187\t1.087\t0.536\t1.192\t-1.452\t0.000\t0.987\t0.717\t-0.770\t0.000\t0.484\t-1.980\t1.100\t0.000\t0.689\t0.855\t0.992\t1.096\t0.801\t0.936\t0.981\n1\t0.783\t-0.201\t0.450\t0.614\t0.187\t1.944\t-0.076\t-1.253\t2.173\t1.710\t-0.816\t0.652\t1.107\t1.110\t-2.328\t-0.103\t0.000\t1.087\t-1.467\t1.293\t0.000\t0.898\t1.439\t0.982\t1.587\t2.854\t1.840\t1.648\n0\t1.517\t-0.242\t-0.299\t0.723\t-0.159\t0.855\t-0.660\t1.607\t2.173\t0.875\t-0.081\t0.852\t2.215\t0.395\t-1.363\t-1.150\t0.000\t0.454\t-0.804\t-1.513\t0.000\t0.196\t0.674\t0.986\t1.220\t0.885\t0.944\t0.729\n0\t1.311\t0.108\t-1.666\t0.365\t-0.507\t0.821\t-0.182\t-0.349\t2.173\t1.114\t-0.454\t0.999\t2.215\t0.759\t2.213\t-1.587\t0.000\t1.009\t-1.002\t0.467\t0.000\t0.846\t1.506\t0.986\t0.854\t1.334\t1.317\t1.106\n1\t0.619\t1.689\t-1.406\t1.007\t-0.411\t0.710\t1.836\t0.233\t0.000\t0.985\t-0.012\t-1.431\t2.215\t1.787\t0.102\t1.299\t0.000\t1.612\t1.160\t0.830\t0.000\t0.919\t0.851\t0.985\t1.467\t0.686\t0.993\t0.986\n1\t0.763\t0.739\t0.345\t0.712\t1.100\t0.965\t-0.157\t-1.258\t2.173\t0.581\t0.568\t-0.852\t0.000\t0.969\t0.235\t0.858\t0.000\t1.094\t-1.311\t-1.039\t3.102\t0.887\t0.983\t0.987\t1.040\t0.863\t0.863\t0.775\n0\t1.394\t-1.038\t-1.604\t1.092\t1.128\t0.676\t-0.637\t0.517\t2.173\t0.368\t-1.611\t-1.475\t0.000\t1.282\t0.085\t-0.473\t2.548\t0.642\t-1.286\t-0.273\t0.000\t0.560\t0.839\t1.074\t0.953\t1.003\t0.941\t0.777\n0\t0.905\t0.948\t0.036\t1.082\t-1.163\t0.841\t0.468\t1.122\t1.087\t0.691\t-0.403\t-0.040\t0.000\t0.565\t0.362\t0.596\t0.000\t0.700\t1.814\t1.603\t0.000\t0.890\t0.962\t1.209\t1.059\t1.130\t0.833\t0.749\n0\t0.775\t0.464\t1.354\t0.991\t0.188\t1.498\t0.949\t0.419\t2.173\t2.314\t0.365\t-1.302\t0.000\t0.845\t0.306\t-1.571\t2.548\t0.818\t-0.172\t-0.343\t0.000\t1.463\t0.865\t1.053\t0.858\t1.437\t1.347\t1.089\n0\t0.526\t-0.687\t1.554\t2.766\t-0.764\t0.881\t1.487\t0.927\t0.000\t0.987\t-0.148\t0.712\t2.215\t0.849\t0.786\t-1.491\t2.548\t0.877\t-2.044\t1.140\t0.000\t1.811\t1.231\t1.452\t1.360\t1.029\t1.061\t1.363\n1\t0.991\t0.004\t0.705\t1.195\t-0.739\t0.639\t-0.749\t1.691\t2.173\t0.743\t-2.249\t1.451\t0.000\t1.105\t0.962\t0.385\t0.000\t0.877\t0.302\t-1.044\t3.102\t3.797\t2.172\t1.453\t1.040\t0.680\t1.352\t1.172\n0\t0.363\t-1.732\t-0.789\t2.071\t1.102\t0.662\t-1.157\t0.205\t0.000\t0.644\t-1.213\t0.958\t2.215\t0.957\t-0.371\t-0.962\t0.000\t0.859\t1.400\t-0.255\t0.000\t1.363\t1.012\t1.191\t1.051\t0.642\t0.720\t0.817\n0\t0.529\t-0.252\t-0.961\t1.650\t-0.564\t0.924\t-1.192\t0.098\t2.173\t1.720\t-0.150\t1.353\t0.000\t0.968\t1.435\t1.724\t0.000\t1.087\t0.326\t-0.767\t3.102\t0.968\t0.895\t0.981\t1.609\t1.198\t1.387\t1.186\n1\t1.227\t0.492\t0.443\t1.480\t-1.238\t1.484\t0.400\t-1.114\t2.173\t0.804\t2.285\t0.043\t0.000\t0.369\t0.330\t0.814\t2.548\t1.282\t-0.980\t1.703\t0.000\t0.624\t0.651\t1.863\t1.317\t0.909\t1.106\t1.059\n1\t0.604\t-1.295\t0.069\t0.793\t0.783\t0.758\t-0.485\t-1.104\t2.173\t0.747\t-0.168\t0.700\t2.215\t1.424\t0.157\t-0.467\t0.000\t0.375\t1.645\t-1.681\t0.000\t1.096\t1.011\t0.986\t1.305\t1.120\t1.051\t1.202\n0\t1.566\t-0.173\t0.736\t1.850\t-1.315\t0.733\t0.444\t-1.518\t2.173\t1.041\t0.453\t0.138\t0.000\t0.877\t-1.071\t0.416\t0.000\t1.936\t1.121\t-1.301\t0.000\t1.063\t0.904\t2.268\t1.357\t0.888\t0.998\t0.979\n0\t0.397\t-0.803\t0.027\t1.017\t-0.058\t0.490\t-0.044\t1.621\t0.000\t0.676\t-0.539\t-1.050\t2.215\t1.301\t1.268\t-0.577\t2.548\t0.706\t-0.213\t0.803\t0.000\t0.887\t0.936\t0.987\t2.764\t1.204\t1.754\t1.438\n1\t0.606\t-1.310\t1.567\t0.917\t-0.246\t1.486\t2.334\t0.093\t0.000\t1.601\t-0.851\t-1.301\t2.215\t1.417\t-0.446\t1.714\t1.274\t1.524\t-0.723\t0.884\t0.000\t0.765\t0.874\t1.031\t0.920\t0.728\t0.821\t0.765\n0\t1.559\t-0.187\t-1.727\t0.333\t1.738\t0.647\t-0.253\t-0.359\t1.087\t1.119\t0.421\t0.512\t0.000\t0.977\t-0.301\t0.921\t2.548\t1.915\t0.972\t-0.799\t0.000\t1.273\t1.059\t0.984\t0.767\t0.906\t0.774\t0.776\n1\t0.624\t-0.479\t0.230\t1.307\t-0.850\t1.333\t-0.620\t-0.358\t0.000\t1.790\t0.135\t1.596\t2.215\t1.533\t0.116\t0.931\t2.548\t0.649\t-0.872\t1.013\t0.000\t0.961\t1.431\t1.034\t1.245\t0.992\t1.318\t1.092\n0\t0.915\t1.588\t-1.124\t1.047\t-1.461\t1.061\t1.106\t1.244\t2.173\t0.591\t0.995\t-0.688\t0.000\t0.991\t1.064\t0.223\t1.274\t1.342\t2.022\t-0.074\t0.000\t1.073\t0.808\t0.975\t1.025\t1.018\t0.909\t0.893\n0\t0.368\t1.543\t0.216\t1.509\t-1.572\t0.305\t-0.777\t1.080\t2.173\t0.627\t-0.336\t-1.081\t2.215\t0.478\t0.754\t-0.453\t0.000\t1.119\t0.413\t0.381\t0.000\t0.567\t0.713\t1.031\t1.098\t0.615\t0.873\t0.746\n0\t1.269\t-0.307\t-1.573\t0.426\t0.500\t0.770\t-0.155\t0.422\t0.000\t0.779\t-1.450\t-1.536\t2.215\t0.634\t-1.304\t0.235\t0.000\t0.949\t-0.294\t-0.613\t3.102\t0.883\t0.769\t0.987\t0.776\t0.739\t0.773\t0.726\n1\t1.984\t0.777\t0.494\t0.578\t-0.956\t0.469\t1.264\t1.164\t2.173\t0.553\t1.389\t-1.713\t1.107\t0.643\t-1.235\t-1.324\t0.000\t1.435\t0.705\t-1.168\t0.000\t0.762\t0.995\t1.431\t0.950\t0.394\t0.721\t0.794\n1\t0.284\t1.928\t0.052\t1.889\t1.004\t0.906\t-2.170\t-0.222\t0.000\t1.468\t0.631\t-0.971\t2.215\t2.292\t0.130\t0.430\t0.000\t0.993\t-0.086\t-1.440\t3.102\t4.024\t2.385\t0.996\t1.299\t0.614\t1.978\t1.840\n1\t1.517\t-0.218\t-1.492\t0.985\t1.528\t0.904\t-0.639\t0.343\t2.173\t0.665\t1.220\t0.307\t0.000\t0.414\t-1.732\t1.467\t0.000\t0.939\t-0.335\t-0.995\t0.000\t0.899\t1.009\t0.996\t0.675\t0.647\t0.869\t0.818\n0\t2.636\t0.295\t-1.045\t2.473\t-0.724\t1.982\t-0.327\t0.751\t2.173\t0.626\t-0.162\t0.125\t0.000\t0.770\t-0.139\t1.366\t2.548\t0.708\t-1.922\t1.675\t0.000\t1.405\t0.983\t1.012\t2.683\t0.821\t1.703\t1.481\n1\t2.015\t-0.460\t0.973\t1.126\t0.680\t0.796\t-0.749\t-1.239\t2.173\t1.262\t-0.171\t-0.298\t2.215\t0.888\t1.153\t-0.822\t0.000\t0.961\t0.314\t1.730\t0.000\t0.893\t1.097\t0.989\t1.338\t1.189\t1.135\t1.064\n0\t0.791\t0.797\t0.013\t0.266\t-1.042\t0.850\t-1.778\t0.691\t0.000\t0.597\t2.123\t-1.468\t0.000\t1.134\t1.726\t-0.248\t0.000\t1.332\t0.934\t-1.221\t3.102\t0.987\t0.879\t0.986\t0.694\t0.961\t0.726\t0.664\n0\t0.803\t2.166\t0.242\t0.871\t1.314\t0.741\t1.405\t-0.247\t2.173\t0.563\t0.229\t1.150\t0.000\t0.322\t0.471\t1.535\t0.000\t0.595\t-1.646\t-0.634\t0.000\t0.892\t0.604\t0.986\t0.951\t1.079\t0.959\t1.223\n1\t0.585\t-1.843\t-0.910\t1.232\t0.606\t1.188\t-2.283\t0.372\t0.000\t1.033\t0.340\t-1.432\t1.107\t0.444\t-1.106\t0.079\t2.548\t0.824\t-1.012\t-1.327\t0.000\t1.740\t0.989\t1.152\t1.597\t0.940\t1.418\t1.171\n0\t1.398\t0.743\t-0.171\t0.585\t-0.429\t0.568\t-0.732\t1.420\t2.173\t0.422\t-1.919\t-1.366\t0.000\t0.527\t-1.652\t0.132\t0.000\t1.077\t0.459\t1.389\t3.102\t0.708\t1.082\t0.984\t1.450\t0.572\t0.984\t1.165\n0\t0.534\t0.725\t0.560\t2.122\t0.940\t2.734\t0.648\t-0.848\t2.173\t1.059\t0.826\t-0.460\t0.000\t4.288\t0.213\t1.023\t2.548\t0.435\t0.136\t-1.249\t0.000\t0.655\t0.788\t0.991\t1.708\t4.332\t2.398\t1.795\n0\t1.160\t0.434\t-1.459\t1.680\t1.470\t1.069\t1.285\t-0.135\t1.087\t0.818\t2.849\t1.073\t0.000\t0.596\t0.143\t-1.021\t0.000\t0.562\t0.095\t0.862\t0.000\t0.633\t0.928\t0.989\t0.818\t0.561\t1.052\t0.814\n0\t0.879\t-0.837\t-0.121\t0.823\t-0.525\t1.227\t-0.833\t-1.071\t0.000\t1.174\t1.004\t0.787\t0.000\t1.610\t0.220\t0.692\t2.548\t1.789\t-0.932\t-1.623\t0.000\t1.124\t0.822\t0.992\t0.953\t0.537\t1.057\t0.960\n1\t0.324\t-0.596\t0.920\t1.207\t-1.088\t1.154\t-0.055\t1.276\t2.173\t0.967\t1.614\t0.190\t0.000\t0.644\t0.821\t-0.513\t2.548\t0.729\t-0.005\t-0.497\t0.000\t1.202\t0.741\t0.989\t1.312\t1.199\t1.059\t1.265\n0\t1.546\t-0.825\t-0.568\t2.154\t-0.029\t1.267\t-0.241\t1.358\t0.000\t1.672\t0.028\t-1.608\t2.215\t0.714\t0.768\t1.528\t2.548\t1.949\t-0.346\t0.243\t0.000\t1.431\t1.132\t1.182\t1.821\t0.605\t1.315\t1.237\n0\t0.481\t-1.166\t-1.721\t1.030\t1.628\t0.954\t1.204\t0.594\t0.000\t0.891\t0.615\t-1.120\t2.215\t0.734\t1.173\t-0.541\t2.548\t0.476\t-0.122\t0.081\t0.000\t0.885\t0.819\t0.976\t2.095\t0.515\t1.792\t1.841\n1\t0.433\t-0.259\t1.216\t0.952\t0.120\t0.886\t1.038\t-0.364\t0.000\t0.807\t0.860\t-0.943\t0.000\t1.632\t1.090\t1.035\t2.548\t1.040\t-0.115\t-1.604\t3.102\t0.907\t1.008\t0.991\t0.785\t0.993\t0.963\t0.824\n0\t1.067\t-1.079\t0.736\t0.948\t1.289\t0.942\t-0.975\t-1.187\t0.000\t2.344\t-0.818\t-0.591\t0.000\t1.712\t0.088\t0.674\t2.548\t2.121\t-1.799\t1.478\t0.000\t1.634\t1.648\t0.990\t0.760\t0.560\t1.403\t1.224\n1\t0.369\t0.660\t1.732\t0.098\t-0.648\t2.617\t1.111\t0.657\t0.000\t2.247\t-0.542\t-1.032\t0.000\t1.207\t-1.331\t1.595\t1.274\t2.166\t-0.944\t-0.633\t3.102\t1.625\t1.095\t0.838\t0.654\t1.138\t0.939\t0.792\n0\t0.589\t-0.595\t0.733\t1.041\t0.104\t0.833\t-1.210\t1.452\t2.173\t0.751\t-1.220\t-0.814\t0.000\t0.924\t-0.510\t-0.467\t2.548\t0.425\t-1.480\t1.725\t0.000\t0.588\t0.801\t0.986\t0.745\t1.140\t0.922\t0.825\n0\t0.999\t-1.420\t0.534\t1.497\t0.946\t0.598\t-1.028\t-0.054\t0.000\t0.760\t-0.382\t-1.221\t2.215\t0.615\t-0.411\t-0.659\t0.000\t1.450\t0.184\t-1.487\t1.551\t0.652\t0.955\t0.994\t1.350\t0.371\t1.216\t1.028\n0\t0.531\t-0.441\t-0.710\t2.335\t0.111\t2.794\t0.285\t-1.611\t2.173\t2.270\t0.258\t0.288\t0.000\t0.526\t0.987\t1.388\t1.274\t0.747\t-0.531\t-1.332\t0.000\t1.863\t1.252\t1.041\t2.405\t0.889\t1.601\t1.500\n1\t0.754\t-1.222\t-0.374\t0.476\t-1.187\t0.820\t-0.084\t0.025\t0.000\t1.207\t-0.880\t1.238\t2.215\t0.769\t-0.809\t-1.227\t0.000\t0.994\t0.279\t-1.723\t3.102\t0.899\t0.851\t0.990\t1.125\t0.794\t0.931\t0.816\n0\t0.639\t-0.527\t1.259\t0.868\t0.950\t0.595\t-0.285\t-1.492\t2.173\t1.137\t1.394\t-0.539\t2.215\t0.780\t2.084\t-0.248\t0.000\t0.680\t1.990\t0.314\t0.000\t0.392\t0.628\t0.986\t0.826\t1.492\t1.032\t0.990\n1\t2.215\t0.371\t0.053\t0.907\t-0.404\t1.580\t0.454\t1.648\t0.000\t0.498\t-0.433\t0.813\t1.107\t0.320\t0.168\t-0.892\t0.000\t0.579\t0.777\t-0.967\t3.102\t0.978\t0.952\t0.998\t0.648\t0.604\t0.629\t0.893\n0\t0.645\t0.501\t-1.263\t0.470\t-0.245\t1.073\t1.419\t-1.669\t0.000\t1.529\t0.139\t0.169\t1.107\t0.928\t-0.721\t0.683\t0.000\t0.947\t-0.304\t-1.067\t3.102\t2.875\t1.727\t0.984\t1.111\t1.014\t1.355\t1.131\n1\t1.935\t0.093\t0.397\t1.395\t0.186\t1.188\t-0.360\t-1.446\t2.173\t0.370\t-1.038\t-1.369\t0.000\t0.617\t-2.203\t-1.591\t0.000\t0.463\t0.538\t-0.421\t0.000\t0.661\t0.669\t0.977\t0.538\t0.739\t1.098\t0.874\n0\t1.827\t0.076\t1.436\t1.031\t-0.468\t1.050\t0.140\t0.054\t0.000\t0.560\t-0.822\t-0.593\t0.000\t0.398\t-0.633\t-0.107\t2.548\t0.604\t-0.070\t-1.111\t3.102\t1.226\t0.823\t1.881\t0.960\t0.317\t0.625\t0.729\n1\t0.830\t-1.064\t-0.818\t0.439\t1.202\t0.905\t-1.727\t1.367\t0.000\t1.443\t-1.642\t-0.299\t2.215\t0.949\t-1.426\t-1.509\t0.000\t1.170\t-1.171\t0.641\t3.102\t0.882\t0.839\t0.986\t0.811\t0.894\t0.942\t0.786\n0\t0.660\t-1.986\t-1.308\t1.060\t0.162\t1.050\t-0.837\t0.965\t2.173\t1.470\t-1.975\t-0.168\t0.000\t2.136\t-0.449\t1.586\t2.548\t3.257\t-1.096\t-0.812\t0.000\t1.878\t2.170\t1.124\t1.406\t1.043\t1.692\t1.366\n1\t1.161\t-0.814\t1.692\t2.167\t-1.197\t0.816\t0.357\t0.087\t1.087\t0.938\t-0.816\t0.828\t2.215\t0.894\t-1.494\t0.382\t0.000\t0.613\t-0.641\t-1.181\t0.000\t0.885\t1.154\t1.128\t1.179\t1.143\t1.195\t0.999\n1\t0.577\t1.015\t-1.222\t0.825\t-0.058\t1.370\t1.053\t-0.489\t2.173\t0.998\t0.490\t1.029\t0.000\t1.455\t-1.684\t1.472\t0.000\t1.267\t1.072\t1.499\t0.000\t0.842\t0.673\t0.984\t0.828\t1.003\t0.987\t0.860\n0\t0.577\t-0.263\t-1.424\t0.794\t0.305\t0.809\t-1.081\t1.041\t2.173\t1.392\t0.387\t-0.881\t2.215\t0.584\t-0.307\t1.352\t0.000\t0.878\t0.700\t0.073\t0.000\t0.874\t0.962\t0.984\t0.756\t1.999\t1.031\t0.854\n1\t2.383\t-0.322\t-0.920\t0.528\t-0.697\t1.099\t1.574\t1.009\t2.173\t0.769\t-0.772\t-0.922\t0.000\t1.151\t-0.693\t0.826\t0.000\t0.447\t0.822\t1.344\t1.551\t1.443\t0.962\t0.978\t2.062\t0.316\t1.310\t1.279\n0\t0.739\t1.142\t1.284\t0.945\t0.128\t0.527\t0.726\t-0.150\t2.173\t0.823\t2.255\t-1.497\t0.000\t1.057\t0.780\t0.843\t2.548\t0.946\t-0.033\t-0.668\t0.000\t0.859\t0.851\t0.999\t0.668\t0.727\t0.591\t0.574\n1\t0.608\t0.729\t1.648\t1.127\t-0.947\t0.937\t1.175\t1.427\t2.173\t0.506\t-0.311\t-0.507\t1.107\t0.420\t2.247\t-0.371\t0.000\t0.936\t0.722\t0.217\t0.000\t0.708\t0.980\t0.983\t0.861\t1.303\t0.826\t0.756\n1\t0.687\t0.285\t-0.667\t0.233\t0.478\t0.733\t0.154\t1.666\t0.000\t1.403\t-0.573\t1.026\t2.215\t1.546\t-0.861\t-0.568\t1.274\t1.071\t-0.625\t-1.294\t0.000\t0.885\t1.067\t0.987\t1.266\t1.576\t1.197\t1.047\n0\t1.546\t-1.760\t-0.550\t1.508\t-0.105\t1.498\t-1.324\t1.555\t0.000\t0.225\t-1.402\t1.027\t0.000\t0.547\t-0.005\t0.184\t2.548\t1.135\t-0.254\t1.528\t0.000\t1.062\t0.783\t0.989\t0.490\t0.252\t0.525\t0.638\n0\t0.499\t-0.452\t-1.221\t0.313\t0.282\t1.121\t0.623\t-0.851\t2.173\t1.631\t-0.668\t0.860\t2.215\t0.607\t-0.407\t-0.592\t0.000\t0.517\t0.080\t1.407\t0.000\t0.625\t0.866\t0.990\t0.782\t2.436\t1.198\t0.904\n0\t1.145\t0.971\t0.265\t0.506\t-0.732\t0.849\t1.028\t1.009\t2.173\t1.129\t-0.613\t-1.529\t2.215\t0.776\t-0.653\t-0.383\t0.000\t0.796\t-1.168\t-0.643\t0.000\t0.364\t0.798\t0.990\t0.882\t1.730\t1.115\t0.991\n0\t2.109\t0.829\t-0.232\t0.609\t1.696\t1.414\t0.064\t0.022\t0.000\t1.270\t0.706\t-1.580\t0.000\t1.581\t-0.256\t1.576\t2.548\t1.337\t1.008\t1.549\t3.102\t0.861\t1.270\t1.549\t1.419\t0.908\t1.047\t1.024\n0\t1.140\t0.551\t-0.655\t1.880\t-1.215\t0.953\t0.253\t-0.513\t0.000\t1.284\t-2.202\t1.102\t0.000\t1.912\t-0.345\t0.436\t2.548\t1.244\t0.269\t1.558\t3.102\t1.634\t1.149\t0.988\t1.573\t1.084\t1.084\t1.014\n0\t0.957\t0.902\t-1.418\t0.476\t1.723\t0.937\t-2.683\t0.256\t0.000\t1.366\t-0.873\t1.740\t2.215\t1.197\t1.489\t-0.350\t2.548\t0.675\t-1.540\t0.429\t0.000\t0.570\t1.805\t0.987\t1.074\t2.571\t2.666\t2.088\n1\t0.285\t0.871\t0.008\t1.298\t0.277\t0.832\t-1.822\t-1.554\t0.000\t0.925\t-1.033\t-1.404\t0.000\t1.057\t-0.677\t0.980\t2.548\t1.038\t-0.476\t-0.308\t3.102\t0.784\t1.025\t0.983\t2.140\t0.737\t1.576\t2.339\n1\t1.974\t-0.009\t-0.801\t0.329\t-1.380\t0.860\t-0.239\t0.808\t0.000\t0.663\t0.801\t0.883\t0.000\t0.887\t-1.066\t-1.197\t0.000\t0.813\t0.359\t-1.300\t3.102\t0.902\t0.884\t0.988\t0.796\t0.587\t0.587\t0.756\n1\t0.643\t-0.689\t-0.362\t2.068\t-0.793\t0.317\t0.398\t1.269\t0.000\t0.937\t-1.152\t0.801\t2.215\t0.895\t1.312\t0.272\t0.000\t0.907\t-0.660\t1.212\t0.000\t0.913\t0.874\t0.987\t1.169\t0.754\t0.901\t1.157\n1\t0.990\t1.161\t0.151\t0.918\t1.508\t1.090\t0.764\t1.599\t2.173\t0.771\t0.372\t-0.533\t2.215\t0.668\t1.667\t1.614\t0.000\t1.432\t1.915\t-0.112\t0.000\t1.105\t1.011\t1.242\t0.981\t1.293\t0.991\t0.864\n0\t1.774\t0.690\t-1.043\t0.504\t-0.332\t0.560\t-1.958\t0.803\t0.000\t1.170\t0.962\t-1.685\t0.000\t0.940\t-1.038\t-0.531\t2.548\t2.253\t-0.039\t0.351\t3.102\t1.423\t1.417\t0.989\t1.206\t1.018\t1.131\t1.087\n1\t0.657\t1.143\t1.170\t0.666\t-1.016\t0.937\t1.058\t0.130\t0.000\t1.357\t1.256\t-1.206\t2.215\t0.419\t1.559\t0.399\t0.000\t0.739\t0.153\t1.576\t3.102\t0.719\t0.788\t0.990\t0.805\t0.752\t0.824\t0.721\n1\t0.777\t0.438\t0.259\t0.587\t-1.717\t0.946\t-0.706\t-1.299\t2.173\t1.515\t-0.181\t0.647\t2.215\t0.582\t-1.415\t-0.684\t0.000\t0.546\t-0.314\t-0.692\t0.000\t0.388\t1.015\t0.983\t0.925\t1.794\t0.943\t0.791\n0\t1.806\t1.848\t-0.973\t0.721\t-1.389\t1.046\t-0.340\t0.813\t2.173\t0.397\t-0.501\t0.088\t0.000\t0.451\t1.388\t0.438\t1.274\t0.366\t2.068\t0.718\t0.000\t1.089\t1.117\t0.973\t0.766\t0.964\t1.603\t1.271\n0\t0.657\t-0.367\t0.936\t0.993\t-0.222\t0.812\t0.583\t0.071\t1.087\t1.121\t-1.529\t1.740\t0.000\t1.218\t-0.617\t-1.519\t0.000\t0.457\t2.474\t-1.053\t0.000\t0.906\t0.856\t0.989\t0.858\t0.714\t1.161\t0.955\n1\t1.031\t-0.302\t-1.196\t0.198\t0.173\t0.794\t-0.337\t1.579\t0.000\t1.047\t0.890\t0.097\t2.215\t0.582\t-0.634\t0.666\t0.000\t0.516\t1.035\t-0.906\t3.102\t0.923\t0.844\t0.987\t0.903\t0.532\t0.837\t0.742\n1\t0.845\t-0.561\t1.269\t2.064\t-1.637\t1.052\t0.221\t0.198\t0.000\t1.569\t-0.774\t-0.650\t1.107\t0.530\t-1.475\t0.760\t0.000\t0.949\t-0.739\t0.418\t3.102\t0.471\t0.988\t0.996\t0.851\t0.906\t0.941\t0.787\n0\t0.802\t-0.450\t-0.275\t0.579\t-0.531\t1.010\t-1.537\t1.483\t0.000\t0.969\t-1.947\t0.020\t0.000\t1.048\t-0.602\t0.493\t1.274\t1.649\t-1.100\t-1.629\t0.000\t0.690\t1.132\t0.984\t0.503\t0.679\t0.765\t0.768\n0\t1.493\t0.571\t0.319\t0.585\t-0.417\t0.634\t1.473\t-1.575\t1.087\t0.718\t2.164\t-1.040\t0.000\t0.581\t1.629\t1.425\t0.000\t1.018\t0.546\t0.666\t3.102\t0.818\t0.899\t0.983\t1.031\t0.848\t0.718\t0.742\n0\t1.021\t-1.082\t-1.035\t0.562\t-1.476\t1.414\t-0.256\t-1.709\t0.000\t1.786\t-1.686\t-0.008\t0.000\t1.735\t-0.087\t0.085\t1.274\t2.224\t-2.212\t-1.541\t0.000\t0.857\t0.774\t0.992\t1.051\t0.878\t0.871\t0.731\n1\t0.578\t0.163\t-0.534\t1.293\t0.570\t0.881\t1.792\t-0.549\t0.000\t1.435\t-1.246\t-1.540\t1.107\t0.622\t-1.453\t-0.113\t0.000\t1.875\t-0.910\t1.175\t1.551\t0.426\t0.870\t1.005\t0.988\t0.959\t1.036\t0.850\n1\t0.621\t0.102\t0.586\t0.716\t-0.506\t0.598\t0.753\t0.296\t0.000\t0.913\t1.240\t-1.672\t2.215\t0.778\t0.028\t-0.334\t0.000\t1.417\t0.077\t1.672\t3.102\t0.803\t0.965\t0.987\t1.208\t0.657\t0.844\t0.813\n0\t1.440\t0.186\t-0.506\t0.837\t1.305\t0.470\t0.424\t-1.630\t0.000\t1.173\t0.102\t0.129\t2.215\t1.036\t0.414\t1.192\t0.000\t0.781\t2.451\t1.501\t0.000\t0.706\t1.097\t1.518\t0.804\t0.736\t0.733\t0.735\n0\t3.021\t0.011\t-1.714\t2.751\t-1.559\t1.541\t-1.833\t0.142\t0.000\t3.094\t-0.046\t0.351\t2.215\t1.617\t-0.485\t-1.203\t1.274\t0.819\t-0.782\t1.141\t0.000\t1.022\t0.902\t0.998\t2.874\t2.414\t1.952\t1.463\n0\t1.388\t-0.457\t1.176\t1.108\t1.724\t0.875\t0.918\t0.362\t2.173\t0.629\t1.295\t-0.486\t0.000\t0.839\t-0.709\t-1.047\t2.548\t0.853\t-0.291\t0.177\t0.000\t1.049\t0.989\t0.984\t1.563\t1.446\t1.127\t1.036\n1\t0.633\t-0.776\t-1.364\t0.315\t0.241\t0.829\t0.163\t1.377\t2.173\t0.345\t-0.389\t0.854\t0.000\t1.438\t0.878\t-0.480\t2.548\t0.476\t-1.467\t-0.117\t0.000\t0.561\t1.072\t0.989\t0.754\t1.464\t0.892\t0.749\n1\t0.903\t0.326\t0.049\t0.403\t-1.484\t0.611\t-0.417\t-1.443\t1.087\t0.917\t-1.658\t1.005\t0.000\t0.732\t1.469\t-0.915\t0.000\t0.876\t0.067\t-0.143\t0.000\t0.936\t1.025\t0.988\t0.573\t0.781\t0.661\t0.620\n1\t0.630\t1.030\t-0.339\t0.917\t0.750\t0.648\t0.887\t0.590\t0.000\t0.910\t0.250\t-1.073\t2.215\t1.158\t-0.581\t-1.598\t2.548\t0.786\t-0.532\t0.660\t0.000\t0.924\t1.118\t0.988\t1.358\t0.709\t0.996\t0.925\n1\t0.643\t1.652\t1.314\t0.822\t0.297\t0.949\t0.731\t0.478\t1.087\t1.002\t0.431\t-1.018\t2.215\t0.723\t-0.149\t-1.346\t0.000\t0.466\t-0.259\t-0.217\t0.000\t0.547\t0.933\t0.987\t0.930\t1.416\t0.821\t0.722\n0\t0.658\t-0.020\t-1.433\t0.813\t0.078\t1.526\t0.241\t-0.966\t0.000\t1.173\t0.134\t0.854\t1.107\t0.269\t-1.591\t0.202\t0.000\t0.458\t1.051\t-0.866\t3.102\t1.678\t0.985\t0.991\t0.800\t0.769\t0.992\t0.815\n1\t0.890\t1.176\t1.335\t0.709\t-1.082\t1.161\t0.864\t-0.627\t2.173\t1.487\t0.019\t1.130\t0.000\t0.339\t-0.132\t0.043\t0.000\t0.688\t0.629\t0.643\t3.102\t0.908\t0.601\t0.987\t0.957\t0.863\t0.945\t0.825\n1\t0.693\t0.131\t-0.041\t0.912\t1.508\t0.814\t-0.120\t-1.213\t0.000\t0.569\t-1.287\t-1.297\t0.000\t1.389\t-0.088\t0.797\t2.548\t1.727\t-0.497\t0.009\t3.102\t0.930\t1.126\t1.084\t0.721\t0.828\t0.928\t0.814\n1\t2.035\t-0.933\t0.827\t0.557\t-1.480\t0.816\t0.160\t-1.175\t2.173\t0.774\t-0.006\t-0.110\t2.215\t0.411\t0.680\t-0.906\t0.000\t0.910\t-1.093\t-1.685\t0.000\t0.932\t0.854\t1.289\t1.327\t0.963\t1.000\t0.837\n1\t0.792\t-0.079\t-1.313\t0.521\t-1.564\t1.441\t-0.161\t0.316\t2.173\t0.711\t-1.261\t0.674\t0.000\t0.617\t-1.004\t1.514\t2.548\t0.850\t-1.879\t-1.694\t0.000\t0.994\t0.648\t0.986\t1.424\t1.184\t1.036\t1.123\n1\t0.625\t0.090\t-1.275\t0.819\t-1.611\t0.971\t0.055\t0.864\t2.173\t0.539\t-0.242\t-0.336\t2.215\t0.780\t1.290\t0.507\t0.000\t0.749\t0.381\t-0.520\t0.000\t0.794\t0.950\t0.987\t0.743\t0.955\t0.832\t0.850\n1\t1.448\t0.108\t-0.536\t0.756\t-1.610\t1.154\t-1.456\t-1.528\t0.000\t1.595\t-2.176\t1.144\t0.000\t1.290\t1.185\t-0.238\t0.000\t2.161\t-0.678\t0.066\t3.102\t0.884\t0.621\t1.193\t1.055\t0.887\t0.945\t0.877\n1\t0.587\t1.140\t0.195\t0.717\t0.219\t0.518\t2.926\t0.858\t0.000\t0.768\t1.038\t-0.686\t2.215\t0.803\t0.395\t1.680\t1.274\t0.702\t1.983\t-1.429\t0.000\t0.855\t1.134\t1.003\t0.781\t0.756\t0.892\t1.021\n1\t0.408\t-1.375\t0.076\t0.948\t-0.243\t0.522\t-0.554\t-0.568\t0.000\t0.644\t0.614\t-0.393\t0.000\t1.518\t0.163\t1.436\t0.000\t1.183\t-1.180\t1.071\t3.102\t0.801\t0.878\t0.986\t0.910\t0.301\t0.749\t0.693\n0\t1.530\t-1.100\t-0.551\t0.348\t-0.695\t0.569\t-0.851\t0.123\t2.173\t0.769\t-0.141\t1.499\t0.000\t1.758\t0.126\t1.029\t0.000\t0.570\t-1.303\t-1.424\t3.102\t0.775\t0.862\t0.990\t0.773\t0.631\t0.763\t0.941\n0\t0.777\t0.196\t-0.328\t1.498\t-0.489\t0.748\t-0.445\t1.671\t0.000\t0.709\t-1.393\t1.526\t0.000\t0.958\t1.166\t0.833\t0.000\t1.489\t-0.134\t-0.690\t3.102\t0.947\t0.944\t0.976\t0.738\t0.760\t0.707\t0.755\n1\t0.626\t-1.904\t-1.432\t1.225\t0.771\t0.526\t-0.317\t-0.356\t2.173\t0.461\t-0.545\t-1.666\t0.000\t0.836\t0.300\t-0.775\t0.000\t1.195\t0.984\t0.487\t3.102\t0.813\t0.928\t1.111\t1.091\t0.900\t1.243\t1.040\n1\t0.440\t-0.738\t1.663\t1.597\t-0.026\t1.622\t-2.425\t1.112\t0.000\t1.062\t-0.972\t-0.861\t2.215\t0.982\t-2.080\t-1.701\t0.000\t1.901\t-0.662\t-0.239\t3.102\t0.592\t0.849\t1.160\t0.675\t0.695\t0.779\t0.787\n0\t1.840\t-0.674\t-0.705\t1.012\t-1.247\t1.074\t-0.300\t0.621\t0.000\t0.949\t0.099\t1.238\t2.215\t0.843\t0.146\t-1.444\t2.548\t0.544\t0.373\t-0.156\t0.000\t0.933\t0.951\t0.988\t0.785\t0.631\t0.857\t0.945\n1\t0.402\t-1.780\t-1.184\t0.276\t0.724\t0.907\t-1.129\t-0.413\t0.000\t0.872\t-0.434\t-1.249\t2.215\t0.903\t-0.906\t0.230\t0.000\t1.141\t0.020\t0.912\t0.000\t0.898\t1.071\t0.981\t0.642\t0.763\t0.837\t0.716\n0\t0.753\t-0.153\t-0.866\t1.029\t1.640\t0.530\t-2.260\t-0.153\t0.000\t0.725\t-0.955\t-1.033\t0.000\t0.671\t0.343\t1.604\t2.548\t2.069\t-0.270\t0.504\t3.102\t1.312\t1.345\t0.991\t0.951\t0.820\t1.039\t0.909\n1\t1.696\t-1.657\t-0.665\t0.683\t-1.214\t0.944\t-1.153\t0.973\t2.173\t0.558\t-0.517\t-1.514\t2.215\t0.705\t-2.316\t0.732\t0.000\t0.918\t-1.335\t-0.329\t0.000\t0.909\t0.864\t0.990\t1.366\t0.904\t0.984\t0.847\n0\t1.646\t-0.031\t-0.719\t1.286\t-0.239\t1.056\t-0.256\t1.362\t0.000\t0.475\t-0.389\t-0.197\t1.107\t0.663\t-0.130\t-1.624\t0.000\t1.408\t-0.159\t0.545\t0.000\t0.988\t0.834\t0.978\t0.556\t0.596\t0.572\t0.630\n1\t1.824\t-0.111\t-0.650\t0.632\t-0.048\t0.733\t-0.050\t0.069\t0.000\t1.313\t-0.163\t1.231\t2.215\t0.747\t-0.504\t1.502\t1.274\t0.622\t0.561\t-1.723\t0.000\t0.902\t1.046\t0.990\t0.902\t0.327\t0.890\t0.783\n0\t0.745\t-0.859\t-1.354\t1.732\t-0.704\t0.606\t-0.246\t0.180\t2.173\t0.799\t0.825\t1.468\t0.000\t0.980\t-0.888\t1.257\t2.548\t0.572\t-0.105\t-0.999\t0.000\t0.831\t0.960\t0.987\t0.963\t0.869\t0.801\t0.806\n0\t0.478\t1.131\t1.149\t0.361\t-0.886\t0.730\t1.409\t-1.430\t2.173\t0.535\t1.238\t1.485\t0.000\t0.873\t0.641\t0.092\t2.548\t0.910\t-0.269\t-0.784\t0.000\t0.904\t0.879\t0.994\t0.678\t1.041\t0.726\t0.653\n1\t1.052\t-0.045\t-0.633\t1.212\t0.147\t0.932\t0.467\t1.185\t2.173\t0.994\t-0.533\t-0.941\t0.000\t0.728\t-0.616\t-1.656\t2.548\t1.024\t-0.097\t0.056\t0.000\t1.050\t1.246\t1.012\t0.837\t0.839\t0.859\t0.814\n0\t0.896\t-0.111\t0.195\t0.826\t1.419\t0.587\t-0.522\t-1.080\t1.087\t0.647\t1.124\t-0.247\t0.000\t1.332\t0.240\t-1.554\t2.548\t0.716\t0.378\t0.813\t0.000\t0.790\t0.997\t1.064\t0.830\t0.639\t0.739\t0.709\n1\t1.775\t-0.030\t0.599\t0.271\t0.043\t0.910\t-0.155\t-1.689\t2.173\t0.716\t-0.084\t-0.931\t0.000\t0.763\t-0.336\t0.191\t0.000\t1.058\t0.870\t-1.184\t3.102\t0.974\t1.020\t0.988\t0.903\t0.805\t0.862\t0.796\n1\t0.626\t-0.067\t-1.208\t0.278\t-0.607\t1.271\t0.654\t0.304\t2.173\t1.486\t1.891\t-1.193\t0.000\t0.867\t1.916\t1.361\t0.000\t1.507\t-0.029\t1.044\t3.102\t1.303\t1.738\t0.989\t1.504\t1.043\t1.468\t1.586\n1\t1.210\t0.137\t0.766\t0.401\t1.559\t1.041\t0.338\t-0.644\t2.173\t1.438\t-0.696\t1.601\t0.000\t0.619\t0.526\t-0.252\t2.548\t0.711\t-0.284\t-0.086\t0.000\t1.064\t1.066\t0.987\t1.168\t0.366\t0.990\t0.881\n1\t0.497\t-0.887\t0.723\t2.221\t1.539\t1.334\t0.042\t-0.065\t0.000\t0.630\t0.141\t-1.521\t2.215\t0.692\t0.860\t-1.423\t0.000\t0.772\t-0.975\t-0.921\t3.102\t1.814\t1.256\t0.988\t0.744\t0.550\t0.864\t0.970\n1\t1.039\t-1.923\t0.051\t0.449\t0.432\t1.010\t0.144\t1.585\t2.173\t0.646\t-0.010\t0.361\t0.000\t0.580\t0.392\t-0.894\t0.000\t0.721\t0.055\t-0.618\t3.102\t0.875\t1.017\t0.975\t0.731\t0.827\t0.963\t0.838\n1\t0.694\t-2.157\t0.736\t1.403\t-1.709\t0.831\t-0.920\t-0.128\t2.173\t1.125\t-0.348\t-0.765\t1.107\t0.991\t-0.364\t1.395\t0.000\t0.546\t-0.050\t0.880\t0.000\t0.968\t0.993\t1.104\t1.498\t0.875\t1.166\t0.984\n0\t0.840\t-0.786\t-1.486\t0.870\t1.032\t1.204\t0.669\t1.065\t0.000\t1.165\t-0.657\t-0.938\t2.215\t1.538\t0.023\t-0.217\t0.000\t1.127\t-1.033\t-0.732\t3.102\t2.381\t1.834\t0.986\t0.906\t0.353\t1.325\t1.170\n0\t0.637\t0.411\t0.111\t0.364\t-1.464\t1.092\t0.249\t1.136\t1.087\t0.909\t1.050\t-0.209\t2.215\t1.122\t0.755\t-0.964\t0.000\t1.074\t1.079\t-0.941\t0.000\t0.985\t0.829\t0.994\t0.922\t1.509\t0.910\t0.859\n0\t0.654\t-0.750\t-0.137\t0.381\t1.168\t0.993\t-0.711\t-0.524\t0.000\t1.434\t-0.496\t1.278\t0.000\t0.754\t-1.207\t-1.176\t2.548\t0.451\t0.812\t0.568\t1.551\t1.128\t1.066\t0.985\t0.810\t0.775\t0.706\t0.762\n0\t0.720\t0.518\t0.217\t0.693\t1.653\t0.493\t1.074\t-0.493\t2.173\t0.459\t1.908\t1.400\t0.000\t0.393\t0.110\t1.122\t0.000\t0.416\t1.017\t1.294\t0.000\t0.708\t0.871\t0.990\t0.683\t0.615\t0.637\t0.587\n1\t0.463\t-0.246\t1.310\t0.474\t0.726\t0.606\t-0.496\t-1.322\t1.087\t0.379\t2.417\t0.079\t0.000\t1.048\t0.045\t-0.158\t2.548\t0.764\t1.027\t1.716\t0.000\t0.841\t1.015\t0.980\t0.977\t0.904\t0.934\t0.812\n1\t1.708\t-0.077\t-0.098\t1.133\t-0.715\t0.741\t0.639\t1.336\t2.173\t0.982\t0.347\t-1.433\t2.215\t0.522\t0.547\t0.255\t0.000\t0.674\t-0.597\t1.113\t0.000\t0.650\t0.791\t1.015\t1.273\t0.776\t0.972\t0.792\n0\t0.676\t0.556\t1.494\t0.478\t-0.453\t0.549\t-0.256\t-0.020\t0.000\t0.472\t1.039\t-0.222\t0.000\t0.494\t-0.965\t1.466\t1.274\t1.218\t-0.892\t-1.401\t3.102\t0.797\t1.055\t0.987\t0.859\t0.314\t0.778\t0.767\n1\t0.795\t-0.427\t0.789\t1.876\t1.411\t1.426\t-0.569\t-0.225\t2.173\t0.353\t0.057\t-0.790\t0.000\t0.347\t-0.219\t-1.627\t2.548\t1.003\t-0.894\t-1.684\t0.000\t0.726\t1.051\t0.983\t0.539\t0.849\t0.981\t0.811\n0\t0.416\t-1.827\t1.318\t1.242\t-0.210\t0.762\t-1.094\t0.086\t2.173\t1.006\t-0.006\t1.374\t0.000\t1.572\t-0.373\t-1.505\t0.000\t0.585\t-1.556\t-0.515\t0.000\t0.796\t0.843\t0.986\t0.665\t0.533\t0.788\t0.746\n0\t0.449\t-0.968\t1.600\t1.430\t-1.015\t0.641\t-0.304\t0.146\t2.173\t1.125\t0.870\t0.869\t2.215\t0.780\t0.598\t-1.528\t0.000\t0.701\t1.071\t-0.312\t0.000\t0.792\t0.979\t0.992\t0.916\t1.100\t0.941\t0.791\n1\t0.563\t-1.594\t1.430\t1.950\t0.708\t0.698\t-1.555\t-1.534\t2.173\t0.861\t-0.268\t-1.014\t2.215\t0.610\t0.180\t0.241\t0.000\t0.721\t-1.510\t-0.699\t0.000\t1.020\t1.008\t0.987\t1.528\t0.944\t1.102\t0.996\n0\t0.537\t-0.800\t-0.244\t2.371\t-0.687\t2.183\t-0.319\t0.979\t2.173\t1.136\t-0.053\t0.591\t0.000\t2.228\t0.134\t-0.705\t0.000\t1.679\t-0.227\t-1.401\t1.551\t0.625\t1.066\t0.996\t2.106\t1.701\t1.450\t1.183\n0\t2.459\t1.308\t-1.340\t1.364\t-1.241\t1.315\t0.556\t0.611\t1.087\t0.723\t1.092\t0.198\t0.000\t1.236\t-0.018\t-0.012\t0.000\t0.626\t-0.417\t-1.019\t3.102\t0.917\t0.940\t0.991\t0.829\t1.095\t1.253\t1.144\n1\t2.337\t-1.525\t-0.126\t0.234\t-1.309\t1.031\t-1.407\t0.576\t2.173\t1.611\t-1.296\t-1.399\t0.000\t1.092\t-0.786\t1.469\t2.548\t0.704\t-2.340\t-0.663\t0.000\t1.408\t1.134\t0.985\t0.949\t1.023\t1.078\t1.019\n1\t0.600\t1.295\t0.591\t1.280\t-1.266\t0.674\t0.655\t-0.029\t2.173\t1.058\t1.395\t1.344\t0.000\t1.416\t0.552\t-0.559\t2.548\t1.347\t0.268\t1.220\t0.000\t0.929\t1.198\t1.208\t0.901\t0.562\t0.946\t0.858\n0\t1.497\t1.063\t-0.932\t0.237\t-0.578\t0.334\t-0.029\t-0.360\t0.000\t0.786\t1.375\t1.053\t0.000\t0.621\t-0.407\t1.460\t2.548\t0.996\t1.308\t0.162\t3.102\t1.346\t0.973\t0.998\t0.779\t0.903\t0.697\t0.717\n1\t0.912\t-0.890\t-0.370\t0.775\t1.073\t1.174\t-0.448\t-1.236\t2.173\t1.015\t-1.093\t0.341\t0.000\t0.688\t-0.285\t0.919\t0.000\t1.000\t-0.613\t1.569\t1.551\t0.832\t0.761\t1.122\t1.039\t0.680\t0.887\t0.780\n1\t0.903\t-1.971\t0.797\t0.768\t-0.526\t1.085\t-0.717\t-1.125\t2.173\t0.814\t-1.644\t-1.681\t0.000\t1.067\t1.878\t0.246\t0.000\t1.590\t-1.104\t0.526\t0.000\t0.852\t0.952\t1.072\t0.988\t0.869\t0.935\t0.797\n0\t0.744\t-1.368\t0.370\t1.613\t0.450\t0.965\t-0.274\t-1.424\t2.173\t0.518\t-0.546\t-0.783\t0.000\t0.699\t-0.698\t1.512\t2.548\t0.781\t0.410\t0.006\t0.000\t0.709\t0.862\t0.976\t0.776\t0.548\t0.892\t0.771\n0\t1.044\t-1.073\t0.189\t0.531\t-0.968\t0.734\t-0.644\t-0.936\t0.000\t0.900\t-0.792\t0.911\t2.215\t1.117\t-0.855\t1.563\t1.274\t0.790\t-1.364\t-0.191\t0.000\t0.939\t0.944\t0.986\t0.761\t0.595\t0.761\t0.693\n0\t0.800\t0.321\t-1.096\t1.269\t-0.678\t1.208\t-0.513\t1.720\t2.173\t0.736\t0.835\t0.268\t2.215\t0.634\t-1.360\t0.379\t0.000\t0.440\t1.958\t-0.038\t0.000\t1.962\t1.257\t0.978\t1.096\t1.693\t1.210\t1.078\n1\t0.365\t-0.761\t-0.734\t2.465\t-1.611\t1.754\t0.834\t-1.695\t2.173\t1.693\t-0.098\t0.336\t0.000\t2.509\t1.093\t-0.294\t0.000\t0.954\t1.275\t0.190\t3.102\t1.057\t0.658\t0.985\t1.339\t1.441\t1.214\t1.344\n1\t0.669\t-0.898\t-1.284\t1.160\t-0.208\t0.933\t-0.155\t0.481\t0.000\t1.371\t-0.595\t-1.654\t2.215\t0.794\t1.802\t-0.557\t0.000\t0.896\t0.057\t-0.749\t3.102\t2.345\t1.395\t1.007\t0.982\t0.807\t1.278\t1.137\n0\t0.593\t-1.430\t0.834\t1.488\t-0.807\t0.912\t-0.901\t-0.943\t2.173\t1.585\t-0.005\t0.583\t2.215\t1.028\t-0.014\t1.083\t0.000\t0.477\t0.360\t-1.307\t0.000\t0.668\t1.043\t1.296\t1.526\t1.923\t1.208\t1.012\n1\t0.773\t0.898\t1.701\t0.790\t-0.497\t0.845\t1.549\t1.128\t0.000\t0.951\t0.468\t-0.318\t2.215\t0.631\t0.300\t0.851\t0.000\t0.772\t-0.449\t-1.283\t3.102\t0.923\t1.084\t0.993\t0.727\t0.721\t0.890\t0.768\n1\t0.953\t-0.205\t0.999\t0.514\t-0.066\t0.975\t1.539\t-1.562\t0.000\t1.088\t0.311\t0.196\t1.107\t0.917\t-0.624\t0.525\t0.000\t0.562\t-0.398\t-1.441\t3.102\t1.216\t0.850\t0.985\t0.814\t0.760\t0.880\t0.750\n1\t0.740\t-0.851\t-1.295\t0.760\t0.334\t1.425\t-0.150\t-0.200\t2.173\t1.188\t-2.420\t1.521\t0.000\t0.992\t-0.366\t1.478\t0.000\t0.628\t0.329\t0.895\t3.102\t0.939\t1.347\t1.034\t0.640\t0.880\t0.819\t0.756\n0\t0.601\t-1.811\t1.188\t0.845\t-1.672\t0.501\t-1.613\t-0.132\t0.000\t1.170\t-0.392\t0.773\t2.215\t0.902\t0.059\t-1.111\t2.548\t1.262\t-0.720\t-0.678\t0.000\t0.745\t0.883\t1.001\t0.856\t1.113\t0.859\t0.795\n0\t0.335\t2.180\t0.357\t1.986\t-0.138\t0.969\t-0.732\t1.553\t1.087\t0.981\t-1.400\t1.617\t0.000\t0.665\t0.207\t-0.711\t0.000\t1.153\t0.159\t1.632\t3.102\t0.935\t0.935\t0.979\t1.871\t0.544\t1.228\t1.284\n1\t0.813\t0.474\t-1.013\t1.236\t-0.331\t1.305\t0.664\t1.287\t0.000\t0.892\t0.544\t0.598\t0.000\t1.797\t0.399\t-0.268\t2.548\t1.384\t1.237\t1.539\t0.000\t0.974\t0.886\t0.990\t0.715\t0.865\t1.051\t0.964\n1\t0.610\t-0.597\t1.201\t1.076\t0.011\t1.130\t-2.213\t1.445\t0.000\t1.039\t-0.982\t-0.399\t2.215\t0.604\t-1.938\t0.163\t0.000\t1.937\t-0.205\t-0.464\t3.102\t0.932\t1.051\t0.988\t0.757\t0.507\t0.884\t0.788\n1\t1.267\t-1.487\t-1.231\t1.257\t1.674\t0.665\t-0.560\t-1.738\t0.000\t1.138\t-2.013\t-0.075\t0.000\t1.479\t-0.409\t-0.142\t2.548\t1.503\t-0.313\t0.921\t3.102\t0.832\t0.980\t0.989\t1.154\t0.933\t1.082\t0.908\n1\t0.494\t-1.155\t0.730\t0.291\t-0.382\t0.419\t-2.230\t1.185\t0.000\t0.193\t2.663\t1.315\t0.000\t0.527\t0.397\t-1.079\t2.548\t0.535\t0.184\t-0.423\t1.551\t0.817\t1.031\t0.988\t0.517\t0.230\t0.678\t0.654\n0\t0.518\t1.730\t0.911\t0.345\t1.156\t0.945\t0.403\t-0.689\t2.173\t0.793\t0.152\t-1.149\t0.000\t0.529\t2.288\t-0.075\t0.000\t1.216\t0.151\t1.459\t3.102\t1.675\t1.199\t0.989\t0.971\t1.068\t0.904\t0.813\n0\t0.940\t-1.159\t-0.192\t1.566\t0.495\t0.450\t0.594\t-1.455\t0.000\t0.505\t1.042\t1.069\t1.107\t0.685\t-0.128\t-0.671\t0.000\t1.198\t-0.516\t-1.479\t3.102\t0.799\t1.023\t0.989\t0.940\t0.850\t0.910\t0.779\n1\t1.045\t-0.183\t1.449\t0.646\t0.844\t0.886\t-0.112\t-0.739\t1.087\t1.648\t0.383\t1.183\t2.215\t1.819\t0.327\t-0.112\t0.000\t2.607\t2.496\t-1.091\t0.000\t1.321\t1.125\t0.981\t0.627\t1.813\t1.145\t0.972\n1\t0.715\t0.040\t-0.879\t0.991\t-1.116\t1.281\t-0.171\t0.983\t2.173\t0.729\t-0.431\t0.148\t2.215\t1.033\t-0.706\t-0.884\t0.000\t0.776\t-0.744\t0.879\t0.000\t0.989\t0.783\t0.983\t1.378\t0.992\t0.982\t0.840\n0\t0.396\t-0.917\t-1.506\t1.370\t-0.624\t0.631\t-0.191\t1.740\t1.087\t0.481\t-1.302\t0.024\t0.000\t0.750\t-0.852\t0.948\t0.000\t1.072\t0.483\t0.439\t3.102\t0.707\t0.880\t0.993\t0.769\t0.874\t0.686\t0.713\n1\t0.833\t-0.059\t1.128\t0.517\t-1.132\t0.651\t-0.583\t-0.397\t0.000\t0.844\t1.043\t1.240\t2.215\t1.080\t-0.339\t0.222\t0.000\t0.963\t0.200\t-1.022\t3.102\t0.873\t0.676\t0.986\t0.662\t0.806\t0.796\t0.699\n0\t0.591\t-0.857\t0.600\t2.762\t1.196\t0.587\t1.427\t-0.377\t0.000\t0.840\t-0.034\t-0.806\t2.215\t0.845\t-0.655\t-1.392\t1.274\t1.437\t0.413\t0.035\t0.000\t0.964\t0.853\t0.983\t1.238\t0.549\t0.872\t0.820\n0\t0.759\t1.242\t1.069\t0.951\t0.333\t0.814\t1.009\t-1.573\t0.000\t0.767\t0.396\t0.547\t2.215\t1.221\t0.361\t-0.975\t1.274\t1.045\t0.828\t-0.233\t0.000\t1.318\t0.932\t0.982\t0.540\t1.008\t0.792\t0.753\n1\t0.856\t0.447\t-0.077\t1.302\t-1.442\t1.142\t1.284\t1.128\t2.173\t0.510\t1.350\t0.311\t2.215\t0.639\t-0.182\t0.333\t0.000\t0.686\t0.925\t-1.400\t0.000\t0.893\t1.032\t1.378\t0.894\t0.757\t0.891\t0.766\n0\t1.562\t0.969\t0.909\t0.129\t0.377\t0.548\t1.241\t-0.864\t0.000\t0.906\t-0.062\t-1.711\t2.215\t1.017\t0.961\t-0.335\t0.000\t1.297\t0.677\t0.127\t3.102\t0.819\t0.862\t0.980\t0.671\t1.071\t0.725\t0.726\n0\t0.387\t1.397\t-1.144\t0.456\t0.690\t0.968\t-0.080\t0.298\t0.000\t0.888\t-1.142\t-1.340\t2.215\t0.415\t0.561\t-1.147\t2.548\t1.189\t-0.827\t0.573\t0.000\t0.871\t0.874\t0.984\t0.906\t0.668\t0.866\t0.762\n1\t0.765\t-0.213\t1.689\t2.183\t0.964\t1.078\t-0.524\t-0.751\t1.087\t0.482\t0.936\t-1.214\t0.000\t0.605\t0.433\t-0.035\t2.548\t0.703\t0.241\t0.692\t0.000\t0.795\t1.040\t1.088\t0.844\t0.803\t0.996\t0.844\n0\t0.606\t0.321\t0.148\t1.729\t-0.963\t0.625\t-0.140\t-1.638\t1.087\t0.868\t1.379\t1.512\t2.215\t0.951\t1.900\t0.524\t0.000\t0.389\t2.293\t-0.395\t0.000\t0.544\t0.780\t1.194\t0.883\t0.989\t0.924\t0.947\n1\t0.369\t-1.109\t0.247\t0.463\t-0.160\t0.929\t0.474\t0.509\t0.000\t0.849\t1.317\t-1.151\t0.000\t0.774\t1.293\t0.427\t2.548\t1.905\t-0.063\t-1.102\t3.102\t0.776\t0.871\t0.987\t0.804\t1.187\t0.730\t0.677\n1\t0.982\t-1.068\t1.308\t0.139\t1.734\t0.721\t0.231\t-1.268\t2.173\t0.991\t-0.842\t0.505\t2.215\t1.270\t-0.962\t-0.440\t0.000\t1.076\t0.020\t1.594\t0.000\t0.968\t0.867\t0.992\t0.831\t1.436\t1.005\t0.868\n1\t0.305\t-0.761\t1.686\t0.766\t0.801\t0.893\t0.173\t-0.688\t2.173\t0.989\t0.037\t0.060\t2.215\t1.398\t0.446\t1.117\t0.000\t1.028\t1.012\t-1.709\t0.000\t0.889\t1.146\t0.980\t0.969\t0.869\t0.947\t0.810\n1\t0.944\t0.400\t0.208\t0.419\t-1.015\t1.030\t0.747\t-1.156\t2.173\t0.839\t-2.069\t1.034\t0.000\t1.197\t0.729\t1.426\t0.000\t1.140\t-2.028\t0.325\t0.000\t0.947\t1.200\t0.990\t0.661\t0.899\t0.965\t0.865\n0\t0.919\t-0.262\t0.255\t0.808\t0.438\t0.912\t0.340\t-0.974\t0.000\t1.453\t-0.358\t0.981\t2.215\t0.927\t-1.190\t-1.191\t2.548\t0.831\t-1.155\t1.321\t0.000\t0.852\t0.954\t0.987\t0.917\t1.290\t0.997\t0.950\n1\t1.515\t0.690\t0.523\t0.219\t1.372\t0.751\t0.051\t0.186\t0.000\t1.183\t-0.857\t-0.740\t1.107\t1.660\t-0.850\t1.497\t0.000\t0.654\t-0.276\t1.576\t1.551\t2.124\t1.167\t0.985\t1.566\t0.725\t1.011\t1.091\n0\t0.681\t1.038\t0.305\t0.330\t0.687\t1.214\t0.966\t1.260\t2.173\t1.431\t0.502\t-0.382\t2.215\t0.915\t1.866\t-1.723\t0.000\t0.772\t1.718\t-0.298\t0.000\t0.890\t1.140\t0.996\t0.871\t1.983\t1.164\t1.025\n1\t1.270\t-0.071\t-0.585\t1.650\t-1.052\t0.216\t1.627\t1.617\t0.000\t0.622\t0.405\t1.209\t0.000\t0.585\t1.136\t0.062\t0.000\t0.878\t-0.743\t1.177\t0.000\t0.888\t0.582\t0.977\t1.109\t0.369\t0.731\t0.735\n1\t1.295\t-0.150\t1.639\t0.233\t-0.943\t0.647\t-1.047\t-0.415\t0.000\t0.803\t-0.841\t-1.398\t1.107\t0.600\t-0.616\t1.475\t0.000\t0.673\t-0.005\t-1.511\t0.000\t0.837\t0.890\t0.981\t0.535\t0.498\t0.546\t0.639\n1\t1.452\t-0.083\t0.584\t1.055\t-0.079\t0.754\t0.685\t1.608\t2.173\t0.513\t-0.368\t-1.176\t2.215\t0.604\t0.570\t0.155\t0.000\t1.226\t0.682\t-1.445\t0.000\t0.946\t0.786\t0.990\t0.837\t0.745\t0.855\t0.763\n1\t0.672\t-0.178\t-0.724\t0.901\t1.398\t0.947\t0.848\t0.589\t2.173\t0.905\t0.909\t1.257\t0.000\t1.970\t0.164\t-0.590\t2.548\t0.706\t2.380\t-1.176\t0.000\t0.880\t0.786\t1.016\t0.900\t1.599\t0.967\t0.846\n1\t4.570\t-0.893\t-1.657\t0.317\t-0.391\t2.550\t1.647\t-0.294\t0.000\t1.738\t-1.288\t0.796\t0.000\t2.580\t0.079\t0.304\t0.000\t2.134\t0.001\t-0.904\t3.102\t1.274\t0.979\t1.517\t1.377\t0.808\t1.080\t1.169\n0\t2.702\t-0.626\t0.023\t0.558\t-1.570\t0.501\t-0.246\t1.144\t0.000\t0.856\t0.371\t1.643\t2.215\t0.982\t0.977\t1.020\t0.000\t2.027\t-0.467\t-0.830\t3.102\t0.907\t0.722\t1.685\t1.108\t1.106\t1.033\t1.032\n1\t1.282\t2.147\t0.804\t1.817\t0.530\t1.523\t-0.824\t-0.848\t0.000\t0.756\t1.596\t1.128\t0.000\t1.316\t0.683\t1.547\t1.274\t0.744\t1.036\t-0.410\t1.551\t0.744\t0.723\t1.006\t0.968\t0.766\t1.138\t1.086\n1\t1.008\t-0.508\t1.009\t0.899\t-0.122\t0.577\t-0.318\t-1.233\t0.000\t1.023\t-0.047\t1.631\t2.215\t1.375\t-1.106\t0.174\t1.274\t0.796\t-0.572\t-0.843\t0.000\t0.405\t0.974\t1.123\t0.921\t1.446\t0.838\t0.769\n1\t0.918\t-0.848\t0.232\t1.577\t0.881\t0.446\t-0.470\t0.018\t2.173\t0.544\t0.362\t-0.874\t0.000\t0.536\t1.451\t-0.861\t0.000\t1.736\t0.047\t-1.263\t3.102\t0.538\t0.791\t0.987\t1.122\t0.888\t0.788\t0.818\n1\t0.370\t-0.720\t0.219\t1.117\t-0.370\t0.606\t1.721\t-1.626\t0.000\t0.838\t-0.442\t-0.637\t2.215\t0.894\t1.114\t1.059\t0.000\t1.342\t0.082\t0.690\t0.000\t0.904\t0.954\t0.984\t0.579\t0.546\t0.681\t0.676\n0\t0.945\t0.508\t1.439\t0.697\t-1.727\t0.697\t-2.295\t-0.014\t0.000\t0.829\t-0.009\t-0.757\t1.107\t1.016\t0.612\t0.521\t0.000\t0.940\t1.396\t1.003\t0.000\t0.724\t1.083\t0.994\t0.826\t0.579\t0.742\t0.779\n1\t0.579\t-0.923\t0.002\t0.773\t1.016\t0.415\t-0.513\t-0.038\t1.087\t0.470\t-2.422\t1.375\t0.000\t1.253\t-0.501\t-1.130\t2.548\t1.107\t-0.496\t-0.638\t0.000\t1.377\t0.996\t0.996\t0.855\t0.748\t0.749\t0.748\n1\t1.938\t0.364\t0.469\t0.542\t-1.632\t0.703\t1.773\t-1.705\t0.000\t0.675\t-0.380\t-1.469\t0.000\t1.203\t1.055\t-0.626\t2.548\t1.034\t1.144\t0.329\t1.551\t0.931\t0.861\t1.347\t0.792\t0.653\t0.743\t0.781\n0\t0.945\t-1.192\t1.499\t0.697\t-0.304\t0.608\t1.008\t0.114\t2.173\t0.812\t0.158\t-1.591\t2.215\t0.430\t1.722\t1.670\t0.000\t0.376\t0.610\t-1.087\t0.000\t0.384\t0.611\t1.122\t0.916\t1.130\t0.994\t0.854\n1\t1.541\t0.598\t1.354\t2.462\t0.874\t0.829\t2.569\t-0.668\t0.000\t1.274\t0.290\t-0.918\t2.215\t0.372\t1.628\t-1.195\t0.000\t0.449\t0.762\t0.674\t3.102\t0.616\t0.716\t1.129\t1.582\t0.709\t0.970\t1.264\n1\t0.654\t2.053\t-1.470\t0.708\t0.579\t0.287\t1.354\t1.022\t0.000\t0.705\t-0.978\t-0.327\t2.215\t0.703\t-0.006\t1.699\t0.000\t0.773\t0.819\t-1.194\t1.551\t0.945\t1.104\t0.988\t0.600\t0.908\t0.930\t0.789\n0\t0.832\t-0.576\t-1.577\t0.349\t-0.105\t0.802\t0.667\t0.800\t0.000\t1.083\t-0.557\t-1.072\t2.215\t1.332\t0.035\t0.091\t0.000\t0.802\t-1.445\t-1.367\t0.000\t1.262\t0.831\t0.985\t0.711\t0.817\t0.932\t0.880\n1\t1.098\t-0.550\t-0.049\t0.474\t-0.290\t0.762\t-0.597\t-1.711\t2.173\t0.614\t2.766\t-0.925\t0.000\t1.538\t0.135\t1.316\t2.548\t1.209\t0.861\t-0.032\t0.000\t0.572\t0.911\t0.989\t1.073\t0.749\t0.875\t0.807\n0\t0.741\t-0.209\t1.287\t1.010\t-1.238\t1.197\t-1.366\t0.387\t1.087\t0.626\t-1.182\t-0.866\t2.215\t1.126\t-0.565\t-1.553\t0.000\t0.382\t-1.553\t-0.491\t0.000\t0.762\t1.201\t0.988\t0.832\t1.156\t1.067\t0.883\n1\t3.455\t0.643\t-1.443\t0.775\t-0.804\t1.646\t-2.010\t0.302\t0.000\t0.483\t0.393\t0.138\t2.215\t0.629\t0.343\t0.944\t0.000\t0.567\t-1.066\t-1.710\t1.551\t0.709\t0.558\t1.237\t1.062\t0.649\t0.845\t0.732\n0\t0.703\t-0.687\t-0.346\t0.709\t1.580\t0.600\t0.049\t1.551\t0.000\t0.607\t0.795\t-0.395\t1.107\t0.486\t0.624\t-0.058\t2.548\t0.406\t-1.973\t-0.495\t0.000\t1.360\t0.984\t0.989\t0.885\t0.176\t0.751\t0.698\n0\t0.699\t0.928\t-1.346\t0.880\t-0.442\t0.256\t-2.104\t0.838\t0.000\t1.140\t-1.001\t0.791\t2.215\t0.357\t0.987\t0.013\t0.000\t0.528\t-0.227\t-0.800\t1.551\t1.349\t0.999\t0.990\t0.683\t0.745\t1.188\t1.103\n0\t0.513\t0.802\t1.343\t0.426\t-0.056\t0.470\t0.242\t1.484\t0.000\t0.646\t1.497\t-1.107\t1.107\t0.395\t0.999\t0.445\t0.000\t1.103\t-1.015\t0.612\t0.000\t1.051\t0.975\t0.989\t0.911\t0.285\t0.832\t0.731\n0\t1.075\t1.119\t0.848\t0.756\t0.643\t0.405\t2.018\t-0.119\t0.000\t0.407\t2.783\t0.422\t0.000\t1.460\t1.064\t-1.398\t2.548\t0.836\t0.642\t1.682\t3.102\t0.545\t1.085\t0.975\t0.733\t0.346\t0.728\t0.726\n1\t1.029\t0.826\t0.278\t1.173\t0.909\t1.250\t1.061\t-1.067\t2.173\t0.686\t0.469\t0.870\t0.000\t0.788\t2.202\t-0.415\t0.000\t1.122\t1.123\t-1.694\t3.102\t0.879\t0.799\t0.985\t1.370\t0.693\t0.923\t0.832\n0\t1.799\t-0.712\t0.066\t0.367\t-0.453\t0.498\t-0.155\t1.693\t2.173\t0.310\t-0.527\t1.214\t0.000\t0.446\t-0.088\t0.544\t0.000\t0.430\t0.672\t1.471\t0.000\t0.658\t0.574\t0.981\t0.948\t0.490\t0.759\t0.615\n0\t1.071\t0.549\t-0.399\t0.766\t-0.690\t0.942\t-0.171\t1.598\t2.173\t0.399\t-1.462\t1.126\t0.000\t0.442\t-0.217\t-0.588\t0.000\t1.326\t0.130\t0.496\t3.102\t0.777\t0.832\t0.995\t0.907\t1.010\t1.021\t0.932\n0\t0.319\t-1.132\t-0.671\t0.340\t1.426\t1.189\t0.075\t0.401\t2.173\t1.267\t0.303\t-1.265\t2.215\t1.297\t-0.696\t-0.838\t0.000\t0.699\t0.560\t-0.655\t0.000\t0.877\t0.894\t0.998\t0.911\t1.815\t0.934\t0.777\n1\t0.579\t-0.063\t0.278\t0.839\t1.691\t0.705\t-0.242\t1.419\t0.000\t1.817\t-0.765\t-0.721\t0.000\t1.051\t0.439\t1.057\t1.274\t2.335\t0.712\t0.200\t3.102\t0.983\t1.454\t0.988\t0.846\t0.865\t1.273\t1.032\n1\t0.704\t-2.014\t1.178\t1.301\t-1.727\t0.967\t-0.841\t-0.010\t0.000\t0.387\t-0.821\t-0.709\t2.215\t1.000\t-1.425\t0.416\t0.000\t1.009\t-1.534\t-1.689\t0.000\t0.926\t0.759\t0.996\t0.709\t0.233\t0.515\t0.689\n1\t1.455\t0.167\t-1.445\t0.736\t0.315\t1.449\t-0.086\t0.485\t1.087\t0.656\t0.019\t-0.622\t0.000\t1.792\t-1.451\t-1.291\t0.000\t1.317\t0.898\t1.121\t3.102\t1.764\t1.951\t1.433\t1.300\t1.200\t1.568\t1.300\n1\t2.367\t-0.639\t-0.656\t0.359\t0.399\t0.799\t-1.369\t0.807\t2.173\t0.551\t-0.029\t-1.734\t2.215\t0.797\t-1.370\t-1.661\t0.000\t0.988\t1.780\t0.928\t0.000\t0.788\t1.047\t1.040\t0.865\t1.023\t0.920\t0.810\n0\t0.633\t0.064\t-1.334\t1.000\t0.128\t0.956\t0.640\t1.676\t0.000\t1.116\t0.059\t0.347\t2.215\t0.807\t0.506\t-1.144\t0.000\t0.848\t0.965\t-0.014\t3.102\t0.893\t0.912\t1.068\t0.735\t0.579\t0.863\t0.765\n1\t2.776\t-0.612\t-1.194\t0.130\t0.147\t0.598\t0.271\t0.362\t1.087\t0.998\t-0.636\t1.221\t2.215\t0.538\t-2.306\t0.394\t0.000\t0.706\t-0.257\t0.754\t0.000\t0.948\t0.873\t0.992\t1.229\t0.964\t0.977\t0.923\n0\t0.517\t1.690\t-0.345\t1.126\t0.991\t0.962\t1.444\t-0.741\t1.087\t0.702\t2.302\t-1.503\t0.000\t1.103\t1.332\t1.021\t2.548\t0.504\t1.099\t0.182\t0.000\t0.884\t0.887\t0.988\t0.593\t1.283\t0.786\t0.699\n0\t0.619\t0.140\t0.921\t0.478\t1.671\t0.796\t-0.763\t-1.140\t0.000\t1.577\t-0.569\t0.292\t0.000\t0.708\t0.332\t-0.609\t2.548\t0.627\t-1.767\t-1.658\t0.000\t0.923\t0.927\t0.981\t0.651\t0.732\t0.754\t0.884\n0\t1.358\t-0.433\t1.557\t0.709\t-1.410\t1.011\t0.054\t0.316\t2.173\t0.761\t0.178\t-1.249\t2.215\t0.974\t0.602\t0.946\t0.000\t0.626\t2.399\t-0.256\t0.000\t1.030\t0.949\t0.994\t0.629\t1.277\t0.890\t0.770\n0\t0.711\t0.307\t-1.384\t1.191\t-0.290\t0.678\t-1.436\t0.519\t0.000\t0.814\t-1.387\t-1.071\t2.215\t0.844\t-0.407\t1.104\t2.548\t0.518\t-0.393\t1.587\t0.000\t0.873\t0.940\t1.063\t0.845\t0.931\t0.821\t0.813\n0\t0.411\t0.118\t0.407\t1.156\t-1.227\t0.507\t-1.526\t-0.127\t2.173\t1.049\t-1.288\t1.504\t2.215\t0.745\t-2.649\t-0.060\t0.000\t0.437\t-0.133\t1.116\t0.000\t1.287\t0.850\t0.990\t0.885\t1.074\t0.784\t0.828\n0\t1.904\t0.464\t-0.985\t0.931\t-1.030\t0.882\t-0.853\t0.867\t1.087\t0.555\t-0.469\t0.405\t0.000\t0.506\t-1.149\t0.516\t2.548\t0.599\t1.486\t-1.244\t0.000\t0.836\t0.641\t0.989\t1.226\t0.310\t1.280\t1.142\n1\t0.280\t1.475\t0.951\t1.422\t-0.105\t0.612\t1.236\t-1.432\t2.173\t0.546\t0.602\t-0.068\t0.000\t0.970\t1.411\t1.467\t0.000\t1.295\t-0.348\t-1.658\t3.102\t1.068\t0.928\t0.986\t1.974\t0.899\t1.343\t1.104\n1\t0.301\t-2.034\t-1.341\t0.852\t0.695\t1.232\t-1.152\t-0.576\t0.000\t1.628\t-1.197\t1.534\t0.000\t1.434\t0.055\t0.590\t1.274\t1.130\t-0.470\t-1.314\t3.102\t0.637\t0.728\t0.984\t0.748\t1.011\t0.894\t0.786\n0\t1.048\t1.480\t-1.298\t0.850\t0.010\t0.609\t-1.433\t1.158\t0.000\t0.635\t-2.776\t-1.014\t0.000\t0.433\t1.830\t1.411\t0.000\t0.631\t-0.505\t0.354\t3.102\t0.889\t1.111\t1.208\t0.943\t0.435\t0.925\t0.807\n1\t0.604\t0.406\t0.792\t0.334\t-0.189\t0.632\t-1.063\t-1.682\t2.173\t1.026\t0.953\t-0.612\t1.107\t0.783\t1.419\t0.474\t0.000\t0.868\t1.648\t-0.054\t0.000\t0.873\t0.993\t0.992\t0.798\t1.741\t0.978\t0.840\n0\t2.120\t-1.368\t0.042\t2.335\t0.393\t2.222\t-0.456\t-1.395\t0.000\t0.515\t-0.928\t-1.144\t0.000\t0.372\t-1.131\t1.194\t0.000\t1.393\t0.000\t0.444\t3.102\t0.764\t0.907\t0.989\t1.013\t0.490\t0.940\t1.396\n1\t1.006\t0.266\t1.642\t1.124\t-0.368\t0.612\t0.551\t1.027\t0.000\t1.015\t1.014\t1.590\t0.000\t1.105\t-0.132\t-0.157\t2.548\t1.332\t1.229\t-0.109\t3.102\t0.911\t1.097\t1.431\t0.875\t0.837\t0.909\t0.860\n0\t1.420\t-0.501\t0.440\t0.356\t1.736\t0.545\t0.531\t1.440\t1.087\t0.884\t-1.106\t-0.778\t2.215\t0.674\t-0.342\t-0.379\t0.000\t0.855\t-0.477\t-1.025\t0.000\t0.741\t0.805\t0.989\t0.879\t1.335\t0.845\t0.690\n0\t0.396\t1.911\t-1.499\t0.799\t0.018\t0.454\t-0.315\t1.142\t0.000\t0.654\t-0.866\t0.015\t2.215\t0.672\t1.393\t-1.712\t0.000\t0.768\t0.841\t-0.990\t0.000\t1.064\t0.948\t0.984\t0.550\t0.490\t0.613\t0.611\n1\t1.275\t-1.356\t0.157\t0.891\t0.976\t1.042\t-0.621\t1.638\t2.173\t0.748\t-0.825\t-0.763\t0.000\t0.318\t0.081\t-1.538\t0.000\t0.486\t0.637\t1.217\t3.102\t0.604\t0.852\t0.993\t0.840\t0.633\t0.838\t0.753\n0\t0.689\t1.186\t0.035\t1.170\t0.691\t0.803\t-1.749\t-1.060\t0.000\t0.493\t-0.998\t1.166\t2.215\t0.564\t-1.342\t-0.333\t0.000\t1.103\t0.856\t-1.457\t3.102\t0.759\t0.839\t0.990\t0.880\t0.936\t1.072\t1.717\n0\t0.716\t-1.393\t0.142\t1.331\t1.429\t0.685\t0.347\t0.598\t0.000\t0.705\t-0.617\t-1.412\t2.215\t1.289\t-1.925\t-0.919\t0.000\t1.844\t-1.020\t-0.077\t3.102\t3.125\t1.838\t1.240\t0.937\t1.009\t1.209\t1.061\n1\t0.653\t-0.375\t-0.971\t1.129\t0.284\t1.125\t-0.497\t0.906\t2.173\t1.623\t2.058\t-1.151\t0.000\t0.458\t-2.183\t-1.330\t0.000\t0.535\t-0.698\t-0.257\t3.102\t0.678\t0.982\t1.076\t0.526\t0.725\t0.634\t0.631\n0\t1.636\t0.395\t1.456\t0.537\t1.192\t1.137\t0.539\t-0.590\t2.173\t0.514\t0.067\t-1.061\t0.000\t1.047\t1.153\t0.429\t0.000\t0.666\t-0.698\t0.778\t3.102\t1.308\t0.956\t0.988\t1.353\t1.109\t0.973\t0.881\n0\t2.065\t0.397\t-0.001\t0.170\t1.646\t1.295\t0.827\t-1.700\t1.087\t1.091\t1.893\t1.429\t0.000\t2.255\t0.064\t-0.203\t1.274\t0.532\t0.457\t1.125\t0.000\t0.932\t0.975\t0.986\t1.432\t2.238\t1.220\t0.968\n1\t0.452\t1.371\t1.491\t1.617\t-1.174\t0.583\t0.002\t0.871\t0.000\t1.121\t-0.417\t-0.020\t2.215\t0.316\t-1.185\t-1.076\t0.000\t1.109\t-0.321\t-1.678\t1.551\t0.931\t0.881\t0.987\t1.381\t1.004\t1.489\t1.285\n0\t1.787\t-1.180\t0.895\t0.940\t-0.456\t0.732\t-1.569\t-0.190\t0.000\t0.929\t-2.198\t1.490\t0.000\t1.139\t-1.086\t-0.979\t2.548\t1.283\t0.250\t1.697\t0.000\t0.937\t0.899\t1.684\t1.108\t0.896\t0.814\t0.770\n1\t0.635\t0.503\t-0.542\t0.739\t-1.367\t1.340\t1.346\t0.265\t0.000\t0.438\t-0.236\t1.594\t0.000\t0.742\t0.179\t-0.777\t0.000\t1.359\t0.698\t1.636\t3.102\t0.911\t0.705\t0.994\t0.811\t0.537\t0.630\t0.607\n0\t0.973\t0.327\t-0.518\t0.455\t-1.571\t0.844\t1.084\t1.171\t0.000\t0.710\t1.038\t-0.334\t2.215\t0.865\t0.373\t0.611\t2.548\t0.778\t0.984\t-1.439\t0.000\t0.880\t0.978\t0.991\t0.739\t0.687\t0.677\t0.655\n0\t0.765\t0.361\t-1.549\t1.167\t0.163\t1.345\t-0.125\t0.889\t0.000\t0.826\t0.644\t-0.807\t2.215\t0.970\t-0.505\t0.248\t0.000\t1.731\t-0.631\t-1.055\t3.102\t0.753\t0.948\t1.308\t1.020\t0.867\t0.770\t0.729\n1\t0.336\t1.354\t-0.566\t0.831\t1.434\t0.984\t-0.012\t0.076\t2.173\t1.216\t-0.191\t-1.240\t0.000\t1.359\t0.128\t0.921\t2.548\t0.659\t-0.593\t1.633\t0.000\t0.735\t1.153\t0.996\t0.921\t1.001\t0.968\t0.822\n0\t1.407\t-1.371\t0.408\t0.634\t-1.677\t1.116\t0.733\t1.631\t2.173\t0.720\t1.381\t-1.536\t0.000\t1.806\t-0.378\t-0.133\t2.548\t0.973\t1.753\t-0.217\t0.000\t1.081\t1.173\t1.248\t1.080\t2.072\t1.444\t1.561\n1\t1.656\t-0.070\t-1.498\t0.966\t-0.970\t2.020\t-0.544\t0.410\t0.000\t1.693\t-0.491\t1.579\t2.215\t0.995\t2.592\t-0.032\t0.000\t1.602\t-0.325\t-1.132\t1.551\t0.850\t0.887\t0.979\t0.919\t0.960\t0.921\t0.827\n0\t1.852\t1.435\t1.312\t0.565\t-1.389\t0.512\t-1.138\t0.121\t0.000\t1.111\t-1.763\t-0.415\t0.000\t0.676\t1.017\t-1.277\t2.548\t0.767\t0.107\t-0.069\t3.102\t0.921\t0.885\t0.983\t0.649\t0.564\t1.025\t1.604\n0\t1.047\t-0.364\t-0.131\t0.370\t-0.995\t1.206\t0.459\t0.454\t2.173\t0.873\t1.891\t1.611\t0.000\t1.166\t-0.216\t-1.113\t2.548\t0.643\t0.175\t1.688\t0.000\t0.917\t1.559\t0.987\t0.918\t1.552\t1.311\t1.111\n0\t0.614\t1.162\t1.725\t0.771\t-0.870\t0.734\t-0.086\t0.077\t0.000\t0.940\t-0.341\t1.291\t0.000\t0.775\t-0.163\t-0.134\t2.548\t0.683\t-0.895\t1.411\t1.551\t1.584\t0.976\t0.994\t0.700\t0.605\t0.661\t0.691\n1\t0.914\t-0.659\t-0.239\t1.033\t-1.726\t0.672\t-0.513\t1.045\t2.173\t0.586\t0.765\t-0.235\t2.215\t0.515\t-1.035\t-0.598\t0.000\t0.747\t-2.340\t-0.271\t0.000\t0.867\t1.011\t1.310\t0.963\t1.063\t0.989\t0.874\n1\t0.556\t-0.714\t-0.800\t0.410\t-1.511\t1.106\t0.208\t0.436\t1.087\t1.638\t-0.694\t-1.050\t1.107\t0.723\t-0.387\t1.697\t0.000\t0.743\t-0.569\t-0.374\t0.000\t0.781\t1.009\t0.984\t0.913\t2.149\t1.104\t0.875\n1\t0.917\t-1.972\t0.019\t0.745\t-0.337\t2.405\t-0.846\t-1.740\t0.000\t1.706\t-1.105\t0.185\t0.000\t1.867\t-1.027\t-1.049\t2.548\t1.408\t-0.518\t0.603\t0.000\t0.910\t0.652\t0.991\t0.939\t0.758\t0.918\t0.795\n0\t0.394\t1.102\t1.476\t1.632\t-0.466\t0.460\t0.137\t0.644\t2.173\t1.118\t0.030\t-1.537\t1.107\t1.132\t-0.839\t-0.125\t0.000\t0.865\t2.110\t0.765\t0.000\t1.274\t0.890\t1.093\t1.103\t0.976\t0.860\t0.899\n0\t1.537\t0.542\t1.310\t1.399\t1.440\t0.666\t0.402\t-0.244\t2.173\t0.608\t2.321\t-0.837\t0.000\t0.913\t2.007\t0.036\t0.000\t0.813\t0.150\t0.309\t1.551\t0.979\t0.986\t0.982\t0.766\t0.383\t0.819\t0.942\n0\t0.570\t0.954\t1.581\t1.197\t1.336\t0.429\t2.124\t-0.084\t0.000\t0.710\t-0.604\t-0.194\t2.215\t1.353\t0.092\t-1.436\t2.548\t0.941\t-0.260\t0.576\t0.000\t0.901\t0.904\t0.988\t1.742\t1.013\t1.304\t1.086\n1\t0.686\t-0.222\t1.560\t0.609\t0.543\t0.354\t-0.544\t0.796\t0.000\t0.553\t-0.251\t-0.237\t0.000\t1.159\t1.215\t-1.451\t2.548\t1.224\t0.839\t-0.479\t3.102\t0.767\t0.810\t0.991\t1.318\t0.715\t0.992\t0.848\n1\t0.427\t-1.746\t1.015\t1.573\t-1.232\t0.582\t-0.866\t1.379\t0.000\t0.605\t-1.310\t-0.024\t2.215\t0.448\t-0.211\t-0.913\t2.548\t0.646\t0.699\t0.353\t0.000\t1.174\t0.995\t1.022\t0.702\t0.514\t0.631\t0.751\n1\t0.955\t-0.511\t-0.868\t1.260\t-0.194\t1.996\t-2.038\t1.143\t0.000\t1.498\t0.295\t-1.239\t0.000\t1.590\t0.519\t0.016\t2.548\t0.816\t-0.800\t0.792\t3.102\t6.231\t3.213\t0.993\t0.808\t0.923\t2.444\t1.941\n1\t1.019\t-1.098\t1.240\t0.763\t-0.958\t0.968\t-1.272\t-0.120\t0.000\t1.342\t-0.116\t1.466\t2.215\t0.651\t1.678\t-0.913\t0.000\t0.917\t-1.254\t0.509\t0.000\t0.789\t0.565\t1.121\t0.945\t0.950\t0.961\t0.839\n1\t1.334\t-0.657\t1.439\t0.861\t-0.095\t1.208\t-1.472\t0.714\t0.000\t1.549\t-0.173\t-1.026\t2.215\t0.827\t0.310\t-1.466\t0.000\t1.124\t0.398\t-0.443\t3.102\t0.700\t0.751\t1.458\t0.983\t0.717\t0.869\t0.731\n1\t2.062\t0.140\t0.671\t2.363\t-0.111\t1.191\t-0.090\t-1.593\t0.000\t1.276\t0.767\t-1.277\t2.215\t0.494\t-0.775\t0.838\t0.000\t1.348\t0.730\t-0.218\t3.102\t1.046\t0.984\t1.980\t1.109\t0.967\t1.185\t0.997\n0\t1.141\t-0.595\t1.585\t1.179\t-1.715\t0.589\t-0.194\t0.737\t2.173\t0.817\t-1.029\t0.806\t2.215\t0.484\t-0.193\t-0.862\t0.000\t1.420\t-0.571\t-0.198\t0.000\t0.909\t0.931\t0.977\t0.862\t0.458\t0.746\t0.757\n1\t0.818\t-0.283\t1.682\t0.505\t-1.113\t1.152\t-0.844\t0.915\t0.000\t2.214\t-1.481\t-0.915\t0.000\t1.439\t-0.762\t-0.285\t2.548\t2.616\t-0.543\t0.371\t3.102\t0.839\t0.953\t0.993\t1.077\t0.838\t0.955\t0.958\n1\t0.877\t-0.834\t1.592\t1.111\t0.421\t1.369\t-1.683\t-1.692\t0.000\t1.760\t-1.538\t0.033\t0.000\t0.703\t-1.942\t-1.351\t0.000\t1.272\t-1.110\t0.645\t3.102\t1.006\t1.039\t1.190\t0.867\t0.935\t0.890\t0.829\n1\t1.092\t0.676\t0.961\t0.240\t-0.417\t0.560\t1.096\t0.510\t1.087\t0.654\t-0.073\t0.393\t0.000\t1.298\t0.608\t-1.332\t2.548\t2.198\t1.471\t-0.889\t0.000\t2.182\t1.411\t0.988\t0.834\t1.084\t1.002\t0.889\n0\t0.472\t0.464\t-0.268\t1.190\t1.564\t0.871\t-1.347\t0.863\t0.000\t1.619\t-0.331\t-1.293\t2.215\t1.647\t-1.247\t0.233\t0.000\t1.538\t-1.053\t-0.475\t1.551\t1.160\t1.111\t1.035\t0.956\t1.175\t1.257\t1.200\n1\t0.436\t-1.117\t1.209\t1.619\t-1.575\t0.949\t-1.495\t-0.406\t2.173\t0.726\t-2.053\t0.246\t0.000\t0.864\t-1.175\t0.730\t1.274\t1.095\t-1.251\t1.484\t0.000\t1.104\t1.075\t0.989\t0.836\t0.971\t0.881\t0.794\n1\t0.661\t0.244\t0.604\t1.937\t-0.023\t1.170\t-0.891\t1.661\t0.000\t1.024\t0.746\t-1.188\t2.215\t0.642\t1.386\t0.570\t2.548\t0.386\t-0.558\t-1.290\t0.000\t0.956\t0.833\t0.987\t0.941\t0.924\t0.948\t0.809\n1\t0.645\t-0.781\t0.115\t1.583\t0.508\t1.415\t0.974\t-1.264\t0.000\t0.722\t0.725\t0.961\t1.107\t0.585\t0.279\t-0.907\t0.000\t1.065\t1.136\t-0.281\t3.102\t1.031\t0.964\t0.980\t0.729\t0.754\t0.784\t0.936\n0\t0.550\t0.603\t1.577\t1.366\t0.567\t0.754\t0.628\t-1.207\t2.173\t0.619\t1.111\t-0.478\t0.000\t1.035\t-0.155\t1.660\t0.000\t1.012\t-0.222\t0.815\t0.000\t0.781\t0.957\t0.990\t0.994\t1.166\t0.819\t0.743\n1\t0.741\t-0.434\t-0.860\t1.170\t0.247\t1.466\t-0.263\t-0.052\t2.173\t2.672\t-0.383\t-1.687\t1.107\t0.718\t0.700\t0.158\t0.000\t0.394\t-0.513\t-0.361\t0.000\t0.836\t1.194\t1.084\t1.447\t2.904\t1.498\t1.210\n1\t0.531\t1.787\t-1.180\t0.865\t0.931\t0.958\t0.391\t-0.655\t1.087\t0.542\t2.188\t-1.568\t0.000\t0.386\t0.839\t1.185\t2.548\t0.719\t2.411\t0.197\t0.000\t0.855\t0.659\t0.986\t1.008\t0.781\t0.900\t0.775\n1\t0.915\t-0.405\t-1.526\t0.527\t0.251\t0.589\t-0.101\t0.511\t0.000\t1.083\t0.120\t-1.702\t2.215\t1.305\t-0.118\t-0.721\t2.548\t1.806\t-0.979\t0.415\t0.000\t0.898\t1.171\t0.988\t0.694\t0.990\t1.003\t0.825\n0\t1.951\t-0.613\t-0.040\t2.305\t-0.070\t1.823\t0.132\t-1.706\t2.173\t1.764\t-0.740\t1.717\t1.107\t2.614\t-0.401\t0.307\t0.000\t0.801\t0.324\t-1.161\t0.000\t1.691\t1.863\t1.007\t2.685\t1.229\t1.972\t1.696\n1\t1.031\t0.601\t1.615\t0.392\t-0.502\t0.945\t0.542\t0.669\t0.000\t1.144\t-0.286\t-0.629\t2.215\t0.984\t0.273\t0.080\t0.000\t1.492\t-0.145\t-1.631\t3.102\t0.905\t1.163\t0.985\t1.022\t0.928\t0.966\t0.875\n0\t0.568\t0.449\t0.855\t0.613\t-1.653\t0.509\t-0.490\t0.436\t2.173\t0.423\t0.099\t-1.424\t0.000\t1.402\t0.735\t-0.646\t2.548\t0.797\t1.031\t-0.262\t0.000\t0.971\t0.865\t0.987\t1.014\t1.140\t0.918\t0.787\n1\t0.706\t0.757\t-0.685\t0.406\t1.502\t1.178\t0.254\t-0.906\t0.000\t0.940\t-0.292\t0.794\t2.215\t0.681\t0.637\t0.260\t0.000\t0.689\t1.632\t0.402\t0.000\t0.818\t0.682\t0.993\t1.137\t0.716\t0.833\t0.726\n0\t0.473\t-0.610\t-1.034\t1.456\t-0.124\t0.363\t-2.775\t1.336\t0.000\t0.373\t-1.301\t0.853\t0.000\t0.506\t0.128\t-1.040\t1.274\t0.724\t-0.652\t1.520\t3.102\t0.706\t0.996\t0.988\t0.716\t0.408\t0.616\t0.663\n1\t0.727\t1.145\t-0.634\t1.505\t-1.102\t1.193\t-0.666\t0.272\t2.173\t0.803\t-1.866\t-1.451\t0.000\t0.796\t-0.475\t1.400\t2.548\t0.604\t-0.190\t0.650\t0.000\t1.219\t0.850\t0.976\t1.534\t1.036\t1.079\t1.091\n1\t0.557\t-0.667\t-1.469\t1.845\t-0.794\t0.600\t0.890\t0.493\t2.173\t0.935\t0.584\t1.678\t0.000\t1.268\t1.904\t0.017\t0.000\t1.683\t0.111\t1.231\t3.102\t0.781\t0.899\t0.982\t1.016\t0.777\t0.898\t0.771\n0\t0.578\t0.030\t0.066\t1.544\t1.736\t0.778\t1.144\t-1.245\t0.000\t0.901\t0.081\t-1.640\t2.215\t1.426\t-0.866\t0.549\t2.548\t2.184\t-2.013\t-0.258\t0.000\t0.890\t0.915\t1.306\t1.102\t1.286\t1.161\t0.988\n1\t0.764\t1.096\t-1.676\t1.307\t-0.256\t2.111\t0.676\t0.319\t2.173\t1.380\t-0.199\t-1.136\t2.215\t1.573\t2.025\t-1.074\t0.000\t1.273\t-0.442\t-0.410\t0.000\t0.801\t0.821\t1.326\t1.359\t2.687\t1.435\t1.139\n0\t0.618\t0.543\t1.613\t1.852\t0.789\t0.676\t-1.577\t-0.484\t0.000\t0.743\t-0.340\t-1.064\t2.215\t0.666\t-0.099\t0.061\t2.548\t0.375\t-1.760\t1.301\t0.000\t0.867\t0.869\t1.001\t0.727\t0.641\t0.745\t0.925\n1\t0.871\t-0.395\t0.418\t0.535\t-0.287\t0.401\t-1.893\t1.028\t0.000\t0.639\t0.313\t-0.640\t2.215\t0.792\t-0.604\t1.289\t2.548\t1.512\t-0.046\t-1.112\t0.000\t0.977\t0.799\t0.986\t0.767\t0.840\t0.618\t0.658\n1\t0.654\t-1.317\t1.702\t0.344\t-0.203\t0.741\t0.819\t-0.661\t2.173\t0.582\t2.131\t1.591\t0.000\t0.572\t0.129\t0.917\t0.000\t0.706\t-2.481\t-0.749\t0.000\t0.698\t0.888\t0.992\t0.510\t0.723\t0.665\t0.780\n1\t0.448\t-2.179\t0.003\t1.617\t1.630\t0.761\t-1.256\t-0.196\t0.000\t0.935\t-0.876\t0.953\t2.215\t1.071\t-0.941\t-0.749\t2.548\t0.666\t-1.101\t-1.519\t0.000\t1.011\t1.002\t1.173\t1.021\t1.065\t0.891\t0.825\n1\t1.389\t0.236\t1.470\t0.467\t0.354\t1.224\t-1.919\t1.018\t0.000\t1.465\t-0.752\t-0.787\t1.107\t1.546\t-0.206\t-0.196\t2.548\t0.808\t-1.149\t-1.152\t0.000\t0.774\t1.736\t0.985\t1.284\t0.925\t1.354\t1.299\n1\t1.238\t-1.766\t-1.391\t0.273\t1.399\t0.548\t-1.441\t0.571\t0.000\t0.577\t-1.126\t-1.076\t2.215\t1.485\t0.438\t0.453\t0.000\t0.932\t0.851\t-1.114\t0.000\t0.876\t1.298\t0.984\t0.562\t0.251\t0.743\t0.903\n1\t0.786\t0.317\t0.930\t0.535\t-0.546\t0.674\t0.687\t1.702\t0.000\t0.793\t1.034\t-0.345\t2.215\t0.904\t0.802\t1.276\t2.548\t2.090\t0.245\t-0.772\t0.000\t0.791\t0.942\t0.985\t0.803\t0.898\t0.671\t0.648\n1\t0.781\t0.685\t-1.089\t1.346\t-1.670\t0.493\t2.484\t0.344\t0.000\t0.927\t-0.427\t-0.536\t2.215\t0.917\t0.194\t-1.356\t0.000\t1.015\t0.442\t0.954\t1.551\t1.305\t0.867\t0.995\t1.322\t0.961\t0.936\t0.845\n0\t0.623\t1.449\t-0.108\t0.975\t-1.454\t0.774\t-0.200\t1.551\t2.173\t0.493\t-0.761\t-0.947\t0.000\t0.816\t0.846\t0.243\t2.548\t0.993\t0.115\t0.306\t0.000\t0.932\t0.922\t1.011\t0.712\t1.089\t0.847\t0.812\n1\t1.115\t-0.073\t0.703\t1.453\t-0.261\t0.683\t-0.467\t-1.071\t2.173\t0.655\t0.088\t1.554\t2.215\t0.480\t-0.262\t1.122\t0.000\t0.719\t-1.283\t-0.338\t0.000\t0.762\t0.736\t1.345\t0.970\t0.744\t0.818\t0.706\n1\t0.765\t-0.216\t-0.502\t1.352\t0.606\t0.781\t-0.233\t0.011\t2.173\t0.747\t0.591\t1.393\t0.000\t1.318\t0.027\t-1.467\t0.000\t1.114\t-1.061\t-0.812\t3.102\t0.928\t1.107\t1.185\t0.709\t0.855\t0.930\t0.852\n0\t0.366\t-1.177\t-1.438\t0.465\t-1.258\t0.410\t-1.570\t0.101\t0.000\t0.571\t-0.688\t0.832\t0.000\t0.683\t-0.334\t1.660\t2.548\t0.891\t-0.358\t-0.590\t3.102\t0.783\t0.744\t0.979\t0.603\t0.535\t0.543\t0.613\n1\t1.604\t0.424\t0.948\t0.730\t-1.122\t1.063\t-0.320\t-1.143\t2.173\t0.700\t-0.905\t0.809\t1.107\t0.623\t2.553\t0.081\t0.000\t0.587\t-0.242\t-0.222\t0.000\t1.020\t1.139\t1.435\t1.252\t1.307\t1.000\t0.928\n1\t1.387\t-0.621\t0.866\t0.549\t1.364\t0.909\t-0.722\t-0.449\t2.173\t0.318\t-1.708\t-0.420\t0.000\t0.594\t-1.075\t1.309\t0.000\t1.006\t-0.403\t-1.546\t3.102\t0.694\t0.801\t0.985\t0.691\t0.854\t0.817\t0.706\n1\t0.695\t0.197\t1.125\t0.722\t-0.202\t0.961\t1.248\t-1.651\t0.000\t1.814\t1.299\t0.185\t0.000\t1.447\t0.037\t-1.278\t2.548\t1.003\t0.336\t-1.701\t0.000\t0.666\t0.862\t0.987\t0.544\t0.880\t0.828\t0.792\n1\t0.754\t0.615\t-1.346\t0.179\t1.705\t1.028\t0.048\t0.836\t2.173\t0.848\t-0.654\t-0.570\t1.107\t1.133\t0.352\t-0.196\t0.000\t1.692\t0.347\t1.597\t0.000\t1.526\t1.212\t0.979\t0.950\t1.406\t0.996\t0.850\n1\t0.379\t1.340\t0.562\t1.061\t-1.682\t1.405\t0.579\t0.814\t2.173\t1.318\t0.125\t0.359\t2.215\t1.593\t1.967\t-1.027\t0.000\t1.293\t0.189\t-1.267\t0.000\t0.914\t0.878\t0.992\t1.530\t0.923\t1.327\t1.104\n0\t0.464\t-2.161\t-0.966\t1.196\t0.693\t0.574\t-0.551\t0.723\t0.000\t0.862\t-0.843\t-0.748\t2.215\t0.722\t0.124\t-1.322\t2.548\t0.591\t-1.410\t1.456\t0.000\t0.763\t0.928\t1.029\t1.161\t0.604\t0.885\t0.793\n0\t0.314\t-0.863\t1.325\t1.115\t0.690\t0.337\t-2.718\t-0.632\t0.000\t0.552\t-0.320\t0.567\t2.215\t1.126\t0.508\t-0.445\t2.548\t0.640\t1.503\t1.551\t0.000\t0.490\t0.919\t0.985\t1.855\t0.766\t1.222\t1.052\n1\t0.658\t-1.330\t0.029\t0.982\t0.937\t1.461\t0.109\t-1.368\t0.000\t0.667\t-0.512\t-0.441\t2.215\t0.895\t-0.414\t0.638\t2.548\t0.971\t0.858\t0.745\t0.000\t1.924\t1.401\t0.987\t0.535\t0.679\t0.984\t0.919\n1\t1.868\t0.019\t0.780\t0.638\t-1.454\t2.141\t-1.253\t-0.081\t0.000\t1.518\t0.639\t-0.500\t0.000\t2.824\t-0.343\t1.640\t2.548\t2.813\t-1.023\t-1.701\t3.102\t1.024\t1.972\t1.367\t1.156\t0.986\t1.718\t1.499\n1\t1.233\t-0.275\t0.346\t1.311\t-0.446\t0.709\t0.816\t-1.461\t2.173\t1.190\t1.228\t1.629\t2.215\t0.696\t0.084\t-0.210\t0.000\t0.502\t0.891\t0.102\t0.000\t0.378\t0.953\t1.152\t1.252\t0.558\t1.162\t0.900\n1\t0.419\t1.335\t0.926\t1.191\t-1.131\t0.799\t1.834\t-0.351\t0.000\t1.044\t0.512\t0.481\t2.215\t1.179\t0.469\t1.462\t2.548\t0.786\t0.611\t-0.774\t0.000\t0.843\t1.147\t0.989\t0.705\t0.911\t0.933\t0.812\n1\t2.457\t0.526\t-0.511\t0.491\t-1.341\t1.153\t-0.223\t0.796\t2.173\t0.806\t1.127\t-1.548\t0.000\t1.040\t0.970\t-0.579\t0.000\t1.927\t0.977\t1.292\t3.102\t1.078\t1.021\t1.034\t1.538\t1.375\t1.235\t1.108\n0\t0.526\t0.795\t1.480\t1.650\t1.522\t0.437\t2.017\t-1.312\t0.000\t0.986\t0.451\t0.169\t2.215\t0.593\t2.521\t-0.360\t0.000\t0.618\t0.699\t-0.075\t1.551\t0.772\t0.681\t0.993\t1.150\t0.203\t0.784\t1.085\n1\t0.375\t-0.719\t0.736\t0.819\t-0.455\t1.523\t-1.116\t1.504\t0.000\t0.649\t0.145\t-0.305\t0.000\t0.441\t-0.464\t-0.688\t1.274\t1.233\t-0.577\t0.359\t0.000\t0.829\t0.767\t0.983\t0.611\t0.347\t0.657\t0.668\n0\t0.535\t0.851\t-0.880\t1.795\t-0.047\t0.987\t-2.791\t1.532\t0.000\t1.020\t-1.514\t1.359\t0.000\t0.432\t0.230\t0.377\t2.548\t0.852\t-0.508\t-0.570\t3.102\t0.911\t0.884\t0.983\t0.603\t0.406\t0.641\t1.213\n1\t1.243\t0.351\t1.288\t1.593\t-1.708\t0.447\t1.109\t0.108\t2.173\t0.481\t-0.776\t0.344\t0.000\t1.086\t-0.392\t-0.366\t1.274\t0.580\t0.496\t-0.744\t0.000\t0.773\t0.720\t0.991\t1.231\t0.825\t0.936\t0.804\n0\t0.911\t1.078\t0.184\t1.293\t-0.268\t1.055\t-0.240\t-1.250\t0.000\t0.734\t0.336\t-1.634\t0.000\t1.495\t0.559\t0.869\t2.548\t1.001\t-0.269\t0.533\t3.102\t0.844\t1.023\t0.988\t0.939\t0.534\t0.908\t0.923\n1\t0.471\t-0.708\t0.088\t0.343\t-1.521\t1.074\t-0.006\t1.648\t2.173\t1.002\t0.437\t0.246\t1.107\t1.044\t-0.178\t-0.518\t0.000\t0.808\t-1.488\t0.775\t0.000\t0.906\t1.032\t0.997\t0.869\t1.497\t0.937\t0.800\n0\t0.551\t-1.093\t-1.685\t0.148\t-0.479\t0.846\t-0.773\t-0.540\t2.173\t0.502\t0.255\t0.727\t0.000\t0.687\t1.620\t1.034\t0.000\t0.382\t2.296\t-1.585\t0.000\t1.037\t0.865\t0.988\t0.840\t0.575\t0.925\t0.777\n1\t1.356\t-1.317\t0.178\t2.624\t-1.196\t0.882\t-0.984\t-1.432\t2.173\t0.957\t0.664\t-1.716\t0.000\t0.401\t-1.476\t1.644\t0.000\t0.389\t-1.721\t0.173\t0.000\t1.360\t1.168\t2.470\t1.171\t0.518\t0.893\t1.084\n0\t0.406\t-0.913\t-1.043\t1.175\t1.127\t0.619\t0.138\t-0.003\t2.173\t1.197\t-0.928\t0.478\t1.107\t1.126\t1.021\t-1.485\t0.000\t0.420\t-1.370\t-1.015\t0.000\t1.452\t1.178\t0.989\t0.861\t0.901\t1.054\t0.887\n1\t1.240\t1.038\t1.180\t2.124\t0.604\t0.511\t0.891\t-1.216\t2.173\t0.808\t1.635\t-0.872\t0.000\t0.648\t1.067\t-0.461\t0.000\t0.934\t0.134\t-0.439\t3.102\t0.785\t0.724\t1.114\t1.103\t0.547\t0.842\t0.772\n1\t0.444\t0.405\t-1.127\t1.115\t0.611\t1.338\t-0.545\t0.637\t2.173\t0.745\t1.130\t-1.608\t0.000\t0.993\t-0.837\t-1.184\t0.000\t0.752\t-1.527\t-0.527\t0.000\t0.919\t1.372\t0.987\t0.536\t0.844\t0.819\t0.723\n0\t0.706\t0.490\t-1.417\t0.927\t-1.560\t0.618\t-0.236\t0.624\t2.173\t0.463\t0.724\t0.218\t1.107\t0.928\t0.281\t-0.589\t0.000\t0.398\t1.569\t-1.264\t0.000\t0.699\t0.924\t1.004\t0.802\t0.491\t0.856\t0.735\n0\t1.022\t-1.246\t-0.177\t0.164\t-1.328\t0.921\t-0.838\t-1.616\t2.173\t1.643\t-0.547\t0.605\t0.000\t1.008\t-0.447\t0.076\t2.548\t0.771\t0.088\t-0.898\t0.000\t1.006\t0.883\t0.999\t0.945\t1.218\t0.755\t0.685\n1\t1.171\t0.252\t0.823\t1.653\t1.150\t1.375\t0.971\t-1.256\t2.173\t2.392\t2.049\t-0.306\t0.000\t1.578\t0.399\t1.390\t0.000\t0.566\t1.316\t-1.536\t0.000\t0.805\t1.065\t0.978\t0.573\t0.840\t1.130\t0.937\n1\t0.667\t-1.332\t-0.712\t0.877\t0.899\t0.751\t-0.433\t0.663\t0.000\t0.736\t-0.534\t-0.649\t2.215\t0.728\t0.335\t0.203\t0.000\t3.025\t-0.648\t-1.501\t3.102\t0.768\t0.930\t1.052\t0.976\t0.948\t0.972\t0.866\n0\t0.526\t0.938\t-0.817\t2.830\t-0.253\t1.106\t-1.670\t1.372\t0.000\t0.847\t-0.445\t1.122\t2.215\t1.021\t-0.483\t-0.648\t2.548\t0.937\t-0.748\t1.634\t0.000\t0.725\t0.828\t0.988\t1.435\t0.989\t1.369\t1.957\n1\t1.015\t0.316\t-0.998\t0.958\t0.173\t1.249\t-0.331\t1.287\t0.000\t0.693\t1.639\t-0.988\t0.000\t1.835\t0.222\t0.207\t2.548\t1.215\t0.373\t-0.666\t3.102\t0.454\t0.667\t1.189\t0.851\t0.816\t0.835\t0.768\n0\t1.019\t0.840\t0.317\t2.432\t1.115\t0.448\t-0.270\t-0.251\t2.173\t0.510\t-1.684\t-0.617\t0.000\t1.206\t0.392\t-1.192\t2.548\t0.920\t-1.482\t-1.455\t0.000\t0.612\t1.167\t1.437\t1.196\t0.762\t0.989\t1.236\n1\t0.749\t0.170\t-1.286\t0.730\t1.386\t0.492\t0.634\t1.058\t0.000\t0.762\t0.837\t0.172\t2.215\t1.665\t1.125\t-0.797\t2.548\t0.849\t-0.365\t1.087\t0.000\t0.560\t0.745\t0.979\t1.272\t0.945\t0.978\t0.863\n1\t1.676\t-0.182\t-0.485\t0.958\t1.099\t0.493\t0.861\t-0.319\t0.000\t1.314\t0.219\t1.088\t2.215\t0.536\t0.232\t-1.122\t0.000\t1.341\t0.914\t-1.672\t3.102\t0.999\t1.193\t1.738\t1.256\t0.907\t0.981\t0.943\n0\t2.412\t0.291\t1.412\t1.998\t1.743\t1.097\t0.904\t0.243\t0.000\t0.928\t0.661\t-1.233\t0.000\t1.426\t0.705\t-0.549\t0.000\t1.785\t-1.380\t0.362\t1.551\t0.863\t0.578\t0.972\t2.138\t0.720\t1.388\t1.467\n0\t1.784\t0.008\t1.346\t0.375\t-0.189\t0.982\t0.676\t-0.910\t0.000\t0.680\t-0.188\t0.098\t0.000\t0.674\t0.248\t0.039\t2.548\t0.775\t0.264\t1.694\t3.102\t0.593\t0.593\t1.113\t0.750\t0.551\t0.520\t0.500\n1\t1.376\t-0.850\t-0.897\t0.560\t-0.062\t0.831\t1.151\t0.249\t0.000\t1.130\t0.236\t-1.596\t2.215\t0.959\t-0.557\t1.187\t0.000\t1.158\t0.144\t0.758\t3.102\t2.015\t1.145\t0.996\t0.982\t0.881\t0.964\t0.977\n0\t1.139\t-0.488\t-0.055\t1.071\t0.467\t0.663\t-0.732\t-1.076\t0.000\t0.979\t-0.905\t1.447\t2.215\t0.761\t0.632\t-0.897\t2.548\t0.379\t0.523\t-1.470\t0.000\t0.624\t0.807\t0.994\t1.055\t1.143\t0.919\t0.807\n0\t1.576\t0.206\t-0.132\t2.022\t0.205\t1.505\t1.250\t-1.459\t2.173\t0.738\t0.401\t1.219\t1.107\t0.371\t-1.488\t0.138\t0.000\t0.493\t0.521\t-1.641\t0.000\t0.806\t0.727\t0.979\t2.331\t1.235\t1.547\t1.223\n1\t0.764\t1.591\t1.305\t0.632\t-0.078\t0.643\t-0.061\t-1.078\t2.173\t0.431\t-0.960\t0.648\t2.215\t0.674\t1.528\t0.141\t0.000\t0.656\t0.570\t1.585\t0.000\t0.803\t0.940\t0.987\t1.273\t0.859\t1.048\t0.853\n0\t1.511\t-0.730\t0.934\t1.315\t-0.907\t0.849\t0.211\t0.984\t2.173\t2.691\t0.527\t-0.596\t2.215\t1.298\t-0.996\t1.304\t0.000\t0.785\t1.200\t-0.167\t0.000\t1.243\t1.047\t1.945\t2.069\t2.231\t1.589\t1.345\n1\t0.657\t1.036\t0.003\t0.551\t-1.155\t0.365\t-0.160\t0.364\t2.173\t0.502\t-2.299\t0.590\t0.000\t0.447\t-1.503\t-1.682\t0.000\t1.283\t-0.867\t1.135\t0.000\t0.893\t0.843\t0.989\t1.276\t0.795\t0.926\t1.324\n0\t0.677\t-0.636\t1.039\t0.907\t-0.170\t0.828\t0.114\t0.246\t2.173\t1.146\t-0.193\t-1.388\t2.215\t0.726\t0.600\t-0.607\t0.000\t0.690\t0.760\t1.251\t0.000\t0.783\t0.833\t0.987\t0.677\t1.445\t0.819\t0.727\n1\t0.493\t0.388\t0.925\t1.150\t0.377\t0.914\t0.382\t-1.323\t1.087\t0.564\t0.633\t-0.535\t2.215\t0.623\t-0.108\t-1.011\t0.000\t0.919\t1.241\t-1.627\t0.000\t0.903\t0.957\t0.988\t1.249\t0.704\t0.899\t1.151\n0\t0.583\t-1.298\t-0.854\t1.265\t0.284\t0.810\t-0.518\t-1.452\t2.173\t0.946\t-1.523\t-0.244\t0.000\t1.168\t-0.865\t1.082\t2.548\t0.962\t-1.733\t0.670\t0.000\t0.967\t0.989\t1.018\t1.057\t0.953\t0.930\t0.816\n1\t2.510\t0.206\t1.077\t0.165\t-0.323\t1.068\t-0.954\t-0.160\t0.000\t0.607\t0.727\t1.643\t2.215\t1.054\t1.011\t-0.899\t0.000\t0.444\t0.443\t-1.317\t3.102\t0.849\t0.753\t0.989\t0.661\t0.220\t0.770\t0.857\n1\t1.263\t0.988\t-0.617\t0.615\t0.309\t1.295\t1.185\t0.630\t2.173\t0.987\t1.045\t-0.966\t0.000\t0.952\t-2.625\t-1.494\t0.000\t0.871\t1.708\t-0.419\t0.000\t0.837\t0.735\t0.988\t1.041\t0.966\t0.908\t0.795\n0\t0.608\t-0.054\t-0.064\t1.794\t0.192\t0.725\t2.000\t-0.692\t0.000\t0.941\t1.014\t1.082\t2.215\t1.098\t-1.028\t-1.288\t0.000\t0.370\t0.642\t-0.731\t1.551\t0.415\t0.588\t0.983\t0.934\t0.536\t0.909\t1.019\n0\t1.308\t0.667\t0.904\t0.767\t0.140\t2.330\t0.109\t0.682\t2.173\t3.897\t0.335\t-1.120\t0.000\t1.434\t0.684\t1.240\t2.548\t2.419\t-0.098\t-0.519\t0.000\t1.067\t1.762\t0.988\t0.819\t1.324\t2.068\t1.604\n0\t0.594\t2.205\t-1.599\t1.070\t1.647\t0.866\t0.434\t1.135\t2.173\t1.050\t0.356\t0.382\t2.215\t1.774\t0.455\t-0.731\t0.000\t0.553\t0.845\t-0.510\t0.000\t1.028\t1.105\t0.983\t0.883\t0.884\t0.956\t0.967\n0\t1.183\t0.516\t1.575\t0.667\t-0.826\t0.881\t-2.022\t1.025\t0.000\t0.681\t-1.032\t-0.057\t2.215\t1.134\t1.123\t-0.700\t2.548\t0.523\t-1.853\t-0.074\t0.000\t0.873\t0.919\t1.021\t0.786\t1.418\t1.572\t1.394\n1\t0.760\t0.832\t1.732\t0.826\t1.085\t0.781\t0.988\t0.709\t2.173\t1.464\t-1.091\t-0.452\t0.000\t0.608\t-0.580\t-1.688\t0.000\t1.582\t-0.387\t-1.067\t3.102\t0.771\t0.837\t0.977\t0.848\t1.505\t1.223\t1.062\n1\t0.557\t0.144\t-0.881\t1.781\t-0.172\t0.740\t0.959\t1.169\t2.173\t0.500\t-0.061\t-0.618\t0.000\t0.975\t0.727\t-1.536\t1.274\t0.552\t0.388\t0.783\t0.000\t0.823\t0.842\t0.979\t1.105\t0.690\t0.828\t0.780\n0\t3.208\t-0.165\t1.046\t2.096\t0.836\t1.375\t0.220\t-0.793\t0.000\t1.625\t-0.315\t-0.431\t2.215\t0.685\t-0.865\t1.631\t2.548\t1.116\t-1.161\t-0.912\t0.000\t0.833\t0.982\t0.964\t1.951\t1.132\t1.282\t1.308\n0\t2.028\t1.070\t1.307\t0.746\t-1.000\t1.553\t0.256\t-0.548\t2.173\t1.253\t0.108\t1.046\t2.215\t0.848\t0.591\t-0.945\t0.000\t0.958\t-0.344\t0.431\t0.000\t0.779\t1.093\t1.489\t1.138\t2.040\t1.378\t1.081\n0\t1.359\t-0.948\t1.077\t0.145\t-0.854\t0.548\t-1.557\t-1.279\t2.173\t0.614\t0.617\t0.206\t0.000\t0.790\t0.740\t-1.008\t2.548\t0.520\t-0.725\t0.511\t0.000\t0.640\t1.126\t0.989\t0.924\t1.243\t0.840\t0.775\n0\t0.481\t-0.396\t-0.783\t0.879\t0.976\t1.717\t-0.718\t0.110\t2.173\t2.501\t-1.304\t-0.309\t0.000\t4.993\t-0.355\t1.696\t2.548\t2.238\t0.214\t1.648\t0.000\t4.079\t2.769\t0.984\t1.224\t3.663\t2.564\t1.899\n0\t0.315\t-1.370\t0.926\t1.848\t-0.979\t0.976\t-0.262\t0.017\t2.173\t0.580\t-0.321\t0.607\t0.000\t0.658\t-0.470\t1.608\t0.000\t0.674\t1.002\t1.579\t3.102\t0.749\t0.885\t1.045\t1.195\t1.091\t1.049\t0.875\n1\t0.556\t-0.208\t-1.669\t1.334\t0.758\t0.639\t0.616\t-0.222\t2.173\t0.566\t-0.387\t-0.870\t0.000\t0.654\t0.341\t-1.699\t0.000\t0.878\t0.410\t1.245\t3.102\t0.822\t0.706\t0.988\t0.586\t0.770\t0.682\t0.661\n1\t0.989\t-1.787\t-0.247\t0.848\t-1.586\t0.471\t0.121\t-1.333\t2.173\t0.854\t0.496\t0.237\t2.215\t0.709\t-0.977\t0.768\t0.000\t0.879\t0.348\t1.663\t0.000\t0.949\t0.910\t1.185\t1.093\t0.940\t1.097\t0.929\n0\t1.283\t-0.647\t-1.623\t0.398\t1.279\t0.633\t0.736\t-1.126\t1.087\t0.760\t0.217\t-0.300\t2.215\t0.981\t-1.344\t0.630\t0.000\t0.722\t1.000\t1.341\t0.000\t0.859\t0.902\t0.989\t0.899\t0.742\t0.722\t0.744\n1\t0.507\t1.448\t-0.020\t1.083\t-1.092\t0.538\t-0.297\t-0.548\t0.000\t1.142\t0.998\t1.096\t2.215\t0.586\t-1.057\t0.449\t0.000\t0.923\t1.300\t-0.994\t3.102\t0.909\t1.105\t0.988\t1.114\t0.917\t0.986\t1.102\n0\t1.517\t-0.472\t1.501\t1.597\t1.333\t1.022\t0.214\t-0.357\t0.000\t1.096\t0.070\t1.619\t2.215\t1.008\t-0.750\t0.141\t0.000\t1.603\t0.972\t-0.070\t3.102\t0.940\t1.265\t0.981\t1.383\t1.379\t1.124\t1.096\n0\t1.365\t-0.908\t1.734\t0.941\t1.236\t3.074\t-0.423\t1.359\t2.173\t4.498\t1.345\t-0.478\t2.215\t2.485\t1.593\t-0.147\t0.000\t0.871\t0.939\t0.887\t0.000\t1.188\t1.367\t0.987\t0.848\t7.860\t3.740\t2.959\n1\t0.672\t-0.656\t-1.592\t1.342\t0.353\t1.020\t0.468\t1.511\t0.000\t0.860\t-0.666\t0.064\t2.215\t1.153\t1.387\t-1.044\t0.000\t0.777\t-1.820\t1.100\t0.000\t0.745\t0.825\t1.294\t0.844\t0.682\t0.763\t0.723\n0\t0.647\t0.910\t1.638\t0.767\t-1.437\t0.750\t0.874\t0.088\t2.173\t0.876\t0.887\t0.873\t2.215\t1.008\t0.335\t-0.962\t0.000\t1.089\t-0.528\t-0.516\t0.000\t0.755\t0.998\t0.988\t0.897\t0.776\t0.837\t0.811\n1\t0.916\t1.690\t-0.634\t0.552\t1.147\t0.748\t1.313\t-0.865\t2.173\t1.027\t1.136\t-1.462\t0.000\t1.636\t1.648\t0.380\t0.000\t1.195\t0.611\t1.039\t3.102\t1.150\t0.926\t0.987\t0.729\t1.035\t0.738\t0.661\n0\t0.760\t-1.133\t-0.067\t0.769\t1.512\t1.124\t2.093\t0.633\t0.000\t1.058\t1.553\t-0.522\t0.000\t1.400\t0.468\t-1.261\t1.274\t1.090\t1.439\t1.381\t3.102\t0.850\t0.887\t1.047\t1.411\t0.891\t1.064\t1.098\n0\t0.812\t1.438\t0.576\t1.265\t-0.323\t1.119\t-0.448\t1.418\t0.000\t0.661\t-1.304\t-0.785\t0.000\t0.882\t-1.166\t1.008\t0.000\t2.425\t0.281\t-0.987\t3.102\t0.999\t1.072\t1.017\t1.156\t0.267\t1.008\t1.221\n1\t1.193\t0.713\t-1.367\t1.371\t1.463\t1.236\t-0.612\t-0.820\t2.173\t1.725\t0.458\t0.154\t2.215\t1.215\t-1.625\t0.692\t0.000\t0.415\t-1.908\t0.884\t0.000\t0.884\t1.408\t0.987\t1.443\t2.059\t1.474\t1.468\n1\t1.898\t0.517\t0.949\t1.760\t0.203\t1.243\t0.149\t-1.353\t2.173\t1.327\t-0.172\t1.636\t0.000\t1.651\t0.433\t-0.068\t0.000\t0.933\t0.777\t0.583\t0.000\t0.821\t0.588\t1.575\t1.760\t0.922\t1.161\t1.002\n1\t0.814\t0.462\t-0.230\t1.436\t-0.244\t1.475\t-0.026\t-1.246\t0.000\t0.757\t-1.239\t1.238\t0.000\t1.514\t-1.122\t0.799\t2.548\t1.271\t-0.319\t0.890\t0.000\t0.709\t0.619\t0.977\t2.115\t0.703\t1.460\t1.292\n1\t0.337\t-0.054\t0.805\t1.145\t-0.355\t0.738\t1.140\t1.334\t2.173\t1.058\t1.230\t-1.579\t0.000\t1.619\t0.039\t-0.005\t2.548\t0.369\t0.869\t-0.758\t0.000\t0.556\t1.238\t0.988\t1.567\t1.500\t1.157\t1.112\n1\t0.702\t0.186\t1.242\t1.406\t-1.603\t1.552\t-0.553\t-0.571\t0.000\t2.401\t0.629\t0.935\t2.215\t1.615\t1.044\t0.598\t2.548\t2.641\t0.269\t-0.751\t0.000\t0.839\t0.886\t0.984\t1.436\t0.819\t1.175\t1.081\n1\t0.821\t0.710\t1.120\t0.679\t-1.004\t0.749\t0.279\t-1.359\t2.173\t0.611\t-0.901\t0.433\t0.000\t0.818\t0.696\t0.263\t0.000\t0.870\t1.151\t-1.428\t3.102\t0.927\t0.951\t0.989\t0.717\t0.496\t0.728\t0.667\n1\t1.136\t0.719\t1.366\t0.626\t-1.006\t0.708\t0.728\t0.127\t1.087\t0.815\t-0.432\t1.490\t0.000\t1.085\t1.123\t-0.755\t2.548\t0.370\t1.205\t-0.094\t0.000\t1.055\t1.040\t0.988\t0.757\t0.826\t0.810\t0.737\n1\t0.997\t1.079\t-1.146\t0.728\t0.204\t0.483\t-1.041\t1.024\t2.173\t0.472\t-0.341\t-0.341\t2.215\t0.810\t1.125\t1.252\t0.000\t0.749\t2.021\t-1.219\t0.000\t0.871\t1.065\t1.107\t1.217\t0.708\t1.026\t0.901\n1\t3.071\t-1.038\t0.676\t0.620\t0.675\t3.127\t-0.650\t-1.471\t0.000\t2.361\t-0.480\t0.096\t1.107\t0.442\t0.150\t-1.294\t0.000\t0.974\t-2.292\t-0.005\t0.000\t0.954\t1.249\t0.979\t1.402\t1.137\t1.738\t1.735\n0\t0.923\t1.275\t-1.046\t1.126\t-0.379\t0.635\t1.499\t0.862\t0.000\t0.919\t1.058\t-0.354\t2.215\t1.165\t0.122\t1.188\t1.274\t0.646\t0.884\t-1.623\t0.000\t0.799\t0.936\t0.984\t1.280\t1.211\t0.924\t0.829\n0\t0.295\t-0.063\t-1.391\t3.780\t-0.320\t1.040\t-0.865\t1.657\t0.000\t1.172\t-0.028\t1.183\t2.215\t0.825\t-1.221\t1.037\t0.000\t0.745\t1.806\t-1.241\t0.000\t0.969\t0.988\t1.204\t0.755\t0.743\t0.995\t1.128\n0\t0.998\t-0.746\t0.068\t0.051\t1.718\t1.133\t-1.050\t1.403\t2.173\t1.674\t0.547\t-0.348\t2.215\t0.651\t0.711\t1.528\t0.000\t0.701\t-1.141\t-0.082\t0.000\t0.808\t0.923\t0.982\t0.883\t2.731\t1.300\t1.036\n0\t1.267\t-0.708\t-1.331\t1.436\t-0.949\t1.664\t-0.753\t0.541\t2.173\t0.496\t-1.117\t-0.732\t0.000\t0.462\t-0.584\t0.938\t0.000\t0.831\t0.697\t-1.460\t3.102\t0.756\t0.991\t0.976\t0.680\t1.638\t1.256\t0.976\n1\t0.708\t-0.807\t1.189\t0.347\t0.755\t0.659\t-0.668\t-0.939\t0.000\t0.864\t0.621\t1.064\t1.107\t1.342\t-0.438\t-0.339\t2.548\t1.051\t0.523\t0.288\t0.000\t0.954\t0.970\t0.998\t0.626\t1.283\t0.933\t0.820\n1\t0.357\t-1.029\t1.040\t1.081\t-1.183\t0.855\t0.323\t0.924\t0.000\t0.287\t1.509\t0.632\t0.000\t0.518\t-1.317\t-1.117\t2.548\t0.726\t0.643\t-0.323\t3.102\t0.739\t1.119\t0.987\t0.633\t0.704\t0.729\t0.687\n1\t0.912\t-1.211\t-0.673\t2.702\t-0.548\t1.063\t-0.718\t0.673\t2.173\t1.063\t0.719\t1.420\t0.000\t0.774\t0.524\t-1.649\t2.548\t0.670\t1.081\t1.350\t0.000\t0.662\t1.252\t0.992\t1.833\t1.257\t1.555\t1.557\n1\t1.836\t-0.141\t0.592\t0.575\t-0.104\t0.407\t-0.466\t-0.892\t0.000\t0.870\t-0.865\t-1.670\t2.215\t0.434\t-1.775\t0.675\t0.000\t1.655\t0.216\t-1.088\t3.102\t0.965\t0.932\t0.979\t1.044\t0.853\t0.893\t0.792\n0\t0.924\t-0.301\t1.626\t0.182\t-0.953\t1.124\t-0.460\t-1.121\t0.000\t0.798\t-0.529\t0.673\t1.107\t1.850\t0.264\t-0.152\t2.548\t0.848\t-1.937\t1.224\t0.000\t1.950\t1.476\t0.981\t0.981\t1.036\t1.104\t0.932\n1\t0.485\t0.618\t-1.639\t0.948\t-0.102\t1.249\t0.582\t-1.363\t0.000\t2.288\t0.407\t0.612\t0.000\t1.936\t-0.389\t-0.654\t2.548\t2.623\t-0.173\t-1.186\t3.102\t0.900\t0.933\t0.989\t0.783\t0.815\t0.938\t0.840\n0\t0.841\t1.305\t-0.536\t1.533\t0.646\t0.714\t0.483\t1.479\t1.087\t0.477\t-2.140\t0.091\t0.000\t0.512\t0.803\t0.019\t0.000\t0.714\t1.462\t-1.182\t0.000\t0.661\t0.799\t1.377\t1.008\t0.411\t0.821\t0.688\n1\t0.570\t0.721\t0.779\t0.601\t1.658\t0.526\t1.125\t-0.772\t0.000\t0.631\t1.037\t0.235\t0.000\t1.175\t-0.105\t1.599\t2.548\t1.121\t-0.223\t-0.683\t0.000\t0.897\t1.021\t0.985\t0.571\t0.594\t0.717\t0.667\n1\t0.515\t-1.143\t-1.551\t0.608\t-0.138\t2.469\t-0.342\t-1.450\t0.000\t1.104\t0.223\t-0.036\t0.000\t1.793\t-1.322\t0.449\t2.548\t1.453\t-0.611\t1.169\t3.102\t1.415\t1.560\t0.987\t0.851\t0.872\t1.518\t1.475\n1\t0.703\t-0.760\t1.218\t1.352\t1.486\t0.366\t0.445\t1.161\t0.000\t0.758\t-0.263\t-0.380\t2.215\t0.550\t0.624\t0.543\t0.000\t1.569\t1.041\t-0.471\t3.102\t0.438\t0.770\t0.980\t0.995\t0.827\t0.919\t0.745\n1\t1.053\t-1.488\t0.202\t1.039\t-1.233\t0.350\t-2.444\t-1.188\t0.000\t0.847\t0.096\t1.426\t2.215\t0.879\t-0.801\t0.445\t2.548\t0.798\t-0.847\t-0.592\t0.000\t0.760\t0.830\t1.393\t1.247\t0.849\t0.873\t0.811\n1\t0.506\t-1.981\t-0.869\t0.332\t1.418\t1.312\t-0.826\t1.664\t2.173\t0.990\t-1.358\t0.088\t0.000\t0.669\t-1.862\t0.394\t0.000\t0.788\t1.360\t0.090\t0.000\t0.534\t0.496\t0.986\t0.839\t0.900\t0.920\t0.772\n0\t0.576\t-1.816\t-0.981\t0.434\t0.782\t0.764\t-0.078\t-0.026\t2.173\t0.805\t-0.749\t1.274\t0.000\t1.067\t-0.156\t1.739\t2.548\t0.922\t-0.929\t-0.219\t0.000\t0.748\t0.963\t0.980\t0.723\t1.126\t0.734\t0.656\n0\t0.779\t-0.425\t0.558\t0.662\t-0.622\t0.972\t-1.031\t1.136\t2.173\t0.784\t-0.074\t0.181\t0.000\t1.209\t0.626\t-1.128\t2.548\t0.744\t-0.532\t-1.735\t0.000\t1.023\t0.993\t0.988\t0.879\t1.784\t1.003\t0.852\n1\t0.582\t-0.450\t-0.398\t1.704\t0.139\t2.506\t0.479\t-1.057\t2.173\t3.251\t1.373\t0.855\t0.000\t1.588\t2.155\t-0.417\t0.000\t1.126\t0.038\t0.538\t0.000\t1.007\t0.864\t0.986\t2.596\t1.086\t1.699\t1.364\n1\t0.665\t0.934\t1.095\t1.052\t-1.646\t0.637\t1.850\t0.035\t0.000\t0.975\t0.258\t-0.405\t2.215\t0.828\t-0.153\t-1.703\t2.548\t0.532\t1.578\t1.279\t0.000\t0.801\t1.078\t0.989\t0.543\t0.904\t0.891\t0.850\n0\t0.829\t1.805\t-0.112\t0.585\t1.605\t0.319\t1.455\t0.736\t0.000\t0.457\t-0.395\t-0.722\t2.215\t0.523\t0.159\t-1.725\t0.000\t0.448\t-0.165\t-0.268\t0.000\t0.776\t0.754\t0.989\t0.735\t0.439\t0.716\t0.626\n1\t0.487\t0.043\t-0.651\t0.157\t-0.174\t0.763\t0.428\t-1.464\t2.173\t0.740\t0.086\t-0.138\t2.215\t0.892\t-1.604\t0.528\t0.000\t1.639\t-0.709\t1.049\t0.000\t0.870\t1.100\t0.851\t0.941\t1.047\t1.058\t0.871\n0\t1.677\t-0.637\t-1.491\t0.966\t-1.148\t0.898\t-0.832\t0.490\t2.173\t0.640\t0.426\t0.309\t0.000\t0.971\t0.207\t-1.732\t0.000\t0.930\t-0.883\t1.157\t1.551\t0.860\t1.098\t0.984\t1.356\t0.557\t0.943\t1.028\n1\t0.729\t0.406\t-1.293\t0.645\t1.192\t0.751\t0.715\t1.387\t2.173\t0.907\t0.534\t-0.571\t2.215\t1.363\t-0.316\t-0.311\t0.000\t0.861\t-0.668\t0.766\t0.000\t1.024\t0.937\t0.990\t0.651\t1.197\t0.922\t0.854\n0\t0.741\t0.264\t0.828\t0.930\t-1.201\t0.476\t-0.322\t1.091\t0.000\t1.257\t-0.099\t0.090\t2.215\t1.260\t-0.016\t-1.523\t2.548\t0.648\t-0.498\t-0.595\t0.000\t0.855\t0.842\t1.112\t0.696\t1.329\t0.800\t0.695\n0\t0.318\t0.096\t-0.821\t0.529\t-1.037\t1.175\t-1.865\t-1.722\t0.000\t0.836\t-0.543\t0.460\t2.215\t1.280\t0.961\t0.323\t2.548\t0.803\t0.383\t-0.583\t0.000\t2.509\t1.785\t0.999\t1.601\t0.996\t1.677\t1.358\n1\t2.360\t-0.588\t-0.550\t0.371\t-1.581\t1.103\t-0.628\t1.267\t2.173\t0.563\t-1.421\t-0.493\t0.000\t1.237\t0.190\t1.466\t0.000\t1.663\t-0.618\t0.266\t3.102\t0.926\t1.073\t1.038\t0.873\t1.128\t1.006\t0.852\n1\t1.047\t-0.157\t0.034\t0.452\t1.293\t0.735\t-0.670\t-0.557\t2.173\t0.728\t1.142\t0.579\t0.000\t0.791\t1.045\t1.595\t0.000\t0.688\t0.872\t-1.215\t3.102\t0.923\t0.677\t0.987\t0.831\t0.844\t0.888\t0.765\n0\t0.341\t1.150\t-0.992\t0.599\t-1.008\t0.640\t0.458\t1.257\t2.173\t0.894\t-0.296\t0.045\t0.000\t0.759\t0.571\t-1.379\t2.548\t0.594\t0.759\t0.500\t0.000\t0.721\t0.894\t0.993\t0.635\t0.606\t0.666\t0.663\n0\t1.458\t-0.559\t-0.535\t0.581\t1.639\t0.608\t-1.230\t-1.679\t1.087\t0.725\t-2.228\t0.772\t0.000\t0.755\t-0.076\t-1.582\t2.548\t1.352\t0.686\t0.250\t0.000\t2.986\t1.805\t1.180\t0.866\t0.522\t1.192\t1.021\n0\t0.541\t-1.259\t1.619\t0.384\t0.767\t0.790\t-0.951\t0.164\t0.000\t0.990\t-0.278\t-0.830\t2.215\t1.668\t0.410\t1.697\t2.548\t1.058\t0.112\t0.161\t0.000\t0.802\t1.020\t0.995\t0.775\t1.159\t1.040\t0.865\n0\t0.840\t2.235\t0.046\t0.668\t-1.252\t1.428\t0.009\t1.485\t1.087\t1.711\t1.268\t-0.194\t2.215\t0.964\t-0.503\t-1.202\t0.000\t0.546\t1.178\t-0.588\t0.000\t0.992\t0.967\t0.990\t0.882\t2.796\t1.554\t1.301\n0\t1.492\t-0.796\t0.539\t0.688\t0.323\t0.807\t-0.794\t-1.342\t1.087\t0.837\t-0.473\t-0.502\t2.215\t0.519\t-0.229\t-0.938\t0.000\t0.814\t-0.902\t1.726\t0.000\t0.573\t0.607\t0.988\t1.202\t0.853\t0.886\t0.722\n0\t0.756\t1.039\t1.335\t1.841\t-1.470\t1.581\t0.449\t0.232\t2.173\t1.419\t-2.511\t-1.624\t0.000\t1.687\t-2.676\t-0.559\t0.000\t1.352\t0.069\t0.770\t0.000\t0.646\t0.764\t0.990\t0.441\t0.824\t1.013\t0.819\n0\t1.495\t0.737\t-1.221\t0.935\t1.017\t0.581\t0.525\t0.065\t2.173\t0.270\t1.377\t-1.042\t0.000\t0.460\t0.855\t0.345\t0.000\t0.564\t-0.997\t0.516\t3.102\t0.529\t0.658\t1.477\t1.028\t0.638\t0.796\t0.641\n0\t1.325\t-1.343\t0.828\t0.525\t-0.032\t0.440\t0.711\t-1.146\t0.000\t0.713\t0.467\t-0.194\t0.000\t0.916\t-0.675\t-1.573\t2.548\t0.525\t1.200\t1.394\t3.102\t0.911\t0.960\t0.981\t0.980\t0.740\t0.750\t0.818\n0\t1.082\t-0.577\t-1.740\t0.330\t0.107\t0.831\t-2.592\t-0.137\t0.000\t1.700\t-0.147\t0.803\t2.215\t1.931\t-0.869\t-1.088\t2.548\t0.553\t0.158\t0.579\t0.000\t2.076\t1.795\t0.990\t0.908\t2.067\t1.687\t1.348\n0\t0.779\t0.473\t1.546\t0.902\t-0.723\t0.858\t0.541\t0.304\t0.000\t1.111\t0.146\t-0.244\t2.215\t1.835\t-0.126\t-1.553\t2.548\t0.989\t1.099\t0.970\t0.000\t0.970\t1.008\t1.034\t0.785\t1.419\t1.069\t0.897\n1\t0.510\t-0.502\t1.283\t1.428\t0.220\t2.544\t0.099\t-1.212\t0.000\t0.744\t-0.489\t0.404\t0.000\t0.903\t0.149\t-0.113\t2.548\t3.322\t-1.220\t0.836\t1.551\t3.037\t1.886\t0.987\t0.880\t1.561\t1.929\t1.510\n1\t0.654\t-1.137\t0.053\t0.690\t-1.699\t1.923\t-1.043\t1.300\t0.000\t1.346\t-0.194\t-0.178\t0.000\t2.390\t-1.264\t-0.493\t1.274\t1.875\t-0.952\t-1.139\t3.102\t0.828\t1.168\t0.986\t0.877\t0.911\t0.953\t0.853\n0\t1.597\t0.091\t-0.844\t1.228\t-1.200\t1.056\t-0.199\t-0.409\t2.173\t1.127\t-0.818\t1.677\t0.000\t1.160\t-0.861\t0.571\t2.548\t2.065\t-1.092\t1.010\t0.000\t1.220\t1.000\t0.998\t0.881\t1.188\t1.136\t1.114\n1\t0.948\t-0.751\t-0.939\t1.035\t1.715\t0.963\t0.521\t0.620\t2.173\t0.440\t-0.758\t-0.458\t0.000\t0.683\t0.896\t-1.288\t2.548\t0.534\t1.898\t1.308\t0.000\t0.745\t0.751\t0.991\t0.748\t1.026\t0.902\t0.817\n0\t0.460\t0.494\t-0.403\t1.473\t-0.370\t1.159\t-2.180\t0.951\t0.000\t1.352\t-0.261\t-1.132\t2.215\t0.792\t0.071\t0.243\t0.000\t0.830\t2.429\t0.608\t0.000\t0.590\t2.131\t0.980\t1.321\t1.213\t2.017\t1.621\n1\t2.549\t-0.524\t1.716\t2.156\t-1.269\t1.851\t-2.412\t0.412\t0.000\t1.480\t0.195\t-0.645\t0.000\t0.568\t0.796\t-0.816\t2.548\t0.809\t0.908\t0.271\t3.102\t1.109\t0.850\t1.419\t1.105\t0.434\t0.996\t0.946\n0\t0.866\t0.122\t0.781\t1.087\t1.529\t0.661\t0.638\t-1.143\t0.000\t0.886\t0.425\t-0.236\t2.215\t0.550\t-0.187\t-0.458\t1.274\t0.837\t0.900\t0.715\t0.000\t0.985\t0.896\t0.995\t0.755\t0.284\t0.668\t0.659\n0\t0.557\t0.274\t1.131\t1.700\t-1.611\t1.087\t-1.086\t-1.181\t1.087\t1.343\t0.701\t0.347\t0.000\t1.170\t0.465\t0.802\t2.548\t1.406\t0.734\t-0.160\t0.000\t0.803\t0.772\t0.993\t1.703\t1.859\t1.433\t1.296\n0\t1.450\t-1.520\t0.347\t0.942\t-0.428\t1.532\t-0.545\t-1.176\t2.173\t0.449\t0.212\t-1.331\t0.000\t1.018\t-2.413\t1.023\t0.000\t1.601\t0.476\t0.932\t0.000\t1.005\t0.649\t1.040\t1.597\t1.100\t1.083\t1.098\n1\t0.634\t2.178\t-0.858\t0.966\t-0.583\t2.775\t1.462\t1.187\t0.000\t1.010\t0.737\t-0.567\t0.000\t0.957\t0.092\t-1.136\t2.548\t2.613\t-0.708\t-0.585\t0.000\t0.916\t0.723\t0.989\t0.691\t0.517\t0.588\t0.589\n1\t1.245\t2.112\t0.378\t0.708\t1.646\t0.332\t-2.529\t1.463\t0.000\t0.776\t1.141\t-0.440\t1.107\t0.472\t-0.204\t-1.565\t1.274\t0.652\t-0.035\t0.175\t0.000\t0.603\t0.548\t1.183\t1.061\t0.732\t0.817\t0.692\n0\t1.041\t-0.311\t1.188\t0.728\t-0.160\t0.384\t0.206\t0.032\t0.000\t0.488\t-0.541\t-0.434\t2.215\t1.271\t0.150\t1.722\t2.548\t0.915\t-0.397\t-1.437\t0.000\t0.933\t0.804\t1.131\t0.684\t0.838\t0.640\t0.590\n0\t1.005\t1.683\t0.469\t0.278\t1.217\t1.266\t0.937\t-1.076\t0.000\t1.105\t0.762\t0.857\t2.215\t0.633\t0.135\t-0.169\t2.548\t0.668\t1.216\t1.717\t0.000\t0.898\t0.897\t0.988\t0.643\t0.766\t0.886\t0.800\n0\t0.392\t-0.226\t0.907\t1.461\t-1.627\t1.673\t-1.974\t0.185\t0.000\t0.564\t-1.894\t1.587\t0.000\t1.579\t-0.865\t-1.590\t2.548\t0.862\t-0.944\t0.145\t0.000\t0.955\t0.888\t0.988\t0.597\t0.431\t0.573\t0.549\n1\t0.919\t0.194\t-0.976\t0.735\t0.382\t0.619\t-0.242\t-0.367\t0.000\t1.303\t-0.022\t1.671\t2.215\t0.823\t0.662\t0.927\t1.274\t0.746\t1.643\t1.380\t0.000\t1.742\t1.123\t1.071\t0.927\t0.804\t0.920\t0.805\n1\t0.539\t-0.549\t0.493\t1.731\t-1.450\t0.562\t0.148\t1.189\t1.087\t0.698\t0.483\t-0.384\t2.215\t0.691\t-0.212\t-0.043\t0.000\t0.544\t0.980\t-1.328\t0.000\t0.807\t0.745\t1.317\t1.005\t0.925\t0.790\t0.688\n0\t1.408\t1.020\t-0.673\t0.693\t1.157\t0.720\t-0.442\t1.195\t0.000\t0.777\t0.516\t1.439\t0.000\t0.619\t-1.233\t-0.543\t2.548\t0.546\t-1.350\t-0.211\t0.000\t0.877\t0.880\t1.364\t1.212\t0.644\t0.796\t0.868\n0\t0.936\t0.174\t-0.733\t0.654\t1.317\t1.084\t2.003\t1.262\t0.000\t1.201\t-0.749\t-1.250\t0.000\t2.018\t-0.592\t-0.345\t1.274\t0.969\t0.519\t0.195\t3.102\t1.725\t1.476\t1.043\t0.959\t0.883\t1.100\t0.959\n1\t1.504\t-0.080\t1.626\t1.061\t-0.971\t1.701\t1.540\t0.941\t0.000\t1.558\t-1.209\t-0.349\t2.215\t0.954\t0.701\t-0.229\t2.548\t1.038\t-0.640\t1.254\t0.000\t0.834\t1.145\t1.257\t1.017\t1.544\t1.158\t0.999\n0\t0.463\t-0.265\t1.143\t0.445\t-0.907\t0.744\t-0.470\t1.684\t2.173\t0.614\t0.926\t0.170\t0.000\t1.077\t1.540\t-0.324\t2.548\t0.794\t0.216\t1.120\t0.000\t0.758\t1.014\t0.985\t1.693\t1.817\t1.256\t1.037\n1\t1.601\t0.205\t0.104\t0.109\t-1.544\t1.666\t-0.458\t-1.544\t0.000\t1.588\t0.041\t1.066\t2.215\t1.751\t-0.171\t-0.327\t0.000\t2.025\t0.564\t-0.577\t0.000\t1.037\t0.986\t0.987\t1.012\t0.488\t1.061\t0.881\n1\t0.436\t1.226\t1.020\t0.521\t-0.517\t1.356\t0.539\t-1.599\t0.000\t0.735\t-0.010\t0.176\t0.000\t0.883\t0.236\t1.151\t2.548\t1.066\t2.313\t0.267\t0.000\t0.802\t0.794\t0.996\t0.746\t0.972\t0.633\t0.594\n0\t1.448\t-0.116\t1.070\t0.596\t0.270\t0.818\t-0.288\t1.665\t2.173\t1.961\t-0.396\t-0.277\t1.107\t0.594\t-0.065\t-1.308\t0.000\t1.084\t1.934\t-1.711\t0.000\t1.368\t1.404\t0.988\t1.278\t1.836\t1.488\t1.232\n1\t0.876\t-0.925\t-1.729\t1.207\t-1.274\t0.400\t-0.663\t1.022\t0.000\t1.077\t-0.110\t-0.024\t2.215\t1.045\t0.515\t-1.287\t0.000\t1.649\t1.061\t0.477\t3.102\t0.723\t0.897\t1.001\t1.326\t1.044\t1.047\t0.849\n1\t1.435\t0.393\t0.264\t1.023\t-0.161\t1.010\t-0.169\t1.415\t2.173\t1.092\t-0.949\t-1.259\t2.215\t0.520\t-1.350\t0.455\t0.000\t0.936\t0.069\t-1.405\t0.000\t1.015\t0.925\t0.998\t1.644\t1.213\t1.323\t1.076\n1\t1.611\t-1.168\t1.419\t0.335\t-1.111\t0.684\t-0.301\t-0.237\t2.173\t0.465\t-1.417\t-0.548\t0.000\t0.577\t-0.161\t-0.688\t0.000\t0.655\t-1.573\t1.516\t0.000\t0.901\t1.026\t0.989\t1.041\t0.846\t0.898\t0.781\n1\t0.903\t0.807\t-1.008\t0.494\t-0.413\t0.724\t-0.108\t0.934\t2.173\t0.708\t0.312\t-1.544\t1.107\t0.614\t0.583\t0.815\t0.000\t1.206\t-0.479\t-0.400\t0.000\t1.043\t0.877\t0.988\t1.253\t0.861\t0.896\t0.836\n1\t0.718\t-2.143\t0.263\t0.519\t-1.504\t0.640\t-1.512\t1.171\t1.087\t0.651\t-1.488\t-1.527\t0.000\t1.198\t-0.662\t-0.494\t2.548\t0.741\t-1.181\t0.086\t0.000\t0.900\t0.803\t0.989\t0.685\t1.176\t0.707\t0.629\n1\t0.277\t-1.792\t-1.324\t0.678\t0.779\t0.678\t0.015\t1.185\t0.000\t0.491\t0.181\t-1.581\t0.000\t1.481\t-0.749\t-0.264\t2.548\t1.146\t0.234\t-0.895\t1.551\t0.874\t1.035\t0.980\t0.702\t0.788\t0.730\t0.653\n1\t0.534\t1.390\t0.768\t0.365\t-1.331\t0.538\t-0.117\t1.730\t2.173\t0.368\t-0.597\t-0.171\t0.000\t0.459\t-1.697\t-0.146\t0.000\t0.753\t-0.838\t0.520\t0.000\t0.465\t0.882\t0.993\t0.662\t0.553\t0.661\t0.638\n1\t0.721\t0.578\t0.266\t0.972\t-0.725\t1.138\t-0.255\t0.999\t2.173\t1.135\t0.440\t-1.085\t0.000\t0.515\t-0.702\t-0.144\t2.548\t0.803\t-0.533\t-1.113\t0.000\t0.715\t0.718\t0.983\t1.305\t0.855\t0.896\t0.883\n1\t1.097\t0.681\t1.297\t1.372\t0.567\t0.933\t0.037\t-0.984\t2.173\t0.680\t0.846\t-0.212\t2.215\t0.743\t-0.531\t1.707\t0.000\t0.869\t-0.022\t-0.375\t0.000\t0.882\t0.834\t1.038\t1.299\t0.905\t0.928\t0.813\n1\t1.035\t1.047\t1.431\t0.462\t0.161\t0.849\t-0.227\t-1.550\t2.173\t0.704\t0.324\t-0.087\t2.215\t0.730\t0.715\t0.756\t0.000\t0.820\t0.078\t-0.655\t0.000\t0.869\t0.943\t0.986\t0.738\t1.148\t0.767\t0.670\n1\t0.692\t0.540\t-0.531\t1.278\t-1.293\t1.535\t0.164\t-1.470\t0.000\t1.471\t-0.735\t0.074\t2.215\t2.209\t-1.331\t0.637\t2.548\t0.455\t0.511\t0.620\t0.000\t1.248\t1.866\t0.985\t1.616\t1.158\t1.610\t1.336\n1\t0.485\t0.212\t-0.200\t1.908\t0.257\t0.802\t-0.636\t1.648\t2.173\t0.869\t0.125\t-1.063\t2.215\t0.730\t-0.801\t0.742\t0.000\t0.563\t-1.518\t-1.227\t0.000\t0.775\t0.925\t0.991\t1.695\t0.926\t1.217\t1.117\n1\t1.157\t0.867\t-0.518\t0.963\t-0.392\t0.319\t0.850\t-1.468\t0.000\t0.895\t1.433\t1.368\t0.000\t0.741\t1.901\t1.567\t0.000\t1.201\t0.348\t0.465\t3.102\t0.721\t0.969\t0.980\t0.754\t0.473\t0.683\t0.774\n1\t0.937\t-1.100\t-1.091\t0.739\t1.553\t1.115\t-0.749\t-1.658\t2.173\t1.389\t-0.319\t0.297\t0.000\t1.457\t0.794\t-0.775\t0.000\t2.499\t-0.112\t1.023\t0.000\t0.960\t1.164\t0.987\t0.659\t0.650\t1.075\t0.908\n1\t0.599\t-0.499\t0.117\t1.374\t-0.984\t1.014\t-0.507\t1.025\t2.173\t1.122\t-0.790\t-0.525\t2.215\t0.919\t-0.917\t0.196\t0.000\t0.819\t-1.326\t1.691\t0.000\t0.975\t0.948\t1.052\t0.656\t1.564\t0.925\t0.813\n0\t0.564\t-1.735\t0.062\t0.185\t-1.231\t0.728\t0.057\t0.910\t1.087\t1.064\t-0.011\t-0.908\t2.215\t1.102\t0.774\t-1.185\t0.000\t1.361\t1.520\t-0.029\t0.000\t0.968\t1.103\t0.982\t0.803\t1.293\t0.986\t0.952\n1\t0.430\t1.524\t-0.996\t0.378\t0.658\t0.792\t-0.227\t-0.691\t2.173\t1.342\t-0.792\t0.629\t0.000\t0.457\t0.705\t-1.642\t0.000\t0.600\t-0.987\t1.417\t3.102\t1.503\t0.896\t0.994\t0.776\t0.780\t0.832\t0.753\n1\t0.305\t1.173\t-0.190\t0.257\t1.042\t1.543\t0.999\t-1.675\t0.000\t2.166\t0.502\t0.171\t2.215\t1.184\t-0.161\t-1.684\t2.548\t0.717\t-0.442\t0.325\t0.000\t0.919\t0.931\t0.987\t1.039\t1.797\t1.231\t0.970\n0\t1.044\t0.869\t-0.758\t0.706\t-1.460\t1.206\t0.122\t0.883\t1.087\t0.846\t-0.110\t0.121\t0.000\t1.604\t-1.693\t-0.994\t0.000\t1.269\t0.767\t0.635\t3.102\t2.323\t2.043\t0.987\t1.469\t0.609\t1.539\t1.585\n0\t0.606\t0.522\t0.922\t1.061\t-0.271\t0.886\t-0.650\t1.209\t2.173\t0.764\t0.292\t-0.921\t2.215\t1.407\t0.285\t0.008\t0.000\t2.007\t-1.438\t-1.473\t0.000\t0.919\t0.964\t0.988\t1.147\t1.287\t1.034\t0.874\n0\t0.774\t-0.606\t-0.130\t1.562\t0.644\t1.005\t-1.452\t-1.726\t2.173\t1.106\t-1.241\t-0.103\t2.215\t0.780\t-0.703\t-1.298\t0.000\t1.100\t-0.844\t-0.644\t0.000\t0.909\t1.044\t0.988\t0.832\t1.550\t1.057\t0.947\n0\t0.461\t-0.009\t-1.427\t1.320\t-0.494\t1.618\t-0.034\t1.169\t2.173\t0.660\t2.458\t-0.572\t0.000\t0.331\t-2.591\t1.552\t0.000\t1.307\t0.225\t-0.360\t3.102\t0.834\t0.995\t0.987\t1.498\t1.529\t1.084\t1.093\n0\t1.651\t-0.724\t-0.003\t0.637\t0.604\t1.031\t0.861\t-1.730\t2.173\t0.465\t1.314\t-1.063\t2.215\t0.492\t0.012\t0.324\t0.000\t0.464\t1.624\t0.322\t0.000\t0.594\t0.923\t0.989\t1.073\t0.629\t1.106\t0.881\n0\t1.977\t1.600\t0.129\t0.370\t-1.618\t0.680\t1.261\t0.726\t0.000\t1.168\t1.240\t-1.281\t2.215\t0.537\t1.682\t-1.667\t0.000\t1.043\t0.640\t-1.585\t3.102\t0.959\t1.046\t1.185\t0.922\t0.371\t0.807\t0.755\n0\t1.487\t1.030\t0.198\t1.399\t0.269\t1.832\t-1.063\t1.564\t0.000\t1.162\t0.535\t-0.713\t2.215\t0.874\t1.375\t-0.457\t0.000\t1.005\t-0.050\t-1.469\t3.102\t0.510\t0.729\t0.985\t1.268\t0.685\t1.032\t0.790\n0\t0.472\t1.839\t0.474\t1.223\t1.343\t1.371\t-0.387\t-0.755\t0.000\t1.335\t0.164\t0.388\t2.215\t0.977\t1.012\t-1.692\t0.000\t0.435\t2.489\t-1.348\t0.000\t0.884\t1.307\t0.996\t0.978\t0.675\t1.041\t1.006\n0\t1.267\t1.363\t-1.494\t0.472\t-1.248\t0.607\t0.370\t-0.679\t0.000\t0.969\t1.704\t1.317\t0.000\t1.369\t-0.885\t0.100\t2.548\t0.843\t-0.060\t0.258\t0.000\t0.853\t0.925\t0.982\t0.592\t1.038\t1.384\t1.120\n1\t0.408\t-1.291\t0.096\t1.091\t-0.296\t1.418\t0.673\t1.507\t2.173\t0.599\t-0.510\t0.252\t0.000\t0.449\t0.171\t-1.385\t0.000\t0.400\t0.378\t-0.516\t3.102\t0.844\t1.203\t0.985\t0.472\t0.777\t0.891\t0.768\n1\t0.813\t0.110\t1.020\t0.796\t-0.482\t0.547\t1.183\t-1.261\t0.000\t0.703\t-1.389\t1.390\t2.215\t0.998\t1.613\t0.525\t0.000\t1.160\t-0.234\t0.070\t3.102\t0.650\t0.830\t1.088\t0.940\t0.904\t1.047\t0.863\n0\t1.206\t-0.267\t0.208\t0.594\t1.402\t0.687\t0.551\t-1.704\t0.000\t0.364\t0.328\t-1.372\t2.215\t0.783\t-1.079\t-0.608\t2.548\t0.405\t0.444\t0.281\t0.000\t0.786\t0.986\t1.032\t0.669\t0.597\t0.594\t0.621\n1\t0.466\t-0.732\t-0.382\t1.825\t0.995\t1.036\t1.133\t-1.170\t2.173\t0.702\t-1.457\t0.795\t0.000\t1.408\t-0.127\t-0.783\t2.548\t0.526\t0.372\t0.947\t0.000\t0.904\t1.126\t1.209\t1.829\t1.154\t1.289\t1.166\n0\t0.308\t0.478\t-1.365\t2.144\t-1.700\t0.817\t-0.306\t0.005\t0.000\t0.654\t1.038\t0.420\t0.000\t0.747\t0.129\t1.410\t0.000\t0.754\t-1.077\t-0.157\t0.000\t0.981\t0.656\t0.990\t0.472\t0.240\t0.421\t0.606\n1\t2.065\t-0.545\t-0.907\t0.428\t0.719\t0.978\t-0.843\t1.035\t2.173\t0.897\t-1.602\t1.690\t2.215\t0.515\t-0.340\t0.774\t0.000\t0.794\t0.141\t-0.096\t0.000\t0.994\t1.103\t1.295\t1.084\t0.952\t0.978\t0.887\n1\t0.660\t-0.712\t1.606\t0.471\t-0.562\t1.135\t0.341\t0.404\t0.000\t1.730\t-1.129\t-0.872\t2.215\t1.478\t-1.252\t0.958\t0.000\t1.463\t-0.185\t-1.369\t3.102\t2.519\t1.792\t0.985\t1.049\t0.936\t1.538\t1.199\n0\t0.662\t-1.682\t0.254\t1.132\t-0.909\t0.914\t-0.743\t0.479\t0.000\t1.280\t-0.157\t-1.538\t0.000\t1.070\t-0.257\t1.129\t0.000\t1.036\t2.429\t-1.490\t0.000\t1.068\t0.912\t1.039\t0.919\t0.912\t0.983\t0.961\n0\t0.568\t-1.189\t-0.872\t1.624\t1.393\t1.026\t-0.455\t-1.399\t0.000\t1.313\t-1.154\t0.613\t1.107\t0.762\t0.205\t-0.133\t1.274\t0.617\t1.868\t-0.300\t0.000\t0.258\t0.557\t1.186\t1.000\t1.050\t1.162\t1.213\n1\t1.111\t1.560\t-0.689\t0.660\t-0.530\t2.317\t-0.741\t0.779\t1.087\t1.047\t-0.114\t-0.517\t1.107\t2.357\t0.695\t-1.527\t0.000\t1.710\t0.649\t-0.207\t0.000\t0.964\t1.491\t0.992\t2.492\t2.233\t2.093\t1.754\n1\t1.802\t0.828\t-1.468\t1.536\t1.439\t1.159\t1.380\t0.151\t2.173\t0.652\t0.227\t-0.712\t2.215\t0.779\t0.289\t-0.025\t0.000\t0.674\t1.729\t0.605\t0.000\t0.906\t0.802\t1.148\t1.646\t1.192\t1.167\t0.965\n1\t1.632\t1.196\t0.552\t0.288\t0.171\t0.768\t1.277\t-1.299\t2.173\t1.137\t1.306\t1.263\t0.000\t0.458\t0.968\t-0.376\t0.000\t1.484\t2.035\t-0.692\t0.000\t0.725\t0.827\t0.981\t0.844\t1.291\t0.962\t0.929\n0\t0.315\t1.183\t-0.662\t0.470\t0.255\t0.335\t0.951\t0.798\t2.173\t0.619\t1.629\t1.596\t0.000\t0.963\t1.123\t-0.992\t2.548\t0.398\t0.134\t0.438\t0.000\t0.776\t0.688\t0.994\t0.697\t0.714\t0.664\t0.638\n0\t2.002\t0.597\t0.906\t1.390\t0.357\t0.869\t0.347\t0.251\t2.173\t2.277\t-0.351\t-1.134\t0.000\t0.925\t-0.819\t-1.700\t0.000\t0.972\t0.262\t-1.009\t3.102\t1.245\t0.827\t1.096\t0.765\t0.882\t1.087\t1.243\n0\t0.342\t2.116\t0.135\t1.931\t1.302\t0.726\t1.235\t0.395\t2.173\t0.928\t0.558\t-0.234\t2.215\t1.202\t1.278\t-0.786\t0.000\t0.865\t1.385\t-1.581\t0.000\t0.752\t1.001\t0.986\t1.445\t0.770\t1.043\t0.928\n1\t0.969\t0.322\t0.500\t1.210\t-0.313\t0.645\t-1.398\t1.215\t2.173\t0.649\t-0.395\t-0.355\t0.000\t1.271\t1.244\t-1.693\t0.000\t1.180\t1.073\t-0.684\t0.000\t1.067\t0.844\t1.003\t1.311\t1.016\t1.241\t1.088\n0\t0.775\t-0.724\t-1.033\t0.673\t-0.156\t0.870\t0.448\t0.142\t2.173\t0.915\t-1.909\t-0.805\t0.000\t1.133\t-1.390\t1.476\t2.548\t1.443\t0.253\t1.188\t0.000\t0.900\t0.896\t0.994\t0.831\t1.840\t1.462\t1.215\n1\t0.806\t-0.786\t1.701\t0.751\t1.413\t1.216\t-1.195\t-1.073\t0.000\t1.739\t-0.405\t0.756\t2.215\t0.694\t-0.475\t0.263\t0.000\t0.934\t-0.982\t0.216\t3.102\t0.880\t0.956\t0.992\t0.746\t0.701\t0.862\t0.736\n1\t0.470\t-0.240\t1.010\t0.799\t-1.036\t0.679\t0.048\t-1.211\t2.173\t0.845\t-0.505\t0.266\t0.000\t0.954\t0.319\t0.024\t0.000\t0.450\t0.162\t0.401\t0.000\t0.686\t1.056\t0.993\t0.662\t0.731\t0.832\t0.731\n1\t2.191\t0.725\t0.379\t0.715\t0.114\t0.967\t0.582\t-1.446\t1.087\t1.482\t-0.554\t1.133\t2.215\t1.411\t-2.391\t-0.642\t0.000\t0.588\t0.530\t-1.152\t0.000\t1.181\t1.839\t0.986\t1.425\t1.677\t1.819\t1.818\n1\t1.156\t-0.205\t0.784\t1.604\t0.364\t1.566\t-0.411\t-1.711\t2.173\t1.754\t-0.152\t-0.684\t0.000\t0.648\t1.293\t-0.456\t0.000\t0.938\t-0.906\t0.935\t3.102\t1.465\t1.392\t0.997\t1.588\t0.983\t1.294\t1.265\n1\t0.563\t-0.399\t-1.400\t1.293\t-0.076\t1.038\t-1.101\t-0.993\t0.000\t1.166\t-0.222\t0.356\t0.000\t1.003\t-0.313\t-0.364\t0.000\t2.819\t0.076\t1.286\t1.551\t1.006\t1.229\t1.098\t1.124\t0.841\t0.997\t0.897\n1\t1.862\t-0.351\t0.695\t0.952\t0.257\t1.168\t0.014\t-1.066\t2.173\t1.166\t0.597\t1.478\t1.107\t0.437\t-1.017\t-0.364\t0.000\t1.007\t0.316\t-0.503\t0.000\t0.607\t1.051\t0.994\t1.574\t1.391\t1.284\t1.019\n0\t0.458\t0.953\t-0.724\t1.262\t0.721\t0.606\t0.490\t-1.157\t2.173\t0.958\t0.898\t-0.005\t0.000\t1.330\t-0.950\t1.586\t0.000\t0.528\t1.709\t-0.726\t0.000\t0.785\t0.892\t1.016\t0.983\t0.997\t0.883\t0.798\n0\t1.030\t0.716\t0.225\t1.720\t0.895\t1.390\t-0.051\t-0.632\t0.000\t0.430\t-2.800\t1.186\t0.000\t1.586\t-1.360\t-1.354\t0.000\t1.222\t0.058\t1.496\t3.102\t0.808\t0.858\t1.049\t0.822\t0.183\t0.723\t0.871\n1\t1.278\t2.224\t0.845\t0.491\t-1.106\t0.453\t1.028\t0.098\t1.087\t0.701\t0.462\t-1.077\t2.215\t0.786\t0.692\t1.222\t0.000\t0.862\t0.876\t-0.566\t0.000\t0.917\t0.716\t1.079\t0.828\t0.760\t0.809\t0.713\n0\t0.318\t0.709\t-1.278\t2.134\t-0.401\t0.990\t-1.377\t1.107\t1.087\t0.444\t-1.660\t1.711\t0.000\t0.708\t-0.428\t-0.913\t0.000\t0.449\t0.684\t0.884\t3.102\t0.829\t0.965\t0.995\t0.673\t0.960\t1.808\t1.512\n1\t0.639\t-0.651\t1.540\t1.018\t1.589\t0.403\t0.046\t-1.731\t0.000\t0.735\t1.250\t-0.300\t2.215\t1.597\t0.246\t-0.152\t0.000\t1.102\t1.247\t-1.640\t0.000\t0.849\t0.971\t0.980\t1.064\t0.916\t1.333\t1.029\n1\t1.749\t-1.253\t-1.248\t0.213\t-0.697\t1.072\t-1.216\t-0.634\t0.000\t1.700\t-0.450\t1.186\t2.215\t1.778\t0.166\t0.270\t2.548\t0.468\t1.604\t1.164\t0.000\t2.727\t1.941\t0.977\t1.235\t1.488\t1.496\t1.301\n1\t0.711\t1.387\t-0.550\t0.682\t1.169\t0.840\t0.675\t-0.416\t0.000\t0.670\t0.423\t1.652\t2.215\t1.162\t-1.547\t0.720\t2.548\t1.221\t-1.052\t-1.394\t0.000\t0.820\t0.941\t0.986\t2.025\t1.390\t1.340\t1.174\n1\t2.221\t-0.485\t-0.529\t1.659\t-1.097\t1.174\t-0.588\t1.232\t2.173\t0.516\t0.873\t0.734\t2.215\t0.480\t0.239\t0.155\t0.000\t0.727\t-0.675\t0.738\t0.000\t0.491\t0.729\t1.301\t1.295\t1.061\t1.266\t0.968\n1\t0.646\t1.537\t0.597\t0.585\t-0.993\t0.415\t-0.661\t-0.411\t2.173\t1.071\t1.309\t-1.148\t0.000\t1.105\t-0.176\t1.601\t2.548\t0.742\t1.322\t-0.218\t0.000\t0.874\t1.170\t0.984\t0.830\t0.844\t0.915\t0.784\n0\t1.087\t-0.371\t-1.135\t0.986\t1.413\t1.557\t-0.756\t0.358\t1.087\t0.805\t-0.740\t-0.141\t0.000\t1.329\t0.961\t-1.615\t0.000\t2.037\t-0.953\t-0.881\t1.551\t0.841\t1.651\t1.073\t1.399\t1.733\t1.539\t1.251\n0\t1.526\t0.015\t0.377\t1.189\t0.370\t2.183\t-0.313\t0.248\t1.087\t1.187\t-1.013\t-1.736\t0.000\t2.235\t-0.533\t-1.236\t2.548\t0.977\t0.086\t1.505\t0.000\t0.903\t0.936\t0.989\t0.698\t2.703\t1.564\t1.326\n0\t0.480\t1.213\t-1.015\t0.266\t-1.263\t1.325\t-0.053\t0.257\t2.173\t0.915\t0.854\t-1.458\t2.215\t1.408\t2.276\t-1.334\t0.000\t0.644\t1.589\t0.852\t0.000\t1.018\t1.045\t1.000\t1.052\t1.799\t1.584\t1.294\n1\t0.477\t1.135\t0.031\t0.819\t1.296\t1.230\t0.902\t-1.424\t2.173\t1.009\t0.063\t0.280\t2.215\t0.398\t1.060\t0.973\t0.000\t0.510\t-1.712\t-0.307\t0.000\t0.564\t0.803\t0.987\t1.128\t1.787\t1.139\t0.863\n1\t0.847\t-0.198\t0.589\t0.753\t-1.645\t0.926\t-0.963\t0.268\t0.000\t1.480\t-0.879\t-1.251\t0.000\t0.834\t-0.740\t0.969\t2.548\t0.775\t-0.250\t-0.407\t1.551\t2.437\t1.362\t1.000\t0.594\t0.602\t0.897\t0.798\n1\t1.502\t1.235\t-0.315\t0.909\t0.387\t0.979\t1.103\t-0.781\t2.173\t1.137\t1.371\t0.526\t2.215\t1.361\t1.278\t1.279\t0.000\t2.196\t-1.677\t1.656\t0.000\t0.478\t3.022\t0.985\t0.742\t1.453\t2.434\t2.159\n1\t1.409\t-1.383\t0.839\t1.938\t1.094\t1.174\t-2.623\t-1.023\t0.000\t1.580\t-0.498\t-0.586\t2.215\t0.838\t-0.857\t0.256\t0.000\t0.943\t1.605\t1.586\t0.000\t2.146\t1.171\t0.992\t1.680\t0.806\t1.074\t1.228\n1\t1.165\t-0.383\t-0.555\t0.299\t1.551\t0.830\t-0.577\t0.269\t2.173\t0.562\t-0.921\t1.593\t2.215\t0.724\t1.309\t-1.327\t0.000\t0.623\t0.373\t1.196\t0.000\t0.682\t0.879\t0.990\t0.848\t0.952\t0.858\t0.758\n1\t1.842\t0.028\t0.346\t0.722\t-0.478\t0.706\t2.140\t1.680\t0.000\t0.740\t0.565\t-1.321\t1.107\t1.094\t0.686\t0.842\t0.000\t0.618\t-0.298\t-1.207\t0.000\t1.021\t0.830\t1.079\t0.693\t0.373\t0.674\t0.654\n1\t2.836\t-0.194\t1.465\t0.223\t0.455\t1.387\t-1.969\t-0.347\t0.000\t1.212\t0.981\t0.516\t2.215\t0.613\t0.204\t-1.408\t0.000\t0.791\t0.940\t-1.302\t3.102\t2.610\t2.268\t0.994\t1.309\t0.883\t2.074\t1.746\n1\t1.802\t1.481\t-0.873\t0.561\t-1.042\t1.125\t1.176\t0.878\t2.173\t0.758\t0.715\t-1.725\t1.107\t0.378\t1.608\t0.596\t0.000\t1.163\t-0.248\t-0.123\t0.000\t0.999\t0.927\t0.976\t1.490\t1.019\t1.076\t1.006\n1\t0.365\t0.334\t1.060\t1.061\t-0.253\t0.770\t1.179\t-0.724\t2.173\t0.593\t1.424\t0.614\t0.000\t1.072\t1.216\t1.351\t0.000\t1.174\t1.919\t-0.404\t0.000\t0.865\t0.902\t0.985\t0.852\t1.124\t0.894\t0.770\n0\t0.543\t0.053\t0.195\t1.206\t1.437\t1.140\t-1.940\t0.242\t0.000\t1.352\t-1.015\t-1.244\t2.215\t1.086\t-0.936\t1.184\t2.548\t0.782\t-1.885\t-0.817\t0.000\t0.844\t1.038\t1.009\t1.099\t1.050\t0.925\t0.825\n0\t0.460\t-1.249\t1.561\t0.825\t0.232\t0.783\t0.029\t0.693\t0.000\t0.972\t-0.197\t-0.220\t2.215\t0.819\t-0.243\t1.455\t0.000\t1.181\t-1.435\t-1.644\t0.000\t0.937\t0.928\t0.986\t0.709\t0.747\t0.762\t0.679\n1\t1.110\t0.944\t-0.582\t1.145\t0.092\t1.085\t0.364\t1.453\t1.087\t0.762\t-1.966\t-0.135\t0.000\t0.877\t-0.946\t-1.470\t2.548\t0.739\t-0.754\t-0.896\t0.000\t0.845\t0.801\t0.986\t1.404\t1.099\t1.213\t1.420\n0\t0.928\t-0.271\t-1.611\t0.958\t1.294\t1.261\t0.916\t-0.415\t2.173\t1.222\t1.148\t-0.091\t0.000\t2.110\t1.517\t1.609\t0.000\t1.554\t-0.114\t0.474\t3.102\t0.465\t1.552\t0.986\t1.358\t1.346\t1.321\t1.150\n1\t1.328\t0.741\t1.358\t1.446\t-0.177\t0.695\t-0.337\t-0.899\t2.173\t0.632\t-0.778\t0.155\t2.215\t0.505\t1.032\t-0.979\t0.000\t0.468\t1.421\t-0.519\t0.000\t0.266\t0.849\t1.886\t1.319\t0.824\t1.001\t0.810\n0\t1.292\t-1.242\t1.562\t0.352\t1.736\t0.422\t0.220\t-0.691\t2.173\t0.764\t-0.320\t0.758\t0.000\t1.267\t-0.812\t0.169\t2.548\t0.742\t-1.429\t0.039\t0.000\t0.944\t0.921\t0.987\t0.959\t0.832\t0.775\t0.718\n0\t0.722\t0.769\t0.402\t0.755\t-0.706\t0.623\t0.240\t-1.417\t2.173\t0.492\t0.178\t1.470\t0.000\t0.640\t-0.381\t-0.142\t2.548\t0.724\t1.265\t0.620\t0.000\t0.854\t0.786\t0.985\t0.758\t0.765\t0.696\t0.639\n1\t0.615\t0.839\t-0.767\t1.261\t0.258\t2.247\t-0.196\t1.439\t0.000\t3.664\t-0.834\t-0.517\t0.000\t1.221\t-0.394\t0.854\t0.000\t1.195\t0.374\t1.203\t3.102\t0.904\t0.634\t0.987\t0.546\t0.108\t0.483\t0.522\n1\t0.414\t0.829\t-0.924\t0.812\t-0.354\t1.055\t0.086\t0.211\t2.173\t1.301\t-0.861\t1.657\t0.000\t0.761\t-0.024\t1.094\t2.548\t0.581\t-1.138\t1.554\t0.000\t0.968\t0.819\t0.995\t1.558\t0.800\t1.134\t1.454\n0\t0.556\t1.301\t0.363\t0.855\t1.312\t0.528\t1.230\t-0.839\t2.173\t0.672\t2.038\t-0.520\t0.000\t0.500\t1.972\t0.509\t0.000\t0.796\t0.322\t1.557\t3.102\t0.712\t0.844\t0.986\t0.867\t0.646\t0.680\t0.634\n1\t0.951\t-2.027\t-0.086\t0.406\t1.271\t0.854\t-0.939\t0.919\t0.000\t1.204\t-1.137\t-1.059\t0.000\t0.441\t1.163\t1.452\t2.548\t0.697\t-1.798\t1.102\t0.000\t0.982\t0.963\t0.987\t1.150\t0.294\t0.834\t0.784\n1\t0.490\t0.540\t-0.263\t0.761\t0.846\t1.462\t-0.835\t-1.371\t2.173\t0.709\t-1.214\t-0.249\t0.000\t0.898\t-1.101\t1.377\t1.274\t1.007\t-1.279\t0.585\t0.000\t0.768\t0.783\t0.994\t2.085\t0.919\t1.477\t1.341\n0\t0.749\t-0.572\t-0.668\t1.894\t-1.532\t1.614\t-0.586\t0.459\t2.173\t0.869\t-0.400\t-1.574\t0.000\t1.260\t0.484\t-0.837\t2.548\t0.665\t-1.141\t0.698\t0.000\t1.009\t1.073\t1.158\t1.649\t1.944\t1.299\t1.072\n0\t0.821\t-1.325\t0.287\t0.716\t-1.569\t0.349\t-1.035\t-1.267\t0.000\t0.647\t-1.459\t-0.655\t0.000\t0.567\t-2.189\t0.688\t0.000\t1.204\t-0.708\t-0.098\t0.000\t0.866\t0.800\t1.057\t0.594\t0.289\t0.553\t0.552\n1\t0.509\t1.327\t-1.693\t0.261\t0.069\t0.828\t-0.338\t1.494\t0.000\t0.961\t0.013\t0.129\t0.000\t1.116\t-0.056\t1.034\t1.274\t1.278\t-1.651\t-0.434\t0.000\t1.818\t1.112\t0.980\t0.651\t1.014\t0.898\t0.755\n0\t0.438\t1.392\t0.296\t2.501\t0.006\t0.946\t-0.136\t-1.315\t2.173\t0.829\t-0.224\t1.425\t0.000\t0.455\t-0.551\t-0.014\t0.000\t1.017\t0.473\t1.533\t3.102\t0.924\t0.912\t0.979\t0.950\t0.676\t1.000\t0.878\n0\t0.874\t0.845\t1.136\t2.139\t-1.655\t0.594\t-0.141\t0.162\t2.173\t1.010\t-1.047\t-0.470\t2.215\t0.570\t0.475\t-0.735\t0.000\t1.204\t1.149\t0.589\t0.000\t0.940\t0.843\t1.113\t1.803\t0.827\t1.284\t1.084\n0\t1.209\t-1.003\t-1.401\t0.251\t1.298\t1.398\t-0.061\t0.506\t0.000\t1.385\t-0.492\t-1.182\t2.215\t0.925\t0.268\t-0.001\t0.000\t1.727\t-0.218\t0.953\t3.102\t0.975\t0.864\t0.985\t0.873\t1.321\t1.129\t1.128\n1\t0.964\t0.281\t0.602\t1.107\t-1.560\t1.464\t-0.313\t0.539\t0.000\t0.962\t-0.725\t-1.175\t1.107\t1.006\t-1.261\t-1.132\t0.000\t1.348\t0.285\t-0.761\t3.102\t0.832\t1.123\t1.331\t0.862\t0.696\t0.758\t0.728\n1\t0.431\t-0.695\t0.622\t0.647\t0.781\t0.545\t-1.487\t-1.200\t0.000\t0.808\t0.113\t-0.897\t2.215\t0.409\t-1.359\t0.985\t0.000\t0.929\t1.136\t1.453\t0.000\t0.782\t0.946\t0.992\t0.753\t0.675\t0.691\t0.806\n0\t1.288\t-1.203\t-0.728\t0.266\t-1.432\t1.381\t-0.259\t1.235\t2.173\t1.336\t-2.223\t-0.227\t0.000\t0.576\t-0.603\t-1.654\t0.000\t0.698\t-1.369\t0.126\t3.102\t1.775\t0.987\t0.978\t1.297\t1.169\t1.366\t1.136\n0\t0.533\t0.083\t-0.154\t1.295\t0.886\t0.924\t0.542\t-1.511\t0.000\t0.939\t-0.309\t0.467\t0.000\t1.128\t-1.054\t-0.244\t2.548\t0.807\t0.042\t-0.752\t0.000\t0.898\t0.694\t0.986\t1.080\t1.538\t0.959\t0.891\n1\t1.401\t0.795\t-1.709\t1.392\t1.551\t0.663\t0.490\t0.272\t0.000\t0.993\t1.206\t-0.554\t2.215\t0.770\t0.213\t-0.077\t2.548\t0.840\t0.401\t1.160\t0.000\t0.817\t0.987\t0.997\t0.965\t0.623\t0.927\t0.839\n1\t0.491\t-2.116\t0.564\t1.785\t1.368\t0.724\t-1.219\t-0.406\t2.173\t0.558\t-0.992\t-0.975\t0.000\t0.330\t1.140\t-0.514\t2.548\t0.429\t-1.989\t1.166\t0.000\t0.761\t0.876\t0.986\t1.403\t0.967\t1.438\t1.093\n1\t1.185\t-0.447\t-1.355\t0.318\t-0.041\t1.166\t-0.122\t0.094\t0.000\t0.960\t0.011\t1.678\t2.215\t0.491\t1.296\t1.077\t0.000\t0.670\t0.470\t0.721\t0.000\t0.863\t0.983\t0.989\t0.676\t0.631\t0.848\t0.750\n1\t0.915\t0.172\t-1.613\t1.108\t-1.053\t0.831\t0.679\t-0.599\t0.000\t1.694\t-0.129\t0.975\t2.215\t1.026\t0.419\t0.329\t1.274\t0.447\t-1.170\t-0.981\t0.000\t1.202\t0.990\t0.979\t1.230\t0.878\t1.006\t0.958\n0\t1.819\t-0.873\t1.669\t0.093\t-0.379\t1.068\t0.666\t-0.428\t2.173\t0.519\t-0.546\t1.119\t0.000\t0.295\t-0.108\t-0.523\t2.548\t0.458\t-1.402\t1.003\t0.000\t0.381\t1.307\t0.978\t0.591\t0.291\t0.901\t0.792\n1\t1.832\t-0.448\t1.628\t1.037\t-1.564\t2.573\t2.052\t0.737\t0.000\t1.335\t-0.605\t-0.853\t2.215\t2.406\t0.527\t-0.645\t0.000\t1.077\t0.223\t-0.172\t3.102\t0.834\t0.754\t0.984\t1.139\t0.797\t0.987\t1.052\n0\t1.228\t0.097\t-1.122\t0.861\t-0.232\t0.760\t0.013\t1.359\t2.173\t0.747\t-0.389\t0.161\t0.000\t0.882\t-0.196\t1.009\t2.548\t0.720\t-1.327\t-0.615\t0.000\t0.862\t1.101\t1.024\t0.851\t0.338\t0.726\t0.745\n1\t1.362\t1.350\t0.263\t1.986\t0.918\t2.850\t-0.546\t-0.965\t0.000\t0.797\t0.727\t1.172\t1.107\t0.665\t0.529\t0.050\t2.548\t1.399\t1.716\t0.689\t0.000\t1.007\t0.829\t1.268\t0.807\t0.659\t0.655\t0.656\n0\t0.880\t0.372\t-1.197\t0.660\t0.721\t0.436\t-0.144\t-1.471\t0.000\t1.185\t0.119\t1.283\t2.215\t1.173\t1.506\t0.045\t0.000\t1.089\t-0.241\t-0.037\t1.551\t1.145\t0.913\t1.042\t0.767\t0.975\t0.884\t0.760\n1\t0.425\t0.146\t1.031\t2.097\t0.343\t1.395\t0.643\t0.035\t0.000\t1.223\t0.811\t-1.114\t1.107\t0.988\t-0.154\t1.702\t2.548\t1.034\t-0.938\t-1.730\t0.000\t0.529\t0.948\t0.995\t1.090\t0.902\t0.998\t0.879\n1\t0.370\t-2.328\t0.629\t2.233\t1.262\t0.836\t-1.265\t-0.280\t1.087\t0.515\t-0.831\t-1.678\t0.000\t1.718\t-0.877\t-0.933\t2.548\t0.820\t-0.253\t0.467\t0.000\t0.827\t0.921\t0.991\t1.289\t0.862\t1.062\t0.879\n0\t1.577\t-0.364\t0.068\t1.957\t0.034\t1.099\t0.561\t-1.465\t0.000\t1.063\t0.618\t1.579\t0.000\t1.334\t-0.084\t1.353\t1.274\t1.117\t-0.842\t-0.188\t3.102\t0.892\t0.905\t0.971\t0.504\t1.020\t0.973\t1.305\n1\t0.474\t1.571\t0.085\t0.867\t-0.462\t0.802\t1.437\t1.598\t0.000\t0.650\t1.786\t0.680\t0.000\t0.874\t0.808\t-1.272\t0.000\t1.209\t0.411\t1.249\t3.102\t0.900\t0.755\t0.982\t0.738\t0.989\t0.976\t0.868\n1\t0.677\t-1.667\t1.654\t1.042\t-0.514\t1.427\t-1.426\t-1.463\t2.173\t1.021\t-1.133\t0.884\t2.215\t1.524\t-1.698\t0.318\t0.000\t1.573\t-2.043\t0.102\t0.000\t0.959\t0.972\t1.080\t0.929\t1.537\t1.073\t0.899\n0\t0.854\t0.573\t-0.283\t1.384\t0.507\t0.892\t-0.370\t0.267\t2.173\t1.442\t-0.608\t-1.724\t2.215\t1.311\t-0.062\t-1.429\t0.000\t0.605\t1.295\t-1.278\t0.000\t0.897\t1.009\t0.987\t0.776\t1.641\t1.105\t1.023\n0\t0.448\t0.449\t1.720\t0.832\t0.398\t2.069\t-0.561\t-1.310\t2.173\t2.121\t-2.766\t0.091\t0.000\t2.703\t-0.060\t0.915\t2.548\t1.121\t-0.479\t-1.665\t0.000\t0.892\t0.841\t0.985\t0.809\t2.773\t1.345\t1.087\n1\t0.766\t0.628\t1.011\t0.421\t-1.630\t0.810\t2.112\t-0.804\t0.000\t1.212\t0.335\t1.562\t0.000\t1.088\t0.045\t0.357\t2.548\t1.099\t-1.062\t-0.199\t3.102\t1.054\t0.978\t0.995\t0.826\t0.718\t0.795\t0.698\n0\t0.591\t0.922\t1.036\t1.039\t-0.689\t0.704\t0.259\t1.020\t2.173\t0.559\t0.678\t-0.453\t2.215\t1.613\t0.172\t-1.292\t0.000\t0.820\t0.587\t0.616\t0.000\t1.297\t0.893\t1.085\t0.886\t0.919\t0.744\t0.695\n1\t0.960\t0.729\t-0.016\t0.790\t-0.715\t1.048\t-0.770\t1.200\t2.173\t0.411\t-1.410\t-1.195\t0.000\t0.619\t0.585\t1.522\t2.548\t1.331\t-0.435\t0.102\t0.000\t0.971\t1.104\t0.995\t0.738\t0.826\t0.888\t0.797\n1\t1.233\t1.278\t0.160\t1.310\t-0.216\t0.541\t0.748\t1.499\t1.087\t0.471\t0.838\t-1.040\t0.000\t0.799\t0.266\t-1.524\t0.000\t0.961\t-1.564\t1.309\t0.000\t0.482\t0.538\t0.997\t1.156\t0.769\t0.905\t0.814\n1\t1.687\t-0.032\t0.254\t0.751\t0.044\t0.888\t0.762\t-1.276\t2.173\t1.019\t-0.157\t1.560\t2.215\t0.753\t-0.267\t0.556\t0.000\t1.117\t1.372\t-1.381\t0.000\t0.868\t0.991\t0.976\t1.275\t1.027\t1.049\t0.883\n1\t0.753\t-0.278\t0.418\t0.779\t-1.083\t1.607\t0.057\t0.934\t0.000\t1.101\t-0.017\t-1.124\t2.215\t2.497\t-0.851\t-0.356\t0.000\t1.357\t-1.332\t-0.471\t0.000\t0.874\t0.955\t1.036\t0.754\t0.850\t0.966\t0.843\n1\t0.641\t0.894\t1.076\t1.262\t-1.306\t0.849\t0.481\t0.724\t0.000\t0.928\t0.418\t0.204\t0.000\t1.250\t0.869\t-1.227\t2.548\t0.445\t-0.611\t-0.535\t0.000\t0.854\t0.900\t1.046\t0.628\t0.663\t0.846\t0.796\n1\t0.939\t0.243\t0.636\t0.797\t-0.596\t0.995\t0.316\t-0.478\t2.173\t0.844\t0.985\t-1.236\t2.215\t1.759\t-0.144\t1.364\t0.000\t1.026\t-0.197\t0.530\t0.000\t1.014\t1.224\t1.073\t0.790\t0.976\t1.040\t0.877\n0\t0.523\t0.402\t0.055\t1.156\t-0.851\t0.590\t0.575\t0.939\t2.173\t0.735\t-0.073\t-1.619\t2.215\t0.776\t2.705\t-0.308\t0.000\t0.406\t-1.968\t1.296\t0.000\t0.618\t0.879\t0.987\t0.959\t0.788\t0.896\t0.814\n0\t0.962\t-0.803\t-0.057\t0.509\t0.990\t1.105\t-1.112\t-0.401\t1.087\t0.932\t-0.275\t1.454\t2.215\t1.082\t-0.801\t1.220\t0.000\t0.999\t0.929\t-1.400\t0.000\t1.567\t0.993\t0.989\t0.910\t1.620\t1.163\t0.957\n1\t0.431\t0.736\t0.022\t0.675\t-0.068\t0.711\t1.214\t0.405\t2.173\t1.391\t1.022\t-1.371\t1.107\t0.550\t2.699\t-0.015\t0.000\t0.931\t1.963\t1.681\t0.000\t0.825\t0.964\t0.996\t1.167\t1.468\t0.962\t0.851\n1\t1.154\t0.646\t-0.386\t0.780\t0.370\t0.762\t-1.064\t1.006\t0.000\t2.105\t-0.086\t-1.260\t2.215\t0.636\t1.311\t0.866\t0.000\t0.905\t1.365\t0.034\t0.000\t0.695\t1.188\t0.984\t0.673\t1.076\t1.009\t0.834\n1\t0.784\t-1.019\t1.146\t1.009\t0.261\t1.210\t0.596\t-1.057\t2.173\t0.712\t-1.112\t0.682\t0.000\t0.707\t-0.204\t1.380\t0.000\t0.669\t1.216\t0.743\t3.102\t0.834\t0.840\t0.986\t1.903\t1.040\t1.350\t1.052\n1\t0.586\t-1.396\t0.349\t0.313\t1.579\t2.581\t0.616\t-1.511\t0.000\t3.263\t-0.619\t0.165\t2.215\t0.852\t-0.910\t0.781\t0.000\t1.613\t-0.005\t0.294\t3.102\t0.696\t0.759\t0.990\t1.060\t0.707\t0.788\t0.721\n0\t0.530\t-1.176\t1.471\t0.725\t0.255\t0.395\t-1.423\t-0.125\t0.000\t0.696\t-0.091\t0.191\t0.000\t1.521\t-1.182\t-1.532\t2.548\t0.516\t0.697\t1.417\t3.102\t0.864\t0.811\t0.989\t0.916\t0.924\t0.818\t0.714\n0\t1.729\t1.223\t1.279\t0.698\t0.605\t0.715\t2.818\t-0.420\t0.000\t0.698\t0.166\t-1.076\t2.215\t0.953\t-1.072\t0.501\t1.274\t1.008\t-0.207\t1.404\t0.000\t1.124\t1.006\t0.987\t1.388\t1.063\t1.043\t1.051\n1\t1.504\t-1.419\t-1.247\t0.639\t0.984\t0.845\t-0.824\t0.557\t2.173\t0.449\t-1.895\t-0.400\t0.000\t0.401\t-0.856\t1.434\t0.000\t0.458\t-2.364\t-1.005\t0.000\t0.734\t0.800\t1.229\t1.106\t0.792\t0.878\t0.732\n0\t1.809\t-0.711\t-0.993\t1.336\t-1.384\t0.668\t1.511\t1.026\t0.000\t1.034\t0.392\t0.924\t0.000\t1.199\t-0.140\t-0.389\t2.548\t1.444\t0.854\t0.224\t1.551\t1.056\t0.897\t0.975\t0.869\t0.820\t0.971\t1.193\n0\t0.527\t0.226\t1.589\t1.443\t0.747\t1.136\t0.720\t-0.819\t2.173\t0.989\t0.653\t-1.296\t2.215\t1.059\t1.683\t0.856\t0.000\t0.850\t0.140\t-0.312\t0.000\t0.837\t0.912\t0.991\t1.247\t0.651\t0.915\t0.829\n0\t1.483\t-0.707\t1.307\t0.474\t1.044\t0.759\t-1.456\t-0.409\t0.000\t0.835\t-0.601\t-0.993\t2.215\t1.169\t0.338\t1.008\t0.000\t1.368\t-1.634\t-0.959\t0.000\t0.835\t0.843\t0.976\t0.787\t0.697\t0.721\t0.862\n1\t0.374\t0.785\t-0.924\t0.676\t-0.936\t1.064\t-0.433\t1.499\t0.000\t1.564\t-0.472\t0.292\t2.215\t1.415\t-0.171\t-0.729\t1.274\t1.423\t-0.505\t0.981\t0.000\t0.863\t1.325\t0.994\t1.031\t1.280\t1.106\t0.946\n1\t0.708\t0.893\t-0.011\t0.756\t1.357\t1.118\t2.309\t-0.994\t0.000\t1.163\t-0.176\t0.835\t2.215\t0.606\t0.411\t-0.326\t0.000\t0.933\t-0.299\t1.515\t3.102\t0.483\t0.690\t0.987\t0.756\t0.547\t0.691\t0.610\n0\t0.580\t-0.226\t-1.304\t0.701\t-1.535\t1.785\t-1.710\t1.491\t0.000\t1.356\t-1.185\t0.061\t0.000\t1.144\t-2.057\t-0.438\t0.000\t1.187\t-0.881\t-0.521\t1.551\t1.331\t0.867\t0.977\t0.875\t0.674\t0.793\t1.195\n1\t0.604\t1.936\t0.798\t1.423\t1.163\t3.059\t-1.635\t-0.905\t0.000\t1.436\t0.200\t1.149\t0.000\t1.633\t1.355\t0.266\t2.548\t1.285\t1.177\t0.693\t3.102\t2.213\t1.298\t0.978\t0.900\t0.418\t0.964\t0.823\n1\t1.030\t-0.164\t1.538\t0.990\t0.337\t0.661\t0.549\t-0.920\t2.173\t1.047\t-0.100\t-1.464\t0.000\t1.108\t-0.591\t0.570\t2.548\t0.783\t0.529\t0.118\t0.000\t1.249\t0.898\t1.235\t0.739\t1.242\t0.826\t0.777\n0\t0.443\t-0.559\t-0.051\t0.778\t0.730\t1.317\t0.922\t-0.553\t1.087\t0.862\t0.112\t1.372\t0.000\t0.983\t0.789\t0.929\t2.548\t1.195\t0.605\t-1.470\t0.000\t0.834\t0.738\t0.998\t1.040\t1.379\t0.981\t0.846\n1\t1.280\t0.126\t1.440\t0.604\t-0.592\t1.085\t0.657\t0.015\t0.000\t0.798\t0.709\t-0.382\t2.215\t1.492\t1.010\t1.235\t0.000\t1.468\t0.537\t-0.948\t3.102\t0.875\t1.062\t1.177\t0.785\t0.478\t0.798\t0.777\n0\t1.185\t0.703\t0.414\t0.733\t0.877\t0.796\t-0.357\t1.575\t2.173\t1.131\t0.572\t-1.007\t0.000\t1.365\t0.102\t-0.495\t2.548\t0.526\t-0.393\t0.661\t0.000\t1.147\t1.088\t0.989\t0.920\t1.280\t0.882\t0.837\n0\t1.634\t-0.262\t1.191\t0.357\t0.689\t1.073\t1.440\t-0.750\t0.000\t0.762\t-0.357\t-1.108\t2.215\t1.235\t0.623\t0.596\t0.000\t2.182\t-0.614\t0.568\t1.551\t1.095\t1.115\t0.997\t0.852\t1.182\t0.966\t0.845\n0\t0.632\t0.571\t0.179\t1.788\t1.099\t0.626\t0.052\t-0.082\t0.000\t0.926\t0.015\t-0.945\t0.000\t0.779\t-0.735\t-1.454\t2.548\t0.568\t0.820\t1.422\t3.102\t1.135\t0.932\t1.086\t0.555\t0.583\t0.650\t0.768\n0\t0.758\t0.096\t1.217\t1.324\t-1.089\t0.729\t-1.443\t0.866\t0.000\t1.081\t0.165\t-0.561\t1.107\t0.334\t-1.128\t-0.639\t0.000\t0.873\t-0.159\t0.345\t3.102\t0.872\t0.701\t1.214\t0.881\t0.659\t0.811\t0.827\n1\t0.619\t0.775\t-0.830\t1.351\t1.384\t0.750\t0.793\t0.252\t1.087\t0.709\t1.523\t0.327\t0.000\t0.698\t-0.904\t-0.917\t0.000\t0.595\t0.787\t-1.588\t3.102\t0.925\t0.704\t1.155\t0.555\t0.706\t0.638\t0.600\n0\t1.284\t1.278\t1.390\t0.774\t-1.665\t0.546\t0.939\t-0.692\t2.173\t0.545\t1.829\t-0.243\t0.000\t0.754\t1.805\t0.910\t0.000\t0.696\t-1.639\t0.883\t0.000\t0.918\t0.823\t0.981\t0.969\t0.648\t0.824\t0.713\n0\t0.949\t-0.383\t-1.405\t1.087\t-0.543\t0.382\t0.446\t0.917\t1.087\t0.652\t-0.957\t0.696\t2.215\t0.402\t0.779\t-0.006\t0.000\t0.484\t-2.257\t-0.822\t0.000\t0.591\t1.013\t0.987\t0.838\t0.591\t0.694\t0.719\n1\t0.808\t2.013\t0.922\t0.063\t-0.171\t1.653\t-0.099\t-1.181\t0.000\t1.198\t-0.184\t0.720\t2.215\t0.653\t0.762\t-0.182\t0.000\t1.656\t-0.159\t0.073\t3.102\t0.879\t1.185\t0.987\t1.034\t0.700\t0.966\t1.271\n0\t0.412\t-1.222\t-0.002\t0.481\t0.737\t0.599\t-2.505\t-1.188\t0.000\t0.600\t-0.024\t1.415\t0.000\t1.222\t0.447\t-0.086\t2.548\t1.663\t0.179\t-1.426\t3.102\t2.239\t1.798\t0.983\t0.665\t1.029\t1.433\t1.167\n0\t1.664\t-0.185\t1.530\t0.582\t-1.372\t0.535\t-0.719\t0.248\t2.173\t0.919\t0.686\t-0.651\t2.215\t0.366\t2.151\t-0.170\t0.000\t0.471\t-0.924\t-0.395\t0.000\t1.262\t0.879\t0.983\t1.013\t1.098\t0.894\t0.847\n1\t2.207\t-0.601\t1.026\t1.519\t0.635\t1.247\t-1.247\t-1.461\t2.173\t1.555\t-0.706\t-0.510\t0.000\t0.809\t0.429\t0.199\t2.548\t0.757\t-2.343\t-0.943\t0.000\t1.838\t1.602\t0.992\t1.703\t1.747\t1.300\t1.380\n1\t0.640\t-1.416\t-1.310\t0.130\t-1.191\t0.837\t-0.160\t0.790\t2.173\t1.247\t-0.978\t-0.920\t0.000\t0.558\t-0.867\t0.272\t2.548\t0.714\t0.590\t-0.115\t0.000\t1.152\t0.834\t0.977\t0.890\t0.516\t0.843\t0.738\n0\t0.999\t0.071\t0.489\t0.356\t1.003\t1.454\t2.324\t0.476\t0.000\t1.706\t-0.525\t-1.200\t2.215\t0.909\t-0.658\t-1.631\t0.000\t1.170\t-1.370\t-0.955\t0.000\t0.848\t0.784\t0.994\t0.825\t1.211\t0.925\t0.799\n0\t1.391\t-0.717\t-0.436\t0.578\t-1.218\t0.375\t-0.769\t0.347\t2.173\t0.369\t-2.243\t-1.240\t0.000\t1.078\t-0.776\t-1.637\t2.548\t0.667\t0.510\t0.961\t0.000\t0.847\t0.887\t0.984\t0.693\t0.774\t0.660\t0.754\n1\t0.734\t0.330\t1.378\t0.841\t0.744\t0.516\t-1.005\t1.306\t0.000\t0.764\t-0.213\t-1.606\t0.000\t1.799\t0.100\t-0.594\t2.548\t1.619\t-0.703\t-0.077\t3.102\t0.854\t1.061\t0.992\t1.208\t0.872\t1.043\t1.028\n0\t1.327\t0.496\t0.449\t1.389\t0.374\t0.970\t1.084\t-1.176\t0.000\t0.943\t0.053\t-0.115\t2.215\t1.811\t0.894\t-1.591\t0.000\t1.201\t0.348\t1.353\t3.102\t0.880\t0.909\t0.979\t0.917\t0.948\t0.977\t1.060\n0\t0.496\t1.440\t-0.982\t0.670\t-1.459\t0.652\t0.440\t0.833\t2.173\t0.680\t2.504\t-0.101\t0.000\t0.547\t-0.859\t1.087\t0.000\t0.965\t-0.359\t-1.294\t0.000\t0.827\t0.760\t0.983\t0.457\t0.481\t0.539\t0.542\n1\t1.464\t-0.523\t-0.775\t1.184\t-1.364\t0.938\t-0.750\t0.403\t2.173\t0.980\t-0.647\t1.192\t2.215\t0.943\t-0.250\t-1.390\t0.000\t0.443\t2.332\t0.519\t0.000\t0.954\t0.901\t0.987\t1.283\t0.922\t1.003\t0.870\n1\t0.784\t0.895\t0.018\t2.781\t-0.299\t1.149\t0.310\t1.392\t0.000\t1.562\t1.002\t-1.213\t2.215\t1.376\t1.474\t0.758\t0.000\t0.944\t1.251\t-0.519\t0.000\t1.150\t0.702\t0.990\t1.481\t0.933\t1.000\t1.010\n0\t0.400\t1.064\t-1.597\t0.865\t0.295\t0.924\t0.610\t-0.532\t2.173\t1.465\t-0.479\t1.143\t0.000\t0.603\t-2.263\t-0.459\t0.000\t1.109\t0.343\t-1.541\t3.102\t2.211\t1.586\t0.986\t0.823\t0.852\t1.413\t1.123\n0\t1.156\t-0.041\t-0.575\t1.367\t-1.061\t0.594\t-1.300\t0.424\t0.000\t0.706\t0.319\t0.712\t2.215\t0.841\t0.563\t1.313\t2.548\t0.574\t-1.266\t-1.659\t0.000\t0.855\t0.939\t0.990\t0.897\t0.439\t0.756\t0.903\n1\t0.857\t-0.640\t-1.063\t0.658\t1.466\t0.967\t-0.748\t-0.140\t0.000\t0.785\t0.235\t1.507\t2.215\t0.811\t-1.038\t0.697\t1.274\t0.722\t-1.493\t-0.287\t0.000\t0.712\t0.740\t0.991\t0.863\t0.850\t0.844\t0.786\n0\t0.671\t-0.350\t-0.605\t1.624\t1.560\t0.962\t-1.645\t-0.537\t0.000\t0.719\t1.343\t1.004\t1.107\t1.373\t0.370\t1.280\t2.548\t1.003\t1.205\t-0.970\t0.000\t0.745\t0.831\t1.343\t1.191\t0.596\t0.836\t0.777\n1\t1.444\t1.002\t-0.881\t1.068\t-0.535\t0.547\t1.616\t1.605\t0.000\t0.372\t0.793\t0.537\t0.000\t1.499\t0.635\t1.216\t1.274\t0.911\t1.412\t0.195\t3.102\t0.883\t0.717\t0.983\t0.835\t0.849\t0.874\t0.792\n0\t2.015\t-0.132\t0.491\t0.673\t0.867\t0.875\t-0.540\t-1.119\t2.173\t0.613\t-1.157\t-1.674\t0.000\t0.508\t1.780\t0.854\t0.000\t1.507\t-0.672\t-0.542\t3.102\t0.842\t0.768\t0.986\t1.079\t0.625\t1.016\t0.853\n0\t0.305\t2.263\t-1.680\t2.012\t1.192\t1.433\t-0.890\t-0.279\t2.173\t0.745\t-0.158\t-1.295\t0.000\t0.639\t-1.364\t1.107\t0.000\t1.069\t-0.170\t0.991\t3.102\t1.161\t0.818\t0.987\t2.445\t1.279\t1.550\t1.311\n0\t0.552\t0.146\t-1.597\t1.442\t0.270\t1.141\t1.529\t0.445\t0.000\t0.552\t1.310\t-0.793\t0.000\t1.880\t-0.881\t-1.142\t2.548\t2.129\t0.337\t1.488\t3.102\t1.243\t1.119\t1.228\t1.274\t1.556\t1.055\t0.958\n1\t0.519\t-2.270\t-1.371\t0.972\t1.709\t0.854\t-1.342\t0.229\t0.000\t0.898\t-0.981\t-0.543\t1.107\t1.500\t-1.198\t1.652\t0.000\t0.628\t-0.597\t1.180\t0.000\t0.919\t0.893\t0.992\t0.596\t0.211\t0.561\t0.635\n0\t0.844\t1.450\t0.161\t0.640\t-1.186\t0.890\t0.781\t1.731\t2.173\t0.398\t0.200\t0.690\t0.000\t1.047\t0.139\t0.185\t2.548\t0.758\t1.315\t-0.858\t0.000\t0.882\t0.850\t0.987\t0.755\t1.246\t0.787\t0.672\n0\t1.516\t0.080\t-0.274\t0.688\t-0.223\t1.002\t-0.886\t-1.578\t2.173\t1.157\t-0.450\t0.085\t2.215\t1.109\t-1.480\t1.114\t0.000\t1.555\t-1.178\t1.591\t0.000\t0.623\t0.842\t0.972\t0.624\t1.618\t1.016\t1.036\n0\t1.426\t-1.334\t0.582\t0.567\t-1.037\t0.470\t-0.226\t-0.062\t2.173\t0.820\t-0.749\t-1.443\t0.000\t0.519\t0.469\t1.277\t0.000\t0.666\t0.186\t-1.210\t1.551\t0.938\t0.896\t1.238\t0.860\t0.527\t0.663\t0.689\n1\t0.327\t-1.821\t1.187\t0.640\t-1.144\t1.036\t0.407\t-0.127\t0.000\t1.164\t-0.523\t-1.639\t0.000\t0.831\t-0.994\t0.886\t2.548\t0.693\t-0.289\t0.447\t1.551\t2.555\t1.418\t0.994\t0.686\t0.315\t0.969\t0.818\n1\t0.882\t0.082\t-0.390\t1.029\t-1.526\t1.350\t-0.396\t-0.136\t2.173\t1.812\t0.335\t1.632\t0.000\t0.728\t-2.378\t0.491\t0.000\t0.660\t-1.703\t0.758\t0.000\t0.286\t0.616\t1.126\t1.094\t0.924\t0.936\t0.989\n0\t0.510\t0.903\t-0.820\t1.152\t1.334\t1.228\t1.279\t0.212\t2.173\t0.848\t1.816\t-1.210\t0.000\t0.628\t2.430\t1.549\t0.000\t1.455\t0.604\t1.697\t0.000\t0.823\t0.716\t0.990\t1.068\t0.174\t0.845\t0.788\n1\t1.438\t1.638\t-0.800\t1.245\t-0.589\t1.279\t1.648\t1.260\t2.173\t1.089\t1.895\t0.760\t0.000\t0.705\t0.090\t1.140\t0.000\t2.331\t0.353\t-0.272\t0.000\t1.371\t0.991\t0.997\t1.602\t2.166\t1.693\t1.497\n0\t0.721\t-0.194\t1.034\t0.816\t-0.549\t0.863\t0.888\t0.795\t2.173\t1.653\t0.100\t-1.482\t0.000\t1.283\t0.339\t0.200\t2.548\t1.677\t1.323\t-0.341\t0.000\t0.979\t1.018\t1.052\t0.953\t0.756\t0.880\t0.841\n0\t1.233\t-1.140\t-0.060\t0.296\t-1.683\t0.673\t-1.851\t1.298\t0.000\t0.885\t-1.206\t0.584\t2.215\t1.123\t-0.953\t-1.129\t2.548\t0.861\t-0.668\t1.671\t0.000\t0.960\t0.935\t0.982\t0.680\t1.064\t0.712\t0.665\n1\t0.945\t-1.717\t-0.925\t0.415\t0.363\t0.551\t0.516\t-0.277\t2.173\t0.503\t0.548\t1.313\t2.215\t0.419\t-1.147\t0.789\t0.000\t0.410\t1.085\t0.373\t0.000\t0.777\t0.710\t0.987\t0.941\t0.767\t0.814\t0.693\n1\t1.086\t0.952\t0.313\t0.339\t-0.992\t1.345\t0.805\t-0.767\t0.000\t1.690\t0.420\t0.584\t2.215\t1.513\t0.315\t-1.379\t0.000\t1.390\t1.043\t1.242\t3.102\t0.966\t1.010\t0.980\t0.749\t0.969\t0.704\t0.655\n1\t1.263\t-0.030\t1.347\t0.977\t-1.504\t0.987\t1.434\t-0.683\t2.173\t0.549\t0.702\t-0.176\t0.000\t0.888\t-1.697\t0.838\t0.000\t0.443\t0.696\t0.799\t3.102\t0.720\t0.764\t0.986\t0.621\t0.714\t1.040\t0.890\n1\t1.048\t1.027\t1.150\t0.176\t-1.648\t0.830\t1.132\t0.484\t0.000\t1.429\t0.723\t1.669\t0.000\t1.423\t0.627\t-0.663\t2.548\t0.873\t-0.414\t-0.542\t0.000\t0.893\t0.965\t0.990\t0.927\t0.837\t0.768\t0.723\n0\t0.865\t0.191\t0.409\t2.226\t0.680\t0.858\t-0.144\t-1.088\t0.000\t0.532\t1.085\t-1.274\t2.215\t0.278\t-0.648\t-0.915\t0.000\t0.495\t0.964\t1.638\t0.000\t0.937\t0.687\t1.005\t0.605\t0.427\t0.795\t0.845\n1\t0.891\t-0.318\t0.746\t1.014\t1.541\t1.920\t-0.895\t-1.278\t0.000\t0.895\t0.242\t0.592\t0.000\t0.408\t-1.421\t0.220\t0.000\t0.439\t-0.519\t-1.584\t3.102\t1.005\t1.093\t0.992\t0.509\t0.226\t0.644\t0.609\n0\t0.787\t-0.598\t-1.676\t0.618\t-0.302\t0.414\t-1.767\t1.693\t0.000\t0.995\t-0.362\t-0.136\t2.215\t0.679\t0.259\t1.518\t2.548\t0.628\t-1.355\t0.192\t0.000\t0.763\t0.986\t0.988\t0.604\t0.918\t0.752\t0.677\n1\t0.831\t-1.128\t0.391\t1.009\t0.398\t0.759\t-0.347\t1.662\t1.087\t0.818\t-1.414\t-1.203\t0.000\t0.275\t-1.142\t0.028\t0.000\t1.396\t-0.568\t-1.004\t3.102\t0.656\t0.843\t0.996\t1.093\t0.755\t1.042\t0.844\n1\t1.690\t0.137\t-0.577\t0.918\t0.663\t0.622\t-0.609\t-1.541\t2.173\t0.954\t-1.106\t1.168\t2.215\t0.531\t-0.590\t-0.688\t0.000\t0.909\t0.353\t0.511\t0.000\t0.802\t0.907\t1.551\t1.130\t0.789\t0.989\t0.812\n1\t0.634\t0.806\t-1.685\t1.727\t0.746\t1.481\t-0.587\t-0.646\t2.173\t0.752\t-0.666\t-1.158\t2.215\t1.896\t-0.514\t0.737\t0.000\t0.834\t-0.784\t-1.607\t0.000\t1.218\t1.088\t1.180\t1.889\t0.695\t1.303\t1.205\n0\t1.231\t-1.796\t1.718\t0.770\t0.158\t0.591\t-0.226\t1.478\t2.173\t0.657\t-1.048\t-0.151\t0.000\t0.548\t0.357\t-0.227\t1.274\t0.529\t-0.125\t-1.183\t0.000\t0.718\t0.834\t1.330\t1.107\t0.743\t0.891\t0.758\n1\t2.556\t-0.630\t-1.508\t0.222\t1.467\t0.588\t-0.500\t-0.295\t2.173\t0.927\t-1.198\t0.556\t2.215\t0.651\t-0.583\t0.545\t0.000\t0.463\t0.114\t-0.294\t0.000\t0.481\t0.514\t0.978\t1.037\t0.855\t0.926\t0.745\n0\t0.747\t-1.255\t0.086\t0.519\t-0.710\t0.918\t-0.143\t-1.143\t2.173\t1.092\t-0.950\t1.247\t0.000\t1.109\t0.130\t1.350\t2.548\t0.587\t-0.065\t-0.228\t0.000\t1.122\t0.854\t0.981\t1.369\t0.997\t1.142\t0.988\n0\t1.276\t-1.162\t1.668\t1.523\t1.615\t1.978\t-1.024\t-1.610\t2.173\t2.155\t0.757\t0.309\t0.000\t1.364\t1.332\t-0.060\t2.548\t0.773\t1.776\t-0.576\t0.000\t1.221\t1.008\t1.003\t0.847\t3.843\t1.978\t1.651\n0\t0.932\t-0.139\t-1.716\t0.365\t0.206\t1.416\t0.108\t0.650\t2.173\t0.882\t-1.330\t-0.637\t0.000\t0.992\t-0.604\t-0.924\t0.000\t1.006\t0.468\t-1.280\t3.102\t0.633\t0.898\t0.988\t0.969\t1.278\t1.177\t0.974\n1\t0.982\t1.102\t-0.291\t0.418\t0.391\t0.690\t-0.278\t-0.732\t1.087\t0.634\t0.148\t0.273\t1.107\t0.902\t-0.237\t-1.505\t0.000\t0.868\t0.896\t-1.624\t0.000\t0.709\t0.850\t0.981\t0.789\t0.795\t0.673\t0.659\n0\t0.770\t-0.170\t1.456\t0.616\t-1.556\t0.380\t-2.023\t0.737\t0.000\t0.514\t-0.697\t-0.511\t2.215\t0.764\t2.563\t-0.793\t0.000\t0.656\t1.127\t-0.290\t0.000\t0.711\t0.862\t0.980\t0.713\t0.541\t0.909\t1.168\n0\t0.994\t0.363\t0.982\t0.555\t-0.116\t2.053\t-0.014\t-0.940\t2.173\t1.648\t-0.863\t1.175\t2.215\t0.632\t0.696\t0.351\t0.000\t0.763\t-1.619\t0.341\t0.000\t1.384\t1.270\t0.991\t1.367\t2.832\t1.551\t1.231\n0\t0.559\t-0.065\t-0.580\t0.948\t0.871\t0.981\t-0.053\t-1.239\t1.087\t0.693\t1.084\t0.256\t0.000\t0.751\t1.922\t0.249\t0.000\t1.140\t0.563\t1.677\t0.000\t1.139\t1.233\t0.988\t0.682\t0.996\t0.790\t0.744\n1\t0.876\t0.437\t1.186\t0.778\t-0.270\t0.979\t0.375\t-1.254\t1.087\t1.213\t-0.456\t0.749\t2.215\t0.790\t-0.364\t-0.714\t0.000\t0.958\t-0.823\t0.136\t0.000\t0.725\t1.052\t1.105\t0.887\t1.710\t0.959\t0.845\n1\t0.587\t-1.062\t1.328\t0.401\t-0.768\t1.534\t-1.172\t0.523\t0.000\t1.188\t-1.205\t-0.436\t0.000\t1.274\t-0.784\t-0.944\t0.000\t1.103\t0.299\t1.672\t3.102\t0.908\t0.892\t0.991\t0.600\t0.637\t0.804\t0.726\n0\t2.581\t-0.894\t1.179\t0.958\t0.766\t2.637\t-0.904\t-0.347\t0.000\t1.570\t-0.262\t1.319\t2.215\t1.804\t-1.188\t-0.801\t2.548\t0.669\t1.041\t1.348\t0.000\t1.230\t0.954\t0.984\t1.506\t1.944\t1.237\t1.084\n0\t0.404\t0.447\t-1.001\t0.165\t-0.160\t0.494\t-0.952\t-1.079\t0.000\t0.674\t0.248\t0.332\t2.215\t0.977\t0.879\t0.980\t2.548\t0.421\t1.543\t0.429\t0.000\t1.500\t1.050\t0.983\t1.009\t0.569\t0.779\t0.764\n0\t2.327\t-0.841\t0.010\t1.353\t0.114\t0.955\t-1.533\t0.427\t2.173\t1.900\t-0.234\t-1.267\t1.107\t1.884\t0.034\t1.462\t0.000\t1.089\t-2.412\t-0.870\t0.000\t0.789\t1.160\t0.988\t1.783\t2.419\t1.491\t1.420\n0\t1.898\t-1.418\t0.112\t0.963\t-0.251\t0.783\t0.576\t1.584\t0.000\t0.847\t0.518\t-1.427\t0.000\t0.855\t0.085\t-0.526\t2.548\t0.859\t-0.371\t1.180\t3.102\t0.717\t0.921\t0.980\t0.852\t0.679\t0.716\t1.057\n1\t0.866\t0.480\t0.888\t0.755\t-1.527\t1.104\t-0.944\t-0.583\t0.000\t1.023\t-0.667\t1.277\t0.000\t0.863\t0.059\t0.673\t0.000\t2.828\t0.154\t-0.773\t1.551\t0.929\t0.675\t0.984\t1.043\t1.137\t0.938\t0.838\n0\t0.831\t0.491\t1.544\t1.572\t-1.131\t0.965\t-0.138\t-0.308\t1.087\t1.114\t-0.378\t1.292\t2.215\t0.451\t-1.666\t-0.625\t0.000\t0.990\t-0.793\t0.454\t0.000\t0.695\t0.899\t1.059\t1.146\t1.525\t1.031\t0.949\n1\t0.924\t-1.055\t0.200\t0.279\t-0.219\t0.807\t1.016\t-1.446\t2.173\t0.321\t-0.385\t1.639\t2.215\t0.479\t0.903\t0.019\t0.000\t0.446\t-0.276\t0.729\t0.000\t0.474\t0.782\t0.993\t0.623\t0.636\t0.797\t0.643\n1\t1.027\t-0.287\t-0.757\t1.149\t0.000\t0.855\t-0.690\t1.268\t2.173\t0.561\t-0.472\t-0.177\t0.000\t0.686\t-0.878\t-1.608\t2.548\t0.502\t0.619\t-1.697\t0.000\t0.814\t0.916\t0.987\t0.764\t0.514\t0.774\t0.678\n1\t0.684\t-0.117\t1.393\t1.871\t1.332\t1.344\t0.339\t0.212\t2.173\t0.509\t0.286\t-0.876\t2.215\t0.725\t2.343\t-1.433\t0.000\t1.437\t0.826\t-0.611\t0.000\t0.980\t0.961\t0.983\t1.803\t1.012\t1.240\t1.483\n0\t0.276\t-2.108\t1.689\t1.908\t0.589\t1.263\t1.364\t-1.162\t0.000\t0.570\t0.675\t-0.769\t0.000\t1.007\t1.524\t1.528\t0.000\t2.206\t-0.469\t0.276\t3.102\t0.887\t0.706\t0.995\t0.769\t0.596\t1.152\t1.440\n0\t1.653\t0.876\t1.657\t0.545\t-0.732\t0.875\t0.483\t0.253\t2.173\t0.442\t-1.485\t-0.012\t0.000\t0.559\t-2.070\t-0.967\t0.000\t0.637\t-0.634\t-0.408\t0.000\t0.795\t1.154\t1.099\t0.789\t0.851\t0.820\t0.862\n0\t1.319\t1.010\t-1.498\t0.022\t-0.765\t0.331\t0.130\t-1.672\t0.000\t0.311\t2.369\t1.327\t0.000\t1.603\t0.251\t-0.775\t0.000\t0.927\t-2.127\t0.842\t0.000\t0.953\t0.872\t0.888\t0.688\t0.252\t0.600\t0.592\n0\t0.650\t-1.336\t-0.668\t0.554\t1.674\t1.244\t-0.634\t1.459\t2.173\t1.537\t0.093\t0.034\t0.000\t1.509\t-0.512\t-0.145\t2.548\t1.196\t0.984\t-1.334\t0.000\t0.688\t1.151\t0.980\t1.238\t1.695\t1.122\t1.159\n0\t0.445\t1.216\t-0.759\t1.128\t1.311\t0.678\t-0.164\t-1.272\t0.000\t0.719\t0.184\t1.449\t2.215\t0.809\t1.891\t-0.058\t0.000\t1.506\t-0.422\t0.086\t3.102\t0.984\t1.050\t0.985\t1.289\t0.945\t0.927\t0.864\n1\t0.662\t2.345\t-1.062\t0.367\t-0.008\t0.447\t-0.114\t0.125\t2.173\t0.452\t1.458\t1.188\t0.000\t0.652\t1.251\t-0.585\t0.000\t0.751\t-0.108\t1.419\t1.551\t0.834\t0.846\t0.980\t0.789\t0.563\t0.686\t0.620\n1\t1.226\t0.005\t0.918\t1.842\t1.474\t1.348\t0.175\t-0.868\t1.087\t1.100\t0.024\t0.131\t2.215\t0.432\t-2.592\t0.926\t0.000\t0.386\t2.395\t-0.400\t0.000\t3.945\t2.359\t1.002\t1.564\t1.411\t1.696\t1.493\n1\t0.639\t-0.021\t1.638\t1.143\t-0.909\t0.893\t-0.104\t-0.161\t0.000\t0.790\t1.891\t1.519\t0.000\t1.819\t-0.651\t1.266\t2.548\t0.539\t0.432\t-1.380\t3.102\t2.806\t1.504\t0.989\t1.142\t0.719\t1.344\t1.096\n1\t0.890\t-0.229\t-1.301\t0.243\t0.873\t1.570\t1.334\t-1.696\t0.000\t1.453\t-0.585\t0.022\t2.215\t1.431\t-0.776\t0.237\t0.000\t1.853\t0.017\t0.560\t0.000\t0.959\t0.923\t0.990\t0.968\t0.726\t0.669\t0.722\n0\t0.857\t-1.210\t1.098\t0.632\t1.665\t1.762\t-0.425\t0.306\t0.000\t1.646\t-1.407\t-1.702\t1.107\t2.692\t-1.539\t-0.998\t0.000\t0.893\t-0.378\t0.813\t0.000\t0.846\t0.937\t0.980\t0.801\t1.451\t1.337\t1.217\n0\t2.480\t-1.516\t1.025\t0.154\t-1.418\t0.528\t-0.365\t-0.686\t0.000\t0.860\t-2.363\t-0.748\t0.000\t1.186\t-1.054\t-0.166\t1.274\t0.756\t0.205\t1.623\t1.551\t1.096\t0.952\t0.988\t0.871\t0.909\t0.813\t0.803\n1\t1.722\t1.501\t0.186\t0.724\t1.328\t2.403\t-1.116\t-1.203\t2.173\t1.845\t0.100\t0.646\t2.215\t1.165\t0.463\t0.272\t0.000\t0.652\t0.615\t1.565\t0.000\t0.890\t0.828\t1.326\t3.880\t3.691\t2.756\t2.029\n0\t1.408\t-0.358\t-0.896\t0.411\t0.070\t0.876\t-0.173\t-1.564\t2.173\t0.501\t-1.207\t0.045\t0.000\t1.220\t0.233\t1.024\t1.274\t0.710\t0.347\t0.232\t0.000\t0.732\t1.056\t0.986\t1.011\t0.972\t0.824\t0.759\n0\t0.668\t0.054\t1.590\t2.750\t-0.462\t0.704\t-0.261\t0.705\t2.173\t0.940\t-0.928\t1.627\t2.215\t0.858\t0.327\t1.314\t0.000\t0.584\t-1.352\t-0.628\t0.000\t1.190\t0.912\t1.805\t1.459\t0.979\t1.116\t0.948\n0\t1.546\t-0.990\t0.609\t2.915\t0.994\t2.469\t0.197\t-0.758\t2.173\t1.335\t-2.855\t0.137\t0.000\t1.791\t-0.426\t-1.180\t0.000\t1.369\t-0.887\t1.519\t1.551\t1.806\t1.179\t1.002\t3.168\t2.168\t2.052\t1.711\n1\t1.218\t-0.456\t-0.737\t1.077\t-0.032\t0.375\t-0.507\t1.439\t0.000\t0.647\t0.114\t0.529\t2.215\t0.736\t1.074\t1.685\t0.000\t0.380\t1.164\t-0.900\t0.000\t0.922\t0.806\t0.988\t0.615\t0.253\t0.541\t0.663\n0\t1.164\t1.141\t-0.828\t0.412\t0.413\t0.588\t0.430\t1.616\t0.000\t0.702\t-0.009\t0.145\t2.215\t0.487\t0.778\t-1.122\t2.548\t0.505\t-1.660\t0.976\t0.000\t1.356\t0.933\t0.990\t0.739\t0.630\t0.711\t0.724\n1\t0.649\t-1.279\t-0.166\t1.104\t0.824\t0.492\t-1.061\t-1.429\t0.000\t0.735\t0.368\t-0.016\t2.215\t0.325\t0.756\t0.108\t0.000\t0.742\t-0.163\t-1.123\t0.000\t1.061\t0.936\t0.989\t1.062\t0.689\t0.925\t0.824\n0\t1.933\t-0.233\t0.941\t1.352\t0.322\t1.189\t0.335\t-1.385\t2.173\t0.827\t-0.627\t-0.966\t0.000\t0.443\t0.175\t0.017\t0.000\t0.649\t-1.224\t-0.248\t3.102\t0.823\t0.977\t1.185\t0.863\t1.246\t1.126\t0.947\n0\t0.486\t-0.556\t-1.281\t1.151\t0.989\t0.456\t-1.836\t-0.807\t0.000\t0.951\t-0.815\t-0.669\t1.107\t1.447\t-0.916\t0.236\t0.000\t0.665\t-0.647\t1.298\t1.551\t1.341\t0.991\t0.988\t0.486\t0.704\t0.681\t0.679\n1\t0.517\t1.424\t0.029\t1.372\t1.459\t1.410\t-0.184\t-1.236\t0.000\t0.920\t0.882\t0.499\t1.107\t0.759\t0.938\t-0.423\t2.548\t0.736\t-1.223\t0.378\t0.000\t1.879\t1.428\t1.120\t0.820\t0.658\t1.161\t1.149\n1\t0.704\t0.521\t1.507\t0.456\t0.387\t0.529\t-0.713\t-0.524\t0.000\t0.855\t0.411\t-0.527\t0.000\t1.527\t0.533\t0.925\t2.548\t0.934\t1.142\t-1.407\t3.102\t0.861\t0.993\t0.988\t0.712\t0.869\t0.915\t0.837\n0\t0.626\t-0.988\t0.356\t0.241\t-0.292\t1.501\t1.921\t1.408\t0.000\t1.527\t-1.003\t-0.640\t0.000\t1.867\t-0.399\t0.106\t2.548\t0.677\t-1.320\t-1.355\t0.000\t0.878\t0.883\t0.993\t0.696\t0.791\t0.816\t0.747\n0\t0.625\t-1.759\t1.054\t1.130\t1.647\t0.480\t0.533\t-1.488\t0.000\t0.742\t0.255\t-0.584\t0.000\t1.280\t-1.345\t-0.005\t0.000\t1.653\t-0.200\t1.612\t3.102\t0.939\t0.884\t0.981\t0.950\t1.138\t0.846\t0.842\n1\t0.962\t-0.027\t-0.561\t0.969\t0.974\t1.095\t1.146\t-1.609\t2.173\t1.239\t0.000\t0.068\t1.107\t0.596\t2.083\t0.939\t0.000\t0.427\t1.124\t1.407\t0.000\t0.611\t0.979\t1.314\t0.876\t2.006\t1.134\t1.008\n1\t0.571\t-0.230\t0.124\t0.529\t1.583\t0.937\t-0.056\t-0.909\t0.000\t0.896\t-2.173\t-0.081\t0.000\t2.361\t0.211\t0.875\t2.548\t0.591\t-0.687\t1.500\t3.102\t0.921\t0.745\t0.988\t1.071\t0.694\t0.960\t0.874\n0\t1.253\t0.502\t-0.029\t0.513\t0.928\t0.423\t2.152\t-0.648\t0.000\t0.774\t-0.592\t-1.672\t2.215\t0.286\t-0.133\t0.194\t1.274\t0.989\t-1.181\t-1.352\t0.000\t0.878\t0.595\t0.985\t0.493\t0.511\t0.666\t0.670\n1\t1.961\t-1.125\t-0.280\t1.254\t0.309\t1.482\t-1.159\t1.090\t2.173\t1.201\t-0.451\t-1.233\t2.215\t1.497\t0.484\t-1.559\t0.000\t0.899\t2.377\t0.101\t0.000\t2.241\t2.175\t1.102\t1.535\t1.841\t2.342\t2.171\n0\t0.413\t0.596\t1.637\t1.278\t-0.669\t0.937\t1.609\t-1.586\t0.000\t0.979\t0.530\t0.276\t2.215\t0.685\t0.592\t-0.223\t2.548\t0.588\t0.285\t1.253\t0.000\t0.956\t0.824\t0.987\t0.611\t0.381\t0.593\t0.650\n1\t0.761\t0.544\t0.936\t1.476\t-0.278\t1.242\t0.661\t1.705\t0.000\t1.137\t-0.087\t-0.930\t2.215\t1.414\t-1.298\t-0.075\t2.548\t1.734\t-0.685\t0.776\t0.000\t0.906\t0.837\t1.303\t1.409\t1.348\t1.089\t0.931\n0\t0.605\t-0.872\t0.083\t0.225\t1.670\t1.212\t-0.341\t-1.729\t2.173\t1.483\t0.907\t-0.407\t1.107\t0.962\t-0.024\t0.738\t0.000\t0.558\t-0.478\t0.634\t0.000\t0.236\t0.936\t0.982\t0.927\t2.275\t1.156\t0.925\n0\t0.470\t-0.217\t-1.674\t2.262\t1.437\t1.223\t-0.350\t-0.173\t0.000\t0.480\t-0.607\t-1.011\t2.215\t0.720\t0.418\t-0.526\t0.000\t0.796\t-0.456\t1.079\t0.000\t0.938\t0.669\t1.004\t0.797\t0.411\t0.708\t0.669\n0\t0.854\t1.291\t-1.089\t1.650\t-0.330\t0.595\t0.391\t1.127\t2.173\t0.643\t1.048\t1.597\t2.215\t0.526\t1.699\t1.057\t0.000\t0.684\t-0.212\t1.072\t0.000\t0.841\t0.608\t1.041\t1.140\t0.490\t0.826\t0.727\n0\t0.727\t-0.465\t-0.480\t2.265\t0.034\t1.057\t0.034\t-1.528\t0.000\t1.258\t-0.658\t-1.416\t0.000\t1.508\t0.763\t0.747\t0.000\t0.952\t-0.927\t1.120\t3.102\t0.923\t0.985\t0.978\t0.615\t0.274\t0.699\t0.959\n0\t1.689\t0.952\t-1.425\t0.654\t0.994\t0.482\t-1.318\t0.112\t0.000\t0.414\t-1.055\t1.175\t0.000\t0.771\t1.025\t-0.191\t1.274\t0.590\t0.099\t0.283\t3.102\t0.785\t1.162\t1.194\t0.764\t0.345\t0.676\t0.883\n0\t1.775\t0.392\t-1.264\t1.961\t-0.918\t1.126\t1.666\t-1.157\t0.000\t2.051\t0.556\t0.702\t0.000\t0.990\t-2.311\t-0.138\t0.000\t3.277\t1.298\t0.857\t0.000\t0.894\t0.756\t0.985\t1.097\t0.905\t0.858\t0.863\n1\t0.313\t-1.366\t1.045\t1.315\t-1.067\t0.671\t-0.658\t0.028\t1.087\t1.232\t1.039\t1.395\t2.215\t0.955\t0.154\t-0.498\t0.000\t0.472\t-1.247\t0.549\t0.000\t0.916\t0.680\t0.985\t1.246\t1.820\t1.082\t0.912\n1\t0.630\t0.869\t-1.192\t0.963\t-0.426\t2.050\t1.436\t1.515\t0.000\t1.989\t0.470\t0.113\t2.215\t0.944\t0.254\t-1.146\t0.000\t1.372\t-0.145\t-0.288\t3.102\t0.731\t1.081\t0.991\t0.592\t0.726\t0.700\t0.661\n1\t0.842\t-0.139\t0.830\t0.643\t-0.608\t1.098\t0.151\t1.308\t2.173\t1.197\t0.169\t-0.596\t0.000\t0.491\t-0.891\t-0.228\t0.000\t0.486\t0.641\t-1.110\t3.102\t0.811\t0.573\t0.987\t0.879\t0.678\t0.843\t0.728\n0\t0.604\t-0.865\t-1.217\t0.942\t1.496\t0.749\t0.653\t0.071\t2.173\t0.758\t0.309\t-0.844\t0.000\t0.911\t-0.781\t0.360\t1.274\t0.789\t-0.319\t1.676\t0.000\t0.851\t0.970\t0.984\t0.835\t0.898\t0.805\t0.734\n1\t0.638\t-1.868\t-1.625\t1.467\t1.470\t0.668\t-0.854\t-0.358\t1.087\t0.631\t-0.875\t0.911\t0.000\t0.726\t-1.555\t0.346\t0.000\t0.698\t0.003\t-0.468\t0.000\t0.913\t0.868\t0.983\t1.060\t0.898\t1.001\t0.830\n0\t1.118\t-0.456\t-0.446\t1.629\t-0.956\t0.838\t-1.229\t0.959\t1.087\t0.704\t-0.127\t1.198\t0.000\t0.685\t-0.621\t0.397\t0.000\t0.671\t0.138\t-1.152\t3.102\t0.781\t0.721\t0.987\t0.509\t0.964\t0.943\t0.796\n1\t0.929\t0.065\t0.522\t0.725\t-1.283\t0.634\t-0.035\t1.494\t0.000\t1.298\t0.504\t-0.376\t2.215\t0.734\t-1.217\t1.601\t1.274\t0.819\t-0.042\t-0.719\t0.000\t1.002\t1.121\t1.135\t0.812\t1.501\t0.889\t0.772\n0\t1.337\t1.197\t0.421\t1.101\t1.441\t0.630\t1.113\t1.409\t2.173\t1.211\t-0.178\t-0.684\t0.000\t0.754\t1.508\t-0.259\t0.000\t0.383\t-0.359\t1.571\t3.102\t1.640\t1.003\t1.337\t0.796\t0.452\t0.868\t0.895\n0\t0.387\t-0.890\t-0.640\t0.293\t0.184\t0.976\t-0.763\t-0.365\t2.173\t0.591\t-1.133\t-0.890\t0.000\t2.271\t-1.304\t1.459\t2.548\t0.461\t-0.763\t0.488\t0.000\t0.649\t0.929\t0.997\t0.949\t1.953\t1.252\t0.959\n1\t1.115\t0.908\t0.313\t1.618\t-0.319\t0.698\t-2.746\t1.432\t0.000\t0.794\t0.273\t-1.427\t2.215\t1.106\t1.309\t-0.410\t0.000\t1.908\t1.026\t1.591\t3.102\t0.785\t0.930\t1.003\t1.174\t0.713\t0.927\t0.799\n1\t0.694\t-0.687\t0.664\t0.726\t-0.744\t1.008\t-1.205\t-0.288\t2.173\t1.082\t-0.327\t1.309\t2.215\t1.154\t-0.563\t-1.605\t0.000\t0.517\t-1.769\t-0.368\t0.000\t1.040\t0.949\t0.986\t0.834\t1.676\t0.958\t0.811\n0\t0.908\t-0.352\t-0.021\t1.681\t0.383\t1.203\t-0.624\t-1.644\t0.000\t0.756\t-0.471\t-0.837\t0.000\t0.600\t0.514\t0.821\t2.548\t0.432\t1.011\t-1.166\t0.000\t0.743\t0.735\t0.995\t0.499\t0.380\t0.540\t0.673\n0\t1.288\t-1.001\t1.127\t4.239\t0.862\t2.040\t-0.783\t-0.808\t0.000\t0.506\t-0.779\t1.713\t2.215\t1.522\t-0.056\t-0.522\t2.548\t0.699\t-0.774\t-1.399\t0.000\t0.933\t0.955\t0.982\t0.868\t0.913\t1.178\t1.406\n1\t0.382\t-0.503\t-0.564\t1.086\t0.363\t0.846\t-0.035\t-1.529\t0.000\t0.537\t-0.218\t0.594\t2.215\t1.192\t1.002\t0.500\t0.000\t1.015\t0.816\t-0.979\t3.102\t2.054\t1.257\t0.982\t0.735\t0.784\t0.888\t1.097\n1\t1.374\t0.620\t1.203\t0.506\t-1.541\t0.930\t-0.018\t-0.630\t2.173\t0.682\t-0.175\t0.986\t1.107\t0.555\t0.109\t0.036\t0.000\t0.569\t-1.026\t-0.352\t0.000\t0.499\t0.608\t0.986\t1.240\t1.168\t0.920\t0.782\n1\t1.147\t1.810\t0.844\t0.393\t0.190\t0.864\t1.684\t-0.702\t2.173\t1.126\t1.137\t1.027\t0.000\t1.211\t1.194\t-1.026\t0.000\t1.444\t1.117\t1.609\t0.000\t0.842\t1.096\t0.978\t1.015\t0.839\t0.959\t0.835\n0\t1.009\t-0.051\t1.551\t0.463\t1.690\t0.745\t-0.504\t1.016\t0.000\t0.663\t-2.576\t0.231\t0.000\t0.551\t1.782\t0.135\t0.000\t1.148\t0.520\t-1.144\t3.102\t1.020\t0.734\t0.980\t0.791\t0.400\t0.560\t0.598\n1\t0.303\t-1.054\t-1.134\t1.234\t-0.603\t0.749\t0.254\t-0.137\t2.173\t0.697\t0.333\t1.354\t0.000\t0.618\t1.806\t-0.757\t0.000\t0.924\t1.016\t1.412\t0.000\t0.942\t0.890\t0.992\t1.823\t0.555\t1.560\t1.450\n0\t1.167\t1.003\t-1.440\t0.264\t-1.274\t0.307\t2.156\t-1.468\t0.000\t0.773\t0.994\t-0.396\t0.000\t1.698\t1.562\t0.919\t0.000\t0.975\t0.843\t0.546\t1.551\t1.038\t0.812\t0.989\t0.742\t0.661\t0.624\t0.611\n1\t2.120\t-0.154\t1.328\t1.425\t1.098\t1.473\t0.945\t-0.736\t0.000\t0.339\t-1.713\t-0.042\t0.000\t0.525\t-1.183\t1.268\t2.548\t0.489\t2.281\t-1.088\t0.000\t1.377\t1.186\t0.982\t0.566\t0.336\t1.100\t1.339\n0\t1.063\t1.166\t0.270\t1.231\t0.893\t1.272\t-0.753\t-1.019\t2.173\t0.823\t-0.533\t1.637\t0.000\t0.348\t-0.800\t-0.055\t0.000\t1.238\t0.122\t-0.105\t3.102\t0.830\t0.947\t0.993\t0.742\t1.157\t1.227\t1.018\n0\t0.547\t0.599\t1.371\t3.854\t0.864\t3.200\t0.012\t-0.905\t0.000\t1.316\t-1.211\t0.966\t2.215\t1.047\t1.099\t0.668\t2.548\t0.384\t1.456\t-0.008\t0.000\t0.986\t1.992\t0.990\t2.358\t1.973\t1.945\t2.061\n1\t0.570\t0.447\t0.275\t0.103\t-0.301\t1.132\t-0.133\t1.729\t2.173\t0.852\t1.034\t-0.394\t0.000\t0.739\t-0.721\t0.782\t2.548\t0.672\t0.675\t-0.760\t0.000\t0.343\t0.975\t0.932\t0.971\t0.941\t0.939\t0.823\n1\t0.888\t-1.424\t1.050\t0.964\t-1.704\t1.237\t0.566\t1.637\t2.173\t2.572\t0.081\t0.031\t0.000\t1.173\t-0.019\t-0.904\t0.000\t0.702\t1.323\t-0.505\t3.102\t1.994\t1.350\t0.993\t1.278\t1.061\t1.382\t1.324\n1\t0.369\t-0.734\t-1.233\t0.432\t-1.552\t0.493\t-0.723\t-1.700\t2.173\t0.484\t0.298\t0.463\t2.215\t0.558\t2.160\t0.798\t0.000\t1.361\t0.900\t-0.004\t0.000\t0.921\t0.728\t0.981\t0.783\t0.773\t0.894\t0.777\n0\t0.657\t0.715\t1.037\t0.678\t-1.669\t0.446\t-0.653\t0.559\t0.000\t1.109\t-0.359\t-0.451\t2.215\t0.691\t-1.205\t1.632\t0.000\t0.712\t0.003\t-0.630\t1.551\t0.888\t1.013\t0.984\t0.627\t0.198\t0.630\t0.648\n1\t0.917\t-0.077\t-1.717\t0.770\t0.616\t0.901\t-1.412\t-0.866\t2.173\t0.757\t-1.012\t-0.142\t2.215\t0.666\t0.443\t0.669\t0.000\t0.551\t-1.437\t0.995\t0.000\t0.920\t0.819\t1.003\t1.170\t0.775\t0.859\t0.789\n1\t0.486\t-0.517\t0.991\t1.006\t-1.126\t0.505\t-1.238\t0.940\t0.000\t1.083\t-0.382\t-0.262\t2.215\t0.393\t-2.238\t0.115\t0.000\t1.050\t1.525\t1.559\t0.000\t0.748\t1.045\t0.991\t0.720\t0.835\t0.828\t0.737\n0\t1.263\t1.327\t1.411\t0.367\t-0.945\t0.479\t1.259\t-1.612\t0.000\t1.312\t1.309\t0.291\t2.215\t0.998\t0.465\t-0.833\t0.000\t0.670\t1.001\t-0.017\t3.102\t0.938\t1.239\t0.991\t0.638\t0.240\t0.727\t0.698\n0\t0.285\t1.213\t-0.991\t1.201\t0.723\t0.521\t1.139\t1.520\t0.000\t0.626\t-0.224\t0.571\t0.000\t1.426\t0.136\t-0.428\t2.548\t1.779\t-0.538\t-1.156\t3.102\t1.289\t1.196\t0.987\t0.945\t0.894\t0.936\t0.815\n1\t1.496\t0.286\t1.390\t1.155\t0.887\t1.071\t0.806\t-0.515\t2.173\t0.455\t-0.493\t-0.205\t0.000\t0.368\t1.077\t1.644\t2.548\t0.410\t-0.707\t0.572\t0.000\t0.375\t0.847\t0.994\t0.619\t0.742\t0.959\t0.785\n0\t1.984\t0.259\t-1.545\t1.152\t1.168\t1.226\t1.067\t0.086\t0.000\t0.507\t0.001\t-0.847\t2.215\t0.563\t-0.305\t-0.527\t2.548\t0.809\t-1.628\t0.939\t0.000\t0.682\t0.742\t1.344\t0.908\t0.188\t0.656\t0.720\n0\t0.485\t1.854\t-0.409\t0.706\t-0.910\t0.973\t1.577\t0.778\t2.173\t0.783\t1.220\t1.403\t0.000\t0.553\t-0.190\t-0.619\t0.000\t0.709\t1.753\t-1.323\t0.000\t1.071\t0.951\t0.990\t1.117\t1.495\t0.956\t0.841\n0\t1.265\t0.272\t1.608\t1.288\t0.456\t1.286\t0.404\t-0.480\t0.000\t0.749\t-1.348\t1.554\t2.215\t1.215\t0.159\t-0.037\t0.000\t1.200\t1.555\t-1.612\t0.000\t0.913\t1.393\t1.523\t1.236\t0.535\t1.196\t1.114\n1\t0.511\t0.288\t-1.522\t1.224\t0.695\t0.637\t-1.024\t1.618\t1.087\t0.496\t-0.170\t0.041\t0.000\t0.276\t1.257\t0.456\t1.274\t0.824\t0.193\t-0.311\t0.000\t0.733\t0.882\t0.997\t0.524\t0.915\t0.663\t0.659\n0\t0.488\t-1.409\t-1.229\t1.234\t-0.358\t0.607\t-1.324\t-0.734\t2.173\t1.511\t-0.763\t1.245\t2.215\t0.534\t-0.712\t0.184\t0.000\t0.532\t-1.874\t0.749\t0.000\t0.552\t0.802\t0.984\t0.683\t1.432\t1.066\t0.835\n1\t1.381\t-1.134\t-1.200\t0.979\t-0.837\t0.747\t-0.485\t1.315\t2.173\t0.529\t0.023\t0.918\t0.000\t1.336\t-0.022\t0.142\t2.548\t1.103\t-0.331\t-0.826\t0.000\t0.921\t0.950\t0.997\t1.091\t1.123\t0.939\t0.798\n0\t0.424\t1.658\t1.697\t0.588\t0.395\t0.619\t0.496\t0.670\t0.000\t0.419\t1.478\t-0.247\t0.000\t0.788\t-0.357\t-1.247\t2.548\t0.840\t-0.176\t1.220\t3.102\t0.983\t1.009\t0.994\t0.589\t0.497\t0.658\t0.595\n0\t1.099\t0.267\t0.858\t0.941\t1.270\t1.220\t-0.452\t-0.775\t0.000\t1.046\t-0.130\t0.263\t2.215\t0.710\t0.169\t1.326\t2.548\t0.577\t-1.975\t-1.655\t0.000\t1.197\t1.036\t0.979\t0.981\t0.764\t0.845\t0.951\n1\t0.327\t2.427\t-0.049\t1.459\t0.912\t0.471\t0.442\t0.625\t0.000\t0.716\t0.311\t-0.532\t0.000\t1.072\t0.830\t-1.502\t2.548\t0.930\t0.379\t-1.195\t0.000\t1.008\t0.802\t0.985\t1.149\t0.864\t0.863\t0.750\n1\t1.930\t-1.199\t-0.882\t1.893\t-0.406\t1.430\t-1.442\t1.263\t0.000\t0.861\t-0.130\t0.561\t2.215\t0.528\t-0.954\t-0.087\t0.000\t0.883\t0.454\t-0.741\t0.000\t0.786\t0.795\t1.104\t1.380\t0.823\t1.033\t0.865\n1\t0.934\t-0.643\t0.199\t0.397\t-1.479\t0.955\t-0.495\t-1.464\t0.000\t1.444\t0.010\t0.109\t2.215\t0.823\t0.561\t-1.249\t0.000\t1.027\t-0.285\t1.222\t3.102\t0.986\t0.829\t0.988\t0.732\t0.947\t0.975\t0.814\n1\t2.113\t-0.792\t-1.488\t1.221\t1.410\t0.811\t-0.157\t0.139\t1.087\t0.281\t-0.591\t-0.918\t2.215\t0.821\t-0.945\t0.080\t0.000\t0.461\t-0.070\t-0.292\t0.000\t0.403\t0.419\t1.125\t0.644\t0.594\t0.892\t0.747\n1\t0.384\t-0.051\t0.008\t1.563\t1.213\t0.808\t0.040\t-0.696\t0.000\t0.771\t1.146\t1.543\t2.215\t1.558\t1.504\t-0.558\t0.000\t1.617\t0.680\t1.138\t3.102\t0.868\t1.250\t0.988\t0.983\t0.405\t0.934\t0.880\n1\t1.076\t-1.608\t1.373\t0.329\t-0.024\t0.424\t-0.160\t0.928\t1.087\t0.265\t-2.045\t-0.659\t0.000\t0.455\t0.232\t-0.458\t0.000\t1.012\t0.068\t-0.943\t3.102\t0.790\t0.750\t0.987\t1.034\t0.694\t0.803\t0.704\n0\t1.442\t1.224\t-1.654\t1.550\t-1.278\t1.174\t0.290\t0.453\t2.173\t0.535\t0.274\t1.642\t0.000\t0.691\t0.874\t-0.520\t0.000\t0.484\t2.393\t-0.540\t0.000\t0.925\t1.079\t0.978\t0.760\t0.428\t1.024\t0.841\n0\t0.604\t0.921\t0.437\t1.140\t-0.590\t0.873\t1.927\t-1.572\t0.000\t1.100\t1.476\t-0.091\t2.215\t1.365\t0.837\t1.404\t2.548\t0.543\t-1.737\t-0.273\t0.000\t0.893\t0.866\t0.992\t0.794\t1.330\t0.913\t0.907\n0\t1.115\t1.355\t-1.633\t1.025\t0.596\t0.688\t-0.342\t-0.800\t0.000\t1.038\t-0.653\t-0.154\t2.215\t0.956\t0.380\t0.951\t2.548\t0.877\t0.174\t-1.688\t0.000\t0.913\t0.949\t1.341\t1.608\t1.075\t1.081\t0.991\n1\t1.316\t0.365\t1.270\t0.187\t-0.262\t0.668\t-0.245\t-0.196\t2.173\t0.860\t-0.649\t-1.264\t2.215\t0.988\t0.816\t0.807\t0.000\t0.709\t-0.083\t-0.903\t0.000\t1.040\t0.922\t0.985\t0.824\t0.945\t0.780\t0.724\n1\t1.517\t-1.215\t-0.639\t0.286\t-1.136\t1.179\t-0.458\t-0.746\t0.000\t1.235\t-0.560\t-0.336\t0.000\t4.053\t-0.702\t1.419\t2.548\t1.567\t-0.594\t0.755\t0.000\t0.938\t0.912\t0.989\t1.763\t1.626\t1.534\t1.335\n0\t0.405\t-0.436\t-0.566\t2.191\t-1.508\t0.840\t1.022\t0.058\t0.000\t1.145\t1.618\t0.265\t0.000\t1.291\t0.702\t1.463\t2.548\t1.171\t-0.050\t1.513\t0.000\t0.775\t0.805\t0.988\t0.937\t0.696\t0.842\t1.102\n1\t1.872\t0.275\t-1.494\t0.445\t0.573\t1.145\t0.875\t0.186\t2.173\t0.587\t1.603\t-1.738\t0.000\t0.559\t-0.470\t-0.965\t0.000\t0.684\t-1.878\t-1.457\t0.000\t0.937\t1.021\t1.211\t0.826\t0.842\t0.920\t0.807\n1\t1.311\t-0.749\t1.343\t0.229\t-0.769\t0.726\t0.878\t-0.452\t1.087\t0.663\t-0.388\t-0.156\t0.000\t0.485\t1.243\t0.512\t0.000\t1.027\t0.266\t-1.557\t3.102\t0.911\t0.934\t0.991\t0.620\t0.811\t0.774\t0.704\n1\t0.707\t0.655\t0.215\t0.397\t1.720\t1.596\t0.289\t1.373\t1.087\t0.919\t-1.346\t-0.455\t0.000\t1.518\t-0.128\t-0.692\t0.000\t0.681\t-0.861\t0.343\t3.102\t1.262\t0.868\t0.993\t0.984\t1.183\t1.332\t1.047\n0\t0.812\t-1.686\t-0.768\t0.866\t1.600\t0.823\t0.714\t-0.167\t2.173\t0.755\t-0.390\t1.303\t0.000\t0.941\t-0.196\t0.938\t2.548\t0.627\t-0.354\t-0.585\t0.000\t0.889\t1.092\t0.987\t0.967\t1.063\t1.220\t0.974\n0\t1.284\t0.596\t-1.017\t0.169\t-0.280\t1.466\t0.932\t-0.437\t1.087\t1.417\t0.933\t1.525\t0.000\t1.853\t0.973\t0.777\t2.548\t1.151\t0.216\t1.055\t0.000\t0.906\t0.958\t0.982\t0.985\t1.829\t1.279\t1.110\n0\t0.617\t-0.564\t1.060\t1.101\t0.253\t0.372\t-0.053\t0.305\t0.000\t0.863\t0.067\t-0.967\t2.215\t0.492\t0.755\t1.572\t1.274\t0.571\t-0.365\t-1.322\t0.000\t0.713\t0.665\t0.993\t0.940\t0.587\t0.838\t0.682\n0\t0.433\t1.946\t1.148\t2.090\t-0.837\t1.783\t0.931\t0.415\t0.000\t1.021\t0.896\t-1.582\t1.107\t0.930\t0.175\t-1.039\t2.548\t0.830\t-0.276\t1.717\t0.000\t2.127\t1.599\t1.287\t1.079\t0.621\t1.167\t1.247\n0\t1.848\t0.807\t1.122\t1.029\t0.123\t0.765\t-2.911\t-0.528\t0.000\t0.803\t-1.244\t-1.723\t0.000\t1.060\t-1.364\t-0.712\t2.548\t1.121\t-0.376\t1.168\t3.102\t2.130\t1.336\t1.496\t0.975\t0.944\t1.202\t1.925\n0\t0.516\t-0.463\t-1.336\t0.118\t-0.368\t1.246\t-0.071\t0.458\t2.173\t1.316\t-0.104\t-1.646\t1.107\t0.456\t1.011\t0.613\t0.000\t0.383\t0.811\t-0.393\t0.000\t0.364\t0.821\t0.978\t1.054\t1.785\t0.995\t0.770\n1\t1.405\t-1.623\t-1.482\t0.355\t-0.434\t0.843\t-1.337\t0.078\t2.173\t0.539\t-1.129\t1.170\t0.000\t0.635\t-0.357\t0.798\t2.548\t0.548\t-0.826\t-1.019\t0.000\t0.655\t0.795\t0.985\t0.881\t0.713\t0.799\t0.665\n1\t1.126\t-0.151\t-0.153\t1.247\t-0.770\t0.713\t-0.489\t0.871\t2.173\t0.437\t-0.035\t1.127\t0.000\t0.883\t0.637\t1.432\t2.548\t1.055\t-0.718\t-1.426\t0.000\t0.759\t0.713\t0.981\t0.938\t0.788\t0.859\t0.752\n1\t1.304\t-0.921\t-0.486\t1.420\t-0.886\t0.688\t0.329\t1.112\t2.173\t0.771\t-1.362\t1.197\t1.107\t0.459\t-2.619\t0.306\t0.000\t0.589\t-0.637\t-1.176\t0.000\t0.915\t0.762\t0.985\t1.594\t1.053\t1.159\t0.986\n1\t0.387\t-1.681\t1.141\t0.462\t0.893\t1.539\t0.080\t-1.099\t0.000\t1.155\t-0.647\t0.984\t0.000\t1.274\t0.044\t0.602\t1.274\t0.790\t-0.186\t-1.698\t0.000\t0.902\t0.883\t0.990\t0.646\t0.408\t0.862\t0.781\n0\t1.813\t0.697\t-0.105\t0.595\t0.050\t1.313\t0.976\t-1.570\t1.087\t0.547\t-1.232\t1.157\t0.000\t0.474\t0.376\t-0.626\t0.000\t1.119\t0.085\t0.589\t3.102\t1.073\t0.771\t0.993\t1.577\t1.329\t1.085\t1.010\n1\t1.577\t0.103\t0.514\t0.304\t-1.598\t1.355\t0.796\t-1.201\t2.173\t0.724\t-1.358\t-0.582\t0.000\t0.886\t-0.264\t0.171\t0.000\t0.884\t0.757\t1.394\t3.102\t0.941\t1.070\t0.988\t1.308\t0.834\t1.207\t1.027\n1\t2.559\t-0.760\t-1.062\t0.168\t-1.673\t1.639\t-1.164\t0.447\t1.087\t0.583\t-1.710\t1.537\t0.000\t0.383\t-0.003\t1.613\t0.000\t0.474\t-0.093\t-0.527\t3.102\t0.723\t1.214\t0.978\t0.530\t0.887\t1.112\t0.935\n1\t0.512\t2.003\t-1.193\t0.580\t1.629\t0.790\t0.940\t0.571\t0.000\t1.074\t0.441\t1.239\t2.215\t1.296\t-0.135\t-1.076\t2.548\t0.941\t-0.203\t-0.570\t0.000\t0.889\t0.855\t0.987\t0.820\t1.156\t0.842\t0.752\n0\t1.237\t0.096\t-0.398\t0.749\t-1.372\t0.473\t1.170\t1.165\t0.000\t1.095\t1.036\t0.697\t2.215\t1.150\t0.337\t-1.724\t0.000\t0.977\t-1.004\t-0.893\t3.102\t0.875\t0.916\t1.025\t0.705\t1.599\t0.974\t0.895\n1\t0.421\t1.651\t-0.894\t0.500\t-0.813\t1.527\t0.155\t0.372\t2.173\t0.922\t0.060\t-1.201\t2.215\t0.955\t-0.768\t1.652\t0.000\t1.020\t-1.738\t-1.722\t0.000\t0.729\t1.045\t0.987\t1.138\t1.727\t1.334\t1.117\n1\t2.447\t0.492\t1.136\t0.786\t0.485\t0.733\t-0.083\t-1.068\t0.000\t0.892\t0.364\t-0.445\t2.215\t1.129\t0.671\t0.398\t0.000\t1.745\t1.071\t-1.176\t3.102\t1.728\t1.111\t1.062\t1.233\t0.869\t1.006\t0.988\n0\t3.276\t-0.698\t0.157\t0.350\t1.531\t2.247\t-1.092\t-1.584\t1.087\t0.595\t-0.312\t1.463\t0.000\t0.598\t-0.878\t-1.355\t2.548\t1.716\t-1.236\t0.146\t0.000\t1.169\t0.778\t1.402\t2.281\t0.314\t1.409\t1.154\n0\t0.426\t-1.842\t1.027\t1.309\t-1.209\t0.869\t-0.880\t0.284\t2.173\t0.547\t-0.305\t0.715\t2.215\t0.547\t-0.956\t1.345\t0.000\t0.941\t-1.430\t-1.194\t0.000\t0.762\t0.978\t0.988\t1.099\t0.484\t0.969\t0.801\n0\t0.711\t-0.606\t-1.401\t0.559\t1.559\t1.157\t-0.637\t-0.798\t1.087\t1.375\t-0.382\t0.587\t2.215\t0.694\t0.893\t1.407\t0.000\t1.371\t0.495\t0.340\t0.000\t0.907\t0.986\t0.994\t1.051\t1.776\t1.144\t0.981\n1\t0.575\t1.471\t1.241\t1.147\t-1.157\t0.885\t-1.095\t0.506\t2.173\t0.485\t-1.130\t1.292\t1.107\t0.741\t-0.551\t-0.698\t0.000\t0.631\t-0.592\t-1.269\t0.000\t0.373\t0.884\t0.988\t1.084\t0.627\t1.172\t0.932\n0\t0.417\t0.017\t-0.260\t2.364\t-1.152\t1.086\t1.530\t0.761\t2.173\t0.449\t1.709\t0.187\t0.000\t0.584\t0.352\t-0.593\t1.274\t0.798\t0.463\t1.298\t0.000\t0.824\t0.726\t0.989\t0.557\t1.113\t1.179\t0.957\n1\t0.485\t0.495\t1.011\t0.929\t-1.153\t0.599\t-0.231\t1.219\t0.000\t0.855\t-0.264\t-1.407\t0.000\t1.049\t-1.136\t-0.319\t2.548\t0.825\t-1.609\t-0.212\t0.000\t1.062\t0.944\t0.989\t1.340\t0.556\t0.962\t0.906\n0\t0.383\t1.378\t-0.309\t3.185\t0.576\t1.240\t1.408\t-1.196\t0.000\t1.147\t0.630\t-0.794\t2.215\t1.143\t0.831\t1.090\t2.548\t0.708\t1.028\t1.601\t0.000\t0.843\t0.927\t1.097\t0.823\t1.218\t1.040\t1.078\n0\t1.977\t0.276\t0.875\t1.501\t0.437\t1.080\t-1.059\t-0.973\t0.000\t0.432\t-0.351\t-0.337\t0.000\t0.585\t0.835\t-1.618\t1.274\t0.688\t0.398\t-1.077\t3.102\t0.947\t1.098\t0.993\t0.856\t0.252\t0.678\t1.023\n0\t1.488\t-0.569\t-1.039\t0.694\t1.479\t0.829\t0.106\t0.304\t0.000\t0.669\t-0.861\t0.710\t0.000\t1.246\t0.589\t-0.914\t2.548\t1.266\t1.118\t0.071\t0.000\t0.994\t0.993\t1.078\t0.901\t1.282\t0.969\t0.905\n1\t0.846\t-0.911\t0.275\t2.294\t0.570\t0.760\t-0.018\t-1.738\t0.000\t0.999\t-0.309\t-1.184\t1.107\t1.244\t0.447\t-1.128\t2.548\t0.722\t1.077\t-0.315\t0.000\t1.346\t1.008\t1.000\t1.915\t0.496\t1.424\t1.343\n1\t0.463\t-0.458\t-1.189\t1.113\t0.314\t1.157\t0.018\t-1.139\t1.087\t0.925\t-0.549\t0.312\t1.107\t2.565\t1.161\t1.687\t0.000\t2.207\t0.538\t0.119\t0.000\t1.570\t1.086\t0.989\t0.998\t1.537\t1.056\t0.866\n0\t1.575\t-0.133\t0.690\t0.911\t1.393\t1.700\t0.238\t-0.678\t0.000\t1.468\t-0.736\t1.038\t2.215\t1.132\t0.077\t-1.286\t1.274\t0.494\t-0.526\t-0.296\t0.000\t0.788\t0.823\t0.988\t0.695\t1.327\t1.220\t1.108\n1\t2.218\t-0.819\t1.543\t0.627\t1.024\t1.113\t-1.041\t-0.222\t2.173\t0.436\t-0.638\t0.788\t0.000\t0.910\t-1.035\t-1.065\t2.548\t0.449\t-0.494\t-0.081\t0.000\t0.407\t0.636\t0.992\t0.874\t0.866\t1.030\t0.786\n0\t3.067\t-0.053\t-1.572\t0.692\t1.486\t1.103\t-1.995\t0.104\t0.000\t0.760\t0.132\t-0.850\t2.215\t0.695\t-1.754\t0.704\t0.000\t1.490\t-0.793\t0.169\t3.102\t0.814\t0.765\t0.979\t0.875\t0.940\t1.040\t1.442\n0\t2.943\t-0.994\t1.227\t2.299\t1.335\t3.010\t0.280\t-0.440\t1.087\t1.422\t-1.647\t1.489\t0.000\t1.146\t-0.189\t0.038\t0.000\t0.634\t0.990\t-0.130\t0.000\t0.725\t1.031\t1.011\t0.837\t0.918\t2.221\t1.682\n0\t2.993\t0.024\t-0.013\t0.531\t-0.358\t0.810\t0.737\t1.447\t0.000\t1.150\t1.142\t1.680\t2.215\t1.319\t0.129\t-0.664\t2.548\t0.682\t-0.802\t1.324\t0.000\t1.099\t0.966\t0.993\t0.794\t1.326\t1.131\t1.095\n1\t0.783\t-1.438\t-1.408\t1.690\t-1.742\t0.815\t-1.032\t-0.147\t2.173\t0.892\t-0.123\t0.578\t0.000\t0.687\t-0.632\t0.654\t2.548\t1.031\t-0.209\t-0.515\t0.000\t0.915\t0.988\t0.975\t0.801\t0.638\t0.850\t0.784\n1\t0.588\t0.577\t0.923\t1.654\t1.678\t0.701\t1.985\t-0.311\t0.000\t0.642\t1.383\t0.548\t1.107\t0.746\t0.840\t-0.532\t1.274\t0.796\t2.027\t-1.418\t0.000\t0.989\t0.876\t0.987\t0.887\t0.636\t0.767\t0.946\n0\t0.555\t-1.112\t-1.107\t0.067\t0.634\t0.608\t0.469\t0.617\t0.000\t0.711\t-0.694\t0.928\t2.215\t1.323\t0.276\t1.555\t0.000\t1.498\t0.452\t-0.649\t3.102\t0.944\t0.859\t0.998\t0.737\t1.113\t0.694\t0.637\n1\t1.782\t1.678\t-0.348\t0.701\t-0.861\t0.411\t2.264\t-1.468\t0.000\t0.997\t-1.550\t1.179\t2.215\t1.347\t0.463\t-1.252\t1.274\t3.225\t0.687\t0.544\t0.000\t2.209\t1.703\t0.983\t3.452\t1.845\t2.222\t1.984\n1\t1.085\t-0.040\t-0.512\t1.608\t-0.953\t0.952\t-0.662\t1.107\t2.173\t0.568\t0.907\t1.513\t2.215\t0.791\t-0.338\t0.529\t0.000\t0.578\t-2.193\t-0.143\t0.000\t1.120\t1.053\t0.990\t0.890\t1.038\t1.078\t1.112\n1\t1.554\t-0.281\t1.428\t0.869\t-1.557\t0.965\t0.685\t-0.005\t2.173\t0.658\t0.051\t0.640\t0.000\t0.821\t0.624\t-1.023\t2.548\t0.694\t-0.719\t-0.828\t0.000\t0.951\t0.968\t0.989\t0.775\t0.880\t0.933\t0.818\n0\t0.282\t1.135\t0.761\t0.814\t-0.187\t0.983\t1.931\t0.756\t0.000\t1.244\t-0.186\t1.685\t0.000\t1.267\t1.297\t-0.257\t2.548\t0.885\t-0.349\t-0.805\t0.000\t1.079\t0.727\t0.978\t1.018\t0.922\t0.919\t0.841\n1\t2.015\t0.074\t0.196\t0.616\t0.850\t0.955\t0.800\t-1.024\t2.173\t0.329\t0.745\t0.092\t0.000\t0.528\t-2.331\t-1.494\t0.000\t0.988\t0.667\t1.568\t3.102\t0.791\t0.918\t0.988\t0.842\t0.741\t0.909\t0.757\n0\t1.381\t0.573\t0.569\t0.751\t-0.271\t0.683\t0.110\t1.279\t2.173\t0.910\t-0.546\t-1.439\t0.000\t0.899\t0.687\t-0.118\t2.548\t0.822\t0.279\t-0.967\t0.000\t0.699\t0.923\t0.986\t0.892\t0.983\t0.744\t0.773\n0\t1.675\t-0.134\t1.429\t0.649\t-1.330\t0.425\t-0.200\t-0.842\t0.000\t0.676\t0.743\t0.559\t2.215\t1.064\t-0.859\t-0.133\t1.274\t0.391\t0.491\t-0.234\t0.000\t0.411\t0.667\t0.989\t1.013\t1.015\t0.858\t0.707\n1\t0.844\t-0.452\t1.709\t0.991\t0.751\t1.308\t-0.721\t-0.545\t2.173\t0.928\t-0.903\t1.573\t0.000\t0.538\t0.505\t0.257\t1.274\t0.420\t-1.963\t0.732\t0.000\t0.843\t0.935\t0.989\t1.248\t0.996\t0.933\t0.856\n1\t1.189\t-0.798\t-1.716\t0.420\t0.571\t1.276\t-0.038\t-0.865\t2.173\t0.731\t-0.396\t-1.603\t2.215\t1.377\t-1.194\t0.208\t0.000\t0.938\t0.130\t0.601\t0.000\t0.853\t1.079\t0.985\t1.201\t0.916\t1.070\t0.934\n1\t0.784\t0.187\t0.216\t0.725\t-0.398\t0.804\t1.435\t1.632\t0.000\t0.619\t0.380\t-1.060\t2.215\t0.560\t1.374\t0.779\t0.000\t0.832\t-0.327\t0.520\t3.102\t0.841\t1.010\t0.986\t0.779\t0.692\t0.739\t0.873\n1\t1.668\t1.308\t0.883\t0.558\t0.885\t0.984\t0.666\t-1.143\t2.173\t0.800\t2.514\t-0.599\t0.000\t0.633\t0.751\t0.467\t2.548\t1.028\t1.631\t0.800\t0.000\t1.187\t0.946\t0.978\t1.454\t0.979\t0.987\t0.962\n0\t1.563\t1.440\t-1.146\t0.238\t0.378\t0.852\t-0.031\t0.332\t2.173\t0.742\t0.675\t1.345\t2.215\t0.735\t-1.261\t0.940\t0.000\t0.745\t-0.744\t-0.083\t0.000\t0.681\t0.999\t0.993\t1.409\t1.022\t1.006\t1.089\n1\t1.714\t0.914\t-0.905\t0.505\t1.285\t1.448\t-0.050\t1.444\t2.173\t2.560\t0.028\t-0.185\t2.215\t1.294\t-1.127\t1.120\t0.000\t2.151\t1.269\t1.278\t0.000\t0.864\t0.874\t1.186\t1.390\t2.821\t1.556\t1.251\n0\t0.759\t0.290\t0.245\t1.818\t-1.090\t0.569\t-0.706\t1.294\t2.173\t0.719\t-1.317\t0.788\t0.000\t0.862\t-0.980\t-0.112\t0.000\t1.285\t-0.937\t-1.461\t3.102\t0.891\t0.882\t1.518\t1.153\t0.585\t0.872\t0.898\n1\t1.395\t0.929\t0.919\t0.583\t-1.520\t1.351\t1.069\t-0.869\t0.000\t1.194\t-0.328\t-0.335\t2.215\t0.782\t-1.000\t0.794\t2.548\t0.389\t0.168\t-1.727\t0.000\t0.922\t1.336\t1.013\t1.032\t0.961\t1.141\t1.064\n1\t0.391\t2.002\t-0.362\t1.186\t1.525\t0.892\t0.331\t-0.263\t2.173\t0.682\t1.288\t-1.468\t0.000\t0.518\t1.891\t0.615\t0.000\t1.185\t0.286\t0.938\t3.102\t0.936\t0.838\t0.988\t1.141\t0.960\t0.838\t0.769\n1\t1.108\t-1.298\t1.717\t1.306\t0.659\t0.950\t0.075\t-0.881\t2.173\t1.415\t-1.919\t-0.270\t0.000\t0.995\t2.042\t1.537\t0.000\t1.258\t-1.076\t1.127\t3.102\t0.932\t1.468\t1.358\t0.689\t1.412\t1.330\t1.484\n0\t1.755\t-1.230\t1.250\t0.664\t-0.171\t1.111\t-2.133\t1.553\t0.000\t0.867\t-0.757\t-0.383\t0.000\t1.012\t-0.210\t-0.919\t2.548\t1.086\t0.309\t-0.196\t0.000\t0.796\t0.836\t1.432\t1.087\t0.980\t0.831\t0.817\n0\t2.186\t-0.417\t0.810\t0.954\t0.537\t2.336\t1.234\t-0.971\t2.173\t1.785\t-1.049\t0.924\t1.107\t0.522\t1.868\t-0.974\t0.000\t0.551\t0.181\t-0.158\t0.000\t0.738\t0.904\t0.981\t1.010\t5.260\t2.620\t1.949\n1\t0.877\t0.086\t0.219\t1.018\t0.250\t1.034\t1.231\t-1.305\t0.000\t1.131\t1.298\t0.639\t2.215\t1.132\t0.867\t-1.709\t0.000\t1.358\t0.987\t-0.072\t1.551\t0.886\t0.909\t0.984\t1.475\t0.674\t1.068\t1.156\n0\t0.303\t-1.653\t-1.154\t0.863\t-1.648\t0.478\t1.243\t-0.902\t0.000\t0.880\t-0.822\t0.608\t0.000\t0.754\t-0.333\t-0.984\t2.548\t0.683\t-1.134\t0.835\t0.000\t0.334\t0.776\t0.991\t0.767\t0.621\t0.595\t0.632\n1\t0.724\t-0.782\t1.216\t1.603\t-1.699\t0.458\t2.936\t-1.739\t0.000\t1.464\t-0.479\t0.215\t2.215\t1.319\t0.586\t-0.303\t2.548\t0.374\t-0.214\t-0.219\t0.000\t1.640\t1.438\t0.987\t1.295\t1.107\t1.582\t1.466\n1\t1.472\t1.506\t0.538\t1.702\t-0.137\t1.362\t1.593\t-1.572\t0.000\t0.432\t0.222\t-1.127\t1.107\t0.607\t0.400\t-0.047\t0.000\t0.794\t0.480\t0.560\t1.551\t1.897\t1.187\t1.252\t0.740\t0.536\t0.810\t0.949\n0\t0.398\t-0.991\t-0.681\t0.656\t-0.492\t0.607\t0.050\t1.651\t1.087\t0.932\t0.307\t0.721\t0.000\t0.704\t0.780\t-1.288\t2.548\t0.772\t-0.446\t-0.194\t0.000\t0.945\t0.917\t0.993\t0.615\t0.511\t0.664\t0.649\n1\t2.553\t-1.408\t0.026\t0.592\t-0.596\t2.056\t-1.070\t1.049\t0.000\t1.208\t2.483\t1.582\t0.000\t1.226\t-1.033\t-0.439\t0.000\t1.880\t-1.003\t-1.322\t1.551\t1.056\t0.739\t0.985\t1.148\t0.460\t0.841\t1.054\n1\t1.508\t-0.041\t0.642\t0.926\t-0.090\t1.080\t0.458\t-1.451\t2.173\t0.976\t1.671\t-0.843\t0.000\t1.088\t0.961\t1.176\t0.000\t1.025\t0.680\t-0.612\t1.551\t0.588\t0.847\t1.003\t1.341\t0.790\t0.923\t0.934\n1\t0.286\t1.733\t1.709\t1.188\t0.277\t3.223\t-0.279\t1.616\t0.000\t3.382\t0.276\t-0.094\t2.215\t2.138\t1.739\t-1.046\t0.000\t1.926\t0.824\t0.283\t1.551\t2.765\t2.764\t0.982\t1.059\t1.130\t2.564\t1.916\n1\t1.376\t0.906\t-0.810\t1.142\t-0.269\t1.449\t1.848\t1.601\t0.000\t0.570\t0.901\t0.504\t1.107\t0.306\t1.439\t1.420\t0.000\t0.462\t0.264\t0.507\t3.102\t1.284\t0.986\t0.987\t0.799\t0.144\t0.733\t0.908\n1\t0.403\t1.239\t0.483\t1.209\t-0.257\t1.969\t-0.551\t1.230\t0.000\t1.331\t0.531\t-0.167\t2.215\t1.386\t-0.077\t-1.294\t0.000\t1.525\t-1.022\t-1.148\t3.102\t1.052\t0.775\t0.984\t1.296\t1.634\t1.789\t1.554\n0\t0.681\t-1.348\t-1.704\t2.095\t1.236\t2.960\t0.096\t-0.321\t2.173\t1.069\t1.220\t-1.719\t0.000\t1.014\t0.537\t0.132\t0.000\t1.746\t1.385\t1.121\t0.000\t1.045\t0.722\t0.988\t3.675\t1.966\t2.413\t2.556\n1\t0.536\t0.762\t0.245\t0.990\t0.032\t1.285\t0.794\t-1.571\t2.173\t0.737\t0.403\t-0.663\t0.000\t1.276\t-0.098\t1.114\t0.000\t0.716\t-0.203\t-0.374\t0.000\t1.029\t1.278\t0.996\t0.971\t1.105\t1.085\t1.038\n0\t1.405\t-0.103\t-0.714\t0.520\t-0.875\t0.828\t0.161\t1.030\t1.087\t1.526\t-0.694\t-1.394\t2.215\t1.207\t0.306\t0.140\t0.000\t1.335\t-0.700\t0.422\t0.000\t0.941\t0.975\t0.984\t0.863\t1.545\t1.104\t1.005\n1\t2.404\t-1.208\t-1.262\t0.375\t1.151\t0.765\t-1.140\t0.444\t2.173\t0.410\t-1.886\t0.143\t0.000\t1.061\t-1.400\t1.158\t0.000\t0.794\t-0.010\t-0.369\t3.102\t0.828\t0.873\t1.083\t1.194\t0.741\t0.858\t0.783\n0\t1.051\t0.688\t1.035\t1.562\t-1.569\t0.645\t-0.118\t0.542\t0.000\t1.062\t-0.865\t-0.669\t0.000\t0.777\t0.926\t-1.672\t2.548\t1.159\t-1.904\t-0.123\t0.000\t1.289\t1.269\t1.269\t0.642\t0.635\t1.142\t1.245\n1\t0.536\t-2.161\t-0.523\t0.782\t0.176\t1.007\t-0.966\t-0.371\t1.087\t0.774\t-0.930\t1.006\t0.000\t1.172\t-0.155\t1.686\t2.548\t0.607\t0.509\t0.937\t0.000\t0.942\t1.091\t0.992\t0.980\t1.415\t0.871\t0.776\n1\t0.755\t-1.317\t0.774\t0.848\t-0.680\t1.553\t-0.864\t1.529\t0.000\t0.833\t-0.699\t0.070\t2.215\t0.961\t0.540\t-0.303\t0.000\t1.455\t-0.317\t0.506\t3.102\t0.912\t0.913\t1.071\t0.706\t0.417\t0.629\t0.691\n0\t0.836\t1.515\t0.305\t0.708\t-0.432\t0.670\t0.054\t1.031\t0.000\t0.974\t1.228\t-1.310\t2.215\t0.909\t-0.941\t0.230\t0.000\t1.018\t-1.030\t-1.200\t0.000\t1.025\t1.040\t0.988\t0.986\t0.214\t1.016\t1.277\n1\t0.793\t-0.546\t-1.602\t1.018\t-1.047\t0.707\t-0.915\t-1.001\t2.173\t1.143\t-0.554\t0.737\t2.215\t0.841\t-1.581\t0.898\t0.000\t0.557\t-2.003\t0.261\t0.000\t0.484\t0.953\t0.986\t1.122\t1.343\t0.863\t0.792\n0\t0.712\t1.462\t-1.368\t0.176\t-1.675\t1.370\t0.889\t-1.105\t2.173\t1.956\t1.630\t0.438\t0.000\t0.547\t0.076\t0.383\t0.000\t0.958\t-0.472\t-1.509\t3.102\t0.623\t1.050\t0.998\t0.654\t1.061\t0.726\t0.649\n1\t0.726\t0.403\t-1.133\t1.431\t0.362\t0.780\t-2.228\t-1.138\t0.000\t1.424\t0.596\t-0.508\t2.215\t1.182\t0.328\t1.000\t0.000\t1.278\t1.383\t1.202\t0.000\t0.976\t0.718\t1.377\t0.987\t0.532\t0.850\t0.795\n1\t0.478\t0.458\t1.405\t1.527\t-0.316\t0.742\t-0.429\t-1.424\t0.000\t1.032\t0.113\t1.625\t0.000\t1.484\t-0.256\t0.599\t2.548\t1.374\t0.664\t-0.187\t3.102\t0.879\t1.235\t1.184\t0.957\t0.941\t0.977\t0.896\n0\t1.003\t-0.158\t-1.601\t1.332\t-0.997\t0.894\t0.334\t-1.050\t1.087\t1.504\t-0.424\t0.566\t0.000\t1.177\t0.108\t0.765\t0.000\t0.983\t-0.978\t-0.136\t1.551\t0.681\t0.862\t0.991\t0.584\t1.099\t1.043\t1.005\n0\t0.562\t0.100\t0.720\t0.518\t-0.365\t0.625\t-1.732\t0.369\t0.000\t0.890\t0.027\t-1.510\t1.107\t0.867\t-1.437\t-1.547\t2.548\t0.667\t-0.301\t-0.162\t0.000\t0.869\t0.900\t0.988\t0.857\t0.834\t0.858\t0.740\n0\t0.838\t-1.188\t1.059\t0.926\t-1.380\t0.399\t0.190\t1.717\t0.000\t1.029\t-0.077\t0.161\t2.215\t0.676\t0.698\t-1.363\t2.548\t0.458\t1.136\t-0.192\t0.000\t0.762\t0.844\t0.989\t0.913\t0.951\t0.855\t0.757\n1\t0.891\t-0.684\t0.886\t0.742\t-0.267\t0.800\t-1.376\t1.379\t2.173\t0.970\t-1.909\t-0.522\t0.000\t1.011\t-0.042\t0.239\t1.274\t1.366\t-1.209\t-1.214\t0.000\t0.958\t1.192\t0.985\t0.591\t1.256\t1.030\t0.893\n1\t1.344\t1.360\t-0.688\t0.637\t-0.182\t2.759\t-0.138\t1.005\t0.000\t2.252\t0.646\t-0.479\t2.215\t1.341\t-1.885\t-1.248\t0.000\t1.029\t1.310\t-1.575\t0.000\t1.013\t2.467\t0.991\t0.707\t0.850\t1.932\t1.587\n0\t1.293\t2.129\t-0.515\t0.631\t1.574\t0.695\t1.435\t0.573\t2.173\t0.323\t0.644\t0.630\t0.000\t1.501\t0.622\t-1.638\t0.000\t0.671\t0.759\t-1.304\t3.102\t0.951\t1.023\t1.191\t0.713\t0.744\t0.695\t0.759\n1\t0.895\t1.219\t-1.735\t0.245\t-1.280\t0.920\t0.198\t-0.698\t0.000\t0.921\t1.530\t0.830\t1.107\t0.899\t0.245\t0.431\t2.548\t1.430\t-1.771\t-1.739\t0.000\t1.402\t1.079\t0.986\t0.909\t0.758\t0.923\t0.833\n1\t1.218\t0.879\t0.954\t1.150\t1.721\t0.609\t-0.442\t-0.915\t0.000\t0.633\t2.455\t0.676\t0.000\t1.078\t0.001\t-0.167\t1.274\t1.212\t0.204\t-1.244\t3.102\t0.878\t1.124\t1.046\t1.053\t0.729\t0.891\t0.850\n0\t0.278\t0.542\t-0.238\t0.912\t0.377\t1.701\t-1.049\t0.808\t2.173\t0.897\t1.528\t-0.487\t2.215\t1.604\t-2.647\t-1.243\t0.000\t2.155\t2.077\t-1.719\t0.000\t1.065\t0.827\t0.979\t0.910\t3.562\t1.912\t1.533\n1\t1.125\t0.984\t1.054\t0.448\t0.851\t2.358\t1.631\t0.640\t0.000\t0.992\t0.253\t-0.796\t1.107\t3.351\t1.235\t-1.003\t2.548\t0.964\t0.560\t-1.341\t0.000\t2.535\t2.318\t0.984\t1.468\t1.173\t1.884\t1.484\n1\t1.157\t-0.196\t-1.152\t0.807\t0.818\t1.395\t0.341\t1.354\t2.173\t0.548\t0.222\t0.567\t2.215\t0.908\t-0.759\t-0.178\t0.000\t2.051\t0.204\t-0.537\t0.000\t0.977\t0.861\t1.311\t1.094\t0.843\t1.066\t0.926\n1\t0.522\t-0.542\t1.219\t1.440\t-0.577\t1.053\t0.123\t1.659\t1.087\t1.131\t-0.649\t0.167\t0.000\t1.092\t0.115\t0.469\t0.000\t0.915\t-0.565\t-0.843\t3.102\t0.959\t0.729\t1.200\t1.134\t0.911\t0.834\t0.774\n0\t0.718\t-2.132\t1.315\t2.040\t-1.600\t0.732\t-1.385\t-0.009\t2.173\t0.705\t-1.960\t-0.383\t0.000\t1.103\t-0.919\t0.486\t0.000\t0.597\t-1.425\t0.601\t0.000\t0.668\t0.657\t0.990\t1.221\t0.771\t0.802\t0.720\n1\t0.982\t0.610\t0.263\t0.861\t1.364\t1.761\t1.128\t1.404\t0.000\t1.577\t0.660\t-0.708\t0.000\t2.121\t-0.678\t-0.585\t2.548\t1.505\t-1.030\t0.844\t0.000\t0.974\t1.137\t1.067\t1.368\t1.248\t1.650\t1.302\n1\t0.540\t0.975\t0.523\t0.616\t-0.129\t3.044\t0.098\t-0.814\t2.173\t3.624\t-0.386\t0.425\t0.000\t2.641\t0.796\t1.597\t0.000\t3.132\t0.267\t1.092\t3.102\t0.911\t1.661\t0.984\t1.431\t3.252\t2.331\t1.700\n1\t1.174\t0.696\t-1.681\t0.560\t0.124\t1.240\t0.971\t-1.154\t1.087\t1.037\t0.936\t0.729\t0.000\t1.223\t1.191\t-0.498\t2.548\t1.351\t-0.995\t0.922\t0.000\t0.639\t2.036\t1.121\t0.906\t0.892\t1.744\t1.370\n1\t1.524\t0.257\t-1.190\t0.305\t-1.703\t0.485\t0.862\t-1.477\t0.000\t0.643\t1.213\t0.704\t2.215\t0.954\t1.234\t0.377\t0.000\t1.315\t-0.116\t0.160\t3.102\t1.253\t1.040\t0.988\t0.896\t0.736\t0.762\t0.739\n0\t2.042\t1.477\t0.032\t0.224\t0.749\t0.629\t0.153\t1.679\t2.173\t0.690\t1.531\t-1.692\t0.000\t0.864\t1.288\t-1.157\t0.000\t1.277\t0.191\t0.026\t3.102\t0.557\t0.995\t0.990\t1.207\t0.946\t0.852\t0.837\n1\t0.852\t-0.490\t1.494\t0.988\t0.771\t1.084\t0.834\t-0.587\t2.173\t0.833\t-0.204\t0.318\t0.000\t0.844\t-0.733\t-1.395\t0.000\t0.853\t0.035\t0.793\t3.102\t1.343\t0.837\t0.991\t1.750\t1.051\t1.123\t0.982\n1\t1.554\t0.416\t1.645\t0.750\t-0.629\t0.996\t-0.950\t0.696\t2.173\t0.902\t-1.119\t-0.325\t0.000\t0.578\t-1.015\t-1.500\t0.000\t0.454\t0.737\t-0.900\t1.551\t0.965\t1.104\t1.329\t0.647\t1.031\t0.951\t0.925\n0\t0.941\t-1.055\t-1.462\t0.971\t0.983\t0.975\t-0.475\t-0.833\t1.087\t0.986\t-1.313\t0.475\t0.000\t0.548\t-1.422\t-0.477\t0.000\t1.208\t-0.443\t0.819\t3.102\t0.861\t1.200\t1.067\t0.678\t1.145\t0.835\t0.787\n1\t0.749\t-0.137\t1.733\t0.557\t0.613\t0.737\t0.926\t-1.017\t2.173\t0.868\t-0.348\t1.191\t0.000\t1.137\t-0.320\t-0.556\t2.548\t0.765\t-1.122\t0.469\t0.000\t0.845\t0.975\t0.983\t1.137\t0.910\t0.953\t0.838\n1\t0.764\t-0.882\t-0.082\t1.263\t-1.291\t0.946\t-0.184\t0.273\t0.000\t0.582\t-0.344\t-1.363\t0.000\t0.951\t-1.591\t-0.855\t0.000\t1.172\t0.208\t0.853\t0.000\t0.875\t0.846\t1.206\t0.604\t0.150\t0.555\t0.688\n1\t0.803\t-0.512\t-0.836\t0.504\t0.497\t0.865\t-0.159\t1.331\t0.000\t0.615\t-0.448\t0.463\t2.215\t1.123\t0.683\t-0.287\t1.274\t0.501\t-0.316\t-0.297\t0.000\t1.006\t1.097\t0.988\t0.653\t0.793\t0.730\t0.722\n1\t0.735\t-1.123\t1.440\t0.679\t-0.575\t1.272\t-0.160\t1.407\t0.000\t1.142\t-0.158\t0.114\t2.215\t1.284\t-0.031\t-0.726\t1.274\t0.821\t2.164\t-0.496\t0.000\t0.820\t1.232\t0.987\t0.999\t0.888\t0.981\t0.914\n1\t0.628\t-0.892\t-0.077\t1.314\t-0.946\t1.313\t-0.751\t1.277\t1.087\t0.550\t-0.508\t-1.522\t0.000\t0.436\t-1.033\t-0.525\t0.000\t0.755\t0.621\t0.290\t0.000\t1.013\t1.106\t0.989\t0.690\t0.780\t0.891\t0.843\n1\t1.231\t0.140\t1.388\t1.043\t-1.195\t0.885\t0.232\t-0.466\t2.173\t1.700\t-2.329\t0.530\t0.000\t1.392\t0.744\t-1.232\t2.548\t0.854\t0.139\t0.751\t0.000\t2.630\t2.794\t1.143\t0.793\t0.971\t2.240\t1.828\n1\t0.546\t-0.274\t0.313\t0.564\t1.044\t1.113\t0.444\t1.048\t2.173\t0.767\t1.483\t-0.372\t0.000\t1.101\t0.456\t-0.518\t0.000\t1.026\t-0.347\t-0.799\t0.000\t0.949\t0.668\t0.983\t0.732\t0.528\t0.782\t0.683\n1\t0.927\t-2.132\t0.691\t1.810\t0.550\t2.071\t0.753\t-0.957\t0.000\t1.980\t-0.844\t-1.682\t0.000\t2.015\t-0.503\t0.548\t2.548\t2.177\t0.770\t1.635\t1.551\t0.714\t0.976\t1.001\t2.251\t1.854\t1.552\t1.284\n0\t0.556\t1.352\t-1.036\t1.079\t0.420\t0.701\t0.250\t-1.082\t0.000\t0.614\t-0.456\t0.818\t2.215\t1.095\t-0.191\t-1.663\t0.000\t1.380\t-0.087\t-0.162\t3.102\t0.869\t0.967\t1.037\t0.865\t0.660\t0.751\t0.832\n1\t0.648\t-0.867\t0.110\t0.256\t1.742\t1.128\t-1.005\t-1.677\t0.000\t1.031\t-0.228\t-0.122\t2.215\t1.440\t-2.508\t0.929\t0.000\t2.177\t-0.201\t0.585\t3.102\t0.925\t1.405\t0.994\t0.678\t0.804\t1.082\t0.890\n0\t0.771\t-0.232\t0.068\t0.993\t-1.725\t0.843\t-0.053\t-1.217\t2.173\t1.066\t-0.847\t0.438\t0.000\t0.796\t-0.153\t1.740\t2.548\t0.798\t0.167\t0.479\t0.000\t0.677\t0.856\t1.211\t0.845\t0.471\t0.820\t0.733\n0\t1.284\t-0.095\t-1.055\t0.862\t0.078\t0.485\t-1.734\t0.653\t0.000\t0.879\t-1.155\t1.380\t2.215\t0.374\t-2.442\t-0.714\t0.000\t0.424\t0.267\t-0.152\t3.102\t0.811\t0.808\t1.243\t0.592\t0.708\t0.711\t0.790\n1\t1.030\t1.361\t1.228\t0.191\t-0.570\t0.507\t0.163\t-1.098\t2.173\t0.770\t1.844\t1.193\t0.000\t1.052\t1.391\t0.484\t0.000\t1.811\t0.911\t-0.289\t3.102\t0.863\t1.030\t0.984\t0.762\t0.833\t0.887\t0.769\n0\t0.328\t0.676\t0.970\t2.030\t-1.372\t0.790\t-0.667\t0.740\t0.000\t1.020\t-0.832\t0.201\t0.000\t1.263\t0.452\t-0.616\t2.548\t1.848\t-0.193\t-0.293\t3.102\t0.909\t0.989\t0.986\t0.845\t0.549\t0.896\t1.119\n1\t0.370\t2.240\t-0.983\t0.504\t-1.527\t0.739\t1.574\t0.135\t0.000\t0.865\t1.110\t1.509\t2.215\t1.186\t0.614\t0.487\t0.000\t1.583\t-0.132\t-1.213\t3.102\t0.955\t1.123\t0.998\t0.729\t0.997\t1.015\t0.855\n0\t1.610\t1.244\t-0.963\t0.917\t-0.865\t1.014\t0.305\t0.824\t0.000\t0.448\t0.563\t-0.703\t2.215\t0.774\t0.823\t1.269\t0.000\t0.708\t0.909\t0.514\t3.102\t0.786\t0.904\t1.007\t0.811\t0.471\t0.589\t0.891\n1\t0.670\t0.044\t1.193\t1.258\t0.166\t1.219\t-0.697\t-1.654\t2.173\t1.372\t-1.160\t-0.085\t0.000\t0.727\t0.430\t1.285\t2.548\t0.384\t-2.021\t-1.288\t0.000\t1.041\t1.270\t1.016\t1.256\t0.916\t1.091\t1.003\n0\t0.906\t-0.455\t0.828\t0.616\t-1.454\t0.593\t-0.053\t0.031\t2.173\t0.476\t0.879\t-1.464\t0.000\t0.613\t-0.939\t-0.062\t0.000\t0.664\t-0.345\t-0.879\t3.102\t0.703\t1.083\t0.991\t0.591\t0.500\t0.714\t0.690\n1\t0.850\t-1.142\t1.593\t0.884\t-0.304\t0.577\t-2.021\t0.813\t0.000\t0.606\t-1.016\t1.314\t2.215\t0.622\t0.041\t-0.442\t0.000\t0.991\t-0.318\t-0.946\t1.551\t0.948\t1.107\t1.189\t0.701\t0.669\t0.741\t0.791\n1\t0.548\t0.608\t0.617\t0.143\t0.972\t1.222\t-0.858\t-0.988\t0.000\t1.008\t-0.140\t1.019\t2.215\t0.768\t-1.176\t-0.362\t2.548\t0.629\t-1.059\t0.574\t0.000\t1.349\t0.867\t0.992\t0.658\t1.052\t0.904\t0.783\n1\t0.502\t0.184\t0.905\t0.300\t0.853\t0.818\t0.337\t-0.563\t2.173\t1.053\t-1.063\t0.299\t2.215\t1.003\t-0.543\t-1.080\t0.000\t0.709\t-2.013\t1.443\t0.000\t0.843\t0.956\t0.989\t0.693\t1.432\t0.971\t0.871\n1\t0.768\t-0.710\t-1.372\t2.113\t-0.830\t1.058\t-0.076\t0.956\t2.173\t0.305\t0.492\t0.961\t0.000\t0.441\t0.242\t0.037\t0.000\t0.505\t-2.495\t-0.133\t0.000\t1.281\t1.386\t0.978\t1.447\t0.790\t1.052\t1.077\n1\t0.280\t-0.000\t0.180\t1.718\t-1.344\t1.089\t1.111\t1.473\t2.173\t1.045\t1.546\t-0.847\t0.000\t1.048\t-0.754\t0.319\t0.000\t1.119\t0.644\t0.524\t3.102\t0.873\t1.054\t0.987\t0.964\t0.906\t1.019\t0.853\n1\t0.599\t0.673\t0.220\t0.789\t-0.813\t0.640\t-1.287\t-1.735\t2.173\t0.988\t-0.398\t-1.231\t0.000\t1.046\t-0.279\t0.180\t0.000\t0.855\t-1.171\t0.414\t0.000\t0.684\t0.911\t0.989\t0.823\t1.647\t0.938\t0.767\n1\t2.046\t0.547\t1.262\t1.213\t1.184\t1.292\t-1.961\t-0.739\t0.000\t1.364\t-0.719\t-0.171\t2.215\t0.655\t-0.538\t1.735\t0.000\t0.890\t-0.133\t0.702\t3.102\t1.805\t1.476\t0.982\t1.646\t0.762\t1.101\t1.468\n1\t0.893\t-0.013\t0.018\t1.731\t1.153\t2.113\t0.500\t0.430\t0.000\t4.139\t0.983\t-1.132\t0.000\t1.228\t-0.033\t-0.428\t2.548\t1.460\t2.321\t1.464\t0.000\t1.148\t1.614\t1.471\t1.075\t0.882\t1.277\t1.220\n0\t2.224\t-1.541\t0.973\t0.827\t0.589\t1.046\t-1.133\t-0.776\t0.000\t1.026\t-0.509\t-0.839\t0.000\t0.722\t-0.810\t1.586\t2.548\t0.380\t-0.821\t0.117\t3.102\t0.704\t0.915\t0.987\t0.546\t0.389\t0.568\t0.886\n0\t0.650\t2.150\t0.122\t0.313\t-0.968\t1.054\t-1.727\t-0.603\t0.000\t1.804\t1.197\t0.715\t2.215\t1.438\t1.245\t-1.565\t2.548\t1.548\t1.204\t1.107\t0.000\t1.421\t0.933\t0.986\t0.914\t1.519\t1.001\t0.857\n0\t0.358\t-0.760\t0.247\t1.364\t-1.066\t0.777\t0.145\t0.548\t0.000\t0.843\t0.538\t0.964\t2.215\t1.636\t0.219\t-1.148\t2.548\t0.561\t1.296\t1.003\t0.000\t0.869\t1.234\t0.987\t0.921\t1.196\t0.830\t0.792\n1\t1.413\t0.070\t-1.608\t0.641\t-1.479\t2.098\t1.907\t0.326\t0.000\t1.160\t1.223\t-1.443\t2.215\t1.792\t0.391\t-1.100\t1.274\t1.203\t0.219\t0.343\t0.000\t0.777\t1.099\t0.989\t1.214\t0.803\t0.892\t0.954\n0\t1.452\t-0.446\t0.091\t0.374\t-1.082\t0.516\t0.567\t-0.996\t2.173\t0.855\t-0.657\t0.575\t1.107\t1.058\t0.413\t1.730\t0.000\t0.752\t-0.837\t1.565\t0.000\t0.797\t0.934\t0.985\t0.794\t1.164\t0.755\t0.726\n1\t0.459\t-0.580\t0.109\t0.831\t-1.377\t0.674\t-1.678\t-0.483\t0.000\t0.533\t-0.085\t1.383\t0.000\t1.211\t1.283\t1.254\t2.548\t0.992\t0.625\t0.376\t3.102\t1.701\t1.392\t0.982\t1.616\t0.659\t1.334\t1.168\n0\t0.827\t-1.997\t0.287\t1.068\t1.401\t0.842\t0.622\t-1.245\t1.087\t0.560\t-0.518\t-1.499\t0.000\t1.361\t-0.902\t0.173\t0.000\t1.064\t0.313\t0.540\t3.102\t1.371\t0.999\t1.099\t2.045\t1.009\t1.412\t1.179\n0\t0.703\t-1.039\t-1.515\t1.416\t1.047\t1.089\t-1.443\t0.011\t2.173\t0.231\t-1.010\t-0.214\t2.215\t0.274\t-1.638\t1.584\t0.000\t1.070\t-0.555\t-1.132\t0.000\t0.522\t0.937\t1.022\t0.613\t0.215\t0.731\t0.643\n1\t0.952\t-1.600\t-0.784\t0.575\t1.351\t0.613\t-1.327\t-0.195\t2.173\t0.856\t-0.070\t1.016\t2.215\t1.360\t-0.679\t-0.630\t0.000\t0.837\t-1.608\t1.331\t0.000\t0.828\t0.956\t0.988\t0.708\t1.190\t0.790\t0.698\n0\t0.365\t-0.408\t0.146\t1.319\t-1.675\t0.988\t0.314\t1.361\t2.173\t1.168\t1.005\t0.241\t2.215\t0.881\t2.078\t-0.689\t0.000\t1.266\t1.432\t-0.216\t0.000\t0.585\t0.908\t0.987\t0.938\t1.459\t1.130\t1.275\n1\t2.138\t0.432\t0.271\t0.399\t1.190\t1.441\t0.969\t-0.982\t0.000\t0.893\t1.032\t-1.737\t0.000\t2.921\t-0.751\t-0.380\t0.000\t3.389\t0.204\t1.200\t3.102\t1.020\t0.993\t0.987\t1.065\t0.872\t0.913\t0.867\n0\t1.203\t1.930\t-0.110\t1.060\t0.559\t0.564\t-2.826\t1.301\t0.000\t1.686\t0.253\t-1.219\t2.215\t0.773\t-0.116\t-0.531\t0.000\t0.826\t0.543\t0.257\t3.102\t0.851\t0.949\t0.982\t0.604\t1.056\t1.097\t1.035\n0\t0.624\t0.911\t0.788\t2.753\t0.122\t1.299\t1.350\t-1.320\t0.000\t0.612\t1.397\t1.072\t2.215\t0.602\t1.779\t1.512\t0.000\t0.548\t-0.438\t-1.395\t3.102\t1.002\t0.987\t1.024\t0.849\t0.730\t0.751\t0.980\n0\t0.329\t-2.328\t-0.489\t2.053\t-0.903\t1.278\t-2.321\t1.237\t0.000\t1.013\t-0.592\t-0.034\t2.215\t0.470\t-1.863\t0.568\t0.000\t0.545\t-0.718\t-1.541\t3.102\t0.819\t0.804\t0.983\t0.938\t0.661\t1.013\t1.033\n0\t1.752\t-0.927\t-1.454\t0.722\t1.305\t0.481\t-0.012\t1.076\t0.000\t1.005\t-0.690\t0.002\t2.215\t0.813\t-0.735\t-0.380\t2.548\t0.476\t0.568\t-0.972\t0.000\t0.749\t0.881\t0.988\t0.839\t0.328\t0.788\t0.744\n1\t0.593\t1.487\t-1.644\t1.839\t1.427\t0.851\t0.437\t-0.405\t2.173\t0.385\t1.149\t-0.045\t0.000\t0.869\t-0.150\t0.996\t2.548\t0.648\t1.720\t-0.058\t0.000\t0.297\t0.807\t0.972\t1.249\t1.073\t0.901\t0.798\n1\t0.491\t0.770\t0.611\t1.057\t0.617\t0.615\t-1.133\t0.720\t2.173\t0.604\t-0.720\t-0.804\t2.215\t0.859\t1.267\t-1.004\t0.000\t0.411\t-2.197\t-1.509\t0.000\t2.433\t1.433\t0.983\t0.646\t0.898\t1.090\t0.947\n0\t0.829\t-1.553\t-0.452\t0.317\t-0.641\t0.701\t-1.823\t0.641\t0.000\t1.377\t-1.058\t-1.441\t1.107\t0.792\t-0.827\t0.091\t2.548\t0.855\t1.660\t0.928\t0.000\t1.030\t1.119\t0.982\t0.902\t1.094\t1.144\t0.985\n1\t1.856\t1.283\t0.428\t0.544\t-1.521\t1.035\t0.807\t-1.411\t1.087\t0.361\t-0.884\t-0.885\t1.107\t0.803\t1.054\t0.885\t0.000\t1.296\t0.025\t0.018\t0.000\t1.037\t0.899\t1.368\t1.274\t0.968\t1.013\t0.905\n1\t1.000\t-0.512\t-1.416\t0.584\t-0.015\t0.931\t-0.925\t1.117\t0.000\t0.448\t-1.912\t0.711\t0.000\t0.617\t-1.375\t-0.552\t2.548\t1.002\t0.750\t-0.607\t3.102\t0.937\t0.853\t1.009\t0.744\t0.914\t0.810\t0.708\n0\t0.550\t0.637\t1.143\t1.323\t-0.815\t0.484\t-0.741\t-0.217\t1.087\t0.607\t-0.289\t0.557\t2.215\t0.711\t-1.555\t-1.670\t0.000\t0.869\t-0.008\t1.569\t0.000\t0.850\t0.867\t1.160\t0.867\t0.543\t0.706\t0.761\n0\t0.428\t-0.488\t1.082\t1.301\t-0.386\t0.478\t-0.628\t-1.453\t0.000\t0.765\t0.232\t0.488\t2.215\t0.575\t0.922\t-0.325\t2.548\t0.752\t-2.228\t1.676\t0.000\t0.920\t0.912\t1.002\t0.696\t0.548\t0.659\t0.660\n1\t1.004\t-2.255\t0.249\t0.635\t0.764\t1.375\t-1.283\t-1.009\t0.000\t0.451\t-1.861\t1.297\t0.000\t1.388\t0.152\t0.532\t2.548\t0.529\t0.278\t-1.533\t3.102\t0.869\t0.982\t0.983\t0.881\t0.630\t0.866\t0.762\n1\t0.996\t-0.802\t0.466\t0.788\t-0.786\t1.626\t-0.873\t0.186\t0.000\t2.490\t-1.061\t-1.495\t2.215\t0.713\t-1.875\t1.241\t0.000\t0.804\t-0.559\t1.307\t3.102\t0.765\t0.996\t1.109\t0.670\t0.786\t0.857\t0.738\n0\t0.700\t-1.020\t-0.370\t0.707\t1.328\t1.121\t-0.525\t-0.200\t2.173\t1.027\t0.151\t1.190\t0.000\t1.493\t0.461\t-1.556\t0.000\t0.866\t0.694\t0.622\t3.102\t1.221\t0.902\t0.988\t0.853\t1.040\t1.087\t0.930\n1\t0.752\t0.347\t0.920\t0.340\t-1.173\t1.016\t0.117\t-0.248\t1.087\t0.964\t0.357\t0.086\t0.000\t1.736\t0.100\t1.379\t2.548\t2.182\t0.382\t-1.548\t0.000\t0.977\t0.913\t0.983\t0.914\t1.646\t0.889\t0.767\n1\t0.827\t0.848\t1.455\t1.473\t1.543\t1.284\t0.526\t0.076\t2.173\t0.930\t0.902\t-0.887\t2.215\t0.440\t0.814\t-0.329\t0.000\t0.427\t1.521\t1.289\t0.000\t0.528\t0.724\t1.000\t1.088\t1.269\t1.150\t0.879\n1\t0.520\t0.381\t-1.379\t1.028\t1.153\t0.802\t-1.235\t-0.748\t2.173\t0.620\t-2.032\t0.736\t0.000\t0.379\t0.010\t1.467\t0.000\t0.749\t-0.455\t-0.531\t3.102\t0.822\t0.719\t0.987\t0.855\t0.334\t1.101\t0.946\n1\t1.468\t-0.625\t0.233\t1.181\t-0.277\t0.839\t2.804\t-1.364\t0.000\t1.400\t-0.430\t1.185\t2.215\t0.793\t0.726\t-1.100\t2.548\t0.854\t0.232\t-0.004\t0.000\t0.585\t0.771\t0.985\t1.166\t1.235\t1.076\t0.827\n1\t0.933\t1.262\t-0.164\t0.417\t0.814\t0.518\t-0.250\t1.410\t2.173\t0.466\t1.327\t-0.893\t0.000\t0.749\t0.670\t1.295\t0.000\t1.146\t-0.972\t-0.458\t3.102\t0.883\t0.822\t0.993\t0.967\t0.897\t0.799\t0.754\n1\t0.979\t-0.755\t-0.507\t1.468\t-1.458\t0.870\t-1.213\t-0.142\t0.000\t1.129\t-0.422\t0.123\t0.000\t1.852\t-0.338\t1.711\t0.000\t2.136\t-0.587\t0.728\t1.551\t0.989\t1.049\t1.254\t0.875\t1.364\t1.106\t1.031\n0\t1.599\t0.746\t-1.571\t1.297\t1.247\t0.587\t-0.515\t-0.179\t2.173\t0.682\t0.811\t0.105\t0.000\t0.753\t0.773\t-0.437\t2.548\t0.531\t1.328\t1.563\t0.000\t0.817\t0.931\t1.131\t0.921\t0.641\t0.924\t0.795\n1\t0.829\t1.447\t1.599\t0.221\t-1.565\t1.473\t-2.364\t-0.738\t0.000\t1.360\t0.811\t1.565\t0.000\t2.473\t0.210\t0.222\t2.548\t1.109\t0.859\t0.929\t0.000\t0.881\t0.765\t0.985\t1.161\t0.998\t0.974\t0.834\n1\t1.230\t-2.115\t1.270\t0.887\t0.717\t0.777\t-1.067\t-0.060\t0.000\t0.600\t-0.492\t-0.335\t2.215\t0.564\t-0.915\t-1.647\t2.548\t1.090\t-0.098\t-1.020\t0.000\t0.728\t0.552\t0.977\t0.659\t0.593\t0.690\t0.650\n1\t0.725\t-0.602\t-1.143\t1.057\t0.170\t0.956\t-0.497\t1.723\t0.000\t0.915\t-0.710\t-0.704\t0.000\t1.275\t-0.251\t0.261\t2.548\t1.387\t-0.646\t1.213\t3.102\t0.790\t1.032\t1.123\t0.797\t0.810\t0.672\t0.677\n0\t0.642\t0.888\t-0.279\t0.848\t1.307\t0.801\t1.405\t-0.526\t2.173\t0.476\t1.743\t0.494\t0.000\t0.588\t2.072\t1.671\t0.000\t1.295\t-0.601\t1.599\t1.551\t0.735\t0.882\t1.012\t0.882\t1.719\t1.078\t0.875\n0\t0.492\t0.150\t-1.313\t0.819\t-0.098\t0.709\t-0.148\t-1.646\t0.000\t0.905\t-0.352\t0.720\t2.215\t0.420\t-1.137\t-0.997\t0.000\t0.949\t0.652\t0.129\t3.102\t0.785\t0.952\t0.993\t0.561\t0.660\t0.723\t0.746\n0\t0.737\t-1.336\t1.561\t0.974\t-0.454\t0.808\t-0.632\t0.739\t2.173\t0.510\t0.186\t0.444\t0.000\t1.313\t0.094\t-1.345\t0.000\t1.123\t0.015\t-1.038\t3.102\t0.762\t0.785\t1.139\t0.961\t1.062\t0.785\t0.685\n0\t0.607\t-2.180\t1.128\t0.096\t-0.062\t1.271\t-0.991\t1.622\t2.173\t1.444\t-0.295\t-0.400\t2.215\t0.773\t0.827\t-0.187\t0.000\t0.469\t-1.103\t0.834\t0.000\t0.863\t1.045\t0.995\t0.847\t2.056\t1.249\t1.065\n1\t1.130\t0.768\t0.132\t0.347\t1.455\t1.421\t0.130\t1.482\t2.173\t1.036\t0.348\t-0.405\t0.000\t0.540\t-1.784\t-0.248\t0.000\t0.507\t0.986\t-0.820\t3.102\t1.655\t1.077\t0.988\t1.094\t0.929\t1.155\t0.970\n1\t0.611\t-1.305\t-0.121\t0.697\t0.494\t1.343\t0.738\t-1.289\t2.173\t0.680\t0.729\t1.283\t2.215\t0.894\t-0.652\t0.095\t0.000\t1.034\t0.233\t0.330\t0.000\t0.845\t1.029\t0.981\t1.413\t1.030\t1.079\t0.968\n0\t1.877\t1.268\t-1.203\t0.627\t1.454\t1.064\t0.772\t0.527\t2.173\t1.503\t-1.440\t-0.624\t0.000\t1.365\t0.250\t1.022\t0.000\t1.076\t1.257\t-0.014\t3.102\t0.541\t0.816\t1.021\t1.340\t0.678\t0.922\t0.826\n1\t1.338\t0.144\t-0.177\t0.338\t-1.198\t0.917\t0.141\t0.877\t1.087\t0.845\t-0.133\t-0.548\t0.000\t1.335\t0.741\t1.559\t2.548\t1.256\t1.806\t-1.644\t0.000\t0.840\t1.283\t0.985\t0.946\t0.923\t1.034\t0.908\n1\t1.694\t-0.752\t0.165\t0.844\t1.005\t0.706\t0.110\t1.408\t0.000\t0.727\t0.294\t-1.367\t0.000\t0.726\t-0.010\t-0.608\t2.548\t0.777\t0.464\t-1.012\t3.102\t0.920\t0.836\t1.138\t0.925\t0.263\t0.675\t0.770\n0\t0.445\t1.682\t-0.952\t0.670\t-1.073\t0.569\t1.101\t0.296\t0.000\t0.703\t-0.073\t-0.871\t0.000\t0.766\t0.033\t1.305\t1.274\t0.608\t0.341\t1.580\t1.551\t1.440\t1.034\t1.000\t0.557\t0.161\t0.630\t0.609\n0\t0.879\t0.731\t-0.161\t1.550\t-0.734\t0.858\t1.300\t0.741\t2.173\t0.701\t1.133\t1.707\t2.215\t0.519\t2.360\t1.449\t0.000\t0.776\t0.572\t0.371\t0.000\t0.966\t0.763\t0.985\t0.993\t0.875\t0.977\t0.870\n1\t0.465\t-0.542\t0.995\t1.102\t-1.410\t0.774\t1.078\t1.721\t0.000\t0.957\t0.039\t-0.222\t2.215\t1.327\t0.637\t0.369\t2.548\t0.774\t-0.209\t0.602\t0.000\t0.889\t1.061\t0.987\t0.877\t0.729\t0.850\t0.779\n1\t0.982\t-0.028\t-0.451\t1.189\t0.560\t1.085\t0.683\t1.312\t2.173\t0.718\t0.507\t0.562\t2.215\t1.370\t0.449\t-0.501\t0.000\t1.408\t0.610\t-1.117\t0.000\t0.829\t0.972\t1.183\t1.209\t0.820\t0.924\t0.883\n0\t0.772\t-0.035\t-0.370\t0.665\t1.344\t1.072\t0.343\t1.011\t0.000\t1.143\t0.193\t-0.789\t0.000\t0.735\t0.994\t-0.315\t2.548\t0.770\t-0.404\t1.600\t3.102\t2.354\t1.346\t0.992\t0.684\t0.758\t0.909\t0.764\n1\t1.030\t-0.752\t1.278\t0.891\t1.737\t0.500\t0.275\t-0.379\t2.173\t0.289\t0.792\t0.369\t0.000\t0.326\t-0.812\t0.873\t2.548\t0.878\t-0.862\t-0.457\t0.000\t0.828\t0.598\t0.985\t0.514\t0.551\t0.740\t0.682\n1\t1.174\t1.794\t0.459\t0.792\t1.346\t1.255\t1.092\t-0.776\t2.173\t0.423\t0.084\t0.031\t0.000\t0.478\t1.347\t-1.710\t2.548\t0.923\t-2.391\t1.741\t0.000\t0.918\t1.112\t0.987\t0.608\t0.742\t0.878\t0.787\n0\t1.561\t-1.619\t1.471\t0.318\t-1.273\t0.656\t-0.016\t0.185\t2.173\t0.571\t-0.232\t1.322\t1.107\t1.175\t-1.711\t-0.366\t0.000\t0.439\t-0.742\t-1.167\t0.000\t0.664\t0.932\t0.986\t1.175\t0.776\t0.806\t0.800\n1\t2.081\t0.738\t0.887\t0.583\t1.512\t0.602\t-0.270\t-0.970\t1.087\t0.735\t-0.822\t-1.203\t0.000\t2.013\t-0.264\t0.024\t2.548\t1.059\t-0.124\t1.721\t0.000\t0.692\t1.209\t0.984\t1.150\t1.070\t1.053\t0.964\n0\t1.168\t1.045\t-1.410\t0.729\t-1.101\t0.705\t0.749\t0.373\t2.173\t0.996\t0.809\t-0.385\t0.000\t1.465\t0.085\t-1.502\t0.000\t2.173\t-0.136\t1.100\t3.102\t0.870\t0.939\t0.978\t1.143\t1.012\t1.130\t1.009\n1\t0.837\t-1.009\t1.163\t1.118\t-1.660\t0.555\t-0.238\t0.132\t2.173\t0.698\t-2.019\t-0.931\t0.000\t1.366\t0.955\t0.170\t0.000\t2.147\t-0.229\t-1.106\t0.000\t0.883\t0.956\t0.987\t1.096\t0.739\t0.924\t1.056\n0\t2.381\t-1.203\t0.390\t0.738\t1.013\t1.205\t0.018\t-1.425\t0.000\t0.848\t-1.173\t-0.616\t0.000\t1.165\t-0.776\t0.945\t2.548\t1.615\t1.759\t-0.650\t0.000\t2.002\t1.043\t0.986\t0.646\t0.360\t0.878\t1.011\n0\t0.630\t-1.053\t-0.137\t0.832\t1.206\t0.949\t-0.516\t-0.697\t2.173\t1.199\t-1.140\t1.142\t0.000\t0.463\t0.312\t0.091\t2.548\t0.637\t-0.171\t-1.313\t0.000\t1.077\t0.884\t0.990\t1.004\t0.652\t0.835\t0.765\n1\t0.747\t-0.331\t0.636\t1.303\t1.250\t1.015\t0.049\t-0.293\t0.000\t0.643\t0.550\t0.987\t2.215\t0.687\t-0.399\t-0.905\t2.548\t0.974\t0.977\t-1.456\t0.000\t1.593\t0.992\t0.990\t0.855\t0.792\t0.778\t0.921\n0\t0.664\t-0.213\t-1.731\t0.881\t-1.082\t0.563\t0.285\t-1.016\t0.000\t1.087\t0.665\t0.496\t1.107\t0.541\t0.038\t0.114\t0.000\t1.305\t-0.369\t1.049\t3.102\t0.854\t0.950\t0.985\t0.779\t0.820\t0.937\t0.830\n0\t0.860\t1.835\t-0.534\t0.723\t0.849\t1.307\t0.502\t0.801\t2.173\t1.341\t0.842\t-0.913\t2.215\t0.676\t0.888\t1.580\t0.000\t0.481\t-1.975\t-1.115\t0.000\t1.670\t1.587\t1.035\t1.245\t1.979\t1.363\t1.294\n1\t1.913\t-0.467\t1.698\t0.906\t-1.395\t0.912\t-0.042\t-0.348\t2.173\t0.427\t1.181\t0.668\t2.215\t0.858\t0.548\t-1.659\t0.000\t1.843\t-1.988\t0.172\t0.000\t0.485\t0.969\t0.998\t1.189\t0.954\t1.082\t0.892\n1\t1.451\t0.077\t-0.796\t0.620\t1.665\t0.813\t-0.071\t1.047\t2.173\t0.622\t-1.494\t0.611\t2.215\t0.338\t1.395\t1.164\t0.000\t0.640\t-2.084\t-0.433\t0.000\t1.962\t1.291\t1.048\t1.012\t0.929\t0.959\t0.940\n0\t1.067\t0.278\t0.954\t0.488\t-0.887\t1.573\t-0.315\t-1.626\t2.173\t1.747\t0.941\t-0.121\t0.000\t0.377\t0.592\t0.028\t2.548\t1.158\t-0.059\t0.651\t0.000\t1.558\t0.805\t0.996\t1.037\t1.072\t1.336\t1.049\n1\t0.811\t0.071\t-0.966\t0.796\t1.316\t1.005\t0.119\t-0.423\t1.087\t0.743\t0.832\t-0.512\t0.000\t1.333\t0.707\t1.358\t0.000\t1.652\t0.058\t-1.691\t3.102\t1.045\t0.941\t0.986\t0.904\t1.241\t0.964\t0.811\n1\t0.969\t-0.318\t0.620\t0.354\t1.708\t0.935\t0.123\t-0.883\t1.087\t0.663\t-0.764\t-1.063\t0.000\t0.613\t1.893\t1.252\t0.000\t0.921\t-0.906\t0.383\t0.000\t0.939\t0.807\t0.996\t0.493\t0.752\t0.711\t0.631\n0\t1.487\t-0.224\t-1.573\t1.524\t1.538\t0.526\t0.813\t0.970\t0.000\t1.506\t-0.882\t-0.251\t0.000\t0.702\t-0.152\t0.400\t2.548\t0.452\t-0.893\t-0.936\t3.102\t2.500\t1.368\t0.993\t0.907\t0.450\t0.825\t0.950\n0\t1.047\t-0.816\t-0.010\t0.827\t0.333\t1.003\t-0.867\t1.124\t2.173\t0.558\t-0.049\t1.413\t1.107\t0.928\t0.213\t-1.155\t0.000\t1.893\t0.500\t-0.671\t0.000\t0.673\t0.840\t0.989\t1.069\t0.546\t0.985\t1.081\n1\t1.226\t-0.234\t-0.511\t0.240\t-1.164\t0.573\t-0.625\t1.407\t0.000\t0.880\t0.877\t0.085\t2.215\t1.184\t0.031\t0.727\t2.548\t0.938\t-0.699\t-1.120\t0.000\t0.859\t0.891\t0.981\t1.053\t0.767\t0.849\t0.822\n0\t1.847\t0.495\t-0.590\t0.105\t-0.422\t1.248\t0.153\t-1.143\t0.000\t2.363\t0.502\t1.526\t0.000\t1.841\t0.540\t0.243\t2.548\t1.670\t1.102\t0.115\t3.102\t1.056\t1.337\t0.988\t0.950\t0.523\t1.022\t0.885\n1\t1.537\t-0.330\t0.614\t0.831\t0.185\t0.707\t-0.560\t-1.445\t0.000\t0.580\t-0.555\t1.482\t0.000\t0.921\t0.475\t-0.742\t2.548\t0.386\t0.280\t-1.199\t3.102\t0.826\t0.879\t0.979\t0.680\t0.187\t0.690\t0.635\n1\t1.338\t0.809\t-1.659\t0.176\t-0.641\t1.262\t0.039\t-0.301\t2.173\t0.896\t1.196\t0.609\t0.000\t0.689\t1.211\t-1.305\t0.000\t0.605\t0.287\t-1.686\t3.102\t1.192\t0.774\t0.985\t1.367\t0.888\t0.904\t0.860\n0\t1.150\t0.764\t0.534\t2.573\t0.700\t1.181\t-0.827\t-1.126\t0.000\t1.569\t0.205\t-1.146\t2.215\t0.576\t1.437\t1.146\t0.000\t0.644\t-0.911\t0.061\t0.000\t1.181\t0.832\t1.001\t2.006\t0.931\t1.331\t1.550\n0\t1.250\t0.715\t0.441\t0.117\t-0.880\t2.270\t0.313\t-1.210\t0.000\t1.246\t0.010\t0.574\t2.215\t0.967\t2.219\t0.008\t0.000\t0.672\t-0.183\t1.174\t3.102\t3.096\t1.735\t0.998\t0.650\t0.436\t1.373\t1.140\n1\t0.646\t-1.430\t1.648\t0.300\t0.766\t1.251\t-0.441\t-0.891\t0.000\t1.297\t-1.001\t0.558\t2.215\t1.055\t-0.439\t-1.525\t2.548\t1.064\t-0.057\t-0.027\t0.000\t0.905\t0.878\t0.979\t0.824\t1.235\t0.737\t0.665\n1\t0.570\t-0.383\t-0.135\t0.935\t1.683\t0.572\t0.077\t1.611\t2.173\t0.426\t-1.591\t-0.121\t0.000\t0.844\t-0.521\t-0.647\t2.548\t0.838\t-2.192\t0.441\t0.000\t0.552\t0.790\t1.009\t0.644\t0.825\t0.852\t0.753\n0\t1.381\t-1.826\t0.712\t0.589\t0.939\t0.962\t-0.478\t-1.145\t2.173\t0.811\t-1.026\t-0.236\t0.000\t0.370\t0.392\t1.558\t0.000\t0.496\t-0.618\t1.739\t3.102\t1.083\t0.987\t1.001\t0.607\t0.389\t0.836\t0.772\n1\t0.904\t1.680\t-1.541\t1.132\t-1.041\t1.572\t-0.151\t-0.135\t0.000\t2.819\t1.405\t0.387\t0.000\t2.705\t-0.257\t-1.685\t2.548\t2.540\t0.652\t-1.612\t0.000\t0.847\t1.043\t0.998\t2.629\t0.325\t1.651\t1.687\n0\t1.299\t-0.694\t1.183\t0.765\t0.181\t0.531\t-2.772\t-0.286\t0.000\t0.229\t-1.205\t-0.751\t0.000\t0.729\t-0.893\t-1.603\t2.548\t0.366\t0.171\t-1.480\t3.102\t0.705\t0.862\t1.084\t0.605\t0.252\t0.629\t0.723\n1\t0.816\t-1.119\t0.202\t0.792\t-1.373\t0.831\t-0.059\t-0.635\t0.000\t1.534\t0.971\t1.511\t0.000\t1.396\t0.950\t-0.170\t0.000\t0.661\t0.323\t0.674\t3.102\t1.373\t0.939\t1.101\t0.810\t0.137\t0.671\t0.823\n0\t2.579\t1.044\t0.380\t0.514\t-0.477\t0.911\t0.070\t-1.724\t2.173\t0.907\t-0.753\t-1.734\t0.000\t0.689\t1.431\t-0.881\t0.000\t0.375\t-0.467\t-1.062\t0.000\t0.724\t0.873\t1.112\t1.072\t1.060\t1.113\t0.913\n1\t1.344\t-1.256\t1.333\t0.535\t0.291\t0.850\t2.465\t-0.917\t0.000\t0.931\t-0.180\t-0.170\t2.215\t1.136\t-0.302\t0.998\t0.000\t0.484\t0.877\t1.350\t3.102\t3.826\t1.978\t0.986\t1.061\t0.715\t1.475\t1.788\n0\t0.898\t-0.140\t-1.102\t0.982\t0.024\t1.452\t-0.587\t0.800\t0.000\t2.042\t0.511\t-1.421\t2.215\t1.195\t1.249\t-0.310\t0.000\t1.548\t-0.227\t-0.015\t1.551\t0.994\t1.070\t1.106\t1.182\t1.666\t1.065\t0.948\n0\t0.415\t-1.384\t-1.051\t0.692\t0.473\t1.044\t-0.323\t-1.191\t1.087\t0.792\t1.571\t0.322\t2.215\t1.124\t0.476\t0.854\t0.000\t0.394\t1.990\t-0.651\t0.000\t1.066\t0.797\t0.989\t0.882\t2.002\t1.126\t0.974\n1\t0.947\t0.672\t0.171\t1.010\t0.997\t1.010\t0.416\t-1.586\t2.173\t1.910\t0.278\t0.290\t0.000\t1.192\t-0.394\t1.720\t2.548\t1.101\t1.899\t-0.050\t0.000\t1.247\t1.431\t0.990\t1.073\t0.640\t1.168\t0.983\n0\t0.964\t0.141\t0.787\t1.260\t-0.184\t0.572\t-0.173\t-1.123\t2.173\t0.636\t0.115\t1.470\t0.000\t0.735\t0.856\t-0.901\t1.274\t0.933\t-1.133\t0.858\t0.000\t0.967\t1.028\t1.171\t0.932\t0.500\t0.716\t0.748\n0\t0.591\t1.725\t-0.151\t1.602\t0.229\t1.456\t-0.315\t1.341\t0.000\t0.618\t0.453\t-0.874\t2.215\t0.581\t-0.942\t1.331\t0.000\t1.134\t-1.688\t-0.899\t0.000\t0.933\t1.110\t0.985\t0.665\t0.369\t0.954\t1.078\n1\t1.049\t2.093\t-1.375\t0.922\t1.368\t0.707\t0.737\t0.516\t1.087\t0.728\t1.069\t-0.613\t2.215\t0.588\t0.616\t1.656\t0.000\t0.853\t-0.454\t-0.310\t0.000\t0.918\t0.866\t0.994\t0.857\t0.919\t0.836\t0.814\n0\t1.128\t-1.356\t0.629\t0.494\t-1.614\t0.572\t-0.965\t-0.153\t1.087\t0.775\t-1.510\t-1.382\t0.000\t0.655\t-1.384\t-0.698\t0.000\t0.914\t-0.113\t1.261\t3.102\t0.631\t0.816\t0.985\t0.766\t0.803\t0.653\t0.646\n0\t0.941\t-1.123\t-1.040\t2.095\t0.802\t1.836\t-0.672\t-1.644\t1.087\t1.276\t-0.633\t-0.164\t0.000\t1.282\t-0.071\t-0.454\t0.000\t1.198\t0.278\t0.410\t3.102\t0.763\t0.831\t1.938\t1.678\t1.720\t1.321\t1.285\n1\t0.511\t-0.449\t1.122\t0.284\t0.557\t1.041\t-2.229\t0.984\t0.000\t2.503\t-0.361\t-0.643\t2.215\t1.992\t-0.106\t1.343\t0.000\t0.756\t0.502\t0.318\t0.000\t1.189\t0.860\t0.989\t1.429\t0.813\t1.123\t0.983\n0\t1.709\t-0.562\t-0.247\t1.014\t0.140\t0.631\t0.776\t-1.329\t2.173\t0.944\t1.234\t1.623\t0.000\t0.323\t-1.074\t1.320\t2.548\t0.622\t0.791\t1.099\t0.000\t0.482\t0.760\t0.993\t1.465\t0.751\t0.948\t1.059\n0\t0.690\t2.262\t0.632\t1.367\t-0.377\t0.829\t1.437\t0.563\t2.173\t0.967\t0.913\t1.680\t0.000\t0.956\t0.548\t-0.780\t2.548\t0.709\t1.449\t-0.789\t0.000\t0.964\t1.090\t1.061\t1.033\t1.146\t0.873\t0.862\n0\t0.350\t-1.405\t0.272\t1.234\t-1.399\t0.990\t0.161\t-0.262\t0.000\t0.712\t-1.581\t1.588\t0.000\t1.015\t-0.704\t1.114\t0.000\t1.683\t0.254\t0.250\t3.102\t0.788\t1.259\t0.991\t0.517\t0.710\t0.765\t0.704\n0\t1.415\t0.037\t1.240\t0.926\t0.690\t1.024\t0.933\t-0.636\t0.000\t1.092\t0.501\t-0.982\t2.215\t0.975\t-0.548\t0.993\t2.548\t0.798\t0.489\t0.035\t0.000\t0.823\t0.742\t0.989\t0.514\t1.252\t0.905\t0.982\n1\t1.085\t-0.172\t-0.509\t0.299\t1.402\t1.361\t-0.408\t1.363\t0.000\t0.784\t-1.006\t0.008\t2.215\t1.087\t0.292\t-0.630\t2.548\t0.546\t-0.095\t0.136\t0.000\t1.194\t1.228\t0.991\t0.668\t0.894\t0.960\t0.817\n1\t0.856\t-0.263\t-0.637\t0.927\t1.480\t0.794\t0.272\t-1.508\t2.173\t1.246\t-0.871\t0.723\t0.000\t0.830\t-0.515\t-0.251\t2.548\t0.621\t-0.742\t0.191\t0.000\t0.529\t0.672\t1.165\t0.780\t1.016\t0.865\t0.773\n1\t0.773\t-0.461\t-0.169\t0.771\t0.663\t0.975\t-0.060\t1.362\t0.000\t1.377\t0.461\t-0.877\t2.215\t0.864\t-1.139\t0.306\t0.000\t1.177\t-0.569\t-1.433\t3.102\t0.733\t0.869\t0.987\t1.339\t0.894\t0.931\t0.847\n0\t0.592\t-0.341\t-1.697\t0.574\t0.492\t1.049\t-0.183\t-0.766\t2.173\t1.029\t-0.208\t0.636\t0.000\t1.185\t0.145\t1.246\t2.548\t0.760\t-0.842\t-0.944\t0.000\t1.234\t0.946\t0.979\t1.019\t1.369\t0.921\t0.821\n1\t0.799\t-1.181\t-0.953\t0.058\t1.540\t1.267\t0.052\t1.393\t0.000\t1.605\t0.229\t-0.192\t0.000\t1.369\t-0.917\t-1.305\t2.548\t1.188\t-0.736\t-0.103\t3.102\t0.943\t0.763\t0.981\t0.665\t0.863\t0.869\t0.749\n0\t0.486\t0.917\t-1.428\t0.953\t0.209\t0.477\t-0.218\t1.431\t2.173\t0.977\t0.292\t0.635\t0.000\t1.078\t0.262\t-0.502\t0.000\t0.552\t-1.696\t-1.136\t0.000\t1.311\t1.029\t0.988\t0.550\t0.556\t0.625\t0.632\n1\t1.416\t-0.021\t0.339\t1.366\t0.062\t2.933\t2.773\t1.684\t0.000\t2.287\t0.487\t-0.305\t1.107\t1.477\t-0.253\t0.013\t2.548\t1.081\t-0.116\t-1.267\t0.000\t5.742\t5.296\t0.988\t0.961\t0.956\t3.801\t3.027\n0\t0.879\t-0.469\t1.725\t1.782\t1.294\t0.822\t-0.636\t-0.305\t0.000\t1.469\t-0.459\t0.256\t2.215\t0.905\t-0.280\t-1.149\t0.000\t1.283\t-0.763\t-1.042\t3.102\t1.100\t1.134\t0.990\t0.984\t1.174\t1.031\t0.982\n0\t0.558\t0.054\t-0.966\t1.552\t0.063\t1.944\t-1.411\t-1.711\t2.173\t2.035\t0.348\t-0.189\t2.215\t1.361\t-1.597\t1.012\t0.000\t0.407\t0.691\t1.267\t0.000\t1.394\t1.504\t1.032\t0.726\t4.128\t2.052\t1.661\n1\t1.555\t-1.215\t1.137\t1.050\t1.113\t1.293\t-2.137\t-0.846\t0.000\t0.974\t-0.521\t1.120\t0.000\t1.654\t-0.520\t-0.562\t1.274\t1.343\t0.070\t0.315\t3.102\t0.839\t1.103\t0.977\t1.260\t0.895\t1.167\t0.989\n0\t1.372\t-1.143\t1.132\t0.217\t0.252\t1.012\t-1.329\t0.152\t2.173\t1.175\t-1.867\t-1.175\t0.000\t0.574\t0.077\t0.748\t2.548\t0.464\t1.776\t-1.343\t0.000\t0.814\t0.641\t0.977\t0.952\t0.881\t0.974\t0.860\n0\t1.455\t-0.422\t0.302\t0.582\t-1.719\t1.187\t-0.801\t-1.720\t2.173\t1.139\t-1.354\t-0.258\t2.215\t0.772\t-0.060\t0.998\t0.000\t0.743\t-0.531\t-1.029\t0.000\t0.844\t1.008\t1.235\t1.154\t1.733\t1.061\t0.866\n0\t0.555\t0.969\t0.917\t1.102\t1.643\t0.656\t-0.543\t-1.088\t2.173\t1.208\t0.587\t-0.206\t2.215\t0.590\t-0.101\t1.229\t0.000\t0.483\t1.454\t1.091\t0.000\t0.892\t0.940\t0.980\t1.259\t1.228\t1.236\t0.973\n1\t2.378\t0.123\t0.742\t0.116\t1.479\t1.044\t-0.611\t-1.045\t2.173\t0.560\t-0.612\t0.118\t1.107\t0.686\t1.684\t1.528\t0.000\t0.623\t0.829\t0.963\t0.000\t0.474\t0.985\t0.978\t1.424\t0.975\t1.032\t0.985\n1\t1.042\t0.051\t0.154\t0.870\t-0.234\t1.077\t0.370\t-1.568\t2.173\t0.419\t-0.289\t1.095\t1.107\t0.346\t-0.246\t1.630\t0.000\t0.443\t-1.044\t0.189\t0.000\t0.471\t0.765\t0.987\t0.761\t0.748\t0.866\t0.705\n0\t0.613\t-1.118\t1.415\t1.209\t1.334\t1.133\t0.753\t-0.738\t0.000\t1.112\t-1.066\t0.801\t1.107\t1.404\t-0.312\t-0.849\t2.548\t1.102\t0.393\t-0.156\t0.000\t0.889\t0.919\t0.986\t0.935\t1.419\t1.237\t1.616\n0\t0.386\t0.831\t-1.302\t1.893\t0.274\t1.105\t0.233\t0.397\t2.173\t1.095\t-2.515\t-1.581\t0.000\t1.545\t0.424\t-1.506\t2.548\t0.990\t1.367\t-1.249\t0.000\t5.555\t3.481\t1.171\t0.828\t1.622\t2.418\t2.069\n1\t0.845\t-1.609\t0.810\t1.558\t1.451\t0.335\t-1.312\t0.191\t0.000\t0.554\t0.584\t-0.726\t1.107\t0.354\t0.910\t-1.239\t2.548\t0.427\t0.697\t1.375\t0.000\t0.913\t0.721\t0.994\t1.336\t0.230\t1.216\t0.992\n0\t0.388\t1.704\t1.305\t0.284\t0.853\t0.952\t1.375\t0.538\t0.000\t1.331\t0.463\t-1.178\t2.215\t0.822\t1.208\t-0.846\t2.548\t0.676\t0.770\t1.394\t0.000\t0.900\t0.934\t0.997\t0.879\t0.587\t0.913\t0.802\n1\t1.442\t-0.925\t1.259\t0.212\t-0.909\t3.287\t-1.614\t-0.248\t0.000\t1.999\t-0.292\t1.527\t2.215\t0.926\t-1.405\t-1.179\t0.000\t0.380\t-1.185\t0.925\t3.102\t0.604\t1.032\t0.984\t0.463\t0.618\t0.630\t0.621\n1\t1.187\t-0.438\t1.363\t1.574\t-1.497\t1.670\t-0.946\t-1.536\t2.173\t2.983\t-0.570\t0.003\t0.000\t1.277\t-0.760\t0.631\t2.548\t0.373\t0.043\t-0.297\t0.000\t0.577\t0.912\t1.015\t0.832\t1.692\t1.510\t1.331\n1\t0.384\t-1.929\t-1.431\t1.918\t0.866\t0.788\t-1.299\t-1.085\t2.173\t0.428\t-0.593\t-0.693\t0.000\t0.336\t0.424\t0.490\t1.274\t0.665\t-1.755\t0.121\t0.000\t0.736\t0.704\t1.043\t0.953\t0.906\t0.898\t0.755\n0\t0.485\t1.476\t-1.048\t1.986\t-0.266\t1.090\t-0.293\t0.950\t0.000\t1.013\t0.149\t-1.665\t2.215\t1.553\t1.353\t0.014\t0.000\t1.163\t-1.037\t-0.822\t3.102\t0.820\t0.951\t0.984\t2.193\t1.004\t1.606\t1.529\n1\t0.800\t-0.470\t0.891\t1.003\t-0.598\t0.661\t1.229\t0.785\t0.000\t1.181\t-0.482\t-1.298\t2.215\t0.840\t-0.409\t0.633\t1.274\t0.472\t-0.167\t0.004\t0.000\t0.868\t0.780\t1.209\t0.905\t1.044\t0.913\t0.833\n0\t0.785\t0.352\t-0.465\t1.626\t1.507\t1.154\t0.304\t0.362\t0.000\t1.221\t0.906\t-1.094\t2.215\t1.395\t-0.789\t-1.121\t0.000\t0.558\t-1.105\t0.432\t0.000\t0.986\t0.741\t1.532\t1.072\t1.004\t0.902\t0.878\n1\t2.118\t-1.267\t0.630\t0.610\t-1.467\t1.291\t-0.730\t-0.591\t0.000\t0.990\t-1.643\t1.628\t0.000\t0.911\t-0.166\t-1.588\t0.000\t1.620\t0.229\t1.410\t3.102\t0.915\t0.701\t1.496\t1.264\t0.843\t0.928\t0.964\n1\t1.359\t-0.088\t-0.511\t0.603\t1.091\t1.219\t-0.497\t-0.967\t2.173\t1.148\t0.278\t0.880\t2.215\t0.777\t-0.136\t1.147\t0.000\t1.278\t-0.402\t1.737\t0.000\t0.928\t0.744\t1.244\t0.976\t1.871\t1.033\t0.891\n0\t1.021\t0.166\t1.100\t0.922\t-1.050\t0.688\t0.604\t-0.003\t2.173\t0.474\t0.346\t-0.505\t0.000\t1.134\t-0.526\t1.316\t0.000\t0.967\t0.963\t-0.925\t1.551\t1.247\t0.995\t1.255\t0.951\t0.681\t0.765\t0.727\n1\t0.419\t1.625\t-1.273\t0.463\t1.674\t0.917\t1.419\t-0.246\t0.000\t0.915\t0.232\t-0.165\t1.107\t1.746\t0.267\t1.515\t2.548\t0.731\t-2.251\t0.989\t0.000\t4.994\t2.768\t0.974\t0.685\t1.342\t1.850\t1.409\n1\t0.953\t0.066\t1.573\t0.384\t-0.934\t0.594\t-0.620\t-0.595\t2.173\t0.327\t-1.509\t1.617\t2.215\t0.387\t-1.051\t0.022\t0.000\t0.920\t0.640\t-0.516\t0.000\t0.796\t0.764\t0.994\t0.755\t0.669\t0.553\t0.568\n0\t2.077\t-0.626\t-0.641\t0.502\t-0.547\t1.123\t-0.659\t0.790\t1.087\t0.956\t-0.083\t-1.168\t0.000\t0.681\t-1.111\t0.373\t2.548\t0.953\t-0.643\t-1.639\t0.000\t1.151\t0.970\t0.986\t1.426\t0.504\t0.949\t0.910\n1\t0.282\t-1.190\t-0.474\t1.056\t1.229\t0.628\t0.866\t-0.013\t2.173\t1.082\t0.182\t-1.174\t2.215\t1.039\t-0.194\t0.324\t0.000\t0.932\t-0.784\t1.711\t0.000\t1.107\t1.081\t0.987\t2.156\t1.132\t1.646\t1.291\n0\t0.958\t-0.018\t-0.031\t1.109\t-0.873\t1.060\t1.405\t1.241\t2.173\t0.769\t-0.539\t1.697\t0.000\t1.335\t-0.749\t-0.514\t2.548\t0.630\t0.246\t0.386\t0.000\t0.928\t0.952\t0.989\t1.466\t2.514\t1.316\t1.085\n0\t0.608\t-0.582\t0.273\t1.292\t0.192\t0.736\t-0.183\t1.162\t2.173\t0.650\t-0.253\t-1.144\t0.000\t1.173\t0.293\t-0.879\t0.000\t0.880\t1.246\t1.027\t0.000\t0.909\t0.785\t0.977\t1.195\t1.203\t1.256\t1.708\n0\t0.909\t0.076\t1.658\t2.207\t-1.278\t1.372\t-0.332\t0.411\t2.173\t0.360\t-1.976\t0.681\t0.000\t0.702\t0.406\t-1.497\t0.000\t1.236\t0.116\t-0.386\t3.102\t1.413\t1.045\t0.988\t1.772\t0.966\t1.182\t1.071\n0\t0.905\t0.422\t1.021\t0.617\t-0.916\t0.649\t1.023\t-0.100\t0.000\t0.731\t0.714\t-0.785\t0.000\t1.585\t1.220\t1.633\t1.274\t0.714\t1.075\t0.914\t3.102\t0.875\t0.759\t1.020\t0.822\t0.491\t0.757\t0.693\n1\t1.363\t0.719\t-0.809\t0.356\t-0.158\t1.253\t1.426\t0.815\t2.173\t0.690\t1.173\t-0.548\t0.000\t0.589\t0.046\t1.433\t2.548\t0.921\t0.195\t-1.329\t0.000\t0.853\t0.731\t0.989\t1.264\t0.984\t0.911\t0.826\n1\t0.398\t1.952\t1.666\t0.457\t-1.278\t1.591\t0.129\t-0.196\t0.000\t1.003\t0.564\t-1.111\t1.107\t1.124\t0.503\t1.295\t2.548\t1.835\t-0.513\t-1.425\t0.000\t1.009\t1.056\t0.989\t0.654\t0.933\t0.748\t0.671\n0\t0.515\t0.347\t-1.396\t1.738\t-1.448\t0.720\t0.807\t-0.248\t2.173\t0.516\t-1.173\t0.779\t0.000\t0.865\t0.830\t1.198\t0.000\t1.254\t0.325\t0.306\t3.102\t0.946\t0.947\t0.991\t1.079\t0.527\t0.883\t0.929\n1\t0.554\t-0.461\t0.015\t0.637\t-1.568\t0.520\t-1.282\t1.703\t0.000\t0.584\t-1.070\t0.012\t0.000\t0.971\t-0.016\t1.527\t2.548\t0.486\t1.170\t0.409\t3.102\t1.175\t0.963\t0.988\t0.578\t0.601\t0.754\t0.687\n0\t0.356\t1.693\t0.726\t1.208\t-0.809\t0.436\t0.743\t1.252\t2.173\t0.868\t0.099\t-1.308\t2.215\t0.589\t-0.071\t-0.129\t0.000\t0.393\t0.809\t0.167\t0.000\t0.323\t0.635\t0.990\t0.982\t0.733\t0.992\t0.828\n1\t3.036\t-0.339\t-1.591\t0.431\t-1.148\t1.845\t0.268\t-0.085\t0.000\t0.952\t-0.010\t1.685\t2.215\t1.540\t-0.455\t0.300\t2.548\t1.620\t-0.145\t1.259\t0.000\t0.746\t0.756\t0.994\t1.405\t1.261\t0.973\t0.811\n1\t1.472\t0.834\t-0.360\t1.221\t0.076\t1.352\t0.558\t1.724\t2.173\t0.605\t0.892\t0.415\t0.000\t0.362\t-0.271\t0.589\t2.548\t0.514\t-0.533\t-1.592\t0.000\t0.943\t1.076\t0.978\t0.607\t0.839\t1.000\t0.830\n0\t0.529\t-1.785\t-0.663\t0.412\t0.155\t0.494\t-0.538\t-1.395\t2.173\t0.723\t-1.027\t1.140\t0.000\t0.502\t-1.215\t-1.166\t2.548\t0.754\t-1.703\t0.158\t0.000\t0.894\t0.881\t0.983\t0.567\t0.283\t0.557\t0.560\n0\t0.382\t-0.738\t-1.493\t1.946\t1.048\t0.935\t0.890\t-0.828\t2.173\t0.784\t1.611\t-0.011\t0.000\t0.651\t0.465\t-1.480\t2.548\t0.548\t2.411\t0.940\t0.000\t0.856\t0.921\t0.984\t1.399\t0.571\t0.905\t1.044\n0\t0.387\t1.501\t-0.468\t2.235\t0.531\t0.812\t0.882\t1.185\t2.173\t0.997\t0.874\t-0.865\t0.000\t0.772\t1.414\t-1.628\t0.000\t0.580\t0.021\t-1.035\t0.000\t0.964\t1.112\t1.009\t0.995\t0.898\t0.833\t0.867\n1\t0.376\t2.073\t0.598\t1.021\t-1.246\t0.911\t0.941\t-0.626\t2.173\t0.858\t0.243\t0.499\t0.000\t1.401\t0.739\t-1.440\t2.548\t1.062\t-0.426\t1.285\t0.000\t0.943\t1.145\t0.983\t0.773\t0.947\t0.976\t0.857\n1\t0.314\t1.057\t-0.787\t0.841\t1.269\t0.663\t-1.155\t1.391\t0.000\t1.266\t-0.931\t-0.405\t2.215\t0.970\t0.240\t-0.126\t2.548\t0.598\t0.289\t1.494\t0.000\t0.804\t1.047\t0.988\t2.557\t0.820\t1.636\t1.514\n1\t0.992\t0.438\t-0.627\t1.443\t1.623\t0.784\t-0.125\t1.073\t0.000\t1.158\t0.491\t1.364\t0.000\t1.035\t0.872\t0.155\t2.548\t1.034\t-0.272\t-0.695\t3.102\t0.833\t1.074\t1.487\t1.034\t0.772\t0.854\t0.847\n0\t0.568\t0.736\t-0.123\t1.885\t0.807\t0.808\t2.065\t-0.861\t0.000\t0.487\t1.332\t1.459\t2.215\t0.388\t2.030\t-0.465\t0.000\t0.858\t-0.354\t-1.713\t3.102\t0.359\t0.727\t1.066\t0.866\t0.619\t0.807\t0.872\n1\t1.210\t-0.124\t1.445\t0.413\t1.641\t0.473\t-0.929\t0.941\t0.000\t0.550\t1.226\t-0.848\t2.215\t0.984\t-0.267\t-0.197\t2.548\t0.636\t-1.724\t-0.962\t0.000\t0.921\t0.886\t1.002\t0.903\t0.799\t0.852\t0.731\n1\t1.016\t0.492\t-0.322\t0.531\t1.569\t0.730\t-0.866\t-0.028\t0.000\t1.075\t-0.048\t1.436\t2.215\t2.102\t0.459\t0.653\t2.548\t2.269\t-0.021\t-1.312\t0.000\t0.489\t1.224\t1.009\t0.895\t1.128\t1.075\t0.936\n0\t1.623\t-0.061\t0.983\t0.969\t0.476\t0.626\t0.925\t-0.640\t0.000\t1.009\t0.106\t-0.512\t0.000\t1.086\t0.428\t-1.703\t2.548\t0.599\t0.243\t-1.172\t0.000\t1.039\t0.972\t0.993\t0.880\t0.773\t0.742\t0.722\n0\t0.475\t-1.581\t1.691\t1.960\t-0.557\t1.004\t-0.232\t1.481\t2.173\t0.708\t-0.396\t0.500\t0.000\t0.566\t-1.066\t-0.585\t2.548\t0.381\t1.992\t1.079\t0.000\t1.331\t1.093\t1.201\t1.538\t1.009\t0.986\t1.142\n0\t0.290\t0.429\t0.626\t0.529\t-1.402\t0.600\t0.672\t0.139\t2.173\t0.519\t2.277\t1.671\t0.000\t0.675\t0.301\t-0.868\t2.548\t0.997\t0.892\t1.213\t0.000\t0.757\t0.759\t0.989\t0.719\t0.641\t0.731\t0.788\n0\t0.287\t-0.457\t0.905\t1.937\t-1.665\t1.984\t0.503\t-1.193\t0.000\t1.504\t0.153\t0.622\t2.215\t2.698\t-0.625\t0.520\t2.548\t1.772\t0.294\t-0.066\t0.000\t2.445\t2.256\t0.992\t1.665\t0.951\t1.857\t1.530\n1\t0.900\t0.531\t-0.660\t1.408\t0.124\t1.369\t-0.232\t-1.486\t0.000\t0.582\t-0.822\t-0.197\t1.107\t1.054\t-0.543\t0.777\t0.000\t0.522\t0.792\t0.535\t0.000\t0.720\t0.712\t1.013\t0.707\t0.676\t0.616\t0.609\n1\t1.370\t-0.455\t-0.731\t0.558\t-1.726\t1.043\t0.124\t0.722\t2.173\t1.292\t-0.862\t0.068\t2.215\t0.971\t-0.716\t1.725\t0.000\t1.158\t0.031\t-1.361\t0.000\t0.960\t1.219\t0.987\t1.157\t1.310\t1.089\t0.947\n1\t2.366\t-0.719\t-1.389\t0.746\t-0.676\t0.680\t-0.352\t-0.380\t0.000\t1.615\t-0.190\t0.703\t2.215\t0.298\t-1.079\t1.028\t0.000\t0.541\t-0.525\t-0.889\t3.102\t0.846\t1.040\t1.105\t0.524\t0.856\t0.981\t0.836\n0\t1.442\t-0.783\t-0.616\t0.735\t-1.374\t0.587\t-0.044\t0.031\t0.000\t0.860\t-1.968\t-1.660\t0.000\t0.882\t-0.943\t0.775\t2.548\t0.915\t0.305\t-1.692\t3.102\t2.311\t1.388\t0.985\t0.728\t0.755\t0.962\t0.881\n0\t0.413\t-0.407\t0.016\t1.470\t-0.182\t1.656\t0.595\t-0.703\t2.173\t2.424\t0.866\t1.118\t1.107\t1.107\t0.698\t1.433\t0.000\t1.508\t1.112\t-1.718\t0.000\t0.819\t1.329\t0.991\t0.965\t2.972\t1.532\t1.289\n0\t0.517\t1.589\t1.444\t0.934\t-0.764\t0.561\t-0.916\t-1.150\t2.173\t0.721\t0.703\t1.601\t2.215\t0.806\t-0.711\t0.957\t0.000\t1.004\t-0.652\t0.388\t0.000\t0.869\t0.937\t0.992\t0.897\t1.036\t1.237\t1.632\n1\t0.580\t-0.841\t-1.196\t0.523\t0.098\t0.727\t0.047\t-0.479\t0.000\t1.467\t0.391\t0.919\t2.215\t0.890\t0.828\t-0.920\t0.000\t1.320\t0.803\t1.631\t3.102\t0.852\t0.980\t0.989\t1.542\t0.832\t1.216\t1.151\n1\t2.135\t1.293\t0.039\t1.032\t0.817\t0.679\t-1.441\t-0.703\t0.000\t0.964\t0.788\t1.156\t0.000\t1.121\t0.045\t1.665\t2.548\t0.419\t0.729\t1.554\t0.000\t0.718\t0.731\t1.327\t1.354\t0.755\t0.930\t0.810\n0\t0.561\t-0.668\t0.907\t0.542\t-1.451\t0.886\t-0.495\t0.160\t2.173\t1.210\t-0.257\t-1.304\t2.215\t0.703\t0.179\t1.164\t0.000\t0.497\t-1.239\t-0.064\t0.000\t0.849\t0.893\t0.984\t0.998\t1.487\t0.958\t0.798\n1\t0.773\t0.715\t1.362\t1.246\t-0.970\t0.956\t-0.857\t-1.139\t2.173\t2.339\t1.960\t0.307\t0.000\t0.806\t0.502\t1.721\t0.000\t0.883\t0.211\t0.050\t0.000\t0.939\t0.851\t1.174\t1.242\t0.781\t0.941\t0.822\n1\t0.595\t-0.458\t-0.582\t1.226\t1.728\t0.831\t-0.954\t0.445\t0.000\t1.064\t-1.000\t-1.139\t2.215\t1.169\t-0.825\t1.103\t0.000\t0.877\t-1.872\t0.113\t0.000\t0.963\t0.855\t1.032\t0.713\t0.349\t0.730\t0.659\n0\t1.032\t-0.614\t0.328\t1.380\t0.915\t0.482\t-1.255\t-1.401\t2.173\t0.512\t-0.076\t-0.661\t2.215\t0.409\t-1.339\t-0.122\t0.000\t1.625\t0.052\t-1.407\t0.000\t1.068\t0.761\t0.988\t1.026\t0.646\t0.763\t0.725\n0\t1.345\t1.439\t1.728\t0.773\t1.176\t0.713\t-0.585\t-0.405\t2.173\t0.727\t-0.278\t-1.314\t2.215\t1.075\t-0.658\t1.125\t0.000\t1.208\t-0.294\t0.286\t0.000\t0.893\t0.965\t0.985\t0.946\t0.790\t1.018\t0.970\n0\t1.379\t-0.393\t1.219\t1.394\t0.463\t0.641\t0.740\t-0.442\t0.000\t0.537\t1.435\t0.833\t2.215\t1.123\t0.433\t-1.391\t0.000\t1.332\t-0.743\t-0.780\t3.102\t1.170\t1.028\t1.209\t1.048\t1.363\t0.968\t0.984\n1\t0.607\t-0.033\t0.814\t1.553\t-1.663\t0.495\t0.845\t1.535\t0.000\t1.410\t0.916\t-0.026\t1.107\t0.428\t0.727\t-0.472\t0.000\t0.495\t-0.512\t-0.918\t3.102\t0.804\t0.969\t1.063\t0.603\t0.846\t0.878\t0.747\n0\t1.040\t-1.192\t1.466\t1.968\t-1.434\t1.343\t-0.463\t0.245\t0.000\t1.590\t-1.632\t-0.685\t0.000\t0.850\t-1.037\t-0.021\t0.000\t1.632\t-0.115\t1.400\t3.102\t0.801\t1.253\t1.002\t0.644\t0.224\t0.708\t0.948\n1\t0.462\t-0.495\t-1.067\t0.718\t0.884\t0.924\t1.623\t-1.573\t0.000\t1.301\t-0.248\t-0.370\t0.000\t0.825\t-1.039\t-0.451\t0.000\t2.921\t-0.440\t1.019\t3.102\t0.737\t0.646\t0.988\t0.869\t0.820\t0.909\t0.828\n1\t0.825\t-0.127\t-1.227\t0.832\t1.343\t1.099\t0.047\t1.348\t0.000\t0.995\t0.840\t-0.884\t2.215\t0.902\t-2.159\t-0.483\t0.000\t1.750\t-0.024\t0.128\t3.102\t1.318\t1.172\t0.988\t1.048\t1.091\t0.969\t0.899\n1\t1.194\t0.168\t0.819\t0.174\t-0.744\t0.388\t0.895\t0.141\t0.000\t1.140\t-0.106\t-1.513\t2.215\t1.206\t0.079\t-0.357\t2.548\t0.473\t-1.752\t1.258\t0.000\t1.506\t1.062\t0.980\t0.937\t1.082\t0.877\t0.809\n1\t0.404\t-0.694\t-0.389\t0.426\t-0.307\t0.419\t-2.583\t1.002\t0.000\t0.377\t0.178\t-0.842\t2.215\t0.302\t-1.403\t1.655\t0.000\t0.785\t-1.116\t0.851\t3.102\t0.645\t1.104\t0.984\t0.891\t0.640\t0.683\t0.996\n0\t1.522\t1.345\t1.522\t1.025\t1.269\t0.733\t1.734\t1.246\t0.000\t0.889\t0.612\t-1.259\t2.215\t2.506\t-0.758\t-0.130\t0.000\t0.852\t-0.496\t-0.525\t0.000\t0.772\t0.857\t0.999\t1.088\t0.619\t0.951\t1.607\n1\t1.772\t0.622\t0.317\t0.525\t-0.582\t0.858\t1.422\t1.522\t2.173\t0.554\t0.250\t-0.761\t0.000\t1.121\t0.452\t-1.348\t2.548\t0.798\t0.134\t1.717\t0.000\t0.697\t1.193\t0.986\t0.950\t0.876\t0.918\t0.844\n1\t0.514\t-1.289\t0.752\t0.382\t0.939\t0.911\t-0.062\t-1.072\t0.000\t0.941\t-0.925\t-1.305\t2.215\t2.229\t1.928\t-0.237\t0.000\t2.514\t0.109\t1.289\t0.000\t1.096\t2.290\t0.974\t0.890\t0.485\t2.140\t1.687\n1\t0.880\t-0.823\t1.590\t1.395\t-0.832\t0.578\t-1.066\t-0.072\t0.000\t0.747\t0.413\t1.349\t2.215\t0.906\t-1.275\t0.717\t0.000\t1.267\t0.792\t-0.313\t3.102\t0.874\t1.202\t1.258\t1.168\t0.906\t0.983\t0.951\n0\t0.366\t-0.851\t1.117\t1.262\t0.701\t0.884\t0.445\t-0.961\t0.000\t0.873\t0.608\t-0.354\t0.000\t0.522\t-1.654\t0.537\t0.000\t1.181\t1.400\t1.621\t3.102\t0.986\t0.866\t0.980\t2.692\t0.174\t1.802\t1.684\n0\t0.514\t-1.180\t-1.719\t4.347\t-1.296\t2.763\t-0.199\t0.429\t2.173\t0.846\t-1.426\t-1.091\t2.215\t0.309\t0.527\t0.176\t0.000\t0.923\t-0.567\t0.758\t0.000\t0.494\t0.871\t0.991\t3.938\t2.680\t2.511\t1.813\n0\t0.705\t0.344\t-0.601\t0.751\t-0.177\t0.846\t2.057\t1.042\t0.000\t0.846\t1.341\t0.405\t2.215\t1.689\t0.487\t-1.085\t2.548\t0.637\t2.295\t-1.566\t0.000\t0.886\t0.916\t1.000\t0.874\t1.355\t1.088\t0.944\n0\t0.909\t1.050\t0.943\t0.719\t-0.721\t1.242\t1.158\t-0.084\t0.000\t1.280\t0.067\t1.036\t2.215\t1.401\t1.246\t-0.869\t0.000\t1.012\t-1.241\t1.728\t0.000\t0.358\t1.168\t1.117\t1.427\t1.606\t1.139\t1.122\n1\t0.623\t-0.155\t1.012\t1.447\t-0.742\t2.547\t-0.840\t1.098\t0.000\t2.741\t0.399\t-0.515\t0.000\t1.212\t-0.405\t-1.276\t2.548\t0.584\t0.988\t-1.156\t0.000\t1.102\t0.843\t1.316\t0.669\t0.593\t0.562\t0.567\n0\t0.334\t-1.496\t-0.004\t0.958\t-1.511\t1.015\t0.587\t1.475\t1.087\t1.105\t-0.662\t-0.048\t2.215\t0.385\t1.071\t0.970\t0.000\t0.393\t0.743\t-0.101\t0.000\t0.727\t1.103\t0.990\t1.321\t1.861\t1.785\t1.349\n0\t0.654\t-0.166\t0.400\t0.448\t1.535\t0.886\t0.299\t0.772\t0.000\t0.626\t2.377\t-0.374\t0.000\t1.220\t0.409\t-1.186\t2.548\t0.801\t-1.100\t-1.331\t1.551\t2.451\t1.737\t0.989\t0.860\t0.766\t1.330\t1.045\n0\t0.516\t-0.268\t1.597\t0.954\t0.845\t1.086\t-1.932\t-0.602\t0.000\t0.999\t1.206\t1.284\t1.107\t0.946\t-0.990\t-0.215\t0.000\t0.843\t-0.081\t0.482\t0.000\t0.846\t0.645\t0.993\t0.649\t0.943\t0.902\t0.806\n0\t1.145\t-0.463\t-0.498\t0.567\t1.050\t0.905\t1.445\t1.471\t0.000\t1.397\t0.389\t-0.695\t2.215\t1.249\t-0.663\t0.187\t2.548\t1.475\t-0.432\t1.259\t0.000\t2.072\t1.898\t1.100\t0.707\t1.305\t1.422\t1.175\n0\t0.309\t1.803\t1.452\t2.374\t0.539\t1.059\t1.085\t-0.903\t2.173\t0.445\t0.644\t-1.628\t0.000\t0.391\t-0.906\t1.227\t2.548\t0.448\t2.496\t1.473\t0.000\t0.865\t0.977\t0.982\t1.380\t1.253\t1.060\t0.913\n1\t0.619\t0.904\t0.362\t0.835\t1.260\t0.644\t-0.173\t-1.608\t2.173\t0.624\t0.435\t0.543\t0.000\t0.516\t-0.665\t-0.340\t2.548\t0.737\t1.487\t-0.388\t0.000\t0.914\t1.083\t0.989\t1.036\t0.684\t0.915\t0.804\n0\t1.550\t1.100\t1.585\t0.744\t-0.921\t0.691\t0.894\t-1.007\t0.000\t1.059\t0.833\t0.829\t2.215\t1.109\t-0.017\t0.216\t2.548\t0.846\t1.056\t-0.464\t0.000\t0.590\t0.952\t1.150\t0.965\t0.798\t0.866\t0.819\n1\t0.468\t0.275\t1.620\t1.108\t-0.690\t1.480\t-2.234\t0.616\t0.000\t1.908\t0.620\t-0.762\t2.215\t1.983\t-1.956\t1.097\t0.000\t1.327\t-0.359\t-0.505\t3.102\t1.303\t1.960\t0.992\t0.747\t0.871\t2.870\t2.490\n0\t0.478\t1.998\t0.034\t0.805\t-0.718\t0.654\t-0.970\t0.912\t0.000\t1.167\t0.555\t-1.637\t2.215\t1.224\t-0.086\t-0.141\t2.548\t0.683\t-1.148\t-0.285\t0.000\t0.923\t0.926\t0.983\t0.917\t1.312\t0.995\t0.970\n1\t0.791\t0.754\t-0.208\t0.801\t-0.751\t0.818\t-0.097\t0.456\t0.000\t1.365\t0.153\t1.460\t1.107\t0.825\t0.703\t-1.243\t1.274\t1.185\t0.275\t-0.131\t0.000\t0.826\t1.001\t0.998\t1.116\t0.812\t0.884\t0.819\n0\t1.452\t0.792\t-0.916\t1.250\t-0.155\t0.763\t-0.843\t1.094\t1.087\t1.690\t0.110\t-0.688\t2.215\t2.089\t-1.000\t0.561\t0.000\t1.147\t1.788\t1.710\t0.000\t0.973\t0.800\t1.182\t0.882\t1.867\t1.308\t1.417\n0\t0.355\t0.299\t-1.341\t1.512\t0.258\t0.618\t-0.660\t-1.286\t0.000\t0.769\t-0.071\t0.655\t2.215\t0.772\t-1.575\t-1.021\t0.000\t0.848\t-0.775\t1.272\t3.102\t0.898\t1.138\t1.006\t0.763\t0.502\t0.702\t0.775\n1\t0.810\t0.667\t-1.653\t1.012\t-1.178\t0.332\t0.963\t-1.077\t0.000\t0.460\t1.498\t0.459\t0.000\t0.957\t-0.686\t-0.112\t2.548\t0.881\t0.299\t0.983\t3.102\t0.964\t0.855\t0.995\t0.791\t0.716\t0.930\t0.797\n1\t0.653\t-0.442\t-0.217\t1.122\t-0.934\t1.005\t0.420\t0.256\t2.173\t0.858\t-0.793\t-1.734\t0.000\t0.646\t2.484\t-0.725\t0.000\t1.065\t0.346\t1.210\t3.102\t0.897\t0.901\t0.988\t1.381\t0.829\t1.012\t1.242\n1\t0.684\t0.358\t0.030\t0.585\t-1.570\t0.884\t0.658\t0.731\t2.173\t1.279\t0.223\t-0.961\t0.000\t0.550\t-0.845\t0.970\t1.274\t0.654\t-0.039\t-1.733\t0.000\t0.781\t0.861\t0.989\t0.790\t0.789\t0.856\t0.752\n1\t0.794\t-1.088\t0.258\t1.056\t-0.807\t1.039\t-0.007\t1.427\t1.087\t0.814\t-1.152\t-0.361\t0.000\t0.785\t-1.058\t0.855\t1.274\t0.516\t-2.063\t-1.127\t0.000\t0.794\t0.777\t1.039\t1.262\t0.883\t0.949\t0.852\n1\t0.854\t1.155\t0.099\t0.023\t-0.410\t0.684\t0.866\t-1.231\t0.000\t1.025\t-0.127\t0.837\t2.215\t0.959\t1.278\t-0.626\t0.000\t0.646\t0.907\t1.539\t3.102\t0.851\t0.651\t0.779\t0.715\t0.644\t0.834\t0.710\n1\t0.430\t0.011\t1.016\t0.891\t-1.160\t1.518\t-1.830\t0.377\t0.000\t1.334\t-0.540\t-1.095\t0.000\t0.924\t1.142\t1.332\t2.548\t1.056\t1.913\t-0.783\t0.000\t0.803\t0.911\t0.989\t0.642\t0.763\t1.494\t1.442\n1\t0.390\t1.113\t-0.115\t1.235\t-1.016\t0.751\t0.199\t-1.598\t0.000\t0.816\t-0.362\t-0.098\t2.215\t2.008\t-0.449\t0.891\t2.548\t0.862\t0.124\t-1.138\t0.000\t0.497\t0.973\t0.986\t1.185\t1.062\t0.908\t0.827\n0\t0.673\t-0.537\t1.268\t0.263\t0.949\t1.806\t-1.038\t1.397\t2.173\t1.559\t-0.646\t-0.302\t1.107\t1.771\t-1.650\t-0.337\t0.000\t0.732\t-1.104\t-0.985\t0.000\t0.758\t0.955\t0.976\t1.337\t2.513\t1.455\t1.336\n0\t0.740\t-0.545\t0.661\t0.955\t-0.522\t0.586\t-0.058\t-0.225\t0.000\t0.932\t-0.887\t-1.740\t2.215\t0.784\t0.276\t-1.180\t0.000\t1.142\t-0.616\t1.277\t3.102\t0.950\t0.926\t1.019\t0.874\t0.391\t0.732\t0.688\n0\t0.633\t1.154\t1.016\t2.141\t0.848\t0.940\t0.536\t-0.154\t2.173\t1.112\t1.522\t-1.295\t0.000\t0.940\t0.004\t1.573\t0.000\t0.729\t0.257\t-0.724\t3.102\t0.926\t1.150\t0.996\t0.832\t0.443\t0.823\t0.801\n0\t1.811\t2.088\t-0.245\t0.239\t-1.275\t1.315\t2.161\t1.648\t0.000\t0.804\t2.225\t0.660\t0.000\t0.819\t0.969\t-0.975\t2.548\t0.475\t1.376\t0.953\t3.102\t0.765\t0.827\t0.983\t0.606\t0.491\t0.523\t0.543\n0\t0.294\t1.270\t1.325\t1.633\t-0.714\t0.922\t1.495\t-0.616\t2.173\t1.486\t1.173\t1.007\t0.000\t1.170\t2.585\t1.226\t0.000\t1.021\t1.221\t1.591\t0.000\t0.975\t1.195\t0.987\t0.637\t0.960\t1.010\t0.876\n0\t1.154\t1.382\t-0.452\t0.377\t0.483\t0.676\t1.339\t0.692\t2.173\t1.237\t1.262\t-1.227\t2.215\t0.688\t2.629\t1.617\t0.000\t0.810\t1.704\t0.332\t0.000\t0.835\t1.064\t0.986\t0.807\t1.329\t0.850\t0.769\n1\t0.446\t1.683\t-0.381\t1.582\t0.402\t1.055\t-0.768\t-1.627\t2.173\t0.398\t0.625\t-1.115\t0.000\t0.677\t-0.244\t0.139\t2.548\t0.370\t0.868\t-0.611\t0.000\t0.241\t0.862\t0.980\t0.662\t1.086\t1.116\t0.851\n1\t0.339\t-1.053\t-1.249\t1.012\t-0.330\t0.980\t0.415\t0.655\t0.000\t0.912\t0.959\t-1.470\t2.215\t1.064\t-0.396\t-0.774\t2.548\t0.868\t1.332\t0.568\t0.000\t0.887\t1.203\t0.988\t1.038\t1.016\t1.512\t1.647\n0\t1.419\t0.396\t1.002\t0.443\t1.688\t0.693\t-1.099\t0.448\t2.173\t1.031\t-0.404\t-0.786\t0.000\t0.733\t0.541\t-0.626\t0.000\t0.566\t-0.872\t-1.317\t0.000\t0.771\t0.992\t0.992\t0.480\t0.906\t0.833\t0.763\n1\t1.685\t0.008\t-0.919\t0.370\t0.504\t1.191\t-0.664\t0.904\t1.087\t1.072\t-1.301\t-1.158\t1.107\t0.593\t-1.043\t-0.453\t0.000\t0.785\t0.167\t0.464\t0.000\t0.987\t0.993\t1.049\t1.290\t1.691\t1.106\t0.906\n0\t1.706\t-0.446\t-1.112\t1.030\t-1.699\t1.250\t-1.446\t0.834\t1.087\t0.717\t-0.639\t-0.508\t2.215\t0.650\t-1.823\t-0.634\t0.000\t0.683\t-0.738\t0.988\t0.000\t0.849\t0.925\t0.982\t0.793\t1.424\t1.174\t0.952\n0\t0.887\t0.542\t0.166\t1.002\t1.644\t1.452\t-0.876\t0.355\t0.000\t1.170\t-0.545\t1.523\t1.107\t1.629\t0.125\t-0.843\t2.548\t1.873\t-0.212\t-1.522\t0.000\t1.084\t0.943\t1.269\t0.984\t1.347\t0.921\t0.800\n0\t0.692\t0.228\t-0.092\t1.046\t-0.932\t0.627\t0.242\t0.412\t2.173\t1.021\t0.254\t1.010\t0.000\t1.121\t1.245\t-1.117\t1.274\t0.712\t1.731\t-1.717\t0.000\t1.351\t1.053\t0.990\t1.024\t1.197\t0.878\t0.913\n0\t0.997\t-0.819\t0.668\t1.295\t0.156\t0.870\t1.141\t-1.671\t2.173\t1.289\t2.360\t1.557\t0.000\t1.359\t-0.955\t-0.501\t0.000\t0.727\t2.118\t-0.660\t0.000\t1.150\t0.814\t0.987\t2.225\t0.567\t1.392\t2.070\n1\t0.859\t-0.088\t0.119\t0.486\t-0.925\t0.485\t-0.552\t1.280\t2.173\t1.235\t-0.075\t-1.038\t2.215\t1.226\t-0.162\t0.816\t0.000\t0.963\t0.412\t-0.248\t0.000\t1.064\t0.831\t0.988\t0.833\t1.026\t0.810\t0.736\n0\t0.621\t-0.297\t1.723\t0.984\t0.918\t0.357\t-0.457\t0.387\t2.173\t0.448\t1.959\t-0.750\t0.000\t0.841\t0.707\t-0.731\t2.548\t0.714\t0.338\t-1.247\t0.000\t0.733\t0.923\t0.993\t1.089\t0.732\t0.746\t0.865\n0\t0.559\t-0.091\t1.469\t1.146\t-0.940\t0.555\t0.034\t0.994\t2.173\t0.863\t-0.753\t-1.368\t0.000\t1.044\t-0.623\t0.524\t2.548\t0.687\t-0.509\t0.167\t0.000\t0.989\t0.901\t0.988\t0.828\t0.523\t0.666\t0.642\n0\t1.381\t-0.192\t0.030\t0.137\t0.510\t0.648\t-0.101\t1.474\t0.000\t0.990\t-0.256\t-1.426\t2.215\t0.688\t-0.328\t0.737\t0.000\t1.181\t0.352\t-0.608\t3.102\t0.757\t0.893\t0.997\t1.001\t0.740\t0.702\t0.712\n1\t1.108\t1.304\t-1.228\t1.017\t0.073\t0.640\t1.869\t-0.415\t0.000\t1.230\t0.442\t1.618\t2.215\t0.814\t1.891\t0.399\t0.000\t0.900\t1.365\t0.941\t3.102\t0.877\t0.727\t1.356\t1.163\t0.807\t0.934\t0.854\n0\t1.145\t0.081\t1.327\t0.797\t-1.647\t0.946\t-0.539\t-0.392\t2.173\t0.457\t-2.442\t0.534\t0.000\t0.522\t0.194\t0.844\t0.000\t0.766\t1.240\t-0.702\t3.102\t1.384\t1.300\t0.986\t0.990\t1.109\t1.127\t1.023\n1\t1.500\t-0.250\t1.285\t1.475\t0.872\t0.984\t0.122\t-0.981\t2.173\t1.180\t-0.664\t-0.203\t1.107\t0.500\t0.735\t-1.129\t0.000\t0.954\t-0.147\t0.382\t0.000\t0.923\t0.840\t0.981\t1.380\t1.216\t1.183\t0.990\n1\t2.869\t-0.817\t0.610\t1.640\t0.326\t0.691\t-1.833\t-1.465\t0.000\t1.638\t-0.569\t-0.547\t2.215\t1.452\t1.392\t-1.208\t0.000\t1.027\t-0.498\t1.445\t3.102\t0.836\t1.051\t0.980\t1.613\t1.141\t1.161\t1.527\n0\t0.638\t0.540\t0.001\t3.379\t0.518\t1.796\t1.780\t-0.807\t0.000\t2.169\t1.574\t1.612\t0.000\t0.583\t0.766\t-0.725\t1.274\t1.192\t1.873\t-1.184\t0.000\t0.900\t0.739\t0.983\t0.708\t0.744\t1.059\t1.459\n0\t0.387\t1.455\t-1.237\t0.747\t0.654\t0.741\t0.562\t-0.388\t2.173\t0.935\t1.973\t-1.633\t0.000\t0.686\t-2.103\t-1.635\t0.000\t1.414\t-0.781\t0.721\t3.102\t0.932\t0.950\t0.990\t0.762\t1.277\t1.232\t1.114\n0\t1.403\t-0.133\t0.647\t0.965\t0.158\t0.515\t-0.962\t1.481\t2.173\t0.597\t1.034\t-1.246\t0.000\t0.788\t-1.263\t-0.740\t2.548\t0.457\t-0.087\t-1.370\t0.000\t0.428\t0.902\t0.994\t0.868\t0.740\t0.739\t0.796\n0\t0.584\t-0.643\t1.155\t0.808\t0.437\t0.797\t-2.921\t-0.367\t0.000\t1.216\t0.345\t-0.388\t2.215\t2.678\t-1.126\t1.647\t0.000\t0.790\t-0.499\t0.405\t3.102\t3.595\t2.129\t0.991\t1.449\t0.727\t2.035\t1.555\n1\t1.176\t-0.121\t-1.273\t0.996\t1.606\t0.657\t1.237\t0.077\t2.173\t0.872\t0.430\t0.880\t0.000\t0.658\t0.659\t-0.303\t0.000\t0.535\t0.304\t-1.353\t1.551\t1.030\t0.830\t0.982\t0.516\t0.667\t0.880\t0.809\n1\t0.940\t0.677\t-0.766\t2.741\t-1.152\t1.446\t-1.935\t0.785\t0.000\t1.094\t0.625\t1.118\t2.215\t0.489\t-0.967\t1.518\t0.000\t1.649\t1.111\t-0.480\t0.000\t0.715\t1.261\t0.982\t0.820\t0.839\t0.958\t0.870\n1\t0.716\t0.262\t-0.632\t1.034\t-1.058\t0.578\t0.171\t1.317\t2.173\t0.553\t1.230\t-1.104\t0.000\t1.243\t1.072\t0.613\t2.548\t0.799\t1.845\t0.637\t0.000\t0.965\t1.012\t0.987\t1.339\t0.836\t0.973\t0.979\n1\t0.686\t-0.862\t1.601\t0.258\t0.329\t0.875\t0.405\t-1.639\t2.173\t0.734\t-0.527\t0.405\t0.000\t1.237\t0.243\t-0.112\t0.000\t1.931\t-0.214\t-1.028\t3.102\t0.895\t1.074\t0.978\t0.742\t0.860\t0.947\t0.796\n1\t0.359\t1.943\t-0.187\t0.358\t-0.808\t1.369\t0.249\t-1.609\t2.173\t0.865\t-0.186\t0.190\t0.000\t0.831\t1.888\t0.544\t0.000\t0.433\t0.219\t-0.694\t3.102\t0.967\t1.318\t0.979\t0.471\t0.599\t0.766\t0.690\n1\t0.828\t0.204\t-0.552\t0.837\t0.855\t1.019\t0.757\t-0.824\t0.000\t1.502\t1.059\t1.333\t0.000\t1.023\t1.823\t-0.517\t0.000\t1.689\t0.214\t0.787\t1.551\t1.312\t1.110\t1.101\t0.708\t0.645\t0.980\t0.861\n1\t0.952\t1.691\t1.533\t1.275\t-1.169\t0.574\t-0.337\t-0.211\t0.000\t0.917\t0.997\t1.107\t2.215\t1.085\t0.298\t0.353\t2.548\t1.069\t1.065\t-0.449\t0.000\t1.106\t0.830\t0.992\t0.897\t0.766\t0.872\t0.945\n0\t1.037\t-1.134\t-0.484\t0.816\t-1.291\t0.478\t0.453\t-1.333\t0.000\t0.798\t-0.328\t0.129\t1.107\t0.808\t-0.005\t1.184\t0.000\t0.636\t-0.085\t0.758\t3.102\t0.895\t0.944\t0.990\t0.782\t0.353\t0.682\t0.773\n1\t0.723\t-0.826\t1.360\t1.080\t-0.727\t1.647\t-1.210\t-0.030\t2.173\t1.139\t-1.311\t-1.482\t0.000\t0.978\t-2.146\t1.661\t0.000\t0.638\t-0.551\t0.577\t1.551\t0.932\t0.771\t1.166\t1.177\t0.643\t0.962\t0.859\n0\t1.129\t0.615\t-0.014\t2.421\t-0.600\t0.901\t-1.331\t1.108\t0.000\t1.449\t2.416\t1.395\t0.000\t1.495\t1.003\t0.149\t2.548\t0.971\t1.255\t-1.729\t3.102\t1.596\t0.958\t1.154\t0.911\t0.933\t1.009\t1.243\n1\t1.216\t0.012\t-1.144\t1.141\t1.605\t0.585\t1.275\t-0.460\t2.173\t0.630\t-2.366\t0.463\t0.000\t1.216\t0.732\t-1.658\t0.000\t1.848\t0.667\t0.462\t3.102\t0.988\t1.028\t1.005\t1.073\t0.856\t0.927\t0.834\n1\t0.525\t-0.779\t-0.128\t1.109\t0.427\t0.843\t-0.123\t-0.953\t2.173\t1.439\t0.124\t1.424\t1.107\t1.604\t0.167\t-0.436\t0.000\t0.706\t-1.601\t1.636\t0.000\t1.200\t0.937\t0.978\t1.665\t1.378\t1.337\t1.165\n0\t0.584\t-0.425\t1.533\t0.639\t-0.687\t0.739\t-1.250\t-0.559\t0.000\t0.972\t1.363\t1.668\t2.215\t1.033\t-0.029\t0.567\t2.548\t0.888\t-0.344\t0.151\t0.000\t0.915\t0.960\t0.990\t1.545\t1.219\t1.242\t1.085\n0\t0.339\t-0.395\t-0.970\t1.429\t1.667\t0.560\t-1.462\t1.586\t1.087\t0.536\t1.957\t-0.178\t0.000\t0.729\t0.830\t0.247\t1.274\t0.466\t-0.353\t0.215\t0.000\t1.031\t0.639\t0.989\t0.539\t1.406\t1.117\t1.238\n1\t0.540\t-0.714\t1.278\t1.993\t0.808\t1.149\t-1.595\t-0.912\t0.000\t0.471\t-1.176\t-0.793\t2.215\t0.975\t-1.168\t-0.161\t0.000\t1.317\t-1.168\t1.553\t3.102\t1.233\t1.130\t0.997\t0.880\t0.613\t0.669\t0.852\n0\t0.936\t-1.026\t-1.696\t0.772\t0.939\t0.640\t-2.815\t0.080\t0.000\t0.640\t0.008\t1.538\t2.215\t0.568\t1.082\t-1.334\t0.000\t1.524\t1.045\t-0.675\t0.000\t0.575\t0.846\t0.985\t0.723\t0.667\t0.633\t0.742\n1\t0.368\t-1.910\t-0.446\t1.105\t1.065\t0.854\t-1.920\t0.020\t0.000\t1.026\t-1.816\t1.484\t0.000\t0.910\t-0.096\t-1.508\t2.548\t0.798\t-0.944\t-1.322\t0.000\t0.811\t0.919\t0.989\t1.895\t0.571\t1.364\t1.124\n0\t0.407\t1.742\t-1.394\t1.689\t-0.344\t1.100\t0.698\t-0.819\t1.087\t1.026\t0.421\t1.552\t0.000\t1.708\t0.316\t0.689\t2.548\t1.422\t-0.382\t1.167\t0.000\t0.901\t0.960\t0.988\t1.261\t1.698\t1.322\t1.367\n1\t0.656\t-1.870\t-1.284\t0.374\t1.317\t1.010\t-0.546\t0.421\t0.000\t0.740\t-0.816\t-0.135\t0.000\t0.949\t0.070\t-1.086\t1.274\t1.694\t-0.896\t1.739\t1.551\t0.922\t1.139\t0.976\t0.589\t0.802\t0.927\t0.807\n1\t2.363\t1.058\t0.907\t1.071\t0.330\t1.278\t0.820\t-0.689\t2.173\t1.701\t0.976\t-1.556\t0.000\t0.351\t-0.223\t1.208\t0.000\t1.003\t-0.170\t0.377\t3.102\t0.802\t0.896\t1.093\t0.852\t1.176\t1.130\t0.883\n1\t0.957\t0.582\t-0.121\t0.996\t-1.328\t1.093\t0.466\t-1.608\t0.000\t2.118\t0.394\t0.607\t2.215\t0.551\t1.062\t0.125\t2.548\t1.057\t0.858\t-0.973\t0.000\t1.004\t0.939\t1.197\t1.267\t0.659\t1.087\t0.947\n1\t1.178\t-0.144\t1.424\t1.919\t0.931\t0.969\t-0.214\t-0.713\t2.173\t0.420\t-0.360\t-1.227\t0.000\t0.878\t0.586\t-0.288\t0.000\t0.873\t-0.623\t1.648\t3.102\t0.924\t0.834\t0.987\t0.684\t0.867\t0.956\t0.817\n0\t1.270\t0.146\t0.332\t0.048\t-0.656\t0.761\t0.486\t-1.297\t0.000\t0.711\t1.044\t0.939\t2.215\t0.653\t-1.048\t-0.368\t2.548\t0.870\t-0.733\t-1.309\t0.000\t0.921\t0.911\t0.838\t0.763\t1.189\t0.859\t0.780\n1\t1.467\t0.348\t-0.666\t0.540\t1.315\t0.473\t0.122\t0.813\t0.000\t0.428\t0.754\t0.237\t0.000\t0.677\t-0.416\t0.152\t2.548\t1.669\t-0.869\t1.669\t3.102\t0.571\t1.018\t1.205\t0.757\t0.832\t0.774\t0.714\n1\t1.386\t0.234\t0.230\t0.689\t-1.693\t0.693\t-0.265\t1.698\t1.087\t0.342\t1.518\t0.582\t0.000\t0.622\t0.571\t-1.556\t2.548\t0.666\t-1.366\t-0.962\t0.000\t0.885\t0.853\t1.336\t0.781\t0.414\t0.665\t0.662\n0\t0.596\t0.024\t-0.552\t0.841\t1.461\t0.959\t0.848\t0.867\t2.173\t0.751\t-0.933\t-1.607\t0.000\t1.535\t-0.774\t-0.380\t2.548\t0.672\t-1.572\t-0.840\t0.000\t0.738\t0.886\t0.987\t0.996\t1.992\t1.270\t1.000\n1\t0.701\t-0.496\t-0.713\t0.201\t-1.618\t1.329\t0.720\t0.893\t2.173\t1.316\t0.586\t-1.218\t0.000\t1.351\t1.189\t-0.913\t0.000\t1.919\t0.304\t-0.108\t3.102\t0.920\t1.204\t0.990\t1.100\t1.362\t1.259\t1.009\n1\t1.151\t-0.356\t1.572\t0.904\t-1.504\t3.212\t-0.306\t0.421\t0.000\t1.894\t1.602\t-1.731\t0.000\t2.083\t-0.624\t-1.119\t2.548\t2.679\t-0.582\t-0.523\t3.102\t0.306\t0.738\t0.989\t0.847\t0.924\t0.865\t0.735\n0\t1.235\t0.102\t1.562\t1.724\t-1.559\t0.805\t2.612\t-0.397\t0.000\t0.571\t-1.552\t0.863\t0.000\t0.714\t-0.321\t1.048\t2.548\t0.512\t2.325\t0.077\t0.000\t0.661\t0.765\t0.979\t0.681\t0.490\t0.620\t0.655\n0\t0.749\t-0.033\t-0.142\t0.891\t1.739\t0.790\t1.264\t0.164\t0.000\t1.345\t0.721\t-1.132\t2.215\t1.054\t1.550\t1.181\t0.000\t0.449\t1.598\t0.581\t0.000\t1.349\t0.786\t1.123\t0.909\t0.737\t0.884\t0.860\n1\t0.298\t-0.735\t-1.386\t2.426\t-0.254\t2.516\t0.749\t1.581\t0.000\t1.258\t1.281\t0.099\t0.000\t1.231\t0.420\t0.312\t2.548\t1.373\t0.713\t-0.372\t3.102\t1.718\t1.174\t1.005\t1.011\t0.607\t0.867\t1.309\n1\t0.589\t-1.402\t-1.514\t1.061\t0.004\t0.532\t0.654\t-0.865\t0.000\t0.543\t-0.830\t1.214\t2.215\t1.017\t-1.216\t-0.305\t2.548\t1.152\t0.691\t1.653\t0.000\t0.921\t0.981\t1.073\t0.620\t0.797\t0.903\t0.896\n0\t0.650\t0.044\t-0.515\t0.686\t0.676\t0.723\t-1.105\t0.599\t2.173\t0.845\t-0.455\t-1.709\t2.215\t0.594\t-1.295\t-1.464\t0.000\t0.522\t-1.545\t-0.455\t0.000\t0.503\t0.735\t0.987\t0.778\t1.073\t0.690\t0.616\n0\t0.589\t-0.031\t-1.150\t1.122\t0.094\t0.463\t-0.845\t1.099\t1.087\t0.622\t-0.089\t1.059\t2.215\t0.908\t-1.505\t-0.352\t0.000\t0.883\t-0.364\t1.561\t0.000\t1.167\t0.947\t1.015\t0.788\t0.309\t0.621\t0.656\n1\t0.457\t-1.114\t0.142\t0.965\t1.086\t0.912\t-0.164\t1.218\t2.173\t0.958\t0.662\t-0.897\t0.000\t0.855\t0.063\t-1.220\t2.548\t1.155\t0.874\t-0.226\t0.000\t0.855\t1.150\t0.985\t1.183\t0.900\t1.056\t1.114\n1\t0.372\t-0.862\t-0.458\t2.275\t0.211\t1.047\t0.045\t1.531\t2.173\t1.138\t-0.356\t-1.244\t0.000\t0.425\t1.615\t-0.462\t0.000\t0.621\t0.871\t-0.041\t0.000\t0.841\t0.860\t0.989\t0.908\t0.241\t1.238\t1.024\n1\t0.997\t0.520\t0.208\t1.357\t0.153\t0.889\t0.184\t-1.648\t2.173\t0.502\t1.023\t-1.149\t1.107\t0.713\t-0.855\t-1.088\t0.000\t0.698\t0.508\t1.409\t0.000\t0.899\t0.743\t0.997\t1.448\t0.613\t0.970\t0.903\n1\t0.704\t0.488\t-1.193\t1.092\t-0.405\t0.636\t0.024\t-0.872\t2.173\t0.736\t0.030\t1.026\t0.000\t0.801\t1.306\t0.758\t0.000\t0.802\t-0.960\t1.603\t1.551\t0.940\t0.991\t0.993\t0.753\t0.760\t0.824\t0.839\n0\t1.702\t-0.994\t-1.217\t1.793\t-1.162\t0.672\t-0.966\t0.724\t0.000\t0.583\t1.687\t1.444\t0.000\t0.447\t2.194\t-0.552\t0.000\t0.947\t-0.848\t-0.112\t1.551\t0.809\t1.113\t0.976\t0.884\t0.159\t0.948\t1.548\n1\t0.717\t0.047\t-1.398\t1.491\t0.197\t0.796\t0.465\t-0.469\t2.173\t0.987\t0.465\t1.340\t2.215\t1.292\t0.850\t0.098\t0.000\t0.571\t-1.132\t1.686\t0.000\t1.637\t1.170\t1.420\t1.024\t1.302\t0.941\t0.859\n0\t1.272\t0.353\t0.351\t0.752\t1.714\t0.853\t-0.649\t0.631\t0.000\t1.270\t-0.698\t-1.180\t0.000\t0.761\t-0.043\t1.244\t2.548\t0.441\t-1.021\t-0.807\t1.551\t2.208\t1.188\t1.277\t0.709\t0.508\t0.784\t0.809\n0\t0.501\t-0.358\t0.657\t0.832\t-1.688\t0.921\t-0.852\t1.544\t2.173\t1.066\t-2.468\t-0.167\t0.000\t0.871\t-1.475\t-0.965\t2.548\t0.988\t-1.944\t0.569\t0.000\t0.835\t0.885\t0.983\t0.667\t0.963\t1.051\t0.887\n1\t0.342\t-1.776\t-1.059\t1.905\t-0.775\t0.949\t1.730\t0.349\t0.000\t0.874\t0.514\t1.279\t2.215\t1.238\t-0.848\t1.304\t1.274\t0.868\t-0.479\t-0.136\t0.000\t0.886\t1.028\t0.979\t1.062\t0.882\t0.962\t0.810\n0\t0.437\t0.079\t-1.091\t1.127\t1.415\t2.370\t-0.250\t-1.716\t0.000\t2.256\t0.743\t-0.312\t0.000\t2.635\t-0.835\t0.307\t0.000\t1.244\t1.795\t1.353\t0.000\t0.780\t0.879\t0.985\t0.598\t1.084\t0.865\t0.904\n1\t0.989\t0.263\t-0.368\t0.472\t-0.918\t0.461\t-1.168\t-1.175\t2.173\t0.956\t-1.218\t0.640\t0.000\t1.167\t0.640\t-1.597\t0.000\t1.024\t-0.172\t0.894\t0.000\t0.764\t0.958\t0.993\t0.635\t0.738\t0.620\t0.664\n0\t0.998\t0.465\t-0.585\t0.287\t1.674\t0.640\t0.889\t1.272\t2.173\t0.409\t-0.641\t-0.562\t0.000\t1.037\t0.433\t-0.262\t2.548\t0.788\t1.540\t0.970\t0.000\t0.601\t0.775\t0.981\t0.628\t1.020\t0.703\t0.592\n0\t0.903\t0.598\t-0.689\t0.668\t0.996\t0.963\t-0.817\t-1.418\t0.000\t0.882\t-0.159\t0.696\t2.215\t0.427\t-1.273\t0.450\t0.000\t1.115\t-0.359\t-0.280\t1.551\t1.194\t0.941\t1.075\t0.806\t0.700\t0.783\t0.791\n1\t1.000\t-0.854\t-0.659\t0.608\t-0.095\t0.818\t-0.640\t0.920\t0.000\t0.616\t-0.160\t1.526\t0.000\t0.640\t-0.712\t1.367\t2.548\t0.591\t2.341\t-0.466\t0.000\t0.862\t0.742\t0.987\t0.766\t0.324\t0.596\t0.699\n0\t2.606\t1.568\t1.167\t2.059\t0.908\t0.504\t0.626\t-1.029\t2.173\t1.387\t-0.060\t-0.874\t0.000\t1.378\t-0.407\t-0.169\t2.548\t0.370\t-1.562\t-0.735\t0.000\t0.975\t0.876\t0.992\t1.344\t0.935\t1.475\t1.504\n0\t0.477\t0.580\t0.763\t1.469\t-1.710\t0.549\t-0.116\t-0.115\t2.173\t0.308\t-0.202\t0.390\t0.000\t0.622\t0.538\t-1.023\t2.548\t0.368\t-1.732\t0.830\t0.000\t0.502\t0.670\t0.985\t1.035\t0.593\t0.700\t0.707\n0\t0.722\t0.390\t0.861\t0.371\t-0.438\t1.100\t-1.069\t1.306\t0.000\t1.844\t-0.050\t-0.279\t2.215\t0.813\t0.039\t-1.238\t2.548\t0.920\t-1.826\t-1.439\t0.000\t1.309\t1.203\t0.989\t1.134\t0.991\t1.347\t1.307\n1\t0.938\t1.508\t1.742\t0.833\t-0.096\t1.016\t1.127\t0.323\t2.173\t1.185\t0.825\t-1.366\t0.000\t0.950\t0.791\t0.832\t2.548\t0.805\t1.152\t-0.668\t0.000\t0.824\t0.958\t1.221\t0.966\t0.566\t0.875\t0.793\n0\t0.873\t1.109\t0.317\t1.365\t0.976\t0.850\t-0.829\t-0.738\t2.173\t1.824\t1.817\t-0.914\t0.000\t1.140\t-0.336\t1.141\t2.548\t1.071\t-1.269\t1.291\t0.000\t0.904\t0.925\t0.988\t1.217\t1.251\t1.442\t1.372\n0\t0.799\t-1.630\t1.368\t1.027\t-1.352\t0.524\t-0.533\t1.183\t0.000\t0.898\t0.037\t-0.346\t2.215\t0.729\t0.306\t0.909\t1.274\t1.399\t-1.357\t-0.475\t0.000\t1.504\t1.128\t0.981\t1.533\t0.789\t1.184\t1.038\n0\t1.166\t0.661\t-1.701\t0.679\t1.085\t0.417\t0.316\t-0.202\t0.000\t0.569\t1.256\t-1.118\t0.000\t1.353\t1.213\t0.385\t1.274\t0.516\t-0.145\t-1.078\t3.102\t0.923\t0.920\t0.984\t0.559\t0.813\t0.713\t0.688\n0\t1.042\t-0.134\t-0.324\t1.332\t0.445\t1.496\t-0.733\t-1.186\t1.087\t1.112\t-1.098\t0.539\t0.000\t1.829\t-0.594\t1.058\t2.548\t1.125\t0.945\t-1.095\t0.000\t2.490\t1.706\t1.044\t1.482\t1.856\t1.471\t1.259\n1\t0.807\t1.024\t1.355\t0.223\t-1.074\t1.583\t-1.823\t-1.188\t0.000\t1.572\t-0.524\t0.804\t2.215\t2.125\t-0.265\t0.172\t2.548\t1.118\t-0.055\t-0.920\t0.000\t2.106\t2.376\t0.986\t1.035\t1.075\t1.764\t1.480\n0\t2.082\t0.110\t-0.753\t0.349\t1.045\t0.984\t-0.538\t-0.093\t2.173\t1.222\t-0.790\t1.517\t2.215\t0.488\t-0.900\t1.163\t0.000\t0.587\t0.303\t1.024\t0.000\t0.436\t0.816\t1.180\t1.228\t1.617\t1.062\t0.839\n1\t0.385\t2.114\t-0.222\t1.320\t-0.943\t0.505\t-0.032\t-0.258\t0.000\t0.615\t0.257\t0.907\t2.215\t1.518\t-0.659\t1.070\t0.000\t0.674\t-0.031\t-1.359\t1.551\t1.568\t0.975\t0.993\t0.890\t0.525\t0.654\t0.828\n0\t0.624\t0.610\t-0.407\t1.033\t-1.363\t1.284\t1.568\t-1.628\t0.000\t1.067\t0.709\t-0.006\t2.215\t1.332\t1.619\t-0.559\t0.000\t3.348\t-0.055\t0.925\t1.551\t0.919\t1.133\t0.982\t0.904\t1.448\t0.984\t0.841\n0\t1.204\t1.055\t-0.376\t0.485\t0.107\t0.671\t-1.247\t0.635\t0.000\t1.015\t-0.367\t-1.366\t0.000\t0.937\t0.413\t-1.146\t2.548\t1.157\t-0.440\t1.405\t0.000\t0.855\t0.850\t0.989\t0.867\t0.669\t0.654\t0.904\n0\t1.209\t1.787\t0.916\t0.984\t0.267\t1.026\t0.488\t0.415\t2.173\t1.843\t0.445\t-1.720\t0.000\t1.648\t0.665\t-0.462\t0.000\t1.846\t1.211\t-0.946\t1.551\t2.449\t1.626\t0.987\t0.900\t1.552\t1.342\t1.213\n0\t0.643\t-0.947\t0.111\t0.792\t1.435\t1.113\t-1.151\t-1.739\t1.087\t1.319\t-0.241\t-1.269\t0.000\t2.120\t-0.236\t0.150\t2.548\t0.583\t-1.289\t-1.189\t0.000\t0.801\t0.932\t0.989\t0.848\t2.096\t1.192\t0.963\n0\t0.447\t-0.922\t1.561\t1.690\t0.295\t0.590\t-0.664\t-0.955\t2.173\t0.640\t-1.508\t1.422\t0.000\t0.353\t-2.031\t0.757\t0.000\t0.764\t0.573\t-1.177\t3.102\t0.482\t0.963\t1.094\t0.929\t0.539\t0.748\t0.726\n1\t0.823\t-0.210\t-0.051\t0.418\t-1.163\t0.634\t2.049\t-0.784\t0.000\t0.644\t-0.740\t-0.344\t0.000\t1.065\t-0.267\t1.351\t1.274\t1.341\t-0.681\t0.841\t0.000\t1.061\t0.886\t0.988\t0.982\t0.701\t0.775\t0.731\n0\t0.604\t-1.149\t0.898\t1.823\t1.197\t1.452\t0.298\t-0.447\t2.173\t1.134\t0.205\t-1.338\t2.215\t0.682\t1.002\t0.175\t0.000\t0.543\t0.166\t0.448\t0.000\t0.353\t0.886\t0.988\t1.674\t1.361\t1.245\t0.983\n1\t1.348\t-1.798\t0.277\t0.431\t-0.757\t0.458\t-1.518\t0.618\t0.000\t0.631\t-0.797\t-0.928\t0.000\t0.720\t-0.165\t1.386\t0.000\t1.153\t-0.825\t-1.488\t3.102\t0.924\t0.714\t0.993\t0.676\t0.319\t0.576\t0.555\n0\t0.472\t-1.655\t0.845\t1.386\t-0.059\t1.278\t-1.063\t-0.363\t2.173\t1.992\t0.607\t1.244\t2.215\t1.023\t-0.758\t1.714\t0.000\t0.667\t-1.694\t-1.624\t0.000\t0.818\t1.110\t0.985\t3.233\t3.233\t2.335\t1.735\n1\t0.752\t1.159\t1.100\t0.849\t-1.364\t0.852\t0.713\t0.619\t0.000\t1.341\t0.176\t-1.342\t2.215\t1.688\t0.237\t-0.072\t0.000\t0.492\t-1.046\t1.260\t3.102\t1.355\t1.093\t0.989\t0.777\t0.777\t1.044\t0.903\n1\t0.567\t-0.559\t1.176\t0.601\t-1.014\t0.788\t-0.428\t-0.405\t0.000\t0.659\t1.562\t1.528\t0.000\t0.717\t-0.530\t0.299\t2.548\t1.212\t0.182\t1.268\t3.102\t0.730\t1.112\t0.989\t0.603\t0.619\t0.741\t0.670\n1\t0.277\t-2.072\t0.073\t1.109\t-1.685\t0.900\t0.533\t-1.107\t2.173\t0.830\t0.032\t0.303\t0.000\t0.866\t-0.814\t0.915\t0.000\t0.592\t-0.027\t-0.145\t3.102\t0.924\t0.602\t0.987\t1.097\t0.630\t0.806\t0.789\n1\t0.524\t0.750\t-1.028\t1.425\t-1.514\t3.720\t-0.536\t0.083\t0.000\t0.949\t-0.860\t0.530\t1.107\t2.287\t-0.526\t1.304\t0.000\t6.068\t-0.601\t-1.430\t0.000\t0.905\t0.959\t0.989\t0.515\t0.534\t0.694\t0.677\n0\t0.604\t0.470\t-1.256\t1.095\t1.739\t1.181\t0.549\t-0.149\t0.000\t0.863\t-0.161\t0.839\t2.215\t1.312\t-0.160\t-1.731\t2.548\t0.587\t-0.912\t-0.920\t0.000\t0.806\t1.094\t0.992\t1.004\t0.831\t0.958\t1.037\n1\t0.899\t0.177\t-0.944\t0.933\t-1.535\t0.500\t0.840\t-0.325\t1.087\t1.141\t-0.699\t0.223\t2.215\t0.777\t0.252\t1.594\t0.000\t0.532\t-1.406\t-1.697\t0.000\t0.824\t1.003\t0.985\t1.368\t1.098\t0.963\t0.879\n0\t2.358\t-1.304\t-0.542\t0.169\t-0.327\t1.299\t-0.718\t1.135\t2.173\t0.418\t-0.869\t-1.101\t0.000\t0.612\t-0.593\t0.554\t0.000\t0.474\t0.162\t-1.159\t3.102\t0.780\t0.883\t1.002\t0.668\t0.830\t1.013\t0.800\n0\t1.097\t-1.355\t1.713\t1.449\t0.052\t0.716\t-0.459\t1.129\t2.173\t0.447\t-1.160\t1.023\t0.000\t0.587\t-1.532\t-1.319\t0.000\t0.872\t-0.868\t-0.526\t0.000\t0.804\t0.761\t1.742\t1.064\t0.901\t0.889\t0.726\n1\t0.472\t-0.794\t-1.435\t1.257\t0.745\t0.704\t1.635\t-0.910\t0.000\t1.122\t-0.053\t1.183\t0.000\t1.429\t-0.916\t-0.480\t2.548\t1.840\t0.229\t-1.051\t3.102\t0.862\t1.157\t0.988\t0.893\t1.045\t0.988\t0.875\n0\t1.287\t0.556\t0.852\t1.862\t0.693\t1.452\t0.483\t-1.368\t2.173\t1.247\t1.060\t-0.966\t0.000\t1.322\t1.239\t0.187\t0.000\t0.551\t0.093\t0.101\t1.551\t1.718\t1.028\t1.011\t1.760\t0.935\t1.104\t1.210\n0\t0.340\t0.094\t1.040\t0.889\t-0.434\t0.844\t1.227\t-1.538\t2.173\t1.647\t1.146\t0.210\t2.215\t1.343\t1.040\t1.396\t0.000\t1.284\t0.635\t-0.656\t0.000\t1.420\t1.011\t0.987\t0.789\t1.736\t1.060\t0.868\n0\t0.738\t-0.560\t0.650\t0.798\t-0.170\t0.810\t-0.864\t-1.189\t1.087\t0.761\t-0.816\t-0.057\t2.215\t0.851\t-0.155\t1.021\t0.000\t0.817\t-1.296\t1.550\t0.000\t0.868\t1.020\t0.996\t0.683\t0.985\t0.785\t0.737\n0\t0.366\t-1.129\t0.943\t0.445\t0.087\t0.548\t0.251\t-1.447\t0.000\t0.893\t0.511\t1.528\t2.215\t0.607\t-0.054\t0.352\t2.548\t0.506\t-0.877\t-0.378\t0.000\t0.869\t0.782\t0.981\t0.520\t0.721\t0.583\t0.568\n0\t0.999\t0.954\t-1.736\t0.964\t0.973\t0.530\t-1.735\t-0.542\t0.000\t0.702\t-0.494\t0.778\t2.215\t0.818\t1.118\t-0.495\t1.274\t0.370\t-0.154\t-0.956\t0.000\t0.636\t0.851\t0.991\t0.813\t1.079\t0.902\t1.105\n0\t0.640\t-1.021\t0.114\t1.554\t1.041\t0.618\t-0.985\t-1.564\t0.000\t0.531\t-2.373\t0.469\t0.000\t0.353\t0.182\t-1.188\t0.000\t0.713\t1.094\t-0.941\t3.102\t0.601\t0.827\t1.025\t0.959\t0.332\t0.850\t0.773\n0\t0.728\t-0.686\t1.522\t1.698\t-1.386\t0.870\t0.082\t-0.410\t0.000\t1.020\t0.036\t0.395\t0.000\t0.873\t0.070\t1.276\t2.548\t0.664\t0.821\t-0.588\t0.000\t0.983\t0.829\t0.993\t1.121\t0.305\t0.815\t0.897\n1\t0.906\t-0.731\t1.016\t2.359\t1.484\t1.056\t-1.052\t-0.702\t2.173\t0.856\t0.085\t-0.046\t2.215\t0.436\t-1.820\t1.049\t0.000\t0.839\t-0.602\t-0.116\t0.000\t0.737\t0.841\t0.975\t1.385\t1.153\t1.234\t0.963\n0\t0.841\t0.048\t0.915\t0.687\t-0.786\t0.627\t-0.686\t-1.516\t1.087\t0.546\t0.190\t1.601\t0.000\t1.253\t0.133\t-0.135\t2.548\t0.980\t-0.862\t-0.036\t0.000\t0.725\t0.879\t1.053\t0.780\t1.150\t0.707\t0.633\n0\t0.871\t-1.221\t1.366\t0.826\t-0.322\t0.740\t-0.558\t0.125\t1.087\t0.492\t-0.118\t-1.691\t2.215\t0.799\t-0.486\t1.159\t0.000\t0.797\t-0.151\t-1.075\t0.000\t0.943\t0.899\t1.173\t0.763\t0.908\t0.691\t0.650\n0\t0.710\t-0.376\t-1.609\t1.226\t-0.982\t0.874\t0.646\t0.560\t1.087\t0.464\t0.200\t0.922\t0.000\t1.105\t0.435\t-1.278\t2.548\t1.163\t-0.135\t-0.093\t0.000\t0.779\t0.846\t0.985\t1.144\t1.224\t0.831\t0.740\n1\t1.144\t0.615\t0.168\t0.741\t-0.292\t0.571\t1.603\t-0.017\t0.000\t1.367\t-0.318\t1.642\t0.000\t1.089\t-0.339\t-1.521\t2.548\t0.757\t-0.760\t1.170\t3.102\t0.955\t0.851\t0.981\t0.956\t0.493\t0.693\t0.677\n1\t1.552\t-1.195\t-0.462\t0.730\t-0.275\t1.225\t-1.226\t1.309\t1.087\t0.665\t-1.337\t0.470\t2.215\t0.489\t-0.937\t-1.439\t0.000\t0.540\t-2.067\t-0.469\t0.000\t0.625\t0.896\t0.991\t0.774\t0.917\t1.001\t0.794\n1\t0.289\t2.404\t-0.247\t0.783\t-0.856\t0.584\t0.219\t-1.284\t0.000\t0.588\t1.304\t-0.253\t0.000\t0.876\t0.693\t1.134\t2.548\t1.444\t-0.830\t0.915\t3.102\t0.815\t1.102\t0.981\t0.751\t0.873\t0.840\t0.738\n1\t0.945\t-0.175\t-0.909\t1.056\t-1.316\t0.914\t0.127\t0.594\t2.173\t0.825\t-0.505\t1.575\t0.000\t0.441\t-0.560\t0.352\t0.000\t0.732\t-1.076\t-0.360\t3.102\t0.826\t0.891\t0.989\t0.612\t0.936\t0.885\t0.762\n0\t0.605\t-0.810\t1.087\t0.445\t1.585\t0.724\t0.044\t1.236\t1.087\t1.240\t0.354\t-0.262\t0.000\t1.193\t0.775\t-1.271\t2.548\t0.485\t1.326\t0.201\t0.000\t0.776\t0.944\t0.992\t1.130\t1.014\t1.193\t1.211\n0\t1.070\t-2.064\t-1.551\t1.149\t-0.660\t0.674\t-1.434\t0.305\t0.000\t0.771\t-0.824\t1.376\t2.215\t0.686\t-0.842\t-0.452\t2.548\t0.907\t-0.866\t0.961\t0.000\t0.709\t0.767\t1.105\t0.769\t0.771\t0.756\t0.752\n0\t1.404\t-0.626\t0.868\t0.964\t-0.130\t1.060\t-0.165\t1.631\t2.173\t1.078\t-2.116\t-0.607\t0.000\t1.289\t-1.072\t-0.195\t2.548\t1.164\t-1.086\t-1.324\t0.000\t0.964\t0.878\t1.262\t1.195\t1.642\t1.011\t0.915\n1\t0.542\t0.771\t-1.067\t1.028\t0.667\t0.983\t-1.319\t0.368\t0.000\t1.029\t1.162\t0.983\t0.000\t1.227\t-1.078\t-0.898\t0.000\t1.818\t0.507\t-0.653\t3.102\t0.793\t1.018\t1.034\t0.750\t0.671\t0.715\t0.655\n1\t0.633\t-0.076\t-0.962\t0.978\t0.041\t1.150\t-0.247\t1.287\t2.173\t0.853\t1.036\t-1.433\t0.000\t0.557\t2.059\t-0.307\t0.000\t0.755\t-0.038\t-0.103\t3.102\t0.985\t0.749\t0.987\t1.116\t0.942\t0.819\t0.820\n1\t1.941\t1.136\t-1.738\t1.119\t-1.053\t0.591\t0.655\t-0.053\t2.173\t0.462\t0.061\t-0.398\t2.215\t0.647\t0.904\t1.294\t0.000\t0.868\t1.063\t0.252\t0.000\t0.677\t0.657\t1.183\t1.142\t0.331\t0.822\t0.712\n1\t1.022\t-0.930\t-0.240\t0.656\t0.456\t0.552\t0.537\t-1.578\t0.000\t0.780\t-1.063\t-1.484\t2.215\t0.694\t-1.731\t0.097\t0.000\t0.950\t-0.814\t0.102\t3.102\t0.823\t0.836\t0.985\t0.522\t0.771\t0.633\t0.691\n0\t1.195\t-0.791\t0.724\t1.623\t1.446\t0.484\t-1.318\t-0.150\t0.000\t0.551\t-0.934\t-1.257\t2.215\t0.788\t-0.109\t-0.720\t0.000\t0.807\t1.009\t-0.369\t1.551\t0.899\t0.948\t1.170\t0.843\t0.901\t0.885\t0.842\n1\t1.778\t0.630\t0.709\t0.621\t1.447\t0.953\t0.808\t-1.552\t2.173\t0.930\t0.680\t-0.223\t2.215\t0.785\t-0.309\t-0.462\t0.000\t0.583\t0.768\t-0.729\t0.000\t0.533\t0.907\t0.987\t0.940\t1.292\t0.923\t0.805\n0\t0.616\t-0.057\t0.362\t0.979\t-1.084\t0.308\t0.681\t0.845\t0.000\t0.668\t0.866\t-1.300\t2.215\t0.864\t-0.810\t0.678\t2.548\t0.646\t-1.162\t-0.744\t0.000\t1.082\t0.928\t1.038\t0.763\t1.136\t0.721\t0.652\n1\t0.876\t-2.277\t-1.225\t1.021\t-0.260\t0.159\t0.829\t0.144\t1.087\t0.869\t-0.527\t1.572\t2.215\t0.452\t-0.895\t0.135\t0.000\t0.642\t-1.931\t0.637\t0.000\t0.500\t0.793\t1.002\t1.162\t0.666\t0.989\t0.788\n0\t0.960\t0.077\t-1.037\t1.884\t-0.413\t0.953\t-1.034\t1.483\t2.173\t0.486\t-0.537\t0.867\t0.000\t0.838\t-0.668\t-0.044\t2.548\t0.461\t-1.138\t1.136\t0.000\t0.298\t0.492\t0.995\t1.523\t1.106\t1.038\t0.830\n0\t0.362\t-1.252\t-1.699\t1.271\t1.325\t0.647\t-0.045\t-0.089\t0.000\t1.158\t0.628\t-1.167\t2.215\t0.940\t-0.986\t0.169\t2.548\t0.443\t0.686\t1.271\t0.000\t0.852\t0.980\t0.984\t1.051\t1.497\t1.766\t1.483\n0\t0.988\t1.156\t-0.804\t1.563\t-0.898\t0.675\t1.670\t0.875\t2.173\t0.569\t0.234\t1.046\t2.215\t1.132\t1.047\t0.297\t0.000\t0.611\t1.972\t-1.707\t0.000\t0.845\t0.785\t0.993\t1.364\t0.731\t0.975\t0.839\n0\t1.114\t0.636\t0.369\t0.891\t1.045\t0.615\t0.896\t-1.478\t2.173\t0.255\t2.861\t-1.620\t0.000\t0.920\t0.727\t-0.947\t1.274\t0.438\t1.889\t1.650\t0.000\t0.172\t0.636\t0.993\t0.921\t0.435\t0.717\t0.649\n0\t0.608\t0.001\t-1.139\t1.407\t-0.218\t0.751\t0.348\t0.361\t2.173\t0.901\t2.202\t1.446\t0.000\t1.207\t2.709\t-0.880\t0.000\t1.652\t0.647\t1.352\t3.102\t0.692\t0.777\t0.990\t0.793\t0.952\t0.856\t0.918\n0\t0.319\t-2.000\t-1.007\t1.956\t1.396\t0.791\t0.162\t0.194\t0.000\t0.818\t-1.165\t-0.106\t2.215\t1.659\t-0.567\t-1.506\t2.548\t0.699\t1.101\t-0.360\t0.000\t0.882\t1.110\t0.987\t0.864\t1.234\t1.047\t1.116\n0\t1.888\t-0.245\t-0.586\t0.377\t1.255\t0.460\t-2.034\t1.632\t0.000\t0.918\t0.508\t0.221\t2.215\t0.732\t-0.214\t-1.502\t0.000\t1.030\t-0.537\t1.203\t0.000\t0.896\t1.058\t1.164\t0.919\t0.392\t0.965\t0.905\n1\t0.898\t-1.507\t-1.547\t0.203\t-1.193\t0.926\t-1.204\t0.471\t2.173\t0.422\t-0.929\t1.465\t0.000\t0.940\t0.404\t-1.419\t0.000\t1.377\t-1.012\t-0.338\t3.102\t0.887\t1.003\t0.992\t1.014\t0.796\t0.897\t0.794\n0\t0.372\t0.722\t1.225\t1.699\t-0.167\t0.536\t1.514\t1.506\t0.000\t0.738\t1.548\t-1.257\t0.000\t1.387\t-0.021\t0.481\t0.000\t0.852\t0.478\t-0.803\t3.102\t0.809\t0.724\t1.047\t0.889\t0.474\t0.599\t0.673\n1\t2.388\t0.090\t-0.653\t0.571\t-0.274\t1.073\t-0.345\t0.862\t2.173\t0.974\t0.617\t-1.740\t0.000\t0.541\t0.024\t-1.742\t2.548\t0.522\t0.480\t-0.067\t0.000\t0.928\t1.147\t0.997\t0.768\t0.700\t0.962\t0.883\n0\t0.606\t-1.131\t-0.208\t0.916\t1.695\t1.448\t-0.138\t0.377\t2.173\t1.134\t-0.811\t-0.966\t1.107\t0.983\t2.627\t-1.353\t0.000\t1.046\t-0.414\t1.528\t0.000\t0.855\t0.927\t1.022\t0.747\t1.887\t1.064\t0.854\n1\t0.517\t-0.605\t1.692\t0.838\t0.228\t1.169\t-0.564\t0.791\t0.000\t1.458\t-1.222\t-1.159\t1.107\t0.800\t-0.885\t-0.478\t0.000\t0.658\t-1.044\t-0.029\t3.102\t1.623\t0.949\t0.986\t0.924\t0.753\t0.986\t0.817\n1\t0.713\t1.926\t0.105\t1.371\t-1.300\t1.313\t0.357\t0.282\t2.173\t0.828\t0.980\t-1.317\t0.000\t0.567\t2.040\t1.631\t0.000\t0.471\t0.090\t1.520\t1.551\t0.845\t0.617\t1.307\t1.722\t0.755\t1.104\t0.986\n1\t1.039\t1.036\t-1.551\t0.804\t0.380\t0.553\t0.051\t-0.253\t0.000\t0.549\t-0.923\t-0.542\t2.215\t1.023\t-0.451\t1.266\t1.274\t0.527\t0.224\t1.001\t0.000\t0.751\t0.787\t1.248\t1.101\t0.816\t0.864\t0.733\n1\t0.893\t-0.604\t-1.067\t1.040\t0.013\t1.538\t-1.243\t-1.427\t0.000\t1.124\t0.752\t0.269\t0.000\t1.736\t-0.488\t1.084\t2.548\t0.995\t-1.841\t-0.358\t0.000\t0.962\t1.050\t1.105\t1.039\t0.790\t0.934\t0.896\n0\t0.361\t-1.235\t0.107\t0.663\t0.752\t0.638\t-1.422\t0.914\t0.000\t0.790\t-0.594\t-1.056\t2.215\t0.277\t-0.887\t-1.634\t0.000\t1.193\t0.448\t-1.077\t3.102\t0.592\t1.067\t0.989\t0.851\t0.533\t0.742\t0.725\n0\t1.852\t-0.265\t0.916\t0.844\t-1.361\t0.605\t1.741\t-0.312\t0.000\t0.415\t1.116\t-0.888\t0.000\t0.673\t-0.154\t0.332\t2.548\t1.326\t-0.120\t-1.435\t1.551\t0.622\t1.053\t1.536\t0.844\t0.722\t0.767\t0.922\n0\t0.476\t-1.532\t-1.726\t0.861\t-0.413\t0.530\t0.052\t1.279\t0.000\t0.550\t-0.218\t-0.551\t2.215\t0.800\t-0.868\t0.064\t2.548\t0.416\t-1.405\t0.874\t0.000\t0.751\t0.772\t0.989\t0.606\t0.455\t0.561\t0.550\n0\t0.526\t0.968\t-0.495\t1.542\t-1.350\t0.557\t1.246\t0.001\t0.000\t0.362\t1.400\t-1.635\t0.000\t0.851\t1.254\t0.691\t2.548\t0.369\t0.877\t0.530\t1.551\t0.954\t0.686\t0.990\t0.604\t0.093\t0.601\t0.595\n0\t0.824\t0.771\t1.669\t0.945\t1.050\t1.218\t0.604\t0.084\t0.000\t0.406\t1.079\t0.690\t0.000\t1.020\t2.035\t-1.532\t0.000\t1.077\t-0.825\t-0.615\t3.102\t0.863\t1.198\t0.989\t0.559\t0.444\t0.844\t0.871\n1\t1.464\t-0.452\t-0.601\t0.579\t-1.221\t0.897\t-0.776\t1.256\t2.173\t1.296\t-0.921\t0.555\t2.215\t0.693\t2.052\t-1.517\t0.000\t0.654\t-1.601\t0.170\t0.000\t0.316\t0.851\t0.992\t1.125\t0.947\t0.962\t0.772\n1\t0.688\t0.310\t-1.606\t1.170\t-0.765\t2.223\t0.764\t0.626\t2.173\t1.834\t2.557\t1.091\t0.000\t3.284\t0.738\t-0.780\t0.000\t1.728\t0.786\t-1.080\t1.551\t5.418\t3.061\t0.985\t1.817\t2.081\t2.528\t2.135\n1\t1.930\t0.748\t-0.663\t0.374\t0.176\t0.874\t-0.463\t1.575\t2.173\t0.623\t0.426\t1.541\t0.000\t0.656\t-1.210\t0.274\t2.548\t0.940\t0.003\t0.326\t0.000\t0.913\t0.852\t0.988\t1.204\t0.965\t1.121\t0.920\n1\t1.419\t-1.257\t-0.894\t0.563\t1.174\t1.506\t0.011\t1.015\t2.173\t1.031\t-1.231\t-0.269\t0.000\t0.880\t-0.225\t0.233\t2.548\t1.040\t-0.855\t1.671\t0.000\t1.338\t0.978\t1.186\t1.580\t0.948\t1.083\t1.026\n1\t1.704\t0.155\t1.731\t0.736\t-1.646\t0.938\t-1.133\t-0.299\t2.173\t0.740\t-0.422\t0.405\t2.215\t0.616\t-0.602\t1.027\t0.000\t0.590\t-1.297\t-0.676\t0.000\t0.733\t0.766\t0.992\t1.113\t0.852\t1.238\t0.983\n1\t1.794\t0.282\t0.078\t0.419\t-0.168\t0.594\t0.764\t-1.648\t0.000\t0.879\t-0.543\t1.424\t2.215\t0.712\t-1.105\t-0.475\t0.000\t0.380\t-0.256\t1.144\t3.102\t1.701\t0.932\t0.993\t1.217\t0.146\t0.758\t0.838\n1\t0.583\t-0.581\t1.146\t0.634\t-1.108\t1.769\t1.267\t-0.515\t0.000\t0.967\t-0.322\t1.742\t0.000\t1.044\t0.801\t-1.583\t0.000\t2.199\t0.416\t1.061\t1.551\t0.881\t0.860\t0.987\t0.762\t0.940\t0.698\t0.635\n0\t0.736\t1.116\t-1.708\t1.329\t1.621\t1.207\t-1.634\t-0.363\t0.000\t0.695\t-1.798\t0.380\t0.000\t0.695\t-0.567\t-1.398\t2.548\t1.646\t-0.464\t0.841\t3.102\t1.222\t1.159\t0.977\t1.825\t0.738\t1.346\t2.309\n1\t1.231\t-1.082\t-0.787\t0.848\t-0.418\t1.273\t1.535\t1.076\t0.000\t0.624\t-1.813\t-1.176\t0.000\t0.742\t1.125\t-0.129\t0.000\t2.029\t0.046\t0.303\t3.102\t0.678\t1.314\t0.985\t0.650\t0.919\t0.824\t0.763\n1\t0.398\t-0.805\t-1.342\t0.958\t1.518\t0.485\t-0.971\t-0.350\t0.000\t0.591\t-1.101\t0.599\t0.000\t0.681\t0.776\t1.372\t2.548\t0.991\t-0.159\t-0.718\t3.102\t0.862\t1.053\t0.977\t0.695\t0.689\t0.692\t0.711\n0\t0.886\t-0.302\t1.325\t1.746\t-1.665\t1.058\t0.481\t-0.350\t0.000\t0.804\t0.014\t0.459\t2.215\t0.824\t-1.342\t1.540\t0.000\t0.831\t-0.139\t-0.580\t3.102\t0.895\t0.897\t0.991\t0.817\t0.598\t0.780\t0.975\n0\t3.399\t0.095\t1.730\t0.744\t-1.024\t2.037\t-0.308\t0.310\t0.000\t0.857\t0.147\t-1.204\t2.215\t0.946\t-0.487\t-0.438\t2.548\t0.420\t-0.004\t0.619\t0.000\t0.444\t0.854\t1.351\t0.793\t0.695\t0.928\t1.188\n1\t0.664\t-1.225\t0.127\t0.095\t1.597\t0.728\t-1.023\t0.717\t0.000\t0.898\t-0.711\t-0.629\t2.215\t0.818\t-1.679\t1.281\t0.000\t1.421\t-0.176\t1.716\t3.102\t0.889\t0.985\t0.984\t0.703\t0.914\t0.856\t0.753\n0\t1.267\t1.307\t-1.730\t0.879\t-1.497\t1.341\t0.365\t0.630\t0.000\t1.544\t0.831\t-0.947\t2.215\t1.718\t0.656\t0.206\t2.548\t1.125\t1.254\t-1.078\t0.000\t0.915\t0.917\t0.986\t1.159\t1.497\t1.190\t1.309\n0\t0.990\t-0.020\t-0.828\t1.176\t0.791\t0.667\t-0.730\t1.690\t0.000\t0.984\t-0.325\t0.586\t1.107\t0.734\t0.152\t-0.016\t2.548\t0.545\t-1.848\t-0.110\t0.000\t1.184\t1.026\t1.485\t0.914\t0.519\t0.764\t0.774\n0\t0.875\t-0.123\t-0.007\t0.826\t1.533\t0.484\t-0.943\t1.489\t2.173\t0.250\t-0.037\t-0.794\t0.000\t0.342\t1.798\t0.825\t0.000\t0.389\t-1.262\t-0.533\t3.102\t0.694\t0.905\t1.158\t0.643\t0.464\t0.606\t0.586\n1\t0.998\t-0.335\t1.612\t1.479\t-1.110\t0.665\t1.011\t0.463\t2.173\t0.403\t0.937\t-0.989\t0.000\t0.969\t-0.171\t-0.083\t2.548\t0.786\t0.486\t1.181\t0.000\t0.746\t0.696\t1.070\t0.915\t0.797\t0.943\t0.758\n1\t1.387\t0.206\t1.244\t0.159\t-0.538\t1.051\t-2.343\t-1.162\t0.000\t1.099\t1.305\t0.538\t0.000\t0.902\t0.246\t0.180\t0.000\t0.731\t-0.470\t1.453\t3.102\t0.888\t0.921\t0.988\t0.529\t0.220\t0.610\t0.620\n1\t2.735\t0.187\t-1.566\t0.360\t-0.812\t2.423\t1.770\t0.056\t0.000\t0.664\t0.203\t-1.164\t0.000\t1.491\t0.473\t0.631\t2.548\t1.331\t-0.279\t1.600\t0.000\t1.006\t1.129\t0.992\t0.704\t0.891\t0.864\t0.816\n0\t0.336\t0.941\t0.226\t0.291\t1.219\t1.203\t-0.054\t1.662\t2.173\t1.053\t0.308\t-0.318\t2.215\t1.213\t-0.790\t-0.281\t0.000\t0.434\t-0.698\t1.241\t0.000\t0.784\t0.823\t0.990\t0.912\t1.648\t0.985\t0.822\n0\t0.900\t0.318\t1.416\t0.455\t0.801\t0.916\t0.734\t-0.880\t0.000\t0.895\t-0.189\t0.525\t2.215\t0.878\t-0.114\t-0.627\t0.000\t0.738\t0.990\t1.250\t3.102\t0.807\t0.885\t0.982\t0.690\t0.707\t0.822\t0.798\n0\t0.482\t1.737\t-1.519\t0.486\t-0.290\t0.775\t0.848\t-0.525\t0.000\t0.691\t0.563\t0.012\t2.215\t1.810\t0.613\t1.517\t2.548\t0.711\t2.030\t1.298\t0.000\t1.504\t1.033\t0.983\t0.823\t1.162\t0.947\t0.786\n0\t0.915\t-0.392\t-1.621\t1.790\t-1.036\t0.661\t0.162\t0.284\t0.000\t0.788\t-0.220\t0.889\t1.107\t0.278\t-0.542\t1.165\t0.000\t0.596\t1.403\t0.584\t0.000\t0.840\t0.766\t0.980\t0.733\t0.819\t0.756\t0.791\n0\t1.519\t0.837\t0.953\t1.421\t1.366\t0.501\t-2.876\t1.470\t0.000\t1.043\t0.545\t-0.494\t0.000\t0.629\t1.050\t-0.097\t2.548\t0.836\t-0.864\t-0.492\t3.102\t4.465\t2.349\t0.995\t0.828\t0.761\t1.648\t1.965\n1\t0.752\t0.595\t-0.077\t2.233\t0.518\t1.511\t-1.437\t-1.427\t0.000\t1.145\t-0.622\t0.201\t0.000\t0.688\t-0.854\t1.665\t1.274\t1.026\t0.368\t-1.093\t3.102\t3.012\t1.654\t0.991\t0.928\t0.619\t1.145\t1.319\n0\t3.405\t0.177\t-0.495\t3.120\t-0.598\t3.668\t-0.671\t1.142\t0.000\t1.029\t-0.760\t-0.709\t2.215\t0.674\t0.051\t1.569\t2.548\t0.567\t-1.222\t1.353\t0.000\t0.984\t0.921\t0.962\t0.878\t0.872\t1.253\t1.931\n0\t0.662\t-1.343\t1.504\t1.003\t-0.713\t0.840\t-2.135\t0.066\t0.000\t1.028\t-0.400\t-1.564\t2.215\t1.313\t-0.597\t0.880\t2.548\t0.409\t-0.852\t-0.657\t0.000\t0.762\t1.118\t1.028\t0.823\t1.008\t1.025\t0.869\n1\t1.314\t0.194\t0.837\t0.813\t-0.268\t0.510\t-1.054\t-0.093\t0.000\t0.583\t-0.897\t-1.019\t2.215\t1.235\t-1.004\t1.657\t2.548\t1.278\t1.457\t-0.950\t0.000\t0.912\t0.870\t1.201\t0.943\t0.607\t0.832\t0.767\n1\t0.411\t0.641\t1.160\t1.004\t-0.152\t1.167\t-0.001\t-1.224\t1.087\t1.019\t0.628\t-0.430\t0.000\t2.239\t-1.146\t1.285\t0.000\t0.653\t-1.928\t0.531\t0.000\t0.860\t1.151\t0.987\t0.522\t1.034\t0.801\t0.726\n1\t1.737\t-0.307\t-0.520\t1.292\t-1.310\t1.885\t1.265\t0.975\t0.000\t1.485\t0.795\t-0.672\t2.215\t1.476\t0.084\t-1.228\t2.548\t0.816\t-1.002\t1.226\t0.000\t0.781\t1.904\t1.354\t1.165\t0.955\t1.542\t1.551\n0\t1.297\t0.338\t1.480\t1.147\t0.897\t1.318\t1.038\t-0.858\t0.000\t1.061\t0.926\t0.358\t2.215\t0.405\t1.064\t-1.409\t0.000\t0.526\t-0.282\t0.058\t3.102\t0.632\t0.788\t0.990\t1.024\t0.500\t0.789\t0.924\n0\t0.818\t0.367\t-0.688\t1.179\t0.522\t1.658\t0.961\t-1.725\t2.173\t1.074\t0.676\t0.211\t0.000\t1.268\t0.212\t-0.210\t1.274\t0.425\t-0.222\t1.503\t0.000\t0.921\t0.717\t1.207\t1.429\t1.896\t1.134\t0.970\n1\t1.381\t0.980\t-1.538\t1.033\t1.460\t0.503\t-1.005\t0.352\t2.173\t0.396\t1.179\t0.762\t0.000\t0.386\t-0.942\t-0.352\t0.000\t0.717\t0.187\t-0.606\t0.000\t0.969\t0.837\t0.981\t0.775\t0.742\t0.874\t0.755\n1\t0.835\t0.224\t0.421\t1.738\t1.099\t0.989\t-0.050\t-0.423\t1.087\t0.970\t-1.097\t-0.980\t1.107\t0.561\t0.833\t-1.479\t0.000\t0.623\t-0.847\t1.116\t0.000\t0.870\t0.994\t0.987\t1.308\t1.071\t1.094\t0.903\n1\t0.289\t-1.889\t1.685\t1.037\t1.414\t0.696\t-0.652\t1.083\t2.173\t0.651\t-0.904\t0.175\t0.000\t1.117\t0.899\t-0.945\t0.000\t1.924\t-0.359\t-0.554\t3.102\t1.829\t1.209\t0.992\t0.632\t1.227\t1.006\t0.892\n0\t1.089\t1.102\t0.742\t0.763\t0.279\t0.892\t1.926\t-1.022\t0.000\t0.605\t0.113\t0.873\t0.000\t1.059\t0.706\t-1.600\t2.548\t0.856\t0.354\t0.394\t0.000\t0.736\t0.639\t0.997\t0.764\t0.297\t0.691\t0.623\n0\t0.499\t2.010\t-1.076\t0.983\t-1.033\t1.110\t0.789\t-0.668\t2.173\t2.952\t-0.292\t0.898\t2.215\t0.573\t-0.475\t-0.829\t0.000\t0.498\t-1.998\t1.576\t0.000\t0.803\t1.497\t0.971\t0.699\t3.046\t1.642\t1.419\n1\t1.564\t-0.959\t0.816\t1.185\t-0.668\t0.416\t-1.084\t-0.424\t0.000\t1.101\t0.202\t-1.012\t2.215\t0.968\t2.677\t1.552\t0.000\t1.123\t0.002\t-0.014\t3.102\t0.808\t0.943\t1.834\t1.414\t0.793\t0.964\t1.165\n1\t1.060\t-0.270\t1.452\t0.472\t-0.410\t0.773\t-0.366\t0.482\t0.000\t0.648\t0.454\t1.623\t2.215\t0.464\t0.877\t-0.859\t0.000\t1.075\t-1.284\t-0.335\t3.102\t0.818\t0.955\t0.987\t0.606\t1.157\t0.791\t0.698\n0\t1.876\t0.736\t1.723\t0.744\t1.296\t0.965\t0.891\t0.400\t2.173\t0.675\t1.451\t-1.019\t0.000\t1.084\t-0.054\t-0.970\t2.548\t1.041\t-0.162\t0.584\t0.000\t0.669\t0.964\t0.983\t1.243\t1.360\t0.997\t0.967\n1\t1.270\t0.291\t0.697\t1.420\t-1.208\t0.501\t-0.455\t-1.257\t0.000\t0.777\t-0.006\t1.533\t0.000\t1.963\t0.811\t-0.298\t2.548\t0.655\t-2.060\t0.956\t0.000\t0.834\t0.754\t1.841\t1.328\t0.822\t0.898\t0.888\n0\t0.630\t0.241\t-0.805\t1.593\t1.186\t0.944\t-0.239\t-0.444\t2.173\t0.864\t-0.897\t1.203\t1.107\t0.487\t0.423\t0.020\t0.000\t0.749\t-0.893\t-1.140\t0.000\t0.806\t0.814\t1.353\t1.198\t1.402\t0.980\t0.798\n0\t0.963\t2.277\t-1.672\t0.846\t-1.138\t0.614\t0.839\t-0.358\t1.087\t1.223\t0.209\t0.622\t1.107\t0.269\t0.097\t-1.568\t0.000\t0.423\t1.331\t1.392\t0.000\t0.348\t0.623\t0.978\t0.940\t1.067\t1.049\t0.774\n0\t0.800\t0.949\t0.174\t1.257\t0.968\t0.432\t0.320\t-0.724\t1.087\t0.360\t-0.926\t0.264\t0.000\t0.788\t-0.306\t0.973\t0.000\t0.479\t-0.987\t1.441\t3.102\t0.550\t0.736\t0.984\t0.950\t0.599\t0.755\t0.722\n0\t1.212\t-1.496\t1.480\t0.614\t0.562\t1.167\t-0.860\t-0.715\t1.087\t1.128\t-0.045\t1.352\t2.215\t1.270\t-2.696\t-0.045\t0.000\t0.877\t-1.125\t0.070\t0.000\t0.793\t0.878\t0.988\t1.191\t1.768\t1.062\t0.843\n0\t1.234\t-1.096\t-0.623\t0.897\t0.094\t0.571\t0.532\t-1.720\t0.000\t0.874\t0.100\t1.168\t1.107\t0.992\t-0.355\t-0.933\t2.548\t0.792\t-0.822\t0.533\t0.000\t1.260\t0.948\t0.992\t1.079\t0.970\t0.789\t0.785\n0\t1.300\t0.825\t0.617\t1.870\t0.057\t1.122\t-0.787\t1.190\t0.000\t0.991\t-1.147\t1.536\t0.000\t2.030\t2.350\t-0.073\t0.000\t3.785\t-0.034\t-0.523\t3.102\t0.810\t0.865\t1.043\t1.451\t1.067\t1.306\t1.502\n0\t2.315\t1.083\t-1.208\t0.454\t-0.964\t1.399\t0.743\t-1.519\t2.173\t1.383\t0.380\t0.301\t0.000\t2.614\t1.019\t0.587\t2.548\t1.170\t0.847\t-0.066\t0.000\t0.753\t0.907\t0.987\t0.908\t2.298\t1.373\t1.305\n1\t0.648\t-0.362\t-1.581\t0.181\t-0.801\t1.511\t-2.595\t1.587\t0.000\t1.682\t0.491\t0.356\t0.000\t1.618\t0.955\t-0.790\t2.548\t1.033\t-0.317\t0.304\t0.000\t0.790\t0.947\t0.989\t0.764\t0.917\t0.953\t0.842\n0\t0.710\t-0.656\t-0.163\t0.577\t1.274\t0.603\t-1.241\t-1.196\t0.000\t1.109\t0.345\t1.624\t2.215\t2.525\t-0.258\t0.350\t2.548\t1.468\t1.293\t-1.192\t0.000\t0.966\t1.012\t0.988\t0.805\t1.722\t1.185\t0.955\n1\t0.839\t-1.630\t0.660\t0.761\t-0.788\t0.398\t1.435\t-1.140\t2.173\t0.283\t-2.040\t0.277\t0.000\t0.869\t-0.486\t1.380\t2.548\t0.655\t0.164\t0.561\t0.000\t0.843\t1.005\t1.068\t1.592\t1.020\t1.074\t1.092\n1\t1.118\t-0.287\t0.737\t1.336\t0.133\t1.924\t-0.331\t-1.474\t2.173\t1.520\t1.021\t0.587\t0.000\t0.445\t1.104\t-0.808\t0.000\t0.963\t-0.506\t-0.447\t3.102\t1.204\t1.176\t0.993\t1.770\t1.169\t1.454\t1.262\n1\t0.756\t0.428\t-1.164\t0.594\t1.552\t0.804\t-0.922\t-1.307\t0.000\t0.569\t-1.601\t0.145\t0.000\t0.756\t-0.765\t-0.497\t2.548\t1.691\t-0.168\t0.399\t3.102\t0.918\t1.032\t0.986\t0.681\t0.684\t0.665\t0.639\n0\t1.973\t0.057\t-1.278\t0.283\t-1.287\t1.494\t0.749\t0.736\t0.000\t2.003\t-0.336\t-0.829\t1.107\t1.482\t-0.134\t0.798\t2.548\t0.923\t1.009\t0.268\t0.000\t0.842\t0.918\t0.984\t0.999\t1.830\t1.492\t1.308\n0\t0.487\t-0.621\t-0.212\t1.328\t1.615\t1.087\t-0.444\t-0.598\t2.173\t0.588\t0.057\t-1.418\t0.000\t0.916\t0.586\t1.439\t2.548\t2.264\t-0.145\t0.354\t0.000\t0.776\t0.868\t1.111\t1.032\t1.395\t0.923\t0.844\n1\t0.898\t1.254\t-1.200\t0.366\t0.031\t0.662\t-0.372\t1.674\t1.087\t0.341\t0.178\t-0.334\t0.000\t0.583\t1.195\t0.813\t0.000\t1.579\t-0.578\t0.602\t3.102\t0.959\t0.914\t0.987\t1.474\t0.907\t1.167\t1.130\n0\t0.356\t-0.732\t-0.492\t1.340\t0.052\t1.112\t0.301\t-1.328\t2.173\t0.852\t0.625\t1.530\t0.000\t1.269\t0.046\t1.055\t2.548\t1.305\t-1.135\t-0.082\t0.000\t0.935\t0.924\t0.990\t1.461\t1.255\t1.549\t1.325\n1\t0.513\t-0.782\t-1.207\t1.613\t0.194\t1.398\t1.928\t-1.740\t0.000\t0.837\t0.731\t-0.250\t2.215\t1.164\t-1.647\t0.104\t0.000\t1.527\t-0.782\t1.631\t0.000\t1.587\t0.923\t1.201\t1.043\t0.535\t1.004\t0.869\n1\t0.964\t0.223\t0.913\t0.725\t0.326\t0.564\t-0.462\t-0.771\t0.000\t0.527\t-1.180\t-0.063\t0.000\t1.085\t-0.212\t-1.247\t2.548\t0.838\t1.076\t0.872\t0.000\t0.824\t0.724\t0.985\t0.595\t0.165\t0.579\t0.543\n0\t0.968\t1.482\t0.538\t1.529\t0.021\t1.084\t-0.646\t-1.345\t0.000\t0.951\t1.131\t1.323\t2.215\t0.592\t-1.271\t-0.631\t0.000\t0.730\t0.022\t0.299\t3.102\t1.025\t0.940\t0.982\t1.090\t0.751\t1.073\t1.546\n0\t0.504\t-1.328\t0.924\t0.770\t-1.059\t0.726\t-0.445\t1.436\t2.173\t1.073\t0.095\t-0.129\t2.215\t0.620\t-0.711\t-0.192\t0.000\t1.110\t0.578\t-1.634\t0.000\t1.149\t0.947\t0.990\t1.022\t1.332\t1.084\t0.979\n1\t0.964\t0.938\t-1.532\t0.869\t-0.428\t0.937\t0.867\t0.516\t2.173\t1.073\t-0.085\t1.250\t0.000\t1.162\t0.422\t-1.526\t2.548\t1.533\t0.134\t-0.636\t0.000\t0.658\t1.034\t1.064\t0.698\t1.282\t0.858\t0.773\n1\t0.556\t1.309\t1.023\t1.582\t-1.642\t0.849\t0.337\t-1.456\t2.173\t1.516\t-1.483\t0.226\t0.000\t0.806\t0.760\t-0.406\t0.000\t0.730\t1.285\t1.600\t0.000\t0.878\t0.927\t0.991\t0.694\t0.932\t0.729\t0.685\n0\t1.115\t-0.021\t0.076\t1.497\t-0.153\t0.791\t-1.228\t-0.995\t2.173\t0.596\t-0.165\t-1.304\t0.000\t1.064\t-2.332\t1.206\t0.000\t1.189\t0.348\t1.088\t3.102\t0.855\t1.124\t0.981\t1.002\t1.364\t1.147\t1.128\n0\t1.929\t0.412\t-1.051\t1.666\t-0.692\t0.875\t0.392\t1.457\t2.173\t0.904\t0.454\t0.779\t0.000\t0.744\t-0.235\t0.186\t0.000\t1.482\t0.884\t0.105\t3.102\t0.793\t0.950\t0.989\t1.106\t1.203\t1.064\t0.983\n1\t1.393\t0.238\t-1.492\t0.735\t-0.652\t0.789\t0.509\t0.871\t1.087\t0.740\t0.327\t0.177\t2.215\t0.433\t-0.919\t-1.370\t0.000\t0.817\t-0.188\t0.697\t0.000\t0.682\t0.754\t0.987\t0.873\t0.665\t0.785\t0.684\n1\t1.163\t0.604\t1.308\t0.456\t0.120\t1.343\t-0.380\t-1.554\t0.000\t0.885\t0.210\t0.200\t0.000\t0.779\t1.709\t0.008\t0.000\t1.091\t0.954\t0.243\t0.000\t1.203\t0.730\t0.985\t0.569\t0.259\t0.459\t0.532\n1\t1.335\t-1.804\t1.014\t0.617\t-1.607\t0.898\t0.167\t-0.415\t2.173\t0.480\t0.125\t0.376\t0.000\t0.858\t0.236\t1.408\t0.000\t0.816\t-1.251\t-0.760\t3.102\t0.792\t0.969\t0.991\t0.730\t0.893\t1.180\t1.071\n0\t0.758\t1.354\t1.027\t1.626\t0.874\t0.796\t1.262\t-0.916\t2.173\t0.815\t0.569\t-1.704\t1.107\t1.179\t1.838\t-0.625\t0.000\t0.772\t1.072\t0.636\t0.000\t1.033\t1.081\t0.993\t1.294\t0.877\t0.922\t0.914\n0\t0.789\t1.167\t-1.095\t0.533\t-0.822\t0.351\t1.551\t-0.504\t0.000\t0.819\t1.442\t0.458\t0.000\t0.279\t-0.931\t1.285\t1.274\t0.738\t-0.009\t1.214\t1.551\t0.869\t0.927\t0.978\t0.656\t0.184\t0.630\t0.655\n0\t0.744\t2.088\t1.037\t2.002\t1.680\t0.950\t-0.851\t-0.129\t0.000\t0.371\t0.013\t-0.708\t1.107\t0.818\t0.480\t1.540\t1.274\t0.941\t-1.357\t0.505\t0.000\t0.967\t0.789\t0.988\t1.090\t0.547\t0.982\t1.976\n0\t0.692\t-0.712\t1.636\t0.879\t0.222\t1.467\t-0.444\t0.380\t0.000\t0.960\t-0.006\t-1.307\t0.000\t0.498\t1.256\t-1.075\t1.274\t0.821\t1.683\t1.515\t0.000\t1.146\t0.973\t1.033\t0.889\t0.686\t0.821\t0.730\n1\t1.003\t-1.698\t-1.084\t0.919\t-0.793\t0.702\t0.125\t0.850\t2.173\t0.458\t-1.539\t1.632\t0.000\t0.821\t0.232\t-1.528\t2.548\t1.212\t-1.080\t0.578\t0.000\t0.858\t0.947\t0.984\t0.844\t0.797\t0.896\t0.769\n0\t0.367\t-1.548\t1.143\t1.634\t-0.738\t0.816\t0.678\t0.997\t2.173\t0.301\t-0.355\t1.292\t1.107\t0.318\t1.078\t0.578\t0.000\t0.419\t-0.292\t-0.617\t0.000\t0.491\t0.584\t1.065\t0.739\t0.444\t1.109\t0.862\n0\t0.867\t-0.113\t-0.775\t0.235\t1.385\t1.683\t0.038\t-1.569\t2.173\t1.237\t-0.927\t-0.123\t0.000\t1.755\t0.024\t0.517\t1.274\t1.271\t-0.542\t0.513\t0.000\t0.920\t0.978\t0.990\t1.073\t2.038\t1.406\t1.117\n1\t0.655\t1.488\t-0.580\t0.602\t-0.301\t0.512\t-0.530\t0.768\t2.173\t0.879\t-0.992\t-1.541\t2.215\t0.584\t-1.491\t1.344\t0.000\t0.460\t0.299\t-0.125\t0.000\t0.869\t0.725\t0.999\t0.901\t0.894\t0.870\t0.755\n1\t0.353\t1.279\t-0.718\t0.569\t-0.442\t0.670\t-0.161\t1.726\t0.000\t0.753\t-0.412\t1.017\t0.000\t1.097\t1.175\t0.267\t2.548\t1.128\t1.081\t-1.245\t3.102\t0.923\t1.072\t0.985\t0.917\t0.832\t0.925\t0.836\n1\t1.937\t-0.148\t1.216\t1.822\t1.606\t1.331\t-1.234\t0.913\t2.173\t1.825\t1.178\t-0.544\t2.215\t2.258\t-0.339\t-0.193\t0.000\t0.963\t-0.907\t-1.475\t0.000\t0.969\t1.647\t0.980\t1.514\t4.216\t2.185\t1.792\n0\t0.789\t0.965\t0.502\t2.311\t0.839\t1.527\t-0.456\t-0.941\t0.000\t0.611\t0.297\t-1.154\t0.000\t0.306\t0.834\t-0.488\t2.548\t0.489\t-0.409\t0.813\t3.102\t0.894\t0.861\t0.986\t0.684\t0.354\t0.561\t0.946\n0\t0.606\t-1.354\t-1.573\t1.494\t-0.555\t0.911\t0.304\t-1.586\t2.173\t1.039\t-1.243\t0.979\t2.215\t1.351\t-1.269\t-0.133\t0.000\t0.866\t-1.702\t-0.109\t0.000\t0.396\t0.952\t1.047\t1.389\t1.644\t1.237\t1.074\n0\t1.967\t-0.694\t-1.601\t0.818\t1.603\t1.037\t-0.752\t0.300\t1.087\t0.717\t-0.177\t-0.764\t0.000\t0.821\t0.333\t1.279\t2.548\t1.912\t-1.018\t-0.302\t0.000\t1.035\t1.101\t0.983\t0.706\t1.119\t0.991\t1.003\n1\t0.411\t0.204\t-0.780\t0.887\t0.824\t1.075\t0.886\t-0.505\t2.173\t0.862\t-0.098\t0.811\t0.000\t0.533\t-0.535\t-1.706\t0.000\t1.011\t0.961\t-1.544\t3.102\t0.837\t0.857\t0.989\t1.240\t0.900\t0.915\t0.852\n1\t0.657\t1.445\t1.098\t1.277\t-0.945\t0.938\t0.757\t-0.061\t2.173\t0.608\t2.351\t1.580\t0.000\t0.611\t0.556\t1.626\t0.000\t0.396\t1.291\t0.609\t0.000\t0.966\t0.952\t1.223\t1.059\t0.743\t0.887\t0.812\n1\t3.063\t0.272\t0.964\t2.048\t1.233\t3.061\t1.445\t-0.575\t0.000\t1.071\t-0.001\t1.490\t2.215\t0.438\t-0.546\t0.133\t2.548\t0.600\t-0.758\t-1.168\t0.000\t3.243\t2.116\t1.006\t0.820\t0.719\t1.721\t1.871\n1\t1.723\t0.612\t0.471\t0.785\t0.990\t0.761\t0.785\t-0.660\t0.000\t0.663\t-0.481\t-0.933\t2.215\t0.758\t-0.394\t-1.639\t2.548\t0.742\t0.866\t-1.045\t0.000\t0.795\t0.692\t0.996\t1.015\t0.449\t0.888\t0.744\n1\t1.256\t-1.245\t1.041\t1.088\t-0.685\t0.635\t-0.940\t-0.793\t2.173\t1.071\t-1.157\t-0.058\t2.215\t1.114\t-0.769\t1.437\t0.000\t0.380\t2.459\t1.510\t0.000\t0.836\t0.966\t1.619\t0.992\t0.761\t0.783\t0.757\n0\t2.093\t-0.848\t-0.264\t1.746\t0.123\t2.167\t-0.456\t-1.651\t0.000\t1.288\t-1.061\t1.637\t0.000\t2.372\t-0.986\t0.267\t1.274\t1.134\t2.072\t0.010\t0.000\t1.302\t0.994\t0.979\t0.745\t1.532\t1.505\t1.552\n1\t0.734\t0.737\t1.555\t1.508\t-1.273\t0.980\t1.178\t0.289\t0.000\t0.699\t1.475\t0.850\t0.000\t1.622\t0.814\t-0.869\t2.548\t0.386\t-0.182\t1.079\t3.102\t0.899\t0.717\t0.986\t0.787\t0.692\t0.827\t0.842\n1\t1.094\t-0.729\t-0.742\t0.727\t0.108\t1.036\t-0.412\t-1.246\t2.173\t0.511\t0.570\t1.476\t1.107\t1.209\t-0.728\t0.711\t0.000\t1.164\t-0.553\t-0.015\t0.000\t0.801\t0.907\t0.980\t0.964\t0.880\t0.882\t0.827\n1\t0.513\t-0.061\t1.474\t0.561\t-0.268\t0.646\t-1.420\t-1.207\t0.000\t0.918\t-2.151\t-0.662\t0.000\t1.337\t-0.586\t0.791\t2.548\t0.941\t-1.164\t1.435\t3.102\t1.012\t0.884\t0.989\t0.714\t0.575\t0.901\t0.769\n1\t1.050\t-1.102\t-0.324\t1.257\t-0.088\t0.881\t-0.543\t1.327\t2.173\t0.592\t-1.146\t0.756\t0.000\t0.858\t-2.508\t-0.138\t0.000\t2.901\t-0.447\t-1.405\t3.102\t1.236\t1.467\t0.996\t1.539\t1.062\t1.275\t1.182\n0\t0.467\t-0.884\t0.882\t2.474\t-1.675\t1.283\t0.612\t0.014\t2.173\t0.253\t0.830\t0.429\t0.000\t1.027\t-0.653\t-0.994\t2.548\t0.941\t1.163\t-1.564\t0.000\t0.644\t0.956\t1.107\t0.818\t1.526\t1.384\t1.157\n0\t1.095\t-0.492\t0.518\t1.169\t-0.092\t0.933\t1.531\t-1.238\t0.000\t0.490\t0.407\t0.589\t2.215\t0.646\t1.153\t1.588\t0.000\t0.550\t1.114\t1.053\t3.102\t0.804\t0.979\t0.988\t0.954\t0.293\t0.667\t1.096\n1\t0.978\t-0.225\t1.629\t1.119\t-1.151\t0.582\t-1.567\t0.461\t2.173\t0.842\t-0.333\t0.058\t1.107\t0.816\t-0.070\t-1.497\t0.000\t0.378\t0.497\t0.443\t0.000\t0.764\t0.870\t0.994\t0.967\t0.773\t0.846\t0.710\n1\t0.277\t-0.553\t-1.277\t1.442\t0.502\t0.713\t1.311\t1.685\t2.173\t1.561\t0.387\t-1.406\t1.107\t1.244\t-0.143\t0.047\t0.000\t1.353\t0.133\t0.970\t0.000\t0.992\t1.192\t0.991\t1.005\t0.919\t0.938\t0.871\n0\t1.204\t-0.223\t-0.856\t0.471\t0.852\t0.666\t-0.365\t-0.228\t0.000\t1.382\t-0.142\t0.975\t2.215\t1.153\t-0.631\t-1.474\t2.548\t0.891\t1.858\t-0.748\t0.000\t0.688\t0.976\t1.043\t0.701\t1.141\t0.799\t0.724\n1\t1.416\t-0.553\t-1.506\t1.680\t-1.279\t1.137\t-0.304\t0.921\t0.000\t0.656\t2.054\t-0.234\t0.000\t0.368\t0.867\t0.494\t2.548\t0.718\t-1.423\t-0.011\t0.000\t1.468\t0.978\t0.999\t0.832\t0.160\t0.677\t0.887\n1\t0.641\t-0.956\t1.518\t0.402\t0.962\t1.253\t0.420\t-0.128\t2.173\t1.319\t-0.350\t1.366\t0.000\t0.617\t-0.577\t-0.243\t0.000\t0.997\t0.269\t-0.940\t1.551\t0.867\t0.904\t0.987\t1.116\t0.793\t0.976\t0.954\n1\t1.186\t-0.091\t-0.145\t0.797\t1.523\t0.672\t1.341\t1.351\t1.087\t0.347\t2.089\t0.967\t0.000\t0.755\t1.065\t-0.553\t2.548\t1.399\t1.169\t-1.264\t0.000\t0.926\t0.942\t1.344\t0.879\t0.882\t0.845\t0.821\n0\t1.300\t2.183\t1.344\t1.412\t0.793\t0.995\t1.235\t1.051\t2.173\t1.692\t2.285\t-1.089\t0.000\t1.453\t0.543\t-0.260\t0.000\t1.873\t1.396\t-0.768\t3.102\t1.178\t0.946\t0.987\t0.752\t1.475\t1.000\t1.011\n0\t0.641\t-0.659\t-0.537\t0.619\t0.808\t1.646\t-0.454\t0.097\t2.173\t1.024\t0.109\t1.578\t2.215\t1.788\t-0.616\t-1.307\t0.000\t1.430\t-0.852\t-1.740\t0.000\t0.738\t0.892\t0.981\t0.883\t1.938\t1.326\t1.049\n0\t0.566\t-2.108\t-0.472\t1.119\t-1.237\t0.596\t-0.318\t1.229\t0.000\t0.725\t-0.863\t-1.263\t2.215\t0.579\t-1.159\t0.158\t2.548\t0.445\t2.261\t0.215\t0.000\t1.819\t1.416\t0.998\t0.584\t0.673\t1.043\t1.067\n1\t0.778\t-1.146\t-0.244\t1.537\t-1.127\t1.069\t2.333\t0.591\t0.000\t1.259\t0.227\t1.491\t2.215\t0.830\t-1.291\t0.290\t0.000\t1.072\t-0.629\t-1.151\t3.102\t0.853\t0.811\t1.081\t1.396\t0.903\t1.051\t0.944\n1\t2.092\t-0.227\t-1.335\t0.305\t-0.052\t1.122\t0.108\t0.402\t2.173\t0.519\t0.408\t-0.050\t0.000\t0.393\t-1.188\t1.155\t0.000\t0.752\t-0.585\t1.491\t3.102\t0.912\t0.803\t1.013\t0.612\t0.904\t0.876\t0.742\n0\t0.409\t1.107\t1.142\t0.696\t0.010\t1.167\t0.217\t1.550\t0.000\t0.683\t0.689\t-0.871\t2.215\t0.932\t0.222\t0.454\t0.000\t1.070\t1.095\t-0.316\t0.000\t0.937\t0.796\t0.992\t0.561\t0.200\t0.583\t0.638\n1\t1.582\t-0.668\t1.466\t1.026\t-1.531\t1.049\t-0.172\t-0.235\t2.173\t0.487\t-0.007\t-1.327\t0.000\t0.838\t0.754\t0.083\t0.000\t0.586\t0.174\t1.187\t3.102\t1.026\t0.935\t0.991\t0.643\t0.811\t0.956\t0.891\n0\t0.734\t-2.036\t-0.436\t0.074\t-1.579\t1.048\t0.053\t1.463\t2.173\t0.919\t0.428\t-1.313\t2.215\t1.462\t-0.278\t-0.261\t0.000\t1.998\t-0.060\t0.304\t0.000\t0.946\t1.266\t0.986\t1.217\t0.906\t1.082\t1.015\n1\t0.627\t-0.877\t1.299\t1.163\t0.143\t2.519\t-0.384\t-1.187\t0.000\t1.407\t-0.261\t0.525\t2.215\t1.373\t0.590\t0.685\t1.274\t0.853\t-0.587\t0.905\t0.000\t0.438\t0.511\t1.020\t0.748\t0.733\t0.733\t0.561\n1\t0.903\t0.291\t-1.699\t0.365\t-0.039\t1.402\t0.932\t0.683\t2.173\t0.841\t0.950\t-1.339\t0.000\t1.588\t-0.216\t-0.794\t0.000\t0.869\t0.355\t-0.173\t3.102\t1.014\t0.755\t0.982\t0.990\t0.870\t1.080\t0.901\n1\t2.139\t-0.406\t-0.271\t0.629\t-0.757\t0.906\t-0.080\t1.461\t2.173\t0.615\t-0.422\t0.231\t0.000\t0.783\t-0.600\t0.966\t0.000\t0.459\t2.266\t-1.577\t0.000\t0.885\t1.061\t0.989\t0.777\t0.464\t0.877\t0.797\n0\t0.560\t-2.215\t1.475\t0.350\t-1.638\t0.769\t-0.346\t-1.270\t2.173\t0.780\t0.125\t0.690\t2.215\t0.357\t-2.373\t0.318\t0.000\t0.423\t0.856\t-0.363\t0.000\t1.307\t1.033\t0.989\t0.802\t1.151\t0.850\t0.775\n1\t0.861\t-0.598\t-0.461\t0.844\t0.583\t0.923\t-0.875\t-1.358\t0.000\t0.987\t-0.028\t1.597\t2.215\t1.176\t0.351\t0.279\t0.000\t1.718\t-1.169\t-0.179\t3.102\t0.760\t1.101\t0.986\t0.903\t1.464\t0.903\t0.839\n1\t1.157\t-0.452\t1.219\t1.024\t-1.381\t1.070\t-0.037\t0.878\t0.000\t2.073\t-0.052\t-0.382\t1.107\t0.612\t-1.241\t-1.242\t0.000\t0.961\t0.231\t-1.103\t1.551\t1.720\t1.187\t1.081\t1.413\t0.798\t1.119\t1.008\n1\t0.953\t0.155\t0.346\t0.571\t1.502\t1.057\t0.408\t1.307\t2.173\t1.333\t0.178\t-0.325\t0.000\t1.189\t-0.393\t-1.554\t2.548\t0.668\t1.165\t-0.433\t0.000\t0.803\t1.170\t0.987\t0.771\t0.960\t1.048\t0.876\n1\t0.653\t1.237\t1.537\t1.887\t-0.949\t1.417\t0.379\t0.330\t1.087\t0.677\t2.468\t1.641\t0.000\t0.493\t-0.718\t-0.361\t0.000\t0.513\t0.665\t-0.949\t0.000\t0.939\t0.741\t1.207\t1.635\t0.851\t1.054\t1.010\n0\t0.912\t1.870\t1.192\t0.644\t1.225\t0.848\t-0.026\t-0.494\t2.173\t1.045\t1.821\t1.599\t0.000\t0.397\t0.265\t0.404\t0.000\t0.406\t0.480\t1.365\t1.551\t1.228\t0.691\t0.994\t1.284\t0.646\t0.900\t0.823\n0\t0.855\t-0.682\t1.111\t1.573\t-0.102\t0.522\t-0.669\t-0.405\t2.173\t0.525\t-1.283\t-1.651\t0.000\t1.113\t-0.178\t1.622\t2.548\t0.448\t-1.790\t0.200\t0.000\t0.764\t0.961\t1.426\t0.814\t0.947\t0.772\t0.789\n1\t0.763\t0.313\t1.712\t1.152\t-1.238\t0.858\t0.549\t0.342\t2.173\t0.455\t-0.543\t0.914\t2.215\t0.426\t2.238\t1.678\t0.000\t1.174\t0.357\t-0.737\t0.000\t0.743\t0.822\t0.981\t0.919\t0.703\t0.863\t0.763\n1\t0.791\t0.128\t0.592\t0.643\t1.393\t0.462\t-1.042\t-0.468\t0.000\t0.595\t0.717\t1.040\t2.215\t1.078\t-0.163\t-0.992\t0.000\t1.421\t0.301\t1.735\t3.102\t0.888\t1.031\t0.986\t0.757\t0.511\t0.778\t0.694\n1\t0.849\t1.071\t-1.294\t0.579\t-0.059\t0.499\t0.358\t-0.341\t2.173\t0.949\t1.211\t1.444\t0.000\t1.155\t-0.614\t0.582\t2.548\t0.729\t0.600\t-1.223\t0.000\t0.785\t0.933\t0.982\t0.962\t0.867\t0.877\t0.762\n1\t0.884\t-0.029\t-0.007\t1.037\t-1.297\t1.143\t-0.421\t-1.577\t2.173\t1.327\t-0.283\t0.391\t0.000\t0.753\t0.585\t0.742\t2.548\t0.943\t2.095\t-0.489\t0.000\t2.971\t1.641\t1.216\t0.989\t1.194\t1.504\t1.219\n1\t1.098\t0.457\t-1.569\t1.894\t-1.483\t1.406\t0.019\t0.125\t2.173\t0.592\t-2.846\t0.911\t0.000\t0.690\t0.294\t-0.978\t2.548\t0.745\t1.786\t0.291\t0.000\t5.453\t2.993\t0.976\t1.980\t1.046\t2.047\t2.094\n1\t1.082\t1.205\t-0.401\t1.359\t-0.834\t0.605\t-0.565\t1.500\t1.087\t0.467\t0.751\t0.964\t2.215\t0.622\t0.181\t0.116\t0.000\t0.875\t-1.949\t1.116\t0.000\t1.480\t1.076\t0.983\t0.921\t0.673\t1.161\t1.478\n1\t1.653\t0.394\t0.442\t0.905\t0.344\t1.101\t0.438\t-1.681\t2.173\t0.590\t-0.059\t-0.524\t0.000\t0.647\t-0.896\t-1.589\t0.000\t0.572\t-0.769\t-1.032\t3.102\t0.899\t1.045\t0.986\t0.956\t0.774\t1.006\t0.922\n0\t0.774\t-0.272\t-0.899\t2.040\t-1.676\t2.358\t-0.758\t0.050\t2.173\t0.726\t-0.134\t0.363\t0.000\t2.806\t-0.368\t1.624\t1.274\t1.769\t-1.720\t1.650\t0.000\t0.954\t0.926\t1.121\t0.835\t3.220\t1.757\t1.378\n1\t1.008\t-0.465\t0.520\t1.383\t0.765\t2.309\t-1.253\t1.461\t0.000\t1.450\t-1.379\t-0.419\t2.215\t2.145\t-2.273\t-0.193\t0.000\t1.031\t-0.415\t-0.495\t0.000\t0.756\t0.769\t0.988\t0.970\t0.929\t0.934\t0.795\n1\t0.538\t0.152\t-0.995\t1.099\t0.298\t0.560\t2.908\t-0.471\t0.000\t1.200\t-1.545\t1.416\t0.000\t1.377\t-1.799\t-0.896\t0.000\t2.433\t-0.743\t1.611\t1.551\t0.875\t0.989\t0.987\t1.147\t1.116\t0.817\t0.859\n0\t1.545\t0.627\t1.545\t1.826\t-1.433\t1.797\t-0.206\t-0.033\t1.087\t0.695\t0.021\t1.242\t2.215\t0.591\t1.253\t-0.300\t0.000\t0.585\t-0.834\t1.111\t0.000\t1.148\t0.842\t1.031\t2.152\t1.512\t1.424\t1.138\n1\t1.100\t-0.890\t1.619\t0.303\t-0.686\t0.931\t-0.064\t-0.935\t2.173\t1.167\t-0.164\t0.506\t2.215\t2.051\t0.342\t0.916\t0.000\t1.557\t-0.761\t-0.544\t0.000\t0.600\t1.097\t0.984\t0.825\t1.479\t0.901\t0.802\n1\t0.869\t0.410\t0.823\t0.869\t-0.769\t0.611\t-1.339\t1.129\t0.000\t0.927\t-0.956\t-1.736\t2.215\t1.476\t0.342\t-0.119\t2.548\t0.596\t0.281\t-1.138\t0.000\t1.198\t0.840\t1.192\t0.787\t1.535\t0.965\t0.890\n0\t0.436\t1.282\t0.764\t1.658\t-0.173\t1.575\t-0.227\t-1.585\t0.000\t1.109\t-0.372\t0.295\t1.107\t0.569\t0.280\t-0.249\t1.274\t0.563\t0.443\t1.425\t0.000\t0.818\t0.952\t0.985\t1.634\t0.496\t1.033\t1.310\n1\t0.299\t-1.278\t-0.227\t1.038\t-1.736\t1.601\t0.163\t0.979\t2.173\t1.294\t-0.142\t-0.088\t0.000\t1.035\t0.352\t-1.208\t0.000\t0.762\t1.247\t-0.945\t0.000\t0.617\t0.545\t0.990\t1.027\t0.889\t0.893\t0.775\n1\t2.021\t-0.876\t0.247\t0.713\t0.519\t0.950\t-0.088\t-1.467\t2.173\t0.568\t0.272\t0.969\t2.215\t0.922\t-0.249\t1.496\t0.000\t1.667\t0.915\t-0.654\t0.000\t0.832\t0.745\t0.998\t1.421\t0.899\t0.969\t0.841\n0\t0.359\t2.293\t0.673\t0.490\t-0.554\t0.700\t1.846\t-1.085\t0.000\t0.803\t1.221\t0.429\t0.000\t0.827\t0.493\t-1.616\t2.548\t0.662\t0.209\t-0.236\t3.102\t1.568\t0.918\t0.977\t0.670\t0.542\t0.693\t0.646\n1\t0.407\t-1.107\t1.742\t1.758\t-0.039\t1.561\t2.138\t-1.414\t0.000\t1.397\t-0.644\t0.032\t2.215\t1.487\t-1.243\t0.367\t2.548\t2.333\t-0.920\t1.484\t0.000\t1.032\t1.046\t1.172\t0.768\t0.714\t0.949\t0.847\n0\t0.516\t0.963\t-1.547\t1.652\t0.920\t0.386\t0.933\t0.266\t0.000\t0.815\t0.976\t-1.038\t2.215\t0.942\t-0.860\t0.284\t2.548\t0.978\t-0.748\t1.581\t0.000\t0.971\t0.909\t1.017\t0.920\t1.367\t0.979\t0.858\n1\t0.594\t0.899\t0.975\t0.617\t0.334\t0.466\t1.160\t-1.420\t0.000\t0.621\t-0.586\t-1.004\t0.000\t0.448\t0.496\t1.210\t2.548\t0.505\t-2.133\t0.645\t0.000\t1.107\t0.910\t0.988\t0.477\t0.125\t0.592\t0.597\n1\t0.321\t1.752\t-1.487\t0.733\t-1.266\t0.837\t1.549\t1.120\t0.000\t0.819\t-0.829\t0.795\t2.215\t1.285\t2.335\t-0.822\t0.000\t0.729\t0.591\t-0.286\t3.102\t2.076\t1.330\t0.993\t0.953\t0.834\t1.575\t1.283\n1\t1.395\t1.611\t-0.320\t1.482\t0.462\t0.592\t1.975\t-0.947\t0.000\t0.354\t-2.337\t1.185\t0.000\t1.308\t1.023\t-1.608\t2.548\t0.863\t0.104\t0.918\t3.102\t0.795\t0.907\t1.291\t1.225\t0.748\t0.907\t0.795\n0\t0.639\t-0.283\t0.412\t1.448\t0.813\t0.914\t0.513\t-1.089\t1.087\t0.606\t0.221\t-0.010\t2.215\t1.402\t-1.311\t1.596\t0.000\t1.134\t1.274\t-0.516\t0.000\t3.196\t1.873\t0.978\t1.640\t0.919\t1.303\t1.298\n1\t1.236\t-0.877\t-0.832\t1.648\t0.440\t1.171\t-0.181\t-1.393\t2.173\t0.389\t-1.299\t-1.074\t0.000\t1.279\t-1.238\t1.040\t2.548\t0.802\t-0.754\t0.308\t0.000\t0.878\t0.974\t1.802\t1.156\t1.562\t1.182\t0.941\n1\t0.610\t0.505\t-1.070\t0.959\t0.733\t1.376\t-0.030\t1.522\t2.173\t1.753\t1.712\t-0.276\t0.000\t0.640\t-0.039\t-1.336\t2.548\t0.973\t-0.221\t0.504\t0.000\t0.659\t1.171\t1.058\t0.651\t0.625\t0.744\t0.721\n1\t0.658\t-0.236\t-1.561\t1.060\t1.141\t0.768\t0.150\t-1.098\t0.000\t1.025\t0.491\t0.862\t2.215\t1.746\t0.827\t0.181\t2.548\t1.067\t1.292\t-0.813\t0.000\t1.105\t1.302\t0.987\t1.006\t0.868\t1.067\t1.110\n0\t1.452\t0.447\t-0.655\t0.779\t1.571\t0.531\t0.251\t-0.130\t0.000\t0.629\t1.133\t1.639\t2.215\t0.357\t1.307\t1.225\t2.548\t0.559\t2.229\t0.943\t0.000\t0.775\t0.787\t1.336\t0.745\t0.196\t0.575\t0.573\n1\t0.670\t-1.632\t-1.241\t0.149\t0.602\t0.741\t-0.662\t-0.916\t1.087\t0.907\t0.393\t1.103\t0.000\t1.128\t-0.605\t0.311\t2.548\t0.844\t-1.330\t-0.454\t0.000\t1.750\t1.154\t0.995\t0.668\t1.019\t0.909\t0.776\n1\t0.772\t0.504\t1.460\t1.306\t-1.183\t0.974\t0.352\t0.400\t2.173\t0.563\t0.944\t1.643\t0.000\t0.987\t0.868\t-0.298\t2.548\t0.897\t-0.214\t0.811\t0.000\t0.874\t0.909\t0.987\t0.813\t0.809\t0.849\t0.756\n0\t2.074\t1.036\t-1.410\t2.308\t-0.938\t1.880\t-1.353\t0.566\t2.173\t0.899\t-1.993\t1.739\t0.000\t0.437\t-1.148\t1.286\t0.000\t1.839\t-1.365\t0.154\t0.000\t0.863\t0.836\t1.253\t0.772\t2.725\t2.680\t2.205\n0\t1.075\t-1.129\t0.553\t0.754\t-0.035\t0.529\t0.255\t-1.424\t0.000\t0.976\t0.292\t-0.665\t1.107\t1.035\t0.240\t1.432\t2.548\t0.568\t1.430\t1.461\t0.000\t0.794\t0.838\t0.990\t0.912\t1.014\t0.833\t0.809\n0\t0.443\t1.680\t0.666\t3.283\t1.198\t1.754\t0.431\t-0.322\t0.000\t0.805\t-0.602\t-0.609\t2.215\t0.821\t0.595\t-0.815\t0.000\t2.246\t0.867\t1.629\t3.102\t0.957\t0.982\t0.989\t1.296\t1.572\t1.904\t1.927\n0\t0.913\t-2.064\t-0.613\t1.183\t-0.363\t1.050\t0.660\t0.674\t2.173\t0.741\t-0.711\t1.311\t0.000\t0.656\t-2.497\t-1.247\t0.000\t0.960\t-1.580\t-1.686\t0.000\t0.824\t0.684\t0.987\t1.994\t1.465\t1.354\t1.175\n1\t1.570\t-0.554\t1.279\t0.461\t-1.541\t0.761\t-0.344\t-0.007\t2.173\t0.800\t-0.252\t-0.827\t0.000\t0.525\t-1.435\t0.459\t0.000\t0.521\t0.757\t-1.275\t3.102\t1.151\t0.893\t0.988\t0.638\t0.753\t0.726\t0.724\n0\t0.356\t0.249\t0.242\t0.692\t-1.534\t0.458\t1.636\t-0.829\t0.000\t0.457\t-0.081\t1.358\t2.215\t1.449\t1.335\t1.000\t1.274\t1.439\t0.585\t-0.418\t0.000\t0.759\t0.923\t0.987\t1.454\t0.787\t0.931\t0.963\n1\t0.771\t1.091\t-0.086\t0.909\t0.225\t1.721\t0.354\t-0.228\t0.000\t1.906\t0.733\t1.259\t0.000\t2.556\t-0.172\t-1.486\t0.000\t1.311\t0.310\t0.197\t3.102\t1.242\t1.119\t0.985\t0.510\t0.370\t0.906\t0.889\n0\t0.858\t0.592\t-1.577\t0.595\t0.822\t0.964\t0.425\t1.079\t1.087\t1.775\t0.817\t-0.710\t2.215\t0.681\t-0.053\t1.275\t0.000\t1.006\t-1.649\t0.016\t0.000\t0.840\t1.405\t0.988\t1.124\t1.964\t1.402\t1.112\n0\t1.190\t-1.429\t-1.655\t0.443\t-0.108\t0.503\t-0.361\t-0.088\t0.000\t0.424\t0.693\t-0.873\t0.000\t0.664\t0.227\t0.582\t2.548\t1.219\t0.404\t1.064\t3.102\t0.845\t0.833\t0.990\t0.866\t0.300\t0.745\t0.733\n0\t0.593\t-0.108\t1.009\t0.315\t-1.550\t0.714\t0.761\t1.076\t0.000\t0.800\t0.338\t-1.453\t2.215\t1.395\t0.365\t-0.441\t2.548\t0.783\t0.373\t0.155\t0.000\t0.863\t1.011\t0.988\t0.684\t0.888\t0.764\t0.679\n1\t0.557\t-0.533\t0.220\t0.150\t0.996\t1.686\t0.603\t-0.903\t2.173\t1.502\t-0.820\t0.966\t0.000\t1.132\t0.037\t0.555\t0.000\t1.125\t-0.432\t-1.336\t3.102\t0.815\t0.921\t0.982\t1.104\t1.028\t1.005\t0.853\n0\t1.185\t0.601\t0.929\t0.752\t0.020\t0.838\t0.909\t-1.534\t2.173\t0.547\t1.628\t0.956\t0.000\t1.582\t0.479\t-0.727\t2.548\t1.075\t-0.792\t-0.239\t0.000\t1.076\t0.939\t0.987\t0.994\t0.996\t0.861\t0.827\n0\t0.906\t-0.234\t-1.702\t0.891\t-1.146\t1.017\t1.583\t-0.025\t2.173\t0.448\t0.770\t0.702\t0.000\t1.533\t0.720\t1.380\t2.548\t0.898\t0.436\t-0.827\t0.000\t0.819\t0.899\t0.988\t0.799\t1.618\t1.079\t0.859\n0\t0.660\t1.007\t1.269\t0.596\t-0.484\t0.966\t0.636\t1.733\t1.087\t1.300\t0.737\t-0.587\t2.215\t0.911\t-0.400\t-0.381\t0.000\t0.852\t-0.419\t1.295\t0.000\t0.934\t0.936\t0.987\t0.781\t1.433\t0.925\t0.771\n0\t0.790\t0.417\t1.211\t0.383\t0.567\t1.141\t1.773\t-1.095\t0.000\t1.720\t0.108\t0.569\t1.107\t0.805\t2.065\t-1.635\t0.000\t1.102\t0.364\t-0.761\t3.102\t0.906\t1.021\t0.977\t0.802\t1.175\t1.479\t1.326\n1\t0.873\t-1.555\t-1.094\t0.611\t0.758\t0.630\t-0.135\t-0.970\t2.173\t0.752\t-1.669\t1.394\t0.000\t0.957\t-0.997\t0.641\t0.000\t1.425\t0.324\t0.241\t3.102\t0.915\t1.232\t1.007\t0.905\t0.928\t0.967\t0.866\n0\t0.647\t-1.125\t0.635\t0.244\t-0.148\t0.821\t0.364\t-1.277\t0.000\t0.617\t0.804\t-0.772\t0.000\t1.103\t0.459\t0.886\t2.548\t0.681\t0.463\t0.640\t3.102\t0.752\t1.062\t0.978\t0.537\t0.147\t0.677\t0.669\n1\t0.963\t-0.376\t0.842\t1.288\t-0.637\t0.854\t0.341\t0.770\t0.000\t1.064\t0.663\t-1.226\t2.215\t0.731\t-0.256\t-0.510\t2.548\t0.644\t-0.251\t-1.236\t0.000\t1.161\t0.907\t1.499\t1.162\t0.733\t0.777\t0.799\n0\t0.465\t1.593\t1.083\t0.111\t0.731\t0.867\t0.147\t-1.092\t2.173\t0.828\t-0.849\t0.464\t2.215\t0.633\t-0.719\t-0.827\t0.000\t0.881\t-0.122\t0.774\t0.000\t0.894\t1.006\t0.976\t0.831\t1.397\t0.836\t0.751\n0\t1.770\t0.674\t1.278\t1.333\t-1.545\t0.956\t0.469\t0.423\t0.000\t0.791\t0.058\t-1.186\t2.215\t0.757\t-0.257\t-0.698\t2.548\t0.409\t1.719\t-0.875\t0.000\t1.218\t1.016\t1.199\t0.909\t0.378\t0.780\t0.865\n0\t0.813\t0.084\t0.273\t0.847\t-0.276\t0.781\t-1.042\t-0.750\t2.173\t0.693\t-0.163\t-1.120\t0.000\t0.870\t-0.276\t1.498\t1.274\t1.896\t1.576\t0.776\t0.000\t1.488\t1.002\t0.990\t0.804\t1.003\t0.788\t0.788\n0\t0.774\t0.918\t0.674\t1.565\t0.013\t0.850\t-0.799\t-1.462\t2.173\t0.643\t0.005\t1.394\t2.215\t0.568\t0.007\t-0.328\t0.000\t0.390\t0.173\t1.050\t0.000\t0.494\t0.745\t0.990\t0.869\t0.739\t0.987\t0.746\n0\t1.528\t0.589\t-0.221\t2.069\t-0.068\t1.517\t0.016\t-1.721\t0.000\t1.180\t-0.085\t1.343\t0.000\t1.063\t0.425\t-0.710\t2.548\t1.068\t-0.962\t1.472\t3.102\t0.924\t1.027\t0.999\t1.705\t1.051\t1.141\t1.101\n0\t0.479\t1.225\t-1.623\t1.920\t-1.209\t0.998\t-1.466\t0.313\t2.173\t0.477\t-1.636\t-1.690\t0.000\t1.197\t-1.836\t-0.687\t0.000\t2.006\t1.145\t0.677\t0.000\t0.930\t1.153\t0.980\t0.883\t0.539\t1.209\t1.159\n1\t2.876\t0.394\t-1.413\t0.380\t-1.016\t1.438\t-0.797\t0.169\t0.000\t1.441\t-0.050\t0.771\t2.215\t0.523\t-0.281\t-1.386\t2.548\t0.838\t0.183\t-0.518\t0.000\t1.323\t1.043\t0.983\t1.472\t0.867\t0.929\t1.135\n1\t0.670\t1.150\t-1.180\t0.738\t0.148\t1.007\t-0.495\t-1.572\t2.173\t0.645\t0.500\t0.214\t2.215\t0.653\t1.461\t0.537\t0.000\t0.816\t-0.194\t0.598\t0.000\t0.850\t1.351\t0.987\t0.610\t1.341\t0.905\t0.793\n0\t0.704\t-0.284\t-0.879\t0.942\t-0.158\t0.719\t-0.294\t1.236\t2.173\t0.904\t-1.440\t0.868\t2.215\t0.659\t-0.906\t-0.903\t0.000\t0.473\t0.658\t-0.849\t0.000\t0.627\t0.979\t0.987\t1.021\t0.840\t0.993\t0.825\n0\t1.065\t-1.802\t-0.187\t0.677\t-0.865\t1.512\t-1.647\t-0.575\t2.173\t1.240\t-1.524\t0.898\t2.215\t1.767\t-0.792\t1.199\t0.000\t1.361\t-1.099\t-1.691\t0.000\t0.957\t0.911\t0.982\t0.833\t1.958\t1.307\t1.163\n0\t0.395\t2.359\t0.175\t2.788\t-1.684\t1.351\t0.927\t-1.664\t0.000\t1.107\t1.478\t0.430\t2.215\t0.506\t2.056\t-1.137\t0.000\t0.842\t0.507\t-0.402\t3.102\t1.256\t1.032\t1.446\t1.436\t0.723\t1.085\t1.104\n1\t1.650\t0.515\t-0.188\t0.135\t-0.695\t0.470\t-0.066\t-1.011\t0.000\t1.012\t0.424\t1.230\t0.000\t0.655\t0.577\t1.018\t2.548\t0.803\t-0.543\t-1.740\t1.551\t1.024\t0.699\t0.985\t0.731\t0.510\t0.662\t0.655\n1\t1.235\t-0.734\t1.509\t0.977\t1.384\t0.949\t-0.137\t0.197\t1.087\t1.345\t-0.653\t-0.745\t2.215\t1.094\t-1.704\t-1.678\t0.000\t1.412\t0.788\t-0.302\t0.000\t1.033\t0.946\t0.987\t1.251\t1.327\t1.092\t0.956\n1\t0.986\t0.812\t0.981\t0.411\t-1.195\t1.009\t-0.164\t-0.675\t2.173\t0.422\t1.960\t0.975\t0.000\t0.685\t0.228\t0.236\t2.548\t0.366\t1.489\t-1.386\t0.000\t0.439\t1.281\t0.986\t0.611\t0.788\t0.810\t0.729\n0\t0.281\t1.588\t-0.927\t1.059\t1.008\t0.737\t0.098\t-0.055\t0.000\t0.717\t0.869\t-1.095\t0.000\t0.419\t0.036\t0.169\t2.548\t0.966\t-0.287\t1.665\t3.102\t0.920\t0.791\t0.980\t0.545\t0.484\t0.479\t0.508\n0\t0.552\t0.952\t-1.360\t1.402\t-0.023\t1.022\t0.339\t-0.861\t2.173\t0.690\t-1.573\t0.605\t0.000\t0.508\t-0.077\t1.489\t0.000\t0.564\t-1.096\t1.195\t3.102\t0.963\t0.548\t1.138\t0.942\t1.072\t0.886\t0.999\n0\t0.673\t-1.584\t-0.298\t0.478\t1.329\t0.864\t0.699\t-0.968\t0.000\t1.220\t-0.049\t0.079\t2.215\t2.528\t-1.088\t1.416\t1.274\t0.569\t-1.734\t0.125\t0.000\t2.214\t1.576\t0.991\t0.932\t2.076\t1.538\t1.191\n0\t1.074\t0.265\t-0.145\t0.548\t-0.039\t0.418\t-0.650\t0.986\t0.000\t0.721\t-0.492\t-1.508\t1.107\t0.507\t-1.489\t0.791\t0.000\t1.153\t0.411\t-1.229\t1.551\t0.447\t0.897\t1.001\t0.874\t0.475\t0.681\t0.680\n1\t0.935\t0.086\t1.368\t1.399\t0.417\t1.246\t-1.042\t-0.623\t2.173\t0.874\t-0.874\t0.947\t2.215\t1.468\t-0.016\t-1.673\t0.000\t0.454\t-0.234\t-0.908\t0.000\t0.808\t0.871\t1.198\t1.547\t1.522\t1.132\t0.975\n1\t0.313\t2.008\t0.367\t1.243\t0.862\t1.182\t0.693\t-0.693\t0.000\t0.873\t0.666\t-1.401\t2.215\t0.680\t-0.922\t0.750\t1.274\t0.700\t1.725\t1.627\t0.000\t0.886\t1.013\t0.999\t0.904\t1.094\t0.778\t0.715\n1\t0.328\t0.448\t-1.494\t0.815\t0.483\t1.276\t-0.632\t0.818\t2.173\t1.193\t-0.508\t-1.210\t0.000\t0.603\t2.367\t-0.722\t0.000\t0.688\t-0.274\t-0.509\t3.102\t3.016\t1.672\t0.983\t0.763\t0.935\t1.588\t1.266\n0\t0.702\t-0.046\t-0.140\t0.905\t-1.532\t0.504\t-1.643\t0.557\t0.000\t1.001\t-1.322\t-0.544\t1.107\t1.093\t-1.144\t1.486\t2.548\t0.543\t-0.407\t0.978\t0.000\t0.576\t0.852\t1.049\t0.861\t1.076\t0.802\t0.735\n1\t2.589\t-1.034\t-0.139\t0.604\t-0.494\t1.009\t-0.204\t0.984\t2.173\t0.521\t-1.188\t0.253\t0.000\t0.881\t-0.653\t0.778\t2.548\t2.100\t1.486\t-1.025\t0.000\t0.874\t0.747\t0.982\t1.431\t0.374\t0.954\t0.871\n1\t1.594\t-1.303\t1.472\t0.755\t0.662\t0.826\t-0.344\t-1.461\t0.000\t0.971\t-0.424\t0.194\t2.215\t1.174\t-0.623\t-0.392\t0.000\t1.729\t-1.171\t-0.646\t3.102\t0.871\t0.918\t1.013\t1.029\t0.996\t0.888\t0.754\n0\t0.908\t-1.333\t1.595\t0.847\t-1.164\t0.980\t-0.655\t0.533\t2.173\t0.735\t-0.639\t-0.637\t0.000\t0.767\t-0.312\t0.013\t0.000\t0.824\t0.494\t-1.681\t3.102\t0.663\t0.908\t0.989\t1.110\t1.075\t1.047\t0.920\n0\t1.049\t0.704\t-1.448\t0.787\t-0.727\t0.787\t0.418\t0.541\t2.173\t0.512\t1.460\t-0.809\t0.000\t0.622\t1.101\t1.272\t0.000\t0.443\t0.393\t0.116\t1.551\t0.835\t0.942\t0.993\t0.577\t0.234\t0.649\t0.639\n0\t1.014\t-1.148\t1.527\t1.452\t-1.078\t0.835\t1.645\t0.331\t0.000\t1.003\t-0.204\t-1.659\t0.000\t1.037\t0.602\t-0.179\t2.548\t1.253\t0.239\t0.258\t1.551\t2.825\t1.659\t1.201\t1.361\t0.373\t1.042\t1.378\n0\t1.026\t0.439\t-0.752\t1.796\t1.443\t0.702\t-1.065\t1.028\t0.000\t0.639\t-0.577\t-0.124\t1.107\t0.756\t0.200\t0.303\t2.548\t0.470\t-1.285\t-1.666\t0.000\t0.610\t0.798\t1.727\t1.184\t0.415\t0.821\t0.853\n1\t1.305\t-1.012\t0.220\t2.617\t0.400\t0.931\t-1.340\t-1.614\t2.173\t0.953\t1.003\t-1.547\t0.000\t1.133\t-1.098\t-0.557\t2.548\t0.654\t-2.426\t0.831\t0.000\t1.023\t0.898\t0.990\t1.082\t1.047\t1.215\t1.046\n0\t2.769\t0.632\t-0.193\t1.567\t-0.817\t0.969\t-1.016\t1.566\t2.173\t0.970\t-0.794\t1.177\t0.000\t0.706\t1.402\t1.516\t0.000\t1.569\t1.134\t-0.491\t3.102\t0.603\t0.875\t1.536\t0.866\t2.321\t1.620\t1.771\n0\t1.914\t1.213\t0.736\t0.769\t0.105\t1.447\t-0.620\t-1.227\t2.173\t0.268\t-1.061\t1.371\t0.000\t0.687\t-0.243\t-0.583\t2.548\t0.810\t-0.350\t0.862\t0.000\t0.339\t0.928\t0.983\t1.067\t0.718\t1.561\t1.196\n0\t0.484\t0.152\t1.701\t0.751\t0.079\t0.700\t1.453\t-0.666\t0.000\t0.761\t1.414\t0.601\t0.000\t0.851\t1.150\t-1.704\t1.274\t0.534\t0.717\t1.666\t3.102\t1.410\t1.028\t0.988\t0.633\t0.117\t0.624\t0.816\n0\t0.726\t1.854\t-0.338\t0.624\t1.622\t0.595\t-0.003\t1.248\t2.173\t0.484\t0.644\t0.108\t0.000\t0.661\t-0.185\t-1.301\t0.000\t0.920\t-1.669\t0.661\t0.000\t0.914\t0.796\t0.991\t0.992\t0.788\t0.949\t0.831\n0\t0.539\t-0.677\t-0.536\t1.206\t0.324\t1.560\t-1.123\t0.196\t0.000\t2.429\t-2.388\t-1.260\t0.000\t1.265\t-0.495\t-1.467\t1.274\t1.839\t-0.022\t0.960\t3.102\t4.963\t3.114\t0.992\t0.777\t0.999\t2.212\t1.884\n0\t1.097\t-1.459\t-0.531\t1.007\t-0.455\t0.753\t0.812\t-1.528\t2.173\t0.590\t0.296\t1.211\t0.000\t0.910\t-0.305\t0.209\t2.548\t0.748\t0.529\t0.615\t0.000\t0.627\t0.794\t0.978\t2.478\t1.208\t1.626\t1.516\n0\t0.760\t-0.844\t-0.870\t0.961\t-0.358\t0.733\t-1.360\t0.978\t1.087\t0.619\t-0.898\t0.394\t0.000\t0.589\t-1.722\t-0.644\t0.000\t1.105\t-1.186\t-1.356\t0.000\t0.954\t0.859\t0.989\t0.675\t0.232\t0.772\t0.686\n1\t0.967\t0.792\t0.884\t0.220\t-1.367\t0.604\t1.037\t-1.740\t0.000\t0.486\t2.189\t1.434\t0.000\t1.490\t0.913\t-0.460\t2.548\t1.720\t0.580\t0.129\t1.551\t0.803\t1.131\t0.991\t0.938\t0.647\t0.869\t0.810\n1\t0.930\t0.080\t-0.163\t1.073\t-1.266\t0.856\t-0.346\t-1.212\t0.000\t1.676\t0.119\t1.001\t0.000\t0.946\t-0.351\t-1.740\t0.000\t1.792\t0.586\t0.440\t3.102\t1.003\t0.926\t1.159\t0.566\t0.640\t0.626\t0.621\n1\t1.121\t0.747\t-0.549\t1.085\t0.468\t1.943\t-2.429\t1.209\t0.000\t0.863\t1.271\t-1.148\t2.215\t2.123\t0.109\t-0.995\t2.548\t1.356\t0.517\t0.351\t0.000\t1.017\t0.964\t1.212\t1.137\t0.927\t0.878\t0.801\n1\t0.676\t-1.613\t-1.684\t0.757\t-0.463\t0.797\t-1.183\t1.413\t1.087\t0.708\t-0.875\t0.584\t2.215\t1.363\t-1.999\t-0.339\t0.000\t0.843\t-1.291\t-1.081\t0.000\t0.829\t0.993\t0.986\t0.800\t0.770\t0.859\t0.745\n0\t1.705\t0.150\t-0.771\t1.067\t1.240\t0.691\t0.503\t1.208\t0.000\t1.254\t-1.046\t-0.439\t1.107\t1.388\t-0.701\t1.235\t1.274\t0.824\t0.232\t0.414\t0.000\t0.769\t0.858\t1.814\t1.414\t1.416\t1.142\t1.034\n1\t0.514\t1.000\t1.110\t0.961\t-1.643\t1.453\t2.434\t0.584\t0.000\t1.286\t1.041\t0.889\t0.000\t1.527\t-0.388\t-0.962\t2.548\t1.806\t0.624\t-1.339\t3.102\t0.989\t1.772\t0.987\t0.856\t0.895\t1.873\t1.559\n0\t1.358\t-1.770\t-0.624\t0.535\t0.248\t0.533\t-0.266\t1.692\t0.000\t0.568\t-1.578\t1.732\t0.000\t0.913\t-1.349\t1.044\t1.274\t1.162\t-0.342\t-0.148\t1.551\t0.855\t0.944\t0.988\t0.819\t0.821\t0.675\t0.726\n0\t0.647\t-0.509\t-0.721\t0.974\t-1.703\t0.790\t0.474\t-0.070\t1.087\t0.958\t0.152\t0.951\t2.215\t0.306\t-1.270\t-1.410\t0.000\t0.645\t-1.180\t-0.208\t0.000\t0.433\t0.877\t0.985\t1.015\t1.040\t0.968\t0.781\n1\t1.299\t-0.067\t0.303\t0.318\t-0.513\t0.745\t-0.468\t-1.709\t2.173\t0.719\t-0.737\t-1.089\t0.000\t1.253\t0.836\t0.745\t0.000\t1.017\t0.448\t-0.611\t3.102\t0.724\t1.030\t0.981\t0.713\t0.911\t0.743\t0.749\n0\t1.014\t-0.642\t1.378\t1.609\t1.681\t0.969\t-0.424\t-0.030\t0.000\t0.731\t-0.778\t-0.915\t1.107\t0.777\t-1.281\t0.029\t2.548\t0.627\t-1.645\t0.558\t0.000\t1.181\t0.997\t0.987\t0.933\t0.650\t0.757\t0.858\n1\t0.453\t1.202\t-1.688\t1.452\t-0.966\t0.658\t0.229\t0.969\t0.000\t0.620\t-0.510\t-1.477\t2.215\t1.336\t0.245\t0.367\t0.000\t0.959\t-0.768\t-0.407\t3.102\t0.873\t0.963\t0.981\t0.650\t0.589\t0.753\t0.775\n1\t1.648\t1.455\t-1.610\t0.988\t-0.817\t1.066\t1.161\t0.639\t2.173\t0.660\t1.066\t1.151\t0.000\t0.862\t2.248\t0.240\t0.000\t1.950\t1.381\t-1.030\t0.000\t1.206\t0.963\t1.160\t0.843\t0.693\t0.919\t0.856\n0\t0.652\t-0.137\t-0.411\t1.548\t-1.261\t0.654\t0.519\t0.081\t0.000\t0.745\t-0.429\t1.167\t1.107\t0.762\t0.754\t-1.451\t2.548\t0.446\t1.113\t0.059\t0.000\t0.345\t0.868\t0.987\t0.721\t0.784\t0.680\t0.729\n1\t1.888\t-0.987\t1.687\t3.028\t-1.740\t2.632\t0.945\t0.088\t0.000\t1.077\t-0.858\t-0.238\t2.215\t0.957\t-0.412\t1.288\t0.000\t1.734\t-0.263\t-1.317\t1.551\t3.329\t2.522\t1.003\t1.674\t1.079\t1.785\t2.442\n1\t0.951\t-0.103\t0.628\t0.777\t-1.299\t1.867\t-0.150\t1.624\t2.173\t2.080\t0.072\t-0.072\t0.000\t0.773\t-0.310\t-1.208\t2.548\t1.173\t-0.773\t-0.294\t0.000\t0.732\t0.654\t1.175\t1.073\t0.841\t0.894\t0.791\n1\t0.662\t-0.340\t-1.026\t0.637\t-1.456\t0.659\t-0.218\t-0.015\t1.087\t1.073\t0.427\t0.569\t0.000\t1.594\t1.173\t-1.608\t0.000\t0.409\t0.853\t0.666\t3.102\t2.052\t1.083\t0.985\t0.976\t0.482\t0.912\t1.114\n1\t1.863\t-0.563\t-0.633\t0.606\t-0.943\t1.305\t-0.349\t0.076\t0.000\t2.097\t0.816\t-1.631\t0.000\t1.191\t-1.102\t0.254\t0.000\t1.298\t-0.671\t1.483\t3.102\t0.869\t0.891\t0.999\t1.107\t0.531\t0.829\t0.802\n1\t1.841\t-1.141\t-0.668\t0.954\t-1.159\t0.850\t-0.705\t0.311\t2.173\t1.036\t-0.197\t1.212\t2.215\t0.582\t-0.250\t-1.578\t0.000\t1.211\t-0.087\t0.580\t0.000\t0.866\t0.812\t0.980\t1.401\t1.063\t1.126\t0.944\n1\t1.801\t-0.529\t0.511\t1.065\t1.168\t0.571\t-0.146\t0.143\t0.000\t2.300\t2.695\t-1.255\t0.000\t0.931\t0.465\t-0.210\t2.548\t1.257\t0.712\t1.203\t3.102\t0.676\t0.783\t1.072\t0.992\t0.804\t0.808\t0.686\n0\t1.763\t0.366\t1.286\t0.631\t1.567\t0.884\t0.441\t-0.152\t1.087\t0.960\t0.834\t-1.174\t0.000\t1.073\t1.314\t-0.535\t0.000\t1.797\t0.954\t0.858\t3.102\t0.965\t1.059\t0.981\t0.925\t1.156\t0.982\t1.023\n1\t0.498\t-0.823\t1.189\t0.520\t-1.534\t1.297\t0.648\t-1.559\t0.000\t1.436\t0.223\t0.384\t0.000\t1.556\t0.823\t-0.242\t2.548\t0.484\t1.977\t-0.366\t0.000\t1.557\t0.861\t0.988\t0.947\t0.576\t0.667\t0.710\n0\t0.628\t0.884\t1.172\t1.073\t0.695\t1.319\t0.866\t-1.599\t0.000\t0.893\t-0.178\t-0.519\t2.215\t1.829\t-0.442\t-0.011\t2.548\t1.531\t-1.202\t0.440\t0.000\t1.284\t1.533\t0.989\t0.955\t0.635\t1.380\t1.167\n0\t1.933\t0.882\t0.964\t0.429\t-1.481\t0.645\t0.153\t-0.768\t2.173\t0.567\t1.335\t-0.521\t2.215\t0.685\t0.861\t1.716\t0.000\t0.679\t1.034\t0.080\t0.000\t0.757\t0.773\t1.019\t0.870\t0.609\t0.801\t0.663\n1\t0.571\t-0.657\t0.666\t0.666\t-1.569\t1.017\t0.035\t0.142\t2.173\t0.479\t-1.108\t0.183\t0.000\t1.449\t0.015\t-1.371\t2.548\t0.704\t-0.500\t-0.474\t0.000\t0.849\t0.925\t0.983\t0.968\t1.480\t1.020\t0.866\n0\t1.361\t-1.447\t-0.132\t0.714\t-1.628\t0.490\t0.052\t-0.325\t0.000\t0.564\t0.296\t0.590\t0.000\t1.501\t-1.267\t-1.241\t2.548\t1.254\t0.906\t1.087\t3.102\t0.832\t0.822\t1.332\t0.909\t1.890\t1.232\t1.076\n0\t0.721\t0.543\t1.158\t0.935\t-0.943\t0.460\t-0.761\t1.605\t0.000\t0.498\t-2.184\t-1.636\t0.000\t1.078\t-1.422\t-0.498\t2.548\t1.569\t-0.612\t0.453\t1.551\t0.852\t0.987\t1.079\t1.215\t0.862\t0.921\t0.927\n1\t0.370\t-1.708\t-0.548\t1.023\t-1.270\t0.980\t-0.143\t0.552\t2.173\t0.324\t0.994\t-0.521\t0.000\t1.077\t0.423\t1.521\t0.000\t1.010\t0.801\t-0.131\t3.102\t0.910\t1.055\t0.991\t0.853\t0.862\t0.831\t0.773\n1\t0.754\t-1.504\t1.562\t0.583\t0.535\t1.184\t2.054\t-1.625\t0.000\t1.237\t-0.130\t-0.144\t2.215\t1.943\t1.063\t-0.812\t0.000\t2.263\t-0.296\t0.513\t3.102\t0.809\t1.218\t0.990\t0.772\t0.859\t1.088\t1.051\n0\t0.645\t0.838\t-1.180\t0.197\t-0.660\t0.942\t1.233\t-0.463\t2.173\t1.206\t0.431\t1.045\t0.000\t0.812\t0.853\t0.498\t0.000\t0.819\t0.953\t-1.665\t3.102\t0.812\t0.736\t0.999\t1.032\t0.822\t0.863\t0.826\n0\t0.817\t0.349\t-0.034\t0.427\t-0.673\t0.738\t1.252\t1.457\t0.000\t1.543\t1.446\t-0.199\t1.107\t1.076\t0.460\t1.571\t0.000\t0.724\t-0.884\t-0.007\t0.000\t0.802\t0.982\t0.981\t1.368\t0.940\t0.932\t1.016\n1\t0.726\t0.312\t1.062\t0.635\t-0.028\t0.843\t-0.342\t0.573\t0.000\t1.411\t-0.555\t-1.311\t2.215\t1.017\t2.323\t0.323\t0.000\t1.413\t-1.110\t-0.785\t3.102\t0.893\t0.789\t0.992\t0.847\t0.766\t0.773\t0.670\n1\t1.640\t-0.097\t-1.259\t0.795\t-0.366\t0.895\t0.794\t0.413\t2.173\t0.973\t-0.371\t0.845\t2.215\t0.944\t0.822\t1.444\t0.000\t0.425\t0.082\t-0.409\t0.000\t0.753\t0.823\t1.141\t1.094\t1.006\t1.012\t0.838\n1\t0.546\t-1.934\t1.106\t1.127\t-1.560\t0.915\t-0.694\t-0.675\t0.000\t1.544\t-2.824\t0.222\t0.000\t1.030\t0.342\t-1.680\t2.548\t1.582\t-0.779\t1.353\t3.102\t1.189\t1.180\t0.980\t0.898\t0.788\t0.946\t0.836\n0\t0.423\t1.479\t-1.494\t0.983\t0.163\t1.336\t-0.295\t-0.732\t0.000\t0.912\t0.538\t0.430\t2.215\t1.334\t0.730\t1.347\t2.548\t1.901\t0.945\t-1.617\t0.000\t0.432\t0.960\t0.987\t0.777\t0.875\t0.654\t0.636\n1\t1.118\t-0.323\t-1.418\t0.309\t0.934\t0.903\t-0.377\t1.415\t0.000\t0.815\t-2.300\t-0.434\t0.000\t1.237\t-1.049\t-0.047\t2.548\t1.005\t-1.446\t0.535\t0.000\t0.916\t0.876\t0.990\t0.661\t0.726\t0.764\t0.734\n1\t0.997\t-0.258\t0.109\t0.952\t1.553\t0.623\t-0.068\t0.737\t0.000\t1.018\t-0.877\t-1.039\t2.215\t0.859\t-0.719\t-1.646\t2.548\t0.653\t0.936\t-0.021\t0.000\t0.871\t0.941\t1.301\t0.991\t0.520\t0.825\t0.760\n1\t1.575\t-0.507\t-1.086\t0.544\t-1.424\t0.530\t-0.810\t0.657\t1.087\t0.763\t-0.887\t1.195\t0.000\t1.221\t-0.717\t-0.214\t1.274\t0.584\t0.059\t0.002\t0.000\t0.885\t0.844\t0.987\t1.017\t0.708\t0.807\t0.732\n0\t0.737\t-0.746\t1.527\t0.203\t0.362\t1.026\t-2.822\t1.143\t0.000\t1.038\t1.160\t-0.857\t1.107\t1.277\t-1.017\t-0.388\t2.548\t0.897\t-0.012\t1.272\t0.000\t1.006\t0.907\t0.984\t0.931\t1.821\t1.014\t0.851\n0\t1.285\t-0.713\t0.693\t0.961\t1.451\t0.980\t0.358\t-1.143\t1.087\t0.514\t1.056\t-0.453\t0.000\t0.542\t-0.710\t0.353\t0.000\t0.524\t1.184\t0.070\t3.102\t1.023\t1.022\t0.987\t0.867\t0.794\t0.920\t0.824\n0\t0.381\t0.818\t-1.402\t1.045\t1.204\t0.873\t-0.583\t-0.279\t2.173\t0.460\t-0.397\t0.357\t0.000\t1.017\t0.888\t-0.934\t2.548\t0.511\t1.948\t1.274\t0.000\t0.670\t1.272\t0.991\t0.932\t1.207\t0.888\t0.832\n0\t1.991\t0.236\t0.088\t2.083\t-0.011\t1.273\t-0.230\t-0.853\t0.000\t1.884\t-0.706\t1.456\t2.215\t1.184\t0.454\t1.370\t0.000\t1.039\t0.377\t0.596\t3.102\t0.698\t0.747\t0.977\t2.340\t1.184\t1.462\t1.268\n1\t0.943\t-1.469\t-0.262\t2.380\t0.365\t0.946\t-1.298\t-1.641\t2.173\t0.347\t-0.529\t1.081\t2.215\t0.449\t0.370\t-1.585\t0.000\t0.764\t-0.699\t1.583\t0.000\t0.466\t0.635\t1.112\t0.791\t0.629\t0.959\t0.840\n1\t0.951\t0.704\t0.529\t0.773\t-0.663\t0.538\t-0.141\t1.468\t0.000\t0.385\t0.838\t-0.922\t0.000\t1.002\t1.326\t1.224\t0.000\t1.540\t0.606\t-0.360\t0.000\t0.935\t0.858\t1.044\t0.875\t0.492\t0.746\t0.699\n0\t0.557\t-1.212\t0.730\t0.887\t-0.990\t0.920\t-0.837\t0.370\t2.173\t0.992\t-1.676\t1.732\t1.107\t0.645\t0.425\t0.241\t0.000\t0.621\t-1.231\t-1.000\t0.000\t1.010\t0.890\t0.988\t0.768\t1.469\t0.916\t0.773\n1\t1.112\t-1.749\t1.455\t0.377\t-0.582\t1.581\t0.357\t-1.000\t0.000\t1.063\t-0.933\t1.197\t2.215\t1.306\t-1.758\t-0.309\t0.000\t1.662\t1.166\t0.654\t0.000\t0.886\t1.026\t0.985\t0.841\t0.497\t0.823\t0.762\n1\t0.325\t-1.722\t-0.097\t2.580\t-0.239\t0.968\t-0.508\t-1.319\t2.173\t0.574\t-1.304\t-1.113\t0.000\t1.509\t0.717\t0.940\t0.000\t1.145\t-1.184\t1.011\t1.551\t0.903\t1.055\t0.990\t1.252\t1.095\t1.002\t1.061\n1\t0.739\t-0.843\t-0.227\t0.654\t-1.399\t0.933\t0.762\t-0.798\t2.173\t1.169\t-0.365\t1.264\t0.000\t0.402\t-0.788\t-1.713\t0.000\t0.992\t0.857\t0.793\t1.551\t0.976\t0.943\t0.987\t1.143\t1.017\t1.099\t0.920\n0\t0.457\t-1.336\t0.185\t0.880\t-1.398\t1.205\t-0.049\t-0.683\t2.173\t1.137\t-1.101\t1.055\t0.000\t1.685\t-0.752\t1.604\t0.000\t1.090\t-0.568\t0.548\t3.102\t1.061\t0.865\t0.987\t0.886\t1.154\t1.174\t0.937\n1\t0.400\t-0.015\t0.684\t2.768\t1.514\t0.875\t-0.098\t-0.048\t2.173\t0.336\t2.011\t0.382\t0.000\t0.857\t-0.989\t-0.933\t2.548\t0.785\t0.298\t-0.736\t0.000\t0.858\t0.954\t0.992\t1.058\t0.951\t1.032\t0.975\n1\t0.942\t0.718\t1.649\t1.613\t-1.241\t0.915\t-0.168\t-0.183\t2.173\t1.130\t0.875\t0.352\t0.000\t0.998\t2.668\t1.524\t0.000\t0.941\t1.271\t-0.906\t0.000\t0.886\t1.064\t0.991\t0.719\t0.711\t0.836\t0.746\n1\t0.454\t1.719\t0.069\t1.357\t-1.684\t0.891\t1.239\t-0.345\t0.000\t0.405\t1.304\t0.445\t0.000\t0.892\t-0.215\t1.583\t2.548\t1.047\t0.921\t1.360\t3.102\t0.836\t0.884\t1.088\t1.050\t0.554\t0.799\t0.788\n0\t1.373\t1.370\t-1.718\t0.494\t-0.836\t0.452\t0.900\t0.803\t2.173\t0.534\t0.287\t-1.585\t0.000\t0.685\t0.285\t0.519\t2.548\t1.938\t0.074\t-0.253\t0.000\t1.243\t0.992\t0.988\t0.893\t0.274\t0.667\t0.785\n0\t1.141\t0.176\t-0.690\t1.698\t-0.070\t1.000\t0.238\t-1.128\t2.173\t1.330\t-2.274\t0.764\t0.000\t1.125\t0.747\t1.210\t0.000\t1.172\t-0.355\t-1.709\t3.102\t4.425\t2.469\t1.024\t1.022\t0.692\t1.888\t1.681\n1\t0.659\t-0.289\t1.108\t1.131\t0.118\t1.022\t-1.118\t-1.720\t2.173\t0.879\t-0.556\t0.332\t0.000\t0.589\t1.251\t0.149\t0.000\t0.438\t-1.994\t-1.285\t0.000\t1.165\t1.087\t0.988\t1.254\t0.904\t0.906\t0.874\n1\t0.930\t-1.632\t0.827\t1.223\t-0.824\t0.970\t-1.600\t-0.958\t1.087\t1.078\t-0.770\t0.195\t2.215\t0.722\t-1.708\t-1.593\t0.000\t0.599\t-1.252\t1.184\t0.000\t0.815\t1.020\t1.473\t1.072\t1.445\t0.937\t0.845\n0\t0.533\t-1.483\t1.324\t0.552\t-0.596\t0.802\t0.071\t-0.131\t2.173\t0.483\t-0.454\t-1.535\t0.000\t1.310\t-0.179\t1.155\t2.548\t0.394\t1.147\t-0.594\t0.000\t0.737\t0.809\t0.989\t0.739\t1.183\t0.744\t0.659\n0\t1.379\t0.643\t1.613\t0.635\t0.818\t0.499\t0.824\t0.459\t2.173\t0.851\t-0.110\t-0.988\t1.107\t1.195\t-1.419\t-0.511\t0.000\t0.834\t1.659\t1.188\t0.000\t0.852\t1.039\t0.989\t0.751\t1.038\t0.743\t0.720\n0\t0.509\t1.660\t0.101\t0.905\t1.166\t0.827\t0.414\t0.497\t2.173\t0.897\t-0.476\t-0.531\t0.000\t1.845\t0.247\t-1.252\t2.548\t0.508\t-0.715\t1.664\t0.000\t0.824\t0.897\t0.991\t1.349\t1.543\t1.362\t1.333\n0\t0.652\t-0.025\t-0.488\t0.889\t0.642\t1.352\t1.633\t1.191\t0.000\t1.260\t0.404\t0.065\t2.215\t1.243\t-1.543\t-0.261\t0.000\t1.768\t-0.762\t-1.568\t1.551\t1.196\t1.007\t0.991\t0.798\t1.652\t1.114\t0.910\n0\t0.744\t-1.339\t1.108\t1.265\t-0.117\t1.061\t0.033\t-1.610\t2.173\t0.904\t0.523\t1.071\t0.000\t1.542\t1.263\t-0.760\t1.274\t2.149\t0.066\t0.350\t0.000\t0.937\t1.030\t1.200\t2.102\t1.604\t1.573\t1.275\n0\t0.780\t-0.209\t-0.396\t1.516\t0.604\t1.264\t-1.444\t-1.401\t0.000\t0.711\t-0.710\t0.040\t0.000\t0.966\t0.808\t0.210\t2.548\t0.982\t0.071\t-1.631\t3.102\t0.922\t0.931\t1.182\t0.840\t0.802\t0.675\t0.653\n0\t0.515\t-0.616\t-0.983\t1.371\t1.470\t0.556\t-1.431\t-1.266\t0.000\t0.796\t-0.882\t-0.335\t2.215\t1.650\t0.404\t0.910\t1.274\t1.796\t-1.343\t-0.171\t0.000\t1.280\t0.881\t0.984\t0.879\t1.411\t1.204\t1.042\n0\t0.916\t-0.774\t-1.599\t1.237\t1.654\t0.699\t-1.346\t-0.683\t0.000\t1.280\t-2.726\t0.108\t0.000\t0.919\t0.543\t-1.191\t2.548\t2.122\t-1.351\t0.795\t3.102\t2.057\t1.613\t0.984\t0.694\t1.779\t1.698\t1.634\n1\t0.373\t-1.421\t-1.256\t1.301\t1.070\t1.247\t-0.256\t-0.546\t2.173\t0.515\t-1.144\t-0.765\t0.000\t0.597\t0.230\t1.645\t0.000\t0.508\t1.607\t0.475\t0.000\t0.895\t1.281\t0.987\t1.205\t0.949\t1.318\t1.087\n0\t0.934\t0.845\t0.735\t1.438\t1.326\t1.287\t0.649\t-0.063\t2.173\t0.883\t0.176\t-1.548\t0.000\t0.700\t1.337\t-1.069\t0.000\t0.466\t-0.748\t-0.792\t0.000\t0.945\t1.065\t0.989\t0.689\t0.425\t0.873\t0.813\n1\t0.925\t-0.516\t1.553\t1.652\t-1.320\t1.381\t-0.674\t0.582\t2.173\t0.788\t0.171\t-0.914\t0.000\t0.747\t-0.376\t-0.320\t2.548\t0.874\t0.493\t-0.489\t0.000\t0.822\t1.096\t0.987\t0.833\t0.934\t1.017\t0.890\n0\t2.976\t0.647\t1.331\t1.349\t0.977\t1.716\t1.199\t-0.346\t1.087\t0.551\t0.250\t-1.300\t2.215\t0.603\t0.406\t-0.864\t0.000\t0.490\t0.517\t-0.446\t0.000\t0.227\t0.585\t0.987\t0.948\t1.295\t1.467\t1.083\n0\t1.600\t0.098\t0.989\t1.153\t-0.323\t0.770\t0.652\t-1.612\t2.173\t1.032\t-0.993\t-0.077\t2.215\t0.820\t-1.548\t-1.004\t0.000\t0.638\t-1.462\t-0.287\t0.000\t0.897\t0.947\t1.741\t1.236\t1.785\t1.142\t1.090\n1\t0.469\t-0.520\t-0.197\t0.784\t0.493\t0.706\t1.172\t-0.188\t0.000\t0.943\t0.652\t-1.704\t2.215\t0.339\t0.820\t-1.278\t0.000\t0.909\t-0.942\t1.443\t1.551\t0.973\t1.006\t0.983\t0.882\t0.895\t0.847\t0.759\n0\t1.012\t-1.405\t-0.993\t0.339\t1.459\t0.950\t-0.743\t0.933\t2.173\t0.684\t0.085\t-0.010\t2.215\t0.893\t-1.307\t0.068\t0.000\t1.705\t-1.928\t-1.273\t0.000\t0.956\t0.933\t0.989\t0.963\t1.027\t0.798\t0.733\n1\t1.538\t-0.911\t-1.649\t0.908\t-1.338\t1.176\t-0.450\t-0.022\t0.000\t0.686\t0.431\t1.465\t1.107\t1.427\t-1.358\t-0.508\t0.000\t1.544\t-0.812\t-1.018\t0.000\t0.918\t0.881\t0.980\t1.128\t0.338\t0.805\t0.776\n1\t1.822\t0.449\t-0.602\t1.204\t1.549\t1.469\t1.241\t0.911\t2.173\t1.035\t-2.882\t-0.626\t0.000\t0.778\t0.724\t-1.323\t1.274\t0.445\t1.300\t1.206\t0.000\t0.339\t0.708\t1.914\t0.959\t1.242\t1.161\t0.879\n0\t1.310\t-0.374\t0.374\t0.728\t-0.391\t0.820\t1.373\t1.643\t2.173\t0.502\t0.478\t-1.600\t2.215\t0.588\t0.264\t-0.007\t0.000\t0.615\t0.397\t-1.227\t0.000\t0.649\t1.012\t0.991\t0.892\t0.482\t1.087\t0.849\n1\t0.658\t-0.398\t1.056\t1.011\t-1.420\t0.639\t-2.260\t-0.564\t0.000\t0.838\t-0.458\t0.564\t2.215\t0.645\t-1.067\t-1.598\t2.548\t0.751\t-2.263\t-0.833\t0.000\t0.437\t1.011\t0.990\t0.811\t0.778\t0.741\t0.763\n0\t1.411\t0.549\t0.986\t1.593\t1.617\t1.176\t1.928\t-0.584\t0.000\t1.099\t0.132\t0.543\t2.215\t0.626\t0.672\t-0.394\t0.000\t1.125\t0.383\t-1.359\t3.102\t1.025\t1.079\t1.118\t0.986\t1.007\t1.122\t1.146\n0\t1.715\t-0.244\t0.174\t1.362\t1.027\t0.765\t-0.958\t-0.561\t0.000\t1.403\t-0.976\t-1.520\t2.215\t0.473\t-0.121\t-1.634\t2.548\t0.544\t0.595\t0.529\t0.000\t1.239\t0.827\t1.473\t1.514\t0.400\t0.959\t0.912\n0\t0.402\t0.329\t0.974\t4.086\t0.837\t1.679\t-1.142\t-0.863\t0.000\t1.498\t-0.269\t-1.014\t2.215\t2.589\t-0.021\t1.090\t2.548\t0.996\t-0.507\t-0.456\t0.000\t0.893\t0.974\t0.988\t0.900\t2.001\t1.525\t1.599\n0\t0.561\t-1.451\t-0.368\t1.163\t-0.726\t0.330\t1.443\t0.731\t0.000\t0.939\t-0.073\t1.592\t2.215\t0.493\t0.098\t0.709\t0.000\t0.468\t-1.351\t-1.458\t0.000\t0.714\t0.641\t0.993\t0.814\t0.450\t1.122\t0.907\n0\t0.701\t-1.620\t0.066\t0.967\t-1.049\t0.781\t-0.442\t1.067\t2.173\t0.496\t-0.588\t-0.870\t0.000\t0.508\t-1.017\t0.551\t0.000\t1.068\t0.262\t-1.041\t3.102\t0.834\t0.863\t0.987\t1.047\t0.988\t0.956\t0.777\n0\t0.401\t2.426\t-0.606\t1.490\t1.552\t1.029\t-0.751\t-0.573\t2.173\t0.850\t-0.038\t-1.131\t0.000\t1.216\t-1.988\t1.033\t0.000\t2.206\t1.315\t0.532\t3.102\t0.884\t0.940\t0.997\t1.040\t2.675\t2.067\t1.644\n0\t0.831\t0.442\t-0.560\t0.735\t0.812\t0.867\t0.360\t-1.449\t2.173\t0.837\t0.873\t0.571\t2.215\t0.767\t0.808\t-1.130\t0.000\t0.538\t1.355\t0.290\t0.000\t0.730\t0.763\t1.023\t0.676\t1.261\t0.757\t0.654\n1\t0.875\t1.742\t-0.607\t1.152\t-0.394\t1.357\t0.734\t1.317\t2.173\t0.925\t0.277\t-0.263\t0.000\t1.456\t-0.111\t0.236\t2.548\t2.737\t0.248\t-1.555\t0.000\t0.911\t0.716\t0.996\t1.476\t1.646\t1.197\t0.995\n1\t1.970\t-1.563\t1.674\t0.458\t1.198\t0.530\t-0.770\t-1.064\t0.000\t1.630\t-1.088\t0.186\t2.215\t1.104\t-0.491\t0.859\t2.548\t0.563\t0.079\t-0.921\t0.000\t0.507\t1.061\t0.997\t1.033\t0.915\t1.077\t0.958\n1\t0.450\t0.935\t1.725\t1.143\t0.293\t0.690\t-0.337\t-1.355\t0.000\t0.789\t-0.795\t0.828\t2.215\t0.809\t-1.585\t-1.150\t0.000\t1.681\t0.337\t0.323\t1.551\t1.050\t1.103\t0.989\t0.589\t0.815\t0.972\t0.912\n1\t0.427\t-1.574\t-0.395\t1.617\t0.575\t0.723\t0.834\t-1.380\t2.173\t0.503\t0.861\t-0.403\t0.000\t0.787\t0.059\t0.618\t2.548\t0.498\t-0.488\t-1.535\t0.000\t0.765\t0.705\t0.984\t1.167\t0.988\t1.587\t1.288\n1\t0.828\t1.317\t-1.179\t1.732\t0.598\t0.919\t1.156\t0.315\t2.173\t0.413\t1.029\t1.732\t0.000\t0.419\t0.559\t-1.103\t0.000\t1.244\t-0.241\t0.126\t3.102\t1.028\t0.900\t1.658\t1.006\t0.919\t1.064\t1.143\n0\t0.313\t1.929\t-1.618\t0.968\t-1.034\t1.050\t-0.541\t1.030\t2.173\t1.094\t-0.941\t-0.978\t0.000\t1.372\t0.428\t0.457\t1.274\t0.480\t0.493\t-1.428\t0.000\t0.895\t1.294\t0.992\t1.216\t1.084\t1.036\t0.953\n1\t0.295\t1.743\t1.398\t0.617\t-0.558\t1.201\t1.148\t-1.353\t2.173\t0.815\t0.151\t0.607\t0.000\t1.295\t0.920\t-0.017\t0.000\t0.994\t0.020\t1.345\t3.102\t1.091\t0.916\t0.996\t0.943\t1.023\t1.029\t0.851\n0\t0.656\t-1.342\t-0.147\t0.498\t1.556\t0.834\t-0.052\t0.529\t0.000\t1.124\t-0.850\t-1.564\t0.000\t0.457\t-0.864\t-1.026\t2.548\t0.964\t-0.644\t-0.552\t0.000\t1.074\t0.898\t0.987\t0.534\t0.469\t0.535\t0.522\n1\t0.301\t-1.398\t-0.961\t1.635\t0.359\t0.537\t-0.360\t0.980\t0.000\t0.863\t-0.250\t1.684\t2.215\t1.350\t0.727\t-1.105\t2.548\t0.750\t0.585\t-0.694\t0.000\t0.847\t0.977\t0.989\t1.342\t0.926\t1.515\t1.210\n1\t0.809\t-0.770\t-1.438\t0.414\t-0.017\t0.946\t-0.015\t-0.712\t1.087\t0.841\t-0.102\t0.161\t2.215\t1.645\t-0.593\t0.972\t0.000\t0.440\t-1.367\t1.629\t0.000\t0.838\t0.846\t0.983\t0.984\t0.931\t0.893\t0.852\n0\t0.914\t-1.331\t0.121\t0.891\t-0.625\t0.363\t-0.929\t-1.204\t2.173\t0.690\t-1.310\t0.843\t0.000\t0.481\t0.398\t1.660\t2.548\t0.373\t-1.464\t-0.438\t0.000\t0.681\t0.792\t0.985\t0.727\t0.476\t0.719\t0.664\n0\t0.363\t1.698\t1.031\t0.515\t-0.515\t1.489\t0.552\t-1.621\t1.087\t0.965\t0.264\t-0.365\t2.215\t1.642\t1.183\t0.953\t0.000\t1.235\t1.580\t0.271\t0.000\t1.024\t1.343\t0.992\t0.982\t1.617\t1.300\t1.031\n0\t0.426\t0.962\t1.263\t1.068\t0.715\t2.309\t0.454\t-1.300\t0.000\t2.321\t-0.427\t0.388\t2.215\t0.318\t1.250\t0.037\t2.548\t0.543\t0.988\t-0.961\t0.000\t0.818\t0.900\t0.990\t0.889\t0.987\t1.616\t1.306\n0\t3.174\t-0.834\t0.584\t1.252\t0.590\t2.229\t-0.326\t-1.073\t0.000\t0.854\t0.454\t1.403\t2.215\t0.773\t-0.557\t-0.325\t2.548\t0.408\t0.580\t0.001\t0.000\t0.470\t0.481\t0.995\t1.280\t0.992\t0.953\t0.724\n0\t0.744\t-1.858\t-1.488\t0.354\t1.529\t1.012\t-1.097\t0.649\t1.087\t0.902\t-1.136\t-1.482\t2.215\t0.897\t-0.968\t-0.771\t0.000\t0.704\t0.571\t-0.403\t0.000\t0.914\t0.910\t0.998\t0.963\t1.321\t0.928\t0.802\n1\t0.427\t1.935\t-0.740\t0.358\t1.031\t1.412\t0.748\t1.134\t0.000\t1.128\t2.390\t-0.585\t0.000\t0.619\t1.224\t1.696\t0.000\t0.764\t-0.889\t0.602\t3.102\t0.958\t0.896\t0.995\t0.791\t0.558\t0.783\t0.704\n0\t1.099\t0.926\t-0.328\t2.444\t0.807\t0.476\t0.239\t-0.867\t0.000\t0.679\t-0.141\t-1.348\t2.215\t0.875\t-0.966\t-1.420\t2.548\t0.731\t0.614\t0.341\t0.000\t0.830\t0.880\t1.938\t1.396\t0.392\t1.207\t0.964\n0\t1.800\t0.980\t-0.200\t1.139\t-0.498\t0.794\t1.300\t0.718\t2.173\t0.853\t-0.486\t-1.335\t0.000\t1.001\t1.087\t1.336\t0.000\t1.184\t0.389\t-1.270\t3.102\t0.838\t1.329\t0.975\t0.829\t1.096\t0.896\t0.921\n0\t1.384\t1.429\t-1.160\t1.575\t-0.165\t0.769\t0.056\t1.470\t0.000\t1.060\t0.712\t-0.133\t2.215\t1.068\t-0.929\t1.203\t0.000\t0.796\t1.044\t0.822\t3.102\t1.001\t0.995\t1.599\t1.037\t0.666\t0.979\t1.200\n0\t0.752\t0.023\t0.513\t1.425\t-1.452\t0.362\t-0.547\t-0.141\t0.000\t0.891\t1.166\t-1.497\t0.000\t1.164\t-0.167\t0.882\t2.548\t1.160\t0.836\t-0.651\t0.000\t0.924\t1.213\t1.406\t0.750\t0.341\t0.730\t0.741\n1\t0.609\t-0.545\t-0.152\t0.547\t-0.941\t1.281\t0.395\t0.938\t2.173\t0.745\t0.074\t-1.054\t0.000\t0.799\t-0.626\t0.332\t2.548\t0.858\t1.365\t-1.130\t0.000\t0.902\t1.071\t0.993\t1.669\t0.973\t1.083\t1.115\n1\t1.732\t-0.716\t1.307\t0.731\t-1.693\t1.781\t1.419\t-0.132\t0.000\t0.805\t0.032\t-0.962\t2.215\t0.834\t0.187\t0.742\t2.548\t0.593\t-1.198\t-0.814\t0.000\t3.242\t1.956\t0.992\t1.065\t0.873\t1.301\t1.588\n1\t1.502\t-2.000\t1.067\t0.893\t-1.232\t0.639\t-0.366\t0.566\t2.173\t0.700\t-0.957\t0.188\t0.000\t1.100\t-0.502\t-0.496\t2.548\t0.370\t-1.676\t-1.563\t0.000\t0.763\t0.641\t1.408\t1.263\t0.859\t1.051\t0.845\n0\t1.205\t0.393\t-0.622\t1.410\t0.215\t1.350\t-0.152\t0.096\t2.173\t2.229\t-0.706\t1.528\t2.215\t0.718\t-1.895\t-1.602\t0.000\t1.458\t1.348\t-1.107\t0.000\t0.917\t0.969\t1.238\t0.913\t2.563\t1.530\t1.327\n0\t0.890\t0.409\t-1.370\t0.294\t-0.524\t0.777\t0.706\t1.532\t0.000\t0.872\t0.068\t-0.060\t2.215\t1.042\t0.108\t0.413\t2.548\t0.678\t0.598\t-0.857\t0.000\t0.925\t0.946\t0.981\t0.882\t0.419\t0.738\t0.711\n0\t1.150\t1.215\t-0.010\t0.780\t1.369\t0.647\t1.927\t1.408\t0.000\t1.635\t1.296\t-0.668\t2.215\t1.026\t-0.217\t0.961\t2.548\t0.597\t-1.350\t1.513\t0.000\t0.772\t1.152\t1.243\t0.986\t1.819\t1.104\t0.941\n1\t1.501\t-1.538\t1.725\t0.678\t-0.128\t0.831\t-0.384\t0.409\t2.173\t0.634\t0.088\t-0.893\t0.000\t0.602\t-1.332\t-0.146\t2.548\t0.677\t-1.051\t1.463\t0.000\t0.957\t1.002\t1.391\t0.793\t0.652\t0.827\t0.781\n1\t0.556\t-1.234\t-1.384\t0.887\t0.099\t0.782\t-2.655\t-1.663\t0.000\t0.959\t-1.007\t-0.267\t2.215\t0.548\t-0.658\t1.458\t2.548\t0.519\t-2.186\t0.135\t0.000\t0.972\t0.928\t0.987\t0.633\t0.779\t0.886\t0.803\n1\t1.273\t-0.051\t1.263\t0.909\t-0.898\t1.198\t0.057\t0.474\t2.173\t0.936\t-1.019\t1.461\t0.000\t1.977\t0.857\t-0.510\t2.548\t0.889\t-0.268\t-1.109\t0.000\t0.979\t1.402\t1.386\t1.271\t1.725\t1.332\t1.127\n1\t1.031\t0.476\t-0.487\t1.201\t-0.238\t0.770\t-0.599\t1.447\t2.173\t0.449\t-1.479\t1.050\t0.000\t0.535\t-0.929\t-0.913\t2.548\t0.552\t-1.722\t-1.273\t0.000\t0.590\t0.677\t0.988\t0.633\t0.699\t0.793\t0.745\n1\t0.652\t1.815\t-0.194\t0.102\t0.885\t0.669\t-0.181\t-1.314\t2.173\t0.688\t1.139\t0.712\t0.000\t0.921\t1.435\t1.492\t0.000\t0.988\t-0.154\t-0.005\t3.102\t0.828\t0.961\t0.995\t0.912\t0.796\t0.861\t0.755\n0\t0.619\t-1.019\t-0.097\t1.186\t0.560\t0.939\t1.433\t-0.944\t2.173\t1.077\t0.352\t-1.623\t0.000\t1.423\t0.230\t1.209\t2.548\t1.101\t2.302\t-0.156\t0.000\t0.950\t1.025\t0.982\t1.468\t1.623\t1.997\t1.561\n0\t0.682\t-0.056\t1.375\t0.770\t-0.795\t0.975\t-2.354\t0.473\t0.000\t1.348\t-0.297\t0.206\t0.000\t1.796\t-0.084\t-1.317\t2.548\t1.304\t0.643\t1.559\t0.000\t1.110\t0.840\t0.987\t0.499\t0.144\t0.482\t0.508\n0\t0.307\t0.677\t-1.475\t0.890\t1.507\t0.831\t1.435\t0.616\t0.000\t0.733\t-1.846\t-1.350\t0.000\t1.236\t0.466\t-0.098\t2.548\t0.726\t0.219\t-0.916\t0.000\t0.618\t0.828\t0.987\t1.078\t0.215\t0.852\t0.775\n0\t0.838\t0.951\t-1.299\t1.376\t-1.128\t0.675\t1.143\t0.735\t0.000\t0.655\t0.489\t-0.250\t2.215\t1.055\t-0.389\t0.522\t2.548\t0.410\t0.132\t1.657\t0.000\t0.724\t0.817\t0.995\t0.985\t0.709\t1.108\t0.935\n0\t0.363\t-0.449\t1.045\t1.043\t1.241\t1.332\t0.567\t0.584\t2.173\t0.988\t2.469\t-1.077\t0.000\t1.982\t0.075\t-0.862\t2.548\t1.660\t-0.020\t1.080\t0.000\t3.182\t2.456\t0.988\t1.220\t2.016\t1.828\t1.417\n1\t0.418\t1.992\t-0.009\t0.434\t-1.725\t0.520\t1.356\t0.105\t0.000\t0.763\t0.790\t-0.511\t0.000\t1.242\t-0.498\t1.233\t0.000\t1.172\t0.363\t-1.128\t3.102\t0.800\t0.786\t0.983\t0.518\t0.236\t0.520\t0.515\n1\t0.938\t0.586\t-0.409\t0.308\t-0.932\t1.032\t1.194\t0.512\t0.000\t1.728\t1.285\t-0.960\t2.215\t1.771\t1.465\t0.979\t0.000\t1.029\t0.760\t1.330\t3.102\t1.108\t0.830\t0.992\t0.763\t1.090\t1.169\t0.983\n1\t1.024\t-0.546\t-1.488\t0.893\t0.742\t0.309\t-1.944\t-0.282\t0.000\t0.772\t1.030\t-1.205\t2.215\t0.605\t-0.800\t1.106\t0.000\t0.790\t-1.433\t0.177\t0.000\t0.860\t0.678\t1.199\t1.076\t0.528\t0.838\t0.771\n1\t0.523\t0.925\t-0.158\t0.718\t1.169\t0.941\t0.426\t-1.532\t2.173\t0.790\t-0.219\t0.180\t0.000\t0.708\t-0.710\t-1.583\t0.000\t0.990\t-2.242\t0.625\t0.000\t0.818\t0.769\t0.987\t0.854\t0.900\t1.148\t0.987\n1\t1.260\t1.007\t0.192\t0.505\t-1.233\t0.367\t-1.224\t-1.310\t2.173\t0.626\t-0.337\t1.075\t2.215\t0.548\t0.249\t1.167\t0.000\t0.751\t-0.610\t-0.981\t0.000\t0.758\t0.602\t1.060\t0.886\t0.673\t0.833\t0.692\n1\t1.282\t0.369\t-0.090\t0.149\t-0.570\t0.680\t1.053\t0.898\t1.087\t0.685\t0.002\t1.559\t0.000\t0.701\t-0.793\t-1.087\t2.548\t0.829\t1.854\t-1.072\t0.000\t0.944\t1.090\t0.989\t0.709\t1.281\t0.825\t0.759\n0\t0.331\t-2.005\t1.520\t0.485\t0.069\t0.711\t-0.243\t0.230\t0.000\t0.824\t0.867\t-0.716\t2.215\t1.827\t0.362\t1.604\t2.548\t0.387\t-0.090\t-0.773\t0.000\t0.631\t0.844\t0.977\t0.973\t1.177\t0.873\t0.786\n1\t0.679\t-0.432\t-0.483\t0.444\t1.661\t0.920\t0.431\t1.568\t2.173\t0.841\t0.148\t-0.191\t0.000\t1.240\t-0.521\t0.248\t1.274\t0.845\t-0.812\t-1.156\t0.000\t1.063\t0.851\t0.982\t1.139\t1.420\t0.927\t0.845\n0\t0.676\t0.091\t-1.669\t0.964\t-0.792\t1.991\t1.877\t1.189\t0.000\t1.520\t-2.296\t-0.471\t0.000\t1.190\t-0.065\t-0.881\t2.548\t1.850\t1.437\t0.521\t0.000\t0.656\t1.024\t0.989\t0.663\t0.348\t0.906\t0.798\n1\t0.280\t0.811\t0.232\t1.078\t1.348\t0.911\t-0.233\t-0.860\t0.000\t1.246\t0.155\t1.177\t2.215\t0.842\t-0.316\t0.228\t2.548\t1.320\t-0.882\t-0.546\t0.000\t0.851\t0.870\t0.984\t0.702\t0.868\t0.965\t0.837\n0\t0.763\t-0.043\t-1.486\t0.834\t0.666\t0.779\t0.036\t0.883\t0.000\t0.960\t0.481\t-0.325\t2.215\t0.952\t-0.682\t-0.671\t2.548\t0.976\t-0.578\t1.617\t0.000\t0.957\t1.037\t1.030\t0.852\t0.742\t0.852\t0.739\n0\t1.628\t-0.421\t0.916\t0.651\t0.386\t0.709\t0.821\t-0.917\t0.000\t1.225\t-0.035\t-0.886\t1.107\t0.658\t0.547\t1.452\t1.274\t0.674\t-0.036\t0.520\t0.000\t1.122\t0.889\t0.980\t0.667\t0.876\t0.834\t0.800\n1\t1.197\t1.292\t0.632\t0.115\t-0.768\t0.932\t-0.352\t-1.151\t2.173\t0.737\t0.822\t0.914\t0.000\t1.088\t0.232\t-0.366\t2.548\t0.676\t-1.164\t-1.573\t0.000\t1.117\t1.151\t0.992\t1.230\t0.904\t1.176\t0.980\n1\t0.798\t0.803\t-0.317\t1.451\t-0.005\t0.545\t-0.634\t-0.467\t0.000\t1.418\t-0.172\t1.628\t2.215\t0.937\t-1.180\t1.038\t2.548\t0.790\t-0.053\t-1.354\t0.000\t0.776\t1.013\t0.976\t1.101\t0.952\t1.042\t0.880\n1\t0.549\t0.720\t-1.017\t0.378\t-0.784\t0.672\t1.032\t1.002\t0.000\t0.969\t0.218\t-1.742\t0.000\t1.688\t-0.908\t-0.359\t0.000\t1.551\t-0.430\t0.175\t3.102\t0.901\t0.881\t0.984\t0.746\t0.584\t0.850\t0.818\n1\t1.388\t0.814\t-0.929\t0.752\t1.169\t0.966\t-0.601\t1.475\t2.173\t0.457\t-0.532\t0.197\t0.000\t1.272\t-0.627\t-0.421\t2.548\t1.003\t0.789\t0.530\t0.000\t0.768\t0.867\t1.344\t1.323\t1.369\t1.105\t0.944\n0\t1.201\t-0.727\t0.120\t1.121\t0.664\t0.489\t1.227\t0.423\t2.173\t0.789\t0.193\t-0.930\t0.000\t1.027\t-1.081\t-1.394\t1.274\t0.629\t0.829\t1.538\t0.000\t0.820\t0.928\t0.980\t1.396\t1.616\t1.136\t1.021\n1\t2.302\t0.967\t-0.183\t1.723\t0.243\t1.648\t0.265\t1.687\t2.173\t0.565\t0.924\t-1.578\t0.000\t0.755\t0.772\t0.361\t2.548\t1.112\t0.327\t-0.693\t0.000\t0.878\t1.029\t1.036\t0.569\t1.356\t1.397\t1.085\n0\t0.772\t0.975\t-0.343\t3.733\t0.125\t1.062\t0.826\t-1.451\t2.173\t0.862\t1.219\t1.657\t2.215\t0.917\t1.118\t0.745\t0.000\t1.025\t0.629\t1.344\t0.000\t0.921\t1.197\t0.993\t1.792\t0.556\t1.316\t1.276\n1\t1.322\t-0.057\t-1.155\t1.228\t-0.795\t0.668\t0.883\t0.198\t2.173\t0.497\t-2.015\t0.196\t0.000\t0.736\t0.090\t1.692\t0.000\t0.842\t0.973\t0.741\t0.000\t0.819\t0.907\t0.990\t1.318\t0.870\t1.055\t0.962\n1\t1.209\t-0.271\t1.366\t1.608\t-1.540\t0.841\t-0.296\t-0.142\t2.173\t0.672\t1.054\t0.725\t1.107\t0.781\t-0.259\t-0.684\t0.000\t0.973\t1.708\t-0.707\t0.000\t0.912\t1.170\t0.990\t1.142\t1.137\t1.052\t1.023\n1\t1.679\t0.866\t-1.547\t0.650\t1.446\t3.177\t-0.994\t-0.394\t0.000\t2.719\t0.112\t1.184\t2.215\t0.887\t0.390\t0.535\t0.000\t0.676\t0.742\t1.078\t1.551\t0.458\t0.803\t0.985\t0.585\t0.500\t0.924\t0.824\n0\t0.672\t-0.444\t-0.749\t1.491\t0.160\t0.503\t-0.941\t1.711\t2.173\t0.578\t0.193\t-1.446\t1.107\t0.739\t0.482\t1.240\t0.000\t0.609\t0.990\t-0.270\t0.000\t0.765\t0.905\t1.014\t0.847\t0.534\t0.711\t0.692\n1\t0.393\t0.298\t-0.602\t0.761\t0.230\t0.654\t-0.862\t-1.403\t0.000\t1.664\t-0.382\t-0.068\t2.215\t1.480\t-0.873\t1.501\t0.000\t2.229\t0.488\t1.183\t1.551\t0.888\t1.376\t0.984\t0.752\t1.802\t1.315\t1.081\n0\t1.965\t0.015\t-1.078\t1.834\t-1.513\t0.983\t-1.160\t0.475\t0.000\t1.370\t-0.091\t0.653\t1.107\t1.060\t-0.790\t-0.699\t1.274\t0.622\t-0.375\t0.100\t0.000\t0.591\t0.896\t1.002\t1.568\t1.305\t1.136\t1.132\n0\t1.339\t-1.146\t1.691\t1.009\t-0.423\t0.553\t-1.650\t-1.511\t0.000\t0.754\t2.626\t0.905\t0.000\t0.826\t-1.249\t-0.023\t2.548\t1.097\t-0.354\t-0.007\t3.102\t0.915\t1.499\t1.522\t0.897\t0.357\t1.496\t1.666\n0\t0.875\t-1.405\t1.598\t1.502\t-1.077\t1.243\t-0.550\t0.708\t0.000\t0.986\t0.597\t-0.376\t0.000\t0.904\t-0.325\t-0.235\t2.548\t1.526\t-0.561\t1.539\t3.102\t0.795\t0.905\t1.060\t0.957\t0.909\t0.755\t0.890\n0\t0.941\t-0.130\t1.085\t1.833\t-1.473\t0.588\t-0.519\t-0.682\t2.173\t0.390\t-0.496\t0.090\t2.215\t0.418\t1.692\t0.810\t0.000\t0.632\t-2.095\t-0.876\t0.000\t2.558\t1.411\t1.352\t1.005\t0.452\t0.923\t0.929\n1\t0.410\t1.530\t-0.047\t1.723\t1.261\t0.834\t-0.022\t-0.675\t0.000\t0.941\t-0.304\t-0.105\t0.000\t0.886\t0.616\t-1.442\t2.548\t1.286\t0.535\t0.933\t3.102\t0.965\t1.028\t1.077\t0.689\t0.687\t0.825\t0.985\n0\t1.643\t1.920\t-0.834\t0.596\t0.819\t0.314\t0.953\t1.240\t2.173\t0.542\t0.136\t0.539\t0.000\t0.657\t2.699\t-0.002\t0.000\t0.423\t0.761\t1.732\t1.551\t1.819\t1.036\t1.367\t0.871\t0.165\t0.662\t0.724\n1\t1.263\t-0.324\t-1.330\t0.879\t-1.105\t1.129\t2.222\t0.158\t0.000\t0.926\t0.117\t0.672\t0.000\t0.987\t0.075\t1.596\t2.548\t0.752\t0.877\t-0.111\t0.000\t0.951\t1.655\t0.989\t0.601\t0.866\t1.950\t1.868\n0\t0.458\t-0.679\t1.010\t1.061\t0.027\t0.459\t0.645\t-1.276\t0.000\t0.806\t0.345\t1.370\t2.215\t0.600\t-0.233\t-0.052\t0.000\t0.995\t1.130\t-0.823\t1.551\t0.952\t0.829\t0.988\t1.497\t0.854\t1.135\t0.958\n0\t0.929\t-1.495\t1.261\t0.941\t0.527\t0.755\t-0.943\t-0.948\t2.173\t0.302\t-2.844\t-0.602\t0.000\t0.651\t0.367\t-1.636\t0.000\t0.663\t-0.897\t0.543\t3.102\t1.819\t1.062\t0.991\t1.016\t0.731\t0.770\t0.761\n0\t0.903\t-0.404\t0.577\t1.613\t1.362\t0.788\t1.083\t-0.629\t2.173\t0.885\t2.188\t-0.619\t0.000\t1.406\t0.600\t1.561\t2.548\t1.121\t1.697\t0.121\t0.000\t0.814\t0.865\t1.087\t0.924\t1.240\t1.091\t1.320\n1\t0.430\t-0.517\t-1.086\t1.119\t0.367\t1.171\t-0.970\t-1.738\t1.087\t1.217\t-1.147\t-0.436\t0.000\t1.185\t-1.075\t1.072\t2.548\t0.724\t-2.325\t-0.278\t0.000\t1.109\t1.218\t0.987\t1.173\t0.851\t1.083\t1.027\n1\t0.732\t-1.361\t1.083\t1.131\t-1.352\t0.503\t-0.085\t-1.569\t0.000\t0.966\t1.076\t0.147\t0.000\t0.826\t0.080\t-0.802\t1.274\t0.573\t1.918\t1.178\t0.000\t0.991\t0.998\t1.024\t0.679\t0.228\t0.665\t1.072\n0\t2.456\t-1.429\t-1.717\t0.197\t-1.586\t0.648\t-1.317\t-0.489\t0.000\t1.775\t1.145\t0.564\t2.215\t0.738\t-1.293\t-0.882\t2.548\t1.338\t0.948\t-0.262\t0.000\t0.815\t0.829\t0.972\t0.712\t2.376\t1.896\t1.550\n1\t0.574\t-0.903\t-0.179\t0.218\t0.638\t0.885\t-0.656\t-1.050\t0.000\t1.333\t-0.224\t0.469\t2.215\t1.170\t-0.151\t1.125\t0.000\t0.396\t0.239\t-0.684\t3.102\t0.909\t0.635\t0.979\t0.733\t0.590\t0.877\t0.775\n1\t1.100\t0.125\t1.370\t0.797\t-1.120\t1.204\t0.026\t0.251\t2.173\t0.837\t0.315\t-0.619\t0.000\t1.156\t-0.403\t0.940\t2.548\t0.967\t0.745\t-1.074\t0.000\t0.577\t1.079\t1.016\t1.161\t0.923\t0.901\t0.842\n0\t0.640\t0.554\t-0.854\t0.517\t0.768\t0.653\t0.651\t-1.686\t1.087\t0.489\t-0.892\t0.321\t0.000\t1.065\t-0.300\t1.280\t0.000\t1.852\t-0.659\t-0.284\t3.102\t0.904\t0.939\t0.987\t0.761\t1.441\t0.886\t0.744\n1\t0.898\t-0.919\t-1.230\t1.775\t-1.067\t3.290\t0.745\t0.740\t2.173\t1.155\t-1.214\t-1.023\t0.000\t1.936\t-0.402\t-1.052\t2.548\t0.686\t-1.478\t-0.222\t0.000\t0.826\t0.869\t0.990\t2.817\t3.718\t2.473\t1.997\n0\t0.898\t-0.579\t-0.895\t0.481\t0.266\t1.002\t-0.434\t1.542\t0.000\t1.038\t-0.381\t-0.427\t2.215\t0.744\t-1.161\t0.279\t2.548\t0.731\t-1.116\t1.159\t0.000\t0.755\t0.893\t0.992\t0.634\t0.700\t0.843\t0.757\n1\t0.976\t0.562\t-1.314\t0.042\t-0.888\t0.345\t-1.612\t1.362\t0.000\t0.469\t0.520\t0.347\t2.215\t0.613\t-0.417\t-1.085\t0.000\t0.848\t0.368\t-0.092\t0.000\t0.840\t0.875\t0.823\t0.626\t0.306\t0.600\t0.583\n1\t0.762\t-0.230\t0.902\t1.662\t0.148\t0.395\t-1.424\t0.310\t1.087\t0.751\t-1.582\t1.687\t2.215\t0.685\t0.651\t-1.587\t0.000\t1.069\t-0.819\t-0.659\t0.000\t0.900\t1.822\t0.988\t1.215\t0.762\t1.540\t1.292\n0\t0.526\t1.027\t0.306\t0.760\t1.101\t1.431\t0.558\t0.021\t2.173\t1.661\t-0.718\t-1.312\t0.000\t1.528\t-2.229\t0.914\t0.000\t1.649\t-1.052\t-0.965\t1.551\t1.263\t0.926\t0.989\t1.386\t2.118\t1.710\t1.914\n1\t0.966\t0.863\t-0.461\t1.140\t-1.530\t1.987\t1.369\t-1.721\t0.000\t3.129\t0.610\t0.172\t2.215\t1.659\t0.672\t-1.583\t0.000\t1.784\t0.367\t0.617\t3.102\t0.796\t0.980\t1.193\t1.560\t0.857\t1.176\t1.078\n0\t0.683\t-1.500\t0.194\t0.300\t1.120\t0.733\t-0.964\t0.556\t2.173\t0.439\t-1.639\t1.018\t0.000\t1.123\t-1.588\t-1.356\t0.000\t1.811\t-0.498\t-1.045\t3.102\t0.907\t1.008\t0.999\t0.817\t1.231\t0.833\t0.743\n1\t0.707\t-0.267\t-1.036\t0.661\t0.297\t0.534\t-1.130\t-0.146\t2.173\t0.505\t-0.033\t0.486\t0.000\t0.866\t0.308\t1.710\t0.000\t0.824\t-0.957\t-1.393\t3.102\t0.925\t0.986\t0.982\t0.588\t0.633\t0.667\t0.603\n1\t0.361\t-2.075\t-1.158\t0.480\t-0.690\t0.877\t-0.763\t1.216\t0.000\t0.516\t-0.280\t-1.716\t0.000\t1.029\t-1.319\t0.420\t0.000\t2.681\t0.307\t-0.701\t3.102\t0.943\t1.152\t0.997\t0.719\t0.853\t0.769\t0.693\n0\t0.287\t-2.017\t-0.482\t0.669\t1.712\t0.784\t-0.242\t1.412\t2.173\t0.488\t0.324\t0.155\t0.000\t1.219\t-0.538\t-0.237\t2.548\t0.723\t-0.701\t-0.865\t0.000\t0.781\t0.891\t0.993\t0.753\t1.232\t0.719\t0.641\n0\t2.353\t-1.596\t-1.284\t0.329\t-0.025\t1.118\t-0.854\t0.258\t2.173\t0.809\t-1.235\t1.348\t2.215\t0.635\t-0.373\t-0.721\t0.000\t0.718\t-0.569\t0.925\t0.000\t0.749\t0.796\t1.105\t0.885\t1.199\t1.055\t0.854\n0\t1.735\t-0.152\t0.244\t0.577\t-1.364\t1.115\t-0.228\t-0.997\t1.087\t0.956\t-0.462\t0.673\t2.215\t1.146\t-0.902\t-1.348\t0.000\t1.246\t-0.704\t1.397\t0.000\t0.822\t0.986\t1.375\t1.165\t1.527\t0.958\t0.903\n0\t1.749\t0.203\t1.214\t0.333\t-0.163\t1.069\t-0.108\t-0.940\t2.173\t0.805\t-0.412\t0.185\t2.215\t0.483\t0.026\t-0.166\t0.000\t0.521\t0.638\t1.132\t0.000\t0.677\t0.829\t1.000\t0.823\t1.179\t0.901\t0.721\n0\t0.536\t-0.150\t0.151\t1.955\t0.167\t1.482\t-0.858\t-1.701\t2.173\t0.823\t-0.418\t-0.397\t2.215\t0.916\t-1.344\t-1.165\t0.000\t0.685\t-1.110\t0.971\t0.000\t0.822\t0.879\t0.985\t0.790\t1.542\t1.198\t0.963\n1\t0.429\t0.128\t1.159\t1.567\t-1.045\t1.043\t1.148\t0.606\t0.000\t0.744\t-0.803\t1.284\t1.107\t0.766\t0.790\t-0.881\t0.000\t0.944\t-0.682\t-0.517\t3.102\t1.583\t1.391\t1.040\t0.891\t0.755\t1.093\t0.961\n1\t1.115\t0.166\t0.395\t0.574\t-0.059\t0.457\t-0.565\t0.400\t0.000\t1.514\t0.487\t-1.270\t2.215\t0.978\t0.689\t-0.434\t2.548\t0.760\t-1.484\t1.367\t0.000\t0.899\t1.150\t0.993\t1.318\t0.900\t1.048\t0.941\n0\t0.991\t-0.327\t-0.317\t1.242\t-1.314\t0.777\t-0.382\t-1.323\t2.173\t1.058\t0.118\t0.965\t0.000\t0.306\t-2.208\t0.250\t0.000\t0.821\t-0.428\t0.725\t3.102\t1.531\t0.844\t1.202\t0.742\t0.815\t0.799\t0.790\n1\t2.115\t0.145\t1.612\t0.171\t0.256\t1.080\t0.163\t-0.565\t2.173\t1.030\t0.344\t-1.326\t2.215\t1.993\t0.620\t-0.872\t0.000\t2.771\t-0.026\t0.075\t0.000\t0.900\t1.128\t0.989\t0.742\t0.992\t0.973\t0.970\n0\t0.720\t0.215\t-1.644\t0.663\t-1.244\t0.996\t-0.214\t0.097\t1.087\t0.499\t-0.871\t0.820\t2.215\t0.586\t-0.894\t-0.483\t0.000\t0.806\t-1.133\t1.248\t0.000\t0.772\t0.904\t0.988\t0.702\t0.725\t0.774\t0.668\n0\t0.650\t1.213\t-1.659\t1.007\t-0.191\t0.565\t1.235\t-0.030\t2.173\t0.716\t1.003\t-1.194\t0.000\t1.297\t0.308\t0.750\t2.548\t1.051\t0.154\t1.728\t0.000\t0.739\t0.968\t1.087\t0.664\t0.852\t0.767\t0.708\n0\t1.389\t0.316\t0.779\t0.515\t0.032\t0.963\t-0.185\t-0.320\t0.000\t0.910\t-0.266\t-1.534\t2.215\t0.597\t-0.585\t-1.080\t0.000\t1.187\t-0.204\t1.166\t3.102\t0.917\t0.988\t0.985\t0.945\t0.611\t0.749\t0.751\n0\t1.477\t-1.232\t-1.403\t2.478\t0.739\t0.722\t-2.632\t0.550\t0.000\t1.191\t-0.846\t0.027\t2.215\t1.041\t-1.295\t-1.024\t2.548\t1.085\t-0.912\t0.903\t0.000\t1.241\t1.229\t2.480\t1.551\t1.016\t1.132\t1.103\n0\t1.743\t0.631\t0.983\t0.360\t-1.295\t0.761\t-0.091\t-1.714\t2.173\t0.982\t0.344\t0.303\t1.107\t1.331\t-0.273\t-0.559\t0.000\t0.728\t1.061\t-0.627\t0.000\t0.948\t0.938\t0.987\t0.822\t1.265\t0.869\t0.829\n1\t0.955\t0.720\t-0.512\t0.748\t0.585\t0.764\t0.066\t0.125\t0.000\t1.089\t0.266\t1.683\t1.107\t0.967\t0.960\t1.435\t0.000\t0.902\t0.011\t-1.177\t3.102\t0.987\t0.763\t0.988\t0.665\t0.493\t0.649\t0.616\n0\t0.710\t1.010\t-0.547\t1.962\t-0.115\t0.517\t-1.508\t1.463\t0.000\t0.353\t0.763\t1.118\t1.107\t0.569\t-0.538\t-1.186\t0.000\t1.116\t-2.247\t1.369\t0.000\t0.816\t0.920\t0.992\t0.827\t0.260\t0.719\t1.256\n1\t0.791\t1.625\t-0.842\t1.190\t0.526\t1.009\t0.953\t-0.496\t0.000\t0.630\t1.433\t0.253\t0.000\t2.080\t0.518\t-1.537\t2.548\t0.686\t0.206\t0.502\t0.000\t0.983\t0.932\t1.268\t1.309\t0.899\t0.968\t0.888\n0\t1.053\t1.508\t-1.693\t0.568\t0.846\t0.397\t-0.074\t0.312\t0.000\t0.471\t-1.189\t-0.713\t0.000\t0.663\t-0.216\t1.325\t2.548\t1.114\t0.919\t-0.502\t3.102\t0.920\t0.926\t0.982\t0.966\t0.808\t0.751\t0.937\n0\t0.398\t0.361\t-1.595\t1.257\t-0.890\t0.488\t-0.037\t0.201\t2.173\t0.495\t0.920\t-1.451\t0.000\t1.420\t-0.910\t0.913\t2.548\t0.773\t-1.878\t1.382\t0.000\t1.969\t1.339\t0.983\t1.838\t0.809\t1.238\t1.269\n0\t1.436\t0.754\t1.461\t0.679\t0.937\t1.147\t0.907\t0.728\t2.173\t1.259\t2.236\t-0.826\t0.000\t0.618\t2.559\t-0.588\t0.000\t1.200\t0.783\t-0.651\t0.000\t0.839\t0.891\t0.990\t0.894\t0.912\t1.075\t1.055\n1\t1.971\t0.244\t1.418\t0.300\t0.855\t1.172\t-0.721\t-0.027\t2.173\t1.213\t-0.333\t1.476\t0.000\t1.845\t-1.755\t-0.914\t0.000\t1.467\t-0.459\t0.744\t3.102\t1.927\t1.609\t0.987\t1.600\t0.896\t1.170\t1.393\n0\t0.302\t2.018\t-1.277\t0.597\t1.259\t1.128\t0.103\t1.665\t2.173\t1.425\t0.883\t0.157\t0.000\t0.998\t1.104\t-0.389\t2.548\t0.521\t-0.086\t-0.064\t0.000\t0.944\t0.747\t0.980\t0.757\t1.486\t1.026\t0.844\n0\t0.576\t-1.449\t-0.841\t1.060\t0.461\t0.406\t-0.230\t-0.552\t0.000\t0.727\t0.336\t-1.537\t2.215\t0.654\t-0.839\t0.407\t0.000\t0.528\t-0.155\t0.309\t0.000\t0.885\t0.779\t0.998\t0.997\t0.491\t0.851\t0.727\n0\t0.689\t-0.916\t0.548\t0.582\t-0.777\t1.086\t-0.155\t-0.016\t2.173\t0.534\t-1.636\t1.683\t0.000\t1.166\t-0.829\t-1.333\t2.548\t0.914\t-0.271\t1.172\t0.000\t0.780\t0.686\t0.986\t0.736\t1.408\t0.917\t0.770\n1\t1.186\t0.864\t-1.263\t0.128\t-0.595\t0.624\t-0.351\t-0.838\t0.000\t1.119\t-0.320\t0.439\t1.107\t1.216\t-1.048\t1.183\t2.548\t0.993\t-0.835\t-0.519\t0.000\t0.912\t1.011\t0.985\t1.054\t0.932\t0.923\t0.880\n1\t0.971\t-0.290\t-0.067\t0.518\t-1.355\t1.235\t-0.582\t1.097\t2.173\t0.454\t0.731\t-0.682\t0.000\t0.612\t-2.476\t-0.510\t0.000\t1.040\t-1.711\t-1.530\t0.000\t0.985\t0.732\t0.988\t1.027\t1.111\t0.932\t0.804\n0\t1.612\t-1.261\t0.767\t0.427\t-0.792\t1.001\t0.579\t1.631\t2.173\t0.632\t0.206\t-0.626\t0.000\t0.662\t1.057\t-0.479\t0.000\t0.536\t-1.199\t0.278\t0.000\t0.907\t0.937\t1.133\t0.672\t1.522\t1.108\t0.945\n0\t0.977\t-0.370\t0.268\t0.552\t-0.557\t0.660\t0.655\t-1.497\t2.173\t0.487\t0.118\t0.080\t0.000\t0.827\t0.266\t-1.264\t2.548\t1.086\t-0.301\t1.101\t0.000\t0.788\t0.911\t0.979\t0.724\t0.257\t0.640\t0.625\n0\t1.102\t0.438\t0.216\t2.674\t-0.117\t1.806\t0.117\t0.347\t1.087\t1.679\t-0.558\t1.620\t0.000\t1.705\t-0.046\t-1.712\t0.000\t2.180\t-0.314\t-1.167\t3.102\t0.774\t0.970\t1.008\t1.229\t2.121\t1.557\t1.657\n1\t0.782\t-1.167\t0.637\t1.254\t0.318\t0.591\t-0.677\t1.648\t2.173\t1.543\t-0.682\t-1.025\t2.215\t0.443\t2.021\t0.329\t0.000\t0.539\t-0.013\t-1.063\t0.000\t0.897\t1.132\t0.992\t1.309\t0.938\t1.026\t1.008\n0\t0.410\t1.046\t-0.996\t1.391\t0.347\t0.950\t0.196\t1.532\t2.173\t1.142\t-0.547\t-0.658\t2.215\t0.509\t-1.036\t0.232\t0.000\t0.367\t-0.751\t1.202\t0.000\t0.370\t0.789\t0.986\t1.315\t1.530\t1.143\t0.923\n0\t0.479\t0.381\t-0.501\t0.937\t0.474\t0.583\t-0.236\t-1.522\t0.000\t0.595\t0.260\t0.029\t2.215\t1.088\t-0.392\t1.074\t2.548\t0.984\t0.463\t-1.118\t0.000\t0.795\t0.810\t0.987\t0.645\t0.756\t0.726\t0.724\n0\t0.560\t0.745\t-1.406\t1.016\t-0.085\t1.266\t1.348\t0.797\t0.000\t2.000\t-0.325\t-1.488\t0.000\t1.941\t0.705\t-0.665\t2.548\t1.779\t-0.105\t0.245\t0.000\t1.021\t1.017\t0.987\t0.704\t1.061\t1.038\t0.952\n1\t0.359\t0.516\t1.009\t0.928\t-1.661\t1.737\t-1.449\t0.845\t0.000\t2.331\t0.054\t-1.149\t1.107\t0.668\t-1.865\t-0.914\t0.000\t0.645\t-1.891\t1.021\t0.000\t0.924\t0.808\t0.991\t1.684\t0.906\t1.283\t1.162\n0\t0.583\t1.670\t0.232\t1.047\t-1.147\t0.383\t1.250\t-0.708\t1.087\t0.861\t0.839\t-1.680\t2.215\t0.922\t0.646\t0.725\t0.000\t1.100\t-0.605\t0.498\t0.000\t0.897\t0.983\t1.024\t0.790\t0.670\t0.778\t0.800\n1\t1.042\t0.073\t-1.709\t0.733\t-1.244\t0.751\t-1.236\t0.407\t0.000\t0.987\t-0.109\t-1.042\t1.107\t1.164\t0.851\t-0.533\t2.548\t0.412\t-0.746\t-0.296\t0.000\t0.525\t1.088\t0.994\t0.820\t0.802\t0.958\t0.957\n0\t1.561\t0.156\t1.161\t0.981\t0.477\t0.919\t0.613\t-0.100\t1.087\t0.767\t-0.225\t-0.788\t0.000\t1.113\t0.213\t-1.480\t0.000\t0.697\t0.890\t1.516\t3.102\t0.892\t1.152\t0.990\t0.634\t0.863\t0.765\t0.819\n0\t0.380\t-1.728\t-0.043\t1.067\t-1.011\t0.663\t-1.366\t1.091\t0.000\t0.805\t-0.549\t0.209\t2.215\t1.101\t-1.087\t-0.932\t2.548\t0.528\t-0.544\t-1.575\t0.000\t0.695\t0.843\t0.981\t0.755\t0.915\t0.695\t0.658\n1\t0.794\t-1.267\t-1.112\t0.105\t1.390\t2.089\t2.397\t0.795\t0.000\t2.684\t0.253\t-1.161\t0.000\t1.144\t-2.231\t0.078\t0.000\t1.417\t-0.103\t0.286\t3.102\t0.684\t0.801\t0.977\t0.765\t0.809\t0.865\t0.769\n1\t2.189\t-1.398\t0.462\t0.401\t0.213\t0.883\t-2.216\t-1.411\t0.000\t0.710\t-0.133\t-1.077\t0.000\t0.711\t-0.443\t1.544\t2.548\t0.556\t-0.851\t0.821\t0.000\t0.893\t0.687\t0.998\t0.967\t0.720\t0.954\t0.850\n0\t0.378\t0.470\t-0.426\t1.218\t1.485\t0.638\t0.128\t1.089\t0.000\t0.902\t-0.260\t-0.009\t2.215\t0.872\t1.224\t-0.769\t2.548\t0.467\t-0.762\t-0.383\t0.000\t0.928\t1.024\t0.985\t0.849\t1.035\t0.772\t0.712\n0\t0.822\t-0.857\t-1.585\t2.376\t1.716\t1.383\t1.061\t0.435\t2.173\t0.729\t-0.799\t-0.180\t0.000\t0.823\t0.693\t-1.267\t2.548\t0.639\t1.594\t-0.003\t0.000\t1.639\t1.146\t0.987\t2.053\t1.344\t1.349\t1.245\n0\t1.386\t0.269\t0.523\t0.810\t1.034\t0.949\t2.790\t-1.579\t0.000\t1.040\t-0.587\t-0.154\t2.215\t0.908\t0.943\t-0.851\t2.548\t0.413\t-1.365\t0.921\t0.000\t4.451\t2.470\t0.990\t1.141\t1.124\t2.102\t1.673\n0\t0.671\t0.041\t0.854\t0.253\t-0.983\t0.611\t-1.057\t1.428\t2.173\t0.328\t1.090\t-1.242\t0.000\t0.560\t-0.274\t0.226\t2.548\t1.228\t-1.112\t0.238\t0.000\t1.522\t0.877\t0.988\t0.657\t0.705\t0.721\t0.634\n0\t0.400\t-0.065\t0.333\t1.495\t-1.370\t0.814\t-0.855\t-0.416\t2.173\t0.980\t0.199\t0.820\t0.000\t0.653\t-1.121\t0.945\t0.000\t0.456\t1.466\t1.137\t0.000\t0.897\t1.103\t1.071\t0.519\t0.764\t0.697\t0.679\n1\t1.130\t0.874\t-0.450\t1.158\t-1.282\t0.844\t0.815\t1.672\t0.000\t1.550\t0.497\t0.023\t2.215\t0.757\t-2.651\t-1.588\t0.000\t0.777\t2.167\t0.829\t0.000\t0.612\t1.401\t1.079\t0.644\t0.384\t0.793\t0.791\n1\t0.869\t1.335\t-1.680\t1.378\t-1.025\t1.077\t1.231\t0.802\t1.087\t0.902\t0.928\t-1.072\t0.000\t1.727\t-0.573\t0.491\t0.000\t1.029\t0.306\t1.705\t3.102\t0.888\t0.710\t0.991\t1.263\t0.953\t0.933\t0.845\n0\t1.130\t0.396\t1.621\t0.779\t0.939\t0.981\t1.259\t0.052\t0.000\t1.422\t-0.275\t-1.411\t2.215\t0.928\t1.691\t0.474\t0.000\t0.977\t0.876\t-0.842\t3.102\t0.815\t0.844\t0.989\t0.883\t0.925\t1.264\t1.130\n0\t0.907\t0.285\t-1.367\t0.727\t-0.102\t0.718\t1.421\t0.126\t2.173\t0.738\t-1.752\t-1.692\t0.000\t0.487\t0.297\t1.239\t2.548\t0.373\t2.149\t-0.085\t0.000\t3.096\t1.674\t1.023\t0.926\t0.756\t1.421\t1.116\n1\t1.242\t-0.631\t0.797\t0.402\t1.067\t0.727\t1.354\t-1.348\t0.000\t0.768\t-1.334\t0.655\t0.000\t1.586\t0.488\t-0.581\t0.000\t1.115\t-0.354\t-0.128\t3.102\t1.482\t1.178\t0.998\t0.723\t0.636\t0.866\t0.891\n1\t0.994\t-1.394\t1.075\t0.724\t-0.228\t0.775\t-1.007\t0.141\t2.173\t1.711\t-1.670\t-1.147\t0.000\t0.599\t-1.570\t0.832\t0.000\t0.687\t-1.874\t-1.445\t0.000\t0.655\t0.830\t1.084\t0.669\t0.921\t0.623\t0.570\n0\t1.431\t1.705\t0.589\t0.627\t-0.072\t1.273\t0.069\t-1.595\t2.173\t1.251\t1.533\t-0.424\t0.000\t0.685\t-0.557\t0.764\t2.548\t1.014\t1.388\t-0.945\t0.000\t0.980\t1.322\t0.980\t1.655\t1.068\t1.196\t1.134\n1\t1.614\t-1.055\t-0.165\t1.002\t1.341\t1.906\t-0.172\t1.364\t0.000\t1.846\t0.055\t-0.539\t0.000\t0.990\t0.852\t-1.227\t2.548\t0.645\t0.378\t-0.236\t3.102\t3.968\t2.132\t1.722\t1.514\t0.499\t1.360\t1.358\n1\t1.113\t1.125\t1.698\t1.183\t0.996\t0.923\t0.040\t0.400\t2.173\t1.709\t0.299\t-0.882\t0.000\t0.509\t2.066\t0.355\t0.000\t0.902\t-0.714\t-1.259\t3.102\t1.919\t1.133\t0.991\t1.276\t1.062\t1.057\t1.186\n1\t0.971\t1.015\t0.913\t0.381\t0.209\t0.907\t0.309\t-0.639\t1.087\t0.620\t0.796\t-1.188\t2.215\t0.941\t0.448\t1.723\t0.000\t0.526\t0.093\t-0.243\t0.000\t0.775\t0.810\t0.994\t0.782\t0.596\t0.724\t0.631\n1\t1.596\t-0.534\t-0.244\t0.993\t0.482\t1.555\t-0.248\t1.567\t0.000\t1.366\t0.231\t-0.813\t2.215\t0.703\t-1.605\t0.579\t0.000\t1.647\t-0.339\t0.589\t0.000\t0.868\t0.655\t1.062\t1.123\t0.725\t0.901\t0.815\n1\t0.499\t0.260\t-1.622\t0.717\t1.398\t1.161\t-0.942\t0.522\t0.000\t1.357\t-1.229\t-1.139\t2.215\t0.555\t-1.240\t-0.296\t1.274\t0.976\t-1.948\t-0.797\t0.000\t0.895\t0.737\t0.991\t2.063\t0.636\t1.407\t1.345\n1\t0.338\t-2.151\t-1.013\t1.110\t1.079\t0.672\t0.569\t1.450\t2.173\t0.972\t-0.746\t-0.986\t0.000\t1.012\t-1.036\t-0.251\t0.000\t0.892\t0.044\t0.272\t3.102\t0.977\t0.858\t0.987\t1.081\t0.748\t0.902\t0.850\n0\t1.611\t-1.225\t-0.889\t0.743\t0.387\t0.491\t-0.905\t-1.456\t0.000\t0.773\t-2.126\t-0.293\t0.000\t1.706\t-0.399\t1.026\t2.548\t0.788\t-0.341\t0.026\t0.000\t0.956\t0.945\t1.383\t0.717\t0.183\t0.773\t0.689\n1\t1.185\t0.360\t-0.318\t0.298\t1.062\t0.736\t-0.466\t-0.747\t2.173\t0.704\t0.706\t1.573\t0.000\t1.029\t-0.302\t1.039\t0.000\t1.242\t1.958\t1.368\t0.000\t0.943\t1.178\t0.989\t0.711\t0.877\t0.925\t0.792\n0\t2.497\t0.558\t1.015\t1.826\t0.430\t2.579\t0.443\t-0.915\t0.000\t0.255\t0.725\t-1.423\t0.000\t1.055\t-0.227\t1.333\t2.548\t0.695\t1.208\t-0.201\t1.551\t0.804\t0.923\t1.486\t1.037\t0.897\t0.971\t1.298\n0\t0.698\t-2.000\t0.894\t1.397\t-0.337\t1.332\t-2.786\t-0.959\t0.000\t0.481\t0.291\t1.501\t2.215\t1.006\t-0.852\t0.399\t2.548\t1.037\t-1.562\t-1.121\t0.000\t0.910\t1.638\t1.225\t1.286\t0.787\t1.454\t1.203\n1\t0.337\t-1.037\t-0.039\t0.893\t0.340\t1.412\t1.135\t0.583\t0.000\t3.551\t0.863\t-1.677\t2.215\t1.216\t0.206\t-0.585\t2.548\t2.482\t0.665\t0.137\t0.000\t0.926\t1.034\t0.996\t1.696\t1.984\t1.661\t1.336\n1\t0.413\t0.354\t0.086\t0.927\t-1.095\t0.817\t0.410\t0.710\t0.000\t0.815\t0.191\t1.278\t0.000\t1.081\t-0.969\t-0.486\t2.548\t0.940\t0.627\t-1.415\t0.000\t0.868\t1.367\t0.986\t0.727\t0.598\t0.858\t0.880\n1\t0.773\t0.328\t-1.375\t1.655\t1.345\t1.339\t-0.134\t-0.354\t1.087\t0.652\t-0.895\t0.946\t2.215\t0.978\t0.154\t0.256\t0.000\t1.306\t1.670\t-1.580\t0.000\t1.807\t1.629\t0.999\t1.478\t1.383\t1.340\t1.179\n1\t0.665\t-2.237\t-1.046\t0.826\t-1.293\t1.036\t-0.730\t0.685\t2.173\t0.334\t-0.638\t1.087\t0.000\t1.186\t-0.374\t-0.047\t1.274\t1.231\t-0.859\t-1.214\t0.000\t1.015\t0.949\t0.971\t1.209\t0.877\t0.924\t0.953\n0\t0.286\t0.656\t0.666\t0.731\t0.745\t0.713\t-0.346\t-1.022\t0.000\t0.625\t-1.531\t-1.727\t2.215\t0.778\t-0.656\t0.506\t2.548\t0.513\t-1.869\t-0.027\t0.000\t1.245\t0.949\t1.001\t0.726\t0.745\t0.696\t0.662\n1\t0.882\t-0.688\t0.443\t0.627\t-1.538\t0.817\t0.408\t1.045\t0.000\t1.656\t0.301\t-0.934\t0.000\t1.463\t-0.310\t1.069\t2.548\t1.254\t-0.067\t-0.445\t0.000\t0.882\t0.649\t1.007\t0.696\t0.766\t0.872\t0.788\n1\t0.715\t-0.257\t1.054\t0.861\t-1.434\t1.119\t-0.832\t-1.436\t2.173\t1.047\t0.168\t0.686\t0.000\t1.808\t-0.025\t0.028\t0.000\t0.400\t-1.329\t-0.973\t0.000\t1.096\t0.589\t0.987\t0.731\t0.615\t0.819\t0.738\n1\t0.332\t-0.322\t0.340\t0.585\t-0.965\t0.435\t0.461\t0.895\t0.000\t0.869\t-0.835\t0.379\t2.215\t1.393\t-0.669\t-1.228\t2.548\t0.757\t1.083\t1.704\t0.000\t0.693\t1.041\t0.983\t1.068\t1.163\t0.962\t0.859\n1\t1.375\t-0.400\t-0.117\t0.770\t-0.626\t0.940\t-1.284\t1.320\t0.000\t0.490\t-1.242\t-0.603\t2.215\t0.674\t-1.940\t0.813\t0.000\t0.396\t-0.410\t-1.394\t3.102\t0.883\t0.934\t0.981\t0.575\t0.306\t0.578\t0.840\n0\t0.717\t-0.219\t-1.605\t0.272\t-0.213\t0.711\t2.248\t0.563\t0.000\t0.788\t1.019\t-0.194\t2.215\t1.028\t0.474\t-1.402\t2.548\t0.643\t1.488\t1.594\t0.000\t0.864\t0.951\t0.993\t0.590\t0.885\t0.847\t0.782\n1\t0.688\t-0.868\t-0.619\t1.368\t0.303\t0.584\t-1.894\t-1.503\t0.000\t0.884\t0.257\t0.713\t2.215\t0.507\t-0.246\t1.642\t1.274\t1.206\t-0.120\t-0.619\t0.000\t1.580\t0.974\t0.994\t0.903\t0.562\t0.913\t0.838\n0\t0.552\t0.712\t0.466\t1.403\t1.145\t1.561\t0.049\t1.200\t1.087\t2.900\t-0.894\t-0.665\t2.215\t0.425\t1.004\t-0.154\t0.000\t0.556\t-1.275\t-0.995\t0.000\t0.999\t1.215\t0.985\t0.708\t3.489\t1.732\t1.328\n0\t0.479\t-0.536\t-0.643\t3.147\t0.004\t1.617\t0.764\t0.659\t0.000\t0.987\t1.500\t-0.739\t1.107\t2.318\t-0.015\t-1.730\t0.000\t3.221\t-0.425\t-1.623\t3.102\t1.129\t1.480\t0.985\t1.733\t2.273\t1.810\t1.721\n1\t1.234\t0.113\t-1.238\t1.294\t-0.638\t1.356\t-0.155\t-0.773\t1.087\t2.207\t-0.615\t-1.120\t2.215\t6.523\t0.503\t0.868\t0.000\t1.161\t-0.997\t1.248\t0.000\t0.818\t1.234\t0.992\t0.801\t0.992\t1.110\t0.912\n1\t0.406\t-1.686\t-1.060\t1.341\t0.139\t0.772\t-1.264\t1.619\t2.173\t1.449\t-0.097\t0.432\t2.215\t0.754\t-2.615\t-1.071\t0.000\t0.622\t-0.822\t-1.471\t0.000\t0.864\t0.872\t0.987\t1.690\t1.675\t1.308\t1.151\n0\t0.601\t1.261\t-1.003\t1.282\t0.181\t1.482\t1.487\t1.366\t1.087\t2.116\t1.299\t-0.495\t1.107\t1.137\t0.870\t1.645\t0.000\t0.895\t1.411\t0.516\t0.000\t1.036\t0.892\t1.066\t0.862\t2.600\t1.296\t1.072\n1\t0.307\t2.039\t0.768\t1.287\t-0.088\t2.655\t1.139\t1.135\t0.000\t2.068\t0.645\t-0.945\t1.107\t1.182\t0.779\t-0.269\t0.000\t2.898\t0.008\t-0.601\t3.102\t1.168\t0.992\t0.981\t1.127\t0.999\t0.908\t0.825\n1\t1.739\t-1.042\t-0.513\t0.496\t1.343\t1.236\t-0.293\t0.841\t1.087\t0.603\t-2.822\t-1.483\t0.000\t0.737\t-1.904\t-1.591\t0.000\t0.530\t0.049\t-0.903\t3.102\t0.439\t0.932\t1.280\t1.350\t0.870\t1.239\t1.083\n0\t0.749\t1.581\t1.427\t1.943\t-1.168\t0.874\t1.595\t-0.744\t2.173\t1.114\t1.111\t0.826\t2.215\t2.859\t-0.080\t0.539\t0.000\t1.621\t1.114\t-1.286\t0.000\t0.828\t0.938\t1.203\t0.872\t1.475\t0.980\t0.793\n1\t0.988\t-0.305\t0.006\t0.949\t-1.014\t0.819\t-1.139\t-1.625\t2.173\t0.920\t0.339\t0.741\t0.000\t0.528\t0.575\t-0.311\t0.000\t1.110\t-0.927\t-0.428\t3.102\t0.909\t1.138\t1.066\t1.018\t0.890\t1.038\t0.893\n0\t1.306\t0.494\t-0.051\t1.547\t-0.598\t1.329\t0.836\t-0.430\t2.173\t3.610\t0.378\t1.451\t0.000\t0.489\t-0.807\t-0.220\t0.000\t0.861\t-0.777\t1.103\t3.102\t2.464\t1.519\t0.991\t0.596\t1.595\t1.640\t1.453\n1\t0.952\t-1.626\t1.588\t1.204\t-1.249\t1.275\t-1.147\t0.069\t2.173\t0.416\t-1.203\t1.241\t0.000\t0.470\t-2.106\t-0.802\t0.000\t0.788\t-0.304\t0.657\t3.102\t0.757\t0.985\t0.990\t0.965\t0.688\t1.045\t0.830\n1\t0.763\t-0.093\t1.647\t1.519\t0.864\t0.889\t0.751\t-0.381\t2.173\t0.908\t0.308\t0.832\t0.000\t2.052\t1.146\t-1.000\t2.548\t0.375\t1.043\t0.737\t0.000\t0.374\t0.951\t0.986\t1.619\t0.987\t1.238\t1.011\n1\t0.883\t-1.128\t-1.705\t1.412\t0.049\t0.595\t-0.553\t1.025\t0.000\t1.737\t-0.961\t0.007\t0.000\t0.757\t-0.635\t1.495\t0.000\t1.126\t-0.488\t-0.748\t1.551\t0.949\t1.185\t1.546\t0.881\t0.473\t0.807\t0.789\n1\t0.755\t0.612\t-0.190\t0.410\t-1.450\t1.358\t-0.040\t-0.532\t2.173\t0.890\t0.130\t1.673\t1.107\t0.976\t-1.832\t0.616\t0.000\t1.683\t0.531\t1.223\t0.000\t0.807\t1.105\t0.987\t0.891\t1.486\t0.971\t0.812\n0\t0.682\t-0.171\t-0.685\t1.082\t0.961\t0.681\t-0.546\t-0.091\t0.000\t0.670\t-0.725\t-1.738\t1.107\t0.917\t0.453\t0.951\t1.274\t0.920\t0.468\t-1.346\t0.000\t0.881\t0.932\t1.185\t0.717\t0.778\t0.710\t0.658\n1\t0.396\t-0.764\t-0.193\t1.550\t1.273\t1.358\t-0.155\t1.647\t0.000\t1.739\t1.096\t-0.574\t2.215\t1.783\t0.952\t1.068\t0.000\t2.200\t2.485\t-0.509\t0.000\t0.893\t0.860\t1.052\t1.885\t1.400\t1.270\t1.040\n1\t0.728\t-2.210\t0.418\t0.481\t-0.559\t0.955\t-1.134\t-0.484\t0.000\t0.658\t-1.216\t-1.138\t0.000\t1.848\t-1.375\t1.376\t0.000\t1.122\t-0.633\t0.889\t3.102\t0.939\t1.030\t0.993\t0.481\t0.293\t0.624\t0.593\n0\t0.701\t0.605\t-1.429\t0.987\t0.499\t0.969\t1.748\t1.576\t0.000\t1.983\t-0.745\t0.034\t2.215\t1.189\t-0.875\t-1.154\t2.548\t0.826\t-0.663\t0.413\t0.000\t1.056\t0.937\t1.136\t1.361\t1.441\t1.111\t0.950\n1\t0.734\t-1.285\t-0.627\t0.787\t-1.654\t1.046\t-0.965\t0.156\t2.173\t0.882\t-0.789\t-1.494\t0.000\t1.117\t-0.786\t0.705\t2.548\t0.487\t1.551\t-1.147\t0.000\t1.536\t1.307\t0.982\t1.089\t0.643\t1.097\t1.059\n1\t1.182\t0.013\t1.063\t0.312\t1.360\t0.863\t0.857\t1.514\t2.173\t1.142\t0.126\t-0.658\t0.000\t1.063\t0.777\t-0.572\t0.000\t1.323\t0.335\t0.064\t0.000\t0.994\t0.843\t0.990\t1.030\t0.737\t0.872\t0.881\n1\t0.653\t0.439\t0.083\t0.428\t0.052\t0.960\t-1.125\t-1.130\t0.000\t1.129\t-0.052\t0.662\t2.215\t0.658\t0.634\t-1.529\t2.548\t0.702\t-1.087\t1.256\t0.000\t0.943\t0.957\t0.979\t0.741\t0.913\t0.911\t0.803\n1\t2.221\t-0.693\t1.244\t0.570\t-1.156\t0.899\t-0.973\t-0.331\t2.173\t0.356\t0.207\t0.120\t0.000\t0.465\t0.923\t-0.330\t2.548\t0.579\t0.624\t-1.335\t0.000\t0.593\t0.855\t1.294\t1.034\t0.944\t0.980\t0.800\n0\t1.442\t1.484\t0.930\t0.637\t0.093\t0.914\t2.178\t0.815\t0.000\t2.322\t1.080\t-0.996\t1.107\t0.922\t0.957\t-0.751\t1.274\t0.952\t-1.445\t0.403\t0.000\t0.846\t1.047\t0.987\t1.490\t0.344\t1.129\t1.017\n0\t2.073\t0.641\t0.075\t1.716\t-0.228\t4.010\t-0.595\t1.706\t2.173\t2.140\t-0.629\t-0.256\t0.000\t2.537\t0.784\t0.363\t2.548\t1.080\t-2.189\t-1.325\t0.000\t2.817\t3.426\t1.003\t4.120\t4.888\t3.219\t2.973\n1\t0.768\t0.407\t-0.985\t0.890\t0.292\t0.773\t-0.445\t-1.107\t0.000\t0.515\t0.314\t-0.521\t0.000\t0.894\t1.221\t0.926\t2.548\t1.352\t-0.247\t0.894\t1.551\t0.859\t1.007\t1.046\t0.780\t0.768\t0.873\t0.761\n1\t1.125\t1.229\t-0.604\t0.330\t-1.455\t0.987\t0.847\t0.456\t0.000\t1.506\t1.097\t1.573\t2.215\t0.639\t1.191\t-1.145\t1.274\t0.428\t0.362\t-0.484\t0.000\t0.773\t0.829\t0.991\t1.065\t0.671\t0.820\t0.803\n0\t1.617\t-0.783\t0.262\t0.372\t0.937\t0.547\t-0.974\t1.734\t1.087\t0.377\t-1.260\t-0.918\t2.215\t0.594\t1.138\t1.409\t0.000\t0.950\t0.814\t-0.630\t0.000\t0.807\t0.939\t0.992\t0.899\t0.467\t0.767\t0.872\n0\t0.988\t0.109\t1.692\t0.611\t0.345\t1.186\t1.112\t-0.674\t2.173\t1.218\t-0.286\t0.717\t1.107\t1.217\t0.953\t0.663\t0.000\t1.314\t0.890\t-1.584\t0.000\t1.253\t1.287\t1.008\t1.162\t2.163\t1.243\t1.017\n1\t0.504\t1.216\t-0.733\t1.923\t-0.408\t1.108\t0.252\t0.758\t2.173\t1.561\t-1.496\t-1.490\t0.000\t1.497\t0.646\t0.129\t0.000\t1.128\t0.940\t1.615\t3.102\t0.741\t1.731\t0.989\t1.300\t0.982\t1.464\t1.389\n1\t0.720\t1.102\t1.415\t0.355\t0.036\t1.241\t2.773\t1.585\t0.000\t1.353\t-1.029\t-0.807\t2.215\t1.136\t-0.392\t0.419\t2.548\t0.974\t0.075\t0.010\t0.000\t3.462\t3.174\t0.990\t1.198\t1.250\t3.072\t2.196\n1\t1.290\t-0.496\t1.019\t0.618\t-0.358\t1.181\t-0.777\t-0.856\t0.000\t1.017\t-1.291\t0.793\t0.000\t0.642\t-0.080\t0.202\t2.548\t0.505\t-0.388\t-1.636\t1.551\t0.857\t0.762\t1.170\t0.612\t0.441\t0.506\t0.536\n1\t0.777\t-0.634\t1.117\t0.893\t-0.031\t1.135\t0.456\t1.297\t0.000\t1.270\t0.506\t-0.685\t2.215\t0.991\t-0.250\t-1.297\t2.548\t1.181\t-1.151\t-0.463\t0.000\t2.574\t1.556\t0.991\t1.083\t0.793\t1.192\t1.022\n1\t0.799\t-1.564\t-1.377\t0.395\t0.506\t1.455\t-0.782\t0.798\t2.173\t0.783\t-1.049\t-1.210\t0.000\t0.980\t-0.211\t-0.403\t0.000\t1.204\t1.335\t-0.436\t0.000\t0.894\t1.236\t0.989\t0.994\t0.902\t1.226\t1.029\n1\t0.839\t0.838\t1.258\t0.783\t-1.188\t1.349\t1.147\t-1.164\t0.000\t1.859\t-1.358\t0.615\t2.215\t0.635\t-0.652\t0.662\t0.000\t1.431\t-0.624\t-0.850\t3.102\t0.532\t0.890\t0.988\t1.115\t1.506\t1.590\t1.203\n0\t0.782\t-1.153\t-1.374\t2.708\t-0.599\t0.736\t0.639\t1.362\t0.000\t1.258\t-1.872\t-1.618\t0.000\t2.063\t-0.219\t0.948\t2.548\t3.434\t-0.880\t0.170\t0.000\t0.767\t0.942\t1.297\t0.669\t0.536\t1.079\t1.095\n0\t0.671\t-0.423\t0.105\t0.436\t1.464\t0.904\t0.539\t0.102\t1.087\t1.300\t0.066\t-1.290\t2.215\t0.864\t-1.040\t0.974\t0.000\t0.419\t0.137\t0.740\t0.000\t0.735\t1.047\t0.992\t1.140\t1.564\t1.053\t0.906\n1\t0.736\t1.192\t1.468\t0.914\t0.260\t1.198\t-0.367\t-0.941\t2.173\t0.749\t0.681\t1.400\t0.000\t0.782\t-0.596\t0.473\t2.548\t0.541\t0.070\t0.746\t0.000\t0.530\t1.208\t1.007\t0.897\t1.167\t1.056\t0.877\n1\t0.419\t-2.247\t1.488\t0.852\t0.832\t1.935\t-1.921\t0.078\t0.000\t2.141\t1.598\t1.129\t0.000\t3.370\t-0.016\t-0.770\t2.548\t3.197\t0.406\t-1.536\t3.102\t13.098\t7.392\t0.996\t1.578\t1.721\t4.543\t3.278\n0\t0.984\t1.504\t0.575\t1.586\t0.716\t1.029\t0.355\t-0.866\t0.000\t0.523\t-1.136\t-0.922\t0.000\t1.502\t-1.753\t0.639\t0.000\t1.150\t1.040\t-0.702\t0.000\t1.030\t0.862\t0.982\t1.255\t0.506\t0.976\t1.216\n0\t0.507\t0.904\t1.087\t1.248\t-0.508\t0.881\t0.095\t1.054\t2.173\t0.516\t0.596\t-1.077\t0.000\t0.686\t-0.733\t-1.005\t0.000\t0.794\t0.296\t0.317\t3.102\t0.706\t1.055\t1.092\t0.625\t0.558\t0.694\t0.706\n1\t0.770\t-0.476\t0.768\t1.330\t0.849\t0.837\t0.359\t-1.081\t0.000\t0.827\t0.098\t-0.112\t0.000\t0.806\t-2.542\t0.034\t0.000\t1.521\t0.757\t-1.585\t3.102\t1.374\t1.098\t0.992\t0.682\t0.310\t0.982\t1.058\n0\t0.802\t0.631\t0.901\t1.141\t0.431\t0.531\t1.633\t-1.193\t0.000\t0.542\t-0.211\t1.625\t2.215\t0.485\t-0.962\t-1.619\t0.000\t0.542\t-2.132\t-0.100\t0.000\t0.724\t0.729\t0.973\t0.870\t0.576\t0.749\t1.024\n0\t0.852\t-1.002\t0.740\t0.304\t-1.283\t1.022\t0.476\t0.704\t2.173\t1.255\t-1.051\t-0.599\t2.215\t0.653\t0.443\t-1.406\t0.000\t1.022\t-1.233\t1.459\t0.000\t0.793\t0.881\t0.987\t0.863\t2.105\t1.272\t1.005\n1\t0.714\t0.081\t1.160\t0.892\t0.012\t0.915\t-0.948\t-1.475\t0.000\t0.804\t-0.498\t1.029\t2.215\t1.104\t-1.006\t-0.903\t2.548\t1.514\t-0.682\t0.047\t0.000\t1.767\t1.106\t0.987\t0.646\t1.032\t0.857\t0.791\n0\t1.162\t-0.039\t0.307\t0.826\t-0.604\t0.847\t0.077\t-0.270\t0.000\t0.916\t-0.429\t1.413\t2.215\t0.448\t-0.511\t-1.125\t2.548\t0.878\t0.767\t1.228\t0.000\t1.407\t0.896\t0.993\t0.945\t0.515\t0.757\t0.705\n1\t0.609\t2.089\t1.548\t1.898\t-0.290\t0.882\t-0.102\t0.620\t0.000\t0.690\t-2.189\t1.352\t0.000\t2.182\t0.617\t-0.222\t2.548\t0.731\t0.948\t-1.461\t3.102\t2.374\t1.819\t1.484\t1.426\t0.896\t1.605\t2.117\n1\t1.925\t0.683\t-1.310\t0.496\t-0.611\t0.627\t-0.706\t-0.532\t2.173\t0.454\t-0.522\t1.467\t0.000\t0.879\t2.155\t0.859\t0.000\t0.886\t0.075\t0.253\t0.000\t1.046\t0.866\t0.994\t0.910\t0.477\t0.838\t0.888\n0\t0.667\t-0.068\t-1.425\t0.427\t0.836\t0.870\t-0.162\t1.384\t2.173\t1.669\t-0.115\t-0.713\t2.215\t1.017\t-0.715\t0.575\t0.000\t0.512\t0.129\t0.466\t0.000\t0.778\t0.908\t0.995\t1.032\t1.683\t0.961\t0.858\n0\t0.757\t-0.232\t-0.098\t0.644\t0.982\t0.797\t-0.924\t-0.969\t0.000\t1.186\t-0.578\t0.456\t2.215\t0.763\t-0.010\t-1.511\t0.000\t1.142\t-1.106\t1.453\t3.102\t0.938\t0.864\t0.989\t0.777\t0.911\t0.871\t0.832\n1\t0.533\t1.404\t-0.991\t0.591\t0.235\t1.389\t2.920\t-1.354\t0.000\t1.257\t0.468\t-0.032\t0.000\t1.590\t0.180\t0.357\t0.000\t1.184\t1.098\t0.791\t3.102\t0.805\t0.899\t0.995\t0.806\t0.872\t0.911\t0.775\n1\t0.618\t-1.212\t-0.702\t0.560\t0.389\t1.122\t-0.587\t-1.710\t1.087\t0.747\t0.146\t-0.208\t0.000\t1.323\t0.098\t-1.490\t0.000\t1.415\t0.123\t0.460\t3.102\t1.088\t0.802\t0.990\t0.983\t1.335\t1.060\t0.893\n1\t1.001\t-0.516\t-0.671\t0.490\t1.045\t1.025\t0.553\t0.711\t2.173\t0.438\t-1.570\t-0.905\t0.000\t0.788\t0.023\t-0.496\t0.000\t0.731\t-1.744\t1.682\t0.000\t0.886\t0.570\t0.988\t1.015\t0.734\t0.834\t0.722\n0\t0.403\t0.667\t-1.518\t1.124\t0.285\t0.850\t-1.029\t-1.303\t1.087\t0.461\t-1.096\t0.392\t0.000\t1.110\t0.427\t0.452\t0.000\t0.652\t-0.195\t-1.016\t0.000\t0.969\t1.233\t0.987\t0.614\t0.968\t0.799\t0.730\n1\t0.816\t-0.544\t-0.577\t1.445\t0.434\t0.716\t-0.382\t1.544\t2.173\t0.381\t0.094\t-1.664\t0.000\t0.635\t-1.875\t-0.040\t0.000\t0.932\t0.039\t-0.979\t3.102\t1.155\t1.022\t1.189\t0.791\t0.685\t0.744\t0.721\n0\t1.390\t0.266\t-0.533\t1.271\t-0.310\t1.329\t0.124\t1.437\t2.173\t1.560\t-0.585\t-0.738\t2.215\t1.239\t0.258\t0.851\t0.000\t0.775\t1.081\t1.073\t0.000\t0.611\t0.837\t1.002\t0.741\t2.111\t1.281\t1.171\n1\t1.262\t0.316\t-1.008\t1.507\t-1.171\t2.164\t1.238\t0.913\t0.000\t1.485\t-1.044\t-0.227\t2.215\t0.633\t-1.529\t-1.602\t0.000\t1.104\t-0.397\t-0.919\t3.102\t4.601\t2.788\t1.008\t2.010\t0.760\t2.286\t1.947\n1\t0.442\t-1.143\t1.198\t0.812\t-0.094\t0.849\t0.441\t1.554\t0.000\t1.928\t0.213\t0.237\t2.215\t0.736\t1.234\t-1.428\t2.548\t1.047\t-1.236\t-1.596\t0.000\t1.672\t1.310\t0.980\t1.828\t1.473\t1.563\t1.447\n1\t0.446\t-1.308\t-1.057\t1.617\t1.411\t2.207\t-0.844\t-0.913\t0.000\t1.145\t-0.271\t0.804\t2.215\t2.078\t-1.081\t0.583\t2.548\t1.616\t-0.967\t0.108\t0.000\t0.911\t0.883\t0.989\t1.027\t0.836\t0.812\t0.740\n0\t0.558\t0.238\t-1.479\t1.509\t0.812\t0.752\t0.121\t0.833\t2.173\t0.563\t0.451\t-0.024\t0.000\t1.762\t-0.504\t-1.085\t2.548\t0.710\t0.869\t-0.637\t0.000\t0.496\t0.963\t1.119\t0.649\t1.500\t0.923\t0.809\n0\t0.879\t0.088\t-0.737\t0.743\t-0.181\t1.159\t-0.258\t1.321\t0.000\t1.509\t0.371\t0.229\t2.215\t1.999\t-0.737\t-1.512\t2.548\t0.760\t-0.205\t-1.688\t0.000\t0.938\t0.975\t0.982\t0.880\t2.183\t1.243\t0.998\n0\t1.853\t0.940\t-0.872\t0.647\t1.591\t0.955\t0.257\t0.644\t1.087\t0.548\t-0.943\t-0.240\t0.000\t0.816\t0.476\t1.296\t2.548\t0.456\t0.478\t-1.507\t0.000\t0.811\t0.950\t1.208\t0.851\t0.626\t0.896\t0.828\n0\t0.749\t-0.298\t-0.212\t0.459\t1.728\t0.790\t0.136\t-1.725\t0.000\t0.871\t-1.631\t1.473\t0.000\t1.865\t0.798\t-0.113\t2.548\t0.734\t-1.265\t-1.344\t1.551\t1.306\t1.098\t0.982\t0.805\t1.566\t1.033\t0.836\n0\t0.748\t-0.403\t-0.542\t0.774\t-0.261\t0.448\t-1.752\t0.466\t0.000\t0.665\t-1.392\t0.995\t0.000\t1.135\t-1.160\t-1.534\t2.548\t0.399\t-0.942\t-1.138\t3.102\t0.721\t0.774\t0.982\t0.630\t0.183\t0.746\t0.847\n0\t0.333\t0.384\t0.592\t1.948\t-0.187\t0.687\t1.500\t1.525\t0.000\t0.579\t0.327\t1.577\t0.000\t0.619\t-0.220\t-1.632\t2.548\t0.989\t0.448\t-0.595\t3.102\t0.861\t0.755\t0.986\t0.806\t0.537\t0.615\t0.621\n0\t0.643\t-1.776\t-1.451\t0.658\t-1.041\t0.694\t-0.151\t0.142\t2.173\t0.730\t0.578\t-0.964\t2.215\t0.912\t0.373\t1.172\t0.000\t0.581\t1.708\t0.857\t0.000\t0.769\t0.987\t0.995\t0.855\t0.966\t0.796\t0.868\n0\t0.562\t-0.537\t-0.541\t0.715\t0.508\t0.792\t-0.274\t-1.062\t1.087\t0.690\t-1.489\t0.374\t0.000\t0.642\t0.188\t1.457\t2.548\t1.459\t-1.039\t1.217\t0.000\t0.919\t0.891\t0.994\t0.980\t0.713\t0.849\t0.774\n0\t0.799\t-0.112\t-0.026\t0.556\t1.105\t0.728\t1.610\t1.536\t0.000\t0.566\t0.829\t-1.150\t1.107\t1.027\t0.758\t0.413\t2.548\t0.558\t1.209\t-0.753\t0.000\t0.862\t0.910\t0.987\t0.703\t0.800\t0.640\t0.644\n1\t0.729\t-0.072\t0.129\t0.760\t0.674\t0.773\t0.324\t-0.798\t2.173\t0.648\t0.283\t0.688\t0.000\t1.530\t0.100\t-1.487\t2.548\t0.553\t1.118\t-0.267\t0.000\t0.950\t0.852\t0.992\t0.941\t0.802\t0.837\t0.728\n0\t1.111\t0.975\t-1.220\t0.722\t-0.156\t1.408\t0.437\t-1.452\t0.000\t1.606\t0.457\t0.413\t1.107\t1.039\t1.056\t-0.441\t2.548\t0.881\t-0.080\t0.084\t0.000\t1.735\t1.322\t1.016\t1.104\t1.070\t1.172\t0.977\n1\t1.372\t-0.040\t-0.325\t0.336\t-1.281\t0.787\t0.472\t1.459\t2.173\t0.503\t1.166\t0.316\t0.000\t0.545\t0.810\t0.980\t2.548\t1.111\t1.875\t-0.726\t0.000\t0.951\t0.733\t0.985\t0.995\t0.382\t0.734\t0.766\n1\t1.260\t-0.415\t-1.468\t0.973\t1.404\t0.824\t-0.539\t-0.455\t2.173\t0.739\t1.674\t0.491\t0.000\t0.561\t-1.421\t0.723\t0.000\t1.077\t0.906\t-0.326\t1.551\t0.864\t0.702\t0.986\t1.100\t0.913\t0.903\t0.933\n1\t0.726\t-0.993\t1.628\t1.282\t-0.936\t1.181\t0.242\t0.924\t1.087\t0.798\t-0.634\t-1.144\t0.000\t0.988\t-0.166\t0.348\t2.548\t0.865\t0.524\t-1.041\t0.000\t0.891\t0.888\t0.988\t1.444\t0.728\t1.006\t0.921\n0\t2.224\t0.516\t0.846\t0.308\t0.297\t0.998\t0.145\t-1.248\t2.173\t0.898\t-0.032\t-0.134\t0.000\t0.940\t1.017\t-0.900\t0.000\t0.625\t-0.646\t-1.340\t3.102\t1.240\t0.897\t0.984\t1.313\t0.405\t0.876\t0.884\n0\t1.402\t0.815\t-0.603\t0.891\t1.041\t0.487\t0.272\t1.123\t2.173\t0.707\t1.194\t-1.526\t1.107\t0.492\t-1.834\t1.326\t0.000\t1.400\t-0.249\t-0.377\t0.000\t0.882\t0.855\t1.543\t0.925\t0.729\t0.794\t0.818\n1\t0.881\t0.421\t0.029\t0.684\t1.615\t1.138\t0.455\t-1.564\t0.000\t1.225\t-0.489\t0.139\t2.215\t0.658\t0.119\t-1.004\t2.548\t0.731\t0.386\t1.204\t0.000\t0.839\t0.663\t1.065\t0.895\t0.874\t0.929\t0.797\n1\t0.851\t-0.896\t-0.661\t0.450\t0.932\t0.357\t1.549\t1.027\t0.000\t0.931\t-0.655\t-1.499\t2.215\t0.561\t-0.145\t0.445\t2.548\t0.812\t-1.033\t-0.158\t0.000\t1.728\t0.987\t0.989\t0.722\t0.781\t0.836\t0.727\n0\t1.292\t-1.041\t0.545\t1.577\t0.988\t1.476\t-0.377\t0.391\t1.087\t0.977\t0.325\t-0.963\t2.215\t1.392\t-1.271\t-1.053\t0.000\t1.854\t-0.357\t-1.187\t0.000\t0.917\t1.037\t0.990\t0.866\t1.781\t1.315\t1.228\n0\t1.349\t-0.693\t-0.284\t1.086\t-1.730\t0.957\t1.431\t-0.865\t0.000\t0.836\t0.023\t1.665\t1.107\t1.368\t-1.341\t0.603\t0.000\t0.794\t0.417\t0.242\t0.000\t0.908\t1.135\t1.617\t0.920\t0.675\t0.750\t0.758\n0\t0.621\t1.075\t-1.168\t1.425\t1.024\t0.653\t-0.049\t1.297\t2.173\t1.368\t0.077\t-0.451\t0.000\t0.718\t1.041\t0.077\t2.548\t0.961\t-0.170\t-1.165\t0.000\t0.921\t0.869\t1.199\t0.878\t0.932\t0.823\t0.857\n1\t0.870\t0.786\t1.607\t0.205\t-1.338\t0.612\t-2.319\t-1.573\t0.000\t1.403\t0.597\t0.386\t2.215\t1.397\t0.745\t-0.492\t2.548\t0.705\t0.320\t-0.287\t0.000\t2.050\t2.243\t0.981\t1.021\t1.068\t1.740\t1.362\n0\t1.551\t0.529\t-1.023\t1.002\t-1.610\t0.806\t-0.965\t0.617\t0.000\t1.050\t-0.901\t0.086\t0.000\t1.118\t-0.242\t1.443\t2.548\t0.820\t0.111\t-0.401\t3.102\t0.902\t0.849\t0.990\t0.830\t0.744\t0.767\t0.952\n0\t0.745\t-1.345\t1.399\t1.516\t0.432\t0.833\t-0.527\t-0.350\t2.173\t0.890\t-2.203\t1.617\t0.000\t0.501\t-2.448\t1.262\t0.000\t0.463\t0.599\t-1.238\t0.000\t0.388\t1.432\t1.126\t1.098\t0.439\t1.138\t1.006\n1\t0.686\t0.142\t-1.426\t0.985\t0.120\t1.117\t-0.531\t0.171\t0.000\t0.981\t-0.391\t1.636\t1.107\t0.554\t0.857\t0.702\t2.548\t0.701\t-1.958\t-1.380\t0.000\t1.934\t1.452\t1.121\t0.878\t0.814\t1.062\t0.923\n1\t0.900\t-0.445\t-0.014\t1.414\t0.748\t0.893\t1.252\t1.002\t0.000\t1.715\t-1.701\t-0.508\t0.000\t1.062\t2.145\t-0.723\t0.000\t3.456\t-0.317\t-1.399\t3.102\t1.262\t1.254\t0.991\t1.380\t1.162\t1.195\t1.114\n0\t1.143\t0.593\t0.060\t0.792\t1.341\t0.800\t1.178\t-1.730\t2.173\t0.479\t0.423\t-1.523\t0.000\t0.962\t-0.671\t-0.248\t1.274\t0.518\t-0.899\t0.520\t0.000\t0.826\t0.934\t1.206\t0.930\t1.621\t0.952\t0.794\n1\t0.406\t1.032\t-1.285\t0.477\t0.432\t0.894\t0.818\t-0.251\t2.173\t1.279\t0.633\t1.697\t0.000\t0.689\t-0.340\t1.413\t0.000\t0.376\t-0.736\t0.161\t3.102\t0.853\t0.752\t0.981\t0.863\t0.631\t0.866\t0.744\n1\t1.478\t1.156\t1.148\t1.144\t0.412\t1.031\t0.654\t-0.999\t2.173\t0.614\t0.264\t1.500\t2.215\t0.610\t1.644\t-0.785\t0.000\t0.747\t-0.548\t-0.264\t0.000\t1.216\t0.961\t1.108\t0.813\t0.937\t0.955\t0.880\n1\t0.547\t-0.326\t1.308\t0.170\t1.534\t0.660\t1.194\t-0.126\t0.000\t1.052\t1.071\t1.685\t2.215\t0.600\t0.464\t-0.234\t0.000\t0.850\t0.845\t-0.551\t0.000\t0.962\t1.064\t0.999\t0.530\t0.531\t0.681\t0.615\n1\t1.062\t-0.076\t0.594\t0.903\t-0.298\t2.590\t-1.528\t-1.243\t0.000\t0.934\t-0.878\t-0.026\t0.000\t1.129\t-1.416\t0.418\t0.000\t2.018\t-0.450\t1.205\t3.102\t0.806\t1.121\t0.988\t0.610\t0.854\t0.903\t0.812\n0\t0.860\t0.224\t-0.608\t1.260\t-1.455\t0.506\t0.371\t-1.248\t0.000\t1.251\t-0.004\t0.534\t2.215\t1.548\t-0.420\t0.996\t0.000\t1.995\t-0.679\t-0.220\t3.102\t0.852\t0.903\t0.996\t1.022\t1.076\t0.943\t0.779\n1\t1.231\t-0.447\t-0.724\t0.658\t-1.395\t0.889\t-0.337\t0.081\t2.173\t0.314\t-1.595\t0.647\t0.000\t0.717\t-0.215\t-1.517\t0.000\t1.439\t-0.769\t1.551\t3.102\t0.874\t0.940\t0.990\t0.861\t1.214\t0.847\t0.735\n1\t1.160\t0.229\t0.513\t0.819\t-0.530\t1.210\t0.110\t-0.939\t0.000\t0.647\t-1.320\t0.616\t2.215\t0.615\t0.573\t0.924\t2.548\t0.811\t0.386\t-1.571\t0.000\t0.857\t0.933\t1.089\t0.934\t0.803\t0.920\t0.838\n1\t0.389\t-1.290\t0.025\t0.114\t-0.786\t0.735\t-0.304\t0.621\t2.173\t0.722\t1.082\t-1.237\t0.000\t0.596\t0.263\t1.477\t0.000\t0.728\t-0.275\t-0.345\t3.102\t0.774\t1.114\t0.987\t0.526\t0.592\t0.716\t0.637\n0\t1.158\t0.807\t-0.364\t1.093\t-0.725\t1.006\t-0.601\t0.594\t2.173\t0.396\t0.157\t-1.226\t0.000\t1.528\t0.943\t1.711\t2.548\t0.376\t1.235\t1.695\t0.000\t0.433\t1.005\t0.974\t1.155\t1.926\t1.221\t0.923\n0\t0.728\t-0.882\t1.150\t0.798\t-0.694\t0.965\t-0.619\t0.685\t2.173\t0.875\t1.282\t-1.109\t0.000\t0.909\t-0.636\t-0.962\t2.548\t0.723\t0.992\t0.906\t0.000\t0.899\t0.940\t1.051\t0.862\t1.164\t1.047\t0.918\n1\t1.249\t-0.167\t-0.846\t1.821\t-0.240\t0.921\t-1.055\t-1.730\t2.173\t0.570\t-1.218\t0.970\t0.000\t0.771\t-0.058\t0.913\t2.548\t0.530\t0.713\t0.520\t0.000\t0.946\t1.006\t1.086\t0.940\t0.906\t1.017\t0.885\n0\t1.030\t1.120\t0.018\t0.251\t-0.492\t0.886\t1.534\t-1.287\t0.000\t1.162\t1.131\t1.522\t1.107\t2.420\t1.987\t0.432\t0.000\t0.724\t0.334\t-0.221\t0.000\t0.983\t0.866\t0.990\t0.528\t0.504\t0.661\t0.620\n0\t0.723\t-1.223\t0.403\t0.461\t-1.134\t1.047\t-0.519\t1.136\t2.173\t0.831\t-0.614\t-0.524\t0.000\t0.532\t1.003\t-1.190\t2.548\t0.655\t0.617\t-0.087\t0.000\t0.802\t0.738\t0.991\t1.092\t1.164\t1.010\t0.929\n1\t0.752\t1.290\t-0.907\t0.710\t0.893\t0.790\t0.244\t1.034\t2.173\t1.095\t0.933\t-0.083\t0.000\t0.992\t0.437\t-0.627\t0.000\t1.266\t-0.045\t-1.463\t3.102\t0.847\t1.014\t1.011\t0.881\t0.838\t0.890\t0.796\n1\t0.902\t-0.291\t0.639\t1.229\t1.317\t0.647\t-1.570\t-0.516\t0.000\t0.524\t0.033\t-1.389\t0.000\t1.051\t-0.009\t-0.688\t2.548\t0.832\t-0.020\t0.844\t1.551\t0.610\t0.614\t0.986\t0.537\t0.702\t0.666\t0.613\n1\t0.381\t-0.758\t-0.324\t1.917\t0.675\t0.944\t0.249\t-0.471\t0.000\t1.031\t0.076\t-1.703\t2.215\t0.773\t0.641\t1.029\t0.000\t1.766\t0.958\t-1.263\t1.551\t0.933\t0.854\t0.989\t1.861\t0.831\t1.324\t1.096\n1\t0.369\t-1.145\t-1.354\t0.457\t1.547\t0.871\t-0.258\t0.216\t2.173\t0.870\t-0.077\t-1.248\t0.000\t0.874\t0.857\t-1.674\t0.000\t0.825\t0.066\t0.752\t3.102\t0.871\t0.799\t0.995\t0.935\t0.444\t0.814\t0.710\n0\t0.799\t1.230\t1.526\t0.741\t0.595\t0.418\t1.845\t-0.544\t0.000\t0.611\t0.539\t-1.294\t2.215\t0.637\t0.798\t0.204\t0.000\t0.471\t-0.616\t1.603\t3.102\t0.750\t0.833\t0.990\t0.702\t0.416\t0.594\t0.600\n1\t0.605\t0.386\t1.666\t0.609\t-0.301\t1.026\t0.395\t1.122\t0.000\t1.024\t-0.581\t-1.164\t0.000\t0.708\t0.760\t0.839\t0.000\t1.251\t0.911\t1.406\t0.000\t0.800\t0.683\t0.984\t0.686\t0.181\t0.879\t0.827\n0\t1.482\t-0.245\t-0.208\t0.538\t0.254\t1.036\t-0.317\t1.641\t0.000\t0.191\t1.178\t-1.043\t0.000\t0.317\t-0.680\t0.390\t2.548\t0.472\t1.176\t1.168\t1.551\t1.012\t0.763\t0.996\t0.483\t0.430\t0.555\t0.710\n1\t1.334\t0.459\t0.112\t1.735\t-0.377\t0.998\t-0.007\t1.465\t0.000\t0.803\t1.274\t-1.050\t1.107\t0.404\t-0.387\t-0.032\t0.000\t0.701\t0.149\t0.985\t3.102\t1.140\t1.240\t0.984\t0.768\t0.769\t0.749\t0.879\n0\t0.973\t-1.017\t0.711\t1.341\t1.397\t0.389\t0.646\t-0.905\t0.000\t0.977\t0.066\t0.133\t1.107\t1.509\t-1.023\t-1.142\t0.000\t0.463\t-0.460\t-1.021\t0.000\t0.420\t0.705\t0.987\t0.731\t0.212\t0.781\t0.747\n1\t0.818\t-0.461\t-0.763\t0.888\t1.116\t0.564\t-0.732\t1.623\t1.087\t1.077\t-1.430\t0.796\t2.215\t1.007\t-0.612\t-0.057\t0.000\t1.123\t0.593\t-0.544\t0.000\t0.978\t0.927\t1.172\t0.953\t0.890\t0.892\t0.778\n0\t0.351\t-1.774\t0.847\t2.170\t0.511\t0.725\t1.059\t-0.921\t0.000\t0.710\t-0.490\t1.682\t2.215\t0.868\t1.167\t-0.176\t0.000\t1.193\t0.394\t-1.417\t3.102\t0.901\t0.788\t1.001\t0.923\t0.509\t0.821\t1.047\n1\t0.751\t-1.273\t-0.508\t0.387\t0.768\t0.691\t0.168\t0.033\t2.173\t0.572\t0.802\t-1.273\t2.215\t0.655\t0.220\t0.876\t0.000\t1.172\t-0.090\t-1.498\t0.000\t0.832\t0.879\t0.989\t0.821\t0.908\t0.681\t0.643\n0\t0.693\t0.011\t1.682\t2.099\t-1.084\t0.926\t-0.222\t0.378\t1.087\t0.762\t0.779\t1.436\t2.215\t0.594\t0.696\t0.894\t0.000\t0.672\t1.075\t-0.402\t0.000\t0.667\t0.829\t1.011\t0.903\t1.206\t1.007\t0.838\n1\t1.258\t-1.820\t0.777\t0.822\t-0.693\t1.025\t-0.102\t-1.187\t2.173\t0.519\t-1.171\t0.231\t0.000\t0.566\t-1.657\t-1.288\t0.000\t0.927\t-0.532\t1.203\t3.102\t0.855\t1.146\t1.366\t0.865\t0.905\t1.060\t0.869\n1\t0.360\t-2.304\t-1.175\t0.378\t0.944\t0.488\t0.859\t0.762\t2.173\t0.436\t-0.938\t-0.106\t2.215\t0.600\t-1.738\t0.871\t0.000\t0.550\t0.788\t-1.391\t0.000\t1.367\t0.876\t0.977\t0.966\t0.859\t0.768\t0.703\n0\t0.690\t0.677\t0.788\t2.548\t0.235\t1.258\t0.833\t-1.272\t1.087\t1.138\t-2.556\t-0.296\t0.000\t2.626\t0.184\t1.602\t2.548\t0.572\t-2.416\t0.593\t0.000\t0.769\t3.251\t0.990\t1.716\t1.394\t2.852\t2.423\n0\t0.560\t-1.821\t1.155\t1.775\t0.682\t0.912\t0.877\t-0.712\t2.173\t0.666\t-0.019\t-0.892\t0.000\t0.680\t-0.423\t1.098\t2.548\t0.696\t-0.354\t-1.623\t0.000\t0.659\t0.706\t0.995\t0.556\t1.212\t1.193\t0.931\n0\t1.835\t0.947\t-0.665\t0.911\t-1.381\t0.848\t-0.350\t1.167\t0.000\t0.738\t-1.441\t0.961\t0.000\t0.734\t-0.334\t0.038\t1.274\t0.511\t-0.821\t1.245\t3.102\t1.049\t0.938\t1.076\t0.955\t0.440\t0.758\t1.053\n1\t0.546\t1.060\t-0.017\t1.378\t1.673\t1.224\t0.542\t-0.463\t2.173\t1.515\t0.948\t1.223\t0.000\t0.855\t0.850\t-1.399\t2.548\t0.798\t0.050\t0.293\t0.000\t1.263\t0.988\t1.201\t1.193\t0.984\t1.040\t0.908\n0\t0.736\t1.285\t-0.513\t1.678\t-0.041\t1.041\t1.131\t0.343\t0.000\t1.322\t0.460\t1.739\t0.000\t0.836\t-0.461\t-1.731\t2.548\t0.620\t1.416\t-1.357\t0.000\t0.871\t0.793\t0.979\t1.391\t0.113\t1.231\t1.095\n0\t1.078\t0.087\t1.014\t1.521\t-1.548\t0.636\t-1.342\t0.640\t0.000\t1.096\t0.519\t-0.489\t2.215\t0.464\t0.249\t-0.071\t0.000\t0.701\t-1.286\t-1.361\t3.102\t1.061\t0.829\t1.314\t1.191\t1.128\t0.910\t0.928\n0\t0.812\t0.041\t-0.323\t0.424\t0.592\t0.655\t0.951\t1.666\t0.000\t0.517\t1.095\t-1.114\t2.215\t0.879\t0.109\t-1.456\t2.548\t0.477\t0.782\t0.494\t0.000\t0.744\t0.632\t0.983\t0.655\t0.434\t0.552\t0.547\n1\t0.888\t-1.152\t-1.011\t0.659\t1.355\t0.484\t1.141\t0.198\t2.173\t0.441\t0.479\t-0.644\t0.000\t0.652\t-0.309\t-0.371\t0.000\t1.522\t0.453\t1.251\t3.102\t0.802\t0.720\t0.989\t1.478\t0.789\t1.109\t0.987\n0\t0.526\t1.430\t-0.336\t1.636\t-1.386\t0.733\t0.339\t0.297\t0.000\t1.049\t1.336\t1.171\t0.000\t1.212\t0.340\t-0.626\t2.548\t0.383\t-0.817\t1.328\t1.551\t1.658\t1.090\t1.042\t0.876\t0.637\t0.873\t0.899\n1\t1.166\t0.158\t-0.711\t0.606\t-0.288\t0.925\t-0.444\t0.664\t2.173\t1.069\t-0.152\t0.063\t2.215\t1.246\t-0.179\t-1.651\t0.000\t0.439\t0.188\t1.470\t0.000\t0.316\t0.974\t0.993\t1.057\t0.784\t0.770\t0.769\n1\t0.903\t0.728\t1.547\t0.458\t-0.191\t1.460\t-2.134\t-0.631\t0.000\t1.943\t0.210\t0.972\t2.215\t1.131\t0.332\t-0.648\t0.000\t1.487\t-0.445\t1.394\t3.102\t0.805\t0.978\t0.983\t1.004\t0.820\t0.878\t0.803\n1\t0.405\t0.985\t-0.698\t0.871\t0.163\t0.890\t0.197\t-1.579\t0.000\t0.436\t-1.407\t0.121\t2.215\t0.677\t-1.085\t0.683\t0.000\t1.104\t1.076\t1.707\t1.551\t0.848\t1.029\t0.994\t0.795\t1.309\t1.240\t1.078\n0\t1.658\t-1.042\t0.132\t1.080\t0.533\t0.930\t-0.633\t1.677\t2.173\t0.745\t-0.272\t-0.843\t0.000\t0.924\t2.127\t0.965\t0.000\t1.167\t0.106\t-0.481\t3.102\t0.805\t1.192\t0.990\t1.386\t1.113\t1.460\t1.905\n0\t0.813\t0.038\t-1.396\t1.185\t-0.174\t0.402\t-1.269\t1.534\t0.000\t0.679\t0.800\t0.271\t0.000\t0.801\t0.843\t1.737\t0.000\t0.369\t-0.708\t-1.556\t3.102\t0.770\t0.539\t1.213\t0.628\t0.148\t0.466\t0.489\n0\t0.764\t0.937\t-0.993\t0.867\t-1.466\t0.992\t-0.363\t0.954\t0.000\t0.681\t-0.252\t-0.136\t1.107\t0.571\t-0.985\t-0.113\t0.000\t0.771\t0.195\t-1.254\t3.102\t0.777\t0.771\t0.980\t0.469\t0.577\t0.528\t0.560\n1\t1.421\t1.077\t0.298\t0.253\t-1.243\t0.921\t0.753\t-1.492\t0.000\t0.582\t0.817\t0.956\t2.215\t1.224\t-0.030\t-0.327\t2.548\t1.091\t-0.056\t-1.669\t0.000\t1.121\t1.074\t0.988\t0.611\t0.915\t0.758\t0.715\n1\t1.650\t0.334\t1.108\t0.981\t-1.428\t0.508\t-0.754\t-0.133\t0.000\t0.452\t0.047\t1.361\t0.000\t0.732\t-1.083\t0.965\t2.548\t0.794\t-0.610\t-1.174\t1.551\t1.079\t0.771\t1.333\t0.850\t0.562\t0.710\t0.695\n0\t0.792\t-0.771\t0.105\t0.596\t-1.237\t0.569\t-0.816\t1.058\t2.173\t0.444\t-0.335\t-1.118\t1.107\t0.773\t1.178\t-0.979\t0.000\t1.512\t0.520\t0.901\t0.000\t0.663\t1.066\t0.985\t0.607\t0.706\t0.689\t0.726\n1\t0.920\t-1.089\t0.682\t0.129\t-1.596\t1.151\t-0.931\t-0.520\t0.000\t1.150\t1.861\t1.519\t0.000\t1.256\t-2.119\t1.399\t0.000\t2.006\t-0.881\t-0.930\t0.000\t0.849\t1.114\t0.987\t0.459\t0.387\t0.705\t0.728\n0\t0.486\t1.519\t0.443\t0.609\t0.943\t0.406\t-0.679\t-1.180\t2.173\t0.657\t-0.385\t1.420\t2.215\t0.595\t0.767\t-0.578\t0.000\t0.816\t-1.699\t-0.372\t0.000\t1.540\t0.962\t0.978\t0.690\t0.555\t0.713\t0.744\n1\t4.314\t0.390\t0.801\t1.470\t0.748\t2.193\t-0.363\t-1.123\t0.000\t1.204\t0.238\t-0.749\t1.107\t0.790\t0.510\t-0.224\t0.000\t0.906\t1.321\t-0.295\t0.000\t0.851\t0.878\t0.985\t0.540\t0.808\t1.121\t0.953\n0\t1.768\t0.606\t1.739\t0.554\t-1.210\t0.955\t0.442\t0.521\t2.173\t0.727\t0.394\t-0.031\t0.000\t1.274\t-0.611\t-1.166\t2.548\t1.205\t-0.663\t0.132\t0.000\t0.798\t1.036\t0.975\t1.227\t1.593\t1.105\t1.020\n0\t0.695\t0.554\t0.615\t1.008\t1.378\t1.564\t0.975\t-0.496\t2.173\t1.539\t0.233\t1.386\t2.215\t0.337\t1.265\t1.275\t0.000\t0.721\t0.315\t-0.542\t0.000\t0.614\t0.799\t0.988\t1.356\t2.426\t1.294\t0.959\n1\t0.709\t-1.443\t0.093\t0.644\t-1.704\t1.134\t-0.541\t1.388\t2.173\t1.116\t-0.338\t-0.110\t0.000\t1.148\t-0.674\t-0.594\t0.000\t0.948\t-0.299\t-1.056\t3.102\t0.810\t0.679\t0.988\t1.077\t0.891\t0.945\t0.895\n0\t1.899\t0.755\t0.127\t0.809\t-1.464\t0.684\t-1.040\t-1.266\t2.173\t0.720\t0.311\t1.343\t2.215\t0.429\t-0.117\t-1.605\t0.000\t0.772\t0.787\t1.571\t0.000\t0.397\t0.775\t1.700\t1.065\t1.059\t1.106\t0.845\n1\t0.694\t0.043\t-1.538\t1.484\t-0.058\t1.190\t0.925\t-0.583\t2.173\t1.096\t-0.119\t0.818\t0.000\t1.690\t0.557\t1.284\t1.274\t0.874\t-0.465\t1.652\t0.000\t0.914\t0.853\t1.367\t1.105\t1.779\t1.178\t1.035\n1\t0.584\t2.017\t0.156\t2.029\t-0.060\t1.297\t-0.483\t1.701\t0.000\t0.398\t-1.163\t0.748\t2.215\t0.647\t0.392\t-0.864\t1.274\t0.527\t0.713\t1.119\t0.000\t1.112\t0.943\t0.978\t1.275\t0.725\t0.872\t1.095\n0\t0.829\t-0.099\t-1.673\t1.868\t1.312\t0.837\t-1.625\t-0.796\t0.000\t1.136\t-1.133\t-0.370\t0.000\t0.816\t0.485\t0.435\t2.548\t0.857\t-0.890\t0.903\t3.102\t0.922\t0.981\t1.000\t0.979\t0.625\t0.955\t1.013\n1\t2.427\t1.329\t0.795\t0.241\t0.633\t0.456\t1.495\t-0.569\t2.173\t0.987\t-0.001\t-1.378\t0.000\t1.055\t1.630\t0.100\t0.000\t0.932\t0.256\t-0.970\t3.102\t0.726\t1.123\t0.977\t1.048\t0.503\t0.807\t1.021\n0\t1.114\t-0.469\t0.602\t1.864\t0.224\t0.863\t0.940\t-0.793\t0.000\t0.736\t-0.597\t1.589\t2.215\t1.486\t0.721\t-1.399\t1.274\t1.342\t-1.072\t0.781\t0.000\t1.134\t0.921\t0.990\t1.023\t0.975\t1.229\t1.491\n0\t1.090\t0.187\t-0.191\t1.284\t0.515\t0.434\t0.015\t0.575\t2.173\t0.295\t1.378\t1.592\t0.000\t0.927\t0.320\t-1.299\t0.000\t1.138\t-0.272\t-0.777\t3.102\t0.756\t0.852\t0.986\t0.764\t0.710\t0.643\t0.710\n1\t0.583\t1.109\t-0.748\t0.750\t-1.632\t1.035\t0.691\t0.472\t2.173\t0.808\t-1.074\t1.681\t0.000\t0.940\t-0.294\t1.581\t0.000\t1.407\t0.523\t-0.309\t1.551\t0.795\t0.895\t0.993\t1.054\t0.828\t0.843\t0.768\n1\t0.489\t2.130\t0.147\t0.337\t0.594\t0.985\t0.543\t0.902\t1.087\t1.478\t0.877\t-1.247\t0.000\t0.836\t0.981\t-0.725\t0.000\t0.738\t0.507\t-0.349\t3.102\t0.788\t0.647\t1.000\t0.789\t0.816\t0.900\t0.786\n1\t0.595\t-1.501\t-0.727\t0.688\t-1.103\t0.686\t-0.497\t0.814\t0.000\t2.037\t-1.732\t0.503\t0.000\t2.069\t0.149\t-1.063\t2.548\t1.034\t-1.258\t1.399\t0.000\t0.935\t0.929\t0.981\t0.759\t0.939\t0.992\t0.836\n1\t0.996\t0.855\t1.263\t0.860\t1.213\t1.590\t0.046\t0.575\t2.173\t1.027\t0.250\t-1.522\t0.000\t1.409\t0.617\t-0.551\t0.000\t1.287\t1.615\t-1.196\t0.000\t0.794\t0.698\t0.992\t1.642\t0.916\t1.162\t1.040\n1\t0.651\t-1.376\t-1.337\t1.135\t0.084\t1.097\t-0.352\t1.366\t0.000\t1.006\t-1.606\t0.956\t0.000\t1.028\t-2.558\t0.322\t0.000\t1.640\t-0.790\t-0.298\t3.102\t1.088\t0.952\t1.141\t0.694\t0.452\t0.760\t0.690\n1\t1.295\t0.962\t-0.633\t1.039\t-1.417\t0.515\t0.094\t-0.329\t2.173\t1.100\t0.435\t0.823\t2.215\t0.563\t-1.429\t1.205\t0.000\t0.715\t-0.289\t1.548\t0.000\t0.502\t0.872\t1.042\t0.796\t0.975\t0.858\t0.883\n1\t2.256\t-1.085\t-0.494\t0.836\t0.817\t0.310\t-1.738\t-1.237\t0.000\t0.973\t-1.386\t1.672\t2.215\t0.768\t-0.341\t0.264\t0.000\t2.076\t0.320\t1.484\t3.102\t0.849\t0.897\t1.760\t1.276\t1.345\t1.247\t1.025\n1\t0.397\t0.573\t0.095\t1.575\t-0.081\t0.792\t0.096\t1.580\t2.173\t0.635\t-1.042\t-1.284\t0.000\t0.392\t-0.740\t-0.007\t0.000\t0.689\t-0.330\t1.181\t3.102\t0.706\t0.875\t0.980\t0.692\t0.338\t0.785\t0.689\n1\t0.857\t1.579\t0.283\t0.963\t-1.105\t0.723\t0.182\t-1.533\t2.173\t0.403\t-1.070\t1.118\t2.215\t0.978\t0.548\t0.492\t0.000\t0.772\t0.905\t-0.667\t0.000\t0.861\t0.965\t1.194\t1.270\t0.770\t0.976\t0.834\n0\t1.241\t0.276\t0.156\t0.561\t1.578\t0.746\t-0.745\t-1.431\t1.087\t1.131\t-0.028\t0.857\t2.215\t1.143\t-1.479\t-0.830\t0.000\t0.431\t-0.973\t-0.427\t0.000\t0.328\t1.246\t1.108\t1.041\t1.292\t0.895\t0.879\n0\t0.482\t-0.944\t-1.531\t1.272\t0.510\t1.057\t-0.565\t0.843\t2.173\t0.390\t-1.867\t-1.346\t0.000\t0.789\t-0.171\t-0.664\t2.548\t0.750\t-0.203\t-1.365\t0.000\t0.867\t1.062\t1.046\t0.768\t1.133\t0.760\t0.689\n1\t1.052\t1.240\t-0.065\t0.590\t-1.608\t0.741\t-0.949\t0.587\t0.000\t0.721\t-0.516\t-1.676\t2.215\t0.743\t0.758\t-0.672\t2.548\t0.539\t-0.618\t-1.131\t0.000\t0.971\t1.059\t1.074\t1.058\t0.838\t0.754\t0.871\n1\t0.601\t1.661\t-1.731\t1.456\t1.002\t0.574\t0.428\t-1.618\t0.000\t1.079\t0.804\t-0.350\t2.215\t1.099\t0.464\t0.588\t0.000\t0.707\t0.000\t-0.279\t0.000\t0.934\t0.918\t0.989\t1.738\t0.959\t1.314\t1.109\n1\t0.535\t-1.733\t0.749\t0.914\t0.930\t0.968\t0.829\t-0.754\t0.000\t0.919\t-0.899\t1.250\t0.000\t1.037\t-1.620\t-0.714\t0.000\t0.864\t-0.882\t-1.486\t3.102\t0.828\t0.719\t0.993\t0.686\t0.434\t0.515\t0.592\n1\t2.028\t0.788\t0.716\t0.671\t-1.629\t0.749\t-1.628\t-1.024\t0.000\t0.884\t0.458\t0.483\t0.000\t1.351\t-0.342\t-0.729\t1.274\t0.704\t-0.761\t1.550\t3.102\t2.764\t1.526\t1.385\t1.344\t0.690\t1.018\t1.205\n0\t0.655\t1.474\t1.227\t0.755\t0.011\t1.058\t0.477\t-1.191\t1.087\t1.299\t-0.137\t0.182\t2.215\t0.499\t0.329\t0.699\t0.000\t1.531\t0.624\t1.732\t0.000\t0.795\t0.883\t0.987\t1.458\t1.719\t1.286\t1.038\n1\t0.499\t-0.978\t-0.806\t1.469\t0.596\t1.375\t0.162\t-1.437\t0.000\t1.343\t0.114\t-0.085\t2.215\t0.761\t0.885\t1.468\t0.000\t0.697\t-0.160\t0.875\t3.102\t1.194\t0.926\t1.131\t1.044\t0.679\t1.000\t1.027\n1\t0.703\t-0.292\t-1.092\t0.565\t1.199\t1.514\t-0.152\t-0.834\t0.000\t0.869\t-0.740\t0.903\t0.000\t1.210\t0.372\t0.993\t2.548\t1.710\t-0.563\t0.106\t3.102\t2.549\t1.649\t0.980\t0.892\t1.006\t1.191\t0.990\n1\t0.421\t-1.418\t-0.657\t0.738\t-0.046\t1.169\t0.845\t-1.250\t1.087\t1.037\t-0.571\t-0.523\t0.000\t1.819\t1.881\t0.808\t0.000\t0.873\t0.133\t0.754\t3.102\t0.813\t0.733\t0.997\t1.161\t1.106\t0.914\t0.803\n0\t0.324\t1.762\t-1.683\t3.700\t1.443\t1.385\t-1.039\t-0.163\t2.173\t0.604\t-2.086\t-0.456\t0.000\t0.393\t0.910\t-0.690\t2.548\t0.550\t-1.662\t0.734\t0.000\t0.662\t0.888\t0.995\t1.124\t1.191\t4.075\t4.044\n1\t0.466\t-0.675\t1.055\t0.589\t0.649\t1.094\t-1.485\t-1.269\t0.000\t1.218\t-1.302\t0.408\t2.215\t0.585\t-1.523\t1.478\t0.000\t0.554\t0.032\t-0.103\t3.102\t0.897\t0.931\t0.979\t0.727\t0.643\t0.892\t0.799\n1\t1.134\t-0.092\t1.631\t1.231\t1.645\t0.379\t1.442\t1.414\t0.000\t0.807\t0.291\t-0.507\t2.215\t1.290\t0.711\t0.516\t2.548\t0.923\t0.757\t-1.226\t0.000\t0.671\t0.834\t0.988\t1.021\t0.903\t0.868\t0.741\n1\t1.243\t0.198\t1.111\t0.266\t-1.708\t0.921\t0.421\t-1.010\t2.173\t0.751\t0.037\t-0.536\t0.000\t1.023\t-0.241\t1.326\t0.000\t1.324\t-0.830\t0.711\t3.102\t0.910\t0.967\t0.986\t1.066\t1.476\t0.886\t0.785\n0\t0.728\t0.876\t1.365\t0.600\t-0.332\t1.248\t2.023\t0.872\t0.000\t1.552\t0.331\t0.228\t0.000\t1.380\t-0.547\t-0.303\t2.548\t1.554\t-0.454\t-0.692\t0.000\t0.859\t0.765\t0.989\t0.790\t1.823\t1.081\t0.896\n1\t1.128\t-0.987\t0.759\t0.992\t1.737\t2.239\t-0.375\t-1.174\t0.000\t2.114\t-0.444\t0.340\t1.107\t1.549\t0.324\t0.144\t0.000\t1.091\t0.301\t1.299\t3.102\t1.149\t0.899\t1.131\t1.207\t1.191\t0.911\t0.874\n1\t1.399\t-1.384\t-0.039\t0.487\t1.387\t0.716\t-1.093\t0.494\t0.000\t1.575\t-1.689\t-1.513\t0.000\t0.790\t-0.288\t-1.513\t2.548\t1.040\t0.287\t0.236\t0.000\t1.083\t1.013\t1.098\t0.590\t0.485\t0.631\t0.653\n1\t1.744\t0.643\t-1.368\t0.874\t1.555\t1.065\t-0.202\t0.572\t1.087\t0.767\t0.391\t-0.994\t2.215\t0.555\t1.587\t-0.234\t0.000\t0.389\t-1.086\t0.285\t0.000\t1.144\t0.862\t0.986\t1.381\t1.376\t1.001\t0.894\n1\t0.663\t-0.902\t0.581\t0.602\t-1.172\t0.487\t0.544\t1.260\t0.000\t1.230\t1.026\t-1.195\t2.215\t1.008\t0.839\t0.570\t0.000\t0.396\t1.375\t-0.492\t3.102\t0.771\t1.138\t0.992\t0.962\t0.419\t1.088\t1.004\n0\t0.878\t-0.807\t-0.795\t1.466\t-0.235\t0.734\t-1.203\t1.449\t2.173\t0.609\t-1.638\t0.476\t0.000\t0.902\t-0.079\t1.294\t2.548\t0.876\t-1.588\t-1.315\t0.000\t0.957\t0.982\t0.987\t1.224\t0.619\t0.895\t0.858\n1\t1.250\t0.081\t-0.122\t1.090\t-1.068\t0.720\t0.570\t1.039\t2.173\t0.499\t0.391\t0.316\t0.000\t1.019\t-0.487\t1.674\t2.548\t0.481\t1.577\t-1.144\t0.000\t0.808\t0.925\t1.216\t1.102\t0.850\t0.854\t0.754\n1\t0.889\t0.439\t0.395\t1.363\t-0.628\t0.621\t-1.143\t0.793\t2.173\t0.796\t-0.394\t1.738\t0.000\t0.929\t1.072\t-0.647\t0.000\t0.831\t0.230\t1.122\t0.000\t1.069\t0.854\t1.214\t1.242\t0.719\t0.853\t0.828\n0\t0.291\t2.093\t-0.176\t1.875\t1.128\t0.868\t-0.420\t-0.879\t1.087\t0.959\t-1.114\t-1.022\t0.000\t1.406\t0.287\t0.530\t2.548\t0.727\t0.767\t-1.097\t0.000\t1.338\t0.872\t0.987\t1.631\t1.414\t1.896\t1.897\n0\t0.911\t-0.754\t-0.992\t0.476\t0.530\t0.781\t-1.140\t-0.581\t0.000\t0.933\t1.246\t1.098\t0.000\t0.619\t0.889\t1.727\t2.548\t0.819\t0.157\t1.081\t3.102\t0.889\t0.646\t0.984\t0.899\t0.372\t0.636\t0.780\n0\t0.513\t1.389\t-1.573\t1.377\t-0.754\t0.809\t0.763\t0.412\t0.000\t0.681\t0.775\t1.062\t1.107\t1.194\t1.024\t-1.137\t2.548\t1.043\t2.431\t0.404\t0.000\t0.769\t0.990\t0.982\t0.853\t0.892\t0.673\t0.692\n1\t1.456\t-1.233\t0.352\t1.908\t-0.563\t0.797\t-0.550\t0.645\t0.000\t1.924\t-0.725\t-1.349\t2.215\t0.821\t-1.065\t1.264\t0.000\t1.252\t-0.837\t-0.410\t3.102\t0.893\t0.941\t1.694\t1.653\t1.065\t1.072\t1.061\n1\t0.859\t-0.226\t1.471\t2.092\t0.452\t0.975\t0.551\t-0.916\t2.173\t0.646\t0.195\t1.593\t0.000\t0.641\t0.349\t0.436\t2.548\t0.493\t-0.735\t-0.856\t0.000\t0.725\t0.845\t1.475\t0.749\t0.929\t0.975\t0.813\n1\t1.090\t1.435\t-1.715\t1.789\t1.430\t1.230\t2.009\t-0.178\t0.000\t0.420\t1.798\t-0.999\t0.000\t0.538\t1.217\t-1.282\t2.548\t0.768\t-0.670\t0.356\t3.102\t1.039\t0.834\t1.006\t1.094\t0.800\t1.017\t1.085\n0\t2.377\t-0.255\t-0.099\t0.231\t0.111\t0.839\t-2.473\t-1.522\t0.000\t0.539\t-1.224\t0.859\t2.215\t0.583\t-1.536\t-0.902\t0.000\t1.523\t-0.519\t1.567\t3.102\t0.848\t0.953\t0.992\t1.084\t0.554\t0.796\t1.059\n1\t0.358\t-1.786\t-0.012\t1.796\t1.139\t0.732\t0.191\t-0.584\t2.173\t0.746\t-0.212\t1.715\t2.215\t0.483\t-0.517\t-1.010\t0.000\t0.442\t-0.019\t0.008\t0.000\t0.428\t0.515\t0.987\t1.416\t0.980\t1.013\t0.768\n1\t0.688\t-0.188\t0.301\t0.462\t-0.683\t0.886\t-0.743\t-0.924\t0.000\t0.408\t-2.185\t0.626\t0.000\t1.336\t-0.958\t0.897\t2.548\t1.015\t0.169\t1.699\t3.102\t1.639\t1.236\t0.986\t0.750\t0.838\t0.917\t0.785\n1\t1.242\t0.552\t-1.537\t0.830\t-1.463\t0.609\t-0.039\t0.033\t2.173\t0.933\t-0.404\t1.183\t2.215\t0.493\t0.840\t-0.752\t0.000\t0.507\t1.557\t0.412\t0.000\t0.926\t0.889\t0.999\t1.023\t0.977\t0.819\t0.753\n0\t0.337\t-0.619\t-1.143\t1.744\t1.464\t0.544\t0.352\t-0.219\t0.000\t0.869\t0.814\t0.827\t2.215\t0.570\t1.887\t-0.675\t0.000\t1.234\t-0.436\t-0.405\t3.102\t0.860\t0.830\t0.988\t0.946\t1.083\t0.788\t0.712\n0\t0.699\t-0.398\t1.454\t0.200\t-1.529\t0.949\t0.788\t0.915\t2.173\t1.224\t-0.560\t-0.439\t1.107\t0.840\t-0.105\t0.307\t0.000\t2.005\t-0.003\t-1.420\t0.000\t1.433\t1.192\t0.991\t0.779\t1.898\t1.130\t0.937\n1\t0.581\t-0.191\t-1.465\t0.269\t1.169\t0.890\t-0.949\t0.811\t2.173\t1.329\t-0.473\t-0.561\t0.000\t1.084\t-1.007\t-1.077\t1.274\t1.204\t-0.025\t0.368\t0.000\t0.797\t1.236\t0.982\t0.636\t1.217\t0.848\t0.742\n1\t0.839\t-0.255\t1.497\t0.199\t1.436\t0.656\t0.208\t1.725\t2.173\t0.641\t-2.198\t-0.113\t0.000\t0.516\t0.045\t-0.321\t2.548\t0.749\t-1.311\t0.318\t0.000\t0.466\t0.750\t0.982\t0.808\t0.700\t0.911\t0.794\n0\t0.977\t0.914\t0.763\t2.001\t1.353\t1.272\t0.161\t-0.900\t2.173\t1.525\t0.182\t-0.426\t0.000\t1.577\t-0.112\t0.774\t2.548\t0.458\t0.872\t0.195\t0.000\t0.752\t0.887\t0.988\t1.011\t1.779\t1.294\t1.161\n1\t1.248\t-0.435\t1.554\t1.281\t0.872\t0.485\t-0.446\t-1.234\t0.000\t0.731\t-0.753\t-0.713\t2.215\t1.425\t-0.363\t0.134\t2.548\t0.390\t0.254\t0.129\t0.000\t0.676\t0.777\t1.009\t0.988\t0.777\t0.822\t0.700\n1\t1.029\t-1.121\t1.143\t0.618\t-0.826\t0.717\t-1.336\t0.040\t0.000\t0.527\t1.081\t-1.696\t2.215\t0.941\t-0.589\t-1.010\t2.548\t0.892\t-0.633\t0.828\t0.000\t0.875\t0.913\t1.082\t1.067\t0.863\t0.916\t0.817\n1\t0.895\t0.360\t0.185\t1.693\t-0.449\t2.636\t-0.732\t1.317\t0.000\t1.383\t0.347\t-0.522\t1.107\t0.570\t-1.009\t-0.012\t0.000\t0.483\t-1.614\t-0.664\t0.000\t0.637\t1.043\t0.989\t0.749\t0.806\t0.725\t0.690\n0\t1.240\t0.246\t-0.444\t0.528\t-0.670\t0.964\t0.909\t0.843\t1.087\t0.497\t2.192\t0.467\t0.000\t1.350\t1.225\t-1.182\t0.000\t0.906\t2.135\t-1.213\t0.000\t0.883\t0.869\t0.987\t1.353\t0.588\t0.920\t1.072\n1\t0.790\t-1.255\t-0.364\t1.299\t0.861\t0.819\t0.212\t0.229\t2.173\t1.461\t-0.883\t-1.232\t2.215\t1.092\t-0.177\t-1.721\t0.000\t0.719\t-0.462\t0.198\t0.000\t0.981\t0.987\t1.254\t1.192\t1.826\t1.147\t0.953\n1\t0.514\t-0.878\t-1.250\t0.660\t0.837\t1.102\t0.811\t-0.895\t2.173\t0.800\t0.710\t1.141\t0.000\t0.597\t-0.682\t0.972\t1.274\t1.228\t0.655\t-0.050\t0.000\t1.136\t0.881\t0.983\t1.017\t1.333\t0.910\t0.792\n1\t0.605\t0.348\t-0.325\t1.493\t-1.034\t0.530\t-0.563\t0.267\t2.173\t1.157\t0.207\t1.023\t2.215\t0.695\t0.288\t-0.922\t0.000\t0.668\t0.713\t0.604\t0.000\t0.765\t0.808\t0.992\t1.135\t0.860\t0.989\t0.786\n0\t0.338\t0.647\t0.201\t1.775\t1.315\t1.107\t-2.031\t-1.308\t0.000\t0.823\t-1.676\t0.888\t0.000\t0.767\t-1.404\t0.007\t0.000\t1.569\t-0.283\t0.005\t1.551\t0.876\t0.940\t0.986\t0.965\t0.793\t0.789\t0.858\n0\t0.629\t0.294\t1.035\t1.534\t0.191\t0.883\t-0.056\t-1.298\t0.000\t0.713\t-0.706\t1.281\t0.000\t0.825\t-1.063\t-1.097\t1.274\t1.018\t-0.400\t0.083\t3.102\t1.357\t0.947\t0.987\t0.543\t0.660\t0.720\t0.782\n0\t0.503\t1.243\t-0.503\t1.248\t0.411\t0.515\t0.988\t1.673\t0.000\t0.594\t-0.267\t-1.114\t2.215\t0.320\t0.022\t0.782\t0.000\t0.659\t-0.736\t-1.474\t3.102\t0.884\t0.922\t0.979\t0.793\t0.251\t0.656\t0.679\n0\t1.319\t0.844\t0.704\t0.106\t-0.559\t0.870\t-0.618\t-0.898\t0.000\t0.740\t-1.422\t0.129\t0.000\t0.834\t0.278\t-1.569\t2.548\t0.651\t-1.532\t1.508\t0.000\t0.873\t1.076\t0.981\t0.592\t0.292\t0.631\t0.737\n0\t0.761\t-1.227\t-0.603\t3.297\t-1.001\t1.794\t0.074\t0.868\t1.087\t0.991\t0.832\t0.414\t0.000\t1.305\t0.112\t-0.716\t2.548\t0.523\t2.436\t0.415\t0.000\t0.926\t1.128\t0.988\t2.435\t1.888\t1.640\t1.612\n1\t1.480\t-0.774\t0.402\t0.765\t0.841\t0.276\t-1.428\t0.686\t0.000\t0.475\t0.155\t-0.617\t2.215\t1.989\t-0.920\t-1.268\t2.548\t0.677\t0.401\t1.439\t0.000\t0.845\t1.010\t0.986\t0.785\t0.858\t0.937\t0.786\n1\t0.632\t-0.704\t-0.259\t0.385\t0.640\t1.176\t-1.250\t-1.247\t0.000\t0.598\t-1.697\t-0.754\t0.000\t1.445\t-1.318\t0.803\t2.548\t0.624\t-0.183\t-0.347\t3.102\t0.883\t0.805\t0.979\t0.717\t0.784\t0.871\t0.766\n0\t1.710\t0.553\t1.007\t0.943\t0.235\t1.022\t-0.675\t-0.241\t2.173\t1.260\t0.662\t1.586\t2.215\t1.554\t-0.704\t-0.772\t0.000\t0.432\t-1.096\t-1.080\t0.000\t0.549\t0.722\t1.128\t0.989\t2.069\t1.237\t1.110\n0\t0.937\t-1.652\t-0.302\t1.216\t0.524\t0.600\t-0.587\t-1.675\t2.173\t0.506\t0.758\t1.730\t2.215\t0.799\t-0.201\t0.136\t0.000\t0.653\t-1.808\t1.351\t0.000\t1.150\t0.947\t1.002\t1.378\t0.604\t1.015\t0.876\n1\t0.453\t-1.869\t1.212\t1.513\t0.292\t0.750\t-0.138\t-1.448\t2.173\t0.669\t0.474\t1.043\t2.215\t0.643\t0.593\t-0.310\t0.000\t0.530\t-1.153\t-1.242\t0.000\t0.911\t0.831\t0.989\t1.188\t0.879\t0.937\t0.815\n1\t0.892\t-0.083\t-0.819\t0.682\t1.029\t0.705\t-0.895\t-0.672\t2.173\t0.786\t0.109\t1.161\t0.000\t1.009\t-0.664\t0.952\t1.274\t0.396\t0.181\t-1.524\t0.000\t1.034\t1.102\t1.076\t0.743\t1.048\t0.743\t0.689\n1\t1.275\t1.144\t1.160\t0.760\t0.309\t0.643\t1.062\t-0.762\t2.173\t0.247\t0.942\t0.023\t0.000\t0.452\t1.742\t0.727\t0.000\t0.524\t-0.579\t0.317\t0.000\t0.938\t0.883\t0.990\t1.010\t0.671\t0.812\t0.716\n1\t0.552\t-0.755\t1.278\t0.907\t-0.688\t0.574\t-0.558\t0.619\t2.173\t0.943\t-0.374\t-0.174\t2.215\t1.480\t-0.800\t-1.456\t0.000\t0.669\t1.233\t0.641\t0.000\t0.843\t1.000\t0.989\t0.695\t0.717\t0.819\t0.703\n1\t0.427\t-0.316\t-1.412\t2.032\t1.559\t1.207\t1.522\t0.239\t2.173\t0.545\t1.243\t-1.224\t0.000\t0.872\t0.441\t-0.619\t2.548\t0.416\t-1.313\t-0.188\t0.000\t1.199\t0.811\t0.988\t1.572\t1.137\t1.107\t0.982\n1\t0.419\t-0.195\t0.841\t1.880\t0.141\t0.836\t0.628\t1.421\t2.173\t0.634\t2.623\t-1.078\t0.000\t1.471\t1.088\t-1.273\t2.548\t0.901\t0.792\t0.048\t0.000\t1.285\t1.050\t0.991\t1.075\t0.985\t0.966\t0.998\n1\t0.587\t-0.784\t1.290\t0.148\t-1.475\t1.800\t1.340\t0.802\t2.173\t1.091\t1.186\t-1.070\t2.215\t2.017\t1.338\t-0.701\t0.000\t0.586\t1.992\t-0.384\t0.000\t0.664\t0.665\t0.979\t1.263\t2.052\t1.291\t1.141\n0\t1.628\t-2.105\t0.660\t0.399\t1.496\t0.659\t-0.474\t0.109\t1.087\t0.810\t-0.595\t-1.578\t0.000\t0.623\t-1.486\t-1.352\t0.000\t0.874\t-0.073\t-0.880\t3.102\t0.620\t1.039\t0.985\t1.043\t0.644\t0.859\t0.823\n0\t1.072\t-0.550\t-1.394\t0.138\t-0.867\t1.333\t-1.024\t1.610\t2.173\t1.381\t0.818\t-0.125\t2.215\t1.899\t-0.917\t0.360\t0.000\t0.445\t-0.721\t1.301\t0.000\t0.838\t1.467\t0.995\t1.097\t2.940\t1.579\t1.266\n1\t1.637\t0.528\t1.738\t0.246\t0.256\t1.435\t0.134\t-0.198\t0.000\t1.060\t1.143\t1.653\t0.000\t0.864\t0.415\t1.085\t0.000\t1.211\t-0.597\t-0.749\t1.551\t0.899\t1.165\t0.984\t0.931\t0.840\t0.942\t0.824\n0\t2.520\t0.563\t0.730\t0.628\t-0.951\t0.640\t-0.497\t1.302\t0.000\t0.999\t-0.872\t-0.734\t2.215\t1.196\t0.446\t-0.982\t0.000\t0.539\t0.482\t-0.556\t3.102\t1.610\t0.946\t1.740\t1.602\t0.545\t1.000\t0.973\n1\t1.133\t1.384\t-1.226\t1.025\t-1.735\t1.574\t1.084\t0.280\t0.000\t0.989\t1.995\t1.360\t0.000\t1.749\t0.293\t-1.220\t2.548\t0.905\t-1.837\t0.466\t0.000\t0.831\t0.910\t0.975\t1.183\t0.847\t0.901\t0.841\n0\t1.372\t-0.415\t-0.373\t1.040\t-0.660\t1.029\t-1.197\t1.186\t2.173\t0.402\t-2.691\t1.410\t0.000\t0.650\t-1.294\t0.540\t0.000\t0.536\t0.327\t-0.951\t3.102\t0.794\t0.943\t0.982\t1.625\t1.015\t1.032\t1.041\n0\t0.418\t1.038\t1.293\t3.230\t-1.493\t0.734\t-0.423\t0.147\t2.173\t0.663\t0.959\t-0.282\t0.000\t1.136\t1.356\t0.119\t2.548\t0.476\t1.536\t0.599\t0.000\t0.614\t0.938\t0.989\t1.247\t1.265\t1.398\t1.081\n1\t0.516\t-0.325\t-1.148\t1.427\t0.533\t2.421\t1.287\t-1.574\t0.000\t1.284\t-0.794\t0.019\t2.215\t2.020\t-1.579\t-0.187\t0.000\t1.739\t-0.372\t0.667\t1.551\t9.420\t5.128\t1.187\t0.847\t0.784\t3.190\t2.329\n1\t0.726\t0.348\t0.200\t1.322\t0.989\t1.293\t-2.300\t0.420\t0.000\t1.657\t-0.726\t0.378\t2.215\t5.502\t-1.315\t-1.158\t2.548\t1.610\t0.121\t1.334\t0.000\t0.760\t1.174\t0.991\t3.316\t3.354\t2.412\t1.831\n1\t1.207\t-0.169\t0.687\t2.252\t1.136\t1.195\t0.715\t-0.373\t2.173\t0.753\t-0.144\t-1.152\t0.000\t0.618\t0.945\t-1.268\t2.548\t0.489\t-1.026\t-1.624\t0.000\t0.556\t1.166\t0.997\t0.964\t0.791\t1.136\t0.989\n0\t0.519\t-1.206\t1.470\t1.417\t-1.608\t0.962\t0.348\t-0.085\t0.000\t0.944\t0.401\t0.487\t2.215\t1.218\t0.919\t1.560\t2.548\t1.216\t0.932\t-0.515\t0.000\t0.901\t0.882\t0.990\t0.854\t0.999\t0.872\t0.951\n0\t1.024\t-0.217\t1.081\t0.407\t-0.941\t1.281\t-0.667\t-1.727\t2.173\t0.884\t-0.668\t-0.488\t2.215\t0.576\t1.281\t-0.220\t0.000\t0.380\t0.365\t0.468\t0.000\t0.397\t0.791\t0.989\t0.925\t1.408\t0.978\t0.827\n1\t0.288\t-1.722\t-1.172\t1.034\t0.304\t0.592\t1.169\t1.720\t1.087\t0.655\t0.689\t0.407\t2.215\t0.655\t1.235\t-1.110\t0.000\t0.473\t-0.772\t-1.264\t0.000\t0.868\t0.816\t0.984\t1.120\t0.876\t0.811\t0.732\n1\t1.556\t-0.361\t-0.947\t0.857\t1.688\t0.934\t0.078\t0.418\t1.087\t0.514\t0.107\t1.197\t0.000\t0.419\t-1.034\t-0.558\t1.274\t0.469\t-0.854\t0.058\t0.000\t0.668\t0.654\t1.110\t0.627\t0.783\t0.816\t0.675\n0\t0.379\t0.950\t-0.639\t1.301\t1.224\t0.623\t0.739\t0.637\t0.000\t0.674\t-0.074\t-0.731\t2.215\t0.625\t-2.111\t-0.123\t0.000\t1.259\t0.570\t-1.408\t3.102\t0.865\t0.927\t0.989\t0.688\t0.575\t0.671\t0.653\n0\t1.502\t-1.716\t0.053\t0.998\t-0.242\t0.961\t-1.457\t-1.503\t0.000\t0.432\t-0.393\t-1.553\t0.000\t0.822\t-1.166\t1.162\t2.548\t0.743\t-0.612\t0.119\t3.102\t0.766\t0.849\t0.979\t0.959\t0.510\t0.684\t0.865\n1\t1.895\t-0.610\t0.247\t0.915\t-0.219\t1.240\t-1.444\t-1.644\t2.173\t0.503\t-0.535\t0.933\t0.000\t0.492\t-0.796\t-0.279\t2.548\t0.494\t-1.647\t-1.083\t0.000\t0.807\t0.874\t1.003\t0.503\t0.962\t1.015\t0.816\n0\t2.285\t0.628\t-0.293\t0.146\t-1.137\t0.682\t0.480\t1.685\t0.000\t0.583\t0.136\t0.635\t0.000\t0.841\t-1.052\t1.312\t2.548\t0.603\t-0.308\t-1.132\t0.000\t0.798\t0.703\t0.987\t0.688\t0.156\t0.777\t0.658\n1\t1.184\t0.663\t0.361\t1.183\t-0.072\t0.870\t0.748\t-1.226\t2.173\t0.703\t-0.052\t-0.820\t0.000\t0.913\t0.522\t1.246\t2.548\t0.992\t1.913\t1.055\t0.000\t1.926\t1.227\t0.998\t1.203\t0.884\t0.898\t0.924\n0\t1.227\t0.391\t0.979\t0.600\t1.185\t0.953\t0.406\t-1.619\t2.173\t1.089\t-0.115\t-0.110\t1.107\t0.813\t1.145\t0.062\t0.000\t0.805\t-2.292\t-0.715\t0.000\t0.845\t1.246\t1.001\t0.965\t1.520\t1.235\t1.310\n0\t0.867\t-1.036\t0.005\t0.575\t-1.652\t0.886\t-0.850\t-0.707\t0.000\t0.555\t-0.611\t-1.423\t0.000\t0.716\t-0.277\t0.969\t2.548\t1.418\t-0.610\t0.542\t3.102\t0.911\t0.940\t0.987\t0.643\t0.333\t0.720\t0.635\n1\t0.596\t0.239\t1.590\t2.467\t0.959\t0.912\t-0.121\t-0.468\t0.000\t1.432\t0.733\t-0.535\t2.215\t0.994\t-1.281\t1.264\t0.000\t0.772\t1.204\t1.424\t0.000\t0.734\t0.830\t0.983\t0.875\t1.028\t1.040\t0.820\n0\t1.172\t-0.194\t1.462\t0.682\t-1.700\t0.862\t-1.113\t-0.218\t0.000\t0.733\t-0.965\t0.687\t2.215\t1.442\t-0.558\t-1.538\t2.548\t1.584\t0.645\t-0.318\t0.000\t0.718\t0.949\t0.970\t0.612\t1.013\t0.839\t0.800\n1\t2.157\t-0.070\t1.114\t1.536\t0.728\t1.108\t0.319\t-0.610\t2.173\t0.541\t-0.212\t-1.125\t0.000\t0.637\t-0.891\t0.369\t1.274\t0.409\t-0.925\t-1.334\t0.000\t0.305\t0.667\t0.984\t0.707\t1.089\t1.120\t0.898\n0\t0.754\t-1.565\t0.905\t0.721\t-0.372\t1.041\t-0.024\t-0.154\t2.173\t0.517\t-1.020\t0.453\t0.000\t2.381\t-0.399\t-1.629\t2.548\t1.421\t-1.774\t1.503\t0.000\t0.919\t1.229\t0.991\t1.348\t1.948\t1.312\t1.125\n1\t1.020\t0.691\t-0.298\t0.197\t0.663\t1.419\t0.295\t-1.538\t2.173\t0.830\t1.458\t0.411\t0.000\t0.696\t0.321\t0.706\t1.274\t0.545\t-0.440\t-0.262\t0.000\t1.163\t0.742\t0.982\t1.143\t1.115\t0.977\t0.854\n0\t0.708\t0.328\t-0.295\t0.962\t1.122\t1.455\t-0.163\t-1.287\t0.000\t1.814\t0.104\t0.730\t2.215\t0.786\t0.211\t1.641\t0.000\t2.118\t-0.832\t-0.431\t1.551\t1.001\t1.427\t1.095\t0.838\t1.845\t1.401\t1.135\n0\t0.923\t0.125\t-0.412\t0.665\t-1.093\t0.740\t1.071\t-1.644\t0.000\t0.605\t-0.104\t0.910\t1.107\t0.865\t0.469\t0.075\t2.548\t0.694\t1.310\t0.711\t0.000\t0.970\t0.929\t0.991\t0.851\t0.579\t0.685\t0.685\n0\t1.023\t1.749\t1.349\t0.435\t-1.271\t0.828\t0.965\t0.292\t2.173\t0.848\t-1.200\t-1.581\t1.107\t0.717\t0.078\t-0.127\t0.000\t0.433\t0.539\t-1.556\t0.000\t0.616\t0.869\t0.976\t0.933\t2.060\t1.266\t0.958\n0\t0.754\t-0.272\t0.435\t0.955\t1.450\t0.702\t-0.844\t1.304\t0.000\t1.082\t-0.608\t-0.158\t2.215\t1.542\t-0.370\t-1.140\t2.548\t0.389\t-1.329\t-0.430\t0.000\t0.854\t1.001\t0.991\t0.914\t1.073\t0.808\t0.740\n0\t1.133\t-0.061\t1.707\t0.870\t-0.792\t1.336\t0.803\t-1.037\t2.173\t2.750\t0.904\t0.427\t0.000\t0.502\t0.881\t1.630\t1.274\t0.792\t-0.645\t1.273\t0.000\t2.274\t1.400\t1.070\t0.973\t0.690\t1.395\t1.204\n0\t0.877\t2.411\t-0.894\t0.696\t-0.382\t0.737\t0.941\t0.772\t2.173\t0.454\t-0.624\t-0.284\t1.107\t0.332\t0.965\t1.525\t0.000\t0.514\t-0.086\t1.732\t0.000\t0.293\t0.530\t0.997\t1.134\t1.022\t0.948\t0.742\n1\t1.575\t1.095\t1.361\t0.706\t-0.377\t0.536\t0.462\t-0.251\t1.087\t0.872\t0.822\t0.882\t0.000\t0.563\t-1.025\t-1.006\t1.274\t0.928\t1.119\t-0.931\t0.000\t1.206\t0.937\t1.461\t1.193\t0.742\t0.874\t0.814\n0\t0.840\t-0.246\t0.692\t0.613\t-1.424\t0.861\t2.932\t-1.688\t0.000\t0.935\t2.431\t-0.787\t0.000\t1.008\t0.601\t0.738\t2.548\t1.768\t0.186\t0.367\t1.551\t0.846\t1.199\t0.987\t0.701\t0.404\t1.028\t0.960\n0\t0.353\t-2.228\t-0.435\t1.961\t-1.358\t0.649\t-0.505\t0.852\t0.000\t0.899\t0.346\t0.309\t1.107\t0.575\t-0.998\t-1.591\t0.000\t0.997\t-0.388\t-0.252\t3.102\t0.945\t0.971\t0.986\t0.858\t0.549\t1.025\t0.899\n1\t1.494\t-0.034\t-0.268\t0.933\t-0.910\t1.080\t-0.054\t-1.469\t1.087\t1.102\t1.338\t0.683\t2.215\t0.428\t2.136\t1.068\t0.000\t0.780\t1.228\t-0.781\t0.000\t0.871\t1.047\t0.990\t1.468\t1.950\t1.264\t1.017\n1\t0.602\t2.366\t0.556\t0.896\t-0.459\t0.573\t0.450\t0.684\t1.087\t0.884\t0.988\t-1.200\t0.000\t1.278\t0.443\t1.408\t0.000\t1.413\t1.252\t-0.390\t3.102\t1.239\t1.073\t0.990\t0.577\t0.943\t0.848\t0.813\n1\t1.368\t1.271\t-1.230\t1.484\t1.559\t0.891\t0.622\t0.582\t2.173\t0.804\t0.968\t-0.943\t0.000\t1.171\t0.872\t0.025\t0.000\t0.646\t0.210\t-0.216\t3.102\t1.140\t1.134\t1.159\t0.861\t0.551\t0.890\t0.855\n1\t0.639\t0.517\t1.404\t0.908\t0.294\t2.246\t2.203\t-0.966\t0.000\t2.006\t0.710\t0.501\t0.000\t1.355\t0.314\t0.804\t0.000\t2.227\t0.001\t-1.711\t3.102\t0.840\t0.642\t0.984\t0.847\t0.858\t0.937\t0.788\n1\t0.498\t-0.293\t1.398\t1.341\t-0.240\t0.614\t-1.077\t0.734\t2.173\t0.657\t0.592\t0.813\t2.215\t0.604\t-0.792\t-0.735\t0.000\t0.414\t1.812\t-0.186\t0.000\t1.232\t0.934\t1.127\t0.853\t0.894\t0.840\t0.759\n0\t0.993\t1.122\t1.419\t1.040\t0.934\t0.697\t0.393\t-0.238\t0.000\t1.041\t0.975\t-0.779\t1.107\t1.335\t0.008\t1.438\t0.000\t0.780\t1.732\t-0.631\t0.000\t0.873\t0.642\t0.977\t1.098\t0.696\t0.715\t0.659\n0\t1.246\t0.479\t0.982\t0.769\t-1.277\t0.789\t0.542\t1.656\t0.000\t0.892\t0.880\t-0.492\t2.215\t0.712\t-0.605\t0.024\t2.548\t0.376\t-0.284\t-0.564\t0.000\t0.979\t0.993\t1.213\t0.954\t0.828\t0.759\t0.731\n1\t0.950\t-1.671\t1.292\t1.318\t-0.641\t1.461\t-0.358\t0.027\t0.000\t1.365\t-1.512\t-1.608\t0.000\t0.907\t-2.258\t-0.816\t0.000\t1.423\t1.096\t1.171\t3.102\t0.755\t0.647\t1.528\t2.132\t0.819\t1.447\t1.301\n0\t2.325\t-1.227\t-0.936\t0.493\t1.374\t1.102\t-0.200\t0.302\t0.000\t0.705\t0.908\t0.992\t2.215\t0.487\t0.583\t-0.256\t0.000\t1.079\t-0.772\t1.579\t3.102\t0.855\t0.958\t1.294\t0.815\t0.932\t1.070\t1.068\n0\t0.704\t-0.182\t-1.558\t2.905\t-1.583\t1.816\t-0.965\t0.199\t2.173\t0.953\t-0.766\t0.880\t2.215\t1.779\t0.446\t-1.028\t0.000\t0.708\t-1.124\t0.199\t0.000\t1.712\t1.478\t0.992\t2.155\t1.129\t1.458\t1.426\n1\t2.573\t-1.145\t0.361\t0.243\t-0.714\t0.894\t-1.310\t-1.093\t0.000\t0.585\t-0.500\t-1.421\t1.107\t0.721\t-0.246\t1.553\t2.548\t0.501\t-1.783\t-1.490\t0.000\t0.559\t0.773\t0.988\t0.998\t0.319\t0.765\t0.784\n1\t0.338\t-2.226\t0.079\t0.246\t-0.567\t0.789\t-0.939\t1.291\t0.000\t0.908\t0.085\t0.369\t2.215\t1.028\t-0.358\t-0.669\t2.548\t1.407\t-0.946\t-1.598\t0.000\t0.837\t1.053\t0.992\t0.755\t0.864\t0.901\t0.768\n1\t0.469\t0.928\t1.710\t0.463\t-1.315\t0.923\t-0.718\t0.246\t0.000\t1.047\t-0.262\t-0.965\t2.215\t1.676\t1.617\t-1.651\t0.000\t1.738\t0.047\t0.234\t0.000\t0.775\t0.940\t0.983\t0.685\t0.897\t0.886\t0.799\n1\t3.112\t-0.993\t-0.505\t1.488\t0.976\t1.218\t-0.103\t-1.348\t2.173\t1.569\t-1.574\t1.123\t0.000\t1.071\t-0.204\t-0.185\t2.548\t0.588\t-1.095\t0.635\t0.000\t0.567\t1.250\t2.899\t2.070\t1.236\t1.386\t1.359\n1\t0.935\t-0.311\t-0.107\t0.151\t1.166\t0.668\t-0.345\t-0.978\t0.000\t0.610\t0.893\t-1.120\t0.000\t1.156\t0.676\t-0.097\t1.274\t2.065\t1.031\t0.874\t3.102\t0.933\t0.979\t0.988\t0.897\t0.953\t0.964\t0.814\n1\t1.105\t-0.760\t-1.537\t0.295\t-1.075\t0.580\t-0.919\t1.019\t0.000\t0.443\t-1.656\t-0.193\t0.000\t0.978\t-1.047\t0.273\t2.548\t0.970\t0.296\t-0.881\t3.102\t0.955\t0.932\t0.996\t0.843\t0.889\t0.734\t0.680\n1\t1.023\t-0.940\t0.622\t0.471\t1.292\t1.300\t-1.107\t-1.070\t0.000\t1.186\t0.057\t0.600\t1.107\t0.625\t0.078\t-1.119\t0.000\t0.680\t-0.806\t-0.596\t3.102\t1.038\t0.638\t0.995\t0.666\t0.836\t0.994\t0.896\n1\t0.716\t-1.460\t0.782\t1.109\t1.113\t3.671\t0.578\t-1.698\t0.000\t2.633\t-0.268\t-0.142\t2.215\t3.606\t1.040\t0.156\t0.000\t0.606\t0.581\t0.469\t1.551\t1.450\t1.329\t1.003\t1.477\t0.830\t2.172\t1.816\n1\t0.441\t-1.170\t0.457\t2.301\t1.309\t1.019\t-0.471\t-0.205\t2.173\t0.459\t-0.693\t1.188\t2.215\t1.077\t-1.339\t-1.226\t0.000\t0.944\t-0.569\t0.381\t0.000\t1.192\t1.114\t0.985\t0.471\t0.964\t0.886\t0.825\n0\t2.576\t0.292\t0.224\t0.770\t1.184\t0.632\t0.106\t-1.176\t2.173\t1.292\t-0.413\t-1.737\t2.215\t0.526\t-1.151\t-0.523\t0.000\t0.979\t0.997\t-0.668\t0.000\t0.592\t0.894\t1.486\t1.248\t0.736\t1.107\t0.994\n0\t1.594\t0.209\t-1.307\t0.786\t1.640\t0.875\t-0.356\t0.631\t0.000\t1.094\t0.130\t-0.828\t2.215\t1.130\t0.092\t-0.127\t0.000\t1.161\t-0.792\t1.225\t3.102\t1.186\t0.831\t0.984\t0.816\t1.137\t0.922\t0.995\n1\t0.385\t0.138\t-0.814\t0.454\t1.005\t0.870\t1.156\t-1.282\t2.173\t0.509\t1.020\t0.558\t2.215\t0.491\t-0.895\t-0.576\t0.000\t0.518\t-0.211\t0.497\t0.000\t0.503\t1.061\t0.989\t0.588\t0.977\t0.748\t0.692\n0\t1.470\t-0.993\t-0.651\t0.936\t1.639\t0.930\t-0.769\t1.612\t1.087\t0.489\t-1.514\t-0.100\t0.000\t1.132\t-0.835\t0.706\t2.548\t1.140\t-1.302\t0.408\t0.000\t0.942\t1.102\t1.431\t1.028\t0.938\t0.939\t0.941\n1\t0.640\t1.352\t1.370\t2.096\t0.592\t0.917\t1.661\t-0.389\t0.000\t1.330\t0.952\t-1.393\t2.215\t0.667\t1.158\t-1.110\t2.548\t0.752\t1.091\t0.848\t0.000\t0.729\t0.902\t1.035\t0.872\t0.292\t0.881\t0.742\n1\t0.305\t-0.657\t-1.369\t0.448\t0.308\t0.949\t-0.525\t0.593\t0.000\t2.055\t0.334\t-0.989\t2.215\t1.284\t0.892\t0.638\t0.000\t1.266\t-0.949\t0.028\t0.000\t0.968\t0.997\t0.997\t0.997\t0.363\t1.182\t1.000\n0\t0.785\t1.286\t1.552\t1.035\t1.643\t0.690\t1.215\t0.065\t0.000\t0.650\t0.534\t-1.302\t2.215\t0.764\t0.492\t-0.759\t0.000\t0.869\t0.186\t0.719\t0.000\t0.903\t0.949\t0.977\t0.929\t0.571\t0.770\t0.817\n1\t0.708\t-1.985\t-0.401\t0.539\t1.028\t0.905\t-0.720\t0.048\t2.173\t1.192\t-1.791\t-1.481\t0.000\t0.585\t0.206\t-1.149\t0.000\t1.120\t-0.532\t-1.345\t1.551\t1.059\t0.906\t0.983\t0.700\t1.014\t0.682\t0.642\n0\t0.681\t-0.051\t0.756\t1.667\t-0.187\t0.564\t0.538\t1.109\t2.173\t0.650\t1.936\t-1.583\t0.000\t1.393\t0.354\t-0.661\t2.548\t0.763\t-0.560\t1.157\t0.000\t0.910\t0.894\t1.108\t0.920\t1.107\t0.788\t0.725\n0\t0.661\t-1.408\t-0.363\t0.853\t-1.078\t0.498\t0.148\t0.208\t0.000\t0.784\t0.411\t-0.819\t2.215\t1.295\t-0.120\t0.903\t1.274\t0.644\t-1.618\t1.477\t0.000\t1.335\t0.960\t0.983\t1.541\t1.112\t1.276\t1.095\n0\t1.428\t1.355\t1.469\t0.740\t-0.524\t0.360\t0.929\t0.247\t0.000\t0.495\t0.599\t1.685\t0.000\t0.889\t0.261\t0.679\t2.548\t1.863\t0.324\t-0.677\t3.102\t0.875\t0.830\t1.389\t0.954\t0.926\t0.840\t0.710\n0\t0.703\t1.104\t0.869\t0.851\t-1.620\t0.868\t-0.077\t-0.298\t1.087\t1.073\t1.090\t1.421\t2.215\t0.936\t1.173\t-1.077\t0.000\t0.754\t-0.384\t0.864\t0.000\t1.066\t0.920\t0.986\t1.024\t1.683\t0.932\t0.800\n1\t0.691\t-0.124\t0.394\t1.188\t0.772\t0.545\t-1.023\t-0.539\t0.000\t1.120\t-1.478\t-1.380\t0.000\t1.208\t-0.368\t-1.507\t2.548\t0.649\t-0.020\t0.010\t1.551\t1.211\t0.985\t0.989\t0.585\t0.675\t0.733\t1.046\n1\t1.696\t-0.505\t0.798\t0.339\t-1.273\t0.839\t0.266\t-0.975\t2.173\t0.590\t-1.059\t0.302\t0.000\t1.204\t-1.156\t-1.420\t0.000\t1.048\t0.935\t0.013\t3.102\t0.788\t0.970\t1.005\t0.922\t0.886\t0.873\t0.757\n1\t0.499\t-0.672\t1.669\t0.355\t-0.133\t1.201\t0.166\t0.594\t2.173\t1.938\t-1.477\t-1.473\t0.000\t1.369\t0.218\t-0.873\t0.000\t1.106\t-0.356\t-1.216\t0.000\t0.899\t0.776\t0.987\t0.624\t0.544\t0.610\t0.611\n1\t1.029\t-1.002\t1.587\t0.778\t-1.162\t0.531\t-0.225\t1.226\t0.000\t0.446\t0.453\t-1.391\t0.000\t1.184\t0.124\t-0.388\t2.548\t2.598\t0.914\t0.305\t3.102\t0.816\t0.918\t0.988\t2.181\t1.031\t1.468\t1.170\n1\t2.857\t-0.526\t-0.384\t0.111\t-1.727\t1.248\t-0.406\t1.522\t2.173\t0.793\t0.392\t0.319\t2.215\t0.963\t0.187\t-1.682\t0.000\t0.630\t-0.585\t0.378\t0.000\t0.918\t0.825\t0.987\t0.907\t1.432\t1.152\t0.937\n1\t0.561\t0.546\t-0.005\t0.544\t-1.662\t1.513\t1.131\t1.485\t0.000\t0.778\t-0.757\t0.529\t2.215\t1.928\t-0.564\t-0.511\t2.548\t0.960\t0.472\t-0.550\t0.000\t1.857\t1.868\t0.986\t1.337\t1.054\t1.570\t1.273\n0\t0.456\t1.699\t1.131\t0.593\t-0.739\t1.314\t-0.026\t-0.303\t2.173\t1.334\t0.550\t1.260\t1.107\t0.576\t1.246\t1.533\t0.000\t0.903\t0.787\t0.195\t0.000\t0.762\t1.158\t0.992\t0.820\t2.010\t1.040\t0.856\n0\t0.493\t1.481\t0.711\t3.382\t0.233\t1.099\t0.050\t0.032\t2.173\t2.022\t-0.511\t-1.601\t2.215\t1.078\t0.870\t-1.116\t0.000\t1.728\t0.503\t1.661\t0.000\t0.937\t1.337\t0.995\t0.974\t2.275\t1.753\t1.486\n1\t0.696\t1.069\t1.236\t0.820\t-1.160\t0.838\t0.103\t0.113\t0.000\t0.996\t1.021\t1.616\t2.215\t0.662\t0.747\t-0.845\t2.548\t0.629\t2.011\t0.688\t0.000\t1.008\t0.886\t0.985\t0.625\t0.696\t0.607\t0.579\n1\t1.520\t0.812\t-1.610\t1.616\t-1.305\t1.475\t-0.149\t0.501\t0.000\t0.928\t0.079\t0.071\t2.215\t1.127\t0.827\t-0.805\t2.548\t0.845\t-0.102\t-1.740\t0.000\t1.535\t1.054\t0.990\t0.778\t0.900\t0.972\t1.224\n0\t1.147\t0.341\t-1.310\t0.590\t-0.148\t0.650\t-1.048\t-1.580\t2.173\t0.469\t-0.854\t-0.026\t0.000\t0.923\t-0.250\t1.034\t0.000\t1.400\t1.195\t0.029\t3.102\t0.881\t0.900\t0.988\t0.838\t1.897\t1.031\t0.882\n1\t1.053\t0.253\t0.526\t1.596\t-0.270\t0.681\t0.964\t-1.266\t2.173\t0.848\t-0.194\t1.574\t2.215\t0.378\t-1.302\t-0.595\t0.000\t0.730\t0.110\t-1.711\t0.000\t0.700\t0.854\t1.180\t1.103\t0.928\t0.941\t0.791\n1\t0.775\t-0.102\t0.184\t1.164\t1.569\t1.916\t0.282\t-0.182\t0.000\t2.229\t-1.929\t1.587\t0.000\t0.489\t0.991\t-0.374\t0.000\t0.996\t1.090\t1.453\t3.102\t0.778\t0.679\t1.248\t0.838\t0.758\t0.800\t0.839\n0\t0.705\t0.104\t-0.502\t0.984\t1.131\t0.956\t0.705\t-0.107\t2.173\t1.185\t-0.558\t1.328\t2.215\t0.515\t0.190\t-1.385\t0.000\t0.925\t-0.978\t-1.505\t0.000\t0.705\t0.943\t1.148\t0.859\t1.853\t0.978\t0.810\n1\t0.501\t-1.232\t-1.501\t0.334\t-1.063\t0.879\t1.023\t0.309\t0.000\t0.722\t0.082\t1.652\t2.215\t0.537\t-0.606\t-0.749\t0.000\t0.698\t0.676\t1.171\t1.551\t0.378\t0.788\t0.996\t0.622\t0.359\t0.593\t0.556\n0\t0.424\t-1.379\t-0.987\t1.048\t-0.640\t0.723\t0.165\t1.731\t0.000\t1.075\t-0.432\t0.476\t2.215\t0.495\t-0.569\t-0.944\t0.000\t1.036\t-0.967\t0.667\t3.102\t0.840\t0.904\t1.000\t0.957\t0.385\t0.743\t0.740\n1\t0.396\t-1.560\t0.925\t1.587\t-0.865\t0.541\t-0.119\t1.456\t0.000\t0.562\t1.441\t-1.388\t0.000\t0.431\t1.853\t-0.087\t0.000\t1.343\t0.044\t0.445\t0.000\t0.868\t0.656\t1.098\t0.696\t0.219\t0.661\t0.661\n0\t1.527\t-0.559\t-1.131\t0.688\t-0.239\t1.129\t-1.113\t0.969\t2.173\t0.949\t-0.744\t1.740\t0.000\t1.487\t-1.355\t-0.482\t2.548\t1.200\t1.896\t-0.080\t0.000\t1.001\t2.461\t1.024\t1.299\t1.587\t1.947\t1.548\n0\t1.099\t0.339\t-0.942\t0.882\t-0.040\t0.492\t1.737\t-1.146\t0.000\t0.802\t0.971\t0.419\t2.215\t0.810\t1.527\t1.268\t0.000\t1.218\t0.528\t1.307\t1.551\t0.935\t0.950\t0.992\t0.821\t0.661\t0.675\t0.742\n1\t1.330\t0.713\t-0.182\t1.194\t-0.991\t1.348\t0.420\t1.030\t2.173\t0.603\t-0.545\t-1.287\t0.000\t0.519\t-0.991\t0.463\t2.548\t0.838\t2.012\t-1.362\t0.000\t1.946\t1.484\t1.161\t1.478\t1.005\t1.181\t1.105\n1\t1.005\t-0.134\t0.804\t0.900\t-1.617\t0.830\t0.264\t-1.310\t0.000\t1.414\t-0.882\t0.186\t2.215\t0.543\t0.043\t1.432\t2.548\t0.767\t0.122\t-0.656\t0.000\t0.683\t0.599\t1.080\t1.093\t0.958\t0.901\t0.810\n1\t0.587\t-1.723\t-1.584\t1.163\t0.500\t1.569\t-1.331\t-0.211\t2.173\t0.853\t-0.989\t1.045\t0.000\t0.491\t-0.935\t-0.911\t0.000\t0.473\t-0.208\t-1.208\t3.102\t0.975\t1.290\t1.091\t0.701\t0.885\t0.797\t0.761\n1\t0.881\t-0.756\t0.638\t0.825\t0.596\t0.863\t0.120\t0.465\t2.173\t1.191\t0.818\t1.738\t0.000\t1.096\t-0.436\t-0.389\t2.548\t1.870\t0.667\t-1.356\t0.000\t0.749\t1.100\t0.991\t1.183\t0.921\t0.917\t1.130\n0\t0.574\t-0.435\t-0.208\t0.921\t0.753\t0.507\t-1.484\t-1.268\t0.000\t0.766\t-0.558\t-0.815\t2.215\t0.702\t-0.057\t0.470\t0.000\t0.522\t-1.215\t1.562\t3.102\t1.361\t0.936\t0.983\t0.559\t0.546\t0.586\t0.605\n1\t0.874\t-0.231\t1.279\t0.469\t-1.241\t0.988\t0.258\t0.595\t1.087\t0.719\t-1.052\t-1.670\t0.000\t0.787\t-1.047\t-0.678\t1.274\t1.064\t-2.121\t-0.425\t0.000\t1.189\t0.741\t0.991\t0.880\t1.308\t1.097\t1.016\n0\t1.773\t1.594\t-1.689\t0.671\t-0.863\t1.122\t-0.250\t0.522\t1.087\t0.486\t0.257\t0.546\t2.215\t1.104\t-0.209\t-0.867\t0.000\t0.605\t0.714\t-1.381\t0.000\t0.725\t0.692\t1.025\t1.940\t0.284\t1.240\t1.003\n0\t0.627\t-0.171\t0.273\t1.031\t-1.163\t1.001\t0.629\t1.511\t1.087\t0.750\t-0.820\t0.742\t0.000\t0.777\t0.718\t-0.650\t0.000\t0.562\t1.061\t-0.234\t0.000\t0.942\t0.589\t1.071\t1.010\t0.326\t0.767\t0.720\n1\t1.714\t0.186\t0.528\t1.289\t1.185\t0.419\t1.385\t-0.250\t0.000\t0.817\t1.379\t-1.342\t0.000\t1.067\t0.715\t-0.607\t2.548\t0.632\t1.038\t-1.016\t3.102\t1.034\t0.747\t1.149\t0.888\t0.269\t0.785\t0.821\n1\t0.880\t0.268\t-0.328\t1.763\t-1.128\t1.348\t0.849\t1.488\t0.000\t1.335\t-0.857\t0.371\t1.107\t0.918\t-2.090\t-0.212\t0.000\t1.058\t-1.066\t-0.362\t1.551\t1.118\t1.125\t1.139\t0.968\t0.692\t1.015\t1.036\n0\t1.091\t-1.011\t-0.472\t0.587\t-1.164\t1.120\t1.210\t-1.544\t2.173\t1.256\t0.181\t1.483\t0.000\t1.440\t0.441\t0.437\t0.000\t1.543\t0.854\t0.271\t0.000\t0.937\t0.691\t0.988\t2.388\t1.576\t1.567\t1.310\n0\t1.090\t-1.603\t-0.768\t0.212\t1.488\t0.547\t-0.992\t-0.248\t2.173\t0.810\t-1.672\t1.398\t0.000\t0.568\t-1.030\t0.383\t0.000\t0.853\t-0.164\t1.645\t3.102\t0.880\t0.889\t0.981\t0.676\t0.776\t0.643\t0.617\n0\t0.536\t1.003\t-0.547\t1.158\t1.736\t1.231\t1.996\t0.237\t0.000\t1.488\t1.500\t1.442\t2.215\t1.273\t-0.337\t-1.143\t2.548\t0.850\t-0.167\t-0.292\t0.000\t0.626\t0.768\t0.987\t0.881\t1.939\t1.036\t0.849\n1\t1.541\t0.811\t1.588\t1.078\t-1.276\t0.845\t-0.594\t0.683\t2.173\t0.676\t-0.490\t-0.093\t0.000\t1.140\t0.310\t-0.113\t2.548\t0.771\t-1.945\t-0.948\t0.000\t0.667\t0.697\t0.984\t1.380\t1.001\t1.048\t0.932\n1\t0.557\t0.582\t-1.081\t1.370\t0.459\t1.026\t0.333\t-1.462\t0.000\t1.080\t1.081\t1.019\t1.107\t1.639\t2.198\t-0.534\t0.000\t0.601\t-0.953\t-0.653\t0.000\t0.833\t1.087\t1.190\t0.730\t0.715\t0.732\t0.688\n1\t0.511\t-1.812\t-0.744\t0.683\t-0.679\t0.837\t-0.542\t-1.488\t0.000\t1.183\t0.102\t0.801\t2.215\t0.674\t1.938\t0.955\t0.000\t1.212\t0.594\t-0.059\t3.102\t0.737\t1.006\t1.002\t1.085\t0.827\t0.847\t0.795\n1\t0.773\t0.120\t1.103\t1.161\t-1.675\t1.079\t-2.118\t-0.376\t0.000\t0.936\t-1.601\t1.130\t0.000\t1.121\t-0.166\t-1.252\t2.548\t1.931\t-0.073\t-0.086\t3.102\t0.796\t1.149\t0.983\t1.086\t0.978\t0.949\t1.045\n1\t0.406\t-1.893\t0.722\t1.207\t1.209\t1.436\t2.323\t-0.439\t0.000\t0.562\t-2.204\t-1.249\t0.000\t0.900\t-0.975\t1.266\t2.548\t0.973\t-0.562\t1.056\t3.102\t9.576\t5.150\t0.981\t0.527\t0.196\t3.158\t2.476\n0\t1.250\t-0.255\t-0.634\t0.954\t-1.692\t0.752\t-1.231\t-1.417\t1.087\t0.986\t-0.765\t0.945\t0.000\t1.334\t-0.552\t0.216\t2.548\t0.712\t-0.114\t-1.679\t0.000\t0.918\t0.907\t1.233\t0.907\t1.306\t0.914\t0.827\n0\t0.719\t-0.677\t-1.742\t1.184\t0.783\t0.459\t0.459\t-0.907\t0.000\t0.749\t-0.658\t-0.314\t0.000\t0.636\t0.187\t-1.236\t2.548\t0.494\t-0.618\t1.266\t3.102\t0.982\t0.732\t0.987\t0.758\t0.393\t0.489\t0.616\n1\t1.326\t-1.194\t0.190\t0.524\t0.404\t1.523\t1.023\t1.721\t0.000\t0.409\t0.330\t0.421\t0.000\t0.627\t0.595\t-0.091\t0.000\t0.886\t-0.433\t-1.110\t0.000\t0.914\t0.763\t0.992\t0.827\t0.386\t0.632\t0.671\n0\t0.884\t-1.211\t0.814\t0.539\t0.800\t1.025\t0.215\t-0.300\t2.173\t0.768\t-1.103\t-1.617\t1.107\t0.457\t0.433\t1.624\t0.000\t0.379\t-2.467\t1.372\t0.000\t1.245\t0.829\t0.977\t1.095\t1.540\t1.018\t0.897\n1\t0.793\t0.578\t-1.437\t1.190\t1.452\t1.517\t-2.713\t0.064\t0.000\t0.949\t0.011\t1.361\t0.000\t1.605\t0.700\t1.647\t2.548\t1.572\t-0.838\t1.631\t3.102\t1.060\t0.861\t0.987\t0.606\t1.226\t0.945\t0.936\n1\t1.217\t1.084\t0.024\t0.394\t0.086\t2.125\t1.627\t-1.580\t0.000\t2.598\t0.250\t0.139\t2.215\t0.899\t-0.377\t-1.339\t0.000\t0.779\t0.503\t1.586\t1.551\t1.274\t0.771\t0.995\t0.769\t1.259\t0.935\t0.799\n0\t0.982\t-1.470\t1.681\t0.499\t-1.505\t0.552\t-0.975\t-0.130\t0.000\t0.942\t0.287\t-1.059\t2.215\t0.689\t0.648\t1.574\t0.000\t1.465\t-0.690\t0.479\t3.102\t0.702\t0.955\t1.002\t0.905\t1.217\t0.817\t0.779\n0\t1.270\t-0.512\t1.322\t0.595\t0.757\t0.453\t-2.820\t0.081\t0.000\t1.641\t-0.413\t-0.654\t2.215\t0.971\t2.571\t1.152\t0.000\t1.293\t-0.757\t-1.655\t3.102\t10.180\t5.401\t0.980\t1.295\t1.081\t3.300\t2.413\n0\t0.561\t-0.002\t-1.356\t0.975\t-0.001\t0.691\t0.555\t0.704\t0.000\t0.780\t2.101\t-1.507\t0.000\t1.668\t-0.561\t-0.990\t2.548\t1.177\t-0.808\t0.438\t3.102\t1.986\t1.896\t0.990\t0.761\t1.046\t1.521\t1.207\n0\t0.898\t-0.888\t1.496\t0.852\t0.488\t0.786\t-1.368\t0.343\t2.173\t1.158\t-1.175\t-1.254\t2.215\t0.401\t0.119\t-1.475\t0.000\t0.499\t-0.862\t-0.404\t0.000\t0.507\t0.750\t0.988\t0.949\t1.397\t0.856\t0.685\n0\t0.401\t-1.310\t1.347\t1.524\t-0.226\t1.071\t-0.651\t-1.715\t2.173\t0.712\t-2.171\t-0.288\t0.000\t1.153\t-0.911\t1.069\t0.000\t1.555\t-0.167\t0.073\t3.102\t1.594\t1.305\t1.070\t1.200\t1.400\t1.123\t0.968\n0\t0.753\t1.034\t1.414\t0.999\t0.420\t1.665\t0.426\t-0.673\t0.000\t2.501\t0.630\t0.995\t2.215\t1.896\t-0.072\t-0.883\t2.548\t0.533\t0.365\t0.584\t0.000\t1.303\t0.973\t0.987\t0.789\t2.453\t1.560\t1.244\n0\t1.460\t-1.466\t0.411\t0.866\t-0.507\t1.207\t-0.818\t-1.229\t0.000\t0.803\t-0.383\t0.600\t2.215\t0.281\t-0.974\t1.283\t0.000\t1.262\t0.329\t-1.674\t0.000\t0.815\t0.857\t1.146\t0.883\t0.299\t0.741\t0.796\n0\t1.057\t0.392\t-1.160\t0.794\t-0.089\t0.859\t0.138\t0.084\t2.173\t1.851\t-0.622\t1.398\t0.000\t0.793\t-1.359\t0.919\t0.000\t0.574\t1.664\t-0.325\t0.000\t1.128\t1.219\t1.044\t0.824\t0.895\t1.108\t1.020\n1\t0.854\t0.541\t0.634\t1.425\t-0.009\t1.668\t1.234\t-1.529\t2.173\t0.823\t2.188\t-0.303\t0.000\t0.539\t0.790\t-0.559\t0.000\t1.796\t1.467\t0.970\t0.000\t0.800\t0.690\t0.996\t1.605\t0.253\t0.986\t0.923\n1\t0.315\t1.685\t1.697\t1.676\t0.882\t1.172\t-0.317\t-1.414\t2.173\t2.171\t-0.269\t-0.726\t0.000\t1.801\t1.381\t0.950\t1.274\t0.842\t-0.339\t0.570\t0.000\t0.839\t1.211\t0.987\t0.781\t2.447\t1.690\t1.416\n0\t0.869\t0.648\t-1.549\t0.999\t1.491\t0.399\t0.568\t-0.446\t0.000\t0.500\t-0.269\t0.387\t2.215\t0.351\t2.252\t-0.311\t0.000\t0.926\t1.255\t-0.188\t3.102\t0.743\t0.802\t0.988\t0.783\t0.694\t0.745\t0.675\n0\t0.912\t1.504\t1.203\t0.790\t0.084\t0.846\t-1.057\t1.581\t0.000\t1.488\t0.111\t-0.017\t2.215\t1.213\t-0.412\t-0.375\t0.000\t1.831\t1.837\t-1.681\t0.000\t1.875\t1.209\t0.995\t1.179\t0.934\t1.061\t1.188\n1\t0.728\t-0.063\t-0.311\t1.206\t1.060\t0.817\t-0.510\t0.935\t0.000\t1.118\t-1.131\t-0.131\t2.215\t1.036\t0.179\t1.304\t0.000\t1.702\t-1.809\t-0.738\t0.000\t0.973\t0.938\t1.226\t1.061\t0.930\t1.104\t0.941\n1\t1.040\t1.814\t0.953\t0.785\t-0.364\t0.974\t2.446\t-0.476\t0.000\t0.613\t2.292\t1.264\t0.000\t0.945\t0.785\t1.731\t2.548\t0.431\t1.207\t1.453\t1.551\t1.644\t0.982\t1.160\t0.870\t0.189\t0.830\t0.754\n1\t1.215\t-0.573\t-0.050\t0.248\t0.289\t1.277\t-1.133\t0.243\t0.000\t1.883\t-1.086\t-1.589\t0.000\t1.283\t-0.705\t-1.390\t2.548\t0.489\t-1.173\t-0.290\t0.000\t1.000\t1.055\t0.989\t0.932\t0.377\t0.883\t0.775\n0\t1.924\t-0.015\t0.357\t0.038\t1.009\t0.934\t0.426\t-1.028\t1.087\t1.252\t1.215\t-0.350\t0.000\t2.856\t-1.044\t1.313\t0.000\t1.395\t1.008\t1.049\t0.000\t0.758\t1.239\t0.829\t1.130\t1.309\t1.349\t1.200\n0\t1.267\t1.313\t0.403\t0.729\t1.386\t0.615\t-0.538\t0.839\t1.087\t0.480\t0.230\t-1.035\t2.215\t1.548\t-0.878\t-0.817\t0.000\t0.922\t0.674\t-1.456\t0.000\t1.509\t0.876\t1.032\t1.125\t0.856\t0.841\t1.014\n0\t3.593\t0.242\t0.321\t1.261\t0.651\t1.850\t0.154\t-1.486\t2.173\t0.817\t2.302\t-1.007\t0.000\t0.866\t-0.558\t0.698\t0.000\t1.041\t0.931\t-1.162\t0.000\t0.840\t0.580\t0.975\t2.398\t0.760\t1.517\t1.259\n0\t0.873\t-0.567\t-1.218\t1.008\t1.333\t1.187\t2.130\t-0.527\t0.000\t1.423\t-0.476\t1.142\t2.215\t1.407\t0.418\t0.258\t2.548\t1.354\t1.086\t-0.926\t0.000\t1.059\t1.461\t0.987\t0.778\t1.306\t1.757\t1.539\n0\t0.874\t1.474\t0.182\t1.018\t-0.547\t1.012\t-0.139\t1.026\t2.173\t0.931\t0.858\t-0.188\t2.215\t1.054\t-0.586\t1.578\t0.000\t0.965\t-0.643\t-0.908\t0.000\t0.875\t1.002\t0.987\t0.548\t1.481\t0.996\t0.992\n1\t0.359\t-0.913\t0.872\t1.107\t1.432\t1.509\t-0.149\t0.046\t0.000\t0.636\t-1.672\t-1.575\t0.000\t1.227\t1.568\t-1.287\t0.000\t1.343\t0.713\t1.602\t0.000\t0.915\t1.014\t0.984\t0.803\t0.840\t0.919\t0.806\n0\t1.900\t0.155\t0.948\t1.185\t0.584\t0.645\t1.440\t-1.265\t0.000\t0.661\t-0.942\t0.465\t2.215\t1.128\t-0.421\t-0.793\t2.548\t0.857\t-0.803\t-1.398\t0.000\t0.501\t0.714\t0.992\t1.261\t0.864\t0.940\t0.884\n0\t3.131\t-0.361\t-0.598\t0.745\t1.556\t1.909\t-0.735\t1.204\t0.000\t1.456\t-1.008\t-0.380\t1.107\t0.815\t-0.377\t1.355\t1.274\t1.005\t-1.625\t1.242\t0.000\t1.361\t0.818\t1.972\t1.253\t1.214\t1.208\t1.331\n0\t0.673\t-0.700\t1.510\t1.549\t-1.554\t0.476\t-0.059\t0.045\t0.000\t0.775\t-0.708\t0.666\t0.000\t0.830\t0.599\t-0.653\t2.548\t0.398\t-1.126\t0.317\t0.000\t0.813\t0.910\t0.985\t0.818\t0.715\t0.705\t0.764\n0\t0.468\t-0.783\t-0.745\t1.750\t1.042\t1.198\t-1.845\t-0.575\t0.000\t2.480\t-0.125\t1.375\t2.215\t1.703\t0.085\t-0.700\t0.000\t1.753\t-0.175\t0.264\t3.102\t0.925\t0.872\t1.253\t1.112\t1.587\t1.165\t1.029\n0\t1.199\t0.277\t-0.242\t0.308\t0.591\t1.072\t-0.169\t0.965\t2.173\t1.379\t0.361\t-0.795\t2.215\t0.593\t-0.045\t0.463\t0.000\t1.072\t-0.074\t-1.514\t0.000\t0.860\t0.907\t0.981\t0.979\t1.855\t1.001\t0.818\n1\t2.513\t-0.748\t1.308\t0.061\t-1.302\t0.892\t-1.071\t-0.890\t2.173\t0.806\t-1.090\t0.380\t0.000\t0.332\t0.892\t0.068\t2.548\t0.697\t1.539\t-0.204\t0.000\t0.241\t1.604\t0.982\t0.814\t0.977\t0.940\t1.034\n0\t0.630\t-1.672\t-1.182\t2.606\t-1.578\t0.731\t-0.752\t0.856\t0.000\t0.766\t-0.702\t-0.114\t0.000\t1.425\t-0.196\t-0.091\t2.548\t0.427\t0.005\t0.530\t3.102\t1.220\t0.955\t0.981\t1.143\t0.323\t1.386\t1.279\n1\t1.101\t-2.331\t-0.601\t0.580\t0.611\t0.571\t-0.150\t1.585\t2.173\t0.980\t-1.958\t0.169\t0.000\t0.576\t-1.793\t0.842\t0.000\t0.760\t-0.723\t-1.026\t3.102\t0.658\t0.784\t0.987\t1.371\t0.557\t0.896\t0.834\n1\t1.929\t0.444\t-0.895\t0.308\t-0.778\t1.688\t0.644\t0.965\t2.173\t1.353\t2.194\t-1.070\t0.000\t1.111\t0.309\t0.111\t1.274\t0.500\t0.839\t1.472\t0.000\t1.077\t1.459\t0.986\t1.664\t1.219\t1.436\t1.268\n1\t0.846\t1.102\t0.846\t0.465\t1.693\t0.538\t0.672\t1.645\t0.000\t2.005\t-0.167\t-0.178\t2.215\t1.088\t-0.598\t-1.039\t2.548\t0.719\t0.229\t1.040\t0.000\t0.531\t0.869\t0.987\t1.835\t1.165\t1.405\t1.128\n0\t2.721\t-0.080\t0.877\t0.396\t1.161\t0.743\t-0.583\t-0.843\t0.000\t0.671\t0.159\t-0.901\t0.000\t0.925\t-0.990\t-0.385\t2.548\t0.916\t-0.248\t1.211\t3.102\t0.628\t0.721\t1.000\t1.096\t0.753\t0.717\t0.776\n0\t0.335\t1.069\t-1.529\t0.156\t0.552\t0.669\t1.616\t0.856\t0.000\t1.524\t-0.610\t-1.003\t2.215\t0.754\t0.358\t1.021\t2.548\t0.867\t2.003\t0.016\t0.000\t0.923\t0.874\t0.978\t0.826\t1.259\t1.472\t1.191\n0\t1.532\t-0.071\t-0.894\t0.077\t-0.853\t1.843\t0.233\t-0.458\t2.173\t3.116\t-1.174\t1.737\t1.107\t2.168\t1.211\t0.455\t0.000\t2.108\t0.421\t0.732\t0.000\t1.158\t2.167\t0.998\t1.946\t4.263\t2.984\t2.207\n0\t0.962\t-0.519\t0.792\t1.389\t1.306\t1.237\t2.711\t-1.296\t0.000\t1.350\t0.717\t0.558\t0.000\t2.291\t0.250\t-0.034\t1.274\t0.435\t-1.540\t-1.657\t0.000\t0.848\t0.819\t0.992\t1.262\t0.544\t1.587\t1.654\n0\t0.626\t0.301\t-1.678\t0.230\t1.094\t1.020\t-1.143\t0.513\t2.173\t1.183\t0.209\t-0.928\t2.215\t0.635\t-1.149\t1.490\t0.000\t0.519\t-1.270\t-0.335\t0.000\t0.637\t0.979\t0.992\t1.794\t1.963\t1.369\t1.119\n0\t0.589\t-1.076\t-1.285\t1.041\t0.270\t1.329\t-1.797\t0.219\t0.000\t1.519\t-1.480\t1.702\t0.000\t0.869\t-1.034\t-1.048\t2.548\t1.106\t-0.409\t1.525\t0.000\t0.950\t0.838\t1.070\t0.575\t0.255\t0.490\t0.602\n1\t0.725\t1.494\t-0.973\t1.366\t-0.197\t1.281\t0.573\t1.407\t2.173\t0.505\t0.758\t-0.718\t0.000\t0.475\t1.593\t0.769\t0.000\t0.395\t-1.058\t-0.922\t0.000\t0.823\t1.050\t0.988\t0.915\t0.830\t1.118\t0.885\n0\t0.459\t0.027\t-1.104\t1.304\t1.564\t1.428\t0.314\t-0.528\t2.173\t1.706\t0.791\t1.011\t2.215\t0.991\t0.540\t0.130\t0.000\t0.668\t0.114\t-1.404\t0.000\t0.906\t1.027\t0.982\t1.482\t2.330\t1.483\t1.151\n0\t0.665\t-0.224\t1.578\t1.155\t-0.342\t1.073\t0.488\t-1.440\t0.000\t0.730\t-0.015\t0.094\t2.215\t0.810\t-0.795\t0.454\t0.000\t1.132\t0.762\t0.973\t1.551\t0.934\t0.793\t1.199\t0.726\t0.705\t0.650\t0.598\n0\t0.464\t-0.327\t0.009\t1.798\t-1.317\t1.031\t1.264\t0.290\t0.000\t0.802\t0.971\t1.131\t2.215\t0.720\t1.188\t-0.358\t0.000\t1.143\t-1.065\t-1.712\t3.102\t0.857\t1.186\t1.176\t1.129\t1.301\t0.885\t0.849\n1\t0.473\t1.141\t0.371\t1.032\t-1.253\t2.915\t0.341\t-1.518\t0.000\t1.908\t0.474\t0.491\t0.000\t1.836\t-0.395\t-0.234\t1.274\t2.080\t-0.587\t0.937\t3.102\t1.206\t1.336\t0.989\t1.125\t1.315\t1.109\t1.023\n0\t0.968\t-2.219\t-1.049\t1.000\t-1.408\t0.852\t0.083\t0.364\t2.173\t0.683\t0.656\t-1.737\t0.000\t0.546\t0.680\t-0.427\t0.000\t0.607\t0.641\t0.993\t0.000\t0.867\t0.996\t0.990\t0.693\t0.465\t0.995\t1.014\n0\t0.776\t-1.556\t0.544\t0.437\t1.725\t0.453\t1.130\t-1.011\t1.087\t1.080\t0.530\t1.614\t1.107\t0.730\t-2.313\t0.199\t0.000\t0.504\t0.194\t-0.626\t0.000\t1.334\t1.753\t0.986\t1.042\t0.785\t1.328\t1.082\n1\t2.332\t0.058\t1.446\t0.780\t-1.460\t1.884\t-1.155\t-0.807\t0.000\t1.186\t-0.377\t0.440\t0.000\t1.115\t-0.906\t0.453\t0.000\t0.806\t-0.284\t0.854\t3.102\t0.545\t0.621\t0.987\t0.667\t0.528\t0.727\t0.818\n1\t0.714\t-0.154\t1.130\t0.623\t-0.824\t0.558\t0.569\t-1.271\t0.000\t0.886\t0.513\t0.167\t2.215\t1.313\t0.225\t-0.860\t0.000\t0.660\t2.012\t0.703\t0.000\t0.790\t0.900\t0.985\t0.683\t0.642\t0.610\t0.584\n1\t1.550\t-0.157\t0.227\t1.559\t1.558\t2.453\t1.147\t1.137\t0.000\t2.864\t-0.195\t-0.223\t0.000\t2.075\t0.607\t-0.651\t1.274\t3.513\t0.228\t-1.307\t0.000\t3.564\t1.964\t2.007\t1.600\t0.946\t1.328\t1.332\n1\t0.360\t0.689\t-0.639\t2.863\t-0.031\t1.313\t0.146\t1.230\t0.000\t0.766\t-0.042\t-1.128\t0.000\t1.123\t0.427\t-1.631\t1.274\t0.972\t1.530\t-0.932\t0.000\t0.974\t0.756\t0.987\t0.768\t0.884\t0.867\t0.771\n1\t0.919\t-0.701\t-1.249\t0.960\t0.500\t0.800\t-1.109\t0.748\t2.173\t0.901\t-0.355\t0.083\t2.215\t1.237\t-0.191\t-1.228\t0.000\t0.730\t1.832\t-1.525\t0.000\t1.615\t1.469\t1.301\t0.893\t0.855\t1.282\t1.086\n1\t0.789\t0.664\t1.558\t1.660\t1.138\t1.195\t0.883\t-0.415\t2.173\t0.778\t0.528\t-1.229\t0.000\t0.544\t-0.253\t0.022\t2.548\t0.905\t0.953\t0.958\t0.000\t1.061\t0.818\t0.989\t1.492\t0.731\t1.045\t0.897\n1\t0.615\t0.017\t1.704\t0.716\t-0.399\t1.086\t-0.430\t-0.758\t1.087\t0.619\t1.515\t1.698\t0.000\t1.682\t0.134\t0.625\t0.000\t0.603\t-0.568\t1.230\t3.102\t1.761\t1.087\t0.987\t0.738\t0.842\t1.118\t0.927\n0\t0.556\t-1.548\t-1.037\t0.856\t0.212\t0.933\t-0.905\t-1.292\t2.173\t0.920\t2.570\t-0.033\t0.000\t1.296\t-1.176\t0.440\t0.000\t1.451\t-0.343\t1.508\t3.102\t0.877\t0.872\t0.985\t1.062\t0.779\t0.898\t0.764\n1\t0.522\t0.561\t-0.392\t0.367\t1.553\t0.621\t-0.646\t-0.865\t0.000\t1.155\t0.931\t1.220\t2.215\t1.188\t0.769\t0.298\t2.548\t0.467\t0.950\t-1.077\t0.000\t0.853\t1.063\t0.995\t0.828\t0.922\t0.931\t0.854\n1\t1.723\t1.079\t-0.866\t0.191\t0.790\t1.872\t0.813\t0.741\t2.173\t0.968\t0.703\t-1.259\t0.000\t0.779\t0.582\t1.517\t0.000\t0.502\t-0.368\t-0.832\t3.102\t0.978\t0.606\t0.992\t1.554\t1.227\t1.058\t0.999\n1\t0.348\t-0.112\t1.501\t1.172\t0.418\t1.730\t1.434\t-1.573\t2.173\t2.008\t1.420\t-0.417\t2.215\t1.016\t0.881\t0.895\t0.000\t0.473\t-0.128\t-0.415\t0.000\t0.929\t0.968\t0.988\t2.752\t2.367\t2.321\t1.720\n1\t0.329\t0.542\t0.901\t1.701\t-0.135\t1.082\t0.772\t-1.682\t2.173\t0.532\t1.597\t0.693\t0.000\t0.677\t0.211\t-1.084\t2.548\t0.470\t0.270\t-0.217\t0.000\t0.664\t0.972\t0.990\t0.819\t0.623\t0.887\t0.743\n0\t0.591\t0.231\t0.615\t1.102\t1.663\t0.662\t-0.145\t1.699\t1.087\t0.759\t0.400\t0.948\t0.000\t1.008\t0.362\t-0.639\t0.000\t1.500\t-0.176\t-0.259\t3.102\t1.111\t1.159\t0.987\t0.834\t1.035\t0.763\t0.740\n0\t1.025\t-1.817\t-1.011\t1.285\t-1.580\t0.775\t-0.523\t-0.007\t2.173\t0.773\t-1.053\t1.045\t0.000\t0.858\t0.359\t-0.669\t0.000\t0.700\t1.317\t0.708\t0.000\t0.971\t1.044\t0.982\t1.333\t0.876\t1.207\t1.392\n1\t1.991\t-1.558\t0.725\t0.671\t0.446\t1.110\t-1.014\t-1.522\t2.173\t1.018\t-0.341\t-0.765\t2.215\t0.853\t-0.362\t-0.197\t0.000\t0.393\t0.363\t1.272\t0.000\t0.677\t1.025\t1.007\t1.313\t1.124\t1.161\t0.941\n0\t1.172\t0.155\t-0.552\t0.611\t-1.569\t0.671\t-0.833\t0.405\t0.000\t1.070\t0.594\t-1.652\t2.215\t0.600\t0.481\t0.773\t0.000\t1.276\t-0.019\t0.191\t3.102\t0.921\t1.279\t0.987\t0.715\t1.104\t0.831\t0.773\n0\t0.410\t-0.956\t0.737\t1.888\t0.359\t1.378\t0.823\t-1.663\t0.000\t0.962\t0.625\t-0.776\t1.107\t1.362\t-0.845\t0.097\t2.548\t1.040\t1.416\t-1.534\t0.000\t0.847\t1.096\t0.989\t0.899\t1.363\t1.482\t2.122\n0\t0.317\t-0.989\t0.432\t2.230\t-0.761\t1.020\t0.823\t1.739\t2.173\t0.693\t-0.309\t1.131\t0.000\t0.773\t-0.682\t-0.648\t2.548\t0.991\t-1.804\t0.407\t0.000\t0.883\t1.209\t1.023\t0.504\t1.338\t1.160\t1.289\n1\t0.376\t1.678\t0.710\t1.470\t-1.277\t0.965\t1.029\t-1.140\t2.173\t0.986\t0.719\t0.360\t0.000\t0.534\t-0.036\t1.293\t2.548\t0.705\t0.847\t-0.260\t0.000\t0.595\t1.128\t1.005\t0.818\t0.885\t0.758\t0.756\n0\t0.506\t-0.067\t1.275\t0.365\t-0.463\t0.634\t-0.824\t-0.877\t2.173\t0.632\t-0.171\t1.044\t0.000\t0.409\t-1.426\t-0.997\t0.000\t0.910\t-0.659\t0.873\t3.102\t0.946\t0.952\t0.986\t0.568\t0.804\t0.616\t0.565\n1\t0.894\t1.433\t-0.254\t0.554\t1.419\t0.746\t0.360\t-1.308\t0.000\t1.064\t1.248\t0.602\t2.215\t0.490\t-1.058\t1.443\t0.000\t1.277\t0.536\t1.343\t3.102\t1.131\t0.870\t0.986\t0.730\t0.736\t0.909\t0.857\n0\t0.723\t-0.942\t0.570\t2.772\t-1.632\t0.752\t-0.857\t-0.366\t0.000\t1.700\t0.281\t0.108\t2.215\t1.312\t-0.374\t-1.733\t1.274\t0.731\t0.974\t0.117\t0.000\t1.443\t1.160\t1.797\t0.964\t1.679\t1.391\t1.254\n1\t1.328\t0.802\t1.246\t1.645\t0.636\t1.199\t0.544\t-1.621\t0.000\t0.422\t0.546\t-0.296\t0.000\t1.736\t0.602\t-0.867\t2.548\t0.481\t0.961\t-0.738\t3.102\t0.937\t0.836\t1.069\t0.728\t0.192\t0.857\t0.757\n1\t0.911\t-0.888\t-0.319\t2.009\t-1.365\t1.312\t0.399\t0.802\t2.173\t0.407\t0.172\t-0.126\t0.000\t0.300\t-0.363\t-1.432\t0.000\t0.552\t0.590\t-1.104\t0.000\t0.519\t0.829\t1.515\t0.823\t0.498\t1.171\t0.877\n1\t0.470\t1.532\t-0.364\t0.980\t1.076\t0.668\t-0.660\t0.864\t1.087\t0.968\t0.331\t-0.828\t2.215\t0.389\t2.034\t-1.359\t0.000\t0.455\t-0.812\t-0.635\t0.000\t0.977\t1.134\t0.989\t0.874\t1.335\t0.883\t0.786\n1\t0.471\t1.800\t-0.519\t0.221\t0.342\t0.858\t1.238\t1.570\t2.173\t0.480\t1.323\t-0.275\t0.000\t0.790\t1.782\t0.863\t0.000\t1.056\t0.245\t0.776\t3.102\t0.857\t0.932\t0.976\t0.627\t0.830\t0.680\t0.656\n0\t1.039\t-0.887\t-0.598\t2.530\t-0.884\t0.738\t-1.702\t0.992\t0.000\t1.022\t-2.322\t0.721\t0.000\t0.689\t-1.284\t0.515\t2.548\t1.090\t-1.122\t-1.727\t3.102\t0.774\t0.875\t0.996\t1.074\t0.597\t0.840\t1.191\n0\t0.407\t1.132\t-0.697\t1.627\t1.534\t0.949\t-0.443\t-1.406\t2.173\t1.238\t0.047\t-0.145\t0.000\t2.054\t-0.081\t0.526\t2.548\t0.810\t-1.056\t-0.412\t0.000\t0.973\t1.073\t1.020\t1.224\t1.742\t1.210\t1.162\n1\t0.574\t-0.320\t-1.254\t0.758\t-0.309\t1.311\t-0.021\t-1.688\t2.173\t1.141\t0.145\t0.914\t0.000\t1.425\t-0.284\t-0.260\t0.000\t0.893\t0.577\t-0.567\t0.000\t0.878\t1.340\t0.988\t0.602\t0.678\t0.784\t0.741\n1\t0.755\t0.421\t-1.067\t1.036\t1.670\t0.690\t-0.169\t-0.360\t1.087\t2.072\t0.802\t0.612\t2.215\t0.780\t0.212\t1.553\t0.000\t0.541\t0.173\t-1.474\t0.000\t0.920\t1.203\t0.989\t0.882\t1.631\t1.147\t1.048\n1\t1.544\t-0.667\t1.683\t0.460\t-0.673\t0.901\t-0.688\t0.382\t2.173\t0.597\t-0.377\t-1.029\t0.000\t0.847\t0.262\t-0.240\t2.548\t0.812\t0.275\t1.323\t0.000\t0.842\t1.027\t0.995\t0.868\t0.803\t0.810\t0.721\n1\t0.703\t0.975\t-1.061\t1.224\t1.205\t0.560\t1.361\t-1.363\t0.000\t1.806\t0.808\t0.167\t2.215\t0.868\t2.033\t1.453\t0.000\t0.842\t0.068\t-0.932\t3.102\t0.903\t0.929\t1.145\t1.182\t1.024\t1.036\t0.901\n1\t1.020\t-0.172\t0.051\t0.827\t1.679\t0.850\t0.651\t-0.794\t0.000\t1.380\t-0.696\t1.451\t2.215\t1.563\t-0.844\t0.068\t0.000\t1.259\t0.749\t-1.442\t0.000\t0.891\t0.735\t1.266\t0.985\t0.908\t0.987\t0.886\n0\t0.631\t0.317\t-0.817\t0.249\t-0.317\t0.541\t-0.592\t1.415\t0.000\t0.835\t-1.181\t0.111\t2.215\t1.423\t1.171\t-1.178\t1.274\t1.342\t-1.150\t0.793\t0.000\t0.869\t0.892\t0.976\t1.174\t2.141\t1.345\t1.076\n1\t0.567\t1.648\t-0.361\t0.958\t1.051\t0.952\t0.926\t-0.732\t2.173\t0.832\t0.466\t1.667\t0.000\t1.031\t1.290\t0.131\t2.548\t1.429\t1.008\t1.331\t0.000\t0.678\t1.012\t0.988\t0.947\t0.916\t0.891\t0.781\n0\t1.134\t-0.303\t-0.806\t1.270\t-1.358\t0.720\t0.140\t0.842\t0.000\t0.410\t0.097\t-0.101\t0.000\t0.310\t1.538\t1.343\t0.000\t0.576\t1.156\t-1.669\t3.102\t0.868\t0.746\t0.984\t0.866\t0.484\t0.709\t0.735\n1\t0.758\t0.682\t-0.444\t0.938\t-1.632\t1.179\t-0.084\t0.624\t0.000\t0.880\t0.535\t0.412\t0.000\t1.320\t0.587\t1.483\t2.548\t2.797\t0.726\t-1.090\t1.551\t0.934\t0.869\t1.024\t0.698\t1.089\t0.735\t0.650\n1\t1.095\t-0.733\t0.372\t0.939\t0.191\t1.186\t0.014\t-1.148\t2.173\t0.896\t-0.208\t1.243\t0.000\t0.647\t-2.172\t-0.622\t0.000\t0.612\t0.423\t1.064\t3.102\t1.923\t1.222\t1.002\t1.687\t0.853\t1.124\t1.103\n1\t0.433\t0.852\t-1.542\t1.366\t0.726\t1.085\t-0.534\t-1.507\t0.000\t0.814\t-0.632\t-1.026\t2.215\t1.652\t-1.256\t-0.104\t0.000\t1.415\t0.489\t0.883\t3.102\t0.897\t0.972\t0.990\t0.604\t1.151\t0.947\t1.158\n0\t0.416\t-1.352\t0.839\t0.854\t1.269\t0.978\t-0.442\t-1.513\t2.173\t0.898\t2.369\t0.484\t0.000\t0.764\t0.045\t-0.462\t2.548\t1.698\t-0.947\t-0.406\t0.000\t4.819\t2.601\t0.983\t0.871\t0.915\t1.898\t1.486\n0\t0.535\t1.359\t1.126\t1.322\t-1.572\t1.203\t1.087\t-1.301\t1.087\t1.973\t-0.763\t0.410\t2.215\t1.053\t-0.945\t-0.083\t0.000\t0.593\t-2.137\t-0.134\t0.000\t0.789\t0.844\t0.992\t0.815\t3.348\t1.654\t1.385\n0\t1.719\t0.561\t1.517\t0.784\t-1.006\t0.942\t0.932\t0.153\t0.000\t0.345\t0.832\t1.035\t0.000\t0.795\t0.857\t-1.473\t2.548\t0.811\t0.179\t-0.663\t3.102\t0.866\t0.917\t1.229\t0.758\t0.469\t0.615\t0.697\n1\t1.040\t-0.803\t1.637\t0.264\t-0.814\t1.819\t0.055\t0.353\t0.000\t1.541\t-0.934\t-0.811\t2.215\t1.701\t-0.112\t-1.387\t0.000\t1.762\t-0.267\t1.163\t3.102\t1.301\t1.135\t0.979\t0.914\t1.534\t1.142\t1.018\n"
  },
  {
    "path": "examples/parallel_learning/predict.conf",
    "content": "task = predict\n\ndata = binary.test\n\ninput_model= LightGBM_model.txt\n"
  },
  {
    "path": "examples/parallel_learning/train.conf",
    "content": "# task type, support train and predict\ntask = train\n\n# boosting type, support gbdt for now, alias: boosting, boost\nboosting_type = gbdt\n\n# application type, support following application\n# regression , regression task\n# binary , binary classification task\n# lambdarank , LambdaRank task\n# alias: application, app\nobjective = binary\n\n# eval metrics, support multi metric, delimited by ',' , support following metrics\n# l1\n# l2 , default metric for regression\n# ndcg , default metric for lambdarank\n# auc\n# binary_logloss , default metric for binary\n# binary_error\nmetric = binary_logloss,auc\n\n# frequency for metric output\nmetric_freq = 1\n\n# true if need output metric for training data, alias: tranining_metric, train_metric\nis_training_metric = true\n\n# column in data to use as label\nlabel_column = 0\n\n# number of bins for feature bucket, 255 is a recommend setting, it can save memories, and also has good accuracy.\nmax_bin = 255\n\n# training data\n# if existing weight file, should name to \"binary.train.weight\"\n# alias: train_data, train\ndata = binary.train\n\n# validation data, support multi validation data, separated by ','\n# if existing weight file, should name to \"binary.test.weight\"\n# alias: valid, test, test_data,\nvalid_data = binary.test\n\n# number of trees(iterations), alias: num_tree, num_iteration, num_iterations, num_round, num_rounds\nnum_trees = 100\n\n# shrinkage rate , alias: shrinkage_rate\nlearning_rate = 0.1\n\n# number of leaves for one tree, alias: num_leaf\nnum_leaves = 63\n\n# type of tree learner, support following types:\n# serial , single machine version\n# feature , use feature parallel to train\n# data , use data parallel to train\n# voting , use voting based parallel to train\n# alias: tree\ntree_learner = feature\n\n# number of threads for multi-threading. One thread will use each CPU. The default is the CPU count.\n# num_threads = 8\n\n# feature sub-sample, will random select 80% feature to train on each iteration\n# alias: sub_feature\nfeature_fraction = 0.8\n\n# Support bagging (data sub-sample), will perform bagging every 5 iterations\nbagging_freq = 5\n\n# Bagging fraction, will random select 80% data on bagging\n# alias: sub_row\nbagging_fraction = 0.8\n\n# minimal number data for one leaf, use this to deal with over-fit\n# alias : min_data_per_leaf, min_data\nmin_data_in_leaf = 50\n\n# minimal sum Hessians for one leaf, use this to deal with over-fit\nmin_sum_hessian_in_leaf = 5.0\n\n# save memory and faster speed for sparse feature, alias: is_sparse\nis_enable_sparse = true\n\n# when data is bigger than memory size, set this to true. otherwise set false will have faster speed\n# alias: two_round_loading, two_round\nuse_two_round_loading = false\n\n# true if need to save data to binary file and application will auto load data from binary file next time\n# alias: is_save_binary, save_binary\nis_save_binary_file = false\n\n# output model file\noutput_model = LightGBM_model.txt\n\n# support continuous train from trained gbdt model\n# input_model= trained_model.txt\n\n# output prediction file for predict task\n# output_result= prediction.txt\n\n\n# number of machines in parallel training, alias: num_machine\nnum_machines = 2\n\n# local listening port in parallel training, alias: local_port\nlocal_listen_port = 12400\n\n# machines list file for parallel training, alias: mlist\nmachine_list_file = mlist.txt\n"
  },
  {
    "path": "examples/python-guide/README.md",
    "content": "Python-package Examples\n=======================\n\nHere is an example for LightGBM to use Python-package.\n\nYou should install LightGBM [Python-package](https://github.com/lightgbm-org/LightGBM/tree/master/python-package) first.\n\nYou also need scikit-learn, pandas, matplotlib (only for plot example), and scipy (only for logistic regression example) to run the examples, but they are not required for the package itself. You can install them with pip:\n\n```\npip install scikit-learn pandas matplotlib scipy -U\n```\n\nNow you can run examples in this folder, for example:\n\n```\npython simple_example.py\n```\n\nExamples include:\n\n- [`dask/`](./dask): examples using Dask for distributed training\n- [simple_example.py](https://github.com/lightgbm-org/LightGBM/blob/master/examples/python-guide/simple_example.py)\n    - Construct Dataset\n    - Basic train and predict\n    - Eval during training\n    - Early stopping\n    - Save model to file\n- [sklearn_example.py](https://github.com/lightgbm-org/LightGBM/blob/master/examples/python-guide/sklearn_example.py)\n    - Create data for learning with sklearn interface\n    - Basic train and predict with sklearn interface\n    - Feature importances with sklearn interface\n    - Self-defined eval metric with sklearn interface\n    - Find best parameters for the model with sklearn's GridSearchCV\n- [advanced_example.py](https://github.com/lightgbm-org/LightGBM/blob/master/examples/python-guide/advanced_example.py)\n    - Construct Dataset\n    - Set feature names\n    - Directly use categorical features without one-hot encoding\n    - Save model to file\n    - Dump model to JSON format\n    - Get feature names\n    - Get feature importances\n    - Load model to predict\n    - Dump and load model with pickle\n    - Load model file to continue training\n    - Change learning rates during training\n    - Change any parameters during training\n    - Self-defined objective function\n    - Self-defined eval metric\n    - Callback function\n- [logistic_regression.py](https://github.com/lightgbm-org/LightGBM/blob/master/examples/python-guide/logistic_regression.py)\n    - Use objective `xentropy` or `binary`\n    - Use `xentropy` with binary labels or probability labels\n    - Use `binary` only with binary labels\n    - Compare speed of `xentropy` versus `binary`\n- [plot_example.py](https://github.com/lightgbm-org/LightGBM/blob/master/examples/python-guide/plot_example.py)\n    - Construct Dataset\n    - Train and record eval results for further plotting\n    - Plot metrics recorded during training\n    - Plot feature importances\n    - Plot split value histogram\n    - Plot one specified tree\n    - Plot one specified tree with Graphviz\n- [dataset_from_multi_hdf5.py](https://github.com/lightgbm-org/LightGBM/blob/master/examples/python-guide/dataset_from_multi_hdf5.py)\n  - Construct Dataset from multiple HDF5 files\n  - Avoid loading all data into memory\n"
  },
  {
    "path": "examples/python-guide/advanced_example.py",
    "content": "# coding: utf-8\nimport copy\nimport json\nimport pickle\nfrom pathlib import Path\n\nimport numpy as np\nimport pandas as pd\nfrom sklearn.metrics import roc_auc_score\n\nimport lightgbm as lgb\n\nprint(\"Loading data...\")\n# load or create your dataset\nbinary_example_dir = Path(__file__).absolute().parents[1] / \"binary_classification\"\ndf_train = pd.read_csv(str(binary_example_dir / \"binary.train\"), header=None, sep=\"\\t\")\ndf_test = pd.read_csv(str(binary_example_dir / \"binary.test\"), header=None, sep=\"\\t\")\nW_train = pd.read_csv(str(binary_example_dir / \"binary.train.weight\"), header=None)[0]\nW_test = pd.read_csv(str(binary_example_dir / \"binary.test.weight\"), header=None)[0]\n\ny_train = df_train[0]\ny_test = df_test[0]\nX_train = df_train.drop(0, axis=1)\nX_test = df_test.drop(0, axis=1)\n\nnum_train, num_feature = X_train.shape\n\n# generate feature names\nfeature_name = [f\"feature_{col}\" for col in range(num_feature)]\n\n# create dataset for lightgbm\n# if you want to re-use data, remember to set free_raw_data=False\nlgb_train = lgb.Dataset(\n    X_train, y_train, weight=W_train, feature_name=feature_name, categorical_feature=[21], free_raw_data=False\n)\nlgb_eval = lgb.Dataset(X_test, y_test, reference=lgb_train, weight=W_test, free_raw_data=False)\n\n# specify your configurations as a dict\nparams = {\n    \"boosting_type\": \"gbdt\",\n    \"objective\": \"binary\",\n    \"metric\": \"binary_logloss\",\n    \"num_leaves\": 31,\n    \"learning_rate\": 0.05,\n    \"feature_fraction\": 0.9,\n    \"bagging_fraction\": 0.8,\n    \"bagging_freq\": 5,\n    \"verbose\": 0,\n}\n\nprint(\"Starting training...\")\n# feature_name and categorical_feature\ngbm = lgb.train(\n    params,\n    lgb_train,\n    num_boost_round=10,\n    valid_sets=lgb_train,  # eval training data\n)\n\nprint(\"Finished first 10 rounds...\")\n# check feature name\nprint(f\"7th feature name is: {lgb_train.feature_name[6]}\")\n\nprint(\"Saving model...\")\n# save model to file\ngbm.save_model(\"model.txt\")\n\nprint(\"Dumping model to JSON...\")\n# dump model to JSON (and save to file)\nmodel_json = gbm.dump_model()\n\nwith open(\"model.json\", \"w+\") as f:\n    json.dump(model_json, f, indent=4)\n\n# feature names\nprint(f\"Feature names: {gbm.feature_name()}\")\n\n# feature importances\nprint(f\"Feature importances: {list(gbm.feature_importance())}\")\n\nprint(\"Loading model to predict...\")\n# load model to predict\nbst = lgb.Booster(model_file=\"model.txt\")\n# can only predict with the best iteration (or the saving iteration)\ny_pred = bst.predict(X_test)\n# eval with loaded model\nauc_loaded_model = roc_auc_score(y_test, y_pred)\nprint(f\"The ROC AUC of loaded model's prediction is: {auc_loaded_model}\")\n\nprint(\"Dumping and loading model with pickle...\")\n# dump model with pickle\nwith open(\"model.pkl\", \"wb\") as fout:\n    pickle.dump(gbm, fout)\n# load model with pickle to predict\nwith open(\"model.pkl\", \"rb\") as fin:\n    pkl_bst = pickle.load(fin)\n# can predict with any iteration when loaded in pickle way\ny_pred = pkl_bst.predict(X_test, num_iteration=7)\n# eval with loaded model\nauc_pickled_model = roc_auc_score(y_test, y_pred)\nprint(f\"The ROC AUC of pickled model's prediction is: {auc_pickled_model}\")\n\n# continue training\n# init_model accepts:\n# 1. model file name\n# 2. Booster()\ngbm = lgb.train(params, lgb_train, num_boost_round=10, init_model=\"model.txt\", valid_sets=lgb_eval)\n\nprint(\"Finished 10 - 20 rounds with model file...\")\n\n# decay learning rates\n# reset_parameter callback accepts:\n# 1. list with length = num_boost_round\n# 2. function(curr_iter)\ngbm = lgb.train(\n    params,\n    lgb_train,\n    num_boost_round=10,\n    init_model=gbm,\n    valid_sets=lgb_eval,\n    callbacks=[lgb.reset_parameter(learning_rate=lambda iter: 0.05 * (0.99**iter))],\n)\n\nprint(\"Finished 20 - 30 rounds with decay learning rates...\")\n\n# change other parameters during training\ngbm = lgb.train(\n    params,\n    lgb_train,\n    num_boost_round=10,\n    init_model=gbm,\n    valid_sets=lgb_eval,\n    callbacks=[lgb.reset_parameter(bagging_fraction=[0.7] * 5 + [0.6] * 5)],\n)\n\nprint(\"Finished 30 - 40 rounds with changing bagging_fraction...\")\n\n\n# self-defined objective function\n# f(preds: array, train_data: Dataset) -> grad: array, hess: array\n# log likelihood loss\ndef loglikelihood(preds, train_data):\n    labels = train_data.get_label()\n    preds = 1.0 / (1.0 + np.exp(-preds))\n    grad = preds - labels\n    hess = preds * (1.0 - preds)\n    return grad, hess\n\n\n# self-defined eval metric\n# f(preds: array, train_data: Dataset) -> name: str, eval_result: float, is_higher_better: bool\n# binary error\n# NOTE: when you do customized loss function, the default prediction value is margin\n# This may make built-in evaluation metric calculate wrong results\n# For example, we are doing log likelihood loss, the prediction is score before logistic transformation\n# Keep this in mind when you use the customization\ndef binary_error(preds, train_data):\n    labels = train_data.get_label()\n    preds = 1.0 / (1.0 + np.exp(-preds))\n    return \"error\", np.mean(labels != (preds > 0.5)), False\n\n\n# Pass custom objective function through params\nparams_custom_obj = copy.deepcopy(params)\nparams_custom_obj[\"objective\"] = loglikelihood\n\ngbm = lgb.train(\n    params_custom_obj, lgb_train, num_boost_round=10, init_model=gbm, feval=binary_error, valid_sets=lgb_eval\n)\n\nprint(\"Finished 40 - 50 rounds with self-defined objective function and eval metric...\")\n\n\n# another self-defined eval metric\n# f(preds: array, train_data: Dataset) -> name: str, eval_result: float, is_higher_better: bool\n# accuracy\n# NOTE: when you do customized loss function, the default prediction value is margin\n# This may make built-in evaluation metric calculate wrong results\n# For example, we are doing log likelihood loss, the prediction is score before logistic transformation\n# Keep this in mind when you use the customization\ndef accuracy(preds, train_data):\n    labels = train_data.get_label()\n    preds = 1.0 / (1.0 + np.exp(-preds))\n    return \"accuracy\", np.mean(labels == (preds > 0.5)), True\n\n\n# Pass custom objective function through params\nparams_custom_obj = copy.deepcopy(params)\nparams_custom_obj[\"objective\"] = loglikelihood\n\ngbm = lgb.train(\n    params_custom_obj,\n    lgb_train,\n    num_boost_round=10,\n    init_model=gbm,\n    feval=[binary_error, accuracy],\n    valid_sets=lgb_eval,\n)\n\nprint(\"Finished 50 - 60 rounds with self-defined objective function and multiple self-defined eval metrics...\")\n\nprint(\"Starting a new training job...\")\n\n\n# callback\ndef reset_metrics():\n    def callback(env):\n        lgb_eval_new = lgb.Dataset(X_test, y_test, reference=lgb_train)\n        if env.iteration - env.begin_iteration == 5:\n            print(\"Add a new valid dataset at iteration 5...\")\n            env.model.add_valid(lgb_eval_new, \"new_valid\")\n\n    callback.before_iteration = True\n    callback.order = 0\n    return callback\n\n\ngbm = lgb.train(params, lgb_train, num_boost_round=10, valid_sets=lgb_train, callbacks=[reset_metrics()])\n\nprint(\"Finished first 10 rounds with callback function...\")\n"
  },
  {
    "path": "examples/python-guide/dask/README.md",
    "content": "Dask Examples\n=============\n\nThis directory contains examples of machine learning workflows with LightGBM and [Dask](https://dask.org/).\n\nBefore running this code, see [the installation instructions for the Dask-package](https://github.com/lightgbm-org/LightGBM/tree/master/python-package#install-dask-package).\n\nAfter installing the package and its dependencies, any of the examples here can be run with a command like this:\n\n```shell\npython binary-classification.py\n```\n\nThe examples listed below contain minimal code showing how to train LightGBM models using Dask.\n\n**Training**\n\n* [binary-classification.py](./binary-classification.py)\n* [multiclass-classification.py](./multiclass-classification.py)\n* [ranking.py](./ranking.py)\n* [regression.py](./regression.py)\n\n**Prediction**\n\n* [prediction.py](./prediction.py)\n"
  },
  {
    "path": "examples/python-guide/dask/binary-classification.py",
    "content": "import dask.array as da\nfrom distributed import Client, LocalCluster\nfrom sklearn.datasets import make_blobs\n\nimport lightgbm as lgb\n\nif __name__ == \"__main__\":\n    print(\"loading data\")\n\n    X, y = make_blobs(n_samples=1000, n_features=50, centers=2)\n\n    print(\"initializing a Dask cluster\")\n\n    cluster = LocalCluster()\n    client = Client(cluster)\n\n    print(\"created a Dask LocalCluster\")\n\n    print(\"distributing training data on the Dask cluster\")\n\n    dX = da.from_array(X, chunks=(100, 50))\n    dy = da.from_array(y, chunks=(100,))\n\n    print(\"beginning training\")\n\n    dask_model = lgb.DaskLGBMClassifier(n_estimators=10)\n    dask_model.fit(dX, dy)\n    assert dask_model.fitted_\n\n    print(\"done training\")\n"
  },
  {
    "path": "examples/python-guide/dask/multiclass-classification.py",
    "content": "import dask.array as da\nfrom distributed import Client, LocalCluster\nfrom sklearn.datasets import make_blobs\n\nimport lightgbm as lgb\n\nif __name__ == \"__main__\":\n    print(\"loading data\")\n\n    X, y = make_blobs(n_samples=1000, n_features=50, centers=3)\n\n    print(\"initializing a Dask cluster\")\n\n    cluster = LocalCluster(n_workers=2)\n    client = Client(cluster)\n\n    print(\"created a Dask LocalCluster\")\n\n    print(\"distributing training data on the Dask cluster\")\n\n    dX = da.from_array(X, chunks=(100, 50))\n    dy = da.from_array(y, chunks=(100,))\n\n    print(\"beginning training\")\n\n    dask_model = lgb.DaskLGBMClassifier(n_estimators=10)\n    dask_model.fit(dX, dy)\n    assert dask_model.fitted_\n\n    print(\"done training\")\n"
  },
  {
    "path": "examples/python-guide/dask/prediction.py",
    "content": "import dask.array as da\nfrom distributed import Client, LocalCluster\nfrom sklearn.datasets import make_regression\nfrom sklearn.metrics import mean_squared_error\n\nimport lightgbm as lgb\n\nif __name__ == \"__main__\":\n    print(\"loading data\")\n\n    X, y = make_regression(n_samples=1000, n_features=50)\n\n    print(\"initializing a Dask cluster\")\n\n    cluster = LocalCluster(n_workers=2)\n    client = Client(cluster)\n\n    print(\"created a Dask LocalCluster\")\n\n    print(\"distributing training data on the Dask cluster\")\n\n    dX = da.from_array(X, chunks=(100, 50))\n    dy = da.from_array(y, chunks=(100,))\n\n    print(\"beginning training\")\n\n    dask_model = lgb.DaskLGBMRegressor(n_estimators=10)\n    dask_model.fit(dX, dy)\n    assert dask_model.fitted_\n\n    print(\"done training\")\n\n    print(\"predicting on the training data\")\n\n    preds = dask_model.predict(dX)\n\n    # the code below uses sklearn.metrics, but this requires pulling all of the\n    # predictions and target values back from workers to the client\n    #\n    # for larger datasets, consider the metrics from dask-ml instead\n    # https://ml.dask.org/modules/api.html#dask-ml-metrics-metrics\n    print(\"computing MSE\")\n\n    preds_local = preds.compute()\n    actuals_local = dy.compute()\n    mse = mean_squared_error(actuals_local, preds_local)\n\n    print(f\"MSE: {mse}\")\n"
  },
  {
    "path": "examples/python-guide/dask/ranking.py",
    "content": "from pathlib import Path\n\nimport dask.array as da\nimport numpy as np\nfrom distributed import Client, LocalCluster\nfrom sklearn.datasets import load_svmlight_file\n\nimport lightgbm as lgb\n\nif __name__ == \"__main__\":\n    print(\"loading data\")\n\n    rank_example_dir = Path(__file__).absolute().parents[2] / \"lambdarank\"\n    X, y = load_svmlight_file(str(rank_example_dir / \"rank.train\"))\n    group = np.loadtxt(str(rank_example_dir / \"rank.train.query\"))\n\n    print(\"initializing a Dask cluster\")\n\n    cluster = LocalCluster(n_workers=2)\n    client = Client(cluster)\n\n    print(\"created a Dask LocalCluster\")\n\n    print(\"distributing training data on the Dask cluster\")\n\n    # split training data into two partitions\n    rows_in_part1 = int(np.sum(group[:100]))\n    rows_in_part2 = X.shape[0] - rows_in_part1\n    num_features = X.shape[1]\n\n    # make this array dense because we're splitting across\n    # a sparse boundary to partition the data\n    X = X.toarray()\n\n    dX = da.from_array(x=X, chunks=[(rows_in_part1, rows_in_part2), (num_features,)])\n    dy = da.from_array(\n        x=y,\n        chunks=[\n            (rows_in_part1, rows_in_part2),\n        ],\n    )\n    dg = da.from_array(x=group, chunks=[(100, group.size - 100)])\n\n    print(\"beginning training\")\n\n    dask_model = lgb.DaskLGBMRanker(n_estimators=10)\n    dask_model.fit(dX, dy, group=dg)\n    assert dask_model.fitted_\n\n    print(\"done training\")\n"
  },
  {
    "path": "examples/python-guide/dask/regression.py",
    "content": "import dask.array as da\nfrom distributed import Client, LocalCluster\nfrom sklearn.datasets import make_regression\n\nimport lightgbm as lgb\n\nif __name__ == \"__main__\":\n    print(\"loading data\")\n\n    X, y = make_regression(n_samples=1000, n_features=50)\n\n    print(\"initializing a Dask cluster\")\n\n    cluster = LocalCluster(n_workers=2)\n    client = Client(cluster)\n\n    print(\"created a Dask LocalCluster\")\n\n    print(\"distributing training data on the Dask cluster\")\n\n    dX = da.from_array(X, chunks=(100, 50))\n    dy = da.from_array(y, chunks=(100,))\n\n    print(\"beginning training\")\n\n    dask_model = lgb.DaskLGBMRegressor(n_estimators=10)\n    dask_model.fit(dX, dy)\n    assert dask_model.fitted_\n\n    print(\"done training\")\n"
  },
  {
    "path": "examples/python-guide/dataset_from_multi_hdf5.py",
    "content": "from pathlib import Path\n\nimport h5py\nimport numpy as np\nimport pandas as pd\n\nimport lightgbm as lgb\n\n\nclass HDFSequence(lgb.Sequence):\n    def __init__(self, hdf_dataset, batch_size):\n        \"\"\"\n        Construct a sequence object from HDF5 with required interface.\n\n        Parameters\n        ----------\n        hdf_dataset : h5py.Dataset\n            Dataset in HDF5 file.\n        batch_size : int\n            Size of a batch. When reading data to construct lightgbm Dataset, each read reads batch_size rows.\n        \"\"\"\n        # We can also open HDF5 file once and get access to\n        self.data = hdf_dataset\n        self.batch_size = batch_size\n\n    def __getitem__(self, idx):\n        return self.data[idx]\n\n    def __len__(self):\n        return len(self.data)\n\n\ndef create_dataset_from_multiple_hdf(input_flist, batch_size):\n    data = []\n    ylist = []\n    for f in input_flist:\n        f = h5py.File(f, \"r\")\n        data.append(HDFSequence(f[\"X\"], batch_size))\n        ylist.append(f[\"Y\"][:])\n\n    params = {\n        \"bin_construct_sample_cnt\": 200000,\n        \"max_bin\": 255,\n    }\n    y = np.concatenate(ylist)\n    dataset = lgb.Dataset(data, label=y, params=params)\n    # With binary dataset created, we can use either Python API or cmdline version to train.\n    #\n    # Note: in order to create exactly the same dataset with the one created in simple_example.py, we need\n    # to modify simple_example.py to pass numpy array instead of pandas DataFrame to Dataset constructor.\n    # The reason is that DataFrame column names will be used in Dataset. For a DataFrame with Int64Index\n    # as columns, Dataset will use column names like [\"0\", \"1\", \"2\", ...]. While for numpy array, column names\n    # are using the default one assigned in C++ code (dataset_loader.cpp), like [\"Column_0\", \"Column_1\", ...].\n    dataset.save_binary(\"regression.train.from_hdf.bin\")\n\n\ndef save2hdf(input_data, fname, batch_size):\n    \"\"\"Store numpy array to HDF5 file.\n\n    Please note chunk size settings in the implementation for I/O performance optimization.\n    \"\"\"\n    with h5py.File(fname, \"w\") as f:\n        for name, data in input_data.items():\n            nrow, ncol = data.shape\n            if ncol == 1:\n                # Y has a single column and we read it in single shot. So store it as an 1-d array.\n                chunk = (nrow,)\n                data = data.values.flatten()\n            else:\n                # We use random access for data sampling when creating LightGBM Dataset from Sequence.\n                # When accessing any element in a HDF5 chunk, it's read entirely.\n                # To save I/O for sampling, we should keep number of total chunks much larger than sample count.\n                # Here we are just creating a chunk size that matches with batch_size.\n                #\n                # Also note that the data is stored in row major order to avoid extra copy when passing to\n                # lightgbm Dataset.\n                chunk = (batch_size, ncol)\n            f.create_dataset(name, data=data, chunks=chunk, compression=\"lzf\")\n\n\ndef generate_hdf(input_fname, output_basename, batch_size):\n    # Save to 2 HDF5 files for demonstration.\n    df = pd.read_csv(input_fname, header=None, sep=\"\\t\")\n\n    mid = len(df) // 2\n    df1 = df.iloc[:mid]\n    df2 = df.iloc[mid:]\n\n    # We can store multiple datasets inside a single HDF5 file.\n    # Separating X and Y for choosing best chunk size for data loading.\n    fname1 = f\"{output_basename}1.h5\"\n    fname2 = f\"{output_basename}2.h5\"\n    save2hdf({\"Y\": df1.iloc[:, :1], \"X\": df1.iloc[:, 1:]}, fname1, batch_size)\n    save2hdf({\"Y\": df2.iloc[:, :1], \"X\": df2.iloc[:, 1:]}, fname2, batch_size)\n\n    return [fname1, fname2]\n\n\ndef main():\n    batch_size = 64\n    output_basename = \"regression\"\n    hdf_files = generate_hdf(\n        str(Path(__file__).absolute().parents[1] / \"regression\" / \"regression.train\"), output_basename, batch_size\n    )\n\n    create_dataset_from_multiple_hdf(hdf_files, batch_size=batch_size)\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/python-guide/logistic_regression.py",
    "content": "# coding: utf-8\n\"\"\"Comparison of `binary` and `xentropy` objectives.\n\nBLUF: The `xentropy` objective does logistic regression and generalizes\nto the case where labels are probabilistic (i.e. numbers between 0 and 1).\n\nDetails: Both `binary` and `xentropy` minimize the log loss and use\n`boost_from_average = TRUE` by default. Possibly the only difference\nbetween them with default settings is that `binary` may achieve a slight\nspeed improvement by assuming that the labels are binary instead of\nprobabilistic.\n\"\"\"\n\nimport time\n\nimport numpy as np\nimport pandas as pd\nfrom scipy.special import expit\n\nimport lightgbm as lgb\n\n#################\n# Simulate some binary data with a single categorical and\n#   single continuous predictor\nrng = np.random.default_rng(seed=0)\nN = 1000\nX = pd.DataFrame({\"continuous\": range(N), \"categorical\": np.repeat([0, 1, 2, 3, 4], N / 5)})\nCATEGORICAL_EFFECTS = [-1, -1, -2, -2, 2]\nLINEAR_TERM = np.array(\n    [-0.5 + 0.01 * X[\"continuous\"][k] + CATEGORICAL_EFFECTS[X[\"categorical\"][k]] for k in range(X.shape[0])]\n) + rng.normal(loc=0, scale=1, size=X.shape[0])\nTRUE_PROB = expit(LINEAR_TERM)\nY = rng.binomial(n=1, p=TRUE_PROB, size=N)\nDATA = {\n    \"X\": X,\n    \"probability_labels\": TRUE_PROB,\n    \"binary_labels\": Y,\n    \"lgb_with_binary_labels\": lgb.Dataset(X, Y),\n    \"lgb_with_probability_labels\": lgb.Dataset(X, TRUE_PROB),\n}\n\n\n#################\n# Set up a couple of utilities for our experiments\ndef log_loss(preds, labels):\n    \"\"\"Logarithmic loss with non-necessarily-binary labels.\"\"\"\n    log_likelihood = np.sum(labels * np.log(preds)) / len(preds)\n    return -log_likelihood\n\n\ndef experiment(objective, label_type, data):\n    \"\"\"Measure performance of an objective.\n\n    Parameters\n    ----------\n    objective : {'binary', 'xentropy'}\n        Objective function.\n    label_type : {'binary', 'probability'}\n        Type of the label.\n    data : dict\n        Data for training.\n\n    Returns\n    -------\n    result : dict\n        Experiment summary stats.\n    \"\"\"\n    nrounds = 5\n    lgb_data = data[f\"lgb_with_{label_type}_labels\"]\n    params = {\"objective\": objective, \"feature_fraction\": 1, \"bagging_fraction\": 1, \"verbose\": -1, \"seed\": 123}\n    time_zero = time.time()\n    gbm = lgb.train(params, lgb_data, num_boost_round=nrounds)\n    y_fitted = gbm.predict(data[\"X\"])\n    y_true = data[f\"{label_type}_labels\"]\n    duration = time.time() - time_zero\n    return {\"time\": duration, \"correlation\": np.corrcoef(y_fitted, y_true)[0, 1], \"logloss\": log_loss(y_fitted, y_true)}\n\n\n#################\n# Observe the behavior of `binary` and `xentropy` objectives\nprint(\"Performance of `binary` objective with binary labels:\")\nprint(experiment(\"binary\", label_type=\"binary\", data=DATA))\n\nprint(\"Performance of `xentropy` objective with binary labels:\")\nprint(experiment(\"xentropy\", label_type=\"binary\", data=DATA))\n\nprint(\"Performance of `xentropy` objective with probability labels:\")\nprint(experiment(\"xentropy\", label_type=\"probability\", data=DATA))\n\n# Trying this throws an error on non-binary values of y:\n#   experiment('binary', label_type='probability', DATA)\n\n# The speed of `binary` is not drastically different than\n#   `xentropy`. `xentropy` runs faster than `binary` in many cases, although\n#   there are reasons to suspect that `binary` should run faster when the\n#   label is an integer instead of a float\nK = 10\nA = [experiment(\"binary\", label_type=\"binary\", data=DATA)[\"time\"] for k in range(K)]\nB = [experiment(\"xentropy\", label_type=\"binary\", data=DATA)[\"time\"] for k in range(K)]\nprint(f\"Best `binary` time: {min(A)}\")\nprint(f\"Best `xentropy` time: {min(B)}\")\n"
  },
  {
    "path": "examples/python-guide/notebooks/interactive_plot_example.ipynb",
    "content": "{\n \"cells\": [\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Load libraries\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 1,\n   \"metadata\": {\n    \"ExecuteTime\": {\n     \"end_time\": \"2018-10-25T22:13:39.152526Z\",\n     \"start_time\": \"2018-10-25T22:13:37.503680Z\"\n    }\n   },\n   \"outputs\": [],\n   \"source\": [\n    \"from pathlib import Path\\n\",\n    \"\\n\",\n    \"import matplotlib.pyplot as plt\\n\",\n    \"import pandas as pd\\n\",\n    \"\\n\",\n    \"import lightgbm as lgb\\n\",\n    \"\\n\",\n    \"%matplotlib inline\\n\",\n    \"\\n\",\n    \"try:\\n\",\n    \"    # To enable interactive mode you should install ipywidgets\\n\",\n    \"    # https://github.com/jupyter-widgets/ipywidgets\\n\",\n    \"    from ipywidgets import SelectMultiple, interact\\n\",\n    \"\\n\",\n    \"    INTERACTIVE = True\\n\",\n    \"except ImportError:\\n\",\n    \"    INTERACTIVE = False\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Load data\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 2,\n   \"metadata\": {\n    \"ExecuteTime\": {\n     \"end_time\": \"2018-10-25T22:13:39.238695Z\",\n     \"start_time\": \"2018-10-25T22:13:39.160165Z\"\n    }\n   },\n   \"outputs\": [],\n   \"source\": [\n    \"regression_example_dir = Path().absolute().parents[1] / \\\"regression\\\"\\n\",\n    \"df_train = pd.read_csv(str(regression_example_dir / \\\"regression.train\\\"), header=None, sep=\\\"\\\\t\\\")\\n\",\n    \"df_test = pd.read_csv(str(regression_example_dir / \\\"regression.test\\\"), header=None, sep=\\\"\\\\t\\\")\\n\",\n    \"\\n\",\n    \"y_train = df_train[0]\\n\",\n    \"y_test = df_test[0]\\n\",\n    \"X_train = df_train.drop(0, axis=1)\\n\",\n    \"X_test = df_test.drop(0, axis=1)\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Create Dataset object for LightGBM\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 3,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"lgb_train = lgb.Dataset(\\n\",\n    \"    X_train,\\n\",\n    \"    y_train,\\n\",\n    \"    feature_name=[f\\\"f{i + 1}\\\" for i in range(X_train.shape[-1])],\\n\",\n    \"    categorical_feature=[21],\\n\",\n    \")\\n\",\n    \"lgb_test = lgb.Dataset(X_test, y_test, reference=lgb_train)\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Configuration dictionary\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 4,\n   \"metadata\": {\n    \"ExecuteTime\": {\n     \"end_time\": \"2018-10-25T22:13:39.243104Z\",\n     \"start_time\": \"2018-10-25T22:13:39.240578Z\"\n    }\n   },\n   \"outputs\": [],\n   \"source\": [\n    \"params = {\\\"num_leaves\\\": 5, \\\"metric\\\": [\\\"l1\\\", \\\"l2\\\"], \\\"verbose\\\": -1}\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Training\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 5,\n   \"metadata\": {\n    \"ExecuteTime\": {\n     \"end_time\": \"2018-10-25T22:13:39.336630Z\",\n     \"start_time\": \"2018-10-25T22:13:39.246006Z\"\n    }\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"[10]\\ttraining's l1: 0.457448\\ttraining's l2: 0.217995\\tvalid_1's l1: 0.456464\\tvalid_1's l2: 0.21641\\n\",\n      \"[20]\\ttraining's l1: 0.436869\\ttraining's l2: 0.205099\\tvalid_1's l1: 0.434057\\tvalid_1's l2: 0.201616\\n\",\n      \"[30]\\ttraining's l1: 0.421302\\ttraining's l2: 0.197421\\tvalid_1's l1: 0.417019\\tvalid_1's l2: 0.192514\\n\",\n      \"[40]\\ttraining's l1: 0.411107\\ttraining's l2: 0.192856\\tvalid_1's l1: 0.406303\\tvalid_1's l2: 0.187258\\n\",\n      \"[50]\\ttraining's l1: 0.403695\\ttraining's l2: 0.189593\\tvalid_1's l1: 0.398997\\tvalid_1's l2: 0.183688\\n\",\n      \"[60]\\ttraining's l1: 0.398704\\ttraining's l2: 0.187043\\tvalid_1's l1: 0.393977\\tvalid_1's l2: 0.181009\\n\",\n      \"[70]\\ttraining's l1: 0.394876\\ttraining's l2: 0.184982\\tvalid_1's l1: 0.389805\\tvalid_1's l2: 0.178803\\n\",\n      \"[80]\\ttraining's l1: 0.391147\\ttraining's l2: 0.1828\\tvalid_1's l1: 0.386476\\tvalid_1's l2: 0.176799\\n\",\n      \"[90]\\ttraining's l1: 0.388101\\ttraining's l2: 0.180817\\tvalid_1's l1: 0.384404\\tvalid_1's l2: 0.175775\\n\",\n      \"[100]\\ttraining's l1: 0.385174\\ttraining's l2: 0.179171\\tvalid_1's l1: 0.382929\\tvalid_1's l2: 0.175321\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"evals_result = {}  # to record eval results for plotting\\n\",\n    \"gbm = lgb.train(\\n\",\n    \"    params,\\n\",\n    \"    lgb_train,\\n\",\n    \"    num_boost_round=100,\\n\",\n    \"    valid_sets=[lgb_train, lgb_test],\\n\",\n    \"    callbacks=[lgb.log_evaluation(10), lgb.record_evaluation(evals_result)],\\n\",\n    \")\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Plot metrics recorded during training\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 6,\n   \"metadata\": {\n    \"ExecuteTime\": {\n     \"end_time\": \"2018-10-25T22:13:39.809203Z\",\n     \"start_time\": \"2018-10-25T22:13:39.338985Z\"\n    }\n   },\n   \"outputs\": [],\n   \"source\": [\n    \"def render_metric(metric_name):\\n\",\n    \"    lgb.plot_metric(evals_result, metric=metric_name, figsize=(10, 5))\\n\",\n    \"    plt.show()\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 7,\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"data\": {\n      \"image/png\": \"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\",\n      \"text/plain\": [\n       \"<Figure size 720x360 with 1 Axes>\"\n      ]\n     },\n     \"metadata\": {\n      \"needs_background\": \"light\"\n     },\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"if INTERACTIVE:\\n\",\n    \"    # create widget to switch between metrics\\n\",\n    \"    interact(render_metric, metric_name=params[\\\"metric\\\"])\\n\",\n    \"else:\\n\",\n    \"    render_metric(params[\\\"metric\\\"][0])\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Plot feature importances\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 8,\n   \"metadata\": {\n    \"ExecuteTime\": {\n     \"end_time\": \"2018-10-25T22:13:39.958548Z\",\n     \"start_time\": \"2018-10-25T22:13:39.811530Z\"\n    }\n   },\n   \"outputs\": [],\n   \"source\": [\n    \"def render_plot_importance(importance_type, max_features=10, ignore_zero=True, precision=3):\\n\",\n    \"    lgb.plot_importance(\\n\",\n    \"        gbm,\\n\",\n    \"        importance_type=importance_type,\\n\",\n    \"        max_num_features=max_features,\\n\",\n    \"        ignore_zero=ignore_zero,\\n\",\n    \"        figsize=(12, 8),\\n\",\n    \"        precision=precision,\\n\",\n    \"    )\\n\",\n    \"    plt.show()\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 9,\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"data\": {\n      \"image/png\": \"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\",\n      \"text/plain\": [\n       \"<Figure size 864x576 with 1 Axes>\"\n      ]\n     },\n     \"metadata\": {\n      \"needs_background\": \"light\"\n     },\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"if INTERACTIVE:\\n\",\n    \"    # create widget for interactive feature importance plot\\n\",\n    \"    interact(\\n\",\n    \"        render_plot_importance,\\n\",\n    \"        importance_type=[\\\"split\\\", \\\"gain\\\"],\\n\",\n    \"        max_features=(1, X_train.shape[-1]),\\n\",\n    \"        precision=(0, 10),\\n\",\n    \"    )\\n\",\n    \"else:\\n\",\n    \"    render_plot_importance(importance_type=\\\"split\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Plot split value histogram\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 10,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"def render_histogram(feature):\\n\",\n    \"    lgb.plot_split_value_histogram(gbm, feature=feature, bins=\\\"auto\\\", figsize=(10, 5))\\n\",\n    \"    plt.show()\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 11,\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"data\": {\n      \"image/png\": \"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\",\n      \"text/plain\": [\n       \"<Figure size 720x360 with 1 Axes>\"\n      ]\n     },\n     \"metadata\": {\n      \"needs_background\": \"light\"\n     },\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"if INTERACTIVE:\\n\",\n    \"    # create widget for interactive split value histogram\\n\",\n    \"    interact(render_histogram, feature=gbm.feature_name())\\n\",\n    \"else:\\n\",\n    \"    render_histogram(feature=\\\"f26\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {\n    \"ExecuteTime\": {\n     \"end_time\": \"2018-10-25T22:13:40.027803Z\",\n     \"start_time\": \"2018-10-25T22:13:39.960713Z\"\n    }\n   },\n   \"source\": [\n    \"## Plot trees\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 12,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"def render_tree(tree_index, show_info, precision=3):\\n\",\n    \"    show_info = None if \\\"None\\\" in show_info else show_info\\n\",\n    \"    return lgb.create_tree_digraph(gbm, tree_index=tree_index, show_info=show_info, precision=precision)\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 13,\n   \"metadata\": {\n    \"scrolled\": false\n   },\n   \"outputs\": [\n    {\n     \"data\": {\n      \"image/png\": \"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\",\n      \"text/plain\": [\n       \"<Figure size 7200x7200 with 1 Axes>\"\n      ]\n     },\n     \"metadata\": {\n      \"needs_background\": \"light\"\n     },\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"if INTERACTIVE:\\n\",\n    \"    # create widget to switch between trees and control info in nodes\\n\",\n    \"    interact(\\n\",\n    \"        render_tree,\\n\",\n    \"        tree_index=(0, gbm.num_trees() - 1),\\n\",\n    \"        show_info=SelectMultiple(  # allow multiple values to be selected\\n\",\n    \"            options=[\\n\",\n    \"                \\\"None\\\",\\n\",\n    \"                \\\"split_gain\\\",\\n\",\n    \"                \\\"internal_value\\\",\\n\",\n    \"                \\\"internal_count\\\",\\n\",\n    \"                \\\"internal_weight\\\",\\n\",\n    \"                \\\"leaf_count\\\",\\n\",\n    \"                \\\"leaf_weight\\\",\\n\",\n    \"                \\\"data_percentage\\\",\\n\",\n    \"            ],\\n\",\n    \"            value=[\\\"None\\\"],\\n\",\n    \"        ),\\n\",\n    \"        precision=(0, 10),\\n\",\n    \"    )\\n\",\n    \"    tree = None\\n\",\n    \"else:\\n\",\n    \"    tree = render_tree(53, [\\\"None\\\"])\\n\",\n    \"tree\"\n   ]\n  }\n ],\n \"metadata\": {\n  \"hide_input\": false,\n  \"kernelspec\": {\n   \"display_name\": \"Python 3\",\n   \"language\": \"python\",\n   \"name\": \"python3\"\n  },\n  \"language_info\": {\n   \"codemirror_mode\": {\n    \"name\": \"ipython\",\n    \"version\": 3\n   },\n   \"file_extension\": \".py\",\n   \"mimetype\": \"text/x-python\",\n   \"name\": \"python\",\n   \"nbconvert_exporter\": \"python\",\n   \"pygments_lexer\": \"ipython3\",\n   \"version\": \"3.11.7\"\n  },\n  \"varInspector\": {\n   \"cols\": {\n    \"lenName\": 16,\n    \"lenType\": 16,\n    \"lenVar\": 40\n   },\n   \"kernels_config\": {\n    \"python\": {\n     \"delete_cmd_postfix\": \"\",\n     \"delete_cmd_prefix\": \"del \",\n     \"library\": \"var_list.py\",\n     \"varRefreshCmd\": \"print(var_dic_list())\"\n    },\n    \"r\": {\n     \"delete_cmd_postfix\": \") \",\n     \"delete_cmd_prefix\": \"rm(\",\n     \"library\": \"var_list.r\",\n     \"varRefreshCmd\": \"cat(var_dic_list()) \"\n    }\n   },\n   \"types_to_exclude\": [\n    \"module\",\n    \"function\",\n    \"builtin_function_or_method\",\n    \"instance\",\n    \"_Feature\"\n   ],\n   \"window_display\": false\n  }\n },\n \"nbformat\": 4,\n \"nbformat_minor\": 2\n}\n"
  },
  {
    "path": "examples/python-guide/plot_example.py",
    "content": "# coding: utf-8\nfrom pathlib import Path\n\nimport pandas as pd\n\nimport lightgbm as lgb\n\nif lgb.compat.MATPLOTLIB_INSTALLED:\n    import matplotlib.pyplot as plt\nelse:\n    raise ImportError(\"You need to install matplotlib and restart your session for plot_example.py.\")\n\nprint(\"Loading data...\")\n# load or create your dataset\nregression_example_dir = Path(__file__).absolute().parents[1] / \"regression\"\ndf_train = pd.read_csv(str(regression_example_dir / \"regression.train\"), header=None, sep=\"\\t\")\ndf_test = pd.read_csv(str(regression_example_dir / \"regression.test\"), header=None, sep=\"\\t\")\n\ny_train = df_train[0]\ny_test = df_test[0]\nX_train = df_train.drop(0, axis=1)\nX_test = df_test.drop(0, axis=1)\n\n# create dataset for lightgbm\nlgb_train = lgb.Dataset(\n    X_train,\n    y_train,\n    feature_name=[f\"f{i + 1}\" for i in range(X_train.shape[-1])],\n    categorical_feature=[21],\n)\nlgb_test = lgb.Dataset(X_test, y_test, reference=lgb_train)\n\n# specify your configurations as a dict\nparams = {\"num_leaves\": 5, \"metric\": (\"l1\", \"l2\"), \"verbose\": 0}\n\nevals_result = {}  # to record eval results for plotting\n\nprint(\"Starting training...\")\n# train\ngbm = lgb.train(\n    params,\n    lgb_train,\n    num_boost_round=100,\n    valid_sets=[lgb_train, lgb_test],\n    callbacks=[lgb.log_evaluation(10), lgb.record_evaluation(evals_result)],\n)\n\nprint(\"Plotting metrics recorded during training...\")\nax = lgb.plot_metric(evals_result, metric=\"l1\")\nplt.show()\n\nprint(\"Plotting feature importances...\")\nax = lgb.plot_importance(gbm, max_num_features=10)\nplt.show()\n\nprint(\"Plotting split value histogram...\")\nax = lgb.plot_split_value_histogram(gbm, feature=\"f26\", bins=\"auto\")\nplt.show()\n\nprint(\"Plotting 54th tree...\")  # one tree use categorical feature to split\nax = lgb.plot_tree(gbm, tree_index=53, figsize=(15, 15), show_info=[\"split_gain\"])\nplt.show()\n\nprint(\"Plotting 54th tree with graphviz...\")\ngraph = lgb.create_tree_digraph(gbm, tree_index=53, name=\"Tree54\")\ngraph.render(view=True)\n"
  },
  {
    "path": "examples/python-guide/simple_example.py",
    "content": "# coding: utf-8\nfrom pathlib import Path\n\nimport pandas as pd\nfrom sklearn.metrics import mean_squared_error\n\nimport lightgbm as lgb\n\nprint(\"Loading data...\")\n# load or create your dataset\nregression_example_dir = Path(__file__).absolute().parents[1] / \"regression\"\ndf_train = pd.read_csv(str(regression_example_dir / \"regression.train\"), header=None, sep=\"\\t\")\ndf_test = pd.read_csv(str(regression_example_dir / \"regression.test\"), header=None, sep=\"\\t\")\n\ny_train = df_train[0]\ny_test = df_test[0]\nX_train = df_train.drop(0, axis=1)\nX_test = df_test.drop(0, axis=1)\n\n# create dataset for lightgbm\nlgb_train = lgb.Dataset(X_train, y_train)\nlgb_eval = lgb.Dataset(X_test, y_test, reference=lgb_train)\n\n# specify your configurations as a dict\nparams = {\n    \"boosting_type\": \"gbdt\",\n    \"objective\": \"regression\",\n    \"metric\": {\"l2\", \"l1\"},\n    \"num_leaves\": 31,\n    \"learning_rate\": 0.05,\n    \"feature_fraction\": 0.9,\n    \"bagging_fraction\": 0.8,\n    \"bagging_freq\": 5,\n    \"verbose\": 0,\n}\n\nprint(\"Starting training...\")\n# train\ngbm = lgb.train(\n    params, lgb_train, num_boost_round=20, valid_sets=lgb_eval, callbacks=[lgb.early_stopping(stopping_rounds=5)]\n)\n\nprint(\"Saving model...\")\n# save model to file\ngbm.save_model(\"model.txt\")\n\nprint(\"Starting predicting...\")\n# predict\ny_pred = gbm.predict(X_test, num_iteration=gbm.best_iteration)\n# eval\nrmse_test = mean_squared_error(y_test, y_pred) ** 0.5\nprint(f\"The RMSE of prediction is: {rmse_test}\")\n"
  },
  {
    "path": "examples/python-guide/sklearn_example.py",
    "content": "# coding: utf-8\nfrom pathlib import Path\n\nimport numpy as np\nimport pandas as pd\nfrom sklearn.metrics import mean_squared_error\nfrom sklearn.model_selection import GridSearchCV\n\nimport lightgbm as lgb\n\nprint(\"Loading data...\")\n# load or create your dataset\nregression_example_dir = Path(__file__).absolute().parents[1] / \"regression\"\ndf_train = pd.read_csv(str(regression_example_dir / \"regression.train\"), header=None, sep=\"\\t\")\ndf_test = pd.read_csv(str(regression_example_dir / \"regression.test\"), header=None, sep=\"\\t\")\n\ny_train = df_train[0]\ny_test = df_test[0]\nX_train = df_train.drop(0, axis=1)\nX_test = df_test.drop(0, axis=1)\n\nprint(\"Starting training...\")\n# train\ngbm = lgb.LGBMRegressor(num_leaves=31, learning_rate=0.05, n_estimators=20)\ngbm.fit(X_train, y_train, eval_X=(X_test,), eval_y=(y_test,), eval_metric=\"l1\", callbacks=[lgb.early_stopping(5)])\n\nprint(\"Starting predicting...\")\n# predict\ny_pred = gbm.predict(X_test, num_iteration=gbm.best_iteration_)\n# eval\nrmse_test = mean_squared_error(y_test, y_pred) ** 0.5\nprint(f\"The RMSE of prediction is: {rmse_test}\")\n\n# feature importances\nprint(f\"Feature importances: {list(gbm.feature_importances_)}\")\n\n\n# self-defined eval metric\n# f(y_true: array, y_pred: array) -> name: str, eval_result: float, is_higher_better: bool\n# Root Mean Squared Logarithmic Error (RMSLE)\ndef rmsle(y_true, y_pred):\n    return \"RMSLE\", np.sqrt(np.mean(np.power(np.log1p(y_pred) - np.log1p(y_true), 2))), False\n\n\nprint(\"Starting training with custom eval function...\")\n# train\ngbm.fit(X_train, y_train, eval_X=(X_test,), eval_y=(y_test,), eval_metric=rmsle, callbacks=[lgb.early_stopping(5)])\n\n\n# another self-defined eval metric\n# f(y_true: array, y_pred: array) -> name: str, eval_result: float, is_higher_better: bool\n# Relative Absolute Error (RAE)\ndef rae(y_true, y_pred):\n    return \"RAE\", np.sum(np.abs(y_pred - y_true)) / np.sum(np.abs(np.mean(y_true) - y_true)), False\n\n\nprint(\"Starting training with multiple custom eval functions...\")\n# train\ngbm.fit(\n    X_train, y_train, eval_X=(X_test,), eval_y=(y_test,), eval_metric=[rmsle, rae], callbacks=[lgb.early_stopping(5)]\n)\n\nprint(\"Starting predicting...\")\n# predict\ny_pred = gbm.predict(X_test, num_iteration=gbm.best_iteration_)\n# eval\nrmsle_test = rmsle(y_test, y_pred)[1]\nrae_test = rae(y_test, y_pred)[1]\nprint(f\"The RMSLE of prediction is: {rmsle_test}\")\nprint(f\"The RAE of prediction is: {rae_test}\")\n\n# other scikit-learn modules\nestimator = lgb.LGBMRegressor(num_leaves=31)\n\nparam_grid = {\"learning_rate\": [0.01, 0.1, 1], \"n_estimators\": [20, 40]}\n\ngbm = GridSearchCV(estimator, param_grid, cv=3)\ngbm.fit(X_train, y_train)\n\nprint(f\"Best parameters found by grid search are: {gbm.best_params_}\")\n"
  },
  {
    "path": "examples/regression/README.md",
    "content": "Regression Example\n==================\n\nHere is an example for LightGBM to run regression task.\n\n***You must follow the [installation instructions](https://lightgbm.readthedocs.io/en/latest/Installation-Guide.html)\nfor the following commands to work. The `lightgbm` binary must be built and available at the root of this project.***\n\nTraining\n--------\n\nRun the following command in this folder:\n\n```bash\n\"../../lightgbm\" config=train.conf\n```\n\nPrediction\n----------\n\nYou should finish training first.\n\nRun the following command in this folder:\n\n```bash\n\"../../lightgbm\" config=predict.conf\n```\n"
  },
  {
    "path": "examples/regression/forced_bins.json",
    "content": "[\n    {\n        \"feature\": 0,\n        \"bin_upper_bound\": [\n            0.3,\n            0.35,\n            0.4\n        ]\n    },\n    {\n        \"feature\": 1,\n        \"bin_upper_bound\": [\n            -0.1,\n            -0.15,\n            -0.2\n        ]\n    }\n]\n"
  },
  {
    "path": "examples/regression/forced_bins2.json",
    "content": "[\n    {\n        \"feature\": 0,\n        \"bin_upper_bound\": [\n            0.19,\n            0.39,\n            0.59,\n            0.79\n        ]\n    }\n]\n"
  },
  {
    "path": "examples/regression/predict.conf",
    "content": "task = predict\n\ndata = regression.test\n\ninput_model= LightGBM_model.txt\n"
  },
  {
    "path": "examples/regression/regression.test",
    "content": "1\t0.644\t0.247\t-0.447\t0.862\t0.374\t0.854\t-1.126\t-0.790\t2.173\t1.015\t-0.201\t1.400\t0.000\t1.575\t1.807\t1.607\t0.000\t1.585\t-0.190\t-0.744\t3.102\t0.958\t1.061\t0.980\t0.875\t0.581\t0.905\t0.796\n0\t0.385\t1.800\t1.037\t1.044\t0.349\t1.502\t-0.966\t1.734\t0.000\t0.966\t-1.960\t-0.249\t0.000\t1.501\t0.465\t-0.354\t2.548\t0.834\t-0.440\t0.638\t3.102\t0.695\t0.909\t0.981\t0.803\t0.813\t1.149\t1.116\n0\t1.214\t-0.166\t0.004\t0.505\t1.434\t0.628\t-1.174\t-1.230\t1.087\t0.579\t-1.047\t-0.118\t0.000\t0.835\t0.340\t1.234\t2.548\t0.711\t-1.383\t1.355\t0.000\t0.848\t0.911\t1.043\t0.931\t1.058\t0.744\t0.696\n1\t0.420\t1.111\t0.137\t1.516\t-1.657\t0.854\t0.623\t1.605\t1.087\t1.511\t-1.297\t0.251\t0.000\t0.872\t-0.368\t-0.721\t0.000\t0.543\t0.731\t1.424\t3.102\t1.597\t1.282\t1.105\t0.730\t0.148\t1.231\t1.234\n0\t0.897\t-1.703\t-1.306\t1.022\t-0.729\t0.836\t0.859\t-0.333\t2.173\t1.336\t-0.965\t0.972\t2.215\t0.671\t1.021\t-1.439\t0.000\t0.493\t-2.019\t-0.289\t0.000\t0.805\t0.930\t0.984\t1.430\t2.198\t1.934\t1.684\n0\t0.756\t1.126\t-0.945\t2.355\t-0.555\t0.889\t0.800\t1.440\t0.000\t0.585\t0.271\t0.631\t2.215\t0.722\t1.744\t1.051\t0.000\t0.618\t0.924\t0.698\t1.551\t0.976\t0.864\t0.988\t0.803\t0.234\t0.822\t0.911\n0\t1.141\t-0.741\t0.953\t1.478\t-0.524\t1.197\t-0.871\t1.689\t2.173\t0.875\t1.321\t-0.518\t1.107\t0.540\t0.037\t-0.987\t0.000\t0.879\t1.187\t0.245\t0.000\t0.888\t0.701\t1.747\t1.358\t2.479\t1.491\t1.223\n1\t0.606\t-0.936\t-0.384\t1.257\t-1.162\t2.719\t-0.600\t0.100\t2.173\t3.303\t-0.284\t1.561\t1.107\t0.689\t1.786\t-0.326\t0.000\t0.780\t-0.532\t1.216\t0.000\t0.936\t2.022\t0.985\t1.574\t4.323\t2.263\t1.742\n1\t0.603\t0.429\t-0.279\t1.448\t1.301\t1.008\t2.423\t-1.295\t0.000\t0.452\t1.305\t0.533\t0.000\t1.076\t1.011\t1.256\t2.548\t2.021\t1.260\t-0.343\t0.000\t0.890\t0.969\t1.281\t0.763\t0.652\t0.827\t0.785\n0\t1.171\t-0.962\t0.521\t0.841\t-0.315\t1.196\t-0.744\t-0.882\t2.173\t0.726\t-1.305\t1.377\t1.107\t0.643\t-1.790\t-1.264\t0.000\t1.257\t0.222\t0.817\t0.000\t0.862\t0.911\t0.987\t0.846\t1.293\t0.899\t0.756\n1\t1.392\t-0.358\t0.235\t1.494\t-0.461\t0.895\t-0.848\t1.549\t2.173\t0.841\t-0.384\t0.666\t1.107\t1.199\t2.509\t-0.891\t0.000\t1.109\t-0.364\t-0.945\t0.000\t0.693\t2.135\t1.170\t1.362\t0.959\t2.056\t1.842\n1\t1.024\t1.076\t-0.886\t0.851\t1.530\t0.673\t-0.449\t0.187\t1.087\t0.628\t-0.895\t1.176\t2.215\t0.696\t-0.232\t-0.875\t0.000\t0.411\t1.501\t0.048\t0.000\t0.842\t0.919\t1.063\t1.193\t0.777\t0.964\t0.807\n1\t0.890\t-0.760\t1.182\t1.369\t0.751\t0.696\t-0.959\t-0.710\t1.087\t0.775\t-0.130\t-1.409\t2.215\t0.701\t-0.110\t-0.739\t0.000\t0.508\t-0.451\t0.390\t0.000\t0.762\t0.738\t0.998\t1.126\t0.788\t0.940\t0.790\n1\t0.460\t0.537\t0.636\t1.442\t-0.269\t0.585\t0.323\t-1.731\t2.173\t0.503\t1.034\t-0.927\t0.000\t0.928\t-1.024\t1.006\t2.548\t0.513\t-0.618\t-1.336\t0.000\t0.802\t0.831\t0.992\t1.019\t0.925\t1.056\t0.833\n1\t0.364\t1.648\t0.560\t1.720\t0.829\t1.110\t0.811\t-0.588\t0.000\t0.408\t1.045\t1.054\t2.215\t0.319\t-1.138\t1.545\t0.000\t0.423\t1.025\t-1.265\t3.102\t1.656\t0.928\t1.003\t0.544\t0.327\t0.670\t0.746\n1\t0.525\t-0.096\t1.206\t0.948\t-1.103\t1.519\t-0.582\t0.606\t2.173\t1.274\t-0.572\t-0.934\t0.000\t0.855\t-1.028\t-1.222\t0.000\t0.578\t-1.000\t-1.725\t3.102\t0.896\t0.878\t0.981\t0.498\t0.909\t0.772\t0.668\n0\t0.536\t-0.821\t-1.029\t0.703\t1.113\t0.363\t-0.711\t0.022\t1.087\t0.325\t1.503\t1.249\t2.215\t0.673\t1.041\t-0.401\t0.000\t0.480\t2.127\t1.681\t0.000\t0.767\t1.034\t0.990\t0.671\t0.836\t0.669\t0.663\n1\t1.789\t-0.583\t1.641\t0.897\t0.799\t0.515\t-0.100\t-1.483\t0.000\t1.101\t0.031\t-0.326\t2.215\t1.195\t0.001\t0.126\t2.548\t0.768\t-0.148\t0.601\t0.000\t0.916\t0.921\t1.207\t1.069\t0.483\t0.934\t0.795\n1\t1.332\t-0.571\t0.986\t0.580\t1.508\t0.582\t0.634\t-0.746\t1.087\t1.084\t-0.964\t-0.489\t0.000\t0.785\t0.274\t0.343\t2.548\t0.779\t0.721\t1.489\t0.000\t1.733\t1.145\t0.990\t1.270\t0.715\t0.897\t0.915\n0\t1.123\t0.629\t-1.708\t0.597\t-0.882\t0.752\t0.195\t1.522\t2.173\t1.671\t1.515\t-0.003\t0.000\t0.778\t0.514\t0.139\t1.274\t0.801\t1.260\t1.600\t0.000\t1.495\t0.976\t0.988\t0.676\t0.921\t1.010\t0.943\n0\t1.816\t-0.515\t0.171\t0.980\t-0.454\t0.870\t0.202\t-1.399\t2.173\t1.130\t1.066\t-1.593\t0.000\t0.844\t0.735\t1.275\t2.548\t1.125\t-1.133\t0.348\t0.000\t0.837\t0.693\t0.988\t1.112\t0.784\t1.009\t0.974\n1\t0.364\t0.694\t0.445\t1.862\t0.159\t0.963\t-1.356\t1.260\t1.087\t0.887\t-0.540\t-1.533\t2.215\t0.658\t-2.544\t-1.236\t0.000\t0.516\t-0.807\t0.039\t0.000\t0.891\t1.004\t0.991\t1.092\t0.976\t1.000\t0.953\n1\t0.790\t-1.175\t0.475\t1.846\t0.094\t0.999\t-1.090\t0.257\t0.000\t1.422\t0.854\t1.112\t2.215\t1.302\t1.004\t-1.702\t1.274\t2.557\t-0.787\t-1.048\t0.000\t0.890\t1.429\t0.993\t2.807\t0.840\t2.248\t1.821\n1\t0.765\t-0.500\t-0.603\t1.843\t-0.560\t1.068\t0.007\t0.746\t2.173\t1.154\t-0.017\t1.329\t0.000\t1.165\t1.791\t-1.585\t0.000\t1.116\t0.441\t-0.886\t0.000\t0.774\t0.982\t0.989\t1.102\t0.633\t1.178\t1.021\n1\t1.407\t1.293\t-1.418\t0.502\t-1.527\t2.005\t-2.122\t0.622\t0.000\t1.699\t1.508\t-0.649\t2.215\t1.665\t0.748\t-0.755\t0.000\t2.555\t0.811\t1.423\t1.551\t7.531\t5.520\t0.985\t1.115\t1.881\t4.487\t3.379\n1\t0.772\t-0.186\t-1.372\t0.823\t-0.140\t0.781\t0.763\t0.046\t2.173\t1.128\t0.516\t1.380\t0.000\t0.797\t-0.640\t-0.134\t2.548\t2.019\t-0.972\t-1.670\t0.000\t2.022\t1.466\t0.989\t0.856\t0.808\t1.230\t0.991\n1\t0.546\t-0.954\t0.715\t1.335\t-1.689\t0.783\t-0.443\t-1.735\t2.173\t1.081\t0.185\t-0.435\t0.000\t1.433\t-0.662\t-0.389\t0.000\t0.969\t0.924\t1.099\t0.000\t0.910\t0.879\t0.988\t0.683\t0.753\t0.878\t0.865\n1\t0.596\t0.276\t-1.054\t1.358\t1.355\t1.444\t1.813\t-0.208\t0.000\t1.175\t-0.949\t-1.573\t0.000\t0.855\t-1.228\t-0.925\t2.548\t1.837\t-0.400\t0.913\t0.000\t0.637\t0.901\t1.028\t0.553\t0.790\t0.679\t0.677\n0\t0.458\t2.292\t1.530\t0.291\t1.283\t0.749\t-0.930\t-0.198\t0.000\t0.300\t-1.560\t0.990\t0.000\t0.811\t-0.176\t0.995\t2.548\t1.085\t-0.178\t-1.213\t3.102\t0.891\t0.648\t0.999\t0.732\t0.655\t0.619\t0.620\n0\t0.638\t-0.575\t-1.048\t0.125\t0.178\t0.846\t-0.753\t-0.339\t1.087\t0.799\t-0.727\t1.182\t0.000\t0.888\t0.283\t0.717\t0.000\t1.051\t-1.046\t-1.557\t3.102\t0.889\t0.871\t0.989\t0.884\t0.923\t0.836\t0.779\n1\t0.434\t-1.119\t-0.313\t2.427\t0.461\t0.497\t0.261\t-1.177\t2.173\t0.618\t-0.737\t-0.688\t0.000\t1.150\t-1.237\t-1.652\t2.548\t0.757\t-0.054\t1.700\t0.000\t0.809\t0.741\t0.982\t1.450\t0.936\t1.086\t0.910\n1\t0.431\t-1.144\t-1.030\t0.778\t-0.655\t0.490\t0.047\t-1.546\t0.000\t1.583\t-0.014\t0.891\t2.215\t0.516\t0.956\t0.567\t2.548\t0.935\t-1.123\t-0.082\t0.000\t0.707\t0.995\t0.995\t0.700\t0.602\t0.770\t0.685\n1\t1.894\t0.222\t1.224\t1.578\t1.715\t0.966\t2.890\t-0.013\t0.000\t0.922\t-0.703\t-0.844\t0.000\t0.691\t2.056\t1.039\t0.000\t0.900\t-0.733\t-1.240\t3.102\t1.292\t1.992\t1.026\t0.881\t0.684\t1.759\t1.755\n0\t0.985\t-0.316\t0.141\t1.067\t-0.946\t0.819\t-1.177\t1.307\t2.173\t1.080\t-0.429\t0.557\t1.107\t1.726\t1.435\t-1.075\t0.000\t1.100\t1.547\t-0.647\t0.000\t0.873\t1.696\t1.179\t1.146\t1.015\t1.538\t1.270\n0\t0.998\t-0.187\t-0.236\t0.882\t0.755\t0.468\t0.950\t-0.439\t2.173\t0.579\t-0.550\t-0.624\t0.000\t1.847\t1.196\t1.384\t1.274\t0.846\t1.273\t-1.072\t0.000\t1.194\t0.797\t1.013\t1.319\t1.174\t0.963\t0.898\n0\t0.515\t0.246\t-0.593\t1.082\t1.591\t0.912\t-0.623\t-0.957\t2.173\t0.858\t0.418\t0.844\t0.000\t0.948\t2.519\t1.599\t0.000\t1.158\t1.385\t-0.095\t3.102\t0.973\t1.033\t0.988\t0.998\t1.716\t1.054\t0.901\n0\t0.919\t-1.001\t1.506\t1.389\t0.653\t0.507\t-0.616\t-0.689\t2.173\t0.808\t0.536\t-0.467\t2.215\t0.496\t2.187\t-0.859\t0.000\t0.822\t0.807\t1.163\t0.000\t0.876\t0.861\t1.088\t0.947\t0.614\t0.911\t1.087\n0\t0.794\t0.051\t1.477\t1.504\t-1.695\t0.716\t0.315\t0.264\t1.087\t0.879\t-0.135\t-1.094\t2.215\t1.433\t-0.741\t0.201\t0.000\t1.566\t0.534\t-0.989\t0.000\t0.627\t0.882\t0.974\t0.807\t1.130\t0.929\t0.925\n1\t0.455\t-0.946\t-1.175\t1.453\t-0.580\t0.763\t-0.856\t0.840\t0.000\t0.829\t1.223\t1.174\t2.215\t0.714\t0.638\t-0.466\t0.000\t1.182\t0.223\t-1.333\t0.000\t0.977\t0.938\t0.986\t0.713\t0.714\t0.796\t0.843\n1\t0.662\t-0.296\t-1.287\t1.212\t-0.707\t0.641\t1.457\t0.222\t0.000\t0.600\t0.525\t-1.700\t2.215\t0.784\t-0.835\t-0.961\t2.548\t0.865\t1.131\t1.162\t0.000\t0.854\t0.877\t0.978\t0.740\t0.734\t0.888\t0.811\n0\t0.390\t0.698\t-1.629\t1.888\t0.298\t0.990\t1.614\t-1.572\t0.000\t1.666\t0.170\t0.719\t2.215\t1.590\t1.064\t-0.886\t1.274\t0.952\t0.305\t-1.216\t0.000\t1.048\t0.897\t1.173\t0.891\t1.936\t1.273\t1.102\n0\t1.014\t0.117\t1.384\t0.686\t-1.047\t0.609\t-1.245\t-0.850\t0.000\t1.076\t-1.158\t0.814\t1.107\t1.598\t-0.389\t-0.111\t0.000\t0.907\t1.688\t-1.673\t0.000\t1.333\t0.866\t0.989\t0.975\t0.442\t0.797\t0.788\n0\t1.530\t-1.408\t-0.207\t0.440\t-1.357\t0.902\t-0.647\t1.325\t1.087\t1.320\t-0.819\t0.246\t1.107\t0.503\t1.407\t-1.683\t0.000\t1.189\t-0.972\t-0.925\t0.000\t0.386\t1.273\t0.988\t0.829\t1.335\t1.173\t1.149\n1\t1.689\t-0.590\t0.915\t2.076\t1.202\t0.644\t-0.478\t-0.238\t0.000\t0.809\t-1.660\t-1.184\t0.000\t1.227\t-0.224\t-0.808\t2.548\t1.655\t1.047\t-0.623\t0.000\t0.621\t1.192\t0.988\t1.309\t0.866\t0.924\t1.012\n0\t1.102\t0.402\t-1.622\t1.262\t1.022\t0.576\t0.271\t-0.269\t0.000\t0.591\t0.495\t-1.278\t0.000\t1.271\t0.209\t0.575\t2.548\t0.941\t0.964\t-0.685\t3.102\t0.989\t0.963\t1.124\t0.857\t0.858\t0.716\t0.718\n0\t2.491\t0.825\t0.581\t1.593\t0.205\t0.782\t-0.815\t1.499\t0.000\t1.179\t-0.999\t-1.509\t0.000\t0.926\t0.920\t-0.522\t2.548\t2.068\t-1.021\t-1.050\t3.102\t0.874\t0.943\t0.980\t0.945\t1.525\t1.570\t1.652\n0\t0.666\t0.254\t1.601\t1.303\t-0.250\t1.236\t-1.929\t0.793\t0.000\t1.074\t0.447\t-0.871\t0.000\t0.991\t1.059\t-0.342\t0.000\t1.703\t-0.393\t-1.419\t3.102\t0.921\t0.945\t1.285\t0.931\t0.462\t0.770\t0.729\n0\t0.937\t-1.126\t1.424\t1.395\t1.743\t0.760\t0.428\t-0.238\t2.173\t0.846\t0.494\t1.320\t2.215\t0.872\t-1.826\t-0.507\t0.000\t0.612\t1.860\t1.403\t0.000\t3.402\t2.109\t0.985\t1.298\t1.165\t1.404\t1.240\n1\t0.881\t-1.086\t-0.870\t0.513\t0.266\t2.049\t-1.870\t1.160\t0.000\t2.259\t-0.428\t-0.935\t2.215\t1.321\t-0.655\t-0.449\t2.548\t1.350\t-1.766\t-0.108\t0.000\t0.911\t1.852\t0.987\t1.167\t0.820\t1.903\t1.443\n0\t0.410\t0.835\t-0.819\t1.257\t1.112\t0.871\t-1.737\t-0.401\t0.000\t0.927\t0.158\t1.253\t0.000\t1.183\t0.405\t-1.570\t0.000\t0.807\t-0.704\t-0.438\t3.102\t0.932\t0.962\t0.987\t0.653\t0.315\t0.616\t0.648\n1\t0.634\t0.196\t-1.679\t1.379\t-0.967\t2.260\t-0.273\t1.114\t0.000\t1.458\t1.070\t-0.278\t1.107\t1.195\t0.110\t-0.688\t2.548\t0.907\t0.298\t-1.359\t0.000\t0.949\t1.129\t0.984\t0.675\t0.877\t0.938\t0.824\n1\t0.632\t-1.254\t1.201\t0.496\t-0.106\t0.235\t2.731\t-0.955\t0.000\t0.615\t-0.805\t0.600\t0.000\t0.633\t-0.934\t1.641\t0.000\t1.407\t-0.483\t-0.962\t1.551\t0.778\t0.797\t0.989\t0.578\t0.722\t0.576\t0.539\n0\t0.714\t1.122\t1.566\t2.399\t-1.431\t1.665\t0.299\t0.323\t0.000\t1.489\t1.087\t-0.861\t2.215\t1.174\t0.140\t1.083\t2.548\t0.404\t-0.968\t1.105\t0.000\t0.867\t0.969\t0.981\t1.039\t1.552\t1.157\t1.173\n1\t0.477\t-0.321\t-0.471\t1.966\t1.034\t2.282\t1.359\t-0.874\t0.000\t1.672\t-0.258\t1.109\t0.000\t1.537\t0.604\t0.231\t2.548\t1.534\t-0.640\t0.827\t0.000\t0.746\t1.337\t1.311\t0.653\t0.721\t0.795\t0.742\n1\t1.351\t0.460\t0.031\t1.194\t-1.185\t0.670\t-1.157\t-1.637\t2.173\t0.599\t-0.823\t0.680\t0.000\t0.478\t0.373\t1.716\t0.000\t0.809\t-0.919\t0.010\t1.551\t0.859\t0.839\t1.564\t0.994\t0.777\t0.971\t0.826\n1\t0.520\t-1.442\t-0.348\t0.840\t1.654\t1.273\t-0.760\t1.317\t0.000\t0.861\t2.579\t-0.791\t0.000\t1.779\t0.257\t-0.703\t0.000\t2.154\t1.928\t0.457\t0.000\t1.629\t3.194\t0.992\t0.730\t1.107\t2.447\t2.747\n0\t0.700\t-0.308\t0.920\t0.438\t-0.879\t0.516\t1.409\t1.101\t0.000\t0.960\t0.701\t-0.049\t2.215\t1.442\t-0.416\t-1.439\t2.548\t0.628\t1.009\t-0.364\t0.000\t0.848\t0.817\t0.987\t0.759\t1.421\t0.937\t0.920\n1\t0.720\t1.061\t-0.546\t0.798\t-1.521\t1.066\t0.173\t0.271\t1.087\t1.453\t0.114\t1.336\t1.107\t0.702\t0.616\t-0.367\t0.000\t0.543\t-0.386\t-1.301\t0.000\t0.653\t0.948\t0.989\t1.031\t1.500\t0.965\t0.790\n1\t0.735\t-0.416\t0.588\t1.308\t-0.382\t1.042\t0.344\t1.609\t0.000\t0.926\t0.163\t-0.520\t1.107\t1.050\t-0.427\t1.159\t2.548\t0.834\t0.613\t0.948\t0.000\t0.848\t1.189\t1.042\t0.844\t1.099\t0.829\t0.843\n1\t0.777\t-0.396\t1.540\t1.608\t0.638\t0.955\t0.040\t0.918\t2.173\t1.315\t1.116\t-0.823\t0.000\t0.781\t-0.762\t0.564\t2.548\t0.945\t-0.573\t1.379\t0.000\t0.679\t0.706\t1.124\t0.608\t0.593\t0.515\t0.493\n1\t0.934\t0.319\t-0.257\t0.970\t-0.980\t0.726\t0.774\t0.731\t0.000\t0.896\t0.038\t-1.465\t1.107\t0.773\t-0.055\t-0.831\t2.548\t1.439\t-0.229\t0.698\t0.000\t0.964\t1.031\t0.995\t0.845\t0.480\t0.810\t0.762\n0\t0.461\t0.771\t0.019\t2.055\t-1.288\t1.043\t0.147\t0.261\t2.173\t0.833\t-0.156\t1.425\t0.000\t0.832\t0.805\t-0.491\t2.548\t0.589\t1.252\t1.414\t0.000\t0.850\t0.906\t1.245\t1.364\t0.850\t0.908\t0.863\n1\t0.858\t-0.116\t-0.937\t0.966\t1.167\t0.825\t-0.108\t1.111\t1.087\t0.733\t1.163\t-0.634\t0.000\t0.894\t0.771\t0.020\t0.000\t0.846\t-1.124\t-1.195\t3.102\t0.724\t1.194\t1.195\t0.813\t0.969\t0.985\t0.856\n0\t0.720\t-0.335\t-0.307\t1.445\t0.540\t1.108\t-0.034\t-1.691\t1.087\t0.883\t-1.356\t-0.678\t2.215\t0.440\t1.093\t0.253\t0.000\t0.389\t-1.582\t-1.097\t0.000\t1.113\t1.034\t0.988\t1.256\t1.572\t1.062\t0.904\n1\t0.750\t-0.811\t-0.542\t0.985\t0.408\t0.471\t0.477\t0.355\t0.000\t1.347\t-0.875\t-1.556\t2.215\t0.564\t1.082\t-0.724\t0.000\t0.793\t-0.958\t-0.020\t3.102\t0.836\t0.825\t0.986\t1.066\t0.924\t0.927\t0.883\n0\t0.392\t-0.468\t-0.216\t0.680\t1.565\t1.086\t-0.765\t-0.581\t1.087\t1.264\t-1.035\t1.189\t2.215\t0.986\t-0.338\t0.747\t0.000\t0.884\t-1.328\t-0.965\t0.000\t1.228\t0.988\t0.982\t1.135\t1.741\t1.108\t0.956\n1\t0.434\t-1.269\t0.643\t0.713\t0.608\t0.597\t0.832\t1.627\t0.000\t0.708\t-0.422\t0.079\t2.215\t1.533\t-0.823\t-1.127\t2.548\t0.408\t-1.357\t-0.828\t0.000\t1.331\t1.087\t0.999\t1.075\t1.015\t0.875\t0.809\n0\t0.828\t-1.803\t0.342\t0.847\t-0.162\t1.585\t-1.128\t-0.272\t2.173\t1.974\t0.039\t-1.717\t0.000\t0.900\t0.764\t-1.741\t0.000\t1.349\t-0.079\t1.035\t3.102\t0.984\t0.815\t0.985\t0.780\t1.661\t1.403\t1.184\n1\t1.089\t-0.350\t-0.747\t1.472\t0.792\t1.087\t-0.069\t-1.192\t0.000\t0.512\t-0.841\t-1.284\t0.000\t2.162\t-0.821\t0.545\t2.548\t1.360\t2.243\t-0.183\t0.000\t0.977\t0.628\t1.725\t1.168\t0.635\t0.823\t0.822\n1\t0.444\t0.451\t-1.332\t1.176\t-0.247\t0.898\t0.194\t0.007\t0.000\t1.958\t0.576\t-1.618\t2.215\t0.584\t1.203\t0.268\t0.000\t0.939\t1.033\t1.264\t3.102\t0.829\t0.886\t0.985\t1.265\t0.751\t1.032\t0.948\n0\t0.629\t0.114\t1.177\t0.917\t-1.204\t0.845\t0.828\t-0.088\t0.000\t0.962\t-1.302\t0.823\t2.215\t0.732\t0.358\t-1.334\t2.548\t0.538\t0.582\t1.561\t0.000\t1.028\t0.834\t0.988\t0.904\t1.205\t1.039\t0.885\n1\t1.754\t-1.259\t-0.573\t0.959\t-1.483\t0.358\t0.448\t-1.452\t0.000\t0.711\t0.313\t0.499\t2.215\t1.482\t-0.390\t1.474\t2.548\t1.879\t-1.540\t0.668\t0.000\t0.843\t0.825\t1.313\t1.315\t0.939\t1.048\t0.871\n1\t0.549\t0.706\t-1.437\t0.894\t0.891\t0.680\t-0.762\t-1.568\t0.000\t0.981\t0.499\t-0.425\t2.215\t1.332\t0.678\t0.485\t1.274\t0.803\t0.022\t-0.893\t0.000\t0.793\t1.043\t0.987\t0.761\t0.899\t0.915\t0.794\n0\t0.475\t0.542\t-0.987\t1.569\t0.069\t0.551\t1.543\t-1.488\t0.000\t0.608\t0.301\t1.734\t2.215\t0.277\t0.499\t-0.522\t0.000\t1.375\t1.212\t0.696\t3.102\t0.652\t0.756\t0.987\t0.828\t0.830\t0.715\t0.679\n1\t0.723\t0.049\t-1.153\t1.300\t0.083\t0.723\t-0.749\t0.630\t0.000\t1.126\t0.412\t-0.384\t0.000\t1.272\t1.256\t1.358\t2.548\t3.108\t0.777\t-1.486\t3.102\t0.733\t1.096\t1.206\t1.269\t0.899\t1.015\t0.903\n1\t1.062\t0.296\t0.725\t0.285\t-0.531\t0.819\t1.277\t-0.667\t0.000\t0.687\t0.829\t-0.092\t0.000\t1.158\t0.447\t1.047\t2.548\t1.444\t-0.186\t-1.491\t3.102\t0.863\t1.171\t0.986\t0.769\t0.828\t0.919\t0.840\n0\t0.572\t-0.349\t1.396\t2.023\t0.795\t0.577\t0.457\t-0.533\t0.000\t1.351\t0.701\t-1.091\t0.000\t0.724\t-1.012\t-0.182\t2.548\t0.923\t-0.012\t0.789\t3.102\t0.936\t1.025\t0.985\t1.002\t0.600\t0.828\t0.909\n1\t0.563\t0.387\t0.412\t0.553\t1.050\t0.723\t-0.992\t-0.447\t0.000\t0.748\t0.948\t0.546\t2.215\t1.761\t-0.559\t-1.183\t0.000\t1.114\t-0.251\t1.192\t3.102\t0.936\t0.912\t0.976\t0.578\t0.722\t0.829\t0.892\n1\t1.632\t1.577\t-0.697\t0.708\t-1.263\t0.863\t0.012\t1.197\t2.173\t0.498\t0.990\t-0.806\t0.000\t0.627\t2.387\t-1.283\t0.000\t0.607\t1.290\t-0.174\t3.102\t0.916\t1.328\t0.986\t0.557\t0.971\t0.935\t0.836\n1\t0.562\t-0.360\t0.399\t0.803\t-1.334\t1.443\t-0.116\t1.628\t2.173\t0.750\t0.987\t0.135\t1.107\t0.795\t0.298\t-0.556\t0.000\t1.150\t-0.113\t-0.093\t0.000\t0.493\t1.332\t0.985\t1.001\t1.750\t1.013\t0.886\n1\t0.987\t0.706\t-0.492\t0.861\t0.607\t0.593\t0.088\t-0.184\t0.000\t0.802\t0.894\t1.608\t2.215\t0.782\t-0.471\t1.500\t2.548\t0.521\t0.772\t-0.960\t0.000\t0.658\t0.893\t1.068\t0.877\t0.664\t0.709\t0.661\n1\t1.052\t0.883\t-0.581\t1.566\t0.860\t0.931\t1.515\t-0.873\t0.000\t0.493\t0.145\t-0.672\t0.000\t1.133\t0.935\t1.581\t2.548\t1.630\t0.695\t0.923\t3.102\t1.105\t1.087\t1.713\t0.948\t0.590\t0.872\t0.883\n1\t2.130\t-0.516\t-0.291\t0.776\t-1.230\t0.689\t-0.257\t0.800\t2.173\t0.730\t-0.274\t-1.437\t0.000\t0.615\t0.241\t1.083\t0.000\t0.834\t0.757\t1.613\t3.102\t0.836\t0.806\t1.333\t1.061\t0.730\t0.889\t0.783\n1\t0.742\t0.797\t1.628\t0.311\t-0.418\t0.620\t0.685\t-1.457\t0.000\t0.683\t1.774\t-1.082\t0.000\t1.700\t1.104\t0.225\t2.548\t0.382\t-2.184\t-1.307\t0.000\t0.945\t1.228\t0.984\t0.864\t0.931\t0.988\t0.838\n0\t0.311\t-1.249\t-0.927\t1.272\t-1.262\t0.642\t-1.228\t-0.136\t0.000\t1.220\t-0.804\t-1.558\t2.215\t0.950\t-0.828\t0.495\t1.274\t2.149\t-1.672\t0.634\t0.000\t1.346\t0.887\t0.981\t0.856\t1.101\t1.001\t1.106\n0\t0.660\t-1.834\t-0.667\t0.601\t1.236\t0.932\t-0.933\t-0.135\t2.173\t1.373\t-0.122\t1.429\t0.000\t0.654\t-0.034\t-0.847\t2.548\t0.711\t0.911\t0.703\t0.000\t1.144\t0.942\t0.984\t0.822\t0.739\t0.992\t0.895\n0\t3.609\t-0.590\t0.851\t0.615\t0.455\t1.280\t0.003\t-0.866\t1.087\t1.334\t0.708\t-1.131\t0.000\t0.669\t0.480\t0.092\t0.000\t0.975\t0.983\t-1.429\t3.102\t1.301\t1.089\t0.987\t1.476\t0.934\t1.469\t1.352\n1\t0.905\t-0.403\t1.567\t2.651\t0.953\t1.194\t-0.241\t-0.567\t1.087\t0.308\t-0.384\t-0.007\t0.000\t0.608\t-0.175\t-1.163\t2.548\t0.379\t0.941\t1.662\t0.000\t0.580\t0.721\t1.126\t0.895\t0.544\t1.097\t0.836\n1\t0.983\t0.255\t1.093\t0.905\t-0.874\t0.863\t0.060\t-0.368\t0.000\t0.824\t-0.747\t-0.633\t0.000\t0.614\t0.961\t1.052\t0.000\t0.792\t-0.260\t1.632\t3.102\t0.874\t0.883\t1.280\t0.663\t0.406\t0.592\t0.645\n1\t1.160\t-1.027\t0.274\t0.460\t0.322\t2.085\t-1.623\t-0.840\t0.000\t1.634\t-1.046\t1.182\t2.215\t0.492\t-0.367\t1.174\t0.000\t0.824\t-0.998\t1.617\t0.000\t0.943\t0.884\t1.001\t1.209\t1.313\t1.034\t0.866\n0\t0.299\t0.028\t-1.372\t1.930\t-0.661\t0.840\t-0.979\t0.664\t1.087\t0.535\t-2.041\t1.434\t0.000\t1.087\t-1.797\t0.344\t0.000\t0.485\t-0.560\t-1.105\t3.102\t0.951\t0.890\t0.980\t0.483\t0.684\t0.730\t0.706\n0\t0.293\t1.737\t-1.418\t2.074\t0.794\t0.679\t1.024\t-1.457\t0.000\t1.034\t1.094\t-0.168\t1.107\t0.506\t1.680\t-0.661\t0.000\t0.523\t-0.042\t-1.274\t3.102\t0.820\t0.944\t0.987\t0.842\t0.694\t0.761\t0.750\n0\t0.457\t-0.393\t1.560\t0.738\t-0.007\t0.475\t-0.230\t0.246\t0.000\t0.776\t-1.264\t-0.606\t2.215\t0.865\t-0.731\t-1.576\t2.548\t1.153\t0.343\t1.436\t0.000\t1.060\t0.883\t0.988\t0.972\t0.703\t0.758\t0.720\n0\t0.935\t-0.582\t0.240\t2.401\t0.818\t1.231\t-0.618\t-1.289\t0.000\t0.799\t0.544\t-0.228\t2.215\t0.525\t-1.494\t-0.969\t0.000\t0.609\t-1.123\t1.168\t3.102\t0.871\t0.767\t1.035\t1.154\t0.919\t0.868\t1.006\n1\t0.902\t-0.745\t-1.215\t1.174\t-0.501\t1.215\t0.167\t1.162\t0.000\t0.896\t1.217\t-0.976\t0.000\t0.585\t-0.429\t1.036\t0.000\t1.431\t-0.416\t0.151\t3.102\t0.524\t0.952\t0.990\t0.707\t0.271\t0.592\t0.826\n1\t0.653\t0.337\t-0.320\t1.118\t-0.934\t1.050\t0.745\t0.529\t1.087\t1.075\t1.742\t-1.538\t0.000\t0.585\t1.090\t0.973\t0.000\t1.091\t-0.187\t1.160\t1.551\t1.006\t1.108\t0.978\t1.121\t0.838\t0.947\t0.908\n0\t1.157\t1.401\t0.340\t0.395\t-1.218\t0.945\t1.928\t-0.876\t0.000\t1.384\t0.320\t1.002\t1.107\t1.900\t1.177\t-0.462\t2.548\t1.122\t1.316\t1.720\t0.000\t1.167\t1.096\t0.989\t0.937\t1.879\t1.307\t1.041\n0\t0.960\t0.355\t-0.152\t0.872\t-0.338\t0.391\t0.348\t0.956\t1.087\t0.469\t2.664\t1.409\t0.000\t0.756\t-1.561\t1.500\t0.000\t0.525\t1.436\t1.728\t3.102\t1.032\t0.946\t0.996\t0.929\t0.470\t0.698\t0.898\n1\t1.038\t0.274\t0.825\t1.198\t0.963\t1.078\t-0.496\t-1.014\t2.173\t0.739\t-0.727\t-0.151\t2.215\t1.035\t-0.799\t0.398\t0.000\t1.333\t-0.872\t-1.498\t0.000\t0.849\t1.033\t0.985\t0.886\t0.936\t0.975\t0.823\n0\t0.490\t0.277\t0.318\t1.303\t0.694\t1.333\t-1.620\t-0.563\t0.000\t1.459\t-1.326\t1.140\t0.000\t0.779\t-0.673\t-1.324\t2.548\t0.860\t-1.247\t0.043\t0.000\t0.857\t0.932\t0.992\t0.792\t0.278\t0.841\t1.498\n0\t1.648\t-0.688\t-1.386\t2.790\t0.995\t1.087\t1.359\t-0.687\t0.000\t1.050\t-0.223\t-0.261\t2.215\t0.613\t-0.889\t1.335\t0.000\t1.204\t0.827\t0.309\t3.102\t0.464\t0.973\t2.493\t1.737\t0.827\t1.319\t1.062\n0\t1.510\t-0.662\t1.668\t0.860\t0.280\t0.705\t0.974\t-1.647\t1.087\t0.662\t-0.393\t-0.225\t0.000\t0.610\t-0.996\t0.532\t2.548\t0.464\t1.305\t0.102\t0.000\t0.859\t1.057\t1.498\t0.799\t1.260\t0.946\t0.863\n1\t0.850\t-1.185\t-0.117\t0.943\t-0.449\t1.142\t0.875\t-0.030\t0.000\t2.223\t-0.461\t1.627\t2.215\t0.767\t-1.761\t-1.692\t0.000\t1.012\t-0.727\t0.639\t3.102\t3.649\t2.062\t0.985\t1.478\t1.087\t1.659\t1.358\n0\t0.933\t1.259\t0.130\t0.326\t-0.890\t0.306\t1.136\t1.142\t0.000\t0.964\t0.705\t-1.373\t2.215\t0.546\t-0.196\t-0.001\t0.000\t0.578\t-1.169\t1.004\t3.102\t0.830\t0.836\t0.988\t0.837\t1.031\t0.749\t0.655\n0\t0.471\t0.697\t1.570\t1.109\t0.201\t1.248\t0.348\t-1.448\t0.000\t2.103\t0.773\t0.686\t2.215\t1.451\t-0.087\t-0.453\t2.548\t1.197\t-0.045\t-1.026\t0.000\t0.793\t1.094\t0.987\t0.851\t1.804\t1.378\t1.089\n1\t2.446\t-0.701\t-1.568\t0.059\t0.822\t1.401\t-0.600\t-0.044\t2.173\t0.324\t-0.001\t1.344\t2.215\t0.913\t-0.818\t1.049\t0.000\t0.442\t-1.088\t-0.005\t0.000\t0.611\t1.062\t0.979\t0.562\t0.988\t0.998\t0.806\n0\t0.619\t2.029\t0.933\t0.528\t-0.903\t0.974\t0.760\t-0.311\t2.173\t0.825\t0.658\t-1.466\t1.107\t0.894\t1.594\t0.370\t0.000\t0.882\t-0.258\t1.661\t0.000\t1.498\t1.088\t0.987\t0.867\t1.139\t0.900\t0.779\n1\t0.674\t-0.131\t-0.362\t0.518\t-1.574\t0.876\t0.442\t0.145\t1.087\t0.497\t-1.526\t-1.704\t0.000\t0.680\t2.514\t-1.374\t0.000\t0.792\t-0.479\t0.773\t1.551\t0.573\t1.198\t0.984\t0.800\t0.667\t0.987\t0.832\n1\t1.447\t1.145\t-0.937\t0.307\t-1.458\t0.478\t1.264\t0.816\t1.087\t0.558\t1.015\t-0.101\t2.215\t0.937\t-0.190\t1.177\t0.000\t0.699\t0.954\t-1.512\t0.000\t0.877\t0.838\t0.990\t0.873\t0.566\t0.646\t0.713\n1\t0.976\t0.308\t-0.844\t0.436\t0.610\t1.253\t0.149\t-1.585\t2.173\t1.415\t0.568\t0.096\t2.215\t0.953\t-0.855\t0.441\t0.000\t0.867\t-0.650\t1.643\t0.000\t0.890\t1.234\t0.988\t0.796\t2.002\t1.179\t0.977\n0\t0.697\t0.401\t-0.718\t0.920\t0.735\t0.958\t-0.172\t0.168\t2.173\t0.872\t-0.097\t-1.335\t0.000\t0.513\t-1.192\t-1.710\t1.274\t0.426\t-1.637\t1.368\t0.000\t0.997\t1.227\t1.072\t0.800\t1.013\t0.786\t0.749\n1\t1.305\t-2.157\t1.740\t0.661\t-0.912\t0.705\t-0.516\t0.759\t2.173\t0.989\t-0.716\t-0.300\t2.215\t0.627\t-1.052\t-1.736\t0.000\t0.467\t-2.467\t0.568\t0.000\t0.807\t0.964\t0.988\t1.427\t1.012\t1.165\t0.926\n0\t1.847\t1.663\t-0.618\t0.280\t1.258\t1.462\t-0.054\t1.371\t0.000\t0.900\t0.309\t-0.544\t0.000\t0.331\t-2.149\t-0.341\t0.000\t1.091\t-0.833\t0.710\t3.102\t1.496\t0.931\t0.989\t1.549\t0.115\t1.140\t1.150\n0\t0.410\t-0.323\t1.069\t2.160\t0.010\t0.892\t0.942\t-1.640\t2.173\t0.946\t0.938\t1.314\t0.000\t1.213\t-1.099\t-0.794\t2.548\t0.650\t0.053\t0.056\t0.000\t1.041\t0.916\t1.063\t0.985\t1.910\t1.246\t1.107\n1\t0.576\t1.092\t-0.088\t0.777\t-1.579\t0.757\t0.271\t0.109\t0.000\t0.819\t0.827\t-1.554\t2.215\t1.313\t2.341\t-1.568\t0.000\t2.827\t0.239\t-0.338\t0.000\t0.876\t0.759\t0.986\t0.692\t0.457\t0.796\t0.791\n1\t0.537\t0.925\t-1.406\t0.306\t-0.050\t0.906\t1.051\t0.037\t0.000\t1.469\t-0.177\t-1.320\t2.215\t1.872\t0.723\t1.158\t0.000\t1.313\t0.227\t-0.501\t3.102\t0.953\t0.727\t0.978\t0.755\t0.892\t0.932\t0.781\n0\t0.716\t-0.065\t-0.484\t1.313\t-1.563\t0.596\t-0.242\t0.678\t2.173\t0.426\t-1.909\t0.616\t0.000\t0.885\t-0.406\t-1.343\t2.548\t0.501\t-1.327\t-0.340\t0.000\t0.470\t0.728\t1.109\t0.919\t0.881\t0.665\t0.692\n1\t0.624\t-0.389\t0.128\t1.636\t-1.110\t1.025\t0.573\t-0.843\t2.173\t0.646\t-0.697\t1.064\t0.000\t0.632\t-1.442\t0.961\t0.000\t0.863\t-0.106\t1.717\t0.000\t0.825\t0.917\t1.257\t0.983\t0.713\t0.890\t0.824\n0\t0.484\t2.101\t1.714\t1.131\t-0.823\t0.750\t0.583\t-1.304\t1.087\t0.894\t0.421\t0.559\t2.215\t0.921\t-0.063\t0.282\t0.000\t0.463\t-0.474\t-1.387\t0.000\t0.742\t0.886\t0.995\t0.993\t1.201\t0.806\t0.754\n0\t0.570\t0.339\t-1.478\t0.528\t0.439\t0.978\t1.479\t-1.411\t2.173\t0.763\t1.541\t-0.734\t0.000\t1.375\t0.840\t0.903\t0.000\t0.965\t1.599\t0.364\t0.000\t0.887\t1.061\t0.992\t1.322\t1.453\t1.013\t0.969\n0\t0.940\t1.303\t1.636\t0.851\t-1.732\t0.803\t-0.030\t-0.177\t0.000\t0.480\t-0.125\t-0.954\t0.000\t0.944\t0.709\t0.296\t2.548\t1.342\t-0.418\t1.197\t3.102\t0.853\t0.989\t0.979\t0.873\t0.858\t0.719\t0.786\n1\t0.599\t0.544\t-0.238\t0.816\t1.043\t0.857\t0.660\t1.128\t2.173\t0.864\t-0.624\t-0.843\t0.000\t1.159\t0.367\t0.174\t0.000\t1.520\t-0.543\t-1.508\t0.000\t0.842\t0.828\t0.984\t0.759\t0.895\t0.918\t0.791\n1\t1.651\t1.897\t-0.914\t0.423\t0.315\t0.453\t0.619\t-1.607\t2.173\t0.532\t-0.424\t0.209\t1.107\t0.369\t2.479\t0.034\t0.000\t0.701\t0.217\t0.984\t0.000\t0.976\t0.951\t1.035\t0.879\t0.825\t0.915\t0.798\n1\t0.926\t-0.574\t-0.763\t0.285\t1.094\t0.672\t2.314\t1.545\t0.000\t1.124\t0.415\t0.809\t0.000\t1.387\t0.270\t-0.949\t2.548\t1.547\t-0.631\t-0.200\t3.102\t0.719\t0.920\t0.986\t0.889\t0.933\t0.797\t0.777\n0\t0.677\t1.698\t-0.890\t0.641\t-0.449\t0.607\t1.754\t1.720\t0.000\t0.776\t0.372\t0.782\t2.215\t0.511\t1.491\t-0.480\t0.000\t0.547\t-0.341\t0.853\t3.102\t0.919\t1.026\t0.997\t0.696\t0.242\t0.694\t0.687\n0\t1.266\t0.602\t0.958\t0.487\t1.256\t0.709\t0.843\t-1.196\t0.000\t0.893\t1.303\t-0.594\t1.107\t1.090\t1.320\t0.354\t0.000\t0.797\t1.846\t1.139\t0.000\t0.780\t0.896\t0.986\t0.661\t0.709\t0.790\t0.806\n1\t0.628\t-0.616\t-0.329\t0.764\t-1.150\t0.477\t-0.715\t1.187\t2.173\t1.250\t0.607\t1.026\t2.215\t0.983\t-0.023\t-0.583\t0.000\t0.377\t1.344\t-1.015\t0.000\t0.744\t0.954\t0.987\t0.837\t0.841\t0.795\t0.694\n1\t1.035\t-0.828\t-1.358\t1.870\t-1.060\t1.075\t0.130\t0.448\t2.173\t0.660\t0.697\t0.641\t0.000\t0.425\t1.006\t-1.035\t0.000\t0.751\t1.055\t1.364\t3.102\t0.826\t0.822\t0.988\t0.967\t0.901\t1.077\t0.906\n1\t0.830\t0.265\t-0.150\t0.660\t1.105\t0.592\t-0.557\t0.908\t2.173\t0.670\t-1.419\t-0.671\t0.000\t1.323\t-0.409\t1.644\t2.548\t0.850\t-0.033\t-0.615\t0.000\t0.760\t0.967\t0.984\t0.895\t0.681\t0.747\t0.770\n1\t1.395\t1.100\t1.167\t1.088\t0.218\t0.400\t-0.132\t0.024\t2.173\t0.743\t0.530\t-1.361\t2.215\t0.341\t-0.691\t-0.238\t0.000\t0.396\t-1.426\t-0.933\t0.000\t0.363\t0.472\t1.287\t0.922\t0.810\t0.792\t0.656\n1\t1.070\t1.875\t-1.298\t1.215\t-0.106\t0.767\t0.795\t0.514\t1.087\t0.401\t2.780\t1.276\t0.000\t0.686\t1.127\t1.721\t2.548\t0.391\t-0.259\t-1.167\t0.000\t1.278\t1.113\t1.389\t0.852\t0.824\t0.838\t0.785\n0\t1.114\t-0.071\t1.719\t0.399\t-1.383\t0.849\t0.254\t0.481\t0.000\t0.958\t-0.579\t0.742\t0.000\t1.190\t-0.140\t-0.862\t2.548\t0.479\t1.390\t0.856\t0.000\t0.952\t0.988\t0.985\t0.764\t0.419\t0.835\t0.827\n0\t0.714\t0.376\t-0.568\t1.578\t-1.165\t0.648\t0.141\t0.639\t2.173\t0.472\t0.569\t1.449\t1.107\t0.783\t1.483\t0.361\t0.000\t0.540\t-0.790\t0.032\t0.000\t0.883\t0.811\t0.982\t0.775\t0.572\t0.760\t0.745\n0\t0.401\t-1.731\t0.765\t0.974\t1.648\t0.652\t-1.024\t0.191\t0.000\t0.544\t-0.366\t-1.246\t2.215\t0.627\t0.140\t1.008\t2.548\t0.810\t0.409\t0.429\t0.000\t0.950\t0.934\t0.977\t0.621\t0.580\t0.677\t0.650\n1\t0.391\t1.679\t-1.298\t0.605\t-0.832\t0.549\t1.338\t0.522\t2.173\t1.244\t0.884\t1.070\t0.000\t1.002\t0.846\t-1.345\t2.548\t0.783\t-2.464\t-0.237\t0.000\t4.515\t2.854\t0.981\t0.877\t0.939\t1.942\t1.489\n1\t0.513\t-0.220\t-0.444\t1.699\t0.479\t1.109\t0.181\t-0.999\t2.173\t0.883\t-0.335\t-1.716\t2.215\t1.075\t-0.380\t1.352\t0.000\t0.857\t0.048\t0.147\t0.000\t0.937\t0.758\t0.986\t1.206\t0.958\t0.949\t0.876\n0\t1.367\t-0.388\t0.798\t1.158\t1.078\t0.811\t-1.024\t-1.628\t0.000\t1.504\t0.097\t-0.999\t2.215\t1.652\t-0.860\t0.054\t2.548\t0.573\t-0.142\t-1.401\t0.000\t0.869\t0.833\t1.006\t1.412\t1.641\t1.214\t1.041\n1\t1.545\t-0.533\t-1.517\t1.177\t1.289\t2.331\t-0.370\t-0.073\t0.000\t1.295\t-0.358\t-0.891\t2.215\t0.476\t0.756\t0.985\t0.000\t1.945\t-0.016\t-1.651\t3.102\t1.962\t1.692\t1.073\t0.656\t0.941\t1.312\t1.242\n0\t0.858\t0.978\t-1.258\t0.286\t0.161\t0.729\t1.230\t1.087\t2.173\t0.561\t2.670\t-0.109\t0.000\t0.407\t2.346\t0.938\t0.000\t1.078\t0.729\t-0.658\t3.102\t0.597\t0.921\t0.982\t0.579\t0.954\t0.733\t0.769\n1\t1.454\t-1.384\t0.870\t0.067\t0.394\t1.033\t-0.673\t0.318\t0.000\t1.166\t-0.763\t-1.533\t2.215\t2.848\t-0.045\t-0.856\t2.548\t0.697\t-0.140\t1.134\t0.000\t0.931\t1.293\t0.977\t1.541\t1.326\t1.201\t1.078\n1\t0.559\t-0.913\t0.486\t1.104\t-0.321\t1.073\t-0.348\t1.345\t0.000\t0.901\t-0.827\t-0.842\t0.000\t0.739\t0.047\t-0.415\t2.548\t0.433\t-1.132\t1.268\t0.000\t0.797\t0.695\t0.985\t0.868\t0.346\t0.674\t0.623\n1\t1.333\t0.780\t-0.964\t0.916\t1.202\t1.822\t-0.071\t0.742\t2.173\t1.486\t-0.399\t-0.824\t0.000\t0.740\t0.568\t-0.134\t0.000\t0.971\t-0.070\t-1.589\t3.102\t1.278\t0.929\t1.421\t1.608\t1.214\t1.215\t1.137\n1\t2.417\t0.631\t-0.317\t0.323\t0.581\t0.841\t1.524\t-1.738\t0.000\t0.543\t1.176\t-0.325\t0.000\t0.827\t0.700\t0.866\t0.000\t0.834\t-0.262\t-1.702\t3.102\t0.932\t0.820\t0.988\t0.646\t0.287\t0.595\t0.589\n0\t0.955\t-1.242\t0.938\t1.104\t0.474\t0.798\t-0.743\t1.535\t0.000\t1.356\t-1.357\t-1.080\t2.215\t1.320\t-1.396\t-0.132\t2.548\t0.728\t-0.529\t-0.633\t0.000\t0.832\t0.841\t0.988\t0.923\t1.077\t0.988\t0.816\n1\t1.305\t-1.918\t0.391\t1.161\t0.063\t0.724\t2.593\t1.481\t0.000\t0.592\t-1.207\t-0.329\t0.000\t0.886\t-0.836\t-1.168\t2.548\t1.067\t-1.481\t-1.440\t0.000\t0.916\t0.688\t0.991\t0.969\t0.550\t0.665\t0.638\n0\t1.201\t0.071\t-1.123\t2.242\t-1.533\t0.702\t-0.256\t0.688\t0.000\t0.967\t0.491\t1.040\t2.215\t1.271\t-0.558\t0.095\t0.000\t1.504\t0.676\t-0.383\t3.102\t0.917\t1.006\t0.985\t1.017\t1.057\t0.928\t1.057\n0\t0.994\t-1.607\t1.596\t0.774\t-1.391\t0.625\t-0.134\t-0.862\t2.173\t0.746\t-0.765\t-0.316\t2.215\t1.131\t-0.320\t0.869\t0.000\t0.607\t0.826\t0.301\t0.000\t0.798\t0.967\t0.999\t0.880\t0.581\t0.712\t0.774\n1\t0.482\t-0.467\t0.729\t1.419\t1.458\t0.824\t0.376\t-0.242\t0.000\t1.368\t0.023\t1.459\t2.215\t0.826\t0.669\t-1.079\t2.548\t0.936\t2.215\t-0.309\t0.000\t1.883\t1.216\t0.997\t1.065\t0.946\t1.224\t1.526\n1\t0.383\t1.588\t1.611\t0.748\t1.194\t0.866\t-0.279\t-0.636\t0.000\t0.707\t0.536\t0.801\t2.215\t1.647\t-1.155\t0.367\t0.000\t1.292\t0.303\t-1.681\t3.102\t2.016\t1.581\t0.986\t0.584\t0.684\t1.107\t0.958\n0\t0.629\t0.203\t0.736\t0.671\t-0.271\t1.350\t-0.486\t0.761\t2.173\t0.496\t-0.805\t-1.718\t0.000\t2.393\t0.044\t-1.046\t1.274\t0.651\t-0.116\t-0.541\t0.000\t0.697\t1.006\t0.987\t1.069\t2.317\t1.152\t0.902\n0\t0.905\t-0.564\t-0.570\t0.263\t1.096\t1.219\t-1.397\t-1.414\t1.087\t1.164\t-0.533\t-0.208\t0.000\t1.459\t1.965\t0.784\t0.000\t2.220\t-1.421\t0.452\t0.000\t0.918\t1.360\t0.993\t0.904\t0.389\t2.118\t1.707\n1\t1.676\t1.804\t1.171\t0.529\t1.175\t1.664\t0.354\t-0.530\t0.000\t1.004\t0.691\t-1.280\t2.215\t0.838\t0.373\t0.626\t2.548\t1.094\t1.774\t0.501\t0.000\t0.806\t1.100\t0.991\t0.769\t0.976\t0.807\t0.740\n1\t1.364\t-1.936\t0.020\t1.327\t0.428\t1.021\t-1.665\t-0.907\t2.173\t0.818\t-2.701\t1.303\t0.000\t0.716\t-0.590\t-1.629\t2.548\t0.895\t-2.280\t-1.602\t0.000\t1.211\t0.849\t0.989\t1.320\t0.864\t1.065\t0.949\n0\t0.629\t-0.626\t0.609\t1.828\t1.280\t0.644\t-0.856\t-0.873\t2.173\t0.555\t1.066\t-0.640\t0.000\t0.477\t-1.364\t-1.021\t2.548\t1.017\t0.036\t0.380\t0.000\t0.947\t0.941\t0.994\t1.128\t0.241\t0.793\t0.815\n1\t1.152\t-0.843\t0.926\t1.802\t0.800\t2.493\t-1.449\t-1.127\t0.000\t1.737\t0.833\t0.488\t0.000\t1.026\t0.929\t-0.990\t2.548\t1.408\t0.689\t1.142\t3.102\t1.171\t0.956\t0.993\t2.009\t0.867\t1.499\t1.474\n0\t2.204\t0.081\t0.008\t1.021\t-0.679\t2.676\t0.090\t1.163\t0.000\t2.210\t-1.686\t-1.195\t0.000\t1.805\t0.891\t-0.148\t2.548\t0.450\t-0.502\t-1.295\t3.102\t6.959\t3.492\t1.205\t0.908\t0.845\t2.690\t2.183\n1\t0.957\t0.954\t1.702\t0.043\t-0.503\t1.113\t0.033\t-0.308\t0.000\t0.757\t-0.363\t-1.129\t2.215\t1.635\t0.068\t1.048\t1.274\t0.415\t-2.098\t0.061\t0.000\t1.010\t0.979\t0.992\t0.704\t1.125\t0.761\t0.715\n0\t1.222\t0.418\t1.059\t1.303\t1.442\t0.282\t-1.499\t-1.286\t0.000\t1.567\t0.016\t-0.164\t2.215\t0.451\t2.229\t-1.229\t0.000\t0.660\t-0.513\t-0.296\t3.102\t2.284\t1.340\t0.985\t1.531\t0.314\t1.032\t1.094\n1\t0.603\t1.675\t-0.973\t0.703\t-1.709\t1.023\t0.652\t1.296\t2.173\t1.078\t0.363\t-0.263\t0.000\t0.734\t-0.457\t-0.745\t1.274\t0.561\t1.434\t-0.042\t0.000\t0.888\t0.771\t0.984\t0.847\t1.234\t0.874\t0.777\n0\t0.897\t0.949\t-0.848\t1.115\t-0.085\t0.522\t-1.267\t-1.418\t0.000\t0.684\t-0.599\t1.474\t0.000\t1.176\t0.922\t0.641\t2.548\t0.470\t0.103\t0.148\t3.102\t0.775\t0.697\t0.984\t0.839\t0.358\t0.847\t1.008\n1\t0.987\t1.013\t-1.504\t0.468\t-0.259\t1.160\t0.476\t-0.971\t2.173\t1.266\t0.919\t0.780\t0.000\t0.634\t1.695\t0.233\t0.000\t0.487\t-0.082\t0.719\t3.102\t0.921\t0.641\t0.991\t0.730\t0.828\t0.952\t0.807\n1\t0.847\t1.581\t-1.397\t1.629\t1.529\t1.053\t0.816\t-0.344\t2.173\t0.895\t0.779\t0.332\t0.000\t0.750\t1.311\t0.419\t2.548\t1.604\t0.844\t1.367\t0.000\t1.265\t0.798\t0.989\t1.328\t0.783\t0.930\t0.879\n1\t0.805\t1.416\t-1.327\t0.397\t0.589\t0.488\t0.982\t0.843\t0.000\t0.664\t-0.999\t0.129\t0.000\t0.624\t0.613\t-0.558\t0.000\t1.431\t-0.667\t-1.561\t3.102\t0.959\t1.103\t0.989\t0.590\t0.632\t0.926\t0.798\n0\t1.220\t-0.313\t-0.489\t1.759\t0.201\t1.698\t-0.220\t0.241\t2.173\t1.294\t1.390\t-1.682\t0.000\t1.447\t-1.623\t-1.296\t0.000\t1.710\t0.872\t-1.356\t3.102\t1.198\t0.981\t1.184\t0.859\t2.165\t1.807\t1.661\n0\t0.772\t-0.611\t-0.549\t0.465\t-1.528\t1.103\t-0.140\t0.001\t2.173\t0.854\t-0.406\t1.655\t0.000\t0.733\t-1.250\t1.072\t0.000\t0.883\t0.627\t-1.132\t3.102\t0.856\t0.927\t0.987\t1.094\t1.013\t0.938\t0.870\n1\t1.910\t0.771\t0.828\t0.231\t1.267\t1.398\t1.455\t-0.295\t2.173\t0.837\t-2.564\t0.770\t0.000\t0.540\t2.189\t1.287\t0.000\t1.345\t1.311\t-1.151\t0.000\t0.861\t0.869\t0.984\t1.359\t1.562\t1.105\t0.963\n1\t0.295\t0.832\t1.399\t1.222\t-0.517\t2.480\t0.013\t1.591\t0.000\t2.289\t0.436\t0.287\t2.215\t1.995\t-0.367\t-0.409\t1.274\t0.375\t1.367\t-1.716\t0.000\t1.356\t2.171\t0.990\t1.467\t1.664\t1.855\t1.705\n1\t1.228\t0.339\t-0.575\t0.417\t1.474\t0.480\t-1.416\t-1.498\t2.173\t0.614\t-0.933\t-0.961\t0.000\t1.189\t1.690\t1.003\t0.000\t1.690\t-1.065\t0.106\t3.102\t0.963\t1.147\t0.987\t1.086\t0.948\t0.930\t0.866\n0\t2.877\t-1.014\t1.440\t0.782\t0.483\t1.134\t-0.735\t-0.196\t2.173\t1.123\t0.084\t-0.596\t0.000\t1.796\t-0.356\t1.044\t2.548\t1.406\t1.582\t-0.991\t0.000\t0.939\t1.178\t1.576\t0.996\t1.629\t1.216\t1.280\n1\t2.178\t0.259\t1.107\t0.256\t1.222\t0.979\t-0.440\t-0.538\t1.087\t0.496\t-0.760\t-0.049\t0.000\t1.471\t1.683\t-1.486\t0.000\t0.646\t0.695\t-1.577\t3.102\t1.093\t1.070\t0.984\t0.608\t0.889\t0.962\t0.866\n1\t0.604\t0.592\t1.295\t0.964\t0.348\t1.178\t-0.016\t0.832\t2.173\t1.626\t-0.420\t-0.760\t0.000\t0.748\t0.461\t-0.906\t0.000\t0.728\t0.309\t-1.269\t1.551\t0.852\t0.604\t0.989\t0.678\t0.949\t1.021\t0.878\n0\t0.428\t-1.352\t-0.912\t1.713\t0.797\t1.894\t-1.452\t0.191\t2.173\t2.378\t2.113\t-1.190\t0.000\t0.860\t2.174\t0.949\t0.000\t1.693\t0.759\t1.426\t3.102\t0.885\t1.527\t1.186\t1.090\t3.294\t4.492\t3.676\n0\t0.473\t0.485\t0.154\t1.433\t-1.504\t0.766\t1.257\t-1.302\t2.173\t0.414\t0.119\t0.238\t0.000\t0.805\t0.242\t-0.691\t2.548\t0.734\t0.749\t0.753\t0.000\t0.430\t0.893\t1.137\t0.686\t0.724\t0.618\t0.608\n1\t0.763\t-0.601\t0.876\t0.182\t-1.678\t0.818\t0.599\t0.481\t2.173\t0.658\t-0.737\t-0.553\t0.000\t0.857\t-1.138\t-1.435\t0.000\t1.540\t-1.466\t-0.447\t0.000\t0.870\t0.566\t0.989\t0.728\t0.658\t0.821\t0.726\n0\t0.619\t-0.273\t-0.143\t0.992\t-1.267\t0.566\t0.876\t-1.396\t2.173\t0.515\t0.892\t0.618\t0.000\t0.434\t-0.902\t0.862\t2.548\t0.490\t-0.539\t0.549\t0.000\t0.568\t0.794\t0.984\t0.667\t0.867\t0.597\t0.578\n0\t0.793\t0.970\t0.324\t0.570\t0.816\t0.761\t-0.550\t1.519\t2.173\t1.150\t0.496\t-0.447\t0.000\t0.925\t0.724\t1.008\t1.274\t1.135\t-0.275\t-0.843\t0.000\t0.829\t1.068\t0.978\t1.603\t0.892\t1.041\t1.059\n1\t0.480\t0.364\t-0.067\t1.906\t-1.582\t1.397\t1.159\t0.140\t0.000\t0.639\t0.398\t-1.102\t0.000\t1.597\t-0.668\t1.607\t2.548\t1.306\t-0.797\t0.288\t3.102\t0.856\t1.259\t1.297\t1.022\t1.032\t1.049\t0.939\n0\t0.514\t1.304\t1.490\t1.741\t-0.220\t0.648\t0.155\t0.535\t0.000\t0.562\t-1.016\t0.837\t0.000\t0.863\t-0.780\t-0.815\t2.548\t1.688\t-0.130\t-1.545\t3.102\t0.887\t0.980\t1.309\t1.269\t0.654\t1.044\t1.035\n0\t1.225\t0.333\t0.656\t0.893\t0.859\t1.037\t-0.876\t1.603\t1.087\t1.769\t0.272\t-0.227\t2.215\t1.000\t0.579\t-1.690\t0.000\t1.385\t0.471\t-0.860\t0.000\t0.884\t1.207\t0.995\t1.097\t2.336\t1.282\t1.145\n0\t2.044\t-1.472\t-0.294\t0.392\t0.369\t0.927\t0.718\t1.492\t1.087\t1.619\t-0.736\t0.047\t2.215\t1.884\t-0.101\t-1.540\t0.000\t0.548\t-0.441\t1.117\t0.000\t0.798\t0.877\t0.981\t0.750\t2.272\t1.469\t1.276\n0\t1.037\t-0.276\t0.735\t3.526\t1.156\t2.498\t0.401\t-0.590\t1.087\t0.714\t-1.203\t1.393\t2.215\t0.681\t0.629\t1.534\t0.000\t0.719\t-0.355\t-0.706\t0.000\t0.831\t0.857\t0.988\t2.864\t2.633\t1.988\t1.466\n1\t0.651\t-1.218\t-0.791\t0.770\t-1.449\t0.610\t-0.535\t0.960\t2.173\t0.380\t-1.072\t-0.031\t2.215\t0.415\t2.123\t-1.100\t0.000\t0.776\t0.217\t0.420\t0.000\t0.986\t1.008\t1.001\t0.853\t0.588\t0.799\t0.776\n0\t1.586\t-0.409\t0.085\t3.258\t0.405\t1.647\t-0.674\t-1.519\t0.000\t0.640\t-1.027\t-1.681\t0.000\t1.452\t-0.444\t-0.957\t2.548\t0.927\t-0.017\t1.215\t3.102\t0.519\t0.866\t0.992\t0.881\t0.847\t1.018\t1.278\n0\t0.712\t0.092\t-0.466\t0.688\t1.236\t0.921\t-1.217\t-1.022\t2.173\t2.236\t-1.167\t0.868\t2.215\t0.851\t-1.892\t-0.753\t0.000\t0.475\t-1.216\t-0.383\t0.000\t0.668\t0.758\t0.988\t1.180\t2.093\t1.157\t0.934\n0\t0.419\t0.471\t0.974\t2.805\t0.235\t1.473\t-0.198\t1.255\t1.087\t0.931\t1.083\t-0.712\t0.000\t1.569\t1.358\t-1.179\t2.548\t2.506\t0.199\t-0.842\t0.000\t0.929\t0.991\t0.992\t1.732\t2.367\t1.549\t1.430\n1\t0.667\t1.003\t1.504\t0.368\t1.061\t0.885\t-0.318\t-0.353\t0.000\t1.438\t-1.939\t0.710\t0.000\t1.851\t0.277\t-1.460\t2.548\t1.403\t0.517\t-0.157\t0.000\t0.883\t1.019\t1.000\t0.790\t0.859\t0.938\t0.841\n1\t1.877\t-0.492\t0.372\t0.441\t0.955\t1.034\t-1.220\t-0.846\t1.087\t0.952\t-0.320\t1.125\t0.000\t0.542\t0.308\t-1.261\t2.548\t1.018\t-1.415\t-1.547\t0.000\t1.280\t0.932\t0.991\t1.273\t0.878\t0.921\t0.906\n0\t1.052\t0.901\t1.176\t1.280\t1.517\t0.562\t-1.150\t-0.079\t2.173\t1.228\t-0.308\t-0.354\t0.000\t0.790\t-1.492\t-0.963\t0.000\t0.942\t-0.672\t-1.588\t3.102\t1.116\t0.902\t0.988\t1.993\t0.765\t1.375\t1.325\n1\t0.518\t-0.254\t1.642\t0.865\t0.725\t0.980\t0.734\t0.023\t0.000\t1.448\t0.780\t-1.736\t2.215\t0.955\t0.513\t-0.519\t0.000\t0.365\t-0.444\t-0.243\t3.102\t0.833\t0.555\t0.984\t0.827\t0.795\t0.890\t0.786\n0\t0.870\t0.815\t-0.506\t0.663\t-0.518\t0.935\t0.289\t-1.675\t2.173\t1.188\t0.005\t0.635\t0.000\t0.580\t0.066\t-1.455\t2.548\t0.580\t-0.634\t-0.199\t0.000\t0.852\t0.788\t0.979\t1.283\t0.208\t0.856\t0.950\n0\t0.628\t1.382\t0.135\t0.683\t0.571\t1.097\t0.564\t-0.950\t2.173\t0.617\t-0.326\t0.371\t0.000\t1.093\t0.918\t1.667\t2.548\t0.460\t1.221\t0.708\t0.000\t0.743\t0.861\t0.975\t1.067\t1.007\t0.843\t0.762\n0\t4.357\t0.816\t-1.609\t1.845\t-1.288\t3.292\t0.726\t0.324\t2.173\t1.528\t0.583\t-0.801\t2.215\t0.605\t0.572\t1.406\t0.000\t0.794\t-0.791\t0.122\t0.000\t0.967\t1.132\t1.124\t3.602\t2.811\t2.460\t1.861\n0\t0.677\t-1.265\t1.559\t0.866\t-0.618\t0.823\t0.260\t0.185\t0.000\t1.133\t0.337\t1.589\t2.215\t0.563\t-0.830\t0.510\t0.000\t0.777\t0.117\t-0.941\t3.102\t0.839\t0.763\t0.986\t1.182\t0.649\t0.796\t0.851\n0\t2.466\t-1.838\t-1.648\t1.717\t1.533\t1.676\t-1.553\t-0.109\t2.173\t0.670\t-0.666\t0.284\t0.000\t0.334\t-2.480\t0.316\t0.000\t0.366\t-0.804\t-1.298\t3.102\t0.875\t0.894\t0.997\t0.548\t0.770\t1.302\t1.079\n1\t1.403\t0.129\t-1.307\t0.688\t0.306\t0.579\t0.753\t0.814\t1.087\t0.474\t0.694\t-1.400\t0.000\t0.520\t1.995\t0.185\t0.000\t0.929\t-0.504\t1.270\t3.102\t0.972\t0.998\t1.353\t0.948\t0.650\t0.688\t0.724\n1\t0.351\t1.188\t-0.360\t0.254\t-0.346\t1.129\t0.545\t1.691\t0.000\t0.652\t-0.039\t-0.258\t2.215\t1.089\t0.655\t0.472\t2.548\t0.554\t-0.493\t1.366\t0.000\t0.808\t1.045\t0.992\t0.570\t0.649\t0.809\t0.744\n0\t1.875\t-0.013\t-0.128\t0.236\t1.163\t0.902\t0.426\t0.590\t2.173\t1.251\t-1.210\t-0.616\t0.000\t1.035\t1.534\t0.912\t0.000\t1.944\t1.789\t-1.691\t0.000\t0.974\t1.113\t0.990\t0.925\t1.120\t0.956\t0.912\n0\t0.298\t0.750\t-0.507\t1.555\t1.463\t0.804\t1.200\t-0.665\t0.000\t0.439\t-0.829\t-0.252\t1.107\t0.770\t-1.090\t0.947\t2.548\t1.165\t-0.166\t-0.763\t0.000\t1.140\t0.997\t0.988\t1.330\t0.555\t1.005\t1.012\n0\t0.647\t0.342\t0.245\t4.340\t-0.157\t2.229\t0.068\t1.170\t2.173\t2.133\t-0.201\t-1.441\t0.000\t1.467\t0.697\t-0.532\t1.274\t1.457\t0.583\t-1.640\t0.000\t0.875\t1.417\t0.976\t2.512\t2.390\t1.794\t1.665\n1\t1.731\t-0.803\t-1.013\t1.492\t-0.020\t1.646\t-0.541\t1.121\t2.173\t0.459\t-1.251\t-1.495\t2.215\t0.605\t-1.711\t-0.232\t0.000\t0.658\t0.634\t-0.068\t0.000\t1.214\t0.886\t1.738\t1.833\t1.024\t1.192\t1.034\n0\t0.515\t1.416\t-1.089\t1.697\t1.426\t1.414\t0.941\t0.027\t0.000\t1.480\t0.133\t-1.595\t2.215\t1.110\t0.752\t0.760\t2.548\t1.062\t0.697\t-0.492\t0.000\t0.851\t0.955\t0.994\t1.105\t1.255\t1.175\t1.095\n0\t1.261\t0.858\t1.465\t0.757\t0.305\t2.310\t0.679\t1.080\t2.173\t1.544\t2.518\t-0.464\t0.000\t2.326\t0.270\t-0.841\t0.000\t2.163\t0.839\t-0.500\t3.102\t0.715\t0.825\t1.170\t0.980\t2.371\t1.527\t1.221\n1\t1.445\t1.509\t1.471\t0.414\t-1.285\t0.767\t0.864\t-0.677\t2.173\t0.524\t1.388\t0.171\t0.000\t0.826\t0.190\t0.121\t2.548\t0.572\t1.691\t-1.603\t0.000\t0.870\t0.935\t0.994\t0.968\t0.735\t0.783\t0.777\n1\t0.919\t-0.264\t-1.245\t0.681\t-1.722\t1.022\t1.010\t0.097\t2.173\t0.685\t0.403\t-1.351\t0.000\t1.357\t-0.429\t1.262\t1.274\t0.687\t1.021\t-0.563\t0.000\t0.953\t0.796\t0.991\t0.873\t1.749\t1.056\t0.917\n1\t0.293\t-2.258\t-1.427\t1.191\t1.202\t0.394\t-2.030\t1.438\t0.000\t0.723\t0.596\t-0.024\t2.215\t0.525\t-1.678\t-0.290\t0.000\t0.788\t-0.824\t-1.029\t3.102\t0.821\t0.626\t0.976\t1.080\t0.810\t0.842\t0.771\n0\t3.286\t0.386\t1.688\t1.619\t-1.620\t1.392\t-0.009\t0.280\t0.000\t1.179\t-0.776\t-0.110\t2.215\t1.256\t0.248\t-1.114\t2.548\t0.777\t0.825\t-0.156\t0.000\t1.026\t1.065\t0.964\t0.909\t1.249\t1.384\t1.395\n1\t1.075\t0.603\t0.561\t0.656\t-0.685\t0.985\t0.175\t0.979\t2.173\t1.154\t0.584\t-0.886\t0.000\t1.084\t-0.354\t-1.004\t2.548\t0.865\t1.224\t1.269\t0.000\t1.346\t1.073\t1.048\t0.873\t1.310\t1.003\t0.865\n1\t1.098\t-0.091\t1.466\t1.558\t0.915\t0.649\t1.314\t-1.182\t2.173\t0.791\t0.073\t0.351\t0.000\t0.517\t0.940\t1.195\t0.000\t1.150\t1.187\t-0.692\t3.102\t0.866\t0.822\t0.980\t1.311\t0.394\t1.119\t0.890\n1\t0.481\t-1.042\t0.148\t1.135\t-1.249\t1.202\t-0.344\t0.308\t1.087\t0.779\t-1.431\t1.581\t0.000\t0.860\t-0.860\t-1.125\t0.000\t0.785\t0.303\t1.199\t3.102\t0.878\t0.853\t0.988\t1.072\t0.827\t0.936\t0.815\n0\t1.348\t0.497\t0.318\t0.806\t0.976\t1.393\t-0.152\t0.632\t2.173\t2.130\t0.515\t-1.054\t0.000\t0.908\t0.062\t-0.780\t0.000\t1.185\t0.687\t1.668\t1.551\t0.720\t0.898\t0.985\t0.683\t1.292\t1.320\t1.131\n0\t2.677\t-0.420\t-1.685\t1.828\t1.433\t2.040\t-0.718\t-0.039\t0.000\t0.400\t-0.873\t0.472\t0.000\t0.444\t0.340\t-0.830\t2.548\t0.431\t0.768\t-1.417\t3.102\t0.869\t0.917\t0.996\t0.707\t0.193\t0.728\t1.154\n1\t1.300\t0.586\t-0.122\t1.306\t0.609\t0.727\t-0.556\t-1.652\t2.173\t0.636\t0.720\t1.393\t2.215\t0.328\t1.280\t-0.390\t0.000\t0.386\t0.752\t-0.905\t0.000\t0.202\t0.751\t1.106\t0.864\t0.799\t0.928\t0.717\n0\t0.637\t-0.176\t1.737\t1.322\t-0.414\t0.702\t-0.964\t-0.680\t0.000\t1.054\t-0.461\t0.889\t2.215\t0.861\t-0.267\t0.225\t0.000\t1.910\t-1.888\t1.027\t0.000\t0.919\t0.899\t1.186\t0.993\t1.109\t0.862\t0.775\n1\t0.723\t-0.104\t1.572\t0.428\t-0.840\t0.655\t0.544\t1.401\t2.173\t1.522\t-0.154\t-0.452\t2.215\t0.996\t0.190\t0.273\t0.000\t1.906\t-0.176\t0.966\t0.000\t0.945\t0.894\t0.990\t0.981\t1.555\t0.988\t0.893\n0\t2.016\t-0.570\t1.612\t0.798\t0.441\t0.334\t0.191\t-0.909\t0.000\t0.939\t0.146\t0.021\t2.215\t0.553\t-0.444\t1.156\t2.548\t0.781\t-1.545\t-0.520\t0.000\t0.922\t0.956\t1.528\t0.722\t0.699\t0.778\t0.901\n0\t1.352\t-0.707\t1.284\t0.665\t0.580\t0.694\t-1.040\t-0.899\t2.173\t0.692\t-2.048\t0.029\t0.000\t0.545\t-2.042\t1.259\t0.000\t0.661\t-0.808\t-1.251\t3.102\t0.845\t0.991\t0.979\t0.662\t0.225\t0.685\t0.769\n1\t1.057\t-1.561\t-0.411\t0.952\t-0.681\t1.236\t-1.107\t1.045\t2.173\t1.288\t-2.521\t-0.521\t0.000\t1.361\t-1.239\t1.546\t0.000\t0.373\t-1.540\t0.028\t0.000\t0.794\t0.782\t0.987\t0.889\t0.832\t0.972\t0.828\n0\t1.118\t-0.017\t-1.227\t1.077\t1.256\t0.714\t0.624\t-0.811\t0.000\t0.800\t0.704\t0.387\t1.107\t0.604\t0.234\t0.986\t0.000\t1.306\t-0.456\t0.094\t3.102\t0.828\t0.984\t1.195\t0.987\t0.672\t0.774\t0.748\n1\t0.602\t2.201\t0.212\t0.119\t0.182\t0.474\t2.130\t1.270\t0.000\t0.370\t2.088\t-0.573\t0.000\t0.780\t-0.725\t-1.033\t0.000\t1.642\t0.598\t0.303\t3.102\t0.886\t0.988\t0.985\t0.644\t0.756\t0.651\t0.599\n0\t1.677\t-0.844\t1.581\t0.585\t0.887\t1.012\t-2.315\t0.752\t0.000\t1.077\t0.748\t-0.195\t0.000\t0.718\t0.832\t-1.337\t1.274\t1.181\t-0.557\t-1.006\t3.102\t1.018\t1.247\t0.988\t0.908\t0.651\t1.311\t1.120\n1\t1.695\t0.259\t1.224\t1.344\t1.067\t0.718\t-1.752\t-0.215\t0.000\t0.473\t0.991\t-0.993\t0.000\t0.891\t1.285\t-1.500\t2.548\t0.908\t-0.131\t0.288\t0.000\t0.945\t0.824\t0.979\t1.009\t0.951\t0.934\t0.833\n0\t0.793\t0.628\t0.432\t1.707\t0.302\t0.919\t1.045\t-0.784\t0.000\t1.472\t0.175\t-1.284\t2.215\t1.569\t0.155\t0.971\t2.548\t0.435\t0.735\t1.625\t0.000\t0.801\t0.907\t0.992\t0.831\t1.446\t1.082\t1.051\n1\t0.537\t-0.664\t-0.244\t1.104\t1.272\t1.154\t0.394\t1.633\t0.000\t1.527\t0.963\t0.559\t2.215\t1.744\t0.650\t-0.912\t0.000\t1.097\t0.730\t-0.368\t3.102\t1.953\t1.319\t1.045\t1.309\t0.869\t1.196\t1.126\n1\t0.585\t-1.469\t1.005\t0.749\t-1.060\t1.224\t-0.717\t-0.323\t2.173\t1.012\t-0.201\t1.268\t0.000\t0.359\t-0.567\t0.476\t0.000\t1.117\t-1.124\t1.557\t3.102\t0.636\t1.281\t0.986\t0.616\t1.289\t0.890\t0.881\n1\t0.354\t-1.517\t0.667\t2.534\t-1.298\t1.020\t-0.375\t1.254\t0.000\t1.119\t-0.060\t-1.538\t2.215\t1.059\t-0.395\t-0.140\t0.000\t2.609\t0.199\t-0.778\t1.551\t0.957\t0.975\t1.286\t1.666\t1.003\t1.224\t1.135\n1\t0.691\t-1.619\t-1.380\t0.361\t1.727\t1.493\t-1.093\t-0.289\t0.000\t1.447\t-0.640\t1.341\t0.000\t1.453\t-0.617\t-1.456\t1.274\t1.061\t-1.481\t-0.091\t0.000\t0.744\t0.649\t0.987\t0.596\t0.727\t0.856\t0.797\n0\t1.336\t1.293\t-1.359\t0.357\t0.067\t1.110\t-0.058\t-0.515\t0.000\t0.976\t1.498\t1.207\t0.000\t1.133\t0.437\t1.053\t2.548\t0.543\t1.374\t0.171\t0.000\t0.764\t0.761\t0.984\t0.827\t0.553\t0.607\t0.612\n0\t0.417\t-1.111\t1.661\t2.209\t-0.683\t1.931\t-0.642\t0.959\t1.087\t1.514\t-2.032\t-0.686\t0.000\t1.521\t-0.539\t1.344\t0.000\t0.978\t-0.866\t0.363\t1.551\t2.813\t1.850\t1.140\t1.854\t0.799\t1.600\t1.556\n0\t1.058\t0.390\t-0.591\t0.134\t1.149\t0.346\t-1.550\t0.186\t0.000\t1.108\t-0.999\t0.843\t1.107\t1.124\t0.415\t-1.514\t0.000\t1.067\t-0.426\t-1.000\t3.102\t1.744\t1.050\t0.985\t1.006\t1.010\t0.883\t0.789\n1\t1.655\t0.253\t1.216\t0.270\t1.703\t0.500\t-0.006\t-1.418\t2.173\t0.690\t-0.350\t0.170\t2.215\t1.045\t-0.924\t-0.774\t0.000\t0.996\t-0.745\t-0.123\t0.000\t0.839\t0.820\t0.993\t0.921\t0.869\t0.725\t0.708\n0\t1.603\t-0.850\t0.564\t0.829\t0.093\t1.270\t-1.113\t-1.155\t2.173\t0.853\t-1.021\t1.248\t2.215\t0.617\t-1.270\t1.733\t0.000\t0.935\t-0.092\t0.136\t0.000\t1.011\t1.074\t0.977\t0.823\t1.269\t1.054\t0.878\n0\t1.568\t-0.792\t1.005\t0.545\t0.896\t0.895\t-1.698\t-0.988\t0.000\t0.608\t-1.634\t1.705\t0.000\t0.826\t0.208\t0.618\t1.274\t2.063\t-1.743\t-0.520\t0.000\t0.939\t0.986\t0.990\t0.600\t0.435\t1.033\t1.087\n0\t0.489\t-1.335\t-1.102\t1.738\t1.028\t0.628\t-0.992\t-0.627\t0.000\t0.652\t-0.064\t-0.215\t0.000\t1.072\t0.173\t-1.251\t2.548\t1.042\t0.057\t0.841\t3.102\t0.823\t0.895\t1.200\t1.164\t0.770\t0.837\t0.846\n1\t1.876\t0.870\t1.234\t0.556\t-1.262\t1.764\t0.855\t-0.467\t2.173\t1.079\t1.351\t0.852\t0.000\t0.773\t0.383\t0.874\t0.000\t1.292\t0.829\t-1.228\t3.102\t0.707\t0.969\t1.102\t1.601\t1.017\t1.112\t1.028\n0\t1.033\t0.407\t-0.374\t0.705\t-1.254\t0.690\t-0.231\t1.502\t2.173\t0.433\t-2.009\t-0.057\t0.000\t0.861\t1.151\t0.334\t0.000\t0.960\t-0.839\t1.299\t3.102\t2.411\t1.480\t0.982\t0.995\t0.377\t1.012\t0.994\n0\t1.092\t0.653\t-0.801\t0.463\t0.426\t0.529\t-1.055\t0.040\t0.000\t0.663\t0.999\t1.255\t1.107\t0.749\t-1.106\t1.185\t2.548\t0.841\t-0.745\t-1.029\t0.000\t0.841\t0.743\t0.988\t0.750\t1.028\t0.831\t0.868\n1\t0.799\t-0.285\t-0.011\t0.531\t1.392\t1.063\t0.854\t0.494\t2.173\t1.187\t-1.065\t-0.851\t0.000\t0.429\t-0.296\t1.072\t0.000\t0.942\t-1.985\t1.172\t0.000\t0.873\t0.693\t0.992\t0.819\t0.689\t1.131\t0.913\n0\t0.503\t1.973\t-0.377\t1.515\t-1.514\t0.708\t1.081\t-0.313\t2.173\t1.110\t-0.417\t0.839\t0.000\t0.712\t-1.153\t1.165\t0.000\t0.675\t-0.303\t-0.930\t1.551\t0.709\t0.761\t1.032\t0.986\t0.698\t0.963\t1.291\n0\t0.690\t-0.574\t-1.608\t1.182\t1.118\t0.557\t-2.243\t0.144\t0.000\t0.969\t0.216\t-1.383\t1.107\t1.054\t0.888\t-0.709\t2.548\t0.566\t1.663\t-0.550\t0.000\t0.752\t1.528\t0.987\t1.408\t0.740\t1.290\t1.123\n1\t0.890\t1.501\t0.786\t0.779\t-0.615\t1.126\t0.716\t1.541\t2.173\t0.887\t0.728\t-0.673\t2.215\t1.216\t0.332\t-0.020\t0.000\t0.965\t1.828\t0.101\t0.000\t0.827\t0.715\t1.099\t1.088\t1.339\t0.924\t0.878\n0\t0.566\t0.883\t0.655\t1.600\t0.034\t1.155\t2.028\t-1.499\t0.000\t0.723\t-0.871\t0.763\t0.000\t1.286\t-0.696\t-0.676\t2.548\t1.134\t-0.113\t1.207\t3.102\t4.366\t2.493\t0.984\t0.960\t0.962\t1.843\t1.511\n0\t1.146\t1.086\t-0.911\t0.838\t1.298\t0.821\t0.127\t-0.145\t0.000\t1.352\t0.474\t-1.580\t2.215\t1.619\t-0.081\t0.675\t2.548\t1.382\t-0.748\t0.127\t0.000\t0.958\t0.976\t1.239\t0.876\t1.481\t1.116\t1.076\n0\t1.739\t-0.326\t-1.661\t0.420\t-1.705\t1.193\t-0.031\t-1.212\t2.173\t1.783\t-0.442\t0.522\t0.000\t1.064\t-0.692\t0.027\t0.000\t1.314\t0.359\t-0.037\t3.102\t0.968\t0.897\t0.986\t0.907\t1.196\t1.175\t1.112\n1\t0.669\t0.194\t-0.703\t0.657\t-0.260\t0.899\t-2.511\t0.311\t0.000\t1.482\t0.773\t0.974\t2.215\t3.459\t0.037\t-1.299\t1.274\t2.113\t0.067\t1.516\t0.000\t0.740\t0.871\t0.979\t1.361\t2.330\t1.322\t1.046\n1\t1.355\t-1.033\t-1.173\t0.552\t-0.048\t0.899\t-0.482\t-1.287\t2.173\t1.422\t-1.227\t0.390\t1.107\t1.937\t-0.028\t0.914\t0.000\t0.849\t-0.230\t-1.734\t0.000\t0.986\t1.224\t1.017\t1.051\t1.788\t1.150\t1.009\n1\t0.511\t-0.202\t1.029\t0.780\t1.154\t0.816\t0.532\t-0.731\t0.000\t0.757\t0.517\t0.749\t2.215\t1.302\t0.289\t-1.188\t0.000\t0.584\t1.211\t-0.350\t0.000\t0.876\t0.943\t0.995\t0.963\t0.256\t0.808\t0.891\n1\t1.109\t0.572\t1.484\t0.753\t1.543\t1.711\t-0.145\t-0.746\t1.087\t1.759\t0.631\t0.845\t2.215\t0.945\t0.542\t0.003\t0.000\t0.378\t-1.150\t-0.044\t0.000\t0.764\t1.042\t0.992\t1.045\t2.736\t1.441\t1.140\n0\t0.712\t-0.025\t0.553\t0.928\t-0.711\t1.304\t0.045\t-0.300\t0.000\t0.477\t0.720\t0.969\t0.000\t1.727\t-0.474\t1.328\t1.274\t1.282\t2.222\t1.684\t0.000\t0.819\t0.765\t1.023\t0.961\t0.657\t0.799\t0.744\n1\t1.131\t-0.302\t1.079\t0.901\t0.236\t0.904\t-0.249\t1.694\t2.173\t1.507\t-0.702\t-1.128\t0.000\t0.774\t0.565\t0.284\t2.548\t1.802\t1.446\t-0.192\t0.000\t3.720\t2.108\t0.986\t0.930\t1.101\t1.484\t1.238\n0\t1.392\t1.253\t0.118\t0.864\t-1.358\t0.922\t-0.447\t-1.243\t1.087\t1.969\t1.031\t0.774\t2.215\t1.333\t-0.359\t-0.681\t0.000\t1.099\t-0.257\t1.473\t0.000\t1.246\t0.909\t1.475\t1.234\t2.531\t1.449\t1.306\n0\t1.374\t2.291\t-0.479\t1.339\t-0.243\t0.687\t2.345\t1.310\t0.000\t0.467\t1.081\t0.772\t0.000\t0.656\t1.155\t-1.636\t2.548\t0.592\t0.536\t-1.269\t3.102\t0.981\t0.821\t1.010\t0.877\t0.217\t0.638\t0.758\n1\t0.401\t-1.516\t0.909\t2.738\t0.519\t0.887\t0.566\t-1.202\t0.000\t0.909\t-0.176\t1.682\t0.000\t2.149\t-0.878\t-0.514\t2.548\t0.929\t-0.563\t-1.555\t3.102\t1.228\t0.803\t0.980\t1.382\t0.884\t1.025\t1.172\n1\t0.430\t-1.589\t1.417\t2.158\t1.226\t1.180\t-0.829\t-0.781\t2.173\t0.798\t1.400\t-0.111\t0.000\t0.939\t-0.878\t1.076\t2.548\t0.576\t1.335\t-0.826\t0.000\t0.861\t0.970\t0.982\t1.489\t1.308\t1.015\t0.992\n1\t1.943\t-0.391\t-0.840\t0.621\t-1.613\t2.026\t1.734\t1.025\t0.000\t0.930\t0.573\t-0.912\t0.000\t1.326\t0.847\t-0.220\t1.274\t1.181\t0.079\t0.709\t3.102\t1.164\t1.007\t0.987\t1.094\t0.821\t0.857\t0.786\n1\t0.499\t0.436\t0.887\t0.859\t1.509\t0.733\t-0.559\t1.111\t1.087\t1.011\t-0.796\t0.279\t2.215\t1.472\t-0.510\t-0.982\t0.000\t1.952\t0.379\t-0.733\t0.000\t1.076\t1.358\t0.991\t0.589\t0.879\t1.068\t0.922\n0\t0.998\t-0.407\t-1.711\t0.139\t0.652\t0.810\t-0.331\t-0.721\t0.000\t0.471\t-0.533\t0.442\t0.000\t0.531\t-1.405\t0.120\t2.548\t0.707\t0.098\t-1.176\t1.551\t1.145\t0.809\t0.988\t0.529\t0.612\t0.562\t0.609\n1\t1.482\t0.872\t0.638\t1.288\t0.362\t0.856\t0.900\t-0.511\t1.087\t1.072\t1.061\t-1.432\t2.215\t1.770\t-2.292\t-1.547\t0.000\t1.131\t1.374\t0.783\t0.000\t6.316\t4.381\t1.002\t1.317\t1.048\t2.903\t2.351\n1\t2.084\t-0.422\t1.289\t1.125\t0.735\t1.104\t-0.518\t-0.326\t2.173\t0.413\t-0.719\t-0.699\t0.000\t0.857\t0.108\t-1.631\t0.000\t0.527\t0.641\t-1.362\t3.102\t0.791\t0.952\t1.016\t0.776\t0.856\t0.987\t0.836\n0\t0.464\t0.674\t0.025\t0.430\t-1.703\t0.982\t-1.311\t-0.808\t2.173\t1.875\t1.060\t0.821\t2.215\t0.954\t-0.480\t-1.677\t0.000\t0.567\t0.702\t-0.939\t0.000\t0.781\t1.076\t0.989\t1.256\t3.632\t1.652\t1.252\n1\t0.457\t-1.944\t-1.010\t1.409\t0.931\t1.098\t-0.742\t-0.415\t0.000\t1.537\t-0.834\t0.945\t2.215\t1.752\t-0.287\t-1.269\t2.548\t0.692\t-1.537\t-0.223\t0.000\t0.801\t1.192\t1.094\t1.006\t1.659\t1.175\t1.122\n0\t3.260\t-0.943\t1.737\t0.920\t1.309\t0.946\t-0.139\t-0.271\t2.173\t0.994\t-0.952\t-0.311\t0.000\t0.563\t-0.136\t-0.881\t0.000\t1.236\t-0.507\t0.906\t1.551\t0.747\t0.869\t0.985\t1.769\t1.034\t1.179\t1.042\n0\t0.615\t-0.778\t0.246\t1.861\t1.619\t0.560\t-0.943\t-0.204\t2.173\t0.550\t-0.759\t-1.342\t2.215\t0.578\t0.076\t-0.973\t0.000\t0.939\t0.035\t0.680\t0.000\t0.810\t0.747\t1.401\t0.772\t0.702\t0.719\t0.662\n1\t2.370\t-0.064\t-0.237\t1.737\t0.154\t2.319\t-1.838\t-1.673\t0.000\t1.053\t-1.305\t-0.075\t0.000\t0.925\t0.149\t0.318\t1.274\t0.851\t-0.922\t0.981\t3.102\t0.919\t0.940\t0.989\t0.612\t0.598\t1.219\t1.626\n1\t1.486\t0.311\t-1.262\t1.354\t-0.847\t0.886\t-0.158\t1.213\t2.173\t1.160\t-0.218\t0.239\t0.000\t1.166\t0.494\t0.278\t2.548\t0.575\t1.454\t-1.701\t0.000\t0.429\t1.129\t0.983\t1.111\t1.049\t1.006\t0.920\n1\t1.294\t1.587\t-0.864\t0.487\t-0.312\t0.828\t1.051\t-0.031\t1.087\t2.443\t1.216\t1.609\t2.215\t1.167\t0.813\t0.921\t0.000\t1.751\t-0.415\t0.119\t0.000\t1.015\t1.091\t0.974\t1.357\t2.093\t1.178\t1.059\n1\t0.984\t0.465\t-1.661\t0.379\t-0.554\t0.977\t0.237\t0.365\t0.000\t0.510\t0.143\t1.101\t0.000\t1.099\t-0.662\t-1.593\t2.548\t1.104\t-0.197\t-0.648\t3.102\t0.925\t0.922\t0.986\t0.642\t0.667\t0.806\t0.722\n1\t0.930\t-0.009\t0.047\t0.667\t1.367\t1.065\t-0.231\t0.815\t0.000\t1.199\t-1.114\t-0.877\t2.215\t0.940\t0.824\t-1.583\t0.000\t1.052\t-0.407\t-0.076\t1.551\t1.843\t1.257\t1.013\t1.047\t0.751\t1.158\t0.941\n0\t0.767\t-0.011\t-0.637\t0.341\t-1.437\t1.438\t-0.425\t-0.450\t2.173\t1.073\t-0.718\t1.341\t2.215\t0.633\t-1.394\t0.486\t0.000\t0.603\t-1.945\t-1.626\t0.000\t0.703\t0.790\t0.984\t1.111\t1.848\t1.129\t1.072\n1\t1.779\t0.017\t0.432\t0.402\t1.022\t0.959\t1.480\t1.595\t2.173\t1.252\t1.365\t0.006\t0.000\t1.188\t-0.174\t-1.107\t0.000\t1.181\t0.518\t-0.258\t0.000\t1.057\t0.910\t0.991\t1.616\t0.779\t1.158\t1.053\n0\t0.881\t0.630\t1.029\t1.990\t0.508\t1.102\t0.742\t-1.298\t2.173\t1.565\t1.085\t0.686\t2.215\t2.691\t1.391\t-0.904\t0.000\t0.499\t1.388\t-1.199\t0.000\t0.347\t0.861\t0.997\t0.881\t1.920\t1.233\t1.310\n0\t1.754\t-0.266\t0.389\t0.347\t-0.030\t0.462\t-1.408\t-0.957\t2.173\t0.515\t-2.341\t-1.700\t0.000\t0.588\t-0.797\t1.355\t2.548\t0.608\t0.329\t-1.389\t0.000\t1.406\t0.909\t0.988\t0.760\t0.593\t0.768\t0.847\n0\t1.087\t0.311\t-1.447\t0.173\t0.567\t0.854\t0.362\t0.584\t0.000\t1.416\t-0.716\t-1.211\t2.215\t0.648\t-0.358\t-0.692\t1.274\t0.867\t-0.513\t0.206\t0.000\t0.803\t0.813\t0.984\t1.110\t0.491\t0.921\t0.873\n0\t0.279\t1.114\t-1.190\t3.004\t-0.738\t1.233\t0.896\t1.092\t2.173\t0.454\t-0.374\t0.117\t2.215\t0.357\t0.119\t1.270\t0.000\t0.458\t1.343\t0.316\t0.000\t0.495\t0.540\t0.988\t1.715\t1.139\t1.618\t1.183\n1\t1.773\t-0.694\t-1.518\t2.306\t-1.200\t3.104\t0.749\t0.362\t0.000\t1.871\t0.230\t-1.686\t2.215\t0.805\t-0.179\t-0.871\t1.274\t0.910\t0.607\t-0.246\t0.000\t1.338\t1.598\t0.984\t1.050\t0.919\t1.678\t1.807\n0\t0.553\t0.683\t0.827\t0.973\t-0.706\t1.488\t0.149\t1.140\t2.173\t1.788\t0.447\t-0.478\t0.000\t0.596\t1.043\t1.607\t0.000\t0.373\t-0.868\t-1.308\t1.551\t1.607\t1.026\t0.998\t1.134\t0.808\t1.142\t0.936\n1\t0.397\t1.101\t-1.139\t1.688\t0.146\t0.972\t0.541\t1.518\t0.000\t1.549\t-0.873\t-1.012\t0.000\t2.282\t-0.151\t0.314\t2.548\t1.174\t0.033\t-1.368\t0.000\t0.937\t0.776\t1.039\t1.143\t0.959\t0.986\t1.013\n1\t0.840\t1.906\t-0.959\t0.869\t0.576\t0.642\t0.554\t-1.351\t0.000\t0.756\t0.923\t-0.823\t2.215\t1.251\t1.130\t0.545\t2.548\t1.513\t0.410\t1.073\t0.000\t1.231\t0.985\t1.163\t0.812\t0.987\t0.816\t0.822\n1\t0.477\t1.665\t0.814\t0.763\t-0.382\t0.828\t-0.008\t0.280\t2.173\t1.213\t-0.001\t1.560\t0.000\t1.136\t0.311\t-1.289\t0.000\t0.797\t1.091\t-0.616\t3.102\t1.026\t0.964\t0.992\t0.772\t0.869\t0.916\t0.803\n0\t2.655\t0.020\t0.273\t1.464\t0.482\t1.709\t-0.107\t-1.456\t2.173\t0.825\t0.141\t-0.386\t0.000\t1.342\t-0.592\t1.635\t1.274\t0.859\t-0.175\t-0.874\t0.000\t0.829\t0.946\t1.003\t2.179\t0.836\t1.505\t1.176\n0\t0.771\t-1.992\t-0.720\t0.732\t-1.464\t0.869\t-1.290\t0.388\t2.173\t0.926\t-1.072\t-1.489\t2.215\t0.640\t-1.232\t0.840\t0.000\t0.528\t-2.440\t-0.446\t0.000\t0.811\t0.868\t0.993\t0.995\t1.317\t0.809\t0.714\n0\t1.357\t1.302\t0.076\t0.283\t-1.060\t0.783\t1.559\t-0.994\t0.000\t0.947\t1.212\t1.617\t0.000\t1.127\t0.311\t0.442\t2.548\t0.582\t-0.052\t1.186\t1.551\t1.330\t0.995\t0.985\t0.846\t0.404\t0.858\t0.815\n0\t0.442\t-0.381\t-0.424\t1.244\t0.591\t0.731\t0.605\t-0.713\t2.173\t0.629\t2.762\t1.040\t0.000\t0.476\t2.693\t-0.617\t0.000\t0.399\t0.442\t1.486\t3.102\t0.839\t0.755\t0.988\t0.869\t0.524\t0.877\t0.918\n0\t0.884\t0.422\t0.055\t0.818\t0.624\t0.950\t-0.763\t1.624\t0.000\t0.818\t-0.609\t-1.166\t0.000\t1.057\t-0.528\t1.070\t2.548\t1.691\t-0.124\t-0.335\t3.102\t1.104\t0.933\t0.985\t0.913\t1.000\t0.863\t1.056\n0\t1.276\t0.156\t1.714\t1.053\t-1.189\t0.672\t-0.464\t-0.030\t2.173\t0.469\t-2.483\t0.442\t0.000\t0.564\t2.580\t-0.253\t0.000\t0.444\t-0.628\t1.080\t1.551\t5.832\t2.983\t0.985\t1.162\t0.494\t1.809\t1.513\n0\t1.106\t-0.556\t0.406\t0.573\t-1.400\t0.769\t-0.518\t1.457\t2.173\t0.743\t-0.352\t-0.010\t0.000\t1.469\t-0.550\t-0.930\t2.548\t0.540\t1.236\t-0.571\t0.000\t0.962\t0.970\t1.101\t0.805\t1.107\t0.873\t0.773\n0\t0.539\t-0.964\t-0.464\t1.371\t-1.606\t0.667\t-0.160\t0.655\t0.000\t0.952\t0.352\t-0.740\t2.215\t0.952\t0.007\t1.123\t0.000\t1.061\t-0.505\t1.389\t3.102\t1.063\t0.991\t1.019\t0.633\t0.967\t0.732\t0.799\n1\t0.533\t-0.989\t-1.608\t0.462\t-1.723\t1.204\t-0.598\t-0.098\t2.173\t1.343\t-0.460\t1.632\t2.215\t0.577\t0.221\t-0.492\t0.000\t0.628\t-0.073\t0.472\t0.000\t0.518\t0.880\t0.988\t1.179\t1.874\t1.041\t0.813\n1\t1.024\t1.075\t-0.795\t0.286\t-1.436\t1.365\t0.857\t-0.309\t2.173\t0.804\t1.532\t1.435\t0.000\t1.511\t0.722\t1.494\t0.000\t1.778\t0.903\t0.753\t1.551\t0.686\t0.810\t0.999\t0.900\t1.360\t1.133\t0.978\n1\t2.085\t-0.269\t-1.423\t0.789\t1.298\t0.281\t1.652\t0.187\t0.000\t0.658\t-0.760\t-0.042\t2.215\t0.663\t0.024\t0.120\t0.000\t0.552\t-0.299\t-0.428\t3.102\t0.713\t0.811\t1.130\t0.705\t0.218\t0.675\t0.743\n1\t0.980\t-0.443\t0.813\t0.785\t-1.253\t0.719\t0.448\t-1.458\t0.000\t1.087\t0.595\t0.635\t1.107\t1.428\t0.029\t-0.995\t0.000\t1.083\t1.562\t-0.092\t0.000\t0.834\t0.891\t1.165\t0.967\t0.661\t0.880\t0.817\n1\t0.903\t-0.733\t-0.980\t0.634\t-0.639\t0.780\t0.266\t-0.287\t2.173\t1.264\t-0.936\t1.004\t0.000\t1.002\t-0.056\t-1.344\t2.548\t1.183\t-0.098\t1.169\t0.000\t0.733\t1.002\t0.985\t0.711\t0.916\t0.966\t0.875\n0\t0.734\t-0.304\t-1.175\t2.851\t1.674\t0.904\t-0.634\t0.412\t2.173\t1.363\t-1.050\t-0.282\t0.000\t1.476\t-1.603\t0.103\t0.000\t2.231\t-0.718\t1.708\t3.102\t0.813\t0.896\t1.088\t0.686\t1.392\t1.033\t1.078\n1\t1.680\t0.591\t-0.243\t0.111\t-0.478\t0.326\t-0.079\t-1.555\t2.173\t0.711\t0.714\t0.922\t2.215\t0.355\t0.858\t1.682\t0.000\t0.727\t1.620\t1.360\t0.000\t0.334\t0.526\t1.001\t0.862\t0.633\t0.660\t0.619\n1\t1.163\t0.225\t-0.202\t0.501\t-0.979\t1.609\t-0.938\t1.424\t0.000\t1.224\t-0.118\t-1.274\t0.000\t2.034\t1.241\t-0.254\t0.000\t1.765\t0.536\t0.237\t3.102\t0.894\t0.838\t0.988\t0.693\t0.579\t0.762\t0.726\n0\t1.223\t1.232\t1.471\t0.489\t1.728\t0.703\t-0.111\t0.411\t0.000\t1.367\t1.014\t-1.294\t1.107\t1.524\t-0.414\t-0.164\t2.548\t1.292\t0.833\t0.316\t0.000\t0.861\t0.752\t0.994\t0.836\t1.814\t1.089\t0.950\n0\t0.816\t1.637\t-1.557\t1.036\t-0.342\t0.913\t1.333\t0.949\t2.173\t0.812\t0.756\t-0.628\t2.215\t1.333\t0.470\t1.495\t0.000\t1.204\t-2.222\t-1.675\t0.000\t1.013\t0.924\t1.133\t0.758\t1.304\t0.855\t0.860\n0\t0.851\t-0.564\t-0.691\t0.692\t1.345\t1.219\t1.014\t0.318\t0.000\t1.422\t-0.262\t-1.635\t2.215\t0.531\t1.802\t0.008\t0.000\t0.508\t0.515\t-1.267\t3.102\t0.821\t0.787\t1.026\t0.783\t0.432\t1.149\t1.034\n0\t0.800\t-0.599\t0.204\t0.552\t-0.484\t0.974\t0.413\t0.961\t2.173\t1.269\t-0.984\t-1.039\t2.215\t0.380\t-1.213\t1.371\t0.000\t0.551\t0.332\t-0.659\t0.000\t0.694\t0.852\t0.984\t1.057\t2.037\t1.096\t0.846\n0\t0.744\t-0.071\t-0.255\t0.638\t0.512\t1.125\t0.407\t0.844\t2.173\t0.860\t-0.481\t-0.677\t0.000\t1.102\t0.181\t-1.194\t0.000\t1.011\t-1.081\t-1.713\t3.102\t0.854\t0.862\t0.982\t1.111\t1.372\t1.042\t0.920\n1\t0.400\t1.049\t-0.625\t0.880\t-0.407\t1.040\t2.150\t-1.359\t0.000\t0.747\t-0.144\t0.847\t2.215\t0.560\t-1.829\t0.698\t0.000\t1.663\t-0.668\t0.267\t0.000\t0.845\t0.964\t0.996\t0.820\t0.789\t0.668\t0.668\n0\t1.659\t-0.705\t-1.057\t1.803\t-1.436\t1.008\t0.693\t0.005\t0.000\t0.895\t-0.007\t0.681\t1.107\t1.085\t0.125\t1.476\t2.548\t1.214\t1.068\t0.486\t0.000\t0.867\t0.919\t0.986\t1.069\t0.692\t1.026\t1.313\n0\t0.829\t-0.153\t0.861\t0.615\t-0.548\t0.589\t1.077\t-0.041\t2.173\t1.056\t0.763\t-1.737\t0.000\t0.639\t0.970\t0.725\t0.000\t0.955\t1.227\t-0.799\t3.102\t1.020\t1.024\t0.985\t0.750\t0.525\t0.685\t0.671\n1\t0.920\t-0.806\t-0.840\t1.048\t0.278\t0.973\t-0.077\t-1.364\t2.173\t1.029\t0.309\t0.133\t0.000\t1.444\t1.484\t1.618\t1.274\t1.419\t-0.482\t0.417\t0.000\t0.831\t1.430\t1.151\t1.829\t1.560\t1.343\t1.224\n1\t0.686\t0.249\t-0.905\t0.343\t-1.731\t0.724\t-2.823\t-0.901\t0.000\t0.982\t0.303\t1.312\t1.107\t1.016\t0.245\t0.610\t0.000\t1.303\t-0.557\t-0.360\t3.102\t1.384\t1.030\t0.984\t0.862\t1.144\t0.866\t0.779\n0\t1.603\t0.444\t0.508\t0.586\t0.401\t0.610\t0.467\t-1.735\t2.173\t0.914\t0.626\t-1.019\t0.000\t0.812\t0.422\t-0.408\t2.548\t0.902\t1.679\t1.490\t0.000\t1.265\t0.929\t0.990\t1.004\t0.816\t0.753\t0.851\n1\t0.623\t0.780\t-0.203\t0.056\t0.015\t0.899\t0.793\t1.326\t1.087\t0.803\t1.478\t-1.499\t2.215\t1.561\t1.492\t-0.120\t0.000\t0.904\t0.795\t0.137\t0.000\t0.548\t1.009\t0.850\t0.924\t0.838\t0.914\t0.860\n0\t1.654\t-2.032\t-1.160\t0.859\t-1.583\t0.689\t-1.965\t0.891\t0.000\t0.646\t-1.014\t-0.288\t2.215\t0.630\t-0.815\t0.402\t0.000\t0.638\t0.316\t0.655\t3.102\t0.845\t0.879\t0.993\t1.067\t0.625\t1.041\t0.958\n1\t0.828\t-1.269\t-1.203\t0.744\t-0.213\t0.626\t-1.017\t-0.404\t0.000\t1.281\t-0.931\t1.733\t2.215\t0.699\t-0.351\t1.287\t0.000\t1.251\t-1.171\t0.197\t0.000\t0.976\t1.186\t0.987\t0.646\t0.655\t0.733\t0.671\n1\t0.677\t0.111\t1.090\t1.580\t1.591\t1.560\t0.654\t-0.341\t2.173\t0.794\t-0.266\t0.702\t0.000\t0.823\t0.651\t-1.239\t2.548\t0.730\t1.467\t-1.530\t0.000\t1.492\t1.023\t0.983\t1.909\t1.022\t1.265\t1.127\n1\t0.736\t0.882\t-1.060\t0.589\t0.168\t1.663\t0.781\t1.022\t2.173\t2.025\t1.648\t-1.292\t0.000\t1.240\t0.924\t-0.421\t1.274\t1.354\t0.065\t0.501\t0.000\t0.316\t0.925\t0.988\t0.664\t1.736\t0.992\t0.807\n1\t1.040\t-0.822\t1.638\t0.974\t-0.674\t0.393\t0.830\t0.011\t2.173\t0.770\t-0.140\t-0.402\t0.000\t0.294\t-0.133\t0.030\t0.000\t1.220\t0.807\t0.638\t0.000\t0.826\t1.063\t1.216\t1.026\t0.705\t0.934\t0.823\n1\t0.711\t0.602\t0.048\t1.145\t0.966\t0.934\t0.263\t-1.589\t2.173\t0.971\t-0.496\t-0.421\t1.107\t0.628\t-0.865\t0.845\t0.000\t0.661\t-0.008\t-0.565\t0.000\t0.893\t0.705\t0.988\t0.998\t1.339\t0.908\t0.872\n1\t0.953\t-1.651\t-0.167\t0.885\t1.053\t1.013\t-1.239\t0.133\t0.000\t1.884\t-1.122\t1.222\t2.215\t1.906\t-0.860\t-1.184\t1.274\t1.413\t-0.668\t-1.647\t0.000\t1.873\t1.510\t1.133\t1.050\t1.678\t1.246\t1.061\n1\t0.986\t-0.892\t-1.380\t0.917\t1.134\t0.950\t-1.162\t-0.469\t0.000\t0.569\t-1.393\t0.215\t0.000\t0.320\t2.667\t1.712\t0.000\t1.570\t-0.375\t1.457\t3.102\t0.925\t1.128\t1.011\t0.598\t0.824\t0.913\t0.833\n1\t1.067\t0.099\t1.154\t0.527\t-0.789\t1.085\t0.623\t-1.602\t2.173\t1.511\t-0.230\t0.022\t2.215\t0.269\t-0.377\t0.883\t0.000\t0.571\t-0.540\t-0.512\t0.000\t0.414\t0.803\t1.022\t0.959\t2.053\t1.041\t0.780\n0\t0.825\t-2.118\t0.217\t1.453\t-0.493\t0.819\t0.313\t-0.942\t0.000\t2.098\t-0.725\t1.096\t2.215\t0.484\t1.336\t1.458\t0.000\t0.482\t0.100\t1.163\t0.000\t0.913\t0.536\t0.990\t1.679\t0.957\t1.095\t1.143\n1\t1.507\t0.054\t1.120\t0.698\t-1.340\t0.912\t0.384\t0.015\t1.087\t0.720\t0.247\t-0.820\t0.000\t0.286\t0.154\t1.578\t2.548\t0.629\t1.582\t-0.576\t0.000\t0.828\t0.893\t1.136\t0.514\t0.632\t0.699\t0.709\n1\t0.610\t1.180\t-0.993\t0.816\t0.301\t0.932\t0.758\t1.539\t0.000\t0.726\t-0.830\t0.248\t2.215\t0.883\t0.857\t-1.305\t0.000\t1.338\t1.009\t-0.252\t3.102\t0.901\t1.074\t0.987\t0.875\t1.159\t1.035\t0.858\n1\t1.247\t-1.360\t1.502\t1.525\t-1.332\t0.618\t1.063\t0.755\t0.000\t0.582\t-0.155\t0.473\t2.215\t1.214\t-0.422\t-0.551\t2.548\t0.838\t-1.171\t-1.166\t0.000\t2.051\t1.215\t1.062\t1.091\t0.725\t0.896\t1.091\n0\t0.373\t-0.600\t1.291\t2.573\t0.207\t0.765\t-0.209\t1.667\t0.000\t0.668\t0.724\t-1.499\t0.000\t1.045\t-0.338\t-0.754\t2.548\t0.558\t-0.469\t0.029\t3.102\t0.868\t0.939\t1.124\t0.519\t0.383\t0.636\t0.838\n0\t0.791\t0.336\t-0.307\t0.494\t1.213\t1.158\t0.336\t1.081\t2.173\t0.918\t1.289\t-0.449\t0.000\t0.735\t-0.521\t-0.969\t0.000\t1.052\t0.499\t-1.188\t3.102\t0.699\t1.013\t0.987\t0.622\t1.050\t0.712\t0.661\n0\t1.321\t0.856\t0.464\t0.202\t0.901\t1.144\t0.120\t-1.651\t0.000\t0.803\t0.577\t-0.509\t2.215\t0.695\t-0.114\t0.423\t2.548\t0.621\t1.852\t-0.420\t0.000\t0.697\t0.964\t0.983\t0.527\t0.659\t0.719\t0.729\n0\t0.563\t2.081\t0.913\t0.982\t-0.533\t0.549\t-0.481\t-1.730\t0.000\t0.962\t0.921\t0.569\t2.215\t0.731\t1.184\t-0.679\t1.274\t0.918\t0.931\t-1.432\t0.000\t1.008\t0.919\t0.993\t0.895\t0.819\t0.810\t0.878\n1\t1.148\t0.345\t0.953\t0.921\t0.617\t0.991\t1.103\t-0.484\t0.000\t0.970\t1.978\t1.525\t0.000\t1.150\t0.689\t-0.757\t2.548\t0.517\t0.995\t1.245\t0.000\t1.093\t1.140\t0.998\t1.006\t0.756\t0.864\t0.838\n1\t1.400\t0.128\t-1.695\t1.169\t1.070\t1.094\t-0.345\t-0.249\t0.000\t1.224\t0.364\t-0.036\t2.215\t1.178\t0.530\t-1.544\t0.000\t1.334\t0.933\t1.604\t0.000\t0.560\t1.267\t1.073\t0.716\t0.780\t0.832\t0.792\n0\t0.330\t-2.133\t1.403\t0.628\t0.379\t1.686\t-0.995\t0.030\t1.087\t2.071\t0.127\t-0.457\t0.000\t4.662\t-0.855\t1.477\t0.000\t2.072\t-0.917\t-1.416\t3.102\t5.403\t3.074\t0.977\t0.936\t1.910\t2.325\t1.702\n0\t0.989\t0.473\t0.968\t1.970\t1.368\t0.844\t0.574\t-0.290\t2.173\t0.866\t-0.345\t-1.019\t0.000\t1.130\t0.605\t-0.752\t0.000\t0.956\t-0.888\t0.870\t3.102\t0.885\t0.886\t0.982\t1.157\t1.201\t1.100\t1.068\n1\t0.773\t0.418\t0.753\t1.388\t1.070\t1.104\t-0.378\t-0.758\t0.000\t1.027\t0.397\t-0.496\t2.215\t1.234\t0.027\t1.084\t2.548\t0.936\t0.209\t1.677\t0.000\t1.355\t1.020\t0.983\t0.550\t1.206\t0.916\t0.931\n0\t0.319\t2.015\t1.534\t0.570\t-1.134\t0.632\t0.124\t0.757\t0.000\t0.477\t0.598\t-1.109\t1.107\t0.449\t0.438\t-0.755\t2.548\t0.574\t-0.659\t0.691\t0.000\t0.440\t0.749\t0.985\t0.517\t0.158\t0.505\t0.522\n0\t1.215\t1.453\t-1.386\t1.276\t1.298\t0.643\t0.570\t-0.196\t2.173\t0.588\t2.104\t0.498\t0.000\t0.617\t-0.296\t-0.801\t2.548\t0.452\t0.110\t0.313\t0.000\t0.815\t0.953\t1.141\t1.166\t0.547\t0.892\t0.807\n1\t1.257\t-1.869\t-0.060\t0.265\t0.653\t1.527\t-0.346\t1.163\t2.173\t0.758\t-2.119\t-0.604\t0.000\t1.473\t-1.133\t-1.290\t2.548\t0.477\t-0.428\t-0.066\t0.000\t0.818\t0.841\t0.984\t1.446\t1.729\t1.211\t1.054\n1\t1.449\t0.464\t1.585\t1.418\t-1.488\t1.540\t0.942\t0.087\t0.000\t0.898\t0.402\t-0.631\t2.215\t0.753\t0.039\t-1.729\t0.000\t0.859\t0.849\t-1.054\t0.000\t0.791\t0.677\t0.995\t0.687\t0.527\t0.703\t0.606\n1\t1.084\t-1.997\t0.900\t1.333\t1.024\t0.872\t-0.864\t-1.500\t2.173\t1.072\t-0.813\t-0.421\t2.215\t0.924\t0.478\t0.304\t0.000\t0.992\t-0.398\t-1.022\t0.000\t0.741\t1.085\t0.980\t1.221\t1.176\t1.032\t0.961\n0\t1.712\t1.129\t0.125\t1.120\t-1.402\t1.749\t0.951\t-1.575\t2.173\t1.711\t0.445\t0.578\t0.000\t1.114\t0.234\t-1.011\t0.000\t1.577\t-0.088\t0.086\t3.102\t2.108\t1.312\t1.882\t1.597\t2.009\t1.441\t1.308\n0\t0.530\t0.248\t1.622\t1.450\t-1.012\t1.221\t-1.154\t-0.763\t2.173\t1.698\t-0.586\t0.733\t0.000\t0.889\t1.042\t1.038\t1.274\t0.657\t0.008\t0.701\t0.000\t0.430\t1.005\t0.983\t0.930\t2.264\t1.357\t1.146\n1\t0.921\t1.735\t0.883\t0.699\t-1.614\t0.821\t1.463\t0.319\t1.087\t1.099\t0.814\t-1.600\t2.215\t1.375\t0.702\t-0.691\t0.000\t0.869\t1.326\t-0.790\t0.000\t0.980\t0.900\t0.988\t0.832\t1.452\t0.816\t0.709\n0\t2.485\t-0.823\t-0.297\t0.886\t-1.404\t0.989\t0.835\t1.615\t2.173\t0.382\t0.588\t-0.224\t0.000\t1.029\t-0.456\t1.546\t2.548\t0.613\t-0.359\t-0.789\t0.000\t0.768\t0.977\t1.726\t2.007\t0.913\t1.338\t1.180\n1\t0.657\t-0.069\t-0.078\t1.107\t1.549\t0.804\t1.335\t-1.630\t2.173\t1.271\t0.481\t0.153\t1.107\t1.028\t0.144\t-0.762\t0.000\t1.098\t0.132\t1.570\t0.000\t0.830\t0.979\t1.175\t1.069\t1.624\t1.000\t0.868\n1\t2.032\t0.329\t-1.003\t0.493\t-0.136\t1.159\t-0.224\t0.750\t1.087\t0.396\t0.546\t0.587\t0.000\t0.620\t1.805\t0.982\t0.000\t1.236\t0.744\t-1.621\t0.000\t0.930\t1.200\t0.988\t0.482\t0.771\t0.887\t0.779\n0\t0.524\t-1.319\t0.634\t0.471\t1.221\t0.599\t-0.588\t-0.461\t0.000\t1.230\t-1.504\t-1.517\t1.107\t1.436\t-0.035\t0.104\t2.548\t0.629\t1.997\t-1.282\t0.000\t2.084\t1.450\t0.984\t1.084\t1.827\t1.547\t1.213\n1\t0.871\t0.618\t-1.544\t0.718\t0.186\t1.041\t-1.180\t0.434\t2.173\t1.133\t1.558\t-1.301\t0.000\t0.452\t-0.595\t0.522\t0.000\t0.665\t0.567\t0.130\t3.102\t1.872\t1.114\t1.095\t1.398\t0.979\t1.472\t1.168\n1\t3.308\t1.037\t-0.634\t0.690\t-0.619\t1.975\t0.949\t1.280\t0.000\t0.826\t0.546\t-0.139\t2.215\t0.635\t-0.045\t0.427\t0.000\t1.224\t0.112\t1.339\t3.102\t1.756\t1.050\t0.992\t0.738\t0.903\t0.968\t1.238\n0\t0.588\t2.104\t-0.872\t1.136\t1.743\t0.842\t0.638\t0.015\t0.000\t0.481\t0.928\t1.000\t2.215\t0.595\t0.125\t1.429\t0.000\t0.951\t-1.140\t-0.511\t3.102\t1.031\t1.057\t0.979\t0.673\t1.064\t1.001\t0.891\n0\t0.289\t0.823\t0.013\t0.615\t-1.601\t0.177\t2.403\t-0.015\t0.000\t0.258\t1.151\t1.036\t2.215\t0.694\t0.553\t-1.326\t2.548\t0.411\t0.366\t0.106\t0.000\t0.482\t0.562\t0.989\t0.670\t0.404\t0.516\t0.561\n1\t0.294\t-0.660\t-1.162\t1.752\t0.384\t0.860\t0.513\t1.119\t0.000\t2.416\t0.107\t-1.342\t0.000\t1.398\t0.361\t-0.350\t2.548\t1.126\t-0.902\t0.040\t1.551\t0.650\t1.125\t0.988\t0.531\t0.843\t0.912\t0.911\n0\t0.599\t-0.616\t1.526\t1.381\t0.507\t0.955\t-0.646\t-0.085\t2.173\t0.775\t-0.533\t1.116\t2.215\t0.789\t-0.136\t-1.176\t0.000\t2.449\t1.435\t-1.433\t0.000\t1.692\t1.699\t1.000\t0.869\t1.119\t1.508\t1.303\n1\t1.100\t-1.174\t-1.114\t1.601\t-1.576\t1.056\t-1.343\t0.547\t2.173\t0.555\t0.367\t0.592\t2.215\t0.580\t-1.862\t-0.914\t0.000\t0.904\t0.508\t-0.444\t0.000\t1.439\t1.105\t0.986\t1.408\t1.104\t1.190\t1.094\n1\t2.237\t-0.701\t1.470\t0.719\t-0.199\t0.745\t-0.132\t-0.737\t1.087\t0.976\t-0.227\t0.093\t2.215\t0.699\t0.057\t1.133\t0.000\t0.661\t0.573\t-0.679\t0.000\t0.785\t0.772\t1.752\t1.235\t0.856\t0.990\t0.825\n1\t0.455\t-0.880\t-1.482\t1.260\t-0.178\t1.499\t0.158\t1.022\t0.000\t1.867\t-0.435\t-0.675\t2.215\t1.234\t0.783\t1.586\t0.000\t0.641\t-0.454\t-0.409\t3.102\t1.002\t0.964\t0.986\t0.761\t0.240\t1.190\t0.995\n1\t1.158\t-0.778\t-0.159\t0.823\t1.641\t1.341\t-0.830\t-1.169\t2.173\t0.840\t-1.554\t0.934\t0.000\t0.693\t0.488\t-1.218\t2.548\t1.042\t1.395\t0.276\t0.000\t0.946\t0.785\t1.350\t1.079\t0.893\t1.267\t1.151\n1\t0.902\t-0.078\t-0.055\t0.872\t-0.012\t0.843\t1.276\t1.739\t2.173\t0.838\t1.492\t0.918\t0.000\t0.626\t0.904\t-0.648\t2.548\t0.412\t-2.027\t-0.883\t0.000\t2.838\t1.664\t0.988\t1.803\t0.768\t1.244\t1.280\n1\t0.649\t-1.028\t-1.521\t1.097\t0.774\t1.216\t-0.383\t-0.318\t2.173\t1.643\t-0.285\t-1.705\t0.000\t0.911\t-0.091\t0.341\t0.000\t0.592\t0.537\t0.732\t3.102\t0.911\t0.856\t1.027\t1.160\t0.874\t0.986\t0.893\n1\t1.192\t1.846\t-0.781\t1.326\t-0.747\t1.550\t1.177\t1.366\t0.000\t1.196\t0.151\t0.387\t2.215\t0.527\t2.261\t-0.190\t0.000\t0.390\t1.474\t0.381\t0.000\t0.986\t1.025\t1.004\t1.392\t0.761\t0.965\t1.043\n0\t0.438\t-0.358\t-1.549\t0.836\t0.436\t0.818\t0.276\t-0.708\t2.173\t0.707\t0.826\t0.392\t0.000\t1.050\t1.741\t-1.066\t0.000\t1.276\t-1.583\t0.842\t0.000\t1.475\t1.273\t0.986\t0.853\t1.593\t1.255\t1.226\n1\t1.083\t0.142\t1.701\t0.605\t-0.253\t1.237\t0.791\t1.183\t2.173\t0.842\t2.850\t-0.082\t0.000\t0.724\t-0.464\t-0.694\t0.000\t1.499\t0.456\t-0.226\t3.102\t0.601\t0.799\t1.102\t0.995\t1.389\t1.013\t0.851\n0\t0.828\t1.897\t-0.615\t0.572\t-0.545\t0.572\t0.461\t0.464\t2.173\t0.393\t0.356\t1.069\t2.215\t1.840\t0.088\t1.500\t0.000\t0.407\t-0.663\t-0.787\t0.000\t0.950\t0.965\t0.979\t0.733\t0.363\t0.618\t0.733\n0\t0.735\t1.438\t1.197\t1.123\t-0.214\t0.641\t0.949\t0.858\t0.000\t1.162\t0.524\t-0.896\t2.215\t0.992\t0.454\t-1.475\t2.548\t0.902\t1.079\t0.019\t0.000\t0.822\t0.917\t1.203\t1.032\t0.569\t0.780\t0.764\n0\t0.437\t-2.102\t0.044\t1.779\t-1.042\t1.231\t-0.181\t-0.515\t1.087\t2.666\t0.863\t1.466\t2.215\t1.370\t0.345\t-1.371\t0.000\t0.906\t0.363\t1.611\t0.000\t1.140\t1.362\t1.013\t3.931\t3.004\t2.724\t2.028\n1\t0.881\t1.814\t-0.987\t0.384\t0.800\t2.384\t1.422\t0.640\t0.000\t1.528\t0.292\t-0.962\t1.107\t2.126\t-0.371\t-1.401\t2.548\t0.700\t0.109\t0.203\t0.000\t0.450\t0.813\t0.985\t0.956\t1.013\t0.993\t0.774\n1\t0.630\t0.408\t0.152\t0.194\t0.316\t0.710\t-0.824\t-0.358\t2.173\t0.741\t0.535\t-0.851\t2.215\t0.933\t0.406\t1.148\t0.000\t0.523\t-0.479\t-0.625\t0.000\t0.873\t0.960\t0.988\t0.830\t0.921\t0.711\t0.661\n1\t0.870\t-0.448\t-1.134\t0.616\t0.135\t0.600\t0.649\t-0.622\t2.173\t0.768\t0.709\t-0.123\t0.000\t1.308\t0.500\t1.468\t0.000\t1.973\t-0.286\t1.462\t3.102\t0.909\t0.944\t0.990\t0.835\t1.250\t0.798\t0.776\n0\t1.290\t0.552\t1.330\t0.615\t-1.353\t0.661\t0.240\t-0.393\t0.000\t0.531\t0.053\t-1.588\t0.000\t0.675\t0.839\t-0.345\t1.274\t1.597\t0.020\t0.536\t3.102\t1.114\t0.964\t0.987\t0.783\t0.675\t0.662\t0.675\n1\t0.943\t0.936\t1.068\t1.373\t0.671\t2.170\t-2.011\t-1.032\t0.000\t0.640\t0.361\t-0.806\t0.000\t2.239\t-0.083\t0.590\t2.548\t1.224\t0.646\t-1.723\t0.000\t0.879\t0.834\t0.981\t1.436\t0.568\t0.916\t0.931\n1\t0.431\t1.686\t-1.053\t0.388\t1.739\t0.457\t-0.471\t-0.743\t2.173\t0.786\t1.432\t-0.547\t2.215\t0.537\t-0.413\t1.256\t0.000\t0.413\t2.311\t-0.408\t0.000\t1.355\t1.017\t0.982\t0.689\t1.014\t0.821\t0.715\n0\t1.620\t-0.055\t-0.862\t1.341\t-1.571\t0.634\t-0.906\t0.935\t2.173\t0.501\t-2.198\t-0.525\t0.000\t0.778\t-0.708\t-0.060\t0.000\t0.988\t-0.621\t0.489\t3.102\t0.870\t0.956\t1.216\t0.992\t0.336\t0.871\t0.889\n1\t0.549\t0.304\t-1.443\t1.309\t-0.312\t1.116\t0.644\t1.519\t2.173\t1.078\t-0.303\t-0.736\t0.000\t1.261\t0.387\t0.628\t2.548\t0.945\t-0.190\t0.090\t0.000\t0.893\t1.043\t1.000\t1.124\t1.077\t1.026\t0.886\n0\t0.412\t-0.618\t-1.486\t1.133\t-0.665\t0.646\t0.436\t1.520\t0.000\t0.993\t0.976\t0.106\t2.215\t0.832\t0.091\t0.164\t2.548\t0.672\t-0.650\t1.256\t0.000\t0.695\t1.131\t0.991\t1.017\t0.455\t1.226\t1.087\n0\t1.183\t-0.084\t1.644\t1.389\t0.967\t0.843\t0.938\t-0.670\t0.000\t0.480\t0.256\t0.123\t2.215\t0.437\t1.644\t0.491\t0.000\t0.501\t-0.416\t0.101\t3.102\t1.060\t0.804\t1.017\t0.775\t0.173\t0.535\t0.760\n0\t1.629\t-1.486\t-0.683\t2.786\t-0.492\t1.347\t-2.638\t1.453\t0.000\t1.857\t0.208\t0.873\t0.000\t0.519\t-1.265\t-1.602\t1.274\t0.903\t-1.102\t-0.329\t1.551\t6.892\t3.522\t0.998\t0.570\t0.477\t2.039\t2.006\n1\t2.045\t-0.671\t-1.235\t0.490\t-0.952\t0.525\t-1.252\t1.289\t0.000\t1.088\t-0.993\t0.648\t2.215\t0.975\t-0.109\t-0.254\t2.548\t0.556\t-1.095\t-0.194\t0.000\t0.803\t0.861\t0.980\t1.282\t0.945\t0.925\t0.811\n0\t0.448\t-0.058\t-0.974\t0.945\t-1.633\t1.181\t-1.139\t0.266\t2.173\t1.118\t-0.761\t1.502\t1.107\t1.706\t0.585\t-0.680\t0.000\t0.487\t-1.951\t0.945\t0.000\t2.347\t1.754\t0.993\t1.161\t1.549\t1.414\t1.176\n0\t0.551\t0.519\t0.448\t2.183\t1.293\t1.220\t0.628\t-0.627\t2.173\t1.019\t-0.002\t-0.652\t0.000\t1.843\t-0.386\t1.042\t2.548\t0.400\t-1.102\t-1.014\t0.000\t0.648\t0.792\t1.049\t0.888\t2.132\t1.262\t1.096\n0\t1.624\t0.488\t1.403\t0.760\t0.559\t0.812\t0.777\t-1.244\t2.173\t0.613\t0.589\t-0.030\t2.215\t0.692\t1.058\t0.683\t0.000\t1.054\t1.165\t-0.765\t0.000\t0.915\t0.875\t1.059\t0.821\t0.927\t0.792\t0.721\n1\t0.774\t0.444\t1.257\t0.515\t-0.689\t0.515\t1.448\t-1.271\t0.000\t0.793\t0.118\t0.811\t1.107\t0.679\t0.326\t-0.426\t0.000\t1.066\t-0.865\t-0.049\t3.102\t0.960\t1.046\t0.986\t0.716\t0.772\t0.855\t0.732\n1\t2.093\t-1.240\t1.615\t0.918\t-1.202\t1.412\t-0.541\t0.640\t1.087\t2.019\t0.872\t-0.639\t0.000\t0.672\t-0.936\t0.972\t0.000\t0.896\t0.235\t0.212\t0.000\t0.810\t0.700\t1.090\t0.797\t0.862\t1.049\t0.874\n1\t0.908\t1.069\t0.283\t0.400\t1.293\t0.609\t1.452\t-1.136\t0.000\t0.623\t0.417\t-0.098\t2.215\t1.023\t0.775\t1.054\t1.274\t0.706\t2.346\t-1.305\t0.000\t0.744\t1.006\t0.991\t0.606\t0.753\t0.796\t0.753\n0\t0.403\t-1.328\t-0.065\t0.901\t1.052\t0.708\t-0.354\t-0.718\t2.173\t0.892\t0.633\t1.684\t2.215\t0.999\t-1.205\t0.941\t0.000\t0.930\t1.072\t-0.809\t0.000\t2.105\t1.430\t0.989\t0.838\t1.147\t1.042\t0.883\n0\t1.447\t0.453\t0.118\t1.731\t0.650\t0.771\t0.446\t-1.564\t0.000\t0.973\t-2.014\t0.354\t0.000\t1.949\t-0.643\t-1.531\t1.274\t1.106\t-0.334\t-1.163\t0.000\t0.795\t0.821\t1.013\t1.699\t0.918\t1.118\t1.018\n1\t1.794\t0.123\t-0.454\t0.057\t1.489\t0.966\t-1.190\t1.090\t1.087\t0.539\t-0.535\t1.035\t0.000\t1.096\t-1.069\t-1.236\t2.548\t0.659\t-1.196\t-0.283\t0.000\t0.803\t0.756\t0.985\t1.343\t1.109\t0.993\t0.806\n0\t1.484\t-2.047\t0.813\t0.591\t-0.295\t0.923\t0.312\t-1.164\t2.173\t0.654\t-0.316\t0.752\t2.215\t0.599\t1.966\t-1.128\t0.000\t0.626\t-0.304\t-1.431\t0.000\t1.112\t0.910\t1.090\t0.986\t1.189\t1.350\t1.472\n0\t0.417\t-2.016\t0.849\t1.817\t0.040\t1.201\t-1.676\t-1.394\t0.000\t0.792\t0.537\t0.641\t2.215\t0.794\t-1.222\t0.187\t0.000\t0.825\t-0.217\t1.334\t3.102\t1.470\t0.931\t0.987\t1.203\t0.525\t0.833\t0.827\n1\t0.603\t1.009\t0.033\t0.486\t1.225\t0.884\t-0.617\t-1.058\t0.000\t0.500\t-1.407\t-0.567\t0.000\t1.476\t-0.876\t0.605\t2.548\t0.970\t0.560\t1.092\t3.102\t0.853\t1.153\t0.988\t0.846\t0.920\t0.944\t0.835\n1\t1.381\t-0.326\t0.552\t0.417\t-0.027\t1.030\t-0.835\t-1.287\t2.173\t0.941\t-0.421\t1.519\t2.215\t0.615\t-1.650\t0.377\t0.000\t0.606\t0.644\t0.650\t0.000\t1.146\t0.970\t0.990\t1.191\t0.884\t0.897\t0.826\n1\t0.632\t1.200\t-0.703\t0.438\t-1.700\t0.779\t-0.731\t0.958\t1.087\t0.605\t0.393\t-1.376\t0.000\t0.670\t-0.827\t-1.315\t2.548\t0.626\t-0.501\t0.417\t0.000\t0.904\t0.903\t0.998\t0.673\t0.803\t0.722\t0.640\n1\t1.561\t-0.569\t1.580\t0.329\t0.237\t1.059\t0.731\t0.415\t2.173\t0.454\t0.016\t-0.828\t0.000\t0.587\t0.008\t-0.291\t1.274\t0.597\t1.119\t1.191\t0.000\t0.815\t0.908\t0.988\t0.733\t0.690\t0.892\t0.764\n1\t2.102\t0.087\t0.449\t1.164\t-0.390\t1.085\t-0.408\t-1.116\t2.173\t0.578\t0.197\t-0.137\t0.000\t1.202\t0.917\t1.523\t0.000\t0.959\t-0.832\t1.404\t3.102\t1.380\t1.109\t1.486\t1.496\t0.886\t1.066\t1.025\n1\t1.698\t-0.489\t-0.552\t0.976\t-1.009\t1.620\t-0.721\t0.648\t1.087\t1.481\t-1.860\t-1.354\t0.000\t1.142\t-1.140\t1.401\t2.548\t1.000\t-1.274\t-0.158\t0.000\t1.430\t1.130\t0.987\t1.629\t1.154\t1.303\t1.223\n1\t1.111\t-0.249\t-1.457\t0.421\t0.939\t0.646\t-2.076\t0.362\t0.000\t1.315\t0.796\t-1.436\t2.215\t0.780\t0.130\t0.055\t0.000\t1.662\t-0.834\t0.461\t0.000\t0.920\t0.948\t0.990\t1.046\t0.905\t1.493\t1.169\n1\t0.945\t0.390\t-1.159\t1.675\t0.437\t0.356\t0.261\t0.543\t1.087\t0.574\t0.838\t1.599\t2.215\t0.496\t-1.220\t-0.022\t0.000\t0.558\t-2.454\t1.440\t0.000\t0.763\t0.983\t1.728\t1.000\t0.578\t0.922\t1.003\n1\t2.076\t0.014\t-1.314\t0.854\t-0.306\t3.446\t1.341\t0.598\t0.000\t2.086\t0.227\t-0.747\t2.215\t1.564\t-0.216\t1.649\t2.548\t0.965\t-0.857\t-1.062\t0.000\t0.477\t0.734\t1.456\t1.003\t1.660\t1.001\t0.908\n1\t1.992\t0.192\t-0.103\t0.108\t-1.599\t0.938\t0.595\t-1.360\t2.173\t0.869\t-1.012\t1.432\t0.000\t1.302\t0.850\t0.436\t2.548\t0.487\t1.051\t-1.027\t0.000\t0.502\t0.829\t0.983\t1.110\t1.394\t0.904\t0.836\n0\t0.460\t1.625\t1.485\t1.331\t1.242\t0.675\t-0.329\t-1.039\t1.087\t0.671\t-1.028\t-0.514\t0.000\t1.265\t-0.788\t0.415\t1.274\t0.570\t-0.683\t-1.738\t0.000\t0.725\t0.758\t1.004\t1.024\t1.156\t0.944\t0.833\n0\t0.871\t0.839\t-1.536\t0.428\t1.198\t0.875\t-1.256\t-0.466\t1.087\t0.684\t-0.768\t0.150\t0.000\t0.556\t-1.793\t0.389\t0.000\t0.942\t-1.126\t1.339\t1.551\t0.624\t0.734\t0.986\t1.357\t0.960\t1.474\t1.294\n1\t0.951\t1.651\t0.576\t1.273\t1.495\t0.834\t0.048\t-0.578\t2.173\t0.386\t-0.056\t-1.448\t0.000\t0.597\t-0.196\t0.162\t2.548\t0.524\t1.649\t1.625\t0.000\t0.737\t0.901\t1.124\t1.014\t0.556\t1.039\t0.845\n1\t1.049\t-0.223\t0.685\t0.256\t-1.191\t2.506\t0.238\t-0.359\t0.000\t1.510\t-0.904\t1.158\t1.107\t2.733\t-0.902\t1.679\t2.548\t0.407\t-0.474\t-1.572\t0.000\t1.513\t2.472\t0.982\t1.238\t0.978\t1.985\t1.510\n0\t0.455\t-0.028\t0.265\t1.286\t1.373\t0.459\t0.331\t-0.922\t0.000\t0.343\t0.634\t0.430\t0.000\t0.279\t-0.084\t-0.272\t0.000\t0.475\t0.926\t-0.123\t3.102\t0.803\t0.495\t0.987\t0.587\t0.211\t0.417\t0.445\n1\t2.074\t0.388\t0.878\t1.110\t1.557\t1.077\t-0.226\t-0.295\t2.173\t0.865\t-0.319\t-1.116\t2.215\t0.707\t-0.835\t0.722\t0.000\t0.632\t-0.608\t-0.728\t0.000\t0.715\t0.802\t1.207\t1.190\t0.960\t1.143\t0.926\n1\t1.390\t0.265\t1.196\t0.919\t-1.371\t1.858\t0.506\t0.786\t0.000\t1.280\t-1.367\t-0.720\t2.215\t1.483\t-0.441\t-0.675\t2.548\t1.076\t0.294\t-0.539\t0.000\t1.126\t0.830\t1.155\t1.551\t0.702\t1.103\t0.933\n1\t1.014\t-0.079\t1.597\t1.038\t-0.281\t1.135\t-0.722\t-0.177\t2.173\t0.544\t-1.475\t-1.501\t0.000\t1.257\t-1.315\t1.212\t0.000\t0.496\t-0.060\t1.180\t1.551\t0.815\t0.611\t1.411\t1.110\t0.792\t0.846\t0.853\n0\t0.335\t1.267\t-1.154\t2.011\t-0.574\t0.753\t0.618\t1.411\t0.000\t0.474\t0.748\t0.681\t2.215\t0.608\t-0.446\t-0.354\t2.548\t0.399\t1.295\t-0.581\t0.000\t0.911\t0.882\t0.975\t0.832\t0.598\t0.580\t0.678\n1\t0.729\t-0.189\t1.182\t0.293\t1.310\t0.412\t0.459\t-0.632\t0.000\t0.869\t-1.128\t-0.625\t2.215\t1.173\t-0.893\t0.478\t2.548\t0.584\t-2.394\t-1.727\t0.000\t2.016\t1.272\t0.995\t1.034\t0.905\t0.966\t1.038\n1\t1.225\t-1.215\t-0.088\t0.881\t-0.237\t0.600\t-0.976\t1.462\t2.173\t0.876\t0.506\t1.583\t2.215\t0.718\t1.228\t-0.031\t0.000\t0.653\t-1.292\t1.216\t0.000\t0.838\t1.108\t0.981\t1.805\t0.890\t1.251\t1.197\n1\t2.685\t-0.444\t0.847\t0.253\t0.183\t0.641\t-1.541\t-0.873\t2.173\t0.417\t2.874\t-0.551\t0.000\t0.706\t-1.431\t0.764\t0.000\t1.390\t-0.596\t-1.397\t0.000\t0.894\t0.829\t0.993\t0.789\t0.654\t0.883\t0.746\n0\t0.638\t-0.481\t0.683\t1.457\t-1.024\t0.707\t-1.338\t1.498\t0.000\t0.980\t0.518\t0.289\t2.215\t0.964\t-0.531\t-0.423\t0.000\t0.694\t-0.654\t-1.314\t3.102\t0.807\t1.283\t1.335\t0.658\t0.907\t0.797\t0.772\n1\t1.789\t-0.765\t-0.732\t0.421\t-0.020\t1.142\t-1.353\t1.439\t2.173\t0.725\t-1.518\t-1.261\t0.000\t0.812\t-2.597\t-0.463\t0.000\t1.203\t-0.120\t1.001\t0.000\t0.978\t0.673\t0.985\t1.303\t1.400\t1.078\t0.983\n1\t0.784\t-1.431\t1.724\t0.848\t0.559\t0.615\t-1.643\t-1.456\t0.000\t1.339\t-0.513\t0.040\t2.215\t0.394\t-2.483\t1.304\t0.000\t0.987\t0.889\t-0.339\t0.000\t0.732\t0.713\t0.987\t0.973\t0.705\t0.875\t0.759\n1\t0.911\t1.098\t-1.289\t0.421\t0.823\t1.218\t-0.503\t0.431\t0.000\t0.775\t0.432\t-1.680\t0.000\t0.855\t-0.226\t-0.460\t2.548\t0.646\t-0.947\t-1.243\t1.551\t2.201\t1.349\t0.985\t0.730\t0.451\t0.877\t0.825\n1\t0.959\t0.372\t-0.269\t1.255\t0.702\t1.151\t0.097\t0.805\t2.173\t0.993\t1.011\t0.767\t2.215\t1.096\t0.185\t0.381\t0.000\t1.001\t-0.205\t0.059\t0.000\t0.979\t0.997\t1.168\t0.796\t0.771\t0.839\t0.776\n0\t0.283\t-1.864\t-1.663\t0.219\t1.624\t0.955\t-1.213\t0.932\t2.173\t0.889\t0.395\t-0.268\t0.000\t0.597\t-1.083\t-0.921\t2.548\t0.584\t1.325\t-1.072\t0.000\t0.856\t0.927\t0.996\t0.937\t0.936\t1.095\t0.892\n0\t2.017\t-0.488\t-0.466\t1.029\t-0.870\t3.157\t0.059\t-0.343\t2.173\t3.881\t0.872\t1.502\t1.107\t3.631\t1.720\t0.963\t0.000\t0.633\t-1.264\t-1.734\t0.000\t4.572\t3.339\t1.005\t1.407\t5.590\t3.614\t3.110\n1\t1.088\t0.414\t-0.841\t0.485\t0.605\t0.860\t1.110\t-0.568\t0.000\t1.152\t-0.325\t1.203\t2.215\t0.324\t1.652\t-0.104\t0.000\t0.510\t1.095\t-1.728\t0.000\t0.880\t0.722\t0.989\t0.977\t0.711\t0.888\t0.762\n0\t0.409\t-1.717\t0.712\t0.809\t-1.301\t0.701\t-1.529\t-1.411\t0.000\t1.191\t-0.582\t0.438\t2.215\t1.147\t0.813\t-0.571\t2.548\t1.039\t0.543\t0.892\t0.000\t0.636\t0.810\t0.986\t0.861\t1.411\t0.907\t0.756\n1\t1.094\t1.577\t-0.988\t0.497\t-0.149\t0.891\t-2.459\t1.034\t0.000\t0.646\t0.792\t-1.022\t0.000\t1.573\t0.254\t-0.053\t2.548\t1.428\t0.190\t-1.641\t3.102\t4.322\t2.687\t0.985\t0.881\t1.135\t1.907\t1.831\n1\t0.613\t1.993\t-0.280\t0.544\t0.931\t0.909\t1.526\t1.559\t0.000\t0.840\t1.473\t-0.483\t2.215\t0.856\t0.352\t0.408\t2.548\t1.058\t1.733\t-1.396\t0.000\t0.801\t1.066\t0.984\t0.639\t0.841\t0.871\t0.748\n0\t0.958\t-1.202\t0.600\t0.434\t0.170\t0.783\t-0.214\t1.319\t0.000\t0.835\t-0.454\t-0.615\t2.215\t0.658\t-1.858\t-0.891\t0.000\t0.640\t0.172\t-1.204\t3.102\t1.790\t1.086\t0.997\t0.804\t0.403\t0.793\t0.756\n1\t1.998\t-0.238\t0.972\t0.058\t0.266\t0.759\t1.576\t-0.357\t2.173\t1.004\t-0.349\t-0.747\t2.215\t0.962\t0.490\t-0.453\t0.000\t1.592\t0.661\t-1.405\t0.000\t0.874\t1.086\t0.990\t1.436\t1.527\t1.177\t0.993\n1\t0.796\t-0.171\t-0.818\t0.574\t-1.625\t1.201\t-0.737\t1.451\t2.173\t0.651\t0.404\t-0.452\t0.000\t1.150\t-0.652\t-0.120\t0.000\t1.008\t-0.093\t0.531\t3.102\t0.884\t0.706\t0.979\t1.193\t0.937\t0.943\t0.881\n1\t0.773\t1.023\t0.527\t1.537\t-0.201\t2.967\t-0.574\t-1.534\t2.173\t2.346\t-0.307\t0.394\t2.215\t1.393\t0.135\t-0.027\t0.000\t3.015\t0.187\t0.516\t0.000\t0.819\t1.260\t0.982\t2.552\t3.862\t2.179\t1.786\n0\t1.823\t1.008\t-1.489\t0.234\t-0.962\t0.591\t0.461\t0.996\t2.173\t0.568\t-1.297\t-0.410\t0.000\t0.887\t2.157\t1.194\t0.000\t2.079\t0.369\t-0.085\t3.102\t0.770\t0.945\t0.995\t1.179\t0.971\t0.925\t0.983\n0\t0.780\t0.640\t0.490\t0.680\t-1.301\t0.715\t-0.137\t0.152\t2.173\t0.616\t-0.831\t1.668\t0.000\t1.958\t0.528\t-0.982\t2.548\t0.966\t-1.551\t0.462\t0.000\t1.034\t1.079\t1.008\t0.827\t1.369\t1.152\t0.983\n1\t0.543\t0.801\t1.543\t1.134\t-0.772\t0.954\t-0.849\t0.410\t1.087\t0.851\t-1.988\t1.686\t0.000\t0.799\t-0.912\t-1.156\t0.000\t0.479\t0.097\t1.334\t0.000\t0.923\t0.597\t0.989\t1.231\t0.759\t0.975\t0.867\n0\t1.241\t-0.014\t0.129\t1.158\t0.670\t0.445\t-0.732\t1.739\t2.173\t0.918\t0.659\t-1.340\t2.215\t0.557\t2.410\t-1.404\t0.000\t0.966\t-1.545\t-1.120\t0.000\t0.874\t0.918\t0.987\t1.001\t0.798\t0.904\t0.937\n0\t1.751\t-0.266\t-1.575\t0.489\t1.292\t1.112\t1.533\t0.137\t2.173\t1.204\t-0.414\t-0.928\t0.000\t0.879\t1.237\t-0.415\t2.548\t1.479\t1.469\t0.913\t0.000\t2.884\t1.747\t0.989\t1.742\t0.600\t1.363\t1.293\n1\t1.505\t1.208\t-1.476\t0.995\t-0.836\t2.800\t-1.600\t0.111\t0.000\t2.157\t1.241\t1.110\t2.215\t1.076\t2.619\t-0.913\t0.000\t1.678\t2.204\t-1.575\t0.000\t0.849\t1.224\t0.990\t1.412\t0.976\t1.271\t1.105\n0\t0.816\t0.611\t0.779\t1.694\t0.278\t0.575\t-0.787\t1.592\t2.173\t1.148\t1.076\t-0.831\t2.215\t0.421\t1.316\t0.632\t0.000\t0.589\t0.452\t-1.466\t0.000\t0.779\t0.909\t0.990\t1.146\t1.639\t1.236\t0.949\n1\t0.551\t-0.808\t0.330\t1.188\t-0.294\t0.447\t-0.035\t-0.993\t0.000\t0.432\t-0.276\t-0.481\t2.215\t1.959\t-0.288\t1.195\t2.548\t0.638\t0.583\t1.107\t0.000\t0.832\t0.924\t0.993\t0.723\t0.976\t0.968\t0.895\n0\t1.316\t-0.093\t0.995\t0.860\t-0.621\t0.593\t-0.560\t-1.599\t2.173\t0.524\t-0.318\t-0.240\t2.215\t0.566\t0.759\t-0.368\t0.000\t0.483\t-2.030\t-1.104\t0.000\t1.468\t1.041\t1.464\t0.811\t0.778\t0.690\t0.722\n1\t1.528\t0.067\t-0.855\t0.959\t-1.464\t1.143\t-0.082\t1.023\t0.000\t0.702\t-0.763\t-0.244\t0.000\t0.935\t-0.881\t0.206\t2.548\t0.614\t-0.831\t1.657\t3.102\t1.680\t1.105\t0.983\t1.078\t0.559\t0.801\t0.809\n0\t0.558\t-0.833\t-0.598\t1.436\t-1.724\t1.316\t-0.661\t1.593\t2.173\t1.148\t-0.503\t-0.132\t1.107\t1.584\t-0.125\t0.380\t0.000\t1.110\t-1.216\t-0.181\t0.000\t1.258\t0.860\t1.053\t0.790\t1.814\t1.159\t1.007\n1\t0.819\t0.879\t1.221\t0.598\t-1.450\t0.754\t0.417\t-0.369\t2.173\t0.477\t1.199\t0.274\t0.000\t1.073\t0.368\t0.273\t2.548\t1.599\t2.047\t1.690\t0.000\t0.933\t0.984\t0.983\t0.788\t0.613\t0.728\t0.717\n0\t0.981\t-1.007\t0.489\t0.923\t1.261\t0.436\t-0.698\t-0.506\t2.173\t0.764\t-1.105\t-1.241\t2.215\t0.577\t-2.573\t-0.036\t0.000\t0.565\t-1.628\t1.610\t0.000\t0.688\t0.801\t0.991\t0.871\t0.554\t0.691\t0.656\n0\t2.888\t0.568\t-1.416\t1.461\t-1.157\t1.756\t-0.900\t0.522\t0.000\t0.657\t0.409\t1.076\t2.215\t1.419\t0.672\t-0.019\t0.000\t1.436\t-0.184\t-0.980\t3.102\t0.946\t0.919\t0.995\t1.069\t0.890\t0.834\t0.856\n1\t0.522\t1.805\t-0.963\t1.136\t0.418\t0.727\t-0.195\t-1.695\t2.173\t0.309\t2.559\t-0.178\t0.000\t0.521\t1.794\t0.919\t0.000\t0.788\t0.174\t-0.406\t3.102\t0.555\t0.729\t1.011\t1.385\t0.753\t0.927\t0.832\n1\t0.793\t-0.162\t-1.643\t0.634\t0.337\t0.898\t-0.633\t1.689\t0.000\t0.806\t-0.826\t-0.356\t2.215\t0.890\t-0.142\t-1.268\t0.000\t1.293\t0.574\t0.725\t0.000\t0.833\t1.077\t0.988\t0.721\t0.679\t0.867\t0.753\n0\t1.298\t1.098\t0.280\t0.371\t-0.373\t0.855\t-0.306\t-1.186\t0.000\t0.977\t-0.421\t1.003\t0.000\t0.978\t0.956\t-1.249\t2.548\t0.735\t0.577\t-0.037\t3.102\t0.974\t1.002\t0.992\t0.549\t0.587\t0.725\t0.954\n1\t0.751\t-0.520\t-1.653\t0.168\t-0.419\t0.878\t-1.023\t-1.364\t2.173\t1.310\t-0.667\t0.863\t0.000\t1.196\t-0.827\t0.358\t0.000\t1.154\t-0.165\t-0.360\t1.551\t0.871\t0.950\t0.983\t0.907\t0.955\t0.959\t0.874\n0\t1.730\t0.666\t-1.432\t0.446\t1.302\t0.921\t-0.203\t0.621\t0.000\t1.171\t-0.365\t-0.611\t1.107\t0.585\t0.807\t1.150\t0.000\t0.415\t-0.843\t1.311\t0.000\t0.968\t0.786\t0.986\t1.059\t0.371\t0.790\t0.848\n1\t0.596\t-1.486\t0.690\t1.045\t-1.344\t0.928\t0.867\t0.820\t2.173\t0.610\t0.999\t-1.329\t2.215\t0.883\t-0.001\t-0.106\t0.000\t1.145\t2.184\t-0.808\t0.000\t2.019\t1.256\t1.056\t1.751\t1.037\t1.298\t1.518\n1\t0.656\t-1.993\t-0.519\t1.643\t-0.143\t0.815\t0.256\t1.220\t1.087\t0.399\t-1.184\t-1.458\t0.000\t0.738\t1.361\t-1.443\t0.000\t0.842\t0.033\t0.293\t0.000\t0.910\t0.891\t0.993\t0.668\t0.562\t0.958\t0.787\n1\t1.127\t-0.542\t0.645\t0.318\t-1.496\t0.661\t-0.640\t0.369\t2.173\t0.992\t0.358\t1.702\t0.000\t1.004\t0.316\t-1.109\t0.000\t1.616\t-0.936\t-0.707\t1.551\t0.875\t1.191\t0.985\t0.651\t0.940\t0.969\t0.834\n0\t0.916\t-1.423\t-1.490\t1.248\t-0.538\t0.625\t-0.535\t-0.174\t0.000\t0.769\t-0.389\t1.608\t2.215\t0.667\t-1.138\t-1.738\t1.274\t0.877\t-0.019\t0.482\t0.000\t0.696\t0.917\t1.121\t0.678\t0.347\t0.647\t0.722\n1\t2.756\t-0.637\t-1.715\t1.331\t1.124\t0.913\t-0.296\t-0.491\t0.000\t0.983\t-0.831\t0.000\t2.215\t1.180\t-0.428\t0.742\t0.000\t1.113\t0.005\t-1.157\t1.551\t1.681\t1.096\t1.462\t0.976\t0.917\t1.009\t1.040\n0\t0.755\t1.754\t0.701\t2.111\t0.256\t1.243\t0.057\t-1.502\t2.173\t0.565\t-0.034\t-1.078\t1.107\t0.529\t1.696\t-1.090\t0.000\t0.665\t0.292\t0.107\t0.000\t0.870\t0.780\t0.990\t2.775\t0.465\t1.876\t1.758\n1\t0.593\t-0.762\t1.743\t0.908\t0.442\t0.773\t-1.357\t-0.768\t2.173\t0.432\t1.421\t1.236\t0.000\t0.579\t0.291\t-0.403\t0.000\t0.966\t-0.309\t1.016\t3.102\t0.893\t0.743\t0.989\t0.857\t1.030\t0.943\t0.854\n1\t0.891\t-1.151\t-1.269\t0.504\t-0.622\t0.893\t-0.549\t0.700\t0.000\t0.828\t-0.825\t0.154\t2.215\t1.083\t0.632\t-1.141\t0.000\t1.059\t-0.557\t1.526\t3.102\t2.117\t1.281\t0.987\t0.819\t0.802\t0.917\t0.828\n1\t2.358\t-0.248\t0.080\t0.747\t-0.975\t1.019\t1.374\t1.363\t0.000\t0.935\t0.127\t-1.707\t2.215\t0.312\t-0.827\t0.017\t0.000\t0.737\t1.059\t-0.327\t0.000\t0.716\t0.828\t1.495\t0.953\t0.704\t0.880\t0.745\n0\t0.660\t-0.017\t-1.138\t0.453\t1.002\t0.645\t0.518\t0.703\t2.173\t0.751\t0.705\t-0.592\t2.215\t0.744\t-0.909\t-1.596\t0.000\t0.410\t-1.135\t0.481\t0.000\t0.592\t0.922\t0.989\t0.897\t0.948\t0.777\t0.701\n1\t0.718\t0.518\t0.225\t1.710\t-0.022\t1.888\t-0.424\t1.092\t0.000\t4.134\t0.185\t-1.366\t0.000\t1.415\t1.293\t0.242\t2.548\t2.351\t0.264\t-0.057\t3.102\t0.830\t1.630\t0.976\t1.215\t0.890\t1.422\t1.215\n1\t1.160\t0.203\t0.941\t0.594\t0.212\t0.636\t-0.556\t0.679\t2.173\t1.089\t-0.481\t-1.008\t1.107\t1.245\t-0.056\t-1.357\t0.000\t0.587\t1.007\t0.056\t0.000\t1.106\t0.901\t0.987\t0.786\t1.224\t0.914\t0.837\n1\t0.697\t0.542\t0.619\t0.985\t1.481\t0.745\t0.415\t1.644\t2.173\t0.903\t0.495\t-0.958\t2.215\t1.165\t1.195\t0.346\t0.000\t1.067\t-0.881\t-0.264\t0.000\t0.830\t1.025\t0.987\t0.690\t0.863\t0.894\t0.867\n0\t1.430\t0.190\t-0.700\t0.246\t0.518\t1.302\t0.660\t-0.247\t2.173\t1.185\t-0.539\t1.504\t0.000\t1.976\t-0.401\t1.079\t0.000\t0.855\t-0.958\t-1.110\t3.102\t0.886\t0.953\t0.993\t0.889\t1.400\t1.376\t1.119\n1\t1.122\t-0.795\t0.202\t0.397\t-1.553\t0.597\t-1.459\t-0.734\t2.173\t0.522\t1.044\t1.027\t2.215\t0.783\t-1.243\t1.701\t0.000\t0.371\t1.737\t0.199\t0.000\t1.719\t1.176\t0.988\t0.723\t1.583\t1.063\t0.914\n0\t1.153\t0.526\t1.236\t0.266\t0.001\t1.139\t-1.236\t-0.585\t2.173\t1.337\t-0.215\t-1.356\t2.215\t1.780\t1.129\t0.902\t0.000\t1.608\t-0.391\t-0.161\t0.000\t1.441\t1.633\t0.990\t1.838\t1.516\t1.635\t1.373\n1\t0.760\t1.012\t0.758\t0.937\t0.051\t0.941\t0.687\t-1.247\t2.173\t1.288\t-0.743\t0.822\t0.000\t1.552\t1.782\t-1.533\t0.000\t0.767\t1.349\t0.168\t0.000\t0.716\t0.862\t0.988\t0.595\t0.359\t0.697\t0.623\n1\t1.756\t-1.469\t1.395\t1.345\t-1.595\t0.817\t0.017\t-0.741\t2.173\t0.483\t-0.008\t0.293\t0.000\t1.768\t-0.663\t0.438\t1.274\t1.202\t-1.387\t-0.222\t0.000\t1.022\t1.058\t0.992\t1.407\t1.427\t1.356\t1.133\n0\t0.397\t0.582\t-0.758\t1.260\t-1.735\t0.889\t-0.515\t1.139\t2.173\t0.973\t1.616\t0.460\t0.000\t1.308\t1.001\t-0.709\t2.548\t0.858\t0.995\t-0.231\t0.000\t0.749\t0.888\t0.979\t1.487\t1.804\t1.208\t1.079\n0\t0.515\t-0.984\t0.425\t1.114\t-0.439\t1.999\t0.818\t1.561\t0.000\t1.407\t0.009\t-0.380\t0.000\t1.332\t0.230\t0.397\t0.000\t1.356\t-0.616\t-1.057\t3.102\t0.978\t1.017\t0.990\t1.118\t0.862\t0.835\t0.919\n1\t1.368\t-0.921\t-0.866\t0.842\t-0.598\t0.456\t-1.176\t1.219\t1.087\t0.419\t-1.974\t-0.819\t0.000\t0.791\t-1.640\t0.881\t0.000\t1.295\t-0.782\t0.442\t3.102\t0.945\t0.761\t0.974\t0.915\t0.535\t0.733\t0.651\n0\t2.276\t0.134\t0.399\t2.525\t0.376\t1.111\t-1.078\t-1.571\t0.000\t0.657\t2.215\t-0.900\t0.000\t1.183\t-0.662\t-0.508\t2.548\t1.436\t-0.517\t0.960\t3.102\t0.569\t0.931\t0.993\t1.170\t0.967\t0.879\t1.207\n0\t0.849\t0.907\t0.124\t0.652\t1.585\t0.715\t0.355\t-1.200\t0.000\t0.599\t-0.892\t1.301\t0.000\t1.106\t1.151\t0.582\t0.000\t1.895\t-0.279\t-0.568\t3.102\t0.881\t0.945\t0.998\t0.559\t0.649\t0.638\t0.660\n1\t2.105\t0.248\t-0.797\t0.530\t0.206\t1.957\t-2.175\t0.797\t0.000\t1.193\t0.637\t-1.646\t2.215\t0.881\t1.111\t-1.046\t0.000\t0.872\t-0.185\t1.085\t1.551\t0.986\t1.343\t1.151\t1.069\t0.714\t2.063\t1.951\n1\t1.838\t1.060\t1.637\t1.017\t1.370\t0.913\t0.461\t-0.609\t1.087\t0.766\t-0.461\t0.303\t2.215\t0.724\t-0.061\t0.886\t0.000\t0.941\t1.123\t-0.745\t0.000\t0.858\t0.847\t0.979\t1.313\t1.083\t1.094\t0.910\n0\t0.364\t1.274\t1.066\t1.570\t-0.394\t0.485\t0.012\t-1.716\t0.000\t0.317\t-1.233\t0.534\t2.215\t0.548\t-2.165\t0.762\t0.000\t0.729\t0.169\t-0.318\t3.102\t0.892\t0.944\t1.013\t0.594\t0.461\t0.688\t0.715\n1\t0.503\t1.343\t-0.031\t1.134\t-1.204\t0.590\t-0.309\t0.174\t2.173\t0.408\t2.372\t-0.628\t0.000\t1.850\t0.400\t1.147\t2.548\t0.664\t-0.458\t-0.885\t0.000\t1.445\t1.283\t0.989\t1.280\t1.118\t1.127\t1.026\n0\t1.873\t0.258\t0.103\t2.491\t0.530\t1.678\t0.644\t-1.738\t2.173\t1.432\t0.848\t-1.340\t0.000\t0.621\t1.323\t-1.316\t0.000\t0.628\t0.789\t-0.206\t1.551\t0.426\t0.802\t1.125\t0.688\t1.079\t1.338\t1.239\n1\t0.826\t-0.732\t1.587\t0.582\t-1.236\t0.495\t0.757\t-0.741\t2.173\t0.940\t1.474\t0.354\t2.215\t0.474\t1.055\t-1.657\t0.000\t0.415\t1.758\t0.841\t0.000\t0.451\t0.578\t0.984\t0.757\t0.922\t0.860\t0.696\n0\t0.935\t-1.614\t-0.597\t0.299\t1.223\t0.707\t-0.853\t-1.026\t0.000\t0.751\t0.007\t-1.691\t0.000\t1.062\t-0.125\t0.976\t2.548\t0.877\t1.275\t0.646\t0.000\t0.962\t1.074\t0.980\t0.608\t0.726\t0.741\t0.662\n1\t0.643\t0.542\t-1.285\t0.474\t-0.366\t0.667\t-0.446\t1.195\t2.173\t1.076\t0.145\t-0.126\t0.000\t0.970\t-0.661\t0.394\t1.274\t1.218\t-0.184\t-1.722\t0.000\t1.331\t1.019\t0.985\t1.192\t0.677\t0.973\t0.910\n0\t0.713\t0.164\t1.080\t1.427\t-0.460\t0.960\t-0.152\t-0.940\t2.173\t1.427\t-0.901\t1.036\t1.107\t0.440\t-1.269\t-0.194\t0.000\t0.452\t1.932\t-0.532\t0.000\t1.542\t1.210\t1.374\t1.319\t1.818\t1.220\t1.050\n0\t0.876\t-0.463\t-1.224\t2.458\t-1.689\t1.007\t-0.752\t0.398\t0.000\t2.456\t-1.285\t-0.152\t1.107\t1.641\t1.838\t1.717\t0.000\t0.458\t0.194\t0.488\t3.102\t4.848\t2.463\t0.986\t1.981\t0.974\t2.642\t2.258\n1\t0.384\t-0.275\t0.387\t1.403\t-0.994\t0.620\t-1.529\t1.685\t0.000\t1.091\t-1.644\t1.078\t0.000\t0.781\t-1.311\t0.326\t2.548\t1.228\t-0.728\t-0.633\t1.551\t0.920\t0.854\t0.987\t0.646\t0.609\t0.740\t0.884\n0\t0.318\t-1.818\t-1.008\t0.977\t1.268\t0.457\t2.451\t-1.522\t0.000\t0.881\t1.351\t0.461\t2.215\t0.929\t0.239\t-0.380\t2.548\t0.382\t-0.613\t1.330\t0.000\t1.563\t1.193\t0.994\t0.829\t0.874\t0.901\t1.026\n1\t0.612\t-1.120\t1.098\t0.402\t-0.480\t0.818\t0.188\t1.511\t0.000\t0.800\t-0.253\t0.977\t0.000\t1.175\t0.271\t-1.289\t1.274\t2.531\t0.226\t-0.409\t3.102\t0.889\t0.947\t0.979\t1.486\t0.940\t1.152\t1.119\n1\t0.587\t-0.737\t-0.228\t0.970\t1.119\t0.823\t0.184\t1.594\t0.000\t1.104\t0.301\t-0.818\t2.215\t0.819\t0.712\t-0.560\t0.000\t2.240\t-0.419\t0.340\t3.102\t1.445\t1.103\t0.988\t0.715\t1.363\t1.019\t0.926\n0\t1.030\t-0.694\t-1.638\t0.893\t-1.074\t1.160\t-0.766\t0.485\t0.000\t1.632\t-0.698\t-1.142\t2.215\t1.050\t-1.092\t0.952\t0.000\t1.475\t0.286\t0.125\t3.102\t0.914\t1.075\t0.982\t0.732\t1.493\t1.219\t1.079\n1\t2.142\t0.617\t1.517\t0.387\t-0.862\t0.345\t1.203\t-1.014\t2.173\t0.609\t1.092\t0.275\t0.000\t1.331\t0.582\t-0.183\t2.548\t0.557\t1.540\t-1.642\t0.000\t0.801\t0.737\t1.060\t0.715\t0.626\t0.749\t0.674\n0\t1.076\t0.240\t-0.246\t0.871\t-1.241\t0.496\t0.282\t0.746\t2.173\t1.095\t-0.648\t1.100\t2.215\t0.446\t-1.756\t0.764\t0.000\t0.434\t0.788\t-0.991\t0.000\t1.079\t0.868\t1.047\t0.818\t0.634\t0.795\t0.733\n0\t1.400\t0.901\t-1.617\t0.625\t-0.163\t0.661\t-0.411\t-1.616\t2.173\t0.685\t0.524\t0.425\t0.000\t0.881\t-0.766\t0.312\t0.000\t0.979\t0.255\t-0.667\t3.102\t0.898\t1.105\t1.253\t0.730\t0.716\t0.738\t0.795\n0\t3.302\t1.132\t1.051\t0.658\t0.768\t1.308\t0.251\t-0.374\t1.087\t1.673\t0.015\t-0.898\t0.000\t0.688\t-0.535\t1.363\t1.274\t0.871\t1.325\t-1.583\t0.000\t1.646\t1.249\t0.995\t1.919\t1.288\t1.330\t1.329\n0\t1.757\t0.202\t0.750\t0.767\t-0.362\t0.932\t-1.033\t-1.366\t0.000\t1.529\t-1.012\t-0.771\t0.000\t1.161\t-0.287\t0.059\t0.000\t2.185\t1.147\t1.099\t3.102\t0.795\t0.529\t1.354\t1.144\t1.491\t1.319\t1.161\n0\t1.290\t0.905\t-1.711\t1.017\t-0.695\t1.008\t-1.038\t0.693\t2.173\t1.202\t-0.595\t0.187\t0.000\t1.011\t0.139\t-1.607\t0.000\t0.789\t-0.613\t-1.041\t3.102\t1.304\t0.895\t1.259\t1.866\t0.955\t1.211\t1.200\n1\t1.125\t-0.004\t1.694\t0.373\t0.329\t0.978\t0.640\t-0.391\t0.000\t1.122\t-0.376\t1.521\t2.215\t0.432\t2.413\t-1.259\t0.000\t0.969\t0.730\t0.512\t3.102\t0.716\t0.773\t0.991\t0.624\t0.977\t0.981\t0.875\n0\t1.081\t0.861\t1.252\t1.621\t1.474\t1.293\t0.600\t0.630\t0.000\t1.991\t-0.090\t-0.675\t2.215\t0.861\t1.105\t-0.201\t0.000\t1.135\t2.489\t-1.659\t0.000\t1.089\t0.657\t0.991\t2.179\t0.412\t1.334\t1.071\n1\t0.652\t-0.294\t1.241\t1.034\t0.490\t1.033\t0.551\t-0.963\t2.173\t0.661\t1.031\t-1.654\t2.215\t1.376\t-0.018\t0.843\t0.000\t0.943\t-0.329\t-0.269\t0.000\t1.085\t1.067\t0.991\t1.504\t0.773\t1.135\t0.993\n1\t1.408\t-1.028\t-1.018\t0.252\t-0.242\t0.465\t-0.364\t-0.200\t0.000\t1.466\t0.669\t0.739\t1.107\t1.031\t0.415\t-1.468\t2.548\t0.457\t-1.091\t-1.722\t0.000\t0.771\t0.811\t0.979\t1.459\t1.204\t1.041\t0.866\n1\t0.781\t-1.143\t-0.659\t0.961\t1.266\t1.183\t-0.686\t0.119\t2.173\t1.126\t-0.064\t1.447\t0.000\t0.730\t1.430\t-1.535\t0.000\t1.601\t0.513\t1.658\t0.000\t0.871\t1.345\t1.184\t1.058\t0.620\t1.107\t0.978\n1\t1.300\t-0.616\t1.032\t0.751\t-0.731\t0.961\t-0.716\t1.592\t0.000\t2.079\t-1.063\t-0.271\t2.215\t0.475\t0.518\t1.695\t1.274\t0.395\t-2.204\t0.349\t0.000\t1.350\t0.983\t1.369\t1.265\t1.428\t1.135\t0.982\n1\t0.833\t0.809\t1.657\t1.637\t1.019\t0.705\t1.077\t-0.968\t2.173\t1.261\t0.114\t-0.298\t1.107\t1.032\t0.017\t0.236\t0.000\t0.640\t-0.026\t-1.598\t0.000\t0.894\t0.982\t0.981\t1.250\t1.054\t1.018\t0.853\n1\t1.686\t-1.090\t-0.301\t0.890\t0.557\t1.304\t-0.284\t-1.393\t2.173\t0.388\t2.118\t0.513\t0.000\t0.514\t-0.015\t0.891\t0.000\t0.460\t0.547\t0.627\t3.102\t0.942\t0.524\t1.186\t1.528\t0.889\t1.015\t1.122\n1\t0.551\t0.911\t0.879\t0.379\t-0.796\t1.154\t-0.808\t-0.966\t0.000\t1.168\t-0.513\t0.355\t2.215\t0.646\t-1.309\t0.773\t0.000\t0.544\t-0.283\t1.301\t3.102\t0.847\t0.705\t0.990\t0.772\t0.546\t0.790\t0.719\n1\t1.597\t0.793\t-1.119\t0.691\t-1.455\t0.370\t0.337\t1.354\t0.000\t0.646\t-1.005\t0.732\t2.215\t1.019\t0.040\t0.209\t0.000\t0.545\t0.958\t0.239\t3.102\t0.962\t0.793\t0.994\t0.719\t0.745\t0.812\t0.739\n0\t1.033\t-1.193\t-0.452\t0.247\t0.970\t0.503\t-1.424\t1.362\t0.000\t1.062\t-0.416\t-1.156\t2.215\t0.935\t-0.023\t0.555\t2.548\t0.410\t-1.766\t0.379\t0.000\t0.590\t0.953\t0.991\t0.717\t1.081\t0.763\t0.690\n1\t0.859\t-1.004\t1.521\t0.781\t-0.993\t0.677\t0.643\t-0.338\t2.173\t0.486\t0.409\t1.283\t0.000\t0.679\t0.110\t0.285\t0.000\t0.715\t-0.735\t-0.157\t1.551\t0.702\t0.773\t0.984\t0.627\t0.633\t0.694\t0.643\n0\t0.612\t-1.127\t1.074\t1.225\t-0.426\t0.927\t-2.141\t-0.473\t0.000\t1.290\t-0.927\t-1.085\t2.215\t1.183\t1.981\t-1.687\t0.000\t2.176\t0.406\t-1.581\t0.000\t0.945\t0.651\t1.170\t0.895\t1.604\t1.179\t1.142\n1\t0.535\t0.321\t-1.095\t0.281\t-0.960\t0.876\t-0.709\t-0.076\t0.000\t1.563\t-0.666\t1.536\t2.215\t0.773\t-0.321\t0.435\t0.000\t0.682\t-0.801\t-0.952\t3.102\t0.711\t0.667\t0.985\t0.888\t0.741\t0.872\t0.758\n1\t0.745\t1.586\t1.578\t0.863\t-1.423\t0.530\t1.714\t1.085\t0.000\t1.174\t0.679\t1.015\t0.000\t1.158\t0.609\t-1.186\t2.548\t1.851\t0.832\t-0.248\t3.102\t0.910\t1.164\t0.983\t0.947\t0.858\t0.928\t0.823\n0\t0.677\t-1.014\t-1.648\t1.455\t1.461\t0.596\t-2.358\t0.517\t0.000\t0.800\t0.849\t-0.743\t2.215\t1.024\t-0.282\t-1.004\t0.000\t1.846\t-0.977\t0.378\t3.102\t2.210\t1.423\t0.982\t1.074\t1.623\t1.417\t1.258\n1\t0.815\t-1.263\t0.057\t1.018\t-0.208\t0.339\t-0.347\t-1.646\t2.173\t1.223\t0.600\t-1.658\t2.215\t1.435\t0.042\t0.926\t0.000\t0.777\t1.698\t-0.698\t0.000\t1.022\t1.058\t1.000\t0.784\t0.477\t0.886\t0.836\n0\t3.512\t-1.094\t-0.220\t0.338\t-0.328\t1.962\t-1.099\t1.544\t1.087\t1.461\t-1.305\t-0.922\t2.215\t1.219\t-1.289\t0.400\t0.000\t0.731\t0.155\t1.249\t0.000\t1.173\t1.366\t0.993\t2.259\t2.000\t1.626\t1.349\n0\t0.904\t1.248\t0.325\t0.317\t-1.624\t0.685\t-0.538\t1.665\t2.173\t0.685\t-2.145\t-1.106\t0.000\t0.632\t-1.460\t1.017\t0.000\t1.085\t-0.182\t0.162\t3.102\t0.885\t0.801\t0.989\t0.930\t0.904\t1.012\t0.961\n"
  },
  {
    "path": "examples/regression/regression.test.init",
    "content": "0.039\n0.187\n0.831\n0.767\n0.351\n0.377\n0.534\n0.000\n0.241\n0.208\n0.250\n0.806\n0.280\n0.192\n0.504\n0.866\n0.241\n0.079\n0.356\n0.748\n0.551\n0.817\n0.960\n0.793\n0.604\n0.493\n0.040\n0.984\n0.383\n0.152\n0.667\n0.284\n0.586\n0.587\n0.446\n0.836\n0.265\n0.449\n0.538\n0.664\n0.784\n0.395\n0.646\n0.151\n0.933\n0.383\n0.730\n0.020\n0.205\n0.487\n0.878\n0.527\n0.930\n0.484\n0.490\n0.120\n0.803\n0.247\n0.900\n0.911\n0.943\n0.520\n0.677\n0.779\n0.131\n0.601\n0.034\n0.498\n0.155\n0.183\n0.365\n0.432\n0.623\n0.074\n0.504\n0.183\n0.574\n0.637\n0.557\n0.738\n0.336\n0.765\n0.433\n0.484\n0.648\n0.018\n0.654\n0.619\n0.310\n0.086\n0.091\n0.923\n0.689\n0.127\n0.357\n0.592\n0.836\n0.044\n0.237\n0.890\n0.009\n0.201\n0.959\n0.613\n0.262\n0.067\n0.028\n0.245\n0.881\n0.416\n0.720\n0.918\n0.408\n0.191\n0.517\n0.908\n0.804\n0.066\n0.693\n0.572\n0.907\n0.122\n0.534\n0.879\n0.410\n0.482\n0.070\n0.278\n0.325\n0.945\n0.283\n0.461\n0.671\n0.162\n0.486\n0.739\n0.867\n0.626\n0.669\n0.126\n0.946\n0.133\n0.775\n0.265\n0.934\n0.720\n0.754\n0.219\n0.443\n0.618\n0.770\n0.104\n0.962\n0.890\n0.270\n0.823\n0.518\n0.462\n0.314\n0.581\n0.730\n0.411\n0.629\n0.699\n0.711\n0.052\n0.860\n0.458\n0.262\n0.242\n0.483\n0.887\n0.378\n0.750\n0.097\n0.476\n0.992\n0.770\n0.211\n0.501\n0.234\n0.410\n0.780\n0.771\n0.228\n0.922\n0.593\n0.380\n0.502\n0.605\n0.560\n0.486\n0.505\n0.176\n0.813\n0.542\n0.131\n0.766\n0.932\n0.947\n0.369\n0.136\n0.518\n0.113\n0.934\n0.184\n0.253\n0.407\n0.383\n0.795\n0.456\n0.171\n0.267\n0.509\n0.147\n0.612\n0.566\n0.715\n0.938\n0.912\n0.946\n0.245\n0.132\n0.302\n0.895\n0.972\n0.859\n0.110\n0.947\n0.423\n0.009\n0.442\n0.046\n0.544\n0.339\n0.473\n0.613\n0.869\n0.662\n0.434\n0.819\n0.906\n0.120\n0.532\n0.285\n0.047\n0.669\n0.863\n0.163\n0.812\n0.853\n0.914\n0.265\n0.904\n0.321\n0.552\n0.051\n0.044\n0.720\n0.444\n0.256\n0.190\n0.670\n0.000\n0.806\n0.079\n0.191\n0.386\n0.485\n0.355\n0.321\n0.964\n0.642\n0.023\n0.430\n0.875\n0.301\n0.095\n0.758\n0.606\n0.570\n0.054\n0.140\n0.623\n0.208\n0.504\n0.545\n0.284\n0.948\n0.842\n0.722\n0.078\n0.106\n0.493\n0.161\n0.978\n0.159\n0.487\n0.364\n0.639\n0.129\n0.430\n0.275\n0.888\n0.041\n0.914\n0.833\n0.298\n0.789\n0.031\n0.967\n0.527\n0.303\n0.363\n0.066\n0.989\n0.039\n0.655\n0.443\n0.949\n0.246\n0.532\n0.482\n0.703\n0.068\n0.194\n0.215\n0.738\n0.189\n0.573\n0.215\n0.862\n0.942\n0.518\n0.352\n0.234\n0.050\n0.269\n0.654\n0.534\n0.944\n0.396\n0.694\n0.489\n0.513\n0.268\n0.455\n0.471\n0.707\n0.941\n0.329\n0.042\n0.496\n0.544\n0.168\n0.760\n0.985\n0.946\n0.197\n0.875\n0.704\n0.454\n0.541\n0.850\n0.480\n0.373\n0.493\n0.579\n0.189\n0.901\n0.674\n0.633\n0.099\n0.604\n0.121\n0.079\n0.527\n0.403\n0.589\n0.089\n0.431\n0.175\n0.987\n0.561\n0.687\n0.325\n0.095\n0.976\n0.286\n0.424\n0.650\n0.025\n0.810\n0.537\n0.278\n0.062\n0.162\n0.895\n0.686\n0.250\n0.066\n0.691\n0.572\n0.405\n0.364\n0.217\n0.670\n0.971\n0.176\n0.597\n0.424\n0.447\n0.254\n0.825\n0.485\n0.543\n0.305\n0.182\n0.086\n0.714\n0.196\n0.690\n0.390\n0.416\n0.469\n0.368\n0.101\n0.310\n0.664\n0.666\n0.286\n0.460\n0.193\n0.210\n0.023\n0.897\n0.211\n0.228\n0.280\n0.127\n0.639\n0.075\n0.134\n0.645\n0.340\n0.708\n0.557\n0.256\n0.651\n0.116\n0.536\n0.437\n0.268\n0.604\n0.871\n0.999\n0.608\n0.405\n0.225\n0.257\n0.479\n0.367\n0.914\n0.368\n0.373\n0.384\n0.837\n0.651\n0.614\n0.334\n0.818\n0.038\n0.871\n0.513\n0.398\n0.497\n0.667\n0.013\n0.872\n0.447\n0.343\n0.138\n0.439\n0.496\n0.404\n0.679\n0.421\n0.961\n0.599\n0.807\n0.109\n0.397\n0.337\n0.569\n0.861\n0.078\n0.073\n0.850\n0.213\n0.669\n"
  },
  {
    "path": "examples/regression/regression.train",
    "content": "1\t0.869\t-0.635\t0.226\t0.327\t-0.690\t0.754\t-0.249\t-1.092\t0.000\t1.375\t-0.654\t0.930\t1.107\t1.139\t-1.578\t-1.047\t0.000\t0.658\t-0.010\t-0.046\t3.102\t1.354\t0.980\t0.978\t0.920\t0.722\t0.989\t0.877\n1\t0.908\t0.329\t0.359\t1.498\t-0.313\t1.096\t-0.558\t-1.588\t2.173\t0.813\t-0.214\t1.271\t2.215\t0.500\t-1.261\t0.732\t0.000\t0.399\t-1.139\t-0.001\t0.000\t0.302\t0.833\t0.986\t0.978\t0.780\t0.992\t0.798\n1\t0.799\t1.471\t-1.636\t0.454\t0.426\t1.105\t1.282\t1.382\t0.000\t0.852\t1.541\t-0.820\t2.215\t0.993\t0.356\t-0.209\t2.548\t1.257\t1.129\t0.900\t0.000\t0.910\t1.108\t0.986\t0.951\t0.803\t0.866\t0.780\n0\t1.344\t-0.877\t0.936\t1.992\t0.882\t1.786\t-1.647\t-0.942\t0.000\t2.423\t-0.676\t0.736\t2.215\t1.299\t-1.431\t-0.365\t0.000\t0.745\t-0.678\t-1.360\t0.000\t0.947\t1.029\t0.999\t0.728\t0.869\t1.027\t0.958\n1\t1.105\t0.321\t1.522\t0.883\t-1.205\t0.681\t-1.070\t-0.922\t0.000\t0.801\t1.021\t0.971\t2.215\t0.597\t-0.350\t0.631\t0.000\t0.480\t-0.374\t0.113\t0.000\t0.756\t1.361\t0.987\t0.838\t1.133\t0.872\t0.808\n0\t1.596\t-0.608\t0.007\t1.818\t-0.112\t0.848\t-0.566\t1.581\t2.173\t0.755\t0.643\t1.426\t0.000\t0.922\t-1.190\t-1.616\t0.000\t0.651\t-0.654\t-1.274\t3.102\t0.824\t0.938\t0.972\t0.789\t0.431\t0.961\t0.958\n1\t0.409\t-1.885\t-1.027\t1.672\t-1.605\t1.338\t0.055\t0.013\t2.173\t0.510\t-1.038\t0.708\t0.000\t0.747\t-0.358\t-1.647\t0.000\t0.367\t0.069\t1.377\t3.102\t0.869\t1.222\t1.001\t0.545\t0.699\t0.977\t0.829\n1\t0.934\t0.629\t0.528\t0.238\t-0.967\t0.548\t-0.059\t-1.707\t2.173\t0.941\t-2.654\t-0.157\t0.000\t1.030\t-0.176\t0.523\t2.548\t1.374\t1.291\t-1.467\t0.000\t0.902\t1.084\t0.980\t0.783\t0.849\t0.894\t0.775\n1\t1.405\t0.537\t0.690\t1.180\t-0.110\t3.202\t-1.527\t-1.576\t0.000\t2.932\t0.567\t-0.130\t2.215\t1.787\t0.899\t0.585\t2.548\t0.402\t-0.151\t1.163\t0.000\t1.667\t4.039\t1.176\t1.045\t1.543\t3.535\t2.741\n1\t1.177\t0.104\t1.397\t0.480\t0.266\t1.136\t1.535\t-0.253\t0.000\t1.027\t0.534\t1.180\t0.000\t2.406\t0.088\t-0.977\t2.548\t1.250\t0.269\t0.530\t0.000\t0.833\t0.774\t0.986\t1.104\t0.849\t0.937\t0.812\n1\t0.946\t1.111\t1.218\t0.908\t0.822\t1.153\t-0.365\t-1.566\t0.000\t0.745\t0.721\t-0.376\t2.215\t0.609\t0.308\t-1.282\t0.000\t1.598\t-0.451\t0.064\t3.102\t0.829\t0.981\t0.994\t0.908\t0.776\t0.783\t0.725\n0\t0.739\t-0.178\t0.830\t0.505\t-0.130\t0.961\t-0.356\t-1.717\t2.173\t0.621\t-0.482\t-1.199\t0.000\t0.983\t0.081\t-0.290\t0.000\t1.065\t0.774\t0.399\t3.102\t0.945\t1.026\t0.982\t0.542\t1.251\t0.830\t0.761\n1\t1.384\t0.117\t-1.180\t0.763\t-0.080\t1.020\t0.877\t1.277\t2.173\t0.331\t1.410\t-1.474\t0.000\t1.283\t0.737\t-0.225\t0.000\t1.560\t0.847\t0.505\t3.102\t0.959\t0.807\t1.192\t1.221\t0.861\t0.929\t0.838\n1\t1.384\t0.889\t0.619\t1.082\t0.345\t0.956\t0.855\t-1.129\t2.173\t0.546\t-0.308\t-0.623\t2.215\t0.348\t1.024\t0.184\t0.000\t0.781\t-1.636\t1.144\t0.000\t0.522\t0.738\t0.986\t1.350\t0.813\t0.953\t0.780\n1\t1.344\t0.839\t-1.061\t2.472\t-0.573\t1.513\t1.144\t0.856\t0.000\t0.884\t1.475\t-1.361\t1.107\t1.587\t2.235\t0.078\t0.000\t1.609\t2.396\t0.757\t0.000\t0.934\t0.845\t1.078\t1.400\t0.948\t1.008\t0.901\n0\t0.547\t-0.350\t-0.647\t2.040\t0.276\t0.545\t0.839\t1.729\t0.000\t0.653\t1.472\t1.243\t0.000\t0.786\t-0.044\t-1.020\t2.548\t0.419\t-0.629\t1.571\t3.102\t0.689\t0.867\t1.082\t0.664\t0.354\t0.580\t0.817\n1\t1.484\t1.700\t-1.059\t2.700\t-1.056\t2.409\t0.457\t0.345\t0.000\t1.415\t1.114\t-1.449\t0.000\t1.013\t-2.057\t1.131\t0.000\t0.905\t2.182\t1.043\t0.000\t1.654\t0.994\t0.983\t0.741\t0.163\t0.592\t0.745\n0\t1.058\t-0.161\t-0.195\t2.705\t-0.751\t1.910\t-1.032\t0.865\t0.000\t1.301\t0.147\t-1.119\t1.107\t0.967\t-0.367\t1.108\t0.000\t0.555\t-0.714\t1.505\t3.102\t0.954\t0.651\t1.125\t0.894\t0.672\t1.182\t1.316\n0\t0.675\t1.121\t-0.280\t1.540\t0.735\t0.615\t-0.507\t0.795\t2.173\t0.219\t-1.894\t-0.581\t0.000\t1.246\t-0.348\t-0.856\t2.548\t0.753\t-1.146\t-1.375\t0.000\t0.907\t0.898\t1.120\t1.269\t1.089\t1.015\t0.915\n1\t0.643\t-1.430\t1.519\t0.941\t0.887\t1.615\t-1.337\t-0.267\t1.087\t1.667\t0.656\t-1.588\t0.000\t0.828\t1.836\t0.408\t0.000\t1.709\t-0.347\t-1.183\t3.102\t0.921\t1.373\t0.985\t1.423\t1.547\t1.783\t1.438\n1\t1.102\t0.427\t1.717\t0.934\t0.776\t1.279\t-0.250\t-0.926\t2.173\t1.067\t0.434\t0.681\t0.000\t1.054\t0.004\t0.255\t0.000\t0.743\t1.208\t-1.151\t0.000\t0.709\t0.522\t1.054\t1.273\t0.835\t0.935\t0.865\n1\t1.330\t0.202\t1.173\t0.135\t-1.083\t0.728\t1.109\t-0.540\t1.087\t0.462\t0.133\t-0.561\t0.000\t0.479\t1.187\t0.658\t0.000\t0.670\t1.007\t0.055\t3.102\t0.782\t0.672\t0.990\t0.734\t0.379\t0.765\t0.643\n0\t1.290\t-1.423\t-0.687\t0.131\t-1.136\t0.821\t0.296\t0.168\t2.173\t0.696\t-0.469\t-1.151\t1.107\t0.940\t0.273\t1.641\t0.000\t0.720\t1.106\t0.727\t0.000\t1.007\t0.868\t0.999\t1.110\t1.125\t0.883\t0.859\n1\t1.048\t-1.119\t-0.957\t0.996\t-1.550\t0.733\t0.283\t0.919\t2.173\t1.050\t-0.041\t0.109\t2.215\t0.943\t0.320\t-0.858\t0.000\t0.628\t-0.325\t1.217\t0.000\t0.873\t0.873\t0.976\t1.373\t0.888\t1.207\t0.999\n0\t0.488\t1.698\t0.791\t0.894\t-0.709\t1.563\t-0.076\t1.739\t2.173\t0.624\t2.395\t0.523\t0.000\t1.661\t0.266\t-0.218\t2.548\t0.947\t-0.077\t0.285\t0.000\t1.675\t1.414\t0.988\t1.333\t2.004\t1.551\t1.217\n0\t1.413\t-0.852\t0.310\t1.128\t-1.510\t0.820\t1.153\t-1.670\t2.173\t1.170\t0.100\t0.266\t0.000\t0.852\t0.401\t-1.334\t0.000\t1.370\t0.960\t-0.632\t0.000\t0.890\t0.938\t1.745\t0.974\t0.677\t1.136\t0.973\n1\t0.770\t-0.449\t-0.986\t0.966\t-1.301\t0.739\t-1.033\t0.875\t1.087\t1.369\t-1.181\t0.167\t1.107\t1.257\t-0.122\t-1.588\t0.000\t0.600\t0.611\t0.116\t0.000\t1.048\t1.106\t0.993\t1.132\t0.892\t0.974\t0.951\n0\t2.468\t0.664\t1.024\t0.317\t1.407\t0.996\t-0.453\t-0.500\t0.000\t0.348\t1.016\t-0.161\t0.000\t0.978\t-2.634\t-0.285\t0.000\t1.245\t-0.472\t1.464\t3.102\t1.006\t0.795\t0.996\t0.945\t0.322\t0.735\t1.470\n1\t1.014\t0.013\t-0.485\t0.695\t1.701\t0.597\t0.076\t0.143\t2.173\t0.917\t0.685\t1.713\t2.215\t0.531\t-0.987\t-1.654\t0.000\t0.963\t1.295\t0.264\t0.000\t1.576\t1.067\t1.072\t0.806\t1.130\t0.838\t0.752\n0\t1.251\t-0.750\t1.090\t0.462\t-0.381\t0.677\t0.340\t-0.711\t0.000\t0.601\t-0.461\t-1.247\t0.000\t0.822\t0.985\t-1.653\t0.000\t0.754\t-0.907\t0.279\t3.102\t0.848\t0.842\t1.021\t0.666\t0.411\t0.607\t0.638\n1\t1.114\t1.782\t1.450\t0.653\t1.513\t0.825\t1.851\t-0.480\t0.000\t0.846\t1.158\t0.514\t2.215\t0.520\t2.685\t1.542\t0.000\t1.042\t0.549\t-0.463\t1.551\t1.321\t1.037\t0.997\t0.824\t0.692\t0.804\t0.831\n1\t0.657\t-0.901\t-0.855\t1.176\t1.487\t0.745\t-1.236\t1.649\t2.173\t0.661\t-2.099\t0.137\t0.000\t1.780\t-1.036\t-0.213\t0.000\t1.236\t-0.185\t0.784\t3.102\t0.861\t1.016\t1.045\t0.759\t0.898\t0.849\t0.765\n0\t1.009\t-0.660\t-1.539\t1.316\t-1.693\t1.146\t2.025\t0.137\t0.000\t1.063\t-0.539\t1.052\t2.215\t1.124\t0.548\t-0.887\t2.548\t1.017\t-0.057\t0.172\t0.000\t1.076\t0.939\t0.974\t0.932\t1.346\t0.854\t0.822\n0\t2.122\t0.792\t0.723\t2.438\t1.064\t2.692\t0.361\t-0.993\t2.173\t1.725\t1.204\t0.488\t2.215\t0.267\t-0.767\t-1.134\t0.000\t1.372\t0.601\t-0.568\t0.000\t0.727\t0.981\t0.989\t2.837\t3.398\t2.152\t1.568\n1\t0.304\t-1.425\t-1.646\t1.166\t-1.469\t1.458\t-0.472\t0.510\t2.173\t0.867\t-0.309\t-1.605\t0.000\t1.317\t0.136\t-0.332\t2.548\t0.853\t0.744\t-1.365\t0.000\t0.760\t0.980\t0.986\t1.376\t1.309\t1.081\t0.957\n1\t1.167\t0.556\t-0.911\t0.908\t0.051\t1.078\t0.387\t1.253\t0.000\t1.213\t0.155\t-0.673\t2.215\t0.489\t-1.384\t0.704\t0.000\t1.348\t0.692\t-1.502\t3.102\t0.868\t0.829\t1.087\t0.782\t0.878\t0.642\t0.621\n1\t0.880\t0.617\t-0.649\t1.724\t1.104\t1.213\t-0.576\t1.216\t2.173\t0.782\t-0.913\t-0.102\t0.000\t1.183\t-0.576\t-0.783\t0.000\t0.432\t1.286\t-0.204\t0.000\t0.879\t0.616\t1.706\t1.435\t0.598\t0.911\t1.007\n0\t0.313\t1.256\t-0.904\t1.002\t1.290\t1.383\t1.295\t-1.528\t2.173\t1.160\t-0.765\t0.080\t1.107\t1.060\t2.309\t-0.340\t0.000\t0.852\t1.129\t0.378\t0.000\t0.911\t1.480\t0.988\t1.000\t2.976\t1.837\t1.444\n0\t1.263\t0.596\t0.460\t1.063\t1.060\t0.709\t-0.613\t-0.688\t0.000\t1.464\t1.079\t1.174\t2.215\t1.411\t0.369\t-0.596\t1.274\t0.611\t0.293\t-0.894\t0.000\t1.175\t1.244\t0.988\t0.905\t1.623\t1.442\t1.222\n1\t1.121\t-0.379\t1.363\t1.451\t0.782\t1.088\t-0.803\t-0.793\t1.087\t0.515\t0.368\t-0.665\t0.000\t0.708\t-1.372\t1.449\t0.000\t0.579\t0.441\t0.238\t3.102\t1.336\t0.869\t0.984\t1.459\t0.905\t0.950\t0.863\n0\t1.205\t0.916\t-1.209\t0.354\t-0.706\t1.124\t1.045\t0.787\t0.000\t0.489\t-0.457\t-1.033\t2.215\t0.388\t1.276\t0.000\t0.000\t0.443\t-0.889\t1.403\t0.000\t0.842\t0.653\t0.986\t0.500\t0.532\t0.580\t0.589\n1\t0.420\t-0.722\t0.732\t0.885\t-0.724\t0.741\t1.244\t1.619\t0.000\t1.248\t0.281\t0.076\t2.215\t1.085\t0.331\t1.242\t0.000\t1.025\t0.086\t-0.955\t1.551\t0.919\t0.927\t0.989\t0.744\t0.824\t0.923\t0.798\n0\t1.380\t1.427\t1.105\t1.788\t0.982\t1.955\t-0.205\t-0.852\t1.087\t0.901\t-0.193\t0.854\t0.000\t1.172\t0.352\t-0.512\t1.274\t0.445\t-0.158\t1.421\t0.000\t0.403\t0.882\t1.000\t2.450\t0.804\t1.608\t1.272\n1\t0.704\t0.369\t-0.230\t1.167\t-1.430\t0.721\t0.012\t1.508\t2.173\t0.683\t0.028\t0.688\t2.215\t1.013\t-0.764\t-0.222\t0.000\t0.930\t0.082\t-0.753\t0.000\t0.865\t0.748\t1.107\t0.835\t0.696\t0.681\t0.604\n1\t0.695\t0.420\t1.203\t0.769\t-0.911\t0.830\t1.168\t0.076\t0.000\t0.394\t0.392\t0.510\t2.215\t0.747\t1.559\t0.835\t0.000\t1.090\t-0.422\t-1.161\t3.102\t0.973\t0.654\t0.987\t0.688\t0.652\t0.784\t0.703\n1\t0.312\t1.722\t1.411\t1.133\t1.163\t0.756\t1.210\t-0.700\t2.173\t0.755\t-0.053\t-0.139\t2.215\t0.812\t-0.193\t1.153\t0.000\t0.847\t1.298\t1.682\t0.000\t1.010\t1.000\t0.996\t1.118\t0.931\t0.860\t0.794\n0\t0.431\t0.572\t-0.684\t2.262\t0.155\t1.178\t0.178\t-1.429\t2.173\t0.463\t0.649\t0.544\t2.215\t0.757\t0.955\t1.552\t0.000\t0.658\t1.073\t1.064\t0.000\t0.344\t0.840\t0.986\t0.580\t1.096\t0.957\t0.821\n0\t0.309\t-1.951\t-1.229\t1.592\t0.770\t0.633\t-0.197\t-1.568\t1.087\t0.898\t-1.885\t-0.257\t0.000\t0.897\t-0.933\t0.931\t2.548\t1.280\t-0.431\t-0.799\t0.000\t0.921\t0.862\t0.990\t0.812\t0.831\t1.026\t0.895\n1\t0.458\t0.129\t-0.519\t1.195\t0.737\t0.534\t-1.316\t-1.729\t0.000\t0.687\t0.351\t1.103\t2.215\t0.911\t1.049\t-0.219\t2.548\t0.808\t-1.014\t-0.367\t0.000\t0.888\t1.371\t0.984\t0.871\t0.852\t1.238\t1.006\n0\t0.637\t-0.037\t-1.732\t1.254\t-0.425\t0.486\t0.090\t0.024\t2.173\t0.675\t-1.119\t1.644\t0.000\t0.494\t-2.085\t0.544\t0.000\t0.386\t-0.239\t1.092\t0.000\t0.913\t0.912\t1.144\t0.698\t0.525\t0.741\t0.726\n1\t0.976\t0.291\t-1.128\t0.668\t-0.540\t0.950\t2.026\t1.060\t0.000\t0.678\t-0.571\t1.307\t2.215\t1.199\t1.293\t-0.273\t0.000\t0.602\t1.124\t0.825\t3.102\t1.891\t1.026\t0.990\t0.814\t0.693\t1.131\t1.181\n1\t0.535\t-1.391\t-0.825\t1.343\t-1.449\t1.111\t-0.852\t-0.484\t0.000\t1.677\t-0.700\t1.069\t2.215\t0.623\t0.018\t-1.653\t0.000\t0.925\t0.350\t0.169\t0.000\t0.852\t1.025\t0.986\t1.447\t0.755\t1.273\t1.138\n0\t2.638\t1.289\t-0.280\t0.991\t0.872\t1.152\t-0.702\t1.551\t2.173\t0.643\t-0.767\t-1.689\t0.000\t0.747\t-2.603\t0.907\t0.000\t1.259\t0.986\t-0.759\t0.000\t0.889\t0.937\t1.931\t2.569\t0.709\t1.666\t1.322\n0\t1.541\t0.058\t1.227\t1.217\t0.660\t0.524\t1.040\t-0.640\t0.000\t0.709\t-0.226\t-0.727\t2.215\t0.543\t1.360\t1.720\t0.000\t0.981\t0.326\t-0.429\t3.102\t0.842\t0.839\t0.988\t0.882\t0.311\t0.754\t0.792\n0\t2.559\t-0.021\t-1.615\t2.095\t-1.335\t1.720\t-0.641\t0.033\t2.173\t0.737\t-0.414\t-0.379\t0.000\t1.158\t-0.598\t-1.608\t2.548\t0.847\t1.549\t0.847\t0.000\t0.980\t0.951\t1.004\t0.748\t1.751\t1.606\t1.295\n1\t1.925\t-0.859\t1.353\t1.769\t-1.452\t0.756\t-0.342\t-0.809\t2.173\t1.734\t-0.850\t0.151\t0.000\t0.944\t-0.376\t0.932\t0.000\t0.606\t0.624\t-1.039\t0.000\t0.964\t0.931\t1.474\t1.062\t0.530\t0.907\t0.819\n1\t1.545\t0.059\t-1.732\t1.034\t0.807\t2.467\t-1.237\t-0.565\t0.000\t1.933\t2.370\t-1.639\t0.000\t3.921\t-0.645\t0.727\t2.548\t1.843\t-0.219\t-0.527\t3.102\t2.292\t2.692\t1.319\t1.447\t1.914\t3.176\t2.387\n0\t1.200\t-1.018\t-1.173\t0.845\t-0.439\t0.601\t-0.814\t1.627\t0.000\t0.706\t-1.103\t0.845\t0.000\t1.111\t-0.536\t0.424\t2.548\t1.038\t-0.456\t-0.630\t3.102\t0.923\t0.890\t0.990\t0.887\t0.667\t0.658\t0.694\n0\t0.609\t-0.521\t0.287\t0.650\t0.198\t0.511\t1.237\t-0.670\t2.173\t0.648\t-1.193\t-1.686\t2.215\t0.364\t1.444\t0.064\t0.000\t0.451\t1.152\t0.677\t0.000\t0.433\t0.925\t0.983\t0.770\t1.497\t0.925\t0.731\n0\t0.318\t-1.381\t-0.250\t2.482\t0.957\t1.383\t0.001\t-0.222\t2.173\t1.045\t-1.565\t1.525\t2.215\t0.904\t2.253\t1.645\t0.000\t1.349\t-0.541\t-1.383\t0.000\t0.992\t2.146\t1.091\t0.821\t2.375\t2.313\t2.267\n1\t0.947\t-0.329\t-0.033\t0.020\t-1.381\t1.245\t0.865\t0.799\t2.173\t1.130\t-0.013\t-1.688\t0.000\t1.371\t0.681\t-0.931\t0.000\t0.982\t0.958\t0.019\t0.000\t1.001\t0.587\t0.525\t0.860\t0.892\t0.820\t0.697\n0\t1.147\t0.502\t-1.131\t1.237\t-1.061\t0.869\t0.812\t0.520\t0.000\t1.011\t0.808\t1.346\t2.215\t0.635\t1.284\t-0.138\t0.000\t0.538\t0.612\t0.124\t3.102\t0.848\t0.987\t0.993\t0.677\t0.595\t0.704\t0.778\n1\t1.028\t-0.732\t1.243\t1.198\t-0.032\t0.756\t-1.491\t1.404\t0.000\t1.343\t-1.475\t-0.263\t2.215\t0.483\t-2.591\t1.686\t0.000\t0.707\t-0.687\t-1.342\t1.551\t0.831\t0.686\t1.402\t1.093\t0.791\t0.829\t0.856\n1\t0.303\t1.225\t0.629\t1.256\t-0.602\t0.897\t0.529\t0.974\t2.173\t0.913\t-0.667\t-0.299\t2.215\t0.991\t0.560\t1.376\t0.000\t0.534\t-1.176\t-0.672\t0.000\t0.771\t1.006\t0.988\t0.700\t1.491\t0.876\t0.757\n0\t0.534\t-0.766\t-0.533\t0.974\t-1.501\t0.797\t-1.574\t0.323\t2.173\t1.137\t0.271\t-0.998\t2.215\t2.434\t2.003\t1.210\t0.000\t1.956\t0.216\t-0.272\t0.000\t3.588\t2.573\t0.989\t1.251\t1.990\t2.742\t2.023\n0\t0.459\t-1.448\t-0.858\t0.262\t-0.304\t0.760\t1.090\t-0.338\t2.173\t1.076\t-1.079\t1.151\t2.215\t0.357\t-0.614\t1.522\t0.000\t0.506\t1.609\t-1.293\t0.000\t0.842\t0.866\t0.988\t0.935\t2.209\t1.120\t0.920\n0\t1.076\t1.912\t-0.667\t0.618\t-0.665\t0.496\t-1.524\t1.127\t0.000\t0.944\t-0.870\t0.103\t2.215\t0.935\t1.243\t1.271\t2.548\t1.235\t-0.512\t-1.578\t0.000\t0.961\t1.036\t0.975\t0.872\t1.634\t1.178\t1.285\n1\t0.442\t1.823\t-1.466\t0.988\t-1.565\t1.444\t-2.428\t0.846\t0.000\t2.252\t0.525\t-0.141\t1.107\t2.366\t0.328\t-1.663\t0.000\t1.064\t-0.091\t-0.788\t0.000\t0.657\t0.900\t0.991\t0.834\t1.460\t1.053\t0.845\n1\t0.575\t-0.588\t1.555\t0.501\t0.137\t0.407\t-1.782\t1.262\t0.000\t0.348\t-1.980\t0.111\t0.000\t0.942\t-0.695\t-1.028\t2.548\t0.607\t0.406\t-0.667\t3.102\t0.695\t0.884\t0.987\t0.705\t0.428\t0.634\t0.590\n0\t0.999\t1.633\t1.532\t1.019\t-0.793\t0.613\t-0.171\t1.109\t1.087\t0.817\t0.619\t0.904\t0.000\t1.225\t0.506\t-0.244\t0.000\t1.189\t1.033\t0.553\t0.000\t0.992\t0.948\t1.211\t1.278\t0.973\t1.015\t0.924\n1\t1.175\t-0.643\t0.099\t1.273\t-0.627\t0.584\t-0.133\t-1.130\t0.000\t0.561\t0.226\t1.221\t0.000\t1.565\t1.090\t1.382\t2.548\t0.522\t0.666\t0.624\t0.000\t0.936\t1.043\t1.030\t0.500\t1.077\t1.064\t0.882\n0\t0.733\t-0.490\t1.685\t2.278\t1.609\t1.372\t-1.278\t-0.212\t0.000\t1.102\t0.960\t1.197\t2.215\t1.219\t-0.308\t-0.175\t2.548\t0.483\t-0.242\t-0.916\t0.000\t0.982\t0.782\t0.988\t1.978\t1.458\t1.476\t1.445\n1\t1.792\t-0.344\t0.136\t0.841\t-0.813\t1.685\t0.625\t1.499\t0.000\t0.548\t0.587\t-1.315\t0.000\t0.806\t2.248\t-0.160\t0.000\t1.011\t1.329\t-0.285\t3.102\t1.160\t0.878\t1.283\t1.102\t0.299\t0.793\t1.010\n1\t0.641\t1.633\t0.001\t1.118\t1.010\t1.013\t0.750\t1.516\t0.000\t1.438\t0.526\t0.358\t2.215\t1.649\t0.175\t-0.915\t0.000\t1.605\t-0.493\t-0.864\t1.551\t0.845\t0.645\t0.987\t0.815\t1.472\t1.009\t0.965\n0\t0.442\t0.276\t0.929\t1.638\t-1.072\t1.752\t0.460\t-0.802\t2.173\t1.436\t-2.551\t0.752\t0.000\t1.424\t0.493\t0.587\t0.000\t1.545\t0.634\t1.463\t3.102\t0.521\t0.675\t1.148\t0.917\t1.574\t1.078\t0.926\n1\t1.152\t0.873\t-1.400\t0.290\t-0.264\t0.831\t0.373\t-0.288\t0.000\t1.157\t0.599\t0.723\t2.215\t1.550\t0.878\t1.527\t1.274\t1.283\t0.871\t-0.714\t0.000\t0.798\t1.181\t0.988\t0.758\t0.975\t0.987\t0.872\n0\t0.546\t0.444\t-0.292\t1.429\t-1.480\t1.474\t0.659\t-1.104\t2.173\t2.622\t0.481\t0.538\t0.000\t0.685\t-0.777\t1.058\t2.548\t0.564\t-1.013\t-1.035\t0.000\t0.413\t1.265\t1.073\t0.854\t1.565\t0.917\t0.799\n1\t1.274\t-0.150\t-0.628\t1.824\t-0.101\t2.833\t1.929\t-1.628\t0.000\t1.361\t0.040\t0.111\t2.215\t2.690\t0.230\t0.574\t1.274\t0.776\t0.382\t-1.153\t0.000\t2.074\t3.255\t0.990\t1.344\t0.851\t2.496\t2.299\n1\t0.625\t-0.506\t1.263\t0.814\t-1.314\t1.228\t-0.925\t-0.091\t0.000\t1.217\t0.430\t1.588\t2.215\t0.976\t0.010\t-0.291\t2.548\t0.518\t-1.251\t0.127\t0.000\t0.921\t0.750\t0.986\t0.647\t1.177\t1.064\t0.929\n0\t0.667\t1.941\t-0.188\t0.446\t0.506\t1.049\t0.577\t1.737\t1.087\t1.508\t0.766\t-0.323\t2.215\t0.930\t0.075\t1.093\t0.000\t0.677\t-0.442\t-0.886\t0.000\t0.930\t1.235\t0.988\t0.754\t1.785\t1.221\t1.047\n1\t1.864\t0.056\t-0.290\t0.550\t0.224\t0.604\t0.555\t0.877\t0.000\t1.060\t-0.375\t1.727\t2.215\t0.824\t-1.420\t-0.485\t0.000\t0.817\t0.925\t1.318\t0.000\t0.510\t0.916\t0.990\t0.821\t0.441\t0.842\t0.785\n0\t0.732\t-0.712\t-0.454\t0.451\t-0.392\t1.167\t0.448\t0.949\t2.173\t0.920\t0.120\t1.609\t0.000\t0.926\t1.528\t-0.666\t2.548\t0.615\t0.689\t-0.687\t0.000\t0.930\t0.983\t0.987\t1.117\t1.539\t0.967\t0.852\n1\t1.065\t-0.611\t-0.375\t1.116\t0.990\t0.582\t-1.434\t-0.946\t0.000\t0.986\t-0.550\t-1.030\t0.000\t1.145\t1.286\t0.130\t0.000\t1.169\t0.648\t1.056\t3.102\t0.936\t0.946\t1.424\t0.845\t0.724\t0.728\t0.717\n1\t0.910\t-1.631\t-0.125\t1.964\t-0.646\t1.310\t-0.927\t1.357\t2.173\t0.445\t-0.372\t0.368\t0.000\t1.188\t-1.481\t0.595\t0.000\t1.407\t-0.139\t-1.529\t3.102\t0.984\t0.993\t0.996\t1.619\t0.930\t1.159\t0.979\n0\t0.512\t0.589\t-1.486\t0.552\t-0.637\t0.439\t-0.923\t-0.210\t2.173\t1.266\t0.445\t1.368\t2.215\t0.366\t0.425\t-0.052\t0.000\t0.641\t-0.054\t0.686\t0.000\t0.360\t0.633\t0.983\t0.645\t1.362\t0.814\t0.639\n1\t1.377\t-0.587\t-0.869\t1.735\t-1.399\t0.433\t-0.277\t0.236\t2.173\t0.921\t0.321\t1.152\t1.107\t0.330\t-0.051\t1.366\t0.000\t1.935\t-2.212\t0.028\t0.000\t0.635\t0.758\t0.988\t0.980\t0.740\t0.923\t0.794\n1\t1.825\t0.661\t-0.885\t1.030\t0.833\t1.565\t2.020\t-0.009\t0.000\t1.341\t0.817\t1.398\t1.107\t1.286\t0.089\t-1.706\t0.000\t1.295\t1.032\t-1.295\t0.000\t1.000\t0.904\t1.900\t1.043\t0.663\t0.883\t0.810\n1\t1.477\t0.870\t0.367\t0.643\t0.024\t0.425\t0.141\t0.632\t0.000\t1.340\t0.221\t-1.515\t0.000\t0.334\t0.049\t-1.312\t2.548\t1.172\t1.080\t-1.022\t3.102\t1.499\t1.109\t0.984\t0.654\t0.340\t0.633\t0.750\n1\t1.074\t-0.203\t0.943\t1.242\t-1.727\t0.952\t-0.813\t-0.239\t2.173\t0.629\t-1.616\t1.494\t0.000\t0.759\t-0.793\t-1.276\t2.548\t0.668\t-0.085\t-0.832\t0.000\t0.921\t0.765\t1.075\t0.735\t0.852\t0.866\t0.765\n1\t0.652\t0.084\t-0.285\t0.344\t-0.839\t1.105\t0.260\t1.644\t2.173\t0.700\t0.765\t-0.311\t1.107\t0.762\t1.143\t0.745\t0.000\t0.977\t1.361\t0.130\t0.000\t0.532\t1.219\t0.991\t0.562\t1.316\t0.871\t0.769\n1\t1.748\t-1.259\t-1.568\t1.159\t-1.308\t2.531\t-0.895\t-0.116\t2.173\t1.097\t-0.529\t1.515\t1.107\t1.602\t0.505\t1.042\t0.000\t0.954\t-0.732\t-1.359\t0.000\t1.553\t1.095\t0.985\t2.288\t2.479\t1.717\t1.644\n1\t0.653\t0.816\t1.491\t1.173\t0.353\t0.999\t0.795\t0.099\t2.173\t1.032\t1.716\t-0.995\t0.000\t1.052\t0.893\t-1.388\t0.000\t1.044\t-0.757\t-1.378\t0.000\t0.849\t1.122\t1.037\t0.773\t1.037\t1.016\t0.879\n1\t0.603\t-1.305\t-0.295\t1.986\t-0.397\t1.038\t0.458\t1.221\t2.173\t0.430\t0.015\t1.719\t2.215\t0.470\t0.031\t-0.543\t0.000\t0.524\t-1.371\t0.515\t0.000\t0.682\t1.045\t0.984\t1.363\t0.480\t1.875\t1.364\n0\t0.510\t-0.400\t1.364\t1.352\t-0.990\t0.630\t-0.448\t0.685\t2.173\t0.594\t-0.795\t-0.770\t2.215\t0.600\t0.602\t0.801\t0.000\t0.456\t-0.936\t1.413\t0.000\t0.659\t0.725\t0.988\t0.901\t0.886\t0.668\t0.599\n1\t0.664\t-0.216\t0.435\t1.156\t1.437\t1.839\t-2.034\t0.306\t0.000\t2.575\t0.989\t-1.165\t2.215\t1.506\t1.083\t-1.623\t0.000\t0.631\t0.661\t0.674\t3.102\t0.839\t0.945\t0.988\t0.541\t1.154\t0.998\t0.837\n1\t1.436\t1.090\t0.733\t0.278\t-0.823\t2.421\t1.483\t0.320\t0.000\t2.447\t-1.403\t-1.503\t2.215\t2.000\t2.287\t-1.506\t0.000\t2.205\t1.306\t-0.221\t0.000\t1.660\t2.246\t0.983\t2.974\t1.665\t3.841\t2.825\n1\t0.709\t0.850\t0.672\t0.949\t-1.138\t1.241\t0.417\t1.582\t2.173\t0.957\t0.470\t-0.037\t2.215\t0.877\t0.102\t0.661\t0.000\t1.705\t1.461\t-0.759\t0.000\t0.972\t0.856\t1.134\t0.950\t1.595\t1.049\t0.923\n0\t1.135\t0.285\t-1.109\t1.089\t-0.896\t1.103\t0.127\t0.964\t0.000\t0.731\t-0.489\t0.048\t2.215\t0.754\t0.464\t0.380\t0.000\t0.715\t-1.183\t-0.956\t1.551\t0.883\t0.926\t0.987\t1.058\t0.600\t0.887\t0.971\n1\t1.124\t0.354\t0.040\t1.132\t1.620\t0.956\t1.375\t0.416\t0.000\t1.543\t0.437\t-0.805\t2.215\t1.724\t1.678\t-1.636\t0.000\t2.128\t-0.175\t1.562\t0.000\t0.852\t1.251\t1.546\t0.743\t0.139\t0.718\t0.746\n1\t0.341\t-1.223\t-1.373\t0.994\t0.692\t1.086\t0.319\t-1.186\t0.000\t1.213\t1.562\t0.163\t2.215\t1.057\t0.491\t1.657\t2.548\t0.565\t1.305\t0.426\t0.000\t1.430\t0.975\t0.988\t1.257\t1.353\t1.040\t0.963\n0\t1.218\t-0.308\t-1.602\t1.532\t-1.007\t0.556\t-0.059\t0.820\t2.173\t0.840\t-1.431\t0.502\t0.000\t0.463\t-0.801\t-0.215\t2.548\t0.407\t-1.488\t0.811\t0.000\t0.627\t0.812\t0.989\t0.704\t0.573\t0.709\t0.765\n1\t0.352\t-1.440\t0.063\t0.644\t1.519\t1.138\t0.660\t1.460\t2.173\t1.127\t-0.034\t-0.520\t0.000\t0.931\t0.095\t0.137\t0.000\t0.496\t0.796\t-0.591\t3.102\t0.883\t0.568\t0.995\t0.906\t0.773\t0.907\t0.786\n1\t0.637\t0.994\t1.198\t0.755\t1.183\t0.646\t-1.285\t0.844\t0.000\t1.288\t0.139\t-1.166\t2.215\t0.826\t-1.664\t-0.400\t0.000\t0.702\t0.662\t-0.712\t0.000\t0.925\t0.712\t1.001\t0.989\t0.705\t0.810\t0.732\n0\t0.802\t-0.507\t0.519\t1.249\t-1.030\t1.596\t0.474\t0.732\t0.000\t1.052\t-0.734\t-1.455\t0.000\t1.868\t0.130\t-0.997\t2.548\t0.906\t-0.195\t-0.393\t3.102\t0.782\t0.968\t1.366\t0.968\t0.548\t1.045\t0.989\n0\t1.178\t-1.468\t-0.931\t1.113\t0.177\t0.710\t-1.096\t0.586\t2.173\t0.659\t0.755\t1.437\t0.000\t0.792\t-1.703\t-0.403\t0.000\t1.131\t-0.379\t-1.623\t3.102\t0.736\t0.788\t1.333\t0.960\t0.921\t0.798\t0.689\n1\t0.775\t-1.014\t-0.295\t0.804\t-1.630\t0.743\t-0.163\t1.621\t2.173\t0.559\t-2.107\t-1.004\t0.000\t0.450\t-1.627\t0.467\t0.000\t0.984\t0.124\t0.343\t3.102\t0.761\t0.978\t1.020\t0.841\t0.839\t0.853\t0.737\n0\t0.928\t-0.440\t-0.658\t1.570\t-1.652\t1.047\t0.218\t-0.527\t2.173\t0.696\t-1.161\t1.125\t0.000\t1.395\t-0.149\t0.858\t0.000\t0.653\t0.972\t0.477\t1.551\t0.890\t0.900\t1.304\t1.137\t0.811\t0.990\t0.961\n0\t0.812\t-0.292\t0.794\t0.639\t-0.177\t1.133\t-0.240\t-0.137\t1.087\t1.422\t-0.659\t1.663\t2.215\t1.218\t0.176\t-1.177\t0.000\t1.184\t0.265\t1.585\t0.000\t0.903\t0.981\t0.995\t0.817\t1.910\t1.048\t0.878\n1\t1.263\t-0.147\t-1.176\t1.318\t-1.711\t1.417\t0.788\t-0.284\t2.173\t1.114\t-2.680\t0.734\t0.000\t0.449\t1.895\t1.423\t0.000\t0.646\t-0.064\t1.098\t1.551\t6.084\t3.149\t0.989\t1.753\t1.062\t2.739\t2.117\n0\t1.277\t-0.164\t0.024\t0.660\t-1.226\t0.841\t-0.443\t1.136\t2.173\t0.788\t0.152\t-1.739\t2.215\t0.597\t-0.002\t-0.640\t0.000\t0.701\t2.486\t-1.042\t0.000\t1.528\t1.286\t1.148\t0.997\t0.725\t1.191\t1.061\n0\t1.447\t-1.048\t1.596\t1.251\t-1.497\t1.650\t-0.449\t-0.184\t0.000\t1.313\t-0.575\t1.523\t2.215\t0.635\t-1.123\t0.221\t2.548\t0.422\t0.784\t1.142\t0.000\t1.526\t0.981\t0.986\t0.612\t0.949\t1.060\t1.045\n1\t0.923\t0.825\t-1.263\t0.812\t-0.403\t0.916\t0.648\t1.435\t2.173\t0.737\t1.715\t-0.442\t0.000\t1.649\t1.150\t0.529\t0.000\t1.227\t-1.071\t-1.294\t0.000\t0.923\t0.931\t0.989\t0.829\t0.607\t0.739\t0.695\n0\t0.863\t0.002\t-0.218\t1.329\t-1.344\t0.364\t1.067\t-0.937\t0.000\t0.431\t-0.404\t1.713\t0.000\t0.611\t-0.045\t0.202\t2.548\t1.152\t-0.293\t1.027\t0.000\t0.897\t0.744\t1.260\t0.757\t0.171\t0.557\t0.563\n0\t0.621\t0.645\t0.474\t0.697\t0.467\t1.350\t2.065\t-1.640\t0.000\t1.298\t0.237\t-0.505\t2.215\t1.846\t0.267\t0.252\t0.000\t2.003\t-0.829\t1.240\t0.000\t1.049\t1.014\t0.994\t1.248\t0.588\t0.902\t1.115\n1\t0.664\t0.845\t1.330\t0.592\t-0.368\t1.532\t0.473\t-1.002\t0.000\t1.232\t1.295\t1.302\t1.107\t1.087\t2.506\t0.963\t0.000\t2.042\t0.245\t0.262\t0.000\t0.706\t1.086\t0.987\t0.617\t1.044\t0.747\t0.678\n1\t1.302\t-0.364\t0.124\t0.147\t1.571\t0.709\t-1.391\t0.877\t0.000\t0.720\t0.189\t-0.711\t0.000\t0.985\t-0.285\t-1.221\t1.274\t1.175\t0.418\t1.662\t3.102\t2.017\t1.317\t0.990\t0.784\t0.547\t0.909\t0.824\n0\t1.073\t1.932\t-1.676\t0.803\t0.434\t1.031\t0.949\t-1.336\t2.173\t1.064\t0.704\t0.255\t2.215\t0.560\t-0.953\t-0.640\t0.000\t1.275\t-0.461\t0.544\t0.000\t0.848\t0.988\t1.216\t1.111\t1.537\t1.088\t1.172\n1\t0.415\t1.473\t-0.724\t0.829\t1.331\t0.606\t0.368\t-0.583\t0.000\t0.600\t-0.576\t0.055\t1.107\t0.394\t1.805\t0.495\t0.000\t1.022\t-0.054\t-0.292\t1.551\t0.837\t0.722\t0.991\t1.183\t0.288\t1.121\t0.948\n1\t1.565\t0.915\t-1.256\t0.485\t1.501\t0.549\t1.244\t-0.414\t0.000\t1.305\t1.168\t0.520\t2.215\t0.468\t-0.242\t-0.108\t2.548\t0.459\t0.355\t0.876\t0.000\t0.920\t0.893\t0.986\t0.723\t0.801\t0.836\t0.726\n0\t0.684\t0.813\t-1.557\t0.770\t0.439\t1.436\t0.458\t0.763\t2.173\t0.908\t-0.660\t-1.353\t2.215\t1.145\t2.230\t-1.641\t0.000\t1.706\t-0.599\t-0.662\t0.000\t0.705\t0.853\t0.988\t0.890\t1.882\t1.347\t1.173\n1\t0.818\t-0.868\t0.519\t0.705\t0.776\t1.202\t0.951\t-1.058\t2.173\t0.606\t0.685\t1.517\t2.215\t0.989\t0.391\t0.207\t0.000\t1.054\t0.289\t0.975\t0.000\t0.720\t0.695\t0.993\t1.427\t0.933\t0.971\t0.842\n1\t0.847\t-0.389\t0.605\t0.414\t-0.117\t0.884\t0.391\t1.665\t2.173\t0.436\t-0.325\t-0.601\t0.000\t0.765\t-1.419\t0.035\t0.000\t0.418\t0.291\t1.276\t0.000\t0.889\t0.796\t0.978\t1.225\t0.682\t0.863\t0.774\n0\t0.823\t1.163\t1.226\t1.047\t0.010\t0.742\t1.415\t-1.439\t2.173\t0.798\t-1.929\t1.047\t0.000\t0.402\t1.814\t-1.194\t0.000\t1.063\t-0.775\t-0.249\t3.102\t0.841\t0.844\t1.144\t0.947\t1.613\t1.691\t1.591\n0\t0.964\t0.029\t-0.104\t0.350\t0.913\t0.730\t0.093\t-1.261\t2.173\t0.442\t1.332\t-1.143\t2.215\t0.661\t2.238\t0.373\t0.000\t2.534\t1.524\t1.156\t0.000\t1.033\t0.915\t0.987\t0.883\t0.578\t1.050\t0.935\n1\t1.240\t0.152\t0.496\t0.770\t-0.247\t0.771\t2.734\t-0.009\t0.000\t0.775\t1.245\t1.534\t0.000\t1.190\t-0.475\t1.513\t2.548\t1.941\t0.445\t-1.070\t3.102\t2.091\t1.879\t0.990\t0.922\t1.061\t1.663\t1.504\n1\t0.617\t1.431\t-1.119\t0.798\t-0.421\t1.166\t0.250\t-0.175\t2.173\t1.347\t0.837\t1.512\t0.000\t0.416\t1.295\t1.737\t0.000\t0.500\t0.890\t-0.447\t0.000\t0.801\t0.700\t0.993\t0.812\t1.091\t1.019\t0.885\n1\t0.445\t-1.120\t-1.676\t0.837\t0.217\t1.127\t-0.084\t-0.095\t2.173\t0.933\t0.224\t1.700\t0.000\t0.526\t-0.430\t1.275\t0.000\t0.767\t0.662\t1.526\t0.000\t0.557\t1.286\t0.983\t0.931\t0.728\t0.952\t0.939\n1\t1.349\t-1.565\t-0.602\t1.033\t-1.097\t1.380\t-0.398\t0.928\t2.173\t0.385\t0.596\t1.480\t0.000\t0.600\t-0.880\t-1.298\t0.000\t1.038\t-0.545\t-0.047\t0.000\t0.982\t1.003\t0.977\t0.661\t0.848\t1.050\t0.904\n1\t0.524\t-1.114\t1.010\t0.394\t1.008\t0.602\t-1.107\t0.556\t2.173\t1.212\t-0.314\t-1.062\t2.215\t0.666\t-0.798\t-0.794\t0.000\t0.464\t-1.154\t-1.287\t0.000\t0.307\t0.675\t0.975\t0.940\t1.351\t0.836\t0.680\n1\t1.215\t0.744\t0.537\t0.534\t-1.342\t1.031\t0.398\t-1.499\t2.173\t0.964\t1.233\t0.606\t0.000\t0.837\t1.197\t-1.060\t2.548\t0.521\t-2.332\t-0.709\t0.000\t0.617\t1.543\t1.108\t0.994\t0.706\t1.188\t1.068\n0\t0.348\t-1.520\t0.332\t0.486\t-1.136\t1.203\t-0.862\t-1.639\t0.000\t0.895\t-1.623\t-1.204\t2.215\t1.856\t-0.118\t0.433\t2.548\t0.685\t-1.014\t0.913\t0.000\t0.935\t0.794\t0.985\t0.818\t1.792\t1.106\t0.912\n1\t1.599\t-1.367\t-1.364\t0.376\t0.956\t0.414\t-0.288\t0.354\t0.000\t0.710\t0.691\t-0.085\t2.215\t0.572\t-0.480\t1.130\t0.000\t0.617\t0.713\t-1.179\t3.102\t0.573\t0.700\t0.988\t0.850\t0.500\t0.873\t0.743\n1\t1.038\t1.267\t-0.809\t1.920\t-1.217\t2.402\t-1.935\t0.666\t0.000\t1.667\t0.815\t-1.069\t0.000\t1.486\t2.160\t-1.727\t0.000\t2.174\t0.159\t-0.459\t1.551\t0.702\t0.889\t0.989\t1.392\t0.525\t1.130\t1.038\n1\t1.040\t-0.629\t-1.578\t0.873\t1.250\t1.270\t-0.737\t-0.440\t1.087\t0.587\t-1.312\t-1.565\t0.000\t1.391\t-0.061\t0.561\t2.548\t0.701\t-1.555\t1.379\t0.000\t0.449\t1.047\t0.985\t1.287\t1.419\t1.071\t0.910\n0\t0.488\t-1.191\t1.315\t0.574\t-0.503\t0.440\t0.489\t1.144\t1.087\t0.723\t0.911\t1.517\t0.000\t1.571\t0.206\t-0.050\t2.548\t0.838\t0.142\t-0.965\t0.000\t0.892\t1.049\t0.988\t1.256\t0.923\t1.148\t1.103\n1\t0.395\t1.580\t-0.387\t1.730\t1.123\t0.801\t-0.316\t-0.692\t2.173\t0.687\t0.675\t1.167\t1.107\t0.557\t-0.132\t0.231\t0.000\t0.462\t0.820\t-1.510\t0.000\t0.884\t0.829\t1.120\t1.598\t1.230\t1.081\t0.927\n0\t0.368\t-0.881\t0.232\t1.259\t1.729\t0.726\t0.981\t-0.303\t0.000\t0.540\t2.865\t0.353\t0.000\t1.324\t-0.082\t1.687\t1.274\t0.819\t1.872\t-0.461\t0.000\t0.807\t0.757\t0.987\t0.882\t0.625\t0.870\t1.198\n1\t0.932\t0.790\t1.624\t0.789\t-0.636\t0.646\t-0.122\t1.068\t1.087\t0.691\t0.694\t-1.189\t2.215\t0.854\t2.067\t-0.058\t0.000\t1.282\t0.913\t0.298\t0.000\t0.805\t0.995\t1.062\t0.888\t0.975\t0.943\t0.820\n1\t0.876\t-0.059\t-0.512\t0.623\t1.056\t0.787\t0.152\t-0.092\t0.000\t1.525\t0.151\t-1.709\t2.215\t0.951\t0.673\t0.986\t1.274\t0.770\t1.160\t-0.496\t0.000\t0.892\t0.926\t1.011\t0.912\t0.918\t0.946\t0.803\n0\t1.861\t-0.667\t-0.277\t1.997\t-0.758\t0.721\t-1.048\t1.412\t0.000\t0.659\t-1.964\t1.670\t0.000\t1.140\t0.067\t0.124\t2.548\t1.639\t-1.440\t1.187\t0.000\t0.807\t0.936\t1.121\t0.968\t0.639\t0.911\t1.058\n0\t0.331\t1.639\t1.172\t0.843\t1.560\t0.537\t-0.534\t-1.733\t0.000\t0.811\t-0.430\t-0.969\t0.000\t2.548\t0.670\t0.310\t2.548\t1.293\t0.781\t-0.813\t3.102\t0.895\t0.947\t0.999\t1.144\t1.184\t1.131\t0.959\n1\t0.378\t-1.116\t-0.289\t1.450\t0.283\t0.884\t0.966\t-1.630\t2.173\t0.369\t1.390\t0.267\t0.000\t0.825\t0.734\t-0.766\t2.548\t0.383\t0.864\t1.276\t0.000\t0.399\t0.669\t0.986\t1.920\t0.753\t2.084\t1.657\n0\t1.399\t0.506\t1.676\t1.639\t1.095\t1.759\t1.332\t-1.423\t2.173\t1.874\t0.352\t-0.292\t2.215\t2.006\t0.346\t0.377\t0.000\t1.793\t0.421\t0.028\t0.000\t0.659\t0.947\t1.048\t1.462\t2.654\t1.669\t1.487\n0\t1.763\t-1.140\t0.063\t0.717\t-0.207\t1.013\t-0.222\t-1.663\t0.000\t0.689\t-1.374\t1.153\t1.107\t0.649\t0.861\t-1.090\t1.274\t0.903\t-0.892\t-1.149\t0.000\t0.913\t0.969\t0.992\t1.084\t1.228\t0.926\t0.942\n0\t0.598\t-1.099\t-0.297\t0.887\t1.681\t1.774\t-0.119\t-0.024\t2.173\t1.206\t-0.239\t-1.702\t0.000\t1.209\t0.951\t-1.688\t1.274\t0.810\t0.557\t1.213\t0.000\t0.879\t0.810\t0.987\t1.298\t2.139\t1.309\t1.136\n1\t0.685\t0.643\t-1.637\t0.794\t0.241\t0.645\t-1.297\t-0.422\t2.173\t0.442\t-0.656\t1.553\t0.000\t0.661\t-0.569\t1.007\t2.548\t1.208\t-0.553\t0.371\t0.000\t0.859\t0.709\t1.014\t0.691\t0.831\t0.802\t0.688\n0\t0.381\t-0.498\t-0.126\t0.379\t-0.311\t0.544\t0.665\t1.639\t2.173\t0.913\t-0.448\t-0.753\t2.215\t0.277\t-0.388\t-1.183\t0.000\t0.723\t0.095\t0.255\t0.000\t0.494\t0.590\t0.984\t0.889\t1.063\t0.753\t0.598\n1\t0.490\t-2.359\t-0.439\t0.467\t-0.508\t1.020\t-1.376\t-1.350\t0.000\t0.414\t0.153\t-0.294\t0.000\t1.583\t0.262\t0.810\t2.548\t1.155\t-0.548\t0.533\t1.551\t1.628\t1.221\t0.985\t1.198\t0.568\t1.080\t0.939\n0\t1.974\t-0.520\t-0.274\t1.046\t-0.317\t1.240\t0.975\t1.141\t1.087\t1.082\t0.029\t-1.722\t0.000\t0.638\t0.247\t0.819\t0.000\t0.732\t0.334\t-1.273\t3.102\t0.971\t1.057\t1.002\t0.898\t0.881\t1.491\t1.227\n1\t0.464\t-2.190\t0.863\t1.148\t-0.355\t0.479\t0.768\t0.208\t2.173\t0.599\t-1.474\t-1.680\t0.000\t0.808\t-0.366\t-1.517\t2.548\t0.430\t-0.155\t0.625\t0.000\t0.747\t1.047\t0.990\t0.857\t0.913\t0.925\t0.783\n0\t3.524\t0.413\t1.358\t0.502\t1.397\t1.182\t0.445\t-0.197\t2.173\t2.001\t0.849\t-0.630\t0.000\t1.133\t-0.419\t1.143\t2.548\t0.681\t0.639\t-0.851\t0.000\t0.311\t0.811\t0.987\t0.708\t1.509\t1.232\t1.297\n1\t1.032\t-0.978\t0.678\t0.604\t-1.027\t0.743\t-1.006\t-0.794\t1.087\t1.060\t-0.218\t1.430\t2.215\t1.286\t0.382\t0.398\t0.000\t0.456\t1.251\t-0.015\t0.000\t0.570\t1.009\t1.093\t0.820\t1.298\t0.992\t0.883\n1\t0.796\t-0.391\t0.418\t1.192\t-1.625\t0.721\t0.456\t-0.743\t0.000\t0.782\t0.667\t0.955\t2.215\t0.757\t1.490\t-0.856\t0.000\t1.124\t-0.781\t0.166\t3.102\t0.838\t1.091\t1.301\t0.825\t0.944\t0.923\t0.897\n1\t0.583\t1.687\t-0.278\t0.980\t1.532\t0.654\t2.241\t0.179\t0.000\t0.916\t0.640\t-1.499\t2.215\t0.730\t0.337\t-0.457\t2.548\t0.398\t1.153\t0.935\t0.000\t0.604\t0.858\t1.045\t0.820\t0.713\t0.803\t0.722\n0\t1.212\t0.266\t0.342\t0.968\t0.934\t0.798\t-0.127\t-1.372\t2.173\t0.661\t-0.117\t-0.256\t0.000\t0.689\t-0.790\t-0.920\t1.274\t0.748\t-0.763\t1.364\t0.000\t0.985\t0.905\t0.993\t0.855\t0.506\t0.797\t0.703\n0\t2.110\t0.969\t0.013\t0.566\t-1.518\t2.075\t-1.121\t1.561\t0.000\t1.281\t0.153\t-0.573\t2.215\t0.664\t-0.617\t1.216\t0.000\t0.524\t-2.282\t0.079\t0.000\t0.971\t0.762\t1.487\t1.092\t0.546\t0.840\t1.086\n0\t1.006\t0.503\t-0.135\t0.709\t0.959\t0.661\t1.545\t-0.028\t1.087\t0.637\t2.118\t-1.141\t0.000\t0.605\t1.485\t1.235\t1.274\t1.753\t-0.224\t-1.704\t0.000\t2.243\t1.345\t0.988\t0.800\t0.716\t1.039\t0.913\n0\t0.628\t-0.317\t-1.678\t0.587\t-0.446\t1.237\t0.947\t1.659\t2.173\t1.313\t0.604\t0.225\t0.000\t1.009\t-2.638\t-1.139\t0.000\t0.412\t1.205\t0.642\t3.102\t5.249\t3.002\t0.979\t1.526\t0.629\t2.510\t1.855\n1\t0.464\t-1.107\t-0.410\t0.525\t1.402\t0.962\t-1.204\t-0.155\t2.173\t0.769\t-0.136\t-1.737\t0.000\t0.774\t0.955\t-1.494\t0.000\t0.918\t2.343\t0.106\t0.000\t0.789\t0.724\t0.984\t0.914\t1.006\t1.024\t1.087\n1\t1.031\t1.057\t-0.080\t1.233\t-0.598\t0.590\t-0.332\t-1.222\t2.173\t0.506\t-0.231\t0.536\t0.000\t1.498\t0.105\t1.593\t0.000\t1.397\t1.207\t0.338\t0.000\t0.963\t0.824\t0.990\t1.114\t0.507\t0.998\t1.061\n0\t0.990\t0.753\t1.671\t0.664\t-0.394\t0.730\t-0.244\t-0.925\t2.173\t0.966\t0.689\t0.358\t2.215\t0.345\t2.219\t1.238\t0.000\t0.618\t0.003\t0.968\t0.000\t0.795\t1.088\t1.076\t0.836\t1.287\t0.824\t0.731\n0\t2.066\t0.020\t0.385\t1.332\t0.659\t1.167\t0.934\t-1.575\t1.087\t0.818\t0.447\t-1.135\t1.107\t0.788\t-2.658\t-0.248\t0.000\t0.462\t1.233\t-0.762\t0.000\t2.981\t2.199\t0.974\t1.680\t0.658\t1.993\t1.799\n0\t0.872\t0.717\t1.067\t0.425\t-1.153\t0.856\t-1.057\t0.204\t0.000\t1.407\t-1.190\t-1.741\t2.215\t1.543\t-1.330\t-0.421\t2.548\t0.617\t0.194\t0.694\t0.000\t0.907\t0.986\t0.987\t1.742\t1.465\t1.549\t1.312\n0\t0.625\t0.276\t0.272\t2.293\t0.929\t0.991\t0.450\t1.653\t2.173\t0.437\t-0.252\t-1.166\t0.000\t0.645\t-1.489\t-0.402\t0.000\t2.805\t0.934\t-0.404\t3.102\t0.901\t0.978\t0.990\t1.051\t1.797\t1.183\t0.965\n1\t1.067\t-0.284\t0.666\t0.562\t-0.683\t0.824\t-0.122\t-0.604\t0.000\t1.345\t0.099\t1.294\t2.215\t0.612\t-1.449\t1.524\t2.548\t1.019\t-1.009\t-0.562\t0.000\t0.802\t0.958\t1.006\t0.869\t0.939\t0.980\t0.830\n1\t0.471\t0.532\t1.703\t0.764\t-1.341\t0.834\t-0.732\t-0.231\t0.000\t1.166\t-0.564\t1.506\t1.107\t1.265\t-1.159\t0.236\t2.548\t0.599\t-2.162\t-1.436\t0.000\t1.498\t1.029\t0.996\t0.689\t1.261\t0.980\t0.866\n0\t0.923\t1.977\t0.963\t0.348\t-1.165\t0.964\t1.353\t0.241\t2.173\t0.877\t0.460\t-1.350\t0.000\t0.577\t1.670\t-0.859\t0.000\t0.755\t-0.619\t1.732\t3.102\t0.928\t0.879\t0.991\t0.829\t1.439\t0.958\t0.842\n1\t0.735\t1.285\t-0.067\t0.604\t0.201\t0.385\t-0.484\t-1.267\t2.173\t0.689\t0.040\t-1.695\t0.000\t0.531\t0.878\t-1.477\t2.548\t0.480\t1.001\t-0.409\t0.000\t0.889\t0.662\t0.985\t0.687\t0.458\t0.590\t0.566\n1\t0.470\t0.019\t-0.417\t1.425\t0.555\t1.138\t-0.645\t-1.303\t2.173\t0.393\t-1.135\t0.464\t1.107\t0.640\t-1.579\t-0.002\t0.000\t0.969\t-0.878\t1.387\t0.000\t0.878\t1.064\t0.982\t0.778\t1.016\t1.005\t0.918\n1\t0.690\t-0.866\t-1.684\t0.493\t0.323\t0.739\t1.529\t-0.242\t0.000\t1.197\t0.469\t-1.467\t2.215\t0.924\t1.691\t0.195\t0.000\t0.929\t-0.031\t1.188\t3.102\t0.818\t0.932\t0.985\t1.281\t0.695\t0.857\t1.106\n1\t1.052\t0.423\t-0.511\t1.364\t1.328\t1.202\t-0.309\t-1.602\t2.173\t0.932\t0.014\t-0.157\t0.000\t0.499\t0.470\t1.229\t2.548\t1.654\t-0.738\t0.246\t0.000\t0.947\t0.864\t1.654\t1.248\t0.676\t0.973\t0.956\n1\t0.675\t-0.414\t0.782\t0.170\t1.003\t1.559\t1.024\t1.680\t0.000\t2.118\t0.665\t-0.359\t1.107\t0.864\t0.753\t1.272\t0.000\t0.828\t-1.272\t-0.183\t0.000\t0.803\t0.914\t0.989\t1.107\t1.024\t0.875\t0.802\n1\t1.645\t-0.421\t-0.496\t0.371\t-0.958\t1.178\t-0.788\t1.118\t2.173\t0.568\t-0.388\t-1.170\t0.000\t0.632\t-0.688\t0.177\t1.274\t0.485\t-0.146\t-1.556\t0.000\t0.245\t0.880\t0.979\t0.657\t0.807\t0.925\t0.743\n1\t0.353\t1.209\t0.993\t0.777\t0.593\t0.734\t-0.475\t0.589\t1.087\t0.994\t0.301\t-1.078\t0.000\t0.716\t1.057\t-0.503\t0.000\t0.625\t0.274\t-1.448\t0.000\t0.950\t0.804\t0.996\t0.760\t0.903\t0.613\t0.587\n1\t0.424\t0.476\t1.372\t2.397\t-1.284\t0.818\t-0.252\t0.083\t2.173\t1.090\t0.366\t0.771\t2.215\t0.430\t0.300\t-0.351\t0.000\t0.523\t-1.048\t-1.537\t0.000\t0.650\t0.811\t0.989\t1.260\t0.922\t1.038\t0.816\n0\t1.330\t1.084\t0.755\t0.416\t0.198\t0.500\t0.181\t0.414\t0.000\t0.819\t-0.310\t-1.592\t2.215\t1.121\t0.477\t-0.994\t2.548\t1.493\t0.929\t-0.537\t0.000\t0.728\t0.752\t0.990\t1.000\t0.684\t0.822\t0.842\n1\t1.274\t-1.011\t-0.817\t0.246\t-0.339\t0.754\t-0.031\t0.790\t2.173\t0.961\t0.020\t-1.485\t2.215\t0.323\t0.139\t0.422\t0.000\t0.435\t-2.003\t1.055\t0.000\t0.721\t0.887\t0.989\t1.027\t1.111\t0.829\t0.731\n0\t1.045\t-1.383\t-0.047\t0.145\t0.425\t1.032\t-0.769\t1.020\t0.000\t1.052\t-1.520\t-0.524\t2.215\t1.971\t0.564\t-1.104\t2.548\t1.216\t0.284\t1.074\t0.000\t0.969\t1.347\t0.980\t1.303\t2.163\t1.358\t1.110\n1\t0.965\t0.728\t-0.924\t0.797\t-1.577\t0.774\t-0.019\t0.805\t0.000\t0.989\t-0.081\t0.423\t2.215\t1.061\t0.606\t-1.266\t2.548\t0.889\t-1.991\t0.894\t0.000\t1.884\t1.313\t0.997\t0.564\t1.165\t1.148\t1.047\n0\t1.842\t-0.780\t-0.583\t1.509\t-1.214\t0.591\t-1.562\t0.471\t0.000\t0.575\t-0.674\t0.889\t0.000\t0.701\t-1.324\t0.855\t0.000\t1.099\t-0.173\t-1.407\t3.102\t1.034\t0.858\t1.243\t0.798\t0.324\t0.578\t0.770\n1\t0.832\t1.305\t1.098\t1.187\t0.502\t0.977\t2.932\t0.745\t0.000\t1.699\t0.550\t-1.112\t0.000\t1.104\t0.231\t-0.695\t0.000\t0.945\t-0.453\t-1.724\t3.102\t0.839\t0.901\t0.983\t1.166\t0.555\t1.017\t1.085\n1\t0.399\t0.185\t-1.260\t1.759\t-0.670\t0.969\t1.055\t0.589\t0.000\t1.884\t-0.363\t1.360\t0.000\t1.489\t-1.122\t-0.162\t2.548\t1.935\t-0.867\t0.686\t3.102\t2.311\t1.624\t0.994\t0.778\t0.906\t1.241\t1.116\n1\t0.694\t-0.023\t0.247\t0.844\t0.997\t0.852\t-0.371\t1.057\t1.087\t0.578\t-0.083\t-0.531\t0.000\t1.575\t-0.947\t-0.407\t0.000\t1.338\t-0.710\t-1.604\t3.102\t0.745\t0.934\t0.982\t0.675\t0.811\t0.897\t0.792\n1\t0.351\t-1.542\t-1.212\t1.485\t1.533\t0.972\t-0.071\t0.116\t0.000\t1.430\t0.320\t-1.621\t2.215\t0.872\t-0.511\t-0.508\t1.274\t0.505\t1.521\t0.384\t0.000\t0.788\t0.976\t0.987\t1.314\t1.140\t1.776\t1.579\n1\t0.878\t-0.497\t0.312\t1.068\t0.529\t1.362\t-0.567\t-1.019\t2.173\t0.496\t-1.036\t0.853\t0.000\t0.619\t-0.368\t1.506\t2.548\t0.800\t0.672\t0.349\t0.000\t0.956\t0.676\t0.978\t1.514\t0.876\t1.003\t0.872\n0\t0.701\t-0.652\t0.516\t2.586\t0.100\t0.739\t-0.411\t-1.204\t2.173\t0.664\t0.324\t-1.287\t0.000\t0.553\t-0.857\t1.365\t0.000\t0.451\t1.125\t-1.626\t0.000\t0.897\t0.681\t0.974\t0.923\t0.659\t0.969\t0.906\n0\t3.291\t0.586\t-0.841\t0.297\t-0.460\t1.598\t-1.229\t1.031\t0.000\t0.792\t-0.490\t0.765\t2.215\t0.757\t-0.612\t-0.369\t2.548\t0.775\t-0.974\t1.610\t0.000\t0.848\t1.126\t0.988\t1.354\t0.705\t0.929\t1.339\n1\t1.037\t-0.375\t-0.433\t1.485\t-1.244\t0.969\t0.344\t0.853\t0.000\t0.798\t2.616\t1.576\t0.000\t1.285\t0.920\t0.123\t2.548\t1.324\t-0.055\t-0.813\t3.102\t0.811\t1.015\t1.146\t1.247\t0.933\t0.831\t0.890\n0\t0.465\t-0.020\t0.313\t1.280\t-1.013\t0.857\t0.325\t1.216\t2.173\t1.457\t-0.428\t-0.829\t1.107\t1.949\t-1.452\t0.568\t0.000\t0.747\t-1.525\t-0.120\t0.000\t0.789\t1.608\t0.994\t0.965\t1.711\t1.409\t1.169\n0\t1.149\t0.542\t-0.779\t0.412\t1.454\t0.634\t0.510\t1.730\t2.173\t0.806\t-0.062\t0.175\t2.215\t0.538\t-0.076\t1.196\t0.000\t0.484\t-0.450\t0.622\t0.000\t0.307\t0.525\t0.983\t0.769\t1.082\t0.688\t0.567\n1\t1.224\t-1.015\t1.297\t0.718\t0.394\t1.455\t-0.730\t1.726\t0.000\t2.353\t-0.191\t0.087\t2.215\t0.833\t0.346\t-0.651\t2.548\t0.856\t-1.437\t-1.468\t0.000\t0.982\t1.277\t0.987\t1.243\t1.017\t1.457\t1.187\n0\t0.940\t0.183\t1.100\t1.314\t0.247\t0.533\t-0.899\t-0.670\t0.000\t1.232\t0.200\t1.522\t2.215\t1.625\t0.124\t-0.710\t2.548\t0.554\t-0.782\t0.893\t0.000\t0.819\t1.086\t1.070\t1.061\t1.361\t0.942\t0.861\n1\t1.126\t-0.754\t1.556\t1.080\t1.743\t2.352\t-0.618\t-0.337\t0.000\t1.093\t-1.694\t0.298\t0.000\t1.396\t-1.219\t-1.700\t0.000\t2.313\t0.810\t1.721\t1.551\t0.863\t0.848\t0.985\t1.841\t0.872\t1.406\t1.290\n1\t0.380\t-1.178\t0.873\t1.237\t-1.067\t0.855\t0.226\t0.970\t0.000\t1.376\t-0.159\t-0.635\t2.215\t0.499\t1.295\t-0.745\t0.000\t0.804\t-0.397\t0.357\t1.551\t1.389\t0.915\t0.988\t0.786\t0.756\t0.881\t0.820\n1\t0.793\t1.258\t-1.374\t0.374\t0.317\t0.564\t0.302\t1.099\t2.173\t0.461\t2.217\t0.043\t0.000\t0.656\t1.539\t1.448\t0.000\t0.836\t-0.529\t-0.186\t3.102\t0.950\t0.880\t0.989\t0.700\t0.754\t0.655\t0.600\n1\t0.738\t-0.628\t-1.413\t1.892\t-0.735\t0.694\t-0.090\t1.403\t0.000\t1.238\t-0.707\t0.465\t1.107\t0.466\t0.374\t0.372\t0.000\t0.553\t0.863\t0.929\t3.102\t0.860\t0.954\t0.985\t0.983\t0.806\t0.928\t0.860\n1\t0.730\t-0.971\t0.273\t1.771\t1.435\t0.726\t-0.923\t-0.457\t0.000\t0.966\t0.787\t-0.450\t0.000\t0.788\t-0.719\t0.811\t2.548\t0.994\t-0.349\t-1.088\t0.000\t0.911\t0.946\t1.364\t0.714\t0.529\t0.641\t0.662\n0\t0.669\t0.758\t-0.462\t0.211\t0.475\t1.541\t-0.041\t0.031\t2.173\t2.259\t0.322\t-1.715\t0.000\t1.302\t-1.141\t-1.197\t2.548\t1.192\t2.222\t-0.355\t0.000\t0.899\t0.959\t0.978\t0.815\t1.945\t1.363\t1.107\n1\t1.337\t0.073\t-1.373\t0.259\t0.715\t1.040\t0.171\t1.256\t0.000\t1.326\t-0.272\t0.207\t2.215\t0.615\t-2.401\t-0.242\t0.000\t1.529\t0.254\t-0.705\t3.102\t0.934\t1.114\t0.985\t1.032\t1.015\t0.992\t0.864\n0\t0.299\t-1.604\t-0.905\t1.220\t-0.732\t1.313\t2.107\t1.474\t0.000\t1.890\t-0.639\t-0.258\t2.215\t1.279\t1.384\t1.245\t2.548\t1.910\t0.672\t0.574\t0.000\t0.975\t0.890\t0.990\t0.905\t2.710\t1.452\t1.214\n0\t0.617\t-0.042\t-1.005\t0.378\t1.614\t0.672\t0.984\t0.245\t1.087\t0.383\t-0.813\t-0.481\t0.000\t0.847\t-1.144\t1.130\t2.548\t0.873\t0.749\t-1.374\t0.000\t0.917\t0.964\t0.989\t0.662\t1.460\t0.958\t0.828\n0\t0.940\t-0.703\t1.332\t1.113\t-0.912\t0.504\t-0.749\t-1.210\t2.173\t0.601\t-0.754\t0.402\t2.215\t0.513\t0.242\t-0.533\t0.000\t0.650\t-0.944\t0.979\t0.000\t0.789\t0.657\t1.275\t0.839\t0.804\t0.628\t0.563\n0\t0.892\t1.239\t0.822\t0.256\t-1.493\t0.848\t0.461\t-0.262\t1.087\t0.330\t0.790\t0.309\t0.000\t1.024\t1.600\t-1.499\t0.000\t1.017\t0.236\t1.575\t3.102\t0.991\t1.084\t0.978\t0.579\t0.983\t0.758\t0.684\n1\t0.892\t0.780\t-1.602\t0.373\t-0.768\t0.603\t1.175\t-1.077\t2.173\t0.462\t-0.122\t1.005\t2.215\t0.526\t-1.449\t1.257\t0.000\t1.674\t0.657\t0.181\t0.000\t1.053\t0.973\t0.985\t0.725\t0.921\t0.780\t0.763\n1\t0.481\t1.083\t-1.015\t1.993\t-0.354\t1.192\t0.755\t1.679\t0.000\t1.114\t-0.428\t-0.413\t2.215\t0.921\t0.227\t0.266\t2.548\t2.434\t-1.435\t0.893\t0.000\t0.890\t1.097\t0.983\t1.730\t0.725\t1.186\t1.202\n0\t1.577\t2.017\t-1.364\t0.560\t0.205\t0.470\t1.358\t0.410\t0.000\t0.607\t-0.958\t0.699\t0.000\t1.002\t1.173\t-0.519\t2.548\t0.582\t0.038\t0.567\t0.000\t0.580\t0.687\t1.286\t0.753\t0.661\t0.631\t0.668\n0\t0.517\t1.836\t0.705\t2.437\t0.849\t0.604\t-1.041\t-0.422\t1.087\t0.586\t0.199\t-0.563\t0.000\t1.296\t-0.246\t-1.353\t2.548\t0.862\t1.006\t-1.193\t0.000\t0.694\t0.983\t0.997\t1.394\t0.932\t1.306\t1.065\n1\t0.871\t0.166\t-0.658\t1.662\t0.113\t0.883\t-0.065\t-1.450\t0.000\t0.552\t0.324\t-0.054\t2.215\t1.552\t0.404\t0.809\t0.000\t2.551\t-0.779\t-1.530\t0.000\t0.880\t1.017\t1.068\t1.031\t0.837\t0.759\t0.837\n0\t1.033\t-0.488\t-1.260\t0.761\t0.365\t1.177\t-1.283\t-1.533\t2.173\t1.050\t-0.422\t0.232\t2.215\t0.597\t-0.926\t1.075\t0.000\t0.724\t-2.056\t-0.037\t0.000\t0.838\t0.909\t1.222\t1.057\t1.790\t0.996\t0.872\n0\t2.931\t0.181\t-0.816\t1.290\t-1.261\t1.699\t1.014\t1.091\t0.000\t1.008\t1.223\t-0.743\t1.107\t0.968\t-0.651\t0.752\t2.548\t1.141\t0.309\t0.233\t0.000\t0.856\t1.289\t1.048\t0.972\t1.587\t1.212\t1.367\n1\t0.866\t-1.386\t1.434\t0.824\t0.737\t0.823\t0.116\t-1.009\t2.173\t0.318\t-1.644\t0.333\t0.000\t0.422\t-0.399\t0.623\t2.548\t0.727\t-0.996\t-0.526\t0.000\t0.477\t0.749\t0.978\t0.667\t0.759\t1.033\t0.774\n1\t0.526\t-0.454\t-0.254\t1.847\t0.634\t0.835\t0.982\t-1.610\t2.173\t0.623\t1.186\t-0.714\t0.000\t0.570\t0.919\t0.517\t0.000\t0.857\t-0.324\t-1.116\t3.102\t0.824\t0.886\t0.988\t0.791\t0.772\t1.004\t0.914\n0\t0.697\t-1.126\t0.719\t0.884\t-0.586\t0.677\t0.291\t0.103\t0.000\t1.430\t-0.933\t1.128\t1.107\t0.658\t0.649\t-0.868\t0.000\t1.880\t0.246\t-1.217\t1.551\t0.955\t0.936\t1.003\t0.926\t1.610\t1.102\t0.977\n1\t0.877\t0.080\t0.958\t1.354\t-0.028\t0.608\t-0.044\t1.594\t0.000\t0.897\t0.333\t0.204\t0.000\t0.878\t2.132\t-1.621\t0.000\t2.168\t0.305\t-1.249\t0.000\t1.024\t0.774\t1.171\t0.851\t0.682\t0.813\t0.818\n1\t0.838\t-0.008\t-0.861\t0.536\t1.464\t1.230\t0.532\t-0.581\t2.173\t1.309\t0.320\t1.087\t1.107\t0.717\t0.807\t1.713\t0.000\t0.375\t2.376\t1.015\t0.000\t0.739\t0.920\t0.984\t0.842\t1.873\t1.057\t0.870\n1\t0.693\t0.460\t1.485\t0.579\t0.584\t1.160\t1.208\t-0.611\t2.173\t0.821\t2.256\t1.369\t0.000\t1.488\t2.077\t0.782\t0.000\t0.801\t-0.015\t-0.918\t0.000\t0.855\t1.276\t0.993\t1.405\t0.778\t1.178\t1.257\n0\t0.753\t-0.642\t0.580\t0.686\t-0.609\t0.760\t0.133\t-1.106\t2.173\t0.846\t0.890\t1.018\t1.107\t0.564\t0.343\t0.032\t0.000\t0.795\t-0.282\t1.402\t0.000\t0.748\t0.774\t0.986\t1.185\t1.207\t0.973\t0.776\n1\t0.493\t-1.340\t-1.280\t1.537\t1.615\t1.157\t-0.847\t-0.157\t2.173\t0.739\t0.345\t0.179\t2.215\t1.269\t0.123\t0.981\t0.000\t0.876\t-2.150\t-1.471\t0.000\t1.185\t0.839\t0.996\t1.672\t0.963\t1.468\t1.594\n0\t0.438\t-0.827\t1.361\t0.702\t-1.052\t0.949\t0.046\t0.781\t2.173\t1.777\t-0.999\t-1.409\t0.000\t1.263\t-0.628\t0.189\t2.548\t1.393\t-0.299\t0.000\t0.000\t2.079\t1.526\t0.990\t0.905\t0.864\t1.213\t1.022\n0\t0.585\t0.462\t-0.588\t1.346\t0.294\t1.039\t-0.231\t-1.064\t2.173\t1.147\t1.579\t1.041\t2.215\t1.686\t-0.438\t1.187\t0.000\t1.818\t-0.603\t-0.517\t0.000\t0.910\t0.941\t0.989\t1.323\t2.294\t1.598\t1.284\n1\t0.307\t-1.864\t0.730\t0.868\t-0.308\t0.897\t-0.021\t-0.367\t0.000\t1.445\t0.238\t1.102\t2.215\t0.716\t-0.256\t-0.948\t0.000\t1.022\t0.253\t-1.404\t1.551\t0.744\t0.726\t0.981\t1.047\t0.848\t0.894\t0.797\n1\t0.687\t0.401\t-1.718\t0.229\t-0.528\t1.048\t-0.493\t0.765\t1.087\t0.918\t0.993\t-1.088\t0.000\t0.291\t-0.495\t-0.631\t0.000\t0.498\t0.513\t-0.293\t3.102\t0.756\t1.447\t0.988\t0.579\t0.769\t0.844\t0.743\n0\t2.058\t0.191\t1.474\t0.653\t-0.064\t0.814\t1.760\t-0.065\t0.000\t0.554\t1.753\t-0.800\t0.000\t0.467\t0.595\t-1.692\t1.274\t0.703\t1.335\t0.524\t3.102\t0.878\t0.839\t1.579\t0.960\t0.453\t0.626\t0.859\n1\t0.647\t1.255\t-1.699\t1.302\t0.762\t0.717\t1.893\t0.460\t0.000\t0.972\t-0.472\t-0.198\t2.215\t1.854\t-0.757\t-1.187\t1.274\t0.898\t0.444\t-1.050\t0.000\t1.507\t1.657\t1.014\t1.754\t1.137\t1.526\t1.340\n0\t0.580\t-0.676\t1.715\t1.587\t1.682\t1.179\t1.109\t-0.145\t2.173\t0.661\t1.213\t0.764\t0.000\t0.937\t0.093\t0.099\t0.000\t1.402\t-0.245\t-0.345\t3.102\t0.962\t1.289\t0.972\t3.017\t1.073\t1.935\t1.784\n1\t0.288\t-2.154\t-0.071\t1.130\t-1.398\t0.907\t-0.507\t-0.392\t2.173\t1.303\t-1.171\t0.840\t0.000\t1.030\t-0.936\t1.407\t0.000\t0.973\t-0.773\t-0.690\t1.551\t0.883\t0.976\t0.986\t0.873\t0.336\t0.918\t0.806\n1\t1.423\t1.049\t-1.648\t1.105\t-0.791\t0.488\t1.094\t-0.311\t2.173\t1.218\t0.504\t0.584\t2.215\t0.277\t0.555\t0.241\t0.000\t0.693\t-0.047\t-0.201\t0.000\t0.903\t0.884\t1.213\t1.267\t0.886\t0.895\t0.821\n0\t0.759\t0.896\t0.919\t1.366\t-1.734\t0.565\t0.676\t0.154\t0.000\t0.579\t-0.872\t-1.190\t2.215\t0.695\t0.123\t-0.635\t2.548\t0.961\t-0.907\t0.064\t0.000\t1.136\t1.035\t0.990\t0.784\t0.487\t0.700\t0.781\n1\t1.109\t-0.751\t0.057\t0.535\t1.697\t0.348\t-2.114\t0.209\t0.000\t0.646\t-0.625\t-1.280\t1.107\t0.476\t1.509\t1.123\t0.000\t1.036\t-1.012\t1.392\t0.000\t0.914\t0.857\t1.062\t0.854\t0.749\t0.859\t0.747\n1\t0.624\t-0.150\t1.539\t0.554\t1.434\t0.528\t0.985\t-1.187\t0.000\t1.411\t0.536\t-0.142\t1.107\t1.313\t0.494\t1.293\t0.000\t1.824\t0.571\t-0.790\t3.102\t1.135\t1.180\t0.990\t1.515\t0.804\t1.167\t1.044\n0\t0.569\t2.386\t1.580\t1.233\t-0.223\t0.426\t0.838\t0.922\t2.173\t0.451\t-1.694\t-1.301\t0.000\t0.707\t-0.124\t-0.199\t2.548\t0.863\t-1.071\t0.854\t0.000\t0.780\t1.113\t1.159\t1.264\t0.676\t0.917\t1.449\n0\t0.863\t-1.453\t0.273\t1.565\t0.306\t1.009\t-0.750\t-0.070\t2.173\t3.236\t0.454\t-1.606\t2.215\t0.696\t-2.400\t1.145\t0.000\t0.854\t0.322\t0.265\t0.000\t0.915\t1.116\t0.986\t4.261\t3.133\t2.832\t2.157\n1\t0.586\t-1.273\t1.394\t0.040\t0.717\t0.992\t-0.297\t0.132\t2.173\t1.030\t0.176\t-1.342\t0.000\t0.988\t0.370\t-0.731\t0.000\t1.313\t0.129\t0.964\t3.102\t0.857\t0.844\t0.907\t0.846\t0.868\t0.890\t0.756\n1\t1.674\t-0.130\t0.319\t1.216\t0.949\t0.840\t-0.960\t-0.382\t2.173\t0.754\t-0.284\t1.270\t1.107\t1.872\t-0.409\t-1.069\t0.000\t0.998\t0.776\t1.455\t0.000\t1.609\t1.159\t1.063\t1.175\t1.235\t1.016\t1.016\n0\t0.551\t1.170\t-0.672\t1.159\t0.359\t0.734\t0.593\t1.340\t0.000\t0.813\t-0.633\t0.108\t2.215\t1.183\t-0.654\t-1.264\t2.548\t0.548\t-1.177\t-0.394\t0.000\t1.502\t1.153\t0.984\t0.813\t0.985\t0.874\t0.850\n0\t0.389\t-0.963\t1.296\t0.386\t-0.569\t0.804\t-1.083\t0.729\t0.000\t0.708\t0.570\t-0.022\t2.215\t0.308\t2.066\t-0.021\t0.000\t0.629\t-0.614\t-1.068\t0.000\t0.905\t1.042\t0.986\t0.581\t0.736\t0.666\t0.634\n1\t0.782\t-0.170\t-0.049\t0.863\t1.490\t1.023\t0.352\t-1.291\t2.173\t0.891\t0.106\t0.827\t2.215\t1.264\t1.808\t-0.002\t0.000\t1.432\t1.041\t1.642\t0.000\t1.143\t0.971\t1.119\t0.956\t1.337\t0.819\t0.759\n1\t0.632\t-1.118\t-1.367\t0.996\t0.795\t1.022\t-0.367\t-1.664\t0.000\t1.673\t-0.159\t0.051\t2.215\t0.512\t0.009\t1.316\t0.000\t0.430\t-0.703\t1.390\t3.102\t1.112\t0.617\t1.021\t1.129\t0.763\t0.877\t0.796\n1\t0.680\t1.366\t-0.416\t1.004\t1.071\t1.351\t-0.737\t0.691\t0.000\t2.494\t1.615\t-0.978\t0.000\t1.081\t0.734\t0.653\t2.548\t0.867\t0.945\t-1.476\t3.102\t0.671\t0.595\t1.114\t0.697\t0.706\t0.873\t0.810\n0\t1.369\t0.372\t1.691\t0.342\t-0.556\t0.510\t2.220\t0.416\t0.000\t0.746\t1.225\t-0.587\t2.215\t0.764\t1.067\t-1.405\t2.548\t1.085\t0.682\t0.606\t0.000\t0.899\t0.906\t0.990\t0.559\t0.541\t0.675\t0.705\n0\t0.794\t1.949\t0.703\t0.324\t-1.319\t0.979\t-0.166\t1.632\t1.087\t1.493\t0.478\t-0.283\t2.215\t0.972\t0.729\t1.614\t0.000\t0.518\t-0.186\t0.244\t0.000\t0.849\t1.047\t0.992\t1.153\t1.856\t1.106\t0.890\n0\t0.534\t-0.706\t-1.284\t1.574\t-0.386\t0.963\t-1.186\t0.795\t0.000\t1.090\t-1.384\t1.648\t0.000\t0.758\t-0.493\t1.047\t0.000\t1.181\t0.782\t-1.090\t1.551\t0.959\t1.039\t0.991\t0.788\t1.021\t0.976\t0.889\n1\t1.950\t-0.143\t-0.222\t0.999\t-0.740\t0.557\t-0.133\t1.610\t0.000\t1.007\t0.326\t0.946\t2.215\t1.021\t0.549\t-1.434\t2.548\t0.412\t0.964\t0.419\t0.000\t0.925\t0.978\t0.996\t0.953\t0.916\t0.914\t0.878\n0\t0.415\t1.655\t-1.666\t1.441\t-0.762\t0.630\t1.022\t0.873\t0.000\t0.365\t-1.530\t1.388\t0.000\t0.450\t1.452\t0.366\t0.000\t0.871\t-0.061\t-0.898\t3.102\t0.837\t0.820\t0.996\t0.562\t0.429\t0.529\t0.596\n0\t0.301\t-0.435\t1.176\t2.128\t-1.580\t1.009\t-0.016\t-1.030\t2.173\t0.990\t-0.748\t0.609\t0.000\t0.370\t-2.559\t1.214\t0.000\t1.733\t-0.414\t-0.050\t0.000\t0.982\t0.637\t0.981\t1.359\t0.477\t0.878\t0.985\n0\t0.630\t0.685\t0.468\t0.919\t-1.254\t0.516\t2.425\t0.838\t0.000\t1.141\t-0.024\t1.388\t2.215\t1.271\t1.927\t-0.691\t0.000\t1.019\t1.328\t0.085\t0.000\t0.874\t0.501\t1.054\t0.854\t0.701\t0.980\t0.822\n1\t0.454\t-1.220\t1.122\t0.662\t1.024\t0.894\t-0.380\t-0.425\t0.000\t0.683\t-0.914\t0.068\t0.000\t1.402\t-0.409\t1.181\t2.548\t1.717\t-0.250\t-1.428\t3.102\t0.853\t1.096\t0.987\t0.618\t0.848\t0.914\t0.821\n0\t1.904\t-0.093\t-1.471\t1.313\t-1.123\t3.175\t-0.233\t0.654\t0.000\t2.244\t0.018\t-1.012\t2.215\t1.520\t-0.705\t-0.819\t0.000\t1.227\t0.523\t0.844\t3.102\t3.983\t2.262\t0.989\t0.780\t1.560\t2.031\t1.754\n1\t0.787\t-0.891\t0.909\t0.873\t-1.643\t2.202\t-0.040\t-0.601\t0.000\t1.164\t0.923\t0.477\t0.000\t1.368\t0.684\t1.033\t0.000\t1.596\t0.457\t1.509\t3.102\t0.949\t0.918\t0.988\t0.586\t0.731\t0.901\t1.072\n1\t1.474\t0.491\t0.744\t0.392\t-0.420\t1.040\t1.308\t0.470\t0.000\t1.285\t-0.710\t-1.403\t1.107\t0.690\t-0.517\t-0.637\t2.548\t0.987\t0.084\t-0.828\t0.000\t0.626\t0.692\t0.987\t0.819\t0.643\t0.904\t0.738\n0\t0.463\t1.242\t-1.314\t2.791\t1.720\t0.748\t1.157\t0.372\t0.000\t0.601\t1.056\t-0.308\t0.000\t0.898\t0.007\t0.125\t1.274\t0.934\t-1.066\t-0.693\t3.102\t0.822\t0.723\t0.979\t1.207\t0.674\t0.957\t1.029\n0\t1.079\t-0.575\t0.495\t0.313\t0.078\t0.524\t0.421\t-0.528\t0.000\t0.869\t-0.779\t-0.583\t0.000\t2.022\t-1.058\t1.205\t1.274\t1.743\t-0.434\t-1.414\t3.102\t0.937\t0.942\t0.985\t1.118\t1.114\t1.064\t0.958\n1\t0.920\t0.674\t0.591\t0.417\t-1.276\t0.574\t1.485\t1.671\t0.000\t1.258\t1.206\t-1.256\t0.000\t0.849\t1.905\t0.081\t0.000\t1.387\t0.827\t-0.189\t3.102\t0.899\t0.980\t0.989\t0.654\t0.569\t0.770\t0.688\n1\t0.697\t0.436\t1.342\t0.199\t-1.430\t1.067\t-1.009\t0.838\t2.173\t0.982\t-1.186\t-0.471\t0.000\t0.841\t-0.398\t-0.803\t0.000\t0.644\t-0.439\t-1.181\t3.102\t0.695\t1.354\t0.977\t0.536\t0.878\t0.821\t0.744\n1\t1.002\t0.348\t-1.265\t1.269\t1.351\t1.317\t0.496\t-0.267\t2.173\t0.646\t-0.247\t-1.579\t0.000\t0.580\t0.400\t0.681\t0.000\t0.854\t-0.422\t0.340\t3.102\t0.930\t0.915\t1.103\t1.352\t0.830\t0.933\t0.883\n1\t0.401\t2.052\t-1.082\t1.207\t0.977\t0.463\t1.540\t0.750\t0.000\t1.100\t1.368\t-0.910\t1.107\t1.013\t0.296\t-0.526\t2.548\t0.414\t1.733\t-0.760\t0.000\t0.678\t0.831\t0.988\t0.913\t0.742\t0.773\t0.675\n0\t0.645\t-1.241\t0.485\t2.162\t1.506\t1.458\t-1.382\t-0.385\t0.000\t0.868\t-1.593\t-1.584\t2.215\t1.103\t0.572\t0.574\t2.548\t0.775\t-0.624\t-0.384\t0.000\t0.533\t1.190\t1.302\t1.419\t1.742\t1.274\t1.213\n1\t0.934\t-0.787\t1.514\t0.149\t1.322\t0.499\t0.464\t-0.702\t0.000\t1.009\t1.198\t-0.343\t2.215\t0.447\t0.787\t0.885\t2.548\t0.900\t-1.064\t0.468\t0.000\t1.348\t0.904\t0.994\t1.143\t0.652\t0.808\t0.786\n1\t0.801\t0.080\t-0.663\t0.347\t-0.820\t0.847\t-0.042\t0.308\t0.000\t1.145\t1.244\t-1.143\t2.215\t1.157\t0.661\t0.984\t0.000\t1.263\t0.118\t-1.674\t0.000\t0.987\t1.133\t0.992\t0.606\t0.600\t0.672\t0.660\n0\t1.440\t-0.196\t-0.599\t1.265\t-0.270\t0.918\t0.980\t1.698\t0.000\t0.608\t-0.048\t0.489\t2.215\t0.658\t0.829\t0.983\t0.000\t0.470\t1.057\t-0.584\t3.102\t0.843\t0.956\t0.986\t0.546\t0.523\t0.617\t0.790\n1\t0.928\t0.249\t-1.091\t0.799\t1.270\t1.109\t-0.534\t-0.220\t0.000\t0.883\t-0.368\t1.682\t2.215\t0.734\t0.227\t0.242\t0.000\t1.005\t0.853\t1.170\t1.551\t0.927\t1.173\t1.012\t0.657\t0.749\t0.936\t0.826\n1\t0.417\t-0.870\t-1.429\t0.710\t-0.594\t1.157\t-0.427\t-1.612\t2.173\t1.013\t0.668\t0.813\t0.000\t1.154\t-1.378\t-0.811\t0.000\t1.113\t0.527\t0.270\t0.000\t0.820\t1.207\t0.979\t0.831\t0.948\t0.944\t0.823\n1\t0.943\t-0.893\t-0.091\t0.943\t-1.307\t0.968\t-0.080\t0.616\t0.000\t0.773\t-1.127\t-0.775\t0.000\t1.554\t-0.724\t-1.512\t1.274\t0.710\t0.497\t1.221\t1.551\t0.892\t0.701\t1.162\t0.834\t0.787\t0.794\t0.780\n0\t0.671\t-1.476\t-1.489\t1.633\t-0.633\t0.479\t-1.200\t0.092\t0.000\t0.804\t-0.665\t1.629\t1.107\t0.875\t-1.185\t1.122\t1.274\t0.666\t-1.675\t-0.445\t0.000\t0.536\t0.897\t1.011\t0.882\t0.483\t0.727\t0.671\n1\t0.932\t0.036\t-1.741\t1.614\t-1.197\t0.845\t-0.520\t0.913\t2.173\t0.668\t0.388\t-0.294\t2.215\t0.953\t0.397\t0.185\t0.000\t0.831\t0.852\t1.054\t0.000\t0.751\t0.900\t0.986\t0.855\t1.113\t0.957\t0.838\n1\t0.810\t1.075\t-0.641\t1.238\t1.640\t0.436\t2.313\t-0.797\t0.000\t0.875\t0.733\t0.239\t2.215\t0.535\t2.417\t0.696\t0.000\t0.846\t0.050\t1.516\t3.102\t0.858\t1.056\t1.227\t0.729\t0.761\t0.827\t0.787\n0\t1.256\t0.559\t0.839\t0.545\t1.684\t0.596\t0.949\t-0.895\t2.173\t0.445\t0.967\t-0.212\t0.000\t0.640\t0.068\t0.987\t0.000\t1.251\t-0.582\t-1.032\t1.551\t0.821\t0.849\t0.982\t0.888\t0.854\t0.827\t0.710\n0\t1.305\t0.256\t0.817\t0.433\t-1.628\t0.698\t1.286\t-0.805\t0.000\t1.097\t-0.728\t-0.882\t0.000\t2.087\t-0.792\t0.778\t2.548\t0.716\t-1.157\t-0.155\t0.000\t0.798\t0.783\t0.989\t0.840\t1.194\t0.905\t0.829\n1\t0.742\t0.523\t1.054\t1.258\t-1.253\t0.981\t-0.809\t1.417\t2.173\t1.091\t0.634\t-0.318\t0.000\t0.806\t-0.074\t0.290\t2.548\t0.472\t2.198\t-0.358\t0.000\t1.090\t0.941\t1.170\t1.160\t1.030\t1.250\t1.058\n0\t0.777\t2.260\t1.450\t1.346\t-1.116\t0.701\t1.864\t0.312\t0.000\t0.772\t0.291\t1.113\t0.000\t1.467\t1.356\t-0.605\t2.548\t0.846\t0.553\t0.381\t0.000\t0.765\t0.939\t1.046\t0.941\t0.914\t0.801\t0.841\n0\t0.451\t-2.143\t-0.834\t1.143\t0.252\t1.105\t-0.367\t0.946\t1.087\t1.451\t-1.128\t-0.730\t0.000\t0.413\t1.078\t1.694\t0.000\t1.474\t-0.703\t1.739\t1.551\t1.988\t1.327\t0.990\t1.117\t0.941\t1.146\t1.027\n0\t0.818\t-0.663\t1.109\t1.043\t1.611\t0.778\t-2.913\t-0.636\t0.000\t1.510\t-0.061\t0.308\t0.000\t1.067\t-0.136\t-0.453\t2.548\t2.652\t0.039\t-1.536\t3.102\t0.792\t0.866\t0.976\t0.760\t1.072\t0.975\t0.878\n1\t1.788\t0.170\t-0.595\t0.320\t-0.650\t0.803\t0.713\t1.321\t2.173\t1.119\t-0.299\t0.652\t1.107\t0.937\t0.698\t-0.704\t0.000\t0.525\t1.308\t1.318\t0.000\t0.815\t0.864\t0.986\t1.087\t1.090\t1.023\t0.894\n1\t0.558\t-0.627\t0.091\t1.325\t-1.043\t0.614\t-0.332\t0.386\t0.000\t0.691\t0.335\t-0.040\t0.000\t0.921\t2.498\t1.066\t0.000\t1.627\t0.759\t1.491\t3.102\t0.706\t0.938\t1.015\t1.115\t0.793\t0.811\t0.799\n0\t0.741\t0.706\t1.546\t0.985\t-0.670\t0.879\t1.520\t-0.497\t0.000\t1.305\t1.542\t1.493\t0.000\t0.511\t-0.274\t0.652\t1.274\t0.966\t1.260\t-0.069\t3.102\t2.219\t1.318\t1.079\t0.708\t0.645\t0.957\t0.840\n1\t0.744\t-0.659\t0.502\t0.939\t-0.808\t1.124\t0.855\t0.982\t0.000\t1.157\t-0.776\t-0.976\t0.000\t0.662\t-0.139\t-0.561\t2.548\t0.894\t-0.604\t1.446\t0.000\t1.085\t0.966\t1.071\t0.588\t0.305\t0.600\t0.589\n1\t1.780\t0.235\t-0.147\t0.885\t0.597\t0.338\t0.551\t1.357\t0.000\t1.500\t1.307\t1.716\t2.215\t0.715\t1.376\t-0.480\t0.000\t1.220\t0.869\t0.342\t0.000\t0.983\t0.940\t1.080\t0.761\t0.960\t1.047\t0.871\n1\t0.721\t-1.425\t0.859\t0.327\t-1.571\t1.067\t-1.671\t-0.301\t0.000\t0.890\t-0.866\t-1.106\t1.107\t0.827\t-1.035\t1.543\t2.548\t0.669\t-1.794\t0.511\t0.000\t0.915\t1.037\t0.989\t0.770\t0.634\t0.800\t0.758\n0\t1.954\t-0.564\t-1.073\t0.619\t1.349\t2.851\t0.887\t0.839\t0.000\t1.725\t0.325\t-0.817\t2.215\t1.199\t1.304\t-0.860\t0.000\t0.647\t0.368\t-0.191\t3.102\t1.596\t0.900\t1.247\t1.124\t0.512\t0.765\t0.842\n0\t1.815\t-1.727\t1.495\t1.537\t-1.659\t1.308\t0.802\t0.074\t0.000\t1.014\t0.513\t-0.236\t0.000\t1.117\t-1.150\t0.905\t2.548\t1.721\t0.944\t-0.701\t1.551\t0.760\t0.933\t1.003\t0.847\t1.912\t1.599\t1.859\n0\t0.439\t1.898\t0.440\t0.923\t-1.309\t0.589\t-0.361\t1.084\t0.000\t0.874\t1.102\t-0.024\t1.107\t0.672\t0.243\t-0.408\t2.548\t0.398\t0.327\t0.021\t0.000\t0.670\t0.945\t0.984\t1.030\t0.458\t0.807\t0.947\n1\t0.597\t-1.663\t-0.154\t0.568\t-0.946\t1.420\t-0.949\t1.455\t0.000\t1.441\t-0.599\t-0.582\t0.000\t1.014\t-1.290\t1.064\t2.548\t1.675\t-1.080\t0.650\t3.102\t0.887\t0.965\t0.985\t0.811\t0.368\t0.724\t0.668\n0\t1.971\t0.855\t0.367\t0.062\t-1.284\t0.873\t-0.975\t-0.945\t0.000\t0.922\t0.088\t0.865\t2.215\t1.025\t-1.606\t-1.251\t0.000\t0.987\t-0.066\t-1.730\t3.102\t0.822\t0.884\t0.986\t0.719\t0.624\t0.954\t1.118\n0\t2.475\t-1.448\t-0.413\t0.593\t-1.307\t0.890\t-0.545\t1.193\t2.173\t0.741\t-1.699\t0.980\t0.000\t0.614\t-0.074\t-1.439\t2.548\t0.477\t-0.576\t-0.653\t0.000\t0.881\t0.856\t1.210\t0.968\t0.676\t1.024\t0.865\n1\t0.939\t-0.172\t1.040\t0.513\t1.625\t1.879\t0.740\t-1.057\t0.000\t1.489\t-0.058\t0.641\t2.215\t0.848\t0.914\t0.063\t0.000\t0.919\t0.074\t-0.271\t0.000\t0.744\t1.445\t0.994\t0.913\t0.625\t1.322\t1.195\n1\t1.530\t0.627\t1.239\t0.681\t-1.076\t0.681\t-0.039\t-0.386\t2.173\t0.470\t0.094\t0.035\t0.000\t0.452\t1.011\t-0.274\t0.000\t0.971\t-0.738\t1.140\t3.102\t0.607\t0.655\t1.231\t1.063\t0.924\t0.820\t0.664\n1\t0.729\t0.312\t0.462\t1.264\t1.574\t1.043\t-0.424\t-1.411\t0.000\t1.822\t-0.677\t0.286\t2.215\t0.552\t-0.622\t-0.767\t0.000\t0.864\t-0.678\t1.218\t3.102\t0.868\t0.718\t1.121\t1.283\t0.846\t0.929\t0.891\n1\t0.879\t0.320\t-0.376\t2.413\t-0.045\t2.062\t-0.411\t1.571\t0.000\t1.145\t0.065\t-0.994\t2.215\t1.274\t-0.835\t-0.179\t0.000\t2.082\t-0.950\t-1.092\t3.102\t0.950\t1.329\t0.994\t1.210\t0.902\t1.353\t1.574\n1\t0.669\t0.353\t-1.717\t0.385\t-1.529\t0.786\t0.237\t0.715\t2.173\t0.652\t2.350\t-1.499\t0.000\t1.169\t0.929\t-0.239\t1.274\t1.153\t1.550\t-0.582\t0.000\t0.890\t0.946\t0.984\t0.941\t1.025\t1.024\t1.148\n0\t1.539\t-0.825\t-1.022\t0.991\t-0.049\t1.007\t0.232\t0.363\t2.173\t0.778\t0.959\t0.655\t0.000\t1.578\t-0.855\t-1.510\t1.274\t1.366\t0.533\t1.276\t0.000\t0.975\t0.989\t1.316\t1.338\t1.840\t1.142\t1.011\n1\t2.168\t0.073\t-0.688\t0.725\t-0.384\t1.384\t1.738\t0.897\t0.000\t1.365\t0.620\t0.905\t2.215\t0.614\t0.677\t-0.853\t1.274\t0.715\t-0.493\t-1.424\t0.000\t0.676\t0.960\t0.998\t0.513\t0.974\t0.922\t0.810\n1\t1.896\t-0.414\t-0.963\t0.636\t0.168\t1.093\t0.303\t0.748\t2.173\t0.290\t-0.549\t-1.624\t2.215\t0.332\t0.902\t1.217\t0.000\t0.544\t0.131\t-0.511\t0.000\t0.510\t0.645\t1.297\t0.680\t0.791\t0.895\t0.694\n1\t0.855\t-1.294\t0.416\t1.312\t1.036\t0.257\t-2.689\t-0.308\t0.000\t0.920\t-1.012\t-0.838\t2.215\t0.568\t1.189\t-0.558\t0.000\t0.543\t-1.191\t1.299\t0.000\t0.688\t0.758\t0.995\t1.534\t1.142\t1.158\t0.954\n1\t4.335\t-0.902\t-0.530\t0.835\t-1.042\t0.836\t-1.622\t1.248\t0.000\t1.913\t-0.266\t0.005\t2.215\t4.189\t1.139\t1.302\t0.000\t1.276\t-0.454\t-0.891\t0.000\t0.822\t1.007\t1.172\t0.755\t0.774\t0.945\t0.807\n0\t0.656\t0.761\t-1.076\t0.990\t-0.311\t0.513\t-1.057\t0.361\t0.000\t0.794\t0.382\t1.265\t2.215\t1.490\t-0.942\t-0.820\t2.548\t0.754\t-0.484\t1.629\t0.000\t0.894\t0.932\t0.990\t1.005\t1.421\t1.246\t1.129\n0\t2.683\t-0.605\t0.494\t0.890\t-0.386\t1.066\t-0.617\t-0.904\t2.173\t0.939\t0.447\t0.950\t2.215\t1.416\t-0.399\t-1.565\t0.000\t1.330\t-1.534\t1.240\t0.000\t1.067\t0.832\t1.524\t1.198\t1.687\t1.216\t1.095\n1\t0.565\t-0.095\t0.713\t0.188\t-1.350\t0.733\t-1.734\t-0.394\t0.000\t0.755\t-0.288\t-1.514\t2.215\t0.799\t-1.464\t1.537\t2.548\t1.071\t-0.961\t0.253\t0.000\t0.850\t0.913\t0.985\t0.736\t0.661\t0.800\t0.695\n1\t0.621\t-1.016\t0.577\t0.776\t-0.343\t0.619\t0.017\t1.555\t0.000\t0.560\t1.141\t-0.607\t2.215\t1.421\t-0.690\t-1.669\t0.000\t1.291\t-0.424\t0.013\t3.102\t0.776\t1.069\t0.993\t0.798\t0.832\t0.896\t0.798\n0\t1.013\t-0.552\t1.710\t0.265\t-0.847\t0.588\t1.633\t1.525\t1.087\t0.975\t-0.568\t0.404\t2.215\t1.554\t0.756\t-0.158\t0.000\t1.127\t0.070\t-1.269\t0.000\t1.350\t1.276\t0.990\t1.616\t1.789\t1.246\t1.156\n0\t2.391\t-1.293\t0.948\t1.210\t0.949\t1.694\t-0.775\t-0.618\t2.173\t0.754\t-1.064\t-1.365\t1.107\t0.359\t-0.875\t-1.729\t0.000\t0.637\t0.448\t0.233\t0.000\t0.675\t1.017\t0.996\t1.130\t1.068\t1.480\t1.157\n1\t0.948\t-0.014\t0.759\t0.496\t-1.070\t0.728\t0.192\t-0.249\t1.087\t0.995\t0.341\t-0.718\t0.000\t1.259\t-0.109\t1.494\t0.000\t0.670\t0.740\t1.408\t1.551\t1.617\t0.975\t0.988\t0.770\t0.782\t0.777\t0.699\n0\t0.950\t-1.377\t1.522\t1.153\t0.926\t0.463\t-0.557\t-0.747\t0.000\t0.866\t0.338\t-1.272\t1.107\t0.635\t-2.558\t-0.132\t0.000\t1.089\t-0.297\t0.784\t3.102\t1.301\t1.048\t0.984\t1.088\t0.899\t0.988\t0.897\n1\t0.529\t-0.590\t-0.818\t1.141\t1.610\t0.849\t0.508\t0.943\t0.000\t1.363\t-0.856\t-0.392\t2.215\t0.734\t-0.058\t1.704\t0.000\t0.747\t0.771\t-0.168\t3.102\t0.989\t0.835\t0.984\t1.085\t0.957\t1.006\t0.871\n1\t0.865\t-0.429\t-0.818\t0.711\t0.995\t0.885\t-0.933\t-0.535\t0.000\t0.687\t-2.766\t0.626\t0.000\t2.097\t-1.141\t1.208\t2.548\t1.836\t0.759\t-0.514\t0.000\t0.841\t0.931\t1.084\t0.985\t0.854\t0.914\t0.792\n0\t2.584\t-0.257\t-0.364\t2.446\t-0.585\t1.610\t0.245\t1.426\t2.173\t0.801\t-0.660\t1.577\t0.000\t0.482\t-1.194\t1.077\t0.000\t0.539\t0.287\t0.313\t3.102\t0.516\t0.953\t1.000\t0.700\t0.833\t1.426\t1.217\n1\t0.626\t1.159\t-0.123\t1.036\t-1.551\t0.809\t0.047\t0.559\t0.000\t0.826\t-0.442\t1.379\t2.215\t0.758\t0.461\t-1.064\t2.548\t0.590\t1.088\t-1.052\t0.000\t1.264\t0.946\t1.071\t1.037\t0.798\t0.738\t0.752\n1\t0.685\t0.490\t0.258\t2.455\t0.996\t1.325\t1.383\t-1.287\t0.000\t0.740\t2.909\t1.030\t0.000\t1.233\t0.078\t-0.595\t2.548\t1.876\t0.885\t-0.234\t3.102\t2.610\t1.936\t1.109\t1.200\t0.698\t1.478\t1.467\n1\t1.567\t0.410\t-0.444\t0.838\t0.329\t0.804\t-2.841\t-0.263\t0.000\t1.123\t-0.900\t-1.702\t2.215\t1.271\t-0.449\t1.271\t0.000\t1.168\t0.468\t1.398\t1.551\t3.238\t2.198\t1.020\t0.882\t0.914\t1.662\t1.689\n0\t0.983\t1.151\t-0.541\t1.881\t-1.054\t0.766\t0.843\t1.393\t2.173\t0.876\t2.034\t0.671\t0.000\t0.931\t1.825\t0.212\t0.000\t1.074\t0.867\t-1.294\t0.000\t0.908\t1.005\t0.981\t0.906\t0.452\t0.823\t0.794\n1\t0.749\t-0.875\t-1.195\t0.766\t-0.553\t0.394\t1.605\t0.657\t0.000\t0.879\t-0.696\t1.599\t2.215\t0.811\t-0.739\t0.055\t2.548\t1.469\t-1.674\t0.157\t0.000\t0.816\t1.087\t0.983\t0.899\t0.884\t0.896\t1.080\n0\t0.697\t0.026\t-1.442\t0.788\t0.333\t0.893\t-0.052\t0.780\t0.000\t1.273\t0.831\t-1.102\t2.215\t0.696\t-0.198\t-0.021\t0.000\t1.165\t-0.198\t1.723\t0.000\t0.945\t0.850\t1.026\t0.909\t0.570\t0.903\t0.766\n0\t1.791\t-0.412\t1.684\t0.433\t0.714\t0.749\t-0.996\t-0.356\t1.087\t0.330\t1.009\t0.025\t2.215\t0.539\t-0.604\t1.012\t0.000\t0.429\t-0.283\t-1.057\t0.000\t0.515\t0.657\t0.989\t0.806\t0.919\t0.837\t0.647\n1\t0.880\t-1.111\t-1.408\t2.535\t-1.146\t1.650\t2.276\t0.851\t0.000\t1.416\t-1.525\t-0.564\t0.000\t1.318\t0.221\t0.246\t2.548\t0.906\t-0.210\t1.615\t3.102\t1.712\t1.206\t0.987\t1.966\t0.816\t1.292\t1.182\n0\t1.210\t0.383\t-1.246\t0.442\t-1.513\t0.971\t-0.784\t0.149\t1.087\t1.459\t-0.110\t1.579\t2.215\t0.592\t-0.193\t-0.015\t0.000\t0.932\t-0.639\t-0.294\t0.000\t0.916\t1.085\t0.993\t1.196\t1.788\t1.045\t0.890\n1\t1.166\t0.383\t-0.953\t0.770\t-0.463\t1.174\t1.892\t0.787\t0.000\t1.117\t-0.070\t-0.848\t2.215\t1.190\t1.062\t1.516\t0.000\t0.919\t1.712\t-0.028\t0.000\t1.071\t0.958\t0.980\t0.771\t0.548\t1.222\t1.051\n0\t0.662\t0.429\t1.475\t1.126\t0.524\t1.216\t0.360\t-1.648\t1.087\t1.672\t0.175\t0.058\t2.215\t0.735\t-0.270\t-1.222\t0.000\t0.488\t0.375\t0.582\t0.000\t0.706\t0.899\t0.989\t1.065\t2.106\t1.136\t0.894\n1\t1.842\t-1.461\t0.324\t0.521\t-1.223\t0.971\t-0.175\t1.405\t2.173\t0.540\t-0.776\t-1.251\t0.000\t0.760\t0.386\t-0.453\t2.548\t0.868\t0.281\t-1.269\t0.000\t0.535\t0.790\t1.336\t1.140\t1.113\t1.085\t0.911\n0\t1.781\t0.188\t1.399\t0.115\t0.478\t0.706\t0.339\t-0.364\t2.173\t0.883\t0.814\t0.372\t2.215\t0.694\t1.483\t-1.025\t0.000\t1.101\t1.350\t0.928\t0.000\t0.931\t1.001\t0.983\t1.035\t0.772\t0.897\t0.898\n1\t1.542\t0.725\t-1.055\t0.750\t0.365\t1.171\t1.251\t1.177\t2.173\t1.266\t-0.753\t-0.372\t0.000\t0.615\t0.711\t0.725\t0.000\t1.246\t1.012\t-1.536\t3.102\t0.788\t0.900\t1.428\t0.838\t0.820\t0.878\t0.761\n1\t1.283\t-1.669\t0.700\t0.582\t-0.312\t1.563\t1.064\t-1.179\t0.000\t2.011\t-0.751\t0.245\t2.215\t1.446\t-1.420\t-1.636\t0.000\t1.081\t-1.181\t1.058\t0.000\t0.908\t0.720\t0.986\t0.894\t0.831\t0.959\t0.830\n1\t1.462\t-0.491\t1.483\t0.307\t-1.384\t0.931\t-1.114\t-1.440\t0.000\t1.163\t0.044\t0.734\t2.215\t1.423\t-1.297\t-0.229\t0.000\t1.308\t-0.330\t-0.400\t3.102\t0.961\t0.936\t0.986\t0.997\t0.982\t0.867\t0.826\n1\t0.705\t-1.570\t0.177\t1.320\t0.677\t0.990\t-0.449\t-1.302\t0.000\t0.498\t0.136\t0.772\t1.107\t0.751\t-0.535\t-0.324\t0.000\t0.685\t-0.037\t-1.726\t0.000\t0.785\t0.637\t0.991\t1.543\t0.443\t1.153\t0.967\n1\t1.210\t-1.128\t-0.022\t0.570\t-1.092\t0.738\t-1.743\t1.661\t0.000\t0.603\t-1.304\t1.010\t0.000\t1.044\t-0.185\t-0.078\t2.548\t0.883\t-0.846\t-1.243\t3.102\t0.841\t0.700\t0.987\t0.728\t0.706\t0.782\t0.729\n1\t1.165\t-0.590\t1.582\t0.222\t-0.160\t0.930\t-1.602\t-0.033\t0.000\t1.069\t-0.254\t0.951\t1.107\t1.406\t-0.435\t-1.094\t2.548\t1.433\t-1.433\t-1.366\t0.000\t1.646\t1.404\t0.990\t0.782\t1.263\t1.175\t0.959\n1\t1.449\t1.070\t0.521\t0.371\t1.673\t2.089\t-0.175\t-0.979\t0.000\t2.539\t0.602\t0.127\t2.215\t2.081\t-0.017\t-1.639\t0.000\t1.040\t1.750\t1.238\t0.000\t0.935\t0.767\t0.982\t1.070\t0.915\t1.183\t1.015\n1\t0.717\t-0.863\t1.272\t1.338\t-0.299\t0.845\t-0.658\t0.194\t0.000\t1.566\t0.017\t-1.366\t2.215\t0.439\t-1.509\t0.879\t0.000\t0.841\t-0.450\t1.129\t3.102\t0.851\t0.660\t1.340\t1.258\t0.858\t0.927\t0.857\n0\t0.837\t-0.180\t1.222\t0.715\t-1.527\t0.643\t-0.963\t-0.231\t2.173\t0.678\t-2.048\t0.504\t0.000\t1.049\t-0.427\t-0.928\t2.548\t0.375\t-2.198\t1.707\t0.000\t0.607\t1.020\t0.990\t1.125\t0.656\t0.814\t0.950\n1\t1.432\t-0.539\t-0.390\t0.872\t0.266\t1.837\t-0.474\t1.632\t0.000\t1.443\t-0.817\t0.128\t0.000\t1.037\t0.585\t-0.899\t2.548\t0.887\t-0.981\t0.743\t0.000\t0.816\t0.914\t0.985\t0.851\t0.646\t0.876\t0.774\n0\t0.371\t-1.945\t-1.516\t1.786\t-1.677\t0.495\t1.134\t0.234\t1.087\t0.884\t0.065\t0.222\t0.000\t0.611\t0.361\t1.535\t1.274\t0.737\t-0.802\t0.224\t0.000\t0.598\t0.664\t0.975\t0.662\t0.684\t0.899\t0.745\n0\t0.510\t-0.044\t0.945\t0.957\t-0.555\t0.859\t0.636\t0.131\t1.087\t0.792\t-0.678\t-1.614\t0.000\t0.586\t-1.731\t1.503\t0.000\t0.462\t0.642\t-1.662\t3.102\t0.750\t0.694\t0.989\t0.716\t0.668\t0.957\t0.824\n1\t0.731\t0.709\t-1.671\t1.584\t0.953\t0.627\t2.045\t-1.655\t0.000\t1.078\t-0.650\t-0.547\t0.000\t0.685\t-0.592\t0.772\t0.000\t1.178\t0.537\t-0.631\t3.102\t1.223\t0.969\t1.045\t0.649\t0.283\t0.613\t0.791\n0\t1.076\t0.028\t0.125\t1.631\t-0.604\t0.931\t0.793\t1.415\t0.000\t1.008\t0.624\t-1.311\t0.000\t1.294\t1.626\t0.248\t0.000\t1.117\t0.707\t1.128\t1.551\t1.311\t0.867\t1.120\t0.911\t0.566\t0.762\t0.871\n1\t0.785\t-1.019\t0.790\t0.688\t-1.245\t0.669\t-2.245\t-1.196\t0.000\t0.560\t-0.492\t-0.182\t2.215\t1.150\t-0.404\t1.195\t2.548\t0.745\t-1.913\t0.074\t0.000\t0.982\t1.033\t0.988\t0.653\t0.808\t0.911\t0.772\n1\t0.680\t0.577\t0.657\t0.565\t-0.732\t0.987\t1.558\t1.467\t0.000\t0.910\t-0.330\t-0.488\t0.000\t0.750\t0.910\t0.481\t2.548\t0.982\t0.541\t-1.308\t3.102\t0.544\t0.791\t0.984\t0.637\t0.666\t0.609\t0.626\n0\t1.612\t0.907\t-0.118\t1.128\t0.649\t0.525\t-1.080\t-1.293\t0.000\t0.386\t-1.181\t0.488\t0.000\t2.023\t-0.913\t1.520\t2.548\t1.865\t0.752\t-0.686\t3.102\t0.957\t0.878\t1.192\t0.937\t2.127\t1.493\t1.302\n0\t1.324\t0.518\t-1.578\t0.692\t-0.548\t0.973\t0.664\t-0.698\t0.000\t1.513\t-0.837\t0.978\t0.000\t1.712\t-0.406\t0.401\t2.548\t1.711\t-0.303\t-0.530\t0.000\t0.972\t0.829\t1.062\t1.201\t1.117\t0.910\t0.822\n0\t0.952\t-1.832\t0.426\t1.383\t1.005\t0.655\t1.308\t-0.956\t0.000\t0.503\t-0.889\t-0.591\t1.107\t0.277\t1.172\t1.346\t0.000\t0.759\t1.305\t-1.325\t0.000\t0.974\t0.676\t0.985\t1.044\t0.617\t0.837\t0.857\n1\t1.674\t0.081\t-1.698\t1.277\t-1.290\t0.903\t0.286\t0.439\t2.173\t0.641\t0.513\t1.006\t0.000\t1.194\t-0.183\t-0.444\t2.548\t0.431\t0.327\t-0.186\t0.000\t0.604\t0.753\t0.978\t1.386\t0.978\t1.029\t0.833\n0\t1.436\t0.264\t-0.970\t1.420\t-0.439\t1.127\t-0.676\t0.638\t2.173\t1.465\t-0.458\t1.314\t2.215\t0.629\t-1.381\t-1.115\t0.000\t0.377\t0.698\t-0.052\t0.000\t0.903\t1.000\t0.988\t1.641\t1.099\t1.355\t1.086\n0\t1.763\t1.187\t0.443\t0.876\t0.808\t0.564\t-0.542\t-1.087\t0.000\t0.703\t0.665\t-1.075\t2.215\t0.799\t1.860\t1.442\t0.000\t0.586\t-2.287\t-0.446\t0.000\t1.079\t0.913\t0.991\t1.029\t0.717\t0.739\t0.812\n1\t0.951\t-0.172\t0.304\t0.352\t0.219\t1.295\t-0.804\t0.925\t2.173\t1.121\t-0.104\t-0.956\t0.000\t1.316\t-0.407\t-0.269\t0.000\t1.345\t-2.407\t-1.548\t0.000\t0.904\t0.980\t0.989\t0.873\t0.951\t0.867\t0.782\n0\t1.690\t1.438\t0.949\t0.772\t-1.109\t0.720\t1.100\t0.316\t1.087\t0.717\t-1.314\t-1.479\t2.215\t0.553\t-1.301\t-0.125\t0.000\t0.915\t-0.059\t-1.219\t0.000\t0.881\t0.807\t1.520\t1.002\t1.966\t1.437\t1.233\n0\t1.552\t0.228\t0.776\t1.065\t-1.439\t0.885\t0.266\t-1.087\t2.173\t1.055\t-0.966\t1.285\t0.000\t0.881\t-0.021\t-0.509\t0.000\t1.628\t-0.524\t0.302\t3.102\t0.826\t1.113\t1.623\t1.170\t1.343\t0.984\t0.922\n1\t0.730\t0.076\t-0.712\t0.749\t1.059\t0.626\t0.958\t0.557\t1.087\t0.663\t-0.371\t1.699\t0.000\t0.785\t-1.320\t-1.239\t2.548\t1.186\t-0.283\t0.285\t0.000\t1.105\t1.040\t1.024\t0.813\t1.593\t0.902\t0.761\n1\t0.562\t0.301\t-1.472\t0.944\t-0.477\t1.072\t0.134\t-1.675\t0.000\t1.040\t0.045\t-0.025\t0.000\t1.083\t-0.337\t-0.560\t0.000\t0.955\t1.001\t0.855\t3.102\t0.968\t0.935\t0.984\t0.894\t1.024\t0.759\t0.709\n1\t0.667\t-0.357\t-1.584\t1.287\t-0.108\t1.336\t0.390\t-0.162\t2.173\t1.069\t0.453\t1.255\t2.215\t1.344\t0.321\t-1.683\t0.000\t0.588\t1.082\t-1.729\t0.000\t0.484\t0.578\t1.247\t1.018\t1.684\t1.022\t0.942\n1\t0.934\t0.111\t-1.263\t2.339\t1.684\t0.759\t1.012\t-0.094\t2.173\t1.016\t-0.570\t-0.576\t0.000\t0.911\t0.696\t0.805\t0.000\t1.817\t2.067\t0.498\t0.000\t0.958\t1.122\t0.985\t0.746\t0.420\t0.897\t0.874\n0\t0.463\t0.022\t-1.153\t0.431\t-0.343\t0.612\t-1.019\t-0.760\t0.000\t1.267\t-0.497\t0.817\t2.215\t1.331\t0.114\t-0.745\t0.000\t2.139\t0.837\t1.193\t0.000\t0.990\t0.927\t0.984\t1.293\t0.680\t0.923\t0.939\n0\t0.610\t-0.721\t0.047\t1.126\t0.749\t0.809\t0.640\t0.567\t1.087\t0.703\t1.973\t0.077\t0.000\t1.261\t-0.972\t-1.063\t0.000\t1.639\t-1.359\t-1.232\t0.000\t0.787\t0.881\t0.993\t0.981\t1.326\t0.937\t0.881\n1\t1.468\t0.169\t0.736\t0.469\t1.395\t0.628\t-0.368\t-1.245\t2.173\t1.108\t-0.791\t1.408\t2.215\t1.204\t-0.358\t-0.170\t0.000\t0.588\t-0.948\t-0.524\t0.000\t1.009\t0.908\t0.988\t1.031\t0.881\t0.876\t0.898\n1\t0.380\t1.267\t1.541\t0.874\t0.535\t0.950\t-0.452\t1.424\t2.173\t1.049\t-2.570\t-1.208\t0.000\t1.162\t-0.563\t0.083\t0.000\t0.815\t-0.269\t-0.378\t0.000\t1.057\t0.836\t0.988\t2.190\t0.355\t1.564\t1.363\n1\t1.131\t-0.147\t0.081\t2.441\t-1.303\t1.351\t-0.135\t-0.277\t2.173\t0.607\t0.242\t1.464\t0.000\t1.307\t0.486\t0.137\t2.548\t2.348\t-0.362\t1.247\t0.000\t0.988\t1.726\t2.182\t1.525\t0.826\t1.352\t1.312\n0\t0.518\t2.315\t0.329\t1.341\t-1.002\t1.079\t0.369\t0.688\t0.000\t0.643\t0.470\t-1.616\t0.000\t0.734\t1.039\t-0.324\t2.548\t0.863\t0.178\t-0.994\t3.102\t0.742\t0.831\t1.076\t0.991\t0.452\t0.694\t0.875\n0\t1.107\t1.540\t-1.021\t0.954\t-0.132\t0.880\t0.266\t-1.645\t0.000\t1.130\t0.018\t-0.303\t0.000\t0.966\t1.813\t1.514\t0.000\t2.144\t2.210\t0.483\t0.000\t0.816\t0.776\t1.023\t0.717\t0.523\t0.722\t0.775\n0\t2.144\t-0.219\t-1.342\t0.564\t-1.422\t0.759\t0.172\t0.152\t2.173\t1.137\t-0.799\t-0.749\t2.215\t1.417\t-0.633\t0.593\t0.000\t2.100\t0.169\t0.967\t0.000\t1.084\t0.984\t0.999\t1.002\t1.221\t1.034\t1.091\n1\t1.197\t-0.081\t0.919\t0.618\t-0.264\t0.433\t-1.525\t0.096\t2.173\t0.618\t-0.334\t-0.438\t0.000\t0.632\t-0.709\t1.717\t2.548\t1.101\t-2.163\t-1.515\t0.000\t0.813\t0.821\t1.043\t0.688\t0.696\t0.625\t0.593\n1\t1.061\t-0.736\t1.441\t0.997\t0.986\t1.499\t-0.812\t-0.800\t2.173\t0.569\t-0.875\t0.247\t2.215\t0.916\t0.182\t0.750\t0.000\t0.448\t-0.348\t-1.589\t0.000\t0.646\t1.264\t0.997\t0.748\t1.102\t1.033\t0.900\n1\t0.796\t2.221\t1.734\t0.569\t0.178\t0.432\t0.667\t0.774\t2.173\t0.356\t0.846\t-1.658\t0.000\t0.576\t0.075\t1.243\t0.000\t1.217\t-0.336\t-0.537\t3.102\t0.449\t0.686\t0.991\t0.735\t0.833\t0.823\t0.679\n1\t0.586\t-1.090\t-0.937\t1.280\t0.093\t1.070\t-0.254\t-1.575\t0.000\t0.740\t-1.108\t1.684\t0.000\t0.939\t0.358\t0.158\t1.274\t1.243\t-0.716\t-0.168\t0.000\t0.944\t0.821\t0.988\t0.960\t0.821\t0.848\t0.895\n0\t0.953\t-0.957\t0.828\t1.468\t1.565\t0.998\t-0.700\t-0.762\t2.173\t0.474\t-0.139\t0.643\t0.000\t0.426\t-0.026\t-0.852\t0.000\t0.810\t0.079\t0.122\t3.102\t0.673\t0.808\t1.011\t0.822\t0.785\t0.877\t0.722\n0\t1.127\t1.349\t-0.949\t1.410\t-0.310\t0.641\t-0.372\t1.146\t1.087\t0.442\t2.154\t0.874\t0.000\t1.092\t0.622\t1.157\t0.000\t1.001\t0.087\t-0.881\t3.102\t0.939\t0.999\t0.985\t1.408\t0.845\t0.935\t0.925\n1\t0.571\t-0.457\t-1.127\t1.556\t-0.934\t0.586\t0.263\t1.002\t0.000\t0.785\t0.834\t-1.295\t0.000\t0.699\t-0.105\t0.709\t2.548\t1.227\t1.004\t1.116\t3.102\t0.860\t0.821\t0.992\t0.887\t0.562\t0.747\t0.742\n1\t1.883\t-0.760\t1.158\t1.173\t1.232\t0.765\t-1.050\t-0.035\t2.173\t1.043\t-0.192\t-0.977\t2.215\t0.648\t-0.252\t1.740\t0.000\t0.871\t-0.488\t-0.458\t0.000\t0.771\t0.810\t0.991\t1.391\t1.147\t1.126\t0.902\n1\t0.609\t-0.069\t-1.094\t0.776\t0.386\t1.228\t-0.194\t0.991\t0.000\t1.191\t-0.244\t-0.561\t1.107\t1.030\t1.151\t-1.008\t0.000\t1.297\t-0.224\t0.443\t0.000\t0.919\t0.697\t0.990\t0.772\t0.577\t0.856\t0.752\n0\t0.805\t1.150\t1.305\t1.911\t0.250\t0.471\t-1.387\t1.229\t0.000\t0.545\t-1.035\t-0.475\t2.215\t0.600\t-0.439\t-1.436\t2.548\t1.271\t1.168\t-0.627\t0.000\t0.907\t0.885\t1.399\t1.137\t0.497\t1.029\t1.465\n0\t0.640\t0.104\t-1.140\t1.011\t1.345\t0.592\t0.328\t-0.640\t2.173\t0.910\t-1.596\t0.378\t2.215\t0.384\t0.133\t0.787\t0.000\t0.865\t-0.529\t-0.620\t0.000\t0.658\t0.784\t0.988\t0.845\t1.514\t0.929\t0.731\n1\t0.462\t0.106\t-0.497\t0.753\t-0.976\t0.819\t1.280\t0.529\t0.000\t1.223\t1.442\t-1.138\t2.215\t0.528\t1.678\t0.819\t0.000\t1.265\t0.419\t1.570\t3.102\t0.449\t0.833\t0.985\t0.659\t0.924\t0.855\t0.766\n1\t1.193\t-0.881\t-0.713\t0.668\t1.275\t2.249\t1.337\t0.157\t0.000\t1.605\t-0.887\t1.577\t1.107\t0.660\t-0.415\t-1.709\t2.548\t2.670\t-1.459\t1.743\t0.000\t0.672\t1.197\t1.207\t0.679\t0.319\t0.738\t0.692\n0\t1.116\t1.277\t0.465\t0.612\t-1.667\t0.891\t0.205\t1.204\t2.173\t0.766\t1.342\t-0.306\t2.215\t0.514\t-0.063\t-1.553\t0.000\t1.328\t0.772\t-0.698\t0.000\t0.792\t1.010\t1.076\t0.751\t1.409\t0.835\t0.764\n0\t0.566\t-0.800\t-0.360\t1.095\t1.021\t0.571\t0.507\t-1.188\t2.173\t0.518\t-1.229\t-1.066\t0.000\t0.839\t0.201\t0.979\t1.274\t0.405\t-1.411\t0.356\t0.000\t0.586\t0.874\t1.033\t0.677\t0.809\t0.708\t0.661\n0\t0.654\t-0.280\t-1.240\t1.077\t-0.091\t0.792\t0.294\t0.708\t2.173\t0.412\t-0.304\t1.168\t0.000\t0.541\t0.954\t1.561\t2.548\t0.793\t1.879\t-1.109\t0.000\t1.407\t0.813\t1.000\t0.903\t0.647\t0.710\t0.766\n0\t0.780\t-0.675\t1.168\t0.783\t-1.458\t1.448\t-0.427\t0.471\t1.087\t0.770\t0.130\t-1.340\t0.000\t0.678\t-1.095\t-1.018\t0.000\t1.022\t-1.272\t-0.559\t0.000\t0.858\t0.514\t0.987\t1.255\t0.714\t0.869\t0.837\n1\t0.651\t-0.058\t-0.599\t1.620\t0.657\t1.273\t-1.425\t-0.619\t0.000\t1.827\t-0.251\t0.944\t2.215\t3.026\t2.116\t-1.487\t0.000\t1.516\t-0.575\t-0.180\t0.000\t0.886\t1.854\t1.287\t0.963\t0.858\t1.446\t1.203\n1\t0.998\t0.385\t-0.033\t1.496\t1.038\t0.935\t1.078\t1.641\t2.173\t0.683\t0.925\t0.017\t2.215\t1.047\t0.565\t-0.977\t0.000\t0.876\t-2.352\t-0.508\t0.000\t0.497\t0.773\t1.392\t0.846\t1.172\t0.883\t0.805\n0\t1.818\t1.089\t1.715\t1.050\t-0.959\t2.660\t0.985\t0.185\t2.173\t2.121\t0.205\t-1.620\t1.107\t0.620\t0.966\t0.474\t0.000\t0.857\t1.063\t-0.285\t0.000\t0.516\t1.318\t1.280\t2.142\t3.762\t1.971\t1.439\n1\t1.116\t0.725\t0.711\t1.180\t1.478\t1.636\t-2.434\t0.743\t0.000\t1.676\t2.760\t-1.144\t0.000\t0.990\t0.595\t-1.250\t0.000\t2.721\t0.667\t-0.725\t3.102\t0.700\t0.636\t1.014\t0.843\t0.451\t0.848\t0.696\n1\t0.488\t0.183\t-1.314\t1.377\t-0.839\t1.020\t0.497\t1.353\t2.173\t1.009\t-0.135\t-0.349\t0.000\t0.720\t0.280\t0.475\t2.548\t0.483\t0.630\t-1.636\t0.000\t0.934\t1.218\t0.990\t0.864\t0.767\t0.870\t0.835\n0\t0.963\t0.638\t1.729\t0.933\t0.178\t1.512\t-0.013\t-0.216\t2.173\t2.022\t0.660\t1.005\t2.215\t0.805\t0.215\t-0.809\t0.000\t1.309\t-0.408\t1.688\t0.000\t0.976\t1.275\t1.293\t1.019\t2.466\t1.348\t1.111\n1\t1.042\t-0.348\t-0.758\t1.613\t-1.110\t1.710\t-0.231\t-0.539\t2.173\t1.172\t-0.332\t1.671\t1.107\t0.596\t-2.224\t0.319\t0.000\t1.442\t2.169\t0.928\t0.000\t0.930\t1.995\t0.999\t1.087\t1.904\t2.008\t1.918\n0\t0.408\t-2.071\t1.086\t1.695\t0.551\t0.520\t-2.288\t-1.098\t0.000\t0.653\t-0.978\t-1.530\t2.215\t0.623\t-1.358\t-0.614\t2.548\t0.658\t-2.475\t-0.044\t0.000\t0.787\t0.879\t0.979\t0.762\t0.525\t0.660\t0.747\n0\t1.003\t0.687\t-1.158\t0.648\t0.335\t1.169\t0.570\t0.912\t1.087\t1.743\t-0.246\t-0.998\t2.215\t0.345\t2.216\t0.807\t0.000\t0.553\t-0.369\t0.554\t0.000\t0.965\t0.847\t1.088\t1.015\t2.261\t1.201\t0.983\n0\t0.950\t-0.796\t0.636\t0.391\t-1.445\t0.262\t1.049\t-1.691\t0.000\t0.740\t-0.349\t-0.902\t2.215\t1.093\t1.759\t0.988\t0.000\t1.162\t1.066\t-0.425\t3.102\t0.771\t0.813\t0.988\t0.743\t0.841\t0.857\t0.862\n1\t1.089\t-0.397\t-1.419\t0.292\t0.574\t1.074\t-0.134\t1.248\t0.000\t0.926\t-0.930\t-1.088\t1.107\t2.335\t0.291\t0.078\t0.000\t1.343\t-1.071\t-0.056\t0.000\t1.760\t1.430\t0.983\t0.746\t0.563\t1.071\t0.910\n1\t0.302\t1.168\t0.252\t0.226\t0.045\t0.722\t-0.160\t-0.810\t2.173\t0.751\t-2.118\t1.693\t0.000\t0.544\t-1.115\t0.888\t0.000\t1.003\t0.038\t0.725\t3.102\t0.812\t0.986\t0.984\t0.745\t0.889\t0.915\t0.789\n1\t0.652\t0.543\t-1.645\t0.683\t0.227\t0.712\t-0.044\t1.111\t2.173\t0.948\t1.066\t-0.356\t0.000\t0.927\t1.266\t-1.276\t0.000\t0.785\t0.993\t0.411\t0.000\t0.944\t1.058\t0.986\t0.568\t0.737\t0.724\t0.642\n1\t1.559\t0.828\t-1.298\t1.116\t-0.771\t0.923\t0.179\t0.519\t2.173\t0.798\t-0.285\t-0.051\t2.215\t2.043\t0.635\t1.316\t0.000\t0.597\t0.107\t0.879\t0.000\t0.713\t0.746\t0.979\t1.015\t0.690\t0.974\t0.801\n0\t0.451\t1.024\t-1.245\t0.855\t0.187\t0.461\t0.596\t0.217\t2.173\t0.689\t0.160\t-1.070\t0.000\t1.022\t0.988\t1.031\t0.000\t0.826\t-1.129\t-1.409\t1.551\t1.006\t1.009\t0.991\t0.723\t0.989\t0.981\t0.863\n0\t1.579\t0.002\t-1.705\t0.922\t1.466\t0.838\t-0.732\t0.980\t2.173\t1.163\t-0.666\t-0.354\t0.000\t1.051\t-1.594\t-0.423\t0.000\t1.539\t-0.131\t0.212\t3.102\t0.952\t0.972\t0.987\t1.113\t0.845\t0.928\t1.150\n1\t0.809\t-0.003\t0.685\t0.716\t-1.615\t0.763\t-0.973\t-1.510\t0.000\t1.279\t0.281\t0.131\t2.215\t0.856\t-0.457\t-0.792\t2.548\t0.680\t-0.836\t1.116\t0.000\t0.770\t0.727\t0.988\t0.915\t0.938\t0.905\t0.777\n0\t0.595\t1.803\t0.639\t0.851\t-0.324\t0.872\t-0.593\t0.349\t2.173\t0.891\t-0.767\t-1.686\t0.000\t1.360\t1.389\t-1.475\t2.548\t0.639\t-0.289\t-0.446\t0.000\t0.910\t1.059\t0.979\t0.889\t2.196\t1.241\t1.098\n0\t0.775\t0.764\t-1.566\t0.592\t1.375\t1.671\t-0.304\t-0.108\t2.173\t1.266\t-0.480\t1.463\t2.215\t0.785\t-1.017\t-0.154\t0.000\t0.886\t0.808\t0.761\t0.000\t0.873\t0.962\t0.991\t1.371\t2.123\t1.172\t0.959\n1\t0.544\t-1.350\t-0.754\t0.636\t0.688\t1.030\t-1.729\t0.976\t0.000\t1.353\t-0.723\t-0.407\t2.215\t1.588\t0.296\t-1.119\t0.000\t0.981\t-0.656\t0.865\t3.102\t0.769\t0.606\t0.988\t1.053\t0.948\t0.939\t0.837\n0\t1.037\t0.854\t0.339\t0.543\t0.675\t1.020\t0.228\t1.326\t2.173\t0.529\t-0.171\t-0.546\t0.000\t0.470\t0.172\t0.575\t0.000\t0.968\t-1.496\t-1.171\t0.000\t0.977\t1.221\t0.989\t1.214\t1.363\t1.034\t1.150\n1\t0.669\t-0.383\t-1.047\t0.892\t0.760\t1.403\t-1.426\t-1.164\t0.000\t1.645\t-1.142\t0.322\t2.215\t0.390\t-0.969\t-0.689\t0.000\t0.408\t0.074\t0.606\t0.000\t0.912\t0.690\t1.069\t0.972\t0.307\t0.755\t0.685\n0\t0.552\t1.123\t0.951\t1.039\t-1.464\t0.667\t0.616\t0.033\t2.173\t0.576\t0.449\t1.545\t0.000\t1.125\t1.337\t0.336\t0.000\t1.127\t-0.101\t-1.002\t3.102\t1.272\t0.967\t0.990\t0.966\t0.816\t0.836\t0.797\n1\t0.933\t-0.060\t-1.544\t0.469\t-0.324\t1.087\t-1.162\t0.156\t2.173\t1.023\t-1.258\t-1.330\t0.000\t0.733\t-0.558\t1.640\t0.000\t1.179\t-0.261\t0.827\t3.102\t0.754\t0.896\t0.985\t1.039\t0.863\t0.916\t0.800\n1\t0.648\t0.439\t0.041\t1.678\t0.075\t0.943\t0.638\t-0.162\t0.000\t0.774\t0.645\t1.562\t2.215\t1.878\t-2.326\t1.112\t0.000\t0.857\t-0.085\t-1.281\t0.000\t0.588\t0.798\t1.007\t1.556\t0.979\t1.139\t0.996\n0\t1.038\t-1.641\t0.223\t0.790\t-0.829\t1.051\t1.667\t1.001\t0.000\t0.937\t0.075\t-0.693\t0.000\t0.521\t1.437\t0.175\t0.000\t0.743\t-0.313\t-1.107\t3.102\t0.906\t1.031\t1.018\t0.715\t0.328\t0.826\t1.448\n1\t1.106\t0.303\t-0.341\t1.223\t-0.646\t0.469\t-0.722\t1.392\t0.000\t1.034\t-0.496\t0.599\t1.107\t1.321\t0.236\t1.545\t2.548\t0.371\t-0.723\t-0.797\t0.000\t0.588\t0.677\t0.996\t1.128\t1.056\t0.942\t0.773\n1\t0.299\t0.479\t1.727\t1.487\t1.049\t1.138\t-0.706\t-0.896\t0.000\t0.886\t-1.420\t-1.493\t0.000\t1.033\t0.265\t0.616\t2.548\t1.431\t-1.125\t0.675\t0.000\t1.363\t1.149\t0.981\t0.942\t0.733\t1.075\t1.601\n0\t0.907\t0.334\t-0.775\t0.580\t-1.343\t0.339\t0.326\t0.912\t0.000\t0.690\t2.388\t0.191\t0.000\t0.878\t0.636\t1.686\t2.548\t0.453\t1.925\t-0.183\t0.000\t0.855\t0.695\t0.986\t0.562\t0.219\t0.503\t0.591\n1\t0.558\t0.003\t1.133\t1.205\t0.211\t0.695\t-1.330\t0.741\t1.087\t1.294\t-0.261\t-1.009\t2.215\t0.388\t-0.428\t-0.165\t0.000\t1.152\t0.337\t1.688\t0.000\t0.881\t1.172\t0.990\t1.224\t1.602\t1.251\t1.090\n1\t0.696\t0.696\t0.731\t0.731\t-1.701\t1.863\t0.404\t-0.606\t2.173\t2.216\t0.396\t0.907\t0.000\t0.865\t1.314\t1.335\t0.000\t0.806\t1.042\t-0.025\t0.000\t0.871\t0.753\t0.992\t1.298\t0.788\t0.895\t0.843\n1\t0.440\t-0.663\t0.928\t1.982\t-0.061\t0.484\t0.416\t-1.585\t2.173\t1.092\t1.215\t1.643\t1.107\t0.512\t1.192\t0.099\t0.000\t0.416\t0.329\t1.392\t0.000\t0.526\t0.644\t1.006\t1.067\t0.519\t1.164\t0.895\n1\t1.078\t0.892\t0.670\t1.059\t-0.855\t0.948\t1.322\t-1.627\t2.173\t1.076\t1.386\t0.246\t0.000\t0.837\t0.249\t0.669\t0.000\t1.508\t0.025\t-1.268\t1.551\t0.836\t0.914\t1.451\t1.094\t0.974\t0.858\t0.788\n1\t1.242\t0.567\t-0.166\t1.531\t1.725\t0.626\t1.722\t-0.065\t0.000\t0.978\t0.245\t1.551\t2.215\t0.365\t0.165\t0.746\t0.000\t0.683\t-0.294\t-0.744\t3.102\t0.936\t0.855\t1.893\t1.110\t0.687\t0.782\t0.822\n1\t0.538\t1.149\t1.727\t0.914\t1.430\t0.532\t-0.276\t0.474\t0.000\t0.610\t-0.806\t-0.154\t0.000\t1.149\t0.860\t-0.788\t2.548\t0.721\t1.107\t-0.643\t3.102\t0.732\t0.885\t0.984\t0.915\t0.162\t0.736\t0.758\n1\t1.693\t0.392\t1.691\t1.251\t1.241\t1.189\t0.564\t-0.424\t2.173\t0.647\t0.382\t0.145\t0.000\t0.443\t-2.715\t-1.276\t0.000\t0.615\t0.647\t0.578\t3.102\t2.285\t1.470\t1.001\t1.530\t0.717\t1.326\t1.373\n0\t0.917\t-0.250\t0.669\t0.803\t1.350\t1.759\t-2.767\t-0.384\t0.000\t0.872\t-0.621\t1.370\t0.000\t1.085\t-0.883\t-1.464\t1.274\t1.234\t-0.208\t-1.544\t3.102\t1.104\t0.949\t0.992\t0.783\t0.331\t0.660\t0.634\n1\t1.305\t1.039\t1.573\t1.512\t-1.052\t0.812\t0.768\t0.675\t2.173\t0.775\t1.466\t-0.012\t2.215\t0.637\t0.386\t-0.719\t0.000\t0.454\t1.074\t0.389\t0.000\t0.564\t0.690\t1.365\t1.095\t0.807\t0.948\t0.746\n1\t0.911\t0.276\t-0.320\t1.795\t-0.442\t0.603\t0.832\t1.302\t0.000\t0.613\t-0.271\t0.813\t2.215\t0.752\t-0.004\t1.535\t2.548\t0.517\t1.076\t-1.603\t0.000\t0.783\t0.635\t0.976\t0.954\t0.448\t0.750\t0.757\n1\t0.686\t-0.500\t0.939\t1.350\t-1.333\t0.745\t-0.845\t-0.527\t2.173\t0.846\t1.423\t-1.663\t0.000\t0.998\t-1.130\t0.519\t2.548\t0.946\t1.231\t0.935\t0.000\t0.941\t1.519\t1.185\t0.933\t0.894\t1.173\t1.002\n0\t1.154\t-0.132\t-1.172\t1.205\t-0.379\t0.479\t-1.096\t-0.309\t2.173\t1.043\t-0.651\t0.596\t1.107\t0.975\t-0.205\t1.443\t0.000\t0.816\t-1.059\t1.388\t0.000\t1.048\t0.959\t1.072\t1.092\t0.791\t0.781\t0.764\n1\t0.895\t-1.061\t0.742\t0.840\t-1.061\t1.095\t0.918\t-0.389\t2.173\t0.839\t0.630\t-1.238\t0.000\t0.934\t0.439\t-1.651\t0.000\t0.673\t0.306\t0.526\t1.551\t0.715\t1.312\t1.200\t0.758\t0.715\t1.035\t0.956\n1\t1.776\t1.181\t-1.527\t0.775\t-1.263\t0.720\t-0.094\t-0.055\t2.173\t0.604\t0.422\t0.387\t0.000\t0.604\t1.440\t0.657\t2.548\t0.448\t1.799\t1.255\t0.000\t0.815\t0.870\t0.984\t0.858\t0.915\t0.924\t0.795\n1\t0.999\t-2.310\t0.531\t0.385\t-0.514\t0.448\t1.585\t-1.032\t0.000\t0.688\t-0.803\t-1.696\t0.000\t0.773\t-0.943\t0.955\t0.000\t0.621\t-2.074\t1.410\t0.000\t0.843\t0.813\t0.979\t0.653\t0.223\t0.535\t0.582\n1\t0.879\t1.530\t-0.715\t0.825\t0.221\t0.556\t1.070\t1.175\t2.173\t0.480\t1.791\t0.360\t0.000\t1.072\t0.322\t-1.236\t2.548\t0.379\t-1.707\t-1.581\t0.000\t1.984\t1.301\t0.986\t0.890\t0.868\t0.910\t0.978\n1\t2.368\t0.796\t0.542\t1.064\t1.237\t0.410\t1.171\t-1.301\t0.000\t0.462\t-0.457\t1.680\t0.000\t1.201\t0.601\t-0.696\t2.548\t0.616\t-0.965\t-1.238\t3.102\t0.945\t0.820\t1.291\t1.188\t0.750\t0.978\t0.874\n1\t1.663\t-0.508\t0.134\t0.601\t0.287\t0.795\t-0.459\t1.634\t0.000\t1.157\t0.111\t-0.902\t2.215\t0.776\t0.324\t0.912\t2.548\t0.449\t0.664\t-1.671\t0.000\t0.631\t0.923\t1.002\t0.701\t1.013\t0.797\t0.802\n0\t0.413\t0.203\t1.624\t1.527\t1.027\t0.677\t-0.037\t-0.241\t2.173\t1.438\t0.046\t-1.649\t2.215\t1.186\t1.332\t-0.158\t0.000\t0.626\t1.445\t-0.770\t0.000\t0.923\t0.949\t0.983\t1.040\t1.387\t0.999\t1.078\n1\t1.084\t0.762\t1.222\t0.897\t-1.221\t0.584\t0.973\t0.305\t0.000\t0.424\t-0.638\t-0.397\t0.000\t0.739\t0.724\t-0.945\t2.548\t1.455\t0.211\t-0.150\t0.000\t0.886\t0.859\t1.104\t0.672\t0.797\t0.789\t0.882\n1\t0.952\t-0.757\t1.033\t0.522\t-0.883\t0.821\t-0.303\t1.364\t2.173\t0.752\t-0.788\t-0.168\t0.000\t1.113\t0.237\t-0.274\t0.000\t0.976\t-1.176\t-1.303\t3.102\t0.799\t0.935\t0.987\t0.686\t0.842\t0.872\t0.742\n1\t1.502\t1.209\t0.702\t0.759\t1.018\t0.895\t1.605\t-0.734\t0.000\t0.429\t0.898\t1.597\t0.000\t0.429\t2.044\t-1.154\t0.000\t0.453\t2.215\t0.697\t0.000\t1.074\t0.777\t0.983\t0.613\t0.241\t0.480\t0.681\n0\t0.510\t-0.845\t-0.825\t0.923\t1.316\t0.627\t0.712\t0.285\t2.173\t0.923\t-1.091\t-1.590\t2.215\t0.531\t-2.126\t-0.594\t0.000\t0.983\t-0.569\t0.180\t0.000\t0.896\t0.926\t0.987\t0.875\t1.622\t1.032\t0.863\n0\t0.937\t0.030\t-0.446\t0.814\t1.215\t0.240\t0.395\t1.715\t0.000\t0.525\t-0.233\t1.012\t2.215\t0.735\t0.064\t0.077\t2.548\t1.730\t-0.389\t-0.968\t0.000\t0.838\t0.707\t1.207\t0.692\t0.503\t0.514\t0.522\n1\t1.154\t-0.586\t-0.910\t1.279\t-0.295\t1.508\t-0.209\t1.276\t2.173\t0.619\t-0.247\t0.484\t0.000\t0.289\t2.100\t-0.482\t0.000\t0.553\t-0.039\t-0.364\t3.102\t1.186\t0.709\t0.984\t1.547\t0.965\t0.977\t0.926\n1\t1.046\t-0.419\t-0.646\t0.379\t-0.816\t0.884\t-0.646\t1.732\t0.000\t2.073\t-1.193\t-0.000\t0.000\t1.723\t-0.541\t1.309\t2.548\t0.396\t-2.305\t-0.722\t0.000\t1.230\t1.440\t0.988\t1.139\t0.682\t1.164\t1.099\n0\t1.434\t-0.903\t-0.793\t0.328\t0.160\t0.625\t-0.750\t-1.657\t0.000\t0.810\t-0.641\t1.026\t2.215\t0.901\t0.306\t0.206\t2.548\t0.445\t-0.961\t-0.075\t0.000\t0.813\t0.902\t0.988\t0.900\t0.772\t0.714\t0.667\n0\t1.759\t1.471\t-1.264\t1.191\t1.650\t0.904\t-0.670\t0.183\t2.173\t0.427\t1.040\t0.708\t2.215\t0.819\t-1.790\t-0.173\t0.000\t0.375\t-1.798\t1.201\t0.000\t0.581\t0.807\t0.988\t0.815\t0.996\t1.383\t1.565\n0\t1.088\t-0.611\t1.523\t0.421\t-0.635\t1.282\t0.556\t-1.466\t2.173\t1.269\t-0.915\t-0.515\t0.000\t2.838\t-0.261\t0.369\t2.548\t0.996\t-0.471\t1.077\t0.000\t0.872\t0.920\t0.993\t1.208\t2.586\t1.363\t1.051\n0\t3.865\t-1.225\t-0.169\t0.486\t0.408\t2.683\t-0.363\t1.606\t1.087\t1.958\t-1.265\t0.264\t2.215\t1.240\t-2.103\t-1.370\t0.000\t0.837\t-0.928\t-1.044\t0.000\t0.784\t1.563\t0.989\t2.964\t3.554\t2.220\t1.832\n0\t0.928\t0.878\t-0.710\t2.000\t-0.880\t0.622\t-0.708\t1.700\t2.173\t1.604\t-0.162\t0.867\t0.000\t0.733\t-0.312\t0.269\t1.274\t0.526\t1.809\t1.632\t0.000\t1.113\t1.023\t0.976\t0.885\t0.823\t0.850\t0.960\n0\t1.040\t0.987\t1.700\t1.159\t-0.835\t0.590\t-0.071\t0.455\t0.000\t0.777\t0.459\t0.033\t2.215\t0.614\t1.220\t0.784\t0.000\t1.232\t0.106\t-1.287\t3.102\t0.888\t0.942\t1.151\t0.934\t0.834\t0.690\t0.737\n0\t2.217\t-0.194\t0.202\t0.677\t-0.312\t1.576\t-0.361\t1.544\t2.173\t0.499\t-0.504\t-0.912\t2.215\t0.954\t0.392\t-0.859\t0.000\t0.374\t0.289\t-1.345\t0.000\t0.281\t1.065\t0.999\t0.800\t1.048\t1.146\t0.916\n0\t3.530\t-1.640\t-0.277\t1.379\t1.114\t3.102\t-0.125\t1.149\t1.087\t1.597\t-0.746\t1.243\t1.107\t0.826\t1.343\t-1.556\t0.000\t1.646\t-0.667\t-0.759\t0.000\t1.990\t1.895\t2.903\t3.876\t1.104\t2.520\t2.291\n1\t0.656\t-0.074\t-0.380\t0.778\t1.296\t0.957\t-0.518\t-0.730\t2.173\t0.808\t0.910\t-1.476\t0.000\t1.184\t0.268\t1.486\t0.000\t0.786\t1.260\t0.584\t0.000\t0.840\t0.850\t0.988\t0.846\t0.838\t0.894\t0.760\n1\t1.246\t0.206\t-1.344\t0.424\t-0.901\t1.368\t0.872\t1.430\t2.173\t1.848\t0.918\t-0.372\t0.000\t1.497\t0.392\t0.981\t2.548\t1.154\t-0.863\t0.132\t0.000\t1.020\t1.389\t0.984\t1.313\t0.813\t1.255\t1.152\n0\t0.607\t0.109\t1.623\t0.180\t-0.713\t0.492\t0.652\t0.752\t0.000\t1.722\t0.905\t-0.711\t2.215\t0.814\t0.403\t-1.359\t0.000\t1.841\t1.442\t0.404\t0.000\t0.934\t0.907\t0.985\t1.423\t1.404\t1.113\t1.140\n0\t0.686\t-1.481\t1.477\t1.200\t-1.048\t0.755\t-0.235\t-1.156\t2.173\t0.328\t0.687\t0.285\t0.000\t1.227\t-1.036\t0.522\t2.548\t0.487\t-0.995\t-0.596\t0.000\t0.684\t0.880\t0.988\t0.957\t1.321\t0.916\t0.831\n1\t0.899\t-0.758\t0.336\t0.892\t-1.491\t0.954\t-0.567\t-1.630\t0.000\t1.337\t-0.688\t0.071\t2.215\t1.042\t-0.162\t-0.929\t2.548\t0.810\t-0.912\t1.466\t0.000\t1.103\t0.837\t1.237\t0.928\t1.039\t0.878\t0.787\n1\t1.036\t1.431\t-0.434\t0.735\t-1.208\t0.853\t-0.021\t0.667\t2.173\t0.657\t0.803\t-1.566\t0.000\t0.813\t0.116\t-0.345\t0.000\t0.803\t1.398\t1.111\t0.000\t1.077\t1.105\t0.986\t0.465\t0.651\t0.733\t0.685\n0\t1.920\t-0.262\t-0.501\t0.125\t-1.455\t1.435\t1.362\t0.847\t0.000\t0.709\t-0.778\t-1.399\t0.000\t0.803\t1.271\t-0.271\t1.274\t0.543\t1.654\t1.534\t0.000\t0.886\t0.980\t0.985\t0.768\t0.448\t0.714\t1.073\n1\t0.935\t-0.677\t1.227\t1.685\t0.671\t1.040\t1.335\t-0.993\t1.087\t0.531\t1.327\t1.499\t0.000\t1.149\t0.405\t-0.811\t0.000\t0.990\t0.792\t0.209\t3.102\t0.915\t0.868\t0.986\t0.828\t0.973\t1.213\t0.983\n1\t0.289\t-1.962\t-0.349\t0.403\t-0.806\t1.102\t-0.800\t0.764\t2.173\t0.793\t-1.894\t-1.180\t0.000\t0.611\t-0.043\t-1.295\t2.548\t0.590\t-0.553\t0.267\t0.000\t1.056\t0.843\t0.978\t0.976\t1.058\t0.859\t0.770\n1\t0.929\t-0.410\t-1.322\t0.358\t0.787\t0.907\t-0.861\t1.236\t2.173\t1.703\t1.927\t-0.007\t0.000\t0.589\t-2.041\t-0.842\t0.000\t1.586\t-1.496\t-1.547\t0.000\t0.676\t1.083\t0.991\t0.591\t0.601\t0.731\t0.779\n0\t0.604\t-0.716\t-0.886\t0.424\t0.105\t0.489\t-0.521\t-0.287\t2.173\t0.617\t-0.564\t0.672\t1.107\t1.298\t-1.322\t1.363\t0.000\t0.868\t-1.460\t-1.005\t0.000\t1.006\t1.013\t0.982\t0.710\t0.615\t0.708\t0.738\n0\t1.520\t0.177\t-0.041\t0.385\t-1.280\t0.763\t-0.247\t-1.729\t0.000\t1.466\t-0.945\t0.210\t2.215\t0.832\t-0.771\t-1.434\t0.000\t1.637\t-1.318\t1.574\t3.102\t0.576\t0.761\t0.986\t0.943\t1.387\t1.006\t0.971\n1\t1.015\t0.441\t0.518\t0.486\t-0.352\t0.638\t-1.062\t1.286\t2.173\t0.600\t0.017\t-0.315\t0.000\t1.295\t-0.793\t-1.104\t1.274\t0.554\t0.676\t0.687\t0.000\t0.665\t0.964\t0.987\t0.947\t0.951\t0.808\t0.722\n1\t0.930\t-0.507\t-0.821\t1.348\t1.604\t0.279\t-0.406\t-0.183\t0.000\t0.620\t0.573\t-0.425\t2.215\t0.952\t0.460\t1.508\t1.274\t0.958\t-1.824\t0.475\t0.000\t0.912\t1.111\t1.267\t0.839\t0.805\t0.898\t0.846\n0\t1.520\t-0.439\t1.458\t0.798\t1.134\t0.687\t-0.530\t-0.491\t0.000\t0.494\t0.426\t0.417\t2.215\t0.316\t1.026\t-0.442\t2.548\t0.606\t0.683\t0.074\t0.000\t0.866\t0.694\t0.986\t0.731\t0.329\t0.565\t0.661\n1\t0.802\t-0.480\t0.089\t0.713\t1.225\t2.125\t0.779\t0.466\t0.000\t2.200\t0.875\t-1.341\t2.215\t1.891\t0.187\t-1.631\t2.548\t1.643\t1.121\t-0.408\t0.000\t0.889\t1.109\t0.991\t0.931\t0.951\t0.994\t0.924\n0\t0.547\t-1.312\t-0.111\t1.370\t1.409\t1.299\t2.403\t-0.697\t0.000\t1.469\t0.111\t-1.584\t2.215\t2.116\t0.956\t0.545\t0.000\t0.945\t0.363\t0.680\t3.102\t3.481\t2.120\t1.175\t1.273\t0.964\t1.864\t2.242\n0\t0.485\t0.296\t1.047\t0.483\t0.932\t0.500\t-0.995\t-0.115\t2.173\t0.750\t0.038\t-1.036\t2.215\t0.655\t1.879\t-1.513\t0.000\t0.578\t0.760\t-1.625\t0.000\t0.697\t0.729\t0.987\t0.874\t0.827\t0.685\t0.607\n0\t0.806\t-0.819\t-0.676\t0.840\t-1.487\t1.184\t-0.611\t-0.043\t2.173\t1.369\t-0.494\t1.612\t2.215\t1.187\t-0.002\t0.484\t0.000\t0.483\t-0.102\t1.476\t0.000\t0.653\t0.913\t0.989\t1.132\t1.870\t1.092\t0.940\n0\t0.819\t0.204\t0.528\t0.681\t0.399\t0.364\t-0.645\t-0.344\t1.087\t1.127\t-0.122\t-0.919\t2.215\t0.855\t-0.996\t1.038\t0.000\t1.343\t-0.409\t-1.585\t0.000\t0.904\t1.033\t0.990\t0.902\t0.530\t0.859\t0.903\n1\t0.808\t0.326\t-1.705\t0.460\t0.211\t0.703\t-0.672\t0.739\t2.173\t0.907\t0.208\t-0.624\t0.000\t1.145\t-0.488\t-1.145\t0.000\t0.995\t-0.784\t0.255\t0.000\t0.927\t0.718\t0.989\t0.740\t0.531\t0.760\t0.669\n1\t0.794\t-1.488\t-0.678\t0.386\t-0.735\t0.667\t0.554\t1.703\t2.173\t0.698\t0.322\t0.659\t0.000\t0.555\t-0.807\t0.380\t0.000\t0.616\t-0.439\t1.695\t3.102\t0.662\t0.928\t0.979\t0.584\t0.387\t0.652\t0.665\n1\t0.299\t1.251\t-1.641\t0.713\t-0.331\t0.875\t-0.458\t-1.640\t0.000\t1.323\t-0.835\t0.371\t0.000\t0.711\t-1.060\t1.310\t2.548\t1.053\t-0.014\t-0.401\t3.102\t2.266\t1.302\t0.991\t0.546\t0.773\t0.889\t0.779\n1\t0.770\t0.238\t-1.724\t0.857\t-0.297\t1.253\t-0.041\t0.474\t1.087\t1.185\t1.875\t1.483\t0.000\t1.244\t-0.300\t-0.849\t0.000\t1.078\t0.390\t-0.298\t1.551\t0.632\t0.565\t1.080\t1.016\t0.850\t0.877\t0.765\n1\t0.729\t-0.410\t-0.092\t0.613\t-1.276\t1.212\t0.098\t1.722\t2.173\t0.845\t0.853\t0.273\t0.000\t0.736\t0.321\t-0.329\t0.000\t0.539\t-0.419\t0.514\t3.102\t0.703\t0.553\t0.993\t0.951\t0.803\t0.840\t0.733\n1\t1.380\t1.749\t1.237\t0.261\t-0.646\t1.317\t0.820\t0.146\t2.173\t1.013\t2.789\t-1.036\t0.000\t0.890\t1.811\t-1.211\t0.000\t0.919\t0.822\t1.088\t1.551\t0.702\t1.069\t0.992\t1.161\t0.878\t1.293\t1.062\n0\t1.212\t-0.170\t-0.364\t0.344\t-0.602\t0.649\t-1.609\t0.900\t0.000\t1.054\t-0.528\t-0.579\t2.215\t1.369\t-0.245\t-1.438\t0.000\t2.053\t0.221\t0.656\t3.102\t1.092\t1.030\t0.986\t1.039\t1.313\t0.977\t0.859\n0\t2.060\t0.441\t0.342\t0.723\t-0.460\t1.045\t0.925\t-1.156\t0.000\t1.269\t-0.149\t0.971\t2.215\t0.617\t0.134\t-1.540\t0.000\t0.745\t-0.585\t-0.977\t3.102\t0.761\t0.753\t1.117\t1.061\t0.897\t0.920\t0.955\n1\t0.897\t2.121\t0.592\t1.129\t1.328\t1.486\t0.322\t-1.045\t0.000\t1.498\t1.112\t0.683\t1.107\t0.730\t-1.578\t-1.656\t0.000\t0.646\t-1.104\t-0.347\t3.102\t1.277\t1.218\t0.984\t0.790\t1.568\t1.331\t1.300\n1\t0.911\t1.825\t1.033\t0.276\t0.217\t0.779\t0.936\t-0.498\t0.000\t0.897\t0.972\t-1.069\t0.000\t1.146\t1.040\t1.347\t2.548\t1.413\t0.870\t0.427\t1.551\t0.875\t1.004\t0.999\t0.625\t0.719\t0.818\t0.741\n0\t0.568\t0.545\t-1.368\t3.152\t-0.728\t1.429\t0.490\t0.741\t2.173\t0.530\t0.157\t0.252\t0.000\t1.888\t1.186\t1.644\t0.000\t1.628\t1.345\t-0.333\t3.102\t0.962\t1.251\t1.012\t1.860\t1.635\t1.343\t1.246\n0\t0.495\t-0.522\t0.831\t0.778\t-1.338\t0.416\t-1.958\t-0.059\t0.000\t0.588\t0.936\t-1.432\t1.107\t0.561\t0.428\t-0.195\t1.274\t0.465\t1.257\t0.828\t0.000\t1.922\t1.177\t0.986\t1.067\t0.568\t0.925\t0.873\n1\t2.287\t-0.206\t-0.855\t1.496\t0.296\t1.100\t0.074\t0.650\t0.000\t0.942\t0.181\t-1.407\t0.000\t0.991\t-0.509\t1.578\t2.548\t0.374\t-0.678\t-1.486\t0.000\t1.023\t0.933\t2.208\t1.345\t1.049\t0.985\t0.934\n1\t0.487\t1.476\t-0.178\t0.848\t-1.075\t0.872\t0.103\t0.873\t0.000\t1.173\t0.796\t-0.840\t2.215\t1.040\t0.547\t1.395\t0.000\t1.247\t0.393\t0.039\t3.102\t0.886\t0.907\t0.981\t0.624\t0.800\t0.918\t0.798\n1\t1.847\t-0.658\t-0.506\t0.289\t-1.092\t1.252\t-0.533\t1.050\t2.173\t0.590\t-1.709\t1.563\t0.000\t0.356\t-1.737\t-1.208\t0.000\t0.644\t-1.067\t-1.351\t3.102\t0.743\t0.921\t0.989\t0.586\t0.867\t0.917\t0.763\n1\t0.916\t-1.572\t1.325\t0.251\t-0.371\t0.624\t-1.203\t-0.810\t0.000\t1.074\t-0.130\t1.187\t2.215\t1.870\t-0.493\t0.160\t2.548\t0.854\t-1.943\t-1.216\t0.000\t0.768\t1.293\t0.992\t0.778\t1.242\t1.104\t0.905\n1\t0.632\t1.011\t-1.116\t1.253\t1.276\t0.877\t0.580\t0.117\t2.173\t1.001\t0.446\t-0.349\t0.000\t1.070\t0.747\t-1.429\t2.548\t1.088\t-0.787\t1.509\t0.000\t1.703\t1.239\t1.028\t1.034\t1.196\t0.965\t0.906\n1\t0.496\t-0.645\t-0.882\t0.955\t1.070\t0.602\t0.041\t-1.731\t0.000\t1.136\t-0.089\t-0.037\t2.215\t0.682\t1.005\t0.572\t2.548\t0.638\t0.757\t-1.152\t0.000\t0.916\t1.059\t0.986\t0.949\t0.768\t0.880\t0.814\n0\t1.619\t0.557\t-1.233\t1.899\t-0.925\t2.482\t0.130\t0.869\t1.087\t1.486\t0.724\t-0.510\t2.215\t0.758\t0.402\t-0.067\t0.000\t0.550\t1.708\t-1.484\t0.000\t0.933\t0.821\t0.976\t2.565\t2.818\t1.887\t1.428\n1\t0.610\t-1.762\t-0.635\t0.832\t0.164\t0.988\t-0.941\t1.129\t0.000\t0.933\t-0.445\t-0.569\t2.215\t0.874\t0.405\t-1.210\t0.000\t0.700\t2.340\t-0.587\t0.000\t1.158\t0.946\t0.996\t0.661\t0.712\t0.628\t0.639\n0\t0.951\t1.868\t-0.565\t1.429\t-1.374\t1.180\t0.888\t0.859\t2.173\t0.590\t-0.433\t0.306\t2.215\t0.705\t0.993\t-1.305\t0.000\t0.960\t1.256\t0.216\t0.000\t0.910\t1.003\t1.075\t1.473\t1.065\t1.261\t0.995\n0\t1.031\t0.730\t0.885\t1.183\t-0.781\t0.457\t1.358\t-0.144\t2.173\t0.907\t0.032\t-1.634\t2.215\t0.618\t0.518\t-0.807\t0.000\t0.673\t1.537\t1.003\t0.000\t0.860\t0.852\t1.527\t0.875\t1.147\t0.810\t0.694\n1\t0.801\t-0.320\t-0.450\t0.124\t-1.296\t0.862\t0.546\t0.511\t1.087\t1.553\t0.375\t1.646\t0.000\t1.094\t0.281\t0.029\t0.000\t0.956\t1.089\t1.405\t3.102\t0.861\t0.879\t0.993\t0.728\t0.785\t0.690\t0.643\n1\t0.748\t1.009\t-0.466\t1.164\t1.214\t0.684\t1.051\t1.639\t2.173\t0.649\t0.309\t0.300\t0.000\t0.696\t-0.611\t-0.612\t1.274\t0.600\t-2.133\t0.054\t0.000\t1.630\t1.009\t1.290\t0.807\t1.141\t1.121\t1.083\n1\t1.193\t-1.403\t-0.085\t0.816\t-1.139\t0.949\t-0.738\t0.008\t2.173\t1.086\t-1.325\t-1.530\t0.000\t1.686\t-2.134\t0.954\t0.000\t0.816\t-0.341\t-0.807\t3.102\t1.944\t1.422\t1.111\t0.870\t0.643\t1.204\t1.008\n1\t1.839\t-1.074\t1.122\t0.806\t1.498\t1.029\t-1.038\t-0.306\t2.173\t0.822\t1.729\t-0.471\t0.000\t1.135\t-0.985\t-1.399\t0.000\t1.271\t-1.652\t0.831\t0.000\t1.349\t0.839\t1.001\t1.404\t0.705\t0.919\t0.855\n1\t1.063\t1.222\t0.546\t1.183\t1.151\t1.248\t-0.357\t0.025\t0.000\t1.352\t0.337\t-1.118\t2.215\t0.570\t0.225\t1.504\t2.548\t0.389\t1.878\t0.147\t0.000\t1.827\t1.229\t0.981\t1.259\t0.657\t1.032\t1.005\n1\t1.111\t-1.797\t0.036\t0.529\t-0.940\t0.751\t-1.832\t0.580\t0.000\t0.509\t-1.418\t1.428\t2.215\t1.410\t-0.030\t-1.366\t2.548\t0.694\t-0.463\t1.197\t0.000\t0.961\t0.685\t0.986\t1.125\t0.874\t0.877\t0.822\n1\t0.436\t1.636\t1.156\t0.631\t-0.584\t0.744\t0.446\t1.137\t1.087\t0.955\t0.376\t-1.404\t1.107\t0.816\t0.640\t-0.252\t0.000\t0.622\t0.678\t0.130\t0.000\t0.558\t0.922\t0.981\t0.762\t0.933\t0.806\t0.689\n1\t1.699\t0.749\t0.180\t0.391\t1.545\t0.379\t-1.137\t-0.713\t2.173\t1.090\t0.368\t-1.426\t2.215\t0.672\t-0.754\t0.404\t0.000\t0.488\t-0.996\t1.387\t0.000\t0.503\t0.933\t1.064\t1.051\t0.976\t0.902\t0.789\n1\t0.712\t1.437\t-0.315\t0.527\t-1.501\t0.490\t-1.566\t-0.437\t1.087\t0.450\t-0.086\t0.472\t0.000\t0.632\t-0.536\t1.711\t2.548\t0.972\t0.194\t1.352\t0.000\t0.630\t0.962\t0.992\t1.195\t0.740\t1.485\t1.142\n1\t1.067\t0.978\t0.296\t0.821\t1.644\t1.242\t0.979\t1.709\t2.173\t0.908\t0.877\t-0.734\t0.000\t0.726\t1.093\t0.830\t2.548\t1.254\t-0.110\t-0.301\t0.000\t0.919\t0.947\t1.216\t1.010\t0.853\t0.951\t0.848\n1\t2.015\t-0.442\t-0.686\t0.868\t0.486\t0.329\t1.213\t-1.220\t0.000\t1.093\t0.182\t1.307\t2.215\t0.429\t-0.187\t0.882\t0.000\t0.395\t0.669\t-0.501\t0.000\t0.828\t0.740\t1.596\t0.855\t0.595\t0.861\t0.756\n1\t0.369\t-1.946\t-1.683\t0.662\t0.100\t0.696\t-1.520\t-0.623\t0.000\t1.639\t-0.705\t1.190\t0.000\t1.087\t-2.389\t-0.667\t0.000\t1.033\t-0.630\t-1.279\t3.102\t0.897\t0.920\t0.980\t0.587\t0.720\t0.815\t0.735\n1\t1.133\t0.679\t-1.641\t1.875\t-1.571\t1.967\t1.177\t0.287\t0.000\t0.867\t2.400\t1.151\t0.000\t1.338\t-0.202\t-1.070\t2.548\t1.564\t-1.309\t-0.843\t3.102\t1.791\t1.956\t1.001\t1.346\t0.836\t1.803\t1.601\n1\t1.279\t-0.508\t-1.397\t0.827\t-0.518\t0.955\t-0.014\t-0.854\t1.087\t0.733\t-1.671\t0.266\t0.000\t0.906\t-0.311\t1.592\t2.548\t0.952\t1.784\t0.625\t0.000\t0.826\t0.916\t1.015\t0.691\t0.953\t0.943\t0.818\n0\t0.593\t1.520\t0.195\t0.986\t-1.719\t0.901\t0.099\t0.068\t2.173\t0.869\t1.364\t-0.191\t0.000\t1.478\t-0.479\t1.319\t2.548\t1.914\t-0.832\t-1.567\t0.000\t0.769\t1.118\t1.047\t1.300\t1.376\t1.167\t1.046\n1\t0.806\t0.343\t0.691\t1.028\t-1.710\t0.876\t-0.303\t0.237\t2.173\t0.912\t1.447\t-0.795\t0.000\t0.597\t-0.293\t-1.563\t1.274\t0.397\t0.279\t-1.466\t0.000\t0.653\t0.749\t1.047\t0.979\t0.900\t0.866\t0.789\n1\t0.645\t-1.552\t0.848\t0.814\t-0.964\t1.174\t-1.072\t-1.720\t2.173\t1.398\t-0.661\t-1.308\t2.215\t2.026\t-0.015\t0.443\t0.000\t2.718\t0.270\t-0.077\t0.000\t0.935\t1.633\t1.002\t0.872\t0.784\t1.289\t1.105\n1\t0.862\t-0.460\t0.781\t1.114\t-0.301\t0.960\t-0.170\t-1.666\t0.000\t1.435\t-1.251\t0.024\t2.215\t0.969\t-1.776\t1.203\t0.000\t0.823\t-0.013\t-0.717\t3.102\t1.978\t1.305\t1.123\t0.867\t0.902\t1.168\t0.998\n1\t0.799\t-0.496\t1.631\t0.505\t1.055\t2.129\t-0.470\t0.093\t0.000\t1.757\t-0.395\t-1.518\t0.000\t1.672\t0.337\t-1.476\t2.548\t1.597\t0.961\t0.797\t0.000\t0.937\t0.959\t0.980\t0.732\t0.636\t1.127\t1.001\n1\t1.883\t0.739\t-1.420\t1.654\t0.888\t0.328\t0.103\t-1.184\t0.000\t0.646\t0.844\t-0.333\t0.000\t1.210\t-0.167\t-0.383\t1.274\t1.231\t-0.634\t0.686\t3.102\t0.779\t0.938\t2.134\t1.481\t0.813\t1.119\t0.928\n0\t1.042\t-1.796\t-1.740\t0.744\t-0.539\t1.752\t1.248\t0.027\t0.000\t2.031\t-1.125\t1.676\t2.215\t0.516\t1.901\t-0.225\t0.000\t0.620\t0.533\t1.352\t3.102\t0.824\t0.944\t1.077\t1.012\t1.079\t2.281\t2.187\n1\t1.763\t1.357\t-1.215\t0.237\t-0.008\t0.816\t1.278\t0.268\t2.173\t0.394\t0.314\t0.241\t0.000\t0.540\t2.243\t1.471\t0.000\t0.847\t0.376\t1.437\t1.551\t1.109\t0.881\t0.989\t0.683\t0.854\t0.753\t0.699\n0\t1.048\t0.167\t1.301\t0.879\t-0.834\t0.753\t0.035\t-0.849\t0.000\t0.995\t-0.663\t-0.531\t0.000\t2.804\t-1.293\t1.050\t0.000\t1.763\t-0.006\t0.176\t3.102\t0.852\t0.989\t1.248\t0.719\t1.032\t0.749\t0.749\n0\t0.772\t-1.315\t0.988\t0.614\t-0.389\t1.371\t-1.362\t-0.232\t2.173\t0.884\t-2.188\t1.679\t0.000\t1.084\t-2.520\t-1.257\t0.000\t1.347\t-0.988\t1.448\t3.102\t0.815\t0.912\t0.983\t0.891\t1.442\t1.169\t0.942\n1\t0.830\t1.685\t-0.317\t1.009\t0.743\t0.922\t-0.428\t1.680\t0.000\t1.237\t0.735\t0.026\t2.215\t1.311\t1.807\t1.113\t0.000\t1.210\t1.379\t-1.370\t0.000\t0.807\t0.943\t1.035\t0.855\t0.754\t0.954\t1.042\n0\t0.438\t-0.581\t-1.598\t1.106\t0.362\t0.900\t-0.164\t-1.394\t2.173\t0.636\t0.517\t0.367\t0.000\t0.803\t0.589\t-1.005\t2.548\t0.736\t0.008\t1.362\t0.000\t0.735\t0.980\t0.989\t0.747\t0.572\t0.683\t0.647\n1\t1.208\t-1.938\t0.301\t0.617\t1.694\t0.651\t0.087\t0.301\t1.087\t0.737\t-1.155\t-1.454\t0.000\t0.841\t-0.535\t-1.140\t2.548\t0.465\t-1.413\t1.263\t0.000\t0.525\t1.045\t1.137\t0.941\t0.943\t0.948\t0.797\n0\t1.009\t0.489\t-0.344\t0.186\t1.110\t1.015\t0.395\t-1.268\t1.087\t0.755\t0.124\t0.525\t1.107\t0.407\t-0.249\t-0.562\t0.000\t0.779\t-0.857\t1.550\t0.000\t0.635\t0.807\t0.988\t0.750\t1.298\t0.814\t0.732\n0\t0.332\t-0.778\t-0.149\t1.561\t1.368\t0.991\t-0.288\t0.515\t2.173\t0.895\t-0.173\t-0.683\t1.107\t0.672\t-0.894\t-0.348\t0.000\t1.190\t-2.350\t-1.613\t0.000\t0.744\t0.926\t0.988\t0.926\t1.224\t0.836\t0.741\n1\t0.363\t1.356\t1.085\t1.256\t0.275\t1.007\t0.365\t-1.242\t0.000\t1.293\t0.655\t0.687\t2.215\t0.992\t-0.142\t-0.724\t0.000\t0.774\t1.065\t-1.575\t3.102\t0.941\t0.766\t0.986\t0.672\t0.853\t0.945\t0.859\n0\t1.176\t0.484\t-1.026\t1.331\t-1.547\t0.532\t0.422\t0.827\t2.173\t1.039\t-1.007\t1.358\t1.107\t1.281\t-0.297\t-0.239\t0.000\t1.843\t0.669\t-0.376\t0.000\t0.990\t0.872\t0.996\t1.120\t1.008\t0.909\t0.888\n1\t1.259\t-1.345\t1.469\t0.534\t-0.900\t1.459\t-2.898\t0.759\t0.000\t2.024\t-1.099\t-0.817\t1.107\t0.855\t-0.624\t1.630\t0.000\t2.036\t-0.473\t-0.282\t3.102\t3.096\t2.726\t0.990\t1.076\t0.998\t2.072\t1.571\n0\t1.235\t0.497\t-0.416\t0.199\t0.552\t0.635\t1.995\t-1.100\t0.000\t0.891\t0.123\t0.941\t1.107\t1.358\t-1.445\t0.873\t0.000\t0.998\t0.956\t-0.477\t0.000\t0.846\t0.884\t0.989\t0.847\t0.636\t0.878\t0.827\n1\t0.910\t1.750\t-0.856\t1.089\t-1.368\t0.842\t0.083\t1.142\t2.173\t0.472\t0.358\t0.473\t2.215\t0.292\t1.583\t-0.477\t0.000\t0.414\t2.071\t-0.488\t0.000\t0.914\t0.811\t0.976\t1.151\t0.543\t1.279\t1.083\n0\t2.233\t0.447\t1.075\t1.085\t-0.234\t2.101\t-0.109\t-0.154\t0.000\t1.976\t-0.249\t1.414\t1.107\t1.123\t0.113\t-0.847\t0.000\t2.001\t0.377\t-1.424\t3.102\t0.843\t0.785\t1.993\t1.519\t1.184\t1.154\t1.033\n1\t0.355\t-2.258\t-0.727\t0.916\t1.169\t1.029\t-1.102\t-0.624\t2.173\t0.416\t-2.371\t1.191\t0.000\t0.560\t-0.656\t-0.320\t0.000\t0.681\t1.521\t1.707\t0.000\t1.020\t0.995\t0.991\t0.572\t0.749\t0.660\t0.634\n0\t0.312\t1.518\t-0.017\t1.033\t1.697\t1.179\t0.583\t0.073\t2.173\t0.873\t-0.603\t-1.708\t2.215\t0.631\t-1.421\t1.234\t0.000\t0.601\t0.526\t-0.828\t0.000\t1.113\t0.799\t0.989\t1.036\t1.773\t1.041\t0.892\n0\t1.134\t0.540\t0.211\t0.764\t0.174\t1.170\t-0.832\t-1.057\t2.173\t1.225\t-0.467\t1.597\t0.000\t1.099\t0.245\t0.907\t2.548\t0.786\t-0.703\t0.014\t0.000\t1.286\t0.988\t0.983\t1.345\t1.611\t1.048\t0.962\n1\t1.043\t-0.499\t1.052\t0.746\t0.285\t0.667\t-0.071\t-1.052\t2.173\t0.662\t2.284\t-1.676\t0.000\t0.873\t-0.518\t0.084\t1.274\t1.043\t-2.102\t0.883\t0.000\t0.970\t0.943\t0.989\t0.947\t0.847\t0.902\t0.899\n1\t0.409\t1.029\t-0.046\t1.288\t0.841\t0.940\t0.643\t-1.218\t0.000\t1.298\t0.371\t0.025\t2.215\t0.804\t1.194\t-1.713\t0.000\t0.495\t-0.927\t1.021\t3.102\t0.855\t0.979\t0.987\t0.797\t0.820\t0.941\t0.859\n0\t1.599\t-0.018\t0.014\t0.778\t-1.280\t0.849\t-0.839\t1.739\t2.173\t1.350\t0.311\t-0.859\t1.107\t1.771\t-0.740\t0.658\t0.000\t0.551\t-0.125\t1.633\t0.000\t0.916\t1.015\t1.420\t0.977\t1.491\t1.081\t0.995\n0\t1.974\t-0.448\t-0.526\t1.002\t-0.852\t0.876\t-0.634\t1.166\t2.173\t0.415\t-1.481\t0.271\t2.215\t0.901\t0.037\t1.547\t0.000\t0.607\t-0.573\t0.268\t0.000\t0.804\t0.710\t0.987\t1.401\t0.759\t0.983\t0.820\n0\t1.430\t0.120\t0.450\t1.019\t-1.307\t0.893\t-0.345\t-1.481\t1.087\t1.210\t0.138\t-0.590\t2.215\t0.716\t1.340\t1.072\t0.000\t0.855\t-0.465\t1.272\t0.000\t1.047\t1.110\t1.673\t1.103\t1.165\t0.946\t0.904\n0\t1.815\t0.926\t-0.662\t0.132\t-0.394\t1.203\t1.021\t0.705\t0.000\t0.851\t0.540\t1.095\t0.000\t1.735\t0.749\t-1.074\t2.548\t0.630\t0.138\t1.638\t3.102\t0.900\t0.753\t0.979\t0.686\t0.579\t0.938\t0.915\n0\t0.841\t0.636\t1.168\t1.073\t0.417\t0.836\t0.149\t-1.182\t0.000\t0.829\t-0.105\t-1.723\t2.215\t0.891\t1.469\t0.202\t0.000\t0.968\t0.309\t-0.344\t3.102\t1.924\t1.125\t0.986\t0.824\t0.790\t0.852\t0.823\n1\t1.313\t-0.893\t-1.258\t0.920\t-0.460\t0.413\t0.123\t1.358\t0.000\t1.160\t0.363\t0.554\t2.215\t0.324\t0.818\t0.149\t2.548\t0.417\t0.767\t-0.727\t0.000\t0.684\t0.812\t1.003\t0.767\t0.289\t0.863\t0.698\n1\t0.986\t-0.412\t-1.647\t0.678\t0.520\t0.910\t-0.711\t0.528\t0.000\t1.273\t0.507\t-1.145\t2.215\t0.798\t-0.469\t-0.136\t2.548\t0.373\t-0.080\t-1.123\t0.000\t0.930\t0.668\t1.051\t0.975\t1.025\t0.889\t0.781\n1\t0.382\t-1.484\t-0.178\t0.268\t-0.258\t0.791\t0.137\t-1.506\t1.087\t1.132\t-0.921\t0.772\t2.215\t1.268\t0.047\t-0.749\t0.000\t1.064\t0.386\t0.755\t0.000\t1.279\t1.041\t0.983\t0.876\t1.466\t0.989\t0.828\n0\t1.480\t-1.407\t-1.710\t0.685\t-0.874\t0.381\t0.035\t-0.047\t2.173\t0.554\t-1.361\t0.097\t2.215\t0.509\t0.565\t1.204\t0.000\t0.724\t-0.637\t0.939\t0.000\t0.526\t0.704\t0.986\t1.012\t0.536\t0.742\t0.704\n1\t1.057\t-0.750\t-1.238\t1.709\t1.552\t0.723\t1.124\t0.143\t2.173\t0.590\t1.808\t0.371\t0.000\t0.488\t-0.659\t1.666\t0.000\t0.995\t-0.540\t-0.599\t3.102\t0.931\t1.075\t1.094\t1.717\t1.068\t1.143\t1.120\n1\t0.673\t-0.030\t-0.051\t1.008\t-1.395\t0.732\t-0.725\t0.806\t0.000\t0.882\t0.367\t-1.089\t2.215\t1.510\t0.104\t0.578\t0.000\t0.791\t-0.843\t-0.812\t3.102\t0.910\t0.978\t1.067\t0.661\t0.598\t0.895\t0.789\n0\t0.509\t2.377\t-1.043\t0.824\t1.685\t1.132\t0.635\t-0.696\t2.173\t1.184\t0.222\t0.997\t2.215\t1.313\t-0.632\t0.780\t0.000\t0.709\t0.377\t-0.125\t0.000\t1.008\t0.850\t0.997\t1.015\t1.738\t1.069\t1.045\n0\t0.674\t0.092\t0.431\t0.362\t1.076\t1.068\t0.104\t0.043\t2.173\t1.022\t-1.504\t-1.682\t0.000\t0.626\t-0.494\t0.535\t2.548\t1.326\t-1.342\t-0.858\t0.000\t1.027\t0.969\t0.986\t0.922\t0.551\t1.123\t0.919\n1\t0.557\t-0.410\t-0.034\t0.825\t0.782\t1.324\t0.211\t-0.554\t2.173\t0.481\t-0.954\t0.556\t0.000\t1.195\t-0.279\t1.252\t0.000\t1.071\t-0.192\t-1.481\t1.551\t0.792\t0.722\t0.987\t1.453\t0.976\t1.008\t0.919\n1\t0.301\t2.128\t1.126\t1.421\t0.364\t0.580\t-0.401\t-0.190\t2.173\t0.538\t0.145\t-1.080\t0.000\t1.145\t-1.000\t-1.047\t2.548\t0.936\t-2.157\t0.859\t0.000\t0.868\t0.839\t0.981\t1.411\t0.795\t0.996\t0.851\n0\t1.192\t-0.449\t-1.693\t1.264\t-1.267\t1.166\t1.036\t0.275\t0.000\t0.867\t0.355\t-0.236\t0.000\t1.510\t0.639\t1.220\t1.274\t0.895\t0.680\t-0.886\t3.102\t0.814\t1.119\t0.988\t0.665\t0.843\t0.724\t0.749\n0\t0.750\t1.800\t-1.700\t1.218\t0.896\t0.631\t-0.063\t0.765\t2.173\t0.960\t0.526\t-1.076\t2.215\t0.805\t-0.068\t0.109\t0.000\t0.411\t0.958\t-1.465\t0.000\t0.751\t0.737\t0.988\t1.041\t1.194\t0.937\t0.787\n1\t0.705\t-0.898\t1.526\t0.626\t0.688\t0.850\t0.157\t0.353\t0.000\t1.342\t0.490\t-1.238\t2.215\t0.843\t-1.412\t-0.721\t0.000\t0.681\t0.196\t1.248\t3.102\t0.678\t0.604\t0.995\t0.993\t0.686\t0.826\t0.735\n1\t0.661\t-2.283\t-0.198\t1.152\t-0.090\t1.541\t-1.150\t-1.728\t2.173\t0.944\t-1.168\t0.323\t0.000\t0.884\t-0.314\t0.595\t2.548\t0.903\t-0.209\t-1.041\t0.000\t1.127\t0.778\t0.996\t1.496\t1.399\t1.094\t0.936\n0\t2.199\t1.614\t-0.241\t1.571\t-0.502\t0.936\t-0.010\t1.277\t2.173\t0.913\t1.460\t1.511\t0.000\t0.798\t1.263\t-1.424\t2.548\t0.822\t0.400\t0.860\t0.000\t0.869\t0.968\t0.993\t0.934\t1.073\t1.298\t1.108\n1\t1.191\t0.989\t0.518\t1.176\t1.150\t0.413\t-0.268\t1.063\t0.000\t1.446\t-0.464\t-0.603\t2.215\t0.375\t-0.248\t-0.992\t2.548\t0.940\t0.615\t-1.255\t0.000\t0.966\t1.125\t0.990\t0.825\t0.281\t1.133\t0.941\n1\t1.050\t-1.317\t-0.205\t0.725\t0.486\t0.455\t-0.260\t0.756\t0.000\t1.160\t-0.952\t1.435\t1.107\t0.314\t-0.962\t0.007\t0.000\t0.669\t1.544\t-0.734\t0.000\t0.813\t1.333\t0.992\t1.220\t1.060\t1.010\t1.092\n0\t0.580\t-1.170\t0.179\t3.078\t-0.363\t1.778\t-0.790\t1.458\t1.087\t0.988\t-1.800\t1.164\t0.000\t0.672\t-0.779\t-0.365\t1.274\t0.875\t-1.647\t-0.785\t0.000\t1.193\t0.938\t0.985\t2.092\t1.358\t1.323\t1.211\n1\t1.011\t-1.861\t-0.189\t1.571\t-0.818\t1.393\t-0.656\t-1.475\t2.173\t1.303\t1.281\t0.233\t2.215\t1.160\t-2.356\t0.562\t0.000\t2.296\t-0.989\t1.227\t0.000\t0.947\t1.736\t0.989\t2.881\t3.037\t2.301\t1.989\n0\t0.720\t0.723\t-0.954\t0.482\t-0.483\t0.471\t0.969\t0.947\t2.173\t0.605\t0.106\t-1.387\t2.215\t0.400\t-0.362\t0.493\t0.000\t0.714\t0.703\t0.242\t0.000\t0.591\t0.630\t0.992\t0.815\t0.763\t0.696\t0.642\n1\t0.561\t-0.420\t1.258\t0.147\t-0.322\t0.740\t0.494\t-1.164\t0.000\t1.141\t0.799\t-0.712\t0.000\t0.679\t0.136\t0.328\t1.274\t0.663\t-1.141\t1.570\t3.102\t0.836\t0.937\t0.991\t0.754\t0.629\t0.806\t0.724\n1\t1.002\t0.494\t0.151\t1.539\t0.876\t1.007\t1.178\t-0.989\t1.087\t0.755\t0.040\t1.274\t0.000\t0.646\t2.427\t-0.058\t0.000\t1.261\t0.179\t-1.550\t3.102\t2.097\t1.403\t1.047\t1.371\t0.836\t1.051\t1.032\n1\t0.883\t0.562\t1.699\t1.298\t1.200\t1.130\t-0.247\t-0.472\t2.173\t0.774\t-0.236\t0.480\t0.000\t0.961\t0.332\t-1.219\t1.274\t0.435\t-0.170\t-1.701\t0.000\t0.698\t0.934\t0.989\t0.838\t0.905\t1.117\t0.937\n0\t0.903\t1.260\t-1.738\t0.151\t1.045\t0.684\t-0.091\t0.408\t0.000\t0.776\t-0.095\t-0.429\t2.215\t0.458\t-1.085\t0.819\t0.000\t0.377\t-2.003\t-1.166\t0.000\t0.686\t0.829\t0.991\t0.842\t0.623\t0.636\t0.686\n1\t2.631\t1.183\t0.485\t0.401\t-0.144\t0.981\t0.545\t1.675\t2.173\t1.456\t-1.294\t-1.231\t0.000\t0.747\t0.623\t-0.938\t0.000\t0.892\t0.712\t0.207\t3.102\t0.855\t1.026\t0.994\t0.488\t0.972\t0.887\t0.779\n0\t0.402\t-1.692\t0.078\t0.632\t-1.720\t0.785\t-1.067\t-0.747\t0.000\t0.898\t0.773\t0.695\t2.215\t1.291\t0.563\t1.532\t2.548\t0.542\t2.256\t0.179\t0.000\t0.893\t0.899\t0.995\t0.940\t0.790\t0.758\t0.807\n1\t0.828\t-0.961\t-0.164\t1.830\t-1.374\t1.110\t-0.991\t0.660\t1.087\t1.310\t0.073\t-1.368\t2.215\t0.786\t-1.699\t0.160\t0.000\t0.438\t1.429\t0.048\t0.000\t1.888\t1.441\t1.511\t1.143\t1.987\t1.280\t1.174\n0\t1.285\t-1.618\t-0.050\t0.488\t-1.005\t0.748\t-1.306\t-0.923\t0.000\t1.028\t1.738\t1.213\t0.000\t1.776\t1.136\t1.594\t2.548\t1.381\t-0.005\t0.220\t3.102\t4.556\t2.569\t0.988\t2.740\t1.386\t1.788\t2.032\n1\t0.982\t1.026\t0.656\t1.963\t-1.379\t0.553\t0.280\t0.942\t2.173\t0.898\t2.721\t-0.860\t0.000\t0.676\t-0.067\t-0.614\t0.000\t0.800\t-0.612\t-1.471\t3.102\t2.389\t1.892\t1.858\t1.169\t0.689\t1.346\t1.199\n1\t1.091\t1.280\t1.624\t1.175\t-1.139\t0.951\t0.962\t0.185\t2.173\t0.955\t2.604\t0.895\t0.000\t0.707\t0.810\t-1.679\t0.000\t1.522\t0.267\t-0.433\t3.102\t1.007\t1.012\t0.989\t1.234\t0.795\t0.944\t0.833\n1\t0.966\t0.273\t0.402\t1.043\t1.419\t1.141\t1.634\t1.460\t2.173\t1.050\t-0.243\t-0.726\t0.000\t1.049\t1.112\t0.145\t0.000\t0.630\t1.141\t-0.288\t3.102\t1.044\t1.177\t1.103\t0.724\t0.906\t0.847\t0.822\n0\t0.448\t1.679\t1.504\t1.756\t-0.115\t0.888\t-0.269\t-1.070\t0.000\t0.901\t-0.260\t0.855\t2.215\t0.306\t0.844\t0.935\t2.548\t0.443\t-1.456\t-1.329\t0.000\t0.804\t1.111\t1.221\t0.656\t0.356\t0.872\t1.086\n0\t0.879\t-0.948\t0.250\t0.758\t1.048\t1.244\t0.589\t-1.733\t1.087\t1.253\t-0.218\t-0.373\t0.000\t0.380\t0.778\t-0.974\t0.000\t0.706\t-0.042\t0.226\t3.102\t0.811\t0.576\t0.981\t1.862\t1.026\t1.188\t1.077\n0\t1.412\t-0.519\t0.589\t0.874\t-0.316\t0.785\t0.400\t-0.827\t0.000\t1.766\t-0.403\t1.612\t2.215\t0.455\t0.529\t-0.173\t1.274\t0.594\t1.253\t0.268\t0.000\t1.059\t0.620\t1.120\t1.295\t1.073\t0.940\t0.938\n1\t1.307\t0.127\t0.223\t0.472\t1.399\t1.694\t-2.066\t0.511\t0.000\t2.344\t0.364\t-1.028\t2.215\t2.016\t0.062\t-1.515\t2.548\t0.932\t-0.255\t1.629\t0.000\t0.659\t0.908\t0.985\t1.061\t1.043\t1.034\t0.810\n1\t0.994\t0.562\t1.612\t0.748\t0.186\t0.504\t0.049\t-0.551\t2.173\t1.022\t-0.060\t-1.419\t0.000\t0.479\t2.088\t-0.185\t0.000\t1.839\t0.059\t0.436\t3.102\t0.768\t0.965\t1.146\t0.792\t0.791\t0.793\t0.721\n0\t0.398\t0.529\t-0.313\t5.039\t-0.763\t1.475\t0.033\t0.790\t0.000\t1.848\t-0.333\t1.128\t0.000\t1.571\t1.478\t-1.056\t2.548\t2.096\t0.345\t1.138\t3.102\t1.190\t0.909\t0.982\t0.811\t1.555\t1.276\t1.516\n1\t1.436\t0.204\t0.466\t1.121\t1.171\t1.136\t0.153\t-1.441\t1.087\t1.030\t1.459\t0.235\t0.000\t1.047\t-0.051\t-0.516\t0.000\t0.736\t-0.404\t-1.238\t3.102\t0.994\t1.067\t1.043\t0.797\t0.361\t0.845\t0.823\n0\t0.423\t-0.607\t-0.638\t0.273\t1.480\t0.721\t-0.608\t0.209\t2.173\t0.977\t-0.514\t-1.727\t2.215\t0.690\t0.439\t0.899\t0.000\t0.966\t1.936\t1.378\t0.000\t1.024\t1.432\t0.988\t0.909\t1.217\t1.192\t0.957\n1\t1.279\t1.695\t0.754\t0.976\t-1.491\t0.699\t-1.401\t1.398\t0.000\t0.778\t-0.389\t-0.673\t2.215\t0.887\t0.547\t-1.413\t0.000\t2.165\t0.802\t0.136\t1.551\t0.527\t0.912\t1.393\t1.513\t1.162\t1.125\t0.906\n0\t1.500\t-1.729\t-0.283\t0.019\t-0.582\t0.464\t-0.285\t-1.665\t0.000\t0.895\t0.072\t1.251\t2.215\t0.572\t-1.110\t0.721\t0.000\t1.075\t0.147\t-0.737\t3.102\t0.895\t0.792\t0.998\t1.217\t0.865\t0.892\t0.774\n0\t1.405\t-0.187\t1.623\t1.148\t0.628\t0.562\t1.633\t-1.131\t0.000\t0.764\t1.009\t0.257\t2.215\t0.606\t0.696\t1.296\t0.000\t1.730\t-0.361\t-0.255\t1.551\t0.981\t0.928\t1.374\t1.078\t0.954\t0.903\t0.960\n0\t0.960\t-0.237\t1.295\t0.514\t0.684\t0.414\t0.725\t1.453\t0.000\t0.805\t-1.280\t-0.623\t0.000\t1.114\t-0.283\t-0.315\t2.548\t0.631\t-0.389\t0.667\t1.551\t0.952\t0.890\t0.979\t0.502\t0.498\t0.568\t0.597\n1\t0.524\t0.870\t1.305\t1.065\t-0.394\t2.409\t-0.012\t-1.642\t1.087\t3.340\t1.512\t0.178\t0.000\t0.686\t0.325\t-0.480\t0.000\t1.006\t-0.100\t0.677\t0.000\t0.822\t0.713\t1.034\t1.519\t0.829\t0.971\t0.888\n1\t1.047\t-0.444\t-0.637\t0.346\t0.503\t0.951\t-0.460\t0.555\t0.000\t0.835\t-0.422\t1.266\t0.000\t0.888\t0.164\t-0.336\t2.548\t2.631\t0.261\t-1.469\t3.102\t1.130\t1.077\t0.988\t1.110\t0.998\t1.022\t0.918\n1\t0.649\t-1.028\t0.278\t0.624\t-1.366\t0.968\t-0.061\t0.972\t0.000\t0.731\t0.831\t-0.275\t2.215\t0.751\t-0.307\t-1.193\t0.000\t0.589\t-0.952\t-1.349\t0.000\t1.196\t0.874\t0.990\t1.242\t0.697\t0.790\t0.825\n0\t1.609\t-0.811\t-1.614\t0.527\t-0.440\t0.894\t-0.232\t1.216\t2.173\t0.788\t-0.564\t-0.418\t0.000\t0.465\t0.111\t0.677\t1.274\t1.448\t-1.666\t-0.272\t0.000\t1.089\t0.938\t1.112\t0.960\t0.403\t0.947\t0.865\n0\t0.633\t-0.569\t-1.082\t0.861\t-0.066\t0.607\t1.311\t-1.466\t2.173\t0.436\t1.565\t-0.016\t0.000\t1.002\t-0.084\t1.031\t1.274\t0.724\t-1.265\t-0.342\t0.000\t1.079\t0.804\t0.991\t1.530\t1.062\t1.078\t0.923\n1\t2.545\t1.411\t-1.622\t0.611\t1.254\t2.032\t-0.686\t0.063\t0.000\t1.202\t-0.022\t-1.354\t2.215\t0.902\t1.518\t1.417\t0.000\t1.004\t0.650\t-0.342\t3.102\t0.856\t1.004\t0.984\t0.973\t0.884\t0.985\t0.828\n1\t2.268\t1.403\t-0.518\t0.437\t-0.299\t1.423\t-1.183\t1.099\t0.000\t0.682\t1.323\t-0.856\t0.000\t0.839\t-0.139\t-0.911\t2.548\t0.770\t-0.330\t0.449\t3.102\t0.926\t0.833\t0.992\t0.877\t0.583\t0.746\t0.689\n1\t0.522\t-1.186\t0.970\t1.017\t-1.117\t1.086\t2.217\t-0.099\t0.000\t2.026\t-0.854\t1.623\t1.107\t0.789\t0.406\t0.328\t0.000\t0.914\t-0.982\t0.442\t0.000\t0.853\t0.752\t0.986\t0.936\t0.843\t0.881\t0.803\n0\t0.844\t0.260\t-0.758\t0.919\t1.612\t0.726\t2.215\t-0.165\t0.000\t0.581\t-0.146\t0.499\t0.000\t0.656\t1.367\t0.538\t0.000\t1.443\t-0.281\t1.558\t3.102\t0.875\t0.943\t1.030\t0.574\t0.665\t0.667\t0.636\n0\t1.722\t-0.697\t1.243\t0.834\t1.258\t0.765\t-0.485\t0.585\t2.173\t1.837\t0.156\t-0.913\t2.215\t0.891\t0.788\t-0.280\t0.000\t0.482\t-1.043\t-0.238\t0.000\t0.917\t0.956\t0.993\t0.898\t1.797\t1.348\t1.145\n0\t0.772\t0.305\t0.990\t1.195\t-0.510\t1.097\t-1.251\t0.818\t2.173\t0.745\t-0.892\t-0.527\t0.000\t0.881\t0.495\t1.720\t0.000\t1.018\t0.602\t-1.080\t0.000\t0.693\t0.892\t1.299\t1.456\t1.639\t1.078\t0.953\n0\t0.688\t0.216\t1.378\t0.392\t1.109\t0.543\t-0.854\t-0.680\t0.000\t0.930\t-0.549\t1.728\t2.215\t0.844\t-0.523\t-0.175\t2.548\t0.655\t-1.196\t0.413\t0.000\t0.804\t0.893\t0.989\t0.743\t0.932\t0.627\t0.617\n1\t1.047\t-0.745\t-0.368\t1.504\t-1.445\t1.159\t-0.826\t1.220\t2.173\t1.018\t-0.507\t0.464\t0.000\t0.524\t-2.457\t-1.289\t0.000\t0.509\t-1.017\t-0.665\t0.000\t0.865\t1.024\t1.434\t0.858\t0.593\t0.854\t0.785\n0\t0.849\t0.632\t0.655\t0.427\t-0.225\t0.812\t-0.749\t0.041\t0.000\t1.112\t1.177\t-1.698\t2.215\t1.222\t-1.500\t-0.706\t0.000\t0.610\t-1.398\t0.818\t3.102\t1.132\t0.754\t0.994\t1.087\t1.596\t1.430\t1.162\n0\t0.629\t0.004\t1.257\t1.422\t0.356\t0.708\t-0.664\t-1.682\t2.173\t0.909\t1.207\t-1.668\t0.000\t1.006\t0.713\t-0.157\t2.548\t0.768\t1.084\t0.757\t0.000\t0.889\t0.918\t0.987\t0.949\t1.326\t0.951\t0.915\n1\t0.473\t-1.476\t-1.269\t1.489\t0.857\t0.538\t-0.103\t-1.303\t0.000\t0.854\t0.777\t-0.176\t2.215\t0.549\t0.883\t1.105\t2.548\t0.531\t-0.308\t0.855\t0.000\t0.767\t0.890\t1.094\t1.096\t0.668\t1.092\t0.891\n1\t1.677\t0.129\t0.400\t0.886\t1.061\t0.808\t-0.882\t-1.385\t2.173\t0.703\t-0.689\t0.385\t0.000\t0.917\t1.251\t-0.693\t0.000\t1.389\t-0.369\t-0.570\t0.000\t0.991\t1.077\t0.986\t0.976\t0.949\t1.002\t0.871\n1\t0.403\t-1.524\t-0.423\t0.179\t0.134\t0.722\t-0.265\t-1.027\t1.087\t0.855\t-1.027\t0.768\t0.000\t1.299\t-0.509\t1.611\t2.548\t1.569\t-0.866\t0.115\t0.000\t0.837\t1.048\t0.984\t0.708\t0.852\t0.893\t0.771\n0\t0.766\t1.705\t1.333\t1.245\t0.465\t1.304\t0.965\t-0.952\t2.173\t0.759\t0.528\t0.963\t0.000\t0.747\t-0.319\t0.129\t2.548\t0.500\t0.209\t1.525\t0.000\t0.406\t1.184\t0.991\t1.213\t1.343\t1.194\t0.983\n0\t1.471\t-0.052\t0.010\t0.417\t-1.663\t0.795\t-0.381\t0.576\t0.000\t1.033\t0.571\t-1.097\t0.000\t0.881\t-0.509\t-1.680\t1.274\t0.745\t-0.209\t1.351\t3.102\t0.903\t0.816\t1.082\t0.668\t0.265\t0.561\t0.609\n0\t0.924\t0.804\t0.949\t2.844\t0.574\t1.006\t0.319\t-1.077\t0.000\t0.756\t-0.525\t-1.423\t2.215\t1.035\t0.808\t-0.667\t0.000\t0.542\t1.319\t1.316\t3.102\t0.847\t0.921\t0.991\t0.594\t0.819\t1.064\t1.133\n0\t2.039\t-0.500\t1.510\t2.119\t1.485\t2.993\t-0.704\t1.712\t2.173\t3.991\t-0.281\t-0.192\t0.000\t1.751\t-1.763\t0.714\t0.000\t0.574\t0.619\t-1.358\t0.000\t2.015\t1.163\t0.974\t1.157\t1.955\t2.211\t1.913\n0\t0.559\t-1.689\t-0.223\t1.257\t-0.142\t0.458\t0.998\t0.525\t0.000\t0.379\t0.721\t0.878\t2.215\t1.139\t-0.842\t-1.510\t0.000\t0.514\t1.216\t-1.728\t0.000\t0.685\t0.622\t0.984\t0.823\t0.506\t0.651\t0.691\n1\t1.779\t-0.989\t-0.983\t0.410\t-0.168\t0.828\t-0.107\t1.078\t2.173\t0.347\t-1.834\t0.879\t0.000\t0.378\t0.032\t-0.703\t2.548\t0.626\t-1.652\t-0.074\t0.000\t0.460\t0.963\t0.991\t0.512\t0.699\t0.758\t0.711\n1\t0.531\t1.348\t1.628\t1.125\t0.808\t0.575\t1.047\t-0.075\t0.000\t1.004\t0.596\t-0.642\t0.000\t1.638\t0.311\t-1.616\t2.548\t1.627\t0.952\t1.172\t3.102\t0.868\t1.144\t0.985\t0.835\t0.895\t0.936\t0.832\n1\t2.287\t-0.327\t1.010\t0.560\t0.648\t0.492\t-0.601\t-0.038\t0.000\t0.697\t-1.186\t-0.752\t2.215\t0.822\t2.214\t-1.395\t0.000\t1.644\t-0.489\t-1.352\t3.102\t0.746\t0.715\t0.986\t1.206\t0.587\t0.933\t0.770\n0\t0.757\t-1.171\t1.622\t1.045\t0.412\t0.508\t-0.373\t-1.306\t0.000\t0.857\t-1.222\t0.699\t2.215\t0.973\t0.306\t-0.470\t1.274\t0.946\t-1.543\t-1.245\t0.000\t0.857\t0.992\t1.092\t0.631\t1.203\t0.860\t0.789\n0\t1.840\t0.130\t0.400\t0.929\t0.338\t1.292\t-0.661\t-1.251\t2.173\t0.771\t-0.334\t-0.309\t0.000\t0.740\t-1.042\t-1.620\t0.000\t1.245\t-0.175\t1.460\t3.102\t1.172\t1.039\t0.984\t0.888\t0.916\t1.112\t0.955\n1\t0.529\t-0.260\t-0.615\t0.935\t0.768\t0.845\t-0.527\t0.597\t0.000\t0.934\t0.364\t-1.099\t0.000\t0.620\t-1.135\t0.846\t0.000\t0.724\t1.184\t-1.373\t3.102\t0.556\t1.163\t0.990\t0.499\t0.325\t0.696\t0.625\n1\t0.670\t-1.182\t-1.325\t0.915\t1.046\t0.571\t-0.138\t1.443\t2.173\t0.856\t-2.268\t-0.118\t0.000\t0.819\t-0.315\t-0.330\t2.548\t0.486\t-1.855\t-0.628\t0.000\t0.954\t1.052\t0.986\t0.624\t0.856\t0.972\t0.838\n0\t0.413\t0.291\t0.041\t1.193\t-0.366\t0.434\t-0.542\t0.367\t1.087\t0.707\t-0.193\t1.132\t0.000\t0.737\t-0.859\t-1.639\t2.548\t1.140\t0.025\t-1.675\t0.000\t0.685\t0.731\t0.992\t0.765\t0.699\t0.586\t0.652\n1\t0.801\t1.721\t0.108\t0.865\t-1.604\t0.636\t-0.492\t1.591\t2.173\t0.638\t0.819\t-0.945\t0.000\t0.720\t-0.154\t0.643\t0.000\t0.770\t0.664\t0.238\t3.102\t0.879\t0.680\t1.153\t1.368\t0.865\t0.905\t0.837\n1\t0.725\t-1.768\t0.455\t0.344\t-0.315\t1.074\t-1.423\t-0.064\t2.173\t1.658\t-0.936\t-1.447\t2.215\t0.963\t-2.331\t1.379\t0.000\t0.517\t-0.513\t0.694\t0.000\t0.990\t1.196\t0.982\t1.066\t1.919\t1.141\t0.947\n1\t0.554\t0.461\t-0.626\t1.569\t1.021\t0.508\t0.505\t-0.987\t0.000\t0.594\t-0.149\t-0.880\t0.000\t0.738\t-0.986\t0.728\t2.548\t1.126\t0.326\t1.213\t3.102\t0.923\t0.957\t1.287\t0.669\t0.634\t0.666\t0.670\n0\t1.347\t0.691\t-0.587\t0.128\t-1.020\t0.494\t-0.152\t0.568\t1.087\t1.015\t-0.255\t-0.891\t0.000\t1.171\t0.323\t-1.648\t2.548\t2.220\t0.885\t1.045\t0.000\t1.224\t1.012\t0.979\t0.797\t0.896\t0.796\t0.710\n1\t0.619\t-0.955\t1.499\t2.304\t0.646\t1.729\t-1.755\t-0.690\t0.000\t1.276\t0.434\t1.140\t2.215\t0.368\t0.144\t-1.174\t2.548\t0.711\t0.580\t-0.391\t0.000\t0.183\t0.823\t1.150\t0.833\t0.643\t0.875\t0.788\n0\t3.324\t-0.673\t-0.990\t0.444\t0.717\t2.085\t-0.158\t1.118\t0.000\t0.854\t2.388\t0.184\t0.000\t0.963\t-0.667\t-0.377\t0.000\t0.930\t0.078\t-1.483\t0.000\t0.982\t0.738\t1.683\t0.935\t0.325\t0.728\t0.655\n1\t0.506\t-0.169\t0.456\t1.688\t1.549\t2.896\t-1.339\t1.687\t0.000\t3.969\t-0.389\t-0.054\t1.107\t0.818\t-1.375\t-0.081\t0.000\t1.053\t-0.051\t-0.597\t1.551\t2.775\t2.042\t1.067\t1.908\t0.923\t2.424\t1.903\n0\t1.529\t0.612\t1.162\t0.925\t-1.310\t1.713\t-0.112\t1.467\t2.173\t2.798\t-1.190\t-0.305\t0.000\t1.462\t-0.076\t-0.480\t2.548\t1.831\t-1.483\t-0.042\t0.000\t0.873\t1.127\t1.306\t1.092\t1.938\t1.782\t1.668\n1\t0.609\t0.022\t-0.221\t1.247\t-1.435\t0.511\t1.060\t0.783\t1.087\t0.284\t-0.889\t0.960\t0.000\t0.551\t1.712\t-0.446\t0.000\t0.523\t-1.789\t0.760\t0.000\t1.290\t0.907\t1.072\t0.607\t0.793\t0.661\t0.667\n0\t0.754\t-0.922\t-0.779\t1.369\t1.696\t1.165\t1.732\t-0.227\t0.000\t0.892\t-0.422\t1.617\t2.215\t1.055\t-1.325\t0.714\t2.548\t0.899\t-0.145\t0.297\t0.000\t0.998\t1.901\t1.113\t0.902\t0.930\t1.754\t1.595\n1\t0.801\t-1.643\t-1.022\t0.428\t-0.115\t0.465\t-2.446\t-0.140\t0.000\t0.826\t-1.072\t1.146\t2.215\t0.969\t-1.933\t1.421\t0.000\t0.889\t-2.385\t-1.282\t0.000\t0.864\t0.947\t0.992\t0.813\t0.298\t0.757\t0.724\n1\t0.558\t1.595\t-0.901\t1.174\t-0.242\t0.695\t0.478\t0.127\t0.000\t1.061\t-0.591\t1.006\t2.215\t0.662\t0.612\t-1.430\t1.274\t1.482\t0.055\t0.898\t0.000\t0.909\t1.069\t0.982\t0.965\t0.946\t1.571\t1.237\n1\t1.571\t0.860\t-1.020\t1.754\t1.663\t1.193\t0.637\t1.047\t2.173\t0.600\t-0.436\t0.128\t0.000\t0.953\t0.845\t-0.632\t0.000\t0.860\t0.923\t-0.204\t3.102\t0.805\t0.820\t1.522\t0.964\t1.001\t0.980\t0.833\n1\t0.401\t2.244\t-1.036\t0.387\t-0.595\t1.097\t1.629\t1.600\t2.173\t1.537\t0.234\t0.146\t2.215\t1.315\t0.016\t-1.606\t0.000\t0.947\t1.132\t-0.032\t0.000\t0.371\t0.944\t0.979\t0.978\t2.350\t1.169\t0.944\n0\t2.150\t-0.120\t-0.014\t0.601\t-0.461\t0.843\t0.469\t1.338\t0.000\t0.786\t0.436\t-0.754\t2.215\t1.344\t0.833\t-1.252\t2.548\t1.946\t1.240\t1.607\t0.000\t1.137\t1.043\t0.975\t0.834\t0.539\t0.890\t1.135\n0\t0.921\t0.714\t0.347\t1.167\t1.464\t0.900\t0.951\t-1.423\t2.173\t0.911\t1.700\t-0.067\t0.000\t0.506\t2.066\t1.493\t0.000\t0.694\t0.645\t0.102\t3.102\t1.062\t1.204\t1.214\t0.666\t0.824\t0.759\t0.766\n0\t0.816\t-0.033\t1.174\t0.643\t1.055\t1.187\t-1.315\t-0.455\t0.000\t1.308\t-1.020\t-1.624\t2.215\t1.318\t-0.503\t-0.418\t1.274\t0.671\t-1.267\t0.975\t0.000\t0.809\t0.927\t0.989\t1.174\t1.284\t1.154\t0.928\n0\t1.738\t-0.994\t-1.384\t2.604\t-1.554\t1.229\t-1.332\t0.369\t2.173\t0.791\t-1.036\t0.747\t0.000\t1.634\t-1.641\t0.059\t0.000\t1.970\t-0.542\t-0.926\t3.102\t1.207\t0.827\t0.975\t1.002\t1.623\t1.374\t1.288\n0\t0.720\t2.012\t-1.469\t0.695\t-1.509\t1.025\t0.928\t0.025\t2.173\t0.618\t0.574\t-0.727\t2.215\t1.040\t0.832\t1.399\t0.000\t1.053\t1.524\t1.587\t0.000\t1.011\t1.048\t0.983\t0.685\t0.762\t0.784\t0.743\n1\t0.861\t-0.006\t-1.528\t2.018\t1.669\t1.027\t-0.340\t0.471\t1.087\t0.341\t-0.258\t-1.085\t0.000\t0.662\t0.621\t-0.535\t2.548\t1.117\t-1.014\t0.134\t0.000\t0.819\t0.845\t0.977\t0.835\t0.978\t1.058\t0.958\n0\t0.882\t0.672\t-0.704\t0.539\t1.024\t0.396\t2.133\t1.030\t0.000\t0.648\t-1.635\t-0.751\t0.000\t0.641\t0.322\t-0.130\t2.548\t0.936\t-1.002\t1.455\t0.000\t0.909\t0.751\t0.986\t0.705\t0.443\t0.512\t0.570\n1\t1.666\t-0.272\t-1.441\t0.830\t1.219\t0.494\t-1.346\t0.426\t2.173\t0.650\t-1.086\t-1.006\t0.000\t0.799\t0.184\t0.125\t2.548\t0.689\t-0.563\t0.202\t0.000\t0.796\t0.736\t1.103\t1.043\t0.707\t0.805\t0.712\n0\t0.630\t-1.064\t-0.570\t0.612\t1.687\t0.523\t-0.144\t1.378\t2.173\t0.782\t0.246\t-0.064\t0.000\t0.782\t0.693\t0.677\t0.000\t1.022\t0.964\t-1.021\t3.102\t0.804\t0.871\t0.989\t0.762\t0.839\t0.677\t0.665\n0\t0.517\t-0.170\t0.380\t0.472\t-1.000\t1.124\t-0.353\t1.526\t2.173\t1.623\t0.311\t0.243\t2.215\t1.601\t-0.342\t-0.053\t0.000\t1.413\t-1.872\t-1.250\t0.000\t1.045\t0.879\t0.984\t0.983\t1.945\t1.118\t0.957\n0\t0.385\t0.705\t1.303\t1.534\t0.256\t1.033\t0.751\t1.573\t2.173\t1.228\t0.430\t-0.227\t2.215\t1.601\t0.740\t-1.213\t0.000\t1.317\t-0.229\t1.231\t0.000\t1.584\t1.153\t0.986\t0.941\t1.675\t1.085\t1.044\n1\t0.794\t0.715\t1.444\t0.500\t-0.958\t0.912\t0.779\t-0.365\t1.087\t1.066\t0.237\t0.747\t2.215\t1.990\t-1.218\t-1.018\t0.000\t1.854\t1.217\t0.921\t0.000\t0.817\t1.023\t0.988\t0.949\t1.286\t0.911\t0.803\n1\t2.172\t0.379\t0.295\t0.618\t0.826\t1.011\t1.058\t-1.160\t1.087\t0.997\t0.915\t1.040\t2.215\t1.002\t-1.083\t-0.797\t0.000\t1.070\t0.184\t-1.576\t0.000\t1.144\t1.435\t0.985\t1.511\t1.357\t1.164\t1.138\n1\t1.744\t-1.480\t0.661\t0.889\t-0.443\t1.301\t-2.118\t-1.511\t0.000\t1.756\t1.506\t0.675\t0.000\t1.648\t-1.363\t-1.076\t2.548\t1.030\t-0.538\t-0.445\t0.000\t1.097\t0.926\t1.447\t0.719\t0.761\t0.789\t0.855\n1\t0.748\t1.087\t-1.668\t0.021\t0.322\t0.524\t1.945\t0.958\t0.000\t0.776\t0.106\t-1.249\t2.215\t0.834\t0.624\t-0.197\t1.274\t1.300\t1.421\t0.122\t0.000\t0.878\t0.840\t0.690\t0.490\t0.738\t0.848\t0.714\n1\t1.617\t0.979\t-1.741\t1.253\t-1.586\t3.405\t-1.444\t0.365\t2.173\t1.975\t1.107\t-1.166\t0.000\t1.295\t-0.045\t-0.804\t2.548\t1.548\t1.527\t1.626\t0.000\t1.558\t1.539\t1.006\t5.880\t3.028\t3.975\t3.496\n0\t1.477\t-0.002\t0.347\t0.880\t-1.315\t1.873\t0.939\t-1.655\t2.173\t1.982\t0.217\t-0.102\t2.215\t0.516\t0.721\t0.250\t0.000\t0.672\t0.521\t0.894\t0.000\t0.576\t1.008\t1.575\t1.154\t2.985\t1.591\t1.149\n1\t0.982\t-2.058\t-0.774\t0.973\t-1.436\t0.958\t-0.267\t1.530\t0.000\t0.853\t-1.245\t0.380\t0.000\t1.048\t0.263\t-0.489\t2.548\t0.706\t-1.503\t-1.146\t0.000\t1.027\t0.880\t0.993\t1.183\t0.931\t1.002\t0.879\n1\t1.477\t0.231\t1.666\t0.759\t-1.208\t0.697\t-0.795\t0.604\t2.173\t0.620\t-0.667\t-0.180\t0.000\t0.873\t-1.018\t-0.486\t2.548\t0.614\t-1.329\t1.188\t0.000\t0.847\t0.684\t0.984\t1.114\t0.823\t0.989\t0.858\n1\t0.690\t-0.281\t-1.113\t0.448\t-0.466\t1.039\t1.168\t0.555\t2.173\t0.968\t0.857\t1.148\t2.215\t1.002\t0.729\t-1.465\t0.000\t0.865\t-1.735\t-0.748\t0.000\t0.974\t1.028\t0.994\t0.881\t0.783\t0.819\t0.741\n1\t1.136\t0.062\t-0.641\t0.160\t0.421\t1.112\t0.948\t1.643\t0.000\t0.890\t-1.225\t1.085\t1.107\t0.821\t0.140\t0.256\t0.000\t1.796\t0.486\t-0.225\t0.000\t0.633\t0.678\t0.986\t1.235\t0.737\t0.834\t0.783\n1\t0.691\t0.721\t-1.738\t0.830\t-0.919\t2.469\t0.751\t0.581\t0.000\t1.873\t0.557\t-1.002\t0.000\t1.120\t0.660\t-1.378\t1.274\t1.560\t1.375\t1.727\t3.102\t1.700\t1.740\t0.989\t0.621\t0.592\t1.268\t1.167\n0\t0.849\t-1.216\t1.586\t2.412\t-1.307\t1.565\t-0.936\t0.083\t0.000\t0.956\t-0.382\t1.445\t2.215\t0.693\t2.635\t-0.690\t0.000\t0.983\t-1.383\t0.564\t0.000\t1.055\t0.932\t1.011\t0.947\t0.484\t0.911\t1.086\n0\t1.220\t-0.315\t0.096\t2.332\t0.648\t2.569\t0.952\t-1.323\t2.173\t0.862\t-0.556\t1.176\t2.215\t0.453\t1.568\t-0.142\t0.000\t0.464\t-1.440\t0.170\t0.000\t1.384\t1.116\t1.117\t2.930\t2.512\t1.994\t1.579\n1\t1.451\t-0.627\t1.115\t1.625\t1.591\t1.349\t-0.182\t-0.080\t1.087\t0.888\t0.364\t-0.970\t2.215\t0.417\t-0.787\t-1.001\t0.000\t0.517\t-0.209\t-1.525\t0.000\t0.282\t0.818\t0.986\t1.293\t1.244\t1.310\t0.953\n0\t0.664\t1.185\t-0.422\t1.481\t-1.207\t1.031\t1.249\t0.369\t2.173\t0.544\t1.675\t1.094\t0.000\t0.516\t1.502\t-0.633\t0.000\t1.680\t-0.411\t1.696\t3.102\t0.813\t0.825\t0.990\t1.006\t1.896\t1.135\t0.960\n0\t1.043\t0.372\t-0.267\t0.310\t0.072\t0.619\t-0.301\t0.649\t0.000\t0.553\t0.387\t-0.545\t2.215\t0.678\t2.457\t1.286\t0.000\t1.260\t0.880\t-1.509\t3.102\t0.882\t0.834\t0.996\t0.579\t0.628\t0.596\t0.650\n1\t0.391\t1.039\t1.704\t0.533\t-1.271\t1.051\t0.932\t0.418\t0.000\t1.285\t-0.727\t0.382\t0.000\t1.198\t0.517\t1.507\t2.548\t2.418\t1.054\t-1.001\t1.551\t0.778\t1.044\t0.977\t1.084\t1.106\t0.957\t0.917\n1\t0.927\t-1.161\t1.473\t1.308\t-1.306\t1.304\t-1.396\t0.051\t2.173\t1.694\t-0.536\t-1.449\t0.000\t2.041\t-0.964\t0.478\t2.548\t0.552\t-1.847\t0.517\t0.000\t1.013\t1.733\t0.990\t1.380\t0.843\t1.414\t1.241\n0\t2.127\t-0.129\t0.684\t2.429\t0.732\t3.401\t-0.736\t-0.819\t1.087\t4.316\t-0.465\t0.838\t0.000\t0.704\t-2.230\t1.401\t0.000\t0.506\t-0.891\t1.672\t1.551\t3.346\t1.795\t0.998\t3.206\t1.108\t2.564\t2.174\n0\t1.605\t0.629\t-1.432\t0.182\t-0.363\t0.458\t1.947\t1.285\t0.000\t1.246\t-0.400\t-0.050\t1.107\t0.748\t0.302\t0.453\t0.000\t0.686\t-0.031\t-1.728\t3.102\t1.197\t0.863\t0.986\t1.305\t0.848\t0.952\t0.896\n0\t0.469\t-0.238\t-1.226\t1.624\t1.343\t0.399\t-0.451\t0.614\t1.087\t0.544\t0.182\t0.110\t0.000\t1.182\t0.726\t-0.970\t0.000\t0.735\t-0.546\t-0.170\t3.102\t1.086\t0.932\t0.987\t0.785\t0.377\t0.597\t0.671\n1\t0.656\t0.643\t1.658\t0.385\t-0.191\t1.029\t-0.732\t-0.989\t1.087\t1.102\t-0.426\t0.943\t0.000\t0.771\t-0.553\t0.397\t0.000\t0.592\t-1.219\t0.749\t0.000\t0.679\t0.604\t0.991\t1.483\t0.653\t0.952\t0.968\n0\t0.383\t1.191\t1.183\t1.646\t-1.455\t0.734\t0.222\t0.737\t2.173\t0.790\t-0.841\t0.192\t2.215\t1.241\t-0.794\t-0.722\t0.000\t0.551\t-1.286\t-1.725\t0.000\t0.814\t0.881\t0.984\t2.127\t0.832\t1.514\t1.317\n1\t2.841\t0.463\t-1.484\t0.259\t0.488\t0.834\t1.575\t-0.038\t2.173\t0.608\t1.416\t0.777\t0.000\t0.376\t0.169\t-0.359\t0.000\t0.703\t0.060\t0.977\t3.102\t1.013\t0.990\t1.164\t0.751\t0.933\t0.990\t0.875\n0\t1.423\t-0.578\t1.443\t0.463\t-0.952\t1.136\t1.436\t0.083\t0.000\t0.708\t-1.394\t-1.078\t0.000\t0.667\t0.009\t0.782\t2.548\t0.780\t1.126\t-1.093\t0.000\t0.808\t0.631\t0.986\t0.675\t0.531\t0.522\t0.550\n1\t0.736\t-0.884\t-1.632\t0.530\t0.101\t1.294\t-0.024\t-0.928\t2.173\t0.860\t0.057\t0.589\t0.000\t1.158\t-0.599\t1.088\t1.274\t0.486\t1.858\t0.227\t0.000\t1.138\t1.106\t0.989\t0.895\t1.558\t1.134\t0.926\n1\t0.793\t-0.120\t0.990\t2.447\t0.409\t0.750\t0.916\t-0.711\t2.173\t0.486\t1.452\t-1.697\t0.000\t0.620\t0.689\t1.494\t2.548\t1.253\t2.151\t-1.475\t0.000\t0.869\t0.729\t0.988\t0.881\t0.780\t1.000\t0.880\n1\t1.013\t-0.437\t-1.047\t0.905\t0.585\t1.257\t0.083\t1.734\t2.173\t1.329\t-0.690\t-0.305\t0.000\t0.878\t-0.125\t0.820\t0.000\t0.971\t-0.693\t0.338\t3.102\t1.486\t0.871\t1.320\t1.122\t1.244\t1.064\t0.913\n1\t1.119\t-0.804\t0.620\t1.092\t-0.100\t0.924\t0.228\t-1.687\t1.087\t0.561\t1.888\t-1.183\t0.000\t0.314\t-1.223\t-0.359\t0.000\t1.009\t0.563\t-0.729\t0.000\t0.896\t1.057\t0.981\t1.400\t0.801\t0.951\t1.195\n1\t1.152\t-0.448\t-0.949\t1.240\t-1.623\t0.702\t-0.169\t0.634\t2.173\t0.838\t-1.033\t-0.071\t2.215\t0.580\t-0.581\t-0.467\t0.000\t0.802\t0.094\t1.236\t0.000\t0.953\t1.009\t0.986\t0.965\t0.848\t0.874\t0.788\n0\t1.299\t-1.578\t0.576\t0.506\t-0.744\t0.747\t-0.239\t-0.193\t0.000\t0.988\t-1.110\t-1.409\t2.215\t1.467\t-0.578\t0.895\t2.548\t0.820\t0.937\t-1.522\t0.000\t0.870\t0.939\t1.042\t0.933\t1.166\t0.816\t0.757\n0\t1.631\t0.635\t-0.306\t0.215\t-0.452\t0.550\t0.697\t-1.597\t2.173\t0.520\t0.087\t1.156\t0.000\t0.705\t-1.460\t1.293\t0.000\t1.216\t-0.483\t0.347\t3.102\t0.891\t1.011\t1.001\t0.976\t1.039\t0.831\t0.928\n0\t1.011\t-0.372\t-0.521\t0.203\t-1.241\t1.022\t0.620\t-1.302\t0.000\t1.172\t-1.167\t-0.005\t2.215\t1.998\t0.005\t0.858\t2.548\t1.364\t0.729\t1.280\t0.000\t1.308\t1.061\t0.985\t1.041\t1.544\t1.072\t0.953\n0\t1.698\t0.254\t0.090\t1.329\t-0.614\t0.651\t0.267\t-1.228\t0.000\t1.012\t-0.919\t0.686\t2.215\t1.434\t2.257\t1.730\t0.000\t0.419\t1.549\t-1.509\t0.000\t0.730\t0.624\t1.232\t1.267\t0.703\t0.897\t0.890\n0\t1.687\t-1.122\t-0.905\t0.405\t0.100\t1.399\t-0.955\t-0.228\t2.173\t1.835\t-0.159\t1.432\t0.000\t1.108\t0.552\t0.820\t2.548\t1.018\t0.322\t1.717\t0.000\t0.671\t0.879\t0.989\t0.883\t1.842\t1.399\t1.270\n1\t0.704\t-0.200\t-0.918\t1.037\t1.565\t0.544\t-1.831\t0.627\t0.000\t0.828\t-0.151\t-0.573\t0.000\t1.228\t-0.568\t0.795\t2.548\t1.541\t-0.004\t-1.162\t3.102\t1.095\t1.039\t0.988\t0.598\t1.084\t0.779\t0.714\n1\t0.785\t-1.415\t0.797\t0.675\t-1.088\t0.358\t0.167\t0.618\t2.173\t0.638\t-1.648\t-1.198\t0.000\t0.819\t-0.841\t-0.793\t0.000\t1.364\t-0.596\t-1.383\t3.102\t0.857\t0.996\t1.001\t0.783\t0.795\t0.644\t0.663\n0\t0.629\t0.532\t-1.103\t0.638\t0.875\t0.655\t-0.656\t-0.131\t1.087\t0.517\t-1.705\t0.400\t0.000\t0.967\t-0.912\t1.497\t2.548\t0.687\t-1.628\t-1.119\t0.000\t0.765\t0.780\t0.985\t1.048\t1.001\t0.916\t0.946\n0\t0.580\t-0.427\t-0.570\t1.226\t0.234\t0.888\t0.334\t1.126\t0.000\t0.700\t0.935\t-1.360\t2.215\t0.427\t-0.247\t0.210\t0.000\t1.429\t-0.134\t-0.890\t3.102\t0.883\t0.948\t0.990\t0.847\t0.650\t0.909\t0.897\n1\t0.406\t-0.898\t-0.210\t0.259\t0.314\t1.769\t-0.435\t0.680\t0.000\t1.905\t-0.717\t-1.166\t1.107\t1.270\t0.100\t-1.704\t2.548\t0.649\t0.367\t-0.290\t0.000\t1.460\t1.442\t0.990\t1.229\t1.056\t1.388\t1.138\n1\t0.554\t0.356\t-0.511\t2.467\t0.625\t1.100\t-0.547\t-1.426\t1.087\t0.500\t0.123\t1.641\t1.107\t0.884\t-0.084\t0.054\t0.000\t1.244\t0.883\t-0.908\t0.000\t1.128\t0.865\t1.384\t1.641\t0.552\t1.057\t0.964\n1\t0.906\t0.291\t-0.761\t1.419\t-1.296\t0.613\t-0.392\t0.068\t0.000\t0.579\t0.050\t0.867\t2.215\t0.936\t-0.955\t0.972\t2.548\t0.452\t-0.751\t1.326\t0.000\t0.756\t0.657\t1.000\t0.892\t0.458\t0.758\t0.682\n1\t0.295\t1.668\t-0.353\t0.459\t0.955\t1.234\t-0.381\t-1.072\t2.173\t1.093\t-0.698\t1.074\t0.000\t1.028\t-0.634\t0.497\t0.000\t0.981\t0.007\t-0.667\t0.000\t0.808\t0.688\t0.990\t0.995\t0.900\t0.950\t0.814\n0\t0.703\t-0.281\t0.924\t1.084\t-0.744\t1.216\t-0.799\t-1.426\t2.173\t1.182\t-1.027\t0.247\t2.215\t2.000\t0.072\t0.222\t0.000\t0.627\t-0.109\t1.175\t0.000\t0.943\t0.960\t1.206\t1.016\t1.775\t1.196\t0.991\n0\t0.837\t-1.376\t-0.253\t0.859\t-0.871\t0.699\t1.501\t0.691\t0.000\t0.699\t0.106\t-1.391\t0.000\t0.772\t-0.047\t0.981\t2.548\t0.777\t-1.102\t-0.759\t0.000\t0.910\t0.818\t0.992\t0.680\t0.193\t0.747\t0.753\n0\t0.425\t1.198\t-0.499\t1.453\t0.767\t0.893\t0.060\t-0.704\t2.173\t1.395\t-0.141\t0.785\t1.107\t1.660\t-0.318\t-1.193\t0.000\t0.720\t-1.126\t-1.608\t0.000\t0.769\t0.893\t0.990\t1.053\t1.609\t1.079\t1.113\n1\t0.591\t1.441\t-1.402\t1.680\t0.797\t0.913\t-1.437\t-1.301\t0.000\t1.172\t0.257\t-0.222\t1.107\t0.610\t-0.734\t0.554\t0.000\t0.534\t0.646\t0.663\t3.102\t0.859\t1.021\t1.266\t1.292\t0.543\t0.953\t1.323\n1\t0.703\t-0.798\t-1.426\t0.580\t-1.334\t0.634\t0.633\t-1.243\t2.173\t1.110\t1.030\t0.336\t0.000\t0.552\t-0.812\t-0.805\t2.548\t0.543\t-0.363\t0.821\t0.000\t0.933\t0.997\t0.988\t0.607\t0.683\t0.799\t0.740\n1\t0.430\t1.295\t-1.078\t0.335\t-0.265\t1.109\t-0.608\t-1.155\t2.173\t1.182\t0.003\t0.553\t2.215\t0.616\t1.083\t0.512\t0.000\t0.427\t-0.350\t1.000\t0.000\t0.561\t1.178\t0.999\t0.842\t1.765\t0.946\t0.795\n1\t0.319\t0.162\t-0.815\t1.435\t1.057\t0.997\t-0.224\t-0.995\t0.000\t1.139\t-1.030\t-0.785\t0.000\t2.209\t0.224\t0.815\t0.000\t1.389\t-0.245\t0.181\t1.551\t1.061\t1.152\t0.987\t1.067\t0.905\t0.818\t0.964\n0\t0.645\t1.492\t1.414\t1.287\t0.782\t0.345\t-0.197\t-0.207\t2.173\t0.390\t-0.162\t0.309\t2.215\t0.672\t1.796\t-1.656\t0.000\t1.027\t1.113\t-0.733\t0.000\t0.748\t0.837\t0.988\t0.649\t0.242\t0.596\t0.635\n1\t0.976\t-0.919\t0.680\t0.233\t-0.734\t1.077\t-0.738\t1.454\t2.173\t1.119\t-0.310\t-1.023\t2.215\t1.600\t-0.531\t-0.202\t0.000\t0.580\t0.222\t1.051\t0.000\t1.067\t1.004\t0.984\t0.934\t1.320\t0.977\t0.893\n0\t0.340\t-0.962\t0.132\t1.928\t-0.755\t0.965\t-0.793\t-0.103\t2.173\t1.168\t-0.821\t1.158\t0.000\t1.510\t-0.867\t1.656\t2.548\t1.138\t-0.579\t0.490\t0.000\t0.858\t0.865\t0.989\t0.878\t1.508\t0.976\t0.962\n1\t1.072\t0.289\t1.245\t0.781\t-1.440\t0.679\t-0.312\t1.664\t2.173\t0.852\t1.236\t0.084\t0.000\t0.616\t-0.362\t0.255\t0.000\t0.784\t1.013\t-0.987\t0.000\t0.876\t1.088\t0.988\t0.725\t0.849\t0.922\t0.832\n0\t0.471\t-0.701\t-0.227\t1.114\t1.618\t0.811\t-0.490\t0.476\t0.000\t1.142\t-0.170\t-1.430\t2.215\t1.490\t0.476\t-0.090\t0.000\t0.979\t0.443\t1.637\t0.000\t0.965\t1.163\t0.999\t0.646\t0.698\t0.734\t0.673\n0\t0.706\t1.344\t-0.790\t0.354\t1.581\t1.100\t0.724\t1.582\t2.173\t0.982\t1.139\t-0.201\t1.107\t1.000\t2.159\t0.824\t0.000\t1.262\t1.888\t-0.437\t0.000\t1.126\t1.031\t0.993\t0.839\t1.565\t1.147\t0.974\n0\t0.692\t0.556\t0.290\t1.077\t0.173\t0.700\t0.330\t-1.043\t2.173\t0.490\t-0.794\t0.859\t0.000\t0.725\t0.636\t1.539\t0.000\t0.752\t-0.782\t-1.427\t3.102\t0.924\t0.959\t0.976\t1.218\t0.583\t0.965\t0.896\n1\t1.444\t-0.011\t0.918\t0.786\t0.033\t2.253\t-0.561\t-0.087\t0.000\t2.255\t-0.565\t-1.542\t2.215\t1.410\t0.507\t-1.294\t2.548\t1.322\t0.260\t1.190\t0.000\t2.687\t2.199\t1.056\t1.477\t1.213\t1.804\t1.458\n0\t0.282\t0.276\t-0.532\t0.852\t0.820\t0.330\t-0.286\t-0.258\t2.173\t0.777\t0.804\t1.500\t0.000\t0.662\t0.426\t-1.512\t2.548\t0.907\t1.056\t-0.308\t0.000\t1.118\t0.889\t0.989\t0.736\t0.573\t0.659\t0.632\n1\t0.664\t-0.406\t-0.535\t1.312\t-0.146\t0.978\t0.558\t0.113\t0.000\t1.107\t-1.199\t1.502\t0.000\t1.071\t0.003\t1.405\t0.000\t0.534\t1.065\t1.111\t0.000\t0.953\t0.858\t0.982\t1.001\t0.699\t0.820\t0.751\n0\t3.356\t-0.497\t0.920\t2.241\t1.150\t1.484\t-2.553\t-0.746\t0.000\t0.621\t-1.832\t-0.397\t0.000\t0.563\t-0.851\t-1.497\t2.548\t0.824\t-0.435\t-1.207\t3.102\t0.958\t1.094\t0.981\t1.045\t0.173\t0.851\t1.768\n1\t0.691\t-1.415\t1.141\t0.553\t0.480\t1.007\t-0.459\t-0.737\t1.087\t0.853\t-1.377\t0.648\t0.000\t0.865\t-0.344\t0.946\t0.000\t1.649\t-0.685\t-1.487\t3.102\t0.797\t0.999\t0.977\t1.031\t0.887\t0.943\t0.814\n1\t1.190\t-0.865\t-1.286\t0.551\t1.221\t1.078\t-1.198\t0.458\t0.000\t0.979\t-2.270\t-0.730\t0.000\t1.116\t-0.884\t1.405\t2.548\t1.137\t-0.885\t-1.046\t3.102\t1.008\t1.103\t0.985\t0.572\t0.693\t0.713\t0.656\n1\t0.603\t-0.301\t1.575\t0.651\t0.827\t2.186\t-1.834\t1.026\t0.000\t3.067\t0.263\t-0.854\t2.215\t1.088\t-0.333\t-0.127\t0.000\t0.686\t-0.094\t-1.218\t1.551\t0.609\t1.094\t0.986\t0.664\t0.492\t1.166\t0.963\n1\t1.447\t-1.325\t-0.344\t0.917\t0.129\t1.137\t-0.756\t1.313\t1.087\t0.330\t-1.542\t-0.826\t0.000\t0.715\t-1.161\t-1.284\t2.548\t0.594\t-1.498\t-1.708\t0.000\t0.416\t0.799\t0.987\t0.792\t0.857\t1.014\t0.774\n0\t2.057\t1.335\t1.524\t1.329\t0.278\t2.270\t0.973\t-0.001\t0.000\t1.256\t0.942\t-1.229\t0.000\t1.114\t-1.910\t1.428\t0.000\t1.918\t0.188\t-1.473\t3.102\t1.383\t2.253\t2.064\t1.208\t1.569\t2.755\t2.870\n1\t1.539\t-0.726\t0.540\t0.785\t0.528\t1.167\t0.037\t-1.166\t0.000\t0.684\t-1.443\t1.193\t0.000\t1.417\t0.120\t0.092\t2.548\t0.679\t-0.367\t-1.647\t3.102\t2.263\t1.198\t0.974\t1.036\t0.781\t1.015\t1.053\n1\t0.841\t0.120\t-0.965\t1.057\t1.716\t0.914\t-0.341\t-1.639\t1.087\t0.830\t-0.454\t1.237\t0.000\t1.051\t0.813\t-0.410\t2.548\t1.269\t-0.804\t-0.324\t0.000\t0.949\t0.806\t0.992\t0.612\t1.356\t0.914\t0.835\n0\t0.555\t-0.876\t-1.496\t1.017\t1.122\t0.737\t-1.337\t1.015\t0.000\t0.506\t0.767\t-0.742\t2.215\t0.795\t-0.222\t0.380\t0.000\t1.143\t-0.254\t-1.058\t3.102\t0.872\t0.843\t0.988\t0.694\t0.440\t0.578\t0.598\n0\t3.968\t-0.884\t1.743\t1.228\t1.674\t1.135\t1.306\t-0.194\t0.000\t1.021\t0.732\t0.053\t1.107\t1.950\t-0.837\t1.245\t2.548\t2.057\t-1.085\t-0.549\t0.000\t0.824\t0.666\t0.962\t0.915\t1.928\t1.559\t1.909\n1\t1.083\t-0.136\t1.574\t0.804\t0.047\t0.779\t0.070\t0.346\t0.000\t1.254\t0.487\t-1.579\t2.215\t1.179\t0.845\t-0.805\t1.274\t1.028\t1.132\t0.305\t0.000\t0.944\t1.068\t1.268\t0.968\t0.875\t0.957\t0.883\n0\t0.789\t1.014\t0.446\t0.338\t-1.201\t0.794\t1.247\t-1.205\t2.173\t0.778\t-0.132\t-1.351\t0.000\t2.059\t0.149\t0.616\t2.548\t0.640\t0.209\t0.231\t0.000\t0.927\t0.967\t0.985\t0.758\t1.835\t1.005\t0.824\n0\t1.148\t0.037\t0.824\t1.506\t0.223\t1.823\t-0.662\t-1.529\t0.000\t1.535\t-0.879\t-0.542\t0.000\t0.947\t-0.956\t0.725\t0.000\t1.128\t1.048\t-0.077\t3.102\t1.108\t1.061\t0.988\t0.784\t0.973\t0.745\t0.704\n1\t0.442\t0.931\t-1.322\t1.243\t0.125\t1.017\t0.422\t1.651\t0.000\t1.439\t0.039\t0.491\t1.107\t1.271\t-1.064\t-0.772\t0.000\t0.740\t2.471\t-0.838\t0.000\t0.900\t1.068\t0.991\t0.899\t0.626\t0.953\t0.911\n0\t1.705\t-0.324\t-1.051\t0.503\t1.617\t0.646\t-1.234\t0.642\t2.173\t0.729\t1.340\t-0.247\t0.000\t0.545\t-2.303\t-0.655\t0.000\t1.065\t-1.820\t1.396\t0.000\t0.821\t0.872\t0.987\t0.856\t0.760\t0.849\t0.952\n1\t0.365\t-0.571\t-0.945\t0.094\t-1.114\t0.731\t0.746\t-0.469\t0.000\t0.673\t0.163\t0.140\t0.000\t1.116\t0.286\t1.000\t2.548\t1.431\t-0.532\t-1.733\t3.102\t0.895\t1.010\t0.749\t0.680\t0.772\t0.858\t0.704\n1\t0.815\t0.519\t0.070\t1.116\t-0.367\t0.338\t-1.486\t-1.500\t0.000\t1.138\t-1.056\t1.444\t2.215\t0.707\t-1.203\t0.435\t2.548\t1.267\t-1.382\t-0.943\t0.000\t0.750\t0.804\t0.993\t1.368\t0.760\t1.396\t1.211\n0\t0.950\t-0.274\t0.300\t1.403\t-0.356\t0.601\t-2.283\t-0.202\t0.000\t1.082\t-0.716\t0.791\t2.215\t0.636\t-0.696\t-1.691\t0.000\t0.739\t0.165\t-0.373\t1.551\t1.435\t1.133\t0.989\t1.009\t0.802\t0.893\t0.945\n0\t0.919\t0.236\t-0.612\t1.227\t0.866\t0.665\t1.327\t0.908\t2.173\t0.907\t1.335\t-1.274\t2.215\t0.726\t1.873\t-0.761\t0.000\t0.777\t1.537\t0.308\t0.000\t0.686\t0.792\t1.429\t1.128\t1.054\t0.902\t0.822\n0\t0.770\t0.759\t0.736\t0.736\t-1.027\t0.330\t-0.940\t-0.272\t2.173\t0.295\t0.326\t1.407\t0.000\t0.530\t1.248\t-0.710\t2.548\t0.974\t1.705\t1.241\t0.000\t0.681\t1.113\t1.042\t0.589\t0.775\t0.718\t0.638\n0\t1.045\t0.237\t-1.715\t1.000\t0.388\t1.114\t0.780\t-1.023\t2.173\t1.398\t-1.402\t0.506\t0.000\t1.070\t2.054\t-1.315\t0.000\t0.955\t-1.307\t-0.241\t0.000\t0.943\t0.807\t1.342\t1.162\t1.755\t1.551\t1.295\n1\t0.737\t0.111\t-1.599\t1.047\t-1.551\t0.383\t0.519\t-1.677\t0.000\t0.917\t-0.411\t0.415\t0.000\t0.505\t1.139\t0.488\t1.274\t0.466\t-0.195\t-1.269\t3.102\t1.347\t0.900\t0.991\t0.569\t0.478\t0.567\t0.675\n1\t0.430\t-0.795\t0.753\t0.833\t1.400\t0.561\t-0.519\t1.514\t1.087\t0.685\t1.162\t-1.049\t0.000\t1.267\t-1.348\t0.172\t0.000\t1.024\t-0.045\t-0.336\t3.102\t0.804\t0.872\t0.984\t0.862\t0.820\t0.819\t1.297\n0\t1.267\t1.312\t-0.193\t0.674\t1.350\t0.788\t2.235\t1.519\t0.000\t0.603\t1.016\t-1.227\t2.215\t1.217\t0.161\t0.022\t0.000\t0.542\t0.396\t-0.487\t0.000\t0.956\t0.902\t1.259\t0.752\t0.347\t0.568\t0.654\n0\t0.411\t-2.314\t1.243\t0.286\t-1.179\t1.442\t-0.166\t0.026\t0.000\t1.954\t-1.225\t-1.559\t1.107\t0.416\t0.637\t1.702\t2.548\t0.632\t1.717\t-0.888\t0.000\t0.953\t0.987\t0.997\t0.839\t1.114\t1.345\t1.065\n0\t0.568\t-0.484\t-0.507\t0.522\t-0.660\t0.847\t-0.634\t0.902\t2.173\t0.953\t0.712\t1.556\t0.000\t1.203\t-0.088\t-0.938\t2.548\t1.134\t-0.078\t0.125\t0.000\t1.423\t1.120\t0.983\t1.069\t1.299\t0.941\t1.019\n1\t0.746\t0.534\t-1.727\t0.757\t0.116\t0.757\t-0.347\t-0.058\t2.173\t0.942\t-0.169\t0.665\t1.107\t1.354\t0.284\t-1.322\t0.000\t0.712\t1.602\t1.640\t0.000\t1.088\t1.261\t1.037\t0.841\t0.761\t1.000\t0.830\n1\t0.603\t1.177\t-0.435\t1.395\t0.143\t0.510\t0.599\t-1.483\t2.173\t0.647\t0.824\t-1.093\t0.000\t0.675\t-0.530\t0.131\t0.000\t2.241\t-0.716\t1.488\t3.102\t1.200\t0.870\t0.993\t2.475\t1.037\t1.606\t1.301\n0\t0.564\t-0.290\t0.604\t0.391\t-0.364\t1.268\t0.363\t-1.401\t2.173\t0.705\t-1.356\t0.811\t0.000\t0.652\t-2.372\t0.147\t0.000\t1.087\t-0.631\t-0.013\t3.102\t0.888\t0.773\t0.979\t1.441\t1.391\t1.387\t1.108\n1\t1.091\t-0.295\t0.673\t0.296\t0.463\t0.853\t-0.749\t-0.960\t1.087\t0.495\t-0.678\t1.098\t0.000\t0.962\t-0.557\t0.059\t0.000\t1.003\t-1.329\t1.602\t0.000\t0.853\t0.997\t0.996\t0.625\t0.539\t0.691\t0.640\n0\t1.251\t-0.903\t-1.037\t0.290\t1.112\t0.733\t-0.671\t0.212\t1.087\t0.796\t-0.140\t1.510\t0.000\t0.835\t-0.034\t0.612\t0.000\t0.819\t1.161\t-1.006\t3.102\t0.908\t0.939\t0.981\t0.858\t1.246\t0.818\t0.770\n1\t0.380\t2.223\t-1.632\t1.200\t1.213\t0.662\t1.012\t-1.054\t2.173\t2.048\t0.629\t-0.434\t2.215\t0.956\t0.456\t0.782\t0.000\t1.391\t1.210\t1.111\t0.000\t0.730\t1.054\t0.992\t1.387\t0.965\t1.036\t0.940\n1\t1.337\t-0.088\t-1.053\t0.569\t-0.497\t1.002\t-0.563\t1.051\t2.173\t0.578\t-0.901\t-1.281\t0.000\t1.331\t-1.320\t0.302\t2.548\t0.389\t2.295\t1.080\t0.000\t1.971\t1.675\t0.987\t1.367\t1.113\t1.350\t1.199\n0\t2.183\t-0.597\t0.334\t0.133\t0.096\t1.253\t-1.244\t-1.085\t0.000\t0.697\t0.675\t0.368\t0.000\t1.001\t-1.381\t-1.556\t0.000\t0.939\t0.149\t1.238\t3.102\t0.869\t0.848\t0.987\t0.738\t0.581\t0.777\t0.922\n0\t1.576\t1.712\t-1.165\t0.511\t1.131\t1.031\t0.142\t0.366\t0.000\t0.437\t-0.409\t-1.272\t2.215\t0.393\t0.616\t-1.734\t0.000\t0.920\t0.091\t0.686\t0.000\t1.128\t0.933\t1.092\t0.682\t0.182\t0.659\t0.818\n0\t1.148\t-0.158\t0.480\t0.532\t-0.813\t0.656\t-0.504\t-1.600\t2.173\t0.892\t-0.495\t-0.264\t0.000\t0.808\t0.685\t1.512\t2.548\t0.452\t-0.881\t0.842\t0.000\t0.732\t0.928\t0.994\t0.850\t0.680\t0.709\t0.659\n1\t1.229\t-1.187\t0.889\t0.634\t1.715\t1.019\t-0.305\t-0.382\t0.000\t0.850\t0.536\t1.684\t2.215\t0.640\t0.079\t-0.059\t2.548\t0.883\t-1.634\t-1.333\t0.000\t0.717\t0.812\t0.994\t0.957\t0.805\t0.819\t0.747\n0\t0.898\t-0.837\t-0.229\t0.972\t0.753\t2.051\t0.304\t1.445\t1.087\t1.007\t-1.240\t-0.751\t0.000\t1.833\t-0.029\t-0.390\t1.274\t0.563\t-1.022\t0.596\t0.000\t0.920\t1.031\t1.002\t1.647\t2.442\t1.546\t1.273\n1\t1.808\t-1.086\t-1.533\t0.992\t0.029\t2.164\t-1.137\t1.155\t2.173\t2.107\t1.035\t-0.170\t0.000\t1.183\t-1.559\t-0.868\t0.000\t1.322\t-0.453\t-0.846\t3.102\t4.772\t2.620\t1.831\t1.637\t1.826\t2.599\t2.091\n0\t1.280\t-0.733\t-1.638\t1.119\t1.336\t0.774\t-0.951\t-0.297\t0.000\t0.628\t-0.707\t0.770\t2.215\t0.986\t-0.025\t-0.015\t0.000\t1.391\t-0.084\t-1.051\t3.102\t0.855\t0.886\t0.976\t0.737\t0.883\t0.701\t0.809\n0\t1.132\t1.830\t1.010\t5.547\t1.284\t2.728\t0.134\t-0.603\t1.087\t1.193\t0.327\t-0.146\t0.000\t1.829\t2.140\t-0.235\t0.000\t2.644\t0.982\t1.489\t3.102\t2.693\t2.274\t0.980\t4.509\t3.117\t2.898\t2.586\n0\t0.283\t-0.993\t1.421\t1.151\t-1.511\t0.728\t-0.930\t0.526\t0.000\t0.875\t0.909\t1.584\t2.215\t1.163\t-0.685\t-0.131\t0.000\t0.888\t0.136\t-0.668\t1.551\t0.938\t0.861\t0.986\t0.614\t0.780\t0.983\t0.910\n0\t2.298\t0.328\t-0.186\t0.289\t0.452\t0.705\t0.860\t0.475\t2.173\t1.522\t0.658\t1.728\t2.215\t0.492\t0.228\t1.577\t0.000\t1.233\t1.768\t-1.530\t0.000\t0.947\t0.910\t0.991\t1.459\t1.385\t1.082\t0.952\n1\t0.824\t-1.436\t-0.667\t0.897\t0.891\t0.973\t-0.852\t-1.125\t0.000\t1.406\t0.101\t0.925\t2.215\t0.461\t-0.331\t-0.634\t2.548\t0.453\t-1.172\t-0.297\t0.000\t0.744\t0.490\t1.175\t1.270\t0.868\t0.882\t0.850\n0\t1.644\t-1.171\t-1.352\t0.854\t1.194\t1.289\t-0.954\t-0.691\t1.087\t1.059\t-0.819\t1.127\t2.215\t1.345\t0.220\t0.448\t0.000\t1.245\t-0.709\t0.359\t0.000\t0.827\t0.950\t1.231\t1.197\t1.718\t1.131\t1.077\n0\t2.114\t-0.490\t-1.230\t0.143\t-0.704\t1.362\t-0.346\t0.591\t1.087\t0.794\t-1.431\t0.319\t0.000\t1.385\t-1.097\t-0.813\t2.548\t0.760\t-0.571\t1.403\t0.000\t0.933\t0.978\t0.989\t0.812\t1.798\t1.174\t1.010\n1\t2.173\t0.688\t1.385\t0.494\t0.071\t0.449\t-0.254\t-1.673\t0.000\t0.778\t-0.364\t-0.812\t2.215\t1.611\t0.560\t0.121\t2.548\t0.611\t-0.493\t0.713\t0.000\t0.683\t0.985\t1.329\t1.166\t1.078\t0.971\t0.825\n0\t0.362\t-0.623\t-0.094\t0.652\t-0.853\t0.726\t1.193\t1.301\t0.000\t0.446\t0.007\t-1.514\t1.107\t0.989\t0.706\t-0.233\t2.548\t0.490\t-0.058\t0.537\t0.000\t0.849\t0.903\t0.989\t0.626\t0.703\t0.631\t0.605\n0\t0.722\t-1.687\t1.609\t0.718\t-0.895\t0.614\t-0.123\t-1.434\t2.173\t0.972\t-0.556\t1.142\t0.000\t0.773\t1.853\t-0.171\t0.000\t0.712\t0.842\t-0.137\t3.102\t2.581\t1.443\t0.988\t1.239\t0.768\t1.148\t1.561\n0\t0.501\t2.095\t-0.656\t3.431\t-1.148\t0.667\t0.755\t0.373\t2.173\t0.720\t1.580\t1.359\t0.000\t1.383\t1.522\t0.393\t0.000\t0.930\t0.064\t1.347\t3.102\t1.165\t1.122\t0.985\t1.450\t0.703\t1.160\t2.031\n1\t0.774\t-1.179\t0.285\t0.495\t-1.259\t0.698\t0.033\t-1.026\t1.087\t0.933\t-0.441\t1.151\t2.215\t0.910\t-1.478\t-0.938\t0.000\t0.706\t1.990\t-0.314\t0.000\t3.264\t1.910\t0.989\t0.897\t1.136\t1.327\t1.259\n1\t0.974\t0.339\t-1.483\t0.262\t0.377\t1.363\t-1.036\t0.863\t0.000\t2.333\t-0.469\t-0.472\t2.215\t1.337\t-0.766\t-1.492\t2.548\t1.009\t-0.055\t0.706\t0.000\t0.948\t1.278\t0.982\t1.408\t1.530\t1.396\t1.282\n1\t0.471\t-1.274\t-1.286\t1.530\t-1.608\t1.679\t0.282\t0.426\t2.173\t0.470\t0.560\t-0.707\t0.000\t1.042\t1.839\t-1.662\t0.000\t0.683\t-0.353\t-0.568\t1.551\t1.173\t1.002\t0.982\t3.275\t0.975\t2.001\t2.262\n1\t1.987\t0.656\t-0.793\t0.319\t0.549\t0.832\t1.639\t0.155\t0.000\t1.178\t-0.323\t-1.722\t1.107\t1.029\t0.371\t0.657\t2.548\t0.947\t1.495\t-0.278\t0.000\t0.974\t0.893\t1.032\t1.123\t1.079\t1.102\t0.992\n1\t1.098\t1.986\t0.505\t1.088\t-0.151\t1.104\t1.758\t-1.154\t0.000\t1.076\t1.207\t0.607\t0.000\t0.975\t1.459\t-0.352\t2.548\t1.103\t-0.872\t-1.398\t0.000\t0.826\t0.885\t0.985\t0.701\t0.779\t0.738\t0.801\n1\t1.879\t-0.505\t-1.528\t0.267\t0.397\t1.926\t-2.132\t0.358\t0.000\t1.979\t-0.797\t-1.689\t2.215\t1.056\t-0.679\t-0.355\t0.000\t1.159\t-0.324\t0.376\t0.000\t0.778\t0.788\t0.987\t0.691\t0.862\t0.911\t0.783\n1\t0.675\t0.805\t1.619\t1.846\t-1.444\t0.391\t0.688\t-0.920\t0.000\t1.352\t1.136\t0.148\t2.215\t1.016\t1.491\t-0.337\t0.000\t1.519\t0.426\t0.619\t3.102\t0.794\t0.942\t0.976\t1.538\t0.686\t1.078\t0.964\n0\t0.554\t0.619\t1.040\t3.079\t1.734\t1.070\t1.061\t0.049\t2.173\t0.653\t-1.762\t0.307\t0.000\t0.731\t0.096\t-0.934\t2.548\t0.599\t1.712\t0.434\t0.000\t0.970\t0.898\t1.059\t1.652\t1.017\t1.211\t1.324\n0\t0.749\t-0.649\t-0.470\t1.787\t-0.549\t1.492\t-0.448\t1.201\t2.173\t0.956\t-1.578\t-1.133\t2.215\t0.861\t-1.604\t0.803\t0.000\t1.030\t-0.922\t0.180\t0.000\t0.905\t1.030\t0.994\t1.383\t1.866\t1.457\t1.195\n1\t2.447\t-0.507\t1.655\t0.301\t-1.339\t0.716\t-0.085\t-0.443\t2.173\t0.818\t-0.895\t0.367\t2.215\t0.834\t-0.837\t-0.174\t0.000\t0.639\t-0.099\t0.999\t0.000\t0.776\t0.700\t0.986\t1.098\t0.893\t0.952\t0.789\n1\t1.113\t-0.430\t-1.397\t0.714\t1.551\t0.729\t0.332\t-0.191\t2.173\t0.382\t-0.755\t-0.532\t0.000\t0.760\t-1.037\t0.908\t0.000\t0.726\t-0.057\t1.149\t3.102\t0.811\t0.929\t0.980\t0.630\t0.737\t0.805\t0.701\n1\t0.336\t-1.917\t0.471\t0.572\t-1.013\t0.950\t-0.600\t1.223\t0.000\t1.313\t0.083\t-0.504\t2.215\t0.561\t-0.328\t0.454\t0.000\t0.645\t0.151\t-1.081\t3.102\t0.856\t0.774\t0.990\t0.812\t0.415\t0.837\t0.722\n1\t0.892\t0.137\t-0.084\t0.509\t1.530\t0.793\t1.255\t0.144\t0.000\t0.916\t-0.066\t-1.342\t2.215\t1.625\t0.534\t1.311\t2.548\t0.379\t2.063\t-0.849\t0.000\t0.846\t1.186\t0.987\t0.770\t0.984\t0.990\t0.825\n1\t0.395\t0.578\t0.747\t1.939\t-0.228\t0.831\t0.010\t-1.220\t2.173\t0.745\t1.928\t1.187\t0.000\t0.387\t-1.868\t0.355\t0.000\t0.587\t-1.185\t0.884\t3.102\t0.562\t0.880\t0.991\t0.798\t0.906\t0.790\t0.713\n0\t0.424\t-0.714\t0.029\t2.095\t-0.111\t0.609\t-0.530\t1.204\t0.000\t0.799\t0.599\t1.294\t0.000\t0.592\t-0.348\t-0.872\t2.548\t0.813\t0.645\t-1.435\t3.102\t0.909\t0.867\t0.990\t0.821\t0.414\t0.606\t0.781\n0\t0.582\t0.167\t1.192\t1.301\t-0.880\t0.395\t0.450\t-0.209\t2.173\t0.561\t0.658\t1.575\t0.000\t0.830\t-0.414\t0.728\t2.548\t0.610\t1.342\t0.048\t0.000\t0.834\t0.808\t1.154\t0.695\t0.630\t0.608\t0.607\n0\t1.225\t-0.893\t-1.589\t2.172\t-1.489\t1.795\t0.438\t0.813\t2.173\t2.186\t-1.190\t-1.400\t2.215\t2.578\t1.482\t-0.119\t0.000\t1.288\t0.683\t0.403\t0.000\t0.633\t0.867\t0.990\t0.642\t3.801\t2.230\t1.798\n1\t2.054\t1.082\t0.131\t0.331\t-0.898\t0.790\t-0.398\t0.630\t0.000\t0.641\t0.015\t-1.563\t0.000\t1.588\t0.730\t-1.139\t2.548\t1.213\t0.538\t-1.737\t3.102\t1.425\t1.032\t0.986\t1.064\t0.550\t0.886\t0.968\n0\t1.319\t0.241\t1.057\t1.784\t1.604\t0.810\t-0.905\t-0.576\t0.000\t0.593\t-0.062\t-0.008\t2.215\t1.083\t-0.516\t0.509\t0.000\t1.332\t0.431\t-1.042\t1.551\t1.428\t0.897\t1.006\t0.921\t0.686\t0.782\t0.952\n1\t1.471\t-1.212\t-1.277\t1.476\t-0.918\t0.295\t-1.307\t0.596\t0.000\t0.699\t0.250\t1.208\t2.215\t1.025\t-0.877\t0.145\t0.000\t0.636\t0.254\t0.223\t3.102\t0.429\t0.843\t0.982\t1.077\t0.467\t1.039\t0.894\n0\t1.424\t1.123\t-1.552\t0.217\t-1.560\t1.198\t1.323\t-0.368\t0.000\t0.558\t0.936\t-0.906\t0.000\t1.132\t0.134\t0.672\t2.548\t1.592\t-0.588\t1.259\t0.000\t0.872\t0.785\t0.998\t0.924\t0.255\t0.784\t0.807\n0\t0.440\t-0.386\t-0.493\t1.082\t-1.375\t0.707\t-1.804\t-0.421\t0.000\t1.262\t0.290\t0.561\t2.215\t1.206\t-0.315\t1.091\t0.000\t1.411\t-0.188\t-1.576\t3.102\t2.106\t1.459\t0.993\t1.048\t1.173\t1.219\t1.131\n0\t1.237\t-0.208\t-0.792\t0.863\t-1.743\t1.641\t-0.479\t0.974\t2.173\t2.302\t0.330\t-0.681\t2.215\t1.387\t-0.328\t0.530\t0.000\t0.665\t0.754\t0.998\t0.000\t0.837\t0.885\t1.081\t1.017\t3.098\t1.510\t1.241\n0\t0.376\t-1.987\t-1.713\t0.334\t-1.229\t1.472\t0.897\t-0.083\t1.087\t1.631\t0.038\t1.210\t1.107\t1.729\t-0.566\t-1.217\t0.000\t0.508\t2.080\t0.333\t0.000\t2.562\t1.945\t0.979\t1.494\t2.330\t1.661\t1.353\n1\t0.728\t-0.776\t1.739\t0.607\t-0.097\t1.218\t-1.424\t1.078\t0.000\t1.531\t0.614\t-1.048\t2.215\t2.581\t-0.009\t0.154\t1.274\t1.906\t-0.212\t-1.437\t0.000\t2.305\t2.340\t0.984\t1.302\t1.989\t1.899\t1.457\n1\t0.424\t-2.146\t-0.253\t0.266\t-1.690\t0.755\t-0.358\t0.744\t0.000\t0.992\t-0.434\t-1.321\t1.107\t0.685\t0.315\t0.167\t1.274\t0.404\t-0.654\t0.898\t0.000\t1.013\t1.008\t0.995\t0.712\t0.924\t0.692\t0.651\n0\t1.152\t1.118\t0.030\t0.354\t1.742\t0.860\t-0.251\t1.570\t0.000\t0.899\t0.847\t-0.980\t2.215\t0.921\t0.027\t0.827\t0.000\t1.090\t0.388\t-0.132\t3.102\t1.020\t1.010\t0.986\t0.775\t0.645\t0.850\t0.842\n0\t0.425\t0.551\t0.925\t1.083\t-0.025\t1.386\t0.275\t1.186\t2.173\t1.158\t0.717\t-0.674\t2.215\t0.748\t-0.445\t-1.391\t0.000\t0.766\t0.004\t0.735\t0.000\t0.872\t1.113\t0.991\t1.008\t1.903\t1.113\t0.917\n1\t0.892\t-0.333\t0.294\t1.400\t0.912\t0.369\t-0.190\t-0.816\t0.000\t0.570\t-0.783\t1.161\t0.000\t1.675\t-1.180\t-1.046\t1.274\t0.860\t-0.189\t-1.234\t3.102\t0.999\t0.948\t0.984\t0.796\t0.537\t0.967\t0.809\n0\t1.548\t-1.045\t-0.035\t0.455\t0.117\t0.941\t-0.445\t1.621\t0.000\t0.460\t-0.491\t0.883\t0.000\t0.614\t-0.933\t-0.659\t2.548\t1.069\t-0.628\t-1.110\t1.551\t0.865\t0.853\t0.987\t0.769\t0.259\t0.582\t0.703\n0\t2.321\t-0.783\t-0.100\t1.382\t0.565\t1.046\t-0.550\t-0.727\t1.087\t1.487\t-0.711\t1.577\t0.000\t0.640\t-0.143\t0.451\t0.000\t0.974\t-0.551\t-1.675\t0.000\t0.931\t0.941\t1.401\t1.443\t1.536\t1.213\t0.988\n0\t1.642\t-0.917\t-0.783\t0.243\t-0.061\t1.615\t-0.349\t1.021\t2.173\t0.927\t-0.055\t-0.550\t2.215\t0.888\t0.197\t1.673\t0.000\t0.610\t1.555\t-0.138\t0.000\t1.104\t0.997\t0.987\t1.497\t1.799\t1.134\t1.061\n0\t0.900\t0.096\t1.066\t1.948\t0.350\t0.672\t0.443\t-1.085\t2.173\t0.918\t-2.441\t-1.246\t0.000\t0.405\t-1.067\t1.671\t0.000\t0.569\t-0.688\t0.607\t0.000\t0.816\t1.816\t1.103\t0.743\t0.672\t1.390\t1.360\n0\t0.712\t-0.227\t0.050\t1.660\t1.078\t1.040\t0.764\t-1.236\t2.173\t1.019\t-2.099\t0.095\t0.000\t1.103\t1.036\t-0.736\t0.000\t1.793\t-0.762\t1.545\t3.102\t0.956\t0.967\t1.205\t0.886\t1.616\t1.102\t1.043\n1\t1.075\t0.719\t-0.168\t0.938\t1.391\t1.006\t0.266\t-0.973\t0.000\t1.000\t0.634\t0.852\t0.000\t1.129\t-0.088\t1.684\t2.548\t1.466\t0.073\t0.307\t3.102\t2.163\t1.391\t1.372\t0.842\t0.935\t0.962\t0.875\n0\t2.243\t-1.695\t-0.020\t1.125\t0.059\t1.318\t-1.387\t-1.604\t0.000\t1.218\t-1.428\t-1.245\t0.000\t1.487\t-1.289\t0.735\t1.274\t0.626\t-0.393\t0.823\t3.102\t0.863\t0.977\t0.988\t1.024\t0.366\t0.942\t1.171\n1\t0.531\t0.554\t1.743\t1.299\t-0.321\t0.922\t1.827\t-0.462\t0.000\t0.771\t1.311\t1.488\t0.000\t1.145\t1.275\t1.023\t2.548\t0.749\t0.937\t0.134\t0.000\t0.936\t0.783\t1.103\t0.934\t0.810\t0.696\t0.650\n0\t0.399\t1.909\t-1.123\t1.100\t1.127\t0.595\t0.555\t1.011\t2.173\t0.449\t2.066\t-0.598\t0.000\t0.805\t-0.167\t-0.519\t2.548\t1.426\t-0.024\t-1.391\t0.000\t0.857\t0.844\t0.983\t0.876\t0.908\t0.673\t0.646\n1\t0.331\t0.758\t1.528\t1.575\t-0.447\t0.653\t0.506\t1.115\t0.000\t0.925\t-0.416\t0.914\t0.000\t0.893\t0.449\t-0.995\t2.548\t1.245\t-0.567\t-0.702\t3.102\t0.858\t1.065\t0.989\t0.899\t0.543\t0.824\t0.850\n0\t0.561\t-1.671\t0.303\t1.009\t-0.794\t1.524\t-0.881\t0.071\t2.173\t1.164\t-0.005\t-1.721\t1.107\t0.723\t1.929\t1.327\t0.000\t0.713\t0.784\t-1.152\t0.000\t0.796\t1.070\t0.986\t0.892\t2.153\t1.618\t1.377\n0\t0.513\t1.738\t1.001\t1.013\t-0.600\t0.654\t0.783\t-1.149\t2.173\t0.650\t-0.163\t1.734\t0.000\t2.189\t0.679\t0.651\t2.548\t1.772\t0.919\t-0.430\t0.000\t0.820\t1.046\t0.990\t0.795\t1.489\t0.931\t0.827\n1\t0.757\t0.022\t-0.775\t1.862\t-0.070\t1.395\t-0.516\t1.154\t1.087\t1.058\t1.919\t-1.489\t0.000\t0.757\t0.364\t-0.395\t0.000\t1.589\t-0.477\t-1.284\t0.000\t0.804\t1.225\t0.988\t0.670\t0.467\t0.980\t0.825\n0\t1.177\t1.021\t0.804\t1.538\t0.044\t1.845\t0.051\t-1.582\t1.087\t0.436\t0.056\t-0.534\t1.107\t0.564\t2.532\t0.159\t0.000\t0.811\t-0.892\t0.122\t0.000\t0.523\t0.544\t1.179\t1.986\t1.070\t1.280\t1.171\n0\t3.211\t-1.053\t-1.274\t0.813\t-1.617\t3.254\t0.430\t0.376\t0.000\t3.664\t-0.912\t-1.600\t2.215\t3.134\t0.888\t0.385\t0.000\t1.896\t1.036\t-1.472\t3.102\t1.334\t1.170\t0.988\t0.858\t3.156\t2.371\t2.063\n0\t1.917\t-0.638\t1.101\t0.687\t1.539\t0.906\t0.047\t-0.920\t0.000\t1.027\t0.515\t-0.205\t2.215\t0.544\t0.615\t-1.685\t0.000\t1.233\t-0.315\t0.328\t3.102\t0.899\t0.984\t0.991\t1.480\t0.670\t0.985\t0.983\n1\t0.573\t1.144\t-0.806\t1.199\t1.644\t0.869\t0.572\t-0.790\t2.173\t1.125\t0.577\t-0.033\t2.215\t1.109\t-0.573\t1.332\t0.000\t0.737\t1.324\t0.771\t0.000\t0.774\t1.101\t0.992\t0.976\t0.918\t0.925\t0.979\n0\t1.536\t-0.761\t-0.482\t2.613\t-0.144\t1.034\t-1.478\t1.349\t0.000\t0.870\t-2.741\t1.663\t0.000\t0.733\t0.152\t0.849\t2.548\t0.573\t0.084\t1.225\t0.000\t1.047\t0.943\t0.990\t0.936\t0.433\t0.861\t1.078\n0\t0.687\t1.583\t-0.708\t1.385\t-1.613\t0.889\t1.434\t0.248\t0.000\t0.404\t0.328\t-0.463\t2.215\t0.641\t-0.559\t-1.331\t2.548\t1.164\t-0.127\t0.942\t0.000\t1.653\t1.051\t0.986\t0.996\t0.465\t0.842\t0.891\n0\t1.155\t-0.234\t-0.225\t1.264\t-0.759\t0.906\t-1.571\t1.637\t2.173\t0.784\t-0.632\t-1.240\t0.000\t1.311\t-0.049\t0.522\t2.548\t1.510\t-1.779\t0.649\t0.000\t1.817\t1.301\t0.983\t0.985\t1.620\t1.135\t1.086\n0\t0.670\t-0.980\t-0.184\t0.480\t1.275\t1.140\t0.324\t-0.626\t2.173\t0.711\t0.551\t1.229\t0.000\t0.758\t1.302\t0.612\t0.000\t0.680\t-0.862\t1.331\t0.000\t0.811\t1.296\t0.983\t0.583\t0.844\t0.798\t0.706\n1\t0.380\t-0.978\t0.445\t0.734\t-1.036\t1.221\t0.040\t-0.264\t0.000\t1.085\t-0.433\t0.985\t0.000\t0.999\t-0.838\t1.426\t2.548\t1.754\t0.886\t-1.355\t3.102\t1.062\t0.736\t0.982\t0.776\t1.321\t1.042\t0.876\n0\t0.347\t-2.251\t0.510\t1.561\t-1.457\t1.496\t0.562\t1.067\t2.173\t1.687\t-1.045\t-0.144\t2.215\t1.103\t0.672\t-0.846\t0.000\t0.902\t-0.972\t-1.094\t0.000\t0.678\t0.987\t1.000\t2.922\t2.984\t2.181\t1.584\n1\t1.528\t0.425\t-0.742\t0.329\t-1.267\t1.570\t-0.698\t1.034\t2.173\t0.489\t-0.703\t-0.528\t0.000\t0.273\t2.610\t-0.776\t0.000\t0.453\t-0.663\t0.060\t3.102\t1.168\t0.741\t0.989\t1.915\t0.688\t1.188\t1.038\n1\t0.766\t0.317\t-0.285\t0.773\t-1.326\t0.778\t-0.231\t1.325\t2.173\t0.446\t1.290\t-0.571\t0.000\t0.532\t-1.283\t-1.319\t1.274\t1.118\t0.325\t0.276\t0.000\t0.778\t0.999\t0.985\t0.874\t0.743\t0.807\t0.721\n0\t0.514\t-0.069\t-0.630\t0.477\t-1.693\t0.998\t0.226\t0.548\t0.000\t0.788\t1.281\t0.044\t2.215\t1.669\t0.616\t-1.390\t0.000\t0.448\t0.797\t-1.073\t3.102\t0.759\t0.859\t0.991\t0.473\t0.464\t0.572\t0.598\n0\t0.940\t-0.694\t1.330\t0.895\t-0.610\t0.658\t0.214\t-0.862\t0.000\t0.426\t-0.015\t1.434\t0.000\t0.898\t-0.959\t0.407\t2.548\t0.840\t1.838\t-0.224\t0.000\t0.996\t1.011\t1.251\t0.674\t0.142\t0.655\t0.640\n1\t0.407\t2.138\t1.044\t0.743\t0.819\t2.112\t0.373\t-1.540\t0.000\t2.009\t1.203\t0.381\t0.000\t1.791\t0.603\t-0.251\t1.274\t1.107\t0.137\t-1.202\t3.102\t0.841\t1.017\t0.995\t0.778\t0.857\t0.883\t0.806\n1\t0.787\t1.108\t-1.695\t0.872\t1.703\t0.854\t0.754\t-0.130\t2.173\t0.644\t0.076\t1.677\t2.215\t0.548\t-0.565\t-0.584\t0.000\t0.744\t-1.106\t1.149\t0.000\t0.897\t0.779\t0.995\t1.313\t1.154\t1.033\t0.842\n0\t1.365\t1.113\t1.709\t0.438\t-0.509\t0.784\t1.249\t1.034\t2.173\t1.186\t1.278\t-0.682\t2.215\t0.377\t1.205\t-0.290\t0.000\t1.466\t0.056\t0.292\t0.000\t0.687\t0.933\t0.987\t0.789\t1.419\t0.857\t0.781\n1\t0.717\t-0.525\t-0.352\t1.629\t-0.280\t1.262\t0.201\t1.026\t0.000\t0.930\t-1.141\t-0.897\t0.000\t0.927\t-0.576\t1.247\t2.548\t1.330\t-0.767\t-1.323\t1.551\t0.909\t1.119\t0.993\t1.078\t0.636\t0.875\t0.922\n1\t0.908\t0.115\t1.149\t1.646\t1.724\t1.225\t-0.293\t0.400\t2.173\t1.041\t-0.484\t-0.481\t2.215\t0.557\t0.108\t-1.742\t0.000\t1.101\t-0.088\t-1.007\t0.000\t0.540\t1.114\t0.993\t1.156\t1.197\t1.073\t0.878\n0\t0.326\t-1.718\t-0.762\t1.476\t-1.081\t1.009\t-0.526\t0.085\t2.173\t0.807\t0.924\t-1.573\t1.107\t0.401\t2.102\t0.554\t0.000\t0.737\t-2.058\t1.475\t0.000\t0.859\t0.825\t1.000\t1.087\t1.706\t1.022\t0.976\n1\t0.410\t-0.630\t-0.621\t0.106\t-1.494\t0.960\t0.757\t1.360\t0.000\t1.260\t-0.039\t-0.345\t2.215\t1.099\t0.236\t0.839\t2.548\t0.997\t1.162\t-1.681\t0.000\t1.058\t1.246\t0.894\t0.728\t1.111\t1.100\t0.872\n1\t0.815\t0.465\t1.062\t1.180\t-1.456\t0.486\t-2.050\t-0.383\t0.000\t1.334\t0.492\t-1.611\t1.107\t0.702\t1.159\t-0.504\t0.000\t0.596\t-1.142\t-0.013\t0.000\t1.281\t0.743\t1.042\t0.652\t0.855\t0.767\t0.713\n0\t0.677\t-1.636\t-0.558\t0.793\t-1.238\t1.291\t0.166\t0.707\t0.000\t0.964\t0.674\t1.077\t0.000\t1.057\t-0.317\t-0.370\t2.548\t1.123\t-0.462\t-1.004\t1.551\t0.998\t1.314\t0.981\t0.522\t0.458\t0.976\t0.969\n1\t0.716\t-0.196\t-1.450\t0.547\t0.205\t1.360\t0.703\t1.173\t2.173\t1.445\t1.036\t-0.685\t2.215\t0.664\t1.985\t-0.341\t0.000\t0.908\t1.186\t0.695\t0.000\t0.979\t0.779\t0.987\t0.947\t2.084\t1.108\t0.918\n1\t0.821\t-1.303\t-0.662\t0.255\t0.587\t0.949\t-1.584\t0.074\t0.000\t1.314\t-1.036\t1.250\t1.107\t1.682\t-0.910\t-1.430\t2.548\t0.405\t-2.460\t1.057\t0.000\t1.007\t1.273\t0.995\t0.816\t1.050\t1.046\t0.907\n1\t3.017\t-0.240\t-0.278\t0.742\t-0.499\t1.309\t-1.166\t1.318\t0.000\t0.456\t-0.627\t-1.579\t0.000\t1.095\t-0.002\t0.621\t2.548\t1.182\t0.617\t-1.491\t1.551\t0.939\t1.133\t0.991\t1.091\t0.886\t0.948\t1.190\n1\t0.525\t0.090\t-1.129\t1.475\t1.199\t1.179\t-0.271\t0.808\t1.087\t1.038\t-1.332\t-0.208\t0.000\t1.146\t-1.507\t-0.625\t0.000\t1.108\t-0.720\t-0.937\t0.000\t0.924\t0.923\t1.053\t0.872\t0.798\t0.960\t0.900\n0\t0.541\t1.873\t0.034\t0.982\t-1.227\t0.820\t0.544\t-1.361\t2.173\t0.948\t-1.400\t0.751\t0.000\t1.107\t1.254\t-0.361\t0.000\t1.776\t0.724\t0.680\t3.102\t0.987\t0.990\t0.988\t0.801\t1.248\t0.832\t0.729\n1\t0.861\t1.019\t-0.607\t0.939\t-1.434\t1.869\t0.577\t0.981\t0.000\t0.782\t0.873\t-1.518\t0.000\t1.714\t0.141\t-0.476\t2.548\t1.681\t1.314\t-1.022\t0.000\t0.867\t0.985\t0.988\t1.053\t0.880\t0.885\t0.774\n1\t0.382\t-1.725\t1.542\t2.375\t-0.686\t0.412\t-0.814\t0.416\t0.000\t0.622\t0.718\t0.890\t1.107\t0.843\t-1.152\t1.337\t0.000\t0.614\t-1.151\t1.673\t3.102\t0.817\t0.930\t1.197\t0.727\t0.796\t1.106\t0.926\n0\t1.356\t-0.852\t0.561\t0.841\t0.171\t1.106\t-1.225\t-1.355\t0.000\t0.685\t-0.324\t-0.375\t1.107\t0.518\t-1.494\t0.743\t0.000\t1.197\t-0.464\t-1.234\t3.102\t1.321\t0.862\t0.977\t0.850\t0.579\t0.741\t0.830\n1\t1.890\t-0.933\t0.683\t0.671\t1.065\t0.655\t0.224\t-1.491\t2.173\t0.613\t-0.680\t-1.113\t0.000\t0.688\t-1.341\t-0.954\t0.000\t0.841\t-0.399\t0.284\t0.000\t0.896\t0.827\t1.000\t0.760\t0.741\t0.914\t0.781\n1\t0.809\t-0.053\t-0.717\t1.257\t0.552\t0.864\t-0.223\t1.572\t0.000\t0.650\t0.470\t-1.404\t0.000\t0.960\t0.132\t-0.166\t2.548\t1.513\t-0.573\t0.553\t3.102\t0.910\t1.073\t1.272\t0.775\t0.682\t0.831\t0.781\n0\t0.655\t1.421\t-0.148\t1.282\t0.766\t0.921\t0.374\t1.032\t2.173\t1.782\t-0.174\t-0.749\t0.000\t0.993\t0.704\t-0.810\t0.000\t1.219\t-0.802\t1.357\t0.000\t1.014\t0.968\t0.987\t0.831\t0.347\t1.017\t0.965\n1\t0.589\t-1.288\t0.882\t0.706\t-1.282\t0.912\t-0.280\t1.587\t0.000\t1.092\t-1.156\t1.702\t2.215\t2.027\t1.958\t-0.071\t0.000\t1.698\t-1.373\t0.314\t0.000\t2.229\t1.465\t0.985\t1.327\t1.471\t1.195\t1.070\n1\t0.464\t2.117\t1.455\t1.277\t-0.532\t0.492\t0.348\t1.679\t0.000\t0.620\t-2.247\t-0.951\t0.000\t1.811\t0.032\t0.499\t2.548\t0.626\t1.016\t-1.669\t3.102\t0.577\t0.811\t1.041\t0.637\t0.911\t1.034\t0.860\n0\t0.883\t0.282\t1.525\t0.923\t-1.277\t0.667\t0.378\t-0.304\t0.000\t0.604\t-0.516\t-0.880\t1.107\t1.025\t-0.050\t0.353\t0.000\t1.043\t0.576\t0.908\t1.551\t0.892\t0.832\t0.994\t0.772\t0.854\t0.651\t0.709\n0\t1.139\t1.250\t-0.936\t0.608\t-1.478\t2.087\t0.351\t1.160\t1.087\t2.580\t0.803\t-0.582\t1.107\t1.468\t0.184\t0.788\t0.000\t1.053\t-0.524\t1.014\t0.000\t0.649\t0.844\t0.987\t0.961\t3.510\t1.749\t1.419\n0\t2.183\t1.059\t-1.225\t1.576\t-0.637\t1.106\t-1.504\t0.383\t2.173\t0.680\t-0.080\t0.720\t0.000\t0.640\t-2.077\t0.819\t0.000\t1.254\t-1.310\t1.662\t3.102\t1.355\t1.001\t1.299\t3.215\t1.139\t2.248\t1.881\n1\t0.950\t-0.127\t1.076\t1.207\t0.094\t1.257\t0.335\t-1.062\t2.173\t0.612\t1.214\t0.474\t0.000\t0.712\t-0.390\t0.511\t0.000\t0.597\t-0.307\t1.683\t3.102\t0.954\t0.739\t1.148\t1.321\t0.657\t0.850\t0.824\n0\t1.061\t-0.398\t-1.582\t1.375\t-1.049\t0.949\t0.906\t0.811\t0.000\t0.788\t-1.621\t-0.817\t0.000\t0.569\t2.087\t0.815\t0.000\t0.930\t-0.289\t0.216\t3.102\t0.984\t1.042\t0.983\t0.723\t0.375\t0.918\t0.986\n1\t0.625\t-0.581\t0.952\t1.814\t1.733\t1.494\t-0.925\t-0.238\t1.087\t0.768\t-0.362\t1.299\t2.215\t0.441\t-0.396\t1.636\t0.000\t0.484\t-1.153\t-1.126\t0.000\t0.644\t0.873\t0.989\t0.543\t1.613\t1.133\t0.867\n1\t0.282\t-0.038\t0.753\t0.129\t1.713\t1.088\t1.135\t-0.984\t2.173\t1.153\t1.030\t1.002\t2.215\t0.656\t0.901\t-0.295\t0.000\t0.736\t-0.278\t0.232\t0.000\t0.648\t0.966\t0.608\t0.488\t1.610\t0.912\t0.708\n1\t0.728\t1.193\t1.172\t1.265\t-1.518\t1.591\t-0.702\t0.414\t0.000\t1.005\t2.186\t0.308\t0.000\t1.749\t1.475\t-1.567\t0.000\t1.780\t0.022\t1.448\t3.102\t0.923\t0.960\t0.988\t0.764\t0.287\t0.719\t0.981\n0\t0.521\t-1.252\t-1.330\t1.137\t-1.274\t1.091\t-0.228\t-0.701\t2.173\t1.189\t-1.964\t0.395\t0.000\t0.946\t-0.794\t0.713\t0.000\t0.618\t-0.506\t1.521\t1.551\t1.088\t0.866\t0.995\t1.823\t0.806\t1.170\t1.186\n0\t0.425\t-0.942\t-0.408\t1.318\t-1.666\t0.931\t2.046\t-0.693\t0.000\t1.869\t0.591\t0.778\t2.215\t1.306\t0.330\t1.302\t0.000\t2.187\t0.303\t-0.676\t3.102\t0.738\t1.018\t0.989\t1.878\t1.777\t1.458\t1.139\n1\t1.152\t-0.412\t-0.081\t0.687\t0.449\t0.871\t-1.778\t-1.543\t0.000\t0.630\t-0.600\t-1.460\t0.000\t0.619\t-1.361\t0.102\t0.000\t1.057\t-1.064\t1.658\t1.551\t0.988\t1.231\t0.985\t0.813\t0.780\t0.745\t0.815\n1\t1.073\t1.471\t-0.864\t0.993\t0.145\t0.655\t2.136\t0.577\t0.000\t1.569\t0.246\t-1.630\t2.215\t0.466\t2.203\t1.451\t0.000\t1.315\t0.437\t-0.125\t1.551\t0.715\t1.036\t1.129\t1.403\t1.279\t1.183\t1.034\n0\t0.688\t0.289\t-0.299\t0.329\t-1.276\t0.630\t2.799\t0.546\t0.000\t0.519\t-1.509\t-1.140\t2.215\t1.299\t-1.524\t0.950\t0.000\t0.580\t-0.520\t-0.535\t0.000\t0.899\t1.022\t0.992\t0.659\t1.087\t1.650\t1.429\n0\t1.109\t0.433\t-0.468\t1.175\t0.241\t0.701\t-1.039\t1.730\t0.000\t0.377\t1.571\t1.412\t2.215\t0.591\t0.098\t0.501\t2.548\t0.502\t-1.305\t-0.971\t0.000\t0.634\t0.792\t0.985\t0.794\t0.555\t0.787\t0.868\n0\t0.946\t1.536\t0.058\t0.724\t-0.300\t1.641\t1.067\t0.425\t2.173\t1.580\t-0.824\t-1.154\t0.000\t2.171\t0.012\t-1.604\t2.548\t1.229\t-2.323\t1.184\t0.000\t2.579\t2.312\t0.994\t0.914\t2.625\t2.842\t2.275\n1\t0.617\t1.733\t-0.695\t1.110\t1.042\t1.355\t0.182\t-1.722\t1.087\t1.529\t-1.026\t-0.209\t0.000\t0.911\t-0.820\t0.991\t2.548\t0.591\t1.563\t-0.394\t0.000\t2.547\t1.688\t1.147\t1.466\t1.186\t1.458\t1.530\n1\t1.852\t0.057\t-1.327\t1.108\t1.144\t1.124\t-0.445\t0.673\t2.173\t0.650\t0.023\t-0.280\t2.215\t0.468\t0.818\t0.158\t0.000\t1.160\t-1.182\t-0.682\t0.000\t0.670\t0.666\t1.572\t1.054\t0.999\t1.013\t0.796\n0\t0.869\t0.150\t-0.228\t1.577\t0.290\t1.197\t1.356\t-1.683\t1.087\t0.635\t1.798\t1.358\t0.000\t0.743\t2.004\t0.641\t0.000\t0.851\t-1.142\t-1.462\t3.102\t0.799\t1.347\t0.987\t1.212\t1.979\t1.515\t1.322\n0\t1.687\t-0.743\t0.796\t1.179\t1.013\t2.338\t0.190\t-0.846\t2.173\t1.664\t-1.004\t0.541\t0.000\t0.810\t0.648\t-0.799\t2.548\t1.504\t-0.334\t-0.332\t0.000\t1.602\t1.480\t0.999\t2.247\t0.457\t1.549\t1.466\n0\t1.525\t0.148\t-0.799\t0.902\t-1.485\t1.169\t-1.336\t1.029\t1.087\t0.726\t-1.975\t0.299\t0.000\t1.173\t-0.496\t-0.983\t0.000\t1.220\t-0.316\t1.184\t1.551\t0.972\t0.808\t0.984\t1.646\t0.660\t1.081\t0.914\n0\t0.348\t-0.907\t0.642\t0.978\t-0.753\t1.609\t0.838\t-0.160\t1.087\t2.021\t-0.391\t1.533\t2.215\t0.926\t0.143\t0.604\t0.000\t1.303\t0.069\t-1.558\t0.000\t1.127\t1.077\t0.989\t2.618\t3.186\t2.117\t1.618\n0\t0.701\t-0.799\t-0.975\t0.621\t-1.159\t1.172\t-1.742\t1.184\t0.000\t1.609\t0.733\t-0.314\t2.215\t0.452\t-0.745\t0.490\t0.000\t0.637\t-0.571\t1.438\t3.102\t0.998\t0.662\t0.996\t0.982\t1.162\t1.587\t1.303\n1\t0.299\t1.678\t-0.207\t1.484\t-0.899\t0.966\t0.987\t-0.482\t2.173\t0.297\t2.175\t1.023\t0.000\t0.919\t-0.041\t1.075\t0.000\t0.379\t1.336\t1.696\t3.102\t0.924\t0.783\t0.993\t0.736\t0.624\t0.902\t0.799\n0\t1.447\t0.708\t-0.072\t0.402\t0.199\t1.086\t0.723\t-0.923\t2.173\t1.208\t0.486\t1.071\t2.215\t0.656\t2.218\t1.494\t0.000\t0.553\t0.968\t-1.527\t0.000\t0.527\t0.928\t0.989\t1.044\t1.653\t1.042\t0.912\n0\t1.186\t1.102\t0.204\t0.191\t-0.201\t0.836\t-2.042\t0.858\t0.000\t0.837\t-0.530\t-0.917\t2.215\t1.103\t1.021\t-1.524\t0.000\t1.402\t0.403\t-1.154\t0.000\t0.632\t0.919\t0.983\t0.510\t0.750\t0.705\t0.727\n1\t1.178\t0.413\t-0.465\t1.224\t-1.463\t1.037\t0.708\t0.693\t0.000\t0.561\t-0.348\t0.362\t0.000\t1.109\t0.341\t-1.441\t2.548\t0.671\t-1.031\t-0.785\t3.102\t1.028\t1.123\t1.301\t0.740\t0.695\t0.879\t0.868\n1\t0.598\t-1.435\t0.398\t1.088\t-1.164\t0.684\t-0.904\t0.101\t2.173\t0.911\t-1.215\t1.288\t0.000\t1.052\t-0.182\t1.330\t0.000\t1.886\t-0.185\t-0.505\t3.102\t0.906\t0.966\t1.102\t0.922\t0.755\t0.729\t0.747\n0\t0.847\t1.179\t-1.039\t1.368\t-1.346\t1.598\t1.575\t0.489\t2.173\t1.243\t-0.272\t-1.603\t1.107\t0.324\t0.160\t0.237\t0.000\t0.768\t1.562\t-0.414\t0.000\t0.608\t0.847\t0.983\t1.764\t2.981\t1.777\t1.306\n0\t0.714\t1.317\t-1.712\t0.959\t1.663\t1.010\t0.010\t-1.075\t2.173\t0.863\t1.840\t0.742\t0.000\t1.623\t0.889\t0.299\t2.548\t0.858\t1.811\t0.358\t0.000\t0.789\t0.952\t0.988\t0.893\t1.708\t1.250\t1.090\n1\t0.359\t1.363\t0.130\t0.783\t1.588\t1.052\t-1.057\t0.267\t0.000\t0.948\t0.501\t-0.992\t2.215\t0.832\t-0.601\t1.344\t2.548\t0.524\t-0.414\t1.721\t0.000\t1.143\t0.902\t0.981\t0.747\t1.003\t0.949\t0.830\n1\t0.790\t-0.299\t1.378\t1.729\t-1.729\t1.012\t-0.899\t0.180\t2.173\t0.687\t-0.128\t0.039\t0.000\t1.620\t-0.390\t-1.362\t2.548\t0.739\t-1.797\t0.015\t0.000\t0.788\t1.008\t0.999\t0.797\t1.616\t1.064\t1.023\n1\t0.552\t1.138\t0.037\t1.701\t-0.060\t0.905\t0.310\t1.545\t2.173\t0.868\t1.133\t1.550\t0.000\t1.112\t-0.243\t-1.115\t2.548\t1.414\t-0.557\t-0.012\t0.000\t2.081\t1.395\t0.998\t1.270\t0.922\t0.986\t0.992\n0\t1.524\t1.498\t-1.736\t0.578\t-1.106\t0.594\t-0.362\t-0.811\t0.000\t0.767\t0.914\t1.116\t1.107\t1.181\t0.357\t-0.364\t0.000\t2.530\t0.838\t0.506\t3.102\t0.831\t1.183\t0.981\t1.264\t0.658\t0.972\t1.090\n0\t0.918\t-1.183\t1.706\t0.657\t-0.908\t0.633\t-1.169\t-0.809\t0.000\t0.776\t-1.040\t0.794\t1.107\t1.051\t-1.412\t0.211\t2.548\t0.740\t-1.330\t1.560\t0.000\t0.911\t0.911\t0.989\t0.895\t0.535\t0.689\t0.666\n1\t0.957\t0.098\t1.073\t1.421\t-1.659\t1.546\t-0.670\t-0.233\t2.173\t1.539\t1.046\t1.485\t2.215\t0.667\t-0.376\t-0.640\t0.000\t0.911\t-0.877\t0.274\t0.000\t0.690\t0.640\t1.016\t0.902\t3.200\t1.604\t1.263\n1\t0.511\t0.488\t0.454\t1.708\t-0.561\t0.567\t0.471\t0.924\t0.000\t1.259\t-0.153\t1.512\t2.215\t0.547\t-0.798\t-0.891\t2.548\t0.372\t-1.061\t0.558\t0.000\t0.732\t0.759\t1.025\t0.722\t0.799\t0.839\t0.754\n1\t0.468\t0.755\t-0.715\t0.455\t-0.858\t0.648\t1.114\t0.868\t0.000\t1.271\t0.497\t1.190\t2.215\t1.252\t1.627\t-0.608\t0.000\t1.438\t-0.436\t-0.099\t0.000\t1.665\t1.045\t0.983\t1.084\t0.587\t0.882\t0.978\n1\t0.947\t-1.734\t1.738\t0.854\t-0.164\t1.258\t1.374\t-0.534\t0.000\t1.244\t-0.345\t1.712\t0.000\t1.372\t-1.133\t1.463\t2.548\t1.180\t-0.476\t0.451\t3.102\t0.887\t1.146\t1.233\t0.879\t0.838\t0.735\t0.851\n1\t0.672\t-0.078\t1.170\t1.109\t-0.142\t0.923\t-0.331\t1.683\t2.173\t0.715\t-0.892\t-0.063\t0.000\t0.861\t-2.060\t-0.595\t0.000\t0.633\t-0.388\t-0.371\t3.102\t0.941\t0.778\t1.106\t0.993\t0.779\t0.871\t0.880\n1\t1.321\t-0.501\t-1.721\t0.785\t0.955\t0.419\t-0.989\t0.146\t0.000\t1.245\t-1.063\t-0.729\t1.107\t0.397\t-0.758\t-1.328\t2.548\t0.892\t-0.100\t0.052\t0.000\t0.874\t1.030\t0.990\t0.530\t0.396\t0.673\t0.649\n0\t0.512\t1.691\t-1.331\t0.552\t0.373\t1.198\t0.838\t1.315\t2.173\t1.404\t0.310\t-0.260\t0.000\t0.540\t-0.149\t-0.932\t0.000\t0.851\t-0.241\t1.537\t1.551\t0.827\t0.880\t0.980\t0.856\t0.674\t0.990\t0.823\n1\t0.982\t-0.229\t-0.513\t2.079\t-1.097\t0.958\t1.377\t-0.057\t0.000\t1.838\t-0.866\t1.253\t1.107\t0.511\t0.332\t-1.728\t2.548\t0.694\t-1.417\t0.006\t0.000\t0.704\t1.081\t0.993\t1.624\t0.825\t1.040\t1.113\n1\t1.091\t-1.010\t0.509\t0.501\t1.338\t0.808\t0.018\t-0.627\t2.173\t0.425\t0.724\t1.649\t0.000\t0.837\t2.038\t0.871\t0.000\t0.425\t-0.526\t1.116\t0.000\t0.953\t0.771\t0.992\t1.003\t0.790\t0.878\t0.992\n1\t0.372\t-1.892\t0.776\t0.680\t-0.785\t0.806\t0.746\t-0.040\t2.173\t0.646\t-0.934\t-1.720\t0.000\t1.362\t-0.355\t1.195\t0.000\t0.634\t-0.010\t-0.593\t0.000\t0.822\t0.554\t0.989\t1.039\t0.671\t0.862\t0.772\n0\t1.050\t-0.001\t-1.376\t0.020\t0.805\t0.742\t0.660\t0.805\t0.000\t0.449\t-1.209\t-0.417\t2.215\t0.679\t-0.535\t-0.673\t1.274\t0.445\t-0.135\t0.680\t0.000\t0.388\t0.918\t0.461\t0.428\t0.238\t0.653\t0.585\n0\t0.904\t1.056\t0.005\t0.710\t0.367\t1.104\t0.943\t1.376\t0.000\t0.911\t1.294\t-0.810\t2.215\t0.370\t1.300\t-1.609\t1.274\t0.767\t1.655\t-0.306\t0.000\t1.597\t0.873\t0.990\t0.853\t0.408\t0.734\t0.763\n1\t0.541\t-1.546\t-0.236\t1.359\t1.513\t1.211\t-1.154\t-0.146\t2.173\t1.203\t-1.542\t1.533\t0.000\t1.003\t-0.439\t-0.550\t2.548\t0.660\t-0.964\t0.666\t0.000\t0.855\t1.091\t1.187\t1.188\t0.684\t0.964\t0.879\n0\t1.036\t0.784\t1.434\t1.159\t0.645\t0.872\t0.520\t-1.043\t2.173\t0.852\t0.779\t-0.635\t0.000\t1.874\t0.418\t0.517\t1.274\t1.150\t-0.359\t1.514\t0.000\t0.874\t1.007\t0.990\t0.752\t1.572\t0.957\t0.895\n1\t0.914\t-0.525\t0.572\t0.679\t-1.285\t1.191\t0.337\t1.619\t2.173\t0.820\t0.434\t0.604\t0.000\t1.828\t-0.379\t-0.370\t0.000\t1.657\t-0.428\t-0.949\t1.551\t0.399\t0.587\t1.086\t1.021\t1.274\t0.962\t0.836\n1\t0.620\t0.647\t-0.146\t1.161\t-1.632\t0.655\t-1.134\t0.078\t0.000\t1.126\t-0.900\t-1.117\t2.215\t1.084\t-0.192\t1.127\t0.000\t0.637\t0.863\t-0.773\t3.102\t1.066\t1.102\t1.144\t1.128\t0.908\t0.957\t0.960\n0\t0.756\t-0.342\t-0.004\t0.726\t1.286\t0.692\t0.599\t-0.880\t2.173\t0.485\t1.135\t-0.486\t2.215\t0.582\t-0.243\t0.536\t0.000\t0.731\t1.190\t1.430\t0.000\t0.859\t0.887\t0.984\t0.727\t0.384\t0.620\t0.604\n1\t0.810\t-0.507\t0.384\t0.888\t1.317\t0.867\t-1.311\t-0.965\t0.000\t0.920\t-1.167\t0.570\t2.215\t1.116\t-0.425\t-0.699\t0.000\t1.072\t0.097\t1.420\t3.102\t0.887\t1.098\t0.991\t0.790\t0.888\t0.923\t0.865\n0\t1.542\t1.087\t0.611\t0.407\t0.153\t0.475\t-2.321\t1.049\t0.000\t1.036\t-1.229\t-0.647\t1.107\t1.142\t-0.144\t-1.375\t2.548\t0.503\t-1.309\t1.622\t0.000\t1.177\t1.130\t0.982\t1.068\t0.975\t1.145\t1.194\n1\t0.385\t0.857\t-1.130\t1.611\t1.466\t1.363\t0.351\t0.016\t2.173\t0.393\t-0.509\t1.735\t0.000\t0.379\t0.639\t1.053\t2.548\t1.131\t0.402\t-0.900\t0.000\t0.755\t1.138\t0.994\t0.579\t0.737\t1.061\t0.940\n1\t1.010\t-0.625\t-0.011\t0.383\t1.620\t0.822\t-0.547\t-1.667\t0.000\t0.354\t-1.294\t1.425\t0.000\t0.917\t0.342\t0.170\t2.548\t0.900\t0.191\t-1.117\t3.102\t0.755\t0.684\t0.990\t0.632\t0.639\t0.517\t0.506\n0\t0.824\t-0.613\t-0.018\t0.446\t-1.459\t1.084\t-0.982\t-0.750\t1.087\t1.622\t1.438\t0.938\t0.000\t1.488\t2.255\t-1.242\t0.000\t2.901\t0.512\t1.231\t3.102\t0.938\t0.959\t0.990\t0.765\t2.483\t1.806\t1.545\n1\t1.115\t-0.809\t-1.350\t0.766\t-0.213\t1.114\t-1.178\t1.240\t0.000\t1.833\t-0.548\t-0.970\t2.215\t2.052\t-0.726\t0.318\t0.000\t1.338\t-0.088\t1.632\t3.102\t0.917\t0.824\t1.094\t0.784\t1.062\t0.839\t0.738\n0\t2.743\t0.288\t-1.303\t0.672\t-0.736\t1.816\t-1.435\t0.680\t1.087\t0.704\t-1.449\t0.044\t1.107\t1.750\t-0.910\t-1.157\t0.000\t1.002\t-0.533\t0.585\t0.000\t1.484\t1.106\t0.993\t2.713\t0.904\t1.800\t1.471\n0\t0.418\t0.799\t1.673\t0.528\t-1.454\t0.977\t-0.306\t-0.048\t1.087\t0.768\t-1.166\t-1.382\t0.000\t0.583\t-1.048\t0.599\t0.000\t0.697\t0.807\t1.098\t1.551\t1.003\t0.978\t0.987\t0.990\t0.958\t0.845\t0.754\n0\t1.177\t-1.178\t-0.344\t0.161\t1.077\t0.549\t0.131\t-0.908\t0.000\t0.851\t-0.954\t0.771\t2.215\t0.507\t-0.232\t1.512\t0.000\t0.725\t-0.570\t1.208\t3.102\t0.937\t1.033\t0.994\t0.639\t0.292\t0.630\t0.620\n1\t0.594\t0.915\t0.073\t0.854\t-1.619\t1.197\t-0.380\t0.974\t1.087\t0.848\t-0.812\t-1.081\t0.000\t0.648\t-0.581\t-0.152\t2.548\t0.519\t-0.368\t1.466\t0.000\t0.887\t1.222\t0.987\t0.790\t0.943\t0.866\t0.804\n1\t1.288\t-0.597\t-1.190\t2.446\t-1.338\t1.357\t1.603\t0.658\t0.000\t0.688\t-0.030\t-1.473\t0.000\t1.176\t0.181\t-0.238\t0.000\t1.301\t-0.251\t0.723\t1.551\t0.830\t0.737\t0.982\t1.092\t0.267\t0.935\t0.925\n1\t1.105\t1.192\t1.173\t0.676\t0.359\t0.945\t0.736\t1.559\t2.173\t1.215\t2.299\t-1.104\t0.000\t1.028\t2.122\t-0.095\t0.000\t0.922\t1.277\t0.574\t3.102\t0.791\t0.653\t0.985\t0.930\t0.865\t0.887\t0.782\n0\t0.936\t1.106\t-1.311\t0.717\t1.476\t0.441\t0.054\t-1.381\t0.000\t0.635\t1.199\t-0.002\t1.107\t1.050\t-0.509\t0.130\t2.548\t0.443\t1.650\t0.312\t0.000\t1.012\t0.993\t0.991\t0.830\t0.893\t0.992\t0.840\n0\t0.724\t-0.133\t-1.375\t1.353\t-0.875\t1.534\t0.876\t0.684\t2.173\t0.517\t1.248\t0.471\t0.000\t1.621\t-0.399\t-0.908\t0.000\t1.863\t0.000\t1.507\t3.102\t0.683\t0.977\t0.985\t1.535\t1.458\t1.152\t0.939\n0\t0.711\t0.427\t1.648\t0.862\t1.368\t0.456\t-1.998\t-0.954\t0.000\t1.134\t-1.110\t0.147\t2.215\t0.535\t-1.132\t-0.851\t2.548\t0.470\t-0.463\t1.201\t0.000\t0.867\t0.918\t0.992\t0.700\t0.649\t0.752\t0.701\n0\t0.441\t1.675\t-1.415\t0.804\t0.367\t1.767\t0.190\t-0.725\t2.173\t1.638\t1.090\t0.970\t2.215\t0.812\t1.275\t0.296\t0.000\t1.388\t0.750\t-1.514\t0.000\t0.909\t1.200\t0.986\t2.148\t2.776\t1.741\t1.426\n1\t1.700\t-0.424\t-1.294\t0.572\t-1.057\t0.740\t-0.733\t-0.783\t0.000\t1.960\t-1.319\t0.250\t2.215\t1.264\t1.533\t1.297\t0.000\t0.891\t-1.819\t0.660\t0.000\t0.868\t0.879\t0.983\t0.542\t1.278\t1.195\t0.996\n0\t1.246\t-1.193\t1.361\t0.574\t0.328\t0.594\t-0.467\t-1.062\t2.173\t0.557\t-0.922\t-0.554\t0.000\t0.969\t-0.370\t0.499\t2.548\t0.443\t-1.947\t0.746\t0.000\t0.770\t0.738\t0.990\t0.665\t0.933\t0.686\t0.630\n1\t0.538\t0.690\t-0.179\t1.195\t-0.928\t0.419\t1.353\t1.032\t0.000\t0.581\t-0.160\t-0.501\t2.215\t1.067\t-0.490\t0.765\t0.000\t0.849\t0.233\t-1.287\t1.551\t1.357\t0.970\t0.987\t0.874\t0.436\t0.711\t0.831\n0\t0.992\t-1.496\t-0.831\t0.806\t1.709\t1.118\t-0.779\t-1.099\t2.173\t1.240\t0.182\t0.337\t2.215\t1.330\t1.281\t0.537\t0.000\t1.106\t0.452\t1.061\t0.000\t0.852\t0.902\t0.986\t0.884\t1.884\t1.381\t1.496\n1\t1.963\t0.507\t0.777\t1.179\t-0.738\t1.353\t-0.155\t-1.415\t2.173\t0.549\t0.923\t1.473\t2.215\t0.579\t-0.164\t-0.941\t0.000\t1.763\t-1.087\t0.212\t0.000\t1.004\t1.143\t2.063\t1.677\t0.984\t1.115\t1.090\n0\t1.304\t1.487\t-0.030\t1.077\t0.961\t1.363\t1.330\t-1.425\t0.000\t1.301\t0.623\t0.497\t1.107\t1.045\t0.547\t-0.864\t2.548\t0.643\t0.682\t1.645\t0.000\t0.647\t0.795\t1.280\t0.933\t1.167\t1.022\t0.994\n0\t0.396\t-0.606\t0.851\t0.564\t-0.887\t0.757\t0.072\t-1.294\t0.000\t1.554\t0.412\t0.504\t2.215\t0.460\t-0.665\t0.179\t1.274\t0.966\t1.096\t-1.247\t0.000\t0.866\t0.886\t0.983\t1.592\t0.607\t0.983\t1.086\n1\t1.411\t-2.003\t-0.452\t0.329\t0.224\t0.687\t-1.568\t-1.417\t2.173\t1.022\t-0.311\t1.391\t2.215\t0.734\t-0.960\t-0.794\t0.000\t0.823\t2.281\t0.925\t0.000\t0.613\t0.849\t0.975\t0.868\t1.091\t0.947\t0.777\n0\t0.878\t-0.751\t1.327\t3.579\t1.408\t1.228\t-1.540\t-0.574\t0.000\t1.223\t1.277\t-0.747\t0.000\t1.139\t1.249\t0.496\t2.548\t1.530\t1.266\t-0.142\t0.000\t0.942\t0.998\t0.987\t0.852\t0.746\t1.038\t1.340\n0\t0.675\t-1.009\t-0.347\t1.295\t-0.716\t0.946\t1.286\t1.189\t0.000\t0.512\t2.521\t-1.234\t0.000\t0.459\t0.754\t-0.861\t2.548\t0.894\t-0.051\t1.146\t0.000\t1.033\t0.848\t0.986\t0.872\t0.610\t0.603\t0.831\n1\t1.667\t-0.565\t0.759\t1.695\t1.215\t1.524\t2.534\t-0.887\t0.000\t1.595\t-1.159\t-0.227\t2.215\t0.680\t-1.005\t-1.595\t2.548\t1.409\t-1.178\t0.974\t0.000\t0.729\t1.160\t0.987\t0.815\t1.046\t1.081\t0.876\n1\t0.822\t0.304\t-0.666\t1.194\t-0.132\t1.024\t0.116\t1.673\t2.173\t0.587\t0.497\t0.754\t0.000\t0.488\t-0.871\t-0.080\t2.548\t0.659\t0.414\t1.192\t0.000\t0.311\t0.692\t0.993\t0.518\t1.011\t0.835\t0.730\n0\t1.133\t-0.647\t-0.998\t0.112\t1.470\t0.848\t-0.343\t1.082\t0.000\t1.305\t0.181\t-0.200\t1.107\t1.737\t1.726\t-1.128\t0.000\t1.603\t0.174\t0.595\t3.102\t0.912\t0.922\t0.979\t0.861\t0.858\t0.992\t0.903\n0\t0.593\t0.250\t-0.005\t0.593\t-1.536\t1.027\t-0.787\t0.746\t2.173\t1.521\t0.237\t-0.282\t2.215\t2.315\t-1.293\t-1.360\t0.000\t1.642\t-1.183\t0.918\t0.000\t1.905\t1.676\t0.987\t0.876\t1.779\t1.613\t1.448\n0\t1.550\t-0.517\t-0.243\t1.418\t-1.149\t1.416\t-1.681\t-1.687\t0.000\t2.057\t-0.067\t0.424\t2.215\t0.548\t-0.472\t-1.688\t2.548\t0.938\t1.006\t0.208\t0.000\t0.819\t0.752\t1.495\t1.549\t1.097\t1.546\t1.396\n0\t0.769\t-2.183\t0.341\t0.621\t0.870\t0.685\t0.452\t-0.699\t1.087\t0.925\t-1.167\t-1.569\t2.215\t0.698\t-0.263\t0.496\t0.000\t0.554\t-0.487\t-1.667\t0.000\t0.646\t0.790\t0.981\t0.888\t1.364\t1.041\t0.818\n0\t0.767\t-0.494\t1.477\t1.613\t0.797\t0.715\t-1.306\t-1.343\t0.000\t0.910\t-1.513\t-0.492\t0.000\t0.794\t-0.889\t1.631\t1.274\t1.404\t-0.996\t-0.028\t3.102\t1.029\t0.871\t0.987\t0.721\t0.809\t0.730\t0.775\n1\t1.079\t-1.245\t-1.356\t0.789\t-1.554\t1.017\t-0.603\t0.136\t2.173\t0.555\t-0.534\t0.685\t0.000\t0.703\t-0.828\t1.088\t2.548\t0.448\t0.813\t-1.102\t0.000\t0.847\t0.841\t0.978\t0.694\t0.813\t0.841\t0.727\n0\t1.117\t-1.143\t1.593\t1.739\t-1.417\t0.309\t-0.462\t1.325\t0.000\t0.831\t-1.035\t-0.004\t2.215\t0.940\t0.674\t0.599\t2.548\t0.578\t-0.890\t0.290\t0.000\t0.989\t0.877\t0.982\t1.666\t1.083\t1.220\t1.185\n1\t0.433\t-0.543\t0.418\t0.843\t1.568\t1.073\t0.753\t-0.890\t0.000\t0.701\t0.248\t-0.434\t2.215\t0.724\t-2.226\t0.824\t0.000\t1.954\t0.645\t0.614\t3.102\t1.299\t0.973\t0.993\t1.435\t0.900\t1.062\t1.212\n1\t1.255\t-0.382\t-1.548\t0.619\t-0.308\t1.062\t0.288\t0.378\t2.173\t1.067\t-1.041\t-1.599\t0.000\t0.765\t-0.695\t-0.946\t1.274\t0.835\t-0.466\t0.414\t0.000\t1.009\t0.666\t1.099\t1.151\t1.214\t0.994\t0.854\n0\t1.279\t0.539\t-1.468\t0.312\t0.991\t0.667\t-1.582\t-0.684\t0.000\t0.945\t-0.145\t1.385\t2.215\t1.060\t-0.101\t-0.180\t2.548\t0.624\t-2.206\t0.456\t0.000\t1.002\t1.129\t0.984\t0.662\t1.050\t1.015\t0.981\n0\t2.094\t0.416\t-1.638\t0.462\t-0.603\t1.339\t1.348\t-0.356\t2.173\t1.630\t1.087\t1.506\t0.000\t1.023\t-0.107\t0.183\t0.000\t1.380\t0.423\t0.493\t3.102\t0.944\t0.954\t1.095\t1.484\t1.181\t1.088\t1.044\n0\t0.680\t-0.768\t0.564\t1.169\t1.527\t0.524\t-0.053\t-0.583\t0.000\t0.801\t0.341\t0.220\t0.000\t1.258\t0.538\t-1.330\t2.548\t1.138\t-0.083\t0.470\t1.551\t0.952\t1.012\t0.985\t0.733\t0.968\t0.837\t0.832\n1\t2.188\t0.051\t-1.652\t0.517\t0.457\t1.206\t0.545\t0.158\t2.173\t0.465\t-1.881\t0.693\t0.000\t1.532\t0.412\t-1.069\t2.548\t0.531\t0.804\t0.654\t0.000\t1.305\t1.398\t1.394\t1.465\t1.516\t1.174\t1.097\n1\t1.760\t-0.554\t0.291\t0.506\t0.694\t1.160\t0.212\t-1.118\t2.173\t0.438\t0.053\t-1.481\t0.000\t0.443\t0.119\t0.815\t0.000\t0.631\t0.753\t1.224\t3.102\t0.647\t0.689\t0.974\t0.870\t0.840\t1.065\t0.824\n1\t1.685\t0.469\t-0.039\t0.196\t0.391\t1.476\t1.456\t1.373\t2.173\t0.731\t0.138\t-0.689\t0.000\t0.820\t0.594\t-1.669\t0.000\t0.582\t2.296\t-0.783\t0.000\t0.967\t0.686\t0.993\t1.476\t1.074\t0.994\t0.930\n0\t1.534\t1.079\t0.443\t0.823\t1.317\t0.412\t2.041\t1.690\t0.000\t0.678\t0.288\t-0.426\t2.215\t0.429\t0.380\t-1.171\t0.000\t0.649\t0.673\t-1.384\t3.102\t0.946\t0.949\t1.104\t0.714\t0.481\t0.647\t0.653\n1\t0.590\t-0.970\t-0.212\t1.752\t1.189\t0.708\t-0.681\t-1.202\t0.000\t0.655\t-0.142\t1.271\t1.107\t0.765\t-1.462\t-0.995\t0.000\t1.625\t2.174\t-0.213\t0.000\t0.676\t1.006\t1.342\t0.790\t0.409\t0.726\t0.780\n0\t1.707\t0.327\t-1.150\t0.274\t0.035\t1.279\t-1.306\t0.536\t0.000\t0.510\t-1.738\t-0.003\t0.000\t0.999\t-0.884\t-1.137\t0.000\t1.211\t-0.034\t1.572\t3.102\t0.899\t1.280\t0.990\t0.854\t0.530\t0.750\t0.955\n0\t0.422\t0.755\t-0.656\t1.486\t-0.123\t0.597\t0.739\t1.603\t2.173\t0.661\t-0.740\t0.777\t0.000\t0.728\t-1.106\t-1.175\t2.548\t0.514\t2.157\t1.515\t0.000\t2.012\t1.281\t0.989\t1.804\t1.060\t1.274\t1.225\n0\t0.962\t1.619\t-1.155\t0.727\t0.245\t0.492\t1.882\t0.800\t0.000\t0.593\t0.460\t-1.629\t2.215\t0.673\t0.232\t-0.533\t2.548\t0.753\t0.898\t1.112\t0.000\t0.696\t0.756\t1.104\t0.750\t0.565\t0.618\t0.593\n0\t0.412\t0.253\t-1.542\t1.399\t-0.477\t1.000\t0.007\t0.499\t2.173\t0.800\t1.572\t-1.377\t0.000\t0.727\t0.762\t1.587\t1.274\t0.465\t0.210\t0.159\t0.000\t0.976\t0.667\t0.988\t1.143\t0.992\t0.844\t0.792\n1\t0.953\t0.033\t-1.679\t1.534\t-1.613\t0.872\t0.529\t0.135\t1.087\t1.122\t0.872\t0.961\t2.215\t0.880\t-1.567\t-0.103\t0.000\t0.937\t0.480\t-0.312\t0.000\t0.705\t0.730\t0.989\t1.304\t1.021\t0.994\t0.789\n0\t0.297\t1.121\t1.505\t1.861\t-0.493\t0.685\t-0.992\t1.602\t0.000\t0.759\t0.430\t0.642\t2.215\t0.564\t-0.762\t0.440\t0.000\t1.102\t0.159\t-1.512\t3.102\t0.973\t1.009\t1.003\t0.813\t0.777\t0.727\t0.937\n0\t0.860\t0.689\t-0.496\t0.426\t0.476\t1.227\t0.027\t0.623\t1.087\t0.886\t-0.615\t1.652\t2.215\t0.383\t0.137\t0.360\t0.000\t1.674\t-0.877\t-1.114\t0.000\t1.027\t0.830\t0.988\t0.899\t1.331\t0.941\t0.832\n1\t0.812\t0.543\t0.987\t0.471\t-0.626\t0.669\t-1.155\t0.297\t0.000\t0.908\t0.179\t-1.363\t2.215\t0.975\t0.443\t0.024\t2.548\t0.642\t-1.721\t-1.582\t0.000\t1.098\t1.191\t0.987\t0.731\t0.961\t0.975\t0.828\n0\t0.318\t1.916\t-1.528\t1.226\t-0.246\t0.461\t0.163\t1.165\t2.173\t0.359\t1.899\t1.459\t0.000\t0.665\t1.098\t0.421\t2.548\t0.536\t2.082\t-0.759\t0.000\t0.544\t0.830\t0.984\t0.595\t0.570\t0.580\t0.582\n0\t0.901\t0.831\t-1.387\t4.221\t-1.484\t1.743\t-1.194\t0.087\t0.000\t0.867\t-0.058\t0.357\t2.215\t0.780\t0.780\t1.346\t2.548\t0.887\t-0.033\t0.785\t0.000\t1.272\t1.104\t0.988\t0.872\t0.797\t1.252\t1.708\n1\t1.020\t-0.240\t-0.819\t1.867\t0.123\t1.243\t2.916\t1.640\t0.000\t1.422\t-0.629\t-0.174\t0.000\t1.607\t-0.531\t1.497\t0.000\t1.218\t0.206\t-0.076\t3.102\t2.315\t1.445\t1.436\t1.076\t0.673\t1.020\t0.949\n0\t0.911\t-1.205\t0.164\t0.787\t-1.690\t1.524\t-0.580\t-0.014\t1.087\t1.700\t0.042\t-1.671\t0.000\t0.839\t0.887\t-0.367\t0.000\t1.374\t-1.011\t0.986\t0.000\t0.578\t1.540\t1.167\t1.115\t1.804\t1.354\t1.185\n1\t0.792\t0.613\t1.578\t1.155\t-1.316\t2.242\t-0.825\t-0.035\t0.000\t1.424\t-0.087\t1.543\t1.107\t1.393\t-0.092\t0.973\t2.548\t1.249\t0.508\t-1.268\t0.000\t0.827\t0.894\t0.981\t0.697\t0.735\t0.664\t0.626\n1\t0.996\t-0.088\t-1.723\t0.728\t-0.582\t0.423\t0.613\t-0.434\t2.173\t0.772\t0.651\t-1.406\t2.215\t0.608\t-0.967\t-0.144\t0.000\t1.086\t0.429\t0.340\t0.000\t0.870\t0.995\t1.011\t0.683\t0.646\t0.653\t0.624\n1\t0.819\t-1.525\t-0.766\t0.873\t1.129\t0.731\t-0.920\t-0.389\t0.000\t0.500\t-0.073\t1.730\t0.000\t0.974\t-0.295\t1.031\t0.000\t0.936\t0.894\t-1.058\t3.102\t0.645\t0.790\t1.161\t0.680\t1.014\t0.868\t0.750\n0\t0.382\t1.907\t0.741\t0.098\t-0.924\t0.461\t0.789\t0.404\t0.000\t1.287\t0.096\t-1.020\t2.215\t0.434\t-0.826\t0.254\t2.548\t0.821\t0.044\t1.141\t0.000\t0.681\t1.071\t0.990\t0.639\t0.836\t0.700\t0.636\n0\t0.625\t0.544\t-1.069\t0.506\t0.281\t0.560\t-0.650\t-1.569\t0.000\t0.936\t-0.797\t0.513\t2.215\t0.875\t0.185\t1.166\t2.548\t0.863\t1.837\t-0.844\t0.000\t0.835\t0.856\t0.985\t0.764\t0.742\t0.859\t0.840\n1\t1.636\t-0.107\t1.626\t0.151\t0.679\t0.668\t0.901\t-0.472\t2.173\t0.392\t-0.551\t1.025\t0.000\t1.585\t0.536\t0.402\t2.548\t1.238\t-0.244\t-1.031\t0.000\t0.881\t0.965\t0.988\t1.001\t0.932\t0.871\t0.792\n1\t1.095\t-0.028\t1.404\t0.586\t0.748\t0.653\t-0.676\t0.787\t0.000\t1.153\t0.041\t-1.451\t2.215\t1.093\t0.184\t0.472\t0.000\t1.069\t0.617\t-0.444\t3.102\t0.815\t0.953\t0.978\t0.863\t0.866\t0.885\t0.793\n0\t1.015\t0.154\t1.097\t0.784\t1.205\t1.176\t0.768\t-0.982\t2.173\t1.263\t1.747\t1.063\t0.000\t1.677\t1.427\t-0.314\t0.000\t0.875\t1.182\t0.679\t0.000\t0.861\t1.159\t0.991\t0.811\t0.326\t0.991\t1.065\n1\t1.665\t-0.167\t0.929\t0.991\t-0.138\t1.314\t-1.467\t-0.968\t2.173\t0.623\t-2.753\t0.752\t0.000\t0.679\t0.065\t1.592\t0.000\t0.685\t-1.024\t-1.653\t3.102\t2.128\t1.185\t1.459\t1.800\t0.594\t1.136\t1.198\n0\t0.655\t-0.854\t-1.038\t1.626\t-1.230\t0.813\t-0.356\t0.861\t1.087\t0.322\t2.792\t-0.137\t0.000\t0.803\t-0.822\t0.517\t2.548\t0.524\t0.857\t-0.547\t0.000\t0.600\t1.371\t1.003\t1.497\t0.414\t1.086\t1.649\n0\t2.814\t1.249\t-0.195\t0.544\t1.183\t1.116\t0.659\t0.255\t2.173\t2.117\t-0.086\t1.738\t1.107\t0.688\t-2.364\t1.356\t0.000\t0.883\t1.439\t-1.264\t0.000\t3.737\t2.546\t1.623\t1.105\t2.367\t1.996\t2.005\n0\t0.984\t-0.227\t-0.807\t1.883\t-1.121\t0.602\t-1.129\t0.765\t0.000\t0.679\t0.790\t0.117\t2.215\t0.633\t0.278\t0.605\t0.000\t0.569\t-0.912\t1.471\t1.551\t0.888\t0.975\t0.993\t0.665\t0.814\t0.869\t0.874\n1\t0.724\t-0.539\t0.979\t1.230\t0.258\t0.406\t-1.160\t-0.796\t1.087\t0.618\t1.000\t-1.460\t0.000\t0.530\t-0.930\t1.683\t1.274\t0.561\t0.033\t0.316\t0.000\t0.863\t0.941\t0.996\t0.665\t0.457\t0.628\t0.742\n0\t1.771\t1.430\t-1.317\t1.005\t-1.657\t2.017\t0.973\t0.329\t2.173\t1.638\t0.053\t-1.562\t2.215\t1.384\t-0.076\t-0.440\t0.000\t1.237\t0.301\t0.910\t0.000\t1.392\t1.383\t0.996\t1.966\t2.946\t1.685\t1.427\n1\t0.741\t-0.897\t-1.012\t0.570\t-1.041\t1.318\t-0.287\t-0.145\t0.000\t1.097\t-0.642\t1.584\t2.215\t1.767\t-1.274\t0.871\t2.548\t1.251\t0.010\t1.320\t0.000\t0.830\t1.074\t0.976\t1.007\t1.048\t0.912\t0.868\n0\t1.203\t-1.280\t1.044\t0.561\t1.738\t1.449\t-0.130\t0.895\t2.173\t1.366\t-0.196\t-0.703\t0.000\t1.280\t0.381\t-1.051\t2.548\t0.602\t-0.918\t-0.229\t0.000\t0.921\t0.856\t0.992\t0.936\t1.733\t1.205\t1.062\n0\t0.943\t-1.171\t-0.799\t0.607\t-0.149\t0.934\t-1.570\t-1.099\t2.173\t1.199\t-2.631\t0.883\t0.000\t1.309\t-1.370\t0.718\t2.548\t0.655\t-0.508\t-0.482\t0.000\t1.809\t1.185\t0.986\t0.914\t1.375\t1.081\t1.058\n0\t0.532\t-0.051\t0.299\t0.856\t-1.708\t1.207\t1.661\t0.543\t0.000\t0.793\t1.166\t-0.169\t2.215\t0.800\t0.905\t0.968\t0.000\t3.044\t0.617\t-1.456\t3.102\t0.901\t0.941\t0.987\t0.805\t1.326\t1.153\t0.962\n1\t0.283\t1.950\t-0.709\t0.896\t1.250\t1.061\t1.257\t-1.517\t0.000\t1.402\t0.759\t0.363\t2.215\t0.983\t0.656\t-0.450\t2.548\t0.562\t1.300\t1.050\t0.000\t0.886\t0.986\t0.991\t0.858\t0.835\t0.948\t0.803\n1\t1.039\t-0.094\t0.708\t1.258\t1.289\t1.013\t-0.687\t-0.574\t2.173\t0.537\t-0.562\t0.516\t0.000\t0.551\t-1.487\t0.632\t0.000\t0.605\t0.553\t-1.311\t3.102\t0.469\t0.948\t0.997\t0.658\t0.793\t0.935\t0.831\n0\t1.053\t-0.766\t-0.682\t0.479\t0.737\t0.855\t-0.834\t0.172\t1.087\t0.464\t-1.537\t1.207\t2.215\t0.974\t-1.017\t-1.032\t0.000\t1.060\t-1.535\t1.701\t0.000\t0.913\t1.114\t0.986\t0.709\t0.822\t0.759\t0.670\n1\t0.844\t0.445\t-0.041\t0.150\t1.562\t1.254\t1.260\t-0.134\t2.173\t1.849\t1.394\t-1.716\t2.215\t0.449\t1.315\t-1.013\t0.000\t0.497\t0.879\t0.495\t0.000\t0.640\t0.783\t0.993\t1.509\t2.225\t1.368\t1.028\n1\t0.919\t-0.426\t-0.336\t0.495\t-0.147\t0.816\t-0.468\t1.345\t0.000\t0.634\t-0.630\t-1.334\t2.215\t0.712\t1.031\t1.021\t2.548\t0.909\t-2.463\t-0.486\t0.000\t2.467\t1.512\t0.980\t1.205\t0.945\t1.310\t1.112\n1\t1.391\t1.046\t-0.479\t1.945\t-1.100\t1.225\t0.565\t0.811\t2.173\t0.638\t0.566\t-1.656\t1.107\t0.375\t-0.242\t0.845\t0.000\t0.538\t0.111\t-0.022\t0.000\t0.447\t0.552\t1.209\t0.872\t1.034\t1.135\t0.842\n0\t0.347\t-1.265\t-0.788\t0.666\t1.196\t0.738\t-2.518\t-1.357\t0.000\t0.402\t-2.857\t-0.316\t0.000\t1.011\t-0.839\t0.566\t2.548\t0.629\t-0.604\t-0.347\t0.000\t0.884\t0.852\t0.979\t0.558\t0.357\t0.592\t0.672\n0\t0.476\t0.704\t-0.342\t1.287\t0.069\t0.871\t-1.401\t1.684\t2.173\t0.574\t0.591\t-1.326\t2.215\t0.587\t-2.209\t0.612\t0.000\t0.678\t-0.578\t-0.482\t0.000\t0.895\t0.945\t0.989\t0.882\t1.314\t1.003\t0.910\n1\t0.773\t0.965\t-0.158\t0.632\t-1.162\t0.660\t0.879\t-1.466\t0.000\t0.775\t1.477\t-0.984\t1.107\t1.732\t0.174\t0.534\t2.548\t0.705\t0.592\t0.940\t0.000\t0.891\t1.074\t0.982\t1.142\t1.493\t0.903\t0.844\n0\t0.930\t0.192\t0.893\t0.632\t-0.962\t0.527\t-1.255\t-0.858\t2.173\t0.759\t0.773\t0.234\t2.215\t0.813\t2.611\t1.099\t0.000\t1.362\t1.627\t-1.434\t0.000\t0.851\t0.929\t1.056\t0.917\t1.378\t1.279\t1.027\n1\t1.297\t-0.025\t-0.510\t0.437\t-0.018\t1.131\t0.322\t0.067\t0.000\t1.249\t2.397\t1.243\t0.000\t2.017\t0.420\t-1.127\t2.548\t1.207\t0.985\t0.101\t0.000\t0.950\t1.211\t0.984\t0.678\t0.713\t0.739\t0.695\n1\t1.719\t-0.291\t-0.375\t1.296\t0.956\t1.201\t-0.230\t-0.860\t2.173\t0.996\t0.259\t1.646\t2.215\t0.864\t0.070\t0.257\t0.000\t0.688\t-1.330\t-1.538\t0.000\t0.913\t0.795\t1.928\t1.384\t1.308\t1.116\t0.959\n0\t0.843\t1.415\t0.073\t1.151\t-0.419\t1.254\t-1.318\t-1.035\t0.000\t1.018\t-0.151\t0.908\t2.215\t0.964\t1.235\t1.555\t0.000\t1.038\t-1.372\t-1.494\t0.000\t0.909\t1.388\t0.984\t1.266\t0.673\t1.174\t1.077\n1\t1.149\t0.932\t1.718\t0.739\t-0.164\t1.262\t0.461\t0.631\t0.000\t1.337\t-1.573\t-0.825\t0.000\t1.944\t-0.064\t1.718\t2.548\t1.338\t0.521\t0.132\t3.102\t0.901\t1.275\t1.267\t1.059\t1.296\t1.089\t1.108\n0\t0.805\t0.035\t-0.385\t0.649\t0.696\t1.300\t-0.584\t-0.927\t2.173\t0.792\t0.124\t0.849\t2.215\t1.405\t-1.619\t-1.484\t0.000\t2.625\t-1.612\t0.762\t0.000\t1.912\t1.833\t0.990\t0.981\t1.589\t1.547\t1.237\n1\t1.275\t2.137\t-1.509\t1.461\t-0.172\t0.933\t0.510\t1.019\t2.173\t0.455\t0.867\t-1.676\t0.000\t0.726\t1.134\t-0.557\t0.000\t0.559\t0.538\t-0.213\t1.551\t0.762\t0.966\t1.766\t0.979\t0.687\t1.126\t0.906\n1\t0.415\t1.146\t1.261\t0.559\t-0.892\t0.908\t-0.319\t0.543\t0.000\t0.716\t-0.645\t1.135\t0.000\t1.925\t-1.073\t-1.116\t1.274\t0.683\t-1.525\t-0.713\t0.000\t0.919\t0.854\t0.992\t0.974\t0.966\t0.995\t0.858\n1\t0.574\t-2.051\t1.238\t1.484\t-1.151\t0.537\t-2.667\t-0.899\t0.000\t1.060\t0.053\t0.433\t2.215\t0.413\t-0.213\t0.076\t0.000\t0.397\t-1.119\t0.203\t0.000\t0.782\t1.329\t1.068\t1.681\t0.755\t1.211\t1.120\n1\t1.169\t0.480\t-0.727\t0.768\t-0.599\t1.149\t-0.167\t1.358\t1.087\t0.387\t-0.989\t0.083\t2.215\t0.436\t1.265\t-0.976\t0.000\t0.555\t0.956\t0.173\t0.000\t0.471\t1.036\t1.002\t0.676\t0.993\t0.896\t0.786\n0\t1.162\t1.122\t-1.049\t0.480\t1.708\t1.543\t0.872\t-0.492\t2.173\t1.163\t-1.207\t1.004\t0.000\t1.064\t-0.916\t1.492\t0.000\t1.125\t0.296\t0.678\t1.551\t0.755\t0.969\t0.983\t1.011\t1.268\t1.639\t1.351\n0\t0.488\t-2.176\t-0.504\t3.286\t-0.107\t1.953\t-1.331\t1.631\t1.087\t0.478\t-0.872\t-1.358\t0.000\t0.779\t-0.706\t0.380\t2.548\t0.373\t-1.455\t-0.322\t0.000\t0.504\t0.840\t0.972\t0.746\t1.457\t1.467\t1.080\n1\t1.404\t-0.574\t1.044\t1.573\t1.541\t0.380\t0.203\t-0.777\t0.000\t0.585\t-0.865\t1.486\t0.000\t1.587\t-0.374\t-0.224\t2.548\t1.071\t0.836\t-0.622\t3.102\t1.063\t0.985\t0.989\t1.324\t0.841\t1.102\t0.922\n0\t0.977\t1.238\t1.071\t0.767\t0.128\t0.679\t0.653\t-1.073\t2.173\t0.725\t0.453\t0.220\t2.215\t0.593\t0.823\t-1.467\t0.000\t1.519\t0.189\t1.562\t0.000\t0.810\t0.775\t0.989\t0.919\t0.955\t0.697\t0.637\n0\t0.713\t-0.977\t-0.273\t0.562\t1.301\t0.801\t-0.281\t0.032\t2.173\t0.982\t-1.762\t-1.240\t0.000\t0.644\t1.129\t1.193\t2.548\t0.810\t-1.071\t0.628\t0.000\t0.826\t1.421\t0.991\t1.174\t1.078\t1.195\t0.999\n0\t0.473\t0.280\t0.937\t0.552\t-1.172\t0.824\t-0.120\t0.750\t0.000\t0.935\t-0.335\t1.594\t0.000\t0.576\t-2.485\t-0.541\t0.000\t1.131\t0.080\t0.314\t3.102\t1.301\t0.929\t0.985\t0.659\t0.572\t0.714\t0.662\n1\t1.880\t1.683\t1.391\t0.678\t0.438\t0.687\t-0.475\t-1.475\t0.000\t1.250\t1.326\t-0.565\t2.215\t1.190\t0.499\t0.131\t2.548\t1.072\t1.984\t0.315\t0.000\t0.705\t0.871\t1.183\t1.257\t0.936\t1.001\t0.821\n1\t1.223\t0.954\t0.544\t1.366\t1.125\t0.967\t0.249\t-1.510\t2.173\t1.215\t-1.295\t-0.534\t0.000\t0.364\t0.059\t-0.533\t1.274\t0.399\t-0.818\t-1.490\t0.000\t0.707\t1.390\t0.992\t0.756\t0.575\t0.876\t1.221\n0\t2.197\t-1.095\t-0.518\t0.249\t1.504\t0.968\t-0.454\t0.142\t2.173\t0.966\t-0.598\t-1.230\t0.000\t1.666\t-1.038\t1.355\t2.548\t1.039\t-2.367\t1.283\t0.000\t0.992\t0.951\t0.993\t0.950\t1.509\t1.013\t0.906\n0\t0.747\t-1.363\t1.295\t0.653\t-0.908\t0.449\t-2.227\t0.369\t0.000\t0.596\t0.449\t1.153\t2.215\t0.621\t-0.001\t-0.581\t2.548\t0.671\t-1.282\t-1.073\t0.000\t0.863\t0.903\t0.982\t1.094\t0.664\t0.837\t0.783\n1\t0.563\t0.766\t-1.404\t1.130\t1.064\t0.829\t-0.451\t0.429\t2.173\t0.792\t-0.924\t-0.754\t2.215\t0.383\t-1.168\t1.656\t0.000\t0.424\t-2.226\t1.678\t0.000\t0.334\t0.884\t0.984\t0.982\t1.086\t0.840\t0.773\n0\t0.348\t-1.274\t0.396\t0.933\t-1.576\t0.795\t0.939\t1.230\t0.000\t0.977\t0.737\t-0.302\t0.000\t1.224\t-0.104\t-1.431\t2.548\t1.868\t0.413\t0.191\t1.551\t1.847\t1.241\t0.991\t1.252\t1.204\t1.346\t1.581\n1\t1.946\t1.190\t-0.132\t1.177\t-0.592\t0.930\t0.963\t-1.705\t1.087\t1.092\t1.496\t0.644\t2.215\t0.576\t1.659\t1.678\t0.000\t0.366\t2.036\t-1.492\t0.000\t0.214\t0.650\t0.982\t1.383\t1.337\t1.101\t0.854\n0\t1.871\t0.765\t-1.514\t0.093\t1.481\t0.586\t-1.006\t-0.479\t2.173\t0.856\t-1.500\t1.166\t0.000\t0.907\t0.698\t-0.032\t2.548\t1.215\t-0.918\t0.327\t0.000\t0.958\t0.984\t0.977\t0.892\t0.988\t0.939\t1.056\n1\t2.088\t0.777\t0.525\t0.263\t-0.637\t0.729\t-0.605\t-1.381\t2.173\t0.478\t0.891\t-0.095\t2.215\t0.670\t-0.218\t-0.937\t0.000\t0.803\t0.961\t-1.712\t0.000\t0.801\t0.759\t0.983\t0.564\t1.080\t0.932\t0.795\n0\t0.608\t0.357\t1.542\t0.345\t0.454\t0.829\t1.626\t0.251\t2.173\t0.742\t1.222\t-0.653\t0.000\t1.383\t0.645\t-1.690\t0.000\t1.023\t1.454\t-1.327\t0.000\t0.828\t0.698\t0.990\t0.795\t1.106\t0.865\t0.736\n0\t0.789\t0.004\t-0.300\t0.997\t-1.326\t0.858\t0.317\t0.012\t0.000\t0.968\t-0.259\t1.356\t2.215\t0.854\t-0.112\t-1.243\t0.000\t0.724\t-0.281\t0.855\t3.102\t1.434\t0.925\t0.987\t0.854\t0.331\t0.758\t0.704\n1\t1.450\t-0.258\t0.094\t0.563\t0.632\t0.576\t0.869\t-0.985\t2.173\t0.358\t-1.118\t-0.906\t0.000\t0.551\t0.514\t-1.692\t2.548\t0.580\t0.814\t1.134\t0.000\t0.950\t0.836\t0.996\t0.752\t0.432\t0.688\t0.642\n1\t2.154\t-0.461\t-0.590\t0.639\t-0.435\t0.983\t0.066\t1.562\t2.173\t0.824\t0.221\t0.443\t2.215\t0.575\t0.325\t-1.633\t0.000\t0.807\t-0.417\t0.470\t0.000\t0.786\t0.727\t0.988\t0.966\t1.126\t1.031\t0.825\n0\t1.407\t0.002\t-1.705\t0.547\t-1.212\t0.702\t-0.442\t-0.424\t2.173\t0.615\t1.400\t-1.461\t0.000\t0.722\t1.071\t0.382\t2.548\t0.732\t1.314\t0.078\t0.000\t0.862\t1.220\t0.995\t0.858\t0.994\t0.833\t0.794\n1\t2.178\t-0.161\t-1.600\t0.512\t-0.812\t0.457\t0.257\t-0.280\t0.000\t1.012\t1.729\t0.320\t0.000\t0.344\t-0.889\t-0.042\t2.548\t0.645\t0.847\t0.944\t3.102\t1.417\t0.865\t0.985\t0.691\t0.505\t0.682\t0.926\n0\t0.805\t0.089\t-0.785\t1.437\t-0.133\t0.768\t-2.669\t0.096\t0.000\t1.747\t-0.814\t1.323\t2.215\t1.233\t-1.311\t-1.076\t2.548\t1.490\t0.217\t-1.565\t0.000\t0.876\t1.013\t0.987\t1.388\t1.380\t1.375\t1.071\n1\t0.916\t0.395\t1.343\t1.113\t-0.929\t0.928\t-1.044\t1.565\t2.173\t0.815\t-1.244\t0.479\t0.000\t1.458\t2.320\t1.283\t0.000\t1.979\t-0.948\t-0.804\t0.000\t0.901\t0.770\t1.244\t1.217\t1.264\t0.901\t0.891\n0\t0.666\t1.839\t1.718\t0.602\t0.661\t1.133\t0.581\t-1.072\t1.087\t1.360\t-0.479\t0.289\t0.000\t0.745\t-1.339\t1.359\t2.548\t0.370\t0.445\t1.067\t0.000\t0.775\t0.888\t0.991\t1.010\t1.679\t1.120\t1.051\n1\t0.848\t-1.166\t-1.525\t0.438\t-0.142\t0.837\t0.250\t0.587\t2.173\t0.657\t0.924\t1.739\t2.215\t1.151\t-0.229\t-0.705\t0.000\t0.427\t0.219\t0.227\t0.000\t0.610\t0.885\t0.992\t0.877\t1.017\t0.815\t0.717\n0\t1.611\t-1.495\t0.112\t0.640\t0.646\t0.756\t-0.446\t-1.533\t0.000\t0.513\t1.221\t-0.239\t0.000\t0.725\t0.808\t1.002\t2.548\t1.709\t0.310\t-1.260\t3.102\t1.760\t1.099\t0.989\t1.567\t0.791\t1.362\t1.324\n1\t0.748\t0.541\t1.116\t1.108\t0.246\t0.888\t-0.448\t-0.682\t0.000\t0.502\t1.019\t-1.734\t0.000\t0.796\t-1.341\t-1.467\t1.274\t0.488\t1.466\t1.009\t0.000\t0.464\t1.175\t0.985\t0.498\t0.826\t0.748\t0.707\n1\t0.371\t-0.504\t-0.644\t1.314\t0.718\t0.728\t0.555\t1.234\t2.173\t0.864\t0.594\t-0.840\t0.000\t1.094\t1.112\t-1.212\t0.000\t1.594\t0.142\t0.302\t3.102\t0.674\t1.087\t0.987\t0.731\t0.879\t0.870\t0.794\n1\t0.479\t1.532\t1.644\t1.258\t0.374\t0.596\t-1.460\t-1.411\t0.000\t0.777\t0.164\t-0.827\t2.215\t0.426\t0.755\t1.325\t0.000\t0.922\t-0.491\t-0.872\t3.102\t1.072\t0.926\t0.986\t1.140\t0.299\t0.881\t0.800\n1\t0.559\t-1.952\t-1.249\t0.327\t0.073\t1.554\t-0.992\t0.946\t2.173\t1.168\t-0.464\t-0.416\t0.000\t0.913\t1.058\t-0.803\t0.000\t0.518\t-1.177\t-1.010\t0.000\t0.847\t0.699\t0.986\t1.047\t0.762\t0.885\t0.771\n0\t0.920\t0.594\t0.958\t0.506\t-0.675\t0.760\t-0.224\t0.955\t0.000\t0.830\t-1.259\t-0.470\t2.215\t0.632\t-0.610\t-1.658\t0.000\t0.938\t0.310\t-0.793\t3.102\t0.924\t0.878\t0.989\t1.214\t0.778\t0.813\t0.803\n0\t0.725\t-0.151\t-1.293\t1.845\t-0.418\t0.614\t-0.416\t0.599\t2.173\t0.844\t0.909\t1.447\t0.000\t0.721\t-0.906\t-0.983\t0.000\t0.850\t-1.024\t1.437\t0.000\t0.979\t0.979\t1.137\t0.898\t0.638\t0.767\t0.766\n0\t1.142\t-0.388\t-1.531\t0.440\t0.548\t0.909\t-1.397\t-1.004\t2.173\t1.388\t-0.665\t0.578\t2.215\t0.483\t-2.008\t-1.532\t0.000\t0.498\t1.733\t0.364\t0.000\t2.337\t1.698\t0.984\t0.870\t1.747\t1.382\t1.088\n0\t0.407\t1.116\t1.122\t0.508\t1.593\t0.728\t-1.158\t-1.629\t2.173\t0.693\t0.003\t-0.526\t0.000\t1.245\t-0.138\t0.018\t0.000\t0.485\t1.244\t0.761\t3.102\t0.680\t0.728\t0.984\t0.796\t1.224\t0.887\t0.773\n0\t0.941\t1.236\t0.309\t0.421\t-1.729\t1.072\t-0.268\t-1.018\t2.173\t1.029\t-0.012\t1.112\t2.215\t0.714\t0.390\t-0.114\t0.000\t0.766\t0.124\t0.651\t0.000\t0.531\t0.964\t0.989\t1.058\t1.466\t1.172\t0.919\n1\t1.898\t1.209\t1.677\t1.083\t1.127\t0.789\t0.204\t0.343\t2.173\t0.829\t0.597\t0.044\t0.000\t0.896\t0.837\t-1.000\t2.548\t0.472\t1.382\t-0.956\t0.000\t0.778\t0.728\t0.987\t0.854\t1.052\t0.938\t0.823\n0\t2.078\t0.116\t1.589\t0.687\t-1.296\t1.041\t0.058\t0.074\t1.087\t0.618\t0.450\t0.478\t1.107\t0.591\t-0.480\t-1.365\t0.000\t0.771\t-0.715\t-0.310\t0.000\t0.619\t0.852\t0.984\t0.900\t0.483\t0.951\t0.810\n0\t1.543\t0.633\t-0.593\t0.699\t-0.723\t1.187\t1.320\t1.010\t2.173\t0.527\t1.689\t0.190\t0.000\t1.164\t-1.048\t-1.006\t1.274\t1.050\t-0.152\t1.015\t0.000\t1.265\t1.093\t0.973\t0.950\t2.724\t1.485\t1.248\n0\t1.528\t-0.490\t0.185\t1.757\t-0.094\t0.714\t-0.966\t-0.363\t2.173\t1.141\t0.650\t1.302\t0.000\t1.764\t-1.653\t-1.292\t0.000\t1.726\t-0.474\t1.288\t3.102\t0.878\t0.930\t0.989\t0.858\t1.195\t1.040\t1.068\n1\t2.925\t-0.099\t0.405\t1.998\t0.024\t2.810\t-0.445\t-1.491\t0.000\t0.753\t0.831\t-0.707\t0.000\t0.887\t-0.433\t1.572\t2.548\t1.124\t-0.502\t-0.151\t3.102\t1.068\t0.937\t1.126\t0.707\t0.764\t0.828\t0.849\n0\t0.583\t-0.771\t-0.660\t2.118\t-0.751\t1.121\t0.582\t0.760\t2.173\t0.651\t1.387\t1.012\t0.000\t1.812\t0.609\t1.425\t2.548\t0.794\t0.839\t-0.147\t0.000\t0.834\t0.879\t0.980\t1.516\t1.004\t1.221\t1.018\n1\t1.063\t-1.308\t0.583\t1.148\t0.628\t1.123\t-0.293\t-1.074\t2.173\t0.592\t-0.667\t1.394\t0.000\t0.411\t-1.775\t0.286\t0.000\t1.318\t-0.084\t-0.206\t1.551\t0.815\t0.838\t0.983\t1.907\t0.917\t1.345\t1.053\n1\t0.688\t-0.766\t-0.142\t2.263\t-0.518\t0.956\t-0.227\t1.537\t2.173\t0.352\t1.092\t1.367\t0.000\t0.784\t0.362\t-0.140\t0.000\t0.639\t-0.198\t-1.442\t0.000\t0.842\t1.001\t0.977\t0.889\t0.837\t0.988\t0.842\n0\t0.481\t-0.444\t-1.645\t0.562\t1.072\t0.723\t-1.154\t-0.496\t2.173\t0.868\t-0.175\t-1.482\t0.000\t0.819\t-0.779\t0.873\t0.000\t0.529\t0.107\t-1.363\t3.102\t1.188\t1.156\t0.985\t0.670\t0.646\t0.694\t0.696\n1\t0.565\t0.263\t0.543\t1.933\t0.794\t0.721\t0.563\t-1.108\t2.173\t1.281\t2.108\t-0.517\t0.000\t0.846\t0.139\t1.511\t0.000\t0.569\t1.448\t-1.175\t0.000\t0.841\t0.714\t0.994\t0.757\t0.722\t0.938\t0.848\n1\t0.441\t0.802\t-0.334\t1.660\t0.779\t0.985\t0.869\t-1.440\t0.000\t0.892\t0.055\t-0.348\t2.215\t0.425\t2.491\t-0.158\t0.000\t0.574\t-0.522\t0.822\t3.102\t1.636\t1.272\t1.000\t0.908\t0.605\t0.971\t0.892\n1\t0.534\t-0.669\t-0.692\t0.991\t0.309\t0.906\t0.144\t-1.325\t0.000\t1.372\t0.508\t0.583\t2.215\t0.923\t0.809\t-0.903\t0.000\t1.382\t0.131\t1.189\t3.102\t0.875\t0.989\t0.987\t1.412\t0.685\t1.009\t1.112\n0\t0.647\t-0.899\t0.728\t1.828\t0.395\t1.032\t-0.623\t-1.280\t1.087\t0.824\t-0.388\t1.724\t0.000\t1.067\t-1.951\t-0.370\t0.000\t0.593\t0.244\t0.752\t3.102\t1.971\t1.278\t0.996\t1.435\t0.892\t0.963\t1.060\n1\t1.044\t-0.750\t0.623\t0.229\t0.514\t0.900\t0.209\t-1.175\t0.000\t0.701\t-1.290\t1.335\t2.215\t0.875\t0.304\t-0.646\t0.000\t1.105\t-0.078\t0.451\t3.102\t0.740\t0.948\t0.976\t0.809\t0.771\t0.879\t0.802\n0\t0.451\t0.161\t-0.277\t0.826\t1.434\t0.494\t0.729\t0.237\t2.173\t0.472\t1.295\t0.603\t0.000\t0.663\t-0.876\t-1.177\t2.548\t0.724\t0.652\t-1.408\t0.000\t0.769\t0.900\t0.985\t0.665\t0.964\t0.683\t0.612\n0\t0.881\t0.500\t0.990\t2.439\t0.462\t1.042\t2.367\t-0.563\t0.000\t1.659\t0.682\t1.662\t0.000\t1.394\t-0.484\t-0.332\t2.548\t1.389\t0.204\t-1.146\t0.000\t0.834\t0.851\t0.990\t1.040\t0.992\t1.027\t0.965\n0\t1.409\t-0.207\t0.458\t1.114\t-0.008\t1.252\t0.411\t-1.519\t1.087\t0.700\t1.425\t0.797\t2.215\t0.447\t-1.605\t-0.844\t0.000\t0.569\t1.222\t-0.920\t0.000\t1.344\t1.243\t0.995\t1.308\t1.417\t1.319\t1.137\n0\t0.456\t1.473\t-1.394\t1.272\t-0.052\t0.935\t-2.623\t-1.252\t0.000\t1.038\t-0.064\t0.183\t2.215\t0.903\t0.756\t-1.410\t0.000\t1.317\t0.516\t1.177\t0.000\t0.880\t1.103\t0.988\t0.583\t0.460\t0.680\t0.713\n0\t0.484\t0.081\t-1.641\t1.783\t1.640\t1.009\t0.608\t-0.083\t0.000\t1.281\t0.111\t-0.410\t0.000\t0.931\t0.394\t1.129\t2.548\t0.788\t0.493\t-1.679\t3.102\t0.929\t1.001\t0.991\t0.947\t0.379\t0.813\t1.092\n0\t1.496\t-1.081\t0.476\t0.509\t0.031\t0.897\t0.243\t-1.641\t2.173\t1.461\t-0.152\t0.787\t1.107\t1.100\t0.839\t-1.206\t0.000\t1.552\t-0.189\t-0.703\t0.000\t1.078\t0.978\t0.992\t1.165\t1.414\t1.256\t1.263\n1\t0.533\t1.277\t0.857\t0.958\t1.422\t0.837\t0.584\t-0.682\t1.087\t0.913\t-0.999\t0.251\t0.000\t1.016\t-0.729\t1.535\t2.548\t0.442\t-0.983\t-0.898\t0.000\t0.714\t0.810\t0.981\t1.028\t1.357\t0.911\t0.863\n1\t1.070\t0.556\t-0.033\t0.922\t-1.274\t0.976\t0.463\t-0.768\t2.173\t0.916\t1.619\t0.815\t0.000\t1.265\t1.312\t1.316\t0.000\t1.773\t0.869\t0.292\t0.000\t0.920\t0.981\t1.237\t0.795\t0.976\t0.998\t0.885\n1\t1.064\t-0.151\t1.454\t0.656\t-1.265\t0.819\t-0.729\t-0.449\t0.000\t1.092\t0.621\t0.436\t2.215\t0.789\t1.178\t-1.253\t0.000\t1.003\t0.747\t0.995\t0.000\t0.903\t0.916\t0.995\t0.740\t0.713\t0.810\t0.766\n1\t1.625\t0.938\t-0.590\t0.931\t-1.687\t0.934\t1.613\t-0.024\t0.000\t1.573\t2.497\t1.499\t0.000\t1.336\t0.678\t0.011\t0.000\t2.557\t-0.621\t0.823\t1.551\t0.919\t1.162\t1.423\t1.747\t1.029\t1.367\t1.238\n0\t0.396\t0.388\t0.182\t2.253\t-1.550\t1.976\t0.037\t-0.864\t2.173\t2.089\t0.743\t0.726\t0.000\t1.490\t-0.135\t0.498\t2.548\t1.115\t-0.152\t0.919\t0.000\t1.036\t0.886\t1.309\t1.315\t2.024\t1.605\t1.379\n1\t1.777\t-1.437\t0.545\t0.324\t0.447\t0.584\t-0.888\t0.906\t0.000\t1.861\t-0.663\t-1.038\t2.215\t0.332\t0.051\t-0.936\t0.000\t0.402\t-1.405\t-1.715\t3.102\t0.881\t1.174\t0.991\t0.612\t0.605\t0.934\t0.802\n1\t0.593\t-0.792\t0.136\t1.532\t-0.676\t0.681\t0.531\t1.226\t1.087\t0.536\t-0.048\t0.391\t0.000\t0.997\t-0.818\t1.686\t2.548\t0.487\t1.149\t-0.720\t0.000\t0.762\t0.906\t0.987\t1.116\t0.901\t0.868\t0.752\n1\t0.879\t-1.438\t0.430\t0.637\t-0.212\t0.715\t0.352\t-1.681\t2.173\t1.232\t1.380\t1.275\t0.000\t1.090\t0.707\t-0.688\t0.000\t0.853\t0.444\t0.489\t3.102\t1.063\t1.113\t0.983\t0.689\t0.769\t0.781\t0.789\n0\t2.928\t-0.278\t0.129\t0.425\t1.354\t1.341\t-0.324\t1.666\t1.087\t0.633\t-0.717\t-0.765\t2.215\t0.860\t0.126\t-1.065\t0.000\t0.432\t0.053\t0.757\t0.000\t0.671\t0.831\t1.380\t0.968\t1.137\t1.145\t0.897\n0\t0.496\t0.908\t0.904\t0.830\t-0.068\t1.198\t0.234\t0.905\t2.173\t2.000\t0.634\t-0.922\t2.215\t0.973\t0.890\t1.337\t0.000\t0.680\t1.283\t-1.458\t0.000\t0.995\t0.993\t0.986\t1.319\t2.321\t1.379\t1.088\n1\t1.563\t-1.398\t0.235\t0.742\t0.283\t1.325\t-0.746\t1.307\t2.173\t0.506\t1.028\t-0.961\t0.000\t1.667\t-1.021\t-1.202\t0.000\t1.395\t0.609\t0.019\t0.000\t0.907\t1.355\t0.983\t0.786\t0.705\t0.887\t0.880\n1\t0.578\t1.509\t0.206\t1.197\t1.189\t1.189\t0.429\t-0.579\t2.173\t1.082\t1.004\t1.388\t2.215\t0.472\t-0.632\t0.596\t0.000\t0.367\t-0.190\t-0.902\t0.000\t0.461\t0.802\t0.983\t1.572\t1.712\t1.193\t0.991\n0\t1.841\t2.155\t0.303\t0.209\t0.282\t1.315\t-1.245\t-1.571\t0.000\t0.625\t1.725\t-1.725\t0.000\t1.717\t-0.084\t-0.283\t2.548\t0.722\t0.715\t-0.385\t1.551\t4.184\t2.371\t0.986\t1.601\t0.427\t1.611\t1.885\n0\t0.871\t-1.296\t1.016\t0.655\t-1.494\t0.565\t-1.164\t-0.190\t2.173\t0.534\t-1.752\t0.463\t0.000\t0.780\t-0.413\t-1.238\t2.548\t1.080\t-1.257\t1.644\t0.000\t0.877\t0.824\t0.985\t0.820\t0.737\t0.639\t0.617\n0\t0.663\t-0.509\t0.123\t1.114\t0.846\t0.808\t-1.095\t-1.147\t2.173\t0.966\t-0.181\t-0.418\t2.215\t0.842\t-0.571\t1.143\t0.000\t0.610\t-1.639\t1.217\t0.000\t0.573\t1.013\t0.988\t1.042\t1.008\t0.885\t0.777\n1\t0.756\t-0.407\t-0.691\t0.920\t-1.523\t0.617\t-1.247\t-0.132\t0.000\t0.603\t-1.122\t1.412\t2.215\t0.983\t-1.259\t0.828\t0.000\t1.068\t0.581\t0.977\t3.102\t1.070\t0.865\t0.983\t0.979\t0.819\t0.809\t0.779\n0\t0.862\t0.015\t-1.363\t1.406\t1.358\t0.469\t-0.987\t0.583\t2.173\t0.865\t0.850\t-0.402\t0.000\t0.834\t1.324\t0.098\t2.548\t0.874\t0.589\t-0.959\t0.000\t0.878\t1.163\t0.986\t1.017\t1.257\t0.898\t0.838\n1\t1.089\t0.926\t1.253\t0.411\t-0.863\t0.948\t0.260\t0.973\t0.000\t1.369\t0.240\t-0.998\t2.215\t0.684\t0.766\t0.266\t2.548\t0.499\t1.237\t-1.226\t0.000\t0.956\t0.696\t0.987\t1.020\t0.984\t0.831\t0.781\n1\t1.014\t1.240\t-0.514\t0.689\t-0.232\t1.706\t0.788\t1.366\t2.173\t0.730\t0.083\t-0.645\t0.000\t0.657\t2.468\t-0.237\t0.000\t0.744\t0.800\t0.362\t3.102\t1.870\t1.091\t0.979\t1.756\t0.944\t1.193\t1.122\n0\t0.795\t-0.492\t0.453\t0.395\t-1.642\t0.408\t-0.771\t1.406\t0.000\t1.040\t-0.318\t-0.968\t2.215\t0.901\t-0.754\t-0.073\t2.548\t0.640\t-0.111\t1.002\t0.000\t0.379\t0.801\t0.991\t0.632\t0.787\t0.652\t0.600\n0\t1.831\t-0.047\t-1.168\t1.818\t-1.282\t1.438\t0.037\t0.238\t0.000\t0.794\t-0.241\t-0.187\t2.215\t1.335\t-1.116\t1.294\t0.000\t2.173\t2.007\t0.991\t0.000\t0.684\t1.108\t1.001\t0.824\t1.176\t0.884\t0.970\n1\t1.931\t0.996\t0.211\t0.586\t-0.922\t1.242\t1.125\t-1.636\t2.173\t0.755\t1.642\t-0.675\t0.000\t1.369\t-0.356\t1.010\t0.000\t0.484\t0.782\t0.748\t0.000\t0.814\t1.030\t1.256\t0.887\t0.900\t0.971\t0.826\n1\t0.749\t-0.553\t0.766\t0.880\t-0.468\t0.526\t-0.102\t-1.634\t2.173\t1.311\t-0.985\t1.262\t2.215\t1.163\t-1.190\t-0.574\t0.000\t1.058\t-0.735\t-0.162\t0.000\t0.515\t0.955\t1.008\t0.935\t0.845\t0.870\t0.766\n0\t1.049\t-1.407\t1.592\t0.688\t1.318\t0.897\t0.353\t-0.221\t0.000\t0.327\t-0.336\t0.303\t2.215\t0.296\t1.299\t-0.030\t0.000\t0.367\t1.160\t0.415\t0.000\t0.672\t0.739\t0.977\t0.847\t0.353\t0.550\t1.020\n0\t0.654\t-1.450\t0.128\t0.826\t-1.374\t0.777\t-1.263\t-1.186\t0.000\t1.035\t-2.167\t-1.257\t0.000\t1.778\t1.053\t0.698\t1.274\t1.582\t-0.023\t0.122\t3.102\t0.953\t1.697\t0.994\t1.861\t1.026\t2.076\t1.601\n0\t1.066\t-0.232\t-1.486\t0.040\t-1.530\t0.763\t-0.264\t0.437\t1.087\t0.361\t1.669\t0.550\t0.000\t1.345\t0.276\t-1.322\t2.548\t0.715\t1.024\t-0.832\t0.000\t0.648\t0.979\t0.692\t0.435\t1.313\t0.821\t0.705\n1\t1.928\t0.024\t-0.101\t0.851\t-0.782\t0.772\t0.495\t-1.334\t2.173\t0.630\t0.549\t-1.649\t2.215\t1.472\t0.272\t1.112\t0.000\t0.637\t0.872\t0.033\t0.000\t0.973\t1.032\t1.021\t0.952\t0.289\t0.793\t0.805\n1\t1.909\t2.020\t0.450\t0.509\t1.310\t0.747\t1.331\t-1.513\t2.173\t0.864\t0.538\t-0.642\t2.215\t0.805\t2.021\t1.631\t0.000\t0.946\t1.718\t-0.347\t0.000\t0.944\t1.052\t0.990\t1.114\t0.964\t0.999\t0.856\n1\t0.363\t-1.188\t-0.139\t2.492\t-1.121\t0.929\t0.323\t1.157\t2.173\t0.643\t-0.660\t0.235\t0.000\t0.942\t-0.420\t1.228\t0.000\t1.603\t0.069\t0.501\t0.000\t0.906\t0.902\t1.019\t1.677\t1.130\t1.072\t0.997\n0\t0.706\t0.967\t-1.518\t1.296\t1.045\t0.368\t1.534\t-0.688\t0.000\t0.690\t-1.752\t-0.161\t0.000\t1.451\t-1.397\t1.330\t2.548\t1.427\t-0.117\t-0.691\t0.000\t0.897\t0.872\t0.988\t1.605\t1.279\t1.139\t1.021\n1\t1.347\t-0.565\t1.673\t0.457\t1.554\t2.792\t-0.745\t0.474\t0.000\t2.670\t0.405\t-0.969\t2.215\t1.847\t0.243\t-1.408\t2.548\t0.595\t0.439\t1.097\t0.000\t0.671\t0.948\t0.986\t1.101\t0.926\t1.283\t0.992\n0\t0.956\t0.597\t-1.681\t0.213\t0.039\t0.859\t0.074\t-0.077\t2.173\t0.829\t-0.366\t-1.297\t2.215\t0.767\t0.036\t1.026\t0.000\t0.895\t0.790\t1.580\t0.000\t0.951\t0.976\t0.988\t0.895\t1.142\t0.805\t0.720\n1\t1.698\t-0.884\t-0.603\t0.720\t0.064\t0.674\t-0.693\t1.060\t2.173\t0.636\t-0.198\t0.027\t0.000\t1.237\t-0.221\t-1.697\t1.274\t1.113\t0.415\t1.551\t0.000\t1.144\t0.939\t0.988\t1.018\t0.742\t0.861\t0.806\n1\t1.044\t-1.352\t-1.229\t0.896\t-0.263\t1.325\t-0.786\t-1.511\t2.173\t0.737\t-1.496\t0.552\t0.000\t1.154\t-0.684\t0.172\t2.548\t1.219\t1.058\t0.747\t0.000\t0.661\t0.671\t1.025\t1.018\t1.539\t1.002\t0.870\n1\t1.321\t-0.470\t0.926\t0.517\t-0.192\t1.395\t-0.534\t-1.425\t0.000\t1.694\t0.479\t0.037\t2.215\t1.220\t1.999\t1.167\t0.000\t1.883\t0.593\t-0.386\t3.102\t0.770\t1.500\t0.986\t1.010\t0.625\t1.358\t1.135\n1\t0.787\t0.460\t-0.567\t1.286\t-1.215\t1.339\t-0.164\t-0.732\t2.173\t2.103\t-2.307\t0.867\t0.000\t0.949\t-0.867\t1.099\t0.000\t1.086\t-0.604\t0.172\t0.000\t0.841\t0.785\t0.990\t0.688\t0.850\t0.862\t0.773\n1\t2.035\t-0.779\t0.207\t1.149\t0.771\t1.028\t-0.347\t-1.063\t1.087\t0.701\t1.888\t-0.165\t0.000\t0.712\t-0.047\t-1.640\t1.274\t2.066\t1.162\t1.706\t0.000\t0.993\t1.066\t1.031\t0.979\t0.553\t1.016\t0.852\n0\t0.858\t-0.158\t-0.991\t0.605\t1.371\t0.806\t0.158\t1.463\t0.000\t0.744\t-0.008\t0.007\t2.215\t1.390\t1.293\t-0.586\t2.548\t0.838\t0.855\t0.922\t0.000\t0.813\t0.987\t0.991\t1.272\t1.003\t0.925\t0.898\n0\t1.084\t0.343\t1.013\t1.366\t1.570\t0.522\t-0.205\t0.056\t2.173\t0.774\t-0.523\t-0.741\t0.000\t0.458\t-2.346\t-0.399\t0.000\t1.218\t0.507\t1.621\t3.102\t1.135\t0.970\t0.986\t0.593\t0.905\t0.896\t0.915\n0\t1.823\t-0.803\t0.155\t0.827\t0.512\t0.969\t0.091\t-1.276\t2.173\t0.530\t0.507\t1.288\t0.000\t0.437\t1.185\t-0.948\t0.000\t0.402\t-0.971\t1.170\t3.102\t0.729\t0.785\t0.978\t0.560\t0.693\t0.991\t0.937\n1\t0.454\t0.409\t1.624\t0.502\t1.660\t1.147\t-1.001\t1.029\t2.173\t1.228\t-0.602\t-0.428\t2.215\t1.590\t1.235\t-0.293\t0.000\t0.803\t-0.842\t-1.686\t0.000\t0.538\t0.919\t0.987\t1.700\t1.723\t1.711\t1.392\n1\t1.254\t0.433\t-0.735\t0.152\t1.100\t0.928\t-0.161\t0.625\t2.173\t0.399\t-0.565\t1.568\t1.107\t0.427\t-2.404\t1.732\t0.000\t0.501\t-1.540\t-1.247\t0.000\t0.306\t1.219\t0.986\t0.652\t0.698\t0.744\t0.782\n0\t0.491\t1.219\t-1.519\t1.551\t1.009\t1.063\t0.179\t1.736\t2.173\t1.348\t0.804\t-0.252\t2.215\t1.319\t-0.218\t-0.323\t0.000\t0.620\t-0.769\t-1.553\t0.000\t0.958\t1.075\t0.989\t1.287\t1.813\t1.222\t1.179\n0\t0.569\t-1.331\t-1.239\t1.098\t1.564\t1.255\t-1.641\t-0.270\t0.000\t1.206\t1.206\t1.414\t0.000\t0.876\t0.350\t0.811\t2.548\t0.839\t0.617\t-0.481\t3.102\t1.114\t0.875\t0.982\t1.478\t0.613\t1.215\t1.608\n1\t1.307\t-0.702\t-1.619\t1.493\t-0.015\t0.427\t0.363\t-0.015\t2.173\t0.552\t-0.650\t0.640\t0.000\t0.690\t1.035\t-0.882\t2.548\t1.265\t-0.056\t1.413\t0.000\t0.920\t0.779\t1.920\t1.110\t0.546\t0.896\t0.770\n1\t1.596\t-0.384\t1.026\t1.259\t1.449\t0.437\t-0.998\t-0.115\t2.173\t0.700\t-1.327\t-1.342\t2.215\t0.615\t1.240\t-0.582\t0.000\t0.390\t-0.686\t-1.375\t0.000\t0.798\t1.031\t0.982\t0.943\t0.742\t0.773\t0.837\n1\t0.411\t0.919\t-1.575\t1.321\t0.230\t0.725\t1.090\t0.992\t2.173\t0.660\t1.415\t-0.544\t0.000\t0.756\t0.622\t1.572\t2.548\t0.415\t1.639\t-0.396\t0.000\t0.886\t0.906\t1.020\t0.708\t0.499\t0.602\t0.591\n1\t0.616\t1.620\t-0.370\t1.340\t-0.566\t2.037\t0.733\t0.902\t2.173\t1.775\t-2.561\t-1.128\t0.000\t0.893\t0.510\t-1.560\t0.000\t0.748\t0.577\t0.450\t0.000\t0.878\t1.104\t0.990\t0.454\t0.789\t1.026\t0.850\n0\t1.293\t1.119\t0.048\t0.432\t1.649\t0.875\t1.609\t1.048\t2.173\t1.277\t1.158\t-1.120\t1.107\t0.427\t0.394\t-0.721\t0.000\t0.366\t0.018\t0.269\t0.000\t0.351\t0.804\t1.027\t0.921\t1.481\t0.886\t0.704\n1\t2.075\t-1.040\t-1.303\t1.249\t-0.448\t0.669\t-2.452\t0.456\t0.000\t1.050\t-1.154\t0.270\t2.215\t1.211\t0.337\t1.439\t0.000\t0.711\t0.310\t-0.863\t0.000\t0.896\t0.707\t1.555\t1.276\t0.655\t0.855\t0.931\n1\t1.613\t1.361\t1.703\t0.769\t1.245\t0.911\t1.745\t-0.243\t0.000\t0.637\t0.889\t0.579\t2.215\t0.482\t0.751\t-1.353\t0.000\t0.510\t0.226\t-1.186\t1.551\t1.158\t0.943\t0.982\t0.709\t0.541\t0.639\t0.750\n0\t0.842\t0.981\t1.457\t1.649\t0.522\t0.521\t-0.264\t-1.033\t0.000\t0.773\t0.682\t-0.528\t2.215\t0.782\t-0.671\t-1.576\t0.000\t0.424\t-0.598\t1.281\t0.000\t0.646\t0.710\t1.218\t0.652\t0.494\t0.646\t0.697\n1\t1.868\t0.681\t-1.647\t0.801\t-1.618\t0.470\t-0.395\t0.517\t0.000\t1.147\t0.901\t-0.425\t2.215\t0.933\t1.144\t-0.773\t0.000\t1.020\t0.979\t0.397\t3.102\t0.874\t0.765\t0.982\t0.908\t0.670\t0.868\t0.747\n1\t0.346\t1.307\t0.018\t0.214\t-1.352\t0.991\t0.202\t-0.075\t0.000\t0.805\t0.938\t1.566\t2.215\t0.949\t0.075\t0.665\t0.000\t1.309\t0.275\t-1.189\t3.102\t0.910\t1.094\t0.984\t0.643\t0.641\t0.742\t0.665\n1\t0.679\t0.765\t0.946\t0.806\t1.301\t0.673\t-0.101\t-0.330\t2.173\t0.400\t-0.349\t0.813\t0.000\t0.679\t1.904\t-0.443\t0.000\t1.145\t1.108\t-1.406\t3.102\t1.439\t0.989\t0.988\t0.938\t1.053\t0.823\t0.839\n0\t0.538\t-1.744\t-0.236\t1.491\t-1.139\t0.290\t-1.425\t1.730\t0.000\t0.767\t-0.734\t0.362\t2.215\t0.522\t-2.175\t0.131\t0.000\t0.565\t-1.360\t0.855\t3.102\t0.775\t0.762\t0.989\t0.658\t0.371\t0.622\t0.574\n0\t1.056\t0.704\t1.188\t1.549\t-1.729\t1.054\t-2.542\t-0.295\t0.000\t0.831\t0.013\t1.146\t2.215\t1.535\t-0.066\t-0.085\t0.000\t1.038\t0.360\t-0.620\t1.551\t1.747\t1.031\t0.989\t0.633\t0.856\t0.810\t0.814\n0\t1.974\t-0.507\t-1.319\t0.254\t1.283\t0.744\t1.521\t0.952\t0.000\t0.890\t0.823\t-0.003\t2.215\t0.482\t1.107\t-1.527\t0.000\t0.513\t0.491\t-0.386\t3.102\t0.865\t0.957\t0.988\t0.645\t0.221\t0.747\t0.864\n0\t1.419\t0.386\t0.329\t3.072\t0.026\t1.708\t1.157\t-1.722\t1.087\t1.067\t0.698\t-1.057\t0.000\t1.743\t2.727\t1.667\t0.000\t0.895\t-1.022\t0.044\t3.102\t1.043\t1.026\t0.977\t2.329\t2.366\t1.745\t1.381\n1\t0.893\t0.521\t-0.511\t0.605\t0.911\t1.038\t1.163\t-0.473\t2.173\t1.056\t1.469\t-1.092\t2.215\t1.573\t0.378\t1.236\t0.000\t1.675\t0.259\t0.664\t0.000\t0.888\t1.482\t0.987\t0.839\t0.855\t1.184\t0.957\n1\t0.618\t-0.963\t-1.669\t0.662\t1.741\t1.219\t-0.260\t0.422\t0.000\t0.545\t-0.145\t-1.129\t2.215\t0.947\t1.119\t-1.358\t0.000\t1.085\t0.558\t-0.184\t3.102\t0.474\t0.700\t0.983\t1.463\t0.598\t1.006\t1.294\n0\t0.439\t-1.789\t1.531\t1.177\t-0.823\t0.950\t-1.118\t1.248\t1.087\t0.886\t0.575\t0.250\t0.000\t1.231\t0.870\t-1.059\t0.000\t0.494\t-1.366\t-0.438\t0.000\t1.277\t0.801\t0.991\t0.958\t1.116\t0.917\t0.852\n1\t0.467\t0.548\t1.247\t0.581\t-0.217\t2.671\t1.131\t-1.362\t0.000\t1.570\t-0.929\t0.798\t0.000\t2.021\t-0.485\t-0.082\t2.548\t2.711\t-0.010\t0.284\t1.551\t0.689\t1.126\t0.987\t0.765\t0.746\t0.911\t0.781\n0\t0.326\t-1.490\t-1.234\t0.604\t0.494\t0.686\t-1.240\t-0.310\t2.173\t0.886\t-1.046\t1.651\t0.000\t0.479\t0.088\t-0.726\t2.548\t0.956\t-1.241\t0.996\t0.000\t0.713\t1.034\t0.997\t0.558\t0.581\t0.704\t0.669\n1\t0.837\t-2.246\t0.393\t0.690\t-0.157\t0.650\t-1.549\t0.027\t1.087\t1.376\t-0.913\t-1.272\t1.107\t1.409\t-1.481\t-1.662\t0.000\t0.654\t-2.086\t1.566\t0.000\t0.538\t1.028\t0.974\t1.141\t1.356\t0.864\t0.831\n1\t1.227\t0.764\t-1.256\t0.257\t0.513\t0.852\t-0.716\t0.440\t0.000\t0.826\t0.276\t-1.117\t2.215\t0.530\t0.377\t0.920\t0.000\t0.524\t-0.111\t1.663\t3.102\t0.884\t1.166\t0.986\t0.517\t0.375\t0.694\t0.679\n1\t0.403\t1.827\t0.337\t0.616\t-1.165\t1.102\t1.084\t-0.087\t0.000\t1.028\t0.895\t-0.420\t0.000\t1.754\t0.517\t1.109\t0.000\t0.901\t-0.249\t1.556\t0.000\t0.825\t0.755\t0.987\t0.638\t0.757\t0.564\t0.596\n0\t0.781\t1.599\t0.839\t1.846\t-0.348\t0.996\t-0.652\t1.677\t1.087\t0.921\t-0.492\t-0.703\t0.000\t1.300\t0.219\t0.537\t1.274\t0.587\t-0.083\t1.263\t0.000\t0.959\t0.973\t1.458\t2.288\t1.381\t1.554\t1.301\n0\t2.006\t0.241\t-0.748\t0.146\t-1.374\t1.470\t-0.488\t-1.108\t2.173\t1.771\t-2.059\t0.661\t0.000\t1.613\t-0.483\t0.148\t2.548\t3.528\t0.089\t1.173\t0.000\t0.906\t1.192\t0.992\t0.839\t1.737\t1.259\t1.025\n1\t1.635\t-1.594\t0.945\t0.478\t1.327\t0.892\t-0.844\t-0.162\t2.173\t1.745\t-0.917\t-1.204\t0.000\t0.430\t-0.671\t-0.847\t0.000\t1.013\t0.092\t0.555\t3.102\t0.443\t1.057\t0.991\t1.308\t0.787\t1.017\t1.055\n1\t0.811\t-0.938\t0.851\t0.877\t-1.434\t0.743\t-1.007\t-0.032\t2.173\t1.564\t-0.496\t-1.350\t0.000\t0.850\t0.437\t0.425\t2.548\t1.328\t1.149\t0.049\t0.000\t2.721\t1.677\t1.032\t0.879\t0.904\t1.267\t1.094\n0\t1.600\t-0.949\t-0.531\t1.396\t-0.598\t2.468\t-1.353\t-0.604\t0.000\t1.386\t-0.191\t0.995\t1.107\t2.251\t0.605\t1.290\t1.274\t0.976\t-0.967\t0.802\t0.000\t2.276\t2.531\t0.999\t1.884\t0.970\t2.270\t1.826\n0\t0.482\t2.308\t1.577\t1.585\t1.346\t0.935\t1.048\t-1.272\t2.173\t0.817\t-1.365\t0.000\t0.000\t1.947\t-0.490\t0.495\t2.548\t1.852\t-0.219\t-0.640\t0.000\t1.303\t1.236\t1.004\t0.946\t2.245\t1.463\t1.505\n0\t2.797\t-0.806\t0.021\t1.439\t0.487\t1.557\t1.758\t1.079\t0.000\t1.273\t-1.175\t-1.049\t0.000\t1.544\t-0.657\t-1.552\t2.548\t2.237\t-0.361\t-1.071\t3.102\t6.909\t4.090\t1.134\t1.526\t0.632\t2.554\t2.418\n0\t0.577\t-1.617\t0.550\t1.626\t0.418\t0.806\t0.805\t-1.389\t1.087\t0.512\t1.808\t-1.115\t0.000\t0.608\t1.704\t0.415\t0.000\t0.777\t-0.875\t-1.338\t3.102\t0.840\t0.906\t0.981\t1.004\t0.899\t2.068\t2.443\n1\t1.149\t1.214\t-1.089\t0.707\t-0.564\t0.576\t1.837\t0.412\t0.000\t0.545\t0.172\t-1.410\t2.215\t0.674\t-0.338\t1.301\t0.000\t1.139\t0.437\t0.784\t3.102\t1.720\t1.012\t0.981\t0.858\t0.665\t0.757\t0.851\n1\t1.623\t0.303\t-0.872\t0.340\t-0.466\t2.228\t1.041\t1.409\t0.000\t2.718\t-0.044\t0.143\t0.000\t0.804\t-0.673\t-0.818\t2.548\t1.006\t2.146\t-1.477\t0.000\t2.248\t1.759\t0.993\t0.564\t0.467\t1.448\t1.345\n1\t0.436\t-0.509\t-1.555\t1.165\t-0.011\t0.800\t0.078\t-0.738\t0.000\t0.890\t0.289\t1.498\t1.107\t0.749\t1.136\t-0.742\t0.000\t1.384\t-0.087\t0.693\t1.551\t0.861\t1.090\t0.989\t0.857\t0.695\t0.837\t0.752\n1\t0.662\t0.176\t-0.210\t0.819\t1.440\t0.913\t-0.704\t-1.337\t2.173\t0.548\t-1.024\t0.729\t0.000\t1.171\t0.214\t0.782\t0.000\t1.452\t-0.949\t-0.495\t1.551\t0.850\t1.054\t1.016\t0.906\t0.879\t0.915\t0.808\n0\t0.617\t-1.438\t-1.351\t1.439\t-0.095\t0.629\t-0.615\t1.157\t2.173\t0.767\t-1.190\t-0.608\t1.107\t0.648\t-2.146\t1.180\t0.000\t0.524\t-1.539\t1.741\t0.000\t0.353\t0.736\t1.182\t1.026\t1.068\t0.765\t0.682\n0\t1.246\t-0.426\t1.734\t0.712\t0.462\t1.037\t-0.780\t-0.976\t2.173\t1.107\t2.167\t0.348\t0.000\t0.591\t-1.772\t0.876\t0.000\t0.880\t0.164\t-1.067\t0.000\t1.290\t1.085\t1.189\t0.677\t1.037\t0.766\t0.730\n1\t0.583\t0.393\t-1.245\t1.586\t1.218\t0.877\t-0.834\t0.087\t1.087\t0.929\t0.768\t-0.582\t0.000\t0.726\t-0.502\t-1.354\t2.548\t1.071\t-0.601\t1.087\t0.000\t1.687\t1.086\t1.062\t1.302\t0.968\t0.922\t0.912\n1\t0.950\t1.222\t0.941\t0.366\t0.017\t1.032\t2.527\t-1.316\t0.000\t0.722\t2.208\t-0.447\t0.000\t1.637\t1.281\t0.310\t2.548\t1.297\t0.852\t1.530\t1.551\t1.319\t1.301\t0.989\t0.757\t1.015\t1.116\t1.045\n1\t0.837\t1.281\t1.703\t1.308\t0.426\t1.582\t1.094\t-0.995\t0.000\t1.412\t0.366\t0.597\t0.000\t0.984\t1.162\t0.785\t1.274\t1.365\t1.303\t-0.757\t3.102\t1.270\t0.884\t1.324\t0.704\t0.881\t0.878\t0.894\n1\t1.037\t1.955\t0.489\t0.492\t-0.897\t1.252\t0.563\t-1.509\t2.173\t1.371\t-0.159\t0.300\t0.000\t0.998\t-1.029\t0.804\t0.000\t1.181\t0.540\t-0.581\t1.551\t1.015\t0.973\t0.987\t1.275\t0.957\t1.048\t1.049\n1\t1.408\t0.505\t0.460\t1.324\t-0.996\t0.710\t1.561\t1.053\t2.173\t0.825\t1.205\t0.531\t0.000\t1.201\t1.778\t-1.342\t0.000\t1.353\t0.037\t-0.293\t3.102\t0.689\t0.963\t1.829\t0.983\t1.307\t0.975\t0.967\n0\t0.627\t-0.368\t-0.204\t1.086\t-1.131\t0.674\t0.176\t0.406\t2.173\t1.090\t0.561\t-1.586\t2.215\t0.871\t1.295\t-0.232\t0.000\t0.791\t-1.121\t1.086\t0.000\t1.911\t1.228\t0.991\t1.117\t1.255\t0.993\t0.990\n0\t0.906\t0.053\t-1.025\t1.530\t-0.868\t0.543\t0.146\t0.708\t0.000\t0.869\t-0.134\t0.025\t2.215\t1.025\t-0.736\t1.142\t1.274\t0.635\t0.139\t1.171\t0.000\t0.824\t0.809\t0.975\t1.005\t0.914\t0.837\t0.836\n1\t0.848\t-0.304\t0.395\t0.451\t1.429\t0.383\t0.502\t0.928\t0.000\t0.620\t1.057\t-1.583\t1.107\t0.982\t-0.149\t-0.422\t0.000\t0.805\t-0.573\t-0.405\t1.551\t1.101\t0.932\t0.989\t0.667\t0.851\t0.646\t0.609\n1\t0.560\t-0.423\t-1.118\t0.705\t0.651\t0.681\t-0.886\t-1.730\t2.173\t1.277\t-0.933\t-0.917\t2.215\t0.999\t-1.344\t0.436\t0.000\t1.095\t-1.613\t0.896\t0.000\t0.822\t0.935\t0.989\t0.830\t0.920\t0.785\t0.686\n0\t0.292\t-1.473\t0.212\t2.889\t-0.722\t0.814\t-1.387\t0.609\t2.173\t1.048\t-1.752\t-1.058\t0.000\t0.844\t-0.834\t-0.199\t2.548\t2.633\t-1.540\t0.917\t0.000\t0.922\t0.974\t0.989\t1.293\t0.734\t0.888\t1.047\n0\t0.660\t-1.565\t-0.146\t1.221\t0.924\t0.965\t-0.930\t0.053\t2.173\t1.485\t-0.516\t-1.422\t2.215\t1.038\t-1.196\t1.543\t0.000\t0.792\t-1.485\t-0.900\t0.000\t0.841\t0.891\t1.022\t0.850\t1.748\t1.077\t0.910\n0\t0.512\t-0.689\t0.559\t1.678\t1.386\t1.204\t-0.541\t-1.189\t2.173\t0.957\t0.222\t0.093\t2.215\t0.851\t-1.175\t-0.108\t0.000\t0.865\t1.165\t0.767\t0.000\t1.820\t1.166\t0.986\t1.175\t1.576\t1.139\t1.027\n1\t1.583\t0.158\t-0.597\t0.434\t0.915\t0.736\t-1.038\t-1.544\t2.173\t0.449\t-1.431\t0.069\t2.215\t0.316\t-1.781\t0.437\t0.000\t0.454\t-1.104\t0.603\t0.000\t0.307\t0.682\t1.124\t0.845\t0.859\t0.814\t0.740\n1\t0.929\t0.634\t-1.486\t0.290\t-0.406\t1.568\t-1.725\t1.243\t0.000\t1.726\t-0.290\t-0.298\t2.215\t1.115\t1.417\t-0.738\t0.000\t1.302\t0.083\t0.645\t0.000\t0.922\t1.200\t0.988\t1.357\t0.920\t1.016\t0.993\n0\t1.532\t0.972\t1.010\t0.872\t1.291\t0.811\t0.208\t-1.183\t0.000\t0.816\t1.054\t-0.234\t2.215\t0.846\t-0.674\t0.228\t2.548\t0.386\t-0.663\t-0.375\t0.000\t0.724\t0.909\t0.969\t1.358\t0.990\t1.029\t0.985\n1\t0.468\t-0.263\t0.809\t0.941\t-0.254\t0.824\t0.866\t1.305\t2.173\t1.317\t0.874\t-1.557\t0.000\t1.041\t0.901\t0.192\t2.548\t1.156\t0.116\t-0.414\t0.000\t1.513\t1.215\t0.994\t0.902\t0.976\t0.907\t0.803\n1\t3.280\t-0.404\t1.408\t0.578\t-0.635\t0.672\t-0.732\t-0.046\t2.173\t2.028\t-0.005\t-0.710\t0.000\t0.519\t-0.747\t0.972\t2.548\t0.399\t1.031\t0.346\t0.000\t1.230\t1.076\t1.838\t1.409\t0.585\t0.889\t1.044\n1\t0.966\t-0.702\t-1.111\t0.749\t0.882\t0.524\t0.466\t0.339\t2.173\t0.294\t-1.392\t1.628\t0.000\t0.665\t-2.021\t0.159\t0.000\t0.713\t0.352\t-1.684\t3.102\t0.713\t0.879\t1.149\t0.900\t0.626\t0.788\t0.714\n0\t2.338\t-1.420\t0.795\t0.438\t0.075\t1.305\t-0.920\t-0.845\t2.173\t0.876\t-1.080\t-0.207\t0.000\t1.423\t-0.980\t1.453\t2.548\t0.642\t-1.350\t-1.646\t0.000\t0.959\t1.006\t0.986\t0.865\t1.494\t1.151\t0.966\n0\t0.433\t0.579\t1.001\t0.812\t-1.199\t1.224\t1.279\t1.078\t1.087\t1.404\t-0.135\t-0.652\t0.000\t0.740\t0.493\t-1.177\t0.000\t0.938\t-0.359\t0.403\t3.102\t0.895\t0.896\t0.993\t1.355\t1.279\t1.223\t1.027\n0\t1.920\t-0.563\t0.188\t0.787\t0.596\t0.835\t-1.803\t-1.487\t0.000\t0.900\t-0.889\t1.736\t1.107\t0.349\t1.577\t-1.561\t0.000\t0.685\t-0.170\t-0.885\t0.000\t0.682\t0.899\t0.986\t0.687\t1.195\t0.872\t0.802\n0\t1.451\t-0.442\t-0.441\t0.354\t0.333\t1.132\t-0.626\t-0.885\t2.173\t1.479\t-0.780\t1.024\t0.000\t0.770\t0.958\t1.257\t1.274\t0.513\t-0.180\t1.054\t0.000\t0.339\t0.915\t0.986\t0.811\t1.547\t1.085\t0.976\n1\t0.768\t-0.836\t1.352\t1.233\t-0.152\t0.774\t-0.076\t1.142\t0.000\t1.419\t-0.195\t-0.787\t2.215\t0.752\t-0.260\t0.547\t0.000\t0.857\t-0.114\t1.683\t3.102\t0.716\t1.340\t1.317\t0.797\t0.790\t0.815\t0.799\n1\t0.973\t0.524\t1.577\t0.499\t1.650\t1.053\t0.959\t0.079\t0.000\t0.518\t1.071\t1.192\t1.107\t0.436\t-0.327\t1.740\t2.548\t0.577\t-2.212\t-1.244\t0.000\t0.928\t0.998\t0.984\t0.710\t0.468\t0.701\t0.807\n1\t0.607\t-1.734\t1.443\t1.019\t0.645\t0.752\t0.781\t-1.011\t2.173\t0.520\t-0.568\t-1.528\t0.000\t0.629\t-0.682\t0.615\t1.274\t0.449\t1.810\t0.758\t0.000\t0.845\t0.786\t0.988\t0.515\t1.119\t0.930\t0.769\n1\t0.695\t1.537\t-0.672\t1.545\t-0.794\t0.799\t1.111\t0.742\t2.173\t1.166\t0.030\t1.022\t2.215\t0.657\t1.287\t-0.261\t0.000\t0.681\t1.884\t1.696\t0.000\t0.793\t0.831\t0.989\t2.218\t0.887\t1.554\t1.173\n0\t2.717\t-0.525\t0.903\t2.327\t0.516\t1.663\t-0.042\t-0.959\t2.173\t1.006\t-0.092\t-0.360\t2.215\t0.762\t0.082\t-1.431\t0.000\t0.945\t-0.021\t1.463\t0.000\t0.480\t0.900\t1.189\t1.402\t0.980\t1.637\t1.265\n1\t0.804\t0.922\t-0.244\t0.241\t0.738\t1.167\t0.144\t-1.053\t2.173\t0.715\t0.576\t0.686\t0.000\t0.888\t0.382\t1.720\t2.548\t0.391\t1.332\t1.203\t0.000\t0.476\t1.166\t0.985\t0.728\t0.779\t0.747\t0.693\n1\t0.488\t1.230\t1.552\t0.227\t1.537\t0.510\t0.869\t-0.654\t0.000\t0.613\t1.645\t-0.152\t0.000\t0.612\t-0.717\t1.200\t2.548\t0.481\t1.281\t1.027\t3.102\t0.719\t1.133\t0.989\t0.599\t0.602\t0.698\t0.673\n0\t0.999\t-0.495\t-0.580\t0.305\t0.785\t1.170\t2.173\t-0.569\t0.000\t1.042\t0.916\t0.537\t2.215\t0.889\t1.326\t1.586\t0.000\t2.062\t-0.591\t1.339\t3.102\t1.842\t1.641\t0.988\t0.879\t1.503\t1.814\t1.715\n1\t1.038\t-1.460\t0.819\t0.586\t-1.021\t1.135\t-0.043\t-0.539\t0.000\t0.713\t-0.447\t1.647\t0.000\t0.944\t-0.206\t-1.401\t2.548\t1.261\t0.646\t0.346\t0.000\t1.399\t0.983\t1.076\t0.521\t0.418\t0.614\t0.714\n1\t0.485\t1.309\t-0.784\t0.545\t-1.079\t0.965\t-0.525\t0.158\t0.000\t0.934\t0.702\t-0.993\t0.000\t1.659\t-0.335\t1.118\t2.548\t1.181\t0.056\t-0.299\t0.000\t0.923\t1.042\t0.996\t0.981\t0.827\t0.931\t0.807\n1\t1.403\t1.477\t1.714\t0.929\t-0.956\t1.201\t1.254\t-0.256\t2.173\t1.164\t1.502\t1.196\t0.000\t1.003\t0.255\t0.500\t2.548\t0.919\t1.642\t-1.047\t0.000\t1.247\t1.181\t1.062\t1.222\t1.110\t1.039\t0.969\n1\t0.538\t1.221\t0.603\t0.786\t-1.049\t1.723\t1.436\t1.285\t0.000\t2.041\t0.755\t-0.481\t0.000\t1.668\t0.233\t-1.071\t2.548\t1.448\t0.654\t-0.090\t0.000\t0.772\t1.111\t0.990\t0.844\t1.028\t0.982\t0.925\n0\t1.496\t1.807\t-0.762\t0.586\t-1.348\t0.803\t1.347\t0.745\t0.000\t0.433\t1.002\t-0.730\t2.215\t0.599\t1.272\t1.059\t0.000\t1.012\t0.841\t1.471\t1.551\t0.883\t0.777\t0.991\t0.876\t0.547\t0.618\t0.696\n1\t0.623\t-2.071\t-0.523\t1.502\t0.475\t0.701\t-0.932\t-1.679\t2.173\t0.380\t-1.715\t0.910\t0.000\t1.050\t-0.794\t-1.222\t1.274\t0.409\t-1.416\t-1.203\t0.000\t0.486\t0.569\t1.050\t1.184\t0.430\t0.909\t0.691\n0\t0.869\t-1.243\t-1.520\t1.482\t0.181\t1.598\t-0.898\t-1.025\t1.087\t1.036\t1.073\t1.064\t1.107\t0.718\t0.844\t0.159\t0.000\t0.680\t2.340\t0.641\t0.000\t0.898\t0.847\t1.571\t1.386\t2.877\t1.926\t1.842\n0\t0.601\t0.889\t1.639\t0.792\t-0.093\t0.861\t0.359\t1.598\t2.173\t1.388\t0.463\t1.014\t0.000\t2.567\t-0.430\t-0.316\t0.000\t1.168\t1.369\t-1.719\t0.000\t1.459\t1.054\t0.987\t0.662\t0.950\t0.871\t0.766\n0\t2.442\t-0.542\t-0.318\t0.938\t0.615\t0.572\t-1.347\t0.699\t0.000\t0.840\t-1.013\t1.191\t0.000\t1.383\t-1.054\t-1.459\t2.548\t0.802\t1.240\t1.684\t0.000\t0.673\t0.974\t1.563\t0.851\t0.180\t0.843\t0.853\n0\t0.748\t-0.178\t-0.751\t1.096\t-1.097\t0.534\t1.159\t-1.022\t0.000\t0.552\t1.885\t-1.740\t0.000\t1.430\t1.143\t0.869\t2.548\t1.566\t-0.111\t0.134\t3.102\t0.830\t1.010\t0.978\t0.926\t1.111\t0.938\t0.875\n0\t2.328\t-0.849\t-0.787\t0.845\t-1.232\t1.507\t-0.506\t0.771\t0.000\t0.920\t-1.056\t-1.622\t2.215\t0.736\t-1.174\t0.017\t2.548\t1.017\t0.271\t0.583\t0.000\t0.874\t0.940\t0.978\t0.834\t0.875\t0.920\t1.084\n0\t0.530\t1.968\t-0.666\t1.719\t-1.336\t0.811\t1.924\t1.282\t0.000\t1.155\t0.304\t0.217\t0.000\t1.035\t0.932\t0.643\t1.274\t1.272\t0.275\t-0.747\t1.551\t2.514\t1.423\t0.983\t1.440\t0.889\t1.158\t1.325\n1\t0.714\t1.096\t-1.608\t1.130\t-0.665\t0.467\t0.632\t1.157\t0.000\t0.513\t-0.905\t0.889\t2.215\t0.483\t-0.154\t-1.198\t0.000\t1.120\t0.142\t-0.386\t3.102\t0.922\t1.011\t0.992\t0.772\t0.740\t0.870\t0.763\n1\t1.123\t1.909\t-0.819\t0.267\t1.591\t1.142\t2.741\t1.347\t0.000\t1.035\t0.886\t-1.704\t0.000\t2.641\t0.299\t-0.137\t2.548\t0.800\t0.012\t-0.542\t0.000\t0.869\t1.075\t0.982\t0.473\t0.762\t0.787\t0.853\n0\t1.014\t-1.994\t1.303\t0.856\t0.353\t0.458\t-2.789\t0.058\t0.000\t0.620\t-2.831\t-1.428\t0.000\t0.346\t0.246\t-0.085\t0.000\t0.642\t-0.897\t-1.050\t1.551\t1.103\t0.872\t0.988\t0.843\t0.309\t0.800\t0.743\n0\t1.028\t-0.064\t0.594\t1.347\t1.069\t0.815\t-1.695\t-1.162\t0.000\t1.054\t-1.246\t-0.660\t1.107\t0.443\t-0.840\t0.870\t2.548\t0.392\t2.087\t0.055\t0.000\t3.586\t1.938\t0.995\t1.591\t0.725\t1.315\t1.315\n1\t0.590\t1.583\t0.880\t2.002\t1.030\t1.245\t0.454\t-0.029\t0.000\t0.925\t-1.633\t-1.702\t0.000\t0.975\t0.704\t-1.381\t0.000\t1.409\t0.543\t-0.534\t3.102\t0.605\t0.666\t1.002\t2.159\t0.625\t1.537\t1.286\n0\t0.573\t0.002\t-1.054\t1.101\t-0.091\t1.234\t0.158\t-0.794\t2.173\t1.285\t2.792\t0.701\t0.000\t0.913\t1.425\t1.564\t0.000\t1.650\t-1.087\t1.193\t0.000\t0.490\t0.552\t0.985\t0.891\t0.531\t0.849\t0.925\n0\t0.728\t2.079\t0.378\t1.072\t-1.296\t0.603\t1.038\t-0.997\t2.173\t0.515\t-0.350\t-0.123\t0.000\t1.324\t0.646\t1.181\t2.548\t0.833\t1.004\t0.568\t0.000\t0.891\t0.908\t1.222\t1.095\t1.046\t0.855\t0.855\n0\t0.860\t1.951\t0.577\t1.180\t-1.724\t1.987\t0.010\t-0.103\t0.000\t1.173\t-2.492\t1.607\t0.000\t0.740\t0.815\t-1.006\t1.274\t0.411\t2.024\t1.505\t0.000\t0.259\t0.600\t1.223\t0.746\t0.437\t0.615\t0.534\n1\t0.788\t-0.503\t-1.554\t0.544\t-1.085\t0.764\t0.483\t-0.384\t1.087\t0.716\t-0.335\t1.422\t2.215\t0.622\t1.316\t-0.784\t0.000\t0.985\t0.401\t1.459\t0.000\t0.892\t0.880\t0.983\t0.834\t1.182\t0.734\t0.681\n1\t1.602\t-0.482\t0.950\t1.322\t0.472\t0.677\t1.982\t-1.200\t0.000\t0.700\t-1.234\t-0.934\t2.215\t0.898\t0.361\t-0.506\t2.548\t0.811\t-0.927\t1.513\t0.000\t0.425\t0.690\t0.985\t1.082\t0.848\t0.917\t0.735\n1\t1.225\t0.116\t0.092\t0.736\t0.873\t1.149\t-0.047\t1.182\t0.000\t2.263\t0.312\t-0.762\t0.000\t0.911\t0.663\t0.838\t2.548\t1.177\t2.419\t-1.470\t0.000\t0.899\t0.789\t0.984\t0.588\t0.397\t0.512\t0.546\n1\t1.898\t-0.746\t0.746\t0.312\t-1.590\t1.130\t-0.815\t-0.686\t2.173\t0.491\t0.552\t-1.143\t2.215\t0.779\t-0.315\t1.072\t0.000\t0.374\t-0.082\t0.318\t0.000\t0.381\t0.964\t0.988\t0.908\t0.934\t0.934\t0.745\n0\t1.794\t-0.438\t0.286\t0.532\t0.221\t0.548\t1.236\t-1.684\t0.000\t1.048\t0.250\t-1.356\t2.215\t0.857\t-0.319\t1.316\t2.548\t1.275\t0.023\t-0.424\t0.000\t1.424\t1.003\t0.988\t0.821\t0.742\t0.853\t0.874\n1\t1.048\t-0.133\t-0.045\t1.171\t-0.480\t1.119\t-0.481\t1.593\t0.000\t1.116\t0.704\t1.170\t0.000\t1.673\t-0.078\t-0.633\t2.548\t0.851\t0.712\t0.208\t3.102\t0.819\t0.671\t0.982\t0.698\t0.769\t0.876\t0.818\n0\t2.582\t-1.329\t1.319\t1.076\t1.038\t1.456\t-1.316\t-0.651\t0.000\t0.828\t-0.905\t-0.453\t0.000\t0.724\t-0.299\t1.223\t2.548\t0.745\t-0.345\t0.074\t3.102\t0.624\t1.217\t0.993\t0.967\t0.484\t0.760\t1.087\n0\t0.291\t1.048\t-0.077\t1.333\t-0.877\t0.546\t1.539\t0.439\t0.000\t0.816\t-0.192\t1.308\t2.215\t0.828\t1.119\t1.270\t0.000\t1.163\t0.661\t-0.763\t3.102\t0.846\t1.052\t0.989\t0.843\t0.955\t1.154\t0.989\n1\t2.282\t-1.030\t-1.371\t0.678\t-0.296\t1.450\t-1.066\t1.378\t2.173\t1.634\t-0.654\t-0.119\t0.000\t0.751\t0.007\t0.628\t2.548\t0.701\t-1.102\t-0.813\t0.000\t0.938\t0.883\t1.420\t1.338\t1.099\t1.120\t1.077\n1\t0.880\t1.128\t-1.297\t0.348\t-0.336\t0.178\t1.480\t0.302\t0.000\t0.498\t-0.573\t-0.498\t2.215\t1.024\t0.453\t0.889\t2.548\t1.012\t2.151\t-1.219\t0.000\t0.850\t1.163\t0.984\t0.673\t0.840\t1.065\t0.912\n1\t0.669\t-1.065\t0.454\t1.022\t1.188\t1.509\t0.252\t1.534\t0.000\t2.303\t-0.294\t-0.544\t2.215\t0.437\t-0.311\t0.681\t0.000\t0.732\t0.767\t-0.359\t3.102\t1.108\t1.033\t0.987\t1.376\t0.787\t1.256\t1.075\n1\t0.783\t0.716\t0.830\t0.547\t-0.838\t1.076\t0.502\t1.729\t2.173\t0.893\t0.347\t-0.239\t1.107\t0.896\t1.196\t0.098\t0.000\t0.520\t1.227\t-1.239\t0.000\t0.706\t1.060\t0.985\t0.685\t1.417\t0.837\t0.719\n0\t1.150\t0.215\t1.537\t0.602\t-1.123\t0.707\t-0.017\t0.190\t0.000\t0.931\t-0.567\t-0.611\t0.000\t0.876\t0.895\t0.484\t2.548\t0.801\t1.320\t1.267\t0.000\t0.910\t0.936\t0.994\t0.568\t0.666\t0.622\t0.627\n1\t1.341\t-0.542\t1.479\t0.908\t-1.407\t0.429\t0.149\t-0.619\t0.000\t0.839\t-0.121\t-0.161\t2.215\t1.292\t0.830\t0.684\t1.274\t0.610\t1.166\t-0.352\t0.000\t0.552\t0.813\t0.986\t1.006\t0.971\t0.907\t0.788\n0\t0.878\t1.195\t0.358\t2.148\t0.590\t1.251\t1.208\t-0.915\t2.173\t0.741\t0.016\t-1.312\t2.215\t0.278\t0.172\t1.371\t0.000\t0.716\t1.457\t1.271\t0.000\t0.427\t0.888\t0.992\t1.617\t1.032\t1.394\t1.039\n1\t0.652\t-0.281\t0.657\t1.086\t0.993\t0.889\t0.225\t1.086\t1.087\t0.756\t0.826\t-0.581\t1.107\t1.388\t1.540\t-0.913\t0.000\t1.020\t2.040\t-0.675\t0.000\t0.581\t0.700\t0.994\t1.056\t1.262\t1.100\t1.572\n0\t0.892\t-0.959\t-1.325\t1.056\t0.391\t0.781\t-0.377\t0.155\t2.173\t0.948\t0.355\t-1.283\t0.000\t1.174\t1.167\t0.904\t1.274\t0.838\t0.391\t-0.029\t0.000\t1.052\t1.068\t1.344\t0.920\t1.337\t1.083\t0.982\n0\t0.644\t-0.473\t-0.491\t1.978\t-0.976\t1.653\t-0.471\t1.029\t2.173\t1.675\t-0.450\t-0.770\t1.107\t0.937\t-0.700\t0.537\t0.000\t1.118\t-1.380\t0.549\t0.000\t0.864\t1.243\t0.992\t1.837\t2.445\t1.463\t1.229\n1\t1.206\t-1.561\t-1.529\t1.907\t1.452\t1.315\t-1.673\t-0.019\t0.000\t0.549\t-0.500\t0.583\t2.215\t0.700\t-0.725\t-1.086\t2.548\t0.980\t-1.242\t-0.838\t0.000\t1.179\t0.997\t0.994\t1.050\t0.664\t0.782\t0.961\n1\t2.290\t0.260\t0.112\t1.207\t-0.719\t1.533\t-0.816\t1.460\t1.087\t0.657\t-0.482\t-0.676\t2.215\t0.425\t0.206\t-1.051\t0.000\t0.488\t2.195\t1.268\t0.000\t0.879\t1.013\t1.568\t2.128\t1.405\t1.400\t1.277\n1\t3.214\t-0.930\t-1.477\t1.183\t1.547\t2.422\t-0.739\t0.156\t0.000\t0.647\t-0.140\t-1.317\t1.107\t0.373\t-0.664\t0.576\t0.000\t1.099\t0.390\t-0.627\t0.000\t0.805\t0.849\t1.094\t0.749\t0.606\t0.623\t0.847\n0\t1.425\t-0.176\t-1.441\t0.432\t-0.142\t0.677\t-0.217\t-0.086\t2.173\t0.835\t-1.093\t1.179\t0.000\t0.555\t1.103\t-0.518\t0.000\t0.692\t0.468\t1.065\t3.102\t1.370\t0.849\t1.001\t0.842\t0.688\t0.714\t0.685\n1\t1.636\t-1.937\t0.185\t0.694\t0.468\t0.998\t-0.321\t-0.558\t2.173\t0.954\t0.975\t-1.685\t0.000\t0.414\t-2.065\t0.633\t0.000\t1.420\t-0.648\t1.635\t3.102\t0.672\t0.976\t1.002\t1.047\t1.193\t1.054\t0.840\n0\t1.002\t-0.503\t-1.552\t0.504\t-0.050\t1.645\t-2.624\t0.577\t0.000\t1.578\t0.388\t-1.533\t2.215\t1.186\t1.992\t-0.585\t0.000\t0.956\t0.541\t0.238\t3.102\t0.853\t0.893\t0.989\t0.847\t1.117\t0.979\t0.962\n1\t0.351\t1.357\t-0.471\t0.487\t-0.196\t1.034\t0.005\t1.672\t0.000\t1.425\t0.087\t-0.229\t2.215\t0.977\t0.567\t-1.479\t0.000\t1.201\t-1.747\t0.672\t0.000\t0.780\t0.663\t0.979\t0.670\t0.870\t0.935\t0.804\n0\t0.727\t2.288\t0.495\t0.266\t1.052\t0.654\t0.232\t-0.396\t2.173\t0.746\t-1.066\t1.568\t1.107\t0.540\t0.318\t1.398\t0.000\t0.827\t0.763\t-0.684\t0.000\t0.734\t0.908\t0.991\t0.956\t1.247\t1.101\t0.861\n0\t0.401\t0.784\t0.041\t1.706\t0.462\t1.345\t0.185\t-0.932\t2.173\t0.651\t0.167\t-1.603\t0.000\t0.938\t0.512\t1.133\t2.548\t0.415\t-0.183\t0.867\t0.000\t0.554\t0.836\t0.997\t0.970\t1.366\t1.378\t1.101\n0\t0.424\t0.868\t-0.998\t1.639\t1.255\t1.474\t0.713\t-0.037\t2.173\t0.339\t1.612\t-1.394\t0.000\t0.834\t0.376\t1.566\t2.548\t0.570\t-0.532\t-1.266\t0.000\t0.816\t1.177\t1.035\t0.567\t1.387\t0.960\t0.818\n0\t0.369\t0.964\t-1.426\t0.948\t0.991\t0.420\t-2.202\t0.725\t0.000\t1.112\t-0.077\t-0.739\t1.107\t0.621\t-0.510\t-1.648\t0.000\t0.863\t0.195\t0.240\t3.102\t1.153\t1.012\t0.988\t0.916\t0.697\t0.894\t0.804\n0\t0.333\t0.151\t-0.921\t1.240\t0.133\t1.089\t-0.398\t-1.031\t2.173\t0.860\t0.725\t1.421\t0.000\t1.010\t0.153\t0.411\t2.548\t1.383\t1.097\t0.808\t0.000\t0.852\t0.847\t0.989\t1.427\t1.314\t1.096\t1.002\n0\t0.861\t0.869\t1.377\t1.051\t-0.251\t0.697\t0.169\t-1.222\t0.000\t0.881\t-0.049\t0.640\t2.215\t0.402\t-0.966\t1.587\t0.000\t0.776\t-0.105\t0.063\t3.102\t0.828\t0.995\t1.311\t0.744\t0.372\t0.638\t0.705\n0\t0.954\t-0.909\t-1.450\t0.967\t1.149\t0.639\t0.269\t0.909\t1.087\t1.148\t-0.412\t-0.625\t1.107\t0.790\t1.038\t-0.179\t0.000\t0.624\t1.746\t0.893\t0.000\t0.744\t0.849\t0.987\t0.986\t1.316\t0.937\t0.964\n1\t0.540\t2.262\t0.484\t0.673\t-0.187\t1.044\t1.247\t-0.608\t0.000\t1.147\t1.438\t1.410\t2.215\t1.899\t0.869\t1.039\t2.548\t0.518\t0.294\t-0.477\t0.000\t0.543\t1.271\t0.992\t0.899\t0.662\t1.026\t0.873\n1\t1.150\t0.782\t-0.107\t0.213\t1.400\t1.096\t0.686\t1.405\t0.000\t0.275\t-2.784\t-0.645\t0.000\t0.748\t1.283\t0.073\t2.548\t0.882\t0.442\t-1.498\t0.000\t0.762\t0.973\t0.988\t0.525\t0.683\t0.763\t0.729\n1\t1.225\t0.129\t-0.695\t0.800\t-1.683\t0.647\t-0.224\t1.404\t0.000\t1.348\t-1.116\t0.879\t1.107\t0.639\t-2.416\t-0.604\t0.000\t0.759\t0.269\t0.468\t0.000\t0.869\t0.633\t1.065\t1.352\t0.921\t0.955\t0.885\n1\t0.973\t-0.601\t1.536\t1.202\t-1.158\t1.513\t-0.246\t-1.580\t2.173\t2.024\t-1.088\t0.096\t0.000\t1.537\t-1.033\t0.859\t0.000\t1.341\t1.201\t-0.222\t0.000\t1.716\t1.158\t0.988\t0.740\t0.979\t1.445\t1.187\n1\t1.394\t-0.406\t-1.088\t0.359\t-0.745\t1.600\t-1.160\t0.445\t0.000\t1.849\t0.376\t-0.966\t2.215\t1.368\t-0.595\t1.068\t0.000\t0.722\t0.627\t1.096\t0.000\t0.836\t0.613\t0.994\t0.686\t0.822\t0.920\t0.806\n0\t0.441\t-0.672\t1.115\t1.701\t-0.577\t0.586\t-1.313\t1.345\t0.000\t0.580\t0.866\t-1.567\t1.107\t0.771\t-0.720\t-0.032\t2.548\t0.744\t-1.531\t0.496\t0.000\t0.747\t0.745\t1.199\t1.026\t0.967\t0.848\t0.809\n0\t1.050\t0.816\t0.893\t1.093\t1.623\t1.096\t0.049\t-1.359\t1.087\t0.746\t0.660\t-0.191\t2.215\t1.012\t-1.555\t-0.394\t0.000\t0.969\t-2.002\t0.292\t0.000\t0.930\t1.320\t0.987\t1.186\t1.233\t1.163\t1.259\n1\t0.687\t1.388\t-1.210\t1.089\t0.304\t1.684\t2.240\t1.040\t0.000\t1.894\t-0.240\t-0.942\t1.107\t0.990\t-0.276\t-0.072\t1.274\t0.530\t-0.935\t-1.615\t0.000\t0.457\t0.584\t1.173\t1.000\t1.028\t1.111\t0.861\n1\t0.655\t1.750\t-1.468\t0.571\t1.107\t1.263\t0.466\t-0.936\t0.000\t0.535\t2.260\t-0.187\t0.000\t1.054\t0.311\t0.322\t2.548\t2.889\t1.295\t1.024\t1.551\t1.202\t1.110\t0.996\t0.833\t1.166\t1.141\t0.931\n0\t1.265\t-0.516\t-1.174\t0.383\t-0.287\t1.131\t1.131\t1.030\t0.000\t1.633\t-0.958\t-0.456\t2.215\t1.490\t0.718\t1.424\t0.000\t1.244\t0.968\t0.275\t3.102\t0.910\t0.961\t0.994\t0.799\t1.840\t1.728\t1.498\n0\t0.362\t0.894\t0.866\t1.503\t-0.534\t0.805\t-0.622\t0.985\t1.087\t1.271\t0.207\t1.562\t2.215\t1.174\t-0.496\t-0.513\t0.000\t0.869\t-0.523\t-0.110\t0.000\t0.399\t1.001\t0.988\t1.174\t0.979\t1.107\t1.015\n1\t1.013\t0.278\t1.406\t1.450\t1.146\t1.421\t0.747\t-0.911\t1.087\t0.690\t2.763\t0.803\t0.000\t1.361\t0.938\t-0.404\t0.000\t0.485\t1.149\t-0.266\t0.000\t0.864\t1.474\t0.988\t1.762\t1.408\t1.309\t1.435\n0\t0.478\t1.732\t0.908\t0.918\t-0.729\t0.779\t-0.271\t0.023\t0.000\t0.980\t0.064\t1.456\t0.000\t1.231\t0.744\t0.444\t2.548\t1.220\t-0.823\t-1.533\t0.000\t1.000\t0.861\t0.983\t0.741\t0.730\t0.829\t0.810\n1\t0.970\t1.230\t0.418\t0.289\t0.569\t1.060\t0.664\t-1.239\t2.173\t0.517\t-1.119\t0.592\t2.215\t0.632\t0.260\t0.822\t0.000\t0.756\t-1.191\t-1.335\t0.000\t1.024\t1.204\t0.993\t0.841\t1.572\t0.974\t0.868\n0\t1.638\t-0.777\t-1.571\t1.072\t1.424\t0.943\t0.731\t0.182\t1.087\t0.389\t0.215\t0.882\t0.000\t0.478\t-1.303\t-0.423\t2.548\t0.729\t-0.670\t-0.809\t0.000\t0.786\t0.905\t0.991\t0.804\t1.179\t1.098\t0.858\n1\t3.481\t0.207\t-1.183\t1.274\t-1.497\t1.965\t-1.060\t0.283\t0.000\t0.705\t0.225\t1.663\t0.000\t0.853\t0.888\t-0.927\t2.548\t0.890\t2.063\t0.237\t0.000\t1.729\t1.119\t0.991\t1.429\t0.914\t0.953\t1.036\n1\t2.031\t-0.675\t-1.619\t0.112\t-1.193\t0.588\t-0.435\t-0.641\t2.173\t0.931\t0.709\t-0.049\t2.215\t0.669\t-0.902\t-0.133\t0.000\t1.021\t2.021\t0.980\t0.000\t0.813\t0.859\t0.994\t0.841\t0.872\t0.905\t0.772\n1\t1.005\t1.425\t-0.123\t1.039\t-1.255\t1.135\t1.172\t0.147\t2.173\t1.229\t1.453\t1.724\t0.000\t0.635\t2.167\t-1.737\t0.000\t0.624\t0.912\t1.352\t3.102\t0.619\t0.454\t1.206\t1.018\t0.789\t0.892\t0.824\n1\t1.319\t-0.586\t-0.225\t0.620\t-0.100\t0.767\t0.911\t1.021\t2.173\t0.685\t1.278\t-1.405\t2.215\t0.720\t0.546\t1.503\t0.000\t0.759\t1.458\t-0.645\t0.000\t0.908\t0.815\t0.999\t1.602\t0.896\t1.359\t1.152\n0\t1.399\t-0.020\t1.234\t1.141\t1.494\t1.211\t-0.726\t-0.221\t0.000\t0.739\t0.120\t-0.127\t0.000\t0.640\t0.815\t1.138\t2.548\t1.165\t-1.098\t-1.364\t1.551\t0.928\t1.079\t0.980\t0.752\t1.026\t0.755\t0.790\n0\t0.977\t-1.463\t1.416\t0.427\t-1.196\t2.019\t-1.580\t1.110\t1.087\t1.305\t-1.052\t-0.989\t2.215\t1.271\t-1.762\t-0.881\t0.000\t1.901\t1.908\t-0.110\t0.000\t0.925\t0.967\t0.995\t1.092\t2.349\t1.354\t1.099\n0\t0.327\t-1.517\t0.850\t2.173\t0.106\t0.652\t-1.360\t-0.293\t2.173\t1.150\t0.641\t-1.420\t0.000\t0.678\t0.153\t0.744\t2.548\t0.574\t2.042\t-1.724\t0.000\t1.117\t0.998\t0.987\t0.909\t0.968\t1.273\t2.115\n0\t0.790\t-0.711\t0.733\t0.422\t0.855\t0.479\t0.009\t-1.261\t2.173\t0.483\t0.195\t0.324\t0.000\t1.651\t-0.270\t-0.407\t2.548\t1.574\t-0.168\t1.617\t0.000\t1.068\t1.084\t0.988\t1.022\t0.790\t0.911\t0.855\n1\t0.524\t1.129\t0.683\t1.532\t0.579\t1.106\t0.050\t-1.019\t2.173\t1.058\t0.051\t1.201\t0.000\t0.577\t-1.155\t-1.054\t0.000\t1.348\t-0.265\t-0.362\t3.102\t1.369\t1.077\t0.994\t1.343\t0.762\t0.928\t0.913\n0\t0.686\t1.798\t0.218\t1.167\t0.756\t0.722\t0.143\t1.338\t0.000\t0.830\t0.445\t-0.257\t0.000\t0.693\t1.901\t-0.683\t0.000\t0.569\t0.784\t0.271\t0.000\t0.898\t0.812\t0.976\t0.618\t0.395\t0.564\t0.588\n0\t2.098\t-0.024\t-0.138\t0.901\t-0.242\t0.483\t-0.642\t-0.965\t0.000\t0.853\t0.180\t-1.508\t0.000\t1.094\t1.961\t1.391\t0.000\t1.367\t-2.052\t0.947\t0.000\t0.867\t0.737\t0.982\t0.805\t0.486\t0.699\t0.733\n0\t1.694\t0.868\t-0.740\t0.356\t1.339\t0.701\t-0.015\t0.206\t2.173\t0.571\t-0.924\t0.726\t0.000\t0.942\t0.176\t-1.732\t2.548\t0.935\t-2.316\t1.516\t0.000\t0.909\t1.209\t1.027\t0.963\t1.002\t1.020\t1.161\n0\t3.216\t0.626\t-0.738\t0.103\t0.336\t1.587\t-0.781\t0.943\t1.087\t0.888\t-1.003\t1.308\t0.000\t1.093\t0.045\t-0.073\t2.548\t0.574\t-1.396\t-1.298\t0.000\t0.730\t0.908\t0.986\t0.847\t1.481\t1.572\t1.362\n0\t0.947\t-0.204\t-1.015\t2.041\t-1.426\t1.353\t0.363\t0.454\t2.173\t0.485\t-0.387\t-0.335\t0.000\t0.426\t0.817\t1.357\t0.000\t0.459\t-1.315\t0.760\t3.102\t0.847\t0.920\t0.984\t0.942\t0.974\t1.151\t0.905\n0\t0.830\t0.657\t-1.403\t1.241\t-0.608\t0.799\t-2.113\t0.972\t0.000\t0.928\t0.963\t-0.805\t0.000\t0.868\t0.457\t0.499\t2.548\t1.060\t1.036\t1.233\t1.551\t4.552\t2.654\t0.984\t0.843\t0.530\t1.757\t1.450\n1\t1.141\t0.353\t1.269\t0.539\t-0.392\t1.197\t0.839\t-0.778\t0.000\t1.274\t0.173\t0.266\t2.215\t1.516\t0.271\t1.534\t2.548\t0.728\t-0.369\t0.690\t0.000\t1.697\t1.427\t1.083\t0.716\t1.347\t1.109\t0.916\n1\t1.359\t-0.796\t1.287\t0.771\t-0.849\t1.825\t-0.994\t-1.226\t1.087\t1.206\t-0.107\t0.538\t0.000\t1.763\t0.488\t0.245\t0.000\t0.841\t-0.676\t0.869\t0.000\t0.938\t0.637\t1.331\t1.164\t1.259\t1.528\t1.258\n1\t1.198\t1.925\t1.155\t0.920\t0.991\t2.569\t0.090\t-0.804\t0.000\t1.241\t0.633\t1.189\t2.215\t0.945\t1.074\t0.059\t0.000\t0.665\t0.994\t1.000\t0.000\t0.656\t0.812\t0.973\t0.925\t0.760\t0.702\t0.640\n0\t0.495\t0.543\t0.284\t1.707\t1.079\t0.645\t-0.462\t-0.194\t0.000\t0.817\t-2.483\t0.897\t0.000\t0.846\t0.741\t-1.163\t2.548\t1.112\t-0.489\t-1.396\t0.000\t1.146\t0.963\t0.989\t1.019\t0.992\t0.851\t0.799\n0\t0.444\t-1.225\t0.682\t0.373\t-1.422\t0.880\t-0.436\t1.679\t0.000\t0.797\t-0.863\t-0.174\t2.215\t0.560\t-0.516\t0.751\t0.000\t0.854\t0.654\t-0.240\t3.102\t0.941\t0.976\t0.988\t0.753\t0.700\t0.779\t0.674\n1\t0.564\t0.655\t1.138\t0.603\t-0.910\t0.906\t0.728\t-1.291\t2.173\t0.796\t1.149\t0.800\t0.000\t1.414\t0.364\t0.329\t0.000\t0.605\t-0.859\t-0.603\t3.102\t0.935\t1.013\t0.983\t0.777\t0.908\t0.953\t0.839\n0\t0.647\t-1.068\t-1.451\t1.266\t-0.865\t1.234\t-0.729\t1.448\t1.087\t0.781\t-1.330\t-0.465\t0.000\t1.134\t-0.147\t0.717\t2.548\t1.220\t-1.522\t-0.014\t0.000\t0.583\t1.078\t0.988\t1.128\t1.001\t1.047\t0.981\n1\t0.966\t-0.214\t0.730\t1.067\t-1.154\t0.839\t0.439\t0.846\t0.000\t0.833\t-0.658\t-1.447\t2.215\t0.596\t0.216\t-0.023\t0.000\t2.347\t-0.015\t-0.950\t3.102\t0.907\t1.164\t1.396\t0.950\t0.691\t0.921\t0.832\n0\t0.778\t1.505\t-1.427\t1.772\t-1.601\t0.478\t0.946\t0.815\t1.087\t0.675\t0.519\t0.119\t0.000\t0.901\t1.209\t-0.566\t2.548\t0.941\t-0.433\t0.184\t0.000\t0.576\t0.789\t0.978\t1.127\t0.790\t0.878\t1.084\n0\t1.096\t1.605\t-0.616\t0.827\t0.033\t0.770\t0.843\t-1.358\t2.173\t0.930\t1.284\t0.140\t2.215\t1.012\t0.521\t1.229\t0.000\t0.842\t1.650\t1.553\t0.000\t0.831\t0.965\t0.978\t1.122\t1.251\t0.879\t0.857\n0\t0.310\t0.353\t-1.552\t0.491\t0.828\t0.803\t0.184\t-1.105\t2.173\t0.789\t-0.714\t0.713\t1.107\t0.486\t-1.915\t0.348\t0.000\t0.642\t-1.649\t-0.862\t0.000\t0.548\t1.206\t0.984\t0.638\t1.295\t0.881\t0.756\n1\t1.182\t1.084\t0.747\t1.266\t0.237\t0.719\t0.242\t-1.707\t2.173\t0.542\t-2.673\t-1.115\t0.000\t1.166\t-0.534\t-0.824\t0.000\t0.590\t0.708\t1.301\t0.000\t1.119\t0.900\t0.985\t0.663\t0.991\t0.894\t0.944\n1\t0.418\t-1.167\t0.756\t1.154\t-0.455\t0.574\t-0.421\t1.280\t2.173\t0.817\t-1.214\t-1.259\t2.215\t0.623\t1.179\t0.160\t0.000\t0.535\t0.682\t1.707\t0.000\t0.645\t0.809\t0.989\t0.810\t0.871\t0.822\t0.756\n0\t1.326\t-0.350\t-0.204\t0.339\t0.596\t1.056\t-0.409\t0.869\t2.173\t1.692\t0.569\t-1.426\t0.000\t1.176\t0.001\t-1.036\t2.548\t0.627\t-1.191\t0.728\t0.000\t2.026\t1.245\t0.984\t0.978\t1.403\t1.151\t1.009\n1\t1.242\t-0.650\t1.320\t1.163\t0.811\t1.024\t-0.227\t-0.909\t2.173\t0.493\t-1.095\t-1.189\t0.000\t1.006\t-0.971\t-0.101\t2.548\t0.684\t-0.608\t0.243\t0.000\t0.742\t0.772\t0.985\t0.966\t1.003\t0.983\t0.795\n0\t0.623\t-1.176\t1.542\t0.480\t0.318\t1.275\t0.446\t0.087\t0.000\t1.404\t-0.055\t1.470\t0.000\t1.996\t-0.259\t-1.005\t2.548\t0.636\t0.239\t-0.768\t3.102\t2.789\t1.542\t0.988\t1.325\t0.309\t1.203\t1.317\n0\t0.636\t1.164\t0.589\t0.595\t0.662\t1.077\t-0.344\t-1.399\t0.000\t1.394\t-0.245\t0.098\t2.215\t1.146\t-0.175\t-0.939\t0.000\t1.110\t-0.835\t1.059\t3.102\t0.879\t0.919\t1.000\t0.791\t0.958\t0.809\t0.736\n1\t1.205\t-1.088\t0.959\t1.898\t1.151\t0.606\t-0.653\t-0.869\t2.173\t0.862\t0.206\t-0.683\t0.000\t0.786\t-0.199\t0.203\t1.274\t0.734\t-0.438\t-0.342\t0.000\t0.501\t0.560\t1.005\t1.187\t0.733\t0.845\t0.820\n1\t0.333\t0.505\t0.415\t1.146\t-0.152\t1.701\t-0.030\t-0.886\t0.000\t1.798\t-1.329\t0.652\t2.215\t1.683\t-0.953\t1.162\t2.548\t0.668\t-0.054\t-1.646\t0.000\t1.030\t1.763\t0.991\t3.278\t0.872\t2.361\t2.027\n0\t0.930\t0.179\t-0.595\t0.271\t0.854\t0.654\t-0.498\t1.515\t2.173\t0.983\t0.292\t-1.281\t2.215\t0.667\t-0.904\t-0.113\t0.000\t1.184\t0.355\t0.278\t0.000\t0.877\t0.922\t0.985\t0.947\t0.841\t0.727\t0.694\n1\t1.758\t0.195\t-1.519\t0.551\t0.858\t1.057\t-1.284\t-0.245\t2.173\t0.770\t-0.633\t-1.630\t0.000\t1.627\t-0.779\t0.707\t2.548\t0.608\t0.614\t-0.852\t0.000\t0.883\t1.102\t1.146\t1.586\t1.289\t1.213\t1.020\n1\t0.750\t-1.544\t-0.300\t1.308\t-1.184\t0.505\t-0.494\t1.389\t0.000\t0.369\t2.001\t-1.651\t0.000\t1.821\t0.203\t0.657\t1.274\t1.298\t0.184\t-0.292\t3.102\t0.828\t0.887\t0.987\t1.095\t0.887\t1.188\t0.972\n1\t0.413\t0.727\t0.878\t1.121\t-1.302\t1.039\t-0.926\t0.361\t2.173\t0.763\t-1.196\t1.271\t2.215\t1.300\t-0.632\t-1.082\t0.000\t1.142\t1.280\t0.276\t0.000\t2.224\t1.752\t0.988\t1.889\t0.977\t1.439\t1.364\n1\t0.907\t-0.730\t-0.315\t1.014\t0.551\t0.922\t0.499\t-1.373\t2.173\t0.410\t-0.888\t1.098\t0.000\t1.207\t0.233\t1.535\t0.000\t0.951\t-1.587\t-0.162\t0.000\t0.952\t0.993\t0.984\t0.751\t0.238\t0.890\t0.788\n1\t0.336\t0.838\t-0.813\t1.411\t1.658\t1.419\t-0.235\t-0.961\t2.173\t1.061\t-0.700\t0.977\t2.215\t1.965\t0.650\t0.535\t0.000\t0.403\t-2.196\t-0.124\t0.000\t0.854\t1.154\t0.991\t0.847\t1.831\t0.989\t0.862\n1\t1.811\t-1.649\t-1.623\t0.461\t-0.025\t1.072\t-0.689\t0.366\t2.173\t0.491\t1.920\t-0.657\t0.000\t0.594\t-1.202\t1.233\t0.000\t0.416\t-0.378\t-1.255\t3.102\t0.762\t0.978\t1.255\t0.656\t0.708\t0.872\t0.729\n0\t1.358\t0.970\t-1.289\t1.618\t-0.619\t0.569\t-2.297\t-1.411\t0.000\t1.040\t0.206\t0.788\t0.000\t1.280\t-0.426\t0.552\t0.000\t1.125\t0.924\t1.530\t3.102\t0.718\t0.986\t1.166\t1.453\t1.308\t1.062\t1.098\n1\t0.888\t0.821\t-1.451\t0.397\t0.583\t1.160\t-0.424\t-0.610\t2.173\t0.838\t1.161\t1.378\t0.000\t0.573\t1.619\t0.951\t0.000\t0.713\t1.575\t0.076\t0.000\t0.995\t0.791\t0.982\t1.368\t0.984\t1.076\t0.940\n0\t1.728\t0.897\t1.389\t1.463\t0.518\t0.703\t1.017\t-0.954\t2.173\t0.653\t1.356\t-1.345\t2.215\t0.272\t1.139\t0.888\t0.000\t1.260\t0.765\t0.074\t0.000\t0.450\t0.649\t1.556\t1.068\t0.391\t0.902\t0.713\n0\t1.155\t-0.459\t1.456\t1.320\t1.218\t1.098\t-0.537\t-0.472\t1.087\t0.510\t1.885\t-0.063\t0.000\t0.885\t0.894\t-1.058\t0.000\t1.186\t1.230\t0.322\t0.000\t0.955\t0.717\t0.989\t1.466\t0.443\t0.960\t1.231\n1\t0.804\t1.268\t-1.253\t1.299\t0.970\t0.889\t0.453\t-0.086\t2.173\t1.434\t0.919\t1.437\t0.000\t0.711\t-0.073\t-1.488\t2.548\t1.054\t-1.918\t-0.587\t0.000\t0.816\t0.784\t1.285\t1.169\t0.982\t0.874\t0.820\n1\t0.570\t0.954\t-0.795\t1.633\t-0.072\t0.528\t-0.750\t0.228\t0.000\t0.716\t0.529\t1.389\t2.215\t1.341\t-0.920\t1.545\t1.274\t0.750\t-0.456\t-1.269\t0.000\t0.943\t0.941\t0.988\t2.060\t0.906\t1.367\t1.189\n1\t0.780\t0.752\t-0.252\t0.789\t1.520\t2.944\t1.272\t-1.181\t0.000\t2.788\t0.759\t0.525\t0.000\t1.074\t0.627\t0.020\t0.000\t1.434\t-0.485\t1.218\t3.102\t1.173\t0.778\t1.086\t0.872\t0.447\t0.876\t0.817\n1\t1.029\t-0.684\t-0.892\t0.187\t-1.685\t1.504\t-0.338\t-0.004\t0.000\t0.858\t0.091\t1.026\t1.107\t2.675\t-0.274\t-1.719\t2.548\t1.060\t-0.625\t0.528\t0.000\t0.974\t1.149\t0.977\t0.917\t1.047\t1.272\t1.049\n1\t1.292\t-0.407\t-1.136\t2.004\t-1.701\t0.623\t2.174\t0.223\t0.000\t1.124\t0.286\t0.386\t2.215\t0.498\t1.293\t-0.336\t0.000\t0.966\t-0.994\t1.201\t3.102\t1.020\t0.983\t1.084\t1.434\t0.992\t0.995\t0.918\n0\t1.959\t0.647\t0.013\t1.699\t-0.083\t1.780\t-0.534\t1.704\t0.000\t0.602\t-0.068\t-0.034\t1.107\t0.811\t0.640\t1.584\t1.274\t0.598\t-0.803\t-1.209\t0.000\t0.846\t0.917\t0.975\t0.750\t0.794\t0.847\t1.354\n0\t1.792\t-0.006\t-0.203\t0.223\t-0.563\t1.338\t-0.056\t1.478\t0.000\t0.543\t-2.690\t-0.391\t0.000\t0.698\t1.099\t0.132\t2.548\t0.797\t-0.662\t1.096\t0.000\t0.800\t0.892\t0.998\t0.821\t0.599\t0.802\t0.897\n1\t0.298\t1.472\t0.100\t1.350\t-1.572\t0.931\t0.243\t-0.576\t2.173\t0.657\t-1.300\t0.078\t0.000\t1.254\t1.135\t0.998\t0.000\t1.252\t0.099\t1.390\t3.102\t0.908\t0.813\t0.986\t1.555\t1.121\t1.176\t0.978\n1\t0.476\t0.590\t-0.322\t2.835\t0.297\t0.669\t-0.851\t1.474\t0.000\t0.749\t1.646\t-1.262\t2.215\t0.975\t-0.904\t1.047\t0.000\t1.849\t0.273\t-1.327\t0.000\t1.152\t0.808\t0.986\t0.804\t0.803\t1.005\t0.973\n1\t0.555\t-0.496\t-1.694\t0.710\t0.315\t0.833\t-1.168\t0.761\t0.000\t1.086\t-1.317\t-1.537\t1.107\t0.986\t-1.431\t-0.815\t2.548\t0.788\t-1.887\t1.049\t0.000\t0.774\t1.018\t0.985\t1.042\t0.677\t0.825\t0.869\n1\t1.117\t1.341\t-1.362\t0.224\t-1.573\t1.124\t0.695\t1.193\t2.173\t0.817\t2.147\t-0.143\t0.000\t0.502\t0.738\t-0.313\t0.000\t0.444\t-0.139\t-0.022\t0.000\t0.759\t0.693\t0.979\t0.942\t0.874\t0.896\t0.809\n1\t2.050\t-0.109\t-1.427\t0.683\t-1.557\t1.620\t-1.244\t0.798\t0.000\t1.193\t0.134\t-1.169\t0.000\t1.865\t-0.135\t-0.078\t2.548\t0.999\t-1.282\t-0.369\t0.000\t0.760\t0.853\t0.977\t1.358\t0.647\t0.932\t1.186\n0\t1.664\t-0.938\t0.546\t1.304\t-1.587\t0.527\t0.786\t1.640\t0.000\t0.620\t0.500\t0.916\t0.000\t1.133\t-0.974\t-0.054\t2.548\t1.393\t0.013\t-0.947\t3.102\t0.909\t0.867\t1.917\t1.245\t0.882\t0.925\t0.821\n1\t0.749\t-1.522\t-1.680\t0.651\t0.567\t0.670\t-1.083\t-0.644\t0.000\t0.841\t-0.611\t1.414\t2.215\t1.037\t-1.678\t-1.167\t0.000\t1.864\t-0.165\t0.339\t3.102\t0.891\t1.115\t0.989\t1.134\t0.963\t0.967\t0.898\n0\t0.682\t-0.017\t0.639\t1.210\t-1.299\t1.350\t0.163\t1.143\t2.173\t1.114\t-0.852\t-0.364\t2.215\t0.961\t0.098\t-0.203\t0.000\t0.691\t-1.169\t-1.265\t0.000\t1.047\t0.785\t1.240\t1.050\t2.020\t1.103\t0.948\n0\t4.066\t0.724\t-1.381\t0.448\t-1.100\t2.328\t0.087\t0.316\t1.087\t1.025\t0.946\t-0.799\t0.000\t0.740\t0.737\t1.184\t0.000\t0.593\t-0.064\t1.110\t3.102\t0.807\t1.282\t0.982\t0.819\t0.822\t1.660\t1.278\n0\t0.374\t0.432\t0.988\t0.244\t-1.146\t0.946\t-1.506\t0.236\t0.000\t0.986\t1.123\t-1.166\t0.000\t1.221\t-0.511\t0.846\t0.000\t0.599\t-1.049\t0.750\t1.551\t0.913\t1.051\t0.995\t0.528\t0.762\t0.650\t0.587\n1\t0.920\t-0.320\t-0.241\t0.289\t-0.303\t0.985\t0.635\t1.418\t0.000\t0.599\t1.390\t-1.545\t0.000\t0.761\t-0.044\t-0.787\t2.548\t0.844\t-0.936\t0.236\t0.000\t0.986\t1.037\t0.999\t0.737\t0.371\t0.686\t0.998\n1\t0.578\t0.643\t-1.119\t0.853\t1.090\t1.110\t2.041\t-0.083\t0.000\t1.330\t0.460\t1.081\t0.000\t0.666\t-0.113\t1.424\t0.000\t1.935\t-1.051\t-1.242\t3.102\t0.981\t0.779\t0.987\t0.968\t0.815\t0.971\t0.808\n0\t0.863\t0.927\t-1.666\t1.122\t1.691\t1.484\t-1.540\t0.417\t0.000\t0.954\t0.374\t-0.321\t2.215\t0.785\t0.072\t1.494\t0.000\t1.400\t0.052\t-0.945\t3.102\t0.874\t0.850\t1.003\t1.291\t0.581\t0.989\t1.083\n0\t0.844\t-2.102\t0.735\t1.315\t1.312\t0.949\t-0.769\t0.747\t1.087\t1.383\t0.451\t-0.375\t0.000\t0.794\t1.383\t-1.597\t0.000\t2.914\t0.191\t-1.077\t1.551\t0.879\t1.271\t0.998\t0.835\t1.983\t1.367\t1.568\n1\t1.164\t0.534\t-1.645\t0.443\t1.258\t1.100\t0.639\t-0.056\t2.173\t0.711\t0.444\t-0.872\t2.215\t0.779\t0.113\t1.220\t0.000\t0.495\t1.325\t0.194\t0.000\t0.775\t0.909\t0.987\t0.768\t0.881\t0.859\t0.737\n0\t0.781\t0.153\t0.493\t0.344\t-1.506\t0.617\t-0.523\t-0.380\t2.173\t0.842\t0.453\t-0.690\t0.000\t0.869\t-0.828\t-1.737\t2.548\t0.754\t0.064\t1.116\t0.000\t0.988\t0.948\t0.983\t0.659\t0.875\t0.671\t0.613\n1\t1.065\t0.515\t0.639\t0.692\t-1.696\t0.721\t-0.928\t-0.742\t0.000\t0.752\t0.683\t1.414\t2.215\t1.197\t-0.483\t-0.133\t0.000\t1.078\t-0.028\t0.338\t3.102\t0.935\t0.828\t1.025\t0.605\t0.736\t0.870\t0.825\n1\t1.339\t-0.342\t-1.533\t0.894\t-0.442\t0.787\t0.619\t1.162\t2.173\t0.707\t0.586\t0.207\t2.215\t0.552\t0.512\t-0.962\t0.000\t1.253\t-2.279\t-0.121\t0.000\t0.714\t0.756\t1.262\t0.991\t0.833\t0.882\t0.788\n0\t1.079\t-0.630\t-1.332\t1.576\t-0.588\t0.455\t-0.411\t0.247\t2.173\t0.531\t-0.255\t1.211\t0.000\t0.675\t-1.487\t1.342\t0.000\t0.617\t0.698\t0.617\t1.551\t0.689\t0.732\t1.123\t0.869\t0.417\t0.696\t0.709\n0\t0.779\t-1.248\t0.918\t1.726\t0.282\t0.945\t-0.533\t-1.302\t2.173\t1.093\t-0.354\t1.267\t0.000\t0.878\t0.686\t-1.237\t0.000\t1.095\t0.334\t-0.381\t3.102\t1.460\t1.098\t0.986\t1.490\t0.952\t1.161\t1.184\n0\t0.713\t1.338\t1.365\t0.943\t-1.454\t1.157\t1.881\t0.033\t0.000\t1.054\t0.877\t0.652\t1.107\t0.790\t-0.573\t-1.271\t2.548\t1.528\t0.966\t-1.278\t0.000\t2.030\t1.531\t0.981\t1.425\t1.259\t1.305\t1.190\n1\t0.650\t1.832\t1.593\t0.369\t-1.284\t0.644\t-0.897\t1.493\t2.173\t0.525\t-0.149\t-0.162\t0.000\t0.973\t-0.490\t0.330\t2.548\t0.744\t0.125\t-0.800\t0.000\t1.008\t1.042\t0.990\t0.974\t0.874\t0.876\t0.925\n0\t0.785\t-0.020\t1.287\t0.729\t-1.372\t0.852\t0.733\t0.200\t1.087\t0.647\t1.203\t-0.543\t2.215\t0.809\t1.110\t1.262\t0.000\t0.375\t-1.735\t1.283\t0.000\t0.701\t0.864\t0.989\t1.090\t0.732\t0.960\t0.808\n1\t0.411\t1.328\t-0.967\t0.223\t0.745\t0.560\t-0.355\t-0.856\t2.173\t0.969\t0.739\t-0.450\t2.215\t1.220\t-0.440\t0.977\t0.000\t0.419\t-0.791\t1.096\t0.000\t0.203\t1.106\t0.993\t0.656\t0.748\t0.786\t0.677\n1\t1.623\t0.033\t0.952\t1.043\t0.614\t0.782\t-1.507\t-0.790\t2.173\t0.587\t0.255\t0.297\t0.000\t0.563\t0.193\t-0.339\t2.548\t1.057\t-0.069\t-1.461\t0.000\t1.041\t1.240\t0.984\t0.776\t0.873\t0.983\t0.867\n1\t0.861\t-0.887\t0.213\t0.961\t0.893\t0.685\t1.039\t-1.252\t2.173\t0.598\t0.611\t1.670\t0.000\t0.703\t-0.287\t-0.356\t2.548\t1.172\t0.096\t-0.832\t0.000\t0.892\t0.720\t0.984\t1.220\t0.892\t0.840\t0.745\n0\t0.798\t0.515\t-1.094\t1.228\t1.126\t0.707\t1.348\t1.252\t2.173\t1.185\t-0.773\t-0.810\t2.215\t1.480\t-1.050\t-0.117\t0.000\t0.418\t1.077\t0.519\t0.000\t1.427\t1.156\t1.247\t0.838\t2.175\t1.370\t1.169\n1\t1.458\t-0.595\t-0.506\t0.854\t1.555\t0.533\t0.683\t0.622\t2.173\t1.355\t-0.133\t1.223\t2.215\t0.721\t0.704\t-1.132\t0.000\t0.785\t0.637\t-0.813\t0.000\t0.236\t1.013\t1.483\t1.133\t0.835\t0.938\t0.836\n1\t1.794\t-1.064\t-0.431\t0.537\t0.679\t1.514\t1.337\t0.798\t0.000\t0.644\t0.409\t-0.759\t1.107\t1.102\t0.477\t1.730\t2.548\t0.563\t-1.147\t-1.481\t0.000\t2.865\t1.768\t1.145\t0.953\t0.702\t1.176\t1.396\n1\t0.619\t-1.821\t0.384\t1.252\t1.212\t2.304\t-2.713\t-0.520\t0.000\t1.066\t-0.611\t-1.682\t2.215\t2.077\t-0.602\t0.972\t0.000\t1.120\t0.534\t1.383\t3.102\t0.980\t2.564\t0.993\t1.000\t0.763\t2.300\t1.787\n1\t0.673\t0.434\t-0.059\t0.832\t-1.338\t1.018\t0.450\t0.660\t0.000\t1.294\t0.330\t-0.887\t2.215\t0.601\t1.435\t0.383\t0.000\t1.274\t0.484\t1.620\t3.102\t0.901\t0.923\t0.990\t0.679\t0.906\t0.954\t0.817\n1\t1.110\t-0.907\t-1.025\t0.352\t0.389\t0.786\t0.468\t0.767\t2.173\t0.914\t-0.388\t-0.803\t0.000\t1.343\t2.121\t0.498\t0.000\t1.326\t-0.915\t-1.274\t0.000\t0.781\t0.656\t0.986\t1.252\t0.730\t0.859\t0.798\n1\t0.805\t-0.718\t1.344\t0.307\t1.602\t1.721\t-1.175\t1.516\t2.173\t1.713\t-0.993\t-0.391\t0.000\t2.114\t-0.503\t0.466\t0.000\t1.177\t-0.125\t0.184\t1.551\t0.914\t0.822\t0.984\t1.194\t1.625\t1.306\t1.045\n1\t1.041\t-2.224\t1.377\t0.756\t-0.949\t0.675\t-0.052\t-0.143\t2.173\t0.609\t-1.055\t-1.376\t2.215\t0.537\t-0.611\t1.262\t0.000\t0.516\t-1.641\t-0.054\t0.000\t0.673\t0.794\t1.064\t0.739\t0.987\t1.004\t0.789\n0\t0.280\t-1.592\t0.254\t1.711\t0.531\t0.563\t-1.450\t-0.469\t0.000\t0.915\t-1.550\t-1.166\t0.000\t0.760\t-1.088\t1.050\t0.000\t0.549\t1.284\t-0.374\t3.102\t0.901\t0.850\t1.003\t0.802\t0.625\t0.903\t0.936\n0\t0.737\t-1.765\t-0.399\t1.033\t0.828\t1.196\t-2.173\t-1.580\t0.000\t1.495\t-0.162\t0.657\t2.215\t2.093\t-0.843\t-0.938\t2.548\t1.491\t-0.040\t0.165\t0.000\t3.331\t2.220\t1.081\t1.264\t2.001\t1.804\t1.440\n0\t2.636\t0.430\t-0.661\t0.213\t-0.954\t1.642\t0.619\t1.096\t2.173\t0.730\t-0.451\t-1.251\t2.215\t0.493\t0.143\t1.195\t0.000\t0.423\t-1.620\t0.560\t0.000\t0.689\t1.146\t0.989\t0.777\t1.658\t1.293\t1.058\n0\t0.975\t1.711\t1.031\t1.228\t0.575\t1.385\t-0.090\t-0.856\t2.173\t0.347\t-1.088\t1.171\t0.000\t1.281\t0.526\t1.551\t2.548\t0.478\t0.661\t-0.260\t0.000\t0.779\t0.975\t0.990\t1.296\t1.483\t1.813\t1.446\n0\t0.417\t-1.488\t-1.493\t1.198\t-0.219\t1.453\t-0.458\t0.890\t0.000\t1.364\t-0.271\t-1.145\t2.215\t0.822\t-0.215\t-0.073\t2.548\t0.403\t-0.244\t1.291\t0.000\t1.008\t0.981\t0.986\t0.884\t0.926\t0.899\t0.906\n0\t1.421\t1.507\t1.074\t0.793\t1.700\t0.577\t2.405\t-0.377\t0.000\t0.317\t2.214\t-1.606\t0.000\t0.609\t-2.336\t-0.280\t0.000\t0.530\t0.335\t1.053\t3.102\t0.815\t0.987\t0.991\t0.520\t0.404\t0.669\t0.711\n1\t0.660\t-1.796\t-0.047\t1.053\t-0.868\t0.926\t-1.217\t-1.465\t2.173\t0.937\t-1.742\t0.874\t0.000\t1.021\t-0.614\t-0.768\t2.548\t1.692\t0.104\t0.370\t0.000\t0.897\t0.910\t0.986\t1.122\t0.789\t0.928\t1.167\n1\t1.726\t-0.551\t-0.581\t0.320\t1.573\t0.635\t1.003\t0.851\t0.000\t0.386\t0.410\t-0.683\t0.000\t0.613\t-0.657\t0.721\t2.548\t0.379\t0.123\t0.271\t3.102\t1.079\t0.859\t0.986\t0.549\t0.220\t0.495\t0.653\n1\t0.339\t-1.324\t-1.092\t1.114\t-1.029\t0.905\t1.047\t0.626\t0.000\t0.852\t-0.969\t-1.194\t2.215\t1.030\t-0.500\t-1.503\t2.548\t0.447\t0.066\t-1.549\t0.000\t1.026\t1.212\t0.975\t0.737\t0.355\t1.021\t0.878\n0\t0.889\t-0.590\t1.653\t0.665\t-0.396\t0.313\t-1.403\t1.366\t0.000\t0.763\t-0.568\t-0.624\t2.215\t0.782\t-1.820\t0.231\t0.000\t0.809\t0.973\t1.383\t1.551\t0.804\t0.897\t1.026\t0.798\t0.986\t0.898\t0.761\n1\t0.551\t0.306\t0.773\t0.579\t1.444\t0.506\t0.059\t-0.257\t0.000\t0.858\t0.202\t-1.001\t2.215\t0.916\t-1.411\t1.528\t0.000\t0.374\t-0.546\t0.180\t3.102\t1.642\t0.883\t0.988\t0.946\t0.502\t0.713\t0.901\n1\t0.688\t-0.666\t-1.491\t0.740\t-0.899\t0.872\t-0.831\t-0.302\t0.000\t1.328\t-0.079\t1.061\t2.215\t0.604\t0.692\t-1.474\t0.000\t0.809\t-0.812\t0.272\t1.551\t1.622\t1.001\t0.993\t1.312\t0.748\t0.912\t0.935\n0\t0.966\t-0.670\t-1.189\t0.459\t0.749\t0.854\t0.276\t-0.594\t2.173\t0.825\t0.453\t0.410\t2.215\t0.816\t-0.206\t-1.144\t0.000\t1.007\t-0.215\t1.064\t0.000\t0.913\t0.930\t0.986\t0.959\t0.978\t0.838\t0.739\n1\t1.076\t0.378\t0.100\t0.844\t-1.085\t1.123\t0.159\t-0.895\t2.173\t1.050\t1.359\t0.533\t2.215\t1.080\t-0.560\t1.443\t0.000\t1.038\t-0.181\t0.682\t0.000\t0.906\t1.455\t1.156\t0.995\t1.860\t1.366\t1.108\n1\t0.468\t-1.378\t0.424\t1.023\t-1.355\t0.832\t-1.234\t1.545\t2.173\t1.172\t0.122\t-0.276\t0.000\t0.455\t-0.727\t-0.560\t2.548\t0.975\t1.466\t0.981\t0.000\t1.789\t1.152\t0.987\t0.744\t0.746\t1.240\t1.201\n0\t0.548\t1.570\t-1.559\t1.629\t1.487\t0.689\t-0.913\t0.624\t2.173\t0.789\t-1.021\t-0.852\t2.215\t0.881\t-0.781\t0.018\t0.000\t0.821\t-0.205\t-0.719\t0.000\t0.648\t0.735\t0.983\t1.303\t1.056\t1.123\t0.946\n1\t0.636\t1.143\t0.287\t0.579\t-0.436\t1.003\t-0.497\t1.733\t2.173\t0.761\t0.424\t-0.114\t0.000\t1.201\t-0.382\t0.459\t0.000\t1.110\t0.478\t-1.323\t3.102\t0.971\t0.992\t0.989\t1.108\t0.757\t0.933\t0.819\n1\t1.441\t-1.328\t1.689\t0.991\t1.428\t0.950\t-0.965\t-0.704\t0.000\t1.093\t-1.130\t0.268\t2.215\t0.919\t-0.693\t1.375\t1.274\t0.998\t0.184\t0.304\t0.000\t0.998\t1.179\t0.977\t1.206\t0.920\t1.079\t1.362\n1\t1.977\t1.239\t-1.385\t0.571\t-1.705\t1.065\t-0.115\t0.386\t2.173\t0.565\t1.512\t0.721\t0.000\t0.526\t0.729\t-0.820\t2.548\t0.880\t0.682\t-0.375\t0.000\t0.842\t1.060\t1.003\t0.585\t0.937\t1.029\t0.882\n1\t1.201\t-1.196\t-0.715\t1.085\t-1.069\t0.804\t-0.872\t0.784\t1.087\t0.823\t-0.217\t0.734\t2.215\t0.571\t-0.263\t-1.734\t0.000\t0.584\t-0.558\t-0.298\t0.000\t0.625\t0.717\t0.983\t1.069\t0.404\t0.909\t0.716\n0\t0.938\t-0.932\t0.265\t1.236\t-0.339\t0.574\t-0.364\t1.050\t0.000\t0.633\t-1.026\t1.602\t1.107\t0.699\t-2.141\t1.324\t0.000\t0.972\t-1.145\t-1.345\t0.000\t0.766\t1.004\t0.988\t0.926\t0.777\t0.674\t0.764\n0\t0.577\t0.473\t-1.180\t0.282\t-0.146\t0.751\t1.066\t0.510\t2.173\t0.736\t0.866\t-0.370\t0.000\t0.686\t0.486\t1.613\t0.000\t0.413\t2.440\t-1.324\t0.000\t0.927\t0.938\t0.984\t0.803\t0.849\t0.703\t0.665\n0\t0.292\t-1.476\t0.440\t1.559\t-1.172\t1.234\t-1.153\t0.216\t2.173\t1.414\t-2.351\t0.673\t0.000\t2.057\t-0.359\t-1.577\t2.548\t0.861\t-1.230\t-0.559\t0.000\t1.467\t1.383\t0.988\t0.782\t2.131\t1.539\t1.266\n0\t1.134\t-0.732\t1.521\t1.380\t-1.253\t1.184\t1.167\t0.517\t0.000\t0.840\t-1.872\t-0.189\t0.000\t1.436\t-1.119\t-1.041\t1.274\t1.050\t-0.562\t0.467\t0.000\t1.064\t0.952\t1.039\t0.758\t0.499\t0.735\t0.763\n1\t0.489\t-0.899\t0.400\t0.856\t1.635\t0.895\t-1.208\t1.494\t0.000\t1.475\t-1.215\t0.028\t2.215\t0.823\t0.278\t-0.513\t2.548\t0.711\t-0.900\t-1.661\t0.000\t0.855\t1.163\t0.993\t1.126\t1.146\t1.006\t0.894\n1\t1.077\t1.583\t0.818\t1.470\t0.143\t1.116\t1.002\t-1.354\t2.173\t0.332\t1.837\t-0.894\t0.000\t0.326\t-0.145\t-0.366\t0.000\t0.428\t0.842\t-0.791\t0.000\t0.656\t0.726\t0.995\t0.782\t0.942\t0.982\t0.788\n0\t0.755\t1.796\t-0.050\t0.452\t1.022\t0.616\t1.000\t1.689\t2.173\t0.591\t0.250\t1.609\t0.000\t0.414\t1.849\t-1.662\t0.000\t1.932\t0.907\t-0.041\t3.102\t0.779\t0.986\t0.997\t0.781\t1.155\t0.708\t0.654\n1\t1.098\t-0.043\t-0.473\t0.285\t1.440\t1.174\t0.047\t0.125\t2.173\t1.211\t-1.520\t-1.220\t1.107\t0.987\t-0.210\t1.563\t0.000\t0.914\t-1.317\t1.371\t0.000\t0.982\t1.231\t0.993\t1.295\t2.274\t1.361\t1.108\n1\t1.409\t0.396\t1.067\t0.894\t0.401\t0.634\t0.785\t-1.389\t2.173\t0.408\t-0.918\t-0.078\t0.000\t0.930\t-0.052\t-0.581\t2.548\t0.776\t-0.643\t-1.739\t0.000\t0.733\t0.930\t0.981\t0.889\t0.763\t0.797\t0.723\n0\t1.415\t-1.155\t-0.957\t0.390\t-0.482\t1.020\t-1.176\t0.785\t2.173\t0.590\t-1.812\t-1.380\t0.000\t0.884\t-1.319\t0.323\t0.000\t0.696\t0.129\t-1.676\t3.102\t1.131\t0.928\t0.987\t1.221\t0.960\t0.902\t0.803\n0\t0.507\t0.120\t-0.589\t0.530\t1.388\t0.509\t-0.890\t1.412\t2.173\t0.521\t-0.636\t-0.572\t0.000\t0.636\t-0.850\t0.703\t2.548\t0.575\t-2.096\t-0.269\t0.000\t0.788\t0.847\t0.990\t0.587\t0.423\t0.563\t0.539\n0\t1.720\t-1.069\t0.806\t2.594\t0.334\t0.925\t-0.436\t-1.617\t2.173\t1.071\t-1.275\t-1.139\t0.000\t1.465\t-1.350\t-0.025\t2.548\t2.893\t-0.426\t-1.079\t0.000\t0.951\t0.972\t1.206\t0.921\t1.640\t1.229\t1.324\n0\t1.059\t-0.486\t1.117\t1.098\t1.283\t1.081\t-0.740\t-1.518\t0.000\t1.692\t-0.664\t-0.172\t2.215\t0.615\t0.296\t-1.077\t2.548\t0.782\t0.153\t-0.360\t0.000\t1.390\t0.866\t0.978\t1.398\t0.974\t1.019\t0.993\n1\t0.997\t0.217\t-1.436\t0.470\t0.855\t0.859\t-0.056\t0.203\t0.000\t0.530\t-1.229\t-0.010\t0.000\t0.744\t1.068\t-0.931\t2.548\t0.824\t0.802\t0.581\t0.000\t0.959\t1.050\t0.991\t0.756\t0.701\t0.856\t0.761\n1\t1.469\t1.811\t-0.762\t0.532\t-0.972\t0.833\t2.170\t1.116\t0.000\t0.490\t2.798\t0.060\t0.000\t1.047\t1.418\t1.273\t2.548\t1.315\t1.150\t-0.456\t3.102\t1.203\t0.894\t1.001\t0.562\t0.900\t0.780\t0.838\n1\t0.388\t1.212\t-1.048\t0.877\t1.007\t2.610\t2.126\t-1.301\t0.000\t3.651\t1.052\t0.455\t2.215\t0.375\t0.866\t0.171\t0.000\t0.425\t1.743\t0.560\t0.000\t1.169\t1.381\t0.988\t1.347\t1.396\t2.231\t1.776\n0\t1.322\t-0.798\t0.213\t1.357\t1.674\t1.610\t-0.550\t-0.248\t2.173\t1.051\t-0.030\t1.508\t0.000\t1.541\t1.063\t1.565\t2.548\t0.616\t0.480\t-1.280\t0.000\t0.696\t0.769\t1.796\t1.498\t2.734\t1.626\t1.304\n0\t0.449\t-1.449\t0.341\t0.615\t-1.252\t1.246\t-0.923\t-1.613\t2.173\t0.952\t0.943\t0.171\t0.000\t1.490\t-0.653\t0.279\t2.548\t0.456\t-1.908\t-1.633\t0.000\t0.915\t0.927\t0.982\t0.758\t1.692\t0.895\t0.754\n1\t0.540\t0.208\t-0.465\t0.992\t-1.630\t0.468\t-0.125\t1.540\t0.000\t0.756\t0.784\t0.326\t2.215\t0.920\t-0.794\t-0.477\t0.000\t0.932\t-1.032\t0.917\t1.551\t0.851\t0.878\t0.988\t0.709\t0.995\t0.733\t0.681\n0\t0.915\t0.081\t0.770\t0.242\t0.399\t0.345\t-1.206\t-0.313\t0.000\t1.115\t-0.708\t-1.016\t0.000\t1.005\t-0.074\t1.428\t2.548\t0.442\t0.006\t-1.636\t3.102\t0.845\t1.005\t0.989\t0.570\t0.190\t0.591\t0.753\n1\t2.215\t-1.195\t0.434\t1.127\t1.137\t1.129\t-0.780\t-0.969\t1.087\t0.488\t-1.027\t-0.574\t0.000\t0.938\t-0.854\t-1.714\t0.000\t0.768\t-0.914\t1.406\t1.551\t0.890\t0.769\t1.296\t0.737\t0.844\t1.031\t0.862\n1\t1.592\t0.091\t-1.384\t0.379\t-0.320\t0.594\t-0.927\t0.496\t2.173\t0.260\t0.569\t-1.073\t0.000\t0.862\t-1.507\t-0.825\t2.548\t0.912\t0.083\t0.533\t0.000\t0.685\t0.904\t0.988\t1.023\t0.891\t0.894\t0.821\n1\t1.413\t0.724\t-1.335\t0.307\t1.605\t1.060\t1.686\t-0.631\t0.000\t1.367\t0.436\t0.721\t2.215\t0.594\t-0.047\t-1.629\t0.000\t2.197\t0.305\t1.100\t3.102\t0.940\t0.970\t0.997\t1.111\t0.529\t0.818\t0.767\n1\t0.700\t-0.136\t0.282\t1.209\t1.320\t0.886\t0.211\t-0.738\t2.173\t0.463\t-1.145\t-0.021\t0.000\t1.031\t-0.580\t0.899\t0.000\t0.852\t1.200\t-1.511\t1.551\t0.834\t1.162\t1.026\t1.060\t0.842\t0.917\t0.826\n1\t0.692\t1.943\t0.264\t0.484\t1.602\t2.655\t-1.037\t-0.766\t0.000\t3.523\t1.392\t0.882\t2.215\t1.453\t0.600\t-1.687\t1.274\t0.712\t0.861\t0.108\t0.000\t2.995\t2.608\t0.979\t1.021\t2.010\t3.562\t2.610\n1\t0.775\t-1.310\t-0.310\t0.179\t1.211\t1.434\t-1.137\t0.759\t0.000\t1.369\t-0.684\t-0.586\t0.000\t2.098\t-0.005\t1.118\t0.000\t4.529\t-0.947\t-0.989\t0.000\t0.726\t0.991\t0.987\t0.560\t0.727\t0.793\t0.736\n0\t0.503\t1.408\t0.821\t1.373\t-1.309\t1.176\t1.725\t-0.823\t0.000\t1.204\t0.656\t1.145\t2.215\t0.766\t0.764\t0.474\t0.000\t1.306\t-0.227\t0.157\t3.102\t1.761\t1.604\t1.082\t0.955\t1.041\t1.221\t1.038\n0\t0.826\t0.115\t-0.612\t1.188\t-1.217\t0.704\t0.552\t0.689\t1.087\t1.247\t0.671\t-0.916\t2.215\t1.110\t2.340\t0.588\t0.000\t2.232\t1.033\t1.251\t0.000\t0.585\t1.190\t0.990\t0.902\t1.371\t1.130\t1.335\n1\t1.099\t1.414\t-0.113\t0.379\t1.688\t0.803\t0.439\t0.908\t2.173\t1.053\t1.122\t-1.247\t0.000\t1.015\t0.318\t-0.854\t2.548\t0.947\t1.185\t0.368\t0.000\t0.813\t0.747\t0.986\t0.871\t1.126\t0.741\t0.632\n1\t0.664\t0.326\t-1.298\t0.483\t1.138\t1.000\t-0.144\t0.156\t0.000\t1.288\t-0.319\t-1.405\t2.215\t0.736\t-0.988\t-0.162\t0.000\t1.094\t-0.586\t1.047\t3.102\t0.871\t0.858\t0.990\t1.029\t0.884\t0.924\t0.963\n0\t0.980\t1.726\t-0.762\t0.966\t1.267\t0.445\t1.965\t-0.196\t0.000\t0.773\t0.619\t1.039\t1.107\t0.516\t-0.541\t-0.403\t2.548\t0.635\t1.066\t1.656\t0.000\t0.859\t0.937\t1.303\t0.950\t0.782\t0.837\t0.742\n1\t0.607\t-0.025\t0.188\t0.854\t-1.272\t1.279\t0.472\t-1.594\t0.000\t1.175\t0.924\t0.160\t2.215\t1.260\t-0.096\t0.896\t2.548\t1.400\t2.350\t-0.643\t0.000\t3.360\t2.336\t0.988\t0.770\t1.070\t1.649\t1.376\n0\t0.641\t1.328\t-0.710\t0.859\t1.091\t1.350\t1.452\t1.484\t1.087\t1.488\t0.655\t-1.371\t0.000\t3.466\t0.598\t-0.208\t2.548\t1.295\t-0.010\t-0.222\t0.000\t0.960\t1.158\t1.027\t1.194\t2.916\t1.539\t1.195\n0\t0.842\t-1.910\t-0.245\t0.222\t1.665\t1.245\t-2.030\t-0.630\t0.000\t2.142\t-0.869\t1.191\t2.215\t0.784\t-1.486\t-1.196\t2.548\t0.915\t-1.342\t0.234\t0.000\t1.080\t0.929\t0.979\t1.140\t1.263\t0.874\t0.799\n1\t0.841\t0.792\t1.305\t0.582\t-0.907\t0.695\t0.746\t-0.157\t0.000\t0.682\t0.933\t-1.063\t1.107\t1.514\t0.407\t0.484\t1.274\t1.723\t0.358\t-1.693\t0.000\t1.354\t0.987\t0.990\t0.887\t1.100\t0.825\t0.741\n1\t0.658\t0.433\t-0.926\t0.797\t-0.157\t0.723\t1.702\t-1.419\t0.000\t0.662\t0.986\t-0.297\t2.215\t1.090\t-0.712\t0.702\t2.548\t0.938\t1.231\t1.198\t0.000\t0.900\t0.939\t0.993\t0.808\t1.164\t1.105\t1.023\n1\t1.935\t0.637\t-0.310\t0.436\t-1.062\t0.637\t0.216\t1.727\t0.000\t0.751\t-0.851\t1.512\t2.215\t1.302\t0.669\t0.821\t2.548\t0.820\t1.394\t-0.150\t0.000\t0.772\t1.085\t0.991\t0.999\t1.123\t1.025\t0.841\n1\t1.215\t1.178\t1.589\t0.313\t0.430\t0.799\t-0.674\t-1.105\t0.000\t0.779\t1.097\t-0.009\t0.000\t0.634\t0.122\t0.714\t2.548\t0.658\t-0.857\t-1.037\t1.551\t1.003\t0.831\t0.986\t0.820\t0.579\t0.813\t0.739\n0\t0.677\t-0.195\t0.490\t0.996\t1.322\t1.217\t0.296\t1.308\t0.000\t1.638\t-0.958\t-0.557\t0.000\t0.813\t1.002\t1.372\t2.548\t1.948\t0.189\t-0.355\t1.551\t3.624\t2.240\t0.996\t0.597\t1.055\t1.472\t1.200\n1\t2.172\t0.282\t-0.300\t0.248\t-0.357\t0.688\t-0.654\t1.675\t2.173\t0.700\t2.202\t-1.560\t0.000\t1.343\t-2.216\t0.808\t0.000\t0.590\t-0.253\t-0.016\t0.000\t0.781\t0.868\t0.981\t0.876\t0.934\t0.957\t0.774\n0\t1.415\t1.665\t-1.552\t0.265\t0.548\t0.800\t0.950\t0.896\t0.000\t0.956\t0.660\t-0.979\t2.215\t1.308\t1.215\t-0.288\t2.548\t0.697\t1.370\t0.690\t0.000\t0.451\t0.927\t0.987\t0.787\t0.799\t0.817\t0.763\n0\t0.572\t0.408\t-1.450\t1.050\t0.570\t0.404\t1.404\t-0.035\t0.000\t0.482\t0.914\t-0.976\t1.107\t1.515\t1.520\t-0.676\t2.548\t1.026\t1.656\t-1.401\t0.000\t0.969\t0.741\t1.040\t0.689\t0.416\t0.710\t0.666\n0\t0.507\t-1.546\t0.422\t0.878\t-0.233\t1.277\t1.155\t-0.802\t0.000\t1.033\t-0.615\t1.345\t2.215\t1.053\t-1.783\t1.190\t0.000\t1.606\t-0.296\t-0.567\t0.000\t0.745\t0.715\t0.988\t0.750\t0.287\t0.654\t0.633\n0\t0.694\t-1.242\t-0.850\t0.463\t-0.761\t0.798\t-2.154\t-1.497\t0.000\t0.356\t-1.876\t1.704\t0.000\t1.092\t-0.923\t0.667\t2.548\t0.452\t-0.442\t0.546\t1.551\t0.723\t0.618\t1.003\t0.572\t0.143\t0.563\t0.530\n1\t1.300\t-1.294\t-0.204\t0.438\t-0.190\t1.311\t-0.237\t1.519\t2.173\t0.624\t0.074\t-0.847\t1.107\t0.471\t0.725\t0.945\t0.000\t0.600\t0.559\t0.207\t0.000\t0.364\t0.871\t0.984\t0.733\t1.145\t0.993\t0.822\n1\t0.384\t0.716\t-1.380\t1.174\t0.370\t0.712\t-1.267\t-0.360\t0.000\t1.068\t0.238\t1.299\t2.215\t0.923\t-1.585\t0.358\t0.000\t1.144\t2.175\t1.577\t0.000\t0.929\t0.691\t0.990\t0.922\t0.709\t0.778\t0.988\n0\t0.718\t0.087\t-0.395\t1.370\t-1.528\t1.276\t-0.449\t0.185\t2.173\t1.162\t0.024\t-1.510\t2.215\t0.706\t-0.399\t1.613\t0.000\t0.886\t-0.431\t-0.416\t0.000\t0.845\t0.989\t1.171\t0.715\t1.841\t1.067\t0.856\n1\t0.449\t-1.027\t-0.489\t1.103\t0.777\t1.370\t-2.122\t0.362\t0.000\t2.044\t1.304\t-1.289\t0.000\t1.942\t0.319\t-0.654\t0.000\t1.781\t0.203\t1.153\t3.102\t1.623\t1.539\t0.985\t0.725\t0.595\t1.341\t1.080\n1\t0.544\t0.325\t-1.527\t0.901\t0.787\t0.635\t0.851\t0.318\t2.173\t0.728\t1.678\t-0.685\t0.000\t0.651\t1.374\t1.716\t0.000\t0.560\t-0.688\t-1.339\t3.102\t0.944\t0.816\t0.989\t0.728\t0.867\t0.626\t0.608\n0\t0.956\t0.657\t-0.187\t1.152\t0.695\t0.985\t0.160\t-1.007\t2.173\t0.785\t-0.056\t-1.605\t1.107\t0.621\t-1.649\t-0.923\t0.000\t0.828\t0.405\t1.176\t0.000\t0.848\t1.116\t1.038\t0.971\t0.679\t0.870\t0.795\n1\t2.229\t0.763\t-0.619\t0.160\t-1.406\t0.464\t1.431\t-1.562\t0.000\t0.653\t1.267\t0.301\t0.000\t1.207\t0.755\t0.837\t2.548\t0.943\t-0.280\t1.728\t0.000\t1.039\t0.945\t0.989\t0.789\t0.224\t0.731\t0.732\n0\t0.584\t-1.026\t-1.383\t1.154\t0.977\t1.075\t-0.564\t-0.839\t2.173\t1.317\t1.527\t0.455\t2.215\t1.015\t1.157\t-1.347\t0.000\t0.626\t0.702\t0.586\t0.000\t0.887\t1.001\t0.986\t1.052\t2.770\t1.570\t1.275\n1\t0.580\t-1.148\t-0.756\t1.396\t0.364\t0.471\t-0.133\t1.427\t2.173\t0.423\t0.719\t-0.365\t0.000\t0.773\t-0.281\t-1.282\t2.548\t1.244\t1.260\t0.992\t0.000\t0.964\t0.948\t1.056\t0.906\t0.488\t0.695\t0.902\n1\t0.730\t-1.363\t0.848\t1.617\t-1.484\t0.672\t-1.202\t-0.443\t1.087\t0.843\t-0.999\t-0.761\t0.000\t1.461\t0.037\t1.544\t2.548\t2.116\t-0.173\t0.233\t0.000\t1.545\t1.048\t1.299\t1.125\t1.461\t1.026\t1.019\n0\t0.893\t-1.485\t-1.668\t0.734\t0.542\t0.713\t-1.776\t-0.422\t0.000\t0.581\t-1.913\t0.212\t0.000\t1.169\t-1.365\t0.955\t1.274\t1.892\t-0.330\t-1.303\t3.102\t0.749\t0.943\t1.024\t0.916\t1.211\t0.954\t0.815\n0\t0.448\t0.257\t-0.056\t1.386\t1.109\t0.750\t-1.301\t0.226\t0.000\t1.330\t0.450\t1.655\t2.215\t0.781\t-2.594\t-1.561\t0.000\t1.077\t-2.352\t-0.309\t0.000\t0.915\t1.473\t0.989\t0.873\t1.301\t1.765\t1.449\n1\t1.093\t1.771\t-0.293\t2.109\t-0.823\t1.365\t-2.081\t1.324\t0.000\t0.538\t0.551\t-0.041\t0.000\t0.676\t0.777\t0.448\t2.548\t1.441\t0.368\t-1.703\t3.102\t0.895\t0.916\t0.985\t0.957\t0.721\t0.942\t0.796\n1\t0.643\t-0.142\t1.359\t0.685\t0.623\t0.386\t0.180\t-0.727\t2.173\t0.505\t-2.623\t0.609\t0.000\t0.917\t-0.303\t1.631\t1.274\t0.984\t-1.565\t-0.611\t0.000\t0.905\t1.154\t0.991\t0.743\t0.659\t0.907\t1.075\n0\t0.772\t-0.470\t-1.466\t0.390\t-0.344\t0.716\t-0.303\t1.083\t2.173\t0.785\t-0.622\t-0.972\t0.000\t1.154\t-1.033\t0.117\t2.548\t0.717\t-0.331\t1.560\t0.000\t0.750\t0.879\t0.984\t0.820\t0.992\t0.774\t0.702\n1\t0.449\t1.490\t-0.194\t0.734\t1.296\t0.788\t0.953\t-1.032\t0.000\t0.742\t1.157\t1.083\t2.215\t0.394\t1.927\t1.184\t0.000\t1.080\t-0.020\t0.432\t3.102\t1.099\t0.946\t0.988\t1.123\t0.687\t0.792\t0.794\n1\t0.765\t-0.199\t-0.829\t0.860\t0.921\t1.295\t0.209\t-1.616\t0.000\t0.735\t1.490\t-0.805\t0.000\t1.514\t0.697\t0.478\t1.274\t0.812\t0.724\t1.534\t0.000\t0.930\t1.031\t1.124\t0.721\t0.682\t0.720\t0.740\n0\t0.503\t1.577\t-1.050\t0.824\t-0.058\t0.665\t-0.098\t0.936\t2.173\t0.527\t1.422\t1.391\t0.000\t0.641\t1.141\t0.020\t0.000\t1.135\t0.938\t-1.248\t3.102\t0.847\t0.929\t0.978\t0.644\t1.038\t0.710\t0.659\n0\t0.619\t-1.216\t0.456\t1.224\t1.275\t0.932\t-1.042\t-0.563\t2.173\t1.534\t0.529\t0.956\t1.107\t1.504\t-0.461\t-1.186\t0.000\t0.610\t0.788\t-1.023\t0.000\t0.851\t1.023\t0.987\t1.926\t2.323\t1.560\t1.341\n0\t0.391\t0.134\t-1.658\t0.595\t1.362\t0.417\t1.242\t-1.293\t1.087\t0.351\t0.804\t-0.060\t0.000\t0.759\t0.382\t0.505\t2.548\t0.724\t-1.061\t0.932\t0.000\t0.971\t0.970\t0.981\t0.876\t0.761\t0.880\t0.763\n0\t0.416\t0.739\t-1.653\t0.235\t-0.289\t0.704\t0.339\t-0.116\t2.173\t0.705\t-1.881\t1.630\t0.000\t0.476\t-0.671\t0.696\t2.548\t0.581\t-0.795\t-1.050\t0.000\t0.698\t0.615\t0.989\t0.809\t0.631\t0.826\t0.707\n0\t0.384\t-0.267\t-0.624\t1.101\t1.228\t0.786\t1.177\t-1.282\t2.173\t0.987\t1.181\t0.239\t2.215\t0.635\t1.695\t-0.662\t0.000\t0.602\t2.212\t0.843\t0.000\t0.722\t0.824\t0.985\t1.357\t1.271\t1.199\t1.131\n0\t1.077\t0.114\t1.659\t0.682\t1.302\t1.013\t-1.251\t0.078\t0.000\t0.900\t-0.339\t-1.071\t1.107\t0.735\t-1.950\t-0.299\t0.000\t0.543\t-2.018\t-0.931\t0.000\t0.912\t1.173\t0.988\t0.596\t0.441\t0.674\t0.737\n0\t1.012\t-0.965\t-1.604\t1.170\t1.370\t0.675\t0.819\t-0.442\t0.000\t0.669\t0.740\t0.003\t0.000\t0.466\t-0.385\t-1.542\t2.548\t0.998\t-0.698\t0.016\t3.102\t0.559\t0.821\t0.995\t0.488\t0.526\t0.615\t0.794\n0\t1.015\t-0.595\t1.307\t0.910\t-1.265\t0.863\t2.131\t-0.320\t0.000\t1.561\t0.250\t1.715\t2.215\t0.577\t0.906\t-0.700\t0.000\t1.449\t-1.779\t0.112\t0.000\t0.885\t0.791\t0.988\t0.787\t0.970\t1.146\t1.185\n0\t0.780\t0.545\t1.715\t1.604\t0.482\t0.804\t0.389\t-0.840\t2.173\t0.697\t-0.059\t0.589\t0.000\t0.799\t-0.579\t-1.157\t2.548\t0.445\t0.174\t1.333\t0.000\t0.734\t1.005\t1.388\t1.045\t0.606\t0.864\t0.774\n0\t0.787\t-0.604\t0.796\t0.847\t0.961\t0.646\t-0.146\t0.734\t2.173\t1.011\t-0.237\t-1.017\t0.000\t1.408\t-0.452\t-0.556\t2.548\t1.068\t-0.470\t-1.707\t0.000\t0.818\t1.063\t0.997\t1.072\t1.111\t0.794\t0.809\n1\t1.195\t-0.031\t0.647\t0.565\t-1.480\t0.861\t-0.187\t-1.335\t2.173\t0.568\t-0.701\t0.859\t0.000\t0.506\t-0.865\t-1.497\t2.548\t0.976\t-0.499\t-0.583\t0.000\t0.937\t0.945\t1.071\t0.662\t0.342\t0.613\t0.609\n0\t0.453\t-1.189\t0.754\t1.448\t0.084\t0.810\t0.213\t-0.608\t2.173\t0.659\t0.171\t-1.299\t0.000\t0.656\t-0.549\t-1.456\t0.000\t1.084\t-1.114\t1.152\t3.102\t0.583\t0.786\t0.994\t0.888\t1.305\t0.822\t0.749\n1\t1.064\t-1.090\t-1.618\t1.356\t1.291\t2.083\t2.016\t-0.136\t0.000\t1.653\t0.038\t1.319\t2.215\t0.603\t-0.956\t-0.314\t0.000\t0.826\t-0.801\t1.418\t3.102\t4.514\t3.202\t0.984\t1.334\t0.558\t2.371\t2.682\n1\t1.932\t1.712\t-1.541\t0.636\t-1.617\t0.584\t1.076\t0.138\t2.173\t0.507\t1.826\t-0.118\t0.000\t0.771\t0.866\t0.562\t2.548\t0.887\t0.442\t-0.346\t0.000\t0.833\t0.608\t0.991\t0.919\t0.317\t0.809\t0.692\n1\t1.985\t0.162\t0.788\t1.081\t0.113\t0.503\t0.446\t-0.006\t0.000\t1.587\t0.052\t-1.090\t2.215\t1.268\t-0.399\t1.594\t2.548\t0.970\t-1.076\t-0.470\t0.000\t1.138\t1.137\t1.158\t1.518\t1.065\t1.119\t1.006\n0\t0.334\t0.953\t-0.717\t0.591\t1.219\t0.594\t-1.421\t-1.672\t0.000\t0.803\t-1.057\t0.279\t1.107\t1.207\t0.950\t-0.127\t2.548\t1.359\t2.431\t1.483\t0.000\t5.986\t3.388\t0.992\t0.748\t1.390\t2.338\t1.748\n1\t1.679\t-1.408\t-0.511\t0.822\t-1.065\t1.003\t-0.322\t1.143\t2.173\t0.388\t-1.111\t-0.041\t2.215\t0.557\t-0.366\t-0.278\t0.000\t0.813\t-0.366\t-1.505\t0.000\t0.909\t0.971\t0.996\t0.579\t0.892\t0.930\t0.793\n1\t1.207\t-0.283\t1.639\t0.398\t-0.001\t1.356\t1.150\t-0.442\t0.000\t2.351\t-0.712\t1.393\t2.215\t0.693\t-0.532\t-0.601\t0.000\t0.536\t0.247\t0.602\t1.551\t0.766\t0.686\t0.987\t0.841\t0.858\t0.885\t0.754\n0\t1.031\t0.231\t-0.085\t0.536\t-1.741\t0.875\t0.250\t1.214\t0.000\t0.472\t-1.161\t0.472\t2.215\t1.505\t1.172\t-0.719\t2.548\t0.439\t0.576\t-0.928\t0.000\t0.911\t0.906\t1.027\t0.863\t1.623\t0.990\t0.823\n1\t1.304\t-0.363\t0.540\t0.772\t-0.769\t2.221\t-1.045\t1.057\t0.000\t1.280\t0.156\t-0.854\t2.215\t1.243\t0.961\t-0.702\t2.548\t1.376\t-0.513\t-1.092\t0.000\t0.687\t0.813\t1.284\t1.032\t0.646\t0.858\t0.714\n1\t2.371\t-0.559\t-1.223\t1.430\t-0.543\t0.883\t-0.637\t-0.823\t0.000\t1.121\t1.482\t1.128\t0.000\t2.190\t-0.821\t-0.307\t2.548\t4.220\t0.594\t1.136\t0.000\t1.184\t1.563\t1.469\t1.191\t0.710\t1.840\t1.790\n1\t0.510\t1.186\t1.656\t0.974\t0.364\t0.924\t1.271\t-1.012\t1.087\t0.761\t-0.447\t1.541\t0.000\t0.772\t-0.257\t0.749\t0.000\t0.772\t0.162\t0.042\t3.102\t0.777\t0.684\t0.986\t0.982\t0.889\t0.922\t0.795\n1\t0.519\t-0.106\t0.006\t0.694\t-1.625\t0.390\t-1.574\t-0.700\t0.000\t0.842\t0.459\t-1.033\t2.215\t0.351\t0.323\t1.234\t0.000\t1.326\t0.860\t0.340\t3.102\t0.999\t0.963\t0.984\t0.681\t0.941\t0.843\t0.735\n0\t1.598\t-1.168\t1.597\t0.933\t-1.407\t1.194\t0.306\t0.287\t1.087\t0.885\t-0.698\t-0.121\t2.215\t1.452\t0.864\t-1.351\t0.000\t1.601\t-0.438\t1.029\t0.000\t0.913\t1.300\t0.995\t1.689\t0.977\t1.201\t1.204\n0\t0.858\t-0.039\t-0.693\t1.275\t-0.338\t0.478\t2.232\t1.210\t0.000\t0.734\t-2.713\t-0.543\t0.000\t1.031\t-0.389\t1.373\t2.548\t2.497\t1.262\t0.927\t0.000\t0.998\t0.729\t0.984\t1.107\t0.596\t1.005\t0.978\n1\t1.479\t-1.297\t0.740\t0.364\t1.719\t2.749\t-1.327\t-0.785\t0.000\t2.422\t-0.789\t1.241\t2.215\t0.863\t-1.337\t0.348\t2.548\t1.208\t-1.938\t0.231\t0.000\t0.929\t1.298\t0.987\t1.013\t1.221\t1.686\t1.372\n1\t0.423\t-0.785\t-0.613\t0.346\t-0.819\t0.809\t0.019\t0.523\t2.173\t0.653\t-0.586\t-1.320\t0.000\t1.366\t0.112\t1.636\t0.000\t0.499\t0.470\t0.196\t0.000\t0.900\t0.914\t0.989\t0.565\t0.798\t0.679\t0.646\n1\t1.392\t0.046\t-0.482\t0.210\t-0.411\t1.475\t-0.710\t0.876\t0.000\t0.904\t-1.383\t-1.196\t0.000\t0.868\t0.751\t0.208\t2.548\t1.133\t-0.129\t-0.802\t0.000\t1.004\t1.314\t1.001\t0.524\t0.586\t0.746\t0.680\n1\t0.430\t1.650\t-0.751\t0.219\t-1.475\t0.561\t0.691\t0.710\t0.000\t0.755\t0.842\t-1.543\t2.215\t1.864\t0.578\t-0.624\t2.548\t0.508\t2.431\t0.024\t0.000\t1.199\t1.044\t0.987\t0.726\t0.940\t0.903\t0.778\n0\t1.652\t0.570\t0.108\t1.134\t1.387\t1.038\t-0.437\t0.261\t2.173\t2.429\t-0.059\t-1.571\t2.215\t0.730\t1.591\t-0.153\t0.000\t0.860\t-1.380\t-1.145\t0.000\t2.417\t1.776\t1.734\t1.725\t2.371\t1.576\t1.404\n1\t0.597\t0.635\t-0.623\t0.917\t0.484\t0.808\t0.670\t-1.165\t1.087\t0.853\t0.068\t0.032\t0.000\t0.872\t-0.869\t0.983\t2.548\t0.851\t0.666\t1.542\t0.000\t1.162\t0.970\t0.985\t0.916\t1.363\t0.873\t0.758\n0\t0.509\t0.729\t-1.274\t1.057\t0.635\t1.161\t0.682\t0.586\t1.087\t1.301\t-0.899\t-0.880\t2.215\t1.542\t1.376\t-1.479\t0.000\t1.381\t1.204\t0.790\t0.000\t1.131\t1.668\t1.004\t1.306\t2.389\t1.815\t1.376\n1\t0.318\t2.059\t1.091\t0.821\t0.042\t0.636\t-2.368\t-0.946\t0.000\t0.883\t-0.797\t1.707\t0.000\t0.456\t-0.980\t0.265\t1.274\t1.365\t1.225\t0.310\t3.102\t0.772\t0.707\t0.994\t0.619\t0.994\t0.858\t0.772\n1\t0.865\t-1.015\t-1.715\t0.854\t-0.252\t0.566\t-0.749\t1.306\t2.173\t0.756\t-1.099\t-1.270\t0.000\t0.761\t-1.120\t0.438\t0.000\t1.983\t-0.424\t-0.049\t3.102\t1.033\t0.905\t1.153\t0.780\t1.063\t0.726\t0.665\n1\t1.093\t0.984\t-0.528\t1.378\t-1.113\t1.481\t0.419\t-1.042\t0.000\t3.647\t-0.986\t0.888\t0.000\t1.097\t1.233\t-0.045\t0.000\t1.406\t0.896\t-1.253\t3.102\t2.107\t1.259\t0.981\t0.952\t1.006\t0.993\t0.842\n0\t2.238\t-0.052\t0.735\t0.379\t0.098\t0.954\t0.616\t-0.864\t1.087\t1.076\t0.135\t-1.647\t2.215\t0.840\t-1.061\t1.175\t0.000\t1.231\t0.775\t-0.525\t0.000\t0.708\t0.794\t0.987\t1.338\t1.033\t1.048\t0.906\n0\t0.750\t1.574\t-0.926\t0.796\t1.049\t0.639\t0.736\t0.275\t1.087\t0.753\t-0.857\t0.257\t1.107\t0.937\t-1.612\t-1.532\t0.000\t0.607\t2.471\t-0.972\t0.000\t0.721\t0.926\t1.047\t0.832\t0.924\t0.974\t1.163\n1\t1.569\t-1.973\t-1.496\t1.589\t-1.347\t1.228\t0.867\t0.654\t0.000\t0.736\t-1.719\t-0.613\t0.000\t1.013\t-0.502\t-0.151\t2.548\t0.902\t-0.506\t1.004\t3.102\t0.962\t0.921\t0.975\t1.205\t0.630\t0.883\t1.487\n1\t1.035\t-0.387\t0.439\t1.890\t0.641\t0.636\t0.712\t1.479\t0.000\t1.179\t-0.531\t-1.299\t2.215\t0.373\t2.291\t0.398\t0.000\t1.061\t0.174\t-0.828\t3.102\t0.725\t1.266\t0.970\t1.104\t0.571\t1.026\t1.103\n1\t0.720\t-1.027\t0.996\t0.193\t-0.975\t0.660\t0.884\t1.399\t0.000\t0.845\t-0.543\t-0.456\t2.215\t0.559\t1.153\t-1.398\t0.000\t1.117\t-1.240\t0.100\t3.102\t0.666\t1.230\t0.994\t0.748\t0.597\t1.034\t0.854\n1\t1.496\t-0.636\t-1.432\t0.439\t-1.604\t0.445\t-0.627\t0.383\t2.173\t0.289\t-2.606\t0.633\t0.000\t0.651\t-1.087\t0.022\t2.548\t0.372\t-2.326\t1.192\t0.000\t0.207\t0.646\t0.977\t0.860\t0.287\t0.689\t0.730\n0\t1.296\t-1.759\t0.877\t0.657\t-1.299\t1.173\t1.038\t-0.034\t2.173\t0.728\t-0.049\t1.362\t2.215\t1.886\t-1.972\t-1.349\t0.000\t0.995\t-1.993\t-0.632\t0.000\t0.926\t1.630\t1.182\t2.610\t1.513\t2.387\t1.932\n0\t0.660\t-1.418\t-1.155\t0.338\t1.442\t1.167\t-0.763\t-0.356\t1.087\t1.626\t1.326\t1.452\t0.000\t0.983\t-1.605\t0.338\t0.000\t0.901\t-0.465\t0.989\t3.102\t0.957\t0.986\t0.995\t0.612\t1.023\t0.718\t0.686\n1\t1.453\t0.019\t-0.545\t0.610\t0.792\t2.542\t1.641\t-1.658\t0.000\t1.000\t1.702\t0.264\t0.000\t1.331\t0.860\t0.169\t0.000\t1.267\t-1.132\t0.054\t3.102\t1.013\t0.793\t1.217\t0.890\t0.913\t1.033\t0.899\n1\t1.205\t0.638\t-1.497\t1.355\t-1.554\t0.721\t-0.710\t0.143\t0.000\t0.482\t-1.038\t-1.402\t2.215\t1.095\t1.144\t-0.040\t0.000\t0.827\t0.331\t0.977\t3.102\t0.920\t1.076\t0.982\t0.726\t0.661\t0.678\t0.745\n0\t1.408\t-0.338\t-0.110\t0.783\t-1.196\t0.563\t-1.437\t-1.224\t0.000\t1.242\t0.576\t0.053\t1.107\t1.202\t-0.528\t1.576\t2.548\t1.204\t1.266\t1.234\t0.000\t0.767\t0.900\t1.206\t0.978\t1.506\t1.310\t1.101\n1\t0.863\t0.702\t1.097\t1.589\t0.376\t1.197\t1.058\t-1.344\t2.173\t0.344\t2.481\t-0.142\t0.000\t0.931\t0.640\t-0.462\t2.548\t0.439\t1.658\t1.488\t0.000\t0.524\t0.927\t0.987\t0.818\t0.970\t0.970\t0.822\n1\t1.247\t-0.710\t1.130\t0.748\t0.494\t0.907\t-0.397\t-0.660\t2.173\t0.479\t0.788\t0.052\t2.215\t0.350\t-1.445\t1.350\t0.000\t0.496\t-2.332\t-1.408\t0.000\t0.739\t0.941\t0.991\t1.015\t0.853\t0.940\t0.829\n0\t0.479\t2.001\t0.272\t0.621\t0.925\t0.627\t0.212\t-0.307\t2.173\t0.735\t0.189\t1.336\t0.000\t0.941\t0.119\t-1.119\t2.548\t0.416\t-1.537\t0.605\t0.000\t0.975\t1.005\t0.985\t0.821\t0.641\t0.703\t0.721\n0\t0.528\t0.582\t-1.453\t0.983\t-0.241\t0.529\t-2.811\t-1.024\t0.000\t1.419\t0.263\t0.966\t2.215\t0.683\t0.621\t-0.263\t0.000\t0.482\t-0.209\t0.971\t3.102\t3.126\t1.722\t0.988\t0.993\t0.198\t1.543\t1.253\n1\t0.374\t-0.148\t-1.673\t1.089\t0.726\t0.934\t1.145\t-0.074\t0.000\t0.881\t0.527\t1.191\t0.000\t1.311\t0.045\t-0.503\t2.548\t1.239\t-0.617\t-1.331\t0.000\t1.398\t0.864\t0.993\t1.041\t0.785\t0.822\t0.829\n0\t1.812\t1.235\t1.393\t1.242\t-1.598\t0.930\t1.847\t-0.139\t0.000\t0.702\t2.191\t0.414\t0.000\t0.541\t2.214\t-0.681\t0.000\t1.003\t0.935\t-0.829\t3.102\t0.886\t0.955\t0.984\t0.821\t0.517\t0.682\t0.854\n0\t0.369\t-0.782\t-0.128\t0.980\t-0.584\t0.525\t-1.186\t1.289\t2.173\t0.420\t0.550\t-0.695\t2.215\t0.957\t-0.155\t1.486\t0.000\t0.865\t-0.744\t0.358\t0.000\t0.931\t0.788\t0.975\t1.145\t0.966\t0.774\t0.717\n0\t0.543\t0.952\t-1.358\t0.507\t-0.189\t0.541\t-1.063\t1.246\t0.000\t0.454\t-1.086\t0.354\t0.000\t0.760\t-0.090\t-1.373\t1.274\t0.399\t-0.834\t-0.213\t1.551\t0.922\t0.730\t0.987\t0.905\t0.414\t0.730\t0.846\n1\t0.873\t0.914\t-1.094\t0.738\t0.216\t0.934\t-0.252\t1.512\t0.000\t0.909\t0.637\t-0.354\t2.215\t1.099\t0.476\t0.758\t2.548\t1.042\t-0.728\t-1.420\t0.000\t0.863\t1.044\t1.029\t0.645\t0.898\t0.944\t0.866\n0\t0.637\t-1.593\t1.524\t1.188\t-1.031\t0.600\t-1.311\t-0.437\t2.173\t0.647\t-0.309\t0.690\t0.000\t1.107\t-1.170\t0.182\t1.274\t0.720\t-0.421\t1.284\t0.000\t0.997\t0.870\t0.986\t0.931\t0.538\t0.704\t0.713\n0\t0.640\t0.746\t0.003\t0.705\t-1.690\t1.065\t0.654\t1.034\t2.173\t0.816\t1.513\t-1.114\t0.000\t1.144\t-0.427\t1.021\t0.000\t2.143\t0.748\t-0.768\t0.000\t0.869\t0.924\t0.985\t0.853\t1.600\t0.970\t0.921\n0\t5.331\t1.077\t0.157\t1.011\t-0.269\t1.522\t-0.836\t1.559\t0.000\t1.617\t-0.800\t-1.230\t0.000\t1.657\t0.058\t-1.373\t0.000\t0.796\t-0.060\t0.579\t3.102\t1.196\t0.845\t1.202\t0.976\t0.474\t0.840\t1.604\n1\t0.421\t0.840\t1.604\t1.006\t1.055\t1.271\t-2.596\t0.445\t0.000\t1.199\t-0.135\t0.681\t2.215\t2.365\t0.493\t-1.078\t0.000\t1.256\t0.039\t-0.296\t3.102\t7.876\t4.278\t0.984\t1.549\t0.860\t2.653\t3.166\n1\t0.694\t-0.218\t-1.193\t1.476\t1.305\t0.916\t-0.660\t0.138\t1.087\t0.629\t-1.090\t-0.728\t2.215\t0.443\t-1.080\t0.169\t0.000\t1.890\t0.219\t-1.221\t0.000\t1.246\t0.900\t1.090\t1.141\t0.827\t0.859\t0.819\n0\t0.592\t0.660\t-1.632\t0.779\t0.354\t0.687\t-0.053\t-0.199\t1.087\t1.240\t-0.852\t0.560\t2.215\t1.371\t-1.811\t-1.430\t0.000\t1.737\t0.096\t-1.249\t0.000\t2.158\t1.747\t0.991\t1.302\t1.032\t1.300\t1.310\n0\t0.794\t1.209\t0.682\t1.928\t0.618\t0.998\t2.468\t-1.284\t0.000\t1.253\t-0.331\t-0.450\t0.000\t0.842\t-0.368\t1.101\t2.548\t0.791\t1.068\t-1.541\t3.102\t0.841\t0.916\t0.987\t0.871\t0.731\t0.703\t0.808\n1\t0.628\t1.124\t-1.620\t0.997\t-0.472\t0.672\t0.167\t-1.689\t0.000\t0.896\t-0.652\t-1.342\t0.000\t1.899\t-0.643\t0.283\t2.548\t0.840\t0.234\t-0.489\t1.551\t0.875\t0.806\t0.990\t1.665\t0.793\t1.051\t1.066\n1\t0.877\t1.810\t1.579\t0.904\t1.248\t1.109\t0.490\t-0.423\t2.173\t0.527\t0.097\t0.300\t2.215\t0.679\t0.200\t-1.152\t0.000\t1.130\t0.194\t1.108\t0.000\t0.864\t1.043\t0.973\t0.831\t0.718\t0.914\t0.790\n0\t0.659\t-0.548\t0.212\t0.729\t-1.662\t1.049\t0.346\t-0.591\t2.173\t0.709\t0.519\t1.234\t0.000\t0.655\t0.433\t0.604\t0.000\t0.698\t-0.680\t-1.290\t1.551\t0.563\t1.136\t0.989\t0.540\t0.772\t0.756\t0.737\n1\t1.594\t-0.349\t0.503\t0.278\t0.557\t0.962\t0.740\t-1.020\t1.087\t0.744\t-0.073\t1.513\t2.215\t0.323\t0.380\t1.090\t0.000\t0.543\t-0.691\t-0.051\t0.000\t0.501\t0.820\t0.987\t0.807\t1.079\t0.934\t0.721\n1\t0.956\t-0.337\t-1.392\t1.317\t-0.877\t0.678\t0.692\t0.480\t2.173\t0.589\t1.442\t0.753\t0.000\t1.067\t1.321\t-0.145\t2.548\t0.924\t-1.592\t1.390\t0.000\t0.958\t1.011\t0.977\t1.570\t0.698\t1.223\t0.989\n0\t0.489\t-0.806\t0.339\t0.688\t-0.603\t0.926\t1.535\t1.062\t0.000\t1.010\t-0.008\t-1.016\t2.215\t0.570\t0.287\t-0.143\t2.548\t0.389\t1.464\t0.368\t0.000\t0.844\t0.881\t0.987\t1.167\t0.586\t0.890\t1.382\n1\t0.590\t-0.228\t0.443\t0.763\t-1.724\t1.037\t0.448\t-1.135\t2.173\t1.572\t1.109\t1.592\t0.000\t2.479\t0.264\t0.186\t0.000\t0.734\t1.285\t-0.153\t0.000\t1.090\t1.018\t0.986\t0.859\t0.897\t1.007\t0.848\n1\t2.256\t-0.273\t-1.452\t0.682\t0.865\t0.437\t-0.433\t1.308\t0.000\t1.103\t0.006\t-0.006\t2.215\t0.397\t-2.701\t0.748\t0.000\t1.308\t-1.440\t0.065\t0.000\t0.989\t0.975\t1.494\t0.836\t0.234\t0.819\t0.817\n1\t0.607\t0.534\t-0.418\t1.583\t0.705\t0.547\t0.367\t0.975\t2.173\t0.908\t0.780\t-0.025\t2.215\t1.168\t-0.616\t-1.365\t0.000\t2.258\t0.308\t-1.236\t0.000\t0.907\t0.945\t1.152\t0.733\t0.844\t0.813\t0.775\n0\t1.026\t-1.834\t-0.754\t1.788\t-1.661\t0.489\t-1.053\t-0.534\t0.000\t0.760\t-2.085\t1.297\t0.000\t0.579\t-1.253\t0.701\t2.548\t0.788\t0.051\t-0.045\t3.102\t1.485\t0.899\t1.368\t1.205\t0.516\t0.830\t0.806\n1\t0.524\t-1.310\t0.683\t1.178\t-0.708\t0.941\t0.451\t1.734\t2.173\t0.924\t0.300\t0.408\t2.215\t0.750\t-1.428\t1.098\t0.000\t0.589\t-2.395\t-0.731\t0.000\t0.893\t1.469\t1.034\t1.408\t1.281\t1.320\t1.130\n0\t0.777\t-0.038\t0.681\t1.287\t0.300\t0.994\t1.242\t-1.187\t0.000\t0.846\t-1.037\t0.483\t2.215\t1.353\t0.260\t-0.853\t2.548\t1.301\t-0.761\t1.678\t0.000\t0.873\t0.866\t0.989\t1.040\t1.347\t0.992\t0.880\n0\t1.083\t-0.383\t1.261\t0.464\t-0.084\t0.907\t-0.437\t0.384\t1.087\t1.264\t-0.424\t-1.240\t2.215\t0.894\t-0.915\t-0.709\t0.000\t0.744\t-0.992\t1.112\t0.000\t0.901\t0.934\t0.985\t0.888\t1.566\t0.864\t0.751\n0\t0.823\t1.424\t-0.732\t0.649\t0.092\t0.353\t-0.740\t0.472\t2.173\t0.508\t0.912\t0.178\t2.215\t1.437\t0.174\t-1.612\t0.000\t0.418\t-2.289\t0.458\t0.000\t0.451\t0.837\t0.989\t0.559\t0.612\t0.645\t0.652\n0\t0.870\t-0.729\t0.752\t2.530\t0.243\t1.424\t-0.672\t-1.506\t0.000\t0.951\t-0.733\t-0.339\t2.215\t1.180\t0.035\t1.486\t2.548\t0.830\t-0.693\t-1.162\t0.000\t0.524\t0.817\t0.978\t0.870\t1.213\t0.966\t1.092\n0\t0.651\t-0.395\t-0.291\t1.377\t-0.267\t0.988\t0.022\t-1.353\t2.173\t0.678\t0.243\t1.494\t0.000\t1.028\t0.419\t0.717\t2.548\t0.740\t-0.905\t0.778\t0.000\t0.865\t0.947\t0.991\t1.262\t1.233\t1.180\t0.996\n1\t0.806\t-0.368\t0.793\t1.212\t1.500\t1.476\t-0.012\t-0.359\t2.173\t0.618\t0.230\t1.155\t0.000\t0.938\t-1.455\t-1.604\t0.000\t0.733\t-0.002\t0.110\t0.000\t0.717\t1.085\t0.981\t0.719\t0.965\t0.957\t0.796\n1\t0.745\t0.643\t0.591\t0.623\t-0.423\t0.946\t0.974\t-0.224\t0.000\t0.851\t1.168\t-1.382\t1.107\t0.840\t0.127\t-1.714\t2.548\t0.861\t0.992\t1.562\t0.000\t0.832\t1.033\t0.992\t0.831\t0.566\t0.797\t0.712\n0\t0.614\t0.388\t0.588\t0.979\t1.345\t0.756\t-0.273\t-0.589\t0.000\t0.626\t-1.678\t-1.065\t0.000\t0.438\t0.553\t1.544\t2.548\t0.839\t-1.592\t0.123\t0.000\t0.833\t0.971\t0.987\t1.081\t0.517\t0.682\t1.036\n0\t0.889\t0.356\t0.261\t0.916\t0.397\t0.856\t1.345\t-1.114\t0.000\t1.205\t0.903\t1.027\t1.107\t0.790\t-0.040\t-1.180\t2.548\t0.606\t0.383\t-1.528\t0.000\t0.649\t1.141\t0.987\t0.960\t1.084\t0.803\t0.828\n0\t0.704\t-0.279\t-0.729\t0.627\t1.103\t0.516\t0.241\t-1.699\t0.000\t0.471\t1.168\t0.237\t0.000\t0.547\t2.005\t1.304\t0.000\t0.853\t-1.037\t-0.009\t3.102\t0.757\t0.989\t0.989\t0.695\t0.205\t0.847\t0.724\n1\t2.526\t-0.833\t-1.682\t0.209\t-0.637\t0.802\t0.034\t-0.411\t2.173\t1.193\t-1.641\t0.530\t0.000\t0.580\t-0.340\t-1.717\t2.548\t1.087\t-1.217\t-0.822\t0.000\t0.908\t0.800\t0.986\t0.480\t0.804\t0.785\t0.744\n1\t2.038\t-1.164\t1.137\t1.410\t0.222\t2.995\t0.174\t-0.913\t0.000\t0.851\t1.501\t0.817\t0.000\t0.977\t0.188\t1.027\t0.000\t0.999\t0.088\t-0.056\t3.102\t1.042\t0.915\t1.724\t1.222\t0.580\t0.906\t1.156\n0\t1.040\t-0.649\t1.586\t0.540\t-1.161\t0.626\t1.370\t1.515\t2.173\t0.941\t2.025\t0.161\t0.000\t0.434\t-1.200\t-0.653\t0.000\t1.004\t0.933\t0.153\t3.102\t0.792\t0.915\t0.984\t1.213\t0.798\t1.160\t1.334\n0\t1.064\t-1.689\t1.144\t0.774\t0.844\t1.131\t-1.562\t0.571\t2.173\t1.159\t-1.515\t-0.859\t0.000\t1.715\t-1.839\t-1.231\t0.000\t0.455\t-0.065\t-0.978\t3.102\t0.872\t0.790\t0.999\t0.803\t0.973\t1.063\t0.988\n1\t1.147\t-0.364\t-1.192\t0.174\t1.682\t0.882\t-0.511\t1.662\t1.087\t0.880\t0.179\t0.271\t2.215\t1.011\t1.140\t0.066\t0.000\t0.461\t0.564\t-0.417\t0.000\t0.386\t1.304\t0.976\t1.007\t1.316\t0.894\t0.895\n0\t1.253\t1.917\t-1.135\t0.745\t-1.330\t0.678\t-0.123\t0.643\t0.000\t0.924\t0.620\t0.192\t0.000\t0.409\t-0.843\t-1.167\t1.274\t0.636\t0.463\t1.276\t3.102\t0.934\t0.896\t0.975\t0.681\t0.446\t0.664\t0.853\n0\t0.830\t1.469\t-0.503\t0.790\t0.614\t0.966\t-0.371\t1.505\t2.173\t0.674\t-0.448\t-0.643\t0.000\t0.998\t-0.427\t-0.145\t2.548\t0.741\t-0.885\t0.757\t0.000\t0.921\t1.009\t0.989\t1.161\t1.220\t1.222\t1.072\n1\t0.882\t0.743\t0.530\t0.795\t1.574\t0.705\t0.783\t-1.649\t0.000\t0.422\t-0.027\t1.480\t0.000\t1.350\t-0.699\t-0.073\t2.548\t1.270\t0.792\t-0.260\t3.102\t0.609\t0.901\t0.990\t1.219\t0.983\t0.911\t0.846\n1\t0.481\t-0.687\t-1.417\t0.697\t-0.018\t0.860\t0.458\t1.046\t0.000\t1.119\t-2.334\t-0.377\t0.000\t0.568\t0.788\t-0.005\t0.000\t1.417\t1.827\t1.735\t0.000\t1.052\t0.694\t0.991\t0.725\t0.210\t0.716\t0.818\n1\t1.004\t0.661\t-0.862\t1.004\t1.641\t1.170\t-0.101\t-0.188\t2.173\t1.154\t0.637\t-1.689\t0.000\t1.368\t0.143\t1.315\t2.548\t1.259\t-1.151\t0.404\t0.000\t2.411\t1.491\t1.077\t1.213\t1.553\t1.267\t1.107\n1\t1.074\t0.080\t0.283\t0.860\t-0.355\t1.057\t1.095\t1.663\t0.000\t0.629\t0.280\t-1.165\t2.215\t0.734\t0.970\t-0.486\t2.548\t0.418\t1.224\t0.019\t0.000\t1.028\t0.891\t0.986\t0.785\t0.505\t0.630\t0.710\n1\t2.355\t-0.491\t-0.653\t0.748\t0.112\t0.693\t0.664\t1.242\t1.087\t0.835\t-0.763\t0.666\t1.107\t0.471\t1.108\t-1.516\t0.000\t0.470\t1.563\t1.150\t0.000\t0.390\t1.024\t1.170\t1.421\t1.049\t1.062\t0.954\n0\t0.821\t1.390\t0.233\t1.465\t0.789\t1.752\t1.034\t0.742\t2.173\t2.724\t1.138\t-0.872\t2.215\t1.443\t0.503\t-1.349\t0.000\t0.368\t1.066\t-1.499\t0.000\t0.318\t0.861\t0.976\t0.682\t3.200\t1.600\t1.286\n0\t1.555\t1.856\t0.835\t1.152\t0.433\t1.091\t-0.162\t-1.717\t0.000\t1.276\t0.651\t-0.331\t2.215\t0.921\t1.470\t-0.557\t0.000\t0.415\t0.174\t1.275\t0.000\t0.856\t0.763\t1.001\t0.995\t0.824\t1.111\t0.904\n0\t1.705\t0.794\t0.171\t0.232\t-0.914\t0.926\t-0.951\t-1.608\t0.000\t0.501\t2.782\t0.186\t0.000\t0.775\t0.001\t-1.652\t0.000\t0.498\t-1.883\t0.961\t0.000\t1.051\t0.954\t0.984\t0.726\t0.529\t0.651\t0.877\n1\t0.918\t1.679\t1.592\t1.745\t-1.170\t0.529\t1.763\t-1.473\t0.000\t1.267\t-1.273\t-0.291\t0.000\t1.521\t1.078\t0.352\t2.548\t0.876\t1.254\t1.059\t0.000\t0.800\t0.986\t1.066\t1.181\t0.903\t1.021\t0.852\n1\t0.753\t0.058\t0.740\t0.384\t-1.121\t0.855\t-0.061\t-0.586\t0.000\t1.086\t-0.021\t1.392\t2.215\t0.588\t-0.959\t-0.995\t0.000\t1.249\t-0.863\t0.676\t3.102\t0.803\t1.003\t0.990\t0.763\t0.842\t0.873\t0.807\n1\t0.370\t-0.660\t-0.511\t1.211\t-0.886\t1.205\t-0.304\t1.491\t2.173\t1.448\t-0.450\t0.761\t0.000\t1.083\t0.035\t-0.607\t1.274\t1.105\t0.365\t-1.257\t0.000\t0.963\t1.042\t0.986\t1.303\t1.373\t0.950\t0.955\n1\t0.392\t1.670\t0.039\t1.678\t1.494\t1.621\t2.615\t-0.604\t0.000\t1.342\t0.065\t1.014\t2.215\t0.973\t0.800\t0.837\t0.000\t0.932\t-0.502\t1.531\t3.102\t1.048\t2.494\t1.087\t1.284\t0.570\t2.116\t1.636\n0\t1.950\t0.691\t0.445\t1.452\t0.301\t2.038\t0.179\t-1.391\t2.173\t1.090\t0.991\t0.058\t2.215\t0.431\t1.294\t1.679\t0.000\t0.455\t0.615\t1.317\t0.000\t0.231\t0.808\t0.991\t0.624\t2.319\t1.669\t1.199\n1\t0.764\t-0.556\t0.755\t1.054\t-0.453\t0.385\t-0.849\t-1.702\t1.087\t0.598\t0.286\t-0.822\t0.000\t0.370\t-1.939\t0.960\t0.000\t0.488\t-0.495\t-0.986\t3.102\t1.211\t0.841\t1.101\t0.572\t0.283\t0.496\t0.533\n1\t0.539\t-0.857\t-0.632\t1.126\t0.478\t0.911\t-0.886\t-0.352\t1.087\t0.720\t-0.651\t0.485\t0.000\t2.128\t-0.846\t-1.536\t2.548\t0.922\t-1.424\t-1.471\t0.000\t1.191\t1.046\t0.991\t1.119\t1.520\t0.949\t0.844\n1\t1.475\t-0.350\t-1.109\t1.150\t-1.724\t1.279\t-0.374\t0.491\t0.000\t0.529\t-0.017\t1.515\t0.000\t0.689\t-0.704\t-1.131\t0.000\t1.108\t0.420\t-0.669\t3.102\t0.836\t0.996\t0.989\t0.741\t0.463\t0.639\t0.797\n1\t0.465\t-0.023\t-1.457\t0.784\t1.389\t0.978\t-1.036\t1.142\t0.000\t1.218\t-1.319\t-0.551\t0.000\t1.211\t-0.161\t-0.656\t1.274\t1.100\t0.418\t0.464\t3.102\t0.848\t0.992\t0.986\t0.920\t0.807\t0.851\t0.777\n0\t0.634\t0.703\t-0.950\t0.989\t0.006\t0.956\t1.559\t1.692\t2.173\t0.611\t1.524\t-0.640\t0.000\t1.436\t0.935\t0.583\t2.548\t0.714\t0.759\t1.384\t0.000\t0.882\t0.863\t0.986\t1.026\t1.294\t0.865\t0.735\n1\t2.057\t0.872\t1.346\t0.548\t0.381\t0.661\t0.662\t0.675\t0.000\t1.042\t1.068\t-0.532\t2.215\t1.097\t-0.064\t-1.008\t2.548\t0.586\t-0.113\t-0.389\t0.000\t0.873\t0.953\t1.123\t1.088\t0.847\t0.938\t0.827\n1\t0.923\t1.122\t-0.993\t0.633\t0.399\t0.967\t0.482\t-1.740\t1.087\t1.023\t1.628\t0.609\t0.000\t0.520\t0.787\t-0.206\t0.000\t0.943\t-0.374\t-0.822\t3.102\t0.884\t1.135\t1.007\t0.929\t0.892\t0.966\t0.821\n1\t1.005\t-0.044\t1.160\t1.181\t-1.242\t1.010\t0.190\t-0.615\t0.000\t0.993\t-0.740\t1.592\t1.107\t1.265\t-0.512\t0.708\t1.274\t0.945\t0.031\t0.055\t0.000\t0.856\t1.145\t1.252\t0.806\t0.860\t0.967\t0.881\n1\t1.113\t-0.707\t-1.194\t1.771\t-1.438\t0.828\t-0.182\t1.042\t0.000\t0.778\t2.012\t0.107\t0.000\t0.859\t-1.119\t-0.014\t0.000\t1.621\t-0.477\t-0.611\t0.000\t0.978\t0.973\t0.975\t0.642\t0.634\t0.785\t0.722\n0\t2.182\t-1.602\t-0.583\t1.435\t-0.473\t1.169\t-1.218\t1.402\t0.000\t0.590\t-0.264\t1.383\t0.000\t0.947\t-0.482\t0.471\t2.548\t0.415\t-0.702\t0.051\t0.000\t0.915\t1.008\t0.979\t0.790\t0.362\t0.856\t0.968\n0\t2.074\t0.884\t-1.511\t0.753\t-0.825\t1.227\t-0.493\t0.374\t0.000\t1.026\t-0.828\t0.704\t0.000\t1.526\t0.334\t-0.805\t2.548\t0.722\t-0.626\t1.603\t1.551\t0.815\t0.847\t1.004\t0.804\t0.814\t1.020\t1.213\n0\t0.294\t-1.159\t0.495\t1.037\t-1.135\t1.006\t-0.175\t1.154\t0.000\t0.531\t-0.930\t0.938\t0.000\t1.234\t1.150\t-0.377\t1.274\t0.803\t0.544\t0.052\t1.551\t1.089\t0.779\t0.989\t2.515\t0.371\t1.643\t1.304\n0\t0.449\t0.050\t1.620\t1.278\t1.619\t0.686\t-0.266\t-0.097\t2.173\t0.772\t1.188\t-1.270\t0.000\t1.218\t0.702\t-0.608\t0.000\t0.683\t2.243\t1.131\t0.000\t0.902\t1.150\t1.002\t1.422\t0.816\t1.149\t1.075\n1\t0.443\t0.601\t-1.628\t0.561\t-0.854\t0.480\t0.671\t-0.679\t0.000\t1.378\t-0.830\t1.417\t2.215\t0.980\t-0.828\t0.102\t2.548\t0.661\t1.792\t0.195\t0.000\t0.922\t1.243\t0.989\t1.989\t1.145\t1.494\t1.272\n0\t1.233\t-0.165\t-0.892\t1.341\t0.272\t0.962\t0.106\t0.537\t2.173\t1.849\t-0.902\t-1.300\t0.000\t0.923\t-0.343\t1.190\t0.000\t0.840\t-0.903\t0.465\t3.102\t1.663\t1.184\t1.545\t1.085\t0.604\t1.107\t1.038\n0\t1.019\t0.081\t-0.809\t0.778\t0.039\t0.929\t-0.389\t0.953\t2.173\t0.741\t0.474\t-1.119\t0.000\t0.399\t0.068\t-1.648\t0.000\t0.544\t-0.742\t1.188\t0.000\t0.949\t1.036\t0.988\t0.584\t0.987\t0.761\t0.720\n0\t0.864\t0.543\t-0.813\t0.968\t-0.123\t0.537\t0.251\t1.591\t0.000\t0.770\t-0.331\t0.613\t0.000\t0.705\t0.973\t-1.677\t2.548\t0.936\t0.091\t0.991\t1.551\t0.896\t0.693\t0.987\t0.819\t0.520\t0.620\t0.649\n1\t0.479\t-2.138\t0.061\t0.971\t0.883\t1.069\t-0.727\t-0.471\t0.000\t1.187\t-2.466\t1.128\t0.000\t0.899\t-0.652\t-1.030\t2.548\t1.115\t0.079\t-1.290\t3.102\t0.925\t1.269\t0.979\t0.902\t0.365\t1.058\t0.898\n1\t1.385\t0.238\t0.378\t2.601\t0.890\t1.076\t-2.164\t-0.774\t0.000\t0.937\t-0.441\t-1.099\t0.000\t1.306\t-0.204\t1.436\t2.548\t0.915\t-1.354\t-1.006\t0.000\t0.755\t0.981\t1.172\t1.034\t1.051\t0.879\t1.050\n0\t0.399\t1.075\t-1.644\t0.639\t0.131\t0.617\t0.670\t-1.337\t1.087\t0.490\t1.280\t-0.141\t2.215\t0.684\t0.511\t0.739\t0.000\t0.375\t-0.881\t-0.132\t0.000\t0.699\t0.747\t0.986\t0.682\t0.760\t0.611\t0.544\n1\t1.078\t-2.326\t1.728\t0.597\t-1.364\t0.514\t-1.403\t0.600\t0.000\t0.709\t-0.791\t-0.278\t1.107\t0.725\t-0.764\t-0.736\t2.548\t1.247\t-0.145\t0.509\t0.000\t0.954\t0.814\t0.985\t0.748\t0.306\t0.671\t0.664\n0\t0.610\t-2.247\t-1.013\t0.971\t1.479\t0.642\t0.690\t-0.186\t2.173\t0.321\t-1.363\t-0.113\t0.000\t0.441\t1.121\t-1.338\t0.000\t0.841\t-0.344\t0.947\t3.102\t1.125\t0.910\t0.987\t0.723\t0.803\t1.013\t0.886\n0\t0.421\t-0.788\t-1.499\t1.773\t-1.416\t0.983\t-0.249\t0.713\t0.000\t0.516\t0.241\t1.331\t0.000\t0.671\t0.602\t-0.132\t2.548\t0.758\t-0.682\t-0.304\t1.551\t0.885\t0.856\t0.981\t0.828\t0.449\t1.015\t1.114\n0\t1.796\t0.407\t0.703\t1.094\t0.130\t0.732\t-0.270\t-1.028\t2.173\t0.964\t0.219\t-0.179\t0.000\t1.070\t0.675\t-1.710\t2.548\t1.646\t-0.394\t-1.721\t0.000\t1.717\t1.161\t0.985\t1.007\t0.862\t0.967\t0.957\n0\t1.861\t-1.475\t0.304\t1.122\t-0.292\t1.421\t-1.800\t-1.176\t0.000\t1.196\t-1.517\t0.826\t2.215\t0.387\t-0.858\t-1.298\t1.274\t1.023\t-1.107\t1.287\t0.000\t1.535\t0.847\t1.024\t0.926\t0.718\t0.897\t0.961\n1\t0.380\t-0.735\t-0.242\t0.247\t-0.432\t0.676\t0.299\t0.958\t0.000\t1.035\t0.290\t-1.185\t1.107\t1.483\t-0.659\t-0.525\t2.548\t0.637\t1.200\t0.922\t0.000\t0.730\t1.042\t0.986\t0.754\t1.019\t0.805\t0.724\n0\t0.571\t-0.893\t1.560\t1.094\t1.578\t0.791\t0.563\t-0.492\t1.087\t0.809\t0.561\t0.503\t0.000\t0.295\t-0.781\t0.390\t0.000\t0.500\t-0.982\t1.070\t1.551\t0.980\t0.920\t0.985\t0.609\t0.930\t0.760\t0.699\n1\t0.660\t-0.125\t-0.763\t0.941\t1.624\t0.917\t-0.353\t0.559\t0.000\t0.733\t-0.488\t0.013\t0.000\t1.139\t-1.089\t-1.241\t2.548\t0.748\t-1.972\t0.974\t0.000\t0.833\t1.099\t0.988\t0.871\t0.826\t0.916\t0.833\n0\t1.394\t0.462\t-1.523\t1.050\t1.399\t0.548\t-0.382\t0.343\t0.000\t0.763\t1.041\t-0.651\t2.215\t0.727\t-0.911\t0.372\t2.548\t0.916\t2.494\t-1.211\t0.000\t1.050\t0.918\t0.998\t0.963\t1.162\t1.150\t1.119\n1\t0.610\t-0.906\t0.438\t0.526\t1.651\t0.793\t0.447\t0.342\t0.000\t1.057\t0.437\t-0.436\t1.107\t1.805\t0.570\t1.423\t1.274\t1.334\t0.868\t-1.376\t0.000\t1.640\t1.178\t0.993\t1.575\t1.466\t1.319\t1.258\n1\t1.535\t0.160\t-0.645\t1.262\t-0.237\t0.482\t0.607\t-1.267\t0.000\t1.342\t-0.792\t1.007\t2.215\t0.630\t0.760\t1.394\t2.548\t0.612\t-2.304\t-1.264\t0.000\t1.031\t1.000\t0.988\t0.964\t0.961\t1.034\t0.985\n0\t0.629\t0.488\t0.729\t0.379\t0.944\t0.793\t-0.728\t-0.968\t2.173\t0.700\t-0.127\t1.491\t0.000\t1.086\t0.305\t-0.199\t2.548\t0.704\t-0.830\t0.632\t0.000\t0.758\t0.940\t0.998\t0.881\t0.984\t1.091\t0.963\n1\t0.960\t-0.119\t0.945\t1.133\t-1.350\t0.731\t0.588\t-0.320\t0.000\t0.845\t0.730\t0.081\t0.000\t1.872\t-0.127\t-1.317\t1.274\t1.493\t0.294\t1.067\t3.102\t0.604\t0.985\t1.271\t0.866\t1.117\t0.982\t0.900\n1\t3.006\t-0.010\t-1.063\t1.535\t-1.244\t2.765\t0.714\t0.673\t0.000\t1.650\t0.647\t-0.466\t2.215\t0.878\t-1.643\t1.444\t0.000\t0.753\t0.687\t1.491\t3.102\t0.972\t1.022\t0.972\t0.824\t0.991\t0.912\t0.874\n1\t1.016\t1.157\t-1.390\t1.023\t-0.977\t1.063\t-0.735\t0.448\t2.173\t0.666\t0.426\t1.513\t0.000\t1.370\t-2.642\t-1.021\t0.000\t1.352\t0.573\t0.103\t1.551\t0.898\t1.022\t0.991\t0.879\t1.059\t1.094\t0.922\n1\t1.766\t1.984\t-1.349\t0.532\t-0.506\t0.491\t1.094\t-0.631\t0.000\t0.992\t1.698\t0.655\t0.000\t1.038\t0.324\t1.423\t2.548\t0.603\t0.113\t0.171\t0.000\t0.998\t0.975\t0.988\t0.884\t0.447\t0.850\t0.836\n0\t3.221\t1.677\t-1.400\t0.486\t-0.899\t0.543\t0.440\t0.221\t2.173\t0.773\t0.678\t0.556\t2.215\t0.957\t1.208\t0.223\t0.000\t1.166\t1.591\t1.321\t0.000\t1.033\t0.899\t0.991\t1.327\t0.308\t1.092\t0.951\n1\t0.464\t-0.490\t-1.380\t1.247\t0.801\t0.809\t2.880\t-1.099\t0.000\t0.681\t-0.439\t-0.658\t0.000\t1.196\t-0.354\t0.182\t2.548\t1.044\t-2.333\t0.914\t0.000\t1.941\t1.067\t0.986\t0.705\t0.539\t0.840\t0.800\n0\t0.665\t0.741\t-0.440\t0.778\t-1.616\t0.575\t0.489\t1.327\t2.173\t0.684\t-0.924\t-0.958\t0.000\t1.145\t0.435\t0.028\t0.000\t0.600\t1.046\t0.236\t0.000\t0.623\t0.750\t0.987\t0.556\t0.386\t0.490\t0.548\n0\t0.485\t-0.845\t-0.326\t1.232\t1.268\t0.594\t0.879\t1.080\t2.173\t0.772\t-0.842\t-1.159\t2.215\t0.992\t0.428\t-0.332\t0.000\t0.832\t1.164\t-0.167\t0.000\t0.856\t0.904\t1.062\t0.763\t1.337\t0.892\t0.896\n0\t1.153\t-0.408\t-1.306\t2.303\t-1.040\t0.947\t-1.214\t0.950\t0.000\t0.772\t-1.580\t0.505\t2.215\t1.177\t0.212\t-0.361\t2.548\t1.915\t-1.973\t0.576\t0.000\t1.415\t0.847\t0.988\t0.883\t1.297\t1.205\t1.545\n0\t0.840\t-0.388\t-1.053\t0.413\t0.274\t0.618\t1.072\t-1.111\t0.000\t0.985\t-0.816\t0.936\t2.215\t0.475\t-0.055\t-0.591\t0.000\t0.630\t-0.379\t0.707\t3.102\t0.735\t0.759\t0.981\t0.810\t0.201\t0.813\t0.759\n1\t0.412\t1.151\t0.527\t1.116\t-0.554\t2.422\t-1.472\t-1.297\t2.173\t2.455\t-0.709\t0.734\t1.107\t1.017\t-0.123\t0.572\t0.000\t0.979\t0.095\t-0.105\t0.000\t0.645\t0.947\t0.986\t4.949\t3.734\t3.626\t2.589\n0\t0.770\t1.641\t-0.700\t0.924\t-1.204\t0.420\t0.855\t1.264\t2.173\t0.710\t0.833\t-0.086\t0.000\t1.816\t-0.072\t0.654\t2.548\t0.620\t0.128\t-1.107\t0.000\t0.755\t0.956\t0.983\t0.761\t0.780\t0.881\t0.751\n1\t1.255\t-0.090\t-0.767\t0.691\t-0.668\t1.566\t1.338\t1.572\t0.000\t1.046\t0.776\t0.395\t2.215\t1.587\t0.292\t-0.080\t2.548\t1.301\t-0.214\t0.011\t0.000\t1.091\t0.911\t0.992\t0.964\t0.657\t0.941\t1.061\n0\t0.561\t1.386\t-0.096\t0.466\t1.011\t1.040\t0.655\t1.690\t2.173\t1.069\t-0.441\t0.095\t0.000\t0.927\t-0.214\t-0.639\t0.000\t0.393\t-0.949\t-1.197\t3.102\t0.953\t0.654\t0.990\t0.905\t0.776\t0.929\t0.800\n1\t1.773\t-0.322\t-1.192\t0.078\t0.606\t1.200\t-0.149\t0.664\t2.173\t0.755\t-0.115\t-0.416\t2.215\t0.585\t0.949\t0.988\t0.000\t0.753\t0.392\t-1.216\t0.000\t0.703\t0.960\t0.984\t0.710\t1.158\t0.924\t0.787\n1\t0.873\t0.202\t-1.363\t0.867\t0.561\t0.839\t-2.207\t-1.458\t0.000\t0.873\t-1.636\t0.479\t2.215\t0.721\t-1.165\t0.063\t0.000\t1.106\t-0.907\t-0.606\t3.102\t0.793\t1.051\t1.189\t0.862\t0.783\t0.860\t1.004\n1\t1.093\t-1.223\t-0.568\t1.004\t1.268\t1.552\t-0.568\t-1.552\t0.000\t1.946\t0.885\t-0.241\t0.000\t1.499\t-2.576\t1.125\t0.000\t1.797\t-0.739\t-0.144\t0.000\t0.886\t1.178\t1.446\t0.712\t0.575\t0.727\t0.776\n0\t0.279\t1.305\t-0.004\t1.147\t-1.332\t0.827\t-1.044\t1.238\t2.173\t0.664\t-1.403\t-0.669\t2.215\t0.956\t0.073\t0.409\t0.000\t0.973\t-1.346\t-1.292\t0.000\t0.871\t0.857\t0.987\t1.038\t1.099\t0.860\t0.755\n1\t1.584\t-0.159\t-1.264\t0.965\t1.680\t0.728\t-1.062\t0.082\t0.000\t0.412\t-0.225\t1.581\t0.000\t1.459\t0.823\t-0.361\t0.000\t0.753\t0.042\t0.947\t3.102\t0.983\t0.785\t0.990\t0.820\t0.266\t0.585\t0.675\n1\t0.785\t-0.150\t-1.408\t0.870\t-0.293\t1.235\t0.551\t-1.405\t2.173\t1.747\t-0.117\t0.515\t0.000\t1.123\t-0.034\t1.416\t2.548\t0.910\t0.862\t-0.964\t0.000\t1.884\t1.315\t0.988\t0.885\t0.937\t1.174\t0.970\n1\t1.688\t0.776\t-0.115\t0.780\t0.731\t1.259\t1.362\t-1.541\t2.173\t0.621\t1.077\t0.100\t2.215\t0.349\t2.439\t1.318\t0.000\t0.473\t1.168\t0.586\t0.000\t0.412\t0.772\t1.098\t0.559\t1.308\t0.996\t0.788\n0\t0.374\t-1.282\t1.521\t1.163\t-0.217\t0.672\t0.266\t0.861\t0.000\t1.153\t-1.100\t-1.525\t1.107\t0.823\t-0.502\t0.104\t0.000\t0.614\t-0.999\t0.116\t3.102\t1.015\t0.705\t0.985\t0.960\t0.757\t0.831\t0.864\n1\t0.697\t0.363\t0.412\t0.750\t-0.788\t0.475\t0.970\t1.516\t0.000\t0.885\t-1.424\t0.378\t0.000\t0.799\t0.925\t-1.061\t2.548\t0.767\t1.332\t-1.461\t3.102\t2.440\t1.713\t0.992\t0.789\t0.275\t1.151\t0.938\n0\t0.927\t0.369\t0.480\t0.409\t0.346\t1.005\t-0.698\t-0.954\t2.173\t0.901\t1.030\t0.955\t0.000\t0.803\t-0.770\t1.366\t2.548\t1.103\t0.065\t-0.625\t0.000\t1.445\t1.161\t0.990\t1.566\t0.974\t1.131\t1.039\n0\t0.582\t-0.701\t0.489\t0.402\t-1.271\t0.773\t1.056\t1.017\t2.173\t1.022\t0.555\t-1.521\t2.215\t1.177\t-2.369\t-0.529\t0.000\t0.555\t1.325\t0.737\t0.000\t0.847\t0.941\t0.989\t1.615\t1.039\t1.238\t1.032\n0\t1.087\t-1.739\t-0.368\t1.715\t0.006\t0.743\t-0.931\t1.510\t2.173\t0.525\t-2.379\t-1.570\t0.000\t0.866\t-1.017\t-1.039\t0.000\t1.275\t-1.153\t0.790\t3.102\t0.881\t0.898\t0.986\t0.823\t0.665\t0.875\t0.842\n1\t0.579\t0.926\t1.156\t1.082\t-0.451\t0.700\t-0.396\t1.526\t2.173\t0.796\t-0.513\t0.156\t2.215\t0.951\t-0.490\t-1.152\t0.000\t0.746\t-0.046\t0.672\t0.000\t0.954\t0.801\t1.088\t1.057\t1.040\t0.866\t0.759\n0\t2.940\t-0.749\t-0.158\t1.248\t-0.440\t3.201\t-0.491\t1.321\t0.000\t1.977\t-0.697\t-0.619\t1.107\t1.459\t-1.106\t1.096\t2.548\t1.200\t-0.742\t-1.234\t0.000\t1.026\t1.052\t0.976\t1.413\t1.860\t1.164\t1.071\n1\t0.964\t0.515\t-1.484\t0.076\t-1.650\t0.533\t-0.962\t0.267\t2.173\t0.879\t-0.584\t-0.986\t1.107\t0.581\t0.739\t-0.002\t0.000\t1.172\t-0.493\t0.950\t0.000\t0.978\t0.986\t0.985\t0.876\t0.930\t0.715\t0.685\n1\t0.348\t0.655\t-1.708\t1.663\t1.341\t0.973\t0.542\t-0.788\t2.173\t0.926\t0.423\t0.797\t2.215\t0.746\t0.781\t0.194\t0.000\t1.615\t1.159\t-0.328\t0.000\t0.813\t0.958\t1.002\t1.383\t1.384\t1.064\t1.001\n1\t1.255\t-0.446\t0.556\t1.346\t0.581\t0.745\t-0.451\t-1.494\t2.173\t0.507\t-0.705\t-0.199\t0.000\t1.217\t1.087\t-1.019\t2.548\t0.772\t-0.425\t1.303\t0.000\t0.801\t1.093\t0.982\t1.233\t1.199\t1.353\t1.038\n1\t0.892\t0.445\t1.054\t0.665\t-1.270\t0.831\t0.499\t-0.968\t0.000\t0.790\t1.227\t-1.393\t0.000\t1.524\t1.180\t0.340\t2.548\t0.540\t1.179\t1.400\t0.000\t0.927\t0.905\t0.989\t0.874\t0.757\t0.890\t0.774\n0\t1.046\t1.044\t-1.439\t0.448\t-1.579\t0.568\t1.320\t1.458\t0.000\t0.698\t1.162\t0.107\t0.000\t0.940\t0.365\t-0.543\t2.548\t0.814\t-0.441\t0.540\t3.102\t1.258\t1.018\t0.996\t0.778\t0.641\t0.742\t0.729\n1\t0.501\t1.726\t0.726\t1.090\t-0.423\t0.820\t-0.187\t-0.217\t2.173\t0.764\t1.408\t1.493\t0.000\t0.900\t-0.310\t-1.448\t0.000\t0.736\t0.371\t-1.081\t3.102\t1.428\t0.850\t0.982\t1.675\t0.635\t1.088\t1.093\n0\t1.345\t0.102\t-0.419\t0.473\t0.006\t0.726\t0.569\t1.415\t0.000\t1.108\t0.958\t0.906\t2.215\t0.892\t1.099\t-0.807\t2.548\t0.775\t-0.134\t-0.953\t0.000\t1.059\t0.972\t0.995\t0.649\t1.062\t0.775\t0.781\n1\t0.799\t1.094\t0.758\t1.387\t1.252\t1.665\t-0.267\t-0.671\t0.000\t1.052\t0.414\t1.474\t0.000\t1.724\t0.208\t0.676\t0.000\t2.032\t0.589\t0.008\t3.102\t1.263\t0.997\t1.000\t0.991\t1.261\t0.916\t0.846\n0\t0.770\t-2.237\t0.267\t0.631\t0.631\t0.531\t-1.300\t0.633\t0.000\t1.357\t-0.799\t-1.406\t2.215\t0.701\t-0.540\t-0.179\t0.000\t1.144\t-1.123\t-1.333\t3.102\t0.838\t0.836\t0.973\t1.158\t0.308\t0.787\t0.747\n0\t1.141\t0.389\t0.124\t1.332\t0.901\t1.243\t-0.986\t-1.471\t2.173\t0.648\t1.108\t-0.211\t2.215\t0.270\t1.246\t0.881\t0.000\t0.860\t-0.297\t-0.516\t0.000\t0.922\t1.008\t1.101\t0.804\t2.075\t1.331\t1.035\n0\t0.437\t1.138\t-0.669\t1.578\t-0.367\t0.635\t1.443\t1.194\t0.000\t0.638\t1.520\t-1.359\t2.215\t0.708\t2.567\t1.076\t0.000\t0.831\t0.449\t0.748\t3.102\t0.896\t0.845\t0.983\t1.007\t0.715\t0.764\t0.798\n1\t0.699\t1.188\t0.119\t0.414\t-0.856\t0.875\t0.166\t0.611\t0.000\t0.911\t0.231\t-0.040\t0.000\t1.215\t0.642\t-1.540\t2.548\t1.327\t-1.193\t-0.924\t0.000\t0.914\t1.138\t0.986\t0.800\t0.725\t0.699\t0.739\n1\t0.837\t-0.774\t-1.407\t0.914\t1.055\t0.764\t0.296\t0.998\t2.173\t0.984\t-1.284\t-0.783\t0.000\t0.713\t-0.605\t-0.265\t2.548\t0.452\t0.101\t0.236\t0.000\t0.972\t1.329\t0.989\t0.716\t0.954\t0.824\t0.746\n1\t0.843\t-0.778\t-0.682\t0.635\t-1.702\t0.669\t0.383\t0.653\t1.087\t0.543\t-1.775\t0.537\t0.000\t0.527\t-1.515\t-0.974\t0.000\t1.221\t0.196\t-1.358\t3.102\t0.806\t1.033\t0.980\t1.162\t0.931\t0.907\t0.828\n0\t1.088\t1.003\t-0.458\t0.775\t-0.458\t0.847\t-0.348\t1.406\t2.173\t0.344\t1.679\t1.118\t0.000\t0.583\t-0.977\t-0.762\t2.548\t0.521\t-0.249\t0.758\t0.000\t0.683\t0.853\t0.989\t1.223\t0.874\t0.859\t0.770\n1\t1.053\t1.552\t1.206\t0.309\t0.197\t0.463\t-0.530\t0.357\t2.173\t0.558\t1.181\t-0.222\t0.000\t0.570\t1.460\t-1.445\t0.000\t0.850\t0.599\t-1.217\t3.102\t0.790\t1.014\t0.998\t0.656\t0.793\t0.673\t0.648\n1\t0.724\t0.630\t0.129\t0.876\t1.058\t0.667\t1.255\t1.668\t0.000\t1.165\t-0.627\t0.055\t2.215\t1.023\t0.230\t-1.368\t1.274\t1.029\t1.898\t-0.634\t0.000\t1.084\t0.921\t0.985\t1.264\t1.236\t1.066\t0.955\n0\t1.280\t0.201\t-1.389\t0.264\t-0.098\t0.601\t0.489\t0.363\t0.000\t0.364\t0.130\t1.580\t0.000\t0.751\t-0.550\t-0.704\t2.548\t0.682\t0.936\t0.460\t3.102\t0.902\t0.828\t0.991\t0.660\t0.714\t0.571\t0.583\n0\t1.262\t-0.761\t0.463\t0.878\t1.448\t1.036\t1.468\t0.609\t0.000\t0.989\t1.118\t-0.074\t0.000\t1.199\t1.701\t1.437\t0.000\t3.596\t-0.757\t-1.070\t3.102\t1.062\t0.976\t1.132\t1.314\t0.349\t1.519\t1.339\n0\t1.720\t-0.734\t-1.009\t1.157\t-0.648\t0.410\t0.131\t0.245\t0.000\t1.365\t0.530\t1.067\t2.215\t0.557\t0.839\t0.798\t2.548\t0.370\t-2.466\t1.079\t0.000\t0.903\t0.901\t0.980\t1.007\t0.283\t1.065\t0.869\n0\t0.800\t-1.072\t1.459\t0.526\t0.352\t0.667\t-0.304\t1.585\t2.173\t0.543\t-1.339\t-0.046\t0.000\t0.799\t-0.045\t0.070\t2.548\t0.612\t0.141\t-0.417\t0.000\t0.687\t0.921\t0.981\t0.656\t0.898\t0.633\t0.591\n0\t1.049\t-0.446\t-1.071\t0.943\t1.152\t0.553\t0.386\t0.958\t2.173\t0.337\t-1.020\t-0.559\t0.000\t0.564\t0.139\t-0.524\t1.274\t0.447\t-1.521\t1.231\t0.000\t0.543\t0.802\t1.251\t0.732\t0.682\t0.640\t0.586\n0\t1.140\t-0.340\t0.879\t0.637\t1.601\t0.853\t0.626\t-0.406\t0.000\t0.948\t0.460\t-1.298\t2.215\t1.142\t0.056\t-1.008\t2.548\t0.647\t1.534\t1.170\t0.000\t0.701\t0.891\t0.989\t0.875\t0.366\t0.690\t0.731\n0\t0.660\t0.523\t0.503\t0.993\t0.228\t0.564\t-0.514\t1.294\t2.173\t0.664\t-0.307\t-1.541\t0.000\t1.057\t-0.006\t-0.918\t2.548\t0.904\t-0.560\t-0.485\t0.000\t0.842\t0.762\t0.988\t0.874\t0.912\t0.724\t0.664\n0\t0.489\t0.172\t-0.062\t1.035\t1.569\t0.613\t-0.344\t-1.131\t2.173\t0.561\t1.017\t0.864\t0.000\t1.079\t0.798\t0.341\t2.548\t0.840\t0.622\t-0.677\t0.000\t0.890\t0.943\t0.987\t0.784\t1.184\t0.722\t0.664\n1\t0.716\t-0.646\t-1.613\t1.112\t0.969\t1.180\t-0.546\t0.889\t1.087\t1.170\t-0.415\t-1.134\t0.000\t1.288\t1.506\t-0.689\t0.000\t1.386\t-0.055\t0.098\t3.102\t2.445\t1.636\t0.985\t0.788\t0.946\t1.489\t1.323\n0\t0.600\t-0.217\t-1.315\t2.162\t-0.306\t1.336\t-0.637\t1.499\t2.173\t0.932\t-1.264\t-1.595\t0.000\t1.161\t-0.864\t0.022\t2.548\t1.782\t0.122\t0.429\t0.000\t0.889\t0.699\t1.246\t1.572\t1.526\t1.144\t0.975\n0\t0.690\t0.674\t0.300\t1.425\t-0.792\t0.481\t1.638\t-0.924\t0.000\t0.877\t-0.038\t1.577\t0.000\t0.988\t0.601\t-1.472\t2.548\t1.309\t-1.824\t1.007\t0.000\t0.955\t0.939\t1.143\t0.761\t0.844\t0.720\t0.695\n1\t0.618\t0.679\t-0.928\t0.364\t-0.722\t1.717\t0.170\t-0.590\t0.000\t1.624\t0.512\t0.521\t0.000\t2.327\t-0.250\t1.522\t1.274\t2.395\t1.940\t1.165\t0.000\t1.068\t0.677\t0.998\t1.006\t0.800\t1.053\t0.863\n1\t1.066\t0.573\t-0.987\t1.731\t-0.329\t0.749\t0.082\t1.204\t1.087\t0.577\t0.609\t0.473\t0.000\t0.594\t-0.194\t-0.700\t0.000\t1.439\t0.675\t1.614\t0.000\t0.873\t0.856\t1.053\t0.781\t0.721\t0.857\t0.737\n1\t1.524\t0.978\t-1.113\t1.403\t-1.173\t1.467\t0.806\t0.657\t2.173\t0.421\t1.719\t-0.330\t0.000\t0.549\t0.524\t0.340\t2.548\t0.758\t0.490\t-1.572\t0.000\t0.806\t1.111\t1.000\t0.920\t0.342\t1.185\t0.929\n1\t0.586\t-0.235\t1.458\t1.141\t0.087\t1.140\t1.377\t1.641\t0.000\t1.219\t0.912\t-1.474\t2.215\t2.613\t0.311\t-0.183\t2.548\t1.033\t-0.596\t-1.554\t0.000\t0.980\t1.147\t1.069\t0.944\t1.833\t1.083\t0.931\n0\t0.525\t0.274\t-1.558\t0.587\t0.530\t0.678\t0.697\t-1.152\t0.000\t0.614\t0.161\t-0.042\t0.000\t1.485\t-1.272\t0.788\t1.274\t0.829\t-0.093\t-0.573\t0.000\t0.747\t0.853\t0.990\t1.549\t0.603\t1.012\t0.969\n1\t0.535\t1.657\t0.294\t0.931\t-0.844\t0.815\t0.069\t0.722\t2.173\t0.584\t0.741\t-0.405\t0.000\t0.672\t-0.247\t-1.373\t0.000\t0.990\t-0.394\t1.661\t3.102\t0.900\t1.009\t0.993\t1.405\t0.757\t1.241\t1.048\n0\t0.327\t0.849\t-1.103\t1.033\t0.372\t1.390\t-2.313\t0.642\t0.000\t1.539\t-1.009\t-0.842\t1.107\t0.834\t-1.509\t-1.551\t0.000\t0.654\t-0.624\t-1.732\t0.000\t0.405\t0.765\t0.985\t0.675\t1.078\t1.496\t1.354\n0\t1.009\t-0.406\t-0.260\t0.421\t0.948\t0.788\t0.509\t0.732\t2.173\t0.821\t-0.512\t-1.448\t2.215\t0.493\t1.307\t-0.401\t0.000\t1.033\t0.243\t-1.586\t0.000\t0.838\t0.894\t0.991\t0.815\t1.268\t0.776\t0.709\n1\t0.762\t-0.592\t-0.426\t1.483\t0.410\t0.911\t-0.180\t1.554\t2.173\t0.496\t-1.206\t-1.300\t2.215\t0.438\t0.911\t-1.018\t0.000\t0.607\t-0.145\t0.019\t0.000\t0.578\t0.814\t1.008\t0.822\t0.765\t0.833\t0.715\n1\t0.348\t-1.296\t-1.022\t1.345\t-0.434\t2.399\t-1.018\t0.815\t0.000\t0.614\t-0.151\t1.356\t0.000\t1.882\t0.862\t-0.971\t2.548\t0.775\t-0.253\t0.415\t0.000\t1.065\t1.618\t0.985\t0.936\t0.353\t1.802\t1.440\n1\t1.363\t-1.564\t1.381\t0.684\t1.135\t0.473\t-0.569\t1.595\t0.000\t1.290\t-0.308\t-0.074\t2.215\t0.553\t-2.670\t-0.082\t0.000\t1.328\t-0.626\t-0.881\t0.000\t0.961\t1.106\t0.982\t0.657\t0.641\t0.836\t0.763\n1\t0.727\t-1.194\t1.245\t0.328\t0.288\t0.630\t-1.006\t-1.277\t2.173\t0.545\t0.091\t-0.154\t1.107\t0.675\t-1.954\t-0.218\t0.000\t0.646\t0.264\t1.542\t0.000\t1.354\t0.980\t0.980\t0.669\t0.888\t0.733\t0.682\n1\t0.530\t-1.092\t0.801\t1.341\t-0.818\t0.847\t-0.485\t1.583\t0.000\t0.638\t-0.559\t-0.060\t0.000\t0.987\t0.924\t0.335\t2.548\t1.000\t0.717\t-1.472\t3.102\t1.556\t1.134\t1.160\t1.274\t0.760\t0.950\t0.925\n0\t0.533\t-1.281\t-0.041\t1.600\t-1.042\t1.059\t-0.774\t0.147\t2.173\t0.770\t-1.950\t-1.631\t0.000\t1.161\t0.138\t1.258\t2.548\t0.593\t2.049\t1.062\t0.000\t0.524\t1.106\t1.003\t1.076\t1.342\t1.025\t0.931\n0\t0.830\t-0.425\t0.532\t1.999\t0.204\t1.503\t0.159\t-1.544\t1.087\t0.266\t-0.121\t1.425\t0.000\t0.347\t-2.244\t-0.209\t0.000\t0.639\t0.955\t-1.269\t3.102\t0.821\t0.909\t0.991\t2.083\t0.590\t1.401\t1.117\n0\t1.344\t0.591\t-0.856\t0.606\t0.859\t0.246\t-1.636\t-0.545\t0.000\t0.537\t0.577\t1.456\t1.107\t1.276\t-0.889\t0.805\t1.274\t0.404\t-0.847\t-0.723\t0.000\t0.173\t0.745\t1.249\t1.210\t0.906\t0.842\t0.745\n1\t0.667\t0.527\t0.146\t1.385\t-0.883\t0.871\t-0.105\t1.250\t2.173\t0.742\t0.983\t-0.355\t2.215\t0.899\t1.597\t-1.502\t0.000\t0.756\t0.776\t0.861\t0.000\t0.862\t1.116\t1.064\t0.620\t1.366\t0.875\t0.823\n1\t1.470\t-0.196\t1.517\t1.281\t-1.078\t0.498\t1.118\t0.817\t0.000\t0.880\t0.466\t-0.025\t2.215\t0.354\t0.695\t0.613\t2.548\t0.741\t1.589\t-0.024\t0.000\t0.738\t0.750\t1.369\t0.810\t0.334\t0.772\t0.811\n0\t0.824\t-0.572\t0.445\t1.562\t1.177\t0.424\t0.986\t-0.285\t0.000\t1.084\t-0.533\t-1.585\t1.107\t0.458\t1.272\t0.093\t2.548\t1.387\t-0.421\t-0.625\t0.000\t0.983\t0.867\t0.986\t0.933\t1.132\t0.867\t0.754\n0\t1.107\t0.185\t0.511\t1.841\t0.997\t1.114\t-0.310\t0.163\t2.173\t1.480\t-0.102\t-1.394\t2.215\t0.816\t1.242\t-1.247\t0.000\t1.930\t-0.401\t-0.870\t0.000\t1.537\t1.136\t0.982\t1.146\t1.873\t1.256\t1.215\n1\t1.160\t0.148\t-1.481\t1.052\t1.393\t1.282\t0.482\t0.127\t2.173\t1.187\t0.880\t-0.744\t0.000\t1.524\t-0.554\t1.214\t2.548\t0.577\t1.423\t-1.029\t0.000\t0.521\t1.197\t0.992\t0.950\t1.760\t1.240\t1.101\n0\t1.125\t-0.023\t0.571\t2.183\t0.659\t1.180\t-2.621\t-1.354\t0.000\t0.493\t-0.921\t-0.156\t0.000\t0.536\t-1.246\t-1.282\t2.548\t1.003\t-0.080\t1.445\t3.102\t0.375\t0.671\t0.994\t1.268\t0.520\t0.865\t0.831\n0\t0.572\t-1.082\t1.237\t0.366\t0.884\t1.160\t-0.942\t-1.194\t2.173\t0.931\t1.636\t-0.235\t0.000\t0.937\t1.232\t0.317\t0.000\t0.795\t0.560\t1.101\t3.102\t0.724\t0.766\t0.983\t1.114\t1.281\t1.517\t1.205\n1\t0.822\t-0.424\t0.850\t0.847\t-0.121\t0.648\t-0.534\t0.507\t0.000\t0.555\t0.537\t0.487\t0.000\t1.544\t0.765\t-1.156\t2.548\t1.155\t-0.493\t-1.511\t0.000\t0.731\t0.859\t0.988\t1.040\t0.877\t0.894\t0.778\n1\t0.814\t1.536\t0.768\t1.029\t1.320\t0.423\t0.643\t-0.126\t0.000\t0.542\t0.904\t1.058\t0.000\t0.757\t0.133\t-1.652\t2.548\t2.039\t-0.514\t-0.615\t1.551\t0.901\t1.127\t0.993\t1.126\t0.850\t1.502\t1.165\n0\t0.435\t0.596\t0.383\t1.381\t-0.633\t1.185\t0.587\t-0.911\t2.173\t1.912\t0.653\t1.163\t1.107\t0.779\t-0.074\t0.126\t0.000\t1.163\t0.050\t0.725\t0.000\t0.795\t0.931\t0.990\t0.862\t2.118\t1.217\t0.963\n0\t0.282\t1.717\t-0.049\t0.691\t1.475\t0.545\t-1.093\t-1.644\t2.173\t0.375\t-0.914\t0.318\t1.107\t0.851\t1.328\t-1.305\t0.000\t0.644\t0.662\t0.129\t0.000\t0.895\t0.889\t0.978\t0.837\t0.654\t0.787\t0.688\n0\t0.967\t-1.856\t1.209\t1.110\t0.524\t0.561\t-1.422\t-1.119\t2.173\t1.007\t-1.102\t-0.664\t1.107\t0.479\t2.386\t0.009\t0.000\t1.347\t-1.531\t0.952\t0.000\t4.126\t2.738\t0.994\t1.213\t0.472\t1.778\t1.882\n1\t1.550\t0.155\t-0.658\t1.057\t-1.623\t1.366\t-0.592\t0.869\t1.087\t0.390\t0.430\t1.415\t0.000\t1.817\t-0.810\t-0.788\t2.548\t0.895\t-0.593\t0.340\t0.000\t0.789\t1.015\t1.354\t1.588\t1.978\t1.294\t1.013\n0\t0.663\t0.443\t1.595\t1.656\t-0.814\t0.932\t0.949\t0.868\t0.000\t1.306\t0.267\t-0.527\t2.215\t0.668\t1.585\t1.476\t0.000\t0.520\t-0.273\t0.949\t3.102\t0.932\t0.713\t1.199\t0.824\t0.757\t0.912\t0.875\n0\t1.217\t0.824\t-0.703\t1.283\t-1.079\t1.068\t0.234\t0.445\t0.000\t0.762\t1.072\t-1.408\t2.215\t1.784\t-0.205\t1.039\t2.548\t0.703\t0.144\t-0.338\t0.000\t0.898\t0.833\t0.986\t0.736\t1.334\t0.995\t0.961\n1\t0.364\t-0.536\t-0.680\t1.876\t-1.693\t1.025\t0.700\t-0.189\t2.173\t0.331\t1.325\t-1.679\t0.000\t1.138\t0.324\t0.764\t2.548\t0.392\t0.200\t0.503\t0.000\t0.514\t0.733\t0.993\t0.901\t1.046\t0.962\t0.743\n1\t0.464\t-1.659\t-1.709\t0.751\t0.889\t1.336\t-1.347\t-0.664\t2.173\t0.551\t-0.034\t1.036\t0.000\t0.652\t-0.085\t1.577\t0.000\t0.711\t-1.050\t0.464\t3.102\t0.432\t0.545\t0.980\t1.201\t0.878\t0.882\t0.781\n0\t0.818\t-0.167\t0.712\t0.375\t0.669\t0.776\t0.948\t-0.412\t1.087\t0.571\t1.797\t-0.796\t0.000\t0.582\t2.000\t1.229\t0.000\t1.362\t0.164\t1.638\t3.102\t0.870\t1.002\t0.980\t1.376\t1.129\t1.003\t1.122\n0\t0.685\t-0.068\t-0.902\t0.591\t-0.364\t1.134\t-0.288\t-1.151\t1.087\t0.667\t-0.881\t0.815\t0.000\t0.767\t0.432\t1.133\t0.000\t1.338\t-1.114\t-0.134\t3.102\t0.875\t0.984\t0.983\t0.849\t1.257\t0.961\t0.833\n1\t0.759\t-2.048\t-0.172\t0.868\t-0.740\t0.627\t-0.155\t-1.540\t1.087\t0.765\t-1.188\t0.586\t0.000\t2.008\t-0.541\t0.957\t2.548\t1.348\t-0.227\t-0.781\t0.000\t0.674\t0.985\t0.987\t1.005\t1.129\t0.981\t0.805\n1\t1.083\t-0.260\t1.273\t0.503\t-0.938\t0.838\t0.314\t0.178\t0.000\t1.490\t-0.108\t-1.602\t2.215\t1.038\t-0.642\t-0.265\t0.000\t0.515\t-0.791\t-0.581\t0.000\t0.929\t0.797\t0.987\t0.714\t0.947\t0.884\t0.753\n1\t1.112\t0.889\t-0.073\t1.016\t1.533\t0.928\t1.041\t1.197\t0.000\t0.386\t0.631\t-1.521\t0.000\t1.284\t0.808\t-0.347\t1.274\t0.615\t-0.752\t-0.584\t1.551\t0.850\t1.012\t1.461\t0.920\t0.707\t0.825\t0.781\n1\t0.888\t0.302\t-0.757\t0.950\t1.723\t2.275\t-1.051\t-0.134\t0.000\t2.279\t0.623\t1.436\t2.215\t1.289\t-0.329\t1.498\t2.548\t1.043\t0.236\t0.040\t0.000\t1.742\t1.911\t1.002\t1.039\t0.958\t2.108\t1.631\n1\t1.774\t1.677\t1.585\t0.296\t-0.720\t0.859\t0.300\t0.499\t2.173\t0.982\t-2.216\t-0.213\t0.000\t0.972\t-0.283\t-1.237\t2.548\t0.447\t-0.110\t1.004\t0.000\t0.713\t0.957\t0.988\t1.104\t1.193\t1.037\t0.987\n0\t1.123\t-0.804\t0.993\t1.180\t-0.034\t0.726\t0.198\t-1.618\t2.173\t0.817\t0.311\t-0.535\t2.215\t0.309\t1.781\t0.748\t0.000\t0.444\t-2.015\t-0.788\t0.000\t1.211\t0.916\t1.274\t1.190\t0.941\t0.938\t0.843\n0\t0.548\t0.383\t-1.439\t4.161\t1.566\t1.719\t-0.062\t-0.525\t2.173\t0.570\t1.069\t1.366\t2.215\t1.896\t0.179\t0.217\t0.000\t0.396\t-0.309\t-0.680\t0.000\t0.744\t0.925\t0.995\t2.199\t1.699\t1.489\t1.285\n0\t0.401\t-0.234\t-0.005\t1.731\t1.015\t0.416\t-0.996\t-0.812\t2.173\t0.466\t-2.770\t0.696\t0.000\t0.667\t-0.318\t-1.051\t2.548\t0.629\t-1.451\t1.302\t0.000\t0.630\t0.873\t0.984\t0.843\t0.260\t0.634\t0.686\n1\t3.088\t-0.690\t0.845\t1.949\t0.139\t3.365\t-2.020\t-1.150\t0.000\t1.050\t-0.216\t-0.058\t2.215\t1.296\t0.027\t0.427\t2.548\t0.948\t-0.508\t-0.425\t0.000\t0.825\t0.738\t2.018\t1.291\t0.547\t0.887\t0.823\n0\t1.214\t-0.221\t0.144\t0.294\t-0.296\t0.551\t-0.193\t-0.874\t2.173\t0.826\t0.409\t1.310\t2.215\t0.813\t1.491\t0.852\t0.000\t1.044\t-1.803\t1.513\t0.000\t1.050\t0.927\t0.980\t0.767\t0.966\t0.804\t0.767\n1\t0.618\t-0.874\t-0.632\t0.707\t0.888\t0.812\t-0.659\t0.467\t0.000\t0.617\t-0.591\t1.535\t0.000\t0.586\t1.257\t-1.571\t0.000\t1.051\t1.229\t-0.555\t0.000\t0.897\t0.669\t0.984\t0.696\t0.517\t0.489\t0.512\n1\t1.461\t-0.927\t0.604\t0.819\t-0.063\t0.969\t-0.121\t-1.382\t2.173\t0.406\t0.795\t-1.081\t0.000\t0.892\t0.500\t-0.225\t2.548\t1.390\t-0.188\t1.154\t0.000\t0.941\t1.037\t0.992\t1.043\t1.076\t1.068\t0.888\n0\t0.494\t-1.134\t0.454\t0.806\t-0.221\t1.302\t-0.679\t-0.981\t0.000\t1.184\t0.148\t0.750\t2.215\t0.719\t-1.043\t-0.384\t2.548\t1.168\t0.614\t1.115\t0.000\t1.055\t0.820\t0.992\t1.679\t1.079\t1.096\t1.017\n1\t1.475\t-0.207\t-1.642\t0.893\t-1.355\t0.452\t-2.122\t0.539\t0.000\t1.489\t0.460\t0.157\t2.215\t0.699\t0.305\t1.118\t2.548\t0.369\t-2.205\t-1.591\t0.000\t0.607\t1.058\t0.996\t1.602\t0.829\t1.200\t1.136\n1\t1.268\t-0.136\t-0.667\t0.937\t-1.623\t0.825\t1.929\t0.691\t0.000\t1.436\t1.513\t-0.343\t2.215\t1.266\t1.040\t-1.732\t2.548\t1.296\t0.259\t1.166\t0.000\t1.584\t1.217\t1.145\t1.484\t1.393\t1.134\t1.208\n0\t0.293\t-0.924\t1.135\t0.274\t0.274\t0.999\t0.256\t1.573\t0.000\t1.266\t1.105\t-0.451\t2.215\t0.565\t0.237\t-0.070\t2.548\t0.677\t0.956\t1.216\t0.000\t0.701\t0.815\t0.995\t0.851\t0.508\t0.876\t0.743\n0\t0.344\t-1.962\t0.923\t0.828\t-1.016\t1.002\t-1.092\t1.741\t2.173\t0.847\t0.504\t0.631\t2.215\t1.083\t0.537\t0.023\t0.000\t1.290\t-0.527\t-0.405\t0.000\t0.979\t0.904\t0.985\t0.770\t1.674\t1.129\t0.941\n1\t2.268\t0.002\t-1.467\t0.716\t1.054\t1.014\t-2.028\t0.571\t0.000\t1.280\t-0.803\t0.197\t2.215\t0.318\t0.778\t1.463\t0.000\t1.311\t-0.198\t-0.398\t0.000\t0.818\t0.888\t1.349\t0.697\t0.828\t0.941\t0.795\n0\t0.652\t-1.514\t-0.848\t0.754\t0.345\t0.646\t0.049\t1.311\t2.173\t0.846\t-0.052\t-0.945\t0.000\t0.978\t-1.747\t1.403\t0.000\t1.598\t0.232\t0.565\t3.102\t1.027\t1.060\t0.992\t1.345\t0.682\t1.097\t1.177\n0\t1.156\t-0.306\t-0.768\t0.686\t0.001\t0.734\t-1.533\t1.189\t0.000\t0.621\t-0.917\t-1.632\t2.215\t1.237\t-0.003\t-1.656\t2.548\t2.604\t-0.559\t0.245\t0.000\t0.977\t1.170\t0.990\t0.758\t0.454\t0.723\t0.761\n1\t0.481\t1.567\t1.452\t0.725\t0.217\t0.786\t1.649\t0.035\t0.000\t1.263\t1.379\t-1.362\t0.000\t1.261\t0.675\t-0.105\t0.000\t1.911\t0.935\t1.177\t3.102\t0.886\t1.213\t0.981\t0.740\t0.988\t0.967\t0.802\n1\t2.003\t-1.935\t-0.837\t0.898\t-1.114\t1.113\t-1.472\t0.662\t2.173\t0.408\t-1.500\t-0.126\t0.000\t0.734\t-1.541\t1.083\t0.000\t0.581\t-0.202\t-1.125\t3.102\t0.747\t0.659\t0.990\t0.927\t1.021\t1.128\t0.895\n0\t1.419\t-0.405\t1.666\t0.851\t0.666\t1.103\t0.506\t0.017\t2.173\t0.974\t0.270\t-1.143\t2.215\t0.398\t2.606\t-1.545\t0.000\t0.748\t-0.638\t1.109\t0.000\t1.844\t1.333\t1.194\t1.333\t1.332\t1.101\t1.090\n0\t1.712\t0.807\t-0.387\t0.438\t-0.023\t0.852\t1.157\t-1.426\t1.087\t0.816\t0.855\t1.522\t0.000\t0.499\t-0.900\t0.458\t0.000\t1.457\t0.734\t0.614\t3.102\t1.324\t0.960\t0.974\t1.116\t1.149\t0.882\t0.881\n0\t0.997\t-0.060\t-1.725\t0.858\t0.967\t1.708\t-0.072\t1.255\t1.087\t2.161\t0.228\t-0.285\t2.215\t1.086\t-0.314\t-0.575\t0.000\t1.001\t0.343\t-1.034\t0.000\t0.641\t0.805\t0.987\t0.772\t2.814\t1.408\t1.166\n1\t0.897\t-1.121\t-0.198\t0.872\t-0.064\t1.023\t0.182\t1.481\t2.173\t0.467\t0.571\t0.041\t0.000\t1.482\t-1.082\t-1.506\t2.548\t0.438\t-0.909\t-0.544\t0.000\t0.629\t0.970\t0.980\t1.120\t1.318\t1.076\t0.875\n0\t0.777\t-1.080\t0.919\t0.336\t1.664\t0.667\t-0.843\t0.029\t1.087\t1.013\t-2.107\t1.360\t0.000\t1.308\t0.078\t-0.461\t2.548\t1.412\t-0.102\t-1.201\t0.000\t2.213\t1.628\t0.995\t0.879\t0.753\t1.230\t1.024\n1\t1.037\t-0.235\t1.710\t1.065\t0.770\t1.152\t0.552\t-0.441\t0.000\t0.639\t0.679\t0.018\t1.107\t1.456\t1.574\t1.675\t0.000\t0.697\t0.064\t0.839\t3.102\t0.959\t0.800\t1.091\t0.550\t0.449\t0.572\t0.714\n0\t0.776\t-1.201\t1.187\t0.940\t0.985\t1.015\t-0.859\t1.525\t2.173\t1.029\t0.177\t-0.514\t0.000\t1.678\t0.589\t-0.118\t0.000\t1.456\t0.357\t-1.136\t3.102\t0.847\t0.897\t0.984\t0.768\t1.246\t1.214\t1.079\n1\t0.300\t1.489\t0.710\t1.582\t-1.352\t0.734\t-0.527\t-0.915\t2.173\t1.004\t-0.589\t0.136\t0.000\t1.089\t0.133\t1.458\t0.000\t0.991\t0.513\t-0.156\t3.102\t0.801\t0.841\t0.990\t0.937\t0.791\t1.233\t1.026\n1\t1.054\t1.127\t-0.895\t1.464\t-1.064\t2.065\t0.745\t-0.767\t0.000\t1.484\t-2.224\t0.989\t0.000\t1.532\t0.459\t-0.188\t1.274\t1.428\t0.041\t1.127\t0.000\t1.009\t1.090\t0.987\t0.983\t1.135\t0.857\t0.853\n1\t0.771\t-0.245\t-0.555\t0.331\t0.539\t1.323\t-0.321\t0.821\t2.173\t1.378\t-0.030\t-1.411\t0.000\t1.633\t0.826\t-0.092\t0.000\t2.254\t0.500\t-0.667\t3.102\t0.791\t0.915\t0.987\t1.085\t1.983\t1.236\t0.999\n0\t0.497\t-0.892\t0.853\t2.375\t1.693\t1.054\t-0.912\t-1.481\t2.173\t0.999\t1.871\t0.139\t0.000\t1.160\t1.508\t-0.491\t0.000\t2.352\t0.802\t0.198\t3.102\t0.915\t0.898\t1.034\t0.747\t2.460\t1.887\t1.907\n0\t0.416\t0.392\t-0.759\t1.281\t0.400\t2.364\t-0.627\t-0.194\t1.087\t3.397\t-0.943\t1.511\t0.000\t0.901\t-0.626\t-1.349\t2.548\t0.423\t-1.178\t-1.569\t0.000\t0.660\t0.805\t0.992\t1.891\t1.570\t1.798\t1.762\n0\t0.708\t-0.845\t1.199\t1.922\t0.701\t0.879\t-0.527\t-1.126\t0.000\t0.753\t-0.050\t-0.809\t0.000\t0.689\t-0.932\t-0.206\t2.548\t0.438\t0.034\t-1.389\t0.000\t0.644\t0.779\t0.985\t0.784\t0.582\t0.640\t0.894\n0\t0.660\t0.162\t1.201\t1.598\t0.578\t1.440\t-0.323\t-1.692\t2.173\t0.865\t0.521\t-0.439\t2.215\t0.667\t2.015\t1.666\t0.000\t2.001\t-0.441\t-0.057\t0.000\t0.847\t1.015\t0.988\t1.275\t1.655\t1.177\t1.062\n1\t1.633\t1.751\t0.564\t1.253\t-0.034\t0.486\t0.342\t-0.395\t2.173\t1.362\t1.139\t1.569\t2.215\t1.600\t0.252\t-0.935\t0.000\t0.543\t0.501\t1.391\t0.000\t0.905\t1.104\t1.015\t1.037\t1.280\t1.070\t1.034\n1\t1.128\t-0.570\t1.282\t1.171\t0.793\t0.715\t-1.000\t-0.976\t2.173\t0.488\t0.186\t-0.468\t0.000\t0.902\t-2.204\t0.123\t0.000\t1.001\t-0.340\t-1.231\t0.000\t0.641\t0.617\t0.982\t0.568\t0.654\t0.715\t0.691\n0\t0.668\t2.430\t0.580\t1.473\t0.531\t0.747\t0.524\t-1.263\t2.173\t0.631\t1.073\t-0.965\t0.000\t0.630\t0.185\t0.573\t2.548\t0.419\t0.223\t-0.927\t0.000\t0.290\t0.597\t0.998\t1.304\t0.863\t0.893\t0.748\n0\t0.287\t1.741\t-0.970\t1.391\t0.141\t0.686\t-0.264\t0.999\t2.173\t0.831\t0.041\t-0.889\t2.215\t0.463\t-1.589\t-1.335\t0.000\t0.710\t-0.002\t1.576\t0.000\t0.698\t0.727\t0.988\t0.809\t1.115\t0.792\t0.755\n0\t1.119\t-0.729\t1.165\t1.498\t0.525\t1.347\t1.253\t-1.165\t2.173\t0.626\t1.865\t1.032\t0.000\t1.274\t2.024\t-0.686\t0.000\t1.222\t0.620\t0.374\t3.102\t1.386\t1.127\t0.986\t2.416\t1.382\t1.578\t1.660\n1\t1.094\t0.030\t1.577\t0.553\t-0.142\t0.943\t0.329\t0.409\t2.173\t0.663\t-1.068\t-1.164\t0.000\t0.553\t1.249\t1.526\t2.548\t0.819\t-0.117\t-0.550\t0.000\t0.695\t0.961\t1.078\t0.889\t0.904\t0.873\t0.758\n0\t3.461\t-0.384\t0.379\t0.272\t0.551\t1.042\t0.218\t-1.297\t0.000\t0.528\t-0.126\t-0.579\t0.000\t0.753\t-1.071\t-1.543\t2.548\t0.827\t-0.030\t1.056\t3.102\t0.990\t0.898\t0.994\t0.664\t0.564\t0.762\t0.943\n1\t0.816\t1.238\t-0.400\t0.827\t-0.963\t1.249\t0.408\t1.130\t0.000\t0.587\t0.197\t-0.826\t0.000\t0.477\t1.234\t-1.710\t0.000\t0.629\t-0.359\t0.194\t3.102\t1.020\t0.866\t0.983\t0.794\t0.221\t0.712\t0.877\n0\t2.460\t1.484\t0.505\t0.705\t1.606\t0.960\t0.153\t-0.947\t2.173\t0.578\t-0.123\t1.218\t1.107\t1.338\t-0.841\t-0.801\t0.000\t0.539\t0.403\t1.285\t0.000\t1.144\t0.943\t1.528\t1.173\t1.030\t1.231\t1.233\n0\t0.920\t0.014\t1.698\t2.818\t-1.393\t1.419\t-0.921\t0.246\t1.087\t0.723\t0.599\t0.035\t0.000\t0.823\t0.240\t0.364\t0.000\t1.108\t-1.221\t-1.034\t0.000\t0.405\t1.118\t0.987\t0.759\t0.845\t1.449\t1.193\n0\t1.293\t0.725\t1.252\t1.644\t0.755\t0.892\t0.657\t0.060\t0.000\t1.631\t0.363\t-1.043\t2.215\t0.850\t-0.021\t1.585\t0.000\t0.710\t0.950\t-0.992\t3.102\t1.630\t1.022\t0.990\t1.574\t0.384\t1.008\t0.987\n0\t0.330\t0.885\t1.074\t1.794\t0.388\t0.730\t0.185\t-1.184\t0.000\t0.712\t-0.286\t-1.466\t2.215\t1.013\t0.494\t-0.057\t2.548\t0.564\t0.327\t1.417\t0.000\t0.708\t0.840\t0.987\t1.601\t0.945\t1.117\t1.022\n0\t0.656\t1.392\t1.554\t0.670\t-0.518\t0.514\t-1.339\t1.739\t0.000\t1.201\t0.789\t0.734\t2.215\t1.125\t-0.120\t-0.368\t2.548\t0.560\t0.553\t-1.163\t0.000\t1.056\t0.980\t0.984\t0.833\t1.199\t0.998\t0.885\n1\t0.423\t-2.302\t0.267\t1.010\t-1.158\t0.883\t-1.273\t1.721\t0.000\t1.078\t0.181\t-0.416\t2.215\t0.841\t-0.170\t0.839\t2.548\t0.853\t-1.063\t0.834\t0.000\t0.952\t0.876\t0.991\t1.177\t0.935\t0.971\t0.896\n1\t1.873\t1.060\t0.675\t0.788\t0.154\t0.610\t0.769\t1.590\t0.000\t0.918\t1.403\t-1.431\t2.215\t0.815\t0.108\t-0.711\t2.548\t0.664\t1.562\t-0.701\t0.000\t1.023\t0.861\t0.990\t1.165\t0.858\t0.891\t0.800\n1\t1.276\t0.166\t1.592\t0.361\t-0.825\t1.056\t0.197\t-0.731\t1.087\t1.859\t0.913\t0.689\t0.000\t1.087\t0.805\t-1.682\t2.548\t1.234\t0.867\t-0.443\t0.000\t1.684\t1.341\t0.987\t0.953\t1.111\t1.175\t0.985\n1\t1.089\t1.490\t-0.347\t0.779\t0.861\t0.859\t0.031\t1.633\t2.173\t0.863\t-0.023\t-0.767\t0.000\t1.479\t-0.004\t0.621\t0.000\t0.679\t-0.575\t-0.870\t3.102\t1.221\t1.028\t1.131\t0.979\t0.693\t0.938\t0.890\n0\t0.953\t-0.251\t0.904\t0.959\t1.672\t0.336\t0.816\t-1.456\t0.000\t0.754\t0.256\t-0.385\t1.107\t0.403\t1.815\t1.181\t0.000\t1.197\t-0.583\t-0.058\t3.102\t0.614\t1.006\t0.989\t0.893\t0.497\t0.705\t0.702\n1\t0.308\t-2.192\t0.890\t0.521\t0.757\t1.301\t0.095\t0.658\t2.173\t0.951\t-0.301\t-0.651\t0.000\t1.563\t-0.420\t-1.353\t0.000\t0.750\t0.164\t-1.030\t3.102\t1.116\t0.643\t1.001\t0.860\t1.045\t1.035\t0.884\n0\t1.462\t0.573\t-0.047\t1.309\t-0.472\t0.849\t-0.441\t1.178\t0.000\t0.702\t0.437\t0.660\t0.000\t1.074\t-0.263\t1.728\t2.548\t0.977\t0.632\t-0.350\t0.000\t0.868\t0.945\t0.981\t0.713\t0.659\t0.762\t0.708\n0\t1.580\t-1.134\t-0.592\t0.443\t-1.655\t0.964\t-0.532\t-1.665\t2.173\t1.195\t-1.272\t0.341\t2.215\t0.653\t0.048\t0.520\t0.000\t0.792\t0.922\t0.883\t0.000\t0.770\t0.897\t0.989\t0.951\t1.658\t0.989\t0.922\n1\t1.909\t0.355\t1.698\t1.529\t0.946\t2.153\t1.530\t0.204\t0.000\t1.132\t0.278\t-1.241\t0.000\t1.810\t-1.254\t-1.553\t0.000\t1.594\t-0.946\t-1.131\t3.102\t0.997\t0.870\t1.482\t1.005\t0.843\t1.002\t0.889\n1\t1.415\t0.643\t-0.145\t1.454\t-0.794\t0.945\t-1.441\t0.416\t0.000\t0.430\t-0.744\t-0.801\t0.000\t2.393\t-0.038\t1.508\t1.274\t1.212\t-0.407\t-1.299\t3.102\t1.296\t1.114\t1.095\t1.590\t0.803\t1.109\t1.267\n1\t0.652\t0.252\t-1.499\t1.384\t1.618\t1.177\t0.362\t-0.256\t2.173\t0.479\t-1.218\t0.398\t0.000\t1.138\t-0.128\t1.507\t0.000\t0.645\t-1.022\t-0.100\t1.551\t1.160\t0.789\t0.984\t1.490\t0.825\t0.987\t0.902\n0\t1.189\t-0.130\t-0.622\t0.682\t1.450\t1.221\t-0.767\t-0.096\t1.087\t1.489\t0.185\t1.665\t2.215\t0.916\t0.674\t0.708\t0.000\t0.595\t1.868\t-0.986\t0.000\t1.042\t1.008\t1.193\t1.062\t2.220\t1.291\t1.050\n1\t0.968\t-0.533\t1.530\t0.743\t0.462\t0.711\t-0.684\t-0.377\t2.173\t0.833\t-1.159\t0.458\t1.107\t0.885\t0.270\t-1.274\t0.000\t0.626\t1.109\t1.129\t0.000\t0.812\t1.061\t0.987\t0.681\t0.826\t0.891\t0.793\n0\t0.406\t1.366\t1.610\t0.781\t0.135\t0.616\t1.246\t-0.532\t0.000\t1.021\t-0.456\t1.117\t2.215\t0.897\t0.084\t0.704\t0.000\t1.844\t0.040\t-1.681\t0.000\t1.132\t1.023\t0.992\t1.603\t0.813\t1.417\t1.279\n1\t0.447\t1.908\t0.460\t1.002\t-0.167\t1.029\t0.659\t-1.673\t0.000\t0.899\t1.239\t1.330\t2.215\t1.184\t0.792\t-0.067\t0.000\t0.914\t0.673\t-0.429\t3.102\t1.980\t1.181\t0.993\t0.902\t0.841\t0.859\t0.793\n0\t1.383\t-0.570\t-0.270\t0.350\t1.194\t1.593\t-1.290\t1.526\t2.173\t1.433\t0.163\t0.100\t0.000\t2.176\t-0.969\t-0.894\t1.274\t0.883\t-0.867\t0.942\t0.000\t0.775\t1.077\t0.989\t1.328\t1.918\t1.145\t0.943\n1\t0.544\t1.659\t1.034\t0.499\t-1.600\t1.212\t0.812\t-0.784\t2.173\t1.615\t1.098\t1.119\t2.215\t1.523\t-2.438\t0.353\t0.000\t0.732\t0.806\t-0.075\t0.000\t0.826\t0.948\t0.987\t0.994\t2.063\t1.040\t0.842\n0\t0.970\t-0.085\t0.092\t1.275\t-0.960\t0.467\t-0.884\t1.163\t2.173\t0.394\t1.020\t-1.021\t2.215\t0.346\t-2.272\t0.798\t0.000\t0.734\t2.057\t0.700\t0.000\t0.715\t0.590\t1.251\t0.965\t0.922\t0.850\t0.877\n0\t0.350\t-1.924\t0.103\t1.524\t0.105\t0.508\t0.522\t-0.361\t2.173\t0.735\t-1.044\t0.887\t0.000\t1.191\t0.078\t-1.191\t0.000\t0.507\t-0.510\t-1.129\t0.000\t0.793\t0.951\t0.985\t0.541\t0.432\t0.565\t0.583\n1\t0.871\t-0.232\t-0.624\t0.370\t0.847\t0.765\t-0.658\t-1.395\t1.087\t0.675\t-0.359\t0.830\t0.000\t0.990\t0.208\t-0.784\t2.548\t0.718\t0.587\t0.312\t0.000\t1.158\t1.027\t0.987\t0.754\t0.756\t0.881\t0.792\n0\t1.059\t0.150\t0.915\t1.409\t-0.156\t0.652\t-1.456\t1.143\t0.000\t0.845\t-0.882\t-0.937\t2.215\t0.757\t0.419\t-0.969\t2.548\t0.527\t-0.347\t-1.527\t0.000\t0.777\t1.006\t1.391\t1.134\t0.628\t0.799\t0.850\n0\t1.475\t-0.470\t-1.039\t1.301\t-1.536\t1.157\t-0.068\t0.485\t0.000\t0.847\t0.087\t-0.255\t2.215\t0.747\t0.678\t0.841\t0.000\t1.108\t-0.294\t1.553\t3.102\t0.875\t0.938\t0.995\t0.682\t0.894\t0.763\t0.966\n0\t4.249\t0.396\t1.708\t1.297\t-0.379\t1.441\t0.454\t-0.078\t0.000\t0.455\t-0.362\t-0.369\t0.000\t1.290\t-0.386\t1.415\t2.548\t1.151\t1.283\t0.252\t1.551\t0.861\t0.934\t3.098\t1.675\t1.339\t1.335\t1.356\n1\t1.019\t0.379\t-1.129\t0.510\t1.353\t0.875\t0.427\t1.390\t0.000\t0.886\t0.573\t0.858\t0.000\t1.797\t0.046\t-0.869\t2.548\t1.704\t1.894\t1.105\t0.000\t0.878\t0.627\t0.989\t0.732\t0.715\t0.864\t0.752\n1\t0.596\t0.983\t0.343\t0.540\t-0.977\t0.629\t-2.631\t-1.197\t0.000\t1.758\t-0.941\t0.639\t1.107\t1.330\t-0.368\t0.057\t2.548\t0.767\t0.184\t-0.398\t0.000\t0.817\t1.827\t0.988\t2.226\t0.936\t1.507\t2.233\n0\t1.130\t0.638\t-0.230\t1.695\t-0.253\t1.325\t-1.135\t1.463\t0.000\t0.406\t-0.831\t0.943\t0.000\t0.592\t0.541\t-1.213\t1.274\t0.484\t0.488\t1.500\t3.102\t0.740\t1.088\t0.995\t0.756\t0.262\t0.681\t1.357\n0\t0.722\t1.565\t-0.654\t0.779\t0.432\t1.042\t1.780\t1.664\t0.000\t1.244\t0.873\t0.284\t1.107\t1.105\t0.803\t-0.945\t2.548\t0.627\t1.493\t-1.101\t0.000\t0.929\t1.124\t0.987\t0.912\t1.115\t1.034\t0.916\n0\t0.618\t0.383\t-1.335\t1.571\t-0.298\t0.660\t0.171\t0.944\t1.087\t0.670\t-1.042\t0.537\t2.215\t0.802\t0.935\t-1.276\t0.000\t0.910\t-0.943\t-1.571\t0.000\t1.252\t1.072\t1.098\t1.042\t0.739\t0.839\t0.843\n0\t0.914\t0.618\t-0.486\t0.910\t0.350\t1.025\t0.352\t-1.717\t0.000\t1.079\t1.035\t1.060\t2.215\t0.734\t2.538\t-0.335\t0.000\t0.958\t0.000\t-0.795\t3.102\t2.819\t1.724\t0.987\t0.988\t1.047\t1.185\t1.066\n0\t0.503\t1.340\t0.288\t0.767\t-0.302\t0.733\t-1.903\t-0.029\t0.000\t0.782\t-0.136\t-1.124\t0.000\t0.776\t0.783\t1.027\t2.548\t0.606\t-1.304\t0.874\t3.102\t2.110\t1.223\t0.999\t0.716\t0.807\t1.076\t0.977\n1\t0.843\t0.279\t0.455\t1.342\t1.635\t0.753\t-0.342\t0.191\t0.000\t1.429\t0.595\t-0.822\t2.215\t1.472\t0.128\t-1.667\t2.548\t0.500\t0.816\t0.463\t0.000\t0.705\t1.115\t1.288\t1.174\t1.126\t0.946\t0.882\n1\t0.694\t0.222\t-1.514\t0.771\t-0.154\t0.805\t-0.337\t0.935\t0.000\t1.305\t0.524\t-0.245\t2.215\t1.259\t0.043\t1.434\t0.000\t0.735\t-0.033\t-0.698\t0.000\t0.862\t0.984\t0.985\t0.777\t1.021\t1.008\t0.844\n1\t0.392\t2.157\t-1.651\t0.639\t0.438\t0.568\t0.011\t-1.332\t2.173\t0.924\t0.867\t0.160\t0.000\t1.248\t0.298\t1.271\t1.274\t1.293\t0.871\t-0.495\t0.000\t0.799\t1.056\t0.995\t0.728\t0.768\t0.837\t0.732\n0\t2.519\t-0.075\t0.013\t0.113\t-0.626\t2.054\t1.511\t1.508\t0.000\t0.960\t-0.519\t-0.686\t2.215\t0.596\t1.439\t0.432\t2.548\t0.693\t0.218\t-0.778\t0.000\t2.025\t1.332\t0.994\t0.810\t1.223\t1.465\t1.489\n0\t0.989\t-0.344\t0.276\t0.696\t1.670\t0.826\t-2.074\t-0.574\t0.000\t0.508\t0.217\t-0.368\t2.215\t0.810\t-0.302\t1.527\t2.548\t1.378\t-0.359\t0.802\t0.000\t1.349\t0.938\t1.093\t0.652\t0.702\t0.647\t0.622\n1\t0.917\t-0.215\t0.091\t0.536\t0.541\t0.955\t-0.554\t0.910\t2.173\t1.088\t-0.155\t1.590\t1.107\t1.552\t-2.015\t-0.527\t0.000\t1.027\t1.195\t-0.815\t0.000\t0.648\t1.548\t0.987\t1.007\t0.912\t1.226\t1.236\n1\t0.709\t0.204\t0.206\t0.982\t1.589\t1.418\t0.142\t-0.682\t2.173\t0.838\t0.549\t0.972\t0.000\t0.886\t1.217\t0.702\t0.000\t0.833\t-0.757\t1.378\t1.551\t0.981\t0.870\t1.096\t1.126\t1.273\t0.965\t0.834\n1\t0.820\t1.391\t0.467\t0.880\t-1.580\t2.628\t2.237\t-0.579\t0.000\t3.050\t1.546\t1.326\t0.000\t1.393\t0.804\t0.922\t2.548\t0.868\t0.483\t-0.348\t1.551\t1.041\t1.227\t1.133\t0.776\t0.776\t1.336\t1.126\n1\t0.975\t0.385\t0.742\t1.025\t1.438\t0.602\t1.012\t-0.824\t2.173\t0.413\t0.299\t-0.906\t0.000\t0.716\t1.701\t-0.263\t0.000\t0.655\t1.932\t1.408\t0.000\t0.852\t0.592\t0.990\t0.647\t0.513\t0.711\t0.694\n0\t1.113\t0.476\t0.374\t0.462\t-0.116\t1.361\t1.590\t0.563\t0.000\t0.984\t1.043\t-0.980\t2.215\t1.617\t1.001\t-1.661\t2.548\t1.197\t0.014\t-1.068\t0.000\t2.592\t1.802\t0.985\t1.047\t0.772\t1.239\t1.040\n1\t1.436\t-0.799\t-0.729\t0.619\t-0.095\t1.255\t0.655\t-0.688\t0.000\t1.760\t-1.056\t1.257\t0.000\t1.691\t0.195\t0.897\t2.548\t1.056\t-0.334\t-1.738\t3.102\t4.404\t2.358\t0.991\t1.187\t0.778\t1.561\t1.311\n0\t1.126\t1.239\t-0.945\t2.182\t-1.471\t1.819\t0.275\t0.252\t1.087\t1.497\t1.521\t1.626\t0.000\t1.109\t-0.460\t-0.198\t0.000\t0.928\t-0.001\t0.887\t3.102\t3.132\t1.788\t0.989\t2.199\t0.768\t1.510\t1.494\n1\t0.597\t-1.139\t0.845\t0.864\t-0.867\t1.552\t0.544\t0.719\t1.087\t1.664\t-2.370\t-0.557\t0.000\t1.811\t-0.605\t-1.699\t2.548\t0.837\t0.348\t-1.617\t0.000\t3.274\t2.378\t0.995\t1.555\t2.179\t2.579\t1.871\n0\t0.602\t1.322\t0.398\t0.505\t1.426\t0.354\t1.744\t1.191\t0.000\t0.647\t-0.111\t-0.249\t2.215\t0.371\t1.241\t-1.244\t2.548\t0.562\t1.285\t1.714\t0.000\t0.317\t0.898\t0.997\t0.587\t0.585\t0.550\t0.544\n1\t0.845\t0.653\t-1.409\t0.498\t0.293\t0.548\t0.949\t-0.228\t0.000\t1.120\t-0.211\t1.432\t1.107\t1.283\t-0.044\t0.005\t0.000\t1.150\t1.070\t-1.657\t3.102\t0.852\t1.072\t0.986\t0.927\t0.916\t0.960\t0.819\n0\t1.273\t-0.436\t0.729\t0.781\t-0.075\t0.876\t1.009\t-1.640\t0.000\t0.582\t0.669\t-0.311\t2.215\t1.126\t1.430\t-1.307\t0.000\t1.197\t-1.355\t0.344\t1.551\t1.004\t0.783\t0.992\t0.780\t1.159\t1.084\t0.956\n0\t1.311\t-1.875\t0.238\t0.473\t-1.436\t1.248\t-1.164\t0.708\t1.087\t1.093\t0.493\t-1.143\t0.000\t1.019\t-0.499\t-0.567\t2.548\t0.532\t-1.380\t1.368\t0.000\t0.819\t0.782\t1.089\t0.968\t1.358\t0.890\t0.865\n0\t1.038\t1.163\t-1.259\t0.345\t0.395\t0.401\t-0.649\t1.058\t0.000\t0.484\t-0.698\t-1.510\t2.215\t0.757\t0.942\t-0.035\t0.000\t0.977\t0.774\t0.673\t1.551\t0.767\t0.892\t0.992\t0.744\t0.809\t0.606\t0.672\n0\t0.729\t0.411\t0.935\t0.267\t0.955\t0.832\t0.260\t-0.252\t2.173\t0.989\t0.802\t-1.649\t2.215\t0.490\t1.250\t-1.364\t0.000\t0.674\t1.059\t0.356\t0.000\t0.634\t0.772\t0.992\t0.980\t1.326\t0.906\t0.770\n1\t1.175\t0.725\t1.159\t1.683\t0.737\t1.061\t0.286\t-0.972\t1.087\t0.577\t-2.075\t-1.139\t0.000\t0.603\t-0.589\t-1.068\t0.000\t1.510\t-0.106\t0.369\t3.102\t0.740\t1.105\t0.998\t1.453\t1.284\t1.031\t1.149\n1\t0.284\t-1.252\t-1.640\t0.604\t-1.592\t0.937\t-0.452\t-0.748\t2.173\t0.718\t0.566\t0.849\t0.000\t1.118\t-0.026\t1.265\t0.000\t1.149\t0.537\t0.026\t3.102\t0.660\t0.775\t0.994\t0.932\t0.949\t0.889\t0.781\n0\t0.734\t-1.009\t-1.301\t0.942\t0.395\t1.148\t-0.681\t-1.740\t2.173\t1.007\t-1.120\t-0.363\t2.215\t0.957\t-0.751\t0.637\t0.000\t0.448\t-1.576\t-0.071\t0.000\t0.591\t1.042\t1.151\t0.778\t1.543\t0.892\t0.760\n1\t0.361\t-0.003\t1.168\t1.350\t-1.245\t0.941\t2.218\t1.145\t0.000\t1.639\t0.319\t-1.209\t2.215\t0.665\t0.600\t-0.188\t0.000\t1.720\t-1.481\t0.614\t0.000\t0.924\t1.211\t0.988\t1.375\t1.438\t1.111\t1.110\n1\t0.413\t1.253\t1.293\t1.546\t-1.119\t1.008\t-0.320\t-0.074\t1.087\t1.049\t-0.609\t1.383\t0.000\t0.345\t0.588\t1.636\t0.000\t1.035\t0.810\t0.186\t1.551\t0.859\t0.935\t0.986\t1.822\t0.790\t1.176\t1.151\n0\t1.018\t0.183\t-0.998\t0.784\t1.332\t1.249\t1.100\t0.689\t0.000\t1.234\t-1.629\t-1.732\t0.000\t2.852\t-0.151\t-0.650\t2.548\t1.478\t1.144\t1.091\t0.000\t0.784\t0.970\t1.067\t1.042\t1.451\t1.489\t1.223\n0\t1.709\t0.490\t-0.954\t1.522\t-1.049\t3.217\t0.960\t-0.845\t2.173\t2.449\t-0.078\t1.016\t0.000\t1.798\t1.779\t1.466\t0.000\t1.647\t-0.025\t0.762\t0.000\t0.597\t1.381\t0.993\t0.789\t2.929\t2.437\t1.981\n1\t0.289\t1.879\t1.184\t0.791\t-0.736\t1.091\t0.048\t0.471\t0.000\t1.275\t-0.105\t-1.148\t1.107\t0.511\t0.691\t-0.162\t0.000\t0.398\t-0.830\t0.888\t0.000\t0.874\t1.012\t0.989\t0.777\t0.915\t0.959\t0.830\n1\t1.161\t0.041\t1.101\t1.481\t-1.570\t0.802\t0.608\t-0.833\t2.173\t0.745\t-1.236\t0.541\t0.000\t0.866\t-0.528\t-0.304\t0.000\t0.727\t0.155\t0.405\t1.551\t0.955\t0.672\t1.219\t1.113\t0.747\t0.826\t0.885\n0\t1.326\t1.110\t-0.130\t0.570\t-1.387\t0.687\t2.670\t-1.412\t0.000\t0.392\t2.874\t1.073\t0.000\t0.517\t0.619\t-1.592\t2.548\t0.612\t1.445\t0.359\t0.000\t0.876\t0.922\t1.090\t0.755\t0.439\t0.941\t0.865\n1\t1.096\t-1.541\t0.984\t1.706\t0.726\t1.683\t-2.458\t-1.181\t0.000\t1.308\t-0.025\t0.414\t0.000\t0.489\t-1.034\t-1.460\t0.000\t1.167\t-0.117\t-0.588\t3.102\t1.250\t1.475\t1.000\t1.472\t0.284\t1.189\t1.259\n1\t1.191\t-0.268\t-1.276\t2.063\t-0.507\t0.805\t0.697\t0.834\t2.173\t0.732\t-0.337\t1.161\t1.107\t0.568\t0.681\t-0.293\t0.000\t0.580\t1.085\t0.393\t0.000\t0.407\t0.741\t1.389\t1.506\t0.702\t1.081\t0.869\n0\t0.759\t-1.418\t1.172\t0.650\t-0.214\t0.647\t-0.817\t-1.471\t0.000\t0.405\t0.303\t0.819\t0.000\t0.649\t-0.937\t-0.021\t2.548\t1.058\t-0.971\t-0.933\t3.102\t0.792\t0.692\t0.987\t0.643\t0.465\t0.470\t0.493\n0\t1.236\t1.322\t0.317\t0.169\t-0.612\t0.633\t0.634\t-0.859\t2.173\t0.756\t-0.008\t1.497\t2.215\t0.352\t2.066\t0.476\t0.000\t0.517\t1.124\t1.722\t0.000\t0.480\t0.731\t0.996\t0.816\t0.929\t0.747\t0.640\n0\t0.450\t-2.087\t1.150\t1.544\t-1.348\t0.416\t0.324\t1.526\t2.173\t0.961\t-1.152\t0.051\t2.215\t0.326\t-0.962\t-0.975\t0.000\t1.190\t-0.302\t0.324\t0.000\t0.678\t0.692\t0.987\t1.011\t1.189\t0.913\t0.758\n0\t2.366\t-0.595\t-1.355\t0.526\t-0.868\t1.111\t-0.462\t0.165\t2.173\t0.840\t-1.443\t-1.740\t0.000\t1.345\t0.239\t0.702\t2.548\t0.678\t-1.505\t0.156\t0.000\t0.986\t1.309\t0.982\t1.256\t0.908\t1.135\t1.071\n1\t0.359\t-1.239\t1.738\t1.588\t-0.422\t1.116\t-0.081\t0.950\t0.000\t0.617\t-0.084\t0.318\t0.000\t0.610\t0.431\t1.271\t0.000\t1.700\t0.277\t-0.596\t3.102\t0.952\t1.089\t0.987\t0.852\t0.743\t0.890\t0.886\n1\t1.344\t-1.030\t1.373\t0.906\t-1.352\t0.776\t-1.175\t-0.471\t1.087\t0.866\t-0.480\t0.040\t2.215\t0.557\t-2.021\t-1.692\t0.000\t1.154\t-0.582\t1.000\t0.000\t0.940\t0.988\t0.988\t1.030\t0.685\t0.855\t0.780\n1\t1.208\t0.075\t-0.296\t0.776\t-1.691\t1.130\t-0.875\t0.296\t2.173\t0.530\t0.630\t-0.526\t0.000\t0.633\t1.059\t-1.442\t0.000\t1.224\t-0.023\t1.345\t0.000\t0.991\t1.097\t1.275\t1.195\t0.996\t1.174\t0.991\n0\t1.140\t0.471\t1.050\t0.777\t0.305\t0.398\t1.622\t0.588\t0.000\t0.973\t0.858\t-0.487\t2.215\t1.606\t0.128\t-1.619\t0.000\t1.290\t1.291\t1.525\t0.000\t0.819\t0.951\t0.984\t0.996\t0.582\t0.747\t0.767\n1\t1.304\t1.335\t0.020\t0.452\t-1.309\t0.983\t-0.200\t1.480\t2.173\t0.808\t0.800\t-0.493\t0.000\t0.730\t1.265\t1.419\t0.000\t0.979\t0.145\t0.615\t0.000\t0.863\t0.945\t0.990\t0.544\t0.696\t0.857\t0.741\n0\t1.495\t0.446\t-1.127\t0.129\t-0.859\t1.627\t0.837\t0.914\t2.173\t2.293\t-0.455\t-0.872\t2.215\t1.420\t1.459\t1.302\t0.000\t1.444\t-0.259\t-0.286\t0.000\t0.925\t1.302\t0.991\t1.532\t3.474\t1.640\t1.306\n0\t0.404\t-1.346\t-0.448\t1.259\t1.599\t0.535\t-0.632\t0.901\t2.173\t0.533\t0.054\t-0.814\t0.000\t1.517\t-0.503\t-0.122\t0.000\t1.518\t0.685\t-1.693\t3.102\t0.911\t0.970\t0.987\t0.990\t1.023\t0.878\t0.824\n1\t0.782\t0.424\t1.487\t0.621\t-1.014\t1.219\t0.611\t0.322\t2.173\t0.764\t-1.163\t-1.349\t0.000\t0.555\t0.261\t-0.943\t0.000\t0.543\t-0.590\t1.115\t3.102\t0.886\t0.638\t0.982\t1.166\t0.833\t0.966\t0.830\n1\t0.680\t-0.393\t0.703\t1.655\t1.011\t1.635\t0.717\t-0.549\t0.000\t1.320\t0.530\t1.333\t1.107\t0.939\t-1.891\t-1.114\t0.000\t0.610\t-1.099\t1.256\t0.000\t0.776\t0.972\t0.982\t0.694\t0.370\t1.056\t1.036\n0\t0.556\t-0.320\t0.031\t1.343\t-0.890\t0.766\t1.774\t1.062\t0.000\t0.533\t1.496\t0.289\t0.000\t0.747\t-0.732\t1.595\t1.274\t0.846\t1.209\t-0.690\t3.102\t0.889\t0.818\t0.987\t0.728\t0.996\t0.954\t1.171\n0\t1.772\t0.215\t-1.304\t0.590\t-0.558\t1.651\t0.335\t0.409\t0.000\t2.030\t-0.513\t0.383\t2.215\t2.939\t-0.116\t-0.854\t2.548\t4.223\t-0.638\t1.673\t0.000\t4.347\t2.862\t0.989\t0.734\t2.389\t2.189\t1.733\n0\t1.744\t-0.554\t-0.571\t1.660\t-1.072\t0.830\t-0.535\t0.923\t0.000\t0.662\t0.280\t0.460\t1.107\t0.519\t-0.810\t0.569\t2.548\t1.089\t-0.586\t1.722\t0.000\t0.963\t0.862\t1.026\t0.845\t0.393\t0.786\t0.840\n1\t0.711\t-1.553\t-0.870\t0.532\t-0.491\t0.953\t0.089\t-0.191\t2.173\t0.595\t-1.818\t1.694\t0.000\t0.722\t-0.364\t1.029\t2.548\t1.682\t-0.524\t1.489\t0.000\t0.895\t0.696\t0.976\t0.844\t0.956\t0.977\t0.851\n1\t1.110\t-1.111\t1.663\t0.573\t-0.899\t1.023\t-1.027\t-1.239\t2.173\t0.760\t-2.363\t0.948\t0.000\t1.549\t-0.053\t0.626\t0.000\t1.209\t-0.479\t-0.375\t3.102\t0.721\t0.968\t0.986\t0.713\t0.871\t0.896\t0.774\n1\t1.752\t-0.150\t0.386\t0.593\t1.175\t1.517\t0.492\t-1.101\t2.173\t0.868\t0.568\t0.421\t0.000\t0.730\t0.403\t1.345\t2.548\t0.472\t-1.094\t0.523\t0.000\t0.919\t0.736\t0.987\t1.619\t1.057\t1.074\t0.946\n0\t0.473\t0.506\t-1.549\t0.935\t-0.117\t1.359\t0.422\t-0.596\t2.173\t1.270\t0.044\t1.400\t0.000\t1.263\t0.745\t1.371\t1.274\t0.783\t0.443\t-0.006\t0.000\t0.675\t1.042\t0.988\t0.885\t1.631\t0.906\t0.803\n1\t0.917\t-1.681\t0.145\t0.334\t-1.622\t0.742\t-1.436\t-1.634\t0.000\t1.001\t-1.782\t1.281\t0.000\t0.706\t0.402\t-0.983\t2.548\t1.897\t-1.075\t-0.240\t3.102\t0.967\t1.315\t0.985\t0.847\t1.025\t1.062\t0.878\n1\t0.971\t0.163\t0.778\t1.031\t0.206\t1.092\t0.199\t-1.013\t2.173\t1.799\t1.554\t1.452\t0.000\t0.894\t0.365\t-0.064\t1.274\t2.427\t1.105\t-0.756\t0.000\t0.808\t1.267\t0.984\t1.269\t0.938\t1.244\t1.089\n1\t1.590\t0.352\t-1.421\t2.307\t1.672\t3.202\t-1.932\t0.194\t0.000\t0.810\t-0.943\t-0.542\t1.107\t0.913\t1.072\t-1.353\t2.548\t0.789\t0.289\t1.626\t0.000\t0.248\t0.750\t0.983\t0.779\t1.330\t1.004\t0.744\n1\t0.568\t1.035\t0.160\t0.449\t0.972\t1.114\t0.668\t-1.360\t2.173\t0.750\t-0.121\t-1.572\t0.000\t1.433\t1.031\t0.459\t0.000\t1.392\t0.290\t0.100\t0.000\t0.799\t0.852\t0.976\t1.050\t0.595\t0.929\t0.815\n1\t1.557\t-0.936\t0.623\t1.151\t0.265\t0.989\t-0.450\t-0.873\t2.173\t0.392\t1.086\t1.712\t0.000\t0.669\t-1.024\t-1.689\t1.274\t0.666\t-0.842\t1.052\t0.000\t0.929\t1.061\t0.993\t0.850\t0.763\t0.989\t0.936\n0\t1.505\t-0.075\t0.554\t0.589\t-0.844\t0.882\t-0.618\t-1.269\t0.000\t1.403\t-0.222\t-0.119\t0.000\t0.942\t0.509\t1.691\t2.548\t0.845\t-0.539\t-0.482\t0.000\t0.860\t0.951\t1.241\t0.887\t0.454\t0.693\t0.733\n1\t0.449\t1.020\t1.663\t1.393\t1.238\t1.210\t-0.425\t-0.367\t1.087\t0.845\t-0.547\t-1.164\t2.215\t0.643\t-0.714\t0.661\t0.000\t0.439\t-2.061\t1.302\t0.000\t0.642\t1.108\t0.987\t0.869\t0.984\t0.973\t0.869\n1\t1.106\t0.979\t0.037\t0.767\t-0.411\t0.363\t2.416\t0.862\t0.000\t1.432\t-0.508\t-1.699\t1.107\t0.639\t1.755\t-0.415\t0.000\t0.762\t-0.891\t0.671\t1.551\t0.822\t1.453\t0.990\t1.364\t0.838\t1.401\t1.181\n1\t1.638\t0.507\t0.156\t0.644\t-0.676\t0.941\t-0.565\t-1.536\t1.087\t0.415\t0.887\t0.797\t2.215\t0.365\t0.765\t1.182\t0.000\t0.738\t0.602\t-0.108\t0.000\t0.918\t0.935\t0.988\t0.641\t1.088\t0.910\t0.780\n0\t0.579\t-0.464\t0.589\t0.457\t-0.355\t0.781\t0.703\t0.868\t2.173\t0.591\t1.108\t-0.789\t0.000\t0.910\t-0.345\t-0.719\t0.000\t0.968\t0.211\t1.576\t0.000\t0.917\t0.807\t0.983\t0.628\t0.752\t0.578\t0.568\n0\t0.803\t0.002\t-0.447\t1.649\t0.249\t0.846\t0.976\t-1.695\t0.000\t0.462\t1.131\t-0.586\t0.000\t0.854\t-0.287\t1.186\t2.548\t0.434\t0.458\t1.525\t3.102\t1.123\t1.042\t0.990\t0.637\t0.250\t0.590\t0.738\n0\t1.647\t1.027\t-0.920\t0.341\t-1.263\t1.123\t-0.971\t0.379\t2.173\t0.364\t-0.521\t0.178\t2.215\t1.387\t0.555\t-1.598\t0.000\t0.730\t-0.737\t-1.588\t0.000\t0.909\t0.833\t0.978\t1.758\t0.271\t1.099\t1.018\n1\t0.765\t0.253\t-0.110\t0.346\t-1.634\t2.050\t0.329\t1.508\t0.000\t1.016\t-1.591\t-0.400\t0.000\t1.612\t0.129\t-0.611\t2.548\t3.584\t-1.926\t0.040\t0.000\t0.903\t1.133\t0.989\t0.770\t0.805\t0.956\t0.984\n1\t1.332\t0.749\t-0.878\t1.932\t-0.338\t0.615\t1.444\t1.292\t0.000\t0.715\t0.596\t1.086\t1.107\t0.470\t1.427\t-0.286\t0.000\t1.154\t1.005\t0.689\t3.102\t0.946\t0.628\t1.041\t0.972\t0.378\t0.830\t0.778\n0\t0.997\t2.070\t1.388\t0.426\t-0.498\t0.658\t0.033\t-0.875\t0.000\t1.414\t1.111\t0.772\t2.215\t0.991\t-0.959\t-0.068\t2.548\t0.695\t-1.091\t-1.192\t0.000\t0.802\t0.828\t0.984\t0.870\t1.888\t1.253\t1.212\n1\t0.746\t-1.397\t-0.180\t0.698\t1.158\t0.492\t0.183\t-1.609\t2.173\t0.636\t-0.387\t0.555\t2.215\t0.385\t-0.941\t1.735\t0.000\t0.778\t2.377\t1.592\t0.000\t0.843\t0.734\t0.988\t0.843\t0.802\t0.634\t0.618\n0\t0.471\t-0.644\t0.501\t0.810\t-0.872\t0.965\t0.908\t0.704\t2.173\t0.483\t-0.035\t-1.179\t0.000\t1.442\t0.988\t-1.549\t0.000\t1.679\t0.462\t-0.273\t0.000\t0.924\t0.951\t0.986\t1.683\t0.516\t1.142\t1.014\n0\t1.629\t0.723\t-0.881\t0.637\t-0.912\t1.604\t-0.492\t0.651\t0.000\t1.530\t0.931\t-0.266\t2.215\t2.833\t-0.321\t1.578\t0.000\t1.378\t-0.324\t-0.833\t3.102\t2.855\t1.969\t0.990\t0.893\t1.147\t1.791\t1.668\n0\t0.979\t-1.288\t0.852\t0.351\t0.048\t1.152\t-0.334\t1.566\t1.087\t0.831\t-1.359\t-1.050\t0.000\t0.753\t0.301\t-0.127\t2.548\t0.971\t1.001\t0.454\t0.000\t0.588\t0.559\t0.978\t0.954\t1.225\t0.998\t0.946\n1\t1.017\t0.103\t1.154\t0.107\t0.242\t0.684\t-0.558\t0.420\t0.000\t1.387\t0.289\t-1.200\t2.215\t0.432\t-2.718\t0.149\t0.000\t1.070\t-0.963\t-0.039\t0.000\t0.795\t0.677\t0.982\t1.034\t0.890\t1.075\t0.924\n0\t3.398\t-0.119\t-0.253\t3.695\t-0.278\t3.287\t0.509\t-1.710\t2.173\t0.771\t0.009\t1.272\t0.000\t1.322\t-0.582\t-0.063\t2.548\t1.015\t1.020\t0.627\t0.000\t0.976\t1.168\t0.939\t4.146\t3.033\t2.678\t2.062\n0\t1.522\t0.834\t-1.504\t0.274\t0.381\t0.556\t0.029\t-1.065\t0.000\t0.841\t0.843\t-0.335\t2.215\t1.753\t0.351\t0.521\t1.274\t0.592\t0.367\t1.097\t0.000\t0.834\t1.000\t0.990\t0.823\t0.953\t0.826\t0.744\n0\t1.129\t-0.231\t-0.809\t0.209\t1.050\t1.385\t0.473\t-1.171\t1.087\t2.062\t-0.908\t0.756\t2.215\t0.817\t-1.883\t0.521\t0.000\t0.596\t-0.777\t-0.935\t0.000\t0.875\t1.028\t0.983\t1.049\t3.107\t1.636\t1.264\n1\t1.012\t-0.457\t0.739\t0.919\t-0.361\t0.619\t-0.098\t-0.584\t1.087\t0.838\t0.381\t-1.402\t2.215\t1.246\t-0.656\t1.557\t0.000\t1.255\t-1.218\t0.478\t0.000\t1.254\t1.215\t1.118\t0.972\t0.759\t0.924\t0.833\n1\t0.983\t0.664\t0.766\t1.162\t1.190\t0.874\t0.747\t-1.048\t2.173\t0.763\t0.446\t-0.147\t2.215\t0.830\t1.261\t-1.443\t0.000\t1.281\t-0.671\t0.082\t0.000\t1.878\t1.191\t0.996\t1.201\t0.891\t0.926\t0.983\n1\t1.660\t-0.640\t-1.128\t0.695\t0.479\t0.549\t-1.133\t-0.401\t2.173\t1.081\t1.198\t0.266\t0.000\t1.485\t-0.380\t1.099\t0.000\t0.660\t-2.237\t1.422\t0.000\t0.793\t0.987\t1.477\t0.816\t0.550\t0.696\t0.701\n1\t0.493\t-0.006\t-1.448\t1.581\t0.234\t0.563\t1.084\t1.118\t0.000\t0.921\t0.462\t-0.715\t2.215\t1.380\t-0.010\t-1.194\t2.548\t1.345\t0.256\t0.587\t0.000\t0.815\t1.094\t1.221\t0.985\t0.581\t0.857\t0.814\n1\t0.656\t-0.550\t-1.136\t0.410\t0.751\t1.814\t-2.044\t1.624\t0.000\t1.062\t-0.642\t0.696\t2.215\t1.593\t0.826\t-0.134\t0.000\t1.467\t0.281\t-0.861\t0.000\t0.705\t0.923\t0.984\t0.805\t1.022\t0.858\t0.835\n1\t0.685\t-0.058\t0.780\t1.137\t-0.133\t0.939\t0.587\t1.658\t0.000\t0.997\t0.780\t0.050\t0.000\t0.955\t0.557\t-1.266\t2.548\t0.372\t0.787\t1.231\t3.102\t0.916\t0.633\t0.985\t0.540\t0.362\t0.534\t0.595\n1\t0.346\t1.534\t-1.647\t0.851\t-1.109\t1.364\t-0.246\t0.346\t0.000\t0.349\t0.260\t-1.317\t2.215\t0.532\t-0.227\t1.083\t0.000\t1.098\t-1.353\t-1.482\t3.102\t0.944\t0.913\t0.992\t0.887\t0.616\t0.844\t0.812\n1\t1.036\t1.643\t-1.299\t0.907\t1.242\t1.101\t0.492\t-0.410\t1.087\t1.996\t-2.365\t1.484\t0.000\t1.984\t1.264\t0.286\t2.548\t1.184\t1.474\t-0.664\t0.000\t0.713\t0.850\t1.010\t1.328\t1.373\t1.102\t0.925\n0\t0.841\t-1.386\t0.869\t0.799\t0.375\t1.197\t-0.728\t-1.722\t2.173\t1.046\t-1.021\t-0.171\t2.215\t0.796\t-1.115\t-1.040\t0.000\t0.750\t-2.071\t0.869\t0.000\t1.020\t0.940\t0.976\t1.451\t1.644\t1.162\t0.958\n0\t0.719\t0.399\t0.387\t1.283\t-0.309\t0.973\t0.275\t1.341\t0.000\t1.040\t1.144\t-0.653\t0.000\t0.999\t-1.567\t0.800\t0.000\t1.574\t0.882\t-1.426\t1.551\t2.243\t1.288\t0.991\t0.914\t0.842\t1.127\t1.148\n1\t1.137\t-1.144\t-1.640\t0.909\t-0.835\t0.924\t-0.785\t0.159\t2.173\t0.532\t-1.322\t-1.184\t0.000\t0.427\t-0.360\t1.243\t0.000\t0.978\t0.408\t0.651\t3.102\t0.838\t1.009\t0.983\t1.075\t0.814\t0.927\t0.791\n0\t0.898\t-0.293\t-0.494\t2.126\t-1.239\t1.519\t-0.659\t-1.528\t0.000\t1.561\t-0.245\t0.707\t2.215\t2.845\t-1.564\t0.010\t0.000\t0.675\t-0.414\t1.560\t1.551\t4.212\t2.253\t1.190\t1.518\t0.654\t1.684\t1.497\n1\t2.111\t-0.336\t-1.378\t0.443\t0.018\t1.185\t-1.030\t-0.932\t0.000\t1.326\t-0.787\t0.721\t0.000\t1.083\t-0.896\t0.391\t2.548\t1.033\t-0.251\t1.206\t1.551\t0.689\t0.597\t1.275\t1.070\t0.610\t0.748\t0.762\n0\t1.455\t0.570\t0.623\t1.174\t1.459\t0.750\t-0.137\t-1.127\t0.000\t1.151\t1.288\t-1.022\t2.215\t1.356\t-0.461\t0.210\t2.548\t0.423\t0.746\t0.072\t0.000\t0.890\t0.967\t1.239\t1.097\t1.833\t1.158\t0.993\n1\t0.477\t-1.491\t-0.775\t0.511\t-0.515\t1.223\t-0.347\t-1.353\t2.173\t0.908\t-0.784\t0.476\t2.215\t0.389\t-2.144\t0.479\t0.000\t0.700\t0.001\t0.991\t0.000\t0.885\t1.193\t0.974\t0.810\t1.587\t0.912\t0.799\n0\t0.596\t-2.202\t0.706\t1.468\t0.635\t0.816\t-0.868\t-1.131\t2.173\t0.602\t-1.357\t-1.717\t0.000\t0.773\t-1.700\t-0.755\t0.000\t0.726\t0.163\t0.291\t3.102\t0.836\t0.906\t0.995\t1.202\t0.905\t0.853\t0.787\n1\t1.320\t0.495\t-1.630\t0.256\t-1.696\t0.718\t-1.938\t-0.631\t0.000\t0.588\t0.308\t1.388\t0.000\t1.066\t-0.453\t-0.353\t0.000\t2.300\t-0.249\t0.498\t1.551\t1.311\t0.696\t0.984\t1.056\t0.702\t0.850\t0.943\n1\t0.275\t-1.842\t-0.284\t0.575\t0.946\t1.446\t-0.038\t-0.987\t2.173\t1.322\t-0.139\t0.715\t0.000\t1.099\t-0.508\t-0.369\t1.274\t1.234\t0.427\t0.992\t0.000\t0.690\t1.087\t0.985\t1.061\t0.927\t1.157\t0.934\n1\t0.298\t0.755\t1.272\t0.564\t0.646\t0.814\t-0.310\t0.199\t0.000\t1.484\t-1.117\t-1.114\t0.000\t0.904\t-0.360\t-1.353\t1.274\t0.921\t-1.146\t1.222\t3.102\t1.170\t0.898\t0.999\t0.722\t0.622\t0.741\t0.653\n1\t0.605\t0.477\t-1.504\t0.683\t1.189\t0.939\t-0.829\t-0.731\t2.173\t0.574\t-1.443\t-1.519\t0.000\t0.798\t-1.491\t1.026\t0.000\t2.162\t-0.248\t-0.076\t3.102\t0.989\t1.106\t0.987\t1.650\t0.934\t1.242\t1.184\n0\t0.431\t-1.204\t1.617\t1.120\t1.627\t0.845\t-1.832\t0.237\t0.000\t0.914\t-1.215\t-0.152\t0.000\t1.523\t-2.588\t-1.567\t0.000\t1.049\t-0.254\t-0.472\t3.102\t0.856\t0.912\t0.979\t0.495\t0.447\t0.629\t0.878\n1\t1.804\t1.536\t-0.598\t0.427\t0.265\t1.160\t0.782\t1.061\t2.173\t0.621\t1.538\t1.524\t0.000\t0.577\t2.062\t0.119\t0.000\t0.840\t0.130\t-0.866\t0.000\t0.932\t1.042\t0.981\t0.575\t0.734\t0.864\t0.773\n1\t0.787\t-1.593\t0.591\t0.926\t-0.781\t0.706\t-0.597\t1.714\t2.173\t0.486\t-1.140\t-0.609\t0.000\t0.543\t-2.282\t0.372\t0.000\t0.651\t0.877\t0.908\t3.102\t0.830\t1.043\t1.117\t1.120\t0.817\t0.877\t0.819\n1\t0.832\t0.801\t-1.079\t0.788\t-0.169\t1.112\t-0.437\t0.655\t2.173\t1.165\t0.176\t-0.912\t0.000\t1.521\t-2.001\t1.487\t0.000\t1.319\t0.391\t-0.257\t0.000\t0.930\t0.927\t0.982\t1.520\t0.961\t1.066\t0.988\n1\t0.988\t0.650\t1.654\t1.047\t1.306\t0.940\t1.356\t-1.574\t0.000\t1.347\t1.423\t-0.353\t0.000\t0.825\t1.085\t0.772\t0.000\t1.538\t0.445\t-0.156\t3.102\t1.362\t1.074\t0.984\t1.052\t0.273\t0.814\t0.785\n1\t0.481\t0.002\t-0.523\t0.985\t1.712\t0.510\t0.873\t-0.590\t0.000\t1.011\t-0.675\t0.887\t2.215\t0.762\t0.605\t1.306\t0.000\t0.835\t1.202\t0.298\t0.000\t0.778\t1.042\t0.982\t0.941\t1.432\t0.863\t0.813\n1\t0.852\t0.609\t1.601\t2.043\t-1.186\t0.863\t-0.247\t0.730\t2.173\t0.401\t1.394\t0.675\t0.000\t0.532\t-0.477\t-0.506\t2.548\t0.792\t-0.234\t0.008\t0.000\t0.823\t0.796\t1.079\t0.813\t0.766\t0.942\t0.816\n0\t1.614\t-0.840\t1.436\t1.172\t0.253\t1.512\t-0.191\t1.730\t0.000\t1.681\t-0.324\t0.011\t2.215\t1.078\t-1.057\t-0.520\t2.548\t1.039\t-0.047\t-0.394\t0.000\t1.806\t1.489\t1.667\t1.349\t0.897\t1.249\t1.166\n0\t0.893\t0.463\t-0.874\t0.901\t0.931\t0.769\t0.862\t-0.525\t0.000\t0.749\t-0.899\t1.066\t2.215\t0.519\t1.120\t-1.688\t0.000\t0.480\t1.006\t1.089\t0.000\t0.935\t0.665\t1.241\t0.961\t0.604\t0.778\t0.720\n1\t0.638\t-1.060\t-1.400\t1.158\t1.291\t1.077\t-0.964\t-0.273\t2.173\t0.588\t-1.725\t-1.459\t0.000\t0.894\t-0.491\t0.689\t0.000\t1.157\t-0.323\t1.662\t0.000\t0.879\t1.020\t0.983\t1.247\t0.830\t0.983\t0.890\n0\t0.451\t2.071\t1.727\t0.804\t-0.440\t0.842\t1.198\t1.204\t2.173\t0.379\t-0.216\t-0.619\t1.107\t0.937\t0.496\t-0.334\t0.000\t0.607\t-0.227\t-1.330\t0.000\t0.739\t1.066\t0.993\t0.661\t1.052\t0.709\t0.661\n1\t0.804\t-1.456\t-1.009\t1.128\t0.360\t0.885\t0.438\t-0.260\t1.087\t1.255\t0.373\t1.570\t0.000\t0.368\t-0.735\t-0.515\t0.000\t0.515\t1.184\t1.535\t0.000\t0.800\t0.771\t1.245\t0.751\t0.787\t0.937\t0.810\n0\t0.536\t-0.998\t1.227\t0.992\t-1.220\t0.729\t-1.640\t-1.672\t0.000\t1.518\t-0.161\t0.118\t2.215\t1.067\t-1.698\t-1.057\t0.000\t1.027\t-0.261\t1.626\t3.102\t0.852\t0.880\t0.994\t1.074\t1.105\t1.180\t0.985\n1\t1.024\t-0.655\t-1.617\t0.612\t-0.070\t0.905\t-0.158\t-0.583\t2.173\t1.069\t-0.957\t1.204\t0.000\t0.793\t-0.542\t0.557\t2.548\t0.395\t1.142\t-0.629\t0.000\t1.504\t0.944\t1.080\t0.843\t0.933\t0.876\t0.764\n0\t0.447\t1.887\t1.520\t0.064\t0.653\t0.657\t-0.650\t-0.567\t0.000\t1.267\t-0.628\t-0.047\t0.000\t2.474\t0.115\t1.581\t2.548\t0.393\t0.594\t-0.823\t3.102\t0.875\t0.678\t0.978\t0.846\t0.662\t1.067\t0.931\n1\t1.062\t-0.732\t1.541\t0.972\t0.834\t0.576\t-0.622\t0.768\t0.000\t1.548\t0.570\t-0.587\t1.107\t0.443\t-0.406\t-0.634\t0.000\t0.607\t-0.753\t-0.974\t0.000\t0.912\t0.678\t0.995\t1.739\t0.869\t1.119\t0.927\n0\t2.048\t-0.606\t-1.430\t3.840\t-1.519\t2.456\t0.716\t-0.074\t2.173\t2.147\t-1.408\t0.680\t0.000\t0.838\t2.286\t-1.080\t0.000\t1.132\t-0.968\t1.674\t3.102\t0.884\t1.692\t0.986\t0.590\t2.609\t2.618\t2.402\n0\t0.877\t-0.551\t-1.313\t0.592\t0.528\t1.000\t-0.935\t0.655\t2.173\t0.518\t0.133\t1.463\t0.000\t0.676\t0.938\t-0.823\t2.548\t1.164\t-0.519\t-1.050\t0.000\t0.873\t1.126\t0.995\t0.767\t1.547\t0.903\t0.759\n1\t1.307\t0.191\t-0.930\t0.093\t-0.685\t0.575\t1.046\t0.353\t0.000\t0.552\t-1.204\t-0.910\t1.107\t1.085\t-1.240\t0.407\t0.000\t1.040\t0.637\t1.372\t0.000\t0.953\t0.692\t0.978\t0.620\t0.540\t0.773\t0.738\n1\t0.401\t1.158\t-1.619\t1.021\t0.640\t0.648\t0.438\t1.196\t0.000\t1.400\t0.652\t-1.723\t0.000\t1.800\t-0.086\t-0.471\t1.274\t1.079\t1.222\t-0.428\t3.102\t1.015\t1.166\t0.985\t0.953\t0.920\t1.084\t0.909\n0\t0.318\t2.288\t-1.204\t0.506\t0.671\t0.628\t0.411\t-0.889\t0.000\t0.928\t-0.285\t0.690\t2.215\t0.749\t-0.623\t-1.519\t2.548\t0.596\t0.342\t0.061\t0.000\t0.706\t0.951\t0.982\t0.817\t0.827\t0.711\t0.672\n1\t0.824\t2.006\t-1.011\t2.079\t-0.861\t0.961\t0.697\t0.903\t2.173\t0.791\t1.422\t0.080\t0.000\t0.744\t1.179\t1.119\t0.000\t0.583\t2.085\t0.496\t0.000\t0.952\t0.885\t0.986\t0.604\t0.909\t0.977\t0.877\n0\t0.832\t-1.220\t-0.674\t0.304\t1.055\t0.686\t0.345\t0.267\t2.173\t0.880\t-0.321\t1.389\t2.215\t0.835\t0.067\t-1.229\t0.000\t0.506\t-1.727\t-1.510\t0.000\t0.943\t1.133\t0.981\t0.765\t1.046\t0.805\t0.712\n1\t0.583\t1.537\t0.599\t1.405\t0.275\t1.120\t0.671\t-1.695\t2.173\t1.117\t-0.081\t-1.142\t2.215\t0.930\t0.415\t0.637\t0.000\t0.865\t0.314\t-0.504\t0.000\t0.848\t0.966\t0.997\t1.906\t1.016\t1.732\t1.373\n0\t0.890\t0.643\t-1.607\t0.617\t-0.406\t0.710\t0.123\t-0.489\t1.087\t0.566\t-1.063\t-0.684\t0.000\t2.073\t-0.458\t1.073\t2.548\t0.521\t-0.990\t1.147\t0.000\t0.706\t0.936\t0.987\t0.787\t1.567\t1.023\t0.898\n1\t0.389\t1.614\t1.232\t1.334\t-0.058\t0.688\t1.454\t-0.734\t1.087\t0.471\t0.264\t-1.439\t2.215\t0.478\t2.102\t-1.297\t0.000\t0.701\t-0.987\t-0.108\t0.000\t1.864\t1.101\t0.991\t0.822\t0.727\t0.842\t0.947\n0\t0.955\t-0.204\t0.316\t1.851\t0.537\t0.900\t-0.066\t-1.363\t1.087\t0.954\t0.645\t-1.216\t0.000\t0.924\t-0.366\t1.433\t2.548\t1.608\t0.113\t-0.542\t0.000\t0.874\t0.916\t0.988\t0.953\t0.688\t0.994\t0.857\n0\t0.410\t-1.222\t-0.060\t1.116\t0.003\t0.628\t1.872\t0.972\t0.000\t0.399\t2.762\t-0.983\t0.000\t0.525\t1.020\t-1.120\t1.274\t0.807\t2.433\t1.518\t0.000\t0.778\t1.147\t1.001\t0.734\t0.428\t0.730\t0.932\n0\t1.193\t0.269\t1.529\t0.484\t1.628\t0.751\t-0.975\t-0.886\t0.000\t0.661\t-0.244\t0.273\t2.215\t0.888\t-1.101\t0.570\t2.548\t0.509\t-2.078\t-0.419\t0.000\t0.873\t0.979\t0.992\t1.228\t0.459\t0.886\t1.042\n1\t1.433\t0.048\t-0.693\t0.881\t0.125\t1.097\t1.032\t1.307\t2.173\t0.687\t0.855\t-0.201\t0.000\t0.518\t-0.623\t1.468\t2.548\t0.517\t1.270\t-1.315\t0.000\t0.703\t1.035\t1.047\t0.772\t0.926\t0.975\t0.832\n1\t0.661\t0.055\t-0.781\t1.280\t-0.355\t1.582\t1.092\t-0.933\t2.173\t2.791\t2.338\t1.036\t0.000\t0.924\t-0.541\t0.981\t2.548\t1.018\t0.858\t-0.435\t0.000\t0.681\t0.864\t0.980\t0.886\t2.070\t1.406\t1.082\n0\t1.235\t-0.272\t-0.718\t0.739\t1.204\t1.551\t-0.563\t0.765\t0.000\t1.371\t-1.067\t-0.981\t2.215\t0.613\t-1.731\t1.341\t0.000\t1.023\t-0.538\t-1.353\t3.102\t1.527\t1.225\t1.306\t0.988\t0.427\t1.130\t0.997\n1\t0.686\t-0.001\t-0.856\t0.462\t0.139\t0.644\t-0.960\t0.145\t1.087\t1.110\t-0.650\t-1.676\t0.000\t1.190\t0.501\t-1.472\t2.548\t0.472\t-1.500\t-0.729\t0.000\t0.907\t0.972\t0.985\t1.033\t1.415\t0.900\t0.888\n1\t1.590\t1.571\t1.733\t0.358\t-0.930\t1.873\t-0.241\t0.479\t0.000\t1.309\t1.156\t-0.760\t1.107\t0.842\t2.248\t-1.469\t0.000\t0.581\t-0.238\t-1.293\t1.551\t4.655\t2.502\t0.987\t0.995\t0.732\t1.753\t1.580\n0\t1.002\t-0.940\t-1.429\t1.313\t1.320\t0.526\t-1.253\t-0.523\t0.000\t0.701\t-0.500\t0.199\t0.000\t0.599\t-1.186\t1.282\t2.548\t0.622\t0.596\t-0.493\t3.102\t0.925\t0.803\t0.988\t0.853\t0.724\t0.606\t0.688\n1\t2.266\t0.833\t1.241\t0.858\t1.728\t0.520\t0.692\t1.689\t2.173\t1.323\t0.272\t0.130\t0.000\t1.607\t0.423\t-0.800\t2.548\t1.450\t-2.137\t-0.125\t0.000\t3.552\t2.591\t0.984\t1.265\t0.900\t1.786\t1.732\n1\t0.996\t-0.118\t-1.449\t1.212\t1.240\t0.667\t0.565\t-0.007\t0.000\t1.171\t0.338\t1.576\t1.107\t1.012\t-0.918\t-0.880\t0.000\t1.731\t-0.431\t-0.171\t0.000\t0.943\t1.092\t1.002\t0.622\t0.809\t0.968\t0.861\n0\t2.045\t0.116\t-1.137\t0.681\t0.203\t1.414\t0.645\t-1.562\t2.173\t2.243\t-0.440\t0.339\t0.000\t0.928\t-0.054\t0.135\t0.000\t0.630\t-0.059\t1.567\t3.102\t0.596\t0.848\t1.528\t1.218\t0.485\t1.359\t1.202\n1\t1.890\t-0.302\t-0.156\t0.895\t-0.695\t2.438\t-1.429\t1.669\t0.000\t1.210\t-0.951\t0.460\t0.000\t1.885\t0.220\t-0.500\t2.548\t0.660\t-0.432\t0.866\t1.551\t1.089\t0.965\t0.984\t0.621\t0.870\t1.541\t1.467\n0\t2.911\t0.747\t-0.821\t0.334\t0.703\t1.003\t-0.238\t1.580\t2.173\t0.510\t-1.136\t0.853\t0.000\t0.632\t0.788\t0.555\t2.548\t0.626\t0.382\t0.140\t0.000\t0.800\t0.923\t1.339\t0.923\t0.980\t1.037\t0.940\n1\t0.631\t0.058\t1.386\t1.100\t0.201\t1.302\t-0.053\t-1.075\t1.087\t0.355\t1.358\t0.797\t0.000\t0.414\t-1.318\t0.515\t0.000\t0.772\t-0.486\t-0.186\t3.102\t1.158\t0.765\t1.011\t1.143\t0.814\t0.821\t0.756\n1\t0.283\t-0.180\t0.734\t1.511\t1.625\t1.185\t1.686\t-0.022\t0.000\t0.954\t0.215\t1.390\t1.107\t0.891\t2.159\t-1.568\t0.000\t0.977\t0.404\t-0.050\t3.102\t0.760\t0.890\t0.982\t0.683\t0.847\t0.856\t0.759\n1\t1.394\t-1.457\t-0.054\t0.751\t-0.305\t1.419\t0.278\t1.667\t0.000\t0.693\t-1.318\t-0.473\t0.000\t0.943\t-0.356\t0.253\t0.000\t0.649\t0.229\t-1.350\t3.102\t0.979\t0.816\t0.993\t0.712\t0.296\t0.589\t0.571\n1\t0.387\t1.246\t0.986\t1.072\t-0.762\t1.154\t-1.089\t1.723\t2.173\t0.821\t0.336\t-1.074\t2.215\t1.110\t2.676\t0.279\t0.000\t0.963\t-1.019\t0.746\t0.000\t1.047\t0.855\t0.989\t2.568\t1.402\t1.653\t1.331\n1\t0.475\t-2.102\t-1.668\t1.675\t0.796\t1.313\t-0.593\t-0.919\t1.087\t0.654\t-1.245\t-0.316\t0.000\t0.695\t-0.331\t0.697\t0.000\t0.716\t-1.043\t1.347\t1.551\t0.954\t1.131\t0.988\t0.559\t0.975\t1.081\t0.927\n0\t0.363\t1.314\t-0.960\t0.716\t0.587\t0.746\t-0.276\t-1.424\t2.173\t0.507\t-0.964\t-1.518\t2.215\t1.283\t-0.498\t0.207\t0.000\t0.570\t-2.084\t0.972\t0.000\t0.827\t0.853\t0.986\t0.821\t0.338\t0.770\t0.734\n0\t0.477\t0.809\t-0.827\t1.018\t1.108\t1.103\t1.368\t0.583\t2.173\t1.419\t1.420\t-1.127\t0.000\t1.057\t1.768\t-0.656\t0.000\t0.956\t1.208\t1.568\t3.102\t0.898\t0.828\t0.986\t0.945\t0.843\t1.003\t0.913\n0\t0.417\t-0.707\t0.795\t1.265\t-0.864\t0.581\t0.325\t0.403\t2.173\t1.372\t0.410\t-0.541\t2.215\t1.430\t-1.118\t1.257\t0.000\t0.508\t1.207\t-1.044\t0.000\t0.825\t1.034\t1.004\t0.944\t0.989\t0.996\t1.090\n0\t0.405\t-2.066\t-0.178\t0.885\t1.195\t0.738\t0.608\t-1.006\t0.000\t0.516\t-0.228\t0.494\t0.000\t1.112\t0.086\t1.228\t2.548\t1.213\t0.386\t0.378\t3.102\t0.568\t0.533\t0.981\t0.875\t0.637\t0.690\t0.557\n1\t1.189\t-0.838\t-0.889\t1.581\t-1.023\t1.048\t-0.695\t0.954\t2.173\t0.497\t-0.343\t1.501\t0.000\t1.260\t0.502\t0.296\t1.274\t0.514\t-1.281\t0.799\t0.000\t0.568\t0.869\t0.974\t1.480\t1.248\t1.181\t0.930\n1\t0.850\t1.294\t-0.536\t0.899\t-1.062\t1.464\t-1.338\t0.841\t0.000\t0.687\t-0.422\t-0.700\t0.000\t0.655\t-2.677\t0.951\t0.000\t1.439\t0.292\t-1.329\t0.000\t0.868\t0.833\t0.990\t1.537\t0.777\t1.336\t1.130\n0\t0.849\t-0.880\t0.092\t0.247\t-0.102\t0.604\t-1.365\t-0.641\t1.087\t1.814\t-0.707\t1.064\t2.215\t1.308\t-0.313\t-1.451\t0.000\t0.556\t1.484\t-0.558\t0.000\t1.377\t1.382\t0.993\t1.087\t1.622\t1.254\t1.040\n1\t0.619\t0.743\t0.405\t0.681\t-0.542\t0.815\t0.044\t1.137\t1.087\t0.934\t-0.883\t-0.655\t2.215\t0.486\t-1.332\t1.131\t0.000\t1.143\t0.058\t-1.706\t0.000\t0.829\t0.913\t0.988\t0.869\t1.432\t0.827\t0.738\n0\t1.048\t0.274\t0.417\t0.837\t0.535\t0.776\t0.467\t-1.132\t0.000\t0.405\t-1.236\t1.485\t2.215\t0.338\t0.849\t0.017\t0.000\t0.602\t-0.767\t-1.588\t3.102\t0.820\t0.931\t0.979\t0.694\t0.180\t0.585\t0.694\n1\t2.206\t-0.128\t1.003\t1.607\t1.178\t1.455\t1.667\t-1.077\t0.000\t1.485\t-0.243\t0.309\t0.000\t1.816\t-1.818\t-0.709\t0.000\t0.821\t0.391\t-0.542\t3.102\t3.195\t1.926\t0.994\t0.978\t0.432\t1.216\t1.391\n0\t0.667\t-1.030\t0.426\t1.345\t-0.453\t0.403\t-1.029\t-0.241\t0.000\t1.098\t-0.577\t-1.565\t0.000\t0.623\t-0.763\t1.478\t1.274\t1.010\t-0.092\t1.160\t3.102\t1.249\t0.912\t0.989\t0.902\t0.283\t0.652\t0.724\n0\t0.802\t0.918\t1.739\t0.459\t0.572\t0.326\t-0.203\t-0.012\t2.173\t0.317\t-0.706\t-1.374\t0.000\t0.694\t-0.791\t0.556\t0.000\t0.637\t0.590\t-1.257\t3.102\t0.825\t0.626\t0.989\t0.842\t0.491\t0.573\t0.607\n0\t1.743\t0.750\t-1.401\t0.212\t0.763\t1.472\t-1.209\t1.250\t0.000\t1.875\t0.432\t-0.122\t1.107\t1.145\t0.278\t-0.538\t0.000\t0.492\t-0.588\t1.528\t3.102\t0.641\t0.751\t0.988\t0.674\t1.012\t0.906\t0.730\n0\t0.357\t1.196\t-0.728\t1.289\t1.367\t1.045\t-0.264\t1.302\t2.173\t1.384\t-0.219\t-0.473\t0.000\t1.156\t-0.235\t-0.073\t0.000\t0.955\t-0.560\t-1.268\t3.102\t0.685\t0.794\t0.988\t1.586\t0.805\t1.181\t1.280\n1\t0.989\t-0.715\t-1.586\t1.540\t1.571\t1.080\t-0.647\t-0.398\t2.173\t0.718\t2.572\t0.688\t0.000\t0.823\t-0.864\t-0.613\t2.548\t0.833\t-0.606\t0.611\t0.000\t0.899\t1.871\t0.993\t1.444\t0.286\t1.665\t1.877\n0\t1.168\t-0.724\t-0.487\t0.648\t-0.254\t0.491\t-1.196\t1.083\t2.173\t0.870\t0.752\t1.486\t1.107\t0.644\t0.060\t0.520\t0.000\t0.562\t0.426\t-1.731\t0.000\t1.013\t0.859\t0.991\t0.885\t1.167\t1.102\t1.057\n0\t1.621\t0.739\t-0.830\t0.520\t1.277\t0.677\t-0.785\t0.929\t0.000\t0.425\t0.624\t-1.299\t2.215\t0.369\t0.005\t0.273\t0.000\t0.927\t-1.044\t0.118\t3.102\t0.622\t0.793\t1.204\t1.100\t0.824\t0.736\t0.756\n1\t0.607\t0.563\t-1.442\t0.838\t-0.469\t1.257\t0.583\t0.631\t0.000\t0.757\t2.106\t-0.909\t0.000\t2.248\t-0.277\t1.554\t0.000\t2.328\t0.203\t-0.976\t3.102\t1.197\t0.723\t0.995\t0.833\t0.803\t0.867\t0.733\n1\t1.016\t0.561\t1.313\t0.516\t-1.149\t0.536\t-0.610\t-1.517\t0.000\t0.529\t-0.496\t1.222\t1.107\t1.529\t0.297\t-0.034\t0.000\t0.680\t1.145\t-0.472\t0.000\t0.753\t0.953\t0.981\t0.695\t0.480\t0.644\t0.651\n1\t0.451\t-1.803\t-0.552\t1.332\t-1.160\t1.196\t-0.541\t0.787\t0.000\t0.989\t-0.134\t-1.679\t2.215\t0.728\t-0.873\t-0.891\t2.548\t0.776\t-1.863\t-0.113\t0.000\t1.041\t0.767\t0.988\t0.807\t0.700\t0.753\t0.693\n1\t0.356\t-0.619\t-1.621\t1.085\t0.098\t1.120\t1.011\t1.672\t0.000\t1.139\t0.278\t-0.520\t2.215\t0.503\t0.196\t0.622\t2.548\t0.695\t0.547\t1.021\t0.000\t0.787\t0.725\t0.985\t1.150\t0.689\t0.834\t1.079\n0\t0.566\t-1.818\t0.342\t0.944\t-1.202\t0.614\t-0.915\t0.612\t2.173\t0.699\t-1.486\t1.494\t0.000\t0.609\t-0.323\t-1.296\t0.000\t1.115\t-0.745\t-0.377\t3.102\t0.856\t0.871\t0.996\t0.671\t0.682\t0.644\t0.642\n1\t2.422\t1.580\t0.178\t0.782\t-0.303\t0.471\t1.530\t1.672\t0.000\t0.909\t1.350\t-1.297\t1.107\t1.255\t2.262\t-1.403\t0.000\t1.019\t1.332\t1.144\t0.000\t0.839\t0.884\t0.976\t1.181\t0.632\t0.776\t0.859\n1\t1.485\t0.808\t1.386\t1.839\t0.816\t1.137\t-0.339\t-1.309\t0.000\t1.154\t-0.711\t-0.122\t2.215\t1.263\t0.144\t-0.429\t2.548\t0.455\t0.664\t-1.483\t0.000\t0.682\t0.933\t1.123\t1.707\t0.686\t1.239\t1.170\n0\t2.024\t0.862\t0.082\t0.600\t-0.013\t2.114\t-0.935\t1.521\t0.000\t1.189\t-0.352\t-0.533\t0.000\t1.043\t-0.307\t1.081\t2.548\t1.259\t-1.423\t-0.499\t0.000\t0.902\t0.950\t0.994\t0.792\t1.015\t0.907\t0.922\n0\t1.680\t-1.235\t0.440\t0.278\t-1.025\t0.782\t2.034\t1.254\t0.000\t1.182\t0.046\t-1.022\t2.215\t0.693\t-0.749\t-0.806\t0.000\t0.507\t-1.843\t1.314\t0.000\t0.789\t0.950\t0.990\t0.742\t0.472\t0.812\t0.720\n0\t1.560\t-0.136\t-1.101\t1.725\t-1.354\t2.184\t1.417\t0.287\t0.000\t0.783\t1.619\t0.812\t0.000\t2.469\t-0.230\t-1.647\t2.548\t0.870\t0.956\t-0.143\t3.102\t1.306\t0.869\t1.000\t0.921\t1.386\t1.811\t1.691\n1\t1.057\t-0.479\t0.365\t1.194\t-0.796\t0.809\t-1.656\t0.949\t0.000\t1.078\t-0.285\t-1.598\t2.215\t1.568\t-0.196\t-0.572\t1.274\t0.745\t-0.643\t1.230\t0.000\t0.655\t0.819\t1.346\t1.049\t1.104\t0.814\t0.709\n1\t0.949\t0.954\t0.460\t1.049\t-0.383\t1.384\t1.044\t1.711\t0.000\t1.100\t1.386\t0.781\t2.215\t0.963\t0.253\t-0.655\t0.000\t0.695\t-1.191\t-0.629\t0.000\t0.868\t0.469\t0.987\t0.868\t0.827\t0.895\t0.789\n1\t0.547\t-0.881\t0.903\t1.451\t0.394\t1.216\t-0.659\t0.597\t1.087\t1.434\t-1.754\t-1.241\t0.000\t1.576\t-0.348\t-1.162\t2.548\t0.396\t-0.074\t1.350\t0.000\t1.185\t1.099\t0.990\t0.759\t1.742\t1.240\t1.176\n1\t2.122\t0.908\t1.423\t0.475\t-1.112\t0.940\t-0.540\t-0.428\t2.173\t0.462\t1.106\t-0.319\t0.000\t0.720\t-0.073\t0.698\t0.000\t0.565\t0.378\t1.003\t3.102\t0.907\t1.011\t1.052\t0.559\t0.843\t0.999\t0.845\n1\t1.506\t0.590\t0.447\t0.967\t-0.680\t0.962\t0.100\t-1.727\t2.173\t0.496\t-0.849\t0.971\t0.000\t1.289\t1.641\t0.621\t0.000\t2.345\t-0.075\t-1.015\t3.102\t0.932\t1.136\t1.420\t1.278\t0.966\t1.011\t1.043\n1\t1.296\t0.129\t1.413\t0.500\t1.144\t1.311\t-0.940\t-0.698\t2.173\t0.218\t-1.719\t-0.582\t0.000\t0.487\t-2.102\t0.662\t0.000\t0.399\t0.953\t1.342\t3.102\t0.470\t0.901\t0.977\t0.581\t1.208\t0.954\t0.841\n1\t1.390\t0.412\t-1.286\t0.688\t-0.066\t0.802\t0.956\t1.022\t2.173\t1.336\t0.216\t-0.688\t2.215\t1.052\t0.008\t0.100\t0.000\t0.978\t0.792\t-1.543\t0.000\t1.241\t1.020\t1.208\t1.060\t1.629\t0.942\t0.836\n0\t0.904\t-0.231\t-1.618\t0.373\t-1.435\t1.662\t-0.378\t0.532\t0.000\t2.011\t-0.354\t-1.137\t2.215\t0.510\t0.136\t1.030\t0.000\t1.070\t-0.722\t0.087\t3.102\t0.844\t0.717\t0.994\t0.899\t1.229\t1.239\t1.064\n0\t0.859\t-0.310\t0.029\t1.435\t-1.124\t1.643\t-0.524\t0.892\t0.000\t1.372\t-0.811\t0.531\t1.107\t2.826\t-1.992\t-1.029\t0.000\t1.392\t0.405\t1.671\t0.000\t0.842\t0.771\t1.325\t1.210\t0.946\t0.856\t0.827\n0\t0.800\t-0.473\t1.620\t0.500\t-0.271\t1.017\t-0.846\t1.077\t0.000\t1.118\t1.058\t-0.440\t0.000\t1.147\t-1.163\t-0.098\t2.548\t1.323\t0.666\t-1.120\t0.000\t0.939\t1.025\t0.990\t0.862\t1.088\t1.099\t0.899\n1\t0.912\t-1.842\t-1.458\t0.269\t0.425\t0.914\t-1.496\t0.530\t0.000\t0.947\t-1.245\t-0.999\t2.215\t0.713\t-0.456\t0.220\t2.548\t0.747\t0.360\t-1.649\t0.000\t1.844\t1.084\t0.995\t0.664\t0.853\t0.894\t0.778\n1\t0.947\t0.643\t0.575\t1.133\t-0.306\t0.529\t2.160\t-1.050\t0.000\t0.479\t1.283\t0.190\t2.215\t0.956\t1.329\t-1.570\t0.000\t0.754\t0.790\t1.335\t0.000\t1.026\t0.798\t1.023\t0.686\t0.566\t0.549\t0.633\n1\t0.827\t1.568\t-0.283\t0.336\t0.449\t0.779\t1.352\t-1.716\t0.000\t0.938\t-0.427\t-0.034\t2.215\t0.569\t0.323\t-1.587\t2.548\t0.456\t1.656\t0.693\t0.000\t0.804\t0.612\t0.998\t0.859\t0.828\t0.894\t0.787\n0\t1.547\t-0.128\t-0.252\t0.553\t1.078\t0.878\t0.359\t0.962\t2.173\t1.484\t-0.198\t-0.851\t2.215\t1.164\t1.171\t1.385\t0.000\t0.378\t1.479\t-1.030\t0.000\t0.629\t0.816\t1.194\t0.956\t1.744\t1.058\t0.966\n1\t1.194\t-1.422\t-0.170\t0.934\t-0.883\t0.608\t-2.400\t-1.456\t0.000\t1.254\t0.813\t1.472\t2.215\t1.348\t-0.748\t0.402\t1.274\t0.628\t-1.356\t-0.689\t0.000\t0.715\t1.207\t0.986\t1.773\t1.713\t1.612\t1.341\n1\t0.981\t1.375\t0.223\t0.726\t-0.516\t0.344\t0.021\t-1.143\t1.087\t0.509\t-1.405\t1.130\t2.215\t0.596\t-0.359\t1.314\t0.000\t0.587\t-0.274\t0.452\t0.000\t0.458\t0.521\t0.983\t1.892\t0.737\t1.243\t0.982\n0\t1.027\t-0.277\t-0.714\t0.404\t0.850\t0.801\t-0.042\t1.142\t2.173\t0.733\t-1.935\t1.518\t0.000\t2.160\t0.839\t-0.170\t1.274\t0.614\t-0.957\t-1.030\t0.000\t0.756\t1.161\t0.988\t1.158\t1.725\t1.524\t1.184\n1\t1.057\t0.728\t1.152\t0.772\t0.088\t1.602\t-0.026\t-1.359\t2.173\t0.777\t-0.032\t-0.316\t0.000\t0.870\t2.350\t-0.213\t0.000\t0.710\t-0.045\t1.047\t3.102\t1.470\t0.990\t1.024\t1.369\t0.933\t1.088\t0.961\n1\t2.091\t0.008\t0.445\t0.727\t0.091\t1.694\t-0.339\t-1.664\t2.173\t0.805\t1.621\t-0.421\t0.000\t0.682\t0.078\t0.962\t2.548\t1.014\t-0.173\t-0.531\t0.000\t1.279\t1.047\t0.991\t1.854\t0.979\t1.255\t1.200\n1\t1.759\t-0.752\t-1.552\t1.105\t-1.515\t0.605\t-0.845\t1.581\t2.173\t1.533\t-0.400\t0.146\t0.000\t1.216\t-1.361\t-0.341\t0.000\t1.200\t-0.315\t1.145\t3.102\t0.809\t0.782\t0.985\t0.619\t0.408\t0.587\t0.626\n0\t0.691\t-0.381\t0.565\t0.834\t-1.226\t0.863\t-0.314\t1.648\t1.087\t0.863\t-1.677\t-0.010\t0.000\t0.514\t-2.066\t0.400\t0.000\t1.375\t-0.613\t-0.451\t3.102\t0.799\t1.248\t1.051\t0.683\t1.120\t0.845\t0.744\n0\t0.897\t-0.222\t1.451\t0.656\t-0.303\t0.712\t-0.261\t-0.248\t0.000\t1.160\t-0.670\t0.910\t2.215\t0.701\t-1.017\t1.139\t2.548\t2.426\t-0.595\t-1.007\t0.000\t1.348\t1.142\t1.062\t0.797\t0.285\t0.950\t0.807\n1\t1.434\t-1.847\t1.445\t0.681\t0.156\t0.531\t-1.465\t0.586\t0.000\t0.776\t-0.117\t-1.068\t0.000\t0.959\t-0.150\t-0.123\t2.548\t0.381\t-0.546\t-1.678\t3.102\t1.687\t0.910\t1.256\t1.172\t0.470\t0.741\t0.800\n0\t0.518\t0.202\t1.052\t1.631\t-1.446\t0.410\t-0.799\t0.956\t0.000\t0.742\t-1.244\t0.096\t0.000\t1.063\t-0.703\t1.626\t0.000\t1.331\t0.560\t-0.138\t3.102\t0.868\t1.060\t0.991\t0.803\t0.585\t0.691\t0.777\n1\t0.624\t0.939\t-0.487\t1.463\t0.139\t1.027\t0.883\t1.537\t2.173\t0.639\t1.261\t0.486\t0.000\t1.135\t1.083\t-0.960\t2.548\t0.383\t0.985\t-1.582\t0.000\t0.618\t0.783\t0.982\t0.838\t1.064\t0.967\t0.768\n0\t0.655\t-0.480\t-0.945\t1.768\t-1.636\t0.962\t1.347\t0.031\t2.173\t0.503\t0.586\t-0.343\t0.000\t0.842\t-0.906\t1.565\t0.000\t1.573\t-0.490\t0.428\t3.102\t0.752\t0.968\t0.982\t2.180\t1.547\t1.609\t1.424\n0\t1.202\t0.208\t-0.256\t1.442\t-1.018\t0.697\t0.066\t1.056\t0.000\t0.896\t0.730\t1.485\t0.000\t0.682\t2.002\t-1.586\t0.000\t0.581\t-0.782\t0.607\t3.102\t0.861\t0.801\t1.155\t0.811\t0.391\t0.584\t0.755\n0\t1.012\t-0.729\t-0.280\t1.220\t0.383\t2.443\t-0.434\t0.100\t2.173\t4.423\t-0.701\t-1.583\t0.000\t0.956\t0.205\t1.700\t2.548\t0.643\t0.275\t0.596\t0.000\t2.363\t1.451\t0.986\t0.975\t1.994\t2.150\t1.729\n1\t0.694\t0.871\t-0.528\t1.741\t-0.581\t0.752\t-0.304\t0.933\t2.173\t0.591\t1.207\t0.624\t1.107\t1.455\t-1.240\t-1.456\t0.000\t0.539\t0.603\t1.101\t0.000\t1.414\t1.180\t0.978\t0.894\t0.881\t1.219\t1.502\n0\t1.353\t-1.235\t-1.170\t1.069\t1.729\t0.850\t0.542\t0.364\t0.000\t0.235\t-1.177\t0.040\t2.215\t0.504\t-0.188\t-0.098\t0.000\t0.662\t0.889\t-1.585\t3.102\t0.659\t0.751\t0.990\t0.645\t0.613\t0.641\t0.816\n1\t0.962\t-0.703\t0.609\t1.007\t1.614\t0.876\t-0.962\t-1.544\t2.173\t0.850\t-1.950\t-0.233\t0.000\t0.955\t-0.060\t-0.797\t2.548\t1.132\t0.611\t0.609\t0.000\t2.512\t1.591\t1.074\t0.853\t0.889\t1.174\t1.000\n0\t1.840\t0.612\t-0.438\t2.640\t-0.071\t1.415\t1.742\t-1.638\t0.000\t0.770\t-0.474\t0.104\t1.107\t1.455\t0.913\t0.779\t0.000\t2.160\t0.304\t-1.720\t3.102\t0.941\t1.410\t0.995\t0.957\t1.269\t1.490\t1.571\n1\t0.479\t0.668\t-1.534\t1.117\t0.400\t1.106\t-0.072\t1.684\t0.000\t1.019\t-0.545\t-0.010\t2.215\t1.410\t-0.800\t-0.955\t2.548\t1.093\t0.042\t1.014\t0.000\t0.962\t1.237\t0.999\t0.899\t0.979\t1.016\t0.942\n1\t0.385\t1.364\t0.641\t1.333\t-0.802\t1.307\t1.073\t1.415\t0.000\t1.215\t0.802\t0.081\t2.215\t1.485\t0.661\t-0.794\t2.548\t0.667\t-1.656\t0.180\t0.000\t0.810\t1.268\t0.988\t0.942\t1.015\t1.025\t0.933\n1\t1.519\t0.448\t1.207\t0.539\t0.561\t0.767\t-0.684\t-0.729\t2.173\t0.757\t0.867\t-1.093\t0.000\t1.512\t1.207\t1.467\t0.000\t1.475\t0.324\t0.137\t3.102\t0.937\t0.938\t0.994\t0.795\t1.016\t0.970\t0.848\n1\t0.571\t-1.684\t-0.218\t1.728\t1.013\t0.446\t-0.528\t0.429\t0.000\t0.600\t-0.621\t1.299\t0.000\t1.734\t1.256\t-0.866\t0.000\t1.585\t0.411\t-0.738\t3.102\t0.848\t1.134\t1.233\t0.868\t0.821\t1.079\t0.890\n0\t2.930\t-0.533\t0.818\t1.549\t0.762\t1.678\t0.389\t-0.805\t0.000\t1.130\t-0.422\t-1.052\t1.107\t1.830\t0.055\t0.316\t2.548\t1.906\t0.318\t-1.308\t0.000\t0.952\t0.885\t0.992\t1.127\t1.491\t1.255\t1.201\n0\t1.885\t-0.389\t0.009\t0.220\t-0.824\t1.082\t0.350\t-0.585\t1.087\t2.181\t0.844\t1.524\t0.000\t1.321\t0.612\t-1.609\t0.000\t0.980\t0.078\t0.804\t3.102\t0.879\t0.990\t0.997\t0.678\t1.045\t0.733\t0.748\n1\t2.172\t0.438\t-0.966\t0.944\t-0.172\t2.939\t0.942\t1.304\t0.000\t1.460\t0.414\t-0.480\t2.215\t2.575\t0.582\t0.041\t2.548\t0.601\t-0.265\t1.658\t0.000\t1.516\t2.416\t1.303\t1.218\t0.957\t1.836\t1.594\n1\t0.672\t0.598\t0.115\t0.943\t1.079\t0.688\t-0.581\t-0.907\t2.173\t1.092\t-0.843\t-0.025\t1.107\t1.076\t-0.923\t1.321\t0.000\t1.178\t0.571\t0.933\t0.000\t1.007\t0.983\t0.990\t0.888\t0.928\t0.807\t0.751\n1\t2.051\t0.531\t-0.896\t0.185\t-0.644\t0.808\t-0.219\t0.918\t2.173\t0.938\t2.256\t-0.072\t0.000\t0.932\t0.565\t0.568\t0.000\t1.568\t0.523\t1.481\t3.102\t1.328\t0.973\t0.986\t1.224\t0.777\t0.910\t0.834\n1\t0.610\t-1.119\t0.534\t0.926\t-0.917\t0.595\t-0.460\t-0.039\t0.000\t0.773\t-1.045\t1.647\t0.000\t1.117\t-1.363\t-0.403\t2.548\t1.088\t1.732\t1.647\t0.000\t0.833\t0.837\t1.005\t0.624\t0.784\t0.806\t0.724\n1\t0.581\t1.722\t0.739\t1.170\t1.353\t0.734\t1.635\t1.179\t0.000\t0.910\t0.923\t-0.329\t2.215\t1.102\t0.753\t-0.829\t2.548\t0.911\t0.882\t-1.575\t0.000\t0.972\t0.776\t0.980\t0.903\t0.468\t0.747\t0.662\n0\t0.634\t0.622\t-0.290\t1.591\t-0.827\t0.671\t-0.311\t-0.235\t2.173\t0.420\t2.155\t1.066\t0.000\t0.837\t0.210\t0.847\t0.000\t1.870\t-0.846\t0.888\t0.000\t0.919\t0.890\t0.994\t0.650\t0.631\t0.739\t0.773\n1\t0.343\t-1.060\t0.319\t1.061\t1.425\t1.490\t0.296\t-0.142\t0.000\t1.381\t0.285\t1.174\t2.215\t1.227\t0.056\t-0.827\t2.548\t1.213\t-2.235\t-1.618\t0.000\t4.769\t2.750\t0.986\t1.814\t1.356\t1.971\t1.810\n1\t1.317\t0.666\t1.713\t0.112\t-1.100\t0.585\t0.129\t0.369\t0.000\t0.922\t-0.322\t-0.521\t2.215\t0.643\t1.231\t-1.313\t0.000\t0.376\t-0.843\t0.047\t3.102\t1.315\t1.088\t0.995\t0.636\t0.319\t0.655\t0.678\n1\t1.184\t0.012\t1.149\t1.011\t-0.052\t0.701\t-0.466\t0.874\t0.000\t1.035\t-0.754\t-1.443\t2.215\t1.154\t-1.394\t-0.804\t2.548\t0.602\t-0.573\t-0.183\t0.000\t0.817\t0.986\t1.338\t1.230\t0.776\t0.952\t0.838\n0\t0.418\t-0.272\t-1.486\t1.111\t0.666\t0.470\t-0.045\t-0.039\t0.000\t0.671\t0.506\t-1.731\t2.215\t0.781\t0.403\t-0.510\t2.548\t0.577\t-1.111\t1.622\t0.000\t0.965\t0.876\t0.989\t0.855\t0.686\t0.722\t0.655\n1\t0.825\t0.305\t-0.935\t1.268\t-0.176\t0.918\t-0.708\t1.433\t1.087\t0.401\t-1.018\t-0.819\t0.000\t0.580\t1.124\t1.479\t0.000\t1.051\t0.107\t0.607\t3.102\t0.771\t1.134\t0.991\t0.750\t0.838\t0.958\t0.809\n1\t0.424\t1.210\t0.173\t1.267\t-1.654\t0.956\t-0.936\t0.158\t2.173\t1.005\t-0.694\t-0.903\t2.215\t0.889\t-0.764\t1.483\t0.000\t0.981\t0.095\t0.940\t0.000\t0.703\t0.968\t1.013\t1.692\t1.190\t1.285\t1.065\n1\t0.812\t0.440\t0.750\t0.874\t-1.270\t1.054\t-1.921\t0.081\t0.000\t1.339\t-0.841\t-1.560\t1.107\t0.724\t-0.100\t-1.350\t0.000\t0.926\t-0.247\t0.084\t1.551\t0.931\t0.943\t1.131\t1.082\t1.042\t1.059\t1.155\n1\t2.141\t-1.231\t-1.289\t0.967\t0.891\t0.556\t-1.623\t0.161\t0.000\t0.879\t-1.023\t0.764\t1.107\t1.004\t-0.364\t0.131\t2.548\t1.275\t-1.546\t1.616\t0.000\t0.628\t0.892\t1.840\t1.183\t0.633\t0.927\t0.778\n0\t0.822\t-0.076\t-1.314\t1.813\t-1.063\t0.930\t0.771\t0.770\t0.000\t1.106\t1.292\t0.587\t0.000\t0.604\t0.066\t0.378\t2.548\t0.920\t1.916\t-0.792\t0.000\t0.698\t0.657\t0.984\t0.873\t0.456\t0.590\t0.849\n1\t1.491\t-1.054\t-0.510\t0.413\t-1.371\t2.830\t1.459\t0.211\t0.000\t2.099\t-0.418\t0.887\t0.000\t4.630\t-0.136\t-1.329\t2.548\t2.131\t-1.218\t-1.252\t0.000\t0.741\t2.407\t0.994\t1.644\t1.345\t2.791\t2.593\n0\t1.158\t0.766\t0.727\t4.707\t0.447\t3.421\t-0.590\t-1.387\t0.000\t1.118\t0.581\t0.126\t2.215\t0.545\t2.616\t-0.460\t0.000\t0.845\t-1.238\t-1.073\t3.102\t6.985\t3.830\t0.975\t0.742\t1.337\t2.501\t2.489\n1\t0.988\t0.732\t-1.311\t0.840\t-0.120\t0.802\t1.058\t-0.919\t0.000\t1.325\t0.984\t1.080\t2.215\t0.618\t2.140\t-0.518\t0.000\t0.761\t-0.435\t0.282\t3.102\t0.977\t1.162\t1.109\t1.034\t0.971\t1.013\t0.866\n0\t0.402\t0.619\t-1.270\t1.127\t-0.503\t1.307\t-0.150\t1.047\t0.000\t1.550\t0.124\t-1.158\t1.107\t1.006\t0.331\t0.800\t2.548\t2.300\t0.050\t-0.124\t0.000\t1.533\t1.069\t0.988\t0.836\t1.312\t0.958\t0.859\n0\t0.622\t-1.138\t0.533\t0.103\t-0.119\t0.747\t-0.373\t1.595\t0.000\t0.749\t0.916\t0.936\t2.215\t0.877\t1.318\t-0.602\t0.000\t1.048\t-0.654\t-1.112\t0.000\t0.915\t0.959\t0.983\t0.760\t0.705\t0.802\t0.709\n0\t0.448\t0.139\t-0.803\t2.074\t-1.706\t2.206\t0.160\t0.179\t1.087\t1.598\t-1.102\t1.473\t2.215\t1.999\t2.394\t-0.685\t0.000\t2.166\t1.355\t-1.004\t0.000\t0.810\t1.162\t0.990\t1.902\t3.183\t1.725\t1.331\n0\t0.774\t1.613\t-1.342\t0.556\t1.363\t1.102\t0.020\t-0.461\t2.173\t2.044\t0.286\t1.692\t2.215\t1.644\t-0.129\t0.112\t0.000\t0.762\t-0.557\t0.951\t0.000\t0.909\t1.015\t0.977\t0.849\t2.082\t1.255\t1.082\n1\t1.618\t0.054\t-1.427\t0.413\t-0.858\t0.621\t-1.896\t0.151\t0.000\t0.441\t-0.133\t1.657\t0.000\t0.834\t0.237\t0.975\t1.274\t0.622\t-1.269\t0.541\t0.000\t0.771\t0.629\t0.990\t0.622\t0.614\t0.585\t0.599\n1\t0.598\t-2.307\t1.234\t0.302\t-0.511\t0.632\t-0.150\t0.204\t1.087\t0.626\t-0.571\t1.140\t0.000\t0.696\t0.807\t-1.224\t2.548\t0.547\t-1.632\t-1.610\t0.000\t0.735\t0.947\t0.990\t0.894\t0.911\t0.841\t0.742\n1\t0.674\t1.085\t1.262\t0.264\t1.034\t0.778\t0.596\t-0.377\t2.173\t1.533\t1.063\t1.030\t0.000\t1.280\t0.658\t1.462\t0.000\t1.278\t1.304\t-1.298\t0.000\t0.909\t1.486\t0.978\t0.864\t0.957\t1.244\t0.995\n0\t0.711\t0.376\t-1.292\t0.325\t0.082\t1.291\t0.500\t1.690\t2.173\t0.937\t0.358\t-0.451\t2.215\t0.767\t1.798\t0.283\t0.000\t1.271\t0.416\t0.301\t0.000\t0.879\t0.920\t0.991\t0.934\t1.518\t1.069\t0.877\n1\t0.871\t0.973\t-1.083\t0.349\t1.286\t0.987\t0.967\t1.418\t2.173\t0.577\t-0.401\t-0.167\t0.000\t0.971\t-0.312\t-0.497\t0.000\t1.313\t-0.454\t0.439\t3.102\t0.339\t0.567\t0.995\t0.847\t1.373\t0.970\t0.828\n1\t0.734\t-0.537\t0.833\t0.257\t-0.129\t0.625\t-0.770\t-1.167\t0.000\t0.501\t-1.973\t-0.716\t0.000\t0.730\t1.016\t0.698\t2.548\t0.617\t-0.944\t1.394\t3.102\t0.922\t0.682\t0.993\t1.109\t0.768\t0.895\t0.813\n1\t0.851\t-0.040\t0.135\t0.330\t-0.916\t0.627\t1.824\t-1.496\t0.000\t0.998\t0.923\t0.387\t1.107\t0.483\t-0.102\t-1.165\t2.548\t0.787\t0.658\t-1.445\t0.000\t0.593\t1.098\t0.985\t0.586\t0.835\t0.738\t0.886\n0\t1.059\t-0.943\t-1.225\t1.735\t1.167\t1.697\t-0.192\t-0.421\t2.173\t0.707\t-1.367\t0.410\t0.000\t1.906\t-0.023\t1.420\t2.548\t0.449\t-0.205\t-1.381\t0.000\t0.861\t1.075\t1.565\t1.822\t2.240\t1.448\t1.154\n1\t0.377\t-0.365\t-1.472\t1.242\t-0.681\t0.635\t1.217\t-1.527\t1.087\t0.859\t1.554\t1.012\t2.215\t1.287\t-0.173\t0.175\t0.000\t0.664\t1.655\t0.410\t0.000\t0.742\t1.097\t0.984\t2.190\t0.843\t1.649\t1.279\n1\t0.328\t-1.948\t-0.733\t1.707\t-1.225\t0.773\t2.657\t1.732\t0.000\t0.746\t0.632\t0.215\t2.215\t2.115\t-0.687\t0.631\t2.548\t0.504\t-2.227\t0.716\t0.000\t6.951\t3.743\t0.992\t1.321\t1.129\t2.677\t2.224\n0\t0.642\t0.760\t1.289\t0.632\t-1.458\t0.789\t0.723\t0.311\t1.087\t0.704\t-0.792\t-0.759\t2.215\t1.045\t-0.281\t1.483\t0.000\t0.525\t0.400\t-0.343\t0.000\t0.879\t0.963\t0.989\t1.379\t1.297\t1.078\t0.918\n0\t1.240\t-1.275\t0.946\t0.340\t1.308\t0.345\t-0.769\t-1.089\t1.087\t0.687\t0.217\t-0.276\t2.215\t0.296\t2.258\t-0.969\t0.000\t0.482\t-1.238\t-1.309\t0.000\t1.492\t0.999\t0.973\t0.724\t0.607\t0.691\t0.790\n1\t0.875\t-0.360\t0.872\t0.819\t-1.389\t0.631\t-0.729\t0.355\t0.000\t0.959\t-0.188\t-0.184\t0.000\t1.445\t0.366\t1.554\t2.548\t0.927\t0.938\t-0.716\t3.102\t0.895\t1.020\t1.048\t0.738\t0.852\t0.933\t0.821\n0\t0.755\t-0.250\t-0.273\t3.584\t-0.737\t1.257\t0.128\t1.271\t2.173\t0.616\t0.664\t0.690\t0.000\t1.725\t-0.605\t0.992\t0.000\t0.638\t0.596\t-1.233\t0.000\t0.824\t0.930\t0.988\t0.856\t0.875\t1.231\t0.977\n1\t0.529\t1.162\t-1.186\t0.281\t-0.927\t1.010\t0.724\t1.580\t0.000\t1.313\t0.339\t0.340\t1.107\t0.956\t0.019\t-0.223\t0.000\t0.573\t-0.528\t-0.864\t3.102\t1.876\t1.135\t0.991\t0.948\t0.800\t0.925\t0.802\n1\t0.777\t-2.102\t-0.247\t0.774\t0.624\t1.268\t0.130\t-1.248\t2.173\t0.667\t-0.770\t1.198\t2.215\t0.387\t-1.490\t-0.494\t0.000\t0.831\t0.035\t0.362\t0.000\t0.798\t0.975\t0.985\t0.762\t1.268\t1.127\t0.883\n1\t0.594\t-0.188\t1.651\t0.420\t0.147\t0.965\t0.249\t0.791\t0.000\t0.466\t-0.116\t0.054\t0.000\t1.532\t0.930\t-1.227\t1.274\t0.515\t-0.511\t-1.221\t0.000\t0.918\t0.872\t0.983\t1.270\t0.532\t0.866\t0.872\n0\t0.910\t-0.398\t1.689\t0.375\t-1.181\t1.002\t-0.126\t-0.236\t0.000\t1.247\t-1.085\t1.338\t1.107\t0.709\t-0.907\t0.049\t0.000\t0.612\t-0.572\t-1.590\t1.551\t0.781\t0.775\t0.992\t1.044\t0.417\t0.890\t0.854\n0\t0.946\t-0.272\t-1.557\t0.238\t0.026\t1.451\t0.505\t0.756\t0.000\t1.405\t0.488\t-1.012\t2.215\t1.483\t1.364\t-0.255\t2.548\t0.538\t2.417\t1.605\t0.000\t0.817\t0.883\t0.982\t0.751\t1.253\t0.854\t0.797\n1\t0.880\t-0.100\t-0.730\t0.704\t-0.077\t0.942\t1.062\t0.730\t2.173\t0.766\t-0.228\t-1.390\t1.107\t0.699\t-1.526\t-0.854\t0.000\t0.581\t-0.896\t1.111\t0.000\t0.722\t0.718\t0.997\t1.490\t1.468\t1.116\t0.996\n1\t0.871\t-0.714\t-1.039\t0.566\t0.450\t1.114\t-0.992\t0.611\t1.087\t1.405\t-1.290\t-1.352\t2.215\t1.114\t0.193\t0.651\t0.000\t1.405\t0.874\t-1.366\t0.000\t0.818\t0.934\t0.988\t0.806\t1.829\t1.127\t0.915\n0\t1.237\t0.613\t-0.408\t1.270\t0.156\t0.896\t-1.076\t1.540\t0.000\t1.052\t1.226\t0.319\t2.215\t0.863\t-1.972\t1.611\t0.000\t1.462\t-0.302\t-1.517\t3.102\t0.902\t0.906\t0.987\t0.856\t1.506\t1.605\t1.438\n1\t2.128\t-0.042\t1.686\t1.284\t-1.273\t1.151\t0.414\t0.191\t2.173\t0.632\t-0.423\t0.848\t2.215\t0.745\t0.614\t-0.711\t0.000\t0.473\t0.035\t0.494\t0.000\t0.616\t0.695\t1.049\t0.932\t0.891\t1.120\t0.881\n1\t0.829\t-0.657\t-1.270\t1.127\t0.825\t3.386\t1.441\t1.408\t0.000\t3.409\t-0.309\t-0.254\t1.107\t2.389\t0.287\t-0.205\t0.000\t0.930\t0.637\t-0.364\t3.102\t2.023\t1.193\t1.272\t1.573\t0.927\t1.073\t1.057\n0\t0.975\t0.825\t1.687\t0.343\t-0.682\t0.375\t-0.872\t-1.065\t2.173\t0.549\t-0.938\t0.117\t2.215\t0.264\t0.759\t0.248\t0.000\t0.819\t-1.047\t0.817\t0.000\t0.688\t0.651\t0.983\t1.165\t0.585\t0.894\t0.775\n0\t0.604\t-0.512\t0.195\t0.317\t-0.767\t0.600\t-1.102\t-1.565\t2.173\t0.395\t-2.850\t0.159\t0.000\t1.309\t-0.557\t1.172\t2.548\t0.508\t-0.917\t-1.095\t0.000\t0.809\t1.050\t0.989\t0.772\t0.744\t0.744\t0.682\n1\t2.344\t-1.597\t-0.415\t0.899\t0.074\t0.347\t-1.683\t0.886\t0.000\t0.593\t-0.451\t0.596\t1.107\t1.233\t-1.702\t-1.705\t0.000\t1.511\t0.101\t1.491\t3.102\t0.896\t1.073\t0.993\t0.947\t0.667\t1.039\t0.944\n1\t1.185\t0.016\t1.614\t0.672\t-1.226\t0.667\t-0.123\t-1.633\t2.173\t1.695\t-1.275\t0.143\t0.000\t1.352\t-0.693\t-0.336\t0.000\t1.409\t1.022\t1.104\t3.102\t0.737\t0.928\t0.995\t1.042\t0.984\t0.935\t0.825\n1\t0.693\t-0.672\t0.285\t0.213\t0.178\t0.653\t-0.153\t0.035\t2.173\t0.792\t-0.328\t-1.498\t0.000\t1.493\t0.656\t-1.492\t0.000\t0.881\t0.420\t-0.276\t0.000\t0.924\t0.726\t0.981\t0.609\t0.578\t0.776\t0.714\n0\t1.017\t-0.526\t-1.057\t5.700\t-1.371\t3.733\t-1.007\t0.421\t2.173\t1.432\t0.185\t-1.571\t2.215\t0.800\t-1.297\t-0.200\t0.000\t1.142\t-1.579\t0.438\t0.000\t0.626\t1.153\t0.993\t1.211\t3.968\t2.896\t2.177\n0\t0.833\t-1.005\t-0.875\t0.647\t-0.531\t0.758\t0.232\t0.688\t0.000\t1.031\t1.290\t0.792\t2.215\t1.532\t-0.027\t-1.431\t2.548\t0.657\t-0.354\t-0.171\t0.000\t0.836\t0.938\t0.976\t0.770\t1.558\t1.035\t0.916\n0\t1.848\t0.713\t-0.654\t3.006\t-0.820\t1.255\t-0.800\t0.878\t0.000\t1.180\t0.097\t1.010\t0.000\t1.408\t-0.014\t1.297\t2.548\t1.158\t1.274\t0.810\t0.000\t1.077\t0.926\t0.982\t0.724\t1.214\t1.172\t1.531\n1\t0.521\t0.502\t-1.284\t0.682\t0.471\t0.519\t-1.008\t-0.325\t0.000\t0.477\t1.051\t0.728\t2.215\t1.031\t0.384\t1.606\t1.274\t0.933\t0.582\t-0.274\t0.000\t0.917\t0.720\t0.988\t0.559\t0.586\t0.521\t0.510\n0\t0.836\t1.675\t-0.549\t0.750\t-1.631\t0.610\t1.345\t0.805\t2.173\t0.712\t0.273\t-1.684\t0.000\t0.982\t0.820\t0.318\t2.548\t0.873\t1.056\t-0.904\t0.000\t0.848\t0.950\t0.984\t0.877\t0.466\t0.698\t0.730\n0\t1.286\t-0.032\t1.465\t0.269\t-0.833\t0.643\t-0.725\t0.464\t2.173\t0.790\t0.984\t-1.301\t2.215\t0.397\t0.474\t0.583\t0.000\t0.841\t-0.334\t-0.268\t0.000\t0.537\t0.764\t0.986\t0.819\t1.474\t0.860\t0.699\n1\t0.969\t-0.407\t-0.911\t0.265\t1.281\t0.855\t-1.414\t-0.371\t0.000\t1.334\t-0.159\t1.093\t0.000\t0.710\t-1.056\t1.368\t2.548\t0.524\t1.001\t-0.090\t0.000\t0.810\t0.852\t0.993\t0.490\t0.357\t0.544\t0.619\n0\t0.459\t0.263\t0.758\t0.625\t-0.288\t0.931\t-1.251\t0.366\t2.173\t1.621\t0.716\t-1.344\t0.000\t0.497\t0.768\t-0.970\t1.274\t0.438\t-2.359\t1.077\t0.000\t3.302\t1.816\t0.982\t1.767\t1.329\t1.538\t1.422\n1\t0.874\t0.654\t-1.102\t2.128\t-0.335\t1.107\t-0.047\t1.233\t0.000\t0.907\t-0.072\t-0.226\t2.215\t0.720\t1.473\t1.656\t0.000\t0.962\t-0.595\t-1.158\t0.000\t1.420\t0.992\t1.205\t0.790\t0.844\t0.858\t0.965\n1\t1.293\t-1.676\t-0.608\t0.248\t-1.008\t0.998\t-0.158\t1.461\t0.000\t0.803\t-0.565\t-0.729\t0.000\t0.732\t-0.817\t0.604\t1.274\t1.026\t-0.130\t0.681\t3.102\t1.151\t0.885\t0.976\t0.854\t0.255\t0.621\t0.745\n0\t1.170\t1.729\t-1.559\t0.957\t-0.607\t0.421\t-1.208\t1.141\t0.000\t0.535\t0.304\t0.533\t2.215\t0.608\t-0.644\t-0.457\t2.548\t0.446\t-1.902\t-0.618\t0.000\t0.757\t0.851\t1.110\t1.220\t0.572\t0.902\t1.183\n0\t0.895\t-1.934\t0.879\t1.047\t-0.273\t0.510\t-0.575\t0.194\t0.000\t1.195\t-0.948\t1.556\t2.215\t1.031\t-1.287\t-0.867\t1.274\t0.691\t0.370\t-0.956\t0.000\t0.919\t0.885\t1.155\t1.142\t1.000\t0.858\t0.871\n0\t0.422\t-1.331\t1.415\t0.978\t-1.122\t1.086\t-2.026\t1.159\t0.000\t0.866\t-0.216\t0.307\t0.000\t0.747\t-0.374\t-0.699\t0.000\t1.695\t0.791\t-0.767\t3.102\t0.892\t0.952\t0.987\t1.489\t0.806\t1.586\t1.248\n1\t1.107\t-0.050\t1.570\t0.268\t1.357\t1.485\t-0.803\t0.872\t1.087\t1.285\t-2.397\t-0.449\t0.000\t0.831\t-1.152\t1.461\t0.000\t1.398\t0.428\t-0.449\t0.000\t0.801\t0.942\t0.987\t0.932\t2.011\t1.193\t1.060\n0\t0.603\t-1.436\t1.464\t0.826\t0.544\t0.902\t-0.697\t0.907\t1.087\t1.118\t0.180\t-1.334\t2.215\t0.530\t-1.617\t-1.630\t0.000\t0.919\t1.592\t-0.501\t0.000\t0.878\t1.068\t0.981\t1.693\t1.494\t1.261\t1.064\n0\t1.167\t-0.572\t1.323\t0.273\t-0.272\t0.814\t-0.018\t-0.493\t0.000\t0.747\t-0.451\t0.771\t2.215\t0.461\t-1.622\t-0.327\t0.000\t0.894\t0.550\t-1.432\t3.102\t1.114\t0.970\t0.987\t0.612\t0.804\t0.768\t0.706\n0\t1.361\t0.050\t-0.308\t0.047\t0.824\t0.726\t0.953\t0.640\t0.000\t1.220\t0.138\t-0.893\t2.215\t1.015\t-0.804\t1.672\t0.000\t1.002\t0.661\t1.510\t1.551\t1.176\t0.814\t0.821\t0.696\t0.890\t0.841\t0.770\n1\t1.247\t1.334\t-0.085\t1.039\t0.219\t2.487\t1.050\t0.934\t0.000\t1.273\t-0.276\t-0.865\t0.000\t2.975\t-1.880\t-1.351\t0.000\t1.578\t0.363\t-0.353\t3.102\t1.530\t0.971\t0.991\t0.993\t0.580\t0.679\t0.961\n1\t1.385\t0.466\t0.474\t0.799\t0.724\t0.936\t0.622\t-0.669\t2.173\t0.568\t1.058\t-1.732\t2.215\t0.287\t0.636\t-1.038\t0.000\t0.375\t1.535\t1.573\t0.000\t0.472\t0.742\t1.001\t0.819\t0.913\t0.867\t0.679\n1\t1.595\t0.289\t-0.478\t1.425\t-1.099\t0.932\t0.668\t0.465\t1.087\t0.958\t0.711\t-1.681\t0.000\t0.815\t1.048\t1.413\t2.548\t1.206\t0.754\t-0.054\t0.000\t0.892\t0.888\t1.107\t1.291\t0.859\t0.971\t0.832\n0\t0.713\t0.664\t0.821\t0.747\t0.014\t0.574\t-0.469\t-0.223\t2.173\t0.584\t-1.687\t-1.379\t0.000\t0.957\t-0.808\t1.645\t0.000\t1.137\t-0.789\t-0.592\t3.102\t0.827\t1.194\t0.988\t0.752\t0.346\t0.897\t0.780\n1\t0.681\t0.595\t-0.971\t0.848\t0.441\t0.676\t-0.335\t1.523\t0.000\t0.792\t0.756\t0.297\t2.215\t1.115\t-0.083\t-0.492\t2.548\t0.891\t-1.141\t-1.464\t0.000\t0.821\t1.010\t1.006\t0.624\t0.791\t0.886\t0.789\n1\t1.059\t0.074\t1.231\t0.696\t0.047\t1.458\t0.921\t-1.516\t0.000\t1.866\t1.773\t-0.528\t0.000\t1.352\t-0.534\t-0.066\t1.274\t1.713\t1.402\t1.015\t0.000\t0.806\t0.472\t1.041\t0.825\t0.821\t0.951\t0.819\n0\t1.100\t1.703\t-0.578\t0.682\t0.101\t0.750\t1.468\t0.153\t0.000\t0.886\t-0.135\t-1.739\t1.107\t0.551\t0.776\t1.584\t2.548\t0.740\t2.056\t0.796\t0.000\t0.853\t0.803\t0.979\t1.622\t0.398\t1.041\t0.955\n1\t0.800\t0.355\t0.423\t0.113\t-0.151\t0.626\t-2.030\t-1.070\t0.000\t0.742\t-0.749\t1.560\t2.215\t0.627\t-0.347\t-0.017\t2.548\t0.681\t1.363\t1.468\t0.000\t0.840\t1.158\t0.993\t0.527\t0.731\t0.761\t0.702\n0\t0.833\t-0.626\t-0.286\t1.520\t-0.716\t0.829\t-1.838\t1.639\t0.000\t0.621\t-1.434\t-0.072\t0.000\t1.070\t-0.524\t0.866\t2.548\t0.624\t-0.593\t-1.720\t3.102\t1.551\t0.928\t0.997\t1.036\t0.454\t0.728\t0.965\n1\t1.744\t0.759\t0.988\t0.542\t0.325\t1.105\t0.264\t-0.896\t2.173\t0.604\t-0.602\t0.459\t2.215\t0.331\t0.498\t1.736\t0.000\t0.399\t-0.958\t1.693\t0.000\t0.383\t0.671\t0.993\t0.938\t1.257\t1.066\t0.820\n1\t1.543\t-0.299\t-1.358\t0.792\t-1.229\t0.767\t0.036\t0.436\t2.173\t0.376\t-1.499\t0.181\t0.000\t0.765\t-0.647\t-1.600\t0.000\t0.770\t-0.820\t1.140\t1.551\t0.894\t0.964\t0.985\t0.701\t0.648\t0.846\t0.727\n1\t0.796\t1.813\t1.170\t0.609\t-1.121\t0.751\t0.367\t0.223\t2.173\t0.864\t0.060\t-0.996\t2.215\t0.957\t1.161\t0.446\t0.000\t0.867\t0.036\t-1.509\t0.000\t0.696\t1.039\t0.984\t1.289\t1.071\t1.111\t0.906\n1\t1.018\t0.391\t0.618\t1.363\t-1.491\t0.514\t0.738\t-1.185\t0.000\t0.371\t-0.433\t0.697\t2.215\t0.709\t0.729\t-0.125\t0.000\t0.986\t-0.993\t0.347\t1.551\t0.887\t1.062\t1.544\t0.839\t0.269\t0.718\t0.728\n1\t0.745\t0.432\t0.523\t1.164\t1.223\t1.871\t1.400\t-0.503\t2.173\t1.198\t-1.655\t1.100\t0.000\t1.353\t0.944\t-1.732\t2.548\t0.953\t1.253\t-1.196\t0.000\t0.639\t0.733\t0.989\t0.986\t1.812\t1.466\t1.101\n0\t0.872\t-0.695\t-0.014\t0.701\t-0.579\t0.858\t-0.860\t0.840\t2.173\t0.808\t-1.560\t-1.532\t2.215\t0.499\t-2.007\t0.941\t0.000\t0.864\t-1.355\t-0.890\t0.000\t0.752\t0.884\t0.984\t1.123\t1.132\t0.954\t0.838\n0\t0.587\t-0.621\t1.007\t1.651\t-1.306\t0.647\t-0.756\t-0.798\t2.173\t0.847\t-0.109\t0.867\t2.215\t0.676\t1.191\t0.901\t0.000\t0.537\t-1.385\t0.195\t0.000\t1.447\t0.940\t1.189\t0.790\t1.145\t0.852\t0.832\n0\t1.119\t-0.452\t0.458\t0.750\t0.374\t1.002\t1.001\t-1.561\t0.000\t0.568\t1.142\t1.091\t0.000\t1.056\t1.120\t-0.224\t2.548\t1.486\t-0.703\t-0.972\t3.102\t1.100\t1.139\t0.996\t0.938\t1.324\t1.103\t1.291\n1\t0.677\t0.195\t-0.300\t0.639\t-1.232\t1.061\t-0.791\t-1.246\t2.173\t0.289\t2.112\t0.299\t0.000\t0.797\t-0.333\t0.215\t0.000\t0.717\t0.504\t1.475\t3.102\t1.209\t0.808\t0.989\t1.281\t0.915\t0.997\t0.894\n0\t0.760\t-1.909\t1.008\t0.428\t-0.981\t0.894\t-1.311\t-0.647\t1.087\t0.558\t-0.924\t0.227\t0.000\t0.391\t1.635\t1.441\t0.000\t0.771\t-0.935\t1.593\t3.102\t0.782\t0.972\t0.995\t0.534\t0.797\t0.644\t0.603\n0\t0.858\t-1.415\t0.799\t2.026\t0.184\t1.542\t1.646\t-1.669\t0.000\t1.251\t-0.466\t-1.330\t0.000\t1.713\t-0.543\t0.263\t1.274\t1.866\t-0.846\t-0.411\t3.102\t0.813\t0.938\t0.988\t0.861\t0.832\t0.714\t0.691\n0\t0.778\t-0.136\t-0.224\t1.067\t1.272\t1.272\t-2.125\t-0.789\t0.000\t0.886\t-1.116\t1.299\t2.215\t2.398\t-0.133\t0.515\t2.548\t2.225\t-0.488\t-1.363\t0.000\t1.276\t1.015\t1.231\t0.922\t1.292\t1.022\t0.877\n1\t1.520\t-0.901\t0.514\t0.532\t0.964\t0.621\t0.825\t-1.570\t2.173\t0.765\t-0.077\t-0.729\t0.000\t0.399\t0.605\t-0.403\t2.548\t0.478\t0.868\t1.294\t0.000\t0.894\t0.771\t0.982\t0.885\t0.541\t1.037\t0.895\n1\t0.404\t-1.089\t-1.274\t2.084\t-1.561\t0.633\t1.273\t0.145\t2.173\t0.236\t1.676\t-0.411\t0.000\t0.711\t0.169\t0.882\t0.000\t0.425\t-0.052\t0.093\t0.000\t0.786\t0.663\t0.993\t0.795\t0.881\t0.938\t0.781\n1\t1.612\t0.476\t0.066\t0.285\t-0.744\t1.120\t0.629\t-1.673\t1.087\t0.613\t0.540\t-0.420\t0.000\t0.472\t-0.093\t1.651\t0.000\t1.740\t0.308\t1.062\t3.102\t0.924\t1.119\t0.989\t1.266\t0.945\t1.025\t0.993\n1\t0.971\t-0.658\t0.081\t0.805\t0.734\t0.982\t-0.115\t-1.250\t2.173\t0.502\t0.160\t-0.085\t0.000\t0.698\t0.181\t1.703\t2.548\t0.549\t0.264\t0.882\t0.000\t0.526\t0.868\t0.995\t0.906\t0.503\t0.912\t0.761\n0\t0.767\t1.529\t-0.039\t1.189\t1.076\t0.691\t0.383\t1.544\t1.087\t0.531\t1.572\t-0.523\t0.000\t0.618\t-0.237\t-1.240\t2.548\t0.741\t-0.035\t-0.088\t0.000\t0.821\t0.993\t1.116\t0.987\t0.550\t0.791\t0.744\n1\t0.301\t-1.149\t-0.120\t1.764\t-0.871\t0.520\t-0.664\t-0.983\t0.000\t0.890\t0.621\t0.765\t2.215\t0.567\t-2.163\t1.034\t0.000\t1.878\t-0.658\t0.913\t3.102\t1.331\t1.094\t0.983\t1.074\t0.920\t1.025\t1.008\n1\t0.968\t1.215\t-1.037\t0.483\t-0.207\t0.535\t0.467\t-0.105\t0.000\t0.667\t1.409\t0.371\t0.000\t1.338\t0.146\t1.401\t2.548\t0.785\t-0.353\t-1.328\t3.102\t0.834\t0.928\t0.987\t0.902\t0.546\t0.776\t0.718\n1\t0.704\t0.048\t0.349\t0.604\t1.299\t1.511\t-0.145\t-0.623\t2.173\t1.211\t-0.434\t0.779\t0.000\t0.438\t0.899\t-1.229\t2.548\t0.745\t0.012\t-1.615\t0.000\t1.071\t0.877\t0.988\t1.198\t0.802\t0.971\t0.859\n0\t0.571\t1.326\t-1.342\t0.465\t0.854\t0.597\t0.708\t-0.960\t2.173\t0.638\t-0.862\t1.306\t2.215\t0.681\t0.389\t-0.545\t0.000\t0.960\t1.538\t0.368\t0.000\t0.949\t0.807\t0.987\t0.769\t1.143\t0.867\t0.736\n1\t1.068\t1.916\t0.911\t0.905\t0.564\t1.374\t1.058\t-0.888\t2.173\t0.598\t1.145\t0.753\t0.000\t0.368\t2.600\t-1.536\t0.000\t0.734\t0.931\t1.625\t3.102\t0.928\t1.267\t0.975\t0.620\t0.817\t0.932\t0.814\n1\t0.662\t-1.046\t-1.445\t1.390\t0.908\t1.083\t-0.347\t0.305\t2.173\t1.506\t2.686\t-1.067\t0.000\t0.593\t-2.265\t1.547\t0.000\t1.176\t-0.733\t1.075\t3.102\t0.838\t0.812\t1.133\t1.063\t0.828\t0.908\t0.814\n1\t1.696\t-0.640\t-0.789\t1.464\t-0.545\t1.428\t-0.677\t0.603\t2.173\t0.466\t-1.002\t0.837\t2.215\t0.739\t-1.617\t-0.171\t0.000\t1.564\t0.515\t1.614\t0.000\t0.759\t1.119\t0.972\t0.974\t0.327\t1.105\t0.940\n1\t1.091\t0.472\t-1.066\t1.289\t0.290\t0.958\t0.628\t-1.556\t0.000\t1.207\t0.427\t0.642\t1.107\t0.721\t1.285\t0.081\t0.000\t0.700\t1.088\t-0.864\t3.102\t1.602\t0.930\t1.544\t1.043\t0.891\t0.854\t0.834\n1\t1.447\t-0.413\t0.012\t1.033\t-0.945\t0.897\t-0.645\t1.072\t2.173\t0.460\t-0.931\t-1.489\t1.107\t0.659\t0.289\t-1.513\t0.000\t0.720\t-1.495\t0.195\t0.000\t1.225\t1.012\t1.285\t0.817\t0.714\t0.826\t0.755\n0\t0.750\t0.588\t0.398\t2.234\t0.575\t0.813\t-0.607\t-0.803\t2.173\t0.885\t-0.225\t-1.421\t0.000\t1.170\t-0.294\t1.515\t2.548\t0.855\t-1.325\t-0.045\t0.000\t1.357\t0.967\t0.981\t0.975\t1.070\t1.003\t0.945\n0\t0.474\t0.540\t-1.253\t2.915\t1.324\t0.748\t1.480\t-0.392\t0.000\t1.125\t-1.506\t0.191\t0.000\t0.655\t-1.844\t-0.506\t0.000\t1.413\t0.702\t0.918\t3.102\t0.836\t1.020\t1.190\t0.735\t1.014\t1.138\t1.346\n0\t0.344\t-1.296\t0.276\t1.257\t0.597\t0.599\t-0.066\t1.674\t2.173\t0.716\t1.144\t-0.651\t0.000\t0.923\t-0.472\t-0.786\t2.548\t0.545\t1.227\t1.618\t0.000\t0.734\t0.898\t0.989\t0.857\t0.768\t0.721\t0.752\n1\t1.435\t-0.897\t-0.695\t1.221\t-0.819\t0.964\t-0.248\t1.445\t2.173\t0.825\t-0.264\t-0.413\t0.000\t1.354\t-1.044\t0.783\t0.000\t1.175\t-1.565\t0.442\t0.000\t0.908\t0.916\t0.998\t0.694\t0.475\t0.839\t0.872\n0\t0.718\t-0.014\t-0.392\t0.919\t1.614\t1.231\t0.054\t0.169\t2.173\t0.872\t-1.130\t1.693\t2.215\t1.031\t-1.357\t0.860\t0.000\t1.845\t-1.180\t-1.227\t0.000\t1.449\t0.956\t1.094\t1.020\t1.791\t1.254\t1.054\n1\t1.278\t1.183\t0.901\t0.237\t-1.123\t0.718\t1.142\t-0.407\t0.000\t0.630\t1.348\t0.280\t0.000\t0.839\t-0.035\t-1.624\t2.548\t1.093\t0.423\t-1.288\t0.000\t0.845\t0.930\t0.990\t0.738\t0.516\t0.759\t0.686\n0\t0.738\t-0.700\t1.165\t1.122\t0.557\t0.754\t0.905\t-0.558\t2.173\t0.375\t0.285\t-0.819\t0.000\t1.073\t0.607\t-1.532\t2.548\t0.512\t0.565\t1.196\t0.000\t0.565\t0.583\t0.991\t0.902\t0.873\t0.863\t0.668\n1\t1.674\t-0.675\t0.718\t1.564\t1.139\t0.502\t-1.122\t-0.583\t0.000\t1.063\t-0.242\t-1.110\t2.215\t1.062\t0.870\t-0.442\t2.548\t0.597\t0.069\t1.691\t0.000\t0.918\t1.021\t0.979\t1.356\t0.965\t1.251\t1.019\n0\t1.360\t0.986\t1.067\t0.376\t-0.677\t0.888\t0.437\t-0.861\t2.173\t1.347\t1.525\t0.111\t2.215\t1.326\t0.351\t1.610\t0.000\t1.224\t0.346\t-1.459\t0.000\t0.840\t1.042\t0.990\t0.918\t1.564\t1.044\t0.882\n1\t0.403\t-1.843\t-0.391\t0.840\t-0.591\t0.956\t-1.662\t0.906\t0.000\t1.180\t-0.595\t0.111\t2.215\t1.346\t-1.809\t-1.191\t0.000\t0.921\t-0.232\t-1.697\t3.102\t0.989\t0.896\t0.984\t0.743\t0.953\t0.862\t0.834\n0\t0.474\t-1.836\t1.716\t1.584\t-1.732\t1.074\t-0.878\t0.533\t0.000\t1.450\t-0.802\t-0.841\t0.000\t1.335\t-0.694\t-0.047\t0.000\t1.548\t-0.554\t1.296\t3.102\t0.872\t0.678\t0.977\t0.806\t0.808\t0.618\t0.601\n0\t0.659\t0.090\t-0.285\t1.295\t0.752\t0.678\t0.685\t-0.808\t0.000\t1.042\t-0.114\t-1.042\t0.000\t0.819\t0.020\t-1.659\t1.274\t0.996\t-2.012\t0.909\t0.000\t0.831\t0.745\t1.030\t0.595\t0.904\t0.853\t0.802\n0\t0.793\t-0.007\t-1.605\t1.278\t0.044\t1.074\t1.432\t0.130\t1.087\t1.913\t-0.763\t-1.285\t1.107\t0.977\t2.610\t1.514\t0.000\t1.603\t-0.688\t0.575\t0.000\t0.896\t1.519\t1.389\t1.313\t3.511\t1.741\t1.370\n0\t1.829\t0.021\t1.555\t2.846\t-1.551\t1.839\t-0.557\t0.085\t2.173\t0.861\t-0.075\t-0.480\t0.000\t0.862\t2.436\t-1.290\t0.000\t1.185\t0.134\t0.247\t0.000\t0.817\t0.991\t1.065\t2.470\t1.503\t1.609\t1.315\n0\t0.779\t0.270\t-1.020\t0.773\t1.725\t0.300\t0.556\t-0.073\t0.000\t0.790\t-1.039\t0.528\t2.215\t0.784\t-0.249\t1.584\t2.548\t0.557\t0.640\t-1.228\t0.000\t0.542\t0.850\t0.990\t0.722\t0.762\t0.879\t0.712\n1\t2.224\t0.801\t0.972\t0.917\t-1.486\t0.880\t1.219\t-0.242\t2.173\t1.085\t0.151\t-0.987\t2.215\t0.812\t1.041\t1.365\t0.000\t0.584\t1.689\t-0.342\t0.000\t0.835\t1.016\t1.584\t1.385\t1.208\t1.140\t0.931\n1\t1.003\t-1.132\t1.153\t1.325\t1.322\t0.727\t-0.783\t-0.284\t1.087\t0.391\t-1.431\t-0.199\t2.215\t0.575\t-1.816\t-1.077\t0.000\t0.704\t-0.603\t0.220\t0.000\t0.803\t0.692\t0.989\t0.787\t0.279\t0.854\t0.712\n1\t1.340\t-0.225\t0.253\t1.498\t0.771\t1.259\t-0.343\t-1.201\t1.087\t0.430\t-0.642\t-0.471\t0.000\t0.762\t-1.597\t1.000\t0.000\t0.529\t-0.042\t1.167\t3.102\t0.990\t1.231\t0.980\t0.535\t0.741\t0.973\t0.903\n0\t0.449\t1.190\t-1.245\t0.534\t1.027\t1.551\t0.334\t-0.557\t2.173\t1.287\t-0.401\t1.067\t0.000\t1.277\t0.451\t0.914\t0.000\t0.612\t0.050\t-0.974\t3.102\t0.962\t0.877\t0.988\t1.063\t0.405\t1.162\t0.933\n1\t0.504\t-1.356\t0.964\t1.089\t0.401\t0.551\t0.889\t1.357\t1.087\t1.251\t0.266\t-1.105\t2.215\t0.373\t-1.322\t-1.625\t0.000\t0.598\t-1.334\t0.420\t0.000\t0.504\t1.002\t0.985\t2.223\t1.047\t1.860\t1.337\n1\t0.371\t-0.753\t1.642\t1.145\t0.949\t0.849\t0.913\t-1.129\t2.173\t0.929\t1.244\t-0.539\t0.000\t1.283\t0.677\t0.577\t2.548\t1.078\t0.498\t1.395\t0.000\t0.857\t0.850\t0.998\t1.007\t1.305\t0.821\t0.753\n1\t0.718\t1.295\t-0.166\t0.548\t-1.369\t0.538\t1.438\t-1.523\t0.000\t0.674\t-0.940\t0.146\t2.215\t0.599\t1.589\t0.875\t0.000\t0.651\t0.556\t1.096\t3.102\t0.860\t0.587\t0.988\t0.921\t0.708\t0.881\t0.760\n0\t0.731\t0.197\t1.122\t0.999\t0.205\t0.607\t-0.271\t-0.595\t0.000\t1.349\t-0.302\t1.693\t2.215\t1.114\t-0.478\t-0.052\t2.548\t0.611\t0.506\t-1.610\t0.000\t0.850\t0.970\t0.982\t0.654\t1.310\t0.804\t0.742\n1\t0.469\t-1.268\t1.090\t1.136\t0.012\t0.974\t-0.539\t0.820\t2.173\t1.046\t-0.271\t-1.049\t0.000\t1.117\t0.659\t-1.378\t2.548\t0.452\t2.279\t-0.329\t0.000\t1.999\t1.220\t0.987\t0.753\t1.481\t1.238\t1.079\n0\t0.592\t0.410\t-1.529\t1.128\t-0.815\t1.011\t1.054\t-0.189\t2.173\t1.502\t0.514\t1.044\t2.215\t0.904\t0.431\t0.365\t0.000\t1.622\t-1.923\t-1.509\t0.000\t2.846\t2.541\t0.981\t0.899\t1.697\t2.076\t1.785\n1\t0.996\t-0.710\t0.155\t0.892\t1.351\t1.438\t-0.756\t1.580\t2.173\t0.879\t-1.360\t-0.192\t0.000\t0.414\t-1.924\t0.316\t0.000\t1.450\t-0.301\t-0.287\t3.102\t0.530\t0.663\t1.150\t1.045\t1.549\t1.035\t0.886\n1\t0.753\t0.827\t0.749\t0.402\t-0.597\t0.902\t0.002\t-0.110\t0.000\t1.199\t0.328\t-1.603\t0.000\t1.122\t0.099\t0.516\t2.548\t0.551\t0.112\t-0.527\t3.102\t2.185\t1.166\t0.984\t0.815\t0.486\t0.825\t0.823\n1\t1.018\t1.080\t0.393\t0.716\t0.980\t0.873\t0.149\t0.910\t0.000\t0.767\t0.873\t-1.196\t0.000\t1.795\t0.995\t-0.645\t1.274\t0.554\t-0.194\t-1.293\t3.102\t1.149\t0.786\t0.984\t1.095\t0.687\t0.833\t0.852\n1\t2.620\t-0.787\t-0.453\t0.539\t-0.867\t0.926\t-0.026\t0.834\t2.173\t0.729\t-2.047\t-1.186\t0.000\t1.674\t0.568\t1.236\t0.000\t0.706\t-0.617\t-1.040\t0.000\t0.803\t0.884\t0.978\t0.556\t0.771\t0.902\t0.765\n1\t2.149\t0.844\t0.295\t0.389\t-1.740\t0.879\t-0.103\t1.675\t0.000\t1.261\t0.705\t-0.822\t1.107\t0.500\t1.281\t-1.586\t0.000\t0.484\t-0.626\t-1.514\t3.102\t1.017\t1.169\t1.224\t0.862\t0.703\t0.815\t0.859\n0\t0.731\t-0.363\t-0.142\t1.813\t0.676\t0.459\t1.213\t-0.532\t0.000\t0.513\t2.070\t0.477\t0.000\t1.956\t-0.543\t-1.459\t2.548\t1.015\t0.169\t-1.603\t3.102\t0.945\t0.958\t1.073\t1.308\t0.464\t1.143\t1.135\n0\t0.417\t-1.590\t0.521\t1.357\t-1.110\t0.624\t0.461\t-0.769\t0.000\t0.784\t-0.448\t1.557\t2.215\t0.966\t0.288\t0.701\t0.000\t0.573\t-0.059\t0.135\t3.102\t1.358\t1.108\t1.037\t0.737\t0.592\t0.669\t0.857\n0\t2.342\t1.059\t1.722\t0.424\t1.623\t0.906\t0.886\t-0.445\t2.173\t1.128\t1.518\t0.277\t0.000\t0.500\t1.241\t0.674\t2.548\t0.373\t1.601\t-0.385\t0.000\t0.830\t0.948\t0.981\t0.700\t0.736\t0.877\t0.824\n1\t1.601\t0.998\t1.435\t1.008\t-1.328\t0.584\t1.886\t-0.453\t0.000\t0.524\t-0.216\t1.558\t2.215\t0.802\t1.009\t-0.224\t2.548\t0.752\t1.143\t-1.417\t0.000\t0.819\t1.077\t1.068\t0.902\t0.847\t0.705\t0.735\n0\t0.392\t1.378\t1.567\t0.171\t1.657\t0.864\t0.888\t1.480\t2.173\t1.201\t0.949\t-0.301\t2.215\t1.277\t0.403\t0.507\t0.000\t0.506\t-0.554\t-0.706\t0.000\t0.942\t0.945\t0.984\t0.780\t1.499\t0.917\t0.803\n1\t1.283\t-0.376\t1.243\t1.343\t0.732\t0.810\t-0.356\t-1.151\t2.173\t0.695\t2.033\t-0.577\t0.000\t1.039\t-0.166\t0.395\t0.000\t1.247\t0.797\t-0.559\t3.102\t0.909\t0.994\t0.987\t1.189\t0.927\t1.047\t0.876\n1\t1.168\t-0.405\t1.234\t0.981\t1.270\t0.961\t1.449\t-0.624\t0.000\t0.817\t0.830\t1.583\t2.215\t2.374\t-0.999\t-0.755\t2.548\t0.489\t-0.386\t0.520\t0.000\t1.253\t0.985\t0.975\t1.400\t2.112\t1.587\t1.482\n1\t0.805\t-1.106\t-0.142\t0.461\t-0.063\t0.550\t-2.857\t-0.241\t0.000\t0.332\t2.482\t0.587\t0.000\t0.979\t-0.514\t0.890\t2.548\t2.005\t-0.310\t-1.515\t3.102\t0.934\t1.098\t0.985\t0.734\t0.891\t0.875\t0.854\n0\t0.668\t-0.759\t-0.651\t1.006\t0.633\t1.151\t-0.233\t-0.701\t2.173\t1.397\t0.741\t1.411\t1.107\t0.528\t0.042\t1.402\t0.000\t0.648\t0.211\t-0.363\t0.000\t1.107\t1.103\t1.040\t1.295\t2.012\t1.299\t1.076\n0\t0.569\t-1.719\t-0.297\t0.940\t-0.971\t1.159\t1.841\t1.116\t0.000\t1.190\t-0.052\t1.528\t2.215\t1.437\t-0.257\t0.073\t0.000\t1.379\t-2.480\t-1.250\t0.000\t0.928\t0.733\t0.995\t1.050\t1.417\t0.936\t0.828\n1\t0.581\t0.390\t-1.349\t0.917\t0.055\t0.513\t-0.528\t1.547\t0.000\t0.965\t-1.286\t0.096\t2.215\t0.772\t0.850\t1.657\t0.000\t0.778\t-1.116\t-1.395\t3.102\t0.913\t0.807\t0.986\t0.931\t0.762\t0.883\t0.791\n1\t1.238\t-0.305\t1.241\t0.539\t-0.440\t0.839\t-2.620\t-1.243\t0.000\t0.510\t0.901\t-0.070\t0.000\t1.298\t-0.612\t-1.525\t2.548\t2.198\t-0.038\t0.129\t0.000\t0.740\t0.843\t1.129\t0.779\t0.923\t0.874\t0.774\n0\t2.246\t0.114\t-0.374\t0.575\t-0.633\t1.481\t0.635\t-1.590\t0.000\t1.319\t0.993\t0.432\t2.215\t1.371\t-0.638\t0.147\t2.548\t2.085\t-0.381\t1.557\t0.000\t0.611\t1.000\t0.994\t1.354\t1.435\t1.087\t1.045\n0\t0.385\t-1.293\t1.299\t1.246\t1.243\t0.509\t0.022\t-0.274\t0.000\t0.381\t1.422\t-1.048\t0.000\t0.585\t-0.046\t0.206\t2.548\t0.750\t-0.573\t0.851\t3.102\t0.948\t0.838\t0.972\t0.656\t0.323\t0.530\t0.608\n1\t0.759\t0.450\t-0.263\t1.068\t0.767\t0.356\t0.536\t-0.498\t2.173\t0.711\t-1.272\t1.471\t2.215\t0.937\t-1.563\t-0.940\t0.000\t0.833\t1.007\t1.413\t0.000\t0.697\t0.894\t0.998\t1.079\t1.071\t0.793\t0.824\n0\t3.409\t-0.390\t0.291\t1.448\t0.591\t1.895\t-0.905\t-1.437\t1.087\t0.379\t0.392\t-0.469\t2.215\t0.766\t1.237\t-1.177\t0.000\t0.658\t-0.812\t-0.843\t0.000\t0.757\t1.027\t0.986\t0.884\t1.300\t1.594\t1.191\n1\t1.703\t-0.370\t-1.020\t0.819\t-1.061\t0.637\t0.590\t0.093\t2.173\t1.171\t0.081\t0.789\t0.000\t0.760\t0.355\t1.075\t2.548\t0.829\t0.163\t-1.733\t0.000\t0.982\t0.929\t0.976\t0.900\t0.677\t0.805\t0.803\n0\t6.067\t-0.106\t0.526\t1.353\t-0.793\t2.974\t-0.253\t-0.876\t2.173\t1.201\t-1.684\t1.612\t0.000\t1.581\t-0.873\t-1.261\t0.000\t0.753\t-0.254\t0.927\t3.102\t1.390\t1.065\t3.682\t3.566\t1.582\t2.186\t2.097\n1\t0.643\t-1.963\t0.790\t0.862\t-1.660\t0.762\t0.236\t-0.785\t2.173\t0.378\t-1.384\t1.607\t0.000\t1.146\t-0.073\t0.562\t2.548\t0.462\t-2.013\t0.229\t0.000\t0.587\t0.840\t0.984\t1.962\t1.107\t1.468\t1.101\n1\t0.625\t0.939\t0.327\t1.252\t-0.750\t1.544\t-0.923\t-1.731\t0.000\t0.737\t-0.239\t-0.549\t0.000\t1.742\t-0.626\t0.659\t2.548\t1.876\t-0.851\t0.109\t3.102\t0.936\t0.986\t1.011\t1.279\t0.697\t1.086\t0.897\n1\t2.660\t0.241\t-1.365\t0.623\t0.512\t1.043\t0.742\t1.058\t0.000\t0.918\t-1.016\t0.120\t1.107\t1.930\t-1.525\t-0.380\t0.000\t0.949\t-0.525\t1.488\t3.102\t0.628\t0.722\t1.770\t1.516\t0.814\t1.004\t0.991\n1\t0.686\t1.039\t1.628\t1.186\t0.767\t0.679\t0.481\t-0.771\t0.000\t0.907\t-0.063\t-0.320\t2.215\t1.308\t-0.233\t-1.415\t2.548\t0.545\t0.385\t1.043\t0.000\t0.927\t0.818\t0.987\t0.963\t0.972\t0.827\t0.732\n1\t1.086\t0.966\t-0.067\t0.992\t1.197\t0.911\t0.217\t-0.697\t2.173\t0.652\t1.786\t-1.730\t0.000\t1.170\t0.714\t1.601\t0.000\t1.331\t0.414\t0.357\t3.102\t0.763\t1.008\t1.307\t1.124\t0.962\t0.941\t0.864\n0\t0.759\t1.417\t1.312\t1.406\t-1.574\t0.833\t1.324\t-0.237\t2.173\t0.407\t2.524\t-1.313\t0.000\t0.628\t1.438\t0.412\t2.548\t0.730\t1.594\t0.091\t0.000\t0.958\t0.885\t0.991\t0.771\t0.509\t0.818\t0.704\n0\t1.809\t-0.096\t1.147\t0.382\t-1.229\t0.685\t1.531\t0.362\t0.000\t0.666\t0.931\t-1.224\t2.215\t0.767\t0.164\t-0.362\t0.000\t0.749\t-0.776\t-0.852\t3.102\t1.245\t1.039\t0.986\t0.737\t0.727\t0.822\t0.858\n1\t0.965\t-1.023\t1.664\t0.447\t1.214\t1.124\t-0.504\t0.021\t2.173\t0.830\t-0.544\t1.350\t0.000\t0.658\t-1.076\t-0.990\t2.548\t0.674\t-1.400\t-0.704\t0.000\t1.099\t0.748\t1.000\t1.144\t0.923\t0.817\t0.761\n1\t0.513\t0.943\t1.607\t1.385\t-1.648\t0.556\t1.589\t0.566\t2.173\t0.570\t-0.014\t-1.454\t0.000\t1.605\t0.060\t-0.138\t0.000\t0.603\t0.449\t0.257\t1.551\t1.362\t0.801\t0.977\t0.908\t0.381\t0.764\t1.002\n0\t1.125\t0.391\t-1.106\t0.286\t-0.160\t0.783\t0.796\t0.550\t2.173\t0.691\t0.117\t0.648\t2.215\t0.422\t1.726\t-0.894\t0.000\t0.781\t0.946\t1.600\t0.000\t0.812\t0.925\t0.980\t0.795\t0.389\t0.728\t0.679\n1\t0.836\t-0.253\t-0.008\t1.122\t-1.322\t0.537\t-1.391\t-0.035\t0.000\t1.045\t0.046\t1.432\t1.107\t0.756\t1.400\t0.595\t0.000\t0.586\t0.869\t-0.921\t3.102\t0.763\t0.841\t1.242\t0.935\t0.705\t0.785\t0.726\n1\t0.305\t0.267\t-0.111\t0.678\t0.813\t1.114\t-1.429\t-1.728\t0.000\t1.401\t-0.736\t-0.603\t0.000\t0.515\t-1.662\t1.131\t0.000\t1.051\t-0.828\t0.720\t1.551\t0.773\t0.918\t0.997\t0.541\t0.378\t0.636\t0.604\n1\t0.537\t-0.973\t-0.549\t1.827\t1.549\t0.965\t-1.384\t0.461\t0.000\t1.491\t-1.086\t-1.328\t2.215\t1.065\t1.502\t-0.239\t0.000\t0.952\t-0.937\t1.169\t3.102\t0.484\t1.362\t1.302\t0.683\t0.836\t0.840\t0.799\n0\t0.467\t0.585\t-1.522\t2.223\t1.341\t2.053\t0.858\t1.129\t0.000\t3.993\t-0.465\t-0.346\t0.000\t1.053\t-1.054\t-1.441\t2.548\t1.037\t1.484\t-1.062\t0.000\t2.304\t1.400\t0.997\t1.770\t0.919\t1.417\t1.254\n0\t0.886\t1.185\t1.065\t1.818\t0.495\t1.086\t-0.379\t-0.803\t2.173\t0.409\t0.327\t1.451\t0.000\t0.775\t0.556\t0.115\t1.274\t1.163\t1.320\t-1.626\t0.000\t1.003\t0.765\t0.984\t2.125\t1.029\t1.342\t1.083\n1\t1.226\t-0.925\t-1.634\t1.048\t0.239\t0.872\t-0.574\t0.053\t2.173\t0.849\t-0.658\t-1.257\t0.000\t1.116\t-0.064\t0.806\t2.548\t0.816\t-1.385\t1.576\t0.000\t0.839\t0.920\t1.559\t0.994\t0.833\t0.823\t0.731\n0\t0.645\t-0.635\t0.250\t1.541\t-0.836\t0.607\t-1.067\t1.393\t0.000\t0.727\t-0.678\t0.672\t1.107\t0.715\t-0.139\t-0.664\t2.548\t0.412\t0.189\t-1.465\t0.000\t0.942\t0.844\t1.146\t0.882\t0.746\t0.629\t0.682\n1\t1.227\t0.305\t-0.007\t0.053\t1.055\t1.924\t-1.222\t1.077\t0.000\t2.580\t1.001\t-0.383\t2.215\t1.558\t1.097\t-1.411\t0.000\t1.262\t0.261\t-1.116\t3.102\t0.558\t0.593\t0.937\t1.211\t1.163\t0.913\t0.918\n0\t3.000\t0.595\t-1.143\t0.286\t0.726\t0.985\t-1.055\t0.158\t0.000\t0.528\t-0.814\t1.258\t2.215\t0.335\t2.681\t-0.565\t0.000\t0.695\t0.369\t-1.694\t0.000\t0.966\t1.209\t1.274\t1.492\t0.440\t1.057\t1.042\n1\t0.825\t0.634\t0.124\t0.545\t-0.789\t1.098\t-0.240\t-1.390\t1.087\t1.113\t0.281\t1.102\t0.000\t1.077\t0.234\t0.530\t1.274\t1.329\t0.087\t-0.431\t0.000\t1.563\t0.994\t0.980\t0.982\t1.380\t0.974\t0.839\n0\t2.047\t-0.013\t-0.207\t0.522\t-0.897\t0.932\t-1.085\t1.225\t1.087\t1.249\t-0.972\t1.545\t0.000\t0.986\t-0.543\t-1.440\t2.548\t1.034\t0.003\t0.069\t0.000\t1.380\t1.118\t0.983\t1.512\t0.858\t1.056\t1.018\n0\t2.845\t-1.917\t-0.008\t0.431\t-0.350\t1.209\t-0.040\t1.537\t2.173\t0.425\t-0.941\t-1.648\t2.215\t0.609\t-0.593\t-0.113\t0.000\t0.740\t0.327\t-1.468\t0.000\t0.805\t0.940\t0.976\t0.968\t0.580\t1.455\t1.154\n1\t1.950\t0.475\t0.793\t0.076\t-1.070\t0.575\t-2.178\t-1.684\t0.000\t0.962\t-0.113\t-0.747\t1.107\t0.336\t1.134\t-0.055\t0.000\t0.874\t-0.009\t0.266\t3.102\t0.795\t0.989\t0.987\t1.119\t0.657\t0.843\t1.076\n0\t1.075\t-0.872\t1.082\t0.660\t0.189\t1.434\t-1.452\t-1.460\t2.173\t1.472\t-0.490\t0.051\t2.215\t0.457\t-0.861\t-0.822\t0.000\t0.888\t-1.148\t1.308\t0.000\t0.678\t0.926\t0.986\t1.198\t2.348\t1.226\t0.930\n1\t0.333\t1.779\t0.070\t1.431\t-0.077\t1.082\t-0.065\t-0.269\t0.000\t2.209\t0.935\t-1.606\t0.000\t2.272\t0.104\t0.976\t2.548\t1.346\t0.864\t0.484\t3.102\t1.210\t1.360\t0.975\t1.129\t0.859\t1.166\t1.101\n1\t0.455\t-1.187\t0.661\t2.285\t0.138\t1.165\t-0.943\t1.411\t0.000\t2.011\t0.426\t-0.801\t2.215\t0.727\t0.666\t1.662\t2.548\t0.908\t0.857\t0.642\t0.000\t2.082\t1.331\t0.987\t1.551\t1.041\t1.370\t1.281\n0\t1.336\t0.635\t-0.449\t0.724\t0.378\t1.004\t-0.661\t1.712\t0.000\t0.408\t0.208\t-1.299\t0.000\t0.925\t-0.108\t0.537\t2.548\t0.685\t-0.817\t-1.265\t3.102\t0.836\t0.990\t0.987\t0.784\t0.665\t0.616\t0.762\n0\t0.699\t-0.868\t0.562\t1.028\t1.283\t0.716\t-0.144\t-0.818\t0.000\t0.894\t-0.264\t1.654\t2.215\t1.019\t0.554\t-0.310\t1.274\t0.612\t0.166\t0.478\t0.000\t0.946\t0.910\t0.986\t1.364\t1.095\t1.016\t0.912\n0\t0.899\t-1.004\t-0.112\t0.621\t0.868\t0.861\t-1.034\t-1.707\t1.087\t0.942\t-0.486\t0.195\t2.215\t0.580\t0.883\t-0.144\t0.000\t1.289\t-0.169\t-1.310\t0.000\t1.017\t0.975\t0.989\t0.973\t1.362\t0.922\t0.891\n0\t1.803\t-0.892\t0.053\t0.736\t-0.340\t1.116\t-1.420\t-0.361\t0.000\t2.177\t-0.331\t1.409\t2.215\t1.370\t-1.347\t-1.695\t2.548\t0.415\t-1.849\t-1.699\t0.000\t1.058\t1.147\t0.986\t1.804\t1.264\t1.314\t1.219\n1\t0.518\t-0.616\t0.407\t0.686\t-1.274\t1.295\t0.813\t0.575\t0.000\t1.403\t-1.609\t1.461\t0.000\t3.306\t-1.150\t-0.372\t1.274\t2.111\t-0.349\t-1.233\t1.551\t0.579\t1.071\t0.986\t1.336\t1.664\t1.263\t1.105\n0\t0.530\t-0.330\t-0.209\t0.772\t-1.498\t0.330\t-0.054\t-1.228\t0.000\t1.242\t0.192\t-0.376\t2.215\t1.449\t-0.409\t1.246\t1.274\t0.428\t2.266\t1.434\t0.000\t1.145\t1.146\t0.986\t0.862\t1.493\t1.021\t0.836\n0\t0.973\t-1.433\t0.925\t0.681\t-0.881\t0.930\t0.844\t-1.415\t2.173\t0.756\t0.122\t-0.451\t0.000\t0.936\t0.524\t0.684\t2.548\t0.452\t-0.253\t1.380\t0.000\t0.927\t1.026\t1.126\t1.097\t1.115\t1.199\t1.077\n0\t1.442\t0.728\t0.963\t0.074\t-1.734\t0.840\t0.090\t-1.242\t2.173\t0.534\t0.448\t-0.247\t0.000\t1.250\t0.016\t0.201\t2.548\t0.647\t-2.187\t-0.948\t0.000\t0.853\t0.904\t0.984\t0.760\t1.231\t0.826\t0.708\n1\t0.951\t2.086\t0.781\t0.506\t-0.813\t1.241\t0.934\t-0.073\t2.173\t0.898\t-2.554\t1.363\t0.000\t0.746\t0.347\t-0.784\t0.000\t1.348\t1.558\t-1.684\t0.000\t1.207\t0.766\t0.988\t1.017\t0.945\t0.841\t0.782\n0\t0.407\t-0.196\t-0.381\t1.596\t-1.649\t0.908\t1.446\t0.231\t0.000\t0.731\t-1.539\t1.512\t0.000\t0.495\t-0.789\t0.203\t0.000\t0.677\t2.424\t-0.132\t0.000\t0.917\t0.852\t1.015\t0.896\t0.597\t0.907\t0.792\n0\t1.620\t-0.612\t-0.866\t0.129\t1.166\t0.573\t-0.460\t0.499\t2.173\t0.801\t0.472\t-1.462\t0.000\t0.378\t0.110\t-0.326\t0.000\t1.540\t0.642\t1.048\t3.102\t0.737\t0.903\t0.992\t1.208\t0.806\t0.892\t0.789\n0\t1.027\t2.419\t-0.386\t2.278\t0.987\t0.735\t1.310\t0.744\t1.087\t0.569\t1.418\t1.345\t0.000\t1.273\t0.556\t1.563\t2.548\t0.471\t-0.377\t0.464\t0.000\t0.889\t0.719\t2.004\t1.749\t0.921\t1.221\t1.040\n0\t0.630\t-0.699\t0.366\t0.684\t-0.442\t0.802\t0.057\t0.522\t0.000\t1.350\t-1.436\t-1.481\t2.215\t0.529\t-0.602\t1.606\t2.548\t0.548\t-0.404\t-1.031\t0.000\t1.036\t0.752\t0.994\t1.357\t0.491\t0.885\t0.848\n0\t0.287\t-0.084\t0.945\t1.606\t1.096\t2.767\t-1.438\t1.397\t2.173\t3.320\t-0.742\t-0.536\t0.000\t1.811\t-0.781\t-0.066\t2.548\t1.377\t-1.342\t-0.521\t0.000\t1.218\t1.073\t0.984\t0.939\t2.829\t2.267\t1.790\n0\t1.830\t-1.026\t-1.290\t0.601\t-1.187\t1.151\t-0.762\t0.224\t2.173\t1.188\t-0.612\t1.176\t2.215\t0.404\t-0.274\t-0.567\t0.000\t0.408\t-1.537\t0.183\t0.000\t0.474\t0.729\t0.980\t1.413\t1.307\t1.116\t0.841\n1\t1.284\t-0.304\t-1.009\t1.383\t1.674\t1.039\t-1.248\t-0.509\t0.000\t0.718\t0.078\t-0.588\t0.000\t1.188\t-0.231\t0.254\t2.548\t2.875\t-0.040\t1.029\t3.102\t0.824\t1.069\t1.222\t1.094\t0.920\t0.953\t0.835\n0\t1.873\t-0.405\t-0.734\t5.037\t-0.783\t2.091\t-1.926\t0.908\t0.000\t0.794\t1.952\t0.919\t0.000\t1.490\t0.587\t1.362\t2.548\t1.089\t0.420\t-1.185\t3.102\t0.896\t0.935\t1.017\t0.781\t0.732\t1.226\t1.551\n1\t0.941\t0.719\t0.277\t2.166\t0.508\t1.637\t-1.743\t-1.687\t0.000\t1.249\t-0.130\t-0.279\t0.000\t0.685\t-0.511\t1.234\t2.548\t1.235\t0.005\t-1.189\t3.102\t0.991\t0.926\t0.996\t1.069\t0.609\t0.765\t0.767\n0\t2.112\t0.773\t-1.230\t0.451\t0.127\t0.948\t-0.661\t0.476\t1.087\t0.323\t0.727\t1.659\t0.000\t0.480\t-0.260\t1.415\t2.548\t0.562\t-1.530\t-0.449\t0.000\t1.072\t0.998\t1.272\t0.795\t0.650\t1.017\t0.884\n1\t1.164\t1.204\t-0.343\t1.028\t0.109\t1.750\t1.018\t-0.532\t0.000\t1.141\t0.499\t1.572\t0.000\t1.365\t0.763\t1.015\t2.548\t0.898\t1.016\t1.642\t0.000\t0.482\t0.642\t0.983\t0.975\t0.352\t0.624\t0.717\n0\t0.623\t0.531\t0.124\t1.550\t1.079\t0.898\t0.180\t1.689\t1.087\t1.272\t-0.578\t-0.446\t2.215\t0.696\t-0.136\t0.290\t0.000\t0.711\t0.746\t-1.622\t0.000\t0.877\t0.958\t1.032\t0.908\t1.602\t1.069\t0.859\n1\t0.322\t1.112\t-0.512\t1.270\t0.863\t0.491\t-1.520\t-0.488\t0.000\t1.224\t-0.968\t-1.178\t0.000\t1.152\t-0.406\t1.026\t1.274\t1.006\t0.803\t0.041\t3.102\t1.058\t1.245\t0.984\t0.696\t0.896\t1.036\t1.532\n0\t0.824\t0.028\t1.210\t1.445\t0.720\t1.552\t1.340\t-0.965\t2.173\t2.269\t0.800\t0.531\t1.107\t1.594\t0.769\t-1.359\t0.000\t0.810\t-1.336\t-1.075\t0.000\t0.816\t0.873\t0.999\t0.809\t2.792\t1.487\t1.222\n1\t0.612\t1.032\t-0.800\t0.748\t1.451\t0.852\t0.642\t0.980\t0.000\t1.496\t0.254\t-0.794\t2.215\t1.131\t0.540\t0.007\t2.548\t0.859\t1.372\t0.467\t0.000\t0.897\t0.874\t0.989\t0.830\t0.942\t0.977\t0.831\n1\t0.727\t-0.875\t-1.518\t0.727\t-0.390\t0.900\t0.075\t0.537\t2.173\t0.674\t0.996\t-0.795\t1.107\t0.408\t0.889\t1.239\t0.000\t0.462\t-0.494\t-0.011\t0.000\t0.600\t0.620\t0.990\t0.945\t1.208\t0.813\t0.645\n1\t1.042\t-1.986\t-1.397\t0.952\t-0.878\t0.899\t-1.170\t0.376\t2.173\t0.501\t-0.424\t0.671\t0.000\t0.738\t2.352\t-1.695\t0.000\t0.811\t-1.434\t-0.021\t0.000\t0.854\t0.807\t0.976\t0.792\t0.641\t0.816\t0.698\n0\t0.999\t1.453\t-1.555\t0.359\t0.825\t0.825\t1.195\t0.438\t2.173\t1.129\t0.549\t1.244\t2.215\t1.372\t1.919\t-0.614\t0.000\t1.122\t0.726\t-0.320\t0.000\t0.970\t1.099\t0.991\t0.713\t1.050\t1.035\t0.885\n0\t3.618\t-0.465\t0.565\t4.835\t0.336\t4.140\t0.036\t-1.378\t0.000\t0.352\t0.531\t1.739\t0.000\t1.077\t-0.133\t-0.872\t2.548\t0.950\t-0.229\t-0.157\t3.102\t1.066\t1.048\t1.185\t0.881\t0.467\t1.096\t2.152\n0\t0.332\t1.310\t-1.286\t1.285\t-0.030\t2.277\t0.658\t-0.628\t2.173\t2.259\t1.037\t1.217\t2.215\t0.781\t1.856\t1.392\t0.000\t0.820\t0.134\t1.215\t0.000\t0.929\t0.859\t0.988\t1.746\t3.391\t1.844\t1.422\n0\t0.571\t1.152\t0.449\t0.791\t1.593\t0.531\t0.073\t0.775\t2.173\t0.722\t1.570\t-1.247\t0.000\t1.517\t0.635\t-0.640\t2.548\t0.605\t-1.621\t0.705\t0.000\t2.624\t1.605\t0.989\t0.881\t1.127\t1.140\t0.934\n0\t0.478\t1.680\t1.198\t2.412\t1.349\t1.775\t-1.052\t-0.650\t2.173\t1.017\t0.053\t0.900\t2.215\t1.296\t-0.732\t-0.072\t0.000\t0.446\t-1.087\t-1.197\t0.000\t0.743\t0.988\t0.990\t6.583\t2.268\t4.134\t3.190\n0\t1.328\t0.701\t0.777\t0.836\t-0.270\t1.105\t0.059\t-0.799\t2.173\t0.241\t-1.497\t0.845\t0.000\t0.315\t-0.604\t1.663\t0.000\t0.841\t0.625\t1.336\t3.102\t0.365\t0.912\t1.181\t0.691\t1.022\t0.844\t0.787\n1\t0.895\t0.999\t0.482\t0.778\t-1.540\t1.073\t0.445\t0.691\t0.000\t1.331\t0.729\t-1.598\t1.107\t0.720\t0.881\t0.049\t0.000\t1.744\t0.309\t-0.704\t1.551\t0.960\t1.157\t1.120\t0.858\t1.026\t1.018\t0.865\n1\t1.148\t-0.766\t1.489\t1.176\t0.647\t1.364\t0.217\t-0.663\t2.173\t0.945\t-0.117\t1.154\t0.000\t0.761\t0.970\t0.377\t2.548\t0.737\t-0.528\t-1.308\t0.000\t0.912\t0.914\t1.107\t1.598\t1.163\t1.165\t0.989\n0\t0.664\t-0.190\t-0.437\t1.647\t-1.126\t0.681\t0.062\t0.669\t0.000\t1.138\t0.301\t-0.483\t0.000\t2.077\t-0.143\t1.180\t2.548\t0.495\t0.566\t0.213\t3.102\t1.629\t0.875\t0.986\t1.287\t0.680\t0.864\t0.886\n0\t1.102\t1.059\t0.257\t0.428\t1.388\t0.595\t0.527\t-0.508\t1.087\t0.577\t0.528\t0.054\t0.000\t1.268\t0.743\t1.722\t2.548\t0.635\t1.360\t-1.128\t0.000\t0.824\t0.829\t0.991\t0.742\t0.991\t0.700\t0.619\n1\t0.517\t-0.862\t0.411\t0.951\t0.500\t1.804\t-0.179\t-0.641\t0.000\t1.324\t1.172\t1.297\t2.215\t1.105\t0.230\t0.732\t0.000\t2.076\t0.800\t-1.547\t3.102\t0.968\t1.281\t0.990\t1.046\t0.839\t1.003\t0.904\n1\t0.881\t-0.557\t0.838\t2.421\t1.349\t3.062\t-0.162\t-0.253\t0.000\t1.425\t-0.508\t1.668\t0.000\t1.334\t-0.248\t-1.198\t2.548\t1.484\t0.373\t1.282\t3.102\t4.452\t2.613\t0.996\t0.627\t0.935\t1.712\t1.557\n1\t1.176\t-0.152\t0.820\t0.838\t-0.125\t0.646\t1.004\t0.932\t2.173\t0.892\t-1.545\t-0.046\t0.000\t1.731\t1.129\t-0.870\t0.000\t1.762\t0.580\t1.607\t3.102\t1.003\t1.005\t1.034\t0.866\t0.669\t0.794\t0.898\n1\t0.917\t0.023\t-1.116\t1.062\t1.622\t0.773\t-0.634\t1.183\t0.000\t1.307\t0.055\t0.939\t0.000\t1.712\t0.154\t-0.453\t0.000\t1.092\t-0.298\t-0.752\t3.102\t0.926\t0.980\t0.991\t0.845\t0.492\t0.680\t0.707\n1\t0.285\t1.180\t-1.395\t0.874\t-0.100\t1.047\t-2.411\t-1.456\t0.000\t0.906\t-0.403\t-1.228\t0.000\t1.665\t-1.129\t0.549\t1.274\t1.266\t-0.444\t1.465\t0.000\t0.918\t0.992\t0.995\t0.943\t0.597\t0.856\t0.766\n0\t0.615\t0.321\t-1.440\t0.940\t0.117\t0.659\t-1.756\t-0.873\t0.000\t0.574\t-1.221\t0.205\t2.215\t0.429\t-0.208\t1.479\t0.000\t1.329\t1.066\t1.215\t3.102\t1.152\t0.881\t1.039\t0.785\t1.434\t1.158\t0.983\n0\t0.849\t0.025\t0.907\t0.311\t-0.883\t0.814\t0.406\t0.112\t0.000\t0.390\t-2.292\t0.965\t0.000\t1.352\t0.548\t-1.257\t2.548\t0.413\t1.892\t-0.914\t0.000\t0.885\t0.996\t0.992\t0.926\t1.063\t0.845\t0.751\n0\t0.294\t-0.629\t0.163\t2.151\t1.221\t1.490\t-0.007\t-0.838\t1.087\t0.850\t0.225\t0.611\t1.107\t0.867\t-0.469\t-0.329\t0.000\t0.511\t0.436\t-1.707\t0.000\t0.801\t0.809\t0.982\t1.064\t1.610\t1.363\t1.054\n1\t0.620\t0.702\t0.930\t0.622\t-0.923\t1.023\t0.645\t-1.191\t2.173\t0.534\t1.050\t0.506\t0.000\t1.407\t-0.002\t0.496\t0.000\t1.170\t0.452\t-0.045\t0.000\t0.769\t0.991\t0.985\t0.839\t0.797\t0.928\t0.835\n0\t0.548\t-0.322\t0.010\t1.802\t-1.035\t0.598\t1.508\t0.557\t1.087\t0.970\t0.880\t1.381\t2.215\t0.521\t-0.267\t-0.805\t0.000\t0.396\t2.116\t-1.478\t0.000\t1.013\t0.936\t1.113\t1.221\t0.835\t1.103\t0.923\n0\t2.205\t-0.455\t-0.427\t0.647\t-0.381\t0.949\t-1.460\t-1.681\t2.173\t1.238\t-1.046\t1.401\t0.000\t1.317\t-1.515\t1.001\t0.000\t1.864\t-0.953\t-0.049\t3.102\t0.905\t0.914\t0.991\t0.661\t1.420\t1.017\t1.096\n0\t0.721\t0.826\t-1.392\t1.266\t1.213\t1.075\t1.297\t0.154\t0.000\t0.837\t-0.933\t-1.317\t0.000\t1.256\t-1.335\t-0.773\t1.274\t1.878\t-0.874\t-0.271\t3.102\t0.722\t2.096\t0.990\t1.424\t0.569\t1.793\t1.475\n1\t0.721\t0.562\t-0.322\t1.328\t-1.392\t0.858\t0.966\t0.977\t2.173\t0.994\t1.559\t-0.548\t0.000\t1.513\t-0.135\t0.304\t2.548\t0.837\t-0.252\t1.456\t0.000\t0.800\t0.881\t1.113\t1.063\t1.166\t0.946\t0.776\n1\t0.790\t-0.268\t-1.410\t0.680\t-0.373\t0.989\t-0.245\t0.137\t0.000\t1.361\t0.623\t-1.661\t2.215\t0.775\t0.082\t0.790\t2.548\t0.575\t0.437\t-0.362\t0.000\t0.677\t0.640\t0.981\t1.120\t0.927\t0.903\t0.852\n0\t0.618\t-1.474\t0.951\t0.628\t-0.559\t0.960\t-1.308\t1.498\t2.173\t0.710\t0.138\t1.406\t0.000\t1.552\t0.321\t-0.597\t2.548\t1.267\t-0.188\t-0.431\t0.000\t0.879\t0.803\t0.990\t0.913\t2.030\t1.269\t1.085\n1\t0.792\t0.723\t-0.290\t0.843\t0.910\t0.680\t1.042\t1.454\t0.000\t1.246\t1.393\t-0.379\t0.000\t1.099\t0.319\t-1.216\t1.274\t0.720\t0.775\t0.322\t3.102\t1.983\t1.134\t1.000\t0.800\t0.698\t0.839\t0.744\n0\t1.860\t1.421\t1.642\t1.251\t-0.864\t0.983\t-0.763\t0.147\t1.087\t0.814\t-0.613\t0.684\t0.000\t0.306\t0.007\t1.657\t0.000\t0.616\t-0.032\t-1.125\t3.102\t0.639\t0.739\t1.635\t0.941\t0.811\t1.467\t1.209\n0\t2.804\t0.565\t-1.336\t1.919\t-0.972\t1.694\t0.491\t0.428\t2.173\t1.404\t0.029\t0.801\t2.215\t0.502\t-0.445\t-0.925\t0.000\t0.517\t-0.515\t-0.082\t0.000\t0.389\t1.024\t1.037\t1.822\t0.918\t1.705\t1.265\n0\t2.910\t1.083\t1.245\t1.379\t1.296\t2.551\t-0.269\t-0.662\t0.000\t0.688\t1.028\t0.558\t2.215\t0.565\t-0.904\t0.096\t2.548\t0.665\t-1.428\t0.953\t0.000\t2.519\t1.474\t0.982\t0.847\t0.848\t1.272\t1.889\n1\t0.861\t-0.359\t0.845\t0.846\t0.155\t0.820\t-1.640\t-0.177\t0.000\t1.087\t-1.049\t-1.540\t0.000\t1.652\t-1.230\t1.515\t0.000\t0.968\t0.549\t0.551\t3.102\t0.826\t0.651\t0.985\t0.783\t0.586\t0.812\t0.790\n0\t0.956\t-0.152\t-1.150\t0.555\t-1.418\t1.297\t-1.710\t-0.251\t0.000\t1.170\t-0.117\t0.858\t0.000\t1.392\t0.198\t1.643\t2.548\t0.711\t-0.598\t-1.183\t1.551\t1.068\t0.921\t0.990\t0.882\t0.563\t1.169\t0.985\n0\t0.596\t-1.391\t1.520\t1.163\t-0.743\t1.394\t0.759\t0.781\t0.000\t0.900\t-0.589\t-0.682\t1.107\t1.520\t-1.228\t0.126\t2.548\t0.853\t0.264\t1.446\t0.000\t1.012\t1.611\t1.029\t0.872\t0.953\t1.396\t1.300\n1\t1.526\t-0.977\t0.157\t0.228\t0.633\t1.495\t0.267\t-0.743\t0.000\t1.683\t-1.606\t1.627\t0.000\t0.707\t-2.103\t1.176\t0.000\t0.945\t-1.581\t0.180\t0.000\t0.866\t0.844\t0.988\t1.050\t0.639\t1.056\t0.977\n0\t0.593\t0.032\t0.394\t0.441\t0.554\t0.380\t-0.361\t1.396\t0.000\t0.892\t0.491\t-1.609\t0.000\t1.050\t0.866\t0.114\t0.000\t1.215\t0.780\t-1.108\t3.102\t0.958\t0.669\t0.991\t0.555\t0.175\t0.495\t0.555\n0\t0.986\t-0.946\t-1.270\t0.806\t0.198\t0.852\t0.076\t-0.508\t2.173\t0.750\t0.074\t-1.498\t0.000\t0.867\t0.000\t0.397\t2.548\t0.497\t-1.956\t0.656\t0.000\t1.426\t1.057\t1.198\t0.956\t0.780\t0.856\t0.786\n1\t0.921\t0.034\t0.288\t0.574\t1.675\t0.503\t0.319\t-0.303\t0.000\t0.805\t-0.121\t1.683\t2.215\t1.029\t0.927\t1.167\t2.548\t0.885\t-0.516\t-0.630\t0.000\t0.579\t0.994\t0.988\t0.695\t0.727\t0.741\t0.666\n1\t0.611\t1.623\t-0.025\t0.763\t1.499\t0.712\t0.973\t0.684\t0.000\t0.909\t1.810\t-1.112\t0.000\t1.402\t0.022\t-1.252\t2.548\t0.952\t0.029\t0.121\t3.102\t0.857\t1.113\t0.990\t0.700\t0.834\t0.712\t0.682\n0\t1.207\t-0.395\t-1.344\t0.876\t-0.429\t0.853\t1.022\t0.542\t2.173\t0.410\t-1.478\t1.344\t0.000\t0.531\t-0.216\t-0.400\t2.548\t0.454\t-0.115\t-1.573\t0.000\t0.503\t1.235\t1.047\t0.558\t0.848\t0.869\t0.784\n1\t0.561\t0.541\t-0.475\t0.494\t0.499\t1.439\t0.775\t0.797\t0.000\t1.218\t0.362\t-1.458\t0.000\t1.705\t-0.470\t-0.501\t2.548\t1.245\t-0.982\t-1.260\t3.102\t2.583\t2.069\t0.982\t0.708\t0.797\t1.515\t1.187\n1\t1.959\t0.669\t1.468\t0.814\t0.414\t0.773\t0.094\t-0.952\t2.173\t1.370\t-0.065\t0.060\t2.215\t0.785\t-0.271\t1.280\t0.000\t0.432\t2.020\t-1.011\t0.000\t1.300\t1.092\t1.422\t1.336\t1.204\t1.091\t0.966\n0\t0.543\t0.367\t-1.562\t0.658\t1.292\t1.034\t0.882\t0.056\t2.173\t1.147\t-1.689\t-1.376\t0.000\t0.511\t-2.201\t-1.110\t0.000\t0.450\t-0.744\t0.245\t0.000\t1.016\t0.687\t0.999\t1.074\t0.870\t1.320\t1.362\n0\t1.132\t0.770\t-1.601\t2.048\t1.131\t0.575\t-0.119\t-0.270\t0.000\t0.856\t0.511\t-0.576\t2.215\t1.056\t-1.033\t-0.761\t0.000\t1.242\t0.393\t0.474\t3.102\t0.955\t1.007\t1.326\t1.208\t0.755\t0.866\t1.028\n1\t0.992\t0.323\t1.360\t1.309\t1.312\t0.792\t-0.236\t-0.180\t2.173\t0.714\t1.669\t0.099\t0.000\t0.366\t0.148\t0.004\t2.548\t0.494\t-0.639\t-1.375\t0.000\t1.269\t1.181\t0.991\t0.682\t0.175\t0.761\t0.865\n0\t1.263\t0.591\t1.721\t0.541\t-1.539\t0.917\t-0.626\t0.873\t2.173\t0.972\t-0.950\t0.014\t0.000\t0.949\t0.442\t-0.122\t0.000\t1.157\t-0.602\t-1.547\t3.102\t0.886\t0.838\t0.975\t1.029\t0.894\t0.808\t0.780\n1\t0.613\t0.834\t1.542\t1.257\t0.423\t1.187\t0.826\t-1.292\t0.000\t1.176\t0.306\t0.291\t1.107\t0.461\t0.964\t-0.492\t0.000\t1.263\t-0.080\t1.586\t3.102\t0.891\t0.908\t1.029\t0.735\t1.037\t0.941\t0.848\n0\t1.766\t-0.540\t1.634\t0.886\t1.251\t0.822\t0.443\t-0.761\t0.000\t0.932\t0.486\t0.327\t2.215\t0.277\t0.057\t0.010\t1.274\t0.411\t1.708\t-0.231\t0.000\t0.890\t0.952\t0.994\t0.688\t0.193\t0.840\t0.962\n1\t0.380\t0.822\t-0.459\t1.136\t1.030\t0.731\t0.463\t-1.290\t0.000\t0.926\t-0.227\t0.281\t2.215\t0.993\t0.536\t1.547\t0.000\t1.876\t-0.024\t-0.391\t3.102\t0.939\t0.956\t0.984\t1.115\t0.688\t0.908\t0.803\n1\t1.031\t-0.232\t1.388\t0.919\t1.384\t2.153\t0.966\t-0.186\t0.000\t1.244\t1.030\t-1.638\t1.107\t1.028\t-0.378\t-1.479\t2.548\t1.241\t0.707\t1.205\t0.000\t1.265\t1.002\t0.991\t1.534\t0.985\t1.020\t0.949\n1\t0.766\t-0.842\t0.669\t1.097\t-0.613\t0.959\t-0.425\t-0.203\t2.173\t0.470\t1.606\t1.172\t0.000\t1.423\t0.735\t-1.590\t0.000\t0.806\t-1.824\t1.458\t0.000\t0.937\t0.637\t1.161\t0.781\t0.691\t0.959\t0.967\n0\t3.148\t-1.131\t0.928\t3.036\t0.855\t2.728\t0.630\t-0.797\t1.087\t0.728\t-1.028\t1.383\t2.215\t0.600\t1.368\t-1.094\t0.000\t1.221\t0.215\t-0.431\t0.000\t0.821\t0.873\t0.988\t0.803\t2.750\t3.214\t2.472\n0\t0.652\t2.075\t0.301\t1.056\t-0.176\t0.761\t-2.139\t-0.095\t0.000\t1.745\t0.164\t-1.541\t2.215\t0.490\t1.889\t-1.521\t0.000\t1.363\t1.005\t-1.522\t1.551\t4.618\t3.088\t0.983\t1.495\t0.755\t2.050\t1.846\n0\t1.365\t-0.329\t-1.385\t0.978\t-0.489\t0.604\t0.335\t0.728\t0.000\t1.087\t0.735\t1.613\t2.215\t1.603\t0.065\t-0.537\t0.000\t1.375\t1.136\t0.658\t1.551\t1.625\t1.251\t1.157\t1.104\t0.903\t0.996\t0.988\n0\t0.414\t1.082\t-0.073\t0.779\t-1.015\t0.867\t0.837\t0.944\t0.000\t0.639\t0.331\t1.341\t2.215\t1.114\t0.017\t-0.787\t2.548\t0.488\t-1.642\t0.905\t0.000\t0.500\t0.760\t0.982\t0.565\t0.856\t0.632\t0.595\n1\t1.443\t0.081\t1.518\t0.492\t-0.696\t0.874\t-0.659\t0.523\t2.173\t0.970\t1.618\t-0.069\t0.000\t1.579\t0.947\t-1.335\t2.548\t0.537\t0.431\t-0.922\t0.000\t0.867\t1.013\t1.064\t1.032\t2.022\t1.258\t1.066\n1\t0.959\t0.631\t0.626\t1.297\t-1.127\t1.776\t0.034\t1.244\t2.173\t1.614\t-1.275\t-0.638\t0.000\t1.121\t0.037\t-0.239\t0.000\t1.118\t-0.052\t0.511\t0.000\t0.829\t0.933\t1.546\t1.436\t0.946\t0.996\t1.042\n1\t1.024\t0.823\t1.306\t0.614\t-0.710\t1.011\t0.085\t-0.113\t0.000\t1.355\t0.340\t-1.386\t2.215\t1.332\t1.536\t0.826\t2.548\t0.582\t-0.634\t-0.690\t0.000\t0.870\t0.993\t1.066\t0.817\t1.658\t0.907\t0.767\n0\t0.398\t1.393\t0.134\t0.795\t0.231\t0.499\t0.779\t-0.254\t0.000\t0.733\t0.096\t1.676\t2.215\t0.772\t1.431\t1.270\t1.274\t0.701\t0.409\t-1.421\t0.000\t0.956\t1.070\t0.999\t0.896\t0.704\t0.728\t0.759\n1\t1.459\t-0.547\t0.110\t0.413\t-1.093\t1.113\t-0.163\t-0.666\t2.173\t0.903\t-0.139\t0.892\t0.000\t0.985\t2.192\t-1.390\t0.000\t1.015\t-1.096\t1.263\t0.000\t0.892\t0.826\t0.986\t0.859\t0.867\t0.884\t0.806\n1\t0.493\t-0.955\t-1.647\t1.599\t0.260\t0.941\t-0.965\t1.318\t0.000\t1.555\t0.627\t-0.940\t0.000\t1.586\t-0.640\t-0.041\t1.274\t0.783\t-1.401\t-1.542\t0.000\t0.845\t0.706\t1.216\t0.773\t0.697\t0.796\t0.744\n1\t0.953\t-0.214\t-1.640\t0.630\t-0.143\t0.994\t0.531\t-1.572\t0.000\t1.183\t-1.841\t-0.164\t0.000\t2.359\t0.271\t0.646\t2.548\t1.014\t0.662\t-0.970\t3.102\t4.168\t2.462\t1.047\t1.032\t1.211\t1.833\t1.381\n1\t0.690\t0.073\t-0.358\t0.712\t-1.421\t0.696\t-0.193\t1.278\t0.000\t0.911\t1.353\t0.614\t1.107\t0.596\t0.921\t-0.608\t2.548\t0.379\t1.303\t-0.896\t0.000\t0.862\t1.016\t0.980\t0.702\t0.714\t0.835\t0.717\n1\t0.837\t-0.660\t-0.878\t0.797\t-1.566\t1.424\t-0.747\t-0.627\t2.173\t0.912\t-0.623\t1.347\t0.000\t0.739\t0.024\t0.358\t2.548\t1.156\t-1.230\t1.050\t0.000\t0.675\t0.796\t0.988\t1.001\t1.116\t1.018\t0.911\n1\t0.455\t-2.335\t-1.625\t1.149\t0.431\t1.018\t-0.877\t-1.405\t2.173\t0.617\t-1.589\t0.333\t0.000\t0.833\t-1.966\t-0.548\t0.000\t0.724\t-0.047\t1.135\t1.551\t0.837\t0.913\t0.989\t1.183\t0.786\t0.856\t0.810\n0\t0.278\t1.453\t-1.511\t2.099\t-0.632\t1.225\t-0.131\t1.121\t2.173\t0.943\t-0.911\t-1.204\t0.000\t0.865\t-0.764\t0.191\t0.000\t0.616\t0.104\t1.663\t3.102\t1.320\t0.859\t0.987\t1.505\t0.447\t0.941\t0.970\n0\t2.265\t-1.757\t-0.714\t0.806\t-0.618\t1.390\t-0.433\t1.142\t2.173\t0.940\t-1.120\t-0.305\t1.107\t0.472\t2.270\t1.601\t0.000\t0.436\t-1.739\t0.499\t0.000\t2.481\t2.014\t0.985\t0.861\t1.735\t1.580\t1.963\n0\t1.511\t-0.571\t-0.841\t3.200\t-0.505\t2.003\t-2.480\t1.124\t0.000\t1.232\t-0.015\t-0.219\t0.000\t1.349\t1.177\t1.361\t1.274\t1.762\t0.235\t1.220\t3.102\t1.428\t1.279\t0.996\t2.343\t0.639\t1.671\t1.415\n0\t1.460\t-0.679\t-1.205\t0.550\t1.183\t0.963\t-1.503\t-0.133\t2.173\t0.904\t-0.649\t0.959\t2.215\t0.449\t1.168\t1.454\t0.000\t0.431\t-1.594\t1.726\t0.000\t0.718\t0.811\t1.038\t0.846\t1.291\t0.925\t0.739\n0\t0.707\t-0.365\t-0.849\t0.528\t-0.872\t0.202\t-1.131\t0.550\t0.000\t0.551\t-0.005\t0.506\t2.215\t0.370\t-1.459\t1.690\t2.548\t0.408\t-1.730\t0.927\t0.000\t0.478\t0.529\t0.978\t0.547\t0.598\t0.592\t0.491\n1\t1.283\t0.246\t-0.730\t0.757\t-0.500\t1.092\t-0.297\t1.398\t2.173\t0.971\t-1.796\t-1.065\t0.000\t1.445\t-0.090\t0.664\t1.274\t0.988\t-0.787\t0.154\t0.000\t1.283\t1.453\t0.989\t1.476\t0.975\t1.157\t1.303\n0\t1.075\t1.250\t-0.088\t0.981\t1.190\t0.766\t0.624\t1.260\t1.087\t1.473\t0.879\t-0.849\t0.000\t0.483\t-0.602\t0.590\t0.000\t0.374\t0.018\t0.398\t3.102\t1.674\t0.950\t1.299\t0.930\t0.435\t0.816\t0.811\n0\t0.574\t-1.110\t1.061\t1.313\t-0.371\t0.664\t0.733\t-1.635\t2.173\t0.639\t-2.206\t-0.650\t0.000\t1.122\t-0.043\t1.164\t2.548\t0.597\t-0.105\t0.312\t0.000\t1.205\t1.256\t1.155\t1.338\t0.759\t1.132\t1.002\n1\t0.812\t0.883\t-1.651\t0.479\t-0.442\t0.824\t0.736\t-0.537\t0.000\t1.140\t0.584\t0.911\t0.000\t0.649\t-1.313\t0.870\t2.548\t1.115\t0.573\t-1.425\t3.102\t1.521\t1.071\t0.989\t1.328\t1.008\t0.916\t0.946\n1\t1.084\t1.831\t-1.312\t0.792\t-0.704\t0.550\t0.742\t0.246\t0.000\t0.561\t0.238\t-0.470\t1.107\t0.552\t0.139\t1.347\t2.548\t1.189\t-0.563\t1.011\t0.000\t1.056\t0.857\t0.989\t0.777\t0.591\t0.619\t0.706\n1\t0.596\t-1.860\t1.307\t0.964\t-1.402\t0.667\t0.614\t0.534\t1.087\t0.431\t0.099\t0.916\t0.000\t0.633\t1.008\t-1.317\t2.548\t0.925\t0.805\t-0.609\t0.000\t0.886\t0.711\t0.979\t1.004\t0.830\t0.950\t0.816\n0\t1.242\t0.717\t-0.164\t0.667\t-0.984\t0.662\t0.844\t-1.482\t2.173\t0.750\t-0.283\t1.444\t2.215\t1.191\t-0.707\t0.155\t0.000\t0.374\t-0.665\t1.508\t0.000\t0.691\t1.166\t0.989\t0.936\t0.802\t0.781\t0.773\n0\t1.830\t0.236\t0.039\t1.430\t-0.142\t1.040\t-0.831\t1.678\t0.000\t0.868\t-0.133\t-1.180\t2.215\t1.221\t-0.241\t1.342\t0.000\t0.554\t-0.946\t0.875\t3.102\t0.845\t0.959\t0.980\t0.745\t0.684\t0.772\t0.978\n0\t1.269\t0.041\t-1.239\t1.690\t-0.722\t1.347\t0.915\t-1.022\t0.000\t1.165\t-1.096\t0.618\t2.215\t1.505\t-0.247\t0.368\t0.000\t2.723\t-0.177\t0.979\t3.102\t0.759\t0.822\t0.984\t1.613\t0.919\t1.287\t1.027\n0\t0.802\t-0.011\t-0.135\t1.578\t0.973\t0.704\t-0.933\t1.249\t2.173\t0.754\t0.409\t-0.745\t0.000\t0.781\t1.651\t-0.811\t0.000\t1.126\t1.201\t-1.361\t3.102\t0.890\t0.670\t1.311\t0.960\t1.559\t1.115\t1.038\n1\t1.021\t-0.482\t-0.027\t1.195\t-1.223\t0.555\t-1.247\t0.522\t0.000\t0.794\t0.484\t1.425\t2.215\t0.641\t-1.858\t-0.334\t0.000\t1.284\t-0.773\t-1.525\t3.102\t0.863\t0.906\t1.348\t1.049\t0.824\t0.915\t0.860\n1\t0.381\t-0.514\t0.996\t1.168\t1.562\t0.569\t-2.456\t-0.025\t0.000\t1.022\t-0.725\t-0.457\t2.215\t1.221\t0.630\t0.502\t0.000\t2.809\t0.878\t1.735\t0.000\t0.792\t0.763\t0.980\t1.255\t1.109\t0.945\t0.862\n1\t0.640\t-0.490\t-0.596\t0.723\t1.635\t1.690\t0.027\t0.142\t0.000\t1.304\t-0.819\t-1.177\t0.000\t1.765\t0.224\t1.474\t2.548\t1.075\t-1.213\t-0.636\t0.000\t0.868\t0.876\t0.984\t0.760\t0.406\t0.905\t0.769\n1\t0.295\t1.251\t0.264\t2.782\t1.122\t0.417\t-0.247\t-0.206\t2.173\t0.822\t1.009\t-1.059\t2.215\t0.469\t1.438\t-1.375\t0.000\t1.461\t1.324\t-0.751\t0.000\t0.908\t0.996\t0.990\t1.221\t0.844\t1.160\t0.955\n1\t1.495\t-0.338\t-1.049\t1.067\t-0.902\t0.345\t1.336\t1.473\t2.173\t1.312\t0.626\t0.330\t2.215\t0.510\t2.368\t0.532\t0.000\t0.791\t1.938\t1.293\t0.000\t0.454\t1.081\t0.986\t0.923\t0.921\t0.970\t1.015\n0\t0.659\t0.936\t-1.531\t0.878\t-0.677\t0.714\t-1.147\t0.217\t2.173\t0.325\t-1.954\t-1.574\t0.000\t0.423\t-0.376\t1.603\t2.548\t0.546\t0.206\t0.947\t0.000\t0.868\t0.826\t0.990\t0.830\t0.700\t1.236\t1.091\n1\t1.086\t-0.797\t-0.167\t0.570\t-1.222\t0.990\t-1.778\t1.459\t0.000\t0.358\t2.543\t0.116\t0.000\t0.716\t-0.101\t0.458\t2.548\t0.705\t-2.197\t-1.679\t0.000\t0.678\t0.963\t0.988\t0.715\t0.576\t0.834\t0.772\n1\t0.935\t1.386\t0.314\t0.735\t-1.534\t1.892\t0.725\t0.813\t1.087\t1.135\t-0.049\t-1.257\t0.000\t0.497\t0.862\t1.026\t2.548\t2.018\t0.889\t-0.022\t0.000\t0.849\t1.029\t1.144\t1.167\t0.264\t1.433\t1.233\n0\t1.013\t0.642\t0.595\t0.476\t1.088\t0.822\t2.012\t1.408\t0.000\t1.645\t0.881\t-0.386\t2.215\t0.593\t1.630\t-0.867\t0.000\t1.310\t0.438\t-1.521\t3.102\t1.124\t1.010\t0.985\t1.207\t1.159\t1.050\t1.057\n0\t0.492\t-1.491\t-0.259\t1.513\t0.715\t0.761\t0.454\t-0.750\t0.000\t0.830\t-1.158\t1.700\t1.107\t1.047\t-0.294\t0.060\t2.548\t1.044\t0.441\t-1.605\t0.000\t0.948\t0.981\t0.985\t0.853\t1.082\t0.909\t0.925\n1\t1.189\t1.158\t-1.077\t0.895\t1.303\t0.864\t0.852\t-1.384\t0.000\t1.442\t1.201\t0.230\t2.215\t1.511\t0.514\t0.997\t2.548\t1.444\t0.809\t-0.732\t0.000\t0.951\t1.266\t1.200\t1.159\t1.136\t1.084\t0.948\n1\t0.785\t0.175\t0.246\t1.043\t1.381\t1.160\t-2.034\t-0.698\t0.000\t1.622\t-0.842\t-1.298\t0.000\t3.071\t-1.208\t0.647\t2.548\t1.542\t0.219\t-1.643\t3.102\t0.993\t0.764\t1.070\t1.429\t2.072\t1.254\t1.051\n1\t0.520\t0.637\t1.495\t1.219\t-1.409\t1.301\t-0.523\t0.278\t1.087\t0.746\t-0.121\t0.968\t0.000\t2.130\t0.774\t-1.221\t0.000\t1.967\t0.661\t0.207\t3.102\t0.906\t1.188\t0.978\t1.316\t1.206\t1.313\t1.168\n0\t0.598\t-1.858\t-0.120\t0.249\t-1.365\t0.331\t-2.332\t-1.239\t0.000\t0.923\t0.373\t1.524\t2.215\t0.522\t-1.171\t0.652\t2.548\t0.976\t-0.581\t-0.056\t0.000\t1.106\t0.728\t0.986\t0.976\t0.865\t0.863\t0.742\n0\t0.645\t1.182\t-1.216\t1.166\t0.587\t0.544\t0.695\t0.444\t2.173\t0.338\t-2.558\t-0.931\t0.000\t0.582\t-0.128\t-0.874\t0.000\t0.401\t1.258\t1.659\t0.000\t1.084\t0.695\t1.200\t0.719\t0.807\t0.850\t1.021\n0\t0.552\t1.397\t0.414\t0.884\t-1.056\t0.426\t1.775\t-0.323\t0.000\t0.921\t-1.982\t1.169\t0.000\t1.629\t-0.163\t-1.031\t2.548\t0.846\t0.545\t0.381\t0.000\t0.773\t0.754\t0.986\t1.267\t1.025\t0.899\t0.807\n0\t1.453\t2.074\t1.410\t0.411\t-1.723\t0.994\t1.816\t-0.922\t0.000\t0.765\t1.453\t0.732\t2.215\t0.880\t0.306\t-0.638\t0.000\t1.424\t-0.200\t0.687\t1.551\t0.849\t0.982\t0.995\t0.726\t0.926\t0.873\t0.851\n1\t1.563\t-0.440\t-0.525\t0.291\t-1.027\t0.937\t0.746\t1.284\t0.000\t0.487\t-0.326\t-0.300\t0.000\t0.857\t-0.483\t0.819\t2.548\t1.091\t1.375\t1.299\t0.000\t0.913\t0.876\t0.984\t0.562\t0.486\t0.573\t0.627\n0\t0.616\t-1.337\t0.361\t1.222\t0.980\t1.020\t-0.433\t-0.552\t2.173\t0.567\t2.504\t-1.572\t0.000\t1.157\t0.088\t1.524\t2.548\t0.711\t0.658\t0.351\t0.000\t1.173\t1.226\t0.984\t1.613\t1.344\t1.336\t2.007\n1\t0.698\t1.866\t-1.198\t0.694\t0.469\t0.418\t0.794\t-0.729\t0.000\t0.937\t0.245\t1.196\t2.215\t0.502\t1.118\t1.245\t0.000\t0.796\t-1.329\t-0.627\t1.551\t0.824\t1.063\t0.988\t0.938\t1.136\t1.046\t0.857\n1\t0.486\t0.996\t-0.332\t0.500\t0.087\t1.116\t0.145\t0.181\t2.173\t0.752\t-0.105\t-1.482\t0.000\t1.271\t0.831\t1.606\t0.000\t0.800\t-1.031\t1.243\t0.000\t0.879\t1.305\t0.987\t0.537\t0.734\t0.791\t0.689\n0\t0.555\t0.308\t-1.614\t1.483\t-0.530\t1.186\t0.670\t1.559\t1.087\t1.550\t0.791\t0.397\t0.000\t0.569\t1.139\t-0.434\t0.000\t0.594\t-0.199\t-0.976\t3.102\t1.031\t0.886\t1.043\t1.158\t0.792\t0.945\t0.881\n1\t0.853\t0.725\t-0.242\t1.191\t0.202\t1.176\t1.081\t-0.358\t0.000\t0.952\t0.627\t0.952\t1.107\t0.707\t1.639\t1.459\t0.000\t1.298\t0.015\t-1.662\t3.102\t1.010\t0.977\t0.978\t1.120\t0.779\t0.868\t0.808\n0\t0.713\t2.002\t1.506\t0.589\t0.324\t0.964\t-0.887\t-1.201\t0.000\t0.739\t1.144\t-0.181\t2.215\t1.182\t0.567\t0.992\t0.000\t1.161\t0.799\t-1.313\t3.102\t0.910\t0.859\t0.989\t0.684\t0.718\t0.634\t0.618\n1\t0.955\t1.692\t-0.461\t0.558\t-0.006\t0.977\t0.592\t-1.369\t0.000\t1.003\t1.527\t0.991\t2.215\t1.252\t0.947\t0.159\t2.548\t0.423\t-1.318\t1.251\t0.000\t1.086\t0.993\t0.977\t0.951\t0.873\t0.836\t0.775\n0\t0.417\t1.279\t0.590\t1.059\t-0.408\t1.202\t-0.306\t1.116\t1.087\t1.499\t0.935\t-0.514\t2.215\t1.081\t0.351\t1.150\t0.000\t0.524\t1.908\t1.201\t0.000\t0.917\t1.156\t0.989\t0.775\t2.379\t1.265\t1.041\n1\t0.498\t1.290\t-1.594\t0.869\t0.886\t1.033\t0.239\t-0.595\t0.000\t1.067\t0.687\t1.450\t2.215\t0.974\t0.933\t-0.867\t0.000\t1.473\t0.011\t0.478\t3.102\t0.847\t1.111\t0.986\t0.635\t0.957\t0.972\t0.838\n1\t0.995\t-0.144\t-1.352\t0.625\t1.117\t0.783\t0.840\t-0.587\t0.000\t0.647\t-0.298\t-0.415\t2.215\t1.401\t0.195\t1.113\t1.274\t0.928\t-1.547\t0.842\t0.000\t2.662\t1.510\t0.990\t0.701\t1.028\t1.112\t0.937\n0\t0.588\t0.490\t-0.137\t1.607\t0.439\t0.457\t-0.449\t-1.272\t0.000\t1.017\t-1.317\t-0.695\t1.107\t1.084\t-1.229\t1.550\t0.000\t1.156\t-0.334\t1.638\t3.102\t0.923\t0.967\t0.996\t1.155\t0.974\t1.414\t1.296\n1\t0.361\t1.296\t0.253\t2.219\t-0.519\t1.460\t0.541\t1.522\t2.173\t0.748\t0.440\t-1.186\t2.215\t1.310\t-0.781\t-0.054\t0.000\t1.239\t-0.517\t0.422\t0.000\t1.034\t1.124\t0.989\t2.119\t0.992\t1.440\t1.647\n0\t0.522\t0.673\t1.375\t0.810\t-1.038\t0.827\t-1.139\t0.225\t2.173\t0.536\t-0.735\t-0.198\t2.215\t1.062\t-0.609\t1.450\t0.000\t1.218\t0.313\t-1.486\t0.000\t0.908\t0.911\t0.987\t1.033\t0.413\t0.836\t0.752\n0\t0.673\t-0.093\t-0.641\t0.895\t0.400\t0.580\t-0.460\t-1.628\t0.000\t0.442\t-0.782\t-0.766\t1.107\t1.048\t0.022\t0.823\t2.548\t1.249\t0.747\t-0.067\t0.000\t0.999\t0.876\t0.988\t0.718\t0.780\t0.671\t0.687\n0\t0.323\t-0.612\t-0.674\t1.572\t-1.658\t1.085\t-1.065\t0.500\t0.000\t1.298\t-1.658\t-0.932\t0.000\t1.056\t-0.243\t0.949\t2.548\t1.301\t-1.402\t0.851\t3.102\t0.788\t1.140\t0.982\t1.247\t0.694\t1.206\t1.022\n0\t0.795\t0.140\t-0.749\t1.015\t-1.068\t0.493\t-1.159\t0.144\t2.173\t0.667\t-0.358\t-0.624\t0.000\t0.699\t0.239\t1.413\t0.000\t1.435\t-0.861\t1.190\t3.102\t1.065\t0.924\t0.975\t1.341\t0.722\t1.098\t0.908\n1\t0.975\t2.058\t0.686\t1.015\t0.081\t0.831\t0.705\t-0.999\t2.173\t0.593\t1.054\t1.663\t0.000\t0.716\t-2.126\t-1.049\t0.000\t1.030\t1.131\t0.573\t0.000\t0.858\t0.975\t0.992\t1.016\t0.986\t0.945\t0.801\n0\t0.845\t1.026\t-0.231\t1.208\t0.641\t1.112\t2.071\t-1.213\t0.000\t0.741\t-0.818\t-0.355\t2.215\t0.913\t-0.531\t1.544\t0.000\t1.169\t0.895\t1.272\t0.000\t0.836\t0.994\t0.991\t0.616\t0.868\t0.785\t0.693\n0\t0.352\t0.838\t0.984\t2.691\t1.306\t1.038\t1.023\t-0.630\t2.173\t0.880\t0.241\t-0.729\t0.000\t1.183\t-0.001\t0.413\t2.548\t0.868\t0.122\t-1.661\t0.000\t0.849\t0.940\t0.985\t1.826\t1.341\t1.268\t1.051\n0\t1.195\t0.272\t-1.599\t0.357\t-1.185\t0.477\t-1.237\t1.368\t2.173\t0.810\t0.329\t-0.163\t0.000\t1.148\t-0.846\t0.348\t2.548\t0.474\t0.662\t1.223\t0.000\t0.788\t1.027\t0.999\t1.264\t0.748\t1.001\t0.861\n0\t2.342\t-1.590\t1.625\t0.750\t-1.145\t1.513\t0.440\t-0.019\t2.173\t0.600\t-0.055\t0.146\t0.000\t1.147\t-0.900\t-1.612\t2.548\t0.371\t-0.439\t-1.550\t0.000\t0.632\t0.760\t1.106\t2.743\t2.069\t1.794\t1.322\n0\t0.500\t-0.872\t1.264\t0.767\t-1.713\t1.014\t-0.311\t0.633\t2.173\t1.145\t-0.142\t-1.509\t0.000\t1.050\t0.233\t-0.153\t1.274\t1.684\t-1.317\t-0.525\t0.000\t1.022\t1.028\t0.990\t1.393\t0.915\t1.165\t1.148\n0\t0.281\t0.263\t1.035\t2.106\t-1.301\t0.952\t-0.352\t-0.688\t2.173\t0.771\t-0.351\t-0.023\t0.000\t1.716\t-0.995\t1.204\t2.548\t1.554\t0.096\t0.505\t0.000\t0.778\t0.944\t0.986\t0.849\t1.688\t0.992\t0.889\n0\t1.464\t1.744\t-0.451\t1.253\t0.104\t1.117\t1.434\t-1.687\t0.000\t1.552\t0.783\t0.142\t1.107\t1.420\t0.664\t1.364\t2.548\t1.304\t0.290\t-1.564\t0.000\t1.086\t0.876\t0.981\t1.117\t1.409\t1.154\t1.230\n1\t1.150\t-1.556\t-1.051\t0.368\t-0.464\t0.686\t-0.252\t-0.469\t2.173\t0.880\t-1.415\t0.361\t0.000\t0.705\t-2.230\t0.958\t0.000\t1.166\t-0.699\t-1.460\t3.102\t0.891\t0.825\t1.001\t0.751\t0.788\t0.874\t0.780\n1\t0.829\t0.175\t-1.635\t1.634\t-1.267\t0.485\t2.156\t-0.234\t0.000\t0.536\t-0.679\t0.732\t0.000\t0.626\t1.387\t0.337\t0.000\t1.066\t-1.199\t1.292\t3.102\t1.243\t0.801\t0.976\t0.819\t0.691\t0.740\t0.814\n0\t0.840\t-0.872\t0.152\t0.473\t1.329\t1.468\t-1.238\t-0.137\t2.173\t1.043\t0.327\t1.603\t0.000\t1.352\t-0.170\t-1.531\t1.274\t0.587\t-0.644\t1.243\t0.000\t0.679\t0.587\t0.990\t1.051\t1.934\t1.262\t1.010\n0\t0.374\t-0.832\t0.956\t0.923\t-0.913\t1.463\t0.317\t0.483\t2.173\t0.855\t-0.982\t-1.439\t2.215\t1.010\t0.498\t-0.739\t0.000\t1.367\t0.239\t-1.502\t0.000\t0.839\t0.962\t0.988\t1.846\t2.006\t1.352\t1.212\n1\t0.875\t0.761\t-1.431\t0.296\t-0.013\t0.953\t0.639\t0.586\t0.000\t1.389\t1.333\t-0.975\t2.215\t0.827\t1.584\t0.685\t0.000\t0.816\t0.992\t1.372\t3.102\t0.929\t0.709\t0.982\t0.928\t0.827\t0.939\t0.852\n1\t1.004\t2.119\t1.087\t0.962\t-0.192\t1.337\t1.017\t-1.592\t2.173\t0.932\t-0.968\t0.263\t0.000\t0.820\t-1.595\t0.130\t0.000\t0.585\t1.275\t-0.779\t1.551\t0.949\t0.980\t1.244\t1.435\t0.670\t1.157\t1.290\n0\t0.852\t0.020\t0.730\t0.506\t-0.891\t1.080\t0.026\t-0.156\t2.173\t0.883\t1.895\t-1.649\t0.000\t1.700\t-1.733\t-1.540\t0.000\t1.210\t0.614\t0.424\t0.000\t1.553\t1.299\t0.984\t0.816\t0.861\t1.145\t0.916\n0\t0.835\t-0.911\t0.622\t0.436\t-0.916\t1.437\t-0.935\t-0.856\t0.000\t1.295\t-0.086\t1.105\t2.215\t0.875\t0.678\t1.310\t2.548\t0.780\t0.642\t0.578\t0.000\t2.205\t1.714\t0.988\t0.787\t0.528\t1.260\t0.999\n1\t1.273\t0.578\t-1.504\t0.366\t1.536\t2.400\t0.606\t-0.424\t0.000\t1.108\t0.053\t0.323\t0.000\t1.946\t0.526\t1.486\t0.000\t2.766\t0.983\t1.287\t3.102\t0.937\t0.908\t0.981\t0.792\t0.770\t0.678\t0.641\n1\t0.788\t-1.615\t-0.225\t1.188\t-0.385\t2.395\t-1.534\t1.187\t0.000\t2.656\t-0.660\t-0.647\t0.000\t1.113\t-0.674\t0.983\t2.548\t0.812\t0.456\t-0.910\t3.102\t1.158\t0.876\t0.987\t1.323\t0.877\t1.222\t1.265\n1\t0.966\t0.666\t0.055\t1.455\t0.828\t0.355\t2.038\t0.708\t0.000\t0.691\t-0.369\t-1.654\t2.215\t0.862\t0.788\t-1.095\t2.548\t0.713\t1.280\t-1.219\t0.000\t0.784\t1.113\t1.055\t0.909\t0.674\t0.795\t0.768\n1\t0.404\t-1.174\t-0.508\t1.436\t1.090\t0.701\t0.343\t1.637\t0.000\t0.899\t1.893\t-1.050\t0.000\t1.101\t-0.514\t0.251\t2.548\t1.519\t0.943\t-0.096\t3.102\t0.827\t1.134\t1.046\t1.444\t0.991\t0.987\t0.979\n1\t0.706\t-0.230\t1.538\t0.754\t1.107\t0.891\t-0.082\t0.774\t2.173\t1.396\t-0.678\t-1.064\t0.000\t1.086\t-1.149\t-0.332\t2.548\t1.056\t-1.679\t-0.950\t0.000\t0.816\t1.237\t0.984\t0.881\t1.283\t0.870\t0.786\n1\t0.996\t0.662\t0.845\t0.471\t-0.146\t0.621\t1.557\t-1.517\t0.000\t1.330\t-0.083\t0.244\t2.215\t1.157\t-1.036\t1.411\t0.000\t1.063\t0.064\t-0.977\t3.102\t0.780\t0.767\t0.984\t0.691\t0.961\t0.983\t0.856\n1\t0.290\t-0.999\t1.421\t0.347\t0.151\t0.555\t-0.649\t-0.479\t2.173\t0.756\t1.104\t1.371\t0.000\t0.757\t0.844\t0.486\t0.000\t1.026\t0.756\t-1.168\t1.551\t0.839\t0.757\t0.983\t0.812\t0.831\t0.805\t0.689\n1\t0.642\t2.091\t0.036\t1.298\t1.111\t1.525\t2.086\t-0.899\t0.000\t1.078\t1.173\t1.374\t2.215\t0.831\t0.308\t0.465\t2.548\t1.121\t-1.012\t1.543\t0.000\t5.320\t2.996\t1.042\t0.859\t0.862\t1.872\t1.586\n0\t0.668\t-0.119\t0.887\t0.428\t0.775\t0.802\t0.245\t-1.497\t0.000\t0.602\t0.118\t-0.051\t2.215\t0.885\t1.320\t-0.178\t0.000\t1.605\t2.452\t1.455\t0.000\t1.255\t1.023\t0.979\t0.516\t0.353\t0.718\t0.828\n1\t1.408\t1.125\t-0.476\t0.578\t-0.702\t2.153\t-0.830\t0.871\t0.000\t2.059\t0.651\t-1.087\t2.215\t0.966\t-0.058\t-1.050\t2.548\t0.990\t1.746\t0.495\t0.000\t1.046\t1.005\t0.985\t0.899\t0.565\t0.861\t0.774\n1\t0.897\t1.228\t-0.801\t0.264\t0.572\t0.471\t-0.912\t-0.001\t2.173\t0.278\t-0.996\t1.029\t0.000\t0.830\t0.153\t-1.384\t2.548\t1.308\t1.011\t-1.550\t0.000\t1.217\t1.157\t0.982\t0.629\t0.863\t0.746\t0.691\n1\t0.887\t0.011\t1.354\t0.823\t-1.716\t1.108\t-0.253\t-0.734\t0.000\t1.137\t-0.437\t0.405\t2.215\t0.749\t0.785\t0.507\t0.000\t0.449\t-1.066\t-1.243\t3.102\t1.761\t1.064\t0.990\t1.172\t0.700\t0.865\t0.918\n0\t0.624\t0.900\t-0.234\t2.429\t0.436\t0.979\t1.221\t-1.717\t2.173\t0.638\t0.876\t-0.794\t0.000\t0.584\t1.727\t-1.434\t0.000\t0.397\t-0.132\t-1.021\t1.551\t0.928\t0.879\t0.989\t0.698\t0.630\t0.922\t0.807\n1\t0.474\t0.890\t1.571\t0.753\t-0.275\t0.790\t0.082\t-1.345\t0.000\t0.779\t0.992\t-1.193\t0.000\t0.667\t1.842\t0.395\t0.000\t1.522\t0.857\t0.746\t3.102\t0.905\t0.863\t0.988\t0.660\t0.309\t0.537\t0.568\n1\t1.151\t0.982\t1.237\t0.765\t1.066\t1.529\t1.164\t-0.245\t0.000\t0.495\t-2.483\t1.638\t0.000\t1.267\t0.962\t-1.540\t2.548\t0.612\t0.551\t-0.719\t0.000\t0.723\t1.226\t1.000\t0.485\t0.515\t0.734\t0.836\n0\t0.438\t-0.097\t-1.222\t1.760\t0.533\t1.386\t0.266\t-0.953\t0.000\t1.041\t-1.272\t1.042\t2.215\t1.764\t0.294\t0.465\t0.000\t0.962\t0.695\t-0.856\t0.000\t0.717\t1.097\t1.217\t1.025\t1.364\t1.001\t0.880\n1\t1.499\t0.005\t-0.254\t1.205\t0.613\t0.593\t-0.132\t1.740\t0.000\t0.593\t-0.122\t-0.742\t0.000\t1.467\t0.442\t1.566\t2.548\t0.378\t1.176\t-0.001\t1.551\t0.989\t0.857\t1.311\t0.695\t0.625\t0.777\t0.758\n1\t0.567\t-0.666\t-1.415\t1.213\t0.197\t0.799\t1.065\t-0.010\t2.173\t0.644\t2.845\t1.415\t0.000\t0.950\t-0.027\t-1.320\t0.000\t0.392\t0.750\t-0.840\t3.102\t0.430\t1.212\t1.141\t0.672\t0.406\t0.766\t1.221\n1\t1.073\t-1.687\t-0.875\t1.510\t-1.101\t1.968\t-1.202\t0.589\t1.087\t1.587\t-0.716\t-0.764\t1.107\t1.570\t-0.107\t-1.205\t0.000\t2.795\t0.091\t1.105\t0.000\t2.033\t1.855\t1.001\t2.214\t2.521\t1.845\t1.960\n1\t0.638\t-1.434\t1.738\t2.542\t1.402\t2.976\t-0.052\t-0.193\t0.000\t1.138\t0.046\t-1.440\t2.215\t1.392\t-0.780\t1.732\t0.000\t0.852\t-0.084\t-0.916\t0.000\t0.945\t0.748\t0.993\t1.537\t1.421\t1.164\t0.999\n0\t0.746\t-1.983\t0.262\t0.211\t-0.771\t1.027\t-2.452\t-1.185\t0.000\t0.413\t-1.113\t-0.857\t0.000\t1.133\t-1.067\t0.053\t2.548\t3.278\t-0.419\t1.122\t3.102\t1.068\t1.254\t0.977\t1.035\t1.309\t1.406\t1.104\n1\t1.440\t-0.205\t-0.386\t1.177\t-0.009\t0.785\t2.121\t-1.136\t0.000\t1.739\t0.231\t1.151\t2.215\t0.755\t-0.148\t-1.263\t2.548\t0.687\t-0.996\t0.893\t0.000\t3.069\t1.831\t0.985\t1.595\t1.032\t1.426\t1.485\n1\t0.878\t0.321\t1.706\t1.395\t0.884\t0.773\t-0.377\t-0.788\t1.087\t1.270\t-0.078\t-0.125\t2.215\t0.928\t-0.250\t1.059\t0.000\t0.415\t-1.460\t-0.935\t0.000\t0.866\t0.987\t1.034\t1.148\t0.850\t0.958\t0.837\n1\t0.778\t0.921\t-1.002\t0.566\t0.163\t0.825\t0.010\t1.277\t0.000\t0.579\t-0.708\t0.780\t0.000\t1.415\t0.312\t-0.736\t2.548\t0.983\t1.105\t-1.663\t3.102\t0.956\t0.776\t0.989\t0.629\t0.812\t0.778\t0.699\n1\t0.712\t-0.705\t0.465\t1.298\t-1.028\t0.642\t-0.294\t-0.910\t0.000\t0.756\t0.213\t1.325\t1.107\t1.037\t-0.471\t-0.328\t2.548\t0.615\t2.148\t0.963\t0.000\t2.132\t1.404\t1.298\t0.752\t1.003\t1.027\t0.989\n1\t0.964\t1.066\t0.887\t0.490\t-0.425\t1.223\t0.168\t-0.097\t2.173\t0.850\t0.358\t-1.503\t1.107\t0.535\t-2.569\t1.450\t0.000\t0.893\t0.908\t1.607\t0.000\t0.502\t0.959\t0.987\t0.887\t1.439\t0.962\t0.761\n1\t0.948\t-0.370\t0.162\t0.995\t1.310\t0.961\t-0.575\t-0.146\t0.000\t1.047\t-0.217\t1.288\t2.215\t1.032\t0.388\t-1.416\t2.548\t0.930\t-0.956\t-0.978\t0.000\t1.068\t1.169\t1.157\t0.752\t0.803\t0.945\t0.839\n1\t0.607\t0.032\t0.377\t1.100\t0.707\t2.024\t2.319\t-1.078\t0.000\t1.445\t0.319\t-0.405\t2.215\t2.327\t1.214\t1.023\t2.548\t1.651\t0.514\t0.781\t0.000\t1.157\t1.286\t0.977\t1.941\t2.131\t1.557\t1.249\n0\t1.980\t-0.593\t-1.501\t1.676\t-1.065\t1.343\t-0.054\t0.357\t0.000\t0.857\t-0.250\t-0.102\t0.000\t1.001\t1.020\t0.286\t2.548\t1.124\t-0.439\t1.096\t3.102\t0.945\t0.970\t0.986\t0.925\t0.921\t1.112\t1.180\n1\t0.494\t0.866\t0.434\t0.534\t-1.488\t1.251\t1.123\t0.195\t0.000\t0.583\t0.287\t-1.264\t2.215\t0.865\t-0.268\t1.394\t2.548\t0.402\t1.372\t0.792\t0.000\t1.182\t1.109\t0.991\t0.602\t0.560\t0.876\t0.768\n1\t0.740\t-0.267\t0.981\t1.515\t0.088\t0.475\t1.067\t1.192\t0.000\t0.602\t1.909\t-1.589\t0.000\t0.761\t0.401\t0.283\t0.000\t1.297\t-0.557\t-1.317\t3.102\t0.908\t0.771\t1.057\t0.780\t0.872\t0.730\t0.636\n1\t0.418\t-1.341\t-1.195\t0.993\t0.620\t0.653\t-0.192\t1.007\t2.173\t0.878\t-0.415\t-0.016\t2.215\t0.466\t-2.093\t-1.325\t0.000\t0.398\t-0.352\t-1.013\t0.000\t0.531\t0.866\t0.988\t0.977\t0.898\t0.869\t0.738\n0\t1.466\t-1.441\t1.026\t1.494\t0.805\t0.783\t1.658\t-0.686\t0.000\t0.631\t-0.129\t0.439\t2.215\t1.826\t0.418\t-0.916\t0.000\t1.771\t-1.033\t1.640\t3.102\t0.433\t0.934\t1.006\t0.943\t1.009\t0.975\t1.426\n1\t0.779\t-0.316\t1.595\t0.344\t-1.433\t1.283\t0.948\t0.873\t0.000\t0.787\t2.707\t-1.023\t0.000\t0.956\t0.137\t-0.212\t0.000\t0.931\t-1.955\t-0.728\t0.000\t0.531\t0.941\t0.986\t0.548\t0.471\t0.600\t0.595\n0\t1.097\t0.508\t1.591\t1.625\t-1.387\t0.619\t0.752\t-0.070\t2.173\t0.671\t0.273\t-0.408\t2.215\t0.771\t0.922\t1.020\t0.000\t1.280\t1.800\t0.904\t0.000\t0.674\t0.939\t0.983\t0.949\t0.365\t0.817\t0.847\n1\t0.941\t1.258\t-0.703\t0.478\t0.833\t0.905\t1.467\t0.876\t2.173\t0.780\t2.348\t-1.281\t0.000\t0.454\t0.211\t-0.214\t1.274\t0.530\t2.477\t-0.550\t0.000\t0.565\t0.894\t0.988\t0.879\t0.851\t0.831\t0.749\n1\t0.495\t1.051\t-0.732\t0.939\t1.523\t0.880\t0.234\t-0.857\t2.173\t0.776\t2.259\t1.686\t0.000\t0.951\t0.020\t1.588\t2.548\t1.479\t0.290\t0.551\t0.000\t2.007\t1.441\t0.986\t0.786\t0.927\t1.161\t0.939\n1\t0.645\t1.438\t0.116\t1.023\t-1.228\t1.050\t0.312\t1.008\t0.000\t0.713\t-0.451\t-1.144\t2.215\t1.051\t0.915\t-0.063\t0.000\t1.297\t1.072\t-1.542\t3.102\t0.846\t0.923\t1.052\t1.049\t0.913\t0.927\t0.806\n1\t1.819\t0.386\t0.099\t0.568\t1.696\t1.056\t-1.300\t-0.140\t0.000\t1.465\t0.224\t1.503\t0.000\t0.805\t-0.480\t0.574\t0.000\t2.158\t0.365\t-1.295\t3.102\t1.197\t1.388\t1.396\t1.111\t0.400\t1.173\t1.078\n1\t0.893\t0.540\t1.113\t1.274\t0.383\t1.452\t0.231\t-0.396\t2.173\t1.120\t0.231\t-1.027\t2.215\t2.629\t-1.920\t1.427\t0.000\t0.613\t1.443\t1.333\t0.000\t4.675\t3.190\t0.991\t1.316\t1.010\t2.430\t2.107\n0\t1.034\t-0.326\t-1.629\t1.085\t0.544\t0.566\t2.165\t1.739\t0.000\t0.804\t0.242\t-0.395\t2.215\t0.371\t0.048\t0.020\t2.548\t0.368\t-1.210\t-0.755\t0.000\t1.039\t0.718\t1.358\t0.696\t0.220\t0.614\t0.602\n0\t1.629\t-1.807\t0.711\t0.336\t-1.223\t0.668\t-0.779\t0.984\t2.173\t1.133\t1.442\t-1.302\t1.107\t1.712\t2.119\t-0.563\t0.000\t0.421\t-1.723\t-1.678\t0.000\t4.241\t2.552\t1.010\t0.777\t2.115\t2.018\t2.377\n1\t0.298\t1.146\t-0.522\t1.039\t0.127\t0.796\t0.352\t-1.369\t2.173\t0.565\t-0.528\t-0.300\t0.000\t1.141\t-0.494\t1.251\t2.548\t0.885\t-1.876\t-0.097\t0.000\t0.902\t1.036\t0.989\t0.999\t1.000\t0.995\t0.869\n1\t2.461\t-0.146\t-0.536\t0.933\t-0.950\t0.608\t2.724\t1.339\t0.000\t0.550\t0.385\t0.750\t1.107\t1.179\t-0.735\t0.773\t1.274\t0.508\t-0.189\t-1.394\t0.000\t1.863\t1.343\t0.996\t1.282\t0.547\t1.396\t1.438\n0\t1.007\t-0.208\t1.699\t0.385\t0.259\t1.108\t0.938\t-1.401\t2.173\t0.929\t-1.030\t0.158\t0.000\t0.682\t-0.843\t0.940\t0.000\t1.016\t0.329\t-0.155\t3.102\t0.795\t0.813\t0.985\t0.892\t1.060\t1.188\t0.955\n0\t0.607\t-1.016\t-0.654\t1.997\t-1.594\t0.729\t-0.657\t1.229\t2.173\t0.818\t0.157\t0.043\t2.215\t0.852\t0.087\t0.600\t0.000\t0.852\t0.649\t-0.674\t0.000\t0.917\t0.980\t1.141\t1.229\t1.107\t0.946\t0.887\n0\t0.593\t0.627\t-0.314\t1.696\t-1.175\t0.863\t-1.563\t1.272\t0.000\t0.715\t0.231\t1.258\t2.215\t0.924\t-0.358\t-0.121\t2.548\t0.960\t-1.478\t0.320\t0.000\t1.062\t1.117\t0.987\t0.871\t0.863\t0.906\t1.079\n1\t0.354\t1.548\t-1.558\t1.560\t-0.314\t0.760\t1.134\t0.025\t0.000\t2.273\t-0.074\t-1.737\t2.215\t1.561\t0.597\t0.667\t2.548\t1.780\t1.083\t-0.582\t0.000\t0.935\t1.131\t0.986\t1.604\t1.819\t1.481\t1.219\n1\t0.732\t0.451\t0.106\t1.338\t-0.226\t1.057\t0.191\t-0.067\t0.000\t1.008\t-0.448\t1.632\t2.215\t0.932\t0.773\t0.876\t0.000\t0.891\t0.896\t1.554\t0.000\t0.767\t1.106\t0.989\t1.526\t0.428\t1.206\t1.110\n1\t1.328\t-0.711\t0.349\t0.674\t1.086\t1.126\t-1.116\t-1.325\t2.173\t0.625\t-1.471\t0.091\t0.000\t0.654\t-0.233\t1.032\t0.000\t0.553\t-0.737\t-0.313\t3.102\t0.988\t1.216\t0.983\t0.577\t0.668\t0.831\t0.754\n1\t1.383\t0.264\t0.959\t0.529\t-0.163\t0.477\t2.741\t1.362\t0.000\t1.543\t0.606\t-0.769\t1.107\t0.824\t1.165\t-0.040\t2.548\t0.594\t-0.253\t0.858\t0.000\t0.783\t0.976\t1.004\t0.743\t0.834\t0.815\t0.713\n1\t2.025\t0.145\t0.064\t0.499\t-0.305\t0.436\t1.215\t-1.554\t0.000\t1.252\t0.598\t1.198\t2.215\t0.944\t0.154\t-0.966\t0.000\t0.886\t0.437\t0.520\t0.000\t0.963\t0.799\t0.995\t0.892\t0.544\t0.896\t0.797\n0\t0.396\t-0.918\t0.496\t0.672\t-1.344\t1.037\t0.122\t0.279\t2.173\t1.309\t-1.081\t-0.374\t0.000\t1.549\t-0.890\t0.268\t0.000\t1.874\t-1.722\t-1.226\t0.000\t0.928\t1.097\t0.990\t0.729\t1.707\t1.153\t1.016\n0\t1.511\t-0.077\t-0.626\t0.982\t-0.780\t0.587\t-1.109\t0.956\t0.000\t0.946\t-0.810\t0.376\t2.215\t0.918\t-0.374\t1.435\t0.000\t0.949\t0.208\t-1.616\t1.551\t0.729\t0.797\t0.983\t0.725\t0.965\t0.871\t0.912\n1\t0.676\t0.287\t-1.097\t0.527\t1.254\t1.203\t0.431\t0.524\t2.173\t0.949\t0.257\t0.025\t0.000\t1.786\t0.264\t-1.421\t2.548\t0.958\t-0.922\t-1.312\t0.000\t1.480\t1.301\t0.982\t1.030\t1.801\t1.152\t0.985\n1\t0.752\t-0.269\t-1.204\t0.882\t0.513\t0.607\t0.137\t0.207\t2.173\t0.992\t0.892\t-0.429\t2.215\t1.258\t0.420\t1.432\t0.000\t0.911\t1.241\t1.647\t0.000\t0.674\t1.020\t1.128\t0.957\t0.770\t0.833\t0.793\n0\t1.300\t0.079\t-0.980\t0.480\t1.038\t1.511\t-1.462\t-1.504\t0.000\t0.987\t-0.498\t0.515\t0.000\t0.947\t0.055\t-0.173\t0.000\t1.528\t0.539\t0.954\t3.102\t0.963\t0.950\t1.061\t0.839\t0.615\t0.772\t0.770\n0\t0.566\t0.628\t-0.331\t1.025\t-0.687\t1.647\t-1.046\t-0.800\t2.173\t1.488\t-1.590\t1.142\t0.000\t1.365\t0.594\t0.251\t0.000\t2.429\t0.279\t1.140\t3.102\t0.656\t1.496\t0.991\t0.905\t2.622\t1.586\t1.306\n0\t1.744\t0.293\t-0.501\t1.144\t-0.967\t0.801\t1.246\t0.922\t1.087\t1.027\t0.370\t0.307\t0.000\t1.556\t1.001\t1.588\t1.274\t0.485\t-0.372\t-1.700\t0.000\t0.975\t0.979\t0.993\t1.214\t0.793\t1.067\t0.955\n1\t1.636\t0.355\t0.033\t0.537\t-0.373\t2.874\t-0.931\t1.150\t0.000\t1.774\t-1.398\t-0.680\t1.107\t1.537\t-0.201\t-0.764\t2.548\t0.598\t-1.045\t-1.054\t0.000\t0.871\t0.708\t0.992\t1.455\t1.144\t1.033\t0.902\n0\t1.394\t-0.688\t1.419\t0.428\t-1.458\t0.627\t-2.480\t-0.795\t0.000\t1.055\t0.207\t0.508\t1.107\t0.609\t1.782\t-1.461\t0.000\t1.314\t1.667\t0.032\t0.000\t0.962\t0.911\t0.989\t0.951\t0.743\t0.841\t0.942\n1\t2.178\t1.001\t1.288\t0.613\t-1.633\t1.476\t2.505\t0.087\t0.000\t1.890\t0.439\t-1.052\t2.215\t0.586\t-0.707\t0.514\t2.548\t0.399\t-2.246\t-0.173\t0.000\t7.960\t4.417\t0.983\t1.362\t1.324\t2.875\t2.237\n1\t1.165\t-0.681\t0.410\t0.326\t-0.928\t1.231\t-0.423\t0.099\t0.000\t1.372\t-0.162\t-1.586\t0.000\t1.591\t-0.332\t-0.959\t2.548\t1.437\t-0.057\t1.102\t3.102\t0.918\t1.032\t0.994\t0.880\t1.122\t0.914\t0.768\n1\t0.657\t0.125\t-0.506\t0.259\t-0.471\t0.698\t-0.749\t-0.190\t2.173\t0.999\t-1.674\t1.528\t0.000\t0.997\t-0.425\t0.475\t0.000\t1.778\t-0.347\t-1.740\t3.102\t1.613\t1.194\t0.987\t0.614\t1.178\t0.961\t0.829\n1\t0.581\t-1.114\t0.022\t0.488\t1.513\t1.093\t-1.188\t0.520\t2.173\t1.281\t-0.653\t-1.029\t0.000\t0.826\t-0.825\t1.493\t2.548\t0.552\t-1.555\t-1.332\t0.000\t0.755\t0.751\t0.987\t0.887\t0.926\t0.915\t0.789\n0\t0.878\t0.769\t-1.108\t0.292\t0.224\t0.591\t-0.751\t-0.003\t2.173\t0.753\t-1.743\t1.546\t0.000\t0.810\t-0.828\t1.041\t2.548\t0.574\t0.627\t-0.866\t0.000\t1.576\t0.988\t0.988\t0.802\t0.700\t0.764\t0.764\n0\t1.810\t-0.784\t-1.512\t0.388\t1.489\t0.456\t0.607\t-0.996\t2.173\t0.699\t-0.644\t0.548\t0.000\t0.543\t-0.419\t0.182\t1.274\t0.779\t0.632\t0.207\t0.000\t0.798\t0.893\t0.980\t0.762\t0.644\t0.646\t0.692\n0\t1.273\t0.617\t0.148\t0.395\t1.155\t0.807\t0.802\t0.645\t1.087\t0.848\t0.857\t-1.008\t2.215\t0.895\t1.969\t-1.208\t0.000\t0.462\t1.382\t-1.728\t0.000\t0.629\t0.854\t0.989\t0.885\t1.213\t0.753\t0.663\n1\t0.713\t-1.241\t-1.592\t1.148\t0.674\t0.836\t-0.711\t-1.384\t1.087\t0.633\t-1.450\t-0.412\t0.000\t1.139\t-2.346\t0.018\t0.000\t0.718\t-1.416\t1.015\t3.102\t0.890\t0.744\t1.117\t0.947\t0.800\t0.895\t0.813\n1\t0.934\t0.768\t1.314\t0.395\t0.217\t0.945\t0.540\t-1.464\t2.173\t1.020\t-0.419\t0.522\t2.215\t0.416\t-0.531\t-0.347\t0.000\t0.845\t0.359\t-0.124\t0.000\t0.370\t0.863\t0.991\t1.100\t1.588\t1.000\t0.816\n1\t1.049\t-0.619\t1.501\t0.127\t-1.021\t1.048\t-1.099\t1.100\t0.000\t1.186\t0.038\t-1.022\t2.215\t1.320\t-0.382\t0.226\t2.548\t1.896\t-0.103\t-0.363\t0.000\t2.360\t1.482\t0.982\t0.817\t1.238\t1.186\t0.989\n0\t1.056\t0.171\t1.094\t0.575\t-1.594\t1.652\t1.936\t1.598\t0.000\t1.352\t0.234\t0.028\t2.215\t0.798\t-0.013\t-0.878\t0.000\t1.457\t-0.311\t-0.357\t1.551\t0.833\t0.971\t0.979\t0.851\t0.585\t0.788\t0.728\n0\t1.183\t1.136\t-1.018\t1.394\t-0.232\t0.707\t0.753\t1.281\t2.173\t0.570\t0.119\t-0.310\t0.000\t0.452\t2.703\t-1.515\t0.000\t0.668\t1.460\t0.379\t0.000\t0.965\t0.747\t1.158\t0.765\t0.323\t0.759\t0.679\n0\t1.160\t-0.248\t-0.572\t0.633\t0.332\t0.850\t-0.849\t-1.077\t2.173\t1.132\t-0.816\t0.782\t0.000\t0.933\t-1.308\t0.288\t0.000\t1.249\t-0.815\t1.742\t1.551\t0.830\t0.912\t0.991\t0.824\t0.620\t0.868\t0.797\n1\t1.114\t1.168\t1.580\t1.282\t-0.966\t1.040\t-0.600\t0.056\t2.173\t0.469\t-1.764\t1.296\t0.000\t0.513\t-1.080\t0.700\t0.000\t0.802\t0.308\t-0.793\t3.102\t0.454\t0.921\t1.242\t0.714\t0.829\t1.128\t1.142\n1\t0.632\t0.830\t-0.929\t0.630\t-0.487\t1.347\t-0.019\t-0.315\t1.087\t1.026\t-1.208\t1.417\t0.000\t2.047\t-0.079\t1.015\t0.000\t1.061\t0.000\t1.551\t3.102\t1.570\t0.961\t0.988\t1.520\t1.257\t1.272\t1.495\n0\t2.021\t0.557\t-0.801\t0.303\t0.156\t1.628\t1.339\t0.979\t0.000\t2.136\t0.843\t-1.130\t2.215\t2.051\t-0.069\t0.188\t0.000\t1.661\t0.292\t1.200\t3.102\t1.561\t1.396\t0.990\t0.889\t1.534\t1.519\t1.228\n1\t0.807\t1.393\t1.361\t0.858\t0.326\t0.723\t1.972\t0.026\t0.000\t0.446\t-0.827\t-0.041\t1.107\t1.608\t0.265\t-1.280\t2.548\t1.349\t-0.389\t-1.523\t0.000\t0.840\t0.959\t0.986\t0.912\t0.974\t0.841\t0.725\n1\t0.954\t0.667\t-1.664\t1.061\t-0.499\t1.025\t0.579\t0.917\t0.000\t1.470\t0.576\t-0.741\t1.107\t0.502\t0.138\t0.531\t2.548\t0.955\t1.398\t0.888\t0.000\t0.868\t0.597\t1.210\t0.802\t0.856\t0.937\t0.852\n0\t0.283\t-0.694\t-1.511\t1.221\t0.586\t0.623\t-0.662\t-0.846\t0.000\t0.872\t-0.529\t1.497\t2.215\t0.486\t1.096\t-0.440\t0.000\t0.721\t1.291\t0.395\t3.102\t0.805\t0.912\t0.986\t1.527\t1.077\t1.086\t0.982\n0\t0.799\t-1.774\t0.943\t1.203\t-0.704\t0.636\t-1.062\t-0.047\t2.173\t0.581\t-0.067\t1.128\t2.215\t0.499\t-2.052\t1.472\t0.000\t1.106\t-0.572\t-1.563\t0.000\t0.886\t0.915\t1.353\t1.093\t0.909\t0.823\t0.798\n1\t0.642\t1.009\t1.411\t1.663\t-0.376\t0.552\t0.698\t-0.574\t2.173\t0.764\t-0.215\t1.252\t0.000\t1.262\t0.268\t1.527\t0.000\t0.708\t-0.299\t0.254\t3.102\t0.539\t1.063\t1.430\t0.869\t0.582\t0.692\t0.791\n1\t0.480\t-1.077\t-0.547\t0.640\t-1.646\t0.772\t0.024\t0.285\t0.000\t1.193\t-0.651\t0.543\t0.000\t2.547\t-0.044\t-1.158\t2.548\t1.289\t0.800\t1.327\t3.102\t0.860\t1.201\t0.992\t1.602\t1.308\t1.413\t1.370\n1\t1.029\t-0.317\t-1.317\t0.819\t-0.308\t0.905\t-0.063\t0.898\t0.000\t0.552\t-0.648\t0.423\t0.000\t0.668\t0.527\t1.537\t2.548\t2.087\t0.160\t-0.862\t3.102\t0.817\t1.123\t1.005\t0.720\t0.770\t0.721\t0.689\n1\t1.005\t0.449\t-1.316\t0.636\t0.040\t0.622\t1.018\t-0.615\t2.173\t0.779\t-0.606\t1.380\t0.000\t0.909\t0.954\t0.907\t2.548\t0.646\t-1.102\t0.359\t0.000\t0.805\t0.991\t1.042\t0.680\t0.918\t0.918\t0.794\n1\t0.795\t1.450\t0.435\t0.702\t-1.369\t0.907\t0.644\t-1.069\t0.000\t0.755\t1.000\t-0.687\t0.000\t1.786\t-2.033\t1.245\t0.000\t1.869\t0.142\t-0.163\t3.102\t0.682\t0.947\t1.033\t0.995\t0.929\t0.946\t0.876\n1\t0.925\t0.674\t1.630\t0.644\t-0.917\t0.733\t0.263\t1.162\t0.000\t1.059\t0.492\t0.260\t0.000\t0.822\t-0.881\t-0.503\t2.548\t0.528\t0.618\t-1.197\t0.000\t0.949\t0.942\t0.990\t0.614\t0.149\t0.611\t0.632\n1\t0.818\t1.860\t0.766\t0.462\t1.071\t0.735\t-0.352\t-1.232\t2.173\t0.343\t1.304\t-0.802\t0.000\t0.379\t1.013\t-1.309\t0.000\t0.775\t0.116\t-0.268\t3.102\t0.252\t0.663\t1.002\t0.708\t0.642\t0.808\t0.646\n1\t0.309\t-0.578\t0.052\t1.897\t0.034\t1.197\t0.639\t-1.522\t2.173\t0.434\t-0.138\t-0.028\t0.000\t0.581\t0.680\t1.269\t0.000\t0.413\t0.589\t-0.007\t0.000\t0.961\t1.039\t0.982\t1.657\t0.812\t1.919\t1.573\n1\t2.452\t-0.781\t0.204\t0.652\t0.594\t0.444\t-0.446\t1.300\t0.000\t0.572\t-1.248\t-1.144\t2.215\t0.788\t-2.123\t-1.248\t0.000\t1.095\t-0.230\t-1.413\t3.102\t1.402\t0.979\t0.978\t1.020\t0.413\t0.812\t0.872\n1\t1.815\t-1.781\t0.031\t0.317\t1.597\t0.720\t-0.263\t-1.685\t2.173\t0.661\t-2.122\t1.219\t0.000\t1.083\t-0.673\t-1.189\t1.274\t0.424\t-0.938\t0.139\t0.000\t0.686\t1.037\t1.038\t0.995\t0.544\t0.948\t0.822\n0\t1.002\t0.257\t0.346\t0.609\t0.424\t0.438\t-0.647\t-1.047\t0.000\t0.652\t-0.127\t1.209\t2.215\t1.243\t0.210\t-0.523\t2.548\t0.794\t0.742\t-1.643\t0.000\t0.893\t0.775\t0.990\t0.829\t0.972\t0.750\t0.745\n1\t0.663\t1.282\t0.372\t0.981\t-1.618\t0.464\t2.050\t-1.356\t0.000\t0.444\t0.894\t-1.040\t2.215\t0.450\t1.970\t-0.214\t0.000\t0.811\t-0.709\t1.114\t3.102\t0.705\t1.304\t1.090\t0.628\t0.743\t0.788\t0.705\n0\t1.500\t-0.052\t-0.710\t0.447\t-0.970\t1.012\t0.312\t0.632\t0.000\t1.630\t0.414\t-1.367\t2.215\t0.988\t1.159\t0.693\t0.000\t0.398\t0.482\t-1.682\t3.102\t0.900\t0.679\t1.002\t1.066\t0.211\t0.951\t1.009\n1\t0.768\t0.027\t-0.585\t1.095\t1.499\t0.819\t-1.588\t0.878\t2.173\t0.618\t-0.358\t-1.033\t0.000\t0.530\t-0.470\t0.219\t2.548\t0.588\t-1.725\t-0.739\t0.000\t0.780\t1.091\t1.211\t0.714\t0.657\t0.835\t0.774\n0\t1.011\t1.403\t1.410\t0.525\t0.414\t0.695\t0.147\t0.149\t2.173\t0.771\t-1.548\t-0.591\t0.000\t0.818\t0.230\t1.474\t0.000\t1.524\t0.723\t-0.875\t3.102\t1.007\t0.908\t0.985\t1.145\t0.956\t0.892\t0.806\n1\t0.622\t0.798\t-0.993\t0.353\t1.468\t0.568\t1.235\t-0.134\t0.000\t0.509\t0.766\t0.466\t2.215\t1.612\t0.824\t1.365\t2.548\t1.804\t1.415\t-0.647\t0.000\t0.934\t1.088\t0.995\t0.711\t0.700\t0.701\t0.752\n1\t0.617\t-0.880\t-1.739\t1.248\t0.669\t1.116\t0.165\t-0.675\t1.087\t0.815\t-0.045\t1.301\t0.000\t0.704\t0.018\t0.427\t0.000\t0.458\t0.852\t-0.708\t0.000\t0.893\t1.091\t1.004\t0.567\t0.425\t0.806\t0.740\n1\t0.976\t-0.338\t-0.840\t0.266\t0.011\t1.287\t0.008\t0.746\t1.087\t0.905\t-0.822\t-1.277\t0.000\t0.670\t-1.304\t-0.510\t0.000\t0.467\t-1.145\t1.678\t1.551\t0.841\t0.542\t0.986\t1.122\t0.865\t0.931\t0.856\n1\t1.380\t0.468\t-0.083\t2.257\t-0.477\t2.122\t0.291\t-1.013\t2.173\t1.557\t-2.280\t0.812\t0.000\t3.721\t-0.845\t1.211\t0.000\t0.916\t0.233\t0.415\t0.000\t0.826\t0.558\t0.992\t1.483\t1.052\t1.097\t1.030\n1\t0.564\t0.065\t0.700\t0.949\t1.742\t0.800\t0.111\t0.145\t2.173\t0.649\t-1.409\t-1.368\t0.000\t0.730\t-1.122\t-0.364\t0.000\t0.478\t0.843\t1.446\t3.102\t0.839\t0.899\t0.984\t0.930\t0.676\t0.812\t0.842\n0\t0.774\t-1.904\t0.443\t1.010\t-1.563\t0.675\t0.459\t-0.973\t0.000\t0.941\t0.914\t-0.402\t2.215\t1.028\t-0.577\t1.687\t2.548\t0.502\t0.056\t1.180\t0.000\t0.847\t0.801\t1.191\t1.985\t1.349\t1.330\t1.131\n1\t0.795\t0.308\t1.304\t1.933\t0.721\t1.018\t-0.089\t-0.620\t2.173\t0.628\t0.246\t-1.405\t0.000\t0.496\t2.611\t-1.724\t0.000\t0.774\t0.709\t0.007\t0.000\t0.911\t0.859\t0.991\t0.738\t0.759\t0.910\t0.796\n1\t0.908\t0.872\t-0.430\t0.679\t0.658\t0.418\t-2.499\t-1.145\t0.000\t0.371\t1.920\t-0.982\t0.000\t0.855\t0.376\t0.616\t2.548\t0.755\t-0.919\t0.975\t3.102\t0.218\t0.939\t0.985\t0.656\t0.548\t0.676\t0.637\n0\t0.293\t-1.776\t-0.717\t1.418\t0.858\t1.179\t-1.578\t-0.258\t0.000\t1.017\t-0.472\t1.519\t2.215\t1.014\t0.034\t-1.400\t2.548\t0.694\t1.898\t-0.447\t0.000\t1.177\t1.388\t0.992\t0.771\t0.600\t1.056\t0.908\n1\t0.457\t-1.194\t-1.139\t1.075\t-1.722\t0.752\t-2.528\t-1.705\t0.000\t1.787\t0.795\t0.412\t2.215\t1.193\t1.079\t0.305\t2.548\t2.026\t0.583\t-0.628\t0.000\t0.684\t3.049\t0.977\t1.395\t0.323\t2.556\t1.914\n1\t1.825\t0.002\t-1.336\t0.527\t1.003\t0.620\t-0.688\t-0.161\t2.173\t0.475\t-1.117\t0.068\t2.215\t1.310\t-0.175\t0.806\t0.000\t0.568\t-0.791\t-1.118\t0.000\t1.009\t0.875\t1.167\t0.924\t0.245\t0.757\t0.710\n1\t1.785\t0.701\t-1.416\t0.053\t-1.156\t0.897\t0.429\t-0.283\t0.000\t1.235\t0.491\t1.163\t2.215\t0.568\t-0.484\t0.163\t0.000\t0.466\t0.998\t0.057\t0.000\t0.817\t1.217\t1.001\t0.939\t1.324\t1.044\t0.965\n1\t0.865\t-0.648\t1.073\t2.164\t1.625\t0.844\t-0.216\t-0.033\t2.173\t0.761\t-0.293\t-1.221\t0.000\t0.723\t0.345\t-1.048\t2.548\t1.089\t0.759\t0.372\t0.000\t0.965\t0.952\t0.988\t0.843\t0.826\t0.928\t0.820\n1\t0.688\t-0.688\t-1.275\t0.140\t-0.418\t1.549\t-0.583\t-0.142\t2.173\t0.985\t-0.287\t-1.730\t0.000\t0.822\t1.819\t1.080\t0.000\t1.078\t-0.363\t-1.080\t3.102\t0.897\t0.737\t0.992\t1.132\t1.028\t1.004\t0.851\n0\t1.738\t0.359\t1.689\t0.741\t1.375\t0.673\t0.258\t-1.264\t2.173\t0.780\t-0.461\t0.151\t0.000\t0.649\t-0.183\t0.539\t0.000\t0.853\t-1.944\t-0.817\t0.000\t1.304\t1.313\t0.984\t1.366\t1.290\t1.252\t1.140\n0\t0.576\t0.343\t1.317\t1.394\t0.070\t1.741\t-0.614\t-1.353\t2.173\t1.566\t-0.199\t0.407\t2.215\t0.749\t-0.813\t1.647\t0.000\t0.688\t-0.578\t-0.198\t0.000\t0.793\t0.952\t1.120\t1.601\t2.482\t1.372\t1.061\n1\t1.244\t-1.721\t-0.998\t0.505\t-0.936\t0.874\t-1.178\t0.721\t2.173\t0.764\t-1.168\t0.287\t0.000\t0.478\t-1.487\t1.527\t0.000\t0.500\t0.302\t-1.336\t0.000\t0.857\t0.698\t0.990\t1.135\t0.698\t0.803\t0.701\n1\t1.525\t0.442\t1.474\t0.419\t0.150\t0.761\t-0.618\t-1.002\t2.173\t0.724\t-0.719\t0.101\t1.107\t0.890\t0.346\t-0.543\t0.000\t1.087\t-0.085\t0.530\t0.000\t0.931\t0.953\t1.030\t0.946\t0.918\t0.853\t0.757\n1\t0.313\t-0.852\t-0.562\t0.433\t0.533\t0.762\t0.471\t-0.145\t2.173\t1.144\t0.030\t-1.449\t2.215\t0.907\t-1.451\t1.595\t0.000\t0.496\t-0.354\t1.229\t0.000\t0.517\t0.861\t0.977\t0.663\t1.305\t0.949\t0.847\n0\t0.322\t-1.405\t-0.196\t0.868\t1.689\t0.565\t-0.334\t0.132\t0.000\t1.011\t-1.308\t0.047\t1.107\t0.828\t1.058\t-0.940\t2.548\t0.488\t0.055\t1.424\t0.000\t0.912\t0.705\t0.989\t0.954\t1.738\t1.306\t1.053\n0\t1.459\t-0.899\t-1.256\t0.285\t0.707\t0.943\t0.720\t0.691\t2.173\t0.500\t-1.382\t-1.367\t0.000\t1.204\t0.396\t-0.543\t0.000\t0.693\t0.098\t1.188\t0.000\t0.865\t1.263\t0.986\t0.687\t0.377\t0.941\t0.817\n0\t0.620\t0.199\t-0.401\t0.635\t1.359\t1.354\t0.445\t-0.923\t2.173\t1.631\t-1.158\t0.437\t2.215\t1.196\t0.065\t1.491\t0.000\t0.762\t-2.213\t1.149\t0.000\t1.952\t1.622\t0.990\t0.912\t2.871\t1.777\t1.453\n1\t1.961\t0.451\t1.730\t0.609\t-1.442\t0.798\t0.394\t-0.097\t2.173\t0.330\t0.117\t0.442\t0.000\t0.596\t-0.153\t0.753\t2.548\t0.659\t-0.320\t-0.722\t0.000\t0.549\t0.519\t0.983\t0.741\t0.644\t0.837\t0.669\n1\t0.691\t1.177\t0.070\t1.096\t-0.845\t1.005\t0.354\t1.204\t2.173\t1.196\t-0.020\t1.730\t0.000\t1.209\t0.327\t-0.670\t0.000\t1.616\t0.431\t-0.028\t0.000\t0.852\t0.808\t0.986\t1.120\t0.843\t0.871\t0.800\n1\t0.527\t1.443\t0.909\t0.867\t-0.265\t0.444\t1.925\t-0.243\t0.000\t0.910\t0.449\t1.309\t1.107\t0.863\t2.241\t-1.198\t0.000\t1.305\t-0.240\t1.530\t3.102\t0.893\t1.329\t0.988\t0.832\t0.425\t1.072\t0.904\n1\t0.493\t-0.642\t0.359\t0.247\t-0.793\t0.884\t0.643\t-1.413\t0.000\t1.033\t0.436\t0.617\t2.215\t1.269\t0.929\t-0.321\t0.000\t1.611\t-0.050\t1.742\t1.551\t1.626\t1.240\t0.990\t0.693\t1.032\t0.995\t0.825\n1\t0.625\t-1.036\t0.379\t0.728\t1.580\t1.636\t0.336\t-1.537\t2.173\t0.719\t-0.020\t0.561\t0.000\t1.682\t-0.064\t-0.115\t1.274\t0.371\t0.151\t-0.518\t0.000\t0.560\t1.212\t0.990\t0.868\t2.026\t1.098\t0.885\n1\t0.479\t0.731\t0.745\t2.542\t1.423\t0.781\t0.081\t-0.563\t2.173\t0.319\t2.145\t-0.077\t0.000\t0.271\t0.549\t-0.949\t2.548\t0.520\t1.439\t0.292\t0.000\t0.317\t0.757\t0.994\t0.648\t0.247\t0.925\t0.756\n1\t0.787\t0.347\t-0.441\t0.846\t0.716\t0.596\t-0.626\t-1.361\t2.173\t0.680\t1.006\t0.247\t0.000\t0.471\t2.102\t1.325\t0.000\t1.024\t0.648\t-1.269\t3.102\t0.929\t0.807\t0.988\t0.872\t0.636\t0.874\t0.777\n1\t0.603\t-0.206\t1.061\t0.813\t-0.166\t1.174\t0.743\t1.193\t2.173\t1.281\t0.196\t-0.303\t0.000\t0.905\t0.830\t-1.384\t1.274\t0.978\t0.123\t-0.989\t0.000\t0.846\t0.878\t0.987\t1.272\t0.943\t0.996\t0.954\n1\t0.729\t-1.717\t-0.464\t0.917\t-1.510\t2.182\t-1.620\t-0.910\t0.000\t2.733\t-1.271\t0.737\t2.215\t0.994\t-0.325\t1.068\t2.548\t0.749\t-1.669\t1.316\t0.000\t0.736\t0.860\t0.987\t1.081\t1.007\t1.122\t0.867\n1\t0.313\t0.134\t-1.634\t1.235\t-0.795\t0.955\t0.316\t1.159\t2.173\t0.761\t-0.944\t0.024\t2.215\t0.344\t0.057\t-1.025\t0.000\t0.383\t-0.618\t-1.676\t0.000\t0.276\t0.602\t0.985\t0.743\t1.378\t1.010\t0.740\n0\t1.242\t-0.467\t1.335\t0.830\t-0.557\t0.591\t0.432\t-1.201\t2.173\t0.769\t1.174\t0.488\t0.000\t0.307\t0.099\t-1.501\t1.274\t0.586\t-2.141\t1.225\t0.000\t2.881\t1.527\t1.394\t0.938\t0.166\t1.058\t0.933\n0\t0.867\t-0.305\t0.857\t1.095\t-0.599\t0.524\t0.725\t-0.741\t0.000\t0.773\t-0.984\t0.094\t2.215\t0.713\t-0.562\t-1.381\t2.548\t0.547\t-1.369\t1.134\t0.000\t1.463\t0.920\t1.305\t0.808\t0.782\t0.738\t0.697\n1\t1.217\t-0.038\t0.862\t0.793\t-1.092\t0.745\t1.435\t1.377\t0.000\t0.709\t-0.380\t0.104\t0.000\t1.246\t0.942\t-0.445\t2.548\t1.403\t-0.124\t-0.834\t3.102\t0.782\t0.820\t1.337\t0.854\t0.722\t0.767\t0.669\n0\t0.696\t0.741\t1.294\t1.161\t-0.657\t0.798\t-0.459\t1.189\t1.087\t0.762\t-0.542\t-0.597\t2.215\t0.568\t-0.267\t0.697\t0.000\t0.572\t1.332\t0.245\t0.000\t0.996\t0.914\t1.224\t0.912\t1.148\t0.901\t0.871\n0\t0.749\t0.968\t0.010\t0.992\t1.232\t0.770\t1.412\t0.251\t1.087\t0.554\t1.392\t-1.208\t0.000\t1.163\t0.183\t-1.281\t2.548\t1.040\t-0.613\t1.223\t0.000\t0.864\t0.980\t1.065\t0.748\t1.389\t1.190\t1.030\n1\t0.803\t1.840\t1.150\t0.977\t1.288\t1.547\t1.265\t0.087\t0.000\t0.898\t0.378\t-1.426\t0.000\t1.745\t-0.739\t-1.297\t2.548\t0.799\t-0.249\t-1.409\t3.102\t1.204\t1.051\t0.973\t0.791\t0.251\t1.008\t0.877\n1\t0.533\t-0.703\t0.400\t1.730\t0.180\t0.887\t0.057\t-1.199\t2.173\t0.793\t-1.095\t-0.321\t0.000\t1.593\t0.900\t1.655\t2.548\t1.054\t-0.279\t1.207\t0.000\t1.266\t1.199\t0.984\t2.469\t1.071\t1.786\t1.409\n1\t0.774\t-1.057\t0.736\t0.657\t-0.227\t0.968\t-0.605\t-1.141\t0.000\t1.371\t-1.474\t1.140\t0.000\t0.621\t-1.151\t0.042\t2.548\t0.744\t-0.616\t-0.347\t1.551\t2.450\t1.435\t0.987\t0.524\t0.225\t0.899\t0.810\n0\t1.735\t-0.522\t0.285\t0.122\t0.516\t1.273\t0.062\t1.657\t2.173\t0.403\t0.051\t1.257\t0.000\t0.736\t-2.530\t-0.739\t0.000\t1.688\t0.970\t1.654\t3.102\t1.021\t0.979\t0.993\t1.314\t0.898\t1.064\t0.914\n1\t0.793\t0.503\t-0.920\t1.837\t-0.247\t1.180\t1.558\t0.630\t0.000\t1.787\t1.462\t-1.419\t2.215\t0.914\t1.180\t1.272\t2.548\t0.597\t0.553\t1.730\t0.000\t1.230\t0.816\t0.990\t1.566\t0.903\t1.130\t1.135\n1\t0.793\t-0.557\t-0.341\t0.871\t-1.317\t1.137\t0.152\t-1.143\t2.173\t1.562\t0.794\t0.960\t0.000\t2.009\t0.559\t0.181\t2.548\t0.410\t0.527\t-1.601\t0.000\t0.779\t1.065\t0.984\t0.961\t1.805\t1.163\t1.156\n0\t0.826\t0.508\t-1.254\t0.892\t-0.563\t1.564\t-1.330\t0.874\t0.000\t1.390\t-0.063\t-1.131\t2.215\t1.442\t-0.655\t0.304\t2.548\t1.049\t-2.275\t-0.879\t0.000\t0.865\t0.976\t0.987\t0.641\t1.532\t1.267\t1.132\n1\t0.827\t-1.069\t-1.510\t1.764\t1.710\t0.938\t0.240\t1.347\t1.087\t0.686\t-1.915\t-0.125\t0.000\t1.592\t2.013\t0.512\t0.000\t1.298\t0.577\t-0.182\t0.000\t0.685\t0.767\t1.000\t0.839\t1.273\t1.129\t1.054\n0\t0.401\t-0.731\t0.449\t0.365\t0.795\t0.764\t-0.010\t-1.187\t2.173\t0.844\t0.429\t1.097\t0.000\t0.996\t0.378\t0.070\t2.548\t0.699\t-1.952\t-0.297\t0.000\t2.116\t1.445\t0.995\t0.910\t1.012\t1.062\t0.930\n0\t0.336\t1.414\t-0.213\t1.781\t1.715\t0.706\t0.713\t-1.307\t0.000\t0.894\t1.808\t0.578\t0.000\t1.047\t-0.382\t-1.198\t0.000\t0.982\t-0.914\t-0.221\t0.000\t0.942\t0.840\t1.057\t1.479\t0.390\t0.948\t0.941\n1\t0.669\t-0.352\t0.358\t0.544\t-1.347\t0.849\t1.402\t0.426\t0.000\t1.410\t0.475\t-0.315\t0.000\t2.084\t0.167\t-1.637\t2.548\t1.029\t0.433\t1.173\t3.102\t0.987\t0.794\t0.987\t1.020\t0.668\t0.902\t0.949\n0\t3.480\t-0.174\t-1.289\t0.637\t-1.577\t1.741\t-1.803\t0.434\t0.000\t0.819\t-0.354\t-0.649\t1.107\t0.906\t-0.814\t0.514\t2.548\t0.911\t-1.688\t1.211\t0.000\t1.254\t0.910\t0.978\t0.875\t0.830\t1.035\t1.555\n0\t1.373\t-2.041\t0.824\t0.092\t0.709\t0.858\t0.292\t-0.222\t0.000\t0.688\t-1.219\t1.451\t2.215\t0.924\t-0.274\t-1.475\t2.548\t0.543\t-2.269\t-1.456\t0.000\t0.684\t0.995\t0.989\t0.657\t0.587\t0.950\t1.097\n0\t0.562\t0.972\t1.152\t0.420\t1.356\t0.710\t-0.650\t0.291\t2.173\t1.035\t-0.765\t-0.758\t1.107\t1.535\t0.518\t-1.509\t0.000\t0.401\t-1.142\t0.690\t0.000\t1.259\t1.172\t0.992\t0.816\t1.026\t0.946\t0.825\n1\t0.336\t-1.189\t-1.503\t0.911\t-0.072\t1.164\t0.578\t-0.743\t2.173\t1.233\t-0.006\t1.452\t0.000\t1.033\t-0.342\t0.837\t0.000\t0.392\t-0.351\t0.402\t3.102\t0.966\t0.614\t0.993\t0.876\t0.719\t0.957\t0.813\n1\t0.458\t0.628\t-0.427\t0.409\t-0.463\t0.685\t-0.305\t-1.486\t0.000\t1.109\t-1.441\t0.488\t2.215\t0.689\t-0.845\t1.569\t0.000\t0.609\t0.931\t1.432\t0.000\t0.903\t0.805\t0.986\t0.898\t0.617\t0.907\t0.781\n0\t0.379\t0.037\t-0.744\t1.226\t1.027\t0.546\t-2.800\t0.928\t0.000\t0.892\t0.724\t-1.217\t2.215\t0.702\t-0.355\t-0.303\t1.274\t1.372\t1.011\t-0.723\t0.000\t0.955\t0.899\t0.988\t0.804\t0.796\t0.657\t0.656\n1\t1.727\t-0.498\t-1.120\t0.731\t1.664\t1.132\t-0.573\t0.390\t2.173\t0.658\t0.027\t-0.251\t0.000\t0.381\t-1.458\t0.621\t0.000\t0.657\t0.243\t1.679\t3.102\t0.884\t0.781\t0.989\t0.556\t0.932\t0.889\t0.770\n0\t0.628\t-1.046\t-0.454\t0.896\t0.196\t1.142\t0.554\t1.387\t0.000\t2.028\t-0.329\t-0.851\t2.215\t0.570\t-0.358\t1.015\t0.000\t1.018\t0.074\t0.501\t3.102\t0.862\t0.768\t0.989\t1.005\t1.249\t1.142\t0.982\n1\t0.574\t0.600\t0.940\t0.846\t-0.593\t1.459\t-0.399\t-0.477\t2.173\t1.322\t-0.926\t0.987\t0.000\t1.068\t1.908\t1.300\t0.000\t1.023\t-0.858\t-1.248\t3.102\t1.190\t0.908\t0.988\t0.922\t0.925\t1.014\t0.882\n0\t0.540\t1.383\t1.538\t0.611\t-0.367\t1.084\t0.822\t1.311\t2.173\t1.041\t-0.598\t-0.529\t2.215\t0.868\t-1.656\t0.416\t0.000\t0.808\t-0.847\t-1.249\t0.000\t0.997\t0.932\t0.986\t1.115\t1.985\t1.388\t1.560\n0\t1.941\t0.336\t-0.060\t0.369\t0.758\t1.039\t-0.226\t-1.656\t2.173\t0.505\t-0.450\t1.456\t0.000\t0.592\t-1.327\t-0.648\t0.000\t1.205\t-0.858\t0.161\t3.102\t0.906\t0.874\t0.980\t0.870\t1.278\t1.030\t0.897\n1\t0.841\t-0.136\t-1.431\t1.450\t0.052\t0.738\t-0.381\t-0.146\t0.000\t1.347\t0.766\t1.697\t2.215\t1.095\t0.616\t0.263\t2.548\t0.686\t-1.326\t0.829\t0.000\t1.089\t1.016\t1.488\t1.312\t1.243\t1.107\t0.984\n1\t1.647\t-0.522\t0.343\t0.513\t0.082\t0.417\t0.383\t-1.170\t1.087\t1.214\t1.590\t-1.348\t0.000\t0.659\t0.371\t0.427\t2.548\t0.533\t1.081\t0.990\t0.000\t0.918\t0.942\t0.984\t1.039\t0.648\t0.733\t1.119\n1\t0.420\t-1.688\t-1.293\t0.450\t-0.670\t1.235\t-0.211\t0.750\t0.000\t0.857\t0.061\t-0.893\t2.215\t1.005\t-1.233\t-1.687\t2.548\t0.810\t-0.575\t0.338\t0.000\t0.751\t0.758\t0.981\t0.722\t0.997\t0.648\t0.588\n1\t0.851\t-1.194\t-0.806\t0.930\t0.067\t0.610\t-0.822\t-0.048\t0.000\t0.422\t-0.448\t-0.251\t0.000\t0.619\t1.253\t-1.673\t0.000\t0.421\t-2.354\t-1.614\t0.000\t0.963\t0.976\t0.986\t0.879\t0.372\t0.715\t0.699\n1\t0.424\t1.480\t-1.248\t0.361\t-0.496\t0.973\t-0.054\t1.611\t0.000\t1.458\t-0.650\t-0.229\t2.215\t0.596\t0.222\t0.608\t2.548\t0.710\t-0.578\t0.483\t0.000\t1.156\t0.797\t0.991\t0.933\t0.824\t0.892\t0.785\n0\t0.305\t-0.054\t1.522\t0.948\t-0.956\t0.563\t-0.221\t-0.141\t0.000\t0.977\t0.415\t0.961\t2.215\t0.714\t-2.367\t0.901\t0.000\t1.427\t0.344\t-1.133\t3.102\t0.864\t1.019\t0.988\t0.650\t1.013\t0.738\t0.730\n0\t0.861\t0.407\t0.623\t2.301\t1.114\t0.943\t1.078\t-0.827\t0.000\t0.569\t2.089\t-1.018\t0.000\t1.373\t0.271\t-1.122\t2.548\t2.117\t-0.388\t0.398\t3.102\t0.904\t0.964\t0.987\t1.201\t1.375\t1.247\t1.246\n1\t1.908\t-0.359\t0.491\t1.126\t1.018\t0.894\t-1.042\t-0.945\t1.087\t0.573\t-0.377\t-0.488\t0.000\t0.769\t-0.626\t-1.623\t1.274\t0.397\t0.100\t-1.191\t0.000\t0.400\t0.524\t0.988\t0.868\t0.622\t0.954\t0.765\n0\t0.409\t-1.936\t1.310\t1.316\t0.147\t0.685\t0.575\t-1.016\t2.173\t0.737\t0.751\t0.423\t0.000\t1.178\t-0.024\t-1.495\t2.548\t0.653\t-0.977\t1.226\t0.000\t1.187\t1.031\t0.990\t2.364\t0.581\t1.696\t1.495\n1\t1.577\t0.788\t1.222\t0.762\t0.461\t2.274\t0.441\t-0.055\t0.000\t1.816\t0.993\t-1.307\t0.000\t0.718\t0.101\t1.606\t2.548\t0.626\t1.497\t-0.735\t0.000\t0.879\t0.858\t0.986\t0.622\t0.460\t0.539\t0.700\n0\t1.440\t0.466\t0.995\t0.082\t-1.377\t0.680\t0.374\t-0.093\t2.173\t1.227\t-0.834\t-1.212\t0.000\t1.033\t-1.169\t-0.756\t0.000\t1.034\t-1.883\t0.574\t0.000\t0.783\t0.861\t0.984\t0.861\t0.867\t0.892\t0.881\n1\t0.900\t-0.534\t0.823\t0.896\t0.038\t0.824\t1.035\t1.216\t1.087\t1.112\t0.683\t-1.437\t2.215\t0.706\t-0.547\t0.224\t0.000\t0.872\t1.988\t-0.706\t0.000\t0.853\t0.922\t0.993\t1.100\t0.989\t0.914\t0.785\n1\t1.722\t1.003\t0.098\t0.698\t0.134\t0.351\t-1.591\t0.470\t0.000\t0.653\t0.606\t-0.733\t1.107\t0.872\t-0.497\t-1.650\t2.548\t0.753\t0.974\t-0.734\t0.000\t0.775\t0.740\t0.986\t1.418\t0.771\t0.973\t0.877\n0\t1.564\t1.728\t1.652\t1.153\t0.960\t0.671\t-0.041\t-0.412\t0.000\t0.450\t-0.670\t1.662\t0.000\t0.637\t1.267\t-0.230\t2.548\t0.475\t-0.035\t0.331\t3.102\t1.181\t0.973\t1.086\t0.853\t0.386\t0.669\t0.939\n0\t0.519\t1.588\t-0.921\t1.333\t1.568\t0.617\t0.904\t0.956\t2.173\t0.613\t-0.101\t-0.590\t0.000\t1.036\t1.217\t-0.257\t2.548\t1.038\t0.054\t0.395\t0.000\t0.811\t0.904\t0.986\t0.851\t0.910\t0.701\t0.735\n0\t0.609\t-0.595\t1.181\t0.710\t-0.059\t0.585\t0.045\t-0.519\t0.000\t0.768\t-0.779\t-1.297\t2.215\t0.733\t1.140\t0.778\t2.548\t0.925\t-0.392\t0.380\t0.000\t0.865\t0.896\t0.985\t0.762\t1.234\t0.883\t0.786\n0\t2.584\t0.731\t-1.123\t0.620\t0.831\t1.953\t-0.881\t0.541\t0.000\t1.262\t1.422\t-1.009\t1.107\t0.666\t-0.483\t0.204\t0.000\t0.564\t-0.459\t-0.660\t0.000\t0.717\t1.399\t1.722\t1.075\t0.896\t1.824\t1.658\n1\t0.766\t-0.440\t0.946\t0.500\t-1.116\t1.247\t-0.274\t1.499\t2.173\t1.012\t-0.504\t-0.395\t2.215\t0.520\t0.117\t-1.114\t0.000\t1.899\t-0.364\t0.178\t0.000\t1.054\t0.771\t0.987\t0.799\t1.650\t0.980\t0.816\n0\t0.440\t-0.129\t0.770\t1.682\t-0.567\t1.283\t0.719\t1.450\t0.000\t0.851\t1.030\t-0.576\t2.215\t0.818\t0.524\t0.645\t2.548\t1.634\t2.092\t0.170\t0.000\t0.832\t0.877\t1.112\t0.848\t0.820\t0.861\t0.910\n1\t1.565\t1.356\t-0.034\t0.116\t0.649\t0.787\t-0.072\t1.510\t2.173\t0.913\t0.598\t-1.229\t2.215\t0.521\t1.789\t-0.819\t0.000\t0.967\t1.090\t0.592\t0.000\t0.793\t0.851\t0.975\t1.204\t0.891\t0.916\t0.810\n0\t1.516\t0.896\t-1.496\t0.484\t0.453\t0.345\t0.406\t1.613\t0.000\t0.976\t0.125\t0.125\t1.107\t0.770\t1.186\t0.362\t2.548\t0.465\t-1.146\t-1.014\t0.000\t0.755\t0.876\t1.166\t1.034\t0.604\t0.739\t0.710\n0\t0.571\t1.042\t0.164\t1.559\t0.010\t0.547\t-0.074\t0.884\t2.173\t0.595\t-0.796\t-1.468\t2.215\t0.737\t-0.318\t1.591\t0.000\t1.381\t0.648\t-1.149\t0.000\t0.958\t0.898\t0.991\t1.916\t0.784\t1.406\t1.202\n1\t0.945\t2.182\t1.374\t0.906\t1.208\t1.373\t1.123\t-0.480\t2.173\t0.563\t0.904\t1.688\t0.000\t0.452\t1.230\t0.690\t0.000\t0.665\t0.285\t0.460\t3.102\t0.627\t1.088\t0.983\t0.703\t0.862\t0.959\t0.779\n1\t1.131\t0.286\t-1.370\t0.294\t1.044\t0.474\t-0.275\t-0.277\t2.173\t0.825\t-0.613\t-0.808\t2.215\t0.941\t1.070\t0.586\t0.000\t0.905\t0.477\t0.192\t0.000\t0.471\t1.103\t0.989\t0.826\t0.454\t0.715\t0.723\n1\t1.120\t-1.164\t0.433\t0.568\t1.577\t0.887\t-1.363\t-1.012\t0.000\t1.696\t-0.944\t0.711\t2.215\t1.162\t-2.197\t-1.052\t0.000\t0.959\t-0.640\t1.616\t3.102\t0.993\t0.964\t0.987\t0.688\t0.846\t1.165\t0.966\n0\t0.903\t1.364\t1.229\t1.289\t-0.145\t0.881\t1.112\t-1.707\t2.173\t0.795\t1.656\t0.149\t0.000\t0.693\t0.571\t-0.762\t0.000\t0.640\t1.244\t-1.040\t0.000\t0.822\t1.040\t1.413\t1.212\t1.449\t1.043\t0.906\n0\t0.637\t1.299\t-1.708\t1.014\t-0.413\t1.056\t1.213\t0.361\t2.173\t0.826\t0.639\t-0.599\t0.000\t1.386\t-0.041\t-1.595\t2.548\t1.509\t-0.804\t1.233\t0.000\t0.843\t0.762\t1.024\t0.931\t1.798\t1.118\t1.025\n0\t0.500\t1.707\t0.262\t0.432\t1.336\t1.235\t0.838\t0.571\t2.173\t1.594\t0.653\t-0.756\t2.215\t1.060\t0.757\t-1.364\t0.000\t0.931\t1.258\t1.442\t0.000\t0.735\t1.004\t0.989\t0.765\t1.929\t1.098\t0.893\n0\t1.571\t0.271\t0.681\t0.093\t1.619\t1.373\t0.667\t-0.902\t0.000\t1.394\t-0.074\t1.265\t2.215\t0.959\t0.047\t-0.760\t0.000\t0.954\t0.310\t0.177\t3.102\t0.704\t0.887\t0.996\t0.861\t0.896\t1.064\t0.968\n0\t0.420\t-1.611\t-0.946\t0.618\t0.873\t0.800\t-0.321\t-0.701\t0.000\t1.166\t-1.162\t1.424\t2.215\t1.302\t-0.434\t0.078\t2.548\t0.373\t1.367\t0.616\t0.000\t1.232\t0.979\t0.995\t0.769\t1.317\t1.021\t0.835\n1\t0.889\t-1.466\t0.976\t0.467\t-0.578\t1.016\t-0.257\t-1.222\t0.000\t1.841\t-1.352\t-0.295\t2.215\t0.391\t-0.847\t1.178\t0.000\t0.810\t-0.121\t1.455\t0.000\t0.925\t0.917\t0.985\t0.946\t0.775\t1.046\t0.877\n0\t1.937\t-0.778\t0.707\t0.901\t0.859\t1.242\t1.138\t-1.278\t0.000\t0.526\t1.318\t-0.886\t2.215\t0.603\t0.573\t0.666\t0.000\t1.016\t-0.389\t-0.301\t3.102\t1.368\t0.875\t0.987\t1.696\t0.764\t1.119\t0.975\n0\t1.270\t-1.031\t0.683\t0.939\t1.614\t0.496\t1.005\t-1.686\t0.000\t0.524\t-1.149\t-0.202\t1.107\t0.995\t0.420\t-0.313\t2.548\t1.106\t-0.749\t-0.976\t0.000\t0.757\t0.906\t1.125\t0.784\t0.708\t0.904\t1.054\n0\t0.588\t1.402\t-0.394\t0.782\t1.406\t0.435\t-0.927\t1.446\t1.087\t1.060\t-1.121\t-0.440\t0.000\t0.927\t-0.547\t0.993\t2.548\t0.745\t-0.145\t-0.724\t0.000\t0.767\t0.889\t0.987\t0.950\t0.342\t0.723\t0.850\n1\t0.398\t-0.917\t-0.986\t0.205\t0.010\t0.844\t0.101\t-0.141\t0.000\t1.157\t2.254\t1.592\t0.000\t1.188\t0.828\t-0.235\t0.000\t1.240\t-1.856\t-1.654\t0.000\t0.882\t0.879\t0.986\t0.655\t1.001\t0.857\t0.981\n1\t1.103\t1.345\t-1.159\t1.544\t0.566\t1.054\t1.123\t-0.203\t0.000\t0.407\t-1.612\t0.593\t0.000\t0.516\t1.450\t0.877\t2.548\t1.865\t1.016\t-1.724\t1.551\t0.857\t0.728\t1.808\t1.120\t0.555\t0.766\t0.799\n0\t2.092\t0.338\t-0.879\t1.476\t-1.655\t2.391\t-0.403\t0.713\t1.087\t1.542\t0.150\t-1.473\t2.215\t1.845\t0.795\t-0.577\t0.000\t2.320\t0.172\t0.264\t0.000\t1.750\t1.796\t1.566\t2.450\t2.723\t1.862\t1.677\n1\t0.741\t-0.218\t-0.446\t0.681\t0.705\t0.381\t0.061\t-1.139\t2.173\t0.267\t2.094\t-0.120\t0.000\t0.737\t-1.243\t0.724\t2.548\t0.550\t1.229\t-1.637\t0.000\t0.552\t1.081\t0.984\t0.695\t0.833\t0.717\t0.688\n0\t5.039\t-0.657\t1.147\t0.310\t1.306\t1.227\t0.461\t-0.717\t0.000\t1.134\t0.935\t-0.452\t0.000\t1.854\t-0.180\t-0.177\t2.548\t0.617\t-0.408\t-1.260\t0.000\t0.909\t0.980\t1.007\t1.788\t1.036\t1.180\t1.303\n1\t0.840\t-1.240\t-0.221\t1.017\t0.119\t1.294\t-1.102\t0.029\t0.000\t0.964\t-1.306\t-1.578\t0.000\t1.544\t-0.662\t1.523\t1.274\t1.082\t-0.845\t-0.881\t3.102\t2.370\t1.383\t0.989\t1.100\t0.830\t1.063\t0.961\n0\t1.894\t-0.111\t1.603\t1.188\t-1.630\t1.198\t0.947\t-0.274\t2.173\t0.590\t-0.829\t1.156\t1.107\t0.542\t0.188\t0.516\t0.000\t0.831\t0.038\t-0.795\t0.000\t0.688\t0.798\t0.989\t0.831\t1.745\t1.255\t0.962\n1\t0.849\t-1.358\t-0.567\t1.136\t-1.581\t1.503\t-1.430\t0.551\t2.173\t0.539\t-0.734\t-0.928\t0.000\t1.240\t-2.185\t-1.653\t0.000\t1.250\t-1.463\t-0.086\t0.000\t0.923\t1.211\t1.076\t0.662\t0.725\t0.869\t0.790\n1\t1.278\t-0.699\t-1.423\t0.984\t1.325\t0.924\t-0.334\t0.111\t1.087\t0.735\t-1.070\t1.051\t0.000\t0.361\t-0.704\t-0.266\t0.000\t1.041\t-0.272\t-0.732\t3.102\t0.857\t0.976\t0.990\t0.726\t0.715\t0.813\t0.726\n1\t0.431\t1.550\t-0.705\t1.190\t0.815\t1.356\t0.144\t1.419\t2.173\t0.968\t0.455\t-0.146\t0.000\t2.486\t0.332\t-0.901\t0.000\t1.294\t0.473\t0.615\t3.102\t1.502\t1.283\t0.987\t1.172\t0.977\t1.255\t1.092\n1\t0.786\t-0.167\t0.934\t0.946\t-1.732\t0.915\t-0.951\t-0.256\t1.087\t0.644\t-2.034\t1.467\t0.000\t1.191\t-0.534\t-1.102\t2.548\t1.037\t0.363\t0.004\t0.000\t0.641\t0.788\t0.987\t1.293\t0.931\t0.945\t0.778\n0\t0.812\t-1.023\t0.164\t1.224\t0.842\t0.687\t-0.900\t-1.244\t2.173\t0.720\t0.156\t-1.629\t0.000\t0.528\t0.776\t0.388\t0.000\t1.028\t0.129\t-0.732\t3.102\t0.976\t1.005\t0.998\t0.821\t0.634\t0.767\t0.743\n0\t1.330\t-0.807\t1.360\t1.665\t0.244\t0.932\t0.081\t1.474\t0.000\t1.667\t0.867\t-0.634\t0.000\t1.351\t0.499\t-0.328\t1.274\t0.651\t0.362\t-0.986\t0.000\t0.972\t0.928\t1.741\t1.441\t0.391\t1.047\t0.992\n0\t0.681\t0.222\t-0.517\t0.977\t0.425\t1.144\t0.271\t-1.348\t2.173\t1.556\t-0.269\t0.406\t2.215\t0.922\t0.166\t0.866\t0.000\t0.953\t-0.720\t-0.514\t0.000\t1.003\t0.946\t0.990\t1.130\t2.038\t1.121\t0.923\n0\t1.059\t0.052\t0.123\t0.730\t1.344\t0.987\t-0.051\t1.386\t2.173\t0.718\t-0.729\t-1.160\t2.215\t0.901\t0.105\t-0.492\t0.000\t1.027\t0.747\t0.049\t0.000\t0.654\t0.882\t1.086\t0.866\t1.027\t0.863\t0.769\n0\t1.518\t1.227\t-1.711\t0.913\t1.616\t1.608\t0.493\t0.322\t0.000\t1.558\t1.440\t-1.213\t2.215\t0.491\t0.027\t-0.453\t2.548\t0.843\t0.206\t-0.054\t0.000\t0.896\t0.747\t0.980\t0.976\t0.942\t1.180\t1.099\n0\t1.918\t-0.086\t-0.813\t3.775\t-0.917\t4.190\t0.138\t0.786\t1.087\t1.531\t-0.861\t-1.335\t0.000\t0.859\t1.124\t-1.095\t2.548\t0.781\t-1.041\t-0.382\t0.000\t0.928\t0.942\t0.981\t3.987\t2.712\t2.566\t1.882\n1\t1.261\t-0.336\t1.479\t0.725\t-0.786\t0.982\t-1.012\t-1.582\t1.087\t1.085\t-0.492\t0.528\t0.000\t0.709\t2.672\t0.411\t0.000\t1.566\t-0.728\t-0.758\t3.102\t0.890\t0.928\t1.182\t0.840\t0.894\t0.897\t0.808\n1\t1.194\t0.165\t0.667\t0.634\t1.614\t0.981\t0.797\t-0.868\t0.000\t1.130\t-0.396\t1.020\t2.215\t0.731\t1.368\t-1.340\t0.000\t0.523\t0.473\t1.096\t0.000\t0.831\t0.950\t0.987\t0.718\t0.646\t1.025\t0.889\n1\t0.960\t0.282\t1.241\t1.069\t-1.214\t1.038\t0.458\t0.729\t2.173\t1.034\t-2.815\t-0.873\t0.000\t0.743\t0.805\t-0.640\t0.000\t1.516\t0.213\t-1.333\t0.000\t0.780\t1.230\t1.125\t1.140\t1.185\t1.037\t0.925\n1\t0.673\t-0.414\t-1.389\t1.812\t-0.565\t0.515\t-0.317\t0.450\t2.173\t0.780\t1.019\t1.298\t2.215\t0.584\t-1.072\t-0.962\t0.000\t0.811\t-1.459\t0.079\t0.000\t0.651\t0.724\t1.036\t1.260\t0.944\t0.931\t0.867\n1\t0.942\t-0.537\t0.408\t0.540\t-0.258\t0.847\t-0.308\t-1.087\t0.000\t1.405\t-0.552\t-0.555\t2.215\t1.465\t-0.960\t1.474\t0.000\t3.348\t-0.785\t0.539\t0.000\t1.123\t0.727\t0.986\t0.896\t0.809\t0.958\t0.975\n0\t1.249\t-1.702\t0.479\t0.740\t0.174\t1.648\t-0.284\t-1.184\t0.000\t1.383\t-0.782\t0.301\t0.000\t1.206\t-0.151\t1.143\t1.274\t1.010\t-0.967\t-0.777\t0.000\t1.031\t0.883\t0.993\t0.846\t0.606\t0.732\t0.724\n0\t1.170\t1.016\t-0.510\t0.573\t-1.337\t0.673\t1.421\t0.430\t2.173\t0.822\t-0.102\t-1.565\t2.215\t0.538\t-1.736\t1.257\t0.000\t0.384\t0.025\t-0.250\t0.000\t0.748\t0.764\t0.986\t0.938\t1.413\t1.023\t0.919\n0\t0.534\t-1.050\t1.221\t0.904\t-0.219\t0.881\t-1.299\t-0.820\t2.173\t0.555\t2.173\t-1.357\t0.000\t1.954\t0.148\t0.618\t1.274\t1.681\t0.625\t-1.581\t0.000\t1.054\t1.630\t0.984\t0.840\t2.052\t1.750\t1.376\n0\t0.641\t0.611\t-0.420\t0.069\t-1.501\t1.363\t-0.887\t1.603\t0.000\t1.616\t1.026\t-0.363\t1.107\t0.911\t1.225\t-0.021\t2.548\t0.798\t-0.248\t-0.187\t0.000\t0.792\t1.837\t0.904\t0.982\t0.434\t1.677\t1.266\n0\t0.876\t-0.699\t-0.337\t1.168\t1.427\t0.293\t1.454\t0.424\t0.000\t0.848\t0.980\t1.181\t1.107\t0.293\t1.919\t-0.382\t0.000\t0.593\t0.986\t-1.008\t3.102\t0.390\t0.581\t1.401\t0.922\t0.592\t0.844\t0.786\n1\t0.666\t-0.179\t0.021\t0.839\t-1.618\t0.727\t0.738\t-0.316\t2.173\t0.749\t-0.586\t0.067\t2.215\t0.726\t-0.343\t-1.636\t0.000\t1.806\t0.532\t1.458\t0.000\t0.799\t1.092\t1.031\t0.852\t0.870\t0.893\t0.764\n0\t0.467\t-1.656\t0.367\t1.882\t1.167\t0.903\t-1.543\t-1.237\t0.000\t0.882\t-1.805\t-0.776\t0.000\t1.434\t-0.572\t0.461\t2.548\t0.666\t-0.317\t-0.578\t3.102\t0.817\t0.746\t0.992\t0.773\t0.609\t0.901\t0.908\n0\t0.543\t0.269\t-1.743\t0.978\t0.425\t0.918\t0.498\t-1.502\t0.000\t1.004\t-0.219\t-1.563\t0.000\t1.261\t-0.096\t-0.053\t0.000\t0.712\t-0.690\t-0.079\t3.102\t0.768\t0.981\t0.990\t0.513\t0.442\t0.717\t0.702\n1\t0.331\t-0.543\t1.403\t1.619\t-1.716\t1.076\t-0.451\t-0.166\t2.173\t0.844\t0.979\t-1.107\t0.000\t1.408\t-0.098\t0.595\t2.548\t0.884\t-0.773\t1.035\t0.000\t0.952\t0.972\t0.988\t1.444\t1.007\t1.297\t1.074\n0\t0.879\t0.034\t-1.648\t0.513\t-0.488\t0.604\t0.062\t-0.019\t2.173\t0.640\t0.600\t0.920\t2.215\t0.383\t-0.751\t0.782\t0.000\t0.516\t0.356\t1.428\t0.000\t0.424\t0.570\t0.988\t0.700\t0.731\t0.623\t0.522\n0\t1.573\t0.466\t-1.588\t0.369\t-0.918\t0.734\t1.324\t0.521\t0.000\t0.724\t0.306\t0.677\t1.107\t0.514\t1.718\t-0.574\t0.000\t0.662\t-0.166\t-0.980\t1.551\t0.971\t0.917\t0.989\t0.876\t0.644\t0.665\t0.767\n1\t0.421\t-1.576\t-0.240\t0.774\t0.245\t0.835\t-0.101\t1.489\t2.173\t0.716\t-1.025\t1.201\t0.000\t1.243\t1.068\t-0.274\t2.548\t1.175\t-1.986\t-0.188\t0.000\t0.935\t0.759\t0.998\t0.953\t1.536\t0.981\t0.870\n0\t0.881\t-1.523\t1.146\t0.436\t-0.732\t1.077\t-1.301\t-0.897\t2.173\t0.396\t-1.149\t1.051\t0.000\t1.610\t-0.381\t0.709\t1.274\t0.697\t-2.142\t-0.841\t0.000\t0.851\t0.898\t0.990\t0.796\t1.797\t0.979\t0.811\n1\t2.210\t0.185\t-1.499\t0.471\t-0.443\t0.905\t-0.123\t0.182\t0.000\t0.759\t-0.475\t-1.201\t0.000\t1.015\t0.553\t0.830\t2.548\t0.506\t0.396\t0.064\t0.000\t0.861\t0.932\t1.152\t0.815\t0.320\t0.695\t0.654\n0\t0.830\t0.827\t0.531\t0.880\t-1.565\t0.923\t0.303\t-0.603\t0.000\t0.893\t-0.223\t-0.888\t0.000\t1.214\t1.214\t0.853\t0.000\t0.827\t-0.233\t0.952\t3.102\t0.885\t0.725\t1.125\t0.565\t0.510\t0.512\t0.557\n1\t0.936\t-0.947\t-1.606\t0.688\t-0.593\t0.858\t-0.267\t-1.444\t2.173\t0.950\t-1.353\t0.054\t0.000\t1.457\t-0.542\t0.454\t0.000\t1.124\t-0.919\t1.097\t3.102\t0.975\t0.831\t0.986\t0.832\t0.900\t0.956\t0.857\n1\t1.994\t-0.311\t1.146\t0.565\t-1.536\t1.196\t-0.666\t0.067\t2.173\t1.313\t-0.276\t-0.750\t2.215\t1.147\t0.062\t1.725\t0.000\t0.389\t-0.705\t-1.493\t0.000\t0.815\t0.871\t0.989\t1.310\t1.290\t1.123\t0.930\n0\t1.214\t-0.822\t0.808\t0.553\t1.018\t1.310\t0.553\t-1.343\t2.173\t1.275\t0.238\t0.106\t0.000\t0.459\t0.319\t1.038\t0.000\t0.813\t0.777\t-0.575\t1.551\t0.876\t0.699\t0.989\t1.401\t0.727\t0.962\t0.907\n0\t0.793\t0.185\t0.057\t2.109\t-0.676\t1.061\t-0.530\t-0.981\t2.173\t1.052\t-0.504\t0.852\t0.000\t1.578\t-0.506\t1.454\t2.548\t1.422\t0.629\t0.821\t0.000\t0.874\t0.942\t1.098\t0.972\t1.308\t1.053\t0.985\n0\t0.866\t-0.591\t-1.366\t0.500\t0.339\t1.083\t-0.511\t1.351\t2.173\t1.474\t-1.515\t-0.284\t2.215\t0.725\t0.000\t1.642\t0.000\t0.697\t0.559\t-0.161\t0.000\t0.827\t0.901\t0.986\t1.081\t2.110\t1.174\t0.945\n0\t0.351\t1.212\t-0.899\t1.282\t0.761\t3.184\t0.477\t0.074\t2.173\t3.749\t1.111\t-1.404\t0.000\t1.829\t-0.155\t1.477\t0.000\t0.575\t-0.274\t-1.245\t0.000\t0.860\t0.855\t0.986\t1.832\t0.929\t1.165\t1.103\n0\t2.253\t0.120\t1.482\t0.242\t-0.943\t0.585\t1.054\t0.307\t0.000\t0.799\t0.592\t-1.124\t2.215\t0.708\t-0.341\t-0.830\t2.548\t0.950\t1.365\t-0.268\t0.000\t0.654\t0.922\t0.984\t0.801\t0.460\t0.693\t0.793\n1\t2.327\t-1.339\t-0.998\t1.421\t-1.426\t2.703\t0.901\t0.842\t0.000\t1.470\t-1.536\t-0.502\t0.000\t0.554\t-0.781\t0.666\t2.548\t0.708\t-0.482\t-0.158\t1.551\t0.834\t0.792\t0.985\t0.835\t0.331\t0.706\t0.673\n0\t0.412\t-1.225\t1.320\t0.458\t-0.643\t0.659\t-0.503\t1.056\t0.000\t0.690\t-1.304\t-0.225\t2.215\t0.909\t-0.862\t-1.009\t1.274\t0.457\t-1.314\t-1.519\t0.000\t0.773\t0.867\t0.980\t0.663\t0.572\t0.631\t0.613\n0\t1.107\t0.512\t-0.151\t1.110\t0.803\t0.820\t0.639\t-1.279\t2.173\t0.438\t0.355\t1.629\t0.000\t0.708\t-0.510\t-1.686\t1.274\t0.673\t0.996\t-0.597\t0.000\t0.929\t0.956\t1.165\t0.909\t0.696\t0.820\t0.747\n0\t0.439\t1.428\t-0.750\t0.801\t-1.326\t0.997\t0.371\t0.416\t2.173\t1.053\t0.369\t1.544\t0.000\t0.532\t0.863\t-1.723\t0.000\t1.480\t-0.695\t-0.361\t3.102\t0.400\t1.116\t0.999\t0.828\t1.170\t0.962\t0.847\n0\t0.557\t0.046\t0.769\t1.813\t-1.251\t0.815\t0.145\t1.069\t0.000\t0.838\t0.626\t-0.573\t0.000\t1.290\t1.198\t0.362\t1.274\t1.071\t1.460\t1.460\t0.000\t0.843\t0.938\t1.350\t1.277\t1.642\t1.055\t0.873\n0\t1.760\t0.062\t1.516\t1.945\t1.172\t1.839\t-1.119\t-0.276\t0.000\t0.364\t-0.882\t-1.563\t2.215\t0.339\t-0.975\t-0.889\t2.548\t0.418\t-0.357\t-0.386\t0.000\t0.497\t0.851\t0.984\t0.780\t0.215\t0.550\t1.038\n0\t0.861\t0.523\t1.494\t1.122\t0.162\t0.891\t-0.998\t-1.272\t2.173\t1.049\t0.415\t-0.341\t2.215\t0.763\t-1.500\t1.383\t0.000\t0.562\t0.391\t0.895\t0.000\t0.966\t0.970\t1.269\t0.896\t1.534\t1.075\t0.979\n1\t0.941\t0.719\t0.837\t0.853\t-1.300\t0.667\t-0.281\t0.885\t2.173\t0.851\t0.274\t0.297\t0.000\t2.032\t0.616\t-0.836\t2.548\t0.766\t0.645\t1.646\t0.000\t1.020\t1.127\t1.164\t0.884\t1.621\t0.938\t0.819\n1\t0.984\t-1.358\t-0.851\t0.819\t1.444\t0.574\t-0.362\t0.316\t1.087\t0.741\t-1.205\t0.753\t2.215\t1.390\t-1.706\t-1.391\t0.000\t1.203\t-1.337\t-0.370\t0.000\t0.980\t0.772\t1.092\t0.946\t0.569\t0.702\t0.660\n1\t0.634\t1.476\t1.324\t0.764\t1.313\t0.987\t1.062\t-0.242\t1.087\t0.723\t0.291\t-0.622\t0.000\t1.074\t0.638\t-1.622\t0.000\t0.420\t-0.286\t0.442\t0.000\t0.842\t0.816\t1.001\t0.636\t1.213\t0.859\t0.731\n0\t1.177\t-0.160\t0.154\t3.206\t0.497\t1.710\t-0.932\t-1.071\t0.000\t1.043\t1.379\t-1.416\t0.000\t1.712\t-0.541\t0.648\t2.548\t1.982\t-0.016\t-1.328\t0.000\t0.645\t0.912\t0.993\t0.849\t0.984\t0.875\t1.227\n1\t0.991\t-0.259\t0.322\t0.984\t1.517\t1.253\t-0.143\t-0.662\t0.000\t0.518\t-0.297\t1.470\t0.000\t0.613\t-1.260\t1.037\t2.548\t1.066\t0.379\t0.500\t3.102\t0.627\t0.912\t1.205\t0.710\t0.712\t0.776\t0.755\n1\t1.908\t-1.067\t0.395\t0.852\t0.775\t1.158\t-0.621\t-1.210\t1.087\t0.427\t-0.087\t-0.905\t0.000\t0.808\t-0.649\t1.078\t0.000\t0.445\t-1.507\t-0.495\t0.000\t0.924\t0.918\t0.978\t0.604\t0.758\t1.007\t0.849\n1\t1.091\t-1.196\t1.560\t0.432\t-0.523\t0.869\t-1.486\t-0.951\t1.087\t0.613\t-0.964\t0.348\t0.000\t1.456\t-1.443\t0.892\t0.000\t0.881\t-0.117\t-0.312\t3.102\t0.811\t0.887\t0.983\t0.801\t0.846\t0.867\t0.759\n1\t0.947\t-1.305\t-0.869\t1.161\t-1.435\t0.930\t-0.709\t1.045\t0.000\t1.072\t-0.187\t0.733\t1.107\t0.894\t1.450\t-1.010\t0.000\t0.456\t0.498\t0.248\t3.102\t1.015\t1.021\t0.985\t1.006\t0.370\t1.024\t1.044\n0\t1.451\t-0.692\t0.994\t0.361\t1.178\t1.129\t0.937\t-0.620\t0.000\t1.459\t1.813\t1.634\t0.000\t0.861\t-0.077\t-1.014\t2.548\t1.113\t0.592\t-0.085\t0.000\t0.820\t0.860\t0.980\t0.848\t0.770\t0.664\t0.860\n1\t1.269\t-0.268\t1.241\t1.617\t-1.679\t0.866\t-0.150\t-0.472\t0.000\t0.449\t0.468\t1.073\t2.215\t1.565\t0.494\t0.323\t0.000\t0.647\t0.955\t-0.863\t3.102\t1.562\t1.011\t0.986\t0.656\t0.507\t0.707\t0.895\n0\t1.448\t0.965\t-0.487\t2.697\t-0.073\t1.300\t0.295\t1.481\t0.000\t1.441\t-0.689\t1.743\t2.215\t0.552\t-0.110\t0.455\t2.548\t0.847\t-1.679\t0.924\t0.000\t2.006\t1.305\t1.002\t2.334\t0.914\t1.460\t1.460\n0\t0.590\t-1.376\t1.092\t1.360\t1.324\t1.128\t-0.535\t-0.045\t2.173\t1.033\t0.701\t-1.301\t2.215\t0.623\t-0.519\t-1.679\t0.000\t0.716\t0.679\t-0.268\t0.000\t0.894\t0.992\t0.986\t1.116\t1.792\t1.157\t0.923\n0\t0.865\t0.487\t1.738\t0.740\t0.934\t1.112\t-0.136\t-0.952\t0.000\t1.150\t-1.535\t0.288\t0.000\t0.709\t-1.080\t1.369\t1.274\t1.040\t0.703\t0.204\t3.102\t2.868\t1.712\t0.995\t0.699\t0.972\t1.217\t1.259\n1\t0.740\t0.949\t-0.060\t2.050\t0.755\t0.951\t0.166\t-1.259\t2.173\t0.808\t-0.488\t1.338\t2.215\t0.936\t0.024\t-0.862\t0.000\t0.822\t-0.818\t-0.307\t0.000\t0.727\t0.790\t1.145\t1.442\t1.026\t1.109\t0.895\n1\t0.493\t-0.478\t0.990\t1.512\t-1.057\t0.646\t1.120\t1.258\t0.000\t0.552\t0.940\t-1.476\t0.000\t2.510\t-0.589\t0.120\t2.548\t0.429\t-0.076\t-1.434\t3.102\t0.801\t0.560\t1.152\t1.203\t0.813\t1.098\t0.992\n1\t1.553\t-0.881\t-1.612\t0.653\t0.592\t0.502\t0.056\t-0.091\t0.000\t0.864\t0.566\t0.356\t2.215\t1.564\t1.418\t-1.488\t0.000\t0.892\t0.553\t-0.529\t0.000\t1.160\t1.194\t1.276\t0.759\t0.523\t0.874\t1.070\n1\t0.516\t-0.842\t-0.676\t1.048\t0.772\t0.531\t0.651\t-1.292\t2.173\t0.859\t-0.383\t-0.318\t2.215\t0.675\t-1.213\t0.982\t0.000\t0.908\t-0.679\t0.347\t0.000\t1.005\t0.964\t0.987\t0.717\t0.940\t0.733\t0.675\n1\t1.209\t0.610\t0.479\t0.644\t1.319\t0.784\t-0.549\t-0.882\t2.173\t0.324\t0.652\t-0.556\t0.000\t0.916\t1.399\t1.624\t0.000\t0.678\t-1.082\t0.216\t0.000\t0.857\t1.226\t0.987\t0.495\t0.855\t0.751\t0.741\n0\t0.965\t-1.175\t1.416\t1.102\t1.108\t1.205\t-1.353\t-0.624\t0.000\t0.706\t-1.077\t0.327\t1.107\t0.478\t-1.661\t-1.339\t0.000\t0.734\t-0.150\t1.159\t3.102\t0.879\t0.967\t0.985\t0.773\t0.542\t0.739\t0.836\n1\t2.073\t0.007\t-1.585\t0.668\t-1.542\t1.095\t0.093\t0.030\t2.173\t0.439\t0.488\t0.362\t0.000\t0.820\t0.454\t-0.954\t2.548\t0.896\t-1.177\t0.654\t0.000\t0.932\t0.923\t0.985\t1.483\t0.946\t0.978\t0.920\n1\t0.550\t1.012\t0.376\t0.513\t-0.586\t1.114\t2.050\t-1.254\t0.000\t1.266\t0.195\t1.378\t2.215\t1.336\t0.492\t-0.656\t1.274\t2.194\t-0.078\t0.709\t0.000\t2.350\t1.971\t0.989\t0.943\t1.355\t1.517\t1.748\n1\t2.048\t0.231\t-1.410\t0.208\t0.580\t0.998\t-0.615\t-0.081\t2.173\t0.563\t0.426\t0.170\t0.000\t0.661\t-1.065\t1.034\t2.548\t0.699\t0.911\t1.559\t0.000\t0.959\t0.828\t0.985\t0.851\t0.899\t0.912\t0.785\n0\t0.618\t-0.641\t1.163\t0.123\t-1.245\t0.843\t2.839\t-1.400\t0.000\t0.601\t-0.942\t0.284\t0.000\t0.640\t1.194\t0.841\t1.274\t0.601\t0.466\t-0.616\t3.102\t0.847\t0.891\t0.989\t0.624\t0.493\t0.923\t0.826\n1\t0.506\t-2.134\t0.773\t2.364\t0.911\t1.042\t-1.430\t-1.323\t2.173\t0.914\t-1.238\t0.133\t2.215\t0.527\t1.629\t-1.055\t0.000\t0.383\t-0.067\t-1.022\t0.000\t1.118\t1.375\t0.975\t1.391\t1.393\t1.265\t1.259\n0\t1.516\t-0.713\t-1.531\t0.723\t1.410\t1.088\t-0.722\t0.471\t2.173\t0.825\t-0.537\t-0.788\t2.215\t0.669\t-1.880\t-0.585\t0.000\t0.399\t-0.016\t0.110\t0.000\t0.767\t0.927\t0.979\t0.823\t1.270\t0.963\t0.836\n0\t2.129\t0.105\t0.268\t0.595\t0.415\t1.650\t0.844\t-1.510\t1.087\t0.980\t0.474\t-0.425\t2.215\t0.465\t0.979\t0.574\t0.000\t0.586\t-0.754\t1.300\t0.000\t0.754\t0.824\t0.976\t2.028\t1.590\t1.407\t1.086\n1\t0.531\t-1.204\t-0.660\t0.899\t1.201\t0.552\t-0.760\t-0.924\t0.000\t1.103\t0.804\t1.565\t1.107\t1.418\t0.296\t0.194\t2.548\t0.930\t1.366\t1.671\t0.000\t0.891\t0.975\t0.987\t1.086\t1.299\t0.967\t0.864\n0\t0.366\t-1.671\t1.642\t2.169\t-1.083\t1.025\t-0.783\t-0.068\t2.173\t1.336\t-0.860\t1.690\t0.000\t1.192\t-0.844\t0.602\t2.548\t0.787\t-1.541\t0.279\t0.000\t1.092\t0.969\t0.985\t1.755\t0.787\t1.325\t1.253\n0\t1.049\t0.231\t0.630\t1.188\t0.483\t0.698\t-1.771\t-0.726\t0.000\t0.838\t0.766\t1.274\t2.215\t1.271\t0.633\t-0.968\t2.548\t0.665\t1.818\t-1.367\t0.000\t3.762\t2.305\t0.994\t0.998\t0.989\t1.548\t1.360\n0\t0.536\t1.071\t1.154\t2.406\t-1.595\t0.433\t0.935\t-0.529\t0.000\t0.952\t1.247\t0.549\t2.215\t0.617\t-1.526\t-0.549\t0.000\t0.814\t-0.265\t0.189\t0.000\t0.990\t0.833\t0.984\t0.867\t0.590\t0.816\t0.755\n1\t0.367\t-0.946\t0.783\t0.763\t0.280\t1.083\t-0.028\t-1.680\t2.173\t0.963\t-0.678\t0.216\t0.000\t1.192\t0.365\t-0.900\t2.548\t0.651\t-0.140\t1.024\t0.000\t0.740\t1.021\t0.985\t1.063\t0.966\t0.910\t0.824\n1\t1.647\t-0.275\t0.131\t1.107\t-0.388\t0.715\t-0.537\t1.055\t2.173\t0.353\t0.537\t-0.920\t0.000\t0.547\t0.296\t-1.611\t2.548\t1.160\t-0.347\t-1.681\t0.000\t0.915\t0.925\t0.981\t0.811\t0.630\t0.783\t0.739\n1\t0.722\t-1.195\t1.588\t1.556\t-0.985\t1.537\t-0.143\t0.171\t2.173\t1.306\t-0.145\t-1.020\t0.000\t0.996\t-0.411\t1.214\t2.548\t1.526\t-2.102\t1.173\t0.000\t3.216\t1.935\t1.077\t1.670\t1.267\t1.683\t1.399\n0\t0.696\t-0.626\t1.022\t0.347\t-0.622\t0.608\t-0.146\t-0.360\t0.000\t1.235\t-0.288\t1.622\t2.215\t1.095\t-0.204\t0.373\t0.000\t0.895\t-0.121\t-1.149\t3.102\t0.902\t0.772\t0.989\t0.771\t0.575\t0.784\t0.682\n1\t0.734\t0.336\t-0.446\t1.303\t0.675\t1.052\t0.158\t-0.917\t0.000\t0.769\t-0.128\t1.035\t2.215\t1.698\t-0.299\t1.615\t0.000\t1.385\t-0.948\t0.299\t1.551\t1.068\t1.220\t1.148\t0.752\t0.754\t0.930\t0.881\n0\t1.506\t-0.605\t0.967\t0.307\t-1.503\t0.925\t0.001\t-0.457\t0.000\t0.523\t-1.035\t-0.984\t2.215\t0.569\t0.902\t1.306\t2.548\t0.824\t-0.361\t-1.596\t0.000\t1.177\t0.979\t0.987\t0.751\t0.872\t0.691\t0.758\n0\t1.815\t-0.957\t-0.074\t0.830\t0.360\t1.510\t-1.544\t-1.573\t0.000\t1.295\t0.248\t1.260\t1.107\t1.726\t-0.469\t-0.487\t1.274\t0.495\t1.119\t0.585\t0.000\t2.932\t2.116\t0.976\t1.363\t1.708\t1.603\t1.407\n1\t0.891\t2.240\t-0.237\t1.022\t-1.255\t0.728\t-0.032\t-0.109\t2.173\t1.405\t-0.485\t-1.735\t0.000\t0.513\t2.107\t1.130\t0.000\t0.707\t-1.554\t-0.763\t0.000\t0.547\t0.661\t1.048\t1.567\t0.934\t1.106\t1.029\n0\t2.514\t-0.234\t-0.993\t0.469\t1.493\t0.989\t-0.682\t0.267\t2.173\t0.476\t-0.818\t0.792\t0.000\t0.855\t0.129\t1.248\t2.548\t0.589\t-0.406\t-1.572\t0.000\t0.598\t0.719\t1.180\t0.922\t1.012\t0.989\t0.784\n0\t0.653\t-0.978\t-0.182\t1.204\t-1.692\t0.750\t-0.853\t1.134\t0.000\t1.888\t-0.614\t-0.567\t1.107\t1.080\t0.349\t1.497\t2.548\t1.061\t-0.471\t0.413\t0.000\t0.850\t0.905\t1.201\t1.080\t1.661\t1.097\t0.950\n0\t0.348\t-0.881\t-1.509\t2.117\t-1.564\t0.736\t-0.542\t0.479\t1.087\t1.016\t0.979\t-0.199\t1.107\t0.541\t0.646\t0.764\t0.000\t0.612\t0.836\t-1.221\t0.000\t0.627\t0.827\t0.982\t1.214\t1.314\t1.118\t0.861\n1\t0.487\t0.570\t0.401\t1.204\t-1.029\t0.686\t1.424\t-1.044\t2.173\t1.223\t0.046\t0.500\t0.000\t0.995\t0.896\t1.587\t2.548\t0.527\t0.571\t0.097\t0.000\t0.503\t0.916\t1.019\t0.720\t0.754\t0.875\t0.766\n1\t0.335\t1.116\t0.228\t0.826\t1.666\t1.327\t1.339\t-0.764\t1.087\t1.331\t0.246\t1.042\t0.000\t0.339\t0.805\t-0.619\t0.000\t0.569\t0.098\t-0.293\t0.000\t1.061\t0.712\t0.987\t1.308\t0.894\t1.025\t0.901\n1\t1.800\t0.443\t-0.776\t0.216\t1.320\t0.591\t0.624\t0.740\t2.173\t0.703\t-0.231\t-1.212\t0.000\t0.528\t-0.442\t0.675\t2.548\t0.668\t0.132\t1.261\t0.000\t0.729\t0.839\t0.987\t0.781\t0.411\t0.680\t0.633\n0\t1.061\t-1.299\t1.631\t2.761\t1.591\t1.543\t1.823\t0.423\t0.000\t2.550\t1.417\t-0.431\t2.215\t1.589\t0.062\t1.685\t1.274\t1.741\t-0.543\t-1.182\t0.000\t1.145\t1.615\t0.998\t1.813\t2.583\t3.883\t3.894\n0\t0.722\t0.080\t-1.689\t1.179\t-0.974\t0.619\t0.129\t0.516\t0.000\t0.811\t1.050\t0.085\t0.000\t1.223\t1.005\t-1.232\t2.548\t1.086\t-0.468\t1.094\t3.102\t0.915\t1.067\t0.986\t0.745\t1.120\t0.799\t0.849\n0\t1.345\t0.738\t0.518\t0.362\t0.762\t0.507\t0.836\t-0.793\t2.173\t1.029\t0.212\t-1.697\t2.215\t0.673\t-0.775\t-0.985\t0.000\t0.516\t0.972\t0.076\t0.000\t0.938\t0.858\t0.986\t0.890\t0.844\t0.790\t0.712\n0\t1.410\t-2.134\t0.812\t0.583\t0.177\t0.664\t-1.013\t1.144\t1.087\t1.198\t-0.294\t-0.733\t0.000\t1.360\t-0.793\t-1.649\t2.548\t1.650\t-0.867\t-0.681\t0.000\t0.752\t0.958\t0.989\t0.773\t0.697\t0.802\t0.910\n0\t1.009\t0.735\t0.973\t1.358\t0.389\t1.978\t-0.707\t-0.996\t2.173\t0.747\t-1.136\t0.431\t2.215\t0.742\t-0.291\t1.133\t0.000\t0.697\t-1.073\t1.374\t0.000\t0.434\t1.303\t0.997\t1.460\t1.765\t1.846\t1.406\n1\t0.610\t0.291\t1.128\t1.010\t-0.127\t0.800\t1.272\t-1.370\t1.087\t1.209\t0.425\t0.373\t1.107\t0.535\t2.208\t-1.078\t0.000\t0.907\t0.652\t1.703\t0.000\t0.840\t1.182\t0.987\t0.986\t1.580\t0.903\t0.813\n0\t0.416\t0.559\t1.691\t0.526\t-1.409\t0.613\t0.907\t1.534\t2.173\t0.917\t1.523\t-0.365\t2.215\t0.806\t1.822\t-1.442\t0.000\t2.042\t0.334\t-0.188\t0.000\t1.794\t1.173\t0.988\t0.967\t1.151\t1.076\t1.076\n0\t0.643\t-1.666\t-0.532\t1.340\t1.096\t1.030\t1.136\t-0.410\t0.000\t1.673\t-0.891\t-0.839\t2.215\t2.478\t-0.293\t1.094\t0.000\t1.215\t-0.914\t1.362\t0.000\t0.888\t0.837\t1.279\t1.278\t0.948\t1.110\t1.035\n1\t1.121\t-0.096\t-1.619\t1.256\t0.935\t0.581\t-0.862\t0.468\t2.173\t0.941\t-1.434\t-0.521\t0.000\t0.742\t1.483\t-1.237\t0.000\t1.099\t-0.301\t0.257\t0.000\t1.154\t0.996\t1.224\t0.923\t0.758\t0.702\t0.796\n1\t1.920\t0.327\t0.134\t0.415\t-0.144\t0.664\t0.531\t1.403\t2.173\t0.549\t0.135\t1.602\t2.215\t0.619\t1.275\t-1.284\t0.000\t0.461\t-0.630\t-0.889\t0.000\t0.794\t0.751\t0.998\t0.910\t0.237\t0.774\t0.697\n1\t1.061\t-0.613\t1.342\t0.824\t1.192\t1.812\t1.051\t-0.517\t0.000\t1.040\t0.408\t0.559\t0.000\t1.215\t0.599\t-1.686\t2.548\t2.248\t-0.380\t1.690\t3.102\t0.930\t1.063\t0.981\t0.709\t0.752\t0.841\t0.733\n1\t0.722\t-0.535\t1.040\t0.498\t-0.360\t0.874\t0.351\t-0.937\t0.000\t0.753\t-0.396\t-1.188\t0.000\t1.532\t0.093\t0.650\t2.548\t1.270\t0.575\t1.561\t0.000\t0.774\t1.024\t0.980\t0.871\t0.633\t0.919\t0.841\n0\t0.910\t0.021\t1.541\t0.421\t0.206\t0.663\t0.597\t-0.809\t0.000\t0.505\t1.601\t-1.614\t0.000\t0.903\t0.884\t0.473\t2.548\t0.814\t-0.249\t-0.040\t3.102\t1.057\t0.964\t0.990\t0.609\t0.532\t0.683\t0.724\n1\t1.668\t0.993\t0.367\t0.657\t-1.029\t2.060\t1.715\t-1.160\t0.000\t1.055\t0.709\t1.387\t0.000\t1.609\t0.484\t-0.159\t2.548\t1.290\t-0.098\t1.638\t0.000\t0.746\t1.315\t1.380\t0.657\t0.380\t0.750\t0.770\n1\t0.775\t-0.824\t-1.436\t0.873\t0.704\t0.967\t-0.055\t1.398\t0.000\t1.404\t-0.757\t-0.603\t0.000\t0.994\t-0.696\t-0.096\t0.000\t1.377\t0.528\t1.060\t1.551\t0.800\t0.621\t1.067\t0.862\t0.700\t0.826\t0.777\n0\t0.907\t0.770\t0.647\t0.126\t1.345\t0.748\t-0.424\t-1.040\t0.000\t0.818\t0.804\t-0.144\t2.215\t0.471\t-0.124\t1.613\t0.000\t1.021\t1.339\t1.344\t0.000\t0.880\t1.067\t0.979\t0.620\t0.734\t0.695\t0.667\n1\t1.088\t-1.507\t0.353\t0.544\t1.670\t1.976\t0.784\t-1.416\t0.000\t1.874\t-1.169\t0.750\t0.000\t2.659\t-0.925\t-0.825\t2.548\t1.683\t-0.295\t0.487\t0.000\t0.989\t0.883\t0.988\t1.140\t0.738\t1.069\t0.897\n0\t3.344\t0.008\t-0.364\t0.606\t-0.566\t0.973\t0.289\t1.363\t2.173\t0.776\t-0.914\t1.410\t2.215\t0.370\t1.136\t0.338\t0.000\t0.594\t-0.999\t-1.692\t0.000\t0.919\t0.873\t0.992\t1.363\t0.840\t1.268\t1.011\n0\t0.842\t-0.228\t0.625\t0.690\t-0.464\t0.457\t-0.745\t1.293\t0.000\t0.648\t0.006\t-1.536\t2.215\t1.283\t-0.763\t-1.443\t2.548\t1.325\t-0.271\t-0.150\t0.000\t1.174\t0.977\t0.988\t0.745\t0.429\t0.678\t0.679\n1\t0.933\t0.232\t0.800\t0.365\t-0.091\t0.770\t-0.631\t0.940\t0.000\t0.511\t-0.074\t0.407\t0.000\t1.841\t-0.267\t-1.192\t2.548\t0.982\t1.058\t-1.398\t0.000\t0.724\t0.935\t0.984\t1.001\t0.744\t0.873\t0.761\n1\t0.788\t-0.858\t1.049\t0.621\t0.426\t0.594\t0.209\t-1.582\t0.000\t1.148\t0.508\t0.749\t2.215\t0.786\t-1.002\t-1.409\t0.000\t0.993\t0.618\t-0.375\t0.000\t0.886\t0.811\t0.986\t1.410\t0.744\t1.131\t1.022\n1\t0.675\t0.406\t0.824\t0.478\t1.650\t0.772\t-0.831\t-0.619\t2.173\t0.711\t0.059\t0.190\t0.000\t1.328\t-0.398\t-1.466\t0.000\t0.711\t-2.262\t-1.402\t0.000\t0.753\t1.274\t0.983\t0.623\t0.579\t0.900\t0.823\n1\t0.560\t-1.418\t-1.552\t0.692\t-0.663\t0.786\t0.919\t0.431\t2.173\t0.585\t1.478\t1.361\t2.215\t0.640\t1.586\t-1.054\t0.000\t0.606\t0.037\t-0.288\t0.000\t0.993\t1.020\t0.989\t1.077\t0.800\t0.939\t0.830\n0\t0.901\t-0.165\t-0.759\t0.902\t1.631\t1.112\t-1.641\t0.223\t0.000\t1.395\t-1.017\t-1.421\t2.215\t1.295\t0.872\t0.245\t0.000\t1.088\t1.943\t0.820\t0.000\t1.169\t1.226\t1.042\t0.841\t0.556\t1.583\t1.247\n0\t0.579\t2.041\t1.214\t0.366\t0.264\t0.549\t1.181\t0.083\t2.173\t0.849\t0.136\t-1.333\t2.215\t0.520\t0.302\t1.574\t0.000\t0.547\t-1.417\t0.703\t0.000\t0.820\t1.064\t0.977\t0.857\t1.109\t0.791\t0.751\n1\t1.836\t0.054\t0.056\t1.316\t0.152\t1.516\t-0.374\t1.503\t0.000\t0.906\t-0.030\t-1.046\t0.000\t1.403\t0.542\t-1.280\t2.548\t1.054\t-0.335\t-0.485\t0.000\t0.867\t0.750\t0.968\t0.742\t0.847\t0.938\t0.779\n0\t0.925\t0.309\t-0.652\t1.670\t-1.509\t1.285\t-0.494\t0.584\t2.173\t0.714\t-0.339\t1.248\t0.000\t1.246\t1.204\t-1.009\t2.548\t0.592\t1.714\t0.044\t0.000\t1.487\t1.238\t1.200\t1.586\t2.266\t1.319\t1.148\n1\t0.359\t1.266\t1.109\t0.561\t-0.989\t1.047\t0.044\t-1.335\t2.173\t1.283\t-0.260\t1.405\t0.000\t1.075\t0.352\t-0.482\t2.548\t1.809\t-0.021\t-0.059\t0.000\t0.903\t1.278\t0.978\t0.733\t0.947\t1.171\t0.950\n0\t0.643\t0.100\t0.608\t0.688\t-1.504\t0.689\t-0.457\t1.320\t2.173\t0.712\t0.467\t-0.720\t1.107\t1.384\t0.208\t-0.015\t0.000\t0.807\t-2.393\t1.149\t0.000\t0.874\t1.026\t0.984\t0.760\t1.114\t1.012\t0.837\n0\t1.118\t1.031\t1.539\t0.506\t0.420\t1.159\t1.199\t-1.089\t2.173\t0.933\t0.534\t0.348\t1.107\t0.915\t-0.809\t0.541\t0.000\t0.621\t-1.097\t-1.167\t0.000\t0.850\t0.988\t0.990\t0.997\t1.560\t1.235\t1.094\n0\t0.356\t-0.139\t-0.042\t1.344\t-0.933\t0.859\t1.091\t1.249\t2.173\t0.441\t0.533\t-0.476\t0.000\t0.692\t0.703\t0.128\t0.000\t0.537\t1.963\t-0.039\t0.000\t0.698\t0.941\t0.983\t0.865\t0.807\t1.183\t1.099\n1\t0.963\t1.779\t-0.894\t1.085\t-1.076\t1.093\t0.117\t0.958\t2.173\t0.596\t0.785\t-0.595\t0.000\t0.479\t-2.333\t1.698\t0.000\t0.687\t-0.513\t-0.505\t3.102\t2.254\t1.230\t0.994\t1.487\t0.953\t1.090\t1.233\n0\t0.829\t0.569\t0.657\t0.211\t-1.478\t0.459\t-1.329\t-1.074\t0.000\t1.018\t0.198\t0.290\t2.215\t0.909\t-0.042\t-0.700\t0.000\t1.444\t0.064\t1.605\t3.102\t0.893\t0.929\t0.992\t0.816\t1.017\t0.846\t0.891\n1\t1.841\t0.666\t0.930\t0.686\t-0.355\t1.382\t0.329\t-0.473\t2.173\t0.465\t-0.425\t-1.124\t0.000\t0.599\t0.680\t-1.615\t2.548\t0.435\t-1.177\t-1.203\t0.000\t0.481\t0.811\t1.425\t0.821\t1.000\t0.940\t0.761\n1\t0.683\t-2.110\t-0.451\t0.511\t-0.834\t0.499\t-0.782\t1.652\t1.087\t0.655\t0.968\t-1.358\t2.215\t0.515\t-1.688\t0.574\t0.000\t2.438\t-0.145\t0.381\t0.000\t1.184\t1.076\t0.980\t1.216\t0.924\t0.983\t0.933\n0\t0.499\t1.128\t0.946\t0.444\t1.220\t1.105\t0.529\t-1.205\t2.173\t1.158\t0.780\t0.247\t2.215\t0.689\t0.762\t1.407\t0.000\t0.664\t-0.022\t-0.276\t0.000\t0.816\t0.851\t1.002\t0.890\t1.623\t0.970\t0.780\n1\t2.721\t1.091\t0.725\t0.523\t0.944\t0.950\t2.432\t-0.909\t0.000\t0.978\t1.136\t-0.273\t1.107\t1.025\t1.044\t1.626\t0.000\t0.366\t0.473\t-0.581\t0.000\t1.017\t1.019\t0.992\t1.188\t0.801\t0.953\t1.056\n0\t0.713\t-0.752\t-0.208\t0.853\t0.758\t0.865\t-0.902\t-0.886\t2.173\t0.883\t0.348\t-1.457\t2.215\t1.042\t-1.191\t1.355\t0.000\t0.651\t1.479\t-0.264\t0.000\t0.802\t1.060\t0.991\t0.901\t1.077\t0.939\t0.863\n0\t0.794\t0.465\t0.881\t0.667\t-0.885\t1.590\t-0.302\t0.394\t2.173\t0.806\t-0.049\t1.636\t0.000\t2.130\t0.321\t-1.207\t2.548\t0.603\t1.021\t0.382\t0.000\t0.950\t0.915\t1.008\t1.076\t2.400\t1.179\t0.941\n0\t0.326\t-1.446\t0.350\t0.375\t1.518\t1.199\t0.057\t1.637\t2.173\t1.089\t-0.655\t-0.399\t2.215\t1.077\t-0.311\t0.562\t0.000\t0.988\t-2.048\t-0.599\t0.000\t0.644\t1.152\t0.983\t0.837\t1.741\t0.974\t0.802\n1\t0.916\t-1.352\t-0.720\t0.320\t-1.328\t0.579\t0.012\t1.281\t2.173\t0.452\t-1.914\t1.714\t0.000\t0.979\t-1.788\t1.122\t0.000\t1.242\t-1.082\t-0.140\t0.000\t1.027\t1.112\t0.984\t0.542\t0.676\t0.700\t0.657\n1\t0.965\t-0.629\t1.720\t1.446\t-0.529\t0.981\t-1.063\t0.751\t0.000\t1.020\t0.041\t-0.431\t0.000\t1.980\t-0.631\t1.363\t1.274\t1.695\t-0.993\t-0.602\t3.102\t0.844\t0.834\t1.470\t1.190\t1.417\t0.941\t0.860\n1\t1.191\t0.296\t0.117\t0.739\t-0.683\t1.997\t1.225\t-1.134\t0.000\t1.033\t-0.331\t-0.776\t0.000\t1.862\t0.275\t1.168\t2.548\t2.322\t0.114\t0.630\t3.102\t0.902\t0.877\t0.990\t0.877\t0.753\t0.827\t0.776\n0\t2.178\t-0.851\t-0.902\t0.262\t0.985\t0.931\t-1.386\t0.343\t2.173\t0.861\t-1.596\t1.596\t0.000\t1.291\t-1.635\t-0.001\t0.000\t0.655\t-0.240\t0.969\t3.102\t1.607\t1.055\t1.037\t1.170\t0.654\t0.803\t0.858\n1\t0.441\t2.150\t1.061\t1.092\t0.345\t0.766\t1.479\t-1.504\t0.000\t1.028\t0.064\t-0.042\t2.215\t0.792\t0.416\t1.619\t0.000\t0.818\t1.016\t-0.900\t3.102\t0.882\t0.652\t0.983\t0.881\t0.768\t0.844\t0.798\n0\t0.305\t-0.863\t-0.353\t2.308\t-1.499\t1.387\t-0.425\t0.353\t2.173\t0.418\t-1.168\t-1.682\t2.215\t0.374\t0.697\t-0.938\t0.000\t0.516\t0.015\t-0.457\t0.000\t0.680\t0.985\t0.998\t0.498\t1.169\t1.033\t0.817\n1\t0.821\t1.143\t-0.065\t2.526\t0.449\t0.959\t0.420\t-1.343\t2.173\t1.207\t-0.644\t1.365\t0.000\t2.575\t1.138\t-0.695\t0.000\t1.398\t1.033\t1.171\t3.102\t3.966\t2.364\t0.990\t0.876\t1.072\t1.516\t1.444\n0\t0.623\t1.018\t1.167\t1.208\t0.277\t0.948\t-0.727\t-1.524\t0.000\t1.147\t0.600\t-0.313\t2.215\t0.829\t-0.282\t1.579\t0.000\t0.702\t-0.189\t0.345\t3.102\t0.636\t0.788\t0.993\t0.831\t0.574\t0.921\t0.875\n1\t0.743\t0.543\t-0.294\t1.523\t0.663\t0.835\t0.027\t-0.667\t0.000\t0.881\t-0.160\t-1.179\t2.215\t0.894\t0.778\t1.239\t0.000\t1.947\t-0.224\t1.501\t3.102\t0.913\t0.921\t1.119\t1.049\t0.788\t0.878\t0.756\n1\t2.089\t-0.100\t-0.859\t1.001\t0.721\t0.707\t0.168\t1.377\t2.173\t0.540\t-1.098\t0.983\t2.215\t0.403\t0.763\t0.172\t0.000\t1.013\t-0.923\t-0.478\t0.000\t0.890\t0.983\t1.982\t1.196\t0.708\t0.930\t0.811\n0\t0.681\t-0.662\t1.072\t1.462\t-1.702\t0.786\t1.635\t0.410\t0.000\t0.709\t1.318\t1.059\t0.000\t1.326\t-0.529\t-0.724\t0.000\t1.135\t0.593\t-1.278\t3.102\t0.904\t1.041\t0.992\t1.620\t0.736\t1.140\t1.366\n1\t0.351\t1.397\t1.177\t2.619\t0.702\t0.797\t-0.949\t-1.074\t0.000\t0.757\t-0.930\t-0.433\t0.000\t0.816\t0.897\t0.538\t1.274\t1.395\t0.589\t-1.060\t3.102\t0.902\t1.106\t0.987\t0.904\t0.816\t1.042\t2.029\n1\t1.100\t0.399\t-0.221\t0.474\t-1.012\t0.803\t0.870\t-1.327\t1.087\t0.559\t0.625\t1.020\t2.215\t0.613\t-1.017\t-0.214\t0.000\t0.974\t-0.517\t0.665\t0.000\t0.644\t0.753\t0.983\t0.943\t0.851\t0.832\t0.755\n1\t0.759\t-0.198\t-1.478\t0.650\t0.587\t0.848\t2.268\t-1.723\t0.000\t1.543\t0.714\t-0.523\t0.000\t2.222\t0.819\t0.427\t2.548\t0.956\t-1.180\t-1.418\t0.000\t0.753\t0.915\t0.988\t0.965\t0.869\t0.958\t0.798\n0\t1.040\t-1.543\t1.658\t0.336\t1.525\t0.499\t-1.047\t-0.175\t2.173\t0.431\t-1.398\t0.469\t0.000\t0.344\t-2.100\t1.392\t0.000\t0.950\t-0.165\t-0.496\t3.102\t0.511\t0.689\t0.988\t0.839\t0.383\t0.631\t0.574\n0\t1.038\t-1.032\t-0.346\t0.469\t-0.217\t1.000\t-0.937\t0.433\t2.173\t1.065\t-1.583\t1.560\t0.000\t1.364\t-0.349\t-1.378\t2.548\t0.841\t-0.364\t1.624\t0.000\t0.783\t0.864\t0.991\t0.959\t1.510\t0.996\t0.947\n0\t3.587\t-0.434\t-0.315\t2.020\t-0.352\t0.987\t1.635\t1.020\t0.000\t1.659\t-0.023\t-1.612\t0.000\t1.312\t-0.573\t-1.634\t0.000\t2.954\t0.900\t1.538\t0.000\t0.698\t0.984\t0.957\t0.857\t0.176\t0.912\t1.206\n1\t0.630\t0.889\t1.165\t1.084\t-1.366\t1.784\t0.840\t0.193\t0.000\t0.418\t1.614\t1.136\t0.000\t1.204\t-0.695\t-1.101\t2.548\t0.828\t1.025\t-0.874\t3.102\t0.903\t0.888\t0.985\t1.314\t0.907\t0.870\t0.840\n0\t1.130\t-1.702\t-0.326\t0.521\t0.615\t0.600\t2.505\t-0.952\t0.000\t0.719\t-1.466\t1.258\t2.215\t0.856\t1.007\t1.572\t0.000\t1.374\t0.180\t0.778\t3.102\t0.792\t0.829\t0.988\t0.790\t0.951\t1.004\t1.070\n1\t0.621\t0.523\t-0.117\t0.654\t-1.100\t0.700\t0.018\t0.522\t0.000\t1.314\t-0.695\t-1.074\t2.215\t0.358\t-1.429\t0.805\t0.000\t0.723\t-0.271\t1.484\t3.102\t0.965\t0.730\t0.991\t0.746\t0.676\t0.889\t0.763\n0\t0.719\t-0.560\t1.136\t2.187\t0.795\t1.225\t0.529\t-0.860\t0.000\t0.845\t0.491\t1.676\t2.215\t1.189\t-0.646\t0.029\t2.548\t0.463\t-0.129\t-0.555\t0.000\t0.511\t0.918\t0.984\t0.939\t1.265\t1.072\t1.241\n0\t0.828\t-0.387\t-0.018\t1.212\t1.501\t0.460\t-0.152\t-1.027\t0.000\t1.095\t0.395\t-1.699\t2.215\t1.352\t1.071\t0.319\t2.548\t0.562\t-1.669\t0.228\t0.000\t1.085\t1.147\t1.359\t1.225\t1.353\t1.083\t0.963\n1\t0.470\t0.733\t-0.287\t0.872\t0.939\t0.669\t-1.721\t-0.688\t0.000\t0.793\t0.828\t-0.989\t0.000\t1.842\t0.501\t1.062\t2.548\t1.375\t0.313\t0.326\t3.102\t0.805\t1.040\t0.987\t0.881\t0.757\t0.878\t0.790\n1\t0.881\t1.237\t-1.179\t1.781\t1.428\t0.291\t1.805\t-1.470\t0.000\t0.543\t1.105\t-0.166\t2.215\t1.171\t-0.012\t0.501\t2.548\t0.376\t-1.829\t0.823\t0.000\t1.904\t1.271\t1.235\t1.220\t0.704\t0.880\t0.966\n0\t1.579\t-0.834\t1.583\t0.343\t0.590\t1.461\t-0.754\t-1.514\t2.173\t1.666\t-1.289\t0.240\t1.107\t0.765\t-1.516\t-0.823\t0.000\t1.180\t-2.175\t-0.118\t0.000\t0.807\t1.053\t0.988\t0.881\t2.387\t1.349\t1.125\n1\t0.762\t0.005\t1.172\t0.647\t-1.651\t0.493\t1.057\t-0.003\t2.173\t0.489\t-1.030\t1.174\t2.215\t0.531\t-1.808\t-1.126\t0.000\t0.664\t-1.345\t0.131\t0.000\t0.605\t1.335\t0.994\t0.849\t1.117\t0.869\t0.901\n0\t0.292\t1.288\t-0.783\t1.748\t-0.468\t0.478\t-2.605\t1.314\t0.000\t0.521\t0.449\t1.508\t2.215\t0.990\t-1.193\t0.496\t1.274\t0.717\t-1.327\t-1.437\t0.000\t0.732\t0.824\t1.001\t0.868\t0.978\t0.888\t1.027\n0\t2.183\t1.530\t0.851\t0.237\t-0.622\t1.283\t0.174\t-1.023\t2.173\t1.206\t-1.242\t1.518\t0.000\t1.409\t-1.634\t0.115\t0.000\t2.140\t1.057\t-0.884\t3.102\t0.817\t2.119\t0.986\t1.148\t1.030\t1.869\t1.981\n0\t0.894\t1.460\t-0.680\t0.444\t0.771\t1.434\t0.335\t-1.416\t0.000\t1.494\t1.168\t0.368\t0.000\t1.830\t0.763\t1.733\t1.274\t1.818\t1.785\t0.338\t0.000\t0.845\t1.026\t0.982\t1.018\t1.377\t1.011\t0.886\n0\t1.700\t0.521\t-1.286\t3.820\t-1.622\t2.414\t-0.217\t0.206\t0.000\t1.502\t-0.694\t0.387\t2.215\t1.652\t0.225\t1.725\t2.548\t0.926\t-0.531\t-0.193\t0.000\t0.939\t0.835\t1.049\t0.674\t1.773\t1.574\t1.810\n0\t2.008\t-0.041\t0.394\t0.865\t-0.297\t0.855\t-1.227\t1.652\t0.000\t0.830\t0.925\t1.460\t0.000\t0.962\t-1.267\t-0.797\t2.548\t1.126\t-0.488\t-1.338\t0.000\t0.816\t1.078\t1.064\t1.107\t0.549\t0.751\t0.923\n0\t0.787\t-0.228\t1.161\t0.754\t0.328\t0.848\t-1.115\t-0.920\t2.173\t0.614\t-0.738\t0.420\t0.000\t0.566\t-1.606\t1.533\t0.000\t0.559\t-1.535\t0.305\t0.000\t0.897\t0.988\t0.988\t0.844\t0.632\t0.889\t0.822\n0\t1.462\t-0.502\t0.378\t0.783\t-1.730\t1.478\t-1.935\t-0.907\t0.000\t2.290\t-0.780\t0.956\t2.215\t0.697\t-1.074\t-0.619\t0.000\t1.115\t0.450\t-1.222\t1.551\t0.863\t1.690\t1.403\t1.074\t1.692\t1.700\t1.404\n0\t1.107\t1.087\t-0.917\t0.558\t0.209\t0.682\t-0.115\t-0.549\t0.000\t1.431\t-0.392\t0.719\t2.215\t1.156\t-0.007\t-1.590\t2.548\t0.707\t-0.465\t1.107\t0.000\t1.083\t0.892\t0.986\t1.244\t1.223\t0.954\t0.851\n0\t0.351\t-1.149\t-0.034\t0.680\t-1.177\t1.457\t1.061\t-1.117\t0.000\t1.027\t-0.449\t0.880\t0.000\t1.882\t0.061\t0.329\t2.548\t0.904\t-0.157\t1.190\t3.102\t3.347\t1.896\t0.997\t0.887\t0.709\t1.384\t1.089\n1\t0.525\t0.435\t0.544\t0.497\t-1.068\t1.844\t-0.943\t1.084\t2.173\t1.646\t0.387\t-0.039\t0.000\t1.789\t-0.380\t-0.927\t0.000\t1.466\t0.124\t1.537\t3.102\t1.005\t1.072\t0.991\t1.097\t1.221\t1.231\t0.991\n0\t1.021\t0.245\t0.585\t0.615\t-1.644\t0.702\t0.564\t-1.165\t2.173\t0.805\t2.192\t-0.097\t0.000\t0.747\t0.813\t-0.735\t2.548\t0.439\t0.316\t1.619\t0.000\t1.141\t0.817\t0.995\t0.831\t0.371\t0.707\t0.744\n0\t1.270\t0.349\t1.181\t0.911\t1.057\t0.762\t1.532\t0.415\t0.000\t0.717\t-0.728\t-1.150\t2.215\t1.564\t0.636\t-0.620\t2.548\t0.526\t0.430\t-0.950\t0.000\t0.897\t1.064\t1.000\t1.252\t1.028\t1.057\t1.015\n1\t1.142\t-1.185\t0.664\t0.773\t-0.214\t1.147\t-0.046\t-1.380\t0.000\t0.707\t-0.501\t-0.566\t0.000\t0.788\t-0.203\t1.156\t0.000\t1.148\t0.119\t0.459\t1.551\t1.157\t0.814\t0.986\t0.518\t0.119\t0.478\t0.532\n0\t1.117\t-1.139\t-0.119\t0.637\t-1.085\t0.830\t-0.845\t-1.426\t2.173\t1.237\t-0.809\t0.900\t1.107\t0.494\t-1.591\t-0.385\t0.000\t0.599\t-1.335\t0.665\t0.000\t0.488\t0.788\t0.990\t0.982\t1.289\t0.865\t0.707\n1\t0.453\t0.662\t-0.419\t0.878\t1.440\t0.868\t-0.245\t-0.142\t2.173\t1.313\t-0.759\t-0.749\t2.215\t1.126\t-0.590\t1.143\t0.000\t1.026\t0.143\t1.231\t0.000\t0.959\t1.091\t0.988\t0.861\t0.921\t0.862\t0.775\n0\t0.442\t-0.460\t-0.865\t1.286\t0.697\t0.681\t2.319\t-0.588\t0.000\t0.679\t0.346\t-1.534\t1.107\t0.748\t-1.062\t1.411\t0.000\t0.626\t0.718\t1.625\t0.000\t0.915\t0.959\t1.030\t0.820\t0.880\t0.678\t0.654\n1\t0.353\t1.429\t0.165\t2.087\t-1.037\t0.816\t1.046\t0.632\t0.000\t1.207\t-0.203\t1.347\t2.215\t0.942\t-0.117\t-0.142\t2.548\t1.164\t-2.019\t-1.380\t0.000\t0.729\t0.797\t1.050\t1.557\t1.105\t1.148\t1.016\n0\t0.703\t-2.264\t-1.551\t1.113\t-0.651\t0.537\t-0.513\t1.143\t1.087\t0.546\t-2.426\t0.276\t0.000\t0.619\t0.015\t-0.627\t2.548\t0.511\t1.274\t0.515\t0.000\t0.779\t0.993\t0.984\t1.385\t0.744\t1.107\t0.911\n0\t0.803\t0.056\t1.001\t0.489\t-0.415\t0.846\t-0.022\t-1.109\t2.173\t1.129\t0.870\t0.474\t0.000\t0.697\t0.828\t1.611\t2.548\t1.061\t1.246\t-0.234\t0.000\t0.953\t0.878\t0.986\t0.856\t0.764\t0.909\t0.843\n1\t1.317\t-0.640\t1.167\t0.833\t0.914\t1.395\t0.277\t-0.988\t2.173\t0.596\t0.389\t0.938\t0.000\t0.605\t0.453\t0.086\t0.000\t0.796\t-0.488\t-0.235\t3.102\t0.641\t1.191\t0.986\t0.759\t0.860\t0.994\t0.839\n0\t1.259\t1.036\t-1.153\t0.301\t0.058\t0.975\t0.948\t1.567\t2.173\t0.945\t2.372\t-0.312\t0.000\t1.113\t0.767\t-0.163\t1.274\t1.636\t0.832\t0.638\t0.000\t0.902\t0.940\t0.984\t0.706\t1.300\t0.821\t0.775\n0\t0.436\t1.839\t1.296\t1.263\t-1.498\t0.552\t1.532\t-0.190\t0.000\t1.187\t0.457\t-0.452\t1.107\t1.359\t-0.175\t1.260\t1.274\t0.596\t-1.420\t1.725\t0.000\t2.310\t1.508\t0.978\t0.872\t1.424\t1.144\t1.014\n0\t0.958\t-0.691\t-0.016\t0.249\t-1.485\t1.483\t-0.226\t-1.365\t0.000\t1.265\t-1.146\t0.613\t2.215\t2.291\t-0.095\t0.886\t0.000\t1.288\t-0.894\t-0.627\t0.000\t1.028\t0.947\t0.988\t0.767\t1.892\t1.030\t0.861\n0\t0.600\t0.233\t-1.674\t1.774\t-0.814\t0.521\t-0.416\t1.142\t2.173\t0.353\t0.192\t0.991\t2.215\t0.988\t-1.526\t-0.046\t0.000\t0.482\t-2.272\t1.258\t0.000\t0.818\t0.964\t1.001\t0.722\t0.216\t0.676\t0.898\n1\t0.979\t0.406\t-1.731\t0.612\t0.038\t0.718\t0.972\t-0.509\t2.173\t1.038\t-0.454\t1.118\t2.215\t0.827\t-0.247\t-0.977\t0.000\t0.481\t1.805\t0.365\t0.000\t1.256\t0.910\t1.072\t0.840\t1.613\t0.962\t0.808\n0\t3.062\t0.432\t-1.004\t0.312\t0.142\t1.045\t0.342\t1.206\t1.087\t0.748\t0.596\t0.298\t2.215\t0.512\t1.902\t0.914\t0.000\t0.554\t1.531\t0.302\t0.000\t0.954\t0.989\t1.164\t1.065\t0.966\t1.062\t0.899\n0\t0.790\t0.390\t0.084\t0.566\t-1.420\t1.241\t0.719\t-0.842\t2.173\t0.781\t0.920\t0.801\t0.000\t1.301\t0.046\t0.488\t0.000\t1.556\t-0.504\t1.173\t3.102\t0.835\t0.917\t0.992\t0.821\t1.773\t1.155\t0.934\n1\t0.690\t-0.174\t1.030\t2.228\t1.726\t0.599\t-0.795\t0.145\t0.000\t0.963\t-1.316\t-0.713\t2.215\t0.433\t0.221\t0.252\t2.548\t0.456\t-1.459\t0.045\t0.000\t0.400\t0.683\t1.009\t0.745\t0.803\t0.884\t0.809\n0\t1.475\t-0.243\t1.490\t0.318\t1.128\t0.297\t0.681\t1.366\t0.000\t0.841\t0.559\t-0.328\t2.215\t0.936\t-0.380\t-0.516\t1.274\t0.923\t1.675\t-1.310\t0.000\t0.779\t0.891\t0.988\t0.911\t0.513\t0.770\t0.775\n0\t0.912\t0.892\t0.121\t1.597\t-0.811\t0.599\t-1.777\t0.810\t0.000\t0.913\t1.569\t0.419\t2.215\t1.022\t0.731\t1.550\t2.548\t1.335\t0.131\t-0.208\t0.000\t1.895\t1.682\t1.244\t1.002\t0.974\t1.509\t1.358\n1\t0.843\t-1.378\t1.368\t0.634\t-0.730\t1.086\t-0.384\t-0.976\t0.000\t0.671\t-2.050\t0.390\t0.000\t1.012\t-0.304\t-0.495\t2.548\t2.086\t-0.307\t0.858\t3.102\t0.922\t1.290\t0.987\t0.836\t1.043\t0.826\t0.836\n0\t0.549\t-1.856\t-1.549\t0.495\t-0.030\t1.290\t-0.594\t0.680\t0.000\t1.222\t-0.850\t-0.150\t2.215\t2.027\t-0.585\t1.644\t0.000\t2.941\t0.059\t-1.386\t1.551\t2.220\t1.842\t0.990\t1.009\t1.749\t1.473\t1.155\n0\t0.783\t0.564\t0.989\t0.678\t-0.482\t0.677\t-0.900\t-0.354\t2.173\t0.332\t-1.533\t-0.691\t0.000\t0.713\t-1.920\t0.987\t0.000\t1.574\t-0.379\t-1.430\t3.102\t0.772\t0.891\t0.988\t0.994\t0.935\t0.804\t0.861\n0\t2.494\t-0.012\t1.649\t0.298\t-1.417\t1.246\t-0.048\t1.142\t2.173\t1.443\t0.206\t-0.425\t0.000\t1.818\t-0.385\t-0.418\t0.000\t1.145\t0.304\t0.484\t3.102\t0.802\t0.964\t0.983\t0.908\t0.755\t1.182\t1.149\n1\t0.664\t0.861\t-0.011\t1.508\t0.508\t0.735\t-0.913\t-1.446\t0.000\t0.507\t0.294\t1.166\t2.215\t0.550\t-1.928\t-0.649\t0.000\t0.617\t-1.208\t-0.508\t3.102\t1.045\t1.073\t0.995\t1.476\t0.711\t0.997\t1.385\n0\t1.076\t0.153\t-1.384\t0.376\t-0.618\t1.171\t1.424\t0.179\t0.000\t1.658\t-1.096\t-1.659\t2.215\t0.747\t-0.331\t0.165\t2.548\t0.463\t0.189\t0.607\t0.000\t0.839\t0.950\t0.990\t0.901\t1.267\t1.687\t1.338\n1\t1.007\t-0.996\t-1.567\t1.078\t0.914\t1.508\t0.107\t-1.473\t2.173\t0.987\t-0.357\t-0.897\t2.215\t1.580\t2.371\t0.434\t0.000\t1.593\t0.136\t0.442\t0.000\t2.708\t2.636\t1.136\t1.302\t0.990\t2.085\t1.964\n1\t0.692\t1.009\t-1.675\t0.757\t-0.655\t1.020\t0.637\t0.198\t1.087\t1.341\t0.571\t-1.128\t1.107\t0.681\t1.474\t0.585\t0.000\t1.023\t2.356\t1.170\t0.000\t0.881\t0.857\t0.991\t0.859\t1.601\t0.984\t0.868\n0\t0.308\t2.046\t-1.009\t2.050\t0.414\t0.830\t0.855\t-1.346\t0.000\t0.610\t2.188\t1.617\t0.000\t0.780\t0.458\t0.542\t2.548\t1.268\t-0.202\t-1.043\t3.102\t1.327\t1.169\t1.055\t1.545\t0.806\t1.046\t1.055\n0\t0.536\t1.957\t-1.682\t1.257\t0.581\t0.579\t-0.306\t-1.316\t0.000\t0.762\t0.724\t-0.380\t1.107\t0.751\t-0.843\t1.219\t1.274\t0.863\t-0.351\t-0.514\t0.000\t0.718\t0.798\t1.015\t1.496\t1.097\t1.081\t1.040\n1\t0.875\t0.592\t0.706\t0.127\t0.215\t1.417\t0.946\t0.844\t0.000\t1.160\t-0.134\t0.632\t2.215\t2.252\t0.951\t-1.051\t2.548\t1.466\t-0.301\t-0.560\t0.000\t0.813\t0.884\t0.982\t1.273\t2.025\t1.140\t0.951\n1\t2.207\t1.249\t-0.892\t0.772\t0.459\t0.917\t1.187\t0.961\t2.173\t0.791\t1.280\t-1.638\t0.000\t0.677\t-0.089\t0.420\t2.548\t0.797\t0.557\t-0.294\t0.000\t1.027\t1.008\t1.697\t1.138\t0.823\t0.993\t0.857\n0\t1.238\t-2.110\t0.375\t0.528\t-1.117\t0.572\t0.007\t-0.914\t0.000\t0.625\t-0.907\t1.180\t2.215\t0.338\t0.017\t0.377\t0.000\t0.828\t-0.439\t-1.723\t3.102\t0.726\t0.803\t1.091\t0.863\t0.352\t0.661\t0.755\n1\t0.420\t2.222\t1.714\t1.435\t0.203\t0.815\t0.962\t1.369\t0.000\t0.930\t0.252\t-1.706\t2.215\t0.885\t1.268\t-0.314\t0.000\t0.998\t1.099\t-0.694\t0.000\t1.342\t0.997\t1.052\t1.121\t0.964\t1.083\t0.970\n0\t1.214\t-0.675\t0.853\t0.833\t0.570\t0.840\t-0.445\t-1.412\t0.000\t0.623\t-0.228\t1.444\t1.107\t1.624\t-0.247\t-0.338\t2.548\t0.692\t0.615\t-0.696\t0.000\t1.015\t1.044\t0.987\t0.666\t1.068\t0.775\t0.813\n0\t1.034\t-0.919\t-1.362\t1.716\t-0.783\t1.869\t-0.767\t0.672\t0.000\t0.670\t-2.766\t-1.286\t0.000\t0.798\t2.690\t1.314\t0.000\t1.042\t0.575\t-0.800\t3.102\t0.973\t0.938\t0.990\t0.798\t1.146\t0.920\t0.875\n1\t0.345\t-1.529\t0.763\t0.622\t1.602\t1.043\t-0.486\t-0.875\t2.173\t1.002\t0.125\t-0.197\t2.215\t1.368\t-0.629\t0.616\t0.000\t0.795\t1.562\t0.837\t0.000\t0.984\t1.041\t0.998\t0.954\t0.985\t0.849\t0.762\n0\t0.907\t-1.692\t0.629\t2.663\t1.169\t1.134\t-2.243\t-0.572\t0.000\t1.188\t-0.054\t-1.018\t0.000\t1.028\t-0.108\t1.637\t2.548\t0.713\t0.999\t0.863\t0.000\t1.101\t1.706\t1.007\t1.778\t0.808\t1.374\t1.393\n0\t0.412\t1.642\t-1.515\t1.506\t-0.418\t0.762\t0.037\t0.309\t2.173\t0.745\t0.255\t1.047\t2.215\t1.470\t0.159\t-1.248\t0.000\t1.546\t-0.779\t1.194\t0.000\t0.587\t1.026\t0.988\t0.959\t0.695\t0.813\t0.780\n1\t0.571\t0.470\t0.782\t0.507\t-0.725\t0.649\t1.297\t1.192\t2.173\t0.512\t2.902\t-1.568\t0.000\t1.245\t0.303\t0.419\t0.000\t0.915\t-0.310\t-0.875\t1.551\t2.456\t1.517\t0.990\t0.780\t1.097\t1.141\t0.913\n1\t1.616\t-0.881\t-0.445\t0.057\t-1.499\t1.309\t-0.560\t1.241\t2.173\t0.423\t-0.318\t-0.248\t0.000\t0.728\t-0.168\t-1.257\t2.548\t0.546\t0.622\t1.402\t0.000\t0.716\t0.949\t0.985\t0.651\t0.973\t0.893\t0.739\n1\t1.125\t0.794\t0.630\t0.104\t-0.432\t1.160\t1.038\t1.579\t2.173\t1.167\t1.260\t-0.294\t0.000\t0.971\t0.352\t-0.872\t1.274\t1.128\t-0.082\t1.140\t0.000\t0.805\t1.152\t0.988\t0.781\t1.151\t0.842\t0.761\n0\t0.710\t-1.557\t-0.409\t2.510\t-1.025\t1.189\t-1.080\t1.220\t0.000\t0.612\t-0.408\t1.041\t0.000\t0.987\t-0.658\t0.155\t2.548\t0.628\t-0.427\t-0.283\t3.102\t0.685\t0.965\t0.984\t0.726\t0.239\t0.725\t0.976\n1\t0.873\t0.267\t-1.547\t1.460\t0.584\t0.988\t-1.047\t0.359\t2.173\t1.576\t-1.102\t-1.044\t0.000\t0.501\t-1.715\t-0.774\t0.000\t1.294\t-0.172\t1.184\t3.102\t0.617\t1.142\t1.470\t1.301\t0.964\t1.019\t1.093\n1\t0.788\t-0.083\t-1.618\t0.631\t0.518\t1.231\t0.305\t0.370\t2.173\t0.799\t2.394\t-0.855\t0.000\t1.390\t-0.010\t-1.081\t0.000\t0.822\t0.616\t1.364\t3.102\t0.842\t0.764\t0.987\t0.892\t0.862\t0.826\t0.717\n0\t0.352\t-2.175\t0.962\t2.027\t0.308\t0.656\t0.048\t-1.538\t0.000\t0.953\t-1.113\t-0.983\t2.215\t0.698\t0.030\t1.195\t0.000\t0.423\t-0.710\t-0.693\t3.102\t0.763\t1.013\t0.980\t0.597\t0.170\t0.677\t0.812\n1\t0.361\t-2.057\t0.907\t0.563\t-0.832\t1.042\t-0.152\t0.251\t0.000\t1.138\t-0.436\t-0.871\t2.215\t1.153\t-2.410\t1.639\t0.000\t0.798\t-0.718\t1.490\t3.102\t0.893\t0.916\t0.987\t0.729\t0.752\t0.851\t0.756\n0\t0.671\t-0.885\t-1.547\t0.682\t0.185\t0.820\t0.378\t-1.151\t2.173\t0.644\t-0.351\t-0.575\t0.000\t0.479\t0.938\t0.801\t0.000\t1.030\t1.235\t0.290\t3.102\t1.030\t0.894\t0.988\t0.932\t1.092\t0.809\t0.717\n1\t1.040\t-0.061\t0.060\t0.253\t-1.110\t1.365\t-0.222\t-1.568\t2.173\t1.067\t0.058\t0.383\t2.215\t1.128\t0.118\t-0.291\t0.000\t0.979\t0.394\t1.144\t0.000\t1.133\t0.845\t0.991\t1.146\t1.763\t1.026\t0.887\n1\t1.363\t0.329\t-1.226\t0.255\t-1.001\t0.828\t-1.143\t0.482\t2.173\t1.469\t0.810\t-0.794\t0.000\t1.282\t0.524\t1.109\t2.548\t0.900\t0.676\t0.346\t0.000\t0.704\t0.871\t0.981\t0.903\t1.430\t1.174\t0.914\n0\t0.536\t-0.422\t0.445\t2.634\t1.221\t1.317\t-1.970\t-0.911\t0.000\t0.872\t0.328\t0.344\t0.000\t1.066\t0.509\t0.888\t2.548\t1.251\t-0.205\t-0.345\t0.000\t0.889\t0.924\t1.061\t0.794\t0.969\t0.878\t0.862\n1\t0.879\t0.437\t-1.656\t0.147\t-0.207\t0.666\t0.552\t0.083\t0.000\t0.413\t1.393\t0.742\t0.000\t1.587\t-0.445\t-0.737\t2.548\t1.124\t-0.324\t1.409\t3.102\t0.801\t0.937\t0.995\t0.787\t0.955\t0.886\t0.777\n1\t0.401\t-0.352\t0.840\t2.332\t-0.370\t1.307\t0.475\t1.511\t2.173\t0.859\t0.597\t0.771\t0.000\t1.035\t1.043\t-1.400\t2.548\t1.101\t0.482\t-0.383\t0.000\t1.092\t0.992\t1.188\t1.669\t0.868\t1.219\t1.049\n1\t0.944\t0.599\t-0.786\t0.972\t0.136\t1.024\t1.151\t-1.535\t2.173\t0.751\t1.796\t-0.144\t0.000\t1.477\t1.396\t1.147\t2.548\t0.655\t1.439\t0.429\t0.000\t0.455\t0.832\t0.988\t1.096\t1.054\t0.952\t0.856\n0\t4.126\t1.032\t-0.120\t0.484\t-0.605\t1.783\t0.645\t0.120\t0.000\t5.193\t0.059\t1.673\t2.215\t0.613\t1.437\t1.353\t0.000\t0.624\t0.379\t1.723\t3.102\t1.912\t1.239\t0.985\t3.793\t0.330\t2.262\t2.030\n0\t0.346\t-1.226\t-0.886\t1.020\t-0.535\t0.746\t-0.762\t-0.785\t2.173\t0.689\t-1.203\t1.572\t0.000\t1.387\t-0.077\t0.774\t2.548\t0.844\t-2.312\t0.104\t0.000\t0.729\t0.979\t0.976\t0.939\t1.326\t0.935\t0.922\n0\t2.247\t0.237\t-0.648\t0.455\t0.487\t0.642\t-0.839\t-1.723\t1.087\t1.400\t-0.051\t0.978\t2.215\t0.952\t1.521\t-0.764\t0.000\t0.718\t-0.629\t0.582\t0.000\t1.639\t1.482\t1.197\t1.177\t1.069\t1.129\t1.063\n0\t1.980\t-0.614\t0.791\t0.708\t-0.161\t1.123\t-0.415\t0.163\t2.173\t1.409\t-0.920\t-1.570\t2.215\t0.483\t0.635\t-1.031\t0.000\t1.238\t-0.056\t-0.640\t0.000\t0.697\t0.937\t1.240\t1.292\t1.915\t1.113\t0.911\n1\t0.565\t0.759\t0.197\t0.370\t-0.298\t0.592\t1.245\t0.483\t0.000\t1.132\t1.303\t-0.938\t2.215\t1.376\t1.091\t1.738\t2.548\t1.908\t0.507\t0.944\t0.000\t0.845\t1.040\t0.983\t1.153\t0.889\t0.959\t0.954\n1\t1.002\t0.122\t-1.331\t0.768\t0.872\t0.830\t1.125\t-0.397\t1.087\t0.570\t-1.048\t0.303\t0.000\t0.664\t1.816\t0.884\t0.000\t1.915\t-0.564\t1.482\t0.000\t1.220\t0.876\t1.113\t1.062\t0.870\t1.077\t0.912\n0\t0.700\t-1.188\t1.138\t1.419\t1.081\t1.411\t-0.737\t1.570\t2.173\t2.075\t-0.223\t-0.626\t0.000\t1.059\t0.025\t-0.397\t2.548\t1.452\t2.055\t0.014\t0.000\t1.265\t0.766\t0.990\t1.399\t1.608\t1.343\t1.428\n1\t1.591\t-0.168\t0.294\t0.765\t1.656\t0.294\t0.637\t0.646\t0.000\t0.506\t0.438\t-0.463\t0.000\t1.026\t0.344\t-1.213\t2.548\t0.902\t-0.769\t-1.652\t3.102\t0.855\t1.047\t1.439\t1.003\t0.586\t0.725\t0.771\n0\t0.973\t0.269\t-0.492\t0.699\t-0.831\t0.835\t-0.331\t-1.738\t2.173\t0.575\t0.972\t0.474\t0.000\t1.499\t-0.013\t0.677\t0.000\t0.558\t1.000\t-0.791\t3.102\t0.798\t0.767\t0.983\t0.957\t0.818\t0.809\t0.825\n1\t0.393\t-0.576\t-1.286\t1.527\t0.802\t2.742\t-1.467\t-1.003\t0.000\t0.960\t-0.933\t-0.088\t2.215\t1.850\t-0.181\t0.446\t2.548\t2.824\t-0.567\t1.023\t0.000\t0.741\t1.002\t1.021\t0.844\t0.858\t0.897\t0.759\n0\t1.125\t-0.104\t-0.521\t0.849\t0.782\t0.955\t0.055\t1.241\t2.173\t0.555\t-0.510\t-0.071\t0.000\t0.884\t0.764\t-0.582\t0.000\t1.223\t1.071\t1.621\t3.102\t0.923\t1.024\t1.250\t1.020\t0.840\t0.876\t0.819\n1\t0.384\t-1.197\t0.736\t0.250\t0.678\t1.268\t0.464\t0.316\t2.173\t0.886\t0.162\t-1.018\t0.000\t0.446\t1.944\t-1.530\t0.000\t1.349\t-0.923\t-1.733\t0.000\t0.947\t0.608\t0.981\t0.798\t0.832\t0.865\t0.731\n1\t1.005\t-1.101\t0.590\t0.802\t1.058\t0.909\t0.312\t-0.834\t2.173\t0.857\t-0.484\t-1.266\t2.215\t0.647\t0.441\t0.445\t0.000\t0.560\t-1.336\t0.011\t0.000\t0.865\t1.022\t0.986\t1.119\t0.733\t1.223\t1.004\n0\t0.441\t0.840\t-1.403\t0.957\t0.783\t0.831\t-0.990\t-1.689\t2.173\t0.630\t-1.125\t-0.687\t0.000\t0.819\t-0.179\t0.420\t0.000\t0.399\t0.076\t-1.377\t1.551\t1.077\t1.088\t0.989\t0.614\t0.388\t1.079\t1.035\n0\t0.520\t0.756\t-1.121\t1.774\t-0.091\t0.451\t0.832\t0.664\t0.000\t0.564\t-0.084\t1.382\t0.000\t0.943\t0.547\t1.566\t1.274\t1.013\t-0.234\t-0.859\t3.102\t0.825\t0.827\t1.066\t0.923\t0.699\t0.695\t0.685\n0\t1.791\t0.107\t-1.054\t0.521\t-0.554\t0.903\t0.763\t0.597\t0.000\t0.466\t1.282\t1.284\t0.000\t0.818\t-0.429\t-0.207\t2.548\t0.669\t-0.604\t-1.710\t3.102\t0.886\t0.937\t0.994\t0.772\t0.557\t0.748\t0.810\n1\t1.020\t-1.592\t-0.635\t0.144\t-0.862\t1.925\t0.059\t1.613\t0.000\t1.403\t-0.704\t-0.250\t2.215\t1.732\t0.086\t0.164\t2.548\t1.106\t-1.231\t0.789\t0.000\t0.598\t1.016\t0.981\t1.023\t0.922\t0.867\t0.786\n0\t0.436\t-0.535\t0.091\t1.171\t1.617\t0.963\t-0.938\t-0.493\t2.173\t0.926\t-0.655\t0.855\t0.000\t0.993\t-0.652\t-1.270\t2.548\t0.565\t-1.680\t-0.028\t0.000\t0.959\t0.942\t0.987\t0.959\t0.797\t0.794\t0.722\n0\t1.456\t0.204\t0.175\t1.031\t0.797\t0.785\t-0.964\t-1.254\t2.173\t1.364\t-0.643\t1.658\t0.000\t1.673\t0.560\t-0.359\t2.548\t0.712\t-1.095\t0.980\t0.000\t0.852\t0.863\t0.984\t0.969\t1.626\t1.145\t1.086\n1\t0.625\t-0.195\t0.908\t2.331\t0.250\t1.177\t-0.027\t-1.330\t1.087\t0.396\t-0.634\t-0.655\t0.000\t0.517\t0.523\t-1.076\t0.000\t0.532\t0.377\t0.402\t1.551\t0.910\t0.955\t0.992\t0.454\t0.861\t0.956\t0.860\n0\t1.384\t0.493\t0.157\t0.734\t0.945\t0.332\t1.101\t1.190\t0.000\t0.320\t-0.255\t0.019\t0.000\t0.718\t-0.115\t-1.037\t2.548\t1.031\t0.343\t-1.549\t0.000\t0.791\t0.783\t0.988\t0.837\t0.374\t0.727\t0.631\n0\t0.615\t-1.738\t-0.412\t1.358\t0.341\t0.531\t-1.458\t0.885\t0.000\t0.680\t-0.029\t-1.570\t2.215\t0.574\t-1.255\t-1.507\t0.000\t1.024\t-0.945\t-0.855\t3.102\t0.828\t0.876\t0.983\t0.694\t0.629\t0.713\t0.679\n0\t1.047\t0.897\t0.034\t1.458\t-0.696\t0.790\t1.880\t1.304\t0.000\t0.901\t0.078\t-1.022\t2.215\t0.980\t0.538\t0.557\t2.548\t1.039\t0.753\t1.351\t0.000\t0.719\t0.886\t1.046\t0.850\t1.021\t0.931\t0.924\n1\t1.147\t-0.900\t-1.286\t1.640\t-0.659\t1.071\t-0.831\t0.693\t2.173\t0.358\t0.564\t0.098\t2.215\t0.422\t1.479\t-1.550\t0.000\t0.838\t0.250\t0.740\t0.000\t0.832\t1.242\t1.020\t0.881\t0.844\t0.979\t0.921\n0\t1.336\t0.075\t1.051\t1.103\t0.338\t1.059\t1.423\t-1.205\t0.000\t0.807\t1.052\t0.427\t0.000\t0.908\t0.589\t-1.541\t0.000\t0.964\t-0.219\t-0.444\t1.551\t0.887\t1.080\t1.007\t0.538\t0.173\t0.679\t0.856\n1\t0.796\t1.024\t-1.168\t1.188\t0.753\t1.332\t0.351\t0.406\t2.173\t0.602\t0.270\t-0.743\t0.000\t0.956\t0.219\t-1.223\t0.000\t0.493\t-1.134\t1.303\t0.000\t0.943\t1.176\t1.330\t0.675\t0.958\t0.795\t0.800\n0\t1.388\t1.803\t0.595\t0.246\t1.096\t1.173\t0.244\t-0.971\t0.000\t1.260\t1.009\t-0.987\t2.215\t2.460\t-1.408\t1.155\t0.000\t1.332\t0.521\t0.208\t3.102\t0.921\t0.958\t0.987\t1.131\t1.058\t0.829\t0.890\n0\t0.661\t1.740\t-0.153\t1.012\t0.073\t0.788\t-0.962\t-1.415\t0.000\t1.455\t1.098\t1.000\t2.215\t0.464\t-2.027\t-1.141\t0.000\t0.859\t-0.264\t-0.611\t3.102\t0.776\t0.719\t0.986\t1.041\t1.279\t1.410\t1.287\n1\t0.908\t-0.466\t-0.623\t0.763\t1.232\t0.961\t-0.804\t1.294\t2.173\t0.820\t-0.018\t0.225\t0.000\t0.784\t0.478\t-0.573\t0.000\t0.850\t-2.445\t-0.897\t0.000\t0.884\t1.153\t1.147\t0.559\t0.520\t0.691\t0.698\n1\t0.914\t-0.387\t0.049\t0.546\t1.635\t1.172\t-0.487\t1.024\t2.173\t1.683\t-0.510\t-1.071\t0.000\t1.310\t0.901\t0.168\t0.000\t0.917\t-0.058\t-0.462\t0.000\t0.923\t0.711\t0.989\t0.845\t0.856\t0.982\t0.828\n0\t0.469\t1.385\t-0.976\t0.841\t-1.175\t0.835\t-0.473\t1.463\t0.000\t1.302\t1.168\t-0.600\t2.215\t0.949\t0.500\t1.421\t0.000\t1.142\t0.301\t0.422\t3.102\t0.861\t0.903\t0.984\t0.906\t0.997\t1.088\t0.920\n1\t1.350\t-2.050\t0.497\t0.890\t-1.703\t0.613\t0.727\t-0.808\t1.087\t0.521\t-0.884\t1.096\t1.107\t0.808\t-1.236\t0.184\t0.000\t1.017\t-1.047\t-1.624\t0.000\t0.986\t1.053\t1.392\t0.846\t1.123\t1.326\t1.097\n0\t0.522\t-2.269\t-1.317\t1.079\t1.498\t0.950\t-0.255\t0.015\t2.173\t0.973\t-0.611\t0.501\t2.215\t2.040\t-1.305\t-1.342\t0.000\t0.756\t0.613\t-1.503\t0.000\t0.699\t1.478\t0.975\t0.966\t0.656\t1.135\t1.264\n0\t0.605\t-1.998\t0.774\t0.461\t-0.538\t0.508\t-0.574\t1.305\t0.000\t0.891\t-1.615\t1.022\t0.000\t0.933\t-0.500\t-0.757\t2.548\t0.878\t0.346\t-0.822\t3.102\t0.889\t1.072\t0.993\t0.789\t0.349\t0.809\t0.716\n0\t1.956\t-1.069\t-1.357\t0.611\t-0.235\t1.931\t-0.851\t-1.715\t2.173\t1.623\t-1.087\t0.024\t2.215\t1.986\t-0.269\t0.091\t0.000\t1.362\t-0.383\t0.680\t0.000\t0.930\t0.956\t1.284\t1.148\t2.627\t1.567\t1.334\n1\t1.442\t0.181\t1.361\t1.048\t-1.648\t1.291\t0.522\t-0.096\t2.173\t0.704\t1.255\t-1.050\t0.000\t0.710\t1.171\t0.541\t1.274\t0.527\t1.563\t1.209\t0.000\t0.747\t1.168\t0.989\t0.980\t0.796\t1.093\t0.974\n1\t0.580\t-0.264\t0.170\t0.985\t1.340\t0.840\t0.824\t-1.093\t0.000\t0.790\t-0.334\t0.773\t2.215\t1.016\t0.622\t0.168\t2.548\t1.332\t-0.183\t-1.372\t0.000\t0.975\t1.112\t0.989\t0.616\t0.711\t0.901\t0.781\n0\t0.330\t0.914\t0.964\t1.966\t-0.627\t0.874\t0.031\t0.586\t0.000\t0.727\t-0.142\t-1.194\t2.215\t0.806\t-0.033\t1.419\t0.000\t0.583\t-1.757\t-1.283\t0.000\t1.030\t1.051\t1.104\t0.941\t0.581\t0.724\t0.813\n1\t0.627\t1.152\t-1.300\t1.295\t-1.001\t2.262\t-1.843\t1.337\t0.000\t1.231\t-0.920\t0.039\t1.107\t2.733\t0.158\t-0.272\t2.548\t0.478\t0.738\t1.702\t0.000\t2.980\t2.413\t0.991\t1.089\t1.270\t2.305\t1.959\n0\t0.477\t0.153\t-0.336\t1.240\t-1.604\t0.561\t-1.229\t-1.185\t1.087\t0.599\t-0.729\t-0.280\t0.000\t1.280\t-1.158\t1.430\t1.274\t1.074\t0.865\t-0.424\t0.000\t1.073\t1.132\t0.988\t0.867\t0.746\t0.960\t0.824\n1\t1.638\t0.269\t1.191\t0.948\t-1.579\t0.968\t0.375\t-0.395\t0.000\t0.768\t2.728\t1.241\t0.000\t0.866\t0.143\t-0.922\t2.548\t0.704\t0.819\t0.880\t1.551\t1.054\t0.885\t1.041\t0.833\t0.648\t0.633\t0.820\n0\t0.392\t2.166\t-0.353\t0.894\t1.589\t0.650\t0.326\t0.409\t2.173\t0.659\t1.779\t-1.275\t0.000\t0.744\t0.396\t1.514\t0.000\t0.912\t-0.267\t0.009\t3.102\t1.029\t1.040\t0.982\t0.871\t0.394\t0.792\t0.721\n0\t0.386\t0.345\t-1.207\t1.151\t1.078\t1.726\t-0.581\t-0.410\t0.000\t1.545\t-0.244\t1.030\t1.107\t1.522\t0.321\t1.556\t1.274\t1.307\t-0.656\t-0.951\t0.000\t1.100\t1.806\t0.988\t1.126\t0.896\t1.438\t1.351\n1\t1.256\t0.932\t0.351\t0.428\t-1.070\t1.968\t-0.547\t-0.124\t0.000\t1.659\t1.008\t1.584\t2.215\t1.031\t1.597\t1.148\t0.000\t1.800\t0.036\t1.550\t3.102\t0.934\t0.965\t0.989\t1.049\t0.810\t0.840\t0.753\n0\t0.950\t-0.660\t-1.628\t0.493\t-0.511\t0.517\t0.048\t0.338\t1.087\t0.968\t0.697\t1.623\t0.000\t1.532\t-0.395\t-0.294\t2.548\t0.405\t0.316\t1.326\t0.000\t0.257\t1.158\t0.993\t0.892\t0.657\t0.782\t0.809\n1\t0.721\t0.466\t-1.301\t0.728\t0.733\t0.745\t-0.496\t1.463\t0.000\t1.001\t-0.673\t-0.237\t0.000\t1.033\t-0.458\t0.917\t2.548\t0.797\t-0.882\t1.020\t1.551\t1.841\t1.076\t0.988\t0.683\t0.206\t0.707\t0.683\n0\t0.401\t0.685\t-0.441\t1.583\t1.556\t0.790\t-0.568\t0.032\t1.087\t0.686\t-1.108\t1.127\t0.000\t1.030\t-0.430\t-0.572\t0.000\t1.067\t-1.028\t-1.469\t3.102\t1.361\t1.032\t1.075\t1.000\t1.004\t0.961\t0.907\n1\t1.067\t1.068\t-1.688\t0.890\t1.706\t0.607\t1.538\t0.147\t2.173\t0.274\t-1.542\t-1.394\t0.000\t0.451\t0.896\t0.153\t2.548\t0.643\t-0.119\t-0.020\t0.000\t0.672\t1.194\t0.986\t0.723\t0.188\t0.755\t0.766\n0\t0.661\t1.474\t-1.575\t1.284\t-1.045\t0.644\t0.572\t1.524\t2.173\t1.239\t0.658\t-0.003\t1.107\t0.937\t-0.822\t1.448\t0.000\t0.577\t-0.354\t0.757\t0.000\t0.512\t1.175\t0.981\t0.753\t1.291\t0.871\t0.863\n1\t0.489\t-0.206\t-0.509\t1.307\t1.678\t0.915\t0.091\t-0.121\t0.000\t1.197\t0.385\t1.637\t2.215\t0.923\t-0.777\t0.175\t0.000\t0.438\t-1.599\t0.362\t0.000\t0.920\t0.968\t1.020\t0.714\t0.397\t0.937\t0.825\n1\t0.676\t1.380\t-0.709\t1.109\t1.736\t0.584\t-0.269\t-0.326\t2.173\t0.657\t0.404\t0.962\t2.215\t0.651\t-0.178\t-1.457\t0.000\t0.633\t-0.206\t1.173\t0.000\t0.494\t0.683\t0.988\t0.869\t0.896\t0.891\t0.755\n1\t0.484\t0.673\t-0.910\t0.957\t0.980\t0.814\t-0.069\t-0.076\t0.000\t2.188\t-0.315\t-1.329\t1.107\t0.912\t-0.076\t1.434\t0.000\t2.825\t-1.584\t0.242\t0.000\t0.945\t0.973\t0.987\t0.555\t1.543\t1.035\t0.860\n0\t0.776\t0.751\t-0.628\t2.167\t-1.088\t1.057\t-0.216\t0.860\t2.173\t0.861\t-0.403\t-0.028\t2.215\t0.352\t-0.902\t1.493\t0.000\t0.456\t-1.644\t1.055\t0.000\t0.283\t0.651\t0.985\t1.925\t1.017\t1.429\t1.219\n0\t1.429\t1.336\t-1.245\t0.457\t0.230\t1.306\t0.983\t-0.583\t1.087\t2.069\t1.084\t1.062\t0.000\t0.519\t1.677\t1.162\t0.000\t0.573\t0.045\t0.052\t3.102\t0.606\t0.828\t1.088\t0.899\t0.667\t1.123\t0.961\n0\t1.122\t-1.277\t1.510\t1.002\t-1.205\t0.994\t0.647\t0.894\t0.000\t0.766\t-1.204\t-0.649\t2.215\t0.840\t0.465\t0.323\t0.000\t1.222\t2.054\t0.127\t0.000\t0.819\t0.852\t0.985\t0.784\t1.009\t1.010\t1.178\n0\t0.461\t0.122\t-0.279\t1.024\t1.236\t0.834\t0.682\t-0.221\t1.087\t0.619\t0.241\t0.393\t0.000\t0.625\t0.438\t-1.253\t0.000\t0.956\t1.200\t1.302\t1.551\t0.957\t0.813\t0.988\t0.592\t0.995\t0.667\t0.616\n1\t0.556\t-1.299\t-1.630\t1.338\t-1.145\t1.144\t0.898\t0.861\t2.173\t0.694\t0.935\t-0.178\t0.000\t0.553\t0.496\t-1.537\t2.548\t0.662\t0.316\t-0.582\t0.000\t0.851\t1.159\t0.984\t1.328\t0.842\t2.049\t1.509\n0\t0.317\t2.149\t0.739\t1.641\t-1.433\t0.423\t-1.035\t-0.504\t0.000\t1.163\t-0.187\t-0.263\t0.000\t0.635\t-0.869\t0.827\t1.274\t0.800\t1.954\t1.093\t0.000\t0.729\t0.810\t0.990\t1.492\t0.215\t1.535\t1.716\n1\t0.409\t-0.276\t0.736\t0.852\t1.559\t0.865\t0.254\t-0.310\t2.173\t0.894\t1.051\t1.317\t0.000\t0.591\t-1.981\t0.378\t0.000\t0.626\t1.623\t-0.540\t0.000\t0.928\t0.904\t0.989\t1.348\t0.295\t0.897\t1.249\n1\t0.599\t-0.784\t0.997\t0.303\t-0.814\t0.496\t-0.771\t1.473\t0.000\t1.182\t1.397\t-0.043\t2.215\t0.542\t0.096\t0.305\t0.000\t0.592\t1.236\t-1.121\t3.102\t0.915\t0.858\t0.986\t1.028\t0.623\t0.910\t0.779\n0\t1.848\t0.276\t0.337\t0.516\t-0.365\t0.843\t1.159\t1.726\t0.000\t0.950\t0.117\t-0.830\t1.107\t0.972\t0.658\t1.100\t2.548\t0.695\t0.606\t-1.147\t0.000\t0.665\t0.941\t0.987\t0.824\t1.054\t0.784\t0.844\n1\t0.917\t0.789\t1.371\t0.864\t1.197\t0.416\t0.251\t1.201\t0.000\t0.563\t-0.322\t-0.908\t0.000\t0.623\t1.803\t-1.439\t0.000\t2.020\t1.005\t-0.082\t3.102\t1.018\t1.137\t0.986\t0.938\t0.682\t0.820\t0.848\n0\t0.555\t-0.253\t1.152\t2.195\t0.489\t0.741\t-0.146\t-0.516\t2.173\t0.810\t-0.456\t-1.311\t0.000\t1.743\t-1.090\t1.665\t0.000\t1.581\t0.652\t-0.049\t3.102\t0.797\t0.993\t0.992\t1.124\t0.724\t0.949\t0.916\n1\t0.981\t-0.696\t1.671\t1.532\t1.065\t0.582\t-0.996\t-0.808\t0.000\t0.347\t-1.215\t0.402\t2.215\t0.329\t-0.338\t-0.059\t0.000\t0.381\t-0.418\t-0.509\t3.102\t0.553\t0.520\t0.986\t0.626\t0.271\t0.493\t0.556\n0\t0.493\t-0.712\t-0.901\t1.298\t1.704\t0.786\t-0.057\t-0.006\t2.173\t0.200\t-0.698\t0.361\t0.000\t0.427\t0.615\t-1.371\t0.000\t1.435\t-0.596\t1.112\t3.102\t0.562\t0.615\t0.986\t0.764\t1.022\t0.913\t0.737\n0\t2.304\t0.012\t0.524\t0.754\t0.170\t1.234\t-0.375\t-1.241\t1.087\t0.316\t0.369\t-0.577\t0.000\t0.529\t-0.318\t-1.633\t1.274\t0.714\t-0.813\t1.031\t0.000\t0.764\t0.876\t0.993\t0.823\t0.348\t1.035\t0.812\n1\t2.610\t-0.694\t-1.074\t0.729\t-1.250\t1.206\t1.450\t0.524\t0.000\t1.321\t-0.530\t0.129\t0.000\t1.521\t-0.669\t0.735\t2.548\t1.287\t-0.897\t-1.636\t3.102\t0.525\t0.983\t0.976\t1.383\t0.921\t0.923\t0.924\n0\t0.373\t2.046\t1.675\t1.153\t0.281\t0.867\t1.063\t-1.290\t1.087\t1.052\t0.743\t0.103\t2.215\t1.291\t-2.498\t-1.102\t0.000\t1.069\t0.303\t0.808\t0.000\t1.071\t0.987\t0.985\t0.959\t1.354\t0.905\t0.777\n1\t1.186\t-0.661\t-0.822\t0.166\t-1.686\t0.724\t0.370\t0.867\t0.000\t0.562\t-1.127\t-0.458\t0.000\t0.848\t0.204\t1.665\t2.548\t0.831\t0.378\t0.368\t3.102\t0.925\t0.677\t0.987\t0.691\t0.595\t0.560\t0.584\n1\t0.447\t-0.694\t0.017\t0.862\t-1.088\t0.761\t-1.006\t0.972\t2.173\t0.565\t0.572\t1.372\t2.215\t0.490\t-1.322\t-0.517\t0.000\t0.554\t0.200\t-0.332\t0.000\t0.555\t0.815\t0.985\t1.130\t0.925\t0.885\t0.738\n1\t0.652\t-1.915\t0.285\t0.696\t-0.015\t0.886\t-0.240\t0.384\t2.173\t0.710\t-1.899\t1.647\t0.000\t1.549\t2.103\t1.363\t0.000\t2.459\t-0.424\t-0.760\t1.551\t0.683\t1.079\t1.000\t0.756\t1.357\t1.024\t0.881\n0\t1.729\t-0.186\t-0.093\t0.462\t-1.656\t1.188\t2.887\t-1.378\t0.000\t0.984\t-1.442\t0.049\t2.215\t1.301\t-1.180\t0.463\t0.000\t1.523\t-0.819\t-1.714\t3.102\t0.882\t0.872\t1.222\t0.985\t1.139\t0.873\t0.792\n1\t1.055\t-0.247\t-0.316\t1.754\t-1.028\t1.198\t-0.354\t1.109\t1.087\t0.328\t-1.034\t-0.719\t0.000\t0.685\t1.354\t0.972\t0.000\t0.862\t0.550\t0.270\t0.000\t0.864\t1.042\t1.127\t0.545\t0.782\t0.922\t0.781\n0\t0.655\t-0.356\t0.174\t0.918\t-1.066\t0.308\t1.580\t1.162\t0.000\t0.487\t-2.458\t0.076\t0.000\t0.723\t-0.632\t0.475\t2.548\t1.173\t0.742\t1.607\t3.102\t0.814\t0.920\t0.987\t0.875\t0.861\t0.666\t0.689\n1\t1.085\t0.333\t-0.317\t0.501\t1.572\t0.697\t0.037\t1.500\t2.173\t0.612\t-1.198\t0.696\t2.215\t0.742\t1.336\t-0.096\t0.000\t0.441\t-0.496\t-1.613\t0.000\t0.989\t0.949\t1.013\t0.887\t0.912\t0.817\t0.732\n0\t1.740\t0.324\t1.688\t1.304\t1.336\t1.865\t0.323\t-0.065\t0.000\t0.903\t0.135\t-1.164\t2.215\t0.341\t0.448\t-0.667\t0.000\t0.884\t0.466\t0.977\t1.551\t0.750\t0.911\t0.975\t0.872\t0.774\t0.836\t1.015\n0\t1.737\t-0.024\t1.516\t1.275\t0.953\t0.966\t-0.540\t-0.262\t0.000\t0.854\t-0.441\t0.212\t0.000\t0.934\t-0.068\t-0.902\t2.548\t1.401\t0.727\t-1.450\t3.102\t0.805\t0.857\t1.001\t0.902\t0.597\t0.872\t0.974\n1\t0.893\t-0.581\t0.846\t0.812\t-0.545\t0.985\t-0.866\t1.530\t0.000\t1.645\t-0.624\t-0.461\t2.215\t0.910\t0.352\t1.385\t2.548\t0.366\t1.994\t0.112\t0.000\t2.424\t1.393\t1.121\t0.891\t1.471\t1.298\t1.056\n0\t1.065\t-0.997\t0.559\t0.153\t-0.966\t1.146\t-0.596\t-0.978\t2.173\t1.102\t0.460\t0.667\t2.215\t0.783\t-1.333\t1.472\t0.000\t0.565\t-0.247\t-0.151\t0.000\t0.859\t0.966\t0.996\t0.797\t1.892\t1.027\t0.864\n0\t0.636\t-1.883\t-0.146\t1.284\t-0.019\t2.254\t1.181\t1.656\t2.173\t1.822\t-0.160\t-0.200\t0.000\t1.209\t-0.561\t0.301\t1.274\t1.276\t-0.129\t1.702\t0.000\t1.966\t1.285\t0.987\t3.068\t2.873\t2.101\t1.803\n1\t0.786\t-1.464\t1.067\t0.565\t0.133\t0.694\t0.004\t-1.141\t2.173\t0.475\t0.292\t1.153\t0.000\t0.533\t-0.845\t0.859\t0.000\t1.556\t0.721\t-0.481\t3.102\t0.543\t0.922\t0.984\t0.952\t0.787\t0.860\t0.742\n0\t0.361\t-0.339\t0.437\t0.654\t-0.546\t0.731\t0.101\t0.595\t2.173\t0.696\t1.421\t-0.553\t0.000\t0.826\t1.427\t1.164\t2.548\t0.452\t0.921\t1.599\t0.000\t0.741\t0.964\t0.991\t0.719\t0.909\t0.699\t0.638\n1\t0.345\t1.528\t0.427\t1.419\t1.252\t0.978\t-0.692\t-1.234\t2.173\t0.996\t0.831\t-0.220\t1.107\t0.882\t0.054\t0.192\t0.000\t1.213\t0.131\t1.292\t0.000\t0.956\t0.946\t0.994\t1.240\t1.696\t1.094\t0.920\n0\t0.372\t-0.195\t-1.456\t1.011\t-1.691\t0.932\t0.506\t-0.805\t0.000\t1.122\t1.854\t1.043\t0.000\t1.598\t0.509\t0.514\t2.548\t0.981\t0.567\t-0.210\t0.000\t1.042\t0.787\t0.983\t1.641\t0.197\t1.138\t1.070\n1\t1.489\t2.036\t-1.683\t0.856\t1.334\t0.712\t1.058\t0.162\t2.173\t0.741\t0.509\t-0.371\t2.215\t0.622\t1.554\t-1.110\t0.000\t0.479\t0.999\t1.026\t0.000\t0.585\t0.703\t0.997\t1.148\t0.575\t0.938\t0.730\n1\t1.743\t-1.008\t-0.589\t0.828\t-0.764\t0.862\t-0.725\t-1.629\t2.173\t1.274\t-0.737\t1.033\t2.215\t1.154\t-2.057\t0.765\t0.000\t0.805\t0.393\t-0.201\t0.000\t2.111\t1.476\t0.983\t1.056\t1.042\t1.108\t1.116\n1\t2.203\t0.650\t1.706\t0.918\t-1.202\t1.191\t0.550\t0.100\t2.173\t0.420\t1.270\t1.022\t1.107\t0.619\t-0.353\t-1.129\t0.000\t0.735\t0.138\t0.538\t0.000\t0.799\t1.058\t0.987\t0.724\t0.867\t1.020\t0.853\n0\t0.742\t1.048\t-1.047\t0.467\t-0.103\t0.433\t-0.422\t1.422\t0.000\t0.813\t1.227\t1.151\t2.215\t0.735\t-0.206\t-0.024\t2.548\t0.892\t2.147\t-0.084\t0.000\t1.074\t1.053\t0.982\t0.874\t0.980\t0.770\t0.726\n1\t1.150\t-1.362\t0.377\t1.319\t1.627\t0.643\t-0.113\t-0.835\t2.173\t0.522\t0.982\t0.440\t2.215\t0.364\t1.204\t-0.746\t0.000\t0.562\t-0.931\t1.595\t0.000\t0.883\t0.743\t1.541\t1.274\t0.928\t1.109\t0.913\n0\t1.379\t0.617\t-1.381\t0.776\t1.400\t1.317\t0.085\t0.220\t0.000\t0.446\t-0.008\t-0.937\t1.107\t0.585\t0.660\t0.629\t0.000\t0.442\t2.083\t1.689\t0.000\t0.765\t0.880\t0.986\t0.507\t0.238\t0.634\t0.736\n1\t0.297\t0.724\t-1.269\t1.171\t0.679\t1.588\t-1.342\t-1.295\t0.000\t2.789\t-0.320\t0.296\t0.000\t1.924\t0.323\t-0.904\t2.548\t1.378\t2.169\t-1.634\t0.000\t0.874\t0.814\t0.986\t1.294\t1.028\t1.123\t1.260\n0\t1.408\t-0.113\t1.082\t1.619\t1.568\t0.622\t0.167\t-0.907\t0.000\t0.585\t-1.109\t0.531\t1.107\t0.755\t2.130\t-0.370\t0.000\t1.207\t-0.285\t-0.126\t0.000\t0.923\t0.946\t0.990\t0.795\t0.365\t0.702\t0.776\n0\t0.670\t-0.590\t-0.341\t1.301\t1.427\t1.311\t-0.117\t0.037\t2.173\t0.945\t0.698\t1.614\t1.107\t1.181\t-0.133\t0.828\t0.000\t1.650\t0.379\t-1.400\t0.000\t1.215\t0.994\t1.293\t1.216\t1.767\t1.091\t0.928\n0\t0.745\t1.082\t0.093\t0.862\t-0.011\t1.527\t1.023\t0.351\t2.173\t1.120\t1.059\t-0.800\t0.000\t2.215\t0.856\t-1.621\t2.548\t0.500\t-1.609\t1.126\t0.000\t0.211\t2.084\t0.983\t1.031\t2.245\t1.946\t1.884\n0\t0.415\t-0.907\t-0.839\t2.005\t-1.355\t1.321\t0.471\t0.721\t0.000\t0.954\t-0.345\t0.520\t0.000\t1.389\t0.404\t-0.690\t2.548\t0.683\t-0.865\t-1.484\t3.102\t1.107\t1.157\t0.996\t1.834\t0.777\t1.126\t1.529\n1\t1.227\t0.815\t-0.708\t0.335\t1.163\t0.578\t0.851\t1.294\t0.000\t0.674\t-0.251\t-0.160\t2.215\t1.387\t0.129\t-1.269\t1.274\t1.888\t1.167\t0.671\t0.000\t0.957\t1.198\t0.989\t0.786\t0.889\t0.975\t0.847\n0\t0.795\t0.534\t1.104\t0.866\t-0.139\t0.806\t0.759\t-0.317\t2.173\t0.592\t-1.381\t1.566\t0.000\t0.452\t1.040\t0.326\t0.000\t1.178\t-0.078\t1.735\t3.102\t0.575\t0.660\t1.034\t0.760\t1.092\t0.965\t0.876\n1\t0.642\t-0.568\t-1.703\t0.553\t-1.021\t1.315\t0.048\t1.187\t0.000\t1.425\t0.561\t-0.116\t2.215\t0.869\t1.417\t-0.693\t2.548\t0.983\t-0.299\t-0.894\t0.000\t0.836\t1.155\t0.989\t0.776\t0.842\t0.932\t0.829\n0\t0.502\t-1.035\t1.401\t0.729\t0.143\t1.650\t-0.443\t0.879\t2.173\t1.418\t-0.075\t-1.115\t2.215\t1.266\t1.159\t-0.756\t0.000\t1.375\t-1.834\t-0.846\t0.000\t0.959\t1.425\t0.986\t1.320\t2.232\t1.440\t1.217\n1\t0.709\t0.823\t0.063\t1.784\t0.816\t0.445\t1.439\t0.295\t0.000\t0.652\t1.119\t-1.560\t2.215\t0.754\t1.515\t-1.219\t0.000\t1.406\t0.467\t-1.062\t3.102\t1.025\t0.861\t0.987\t0.886\t0.456\t0.757\t0.710\n1\t1.118\t-0.684\t-0.217\t1.177\t0.243\t0.403\t-1.348\t-0.891\t0.000\t0.776\t0.898\t1.479\t2.215\t0.717\t-1.001\t1.353\t2.548\t0.737\t-0.216\t1.406\t0.000\t0.875\t1.086\t0.979\t0.885\t0.950\t0.880\t0.805\n1\t0.575\t0.350\t-0.243\t0.704\t-1.117\t0.716\t-0.082\t-0.387\t0.000\t0.881\t0.353\t0.559\t1.107\t0.793\t-0.565\t-1.202\t0.000\t1.309\t0.822\t1.352\t3.102\t0.883\t0.860\t0.983\t0.955\t0.705\t0.768\t0.679\n1\t0.600\t0.338\t-0.789\t0.593\t0.388\t0.952\t0.420\t1.694\t0.000\t1.041\t0.291\t-0.225\t2.215\t1.086\t0.482\t1.211\t0.000\t1.124\t2.349\t-0.661\t0.000\t0.780\t0.847\t0.990\t0.712\t0.853\t0.880\t0.801\n1\t0.340\t1.440\t0.456\t0.832\t-1.118\t0.635\t0.450\t1.291\t2.173\t1.549\t0.366\t0.139\t1.107\t0.827\t0.177\t-0.527\t0.000\t1.158\t-0.757\t-1.636\t0.000\t1.103\t1.007\t0.989\t0.909\t1.259\t0.942\t0.799\n0\t0.862\t-2.244\t-0.375\t1.042\t-0.309\t0.776\t0.521\t1.532\t2.173\t0.557\t-1.370\t-1.230\t0.000\t1.166\t1.242\t0.550\t0.000\t1.266\t0.879\t-1.254\t3.102\t1.132\t1.048\t1.003\t1.736\t0.678\t1.384\t1.111\n1\t2.773\t0.260\t-0.638\t1.701\t-1.050\t1.092\t0.722\t0.751\t2.173\t0.543\t-0.389\t-1.650\t0.000\t0.883\t1.254\t1.089\t0.000\t0.485\t1.189\t0.500\t3.102\t0.752\t0.832\t1.089\t1.824\t0.325\t1.162\t1.091\n0\t0.816\t1.420\t-0.547\t0.711\t-0.983\t0.652\t0.841\t-1.592\t1.087\t1.545\t-1.595\t0.497\t0.000\t0.753\t-1.152\t-0.153\t0.000\t0.843\t-1.168\t-1.641\t3.102\t0.966\t0.931\t0.983\t1.011\t1.082\t1.337\t2.137\n0\t1.834\t-0.687\t0.012\t0.957\t0.474\t1.776\t1.074\t-1.559\t0.000\t1.465\t-0.097\t-0.123\t2.215\t1.096\t-2.023\t1.515\t0.000\t1.209\t-1.077\t-0.136\t1.551\t0.830\t0.811\t0.988\t0.901\t0.761\t0.966\t0.860\n0\t0.561\t-1.760\t-1.367\t0.645\t0.888\t1.158\t-0.472\t-0.313\t1.087\t1.187\t-0.356\t1.701\t0.000\t1.095\t-0.723\t1.349\t0.000\t0.955\t-1.614\t0.056\t0.000\t1.034\t0.862\t0.980\t1.017\t0.783\t0.851\t0.766\n0\t1.046\t1.144\t-0.362\t1.288\t-0.562\t0.787\t-1.168\t1.053\t1.087\t0.687\t-1.225\t-1.687\t0.000\t0.760\t0.828\t1.108\t2.548\t1.014\t-0.449\t-0.392\t0.000\t1.078\t0.981\t0.995\t0.976\t1.202\t1.739\t1.575\n0\t0.847\t-0.348\t-0.207\t1.067\t-1.039\t0.582\t-1.844\t1.412\t0.000\t1.251\t-1.160\t-0.930\t2.215\t1.071\t0.508\t0.587\t0.000\t2.035\t-0.488\t0.878\t3.102\t2.372\t1.436\t0.984\t0.918\t1.504\t1.231\t1.099\n1\t0.840\t0.073\t0.640\t1.419\t0.600\t0.345\t-0.144\t1.611\t2.173\t1.259\t-0.909\t-1.073\t2.215\t0.474\t-1.535\t-1.588\t0.000\t1.147\t-1.068\t-0.142\t0.000\t0.801\t0.781\t0.987\t0.757\t0.752\t0.880\t0.762\n1\t1.074\t-0.135\t0.069\t0.593\t0.888\t0.989\t-0.873\t-0.524\t2.173\t0.599\t1.102\t0.970\t0.000\t0.794\t1.369\t1.713\t0.000\t1.083\t0.394\t-1.603\t3.102\t0.685\t0.600\t0.986\t0.899\t1.208\t1.125\t1.006\n0\t0.953\t-1.059\t-0.864\t0.925\t-0.357\t1.012\t-0.556\t0.423\t2.173\t0.796\t0.359\t1.715\t0.000\t0.465\t-0.881\t-1.696\t2.548\t0.445\t-0.174\t1.135\t0.000\t0.709\t1.159\t0.985\t0.661\t0.824\t0.840\t0.910\n0\t1.519\t0.204\t-1.361\t1.493\t-1.495\t1.843\t1.109\t0.476\t2.173\t0.903\t0.248\t-0.915\t2.215\t1.581\t0.730\t0.792\t0.000\t0.992\t1.545\t-0.194\t0.000\t0.914\t0.863\t0.991\t2.015\t1.992\t1.435\t1.141\n1\t0.439\t0.988\t0.008\t2.500\t-0.421\t0.509\t1.472\t0.973\t0.000\t0.772\t0.751\t1.632\t2.215\t0.779\t1.283\t1.725\t2.548\t0.508\t0.293\t-1.286\t0.000\t0.835\t0.632\t0.991\t0.982\t0.276\t0.917\t0.804\n1\t1.362\t1.360\t0.778\t1.545\t1.035\t1.002\t0.787\t-0.860\t2.173\t0.820\t0.859\t-0.323\t0.000\t0.508\t-0.438\t-0.073\t0.000\t1.133\t0.204\t1.614\t3.102\t0.762\t0.855\t0.990\t1.458\t0.945\t0.993\t0.903\n1\t0.639\t1.330\t-0.725\t1.630\t1.657\t2.171\t1.906\t0.107\t0.000\t1.605\t0.681\t1.631\t2.215\t0.788\t1.743\t-1.477\t0.000\t0.743\t-0.782\t-1.331\t0.000\t1.661\t1.239\t1.185\t1.403\t1.564\t1.090\t1.011\n1\t1.780\t0.330\t-0.093\t0.331\t-1.100\t1.341\t-0.144\t1.292\t2.173\t1.423\t1.336\t-0.205\t0.000\t1.350\t-0.181\t-1.256\t1.274\t0.966\t1.193\t1.495\t0.000\t1.317\t1.663\t0.991\t1.412\t1.253\t1.535\t1.259\n1\t0.393\t1.365\t1.576\t0.792\t-1.182\t1.192\t0.668\t-0.137\t2.173\t1.072\t0.375\t1.395\t0.000\t0.586\t-0.489\t0.568\t2.548\t0.704\t-0.223\t1.707\t0.000\t0.965\t0.737\t0.998\t1.088\t0.912\t0.823\t0.762\n1\t0.311\t-1.178\t0.766\t0.660\t-1.371\t0.764\t-0.327\t1.188\t2.173\t1.232\t-0.753\t-0.274\t2.215\t0.312\t1.222\t0.967\t0.000\t0.798\t0.346\t-0.818\t0.000\t0.611\t0.925\t0.987\t0.742\t1.420\t0.850\t0.725\n1\t1.192\t-1.240\t-0.664\t1.233\t1.285\t0.531\t-0.545\t-0.138\t2.173\t0.855\t-1.865\t1.417\t0.000\t0.971\t-1.377\t0.035\t0.000\t0.952\t-0.522\t-1.542\t1.551\t1.355\t0.991\t1.651\t1.034\t0.718\t0.772\t0.777\n0\t0.435\t0.373\t-1.099\t2.466\t-0.458\t1.032\t0.183\t0.983\t1.087\t0.601\t-0.639\t1.715\t0.000\t1.078\t1.516\t-1.276\t0.000\t1.663\t0.485\t0.669\t3.102\t1.857\t1.390\t0.989\t1.574\t0.477\t1.100\t1.123\n0\t0.489\t-0.560\t-0.287\t1.635\t-0.867\t0.447\t0.430\t0.168\t2.173\t1.026\t0.881\t1.484\t0.000\t0.699\t-0.317\t0.185\t2.548\t0.800\t-0.090\t1.413\t0.000\t0.629\t0.864\t0.987\t1.182\t0.280\t0.809\t1.025\n1\t0.805\t1.554\t-0.598\t1.345\t-1.659\t0.490\t1.458\t-0.087\t0.000\t0.746\t0.212\t-1.295\t2.215\t1.509\t0.636\t0.379\t0.000\t1.031\t0.314\t1.328\t1.551\t0.879\t0.896\t1.177\t0.900\t0.559\t0.776\t0.827\n0\t1.334\t-1.125\t1.309\t0.263\t-0.309\t0.487\t-1.430\t0.135\t0.000\t0.660\t0.410\t-1.008\t2.215\t0.430\t-0.294\t-1.517\t0.000\t0.384\t0.760\t0.142\t3.102\t0.954\t0.962\t0.984\t0.670\t0.407\t0.625\t0.628\n0\t1.466\t-1.111\t1.287\t2.576\t1.130\t1.982\t0.371\t-0.394\t0.000\t0.822\t-0.059\t1.675\t2.215\t0.875\t1.011\t-0.483\t0.000\t0.419\t1.416\t-1.234\t3.102\t0.911\t0.837\t0.979\t1.276\t0.591\t1.261\t1.893\n1\t0.869\t-0.329\t1.598\t0.669\t-0.111\t0.816\t-1.098\t-0.969\t0.000\t0.745\t-0.341\t-0.898\t0.000\t1.503\t0.346\t0.979\t2.548\t1.455\t0.121\t0.019\t3.102\t1.038\t1.001\t1.056\t0.722\t0.871\t0.703\t0.655\n1\t1.333\t1.213\t1.469\t0.725\t-1.231\t0.800\t0.517\t0.058\t2.173\t0.419\t-2.324\t-0.905\t0.000\t0.953\t0.766\t-1.631\t0.000\t0.778\t0.750\t-0.763\t3.102\t2.419\t1.525\t0.993\t1.095\t0.585\t1.170\t1.129\n0\t1.927\t1.637\t0.422\t0.302\t0.328\t1.063\t-0.364\t-1.678\t0.000\t1.436\t1.680\t-0.055\t0.000\t2.099\t0.430\t-1.366\t1.274\t0.597\t-0.325\t1.477\t0.000\t0.357\t0.944\t1.001\t1.507\t0.930\t0.950\t1.069\n1\t0.650\t0.699\t-0.098\t0.861\t-0.605\t1.050\t-0.275\t1.510\t0.000\t0.973\t0.562\t1.205\t0.000\t1.555\t0.493\t-0.402\t2.548\t1.143\t-0.856\t-0.131\t3.102\t0.982\t1.050\t0.986\t0.802\t0.918\t0.996\t1.174\n1\t0.424\t-0.694\t1.732\t1.077\t-1.672\t0.697\t1.163\t-0.407\t0.000\t0.763\t0.606\t0.867\t2.215\t0.746\t1.843\t0.088\t0.000\t0.834\t-0.409\t-1.489\t3.102\t0.798\t0.994\t0.989\t0.720\t0.744\t1.057\t1.630\n0\t1.416\t-0.247\t1.096\t0.743\t0.092\t0.898\t0.816\t0.945\t2.173\t1.650\t0.240\t-1.197\t0.000\t1.268\t-0.115\t-0.495\t2.548\t1.180\t-0.074\t-1.668\t0.000\t0.809\t0.967\t1.116\t0.917\t1.438\t1.058\t0.982\n1\t0.895\t-1.225\t-1.193\t1.138\t-0.531\t0.812\t-0.412\t1.030\t2.173\t0.771\t0.885\t0.526\t2.215\t0.561\t-0.913\t-1.698\t0.000\t0.872\t-0.199\t-0.563\t0.000\t0.725\t0.955\t0.993\t1.335\t0.976\t1.333\t1.023\n1\t0.852\t0.515\t0.282\t0.285\t-0.301\t0.696\t-0.385\t-0.909\t2.173\t0.706\t0.717\t-0.185\t0.000\t1.395\t-0.472\t1.702\t2.548\t0.906\t1.105\t0.834\t0.000\t0.884\t1.115\t0.990\t0.910\t0.874\t0.927\t0.814\n1\t0.725\t-1.110\t-0.840\t0.824\t1.371\t0.477\t-0.265\t0.721\t0.000\t1.081\t-0.928\t-1.331\t2.215\t0.996\t2.482\t-0.203\t0.000\t2.149\t0.164\t0.240\t0.000\t0.746\t0.612\t0.989\t0.649\t0.761\t0.846\t0.767\n0\t1.464\t-0.882\t-1.234\t1.799\t1.631\t0.634\t-0.446\t0.391\t0.000\t0.789\t0.238\t1.689\t2.215\t1.198\t-0.880\t-0.195\t0.000\t1.567\t2.331\t0.760\t0.000\t0.890\t0.919\t1.193\t0.906\t1.225\t1.078\t1.053\n1\t1.383\t-0.559\t-1.567\t2.071\t-1.593\t1.012\t1.868\t0.643\t0.000\t0.542\t-0.730\t-0.841\t0.000\t1.768\t-0.991\t-0.381\t2.548\t0.854\t-0.274\t0.621\t0.000\t0.879\t0.797\t0.995\t1.582\t1.411\t1.205\t0.962\n1\t0.685\t-2.266\t0.131\t1.021\t-1.211\t1.119\t-1.195\t1.413\t2.173\t1.132\t-1.278\t0.217\t2.215\t0.847\t-1.743\t-0.462\t0.000\t1.192\t-1.472\t-0.940\t0.000\t0.522\t0.995\t1.084\t0.993\t1.463\t1.023\t0.818\n0\t0.690\t0.819\t0.605\t0.214\t0.684\t0.735\t-0.101\t-1.670\t0.000\t1.343\t0.341\t-0.849\t2.215\t1.068\t-0.258\t0.192\t2.548\t0.756\t2.064\t0.693\t0.000\t0.275\t1.230\t0.982\t0.994\t1.106\t1.073\t0.943\n1\t1.682\t-0.221\t1.179\t1.701\t0.565\t2.008\t-0.450\t-1.437\t0.000\t1.325\t-0.427\t0.268\t2.215\t1.312\t0.222\t0.744\t0.000\t2.042\t0.521\t-1.248\t0.000\t0.918\t1.018\t1.231\t0.952\t0.832\t1.140\t1.144\n1\t0.323\t1.083\t-1.132\t1.769\t-0.368\t0.976\t-0.403\t0.707\t1.087\t1.034\t-0.152\t1.513\t2.215\t0.701\t-0.297\t-0.541\t0.000\t0.591\t-0.383\t-1.178\t0.000\t0.518\t0.819\t0.993\t1.090\t0.998\t0.960\t0.753\n1\t0.437\t1.255\t0.864\t1.663\t-1.110\t1.156\t1.154\t0.529\t2.173\t0.984\t0.059\t1.704\t0.000\t0.507\t0.738\t-0.949\t0.000\t0.650\t0.424\t-0.420\t3.102\t0.848\t0.660\t1.156\t1.240\t0.757\t0.845\t0.831\n0\t0.418\t0.510\t1.657\t1.129\t0.147\t0.747\t1.242\t-0.132\t0.000\t1.307\t1.336\t1.542\t2.215\t1.004\t0.559\t-0.694\t0.000\t1.248\t-0.149\t-1.172\t1.551\t0.910\t0.986\t0.987\t0.934\t1.234\t0.998\t0.850\n0\t0.825\t1.625\t1.420\t0.976\t0.629\t0.939\t0.213\t-0.717\t2.173\t0.309\t0.544\t-0.961\t2.215\t0.593\t2.447\t0.626\t0.000\t0.702\t-0.144\t0.584\t0.000\t0.809\t0.852\t0.986\t0.660\t0.220\t0.774\t0.675\n1\t0.616\t0.460\t-0.636\t0.517\t1.071\t0.792\t0.634\t0.672\t0.000\t1.066\t0.274\t0.166\t0.000\t0.908\t-0.077\t-1.740\t2.548\t1.324\t0.862\t-0.994\t3.102\t0.930\t1.098\t0.988\t0.771\t0.719\t0.858\t0.754\n0\t1.706\t-0.782\t1.019\t0.541\t0.232\t0.697\t-0.927\t1.636\t1.087\t0.511\t0.559\t-1.243\t0.000\t0.867\t1.762\t-0.874\t0.000\t1.260\t-1.286\t-0.111\t0.000\t0.820\t0.838\t0.987\t0.794\t1.072\t1.034\t1.129\n0\t1.156\t0.245\t0.911\t0.656\t-0.040\t0.733\t1.714\t-1.412\t0.000\t0.918\t-1.427\t-1.586\t0.000\t1.412\t-1.054\t-0.314\t2.548\t2.424\t-0.701\t0.651\t3.102\t0.825\t0.909\t0.982\t0.763\t1.104\t0.854\t0.850\n1\t1.053\t0.575\t-0.351\t0.275\t1.049\t0.869\t1.137\t-1.556\t2.173\t0.784\t-0.192\t1.121\t0.000\t0.737\t1.381\t0.257\t0.000\t0.803\t-0.695\t0.205\t0.000\t0.830\t0.865\t0.985\t1.014\t0.790\t0.875\t0.771\n0\t1.064\t-0.335\t-0.335\t0.990\t1.396\t2.076\t-0.748\t-0.152\t1.087\t1.820\t-0.707\t1.583\t0.000\t1.372\t-0.310\t1.299\t0.000\t1.124\t-1.059\t-1.269\t3.102\t0.773\t0.891\t1.422\t1.354\t1.430\t1.512\t1.234\n1\t0.401\t0.609\t-0.829\t0.718\t0.151\t0.636\t2.561\t-0.757\t0.000\t1.013\t0.470\t1.396\t0.000\t1.320\t-0.779\t-0.747\t2.548\t1.228\t-1.153\t1.466\t3.102\t0.810\t1.017\t0.988\t1.630\t0.924\t1.427\t1.199\n0\t0.664\t-0.231\t0.695\t0.483\t-1.531\t0.798\t0.855\t-0.095\t2.173\t0.963\t-0.941\t1.474\t2.215\t0.904\t-2.099\t-1.225\t0.000\t0.445\t-1.466\t1.006\t0.000\t0.662\t0.788\t0.992\t0.823\t1.858\t1.362\t1.151\n0\t0.729\t-0.868\t0.536\t0.921\t-0.171\t1.066\t0.649\t0.139\t2.173\t2.081\t-0.874\t-1.616\t2.215\t1.005\t-2.073\t-0.629\t0.000\t1.344\t-1.217\t1.327\t0.000\t0.975\t1.272\t0.985\t0.808\t2.888\t1.687\t1.344\n1\t1.248\t0.981\t0.711\t1.717\t0.664\t0.414\t1.352\t-0.738\t2.173\t1.052\t1.446\t1.714\t0.000\t0.930\t-1.834\t-0.531\t0.000\t0.776\t1.133\t0.110\t0.000\t1.170\t0.941\t0.996\t0.979\t0.628\t0.907\t0.829\n0\t0.844\t-0.803\t1.380\t0.253\t-0.546\t1.404\t-0.079\t-1.584\t0.000\t1.493\t-0.961\t0.027\t1.107\t1.636\t-0.029\t0.043\t2.548\t0.735\t0.553\t1.268\t0.000\t1.025\t1.524\t0.992\t1.024\t0.826\t1.322\t1.043\n1\t0.479\t-0.725\t0.590\t2.003\t0.007\t0.902\t2.292\t-0.915\t0.000\t1.512\t1.013\t1.357\t2.215\t0.566\t0.358\t1.408\t0.000\t0.880\t1.114\t0.277\t3.102\t0.642\t0.715\t0.984\t1.601\t0.875\t1.831\t1.428\n1\t0.537\t-0.241\t0.591\t0.270\t-0.989\t1.145\t-1.268\t0.819\t2.173\t0.802\t-0.345\t-1.482\t0.000\t0.727\t-0.691\t-0.805\t2.548\t0.413\t-0.911\t-1.612\t0.000\t0.903\t0.721\t0.992\t1.472\t1.170\t1.035\t0.891\n1\t0.612\t-1.829\t1.678\t0.552\t-0.283\t0.943\t-0.557\t-0.789\t2.173\t1.378\t-0.989\t1.252\t2.215\t0.836\t-2.241\t0.557\t0.000\t0.931\t-0.463\t0.095\t0.000\t0.916\t0.970\t0.991\t0.804\t1.662\t1.026\t0.835\n0\t2.949\t0.811\t-0.457\t0.658\t1.456\t0.995\t0.879\t-1.022\t2.173\t1.296\t0.246\t1.119\t0.000\t1.144\t0.656\t1.451\t2.548\t2.096\t0.860\t0.707\t0.000\t1.158\t0.851\t1.907\t1.159\t1.057\t1.042\t1.134\n0\t0.891\t-0.762\t0.792\t0.829\t-1.319\t0.535\t-0.727\t-0.906\t2.173\t0.407\t-2.079\t-1.269\t0.000\t0.856\t-1.094\t0.412\t2.548\t0.821\t-1.518\t0.885\t0.000\t0.873\t0.742\t1.126\t0.719\t0.807\t0.617\t0.578\n0\t1.248\t-0.447\t-0.304\t0.772\t-1.134\t1.085\t0.649\t1.356\t0.000\t1.004\t0.430\t0.639\t2.215\t1.350\t0.924\t-0.639\t0.000\t0.595\t-0.743\t-1.520\t3.102\t2.156\t1.367\t0.988\t1.003\t0.820\t0.976\t0.944\n1\t0.420\t2.058\t-0.506\t1.262\t0.833\t0.695\t0.002\t-0.567\t2.173\t0.373\t0.776\t-0.834\t0.000\t0.953\t-1.615\t0.929\t0.000\t0.737\t-1.222\t-1.297\t1.551\t1.781\t1.078\t0.989\t1.698\t0.764\t1.604\t1.736\n0\t1.374\t0.140\t-0.684\t0.030\t-1.145\t0.430\t-0.240\t-1.364\t0.000\t1.293\t-0.216\t0.566\t0.000\t1.593\t0.428\t1.125\t2.548\t0.683\t1.307\t-1.154\t0.000\t0.871\t0.962\t0.657\t0.466\t1.018\t0.739\t0.679\n0\t1.773\t0.222\t-0.089\t1.547\t-0.695\t0.532\t-1.432\t1.563\t0.000\t1.905\t0.669\t1.082\t0.000\t0.883\t0.030\t-1.064\t2.548\t0.748\t-0.810\t-0.657\t0.000\t0.905\t0.828\t1.191\t0.748\t0.379\t0.576\t0.773\n0\t0.598\t-0.766\t-1.703\t0.239\t-1.381\t0.277\t-0.584\t0.222\t1.087\t0.526\t0.597\t-0.065\t2.215\t0.403\t2.198\t-1.191\t0.000\t0.674\t0.695\t0.756\t0.000\t0.756\t0.831\t0.974\t0.688\t0.387\t0.546\t0.575\n1\t1.806\t0.111\t-0.461\t0.862\t0.321\t1.045\t1.139\t1.127\t2.173\t0.375\t1.051\t-0.670\t0.000\t0.593\t0.224\t1.574\t1.274\t0.460\t2.137\t-1.490\t0.000\t0.571\t0.888\t1.120\t0.832\t0.598\t0.971\t0.844\n1\t1.190\t-0.245\t-1.345\t1.290\t-1.183\t1.205\t0.602\t0.877\t2.173\t0.339\t2.125\t0.830\t0.000\t1.233\t0.268\t-0.045\t2.548\t0.626\t-0.883\t0.082\t0.000\t0.953\t1.060\t0.977\t1.025\t1.148\t1.084\t0.890\n0\t0.535\t1.078\t-0.160\t1.198\t0.640\t1.029\t0.636\t1.291\t2.173\t0.966\t1.269\t-0.633\t2.215\t1.299\t-0.293\t-0.562\t0.000\t1.166\t0.221\t-1.674\t0.000\t1.072\t1.021\t0.992\t1.192\t1.529\t1.014\t0.878\n0\t2.409\t-0.060\t-1.559\t1.080\t0.099\t0.602\t2.163\t0.643\t0.000\t0.974\t-0.823\t0.122\t2.215\t1.067\t-0.799\t-1.157\t2.548\t0.924\t-0.568\t1.211\t0.000\t0.818\t0.768\t2.228\t1.479\t0.990\t1.047\t0.892\n1\t0.501\t0.046\t0.612\t0.933\t-1.190\t0.799\t0.680\t0.679\t0.000\t0.637\t1.285\t-1.433\t0.000\t0.540\t1.341\t-0.400\t0.000\t1.290\t0.181\t0.276\t3.102\t1.086\t0.876\t0.988\t0.718\t0.597\t0.587\t0.643\n0\t0.670\t-1.361\t1.200\t0.293\t-0.196\t0.519\t1.010\t-1.116\t0.000\t0.770\t-0.157\t1.563\t2.215\t0.690\t0.707\t0.000\t0.000\t1.348\t-1.675\t0.352\t0.000\t0.919\t0.959\t0.985\t0.691\t0.722\t0.807\t0.742\n1\t1.531\t-0.285\t-1.141\t0.560\t0.651\t1.803\t0.620\t0.358\t1.087\t1.910\t0.260\t-1.711\t0.000\t0.619\t0.571\t-0.380\t2.548\t0.576\t1.330\t-0.730\t0.000\t1.438\t1.061\t1.282\t1.589\t0.813\t1.254\t1.131\n1\t0.755\t0.479\t0.080\t1.012\t1.160\t0.525\t-0.201\t-1.567\t1.087\t0.495\t1.542\t-1.523\t0.000\t0.815\t-1.232\t-0.201\t2.548\t1.126\t1.008\t-0.029\t0.000\t0.966\t1.011\t1.002\t0.997\t0.914\t0.976\t0.852\n1\t0.744\t0.002\t-0.444\t0.592\t0.883\t1.899\t-0.348\t0.423\t0.000\t0.909\t2.561\t-1.191\t0.000\t2.154\t0.573\t-1.670\t2.548\t1.717\t-0.449\t-0.339\t0.000\t0.872\t0.823\t0.982\t1.118\t0.866\t0.843\t0.765\n1\t0.547\t-0.885\t-1.384\t1.065\t0.113\t0.602\t-0.335\t0.744\t1.087\t1.408\t-0.149\t1.494\t0.000\t1.212\t0.808\t-0.582\t1.274\t0.883\t-0.344\t-1.045\t0.000\t1.111\t0.976\t1.031\t1.061\t1.209\t0.931\t0.868\n1\t1.454\t0.157\t0.903\t1.814\t-0.021\t0.765\t1.432\t-1.321\t1.087\t0.954\t0.535\t-0.005\t0.000\t1.469\t-1.334\t-0.952\t0.000\t0.915\t0.615\t-1.529\t3.102\t2.556\t1.641\t1.663\t1.618\t0.360\t1.439\t1.342\n0\t1.427\t0.261\t0.237\t0.230\t-0.665\t1.018\t0.458\t-1.631\t2.173\t0.683\t2.535\t0.201\t0.000\t0.795\t0.912\t-1.164\t2.548\t0.508\t0.847\t0.217\t0.000\t0.687\t0.924\t0.990\t0.768\t0.551\t0.787\t0.711\n1\t0.628\t-1.305\t0.374\t1.051\t1.120\t0.369\t-0.104\t1.621\t0.000\t0.969\t-0.148\t-1.204\t2.215\t1.134\t0.777\t-0.680\t0.000\t1.242\t0.774\t0.454\t0.000\t1.057\t1.013\t0.984\t0.615\t0.709\t0.899\t1.028\n0\t0.447\t-0.446\t-1.740\t0.436\t-1.175\t1.253\t0.355\t-0.135\t2.173\t0.985\t-2.165\t-1.653\t0.000\t1.154\t-1.600\t1.051\t0.000\t1.134\t-1.708\t-0.985\t0.000\t0.790\t1.485\t0.992\t1.733\t0.572\t1.657\t1.343\n1\t1.326\t1.209\t1.193\t0.864\t0.525\t0.442\t-0.085\t-0.105\t0.000\t0.838\t-0.694\t1.523\t2.215\t0.991\t-0.546\t-0.533\t2.548\t1.257\t-1.497\t-0.950\t0.000\t0.672\t0.954\t0.989\t1.177\t0.931\t0.976\t0.822\n1\t1.126\t-0.333\t-1.289\t0.469\t-1.625\t1.061\t-1.032\t0.407\t2.173\t0.793\t-0.931\t1.538\t2.215\t0.416\t-0.053\t-1.005\t0.000\t0.628\t0.498\t0.029\t0.000\t0.490\t0.899\t0.981\t0.635\t1.151\t0.860\t0.752\n1\t1.216\t-2.332\t1.277\t0.179\t-1.732\t0.591\t-1.144\t-0.693\t0.000\t1.010\t-0.393\t-1.199\t2.215\t0.496\t0.410\t1.523\t2.548\t0.878\t-0.578\t0.170\t0.000\t0.904\t0.765\t0.981\t1.140\t0.582\t0.862\t0.776\n1\t1.261\t-0.304\t0.338\t1.056\t-0.260\t2.285\t-2.057\t0.603\t0.000\t2.335\t-0.612\t-0.983\t2.215\t1.680\t-0.733\t-1.497\t2.548\t1.715\t-0.059\t-1.702\t0.000\t4.440\t2.977\t0.993\t1.358\t0.958\t2.343\t1.854\n0\t0.403\t-1.388\t0.173\t0.641\t1.020\t0.539\t0.510\t-1.033\t0.000\t0.740\t-1.074\t-1.261\t2.215\t1.017\t0.485\t1.201\t2.548\t0.666\t-0.358\t1.146\t0.000\t0.952\t0.916\t0.996\t0.843\t1.118\t0.905\t0.803\n1\t0.822\t0.391\t-1.279\t0.727\t1.719\t0.538\t0.858\t-0.033\t0.000\t0.794\t-0.250\t1.243\t1.107\t1.194\t-0.571\t0.242\t2.548\t0.988\t1.036\t-0.895\t0.000\t0.808\t1.078\t0.990\t0.948\t0.835\t0.950\t0.878\n1\t1.644\t0.072\t-0.242\t0.865\t-0.047\t1.376\t0.837\t-1.131\t1.087\t0.796\t0.724\t1.371\t2.215\t0.977\t0.678\t0.713\t0.000\t0.443\t0.967\t0.446\t0.000\t0.921\t0.875\t0.976\t1.298\t1.195\t1.049\t0.973\n0\t0.846\t-0.177\t0.966\t0.747\t-1.374\t1.899\t-0.695\t0.158\t0.000\t2.111\t0.577\t-1.351\t0.000\t0.368\t-1.144\t-0.027\t0.000\t1.817\t-0.982\t1.235\t3.102\t0.491\t0.730\t0.989\t0.694\t0.519\t0.800\t0.770\n0\t0.565\t0.888\t-1.468\t0.909\t-0.716\t0.725\t0.752\t1.159\t2.173\t0.665\t-0.011\t-1.322\t0.000\t1.704\t0.247\t-0.119\t2.548\t0.686\t-0.947\t0.826\t0.000\t0.974\t0.991\t0.984\t0.839\t1.311\t0.883\t0.790\n1\t1.101\t-0.071\t-0.113\t0.707\t1.039\t0.621\t-0.828\t-0.119\t0.000\t1.051\t0.011\t1.564\t2.215\t0.592\t1.143\t-1.206\t2.548\t0.508\t-1.249\t-1.307\t0.000\t0.807\t1.045\t1.054\t0.891\t0.750\t0.830\t0.756\n0\t0.546\t-0.495\t0.337\t1.251\t-1.362\t0.963\t-0.128\t1.330\t0.000\t1.587\t-0.616\t-0.327\t2.215\t1.991\t1.908\t0.143\t0.000\t1.093\t-1.047\t-1.531\t3.102\t0.766\t0.841\t1.144\t0.990\t1.117\t1.104\t0.914\n0\t0.594\t0.790\t-0.860\t1.312\t1.255\t0.920\t-0.057\t-0.961\t2.173\t1.263\t0.288\t0.690\t2.215\t0.692\t0.693\t-0.541\t0.000\t0.668\t1.808\t0.875\t0.000\t0.919\t1.015\t1.154\t1.062\t1.606\t0.991\t0.875\n0\t1.799\t-1.747\t-0.641\t0.529\t1.738\t0.625\t-1.521\t1.098\t0.000\t0.530\t-0.657\t-0.260\t2.215\t1.192\t-0.706\t-1.529\t1.274\t1.121\t-2.079\t0.597\t0.000\t0.848\t0.966\t1.135\t0.924\t0.770\t0.811\t0.813\n0\t1.904\t0.013\t0.734\t0.936\t1.332\t0.468\t-2.108\t-1.264\t0.000\t1.020\t-0.022\t-0.804\t2.215\t0.339\t-1.191\t0.684\t0.000\t0.613\t-0.739\t-0.135\t0.000\t0.882\t1.101\t0.986\t0.752\t0.354\t0.799\t0.908\n0\t0.529\t-1.709\t1.061\t0.860\t0.300\t0.696\t2.226\t1.022\t0.000\t0.944\t1.794\t-0.681\t0.000\t0.520\t-2.153\t-0.440\t0.000\t0.897\t0.001\t-1.046\t1.551\t0.983\t0.932\t0.996\t0.745\t0.574\t0.633\t0.616\n1\t1.948\t0.490\t-1.236\t0.703\t-0.706\t0.718\t0.647\t0.421\t1.087\t0.629\t1.184\t1.540\t0.000\t0.462\t1.617\t0.284\t0.000\t1.269\t0.373\t1.042\t1.551\t0.784\t0.791\t0.999\t0.948\t0.546\t0.857\t0.751\n1\t0.450\t1.186\t0.304\t1.164\t1.652\t0.779\t-0.545\t-1.735\t1.087\t1.602\t0.800\t-0.271\t2.215\t0.757\t-0.473\t-0.252\t0.000\t1.073\t0.488\t1.307\t0.000\t1.138\t0.988\t0.985\t1.173\t2.006\t1.272\t1.067\n0\t2.894\t-0.523\t1.368\t1.396\t1.541\t0.985\t0.182\t-0.838\t0.000\t1.697\t0.172\t-0.472\t0.000\t1.682\t-0.226\t0.784\t0.000\t1.072\t-0.376\t-0.161\t1.551\t0.933\t0.688\t1.001\t0.897\t0.217\t0.808\t0.874\n1\t0.736\t-0.112\t-0.629\t0.656\t1.114\t0.894\t0.153\t-1.400\t0.000\t1.739\t0.729\t0.414\t2.215\t0.980\t0.822\t-0.823\t0.000\t0.886\t1.090\t-0.520\t3.102\t0.944\t0.885\t0.989\t0.939\t0.893\t1.000\t0.834\n0\t1.233\t-1.565\t-0.693\t0.616\t-1.021\t0.596\t-0.842\t1.698\t0.000\t0.840\t-0.009\t0.860\t2.215\t1.340\t-0.875\t0.463\t2.548\t0.714\t-0.878\t-0.786\t0.000\t0.788\t0.934\t0.985\t1.117\t0.683\t0.865\t0.771\n0\t0.342\t-1.382\t0.717\t1.717\t-0.962\t0.557\t2.094\t0.791\t0.000\t0.383\t-0.280\t1.280\t2.215\t0.461\t0.811\t0.101\t0.000\t0.820\t-0.220\t-1.581\t3.102\t0.842\t0.665\t1.059\t0.774\t0.270\t0.560\t0.601\n0\t1.008\t0.642\t0.945\t0.575\t-0.294\t0.886\t0.419\t-1.434\t2.173\t0.812\t0.100\t0.478\t2.215\t0.567\t0.986\t-0.167\t0.000\t0.389\t0.025\t-1.192\t0.000\t0.503\t0.663\t0.985\t0.595\t1.250\t0.750\t0.611\n1\t1.656\t0.172\t-0.791\t0.337\t0.718\t0.584\t-1.250\t1.354\t1.087\t0.248\t-0.550\t1.706\t0.000\t0.756\t-0.462\t-0.235\t0.000\t0.470\t0.660\t1.166\t3.102\t0.655\t0.722\t1.012\t0.618\t0.681\t0.734\t0.612\n1\t0.587\t-0.346\t-1.266\t0.921\t0.391\t0.774\t-0.484\t1.570\t0.000\t0.799\t0.712\t-1.272\t0.000\t0.605\t2.459\t-0.785\t0.000\t0.704\t-0.364\t0.292\t3.102\t0.836\t1.027\t1.016\t0.568\t0.265\t0.599\t0.723\n1\t1.068\t-0.668\t0.501\t0.071\t-0.769\t0.378\t-1.749\t-1.357\t0.000\t0.644\t-2.378\t1.233\t0.000\t1.374\t-0.612\t-0.577\t2.548\t0.435\t-1.289\t1.625\t0.000\t0.840\t0.769\t0.990\t0.834\t0.606\t0.769\t0.804\n0\t0.523\t-1.018\t-1.124\t0.510\t1.477\t0.908\t-0.347\t0.935\t1.087\t0.799\t-0.304\t-0.601\t0.000\t0.956\t1.016\t-0.948\t2.548\t0.932\t0.004\t0.435\t0.000\t0.921\t1.030\t0.983\t0.751\t1.480\t0.889\t0.766\n0\t0.345\t1.548\t0.043\t1.686\t-1.351\t1.395\t-0.953\t1.297\t0.000\t0.882\t0.610\t0.186\t2.215\t1.432\t0.071\t-0.646\t0.000\t0.883\t-0.240\t0.844\t0.000\t0.891\t0.845\t1.004\t1.046\t0.771\t0.952\t1.328\n1\t2.088\t1.289\t0.858\t0.958\t0.457\t0.832\t1.065\t-0.915\t0.000\t0.904\t0.807\t-1.475\t2.215\t0.612\t1.031\t-0.298\t2.548\t0.380\t0.065\t0.125\t0.000\t0.824\t0.721\t1.001\t0.765\t0.700\t0.800\t0.785\n0\t2.507\t-0.757\t-0.963\t2.588\t-0.874\t2.588\t0.703\t0.872\t1.087\t0.399\t0.679\t0.585\t0.000\t0.513\t0.764\t-1.120\t2.548\t0.772\t-0.089\t0.665\t0.000\t0.304\t0.573\t0.983\t0.830\t1.403\t2.159\t1.557\n1\t0.407\t-1.400\t0.338\t1.440\t0.913\t1.143\t-1.127\t-1.181\t2.173\t0.997\t0.861\t-0.977\t0.000\t0.678\t-0.857\t-0.348\t0.000\t2.496\t0.568\t0.819\t3.102\t0.838\t1.151\t0.982\t1.357\t2.546\t1.371\t1.172\n0\t0.628\t-1.674\t-0.693\t0.793\t1.374\t0.653\t-0.211\t-0.844\t0.000\t1.081\t0.371\t0.898\t0.000\t0.811\t-0.322\t0.071\t2.548\t0.682\t-0.001\t1.643\t1.551\t0.793\t0.744\t0.987\t0.798\t0.571\t0.694\t0.686\n1\t1.464\t0.279\t-0.404\t0.690\t-1.184\t1.603\t0.269\t0.842\t2.173\t1.519\t-1.421\t-0.299\t0.000\t1.235\t0.757\t-0.221\t0.000\t3.206\t-1.055\t-1.630\t0.000\t0.949\t1.021\t0.990\t1.455\t0.852\t1.320\t1.224\n0\t0.759\t-0.775\t1.341\t0.344\t-1.499\t0.698\t-0.226\t0.215\t2.173\t0.617\t-1.174\t1.444\t2.215\t1.060\t1.074\t-0.358\t0.000\t0.711\t0.508\t-0.504\t0.000\t0.304\t0.804\t0.993\t0.699\t0.995\t0.876\t0.789\n0\t0.829\t1.170\t-0.587\t0.902\t-1.469\t1.067\t0.519\t-1.454\t1.087\t1.056\t1.053\t1.045\t0.000\t1.290\t1.516\t-0.021\t0.000\t1.033\t0.535\t0.481\t3.102\t1.282\t0.819\t0.986\t0.716\t1.096\t0.801\t0.734\n1\t1.283\t-0.249\t0.742\t1.618\t0.947\t0.486\t-1.422\t-0.534\t0.000\t1.031\t-0.424\t-1.070\t0.000\t0.535\t-1.120\t0.696\t0.000\t0.414\t-1.397\t-1.653\t0.000\t0.826\t0.592\t0.993\t0.820\t0.243\t0.618\t0.616\n1\t0.492\t0.549\t0.341\t1.355\t0.763\t2.219\t-1.413\t-0.549\t0.000\t2.157\t0.611\t1.441\t2.215\t0.788\t0.099\t-1.421\t0.000\t1.411\t0.353\t0.957\t3.102\t2.621\t2.345\t0.979\t1.323\t0.686\t2.305\t2.299\n1\t1.218\t0.527\t0.882\t0.262\t-0.059\t0.481\t1.531\t-1.516\t0.000\t0.338\t1.167\t0.229\t0.000\t0.588\t-1.582\t-1.327\t2.548\t0.570\t0.371\t0.122\t3.102\t0.868\t0.627\t0.990\t0.934\t0.724\t0.859\t0.771\n0\t0.981\t0.952\t0.703\t0.816\t1.731\t0.980\t-0.480\t1.596\t2.173\t0.511\t-0.823\t-0.139\t0.000\t1.812\t0.719\t-0.131\t2.548\t0.722\t-0.029\t-1.287\t0.000\t0.756\t0.959\t0.991\t1.108\t2.009\t1.119\t0.945\n1\t0.995\t1.532\t-0.700\t0.369\t-1.635\t1.041\t1.730\t1.485\t0.000\t1.488\t1.033\t0.378\t1.107\t0.679\t-0.078\t0.572\t0.000\t1.365\t0.476\t-1.010\t0.000\t1.003\t0.907\t0.983\t0.512\t0.831\t0.687\t0.634\n1\t1.149\t0.211\t0.669\t0.173\t1.675\t2.568\t-0.941\t-0.965\t0.000\t2.653\t-0.095\t1.242\t1.107\t1.790\t-1.989\t0.370\t0.000\t0.947\t-0.686\t0.260\t3.102\t3.344\t2.009\t0.989\t0.930\t1.229\t2.008\t1.541\n1\t0.368\t-0.662\t-0.424\t0.591\t-1.015\t0.803\t0.723\t1.073\t2.173\t1.028\t0.283\t0.235\t2.215\t0.846\t-1.172\t-0.593\t0.000\t0.887\t-0.107\t-1.491\t0.000\t0.906\t1.085\t0.985\t1.970\t0.963\t1.474\t1.180\n0\t0.790\t-0.202\t0.020\t1.301\t-1.325\t0.967\t0.183\t0.786\t2.173\t0.371\t1.794\t0.190\t0.000\t1.071\t0.977\t-1.039\t2.548\t0.460\t0.011\t-1.575\t0.000\t0.780\t0.872\t1.315\t0.933\t1.392\t0.950\t0.803\n0\t1.416\t0.944\t-0.630\t2.342\t-1.052\t1.215\t1.634\t0.733\t0.000\t0.783\t0.834\t0.494\t2.215\t1.201\t0.663\t-1.574\t1.274\t1.070\t1.429\t1.226\t0.000\t0.749\t0.736\t0.995\t0.835\t0.989\t0.888\t1.110\n1\t0.796\t1.070\t0.404\t1.290\t0.998\t0.995\t-0.250\t-0.249\t0.000\t0.904\t-2.881\t-1.447\t0.000\t0.993\t1.766\t-0.909\t0.000\t0.790\t-1.002\t-1.703\t0.000\t1.129\t1.397\t0.995\t0.669\t0.554\t1.288\t1.448\n1\t0.676\t-1.062\t-1.710\t1.258\t0.175\t0.790\t-0.031\t-0.911\t0.000\t0.296\t0.387\t1.288\t0.000\t0.668\t1.123\t-1.587\t0.000\t1.435\t-0.713\t0.888\t3.102\t0.967\t0.927\t1.267\t0.755\t0.442\t0.717\t0.717\n1\t1.412\t-1.356\t-0.659\t0.778\t-1.675\t1.062\t-1.669\t0.612\t0.000\t0.729\t-1.263\t1.508\t2.215\t0.269\t-1.139\t0.246\t2.548\t0.468\t-0.557\t-0.825\t0.000\t1.107\t0.894\t1.150\t0.606\t0.427\t0.541\t0.652\n1\t1.847\t0.374\t1.454\t1.345\t0.977\t0.724\t-0.296\t-0.401\t2.173\t0.630\t0.358\t-0.516\t2.215\t0.458\t0.211\t0.708\t0.000\t1.136\t1.224\t-0.794\t0.000\t0.937\t0.961\t0.993\t1.042\t0.353\t0.979\t0.850\n0\t1.673\t1.448\t0.804\t0.860\t-1.162\t0.598\t0.251\t-1.130\t2.173\t0.528\t1.805\t-1.403\t0.000\t0.603\t1.127\t0.326\t0.000\t1.042\t0.129\t-0.089\t3.102\t0.907\t0.905\t1.629\t1.075\t0.675\t0.895\t0.771\n1\t1.677\t0.192\t0.934\t1.398\t0.205\t0.940\t0.460\t-0.784\t2.173\t0.517\t1.215\t-1.356\t2.215\t1.036\t-1.322\t-0.710\t0.000\t0.868\t-0.274\t1.541\t0.000\t0.963\t1.007\t1.294\t1.079\t0.653\t0.988\t0.855\n0\t0.727\t-1.847\t0.471\t0.702\t1.324\t0.706\t-0.526\t-1.372\t2.173\t0.729\t-0.646\t0.881\t1.107\t1.158\t-0.217\t-0.447\t0.000\t0.751\t0.423\t-0.072\t0.000\t0.889\t0.888\t0.994\t0.897\t0.948\t0.693\t0.710\n0\t0.701\t0.098\t1.256\t1.258\t0.532\t0.731\t-0.094\t-0.565\t1.087\t0.702\t1.544\t0.820\t0.000\t0.833\t0.119\t-1.428\t2.548\t0.943\t0.991\t-1.127\t0.000\t1.064\t0.910\t0.995\t1.061\t0.691\t0.815\t0.792\n0\t2.237\t-0.619\t-0.890\t0.918\t-0.631\t0.446\t0.364\t1.217\t0.000\t0.690\t-0.784\t1.407\t0.000\t1.159\t-0.366\t0.217\t2.548\t0.548\t-0.579\t1.099\t3.102\t0.759\t0.899\t0.998\t0.772\t0.443\t0.732\t0.810\n0\t0.297\t2.165\t-1.474\t0.794\t-0.278\t1.329\t0.977\t-1.032\t2.173\t0.900\t-0.297\t1.494\t2.215\t2.527\t0.610\t0.663\t0.000\t0.535\t-2.451\t-0.075\t0.000\t3.883\t2.299\t0.977\t0.830\t1.656\t2.025\t1.558\n0\t1.389\t0.383\t0.957\t1.272\t1.351\t0.955\t1.338\t0.420\t1.087\t1.271\t0.848\t-1.272\t0.000\t1.451\t1.002\t-0.790\t0.000\t1.699\t0.142\t-0.515\t3.102\t0.909\t0.930\t0.986\t1.341\t1.313\t1.107\t1.174\n0\t0.725\t0.315\t-0.538\t0.329\t0.509\t0.548\t-0.241\t0.701\t0.000\t0.426\t-0.221\t0.341\t0.000\t0.701\t-0.439\t-0.725\t0.000\t0.880\t-0.445\t1.384\t3.102\t1.078\t0.758\t0.997\t0.644\t0.215\t0.493\t0.513\n1\t1.614\t-0.040\t0.156\t0.205\t1.047\t1.127\t-0.891\t-1.410\t2.173\t0.653\t-0.648\t-0.415\t2.215\t0.786\t-0.380\t0.523\t0.000\t0.901\t-0.419\t1.629\t0.000\t0.780\t0.978\t0.981\t0.646\t0.998\t0.881\t0.755\n0\t0.451\t1.747\t-1.208\t0.963\t0.886\t1.021\t0.527\t-0.594\t1.087\t0.865\t-0.320\t1.191\t0.000\t0.459\t-0.396\t-0.858\t2.548\t0.929\t-1.356\t1.138\t0.000\t0.815\t0.729\t0.987\t1.005\t0.473\t0.956\t0.933\n1\t0.693\t1.841\t1.348\t0.851\t-0.082\t0.579\t0.656\t-0.564\t2.173\t0.563\t0.911\t1.063\t0.000\t0.725\t-0.691\t-1.607\t2.548\t1.068\t0.819\t-0.027\t0.000\t0.841\t0.958\t1.021\t0.857\t0.903\t0.915\t0.778\n1\t0.428\t-1.772\t0.043\t0.698\t0.888\t0.751\t-0.714\t0.365\t0.000\t1.367\t-0.764\t-1.361\t2.215\t1.041\t-0.600\t1.279\t0.000\t1.880\t-0.518\t-0.592\t3.102\t0.907\t0.951\t0.992\t0.981\t0.932\t0.782\t0.718\n0\t1.904\t0.156\t0.048\t5.442\t0.090\t3.277\t0.743\t-1.599\t0.000\t0.545\t0.044\t-1.580\t0.000\t0.514\t0.655\t0.599\t2.548\t0.728\t0.052\t1.050\t3.102\t1.022\t1.054\t1.004\t0.683\t0.242\t0.825\t1.770\n0\t0.411\t0.894\t-1.290\t1.617\t0.138\t1.047\t0.129\t-0.611\t0.000\t1.011\t-1.367\t-1.736\t0.000\t1.205\t-2.364\t1.450\t0.000\t1.401\t-0.166\t1.466\t3.102\t1.160\t1.305\t1.084\t0.651\t0.634\t1.077\t1.461\n0\t2.078\t1.411\t-1.461\t0.707\t-1.535\t1.255\t0.319\t0.637\t0.000\t0.956\t-1.826\t-0.442\t0.000\t0.560\t0.113\t-1.089\t2.548\t0.693\t0.844\t0.692\t3.102\t3.656\t2.058\t0.978\t0.817\t0.524\t1.277\t1.835\n1\t0.562\t-1.089\t1.314\t0.554\t-1.724\t2.335\t-0.941\t0.020\t0.000\t2.775\t-0.744\t1.727\t0.000\t0.928\t-1.303\t-0.674\t2.548\t0.689\t-2.390\t-1.487\t0.000\t0.846\t1.159\t0.997\t0.510\t0.602\t0.735\t0.714\n1\t1.857\t0.990\t1.110\t0.445\t0.480\t0.342\t1.495\t-1.319\t0.000\t0.724\t0.324\t-0.304\t0.000\t0.708\t0.780\t-0.218\t2.548\t0.564\t-0.859\t1.675\t0.000\t1.020\t0.722\t0.985\t1.243\t0.728\t0.867\t0.813\n1\t1.212\t-0.959\t-0.200\t0.712\t0.808\t0.729\t-1.404\t-1.149\t2.173\t0.662\t-0.656\t0.774\t0.000\t1.520\t-1.081\t1.560\t1.274\t0.376\t-2.070\t-0.697\t0.000\t0.921\t0.924\t1.015\t0.969\t0.857\t0.808\t0.715\n0\t0.842\t0.709\t-0.515\t0.946\t1.355\t1.221\t-0.023\t0.457\t2.173\t0.885\t-0.442\t-1.133\t0.000\t1.267\t0.069\t-1.664\t0.000\t1.372\t-0.787\t-0.455\t0.000\t0.918\t0.826\t1.229\t1.124\t0.846\t0.855\t0.819\n1\t1.134\t1.405\t1.239\t0.979\t1.709\t1.095\t0.324\t-0.195\t2.173\t0.794\t0.710\t0.311\t0.000\t1.102\t-2.046\t-1.182\t0.000\t0.603\t-0.111\t0.991\t3.102\t3.328\t1.793\t0.997\t1.364\t0.780\t1.404\t1.425\n1\t1.423\t-0.755\t1.451\t1.630\t1.387\t0.761\t-0.631\t-0.400\t0.000\t0.565\t-1.532\t1.084\t2.215\t1.918\t-1.922\t-0.651\t0.000\t1.575\t-0.301\t0.206\t3.102\t1.053\t0.992\t0.960\t1.188\t0.817\t0.784\t0.862\n0\t1.298\t-0.523\t-1.253\t0.836\t-0.648\t0.648\t-0.274\t0.957\t0.000\t0.455\t0.101\t-1.000\t2.215\t0.478\t-1.291\t0.568\t2.548\t0.457\t-0.201\t0.522\t0.000\t0.319\t0.652\t0.986\t0.723\t0.642\t0.545\t0.608\n0\t0.350\t1.113\t0.170\t1.392\t1.472\t0.669\t0.734\t-0.790\t2.173\t0.448\t-0.229\t0.413\t0.000\t1.239\t0.037\t1.393\t2.548\t1.440\t0.523\t-0.327\t0.000\t0.975\t0.793\t0.989\t1.058\t1.122\t0.921\t0.868\n1\t1.092\t-0.204\t0.106\t1.789\t0.860\t1.372\t-1.326\t-0.464\t0.000\t1.666\t0.692\t1.537\t2.215\t0.616\t0.270\t-1.397\t0.000\t0.543\t0.941\t-0.303\t0.000\t0.598\t0.788\t1.218\t0.922\t1.059\t1.018\t0.823\n0\t1.875\t-0.424\t-0.981\t0.872\t0.531\t0.371\t1.855\t-1.530\t0.000\t0.484\t0.856\t0.658\t0.000\t0.600\t1.330\t0.596\t2.548\t1.430\t1.671\t0.968\t0.000\t0.951\t1.254\t1.734\t1.244\t1.100\t0.885\t0.947\n1\t2.467\t-0.070\t-0.110\t0.273\t-0.264\t0.556\t-0.208\t-1.536\t2.173\t0.673\t-1.756\t-1.533\t0.000\t0.512\t-1.221\t1.526\t0.000\t0.721\t0.368\t1.087\t3.102\t0.399\t0.796\t1.001\t1.071\t0.520\t0.751\t0.892\n1\t0.555\t-1.600\t0.130\t1.224\t1.262\t0.499\t0.901\t-1.019\t2.173\t0.386\t-0.421\t-1.631\t0.000\t0.805\t0.193\t0.574\t2.548\t1.070\t-0.761\t-0.546\t0.000\t0.724\t0.815\t0.988\t0.854\t0.831\t0.958\t0.792\n0\t1.078\t1.109\t-0.011\t0.395\t-1.106\t0.665\t1.531\t1.702\t0.000\t0.729\t0.889\t0.662\t2.215\t0.590\t0.727\t-1.366\t0.000\t0.910\t-0.410\t-0.192\t3.102\t0.597\t1.047\t0.986\t0.728\t0.759\t0.756\t0.732\n0\t1.106\t-1.305\t-1.238\t0.572\t-1.465\t0.633\t0.096\t0.255\t0.000\t0.429\t-0.762\t1.137\t1.107\t0.858\t0.744\t-1.038\t2.548\t1.213\t-0.924\t0.274\t0.000\t0.858\t1.106\t0.997\t0.663\t0.827\t0.733\t0.774\n0\t1.533\t-0.753\t0.693\t1.104\t1.281\t0.767\t0.418\t-0.236\t0.000\t1.800\t-0.426\t-1.471\t2.215\t1.329\t2.273\t0.525\t0.000\t1.653\t-0.097\t-0.861\t3.102\t2.517\t2.050\t0.989\t1.286\t0.851\t1.925\t1.759\n0\t1.606\t0.682\t0.108\t1.261\t0.828\t0.785\t-1.712\t-1.143\t0.000\t0.487\t-1.208\t-1.462\t2.215\t0.640\t-0.612\t0.723\t0.000\t0.659\t0.842\t-1.377\t3.102\t1.449\t0.849\t1.192\t0.818\t0.707\t0.880\t1.149\n0\t0.576\t-2.140\t-0.756\t0.973\t1.212\t0.815\t-0.371\t-0.644\t2.173\t0.665\t0.344\t0.781\t0.000\t0.833\t0.286\t-0.137\t0.000\t1.346\t-0.500\t1.236\t3.102\t0.840\t0.975\t1.016\t0.869\t1.107\t0.953\t1.003\n1\t0.787\t1.001\t-1.558\t0.905\t-0.247\t0.626\t1.754\t0.470\t0.000\t0.973\t0.758\t-0.455\t0.000\t1.704\t0.985\t0.197\t0.000\t2.533\t0.523\t-1.491\t3.102\t0.794\t0.516\t1.082\t0.847\t0.662\t0.920\t0.802\n1\t1.589\t-0.298\t0.738\t1.615\t1.115\t1.163\t0.425\t-0.779\t1.087\t0.208\t1.707\t-0.697\t0.000\t0.698\t-0.443\t1.705\t2.548\t1.167\t-0.513\t0.160\t0.000\t1.053\t1.023\t0.997\t0.711\t1.029\t1.175\t0.994\n1\t1.046\t0.225\t-0.708\t1.166\t1.188\t0.650\t-0.375\t-0.458\t0.000\t1.385\t-0.559\t-1.235\t0.000\t1.218\t0.316\t1.151\t2.548\t2.399\t-0.150\t0.499\t1.551\t1.313\t1.405\t1.515\t1.077\t0.804\t1.095\t0.985\n1\t0.572\t1.719\t1.115\t0.765\t-0.332\t0.739\t-0.689\t0.020\t2.173\t0.311\t-0.750\t-1.035\t0.000\t0.963\t0.438\t-1.247\t0.000\t1.416\t-0.766\t1.195\t3.102\t0.709\t0.818\t0.989\t1.856\t0.951\t1.571\t1.180\n0\t1.057\t-0.048\t0.847\t1.397\t1.628\t1.016\t0.382\t0.486\t0.000\t0.666\t0.310\t-1.461\t1.107\t2.196\t0.923\t-0.595\t2.548\t0.424\t-0.954\t-0.751\t0.000\t1.234\t1.086\t1.090\t1.535\t1.012\t1.025\t0.994\n1\t0.802\t-0.561\t0.469\t0.777\t-0.659\t0.830\t0.209\t-1.117\t2.173\t2.087\t0.186\t1.386\t0.000\t1.296\t-1.495\t-0.256\t0.000\t0.977\t-0.279\t0.184\t1.551\t0.986\t0.874\t0.983\t0.848\t0.917\t1.050\t0.882\n1\t2.366\t0.640\t-0.621\t1.002\t0.284\t1.441\t2.203\t0.800\t0.000\t1.140\t0.734\t-1.732\t1.107\t0.596\t-0.855\t1.421\t2.548\t0.655\t2.241\t1.069\t0.000\t0.497\t1.640\t1.555\t1.234\t0.874\t1.499\t1.492\n0\t1.957\t-0.818\t1.536\t0.493\t0.038\t2.023\t-1.044\t0.185\t0.000\t1.888\t-0.432\t-1.439\t2.215\t0.877\t-2.202\t-1.220\t0.000\t0.986\t-1.429\t-0.050\t0.000\t0.965\t0.829\t1.327\t1.073\t0.877\t0.981\t0.925\n0\t1.038\t-0.167\t-1.699\t0.698\t0.531\t0.553\t-1.483\t1.533\t0.000\t1.106\t-2.332\t-1.118\t0.000\t1.947\t-1.100\t1.083\t0.000\t2.520\t-0.094\t-0.398\t3.102\t0.787\t0.852\t1.067\t0.983\t0.944\t1.091\t0.938\n1\t0.636\t0.074\t0.832\t1.040\t-0.443\t1.107\t0.141\t-1.310\t0.000\t1.301\t0.378\t0.432\t2.215\t0.863\t0.692\t1.741\t0.000\t0.557\t1.066\t0.814\t0.000\t0.868\t0.746\t1.027\t0.764\t0.871\t0.935\t0.815\n0\t1.142\t-0.844\t-1.249\t1.270\t-0.488\t2.854\t-1.150\t-0.707\t0.000\t3.864\t-1.573\t0.925\t0.000\t1.245\t-1.393\t1.342\t2.548\t1.097\t-0.667\t0.732\t3.102\t7.203\t3.792\t1.057\t1.050\t0.574\t2.238\t1.779\n0\t0.908\t-1.856\t-1.583\t1.557\t-1.201\t1.564\t0.789\t0.443\t2.173\t1.094\t-1.165\t1.520\t2.215\t0.961\t1.258\t-0.123\t0.000\t1.266\t2.196\t-0.704\t0.000\t0.840\t0.938\t0.989\t0.793\t2.759\t1.903\t1.593\n1\t2.224\t0.287\t-1.669\t1.127\t1.662\t2.207\t-0.706\t-0.573\t2.173\t1.393\t0.231\t0.956\t2.215\t1.768\t-0.589\t-0.096\t0.000\t1.590\t-0.795\t1.173\t0.000\t1.229\t1.612\t1.002\t2.128\t2.835\t1.801\t1.684\n1\t0.764\t-1.039\t-0.447\t1.064\t1.691\t0.759\t-1.213\t0.142\t0.000\t0.979\t-0.049\t1.422\t2.215\t0.634\t0.845\t-0.732\t2.548\t0.617\t2.471\t1.097\t0.000\t4.260\t2.326\t1.171\t0.915\t0.889\t1.505\t1.363\n0\t1.652\t0.814\t1.446\t0.376\t-1.712\t1.119\t-0.687\t-0.198\t0.000\t0.725\t0.253\t-0.647\t0.000\t0.941\t0.049\t1.366\t2.548\t0.854\t0.682\t0.575\t3.102\t0.827\t0.880\t0.997\t0.732\t0.523\t0.751\t0.981\n0\t0.512\t-0.464\t-0.754\t0.358\t0.853\t0.545\t2.665\t-1.546\t0.000\t0.580\t1.154\t0.409\t2.215\t0.657\t1.455\t0.944\t0.000\t1.080\t-0.114\t0.250\t1.551\t1.043\t0.933\t0.997\t0.743\t0.519\t0.898\t1.443\n1\t1.035\t-0.466\t-0.236\t1.760\t-0.739\t0.844\t-1.083\t0.909\t2.173\t0.385\t-1.398\t1.593\t0.000\t0.987\t-0.121\t1.734\t1.274\t0.676\t0.692\t1.233\t0.000\t0.951\t0.875\t0.984\t0.941\t0.956\t1.023\t0.869\n1\t0.580\t-0.270\t0.736\t0.402\t0.011\t0.894\t-0.949\t-0.967\t2.173\t0.368\t-0.077\t-1.696\t0.000\t0.649\t0.604\t0.337\t0.000\t0.657\t0.422\t-0.586\t3.102\t0.778\t1.046\t0.993\t0.764\t0.704\t0.704\t0.701\n0\t0.429\t1.159\t-0.135\t1.571\t1.643\t0.828\t-0.363\t1.232\t2.173\t1.534\t0.228\t-0.480\t2.215\t0.380\t-1.813\t0.674\t0.000\t0.382\t-2.177\t0.111\t0.000\t0.244\t0.854\t1.137\t1.288\t1.734\t1.168\t1.207\n0\t1.058\t0.270\t-0.292\t0.886\t-0.511\t0.976\t-0.567\t1.035\t2.173\t0.690\t-0.043\t0.464\t0.000\t0.653\t0.494\t-0.904\t0.000\t0.371\t2.351\t-1.053\t0.000\t0.938\t1.073\t0.989\t1.551\t1.562\t1.155\t0.985\n1\t0.345\t0.576\t-1.477\t0.770\t-0.569\t3.540\t1.146\t1.298\t0.000\t2.513\t-0.592\t-0.053\t0.000\t2.216\t-0.324\t-0.367\t2.548\t1.431\t0.292\t-0.957\t3.102\t2.053\t1.301\t0.984\t0.706\t0.847\t0.981\t0.838\n0\t3.106\t-1.365\t0.473\t0.357\t1.208\t1.713\t-2.031\t-1.033\t0.000\t0.538\t-0.850\t0.858\t2.215\t0.619\t-1.070\t1.601\t2.548\t0.479\t-2.337\t-1.089\t0.000\t0.539\t0.859\t0.986\t0.566\t0.392\t0.828\t1.046\n0\t0.866\t0.094\t-0.447\t1.019\t-1.505\t0.745\t-0.436\t0.201\t2.173\t0.753\t-1.474\t-1.454\t2.215\t1.045\t-0.884\t0.796\t0.000\t0.647\t0.019\t-1.724\t0.000\t0.838\t0.842\t1.060\t0.944\t1.263\t0.878\t0.777\n0\t1.415\t-0.584\t1.725\t0.608\t-1.018\t0.861\t0.379\t-0.074\t0.000\t0.450\t-1.309\t0.826\t2.215\t0.840\t0.113\t-0.943\t0.000\t0.513\t-0.451\t1.210\t0.000\t0.965\t1.069\t0.998\t0.583\t0.173\t0.620\t0.709\n0\t2.119\t-0.329\t0.960\t1.120\t-0.820\t1.141\t-1.046\t-0.641\t2.173\t1.476\t0.332\t0.582\t0.000\t1.236\t-0.918\t-1.388\t2.548\t0.842\t1.190\t-1.699\t0.000\t1.528\t1.679\t2.133\t1.618\t0.922\t1.456\t1.319\n1\t0.425\t-0.293\t-0.671\t0.776\t0.900\t0.996\t0.540\t-0.646\t0.000\t1.127\t1.178\t0.696\t1.107\t0.485\t0.465\t-1.373\t0.000\t1.259\t1.036\t-1.615\t3.102\t0.806\t0.777\t0.991\t1.234\t0.938\t1.161\t1.000\n0\t0.427\t-1.207\t-0.972\t2.425\t-0.391\t0.638\t-0.612\t1.625\t2.173\t0.445\t1.105\t0.400\t0.000\t0.617\t-0.431\t-0.315\t0.000\t2.112\t1.032\t1.160\t0.000\t0.934\t0.862\t0.984\t0.745\t0.328\t0.757\t0.691\n0\t1.641\t-0.177\t1.676\t1.574\t1.217\t0.829\t-0.908\t-0.224\t1.087\t0.666\t-1.074\t0.361\t0.000\t0.785\t0.048\t-0.981\t2.548\t0.942\t0.495\t-0.373\t0.000\t0.790\t0.947\t0.990\t1.495\t0.812\t1.018\t0.996\n1\t1.108\t-1.314\t0.622\t0.196\t0.812\t1.178\t-1.138\t-1.417\t0.000\t0.190\t-1.010\t-1.031\t2.215\t0.965\t-0.738\t0.166\t0.000\t0.449\t-0.287\t-0.114\t3.102\t1.925\t0.997\t0.981\t0.518\t0.215\t0.617\t0.649\n0\t1.050\t-0.933\t-0.031\t1.909\t-1.300\t0.570\t-0.076\t0.059\t0.000\t0.736\t-0.115\t1.700\t2.215\t0.927\t0.731\t0.208\t2.548\t1.057\t1.401\t1.251\t0.000\t1.576\t0.963\t1.785\t1.105\t0.952\t1.027\t1.099\n1\t2.024\t-0.276\t-1.364\t0.495\t-0.713\t0.367\t-1.145\t1.240\t0.000\t0.691\t-0.510\t-0.662\t0.000\t0.968\t-0.723\t0.538\t2.548\t0.788\t-0.038\t0.011\t0.000\t0.877\t0.732\t0.988\t0.990\t0.610\t0.793\t0.697\n0\t1.217\t-0.018\t0.806\t1.435\t-0.042\t0.849\t-1.584\t1.479\t0.000\t0.849\t0.785\t-0.505\t2.215\t0.757\t-1.712\t-1.445\t0.000\t0.795\t-0.430\t-0.375\t3.102\t0.726\t0.911\t1.266\t0.983\t0.535\t1.176\t1.133\n0\t1.788\t0.664\t1.540\t1.052\t-0.936\t0.673\t1.589\t-0.966\t0.000\t1.241\t1.625\t-0.567\t0.000\t1.086\t-0.439\t-1.309\t2.548\t0.962\t0.490\t0.030\t3.102\t0.686\t0.846\t1.501\t1.009\t0.851\t1.008\t0.988\n0\t1.356\t0.434\t-1.267\t0.388\t0.175\t0.942\t-0.767\t1.098\t2.173\t0.297\t-0.394\t-1.427\t0.000\t0.873\t-0.598\t-0.567\t2.548\t1.162\t-0.255\t0.227\t0.000\t0.764\t0.814\t0.988\t0.703\t1.129\t0.845\t0.700\n0\t1.043\t-0.709\t0.227\t0.694\t1.734\t0.903\t-0.891\t-0.183\t1.087\t0.737\t-0.726\t-0.967\t0.000\t1.364\t-0.545\t1.498\t0.000\t0.785\t-1.285\t1.152\t1.551\t0.917\t0.854\t1.153\t0.850\t0.881\t0.792\t0.712\n0\t2.891\t0.816\t0.489\t1.355\t0.903\t1.508\t0.814\t-1.233\t0.000\t0.805\t0.250\t-0.535\t2.215\t0.526\t0.706\t1.697\t2.548\t0.488\t1.320\t-1.163\t0.000\t0.519\t0.865\t1.002\t0.820\t0.651\t0.852\t1.040\n0\t1.416\t0.839\t1.323\t0.330\t0.103\t0.690\t-0.960\t-0.354\t0.000\t0.650\t-0.057\t0.930\t2.215\t0.660\t-0.226\t-0.481\t2.548\t0.524\t-1.518\t-1.228\t0.000\t0.766\t0.953\t0.988\t0.851\t0.669\t0.647\t0.868\n0\t0.764\t-1.590\t-0.880\t0.980\t1.331\t1.045\t-0.945\t-0.873\t2.173\t0.752\t-0.543\t0.168\t1.107\t0.808\t-1.859\t0.593\t0.000\t1.970\t0.712\t1.229\t0.000\t0.899\t0.882\t1.093\t0.962\t1.084\t0.834\t0.769\n1\t1.742\t0.277\t0.223\t0.695\t-0.414\t0.697\t0.145\t-1.195\t2.173\t0.438\t1.788\t1.506\t0.000\t1.507\t0.263\t1.447\t2.548\t0.415\t0.286\t-0.175\t0.000\t0.718\t0.813\t0.984\t1.121\t0.884\t0.908\t0.800\n0\t1.599\t0.469\t1.600\t1.500\t1.024\t1.245\t-0.991\t-0.162\t0.000\t0.376\t0.265\t1.077\t0.000\t0.901\t0.865\t-1.343\t0.000\t1.473\t1.328\t-0.698\t3.102\t0.794\t0.803\t1.063\t0.856\t0.421\t0.854\t0.710\n1\t0.479\t0.335\t-1.445\t0.776\t-0.200\t1.766\t-0.752\t1.536\t2.173\t1.854\t-1.284\t0.046\t0.000\t0.827\t-1.221\t-0.516\t0.000\t0.426\t-0.450\t-0.337\t3.102\t0.921\t0.556\t0.993\t1.177\t0.917\t1.252\t1.016\n0\t0.556\t0.693\t-0.262\t0.859\t-1.039\t0.648\t-0.099\t0.397\t1.087\t0.768\t0.528\t-1.519\t2.215\t0.681\t-0.226\t1.238\t0.000\t0.565\t1.612\t-0.245\t0.000\t1.123\t0.904\t0.982\t0.734\t1.080\t0.717\t0.699\n1\t1.189\t0.199\t1.027\t1.276\t-0.073\t1.916\t-2.051\t-1.527\t0.000\t1.521\t-1.546\t-0.047\t2.215\t1.020\t-0.127\t0.676\t0.000\t0.971\t-0.388\t-0.357\t0.000\t0.899\t1.145\t1.427\t0.907\t0.900\t1.097\t0.896\n0\t1.838\t0.222\t-1.685\t0.875\t0.168\t1.226\t1.229\t-1.715\t0.000\t1.736\t0.075\t-0.486\t1.107\t2.821\t0.352\t0.609\t0.000\t0.838\t-1.375\t1.638\t0.000\t1.458\t1.088\t1.748\t1.380\t0.644\t1.217\t1.144\n0\t0.519\t-0.573\t1.063\t0.681\t-0.118\t1.176\t-0.184\t0.933\t2.173\t0.906\t0.012\t-1.271\t0.000\t0.772\t-1.137\t-0.204\t2.548\t0.674\t-1.157\t-1.505\t0.000\t0.860\t0.970\t0.984\t0.774\t1.211\t0.845\t0.730\n0\t0.368\t1.732\t-0.137\t0.180\t-1.403\t1.230\t0.608\t0.947\t2.173\t0.764\t1.155\t-0.401\t0.000\t0.742\t-0.043\t0.052\t2.548\t0.735\t-0.190\t-1.452\t0.000\t1.092\t0.790\t0.987\t0.921\t0.949\t0.842\t0.723\n1\t0.645\t-0.406\t1.578\t0.704\t-0.925\t0.334\t1.429\t1.032\t0.000\t0.507\t0.883\t-0.057\t1.107\t0.357\t0.566\t-0.846\t2.548\t0.384\t1.708\t0.589\t0.000\t0.272\t0.457\t0.985\t0.659\t0.302\t0.666\t0.746\n1\t0.299\t1.036\t0.844\t1.103\t1.552\t0.670\t0.070\t0.303\t2.173\t0.728\t-0.431\t-0.561\t0.000\t0.808\t0.325\t-1.497\t2.548\t0.776\t-1.874\t0.511\t0.000\t0.601\t0.825\t0.988\t1.082\t0.925\t1.153\t1.292\n1\t0.893\t0.582\t0.554\t0.810\t-0.961\t1.367\t0.240\t0.117\t2.173\t1.068\t0.302\t-1.215\t0.000\t1.075\t-0.038\t-1.728\t0.000\t0.589\t2.255\t-1.507\t0.000\t1.042\t0.724\t1.153\t0.946\t0.984\t0.856\t0.758\n0\t0.886\t1.074\t-1.738\t0.775\t0.074\t0.748\t-0.333\t-1.235\t0.000\t1.091\t0.407\t0.336\t2.215\t0.665\t-0.549\t0.019\t0.000\t1.192\t-0.661\t0.646\t0.000\t1.022\t0.825\t1.146\t0.705\t0.944\t0.687\t0.648\n1\t0.731\t0.517\t0.217\t0.579\t-0.509\t0.623\t-0.173\t1.437\t1.087\t0.825\t0.953\t-0.377\t0.000\t0.788\t0.846\t0.797\t1.274\t0.510\t1.669\t-1.256\t0.000\t0.752\t1.128\t0.986\t0.766\t0.695\t0.743\t0.741\n1\t0.678\t-0.339\t-0.972\t1.115\t0.854\t0.782\t-1.001\t0.187\t1.087\t0.965\t-1.203\t1.301\t0.000\t0.835\t-1.442\t-0.214\t2.548\t0.932\t-0.377\t-0.731\t0.000\t0.982\t0.978\t1.201\t0.874\t0.461\t0.685\t0.714\n0\t1.500\t-0.536\t-1.566\t0.720\t-1.487\t1.136\t-0.465\t0.180\t2.173\t0.950\t-0.031\t1.507\t2.215\t1.354\t0.483\t0.206\t0.000\t0.592\t0.463\t-0.838\t0.000\t0.798\t1.005\t1.009\t1.421\t1.462\t1.033\t0.934\n0\t0.902\t0.639\t1.399\t1.332\t0.895\t0.979\t1.377\t-0.038\t0.000\t0.442\t1.340\t-0.801\t0.000\t0.964\t0.594\t-1.364\t2.548\t0.520\t-0.160\t-1.325\t3.102\t0.887\t1.005\t0.998\t0.751\t0.236\t0.672\t0.765\n1\t1.124\t-0.769\t0.169\t2.204\t0.918\t1.460\t0.826\t-0.652\t0.000\t0.965\t-0.687\t1.496\t2.215\t0.768\t0.476\t-1.457\t2.548\t0.484\t-1.064\t-1.618\t0.000\t1.896\t1.172\t1.364\t1.005\t0.733\t1.081\t1.271\n0\t0.723\t-1.497\t0.511\t0.183\t-0.608\t0.662\t-0.199\t1.667\t0.000\t0.831\t0.053\t1.010\t0.000\t0.500\t0.625\t-0.501\t2.548\t1.943\t-0.812\t-0.571\t3.102\t0.903\t0.845\t0.995\t0.755\t0.702\t0.842\t0.745\n1\t1.363\t0.637\t1.516\t1.524\t1.080\t0.488\t0.439\t0.413\t0.000\t1.419\t-0.550\t-0.315\t2.215\t0.743\t0.091\t1.571\t0.000\t1.103\t-0.456\t-0.707\t0.000\t0.944\t0.968\t0.979\t0.839\t0.788\t1.049\t0.870\n1\t1.281\t0.748\t0.223\t1.008\t-1.311\t1.075\t2.833\t1.072\t0.000\t1.192\t1.035\t-0.743\t2.215\t2.160\t1.099\t1.640\t0.000\t1.804\t0.184\t-0.136\t0.000\t2.447\t1.366\t1.547\t0.996\t0.681\t1.002\t0.920\n1\t0.656\t-0.245\t-0.850\t0.939\t0.341\t0.849\t-0.271\t0.141\t0.000\t0.937\t-0.312\t-0.239\t2.215\t2.038\t-0.005\t-1.600\t2.548\t1.921\t-1.223\t1.394\t0.000\t0.919\t0.900\t0.987\t0.999\t1.402\t0.877\t0.764\n1\t1.036\t-1.069\t0.030\t0.269\t0.794\t1.341\t-1.554\t-0.982\t2.173\t0.737\t-2.128\t-1.204\t0.000\t0.907\t-1.065\t0.633\t0.000\t2.559\t1.137\t0.805\t0.000\t1.417\t0.970\t0.976\t1.263\t0.542\t0.836\t0.853\n0\t1.263\t0.043\t1.639\t0.826\t1.042\t1.106\t0.908\t0.219\t0.000\t0.888\t0.707\t-0.806\t2.215\t0.490\t0.549\t-1.378\t2.548\t0.383\t0.235\t0.685\t0.000\t0.517\t0.940\t0.983\t0.563\t0.348\t0.636\t0.725\n1\t1.628\t-0.066\t-0.130\t0.774\t0.215\t0.980\t-0.840\t-1.607\t2.173\t0.503\t-0.532\t-1.001\t0.000\t0.276\t0.817\t0.819\t0.000\t1.491\t-0.783\t0.996\t3.102\t0.726\t0.789\t0.992\t1.091\t0.915\t1.120\t0.875\n0\t1.815\t1.433\t-0.602\t1.080\t-0.851\t0.710\t0.731\t1.663\t1.087\t0.918\t1.724\t0.764\t0.000\t1.314\t-1.060\t-1.620\t0.000\t1.050\t-0.168\t0.467\t0.000\t0.634\t1.042\t0.979\t1.322\t0.832\t1.087\t0.994\n0\t0.297\t1.365\t-1.078\t2.092\t0.743\t1.495\t-0.738\t-0.300\t2.173\t1.860\t0.856\t1.099\t2.215\t3.441\t0.490\t-1.054\t0.000\t1.859\t-0.000\t1.648\t0.000\t1.964\t2.179\t1.089\t2.371\t3.225\t2.074\t1.838\n0\t1.863\t-0.297\t-0.984\t0.335\t-1.412\t1.184\t-0.459\t-1.686\t2.173\t0.896\t0.782\t-0.037\t0.000\t1.828\t0.473\t0.506\t0.000\t1.149\t-0.392\t0.332\t3.102\t0.965\t0.798\t0.986\t0.903\t1.196\t1.176\t1.122\n0\t1.793\t-0.871\t0.894\t0.473\t-0.593\t1.182\t-0.577\t-0.596\t0.000\t1.032\t-1.359\t-1.488\t2.215\t0.499\t-0.641\t0.324\t2.548\t0.431\t-0.849\t-1.711\t0.000\t0.950\t1.067\t1.242\t0.622\t0.808\t0.711\t0.773\n0\t0.417\t-1.630\t0.356\t1.734\t0.368\t0.681\t0.726\t-1.658\t2.173\t0.759\t-1.555\t-1.078\t0.000\t0.663\t-0.676\t1.257\t2.548\t0.795\t-0.185\t0.700\t0.000\t0.841\t0.833\t0.987\t0.693\t0.791\t0.865\t0.753\n1\t1.282\t1.329\t1.090\t1.073\t-1.209\t1.106\t-1.065\t0.462\t0.000\t2.159\t0.690\t-0.692\t2.215\t2.048\t0.698\t1.518\t0.000\t0.711\t0.234\t-0.280\t0.000\t1.026\t0.662\t1.426\t1.449\t0.625\t0.932\t0.902\n1\t0.998\t-1.171\t-0.297\t1.224\t-0.069\t0.836\t0.684\t-1.340\t0.000\t0.689\t0.176\t1.036\t0.000\t0.774\t0.528\t1.529\t1.274\t1.118\t0.854\t0.584\t3.102\t0.907\t0.867\t0.983\t1.018\t0.558\t0.821\t0.763\n0\t1.354\t1.946\t-0.456\t0.269\t-0.761\t0.632\t0.107\t1.412\t0.000\t0.671\t0.858\t0.565\t0.000\t0.509\t1.237\t0.808\t2.548\t0.715\t-0.867\t-1.224\t3.102\t1.104\t0.969\t0.976\t0.667\t0.826\t0.806\t0.823\n1\t0.477\t0.119\t0.976\t1.381\t-0.164\t1.233\t-2.489\t0.912\t0.000\t1.092\t1.651\t-1.529\t2.215\t1.048\t0.513\t-1.008\t0.000\t1.407\t1.210\t-0.676\t3.102\t0.739\t0.788\t0.985\t0.789\t0.791\t0.852\t0.710\n0\t0.694\t-0.613\t-0.388\t0.897\t1.338\t0.582\t-0.205\t0.641\t1.087\t0.338\t-0.699\t-0.819\t0.000\t0.535\t0.535\t1.512\t0.000\t0.646\t0.391\t0.241\t0.000\t0.725\t0.705\t1.093\t0.790\t0.923\t0.660\t0.572\n1\t1.927\t0.094\t0.287\t0.250\t1.320\t0.693\t0.044\t-1.167\t2.173\t0.938\t-1.206\t-0.698\t2.215\t0.638\t-0.363\t-1.326\t0.000\t0.930\t0.096\t0.989\t0.000\t0.922\t0.937\t0.986\t1.227\t0.951\t0.970\t0.850\n0\t0.430\t-1.025\t-0.694\t1.900\t0.124\t1.032\t0.317\t-1.373\t2.173\t1.586\t0.392\t1.470\t0.000\t1.265\t-1.032\t-0.047\t2.548\t0.384\t0.812\t1.246\t0.000\t1.267\t1.044\t0.987\t0.646\t1.740\t1.158\t1.084\n1\t1.008\t0.201\t0.104\t0.483\t1.541\t1.482\t0.194\t-0.518\t0.000\t0.780\t0.702\t1.196\t0.000\t1.413\t-0.406\t0.979\t1.274\t1.864\t-0.867\t0.093\t0.000\t0.972\t0.895\t0.985\t0.549\t0.568\t0.577\t0.565\n0\t1.176\t-0.273\t-0.299\t1.586\t0.321\t1.168\t-1.057\t1.220\t1.087\t0.961\t-1.470\t1.662\t0.000\t0.850\t-0.057\t-1.136\t2.548\t1.381\t0.381\t-0.669\t0.000\t0.962\t0.785\t1.004\t1.408\t1.240\t1.044\t0.996\n1\t0.451\t-0.403\t0.147\t1.334\t1.275\t0.754\t-0.982\t-1.440\t2.173\t0.745\t-1.105\t0.255\t2.215\t1.107\t-0.186\t0.515\t0.000\t1.818\t-0.696\t-0.705\t0.000\t0.699\t0.768\t0.988\t0.821\t1.105\t0.715\t0.668\n0\t1.375\t-1.651\t0.499\t0.766\t1.182\t1.126\t-0.573\t-1.363\t0.000\t1.089\t-0.986\t-0.093\t2.215\t0.819\t-0.904\t1.478\t0.000\t1.490\t-0.436\t-0.723\t3.102\t1.013\t0.916\t0.988\t1.006\t0.681\t0.902\t1.026\n1\t1.006\t0.844\t-0.845\t0.823\t1.359\t0.989\t0.628\t-0.235\t0.000\t1.134\t1.412\t1.026\t2.215\t1.093\t0.212\t1.569\t2.548\t0.602\t1.529\t-0.120\t0.000\t0.762\t1.159\t1.153\t0.934\t0.948\t0.957\t0.842\n1\t0.992\t1.151\t0.070\t0.079\t1.568\t0.392\t2.324\t0.818\t0.000\t0.686\t2.007\t-1.509\t0.000\t0.950\t-0.179\t-1.567\t2.548\t1.051\t0.722\t-0.501\t3.102\t0.964\t0.932\t0.987\t0.822\t0.757\t0.900\t0.816\n1\t1.600\t-1.336\t1.445\t1.207\t0.954\t0.717\t2.694\t-0.623\t0.000\t0.475\t0.562\t1.299\t0.000\t0.530\t0.776\t-0.501\t2.548\t0.964\t-0.590\t-1.086\t0.000\t0.913\t0.639\t0.995\t0.514\t0.523\t0.724\t0.685\n0\t0.906\t0.008\t0.076\t1.392\t-0.544\t0.669\t1.253\t1.731\t0.000\t0.709\t0.812\t0.746\t2.215\t0.707\t2.044\t1.239\t0.000\t0.389\t-0.229\t-0.808\t1.551\t0.826\t0.842\t0.990\t0.507\t0.543\t0.615\t0.778\n0\t1.168\t-0.133\t0.060\t0.829\t-0.944\t2.449\t-0.266\t-0.413\t0.000\t1.828\t-0.653\t1.186\t2.215\t1.751\t-1.390\t1.241\t0.000\t1.678\t-0.597\t1.621\t1.551\t0.897\t1.059\t1.071\t0.953\t0.606\t0.925\t0.940\n1\t1.149\t-1.038\t0.695\t0.522\t0.480\t0.840\t-0.661\t-0.713\t2.173\t0.929\t-0.614\t1.280\t0.000\t1.398\t-0.217\t-1.601\t2.548\t0.815\t-1.760\t-0.464\t0.000\t0.861\t1.023\t0.986\t0.971\t1.011\t0.880\t0.765\n0\t3.015\t-0.123\t0.462\t0.390\t-0.040\t1.515\t-0.694\t-1.217\t2.173\t1.193\t-1.224\t-1.132\t0.000\t1.543\t-0.650\t0.788\t2.548\t0.411\t-1.188\t1.119\t0.000\t0.822\t1.134\t0.974\t1.957\t1.852\t1.395\t1.224\n1\t1.116\t-1.186\t0.426\t0.812\t-0.429\t1.155\t-0.647\t-1.615\t2.173\t0.750\t-1.116\t-0.021\t0.000\t0.320\t-1.049\t-1.258\t0.000\t0.766\t0.906\t0.933\t1.551\t0.674\t0.931\t0.984\t1.294\t1.230\t1.084\t0.885\n0\t0.322\t-1.074\t-0.104\t2.046\t0.885\t0.545\t-1.123\t-1.026\t0.000\t0.815\t0.836\t-1.045\t2.215\t0.458\t-0.126\t0.364\t0.000\t0.601\t-0.001\t-0.372\t3.102\t0.973\t1.062\t0.989\t0.902\t0.457\t1.261\t1.018\n1\t1.630\t0.466\t0.639\t0.773\t0.003\t0.638\t-0.176\t-1.492\t2.173\t0.623\t-0.594\t-0.627\t2.215\t0.387\t-1.345\t-0.304\t0.000\t0.779\t-0.148\t1.350\t0.000\t0.736\t0.671\t0.996\t1.004\t0.683\t0.887\t0.760\n0\t0.742\t-0.919\t-0.800\t1.034\t0.453\t0.755\t0.464\t1.678\t0.000\t0.798\t0.806\t0.357\t2.215\t0.882\t0.332\t-0.548\t2.548\t0.843\t1.322\t1.254\t0.000\t0.850\t0.967\t1.097\t0.824\t0.682\t0.771\t0.898\n0\t0.411\t-0.878\t1.694\t0.878\t0.560\t1.854\t-0.116\t1.252\t2.173\t2.836\t-0.119\t-0.602\t1.107\t0.377\t0.869\t-0.560\t0.000\t0.373\t0.677\t0.847\t0.000\t0.396\t0.940\t0.987\t1.317\t3.357\t1.551\t1.127\n0\t0.877\t0.477\t-0.761\t0.667\t-0.068\t0.764\t0.591\t0.520\t2.173\t0.787\t0.037\t1.695\t0.000\t1.274\t-0.420\t1.161\t0.000\t1.022\t1.698\t-0.650\t0.000\t0.887\t1.148\t0.984\t0.635\t0.974\t0.790\t0.727\n1\t2.099\t-0.197\t0.759\t0.334\t-0.532\t1.009\t0.375\t-1.296\t2.173\t0.550\t-0.003\t-0.525\t0.000\t0.600\t0.924\t-1.613\t0.000\t0.549\t0.295\t-0.117\t3.102\t0.869\t0.730\t1.065\t0.604\t0.688\t0.824\t0.720\n0\t1.083\t-0.436\t-1.120\t0.322\t-0.084\t1.363\t0.158\t0.397\t2.173\t1.197\t-2.649\t-1.200\t0.000\t0.881\t-0.504\t0.811\t0.000\t0.876\t0.094\t1.524\t3.102\t0.897\t0.941\t0.980\t0.694\t0.982\t0.907\t0.764\n0\t0.561\t-0.838\t0.270\t1.010\t1.245\t0.708\t-0.547\t-0.632\t2.173\t0.908\t0.914\t-1.446\t2.215\t0.559\t1.755\t-0.058\t0.000\t0.547\t0.326\t0.716\t0.000\t0.648\t1.086\t0.990\t0.950\t1.246\t0.868\t0.808\n0\t1.070\t0.384\t-1.126\t0.950\t1.650\t1.099\t-0.269\t0.000\t0.000\t1.761\t0.152\t1.443\t2.215\t1.164\t0.676\t-0.056\t0.000\t2.042\t-0.394\t0.279\t3.102\t1.082\t0.847\t0.989\t0.853\t1.581\t1.216\t1.095\n0\t0.277\t1.125\t-0.627\t1.124\t-1.666\t0.597\t-0.437\t-0.063\t0.000\t0.556\t-1.270\t-0.779\t2.215\t1.308\t-0.297\t1.011\t2.548\t0.401\t-1.610\t-0.392\t0.000\t0.649\t0.877\t0.989\t0.734\t1.016\t0.688\t0.669\n1\t3.325\t0.647\t-0.479\t0.178\t-1.475\t0.663\t-0.132\t-1.711\t1.087\t1.396\t1.928\t0.600\t0.000\t1.205\t1.419\t1.595\t0.000\t0.627\t0.267\t0.366\t3.102\t1.177\t0.850\t0.989\t1.231\t0.670\t0.979\t1.070\n0\t1.464\t-0.890\t-1.704\t0.725\t-1.664\t0.745\t0.239\t0.415\t0.000\t0.646\t-0.645\t-0.238\t1.107\t0.952\t-0.032\t1.680\t1.274\t1.309\t2.134\t-0.168\t0.000\t0.783\t0.837\t0.984\t0.975\t0.865\t0.774\t0.850\n1\t1.620\t1.667\t1.668\t0.546\t1.172\t1.100\t1.327\t-0.813\t2.173\t0.737\t1.029\t-0.226\t1.107\t0.657\t1.124\t0.583\t0.000\t0.874\t1.791\t1.289\t0.000\t1.038\t1.053\t0.995\t1.078\t0.694\t0.967\t0.843\n1\t0.696\t-0.023\t0.604\t0.521\t0.918\t0.955\t0.286\t1.673\t2.173\t1.260\t0.550\t-0.292\t0.000\t1.115\t-0.486\t1.602\t0.000\t0.563\t0.580\t-0.681\t1.551\t0.861\t0.516\t0.991\t0.939\t0.679\t0.876\t0.799\n0\t0.543\t0.166\t1.541\t1.835\t1.009\t1.304\t-0.571\t-0.881\t1.087\t0.721\t-1.364\t0.960\t0.000\t0.624\t-0.879\t0.154\t0.000\t0.548\t0.689\t-0.940\t0.000\t0.850\t0.912\t0.979\t0.764\t0.271\t1.186\t0.954\n0\t0.705\t-0.531\t-0.945\t0.842\t1.367\t0.751\t0.679\t0.457\t1.087\t1.457\t0.084\t-1.244\t1.107\t0.555\t-2.395\t0.958\t0.000\t0.918\t-0.987\t0.380\t0.000\t0.733\t1.641\t0.986\t0.899\t1.608\t1.377\t1.098\n1\t1.067\t-1.176\t0.600\t0.799\t0.368\t0.940\t-0.190\t-1.100\t2.173\t0.343\t-1.237\t-1.526\t2.215\t0.607\t-1.568\t1.223\t0.000\t0.908\t-0.655\t-0.513\t0.000\t0.911\t1.002\t1.000\t0.721\t0.568\t1.019\t0.827\n1\t0.952\t0.081\t-1.263\t0.400\t0.930\t0.826\t-0.254\t-0.798\t2.173\t0.492\t0.066\t1.025\t2.215\t0.447\t-0.061\t0.082\t0.000\t0.443\t-1.901\t0.660\t0.000\t0.896\t1.114\t0.991\t0.622\t0.947\t0.747\t0.667\n0\t0.626\t0.103\t-0.067\t1.652\t0.180\t0.712\t0.380\t1.588\t2.173\t1.178\t-1.147\t-0.610\t2.215\t1.749\t-0.348\t1.102\t0.000\t1.459\t-0.092\t-1.285\t0.000\t1.493\t1.023\t0.984\t1.822\t1.698\t1.389\t1.269\n0\t0.458\t-1.626\t-0.020\t1.310\t-1.232\t0.452\t-1.032\t-0.359\t0.000\t1.214\t-0.914\t0.847\t0.000\t0.524\t0.697\t-1.458\t2.548\t0.452\t-0.950\t1.135\t1.551\t1.394\t1.177\t0.987\t0.597\t0.490\t0.760\t0.812\n0\t2.525\t-0.638\t-0.603\t2.642\t-0.361\t1.260\t0.677\t1.301\t0.000\t1.070\t0.096\t1.077\t2.215\t0.582\t-1.456\t-1.685\t0.000\t0.807\t-1.136\t0.884\t3.102\t1.149\t0.957\t0.995\t1.069\t0.686\t1.229\t1.567\n1\t0.738\t-0.398\t-0.901\t0.339\t0.768\t1.202\t0.031\t0.123\t0.000\t1.429\t1.983\t1.680\t0.000\t1.323\t0.601\t1.419\t2.548\t1.172\t-1.709\t-0.717\t0.000\t0.673\t0.647\t0.989\t1.078\t1.084\t1.082\t0.879\n0\t0.732\t2.051\t0.179\t1.143\t-0.655\t1.575\t0.685\t1.372\t2.173\t0.926\t1.219\t-0.547\t2.215\t0.671\t0.654\t-0.165\t0.000\t0.449\t2.015\t0.884\t0.000\t0.759\t1.170\t0.989\t0.866\t1.826\t1.456\t1.109\n1\t2.046\t-0.362\t-0.017\t0.589\t-0.281\t0.956\t-0.919\t1.507\t2.173\t0.700\t-0.297\t-1.369\t0.000\t0.508\t-0.849\t1.017\t2.548\t0.461\t0.789\t-1.025\t0.000\t0.544\t0.874\t0.972\t0.712\t0.372\t0.870\t0.799\n1\t0.406\t1.463\t0.023\t0.905\t-1.376\t1.043\t0.030\t-0.602\t0.000\t1.706\t0.222\t0.974\t2.215\t1.119\t-0.386\t-0.379\t0.000\t1.171\t-1.198\t1.581\t0.000\t0.591\t0.886\t0.989\t1.771\t0.241\t1.101\t1.318\n1\t0.680\t-0.137\t-1.609\t1.010\t0.605\t1.195\t0.374\t0.782\t1.087\t2.291\t1.407\t-1.129\t0.000\t2.011\t0.478\t0.368\t2.548\t1.130\t1.897\t0.162\t0.000\t0.906\t1.158\t1.045\t0.810\t0.719\t0.953\t0.905\n1\t1.266\t-0.645\t-0.640\t0.819\t-0.121\t1.370\t0.433\t1.618\t2.173\t1.535\t-0.321\t0.850\t0.000\t0.942\t0.954\t-0.201\t0.000\t1.441\t-0.170\t-0.967\t3.102\t1.479\t1.242\t0.980\t1.465\t1.182\t1.053\t1.025\n0\t0.363\t1.846\t1.737\t1.889\t-0.546\t0.396\t-0.046\t-1.673\t0.000\t1.208\t0.844\t1.127\t2.215\t1.742\t0.078\t0.722\t2.548\t0.757\t1.632\t-1.223\t0.000\t1.040\t0.968\t1.014\t1.645\t0.828\t1.236\t1.051\n0\t0.512\t1.422\t1.695\t0.726\t-0.405\t0.880\t-0.371\t1.688\t2.173\t0.720\t0.995\t-1.649\t2.215\t1.423\t0.291\t0.047\t0.000\t0.652\t1.383\t0.387\t0.000\t0.831\t1.004\t0.991\t1.757\t0.902\t1.144\t1.056\n0\t2.565\t0.022\t-0.718\t0.832\t1.646\t1.067\t-1.288\t0.988\t2.173\t0.446\t0.136\t0.288\t0.000\t0.329\t0.948\t-0.436\t2.548\t0.564\t-0.618\t0.491\t0.000\t0.321\t0.779\t1.715\t0.850\t1.289\t1.228\t0.936\n1\t0.981\t-0.080\t0.206\t1.335\t0.277\t1.262\t-0.676\t1.689\t2.173\t0.403\t1.840\t1.396\t0.000\t1.275\t-0.531\t0.909\t2.548\t1.226\t0.732\t-0.876\t0.000\t0.947\t1.313\t0.985\t1.447\t1.026\t1.186\t1.199\n1\t0.832\t0.139\t-0.783\t0.657\t0.048\t0.903\t-0.363\t0.908\t2.173\t0.986\t-0.582\t-1.191\t0.000\t0.794\t0.694\t1.042\t0.000\t0.927\t-0.027\t-0.347\t3.102\t1.580\t1.014\t0.995\t0.965\t0.891\t0.845\t0.773\n0\t0.504\t1.073\t-1.421\t2.067\t-1.208\t0.758\t1.518\t0.460\t0.000\t0.835\t2.517\t-0.793\t0.000\t0.740\t2.499\t0.540\t0.000\t1.759\t1.174\t-1.579\t3.102\t0.914\t1.009\t0.982\t0.723\t0.782\t0.726\t0.883\n0\t1.076\t0.255\t-0.091\t1.516\t-0.191\t0.742\t0.085\t0.825\t0.000\t0.873\t0.922\t1.419\t0.000\t1.337\t0.860\t-1.166\t2.548\t1.228\t0.161\t-1.259\t3.102\t1.156\t1.018\t0.997\t1.287\t0.386\t0.898\t1.005\n1\t0.640\t0.679\t-0.351\t1.063\t-0.729\t1.911\t0.541\t0.735\t0.000\t1.388\t-1.230\t1.741\t0.000\t0.997\t-0.206\t-0.626\t2.548\t0.752\t-0.199\t1.692\t0.000\t0.716\t1.034\t0.982\t1.277\t0.304\t0.927\t1.267\n0\t1.413\t-0.483\t-0.117\t1.367\t-0.663\t0.881\t1.634\t-1.587\t0.000\t0.928\t-1.824\t0.177\t0.000\t1.188\t0.559\t1.394\t2.548\t0.902\t-0.278\t1.034\t3.102\t0.891\t0.933\t0.987\t0.841\t0.464\t0.842\t1.056\n0\t0.936\t-1.635\t-0.006\t0.289\t-1.504\t0.459\t0.149\t1.122\t0.000\t1.021\t0.237\t-1.392\t2.215\t0.936\t0.080\t0.074\t2.548\t0.898\t1.384\t1.429\t0.000\t0.856\t0.900\t0.994\t0.744\t1.010\t0.805\t0.871\n0\t0.938\t0.448\t-1.670\t1.957\t-1.014\t0.831\t0.532\t0.638\t0.000\t0.971\t0.716\t-0.084\t2.215\t0.547\t-0.939\t1.282\t2.548\t0.451\t1.489\t1.132\t0.000\t0.741\t0.875\t1.048\t1.065\t1.067\t0.879\t0.873\n0\t0.868\t1.262\t1.383\t1.460\t-1.298\t1.157\t0.631\t-0.349\t0.000\t2.060\t0.358\t1.431\t2.215\t1.436\t0.105\t-0.086\t0.000\t1.564\t1.619\t0.711\t0.000\t0.819\t0.865\t1.036\t1.139\t1.664\t1.346\t1.265\n0\t0.465\t2.136\t0.846\t1.772\t-1.572\t0.352\t-1.001\t-0.121\t0.000\t0.722\t-0.167\t0.390\t0.000\t1.193\t1.030\t-0.003\t2.548\t1.279\t0.563\t1.270\t3.102\t0.964\t1.296\t1.033\t1.130\t0.887\t1.170\t1.652\n1\t1.215\t1.156\t-0.810\t1.979\t-0.258\t2.467\t0.741\t1.555\t0.000\t0.920\t1.055\t-0.222\t2.215\t1.158\t0.215\t0.351\t2.548\t0.765\t0.328\t-1.473\t0.000\t0.919\t1.526\t1.028\t0.565\t0.723\t1.237\t1.269\n1\t1.640\t0.997\t-0.587\t0.783\t-1.455\t0.909\t-2.309\t0.859\t0.000\t0.809\t0.943\t-1.021\t2.215\t0.769\t-0.010\t0.137\t0.000\t1.659\t-0.102\t1.383\t1.551\t0.669\t0.813\t1.105\t0.588\t1.054\t0.795\t0.733\n1\t0.334\t-2.183\t1.004\t1.495\t-0.587\t1.260\t-0.677\t-1.713\t2.173\t0.806\t-0.326\t-0.196\t0.000\t0.836\t-1.548\t0.137\t0.000\t1.873\t-0.811\t1.349\t3.102\t0.855\t0.933\t0.989\t1.363\t0.650\t0.996\t0.910\n1\t0.568\t1.234\t1.207\t0.099\t1.684\t0.716\t1.007\t-0.302\t0.000\t0.515\t1.950\t-0.749\t0.000\t1.053\t-0.004\t-1.641\t2.548\t1.079\t0.178\t0.631\t3.102\t0.894\t0.942\t0.986\t0.584\t0.729\t0.657\t0.605\n1\t0.900\t-0.113\t1.540\t1.502\t-1.635\t0.334\t0.057\t-0.812\t2.173\t1.922\t-0.399\t0.050\t2.215\t0.748\t0.481\t0.860\t0.000\t0.828\t-0.250\t-1.424\t0.000\t0.851\t1.153\t0.979\t0.772\t0.873\t1.051\t0.887\n0\t0.738\t-1.292\t0.131\t0.252\t1.197\t1.694\t-0.723\t-1.620\t0.000\t2.302\t-0.354\t0.188\t2.215\t0.690\t0.320\t-0.807\t2.548\t0.574\t0.118\t-1.718\t0.000\t0.689\t0.932\t0.991\t0.833\t1.155\t1.352\t1.067\n1\t0.578\t-0.954\t1.579\t0.608\t1.694\t0.517\t-1.020\t1.138\t0.000\t0.743\t-0.663\t0.306\t1.107\t1.414\t-0.117\t-0.320\t2.548\t1.086\t0.979\t-1.046\t0.000\t1.070\t1.590\t0.988\t0.863\t0.658\t1.270\t1.083\n1\t1.418\t-0.267\t0.490\t1.853\t1.035\t1.269\t-2.623\t-0.746\t0.000\t0.918\t-0.958\t-1.060\t2.215\t0.869\t0.437\t-1.738\t2.548\t0.548\t-0.339\t1.478\t0.000\t0.603\t0.890\t1.059\t0.929\t0.934\t0.962\t0.761\n0\t0.782\t-0.290\t1.366\t0.585\t-1.551\t1.083\t-0.906\t-0.218\t2.173\t0.634\t-2.411\t-1.033\t0.000\t0.562\t-0.521\t0.808\t0.000\t0.991\t0.621\t1.478\t3.102\t0.698\t0.956\t0.980\t1.108\t1.495\t0.957\t0.815\n0\t2.899\t-1.209\t-0.507\t0.512\t-1.417\t1.270\t1.338\t0.653\t0.000\t0.689\t-1.206\t0.437\t2.215\t0.950\t-0.958\t-1.519\t2.548\t0.881\t-1.489\t-1.025\t0.000\t0.859\t0.934\t1.233\t0.916\t0.848\t0.784\t0.792\n0\t0.706\t1.759\t-1.685\t2.058\t-0.103\t0.582\t-0.133\t0.260\t1.087\t0.816\t1.162\t1.586\t2.215\t0.761\t-0.286\t-0.915\t0.000\t0.539\t-0.641\t0.848\t0.000\t0.724\t0.936\t1.652\t1.464\t1.189\t1.111\t1.037\n1\t0.455\t-0.118\t1.525\t0.992\t-0.173\t2.415\t-1.635\t-1.567\t0.000\t2.366\t0.737\t-0.047\t2.215\t0.962\t-0.767\t0.920\t1.274\t1.358\t-0.092\t0.212\t0.000\t0.773\t0.937\t0.984\t0.676\t1.881\t1.068\t0.848\n1\t0.761\t2.184\t0.117\t0.847\t1.177\t1.023\t0.632\t-1.151\t2.173\t0.417\t1.107\t0.809\t0.000\t1.086\t1.550\t-0.396\t0.000\t0.501\t0.605\t1.215\t0.000\t0.908\t1.003\t0.989\t0.733\t0.715\t0.842\t0.733\n1\t0.339\t-1.498\t-1.719\t1.190\t-1.072\t0.676\t0.340\t1.365\t2.173\t1.249\t-0.550\t-0.205\t0.000\t0.575\t-1.102\t1.099\t2.548\t0.483\t-0.844\t0.702\t0.000\t0.876\t1.134\t0.991\t0.733\t0.691\t0.741\t0.715\n1\t0.710\t-0.820\t-1.476\t0.226\t-0.731\t0.994\t-0.748\t1.439\t0.000\t1.092\t-0.596\t-0.179\t2.215\t1.027\t0.141\t0.251\t0.000\t1.124\t0.642\t-0.783\t3.102\t0.911\t1.152\t0.975\t0.862\t0.911\t0.990\t0.823\n0\t2.123\t-0.589\t1.587\t0.710\t0.865\t0.537\t1.648\t0.089\t0.000\t2.134\t0.627\t-0.589\t2.215\t1.338\t0.483\t1.256\t2.548\t0.642\t0.314\t-0.456\t0.000\t0.840\t1.110\t1.030\t1.969\t1.791\t1.398\t1.430\n0\t0.410\t-1.787\t-1.492\t1.128\t-0.651\t1.846\t-0.244\t-1.352\t2.173\t1.511\t0.448\t0.332\t0.000\t1.448\t0.441\t0.745\t1.274\t1.647\t0.524\t-0.229\t0.000\t1.010\t0.905\t0.980\t1.018\t2.078\t1.502\t1.274\n0\t1.178\t-1.318\t0.280\t1.194\t1.625\t0.784\t-0.940\t-1.459\t2.173\t0.861\t0.316\t0.275\t2.215\t0.398\t-0.401\t0.263\t0.000\t0.392\t0.009\t-0.909\t0.000\t0.684\t0.887\t1.538\t1.057\t1.462\t1.055\t0.831\n1\t0.808\t-0.482\t-0.967\t1.203\t0.680\t0.313\t0.680\t-0.981\t2.173\t0.477\t-1.173\t-1.327\t0.000\t1.749\t1.035\t0.405\t2.548\t0.862\t0.109\t1.156\t0.000\t0.922\t0.939\t1.361\t0.856\t0.899\t0.922\t0.807\n0\t1.338\t-0.377\t-0.606\t1.093\t1.637\t0.497\t-1.627\t0.871\t0.000\t0.772\t-0.804\t-0.216\t0.000\t0.757\t0.366\t1.327\t2.548\t1.050\t-0.864\t1.723\t1.551\t0.871\t1.056\t1.508\t0.843\t0.584\t0.707\t0.742\n0\t0.707\t-1.349\t-0.309\t0.760\t1.600\t0.746\t-0.703\t0.242\t2.173\t0.707\t-0.558\t-1.277\t2.215\t0.809\t-1.193\t-0.812\t0.000\t1.140\t-1.060\t1.172\t0.000\t1.035\t0.952\t1.004\t0.683\t1.049\t0.718\t0.648\n0\t0.592\t1.128\t0.099\t0.541\t-1.414\t1.166\t0.440\t-0.243\t1.087\t1.274\t0.036\t-1.414\t2.215\t1.351\t-0.617\t1.111\t0.000\t0.620\t1.373\t1.153\t0.000\t0.937\t0.989\t0.989\t0.793\t1.603\t0.939\t0.776\n1\t0.563\t-1.613\t-0.890\t0.557\t-0.352\t0.977\t-0.709\t1.416\t2.173\t0.388\t-0.750\t-0.805\t0.000\t1.119\t-1.150\t0.325\t0.000\t0.512\t2.171\t1.742\t0.000\t0.896\t1.085\t0.984\t0.501\t0.670\t0.654\t0.642\n0\t0.392\t-0.908\t0.968\t2.635\t0.190\t1.103\t-1.444\t-0.312\t1.087\t1.186\t-0.245\t-1.499\t0.000\t1.812\t-0.799\t-1.680\t2.548\t1.245\t0.283\t1.369\t0.000\t0.961\t0.862\t0.983\t1.174\t1.741\t1.249\t1.228\n1\t0.957\t-0.405\t-1.194\t1.028\t1.340\t0.887\t0.299\t-0.900\t2.173\t1.188\t-1.157\t0.832\t2.215\t0.985\t0.244\t0.722\t0.000\t0.660\t1.493\t-0.568\t0.000\t0.802\t1.036\t1.039\t0.984\t1.951\t1.078\t0.944\n0\t0.484\t-0.636\t1.620\t1.631\t0.726\t0.904\t0.636\t1.573\t2.173\t0.746\t-2.595\t-0.569\t0.000\t1.148\t1.456\t-0.078\t0.000\t1.377\t0.438\t0.309\t1.551\t0.964\t0.967\t0.990\t1.455\t1.075\t1.091\t1.414\n0\t0.900\t-0.421\t-1.539\t0.720\t-0.862\t1.054\t2.103\t0.656\t0.000\t0.563\t2.077\t-0.844\t0.000\t0.357\t1.488\t1.013\t2.548\t0.960\t1.029\t-1.329\t3.102\t1.598\t0.879\t0.989\t1.056\t0.394\t0.835\t1.449\n1\t1.086\t0.012\t0.124\t0.992\t-1.318\t1.535\t0.635\t0.706\t2.173\t0.860\t0.774\t1.088\t1.107\t0.642\t-1.270\t0.642\t0.000\t0.566\t-1.991\t0.098\t0.000\t0.979\t1.245\t1.385\t1.328\t0.585\t1.136\t1.024\n1\t1.738\t-0.787\t-0.346\t0.945\t-0.002\t0.683\t-0.268\t1.347\t2.173\t0.597\t0.444\t-0.026\t0.000\t0.903\t0.478\t-1.280\t2.548\t1.535\t-2.092\t1.493\t0.000\t0.839\t0.855\t0.982\t1.229\t0.792\t1.040\t0.932\n0\t0.383\t0.794\t-1.539\t1.899\t-0.420\t1.101\t-0.158\t1.508\t0.000\t0.606\t-0.393\t0.397\t2.215\t0.741\t-0.347\t-0.416\t1.274\t0.646\t-1.231\t1.563\t0.000\t0.915\t0.999\t1.000\t0.895\t0.477\t0.717\t0.892\n1\t1.079\t-0.215\t-1.190\t0.261\t-0.099\t1.505\t0.381\t-1.685\t2.173\t1.596\t-1.609\t0.314\t0.000\t1.323\t0.139\t0.301\t2.548\t0.673\t0.968\t-0.347\t0.000\t1.188\t1.498\t0.983\t1.155\t1.728\t1.806\t1.386\n1\t0.461\t2.079\t0.765\t0.840\t0.293\t1.307\t-0.337\t-1.111\t2.173\t0.311\t2.747\t-1.356\t0.000\t0.570\t-0.326\t0.769\t0.000\t1.037\t0.175\t1.046\t3.102\t0.616\t1.113\t0.974\t0.632\t1.197\t1.015\t0.810\n1\t1.757\t1.046\t0.989\t0.222\t-1.463\t1.163\t1.104\t-1.233\t2.173\t2.186\t2.139\t-0.133\t0.000\t1.404\t0.697\t1.556\t2.548\t1.315\t1.352\t0.566\t0.000\t0.783\t1.053\t0.985\t0.715\t0.976\t0.837\t0.738\n0\t3.054\t-0.487\t1.606\t0.303\t0.819\t1.005\t0.064\t-0.103\t1.087\t0.588\t0.292\t0.550\t2.215\t0.793\t-1.514\t-0.354\t0.000\t0.494\t1.755\t0.055\t0.000\t1.306\t1.151\t0.989\t1.536\t0.641\t1.042\t1.022\n0\t0.733\t-1.257\t1.157\t0.876\t-0.994\t2.305\t-0.557\t0.032\t2.173\t3.278\t-1.087\t-1.639\t2.215\t1.252\t0.275\t1.289\t0.000\t1.186\t-0.221\t0.611\t0.000\t0.863\t1.689\t1.036\t0.999\t4.194\t2.074\t1.573\n1\t0.395\t-0.893\t0.025\t1.478\t-1.672\t1.244\t0.377\t-0.171\t0.000\t1.481\t0.435\t1.009\t2.215\t0.640\t0.378\t-0.837\t0.000\t0.756\t0.403\t-1.465\t3.102\t0.908\t0.824\t1.058\t1.236\t0.756\t0.926\t0.984\n1\t2.147\t-0.242\t-1.011\t0.602\t1.242\t0.597\t-0.886\t0.527\t0.000\t0.446\t0.239\t0.757\t0.000\t0.926\t-0.499\t1.570\t0.000\t1.046\t-0.453\t0.008\t1.551\t0.772\t0.721\t1.411\t0.745\t0.305\t0.601\t0.619\n0\t1.392\t-0.645\t-1.725\t0.301\t-1.152\t0.547\t-1.506\t-0.507\t0.000\t0.816\t-0.900\t-0.032\t1.107\t0.846\t-0.304\t0.616\t2.548\t0.701\t0.145\t1.368\t0.000\t1.300\t0.937\t0.987\t0.926\t0.554\t0.712\t0.701\n0\t0.613\t-0.687\t-1.133\t0.798\t-1.659\t1.495\t-0.564\t-0.020\t0.000\t1.370\t0.836\t1.578\t2.215\t0.472\t0.187\t0.081\t0.000\t1.103\t-0.052\t1.486\t0.000\t0.767\t0.819\t0.994\t0.630\t1.755\t1.323\t1.031\n1\t0.835\t-1.163\t0.925\t1.230\t-0.218\t1.763\t-1.054\t-0.312\t1.087\t1.918\t-2.133\t1.640\t0.000\t1.020\t-0.396\t1.027\t0.000\t1.460\t-0.882\t-1.391\t3.102\t2.421\t1.522\t1.203\t1.007\t1.403\t1.643\t1.319\n0\t0.867\t1.098\t-1.554\t0.456\t1.190\t2.115\t1.008\t1.445\t2.173\t1.933\t1.174\t-0.506\t0.000\t1.753\t1.589\t0.033\t0.000\t0.995\t0.568\t-0.035\t1.551\t0.614\t0.587\t0.981\t0.945\t1.515\t1.177\t1.003\n1\t0.555\t0.756\t-1.112\t1.398\t0.877\t1.097\t0.021\t1.223\t1.087\t1.808\t-2.346\t-0.315\t0.000\t1.025\t-0.373\t1.513\t0.000\t1.541\t0.011\t-1.006\t3.102\t0.845\t0.804\t1.190\t0.948\t1.246\t0.852\t0.761\n0\t1.122\t0.884\t0.015\t0.375\t-0.060\t1.155\t1.394\t0.720\t2.173\t0.936\t0.769\t-1.413\t0.000\t1.650\t1.044\t-0.764\t2.548\t1.480\t1.635\t-1.620\t0.000\t0.867\t0.940\t0.985\t0.890\t1.689\t0.952\t0.842\n0\t1.274\t-0.528\t-1.570\t0.677\t-0.341\t1.296\t0.973\t0.824\t0.000\t1.476\t-0.289\t-0.897\t0.000\t0.950\t-0.331\t-0.129\t1.274\t1.131\t-0.535\t0.358\t3.102\t2.300\t1.507\t1.152\t0.793\t0.355\t0.979\t0.850\n0\t0.778\t0.133\t0.347\t1.030\t-0.259\t1.000\t-1.329\t-1.680\t2.173\t0.274\t-0.148\t1.141\t0.000\t0.649\t-1.433\t0.150\t2.548\t0.381\t-1.992\t-0.756\t0.000\t0.711\t0.714\t0.984\t0.614\t1.007\t0.867\t0.694\n1\t1.756\t0.642\t0.282\t1.108\t0.077\t1.110\t1.043\t1.646\t2.173\t0.965\t0.805\t-1.292\t0.000\t0.404\t1.559\t0.620\t0.000\t0.448\t0.911\t-0.113\t1.551\t1.043\t0.889\t0.976\t0.516\t0.746\t0.977\t0.884\n0\t0.685\t-0.181\t-0.498\t2.083\t0.249\t0.892\t-1.825\t1.465\t0.000\t0.526\t0.498\t-1.689\t2.215\t0.484\t-0.721\t-0.531\t2.548\t0.559\t-1.720\t-0.975\t0.000\t0.880\t0.805\t1.032\t0.958\t0.596\t0.816\t0.973\n1\t1.583\t-0.427\t-1.379\t0.255\t0.558\t0.732\t0.715\t0.737\t2.173\t0.654\t-0.465\t-0.436\t2.215\t1.041\t0.240\t0.153\t0.000\t0.995\t2.069\t1.568\t0.000\t1.861\t1.263\t0.990\t0.715\t1.099\t1.034\t1.006\n1\t0.921\t0.663\t-0.987\t0.541\t1.422\t0.859\t-0.150\t-0.129\t0.000\t1.011\t-0.112\t-1.483\t1.107\t0.626\t0.998\t1.432\t2.548\t0.897\t-0.160\t0.913\t0.000\t0.927\t1.043\t0.992\t0.567\t0.685\t0.742\t0.731\n1\t0.346\t0.766\t1.130\t0.719\t-1.001\t0.842\t-0.252\t-0.241\t1.087\t0.628\t-1.295\t-0.133\t2.215\t1.109\t1.294\t1.690\t0.000\t1.949\t-0.670\t1.524\t0.000\t2.214\t1.851\t0.985\t1.481\t0.614\t1.366\t1.410\n1\t0.911\t-1.375\t0.636\t0.662\t-0.203\t0.741\t0.866\t1.284\t2.173\t0.969\t-0.435\t1.735\t2.215\t0.450\t-1.083\t-1.728\t0.000\t0.560\t1.238\t1.580\t0.000\t0.987\t0.836\t0.990\t0.926\t1.013\t0.951\t0.810\n1\t0.775\t-0.696\t-0.158\t1.488\t0.447\t1.236\t-0.086\t-1.613\t2.173\t0.752\t0.954\t0.140\t0.000\t0.594\t-1.402\t1.522\t0.000\t0.743\t-0.177\t-0.729\t3.102\t0.766\t1.215\t0.992\t0.656\t0.729\t0.902\t0.808\n1\t0.920\t-0.744\t-1.567\t2.355\t0.847\t1.277\t-1.250\t-0.488\t1.087\t0.237\t-0.685\t0.772\t2.215\t0.684\t-0.866\t-1.190\t0.000\t0.529\t0.440\t-1.452\t0.000\t0.559\t0.967\t1.678\t0.751\t0.769\t1.046\t0.867\n0\t0.791\t-2.041\t-0.855\t0.859\t0.184\t0.486\t0.226\t0.775\t0.000\t0.472\t0.015\t1.604\t2.215\t0.363\t-1.713\t-0.586\t0.000\t1.137\t-0.801\t-1.345\t3.102\t1.189\t0.898\t0.985\t1.173\t0.455\t0.831\t0.857\n1\t0.578\t-0.271\t1.443\t0.983\t-1.189\t0.888\t-0.289\t-0.474\t2.173\t0.930\t-0.741\t0.209\t2.215\t0.674\t-1.033\t-0.823\t0.000\t0.871\t-0.865\t1.309\t0.000\t0.795\t0.879\t0.996\t0.922\t0.835\t0.801\t0.691\n0\t1.026\t0.621\t-0.093\t0.134\t0.998\t1.511\t1.427\t0.242\t2.173\t2.045\t-0.858\t-1.419\t0.000\t1.119\t0.210\t-1.697\t2.548\t1.171\t0.816\t0.910\t0.000\t2.774\t1.613\t0.989\t1.209\t1.904\t2.067\t1.557\n0\t2.296\t0.265\t0.258\t0.405\t0.910\t0.913\t1.898\t-1.350\t0.000\t1.077\t-0.054\t0.971\t2.215\t1.212\t-0.770\t-0.610\t1.274\t1.674\t-0.488\t-1.283\t0.000\t0.985\t1.043\t0.981\t1.162\t1.298\t0.934\t0.933\n0\t2.664\t-1.238\t0.932\t0.893\t0.932\t1.532\t-0.344\t-1.079\t2.173\t1.037\t0.571\t-0.802\t0.000\t1.471\t-0.587\t0.380\t2.548\t0.509\t1.564\t0.976\t0.000\t1.149\t1.402\t0.970\t2.233\t1.832\t1.562\t1.631\n0\t0.343\t0.937\t-0.988\t1.529\t0.839\t1.088\t0.155\t0.739\t0.000\t2.426\t-0.795\t-0.951\t2.215\t0.580\t0.481\t0.237\t2.548\t0.666\t-0.807\t1.442\t0.000\t1.089\t0.746\t1.001\t2.044\t1.435\t1.323\t1.208\n1\t0.505\t-0.756\t0.069\t1.239\t-1.562\t1.317\t0.915\t1.646\t1.087\t1.061\t0.698\t0.283\t0.000\t1.230\t1.661\t0.344\t0.000\t1.784\t-0.731\t-0.708\t3.102\t1.023\t1.712\t1.090\t0.751\t2.166\t1.586\t1.421\n1\t1.071\t0.359\t-0.694\t0.620\t1.471\t1.074\t0.065\t0.747\t0.000\t1.055\t0.460\t-1.503\t1.107\t0.718\t0.789\t0.346\t0.000\t1.323\t-0.336\t-0.620\t3.102\t0.857\t1.100\t1.048\t0.696\t0.902\t0.938\t0.812\n0\t0.296\t2.274\t0.008\t1.767\t-0.385\t1.472\t-0.120\t1.196\t0.000\t1.572\t0.949\t-0.536\t0.000\t1.391\t-0.754\t1.251\t2.548\t0.671\t-1.121\t-1.356\t1.551\t3.729\t2.220\t0.977\t1.567\t0.560\t1.494\t1.390\n1\t0.791\t-0.505\t1.396\t0.589\t-0.218\t1.552\t0.409\t-1.516\t0.000\t1.655\t1.044\t0.327\t1.107\t1.180\t0.716\t-0.283\t2.548\t0.698\t0.672\t1.249\t0.000\t1.011\t1.287\t0.987\t1.418\t0.805\t1.229\t1.138\n0\t0.554\t-1.033\t1.216\t1.045\t-0.324\t0.514\t-2.368\t-0.646\t0.000\t0.567\t-1.952\t-1.483\t0.000\t0.939\t-1.377\t0.752\t0.000\t0.547\t-0.986\t-0.716\t0.000\t0.815\t0.648\t1.037\t1.074\t0.539\t1.134\t0.928\n0\t0.780\t-0.486\t-0.127\t1.335\t-1.237\t0.705\t-2.426\t1.632\t0.000\t1.222\t-1.634\t0.880\t0.000\t0.982\t0.605\t-0.136\t2.548\t1.178\t-0.858\t-0.572\t3.102\t0.911\t1.014\t1.189\t0.913\t0.845\t0.997\t0.920\n0\t0.804\t-1.187\t-0.133\t0.717\t-1.596\t0.680\t0.997\t0.836\t0.000\t0.721\t0.715\t-1.127\t2.215\t0.439\t-2.427\t-0.354\t0.000\t0.497\t-0.395\t1.732\t3.102\t3.126\t1.648\t1.018\t1.022\t0.452\t1.153\t1.008\n1\t0.804\t-1.537\t-1.094\t0.894\t-1.336\t1.271\t-0.130\t0.251\t2.173\t1.560\t-0.479\t1.151\t1.107\t1.027\t1.710\t-0.990\t0.000\t1.385\t-0.239\t-1.098\t0.000\t1.181\t1.091\t0.982\t1.367\t1.548\t1.156\t0.977\n0\t0.571\t-1.364\t0.908\t1.134\t-1.599\t0.978\t-0.356\t-0.280\t0.000\t0.797\t0.726\t1.449\t2.215\t0.686\t0.304\t-0.823\t0.000\t0.791\t-0.879\t0.676\t3.102\t0.866\t0.848\t0.991\t0.916\t0.869\t0.840\t0.815\n1\t1.095\t0.228\t1.138\t0.693\t0.882\t0.866\t0.787\t0.974\t0.000\t1.320\t-0.296\t-0.058\t2.215\t0.522\t0.071\t1.736\t0.000\t1.814\t0.944\t-1.346\t0.000\t0.885\t1.107\t0.980\t1.035\t0.955\t0.968\t0.904\n0\t1.800\t-0.128\t0.412\t1.130\t-0.204\t1.293\t0.082\t-1.152\t2.173\t0.716\t-0.169\t1.678\t1.107\t1.309\t-1.095\t1.447\t0.000\t1.752\t0.911\t0.368\t0.000\t2.741\t1.622\t1.040\t1.481\t0.809\t1.287\t1.210\n1\t1.754\t-1.471\t-0.990\t0.450\t-0.065\t0.648\t-1.830\t-1.286\t0.000\t0.846\t-1.294\t1.440\t0.000\t1.019\t-1.149\t0.374\t2.548\t1.030\t0.087\t0.553\t3.102\t0.910\t0.796\t0.988\t0.852\t0.591\t0.755\t0.700\n1\t0.495\t-0.259\t1.553\t1.594\t-1.062\t0.942\t1.332\t0.782\t0.000\t0.709\t0.618\t0.080\t2.215\t1.019\t2.101\t-1.110\t0.000\t0.963\t1.915\t-0.054\t0.000\t0.890\t1.048\t0.985\t1.184\t0.353\t0.918\t1.259\n0\t0.366\t1.094\t0.155\t1.786\t1.074\t0.651\t-0.847\t0.132\t0.000\t0.751\t-0.843\t-0.678\t0.000\t0.884\t-0.030\t-1.104\t2.548\t1.092\t0.024\t-1.625\t3.102\t0.991\t0.985\t0.985\t1.268\t0.340\t0.952\t1.286\n0\t0.576\t-0.147\t-1.482\t1.026\t1.318\t1.050\t-0.121\t-0.394\t1.087\t1.080\t1.126\t0.996\t2.215\t0.517\t-0.982\t-0.423\t0.000\t0.482\t-0.856\t-1.663\t0.000\t0.893\t0.963\t0.990\t1.481\t1.836\t1.297\t1.015\n1\t0.850\t-0.303\t0.739\t0.987\t1.683\t0.685\t0.444\t-0.743\t2.173\t0.746\t1.209\t0.123\t0.000\t0.840\t1.244\t1.722\t2.548\t0.484\t0.722\t-0.455\t0.000\t0.417\t0.704\t0.989\t0.940\t0.876\t0.754\t0.708\n0\t1.653\t-0.613\t0.452\t1.092\t-0.207\t1.325\t1.167\t-1.041\t2.173\t0.684\t1.605\t-1.639\t0.000\t0.881\t-0.793\t1.091\t1.274\t0.594\t0.626\t0.735\t0.000\t0.799\t0.959\t1.040\t0.790\t2.067\t1.502\t1.285\n0\t0.940\t-0.689\t-0.975\t0.522\t-0.994\t0.425\t-0.501\t-1.319\t0.000\t0.561\t-0.593\t1.120\t2.215\t1.121\t0.381\t0.606\t0.000\t0.860\t-0.456\t0.441\t3.102\t1.361\t0.884\t0.992\t0.773\t0.361\t0.627\t0.745\n1\t0.810\t-0.512\t0.267\t0.709\t-0.885\t1.008\t-1.029\t1.296\t0.000\t1.121\t-0.239\t-0.403\t2.215\t1.049\t-1.868\t1.028\t0.000\t1.445\t-1.261\t-1.079\t1.551\t1.074\t1.149\t0.984\t0.631\t1.019\t1.141\t0.999\n1\t0.581\t-0.941\t-0.052\t0.410\t-1.488\t1.048\t-0.450\t0.642\t2.173\t0.670\t-0.428\t-0.410\t1.107\t1.470\t-1.003\t1.200\t0.000\t0.762\t-1.037\t-0.718\t0.000\t0.890\t1.050\t0.993\t0.607\t1.002\t0.737\t0.652\n1\t1.018\t0.768\t-0.770\t0.363\t0.563\t1.141\t-0.452\t0.186\t2.173\t0.904\t-1.695\t-1.573\t0.000\t1.053\t0.768\t-1.386\t0.000\t1.029\t-0.266\t1.156\t1.551\t0.708\t0.703\t0.984\t1.302\t0.883\t0.935\t0.849\n1\t0.546\t-1.655\t1.016\t0.470\t0.746\t0.601\t0.151\t0.846\t0.000\t0.544\t0.281\t-0.122\t0.000\t1.576\t-1.311\t-0.884\t0.000\t0.554\t-0.892\t-1.176\t3.102\t0.934\t0.778\t0.981\t0.481\t0.216\t0.469\t0.492\n0\t1.141\t0.248\t0.323\t1.058\t1.262\t0.792\t1.243\t-0.565\t0.000\t0.600\t1.167\t-1.736\t1.107\t0.765\t0.869\t-1.354\t1.274\t0.575\t2.324\t-1.395\t0.000\t0.924\t0.788\t1.140\t0.850\t0.258\t0.648\t0.684\n0\t0.596\t0.780\t-0.925\t0.754\t-0.272\t0.785\t1.160\t-1.031\t0.000\t1.090\t0.215\t0.867\t0.000\t0.589\t1.118\t0.448\t0.000\t0.439\t1.106\t-1.215\t3.102\t0.920\t0.665\t0.999\t0.508\t0.254\t0.389\t0.501\n1\t0.760\t0.598\t0.270\t1.110\t1.325\t0.659\t-0.381\t0.015\t0.000\t0.794\t0.216\t0.595\t0.000\t1.157\t0.165\t-0.944\t2.548\t0.823\t0.907\t-1.683\t3.102\t0.900\t0.974\t1.036\t0.895\t0.578\t0.756\t0.720\n1\t1.948\t-1.594\t-1.045\t0.209\t-0.670\t1.400\t-1.326\t0.921\t2.173\t0.588\t-1.145\t-0.013\t0.000\t0.607\t-0.338\t0.156\t2.548\t0.557\t1.673\t-1.255\t0.000\t1.883\t1.091\t0.976\t1.475\t0.932\t1.237\t1.207\n0\t0.639\t1.236\t-1.405\t0.314\t1.641\t1.320\t0.143\t1.517\t0.000\t1.144\t1.126\t-0.645\t2.215\t0.563\t1.903\t-0.501\t0.000\t1.367\t0.609\t0.203\t0.000\t0.912\t0.788\t0.978\t0.647\t0.796\t0.665\t0.661\n0\t0.652\t-0.443\t1.706\t1.111\t-0.951\t1.586\t-0.937\t1.544\t0.000\t2.081\t-0.640\t-0.664\t2.215\t2.181\t-0.707\t0.771\t2.548\t1.605\t-2.342\t0.353\t0.000\t3.382\t2.334\t0.989\t0.923\t2.181\t1.996\t1.531\n1\t0.503\t-0.808\t-1.388\t2.097\t1.471\t1.049\t-0.631\t-0.399\t2.173\t0.423\t-1.657\t-1.068\t0.000\t0.647\t-0.387\t0.729\t0.000\t1.277\t-0.008\t0.476\t1.551\t0.971\t0.955\t0.994\t1.168\t0.953\t1.140\t0.916\n1\t0.382\t-0.107\t1.441\t1.569\t-0.289\t1.317\t0.532\t-0.903\t2.173\t1.208\t0.643\t1.056\t1.107\t0.597\t-0.585\t0.987\t0.000\t0.535\t-1.374\t0.789\t0.000\t0.346\t0.882\t1.072\t0.996\t1.824\t1.113\t0.960\n0\t0.761\t0.033\t0.694\t0.299\t0.556\t0.486\t-0.329\t-1.572\t2.173\t0.828\t0.075\t-0.830\t2.215\t0.398\t-0.933\t0.933\t0.000\t0.410\t-0.797\t-0.761\t0.000\t0.446\t0.578\t0.991\t0.765\t0.610\t0.689\t0.543\n0\t0.472\t1.413\t-0.726\t1.475\t0.141\t0.734\t-0.142\t0.862\t0.000\t0.485\t-1.395\t-1.246\t0.000\t0.742\t0.522\t1.550\t0.000\t1.166\t0.443\t-0.319\t3.102\t0.911\t0.967\t0.994\t0.888\t0.713\t0.795\t0.988\n1\t0.480\t-1.707\t-0.662\t0.253\t-0.908\t1.094\t-1.223\t0.520\t0.000\t1.100\t-1.347\t-1.690\t0.000\t0.900\t-0.942\t-1.101\t1.274\t0.575\t-0.089\t-0.610\t3.102\t0.861\t0.698\t0.980\t0.590\t0.354\t0.470\t0.501\n0\t2.020\t0.547\t-0.208\t1.077\t-0.833\t1.704\t-1.441\t1.408\t0.000\t0.897\t-1.399\t-1.637\t0.000\t2.869\t-0.744\t-0.063\t0.000\t0.753\t0.950\t-1.414\t3.102\t1.014\t0.859\t1.088\t0.766\t0.932\t1.098\t1.548\n1\t1.526\t-0.919\t0.478\t0.697\t-0.381\t2.496\t-0.339\t-1.004\t0.000\t1.768\t0.519\t0.978\t1.107\t1.328\t-0.282\t0.838\t0.000\t0.694\t0.030\t-1.634\t0.000\t0.859\t0.892\t0.998\t1.460\t0.877\t1.088\t0.894\n1\t1.923\t0.374\t0.880\t0.499\t-1.012\t0.407\t-0.273\t0.817\t0.000\t0.775\t0.347\t-1.165\t2.215\t0.938\t-1.128\t-0.851\t2.548\t0.438\t-0.607\t-0.716\t0.000\t0.650\t0.725\t1.345\t1.235\t0.841\t0.910\t0.735\n0\t2.738\t0.149\t-1.638\t0.834\t-1.410\t1.423\t-0.167\t0.188\t2.173\t0.838\t0.861\t0.086\t0.000\t0.340\t-0.193\t1.156\t0.000\t1.064\t0.779\t-0.926\t3.102\t0.972\t0.855\t1.008\t0.757\t1.334\t1.284\t1.084\n1\t0.440\t-1.808\t-1.046\t1.605\t1.478\t0.984\t-0.914\t1.094\t2.173\t0.776\t-1.930\t-0.799\t0.000\t1.001\t1.219\t-1.522\t0.000\t2.339\t-1.915\t0.129\t0.000\t0.729\t1.132\t0.991\t0.821\t0.846\t0.886\t0.793\n0\t0.936\t-1.643\t-1.134\t0.276\t-1.676\t0.621\t0.664\t1.015\t0.000\t0.791\t-1.204\t-0.004\t2.215\t0.375\t-0.989\t0.815\t0.000\t1.198\t0.879\t-1.221\t3.102\t0.879\t0.935\t0.989\t0.800\t1.470\t0.926\t0.889\n1\t0.429\t1.376\t-1.513\t2.616\t-0.793\t0.873\t0.052\t1.170\t2.173\t1.347\t0.789\t0.470\t2.215\t0.604\t-0.298\t-0.823\t0.000\t0.689\t0.464\t1.685\t0.000\t0.638\t0.974\t0.989\t1.956\t1.128\t1.505\t1.193\n0\t0.481\t-0.835\t0.471\t1.247\t-0.120\t0.699\t1.539\t-1.634\t2.173\t0.535\t-0.772\t-0.794\t0.000\t0.487\t-0.924\t0.767\t0.000\t0.465\t-0.523\t1.398\t0.000\t0.995\t0.719\t0.983\t1.249\t0.306\t0.808\t0.764\n1\t0.619\t1.022\t-0.666\t1.206\t0.995\t1.035\t0.486\t-1.253\t0.000\t0.563\t1.041\t1.329\t2.215\t0.620\t1.935\t0.430\t0.000\t1.349\t-0.461\t0.373\t1.551\t1.310\t0.939\t1.194\t0.985\t0.929\t0.784\t0.733\n1\t0.876\t1.565\t0.638\t0.745\t1.647\t0.918\t1.218\t-0.977\t2.173\t1.029\t1.294\t1.729\t2.215\t1.244\t0.881\t0.133\t0.000\t1.798\t-1.880\t0.303\t0.000\t0.753\t0.956\t0.984\t0.961\t0.927\t0.758\t0.712\n0\t0.653\t0.272\t-1.625\t1.052\t-0.762\t1.289\t0.508\t1.228\t0.000\t1.063\t0.949\t-1.087\t0.000\t1.129\t1.245\t-0.511\t0.000\t1.311\t0.705\t0.429\t3.102\t0.897\t1.002\t0.993\t0.691\t0.298\t0.686\t0.638\n1\t0.512\t-0.945\t1.294\t1.118\t-0.907\t1.163\t0.711\t0.796\t2.173\t0.973\t-0.883\t-0.537\t0.000\t1.072\t0.790\t-1.027\t2.548\t0.729\t1.972\t0.748\t0.000\t2.898\t1.756\t0.987\t1.684\t1.391\t1.363\t1.361\n1\t0.937\t0.893\t1.654\t0.902\t-0.462\t1.896\t0.805\t0.606\t0.000\t1.432\t0.199\t-0.915\t0.000\t1.331\t1.492\t-1.496\t0.000\t1.237\t0.135\t-0.171\t1.551\t1.962\t1.123\t1.203\t0.789\t0.700\t0.846\t0.760\n1\t0.611\t-0.692\t1.699\t2.237\t-1.210\t1.286\t-0.624\t0.964\t2.173\t0.687\t-1.168\t0.055\t2.215\t0.566\t-2.279\t-0.151\t0.000\t0.484\t-0.115\t0.565\t0.000\t0.922\t1.150\t0.986\t0.997\t1.087\t1.105\t0.936\n1\t0.410\t-0.695\t-1.683\t1.544\t-0.202\t0.983\t0.498\t1.264\t2.173\t1.111\t0.104\t1.690\t0.000\t1.258\t-0.391\t-0.264\t2.548\t0.616\t0.875\t-0.242\t0.000\t1.186\t0.945\t1.071\t0.610\t1.516\t0.982\t0.918\n1\t0.620\t-1.523\t-0.159\t1.901\t-1.293\t1.184\t-1.678\t0.492\t0.000\t1.073\t-1.200\t-0.881\t2.215\t1.186\t-0.535\t-1.735\t2.548\t1.089\t-0.673\t0.791\t0.000\t0.918\t1.295\t1.283\t0.749\t0.923\t1.053\t0.994\n1\t1.155\t-0.319\t-0.471\t1.473\t0.752\t0.894\t1.531\t0.801\t0.000\t2.013\t-1.213\t1.539\t0.000\t1.548\t-0.770\t1.281\t0.000\t1.981\t-0.559\t0.356\t0.000\t0.830\t0.738\t1.613\t1.549\t1.447\t1.438\t1.311\n0\t0.843\t0.874\t0.215\t0.467\t1.649\t0.684\t-0.654\t1.738\t2.173\t0.761\t1.156\t-0.849\t1.107\t1.053\t-0.378\t0.474\t0.000\t0.688\t-1.408\t0.706\t0.000\t1.086\t0.978\t0.988\t0.763\t1.364\t1.021\t0.874\n1\t1.200\t-0.983\t0.244\t0.566\t0.984\t0.784\t0.377\t-0.659\t2.173\t0.533\t0.142\t0.661\t0.000\t1.093\t0.088\t-1.712\t2.548\t0.852\t0.776\t-0.983\t0.000\t0.943\t0.815\t0.986\t1.107\t0.952\t1.060\t0.926\n1\t1.828\t-0.030\t-0.244\t0.243\t-0.428\t1.166\t1.151\t1.424\t2.173\t0.677\t0.591\t0.243\t1.107\t0.570\t2.274\t-1.322\t0.000\t0.609\t0.887\t-0.493\t0.000\t0.672\t0.976\t0.980\t0.622\t1.202\t1.016\t0.903\n0\t0.784\t-1.159\t0.438\t1.004\t0.140\t1.657\t-0.199\t0.618\t2.173\t1.525\t-2.254\t-1.635\t0.000\t2.077\t-1.026\t-1.215\t0.000\t1.639\t-1.153\t-0.464\t0.000\t1.303\t1.178\t0.995\t1.769\t1.346\t1.430\t1.374\n0\t1.914\t1.142\t-1.138\t0.769\t-0.896\t0.697\t1.114\t0.781\t0.000\t0.602\t-0.770\t0.258\t1.107\t0.748\t0.539\t-1.622\t0.000\t0.378\t1.380\t-0.361\t3.102\t0.788\t0.915\t0.973\t0.517\t0.708\t0.976\t0.910\n0\t0.903\t0.281\t1.575\t0.452\t-0.421\t1.015\t0.538\t-0.926\t0.000\t1.140\t0.637\t0.490\t2.215\t0.508\t-0.618\t0.607\t2.548\t0.472\t-1.363\t1.095\t0.000\t1.731\t1.138\t0.987\t0.887\t0.587\t0.941\t0.797\n0\t0.909\t1.101\t1.568\t1.043\t-0.444\t1.003\t0.916\t0.086\t2.173\t0.837\t2.528\t1.583\t0.000\t0.600\t1.522\t1.579\t2.548\t0.567\t0.789\t-0.631\t0.000\t1.165\t0.696\t1.310\t1.000\t1.012\t0.888\t0.816\n1\t0.327\t0.610\t-0.821\t1.419\t1.498\t0.611\t-1.214\t1.269\t0.000\t1.421\t-0.776\t-0.519\t2.215\t0.725\t-1.515\t-0.055\t0.000\t1.252\t0.029\t1.213\t0.000\t0.901\t0.930\t0.991\t1.973\t0.872\t1.219\t1.211\n1\t0.653\t1.786\t0.236\t1.148\t1.143\t0.712\t-0.170\t-0.866\t2.173\t0.824\t1.035\t1.653\t0.000\t0.306\t-2.021\t1.135\t0.000\t0.608\t0.922\t-0.358\t3.102\t0.865\t0.944\t0.984\t0.610\t0.567\t0.797\t0.702\n0\t1.850\t0.215\t1.006\t0.406\t1.010\t1.252\t-1.367\t-0.132\t2.173\t1.604\t-0.989\t-0.791\t0.000\t0.939\t0.470\t-1.205\t2.548\t1.000\t-0.913\t0.772\t0.000\t1.630\t1.328\t0.971\t0.901\t1.852\t1.467\t1.365\n1\t1.337\t0.078\t1.017\t1.061\t-0.145\t1.375\t0.171\t0.141\t0.000\t1.637\t0.826\t-1.177\t0.000\t0.860\t0.603\t1.249\t2.548\t0.398\t0.775\t-0.457\t0.000\t0.727\t0.962\t1.429\t0.802\t0.563\t0.691\t0.687\n1\t0.503\t2.127\t1.070\t1.729\t0.983\t0.666\t0.392\t-0.767\t2.173\t0.870\t-0.305\t-0.461\t2.215\t0.848\t0.841\t1.689\t0.000\t0.851\t0.188\t1.005\t0.000\t0.839\t0.880\t0.973\t1.179\t0.507\t1.027\t0.832\n1\t1.230\t0.709\t1.481\t1.110\t0.936\t0.662\t-1.646\t-0.848\t0.000\t1.615\t0.628\t-0.314\t2.215\t1.037\t0.230\t1.307\t0.000\t0.684\t0.109\t0.682\t3.102\t1.035\t0.910\t0.997\t1.398\t0.781\t1.041\t1.228\n1\t1.033\t-1.045\t1.342\t0.171\t-0.054\t0.530\t-0.415\t1.048\t0.000\t0.867\t-0.136\t-0.744\t2.215\t1.493\t0.575\t0.080\t2.548\t0.414\t0.734\t1.009\t0.000\t0.499\t0.865\t0.983\t1.027\t0.947\t0.813\t0.708\n0\t1.739\t-0.310\t-1.341\t1.198\t0.964\t2.075\t0.820\t0.726\t2.173\t2.064\t1.293\t-1.123\t2.215\t3.014\t-1.795\t-0.383\t0.000\t1.223\t-0.212\t0.983\t0.000\t0.934\t4.758\t1.748\t2.015\t3.129\t3.897\t2.900\n0\t1.671\t-0.286\t-1.726\t1.346\t-0.498\t1.060\t0.900\t-0.254\t0.000\t0.773\t0.460\t0.910\t1.107\t1.460\t0.796\t1.320\t2.548\t0.775\t1.718\t0.220\t0.000\t0.856\t1.002\t1.859\t1.403\t0.467\t1.001\t1.019\n1\t1.232\t-0.490\t1.050\t0.888\t1.417\t1.657\t0.424\t-0.602\t0.000\t0.882\t-1.280\t-0.798\t0.000\t1.044\t-1.135\t1.372\t2.548\t1.552\t0.686\t0.177\t1.551\t1.182\t0.916\t0.996\t1.330\t1.472\t1.141\t1.001\n1\t1.207\t1.403\t0.437\t0.980\t-1.223\t1.451\t1.847\t1.563\t0.000\t2.569\t0.941\t-0.480\t2.215\t0.697\t0.705\t-1.410\t2.548\t0.568\t0.289\t1.074\t0.000\t0.551\t0.639\t1.503\t1.334\t1.067\t0.969\t0.966\n1\t0.555\t-0.117\t1.592\t0.564\t0.609\t0.908\t-0.846\t-1.515\t0.000\t0.947\t-0.928\t-0.722\t2.215\t0.750\t0.142\t1.118\t0.000\t2.535\t-0.153\t0.393\t3.102\t1.071\t1.044\t0.988\t0.826\t1.304\t0.963\t0.887\n0\t0.663\t0.901\t0.754\t0.744\t-1.421\t1.374\t0.144\t0.352\t2.173\t1.316\t-0.411\t-1.546\t2.215\t0.727\t-0.845\t-0.250\t0.000\t0.856\t0.181\t-1.245\t0.000\t0.860\t0.864\t0.990\t1.248\t2.041\t1.252\t1.044\n1\t0.333\t-1.521\t0.744\t0.817\t-1.524\t1.543\t0.299\t0.699\t0.000\t0.963\t-0.626\t-0.627\t0.000\t1.927\t-0.405\t-1.286\t2.548\t0.673\t0.358\t-0.055\t3.102\t0.765\t0.723\t0.986\t0.628\t0.873\t0.602\t0.566\n1\t0.693\t2.048\t-1.734\t0.509\t1.310\t0.603\t0.754\t-0.421\t0.000\t0.583\t2.016\t-0.186\t0.000\t1.335\t0.726\t1.694\t1.274\t0.733\t-0.194\t0.550\t3.102\t0.926\t0.912\t0.990\t0.610\t0.766\t0.812\t0.743\n1\t0.873\t0.251\t-0.607\t0.980\t-1.533\t0.843\t0.560\t1.673\t2.173\t0.670\t0.569\t0.970\t0.000\t1.475\t-0.385\t0.065\t1.274\t0.655\t0.992\t0.026\t0.000\t0.977\t0.890\t0.984\t0.927\t1.553\t0.891\t0.755\n1\t0.733\t0.267\t-1.614\t0.575\t-0.186\t1.003\t0.439\t1.412\t2.173\t1.286\t0.933\t0.193\t0.000\t1.430\t0.415\t-0.207\t0.000\t2.257\t1.713\t-1.445\t0.000\t0.904\t0.718\t0.988\t0.883\t0.702\t0.933\t0.839\n1\t0.555\t-0.663\t0.483\t0.887\t-0.568\t0.764\t-0.328\t1.675\t2.173\t0.541\t-1.720\t0.209\t0.000\t0.652\t-2.496\t1.200\t0.000\t1.188\t-0.538\t-0.583\t3.102\t0.846\t0.974\t0.992\t1.033\t0.915\t0.927\t0.804\n0\t1.000\t0.540\t-0.168\t0.518\t-0.860\t0.530\t2.619\t0.512\t0.000\t0.801\t0.373\t-1.661\t1.107\t0.816\t0.832\t-0.526\t0.000\t1.155\t-0.289\t1.167\t1.551\t0.885\t1.224\t0.982\t0.785\t0.584\t0.992\t0.976\n1\t1.444\t0.528\t1.475\t1.394\t1.063\t0.576\t0.966\t0.903\t0.000\t1.118\t-0.380\t-1.168\t0.000\t0.931\t1.839\t-0.028\t0.000\t1.956\t1.147\t-0.666\t3.102\t1.018\t1.006\t0.995\t0.590\t0.669\t0.901\t0.820\n0\t0.499\t-0.777\t-1.083\t1.272\t1.219\t0.875\t-0.633\t0.496\t2.173\t1.030\t0.344\t1.698\t0.000\t0.928\t0.046\t-0.488\t2.548\t1.294\t1.878\t-0.410\t0.000\t0.849\t0.965\t0.986\t0.872\t0.956\t0.998\t0.957\n0\t0.735\t-0.014\t0.571\t1.776\t-0.046\t1.565\t-0.861\t-1.686\t0.000\t0.471\t-1.044\t-1.014\t0.000\t0.951\t-1.134\t0.334\t2.548\t0.494\t-0.128\t0.346\t3.102\t1.057\t0.910\t0.991\t1.026\t0.300\t0.795\t1.057\n0\t3.056\t-0.780\t-0.264\t1.062\t-0.318\t2.004\t-0.771\t1.545\t0.000\t1.645\t0.006\t-0.078\t2.215\t1.145\t-1.312\t1.124\t1.274\t0.994\t0.468\t-1.498\t0.000\t0.743\t0.944\t0.967\t0.812\t1.727\t1.116\t1.042\n0\t1.868\t-1.121\t1.249\t0.873\t1.110\t1.074\t0.603\t-0.732\t2.173\t0.660\t0.436\t-0.150\t0.000\t0.441\t-0.412\t1.578\t0.000\t0.563\t-0.304\t-0.544\t3.102\t0.913\t0.886\t0.996\t0.848\t0.439\t1.441\t1.156\n1\t0.487\t-0.160\t-1.622\t1.242\t0.298\t0.451\t0.542\t-0.291\t0.000\t0.675\t-0.472\t0.757\t0.000\t1.275\t1.342\t-1.641\t2.548\t0.975\t-1.688\t-1.038\t0.000\t1.024\t0.591\t1.064\t1.162\t0.771\t1.024\t0.871\n1\t1.641\t-0.086\t0.907\t0.353\t-0.349\t3.066\t-0.254\t-0.852\t0.000\t1.624\t-0.273\t1.510\t0.000\t2.305\t0.993\t0.664\t2.548\t1.197\t-0.676\t0.934\t3.102\t4.020\t2.510\t0.988\t0.960\t1.431\t2.239\t1.708\n0\t0.715\t0.275\t-1.482\t1.382\t-1.448\t0.592\t-1.139\t1.311\t2.173\t0.891\t-0.564\t0.018\t2.215\t0.944\t0.583\t0.509\t0.000\t1.086\t0.904\t-0.558\t0.000\t0.949\t0.967\t0.988\t0.790\t1.029\t0.943\t0.950\n0\t0.914\t-0.161\t1.365\t1.649\t-1.404\t0.809\t-1.091\t0.390\t0.000\t0.584\t-1.398\t1.138\t0.000\t1.096\t-1.446\t-0.422\t2.548\t1.099\t0.019\t-0.489\t3.102\t0.944\t0.954\t1.025\t0.817\t0.753\t0.859\t0.917\n1\t0.780\t1.603\t-0.435\t0.723\t0.750\t0.716\t0.411\t0.059\t1.087\t1.000\t1.738\t1.513\t0.000\t0.595\t1.262\t-1.316\t0.000\t1.017\t0.113\t-1.376\t3.102\t0.702\t0.809\t0.986\t0.969\t0.878\t0.854\t0.819\n1\t0.662\t0.681\t-0.308\t0.264\t0.653\t0.939\t0.565\t1.081\t0.000\t0.796\t1.529\t-1.122\t2.215\t1.123\t0.389\t-0.866\t1.274\t0.625\t1.239\t0.293\t0.000\t0.943\t1.102\t0.979\t1.024\t0.650\t0.845\t0.807\n1\t0.413\t-1.246\t1.529\t1.073\t-0.989\t0.349\t-1.536\t-1.084\t0.000\t1.003\t-1.620\t1.414\t0.000\t0.533\t-0.542\t0.284\t0.000\t0.591\t-0.997\t0.045\t3.102\t0.979\t0.736\t0.986\t0.805\t0.685\t0.897\t0.803\n0\t1.141\t0.072\t0.334\t1.007\t1.193\t1.943\t1.346\t-1.120\t0.000\t1.450\t-2.735\t-0.014\t0.000\t1.536\t-0.060\t-0.047\t0.000\t2.812\t-0.996\t-1.681\t3.102\t0.800\t1.866\t1.039\t1.325\t1.220\t1.754\t1.376\n1\t0.884\t0.715\t1.001\t1.227\t0.150\t0.895\t0.641\t1.308\t2.173\t1.270\t0.687\t-0.538\t0.000\t1.122\t0.291\t-1.024\t0.000\t0.589\t0.684\t-1.668\t0.000\t0.961\t0.772\t1.000\t0.873\t0.678\t0.774\t0.735\n1\t0.480\t1.358\t0.070\t0.889\t1.143\t0.503\t1.256\t-1.103\t0.000\t0.422\t-1.406\t0.465\t2.215\t0.403\t0.549\t-0.638\t2.548\t0.369\t0.911\t1.008\t0.000\t0.624\t1.118\t0.991\t0.581\t0.647\t0.665\t0.630\n1\t0.804\t0.664\t0.744\t1.333\t-0.505\t0.556\t1.999\t-1.656\t0.000\t0.398\t-0.419\t0.629\t2.215\t0.630\t0.363\t-1.083\t2.548\t0.717\t1.270\t1.200\t0.000\t0.571\t1.008\t1.294\t0.734\t0.579\t0.680\t0.716\n0\t1.752\t0.212\t-1.001\t0.695\t-1.237\t0.782\t-0.985\t0.711\t2.173\t1.304\t0.507\t0.622\t0.000\t1.372\t-0.538\t-1.068\t2.548\t1.571\t-0.325\t0.431\t0.000\t0.937\t1.041\t0.997\t0.574\t1.316\t1.054\t1.074\n0\t1.234\t0.157\t0.881\t0.475\t-0.377\t1.699\t0.551\t0.261\t0.000\t2.461\t-1.606\t-1.295\t0.000\t0.490\t-0.774\t-1.263\t2.548\t0.992\t-1.071\t1.303\t3.102\t7.235\t3.684\t0.989\t0.805\t0.410\t2.128\t1.665\n1\t1.129\t0.872\t-1.256\t2.698\t0.838\t1.651\t-2.427\t0.613\t0.000\t2.573\t1.181\t-0.458\t0.000\t2.391\t0.495\t1.101\t1.274\t0.981\t1.468\t-1.117\t0.000\t1.291\t0.868\t2.297\t1.334\t0.825\t1.275\t1.287\n1\t1.114\t0.343\t0.921\t0.909\t-1.488\t1.196\t0.589\t-1.430\t0.000\t0.886\t1.239\t-0.027\t1.107\t1.530\t0.798\t0.468\t2.548\t1.179\t-0.338\t-0.467\t0.000\t0.912\t1.284\t1.151\t0.926\t0.589\t1.026\t0.922\n1\t0.304\t-0.386\t-0.965\t0.824\t-0.295\t1.784\t0.849\t-1.361\t0.000\t0.896\t1.599\t0.134\t0.000\t1.809\t0.690\t0.100\t0.000\t1.920\t-0.351\t1.198\t1.551\t0.898\t0.688\t0.983\t1.145\t0.877\t1.065\t1.508\n0\t2.631\t-0.619\t0.392\t0.673\t0.324\t1.849\t0.761\t-1.260\t2.173\t0.369\t0.942\t0.259\t2.215\t0.679\t1.090\t1.446\t0.000\t0.370\t-0.942\t-1.466\t0.000\t0.845\t1.044\t0.982\t0.939\t1.196\t1.744\t1.334\n1\t0.525\t1.541\t-0.231\t0.619\t0.919\t0.696\t-0.459\t-1.532\t2.173\t0.371\t-0.009\t0.230\t0.000\t0.528\t-1.049\t0.694\t2.548\t1.299\t1.305\t-0.855\t0.000\t1.088\t1.091\t0.988\t0.947\t0.734\t0.868\t0.769\n0\t0.469\t-0.085\t0.815\t1.358\t-1.195\t1.340\t0.937\t1.479\t2.173\t1.714\t-1.179\t-0.492\t0.000\t1.600\t-0.664\t0.435\t1.274\t0.462\t1.024\t-0.578\t0.000\t1.029\t0.864\t1.074\t1.160\t2.262\t1.215\t1.009\n1\t2.277\t0.728\t-1.009\t0.928\t-1.618\t0.652\t-0.415\t0.048\t0.000\t0.934\t0.735\t0.202\t1.107\t1.004\t0.687\t1.012\t1.274\t0.580\t-0.775\t0.613\t0.000\t0.828\t0.874\t1.048\t1.025\t0.687\t0.905\t0.801\n1\t0.648\t-0.060\t-0.206\t1.690\t0.533\t0.697\t-1.041\t-0.849\t2.173\t0.638\t-0.389\t1.506\t2.215\t0.929\t0.051\t-1.309\t0.000\t0.656\t-0.993\t1.517\t0.000\t0.859\t0.901\t0.987\t0.887\t0.897\t0.930\t0.768\n0\t1.031\t0.424\t1.175\t1.310\t-1.679\t1.639\t1.104\t-0.567\t0.000\t0.901\t-0.131\t-1.579\t2.215\t1.547\t0.912\t0.801\t0.000\t1.320\t0.121\t0.082\t3.102\t0.975\t0.958\t0.985\t0.757\t0.991\t0.966\t0.970\n1\t0.835\t0.469\t-0.615\t0.863\t0.592\t1.419\t-0.218\t1.116\t2.173\t1.561\t-1.101\t-1.532\t0.000\t1.568\t-0.291\t-0.306\t2.548\t1.212\t-0.302\t-1.051\t0.000\t1.034\t1.343\t1.041\t1.143\t1.784\t1.294\t1.146\n1\t0.292\t1.297\t0.874\t0.780\t-1.429\t1.078\t-0.969\t-0.784\t1.087\t1.403\t-0.932\t0.616\t1.107\t0.880\t-0.470\t-1.558\t0.000\t0.485\t0.569\t0.545\t0.000\t0.823\t1.003\t0.982\t1.026\t1.724\t1.019\t0.851\n1\t0.593\t0.319\t-0.866\t0.916\t-0.096\t0.847\t-0.358\t-1.579\t0.000\t0.858\t-0.748\t-0.238\t2.215\t1.382\t-0.352\t1.432\t0.000\t1.119\t0.380\t0.684\t3.102\t0.806\t0.962\t0.979\t0.567\t0.871\t0.879\t0.804\n0\t0.964\t1.773\t-0.733\t0.945\t-0.956\t0.712\t0.013\t-1.361\t0.000\t1.264\t-0.546\t1.027\t0.000\t1.191\t1.221\t0.023\t2.548\t0.570\t-0.116\t0.478\t1.551\t1.781\t1.029\t0.974\t0.801\t0.568\t1.026\t1.036\n0\t0.279\t1.027\t-0.611\t2.222\t-0.826\t0.789\t0.896\t1.144\t0.000\t0.872\t0.068\t0.135\t2.215\t1.031\t0.656\t0.566\t2.548\t1.228\t1.175\t-1.653\t0.000\t0.954\t0.853\t0.987\t1.853\t0.506\t1.342\t1.212\n1\t0.964\t0.153\t0.614\t0.744\t-0.684\t1.052\t0.220\t1.496\t2.173\t0.789\t-2.224\t-0.400\t0.000\t0.675\t1.339\t-0.043\t0.000\t0.518\t0.673\t0.475\t3.102\t3.601\t2.010\t1.080\t0.987\t0.664\t1.533\t1.213\n1\t1.270\t-0.618\t1.024\t0.227\t-1.674\t1.019\t0.097\t-0.599\t1.087\t0.972\t-1.060\t-0.259\t2.215\t0.659\t-0.419\t0.708\t0.000\t1.472\t-1.266\t1.486\t0.000\t0.924\t1.028\t0.992\t1.122\t1.023\t0.998\t0.910\n1\t1.204\t-1.807\t-0.729\t1.023\t-0.604\t0.717\t-1.520\t1.032\t2.173\t0.647\t-2.406\t1.121\t0.000\t1.311\t-0.368\t0.335\t2.548\t1.458\t-0.717\t-1.328\t0.000\t1.526\t1.079\t0.998\t1.053\t1.011\t0.952\t0.962\n0\t0.781\t-0.168\t-0.989\t0.736\t0.790\t0.896\t0.747\t0.191\t2.173\t0.713\t0.647\t1.528\t0.000\t0.858\t1.118\t-1.396\t0.000\t0.486\t-0.867\t-0.723\t3.102\t0.674\t1.150\t1.050\t0.566\t0.880\t0.797\t0.729\n0\t0.498\t-0.383\t-1.115\t1.368\t1.644\t0.654\t0.839\t-1.635\t2.173\t1.582\t1.342\t-0.230\t0.000\t0.900\t1.308\t0.812\t0.000\t1.399\t0.554\t0.478\t1.551\t1.478\t1.023\t0.987\t1.295\t0.961\t1.088\t1.430\n0\t1.254\t0.400\t1.364\t1.811\t1.457\t0.608\t-1.143\t-0.698\t0.000\t0.687\t0.027\t-0.532\t0.000\t1.123\t-1.298\t0.157\t2.548\t0.380\t2.245\t0.271\t0.000\t0.883\t0.932\t1.000\t0.702\t0.612\t0.878\t0.918\n0\t0.928\t0.346\t-0.669\t2.447\t-0.930\t1.418\t-1.319\t0.951\t2.173\t0.770\t-1.771\t0.412\t0.000\t0.469\t-2.518\t1.240\t0.000\t1.244\t-0.746\t-0.324\t3.102\t0.826\t0.788\t0.990\t0.749\t1.320\t1.375\t1.136\n1\t0.926\t0.177\t-0.941\t1.615\t-0.265\t1.308\t-2.348\t1.301\t0.000\t2.782\t-1.449\t-0.746\t0.000\t2.745\t-0.620\t0.887\t2.548\t0.704\t0.646\t1.410\t0.000\t3.055\t2.192\t0.987\t1.673\t0.981\t1.751\t1.560\n1\t0.407\t1.971\t1.404\t0.714\t-1.104\t0.984\t0.699\t0.142\t0.000\t1.091\t0.534\t-1.455\t2.215\t1.041\t1.131\t1.260\t1.274\t0.921\t1.281\t0.056\t0.000\t0.633\t0.970\t0.992\t0.642\t0.827\t0.913\t0.785\n0\t0.561\t0.827\t-1.057\t0.768\t1.181\t0.883\t0.634\t0.734\t1.087\t1.318\t0.538\t-0.857\t0.000\t1.227\t-1.325\t1.376\t0.000\t2.571\t-0.178\t-0.312\t3.102\t1.022\t1.025\t0.989\t0.813\t1.469\t1.027\t0.869\n0\t0.770\t-0.209\t-0.338\t1.020\t-1.568\t0.880\t-0.650\t1.347\t2.173\t1.037\t-0.905\t0.376\t0.000\t1.801\t0.276\t0.344\t0.000\t2.045\t1.071\t-1.196\t1.551\t0.772\t1.232\t1.098\t0.912\t1.926\t1.165\t0.985\n0\t1.031\t-0.663\t1.254\t0.699\t1.738\t1.240\t0.234\t0.841\t2.173\t1.269\t-1.182\t-0.366\t2.215\t1.449\t-0.627\t-1.065\t0.000\t1.036\t0.190\t-0.510\t0.000\t0.912\t0.983\t0.977\t0.883\t2.194\t1.271\t1.094\n1\t0.531\t0.612\t-0.072\t1.121\t1.070\t0.836\t-0.149\t-0.649\t0.000\t1.238\t1.139\t1.535\t0.000\t1.295\t-1.452\t-0.141\t2.548\t0.927\t-1.193\t-1.381\t3.102\t0.887\t1.130\t0.987\t0.870\t0.756\t0.856\t0.811\n0\t0.426\t-1.745\t-0.400\t0.549\t0.884\t0.462\t0.004\t-1.455\t0.000\t0.556\t-0.054\t1.298\t0.000\t0.706\t0.940\t-0.531\t2.548\t1.205\t0.125\t0.090\t3.102\t0.660\t0.788\t0.995\t0.830\t0.493\t0.596\t0.611\n0\t1.816\t-0.146\t-1.418\t0.712\t-0.766\t0.910\t-0.372\t-0.515\t2.173\t1.237\t-0.862\t1.255\t0.000\t1.928\t-0.709\t0.447\t1.274\t0.704\t-1.346\t0.808\t0.000\t0.658\t0.901\t0.978\t0.871\t1.302\t1.022\t1.000\n1\t0.948\t0.387\t-1.154\t0.546\t0.478\t0.630\t0.432\t1.368\t0.000\t0.809\t-0.100\t-0.184\t2.215\t0.661\t1.166\t0.284\t2.548\t1.635\t0.095\t-1.530\t0.000\t0.822\t0.935\t0.992\t0.693\t0.663\t0.782\t0.678\n1\t0.934\t-1.487\t-0.052\t0.878\t-0.797\t1.030\t-0.054\t1.656\t2.173\t0.470\t-0.525\t-0.644\t0.000\t1.035\t-0.144\t0.870\t2.548\t0.626\t1.279\t-0.240\t0.000\t0.909\t0.878\t0.985\t1.263\t0.841\t0.930\t0.867\n0\t2.965\t-0.962\t0.278\t0.883\t-0.931\t0.837\t-1.377\t-1.111\t2.173\t0.684\t-1.555\t1.738\t0.000\t0.935\t-0.599\t0.854\t1.274\t1.147\t0.725\t-1.316\t0.000\t0.718\t0.763\t1.986\t1.109\t1.156\t1.053\t0.919\n1\t1.180\t0.275\t1.429\t0.339\t-1.397\t0.464\t0.709\t-1.072\t2.173\t1.130\t1.237\t-0.152\t2.215\t0.549\t0.048\t-1.299\t0.000\t0.516\t-1.240\t-0.655\t0.000\t0.593\t1.162\t0.988\t0.762\t0.841\t0.900\t0.784\n1\t0.603\t-0.709\t-0.320\t0.387\t-0.822\t0.556\t0.112\t-0.984\t2.173\t0.597\t0.450\t0.856\t0.000\t0.598\t-0.827\t0.353\t0.000\t0.932\t1.027\t1.374\t3.102\t0.789\t0.899\t0.982\t0.743\t0.789\t0.669\t0.629\n1\t0.445\t0.693\t-1.156\t0.599\t-1.446\t0.502\t-1.833\t0.411\t0.000\t1.565\t-0.131\t1.660\t2.215\t0.869\t-1.072\t-0.380\t2.548\t1.430\t0.660\t0.175\t0.000\t0.853\t0.869\t0.995\t1.628\t1.373\t1.479\t1.217\n0\t0.869\t-2.209\t-0.723\t3.064\t-0.744\t1.429\t-0.145\t0.688\t0.000\t1.255\t-1.626\t-1.343\t0.000\t1.274\t0.603\t0.628\t2.548\t2.117\t0.073\t1.277\t3.102\t3.641\t2.283\t1.013\t2.293\t0.783\t1.787\t1.835\n0\t0.439\t0.442\t-0.875\t0.514\t-0.326\t1.398\t-1.025\t-1.473\t0.000\t2.047\t1.602\t1.504\t0.000\t2.425\t0.680\t-0.205\t1.274\t2.631\t0.612\t0.221\t3.102\t1.740\t1.790\t0.989\t1.242\t0.723\t1.455\t1.497\n0\t0.902\t-0.043\t-0.626\t0.788\t1.089\t0.479\t-0.134\t-1.490\t2.173\t0.857\t0.694\t-0.201\t0.000\t0.482\t0.674\t-1.162\t0.000\t1.086\t-0.254\t1.090\t3.102\t0.751\t0.852\t1.168\t0.711\t0.559\t0.630\t0.607\n1\t1.006\t-1.638\t1.026\t1.900\t1.666\t0.743\t-0.869\t0.092\t0.000\t0.358\t-0.889\t-0.171\t2.215\t0.812\t-0.519\t-1.012\t0.000\t0.604\t0.552\t-0.765\t1.551\t1.191\t0.841\t1.045\t0.851\t0.425\t0.834\t0.849\n0\t0.833\t0.846\t-0.541\t1.245\t-0.609\t0.822\t0.252\t1.571\t0.000\t0.834\t-0.623\t1.433\t0.000\t1.390\t0.256\t0.748\t2.548\t0.927\t0.136\t-0.171\t1.551\t0.843\t0.977\t1.003\t1.069\t0.641\t0.742\t0.852\n1\t0.764\t1.178\t-1.511\t1.760\t-0.028\t1.777\t1.214\t1.445\t0.000\t2.387\t1.648\t-0.548\t0.000\t1.495\t0.957\t0.401\t1.274\t0.614\t1.648\t-1.568\t0.000\t0.925\t0.931\t1.563\t0.783\t0.723\t0.676\t0.739\n1\t1.205\t0.662\t-0.192\t2.442\t-1.077\t2.719\t0.009\t1.135\t1.087\t1.857\t-1.207\t-0.368\t0.000\t0.843\t0.397\t-1.188\t0.000\t1.075\t1.006\t-0.552\t0.000\t0.705\t0.686\t1.698\t2.599\t1.324\t1.656\t1.328\n1\t0.671\t-1.052\t-0.795\t0.238\t1.685\t0.871\t-0.164\t0.099\t2.173\t1.185\t-0.629\t-1.447\t0.000\t1.447\t0.003\t0.821\t2.548\t0.369\t0.931\t-1.444\t0.000\t0.864\t1.105\t0.979\t0.823\t0.855\t0.923\t0.784\n0\t1.532\t-0.927\t1.398\t1.346\t-0.250\t0.725\t0.157\t1.133\t2.173\t0.775\t-0.191\t-0.424\t2.215\t0.421\t0.275\t-1.248\t0.000\t0.632\t-1.302\t-0.761\t0.000\t0.658\t0.872\t1.982\t1.179\t1.105\t1.003\t0.810\n0\t0.907\t0.905\t0.079\t1.399\t0.604\t0.503\t-2.003\t1.714\t0.000\t0.546\t-0.724\t-0.687\t2.215\t0.710\t2.563\t-1.572\t0.000\t1.034\t1.227\t-0.849\t1.551\t0.663\t0.767\t0.999\t0.813\t0.922\t1.067\t1.426\n1\t0.439\t-0.706\t-1.292\t0.098\t-1.362\t1.956\t0.460\t-0.814\t0.000\t2.094\t1.347\t0.899\t2.215\t2.130\t1.072\t0.304\t2.548\t1.106\t-1.228\t-1.148\t0.000\t0.569\t1.141\t0.901\t0.981\t1.170\t0.996\t0.971\n1\t1.095\t-1.338\t-0.560\t1.322\t-1.486\t1.453\t-0.933\t0.854\t1.087\t0.563\t-0.946\t-0.349\t2.215\t0.350\t-1.087\t-0.015\t0.000\t1.055\t-0.877\t-1.016\t0.000\t0.735\t1.134\t1.234\t0.750\t1.177\t1.023\t0.849\n0\t1.929\t0.669\t0.189\t0.768\t-0.395\t0.597\t0.752\t1.593\t0.000\t1.467\t0.548\t-1.049\t2.215\t0.871\t0.421\t1.230\t2.548\t0.698\t1.151\t0.946\t0.000\t0.918\t0.974\t0.984\t0.877\t1.065\t0.917\t0.810\n1\t1.072\t-1.381\t0.138\t1.003\t-0.844\t0.646\t-0.060\t1.366\t1.087\t1.514\t-1.236\t1.103\t0.000\t2.117\t-0.990\t-0.589\t2.548\t0.472\t-0.997\t1.614\t0.000\t0.491\t0.787\t1.111\t0.753\t1.630\t1.067\t0.970\n1\t2.189\t0.374\t-0.344\t0.344\t-1.726\t0.845\t0.621\t1.737\t2.173\t1.011\t0.732\t0.863\t2.215\t0.717\t1.452\t-1.732\t0.000\t0.704\t2.039\t-0.133\t0.000\t0.850\t0.988\t1.138\t1.070\t0.969\t0.939\t0.892\n1\t2.755\t-0.144\t0.809\t0.632\t0.459\t2.459\t0.048\t-1.186\t0.000\t1.781\t-0.731\t0.201\t2.215\t0.769\t-0.675\t-0.261\t2.548\t1.052\t-1.146\t-1.649\t0.000\t1.569\t1.099\t0.982\t1.012\t0.503\t0.973\t0.938\n0\t0.933\t-0.110\t-1.470\t0.555\t-0.132\t0.518\t1.182\t0.892\t0.000\t1.289\t-0.559\t1.592\t2.215\t1.208\t0.278\t-0.260\t2.548\t1.481\t1.266\t0.062\t0.000\t0.937\t0.963\t0.986\t0.791\t1.451\t1.183\t1.001\n1\t1.334\t-0.980\t1.401\t0.743\t-1.034\t0.616\t-1.027\t0.881\t0.000\t0.705\t0.804\t-0.182\t0.000\t0.916\t-0.979\t-0.640\t2.548\t1.057\t-0.859\t0.270\t0.000\t0.906\t0.720\t1.120\t0.617\t0.130\t0.515\t0.534\n0\t0.334\t-1.396\t-1.231\t2.396\t-0.101\t0.779\t2.891\t1.433\t0.000\t0.417\t0.732\t-0.609\t2.215\t0.524\t0.395\t1.301\t2.548\t0.385\t2.002\t-1.348\t0.000\t0.542\t0.986\t1.055\t1.135\t0.498\t0.900\t2.277\n0\t0.975\t-0.839\t-1.163\t1.959\t-0.336\t0.868\t-0.028\t0.518\t0.000\t0.904\t-0.751\t1.579\t1.107\t1.460\t0.341\t1.713\t0.000\t1.586\t-0.095\t-0.222\t3.102\t1.035\t1.093\t1.299\t0.819\t1.139\t0.912\t1.043\n1\t1.153\t0.312\t-1.227\t0.988\t1.587\t0.546\t-0.244\t1.473\t0.000\t1.342\t-0.752\t0.192\t2.215\t0.372\t-1.064\t-0.051\t2.548\t0.476\t1.772\t-0.701\t0.000\t0.924\t1.049\t0.986\t0.845\t0.221\t0.980\t0.825\n1\t0.450\t0.546\t1.041\t1.672\t-0.685\t0.432\t2.149\t-1.709\t0.000\t0.399\t2.816\t0.429\t0.000\t0.613\t0.868\t-0.097\t2.548\t1.282\t-0.149\t1.283\t3.102\t0.890\t0.825\t1.201\t0.932\t0.759\t0.895\t0.885\n1\t0.802\t-2.184\t-0.199\t2.655\t1.638\t0.740\t1.454\t1.414\t0.000\t1.023\t-2.068\t-1.644\t0.000\t0.782\t-0.883\t-1.631\t0.000\t0.725\t0.431\t0.030\t3.102\t0.840\t0.836\t2.014\t1.830\t0.672\t1.173\t1.008\n1\t0.663\t-0.287\t1.299\t0.949\t1.428\t1.580\t-1.219\t0.958\t0.000\t2.823\t-0.258\t-0.716\t2.215\t0.518\t0.344\t1.710\t0.000\t1.014\t-1.717\t0.172\t0.000\t1.465\t0.888\t0.988\t1.786\t0.474\t1.113\t1.029\n1\t0.929\t0.930\t-0.772\t0.667\t-1.682\t1.089\t0.468\t0.852\t0.000\t1.042\t0.466\t-1.122\t2.215\t0.726\t0.840\t0.379\t0.000\t0.996\t-0.383\t-0.228\t3.102\t0.756\t0.929\t0.980\t0.581\t0.800\t0.890\t0.797\n0\t0.366\t-1.676\t-0.593\t0.283\t0.147\t0.546\t0.535\t-0.734\t2.173\t1.104\t-0.147\t1.323\t0.000\t0.831\t2.600\t-0.014\t0.000\t0.786\t-0.623\t1.574\t0.000\t0.833\t0.976\t0.999\t0.664\t0.535\t0.693\t0.655\n0\t0.734\t0.101\t1.259\t1.608\t0.570\t0.302\t-0.692\t1.648\t0.000\t0.478\t-1.110\t-0.429\t0.000\t1.224\t0.401\t-1.434\t2.548\t1.288\t-0.491\t-0.836\t3.102\t0.934\t0.754\t0.989\t0.935\t0.714\t0.828\t0.709\n1\t1.853\t-0.819\t-0.688\t1.015\t-0.823\t2.329\t-0.247\t-1.041\t2.173\t3.533\t-1.198\t0.683\t0.000\t1.025\t0.123\t-0.198\t0.000\t2.463\t-0.234\t1.064\t0.000\t0.939\t1.588\t0.974\t1.374\t1.867\t2.165\t1.798\n0\t0.654\t0.590\t0.003\t0.733\t-1.674\t1.044\t-0.047\t0.645\t2.173\t1.137\t-1.657\t-0.831\t0.000\t0.912\t1.157\t-1.617\t0.000\t1.375\t0.321\t1.046\t3.102\t0.725\t0.815\t0.987\t0.958\t0.526\t0.841\t0.731\n0\t0.927\t0.991\t1.247\t1.380\t0.977\t0.526\t-2.561\t0.946\t0.000\t0.872\t2.470\t-1.165\t0.000\t1.120\t0.660\t0.004\t0.000\t0.733\t-0.401\t-0.724\t1.551\t0.807\t0.893\t0.996\t0.962\t0.661\t1.333\t1.315\n0\t0.432\t0.696\t0.121\t0.676\t-1.199\t0.719\t0.391\t1.003\t2.173\t0.709\t1.137\t-1.338\t2.215\t0.959\t0.176\t0.051\t0.000\t0.434\t1.554\t-0.775\t0.000\t0.823\t0.869\t0.985\t0.828\t0.993\t0.745\t0.693\n1\t1.403\t0.054\t0.108\t1.591\t0.424\t1.279\t-0.415\t1.583\t2.173\t0.691\t1.318\t-1.341\t0.000\t0.914\t0.632\t-0.393\t0.000\t0.637\t-0.022\t-0.541\t1.551\t1.007\t0.667\t0.991\t1.529\t0.918\t0.995\t1.073\n0\t0.796\t-0.454\t-0.932\t0.797\t0.833\t0.992\t-0.317\t1.311\t2.173\t1.287\t0.177\t-0.032\t2.215\t0.999\t0.816\t-0.894\t0.000\t0.378\t-1.445\t-1.057\t0.000\t1.175\t1.071\t1.104\t0.842\t1.612\t1.023\t0.863\n1\t0.433\t-1.220\t-0.991\t0.919\t0.327\t0.611\t-0.372\t1.070\t0.000\t0.578\t-0.495\t-0.490\t2.215\t1.039\t0.343\t-1.114\t2.548\t0.621\t0.199\t-1.453\t0.000\t0.833\t0.783\t0.984\t0.580\t0.579\t0.558\t0.541\n0\t1.521\t-0.271\t-1.704\t0.830\t-1.177\t0.945\t-2.048\t1.033\t0.000\t0.752\t0.249\t-0.550\t0.000\t1.019\t-0.361\t-0.012\t0.000\t2.160\t0.647\t0.021\t3.102\t0.769\t1.021\t0.999\t1.448\t1.104\t1.063\t0.941\n1\t0.592\t-0.208\t1.647\t1.415\t-0.546\t2.399\t-1.259\t1.624\t0.000\t1.023\t-0.608\t0.060\t2.215\t1.257\t0.254\t0.619\t0.000\t3.246\t-0.299\t-0.451\t3.102\t1.037\t1.055\t1.166\t0.814\t0.763\t0.916\t0.838\n0\t0.875\t0.652\t-0.157\t0.932\t-0.619\t0.655\t0.855\t1.209\t0.000\t0.748\t-0.041\t-0.541\t2.215\t0.823\t0.159\t-1.644\t0.000\t0.561\t-0.798\t1.047\t3.102\t0.850\t1.030\t0.987\t0.700\t0.643\t0.676\t0.702\n1\t0.421\t-1.178\t0.588\t0.950\t-1.209\t0.833\t0.151\t-0.251\t0.000\t0.722\t-0.146\t0.712\t2.215\t1.495\t-0.290\t1.549\t2.548\t0.968\t-0.895\t-0.203\t0.000\t0.898\t0.894\t0.989\t0.720\t0.761\t0.859\t0.749\n0\t0.884\t1.594\t1.703\t0.210\t0.293\t0.920\t-1.007\t-0.870\t0.000\t0.370\t-2.584\t1.203\t0.000\t1.344\t0.946\t0.599\t2.548\t1.087\t-0.447\t-0.263\t3.102\t1.136\t0.854\t0.995\t0.755\t1.033\t1.171\t1.103\n0\t1.720\t-0.230\t0.661\t2.222\t0.416\t1.258\t-2.050\t-1.143\t0.000\t0.808\t-1.139\t-1.203\t0.000\t0.736\t-0.804\t-0.796\t2.548\t1.240\t0.259\t1.226\t3.102\t0.999\t0.798\t0.999\t0.800\t0.845\t1.079\t1.549\n1\t0.667\t-0.133\t-0.360\t1.796\t0.465\t1.566\t0.075\t-1.351\t2.173\t0.824\t-0.145\t0.223\t0.000\t1.019\t0.231\t1.314\t2.548\t0.451\t0.522\t-0.226\t0.000\t0.445\t0.725\t1.027\t1.575\t1.069\t1.090\t0.904\n0\t1.100\t-0.252\t0.581\t0.324\t0.455\t1.065\t0.769\t-0.247\t0.000\t1.332\t-0.848\t1.448\t2.215\t0.830\t0.805\t-1.087\t0.000\t0.669\t0.862\t1.592\t3.102\t1.166\t0.892\t0.983\t1.146\t0.949\t1.198\t1.011\n0\t0.721\t0.481\t-0.224\t0.743\t-0.978\t0.507\t1.080\t0.597\t0.000\t0.570\t1.605\t1.085\t0.000\t0.534\t-0.338\t-1.023\t2.548\t0.669\t0.951\t-1.694\t3.102\t0.584\t0.903\t0.995\t0.720\t0.460\t0.568\t0.689\n0\t0.893\t-0.235\t1.081\t0.987\t0.573\t1.201\t-0.774\t-0.696\t0.000\t0.868\t-0.491\t-1.391\t2.215\t0.265\t-0.813\t-1.559\t0.000\t0.504\t-0.784\t0.821\t3.102\t0.714\t0.731\t0.981\t0.447\t0.560\t0.594\t0.702\n1\t0.621\t-1.404\t0.422\t0.993\t-0.118\t1.447\t-0.471\t1.679\t2.173\t0.793\t-1.242\t-1.336\t0.000\t0.555\t-1.027\t-0.043\t0.000\t0.716\t2.058\t0.472\t0.000\t0.938\t1.146\t0.993\t0.548\t1.006\t0.888\t0.816\n1\t0.769\t0.960\t1.263\t0.792\t-0.409\t0.684\t0.454\t-0.197\t2.173\t0.909\t0.169\t-0.985\t2.215\t0.843\t0.358\t1.028\t0.000\t1.452\t1.483\t1.140\t0.000\t0.924\t1.147\t1.079\t0.815\t0.775\t0.913\t0.778\n0\t0.734\t0.746\t0.560\t1.819\t0.747\t1.348\t0.043\t-0.789\t1.087\t1.107\t2.557\t1.622\t0.000\t1.525\t0.491\t1.297\t2.548\t2.213\t-0.378\t-0.484\t0.000\t1.111\t0.875\t0.994\t1.027\t1.759\t1.472\t1.340\n1\t0.663\t-0.285\t0.814\t0.754\t-0.480\t0.794\t-1.620\t0.915\t0.000\t0.999\t-0.255\t-1.007\t2.215\t0.863\t-0.588\t0.146\t1.274\t0.744\t-1.053\t-1.295\t0.000\t1.093\t0.912\t0.987\t0.784\t0.871\t0.863\t0.737\n1\t0.777\t-1.335\t-1.331\t1.254\t0.999\t0.814\t-0.179\t-0.425\t2.173\t0.549\t1.103\t1.109\t0.000\t0.503\t0.611\t-1.416\t2.548\t0.922\t-0.019\t0.450\t0.000\t0.768\t1.027\t1.180\t0.943\t0.713\t0.891\t0.887\n0\t1.647\t0.047\t-1.042\t1.589\t-0.529\t1.686\t0.250\t1.281\t2.173\t0.689\t-1.782\t-0.554\t0.000\t0.911\t-0.500\t0.925\t0.000\t1.889\t1.021\t-0.689\t0.000\t1.446\t0.981\t1.002\t1.815\t1.095\t1.228\t1.243\n0\t0.671\t-0.371\t1.346\t1.062\t-1.399\t0.676\t-1.032\t-1.086\t2.173\t0.540\t-1.101\t0.434\t0.000\t0.598\t-0.735\t-0.153\t0.000\t1.673\t0.050\t0.459\t3.102\t0.824\t0.849\t0.983\t0.897\t1.284\t0.865\t0.748\n1\t1.103\t-0.972\t-1.158\t1.158\t1.654\t0.884\t-1.121\t0.809\t0.000\t1.148\t-0.992\t-1.561\t0.000\t1.122\t-0.598\t-0.116\t0.000\t2.865\t-0.647\t0.354\t3.102\t0.899\t0.883\t0.993\t1.274\t0.933\t0.868\t0.805\n0\t0.552\t0.551\t1.364\t1.034\t0.373\t0.850\t-1.025\t1.594\t2.173\t1.235\t-1.270\t-0.189\t0.000\t0.546\t-0.243\t0.365\t0.000\t1.473\t-0.005\t-1.537\t3.102\t0.913\t1.197\t0.986\t0.965\t0.736\t0.955\t0.862\n0\t0.852\t0.225\t-0.290\t1.351\t-1.086\t0.792\t1.341\t0.978\t0.000\t1.542\t1.399\t-0.775\t1.107\t1.620\t1.353\t0.404\t2.548\t1.460\t2.220\t1.109\t0.000\t0.888\t0.938\t0.989\t0.933\t1.468\t1.040\t1.045\n1\t1.136\t-0.102\t-0.831\t2.029\t-1.549\t0.999\t0.659\t0.363\t2.173\t0.858\t-0.467\t0.601\t1.107\t0.439\t0.679\t-1.592\t0.000\t0.604\t1.325\t0.262\t0.000\t0.735\t1.000\t1.266\t1.213\t0.874\t1.159\t0.907\n1\t1.449\t1.598\t1.170\t0.818\t-0.989\t0.835\t1.346\t0.023\t2.173\t1.005\t0.743\t0.672\t2.215\t0.848\t1.362\t1.635\t0.000\t1.398\t-0.011\t-0.777\t0.000\t0.859\t1.172\t1.405\t1.041\t0.847\t0.933\t0.868\n1\t0.649\t-1.287\t-0.975\t2.096\t0.024\t1.129\t0.862\t-1.533\t0.000\t0.395\t-0.162\t0.574\t0.000\t0.493\t1.415\t0.758\t0.000\t0.904\t0.766\t1.235\t1.551\t0.667\t0.685\t1.267\t1.377\t0.528\t1.109\t0.979\n0\t1.160\t-0.085\t-1.221\t0.967\t-0.519\t1.060\t0.459\t-1.630\t0.000\t0.971\t-0.657\t0.329\t2.215\t1.609\t0.082\t0.906\t1.274\t1.679\t-0.009\t-0.221\t0.000\t2.007\t1.524\t0.989\t1.061\t0.841\t1.116\t1.001\n1\t1.990\t-0.417\t-1.137\t0.438\t-0.833\t1.040\t-0.868\t-0.117\t2.173\t0.796\t-0.836\t-1.680\t0.000\t1.471\t-2.412\t1.255\t0.000\t1.035\t-1.133\t0.930\t3.102\t0.955\t0.703\t0.987\t1.214\t0.929\t0.959\t1.200\n1\t0.682\t0.285\t-0.112\t1.035\t1.414\t0.429\t-0.407\t0.847\t0.000\t1.048\t-1.060\t-1.194\t0.000\t1.512\t-0.279\t-1.737\t2.548\t1.815\t-0.354\t0.127\t1.551\t0.714\t0.964\t1.142\t0.861\t1.261\t0.795\t0.725\n1\t2.565\t-0.182\t-0.534\t1.503\t-1.626\t1.361\t0.545\t0.620\t0.000\t1.674\t-1.387\t1.435\t2.215\t1.073\t-1.764\t-0.327\t0.000\t0.684\t-1.015\t1.122\t3.102\t3.825\t2.081\t2.264\t2.077\t0.287\t1.675\t1.642\n0\t1.031\t0.303\t-1.613\t1.500\t-0.926\t0.400\t-1.149\t0.176\t0.000\t0.430\t-1.492\t-1.725\t2.215\t0.762\t-0.258\t0.560\t2.548\t0.816\t0.517\t0.482\t0.000\t0.914\t0.863\t1.001\t0.911\t0.674\t0.764\t0.753\n1\t1.371\t-0.064\t1.142\t1.761\t1.740\t1.344\t-0.863\t-0.114\t2.173\t0.604\t-0.050\t-1.071\t2.215\t0.411\t-0.749\t-0.999\t0.000\t0.423\t-1.365\t1.401\t0.000\t0.428\t0.783\t1.106\t0.834\t1.151\t1.195\t0.895\n0\t1.662\t-0.327\t0.290\t0.880\t0.277\t1.109\t0.738\t-0.678\t2.173\t0.856\t-0.187\t1.294\t0.000\t0.849\t0.879\t0.530\t2.548\t0.384\t1.456\t-1.001\t0.000\t1.069\t0.834\t0.982\t1.657\t1.080\t1.176\t1.045\n0\t0.447\t-0.303\t-0.141\t1.109\t-1.233\t1.248\t2.055\t0.145\t0.000\t1.436\t-0.035\t1.579\t2.215\t0.619\t-1.114\t0.733\t0.000\t0.545\t-1.962\t1.650\t0.000\t0.830\t1.245\t0.985\t1.067\t0.782\t1.039\t0.898\n0\t1.499\t-0.134\t-1.461\t0.397\t-0.008\t0.734\t1.056\t-1.737\t2.173\t0.758\t-0.407\t0.283\t0.000\t0.847\t-1.801\t0.403\t0.000\t0.875\t-0.095\t-1.221\t0.000\t0.823\t0.761\t1.033\t0.593\t0.797\t0.641\t0.571\n1\t0.558\t-2.016\t0.570\t0.533\t-0.264\t1.156\t-1.449\t-1.640\t1.087\t0.892\t-1.300\t0.435\t0.000\t0.736\t0.200\t-0.312\t0.000\t1.063\t-0.049\t-1.557\t3.102\t0.543\t0.856\t0.987\t1.056\t0.897\t0.846\t0.759\n1\t0.793\t-0.204\t-0.140\t0.177\t0.291\t1.078\t0.876\t0.657\t1.087\t1.139\t-0.345\t-1.062\t0.000\t0.585\t0.509\t1.285\t0.000\t0.750\t0.664\t-1.572\t1.551\t1.224\t0.769\t0.985\t0.838\t0.863\t0.927\t0.803\n0\t0.848\t-0.070\t-1.657\t1.096\t-1.122\t0.477\t-0.497\t0.378\t1.087\t0.709\t-1.141\t1.337\t2.215\t0.484\t0.983\t-0.023\t0.000\t0.788\t-0.897\t-0.407\t0.000\t0.915\t0.981\t0.977\t0.886\t0.714\t0.683\t0.696\n1\t0.719\t0.747\t1.486\t1.079\t-0.216\t0.896\t0.633\t-0.256\t0.000\t0.708\t0.942\t-0.854\t0.000\t1.439\t0.231\t1.630\t1.274\t0.719\t0.304\t0.930\t3.102\t0.913\t0.840\t1.219\t0.926\t0.461\t0.802\t0.729\n1\t2.564\t-0.232\t-0.071\t0.669\t0.122\t0.661\t-2.363\t-1.401\t0.000\t0.542\t0.693\t-1.693\t2.215\t0.734\t-0.935\t1.303\t2.548\t0.745\t-0.384\t1.023\t0.000\t0.747\t0.763\t0.985\t1.060\t0.719\t0.940\t1.180\n0\t0.604\t-0.210\t0.962\t0.977\t-0.163\t0.969\t0.659\t-1.230\t2.173\t0.516\t0.604\t0.440\t0.000\t0.943\t1.456\t-0.080\t2.548\t1.062\t1.125\t1.499\t0.000\t0.865\t1.005\t0.988\t1.168\t1.176\t1.049\t0.912\n1\t0.572\t-1.787\t1.359\t0.925\t-1.172\t2.476\t-1.142\t-0.138\t0.000\t2.412\t-0.644\t-1.660\t0.000\t1.799\t-0.843\t1.291\t2.548\t1.409\t-0.976\t0.668\t0.000\t1.894\t1.150\t0.984\t1.221\t0.899\t1.213\t1.276\n0\t0.861\t0.127\t-0.743\t0.616\t-0.044\t0.920\t1.146\t-0.826\t1.087\t1.562\t-0.794\t1.211\t2.215\t0.507\t0.364\t1.002\t0.000\t0.660\t-1.300\t0.126\t0.000\t0.860\t0.851\t0.985\t1.181\t2.655\t1.363\t1.085\n1\t0.355\t1.404\t-0.759\t1.588\t-0.931\t0.461\t-0.314\t0.133\t0.000\t0.511\t0.245\t1.229\t0.000\t0.824\t-0.916\t0.617\t2.548\t1.047\t-0.911\t1.389\t3.102\t0.910\t0.760\t1.001\t1.000\t0.456\t0.777\t0.710\n0\t2.973\t2.252\t0.375\t0.143\t-1.633\t1.660\t0.641\t-1.127\t1.087\t0.762\t1.340\t0.945\t1.107\t0.543\t0.041\t-0.640\t0.000\t0.947\t1.180\t1.530\t0.000\t0.939\t0.969\t0.987\t0.830\t1.700\t1.599\t1.252\n1\t1.696\t0.572\t0.185\t1.072\t0.975\t0.472\t-0.443\t-0.569\t0.000\t0.717\t-0.221\t-1.234\t2.215\t0.959\t1.138\t-1.551\t2.548\t0.772\t-0.178\t1.488\t0.000\t0.891\t0.941\t1.222\t1.115\t0.754\t0.884\t0.802\n0\t1.320\t0.542\t0.808\t0.443\t-1.039\t0.491\t0.502\t-1.231\t2.173\t0.498\t-0.780\t0.705\t0.000\t0.675\t-0.993\t1.566\t2.548\t0.553\t-0.109\t-0.748\t0.000\t0.701\t0.738\t1.055\t0.835\t0.760\t0.667\t0.602\n0\t0.494\t1.846\t0.751\t0.757\t-0.958\t0.585\t0.240\t1.503\t0.000\t0.672\t1.049\t-0.148\t2.215\t0.881\t0.076\t0.969\t2.548\t0.693\t-0.708\t-0.812\t0.000\t1.013\t1.019\t0.990\t0.762\t0.811\t0.691\t0.673\n1\t1.681\t1.053\t0.940\t1.210\t0.635\t1.834\t2.026\t-0.576\t0.000\t1.653\t0.662\t-1.310\t2.215\t1.584\t1.206\t1.233\t2.548\t1.362\t0.632\t0.605\t0.000\t2.687\t2.117\t0.990\t1.609\t1.409\t1.635\t1.455\n0\t1.250\t1.515\t1.504\t0.613\t-0.503\t0.713\t0.629\t0.619\t1.087\t0.647\t-0.348\t-1.645\t0.000\t0.842\t-0.241\t-0.149\t0.000\t0.376\t-0.202\t-0.524\t3.102\t1.106\t1.052\t1.179\t0.723\t0.531\t0.669\t0.775\n1\t0.685\t-0.096\t0.379\t0.306\t-0.763\t1.091\t-0.923\t1.362\t2.173\t1.239\t0.855\t0.027\t0.000\t1.448\t-0.193\t-1.605\t0.000\t1.481\t-0.841\t-0.285\t3.102\t1.353\t1.119\t0.985\t0.919\t1.341\t0.940\t0.816\n1\t2.504\t0.375\t0.868\t1.007\t-1.213\t1.136\t1.734\t-0.605\t0.000\t0.425\t0.057\t-1.067\t0.000\t1.262\t0.453\t-0.849\t2.548\t0.674\t0.158\t0.399\t3.102\t1.525\t1.061\t2.100\t1.004\t0.645\t0.874\t1.049\n1\t0.656\t0.693\t0.866\t1.562\t0.152\t0.904\t-0.277\t-1.690\t2.173\t0.752\t0.675\t-1.099\t2.215\t0.593\t-0.353\t-0.339\t0.000\t0.378\t-0.608\t1.446\t0.000\t0.530\t0.678\t0.983\t0.960\t0.872\t0.918\t0.721\n0\t0.699\t1.203\t-1.586\t0.406\t0.865\t0.531\t-0.773\t0.288\t2.173\t0.813\t-0.021\t1.574\t1.107\t0.842\t-0.229\t-0.317\t0.000\t0.822\t-1.347\t-1.158\t0.000\t0.925\t0.951\t0.977\t0.872\t0.962\t0.707\t0.712\n1\t0.998\t0.012\t-0.781\t0.747\t1.377\t0.528\t1.688\t0.902\t0.000\t0.756\t-0.218\t-0.284\t0.000\t0.833\t-0.054\t0.606\t0.000\t0.671\t0.672\t-1.256\t3.102\t0.881\t0.896\t1.113\t0.593\t0.248\t0.587\t0.585\n1\t0.829\t-0.101\t-1.396\t0.229\t0.335\t0.759\t0.541\t0.615\t2.173\t0.809\t0.449\t-1.257\t0.000\t1.027\t0.897\t-0.600\t0.000\t0.911\t-0.949\t0.671\t3.102\t0.864\t1.155\t0.986\t0.638\t0.834\t0.905\t0.839\n1\t0.804\t-0.909\t-0.162\t0.325\t0.733\t0.849\t0.259\t-1.151\t0.000\t1.447\t1.199\t0.813\t2.215\t0.757\t0.415\t-0.468\t0.000\t0.679\t0.563\t-1.676\t3.102\t0.845\t0.607\t0.985\t2.242\t0.744\t1.424\t1.246\n1\t1.244\t0.334\t-1.315\t0.564\t0.710\t0.692\t-0.623\t0.903\t0.000\t1.139\t-1.202\t0.263\t0.000\t0.648\t1.377\t-0.891\t0.000\t1.341\t0.319\t1.160\t0.000\t0.846\t1.113\t1.123\t0.863\t0.838\t0.881\t0.799\n0\t1.365\t0.707\t0.068\t0.979\t0.372\t0.481\t0.238\t-0.934\t0.000\t0.421\t-0.926\t-1.024\t1.107\t0.281\t-1.176\t-1.609\t0.000\t0.624\t0.926\t-1.456\t0.000\t0.801\t0.584\t1.001\t0.893\t0.275\t0.843\t0.737\n1\t1.279\t-1.124\t-1.104\t0.498\t-0.430\t1.396\t0.150\t1.085\t1.087\t0.885\t-1.931\t-0.997\t0.000\t1.215\t-0.208\t-0.035\t0.000\t0.859\t-0.643\t0.374\t3.102\t0.813\t1.131\t0.994\t0.754\t0.889\t1.187\t0.972\n0\t1.473\t-0.386\t1.581\t0.799\t-0.974\t0.714\t1.275\t-0.017\t2.173\t0.782\t-0.030\t0.628\t0.000\t0.776\t-0.860\t-0.355\t2.548\t0.471\t0.425\t-1.335\t0.000\t0.805\t0.909\t1.119\t0.828\t1.295\t1.037\t0.851\n0\t0.919\t-0.731\t-1.431\t0.882\t0.153\t0.612\t-1.158\t1.667\t2.173\t1.472\t-1.180\t-0.539\t0.000\t1.059\t1.787\t0.800\t0.000\t1.403\t-0.503\t1.206\t1.551\t0.661\t1.072\t1.235\t0.787\t0.486\t0.835\t0.758\n0\t0.509\t0.962\t1.148\t1.353\t0.014\t0.384\t0.139\t1.651\t0.000\t0.602\t0.290\t-0.658\t1.107\t0.868\t-0.981\t0.368\t0.000\t1.084\t0.775\t-1.300\t3.102\t0.999\t0.947\t0.988\t0.735\t0.463\t0.633\t0.713\n1\t0.758\t-0.346\t0.767\t1.894\t-0.099\t0.782\t1.033\t-1.625\t2.173\t1.097\t1.244\t-0.943\t2.215\t1.066\t1.174\t1.287\t0.000\t1.139\t1.726\t-1.649\t0.000\t1.057\t1.059\t1.167\t1.490\t0.803\t1.232\t1.039\n1\t0.714\t0.928\t0.306\t0.947\t0.477\t1.116\t0.251\t-1.695\t0.000\t1.101\t2.261\t0.083\t0.000\t1.112\t0.934\t-1.084\t2.548\t0.378\t0.773\t0.999\t1.551\t3.737\t1.908\t0.988\t0.999\t0.473\t1.197\t1.087\n0\t0.457\t1.637\t1.439\t0.668\t-0.571\t0.662\t2.685\t0.637\t0.000\t0.908\t0.852\t1.396\t2.215\t1.213\t-0.859\t-1.194\t0.000\t0.801\t-1.888\t0.543\t0.000\t0.933\t0.574\t0.984\t0.724\t0.772\t0.915\t0.864\n1\t0.934\t1.631\t0.385\t1.771\t0.055\t0.469\t1.214\t-1.011\t0.000\t1.305\t0.448\t-1.497\t2.215\t0.394\t1.345\t0.863\t0.000\t1.110\t0.259\t1.048\t3.102\t0.773\t0.806\t1.000\t1.292\t0.819\t1.382\t1.059\n1\t2.389\t-0.970\t-1.607\t0.638\t-0.415\t0.992\t-0.899\t0.156\t2.173\t0.588\t-1.401\t-1.246\t0.000\t0.638\t-0.987\t1.203\t2.548\t0.813\t-1.348\t-0.006\t0.000\t0.814\t0.917\t1.505\t0.836\t0.807\t0.929\t0.784\n0\t0.902\t0.999\t0.163\t0.806\t1.157\t0.931\t0.632\t-0.968\t0.000\t1.241\t-2.606\t0.160\t0.000\t0.626\t1.650\t-0.802\t0.000\t1.245\t0.637\t1.468\t3.102\t0.878\t0.925\t0.985\t0.827\t0.489\t0.739\t0.745\n1\t0.702\t-1.839\t-0.259\t1.542\t0.461\t0.472\t-2.136\t-0.808\t0.000\t0.534\t0.014\t-0.911\t2.215\t1.068\t-0.686\t-1.461\t1.274\t0.583\t-1.714\t1.187\t0.000\t0.782\t0.959\t0.989\t1.021\t0.496\t0.810\t0.757\n0\t0.449\t0.090\t-0.438\t1.032\t1.427\t0.483\t1.126\t0.305\t0.000\t1.138\t1.237\t-0.726\t2.215\t0.553\t-1.115\t0.640\t2.548\t0.406\t1.667\t1.464\t0.000\t0.989\t1.104\t0.989\t0.785\t1.566\t0.907\t0.771\n0\t0.688\t-2.172\t-0.599\t0.156\t0.688\t0.969\t2.204\t0.975\t0.000\t1.114\t-0.889\t-0.422\t1.107\t1.157\t-1.108\t-1.355\t2.548\t0.809\t-1.279\t0.939\t0.000\t4.333\t3.414\t0.995\t0.691\t0.917\t2.367\t1.979\n0\t1.470\t1.012\t-1.075\t0.594\t0.056\t1.305\t-0.542\t-1.145\t0.000\t1.452\t-0.508\t0.595\t2.215\t0.275\t2.382\t1.550\t0.000\t0.870\t0.281\t0.585\t0.000\t0.862\t1.260\t1.104\t0.657\t0.252\t0.929\t0.827\n1\t0.453\t-1.567\t-0.140\t1.007\t-0.618\t0.787\t-0.715\t1.199\t1.087\t0.821\t-1.107\t-1.706\t0.000\t0.884\t0.727\t0.507\t0.000\t1.336\t-0.374\t-0.400\t3.102\t1.895\t1.271\t0.981\t0.517\t1.087\t0.921\t0.843\n1\t0.351\t-1.095\t-0.055\t1.109\t-1.010\t1.555\t-0.263\t0.602\t2.173\t0.748\t0.241\t-1.630\t0.000\t0.897\t0.681\t-0.796\t2.548\t0.688\t-0.318\t-0.900\t0.000\t0.736\t0.801\t0.977\t2.011\t1.602\t1.612\t1.311\n1\t0.988\t0.400\t-1.711\t0.532\t0.251\t0.934\t0.138\t1.147\t0.000\t0.589\t2.666\t0.024\t0.000\t1.594\t0.911\t-0.794\t2.548\t0.792\t1.180\t1.523\t0.000\t0.997\t1.047\t0.987\t0.838\t0.757\t0.927\t0.771\n1\t0.857\t-0.393\t-0.032\t0.526\t-1.456\t1.741\t-0.837\t0.410\t1.087\t0.543\t-1.486\t1.254\t0.000\t1.246\t-0.401\t-1.658\t1.274\t1.979\t-0.570\t-1.118\t0.000\t0.913\t0.955\t0.991\t0.997\t1.796\t1.162\t0.947\n0\t0.650\t-0.142\t-1.074\t0.378\t0.414\t0.769\t0.554\t0.463\t0.000\t1.385\t0.331\t-1.561\t1.107\t0.898\t1.494\t0.301\t0.000\t0.833\t0.452\t-0.803\t3.102\t0.876\t0.838\t0.988\t0.805\t0.620\t0.926\t0.772\n0\t1.491\t0.386\t0.097\t1.124\t0.672\t0.691\t1.179\t-1.463\t0.000\t0.624\t0.457\t-0.571\t2.215\t0.981\t-0.361\t-1.320\t0.000\t0.894\t-0.506\t1.205\t3.102\t1.317\t0.959\t0.979\t0.829\t0.774\t0.733\t0.850\n1\t1.940\t-0.109\t0.535\t0.604\t-0.162\t1.045\t0.084\t-1.608\t2.173\t0.699\t0.055\t-0.712\t2.215\t0.670\t0.301\t-1.183\t0.000\t0.781\t0.906\t0.449\t0.000\t0.852\t0.893\t0.987\t0.868\t0.909\t0.951\t0.807\n1\t1.251\t-0.453\t0.410\t0.154\t0.433\t0.706\t-0.089\t1.270\t1.087\t0.606\t-0.888\t-0.389\t0.000\t0.339\t0.225\t-0.502\t0.000\t1.053\t-1.226\t-1.270\t0.000\t0.798\t1.075\t0.983\t0.782\t0.693\t0.682\t0.722\n0\t0.557\t-0.522\t0.956\t0.978\t-1.175\t0.567\t2.527\t1.658\t0.000\t0.716\t0.086\t-0.620\t2.215\t1.231\t-0.566\t0.377\t2.548\t0.956\t-1.669\t0.242\t0.000\t0.928\t0.934\t0.987\t0.813\t0.860\t0.677\t0.659\n1\t0.606\t-0.905\t1.691\t0.938\t0.324\t1.095\t-0.286\t-0.213\t2.173\t1.076\t0.295\t1.146\t0.000\t1.455\t0.413\t-1.445\t2.548\t0.720\t-0.286\t-1.101\t0.000\t1.097\t0.910\t0.987\t0.902\t1.530\t0.993\t0.887\n1\t0.612\t-0.987\t-1.538\t1.312\t-0.575\t1.071\t-0.547\t0.651\t2.173\t0.475\t-1.135\t-0.687\t0.000\t0.760\t-0.656\t1.560\t2.548\t0.764\t0.831\t-1.395\t0.000\t1.127\t0.818\t0.986\t1.220\t0.826\t0.851\t0.832\n0\t0.883\t0.387\t0.738\t0.488\t1.716\t0.892\t-0.089\t0.149\t0.000\t0.990\t0.457\t-1.504\t1.107\t0.617\t-0.058\t-0.914\t0.000\t0.472\t-1.009\t0.844\t0.000\t0.825\t1.220\t0.986\t0.542\t0.428\t0.704\t0.702\n1\t1.312\t0.833\t-0.411\t1.082\t-0.330\t0.641\t0.643\t0.825\t2.173\t0.373\t-0.739\t0.726\t0.000\t0.728\t1.587\t-1.550\t0.000\t0.959\t0.418\t-1.156\t1.551\t1.300\t0.876\t1.005\t1.094\t0.813\t0.799\t0.801\n1\t0.974\t0.319\t-1.504\t0.371\t-0.227\t0.606\t-0.136\t-1.114\t0.000\t0.591\t0.664\t0.111\t0.000\t1.618\t1.344\t0.995\t2.548\t0.591\t1.311\t-0.095\t3.102\t1.255\t0.849\t0.982\t1.178\t0.623\t0.855\t0.806\n1\t0.720\t-0.736\t-1.428\t1.399\t-0.594\t1.457\t-0.710\t0.496\t2.173\t0.864\t-0.727\t1.158\t0.000\t0.969\t0.250\t1.627\t1.274\t1.446\t0.842\t-1.421\t0.000\t0.971\t0.713\t0.989\t1.347\t1.474\t1.086\t1.041\n0\t0.430\t-1.101\t1.154\t0.999\t-0.724\t1.260\t-1.456\t-1.190\t2.173\t1.762\t0.179\t0.475\t0.000\t1.499\t0.763\t1.107\t0.000\t1.462\t0.071\t-1.010\t3.102\t0.985\t1.015\t0.989\t0.794\t1.255\t1.346\t1.192\n1\t0.601\t0.201\t0.130\t0.817\t-0.528\t1.226\t0.610\t1.514\t0.000\t1.379\t0.449\t-0.060\t2.215\t0.691\t1.392\t-1.622\t0.000\t0.658\t0.074\t-1.465\t3.102\t0.935\t0.641\t0.988\t0.734\t0.836\t0.961\t0.870\n1\t0.595\t0.755\t1.308\t1.187\t-0.270\t0.986\t-0.738\t-0.209\t2.173\t1.076\t0.059\t1.528\t0.000\t0.792\t1.087\t1.473\t0.000\t0.556\t0.444\t0.905\t3.102\t0.849\t0.547\t1.151\t1.168\t0.851\t0.979\t0.891\n0\t1.882\t-0.367\t0.321\t1.090\t0.740\t0.690\t0.338\t-1.466\t2.173\t0.705\t-0.723\t-0.963\t0.000\t1.149\t-0.613\t-1.578\t1.274\t0.804\t-2.347\t-0.684\t0.000\t1.235\t1.037\t1.000\t1.341\t0.598\t1.006\t1.084\n1\t1.031\t0.338\t-0.140\t0.135\t-1.406\t1.030\t-0.625\t0.869\t1.087\t1.133\t0.262\t-1.009\t2.215\t0.621\t-0.015\t1.137\t0.000\t1.362\t-0.940\t-1.009\t0.000\t1.119\t1.005\t0.993\t0.952\t1.742\t0.987\t0.846\n1\t0.937\t-0.606\t0.581\t1.334\t1.018\t0.525\t0.746\t-0.622\t2.173\t0.695\t-1.290\t-1.696\t0.000\t0.645\t-1.055\t-0.294\t2.548\t0.665\t-1.697\t-0.782\t0.000\t0.724\t1.301\t0.988\t0.745\t0.831\t0.959\t0.880\n0\t1.476\t-0.564\t-1.178\t2.767\t-0.921\t1.256\t-0.044\t0.578\t0.000\t1.324\t-0.444\t1.294\t2.215\t0.387\t0.779\t0.568\t0.000\t0.589\t-0.497\t-0.175\t0.000\t0.903\t1.102\t0.989\t1.082\t0.561\t1.073\t1.111\n1\t0.414\t-1.340\t-0.405\t3.093\t0.084\t0.666\t-0.456\t-1.370\t2.173\t0.834\t1.130\t-1.656\t0.000\t0.960\t0.462\t1.037\t2.548\t0.733\t-1.302\t-1.217\t0.000\t1.901\t1.218\t0.975\t1.147\t0.963\t1.027\t1.117\n1\t0.954\t-0.228\t1.727\t0.344\t-0.275\t0.983\t-0.501\t-1.376\t0.000\t1.246\t-0.499\t-0.122\t1.107\t1.142\t-0.135\t0.357\t0.000\t1.388\t-0.970\t1.188\t3.102\t0.798\t1.007\t0.989\t0.957\t1.166\t0.821\t0.761\n1\t1.417\t0.391\t-0.436\t1.364\t0.081\t1.253\t0.451\t1.473\t1.087\t0.458\t0.654\t1.635\t2.215\t0.697\t0.835\t0.401\t0.000\t0.811\t1.455\t-1.087\t0.000\t0.882\t1.121\t0.994\t0.864\t0.201\t0.995\t0.845\n1\t1.182\t0.284\t-1.610\t1.247\t-1.680\t0.781\t0.736\t0.592\t2.173\t0.784\t0.279\t-0.184\t0.000\t0.384\t0.608\t-0.542\t2.548\t0.467\t1.036\t-0.683\t0.000\t0.520\t0.744\t0.985\t0.647\t0.583\t0.748\t0.699\n0\t1.089\t0.390\t1.676\t0.844\t1.092\t1.529\t-1.237\t0.072\t1.087\t0.505\t-1.907\t-0.689\t0.000\t1.010\t-1.248\t-1.264\t2.548\t1.938\t-0.209\t1.657\t0.000\t0.991\t0.986\t0.988\t1.389\t1.449\t1.647\t1.367\n1\t1.010\t0.013\t0.356\t0.253\t-0.560\t0.617\t-0.255\t-1.079\t0.000\t0.995\t-1.063\t0.321\t1.107\t0.986\t-1.215\t1.359\t1.274\t1.154\t0.406\t-1.547\t0.000\t0.719\t1.010\t0.988\t1.018\t0.857\t0.913\t0.899\n0\t0.880\t1.159\t-1.225\t0.973\t-0.635\t0.485\t2.474\t0.752\t0.000\t0.695\t-0.033\t0.053\t2.215\t0.384\t0.578\t-1.666\t0.000\t0.831\t0.000\t1.493\t3.102\t1.047\t0.968\t0.992\t1.150\t0.661\t0.868\t0.852\n0\t0.867\t0.410\t-1.278\t2.469\t1.686\t1.847\t0.077\t0.010\t0.000\t0.765\t1.488\t1.656\t0.000\t0.914\t-0.512\t0.950\t2.548\t1.049\t-1.060\t-0.298\t3.102\t3.214\t2.019\t0.993\t1.201\t0.727\t1.361\t1.337\n0\t1.033\t-1.845\t1.135\t0.887\t1.202\t0.705\t-1.071\t-1.063\t0.000\t1.080\t-1.711\t-0.419\t0.000\t1.351\t-1.051\t-1.575\t0.000\t1.172\t-0.807\t0.076\t3.102\t0.902\t0.878\t1.004\t0.796\t0.360\t0.593\t0.696\n0\t0.299\t-1.400\t-0.350\t0.623\t1.437\t0.764\t-0.938\t-0.703\t2.173\t1.121\t0.803\t1.001\t0.000\t0.486\t0.494\t-0.621\t2.548\t1.131\t-0.234\t0.816\t0.000\t0.893\t0.869\t0.993\t0.580\t0.622\t0.606\t0.594\n0\t0.689\t-0.615\t1.012\t0.424\t-0.617\t0.669\t-1.359\t-0.433\t0.000\t0.991\t-0.389\t-0.941\t2.215\t1.228\t-1.252\t1.191\t1.274\t0.706\t-1.721\t0.410\t0.000\t0.822\t0.896\t0.988\t0.840\t1.251\t0.791\t0.688\n1\t0.573\t-0.082\t1.354\t0.744\t0.310\t0.685\t1.439\t0.756\t0.000\t1.094\t0.763\t-1.065\t1.107\t1.073\t1.346\t-0.402\t2.548\t1.105\t2.323\t-0.995\t0.000\t1.067\t0.914\t0.989\t1.229\t0.765\t1.066\t1.085\n0\t0.642\t-0.672\t-1.224\t1.428\t0.954\t0.585\t0.027\t-0.732\t2.173\t0.516\t-1.207\t1.505\t0.000\t0.481\t-0.494\t0.335\t1.274\t0.588\t-1.534\t-0.535\t0.000\t0.726\t0.876\t1.225\t0.654\t0.575\t0.655\t0.617\n0\t0.402\t-1.052\t0.474\t2.160\t-1.116\t0.886\t0.839\t0.441\t0.000\t0.482\t0.410\t1.153\t1.107\t0.577\t1.743\t0.843\t0.000\t1.291\t0.802\t-0.964\t3.102\t0.851\t1.011\t1.278\t1.062\t0.700\t0.952\t1.191\n0\t0.364\t2.045\t-0.758\t1.858\t-1.715\t0.727\t0.010\t-0.526\t2.173\t1.099\t0.244\t1.110\t0.000\t0.811\t2.030\t-0.024\t0.000\t0.527\t-1.275\t-0.946\t3.102\t2.083\t1.678\t0.983\t1.264\t0.607\t1.170\t1.127\n0\t0.338\t0.915\t-0.926\t1.250\t1.138\t0.725\t-0.259\t-0.720\t2.173\t0.274\t1.279\t1.401\t1.107\t0.370\t1.777\t-0.025\t0.000\t1.091\t1.076\t0.436\t0.000\t0.368\t1.063\t0.984\t0.478\t0.844\t0.878\t0.739\n1\t0.674\t0.985\t-1.543\t1.054\t0.937\t0.768\t0.877\t-0.174\t0.000\t1.031\t0.863\t-0.642\t1.107\t0.991\t1.314\t1.362\t0.000\t1.199\t-0.371\t1.368\t1.551\t1.603\t1.158\t0.988\t0.665\t1.212\t0.962\t0.839\n1\t0.565\t-0.595\t0.086\t1.378\t0.012\t1.136\t0.179\t-0.848\t0.000\t2.397\t1.029\t1.414\t2.215\t0.955\t-0.294\t-0.425\t0.000\t1.593\t0.033\t0.533\t3.102\t0.845\t1.160\t0.978\t1.647\t1.570\t1.462\t1.238\n0\t0.696\t-0.219\t1.653\t0.292\t-0.733\t0.551\t0.230\t-1.347\t2.173\t1.445\t0.739\t0.885\t1.107\t0.402\t-2.129\t1.671\t0.000\t0.519\t-0.616\t-0.881\t0.000\t1.214\t0.920\t0.996\t0.878\t1.238\t0.855\t0.733\n1\t1.967\t-1.011\t-0.126\t0.612\t-0.448\t0.896\t-0.369\t1.201\t2.173\t0.634\t-0.674\t-1.200\t0.000\t0.919\t0.277\t-0.361\t0.000\t0.771\t1.292\t1.264\t0.000\t1.007\t1.170\t0.989\t1.208\t0.844\t1.098\t0.965\n1\t0.688\t-0.580\t0.343\t0.164\t-1.239\t1.304\t-0.540\t1.450\t2.173\t0.754\t-0.951\t-0.098\t0.000\t0.465\t2.499\t1.057\t0.000\t0.657\t-1.353\t-0.440\t0.000\t0.702\t1.131\t0.995\t0.558\t0.938\t0.782\t0.736\n1\t0.593\t0.082\t-0.844\t0.444\t1.380\t0.534\t-1.562\t0.800\t0.000\t0.850\t-0.984\t-0.313\t2.215\t0.706\t-0.262\t-1.308\t2.548\t0.565\t-2.159\t1.192\t0.000\t0.531\t0.888\t0.988\t0.560\t0.713\t0.706\t0.647\n0\t0.726\t0.670\t1.161\t0.280\t-1.589\t1.050\t-1.423\t-1.482\t0.000\t1.379\t0.428\t-0.344\t2.215\t1.930\t0.566\t0.675\t2.548\t0.429\t-0.808\t1.550\t0.000\t0.474\t1.841\t0.986\t0.877\t1.387\t1.543\t1.195\n1\t0.701\t1.407\t0.913\t1.086\t-1.579\t0.481\t0.559\t0.433\t1.087\t1.130\t1.164\t-1.170\t2.215\t1.253\t-2.459\t-0.376\t0.000\t2.310\t0.025\t1.062\t0.000\t1.374\t0.855\t0.985\t0.810\t1.131\t0.916\t0.884\n1\t0.507\t0.281\t1.717\t3.300\t1.488\t1.883\t-1.679\t0.007\t0.000\t0.537\t0.254\t-1.432\t2.215\t0.607\t-0.933\t-0.073\t1.274\t0.543\t-1.300\t-0.633\t0.000\t0.849\t0.555\t0.993\t0.776\t0.707\t0.950\t1.276\n1\t0.396\t-1.013\t-1.223\t0.146\t-0.381\t1.367\t0.838\t-0.174\t0.000\t1.297\t-0.045\t-1.130\t0.000\t3.360\t-0.739\t1.322\t0.000\t1.205\t0.171\t0.447\t3.102\t0.785\t0.892\t0.978\t0.661\t0.447\t0.637\t0.630\n1\t1.184\t0.721\t-1.023\t0.570\t-1.394\t0.984\t1.088\t0.008\t1.087\t0.571\t0.007\t1.385\t0.000\t0.723\t1.289\t1.165\t2.548\t0.429\t1.116\t0.502\t0.000\t0.652\t0.941\t0.980\t0.734\t0.922\t0.790\t0.718\n0\t0.500\t0.660\t0.944\t1.270\t-1.246\t1.477\t-0.555\t-0.350\t2.173\t1.942\t-0.320\t1.460\t2.215\t0.844\t-1.053\t-0.032\t0.000\t0.565\t-0.352\t0.720\t0.000\t0.557\t1.133\t1.017\t1.410\t2.504\t1.384\t1.106\n0\t1.645\t-0.684\t-0.131\t0.050\t0.657\t0.542\t-0.008\t1.500\t2.173\t0.494\t-1.524\t0.337\t0.000\t1.353\t-0.644\t-1.258\t2.548\t0.855\t-0.366\t1.166\t0.000\t0.764\t0.900\t0.980\t0.919\t0.753\t0.772\t0.713\n1\t0.514\t-1.314\t1.231\t1.251\t-0.478\t1.778\t-0.356\t-1.630\t2.173\t1.266\t-0.825\t0.430\t2.215\t1.684\t-2.074\t0.289\t0.000\t0.687\t-0.384\t-0.778\t0.000\t0.737\t1.125\t1.110\t1.424\t2.187\t1.692\t1.321\n1\t0.319\t-1.741\t-1.316\t1.523\t0.152\t0.884\t-0.322\t1.357\t0.000\t1.514\t-1.436\t-0.858\t2.215\t0.709\t-2.338\t1.168\t0.000\t1.601\t-0.113\t0.687\t3.102\t1.561\t1.070\t0.987\t0.969\t1.716\t1.290\t1.108\n1\t0.954\t0.356\t0.303\t1.442\t-0.269\t0.917\t-0.456\t1.568\t2.173\t0.642\t0.689\t-1.081\t2.215\t0.626\t-2.117\t-0.915\t0.000\t1.003\t-0.574\t0.361\t0.000\t1.128\t1.222\t0.980\t0.800\t1.040\t1.027\t1.156\n0\t1.160\t-0.281\t0.445\t1.828\t1.004\t1.646\t-0.959\t-1.347\t2.173\t0.751\t-0.412\t-0.608\t0.000\t0.903\t0.078\t-0.117\t2.548\t1.202\t-0.842\t0.857\t0.000\t1.254\t0.872\t0.989\t1.763\t1.598\t1.262\t1.061\n1\t1.017\t1.586\t-0.767\t1.555\t-0.346\t1.072\t0.469\t1.295\t2.173\t0.295\t1.613\t-1.301\t0.000\t0.273\t0.309\t1.596\t1.274\t0.758\t0.343\t0.333\t0.000\t0.738\t0.838\t0.983\t0.654\t0.186\t0.910\t0.728\n1\t0.380\t1.700\t1.080\t2.886\t1.315\t0.594\t-2.663\t0.007\t0.000\t1.392\t-0.342\t-1.446\t0.000\t1.290\t0.106\t-0.740\t2.548\t1.578\t0.958\t0.026\t3.102\t0.800\t1.677\t0.977\t1.562\t0.911\t1.757\t4.073\n1\t0.296\t2.169\t-0.415\t0.982\t0.429\t1.498\t-0.367\t-1.313\t0.000\t2.287\t0.142\t0.241\t2.215\t0.858\t1.295\t-1.268\t0.000\t1.294\t0.233\t0.928\t3.102\t0.833\t0.769\t0.982\t0.880\t0.906\t0.917\t0.781\n1\t0.730\t-0.269\t0.029\t0.738\t-1.016\t1.058\t-1.417\t1.323\t2.173\t0.932\t-1.623\t-0.274\t0.000\t0.495\t-0.589\t-0.824\t0.000\t0.437\t-0.115\t1.549\t3.102\t0.746\t1.268\t0.986\t0.550\t0.519\t0.880\t0.869\n0\t0.849\t0.602\t-0.231\t1.561\t-0.170\t0.920\t0.900\t0.810\t2.173\t0.860\t-0.411\t1.480\t2.215\t0.872\t2.443\t-1.406\t0.000\t1.120\t1.922\t0.952\t0.000\t0.949\t1.301\t0.989\t1.118\t1.196\t1.313\t1.426\n1\t0.927\t-0.944\t-1.174\t0.627\t1.488\t0.862\t-0.239\t-0.207\t0.000\t1.066\t0.930\t0.291\t0.000\t0.744\t0.023\t1.088\t2.548\t1.800\t0.834\t-0.718\t3.102\t1.014\t0.906\t0.989\t0.658\t0.991\t0.759\t0.833\n0\t0.931\t1.431\t-0.446\t1.248\t-0.101\t0.614\t1.441\t1.072\t2.173\t0.642\t0.232\t1.409\t0.000\t0.901\t0.663\t-1.492\t2.548\t0.378\t-0.645\t1.140\t0.000\t0.637\t0.703\t0.992\t0.871\t0.765\t0.802\t0.693\n1\t0.693\t-0.999\t-0.300\t0.495\t-1.128\t1.481\t-1.455\t-1.563\t2.173\t1.104\t1.887\t0.437\t0.000\t1.386\t0.007\t0.648\t2.548\t2.096\t-1.931\t-0.058\t0.000\t0.982\t0.982\t0.987\t1.303\t2.174\t1.194\t0.966\n1\t1.542\t-0.429\t-1.444\t0.799\t-0.573\t1.378\t-0.586\t0.552\t2.173\t0.542\t-1.485\t1.689\t0.000\t0.552\t-0.292\t-0.783\t0.000\t0.566\t-0.656\t-0.349\t3.102\t0.855\t1.212\t1.088\t0.603\t0.685\t0.893\t0.785\n1\t0.643\t-0.694\t0.966\t1.074\t-1.351\t0.649\t-0.073\t1.197\t2.173\t1.322\t0.730\t-0.278\t0.000\t0.800\t-0.329\t-1.170\t2.548\t0.581\t0.877\t0.652\t0.000\t0.866\t0.950\t1.001\t0.721\t0.770\t0.820\t0.813\n0\t0.665\t-0.350\t-0.985\t0.374\t1.605\t0.706\t0.703\t0.348\t2.173\t0.817\t0.003\t0.096\t2.215\t0.787\t0.536\t-1.512\t0.000\t1.123\t2.178\t-1.649\t0.000\t1.246\t1.323\t0.980\t0.788\t0.476\t1.029\t0.877\n0\t0.730\t0.827\t0.174\t0.491\t1.453\t1.076\t0.390\t1.426\t2.173\t1.159\t-0.315\t-0.863\t2.215\t1.264\t-0.404\t0.478\t0.000\t1.268\t-0.237\t-1.432\t0.000\t0.940\t0.965\t0.985\t1.244\t1.568\t1.072\t0.887\n1\t0.703\t0.124\t-0.096\t0.516\t-1.083\t0.927\t-0.668\t1.345\t0.000\t0.728\t-0.553\t0.800\t0.000\t1.549\t-0.978\t-0.385\t2.548\t1.075\t0.219\t-1.058\t3.102\t0.830\t1.022\t0.994\t1.213\t0.905\t0.945\t0.968\n1\t1.164\t1.075\t0.793\t1.683\t0.199\t1.278\t0.552\t-1.326\t2.173\t0.703\t0.561\t-0.328\t0.000\t0.456\t-0.406\t1.697\t0.000\t0.792\t0.020\t0.591\t0.000\t0.960\t1.004\t0.988\t0.635\t0.865\t1.023\t0.886\n0\t0.448\t-1.906\t-0.585\t0.665\t1.106\t0.523\t-1.055\t0.462\t0.000\t1.108\t-0.872\t-0.788\t1.107\t0.590\t-0.990\t1.320\t0.000\t1.084\t0.406\t-1.662\t3.102\t0.697\t0.979\t0.981\t0.793\t1.020\t0.786\t0.688\n1\t1.116\t-1.284\t1.466\t2.313\t-0.139\t0.741\t0.106\t-0.089\t2.173\t1.622\t-0.749\t-1.682\t0.000\t1.155\t-2.464\t-1.415\t0.000\t1.617\t-1.042\t-0.298\t0.000\t0.885\t0.876\t2.208\t1.526\t0.777\t1.132\t0.914\n1\t1.035\t0.821\t-1.549\t0.653\t-0.921\t0.306\t1.056\t0.419\t0.000\t0.749\t-0.590\t0.545\t1.107\t0.680\t0.267\t1.219\t0.000\t1.222\t0.152\t-0.772\t3.102\t1.018\t1.087\t0.979\t0.759\t0.874\t0.906\t0.804\n0\t0.847\t0.235\t1.575\t0.565\t-1.447\t0.605\t0.986\t1.261\t0.000\t0.731\t0.950\t0.326\t2.215\t0.586\t0.222\t-0.268\t2.548\t0.994\t-1.044\t-0.664\t0.000\t0.842\t0.790\t0.991\t0.724\t0.440\t0.723\t0.692\n1\t0.480\t-0.357\t-1.123\t2.404\t0.471\t1.780\t0.346\t-1.293\t0.000\t1.384\t-0.800\t0.835\t0.000\t1.584\t0.426\t-0.394\t1.274\t0.418\t2.051\t-1.300\t0.000\t1.666\t1.475\t1.475\t0.722\t0.790\t1.112\t1.200\n0\t2.774\t-0.067\t-1.332\t0.840\t-1.302\t1.603\t-1.229\t0.556\t0.000\t1.461\t-0.999\t0.149\t0.000\t1.964\t0.397\t-1.619\t2.548\t1.298\t-1.285\t-0.203\t1.551\t1.218\t0.984\t1.008\t0.693\t1.834\t1.646\t1.709\n1\t0.839\t0.427\t1.306\t0.962\t0.475\t1.242\t0.348\t-0.423\t2.173\t1.311\t-0.334\t1.054\t0.000\t1.243\t-1.395\t-1.117\t0.000\t0.858\t-0.532\t-1.691\t0.000\t0.880\t0.680\t0.985\t1.159\t0.916\t0.985\t0.843\n0\t0.846\t0.908\t-0.961\t0.370\t1.563\t0.670\t-0.130\t0.286\t1.087\t0.489\t-1.099\t0.931\t0.000\t1.126\t-0.031\t-1.067\t2.548\t0.596\t-1.820\t1.241\t0.000\t0.434\t0.957\t0.983\t0.853\t1.017\t0.772\t0.755\n0\t1.577\t0.332\t-0.220\t0.232\t1.369\t0.834\t-0.246\t1.559\t0.000\t0.767\t-0.726\t-0.998\t1.107\t0.539\t-1.302\t1.187\t0.000\t1.092\t1.161\t0.235\t3.102\t0.854\t0.905\t0.990\t0.636\t1.295\t0.963\t0.901\n0\t0.479\t-2.150\t0.327\t0.616\t-1.174\t0.835\t-1.005\t1.624\t2.173\t0.494\t-1.227\t-0.116\t0.000\t0.652\t-1.666\t-1.368\t0.000\t1.836\t-0.765\t0.352\t3.102\t0.825\t0.874\t0.995\t0.742\t1.197\t0.750\t0.660\n0\t2.209\t-0.247\t0.513\t0.520\t-0.248\t0.896\t2.815\t0.301\t0.000\t1.802\t0.735\t-1.709\t1.107\t1.683\t0.385\t-1.041\t0.000\t2.338\t0.825\t-1.247\t0.000\t0.746\t1.012\t0.988\t0.800\t2.345\t1.456\t1.369\n0\t1.063\t1.338\t0.762\t0.321\t-0.428\t0.786\t0.516\t-1.534\t0.000\t0.569\t2.577\t1.355\t0.000\t1.147\t-0.876\t-0.056\t2.548\t0.948\t0.490\t0.059\t3.102\t0.687\t0.810\t0.983\t1.633\t0.687\t1.032\t0.973\n1\t0.731\t-1.408\t0.973\t0.703\t0.585\t0.903\t-0.132\t-1.468\t0.000\t0.751\t-1.508\t0.469\t2.215\t0.899\t-2.600\t-0.515\t0.000\t1.391\t0.444\t-0.762\t0.000\t0.976\t1.005\t0.974\t0.685\t0.890\t0.858\t0.763\n0\t1.140\t0.158\t-0.861\t0.843\t-0.246\t0.354\t-1.243\t0.775\t0.000\t0.583\t-0.397\t0.604\t2.215\t0.775\t-0.109\t-1.692\t2.548\t0.825\t-2.088\t1.626\t0.000\t0.794\t0.883\t0.986\t0.776\t0.636\t0.645\t0.755\n1\t0.562\t-0.792\t-1.528\t2.153\t1.321\t1.526\t-0.101\t0.499\t0.000\t2.259\t0.528\t-1.186\t2.215\t1.110\t-0.122\t0.087\t0.000\t2.230\t-0.202\t-0.577\t3.102\t0.850\t1.303\t0.984\t2.321\t1.335\t1.648\t1.631\n0\t0.560\t0.287\t0.280\t1.995\t1.005\t0.882\t-0.947\t-0.246\t0.000\t0.974\t-0.975\t-1.178\t2.215\t1.127\t0.944\t1.654\t2.548\t0.386\t-2.207\t-0.660\t0.000\t0.909\t0.931\t0.982\t0.792\t1.480\t1.200\t1.293\n0\t0.884\t1.674\t0.582\t0.561\t1.640\t0.765\t2.687\t-0.469\t0.000\t0.369\t-0.863\t0.969\t0.000\t1.299\t0.436\t1.628\t2.548\t1.666\t-0.712\t-0.628\t1.551\t0.387\t1.043\t0.986\t1.967\t1.290\t1.366\t1.403\n0\t0.582\t-2.138\t-0.872\t0.511\t-1.476\t0.791\t-1.059\t0.363\t2.173\t0.844\t0.056\t0.799\t0.000\t0.943\t0.536\t1.711\t0.000\t1.528\t0.413\t-0.747\t3.102\t1.067\t1.034\t0.993\t0.913\t1.404\t0.986\t0.940\n1\t0.677\t-0.289\t-1.397\t2.952\t-0.154\t1.131\t-0.364\t0.877\t0.000\t1.087\t1.098\t-1.305\t2.215\t0.333\t0.849\t1.457\t0.000\t0.475\t0.278\t1.104\t1.551\t0.946\t0.522\t1.764\t1.686\t0.598\t1.066\t1.061\n1\t1.006\t-0.665\t-0.120\t1.248\t-0.424\t1.184\t0.872\t1.701\t2.173\t0.698\t0.097\t-0.769\t0.000\t0.465\t-0.698\t1.068\t2.548\t0.797\t0.642\t0.134\t0.000\t0.859\t0.961\t0.976\t0.743\t0.987\t1.037\t0.847\n1\t0.779\t0.693\t-0.840\t1.179\t-0.104\t0.604\t0.016\t0.989\t0.000\t0.943\t1.065\t1.675\t1.107\t1.201\t-0.077\t1.375\t2.548\t0.675\t-2.350\t-0.025\t0.000\t0.992\t0.923\t0.989\t0.970\t0.769\t0.852\t0.799\n1\t0.906\t0.172\t0.708\t0.768\t1.580\t0.623\t-0.013\t1.139\t0.000\t0.683\t-1.353\t-0.375\t1.107\t0.681\t-0.385\t-1.035\t0.000\t1.265\t-1.462\t-1.065\t0.000\t0.734\t0.681\t0.987\t1.212\t0.483\t0.792\t0.818\n1\t1.520\t1.104\t0.293\t0.710\t1.053\t1.063\t2.829\t-0.804\t0.000\t0.841\t0.929\t1.306\t0.000\t1.207\t0.411\t-1.557\t2.548\t0.423\t1.767\t-0.106\t0.000\t0.884\t0.807\t0.990\t0.696\t0.679\t0.710\t0.658\n1\t2.354\t-1.849\t-0.282\t0.520\t-1.174\t0.422\t-1.869\t0.999\t0.000\t0.573\t-1.395\t-1.385\t0.000\t1.235\t-0.871\t0.692\t2.548\t1.387\t-0.989\t1.625\t3.102\t0.906\t0.839\t1.102\t1.073\t0.754\t0.909\t0.795\n0\t1.186\t-1.354\t1.684\t0.339\t-0.553\t1.196\t-0.736\t1.386\t2.173\t1.582\t-1.168\t0.124\t0.000\t0.974\t1.423\t-1.243\t0.000\t1.114\t-1.212\t-0.601\t3.102\t3.982\t2.367\t0.989\t0.959\t1.272\t1.728\t1.467\n1\t0.733\t-1.729\t0.379\t0.932\t1.131\t2.048\t-0.649\t1.731\t2.173\t2.796\t-0.797\t-0.432\t0.000\t0.604\t-1.872\t-0.352\t0.000\t1.644\t-1.475\t0.979\t0.000\t1.036\t0.725\t0.988\t1.290\t0.864\t1.027\t0.891\n1\t0.880\t1.540\t0.212\t1.336\t-1.667\t1.930\t0.098\t-1.633\t0.000\t0.741\t0.438\t-0.271\t0.000\t1.178\t-0.399\t0.355\t1.274\t1.632\t0.483\t1.370\t3.102\t2.434\t1.520\t1.491\t1.477\t1.011\t1.178\t1.241\n0\t2.679\t-0.294\t0.333\t0.823\t-0.135\t1.140\t-0.234\t-0.972\t2.173\t0.594\t-0.345\t1.522\t2.215\t0.672\t0.194\t1.059\t0.000\t1.295\t0.191\t-1.450\t0.000\t0.794\t0.958\t0.987\t0.988\t0.946\t1.059\t0.925\n1\t0.916\t0.561\t0.980\t0.569\t0.091\t0.462\t0.222\t-1.301\t1.087\t0.640\t2.170\t0.876\t0.000\t0.345\t-0.002\t1.319\t0.000\t1.118\t1.159\t-0.524\t0.000\t0.856\t0.682\t0.990\t0.620\t0.405\t0.572\t0.530\n0\t0.716\t-0.356\t1.344\t1.289\t-1.659\t0.801\t-0.817\t0.244\t0.000\t0.929\t-0.671\t-1.021\t2.215\t0.972\t-0.341\t0.660\t2.548\t0.913\t0.052\t-0.431\t0.000\t0.957\t1.010\t0.994\t0.864\t1.021\t0.815\t0.857\n0\t0.661\t-0.586\t0.075\t1.154\t0.984\t0.705\t-1.089\t-1.487\t2.173\t0.419\t-1.041\t0.653\t0.000\t0.734\t-1.145\t-1.021\t2.548\t0.493\t2.240\t-0.439\t0.000\t0.706\t0.814\t0.985\t0.857\t0.373\t0.747\t0.698\n0\t2.172\t-0.877\t-0.751\t0.162\t-0.709\t0.598\t-0.084\t0.535\t2.173\t0.702\t0.068\t1.571\t2.215\t0.368\t-1.920\t0.902\t0.000\t0.457\t-0.363\t0.374\t0.000\t0.472\t0.678\t0.998\t1.039\t0.770\t0.839\t0.706\n0\t0.697\t-0.264\t-0.446\t1.803\t-1.472\t0.694\t-0.519\t0.490\t0.000\t1.068\t1.063\t0.631\t2.215\t1.377\t0.353\t-0.888\t2.548\t0.403\t0.116\t1.729\t0.000\t0.775\t0.983\t1.238\t0.811\t1.345\t1.033\t0.921\n1\t0.599\t0.255\t0.425\t1.440\t-0.646\t2.299\t1.635\t0.800\t0.000\t1.358\t-0.028\t-1.177\t2.215\t0.777\t-0.130\t1.697\t0.000\t1.897\t-0.929\t-0.950\t3.102\t0.901\t0.967\t1.057\t0.887\t0.878\t0.805\t0.736\n0\t1.329\t0.083\t-1.451\t1.941\t1.412\t0.904\t-1.995\t-0.068\t0.000\t0.721\t-1.358\t-0.384\t2.215\t1.074\t-1.152\t0.615\t2.548\t0.553\t1.011\t-1.252\t0.000\t0.285\t0.988\t1.185\t1.276\t0.735\t1.097\t0.935\n1\t1.105\t0.217\t-1.316\t0.276\t1.097\t0.618\t0.808\t-0.190\t0.000\t0.651\t1.743\t0.627\t0.000\t1.615\t-0.529\t-0.961\t1.274\t1.143\t-1.187\t0.839\t3.102\t0.858\t1.219\t0.995\t0.829\t1.131\t0.990\t0.847\n0\t0.656\t1.252\t1.684\t1.163\t-1.618\t0.920\t1.130\t0.127\t0.000\t0.785\t0.639\t-1.468\t2.215\t0.355\t-1.993\t0.323\t0.000\t0.898\t1.599\t0.905\t0.000\t1.052\t1.185\t0.988\t0.755\t0.500\t0.697\t0.826\n1\t0.861\t0.603\t-0.470\t1.125\t0.783\t0.644\t1.325\t0.001\t0.000\t0.886\t0.988\t1.622\t1.107\t0.754\t-0.791\t1.407\t2.548\t0.647\t1.115\t-1.046\t0.000\t0.798\t0.940\t1.233\t0.942\t0.960\t0.878\t0.799\n1\t1.299\t-0.948\t0.998\t0.186\t1.023\t0.657\t-0.546\t0.272\t1.087\t1.047\t-0.417\t-0.330\t2.215\t1.237\t-0.241\t-1.571\t0.000\t0.743\t-0.642\t-1.406\t0.000\t0.313\t0.964\t0.980\t0.965\t0.636\t0.745\t0.727\n1\t2.234\t-0.063\t0.720\t0.848\t0.328\t0.387\t-0.236\t1.738\t0.000\t0.876\t0.241\t-0.687\t0.000\t1.233\t0.549\t-1.468\t0.000\t0.880\t-0.671\t-1.002\t3.102\t1.055\t0.688\t0.996\t0.609\t0.220\t0.639\t0.701\n0\t1.408\t-1.646\t1.288\t0.608\t0.023\t0.425\t-0.921\t1.310\t1.087\t0.654\t-1.810\t-0.734\t0.000\t1.160\t-0.043\t-0.572\t2.548\t0.422\t-0.928\t-0.428\t0.000\t0.322\t0.734\t1.163\t0.681\t0.955\t0.841\t0.722\n1\t0.794\t0.403\t0.028\t1.134\t-1.051\t1.744\t-0.228\t1.081\t2.173\t1.247\t0.425\t-0.623\t0.000\t1.566\t-2.382\t-0.975\t0.000\t1.836\t-0.937\t0.632\t1.551\t0.897\t0.871\t1.086\t1.473\t1.151\t1.155\t1.002\n1\t0.915\t-0.852\t1.300\t0.450\t-1.252\t0.677\t0.215\t-1.174\t2.173\t2.013\t-0.493\t-0.826\t2.215\t3.341\t-1.751\t0.515\t0.000\t0.705\t0.861\t1.456\t0.000\t0.555\t2.349\t0.977\t1.221\t0.829\t1.875\t1.444\n1\t0.527\t1.056\t1.362\t1.859\t-0.782\t0.870\t-0.754\t1.149\t2.173\t0.855\t-0.012\t0.083\t0.000\t0.289\t-1.301\t1.077\t0.000\t0.480\t1.925\t-1.419\t0.000\t0.837\t0.919\t1.283\t1.204\t0.810\t1.210\t1.004\n1\t2.151\t0.217\t-0.811\t0.482\t-0.913\t1.069\t-0.260\t0.480\t2.173\t1.096\t0.085\t1.670\t2.215\t0.347\t-1.043\t-0.569\t0.000\t1.079\t0.093\t1.116\t0.000\t0.836\t0.828\t0.971\t1.456\t1.426\t1.151\t0.955\n1\t1.205\t-0.288\t-0.995\t1.697\t-1.442\t1.093\t0.139\t0.153\t2.173\t1.429\t0.537\t0.884\t2.215\t0.526\t0.766\t-1.601\t0.000\t0.558\t0.184\t-0.666\t0.000\t0.484\t0.842\t0.985\t1.647\t1.188\t1.366\t1.030\n1\t0.425\t-2.314\t-0.753\t1.825\t0.557\t0.674\t-0.267\t-1.657\t2.173\t0.754\t-0.511\t-0.900\t0.000\t0.582\t-1.296\t0.173\t0.000\t1.164\t-0.049\t0.821\t3.102\t0.960\t0.926\t1.129\t1.318\t0.745\t1.214\t1.033\n0\t0.366\t-1.579\t-0.317\t0.605\t1.616\t1.058\t-1.021\t-0.752\t2.173\t0.602\t1.003\t-1.361\t0.000\t0.590\t1.589\t1.006\t0.000\t2.120\t0.652\t0.665\t1.551\t0.842\t0.885\t0.989\t0.878\t2.236\t1.379\t1.094\n1\t0.495\t-1.149\t-1.630\t1.694\t1.001\t0.653\t0.769\t-0.095\t1.087\t0.397\t-1.499\t-0.781\t0.000\t1.106\t0.144\t-1.239\t2.548\t0.602\t1.033\t1.163\t0.000\t1.355\t0.947\t0.986\t1.219\t0.968\t0.936\t0.853\n0\t0.402\t0.087\t-0.223\t0.608\t1.650\t0.380\t0.012\t1.321\t2.173\t0.429\t2.868\t-1.680\t0.000\t0.398\t-1.297\t-0.938\t0.000\t0.693\t1.351\t-0.087\t0.000\t0.868\t1.098\t0.992\t0.551\t0.517\t0.889\t1.051\n0\t0.711\t-0.785\t0.042\t1.553\t-0.873\t1.102\t1.521\t0.972\t2.173\t0.707\t0.975\t0.567\t0.000\t1.249\t-0.765\t-0.954\t2.548\t1.070\t0.526\t-1.739\t0.000\t1.012\t0.909\t1.068\t0.616\t2.610\t1.652\t1.329\n1\t0.986\t-1.067\t1.663\t0.366\t0.481\t0.575\t0.031\t1.132\t2.173\t0.547\t-2.349\t-0.415\t0.000\t0.636\t0.856\t-1.234\t0.000\t0.517\t0.500\t-0.719\t0.000\t1.501\t0.887\t0.983\t0.899\t0.185\t0.779\t0.727\n0\t0.431\t1.121\t1.177\t0.348\t0.254\t0.592\t1.514\t-0.160\t0.000\t0.689\t-0.418\t-1.441\t2.215\t0.672\t-0.271\t0.939\t1.274\t0.955\t-0.632\t1.643\t0.000\t1.984\t1.250\t0.994\t0.701\t0.609\t0.882\t0.755\n0\t1.044\t1.391\t1.531\t0.374\t0.906\t1.852\t0.426\t1.417\t2.173\t3.674\t-0.917\t-0.132\t1.107\t2.025\t0.181\t-1.387\t0.000\t1.060\t-1.691\t0.014\t0.000\t1.753\t1.698\t0.990\t2.500\t4.733\t2.711\t2.076\n1\t1.003\t0.162\t-0.705\t1.304\t0.769\t0.678\t-2.607\t0.930\t0.000\t1.210\t-1.250\t-0.751\t2.215\t1.307\t0.608\t1.662\t2.548\t1.154\t-0.541\t0.242\t0.000\t0.982\t1.261\t1.538\t1.046\t1.880\t1.555\t1.447\n1\t2.018\t0.352\t-0.465\t0.540\t0.032\t1.174\t0.485\t1.329\t2.173\t0.687\t0.228\t-1.174\t0.000\t0.700\t-0.286\t1.170\t0.000\t0.867\t-0.015\t0.232\t3.102\t0.958\t0.934\t0.988\t0.586\t0.934\t0.955\t0.831\n1\t0.617\t-0.348\t1.157\t0.869\t-0.484\t0.661\t-1.390\t1.644\t1.087\t0.885\t-0.478\t1.703\t0.000\t0.980\t-0.801\t-0.269\t2.548\t0.557\t-1.711\t0.595\t0.000\t0.896\t0.829\t1.010\t0.870\t1.026\t0.693\t0.636\n1\t0.738\t-0.389\t0.702\t0.966\t-0.752\t1.045\t-0.371\t1.340\t2.173\t0.447\t1.903\t-0.874\t0.000\t0.646\t-0.655\t-0.022\t2.548\t0.707\t0.437\t-0.323\t0.000\t0.670\t0.874\t1.130\t0.987\t0.981\t0.958\t0.849\n1\t0.851\t0.658\t0.398\t0.365\t-0.536\t1.012\t0.533\t1.573\t0.000\t0.949\t1.322\t0.146\t2.215\t1.031\t1.601\t0.760\t0.000\t1.313\t0.058\t-1.476\t3.102\t1.063\t0.854\t0.990\t0.899\t1.220\t0.949\t0.790\n0\t0.463\t0.526\t-0.130\t1.051\t1.410\t0.524\t0.586\t0.484\t0.000\t0.746\t-0.062\t0.711\t2.215\t1.823\t0.247\t-0.916\t2.548\t0.754\t1.245\t-0.890\t0.000\t1.013\t1.049\t0.986\t0.625\t1.250\t0.816\t0.726\n1\t0.694\t-1.192\t-1.266\t2.247\t-1.438\t0.817\t-1.375\t0.364\t0.000\t0.776\t0.086\t0.195\t2.215\t0.532\t-0.751\t-0.710\t1.274\t0.762\t0.111\t0.728\t0.000\t0.973\t0.876\t1.010\t0.643\t0.593\t0.771\t0.790\n1\t0.363\t-0.092\t-1.626\t0.178\t1.557\t0.657\t-1.220\t1.193\t0.000\t0.946\t0.219\t0.035\t0.000\t1.246\t-1.096\t0.019\t2.548\t1.688\t-0.323\t-1.068\t0.000\t0.921\t1.008\t0.795\t0.384\t1.087\t0.888\t1.027\n0\t0.346\t0.170\t1.101\t2.501\t-1.555\t0.936\t-1.165\t0.522\t1.087\t0.557\t1.141\t-0.030\t0.000\t0.607\t0.173\t-0.848\t1.274\t0.832\t-0.654\t-0.256\t0.000\t1.032\t0.682\t0.983\t1.391\t1.126\t0.969\t0.961\n1\t0.671\t-0.148\t-0.808\t0.591\t-1.700\t1.054\t-0.658\t0.475\t0.000\t1.076\t0.468\t-0.491\t0.000\t1.623\t-0.210\t-1.671\t2.548\t1.344\t-0.999\t1.162\t3.102\t2.207\t1.608\t0.996\t0.762\t0.847\t1.199\t1.006\n0\t1.742\t1.881\t1.391\t0.290\t-0.918\t0.674\t1.506\t-0.478\t0.000\t0.904\t1.095\t-1.446\t1.107\t1.120\t0.477\t-0.159\t0.000\t1.344\t0.896\t0.794\t3.102\t0.924\t0.965\t0.992\t0.817\t0.897\t0.805\t0.869\n1\t0.742\t-1.044\t1.447\t0.513\t-0.787\t0.448\t-0.380\t-1.293\t2.173\t0.462\t-2.690\t-0.649\t0.000\t0.739\t-0.247\t0.681\t2.548\t1.098\t-1.704\t0.622\t0.000\t0.912\t1.046\t0.985\t0.722\t0.702\t0.829\t0.720\n0\t1.107\t1.615\t0.786\t1.182\t0.934\t0.884\t0.783\t0.232\t2.173\t2.251\t-0.058\t-1.170\t0.000\t0.895\t1.169\t-0.046\t0.000\t1.082\t-0.652\t-1.147\t1.551\t1.043\t1.029\t0.992\t0.832\t1.332\t0.977\t0.826\n1\t0.713\t-1.450\t0.817\t0.364\t-1.184\t0.464\t-0.875\t1.604\t1.087\t0.794\t2.701\t-1.259\t0.000\t0.664\t2.301\t0.997\t0.000\t2.949\t-0.517\t0.041\t3.102\t1.007\t2.403\t0.994\t0.867\t1.233\t2.225\t1.830\n1\t0.372\t-1.721\t1.294\t0.749\t-1.649\t0.674\t0.133\t-1.081\t0.000\t0.802\t0.827\t-0.248\t0.000\t1.470\t-1.117\t0.521\t2.548\t1.103\t-0.902\t-1.106\t0.000\t0.852\t0.936\t0.988\t0.937\t0.475\t0.865\t0.758\n1\t0.832\t-1.514\t0.993\t1.754\t0.182\t0.629\t-1.983\t-1.035\t0.000\t1.338\t0.815\t-1.665\t2.215\t0.491\t0.437\t-1.243\t0.000\t1.091\t-0.591\t0.612\t0.000\t0.951\t1.083\t1.115\t1.018\t1.103\t1.494\t1.152\n1\t0.371\t-0.122\t0.822\t1.548\t-0.158\t0.857\t0.628\t-1.162\t2.173\t0.809\t-0.156\t1.531\t0.000\t0.508\t0.219\t-0.683\t0.000\t1.211\t0.537\t0.561\t3.102\t0.918\t0.846\t0.987\t0.924\t1.078\t1.009\t0.862\n1\t0.533\t0.150\t-0.653\t0.370\t0.791\t1.087\t-0.747\t-1.189\t0.000\t1.091\t-0.434\t0.593\t2.215\t0.727\t-0.803\t-0.589\t0.000\t0.700\t0.024\t1.686\t3.102\t0.912\t0.938\t0.991\t0.630\t0.684\t0.713\t0.647\n0\t1.188\t-0.158\t-1.590\t0.839\t-0.584\t0.372\t-1.353\t1.731\t0.000\t0.750\t-0.420\t0.950\t0.000\t1.073\t-0.302\t-0.355\t2.548\t1.043\t-0.023\t0.176\t3.102\t0.907\t0.974\t1.090\t0.767\t0.392\t0.652\t0.673\n1\t1.012\t1.947\t0.915\t0.906\t-1.731\t0.777\t-0.325\t-0.094\t0.000\t0.615\t0.406\t0.926\t0.000\t0.872\t0.120\t-1.384\t2.548\t0.900\t0.632\t-1.078\t0.000\t0.957\t0.771\t0.985\t1.179\t0.438\t1.108\t0.914\n1\t0.668\t0.057\t1.735\t2.306\t-0.608\t1.030\t0.344\t1.227\t0.000\t1.222\t0.865\t0.676\t2.215\t0.593\t-0.201\t-0.609\t1.274\t0.375\t0.387\t-1.161\t0.000\t0.795\t0.868\t1.475\t0.696\t0.983\t0.938\t0.893\n1\t2.024\t-0.778\t-1.446\t1.060\t-0.240\t0.606\t-1.286\t0.151\t2.173\t0.377\t-1.198\t1.644\t0.000\t0.553\t-1.836\t0.454\t0.000\t1.384\t-0.103\t0.675\t3.102\t0.814\t0.738\t1.797\t1.202\t0.746\t0.933\t0.767\n1\t1.278\t1.864\t-0.153\t1.162\t-0.151\t1.045\t0.578\t1.419\t2.173\t0.506\t0.075\t0.405\t0.000\t1.129\t0.683\t-1.420\t2.548\t0.490\t1.424\t-0.967\t0.000\t0.851\t0.930\t0.990\t1.057\t0.752\t1.070\t0.866\n1\t0.693\t0.234\t1.419\t0.768\t-1.209\t0.635\t0.287\t0.770\t2.173\t0.920\t-2.213\t-0.078\t0.000\t0.432\t-1.082\t-0.537\t0.000\t0.814\t1.064\t-1.317\t3.102\t0.939\t1.717\t0.993\t0.769\t0.823\t1.400\t1.128\n0\t2.060\t-0.587\t0.380\t2.553\t1.076\t0.877\t0.841\t-0.321\t0.000\t1.431\t2.537\t-1.189\t0.000\t1.042\t0.885\t-1.413\t1.274\t1.006\t-1.137\t-0.421\t3.102\t2.912\t1.801\t1.864\t1.267\t1.291\t1.904\t2.378\n1\t1.018\t1.554\t0.979\t1.489\t-0.657\t0.479\t0.501\t-1.092\t1.087\t0.625\t0.562\t0.079\t0.000\t0.996\t-0.748\t-0.760\t2.548\t0.989\t0.463\t1.327\t0.000\t0.920\t0.851\t1.698\t1.678\t0.665\t1.103\t0.944\n1\t0.779\t0.003\t-1.265\t0.445\t0.015\t1.259\t0.914\t-1.537\t2.173\t1.050\t0.093\t0.676\t0.000\t1.477\t0.520\t0.114\t0.000\t0.517\t-0.117\t-0.617\t3.102\t1.033\t0.745\t0.986\t1.238\t0.789\t1.037\t0.942\n0\t0.647\t2.022\t-1.498\t0.823\t-0.678\t0.791\t1.230\t0.310\t2.173\t0.347\t0.428\t-1.707\t0.000\t0.484\t-1.214\t1.385\t0.000\t0.741\t-0.454\t0.075\t3.102\t0.671\t1.209\t0.991\t0.865\t0.842\t0.765\t0.803\n1\t0.405\t-1.193\t-0.681\t0.795\t1.145\t1.365\t0.655\t0.358\t0.000\t2.257\t-0.772\t-1.523\t2.215\t0.917\t0.697\t-0.290\t0.000\t0.542\t0.172\t-0.281\t3.102\t1.115\t0.672\t0.993\t1.008\t1.038\t1.523\t1.173\n0\t0.595\t1.815\t1.601\t0.456\t-1.364\t0.636\t0.185\t0.609\t0.000\t0.601\t-1.790\t1.151\t0.000\t0.675\t1.599\t0.119\t0.000\t2.257\t0.466\t-0.924\t3.102\t0.892\t1.013\t0.997\t0.544\t0.615\t0.614\t0.598\n1\t0.909\t-0.257\t-0.572\t1.501\t-1.423\t1.137\t-1.803\t-0.227\t0.000\t1.445\t-0.367\t1.241\t2.215\t0.598\t-0.761\t-0.088\t0.000\t1.538\t-0.577\t1.480\t3.102\t0.915\t1.018\t1.121\t1.141\t0.358\t0.792\t0.835\n1\t0.554\t-0.603\t0.571\t0.430\t-1.657\t1.108\t0.888\t-0.505\t0.000\t1.208\t-0.539\t1.449\t0.000\t1.466\t0.390\t-1.434\t2.548\t1.055\t0.411\t-0.084\t0.000\t0.698\t1.100\t0.991\t0.748\t0.880\t0.886\t0.771\n1\t2.221\t1.381\t0.384\t0.319\t-1.660\t1.808\t0.175\t-0.991\t0.000\t1.001\t0.216\t1.320\t2.215\t0.692\t0.645\t0.549\t0.000\t0.753\t-0.198\t-0.203\t3.102\t0.761\t0.619\t1.123\t0.874\t0.789\t0.839\t0.711\n1\t0.504\t0.625\t-0.848\t1.359\t1.598\t2.850\t-0.941\t1.549\t0.000\t2.634\t1.093\t-0.168\t1.107\t1.602\t-2.049\t0.065\t0.000\t1.444\t1.120\t-0.787\t0.000\t1.347\t1.289\t0.987\t1.641\t0.993\t1.108\t1.106\n1\t1.042\t0.122\t-1.545\t0.824\t-1.079\t1.171\t-0.493\t0.188\t2.173\t0.768\t-0.800\t0.989\t2.215\t0.276\t-0.549\t0.577\t0.000\t0.805\t1.355\t-1.544\t0.000\t0.861\t0.971\t0.988\t1.506\t0.950\t1.125\t0.949\n0\t0.664\t-0.025\t1.616\t1.605\t-1.083\t0.805\t-2.581\t-0.510\t0.000\t0.710\t-2.405\t-1.567\t0.000\t1.025\t-0.747\t0.996\t0.000\t1.687\t0.574\t0.052\t1.551\t1.039\t1.290\t0.982\t1.167\t0.851\t1.121\t1.040\n1\t0.828\t1.095\t1.563\t0.413\t-1.513\t0.383\t-1.034\t0.185\t1.087\t0.597\t0.837\t0.697\t0.000\t0.690\t0.521\t-1.145\t1.274\t0.394\t2.378\t0.398\t0.000\t0.758\t0.776\t0.981\t0.890\t0.829\t0.808\t0.743\n1\t1.125\t-0.595\t1.383\t1.259\t1.311\t1.069\t-0.625\t0.548\t2.173\t1.073\t-0.706\t-0.068\t2.215\t2.577\t-0.690\t-1.170\t0.000\t0.538\t1.090\t-1.119\t0.000\t0.637\t0.947\t0.996\t1.209\t0.835\t0.968\t0.908\n0\t0.799\t1.486\t-0.681\t0.653\t-0.326\t1.030\t0.871\t0.393\t0.000\t1.748\t0.342\t-1.550\t2.215\t0.693\t0.659\t1.067\t0.000\t0.605\t-0.702\t-0.217\t1.551\t0.921\t1.036\t0.991\t1.100\t1.046\t1.148\t0.975\n0\t1.397\t1.504\t-1.592\t0.707\t1.161\t0.933\t1.702\t0.055\t0.000\t0.639\t0.342\t-0.887\t2.215\t0.671\t2.130\t0.661\t0.000\t0.859\t1.045\t-1.197\t3.102\t0.864\t0.886\t0.994\t0.832\t0.362\t0.778\t0.793\n0\t1.208\t1.782\t0.655\t0.994\t1.267\t0.441\t-1.476\t0.113\t0.000\t1.051\t-0.151\t-1.297\t2.215\t0.432\t1.073\t-0.657\t2.548\t0.692\t1.547\t-0.797\t0.000\t2.256\t1.320\t0.996\t1.881\t0.645\t1.178\t1.408\n0\t4.114\t-1.136\t0.450\t2.004\t-1.726\t1.308\t-0.879\t0.148\t2.173\t1.928\t-0.140\t-1.105\t0.000\t3.007\t-0.566\t-1.483\t2.548\t0.593\t0.534\t0.163\t0.000\t1.386\t1.326\t3.680\t2.102\t2.480\t1.967\t1.801\n1\t1.399\t0.606\t0.867\t1.374\t1.353\t0.733\t1.666\t-0.996\t0.000\t0.746\t1.539\t-0.368\t0.000\t0.455\t0.557\t-1.640\t0.000\t0.765\t0.642\t-0.210\t1.551\t0.931\t0.587\t0.988\t0.594\t0.152\t0.528\t0.632\n1\t1.264\t1.592\t1.627\t0.641\t-0.991\t0.620\t-0.262\t-0.512\t2.173\t0.599\t1.987\t0.752\t0.000\t1.310\t-0.283\t-0.005\t0.000\t0.628\t1.085\t-1.595\t3.102\t0.684\t0.534\t0.991\t1.422\t0.791\t0.891\t0.833\n0\t1.966\t0.808\t-0.016\t0.658\t1.676\t0.869\t0.184\t-0.743\t2.173\t0.894\t1.435\t0.678\t0.000\t1.127\t0.708\t-1.472\t2.548\t1.110\t-1.667\t1.421\t0.000\t0.401\t1.375\t1.574\t1.115\t0.839\t1.085\t1.171\n1\t0.668\t-0.818\t0.959\t0.964\t1.486\t0.434\t-0.861\t0.515\t1.087\t1.381\t-0.350\t-0.362\t2.215\t0.754\t0.192\t1.710\t0.000\t0.601\t1.186\t-1.508\t0.000\t0.510\t0.874\t0.991\t1.403\t0.861\t0.941\t0.984\n0\t0.950\t-0.329\t-1.336\t0.631\t0.380\t0.792\t-0.509\t0.365\t1.087\t0.270\t-0.188\t-0.822\t0.000\t0.704\t-0.269\t-1.692\t0.000\t0.389\t1.039\t-1.396\t3.102\t0.473\t0.798\t1.072\t0.614\t0.830\t0.621\t0.542\n0\t0.457\t-0.153\t-1.248\t2.186\t-0.492\t1.606\t-0.810\t1.150\t1.087\t1.493\t0.732\t-0.908\t0.000\t1.704\t-0.727\t0.748\t1.274\t0.514\t-0.278\t-0.373\t0.000\t0.841\t1.682\t0.988\t2.009\t0.732\t1.501\t1.380\n1\t1.601\t0.400\t-0.393\t0.310\t-0.852\t0.615\t0.275\t0.933\t1.087\t0.558\t1.776\t-0.774\t0.000\t0.771\t1.275\t1.400\t2.548\t0.891\t1.698\t1.049\t0.000\t0.921\t1.071\t0.988\t1.000\t0.616\t0.803\t0.844\n1\t0.921\t-1.862\t0.970\t1.384\t1.476\t0.471\t-0.625\t1.482\t0.000\t1.057\t0.213\t-0.073\t2.215\t1.496\t0.037\t-0.841\t0.000\t0.950\t-1.101\t0.494\t3.102\t1.405\t1.110\t0.994\t2.272\t0.886\t1.417\t1.380\n0\t0.609\t0.134\t0.525\t0.958\t-1.037\t0.947\t-0.031\t-0.127\t2.173\t0.795\t2.651\t0.915\t0.000\t1.442\t-0.879\t1.616\t2.548\t0.516\t-1.276\t-0.280\t0.000\t3.540\t2.550\t1.044\t0.936\t1.618\t2.028\t1.519\n1\t0.467\t0.148\t1.668\t1.245\t-0.452\t0.916\t-1.138\t-1.444\t1.087\t0.834\t-1.150\t0.448\t2.215\t0.660\t1.114\t0.506\t0.000\t0.493\t-1.294\t0.267\t0.000\t1.191\t1.029\t0.997\t1.079\t1.275\t1.014\t0.906\n0\t1.084\t-0.446\t-0.619\t0.392\t0.302\t1.103\t-2.219\t1.275\t0.000\t1.380\t-0.586\t-1.614\t2.215\t2.583\t-1.392\t-0.098\t0.000\t1.768\t-2.130\t-0.471\t0.000\t1.486\t1.634\t0.994\t0.993\t0.327\t1.425\t1.124\n1\t0.516\t-0.346\t-0.670\t0.711\t-1.096\t0.662\t1.828\t0.474\t0.000\t1.329\t1.070\t-1.259\t2.215\t0.849\t0.822\t1.317\t2.548\t0.525\t-0.438\t-0.055\t0.000\t0.727\t0.722\t0.978\t0.691\t0.833\t0.840\t0.775\n1\t0.529\t0.466\t-0.520\t1.165\t0.379\t0.905\t-2.117\t-0.369\t0.000\t0.757\t0.476\t0.949\t0.000\t1.933\t0.297\t1.579\t1.274\t0.790\t1.301\t1.562\t0.000\t1.033\t0.941\t0.981\t0.762\t0.710\t0.793\t0.734\n1\t0.820\t-1.966\t-1.108\t0.529\t1.227\t0.727\t0.361\t0.863\t2.173\t0.628\t0.478\t-0.408\t2.215\t0.506\t-1.657\t0.296\t0.000\t0.450\t-0.396\t-1.589\t0.000\t0.647\t0.903\t0.983\t1.047\t0.908\t0.964\t0.783\n0\t0.914\t0.142\t1.209\t0.550\t1.024\t0.897\t2.419\t0.917\t0.000\t0.957\t1.602\t-0.538\t2.215\t1.718\t0.970\t-0.906\t0.000\t1.013\t0.157\t-0.401\t3.102\t2.777\t1.741\t0.990\t0.803\t0.717\t1.181\t1.063\n0\t1.488\t-1.054\t1.496\t2.561\t1.415\t1.283\t0.340\t-0.236\t0.000\t0.718\t-1.456\t-0.103\t1.107\t1.731\t-0.431\t-1.520\t2.548\t1.088\t-0.685\t-0.145\t0.000\t0.860\t0.986\t1.011\t1.247\t1.299\t1.105\t1.086\n1\t0.699\t-0.625\t-1.286\t1.429\t-0.411\t0.499\t-0.014\t1.183\t0.000\t0.806\t0.849\t1.647\t2.215\t0.532\t-0.354\t0.658\t2.548\t0.539\t0.284\t-0.063\t0.000\t0.729\t0.690\t0.987\t0.684\t0.716\t0.767\t0.664\n0\t0.841\t-1.892\t0.086\t1.365\t0.973\t0.711\t-0.163\t-1.426\t2.173\t0.830\t-0.213\t0.104\t0.000\t1.188\t-0.263\t-0.644\t0.000\t0.975\t-0.354\t1.614\t3.102\t0.951\t1.050\t1.064\t0.922\t0.363\t0.965\t0.991\n0\t0.595\t-1.338\t-0.997\t0.576\t-0.474\t0.722\t-0.540\t0.353\t0.000\t1.074\t-1.348\t-1.236\t2.215\t0.893\t-0.052\t-0.721\t0.000\t1.102\t2.214\t0.971\t0.000\t1.042\t1.249\t0.979\t0.826\t0.120\t1.590\t1.273\n1\t0.496\t-1.100\t1.616\t0.091\t1.526\t0.678\t-0.243\t-1.641\t2.173\t0.992\t0.663\t0.467\t0.000\t0.743\t-0.377\t-0.473\t2.548\t0.548\t2.144\t-1.410\t0.000\t0.977\t0.960\t0.977\t0.630\t0.772\t0.865\t0.746\n0\t0.513\t-0.406\t0.299\t1.193\t-0.665\t0.966\t1.443\t0.629\t0.000\t1.057\t1.082\t1.029\t2.215\t1.962\t-0.561\t-1.183\t2.548\t0.562\t0.943\t-1.051\t0.000\t1.138\t0.834\t0.990\t0.980\t2.046\t1.390\t1.143\n1\t2.090\t-0.309\t-1.316\t1.446\t-0.931\t0.558\t2.211\t0.413\t0.000\t0.923\t-1.032\t-0.168\t2.215\t1.064\t1.948\t1.488\t0.000\t1.217\t-0.207\t0.102\t0.000\t0.735\t0.940\t0.999\t1.205\t1.625\t1.142\t1.039\n0\t0.698\t2.076\t-0.820\t0.984\t-0.834\t0.825\t0.417\t-1.448\t2.173\t1.525\t0.786\t1.103\t2.215\t1.077\t1.786\t0.507\t0.000\t1.264\t-0.240\t-0.418\t0.000\t1.029\t0.940\t1.005\t0.876\t1.273\t0.986\t0.918\n1\t0.647\t-0.037\t0.256\t1.037\t-1.223\t0.847\t-0.524\t0.693\t0.000\t0.666\t0.284\t-1.031\t2.215\t0.502\t-1.533\t1.225\t0.000\t0.941\t0.132\t-0.080\t0.000\t0.897\t1.143\t1.103\t0.655\t0.531\t0.726\t0.691\n0\t0.959\t0.989\t-0.703\t1.886\t-1.037\t1.833\t0.870\t-0.484\t2.173\t1.565\t-1.105\t1.454\t0.000\t0.602\t-1.598\t0.861\t0.000\t2.223\t-0.225\t0.953\t1.551\t0.889\t0.998\t0.997\t1.032\t2.430\t2.039\t1.715\n1\t2.171\t-0.507\t0.843\t0.521\t-0.981\t1.178\t-0.703\t-0.462\t2.173\t0.695\t-0.649\t-1.216\t1.107\t0.584\t0.948\t1.070\t0.000\t0.656\t-1.362\t-1.407\t0.000\t1.327\t0.927\t1.469\t1.357\t0.837\t0.969\t0.903\n0\t1.174\t-0.070\t-1.173\t1.393\t-1.021\t0.891\t-0.608\t0.808\t2.173\t0.752\t0.214\t1.371\t0.000\t1.095\t0.919\t0.140\t2.548\t0.370\t0.780\t0.493\t0.000\t0.550\t0.727\t0.982\t1.310\t1.312\t1.186\t0.957\n1\t1.038\t0.306\t1.079\t0.815\t-1.532\t0.433\t-0.648\t1.425\t2.173\t0.996\t-1.295\t-0.319\t2.215\t0.652\t0.426\t-1.156\t0.000\t0.412\t-0.615\t-0.164\t0.000\t0.577\t0.808\t0.989\t0.570\t1.023\t0.824\t0.686\n0\t0.428\t-0.635\t-0.364\t2.359\t0.468\t0.509\t-0.051\t0.529\t0.000\t1.242\t0.176\t1.464\t2.215\t1.931\t1.810\t-1.059\t0.000\t1.200\t-0.454\t-1.020\t3.102\t2.782\t1.996\t0.990\t1.391\t0.957\t1.418\t1.659\n1\t0.653\t-0.948\t-0.506\t1.566\t-1.326\t2.561\t1.832\t-0.196\t0.000\t2.335\t-0.486\t1.281\t1.107\t1.135\t-1.079\t1.099\t0.000\t2.133\t-0.511\t-1.688\t3.102\t1.060\t3.405\t0.989\t1.344\t0.912\t3.093\t2.527\n1\t0.595\t0.316\t1.569\t1.497\t0.466\t0.542\t-1.361\t-0.291\t2.173\t0.800\t0.816\t0.997\t0.000\t0.868\t-0.255\t-1.253\t2.548\t0.903\t1.006\t-0.939\t0.000\t1.109\t0.954\t1.096\t1.133\t0.816\t0.975\t0.885\n0\t0.951\t-0.856\t0.223\t1.308\t1.218\t2.035\t-0.539\t-0.913\t2.173\t2.561\t-0.533\t0.793\t2.215\t0.730\t-0.796\t-0.526\t0.000\t0.696\t0.364\t-1.013\t0.000\t0.890\t0.967\t1.207\t0.911\t3.357\t1.653\t1.268\n0\t6.695\t-1.608\t-0.184\t0.835\t-1.599\t3.701\t-1.419\t1.443\t2.173\t1.586\t-1.140\t1.131\t2.215\t3.735\t0.336\t-1.072\t0.000\t1.133\t-1.375\t0.203\t0.000\t3.048\t3.870\t3.133\t4.193\t1.096\t4.272\t4.316\n1\t0.824\t-0.100\t0.108\t1.057\t0.922\t1.720\t0.565\t0.786\t0.000\t4.604\t-0.181\t-0.861\t2.215\t1.645\t0.812\t1.254\t0.000\t2.053\t-0.485\t0.424\t3.102\t0.988\t1.551\t0.982\t1.982\t2.603\t1.947\t1.556\n1\t0.883\t-0.700\t-1.093\t0.509\t1.376\t0.785\t-1.312\t-1.480\t0.000\t1.399\t-1.234\t0.394\t2.215\t0.826\t-1.797\t0.987\t0.000\t2.217\t-0.949\t-0.384\t3.102\t0.719\t1.090\t0.988\t1.165\t1.031\t0.953\t0.892\n1\t0.994\t0.404\t1.591\t0.916\t0.679\t0.825\t1.875\t-1.461\t0.000\t0.560\t-0.332\t0.850\t2.215\t1.631\t-1.171\t-0.153\t2.548\t1.579\t-0.208\t-0.388\t0.000\t2.668\t1.813\t0.986\t1.460\t0.941\t1.740\t1.382\n1\t0.787\t-0.358\t-0.844\t0.666\t-1.729\t1.051\t-0.234\t-1.547\t2.173\t1.301\t-0.010\t0.269\t0.000\t0.624\t-1.774\t-0.570\t0.000\t1.051\t-0.292\t-0.358\t0.000\t0.856\t1.093\t0.987\t0.731\t1.117\t1.038\t0.901\n1\t0.572\t-0.671\t0.740\t0.721\t1.534\t0.783\t0.553\t0.035\t2.173\t0.648\t-0.117\t-1.529\t1.107\t0.439\t-1.403\t-0.625\t0.000\t0.484\t0.319\t-1.401\t0.000\t0.656\t0.894\t0.988\t0.862\t1.096\t1.053\t0.828\n1\t1.323\t-0.271\t0.767\t0.836\t-0.650\t0.733\t0.414\t0.672\t0.000\t0.863\t-0.900\t-0.784\t0.000\t0.840\t0.087\t-1.253\t2.548\t0.748\t-0.709\t1.324\t1.551\t0.700\t0.785\t1.394\t0.758\t0.534\t0.615\t0.599\n1\t1.004\t0.891\t1.219\t1.196\t-0.309\t0.412\t1.035\t-0.145\t0.000\t1.127\t0.184\t1.252\t2.215\t1.440\t0.336\t-0.675\t0.000\t0.686\t-0.465\t0.313\t3.102\t0.796\t0.735\t1.489\t1.086\t0.667\t0.793\t0.789\n1\t2.658\t-1.671\t-0.341\t0.201\t-0.145\t1.061\t-1.303\t1.148\t1.087\t0.470\t-1.076\t0.451\t0.000\t0.859\t-1.230\t-1.446\t2.548\t0.618\t-1.160\t1.513\t0.000\t0.582\t0.581\t0.996\t1.453\t0.855\t1.014\t0.792\n1\t0.525\t0.670\t-0.169\t0.988\t0.545\t1.234\t0.411\t-0.375\t0.000\t0.681\t-0.416\t0.038\t0.000\t2.111\t-0.879\t1.556\t2.548\t1.295\t0.084\t-1.164\t3.102\t0.895\t1.032\t0.984\t0.814\t1.070\t0.876\t0.752\n0\t0.850\t-0.117\t-1.529\t1.068\t-0.572\t0.338\t1.628\t-1.643\t0.000\t0.719\t1.360\t-0.590\t2.215\t0.906\t0.273\t1.003\t2.548\t0.925\t-1.042\t0.450\t0.000\t1.107\t0.772\t1.003\t0.882\t0.984\t0.787\t0.758\n1\t0.662\t2.000\t-0.216\t1.771\t-0.932\t1.471\t1.444\t0.966\t1.087\t0.669\t0.786\t-0.664\t2.215\t0.598\t1.548\t-0.021\t0.000\t0.984\t1.234\t1.653\t0.000\t0.849\t0.928\t0.992\t0.960\t1.530\t1.267\t0.982\n0\t0.453\t-1.992\t-1.022\t1.046\t0.951\t0.992\t-1.053\t0.083\t2.173\t1.115\t0.164\t-1.565\t2.215\t0.514\t-0.214\t-0.554\t0.000\t0.700\t-1.374\t1.463\t0.000\t0.818\t0.874\t0.986\t1.167\t1.845\t1.400\t1.067\n1\t1.530\t-0.776\t1.711\t0.090\t0.952\t1.037\t-0.468\t-0.173\t2.173\t0.742\t0.865\t0.725\t2.215\t0.929\t1.422\t-1.279\t0.000\t0.427\t-1.051\t1.042\t0.000\t1.469\t1.072\t0.980\t1.163\t1.332\t1.050\t0.983\n1\t1.064\t-2.158\t-0.937\t0.100\t1.302\t0.553\t-2.114\t0.481\t0.000\t1.692\t-0.962\t-1.236\t1.107\t1.688\t-1.003\t0.702\t0.000\t0.412\t-0.374\t0.257\t3.102\t0.998\t0.639\t0.979\t0.830\t0.763\t1.018\t0.878\n1\t1.623\t0.496\t-0.838\t0.500\t-0.332\t0.987\t-0.189\t0.780\t0.000\t1.350\t0.097\t-1.491\t2.215\t0.791\t-0.852\t0.303\t0.000\t0.577\t-0.653\t-0.383\t3.102\t0.898\t0.710\t0.991\t1.022\t0.763\t0.882\t0.973\n0\t1.831\t1.342\t1.419\t1.523\t0.906\t1.197\t-0.273\t-0.334\t0.000\t0.621\t0.689\t-0.005\t0.000\t0.306\t0.251\t-0.605\t0.000\t1.026\t0.866\t-1.159\t3.102\t0.858\t0.758\t1.031\t1.384\t0.645\t0.956\t0.864\n1\t1.025\t-0.581\t-1.061\t0.166\t0.973\t0.883\t-0.590\t0.235\t2.173\t1.278\t-0.376\t1.411\t0.000\t1.169\t0.009\t-0.462\t1.274\t0.537\t-0.896\t1.051\t0.000\t0.512\t1.064\t0.983\t0.805\t0.840\t0.858\t0.797\n0\t0.460\t-1.792\t-0.436\t0.542\t0.701\t1.044\t-0.278\t-0.669\t2.173\t0.531\t-1.229\t-1.169\t0.000\t0.929\t0.849\t1.513\t0.000\t1.518\t0.073\t0.343\t1.551\t0.929\t1.395\t0.979\t0.868\t1.082\t1.128\t0.912\n0\t0.621\t-0.508\t-1.679\t2.017\t0.693\t2.477\t-0.998\t1.368\t0.000\t2.410\t0.297\t-0.309\t0.000\t2.525\t1.967\t-0.854\t0.000\t1.123\t0.833\t-0.365\t3.102\t1.177\t1.903\t1.307\t1.147\t0.444\t1.511\t1.235\n0\t0.712\t1.145\t-1.266\t2.816\t1.635\t0.984\t0.443\t-0.169\t2.173\t0.961\t1.071\t0.072\t2.215\t0.467\t-0.459\t-0.455\t0.000\t0.955\t1.754\t1.023\t0.000\t1.447\t1.032\t0.987\t1.618\t0.568\t1.205\t1.044\n0\t0.884\t1.111\t-0.624\t0.325\t0.382\t0.467\t-0.472\t1.127\t2.173\t0.706\t-0.099\t-0.887\t2.215\t0.893\t-0.957\t0.642\t0.000\t0.639\t0.588\t1.366\t0.000\t0.973\t0.911\t0.986\t1.203\t0.835\t0.925\t0.913\n0\t1.354\t-0.864\t0.207\t0.362\t0.970\t0.453\t-0.688\t-0.610\t2.173\t1.137\t-2.424\t-1.248\t0.000\t0.699\t-0.887\t1.193\t0.000\t1.103\t0.245\t1.496\t3.102\t1.590\t1.264\t0.990\t0.964\t0.807\t1.076\t0.963\n0\t0.448\t0.593\t-1.605\t1.847\t-1.423\t0.982\t0.619\t-0.073\t2.173\t0.428\t0.176\t0.785\t0.000\t0.939\t0.513\t-0.769\t2.548\t0.494\t-1.713\t1.194\t0.000\t0.847\t0.961\t0.985\t1.492\t0.704\t1.007\t0.919\n1\t0.506\t-0.144\t0.562\t1.011\t-1.057\t0.740\t-1.048\t0.785\t0.000\t0.569\t-0.551\t1.457\t0.000\t1.198\t-0.518\t-0.044\t2.548\t1.169\t0.767\t-1.411\t3.102\t0.855\t0.946\t0.987\t0.708\t1.127\t0.899\t0.774\n1\t0.910\t-0.679\t0.815\t1.748\t-0.054\t0.680\t-0.066\t-0.845\t0.000\t1.251\t0.107\t1.668\t0.000\t0.818\t-1.345\t-1.439\t2.548\t0.554\t0.691\t0.183\t0.000\t0.946\t0.939\t1.231\t0.820\t0.224\t0.700\t0.762\n1\t2.991\t-0.038\t1.261\t0.502\t0.192\t2.866\t1.837\t-0.359\t0.000\t1.506\t-0.869\t-1.554\t2.215\t0.964\t-0.683\t1.306\t1.274\t0.517\t-1.369\t-1.277\t0.000\t5.363\t3.906\t1.392\t1.355\t0.690\t3.164\t2.575\n1\t0.908\t-1.732\t-1.690\t0.103\t0.007\t1.106\t-0.572\t-1.402\t2.173\t1.804\t-1.367\t-1.315\t2.215\t0.874\t-0.495\t-0.456\t0.000\t3.539\t0.667\t0.412\t0.000\t0.834\t1.554\t0.988\t0.787\t0.902\t1.206\t0.952\n1\t1.563\t-1.103\t0.259\t1.207\t0.722\t1.666\t0.205\t-1.059\t0.000\t0.630\t0.108\t1.219\t0.000\t1.388\t-0.443\t-1.381\t1.274\t1.429\t-0.262\t0.363\t0.000\t0.901\t1.034\t0.985\t0.577\t0.686\t0.786\t0.713\n1\t0.901\t0.728\t0.150\t0.262\t-1.654\t0.953\t0.263\t1.110\t0.000\t1.582\t0.709\t-0.907\t2.215\t0.736\t0.930\t1.434\t1.274\t0.846\t-0.110\t-0.037\t0.000\t1.211\t0.843\t0.981\t0.954\t0.998\t0.955\t0.845\n1\t1.035\t-0.281\t-1.450\t0.468\t1.676\t0.851\t-0.759\t-0.963\t2.173\t0.779\t-1.508\t-0.406\t0.000\t0.913\t-0.275\t1.168\t2.548\t1.878\t1.075\t0.320\t0.000\t1.086\t0.999\t0.979\t0.734\t1.063\t0.832\t0.750\n0\t1.211\t1.032\t-0.717\t0.630\t1.017\t1.913\t1.043\t-0.157\t0.000\t1.888\t2.323\t-1.738\t0.000\t1.369\t-0.538\t1.578\t1.274\t2.015\t0.464\t0.564\t3.102\t0.625\t1.782\t1.210\t1.206\t1.265\t1.753\t1.377\n1\t0.778\t0.192\t1.361\t0.628\t0.559\t0.852\t-0.649\t-0.050\t0.000\t0.705\t1.031\t1.642\t2.215\t1.160\t0.101\t-0.991\t2.548\t0.533\t-0.464\t1.009\t0.000\t0.841\t0.951\t0.996\t0.908\t0.819\t0.870\t0.792\n1\t0.999\t1.000\t1.506\t1.084\t-1.032\t0.700\t0.185\t0.554\t0.000\t0.630\t0.848\t1.209\t1.107\t1.588\t1.736\t-1.388\t0.000\t2.356\t1.041\t-0.244\t3.102\t1.035\t1.064\t1.089\t0.707\t1.083\t0.786\t0.804\n0\t0.511\t0.703\t-0.614\t1.148\t-0.535\t1.136\t-0.598\t1.424\t2.173\t0.686\t-1.403\t1.201\t0.000\t1.283\t-1.543\t-1.691\t0.000\t2.524\t0.359\t-0.282\t0.000\t0.755\t1.015\t0.997\t1.249\t1.124\t0.945\t0.938\n1\t0.980\t-0.305\t-1.177\t0.647\t0.212\t0.980\t-0.843\t-0.499\t0.000\t1.687\t-1.095\t0.978\t2.215\t0.742\t-0.591\t-1.494\t2.548\t0.554\t0.056\t0.219\t0.000\t0.864\t0.812\t1.047\t1.135\t0.984\t0.949\t0.828\n1\t1.148\t1.428\t0.726\t0.795\t1.648\t0.851\t0.334\t-1.157\t2.173\t0.547\t0.554\t-0.025\t0.000\t0.722\t-0.322\t-0.239\t2.548\t0.917\t0.712\t1.111\t0.000\t0.799\t0.946\t0.988\t0.988\t0.798\t0.883\t0.748\n1\t0.923\t-1.337\t-1.720\t0.720\t-0.078\t1.008\t0.634\t0.693\t1.087\t0.863\t0.411\t-0.822\t0.000\t1.064\t-0.003\t-1.420\t0.000\t1.178\t2.076\t0.353\t0.000\t0.817\t1.375\t1.125\t0.999\t0.980\t1.082\t0.992\n0\t0.683\t0.934\t-0.071\t2.487\t0.408\t0.807\t0.622\t-1.480\t0.000\t1.067\t0.155\t1.512\t1.107\t1.751\t0.311\t-0.749\t2.548\t0.701\t-1.002\t0.937\t0.000\t1.530\t1.009\t0.988\t1.488\t1.304\t1.308\t1.259\n0\t1.283\t-0.676\t-1.231\t0.516\t-0.752\t0.846\t0.582\t0.433\t2.173\t0.933\t2.126\t-1.547\t0.000\t1.013\t-0.693\t0.017\t2.548\t0.520\t-1.510\t1.008\t0.000\t3.365\t2.190\t0.981\t0.825\t0.940\t1.527\t1.548\n1\t0.617\t0.118\t1.076\t0.933\t-1.679\t0.976\t-0.352\t-0.392\t2.173\t1.066\t-0.317\t0.225\t0.000\t1.673\t0.419\t1.544\t0.000\t0.704\t0.847\t1.542\t0.000\t1.173\t0.964\t0.986\t0.711\t0.683\t0.757\t0.788\n0\t0.438\t-0.780\t-0.328\t0.136\t1.133\t0.935\t-0.005\t-0.238\t1.087\t1.769\t0.838\t1.466\t1.107\t0.974\t0.638\t-0.831\t0.000\t1.110\t0.764\t0.444\t0.000\t1.054\t0.928\t0.977\t0.978\t2.072\t1.101\t0.884\n1\t0.636\t-1.047\t-0.807\t0.804\t0.298\t0.901\t-0.050\t1.145\t1.087\t1.102\t-0.549\t-1.613\t2.215\t1.008\t-0.439\t-0.172\t0.000\t0.452\t0.129\t-0.445\t0.000\t0.301\t0.939\t0.986\t1.029\t0.972\t0.980\t0.840\n0\t1.406\t-1.022\t1.699\t0.183\t0.979\t0.779\t-0.181\t0.632\t0.000\t0.615\t-1.101\t-0.518\t2.215\t0.753\t-2.681\t-1.142\t0.000\t0.724\t0.358\t-0.078\t3.102\t2.915\t1.698\t0.976\t0.767\t0.570\t1.117\t0.981\n1\t1.830\t0.146\t-0.872\t0.716\t-0.258\t0.852\t-0.428\t0.871\t2.173\t0.556\t0.857\t1.557\t2.215\t0.587\t-0.013\t-0.004\t0.000\t0.512\t1.550\t-0.471\t0.000\t0.699\t1.012\t0.986\t0.918\t0.924\t0.928\t0.796\n1\t1.591\t0.464\t0.523\t1.143\t0.779\t2.247\t0.279\t0.974\t2.173\t4.049\t0.231\t-1.017\t0.000\t1.372\t0.940\t0.122\t0.000\t1.583\t2.290\t-0.885\t0.000\t0.992\t1.274\t0.991\t1.090\t0.896\t1.949\t1.570\n1\t1.225\t-0.285\t0.866\t0.852\t0.577\t1.015\t0.207\t-1.630\t2.173\t1.175\t-0.251\t-0.357\t0.000\t1.070\t-0.493\t-1.017\t2.548\t0.931\t0.577\t0.519\t0.000\t1.178\t0.984\t0.978\t1.305\t0.845\t0.975\t0.971\n0\t0.842\t-0.397\t-0.624\t0.829\t-0.928\t0.505\t0.427\t0.250\t0.000\t0.728\t0.135\t1.599\t2.215\t1.260\t-0.809\t1.189\t1.274\t0.770\t-0.791\t0.626\t0.000\t0.779\t0.856\t0.996\t1.010\t0.658\t0.819\t0.801\n1\t0.898\t0.536\t-1.164\t0.828\t-0.418\t0.798\t0.440\t0.307\t2.173\t0.875\t0.059\t1.506\t0.000\t0.449\t-0.851\t1.557\t2.548\t0.408\t-0.289\t0.768\t0.000\t0.506\t0.855\t0.993\t0.884\t0.873\t0.790\t0.724\n1\t1.520\t0.393\t-0.208\t1.042\t-0.858\t0.906\t1.480\t-0.707\t0.000\t1.341\t0.592\t1.221\t2.215\t1.192\t-0.458\t1.274\t1.274\t1.158\t1.988\t0.810\t0.000\t1.694\t1.717\t0.987\t1.184\t0.789\t1.401\t1.249\n1\t0.593\t0.325\t0.843\t0.534\t1.163\t0.794\t-0.817\t1.728\t0.000\t1.289\t-0.935\t-0.523\t2.215\t0.932\t0.607\t-0.497\t2.548\t0.372\t-0.540\t0.744\t0.000\t0.648\t1.039\t0.992\t1.018\t1.058\t0.877\t0.808\n1\t0.891\t-1.507\t1.261\t0.780\t-0.591\t0.692\t-0.493\t-0.114\t2.173\t1.154\t-0.311\t0.692\t2.215\t1.054\t-0.440\t-1.535\t0.000\t1.255\t-1.370\t-1.152\t0.000\t0.890\t1.093\t1.149\t1.046\t0.881\t0.929\t0.851\n1\t0.335\t2.040\t-0.850\t2.260\t-0.386\t0.506\t0.050\t-1.673\t2.173\t1.142\t0.496\t0.673\t2.215\t0.779\t1.843\t1.205\t0.000\t0.588\t1.106\t1.737\t0.000\t0.435\t0.851\t1.000\t1.057\t0.991\t0.951\t0.861\n0\t1.889\t-0.138\t1.150\t1.012\t1.711\t0.836\t-0.163\t-0.226\t1.087\t0.719\t-0.914\t-0.871\t0.000\t0.571\t-1.758\t0.111\t0.000\t0.526\t0.487\t-0.789\t3.102\t0.914\t0.948\t0.990\t0.744\t0.434\t0.838\t0.851\n0\t0.642\t0.476\t1.149\t0.954\t-0.913\t1.620\t0.137\t-1.562\t2.173\t1.707\t-0.328\t0.262\t0.000\t0.582\t-0.829\t0.117\t0.000\t0.864\t-0.783\t-1.143\t3.102\t0.787\t0.976\t1.040\t0.910\t0.847\t1.282\t1.061\n0\t4.682\t1.002\t-1.371\t1.893\t-1.244\t1.743\t0.674\t0.110\t0.000\t2.114\t1.093\t0.599\t0.000\t0.760\t0.134\t-1.208\t2.548\t1.396\t0.367\t1.136\t3.102\t1.963\t1.484\t0.995\t0.826\t0.684\t1.136\t1.698\n1\t1.579\t-0.703\t-1.104\t0.579\t-1.000\t1.557\t0.677\t1.071\t2.173\t0.983\t1.087\t0.002\t1.107\t0.531\t0.215\t-0.254\t0.000\t0.820\t-0.410\t-0.843\t0.000\t0.457\t0.736\t0.989\t1.712\t1.548\t1.351\t1.045\n1\t3.715\t0.702\t1.626\t0.515\t0.860\t1.897\t2.346\t-0.378\t0.000\t0.675\t0.865\t0.915\t0.000\t0.849\t-0.254\t0.684\t2.548\t0.798\t0.839\t-0.647\t3.102\t0.989\t0.872\t1.219\t1.077\t0.729\t1.295\t1.531\n0\t1.767\t0.515\t-0.613\t1.365\t-0.317\t3.272\t-0.745\t0.899\t0.000\t1.620\t0.341\t-1.032\t1.107\t1.635\t-2.659\t-0.919\t0.000\t0.664\t0.044\t1.676\t3.102\t6.848\t3.664\t0.982\t0.910\t0.620\t2.934\t2.543\n1\t0.629\t-1.419\t1.419\t0.595\t-1.345\t1.223\t-2.453\t0.211\t0.000\t0.682\t-1.972\t-1.519\t0.000\t1.253\t-0.517\t-1.510\t2.548\t1.270\t-0.324\t0.461\t3.102\t0.803\t1.294\t0.989\t0.585\t0.948\t1.186\t1.066\n1\t0.872\t1.353\t0.808\t0.844\t0.543\t0.334\t-1.017\t0.308\t0.000\t1.209\t0.229\t-0.934\t2.215\t0.952\t-0.150\t1.731\t2.548\t0.454\t-1.473\t-0.532\t0.000\t0.467\t0.968\t0.988\t1.422\t0.802\t1.281\t1.308\n0\t0.825\t0.030\t-1.071\t0.533\t-0.432\t0.662\t0.209\t1.556\t0.000\t1.127\t0.646\t0.696\t2.215\t0.550\t0.019\t-0.291\t0.000\t0.914\t0.941\t-0.698\t3.102\t1.084\t0.981\t0.994\t0.517\t0.898\t0.712\t0.687\n1\t0.510\t1.140\t-1.013\t0.928\t-0.318\t0.588\t-0.153\t-1.261\t0.000\t0.815\t-0.626\t0.611\t2.215\t0.581\t-0.467\t-0.128\t0.000\t1.024\t-1.231\t1.473\t1.551\t0.916\t0.917\t0.978\t2.151\t0.677\t1.625\t1.317\n1\t0.628\t-0.155\t-0.774\t1.385\t0.836\t0.803\t-1.028\t-0.234\t2.173\t1.048\t0.441\t1.389\t0.000\t1.431\t-0.196\t-0.002\t0.000\t1.266\t-0.988\t-1.650\t3.102\t0.916\t1.109\t1.282\t1.038\t1.024\t1.043\t0.905\n1\t0.709\t0.275\t1.536\t0.093\t-0.809\t0.706\t0.724\t-1.149\t1.087\t0.765\t1.682\t0.177\t0.000\t0.848\t1.039\t0.991\t0.000\t0.940\t-0.107\t-0.504\t3.102\t0.906\t0.975\t0.935\t0.862\t0.609\t0.796\t0.832\n1\t0.495\t0.914\t1.361\t1.013\t0.052\t1.353\t-0.039\t0.188\t2.173\t1.157\t-0.651\t1.515\t0.000\t1.108\t-0.748\t-1.236\t0.000\t1.671\t2.292\t-1.266\t0.000\t0.822\t1.436\t0.990\t0.863\t0.968\t1.126\t0.906\n1\t3.884\t-0.229\t1.101\t0.210\t0.569\t1.021\t1.231\t-0.752\t0.000\t0.546\t-0.552\t-0.278\t2.215\t2.028\t0.574\t-0.620\t0.000\t0.760\t-0.235\t-0.925\t0.000\t0.862\t1.109\t0.992\t0.484\t0.625\t0.952\t1.319\n0\t0.943\t1.422\t-1.220\t0.743\t1.134\t0.611\t0.457\t0.878\t1.087\t0.900\t0.757\t-1.008\t2.215\t0.671\t2.603\t0.379\t0.000\t0.743\t0.842\t0.439\t0.000\t0.828\t0.998\t0.988\t0.744\t1.096\t0.873\t0.768\n0\t1.642\t-1.163\t-0.703\t0.295\t-1.548\t1.217\t0.259\t1.111\t2.173\t0.792\t-0.088\t-0.547\t2.215\t0.636\t-0.102\t1.578\t0.000\t0.845\t0.189\t0.085\t0.000\t0.800\t0.799\t0.986\t0.672\t1.463\t1.086\t0.862\n0\t1.078\t-0.581\t1.257\t1.322\t-1.424\t0.632\t-0.451\t0.600\t0.000\t1.354\t0.112\t-0.376\t0.000\t0.655\t0.497\t-0.134\t2.548\t1.195\t-0.256\t1.728\t3.102\t1.617\t0.936\t1.098\t0.558\t0.735\t0.768\t0.837\n1\t1.392\t0.525\t-0.445\t1.232\t-0.989\t2.957\t-0.287\t1.538\t0.000\t1.594\t0.292\t0.427\t2.215\t0.385\t-1.839\t-0.156\t0.000\t0.959\t1.219\t-0.313\t3.102\t0.297\t1.150\t0.985\t0.729\t0.973\t0.967\t0.956\n0\t0.469\t0.137\t-1.226\t0.718\t-0.009\t0.867\t0.936\t1.357\t1.087\t1.321\t-0.164\t-0.137\t2.215\t1.149\t1.601\t-1.497\t0.000\t0.930\t0.879\t0.636\t0.000\t0.967\t0.912\t0.989\t0.759\t1.792\t1.113\t1.088\n1\t0.504\t-0.674\t-0.015\t0.663\t-0.738\t1.001\t-0.318\t0.660\t2.173\t1.266\t0.614\t-1.485\t1.107\t0.690\t1.435\t-0.189\t0.000\t0.483\t1.151\t-1.502\t0.000\t0.729\t1.067\t0.983\t1.733\t1.752\t1.378\t1.228\n0\t2.450\t1.863\t0.223\t0.080\t1.329\t1.098\t0.937\t1.419\t0.000\t0.736\t0.754\t-1.513\t0.000\t0.920\t0.829\t-0.340\t0.000\t0.981\t-0.897\t-1.542\t1.551\t0.925\t1.174\t0.994\t1.813\t0.806\t1.244\t1.193\n0\t0.281\t-1.028\t1.735\t0.685\t-1.409\t0.500\t0.246\t-0.617\t1.087\t0.595\t0.856\t1.036\t0.000\t0.645\t-0.639\t0.187\t2.548\t0.372\t-1.289\t1.374\t0.000\t0.920\t0.769\t0.993\t0.800\t0.585\t0.604\t0.579\n0\t0.872\t-1.795\t1.334\t1.056\t0.136\t0.577\t0.578\t-0.804\t0.000\t0.737\t1.506\t1.057\t2.215\t0.523\t-0.628\t-0.618\t2.548\t0.756\t0.851\t0.443\t0.000\t0.936\t0.924\t1.172\t0.766\t1.118\t1.424\t1.248\n1\t0.974\t-1.169\t1.065\t0.678\t-0.116\t1.190\t-0.241\t0.913\t0.000\t1.131\t-0.156\t-1.139\t2.215\t2.624\t-1.122\t-0.793\t2.548\t1.437\t-1.642\t0.677\t0.000\t1.995\t1.909\t0.987\t1.096\t1.172\t1.563\t1.227\n1\t0.899\t1.367\t0.973\t0.815\t0.054\t1.133\t-1.063\t-1.019\t0.000\t0.734\t1.501\t-1.093\t2.215\t1.236\t1.101\t0.453\t1.274\t1.649\t0.271\t-1.709\t0.000\t1.210\t1.030\t0.986\t0.850\t1.011\t0.832\t0.734\n1\t0.865\t0.067\t-0.502\t1.459\t0.067\t0.946\t1.222\t1.339\t2.173\t0.606\t0.021\t0.617\t2.215\t0.451\t1.096\t0.805\t0.000\t0.483\t2.167\t-0.651\t0.000\t0.632\t0.769\t0.985\t1.293\t0.986\t0.904\t0.769\n1\t0.781\t-0.174\t-0.170\t0.435\t0.657\t0.845\t0.380\t-1.723\t0.000\t0.605\t1.355\t0.397\t2.215\t1.549\t1.883\t-0.775\t0.000\t1.388\t-0.598\t0.959\t1.551\t0.680\t0.929\t0.983\t0.626\t1.121\t0.698\t0.632\n0\t2.163\t-0.110\t1.211\t0.310\t-0.041\t0.699\t1.147\t-1.402\t0.000\t0.941\t1.974\t-0.467\t0.000\t1.139\t-0.769\t0.260\t2.548\t1.227\t-1.056\t-1.649\t3.102\t1.035\t1.752\t1.025\t0.851\t0.914\t1.413\t1.226\n1\t0.347\t-0.411\t1.356\t0.739\t0.051\t1.719\t-0.337\t-1.466\t0.000\t0.827\t0.456\t0.147\t2.215\t1.159\t-1.175\t0.577\t0.000\t1.707\t-0.648\t-0.007\t0.000\t0.878\t1.029\t0.979\t1.105\t0.792\t0.936\t0.866\n1\t2.388\t-0.558\t-0.717\t0.983\t0.208\t1.005\t-1.236\t0.890\t0.000\t1.158\t-0.992\t1.733\t2.215\t0.457\t-1.124\t-1.513\t0.000\t0.525\t-1.346\t0.465\t3.102\t1.009\t0.931\t1.573\t0.890\t0.675\t0.904\t0.902\n1\t0.375\t0.611\t-1.260\t0.401\t1.111\t1.119\t0.185\t-0.568\t2.173\t0.777\t0.274\t1.654\t0.000\t0.911\t0.171\t0.096\t2.548\t1.306\t0.270\t0.672\t0.000\t0.821\t0.717\t0.984\t1.016\t0.708\t0.799\t0.747\n0\t2.982\t-1.084\t-0.989\t1.200\t-1.739\t1.283\t-0.458\t0.709\t0.000\t1.061\t-0.195\t-1.234\t2.215\t1.526\t-0.950\t0.533\t2.548\t1.466\t0.193\t0.316\t0.000\t1.038\t0.867\t1.637\t1.053\t1.474\t1.155\t1.313\n0\t1.025\t-0.811\t0.303\t1.781\t0.763\t1.096\t-0.753\t1.031\t2.173\t1.218\t-1.031\t-1.112\t1.107\t1.785\t-0.146\t-1.256\t0.000\t2.085\t-0.711\t-0.510\t0.000\t1.524\t1.060\t0.986\t0.833\t1.611\t1.189\t1.199\n0\t0.626\t-1.363\t-0.986\t1.620\t1.542\t0.341\t-1.759\t-0.783\t0.000\t0.896\t-0.626\t0.356\t2.215\t0.704\t0.045\t0.364\t2.548\t0.473\t0.139\t-1.436\t0.000\t0.773\t0.837\t1.061\t0.981\t0.298\t0.802\t0.705\n1\t0.456\t-2.149\t0.139\t1.536\t1.017\t0.873\t0.276\t-0.745\t2.173\t0.445\t-0.660\t0.470\t0.000\t0.873\t-0.358\t1.733\t2.548\t0.478\t-1.888\t-1.596\t0.000\t0.782\t1.148\t0.988\t0.842\t0.935\t1.072\t0.868\n1\t1.219\t-1.349\t-0.283\t1.135\t0.238\t0.963\t0.477\t1.562\t2.173\t0.589\t-0.713\t-1.057\t0.000\t0.447\t0.106\t0.617\t1.274\t0.487\t-2.252\t-1.420\t0.000\t0.835\t0.796\t0.988\t1.617\t0.633\t1.012\t0.957\n0\t0.593\t-0.770\t1.033\t1.078\t-0.210\t1.794\t0.159\t-1.256\t2.173\t0.940\t0.142\t0.571\t2.215\t1.094\t-1.372\t1.077\t0.000\t0.779\t1.546\t-0.418\t0.000\t0.819\t1.467\t0.996\t1.421\t1.905\t1.753\t1.355\n1\t0.845\t-0.685\t-1.325\t0.722\t0.995\t0.737\t-0.516\t-0.030\t2.173\t0.608\t1.254\t1.252\t0.000\t0.455\t1.310\t-0.306\t0.000\t0.720\t-0.890\t1.730\t3.102\t0.798\t0.949\t0.987\t0.861\t0.800\t0.844\t0.765\n1\t0.595\t-0.962\t-0.632\t0.412\t-1.535\t0.644\t-0.072\t1.670\t2.173\t0.584\t-0.069\t0.512\t2.215\t0.806\t-2.006\t1.172\t0.000\t0.749\t-0.895\t-0.940\t0.000\t0.957\t0.973\t0.989\t0.698\t0.781\t0.790\t0.745\n1\t0.383\t-0.470\t0.104\t1.169\t-0.941\t1.033\t2.355\t1.454\t0.000\t1.428\t1.051\t-0.056\t2.215\t1.389\t2.502\t1.068\t0.000\t3.052\t0.957\t-1.709\t3.102\t0.991\t1.499\t0.983\t1.031\t1.879\t1.312\t1.188\n0\t0.469\t1.239\t-0.446\t0.975\t0.558\t0.681\t-0.235\t-1.068\t0.000\t0.602\t-0.766\t0.514\t0.000\t0.974\t0.502\t-0.429\t1.274\t1.649\t1.403\t1.438\t3.102\t0.741\t0.781\t0.992\t0.975\t1.123\t0.899\t0.809\n0\t1.584\t0.929\t1.170\t0.716\t0.249\t1.641\t-0.316\t-1.166\t0.000\t2.496\t0.970\t0.580\t2.215\t1.352\t-0.544\t-0.598\t2.548\t0.987\t-0.984\t-1.151\t0.000\t0.865\t0.863\t1.088\t0.863\t2.429\t1.928\t1.608\n0\t0.694\t-2.236\t-0.003\t1.110\t0.550\t0.708\t-1.367\t-1.344\t0.000\t0.848\t-1.149\t1.132\t2.215\t0.796\t-0.320\t-1.683\t0.000\t1.407\t-0.107\t-0.305\t3.102\t0.830\t1.032\t0.996\t0.759\t1.094\t0.803\t0.832\n1\t1.580\t-0.382\t0.353\t1.484\t-0.194\t0.999\t-2.563\t-1.574\t0.000\t1.224\t0.399\t1.371\t2.215\t1.079\t-0.741\t-0.192\t0.000\t0.480\t0.352\t-1.165\t0.000\t0.803\t1.150\t1.002\t0.844\t0.878\t0.964\t0.818\n0\t1.294\t0.637\t1.016\t1.545\t1.425\t1.018\t0.374\t-0.741\t0.000\t1.230\t-0.296\t0.546\t1.107\t0.927\t-1.527\t-0.641\t0.000\t1.038\t0.956\t-0.583\t1.551\t1.493\t0.897\t0.991\t1.315\t1.185\t1.023\t1.063\n1\t0.304\t-1.851\t-1.119\t1.287\t-0.544\t0.916\t-0.426\t-0.858\t2.173\t1.069\t-0.867\t1.010\t2.215\t1.159\t0.318\t1.135\t0.000\t0.732\t-2.125\t0.964\t0.000\t1.083\t0.825\t0.988\t0.612\t1.486\t0.925\t0.848\n0\t0.762\t-1.328\t1.639\t1.575\t-1.320\t1.004\t2.830\t1.582\t0.000\t2.089\t0.464\t0.142\t0.000\t1.067\t0.230\t0.697\t0.000\t1.491\t0.105\t-0.199\t3.102\t1.128\t0.837\t0.983\t1.395\t0.621\t1.201\t1.566\n0\t0.406\t-0.819\t0.591\t0.865\t-0.401\t0.855\t0.977\t1.244\t2.173\t0.897\t-0.615\t-1.517\t0.000\t0.934\t-0.845\t-0.134\t2.548\t0.556\t-0.432\t-1.077\t0.000\t0.952\t0.950\t0.987\t0.984\t1.625\t0.901\t0.770\n0\t1.867\t0.678\t0.605\t0.232\t-1.037\t0.826\t-1.507\t-0.800\t2.173\t0.665\t-0.752\t0.617\t2.215\t0.548\t-2.062\t-1.026\t0.000\t1.281\t-1.854\t1.454\t0.000\t0.728\t0.918\t0.991\t1.700\t1.125\t1.142\t1.190\n0\t0.808\t1.560\t-1.694\t0.832\t0.318\t0.974\t0.835\t0.083\t2.173\t1.204\t-1.009\t-1.391\t2.215\t0.383\t-0.269\t0.163\t0.000\t0.784\t-0.470\t0.998\t0.000\t0.421\t0.789\t1.103\t1.881\t2.321\t1.477\t1.113\n1\t0.434\t-0.154\t1.046\t1.016\t-0.089\t1.199\t-1.760\t0.690\t0.000\t1.408\t-0.136\t-1.345\t2.215\t1.617\t-0.315\t-0.598\t0.000\t0.882\t-0.465\t1.410\t3.102\t3.012\t1.737\t0.982\t1.099\t0.651\t1.408\t1.313\n0\t0.338\t-1.998\t1.649\t1.187\t-0.265\t0.795\t-0.499\t0.825\t1.087\t0.598\t2.274\t-0.931\t0.000\t0.601\t1.950\t1.233\t0.000\t1.054\t0.518\t-1.298\t3.102\t0.859\t0.822\t0.992\t0.919\t1.078\t1.180\t1.354\n0\t0.604\t0.235\t-0.684\t0.856\t0.393\t1.291\t-0.864\t-1.145\t0.000\t0.767\t-1.966\t1.022\t0.000\t1.269\t-1.229\t1.426\t2.548\t2.153\t-0.633\t0.144\t1.551\t2.343\t1.481\t0.985\t0.646\t1.216\t1.180\t1.013\n0\t1.376\t0.523\t-0.122\t1.959\t0.300\t0.878\t0.803\t0.706\t2.173\t1.125\t1.185\t1.703\t0.000\t2.663\t0.940\t-1.083\t2.548\t1.109\t0.450\t-1.530\t0.000\t0.603\t0.933\t0.984\t0.911\t1.915\t1.324\t1.203\n0\t1.517\t-0.242\t-0.451\t0.531\t-0.391\t0.596\t2.512\t1.646\t0.000\t0.864\t1.331\t1.111\t2.215\t0.799\t-0.557\t0.604\t2.548\t0.513\t2.476\t-0.517\t0.000\t0.806\t0.897\t0.987\t0.764\t1.097\t1.158\t1.530\n1\t1.235\t-0.130\t0.821\t0.571\t-0.243\t0.595\t0.553\t-0.451\t2.173\t0.758\t1.116\t-1.449\t2.215\t0.510\t-1.303\t0.290\t0.000\t0.370\t-0.554\t1.385\t0.000\t0.554\t1.067\t0.986\t0.788\t0.829\t0.779\t0.727\n1\t0.789\t-0.956\t-0.995\t1.743\t-1.171\t0.403\t-2.172\t-1.180\t0.000\t1.297\t-0.565\t0.171\t2.215\t0.600\t-1.362\t-1.679\t0.000\t0.481\t-1.221\t0.225\t1.551\t0.837\t0.861\t0.991\t0.678\t0.327\t0.936\t0.790\n1\t0.519\t0.668\t-1.175\t0.505\t0.513\t0.857\t-1.439\t-1.561\t0.000\t0.703\t-1.062\t-0.863\t0.000\t1.390\t-0.177\t0.166\t1.274\t1.352\t-1.351\t0.605\t3.102\t1.016\t1.092\t0.986\t1.071\t0.908\t1.205\t1.351\n1\t1.141\t-0.488\t-0.226\t0.652\t0.837\t0.890\t0.157\t-1.478\t1.087\t0.538\t0.036\t0.081\t0.000\t0.822\t0.988\t1.287\t2.548\t0.514\t-0.903\t-0.261\t0.000\t0.455\t0.930\t0.989\t0.967\t0.822\t0.859\t0.728\n0\t0.537\t-1.408\t1.207\t0.168\t-1.435\t0.300\t-1.745\t0.919\t0.000\t0.498\t-1.628\t-1.184\t0.000\t1.150\t-0.370\t-0.404\t2.548\t1.118\t0.170\t0.252\t3.102\t0.779\t0.961\t0.978\t0.754\t0.553\t0.703\t0.654\n1\t0.706\t0.814\t1.364\t1.370\t-1.038\t0.777\t-0.918\t0.549\t1.087\t0.586\t-0.715\t-0.792\t2.215\t0.503\t0.403\t0.216\t0.000\t0.371\t0.831\t-1.642\t0.000\t0.492\t0.764\t1.129\t0.920\t0.934\t1.028\t0.784\n1\t1.005\t-0.048\t-0.263\t0.331\t-1.726\t0.897\t0.251\t1.337\t2.173\t1.272\t1.652\t-1.610\t0.000\t0.942\t-1.063\t-0.038\t0.000\t1.559\t0.081\t0.530\t3.102\t0.398\t1.209\t0.984\t0.726\t0.839\t1.009\t1.033\n0\t1.084\t1.800\t-1.726\t0.459\t0.283\t0.732\t0.034\t1.222\t0.000\t0.809\t-0.678\t-1.030\t2.215\t0.891\t1.611\t-0.152\t0.000\t0.980\t0.335\t0.135\t3.102\t0.925\t0.935\t0.987\t0.854\t0.838\t1.056\t0.924\n1\t0.692\t-1.421\t0.463\t0.484\t0.768\t1.721\t-0.427\t-0.832\t0.000\t0.583\t-0.807\t0.690\t0.000\t0.928\t-0.588\t-1.481\t2.548\t1.799\t-0.130\t0.271\t0.000\t0.672\t0.940\t0.973\t0.649\t0.686\t0.647\t0.593\n1\t0.636\t0.312\t0.525\t0.565\t-0.245\t0.697\t-0.009\t0.194\t0.000\t1.349\t0.087\t-1.292\t2.215\t0.643\t0.910\t0.735\t0.000\t1.417\t-0.561\t-1.446\t0.000\t0.848\t1.301\t0.989\t0.559\t0.697\t0.784\t0.731\n1\t0.278\t0.267\t0.024\t1.320\t1.467\t1.074\t1.551\t-1.343\t2.173\t1.138\t1.901\t0.454\t0.000\t0.832\t0.741\t-0.571\t2.548\t0.912\t1.258\t-0.312\t0.000\t0.896\t0.873\t0.990\t1.832\t0.881\t1.228\t1.291\n1\t0.467\t1.329\t-1.705\t1.220\t-0.992\t1.168\t0.129\t0.759\t2.173\t0.385\t0.333\t0.021\t0.000\t0.481\t-0.411\t-0.244\t2.548\t0.656\t0.771\t-1.012\t0.000\t0.559\t0.872\t0.994\t0.640\t0.784\t0.818\t0.667\n0\t0.497\t1.030\t-1.296\t0.338\t0.335\t0.979\t0.759\t-0.699\t2.173\t2.599\t1.084\t0.898\t2.215\t1.386\t-0.227\t-1.024\t0.000\t1.240\t1.002\t0.341\t0.000\t1.303\t1.032\t0.987\t1.303\t2.362\t1.409\t1.123\n1\t0.958\t-0.207\t0.378\t0.449\t-1.323\t1.083\t-1.150\t-1.619\t2.173\t1.135\t-0.504\t-0.183\t0.000\t0.662\t-1.490\t-0.166\t0.000\t0.935\t-1.133\t0.914\t3.102\t0.783\t0.808\t0.989\t0.984\t0.813\t0.909\t0.783\n1\t0.765\t-0.378\t0.170\t0.382\t1.690\t1.818\t-2.245\t-1.552\t0.000\t2.478\t0.860\t-0.246\t0.000\t0.751\t1.718\t1.483\t0.000\t1.124\t0.896\t0.856\t0.000\t0.688\t0.862\t0.986\t0.589\t0.634\t0.592\t0.585\n1\t0.379\t-1.546\t0.285\t0.872\t-0.953\t2.658\t-0.959\t1.091\t0.000\t1.897\t-1.108\t-0.805\t1.107\t0.982\t-0.212\t-0.635\t2.548\t1.102\t-1.497\t-0.778\t0.000\t0.971\t1.614\t0.983\t0.830\t0.716\t1.557\t1.223\n0\t0.807\t1.114\t0.425\t0.833\t1.034\t1.317\t1.457\t0.249\t0.000\t0.672\t1.472\t-0.647\t2.215\t1.076\t0.758\t-1.383\t1.274\t0.802\t-2.008\t-1.734\t0.000\t1.193\t1.272\t0.986\t0.923\t0.639\t1.069\t0.949\n0\t0.332\t-0.251\t0.874\t1.217\t-1.324\t0.594\t0.733\t0.907\t2.173\t1.437\t-1.019\t-0.086\t2.215\t0.908\t2.118\t-1.704\t0.000\t0.476\t0.492\t-1.355\t0.000\t0.747\t0.888\t0.986\t1.478\t1.745\t1.555\t1.232\n0\t0.721\t-0.275\t-0.484\t0.410\t1.493\t1.018\t-1.039\t-0.154\t2.173\t1.153\t0.516\t0.952\t0.000\t0.922\t-0.229\t1.369\t0.000\t1.624\t0.309\t-1.486\t3.102\t0.861\t0.921\t0.989\t1.074\t1.646\t1.178\t0.963\n1\t1.291\t0.183\t0.608\t0.121\t-1.695\t1.066\t-1.234\t-0.185\t0.000\t0.926\t0.000\t-1.639\t2.215\t1.431\t-0.633\t1.733\t2.548\t0.969\t0.047\t0.897\t0.000\t1.137\t1.009\t0.983\t1.062\t0.452\t0.839\t0.796\n0\t3.018\t-0.100\t1.015\t0.451\t-1.266\t1.001\t0.624\t-0.648\t2.173\t0.357\t0.773\t1.470\t0.000\t0.333\t-0.129\t-0.763\t1.274\t1.181\t1.560\t-0.636\t0.000\t0.933\t0.917\t1.431\t0.833\t0.294\t1.007\t0.960\n1\t0.814\t-0.217\t0.838\t1.581\t-1.685\t1.207\t-0.413\t-0.729\t2.173\t1.628\t1.497\t0.938\t0.000\t0.873\t-0.464\t0.169\t0.000\t1.190\t0.733\t-0.666\t3.102\t0.859\t1.062\t1.201\t1.266\t0.884\t1.377\t1.235\n1\t0.866\t-0.979\t0.565\t1.015\t-0.546\t0.961\t-0.560\t0.154\t2.173\t1.339\t0.312\t-1.714\t0.000\t0.466\t2.047\t0.735\t0.000\t0.704\t-0.533\t-1.381\t3.102\t1.670\t1.122\t1.093\t0.748\t0.856\t1.150\t1.089\n1\t0.453\t-1.405\t-0.724\t2.920\t-0.214\t0.803\t-2.643\t-1.549\t0.000\t0.921\t-2.890\t1.168\t0.000\t1.306\t-1.162\t1.193\t1.274\t0.812\t-2.151\t-1.157\t0.000\t1.000\t0.862\t0.989\t1.314\t0.397\t0.815\t1.145\n1\t0.540\t-0.597\t-0.998\t0.668\t0.995\t0.583\t-0.926\t0.781\t0.000\t1.035\t-1.474\t-1.372\t2.215\t1.163\t-0.480\t-0.672\t2.548\t0.656\t-2.222\t0.084\t0.000\t1.079\t1.114\t0.987\t1.033\t0.913\t0.867\t0.857\n1\t0.600\t-0.008\t0.801\t0.348\t-1.689\t0.617\t0.821\t1.027\t1.087\t1.051\t0.536\t0.268\t1.107\t2.350\t1.051\t-1.185\t0.000\t0.412\t-0.024\t0.529\t0.000\t1.280\t1.184\t0.983\t0.758\t0.767\t0.947\t0.789\n0\t0.741\t-0.091\t-0.886\t0.306\t-1.697\t0.722\t-2.032\t-1.354\t0.000\t0.718\t1.508\t1.463\t0.000\t1.299\t0.321\t0.506\t2.548\t1.705\t0.511\t-0.196\t3.102\t0.747\t0.941\t0.988\t1.005\t0.688\t0.824\t0.906\n0\t1.162\t1.105\t-1.153\t2.117\t-0.554\t0.802\t1.233\t1.530\t0.000\t1.023\t1.273\t1.027\t0.000\t1.309\t0.494\t0.692\t2.548\t1.635\t0.931\t0.036\t3.102\t0.845\t0.915\t1.120\t0.887\t0.703\t0.900\t0.999\n1\t1.509\t0.778\t-1.597\t0.496\t-1.150\t0.951\t0.448\t0.252\t1.087\t0.693\t1.217\t-1.079\t0.000\t1.042\t-0.313\t0.218\t0.000\t1.471\t1.357\t1.170\t3.102\t1.664\t1.234\t0.990\t0.956\t1.206\t0.991\t0.956\n1\t0.346\t-1.470\t0.489\t0.747\t-0.821\t0.615\t-0.396\t1.182\t0.000\t0.674\t0.949\t0.736\t2.215\t1.355\t-0.874\t-0.917\t0.000\t0.533\t-0.417\t1.685\t3.102\t0.894\t0.847\t0.996\t0.545\t0.599\t0.576\t0.548\n0\t0.380\t-1.076\t-0.065\t2.097\t-0.635\t0.994\t1.306\t0.439\t0.000\t0.849\t0.927\t-1.197\t1.107\t0.741\t1.005\t0.864\t0.000\t2.178\t0.669\t1.433\t3.102\t0.877\t1.123\t0.992\t2.424\t0.861\t2.132\t2.366\n0\t1.541\t0.524\t0.392\t2.444\t0.115\t1.003\t0.840\t-1.635\t0.000\t1.536\t-0.315\t-1.629\t2.215\t0.516\t1.046\t-0.529\t2.548\t0.927\t-0.927\t0.323\t0.000\t0.669\t1.167\t0.987\t0.794\t1.098\t1.194\t1.175\n1\t0.714\t1.725\t-1.396\t0.737\t0.739\t0.523\t0.840\t1.612\t2.173\t0.504\t-0.655\t-0.298\t2.215\t0.385\t1.562\t1.035\t0.000\t0.643\t1.212\t-0.217\t0.000\t0.501\t0.784\t0.988\t0.753\t0.978\t0.906\t0.708\n1\t0.606\t0.198\t1.699\t0.964\t-0.334\t1.242\t1.002\t0.408\t0.000\t1.265\t1.240\t1.669\t2.215\t1.014\t2.128\t1.702\t0.000\t1.116\t0.714\t-0.714\t0.000\t1.354\t1.042\t1.023\t0.536\t1.064\t0.846\t0.824\n0\t0.647\t1.381\t0.573\t0.873\t-0.771\t0.756\t0.377\t1.519\t0.000\t1.015\t0.780\t-1.295\t2.215\t0.646\t-1.119\t-0.255\t0.000\t1.323\t0.052\t-0.385\t3.102\t0.943\t1.036\t0.988\t0.716\t0.862\t0.833\t0.770\n1\t0.640\t-1.090\t-1.182\t1.402\t-0.927\t0.936\t0.051\t0.851\t0.000\t0.619\t-0.430\t-0.589\t2.215\t0.748\t-1.004\t0.498\t0.000\t1.151\t-1.220\t1.442\t0.000\t1.032\t1.039\t0.986\t0.640\t0.419\t0.670\t0.991\n0\t1.048\t-0.715\t1.080\t0.741\t-1.520\t1.127\t0.978\t-0.173\t2.173\t0.569\t0.058\t1.091\t2.215\t0.817\t0.389\t-1.381\t0.000\t0.578\t-1.424\t1.143\t0.000\t1.131\t0.782\t0.988\t1.452\t1.211\t0.990\t0.907\n1\t0.605\t-0.265\t-1.416\t0.756\t-0.384\t1.474\t0.452\t-0.855\t0.000\t1.622\t1.683\t1.341\t0.000\t1.421\t1.284\t0.652\t2.548\t0.604\t-0.439\t1.024\t3.102\t3.755\t2.184\t0.987\t1.593\t0.831\t1.465\t1.504\n1\t1.040\t0.702\t-0.386\t0.369\t-1.635\t0.572\t-0.391\t-1.031\t2.173\t0.839\t0.423\t0.956\t2.215\t0.532\t0.991\t-1.452\t0.000\t1.298\t1.654\t0.771\t0.000\t0.934\t0.860\t0.987\t0.887\t1.085\t0.901\t0.797\n0\t1.179\t0.565\t-0.277\t0.678\t0.145\t0.667\t0.225\t1.248\t2.173\t1.217\t-0.610\t-1.366\t2.215\t0.287\t1.593\t-0.392\t0.000\t0.608\t-1.243\t0.182\t0.000\t1.144\t0.962\t0.991\t1.529\t1.104\t1.134\t0.967\n1\t0.559\t-1.813\t0.167\t0.511\t-0.327\t1.033\t0.776\t-1.449\t2.173\t0.353\t-0.779\t1.475\t0.000\t0.828\t-0.380\t-0.002\t0.000\t0.848\t0.125\t0.853\t3.102\t0.821\t1.198\t0.988\t0.669\t0.924\t0.925\t0.787\n1\t0.965\t0.244\t0.038\t0.745\t1.427\t0.866\t-0.539\t0.046\t2.173\t0.681\t1.077\t1.484\t0.000\t1.053\t0.008\t-1.666\t0.000\t0.866\t-0.201\t1.302\t3.102\t0.934\t1.048\t1.115\t0.635\t0.841\t0.688\t0.666\n1\t0.922\t-2.005\t0.530\t0.536\t-1.467\t0.856\t-0.699\t0.932\t2.173\t0.868\t-1.003\t0.152\t2.215\t1.152\t-1.756\t-0.917\t0.000\t0.878\t-1.068\t-1.422\t0.000\t0.845\t0.996\t0.988\t0.870\t0.846\t0.814\t0.786\n0\t2.922\t-0.164\t0.530\t1.773\t0.496\t2.284\t0.154\t-1.447\t2.173\t1.570\t1.183\t-0.076\t0.000\t0.697\t-0.822\t1.314\t0.000\t1.640\t-0.821\t1.693\t0.000\t1.251\t0.789\t0.995\t2.636\t1.199\t1.706\t1.352\n0\t0.640\t-1.085\t0.597\t0.546\t-0.483\t0.658\t-1.920\t-1.038\t0.000\t0.883\t-0.094\t0.646\t1.107\t1.236\t-0.588\t1.251\t0.000\t1.211\t-0.281\t-1.452\t3.102\t1.817\t1.178\t0.988\t1.044\t0.893\t0.973\t0.906\n0\t0.304\t2.175\t-1.621\t0.785\t0.753\t1.072\t0.546\t-0.666\t2.173\t0.649\t0.657\t1.672\t2.215\t0.783\t1.293\t0.769\t0.000\t0.440\t-0.172\t0.879\t0.000\t0.590\t1.051\t0.992\t0.623\t1.058\t0.755\t0.673\n0\t0.783\t1.646\t-0.924\t0.535\t1.280\t0.546\t0.562\t-1.682\t0.000\t0.926\t1.242\t1.074\t1.107\t1.342\t0.039\t-0.351\t2.548\t1.326\t0.311\t0.025\t0.000\t1.305\t1.004\t0.987\t0.829\t1.378\t1.009\t0.931\n1\t0.354\t-1.404\t0.210\t4.521\t0.906\t3.115\t-1.455\t-0.914\t0.000\t1.436\t0.054\t0.925\t1.107\t1.984\t1.274\t-0.634\t0.000\t0.963\t-1.123\t0.941\t0.000\t2.637\t1.675\t1.029\t1.605\t0.263\t1.798\t1.798\n0\t1.035\t1.406\t-0.724\t0.833\t-1.274\t0.700\t1.249\t1.325\t2.173\t0.439\t-0.426\t0.919\t0.000\t1.060\t0.485\t0.754\t2.548\t0.870\t1.637\t-0.253\t0.000\t0.682\t0.720\t0.988\t0.938\t0.663\t0.776\t0.678\n0\t0.487\t0.597\t-0.925\t2.710\t-1.659\t1.634\t1.142\t0.261\t0.000\t0.724\t0.948\t0.641\t0.000\t1.223\t2.258\t-0.772\t0.000\t0.986\t-0.853\t1.226\t3.102\t0.800\t0.919\t0.988\t1.129\t0.791\t1.029\t1.131\n1\t1.656\t-0.268\t1.441\t0.393\t1.029\t1.693\t-1.917\t0.134\t0.000\t1.505\t1.383\t-1.297\t1.107\t0.953\t1.967\t-0.298\t0.000\t0.727\t0.805\t-0.746\t0.000\t0.995\t1.064\t0.988\t0.570\t0.807\t0.880\t0.927\n1\t0.472\t1.150\t0.226\t1.809\t-0.403\t1.113\t-0.507\t1.401\t2.173\t0.860\t0.314\t-1.396\t2.215\t0.315\t0.028\t1.234\t0.000\t1.015\t-0.828\t0.083\t0.000\t0.632\t0.836\t0.993\t1.341\t1.040\t1.723\t1.403\n0\t1.371\t-0.969\t0.236\t1.248\t-1.078\t0.802\t0.788\t0.950\t0.000\t0.701\t0.783\t-1.016\t2.215\t0.866\t-0.549\t-1.187\t1.274\t0.565\t-1.522\t0.489\t0.000\t1.819\t1.329\t1.678\t1.327\t0.645\t0.954\t1.037\n1\t0.651\t0.388\t-1.364\t0.688\t-0.656\t0.534\t-0.618\t-1.625\t2.173\t0.624\t0.697\t0.351\t0.000\t0.819\t-0.955\t0.415\t2.548\t0.449\t-0.418\t1.225\t0.000\t0.662\t0.820\t0.991\t0.766\t0.813\t0.620\t0.625\n0\t1.790\t1.406\t1.377\t0.770\t0.712\t0.896\t1.340\t-0.294\t2.173\t1.149\t0.820\t-0.677\t0.000\t0.352\t-0.166\t0.666\t2.548\t0.487\t-0.161\t-1.055\t0.000\t0.621\t0.751\t0.986\t0.670\t0.796\t0.825\t0.814\n1\t1.001\t-1.259\t-1.235\t1.686\t-0.553\t0.729\t-1.044\t0.109\t2.173\t1.165\t2.595\t1.599\t0.000\t1.165\t0.305\t0.744\t2.548\t0.794\t-0.173\t-1.331\t0.000\t2.567\t1.951\t1.039\t0.931\t1.063\t2.042\t2.267\n1\t2.324\t0.275\t-0.179\t0.442\t-0.875\t0.900\t0.560\t1.596\t2.173\t0.890\t-0.272\t0.741\t0.000\t0.848\t-0.720\t-1.703\t2.548\t1.229\t0.287\t-0.829\t0.000\t0.846\t0.901\t0.991\t1.095\t0.817\t1.005\t0.821\n1\t1.052\t-1.171\t0.309\t1.157\t0.046\t0.935\t-0.301\t-1.087\t2.173\t0.556\t-0.089\t0.853\t0.000\t1.234\t-0.022\t-0.097\t0.000\t1.645\t-0.441\t-1.713\t0.000\t0.923\t0.988\t0.993\t1.617\t0.997\t1.338\t1.100\n1\t0.489\t-0.121\t0.475\t1.099\t-1.437\t1.553\t-0.400\t0.247\t2.173\t0.950\t-0.347\t-1.209\t0.000\t0.962\t-1.602\t1.168\t0.000\t0.867\t1.096\t-0.980\t0.000\t1.134\t0.790\t1.004\t1.169\t1.025\t1.060\t0.886\n0\t1.175\t-0.294\t1.320\t0.834\t-0.271\t0.975\t0.889\t-0.965\t2.173\t0.735\t1.594\t1.580\t0.000\t1.389\t0.655\t0.194\t2.548\t0.936\t1.160\t0.685\t0.000\t0.871\t0.982\t1.358\t1.256\t1.260\t0.999\t0.905\n1\t0.898\t0.140\t1.504\t0.899\t-0.141\t0.965\t0.478\t-0.929\t0.000\t1.299\t0.184\t1.093\t2.215\t0.510\t-2.382\t0.283\t0.000\t0.972\t1.054\t-0.532\t0.000\t0.788\t0.738\t1.240\t0.890\t0.832\t0.902\t0.801\n0\t0.930\t0.252\t-0.816\t0.772\t-1.401\t0.495\t1.306\t0.386\t2.173\t0.856\t0.083\t0.124\t2.215\t0.697\t-0.732\t-1.679\t0.000\t0.697\t0.166\t1.242\t0.000\t0.549\t0.951\t0.984\t0.887\t0.668\t0.835\t0.741\n1\t1.476\t1.568\t-0.078\t0.447\t0.399\t1.883\t-0.118\t-1.072\t0.000\t2.140\t0.793\t0.956\t2.215\t1.098\t0.481\t0.643\t2.548\t0.790\t0.254\t-0.330\t0.000\t1.222\t1.507\t0.980\t1.219\t0.511\t1.519\t1.331\n0\t0.408\t-0.006\t-0.604\t1.358\t1.418\t1.644\t-0.568\t-1.521\t2.173\t1.737\t-0.687\t0.404\t0.000\t0.805\t-1.159\t-0.656\t0.000\t2.236\t-0.445\t-0.017\t3.102\t1.571\t1.022\t0.999\t0.946\t1.983\t1.376\t1.147\n0\t0.716\t1.172\t1.551\t1.366\t1.627\t0.755\t-0.034\t-1.242\t0.000\t1.030\t-0.473\t-0.108\t2.215\t0.398\t2.166\t-0.520\t0.000\t0.624\t-0.976\t0.794\t3.102\t0.777\t0.832\t0.999\t1.629\t0.583\t1.573\t1.196\n0\t0.529\t0.569\t0.242\t0.801\t1.425\t1.554\t1.491\t-1.574\t0.000\t0.848\t0.358\t0.701\t2.215\t0.978\t0.377\t-0.617\t2.548\t1.912\t-0.483\t0.240\t0.000\t1.038\t1.078\t0.987\t0.648\t0.898\t0.856\t0.756\n0\t0.767\t-0.513\t-0.216\t1.728\t0.502\t0.881\t-1.602\t1.356\t2.173\t0.732\t-0.981\t-1.110\t2.215\t0.435\t-1.506\t-1.410\t0.000\t0.574\t1.302\t-0.898\t0.000\t1.346\t0.972\t0.987\t1.329\t1.007\t1.012\t0.985\n0\t0.548\t1.261\t-1.678\t2.130\t1.332\t1.263\t-0.548\t-0.101\t2.173\t1.020\t-0.249\t-1.532\t0.000\t0.960\t-0.284\t-0.570\t1.274\t0.615\t1.860\t-0.325\t0.000\t1.144\t0.899\t0.995\t1.758\t0.587\t1.198\t1.063\n1\t0.633\t0.454\t-0.153\t2.363\t1.139\t1.706\t1.004\t-0.364\t0.000\t1.312\t0.039\t0.926\t2.215\t1.940\t1.173\t-1.251\t0.000\t0.636\t-1.083\t-1.067\t0.000\t0.747\t0.881\t1.556\t0.900\t0.873\t0.717\t0.719\n0\t1.036\t0.162\t1.057\t0.980\t1.248\t0.653\t-0.576\t1.666\t1.087\t0.742\t-1.088\t-0.453\t2.215\t1.412\t-2.447\t-0.101\t0.000\t1.220\t0.209\t-1.163\t0.000\t0.487\t0.829\t0.989\t1.010\t1.004\t1.052\t1.611\n1\t1.447\t-0.404\t0.954\t1.265\t1.289\t0.704\t-0.658\t-1.309\t0.000\t0.622\t1.512\t-1.019\t0.000\t1.879\t1.395\t-0.124\t0.000\t1.268\t-0.077\t1.525\t3.102\t1.198\t1.430\t0.980\t1.191\t1.148\t1.454\t1.529\n1\t1.593\t-0.829\t-0.117\t0.370\t0.548\t2.089\t1.986\t1.554\t0.000\t1.248\t-1.053\t0.135\t1.107\t1.225\t-0.265\t-0.019\t0.000\t2.031\t-0.380\t-1.095\t3.102\t0.721\t0.861\t0.980\t0.654\t1.365\t0.806\t0.666\n1\t0.840\t0.098\t-0.423\t0.974\t-0.670\t1.541\t0.126\t-0.165\t2.173\t1.544\t0.450\t1.301\t0.000\t1.057\t-0.279\t1.657\t0.000\t0.753\t-1.256\t-0.230\t0.000\t0.990\t0.769\t0.989\t0.978\t0.884\t1.166\t1.066\n1\t0.629\t0.733\t1.078\t0.766\t1.733\t1.110\t0.394\t0.927\t0.000\t1.041\t0.310\t-1.192\t2.215\t1.801\t0.423\t-0.405\t2.548\t0.876\t0.928\t0.522\t0.000\t0.771\t1.295\t0.983\t1.080\t0.954\t1.038\t0.912\n0\t0.840\t-2.103\t1.356\t1.345\t-1.621\t1.604\t-1.130\t0.555\t2.173\t1.297\t-0.003\t-0.846\t2.215\t0.759\t0.432\t-0.466\t0.000\t0.768\t-0.654\t-0.439\t0.000\t0.907\t0.966\t0.983\t1.416\t2.390\t1.497\t1.443\n1\t0.875\t-0.064\t1.001\t0.366\t0.113\t1.112\t0.240\t-1.741\t2.173\t1.296\t0.167\t0.279\t0.000\t0.679\t-2.589\t-0.639\t0.000\t1.834\t0.121\t-0.918\t1.551\t0.966\t1.089\t0.989\t0.935\t1.025\t1.050\t0.900\n1\t0.731\t1.426\t0.457\t0.537\t-1.074\t0.797\t0.371\t1.211\t0.000\t0.945\t1.077\t-1.326\t2.215\t1.534\t0.887\t-0.468\t2.548\t0.947\t0.623\t0.631\t0.000\t0.709\t1.026\t0.985\t0.829\t0.897\t0.891\t0.836\n1\t0.875\t0.472\t-0.990\t0.521\t0.757\t0.374\t0.856\t0.491\t2.173\t1.010\t0.443\t-0.100\t2.215\t0.668\t-1.545\t1.447\t0.000\t1.309\t0.536\t-1.476\t0.000\t1.583\t1.226\t0.987\t0.731\t0.496\t0.942\t0.814\n1\t2.396\t0.717\t-0.491\t0.480\t-1.022\t0.738\t0.440\t1.367\t1.087\t0.557\t-0.834\t1.037\t0.000\t0.374\t0.546\t1.049\t1.274\t1.121\t1.494\t1.006\t0.000\t1.802\t0.947\t0.993\t1.216\t0.192\t0.789\t0.884\n0\t1.776\t0.593\t-0.124\t0.651\t-0.310\t0.710\t0.948\t-1.633\t0.000\t1.127\t0.570\t1.129\t2.215\t1.216\t0.489\t0.630\t2.548\t0.716\t0.612\t-0.765\t0.000\t0.777\t0.966\t0.988\t1.177\t0.542\t0.830\t0.840\n0\t0.900\t0.091\t-1.078\t0.772\t1.526\t1.529\t0.685\t0.521\t0.000\t0.615\t1.407\t0.028\t0.000\t1.119\t0.919\t-1.426\t2.548\t1.044\t0.832\t-0.981\t3.102\t0.823\t1.030\t0.986\t0.582\t0.323\t0.848\t0.781\n0\t0.447\t-0.436\t0.519\t1.800\t1.402\t1.370\t0.670\t0.562\t2.173\t1.992\t0.601\t-0.909\t0.000\t0.812\t0.315\t-0.290\t0.000\t1.003\t0.466\t-1.325\t3.102\t1.067\t0.731\t0.992\t1.075\t1.232\t1.132\t1.062\n1\t0.461\t2.236\t0.998\t0.623\t1.720\t0.697\t0.434\t0.636\t0.000\t0.948\t-0.127\t-1.199\t0.000\t1.096\t-0.277\t-0.038\t0.000\t1.330\t0.411\t0.066\t3.102\t1.079\t0.690\t0.980\t0.636\t1.031\t0.861\t0.795\n0\t2.362\t1.842\t0.820\t1.941\t0.692\t1.687\t2.717\t-1.244\t0.000\t1.032\t-0.834\t-0.731\t2.215\t0.796\t1.187\t0.179\t1.274\t0.612\t1.310\t-0.613\t0.000\t0.929\t1.203\t0.978\t0.853\t1.440\t2.163\t1.605\n0\t0.940\t0.985\t-1.660\t1.077\t1.299\t0.544\t0.055\t0.593\t0.000\t0.987\t0.528\t0.008\t0.000\t1.261\t0.595\t-0.866\t2.548\t0.405\t-0.907\t-1.450\t3.102\t0.873\t1.038\t0.989\t0.966\t0.604\t0.809\t0.893\n1\t1.198\t-1.432\t1.002\t0.523\t0.588\t2.532\t-0.509\t-1.078\t0.000\t1.107\t-0.760\t0.656\t2.215\t2.078\t-1.826\t0.602\t0.000\t0.686\t1.246\t-1.618\t0.000\t1.035\t0.992\t1.000\t0.591\t0.483\t0.622\t0.621\n0\t0.910\t-0.301\t-1.104\t0.698\t1.283\t1.076\t-0.816\t-0.953\t2.173\t1.483\t-0.244\t0.469\t0.000\t0.986\t1.018\t1.053\t0.000\t0.665\t0.030\t1.371\t0.000\t0.958\t0.838\t0.985\t0.897\t0.520\t0.915\t0.807\n1\t0.542\t0.428\t0.866\t1.325\t-0.417\t0.516\t0.840\t1.287\t0.000\t1.299\t1.411\t-0.473\t2.215\t1.215\t0.083\t1.630\t0.000\t0.520\t-0.276\t1.037\t3.102\t0.701\t0.489\t1.074\t0.895\t1.046\t0.901\t0.814\n0\t0.999\t-0.359\t-1.350\t0.839\t0.327\t0.612\t-0.540\t0.782\t0.000\t1.045\t0.005\t1.302\t1.107\t1.060\t0.211\t0.282\t0.000\t3.140\t0.423\t-0.869\t3.102\t0.855\t0.876\t1.266\t1.097\t1.571\t1.084\t0.934\n1\t0.859\t1.294\t-0.430\t0.802\t1.612\t0.351\t-0.218\t-0.883\t0.000\t0.910\t2.266\t1.057\t0.000\t0.483\t0.569\t-1.389\t2.548\t0.709\t0.065\t-0.292\t1.551\t0.923\t0.731\t1.109\t0.697\t0.394\t0.482\t0.672\n0\t0.888\t-0.256\t1.000\t1.243\t0.203\t0.731\t-0.179\t-1.514\t2.173\t0.708\t0.163\t-0.605\t0.000\t0.426\t0.294\t-0.950\t2.548\t0.425\t1.382\t0.553\t0.000\t0.849\t0.914\t0.988\t0.692\t0.382\t0.690\t0.677\n0\t0.433\t0.977\t-1.303\t1.957\t-0.298\t0.687\t-0.015\t1.295\t0.000\t0.578\t0.888\t1.109\t2.215\t1.255\t-1.136\t-0.329\t2.548\t1.568\t-0.780\t1.596\t0.000\t0.866\t0.878\t1.004\t1.495\t1.467\t1.120\t1.140\n0\t1.600\t-0.040\t-0.314\t0.844\t0.906\t1.197\t-2.905\t1.189\t0.000\t1.550\t0.644\t-1.168\t2.215\t0.707\t1.879\t1.653\t0.000\t1.105\t-0.178\t0.410\t3.102\t10.018\t5.222\t1.435\t1.309\t1.285\t3.675\t2.753\n1\t0.744\t0.660\t-0.123\t1.376\t-1.602\t0.654\t0.895\t0.686\t0.000\t0.992\t1.088\t-1.525\t2.215\t1.150\t0.996\t-0.631\t2.548\t1.578\t1.634\t0.497\t0.000\t0.898\t1.087\t1.362\t0.823\t0.818\t0.896\t0.856\n1\t2.190\t0.602\t1.577\t2.602\t-1.692\t3.165\t-0.914\t0.075\t0.000\t1.212\t0.352\t-1.655\t0.000\t0.684\t0.466\t-0.831\t2.548\t1.411\t0.330\t-0.349\t3.102\t0.771\t1.005\t0.969\t0.920\t0.319\t0.921\t0.833\n1\t0.777\t-0.015\t0.275\t1.059\t1.347\t0.533\t0.139\t-0.192\t1.087\t0.712\t-0.969\t1.401\t0.000\t1.203\t0.048\t-1.444\t2.548\t0.706\t1.715\t0.019\t0.000\t0.388\t0.935\t1.034\t0.772\t0.903\t0.692\t0.720\n0\t1.222\t-0.601\t0.475\t0.856\t-0.182\t0.609\t-1.256\t-1.026\t0.000\t0.957\t-0.447\t1.270\t2.215\t0.727\t2.446\t-1.397\t0.000\t0.535\t-1.737\t-0.164\t0.000\t0.714\t1.036\t0.989\t0.534\t0.173\t0.626\t0.699\n1\t1.239\t-0.256\t-1.178\t0.567\t0.319\t1.388\t1.982\t1.389\t0.000\t1.662\t-0.080\t-0.243\t2.215\t1.860\t-0.528\t0.165\t2.548\t0.554\t0.561\t-1.237\t0.000\t0.622\t0.863\t1.133\t0.930\t0.820\t0.788\t0.683\n1\t0.729\t-0.603\t-1.321\t0.620\t0.403\t2.046\t-2.134\t0.693\t0.000\t1.093\t-1.442\t-1.497\t2.215\t1.457\t-0.777\t1.538\t0.000\t3.858\t-0.679\t-0.521\t3.102\t0.906\t1.598\t0.985\t0.910\t1.562\t1.681\t1.293\n0\t0.370\t-0.694\t0.657\t0.094\t-0.272\t1.674\t1.120\t0.761\t2.173\t2.037\t0.327\t-0.879\t0.000\t0.721\t0.617\t-1.714\t2.548\t0.490\t0.907\t-0.611\t0.000\t0.590\t0.754\t0.830\t0.864\t1.125\t1.292\t0.990\n1\t0.725\t-0.266\t0.322\t2.285\t1.034\t0.513\t0.128\t-0.150\t0.000\t1.324\t0.480\t-1.444\t1.107\t0.876\t1.170\t-0.444\t2.548\t0.573\t0.482\t-0.949\t0.000\t0.578\t0.882\t1.067\t1.261\t1.010\t1.109\t0.906\n1\t0.885\t-1.423\t1.186\t0.773\t-0.969\t0.835\t1.075\t0.572\t2.173\t0.691\t0.228\t-1.461\t0.000\t0.868\t-0.699\t-0.474\t2.548\t0.508\t-1.913\t-0.597\t0.000\t1.372\t0.914\t1.068\t1.774\t1.419\t1.211\t1.079\n1\t0.688\t-1.923\t0.359\t0.362\t0.375\t0.990\t-0.965\t0.936\t2.173\t0.890\t-0.939\t-0.935\t0.000\t0.835\t-0.684\t-0.088\t2.548\t0.368\t-0.753\t-1.377\t0.000\t0.290\t1.052\t0.996\t0.577\t0.912\t0.717\t0.651\n0\t0.601\t0.486\t-1.037\t1.800\t-0.090\t0.465\t-0.109\t-0.730\t2.173\t0.862\t-0.329\t-1.439\t2.215\t0.609\t-1.453\t0.349\t0.000\t0.929\t-0.190\t1.008\t0.000\t0.769\t0.882\t1.086\t0.674\t0.565\t0.703\t0.765\n0\t0.465\t0.925\t1.191\t0.736\t-0.762\t0.998\t2.336\t-1.640\t0.000\t1.773\t1.662\t-0.083\t0.000\t1.208\t0.884\t0.362\t2.548\t1.674\t-0.583\t-1.427\t3.102\t0.825\t0.852\t0.991\t0.797\t1.488\t1.109\t1.314\n1\t1.742\t0.523\t1.733\t1.093\t1.055\t0.748\t1.424\t0.261\t2.173\t0.237\t0.823\t0.177\t0.000\t1.138\t1.723\t-0.761\t0.000\t1.021\t0.269\t-0.831\t3.102\t0.738\t0.773\t1.096\t0.849\t0.942\t0.898\t0.838\n0\t0.924\t-1.270\t-1.392\t1.934\t-1.215\t3.614\t-0.825\t0.670\t0.000\t3.100\t-0.509\t-1.070\t1.107\t1.425\t-0.503\t0.358\t2.548\t1.784\t-1.705\t-0.724\t0.000\t4.459\t2.474\t1.005\t1.872\t2.144\t2.535\t2.255\n0\t1.660\t-0.592\t-0.034\t0.537\t-0.909\t0.877\t-2.540\t-1.692\t0.000\t1.236\t-0.830\t-1.204\t2.215\t1.495\t-1.411\t0.639\t1.274\t1.908\t-1.111\t1.143\t0.000\t1.300\t0.864\t0.986\t0.980\t1.527\t0.979\t0.928\n0\t2.144\t0.100\t-0.768\t0.690\t-1.415\t0.693\t-0.377\t0.097\t0.000\t0.570\t0.804\t0.546\t0.000\t1.416\t0.206\t1.288\t2.548\t1.003\t0.578\t0.200\t3.102\t0.930\t0.961\t0.986\t0.854\t0.786\t0.837\t0.761\n0\t0.339\t2.327\t-0.609\t0.732\t0.577\t1.173\t0.314\t0.577\t2.173\t1.272\t0.830\t-0.945\t2.215\t0.913\t1.552\t1.604\t0.000\t0.674\t-1.568\t-1.198\t0.000\t0.963\t0.939\t0.986\t0.860\t1.829\t1.005\t0.831\n1\t0.809\t-0.801\t1.018\t0.449\t-0.819\t1.119\t0.745\t-1.236\t2.173\t0.910\t0.285\t0.764\t0.000\t0.470\t1.011\t-0.496\t2.548\t0.703\t-0.678\t0.170\t0.000\t0.909\t1.120\t0.993\t0.680\t0.582\t0.722\t0.688\n1\t1.857\t0.222\t-1.552\t1.416\t1.463\t1.049\t-0.319\t-0.430\t1.087\t0.949\t0.113\t0.637\t1.107\t0.333\t0.920\t-0.178\t0.000\t0.390\t0.688\t0.425\t0.000\t0.309\t0.786\t0.994\t1.088\t1.246\t1.158\t0.889\n0\t0.522\t-1.696\t-0.140\t1.285\t0.534\t0.707\t0.039\t-1.123\t0.000\t1.076\t1.622\t-0.152\t0.000\t1.190\t0.324\t1.728\t0.000\t1.334\t-0.454\t-1.720\t1.551\t0.930\t0.826\t0.991\t0.862\t0.518\t0.560\t0.741\n0\t0.546\t0.346\t0.875\t0.982\t-0.879\t0.556\t0.747\t1.006\t2.173\t0.759\t0.369\t-0.888\t0.000\t0.731\t-0.490\t0.188\t2.548\t0.868\t-0.431\t1.669\t0.000\t0.926\t0.934\t1.015\t0.686\t0.767\t0.680\t0.621\n1\t1.482\t-0.171\t0.270\t0.861\t-0.097\t0.509\t-0.883\t0.082\t2.173\t1.341\t-0.781\t-1.414\t2.215\t1.248\t0.822\t1.456\t0.000\t0.702\t1.376\t-1.063\t0.000\t0.884\t1.348\t0.980\t1.457\t1.187\t1.147\t1.080\n1\t0.430\t-0.670\t1.499\t0.456\t0.103\t0.867\t-1.514\t-1.709\t0.000\t0.628\t-1.330\t-1.029\t2.215\t1.189\t-1.129\t-0.092\t1.274\t1.342\t-2.226\t0.014\t0.000\t1.925\t1.212\t0.989\t0.710\t0.689\t0.893\t0.755\n1\t0.755\t-0.517\t-0.381\t3.202\t-1.002\t0.895\t0.037\t1.459\t2.173\t1.332\t0.240\t0.846\t0.000\t0.571\t-0.622\t1.489\t0.000\t0.949\t0.987\t0.124\t0.000\t0.946\t1.040\t1.141\t1.438\t1.239\t1.004\t1.014\n0\t1.486\t0.284\t-1.541\t0.718\t0.122\t0.861\t-0.668\t-0.106\t2.173\t0.628\t-0.493\t1.009\t0.000\t0.751\t-0.708\t-1.237\t0.000\t1.193\t-0.376\t0.510\t3.102\t0.958\t1.000\t1.428\t0.927\t0.577\t0.835\t0.765\n1\t0.609\t-0.643\t-1.518\t0.919\t1.312\t1.122\t0.280\t1.631\t1.087\t1.284\t1.244\t-0.720\t2.215\t1.299\t0.321\t0.235\t0.000\t1.342\t-0.272\t-0.394\t0.000\t0.930\t1.255\t0.981\t0.634\t1.764\t1.195\t1.010\n1\t1.099\t0.508\t1.145\t0.660\t-1.630\t1.227\t0.256\t-1.515\t0.000\t2.024\t-1.269\t0.041\t0.000\t1.299\t1.409\t0.696\t1.274\t1.543\t0.174\t-0.878\t3.102\t4.389\t2.541\t0.992\t1.048\t1.323\t2.074\t1.595\n1\t0.382\t-1.186\t1.277\t0.523\t0.655\t0.990\t0.113\t-1.456\t2.173\t0.745\t0.766\t0.246\t0.000\t0.877\t1.452\t-0.412\t0.000\t0.533\t-0.830\t0.738\t3.102\t0.862\t0.927\t1.000\t0.899\t0.836\t0.921\t0.799\n0\t0.585\t1.053\t1.593\t0.253\t-1.195\t1.145\t0.245\t0.349\t0.000\t1.958\t-0.055\t-1.371\t2.215\t2.408\t-0.419\t-0.087\t0.000\t1.189\t-1.116\t-0.191\t0.000\t0.865\t0.952\t1.000\t0.806\t0.478\t1.134\t0.952\n1\t1.340\t0.480\t-1.731\t0.448\t0.930\t0.988\t-0.727\t-0.450\t1.087\t0.532\t-1.555\t-1.554\t2.215\t0.803\t-0.850\t0.276\t0.000\t0.564\t0.417\t0.561\t0.000\t0.609\t0.808\t0.994\t1.218\t1.014\t0.923\t0.792\n0\t0.863\t-1.714\t-1.669\t0.227\t0.384\t0.398\t0.100\t-0.268\t0.000\t0.816\t0.196\t1.501\t2.215\t1.047\t-0.546\t0.567\t2.548\t1.434\t-0.891\t-0.666\t0.000\t0.821\t1.066\t0.993\t0.740\t0.837\t0.765\t0.722\n0\t1.350\t0.840\t1.470\t0.266\t1.728\t0.861\t-1.170\t-0.853\t2.173\t0.867\t-2.180\t-0.134\t0.000\t0.901\t0.102\t0.903\t2.548\t0.682\t-0.811\t0.005\t0.000\t0.691\t0.904\t0.987\t0.802\t1.335\t1.319\t1.521\n1\t0.610\t-1.273\t-0.606\t0.273\t0.268\t1.218\t1.717\t-1.523\t0.000\t1.106\t-0.556\t-0.491\t2.215\t0.880\t1.153\t1.079\t0.000\t1.566\t-0.363\t0.335\t3.102\t0.922\t0.945\t0.993\t0.652\t0.809\t0.896\t0.767\n1\t0.441\t1.438\t-1.216\t1.243\t0.678\t0.449\t1.144\t-0.723\t0.000\t0.521\t0.958\t0.504\t0.000\t0.679\t-0.383\t0.876\t0.000\t0.640\t0.481\t-0.440\t3.102\t0.922\t0.926\t1.015\t0.640\t0.503\t0.687\t0.631\n0\t1.280\t-0.474\t-0.203\t1.654\t-0.722\t0.899\t-0.086\t1.315\t2.173\t0.492\t0.303\t0.803\t1.107\t0.769\t0.696\t0.210\t0.000\t0.378\t0.629\t-0.750\t0.000\t0.452\t0.858\t0.989\t0.891\t0.479\t0.924\t0.754\n1\t0.375\t0.035\t1.562\t1.854\t-0.327\t0.838\t-1.238\t0.634\t2.173\t0.539\t-0.855\t-1.291\t0.000\t0.716\t-0.797\t-1.667\t1.274\t0.555\t-1.061\t-0.329\t0.000\t0.664\t0.669\t1.145\t0.873\t0.865\t0.896\t0.707\n0\t0.834\t0.192\t0.717\t0.858\t-0.192\t0.696\t-1.246\t1.494\t0.000\t0.883\t-1.604\t-0.670\t0.000\t1.004\t0.048\t-1.694\t2.548\t0.489\t-0.502\t0.480\t3.102\t1.581\t0.958\t0.982\t0.844\t0.527\t0.780\t0.940\n0\t1.750\t1.370\t0.368\t0.582\t0.879\t0.636\t1.132\t-1.639\t0.000\t0.477\t2.454\t-1.366\t0.000\t0.477\t0.477\t1.170\t1.274\t1.037\t0.936\t-0.467\t0.000\t0.920\t0.742\t0.984\t0.650\t0.402\t0.517\t0.651\n1\t0.890\t-0.737\t1.551\t0.729\t-0.638\t0.924\t0.251\t-0.685\t1.087\t0.313\t-1.167\t1.234\t0.000\t0.678\t-2.092\t1.004\t0.000\t1.094\t-0.657\t0.760\t1.551\t0.952\t0.654\t1.028\t0.933\t1.178\t0.927\t0.794\n1\t1.144\t0.466\t-1.417\t1.713\t-1.573\t1.543\t0.032\t-1.425\t0.000\t3.927\t-2.156\t0.209\t0.000\t0.975\t0.126\t-1.688\t0.000\t1.501\t-0.571\t-0.211\t3.102\t0.530\t0.940\t0.972\t1.103\t0.901\t0.918\t0.810\n1\t1.995\t-0.914\t-0.352\t0.483\t1.417\t0.951\t-1.037\t1.410\t2.173\t0.416\t-1.616\t-0.372\t0.000\t0.835\t-0.820\t0.764\t0.000\t0.382\t0.129\t-0.827\t3.102\t0.849\t0.909\t1.359\t0.681\t0.704\t0.793\t0.696\n0\t2.339\t1.351\t-1.071\t0.376\t-1.258\t0.705\t-1.583\t0.396\t0.000\t0.672\t0.481\t1.499\t2.215\t1.342\t-0.371\t0.815\t1.274\t0.983\t-0.877\t-0.276\t0.000\t0.867\t0.811\t0.980\t1.832\t0.750\t1.219\t1.088\n1\t1.279\t0.942\t0.293\t0.327\t1.550\t0.744\t-0.591\t-1.094\t2.173\t0.438\t-0.529\t-0.389\t0.000\t0.777\t-0.369\t1.052\t2.548\t0.640\t-0.598\t1.393\t0.000\t0.692\t0.633\t0.987\t0.858\t0.889\t0.951\t0.787\n1\t0.429\t-1.118\t1.288\t2.003\t0.341\t1.123\t-1.946\t-1.480\t0.000\t0.769\t-0.771\t-0.248\t1.107\t0.671\t-0.832\t-1.489\t0.000\t0.584\t-1.239\t-0.130\t3.102\t0.859\t0.792\t0.986\t0.771\t0.223\t0.753\t0.825\n0\t0.684\t0.255\t1.428\t1.156\t1.251\t1.330\t-0.256\t0.195\t2.173\t1.474\t0.875\t-1.484\t2.215\t0.732\t-0.637\t-0.303\t0.000\t1.169\t0.421\t-0.765\t0.000\t0.772\t0.976\t0.983\t0.890\t2.413\t1.393\t1.169\n1\t0.680\t0.346\t0.863\t1.610\t0.085\t0.951\t0.897\t-1.156\t2.173\t0.454\t0.784\t-0.643\t2.215\t0.465\t1.640\t1.644\t0.000\t0.444\t1.313\t1.039\t0.000\t0.267\t0.655\t0.989\t0.666\t0.435\t0.771\t0.651\n1\t0.672\t0.258\t-0.037\t0.602\t1.520\t1.438\t0.525\t-0.297\t0.000\t1.309\t0.542\t1.158\t0.000\t1.865\t0.857\t-1.636\t2.548\t0.960\t-1.030\t1.396\t0.000\t1.526\t1.433\t0.986\t0.939\t1.324\t1.207\t0.999\n1\t0.644\t0.375\t0.727\t1.277\t-1.665\t1.216\t0.507\t-0.139\t0.000\t1.005\t0.730\t1.468\t2.215\t0.770\t0.063\t-1.008\t2.548\t0.729\t-0.143\t-0.009\t0.000\t1.015\t0.808\t1.049\t0.629\t0.807\t0.821\t0.762\n1\t1.025\t-0.156\t0.395\t0.555\t-0.689\t1.617\t-0.384\t-0.805\t1.087\t1.186\t0.085\t1.025\t0.000\t1.271\t-0.836\t1.411\t0.000\t0.817\t0.798\t0.587\t3.102\t0.793\t0.628\t0.990\t1.033\t1.454\t1.044\t0.889\n1\t1.229\t-0.987\t0.984\t1.625\t0.459\t1.840\t-0.156\t-0.814\t2.173\t0.804\t-1.306\t1.252\t0.000\t1.340\t-1.950\t-1.413\t0.000\t1.006\t-2.377\t0.904\t0.000\t1.036\t1.027\t0.990\t2.115\t1.129\t1.523\t1.357\n1\t1.224\t0.125\t1.468\t1.754\t0.910\t1.006\t-0.017\t-0.838\t0.000\t1.224\t-0.446\t0.042\t2.215\t0.962\t0.128\t-1.266\t0.000\t0.380\t-2.194\t0.640\t0.000\t0.678\t1.213\t0.985\t0.731\t0.673\t0.819\t0.921\n0\t1.026\t-0.837\t-1.322\t0.871\t-0.833\t0.778\t-0.554\t0.961\t0.000\t0.502\t-1.477\t0.541\t0.000\t1.895\t-1.229\t-0.065\t0.000\t2.026\t-1.270\t1.503\t3.102\t0.825\t0.902\t0.978\t0.569\t1.290\t0.871\t0.872\n1\t1.260\t0.639\t-0.257\t1.682\t-0.013\t1.895\t0.822\t-0.043\t2.173\t0.592\t2.276\t-0.690\t0.000\t3.260\t-0.058\t-1.552\t2.548\t1.826\t1.721\t1.160\t0.000\t0.877\t1.013\t0.992\t1.828\t3.349\t1.716\t1.345\n0\t0.620\t0.314\t-0.192\t1.328\t-0.820\t0.422\t0.413\t1.735\t2.173\t0.476\t0.709\t1.095\t2.215\t0.655\t-1.324\t0.088\t0.000\t0.869\t-0.361\t1.102\t0.000\t0.795\t0.842\t0.979\t0.788\t0.375\t0.621\t0.796\n1\t0.560\t-1.264\t0.255\t0.782\t-1.350\t1.316\t-0.236\t0.324\t2.173\t0.965\t-0.090\t-1.393\t0.000\t0.819\t2.619\t1.632\t0.000\t1.167\t0.052\t-0.580\t0.000\t0.931\t0.871\t0.985\t1.336\t0.828\t1.067\t1.015\n1\t0.749\t0.204\t1.742\t0.553\t-0.350\t1.494\t0.653\t-1.541\t2.173\t2.007\t0.257\t0.570\t1.107\t2.025\t0.668\t-0.590\t0.000\t1.355\t-0.515\t-0.187\t0.000\t1.482\t1.739\t0.990\t0.845\t2.461\t1.593\t1.217\n1\t0.685\t0.424\t0.338\t0.627\t-1.232\t0.840\t0.925\t0.196\t0.000\t0.901\t-0.615\t1.411\t2.215\t0.789\t-0.605\t-1.231\t0.000\t0.858\t0.527\t-1.217\t3.102\t1.913\t1.158\t0.988\t0.762\t0.771\t0.938\t0.778\n0\t1.524\t1.163\t0.206\t0.892\t0.930\t0.856\t2.530\t-0.344\t0.000\t0.875\t0.443\t-1.453\t0.000\t0.814\t1.232\t-1.300\t2.548\t1.493\t0.946\t1.337\t3.102\t0.863\t1.083\t0.988\t0.776\t0.591\t0.827\t0.883\n1\t2.726\t-0.959\t1.515\t0.993\t0.857\t0.689\t0.048\t-0.499\t1.087\t0.399\t0.377\t0.182\t0.000\t1.044\t-0.874\t-0.032\t0.000\t1.665\t-0.493\t-1.152\t3.102\t0.864\t1.093\t1.272\t1.508\t0.729\t1.076\t1.039\n1\t0.697\t-0.862\t-1.005\t1.485\t1.106\t1.777\t-0.538\t1.455\t2.173\t1.495\t-0.146\t-1.191\t0.000\t2.955\t-2.213\t-0.262\t0.000\t2.188\t0.859\t0.280\t0.000\t0.889\t0.654\t1.333\t1.026\t0.824\t1.123\t1.039\n0\t1.584\t-0.268\t-0.318\t2.260\t0.082\t1.848\t0.813\t-1.672\t2.173\t0.909\t0.064\t1.524\t0.000\t1.443\t0.306\t0.379\t2.548\t0.827\t-0.046\t-1.237\t0.000\t0.941\t1.015\t0.995\t2.383\t2.019\t1.625\t1.344\n1\t1.610\t0.241\t0.168\t0.129\t-0.424\t0.883\t-1.800\t-1.532\t0.000\t0.933\t-1.216\t1.120\t2.215\t0.729\t-0.186\t-1.606\t2.548\t0.525\t1.093\t-0.906\t0.000\t1.372\t0.950\t0.980\t1.318\t0.734\t0.920\t1.071\n1\t0.950\t-0.781\t-1.158\t0.787\t-0.639\t0.861\t0.983\t1.330\t2.173\t0.970\t1.000\t-0.055\t2.215\t0.410\t1.177\t-1.657\t0.000\t0.481\t2.316\t0.583\t0.000\t0.595\t0.741\t0.994\t1.930\t1.276\t1.557\t1.389\n1\t1.338\t0.583\t-1.372\t1.228\t-0.050\t0.819\t-0.233\t0.465\t2.173\t0.479\t-1.045\t-0.913\t0.000\t0.541\t0.606\t-1.127\t0.000\t1.051\t0.133\t1.188\t0.000\t0.784\t1.007\t1.650\t0.880\t0.575\t0.817\t0.746\n1\t0.753\t0.368\t-1.717\t1.226\t0.573\t0.918\t-0.947\t-0.861\t2.173\t0.525\t1.152\t-1.702\t0.000\t0.961\t-0.474\t0.189\t0.000\t1.373\t0.258\t-0.348\t3.102\t0.834\t0.838\t1.172\t0.829\t0.962\t0.937\t0.795\n0\t0.668\t-0.091\t-0.005\t1.274\t1.444\t0.696\t1.454\t-0.428\t0.000\t0.806\t0.785\t1.439\t2.215\t0.439\t2.187\t0.597\t0.000\t1.025\t-1.397\t1.628\t0.000\t0.928\t0.968\t1.234\t0.810\t1.103\t0.837\t0.895\n0\t0.898\t1.499\t-1.176\t0.614\t-1.661\t0.397\t0.951\t-0.280\t2.173\t0.591\t-0.235\t1.231\t0.000\t0.933\t-0.329\t0.198\t0.000\t0.483\t0.593\t0.886\t1.551\t0.916\t0.859\t0.974\t0.574\t0.406\t0.519\t0.626\n0\t1.626\t0.256\t1.590\t1.225\t1.056\t0.786\t-0.760\t-0.263\t1.087\t1.168\t-0.744\t-0.741\t2.215\t1.096\t-0.033\t-1.398\t0.000\t1.893\t-0.202\t0.147\t0.000\t0.940\t1.027\t0.992\t1.346\t0.588\t1.103\t0.925\n1\t0.565\t-0.087\t1.533\t1.256\t-0.860\t0.984\t1.911\t0.693\t0.000\t0.825\t0.638\t-0.920\t0.000\t0.367\t1.448\t1.276\t1.274\t0.783\t0.823\t-0.267\t3.102\t1.876\t1.220\t0.988\t0.682\t0.422\t0.821\t0.720\n0\t1.655\t0.577\t1.033\t2.347\t1.377\t1.478\t-0.847\t-0.517\t0.000\t0.503\t0.263\t-1.367\t2.215\t0.562\t0.668\t-0.668\t0.000\t0.394\t-0.173\t0.798\t1.551\t1.460\t0.947\t0.993\t0.815\t0.386\t0.697\t1.105\n1\t0.875\t-0.071\t0.384\t0.425\t-1.563\t1.362\t0.424\t1.481\t1.087\t1.129\t0.526\t-0.258\t0.000\t1.246\t-0.957\t-0.650\t0.000\t0.793\t0.611\t0.620\t0.000\t0.884\t0.713\t0.983\t1.067\t0.667\t0.877\t0.797\n1\t2.092\t-0.951\t-1.724\t0.926\t1.157\t0.908\t-1.167\t-0.445\t1.087\t0.904\t-0.543\t0.041\t0.000\t0.780\t-0.269\t1.273\t0.000\t0.429\t0.966\t0.098\t3.102\t1.167\t1.108\t0.999\t0.984\t1.009\t0.998\t0.907\n0\t0.322\t2.013\t1.676\t2.849\t1.332\t1.346\t-0.884\t-0.195\t1.087\t0.563\t0.988\t-1.600\t0.000\t0.609\t0.303\t0.423\t0.000\t0.841\t-0.451\t-0.699\t0.000\t0.924\t0.662\t0.985\t2.528\t1.052\t1.598\t1.236\n0\t0.752\t-0.129\t-1.204\t0.627\t-1.436\t0.431\t0.717\t1.551\t2.173\t0.539\t-0.220\t-0.295\t0.000\t1.098\t1.507\t0.512\t2.548\t0.630\t0.007\t0.311\t0.000\t0.404\t0.867\t0.984\t0.599\t0.805\t0.690\t0.675\n1\t0.691\t-1.621\t-0.259\t1.555\t0.158\t1.274\t-0.914\t1.587\t2.173\t0.335\t-2.450\t-0.486\t0.000\t0.796\t-0.268\t-0.984\t0.000\t0.485\t0.649\t-1.525\t3.102\t0.829\t0.823\t0.993\t1.436\t0.842\t0.989\t0.849\n1\t1.876\t0.909\t-1.176\t0.559\t1.672\t0.722\t-0.774\t0.419\t0.000\t1.183\t1.444\t0.731\t2.215\t0.612\t0.041\t-0.285\t0.000\t0.560\t0.550\t1.452\t3.102\t0.873\t0.757\t0.983\t1.264\t0.543\t0.938\t0.983\n1\t1.331\t-0.092\t-0.994\t1.308\t1.712\t1.007\t0.822\t0.281\t0.000\t0.859\t0.135\t-1.635\t0.000\t1.124\t-0.660\t0.525\t1.274\t0.603\t-1.931\t-0.359\t0.000\t1.697\t0.980\t1.181\t1.099\t0.494\t0.739\t0.776\n1\t0.419\t2.187\t-1.220\t1.085\t1.131\t1.022\t0.362\t-0.539\t0.000\t0.755\t1.364\t1.547\t2.215\t0.877\t0.941\t-0.136\t0.000\t1.038\t-0.168\t1.066\t3.102\t0.837\t1.057\t0.993\t0.563\t0.788\t0.895\t0.835\n1\t0.691\t2.044\t-1.157\t0.901\t0.396\t0.849\t1.435\t1.142\t0.000\t1.073\t0.789\t-0.638\t2.215\t0.798\t-0.091\t1.287\t2.548\t1.099\t1.484\t-0.395\t0.000\t1.471\t1.207\t1.077\t0.978\t1.075\t0.964\t0.895\n0\t1.158\t-0.507\t-0.255\t0.761\t1.359\t0.912\t1.854\t-1.017\t0.000\t0.292\t2.200\t-0.192\t0.000\t0.738\t0.857\t1.122\t2.548\t0.942\t-0.419\t1.363\t3.102\t0.773\t0.940\t1.292\t0.738\t0.520\t0.911\t1.059\n0\t1.587\t-0.621\t-0.508\t1.242\t-0.873\t1.131\t-0.936\t0.923\t0.000\t0.952\t-0.051\t-1.591\t2.215\t1.112\t-0.473\t0.509\t0.000\t0.737\t-0.502\t1.430\t3.102\t0.854\t1.291\t0.984\t0.807\t0.373\t0.769\t0.958\n0\t1.535\t-0.133\t1.283\t0.386\t-1.361\t0.879\t-0.178\t-0.664\t2.173\t0.844\t-0.463\t0.324\t1.107\t0.964\t0.076\t0.049\t0.000\t1.198\t-0.759\t-0.964\t0.000\t1.031\t1.035\t0.985\t1.069\t1.004\t0.844\t0.802\n0\t1.235\t1.100\t0.371\t0.195\t1.652\t1.328\t0.457\t-0.068\t0.000\t1.284\t-2.278\t-1.038\t0.000\t1.674\t-1.786\t-1.418\t0.000\t1.538\t-0.206\t0.959\t0.000\t0.945\t0.837\t0.984\t0.586\t0.813\t1.082\t1.295\n1\t0.907\t-1.094\t1.692\t0.265\t-0.079\t1.223\t-0.780\t-1.534\t0.000\t1.545\t1.597\t0.086\t0.000\t0.851\t-0.122\t0.047\t2.548\t0.932\t0.058\t-1.118\t1.551\t1.514\t0.987\t0.982\t0.881\t0.594\t0.778\t0.760\n1\t0.734\t1.633\t0.916\t0.758\t-1.131\t0.888\t-0.235\t0.128\t2.173\t0.433\t1.692\t-1.438\t0.000\t0.654\t0.427\t0.970\t0.000\t0.730\t-0.174\t-0.965\t3.102\t0.873\t1.187\t0.995\t0.787\t0.710\t0.908\t0.795\n1\t0.726\t-0.462\t-1.239\t3.277\t-0.698\t2.209\t-0.448\t1.021\t0.000\t0.813\t0.613\t0.920\t2.215\t1.079\t-0.514\t-0.117\t2.548\t0.756\t-1.246\t-0.849\t0.000\t2.238\t1.577\t1.003\t0.819\t1.019\t1.133\t1.342\n1\t2.003\t0.130\t0.243\t1.402\t-0.472\t0.413\t1.107\t-0.456\t2.173\t0.870\t-0.677\t-1.525\t0.000\t1.314\t0.099\t1.133\t0.000\t0.897\t0.654\t-1.409\t3.102\t0.926\t0.697\t1.393\t1.007\t0.499\t0.719\t0.655\n1\t1.214\t0.251\t-1.419\t0.777\t-0.443\t0.685\t1.359\t0.071\t2.173\t0.669\t0.347\t1.588\t0.000\t0.444\t1.465\t0.648\t0.000\t1.101\t1.230\t1.150\t3.102\t0.838\t0.916\t1.038\t0.890\t0.760\t0.801\t0.711\n0\t1.751\t0.332\t-0.335\t2.592\t-1.139\t0.967\t0.260\t0.921\t1.087\t1.492\t0.565\t0.405\t0.000\t1.208\t-0.033\t1.388\t2.548\t0.931\t-0.513\t-1.369\t0.000\t1.820\t1.278\t1.955\t1.433\t0.585\t1.247\t1.180\n1\t0.939\t0.927\t-1.455\t0.326\t-0.624\t0.590\t1.211\t0.906\t1.087\t1.171\t1.130\t1.715\t2.215\t2.160\t2.301\t-0.013\t0.000\t0.700\t1.796\t-0.840\t0.000\t0.954\t1.230\t0.990\t0.720\t0.815\t1.108\t0.931\n1\t0.981\t-0.254\t0.941\t1.470\t-1.699\t0.966\t1.144\t-0.794\t0.000\t1.527\t-0.037\t0.404\t2.215\t1.035\t0.751\t-1.393\t0.000\t0.708\t0.458\t-0.085\t3.102\t0.970\t0.762\t1.150\t1.174\t0.488\t1.017\t1.041\n0\t0.523\t1.008\t1.355\t0.833\t-0.562\t0.564\t0.528\t-0.076\t0.000\t0.705\t-0.533\t1.532\t2.215\t0.894\t0.743\t-1.314\t2.548\t1.540\t-0.012\t0.720\t0.000\t1.015\t1.006\t0.985\t0.776\t0.773\t0.774\t0.684\n0\t0.639\t-0.478\t-1.467\t1.897\t1.313\t0.291\t-0.117\t-0.337\t2.173\t0.429\t1.468\t-0.930\t0.000\t0.886\t0.872\t-0.204\t0.000\t0.382\t-1.038\t0.100\t1.551\t0.702\t0.711\t0.987\t0.837\t0.250\t0.562\t0.768\n0\t0.385\t-1.086\t0.594\t0.279\t0.292\t1.881\t0.494\t-1.581\t2.173\t2.330\t-0.184\t0.320\t2.215\t1.086\t0.456\t-1.139\t0.000\t0.742\t0.610\t-0.280\t0.000\t0.702\t1.012\t0.982\t0.880\t3.234\t1.517\t1.173\n0\t0.570\t0.216\t0.671\t0.733\t-0.971\t0.980\t-0.654\t-0.909\t2.173\t0.551\t0.333\t0.954\t0.000\t0.562\t1.042\t-1.561\t0.000\t2.065\t0.946\t0.443\t3.102\t0.931\t0.975\t0.989\t1.006\t2.091\t1.092\t0.889\n0\t0.330\t-1.826\t1.621\t1.614\t-1.733\t1.749\t0.072\t0.221\t0.000\t1.558\t-0.933\t-1.128\t2.215\t0.696\t-0.514\t0.733\t0.000\t0.711\t1.300\t-0.801\t0.000\t1.092\t0.965\t0.992\t0.923\t0.894\t1.239\t1.115\n0\t1.117\t-0.543\t0.562\t0.337\t-1.426\t0.551\t-0.984\t-1.050\t2.173\t0.858\t1.271\t1.476\t2.215\t0.609\t1.675\t0.018\t0.000\t0.559\t-0.095\t-0.603\t0.000\t0.810\t0.863\t0.988\t0.775\t1.631\t1.034\t0.953\n0\t1.211\t0.751\t-1.263\t0.819\t1.254\t1.252\t0.622\t0.011\t2.173\t1.275\t-0.417\t-1.538\t2.215\t0.805\t0.097\t0.416\t0.000\t0.677\t0.647\t1.158\t0.000\t0.576\t0.984\t1.057\t1.243\t2.100\t1.175\t0.932\n0\t0.642\t-0.181\t-1.409\t0.687\t-1.123\t0.893\t1.362\t0.201\t0.000\t1.003\t-0.090\t0.652\t0.000\t1.150\t-0.642\t1.589\t0.000\t0.919\t0.347\t1.454\t0.000\t0.888\t0.994\t0.982\t1.559\t0.497\t1.098\t1.000\n1\t2.163\t0.414\t-1.161\t1.134\t-0.615\t0.820\t-0.852\t0.502\t2.173\t0.666\t-0.323\t-1.693\t0.000\t0.766\t0.936\t0.893\t0.000\t0.970\t0.736\t0.250\t3.102\t1.131\t0.856\t1.027\t1.601\t0.955\t1.098\t0.980\n0\t0.543\t0.473\t0.242\t1.231\t-0.853\t0.700\t0.799\t1.131\t1.087\t0.454\t1.647\t0.350\t0.000\t0.566\t1.963\t1.072\t0.000\t1.578\t0.035\t-1.547\t3.102\t0.930\t0.943\t0.990\t0.924\t0.859\t0.749\t0.693\n0\t1.111\t-0.047\t0.415\t0.190\t0.984\t0.449\t1.469\t0.037\t0.000\t0.889\t1.165\t1.382\t1.107\t0.935\t0.902\t-1.419\t2.548\t1.379\t1.439\t-0.859\t0.000\t0.880\t1.003\t0.985\t1.038\t0.570\t0.899\t0.959\n0\t1.060\t-0.651\t-1.154\t0.427\t-1.155\t0.586\t0.321\t0.817\t2.173\t0.858\t-0.083\t0.352\t2.215\t0.778\t1.006\t-0.724\t0.000\t0.801\t-0.130\t-1.327\t0.000\t0.738\t0.900\t0.978\t1.193\t0.476\t0.924\t0.878\n0\t1.039\t-0.349\t-1.377\t1.023\t-0.560\t0.831\t-1.378\t0.530\t0.000\t1.469\t0.009\t-1.686\t1.107\t1.089\t-0.490\t0.349\t0.000\t0.898\t-0.533\t-0.677\t3.102\t0.803\t0.849\t0.986\t0.879\t0.887\t1.050\t0.945\n0\t0.344\t-1.812\t0.167\t0.333\t-0.778\t1.433\t-0.548\t-1.281\t2.173\t1.115\t-0.761\t0.591\t2.215\t0.837\t1.918\t0.265\t0.000\t0.719\t-1.674\t1.157\t0.000\t0.839\t1.563\t0.990\t0.952\t1.860\t1.569\t1.213\n0\t3.324\t0.471\t-0.979\t0.980\t-0.596\t1.497\t0.292\t0.818\t2.173\t0.641\t-0.249\t0.424\t0.000\t1.615\t-0.527\t1.039\t0.000\t1.385\t1.067\t-1.176\t1.551\t0.861\t0.913\t0.997\t0.697\t1.678\t1.398\t1.351\n1\t0.536\t-0.242\t1.194\t1.174\t-0.234\t0.598\t-0.563\t-0.689\t0.000\t0.871\t-1.289\t1.003\t2.215\t1.345\t-0.048\t0.986\t2.548\t1.015\t-1.673\t-0.679\t0.000\t0.933\t1.118\t1.055\t0.803\t0.784\t0.945\t0.837\n1\t1.147\t-1.031\t-1.239\t0.426\t1.431\t1.639\t1.635\t1.527\t0.000\t1.115\t-0.408\t0.007\t2.215\t1.803\t0.503\t0.069\t2.548\t0.682\t-0.751\t-0.161\t0.000\t0.609\t0.669\t0.984\t0.975\t0.766\t0.928\t0.733\n1\t0.755\t-2.203\t-0.889\t0.666\t0.354\t0.754\t-0.376\t0.014\t0.000\t0.927\t-2.655\t-1.572\t0.000\t0.771\t-0.054\t-0.311\t2.548\t1.589\t-0.171\t1.429\t3.102\t3.143\t1.997\t0.987\t1.044\t0.848\t1.378\t1.117\n1\t0.999\t-1.843\t-0.413\t1.144\t-0.594\t0.794\t-0.472\t0.977\t2.173\t0.446\t-2.088\t0.772\t0.000\t0.714\t0.197\t-1.179\t2.548\t0.530\t-0.491\t1.640\t0.000\t0.705\t0.857\t1.008\t1.230\t0.934\t0.913\t0.791\n0\t0.971\t0.068\t-0.483\t0.753\t0.269\t0.696\t0.891\t-1.638\t0.000\t0.539\t-0.637\t-1.343\t0.000\t1.221\t-0.147\t0.808\t2.548\t0.517\t0.452\t0.041\t1.551\t1.168\t0.823\t0.979\t0.845\t0.444\t0.706\t0.715\n0\t1.011\t-1.399\t0.504\t0.375\t1.333\t1.412\t-1.194\t-0.135\t2.173\t0.951\t-1.113\t-1.635\t0.000\t1.828\t-0.520\t1.504\t0.000\t0.429\t0.079\t-0.420\t3.102\t0.857\t0.790\t0.993\t1.001\t0.611\t1.116\t0.930\n0\t1.798\t-0.380\t1.201\t0.292\t-0.363\t1.298\t0.556\t1.519\t1.087\t2.321\t0.781\t-0.286\t2.215\t0.683\t0.506\t-1.300\t0.000\t0.561\t-1.441\t-0.454\t0.000\t1.072\t1.300\t0.991\t1.694\t2.569\t1.472\t1.226\n1\t1.381\t1.042\t0.792\t0.943\t-1.682\t0.741\t2.007\t-0.813\t0.000\t1.353\t1.019\t-0.145\t2.215\t0.623\t0.896\t-1.256\t0.000\t0.948\t1.111\t-1.029\t1.551\t0.818\t1.058\t1.252\t0.812\t0.745\t0.814\t0.801\n1\t0.662\t-2.291\t1.023\t0.997\t-0.962\t0.777\t-0.641\t-0.630\t2.173\t0.789\t-0.531\t0.225\t2.215\t1.397\t-1.186\t1.103\t0.000\t0.782\t-1.886\t1.742\t0.000\t0.852\t1.025\t1.099\t1.160\t0.804\t0.949\t0.903\n1\t0.745\t-0.227\t-0.881\t0.279\t-0.044\t0.737\t0.507\t-1.677\t0.000\t0.858\t-0.464\t-0.222\t0.000\t1.288\t-0.537\t1.277\t2.548\t1.624\t0.185\t0.268\t0.000\t0.856\t1.118\t0.988\t0.530\t0.256\t0.664\t0.674\n0\t0.585\t1.509\t1.709\t1.521\t0.616\t0.919\t-0.517\t-1.398\t0.000\t0.881\t0.698\t0.136\t2.215\t0.471\t0.250\t0.554\t2.548\t1.016\t-0.143\t-0.071\t0.000\t1.397\t0.943\t1.089\t0.844\t0.295\t0.800\t0.969\n1\t0.600\t-0.148\t0.432\t0.574\t-0.715\t1.086\t-1.158\t0.691\t0.000\t0.567\t-1.347\t-1.365\t0.000\t0.360\t-0.871\t-0.234\t0.000\t1.902\t-0.289\t-1.110\t3.102\t0.934\t0.748\t0.986\t0.516\t0.242\t0.537\t0.596\n1\t1.006\t0.090\t-0.264\t2.000\t0.367\t1.047\t-0.827\t-1.487\t2.173\t0.576\t-0.059\t1.492\t0.000\t0.882\t0.245\t-0.815\t0.000\t0.572\t-0.433\t0.832\t3.102\t0.972\t0.961\t1.058\t0.615\t0.722\t1.003\t0.868\n0\t1.356\t1.606\t-1.658\t0.958\t0.660\t0.526\t-2.811\t1.407\t0.000\t0.814\t0.816\t-0.492\t2.215\t1.240\t0.211\t-0.078\t2.548\t1.254\t0.867\t0.145\t0.000\t0.816\t0.710\t1.372\t1.067\t0.510\t0.920\t0.751\n1\t0.912\t-0.332\t1.580\t0.317\t-1.246\t2.927\t1.235\t-0.135\t0.000\t2.463\t1.021\t1.407\t0.000\t2.055\t0.537\t-1.557\t2.548\t1.019\t0.660\t0.911\t0.000\t0.932\t1.154\t0.991\t0.860\t0.985\t1.013\t0.865\n0\t0.953\t-1.152\t-0.398\t0.699\t1.200\t0.912\t-0.385\t1.061\t2.173\t1.943\t-0.983\t-0.879\t2.215\t0.901\t-1.101\t1.192\t0.000\t1.052\t-1.166\t0.464\t0.000\t0.663\t0.717\t1.121\t0.990\t2.025\t1.097\t0.911\n1\t0.830\t1.119\t1.314\t0.918\t-1.198\t0.641\t1.276\t-1.065\t0.000\t0.810\t0.948\t0.253\t0.000\t1.145\t0.031\t0.868\t1.274\t0.858\t1.868\t-0.782\t0.000\t1.140\t1.172\t0.990\t0.606\t0.584\t0.691\t0.689\n1\t0.485\t1.001\t-0.506\t1.485\t-0.200\t1.615\t-0.301\t-1.710\t2.173\t1.470\t1.471\t0.276\t0.000\t0.860\t1.008\t1.581\t0.000\t1.107\t0.533\t-1.132\t3.102\t1.631\t1.223\t0.998\t2.858\t0.989\t1.773\t1.573\n1\t1.273\t-1.399\t0.647\t1.112\t1.260\t0.818\t-0.549\t0.056\t0.000\t0.611\t-0.030\t-0.510\t2.215\t1.634\t-0.886\t-1.443\t2.548\t0.983\t-0.742\t-0.980\t0.000\t1.125\t1.185\t0.986\t1.186\t0.947\t0.986\t0.941\n1\t1.581\t0.452\t0.538\t1.062\t-0.067\t1.022\t-0.940\t-1.242\t2.173\t0.604\t-0.481\t1.160\t2.215\t0.484\t-1.251\t-1.686\t0.000\t0.686\t-0.369\t-0.222\t0.000\t0.687\t0.678\t0.986\t0.823\t0.994\t1.081\t0.854\n1\t0.762\t0.590\t-1.425\t0.709\t-1.520\t0.799\t-0.360\t-1.533\t0.000\t1.223\t-1.587\t0.577\t0.000\t1.923\t0.010\t0.079\t2.548\t1.845\t-0.478\t-0.506\t3.102\t2.443\t1.691\t0.981\t1.138\t0.841\t1.285\t1.112\n0\t2.481\t-0.420\t-0.702\t0.443\t0.261\t0.954\t-1.506\t1.408\t0.000\t0.771\t-1.134\t-0.060\t2.215\t0.826\t-0.002\t0.978\t2.548\t0.881\t-2.041\t0.574\t0.000\t1.171\t1.142\t1.108\t0.982\t0.860\t0.881\t1.017\n1\t0.549\t1.171\t-1.446\t0.446\t1.438\t0.999\t-0.156\t0.346\t2.173\t0.925\t-1.075\t-0.886\t0.000\t0.865\t-0.039\t-1.292\t0.000\t1.364\t0.555\t1.112\t3.102\t0.908\t1.215\t0.982\t0.979\t0.945\t1.017\t0.863\n0\t0.839\t-0.076\t-1.000\t1.018\t0.212\t1.104\t-1.153\t0.632\t0.000\t1.291\t-1.067\t-1.402\t2.215\t0.647\t-1.951\t-1.503\t0.000\t0.539\t-1.163\t-0.248\t1.551\t1.623\t0.948\t1.136\t1.109\t0.659\t0.876\t0.907\n1\t0.669\t-0.427\t-1.252\t1.465\t-0.204\t1.268\t-1.237\t-1.576\t0.000\t0.862\t2.113\t0.638\t0.000\t0.442\t-0.467\t-1.631\t0.000\t2.089\t0.217\t0.292\t3.102\t0.511\t1.583\t1.112\t0.905\t0.650\t1.251\t1.045\n1\t0.348\t-1.474\t0.773\t1.901\t1.470\t0.905\t0.374\t-0.524\t2.173\t0.297\t1.349\t-0.780\t0.000\t0.720\t0.884\t0.592\t2.548\t0.397\t-0.545\t0.546\t0.000\t0.683\t0.632\t0.983\t0.915\t0.902\t0.973\t0.775\n1\t1.554\t0.932\t-0.865\t1.540\t-1.449\t1.958\t1.826\t0.528\t0.000\t2.703\t-0.172\t-1.515\t1.107\t2.068\t0.939\t0.287\t0.000\t0.780\t-0.152\t-0.372\t3.102\t1.703\t1.640\t1.074\t1.479\t1.124\t2.453\t1.979\n1\t1.881\t0.567\t-0.339\t0.602\t0.492\t1.177\t1.298\t-1.643\t2.173\t0.762\t1.127\t0.313\t0.000\t0.436\t0.680\t-1.477\t0.000\t1.389\t0.582\t1.146\t3.102\t0.902\t1.081\t1.004\t0.909\t0.900\t1.009\t0.839\n1\t1.013\t0.085\t1.562\t0.378\t-1.614\t0.794\t0.421\t0.840\t2.173\t1.266\t0.298\t-0.331\t0.000\t0.889\t-1.103\t-1.588\t2.548\t0.719\t-0.501\t0.625\t0.000\t1.071\t1.177\t0.980\t0.804\t1.281\t1.010\t0.953\n1\t0.845\t0.052\t1.722\t0.596\t0.105\t0.774\t-0.227\t-1.466\t0.000\t1.048\t-0.525\t0.707\t2.215\t1.057\t0.223\t0.073\t2.548\t1.064\t-0.860\t-0.858\t0.000\t0.922\t1.086\t0.988\t0.778\t0.754\t0.878\t0.755\n0\t1.440\t-0.114\t-0.678\t0.885\t0.995\t1.367\t1.746\t1.486\t0.000\t1.816\t0.385\t0.238\t2.215\t1.337\t0.434\t-0.242\t0.000\t1.819\t0.802\t-1.450\t3.102\t2.951\t1.793\t1.561\t1.228\t1.705\t1.561\t1.412\n0\t0.749\t-0.900\t0.788\t0.755\t1.183\t1.346\t1.337\t-0.415\t0.000\t1.588\t-0.639\t-1.277\t2.215\t1.406\t-1.171\t1.127\t2.548\t1.621\t-0.831\t0.438\t0.000\t3.653\t2.929\t0.979\t0.603\t1.409\t2.111\t1.927\n1\t0.282\t-2.020\t-0.779\t1.574\t1.269\t0.648\t0.499\t1.567\t0.000\t0.582\t2.487\t-0.403\t0.000\t0.607\t-0.959\t0.530\t0.000\t1.515\t0.109\t-0.495\t0.000\t0.795\t0.767\t0.982\t1.892\t0.677\t1.745\t1.319\n0\t1.108\t1.331\t0.422\t0.520\t-1.624\t0.971\t0.792\t-0.401\t2.173\t0.829\t0.435\t1.535\t1.107\t0.531\t-0.780\t-1.026\t0.000\t0.758\t-0.841\t1.273\t0.000\t0.616\t1.179\t1.012\t0.796\t1.321\t0.876\t0.859\n0\t0.952\t-0.554\t-1.594\t0.613\t0.427\t0.627\t-1.082\t1.178\t0.000\t1.048\t-0.184\t-1.271\t0.000\t1.337\t0.213\t0.303\t2.548\t0.988\t-1.199\t-0.643\t3.102\t0.806\t1.062\t1.026\t0.699\t1.057\t0.808\t0.726\n0\t1.206\t1.413\t0.767\t0.807\t-0.228\t0.678\t-1.047\t-1.740\t2.173\t0.654\t-2.534\t-1.244\t0.000\t0.407\t-1.589\t0.291\t0.000\t0.821\t0.108\t-0.424\t1.551\t0.853\t0.915\t1.067\t0.765\t0.884\t1.138\t1.531\n1\t0.544\t-0.966\t-1.593\t0.794\t0.410\t0.717\t-0.413\t-0.900\t0.000\t0.616\t-1.050\t-0.369\t2.215\t1.436\t-0.612\t1.264\t2.548\t0.485\t1.061\t0.494\t0.000\t1.210\t0.907\t0.991\t0.695\t1.016\t0.823\t0.709\n0\t0.363\t-0.747\t1.667\t2.057\t0.504\t0.800\t1.871\t-1.625\t0.000\t0.662\t-2.131\t-0.480\t0.000\t0.675\t0.420\t-0.526\t0.000\t1.585\t-1.073\t-1.154\t3.102\t0.802\t0.894\t1.038\t1.001\t1.209\t1.101\t1.003\n0\t1.639\t-0.467\t1.004\t0.571\t1.324\t1.114\t-1.460\t-0.219\t0.000\t1.803\t1.201\t-1.306\t2.215\t0.882\t1.389\t-0.710\t0.000\t1.657\t0.451\t0.892\t3.102\t0.994\t1.044\t0.987\t0.931\t1.534\t1.493\t1.237\n1\t0.613\t0.155\t1.293\t0.884\t-1.449\t0.899\t1.719\t0.660\t0.000\t1.131\t0.161\t-0.856\t2.215\t0.884\t1.479\t-0.989\t2.548\t0.589\t1.568\t-0.327\t0.000\t0.946\t0.984\t0.981\t1.216\t0.856\t0.909\t0.843\n1\t0.633\t0.586\t-0.472\t1.327\t-1.028\t0.627\t1.325\t1.302\t0.000\t0.702\t0.635\t-0.245\t2.215\t0.470\t2.160\t-1.545\t0.000\t0.862\t1.523\t0.281\t0.000\t0.936\t0.933\t0.984\t0.721\t0.593\t0.619\t0.799\n1\t2.111\t0.434\t1.391\t0.402\t0.331\t0.708\t0.673\t0.910\t2.173\t0.767\t1.198\t-1.023\t0.000\t1.143\t-1.323\t-0.468\t2.548\t1.346\t-0.209\t-0.556\t0.000\t0.752\t0.986\t1.041\t0.644\t1.786\t1.124\t0.964\n1\t0.385\t-0.358\t1.250\t1.778\t-1.309\t1.193\t-0.567\t-0.392\t2.173\t0.951\t0.110\t0.513\t2.215\t0.461\t-1.429\t1.370\t0.000\t0.382\t-1.831\t-1.391\t0.000\t0.318\t0.961\t0.983\t1.211\t1.266\t1.060\t0.857\n1\t0.666\t-1.386\t-0.955\t1.362\t-0.234\t1.263\t1.129\t1.526\t0.000\t0.845\t-0.932\t1.108\t1.107\t2.164\t-0.741\t-0.076\t2.548\t0.555\t-0.862\t-0.630\t0.000\t0.768\t1.003\t0.996\t0.967\t1.263\t0.821\t0.752\n0\t0.725\t0.784\t1.106\t1.408\t0.360\t0.685\t0.274\t1.622\t2.173\t0.689\t0.670\t-0.063\t2.215\t0.405\t0.649\t-1.362\t0.000\t1.231\t-0.537\t-1.199\t0.000\t0.582\t0.800\t0.987\t0.887\t1.032\t0.713\t0.701\n1\t2.101\t-0.007\t-1.083\t1.104\t-0.630\t0.621\t-0.279\t1.610\t0.000\t1.390\t-0.933\t0.582\t2.215\t0.813\t-2.067\t-0.753\t0.000\t1.541\t0.436\t0.069\t3.102\t0.943\t1.057\t0.991\t1.030\t1.224\t1.157\t1.093\n0\t0.600\t-2.395\t-1.504\t0.886\t-0.305\t0.662\t-0.205\t0.920\t2.173\t0.571\t-0.840\t-1.041\t0.000\t0.681\t-0.337\t1.335\t2.548\t0.928\t-1.002\t0.024\t0.000\t0.793\t0.925\t0.985\t0.850\t0.312\t0.812\t0.712\n0\t0.719\t-1.899\t-0.204\t1.242\t0.404\t0.810\t-0.340\t-1.164\t2.173\t0.643\t-0.457\t-0.700\t2.215\t0.679\t-1.522\t1.304\t0.000\t0.379\t1.506\t0.617\t0.000\t1.579\t1.097\t0.991\t1.175\t0.436\t0.807\t0.868\n1\t0.628\t0.172\t0.227\t2.754\t-0.474\t0.823\t0.935\t1.016\t2.173\t1.062\t-0.269\t1.596\t1.107\t0.914\t-0.262\t-1.233\t0.000\t0.469\t-0.006\t0.939\t0.000\t0.676\t0.937\t1.076\t1.368\t1.126\t1.196\t0.943\n1\t0.483\t1.215\t-1.188\t0.843\t1.565\t0.622\t0.565\t-1.394\t0.000\t1.203\t0.517\t1.515\t0.000\t1.271\t0.390\t-0.194\t2.548\t2.168\t-0.426\t0.515\t3.102\t0.912\t1.239\t0.980\t2.053\t0.977\t1.430\t1.270\n0\t1.640\t-2.185\t1.590\t0.717\t1.696\t0.664\t-0.320\t-0.715\t1.087\t0.743\t1.023\t0.377\t2.215\t0.725\t-2.235\t-0.107\t0.000\t0.625\t0.184\t0.284\t0.000\t1.342\t1.138\t1.005\t2.166\t1.153\t1.522\t1.305\n1\t1.563\t-1.177\t-1.545\t1.261\t-1.092\t1.345\t-1.148\t0.644\t2.173\t0.596\t-0.555\t-1.537\t0.000\t1.068\t-0.561\t-0.214\t2.548\t0.608\t-1.996\t-0.044\t0.000\t1.121\t0.897\t0.980\t1.582\t1.121\t1.131\t0.950\n1\t0.756\t0.605\t-1.013\t1.022\t1.101\t0.725\t0.638\t-0.511\t0.000\t0.687\t-0.257\t0.249\t2.215\t0.794\t-1.046\t1.235\t0.000\t1.756\t-0.175\t1.718\t1.551\t1.951\t1.219\t1.151\t0.784\t0.961\t0.899\t0.826\n0\t2.354\t0.365\t-0.899\t0.603\t-0.924\t1.411\t-0.270\t1.065\t2.173\t0.528\t0.354\t0.823\t0.000\t0.438\t1.329\t-0.296\t0.000\t0.393\t1.939\t0.762\t0.000\t0.755\t1.066\t0.979\t0.698\t0.641\t1.080\t0.912\n1\t0.844\t1.553\t0.847\t0.809\t1.698\t0.798\t1.020\t-1.444\t0.000\t1.025\t0.514\t-0.277\t2.215\t1.220\t1.293\t0.055\t0.000\t0.695\t0.799\t1.479\t3.102\t0.893\t1.039\t0.992\t0.486\t0.780\t0.668\t0.667\n1\t1.098\t-1.293\t0.346\t1.101\t-1.129\t0.931\t0.762\t1.685\t2.173\t1.323\t0.046\t0.531\t0.000\t1.739\t-1.029\t-0.476\t0.000\t0.961\t-0.940\t1.610\t3.102\t0.838\t0.604\t1.479\t1.808\t1.102\t1.175\t0.995\n1\t0.406\t-0.710\t0.939\t0.446\t-1.314\t0.370\t-0.512\t0.680\t0.000\t0.565\t0.470\t1.268\t2.215\t0.692\t-0.124\t-0.770\t2.548\t0.434\t-1.402\t-0.375\t0.000\t0.626\t0.692\t0.981\t0.622\t0.674\t0.526\t0.539\n1\t0.403\t0.775\t-0.469\t0.559\t0.224\t0.943\t1.609\t-0.698\t0.000\t1.022\t-1.756\t1.265\t0.000\t1.376\t1.272\t0.771\t1.274\t1.185\t1.079\t-1.248\t0.000\t0.813\t0.980\t0.982\t1.189\t0.848\t0.881\t0.982\n1\t0.733\t1.283\t0.610\t1.413\t0.944\t1.168\t-0.014\t-0.626\t2.173\t0.543\t0.726\t-1.698\t2.215\t0.738\t-0.035\t-1.306\t0.000\t0.514\t0.947\t1.062\t0.000\t0.713\t0.893\t0.978\t0.929\t1.066\t1.422\t1.107\n0\t0.399\t0.973\t-0.820\t1.063\t1.682\t0.440\t1.814\t-0.866\t0.000\t0.933\t0.623\t0.785\t2.215\t1.257\t0.852\t-0.297\t2.548\t0.509\t2.081\t1.221\t0.000\t0.731\t0.994\t0.979\t0.971\t0.968\t0.869\t0.747\n0\t0.409\t1.925\t-0.728\t1.518\t1.453\t0.758\t1.030\t0.561\t2.173\t0.681\t1.091\t-0.676\t2.215\t0.607\t0.024\t-0.872\t0.000\t0.915\t1.150\t-1.654\t0.000\t0.946\t0.873\t1.008\t0.865\t0.950\t0.805\t0.736\n1\t1.042\t-0.999\t0.802\t0.743\t-1.088\t0.578\t-1.182\t-0.591\t0.000\t1.167\t0.105\t0.742\t1.107\t0.695\t0.857\t-0.882\t2.548\t0.666\t-0.870\t-1.154\t0.000\t0.657\t0.948\t1.209\t1.015\t1.037\t0.897\t0.832\n1\t0.389\t2.026\t-0.986\t1.851\t-0.766\t0.716\t-0.741\t0.840\t2.173\t0.457\t0.363\t-0.794\t0.000\t0.730\t0.275\t0.635\t0.000\t1.330\t0.409\t1.642\t3.102\t0.851\t0.882\t0.980\t0.863\t0.964\t1.054\t0.849\n0\t0.876\t0.135\t0.655\t1.153\t0.480\t0.572\t-0.981\t-1.483\t2.173\t0.895\t-1.483\t-0.575\t2.215\t0.497\t0.533\t-1.201\t0.000\t0.533\t-0.874\t1.483\t0.000\t0.639\t0.869\t0.985\t0.990\t0.821\t0.863\t0.740\n0\t0.400\t0.378\t1.059\t1.725\t0.163\t0.341\t1.893\t-1.604\t0.000\t0.560\t0.825\t0.586\t0.000\t1.541\t0.615\t-1.023\t2.548\t0.511\t0.264\t-1.296\t0.000\t0.998\t0.998\t0.984\t0.587\t0.734\t0.785\t0.828\n1\t0.876\t0.822\t0.658\t1.272\t0.414\t1.271\t-0.435\t-1.038\t2.173\t0.473\t-1.231\t-1.509\t0.000\t1.247\t0.218\t0.603\t0.000\t0.760\t-1.202\t1.395\t3.102\t1.478\t0.959\t0.989\t2.221\t1.006\t1.617\t1.383\n1\t1.030\t-1.509\t0.131\t0.715\t1.329\t0.555\t-0.837\t0.182\t2.173\t1.358\t-1.405\t0.838\t1.107\t2.240\t-1.104\t-1.520\t0.000\t1.743\t0.347\t-0.059\t0.000\t0.705\t1.170\t1.048\t0.712\t0.811\t1.007\t0.864\n1\t1.240\t0.483\t-1.655\t0.731\t-0.635\t1.010\t0.222\t-1.017\t2.173\t1.083\t-0.622\t0.519\t0.000\t1.235\t1.397\t0.360\t0.000\t0.730\t1.749\t1.485\t0.000\t0.938\t0.828\t1.049\t0.709\t0.804\t0.936\t0.821\n0\t2.324\t0.426\t-1.190\t0.297\t1.053\t0.884\t0.179\t0.373\t2.173\t0.686\t-0.244\t0.770\t0.000\t1.030\t1.233\t1.507\t2.548\t1.412\t-1.085\t0.139\t0.000\t0.850\t0.927\t1.036\t0.858\t1.254\t0.986\t0.980\n1\t0.420\t-0.987\t0.130\t1.341\t1.544\t1.233\t-2.941\t1.598\t0.000\t1.932\t-0.011\t-0.268\t2.215\t0.672\t0.217\t0.066\t0.000\t1.342\t-0.323\t0.647\t0.000\t0.621\t0.878\t0.994\t0.866\t0.663\t0.948\t0.806\n1\t0.371\t-2.272\t-1.504\t0.777\t-1.741\t0.698\t-0.976\t0.608\t0.000\t0.990\t-0.458\t-0.313\t1.107\t1.638\t-0.399\t-1.108\t2.548\t1.031\t0.310\t0.558\t0.000\t0.951\t0.977\t0.995\t0.757\t0.889\t0.905\t0.835\n1\t0.620\t1.262\t-1.627\t0.367\t-0.538\t1.096\t0.846\t-0.300\t0.000\t1.155\t0.925\t1.229\t2.215\t0.691\t0.993\t0.308\t0.000\t0.551\t-0.777\t1.598\t3.102\t0.837\t1.046\t0.993\t0.827\t0.819\t0.923\t0.794\n1\t1.433\t-0.277\t1.504\t0.976\t-1.332\t1.215\t0.453\t0.057\t0.000\t0.660\t-0.281\t-1.194\t2.215\t0.596\t0.505\t0.505\t0.000\t1.297\t0.480\t-0.795\t0.000\t0.893\t0.751\t0.986\t0.706\t0.411\t0.511\t0.601\n0\t1.116\t0.106\t-0.597\t3.477\t-0.913\t1.676\t-0.304\t0.201\t0.000\t1.384\t1.358\t1.636\t2.215\t1.354\t2.386\t1.245\t0.000\t1.700\t1.438\t1.177\t0.000\t1.001\t1.024\t0.991\t2.162\t1.409\t1.567\t1.382\n0\t0.569\t-0.610\t0.127\t0.645\t-0.711\t0.636\t0.541\t-1.697\t0.000\t1.456\t-0.411\t0.375\t0.000\t1.508\t-0.865\t-1.436\t2.548\t1.333\t-1.163\t0.562\t0.000\t0.889\t1.204\t0.999\t0.528\t0.725\t0.749\t0.663\n0\t1.394\t-1.095\t-0.022\t0.527\t-1.116\t0.690\t0.136\t1.641\t0.000\t1.014\t-0.914\t1.608\t0.000\t1.970\t-0.147\t0.980\t2.548\t1.187\t2.280\t-0.394\t0.000\t1.006\t1.047\t0.989\t0.773\t1.464\t1.018\t0.986\n0\t0.760\t-0.377\t-1.609\t0.829\t-0.808\t0.623\t-0.158\t-0.575\t1.087\t0.864\t0.840\t0.947\t2.215\t0.558\t0.767\t0.417\t0.000\t0.372\t-0.415\t1.119\t0.000\t0.469\t0.648\t0.992\t1.274\t1.205\t0.943\t0.755\n1\t0.998\t1.339\t-0.989\t0.611\t-1.345\t0.785\t0.579\t1.094\t2.173\t1.375\t0.751\t-0.209\t0.000\t1.600\t0.467\t-1.644\t1.274\t1.250\t1.165\t0.622\t0.000\t1.284\t1.257\t1.003\t1.129\t0.871\t1.028\t1.065\n0\t0.519\t-0.939\t1.271\t0.238\t1.268\t0.796\t0.634\t-0.462\t0.000\t1.300\t0.011\t-1.707\t2.215\t2.143\t-0.264\t0.047\t2.548\t1.127\t1.106\t-1.440\t0.000\t0.827\t0.902\t0.989\t0.988\t1.794\t1.030\t0.853\n1\t0.706\t-0.760\t1.114\t0.423\t0.203\t0.883\t2.281\t-0.338\t0.000\t0.716\t0.480\t1.445\t2.215\t0.741\t-0.926\t-1.068\t2.548\t0.708\t-1.320\t-0.026\t0.000\t0.737\t1.231\t0.985\t0.705\t0.876\t0.792\t0.734\n1\t0.937\t0.241\t1.678\t0.614\t0.919\t0.885\t0.729\t0.012\t0.000\t1.196\t-0.603\t1.566\t2.215\t1.207\t0.044\t-0.309\t0.000\t0.623\t-2.277\t-1.378\t0.000\t0.841\t0.849\t0.987\t0.634\t0.944\t1.037\t0.907\n0\t0.767\t0.028\t0.703\t1.457\t-1.151\t0.728\t0.738\t-1.577\t0.000\t1.225\t-0.532\t0.499\t2.215\t1.016\t2.083\t0.332\t0.000\t0.970\t1.044\t-0.184\t0.000\t0.769\t1.658\t1.457\t1.166\t0.920\t1.361\t1.191\n0\t0.953\t-1.325\t-0.761\t1.863\t-1.563\t0.403\t-0.268\t-0.126\t2.173\t1.137\t0.855\t0.660\t2.215\t0.758\t-0.751\t0.988\t0.000\t0.639\t0.892\t-0.336\t0.000\t0.947\t0.865\t1.219\t2.095\t0.887\t1.361\t1.159\n1\t1.419\t-2.151\t1.506\t0.740\t0.455\t1.292\t-0.850\t-0.793\t2.173\t0.523\t-1.185\t-0.164\t1.107\t0.827\t0.344\t1.340\t0.000\t0.671\t-0.141\t0.827\t0.000\t1.195\t0.963\t1.152\t1.604\t0.686\t1.054\t1.061\n1\t1.416\t0.413\t1.361\t1.339\t-0.090\t1.308\t0.945\t-0.590\t0.000\t0.452\t1.165\t1.620\t2.215\t1.103\t2.017\t1.284\t0.000\t0.814\t-0.825\t0.577\t3.102\t2.592\t1.498\t1.842\t1.053\t0.851\t1.240\t1.154\n0\t1.261\t-1.439\t-0.828\t0.310\t0.515\t0.664\t0.752\t0.062\t0.000\t0.534\t-0.255\t0.682\t0.000\t0.908\t-0.919\t1.051\t2.548\t1.463\t-0.000\t-1.079\t3.102\t0.900\t0.876\t0.988\t0.771\t0.949\t0.685\t0.643\n0\t0.609\t-0.347\t-0.301\t0.453\t1.602\t0.660\t-1.038\t0.933\t0.000\t1.056\t-0.105\t1.166\t2.215\t0.880\t-0.307\t-0.613\t0.000\t1.337\t1.392\t-0.881\t0.000\t0.691\t0.750\t0.986\t0.786\t0.763\t0.579\t0.611\n0\t1.342\t-0.382\t0.018\t0.121\t0.349\t1.148\t-0.237\t-1.104\t2.173\t1.576\t-0.448\t0.609\t2.215\t0.324\t-1.028\t1.099\t0.000\t0.977\t-0.009\t-1.666\t0.000\t0.524\t0.821\t0.986\t1.091\t1.991\t1.073\t0.853\n0\t0.597\t1.864\t0.287\t0.639\t0.851\t0.625\t2.111\t1.015\t0.000\t1.152\t-0.277\t-0.401\t2.215\t0.991\t-0.655\t-1.276\t1.274\t0.489\t-0.562\t1.129\t0.000\t1.616\t1.709\t0.980\t1.066\t0.843\t1.310\t1.076\n0\t1.663\t-1.109\t0.455\t1.582\t-0.158\t1.294\t-1.463\t-1.708\t0.000\t1.191\t-0.720\t-0.447\t2.215\t1.000\t-0.989\t1.089\t2.548\t1.481\t-1.864\t-1.466\t0.000\t0.945\t0.992\t1.177\t0.924\t1.157\t1.092\t1.146\n1\t1.787\t-1.516\t-1.071\t0.775\t0.157\t0.627\t0.184\t0.296\t2.173\t0.782\t-0.841\t-1.153\t0.000\t1.017\t-1.065\t0.828\t0.000\t1.138\t-0.429\t1.496\t3.102\t1.352\t0.872\t1.459\t1.412\t0.851\t0.999\t0.898\n0\t0.516\t-0.215\t0.373\t0.976\t-1.309\t0.891\t0.835\t0.635\t0.000\t0.473\t-1.489\t-1.224\t2.215\t0.522\t0.093\t-0.953\t2.548\t0.496\t1.658\t1.498\t0.000\t0.940\t0.866\t0.988\t0.704\t0.498\t0.944\t0.798\n0\t0.375\t1.376\t-1.710\t1.723\t0.649\t0.538\t2.044\t-0.581\t0.000\t0.772\t-1.063\t0.964\t0.000\t1.486\t0.839\t-1.290\t2.548\t1.611\t0.623\t-0.559\t3.102\t0.839\t0.876\t0.989\t0.918\t0.732\t0.814\t0.751\n1\t0.331\t-0.424\t1.182\t0.817\t0.365\t1.313\t0.890\t-1.076\t0.000\t0.631\t1.284\t0.301\t2.215\t0.480\t2.490\t0.921\t0.000\t1.161\t1.001\t1.532\t3.102\t2.047\t1.267\t0.992\t0.565\t0.694\t0.899\t0.807\n0\t0.401\t-0.206\t0.531\t1.813\t1.584\t0.597\t-0.818\t0.016\t0.000\t0.609\t-1.123\t0.819\t0.000\t0.780\t0.267\t-0.577\t2.548\t0.441\t0.393\t-1.465\t3.102\t0.874\t0.898\t0.987\t0.554\t0.324\t0.596\t0.663\n0\t1.962\t-0.173\t-1.116\t0.133\t1.145\t1.027\t-1.829\t0.465\t0.000\t1.834\t0.530\t-0.927\t2.215\t1.700\t0.814\t0.958\t0.000\t0.818\t1.670\t0.500\t0.000\t0.923\t0.944\t0.990\t0.943\t1.286\t1.124\t1.087\n1\t1.282\t0.212\t-0.174\t1.081\t-0.729\t0.741\t-1.618\t0.297\t0.000\t1.173\t-0.451\t-1.462\t2.215\t1.139\t-1.160\t1.159\t0.000\t0.642\t1.236\t1.113\t0.000\t1.196\t1.018\t0.991\t1.194\t0.461\t0.915\t1.133\n1\t0.942\t-1.139\t-1.001\t0.896\t1.549\t1.742\t-0.839\t-1.253\t1.087\t2.248\t2.024\t0.509\t0.000\t1.161\t0.015\t0.350\t2.548\t1.983\t0.085\t-0.391\t0.000\t1.828\t2.187\t0.988\t0.774\t1.926\t3.371\t2.752\n1\t1.201\t1.506\t-0.147\t0.870\t-0.726\t1.266\t0.539\t0.853\t2.173\t0.425\t1.782\t-1.006\t0.000\t0.488\t1.972\t-1.465\t0.000\t0.510\t-0.478\t-0.668\t1.551\t0.304\t0.712\t0.990\t1.317\t0.972\t0.907\t0.834\n1\t2.373\t-1.468\t0.390\t0.986\t-0.130\t0.628\t-0.702\t-1.114\t2.173\t0.536\t-1.777\t-1.105\t0.000\t0.906\t2.009\t-1.450\t0.000\t1.390\t-1.222\t1.338\t1.551\t3.963\t2.391\t0.991\t0.971\t0.882\t1.678\t1.837\n0\t0.907\t0.421\t-0.059\t0.777\t-0.550\t0.477\t-0.041\t-1.590\t0.000\t1.100\t-0.403\t1.117\t2.215\t1.054\t0.021\t-0.800\t2.548\t0.572\t-1.149\t0.721\t0.000\t0.902\t0.793\t0.992\t1.330\t1.158\t0.967\t0.871\n0\t0.340\t0.441\t0.190\t1.619\t1.262\t0.778\t0.773\t-0.641\t2.173\t0.506\t1.526\t0.255\t0.000\t0.749\t0.399\t-1.071\t2.548\t0.665\t-0.271\t0.565\t0.000\t0.854\t0.887\t0.987\t0.807\t0.395\t0.824\t0.766\n0\t3.825\t-0.254\t-1.436\t0.872\t-1.264\t2.110\t0.581\t0.278\t0.000\t0.603\t-0.123\t-0.744\t0.000\t1.207\t0.283\t0.716\t2.548\t0.728\t-0.922\t1.405\t3.102\t2.099\t1.333\t0.999\t0.828\t0.691\t1.015\t1.385\n1\t1.337\t0.712\t1.628\t1.613\t1.731\t2.029\t0.363\t1.741\t2.173\t1.664\t0.890\t-0.041\t0.000\t0.889\t1.076\t0.366\t0.000\t1.417\t-0.656\t0.394\t0.000\t0.713\t0.633\t0.986\t1.128\t1.214\t1.365\t1.239\n1\t0.303\t0.242\t0.273\t0.470\t0.527\t1.034\t-1.528\t-0.907\t2.173\t1.104\t-0.889\t0.824\t2.215\t1.218\t-0.962\t-0.470\t0.000\t1.225\t-0.876\t1.638\t0.000\t1.056\t1.072\t0.975\t2.876\t1.650\t2.057\t1.742\n0\t1.123\t1.850\t-1.063\t2.117\t-1.537\t1.130\t0.740\t0.143\t0.000\t1.637\t0.496\t0.533\t2.215\t1.498\t1.004\t-1.674\t2.548\t0.708\t1.327\t-0.494\t0.000\t0.951\t0.963\t0.982\t0.934\t1.601\t1.484\t1.360\n1\t1.021\t-0.538\t-1.726\t0.297\t-0.440\t1.078\t-0.232\t-0.088\t2.173\t0.779\t-0.924\t1.293\t0.000\t1.341\t0.421\t0.535\t2.548\t0.829\t-1.372\t-1.381\t0.000\t0.887\t1.291\t0.991\t1.084\t0.958\t1.032\t0.915\n0\t1.322\t-1.823\t0.492\t1.347\t0.637\t0.820\t0.157\t-1.262\t0.000\t0.941\t-0.833\t-0.869\t1.107\t0.797\t-0.740\t1.566\t2.548\t0.395\t-1.166\t0.341\t0.000\t1.142\t0.880\t0.971\t1.119\t0.747\t1.098\t1.230\n1\t0.561\t-1.440\t1.539\t0.513\t0.208\t0.565\t-0.538\t1.297\t2.173\t0.855\t-0.992\t-1.166\t0.000\t0.819\t-1.528\t-0.535\t0.000\t1.239\t0.402\t0.314\t3.102\t0.814\t0.999\t0.985\t0.720\t0.834\t0.875\t0.740\n0\t2.036\t0.714\t1.101\t0.234\t1.061\t0.592\t1.254\t0.298\t2.173\t0.607\t0.528\t-0.939\t0.000\t0.998\t-2.243\t-0.841\t0.000\t0.863\t1.120\t-1.196\t3.102\t0.814\t1.058\t0.994\t0.770\t0.738\t0.702\t0.772\n0\t0.726\t-0.595\t0.928\t1.469\t0.039\t0.593\t-1.574\t-0.952\t2.173\t0.451\t0.715\t1.636\t0.000\t0.612\t-0.967\t-1.307\t0.000\t0.498\t1.036\t1.198\t3.102\t0.909\t0.996\t1.026\t0.792\t1.237\t0.844\t0.782\n0\t2.145\t-0.361\t-1.499\t0.824\t-1.360\t1.884\t-0.190\t0.515\t0.000\t2.011\t0.325\t-1.203\t1.107\t1.666\t-0.443\t0.138\t2.548\t1.187\t0.219\t0.909\t0.000\t0.951\t0.925\t0.966\t1.135\t1.996\t1.517\t1.453\n1\t0.658\t-0.108\t0.317\t0.842\t1.307\t1.469\t0.634\t-1.111\t0.000\t1.151\t-0.321\t0.772\t2.215\t1.058\t0.169\t-0.668\t2.548\t1.221\t2.202\t0.707\t0.000\t3.156\t1.966\t0.986\t0.742\t1.171\t1.630\t1.272\n1\t0.638\t-1.221\t0.768\t0.976\t-0.904\t0.680\t0.371\t1.017\t0.000\t1.059\t-0.818\t0.027\t2.215\t0.697\t0.556\t-1.710\t0.000\t1.631\t-0.026\t-0.741\t3.102\t0.794\t1.010\t1.091\t0.798\t0.903\t0.909\t0.876\n0\t0.820\t0.273\t0.965\t0.895\t-1.306\t0.648\t0.037\t0.413\t2.173\t1.342\t0.009\t-0.622\t2.215\t0.688\t1.405\t-1.677\t0.000\t0.601\t-0.205\t1.344\t0.000\t0.778\t0.902\t1.055\t0.949\t1.103\t0.836\t0.747\n0\t0.765\t-0.919\t0.449\t1.191\t1.480\t0.614\t1.017\t-0.021\t2.173\t1.212\t-0.541\t-1.182\t2.215\t0.593\t1.935\t0.380\t0.000\t0.580\t-0.205\t1.698\t0.000\t1.132\t0.850\t1.059\t0.989\t1.565\t1.097\t1.073\n1\t0.579\t1.620\t0.366\t0.592\t0.234\t2.496\t0.569\t-1.099\t2.173\t1.186\t1.014\t0.792\t0.000\t1.072\t-0.341\t1.587\t2.548\t1.343\t0.094\t0.691\t0.000\t0.913\t1.210\t0.998\t1.559\t1.678\t1.495\t1.219\n1\t0.910\t0.006\t-1.343\t0.452\t0.252\t1.069\t-0.444\t0.140\t2.173\t0.422\t-1.018\t0.980\t0.000\t1.229\t0.295\t1.592\t2.548\t0.913\t0.277\t-0.327\t0.000\t0.960\t0.881\t0.985\t0.895\t1.490\t0.838\t0.719\n1\t1.726\t0.627\t-1.212\t0.734\t-0.413\t0.714\t2.244\t1.300\t0.000\t1.363\t0.527\t1.688\t0.000\t2.367\t0.220\t0.213\t2.548\t2.095\t0.956\t-0.105\t3.102\t0.525\t1.312\t1.028\t1.290\t0.932\t1.101\t1.009\n1\t1.212\t-0.213\t-1.188\t1.116\t-0.843\t1.388\t0.195\t0.740\t2.173\t0.801\t-0.367\t0.256\t0.000\t0.604\t-0.617\t-0.871\t0.000\t1.180\t-0.429\t1.668\t0.000\t0.921\t1.134\t0.989\t0.703\t0.833\t1.000\t0.877\n1\t0.328\t0.149\t1.386\t1.461\t-0.325\t1.902\t2.817\t1.724\t0.000\t1.248\t-0.976\t0.133\t2.215\t1.200\t-2.240\t1.732\t0.000\t2.612\t0.099\t0.740\t0.000\t1.243\t0.991\t0.988\t1.137\t0.559\t0.817\t0.822\n1\t0.651\t0.939\t1.122\t0.484\t0.841\t1.242\t0.783\t-0.809\t1.087\t0.525\t0.085\t0.948\t0.000\t0.762\t0.231\t-1.417\t0.000\t0.992\t-0.422\t-0.188\t1.551\t0.825\t1.097\t0.973\t0.694\t1.028\t0.880\t0.764\n1\t0.827\t1.549\t-0.312\t0.925\t0.211\t1.135\t1.107\t-1.580\t1.087\t0.762\t1.345\t1.067\t2.215\t0.863\t0.700\t-0.675\t0.000\t0.772\t1.515\t0.146\t0.000\t0.783\t1.058\t0.984\t0.902\t0.956\t1.020\t0.871\n0\t1.104\t0.022\t0.911\t1.388\t0.149\t0.836\t-0.806\t-1.384\t2.173\t0.492\t-1.350\t1.309\t0.000\t0.990\t-0.977\t-0.710\t1.274\t0.756\t-0.409\t0.035\t0.000\t0.813\t0.846\t1.087\t1.030\t0.664\t0.951\t0.795\n1\t0.749\t-0.727\t0.155\t1.437\t-0.975\t1.558\t1.341\t0.960\t2.173\t2.399\t-0.392\t-1.013\t2.215\t0.659\t-0.693\t1.186\t0.000\t1.948\t-0.374\t0.481\t0.000\t0.767\t1.646\t1.222\t2.354\t3.973\t2.083\t1.669\n1\t1.918\t0.720\t-1.026\t0.225\t0.388\t0.971\t0.652\t1.214\t2.173\t0.503\t2.050\t0.304\t0.000\t0.765\t0.084\t-0.634\t0.000\t0.797\t-0.753\t1.272\t0.000\t0.963\t1.076\t0.988\t0.584\t0.767\t0.743\t0.710\n1\t0.402\t-0.271\t-1.086\t1.673\t0.093\t0.403\t-1.100\t-0.778\t0.000\t1.756\t-0.977\t1.709\t2.215\t0.634\t-1.356\t-0.360\t0.000\t0.979\t-1.149\t0.373\t0.000\t0.836\t1.124\t0.992\t0.636\t0.889\t0.915\t0.803\n1\t0.873\t-0.488\t0.996\t0.878\t-0.448\t0.781\t0.495\t-1.240\t2.173\t0.646\t0.549\t0.945\t2.215\t0.731\t-0.471\t-1.050\t0.000\t0.684\t0.896\t0.315\t0.000\t1.008\t0.832\t1.169\t0.808\t0.964\t0.785\t0.697\n1\t2.351\t0.072\t-0.404\t0.872\t-1.037\t0.885\t-0.053\t1.106\t2.173\t0.380\t-0.343\t1.510\t0.000\t0.276\t-0.332\t0.810\t0.000\t0.966\t0.298\t-1.298\t3.102\t0.907\t0.854\t1.071\t0.711\t0.835\t0.918\t0.785\n1\t0.730\t-1.946\t-0.031\t1.203\t0.459\t1.136\t-1.154\t-1.233\t1.087\t0.932\t-0.757\t1.417\t2.215\t0.510\t-1.463\t-0.653\t0.000\t0.815\t0.286\t0.465\t0.000\t1.007\t0.904\t0.994\t1.270\t1.076\t0.977\t0.854\n1\t1.047\t-0.894\t0.676\t0.477\t-1.095\t3.077\t-0.057\t-0.140\t0.000\t1.403\t-0.097\t1.687\t2.215\t1.809\t-0.634\t1.307\t1.274\t3.955\t-0.817\t-1.612\t0.000\t5.763\t3.590\t0.988\t0.920\t0.765\t2.288\t1.689\n0\t0.539\t0.494\t0.228\t1.143\t0.576\t0.702\t-0.619\t1.173\t0.000\t1.029\t-0.491\t-0.597\t2.215\t1.152\t-0.230\t-1.710\t0.000\t0.503\t0.857\t-0.455\t3.102\t0.888\t0.875\t0.984\t1.533\t0.555\t0.943\t1.074\n0\t0.509\t0.955\t-1.231\t1.442\t-1.368\t0.761\t-1.545\t-0.515\t0.000\t1.345\t0.987\t0.221\t2.215\t1.009\t-0.867\t1.111\t2.548\t1.017\t0.758\t-1.725\t0.000\t0.607\t0.907\t1.001\t2.139\t1.681\t1.600\t1.201\n1\t1.692\t1.393\t1.065\t1.550\t1.099\t0.903\t1.055\t-1.490\t0.000\t1.847\t0.614\t-0.425\t1.107\t0.875\t1.224\t-0.635\t0.000\t0.652\t0.924\t-0.375\t1.551\t1.063\t0.974\t1.010\t0.875\t0.243\t1.289\t1.049\n1\t0.736\t1.938\t-0.331\t2.826\t1.072\t0.658\t0.546\t-1.685\t2.173\t0.661\t0.373\t0.645\t1.107\t0.647\t1.091\t1.271\t0.000\t0.908\t0.772\t-1.184\t0.000\t0.687\t0.695\t1.906\t1.523\t0.841\t1.130\t0.895\n1\t0.533\t-0.921\t-1.009\t1.196\t-0.277\t1.428\t0.527\t1.627\t0.000\t1.258\t1.469\t0.130\t2.215\t0.663\t0.245\t-0.275\t0.000\t0.766\t0.855\t1.069\t3.102\t0.565\t0.565\t0.980\t2.824\t0.698\t1.823\t1.621\n1\t0.735\t1.419\t0.312\t1.027\t1.470\t0.743\t-0.255\t-0.223\t2.173\t0.290\t0.433\t0.738\t0.000\t1.229\t-0.652\t-1.203\t1.274\t0.679\t1.373\t1.711\t0.000\t0.577\t0.967\t1.041\t1.249\t0.961\t1.115\t0.886\n0\t0.533\t-0.863\t0.926\t0.389\t0.438\t0.798\t1.531\t0.869\t0.000\t1.332\t0.625\t0.243\t1.107\t1.187\t-1.006\t-1.719\t0.000\t0.826\t2.049\t-1.244\t0.000\t1.188\t0.819\t0.981\t0.749\t1.778\t1.232\t1.034\n0\t0.526\t-1.174\t0.986\t0.561\t-0.930\t1.164\t-0.578\t0.580\t2.173\t0.979\t-0.733\t-0.885\t0.000\t1.583\t-0.545\t1.445\t2.548\t1.320\t1.968\t-0.756\t0.000\t0.847\t0.940\t0.985\t0.880\t1.188\t0.944\t0.789\n1\t0.590\t0.909\t0.724\t0.576\t1.324\t0.940\t0.248\t-0.967\t0.000\t0.637\t0.377\t-0.319\t0.000\t1.169\t-1.108\t1.385\t1.274\t1.295\t0.104\t0.419\t3.102\t0.914\t0.971\t0.990\t1.981\t0.989\t1.312\t1.205\n0\t0.410\t-0.529\t1.583\t1.783\t-0.911\t1.045\t-1.480\t1.028\t0.000\t0.791\t0.540\t-0.152\t2.215\t0.442\t-1.377\t0.365\t0.000\t0.798\t-0.249\t-0.662\t3.102\t0.902\t0.851\t0.990\t0.512\t0.448\t0.549\t0.595\n1\t0.838\t-0.410\t-0.720\t0.318\t0.464\t0.974\t0.206\t-1.291\t2.173\t0.787\t0.175\t0.959\t0.000\t0.865\t-0.338\t-0.014\t0.000\t2.099\t-0.825\t-1.323\t3.102\t0.843\t1.060\t0.993\t0.941\t0.963\t0.886\t0.772\n1\t0.791\t0.565\t1.542\t0.707\t-0.519\t0.699\t-0.718\t-0.124\t2.173\t0.420\t0.133\t1.147\t0.000\t0.479\t1.746\t0.940\t0.000\t0.923\t-0.867\t-1.495\t3.102\t0.708\t0.946\t0.994\t0.945\t0.814\t0.845\t0.750\n1\t1.049\t-0.695\t0.610\t0.243\t0.832\t0.818\t-0.633\t-0.020\t0.000\t1.509\t-0.192\t1.494\t2.215\t1.155\t-0.770\t-0.576\t2.548\t0.747\t-1.146\t-1.263\t0.000\t1.165\t0.775\t0.981\t0.903\t1.420\t0.969\t0.862\n1\t0.763\t0.362\t-1.422\t0.640\t-0.624\t0.617\t1.341\t-0.687\t0.000\t0.790\t-0.067\t0.312\t2.215\t0.610\t1.799\t-1.558\t0.000\t1.890\t0.636\t1.053\t3.102\t0.854\t1.090\t0.986\t0.937\t0.830\t0.899\t0.791\n1\t1.008\t0.747\t-1.499\t0.785\t-0.734\t1.165\t0.099\t-1.131\t0.000\t0.895\t-0.999\t1.026\t2.215\t2.449\t-0.020\t0.307\t1.274\t0.490\t0.779\t1.551\t0.000\t0.911\t1.354\t0.985\t1.473\t1.259\t1.297\t1.171\n0\t1.662\t0.115\t-1.137\t0.771\t0.625\t0.649\t0.406\t-0.201\t2.173\t0.324\t1.861\t0.335\t0.000\t0.286\t0.475\t-1.685\t0.000\t0.370\t-0.403\t-0.184\t3.102\t0.918\t1.172\t1.568\t0.750\t0.240\t0.666\t0.726\n1\t1.694\t1.163\t-1.231\t0.333\t0.621\t0.753\t-0.003\t1.250\t2.173\t0.576\t-0.819\t0.187\t1.107\t0.739\t0.308\t0.230\t0.000\t1.171\t1.063\t-0.470\t0.000\t0.863\t1.036\t1.035\t1.178\t0.897\t0.947\t0.838\n0\t0.780\t-1.154\t1.627\t1.226\t-1.422\t1.497\t0.620\t-0.024\t0.000\t2.840\t-0.332\t-1.419\t0.000\t1.854\t-2.246\t0.138\t0.000\t2.026\t0.170\t-0.520\t3.102\t0.659\t1.268\t0.984\t1.654\t0.768\t1.295\t1.093\n1\t0.773\t0.590\t-1.211\t1.406\t-1.271\t0.889\t-0.142\t0.337\t2.173\t0.707\t0.155\t-0.037\t0.000\t1.335\t-0.311\t1.074\t2.548\t0.998\t1.980\t-0.918\t0.000\t0.718\t1.566\t1.004\t1.642\t0.847\t1.304\t1.198\n1\t1.119\t1.135\t-1.456\t0.793\t0.680\t1.037\t1.132\t0.807\t2.173\t1.384\t0.132\t-1.246\t0.000\t1.509\t-1.383\t-0.417\t0.000\t1.989\t-0.629\t0.152\t0.000\t0.903\t0.793\t1.224\t0.920\t0.769\t1.513\t1.394\n1\t0.850\t-1.271\t-0.412\t1.566\t1.470\t1.066\t-0.332\t1.195\t2.173\t1.035\t-1.270\t0.028\t2.215\t0.808\t0.342\t-1.616\t0.000\t0.771\t-0.593\t-1.127\t0.000\t0.620\t0.868\t1.586\t1.108\t1.553\t1.053\t0.933\n0\t0.951\t2.276\t-1.208\t0.861\t1.387\t0.897\t0.935\t0.668\t2.173\t0.342\t1.734\t-0.950\t0.000\t0.671\t1.894\t0.453\t0.000\t1.501\t0.553\t-0.676\t3.102\t0.709\t0.831\t0.989\t0.965\t1.162\t0.935\t0.766\n0\t0.909\t-0.732\t-0.083\t0.873\t-0.649\t0.879\t-0.344\t0.632\t1.087\t1.072\t0.226\t1.493\t2.215\t0.470\t0.747\t1.069\t0.000\t0.509\t-0.832\t-1.348\t0.000\t0.715\t0.745\t0.989\t1.383\t1.084\t1.077\t0.863\n0\t0.479\t1.464\t1.540\t1.131\t-0.830\t0.959\t0.843\t1.522\t0.000\t1.843\t0.698\t-0.197\t2.215\t0.576\t1.278\t0.383\t2.548\t0.973\t-1.281\t-1.353\t0.000\t0.873\t0.820\t0.984\t0.966\t0.667\t1.039\t0.897\n1\t0.538\t-1.586\t1.063\t1.116\t-1.422\t0.903\t-0.663\t-0.859\t0.000\t1.074\t-0.494\t0.364\t2.215\t0.753\t1.052\t0.797\t2.548\t0.703\t-0.778\t-1.647\t0.000\t0.809\t1.138\t0.987\t1.928\t0.961\t1.388\t1.180\n0\t0.350\t-2.067\t-1.083\t1.232\t-0.030\t1.314\t-1.491\t0.887\t0.000\t1.372\t-1.007\t-1.054\t2.215\t0.863\t-1.292\t1.292\t0.000\t0.769\t0.369\t-0.207\t0.000\t0.977\t0.955\t0.982\t0.601\t0.350\t0.586\t0.617\n1\t1.138\t-0.202\t-0.785\t1.315\t0.050\t1.101\t-0.226\t1.536\t2.173\t1.914\t-0.582\t0.878\t0.000\t0.887\t1.496\t-0.246\t0.000\t1.173\t-1.106\t-1.511\t0.000\t0.795\t0.636\t1.159\t1.319\t0.846\t0.917\t0.891\n0\t0.324\t2.143\t-0.796\t0.683\t-0.168\t1.085\t-0.081\t-1.115\t2.173\t1.456\t2.211\t0.624\t0.000\t0.665\t-1.157\t-1.230\t2.548\t0.640\t-0.125\t0.535\t0.000\t1.932\t2.456\t0.990\t0.951\t0.676\t1.853\t1.400\n0\t0.421\t2.067\t0.697\t0.876\t-0.027\t1.117\t0.587\t1.136\t1.087\t0.387\t-0.810\t0.818\t0.000\t1.818\t0.968\t-0.580\t2.548\t1.174\t-0.739\t-1.115\t0.000\t0.865\t1.249\t0.989\t0.810\t1.824\t1.192\t1.012\n1\t0.488\t-1.026\t-0.184\t0.456\t-0.058\t0.418\t-1.253\t1.741\t0.000\t1.109\t-0.360\t-1.112\t0.000\t0.805\t0.381\t-0.117\t2.548\t1.390\t0.827\t0.925\t3.102\t1.026\t1.061\t0.991\t0.786\t0.694\t0.933\t0.809\n1\t0.732\t-0.578\t-1.659\t0.856\t1.170\t0.735\t-0.973\t1.361\t2.173\t1.202\t-0.551\t-1.422\t2.215\t0.794\t-1.781\t0.892\t0.000\t1.762\t-0.487\t-0.648\t0.000\t0.992\t1.314\t0.982\t0.586\t0.868\t1.050\t0.983\n0\t2.001\t-0.593\t-1.208\t0.748\t1.522\t1.968\t0.630\t0.353\t2.173\t1.474\t0.246\t-1.538\t0.000\t0.340\t-0.084\t-0.350\t1.274\t0.543\t0.960\t-0.282\t0.000\t1.186\t0.764\t1.068\t2.203\t0.714\t1.334\t1.195\n1\t0.367\t1.523\t-0.965\t0.962\t1.078\t0.707\t0.125\t0.092\t1.087\t1.132\t-0.594\t-1.414\t2.215\t0.482\t-0.168\t-0.427\t0.000\t0.427\t2.002\t0.453\t0.000\t0.917\t0.779\t0.989\t2.239\t1.379\t1.631\t1.243\n0\t1.329\t-0.572\t-0.110\t1.954\t-0.926\t0.567\t-0.343\t-1.183\t2.173\t1.499\t-0.579\t0.667\t0.000\t1.119\t-0.940\t1.228\t1.274\t0.883\t-1.325\t-1.349\t0.000\t1.648\t1.043\t1.497\t0.877\t0.888\t0.870\t0.958\n0\t2.287\t-0.233\t1.342\t1.056\t1.651\t1.079\t0.379\t-0.110\t2.173\t0.500\t1.028\t-1.092\t0.000\t0.787\t-2.528\t-0.340\t0.000\t0.602\t1.287\t-0.262\t0.000\t0.517\t0.789\t0.980\t0.810\t0.894\t1.123\t0.982\n1\t2.962\t-1.207\t-1.704\t1.348\t1.470\t2.632\t-1.671\t-0.163\t0.000\t1.405\t-0.001\t1.717\t0.000\t1.319\t-1.450\t0.297\t2.548\t1.226\t-0.513\t1.087\t0.000\t0.917\t0.999\t0.983\t0.660\t0.863\t0.931\t0.934\n0\t0.551\t0.114\t-0.638\t1.996\t-1.352\t0.861\t-0.652\t0.740\t0.000\t0.963\t-0.073\t-1.730\t2.215\t0.990\t0.712\t0.101\t2.548\t0.382\t-0.676\t0.319\t0.000\t1.146\t1.210\t0.988\t0.949\t1.131\t0.982\t1.058\n1\t0.830\t0.826\t-1.064\t0.351\t1.371\t0.776\t-0.061\t1.358\t0.000\t0.912\t0.323\t-0.484\t1.107\t0.809\t-1.005\t-0.056\t2.548\t0.750\t0.923\t0.937\t0.000\t0.842\t1.086\t0.979\t0.866\t0.791\t0.923\t0.903\n0\t0.848\t0.112\t1.029\t0.261\t1.168\t0.500\t0.490\t-0.244\t2.173\t0.804\t0.823\t1.178\t2.215\t0.828\t1.121\t-0.997\t0.000\t1.166\t-0.321\t-0.678\t0.000\t1.022\t1.058\t0.979\t0.773\t0.909\t0.720\t0.693\n0\t0.787\t0.788\t-0.347\t0.764\t-1.488\t0.506\t0.862\t1.464\t0.000\t1.049\t-0.598\t-0.272\t2.215\t1.308\t-0.200\t1.003\t1.274\t0.634\t-2.240\t1.319\t0.000\t2.495\t1.532\t0.987\t0.874\t1.163\t1.151\t1.023\n1\t0.468\t0.835\t-0.064\t1.246\t1.375\t0.824\t-0.719\t0.777\t0.000\t1.299\t0.197\t-0.731\t1.107\t0.809\t-0.195\t1.287\t0.000\t0.643\t-1.581\t-0.635\t0.000\t0.753\t0.763\t1.019\t1.044\t0.624\t0.882\t0.871\n0\t0.652\t1.362\t-0.107\t0.962\t-1.489\t0.664\t2.038\t0.940\t0.000\t0.853\t-0.236\t-0.175\t2.215\t0.830\t1.406\t1.672\t0.000\t0.867\t0.642\t-0.614\t3.102\t0.888\t0.920\t1.038\t1.038\t0.508\t0.992\t0.845\n1\t0.377\t-0.142\t-1.187\t0.519\t1.030\t2.284\t-0.639\t1.501\t0.000\t2.306\t0.477\t0.027\t0.000\t1.283\t0.941\t-0.335\t1.274\t1.911\t-0.091\t-0.951\t3.102\t1.719\t1.096\t0.989\t0.761\t0.959\t0.940\t0.900\n1\t0.631\t-0.270\t-0.485\t0.570\t-1.364\t0.547\t0.843\t0.370\t0.000\t0.778\t-0.615\t0.054\t1.107\t1.181\t0.839\t-1.607\t2.548\t1.207\t-0.184\t-1.725\t0.000\t1.370\t1.038\t0.979\t0.855\t1.341\t0.879\t0.766\n0\t2.025\t0.586\t0.678\t1.328\t1.288\t1.085\t0.705\t-0.805\t0.000\t1.239\t0.048\t-0.691\t0.000\t1.248\t0.826\t-1.244\t2.548\t2.045\t-0.155\t0.836\t3.102\t0.869\t0.844\t1.188\t0.802\t1.360\t1.085\t1.171\n0\t0.761\t-0.477\t0.787\t1.127\t-0.269\t0.702\t0.149\t-1.023\t0.000\t1.126\t-1.665\t0.509\t0.000\t1.085\t0.027\t1.723\t2.548\t2.292\t-0.536\t-0.590\t0.000\t1.081\t1.065\t1.044\t0.595\t0.173\t0.650\t0.690\n1\t1.375\t0.268\t0.717\t0.745\t-1.640\t0.667\t1.209\t0.191\t0.000\t0.935\t-1.058\t-1.124\t2.215\t0.804\t-1.126\t-1.702\t0.000\t0.389\t-0.269\t0.023\t3.102\t2.436\t1.278\t1.194\t1.179\t0.514\t1.044\t0.940\n1\t0.806\t-0.145\t0.914\t1.158\t0.931\t0.851\t0.996\t-1.104\t2.173\t0.212\t2.477\t0.194\t0.000\t0.915\t-0.323\t-1.071\t2.548\t0.784\t0.730\t0.727\t0.000\t0.556\t0.951\t0.974\t1.744\t0.808\t1.166\t1.073\n1\t0.593\t-0.043\t0.958\t0.716\t-1.048\t0.737\t0.419\t0.647\t2.173\t0.756\t0.184\t-0.305\t2.215\t0.500\t0.955\t1.285\t0.000\t1.209\t-1.325\t-0.274\t0.000\t0.660\t0.745\t0.985\t0.738\t0.841\t0.697\t0.681\n0\t0.456\t1.554\t-0.409\t0.711\t-0.555\t0.519\t0.655\t1.717\t1.087\t0.592\t1.271\t0.135\t2.215\t0.727\t0.269\t0.943\t0.000\t0.399\t-0.683\t1.385\t0.000\t0.418\t0.670\t0.992\t0.790\t0.851\t0.648\t0.588\n0\t0.435\t-1.375\t-0.136\t0.842\t1.268\t2.540\t-1.040\t0.805\t1.087\t2.839\t-0.367\t-0.790\t2.215\t1.292\t-1.039\t-1.132\t0.000\t0.665\t1.718\t-1.496\t0.000\t2.457\t2.009\t0.986\t1.424\t4.143\t2.422\t2.040\n1\t0.905\t-0.636\t0.545\t0.620\t-0.516\t1.036\t-0.412\t-1.629\t0.000\t0.610\t-0.509\t0.262\t0.000\t0.779\t-0.770\t-0.794\t2.548\t1.059\t0.224\t1.110\t1.551\t1.675\t1.071\t0.989\t0.639\t0.798\t0.750\t0.731\n1\t0.575\t1.621\t-1.491\t0.456\t-1.726\t0.940\t0.715\t0.258\t0.000\t0.698\t-0.218\t0.505\t0.000\t1.312\t0.570\t-0.775\t2.548\t0.791\t0.840\t-1.698\t3.102\t0.926\t0.946\t0.997\t0.736\t0.594\t0.795\t0.750\n1\t0.772\t0.068\t1.383\t0.832\t0.170\t1.742\t0.156\t-1.187\t0.000\t1.928\t0.664\t0.685\t0.000\t1.639\t-0.491\t-0.493\t2.548\t0.594\t-0.112\t1.008\t3.102\t4.001\t2.105\t0.988\t0.914\t0.752\t1.497\t1.168\n0\t1.166\t-0.732\t-1.148\t0.936\t-0.215\t0.631\t0.189\t1.666\t2.173\t0.576\t0.082\t0.532\t2.215\t0.860\t0.801\t-0.269\t0.000\t0.854\t-1.640\t1.184\t0.000\t1.177\t0.986\t1.079\t0.845\t0.759\t0.756\t0.741\n1\t1.682\t-1.750\t1.151\t0.794\t0.808\t1.447\t-0.818\t-1.009\t1.087\t0.814\t-0.727\t-0.111\t1.107\t0.334\t-0.977\t1.543\t0.000\t0.456\t1.813\t0.652\t0.000\t1.095\t1.062\t1.003\t1.626\t1.158\t1.173\t1.191\n1\t0.474\t0.161\t1.666\t1.038\t0.233\t0.950\t1.217\t0.908\t0.000\t2.694\t1.395\t-1.047\t0.000\t1.761\t0.200\t0.619\t1.274\t1.024\t-0.444\t-0.237\t3.102\t0.900\t1.079\t0.990\t0.585\t0.818\t0.911\t0.836\n0\t2.158\t-1.337\t1.011\t0.686\t0.790\t1.696\t-0.384\t-0.812\t2.173\t0.637\t-0.240\t-1.685\t0.000\t1.118\t-0.459\t0.732\t2.548\t0.720\t-0.022\t-0.340\t0.000\t0.831\t0.943\t1.005\t0.621\t1.691\t1.328\t1.052\n0\t0.585\t-1.624\t-0.556\t0.599\t-0.396\t0.946\t-0.741\t-0.208\t1.087\t1.217\t-1.242\t1.172\t2.215\t0.997\t-0.551\t-0.615\t0.000\t1.531\t-2.461\t0.913\t0.000\t0.954\t1.068\t0.982\t0.645\t1.554\t0.907\t0.791\n0\t1.699\t1.935\t-0.751\t1.956\t-0.339\t0.763\t0.419\t1.374\t0.000\t1.075\t0.886\t0.890\t0.000\t1.062\t1.254\t-1.667\t2.548\t1.073\t1.343\t0.253\t0.000\t0.909\t0.955\t0.987\t1.199\t0.623\t0.940\t0.949\n0\t0.366\t0.045\t0.321\t2.054\t1.539\t0.671\t0.693\t0.113\t0.000\t0.637\t1.601\t-0.376\t0.000\t1.077\t-0.889\t-1.329\t1.274\t1.361\t-0.223\t-0.499\t1.551\t0.905\t0.949\t1.070\t0.895\t0.713\t1.003\t0.990\n1\t0.365\t-0.938\t-1.087\t1.190\t1.318\t0.910\t-0.350\t0.593\t2.173\t1.437\t0.212\t-1.348\t0.000\t1.071\t0.114\t-0.628\t2.548\t0.636\t-0.184\t-0.131\t0.000\t0.950\t0.773\t0.983\t1.238\t1.136\t1.093\t1.105\n1\t0.906\t0.234\t-0.209\t0.645\t1.010\t1.355\t0.816\t-0.762\t2.173\t1.274\t1.003\t1.294\t1.107\t0.572\t0.666\t0.526\t0.000\t0.715\t0.302\t1.140\t0.000\t0.393\t1.047\t0.987\t0.994\t1.867\t1.084\t0.844\n1\t1.194\t-1.871\t1.459\t0.287\t-0.154\t1.175\t-1.211\t0.298\t2.173\t0.778\t-2.156\t-1.586\t0.000\t0.799\t-1.151\t-0.341\t0.000\t0.522\t-0.378\t-1.359\t3.102\t1.243\t0.798\t0.990\t0.999\t0.888\t0.841\t0.752\n1\t0.619\t1.214\t0.814\t0.817\t-1.121\t0.420\t0.447\t1.158\t0.000\t0.598\t0.958\t0.026\t0.000\t1.459\t-0.506\t-1.360\t2.548\t0.433\t-0.846\t0.517\t3.102\t0.952\t1.189\t0.986\t0.803\t0.619\t0.839\t0.771\n1\t0.576\t-1.656\t-0.325\t1.879\t0.642\t1.566\t-1.512\t-0.882\t2.173\t0.934\t-1.350\t0.763\t0.000\t1.042\t-0.994\t1.325\t0.000\t1.214\t-0.652\t-1.693\t3.102\t0.768\t0.740\t1.103\t1.500\t1.120\t1.088\t1.007\n1\t0.758\t1.534\t-1.038\t1.156\t0.013\t1.141\t0.857\t0.961\t1.087\t0.488\t2.527\t-0.774\t0.000\t0.768\t1.772\t-1.200\t0.000\t0.520\t-0.023\t-0.862\t3.102\t0.527\t1.206\t1.053\t0.685\t0.896\t0.824\t0.767\n1\t1.318\t1.612\t1.403\t0.933\t0.800\t0.561\t0.898\t-1.728\t0.000\t0.970\t-0.092\t-0.851\t2.215\t0.669\t0.698\t0.195\t2.548\t0.574\t0.991\t-0.731\t0.000\t0.690\t0.823\t0.986\t0.833\t0.791\t1.094\t0.881\n1\t0.943\t0.075\t-0.223\t0.403\t1.262\t0.729\t0.317\t0.734\t0.000\t0.681\t0.642\t0.098\t0.000\t1.926\t-0.439\t-1.487\t2.548\t0.452\t1.138\t-1.006\t3.102\t0.852\t0.717\t0.987\t0.914\t0.814\t0.911\t0.785\n1\t2.451\t-0.367\t-0.039\t1.504\t0.527\t0.624\t1.780\t-1.690\t0.000\t0.866\t-1.035\t1.163\t2.215\t2.093\t0.684\t-1.227\t2.548\t1.115\t-1.091\t-1.193\t0.000\t0.848\t0.974\t1.300\t1.195\t1.906\t1.462\t1.429\n0\t0.707\t-0.145\t-0.218\t0.523\t-0.621\t1.199\t0.829\t1.345\t0.000\t1.223\t-0.205\t-1.090\t1.107\t1.314\t-0.607\t-1.555\t0.000\t2.384\t-1.007\t0.363\t3.102\t1.603\t1.188\t0.973\t0.795\t1.690\t1.094\t0.919\n0\t0.939\t1.628\t0.479\t1.494\t-0.246\t0.952\t-0.312\t-1.406\t2.173\t1.002\t1.353\t0.995\t0.000\t0.899\t-0.921\t-0.762\t2.548\t0.495\t-0.653\t1.469\t0.000\t1.267\t1.456\t0.996\t1.678\t0.754\t1.461\t1.282\n1\t2.006\t0.036\t-1.637\t0.703\t-0.504\t1.058\t0.269\t-0.111\t2.173\t0.476\t0.936\t-1.107\t0.000\t1.126\t-0.424\t0.547\t2.548\t0.854\t0.114\t1.097\t0.000\t0.838\t0.981\t1.403\t1.103\t0.917\t0.994\t0.837\n1\t0.759\t-0.716\t-0.232\t0.504\t0.759\t0.794\t-0.173\t-1.379\t0.000\t1.121\t-0.015\t0.147\t0.000\t1.106\t-0.733\t-0.516\t2.548\t1.692\t-0.158\t1.399\t3.102\t0.870\t0.917\t0.985\t0.709\t1.084\t0.753\t0.659\n1\t1.160\t1.255\t1.022\t1.608\t-1.283\t0.619\t1.654\t1.359\t0.000\t0.658\t0.947\t-0.508\t2.215\t1.001\t1.255\t0.389\t0.000\t1.455\t0.184\t-0.404\t3.102\t1.106\t0.993\t1.656\t1.205\t0.351\t0.836\t0.849\n1\t1.283\t1.785\t1.356\t0.418\t0.784\t1.014\t-0.055\t-0.329\t2.173\t0.649\t1.246\t-0.667\t0.000\t0.578\t2.541\t1.257\t0.000\t0.579\t-0.159\t-1.464\t3.102\t0.728\t0.982\t0.992\t0.727\t0.694\t0.958\t0.795\n1\t0.916\t-1.414\t1.696\t1.007\t0.197\t0.904\t-0.788\t0.351\t2.173\t0.564\t-1.690\t0.637\t0.000\t0.808\t-1.874\t-0.937\t0.000\t1.060\t-0.814\t1.284\t3.102\t1.037\t1.073\t1.298\t0.732\t0.777\t0.726\t0.690\n1\t1.739\t1.296\t0.266\t0.567\t0.161\t3.012\t-1.344\t-1.230\t0.000\t2.255\t1.638\t-0.824\t0.000\t1.623\t1.476\t0.632\t0.000\t5.594\t0.786\t0.889\t3.102\t0.804\t2.557\t0.983\t1.392\t0.474\t3.157\t3.025\n1\t1.349\t-0.455\t1.468\t0.761\t0.842\t0.683\t-2.795\t-1.054\t0.000\t0.614\t-0.718\t-0.148\t0.000\t0.526\t-1.201\t-1.415\t0.000\t0.757\t0.129\t-0.283\t3.102\t0.952\t1.328\t0.985\t0.768\t0.477\t1.202\t1.060\n0\t1.196\t-0.952\t-0.900\t1.649\t-0.844\t1.667\t-0.044\t1.123\t2.173\t0.958\t0.567\t-0.652\t1.107\t0.429\t-0.572\t0.046\t0.000\t0.857\t-0.580\t0.780\t0.000\t0.907\t1.088\t0.989\t1.629\t1.951\t1.809\t1.405\n0\t1.457\t0.510\t-1.430\t0.508\t-0.952\t0.838\t0.737\t0.119\t2.173\t0.714\t0.175\t0.981\t2.215\t0.303\t-0.237\t1.574\t0.000\t0.552\t-1.398\t1.731\t0.000\t0.353\t1.058\t0.985\t0.911\t0.861\t0.857\t0.808\n1\t0.389\t0.970\t1.127\t1.173\t-0.171\t0.664\t-1.028\t1.328\t2.173\t0.806\t-0.904\t-0.986\t2.215\t0.333\t1.214\t0.263\t0.000\t0.626\t0.167\t-0.667\t0.000\t1.040\t1.491\t0.989\t1.028\t0.938\t1.231\t1.017\n0\t1.105\t1.288\t0.671\t0.631\t-0.705\t1.206\t0.437\t0.597\t2.173\t0.792\t0.653\t-1.143\t0.000\t1.407\t0.889\t-1.560\t2.548\t0.827\t-0.096\t-0.202\t0.000\t0.898\t0.837\t1.094\t0.957\t1.573\t0.964\t0.862\n0\t0.951\t0.977\t-1.008\t0.872\t0.109\t0.695\t0.075\t-0.039\t1.087\t1.305\t0.705\t-1.527\t2.215\t2.243\t-0.145\t0.646\t0.000\t0.792\t-0.009\t-1.399\t0.000\t0.950\t1.053\t1.066\t0.939\t1.441\t0.860\t0.764\n1\t0.969\t0.852\t1.435\t1.112\t0.804\t0.343\t1.388\t-0.525\t0.000\t0.963\t0.016\t-0.783\t0.000\t0.348\t0.916\t0.244\t2.548\t0.481\t-2.260\t0.590\t0.000\t0.958\t0.655\t0.985\t0.577\t0.294\t0.419\t0.605\n1\t0.917\t-0.467\t-1.628\t0.324\t-1.624\t0.896\t-0.199\t-0.056\t2.173\t0.706\t1.810\t1.411\t0.000\t0.947\t-1.211\t-0.480\t0.000\t0.951\t0.752\t0.682\t0.000\t0.842\t1.083\t0.990\t1.157\t0.983\t1.021\t1.124\n0\t0.554\t-0.453\t1.161\t0.681\t-0.287\t1.544\t0.567\t0.953\t0.000\t0.819\t1.790\t1.525\t0.000\t0.979\t0.487\t1.357\t0.000\t2.407\t-0.423\t-0.935\t3.102\t0.945\t1.178\t0.988\t0.944\t1.166\t1.054\t0.873\n1\t1.024\t0.159\t0.272\t0.791\t-1.099\t0.804\t-1.337\t-0.296\t2.173\t0.685\t0.382\t0.793\t1.107\t1.400\t-0.120\t1.286\t0.000\t0.791\t0.815\t1.616\t0.000\t0.758\t0.627\t1.177\t1.092\t1.408\t1.024\t0.896\n0\t1.047\t0.598\t1.172\t0.275\t-1.620\t0.798\t-2.041\t-0.320\t0.000\t0.751\t-0.371\t-1.317\t1.107\t0.668\t-0.493\t0.438\t2.548\t0.472\t-1.560\t-1.688\t0.000\t0.889\t0.875\t0.983\t0.721\t0.755\t0.779\t0.868\n0\t0.513\t0.861\t-0.746\t0.371\t1.478\t0.610\t-0.985\t-1.114\t0.000\t0.816\t-0.252\t0.262\t2.215\t0.657\t-1.392\t-0.315\t0.000\t2.007\t0.911\t1.446\t3.102\t0.919\t0.887\t0.990\t0.910\t1.316\t1.019\t0.834\n1\t0.865\t0.198\t0.923\t0.718\t-0.111\t0.913\t0.902\t-1.199\t2.173\t0.868\t-0.381\t0.149\t0.000\t0.485\t0.728\t1.623\t1.274\t0.449\t-1.275\t1.021\t0.000\t0.755\t0.776\t0.984\t1.129\t0.469\t0.863\t0.772\n0\t2.633\t0.596\t0.014\t0.259\t0.372\t1.671\t0.434\t-1.541\t0.000\t0.701\t0.037\t1.576\t0.000\t0.884\t-0.789\t0.011\t1.274\t0.608\t0.336\t0.483\t0.000\t0.881\t0.912\t0.982\t0.821\t0.293\t0.918\t1.040\n1\t0.768\t0.980\t-0.000\t2.006\t-0.613\t0.932\t0.644\t1.593\t0.000\t0.831\t1.052\t0.690\t2.215\t0.620\t0.252\t1.045\t0.000\t0.707\t0.040\t-1.128\t3.102\t0.698\t0.821\t0.983\t0.622\t0.786\t0.709\t0.798\n1\t0.513\t0.786\t1.049\t0.349\t0.282\t1.100\t-0.483\t-1.309\t2.173\t0.901\t2.337\t0.252\t0.000\t0.594\t-1.162\t1.165\t2.548\t0.853\t0.429\t-0.901\t0.000\t1.164\t1.426\t0.989\t0.971\t0.895\t1.220\t1.009\n1\t0.499\t-0.179\t1.166\t1.121\t-0.842\t0.787\t0.758\t0.537\t2.173\t0.519\t-1.465\t-1.501\t0.000\t0.650\t-0.925\t-0.136\t0.000\t0.414\t0.343\t-1.452\t1.551\t0.868\t0.634\t1.007\t0.991\t0.599\t0.824\t0.729\n1\t0.460\t1.520\t-1.482\t0.966\t1.572\t1.272\t2.029\t-0.545\t0.000\t0.996\t1.461\t0.858\t0.000\t2.143\t1.021\t-1.310\t1.274\t2.003\t0.477\t0.474\t0.000\t0.760\t0.849\t0.987\t0.865\t0.973\t0.884\t0.778\n0\t1.217\t-0.616\t1.330\t1.447\t1.667\t0.794\t0.199\t0.190\t0.000\t0.731\t0.955\t-0.593\t0.000\t1.021\t-1.140\t-0.783\t2.548\t0.711\t-0.152\t0.743\t3.102\t1.235\t0.842\t0.990\t0.955\t0.735\t0.850\t1.065\n1\t0.795\t0.690\t1.324\t1.607\t1.471\t0.746\t1.214\t-0.463\t2.173\t0.282\t-0.135\t0.773\t2.215\t0.433\t0.061\t-0.091\t0.000\t0.370\t1.893\t-1.187\t0.000\t0.711\t1.324\t0.982\t0.540\t0.784\t0.905\t0.880\n1\t2.277\t-1.311\t0.358\t1.029\t0.447\t1.064\t-1.545\t1.538\t2.173\t1.140\t-1.709\t-0.320\t0.000\t1.179\t-0.093\t-1.613\t2.548\t1.040\t-1.296\t-1.288\t0.000\t1.095\t1.334\t0.997\t1.341\t1.184\t1.207\t1.145\n0\t1.044\t-0.167\t-1.518\t1.361\t-1.246\t1.274\t0.305\t1.619\t2.173\t2.629\t-0.072\t0.331\t0.000\t1.079\t-2.728\t-0.143\t0.000\t1.119\t-0.269\t-0.602\t3.102\t5.378\t2.954\t0.974\t1.187\t1.217\t2.412\t1.915\n1\t0.520\t-1.957\t-0.062\t0.933\t0.900\t0.715\t-1.766\t0.309\t0.000\t1.270\t-0.954\t-1.198\t2.215\t1.226\t-0.921\t1.606\t0.000\t1.672\t-2.403\t-0.501\t0.000\t1.477\t1.217\t0.980\t0.999\t0.435\t1.071\t0.930\n0\t0.670\t-0.366\t0.707\t0.993\t-0.622\t0.374\t0.463\t-0.199\t2.173\t0.612\t-0.141\t0.944\t0.000\t1.379\t-0.050\t1.635\t1.274\t0.834\t-1.927\t-1.050\t0.000\t1.520\t1.206\t1.052\t0.873\t0.923\t0.898\t0.786\n1\t0.545\t-0.230\t-0.803\t0.774\t1.253\t0.827\t0.745\t-1.501\t2.173\t1.343\t-0.002\t-0.066\t0.000\t1.210\t-0.478\t0.395\t2.548\t0.885\t-2.191\t1.591\t0.000\t1.457\t1.071\t0.986\t1.045\t1.500\t1.031\t0.937\n0\t1.025\t-0.419\t1.496\t0.105\t-0.615\t0.720\t-1.146\t0.752\t0.000\t0.834\t-1.541\t-0.083\t0.000\t1.614\t0.997\t-1.605\t2.548\t1.233\t0.452\t-0.189\t3.102\t0.819\t0.954\t0.978\t0.821\t1.075\t1.097\t0.898\n1\t0.612\t-0.351\t1.460\t0.474\t-0.898\t1.234\t-0.448\t0.578\t0.000\t1.290\t-0.287\t-1.654\t0.000\t0.557\t2.635\t-0.070\t0.000\t1.510\t-0.420\t-0.236\t3.102\t2.431\t1.359\t0.990\t0.773\t0.424\t0.946\t0.836\n1\t0.602\t-0.257\t0.300\t1.074\t-1.353\t0.604\t-1.830\t0.889\t0.000\t0.773\t0.058\t-1.695\t1.107\t1.467\t-0.588\t-0.756\t2.548\t1.540\t-1.019\t0.293\t0.000\t0.887\t1.276\t1.110\t0.684\t0.941\t1.018\t0.888\n0\t0.451\t-2.210\t0.224\t0.669\t-1.028\t0.835\t-0.653\t0.434\t2.173\t1.377\t-2.179\t1.391\t0.000\t0.729\t-0.673\t-1.175\t0.000\t0.962\t0.411\t-1.035\t0.000\t0.735\t0.661\t0.989\t0.847\t0.372\t0.778\t0.826\n1\t0.458\t0.705\t1.663\t0.929\t0.001\t1.038\t1.028\t-0.143\t0.000\t1.959\t-0.056\t1.589\t0.000\t1.960\t0.240\t0.714\t0.000\t1.602\t0.951\t1.425\t3.102\t0.750\t0.876\t0.990\t0.845\t1.805\t0.940\t0.765\n0\t0.568\t0.112\t-1.410\t1.840\t1.210\t1.530\t0.533\t-0.313\t1.087\t0.874\t-0.638\t1.530\t2.215\t1.171\t-0.150\t-0.231\t0.000\t1.271\t-0.767\t-1.484\t0.000\t1.072\t0.971\t0.996\t0.662\t2.009\t1.223\t1.033\n1\t0.984\t-0.777\t-0.096\t1.824\t-0.040\t0.867\t-0.008\t-1.385\t2.173\t0.791\t-0.385\t1.169\t2.215\t0.729\t0.009\t1.703\t0.000\t0.428\t-1.530\t0.779\t0.000\t0.797\t0.784\t0.974\t1.195\t0.937\t1.212\t0.968\n0\t0.777\t-1.392\t0.349\t0.882\t-0.612\t1.691\t-0.720\t0.287\t1.087\t2.260\t-0.001\t-1.666\t0.000\t0.379\t0.534\t-1.195\t0.000\t1.260\t-0.579\t-0.919\t3.102\t0.722\t0.889\t0.986\t0.894\t1.368\t1.410\t1.160\n1\t1.291\t-0.342\t0.966\t0.595\t0.608\t1.952\t-2.488\t-0.860\t0.000\t1.395\t-0.117\t0.303\t0.000\t1.238\t0.634\t1.295\t2.548\t1.597\t-0.125\t1.624\t3.102\t0.866\t1.068\t0.997\t1.038\t0.564\t0.829\t0.806\n1\t0.579\t-0.909\t1.027\t2.006\t1.739\t0.913\t-0.225\t1.276\t0.000\t1.373\t0.748\t-0.593\t2.215\t1.604\t-0.176\t0.243\t0.000\t1.419\t1.413\t-0.375\t3.102\t1.746\t1.818\t0.991\t2.361\t0.653\t1.840\t1.603\n1\t1.151\t1.498\t-0.214\t0.495\t1.352\t1.223\t1.392\t-1.022\t2.173\t1.051\t1.236\t1.346\t0.000\t1.114\t1.508\t0.731\t0.000\t0.498\t0.214\t-0.046\t3.102\t0.930\t0.785\t1.033\t0.932\t0.811\t0.926\t0.801\n1\t0.624\t0.969\t0.058\t1.147\t1.196\t0.934\t-2.611\t0.089\t0.000\t0.761\t-0.208\t-0.630\t0.000\t0.792\t-1.283\t-1.242\t2.548\t1.029\t0.042\t1.217\t1.551\t0.824\t0.835\t1.003\t0.630\t0.778\t0.840\t0.769\n0\t0.666\t1.372\t-1.349\t1.462\t-0.509\t0.743\t0.632\t1.481\t0.000\t1.000\t0.423\t0.646\t2.215\t0.672\t-0.314\t0.367\t2.548\t0.624\t0.164\t-0.739\t0.000\t0.973\t0.916\t0.987\t1.113\t0.411\t0.940\t0.865\n0\t0.407\t-1.179\t0.094\t1.431\t1.375\t0.702\t-1.271\t-0.225\t0.000\t1.104\t0.883\t-1.520\t2.215\t0.575\t-0.047\t-0.378\t0.000\t1.125\t0.929\t0.288\t0.000\t0.765\t1.039\t0.989\t1.700\t0.324\t1.124\t1.082\n1\t0.993\t-0.991\t-1.278\t1.566\t0.525\t1.540\t-0.459\t0.508\t2.173\t0.937\t-0.230\t-1.088\t0.000\t0.422\t-1.139\t-1.720\t0.000\t1.071\t-0.384\t-0.575\t3.102\t0.729\t0.575\t1.725\t1.291\t1.125\t0.942\t0.915\n1\t0.477\t-0.571\t-1.629\t1.341\t-0.294\t1.016\t-0.225\t1.182\t0.000\t1.144\t-0.734\t-0.664\t0.000\t1.381\t-0.354\t0.588\t1.274\t0.668\t-0.832\t-1.295\t3.102\t2.361\t1.310\t1.034\t0.837\t0.763\t0.933\t0.825\n1\t0.850\t0.493\t1.697\t0.336\t0.546\t0.846\t-0.575\t-0.913\t2.173\t0.973\t-2.895\t-0.636\t0.000\t1.432\t-1.541\t-0.202\t0.000\t2.153\t0.408\t1.071\t0.000\t1.189\t1.225\t0.990\t1.215\t1.019\t0.981\t1.201\n1\t1.289\t-0.220\t-0.282\t0.256\t-0.829\t1.085\t-1.938\t1.533\t0.000\t0.329\t-0.965\t-0.294\t0.000\t0.531\t-1.182\t1.373\t2.548\t0.960\t-1.028\t0.455\t3.102\t1.134\t0.926\t0.994\t0.717\t0.402\t0.558\t0.736\n1\t0.897\t0.621\t1.579\t0.371\t1.252\t0.969\t0.670\t-1.679\t2.173\t0.892\t-0.226\t-0.756\t1.107\t1.700\t-0.335\t0.799\t0.000\t0.416\t-1.486\t0.151\t0.000\t0.878\t1.097\t0.991\t0.784\t1.200\t1.049\t0.870\n0\t1.519\t-0.989\t-1.164\t1.261\t-0.370\t0.748\t0.328\t0.828\t2.173\t0.491\t0.470\t-0.742\t1.107\t0.666\t-0.004\t1.596\t0.000\t0.932\t-0.828\t0.530\t0.000\t0.841\t0.768\t1.258\t1.462\t0.884\t1.001\t0.842\n1\t0.984\t0.832\t-1.606\t1.409\t-0.848\t1.217\t0.208\t0.482\t0.000\t0.938\t0.515\t-0.380\t0.000\t0.632\t0.062\t-1.385\t0.000\t1.032\t1.119\t1.225\t3.102\t0.970\t0.928\t1.031\t0.817\t0.650\t0.660\t0.656\n0\t0.847\t0.955\t0.702\t1.281\t-1.608\t0.916\t0.478\t-0.335\t2.173\t0.479\t-0.360\t0.948\t2.215\t0.493\t-0.685\t-0.489\t0.000\t0.919\t-0.049\t-1.340\t0.000\t0.578\t0.750\t1.259\t0.843\t0.990\t0.856\t0.746\n1\t0.688\t-1.592\t-1.111\t0.681\t1.649\t0.553\t0.828\t-1.246\t0.000\t1.195\t-0.889\t0.093\t2.215\t0.482\t0.123\t-0.250\t0.000\t1.638\t-1.668\t-1.580\t0.000\t0.968\t0.927\t0.987\t0.602\t0.511\t0.654\t0.648\n1\t1.652\t0.143\t0.034\t0.339\t-1.554\t0.395\t0.219\t-0.745\t0.000\t0.667\t-1.206\t1.322\t1.107\t0.441\t2.664\t-0.129\t0.000\t1.115\t0.031\t1.268\t0.000\t0.950\t0.687\t1.026\t0.733\t0.224\t0.676\t0.615\n0\t0.660\t-1.887\t-0.622\t0.606\t-1.742\t0.472\t-0.853\t-1.664\t2.173\t0.797\t-2.271\t0.456\t0.000\t0.836\t-1.807\t-0.328\t0.000\t0.437\t0.835\t1.370\t1.551\t0.843\t1.079\t0.991\t0.761\t0.549\t0.909\t0.775\n0\t0.320\t0.283\t-0.752\t0.375\t1.354\t1.095\t1.613\t-0.173\t2.173\t0.989\t0.278\t-1.058\t0.000\t1.413\t-0.061\t1.317\t2.548\t1.815\t0.666\t-1.661\t0.000\t1.009\t1.057\t0.994\t2.126\t2.112\t1.530\t1.313\n1\t0.818\t-0.534\t-1.705\t0.947\t-0.577\t0.525\t-1.429\t0.869\t2.173\t0.806\t-1.211\t1.584\t0.000\t1.280\t-0.009\t-0.128\t1.274\t1.351\t-0.868\t-0.281\t0.000\t0.939\t0.810\t1.037\t0.802\t1.129\t0.770\t0.670\n1\t1.816\t-0.887\t-0.305\t0.736\t-0.626\t0.759\t-1.346\t0.817\t1.087\t0.921\t-1.189\t1.248\t0.000\t1.027\t-1.324\t1.717\t2.548\t0.512\t-1.477\t-0.223\t0.000\t0.903\t0.674\t0.982\t0.998\t0.799\t0.882\t0.772\n1\t1.958\t0.542\t0.806\t0.037\t-0.474\t0.966\t-0.259\t-1.092\t2.173\t0.502\t2.869\t1.309\t0.000\t0.884\t0.920\t-0.598\t0.000\t1.674\t-0.331\t-0.303\t3.102\t1.125\t0.954\t0.997\t1.269\t0.884\t0.956\t0.852\n0\t0.499\t0.061\t1.194\t1.030\t0.729\t1.512\t-0.823\t1.357\t2.173\t2.180\t0.143\t-0.644\t2.215\t0.659\t0.094\t-0.014\t0.000\t0.733\t-1.106\t-0.588\t0.000\t0.707\t0.880\t0.993\t1.829\t2.933\t1.764\t1.360\n0\t0.911\t-1.719\t-1.503\t0.331\t0.737\t1.601\t-1.058\t-0.936\t2.173\t1.028\t-1.387\t1.116\t0.000\t2.172\t-2.451\t0.492\t0.000\t0.652\t-0.636\t0.332\t3.102\t1.972\t1.263\t0.986\t0.971\t0.998\t1.553\t1.213\n1\t1.023\t-0.601\t-0.153\t0.687\t1.002\t0.765\t0.634\t1.187\t0.000\t0.783\t0.232\t-1.599\t2.215\t0.887\t-1.026\t-0.326\t1.274\t0.720\t0.662\t-0.729\t0.000\t1.123\t0.826\t1.002\t0.633\t1.038\t0.844\t0.788\n0\t1.293\t-1.678\t0.809\t0.832\t1.735\t0.947\t-1.166\t-1.303\t0.000\t1.314\t-1.138\t-0.521\t2.215\t0.962\t1.147\t0.732\t0.000\t0.621\t-0.310\t0.731\t3.102\t3.123\t1.681\t1.066\t1.180\t0.809\t1.306\t1.251\n1\t0.749\t-0.440\t1.533\t1.713\t-1.634\t0.686\t1.548\t-0.524\t0.000\t0.565\t-0.400\t-1.628\t2.215\t0.607\t-1.273\t0.061\t0.000\t1.854\t0.373\t0.317\t0.000\t0.671\t0.794\t0.973\t0.514\t0.420\t0.746\t0.834\n1\t0.630\t0.298\t1.353\t1.529\t0.815\t0.715\t-1.308\t-1.372\t0.000\t0.916\t-0.996\t0.710\t0.000\t1.068\t0.430\t-0.541\t0.000\t2.433\t-0.606\t-0.653\t3.102\t1.659\t0.928\t0.983\t1.222\t0.860\t0.843\t0.854\n0\t0.602\t0.495\t0.366\t0.763\t-1.107\t0.574\t-0.439\t1.693\t2.173\t0.779\t-1.105\t-1.122\t0.000\t0.742\t1.985\t0.368\t0.000\t1.220\t0.641\t0.193\t3.102\t3.165\t1.829\t0.988\t0.890\t1.036\t1.236\t1.008\n1\t0.651\t-0.245\t0.145\t0.658\t1.105\t1.105\t-0.581\t-1.325\t2.173\t0.470\t-1.169\t-0.506\t2.215\t0.576\t-2.518\t0.861\t0.000\t1.049\t-0.815\t0.683\t0.000\t0.883\t0.768\t0.994\t1.047\t0.788\t0.894\t0.784\n0\t0.494\t-1.311\t-1.247\t1.854\t-1.688\t0.978\t0.231\t0.290\t0.000\t0.787\t-0.477\t-0.911\t2.215\t0.266\t1.828\t-1.127\t0.000\t0.891\t-0.510\t-0.141\t3.102\t1.274\t0.890\t0.985\t0.730\t0.486\t0.750\t0.858\n0\t1.039\t-1.339\t-1.273\t0.361\t-0.074\t0.800\t-1.330\t1.257\t2.173\t0.610\t-0.272\t-1.522\t1.107\t0.767\t-1.439\t0.073\t0.000\t0.804\t0.059\t-0.306\t0.000\t0.850\t1.049\t0.996\t0.620\t0.837\t0.755\t0.683\n1\t1.219\t0.772\t1.575\t1.122\t-1.321\t0.857\t0.413\t-0.287\t2.173\t0.788\t0.942\t0.534\t1.107\t0.501\t-0.341\t-0.531\t0.000\t0.707\t0.012\t0.762\t0.000\t0.616\t0.648\t0.986\t1.199\t0.883\t0.919\t0.772\n1\t0.630\t-0.129\t0.406\t0.589\t-0.626\t1.036\t0.590\t-1.389\t2.173\t0.862\t1.395\t1.162\t0.000\t1.527\t0.927\t0.582\t0.000\t0.470\t-1.539\t-0.066\t0.000\t0.952\t1.041\t0.981\t0.930\t0.933\t0.993\t0.848\n1\t0.746\t-0.817\t0.878\t0.972\t0.511\t1.092\t0.070\t-0.781\t2.173\t1.078\t0.207\t-1.482\t2.215\t0.985\t-0.368\t0.443\t0.000\t0.463\t0.204\t1.569\t0.000\t0.679\t1.012\t0.981\t1.508\t0.949\t1.341\t1.053\n1\t0.959\t0.278\t-0.420\t1.214\t-1.431\t1.327\t-0.209\t0.963\t2.173\t0.268\t0.596\t-1.688\t0.000\t0.587\t0.054\t0.039\t2.548\t0.829\t-0.439\t-0.823\t0.000\t0.822\t1.241\t1.180\t0.715\t0.827\t0.896\t0.785\n1\t1.346\t-0.636\t-0.631\t1.769\t0.142\t1.031\t-0.440\t1.149\t2.173\t0.646\t0.075\t0.757\t0.000\t0.872\t0.232\t-1.276\t2.548\t0.499\t-0.852\t-0.913\t0.000\t0.854\t0.773\t1.372\t1.067\t1.052\t1.047\t0.843\n0\t0.754\t0.530\t-1.713\t1.211\t0.712\t0.880\t0.047\t-0.458\t2.173\t0.727\t-0.539\t-0.558\t2.215\t1.023\t-1.433\t1.403\t0.000\t0.388\t-1.339\t-1.570\t0.000\t0.804\t0.935\t1.082\t1.074\t0.375\t0.845\t0.888\n1\t0.454\t0.614\t-1.567\t0.644\t-1.634\t1.131\t-0.289\t-1.383\t0.000\t2.769\t0.318\t0.537\t1.107\t1.333\t-0.715\t-1.089\t0.000\t0.991\t0.692\t0.106\t0.000\t0.799\t0.595\t0.988\t1.567\t1.224\t1.460\t1.180\n0\t0.747\t0.047\t1.658\t0.369\t-0.946\t0.495\t-0.047\t0.751\t2.173\t0.480\t0.041\t-0.684\t0.000\t1.154\t-0.158\t-0.163\t2.548\t0.614\t1.495\t1.468\t0.000\t0.964\t0.874\t0.977\t0.768\t0.693\t0.685\t0.643\n1\t0.679\t-1.702\t-0.404\t1.032\t-0.435\t0.782\t-1.066\t1.055\t1.087\t0.706\t-0.674\t-1.605\t2.215\t0.897\t-0.336\t-0.450\t0.000\t0.931\t0.173\t1.212\t0.000\t1.047\t1.023\t0.989\t0.834\t0.769\t0.804\t0.750\n0\t1.462\t-0.329\t0.499\t1.970\t1.076\t1.009\t-0.502\t-0.947\t2.173\t1.110\t0.248\t0.093\t0.000\t1.416\t0.510\t-1.439\t2.548\t1.235\t-1.313\t-1.724\t0.000\t0.795\t1.095\t1.168\t1.535\t1.049\t1.219\t1.087\n0\t1.862\t1.526\t0.951\t0.362\t-0.381\t0.597\t2.298\t-0.372\t0.000\t0.686\t1.149\t-1.146\t1.107\t0.407\t0.385\t-1.542\t0.000\t0.769\t0.532\t0.311\t3.102\t1.242\t0.878\t1.060\t0.892\t0.659\t0.635\t0.683\n0\t0.915\t-1.307\t-0.365\t0.800\t0.804\t1.026\t-0.335\t-1.180\t1.087\t0.881\t-1.835\t0.695\t0.000\t0.663\t-2.595\t1.198\t0.000\t0.690\t-1.013\t0.994\t1.551\t0.779\t0.552\t1.030\t1.133\t0.918\t1.086\t0.911\n1\t0.725\t0.888\t1.282\t1.432\t-1.360\t1.067\t0.026\t0.986\t0.000\t1.339\t0.128\t-0.072\t0.000\t1.095\t0.981\t-0.582\t2.548\t0.873\t-0.274\t-0.884\t0.000\t0.918\t1.251\t0.988\t0.713\t0.697\t0.737\t0.859\n1\t0.585\t-0.769\t0.927\t0.534\t-0.942\t0.639\t1.348\t0.139\t2.173\t0.673\t0.368\t-0.588\t2.215\t0.909\t-0.688\t1.573\t0.000\t0.719\t-0.082\t1.448\t0.000\t0.315\t0.798\t0.986\t1.676\t0.768\t1.137\t0.949\n0\t0.304\t0.865\t0.520\t1.296\t-1.450\t0.472\t0.667\t0.735\t0.000\t0.904\t0.435\t1.727\t2.215\t0.701\t1.170\t-0.399\t0.000\t1.674\t-0.206\t-0.318\t3.102\t0.940\t0.935\t0.985\t0.815\t1.141\t0.785\t0.723\n0\t0.617\t-0.295\t1.333\t0.701\t-1.162\t0.885\t0.519\t-0.278\t1.087\t0.443\t1.405\t1.056\t2.215\t0.942\t2.248\t1.252\t0.000\t0.391\t1.343\t-1.020\t0.000\t0.664\t1.298\t0.990\t1.108\t0.965\t1.004\t1.177\n0\t1.244\t-0.669\t-1.374\t2.193\t1.607\t2.901\t0.308\t-0.031\t0.000\t2.223\t-0.619\t1.616\t2.215\t0.937\t-0.201\t-0.420\t0.000\t0.609\t-1.464\t1.283\t0.000\t1.092\t0.663\t1.006\t0.644\t0.906\t0.797\t0.756\n0\t1.276\t0.274\t0.013\t0.593\t-0.821\t0.771\t0.879\t0.701\t2.173\t0.665\t1.155\t1.203\t0.000\t0.930\t1.221\t-1.194\t0.000\t1.435\t1.811\t-0.779\t0.000\t1.006\t0.964\t0.989\t0.981\t0.897\t0.834\t0.809\n0\t0.698\t-1.181\t0.216\t0.995\t1.541\t0.854\t-1.149\t-1.719\t0.000\t0.658\t-0.826\t-0.958\t0.000\t0.442\t-0.169\t0.674\t0.000\t1.723\t0.561\t0.175\t3.102\t0.869\t0.959\t1.074\t0.536\t0.718\t0.763\t0.671\n0\t1.271\t0.454\t0.345\t0.962\t-1.012\t0.497\t-0.749\t-1.400\t0.000\t0.897\t-0.646\t0.486\t0.000\t1.038\t0.494\t-1.508\t2.548\t0.955\t-0.524\t1.110\t3.102\t1.407\t0.853\t1.440\t0.924\t0.714\t0.734\t0.801\n0\t0.874\t-0.513\t1.471\t0.978\t-0.445\t0.645\t-1.407\t-0.801\t2.173\t0.998\t0.294\t0.340\t2.215\t0.527\t-0.247\t1.037\t0.000\t0.651\t-0.155\t-0.986\t0.000\t0.626\t0.747\t1.266\t0.965\t1.530\t0.899\t0.715\n1\t0.449\t-2.133\t-0.985\t2.042\t-0.405\t0.455\t-0.866\t1.234\t0.000\t0.820\t-0.650\t1.638\t2.215\t1.179\t-0.924\t0.641\t2.548\t0.771\t0.035\t-1.537\t0.000\t0.691\t0.727\t0.979\t1.081\t0.837\t0.871\t0.782\n0\t0.537\t2.307\t0.512\t1.049\t-0.668\t0.738\t1.057\t1.379\t0.000\t0.783\t0.145\t0.417\t1.107\t0.717\t-0.011\t-0.962\t2.548\t0.637\t1.437\t-0.588\t0.000\t1.084\t0.923\t0.986\t1.032\t0.757\t0.810\t0.779\n1\t1.378\t1.272\t-0.687\t2.179\t-0.041\t0.642\t0.138\t0.476\t2.173\t0.753\t2.599\t-1.682\t0.000\t0.775\t0.285\t-1.349\t0.000\t0.636\t1.109\t0.752\t0.000\t0.981\t1.042\t1.321\t1.213\t0.790\t0.984\t1.049\n1\t1.548\t-1.061\t-1.359\t1.032\t-0.777\t0.622\t-1.039\t0.520\t2.173\t0.486\t-1.615\t1.299\t0.000\t1.819\t-0.103\t0.334\t2.548\t1.048\t-0.977\t0.019\t0.000\t0.880\t1.024\t0.988\t1.077\t0.680\t1.071\t0.885\n0\t0.876\t0.470\t-0.838\t1.228\t1.543\t1.063\t-0.382\t-0.439\t2.173\t1.122\t1.139\t1.545\t0.000\t0.756\t0.875\t0.302\t0.000\t0.806\t0.561\t0.841\t3.102\t1.099\t1.120\t1.206\t0.714\t1.048\t0.856\t0.797\n0\t2.049\t-1.019\t-0.809\t0.721\t0.813\t0.530\t0.954\t0.852\t0.000\t0.449\t-0.439\t0.830\t2.215\t0.563\t1.343\t-1.181\t0.000\t0.989\t-1.182\t0.977\t3.102\t0.982\t0.832\t1.675\t0.996\t0.313\t0.790\t0.998\n1\t0.806\t1.488\t-0.120\t0.184\t1.327\t0.415\t1.390\t0.234\t1.087\t0.968\t1.599\t-1.696\t2.215\t0.574\t-0.413\t1.543\t0.000\t1.009\t-0.402\t-0.072\t0.000\t0.857\t1.123\t0.988\t0.580\t0.927\t0.780\t0.685\n0\t1.743\t0.849\t0.053\t2.571\t-0.146\t1.951\t1.238\t1.613\t0.000\t3.401\t0.530\t-0.116\t1.107\t1.130\t0.925\t1.019\t1.274\t1.357\t1.265\t-1.396\t0.000\t1.085\t1.038\t0.996\t0.612\t1.846\t1.916\t1.728\n1\t1.117\t-0.491\t0.267\t1.459\t-0.330\t0.897\t2.426\t-0.931\t0.000\t1.030\t0.190\t0.694\t0.000\t1.810\t1.006\t1.324\t2.548\t0.686\t2.406\t1.516\t0.000\t1.000\t0.918\t0.988\t1.847\t0.799\t1.175\t1.729\n0\t0.812\t0.295\t-0.520\t0.628\t-0.827\t0.501\t0.899\t-1.411\t2.173\t0.897\t0.111\t-0.040\t1.107\t0.986\t-0.034\t0.880\t0.000\t1.102\t1.045\t1.353\t0.000\t0.926\t0.991\t0.985\t0.898\t1.015\t0.756\t0.799\n1\t0.525\t0.830\t1.108\t0.467\t-0.779\t3.107\t1.466\t0.438\t0.000\t3.680\t-0.037\t-1.337\t1.107\t1.070\t-0.404\t-1.525\t2.548\t0.773\t0.283\t-1.630\t0.000\t0.924\t1.233\t0.980\t0.650\t0.559\t0.755\t0.723\n1\t0.441\t-1.535\t0.789\t0.313\t-1.443\t2.026\t0.478\t-0.636\t0.000\t1.272\t-0.921\t-1.408\t1.107\t3.355\t-0.429\t0.985\t0.000\t1.605\t-0.721\t0.682\t3.102\t1.520\t0.906\t0.980\t0.811\t1.228\t1.022\t0.845\n1\t1.172\t0.328\t-0.798\t0.439\t0.756\t1.201\t0.538\t-0.583\t0.000\t1.877\t0.485\t0.915\t0.000\t1.327\t-0.211\t1.559\t2.548\t1.135\t-1.220\t-0.429\t0.000\t1.115\t1.068\t0.988\t0.840\t0.685\t0.911\t0.765\n0\t1.445\t-0.437\t1.664\t0.213\t-1.605\t0.798\t-0.355\t0.468\t2.173\t0.737\t-0.252\t-0.154\t0.000\t0.696\t-0.923\t-0.460\t2.548\t1.104\t-0.161\t-0.883\t0.000\t0.892\t0.745\t0.975\t0.747\t0.756\t0.749\t0.667\n1\t0.897\t-0.727\t-0.032\t0.420\t-0.592\t1.391\t-0.142\t-1.582\t0.000\t1.763\t-0.110\t-0.220\t2.215\t1.126\t-0.872\t1.156\t1.274\t0.611\t-1.382\t0.738\t0.000\t0.457\t1.074\t0.990\t0.916\t1.559\t0.850\t0.755\n1\t1.029\t-0.904\t0.352\t1.720\t0.233\t1.501\t0.243\t-1.406\t2.173\t0.853\t0.435\t-1.711\t0.000\t1.462\t0.135\t0.374\t2.548\t0.368\t1.136\t-0.590\t0.000\t0.709\t0.962\t1.002\t2.504\t1.846\t1.766\t1.456\n0\t0.490\t-2.188\t-0.962\t0.846\t-1.112\t1.087\t-0.530\t-0.161\t2.173\t0.894\t-0.541\t0.395\t2.215\t1.554\t-1.117\t1.492\t0.000\t0.429\t-1.883\t1.472\t0.000\t0.487\t0.969\t0.985\t0.990\t0.697\t0.947\t0.862\n1\t1.317\t0.051\t1.278\t0.400\t1.496\t0.792\t0.387\t-0.037\t2.173\t0.795\t0.359\t-0.892\t0.000\t0.644\t-0.157\t-1.405\t0.000\t0.763\t-0.480\t0.389\t3.102\t0.574\t0.888\t0.982\t0.627\t0.516\t0.733\t0.721\n1\t0.838\t-0.744\t0.423\t1.073\t1.395\t0.466\t-1.154\t-1.500\t0.000\t0.975\t-0.086\t0.487\t0.000\t1.910\t0.521\t-1.285\t2.548\t1.347\t1.020\t0.088\t3.102\t0.927\t0.859\t1.010\t1.282\t1.228\t1.079\t0.934\n1\t0.332\t-0.853\t-1.678\t0.086\t0.383\t0.486\t-0.906\t0.740\t0.000\t1.113\t1.058\t-1.687\t2.215\t1.299\t-0.444\t-0.897\t2.548\t0.392\t2.105\t0.212\t0.000\t1.829\t1.444\t0.826\t0.663\t1.393\t1.137\t0.880\n0\t0.757\t0.402\t0.671\t0.423\t1.240\t0.474\t1.175\t-1.685\t2.173\t0.833\t-0.434\t-0.562\t0.000\t0.708\t1.743\t1.431\t0.000\t0.711\t-0.125\t0.503\t0.000\t0.834\t1.038\t0.990\t0.885\t0.622\t0.678\t0.743\n1\t0.906\t-0.765\t1.426\t0.162\t0.861\t1.115\t0.881\t-0.134\t2.173\t0.912\t-0.189\t-1.493\t1.107\t0.985\t1.543\t0.723\t0.000\t0.646\t-1.635\t-0.777\t0.000\t0.334\t0.821\t0.980\t1.203\t1.632\t1.315\t1.073\n0\t1.000\t-0.885\t-0.096\t0.923\t-1.056\t0.810\t-0.495\t0.510\t1.087\t0.771\t-1.950\t0.302\t0.000\t1.975\t-0.135\t-1.391\t2.548\t0.861\t-1.057\t-1.180\t0.000\t0.754\t1.037\t1.012\t0.986\t1.585\t0.953\t0.847\n0\t1.545\t-0.060\t0.394\t0.335\t-1.085\t0.997\t0.434\t-0.517\t2.173\t0.813\t0.606\t-1.695\t0.000\t0.872\t-0.389\t0.886\t2.548\t1.272\t-0.418\t-1.556\t0.000\t0.803\t0.833\t0.987\t0.921\t1.223\t0.883\t0.810\n0\t2.294\t0.573\t-0.676\t0.142\t1.381\t0.941\t0.746\t1.118\t0.000\t1.048\t0.471\t0.690\t0.000\t0.585\t-0.416\t-0.011\t2.548\t2.049\t0.139\t-1.405\t3.102\t0.845\t0.924\t0.987\t0.863\t0.839\t0.883\t0.926\n1\t0.943\t-1.601\t-0.014\t0.155\t-0.967\t1.585\t-0.723\t1.500\t2.173\t1.705\t-0.683\t-1.107\t0.000\t1.145\t-0.394\t-0.366\t1.274\t2.083\t-0.284\t0.379\t0.000\t0.731\t0.983\t0.982\t0.631\t1.686\t0.997\t0.801\n0\t0.507\t1.101\t1.372\t1.546\t-1.139\t1.091\t-0.461\t0.193\t2.173\t1.030\t-0.927\t1.705\t0.000\t0.860\t0.178\t1.555\t2.548\t0.981\t1.764\t-0.051\t0.000\t3.183\t1.775\t0.989\t1.838\t1.207\t1.395\t1.366\n0\t1.012\t0.183\t-1.683\t1.439\t1.092\t0.703\t1.708\t-0.456\t0.000\t0.923\t-0.565\t1.081\t0.000\t0.920\t0.606\t-0.876\t0.000\t0.722\t2.018\t0.418\t0.000\t0.963\t1.070\t1.000\t0.740\t0.476\t0.674\t0.844\n1\t1.142\t-0.288\t-0.503\t1.143\t-0.358\t1.044\t-0.848\t0.732\t2.173\t0.760\t-2.464\t-1.340\t0.000\t1.595\t-0.700\t1.456\t1.274\t0.940\t-0.982\t-0.980\t0.000\t0.879\t1.185\t0.987\t1.206\t0.977\t1.065\t1.054\n1\t0.697\t-1.508\t0.202\t0.506\t0.518\t0.923\t0.122\t-1.467\t0.000\t0.680\t0.235\t0.218\t2.215\t1.100\t-0.703\t-1.577\t2.548\t1.471\t-0.772\t-0.236\t0.000\t1.871\t1.193\t0.993\t0.640\t1.039\t0.903\t0.825\n0\t0.480\t0.095\t0.479\t0.917\t-1.481\t0.700\t0.088\t0.108\t2.173\t0.797\t0.518\t-1.061\t1.107\t0.559\t-0.243\t1.297\t0.000\t0.734\t0.851\t0.558\t0.000\t1.040\t0.891\t0.988\t0.834\t0.986\t0.697\t0.654\n0\t1.248\t0.525\t-0.242\t1.576\t-1.064\t0.857\t-1.099\t1.321\t1.087\t0.485\t0.220\t1.475\t0.000\t0.749\t-1.291\t0.132\t0.000\t0.869\t-0.357\t-0.107\t0.000\t0.883\t0.925\t1.309\t0.930\t0.321\t1.092\t0.877\n1\t0.622\t0.279\t-0.040\t0.658\t-1.205\t1.306\t1.456\t0.600\t0.000\t1.221\t1.056\t-1.659\t0.000\t0.655\t0.716\t0.365\t0.000\t1.348\t1.141\t-0.596\t3.102\t0.938\t0.827\t0.990\t0.615\t0.682\t0.601\t0.570\n1\t1.472\t0.198\t1.370\t0.803\t-0.211\t0.732\t1.372\t-0.006\t0.000\t0.597\t-0.137\t-0.009\t2.215\t1.264\t-0.470\t-1.408\t2.548\t1.182\t1.285\t1.252\t0.000\t0.913\t0.942\t1.490\t1.003\t0.896\t0.890\t0.839\n0\t0.745\t-1.481\t-1.571\t0.862\t0.863\t1.320\t-1.638\t1.571\t0.000\t1.763\t-1.501\t-0.041\t0.000\t2.054\t1.150\t-0.475\t0.000\t1.094\t-0.760\t0.312\t3.102\t0.832\t0.993\t0.990\t0.658\t0.730\t0.786\t0.677\n0\t0.655\t-0.480\t-0.551\t1.810\t-0.023\t0.660\t-0.315\t1.133\t2.173\t0.655\t0.128\t-1.327\t0.000\t0.511\t2.374\t-1.481\t0.000\t1.242\t0.921\t-1.146\t3.102\t0.926\t0.770\t0.990\t1.138\t1.127\t1.146\t1.353\n0\t1.485\t0.791\t0.358\t0.864\t-0.783\t0.895\t0.740\t1.112\t2.173\t0.883\t0.428\t-0.984\t0.000\t0.501\t-0.301\t-0.547\t0.000\t0.631\t-0.673\t-0.990\t3.102\t0.562\t1.146\t1.344\t0.895\t1.017\t0.836\t0.776\n1\t0.827\t-0.119\t0.324\t0.354\t-1.525\t1.129\t0.229\t-1.292\t2.173\t0.960\t1.006\t0.413\t0.000\t1.011\t1.030\t-0.249\t0.000\t0.695\t2.395\t1.308\t0.000\t0.852\t0.717\t0.991\t0.943\t0.831\t0.923\t0.783\n0\t0.620\t0.693\t-0.546\t2.155\t0.051\t0.927\t-0.147\t1.577\t0.000\t0.629\t-2.201\t-0.981\t0.000\t0.508\t-0.451\t0.728\t2.548\t0.910\t-0.464\t-1.312\t0.000\t0.991\t0.848\t0.982\t0.897\t0.573\t0.968\t1.014\n1\t1.119\t-0.185\t1.582\t1.461\t0.830\t1.310\t1.121\t-0.595\t2.173\t0.507\t-0.599\t-0.179\t0.000\t0.493\t-1.139\t1.714\t0.000\t1.127\t-0.025\t1.121\t3.102\t0.799\t0.692\t1.109\t1.815\t1.509\t1.208\t1.041\n1\t0.769\t0.524\t-1.224\t0.964\t0.043\t2.024\t-0.256\t-0.078\t0.000\t1.791\t-0.154\t1.137\t0.000\t1.661\t-0.679\t-1.547\t2.548\t1.652\t-0.208\t1.551\t0.000\t0.824\t1.087\t1.085\t0.685\t0.858\t0.920\t0.924\n0\t1.335\t-0.274\t0.813\t0.599\t0.380\t0.622\t1.964\t-0.975\t0.000\t0.803\t2.281\t-1.514\t0.000\t0.527\t-1.570\t-1.130\t0.000\t1.596\t-0.416\t-0.135\t3.102\t0.753\t0.884\t0.996\t0.770\t0.873\t1.225\t1.447\n0\t0.466\t0.259\t0.837\t3.177\t1.304\t0.893\t-0.030\t-0.502\t0.000\t0.486\t2.463\t-1.333\t0.000\t0.511\t1.394\t-0.535\t1.274\t1.198\t-0.604\t0.327\t3.102\t2.517\t1.367\t0.988\t0.898\t0.928\t1.108\t1.356\n0\t0.959\t0.213\t1.514\t0.486\t0.725\t0.920\t-0.818\t-1.567\t2.173\t0.796\t0.290\t-0.520\t0.000\t0.999\t1.287\t0.656\t0.000\t0.442\t0.710\t0.985\t0.000\t0.882\t0.707\t0.984\t1.193\t1.507\t1.266\t1.022\n0\t0.785\t0.899\t-0.859\t0.984\t-0.942\t1.400\t0.763\t0.628\t2.173\t0.919\t0.526\t-1.318\t2.215\t0.643\t0.297\t0.971\t0.000\t0.605\t1.499\t-1.275\t0.000\t0.830\t0.927\t0.987\t0.886\t1.652\t1.196\t0.940\n1\t0.815\t-0.281\t1.207\t0.346\t-1.407\t0.687\t-0.338\t-0.432\t2.173\t0.432\t1.885\t0.975\t0.000\t0.627\t0.988\t-1.372\t0.000\t1.178\t0.192\t0.494\t1.551\t0.768\t0.788\t0.991\t0.898\t0.757\t0.795\t0.880\n1\t1.221\t-0.739\t-0.118\t1.345\t-0.655\t2.465\t-1.114\t1.121\t2.173\t2.094\t-0.470\t-0.703\t0.000\t1.033\t-0.614\t0.455\t0.000\t1.529\t0.672\t-1.468\t0.000\t0.650\t1.050\t0.990\t0.632\t1.144\t1.338\t1.057\n1\t1.662\t-0.322\t0.283\t0.599\t-0.951\t1.559\t-0.159\t1.649\t2.173\t0.718\t-1.067\t-1.290\t2.215\t0.778\t1.096\t-0.410\t0.000\t1.527\t-0.817\t0.863\t0.000\t0.809\t0.964\t1.239\t1.431\t1.054\t1.035\t0.960\n0\t2.307\t0.588\t-1.143\t0.474\t0.797\t0.557\t1.574\t0.973\t0.000\t1.007\t0.924\t0.230\t2.215\t0.523\t0.233\t1.157\t0.000\t0.640\t-0.877\t-0.774\t3.102\t0.714\t1.031\t1.426\t1.181\t1.027\t0.883\t0.848\n0\t0.324\t-0.991\t1.427\t3.103\t-1.264\t2.521\t-0.239\t0.513\t2.173\t0.981\t-0.534\t1.645\t2.215\t1.246\t-2.152\t-0.778\t0.000\t0.814\t0.583\t-0.045\t0.000\t1.317\t1.289\t0.987\t2.883\t2.004\t1.907\t1.650\n0\t0.393\t-1.487\t1.508\t3.241\t-1.659\t1.855\t0.377\t0.158\t2.173\t2.043\t-0.361\t0.373\t0.000\t2.605\t-0.003\t-1.475\t2.548\t1.211\t0.797\t-0.160\t0.000\t1.289\t1.867\t0.986\t2.997\t2.776\t3.434\t3.564\n1\t2.485\t-1.087\t0.688\t0.118\t1.500\t0.487\t-0.116\t-1.623\t0.000\t0.573\t-0.026\t-0.990\t2.215\t1.022\t-0.956\t-0.399\t1.274\t0.498\t-1.858\t-1.638\t0.000\t0.952\t0.887\t0.997\t1.029\t0.599\t0.795\t0.764\n0\t0.559\t0.649\t-0.521\t0.262\t0.168\t0.825\t1.025\t-1.594\t1.087\t1.195\t1.016\t0.252\t2.215\t0.470\t0.454\t-0.095\t0.000\t0.808\t-0.632\t-1.679\t0.000\t0.813\t1.002\t0.986\t1.095\t1.454\t0.997\t0.831\n0\t3.255\t-0.315\t0.635\t1.214\t-0.969\t1.268\t-0.719\t-1.027\t2.173\t1.506\t-0.177\t1.071\t2.215\t0.808\t-0.006\t-0.648\t0.000\t0.925\t-1.452\t-0.462\t0.000\t0.950\t0.866\t2.732\t1.570\t2.009\t1.524\t1.257\n1\t0.384\t0.406\t0.077\t0.588\t-0.959\t0.673\t-0.155\t-1.485\t0.000\t0.810\t0.893\t1.115\t2.215\t0.755\t0.711\t-0.558\t0.000\t0.862\t-0.661\t0.296\t0.000\t0.854\t0.842\t0.988\t0.710\t0.289\t0.719\t0.658\n1\t0.900\t0.188\t-1.630\t1.654\t-1.084\t0.974\t0.069\t0.405\t2.173\t0.744\t0.597\t1.151\t2.215\t0.851\t-0.429\t1.137\t0.000\t0.763\t-0.120\t-0.994\t0.000\t0.922\t1.093\t0.979\t1.368\t0.852\t0.971\t0.979\n1\t0.924\t-0.200\t-1.134\t0.513\t1.320\t0.881\t-0.275\t-0.036\t1.087\t1.035\t1.101\t1.358\t0.000\t0.573\t-0.488\t-0.568\t0.000\t0.369\t0.797\t-0.657\t0.000\t0.784\t1.318\t0.992\t0.683\t0.867\t0.787\t0.806\n0\t1.107\t-0.038\t1.209\t0.764\t0.335\t0.672\t0.089\t0.088\t0.000\t0.821\t0.771\t-1.191\t2.215\t0.982\t-0.038\t-1.238\t2.548\t0.662\t1.268\t-0.290\t0.000\t0.864\t0.947\t0.985\t0.824\t0.412\t0.733\t0.752\n0\t0.299\t1.073\t-0.302\t1.292\t1.514\t1.198\t1.125\t1.075\t2.173\t1.673\t-0.046\t-0.671\t1.107\t0.799\t0.463\t-0.460\t0.000\t0.743\t0.164\t-1.043\t0.000\t0.818\t0.862\t0.992\t0.920\t2.458\t1.465\t1.280\n0\t0.462\t-1.385\t-0.656\t0.805\t0.407\t1.613\t0.133\t-0.394\t2.173\t1.001\t0.172\t1.350\t2.215\t0.954\t0.942\t-1.562\t0.000\t1.945\t0.546\t-0.880\t0.000\t0.913\t1.061\t0.989\t0.958\t1.870\t1.127\t0.989\n0\t2.078\t1.567\t-1.241\t0.731\t-0.619\t0.768\t0.118\t1.609\t2.173\t0.712\t-0.315\t1.080\t0.000\t1.414\t1.029\t0.459\t0.000\t0.795\t-0.752\t0.122\t3.102\t0.873\t0.964\t0.986\t1.380\t0.918\t1.204\t1.093\n0\t0.708\t-0.021\t0.108\t0.803\t1.360\t0.766\t-0.291\t-1.223\t2.173\t0.386\t-1.065\t-0.810\t0.000\t0.548\t-1.694\t0.792\t0.000\t1.326\t-1.172\t0.229\t1.551\t0.752\t0.882\t0.985\t0.736\t1.205\t0.752\t0.666\n1\t1.709\t-0.286\t0.393\t1.551\t-0.574\t1.180\t-0.530\t1.410\t0.000\t0.950\t-0.132\t-1.603\t2.215\t0.988\t-2.257\t0.806\t0.000\t0.562\t-0.745\t0.215\t0.000\t0.834\t0.898\t1.725\t1.299\t0.544\t0.875\t1.000\n1\t0.761\t0.834\t0.945\t0.437\t1.329\t1.929\t-0.148\t-1.256\t0.000\t1.857\t0.385\t0.399\t2.215\t1.246\t-0.867\t-0.291\t2.548\t1.091\t1.532\t1.456\t0.000\t0.787\t1.275\t0.980\t0.968\t1.507\t1.173\t0.977\n0\t0.839\t0.219\t1.120\t0.394\t-0.580\t0.822\t1.144\t-1.350\t2.173\t0.893\t-0.228\t-0.081\t0.000\t1.163\t-0.231\t0.636\t0.000\t1.148\t-0.493\t-1.219\t3.102\t0.942\t0.960\t0.991\t0.801\t1.024\t1.024\t0.860\n1\t0.650\t1.778\t-0.991\t0.361\t-1.194\t1.388\t0.797\t1.133\t0.000\t1.779\t0.314\t-0.331\t2.215\t1.076\t0.859\t-1.460\t0.000\t0.629\t0.351\t0.488\t3.102\t1.589\t0.985\t0.976\t0.947\t0.644\t1.159\t0.962\n1\t0.724\t-1.401\t-0.903\t0.787\t1.375\t0.933\t-0.332\t0.091\t2.173\t0.677\t-0.123\t-0.923\t0.000\t1.097\t-0.520\t0.900\t2.548\t1.040\t-1.796\t-1.151\t0.000\t1.004\t0.997\t0.986\t0.732\t0.852\t0.752\t0.703\n1\t0.713\t-0.694\t0.416\t1.053\t-1.438\t1.403\t0.996\t-0.328\t0.000\t1.325\t-0.707\t0.834\t1.107\t1.430\t0.518\t-1.343\t0.000\t2.091\t-0.154\t1.408\t3.102\t2.095\t1.945\t1.194\t0.917\t0.849\t1.601\t1.325\n0\t0.935\t0.431\t0.085\t2.172\t-0.629\t0.808\t0.485\t0.852\t1.087\t0.909\t-0.322\t1.146\t0.000\t0.823\t-0.245\t-1.646\t0.000\t1.616\t0.229\t-1.190\t3.102\t0.778\t0.855\t1.182\t1.242\t1.173\t0.942\t0.930\n1\t0.781\t-1.344\t-0.423\t1.650\t-1.191\t1.309\t-0.756\t1.624\t1.087\t0.918\t-2.102\t0.166\t0.000\t1.258\t-0.145\t0.051\t0.000\t0.911\t-0.561\t0.314\t0.000\t0.985\t1.075\t1.002\t1.203\t0.535\t1.044\t0.993\n1\t0.989\t0.064\t-0.136\t1.499\t-0.029\t0.966\t-0.801\t1.731\t1.087\t0.605\t-1.268\t-1.198\t0.000\t0.389\t-1.478\t1.064\t0.000\t0.490\t-1.050\t0.525\t3.102\t0.675\t0.660\t0.973\t0.852\t0.666\t1.140\t1.020\n1\t0.974\t-0.986\t-0.615\t1.136\t1.374\t1.051\t0.801\t0.956\t2.173\t0.733\t0.924\t-1.443\t2.215\t1.121\t-0.334\t-0.641\t0.000\t0.669\t0.307\t0.031\t0.000\t1.101\t0.934\t1.421\t1.621\t1.075\t1.210\t1.277\n1\t0.392\t-1.473\t-1.145\t0.698\t-0.798\t1.313\t-0.273\t1.091\t2.173\t0.598\t0.150\t-0.197\t0.000\t0.730\t1.010\t-1.216\t0.000\t0.602\t0.209\t-0.639\t0.000\t0.949\t0.861\t1.000\t1.155\t0.556\t0.865\t0.797\n1\t1.601\t0.911\t-1.635\t0.794\t-0.078\t0.791\t-0.005\t0.842\t2.173\t0.684\t0.012\t-1.079\t0.000\t1.739\t-0.008\t0.221\t0.000\t0.748\t-0.396\t0.093\t3.102\t0.988\t0.936\t1.540\t0.976\t0.545\t0.839\t0.818\n0\t0.448\t0.983\t-0.805\t1.479\t-1.718\t0.917\t-0.481\t0.399\t0.000\t0.660\t-0.286\t-0.684\t2.215\t0.539\t-0.306\t1.180\t0.000\t0.625\t0.033\t0.021\t3.102\t0.982\t0.858\t0.982\t0.669\t0.358\t0.548\t0.661\n0\t0.606\t0.358\t-1.016\t0.891\t0.400\t1.730\t0.749\t-0.354\t2.173\t2.240\t0.465\t1.166\t0.000\t1.294\t0.420\t-1.633\t2.548\t0.767\t0.616\t1.466\t0.000\t0.508\t0.805\t0.988\t0.971\t1.726\t1.408\t1.110\n1\t1.228\t1.232\t0.843\t1.033\t0.615\t2.574\t1.336\t-1.646\t0.000\t2.692\t0.855\t-0.151\t2.215\t0.427\t-0.277\t0.147\t2.548\t0.903\t-0.219\t-1.176\t0.000\t0.604\t1.212\t0.986\t0.939\t0.776\t1.101\t0.974\n0\t0.933\t0.478\t-1.239\t0.682\t0.481\t0.510\t-0.337\t-1.188\t0.000\t0.928\t-0.572\t0.983\t2.215\t0.849\t-0.110\t-0.354\t0.000\t0.606\t-1.219\t0.920\t1.551\t0.818\t1.006\t1.105\t0.808\t0.308\t0.663\t0.674\n0\t0.605\t-0.096\t-1.398\t1.718\t0.390\t0.991\t-2.133\t0.306\t0.000\t1.131\t-0.056\t1.530\t1.107\t0.651\t-1.299\t-0.871\t0.000\t1.926\t0.962\t-1.107\t1.551\t0.804\t1.792\t1.411\t1.285\t1.261\t1.897\t1.531\n0\t0.866\t-0.913\t-0.056\t1.060\t-0.776\t1.016\t-1.071\t-1.110\t2.173\t1.500\t-0.545\t1.297\t2.215\t0.792\t2.214\t0.088\t0.000\t0.690\t-0.833\t0.218\t0.000\t2.198\t2.230\t0.984\t0.887\t1.575\t1.845\t1.467\n0\t0.621\t0.901\t0.883\t1.117\t-0.886\t0.367\t2.443\t0.622\t0.000\t0.809\t-0.787\t1.143\t2.215\t0.694\t0.631\t-0.339\t2.548\t0.832\t0.748\t-1.055\t0.000\t1.049\t0.880\t1.153\t0.640\t1.015\t0.805\t0.731\n0\t0.940\t-1.425\t1.447\t0.668\t-0.891\t0.534\t0.861\t-0.145\t0.000\t1.014\t-1.135\t-1.138\t2.215\t0.903\t-2.194\t-0.050\t0.000\t1.184\t0.126\t0.806\t1.551\t0.441\t1.144\t0.986\t0.851\t1.199\t1.086\t0.904\n1\t0.808\t0.149\t0.766\t0.392\t-0.784\t0.596\t-0.199\t-0.692\t2.173\t0.546\t2.100\t1.285\t0.000\t0.828\t-0.310\t1.477\t2.548\t0.942\t0.239\t-1.389\t0.000\t0.855\t1.004\t0.985\t0.717\t0.814\t0.850\t0.784\n1\t1.815\t0.313\t-0.515\t1.559\t-1.143\t1.969\t0.672\t1.408\t0.000\t0.615\t-0.863\t0.401\t0.000\t0.999\t-1.143\t0.947\t2.548\t0.413\t-0.244\t-0.213\t0.000\t0.398\t0.495\t1.248\t1.121\t0.618\t1.057\t0.840\n0\t0.700\t0.899\t0.637\t1.122\t1.652\t1.027\t-0.521\t-1.018\t2.173\t1.067\t1.710\t0.020\t0.000\t0.351\t-1.597\t0.678\t0.000\t0.920\t1.338\t1.223\t0.000\t1.145\t1.136\t0.987\t1.241\t0.654\t1.296\t1.066\n1\t0.979\t-0.429\t-1.720\t1.277\t-0.401\t0.651\t0.940\t-0.004\t2.173\t0.779\t0.657\t1.455\t0.000\t0.976\t-1.066\t1.248\t0.000\t1.802\t0.417\t-0.694\t0.000\t1.440\t1.171\t1.438\t1.171\t0.740\t0.978\t0.983\n1\t0.773\t-0.046\t0.888\t0.472\t-1.432\t2.017\t-1.593\t-0.435\t0.000\t1.300\t-0.891\t1.027\t2.215\t0.972\t-1.974\t-1.632\t0.000\t1.992\t-0.145\t1.531\t3.102\t0.828\t1.024\t0.984\t0.669\t0.843\t0.902\t0.771\n1\t1.549\t0.841\t-0.854\t0.671\t0.763\t0.916\t2.506\t-0.491\t0.000\t1.376\t0.250\t0.958\t2.215\t1.383\t0.635\t1.520\t2.548\t1.236\t-0.384\t1.490\t0.000\t0.860\t0.885\t1.404\t0.987\t0.783\t0.889\t0.812\n1\t0.809\t-0.754\t-0.774\t1.760\t-0.247\t0.566\t-1.765\t-1.408\t0.000\t1.102\t-0.157\t-1.681\t1.107\t0.759\t-0.521\t-0.374\t0.000\t3.412\t-0.600\t0.863\t3.102\t1.211\t1.163\t1.001\t1.446\t1.404\t1.169\t1.088\n1\t0.515\t0.454\t-0.582\t0.816\t0.400\t0.634\t0.187\t-1.273\t2.173\t1.158\t-0.642\t-1.037\t0.000\t1.444\t0.583\t0.524\t0.000\t1.581\t0.420\t1.672\t3.102\t0.998\t1.172\t0.987\t0.953\t0.523\t0.919\t0.881\n1\t1.937\t1.301\t-1.301\t0.507\t0.744\t1.204\t1.344\t-0.303\t2.173\t0.688\t0.741\t0.310\t2.215\t1.433\t1.654\t1.500\t0.000\t0.753\t-0.418\t0.943\t0.000\t1.737\t1.212\t1.322\t1.211\t0.810\t1.092\t1.005\n1\t0.366\t1.900\t0.901\t0.652\t0.774\t1.237\t0.102\t-1.481\t0.000\t1.552\t0.659\t0.254\t1.107\t0.706\t-0.099\t-0.907\t0.000\t0.500\t-0.200\t1.354\t3.102\t0.962\t1.130\t0.995\t0.526\t0.765\t0.721\t0.664\n1\t0.451\t1.055\t-0.298\t1.039\t-0.141\t0.753\t-0.727\t1.432\t0.000\t0.678\t-0.082\t-1.500\t0.000\t0.631\t0.346\t-0.521\t2.548\t1.255\t1.004\t0.424\t0.000\t0.881\t0.905\t0.994\t0.664\t0.290\t0.614\t1.182\n0\t1.728\t1.460\t1.198\t0.843\t-1.619\t1.335\t-0.940\t-0.682\t0.000\t1.012\t0.220\t1.562\t0.000\t0.674\t0.864\t0.574\t2.548\t0.587\t1.198\t-1.404\t3.102\t2.699\t1.738\t0.982\t0.714\t0.485\t1.174\t1.398\n1\t1.138\t0.426\t-0.047\t0.939\t-0.774\t1.590\t0.548\t-0.590\t2.173\t2.121\t-0.104\t0.804\t0.000\t1.749\t-1.319\t1.529\t1.274\t1.508\t0.568\t1.423\t0.000\t1.552\t1.919\t0.987\t0.774\t3.134\t1.964\t1.548\n0\t0.943\t0.249\t1.039\t2.680\t1.038\t1.811\t0.576\t-0.778\t2.173\t0.783\t0.654\t-1.407\t2.215\t1.240\t0.084\t0.536\t0.000\t0.547\t0.767\t-0.312\t0.000\t0.738\t0.909\t0.971\t2.398\t0.944\t1.589\t1.253\n0\t0.442\t0.118\t-1.021\t1.661\t0.789\t0.748\t1.272\t-1.731\t1.087\t0.640\t1.780\t-1.121\t0.000\t1.116\t-0.562\t0.119\t2.548\t1.422\t1.052\t-0.357\t0.000\t0.867\t0.942\t1.185\t0.824\t1.690\t1.098\t1.017\n0\t0.526\t-1.433\t-0.055\t1.779\t0.173\t1.261\t-0.431\t1.570\t0.000\t1.210\t0.243\t1.299\t0.000\t2.945\t-0.607\t-0.394\t2.548\t0.753\t-1.041\t-1.463\t3.102\t1.116\t0.926\t0.990\t0.930\t0.993\t1.370\t1.220\n1\t0.844\t-1.034\t-0.227\t0.507\t1.204\t1.012\t0.917\t-1.121\t0.000\t1.206\t-1.223\t0.858\t2.215\t0.578\t-2.273\t-1.053\t0.000\t0.806\t-2.134\t0.741\t0.000\t0.753\t0.940\t0.988\t0.515\t0.352\t0.591\t0.564\n0\t0.566\t1.264\t-0.838\t1.090\t0.278\t0.788\t0.854\t0.933\t0.000\t0.864\t-0.711\t1.682\t2.215\t1.534\t-0.624\t-1.077\t0.000\t0.828\t-0.532\t-0.172\t3.102\t1.322\t1.038\t0.987\t1.013\t0.761\t1.099\t1.319\n0\t0.723\t0.550\t0.356\t1.616\t-0.220\t1.122\t2.230\t-1.471\t0.000\t1.321\t-0.530\t0.525\t2.215\t1.763\t1.059\t1.229\t0.000\t1.319\t1.308\t-1.071\t3.102\t2.190\t1.375\t0.982\t1.435\t1.916\t1.901\t1.559\n1\t1.104\t0.483\t-1.025\t1.548\t-1.299\t0.860\t0.952\t0.427\t2.173\t1.300\t-2.416\t0.467\t0.000\t0.549\t0.149\t-1.422\t2.548\t0.569\t0.143\t0.582\t0.000\t0.504\t0.524\t0.992\t0.483\t0.922\t0.934\t0.759\n0\t0.661\t-1.443\t-0.722\t0.529\t1.433\t0.881\t0.465\t-0.735\t1.087\t0.968\t0.399\t0.961\t1.107\t0.485\t1.478\t1.507\t0.000\t1.256\t0.194\t0.296\t0.000\t0.832\t0.838\t0.990\t1.559\t1.358\t1.428\t1.174\n1\t0.634\t-1.699\t1.673\t1.496\t-0.663\t1.558\t0.256\t0.128\t1.087\t1.180\t-2.581\t1.628\t0.000\t0.888\t-0.391\t1.360\t0.000\t0.698\t0.585\t-1.380\t3.102\t2.165\t1.881\t1.162\t2.128\t1.107\t2.082\t1.711\n1\t1.007\t-0.436\t-0.640\t0.988\t0.299\t1.680\t-0.705\t-1.320\t0.000\t0.836\t-0.653\t0.287\t0.000\t1.992\t0.207\t0.355\t2.548\t1.046\t-0.234\t1.488\t0.000\t1.102\t0.986\t1.035\t0.779\t0.688\t0.679\t0.681\n1\t0.943\t-0.374\t0.316\t0.970\t-1.180\t0.811\t0.819\t1.608\t0.000\t1.379\t-0.016\t0.050\t2.215\t0.766\t1.063\t-1.229\t0.000\t0.560\t-0.802\t-1.736\t3.102\t0.817\t0.808\t1.292\t0.942\t0.883\t0.950\t0.882\n1\t1.066\t-0.699\t-1.410\t1.098\t-0.629\t0.700\t-0.923\t0.866\t0.000\t1.083\t0.247\t0.431\t2.215\t0.737\t0.983\t-0.712\t0.000\t1.089\t-0.085\t0.885\t3.102\t0.294\t0.887\t0.986\t0.867\t0.428\t0.842\t0.820\n1\t0.787\t0.894\t0.280\t1.232\t0.433\t2.828\t-0.055\t-1.070\t0.000\t1.383\t-0.503\t0.585\t2.215\t2.322\t0.330\t1.144\t0.000\t0.981\t-0.440\t-0.525\t3.102\t0.836\t1.152\t0.984\t0.725\t0.885\t0.947\t0.836\n1\t1.675\t-0.256\t-0.504\t1.428\t0.208\t1.302\t0.107\t1.180\t0.000\t0.597\t0.971\t-0.679\t1.107\t0.443\t-0.770\t0.030\t1.274\t0.819\t0.629\t-1.664\t0.000\t1.005\t0.931\t1.284\t0.950\t0.665\t0.795\t0.916\n0\t2.030\t-1.210\t-1.250\t0.706\t1.027\t1.388\t0.381\t0.360\t2.173\t0.459\t-0.087\t1.230\t0.000\t0.653\t2.335\t1.572\t0.000\t0.377\t0.562\t-0.533\t3.102\t0.773\t0.543\t1.470\t2.077\t0.563\t1.283\t1.425\n0\t0.962\t0.549\t-1.365\t1.342\t-0.029\t1.360\t0.340\t0.806\t2.173\t1.613\t-0.506\t-1.315\t2.215\t0.899\t-0.358\t0.602\t0.000\t1.344\t-0.937\t-0.540\t0.000\t1.134\t1.244\t1.470\t1.292\t2.272\t1.335\t1.177\n0\t0.673\t0.836\t-1.359\t1.474\t-1.417\t1.204\t-1.465\t0.232\t2.173\t0.615\t-0.822\t-0.220\t0.000\t0.986\t1.973\t-1.602\t0.000\t1.450\t-0.718\t1.156\t3.102\t0.694\t0.859\t0.999\t1.850\t1.122\t2.452\t1.764\n0\t0.608\t-0.716\t1.379\t1.963\t-1.037\t0.921\t-0.845\t0.721\t1.087\t0.684\t-1.500\t-0.469\t2.215\t0.446\t-0.779\t-0.408\t0.000\t0.954\t0.635\t1.597\t0.000\t0.953\t1.008\t1.244\t1.260\t1.105\t0.934\t0.854\n1\t0.398\t1.379\t-1.038\t1.199\t-1.407\t0.810\t0.054\t-0.396\t2.173\t0.911\t1.429\t1.013\t0.000\t0.767\t0.619\t1.630\t0.000\t1.417\t0.667\t0.171\t0.000\t0.854\t0.731\t0.977\t0.871\t0.741\t0.844\t0.795\n1\t0.360\t-0.935\t-1.049\t0.734\t1.482\t0.813\t0.247\t1.581\t2.173\t1.053\t-0.524\t-0.621\t0.000\t1.058\t-1.117\t-0.151\t0.000\t0.900\t0.299\t0.311\t3.102\t0.874\t0.858\t0.992\t1.606\t0.826\t1.183\t1.100\n0\t0.594\t0.228\t1.371\t1.115\t-1.081\t0.946\t0.603\t-0.196\t2.173\t0.394\t1.126\t1.047\t0.000\t0.432\t-2.336\t-1.247\t0.000\t0.452\t1.564\t-0.074\t0.000\t0.508\t0.727\t0.988\t0.632\t0.832\t0.739\t0.682\n1\t1.605\t-0.278\t0.033\t0.924\t0.371\t0.959\t0.924\t-0.880\t2.173\t0.949\t0.559\t1.499\t2.215\t0.698\t0.011\t1.497\t0.000\t0.382\t0.035\t-0.933\t0.000\t0.464\t0.759\t0.987\t1.315\t1.206\t1.269\t0.951\n1\t0.466\t1.073\t-0.374\t0.022\t-0.121\t0.903\t-0.434\t0.074\t2.173\t0.359\t2.071\t0.647\t0.000\t1.086\t0.905\t1.430\t1.274\t0.506\t1.180\t-1.405\t0.000\t0.571\t1.289\t0.543\t0.580\t1.506\t0.928\t0.713\n1\t2.477\t-1.667\t-1.127\t0.890\t-1.543\t1.325\t1.062\t0.696\t0.000\t1.611\t-0.987\t-0.218\t2.215\t0.731\t-1.443\t0.961\t0.000\t0.627\t0.026\t-1.671\t0.000\t0.849\t1.111\t0.986\t0.722\t1.171\t0.989\t0.873\n0\t2.232\t0.127\t0.041\t3.490\t0.385\t3.415\t-0.387\t-1.400\t0.000\t2.419\t0.155\t0.468\t1.107\t2.632\t-0.932\t-1.261\t2.548\t1.779\t0.313\t1.049\t0.000\t0.898\t1.059\t1.182\t2.644\t3.165\t1.975\t1.544\n0\t1.451\t-0.835\t0.892\t1.078\t1.329\t0.846\t-0.055\t-0.026\t2.173\t0.448\t-2.645\t-0.629\t0.000\t0.965\t-1.019\t-1.428\t2.548\t0.825\t0.029\t-1.055\t0.000\t0.671\t0.732\t0.979\t1.118\t1.243\t0.918\t0.941\n1\t0.540\t-0.885\t-0.417\t0.279\t0.685\t0.840\t0.785\t1.173\t0.000\t1.233\t-0.070\t-0.270\t2.215\t1.109\t0.743\t-1.710\t0.000\t0.442\t0.175\t-1.564\t3.102\t0.896\t0.553\t0.999\t0.699\t0.620\t0.866\t0.750\n1\t0.717\t-0.190\t0.302\t0.557\t-0.273\t1.164\t0.120\t0.608\t0.000\t1.179\t2.272\t-1.428\t0.000\t1.671\t-0.662\t-1.443\t2.548\t0.711\t-0.284\t0.022\t0.000\t0.773\t0.689\t0.995\t1.230\t0.894\t0.907\t0.862\n1\t1.233\t-0.697\t1.293\t0.549\t1.215\t0.907\t-0.988\t-0.596\t0.000\t0.931\t0.300\t1.174\t2.215\t0.708\t-1.311\t0.313\t0.000\t1.110\t-1.523\t-0.598\t0.000\t0.982\t1.276\t0.989\t0.597\t0.580\t0.736\t0.721\n0\t0.659\t-0.998\t1.229\t0.911\t-0.812\t1.239\t-0.845\t-1.251\t2.173\t1.275\t-0.483\t0.373\t1.107\t1.005\t-0.942\t0.104\t0.000\t1.532\t0.045\t1.077\t0.000\t1.311\t0.918\t1.035\t0.792\t1.868\t1.127\t0.932\n1\t1.412\t-0.313\t1.244\t0.694\t0.393\t1.399\t0.640\t-0.405\t2.173\t0.426\t2.748\t0.748\t0.000\t0.744\t-0.602\t-1.601\t0.000\t0.582\t1.486\t-1.588\t3.102\t2.507\t1.380\t0.987\t1.527\t1.014\t1.198\t1.223\n0\t0.529\t1.170\t0.667\t1.147\t-0.515\t1.077\t2.521\t-0.522\t0.000\t1.252\t-0.133\t0.904\t2.215\t0.825\t1.030\t1.469\t0.000\t0.502\t-1.983\t-1.537\t0.000\t2.014\t1.125\t0.991\t1.344\t0.791\t0.946\t1.071\n0\t1.386\t-2.416\t0.101\t0.602\t-1.724\t1.413\t-0.782\t-1.511\t2.173\t0.879\t-0.108\t-0.614\t0.000\t1.813\t1.650\t0.733\t0.000\t0.571\t-0.294\t0.926\t1.551\t0.974\t1.011\t1.262\t1.772\t0.798\t1.797\t2.525\n0\t2.187\t0.673\t1.662\t0.505\t0.321\t0.735\t1.450\t-0.108\t1.087\t0.383\t2.292\t-0.451\t0.000\t0.410\t1.580\t0.814\t0.000\t0.717\t2.177\t1.133\t0.000\t0.681\t0.753\t1.361\t1.248\t0.566\t0.823\t0.795\n0\t0.915\t0.056\t-0.133\t1.101\t-1.008\t0.877\t1.444\t1.690\t2.173\t0.636\t2.792\t0.359\t0.000\t1.089\t1.144\t1.110\t0.000\t0.559\t-0.067\t-0.480\t3.102\t1.399\t1.191\t0.988\t1.245\t0.930\t0.912\t1.041\n0\t0.476\t-2.349\t-0.470\t0.715\t-1.711\t1.079\t-0.516\t-0.157\t1.087\t0.792\t-0.852\t1.428\t2.215\t0.593\t-0.036\t-1.165\t0.000\t0.623\t0.920\t1.280\t0.000\t0.676\t1.047\t0.989\t0.698\t1.368\t0.862\t0.820\n0\t0.372\t0.717\t0.157\t0.535\t-1.076\t0.701\t0.089\t1.662\t0.000\t1.392\t-0.564\t-0.016\t1.107\t1.210\t0.768\t-1.723\t0.000\t1.465\t-0.948\t1.550\t0.000\t0.999\t0.921\t0.988\t0.779\t0.502\t0.853\t0.737\n1\t2.200\t-0.197\t-1.460\t1.999\t-1.405\t1.657\t2.025\t0.491\t0.000\t0.485\t-0.826\t-0.979\t0.000\t0.892\t-0.987\t-0.531\t2.548\t1.535\t-0.591\t1.242\t1.551\t1.441\t0.921\t0.975\t1.098\t0.910\t0.971\t1.275\n0\t2.318\t0.861\t1.100\t0.884\t1.596\t0.942\t0.426\t-0.528\t0.000\t0.795\t-0.322\t-0.490\t2.215\t1.025\t0.266\t0.412\t2.548\t1.449\t0.047\t-1.396\t0.000\t1.300\t0.889\t0.985\t0.862\t0.760\t0.921\t0.975\n0\t1.012\t-0.030\t0.894\t0.879\t-0.320\t1.125\t0.806\t1.292\t0.000\t1.089\t1.753\t1.613\t0.000\t2.021\t-0.856\t-0.884\t0.000\t0.980\t0.452\t0.320\t3.102\t1.384\t1.154\t1.161\t0.629\t0.615\t0.837\t0.897\n1\t0.865\t-1.037\t1.186\t0.394\t-0.583\t0.502\t1.204\t1.336\t2.173\t0.684\t0.496\t0.259\t2.215\t0.278\t0.413\t0.987\t0.000\t0.451\t-1.085\t0.179\t0.000\t0.957\t1.126\t0.990\t0.935\t0.777\t0.985\t0.829\n1\t1.240\t1.307\t1.299\t1.528\t0.079\t0.944\t0.338\t0.051\t1.087\t1.051\t1.890\t-1.138\t0.000\t0.910\t2.392\t1.443\t0.000\t0.379\t1.399\t-1.526\t0.000\t1.210\t1.035\t1.698\t1.250\t0.296\t1.158\t1.066\n1\t0.643\t-0.182\t-0.340\t1.487\t0.861\t0.603\t-0.911\t-1.638\t2.173\t0.604\t0.230\t-1.586\t0.000\t0.648\t0.136\t-0.994\t2.548\t0.366\t0.027\t0.884\t0.000\t0.489\t0.552\t1.196\t0.798\t0.611\t0.705\t0.584\n1\t0.829\t-0.071\t0.543\t0.553\t1.265\t0.747\t-0.035\t0.101\t0.000\t1.006\t-2.127\t0.258\t0.000\t2.299\t-0.580\t-1.358\t2.548\t0.841\t-0.419\t-0.850\t0.000\t0.959\t1.100\t0.994\t1.334\t0.664\t1.004\t0.947\n0\t1.720\t-0.296\t-0.169\t1.160\t-0.078\t0.851\t-0.393\t-1.717\t1.087\t0.350\t-0.436\t-0.834\t0.000\t0.716\t0.336\t1.027\t2.548\t0.830\t1.407\t1.257\t0.000\t0.779\t0.840\t0.983\t1.382\t0.713\t0.953\t0.885\n0\t0.672\t0.625\t-0.526\t0.644\t1.011\t1.386\t-0.151\t0.156\t2.173\t1.178\t0.875\t1.688\t2.215\t0.802\t0.169\t-1.621\t0.000\t0.615\t-1.230\t-1.088\t0.000\t0.805\t0.996\t0.990\t0.867\t2.117\t1.161\t0.923\n0\t0.373\t0.109\t0.285\t1.698\t-1.451\t0.381\t-0.396\t-0.530\t0.000\t0.551\t0.916\t1.497\t2.215\t0.566\t-2.507\t0.323\t0.000\t0.719\t-0.878\t0.240\t3.102\t1.085\t0.664\t1.103\t0.698\t0.842\t0.866\t0.866\n1\t0.672\t-0.009\t1.347\t1.585\t-0.722\t0.665\t1.433\t-0.558\t2.173\t0.780\t-0.339\t0.651\t0.000\t0.818\t-0.811\t1.463\t2.548\t0.877\t0.943\t0.905\t0.000\t0.907\t0.853\t1.369\t1.109\t1.606\t0.977\t0.916\n0\t0.825\t0.336\t1.379\t1.440\t-1.182\t0.664\t-0.103\t0.606\t2.173\t0.384\t-1.116\t-0.635\t0.000\t0.480\t-2.299\t0.784\t0.000\t0.595\t1.104\t-0.435\t3.102\t0.799\t1.018\t1.119\t0.708\t0.745\t0.852\t0.910\n0\t0.524\t1.551\t0.146\t1.132\t0.718\t1.108\t-0.010\t-0.407\t2.173\t1.169\t0.581\t1.459\t2.215\t0.611\t1.057\t-0.709\t0.000\t0.766\t-0.025\t-1.707\t0.000\t0.759\t0.880\t0.990\t0.874\t1.742\t1.009\t0.829\n0\t1.233\t-0.207\t1.298\t0.877\t-1.291\t0.460\t0.408\t-0.213\t0.000\t0.377\t-1.409\t0.111\t0.000\t0.441\t-0.590\t0.364\t2.548\t0.963\t-0.696\t-1.611\t0.000\t0.981\t1.026\t1.043\t0.661\t0.654\t0.691\t0.709\n0\t1.106\t-2.254\t-1.116\t1.357\t-1.637\t0.854\t-0.450\t-0.322\t1.087\t0.558\t-0.066\t0.288\t0.000\t1.010\t-0.905\t1.157\t0.000\t0.654\t1.092\t0.727\t3.102\t0.982\t1.032\t0.985\t1.712\t1.019\t1.329\t1.124\n1\t0.748\t1.891\t-1.163\t0.187\t0.575\t0.598\t0.381\t1.678\t0.000\t0.582\t-2.101\t0.373\t0.000\t0.606\t0.757\t-0.258\t2.548\t1.340\t1.884\t-0.704\t0.000\t1.871\t1.139\t0.996\t0.727\t0.635\t0.816\t0.701\n1\t0.355\t0.772\t-0.669\t0.158\t0.164\t1.297\t-0.633\t-1.256\t2.173\t1.239\t-0.477\t1.126\t0.000\t1.004\t-0.484\t0.571\t0.000\t1.413\t1.011\t-0.150\t0.000\t0.821\t0.744\t0.988\t0.881\t0.990\t0.966\t0.808\n1\t0.675\t0.590\t-1.736\t1.093\t0.373\t0.393\t0.561\t-0.798\t0.000\t0.445\t-0.475\t-0.058\t2.215\t0.678\t2.048\t-0.626\t0.000\t1.079\t-0.640\t1.513\t1.551\t0.888\t0.965\t1.126\t0.838\t0.624\t0.861\t0.774\n0\t1.614\t0.625\t-0.385\t0.725\t-1.054\t1.083\t0.623\t0.844\t0.000\t1.065\t0.623\t-1.284\t1.107\t0.981\t-0.443\t0.573\t2.548\t1.159\t0.621\t1.397\t0.000\t0.952\t0.946\t0.986\t0.799\t1.259\t0.913\t0.920\n0\t5.215\t-0.529\t-0.590\t0.950\t-1.016\t2.811\t-0.064\t1.194\t2.173\t0.355\t-2.657\t1.024\t0.000\t1.084\t0.081\t0.582\t0.000\t0.597\t-0.591\t0.253\t3.102\t0.970\t1.257\t1.153\t0.838\t1.123\t2.055\t1.554\n0\t0.329\t-0.022\t1.457\t1.778\t-0.820\t1.066\t-0.844\t0.527\t1.087\t0.329\t0.205\t0.964\t0.000\t0.604\t-1.070\t-1.117\t1.274\t0.543\t-2.355\t1.584\t0.000\t1.233\t1.085\t0.989\t0.781\t1.009\t1.012\t0.978\n0\t0.775\t0.068\t1.509\t0.316\t-1.264\t1.272\t-1.673\t-1.235\t0.000\t0.951\t-1.276\t0.708\t2.215\t1.863\t-0.539\t1.219\t2.548\t1.413\t-0.922\t-0.364\t0.000\t0.904\t1.159\t0.988\t0.817\t0.817\t0.764\t0.722\n0\t3.963\t-1.376\t-1.235\t0.880\t-0.869\t1.393\t-0.173\t0.660\t0.000\t1.043\t-0.323\t0.359\t0.000\t0.891\t-1.368\t-1.695\t2.548\t1.305\t0.987\t0.400\t3.102\t0.718\t1.051\t0.979\t0.699\t1.668\t1.632\t1.701\n0\t0.992\t-0.653\t0.341\t0.352\t-0.721\t0.704\t-0.348\t0.950\t0.000\t0.655\t-2.866\t-0.991\t0.000\t0.928\t2.360\t1.466\t0.000\t1.094\t1.415\t0.681\t0.000\t0.886\t0.850\t0.980\t1.147\t0.223\t0.897\t1.297\n1\t1.554\t0.726\t-1.122\t0.344\t-1.194\t0.944\t1.634\t-0.295\t0.000\t1.908\t-0.085\t0.964\t2.215\t0.768\t-0.699\t-0.675\t0.000\t1.071\t0.390\t0.555\t0.000\t1.111\t0.810\t0.974\t1.665\t0.842\t1.109\t0.981\n0\t0.978\t-0.864\t1.592\t0.484\t-1.055\t0.389\t2.279\t0.018\t0.000\t0.494\t0.321\t-0.083\t2.215\t0.698\t-0.003\t1.127\t2.548\t0.500\t0.857\t1.398\t0.000\t0.785\t0.868\t0.993\t0.743\t0.563\t0.608\t0.744\n0\t0.598\t-0.274\t0.944\t0.450\t1.638\t0.505\t-1.200\t0.496\t0.000\t0.619\t-1.484\t1.403\t2.215\t1.635\t-0.882\t-0.175\t2.548\t2.615\t1.133\t-1.172\t0.000\t3.416\t2.437\t0.984\t1.260\t1.100\t1.699\t1.363\n1\t0.897\t-0.100\t-0.850\t0.931\t-1.674\t0.684\t-0.937\t0.423\t0.000\t0.894\t0.137\t0.007\t0.000\t0.823\t1.058\t-1.600\t2.548\t0.792\t-0.340\t-1.740\t3.102\t1.126\t0.945\t0.985\t0.626\t0.542\t0.871\t0.811\n0\t0.891\t-0.682\t1.531\t0.993\t1.040\t1.086\t-0.848\t0.122\t0.000\t1.023\t-0.962\t-1.575\t2.215\t0.646\t0.195\t-0.867\t2.548\t0.837\t-0.897\t-0.593\t0.000\t0.890\t0.878\t1.000\t0.897\t0.755\t0.838\t0.865\n0\t0.997\t-1.911\t-0.309\t1.684\t0.583\t0.604\t-0.448\t-0.910\t1.087\t1.524\t-0.335\t-1.424\t0.000\t1.157\t-0.531\t-0.032\t0.000\t2.897\t-0.563\t0.560\t0.000\t0.942\t0.885\t1.293\t1.324\t0.980\t1.250\t1.161\n0\t0.377\t-2.261\t-1.261\t1.582\t-1.492\t0.870\t-0.337\t-0.204\t0.000\t0.581\t-0.663\t0.919\t2.215\t0.502\t-0.212\t1.246\t2.548\t1.082\t0.243\t0.576\t0.000\t1.069\t0.876\t0.990\t0.653\t0.212\t0.577\t0.762\n0\t1.160\t0.945\t1.576\t1.372\t-1.654\t1.036\t-1.065\t-0.700\t2.173\t1.564\t0.551\t0.637\t0.000\t0.744\t0.350\t0.060\t0.000\t1.196\t1.383\t0.149\t0.000\t0.836\t1.341\t0.977\t2.612\t0.719\t1.747\t1.547\n0\t1.610\t-0.073\t-1.629\t0.814\t-1.420\t2.192\t-0.153\t-1.307\t2.173\t3.965\t1.303\t0.176\t1.107\t2.119\t1.825\t1.033\t0.000\t0.447\t1.065\t0.413\t0.000\t0.695\t1.726\t0.986\t0.849\t5.516\t2.838\t2.447\n0\t0.959\t-0.669\t1.719\t0.801\t0.826\t1.088\t-0.240\t-0.124\t0.000\t0.584\t-0.900\t0.473\t0.000\t1.175\t0.170\t-1.372\t2.548\t0.941\t-0.666\t-1.509\t3.102\t1.049\t1.016\t0.987\t0.752\t0.424\t0.842\t0.780\n0\t0.812\t-0.776\t0.509\t1.106\t1.722\t0.790\t0.735\t-1.210\t2.173\t0.902\t0.099\t0.543\t2.215\t0.645\t1.288\t-0.192\t0.000\t0.466\t0.578\t-0.779\t0.000\t0.739\t0.977\t1.166\t1.217\t1.306\t0.962\t0.963\n1\t1.053\t2.065\t1.531\t1.121\t0.316\t0.493\t0.507\t-0.865\t0.000\t0.932\t0.351\t-0.383\t2.215\t0.566\t0.842\t1.712\t0.000\t0.393\t-1.438\t1.564\t0.000\t0.913\t0.929\t1.337\t1.027\t0.827\t0.987\t0.975\n1\t1.174\t-0.802\t-0.337\t1.093\t0.256\t1.047\t0.130\t-1.520\t2.173\t0.801\t-0.233\t1.435\t0.000\t0.383\t-1.093\t1.367\t0.000\t0.601\t0.295\t0.063\t0.000\t0.896\t0.872\t0.988\t0.507\t0.798\t0.837\t0.744\n1\t1.156\t-0.156\t-0.606\t1.499\t0.145\t2.677\t0.015\t-0.843\t0.000\t1.242\t-1.108\t1.207\t2.215\t0.758\t-1.393\t0.597\t2.548\t1.185\t0.961\t1.226\t0.000\t0.803\t0.930\t1.142\t1.376\t0.575\t0.953\t0.864\n1\t0.550\t-2.264\t1.230\t0.503\t-0.145\t1.215\t-0.624\t-1.222\t2.173\t1.072\t-0.943\t0.632\t1.107\t0.752\t-0.690\t-0.021\t0.000\t1.171\t-1.685\t0.460\t0.000\t0.966\t1.271\t0.988\t0.708\t1.695\t1.178\t1.059\n0\t0.401\t-2.170\t0.637\t1.628\t-1.533\t0.400\t-0.649\t0.903\t0.000\t0.565\t-0.986\t-1.469\t2.215\t0.929\t0.369\t-0.025\t1.274\t0.591\t-0.580\t-0.310\t0.000\t0.659\t0.643\t1.038\t0.719\t0.950\t1.074\t0.867\n0\t1.697\t0.760\t1.489\t0.765\t0.524\t1.060\t0.974\t-1.460\t2.173\t0.774\t-0.353\t-0.303\t2.215\t0.637\t-0.150\t0.456\t0.000\t2.099\t-1.236\t0.024\t0.000\t1.025\t0.805\t1.205\t1.014\t1.504\t1.383\t1.288\n1\t1.728\t0.082\t0.566\t0.268\t0.951\t0.826\t-0.327\t1.027\t0.000\t1.018\t0.457\t-0.752\t2.215\t1.185\t-1.349\t-1.349\t0.000\t1.526\t-0.322\t0.104\t0.000\t1.021\t1.171\t0.979\t0.621\t0.705\t0.748\t0.712\n0\t0.746\t-1.031\t-0.754\t1.150\t1.560\t0.592\t0.279\t0.149\t0.000\t0.866\t0.044\t0.974\t1.107\t0.889\t1.420\t0.139\t0.000\t1.161\t0.632\t-0.784\t3.102\t0.892\t0.974\t1.117\t1.020\t0.963\t0.843\t0.962\n0\t0.891\t-0.593\t-0.392\t0.485\t0.351\t1.158\t0.271\t-1.208\t2.173\t1.146\t-0.844\t0.889\t1.107\t0.688\t-1.315\t0.328\t0.000\t0.384\t-2.013\t0.486\t0.000\t0.729\t1.248\t0.991\t0.969\t1.907\t1.056\t0.903\n0\t0.478\t-0.632\t-0.146\t1.589\t-1.345\t0.691\t0.843\t0.462\t0.000\t0.910\t0.245\t1.391\t2.215\t1.121\t0.984\t-0.146\t0.000\t0.432\t-0.723\t-1.314\t3.102\t0.844\t0.883\t1.064\t0.927\t0.496\t0.754\t0.874\n0\t0.592\t0.791\t-1.145\t0.650\t0.146\t1.251\t0.221\t-1.593\t2.173\t1.100\t0.831\t0.272\t1.107\t0.856\t-1.370\t0.227\t0.000\t0.885\t1.491\t0.811\t0.000\t0.802\t0.879\t0.987\t1.208\t1.803\t1.057\t0.899\n0\t0.656\t-1.537\t-1.612\t0.096\t-1.614\t0.918\t-0.853\t0.673\t0.000\t0.584\t-1.514\t0.175\t1.107\t1.423\t-0.912\t-0.939\t0.000\t0.900\t-0.716\t1.589\t3.102\t1.072\t0.793\t0.986\t0.765\t0.668\t0.586\t0.599\n1\t0.446\t1.033\t-1.526\t2.178\t1.015\t3.186\t1.633\t-0.909\t0.000\t1.849\t0.000\t1.030\t2.215\t1.969\t-0.300\t1.519\t2.548\t1.671\t0.216\t0.202\t0.000\t0.710\t0.939\t1.027\t1.228\t0.929\t0.969\t0.930\n0\t1.265\t1.128\t-1.196\t0.559\t-0.730\t1.291\t0.474\t0.517\t2.173\t1.436\t0.823\t-1.658\t1.107\t1.061\t0.350\t-0.286\t0.000\t0.674\t-0.161\t1.243\t0.000\t0.955\t0.958\t0.977\t0.808\t1.890\t1.124\t0.941\n0\t0.621\t-0.943\t-1.698\t0.950\t0.592\t0.901\t0.176\t-1.422\t0.000\t1.203\t-2.449\t0.403\t0.000\t0.736\t1.116\t0.183\t2.548\t1.693\t0.217\t-0.951\t3.102\t0.530\t0.897\t0.989\t1.093\t0.845\t0.971\t0.861\n1\t1.604\t-0.042\t0.970\t0.463\t1.134\t0.727\t-0.174\t-0.451\t2.173\t1.065\t0.404\t-1.276\t2.215\t0.559\t1.098\t0.018\t0.000\t0.485\t0.432\t-1.026\t0.000\t0.633\t0.868\t0.991\t1.036\t0.959\t0.925\t0.783\n1\t0.884\t-0.477\t-0.295\t1.082\t-1.223\t0.539\t0.909\t-0.914\t0.000\t0.683\t0.727\t-1.479\t0.000\t0.885\t-1.670\t1.099\t0.000\t0.888\t0.779\t0.507\t3.102\t0.960\t0.817\t1.004\t0.935\t1.211\t1.038\t0.926\n1\t0.574\t-1.679\t-0.752\t0.456\t-1.193\t1.050\t1.109\t0.936\t0.000\t0.588\t0.079\t-1.199\t2.215\t0.822\t0.009\t-0.269\t2.548\t0.604\t2.456\t0.865\t0.000\t1.275\t1.359\t0.999\t0.605\t0.549\t0.995\t1.089\n1\t0.628\t0.652\t-1.154\t0.795\t0.311\t0.974\t0.533\t1.577\t0.000\t1.365\t0.877\t0.648\t2.215\t1.344\t0.660\t-0.061\t2.548\t1.977\t-1.075\t-0.970\t0.000\t0.971\t1.204\t0.989\t0.837\t0.867\t0.950\t0.801\n0\t2.281\t-0.391\t-0.926\t0.356\t1.734\t0.571\t-1.426\t1.185\t0.000\t0.462\t-1.721\t0.448\t0.000\t0.726\t0.200\t0.247\t2.548\t0.881\t0.483\t0.602\t3.102\t0.698\t0.969\t0.989\t0.879\t0.222\t0.713\t0.826\n1\t1.951\t0.946\t1.742\t0.614\t-1.618\t1.437\t1.022\t-0.045\t2.173\t0.811\t-0.232\t0.555\t0.000\t0.897\t0.277\t-1.092\t0.000\t0.645\t0.187\t1.012\t3.102\t0.830\t1.149\t1.000\t0.618\t0.932\t1.063\t0.867\n1\t0.348\t-0.011\t1.007\t2.427\t-0.467\t2.984\t-2.227\t1.355\t0.000\t2.892\t-0.042\t-0.274\t1.107\t0.680\t-0.400\t1.681\t0.000\t0.867\t0.222\t-0.914\t3.102\t0.852\t0.728\t1.236\t0.867\t0.811\t0.886\t0.798\n1\t0.852\t1.071\t-1.257\t0.713\t-0.345\t0.951\t0.552\t0.857\t2.173\t0.836\t-1.309\t-1.691\t1.107\t1.256\t0.577\t-0.185\t0.000\t1.225\t-0.351\t-0.315\t0.000\t0.773\t1.184\t0.989\t1.872\t1.748\t1.420\t1.214\n1\t1.495\t0.348\t-1.077\t0.346\t0.257\t0.268\t0.184\t-0.569\t0.000\t0.676\t1.381\t0.814\t0.000\t0.783\t1.340\t1.267\t2.548\t1.740\t1.229\t-0.181\t3.102\t1.043\t0.838\t0.988\t0.858\t0.861\t0.769\t0.704\n1\t0.952\t-1.752\t1.478\t1.641\t1.348\t1.390\t-0.572\t0.447\t0.000\t1.845\t-0.858\t-1.297\t0.000\t1.668\t1.379\t-0.023\t0.000\t1.178\t-0.467\t1.505\t0.000\t1.152\t0.684\t0.974\t1.641\t0.591\t1.185\t1.198\n0\t0.918\t0.801\t0.742\t0.588\t0.864\t1.137\t-1.025\t-1.319\t2.173\t1.036\t-0.269\t-0.071\t1.107\t0.636\t-1.627\t0.624\t0.000\t0.705\t-0.782\t-1.709\t0.000\t0.714\t0.910\t0.996\t1.379\t1.569\t1.081\t0.907\n1\t1.054\t1.332\t-0.105\t1.000\t0.479\t1.386\t-2.825\t-0.913\t0.000\t1.295\t1.411\t1.422\t2.215\t1.326\t0.304\t1.291\t2.548\t1.076\t0.411\t-0.576\t0.000\t0.876\t1.087\t0.984\t0.960\t0.836\t0.889\t0.784\n1\t0.472\t-1.140\t-0.598\t2.016\t-1.664\t0.877\t-0.612\t0.644\t1.087\t0.704\t0.802\t0.349\t2.215\t0.955\t-2.447\t-0.773\t0.000\t0.868\t-0.936\t-1.373\t0.000\t1.010\t1.495\t1.108\t1.442\t0.959\t1.363\t1.195\n0\t0.599\t-0.378\t0.609\t0.830\t-1.452\t1.162\t-0.054\t-1.682\t2.173\t1.327\t-0.377\t-0.020\t2.215\t1.110\t-1.464\t-0.473\t0.000\t0.550\t-1.066\t0.371\t0.000\t0.908\t1.021\t0.989\t0.750\t1.848\t1.153\t0.952\n1\t1.020\t0.300\t0.840\t0.753\t-1.363\t0.783\t-1.019\t-1.215\t2.173\t0.668\t-0.246\t0.607\t0.000\t1.556\t-0.218\t-1.718\t2.548\t1.998\t-0.315\t-0.132\t0.000\t0.935\t1.237\t1.112\t1.069\t0.820\t0.957\t0.873\n0\t1.453\t-0.314\t0.218\t1.704\t-0.313\t1.050\t-0.412\t1.660\t2.173\t0.763\t-0.628\t-0.842\t0.000\t0.828\t0.688\t1.099\t0.000\t1.082\t0.971\t0.741\t0.000\t1.053\t0.912\t1.004\t0.915\t0.508\t1.003\t0.863\n1\t0.768\t0.782\t-1.544\t0.755\t0.748\t0.995\t0.694\t0.800\t2.173\t1.148\t0.494\t-1.111\t0.000\t0.908\t-0.255\t-0.756\t0.000\t0.580\t0.637\t0.329\t0.000\t0.802\t0.681\t0.991\t0.773\t0.693\t0.890\t0.793\n0\t1.902\t-0.179\t0.551\t1.064\t0.948\t1.233\t-0.027\t-0.830\t0.000\t0.539\t-1.097\t-1.700\t0.000\t0.487\t0.165\t-1.225\t2.548\t0.592\t1.229\t0.428\t3.102\t1.581\t0.869\t0.998\t0.887\t0.498\t0.751\t0.934\n0\t0.647\t0.818\t-0.818\t2.915\t-0.204\t1.553\t-2.329\t1.288\t0.000\t1.578\t0.596\t0.900\t0.000\t0.488\t0.147\t-0.977\t0.000\t1.822\t0.612\t-1.459\t3.102\t1.370\t1.081\t1.001\t1.164\t0.859\t0.850\t0.955\n1\t0.812\t-0.887\t1.734\t1.268\t0.883\t0.952\t0.213\t-0.949\t0.000\t0.920\t-0.480\t0.935\t2.215\t1.025\t-0.932\t-0.109\t2.548\t1.085\t-0.664\t0.448\t0.000\t0.893\t0.738\t0.987\t0.853\t0.879\t0.642\t0.593\n1\t0.770\t0.035\t-0.561\t0.875\t0.583\t1.244\t0.125\t-1.087\t2.173\t0.744\t-0.151\t-1.586\t0.000\t1.123\t-0.287\t0.742\t0.000\t0.873\t-0.299\t-0.479\t1.551\t0.896\t0.914\t0.987\t1.012\t0.635\t1.026\t0.852\n1\t1.204\t1.415\t-0.119\t1.989\t0.617\t0.959\t0.890\t-1.356\t2.173\t1.079\t-0.238\t-1.013\t0.000\t1.148\t0.271\t0.723\t0.000\t1.294\t-0.599\t1.203\t3.102\t1.770\t1.202\t1.321\t1.504\t1.376\t1.334\t1.275\n1\t1.834\t0.115\t0.306\t0.416\t-0.469\t1.443\t-0.025\t-1.364\t2.173\t0.643\t0.541\t1.070\t0.000\t0.436\t-0.683\t-0.209\t2.548\t0.553\t-1.892\t0.378\t0.000\t1.570\t0.928\t0.987\t1.452\t0.928\t0.973\t0.940\n0\t1.136\t0.164\t-1.637\t0.889\t0.688\t0.541\t1.327\t-0.971\t0.000\t0.851\t0.184\t-0.359\t2.215\t0.484\t-1.901\t1.110\t0.000\t0.522\t1.891\t0.862\t0.000\t0.899\t0.964\t1.205\t0.804\t0.484\t0.675\t0.734\n0\t0.729\t1.566\t0.191\t0.968\t0.576\t0.915\t0.610\t-1.256\t1.087\t0.549\t-0.350\t1.017\t2.215\t0.446\t-0.861\t-1.023\t0.000\t0.552\t0.116\t-0.156\t0.000\t0.496\t0.720\t0.974\t0.741\t1.066\t0.850\t0.712\n1\t0.583\t-1.451\t-0.358\t0.547\t-1.738\t0.853\t-0.912\t1.626\t2.173\t0.423\t1.488\t-0.051\t0.000\t0.606\t-0.139\t0.098\t2.548\t0.551\t0.647\t-0.401\t0.000\t0.312\t1.353\t0.984\t0.896\t0.948\t0.836\t1.071\n1\t0.753\t0.139\t-0.183\t0.779\t0.726\t0.536\t-0.360\t-0.554\t1.087\t0.940\t0.487\t1.191\t2.215\t1.086\t0.363\t-1.215\t0.000\t0.545\t1.121\t0.794\t0.000\t0.923\t0.840\t0.986\t0.865\t1.143\t0.734\t0.715\n1\t0.364\t-1.982\t-0.273\t0.440\t-0.697\t1.024\t-0.066\t0.831\t2.173\t1.204\t0.173\t-1.315\t2.215\t0.829\t0.270\t-0.642\t0.000\t0.490\t0.687\t0.438\t0.000\t0.611\t0.905\t0.983\t0.862\t1.540\t0.925\t0.768\n1\t1.360\t-1.930\t0.538\t0.163\t-1.234\t0.885\t-0.353\t-0.881\t2.173\t0.546\t-1.685\t0.311\t0.000\t0.528\t-1.626\t-1.579\t0.000\t0.825\t-0.200\t1.333\t3.102\t0.816\t1.091\t0.980\t0.746\t0.826\t0.854\t0.746\n0\t1.384\t1.017\t-1.205\t1.897\t-1.704\t0.786\t0.145\t-0.035\t0.000\t1.220\t-0.688\t0.655\t2.215\t0.748\t-0.914\t0.010\t0.000\t0.596\t-1.108\t1.513\t0.000\t0.839\t0.939\t0.988\t0.578\t0.821\t1.207\t1.183\n0\t0.327\t2.181\t-1.356\t2.407\t-1.392\t0.911\t0.478\t-0.364\t0.000\t0.796\t1.053\t1.677\t0.000\t1.357\t-0.548\t0.615\t1.274\t1.239\t-1.373\t0.343\t0.000\t1.830\t1.193\t1.002\t1.594\t0.346\t1.081\t1.058\n1\t0.609\t-0.033\t0.509\t0.981\t1.509\t1.266\t0.981\t-1.244\t0.000\t1.427\t1.113\t0.567\t2.215\t0.414\t-0.418\t-0.136\t0.000\t0.378\t0.583\t-1.636\t3.102\t1.502\t0.797\t0.987\t0.848\t0.625\t0.949\t0.822\n1\t0.980\t-1.254\t0.007\t0.773\t-1.212\t1.615\t-0.722\t1.223\t2.173\t0.946\t-0.850\t-0.379\t0.000\t1.071\t-0.966\t-1.132\t2.548\t0.853\t-1.535\t-0.410\t0.000\t0.815\t0.766\t1.073\t1.297\t1.421\t1.003\t0.881\n0\t1.108\t0.045\t-0.460\t1.435\t1.527\t0.765\t-0.464\t1.697\t2.173\t1.369\t0.542\t0.243\t2.215\t0.792\t0.027\t-0.957\t0.000\t0.876\t-0.879\t1.056\t0.000\t1.034\t0.803\t1.705\t1.287\t1.664\t1.068\t0.906\n1\t0.817\t0.459\t1.471\t0.778\t-0.129\t0.820\t0.147\t0.339\t1.087\t0.861\t-0.063\t-1.314\t0.000\t1.322\t-0.805\t-1.587\t0.000\t2.254\t0.391\t-0.423\t3.102\t0.934\t1.170\t1.095\t0.778\t0.941\t0.939\t0.817\n0\t1.464\t-1.012\t-1.334\t2.120\t1.720\t1.255\t-0.766\t-0.207\t0.000\t1.186\t-1.870\t1.135\t0.000\t1.679\t0.315\t-0.359\t0.000\t2.195\t-0.984\t1.234\t3.102\t0.752\t0.956\t0.992\t0.923\t0.794\t0.971\t1.058\n0\t2.269\t-0.404\t1.167\t0.285\t0.009\t1.002\t0.326\t-0.787\t0.000\t0.726\t0.460\t-1.479\t2.215\t0.770\t-0.277\t0.459\t2.548\t1.073\t-0.167\t-0.256\t0.000\t0.844\t0.895\t0.986\t0.907\t0.844\t0.699\t0.834\n1\t2.387\t0.556\t1.586\t0.348\t1.673\t0.520\t0.219\t0.398\t2.173\t0.554\t0.663\t-0.568\t0.000\t0.914\t-0.421\t-0.653\t2.548\t0.671\t1.333\t0.270\t0.000\t0.662\t0.757\t0.986\t1.008\t0.760\t0.900\t0.790\n0\t1.259\t1.948\t-0.756\t0.728\t-1.416\t1.063\t0.152\t1.585\t2.173\t1.770\t1.575\t0.112\t2.215\t0.527\t-0.371\t1.015\t0.000\t0.979\t0.224\t-1.006\t0.000\t0.815\t0.775\t0.989\t1.278\t2.541\t1.628\t1.352\n1\t0.949\t-0.297\t-1.008\t1.249\t-1.150\t0.896\t-0.684\t0.666\t1.087\t0.545\t-0.484\t1.298\t0.000\t0.475\t0.171\t-0.463\t2.548\t0.467\t-0.004\t0.424\t0.000\t0.494\t0.505\t0.984\t0.554\t0.784\t0.907\t0.733\n1\t0.527\t1.595\t-1.432\t1.334\t0.709\t1.859\t-0.529\t1.466\t2.173\t1.124\t-1.906\t0.076\t0.000\t1.578\t-0.913\t-0.157\t0.000\t1.573\t-1.678\t-0.627\t0.000\t0.818\t0.941\t1.087\t2.229\t1.115\t1.504\t1.750\n0\t0.327\t-1.836\t-0.562\t1.947\t-0.350\t0.805\t-0.515\t0.929\t1.087\t1.087\t0.140\t1.266\t0.000\t0.849\t-0.927\t1.641\t2.548\t1.267\t0.220\t-0.254\t0.000\t0.759\t0.778\t0.994\t0.944\t0.668\t0.863\t0.841\n1\t1.008\t0.178\t0.694\t0.802\t-1.168\t0.630\t1.890\t-0.538\t0.000\t0.481\t0.550\t-0.438\t0.000\t0.754\t0.344\t-1.470\t1.274\t1.461\t-1.362\t1.334\t0.000\t0.852\t0.876\t1.238\t0.733\t0.689\t0.805\t0.767\n1\t1.215\t0.416\t0.546\t0.626\t-1.677\t1.261\t-0.650\t0.797\t2.173\t3.439\t0.274\t-0.576\t0.000\t3.059\t2.110\t1.132\t0.000\t0.943\t-0.380\t-0.853\t0.000\t1.060\t0.887\t1.097\t1.037\t0.910\t1.427\t1.209\n0\t0.712\t-0.662\t-0.306\t1.765\t-0.459\t1.566\t1.126\t1.437\t2.173\t0.899\t0.199\t0.296\t0.000\t0.473\t-0.070\t-1.130\t0.000\t0.631\t1.122\t-1.604\t3.102\t0.971\t0.774\t0.984\t3.416\t0.424\t2.154\t1.620\n1\t0.686\t1.003\t0.430\t0.775\t1.716\t1.132\t-0.735\t-0.703\t2.173\t0.981\t-1.004\t1.238\t2.215\t0.941\t0.089\t-1.350\t0.000\t1.403\t0.751\t-0.051\t0.000\t0.881\t0.869\t0.988\t1.677\t1.543\t1.388\t1.105\n0\t0.493\t0.427\t1.602\t1.336\t-1.093\t0.683\t-0.489\t1.142\t2.173\t0.764\t-0.886\t0.035\t0.000\t0.417\t0.919\t-1.252\t0.000\t1.222\t-0.025\t0.172\t3.102\t1.250\t1.046\t0.987\t0.980\t0.776\t0.951\t0.912\n1\t0.662\t-0.642\t0.436\t0.751\t-1.041\t1.345\t0.844\t1.396\t2.173\t0.731\t0.700\t0.088\t2.215\t0.565\t0.846\t-0.491\t0.000\t0.802\t0.489\t-0.934\t0.000\t0.315\t1.028\t0.988\t0.744\t1.353\t0.943\t0.776\n0\t1.833\t2.245\t-0.796\t1.833\t-0.725\t1.312\t1.418\t1.095\t0.000\t0.529\t2.679\t0.345\t0.000\t1.001\t0.715\t0.821\t0.000\t0.890\t1.190\t-1.686\t3.102\t0.937\t0.714\t0.995\t1.299\t0.696\t0.901\t0.924\n0\t1.344\t0.701\t0.969\t1.865\t0.841\t0.946\t1.539\t-1.064\t0.000\t0.774\t0.651\t-1.092\t2.215\t2.045\t0.696\t-0.157\t2.548\t1.347\t0.398\t1.636\t0.000\t1.485\t0.929\t0.970\t1.357\t1.000\t1.090\t1.111\n0\t1.478\t1.441\t1.425\t0.896\t0.523\t1.339\t0.407\t-0.300\t2.173\t0.751\t0.660\t-1.327\t2.215\t0.615\t-0.589\t-1.040\t0.000\t0.402\t1.131\t-0.743\t0.000\t0.994\t1.328\t1.157\t1.578\t1.195\t1.280\t1.479\n0\t1.430\t0.561\t-0.506\t1.467\t-1.097\t0.623\t0.833\t1.461\t0.000\t1.022\t0.693\t0.866\t2.215\t1.105\t-0.047\t0.476\t0.000\t0.558\t-0.645\t-1.198\t3.102\t1.348\t0.938\t1.018\t1.216\t0.857\t0.835\t0.851\n1\t0.472\t-1.393\t1.435\t1.598\t-0.689\t0.957\t0.529\t0.236\t2.173\t1.063\t2.096\t-1.643\t0.000\t0.781\t-0.592\t-0.356\t2.548\t0.409\t-1.248\t0.773\t0.000\t1.009\t1.563\t1.134\t0.688\t0.870\t1.211\t1.611\n0\t0.487\t-0.589\t-1.605\t0.258\t-0.404\t1.175\t1.186\t-0.936\t2.173\t0.861\t-1.700\t0.861\t0.000\t1.001\t-0.858\t1.089\t0.000\t0.825\t0.662\t0.510\t3.102\t0.658\t1.095\t0.987\t0.866\t1.027\t1.674\t1.285\n0\t1.660\t-0.138\t-1.048\t0.668\t-1.678\t0.996\t-0.922\t0.848\t2.173\t1.123\t-0.463\t-0.571\t2.215\t1.422\t0.065\t0.862\t0.000\t0.482\t0.127\t-0.152\t0.000\t0.724\t1.035\t0.990\t1.270\t1.532\t1.014\t0.909\n1\t2.171\t0.518\t0.144\t0.377\t-0.252\t1.118\t0.954\t-1.617\t1.087\t0.558\t1.229\t0.880\t0.000\t0.310\t0.832\t0.473\t2.548\t0.535\t0.831\t-0.413\t0.000\t0.661\t0.886\t0.989\t0.471\t0.698\t0.886\t0.713\n1\t0.579\t0.473\t0.370\t0.504\t1.061\t1.808\t2.217\t-0.302\t0.000\t2.174\t0.463\t1.063\t2.215\t0.876\t-0.458\t-1.258\t0.000\t0.790\t-1.975\t-1.292\t0.000\t0.988\t0.889\t0.989\t1.060\t0.852\t1.241\t1.246\n0\t1.617\t0.139\t1.335\t0.484\t0.102\t0.801\t1.232\t0.288\t2.173\t0.707\t1.641\t-0.519\t0.000\t1.376\t-0.378\t-1.202\t2.548\t0.655\t0.880\t-1.658\t0.000\t0.810\t0.860\t1.098\t0.948\t1.759\t1.021\t0.938\n0\t1.280\t-1.517\t0.647\t0.508\t0.572\t1.237\t-1.686\t0.190\t2.173\t0.891\t-1.339\t-1.494\t0.000\t0.719\t-0.980\t1.674\t0.000\t0.956\t-0.663\t-0.261\t1.551\t0.394\t0.735\t1.001\t0.894\t0.706\t0.881\t0.811\n0\t0.711\t-1.732\t1.238\t1.023\t0.297\t0.590\t-0.159\t0.782\t0.000\t0.683\t-0.244\t-1.544\t1.107\t0.710\t-0.814\t-0.827\t0.000\t0.715\t0.843\t-0.931\t3.102\t0.751\t0.806\t0.988\t0.893\t0.539\t0.795\t0.696\n1\t0.722\t-0.199\t-0.403\t1.462\t0.562\t1.406\t-1.478\t-1.701\t0.000\t0.823\t-0.788\t-0.080\t0.000\t1.486\t-0.899\t-1.021\t2.548\t0.817\t-0.056\t0.313\t0.000\t1.015\t1.081\t1.088\t0.677\t0.920\t0.786\t0.723\n1\t2.102\t-0.947\t0.254\t0.322\t0.742\t1.126\t-0.466\t-1.363\t2.173\t0.530\t-0.882\t-0.603\t0.000\t0.400\t0.498\t1.122\t2.548\t0.373\t0.085\t-1.613\t0.000\t0.550\t0.626\t0.978\t0.825\t0.793\t1.006\t0.784\n1\t0.968\t-0.534\t1.576\t0.475\t-0.810\t0.820\t-1.138\t-0.713\t0.000\t1.156\t-1.040\t-0.164\t1.107\t1.696\t-0.912\t1.067\t2.548\t1.181\t0.418\t1.221\t0.000\t0.933\t0.953\t0.988\t1.023\t1.333\t0.909\t0.811\n1\t1.336\t-1.104\t1.706\t0.666\t-1.135\t1.054\t-1.363\t0.136\t2.173\t1.201\t-1.169\t0.823\t2.215\t1.438\t-1.665\t-1.458\t0.000\t0.422\t-0.787\t0.357\t0.000\t0.943\t1.051\t0.982\t1.276\t0.970\t0.987\t0.896\n0\t0.656\t-1.462\t-0.762\t0.969\t-0.093\t0.767\t-0.732\t0.881\t2.173\t0.795\t-0.150\t1.637\t2.215\t1.218\t0.347\t-1.140\t0.000\t0.566\t0.399\t0.740\t0.000\t0.910\t1.108\t0.992\t1.404\t0.800\t1.107\t1.142\n0\t0.854\t0.759\t1.508\t1.592\t-1.559\t0.612\t1.712\t0.641\t0.000\t0.877\t0.833\t-0.358\t1.107\t0.734\t2.618\t-1.542\t0.000\t1.559\t1.405\t-0.055\t0.000\t0.877\t0.984\t0.980\t1.104\t0.591\t0.787\t0.965\n1\t1.857\t-0.763\t-1.541\t1.158\t1.363\t0.782\t1.231\t0.132\t0.000\t1.496\t-1.237\t-0.028\t0.000\t1.014\t0.672\t-1.613\t1.274\t1.191\t-0.144\t0.243\t1.551\t1.146\t1.054\t1.017\t0.993\t0.924\t0.861\t1.185\n1\t0.789\t-1.094\t1.277\t0.589\t0.096\t0.397\t-1.307\t0.891\t0.000\t0.762\t0.701\t-0.496\t2.215\t0.682\t0.389\t1.018\t2.548\t0.485\t0.279\t-0.650\t0.000\t0.904\t0.985\t0.982\t0.893\t0.759\t0.933\t0.777\n1\t1.576\t0.585\t0.017\t0.424\t-0.450\t1.348\t-0.980\t-0.961\t0.000\t1.031\t-0.258\t-1.484\t0.000\t1.681\t-0.200\t0.771\t2.548\t1.265\t0.124\t0.354\t0.000\t0.949\t1.012\t0.975\t0.992\t0.631\t0.818\t0.800\n1\t0.718\t-1.455\t-1.153\t0.823\t0.267\t1.047\t-0.159\t0.085\t1.087\t1.401\t-0.631\t1.709\t0.000\t0.430\t-0.988\t-0.989\t0.000\t0.607\t-0.260\t-1.338\t3.102\t0.819\t0.490\t1.021\t1.057\t0.812\t0.851\t0.804\n1\t3.508\t-0.092\t-0.884\t0.834\t-0.741\t1.219\t-0.922\t0.715\t2.173\t1.116\t-0.738\t1.435\t0.000\t0.937\t-0.704\t-1.080\t0.000\t1.580\t-1.512\t1.115\t0.000\t0.914\t0.932\t0.967\t0.629\t0.787\t1.221\t1.085\n1\t0.788\t0.311\t-0.603\t2.352\t-0.597\t1.723\t-0.020\t0.884\t0.000\t0.878\t0.473\t-1.242\t0.000\t0.997\t0.100\t0.502\t1.274\t0.550\t0.911\t-1.220\t3.102\t0.961\t0.823\t1.003\t0.807\t0.636\t0.760\t0.764\n0\t1.171\t0.305\t-0.155\t0.680\t-1.067\t0.983\t-0.072\t0.980\t2.173\t0.633\t0.346\t1.515\t0.000\t1.534\t0.555\t-1.337\t2.548\t1.337\t-1.287\t-0.039\t0.000\t0.891\t0.888\t0.989\t0.815\t1.431\t0.939\t0.779\n1\t0.861\t0.184\t-0.681\t0.589\t0.888\t0.701\t-0.011\t1.684\t2.173\t0.866\t-0.570\t-0.046\t0.000\t0.538\t0.890\t0.955\t2.548\t0.728\t-1.008\t-0.908\t0.000\t0.796\t0.905\t0.986\t0.763\t0.612\t0.751\t0.673\n0\t1.676\t1.033\t-0.634\t0.244\t-1.397\t0.741\t-2.939\t-0.472\t0.000\t1.048\t-0.557\t1.181\t0.000\t1.339\t0.798\t1.482\t2.548\t0.769\t-0.861\t0.387\t0.000\t0.814\t1.131\t0.985\t0.680\t0.189\t0.664\t0.939\n1\t0.771\t1.496\t1.268\t0.877\t-0.296\t1.658\t0.706\t-0.314\t1.087\t0.313\t0.915\t1.024\t0.000\t1.290\t1.179\t-1.738\t0.000\t0.786\t-1.238\t1.058\t0.000\t0.954\t1.150\t1.124\t1.152\t1.710\t1.195\t1.018\n1\t0.584\t-2.056\t1.693\t0.361\t-1.084\t0.956\t-1.191\t-1.630\t1.087\t1.182\t-1.291\t0.581\t0.000\t1.217\t-1.012\t-0.147\t2.548\t0.525\t-0.195\t-0.862\t0.000\t1.151\t0.854\t0.986\t0.662\t1.309\t0.891\t0.764\n0\t1.059\t-0.443\t0.136\t1.203\t-1.700\t1.351\t2.711\t-1.740\t0.000\t0.589\t-2.666\t-0.758\t0.000\t0.714\t-1.720\t0.111\t0.000\t1.474\t0.300\t-0.536\t3.102\t0.882\t1.920\t1.559\t0.867\t0.781\t1.899\t1.888\n0\t1.458\t0.275\t-1.008\t0.537\t1.526\t0.524\t0.415\t1.118\t2.173\t0.743\t-0.642\t0.638\t0.000\t0.897\t-0.304\t0.014\t2.548\t1.012\t-0.436\t-0.916\t0.000\t1.116\t0.922\t0.985\t0.801\t0.789\t0.681\t0.682\n1\t0.722\t1.079\t1.303\t1.547\t0.656\t0.546\t-0.263\t0.040\t0.000\t0.779\t0.299\t1.562\t0.000\t0.808\t0.155\t-0.951\t0.000\t0.799\t0.697\t-0.807\t3.102\t0.939\t0.926\t0.986\t0.776\t0.763\t0.872\t0.779\n1\t0.970\t-0.304\t0.373\t0.337\t0.410\t1.155\t-0.040\t-1.169\t2.173\t1.284\t-0.363\t-0.065\t1.107\t1.400\t-1.374\t1.418\t0.000\t1.163\t-0.609\t1.048\t0.000\t0.863\t1.043\t0.986\t0.768\t1.533\t1.020\t0.893\n0\t1.344\t0.397\t0.949\t1.828\t1.165\t2.156\t0.833\t-0.635\t2.173\t0.823\t-1.144\t1.035\t2.215\t0.418\t1.067\t0.611\t0.000\t0.466\t0.611\t-1.226\t0.000\t0.497\t0.902\t0.995\t2.410\t3.044\t1.856\t1.333\n1\t0.961\t0.261\t0.073\t0.578\t-1.152\t0.688\t0.181\t-1.238\t0.000\t0.958\t-0.286\t-0.728\t0.000\t1.414\t1.262\t0.471\t0.000\t1.727\t0.421\t0.928\t3.102\t0.871\t0.996\t0.989\t0.779\t0.761\t0.869\t0.785\n1\t1.958\t0.099\t-1.694\t0.308\t-0.744\t0.895\t-0.581\t0.025\t2.173\t0.577\t-0.447\t0.566\t0.000\t0.435\t-1.329\t-1.317\t0.000\t0.580\t0.735\t0.218\t3.102\t0.861\t0.790\t0.988\t0.708\t0.626\t0.849\t0.754\n1\t0.679\t1.220\t-0.669\t0.765\t0.508\t1.249\t-0.541\t1.192\t2.173\t0.916\t-2.121\t-0.813\t0.000\t0.473\t-0.603\t0.202\t0.000\t0.687\t-0.045\t-1.283\t0.000\t1.073\t0.617\t0.987\t1.876\t0.830\t1.259\t1.530\n1\t0.523\t-1.556\t0.132\t2.268\t1.671\t0.748\t0.270\t-0.627\t2.173\t0.827\t-0.026\t-1.454\t0.000\t0.964\t0.111\t0.365\t0.000\t0.587\t-0.392\t1.196\t0.000\t1.050\t1.130\t1.484\t0.974\t0.679\t1.119\t0.953\n1\t0.503\t-2.304\t-0.071\t1.606\t-1.099\t1.179\t2.970\t1.552\t0.000\t1.622\t-1.088\t-0.274\t1.107\t1.420\t-1.442\t0.684\t0.000\t0.755\t-1.917\t1.255\t0.000\t0.701\t0.887\t0.995\t1.212\t0.792\t0.880\t0.901\n1\t0.904\t-1.791\t-0.776\t0.673\t-1.229\t2.019\t-0.864\t-1.733\t0.000\t1.186\t-0.699\t0.496\t0.000\t2.406\t-2.106\t-0.373\t0.000\t3.396\t-1.848\t-0.020\t0.000\t0.997\t1.079\t0.979\t0.762\t0.875\t1.001\t0.970\n1\t1.168\t1.256\t-0.248\t0.520\t1.508\t1.513\t0.105\t1.249\t2.173\t0.773\t-0.462\t-0.139\t2.215\t0.765\t0.973\t-0.530\t0.000\t1.107\t1.389\t-1.063\t0.000\t0.561\t1.057\t1.079\t1.389\t1.582\t1.179\t1.028\n1\t0.923\t-1.510\t-1.655\t0.631\t-1.476\t0.350\t-1.638\t-0.137\t0.000\t0.913\t0.215\t0.197\t2.215\t0.776\t-0.426\t0.949\t2.548\t0.488\t0.028\t-1.329\t0.000\t0.815\t0.875\t0.989\t0.702\t0.643\t0.760\t0.682\n0\t1.230\t0.746\t-1.214\t0.153\t0.758\t0.662\t-0.108\t0.093\t0.000\t1.035\t1.080\t1.332\t2.215\t0.847\t-1.160\t-0.077\t0.000\t0.772\t-0.057\t-1.307\t3.102\t0.856\t0.813\t0.990\t0.786\t0.752\t0.985\t0.943\n1\t1.172\t0.238\t0.180\t0.846\t0.172\t1.251\t-2.722\t-0.447\t0.000\t2.845\t0.841\t1.357\t0.000\t1.133\t0.456\t-0.590\t2.548\t1.555\t-0.781\t1.604\t3.102\t0.976\t0.801\t0.999\t1.022\t1.225\t0.874\t0.881\n1\t0.824\t-0.827\t1.468\t0.701\t-0.671\t0.784\t1.125\t-0.762\t2.173\t0.922\t0.397\t0.766\t0.000\t0.444\t-0.114\t0.400\t0.000\t0.404\t0.973\t1.091\t3.102\t0.413\t1.104\t0.987\t0.684\t0.593\t0.827\t0.767\n1\t0.525\t-0.000\t-0.714\t0.202\t-1.606\t1.157\t0.216\t1.178\t2.173\t1.026\t-0.387\t-1.124\t0.000\t1.041\t-0.814\t-1.735\t0.000\t1.619\t0.996\t-0.300\t0.000\t0.920\t1.134\t0.989\t1.061\t0.945\t0.981\t0.958\n1\t0.648\t-1.535\t-1.506\t0.945\t-0.955\t0.482\t0.488\t0.858\t2.173\t0.804\t-0.442\t-0.498\t2.215\t0.619\t-2.584\t0.606\t0.000\t0.610\t-0.706\t0.973\t0.000\t0.822\t1.084\t0.987\t0.969\t0.971\t0.961\t0.873\n0\t0.780\t-1.577\t-0.982\t0.593\t-0.333\t0.818\t-0.638\t1.031\t2.173\t0.961\t-0.454\t-1.569\t0.000\t1.199\t-1.030\t0.254\t2.548\t0.669\t-0.812\t-0.355\t0.000\t0.966\t0.972\t0.996\t0.767\t0.852\t0.772\t0.732\n1\t0.343\t1.356\t1.125\t1.748\t0.857\t1.831\t-1.169\t-1.131\t0.000\t1.796\t-0.551\t0.169\t1.107\t1.205\t0.683\t1.318\t2.548\t1.001\t-0.281\t-1.641\t0.000\t0.950\t1.141\t0.992\t1.304\t1.741\t2.377\t1.794\n0\t1.633\t-1.022\t-0.099\t0.629\t1.458\t1.351\t-1.022\t-0.635\t2.173\t1.606\t-1.312\t1.530\t2.215\t1.581\t-0.873\t1.169\t0.000\t0.452\t2.124\t-0.090\t0.000\t2.749\t2.403\t1.385\t1.070\t2.042\t1.885\t1.518\n0\t1.001\t-0.629\t-1.353\t0.715\t1.007\t0.856\t0.934\t0.469\t2.173\t1.135\t0.136\t-0.709\t2.215\t1.062\t0.468\t1.469\t0.000\t1.618\t1.888\t-1.113\t0.000\t0.804\t1.043\t0.995\t1.237\t1.401\t1.087\t0.964\n1\t1.207\t0.579\t-0.441\t0.771\t0.937\t1.010\t-0.226\t-1.077\t2.173\t1.173\t0.882\t0.478\t2.215\t1.241\t-1.600\t1.033\t0.000\t0.755\t0.594\t-1.158\t0.000\t1.946\t1.598\t1.265\t0.852\t1.847\t1.447\t1.227\n0\t1.283\t-1.366\t0.903\t1.769\t0.126\t1.178\t-0.731\t-0.676\t2.173\t1.062\t0.016\t-0.379\t2.215\t1.168\t-0.791\t1.698\t0.000\t2.336\t-0.116\t1.543\t0.000\t0.725\t1.374\t1.343\t1.454\t0.770\t1.156\t1.228\n0\t0.543\t-0.411\t-0.164\t1.388\t0.699\t0.618\t-0.992\t-0.629\t1.087\t0.513\t0.952\t-1.660\t0.000\t1.554\t-0.660\t-1.433\t2.548\t1.214\t-0.735\t0.610\t0.000\t1.432\t1.196\t0.988\t0.853\t0.826\t0.892\t0.871\n0\t0.758\t1.313\t-0.571\t0.563\t-1.134\t1.047\t-1.160\t1.631\t2.173\t0.667\t0.233\t-0.026\t2.215\t0.413\t-1.078\t0.272\t0.000\t0.414\t-1.838\t0.404\t0.000\t0.712\t0.814\t0.997\t0.671\t1.545\t1.067\t0.859\n1\t1.352\t0.734\t-1.591\t0.961\t-0.909\t1.381\t-1.379\t-0.253\t0.000\t1.435\t1.137\t1.088\t2.215\t0.672\t0.976\t-0.302\t1.274\t1.507\t1.850\t1.154\t0.000\t0.831\t0.925\t0.994\t0.701\t0.993\t0.815\t0.714\n1\t1.107\t-0.919\t0.978\t1.181\t-1.373\t0.939\t-0.657\t-0.145\t0.000\t1.068\t-0.549\t0.280\t2.215\t1.773\t-0.369\t-1.335\t2.548\t0.777\t-2.495\t-1.507\t0.000\t1.217\t0.794\t1.353\t0.953\t1.457\t0.949\t0.926\n0\t1.294\t-1.717\t0.590\t1.636\t-1.479\t0.698\t-1.063\t-0.934\t0.000\t1.874\t-0.810\t0.589\t2.215\t1.027\t-0.165\t-0.841\t2.548\t1.062\t-1.743\t-1.358\t0.000\t0.855\t0.864\t1.930\t1.613\t1.498\t1.284\t1.136\n1\t0.607\t-1.066\t-1.262\t1.093\t0.558\t0.755\t0.649\t0.855\t2.173\t0.939\t-1.251\t-0.870\t0.000\t0.702\t-0.549\t-1.637\t0.000\t0.731\t-0.809\t-0.125\t1.551\t0.906\t0.676\t1.125\t1.158\t0.937\t0.935\t0.840\n0\t0.521\t-1.814\t0.525\t0.792\t-0.408\t0.476\t-2.736\t0.907\t0.000\t0.455\t-2.594\t-0.373\t0.000\t0.576\t0.634\t-1.376\t2.548\t0.864\t-0.678\t-1.677\t3.102\t0.904\t0.962\t0.992\t0.823\t0.470\t1.049\t0.895\n0\t0.619\t0.453\t-1.257\t1.498\t1.209\t1.178\t0.616\t-0.136\t2.173\t0.521\t0.038\t0.276\t0.000\t1.165\t-0.462\t-0.781\t0.000\t1.862\t0.158\t1.474\t3.102\t0.943\t0.968\t1.060\t0.599\t1.593\t0.971\t0.805\n0\t1.191\t-0.940\t0.272\t0.635\t1.199\t0.940\t-1.923\t-1.028\t0.000\t0.419\t-1.332\t-0.424\t2.215\t0.480\t-0.755\t1.191\t2.548\t0.530\t-2.339\t1.208\t0.000\t1.086\t0.887\t0.988\t0.623\t0.491\t0.585\t0.652\n0\t0.768\t0.372\t0.409\t0.875\t1.174\t1.264\t0.302\t-1.530\t1.087\t1.564\t0.744\t0.037\t2.215\t0.675\t-0.188\t-1.180\t0.000\t0.483\t1.733\t0.573\t0.000\t1.089\t1.020\t0.984\t0.909\t2.099\t1.143\t0.943\n0\t2.210\t-1.143\t-0.318\t1.097\t0.030\t1.688\t0.967\t1.430\t1.087\t0.677\t-0.533\t-1.075\t2.215\t0.450\t-0.819\t0.724\t0.000\t0.444\t0.956\t-1.083\t0.000\t0.775\t1.133\t0.997\t0.876\t1.794\t1.863\t1.359\n1\t1.238\t-0.192\t1.263\t0.437\t-0.043\t0.958\t-0.181\t1.740\t2.173\t1.545\t0.095\t-0.125\t0.000\t0.862\t0.043\t-1.123\t0.000\t0.603\t-0.672\t-0.157\t3.102\t1.387\t0.811\t0.990\t0.777\t0.836\t0.893\t0.795\n0\t1.446\t0.988\t1.096\t0.681\t-0.104\t0.784\t1.815\t-1.354\t0.000\t0.774\t0.082\t0.056\t1.107\t1.132\t0.136\t1.566\t2.548\t1.593\t1.180\t-0.330\t0.000\t1.409\t1.414\t1.213\t0.876\t0.973\t1.071\t0.948\n0\t0.925\t-0.618\t-0.475\t0.529\t0.150\t0.740\t0.137\t1.246\t0.000\t0.323\t-0.917\t1.669\t0.000\t0.300\t0.153\t-1.025\t2.548\t0.566\t0.902\t-0.302\t3.102\t0.704\t0.760\t0.985\t0.607\t0.243\t0.577\t0.672\n1\t2.620\t-0.353\t-0.954\t1.730\t-1.222\t2.205\t-0.553\t0.231\t0.000\t2.486\t-0.455\t1.017\t0.000\t1.374\t-1.349\t-1.339\t2.548\t0.373\t-0.769\t-1.280\t3.102\t3.243\t1.808\t0.984\t1.165\t0.157\t1.513\t1.638\n0\t0.710\t0.407\t1.069\t0.794\t-0.264\t0.563\t0.103\t0.270\t0.000\t0.425\t1.023\t-0.556\t0.000\t1.041\t0.496\t-1.096\t2.548\t1.262\t-0.250\t1.509\t3.102\t0.870\t0.911\t0.988\t0.728\t0.732\t0.674\t0.613\n1\t0.969\t-0.018\t0.378\t0.293\t-1.147\t1.109\t-0.112\t-0.140\t0.000\t1.240\t0.001\t1.319\t1.107\t1.398\t-0.470\t-1.398\t2.548\t0.707\t-0.526\t-0.839\t0.000\t0.872\t1.130\t0.988\t0.860\t0.967\t0.996\t0.836\n1\t0.844\t-0.616\t-0.133\t0.584\t0.271\t1.007\t-0.744\t-1.248\t0.000\t1.811\t-0.237\t1.077\t0.000\t1.127\t-0.432\t-0.678\t2.548\t1.600\t0.573\t-0.069\t0.000\t0.489\t0.840\t0.982\t0.674\t0.645\t0.586\t0.567\n0\t0.550\t0.056\t0.770\t0.801\t-1.468\t0.799\t0.012\t0.190\t0.000\t1.312\t-0.891\t1.708\t2.215\t0.700\t-0.814\t-0.083\t2.548\t1.297\t-0.372\t-0.941\t0.000\t0.957\t0.853\t0.988\t0.662\t1.017\t0.651\t0.593\n1\t0.329\t1.696\t1.392\t1.044\t-0.886\t0.621\t-0.438\t-1.047\t2.173\t0.425\t1.169\t1.056\t0.000\t0.393\t-0.125\t1.270\t2.548\t0.801\t2.371\t0.292\t0.000\t0.848\t0.828\t0.996\t0.731\t0.543\t0.969\t0.822\n0\t0.716\t-0.730\t0.546\t0.742\t-0.046\t0.682\t-0.676\t1.150\t1.087\t0.348\t-2.190\t-0.462\t0.000\t0.597\t-1.470\t1.131\t0.000\t1.373\t-1.254\t-1.249\t3.102\t0.729\t0.803\t0.976\t0.818\t0.954\t0.746\t0.638\n1\t0.624\t1.748\t-0.489\t0.894\t0.278\t1.285\t-0.404\t-1.719\t2.173\t0.530\t-1.039\t-0.319\t1.107\t1.140\t-0.373\t-0.100\t0.000\t0.825\t0.770\t-1.727\t0.000\t1.312\t0.930\t0.999\t1.533\t1.227\t1.131\t0.980\n1\t0.447\t0.520\t0.302\t0.362\t0.286\t0.835\t-0.450\t0.745\t2.173\t1.122\t-1.459\t-1.190\t0.000\t0.977\t-0.792\t-1.711\t0.000\t0.385\t-0.879\t-0.485\t1.551\t0.892\t0.590\t0.992\t0.696\t0.568\t0.796\t0.722\n1\t0.663\t0.344\t0.493\t0.851\t-1.032\t0.847\t0.393\t1.680\t0.000\t1.061\t0.045\t-0.083\t0.000\t1.351\t0.301\t1.258\t0.000\t1.417\t-0.166\t-0.532\t3.102\t0.882\t0.670\t1.020\t0.648\t0.520\t0.475\t0.515\n1\t1.339\t1.387\t0.467\t0.434\t-1.261\t0.919\t-0.473\t-1.144\t2.173\t0.539\t0.589\t-1.721\t0.000\t0.543\t-0.780\t0.719\t0.000\t0.986\t-0.130\t0.033\t3.102\t0.943\t0.953\t1.056\t0.805\t0.894\t1.004\t0.864\n0\t1.085\t0.552\t1.398\t0.903\t-1.324\t0.692\t-0.187\t-0.456\t2.173\t0.580\t0.578\t-0.186\t0.000\t1.359\t0.379\t0.818\t2.548\t0.465\t-0.797\t-1.156\t0.000\t0.778\t0.835\t0.989\t0.956\t1.163\t0.823\t0.707\n1\t0.566\t1.432\t0.936\t0.418\t1.534\t0.582\t-0.014\t-0.035\t1.087\t0.512\t1.329\t-0.757\t0.000\t0.491\t2.138\t1.590\t0.000\t0.862\t-0.883\t1.581\t1.551\t0.766\t1.065\t0.975\t0.713\t0.851\t0.912\t0.783\n0\t0.743\t-1.553\t-0.241\t0.608\t-0.784\t0.888\t-1.358\t0.573\t2.173\t1.151\t0.323\t1.684\t2.215\t0.997\t0.786\t-0.955\t0.000\t1.177\t-1.475\t0.917\t0.000\t0.936\t0.975\t0.988\t0.955\t1.897\t1.205\t1.017\n0\t2.597\t-0.003\t-0.788\t0.897\t0.664\t0.973\t0.604\t0.046\t0.000\t1.023\t0.465\t-1.450\t2.215\t0.880\t-0.670\t1.742\t0.000\t0.379\t-0.254\t-0.032\t0.000\t0.651\t0.717\t2.043\t1.106\t0.638\t0.875\t0.740\n1\t0.639\t0.882\t0.924\t1.584\t-1.193\t1.170\t-0.152\t-0.360\t2.173\t1.108\t0.528\t-1.513\t0.000\t1.066\t0.360\t1.422\t0.000\t1.725\t1.344\t0.541\t3.102\t0.928\t1.212\t1.316\t1.337\t1.861\t1.173\t1.021\n1\t0.646\t-0.809\t0.126\t0.353\t0.143\t0.562\t-1.886\t1.300\t0.000\t0.814\t-0.990\t-0.644\t2.215\t1.047\t-1.670\t-1.246\t0.000\t1.227\t-0.878\t1.271\t3.102\t0.829\t1.103\t0.988\t0.847\t0.892\t0.913\t0.786\n0\t0.449\t-1.586\t-1.570\t1.374\t-0.919\t1.455\t-0.916\t0.556\t0.000\t1.308\t-2.904\t-1.235\t0.000\t0.636\t-0.240\t-0.246\t2.548\t0.693\t-0.811\t1.036\t0.000\t0.643\t0.891\t0.984\t0.631\t0.551\t0.646\t0.794\n0\t1.050\t1.968\t-1.704\t0.611\t-0.058\t0.529\t1.135\t0.079\t0.000\t1.090\t0.889\t-1.314\t2.215\t0.957\t0.840\t0.993\t2.548\t0.826\t1.636\t-0.173\t0.000\t0.599\t1.052\t1.105\t0.813\t0.948\t0.745\t0.714\n0\t0.705\t-1.903\t0.205\t2.272\t-0.243\t0.557\t-0.142\t1.618\t0.000\t1.417\t0.631\t1.144\t2.215\t1.092\t-1.346\t-1.006\t2.548\t0.725\t0.558\t-1.125\t0.000\t0.725\t0.992\t0.992\t3.753\t2.091\t2.386\t1.933\n1\t1.410\t-0.826\t1.118\t0.142\t-1.159\t0.485\t0.156\t-0.440\t0.000\t0.607\t0.703\t-1.306\t2.215\t0.861\t1.294\t0.080\t2.548\t0.485\t0.812\t-0.157\t0.000\t0.363\t0.551\t0.994\t1.111\t0.778\t0.831\t0.702\n1\t2.047\t1.124\t-1.365\t1.138\t-0.537\t1.896\t-2.868\t1.353\t0.000\t0.998\t0.741\t0.169\t0.000\t1.396\t0.403\t-0.483\t2.548\t1.289\t-0.261\t0.591\t0.000\t0.937\t0.751\t1.437\t1.015\t0.864\t0.904\t0.804\n1\t0.559\t0.070\t-0.519\t0.213\t-1.411\t0.850\t-0.104\t0.648\t2.173\t0.475\t0.516\t-1.052\t0.000\t0.527\t-1.161\t-0.360\t1.274\t0.830\t0.752\t1.368\t0.000\t0.946\t0.894\t0.986\t0.929\t0.836\t0.830\t0.757\n0\t0.637\t-0.505\t-1.539\t2.538\t-0.871\t0.744\t-0.623\t1.149\t0.000\t0.546\t-1.052\t0.407\t0.000\t0.471\t0.927\t0.317\t2.548\t0.433\t1.857\t0.895\t0.000\t0.896\t0.879\t0.999\t0.626\t0.278\t0.636\t0.773\n1\t0.563\t0.727\t-1.148\t0.955\t0.405\t0.949\t1.834\t-0.976\t0.000\t0.770\t-0.604\t1.025\t0.000\t1.761\t0.625\t0.565\t2.548\t1.021\t-0.781\t-1.289\t0.000\t1.022\t1.007\t1.001\t0.714\t0.737\t0.882\t0.778\n0\t0.691\t1.543\t0.106\t0.995\t1.010\t1.251\t0.610\t0.862\t2.173\t0.622\t-0.408\t-0.137\t0.000\t1.934\t1.463\t-1.113\t0.000\t2.082\t0.393\t-1.055\t1.551\t1.086\t1.011\t0.986\t0.733\t1.691\t0.976\t0.845\n0\t0.461\t-0.550\t-0.218\t0.743\t1.066\t1.464\t-0.130\t1.578\t2.173\t0.892\t0.222\t0.104\t0.000\t0.920\t1.560\t-0.522\t0.000\t1.061\t0.140\t-0.597\t3.102\t1.352\t0.881\t0.985\t0.983\t1.235\t1.195\t0.957\n1\t0.766\t-1.026\t-0.231\t1.050\t1.394\t0.518\t0.450\t0.106\t0.000\t1.015\t1.068\t-1.355\t2.215\t1.111\t0.674\t1.099\t2.548\t0.710\t-2.336\t-0.474\t0.000\t0.767\t0.865\t1.236\t1.117\t0.927\t1.089\t0.903\n0\t4.233\t0.579\t0.834\t1.008\t1.313\t1.841\t1.613\t-0.641\t0.000\t1.221\t0.599\t-1.416\t1.107\t0.514\t2.295\t-1.312\t0.000\t0.673\t0.490\t0.051\t3.102\t1.281\t1.022\t1.197\t1.544\t0.793\t1.017\t1.485\n1\t0.917\t-0.616\t-0.385\t0.629\t0.799\t0.689\t0.191\t-1.624\t1.087\t0.693\t-0.923\t-1.560\t1.107\t1.113\t-0.758\t-0.101\t0.000\t0.604\t-2.088\t1.025\t0.000\t1.144\t0.965\t0.988\t0.973\t0.616\t0.881\t0.774\n0\t0.667\t-1.880\t-0.206\t1.170\t-0.271\t0.844\t0.693\t1.590\t0.000\t0.586\t-0.084\t0.365\t2.215\t0.366\t-0.967\t-1.721\t1.274\t0.432\t-0.095\t-1.638\t0.000\t0.441\t0.809\t0.993\t0.646\t0.531\t0.547\t0.783\n1\t0.841\t-1.475\t1.131\t0.324\t-0.386\t1.920\t2.867\t-0.416\t0.000\t0.802\t-0.430\t1.268\t0.000\t2.063\t0.648\t1.010\t2.548\t1.046\t-0.147\t1.705\t1.551\t0.934\t1.275\t0.994\t0.640\t0.836\t0.817\t0.755\n1\t0.996\t0.207\t-0.734\t1.212\t0.745\t0.367\t1.199\t-1.205\t0.000\t0.882\t0.982\t-0.348\t0.000\t1.660\t0.121\t1.105\t2.548\t0.827\t0.173\t-1.350\t3.102\t0.853\t1.270\t1.479\t0.813\t0.718\t0.784\t0.775\n0\t0.343\t-1.797\t-0.557\t2.075\t0.126\t1.257\t0.649\t-1.612\t2.173\t0.664\t-0.330\t0.806\t2.215\t0.548\t1.136\t-0.722\t0.000\t0.662\t-0.157\t0.145\t0.000\t1.067\t0.935\t0.982\t4.330\t1.304\t2.718\t2.415\n0\t0.620\t1.248\t-1.074\t1.403\t-0.839\t0.852\t-0.071\t0.966\t0.000\t0.565\t0.767\t0.362\t2.215\t0.569\t-0.455\t-1.594\t2.548\t0.693\t-0.946\t0.421\t0.000\t0.858\t0.784\t0.993\t1.381\t0.723\t1.010\t1.258\n1\t0.368\t0.145\t1.520\t0.758\t-1.027\t1.041\t0.646\t0.680\t2.173\t1.622\t1.383\t-0.999\t0.000\t1.347\t-0.303\t0.430\t2.548\t0.697\t-0.305\t-0.916\t0.000\t0.915\t0.952\t0.996\t0.924\t0.826\t1.018\t0.898\n1\t1.416\t0.242\t0.637\t0.634\t-1.608\t0.612\t1.377\t-0.081\t1.087\t0.934\t1.376\t-1.080\t2.215\t0.351\t-1.001\t1.181\t0.000\t0.784\t-0.316\t-1.407\t0.000\t0.651\t1.157\t1.181\t1.116\t0.871\t0.927\t0.865\n1\t0.709\t0.650\t0.243\t0.671\t-0.887\t0.797\t0.743\t0.956\t0.000\t0.557\t1.503\t1.495\t0.000\t0.966\t1.334\t-0.828\t2.548\t1.658\t-0.170\t-0.558\t3.102\t0.876\t1.040\t0.988\t0.612\t0.934\t0.942\t0.824\n1\t2.392\t0.939\t0.195\t1.114\t0.514\t1.552\t1.726\t-1.143\t0.000\t0.911\t0.969\t0.983\t2.215\t1.059\t0.070\t-1.287\t2.548\t0.401\t0.204\t1.349\t0.000\t1.365\t1.275\t0.998\t0.861\t1.053\t1.039\t1.196\n0\t0.509\t0.785\t-0.762\t1.793\t1.463\t1.204\t1.012\t-0.338\t2.173\t1.148\t1.314\t1.240\t2.215\t0.790\t0.088\t-0.670\t0.000\t0.776\t1.518\t0.780\t0.000\t1.184\t1.012\t1.201\t0.801\t1.735\t1.073\t0.920\n1\t0.343\t1.313\t-0.568\t0.935\t1.593\t0.937\t0.326\t1.187\t0.000\t0.940\t0.162\t-0.223\t2.215\t1.305\t-0.781\t-0.845\t2.548\t0.574\t-0.498\t0.536\t0.000\t0.823\t1.073\t0.991\t0.877\t0.888\t0.925\t0.799\n0\t0.461\t0.561\t1.039\t0.132\t-0.264\t1.203\t0.657\t-0.542\t2.173\t0.935\t-0.234\t1.687\t0.000\t0.993\t-0.658\t0.489\t2.548\t0.840\t-2.041\t1.445\t0.000\t0.808\t0.790\t0.991\t1.182\t1.495\t1.041\t0.874\n0\t1.072\t0.338\t0.978\t0.782\t-1.325\t0.763\t0.479\t-1.471\t1.087\t0.516\t-0.653\t-1.014\t0.000\t1.313\t-0.299\t0.455\t2.548\t1.020\t1.105\t-0.528\t0.000\t1.174\t1.007\t1.111\t0.746\t1.335\t1.026\t0.924\n0\t0.596\t-1.673\t1.040\t0.760\t-0.643\t0.567\t-0.327\t1.380\t2.173\t1.013\t-2.015\t-1.245\t0.000\t0.937\t-0.135\t0.180\t0.000\t0.626\t0.660\t-0.019\t0.000\t0.867\t0.909\t0.985\t1.154\t0.464\t0.874\t0.797\n1\t0.885\t-1.354\t0.225\t1.051\t1.433\t1.114\t-0.150\t0.312\t2.173\t0.576\t-0.767\t1.549\t0.000\t1.164\t-0.953\t-1.305\t2.548\t0.718\t0.653\t-0.671\t0.000\t1.055\t0.847\t1.184\t1.193\t1.555\t0.998\t0.895\n0\t0.578\t0.990\t-0.798\t0.972\t-1.503\t0.405\t0.521\t1.311\t2.173\t0.516\t-1.066\t0.700\t0.000\t0.743\t0.580\t0.349\t2.548\t1.494\t1.534\t-1.302\t0.000\t0.929\t0.869\t0.991\t0.883\t0.522\t0.693\t0.649\n0\t1.223\t0.409\t1.367\t0.740\t-1.163\t0.937\t0.048\t-1.049\t0.000\t1.591\t-0.219\t0.827\t2.215\t0.818\t0.624\t-0.022\t0.000\t1.137\t0.066\t-0.503\t3.102\t1.358\t0.803\t1.001\t1.032\t1.146\t0.988\t0.883\n1\t1.635\t-0.051\t1.565\t0.596\t-1.497\t0.734\t1.351\t0.287\t2.173\t0.267\t-0.261\t1.056\t0.000\t1.227\t-0.004\t-0.227\t2.548\t0.519\t-2.114\t-0.772\t0.000\t0.831\t0.924\t0.977\t1.238\t1.021\t1.107\t1.054\n1\t0.647\t-1.062\t1.419\t0.091\t-0.101\t0.771\t-0.733\t-1.079\t2.173\t0.977\t-2.428\t0.863\t0.000\t0.713\t-0.617\t0.227\t2.548\t0.596\t1.117\t-0.570\t0.000\t3.454\t1.900\t0.992\t0.804\t0.854\t1.309\t1.078\n1\t1.408\t1.144\t1.329\t1.585\t0.658\t0.755\t1.256\t-0.208\t2.173\t0.803\t1.334\t-0.707\t0.000\t0.998\t0.672\t-1.143\t1.274\t0.660\t0.649\t-1.733\t0.000\t0.809\t0.751\t1.176\t1.063\t0.858\t0.914\t0.798\n1\t0.684\t1.472\t-0.848\t1.176\t-1.545\t1.057\t0.545\t0.603\t2.173\t0.687\t0.872\t-0.895\t0.000\t0.598\t0.155\t1.290\t2.548\t0.988\t1.332\t0.079\t0.000\t0.910\t1.122\t0.993\t0.989\t0.605\t1.092\t0.929\n1\t0.761\t0.601\t0.391\t0.963\t-0.493\t0.543\t0.646\t-0.435\t2.173\t0.733\t0.701\t1.014\t2.215\t0.299\t1.953\t0.659\t0.000\t0.453\t0.683\t1.662\t0.000\t0.431\t0.582\t0.988\t0.785\t0.896\t0.618\t0.518\n0\t0.776\t0.487\t0.887\t0.467\t-0.878\t0.603\t1.183\t-0.982\t1.087\t0.548\t-1.032\t0.813\t0.000\t0.517\t0.966\t0.809\t0.000\t1.501\t0.595\t-1.592\t3.102\t1.038\t0.992\t0.989\t0.714\t0.580\t0.832\t0.729\n1\t0.416\t-0.702\t-1.377\t1.533\t1.337\t1.514\t0.339\t-0.465\t2.173\t0.808\t0.012\t1.437\t0.000\t0.613\t-1.023\t0.896\t0.000\t1.111\t0.787\t0.302\t3.102\t0.821\t0.927\t0.986\t1.432\t0.970\t1.034\t0.950\n1\t0.322\t-0.072\t-1.528\t1.850\t-0.617\t1.373\t-1.529\t0.463\t2.173\t1.881\t-1.478\t1.501\t0.000\t1.040\t-1.252\t-0.798\t0.000\t0.924\t1.076\t-1.725\t0.000\t0.827\t0.669\t0.988\t2.519\t0.674\t1.524\t1.253\n0\t0.454\t0.236\t0.073\t0.933\t1.034\t0.938\t0.342\t-0.839\t2.173\t0.804\t-0.978\t1.380\t2.215\t0.539\t-1.152\t0.958\t0.000\t0.800\t-0.716\t-1.142\t0.000\t0.913\t0.986\t0.986\t0.650\t1.489\t0.918\t0.769\n0\t0.284\t-1.170\t0.025\t3.605\t1.133\t1.614\t-0.708\t-1.181\t0.000\t1.564\t0.698\t-0.416\t0.000\t1.891\t-1.126\t1.653\t2.548\t1.311\t-1.239\t-1.030\t0.000\t0.931\t1.105\t1.179\t0.949\t1.505\t1.136\t1.232\n1\t0.846\t-0.236\t0.118\t0.274\t-0.835\t1.845\t-1.438\t-1.235\t0.000\t1.728\t-1.466\t0.188\t0.000\t2.693\t0.602\t1.011\t0.000\t1.979\t0.894\t0.634\t0.000\t0.954\t1.090\t0.981\t0.677\t0.549\t0.640\t0.724\n0\t0.596\t-2.088\t-0.819\t1.921\t-1.611\t0.733\t-0.124\t-0.569\t1.087\t1.343\t0.197\t0.184\t2.215\t0.921\t-2.326\t0.911\t0.000\t0.708\t0.845\t0.923\t0.000\t2.578\t1.918\t0.988\t2.459\t0.948\t1.768\t1.647\n0\t0.599\t1.160\t0.066\t1.875\t0.687\t0.951\t1.303\t-1.038\t0.000\t0.813\t-0.126\t1.682\t2.215\t0.389\t0.432\t1.513\t2.548\t0.796\t1.005\t-0.406\t0.000\t0.721\t1.161\t0.990\t0.740\t0.204\t0.928\t0.926\n0\t1.044\t0.272\t-0.841\t1.630\t0.141\t0.483\t0.014\t0.588\t2.173\t0.521\t1.074\t1.633\t0.000\t0.724\t-0.378\t1.560\t0.000\t0.595\t1.288\t-0.764\t0.000\t1.040\t0.827\t1.399\t0.862\t0.618\t0.660\t0.652\n0\t0.347\t-0.450\t1.474\t1.609\t0.762\t0.774\t-0.878\t-0.815\t2.173\t0.918\t-1.542\t-1.307\t0.000\t0.807\t-0.629\t0.845\t0.000\t1.474\t-0.638\t0.028\t1.551\t1.374\t1.082\t0.994\t0.839\t0.781\t0.846\t0.828\n1\t0.563\t-1.318\t-0.425\t1.549\t1.291\t0.881\t0.141\t-1.176\t2.173\t0.647\t-0.540\t0.119\t0.000\t0.985\t0.392\t1.051\t2.548\t0.373\t0.652\t0.763\t0.000\t0.579\t0.934\t1.294\t1.104\t1.065\t1.040\t0.862\n1\t0.776\t-0.253\t-0.699\t1.230\t1.174\t0.950\t-1.146\t1.506\t2.173\t1.159\t-0.570\t-0.261\t2.215\t0.569\t0.711\t-0.674\t0.000\t0.596\t-0.750\t0.075\t0.000\t0.727\t1.142\t1.344\t1.023\t1.607\t0.981\t0.833\n0\t1.214\t0.234\t-1.582\t1.360\t1.385\t1.587\t-0.548\t0.132\t2.173\t1.936\t2.554\t-1.687\t0.000\t1.127\t-0.932\t-0.194\t0.000\t1.344\t0.038\t-0.519\t0.000\t0.855\t0.916\t0.989\t1.065\t1.688\t1.288\t1.123\n0\t0.614\t0.466\t1.330\t1.278\t-1.398\t0.446\t0.012\t-0.574\t2.173\t0.657\t-1.562\t0.597\t0.000\t0.649\t-0.740\t0.049\t2.548\t0.560\t-1.561\t-0.653\t0.000\t0.722\t0.885\t0.993\t1.080\t0.456\t0.787\t0.998\n1\t1.679\t0.894\t0.260\t0.741\t1.318\t1.172\t-0.228\t-1.124\t2.173\t0.815\t0.348\t-1.591\t0.000\t1.437\t-0.118\t1.540\t2.548\t1.798\t0.406\t-0.156\t0.000\t0.824\t1.218\t1.260\t1.555\t1.094\t1.152\t1.030\n1\t1.033\t0.852\t0.754\t0.183\t-0.580\t0.505\t-0.870\t-0.145\t2.173\t0.746\t-0.788\t-1.722\t2.215\t0.438\t0.501\t-1.196\t0.000\t0.417\t0.322\t1.459\t0.000\t0.323\t0.639\t0.992\t0.871\t0.893\t0.734\t0.589\n0\t0.362\t-1.062\t-0.439\t0.478\t-0.943\t0.516\t-0.628\t1.028\t2.173\t0.683\t-0.681\t-1.551\t2.215\t0.687\t0.329\t-0.573\t0.000\t0.933\t0.976\t0.496\t0.000\t0.813\t0.966\t0.979\t0.833\t0.637\t0.721\t0.665\n0\t1.429\t-0.043\t-1.625\t0.263\t1.354\t0.875\t1.046\t0.462\t0.000\t0.395\t1.737\t-0.108\t0.000\t0.565\t2.089\t-0.649\t0.000\t1.739\t0.023\t-0.628\t3.102\t0.772\t0.893\t0.981\t0.883\t1.238\t0.892\t0.995\n1\t1.074\t0.538\t-0.339\t1.476\t-0.567\t0.948\t0.139\t1.456\t0.000\t0.630\t-0.021\t1.008\t0.000\t1.170\t0.660\t-0.796\t2.548\t1.047\t0.852\t1.331\t0.000\t0.714\t0.852\t0.977\t0.702\t0.688\t0.764\t0.882\n0\t1.125\t-0.867\t-0.472\t0.697\t0.281\t1.685\t-1.719\t-0.149\t0.000\t1.626\t-0.340\t1.511\t0.000\t2.250\t0.425\t1.517\t2.548\t1.504\t-0.791\t-1.280\t3.102\t0.601\t0.827\t0.984\t1.721\t1.356\t1.193\t1.020\n1\t0.292\t1.219\t1.480\t0.883\t-0.114\t1.297\t0.883\t0.545\t0.000\t1.121\t1.074\t-1.199\t0.000\t1.080\t0.391\t-1.050\t2.548\t0.511\t-0.839\t1.192\t3.102\t2.576\t1.634\t0.987\t0.714\t0.677\t1.083\t0.916\n0\t0.332\t1.870\t0.124\t2.092\t0.297\t0.771\t-0.232\t-1.301\t2.173\t0.433\t0.443\t-0.948\t0.000\t1.658\t0.103\t0.816\t1.274\t2.187\t0.957\t-1.345\t0.000\t0.631\t0.837\t0.981\t0.831\t1.352\t1.013\t1.007\n0\t1.188\t-0.198\t0.165\t1.091\t-0.009\t1.241\t0.050\t-1.661\t1.087\t0.544\t0.931\t-0.735\t0.000\t1.013\t1.230\t1.052\t2.548\t0.436\t-1.282\t-0.473\t0.000\t1.026\t1.099\t0.986\t1.587\t1.323\t1.330\t1.094\n1\t0.787\t0.340\t-0.263\t0.780\t1.703\t0.629\t0.451\t0.005\t2.173\t0.779\t1.171\t1.645\t0.000\t1.510\t0.938\t-1.226\t0.000\t2.552\t0.814\t0.749\t3.102\t0.887\t1.198\t1.064\t0.938\t0.905\t0.977\t0.841\n1\t1.071\t0.295\t-0.971\t1.556\t-1.172\t1.559\t0.359\t-0.742\t2.173\t1.477\t0.156\t0.977\t0.000\t0.802\t-0.663\t0.995\t1.274\t0.932\t-1.166\t0.112\t0.000\t0.638\t0.579\t0.988\t0.973\t1.606\t1.107\t0.983\n0\t0.936\t-1.135\t-0.334\t0.634\t1.043\t0.439\t0.298\t-1.732\t0.000\t0.705\t-0.040\t-1.205\t0.000\t1.022\t-0.437\t0.459\t2.548\t0.811\t0.627\t-0.199\t3.102\t0.578\t0.921\t1.010\t0.814\t0.599\t0.634\t0.682\n1\t0.676\t-1.307\t-1.546\t0.948\t0.414\t0.533\t-1.489\t-0.797\t0.000\t0.563\t1.020\t-0.622\t0.000\t1.297\t-0.413\t0.938\t2.548\t1.083\t0.582\t1.663\t3.102\t0.782\t0.972\t1.088\t1.028\t0.779\t0.823\t0.757\n1\t0.627\t-0.944\t0.512\t1.643\t-0.266\t1.310\t0.937\t-1.139\t2.173\t1.351\t1.202\t1.062\t0.000\t0.691\t2.481\t0.880\t0.000\t0.862\t0.232\t-1.421\t0.000\t0.903\t1.108\t0.982\t0.626\t0.749\t1.416\t1.294\n1\t1.282\t-0.606\t-0.657\t0.271\t1.222\t0.567\t-0.624\t1.068\t0.000\t0.861\t-0.495\t0.575\t0.000\t1.130\t-0.693\t-1.380\t1.274\t1.403\t0.634\t-1.304\t3.102\t0.646\t0.977\t0.984\t0.941\t0.808\t0.853\t0.794\n0\t0.498\t-0.861\t1.680\t1.601\t-0.163\t0.838\t1.235\t-1.544\t0.000\t1.141\t-0.826\t-0.515\t2.215\t1.102\t0.575\t0.582\t0.000\t0.847\t-0.265\t0.967\t3.102\t0.863\t1.235\t1.232\t0.764\t0.895\t0.772\t0.765\n1\t0.550\t-0.294\t-1.344\t0.797\t0.828\t0.715\t-0.823\t0.459\t2.173\t0.978\t0.643\t1.445\t0.000\t1.569\t-0.975\t-0.775\t2.548\t0.498\t-1.504\t-0.824\t0.000\t1.643\t1.347\t0.987\t0.847\t1.194\t1.081\t0.892\n1\t0.597\t-0.032\t0.672\t0.709\t-0.327\t0.886\t0.123\t1.118\t0.000\t0.599\t1.001\t1.059\t0.000\t0.942\t0.927\t-0.478\t1.274\t0.905\t0.825\t-1.309\t0.000\t0.811\t0.895\t0.989\t0.970\t0.807\t0.693\t0.751\n1\t0.615\t1.102\t-0.556\t2.133\t-1.262\t1.255\t0.261\t0.274\t0.000\t1.437\t0.574\t1.469\t2.215\t1.212\t0.699\t0.642\t2.548\t0.528\t-1.296\t-1.149\t0.000\t1.197\t1.044\t0.986\t1.223\t0.959\t1.020\t0.978\n0\t0.680\t-0.718\t-1.579\t0.522\t0.042\t0.772\t-1.156\t1.340\t2.173\t0.690\t1.144\t-0.371\t2.215\t0.700\t-0.358\t0.128\t0.000\t0.809\t0.348\t-0.386\t0.000\t0.915\t0.957\t0.985\t0.803\t1.900\t1.073\t0.868\n1\t1.207\t0.279\t-1.732\t0.917\t1.383\t1.070\t0.038\t-0.186\t0.000\t0.472\t-2.192\t-0.128\t0.000\t0.544\t-0.775\t0.836\t2.548\t0.930\t0.480\t-0.891\t1.551\t2.139\t1.279\t0.996\t0.775\t0.688\t0.901\t0.942\n1\t0.359\t0.784\t1.375\t1.216\t-0.794\t0.594\t-1.031\t0.711\t2.173\t0.741\t-0.203\t-0.722\t0.000\t0.507\t-0.400\t1.392\t1.274\t0.386\t0.632\t0.719\t0.000\t0.757\t0.891\t0.987\t0.616\t0.445\t0.635\t0.587\n1\t0.578\t1.557\t0.509\t0.392\t-1.574\t0.927\t0.465\t-0.005\t1.087\t0.630\t0.676\t-1.110\t0.000\t1.043\t0.068\t0.783\t2.548\t1.913\t0.679\t1.734\t0.000\t0.787\t0.979\t0.978\t0.795\t0.835\t0.889\t0.746\n0\t2.028\t1.164\t-1.360\t0.311\t-1.713\t0.772\t0.345\t0.129\t0.000\t0.845\t0.731\t0.720\t0.000\t1.125\t1.276\t1.296\t2.548\t1.462\t1.078\t-0.455\t3.102\t0.937\t0.967\t0.998\t0.817\t0.982\t0.812\t0.884\n1\t0.321\t1.373\t1.054\t2.149\t-1.656\t0.563\t-0.520\t0.211\t0.000\t0.759\t-0.994\t-0.051\t1.107\t0.837\t-2.008\t1.586\t0.000\t0.685\t0.651\t0.376\t3.102\t0.919\t0.744\t0.992\t0.941\t0.713\t1.696\t1.438\n0\t0.559\t0.557\t1.525\t0.670\t-0.725\t0.618\t1.959\t-0.005\t0.000\t0.403\t0.275\t1.056\t1.107\t0.751\t-1.252\t1.254\t0.000\t0.511\t1.137\t-0.253\t3.102\t3.352\t1.785\t0.987\t0.602\t0.444\t1.050\t0.907\n1\t0.906\t0.488\t1.492\t0.626\t0.678\t1.072\t-0.840\t-0.628\t2.173\t0.510\t-1.201\t1.137\t1.107\t0.314\t1.993\t-0.202\t0.000\t0.386\t-1.119\t1.705\t0.000\t0.988\t1.011\t0.985\t1.189\t1.108\t0.929\t0.843\n0\t0.297\t-0.904\t-0.088\t1.908\t1.165\t1.124\t0.974\t-0.974\t0.000\t1.098\t0.005\t0.400\t2.215\t0.637\t-0.205\t0.703\t2.548\t0.482\t-0.615\t-1.255\t0.000\t1.129\t1.083\t0.990\t1.156\t0.261\t0.922\t1.182\n0\t1.472\t-0.754\t-0.812\t1.399\t-0.203\t0.649\t0.482\t1.134\t0.000\t0.636\t-1.003\t0.754\t1.107\t0.437\t0.043\t1.700\t0.000\t0.755\t-0.972\t-1.622\t1.551\t0.926\t0.948\t1.038\t0.754\t0.528\t0.679\t0.824\n0\t0.783\t-1.773\t-0.593\t0.982\t-0.673\t0.578\t-0.741\t0.671\t0.000\t0.968\t-1.483\t1.172\t0.000\t0.525\t0.304\t1.684\t0.000\t0.818\t-1.215\t-1.044\t3.102\t0.939\t0.879\t0.979\t0.452\t0.162\t0.565\t0.653\n0\t0.537\t-0.910\t0.559\t3.811\t0.437\t1.901\t-1.933\t-0.856\t0.000\t1.274\t1.841\t1.682\t0.000\t1.240\t2.451\t1.593\t0.000\t0.955\t0.077\t1.319\t3.102\t0.804\t0.932\t0.984\t0.848\t0.562\t0.863\t1.641\n0\t1.896\t0.715\t1.332\t0.633\t0.360\t2.523\t1.018\t-0.985\t0.000\t1.813\t0.479\t0.693\t0.000\t1.481\t1.168\t0.800\t2.548\t0.576\t0.747\t0.242\t0.000\t0.682\t0.795\t1.165\t0.758\t0.947\t1.109\t1.117\n0\t0.707\t-1.212\t1.634\t2.007\t-1.174\t0.434\t-0.823\t-0.193\t2.173\t0.711\t0.370\t1.108\t0.000\t0.905\t0.259\t0.037\t0.000\t1.889\t-0.172\t0.609\t3.102\t0.953\t1.008\t0.990\t1.238\t0.703\t0.878\t0.908\n0\t0.736\t1.712\t1.602\t1.198\t-1.645\t0.951\t-0.468\t-0.339\t2.173\t1.081\t0.556\t0.769\t2.215\t1.229\t0.321\t-0.937\t0.000\t0.483\t-0.960\t1.723\t0.000\t0.908\t0.928\t0.992\t0.956\t1.496\t1.145\t0.973\n0\t0.714\t-0.080\t0.761\t0.250\t0.138\t0.625\t1.641\t-0.085\t0.000\t1.065\t0.270\t-1.379\t2.215\t0.631\t2.650\t0.404\t0.000\t0.890\t1.097\t1.731\t3.102\t0.896\t0.881\t0.979\t0.903\t0.560\t0.991\t0.860\n1\t1.488\t0.973\t0.943\t0.607\t0.511\t0.649\t0.164\t-0.965\t2.173\t0.507\t0.360\t1.629\t2.215\t0.807\t1.291\t-0.856\t0.000\t0.769\t0.601\t0.297\t0.000\t0.811\t0.768\t0.976\t0.766\t0.614\t0.836\t0.727\n0\t1.422\t0.180\t1.035\t1.363\t1.437\t1.143\t-0.936\t-0.435\t2.173\t0.570\t1.501\t0.681\t0.000\t1.042\t-0.215\t-0.755\t0.000\t0.610\t0.465\t-0.556\t3.102\t0.805\t0.828\t0.982\t0.761\t0.734\t1.206\t0.969\n1\t0.799\t-1.018\t-0.845\t0.239\t0.814\t0.846\t-0.092\t-0.968\t2.173\t1.088\t-0.784\t1.207\t0.000\t0.963\t0.110\t0.931\t0.000\t1.285\t0.214\t-0.015\t3.102\t0.971\t0.969\t0.988\t0.684\t0.858\t0.853\t0.729\n1\t0.591\t0.026\t0.859\t1.712\t1.497\t2.606\t1.432\t-0.081\t0.000\t0.978\t-0.637\t0.368\t1.107\t1.667\t0.250\t-1.656\t0.000\t2.482\t1.801\t-1.214\t0.000\t0.766\t0.961\t0.987\t0.920\t0.892\t0.905\t0.799\n1\t1.408\t-0.310\t-0.394\t0.470\t-0.029\t0.969\t-1.922\t0.094\t0.000\t1.767\t0.089\t1.722\t2.215\t1.363\t-0.703\t-1.065\t0.000\t1.779\t-0.488\t1.034\t1.551\t0.924\t0.924\t0.984\t1.453\t1.082\t1.069\t0.902\n1\t0.559\t0.832\t0.750\t0.904\t-0.365\t1.723\t-0.451\t-1.393\t2.173\t1.426\t-1.015\t0.591\t0.000\t0.658\t-0.385\t0.860\t0.000\t1.255\t-0.897\t-0.829\t1.551\t0.811\t0.975\t0.990\t1.976\t0.904\t1.413\t1.370\n1\t1.292\t0.504\t-0.877\t0.684\t-0.661\t1.155\t0.179\t0.854\t2.173\t0.453\t1.003\t-0.440\t0.000\t0.777\t-0.209\t0.403\t0.000\t1.092\t0.659\t1.741\t3.102\t0.878\t0.951\t0.995\t0.794\t0.927\t0.938\t0.807\n0\t0.463\t1.709\t-1.338\t0.328\t-0.803\t0.683\t0.665\t0.797\t2.173\t0.439\t-1.026\t-1.017\t0.000\t1.128\t0.262\t1.558\t1.274\t0.796\t0.279\t-0.187\t0.000\t0.780\t0.981\t0.978\t0.681\t0.724\t0.712\t0.659\n1\t0.318\t1.315\t-1.725\t1.022\t0.699\t1.103\t0.154\t-1.109\t0.000\t0.723\t-0.594\t1.005\t2.215\t0.746\t0.664\t-0.606\t0.000\t1.637\t0.653\t0.314\t3.102\t0.858\t1.180\t0.993\t0.619\t0.938\t0.953\t0.830\n1\t0.699\t-0.707\t1.685\t1.759\t-1.572\t1.222\t-0.358\t0.371\t0.000\t0.895\t-0.251\t-0.442\t2.215\t1.021\t-0.478\t-1.125\t0.000\t1.109\t-0.895\t1.062\t3.102\t1.966\t1.257\t1.006\t1.280\t0.956\t0.900\t1.063\n0\t0.524\t-2.417\t0.264\t1.034\t1.627\t0.654\t-0.498\t-0.295\t2.173\t0.497\t-1.470\t-0.705\t0.000\t0.451\t0.388\t-0.927\t0.000\t0.638\t0.879\t0.576\t0.000\t0.832\t0.852\t0.986\t1.129\t1.034\t0.820\t0.764\n1\t0.525\t-0.807\t1.104\t0.342\t0.305\t0.782\t0.142\t1.024\t2.173\t0.824\t1.698\t-0.307\t0.000\t1.130\t0.485\t-0.937\t2.548\t1.027\t-1.461\t-0.904\t0.000\t0.894\t0.976\t0.981\t0.642\t1.171\t0.891\t0.780\n1\t1.057\t0.037\t-0.141\t1.795\t0.513\t0.908\t-0.855\t1.690\t2.173\t1.248\t0.236\t-0.953\t2.215\t0.510\t0.565\t0.865\t0.000\t0.706\t0.159\t1.642\t0.000\t0.450\t0.775\t1.062\t1.412\t1.410\t1.181\t0.909\n1\t0.955\t-0.709\t0.622\t0.880\t-0.465\t0.644\t-1.743\t1.532\t0.000\t0.448\t1.841\t-0.645\t0.000\t1.352\t0.109\t-0.038\t1.274\t0.751\t-0.474\t-1.404\t0.000\t0.838\t0.955\t1.054\t0.740\t0.820\t0.924\t0.817\n1\t0.615\t0.980\t0.296\t1.022\t-0.971\t0.437\t-1.195\t-0.991\t2.173\t0.680\t-0.345\t0.806\t2.215\t0.343\t0.536\t-0.072\t0.000\t0.928\t0.674\t1.461\t0.000\t0.615\t0.859\t0.998\t0.911\t0.875\t0.849\t0.697\n1\t0.813\t-1.079\t1.510\t0.638\t0.281\t1.349\t-0.442\t-1.003\t2.173\t1.015\t-0.220\t0.697\t0.000\t0.997\t-0.618\t0.068\t2.548\t0.846\t0.660\t1.294\t0.000\t0.891\t0.857\t0.991\t1.235\t1.200\t1.028\t0.963\n0\t2.044\t1.388\t-1.557\t0.157\t0.224\t0.318\t-0.465\t-0.540\t0.000\t1.068\t-0.058\t0.303\t0.000\t0.627\t0.548\t1.726\t2.548\t0.720\t0.498\t0.109\t3.102\t0.890\t0.864\t0.994\t0.796\t0.510\t0.560\t0.820\n0\t1.150\t-1.414\t-0.283\t0.221\t1.447\t0.424\t1.418\t1.143\t0.000\t0.882\t0.060\t1.142\t1.107\t2.048\t-0.449\t-1.075\t2.548\t1.166\t0.740\t0.583\t0.000\t0.901\t0.945\t0.984\t0.898\t1.361\t1.082\t1.054\n1\t0.982\t1.267\t1.184\t1.007\t0.246\t1.044\t0.161\t-1.075\t2.173\t0.797\t-0.859\t-0.065\t1.107\t0.351\t-1.548\t1.447\t0.000\t0.365\t1.398\t0.705\t0.000\t1.061\t0.905\t1.031\t1.337\t1.291\t1.178\t0.990\n1\t1.305\t-1.001\t1.264\t0.344\t-0.732\t0.459\t0.699\t-1.109\t2.173\t0.891\t-0.655\t-0.587\t1.107\t0.858\t-1.908\t1.215\t0.000\t0.786\t-0.049\t-0.852\t0.000\t0.988\t1.008\t0.987\t0.850\t0.822\t0.750\t0.697\n0\t2.151\t0.191\t-1.021\t0.140\t-0.338\t0.746\t1.324\t-1.358\t2.173\t1.545\t-0.480\t0.475\t0.000\t0.765\t1.390\t0.899\t0.000\t0.931\t-1.010\t1.175\t0.000\t1.085\t1.010\t0.994\t1.019\t0.549\t1.199\t1.077\n1\t1.096\t0.244\t0.715\t0.319\t-1.298\t0.678\t0.768\t-0.238\t0.000\t1.321\t0.500\t1.625\t0.000\t0.888\t-0.207\t-1.208\t2.548\t0.942\t-0.304\t0.217\t3.102\t2.015\t1.290\t0.994\t0.643\t0.672\t0.868\t0.762\n0\t0.338\t2.163\t-1.278\t1.560\t0.649\t0.464\t2.030\t-1.629\t0.000\t0.735\t1.025\t-1.332\t2.215\t0.994\t0.476\t-0.378\t2.548\t0.921\t1.310\t0.549\t0.000\t0.953\t0.991\t0.992\t0.974\t0.730\t0.852\t0.748\n1\t0.513\t-0.168\t-0.071\t1.061\t1.014\t1.557\t-0.558\t-0.732\t2.173\t0.565\t1.249\t1.548\t0.000\t0.807\t-0.192\t1.141\t0.000\t0.603\t-0.895\t0.538\t1.551\t0.927\t0.810\t0.993\t1.431\t0.971\t1.057\t0.943\n0\t1.641\t0.717\t1.329\t0.630\t0.732\t1.082\t1.218\t-0.978\t2.173\t0.770\t0.531\t-0.528\t0.000\t1.294\t-0.616\t1.037\t2.548\t1.334\t1.099\t-0.094\t0.000\t0.725\t0.886\t0.983\t1.112\t2.166\t1.245\t1.099\n1\t0.894\t-0.474\t-1.000\t1.526\t-1.260\t1.156\t-0.602\t1.284\t2.173\t1.289\t0.168\t-0.187\t0.000\t1.041\t-0.062\t0.572\t2.548\t1.320\t-0.612\t0.147\t0.000\t0.944\t0.791\t0.997\t1.352\t0.899\t1.021\t1.049\n1\t0.364\t1.454\t-0.411\t0.631\t-1.593\t0.837\t-0.839\t0.571\t2.173\t0.544\t0.446\t0.114\t2.215\t0.333\t0.356\t-1.051\t0.000\t0.422\t-0.618\t-0.410\t0.000\t0.410\t0.570\t0.991\t0.655\t0.802\t0.718\t0.555\n0\t0.516\t-0.211\t0.119\t0.475\t1.592\t0.726\t0.806\t-0.200\t0.000\t0.850\t0.869\t-1.252\t1.107\t1.090\t0.757\t0.389\t2.548\t0.938\t0.408\t-1.735\t0.000\t1.165\t1.036\t0.993\t0.641\t1.019\t0.744\t0.657\n0\t2.374\t1.171\t1.062\t2.077\t0.665\t1.217\t0.848\t-0.764\t0.000\t1.411\t0.543\t-1.084\t0.000\t2.557\t-0.345\t-0.420\t2.548\t3.163\t1.282\t1.246\t3.102\t0.894\t1.603\t1.076\t0.871\t3.248\t1.949\t1.848\n0\t0.799\t0.368\t-0.482\t0.467\t-0.352\t0.316\t-0.988\t-0.934\t0.000\t0.657\t0.243\t0.090\t0.000\t0.786\t1.265\t1.706\t2.548\t0.785\t-0.017\t-1.676\t0.000\t0.906\t0.696\t0.985\t1.044\t0.428\t0.898\t0.759\n1\t1.235\t-1.050\t-1.651\t2.194\t-1.243\t1.117\t-0.622\t0.476\t2.173\t0.756\t-2.133\t0.000\t0.000\t0.332\t-0.958\t0.323\t2.548\t0.446\t-0.124\t-0.911\t0.000\t1.070\t1.173\t0.989\t0.747\t0.194\t1.009\t0.953\n1\t1.127\t-1.192\t-1.016\t1.348\t-0.880\t2.671\t-0.242\t0.583\t0.000\t2.840\t-0.907\t-1.188\t2.215\t2.267\t-0.721\t-1.701\t2.548\t1.467\t-0.686\t-0.269\t0.000\t0.822\t1.215\t0.986\t1.177\t1.218\t1.093\t1.085\n0\t2.276\t0.991\t1.723\t0.913\t1.206\t1.618\t2.134\t-0.080\t0.000\t1.048\t-0.663\t-0.238\t1.107\t2.018\t0.037\t1.667\t2.548\t0.491\t-1.077\t0.579\t0.000\t3.775\t3.206\t0.990\t1.691\t1.632\t2.308\t1.900\n0\t1.483\t-0.213\t0.091\t0.796\t-0.037\t0.985\t-0.077\t-1.649\t0.000\t0.339\t-1.571\t-1.605\t2.215\t0.842\t0.679\t1.578\t0.000\t0.653\t-1.408\t-0.002\t3.102\t0.790\t0.876\t0.991\t0.859\t0.422\t0.762\t0.908\n0\t0.615\t1.114\t1.079\t1.099\t1.470\t0.639\t1.289\t-0.238\t2.173\t0.366\t2.484\t1.666\t0.000\t0.428\t2.048\t-1.092\t0.000\t0.751\t-0.073\t1.091\t0.000\t1.077\t0.901\t0.987\t0.700\t0.288\t0.695\t0.682\n0\t0.849\t0.276\t0.851\t0.635\t0.040\t0.730\t-0.870\t-1.679\t2.173\t0.758\t-1.595\t-1.352\t0.000\t2.077\t-0.270\t0.237\t2.548\t0.789\t0.614\t1.505\t0.000\t1.596\t1.014\t0.989\t0.973\t1.581\t1.086\t1.100\n0\t1.077\t-1.263\t-0.858\t0.720\t-0.059\t1.068\t-0.075\t0.169\t0.000\t0.501\t0.684\t-1.698\t0.000\t1.469\t-0.108\t1.271\t2.548\t0.729\t0.127\t-0.127\t3.102\t1.013\t0.888\t0.986\t1.308\t0.760\t0.904\t1.371\n1\t1.266\t-0.335\t1.009\t0.620\t0.061\t0.845\t-0.400\t-0.762\t2.173\t1.073\t0.082\t-1.410\t2.215\t0.728\t-0.369\t0.625\t0.000\t0.369\t0.606\t-1.515\t0.000\t0.992\t0.995\t0.987\t1.010\t0.846\t0.852\t0.766\n1\t0.480\t0.801\t-0.159\t0.422\t-1.456\t1.339\t0.731\t0.988\t2.173\t0.886\t2.709\t-0.635\t0.000\t0.944\t1.516\t-0.678\t0.000\t1.237\t0.214\t1.667\t3.102\t0.832\t1.460\t0.981\t1.181\t0.849\t1.396\t1.101\n1\t0.890\t0.494\t0.776\t0.709\t-0.527\t0.685\t-0.550\t0.238\t0.000\t1.269\t0.562\t1.722\t2.215\t0.700\t-0.345\t-0.875\t2.548\t0.848\t0.881\t-0.506\t0.000\t0.898\t0.788\t1.014\t0.908\t0.875\t0.909\t0.811\n1\t2.806\t0.620\t0.101\t0.453\t1.103\t0.413\t0.025\t-0.835\t0.000\t0.917\t0.771\t-1.359\t1.107\t0.965\t-0.365\t1.289\t2.548\t0.822\t1.291\t-1.608\t0.000\t0.939\t0.923\t1.228\t1.223\t0.933\t0.981\t0.860\n1\t0.604\t-1.043\t-0.827\t1.384\t1.471\t0.893\t-0.674\t0.736\t2.173\t0.799\t-0.186\t-0.531\t2.215\t0.651\t0.513\t-0.863\t0.000\t0.705\t-1.569\t-1.643\t0.000\t1.148\t0.982\t1.112\t0.943\t1.171\t0.851\t0.760\n0\t0.834\t-2.062\t1.347\t0.374\t-0.352\t1.033\t-0.577\t-1.516\t1.087\t1.606\t-0.199\t-0.028\t0.000\t0.574\t-0.691\t0.479\t0.000\t0.588\t0.687\t1.728\t3.102\t0.770\t0.888\t0.990\t0.950\t0.654\t0.955\t0.913\n0\t1.232\t1.907\t0.835\t0.193\t0.742\t0.449\t0.029\t1.720\t0.000\t0.791\t-0.628\t-0.046\t2.215\t0.579\t-1.515\t-1.671\t0.000\t1.152\t0.672\t-1.012\t3.102\t0.876\t0.967\t0.997\t0.841\t0.948\t0.942\t1.004\n1\t1.229\t2.078\t-0.216\t0.620\t0.677\t0.988\t0.953\t1.605\t1.087\t0.531\t1.286\t-0.967\t2.215\t0.688\t0.536\t0.273\t0.000\t0.682\t0.577\t-1.434\t0.000\t0.756\t0.821\t0.984\t0.704\t0.805\t0.834\t0.716\n0\t2.532\t-0.217\t0.619\t0.653\t-0.989\t1.040\t1.135\t-0.973\t0.000\t1.169\t0.088\t-0.978\t1.107\t1.378\t0.893\t0.753\t2.548\t0.593\t0.691\t1.384\t0.000\t1.038\t0.947\t1.768\t1.209\t1.484\t1.125\t1.121\n0\t0.627\t-1.430\t0.114\t1.034\t0.642\t0.748\t-0.286\t-0.797\t0.000\t1.539\t0.593\t-1.224\t1.107\t1.883\t0.088\t0.926\t2.548\t0.705\t-1.818\t0.458\t0.000\t0.815\t0.902\t0.978\t1.888\t1.753\t2.048\t1.564\n1\t0.283\t1.427\t0.075\t0.425\t-0.866\t1.130\t0.452\t1.346\t2.173\t0.678\t-0.155\t-0.161\t2.215\t1.124\t1.134\t-0.832\t0.000\t0.876\t0.792\t0.804\t0.000\t1.101\t0.947\t0.992\t1.000\t1.322\t0.913\t0.809\n1\t0.778\t-1.916\t0.691\t1.311\t0.581\t0.925\t-0.145\t-1.053\t2.173\t0.665\t-0.694\t1.558\t1.107\t0.645\t-1.017\t0.863\t0.000\t0.637\t0.616\t0.132\t0.000\t0.869\t1.032\t0.999\t0.805\t0.883\t0.966\t0.819\n1\t0.551\t2.247\t-0.698\t0.750\t1.720\t0.506\t2.941\t1.718\t0.000\t1.288\t0.181\t0.193\t2.215\t0.858\t0.369\t1.264\t1.274\t0.831\t0.975\t-1.014\t0.000\t0.955\t0.979\t0.979\t0.745\t0.927\t0.847\t0.785\n0\t1.441\t0.200\t-1.023\t0.467\t1.211\t0.846\t-0.203\t0.900\t0.000\t0.509\t0.768\t-1.608\t0.000\t1.307\t-0.939\t-0.578\t2.548\t0.829\t-0.832\t0.119\t3.102\t1.295\t0.988\t1.027\t0.920\t0.468\t0.876\t0.811\n1\t0.773\t-0.170\t-1.302\t0.821\t0.541\t0.955\t0.922\t0.635\t0.000\t1.074\t-0.331\t-0.732\t2.215\t0.619\t-1.309\t1.157\t0.000\t1.043\t1.059\t-1.140\t3.102\t0.616\t0.914\t1.099\t0.814\t0.923\t0.922\t0.814\n0\t0.883\t-0.428\t-0.326\t0.947\t0.900\t0.470\t0.075\t1.686\t1.087\t1.412\t-1.894\t-0.530\t0.000\t1.331\t-1.205\t1.495\t1.274\t1.249\t-1.679\t0.841\t0.000\t0.740\t1.089\t1.132\t0.943\t0.766\t0.731\t0.758\n1\t0.756\t1.551\t1.190\t1.277\t-1.475\t0.439\t1.712\t-0.152\t0.000\t0.483\t0.122\t-1.141\t2.215\t0.465\t0.562\t0.844\t2.548\t0.507\t-1.055\t0.298\t0.000\t0.501\t0.597\t0.992\t0.614\t0.507\t0.523\t0.718\n1\t0.538\t1.339\t-0.884\t0.305\t-0.102\t1.148\t-0.012\t1.392\t0.000\t1.312\t-0.787\t-0.553\t2.215\t0.440\t2.354\t-0.548\t0.000\t0.584\t-0.218\t0.755\t3.102\t2.505\t1.400\t0.983\t0.892\t0.762\t1.345\t1.057\n0\t0.381\t-1.726\t-0.785\t1.179\t1.206\t0.851\t-0.432\t-1.358\t2.173\t0.774\t-0.610\t-0.515\t0.000\t1.045\t-0.941\t0.361\t0.000\t1.235\t0.546\t0.674\t3.102\t1.019\t1.045\t0.987\t0.857\t1.219\t0.913\t0.834\n0\t1.247\t0.511\t0.706\t0.241\t-1.230\t1.034\t-0.166\t-0.018\t2.173\t1.387\t0.527\t-1.684\t2.215\t0.845\t-0.583\t-0.844\t0.000\t0.456\t0.593\t1.242\t0.000\t0.821\t0.888\t0.983\t0.853\t1.870\t0.987\t0.821\n1\t1.318\t0.765\t-0.151\t1.082\t-1.420\t1.142\t0.543\t0.703\t0.000\t0.818\t0.695\t-1.469\t2.215\t1.447\t-0.088\t-0.668\t2.548\t0.448\t0.169\t1.130\t0.000\t0.452\t1.001\t1.505\t0.990\t0.904\t0.906\t0.875\n1\t0.563\t1.065\t1.005\t0.844\t-0.793\t0.517\t0.318\t1.367\t0.000\t0.449\t0.978\t-0.391\t2.215\t0.776\t1.953\t-1.742\t0.000\t1.355\t-0.586\t0.105\t3.102\t0.910\t0.760\t0.990\t0.555\t0.744\t0.610\t0.567\n0\t0.833\t0.442\t-0.225\t0.456\t0.511\t0.813\t0.345\t0.351\t0.000\t0.898\t0.498\t-1.580\t2.215\t1.242\t-1.945\t1.324\t0.000\t1.501\t0.022\t-0.902\t3.102\t0.804\t1.048\t0.995\t0.858\t0.655\t0.747\t0.718\n1\t1.157\t0.183\t0.884\t1.141\t-1.690\t2.526\t-0.386\t-0.286\t0.000\t1.508\t0.198\t1.264\t2.215\t1.547\t0.356\t-1.201\t2.548\t1.584\t-0.168\t1.604\t0.000\t1.133\t1.015\t1.166\t0.710\t1.301\t0.894\t0.800\n1\t2.328\t0.425\t-1.043\t0.560\t-1.328\t0.831\t-1.625\t0.213\t0.000\t1.646\t1.078\t1.251\t2.215\t0.407\t0.944\t0.779\t0.000\t0.640\t0.372\t-0.262\t3.102\t1.926\t1.203\t0.986\t1.552\t0.959\t1.508\t1.381\n0\t0.365\t-0.841\t-1.541\t1.557\t-0.314\t1.042\t0.021\t1.306\t2.173\t0.521\t-0.311\t-0.439\t0.000\t0.875\t-0.316\t0.802\t2.548\t0.525\t0.908\t0.837\t0.000\t0.943\t0.852\t0.989\t1.174\t0.567\t0.822\t0.797\n1\t0.430\t-0.455\t-0.570\t0.815\t0.553\t1.132\t2.503\t-0.304\t0.000\t1.072\t1.114\t0.909\t0.000\t1.280\t0.782\t1.550\t2.548\t2.319\t-0.075\t-1.371\t1.551\t2.714\t2.020\t0.994\t0.966\t0.913\t1.773\t1.387\n0\t0.856\t-2.098\t1.384\t0.484\t0.701\t1.015\t-1.954\t-1.572\t0.000\t1.188\t-0.449\t-0.108\t2.215\t0.972\t1.463\t-0.076\t0.000\t0.556\t0.802\t-1.442\t3.102\t0.895\t1.244\t0.998\t1.075\t0.889\t1.097\t0.952\n0\t1.025\t0.897\t-0.912\t0.524\t0.696\t0.797\t-0.436\t-0.180\t0.000\t0.928\t1.565\t1.715\t2.215\t1.148\t-0.015\t0.360\t0.000\t1.035\t-0.719\t1.359\t3.102\t0.884\t0.963\t1.008\t0.789\t1.424\t1.183\t0.983\n0\t0.511\t-0.434\t0.166\t0.640\t-1.714\t0.918\t-2.725\t0.394\t0.000\t0.951\t0.625\t-1.362\t2.215\t1.180\t-0.370\t-0.608\t0.000\t1.095\t0.657\t1.490\t3.102\t0.802\t0.869\t0.989\t0.594\t0.503\t0.638\t0.590\n1\t0.397\t-0.696\t-1.173\t0.872\t0.475\t0.849\t-2.905\t-0.749\t0.000\t1.295\t-1.408\t1.239\t0.000\t1.736\t-0.465\t0.881\t2.548\t1.464\t-0.166\t-0.866\t3.102\t1.197\t1.673\t0.987\t0.893\t1.233\t1.492\t1.153\n1\t0.870\t0.361\t1.113\t0.346\t-0.233\t0.506\t-1.152\t1.644\t0.000\t0.601\t1.296\t-0.370\t2.215\t0.421\t-0.451\t0.859\t0.000\t0.764\t-1.909\t-1.335\t0.000\t0.861\t0.690\t0.988\t0.862\t0.746\t0.892\t0.766\n0\t1.682\t0.128\t0.970\t0.416\t0.076\t0.586\t2.046\t-0.572\t0.000\t0.479\t0.998\t-0.740\t2.215\t0.723\t1.211\t1.736\t2.548\t0.389\t-0.334\t-1.296\t0.000\t0.850\t0.641\t0.987\t0.870\t0.503\t0.699\t0.630\n0\t0.468\t-0.815\t-0.828\t0.749\t1.548\t1.598\t-0.947\t1.533\t2.173\t1.297\t-2.146\t-0.058\t0.000\t1.237\t-1.172\t0.041\t2.548\t0.757\t-2.101\t-0.844\t0.000\t0.864\t0.804\t0.989\t1.001\t1.733\t1.341\t1.064\n1\t2.764\t1.050\t-0.550\t0.151\t-0.416\t2.144\t1.522\t0.999\t1.087\t1.191\t1.292\t-1.276\t2.215\t1.279\t-0.728\t-0.640\t0.000\t1.179\t1.113\t0.185\t0.000\t1.218\t1.106\t0.975\t2.149\t2.100\t1.562\t1.257\n0\t2.062\t0.014\t-0.600\t0.400\t-0.976\t1.204\t-0.282\t1.243\t0.000\t0.836\t0.717\t0.073\t2.215\t1.183\t0.450\t-1.570\t1.274\t0.847\t-0.239\t0.423\t0.000\t1.039\t1.054\t0.980\t0.934\t1.061\t0.911\t0.963\n1\t1.337\t-0.155\t1.073\t0.332\t-0.145\t1.713\t0.572\t0.028\t0.000\t1.420\t0.283\t-1.242\t1.107\t0.844\t-0.075\t0.641\t0.000\t2.043\t-0.510\t-1.462\t3.102\t0.796\t0.968\t0.992\t0.860\t0.780\t0.828\t0.741\n0\t3.188\t0.565\t-0.604\t0.343\t1.289\t1.171\t-0.856\t0.975\t2.173\t1.215\t-1.590\t1.140\t0.000\t1.383\t0.444\t-1.281\t2.548\t0.776\t-1.364\t0.321\t0.000\t0.851\t0.825\t1.435\t0.961\t1.829\t1.452\t1.539\n0\t0.394\t-0.168\t-1.084\t1.191\t1.338\t0.870\t-0.620\t-0.112\t2.173\t0.780\t1.481\t-1.417\t0.000\t0.766\t0.087\t0.461\t0.000\t0.717\t0.819\t0.753\t3.102\t1.494\t0.887\t0.992\t1.251\t0.951\t0.967\t0.867\n1\t0.658\t0.039\t-1.411\t0.387\t-0.695\t1.244\t1.141\t0.649\t2.173\t0.937\t0.882\t-1.310\t0.000\t0.433\t0.021\t-0.952\t0.000\t0.507\t0.151\t-0.117\t1.551\t0.585\t1.250\t0.992\t0.589\t0.683\t1.069\t0.940\n0\t0.436\t1.956\t-1.347\t1.790\t0.403\t0.511\t0.255\t0.113\t2.173\t0.395\t1.232\t0.113\t0.000\t0.611\t-0.921\t-1.693\t0.000\t1.136\t0.056\t-0.812\t0.000\t0.942\t0.876\t1.224\t1.169\t0.935\t0.943\t0.955\n0\t0.718\t0.965\t-1.612\t1.311\t-0.839\t0.350\t0.261\t0.365\t0.000\t0.357\t1.368\t-0.437\t2.215\t0.916\t-0.385\t1.403\t0.000\t1.261\t0.737\t0.716\t3.102\t0.894\t0.826\t0.985\t0.877\t0.546\t0.607\t0.652\n1\t0.497\t-1.434\t-0.793\t0.964\t1.629\t0.830\t-0.568\t1.511\t2.173\t0.563\t0.620\t-0.467\t0.000\t0.918\t1.857\t0.159\t0.000\t1.287\t0.613\t0.005\t0.000\t0.855\t0.726\t0.986\t1.114\t0.748\t1.073\t1.666\n0\t0.658\t-0.495\t-1.309\t0.750\t0.946\t0.876\t0.225\t-0.841\t2.173\t0.790\t-1.090\t0.250\t2.215\t1.828\t-1.017\t1.133\t0.000\t0.698\t-0.498\t-0.612\t0.000\t1.037\t0.810\t0.984\t0.850\t1.352\t0.887\t0.787\n1\t0.356\t1.631\t-0.610\t0.621\t0.080\t0.564\t0.349\t-1.296\t1.087\t0.596\t-0.956\t0.615\t0.000\t0.586\t1.346\t0.885\t1.274\t0.757\t-1.327\t-1.509\t0.000\t0.868\t1.016\t0.988\t0.696\t0.786\t0.854\t0.764\n1\t0.427\t0.188\t1.017\t0.791\t0.332\t1.285\t0.661\t-0.763\t0.000\t1.649\t0.496\t1.248\t1.107\t1.441\t1.003\t0.656\t2.548\t0.698\t2.192\t-0.972\t0.000\t0.995\t1.392\t0.996\t1.296\t0.967\t1.165\t1.196\n0\t2.552\t-0.487\t1.658\t1.232\t-1.677\t1.837\t-1.508\t0.922\t2.173\t2.644\t-0.250\t-0.485\t2.215\t1.559\t-0.601\t-0.852\t0.000\t1.947\t1.637\t-0.085\t0.000\t0.863\t0.909\t1.001\t2.105\t3.794\t2.214\t1.807\n0\t0.840\t-1.319\t-1.679\t0.838\t-1.306\t1.391\t-0.813\t0.719\t0.000\t1.611\t-0.955\t-0.779\t2.215\t0.570\t-0.575\t1.128\t0.000\t0.846\t0.488\t0.116\t3.102\t0.596\t0.887\t0.993\t1.166\t1.189\t1.121\t1.182\n0\t0.739\t1.087\t-1.282\t1.109\t-1.450\t1.483\t0.446\t0.142\t0.000\t1.470\t-0.108\t1.493\t1.107\t0.846\t0.132\t-0.686\t0.000\t0.803\t0.230\t0.994\t3.102\t0.515\t0.681\t0.983\t0.859\t0.467\t0.955\t0.928\n1\t0.898\t-0.664\t1.556\t0.401\t-0.545\t0.972\t0.123\t-0.467\t2.173\t0.638\t1.021\t0.354\t2.215\t0.872\t-0.025\t-1.681\t0.000\t0.658\t-1.955\t-1.604\t0.000\t0.864\t0.958\t0.988\t0.833\t0.959\t0.758\t0.683\n1\t0.864\t0.614\t0.351\t1.013\t0.405\t1.575\t-0.541\t-1.472\t0.000\t1.050\t-2.306\t0.149\t0.000\t1.868\t0.354\t1.285\t1.274\t3.688\t0.712\t0.162\t0.000\t1.247\t0.907\t1.002\t1.174\t0.921\t0.937\t0.869\n0\t0.778\t-1.619\t0.257\t0.378\t0.972\t0.490\t-0.673\t1.066\t2.173\t0.916\t-1.440\t-1.250\t2.215\t0.633\t-0.819\t-0.366\t0.000\t0.524\t-2.262\t-1.065\t0.000\t0.758\t0.832\t0.997\t0.899\t0.948\t0.685\t0.639\n0\t0.832\t0.422\t0.321\t1.179\t1.260\t0.630\t-0.598\t0.019\t2.173\t1.309\t-0.206\t-1.431\t0.000\t0.981\t0.225\t-0.914\t0.000\t0.879\t-0.129\t0.607\t3.102\t0.878\t0.931\t1.029\t0.925\t0.436\t0.789\t0.796\n1\t1.141\t0.635\t-1.644\t1.268\t0.673\t0.584\t0.147\t-0.083\t0.000\t0.361\t-0.637\t-0.006\t0.000\t0.951\t0.217\t-0.911\t0.000\t0.815\t-0.486\t-1.181\t1.551\t0.911\t0.764\t1.448\t0.930\t0.380\t0.617\t0.671\n1\t1.026\t0.159\t1.676\t1.249\t0.824\t0.395\t-0.639\t0.484\t0.000\t0.863\t0.156\t-1.167\t1.107\t0.897\t0.452\t-0.108\t0.000\t1.267\t-0.699\t1.606\t0.000\t0.922\t0.953\t1.089\t0.891\t1.097\t0.804\t0.718\n0\t1.296\t-1.030\t-0.858\t0.654\t0.402\t1.186\t1.973\t1.195\t0.000\t1.049\t-0.218\t-0.004\t2.215\t0.474\t1.870\t0.840\t0.000\t1.551\t-1.948\t-0.987\t0.000\t0.427\t0.955\t1.156\t0.865\t1.005\t1.261\t1.537\n1\t1.078\t-0.025\t-1.273\t0.359\t-1.625\t0.771\t0.132\t0.473\t0.000\t1.017\t-1.006\t-1.164\t2.215\t0.964\t0.680\t1.008\t0.000\t0.576\t-0.394\t1.385\t0.000\t0.865\t0.846\t0.999\t0.621\t0.321\t0.919\t0.831\n0\t0.884\t1.192\t1.472\t1.034\t-1.087\t0.461\t-0.508\t-0.539\t2.173\t0.336\t2.143\t1.462\t0.000\t0.295\t-1.268\t0.483\t2.548\t0.687\t-2.103\t0.732\t0.000\t0.317\t1.005\t0.987\t0.968\t0.421\t0.808\t0.733\n1\t1.067\t0.321\t0.776\t0.499\t-0.763\t0.971\t0.551\t-0.717\t0.000\t0.991\t-1.113\t0.787\t2.215\t0.460\t-0.328\t-1.228\t0.000\t1.102\t-0.248\t-0.243\t3.102\t0.781\t0.672\t0.994\t0.938\t0.860\t0.931\t0.811\n0\t1.888\t-0.475\t-1.610\t0.323\t0.913\t0.684\t0.302\t0.071\t0.000\t0.791\t0.507\t1.203\t2.215\t0.559\t2.589\t-0.027\t0.000\t0.894\t-1.106\t-0.344\t1.551\t1.583\t0.978\t0.986\t0.867\t1.099\t0.881\t0.863\n1\t0.490\t0.415\t-0.537\t0.749\t1.116\t0.534\t0.910\t-0.279\t2.173\t0.819\t-1.406\t-0.643\t2.215\t0.861\t-0.765\t0.891\t0.000\t0.753\t-1.167\t-1.495\t0.000\t0.785\t0.828\t0.986\t0.814\t1.472\t0.929\t0.782\n0\t0.316\t-1.311\t-1.613\t1.057\t-1.597\t0.803\t-0.175\t0.214\t0.000\t1.136\t0.740\t-0.709\t2.215\t1.049\t-0.626\t0.718\t0.000\t1.245\t-0.716\t1.490\t3.102\t0.840\t0.925\t1.001\t0.905\t1.381\t1.014\t0.913\n1\t1.509\t0.583\t-1.271\t0.372\t0.720\t1.105\t0.828\t-0.514\t0.000\t1.513\t1.241\t1.663\t2.215\t1.115\t2.273\t0.793\t0.000\t1.204\t-0.977\t0.672\t0.000\t0.985\t0.816\t1.012\t0.852\t0.854\t0.896\t0.787\n0\t0.857\t-1.512\t0.859\t1.709\t1.270\t1.112\t-1.249\t-0.802\t2.173\t0.426\t-1.308\t1.644\t0.000\t0.774\t-0.828\t-0.413\t2.548\t0.825\t-0.165\t0.220\t0.000\t0.876\t0.997\t0.988\t1.079\t0.446\t1.089\t0.923\n1\t1.914\t0.512\t1.178\t0.482\t-0.335\t0.856\t2.169\t-0.792\t0.000\t0.531\t1.089\t0.409\t2.215\t0.366\t2.585\t-0.632\t0.000\t0.692\t1.270\t1.553\t0.000\t1.083\t0.964\t1.303\t0.687\t0.185\t0.576\t0.774\n1\t0.593\t0.578\t0.587\t1.288\t-1.495\t0.890\t-0.151\t0.006\t0.000\t0.868\t-1.000\t0.969\t2.215\t0.799\t1.066\t-1.692\t0.000\t1.150\t-0.580\t-1.003\t3.102\t0.850\t0.984\t1.156\t1.115\t0.895\t0.935\t0.837\n1\t2.169\t0.924\t-0.398\t1.800\t0.691\t0.682\t2.837\t1.251\t0.000\t1.286\t0.438\t-1.730\t2.215\t0.575\t-0.385\t0.653\t1.274\t0.534\t-2.218\t-1.633\t0.000\t7.300\t3.858\t2.276\t1.706\t0.870\t2.333\t2.017\n1\t0.670\t-0.159\t0.845\t1.888\t0.349\t0.710\t-1.093\t-0.980\t2.173\t0.973\t-0.508\t-1.646\t2.215\t0.743\t-1.494\t-0.178\t0.000\t0.597\t-1.360\t-1.658\t0.000\t0.714\t0.850\t0.981\t1.145\t0.778\t0.948\t0.791\n0\t0.643\t-0.160\t0.658\t0.928\t-0.854\t1.666\t0.048\t-0.297\t2.173\t1.737\t1.364\t1.365\t2.215\t1.240\t0.589\t1.091\t0.000\t0.435\t-0.050\t-1.033\t0.000\t0.817\t0.905\t1.047\t0.912\t3.095\t1.496\t1.171\n0\t1.329\t0.368\t-1.029\t0.887\t0.702\t0.549\t-1.242\t-0.139\t0.000\t0.628\t1.698\t1.511\t0.000\t1.272\t0.438\t1.487\t2.548\t0.577\t-0.290\t-0.968\t0.000\t0.757\t0.809\t1.504\t0.941\t0.888\t0.799\t0.794\n1\t0.646\t-0.079\t0.632\t0.908\t0.366\t1.965\t-1.816\t-0.858\t0.000\t1.585\t0.914\t1.186\t0.000\t2.287\t-0.214\t0.381\t1.274\t0.670\t0.470\t-1.525\t0.000\t0.901\t0.781\t0.988\t0.812\t0.844\t0.949\t0.995\n0\t0.701\t1.397\t1.626\t1.127\t0.368\t0.998\t1.010\t1.035\t0.000\t0.678\t-2.830\t-0.874\t0.000\t1.099\t1.285\t-0.450\t0.000\t0.646\t0.820\t-0.920\t3.102\t1.870\t1.004\t1.115\t0.668\t0.244\t0.639\t0.612\n1\t0.370\t-0.049\t-0.070\t1.259\t-1.072\t0.369\t-2.238\t-1.130\t0.000\t0.646\t-1.036\t-0.590\t0.000\t1.338\t-0.597\t0.622\t2.548\t0.704\t-0.615\t1.167\t0.000\t0.890\t0.808\t0.993\t1.498\t0.555\t1.123\t0.944\n1\t1.285\t2.083\t-0.454\t0.720\t-0.119\t1.384\t0.829\t1.555\t2.173\t0.665\t1.172\t0.535\t2.215\t0.387\t1.807\t0.631\t0.000\t0.854\t0.912\t-0.705\t0.000\t0.660\t1.008\t1.002\t0.762\t1.153\t1.070\t0.832\n0\t1.794\t-0.777\t-0.021\t0.726\t0.703\t0.740\t-1.722\t-1.728\t0.000\t0.688\t-1.157\t-1.512\t2.215\t0.536\t-1.177\t-1.076\t0.000\t0.803\t-0.716\t0.360\t3.102\t0.679\t0.773\t0.988\t0.978\t0.676\t0.638\t0.724\n1\t0.697\t1.341\t1.042\t1.133\t-1.384\t0.481\t0.391\t1.698\t2.173\t0.549\t1.089\t-0.615\t0.000\t0.863\t-0.714\t0.304\t1.274\t0.534\t-2.428\t-0.670\t0.000\t2.609\t1.545\t1.006\t0.665\t0.914\t1.078\t1.208\n0\t1.805\t-0.439\t-1.416\t0.964\t1.546\t0.661\t1.121\t0.040\t0.000\t1.099\t-0.119\t0.511\t0.000\t1.699\t-0.747\t1.469\t2.548\t2.365\t-0.120\t-0.179\t3.102\t0.904\t0.975\t0.976\t0.774\t1.616\t1.118\t1.066\n0\t2.005\t-0.780\t1.343\t1.628\t-1.403\t0.899\t-0.035\t-0.554\t2.173\t0.744\t-0.269\t0.379\t0.000\t1.063\t-0.835\t0.114\t1.274\t0.556\t0.215\t1.083\t0.000\t0.574\t0.724\t1.552\t1.248\t0.885\t1.130\t0.911\n1\t1.792\t0.188\t1.387\t0.805\t0.387\t1.272\t0.332\t-0.892\t2.173\t0.804\t-1.737\t-0.031\t0.000\t0.939\t0.473\t-1.612\t0.000\t0.587\t0.418\t0.229\t1.551\t0.884\t1.108\t1.304\t0.702\t0.779\t0.908\t0.808\n0\t1.584\t0.397\t-0.001\t0.252\t1.398\t0.840\t0.213\t-0.808\t0.000\t1.381\t-0.530\t1.105\t2.215\t0.490\t0.491\t-1.086\t2.548\t0.860\t-0.746\t1.456\t0.000\t1.385\t0.793\t0.986\t1.180\t0.946\t0.852\t0.846\n0\t0.309\t-1.721\t1.566\t1.169\t0.150\t1.557\t-0.371\t1.438\t2.173\t0.775\t-1.204\t-0.409\t0.000\t1.584\t-0.062\t-0.199\t2.548\t0.759\t-0.579\t-1.349\t0.000\t0.797\t0.857\t0.990\t1.170\t1.971\t1.127\t0.940\n0\t0.887\t-0.630\t-0.941\t0.995\t-0.273\t0.858\t-1.629\t1.065\t0.000\t0.905\t-0.649\t1.520\t2.215\t1.480\t-0.679\t-1.267\t1.274\t3.871\t0.355\t-0.349\t0.000\t1.084\t1.419\t0.979\t0.968\t0.727\t1.109\t1.037\n1\t1.758\t0.308\t1.438\t0.345\t0.628\t1.307\t0.344\t-0.917\t0.000\t0.924\t0.460\t0.473\t1.107\t0.270\t1.208\t-0.793\t2.548\t0.391\t2.107\t0.136\t0.000\t1.694\t0.887\t0.987\t0.808\t0.536\t0.817\t0.830\n1\t2.097\t0.802\t-1.582\t0.214\t-0.718\t0.456\t0.363\t0.713\t2.173\t0.539\t-0.042\t-1.229\t0.000\t0.728\t1.051\t0.119\t0.000\t0.941\t0.309\t0.322\t0.000\t0.935\t0.710\t0.992\t0.632\t0.381\t0.590\t0.573\n1\t0.414\t1.530\t-0.780\t0.994\t0.935\t0.516\t1.260\t-0.115\t0.000\t0.571\t-0.540\t0.635\t2.215\t1.095\t-0.984\t-0.978\t2.548\t0.869\t-1.115\t1.713\t0.000\t2.023\t1.271\t0.986\t2.051\t0.864\t1.439\t1.317\n0\t1.402\t-1.683\t1.204\t1.805\t0.599\t0.769\t-0.076\t-0.732\t2.173\t0.595\t0.165\t0.438\t2.215\t1.074\t-0.628\t-1.115\t0.000\t1.104\t-1.570\t-0.880\t0.000\t0.803\t0.894\t1.142\t1.224\t0.875\t1.254\t1.108\n1\t0.475\t-0.712\t-1.352\t1.288\t-0.334\t0.712\t1.198\t1.027\t2.173\t0.571\t1.816\t0.409\t0.000\t0.654\t-2.393\t-0.742\t0.000\t0.867\t2.139\t1.645\t0.000\t0.885\t0.798\t0.989\t1.269\t0.486\t1.287\t1.438\n1\t0.742\t1.852\t1.386\t0.639\t0.232\t0.490\t0.552\t0.033\t1.087\t0.492\t1.611\t-1.620\t0.000\t0.409\t-0.026\t-1.017\t0.000\t0.727\t-0.617\t-1.678\t3.102\t0.743\t0.769\t0.989\t1.363\t0.769\t0.995\t0.828\n1\t1.247\t-0.716\t0.696\t0.583\t0.179\t0.794\t-1.050\t-1.493\t2.173\t0.537\t0.040\t-0.112\t0.000\t0.607\t-0.864\t0.922\t0.000\t1.242\t-0.075\t-0.759\t3.102\t0.848\t0.741\t0.988\t1.049\t0.835\t0.844\t0.732\n1\t0.377\t0.446\t-0.612\t2.216\t-0.188\t1.277\t-0.178\t1.713\t2.173\t0.295\t-0.052\t-0.094\t1.107\t0.553\t-1.251\t1.230\t0.000\t0.612\t0.355\t0.667\t0.000\t0.729\t0.876\t0.995\t0.724\t0.903\t1.343\t1.162\n0\t1.483\t0.433\t1.268\t0.545\t0.255\t0.897\t0.396\t-0.972\t2.173\t0.570\t1.255\t0.318\t0.000\t0.757\t0.136\t0.540\t0.000\t0.521\t-0.534\t-0.327\t3.102\t0.640\t1.089\t0.987\t0.674\t0.560\t0.717\t0.686\n1\t0.528\t-1.512\t1.715\t0.989\t0.051\t1.072\t-0.679\t-1.286\t0.000\t0.485\t0.512\t0.327\t2.215\t0.826\t-0.771\t-0.759\t0.000\t1.118\t-0.743\t1.184\t3.102\t0.787\t0.912\t0.999\t0.909\t0.691\t0.780\t0.770\n0\t0.545\t-0.423\t-0.510\t1.760\t-0.147\t0.555\t-1.948\t0.966\t0.000\t0.721\t-0.480\t0.987\t2.215\t1.208\t-1.157\t-1.244\t2.548\t0.937\t0.104\t-1.626\t0.000\t0.868\t0.910\t0.993\t1.042\t0.980\t1.046\t1.148\n0\t0.887\t0.530\t-0.956\t0.824\t1.335\t1.367\t1.612\t-1.144\t2.173\t1.163\t2.373\t-0.251\t0.000\t1.802\t0.177\t1.052\t2.548\t1.108\t1.003\t-0.451\t0.000\t1.011\t1.326\t1.043\t0.865\t2.354\t1.553\t1.263\n0\t0.527\t-0.374\t-0.694\t1.869\t-1.658\t1.068\t1.084\t0.710\t2.173\t0.981\t-0.077\t0.079\t2.215\t0.814\t0.055\t0.900\t0.000\t2.625\t0.687\t-0.914\t0.000\t1.729\t1.333\t1.048\t1.609\t1.240\t1.197\t1.137\n1\t0.860\t-0.528\t-0.252\t1.554\t0.298\t1.009\t-0.986\t-1.312\t1.087\t0.286\t-0.434\t0.575\t0.000\t0.450\t-0.105\t1.179\t2.548\t0.619\t-2.089\t1.500\t0.000\t0.864\t1.373\t0.984\t0.715\t0.758\t0.861\t0.919\n0\t0.529\t1.705\t1.662\t0.511\t1.182\t1.452\t1.152\t-0.234\t0.000\t1.243\t-1.470\t1.059\t0.000\t2.123\t1.197\t0.251\t0.000\t2.588\t0.747\t-1.293\t1.551\t1.357\t1.865\t0.981\t0.984\t1.395\t1.819\t1.404\n1\t0.392\t1.103\t0.857\t2.116\t-0.239\t0.851\t-0.056\t-0.898\t2.173\t1.349\t1.445\t0.024\t0.000\t1.478\t2.381\t-1.717\t0.000\t0.926\t0.314\t1.667\t3.102\t0.843\t1.023\t1.053\t0.896\t0.723\t0.858\t0.776\n1\t0.623\t0.360\t-1.365\t2.851\t1.630\t2.164\t0.858\t-0.136\t0.000\t0.727\t0.195\t0.221\t2.215\t0.607\t1.407\t0.750\t0.000\t0.941\t-0.301\t-1.676\t3.102\t0.833\t1.175\t0.987\t0.762\t0.770\t0.923\t0.933\n0\t0.841\t0.707\t-1.089\t0.359\t-0.476\t0.831\t0.144\t0.148\t0.000\t1.344\t0.650\t1.663\t1.107\t1.388\t0.130\t0.688\t0.000\t0.897\t-0.099\t-0.782\t3.102\t0.903\t0.881\t0.993\t0.965\t0.894\t0.941\t0.935\n0\t0.553\t1.368\t1.203\t2.258\t-1.112\t1.361\t0.528\t0.458\t2.173\t0.667\t0.917\t-0.262\t0.000\t1.262\t1.369\t-1.497\t1.274\t1.013\t1.434\t0.519\t0.000\t0.813\t0.963\t1.347\t1.733\t1.802\t1.243\t1.021\n0\t1.224\t0.618\t1.165\t1.217\t-0.165\t1.174\t-0.306\t0.066\t0.000\t3.201\t0.394\t1.724\t1.107\t1.916\t0.476\t-0.123\t2.548\t0.635\t-0.432\t-0.511\t0.000\t0.669\t0.787\t1.575\t1.661\t2.625\t1.643\t1.370\n1\t1.062\t-0.368\t-0.273\t0.586\t0.334\t0.794\t0.652\t1.304\t2.173\t1.295\t-1.553\t-0.774\t0.000\t1.079\t-0.608\t1.732\t2.548\t0.918\t0.682\t-1.670\t0.000\t0.926\t0.839\t0.990\t1.318\t0.929\t0.960\t0.829\n0\t1.890\t-1.100\t0.880\t1.248\t1.383\t1.303\t-0.241\t-0.302\t0.000\t0.830\t-0.872\t-1.581\t2.215\t0.931\t-0.651\t-1.013\t2.548\t0.555\t0.784\t-0.541\t0.000\t0.861\t0.847\t0.995\t0.883\t0.466\t0.803\t1.067\n0\t0.588\t-0.276\t-0.088\t0.839\t-1.011\t0.673\t0.712\t0.626\t2.173\t0.501\t-2.060\t1.521\t0.000\t0.927\t-0.517\t-0.966\t0.000\t0.670\t-0.090\t1.232\t3.102\t1.214\t0.843\t0.981\t0.840\t0.477\t0.939\t0.880\n1\t0.708\t0.755\t1.368\t0.743\t-1.644\t1.104\t1.171\t-0.757\t2.173\t0.606\t-0.025\t0.501\t1.107\t0.546\t2.076\t0.271\t0.000\t0.550\t1.854\t1.346\t0.000\t0.498\t0.956\t1.000\t1.004\t1.336\t0.958\t0.808\n0\t3.514\t-0.145\t-0.297\t2.003\t-0.307\t2.268\t-0.268\t1.350\t0.000\t1.383\t-0.430\t-1.705\t0.000\t1.337\t0.900\t0.265\t2.548\t0.765\t-1.000\t-0.929\t3.102\t1.153\t0.908\t1.022\t1.185\t1.231\t0.987\t1.184\n0\t1.357\t0.731\t1.307\t0.664\t-0.481\t0.774\t-0.248\t-1.477\t2.173\t0.794\t-0.632\t-0.685\t0.000\t1.414\t0.133\t0.231\t2.548\t0.522\t-1.026\t1.021\t0.000\t0.874\t0.915\t1.314\t1.006\t1.329\t0.897\t0.842\n1\t0.934\t0.165\t-1.524\t0.660\t1.114\t0.892\t-0.409\t-1.015\t2.173\t0.833\t1.285\t0.759\t0.000\t1.139\t1.147\t0.103\t0.000\t1.196\t0.920\t-0.743\t3.102\t0.835\t0.863\t0.988\t0.833\t0.949\t1.070\t0.995\n0\t1.368\t-1.408\t-1.029\t0.714\t-0.942\t0.587\t0.520\t0.622\t0.000\t0.761\t-0.936\t0.100\t2.215\t1.275\t-1.902\t1.018\t0.000\t0.687\t1.600\t-0.570\t0.000\t0.773\t0.928\t0.998\t0.488\t0.508\t0.594\t0.736\n0\t0.717\t-0.650\t-0.737\t0.321\t1.169\t0.749\t-0.160\t0.282\t0.000\t0.720\t-0.875\t0.795\t0.000\t1.187\t-0.282\t-1.540\t1.274\t0.887\t0.443\t-1.080\t3.102\t0.911\t0.991\t0.989\t0.674\t0.464\t0.788\t0.691\n0\t0.542\t0.941\t-1.728\t0.745\t0.486\t0.511\t1.309\t0.718\t0.000\t0.611\t0.862\t-1.237\t2.215\t0.795\t-0.545\t-0.930\t1.274\t1.044\t1.852\t0.018\t0.000\t0.839\t0.923\t0.989\t1.128\t0.635\t0.892\t0.800\n0\t0.408\t1.841\t-0.468\t1.123\t0.406\t0.765\t0.233\t1.708\t0.000\t0.651\t1.080\t-0.635\t2.215\t0.730\t-0.728\t0.766\t2.548\t0.844\t0.035\t-0.914\t0.000\t0.869\t0.875\t0.991\t0.846\t1.071\t0.740\t0.742\n0\t0.856\t1.730\t-1.730\t1.044\t0.652\t0.647\t1.154\t-1.230\t0.000\t0.537\t-0.506\t-0.172\t2.215\t0.685\t0.735\t0.373\t0.000\t0.572\t0.032\t0.174\t3.102\t0.741\t0.916\t1.098\t0.781\t0.209\t0.809\t0.758\n1\t1.398\t2.073\t-1.214\t0.434\t1.740\t0.714\t1.332\t-0.240\t2.173\t0.976\t0.850\t0.639\t2.215\t1.148\t1.357\t1.321\t0.000\t0.639\t1.662\t-0.918\t0.000\t0.885\t0.957\t0.974\t1.097\t0.922\t0.871\t0.766\n1\t0.559\t-0.851\t-1.583\t0.328\t-0.803\t0.910\t0.304\t0.667\t2.173\t0.629\t-0.249\t0.859\t0.000\t0.463\t0.462\t-0.101\t2.548\t0.685\t2.314\t-1.369\t0.000\t0.597\t0.553\t0.986\t0.575\t0.523\t0.609\t0.525\n0\t1.663\t1.538\t-0.389\t0.305\t-1.516\t1.009\t-0.560\t-0.434\t2.173\t1.197\t0.481\t-1.532\t0.000\t1.106\t0.311\t0.359\t2.548\t1.572\t0.760\t1.465\t0.000\t0.972\t0.958\t0.990\t1.782\t1.061\t1.229\t1.226\n0\t1.938\t-0.591\t1.466\t0.822\t1.004\t0.961\t-0.454\t-0.354\t0.000\t0.863\t0.568\t-0.305\t2.215\t1.906\t-0.804\t-1.551\t2.548\t1.266\t-0.793\t0.191\t0.000\t0.898\t0.927\t0.979\t0.924\t1.645\t1.077\t1.084\n0\t1.167\t1.783\t0.030\t0.351\t1.732\t0.416\t0.938\t1.281\t1.087\t1.013\t-0.385\t-1.461\t0.000\t0.876\t1.115\t-1.232\t2.548\t0.589\t-0.460\t0.944\t0.000\t0.840\t0.685\t0.984\t0.704\t0.587\t0.572\t0.562\n1\t0.990\t-0.835\t-1.465\t0.734\t-0.932\t1.838\t-0.029\t0.694\t2.173\t1.594\t-0.916\t-1.165\t0.000\t0.564\t0.685\t-0.190\t0.000\t0.487\t-0.836\t1.678\t1.551\t1.780\t1.003\t0.984\t1.925\t0.926\t1.285\t1.204\n1\t0.485\t1.319\t-1.041\t1.556\t1.382\t0.999\t0.650\t-0.249\t2.173\t1.094\t-0.010\t-1.419\t0.000\t1.414\t-0.660\t0.703\t0.000\t0.489\t-0.435\t-0.457\t1.551\t1.928\t1.085\t0.987\t1.207\t0.481\t1.006\t1.050\n0\t0.594\t-0.004\t1.207\t0.869\t-0.512\t0.926\t-1.453\t1.233\t2.173\t0.859\t-2.684\t-0.654\t0.000\t1.067\t-0.297\t-0.096\t0.000\t0.899\t-1.031\t-1.290\t3.102\t0.906\t0.770\t0.996\t1.128\t0.745\t0.788\t0.953\n1\t1.291\t-0.469\t1.256\t0.469\t1.557\t1.836\t-1.349\t0.097\t0.000\t0.685\t-0.022\t-1.690\t0.000\t1.020\t0.438\t-1.310\t2.548\t0.693\t-0.865\t1.609\t1.551\t0.831\t0.978\t0.987\t0.757\t0.622\t1.132\t1.114\n0\t0.868\t0.627\t0.592\t0.610\t1.451\t0.677\t-0.728\t-0.224\t2.173\t0.720\t-0.419\t-1.569\t2.215\t0.651\t0.646\t-1.739\t0.000\t0.935\t0.400\t-0.212\t0.000\t0.850\t0.924\t0.993\t0.739\t0.975\t0.732\t0.678\n1\t0.703\t-1.245\t1.163\t1.668\t-1.532\t0.579\t-0.761\t0.810\t0.000\t1.964\t-0.696\t-0.072\t2.215\t1.074\t-1.236\t-0.786\t2.548\t1.698\t-0.651\t1.516\t0.000\t0.898\t1.075\t0.987\t1.513\t1.054\t1.045\t0.980\n0\t0.716\t-0.978\t0.200\t1.050\t1.346\t0.849\t0.058\t1.121\t0.000\t0.862\t-2.592\t-0.072\t0.000\t1.019\t-1.172\t-1.331\t0.000\t1.027\t-0.264\t-0.950\t0.000\t0.964\t1.180\t1.032\t0.526\t0.497\t0.702\t0.706\n1\t0.917\t0.842\t-0.130\t0.501\t-1.405\t1.104\t-0.256\t-1.358\t0.000\t0.809\t-0.799\t0.742\t2.215\t1.258\t0.413\t0.178\t2.548\t0.781\t1.803\t1.164\t0.000\t1.675\t1.356\t0.990\t0.671\t0.899\t1.081\t0.941\n1\t1.326\t-0.563\t-1.171\t0.340\t-0.340\t1.137\t1.143\t1.175\t0.000\t1.178\t-0.776\t0.130\t0.000\t1.314\t-0.077\t0.490\t0.000\t1.184\t0.016\t-0.874\t3.102\t0.924\t1.026\t0.984\t0.797\t0.765\t0.915\t0.832\n0\t1.934\t0.779\t1.371\t0.737\t1.156\t0.972\t0.190\t-1.561\t2.173\t0.607\t-2.804\t0.086\t0.000\t2.011\t0.353\t-0.281\t2.548\t1.132\t0.865\t-0.506\t0.000\t3.806\t2.781\t1.007\t1.525\t1.602\t1.954\t2.001\n1\t1.225\t0.256\t-0.608\t0.881\t1.632\t0.898\t-0.756\t0.013\t0.000\t0.376\t-2.484\t0.975\t0.000\t1.842\t0.315\t1.530\t2.548\t0.831\t-0.587\t-0.875\t0.000\t0.948\t0.983\t1.297\t0.974\t0.919\t0.997\t0.895\n1\t0.539\t-1.577\t-1.265\t0.799\t1.298\t0.989\t-1.023\t0.331\t0.000\t1.523\t-0.945\t1.589\t2.215\t1.371\t-0.996\t-0.564\t0.000\t0.896\t2.078\t-0.669\t0.000\t0.692\t0.823\t0.991\t0.682\t0.926\t0.928\t0.799\n0\t2.334\t1.293\t-0.019\t1.183\t0.293\t1.236\t-0.786\t-1.599\t2.173\t0.493\t0.472\t-0.753\t0.000\t1.005\t-1.500\t1.686\t0.000\t0.919\t0.239\t1.229\t3.102\t1.636\t1.094\t0.974\t2.542\t0.898\t1.593\t1.485\n1\t0.413\t1.511\t1.706\t2.402\t0.955\t1.013\t-1.805\t-0.802\t0.000\t1.075\t0.203\t-0.972\t1.107\t0.838\t0.168\t0.162\t0.000\t1.127\t0.653\t0.909\t3.102\t2.329\t1.836\t0.994\t0.820\t1.028\t1.363\t2.339\n0\t1.202\t0.037\t-1.413\t0.803\t0.671\t0.474\t-0.763\t-1.189\t0.000\t0.624\t0.572\t0.328\t2.215\t0.609\t-0.685\t0.131\t2.548\t0.420\t0.124\t0.900\t0.000\t0.725\t0.795\t1.297\t0.794\t0.487\t0.620\t0.584\n1\t0.449\t-0.118\t-1.668\t1.308\t-0.073\t0.689\t-0.098\t0.390\t0.000\t0.966\t-1.208\t-1.169\t2.215\t1.167\t-0.072\t-1.208\t2.548\t1.161\t-0.831\t0.846\t0.000\t0.836\t1.108\t1.052\t0.974\t0.696\t0.903\t0.805\n0\t1.249\t0.091\t1.097\t1.708\t0.650\t0.732\t2.362\t-0.307\t0.000\t1.063\t-0.443\t-0.543\t1.107\t0.825\t-1.444\t-1.586\t0.000\t1.767\t0.024\t-1.304\t1.551\t5.156\t2.949\t0.999\t1.226\t0.840\t1.909\t1.704\n0\t0.537\t0.644\t1.467\t0.587\t-1.407\t0.716\t1.003\t0.837\t2.173\t0.917\t-1.062\t-0.452\t0.000\t0.473\t-0.603\t0.115\t2.548\t0.628\t1.015\t-0.906\t0.000\t1.467\t0.859\t0.980\t1.023\t0.810\t0.930\t0.831\n1\t2.472\t0.928\t1.701\t0.584\t-0.326\t0.481\t-0.275\t1.691\t0.000\t1.092\t1.350\t0.111\t2.215\t0.608\t-0.277\t0.255\t0.000\t1.066\t-0.340\t-0.865\t1.551\t0.936\t0.709\t1.611\t1.333\t1.250\t1.043\t0.948\n1\t1.000\t1.469\t0.261\t1.867\t1.012\t0.708\t0.019\t-0.894\t2.173\t0.487\t2.141\t-1.231\t0.000\t0.507\t0.817\t-1.691\t2.548\t0.468\t-1.426\t-1.022\t0.000\t2.163\t1.195\t1.187\t1.520\t0.596\t0.972\t1.051\n1\t0.850\t-0.237\t-0.382\t0.637\t-1.503\t1.128\t2.147\t0.884\t0.000\t1.200\t0.428\t0.080\t2.215\t2.040\t0.007\t-1.190\t1.274\t1.093\t-0.507\t-1.715\t0.000\t3.412\t2.342\t0.986\t0.795\t1.557\t1.813\t1.559\n1\t0.627\t1.697\t-0.055\t1.096\t1.695\t0.320\t-0.088\t1.175\t2.173\t0.319\t0.186\t-0.473\t2.215\t0.292\t0.539\t1.416\t0.000\t0.386\t-2.239\t-1.075\t0.000\t0.964\t0.698\t1.148\t0.762\t0.473\t0.642\t0.889\n0\t1.575\t-0.050\t1.272\t0.972\t1.511\t1.048\t-0.777\t0.973\t2.173\t2.090\t0.055\t-0.800\t2.215\t0.934\t-1.374\t-0.001\t0.000\t0.488\t0.378\t-0.060\t0.000\t0.855\t1.015\t0.967\t1.581\t2.372\t1.408\t1.212\n0\t0.782\t0.063\t-0.724\t1.321\t0.190\t1.207\t-0.575\t-0.053\t0.000\t1.095\t-1.320\t1.469\t0.000\t1.798\t-0.189\t1.512\t2.548\t1.488\t-0.252\t-1.327\t3.102\t2.584\t1.693\t1.034\t1.138\t0.691\t1.219\t1.096\n0\t0.489\t1.233\t-0.441\t2.737\t-0.426\t1.564\t0.436\t1.624\t0.000\t1.289\t-0.223\t0.108\t2.215\t0.849\t0.901\t1.278\t0.000\t1.327\t-0.532\t1.424\t3.102\t0.861\t0.926\t0.989\t0.917\t1.121\t1.138\t1.232\n0\t1.150\t-1.923\t-1.481\t0.482\t0.158\t1.051\t-0.782\t1.208\t2.173\t0.531\t-0.362\t0.894\t0.000\t1.475\t-0.673\t-0.398\t2.548\t1.018\t0.867\t-0.867\t0.000\t1.207\t1.119\t1.028\t1.076\t1.540\t1.028\t1.053\n1\t1.157\t0.517\t0.064\t0.803\t1.511\t0.963\t0.605\t1.346\t0.000\t1.280\t-0.657\t-0.821\t0.000\t0.389\t-1.208\t0.563\t1.274\t0.787\t0.492\t-0.646\t3.102\t2.724\t1.537\t1.289\t0.821\t0.601\t0.973\t0.895\n0\t1.136\t-0.207\t-1.172\t0.820\t1.312\t0.642\t-0.194\t-0.171\t2.173\t0.405\t-1.910\t1.253\t0.000\t0.388\t-1.515\t-0.831\t0.000\t1.273\t-0.110\t1.006\t3.102\t0.721\t0.871\t1.050\t0.710\t0.836\t0.690\t0.659\n1\t0.924\t1.972\t1.221\t1.063\t-0.028\t1.089\t1.253\t0.102\t2.173\t1.126\t1.079\t1.714\t0.000\t1.082\t0.772\t-1.177\t0.000\t1.216\t1.251\t-0.689\t3.102\t0.893\t0.838\t1.239\t0.974\t0.810\t0.946\t0.914\n1\t0.899\t0.220\t0.951\t0.376\t-0.773\t0.926\t-0.837\t-0.703\t0.000\t0.798\t-0.841\t0.663\t1.107\t0.886\t0.089\t-0.947\t0.000\t1.178\t-0.544\t1.491\t0.000\t0.872\t1.015\t0.988\t0.879\t0.635\t0.832\t0.806\n1\t1.149\t0.669\t1.100\t0.554\t-1.500\t2.786\t1.485\t0.108\t0.000\t2.707\t1.144\t1.385\t0.000\t2.373\t0.957\t-1.160\t0.000\t1.056\t-2.364\t-1.308\t0.000\t2.926\t1.712\t0.985\t0.721\t0.265\t1.092\t0.907\n1\t1.249\t-0.865\t-0.948\t0.702\t0.526\t0.698\t-0.765\t-1.284\t0.000\t0.801\t-0.938\t0.672\t2.215\t1.142\t-1.349\t0.997\t2.548\t0.534\t-1.826\t-1.401\t0.000\t1.003\t0.872\t1.259\t0.855\t0.396\t0.678\t0.674\n1\t0.916\t-1.093\t-0.018\t1.275\t1.686\t0.937\t-0.548\t-1.737\t2.173\t1.417\t-0.327\t0.162\t0.000\t0.722\t0.134\t-0.574\t0.000\t0.402\t-0.347\t0.575\t3.102\t1.028\t0.593\t1.496\t1.017\t0.567\t0.825\t0.839\n0\t0.803\t1.453\t-1.386\t0.608\t-0.116\t0.477\t-0.345\t1.064\t2.173\t0.338\t-2.186\t-0.366\t0.000\t0.873\t0.715\t0.367\t2.548\t0.656\t0.179\t0.666\t0.000\t1.081\t1.070\t0.988\t0.887\t0.674\t0.712\t0.811\n0\t0.799\t-1.367\t1.261\t1.395\t0.987\t0.612\t-0.613\t-1.039\t2.173\t0.499\t0.597\t-0.253\t1.107\t0.318\t0.669\t-0.673\t0.000\t0.637\t2.046\t0.482\t0.000\t1.009\t0.692\t0.995\t1.326\t0.752\t1.250\t1.557\n1\t0.568\t0.436\t0.794\t0.367\t-1.492\t0.823\t2.219\t0.840\t0.000\t0.822\t1.915\t0.358\t0.000\t0.893\t0.790\t-0.933\t2.548\t0.749\t-1.784\t-1.255\t0.000\t0.774\t1.003\t0.990\t0.829\t0.181\t0.826\t1.052\n0\t0.459\t-0.592\t0.764\t1.310\t-1.506\t0.702\t0.644\t0.740\t0.000\t0.803\t0.229\t-0.354\t2.215\t0.789\t1.334\t-0.255\t2.548\t0.816\t2.492\t-1.267\t0.000\t0.694\t0.865\t0.988\t1.004\t0.558\t0.754\t0.726\n1\t0.457\t-1.456\t0.938\t0.423\t0.662\t1.501\t-0.469\t-0.758\t2.173\t0.927\t0.542\t0.736\t2.215\t0.933\t-0.332\t1.373\t0.000\t0.500\t0.819\t-1.532\t0.000\t0.664\t1.223\t0.984\t0.686\t1.934\t1.048\t0.877\n0\t1.003\t-1.368\t-1.222\t0.939\t-0.202\t0.711\t-0.116\t-0.428\t1.087\t0.821\t-0.708\t0.018\t0.000\t0.987\t-0.404\t1.148\t0.000\t1.317\t-1.126\t1.042\t3.102\t0.858\t1.080\t1.070\t0.836\t1.200\t0.808\t0.754\n0\t1.193\t-0.149\t1.353\t0.356\t-0.903\t2.676\t1.070\t0.240\t1.087\t2.697\t-0.702\t-1.271\t0.000\t2.205\t-0.517\t0.917\t0.000\t1.539\t0.373\t0.127\t0.000\t0.789\t0.927\t0.991\t1.038\t4.053\t2.031\t1.595\n0\t1.214\t-0.297\t0.064\t0.646\t1.040\t0.882\t-0.044\t-0.888\t2.173\t0.773\t0.393\t1.242\t2.215\t1.105\t-0.980\t1.701\t0.000\t0.400\t1.798\t0.414\t0.000\t0.838\t0.932\t0.987\t0.751\t1.175\t0.803\t0.771\n1\t1.118\t1.477\t1.658\t0.585\t-0.664\t0.915\t-1.711\t1.079\t0.000\t1.666\t-0.082\t0.007\t1.107\t0.598\t0.901\t-0.912\t0.000\t0.631\t-0.016\t-1.426\t3.102\t2.744\t1.528\t0.987\t1.435\t0.890\t1.276\t1.379\n1\t0.767\t-0.951\t-0.522\t0.550\t1.404\t0.643\t0.956\t1.295\t0.000\t0.876\t0.195\t0.823\t2.215\t1.300\t0.336\t-1.001\t0.000\t1.706\t-0.501\t-0.240\t3.102\t1.526\t1.179\t0.987\t0.672\t1.011\t0.980\t0.848\n1\t0.574\t-0.288\t0.769\t0.936\t-0.699\t0.480\t0.033\t-0.445\t0.000\t1.013\t-0.232\t1.389\t0.000\t1.458\t0.789\t-1.521\t1.274\t1.918\t0.224\t0.252\t1.551\t1.489\t1.156\t0.987\t0.969\t1.335\t0.952\t0.826\n1\t0.770\t-0.528\t0.257\t0.403\t-1.139\t0.808\t0.294\t-1.449\t2.173\t1.604\t-0.745\t0.862\t0.000\t0.906\t-0.685\t-0.614\t2.548\t0.413\t-0.614\t1.734\t0.000\t0.750\t0.991\t0.989\t1.068\t0.935\t0.921\t0.818\n0\t1.052\t0.823\t-0.622\t0.475\t-1.122\t0.987\t0.023\t0.307\t2.173\t0.806\t-1.480\t-1.353\t0.000\t0.874\t0.903\t1.043\t2.548\t1.311\t0.245\t1.035\t0.000\t0.884\t1.290\t0.995\t0.996\t0.920\t1.060\t0.937\n0\t1.245\t0.017\t0.427\t2.898\t0.460\t2.037\t-0.983\t-1.201\t0.000\t0.595\t-0.714\t1.229\t2.215\t0.515\t-0.852\t-1.474\t2.548\t0.571\t-0.249\t-0.375\t0.000\t1.259\t1.185\t0.988\t1.181\t0.386\t0.927\t1.428\n0\t0.497\t-1.109\t-0.813\t0.622\t0.912\t0.885\t0.961\t-1.543\t0.000\t0.648\t1.177\t-0.918\t1.107\t0.881\t1.249\t0.237\t0.000\t1.576\t0.357\t0.626\t1.551\t1.619\t1.024\t0.984\t1.282\t0.970\t1.254\t1.382\n0\t0.627\t-0.806\t0.570\t0.444\t-0.870\t1.686\t-0.202\t0.861\t1.087\t1.282\t0.785\t-1.672\t1.107\t2.086\t-1.263\t-0.213\t0.000\t1.596\t-0.216\t-1.264\t0.000\t0.873\t0.938\t0.983\t0.965\t1.996\t1.301\t1.037\n1\t0.732\t0.103\t-1.694\t0.442\t1.073\t0.589\t1.730\t-1.121\t0.000\t0.997\t0.087\t0.400\t2.215\t0.429\t2.324\t0.085\t0.000\t0.751\t0.194\t-1.123\t3.102\t0.884\t0.789\t0.986\t0.895\t0.768\t0.873\t0.772\n1\t2.187\t-1.674\t-1.242\t0.508\t0.758\t0.887\t-1.146\t0.623\t0.000\t0.524\t-0.306\t0.707\t1.107\t0.467\t-0.787\t-0.969\t0.000\t1.136\t-1.898\t0.348\t0.000\t0.898\t0.854\t1.421\t0.920\t0.748\t0.813\t0.726\n1\t0.976\t-0.383\t-0.937\t0.627\t-0.076\t0.783\t-0.240\t-1.295\t0.000\t0.699\t-2.329\t0.987\t0.000\t0.699\t-2.615\t1.330\t0.000\t1.039\t0.977\t-1.310\t0.000\t0.801\t0.905\t0.988\t0.718\t0.451\t0.623\t0.637\n1\t1.147\t0.376\t-0.871\t0.459\t0.569\t0.915\t-0.247\t1.244\t0.000\t0.672\t-0.255\t-1.632\t0.000\t1.238\t0.810\t-0.252\t2.548\t0.893\t-0.728\t-0.057\t3.102\t0.868\t0.934\t0.987\t0.679\t0.817\t0.917\t0.790\n0\t0.863\t1.191\t1.441\t1.987\t1.107\t1.193\t1.860\t-0.307\t0.000\t0.392\t1.701\t0.184\t0.000\t0.408\t0.545\t-0.952\t2.548\t1.166\t1.188\t-1.222\t1.551\t0.628\t0.851\t0.982\t0.842\t0.258\t0.675\t0.839\n1\t0.475\t0.939\t0.181\t1.085\t-0.446\t0.526\t1.053\t-1.211\t1.087\t0.775\t1.599\t0.963\t2.215\t0.987\t0.451\t0.658\t0.000\t0.719\t-0.300\t-1.329\t0.000\t0.852\t0.810\t0.983\t1.164\t0.913\t0.882\t0.759\n1\t1.593\t-0.447\t-1.070\t0.591\t-0.913\t2.729\t-0.351\t0.820\t0.000\t2.010\t-0.187\t-0.632\t2.215\t0.957\t0.028\t-0.865\t0.000\t1.553\t-0.010\t-1.379\t3.102\t0.731\t0.748\t0.989\t0.722\t1.004\t0.753\t0.638\n0\t1.430\t-0.756\t1.228\t0.663\t0.051\t0.648\t-0.352\t-0.144\t2.173\t0.654\t-1.387\t1.558\t0.000\t0.748\t-0.932\t-1.244\t2.548\t0.603\t0.221\t-0.823\t0.000\t1.038\t0.974\t1.177\t0.783\t0.784\t0.697\t0.665\n0\t0.553\t-0.163\t0.480\t0.628\t-1.325\t1.236\t1.285\t0.651\t0.000\t1.539\t0.386\t-1.301\t2.215\t0.686\t0.912\t0.149\t2.548\t0.898\t-0.391\t-0.573\t0.000\t1.325\t0.785\t0.989\t1.057\t1.106\t1.055\t1.054\n0\t0.903\t-1.396\t-0.128\t1.468\t-0.683\t1.207\t-2.117\t1.289\t0.000\t1.540\t2.113\t1.186\t0.000\t2.432\t-1.202\t-0.396\t2.548\t0.817\t0.205\t-1.334\t0.000\t1.003\t1.134\t0.988\t0.741\t0.313\t1.481\t1.582\n0\t0.335\t1.491\t-1.411\t1.135\t0.797\t0.623\t0.564\t-0.606\t2.173\t0.640\t-0.924\t0.112\t2.215\t0.772\t-0.661\t1.669\t0.000\t0.615\t-1.820\t-1.618\t0.000\t0.620\t0.770\t0.988\t1.273\t0.958\t1.450\t1.620\n0\t0.370\t-0.661\t1.430\t1.327\t-0.485\t0.799\t0.058\t-1.737\t0.000\t1.192\t-0.228\t0.401\t2.215\t0.953\t0.455\t-1.171\t0.000\t0.770\t0.827\t0.609\t3.102\t0.843\t0.852\t0.987\t0.838\t0.587\t0.850\t0.778\n0\t1.105\t-0.950\t-1.484\t1.009\t1.146\t1.312\t2.468\t0.069\t0.000\t0.614\t-0.452\t-0.536\t0.000\t1.160\t-2.041\t-0.189\t0.000\t2.239\t0.318\t1.606\t3.102\t0.918\t0.981\t1.019\t0.759\t0.513\t0.700\t0.712\n0\t0.472\t-1.690\t-0.247\t1.678\t0.694\t1.361\t-0.736\t0.085\t2.173\t1.194\t-0.443\t-0.759\t0.000\t2.373\t-1.255\t-1.693\t1.274\t0.929\t-0.027\t-1.562\t0.000\t0.955\t1.345\t0.984\t0.899\t2.352\t1.332\t1.162\n0\t0.723\t-0.930\t-0.912\t1.104\t0.766\t0.558\t-0.766\t1.291\t2.173\t0.568\t-1.413\t0.080\t0.000\t0.675\t-1.556\t-0.837\t0.000\t0.462\t-1.327\t-1.309\t3.102\t0.709\t0.868\t1.236\t0.644\t0.446\t0.525\t0.553\n0\t1.122\t-0.987\t0.586\t0.284\t1.648\t0.756\t-1.002\t-0.486\t2.173\t0.642\t-1.047\t-1.518\t1.107\t0.787\t-0.244\t-0.831\t0.000\t1.092\t0.481\t0.884\t0.000\t0.980\t0.904\t0.989\t0.888\t0.822\t0.765\t0.735\n0\t0.730\t-0.551\t-0.826\t0.911\t-0.290\t0.927\t-1.017\t0.083\t2.173\t0.830\t-2.559\t1.259\t0.000\t1.437\t-0.379\t-1.618\t0.000\t1.241\t-0.702\t1.314\t1.551\t2.424\t1.406\t0.985\t1.047\t1.022\t1.184\t1.230\n1\t1.748\t0.058\t1.071\t0.155\t1.152\t0.705\t-0.459\t-0.565\t2.173\t0.567\t-1.951\t0.996\t0.000\t0.364\t-1.289\t-0.197\t2.548\t1.560\t0.412\t-1.215\t0.000\t2.262\t1.274\t0.990\t1.148\t0.374\t0.888\t0.956\n1\t0.669\t-0.844\t-0.874\t1.200\t0.448\t0.815\t-1.631\t1.157\t0.000\t0.718\t-0.701\t-0.287\t2.215\t1.909\t-0.347\t-1.386\t2.548\t1.321\t-1.111\t0.548\t0.000\t0.866\t1.060\t1.152\t1.084\t1.063\t1.041\t0.899\n1\t0.858\t0.863\t1.331\t1.113\t-0.570\t1.019\t0.256\t-0.535\t0.000\t1.735\t0.420\t0.696\t2.215\t1.020\t-0.505\t-1.401\t0.000\t0.600\t0.085\t-1.313\t3.102\t1.500\t0.837\t1.340\t1.172\t0.907\t1.042\t0.948\n1\t0.788\t0.913\t0.877\t0.180\t1.320\t1.248\t0.392\t-0.841\t0.000\t0.813\t0.165\t1.126\t2.215\t0.763\t0.541\t1.357\t2.548\t0.498\t-0.713\t-1.022\t0.000\t0.828\t0.966\t0.981\t0.569\t0.249\t0.795\t0.726\n0\t0.878\t-0.547\t0.671\t0.471\t1.136\t0.841\t-1.023\t-1.613\t2.173\t0.586\t-1.612\t0.957\t0.000\t0.854\t1.315\t-0.722\t0.000\t2.465\t0.047\t-0.193\t3.102\t0.895\t0.963\t0.992\t0.918\t1.701\t1.233\t1.136\n1\t0.783\t-0.886\t0.272\t1.072\t1.366\t1.213\t-0.525\t1.055\t0.000\t1.253\t-0.233\t-1.244\t2.215\t2.327\t2.022\t-0.521\t0.000\t1.926\t-1.583\t-0.910\t0.000\t0.792\t1.070\t1.059\t0.643\t1.443\t0.967\t0.859\n0\t0.600\t-1.022\t0.330\t0.999\t-1.190\t1.656\t0.394\t1.163\t0.000\t1.197\t0.625\t-0.014\t2.215\t0.680\t1.552\t0.686\t0.000\t1.670\t-0.607\t-0.650\t0.000\t1.558\t1.046\t1.051\t1.218\t0.878\t0.990\t1.121\n1\t0.646\t-0.498\t1.592\t2.034\t1.557\t0.458\t1.382\t0.142\t2.173\t0.565\t0.574\t0.327\t0.000\t0.617\t0.384\t-0.203\t0.000\t1.093\t0.229\t-0.722\t3.102\t0.644\t0.563\t0.976\t0.881\t0.687\t0.828\t0.695\n0\t1.070\t1.278\t-1.053\t0.458\t0.407\t0.556\t-0.781\t-0.737\t2.173\t0.571\t-0.950\t0.531\t0.000\t0.751\t-1.035\t1.539\t0.000\t1.434\t0.222\t1.147\t3.102\t0.797\t0.836\t0.986\t0.808\t1.073\t0.819\t0.845\n0\t0.978\t0.036\t0.285\t0.594\t-0.230\t0.565\t0.889\t-1.471\t1.087\t0.421\t0.733\t1.463\t2.215\t0.805\t-2.166\t-0.126\t0.000\t0.436\t-1.294\t-1.568\t0.000\t0.688\t1.208\t0.980\t1.114\t0.346\t1.109\t0.958\n0\t0.281\t-0.030\t-1.589\t1.904\t0.830\t0.999\t0.441\t1.460\t2.173\t1.741\t0.194\t-0.651\t2.215\t1.199\t0.210\t0.632\t0.000\t2.255\t-0.753\t-0.755\t0.000\t2.035\t1.586\t0.989\t1.194\t1.849\t1.347\t1.255\n0\t2.386\t-0.512\t-0.060\t1.210\t-0.400\t0.455\t2.552\t1.582\t0.000\t0.835\t-0.298\t1.441\t0.000\t0.509\t-0.067\t1.123\t2.548\t1.094\t-0.817\t-1.099\t3.102\t0.905\t0.766\t0.987\t0.837\t0.583\t0.708\t0.791\n0\t0.282\t-1.559\t0.832\t1.498\t0.252\t1.201\t0.585\t-1.358\t0.000\t0.798\t1.429\t-1.324\t0.000\t1.738\t0.831\t0.471\t2.548\t1.323\t1.070\t-0.520\t3.102\t0.947\t0.965\t0.999\t0.883\t0.928\t1.047\t1.085\n1\t1.055\t-0.653\t-0.688\t1.296\t-0.809\t0.371\t0.373\t-0.524\t0.000\t0.787\t0.061\t0.616\t0.000\t1.358\t0.636\t-1.721\t2.548\t1.464\t0.855\t0.691\t0.000\t0.999\t1.027\t0.981\t0.719\t0.868\t1.053\t0.982\n1\t0.764\t-0.039\t-1.021\t0.735\t-0.583\t1.349\t0.644\t0.974\t2.173\t0.366\t0.499\t-1.700\t0.000\t0.328\t0.885\t-1.018\t2.548\t0.498\t-0.895\t-0.876\t0.000\t0.618\t1.026\t0.979\t0.660\t0.818\t1.056\t0.825\n1\t0.674\t1.048\t-1.549\t1.030\t-0.231\t1.428\t0.094\t1.159\t1.087\t0.581\t0.258\t-0.894\t0.000\t0.557\t1.282\t-0.225\t0.000\t0.777\t-0.364\t0.440\t3.102\t0.722\t0.698\t1.071\t1.327\t0.738\t0.900\t0.818\n1\t0.865\t0.412\t1.511\t1.103\t-0.849\t0.940\t0.372\t0.295\t0.000\t1.051\t1.211\t1.603\t2.215\t1.065\t0.944\t-0.097\t0.000\t0.762\t-0.000\t-1.141\t3.102\t0.868\t0.886\t1.150\t0.882\t0.735\t0.895\t0.827\n0\t0.577\t1.174\t-0.049\t0.676\t1.238\t0.518\t-0.340\t-1.677\t0.000\t0.588\t0.596\t-0.265\t2.215\t0.521\t-0.443\t0.503\t2.548\t0.466\t1.110\t-1.192\t0.000\t0.773\t0.773\t0.982\t0.575\t0.507\t0.548\t0.536\n1\t1.043\t0.347\t-1.555\t1.751\t-1.009\t0.621\t-0.731\t0.187\t2.173\t0.756\t0.709\t0.739\t0.000\t0.466\t-0.459\t1.640\t0.000\t0.692\t0.460\t0.434\t1.551\t0.891\t0.916\t0.985\t0.805\t0.503\t0.807\t0.762\n0\t1.167\t0.346\t1.669\t0.806\t0.657\t1.014\t0.861\t-0.300\t2.173\t0.668\t-1.183\t1.498\t0.000\t0.836\t0.724\t0.627\t2.548\t1.646\t1.766\t-0.994\t0.000\t3.654\t2.091\t1.062\t1.144\t0.852\t1.445\t1.187\n0\t0.738\t1.166\t0.550\t1.749\t1.125\t0.518\t-2.507\t-0.079\t0.000\t0.570\t2.009\t-0.984\t0.000\t1.234\t2.294\t-1.675\t0.000\t1.541\t0.400\t-0.447\t3.102\t0.805\t0.644\t0.988\t1.211\t0.133\t0.769\t0.838\n0\t0.756\t0.655\t1.156\t1.404\t-1.559\t0.774\t-1.715\t0.350\t0.000\t1.094\t0.691\t-0.786\t2.215\t1.153\t-1.164\t1.272\t2.548\t0.435\t-0.812\t-0.480\t0.000\t0.694\t0.821\t0.990\t0.949\t1.804\t1.233\t1.155\n1\t0.906\t-1.266\t-1.600\t0.320\t0.493\t0.449\t-0.417\t0.235\t1.087\t0.566\t-1.789\t-0.858\t0.000\t1.260\t-0.577\t-1.597\t2.548\t1.353\t0.593\t0.662\t0.000\t0.808\t0.978\t0.988\t0.704\t0.939\t0.676\t0.642\n1\t2.672\t0.822\t0.926\t0.589\t0.806\t0.830\t0.373\t-0.601\t0.000\t0.542\t2.024\t-0.923\t0.000\t0.742\t0.124\t-0.071\t0.000\t0.947\t0.033\t-1.593\t1.551\t1.093\t0.762\t0.979\t0.909\t0.684\t0.764\t0.725\n1\t1.448\t0.084\t1.032\t0.540\t-0.388\t0.478\t0.655\t0.683\t0.000\t0.838\t0.233\t-1.134\t2.215\t1.386\t0.995\t-0.519\t2.548\t0.959\t0.283\t-1.701\t0.000\t0.882\t0.980\t1.173\t0.897\t0.785\t0.812\t0.731\n0\t1.926\t-0.705\t1.543\t0.467\t-0.408\t1.291\t0.433\t-0.489\t2.173\t2.097\t-0.491\t0.939\t2.215\t0.685\t0.859\t-0.676\t0.000\t0.781\t1.249\t-0.895\t0.000\t0.277\t0.572\t1.291\t1.107\t2.609\t1.454\t1.259\n0\t1.087\t-0.256\t0.022\t0.810\t1.147\t0.819\t0.556\t-1.158\t2.173\t0.572\t0.927\t0.054\t0.000\t0.831\t0.154\t1.226\t0.000\t0.590\t0.973\t-0.564\t3.102\t1.015\t1.024\t1.103\t0.730\t0.438\t0.724\t0.688\n0\t0.816\t-1.556\t0.435\t1.133\t-1.513\t0.762\t1.570\t-0.253\t0.000\t0.725\t0.120\t0.753\t1.107\t0.863\t-1.595\t-0.495\t0.000\t1.516\t0.658\t-1.330\t0.000\t0.835\t1.043\t1.310\t0.773\t0.620\t0.763\t0.724\n0\t0.864\t-1.260\t0.634\t1.216\t-0.279\t1.181\t-0.506\t1.451\t0.000\t0.566\t-1.475\t-1.592\t1.107\t1.470\t-1.296\t-0.598\t0.000\t0.470\t0.106\t-0.304\t0.000\t0.821\t0.792\t1.041\t0.637\t0.450\t0.571\t0.590\n1\t0.499\t-1.286\t0.496\t2.036\t1.324\t2.429\t-1.612\t-0.519\t0.000\t2.190\t-1.011\t1.019\t2.215\t1.238\t-0.684\t-0.909\t0.000\t1.097\t-0.444\t1.672\t3.102\t0.836\t0.644\t0.985\t0.827\t0.855\t0.881\t0.859\n1\t0.688\t-0.530\t-0.787\t0.254\t1.499\t0.830\t-0.125\t-0.096\t2.173\t1.431\t-0.336\t1.510\t0.000\t0.673\t-0.701\t0.869\t1.274\t0.463\t1.245\t-0.738\t0.000\t1.470\t0.981\t0.987\t0.788\t0.773\t0.889\t0.771\n1\t0.841\t0.378\t-0.212\t0.727\t-1.375\t0.923\t0.411\t-1.478\t0.000\t1.128\t1.205\t0.007\t2.215\t0.496\t-0.741\t1.082\t0.000\t0.677\t1.695\t-1.014\t0.000\t0.930\t0.905\t0.987\t0.797\t0.737\t0.826\t0.722\n0\t0.584\t-1.556\t0.625\t1.531\t0.713\t0.577\t-1.233\t-1.165\t1.087\t0.474\t-1.495\t1.552\t0.000\t1.159\t-1.297\t-0.514\t2.548\t0.366\t2.416\t0.056\t0.000\t0.270\t0.646\t0.997\t1.071\t0.572\t0.862\t0.716\n0\t0.883\t-0.139\t0.696\t1.162\t-0.065\t0.789\t1.363\t1.520\t2.173\t0.872\t0.291\t-1.461\t0.000\t1.164\t-0.175\t-0.550\t2.548\t0.396\t-0.195\t0.220\t0.000\t0.791\t0.902\t0.988\t0.752\t1.542\t1.111\t0.906\n0\t1.037\t1.273\t-1.294\t1.058\t0.496\t1.203\t-0.131\t0.938\t1.087\t0.594\t0.269\t1.259\t0.000\t0.935\t-2.331\t-0.562\t0.000\t2.043\t1.311\t-0.121\t3.102\t2.499\t2.110\t1.450\t0.957\t2.091\t2.122\t1.884\n0\t1.536\t1.372\t0.723\t0.252\t-0.832\t1.002\t1.644\t-0.141\t2.173\t1.200\t1.526\t-1.259\t2.215\t1.571\t1.369\t-1.722\t0.000\t2.244\t2.348\t0.190\t0.000\t1.121\t1.014\t0.987\t0.899\t1.366\t1.121\t0.978\n1\t0.859\t-0.860\t0.895\t1.772\t0.283\t1.075\t-1.054\t-1.174\t2.173\t0.781\t-0.546\t1.593\t0.000\t0.535\t-0.044\t-0.141\t2.548\t0.371\t-1.568\t0.328\t0.000\t0.809\t0.891\t0.988\t0.592\t0.908\t0.930\t0.796\n0\t0.600\t-1.055\t1.710\t1.509\t-0.510\t1.877\t-1.129\t-1.277\t2.173\t1.506\t-1.297\t0.822\t0.000\t1.310\t-1.552\t0.258\t0.000\t1.778\t-0.381\t0.591\t3.102\t1.121\t0.962\t1.199\t1.075\t2.035\t1.486\t1.222\n1\t1.438\t-0.154\t-0.687\t0.817\t-1.689\t1.054\t-1.212\t0.700\t0.000\t1.104\t0.641\t-1.571\t0.000\t2.269\t-0.533\t0.404\t2.548\t0.735\t0.482\t-0.482\t3.102\t3.217\t1.865\t1.178\t1.282\t0.932\t1.330\t1.169\n1\t0.770\t1.247\t1.158\t1.514\t1.604\t1.379\t-1.216\t0.478\t2.173\t1.520\t0.389\t-0.619\t1.107\t1.197\t0.098\t-1.204\t0.000\t0.567\t0.903\t-0.365\t0.000\t0.858\t0.894\t0.988\t3.779\t2.627\t2.603\t1.929\n1\t0.798\t-0.208\t1.463\t0.716\t-1.277\t0.503\t-0.974\t-0.465\t0.000\t0.660\t-0.680\t0.400\t0.000\t0.846\t0.029\t-1.442\t2.548\t0.872\t-1.263\t0.590\t0.000\t0.878\t1.088\t0.985\t0.624\t0.363\t0.638\t0.757\n1\t1.436\t0.216\t-1.109\t1.003\t-0.698\t0.902\t0.526\t1.449\t0.000\t1.274\t-0.118\t0.834\t2.215\t2.421\t1.046\t0.129\t0.000\t1.727\t0.062\t-1.482\t0.000\t1.013\t0.790\t0.997\t1.286\t0.811\t0.828\t0.863\n1\t0.670\t-2.150\t0.565\t0.605\t1.695\t0.787\t-0.437\t0.553\t0.000\t1.003\t-0.345\t-1.156\t2.215\t0.737\t0.943\t-1.494\t2.548\t0.994\t-1.036\t0.125\t0.000\t0.967\t1.045\t0.990\t0.964\t0.741\t0.910\t0.846\n1\t1.032\t-0.507\t-1.220\t1.039\t1.153\t1.510\t0.177\t0.232\t2.173\t1.022\t2.516\t-1.134\t0.000\t0.940\t0.647\t1.359\t2.548\t0.764\t-0.578\t-0.997\t0.000\t2.865\t1.785\t1.209\t1.409\t1.323\t1.690\t1.552\n1\t0.643\t0.086\t-1.641\t0.362\t-0.030\t0.770\t2.702\t1.529\t0.000\t1.633\t-1.075\t-0.288\t2.215\t1.243\t-0.219\t-0.335\t2.548\t3.611\t0.022\t1.205\t0.000\t0.817\t1.278\t0.985\t0.913\t0.679\t1.273\t1.012\n1\t1.483\t-1.157\t0.931\t0.865\t-0.763\t1.774\t0.917\t-0.014\t0.000\t0.958\t-0.218\t1.465\t0.000\t1.495\t0.265\t-1.541\t2.548\t2.171\t-0.638\t-1.288\t1.551\t3.173\t2.185\t1.567\t1.100\t0.824\t1.622\t1.564\n0\t0.533\t-0.374\t-1.210\t0.965\t1.034\t0.494\t-2.378\t-0.537\t0.000\t0.739\t0.737\t-0.186\t0.000\t0.679\t1.471\t-0.815\t0.000\t1.569\t0.610\t0.685\t3.102\t0.755\t0.861\t0.986\t0.973\t0.724\t0.892\t0.907\n0\t0.429\t-1.663\t-0.629\t0.495\t0.883\t0.546\t-0.122\t-1.022\t0.000\t0.575\t2.019\t1.451\t0.000\t0.851\t0.291\t-0.590\t0.000\t1.203\t-0.232\t0.523\t3.102\t0.761\t0.836\t0.979\t0.646\t0.290\t0.566\t0.565\n1\t1.347\t-1.055\t0.461\t0.372\t1.661\t1.341\t-2.340\t-1.606\t0.000\t1.293\t-0.799\t-0.795\t2.215\t1.690\t-1.193\t-0.172\t2.548\t1.634\t-0.826\t1.147\t0.000\t0.848\t1.151\t0.988\t1.005\t0.922\t0.956\t0.823\n0\t1.914\t-1.517\t0.373\t0.144\t-0.907\t1.880\t0.584\t-0.992\t2.173\t0.566\t0.833\t1.743\t0.000\t1.093\t-1.474\t0.779\t0.000\t0.958\t-0.684\t0.889\t3.102\t0.939\t1.208\t0.983\t2.438\t1.780\t1.587\t1.580\n1\t0.497\t-0.833\t1.149\t1.709\t0.131\t0.971\t0.756\t-1.622\t0.000\t0.396\t0.344\t-0.548\t0.000\t0.408\t2.066\t0.218\t0.000\t0.901\t0.577\t1.156\t3.102\t0.840\t1.001\t1.014\t0.883\t0.655\t0.872\t0.793\n1\t0.754\t-0.001\t1.460\t0.978\t0.473\t0.530\t2.321\t-1.417\t0.000\t0.637\t1.522\t-0.595\t0.000\t0.814\t0.115\t-0.694\t2.548\t1.186\t0.358\t0.740\t1.551\t0.968\t1.065\t0.992\t0.599\t0.731\t0.846\t0.966\n1\t0.606\t0.238\t0.945\t1.266\t-1.351\t0.997\t0.316\t-0.192\t1.087\t0.615\t0.053\t1.523\t0.000\t0.848\t-0.327\t-0.248\t0.000\t1.253\t-1.008\t1.471\t0.000\t0.775\t0.536\t1.067\t1.051\t0.666\t0.821\t0.747\n0\t0.500\t1.415\t-1.067\t0.200\t1.704\t0.748\t-1.263\t1.115\t0.000\t1.002\t-0.583\t-0.082\t1.107\t1.301\t-0.112\t-0.788\t2.548\t1.054\t-1.600\t-1.432\t0.000\t1.108\t1.267\t0.995\t0.679\t0.778\t0.993\t0.924\n1\t1.135\t-0.308\t0.574\t0.275\t-0.845\t0.382\t2.606\t-1.453\t0.000\t0.494\t-1.318\t-1.453\t1.107\t0.886\t-1.125\t-0.441\t2.548\t1.093\t-0.005\t0.222\t0.000\t0.845\t0.739\t0.988\t0.685\t0.558\t0.562\t0.545\n1\t0.349\t1.255\t-0.985\t0.646\t-0.931\t0.801\t0.927\t-0.820\t0.000\t1.319\t-0.162\t0.855\t0.000\t0.517\t-1.108\t0.861\t0.000\t0.786\t0.203\t0.366\t3.102\t0.696\t0.686\t0.987\t0.648\t0.440\t0.465\t0.582\n1\t1.631\t0.190\t-0.315\t1.076\t0.096\t0.758\t0.498\t-1.246\t2.173\t0.645\t1.546\t1.183\t0.000\t1.556\t0.483\t1.021\t1.274\t0.788\t0.971\t-1.275\t0.000\t0.769\t0.836\t1.002\t1.203\t1.204\t1.033\t0.965\n0\t2.055\t-0.883\t0.806\t1.140\t0.667\t1.059\t-1.429\t-0.809\t2.173\t0.482\t-1.413\t0.191\t0.000\t0.879\t-1.058\t1.620\t2.548\t1.301\t-0.448\t-1.242\t0.000\t0.856\t0.873\t0.973\t0.871\t0.993\t1.137\t0.957\n0\t1.559\t-1.783\t0.402\t0.418\t-0.779\t0.772\t0.259\t1.646\t2.173\t0.789\t1.013\t-1.347\t0.000\t0.587\t-0.185\t0.296\t2.548\t0.424\t2.461\t-0.731\t0.000\t0.925\t1.005\t0.989\t1.602\t0.811\t1.047\t1.477\n1\t0.293\t2.157\t-0.273\t0.628\t-1.059\t1.154\t-1.415\t0.559\t0.000\t1.966\t0.441\t-1.233\t2.215\t0.835\t0.453\t0.672\t0.000\t0.649\t-0.824\t0.245\t0.000\t0.728\t0.749\t0.985\t0.815\t0.934\t0.878\t0.751\n0\t1.387\t0.395\t-1.230\t1.583\t-0.159\t1.134\t-0.359\t1.243\t0.000\t1.060\t1.433\t0.314\t2.215\t1.873\t1.004\t-1.528\t2.548\t0.877\t1.566\t-0.351\t0.000\t2.578\t1.912\t1.689\t1.324\t1.517\t1.422\t1.299\n0\t1.404\t-1.323\t-1.366\t1.188\t-0.624\t0.397\t-2.917\t-0.844\t0.000\t0.743\t-1.432\t1.255\t2.215\t1.820\t-1.778\t0.828\t0.000\t1.068\t-1.122\t0.228\t3.102\t1.719\t1.118\t1.110\t0.935\t0.644\t0.774\t0.879\n0\t1.434\t0.604\t1.658\t1.044\t-0.194\t1.498\t2.030\t0.028\t0.000\t1.551\t0.294\t-1.154\t1.107\t1.656\t0.056\t1.292\t0.000\t0.738\t-0.768\t-1.730\t0.000\t0.797\t0.864\t1.687\t1.150\t0.988\t0.855\t0.865\n0\t1.175\t-0.859\t1.664\t0.437\t-0.777\t1.091\t-0.473\t-0.915\t2.173\t1.137\t-1.338\t1.101\t2.215\t0.533\t-2.031\t0.746\t0.000\t1.583\t1.255\t0.410\t0.000\t3.219\t2.342\t0.993\t0.784\t1.763\t1.713\t1.384\n1\t1.932\t0.823\t1.054\t0.749\t0.397\t0.542\t-0.752\t-0.503\t0.000\t0.448\t-0.920\t0.286\t2.215\t0.410\t0.928\t-0.078\t0.000\t1.611\t0.266\t-1.226\t0.000\t0.913\t0.686\t0.986\t0.914\t0.526\t0.663\t0.719\n0\t0.786\t0.991\t-1.721\t0.926\t-0.158\t0.557\t0.261\t1.297\t2.173\t0.786\t1.550\t-0.360\t0.000\t0.449\t-1.112\t1.008\t2.548\t0.722\t0.231\t-1.056\t0.000\t0.903\t1.032\t1.167\t0.934\t0.532\t0.804\t0.738\n0\t1.107\t0.538\t-1.297\t0.803\t0.959\t1.191\t0.950\t-0.308\t2.173\t1.461\t0.697\t1.326\t2.215\t0.535\t-0.241\t0.550\t0.000\t0.648\t0.322\t-0.673\t0.000\t0.618\t0.872\t1.169\t1.152\t1.946\t1.063\t0.844\n0\t0.662\t-0.450\t1.677\t0.496\t0.276\t0.896\t1.570\t1.189\t0.000\t1.231\t-0.736\t-0.532\t2.215\t0.789\t1.958\t-1.401\t0.000\t0.930\t0.939\t0.452\t0.000\t0.919\t0.868\t0.987\t0.956\t0.832\t1.268\t1.000\n1\t0.608\t-1.260\t0.484\t0.594\t-1.028\t1.014\t1.378\t-1.740\t0.000\t1.258\t0.629\t-0.073\t2.215\t0.611\t1.707\t-0.218\t0.000\t0.779\t-0.187\t1.037\t0.000\t1.177\t0.939\t0.987\t1.062\t0.686\t1.176\t1.136\n1\t0.321\t-1.394\t1.010\t0.690\t-0.991\t0.462\t1.260\t-1.023\t0.000\t0.537\t0.456\t-0.572\t0.000\t1.028\t-0.680\t0.418\t1.274\t1.492\t0.419\t1.103\t3.102\t0.874\t0.951\t0.988\t0.745\t0.835\t0.877\t0.771\n0\t0.904\t0.816\t0.585\t0.300\t-0.584\t0.869\t0.916\t-0.872\t2.173\t0.412\t-1.497\t1.436\t0.000\t0.541\t2.124\t-1.282\t0.000\t0.588\t-0.628\t0.910\t3.102\t2.502\t1.437\t0.985\t0.927\t1.039\t1.082\t0.907\n1\t0.451\t-0.318\t1.440\t1.212\t-1.287\t3.069\t-1.133\t-0.251\t0.000\t1.661\t1.728\t1.537\t0.000\t1.819\t-2.332\t1.036\t0.000\t1.707\t-0.030\t-1.591\t3.102\t0.873\t0.887\t0.998\t0.833\t0.617\t0.845\t1.348\n0\t0.396\t-1.290\t-0.945\t0.868\t1.010\t0.486\t0.698\t-1.297\t1.087\t0.348\t-1.152\t0.163\t0.000\t0.664\t-0.224\t0.595\t0.000\t1.279\t0.797\t-0.363\t3.102\t0.456\t0.861\t0.986\t1.763\t0.631\t1.368\t1.044\n1\t0.925\t1.663\t1.353\t0.569\t-1.333\t0.441\t-1.412\t1.673\t0.000\t1.047\t0.328\t-0.853\t0.000\t0.904\t-0.381\t0.772\t0.000\t1.952\t0.582\t0.294\t1.551\t0.922\t1.193\t0.992\t0.649\t0.492\t0.714\t0.801\n1\t1.289\t0.147\t-1.295\t1.515\t-1.500\t1.028\t-0.945\t1.042\t0.000\t1.408\t0.797\t-0.004\t1.107\t0.929\t-0.670\t-0.277\t2.548\t0.565\t0.408\t-1.587\t0.000\t1.223\t1.092\t0.969\t1.650\t1.085\t1.159\t1.147\n1\t0.384\t-2.007\t-1.648\t0.629\t-0.075\t0.800\t-0.170\t-0.212\t1.087\t0.811\t-1.081\t1.690\t2.215\t0.926\t-0.686\t-1.119\t0.000\t1.390\t0.568\t0.971\t0.000\t1.541\t1.166\t0.992\t0.764\t1.307\t0.949\t0.810\n1\t0.937\t-0.781\t1.214\t0.742\t0.051\t0.558\t0.022\t0.114\t2.173\t0.918\t-1.582\t1.491\t0.000\t1.185\t-0.304\t-1.718\t1.274\t1.067\t0.174\t-0.889\t0.000\t0.854\t0.866\t1.001\t0.775\t1.026\t0.717\t0.693\n1\t1.304\t-1.634\t-1.187\t0.228\t0.938\t1.030\t-1.150\t0.121\t1.087\t1.676\t-0.531\t1.393\t0.000\t1.383\t-1.051\t-0.379\t0.000\t0.526\t2.376\t1.403\t0.000\t2.443\t1.276\t0.987\t1.034\t0.691\t1.041\t0.911\n1\t1.044\t-0.440\t0.700\t0.313\t0.247\t0.729\t-2.426\t-1.354\t0.000\t0.646\t-1.016\t0.206\t2.215\t0.586\t0.370\t-1.119\t0.000\t1.043\t0.530\t1.114\t3.102\t0.820\t1.028\t0.984\t0.588\t0.884\t1.092\t1.077\n1\t2.080\t-0.087\t-0.289\t1.684\t-1.713\t0.781\t0.547\t1.462\t2.173\t0.642\t1.252\t0.557\t2.215\t0.472\t0.501\t-1.018\t0.000\t1.039\t-0.688\t0.334\t0.000\t0.926\t0.978\t2.486\t1.554\t0.855\t1.163\t0.960\n1\t0.949\t1.439\t1.214\t1.132\t0.723\t1.165\t1.059\t-0.690\t2.173\t0.901\t1.085\t1.066\t2.215\t0.842\t0.660\t-1.307\t0.000\t0.646\t1.454\t-0.198\t0.000\t0.810\t0.833\t0.985\t1.329\t1.508\t0.979\t0.816\n0\t1.062\t0.518\t-0.468\t0.982\t0.363\t0.849\t0.447\t-1.435\t2.173\t0.537\t-0.094\t-1.231\t2.215\t0.892\t0.303\t0.469\t0.000\t1.242\t-0.183\t0.973\t0.000\t0.605\t1.062\t0.990\t0.784\t0.331\t0.727\t0.731\n1\t1.709\t1.279\t1.052\t0.163\t-0.870\t0.889\t-0.099\t-0.822\t1.087\t0.641\t0.464\t-1.623\t0.000\t0.892\t-1.224\t0.047\t0.000\t0.917\t-0.003\t0.664\t0.000\t0.915\t0.974\t0.991\t0.596\t0.813\t0.848\t0.740\n1\t0.807\t0.503\t1.346\t0.801\t-1.045\t0.839\t-0.392\t-1.424\t2.173\t1.522\t-0.022\t0.296\t0.000\t0.756\t-0.391\t-0.254\t0.000\t0.725\t-0.916\t1.003\t3.102\t0.852\t0.789\t0.987\t0.877\t0.735\t0.875\t0.868\n0\t0.491\t0.347\t-1.264\t1.723\t-1.184\t1.500\t0.902\t0.215\t0.000\t1.450\t-0.014\t-1.689\t2.215\t1.075\t1.346\t0.902\t2.548\t0.852\t1.088\t-0.276\t0.000\t0.815\t0.940\t0.976\t0.901\t1.447\t1.248\t1.392\n1\t0.599\t-0.405\t0.601\t0.209\t-0.102\t0.938\t0.079\t-1.629\t2.173\t0.783\t1.071\t0.808\t2.215\t2.003\t0.049\t0.556\t0.000\t2.261\t-0.157\t-0.626\t0.000\t1.104\t1.098\t0.986\t0.637\t1.223\t0.950\t0.822\n1\t0.894\t0.066\t-1.633\t0.668\t0.738\t1.339\t0.358\t-0.323\t2.173\t0.801\t-0.388\t1.408\t0.000\t0.931\t-0.349\t0.672\t0.000\t0.580\t1.062\t-1.351\t3.102\t0.815\t0.822\t0.988\t1.120\t0.866\t0.941\t0.818\n0\t0.494\t1.436\t-1.058\t2.502\t-1.318\t0.722\t0.050\t0.362\t0.000\t0.841\t-0.528\t0.947\t0.000\t0.948\t-1.570\t0.346\t0.000\t1.543\t-0.165\t-1.671\t3.102\t0.971\t1.043\t0.980\t1.459\t0.797\t1.447\t1.668\n1\t0.981\t-0.917\t-0.497\t3.311\t-0.103\t1.579\t-0.201\t1.577\t0.000\t0.361\t-1.123\t-1.244\t1.107\t0.944\t-1.009\t1.072\t0.000\t0.650\t0.600\t-1.226\t3.102\t1.412\t0.982\t0.981\t1.228\t0.473\t0.840\t1.222\n1\t1.876\t0.581\t-0.727\t0.859\t-0.518\t0.589\t0.890\t0.940\t2.173\t0.846\t-0.403\t1.613\t2.215\t0.738\t0.874\t-0.273\t0.000\t1.000\t-0.337\t1.151\t0.000\t1.146\t0.952\t0.977\t1.109\t0.941\t1.029\t0.893\n1\t2.237\t-1.294\t-1.213\t0.199\t-1.634\t0.849\t-0.112\t0.654\t2.173\t0.565\t-0.972\t0.987\t0.000\t0.647\t-0.244\t-0.436\t2.548\t0.996\t-1.192\t0.342\t0.000\t0.577\t0.710\t0.996\t0.745\t0.772\t0.931\t0.809\n1\t0.826\t0.578\t1.616\t0.634\t0.648\t0.932\t0.395\t0.021\t1.087\t0.483\t0.952\t-0.443\t0.000\t0.703\t0.453\t-1.442\t0.000\t1.198\t1.320\t1.350\t3.102\t0.734\t0.851\t0.982\t0.558\t1.255\t0.773\t0.691\n0\t1.790\t-0.021\t-0.393\t0.500\t-1.332\t0.656\t0.242\t0.822\t2.173\t0.741\t1.101\t-1.512\t2.215\t0.620\t-0.267\t1.138\t0.000\t0.467\t0.895\t-0.283\t0.000\t0.719\t0.715\t0.987\t0.982\t1.001\t0.849\t0.693\n0\t0.542\t1.145\t-1.048\t1.179\t0.272\t0.813\t1.206\t-1.634\t2.173\t0.442\t0.594\t-1.185\t0.000\t0.272\t0.973\t1.408\t0.000\t0.657\t0.057\t0.691\t0.000\t0.723\t0.744\t1.028\t1.039\t1.529\t0.964\t0.764\n0\t0.466\t0.286\t1.089\t1.319\t-0.360\t0.609\t0.165\t0.310\t2.173\t0.835\t0.994\t-1.219\t2.215\t0.700\t0.889\t0.864\t0.000\t1.302\t2.046\t-1.381\t0.000\t1.275\t0.981\t1.047\t0.664\t1.130\t0.933\t0.867\n0\t2.307\t0.643\t0.837\t0.836\t1.167\t1.330\t1.339\t-1.080\t0.000\t0.567\t0.532\t-0.083\t2.215\t0.547\t1.169\t0.702\t2.548\t0.568\t0.806\t-0.497\t0.000\t0.714\t0.882\t0.981\t0.581\t0.444\t0.656\t0.920\n1\t0.711\t1.297\t-1.040\t0.813\t0.875\t1.568\t0.960\t-1.460\t2.173\t0.637\t-0.367\t0.392\t0.000\t0.930\t1.874\t-0.736\t0.000\t2.544\t0.971\t0.712\t3.102\t0.917\t1.047\t1.041\t0.984\t1.968\t1.203\t0.972\n0\t0.866\t-0.016\t0.807\t0.882\t1.110\t0.730\t0.968\t0.121\t1.087\t0.854\t0.119\t-1.392\t0.000\t0.604\t-0.523\t-0.606\t2.548\t0.563\t-2.466\t-0.410\t0.000\t0.894\t1.100\t0.987\t0.879\t0.870\t0.760\t0.746\n0\t1.080\t-1.796\t0.564\t1.837\t-0.031\t0.926\t-0.098\t-1.706\t2.173\t0.653\t-0.948\t-1.453\t0.000\t0.919\t0.167\t-0.389\t0.000\t0.511\t-0.299\t-0.164\t1.551\t0.931\t0.989\t0.997\t0.684\t0.722\t1.167\t0.984\n0\t1.484\t-0.046\t-1.002\t0.657\t-1.362\t2.276\t-0.243\t1.192\t0.000\t1.508\t1.026\t0.040\t2.215\t2.877\t0.616\t-0.740\t0.000\t1.742\t0.559\t0.881\t1.551\t1.990\t1.785\t0.976\t1.609\t1.044\t1.337\t1.245\n0\t1.019\t-0.195\t-1.032\t0.725\t-0.206\t0.599\t-0.240\t0.356\t2.173\t0.746\t0.911\t0.391\t2.215\t0.699\t-1.836\t-1.460\t0.000\t1.194\t1.359\t-0.225\t0.000\t0.480\t0.963\t0.979\t1.029\t0.615\t0.754\t0.793\n0\t0.380\t-0.510\t-1.706\t1.566\t-1.321\t1.666\t0.654\t0.846\t0.000\t1.116\t0.332\t0.100\t2.215\t1.736\t-0.132\t-0.997\t2.548\t1.095\t-1.983\t-0.935\t0.000\t4.946\t2.935\t1.000\t0.846\t1.288\t1.931\t1.627\n0\t0.445\t-1.332\t-0.835\t2.036\t-1.278\t0.691\t-0.843\t1.692\t2.173\t0.653\t-1.435\t-0.272\t0.000\t1.340\t-0.341\t0.606\t2.548\t1.247\t-1.643\t0.482\t0.000\t0.795\t0.975\t0.996\t0.779\t1.036\t0.868\t0.947\n1\t0.475\t-1.115\t-1.001\t1.167\t-1.629\t3.671\t-0.743\t0.358\t0.000\t3.563\t1.157\t-1.488\t2.215\t1.045\t2.429\t-0.898\t0.000\t0.661\t0.343\t1.117\t0.000\t1.550\t1.008\t0.987\t4.829\t0.881\t3.016\t2.788\n1\t0.699\t1.625\t-1.430\t1.074\t1.427\t1.004\t1.033\t0.400\t0.000\t0.448\t0.045\t-0.779\t0.000\t1.269\t-0.043\t1.718\t2.548\t1.243\t0.240\t0.159\t0.000\t0.755\t0.972\t0.990\t1.555\t0.904\t1.023\t1.113\n0\t1.079\t0.753\t-1.345\t0.585\t-0.316\t0.799\t0.679\t0.481\t2.173\t0.562\t0.900\t1.499\t0.000\t0.518\t-0.408\t-0.859\t2.548\t0.547\t0.918\t0.976\t0.000\t0.334\t0.627\t0.984\t0.669\t0.890\t0.715\t0.614\n1\t0.784\t0.785\t-0.352\t1.044\t1.388\t1.318\t-0.060\t-1.513\t0.000\t1.585\t0.267\t0.010\t2.215\t1.744\t0.576\t0.558\t0.000\t0.794\t1.312\t0.856\t0.000\t0.722\t1.006\t1.253\t0.836\t1.011\t0.863\t0.813\n1\t0.588\t0.381\t-1.398\t0.577\t-1.697\t0.682\t-0.130\t1.347\t0.000\t1.718\t1.170\t-0.363\t0.000\t0.770\t0.004\t0.039\t1.274\t1.099\t0.938\t0.110\t0.000\t0.743\t0.782\t0.997\t1.005\t1.021\t0.889\t1.033\n0\t1.328\t0.723\t-1.549\t0.442\t0.934\t0.695\t0.745\t-0.142\t0.000\t1.373\t0.967\t0.677\t2.215\t2.287\t0.449\t-1.104\t2.548\t0.639\t-0.068\t0.893\t0.000\t0.927\t0.900\t0.987\t0.899\t1.942\t1.049\t0.917\n1\t1.194\t0.175\t-0.627\t0.865\t1.711\t0.779\t-1.010\t-1.636\t2.173\t1.275\t0.203\t0.571\t0.000\t0.882\t0.980\t-0.214\t0.000\t0.747\t-1.030\t0.530\t3.102\t0.634\t0.759\t1.210\t1.025\t0.754\t0.820\t0.777\n1\t0.539\t-0.219\t-1.499\t1.333\t0.589\t0.672\t0.839\t1.036\t2.173\t0.509\t1.277\t-1.368\t0.000\t1.462\t0.211\t-1.059\t0.000\t1.064\t-2.342\t-0.420\t0.000\t0.835\t1.041\t1.118\t0.842\t0.749\t0.826\t0.838\n1\t0.393\t-0.960\t-1.464\t0.845\t0.155\t2.371\t0.017\t-0.575\t0.000\t3.276\t1.408\t1.466\t0.000\t2.470\t-0.519\t-0.037\t2.548\t1.681\t1.608\t1.013\t0.000\t1.425\t1.447\t0.987\t1.114\t0.890\t2.211\t2.423\n0\t0.475\t1.613\t-0.811\t1.170\t1.030\t1.208\t2.203\t-1.023\t0.000\t0.594\t-1.646\t1.073\t0.000\t1.231\t1.123\t0.749\t2.548\t0.614\t1.455\t-0.083\t0.000\t1.036\t1.350\t1.029\t1.151\t1.107\t1.333\t1.079\n0\t0.572\t0.671\t-0.659\t0.233\t1.209\t0.889\t0.716\t0.138\t2.173\t0.641\t1.764\t-1.474\t0.000\t0.586\t1.468\t0.780\t0.000\t0.935\t0.042\t-1.623\t1.551\t0.848\t1.087\t0.990\t0.587\t1.020\t0.788\t0.783\n1\t0.427\t1.496\t-1.304\t0.448\t-0.090\t0.978\t1.157\t0.663\t2.173\t1.012\t0.240\t-1.327\t0.000\t0.825\t-0.659\t-1.352\t0.000\t1.020\t0.553\t1.456\t3.102\t0.942\t0.967\t0.987\t0.939\t0.743\t1.086\t0.886\n1\t0.416\t-1.640\t0.468\t1.435\t-0.778\t0.955\t-1.340\t0.849\t2.173\t1.182\t-1.132\t0.172\t2.215\t1.864\t-1.418\t-1.251\t0.000\t0.702\t-0.214\t-1.436\t0.000\t0.904\t1.335\t0.987\t1.053\t0.909\t1.049\t0.901\n1\t0.963\t0.668\t1.355\t0.980\t-0.253\t0.620\t1.028\t-1.223\t2.173\t0.283\t1.696\t1.417\t0.000\t0.397\t-0.774\t-0.524\t2.548\t0.788\t-0.025\t0.279\t0.000\t0.813\t0.784\t1.336\t0.794\t0.767\t0.672\t0.608\n1\t0.551\t1.117\t0.119\t0.616\t1.554\t0.690\t0.442\t0.628\t0.000\t1.442\t0.712\t-0.888\t1.107\t0.659\t-0.841\t0.979\t0.000\t1.094\t-0.183\t-1.428\t0.000\t0.972\t0.650\t0.988\t0.897\t0.959\t0.911\t0.765\n1\t0.349\t-0.501\t1.044\t0.972\t0.565\t0.404\t0.600\t0.866\t0.000\t1.168\t0.257\t-0.478\t2.215\t0.513\t0.529\t-1.025\t0.000\t0.473\t-0.558\t0.491\t3.102\t0.811\t0.836\t0.985\t0.604\t0.608\t0.663\t0.593\n0\t1.797\t-0.504\t-0.458\t0.147\t0.716\t1.233\t-0.853\t0.963\t0.000\t0.500\t-1.473\t0.575\t0.000\t1.555\t0.495\t-0.924\t2.548\t1.131\t-0.157\t1.554\t3.102\t0.798\t0.833\t0.985\t0.834\t0.885\t1.128\t1.013\n0\t1.713\t0.072\t0.879\t1.254\t-0.532\t0.885\t-1.776\t1.086\t0.000\t0.907\t-2.102\t-0.849\t0.000\t0.811\t0.318\t-0.465\t2.548\t1.499\t-1.525\t1.608\t0.000\t0.796\t0.832\t1.940\t1.035\t0.586\t0.964\t1.148\n1\t0.597\t0.711\t0.211\t0.412\t-1.388\t0.903\t-0.637\t0.129\t2.173\t1.371\t-0.349\t-1.119\t2.215\t1.132\t-1.200\t1.319\t0.000\t0.600\t-1.230\t-1.327\t0.000\t1.191\t1.019\t0.988\t1.325\t1.495\t1.233\t1.026\n0\t1.122\t0.029\t0.755\t0.437\t-0.552\t0.562\t-0.061\t-0.915\t0.000\t1.011\t-0.815\t-0.472\t2.215\t1.532\t1.102\t1.212\t2.548\t1.514\t-0.634\t1.703\t0.000\t0.999\t0.889\t0.987\t1.018\t2.079\t1.066\t0.892\n1\t0.571\t-0.418\t-0.193\t1.144\t0.658\t0.823\t-0.256\t-1.364\t2.173\t0.721\t-0.792\t0.970\t0.000\t0.527\t-2.386\t0.446\t0.000\t0.730\t-0.595\t-0.741\t0.000\t0.946\t0.921\t0.983\t0.500\t0.832\t0.706\t0.678\n1\t1.315\t0.375\t-0.329\t0.574\t-0.806\t1.210\t2.197\t-1.210\t0.000\t0.698\t0.430\t0.560\t0.000\t2.124\t0.316\t1.149\t2.548\t1.356\t-0.322\t0.545\t3.102\t2.774\t2.337\t0.986\t1.290\t0.829\t1.669\t1.368\n0\t2.645\t0.416\t0.161\t0.199\t1.039\t1.712\t-0.476\t-1.507\t0.000\t0.884\t-0.828\t-0.854\t2.215\t2.169\t0.877\t0.672\t1.274\t0.772\t-0.458\t1.676\t0.000\t0.476\t0.883\t0.989\t0.845\t2.101\t1.494\t1.400\n0\t0.378\t-1.194\t1.414\t1.637\t-0.548\t1.673\t-1.406\t0.685\t2.173\t1.071\t-0.259\t-0.926\t0.000\t0.511\t1.649\t-1.352\t0.000\t0.884\t-1.594\t1.519\t0.000\t1.197\t0.821\t1.069\t1.353\t1.151\t1.368\t1.199\n1\t1.245\t0.617\t1.198\t0.967\t-1.512\t0.961\t1.253\t-0.247\t0.000\t0.281\t1.391\t1.563\t2.215\t0.946\t-0.470\t1.706\t2.548\t0.749\t1.505\t0.513\t0.000\t0.894\t0.735\t0.988\t0.751\t0.626\t0.881\t0.822\n1\t1.054\t-1.099\t0.942\t0.632\t0.379\t0.997\t2.270\t0.751\t0.000\t1.936\t0.131\t-0.815\t2.215\t1.000\t0.123\t-1.543\t2.548\t0.698\t-0.611\t1.174\t0.000\t0.791\t1.041\t0.976\t0.865\t0.902\t0.989\t0.824\n0\t1.932\t1.526\t0.238\t1.138\t0.527\t1.119\t-0.093\t-1.162\t0.000\t0.756\t-0.537\t-1.702\t0.000\t0.648\t1.308\t1.333\t2.548\t0.646\t0.370\t-1.588\t0.000\t1.018\t0.950\t0.980\t0.790\t0.961\t1.065\t1.436\n1\t1.857\t1.302\t-1.007\t1.235\t1.690\t2.371\t0.758\t0.903\t1.087\t1.341\t0.703\t-0.665\t0.000\t1.350\t0.850\t-0.131\t2.548\t0.653\t1.559\t-0.620\t0.000\t0.740\t0.682\t1.369\t2.061\t1.801\t1.499\t1.318\n1\t1.969\t0.641\t0.818\t0.880\t1.480\t1.070\t0.316\t-1.055\t2.173\t0.851\t0.602\t-0.611\t0.000\t0.589\t-0.530\t0.219\t2.548\t0.623\t-0.936\t1.445\t0.000\t1.307\t1.015\t1.026\t0.821\t1.014\t0.975\t0.898\n1\t0.726\t-0.378\t1.391\t1.567\t-1.332\t1.097\t0.761\t1.068\t0.000\t0.676\t-0.042\t-1.015\t0.000\t1.704\t-0.225\t-0.394\t2.548\t1.802\t0.219\t0.336\t1.551\t0.835\t0.813\t0.987\t1.080\t0.888\t0.947\t0.806\n0\t1.502\t-0.500\t-0.017\t0.423\t1.280\t0.679\t-0.362\t1.679\t2.173\t0.930\t-0.141\t1.193\t2.215\t0.647\t0.292\t-0.431\t0.000\t1.290\t-0.591\t-0.546\t0.000\t0.553\t0.974\t1.016\t0.920\t0.515\t0.725\t0.702\n0\t0.877\t1.154\t1.697\t0.389\t0.981\t0.629\t1.136\t0.239\t2.173\t0.316\t0.042\t1.384\t2.215\t0.539\t0.291\t0.101\t0.000\t0.761\t1.732\t-1.044\t0.000\t0.930\t0.736\t0.980\t0.487\t0.679\t0.577\t0.584\n0\t0.919\t-0.044\t-0.793\t1.492\t-1.632\t0.764\t-0.610\t1.576\t0.000\t0.516\t-0.826\t0.783\t0.000\t1.518\t0.000\t-0.203\t2.548\t0.889\t-0.698\t-0.429\t0.000\t0.890\t0.862\t1.111\t1.029\t0.859\t0.834\t0.820\n0\t1.040\t-1.422\t-1.407\t1.740\t1.243\t1.386\t1.277\t-0.213\t0.000\t1.367\t-1.200\t0.628\t0.000\t1.177\t0.487\t-0.778\t0.000\t1.229\t0.341\t-1.632\t3.102\t0.959\t0.899\t1.275\t1.186\t0.931\t0.846\t0.852\n1\t1.712\t0.523\t-0.076\t1.063\t-0.488\t1.122\t0.778\t1.561\t2.173\t0.486\t0.646\t0.783\t0.000\t0.635\t1.269\t-1.399\t0.000\t0.481\t0.490\t-0.562\t3.102\t0.848\t0.764\t0.996\t0.475\t0.736\t0.910\t0.763\n0\t2.331\t0.735\t0.119\t0.647\t1.025\t1.242\t-0.924\t-1.485\t1.087\t0.400\t-0.469\t0.928\t0.000\t0.747\t0.415\t1.235\t2.548\t1.398\t-0.440\t-1.120\t0.000\t0.938\t0.860\t1.241\t0.834\t1.181\t1.361\t1.088\n0\t1.218\t1.112\t-1.160\t0.469\t1.294\t0.741\t0.178\t-1.347\t2.173\t0.389\t0.685\t0.313\t1.107\t0.582\t0.650\t0.778\t0.000\t0.966\t-0.867\t1.013\t0.000\t0.841\t0.970\t0.988\t0.698\t0.815\t0.667\t0.758\n0\t0.760\t-0.145\t1.081\t0.668\t1.098\t0.543\t0.083\t-0.538\t0.000\t0.639\t0.441\t-1.313\t0.000\t1.039\t1.232\t-0.061\t1.274\t0.777\t-1.967\t1.085\t0.000\t0.837\t0.909\t0.979\t0.848\t0.263\t0.960\t0.862\n1\t0.625\t-1.161\t1.191\t0.876\t-0.007\t1.068\t0.048\t-0.815\t0.000\t0.929\t0.759\t1.559\t2.215\t0.671\t0.689\t1.068\t0.000\t0.675\t0.299\t-1.053\t3.102\t0.703\t0.742\t0.987\t0.850\t0.529\t0.994\t0.841\n1\t1.574\t-0.335\t-0.280\t0.594\t-1.169\t0.506\t0.511\t1.575\t0.000\t0.759\t0.985\t-1.586\t2.215\t0.557\t-0.446\t0.593\t0.000\t1.854\t1.158\t0.654\t3.102\t0.893\t0.966\t0.988\t1.008\t0.986\t0.989\t0.853\n0\t0.935\t-1.681\t-1.001\t0.610\t-0.004\t0.602\t-0.799\t1.193\t0.000\t0.556\t-0.639\t0.313\t0.000\t0.763\t-0.228\t-0.846\t2.548\t1.222\t0.451\t1.585\t0.000\t0.921\t1.067\t0.992\t0.905\t0.687\t1.046\t0.912\n0\t3.361\t1.523\t1.110\t0.621\t0.654\t1.575\t2.176\t-0.739\t0.000\t1.231\t1.488\t-0.202\t0.000\t1.155\t1.682\t1.309\t0.000\t0.782\t0.928\t0.213\t3.102\t0.987\t0.999\t0.981\t0.835\t0.376\t0.617\t1.013\n1\t2.148\t-0.714\t-0.349\t1.279\t0.164\t0.401\t2.841\t1.575\t0.000\t0.696\t-1.656\t1.723\t0.000\t0.839\t0.137\t-1.601\t2.548\t0.609\t-0.948\t1.355\t0.000\t0.582\t0.931\t1.024\t0.574\t0.510\t0.710\t0.815\n1\t1.413\t-1.015\t-1.027\t1.429\t-1.424\t1.032\t-0.242\t0.949\t2.173\t1.044\t-0.175\t-0.485\t0.000\t0.665\t0.231\t0.501\t0.000\t1.064\t0.818\t0.737\t3.102\t1.031\t0.904\t0.989\t1.602\t0.753\t1.334\t1.172\n0\t0.912\t-0.411\t0.378\t0.243\t0.751\t0.885\t-1.215\t0.439\t1.087\t0.369\t-0.448\t1.142\t0.000\t1.277\t-0.358\t-1.491\t2.548\t1.479\t1.111\t-1.301\t0.000\t0.893\t0.896\t0.992\t0.929\t1.423\t0.937\t0.788\n0\t0.412\t0.827\t1.322\t0.941\t-0.562\t0.871\t0.053\t0.184\t2.173\t0.733\t-0.056\t-1.342\t0.000\t0.986\t-2.088\t1.613\t0.000\t1.232\t0.519\t-0.546\t3.102\t1.081\t0.975\t0.990\t0.772\t0.742\t0.811\t0.700\n0\t2.024\t-1.353\t-0.612\t0.156\t1.579\t0.497\t-1.243\t1.738\t0.000\t0.743\t0.450\t0.938\t2.215\t0.642\t-0.328\t1.016\t2.548\t0.489\t-1.433\t0.086\t0.000\t0.884\t0.879\t0.983\t0.905\t0.315\t0.957\t0.802\n1\t0.918\t-1.014\t1.192\t1.667\t0.842\t2.428\t-1.842\t-0.829\t0.000\t2.075\t-1.258\t0.853\t1.107\t0.642\t-0.573\t-0.712\t1.274\t0.399\t-2.105\t0.309\t0.000\t1.384\t1.059\t0.991\t0.968\t1.280\t1.511\t1.515\n0\t1.313\t1.007\t-1.461\t1.551\t-0.896\t0.747\t-0.422\t0.797\t2.173\t0.739\t-0.582\t-0.087\t0.000\t0.774\t-2.290\t0.484\t0.000\t1.001\t-0.402\t1.477\t1.551\t0.777\t0.709\t0.989\t1.052\t0.526\t1.095\t0.976\n0\t1.914\t0.188\t0.807\t0.732\t1.394\t1.397\t0.523\t-0.695\t2.173\t0.711\t1.926\t-0.811\t0.000\t1.370\t1.118\t1.148\t1.274\t0.478\t-0.002\t-0.065\t0.000\t1.003\t1.028\t0.987\t0.908\t1.824\t1.254\t1.115\n1\t0.509\t-1.066\t0.302\t0.718\t-0.854\t1.088\t0.863\t0.578\t0.000\t0.709\t-2.171\t-1.519\t0.000\t1.432\t0.108\t-0.518\t2.548\t1.389\t-0.779\t-1.515\t3.102\t0.663\t0.803\t0.983\t0.785\t1.032\t0.903\t0.771\n1\t1.134\t0.932\t-1.637\t0.443\t1.517\t0.969\t-0.732\t-0.403\t2.173\t0.923\t-0.239\t0.522\t0.000\t0.643\t-0.524\t1.351\t0.000\t0.470\t-0.474\t-1.632\t3.102\t0.827\t1.110\t0.987\t0.513\t0.642\t0.799\t0.767\n1\t1.046\t-0.298\t-0.199\t1.641\t0.558\t1.040\t-0.490\t-1.353\t0.000\t0.692\t-1.069\t1.723\t0.000\t0.839\t-0.928\t-0.764\t1.274\t1.454\t-2.111\t0.545\t0.000\t0.854\t0.770\t1.145\t0.626\t0.515\t0.606\t0.796\n1\t0.345\t-0.956\t-0.146\t0.973\t-1.306\t0.572\t1.835\t0.584\t0.000\t1.230\t0.774\t-1.403\t2.215\t0.749\t1.253\t-0.379\t1.274\t1.040\t-0.224\t1.296\t0.000\t0.750\t0.773\t0.987\t0.732\t0.867\t1.003\t1.008\n0\t0.807\t-0.118\t1.385\t1.270\t-0.937\t1.163\t0.994\t0.627\t2.173\t0.742\t0.754\t-1.190\t0.000\t0.330\t0.446\t0.302\t0.000\t1.389\t0.796\t-0.394\t3.102\t0.792\t0.901\t1.216\t1.410\t1.071\t1.014\t0.911\n0\t1.369\t1.925\t0.721\t0.634\t-0.125\t0.548\t0.580\t-1.371\t0.000\t0.740\t1.201\t-1.598\t2.215\t1.125\t0.946\t-0.253\t2.548\t0.408\t-0.383\t1.011\t0.000\t0.723\t0.830\t0.981\t0.893\t0.913\t0.728\t0.735\n0\t2.508\t0.626\t-0.440\t0.163\t1.067\t0.958\t-0.070\t1.410\t1.087\t0.664\t0.255\t0.317\t2.215\t0.447\t1.721\t1.528\t0.000\t0.479\t2.356\t-1.492\t0.000\t0.324\t0.882\t0.984\t1.402\t0.998\t0.965\t0.930\n1\t0.493\t-0.629\t-0.194\t0.345\t-0.718\t1.526\t-0.553\t-1.251\t2.173\t1.513\t-2.145\t0.550\t0.000\t0.795\t-0.206\t1.725\t0.000\t1.247\t0.455\t-0.386\t0.000\t1.126\t0.927\t0.975\t1.188\t1.223\t0.920\t0.822\n0\t1.860\t-0.161\t-0.642\t0.998\t-1.204\t0.504\t1.528\t1.289\t0.000\t1.045\t0.121\t0.951\t2.215\t0.355\t1.412\t-0.508\t0.000\t0.731\t0.826\t0.053\t1.551\t0.760\t0.919\t0.984\t0.825\t0.671\t0.872\t0.889\n1\t0.476\t-0.032\t0.723\t0.508\t-0.595\t0.513\t0.239\t-0.606\t2.173\t0.336\t2.667\t1.584\t0.000\t0.365\t2.358\t-0.938\t0.000\t0.646\t1.194\t0.765\t3.102\t0.652\t0.849\t0.987\t0.925\t0.692\t0.711\t0.830\n1\t0.829\t-0.029\t-0.027\t0.810\t1.322\t0.893\t-0.978\t1.012\t2.173\t0.904\t0.108\t-1.026\t0.000\t1.265\t-0.550\t-0.578\t0.000\t0.626\t-1.261\t-1.070\t3.102\t0.922\t1.072\t1.065\t0.726\t0.783\t0.675\t0.680\n1\t0.345\t2.270\t0.764\t0.492\t-0.533\t1.388\t1.350\t-1.639\t0.000\t0.889\t2.735\t0.526\t0.000\t1.005\t0.153\t0.430\t2.548\t1.081\t1.006\t0.545\t0.000\t0.780\t0.717\t0.979\t0.686\t0.914\t0.602\t0.539\n1\t0.927\t-0.744\t-0.197\t0.262\t-1.506\t0.511\t-1.821\t1.546\t0.000\t0.670\t0.317\t-1.538\t2.215\t1.150\t0.281\t0.244\t2.548\t0.572\t-1.239\t0.467\t0.000\t0.698\t1.050\t0.986\t0.675\t0.932\t0.907\t0.788\n0\t0.361\t2.091\t1.046\t1.170\t-0.362\t0.672\t0.024\t-1.610\t0.000\t0.794\t-0.035\t0.640\t2.215\t0.510\t0.036\t1.433\t2.548\t0.568\t0.670\t-0.414\t0.000\t0.914\t0.903\t0.990\t0.738\t0.444\t0.665\t0.672\n0\t1.848\t0.639\t0.656\t0.623\t-1.653\t0.655\t0.057\t-0.019\t2.173\t0.675\t0.524\t1.398\t0.000\t0.779\t-2.109\t-1.088\t0.000\t1.384\t-1.005\t-1.511\t0.000\t0.793\t0.747\t1.298\t0.951\t0.595\t0.858\t1.117\n0\t0.886\t-0.192\t1.596\t0.957\t-1.705\t0.486\t-0.095\t-1.289\t0.000\t0.662\t-1.336\t0.546\t1.107\t0.944\t0.549\t0.164\t2.548\t1.018\t-0.741\t-0.351\t0.000\t0.916\t0.929\t0.989\t0.899\t1.013\t0.941\t0.851\n0\t1.469\t-0.493\t1.613\t0.508\t-1.050\t0.713\t0.625\t-0.139\t0.000\t1.139\t0.105\t1.221\t0.000\t0.892\t-0.438\t-0.380\t2.548\t1.388\t0.936\t-0.898\t3.102\t1.093\t0.889\t0.985\t0.812\t0.849\t0.750\t0.735\n1\t0.685\t-0.890\t0.054\t1.076\t-1.305\t0.889\t0.655\t0.481\t1.087\t1.233\t1.214\t-1.364\t2.215\t0.357\t1.026\t0.004\t0.000\t0.660\t1.546\t1.281\t0.000\t0.547\t0.727\t1.118\t1.293\t1.601\t1.277\t1.002\n1\t0.675\t0.531\t1.568\t0.658\t0.266\t1.407\t-1.345\t1.189\t0.000\t1.020\t-0.438\t0.010\t2.215\t0.728\t0.328\t-0.415\t0.000\t1.733\t0.613\t-1.157\t0.000\t0.803\t1.052\t0.990\t0.929\t0.997\t0.913\t0.808\n0\t0.343\t1.638\t-1.553\t1.313\t-0.794\t1.419\t0.318\t0.109\t2.173\t0.874\t1.139\t1.040\t2.215\t0.809\t0.496\t-1.205\t0.000\t0.596\t1.746\t1.425\t0.000\t0.846\t0.777\t0.980\t1.140\t1.415\t0.994\t0.885\n0\t2.759\t-0.717\t0.845\t0.717\t1.360\t1.243\t-1.454\t-0.623\t0.000\t0.720\t0.186\t1.424\t2.215\t1.244\t-0.865\t-0.395\t0.000\t1.044\t-0.304\t-1.167\t3.102\t0.742\t0.849\t0.985\t0.863\t0.607\t0.972\t1.112\n1\t1.054\t0.201\t-0.831\t0.557\t0.435\t0.983\t-0.047\t1.435\t1.087\t0.910\t-1.366\t0.004\t0.000\t1.351\t-0.018\t-0.223\t2.548\t0.981\t0.158\t-1.720\t0.000\t0.875\t0.871\t0.988\t0.979\t1.432\t0.968\t0.858\n0\t0.508\t-0.259\t-0.653\t0.521\t0.648\t0.909\t-0.359\t0.138\t2.173\t1.000\t0.241\t1.471\t2.215\t0.988\t0.403\t-1.370\t0.000\t0.411\t-2.192\t-0.984\t0.000\t1.577\t1.237\t0.990\t0.864\t1.379\t1.043\t0.916\n0\t0.749\t-1.210\t-1.109\t0.680\t1.308\t0.801\t0.935\t-0.865\t0.000\t1.246\t-1.171\t0.021\t2.215\t1.411\t-2.214\t1.336\t0.000\t1.429\t-1.601\t0.689\t0.000\t0.952\t0.955\t0.990\t0.975\t0.861\t0.906\t0.860\n1\t1.174\t-0.384\t-0.297\t0.137\t-0.145\t2.363\t1.128\t-1.631\t0.000\t1.885\t0.084\t0.139\t1.107\t1.756\t-0.930\t0.403\t0.000\t1.685\t-1.591\t-0.822\t0.000\t1.905\t1.717\t1.000\t0.785\t0.936\t1.376\t1.135\n1\t0.639\t0.277\t0.556\t1.983\t-0.042\t0.475\t1.314\t-1.125\t0.000\t0.980\t0.411\t-1.320\t2.215\t0.659\t-1.605\t1.007\t0.000\t0.661\t0.699\t-1.739\t0.000\t1.318\t0.982\t0.991\t1.196\t0.628\t0.850\t0.861\n0\t0.746\t-0.928\t-0.648\t0.947\t-1.706\t1.091\t-0.120\t0.023\t2.173\t0.690\t-0.313\t1.455\t0.000\t0.607\t-1.377\t-1.218\t0.000\t1.024\t0.183\t0.856\t3.102\t0.913\t0.795\t0.986\t1.068\t0.786\t0.827\t0.762\n0\t0.529\t2.248\t-1.281\t0.669\t-1.276\t0.807\t-0.629\t0.699\t0.000\t1.448\t1.510\t-0.547\t2.215\t1.123\t0.734\t1.094\t2.548\t0.782\t-0.154\t1.611\t0.000\t0.929\t0.916\t0.973\t0.856\t1.446\t1.303\t1.105\n1\t0.568\t-2.042\t0.675\t1.082\t-1.296\t0.586\t-0.526\t-0.310\t0.000\t0.386\t-0.933\t-1.353\t0.000\t0.527\t1.366\t1.174\t2.548\t0.861\t-0.741\t0.344\t3.102\t0.844\t1.040\t1.063\t0.763\t0.849\t1.100\t0.916\n0\t0.468\t-1.269\t1.199\t0.828\t-1.160\t0.870\t0.357\t-0.229\t0.000\t0.621\t-0.018\t0.481\t0.000\t0.767\t-1.829\t1.160\t0.000\t1.424\t-0.297\t-1.203\t3.102\t0.979\t1.046\t0.983\t0.629\t0.716\t0.727\t0.684\n1\t0.883\t-1.111\t0.012\t1.921\t1.456\t1.481\t0.146\t-0.912\t0.000\t1.301\t-0.756\t-0.182\t0.000\t2.130\t-0.712\t1.507\t2.548\t1.191\t-0.562\t0.552\t0.000\t0.999\t0.680\t1.739\t1.087\t0.860\t0.895\t0.910\n0\t1.558\t-0.802\t1.346\t0.662\t0.604\t1.497\t-0.342\t0.306\t0.000\t1.383\t0.616\t-1.416\t0.000\t1.125\t0.543\t-0.580\t1.274\t0.670\t1.490\t-1.160\t0.000\t0.829\t0.664\t0.980\t0.607\t0.433\t0.805\t0.784\n1\t1.809\t-0.320\t-1.566\t0.846\t1.009\t1.637\t-0.703\t0.419\t2.173\t1.638\t0.986\t-1.128\t0.000\t0.861\t-0.690\t-0.775\t0.000\t0.658\t0.184\t1.101\t3.102\t0.675\t1.040\t1.254\t0.659\t0.824\t0.975\t0.846\n0\t0.929\t1.278\t-1.016\t0.900\t1.008\t0.962\t0.648\t1.590\t2.173\t1.085\t0.441\t-0.144\t0.000\t0.585\t-0.718\t0.903\t2.548\t0.735\t-0.701\t-0.642\t0.000\t0.953\t0.852\t1.227\t0.903\t0.913\t0.904\t0.892\n1\t1.185\t-2.115\t0.376\t0.245\t-0.246\t0.813\t-1.042\t-1.166\t2.173\t0.617\t1.995\t1.418\t0.000\t0.951\t-0.809\t0.125\t0.000\t1.370\t-0.489\t1.417\t1.551\t0.734\t0.888\t1.000\t1.036\t0.853\t0.823\t0.729\n1\t1.011\t0.570\t0.528\t0.777\t1.664\t0.862\t0.060\t0.562\t2.173\t0.973\t1.172\t-1.006\t0.000\t1.025\t0.161\t-1.216\t2.548\t0.405\t0.189\t0.038\t0.000\t1.022\t0.694\t1.049\t0.759\t1.172\t0.864\t0.780\n1\t0.904\t0.222\t-1.270\t0.105\t1.392\t1.670\t0.427\t0.698\t1.087\t0.714\t-0.920\t-1.700\t0.000\t1.725\t0.219\t-0.504\t2.548\t1.750\t-1.701\t-1.628\t0.000\t0.844\t1.827\t0.992\t1.360\t1.879\t1.847\t1.404\n1\t0.957\t-0.444\t-1.638\t1.378\t-0.931\t0.651\t-0.112\t0.674\t2.173\t0.477\t-0.842\t1.521\t0.000\t1.248\t-0.443\t-0.083\t2.548\t1.370\t-0.813\t0.358\t0.000\t0.915\t0.803\t0.986\t1.068\t0.740\t0.831\t0.748\n0\t0.594\t0.279\t-1.625\t1.771\t-0.917\t1.524\t-0.010\t1.530\t2.173\t0.852\t0.126\t0.925\t0.000\t1.608\t1.806\t0.647\t0.000\t3.537\t-0.813\t-0.512\t0.000\t1.208\t0.860\t0.984\t1.211\t1.499\t1.013\t1.001\n1\t0.572\t0.728\t-1.670\t1.083\t-0.776\t1.771\t0.957\t-0.247\t0.000\t1.376\t-1.777\t1.384\t0.000\t1.789\t1.006\t1.232\t2.548\t1.392\t0.896\t-0.749\t0.000\t0.861\t0.615\t0.989\t1.137\t1.650\t1.491\t1.248\n0\t1.637\t-1.729\t-1.164\t0.583\t-0.943\t0.927\t-1.060\t-0.584\t2.173\t1.142\t-0.902\t0.906\t0.000\t1.464\t-0.509\t0.600\t2.548\t1.332\t-1.326\t1.390\t0.000\t0.869\t0.829\t1.001\t0.779\t1.325\t0.978\t0.983\n0\t0.432\t0.215\t0.388\t0.992\t-1.255\t1.053\t0.114\t-0.370\t0.000\t1.460\t-0.002\t0.873\t2.215\t0.598\t0.305\t-1.737\t2.548\t1.178\t-1.404\t-1.404\t0.000\t1.585\t1.092\t0.991\t0.962\t0.725\t0.973\t0.864\n1\t1.223\t-2.041\t-1.470\t0.378\t0.467\t0.516\t0.542\t0.929\t0.000\t0.667\t0.626\t0.181\t1.107\t1.132\t-0.804\t0.166\t0.000\t1.132\t-0.854\t-1.009\t0.000\t1.016\t0.900\t0.988\t1.644\t0.805\t1.057\t1.238\n0\t0.413\t1.608\t1.617\t1.680\t0.990\t0.856\t-1.138\t-0.474\t0.000\t0.314\t-0.305\t0.497\t0.000\t0.746\t0.419\t-1.623\t2.548\t0.866\t-0.175\t-0.799\t3.102\t0.969\t1.057\t0.987\t0.850\t0.466\t0.643\t0.855\n1\t1.769\t0.418\t-1.228\t2.167\t-1.310\t1.623\t-1.297\t-0.016\t0.000\t0.449\t1.276\t-1.631\t0.000\t1.589\t-0.567\t1.439\t2.548\t1.215\t-0.754\t0.979\t0.000\t1.470\t1.082\t0.959\t1.162\t1.089\t1.110\t1.009\n1\t0.381\t-0.934\t-0.282\t0.599\t1.164\t0.932\t0.765\t-0.446\t0.000\t0.457\t-0.162\t-0.589\t0.000\t1.129\t0.656\t1.492\t1.274\t1.428\t0.361\t1.075\t3.102\t0.699\t1.066\t0.990\t0.678\t0.382\t0.814\t0.706\n0\t1.013\t0.645\t-0.404\t0.556\t1.484\t0.955\t-0.003\t1.294\t2.173\t1.126\t-0.633\t-0.576\t1.107\t0.551\t-0.725\t0.314\t0.000\t0.655\t0.461\t-1.087\t0.000\t0.794\t0.856\t1.031\t0.940\t1.597\t0.951\t0.767\n1\t0.767\t1.091\t1.651\t0.969\t0.502\t0.673\t2.045\t-1.729\t0.000\t1.523\t-0.148\t0.124\t2.215\t0.791\t-1.558\t1.286\t0.000\t1.634\t0.010\t-0.577\t3.102\t4.271\t2.535\t1.027\t1.158\t0.850\t1.764\t1.414\n0\t0.385\t1.122\t0.766\t2.140\t0.351\t0.635\t1.000\t1.399\t2.173\t0.931\t1.848\t-1.119\t0.000\t1.256\t0.922\t-1.006\t0.000\t0.482\t0.718\t-0.559\t3.102\t0.780\t1.035\t0.988\t0.740\t0.576\t0.797\t0.905\n1\t0.932\t-0.963\t-0.625\t0.936\t0.623\t1.200\t-0.913\t0.441\t1.087\t1.287\t-0.418\t-1.459\t0.000\t0.815\t-1.228\t-1.692\t0.000\t0.697\t0.179\t-0.812\t1.551\t0.816\t0.717\t1.168\t0.855\t1.050\t0.998\t0.873\n0\t0.847\t-0.443\t0.433\t0.864\t-1.357\t0.468\t-1.590\t1.458\t0.000\t0.549\t1.268\t-0.121\t2.215\t0.633\t-1.122\t-1.097\t0.000\t0.630\t-0.249\t-0.960\t3.102\t0.751\t0.595\t1.184\t0.957\t0.597\t0.857\t0.754\n0\t0.675\t-1.974\t0.779\t2.568\t0.053\t0.632\t-0.248\t-1.670\t2.173\t0.537\t1.365\t-0.663\t0.000\t0.662\t-1.191\t-1.728\t2.548\t0.913\t0.806\t-1.489\t0.000\t0.650\t0.884\t1.110\t0.998\t0.449\t1.124\t1.526\n0\t0.677\t-1.548\t-1.146\t0.709\t0.861\t0.491\t-1.646\t-0.412\t2.173\t0.932\t-0.740\t0.888\t2.215\t0.496\t0.743\t-1.152\t0.000\t0.565\t-0.695\t1.679\t0.000\t0.855\t0.837\t0.987\t0.679\t1.027\t0.696\t0.612\n0\t1.210\t-0.953\t0.543\t0.969\t-0.087\t0.997\t-0.552\t0.820\t2.173\t1.342\t-1.199\t-1.598\t2.215\t1.502\t-0.674\t-0.994\t0.000\t1.071\t-1.103\t-0.304\t0.000\t0.914\t1.032\t0.980\t0.778\t1.514\t1.053\t0.970\n1\t1.176\t-0.064\t0.093\t0.749\t-1.443\t0.802\t-1.073\t-1.533\t0.000\t0.679\t-0.115\t-1.672\t2.215\t0.568\t1.043\t-0.156\t2.548\t0.394\t2.007\t-0.025\t0.000\t1.095\t0.828\t1.278\t0.754\t0.785\t0.791\t0.753\n0\t0.873\t0.939\t-0.974\t0.887\t-1.246\t0.467\t0.859\t-0.483\t2.173\t1.190\t0.556\t0.843\t0.000\t0.403\t0.314\t0.024\t2.548\t1.132\t-0.759\t1.474\t0.000\t1.473\t0.908\t0.981\t0.681\t0.278\t0.751\t0.762\n1\t1.297\t1.167\t-0.085\t1.130\t-0.562\t1.288\t0.345\t1.358\t2.173\t0.605\t1.197\t-0.947\t0.000\t0.900\t1.041\t0.567\t0.000\t0.442\t0.747\t-0.548\t3.102\t0.847\t0.930\t0.982\t0.485\t0.820\t1.081\t0.872\n0\t0.541\t-0.261\t0.984\t0.284\t1.303\t0.853\t0.475\t-0.641\t2.173\t0.677\t1.057\t1.026\t0.000\t0.738\t1.215\t0.765\t2.548\t0.566\t-0.147\t-1.361\t0.000\t0.867\t0.992\t0.978\t1.256\t1.040\t1.114\t0.956\n0\t1.096\t0.912\t-0.939\t1.643\t-0.367\t1.055\t-0.577\t1.088\t0.000\t0.657\t0.714\t-1.591\t2.215\t0.712\t0.835\t0.773\t0.000\t0.792\t-0.991\t-0.582\t3.102\t0.956\t1.008\t0.985\t0.922\t0.891\t0.763\t0.928\n0\t1.075\t-2.015\t-0.381\t1.527\t-0.759\t0.657\t0.589\t1.185\t1.087\t0.719\t-0.626\t0.872\t0.000\t0.317\t-0.341\t1.554\t0.000\t0.432\t-1.313\t0.824\t3.102\t0.434\t0.603\t0.991\t0.657\t0.762\t1.136\t0.905\n1\t2.221\t-2.021\t1.376\t0.428\t-0.882\t0.648\t-0.493\t-0.630\t2.173\t0.818\t-2.141\t-0.095\t0.000\t0.764\t-1.251\t0.628\t2.548\t0.807\t-1.540\t-1.461\t0.000\t1.016\t1.087\t1.209\t0.816\t0.888\t0.952\t0.855\n0\t1.203\t-1.061\t0.774\t0.600\t1.731\t0.379\t-0.515\t0.369\t1.087\t0.510\t0.993\t1.043\t0.000\t1.041\t-0.054\t-0.907\t2.548\t1.134\t1.021\t-1.052\t0.000\t0.946\t0.940\t0.985\t0.897\t0.737\t0.698\t0.784\n1\t1.489\t-1.282\t-0.121\t0.714\t-0.748\t0.883\t-0.242\t0.822\t2.173\t0.622\t-1.083\t-1.577\t2.215\t1.034\t-0.843\t1.213\t0.000\t0.723\t-0.774\t-1.156\t0.000\t0.806\t0.840\t0.995\t0.834\t1.029\t0.877\t0.756\n1\t0.664\t-1.265\t1.159\t0.892\t-1.532\t1.205\t-0.434\t-1.470\t2.173\t2.423\t0.616\t0.297\t0.000\t1.348\t1.300\t1.308\t2.548\t1.169\t0.530\t-0.512\t0.000\t0.725\t0.887\t0.977\t1.259\t1.950\t1.780\t1.546\n0\t1.127\t-0.113\t0.938\t0.363\t0.945\t0.987\t-0.891\t-0.693\t2.173\t0.705\t-0.734\t1.579\t0.000\t0.373\t-1.144\t-0.395\t0.000\t1.306\t-0.720\t0.493\t3.102\t0.898\t0.921\t0.985\t0.813\t1.054\t0.996\t0.826\n0\t0.876\t-0.480\t-1.407\t0.419\t1.075\t1.880\t1.646\t1.672\t0.000\t2.026\t-0.998\t-0.076\t0.000\t0.758\t1.140\t0.742\t2.548\t1.493\t-0.429\t0.331\t3.102\t1.013\t0.833\t0.992\t0.763\t0.867\t1.056\t0.976\n0\t0.428\t-0.097\t-1.504\t0.850\t0.201\t0.977\t1.417\t0.578\t2.173\t0.434\t0.007\t-0.959\t0.000\t1.198\t-1.237\t-0.528\t2.548\t0.389\t-0.396\t1.533\t0.000\t0.438\t1.067\t0.990\t1.160\t2.793\t1.314\t0.991\n1\t0.529\t-1.463\t-0.067\t1.024\t1.616\t0.476\t-2.255\t0.566\t0.000\t1.429\t-0.271\t-0.994\t2.215\t0.742\t-0.243\t0.199\t2.548\t0.942\t2.407\t1.356\t0.000\t0.711\t0.824\t1.018\t1.083\t0.963\t0.995\t0.854\n1\t1.532\t0.109\t-0.312\t0.712\t1.355\t0.810\t-1.470\t1.470\t2.173\t1.141\t-1.268\t-0.592\t0.000\t0.605\t0.119\t0.272\t0.000\t0.545\t0.284\t1.174\t3.102\t1.040\t0.859\t1.444\t1.431\t0.757\t0.915\t0.879\n1\t0.879\t-0.125\t1.452\t1.540\t-0.019\t0.712\t1.124\t-1.717\t0.000\t0.997\t-1.006\t-0.860\t0.000\t1.370\t0.200\t-0.243\t2.548\t0.968\t0.020\t0.989\t0.000\t0.911\t0.990\t1.563\t0.820\t0.502\t0.646\t0.693\n1\t0.762\t0.161\t-0.436\t0.600\t0.846\t0.931\t-1.238\t-0.524\t0.000\t1.280\t-0.502\t1.093\t2.215\t1.407\t-0.050\t-1.661\t0.000\t1.132\t-1.167\t0.179\t0.000\t0.936\t1.173\t0.990\t0.825\t1.014\t1.037\t0.856\n1\t1.280\t0.360\t-0.905\t1.982\t-1.294\t1.508\t1.474\t0.401\t0.000\t1.123\t-0.007\t1.260\t2.215\t0.488\t1.204\t-1.315\t2.548\t0.730\t0.442\t0.414\t0.000\t0.798\t0.918\t0.988\t1.170\t0.804\t0.994\t1.234\n1\t1.933\t-0.432\t0.170\t0.753\t-0.480\t1.187\t-0.420\t-1.379\t2.173\t1.389\t-0.477\t1.435\t1.107\t0.724\t-1.118\t-1.502\t0.000\t1.249\t0.343\t0.194\t0.000\t1.336\t1.101\t0.984\t1.380\t1.077\t1.149\t0.993\n1\t1.605\t-1.031\t0.505\t0.629\t0.458\t0.639\t0.150\t-1.654\t1.087\t0.678\t-0.218\t-1.014\t0.000\t1.116\t-0.682\t-0.883\t2.548\t1.120\t0.104\t0.939\t0.000\t1.132\t0.880\t0.979\t1.108\t0.833\t0.888\t0.795\n1\t1.527\t-2.084\t-1.126\t0.474\t1.595\t0.494\t-1.911\t0.207\t0.000\t0.757\t-0.308\t0.442\t0.000\t1.006\t-1.275\t1.465\t0.000\t0.710\t-0.449\t-0.343\t3.102\t1.153\t0.770\t0.987\t0.664\t0.435\t0.556\t0.624\n1\t1.382\t0.293\t-1.403\t0.937\t0.834\t0.657\t-0.098\t0.246\t2.173\t0.923\t0.761\t0.719\t2.215\t0.286\t-0.683\t-0.843\t0.000\t0.519\t1.213\t-0.563\t0.000\t0.579\t0.717\t1.422\t1.030\t0.704\t0.789\t0.668\n0\t1.161\t-0.071\t-0.808\t2.102\t-1.214\t1.242\t-1.930\t0.629\t0.000\t0.933\t0.192\t1.532\t0.000\t1.547\t0.553\t-0.253\t2.548\t1.168\t1.205\t0.673\t3.102\t1.514\t1.051\t0.996\t1.018\t0.881\t0.944\t0.991\n1\t1.036\t-0.229\t1.722\t0.800\t-0.127\t1.059\t-0.066\t1.238\t2.173\t1.570\t-0.265\t-0.567\t0.000\t0.600\t0.606\t0.671\t0.000\t0.596\t-0.523\t0.457\t3.102\t1.521\t0.926\t1.256\t0.953\t0.595\t0.928\t0.817\n1\t0.902\t-0.805\t-1.174\t0.160\t-0.660\t0.899\t-0.505\t-1.556\t2.173\t0.559\t0.863\t-0.295\t0.000\t1.310\t0.389\t0.203\t2.548\t1.771\t-1.283\t-1.520\t0.000\t0.951\t0.918\t0.989\t0.716\t1.503\t1.260\t1.064\n1\t1.028\t-0.108\t-0.566\t0.278\t-0.387\t1.293\t0.840\t-0.862\t2.173\t1.516\t0.291\t0.369\t0.000\t2.391\t0.338\t1.631\t1.274\t0.714\t1.197\t1.039\t0.000\t1.063\t1.599\t0.989\t1.324\t1.788\t1.536\t1.276\n1\t0.503\t2.280\t0.135\t2.093\t0.688\t0.440\t1.226\t-0.608\t1.087\t0.302\t2.283\t-1.362\t0.000\t0.842\t1.077\t1.579\t0.000\t0.947\t-0.294\t-1.358\t3.102\t0.933\t0.775\t1.000\t0.892\t0.738\t0.901\t0.787\n1\t1.001\t-0.717\t-1.244\t0.461\t-0.004\t0.838\t0.150\t0.451\t2.173\t0.490\t-1.210\t1.469\t0.000\t0.849\t0.017\t-1.364\t0.000\t0.588\t0.198\t-1.702\t0.000\t0.865\t1.085\t0.988\t0.920\t0.809\t0.859\t0.762\n0\t0.421\t1.109\t-1.720\t0.612\t-0.693\t0.525\t-1.433\t1.046\t2.173\t0.525\t-1.608\t-0.742\t0.000\t0.826\t1.061\t1.029\t1.274\t1.137\t-0.689\t-0.165\t0.000\t0.658\t0.834\t0.994\t0.799\t1.402\t0.985\t0.848\n1\t0.696\t-0.207\t1.712\t0.642\t1.307\t0.897\t-2.334\t-0.200\t0.000\t1.147\t0.290\t0.983\t2.215\t1.291\t0.130\t-0.798\t0.000\t1.611\t0.731\t-1.482\t3.102\t0.821\t0.881\t0.982\t0.719\t1.041\t0.699\t0.640\n0\t0.352\t0.510\t-1.026\t1.753\t1.285\t0.732\t0.148\t-0.141\t2.173\t0.746\t-0.080\t-0.844\t2.215\t1.124\t0.916\t1.092\t0.000\t0.471\t1.064\t-0.496\t0.000\t0.802\t0.934\t0.984\t0.974\t0.656\t0.855\t0.751\n1\t0.602\t-1.540\t0.219\t0.247\t-0.972\t1.735\t-1.302\t0.422\t2.173\t1.171\t-0.820\t-1.633\t0.000\t0.957\t-1.241\t-1.008\t0.000\t0.550\t-0.070\t1.415\t3.102\t0.966\t0.689\t0.990\t1.008\t1.053\t1.114\t0.913\n1\t0.793\t1.167\t-0.754\t0.871\t0.495\t0.698\t-0.540\t-1.732\t0.000\t1.072\t1.082\t0.178\t0.000\t1.384\t0.930\t1.518\t2.548\t1.080\t1.298\t-0.241\t0.000\t0.604\t0.993\t1.040\t0.862\t0.761\t0.840\t0.732\n1\t2.264\t-0.102\t-0.530\t1.173\t-1.559\t0.746\t-0.195\t0.654\t2.173\t0.534\t1.295\t0.905\t2.215\t0.550\t-0.236\t1.638\t0.000\t0.600\t1.133\t-1.001\t0.000\t0.720\t0.863\t1.805\t1.338\t0.809\t1.065\t0.857\n1\t1.971\t-1.403\t-0.427\t0.870\t-0.710\t0.744\t-1.138\t1.454\t0.000\t0.651\t-0.848\t0.885\t2.215\t0.593\t-1.311\t1.705\t2.548\t0.449\t0.124\t1.026\t0.000\t0.698\t0.536\t0.995\t0.821\t0.483\t0.735\t0.739\n0\t0.407\t1.071\t-0.437\t2.735\t-0.183\t1.358\t-0.042\t-1.633\t1.087\t0.667\t-0.888\t1.308\t0.000\t0.777\t0.553\t1.337\t0.000\t1.396\t-0.761\t0.252\t3.102\t0.923\t0.942\t0.988\t2.853\t1.587\t2.253\t1.873\n1\t0.792\t-0.440\t1.480\t0.889\t0.278\t0.665\t1.189\t-0.391\t1.087\t0.526\t-0.718\t-1.473\t1.107\t0.689\t-1.261\t0.672\t0.000\t0.818\t1.367\t-1.182\t0.000\t1.969\t1.233\t1.027\t1.119\t1.218\t1.020\t0.901\n1\t0.403\t-1.974\t-0.535\t0.365\t-0.793\t1.021\t-1.137\t1.394\t2.173\t0.924\t-0.156\t-1.062\t2.215\t1.332\t-0.932\t-0.065\t0.000\t0.481\t0.395\t0.793\t0.000\t0.952\t0.986\t0.978\t0.980\t1.359\t0.951\t0.802\n1\t0.708\t-0.678\t-0.475\t1.088\t1.546\t0.677\t-1.424\t1.716\t2.173\t0.755\t-0.036\t0.576\t2.215\t1.093\t-0.202\t-0.044\t0.000\t1.324\t-0.121\t-1.126\t0.000\t1.099\t0.909\t1.178\t0.787\t1.204\t0.885\t0.779\n1\t0.716\t0.384\t-1.463\t0.910\t-0.178\t0.855\t-0.307\t1.305\t2.173\t0.447\t0.630\t-0.456\t0.000\t0.746\t-0.505\t-0.760\t0.000\t1.146\t0.573\t0.736\t1.551\t0.614\t1.029\t1.025\t0.704\t0.749\t0.725\t0.676\n1\t0.870\t-0.355\t-1.737\t1.753\t-1.128\t0.753\t2.075\t1.196\t0.000\t1.360\t-1.039\t0.427\t2.215\t0.749\t0.914\t0.060\t0.000\t1.135\t-0.704\t-0.220\t0.000\t0.858\t0.872\t0.987\t0.540\t0.845\t0.874\t0.735\n0\t0.515\t0.358\t1.191\t0.697\t0.412\t0.958\t0.213\t0.583\t1.087\t1.166\t1.676\t-0.754\t0.000\t0.736\t0.564\t-0.968\t0.000\t1.227\t1.194\t1.731\t1.551\t0.870\t0.840\t0.991\t0.791\t1.234\t1.053\t1.098\n1\t0.395\t-1.107\t1.010\t1.202\t-0.101\t0.770\t-1.068\t-0.687\t0.000\t0.919\t0.665\t1.366\t2.215\t1.340\t0.167\t-1.538\t2.548\t1.043\t-0.229\t0.228\t0.000\t1.153\t1.219\t0.987\t0.967\t0.661\t1.007\t0.877\n1\t2.351\t0.281\t-0.077\t0.436\t0.494\t0.883\t0.257\t1.178\t1.087\t0.806\t1.256\t-0.558\t0.000\t1.343\t0.389\t-1.677\t0.000\t0.703\t0.977\t0.817\t0.000\t0.929\t0.967\t0.984\t1.178\t1.026\t0.950\t0.870\n1\t0.934\t0.895\t1.092\t0.309\t-1.536\t0.826\t0.822\t-0.252\t0.000\t1.079\t0.044\t1.121\t2.215\t0.965\t0.424\t-1.370\t2.548\t0.522\t1.745\t-0.746\t0.000\t0.803\t0.881\t0.985\t0.963\t0.878\t0.883\t0.824\n1\t0.505\t-2.290\t-1.683\t1.270\t0.423\t0.606\t-2.375\t-0.850\t0.000\t0.409\t-1.894\t-1.080\t0.000\t1.359\t-0.211\t1.112\t2.548\t0.767\t-1.975\t0.509\t0.000\t0.980\t0.672\t1.050\t1.341\t0.791\t0.931\t0.870\n1\t0.620\t1.533\t1.443\t0.961\t-0.090\t1.542\t-1.041\t-1.611\t0.000\t0.903\t1.421\t1.006\t0.000\t2.225\t0.541\t-0.440\t2.548\t1.512\t0.329\t0.366\t3.102\t0.822\t0.877\t1.050\t1.004\t0.941\t0.932\t0.808\n1\t1.229\t0.345\t-0.481\t0.613\t-1.691\t0.907\t0.630\t1.118\t2.173\t1.004\t-0.356\t-1.131\t2.215\t1.712\t0.813\t0.048\t0.000\t1.573\t1.698\t1.297\t0.000\t1.967\t1.493\t1.067\t0.746\t1.459\t1.346\t1.111\n1\t1.748\t0.020\t-0.467\t1.432\t-1.328\t1.175\t-0.281\t1.065\t2.173\t0.670\t-1.150\t1.641\t0.000\t0.448\t-0.275\t0.625\t0.000\t0.508\t-0.744\t-1.009\t3.102\t0.768\t0.769\t1.533\t0.745\t0.822\t0.991\t0.846\n0\t0.647\t0.768\t0.969\t1.633\t0.469\t1.752\t0.531\t0.690\t0.000\t0.802\t1.808\t0.910\t0.000\t2.705\t-0.469\t-1.247\t2.548\t3.334\t-0.735\t-0.848\t3.102\t1.859\t3.034\t0.990\t1.562\t0.914\t2.357\t1.825\n0\t0.404\t-0.198\t-0.839\t1.507\t1.275\t0.533\t0.024\t-0.455\t2.173\t0.778\t-0.837\t0.368\t2.215\t0.833\t-0.766\t1.730\t0.000\t0.754\t-1.146\t-0.490\t0.000\t0.829\t0.807\t1.021\t0.823\t0.773\t0.708\t0.666\n0\t3.288\t1.124\t-1.203\t0.257\t-0.304\t1.738\t0.389\t0.381\t1.087\t0.492\t-0.131\t0.039\t0.000\t0.823\t-0.271\t1.211\t0.000\t1.106\t0.224\t-1.722\t3.102\t0.853\t0.985\t0.988\t0.795\t1.394\t1.392\t1.156\n1\t0.647\t-0.415\t-1.729\t1.521\t-0.576\t0.785\t-0.185\t0.496\t2.173\t0.807\t-1.535\t1.667\t2.215\t0.827\t0.286\t-0.778\t0.000\t0.737\t-1.555\t0.550\t0.000\t1.391\t1.093\t1.185\t1.014\t1.348\t0.938\t0.861\n1\t0.435\t0.675\t0.884\t0.872\t-0.188\t0.499\t0.407\t-0.129\t0.000\t0.475\t0.901\t1.713\t2.215\t1.140\t0.902\t-1.383\t2.548\t0.739\t1.260\t1.045\t0.000\t0.970\t0.894\t0.990\t0.777\t0.270\t0.686\t0.665\n1\t0.543\t0.339\t-0.448\t1.041\t-1.225\t0.406\t-0.494\t-1.530\t0.000\t0.379\t0.720\t0.664\t2.215\t0.748\t-0.776\t0.213\t0.000\t0.917\t-1.017\t0.686\t3.102\t1.006\t0.776\t0.987\t0.763\t0.610\t0.628\t0.590\n1\t0.645\t1.238\t1.271\t0.650\t0.202\t0.899\t0.922\t-0.624\t2.173\t0.905\t0.352\t0.974\t0.000\t1.798\t0.353\t1.645\t0.000\t1.388\t-0.374\t-0.347\t3.102\t1.114\t1.282\t0.992\t0.911\t0.929\t1.080\t0.894\n0\t1.504\t1.813\t1.651\t0.977\t-0.922\t0.675\t0.369\t-0.324\t0.000\t1.203\t1.246\t0.318\t0.000\t0.737\t0.991\t-1.451\t0.000\t0.820\t0.218\t0.782\t1.551\t1.173\t0.849\t1.232\t0.885\t0.194\t0.718\t0.760\n1\t0.449\t-0.835\t-0.988\t1.179\t-0.174\t1.605\t-0.745\t1.189\t0.000\t1.212\t1.049\t-0.438\t2.215\t1.018\t0.565\t-0.787\t0.000\t0.735\t-1.206\t0.892\t0.000\t0.872\t0.894\t0.994\t1.626\t0.686\t1.592\t1.229\n1\t1.278\t-1.050\t-1.423\t1.866\t-1.037\t0.608\t0.045\t0.198\t2.173\t1.119\t-0.433\t1.031\t2.215\t0.432\t-0.169\t-0.696\t0.000\t0.811\t0.497\t0.748\t0.000\t0.682\t0.720\t0.996\t1.474\t0.880\t1.213\t1.000\n1\t1.317\t0.291\t-0.656\t1.144\t-0.130\t0.850\t-0.117\t1.182\t1.087\t0.852\t1.104\t1.554\t2.215\t0.381\t1.370\t-0.210\t0.000\t0.464\t1.691\t0.321\t0.000\t0.459\t0.844\t0.987\t1.079\t0.933\t1.012\t0.789\n1\t1.113\t1.527\t1.484\t0.505\t-0.585\t0.695\t-0.094\t-0.666\t2.173\t0.390\t-0.226\t-0.082\t0.000\t1.022\t-0.104\t0.977\t2.548\t0.822\t0.735\t0.890\t0.000\t0.713\t0.766\t0.995\t0.952\t1.046\t0.901\t0.744\n1\t0.583\t0.917\t0.940\t1.274\t-1.702\t1.024\t-0.073\t0.110\t2.173\t0.718\t-0.368\t-0.791\t2.215\t0.797\t0.362\t0.858\t0.000\t1.026\t0.265\t-1.297\t0.000\t0.931\t1.020\t0.990\t0.846\t0.936\t0.867\t0.754\n0\t0.873\t-1.649\t0.437\t0.731\t1.410\t1.224\t-0.545\t-0.187\t1.087\t0.536\t1.192\t-1.452\t0.000\t0.987\t0.717\t-0.770\t0.000\t0.484\t-1.980\t1.100\t0.000\t0.689\t0.855\t0.992\t1.096\t0.801\t0.936\t0.981\n1\t0.783\t-0.201\t0.450\t0.614\t0.187\t1.944\t-0.076\t-1.253\t2.173\t1.710\t-0.816\t0.652\t1.107\t1.110\t-2.328\t-0.103\t0.000\t1.087\t-1.467\t1.293\t0.000\t0.898\t1.439\t0.982\t1.587\t2.854\t1.840\t1.648\n0\t1.517\t-0.242\t-0.299\t0.723\t-0.159\t0.855\t-0.660\t1.607\t2.173\t0.875\t-0.081\t0.852\t2.215\t0.395\t-1.363\t-1.150\t0.000\t0.454\t-0.804\t-1.513\t0.000\t0.196\t0.674\t0.986\t1.220\t0.885\t0.944\t0.729\n0\t1.311\t0.108\t-1.666\t0.365\t-0.507\t0.821\t-0.182\t-0.349\t2.173\t1.114\t-0.454\t0.999\t2.215\t0.759\t2.213\t-1.587\t0.000\t1.009\t-1.002\t0.467\t0.000\t0.846\t1.506\t0.986\t0.854\t1.334\t1.317\t1.106\n1\t0.619\t1.689\t-1.406\t1.007\t-0.411\t0.710\t1.836\t0.233\t0.000\t0.985\t-0.012\t-1.431\t2.215\t1.787\t0.102\t1.299\t0.000\t1.612\t1.160\t0.830\t0.000\t0.919\t0.851\t0.985\t1.467\t0.686\t0.993\t0.986\n1\t0.763\t0.739\t0.345\t0.712\t1.100\t0.965\t-0.157\t-1.258\t2.173\t0.581\t0.568\t-0.852\t0.000\t0.969\t0.235\t0.858\t0.000\t1.094\t-1.311\t-1.039\t3.102\t0.887\t0.983\t0.987\t1.040\t0.863\t0.863\t0.775\n0\t1.394\t-1.038\t-1.604\t1.092\t1.128\t0.676\t-0.637\t0.517\t2.173\t0.368\t-1.611\t-1.475\t0.000\t1.282\t0.085\t-0.473\t2.548\t0.642\t-1.286\t-0.273\t0.000\t0.560\t0.839\t1.074\t0.953\t1.003\t0.941\t0.777\n0\t0.905\t0.948\t0.036\t1.082\t-1.163\t0.841\t0.468\t1.122\t1.087\t0.691\t-0.403\t-0.040\t0.000\t0.565\t0.362\t0.596\t0.000\t0.700\t1.814\t1.603\t0.000\t0.890\t0.962\t1.209\t1.059\t1.130\t0.833\t0.749\n0\t0.775\t0.464\t1.354\t0.991\t0.188\t1.498\t0.949\t0.419\t2.173\t2.314\t0.365\t-1.302\t0.000\t0.845\t0.306\t-1.571\t2.548\t0.818\t-0.172\t-0.343\t0.000\t1.463\t0.865\t1.053\t0.858\t1.437\t1.347\t1.089\n0\t0.526\t-0.687\t1.554\t2.766\t-0.764\t0.881\t1.487\t0.927\t0.000\t0.987\t-0.148\t0.712\t2.215\t0.849\t0.786\t-1.491\t2.548\t0.877\t-2.044\t1.140\t0.000\t1.811\t1.231\t1.452\t1.360\t1.029\t1.061\t1.363\n1\t0.991\t0.004\t0.705\t1.195\t-0.739\t0.639\t-0.749\t1.691\t2.173\t0.743\t-2.249\t1.451\t0.000\t1.105\t0.962\t0.385\t0.000\t0.877\t0.302\t-1.044\t3.102\t3.797\t2.172\t1.453\t1.040\t0.680\t1.352\t1.172\n0\t0.363\t-1.732\t-0.789\t2.071\t1.102\t0.662\t-1.157\t0.205\t0.000\t0.644\t-1.213\t0.958\t2.215\t0.957\t-0.371\t-0.962\t0.000\t0.859\t1.400\t-0.255\t0.000\t1.363\t1.012\t1.191\t1.051\t0.642\t0.720\t0.817\n0\t0.529\t-0.252\t-0.961\t1.650\t-0.564\t0.924\t-1.192\t0.098\t2.173\t1.720\t-0.150\t1.353\t0.000\t0.968\t1.435\t1.724\t0.000\t1.087\t0.326\t-0.767\t3.102\t0.968\t0.895\t0.981\t1.609\t1.198\t1.387\t1.186\n1\t1.227\t0.492\t0.443\t1.480\t-1.238\t1.484\t0.400\t-1.114\t2.173\t0.804\t2.285\t0.043\t0.000\t0.369\t0.330\t0.814\t2.548\t1.282\t-0.980\t1.703\t0.000\t0.624\t0.651\t1.863\t1.317\t0.909\t1.106\t1.059\n1\t0.604\t-1.295\t0.069\t0.793\t0.783\t0.758\t-0.485\t-1.104\t2.173\t0.747\t-0.168\t0.700\t2.215\t1.424\t0.157\t-0.467\t0.000\t0.375\t1.645\t-1.681\t0.000\t1.096\t1.011\t0.986\t1.305\t1.120\t1.051\t1.202\n0\t1.566\t-0.173\t0.736\t1.850\t-1.315\t0.733\t0.444\t-1.518\t2.173\t1.041\t0.453\t0.138\t0.000\t0.877\t-1.071\t0.416\t0.000\t1.936\t1.121\t-1.301\t0.000\t1.063\t0.904\t2.268\t1.357\t0.888\t0.998\t0.979\n0\t0.397\t-0.803\t0.027\t1.017\t-0.058\t0.490\t-0.044\t1.621\t0.000\t0.676\t-0.539\t-1.050\t2.215\t1.301\t1.268\t-0.577\t2.548\t0.706\t-0.213\t0.803\t0.000\t0.887\t0.936\t0.987\t2.764\t1.204\t1.754\t1.438\n1\t0.606\t-1.310\t1.567\t0.917\t-0.246\t1.486\t2.334\t0.093\t0.000\t1.601\t-0.851\t-1.301\t2.215\t1.417\t-0.446\t1.714\t1.274\t1.524\t-0.723\t0.884\t0.000\t0.765\t0.874\t1.031\t0.920\t0.728\t0.821\t0.765\n0\t1.559\t-0.187\t-1.727\t0.333\t1.738\t0.647\t-0.253\t-0.359\t1.087\t1.119\t0.421\t0.512\t0.000\t0.977\t-0.301\t0.921\t2.548\t1.915\t0.972\t-0.799\t0.000\t1.273\t1.059\t0.984\t0.767\t0.906\t0.774\t0.776\n1\t0.624\t-0.479\t0.230\t1.307\t-0.850\t1.333\t-0.620\t-0.358\t0.000\t1.790\t0.135\t1.596\t2.215\t1.533\t0.116\t0.931\t2.548\t0.649\t-0.872\t1.013\t0.000\t0.961\t1.431\t1.034\t1.245\t0.992\t1.318\t1.092\n0\t0.915\t1.588\t-1.124\t1.047\t-1.461\t1.061\t1.106\t1.244\t2.173\t0.591\t0.995\t-0.688\t0.000\t0.991\t1.064\t0.223\t1.274\t1.342\t2.022\t-0.074\t0.000\t1.073\t0.808\t0.975\t1.025\t1.018\t0.909\t0.893\n0\t0.368\t1.543\t0.216\t1.509\t-1.572\t0.305\t-0.777\t1.080\t2.173\t0.627\t-0.336\t-1.081\t2.215\t0.478\t0.754\t-0.453\t0.000\t1.119\t0.413\t0.381\t0.000\t0.567\t0.713\t1.031\t1.098\t0.615\t0.873\t0.746\n0\t1.269\t-0.307\t-1.573\t0.426\t0.500\t0.770\t-0.155\t0.422\t0.000\t0.779\t-1.450\t-1.536\t2.215\t0.634\t-1.304\t0.235\t0.000\t0.949\t-0.294\t-0.613\t3.102\t0.883\t0.769\t0.987\t0.776\t0.739\t0.773\t0.726\n1\t1.984\t0.777\t0.494\t0.578\t-0.956\t0.469\t1.264\t1.164\t2.173\t0.553\t1.389\t-1.713\t1.107\t0.643\t-1.235\t-1.324\t0.000\t1.435\t0.705\t-1.168\t0.000\t0.762\t0.995\t1.431\t0.950\t0.394\t0.721\t0.794\n1\t0.284\t1.928\t0.052\t1.889\t1.004\t0.906\t-2.170\t-0.222\t0.000\t1.468\t0.631\t-0.971\t2.215\t2.292\t0.130\t0.430\t0.000\t0.993\t-0.086\t-1.440\t3.102\t4.024\t2.385\t0.996\t1.299\t0.614\t1.978\t1.840\n1\t1.517\t-0.218\t-1.492\t0.985\t1.528\t0.904\t-0.639\t0.343\t2.173\t0.665\t1.220\t0.307\t0.000\t0.414\t-1.732\t1.467\t0.000\t0.939\t-0.335\t-0.995\t0.000\t0.899\t1.009\t0.996\t0.675\t0.647\t0.869\t0.818\n0\t2.636\t0.295\t-1.045\t2.473\t-0.724\t1.982\t-0.327\t0.751\t2.173\t0.626\t-0.162\t0.125\t0.000\t0.770\t-0.139\t1.366\t2.548\t0.708\t-1.922\t1.675\t0.000\t1.405\t0.983\t1.012\t2.683\t0.821\t1.703\t1.481\n1\t2.015\t-0.460\t0.973\t1.126\t0.680\t0.796\t-0.749\t-1.239\t2.173\t1.262\t-0.171\t-0.298\t2.215\t0.888\t1.153\t-0.822\t0.000\t0.961\t0.314\t1.730\t0.000\t0.893\t1.097\t0.989\t1.338\t1.189\t1.135\t1.064\n0\t0.791\t0.797\t0.013\t0.266\t-1.042\t0.850\t-1.778\t0.691\t0.000\t0.597\t2.123\t-1.468\t0.000\t1.134\t1.726\t-0.248\t0.000\t1.332\t0.934\t-1.221\t3.102\t0.987\t0.879\t0.986\t0.694\t0.961\t0.726\t0.664\n0\t0.803\t2.166\t0.242\t0.871\t1.314\t0.741\t1.405\t-0.247\t2.173\t0.563\t0.229\t1.150\t0.000\t0.322\t0.471\t1.535\t0.000\t0.595\t-1.646\t-0.634\t0.000\t0.892\t0.604\t0.986\t0.951\t1.079\t0.959\t1.223\n1\t0.585\t-1.843\t-0.910\t1.232\t0.606\t1.188\t-2.283\t0.372\t0.000\t1.033\t0.340\t-1.432\t1.107\t0.444\t-1.106\t0.079\t2.548\t0.824\t-1.012\t-1.327\t0.000\t1.740\t0.989\t1.152\t1.597\t0.940\t1.418\t1.171\n0\t1.398\t0.743\t-0.171\t0.585\t-0.429\t0.568\t-0.732\t1.420\t2.173\t0.422\t-1.919\t-1.366\t0.000\t0.527\t-1.652\t0.132\t0.000\t1.077\t0.459\t1.389\t3.102\t0.708\t1.082\t0.984\t1.450\t0.572\t0.984\t1.165\n0\t0.534\t0.725\t0.560\t2.122\t0.940\t2.734\t0.648\t-0.848\t2.173\t1.059\t0.826\t-0.460\t0.000\t4.288\t0.213\t1.023\t2.548\t0.435\t0.136\t-1.249\t0.000\t0.655\t0.788\t0.991\t1.708\t4.332\t2.398\t1.795\n0\t1.160\t0.434\t-1.459\t1.680\t1.470\t1.069\t1.285\t-0.135\t1.087\t0.818\t2.849\t1.073\t0.000\t0.596\t0.143\t-1.021\t0.000\t0.562\t0.095\t0.862\t0.000\t0.633\t0.928\t0.989\t0.818\t0.561\t1.052\t0.814\n0\t0.879\t-0.837\t-0.121\t0.823\t-0.525\t1.227\t-0.833\t-1.071\t0.000\t1.174\t1.004\t0.787\t0.000\t1.610\t0.220\t0.692\t2.548\t1.789\t-0.932\t-1.623\t0.000\t1.124\t0.822\t0.992\t0.953\t0.537\t1.057\t0.960\n1\t0.324\t-0.596\t0.920\t1.207\t-1.088\t1.154\t-0.055\t1.276\t2.173\t0.967\t1.614\t0.190\t0.000\t0.644\t0.821\t-0.513\t2.548\t0.729\t-0.005\t-0.497\t0.000\t1.202\t0.741\t0.989\t1.312\t1.199\t1.059\t1.265\n0\t1.546\t-0.825\t-0.568\t2.154\t-0.029\t1.267\t-0.241\t1.358\t0.000\t1.672\t0.028\t-1.608\t2.215\t0.714\t0.768\t1.528\t2.548\t1.949\t-0.346\t0.243\t0.000\t1.431\t1.132\t1.182\t1.821\t0.605\t1.315\t1.237\n0\t0.481\t-1.166\t-1.721\t1.030\t1.628\t0.954\t1.204\t0.594\t0.000\t0.891\t0.615\t-1.120\t2.215\t0.734\t1.173\t-0.541\t2.548\t0.476\t-0.122\t0.081\t0.000\t0.885\t0.819\t0.976\t2.095\t0.515\t1.792\t1.841\n1\t0.433\t-0.259\t1.216\t0.952\t0.120\t0.886\t1.038\t-0.364\t0.000\t0.807\t0.860\t-0.943\t0.000\t1.632\t1.090\t1.035\t2.548\t1.040\t-0.115\t-1.604\t3.102\t0.907\t1.008\t0.991\t0.785\t0.993\t0.963\t0.824\n0\t1.067\t-1.079\t0.736\t0.948\t1.289\t0.942\t-0.975\t-1.187\t0.000\t2.344\t-0.818\t-0.591\t0.000\t1.712\t0.088\t0.674\t2.548\t2.121\t-1.799\t1.478\t0.000\t1.634\t1.648\t0.990\t0.760\t0.560\t1.403\t1.224\n1\t0.369\t0.660\t1.732\t0.098\t-0.648\t2.617\t1.111\t0.657\t0.000\t2.247\t-0.542\t-1.032\t0.000\t1.207\t-1.331\t1.595\t1.274\t2.166\t-0.944\t-0.633\t3.102\t1.625\t1.095\t0.838\t0.654\t1.138\t0.939\t0.792\n0\t0.589\t-0.595\t0.733\t1.041\t0.104\t0.833\t-1.210\t1.452\t2.173\t0.751\t-1.220\t-0.814\t0.000\t0.924\t-0.510\t-0.467\t2.548\t0.425\t-1.480\t1.725\t0.000\t0.588\t0.801\t0.986\t0.745\t1.140\t0.922\t0.825\n0\t0.999\t-1.420\t0.534\t1.497\t0.946\t0.598\t-1.028\t-0.054\t0.000\t0.760\t-0.382\t-1.221\t2.215\t0.615\t-0.411\t-0.659\t0.000\t1.450\t0.184\t-1.487\t1.551\t0.652\t0.955\t0.994\t1.350\t0.371\t1.216\t1.028\n0\t0.531\t-0.441\t-0.710\t2.335\t0.111\t2.794\t0.285\t-1.611\t2.173\t2.270\t0.258\t0.288\t0.000\t0.526\t0.987\t1.388\t1.274\t0.747\t-0.531\t-1.332\t0.000\t1.863\t1.252\t1.041\t2.405\t0.889\t1.601\t1.500\n1\t0.754\t-1.222\t-0.374\t0.476\t-1.187\t0.820\t-0.084\t0.025\t0.000\t1.207\t-0.880\t1.238\t2.215\t0.769\t-0.809\t-1.227\t0.000\t0.994\t0.279\t-1.723\t3.102\t0.899\t0.851\t0.990\t1.125\t0.794\t0.931\t0.816\n0\t0.639\t-0.527\t1.259\t0.868\t0.950\t0.595\t-0.285\t-1.492\t2.173\t1.137\t1.394\t-0.539\t2.215\t0.780\t2.084\t-0.248\t0.000\t0.680\t1.990\t0.314\t0.000\t0.392\t0.628\t0.986\t0.826\t1.492\t1.032\t0.990\n1\t2.215\t0.371\t0.053\t0.907\t-0.404\t1.580\t0.454\t1.648\t0.000\t0.498\t-0.433\t0.813\t1.107\t0.320\t0.168\t-0.892\t0.000\t0.579\t0.777\t-0.967\t3.102\t0.978\t0.952\t0.998\t0.648\t0.604\t0.629\t0.893\n0\t0.645\t0.501\t-1.263\t0.470\t-0.245\t1.073\t1.419\t-1.669\t0.000\t1.529\t0.139\t0.169\t1.107\t0.928\t-0.721\t0.683\t0.000\t0.947\t-0.304\t-1.067\t3.102\t2.875\t1.727\t0.984\t1.111\t1.014\t1.355\t1.131\n1\t1.935\t0.093\t0.397\t1.395\t0.186\t1.188\t-0.360\t-1.446\t2.173\t0.370\t-1.038\t-1.369\t0.000\t0.617\t-2.203\t-1.591\t0.000\t0.463\t0.538\t-0.421\t0.000\t0.661\t0.669\t0.977\t0.538\t0.739\t1.098\t0.874\n0\t1.827\t0.076\t1.436\t1.031\t-0.468\t1.050\t0.140\t0.054\t0.000\t0.560\t-0.822\t-0.593\t0.000\t0.398\t-0.633\t-0.107\t2.548\t0.604\t-0.070\t-1.111\t3.102\t1.226\t0.823\t1.881\t0.960\t0.317\t0.625\t0.729\n1\t0.830\t-1.064\t-0.818\t0.439\t1.202\t0.905\t-1.727\t1.367\t0.000\t1.443\t-1.642\t-0.299\t2.215\t0.949\t-1.426\t-1.509\t0.000\t1.170\t-1.171\t0.641\t3.102\t0.882\t0.839\t0.986\t0.811\t0.894\t0.942\t0.786\n0\t0.660\t-1.986\t-1.308\t1.060\t0.162\t1.050\t-0.837\t0.965\t2.173\t1.470\t-1.975\t-0.168\t0.000\t2.136\t-0.449\t1.586\t2.548\t3.257\t-1.096\t-0.812\t0.000\t1.878\t2.170\t1.124\t1.406\t1.043\t1.692\t1.366\n1\t1.161\t-0.814\t1.692\t2.167\t-1.197\t0.816\t0.357\t0.087\t1.087\t0.938\t-0.816\t0.828\t2.215\t0.894\t-1.494\t0.382\t0.000\t0.613\t-0.641\t-1.181\t0.000\t0.885\t1.154\t1.128\t1.179\t1.143\t1.195\t0.999\n1\t0.577\t1.015\t-1.222\t0.825\t-0.058\t1.370\t1.053\t-0.489\t2.173\t0.998\t0.490\t1.029\t0.000\t1.455\t-1.684\t1.472\t0.000\t1.267\t1.072\t1.499\t0.000\t0.842\t0.673\t0.984\t0.828\t1.003\t0.987\t0.860\n0\t0.577\t-0.263\t-1.424\t0.794\t0.305\t0.809\t-1.081\t1.041\t2.173\t1.392\t0.387\t-0.881\t2.215\t0.584\t-0.307\t1.352\t0.000\t0.878\t0.700\t0.073\t0.000\t0.874\t0.962\t0.984\t0.756\t1.999\t1.031\t0.854\n1\t2.383\t-0.322\t-0.920\t0.528\t-0.697\t1.099\t1.574\t1.009\t2.173\t0.769\t-0.772\t-0.922\t0.000\t1.151\t-0.693\t0.826\t0.000\t0.447\t0.822\t1.344\t1.551\t1.443\t0.962\t0.978\t2.062\t0.316\t1.310\t1.279\n0\t0.739\t1.142\t1.284\t0.945\t0.128\t0.527\t0.726\t-0.150\t2.173\t0.823\t2.255\t-1.497\t0.000\t1.057\t0.780\t0.843\t2.548\t0.946\t-0.033\t-0.668\t0.000\t0.859\t0.851\t0.999\t0.668\t0.727\t0.591\t0.574\n1\t0.608\t0.729\t1.648\t1.127\t-0.947\t0.937\t1.175\t1.427\t2.173\t0.506\t-0.311\t-0.507\t1.107\t0.420\t2.247\t-0.371\t0.000\t0.936\t0.722\t0.217\t0.000\t0.708\t0.980\t0.983\t0.861\t1.303\t0.826\t0.756\n1\t0.687\t0.285\t-0.667\t0.233\t0.478\t0.733\t0.154\t1.666\t0.000\t1.403\t-0.573\t1.026\t2.215\t1.546\t-0.861\t-0.568\t1.274\t1.071\t-0.625\t-1.294\t0.000\t0.885\t1.067\t0.987\t1.266\t1.576\t1.197\t1.047\n0\t1.546\t-1.760\t-0.550\t1.508\t-0.105\t1.498\t-1.324\t1.555\t0.000\t0.225\t-1.402\t1.027\t0.000\t0.547\t-0.005\t0.184\t2.548\t1.135\t-0.254\t1.528\t0.000\t1.062\t0.783\t0.989\t0.490\t0.252\t0.525\t0.638\n0\t0.499\t-0.452\t-1.221\t0.313\t0.282\t1.121\t0.623\t-0.851\t2.173\t1.631\t-0.668\t0.860\t2.215\t0.607\t-0.407\t-0.592\t0.000\t0.517\t0.080\t1.407\t0.000\t0.625\t0.866\t0.990\t0.782\t2.436\t1.198\t0.904\n0\t1.145\t0.971\t0.265\t0.506\t-0.732\t0.849\t1.028\t1.009\t2.173\t1.129\t-0.613\t-1.529\t2.215\t0.776\t-0.653\t-0.383\t0.000\t0.796\t-1.168\t-0.643\t0.000\t0.364\t0.798\t0.990\t0.882\t1.730\t1.115\t0.991\n0\t2.109\t0.829\t-0.232\t0.609\t1.696\t1.414\t0.064\t0.022\t0.000\t1.270\t0.706\t-1.580\t0.000\t1.581\t-0.256\t1.576\t2.548\t1.337\t1.008\t1.549\t3.102\t0.861\t1.270\t1.549\t1.419\t0.908\t1.047\t1.024\n0\t1.140\t0.551\t-0.655\t1.880\t-1.215\t0.953\t0.253\t-0.513\t0.000\t1.284\t-2.202\t1.102\t0.000\t1.912\t-0.345\t0.436\t2.548\t1.244\t0.269\t1.558\t3.102\t1.634\t1.149\t0.988\t1.573\t1.084\t1.084\t1.014\n0\t0.957\t0.902\t-1.418\t0.476\t1.723\t0.937\t-2.683\t0.256\t0.000\t1.366\t-0.873\t1.740\t2.215\t1.197\t1.489\t-0.350\t2.548\t0.675\t-1.540\t0.429\t0.000\t0.570\t1.805\t0.987\t1.074\t2.571\t2.666\t2.088\n1\t0.285\t0.871\t0.008\t1.298\t0.277\t0.832\t-1.822\t-1.554\t0.000\t0.925\t-1.033\t-1.404\t0.000\t1.057\t-0.677\t0.980\t2.548\t1.038\t-0.476\t-0.308\t3.102\t0.784\t1.025\t0.983\t2.140\t0.737\t1.576\t2.339\n1\t1.974\t-0.009\t-0.801\t0.329\t-1.380\t0.860\t-0.239\t0.808\t0.000\t0.663\t0.801\t0.883\t0.000\t0.887\t-1.066\t-1.197\t0.000\t0.813\t0.359\t-1.300\t3.102\t0.902\t0.884\t0.988\t0.796\t0.587\t0.587\t0.756\n1\t0.643\t-0.689\t-0.362\t2.068\t-0.793\t0.317\t0.398\t1.269\t0.000\t0.937\t-1.152\t0.801\t2.215\t0.895\t1.312\t0.272\t0.000\t0.907\t-0.660\t1.212\t0.000\t0.913\t0.874\t0.987\t1.169\t0.754\t0.901\t1.157\n1\t0.990\t1.161\t0.151\t0.918\t1.508\t1.090\t0.764\t1.599\t2.173\t0.771\t0.372\t-0.533\t2.215\t0.668\t1.667\t1.614\t0.000\t1.432\t1.915\t-0.112\t0.000\t1.105\t1.011\t1.242\t0.981\t1.293\t0.991\t0.864\n0\t1.774\t0.690\t-1.043\t0.504\t-0.332\t0.560\t-1.958\t0.803\t0.000\t1.170\t0.962\t-1.685\t0.000\t0.940\t-1.038\t-0.531\t2.548\t2.253\t-0.039\t0.351\t3.102\t1.423\t1.417\t0.989\t1.206\t1.018\t1.131\t1.087\n1\t0.657\t1.143\t1.170\t0.666\t-1.016\t0.937\t1.058\t0.130\t0.000\t1.357\t1.256\t-1.206\t2.215\t0.419\t1.559\t0.399\t0.000\t0.739\t0.153\t1.576\t3.102\t0.719\t0.788\t0.990\t0.805\t0.752\t0.824\t0.721\n1\t0.777\t0.438\t0.259\t0.587\t-1.717\t0.946\t-0.706\t-1.299\t2.173\t1.515\t-0.181\t0.647\t2.215\t0.582\t-1.415\t-0.684\t0.000\t0.546\t-0.314\t-0.692\t0.000\t0.388\t1.015\t0.983\t0.925\t1.794\t0.943\t0.791\n0\t1.806\t1.848\t-0.973\t0.721\t-1.389\t1.046\t-0.340\t0.813\t2.173\t0.397\t-0.501\t0.088\t0.000\t0.451\t1.388\t0.438\t1.274\t0.366\t2.068\t0.718\t0.000\t1.089\t1.117\t0.973\t0.766\t0.964\t1.603\t1.271\n0\t0.657\t-0.367\t0.936\t0.993\t-0.222\t0.812\t0.583\t0.071\t1.087\t1.121\t-1.529\t1.740\t0.000\t1.218\t-0.617\t-1.519\t0.000\t0.457\t2.474\t-1.053\t0.000\t0.906\t0.856\t0.989\t0.858\t0.714\t1.161\t0.955\n1\t1.031\t-0.302\t-1.196\t0.198\t0.173\t0.794\t-0.337\t1.579\t0.000\t1.047\t0.890\t0.097\t2.215\t0.582\t-0.634\t0.666\t0.000\t0.516\t1.035\t-0.906\t3.102\t0.923\t0.844\t0.987\t0.903\t0.532\t0.837\t0.742\n1\t0.845\t-0.561\t1.269\t2.064\t-1.637\t1.052\t0.221\t0.198\t0.000\t1.569\t-0.774\t-0.650\t1.107\t0.530\t-1.475\t0.760\t0.000\t0.949\t-0.739\t0.418\t3.102\t0.471\t0.988\t0.996\t0.851\t0.906\t0.941\t0.787\n0\t0.802\t-0.450\t-0.275\t0.579\t-0.531\t1.010\t-1.537\t1.483\t0.000\t0.969\t-1.947\t0.020\t0.000\t1.048\t-0.602\t0.493\t1.274\t1.649\t-1.100\t-1.629\t0.000\t0.690\t1.132\t0.984\t0.503\t0.679\t0.765\t0.768\n0\t1.493\t0.571\t0.319\t0.585\t-0.417\t0.634\t1.473\t-1.575\t1.087\t0.718\t2.164\t-1.040\t0.000\t0.581\t1.629\t1.425\t0.000\t1.018\t0.546\t0.666\t3.102\t0.818\t0.899\t0.983\t1.031\t0.848\t0.718\t0.742\n0\t1.021\t-1.082\t-1.035\t0.562\t-1.476\t1.414\t-0.256\t-1.709\t0.000\t1.786\t-1.686\t-0.008\t0.000\t1.735\t-0.087\t0.085\t1.274\t2.224\t-2.212\t-1.541\t0.000\t0.857\t0.774\t0.992\t1.051\t0.878\t0.871\t0.731\n1\t0.578\t0.163\t-0.534\t1.293\t0.570\t0.881\t1.792\t-0.549\t0.000\t1.435\t-1.246\t-1.540\t1.107\t0.622\t-1.453\t-0.113\t0.000\t1.875\t-0.910\t1.175\t1.551\t0.426\t0.870\t1.005\t0.988\t0.959\t1.036\t0.850\n1\t0.621\t0.102\t0.586\t0.716\t-0.506\t0.598\t0.753\t0.296\t0.000\t0.913\t1.240\t-1.672\t2.215\t0.778\t0.028\t-0.334\t0.000\t1.417\t0.077\t1.672\t3.102\t0.803\t0.965\t0.987\t1.208\t0.657\t0.844\t0.813\n0\t1.440\t0.186\t-0.506\t0.837\t1.305\t0.470\t0.424\t-1.630\t0.000\t1.173\t0.102\t0.129\t2.215\t1.036\t0.414\t1.192\t0.000\t0.781\t2.451\t1.501\t0.000\t0.706\t1.097\t1.518\t0.804\t0.736\t0.733\t0.735\n0\t3.021\t0.011\t-1.714\t2.751\t-1.559\t1.541\t-1.833\t0.142\t0.000\t3.094\t-0.046\t0.351\t2.215\t1.617\t-0.485\t-1.203\t1.274\t0.819\t-0.782\t1.141\t0.000\t1.022\t0.902\t0.998\t2.874\t2.414\t1.952\t1.463\n0\t1.388\t-0.457\t1.176\t1.108\t1.724\t0.875\t0.918\t0.362\t2.173\t0.629\t1.295\t-0.486\t0.000\t0.839\t-0.709\t-1.047\t2.548\t0.853\t-0.291\t0.177\t0.000\t1.049\t0.989\t0.984\t1.563\t1.446\t1.127\t1.036\n1\t0.633\t-0.776\t-1.364\t0.315\t0.241\t0.829\t0.163\t1.377\t2.173\t0.345\t-0.389\t0.854\t0.000\t1.438\t0.878\t-0.480\t2.548\t0.476\t-1.467\t-0.117\t0.000\t0.561\t1.072\t0.989\t0.754\t1.464\t0.892\t0.749\n1\t0.903\t0.326\t0.049\t0.403\t-1.484\t0.611\t-0.417\t-1.443\t1.087\t0.917\t-1.658\t1.005\t0.000\t0.732\t1.469\t-0.915\t0.000\t0.876\t0.067\t-0.143\t0.000\t0.936\t1.025\t0.988\t0.573\t0.781\t0.661\t0.620\n1\t0.630\t1.030\t-0.339\t0.917\t0.750\t0.648\t0.887\t0.590\t0.000\t0.910\t0.250\t-1.073\t2.215\t1.158\t-0.581\t-1.598\t2.548\t0.786\t-0.532\t0.660\t0.000\t0.924\t1.118\t0.988\t1.358\t0.709\t0.996\t0.925\n1\t0.643\t1.652\t1.314\t0.822\t0.297\t0.949\t0.731\t0.478\t1.087\t1.002\t0.431\t-1.018\t2.215\t0.723\t-0.149\t-1.346\t0.000\t0.466\t-0.259\t-0.217\t0.000\t0.547\t0.933\t0.987\t0.930\t1.416\t0.821\t0.722\n0\t0.658\t-0.020\t-1.433\t0.813\t0.078\t1.526\t0.241\t-0.966\t0.000\t1.173\t0.134\t0.854\t1.107\t0.269\t-1.591\t0.202\t0.000\t0.458\t1.051\t-0.866\t3.102\t1.678\t0.985\t0.991\t0.800\t0.769\t0.992\t0.815\n1\t0.890\t1.176\t1.335\t0.709\t-1.082\t1.161\t0.864\t-0.627\t2.173\t1.487\t0.019\t1.130\t0.000\t0.339\t-0.132\t0.043\t0.000\t0.688\t0.629\t0.643\t3.102\t0.908\t0.601\t0.987\t0.957\t0.863\t0.945\t0.825\n1\t0.693\t0.131\t-0.041\t0.912\t1.508\t0.814\t-0.120\t-1.213\t0.000\t0.569\t-1.287\t-1.297\t0.000\t1.389\t-0.088\t0.797\t2.548\t1.727\t-0.497\t0.009\t3.102\t0.930\t1.126\t1.084\t0.721\t0.828\t0.928\t0.814\n1\t2.035\t-0.933\t0.827\t0.557\t-1.480\t0.816\t0.160\t-1.175\t2.173\t0.774\t-0.006\t-0.110\t2.215\t0.411\t0.680\t-0.906\t0.000\t0.910\t-1.093\t-1.685\t0.000\t0.932\t0.854\t1.289\t1.327\t0.963\t1.000\t0.837\n1\t0.792\t-0.079\t-1.313\t0.521\t-1.564\t1.441\t-0.161\t0.316\t2.173\t0.711\t-1.261\t0.674\t0.000\t0.617\t-1.004\t1.514\t2.548\t0.850\t-1.879\t-1.694\t0.000\t0.994\t0.648\t0.986\t1.424\t1.184\t1.036\t1.123\n1\t0.625\t0.090\t-1.275\t0.819\t-1.611\t0.971\t0.055\t0.864\t2.173\t0.539\t-0.242\t-0.336\t2.215\t0.780\t1.290\t0.507\t0.000\t0.749\t0.381\t-0.520\t0.000\t0.794\t0.950\t0.987\t0.743\t0.955\t0.832\t0.850\n1\t1.448\t0.108\t-0.536\t0.756\t-1.610\t1.154\t-1.456\t-1.528\t0.000\t1.595\t-2.176\t1.144\t0.000\t1.290\t1.185\t-0.238\t0.000\t2.161\t-0.678\t0.066\t3.102\t0.884\t0.621\t1.193\t1.055\t0.887\t0.945\t0.877\n1\t0.587\t1.140\t0.195\t0.717\t0.219\t0.518\t2.926\t0.858\t0.000\t0.768\t1.038\t-0.686\t2.215\t0.803\t0.395\t1.680\t1.274\t0.702\t1.983\t-1.429\t0.000\t0.855\t1.134\t1.003\t0.781\t0.756\t0.892\t1.021\n1\t0.408\t-1.375\t0.076\t0.948\t-0.243\t0.522\t-0.554\t-0.568\t0.000\t0.644\t0.614\t-0.393\t0.000\t1.518\t0.163\t1.436\t0.000\t1.183\t-1.180\t1.071\t3.102\t0.801\t0.878\t0.986\t0.910\t0.301\t0.749\t0.693\n0\t1.530\t-1.100\t-0.551\t0.348\t-0.695\t0.569\t-0.851\t0.123\t2.173\t0.769\t-0.141\t1.499\t0.000\t1.758\t0.126\t1.029\t0.000\t0.570\t-1.303\t-1.424\t3.102\t0.775\t0.862\t0.990\t0.773\t0.631\t0.763\t0.941\n0\t0.777\t0.196\t-0.328\t1.498\t-0.489\t0.748\t-0.445\t1.671\t0.000\t0.709\t-1.393\t1.526\t0.000\t0.958\t1.166\t0.833\t0.000\t1.489\t-0.134\t-0.690\t3.102\t0.947\t0.944\t0.976\t0.738\t0.760\t0.707\t0.755\n1\t0.626\t-1.904\t-1.432\t1.225\t0.771\t0.526\t-0.317\t-0.356\t2.173\t0.461\t-0.545\t-1.666\t0.000\t0.836\t0.300\t-0.775\t0.000\t1.195\t0.984\t0.487\t3.102\t0.813\t0.928\t1.111\t1.091\t0.900\t1.243\t1.040\n1\t0.440\t-0.738\t1.663\t1.597\t-0.026\t1.622\t-2.425\t1.112\t0.000\t1.062\t-0.972\t-0.861\t2.215\t0.982\t-2.080\t-1.701\t0.000\t1.901\t-0.662\t-0.239\t3.102\t0.592\t0.849\t1.160\t0.675\t0.695\t0.779\t0.787\n0\t1.840\t-0.674\t-0.705\t1.012\t-1.247\t1.074\t-0.300\t0.621\t0.000\t0.949\t0.099\t1.238\t2.215\t0.843\t0.146\t-1.444\t2.548\t0.544\t0.373\t-0.156\t0.000\t0.933\t0.951\t0.988\t0.785\t0.631\t0.857\t0.945\n1\t0.402\t-1.780\t-1.184\t0.276\t0.724\t0.907\t-1.129\t-0.413\t0.000\t0.872\t-0.434\t-1.249\t2.215\t0.903\t-0.906\t0.230\t0.000\t1.141\t0.020\t0.912\t0.000\t0.898\t1.071\t0.981\t0.642\t0.763\t0.837\t0.716\n0\t0.753\t-0.153\t-0.866\t1.029\t1.640\t0.530\t-2.260\t-0.153\t0.000\t0.725\t-0.955\t-1.033\t0.000\t0.671\t0.343\t1.604\t2.548\t2.069\t-0.270\t0.504\t3.102\t1.312\t1.345\t0.991\t0.951\t0.820\t1.039\t0.909\n1\t1.696\t-1.657\t-0.665\t0.683\t-1.214\t0.944\t-1.153\t0.973\t2.173\t0.558\t-0.517\t-1.514\t2.215\t0.705\t-2.316\t0.732\t0.000\t0.918\t-1.335\t-0.329\t0.000\t0.909\t0.864\t0.990\t1.366\t0.904\t0.984\t0.847\n0\t1.646\t-0.031\t-0.719\t1.286\t-0.239\t1.056\t-0.256\t1.362\t0.000\t0.475\t-0.389\t-0.197\t1.107\t0.663\t-0.130\t-1.624\t0.000\t1.408\t-0.159\t0.545\t0.000\t0.988\t0.834\t0.978\t0.556\t0.596\t0.572\t0.630\n1\t1.824\t-0.111\t-0.650\t0.632\t-0.048\t0.733\t-0.050\t0.069\t0.000\t1.313\t-0.163\t1.231\t2.215\t0.747\t-0.504\t1.502\t1.274\t0.622\t0.561\t-1.723\t0.000\t0.902\t1.046\t0.990\t0.902\t0.327\t0.890\t0.783\n0\t0.745\t-0.859\t-1.354\t1.732\t-0.704\t0.606\t-0.246\t0.180\t2.173\t0.799\t0.825\t1.468\t0.000\t0.980\t-0.888\t1.257\t2.548\t0.572\t-0.105\t-0.999\t0.000\t0.831\t0.960\t0.987\t0.963\t0.869\t0.801\t0.806\n0\t0.478\t1.131\t1.149\t0.361\t-0.886\t0.730\t1.409\t-1.430\t2.173\t0.535\t1.238\t1.485\t0.000\t0.873\t0.641\t0.092\t2.548\t0.910\t-0.269\t-0.784\t0.000\t0.904\t0.879\t0.994\t0.678\t1.041\t0.726\t0.653\n1\t1.052\t-0.045\t-0.633\t1.212\t0.147\t0.932\t0.467\t1.185\t2.173\t0.994\t-0.533\t-0.941\t0.000\t0.728\t-0.616\t-1.656\t2.548\t1.024\t-0.097\t0.056\t0.000\t1.050\t1.246\t1.012\t0.837\t0.839\t0.859\t0.814\n0\t0.896\t-0.111\t0.195\t0.826\t1.419\t0.587\t-0.522\t-1.080\t1.087\t0.647\t1.124\t-0.247\t0.000\t1.332\t0.240\t-1.554\t2.548\t0.716\t0.378\t0.813\t0.000\t0.790\t0.997\t1.064\t0.830\t0.639\t0.739\t0.709\n1\t1.775\t-0.030\t0.599\t0.271\t0.043\t0.910\t-0.155\t-1.689\t2.173\t0.716\t-0.084\t-0.931\t0.000\t0.763\t-0.336\t0.191\t0.000\t1.058\t0.870\t-1.184\t3.102\t0.974\t1.020\t0.988\t0.903\t0.805\t0.862\t0.796\n1\t0.626\t-0.067\t-1.208\t0.278\t-0.607\t1.271\t0.654\t0.304\t2.173\t1.486\t1.891\t-1.193\t0.000\t0.867\t1.916\t1.361\t0.000\t1.507\t-0.029\t1.044\t3.102\t1.303\t1.738\t0.989\t1.504\t1.043\t1.468\t1.586\n1\t1.210\t0.137\t0.766\t0.401\t1.559\t1.041\t0.338\t-0.644\t2.173\t1.438\t-0.696\t1.601\t0.000\t0.619\t0.526\t-0.252\t2.548\t0.711\t-0.284\t-0.086\t0.000\t1.064\t1.066\t0.987\t1.168\t0.366\t0.990\t0.881\n1\t0.497\t-0.887\t0.723\t2.221\t1.539\t1.334\t0.042\t-0.065\t0.000\t0.630\t0.141\t-1.521\t2.215\t0.692\t0.860\t-1.423\t0.000\t0.772\t-0.975\t-0.921\t3.102\t1.814\t1.256\t0.988\t0.744\t0.550\t0.864\t0.970\n1\t1.039\t-1.923\t0.051\t0.449\t0.432\t1.010\t0.144\t1.585\t2.173\t0.646\t-0.010\t0.361\t0.000\t0.580\t0.392\t-0.894\t0.000\t0.721\t0.055\t-0.618\t3.102\t0.875\t1.017\t0.975\t0.731\t0.827\t0.963\t0.838\n1\t0.694\t-2.157\t0.736\t1.403\t-1.709\t0.831\t-0.920\t-0.128\t2.173\t1.125\t-0.348\t-0.765\t1.107\t0.991\t-0.364\t1.395\t0.000\t0.546\t-0.050\t0.880\t0.000\t0.968\t0.993\t1.104\t1.498\t0.875\t1.166\t0.984\n0\t0.840\t-0.786\t-1.486\t0.870\t1.032\t1.204\t0.669\t1.065\t0.000\t1.165\t-0.657\t-0.938\t2.215\t1.538\t0.023\t-0.217\t0.000\t1.127\t-1.033\t-0.732\t3.102\t2.381\t1.834\t0.986\t0.906\t0.353\t1.325\t1.170\n0\t0.637\t0.411\t0.111\t0.364\t-1.464\t1.092\t0.249\t1.136\t1.087\t0.909\t1.050\t-0.209\t2.215\t1.122\t0.755\t-0.964\t0.000\t1.074\t1.079\t-0.941\t0.000\t0.985\t0.829\t0.994\t0.922\t1.509\t0.910\t0.859\n0\t0.654\t-0.750\t-0.137\t0.381\t1.168\t0.993\t-0.711\t-0.524\t0.000\t1.434\t-0.496\t1.278\t0.000\t0.754\t-1.207\t-1.176\t2.548\t0.451\t0.812\t0.568\t1.551\t1.128\t1.066\t0.985\t0.810\t0.775\t0.706\t0.762\n0\t0.720\t0.518\t0.217\t0.693\t1.653\t0.493\t1.074\t-0.493\t2.173\t0.459\t1.908\t1.400\t0.000\t0.393\t0.110\t1.122\t0.000\t0.416\t1.017\t1.294\t0.000\t0.708\t0.871\t0.990\t0.683\t0.615\t0.637\t0.587\n1\t0.463\t-0.246\t1.310\t0.474\t0.726\t0.606\t-0.496\t-1.322\t1.087\t0.379\t2.417\t0.079\t0.000\t1.048\t0.045\t-0.158\t2.548\t0.764\t1.027\t1.716\t0.000\t0.841\t1.015\t0.980\t0.977\t0.904\t0.934\t0.812\n1\t1.708\t-0.077\t-0.098\t1.133\t-0.715\t0.741\t0.639\t1.336\t2.173\t0.982\t0.347\t-1.433\t2.215\t0.522\t0.547\t0.255\t0.000\t0.674\t-0.597\t1.113\t0.000\t0.650\t0.791\t1.015\t1.273\t0.776\t0.972\t0.792\n0\t0.676\t0.556\t1.494\t0.478\t-0.453\t0.549\t-0.256\t-0.020\t0.000\t0.472\t1.039\t-0.222\t0.000\t0.494\t-0.965\t1.466\t1.274\t1.218\t-0.892\t-1.401\t3.102\t0.797\t1.055\t0.987\t0.859\t0.314\t0.778\t0.767\n1\t0.795\t-0.427\t0.789\t1.876\t1.411\t1.426\t-0.569\t-0.225\t2.173\t0.353\t0.057\t-0.790\t0.000\t0.347\t-0.219\t-1.627\t2.548\t1.003\t-0.894\t-1.684\t0.000\t0.726\t1.051\t0.983\t0.539\t0.849\t0.981\t0.811\n0\t0.416\t-1.827\t1.318\t1.242\t-0.210\t0.762\t-1.094\t0.086\t2.173\t1.006\t-0.006\t1.374\t0.000\t1.572\t-0.373\t-1.505\t0.000\t0.585\t-1.556\t-0.515\t0.000\t0.796\t0.843\t0.986\t0.665\t0.533\t0.788\t0.746\n0\t0.449\t-0.968\t1.600\t1.430\t-1.015\t0.641\t-0.304\t0.146\t2.173\t1.125\t0.870\t0.869\t2.215\t0.780\t0.598\t-1.528\t0.000\t0.701\t1.071\t-0.312\t0.000\t0.792\t0.979\t0.992\t0.916\t1.100\t0.941\t0.791\n1\t0.563\t-1.594\t1.430\t1.950\t0.708\t0.698\t-1.555\t-1.534\t2.173\t0.861\t-0.268\t-1.014\t2.215\t0.610\t0.180\t0.241\t0.000\t0.721\t-1.510\t-0.699\t0.000\t1.020\t1.008\t0.987\t1.528\t0.944\t1.102\t0.996\n0\t0.537\t-0.800\t-0.244\t2.371\t-0.687\t2.183\t-0.319\t0.979\t2.173\t1.136\t-0.053\t0.591\t0.000\t2.228\t0.134\t-0.705\t0.000\t1.679\t-0.227\t-1.401\t1.551\t0.625\t1.066\t0.996\t2.106\t1.701\t1.450\t1.183\n0\t2.459\t1.308\t-1.340\t1.364\t-1.241\t1.315\t0.556\t0.611\t1.087\t0.723\t1.092\t0.198\t0.000\t1.236\t-0.018\t-0.012\t0.000\t0.626\t-0.417\t-1.019\t3.102\t0.917\t0.940\t0.991\t0.829\t1.095\t1.253\t1.144\n1\t2.337\t-1.525\t-0.126\t0.234\t-1.309\t1.031\t-1.407\t0.576\t2.173\t1.611\t-1.296\t-1.399\t0.000\t1.092\t-0.786\t1.469\t2.548\t0.704\t-2.340\t-0.663\t0.000\t1.408\t1.134\t0.985\t0.949\t1.023\t1.078\t1.019\n1\t0.600\t1.295\t0.591\t1.280\t-1.266\t0.674\t0.655\t-0.029\t2.173\t1.058\t1.395\t1.344\t0.000\t1.416\t0.552\t-0.559\t2.548\t1.347\t0.268\t1.220\t0.000\t0.929\t1.198\t1.208\t0.901\t0.562\t0.946\t0.858\n0\t1.497\t1.063\t-0.932\t0.237\t-0.578\t0.334\t-0.029\t-0.360\t0.000\t0.786\t1.375\t1.053\t0.000\t0.621\t-0.407\t1.460\t2.548\t0.996\t1.308\t0.162\t3.102\t1.346\t0.973\t0.998\t0.779\t0.903\t0.697\t0.717\n1\t0.912\t-0.890\t-0.370\t0.775\t1.073\t1.174\t-0.448\t-1.236\t2.173\t1.015\t-1.093\t0.341\t0.000\t0.688\t-0.285\t0.919\t0.000\t1.000\t-0.613\t1.569\t1.551\t0.832\t0.761\t1.122\t1.039\t0.680\t0.887\t0.780\n1\t0.903\t-1.971\t0.797\t0.768\t-0.526\t1.085\t-0.717\t-1.125\t2.173\t0.814\t-1.644\t-1.681\t0.000\t1.067\t1.878\t0.246\t0.000\t1.590\t-1.104\t0.526\t0.000\t0.852\t0.952\t1.072\t0.988\t0.869\t0.935\t0.797\n0\t0.744\t-1.368\t0.370\t1.613\t0.450\t0.965\t-0.274\t-1.424\t2.173\t0.518\t-0.546\t-0.783\t0.000\t0.699\t-0.698\t1.512\t2.548\t0.781\t0.410\t0.006\t0.000\t0.709\t0.862\t0.976\t0.776\t0.548\t0.892\t0.771\n0\t1.044\t-1.073\t0.189\t0.531\t-0.968\t0.734\t-0.644\t-0.936\t0.000\t0.900\t-0.792\t0.911\t2.215\t1.117\t-0.855\t1.563\t1.274\t0.790\t-1.364\t-0.191\t0.000\t0.939\t0.944\t0.986\t0.761\t0.595\t0.761\t0.693\n0\t0.800\t0.321\t-1.096\t1.269\t-0.678\t1.208\t-0.513\t1.720\t2.173\t0.736\t0.835\t0.268\t2.215\t0.634\t-1.360\t0.379\t0.000\t0.440\t1.958\t-0.038\t0.000\t1.962\t1.257\t0.978\t1.096\t1.693\t1.210\t1.078\n1\t0.365\t-0.761\t-0.734\t2.465\t-1.611\t1.754\t0.834\t-1.695\t2.173\t1.693\t-0.098\t0.336\t0.000\t2.509\t1.093\t-0.294\t0.000\t0.954\t1.275\t0.190\t3.102\t1.057\t0.658\t0.985\t1.339\t1.441\t1.214\t1.344\n1\t0.669\t-0.898\t-1.284\t1.160\t-0.208\t0.933\t-0.155\t0.481\t0.000\t1.371\t-0.595\t-1.654\t2.215\t0.794\t1.802\t-0.557\t0.000\t0.896\t0.057\t-0.749\t3.102\t2.345\t1.395\t1.007\t0.982\t0.807\t1.278\t1.137\n0\t0.593\t-1.430\t0.834\t1.488\t-0.807\t0.912\t-0.901\t-0.943\t2.173\t1.585\t-0.005\t0.583\t2.215\t1.028\t-0.014\t1.083\t0.000\t0.477\t0.360\t-1.307\t0.000\t0.668\t1.043\t1.296\t1.526\t1.923\t1.208\t1.012\n1\t0.773\t0.898\t1.701\t0.790\t-0.497\t0.845\t1.549\t1.128\t0.000\t0.951\t0.468\t-0.318\t2.215\t0.631\t0.300\t0.851\t0.000\t0.772\t-0.449\t-1.283\t3.102\t0.923\t1.084\t0.993\t0.727\t0.721\t0.890\t0.768\n1\t0.953\t-0.205\t0.999\t0.514\t-0.066\t0.975\t1.539\t-1.562\t0.000\t1.088\t0.311\t0.196\t1.107\t0.917\t-0.624\t0.525\t0.000\t0.562\t-0.398\t-1.441\t3.102\t1.216\t0.850\t0.985\t0.814\t0.760\t0.880\t0.750\n1\t0.740\t-0.851\t-1.295\t0.760\t0.334\t1.425\t-0.150\t-0.200\t2.173\t1.188\t-2.420\t1.521\t0.000\t0.992\t-0.366\t1.478\t0.000\t0.628\t0.329\t0.895\t3.102\t0.939\t1.347\t1.034\t0.640\t0.880\t0.819\t0.756\n0\t0.601\t-1.811\t1.188\t0.845\t-1.672\t0.501\t-1.613\t-0.132\t0.000\t1.170\t-0.392\t0.773\t2.215\t0.902\t0.059\t-1.111\t2.548\t1.262\t-0.720\t-0.678\t0.000\t0.745\t0.883\t1.001\t0.856\t1.113\t0.859\t0.795\n0\t0.335\t2.180\t0.357\t1.986\t-0.138\t0.969\t-0.732\t1.553\t1.087\t0.981\t-1.400\t1.617\t0.000\t0.665\t0.207\t-0.711\t0.000\t1.153\t0.159\t1.632\t3.102\t0.935\t0.935\t0.979\t1.871\t0.544\t1.228\t1.284\n1\t0.813\t0.474\t-1.013\t1.236\t-0.331\t1.305\t0.664\t1.287\t0.000\t0.892\t0.544\t0.598\t0.000\t1.797\t0.399\t-0.268\t2.548\t1.384\t1.237\t1.539\t0.000\t0.974\t0.886\t0.990\t0.715\t0.865\t1.051\t0.964\n1\t0.610\t-0.597\t1.201\t1.076\t0.011\t1.130\t-2.213\t1.445\t0.000\t1.039\t-0.982\t-0.399\t2.215\t0.604\t-1.938\t0.163\t0.000\t1.937\t-0.205\t-0.464\t3.102\t0.932\t1.051\t0.988\t0.757\t0.507\t0.884\t0.788\n1\t1.267\t-1.487\t-1.231\t1.257\t1.674\t0.665\t-0.560\t-1.738\t0.000\t1.138\t-2.013\t-0.075\t0.000\t1.479\t-0.409\t-0.142\t2.548\t1.503\t-0.313\t0.921\t3.102\t0.832\t0.980\t0.989\t1.154\t0.933\t1.082\t0.908\n1\t0.494\t-1.155\t0.730\t0.291\t-0.382\t0.419\t-2.230\t1.185\t0.000\t0.193\t2.663\t1.315\t0.000\t0.527\t0.397\t-1.079\t2.548\t0.535\t0.184\t-0.423\t1.551\t0.817\t1.031\t0.988\t0.517\t0.230\t0.678\t0.654\n0\t0.518\t1.730\t0.911\t0.345\t1.156\t0.945\t0.403\t-0.689\t2.173\t0.793\t0.152\t-1.149\t0.000\t0.529\t2.288\t-0.075\t0.000\t1.216\t0.151\t1.459\t3.102\t1.675\t1.199\t0.989\t0.971\t1.068\t0.904\t0.813\n0\t0.940\t-1.159\t-0.192\t1.566\t0.495\t0.450\t0.594\t-1.455\t0.000\t0.505\t1.042\t1.069\t1.107\t0.685\t-0.128\t-0.671\t0.000\t1.198\t-0.516\t-1.479\t3.102\t0.799\t1.023\t0.989\t0.940\t0.850\t0.910\t0.779\n1\t1.045\t-0.183\t1.449\t0.646\t0.844\t0.886\t-0.112\t-0.739\t1.087\t1.648\t0.383\t1.183\t2.215\t1.819\t0.327\t-0.112\t0.000\t2.607\t2.496\t-1.091\t0.000\t1.321\t1.125\t0.981\t0.627\t1.813\t1.145\t0.972\n1\t0.715\t0.040\t-0.879\t0.991\t-1.116\t1.281\t-0.171\t0.983\t2.173\t0.729\t-0.431\t0.148\t2.215\t1.033\t-0.706\t-0.884\t0.000\t0.776\t-0.744\t0.879\t0.000\t0.989\t0.783\t0.983\t1.378\t0.992\t0.982\t0.840\n0\t0.396\t-0.917\t-1.506\t1.370\t-0.624\t0.631\t-0.191\t1.740\t1.087\t0.481\t-1.302\t0.024\t0.000\t0.750\t-0.852\t0.948\t0.000\t1.072\t0.483\t0.439\t3.102\t0.707\t0.880\t0.993\t0.769\t0.874\t0.686\t0.713\n1\t0.833\t-0.059\t1.128\t0.517\t-1.132\t0.651\t-0.583\t-0.397\t0.000\t0.844\t1.043\t1.240\t2.215\t1.080\t-0.339\t0.222\t0.000\t0.963\t0.200\t-1.022\t3.102\t0.873\t0.676\t0.986\t0.662\t0.806\t0.796\t0.699\n0\t0.591\t-0.857\t0.600\t2.762\t1.196\t0.587\t1.427\t-0.377\t0.000\t0.840\t-0.034\t-0.806\t2.215\t0.845\t-0.655\t-1.392\t1.274\t1.437\t0.413\t0.035\t0.000\t0.964\t0.853\t0.983\t1.238\t0.549\t0.872\t0.820\n0\t0.759\t1.242\t1.069\t0.951\t0.333\t0.814\t1.009\t-1.573\t0.000\t0.767\t0.396\t0.547\t2.215\t1.221\t0.361\t-0.975\t1.274\t1.045\t0.828\t-0.233\t0.000\t1.318\t0.932\t0.982\t0.540\t1.008\t0.792\t0.753\n1\t0.856\t0.447\t-0.077\t1.302\t-1.442\t1.142\t1.284\t1.128\t2.173\t0.510\t1.350\t0.311\t2.215\t0.639\t-0.182\t0.333\t0.000\t0.686\t0.925\t-1.400\t0.000\t0.893\t1.032\t1.378\t0.894\t0.757\t0.891\t0.766\n0\t1.562\t0.969\t0.909\t0.129\t0.377\t0.548\t1.241\t-0.864\t0.000\t0.906\t-0.062\t-1.711\t2.215\t1.017\t0.961\t-0.335\t0.000\t1.297\t0.677\t0.127\t3.102\t0.819\t0.862\t0.980\t0.671\t1.071\t0.725\t0.726\n0\t0.387\t1.397\t-1.144\t0.456\t0.690\t0.968\t-0.080\t0.298\t0.000\t0.888\t-1.142\t-1.340\t2.215\t0.415\t0.561\t-1.147\t2.548\t1.189\t-0.827\t0.573\t0.000\t0.871\t0.874\t0.984\t0.906\t0.668\t0.866\t0.762\n1\t0.765\t-0.213\t1.689\t2.183\t0.964\t1.078\t-0.524\t-0.751\t1.087\t0.482\t0.936\t-1.214\t0.000\t0.605\t0.433\t-0.035\t2.548\t0.703\t0.241\t0.692\t0.000\t0.795\t1.040\t1.088\t0.844\t0.803\t0.996\t0.844\n0\t0.606\t0.321\t0.148\t1.729\t-0.963\t0.625\t-0.140\t-1.638\t1.087\t0.868\t1.379\t1.512\t2.215\t0.951\t1.900\t0.524\t0.000\t0.389\t2.293\t-0.395\t0.000\t0.544\t0.780\t1.194\t0.883\t0.989\t0.924\t0.947\n1\t0.369\t-1.109\t0.247\t0.463\t-0.160\t0.929\t0.474\t0.509\t0.000\t0.849\t1.317\t-1.151\t0.000\t0.774\t1.293\t0.427\t2.548\t1.905\t-0.063\t-1.102\t3.102\t0.776\t0.871\t0.987\t0.804\t1.187\t0.730\t0.677\n1\t0.982\t-1.068\t1.308\t0.139\t1.734\t0.721\t0.231\t-1.268\t2.173\t0.991\t-0.842\t0.505\t2.215\t1.270\t-0.962\t-0.440\t0.000\t1.076\t0.020\t1.594\t0.000\t0.968\t0.867\t0.992\t0.831\t1.436\t1.005\t0.868\n1\t0.305\t-0.761\t1.686\t0.766\t0.801\t0.893\t0.173\t-0.688\t2.173\t0.989\t0.037\t0.060\t2.215\t1.398\t0.446\t1.117\t0.000\t1.028\t1.012\t-1.709\t0.000\t0.889\t1.146\t0.980\t0.969\t0.869\t0.947\t0.810\n1\t0.944\t0.400\t0.208\t0.419\t-1.015\t1.030\t0.747\t-1.156\t2.173\t0.839\t-2.069\t1.034\t0.000\t1.197\t0.729\t1.426\t0.000\t1.140\t-2.028\t0.325\t0.000\t0.947\t1.200\t0.990\t0.661\t0.899\t0.965\t0.865\n0\t0.919\t-0.262\t0.255\t0.808\t0.438\t0.912\t0.340\t-0.974\t0.000\t1.453\t-0.358\t0.981\t2.215\t0.927\t-1.190\t-1.191\t2.548\t0.831\t-1.155\t1.321\t0.000\t0.852\t0.954\t0.987\t0.917\t1.290\t0.997\t0.950\n1\t1.515\t0.690\t0.523\t0.219\t1.372\t0.751\t0.051\t0.186\t0.000\t1.183\t-0.857\t-0.740\t1.107\t1.660\t-0.850\t1.497\t0.000\t0.654\t-0.276\t1.576\t1.551\t2.124\t1.167\t0.985\t1.566\t0.725\t1.011\t1.091\n0\t0.681\t1.038\t0.305\t0.330\t0.687\t1.214\t0.966\t1.260\t2.173\t1.431\t0.502\t-0.382\t2.215\t0.915\t1.866\t-1.723\t0.000\t0.772\t1.718\t-0.298\t0.000\t0.890\t1.140\t0.996\t0.871\t1.983\t1.164\t1.025\n1\t1.270\t-0.071\t-0.585\t1.650\t-1.052\t0.216\t1.627\t1.617\t0.000\t0.622\t0.405\t1.209\t0.000\t0.585\t1.136\t0.062\t0.000\t0.878\t-0.743\t1.177\t0.000\t0.888\t0.582\t0.977\t1.109\t0.369\t0.731\t0.735\n1\t1.295\t-0.150\t1.639\t0.233\t-0.943\t0.647\t-1.047\t-0.415\t0.000\t0.803\t-0.841\t-1.398\t1.107\t0.600\t-0.616\t1.475\t0.000\t0.673\t-0.005\t-1.511\t0.000\t0.837\t0.890\t0.981\t0.535\t0.498\t0.546\t0.639\n1\t1.452\t-0.083\t0.584\t1.055\t-0.079\t0.754\t0.685\t1.608\t2.173\t0.513\t-0.368\t-1.176\t2.215\t0.604\t0.570\t0.155\t0.000\t1.226\t0.682\t-1.445\t0.000\t0.946\t0.786\t0.990\t0.837\t0.745\t0.855\t0.763\n1\t0.672\t-0.178\t-0.724\t0.901\t1.398\t0.947\t0.848\t0.589\t2.173\t0.905\t0.909\t1.257\t0.000\t1.970\t0.164\t-0.590\t2.548\t0.706\t2.380\t-1.176\t0.000\t0.880\t0.786\t1.016\t0.900\t1.599\t0.967\t0.846\n1\t4.570\t-0.893\t-1.657\t0.317\t-0.391\t2.550\t1.647\t-0.294\t0.000\t1.738\t-1.288\t0.796\t0.000\t2.580\t0.079\t0.304\t0.000\t2.134\t0.001\t-0.904\t3.102\t1.274\t0.979\t1.517\t1.377\t0.808\t1.080\t1.169\n0\t2.702\t-0.626\t0.023\t0.558\t-1.570\t0.501\t-0.246\t1.144\t0.000\t0.856\t0.371\t1.643\t2.215\t0.982\t0.977\t1.020\t0.000\t2.027\t-0.467\t-0.830\t3.102\t0.907\t0.722\t1.685\t1.108\t1.106\t1.033\t1.032\n1\t1.282\t2.147\t0.804\t1.817\t0.530\t1.523\t-0.824\t-0.848\t0.000\t0.756\t1.596\t1.128\t0.000\t1.316\t0.683\t1.547\t1.274\t0.744\t1.036\t-0.410\t1.551\t0.744\t0.723\t1.006\t0.968\t0.766\t1.138\t1.086\n1\t1.008\t-0.508\t1.009\t0.899\t-0.122\t0.577\t-0.318\t-1.233\t0.000\t1.023\t-0.047\t1.631\t2.215\t1.375\t-1.106\t0.174\t1.274\t0.796\t-0.572\t-0.843\t0.000\t0.405\t0.974\t1.123\t0.921\t1.446\t0.838\t0.769\n1\t0.918\t-0.848\t0.232\t1.577\t0.881\t0.446\t-0.470\t0.018\t2.173\t0.544\t0.362\t-0.874\t0.000\t0.536\t1.451\t-0.861\t0.000\t1.736\t0.047\t-1.263\t3.102\t0.538\t0.791\t0.987\t1.122\t0.888\t0.788\t0.818\n1\t0.370\t-0.720\t0.219\t1.117\t-0.370\t0.606\t1.721\t-1.626\t0.000\t0.838\t-0.442\t-0.637\t2.215\t0.894\t1.114\t1.059\t0.000\t1.342\t0.082\t0.690\t0.000\t0.904\t0.954\t0.984\t0.579\t0.546\t0.681\t0.676\n0\t0.945\t0.508\t1.439\t0.697\t-1.727\t0.697\t-2.295\t-0.014\t0.000\t0.829\t-0.009\t-0.757\t1.107\t1.016\t0.612\t0.521\t0.000\t0.940\t1.396\t1.003\t0.000\t0.724\t1.083\t0.994\t0.826\t0.579\t0.742\t0.779\n1\t0.579\t-0.923\t0.002\t0.773\t1.016\t0.415\t-0.513\t-0.038\t1.087\t0.470\t-2.422\t1.375\t0.000\t1.253\t-0.501\t-1.130\t2.548\t1.107\t-0.496\t-0.638\t0.000\t1.377\t0.996\t0.996\t0.855\t0.748\t0.749\t0.748\n1\t1.938\t0.364\t0.469\t0.542\t-1.632\t0.703\t1.773\t-1.705\t0.000\t0.675\t-0.380\t-1.469\t0.000\t1.203\t1.055\t-0.626\t2.548\t1.034\t1.144\t0.329\t1.551\t0.931\t0.861\t1.347\t0.792\t0.653\t0.743\t0.781\n0\t0.945\t-1.192\t1.499\t0.697\t-0.304\t0.608\t1.008\t0.114\t2.173\t0.812\t0.158\t-1.591\t2.215\t0.430\t1.722\t1.670\t0.000\t0.376\t0.610\t-1.087\t0.000\t0.384\t0.611\t1.122\t0.916\t1.130\t0.994\t0.854\n1\t1.541\t0.598\t1.354\t2.462\t0.874\t0.829\t2.569\t-0.668\t0.000\t1.274\t0.290\t-0.918\t2.215\t0.372\t1.628\t-1.195\t0.000\t0.449\t0.762\t0.674\t3.102\t0.616\t0.716\t1.129\t1.582\t0.709\t0.970\t1.264\n1\t0.654\t2.053\t-1.470\t0.708\t0.579\t0.287\t1.354\t1.022\t0.000\t0.705\t-0.978\t-0.327\t2.215\t0.703\t-0.006\t1.699\t0.000\t0.773\t0.819\t-1.194\t1.551\t0.945\t1.104\t0.988\t0.600\t0.908\t0.930\t0.789\n0\t0.832\t-0.576\t-1.577\t0.349\t-0.105\t0.802\t0.667\t0.800\t0.000\t1.083\t-0.557\t-1.072\t2.215\t1.332\t0.035\t0.091\t0.000\t0.802\t-1.445\t-1.367\t0.000\t1.262\t0.831\t0.985\t0.711\t0.817\t0.932\t0.880\n1\t1.098\t-0.550\t-0.049\t0.474\t-0.290\t0.762\t-0.597\t-1.711\t2.173\t0.614\t2.766\t-0.925\t0.000\t1.538\t0.135\t1.316\t2.548\t1.209\t0.861\t-0.032\t0.000\t0.572\t0.911\t0.989\t1.073\t0.749\t0.875\t0.807\n0\t0.741\t-0.209\t1.287\t1.010\t-1.238\t1.197\t-1.366\t0.387\t1.087\t0.626\t-1.182\t-0.866\t2.215\t1.126\t-0.565\t-1.553\t0.000\t0.382\t-1.553\t-0.491\t0.000\t0.762\t1.201\t0.988\t0.832\t1.156\t1.067\t0.883\n1\t3.455\t0.643\t-1.443\t0.775\t-0.804\t1.646\t-2.010\t0.302\t0.000\t0.483\t0.393\t0.138\t2.215\t0.629\t0.343\t0.944\t0.000\t0.567\t-1.066\t-1.710\t1.551\t0.709\t0.558\t1.237\t1.062\t0.649\t0.845\t0.732\n0\t0.703\t-0.687\t-0.346\t0.709\t1.580\t0.600\t0.049\t1.551\t0.000\t0.607\t0.795\t-0.395\t1.107\t0.486\t0.624\t-0.058\t2.548\t0.406\t-1.973\t-0.495\t0.000\t1.360\t0.984\t0.989\t0.885\t0.176\t0.751\t0.698\n0\t0.699\t0.928\t-1.346\t0.880\t-0.442\t0.256\t-2.104\t0.838\t0.000\t1.140\t-1.001\t0.791\t2.215\t0.357\t0.987\t0.013\t0.000\t0.528\t-0.227\t-0.800\t1.551\t1.349\t0.999\t0.990\t0.683\t0.745\t1.188\t1.103\n0\t0.513\t0.802\t1.343\t0.426\t-0.056\t0.470\t0.242\t1.484\t0.000\t0.646\t1.497\t-1.107\t1.107\t0.395\t0.999\t0.445\t0.000\t1.103\t-1.015\t0.612\t0.000\t1.051\t0.975\t0.989\t0.911\t0.285\t0.832\t0.731\n0\t1.075\t1.119\t0.848\t0.756\t0.643\t0.405\t2.018\t-0.119\t0.000\t0.407\t2.783\t0.422\t0.000\t1.460\t1.064\t-1.398\t2.548\t0.836\t0.642\t1.682\t3.102\t0.545\t1.085\t0.975\t0.733\t0.346\t0.728\t0.726\n1\t1.029\t0.826\t0.278\t1.173\t0.909\t1.250\t1.061\t-1.067\t2.173\t0.686\t0.469\t0.870\t0.000\t0.788\t2.202\t-0.415\t0.000\t1.122\t1.123\t-1.694\t3.102\t0.879\t0.799\t0.985\t1.370\t0.693\t0.923\t0.832\n0\t1.799\t-0.712\t0.066\t0.367\t-0.453\t0.498\t-0.155\t1.693\t2.173\t0.310\t-0.527\t1.214\t0.000\t0.446\t-0.088\t0.544\t0.000\t0.430\t0.672\t1.471\t0.000\t0.658\t0.574\t0.981\t0.948\t0.490\t0.759\t0.615\n0\t1.071\t0.549\t-0.399\t0.766\t-0.690\t0.942\t-0.171\t1.598\t2.173\t0.399\t-1.462\t1.126\t0.000\t0.442\t-0.217\t-0.588\t0.000\t1.326\t0.130\t0.496\t3.102\t0.777\t0.832\t0.995\t0.907\t1.010\t1.021\t0.932\n0\t0.319\t-1.132\t-0.671\t0.340\t1.426\t1.189\t0.075\t0.401\t2.173\t1.267\t0.303\t-1.265\t2.215\t1.297\t-0.696\t-0.838\t0.000\t0.699\t0.560\t-0.655\t0.000\t0.877\t0.894\t0.998\t0.911\t1.815\t0.934\t0.777\n1\t0.579\t-0.063\t0.278\t0.839\t1.691\t0.705\t-0.242\t1.419\t0.000\t1.817\t-0.765\t-0.721\t0.000\t1.051\t0.439\t1.057\t1.274\t2.335\t0.712\t0.200\t3.102\t0.983\t1.454\t0.988\t0.846\t0.865\t1.273\t1.032\n1\t0.704\t-2.014\t1.178\t1.301\t-1.727\t0.967\t-0.841\t-0.010\t0.000\t0.387\t-0.821\t-0.709\t2.215\t1.000\t-1.425\t0.416\t0.000\t1.009\t-1.534\t-1.689\t0.000\t0.926\t0.759\t0.996\t0.709\t0.233\t0.515\t0.689\n1\t1.455\t0.167\t-1.445\t0.736\t0.315\t1.449\t-0.086\t0.485\t1.087\t0.656\t0.019\t-0.622\t0.000\t1.792\t-1.451\t-1.291\t0.000\t1.317\t0.898\t1.121\t3.102\t1.764\t1.951\t1.433\t1.300\t1.200\t1.568\t1.300\n1\t2.367\t-0.639\t-0.656\t0.359\t0.399\t0.799\t-1.369\t0.807\t2.173\t0.551\t-0.029\t-1.734\t2.215\t0.797\t-1.370\t-1.661\t0.000\t0.988\t1.780\t0.928\t0.000\t0.788\t1.047\t1.040\t0.865\t1.023\t0.920\t0.810\n0\t0.633\t0.064\t-1.334\t1.000\t0.128\t0.956\t0.640\t1.676\t0.000\t1.116\t0.059\t0.347\t2.215\t0.807\t0.506\t-1.144\t0.000\t0.848\t0.965\t-0.014\t3.102\t0.893\t0.912\t1.068\t0.735\t0.579\t0.863\t0.765\n1\t2.776\t-0.612\t-1.194\t0.130\t0.147\t0.598\t0.271\t0.362\t1.087\t0.998\t-0.636\t1.221\t2.215\t0.538\t-2.306\t0.394\t0.000\t0.706\t-0.257\t0.754\t0.000\t0.948\t0.873\t0.992\t1.229\t0.964\t0.977\t0.923\n0\t0.517\t1.690\t-0.345\t1.126\t0.991\t0.962\t1.444\t-0.741\t1.087\t0.702\t2.302\t-1.503\t0.000\t1.103\t1.332\t1.021\t2.548\t0.504\t1.099\t0.182\t0.000\t0.884\t0.887\t0.988\t0.593\t1.283\t0.786\t0.699\n0\t0.619\t0.140\t0.921\t0.478\t1.671\t0.796\t-0.763\t-1.140\t0.000\t1.577\t-0.569\t0.292\t0.000\t0.708\t0.332\t-0.609\t2.548\t0.627\t-1.767\t-1.658\t0.000\t0.923\t0.927\t0.981\t0.651\t0.732\t0.754\t0.884\n0\t1.358\t-0.433\t1.557\t0.709\t-1.410\t1.011\t0.054\t0.316\t2.173\t0.761\t0.178\t-1.249\t2.215\t0.974\t0.602\t0.946\t0.000\t0.626\t2.399\t-0.256\t0.000\t1.030\t0.949\t0.994\t0.629\t1.277\t0.890\t0.770\n0\t0.711\t0.307\t-1.384\t1.191\t-0.290\t0.678\t-1.436\t0.519\t0.000\t0.814\t-1.387\t-1.071\t2.215\t0.844\t-0.407\t1.104\t2.548\t0.518\t-0.393\t1.587\t0.000\t0.873\t0.940\t1.063\t0.845\t0.931\t0.821\t0.813\n0\t0.411\t0.118\t0.407\t1.156\t-1.227\t0.507\t-1.526\t-0.127\t2.173\t1.049\t-1.288\t1.504\t2.215\t0.745\t-2.649\t-0.060\t0.000\t0.437\t-0.133\t1.116\t0.000\t1.287\t0.850\t0.990\t0.885\t1.074\t0.784\t0.828\n0\t1.904\t0.464\t-0.985\t0.931\t-1.030\t0.882\t-0.853\t0.867\t1.087\t0.555\t-0.469\t0.405\t0.000\t0.506\t-1.149\t0.516\t2.548\t0.599\t1.486\t-1.244\t0.000\t0.836\t0.641\t0.989\t1.226\t0.310\t1.280\t1.142\n1\t0.280\t1.475\t0.951\t1.422\t-0.105\t0.612\t1.236\t-1.432\t2.173\t0.546\t0.602\t-0.068\t0.000\t0.970\t1.411\t1.467\t0.000\t1.295\t-0.348\t-1.658\t3.102\t1.068\t0.928\t0.986\t1.974\t0.899\t1.343\t1.104\n1\t0.301\t-2.034\t-1.341\t0.852\t0.695\t1.232\t-1.152\t-0.576\t0.000\t1.628\t-1.197\t1.534\t0.000\t1.434\t0.055\t0.590\t1.274\t1.130\t-0.470\t-1.314\t3.102\t0.637\t0.728\t0.984\t0.748\t1.011\t0.894\t0.786\n0\t1.048\t1.480\t-1.298\t0.850\t0.010\t0.609\t-1.433\t1.158\t0.000\t0.635\t-2.776\t-1.014\t0.000\t0.433\t1.830\t1.411\t0.000\t0.631\t-0.505\t0.354\t3.102\t0.889\t1.111\t1.208\t0.943\t0.435\t0.925\t0.807\n1\t0.604\t0.406\t0.792\t0.334\t-0.189\t0.632\t-1.063\t-1.682\t2.173\t1.026\t0.953\t-0.612\t1.107\t0.783\t1.419\t0.474\t0.000\t0.868\t1.648\t-0.054\t0.000\t0.873\t0.993\t0.992\t0.798\t1.741\t0.978\t0.840\n0\t2.120\t-1.368\t0.042\t2.335\t0.393\t2.222\t-0.456\t-1.395\t0.000\t0.515\t-0.928\t-1.144\t0.000\t0.372\t-1.131\t1.194\t0.000\t1.393\t0.000\t0.444\t3.102\t0.764\t0.907\t0.989\t1.013\t0.490\t0.940\t1.396\n1\t1.006\t0.266\t1.642\t1.124\t-0.368\t0.612\t0.551\t1.027\t0.000\t1.015\t1.014\t1.590\t0.000\t1.105\t-0.132\t-0.157\t2.548\t1.332\t1.229\t-0.109\t3.102\t0.911\t1.097\t1.431\t0.875\t0.837\t0.909\t0.860\n0\t1.420\t-0.501\t0.440\t0.356\t1.736\t0.545\t0.531\t1.440\t1.087\t0.884\t-1.106\t-0.778\t2.215\t0.674\t-0.342\t-0.379\t0.000\t0.855\t-0.477\t-1.025\t0.000\t0.741\t0.805\t0.989\t0.879\t1.335\t0.845\t0.690\n0\t0.396\t1.911\t-1.499\t0.799\t0.018\t0.454\t-0.315\t1.142\t0.000\t0.654\t-0.866\t0.015\t2.215\t0.672\t1.393\t-1.712\t0.000\t0.768\t0.841\t-0.990\t0.000\t1.064\t0.948\t0.984\t0.550\t0.490\t0.613\t0.611\n1\t1.275\t-1.356\t0.157\t0.891\t0.976\t1.042\t-0.621\t1.638\t2.173\t0.748\t-0.825\t-0.763\t0.000\t0.318\t0.081\t-1.538\t0.000\t0.486\t0.637\t1.217\t3.102\t0.604\t0.852\t0.993\t0.840\t0.633\t0.838\t0.753\n0\t0.689\t1.186\t0.035\t1.170\t0.691\t0.803\t-1.749\t-1.060\t0.000\t0.493\t-0.998\t1.166\t2.215\t0.564\t-1.342\t-0.333\t0.000\t1.103\t0.856\t-1.457\t3.102\t0.759\t0.839\t0.990\t0.880\t0.936\t1.072\t1.717\n0\t0.716\t-1.393\t0.142\t1.331\t1.429\t0.685\t0.347\t0.598\t0.000\t0.705\t-0.617\t-1.412\t2.215\t1.289\t-1.925\t-0.919\t0.000\t1.844\t-1.020\t-0.077\t3.102\t3.125\t1.838\t1.240\t0.937\t1.009\t1.209\t1.061\n1\t0.653\t-0.375\t-0.971\t1.129\t0.284\t1.125\t-0.497\t0.906\t2.173\t1.623\t2.058\t-1.151\t0.000\t0.458\t-2.183\t-1.330\t0.000\t0.535\t-0.698\t-0.257\t3.102\t0.678\t0.982\t1.076\t0.526\t0.725\t0.634\t0.631\n0\t1.636\t0.395\t1.456\t0.537\t1.192\t1.137\t0.539\t-0.590\t2.173\t0.514\t0.067\t-1.061\t0.000\t1.047\t1.153\t0.429\t0.000\t0.666\t-0.698\t0.778\t3.102\t1.308\t0.956\t0.988\t1.353\t1.109\t0.973\t0.881\n0\t2.065\t0.397\t-0.001\t0.170\t1.646\t1.295\t0.827\t-1.700\t1.087\t1.091\t1.893\t1.429\t0.000\t2.255\t0.064\t-0.203\t1.274\t0.532\t0.457\t1.125\t0.000\t0.932\t0.975\t0.986\t1.432\t2.238\t1.220\t0.968\n1\t0.452\t1.371\t1.491\t1.617\t-1.174\t0.583\t0.002\t0.871\t0.000\t1.121\t-0.417\t-0.020\t2.215\t0.316\t-1.185\t-1.076\t0.000\t1.109\t-0.321\t-1.678\t1.551\t0.931\t0.881\t0.987\t1.381\t1.004\t1.489\t1.285\n0\t1.787\t-1.180\t0.895\t0.940\t-0.456\t0.732\t-1.569\t-0.190\t0.000\t0.929\t-2.198\t1.490\t0.000\t1.139\t-1.086\t-0.979\t2.548\t1.283\t0.250\t1.697\t0.000\t0.937\t0.899\t1.684\t1.108\t0.896\t0.814\t0.770\n1\t0.635\t0.503\t-0.542\t0.739\t-1.367\t1.340\t1.346\t0.265\t0.000\t0.438\t-0.236\t1.594\t0.000\t0.742\t0.179\t-0.777\t0.000\t1.359\t0.698\t1.636\t3.102\t0.911\t0.705\t0.994\t0.811\t0.537\t0.630\t0.607\n0\t0.973\t0.327\t-0.518\t0.455\t-1.571\t0.844\t1.084\t1.171\t0.000\t0.710\t1.038\t-0.334\t2.215\t0.865\t0.373\t0.611\t2.548\t0.778\t0.984\t-1.439\t0.000\t0.880\t0.978\t0.991\t0.739\t0.687\t0.677\t0.655\n0\t0.765\t0.361\t-1.549\t1.167\t0.163\t1.345\t-0.125\t0.889\t0.000\t0.826\t0.644\t-0.807\t2.215\t0.970\t-0.505\t0.248\t0.000\t1.731\t-0.631\t-1.055\t3.102\t0.753\t0.948\t1.308\t1.020\t0.867\t0.770\t0.729\n1\t0.336\t1.354\t-0.566\t0.831\t1.434\t0.984\t-0.012\t0.076\t2.173\t1.216\t-0.191\t-1.240\t0.000\t1.359\t0.128\t0.921\t2.548\t0.659\t-0.593\t1.633\t0.000\t0.735\t1.153\t0.996\t0.921\t1.001\t0.968\t0.822\n0\t1.407\t-1.371\t0.408\t0.634\t-1.677\t1.116\t0.733\t1.631\t2.173\t0.720\t1.381\t-1.536\t0.000\t1.806\t-0.378\t-0.133\t2.548\t0.973\t1.753\t-0.217\t0.000\t1.081\t1.173\t1.248\t1.080\t2.072\t1.444\t1.561\n1\t1.656\t-0.070\t-1.498\t0.966\t-0.970\t2.020\t-0.544\t0.410\t0.000\t1.693\t-0.491\t1.579\t2.215\t0.995\t2.592\t-0.032\t0.000\t1.602\t-0.325\t-1.132\t1.551\t0.850\t0.887\t0.979\t0.919\t0.960\t0.921\t0.827\n0\t1.852\t1.435\t1.312\t0.565\t-1.389\t0.512\t-1.138\t0.121\t0.000\t1.111\t-1.763\t-0.415\t0.000\t0.676\t1.017\t-1.277\t2.548\t0.767\t0.107\t-0.069\t3.102\t0.921\t0.885\t0.983\t0.649\t0.564\t1.025\t1.604\n0\t1.047\t-0.364\t-0.131\t0.370\t-0.995\t1.206\t0.459\t0.454\t2.173\t0.873\t1.891\t1.611\t0.000\t1.166\t-0.216\t-1.113\t2.548\t0.643\t0.175\t1.688\t0.000\t0.917\t1.559\t0.987\t0.918\t1.552\t1.311\t1.111\n0\t0.614\t1.162\t1.725\t0.771\t-0.870\t0.734\t-0.086\t0.077\t0.000\t0.940\t-0.341\t1.291\t0.000\t0.775\t-0.163\t-0.134\t2.548\t0.683\t-0.895\t1.411\t1.551\t1.584\t0.976\t0.994\t0.700\t0.605\t0.661\t0.691\n1\t0.914\t-0.659\t-0.239\t1.033\t-1.726\t0.672\t-0.513\t1.045\t2.173\t0.586\t0.765\t-0.235\t2.215\t0.515\t-1.035\t-0.598\t0.000\t0.747\t-2.340\t-0.271\t0.000\t0.867\t1.011\t1.310\t0.963\t1.063\t0.989\t0.874\n1\t0.556\t-0.714\t-0.800\t0.410\t-1.511\t1.106\t0.208\t0.436\t1.087\t1.638\t-0.694\t-1.050\t1.107\t0.723\t-0.387\t1.697\t0.000\t0.743\t-0.569\t-0.374\t0.000\t0.781\t1.009\t0.984\t0.913\t2.149\t1.104\t0.875\n1\t0.917\t-1.972\t0.019\t0.745\t-0.337\t2.405\t-0.846\t-1.740\t0.000\t1.706\t-1.105\t0.185\t0.000\t1.867\t-1.027\t-1.049\t2.548\t1.408\t-0.518\t0.603\t0.000\t0.910\t0.652\t0.991\t0.939\t0.758\t0.918\t0.795\n0\t0.394\t1.102\t1.476\t1.632\t-0.466\t0.460\t0.137\t0.644\t2.173\t1.118\t0.030\t-1.537\t1.107\t1.132\t-0.839\t-0.125\t0.000\t0.865\t2.110\t0.765\t0.000\t1.274\t0.890\t1.093\t1.103\t0.976\t0.860\t0.899\n0\t1.537\t0.542\t1.310\t1.399\t1.440\t0.666\t0.402\t-0.244\t2.173\t0.608\t2.321\t-0.837\t0.000\t0.913\t2.007\t0.036\t0.000\t0.813\t0.150\t0.309\t1.551\t0.979\t0.986\t0.982\t0.766\t0.383\t0.819\t0.942\n0\t0.570\t0.954\t1.581\t1.197\t1.336\t0.429\t2.124\t-0.084\t0.000\t0.710\t-0.604\t-0.194\t2.215\t1.353\t0.092\t-1.436\t2.548\t0.941\t-0.260\t0.576\t0.000\t0.901\t0.904\t0.988\t1.742\t1.013\t1.304\t1.086\n1\t0.686\t-0.222\t1.560\t0.609\t0.543\t0.354\t-0.544\t0.796\t0.000\t0.553\t-0.251\t-0.237\t0.000\t1.159\t1.215\t-1.451\t2.548\t1.224\t0.839\t-0.479\t3.102\t0.767\t0.810\t0.991\t1.318\t0.715\t0.992\t0.848\n1\t0.427\t-1.746\t1.015\t1.573\t-1.232\t0.582\t-0.866\t1.379\t0.000\t0.605\t-1.310\t-0.024\t2.215\t0.448\t-0.211\t-0.913\t2.548\t0.646\t0.699\t0.353\t0.000\t1.174\t0.995\t1.022\t0.702\t0.514\t0.631\t0.751\n1\t0.955\t-0.511\t-0.868\t1.260\t-0.194\t1.996\t-2.038\t1.143\t0.000\t1.498\t0.295\t-1.239\t0.000\t1.590\t0.519\t0.016\t2.548\t0.816\t-0.800\t0.792\t3.102\t6.231\t3.213\t0.993\t0.808\t0.923\t2.444\t1.941\n1\t1.019\t-1.098\t1.240\t0.763\t-0.958\t0.968\t-1.272\t-0.120\t0.000\t1.342\t-0.116\t1.466\t2.215\t0.651\t1.678\t-0.913\t0.000\t0.917\t-1.254\t0.509\t0.000\t0.789\t0.565\t1.121\t0.945\t0.950\t0.961\t0.839\n1\t1.334\t-0.657\t1.439\t0.861\t-0.095\t1.208\t-1.472\t0.714\t0.000\t1.549\t-0.173\t-1.026\t2.215\t0.827\t0.310\t-1.466\t0.000\t1.124\t0.398\t-0.443\t3.102\t0.700\t0.751\t1.458\t0.983\t0.717\t0.869\t0.731\n1\t2.062\t0.140\t0.671\t2.363\t-0.111\t1.191\t-0.090\t-1.593\t0.000\t1.276\t0.767\t-1.277\t2.215\t0.494\t-0.775\t0.838\t0.000\t1.348\t0.730\t-0.218\t3.102\t1.046\t0.984\t1.980\t1.109\t0.967\t1.185\t0.997\n0\t1.141\t-0.595\t1.585\t1.179\t-1.715\t0.589\t-0.194\t0.737\t2.173\t0.817\t-1.029\t0.806\t2.215\t0.484\t-0.193\t-0.862\t0.000\t1.420\t-0.571\t-0.198\t0.000\t0.909\t0.931\t0.977\t0.862\t0.458\t0.746\t0.757\n1\t0.818\t-0.283\t1.682\t0.505\t-1.113\t1.152\t-0.844\t0.915\t0.000\t2.214\t-1.481\t-0.915\t0.000\t1.439\t-0.762\t-0.285\t2.548\t2.616\t-0.543\t0.371\t3.102\t0.839\t0.953\t0.993\t1.077\t0.838\t0.955\t0.958\n1\t0.877\t-0.834\t1.592\t1.111\t0.421\t1.369\t-1.683\t-1.692\t0.000\t1.760\t-1.538\t0.033\t0.000\t0.703\t-1.942\t-1.351\t0.000\t1.272\t-1.110\t0.645\t3.102\t1.006\t1.039\t1.190\t0.867\t0.935\t0.890\t0.829\n1\t1.092\t0.676\t0.961\t0.240\t-0.417\t0.560\t1.096\t0.510\t1.087\t0.654\t-0.073\t0.393\t0.000\t1.298\t0.608\t-1.332\t2.548\t2.198\t1.471\t-0.889\t0.000\t2.182\t1.411\t0.988\t0.834\t1.084\t1.002\t0.889\n0\t0.472\t0.464\t-0.268\t1.190\t1.564\t0.871\t-1.347\t0.863\t0.000\t1.619\t-0.331\t-1.293\t2.215\t1.647\t-1.247\t0.233\t0.000\t1.538\t-1.053\t-0.475\t1.551\t1.160\t1.111\t1.035\t0.956\t1.175\t1.257\t1.200\n1\t0.436\t-1.117\t1.209\t1.619\t-1.575\t0.949\t-1.495\t-0.406\t2.173\t0.726\t-2.053\t0.246\t0.000\t0.864\t-1.175\t0.730\t1.274\t1.095\t-1.251\t1.484\t0.000\t1.104\t1.075\t0.989\t0.836\t0.971\t0.881\t0.794\n1\t0.661\t0.244\t0.604\t1.937\t-0.023\t1.170\t-0.891\t1.661\t0.000\t1.024\t0.746\t-1.188\t2.215\t0.642\t1.386\t0.570\t2.548\t0.386\t-0.558\t-1.290\t0.000\t0.956\t0.833\t0.987\t0.941\t0.924\t0.948\t0.809\n1\t0.645\t-0.781\t0.115\t1.583\t0.508\t1.415\t0.974\t-1.264\t0.000\t0.722\t0.725\t0.961\t1.107\t0.585\t0.279\t-0.907\t0.000\t1.065\t1.136\t-0.281\t3.102\t1.031\t0.964\t0.980\t0.729\t0.754\t0.784\t0.936\n0\t0.550\t0.603\t1.577\t1.366\t0.567\t0.754\t0.628\t-1.207\t2.173\t0.619\t1.111\t-0.478\t0.000\t1.035\t-0.155\t1.660\t0.000\t1.012\t-0.222\t0.815\t0.000\t0.781\t0.957\t0.990\t0.994\t1.166\t0.819\t0.743\n1\t0.741\t-0.434\t-0.860\t1.170\t0.247\t1.466\t-0.263\t-0.052\t2.173\t2.672\t-0.383\t-1.687\t1.107\t0.718\t0.700\t0.158\t0.000\t0.394\t-0.513\t-0.361\t0.000\t0.836\t1.194\t1.084\t1.447\t2.904\t1.498\t1.210\n1\t0.531\t1.787\t-1.180\t0.865\t0.931\t0.958\t0.391\t-0.655\t1.087\t0.542\t2.188\t-1.568\t0.000\t0.386\t0.839\t1.185\t2.548\t0.719\t2.411\t0.197\t0.000\t0.855\t0.659\t0.986\t1.008\t0.781\t0.900\t0.775\n1\t0.915\t-0.405\t-1.526\t0.527\t0.251\t0.589\t-0.101\t0.511\t0.000\t1.083\t0.120\t-1.702\t2.215\t1.305\t-0.118\t-0.721\t2.548\t1.806\t-0.979\t0.415\t0.000\t0.898\t1.171\t0.988\t0.694\t0.990\t1.003\t0.825\n0\t1.951\t-0.613\t-0.040\t2.305\t-0.070\t1.823\t0.132\t-1.706\t2.173\t1.764\t-0.740\t1.717\t1.107\t2.614\t-0.401\t0.307\t0.000\t0.801\t0.324\t-1.161\t0.000\t1.691\t1.863\t1.007\t2.685\t1.229\t1.972\t1.696\n1\t1.031\t0.601\t1.615\t0.392\t-0.502\t0.945\t0.542\t0.669\t0.000\t1.144\t-0.286\t-0.629\t2.215\t0.984\t0.273\t0.080\t0.000\t1.492\t-0.145\t-1.631\t3.102\t0.905\t1.163\t0.985\t1.022\t0.928\t0.966\t0.875\n0\t0.568\t0.449\t0.855\t0.613\t-1.653\t0.509\t-0.490\t0.436\t2.173\t0.423\t0.099\t-1.424\t0.000\t1.402\t0.735\t-0.646\t2.548\t0.797\t1.031\t-0.262\t0.000\t0.971\t0.865\t0.987\t1.014\t1.140\t0.918\t0.787\n1\t0.706\t0.757\t-0.685\t0.406\t1.502\t1.178\t0.254\t-0.906\t0.000\t0.940\t-0.292\t0.794\t2.215\t0.681\t0.637\t0.260\t0.000\t0.689\t1.632\t0.402\t0.000\t0.818\t0.682\t0.993\t1.137\t0.716\t0.833\t0.726\n0\t0.473\t-0.610\t-1.034\t1.456\t-0.124\t0.363\t-2.775\t1.336\t0.000\t0.373\t-1.301\t0.853\t0.000\t0.506\t0.128\t-1.040\t1.274\t0.724\t-0.652\t1.520\t3.102\t0.706\t0.996\t0.988\t0.716\t0.408\t0.616\t0.663\n1\t0.727\t1.145\t-0.634\t1.505\t-1.102\t1.193\t-0.666\t0.272\t2.173\t0.803\t-1.866\t-1.451\t0.000\t0.796\t-0.475\t1.400\t2.548\t0.604\t-0.190\t0.650\t0.000\t1.219\t0.850\t0.976\t1.534\t1.036\t1.079\t1.091\n1\t0.557\t-0.667\t-1.469\t1.845\t-0.794\t0.600\t0.890\t0.493\t2.173\t0.935\t0.584\t1.678\t0.000\t1.268\t1.904\t0.017\t0.000\t1.683\t0.111\t1.231\t3.102\t0.781\t0.899\t0.982\t1.016\t0.777\t0.898\t0.771\n0\t0.578\t0.030\t0.066\t1.544\t1.736\t0.778\t1.144\t-1.245\t0.000\t0.901\t0.081\t-1.640\t2.215\t1.426\t-0.866\t0.549\t2.548\t2.184\t-2.013\t-0.258\t0.000\t0.890\t0.915\t1.306\t1.102\t1.286\t1.161\t0.988\n1\t0.764\t1.096\t-1.676\t1.307\t-0.256\t2.111\t0.676\t0.319\t2.173\t1.380\t-0.199\t-1.136\t2.215\t1.573\t2.025\t-1.074\t0.000\t1.273\t-0.442\t-0.410\t0.000\t0.801\t0.821\t1.326\t1.359\t2.687\t1.435\t1.139\n0\t0.618\t0.543\t1.613\t1.852\t0.789\t0.676\t-1.577\t-0.484\t0.000\t0.743\t-0.340\t-1.064\t2.215\t0.666\t-0.099\t0.061\t2.548\t0.375\t-1.760\t1.301\t0.000\t0.867\t0.869\t1.001\t0.727\t0.641\t0.745\t0.925\n1\t0.871\t-0.395\t0.418\t0.535\t-0.287\t0.401\t-1.893\t1.028\t0.000\t0.639\t0.313\t-0.640\t2.215\t0.792\t-0.604\t1.289\t2.548\t1.512\t-0.046\t-1.112\t0.000\t0.977\t0.799\t0.986\t0.767\t0.840\t0.618\t0.658\n1\t0.654\t-1.317\t1.702\t0.344\t-0.203\t0.741\t0.819\t-0.661\t2.173\t0.582\t2.131\t1.591\t0.000\t0.572\t0.129\t0.917\t0.000\t0.706\t-2.481\t-0.749\t0.000\t0.698\t0.888\t0.992\t0.510\t0.723\t0.665\t0.780\n1\t0.448\t-2.179\t0.003\t1.617\t1.630\t0.761\t-1.256\t-0.196\t0.000\t0.935\t-0.876\t0.953\t2.215\t1.071\t-0.941\t-0.749\t2.548\t0.666\t-1.101\t-1.519\t0.000\t1.011\t1.002\t1.173\t1.021\t1.065\t0.891\t0.825\n1\t1.389\t0.236\t1.470\t0.467\t0.354\t1.224\t-1.919\t1.018\t0.000\t1.465\t-0.752\t-0.787\t1.107\t1.546\t-0.206\t-0.196\t2.548\t0.808\t-1.149\t-1.152\t0.000\t0.774\t1.736\t0.985\t1.284\t0.925\t1.354\t1.299\n1\t1.238\t-1.766\t-1.391\t0.273\t1.399\t0.548\t-1.441\t0.571\t0.000\t0.577\t-1.126\t-1.076\t2.215\t1.485\t0.438\t0.453\t0.000\t0.932\t0.851\t-1.114\t0.000\t0.876\t1.298\t0.984\t0.562\t0.251\t0.743\t0.903\n1\t0.786\t0.317\t0.930\t0.535\t-0.546\t0.674\t0.687\t1.702\t0.000\t0.793\t1.034\t-0.345\t2.215\t0.904\t0.802\t1.276\t2.548\t2.090\t0.245\t-0.772\t0.000\t0.791\t0.942\t0.985\t0.803\t0.898\t0.671\t0.648\n1\t0.781\t0.685\t-1.089\t1.346\t-1.670\t0.493\t2.484\t0.344\t0.000\t0.927\t-0.427\t-0.536\t2.215\t0.917\t0.194\t-1.356\t0.000\t1.015\t0.442\t0.954\t1.551\t1.305\t0.867\t0.995\t1.322\t0.961\t0.936\t0.845\n0\t0.623\t1.449\t-0.108\t0.975\t-1.454\t0.774\t-0.200\t1.551\t2.173\t0.493\t-0.761\t-0.947\t0.000\t0.816\t0.846\t0.243\t2.548\t0.993\t0.115\t0.306\t0.000\t0.932\t0.922\t1.011\t0.712\t1.089\t0.847\t0.812\n1\t1.115\t-0.073\t0.703\t1.453\t-0.261\t0.683\t-0.467\t-1.071\t2.173\t0.655\t0.088\t1.554\t2.215\t0.480\t-0.262\t1.122\t0.000\t0.719\t-1.283\t-0.338\t0.000\t0.762\t0.736\t1.345\t0.970\t0.744\t0.818\t0.706\n1\t0.765\t-0.216\t-0.502\t1.352\t0.606\t0.781\t-0.233\t0.011\t2.173\t0.747\t0.591\t1.393\t0.000\t1.318\t0.027\t-1.467\t0.000\t1.114\t-1.061\t-0.812\t3.102\t0.928\t1.107\t1.185\t0.709\t0.855\t0.930\t0.852\n0\t0.366\t-1.177\t-1.438\t0.465\t-1.258\t0.410\t-1.570\t0.101\t0.000\t0.571\t-0.688\t0.832\t0.000\t0.683\t-0.334\t1.660\t2.548\t0.891\t-0.358\t-0.590\t3.102\t0.783\t0.744\t0.979\t0.603\t0.535\t0.543\t0.613\n1\t1.604\t0.424\t0.948\t0.730\t-1.122\t1.063\t-0.320\t-1.143\t2.173\t0.700\t-0.905\t0.809\t1.107\t0.623\t2.553\t0.081\t0.000\t0.587\t-0.242\t-0.222\t0.000\t1.020\t1.139\t1.435\t1.252\t1.307\t1.000\t0.928\n1\t1.387\t-0.621\t0.866\t0.549\t1.364\t0.909\t-0.722\t-0.449\t2.173\t0.318\t-1.708\t-0.420\t0.000\t0.594\t-1.075\t1.309\t0.000\t1.006\t-0.403\t-1.546\t3.102\t0.694\t0.801\t0.985\t0.691\t0.854\t0.817\t0.706\n1\t0.695\t0.197\t1.125\t0.722\t-0.202\t0.961\t1.248\t-1.651\t0.000\t1.814\t1.299\t0.185\t0.000\t1.447\t0.037\t-1.278\t2.548\t1.003\t0.336\t-1.701\t0.000\t0.666\t0.862\t0.987\t0.544\t0.880\t0.828\t0.792\n1\t0.754\t0.615\t-1.346\t0.179\t1.705\t1.028\t0.048\t0.836\t2.173\t0.848\t-0.654\t-0.570\t1.107\t1.133\t0.352\t-0.196\t0.000\t1.692\t0.347\t1.597\t0.000\t1.526\t1.212\t0.979\t0.950\t1.406\t0.996\t0.850\n1\t0.379\t1.340\t0.562\t1.061\t-1.682\t1.405\t0.579\t0.814\t2.173\t1.318\t0.125\t0.359\t2.215\t1.593\t1.967\t-1.027\t0.000\t1.293\t0.189\t-1.267\t0.000\t0.914\t0.878\t0.992\t1.530\t0.923\t1.327\t1.104\n0\t0.464\t-2.161\t-0.966\t1.196\t0.693\t0.574\t-0.551\t0.723\t0.000\t0.862\t-0.843\t-0.748\t2.215\t0.722\t0.124\t-1.322\t2.548\t0.591\t-1.410\t1.456\t0.000\t0.763\t0.928\t1.029\t1.161\t0.604\t0.885\t0.793\n0\t0.314\t-0.863\t1.325\t1.115\t0.690\t0.337\t-2.718\t-0.632\t0.000\t0.552\t-0.320\t0.567\t2.215\t1.126\t0.508\t-0.445\t2.548\t0.640\t1.503\t1.551\t0.000\t0.490\t0.919\t0.985\t1.855\t0.766\t1.222\t1.052\n1\t0.658\t-1.330\t0.029\t0.982\t0.937\t1.461\t0.109\t-1.368\t0.000\t0.667\t-0.512\t-0.441\t2.215\t0.895\t-0.414\t0.638\t2.548\t0.971\t0.858\t0.745\t0.000\t1.924\t1.401\t0.987\t0.535\t0.679\t0.984\t0.919\n1\t1.868\t0.019\t0.780\t0.638\t-1.454\t2.141\t-1.253\t-0.081\t0.000\t1.518\t0.639\t-0.500\t0.000\t2.824\t-0.343\t1.640\t2.548\t2.813\t-1.023\t-1.701\t3.102\t1.024\t1.972\t1.367\t1.156\t0.986\t1.718\t1.499\n1\t1.233\t-0.275\t0.346\t1.311\t-0.446\t0.709\t0.816\t-1.461\t2.173\t1.190\t1.228\t1.629\t2.215\t0.696\t0.084\t-0.210\t0.000\t0.502\t0.891\t0.102\t0.000\t0.378\t0.953\t1.152\t1.252\t0.558\t1.162\t0.900\n1\t0.419\t1.335\t0.926\t1.191\t-1.131\t0.799\t1.834\t-0.351\t0.000\t1.044\t0.512\t0.481\t2.215\t1.179\t0.469\t1.462\t2.548\t0.786\t0.611\t-0.774\t0.000\t0.843\t1.147\t0.989\t0.705\t0.911\t0.933\t0.812\n1\t2.457\t0.526\t-0.511\t0.491\t-1.341\t1.153\t-0.223\t0.796\t2.173\t0.806\t1.127\t-1.548\t0.000\t1.040\t0.970\t-0.579\t0.000\t1.927\t0.977\t1.292\t3.102\t1.078\t1.021\t1.034\t1.538\t1.375\t1.235\t1.108\n0\t0.526\t0.795\t1.480\t1.650\t1.522\t0.437\t2.017\t-1.312\t0.000\t0.986\t0.451\t0.169\t2.215\t0.593\t2.521\t-0.360\t0.000\t0.618\t0.699\t-0.075\t1.551\t0.772\t0.681\t0.993\t1.150\t0.203\t0.784\t1.085\n1\t0.375\t-0.719\t0.736\t0.819\t-0.455\t1.523\t-1.116\t1.504\t0.000\t0.649\t0.145\t-0.305\t0.000\t0.441\t-0.464\t-0.688\t1.274\t1.233\t-0.577\t0.359\t0.000\t0.829\t0.767\t0.983\t0.611\t0.347\t0.657\t0.668\n0\t0.535\t0.851\t-0.880\t1.795\t-0.047\t0.987\t-2.791\t1.532\t0.000\t1.020\t-1.514\t1.359\t0.000\t0.432\t0.230\t0.377\t2.548\t0.852\t-0.508\t-0.570\t3.102\t0.911\t0.884\t0.983\t0.603\t0.406\t0.641\t1.213\n1\t1.243\t0.351\t1.288\t1.593\t-1.708\t0.447\t1.109\t0.108\t2.173\t0.481\t-0.776\t0.344\t0.000\t1.086\t-0.392\t-0.366\t1.274\t0.580\t0.496\t-0.744\t0.000\t0.773\t0.720\t0.991\t1.231\t0.825\t0.936\t0.804\n0\t0.911\t1.078\t0.184\t1.293\t-0.268\t1.055\t-0.240\t-1.250\t0.000\t0.734\t0.336\t-1.634\t0.000\t1.495\t0.559\t0.869\t2.548\t1.001\t-0.269\t0.533\t3.102\t0.844\t1.023\t0.988\t0.939\t0.534\t0.908\t0.923\n1\t0.471\t-0.708\t0.088\t0.343\t-1.521\t1.074\t-0.006\t1.648\t2.173\t1.002\t0.437\t0.246\t1.107\t1.044\t-0.178\t-0.518\t0.000\t0.808\t-1.488\t0.775\t0.000\t0.906\t1.032\t0.997\t0.869\t1.497\t0.937\t0.800\n0\t0.551\t-1.093\t-1.685\t0.148\t-0.479\t0.846\t-0.773\t-0.540\t2.173\t0.502\t0.255\t0.727\t0.000\t0.687\t1.620\t1.034\t0.000\t0.382\t2.296\t-1.585\t0.000\t1.037\t0.865\t0.988\t0.840\t0.575\t0.925\t0.777\n1\t1.356\t-1.317\t0.178\t2.624\t-1.196\t0.882\t-0.984\t-1.432\t2.173\t0.957\t0.664\t-1.716\t0.000\t0.401\t-1.476\t1.644\t0.000\t0.389\t-1.721\t0.173\t0.000\t1.360\t1.168\t2.470\t1.171\t0.518\t0.893\t1.084\n0\t0.406\t-0.913\t-1.043\t1.175\t1.127\t0.619\t0.138\t-0.003\t2.173\t1.197\t-0.928\t0.478\t1.107\t1.126\t1.021\t-1.485\t0.000\t0.420\t-1.370\t-1.015\t0.000\t1.452\t1.178\t0.989\t0.861\t0.901\t1.054\t0.887\n1\t1.240\t1.038\t1.180\t2.124\t0.604\t0.511\t0.891\t-1.216\t2.173\t0.808\t1.635\t-0.872\t0.000\t0.648\t1.067\t-0.461\t0.000\t0.934\t0.134\t-0.439\t3.102\t0.785\t0.724\t1.114\t1.103\t0.547\t0.842\t0.772\n1\t0.444\t0.405\t-1.127\t1.115\t0.611\t1.338\t-0.545\t0.637\t2.173\t0.745\t1.130\t-1.608\t0.000\t0.993\t-0.837\t-1.184\t0.000\t0.752\t-1.527\t-0.527\t0.000\t0.919\t1.372\t0.987\t0.536\t0.844\t0.819\t0.723\n0\t0.706\t0.490\t-1.417\t0.927\t-1.560\t0.618\t-0.236\t0.624\t2.173\t0.463\t0.724\t0.218\t1.107\t0.928\t0.281\t-0.589\t0.000\t0.398\t1.569\t-1.264\t0.000\t0.699\t0.924\t1.004\t0.802\t0.491\t0.856\t0.735\n0\t1.022\t-1.246\t-0.177\t0.164\t-1.328\t0.921\t-0.838\t-1.616\t2.173\t1.643\t-0.547\t0.605\t0.000\t1.008\t-0.447\t0.076\t2.548\t0.771\t0.088\t-0.898\t0.000\t1.006\t0.883\t0.999\t0.945\t1.218\t0.755\t0.685\n1\t1.171\t0.252\t0.823\t1.653\t1.150\t1.375\t0.971\t-1.256\t2.173\t2.392\t2.049\t-0.306\t0.000\t1.578\t0.399\t1.390\t0.000\t0.566\t1.316\t-1.536\t0.000\t0.805\t1.065\t0.978\t0.573\t0.840\t1.130\t0.937\n1\t0.667\t-1.332\t-0.712\t0.877\t0.899\t0.751\t-0.433\t0.663\t0.000\t0.736\t-0.534\t-0.649\t2.215\t0.728\t0.335\t0.203\t0.000\t3.025\t-0.648\t-1.501\t3.102\t0.768\t0.930\t1.052\t0.976\t0.948\t0.972\t0.866\n0\t0.526\t0.938\t-0.817\t2.830\t-0.253\t1.106\t-1.670\t1.372\t0.000\t0.847\t-0.445\t1.122\t2.215\t1.021\t-0.483\t-0.648\t2.548\t0.937\t-0.748\t1.634\t0.000\t0.725\t0.828\t0.988\t1.435\t0.989\t1.369\t1.957\n1\t1.015\t0.316\t-0.998\t0.958\t0.173\t1.249\t-0.331\t1.287\t0.000\t0.693\t1.639\t-0.988\t0.000\t1.835\t0.222\t0.207\t2.548\t1.215\t0.373\t-0.666\t3.102\t0.454\t0.667\t1.189\t0.851\t0.816\t0.835\t0.768\n0\t1.019\t0.840\t0.317\t2.432\t1.115\t0.448\t-0.270\t-0.251\t2.173\t0.510\t-1.684\t-0.617\t0.000\t1.206\t0.392\t-1.192\t2.548\t0.920\t-1.482\t-1.455\t0.000\t0.612\t1.167\t1.437\t1.196\t0.762\t0.989\t1.236\n1\t0.749\t0.170\t-1.286\t0.730\t1.386\t0.492\t0.634\t1.058\t0.000\t0.762\t0.837\t0.172\t2.215\t1.665\t1.125\t-0.797\t2.548\t0.849\t-0.365\t1.087\t0.000\t0.560\t0.745\t0.979\t1.272\t0.945\t0.978\t0.863\n1\t1.676\t-0.182\t-0.485\t0.958\t1.099\t0.493\t0.861\t-0.319\t0.000\t1.314\t0.219\t1.088\t2.215\t0.536\t0.232\t-1.122\t0.000\t1.341\t0.914\t-1.672\t3.102\t0.999\t1.193\t1.738\t1.256\t0.907\t0.981\t0.943\n0\t2.412\t0.291\t1.412\t1.998\t1.743\t1.097\t0.904\t0.243\t0.000\t0.928\t0.661\t-1.233\t0.000\t1.426\t0.705\t-0.549\t0.000\t1.785\t-1.380\t0.362\t1.551\t0.863\t0.578\t0.972\t2.138\t0.720\t1.388\t1.467\n0\t1.784\t0.008\t1.346\t0.375\t-0.189\t0.982\t0.676\t-0.910\t0.000\t0.680\t-0.188\t0.098\t0.000\t0.674\t0.248\t0.039\t2.548\t0.775\t0.264\t1.694\t3.102\t0.593\t0.593\t1.113\t0.750\t0.551\t0.520\t0.500\n1\t1.376\t-0.850\t-0.897\t0.560\t-0.062\t0.831\t1.151\t0.249\t0.000\t1.130\t0.236\t-1.596\t2.215\t0.959\t-0.557\t1.187\t0.000\t1.158\t0.144\t0.758\t3.102\t2.015\t1.145\t0.996\t0.982\t0.881\t0.964\t0.977\n0\t1.139\t-0.488\t-0.055\t1.071\t0.467\t0.663\t-0.732\t-1.076\t0.000\t0.979\t-0.905\t1.447\t2.215\t0.761\t0.632\t-0.897\t2.548\t0.379\t0.523\t-1.470\t0.000\t0.624\t0.807\t0.994\t1.055\t1.143\t0.919\t0.807\n0\t1.576\t0.206\t-0.132\t2.022\t0.205\t1.505\t1.250\t-1.459\t2.173\t0.738\t0.401\t1.219\t1.107\t0.371\t-1.488\t0.138\t0.000\t0.493\t0.521\t-1.641\t0.000\t0.806\t0.727\t0.979\t2.331\t1.235\t1.547\t1.223\n1\t0.764\t1.591\t1.305\t0.632\t-0.078\t0.643\t-0.061\t-1.078\t2.173\t0.431\t-0.960\t0.648\t2.215\t0.674\t1.528\t0.141\t0.000\t0.656\t0.570\t1.585\t0.000\t0.803\t0.940\t0.987\t1.273\t0.859\t1.048\t0.853\n0\t1.511\t-0.730\t0.934\t1.315\t-0.907\t0.849\t0.211\t0.984\t2.173\t2.691\t0.527\t-0.596\t2.215\t1.298\t-0.996\t1.304\t0.000\t0.785\t1.200\t-0.167\t0.000\t1.243\t1.047\t1.945\t2.069\t2.231\t1.589\t1.345\n1\t0.657\t1.036\t0.003\t0.551\t-1.155\t0.365\t-0.160\t0.364\t2.173\t0.502\t-2.299\t0.590\t0.000\t0.447\t-1.503\t-1.682\t0.000\t1.283\t-0.867\t1.135\t0.000\t0.893\t0.843\t0.989\t1.276\t0.795\t0.926\t1.324\n0\t0.677\t-0.636\t1.039\t0.907\t-0.170\t0.828\t0.114\t0.246\t2.173\t1.146\t-0.193\t-1.388\t2.215\t0.726\t0.600\t-0.607\t0.000\t0.690\t0.760\t1.251\t0.000\t0.783\t0.833\t0.987\t0.677\t1.445\t0.819\t0.727\n1\t0.493\t0.388\t0.925\t1.150\t0.377\t0.914\t0.382\t-1.323\t1.087\t0.564\t0.633\t-0.535\t2.215\t0.623\t-0.108\t-1.011\t0.000\t0.919\t1.241\t-1.627\t0.000\t0.903\t0.957\t0.988\t1.249\t0.704\t0.899\t1.151\n0\t0.583\t-1.298\t-0.854\t1.265\t0.284\t0.810\t-0.518\t-1.452\t2.173\t0.946\t-1.523\t-0.244\t0.000\t1.168\t-0.865\t1.082\t2.548\t0.962\t-1.733\t0.670\t0.000\t0.967\t0.989\t1.018\t1.057\t0.953\t0.930\t0.816\n1\t2.510\t0.206\t1.077\t0.165\t-0.323\t1.068\t-0.954\t-0.160\t0.000\t0.607\t0.727\t1.643\t2.215\t1.054\t1.011\t-0.899\t0.000\t0.444\t0.443\t-1.317\t3.102\t0.849\t0.753\t0.989\t0.661\t0.220\t0.770\t0.857\n1\t1.263\t0.988\t-0.617\t0.615\t0.309\t1.295\t1.185\t0.630\t2.173\t0.987\t1.045\t-0.966\t0.000\t0.952\t-2.625\t-1.494\t0.000\t0.871\t1.708\t-0.419\t0.000\t0.837\t0.735\t0.988\t1.041\t0.966\t0.908\t0.795\n0\t0.608\t-0.054\t-0.064\t1.794\t0.192\t0.725\t2.000\t-0.692\t0.000\t0.941\t1.014\t1.082\t2.215\t1.098\t-1.028\t-1.288\t0.000\t0.370\t0.642\t-0.731\t1.551\t0.415\t0.588\t0.983\t0.934\t0.536\t0.909\t1.019\n0\t1.308\t0.667\t0.904\t0.767\t0.140\t2.330\t0.109\t0.682\t2.173\t3.897\t0.335\t-1.120\t0.000\t1.434\t0.684\t1.240\t2.548\t2.419\t-0.098\t-0.519\t0.000\t1.067\t1.762\t0.988\t0.819\t1.324\t2.068\t1.604\n0\t0.594\t2.205\t-1.599\t1.070\t1.647\t0.866\t0.434\t1.135\t2.173\t1.050\t0.356\t0.382\t2.215\t1.774\t0.455\t-0.731\t0.000\t0.553\t0.845\t-0.510\t0.000\t1.028\t1.105\t0.983\t0.883\t0.884\t0.956\t0.967\n0\t1.183\t0.516\t1.575\t0.667\t-0.826\t0.881\t-2.022\t1.025\t0.000\t0.681\t-1.032\t-0.057\t2.215\t1.134\t1.123\t-0.700\t2.548\t0.523\t-1.853\t-0.074\t0.000\t0.873\t0.919\t1.021\t0.786\t1.418\t1.572\t1.394\n1\t0.760\t0.832\t1.732\t0.826\t1.085\t0.781\t0.988\t0.709\t2.173\t1.464\t-1.091\t-0.452\t0.000\t0.608\t-0.580\t-1.688\t0.000\t1.582\t-0.387\t-1.067\t3.102\t0.771\t0.837\t0.977\t0.848\t1.505\t1.223\t1.062\n1\t0.557\t0.144\t-0.881\t1.781\t-0.172\t0.740\t0.959\t1.169\t2.173\t0.500\t-0.061\t-0.618\t0.000\t0.975\t0.727\t-1.536\t1.274\t0.552\t0.388\t0.783\t0.000\t0.823\t0.842\t0.979\t1.105\t0.690\t0.828\t0.780\n0\t3.208\t-0.165\t1.046\t2.096\t0.836\t1.375\t0.220\t-0.793\t0.000\t1.625\t-0.315\t-0.431\t2.215\t0.685\t-0.865\t1.631\t2.548\t1.116\t-1.161\t-0.912\t0.000\t0.833\t0.982\t0.964\t1.951\t1.132\t1.282\t1.308\n0\t2.028\t1.070\t1.307\t0.746\t-1.000\t1.553\t0.256\t-0.548\t2.173\t1.253\t0.108\t1.046\t2.215\t0.848\t0.591\t-0.945\t0.000\t0.958\t-0.344\t0.431\t0.000\t0.779\t1.093\t1.489\t1.138\t2.040\t1.378\t1.081\n0\t1.359\t-0.948\t1.077\t0.145\t-0.854\t0.548\t-1.557\t-1.279\t2.173\t0.614\t0.617\t0.206\t0.000\t0.790\t0.740\t-1.008\t2.548\t0.520\t-0.725\t0.511\t0.000\t0.640\t1.126\t0.989\t0.924\t1.243\t0.840\t0.775\n0\t0.481\t-0.396\t-0.783\t0.879\t0.976\t1.717\t-0.718\t0.110\t2.173\t2.501\t-1.304\t-0.309\t0.000\t4.993\t-0.355\t1.696\t2.548\t2.238\t0.214\t1.648\t0.000\t4.079\t2.769\t0.984\t1.224\t3.663\t2.564\t1.899\n0\t0.315\t-1.370\t0.926\t1.848\t-0.979\t0.976\t-0.262\t0.017\t2.173\t0.580\t-0.321\t0.607\t0.000\t0.658\t-0.470\t1.608\t0.000\t0.674\t1.002\t1.579\t3.102\t0.749\t0.885\t1.045\t1.195\t1.091\t1.049\t0.875\n1\t0.556\t-0.208\t-1.669\t1.334\t0.758\t0.639\t0.616\t-0.222\t2.173\t0.566\t-0.387\t-0.870\t0.000\t0.654\t0.341\t-1.699\t0.000\t0.878\t0.410\t1.245\t3.102\t0.822\t0.706\t0.988\t0.586\t0.770\t0.682\t0.661\n1\t0.989\t-1.787\t-0.247\t0.848\t-1.586\t0.471\t0.121\t-1.333\t2.173\t0.854\t0.496\t0.237\t2.215\t0.709\t-0.977\t0.768\t0.000\t0.879\t0.348\t1.663\t0.000\t0.949\t0.910\t1.185\t1.093\t0.940\t1.097\t0.929\n0\t1.283\t-0.647\t-1.623\t0.398\t1.279\t0.633\t0.736\t-1.126\t1.087\t0.760\t0.217\t-0.300\t2.215\t0.981\t-1.344\t0.630\t0.000\t0.722\t1.000\t1.341\t0.000\t0.859\t0.902\t0.989\t0.899\t0.742\t0.722\t0.744\n1\t0.507\t1.448\t-0.020\t1.083\t-1.092\t0.538\t-0.297\t-0.548\t0.000\t1.142\t0.998\t1.096\t2.215\t0.586\t-1.057\t0.449\t0.000\t0.923\t1.300\t-0.994\t3.102\t0.909\t1.105\t0.988\t1.114\t0.917\t0.986\t1.102\n0\t1.517\t-0.472\t1.501\t1.597\t1.333\t1.022\t0.214\t-0.357\t0.000\t1.096\t0.070\t1.619\t2.215\t1.008\t-0.750\t0.141\t0.000\t1.603\t0.972\t-0.070\t3.102\t0.940\t1.265\t0.981\t1.383\t1.379\t1.124\t1.096\n0\t1.365\t-0.908\t1.734\t0.941\t1.236\t3.074\t-0.423\t1.359\t2.173\t4.498\t1.345\t-0.478\t2.215\t2.485\t1.593\t-0.147\t0.000\t0.871\t0.939\t0.887\t0.000\t1.188\t1.367\t0.987\t0.848\t7.860\t3.740\t2.959\n1\t0.672\t-0.656\t-1.592\t1.342\t0.353\t1.020\t0.468\t1.511\t0.000\t0.860\t-0.666\t0.064\t2.215\t1.153\t1.387\t-1.044\t0.000\t0.777\t-1.820\t1.100\t0.000\t0.745\t0.825\t1.294\t0.844\t0.682\t0.763\t0.723\n0\t0.647\t0.910\t1.638\t0.767\t-1.437\t0.750\t0.874\t0.088\t2.173\t0.876\t0.887\t0.873\t2.215\t1.008\t0.335\t-0.962\t0.000\t1.089\t-0.528\t-0.516\t0.000\t0.755\t0.998\t0.988\t0.897\t0.776\t0.837\t0.811\n1\t0.916\t1.690\t-0.634\t0.552\t1.147\t0.748\t1.313\t-0.865\t2.173\t1.027\t1.136\t-1.462\t0.000\t1.636\t1.648\t0.380\t0.000\t1.195\t0.611\t1.039\t3.102\t1.150\t0.926\t0.987\t0.729\t1.035\t0.738\t0.661\n0\t0.760\t-1.133\t-0.067\t0.769\t1.512\t1.124\t2.093\t0.633\t0.000\t1.058\t1.553\t-0.522\t0.000\t1.400\t0.468\t-1.261\t1.274\t1.090\t1.439\t1.381\t3.102\t0.850\t0.887\t1.047\t1.411\t0.891\t1.064\t1.098\n0\t0.812\t1.438\t0.576\t1.265\t-0.323\t1.119\t-0.448\t1.418\t0.000\t0.661\t-1.304\t-0.785\t0.000\t0.882\t-1.166\t1.008\t0.000\t2.425\t0.281\t-0.987\t3.102\t0.999\t1.072\t1.017\t1.156\t0.267\t1.008\t1.221\n1\t1.193\t0.713\t-1.367\t1.371\t1.463\t1.236\t-0.612\t-0.820\t2.173\t1.725\t0.458\t0.154\t2.215\t1.215\t-1.625\t0.692\t0.000\t0.415\t-1.908\t0.884\t0.000\t0.884\t1.408\t0.987\t1.443\t2.059\t1.474\t1.468\n1\t1.898\t0.517\t0.949\t1.760\t0.203\t1.243\t0.149\t-1.353\t2.173\t1.327\t-0.172\t1.636\t0.000\t1.651\t0.433\t-0.068\t0.000\t0.933\t0.777\t0.583\t0.000\t0.821\t0.588\t1.575\t1.760\t0.922\t1.161\t1.002\n1\t0.814\t0.462\t-0.230\t1.436\t-0.244\t1.475\t-0.026\t-1.246\t0.000\t0.757\t-1.239\t1.238\t0.000\t1.514\t-1.122\t0.799\t2.548\t1.271\t-0.319\t0.890\t0.000\t0.709\t0.619\t0.977\t2.115\t0.703\t1.460\t1.292\n1\t0.337\t-0.054\t0.805\t1.145\t-0.355\t0.738\t1.140\t1.334\t2.173\t1.058\t1.230\t-1.579\t0.000\t1.619\t0.039\t-0.005\t2.548\t0.369\t0.869\t-0.758\t0.000\t0.556\t1.238\t0.988\t1.567\t1.500\t1.157\t1.112\n1\t0.702\t0.186\t1.242\t1.406\t-1.603\t1.552\t-0.553\t-0.571\t0.000\t2.401\t0.629\t0.935\t2.215\t1.615\t1.044\t0.598\t2.548\t2.641\t0.269\t-0.751\t0.000\t0.839\t0.886\t0.984\t1.436\t0.819\t1.175\t1.081\n1\t0.821\t0.710\t1.120\t0.679\t-1.004\t0.749\t0.279\t-1.359\t2.173\t0.611\t-0.901\t0.433\t0.000\t0.818\t0.696\t0.263\t0.000\t0.870\t1.151\t-1.428\t3.102\t0.927\t0.951\t0.989\t0.717\t0.496\t0.728\t0.667\n1\t1.136\t0.719\t1.366\t0.626\t-1.006\t0.708\t0.728\t0.127\t1.087\t0.815\t-0.432\t1.490\t0.000\t1.085\t1.123\t-0.755\t2.548\t0.370\t1.205\t-0.094\t0.000\t1.055\t1.040\t0.988\t0.757\t0.826\t0.810\t0.737\n1\t0.997\t1.079\t-1.146\t0.728\t0.204\t0.483\t-1.041\t1.024\t2.173\t0.472\t-0.341\t-0.341\t2.215\t0.810\t1.125\t1.252\t0.000\t0.749\t2.021\t-1.219\t0.000\t0.871\t1.065\t1.107\t1.217\t0.708\t1.026\t0.901\n1\t3.071\t-1.038\t0.676\t0.620\t0.675\t3.127\t-0.650\t-1.471\t0.000\t2.361\t-0.480\t0.096\t1.107\t0.442\t0.150\t-1.294\t0.000\t0.974\t-2.292\t-0.005\t0.000\t0.954\t1.249\t0.979\t1.402\t1.137\t1.738\t1.735\n0\t0.923\t1.275\t-1.046\t1.126\t-0.379\t0.635\t1.499\t0.862\t0.000\t0.919\t1.058\t-0.354\t2.215\t1.165\t0.122\t1.188\t1.274\t0.646\t0.884\t-1.623\t0.000\t0.799\t0.936\t0.984\t1.280\t1.211\t0.924\t0.829\n0\t0.295\t-0.063\t-1.391\t3.780\t-0.320\t1.040\t-0.865\t1.657\t0.000\t1.172\t-0.028\t1.183\t2.215\t0.825\t-1.221\t1.037\t0.000\t0.745\t1.806\t-1.241\t0.000\t0.969\t0.988\t1.204\t0.755\t0.743\t0.995\t1.128\n0\t0.998\t-0.746\t0.068\t0.051\t1.718\t1.133\t-1.050\t1.403\t2.173\t1.674\t0.547\t-0.348\t2.215\t0.651\t0.711\t1.528\t0.000\t0.701\t-1.141\t-0.082\t0.000\t0.808\t0.923\t0.982\t0.883\t2.731\t1.300\t1.036\n0\t1.267\t-0.708\t-1.331\t1.436\t-0.949\t1.664\t-0.753\t0.541\t2.173\t0.496\t-1.117\t-0.732\t0.000\t0.462\t-0.584\t0.938\t0.000\t0.831\t0.697\t-1.460\t3.102\t0.756\t0.991\t0.976\t0.680\t1.638\t1.256\t0.976\n1\t0.708\t-0.807\t1.189\t0.347\t0.755\t0.659\t-0.668\t-0.939\t0.000\t0.864\t0.621\t1.064\t1.107\t1.342\t-0.438\t-0.339\t2.548\t1.051\t0.523\t0.288\t0.000\t0.954\t0.970\t0.998\t0.626\t1.283\t0.933\t0.820\n1\t0.357\t-1.029\t1.040\t1.081\t-1.183\t0.855\t0.323\t0.924\t0.000\t0.287\t1.509\t0.632\t0.000\t0.518\t-1.317\t-1.117\t2.548\t0.726\t0.643\t-0.323\t3.102\t0.739\t1.119\t0.987\t0.633\t0.704\t0.729\t0.687\n1\t0.912\t-1.211\t-0.673\t2.702\t-0.548\t1.063\t-0.718\t0.673\t2.173\t1.063\t0.719\t1.420\t0.000\t0.774\t0.524\t-1.649\t2.548\t0.670\t1.081\t1.350\t0.000\t0.662\t1.252\t0.992\t1.833\t1.257\t1.555\t1.557\n1\t1.836\t-0.141\t0.592\t0.575\t-0.104\t0.407\t-0.466\t-0.892\t0.000\t0.870\t-0.865\t-1.670\t2.215\t0.434\t-1.775\t0.675\t0.000\t1.655\t0.216\t-1.088\t3.102\t0.965\t0.932\t0.979\t1.044\t0.853\t0.893\t0.792\n0\t0.924\t-0.301\t1.626\t0.182\t-0.953\t1.124\t-0.460\t-1.121\t0.000\t0.798\t-0.529\t0.673\t1.107\t1.850\t0.264\t-0.152\t2.548\t0.848\t-1.937\t1.224\t0.000\t1.950\t1.476\t0.981\t0.981\t1.036\t1.104\t0.932\n1\t0.485\t0.618\t-1.639\t0.948\t-0.102\t1.249\t0.582\t-1.363\t0.000\t2.288\t0.407\t0.612\t0.000\t1.936\t-0.389\t-0.654\t2.548\t2.623\t-0.173\t-1.186\t3.102\t0.900\t0.933\t0.989\t0.783\t0.815\t0.938\t0.840\n0\t0.841\t1.305\t-0.536\t1.533\t0.646\t0.714\t0.483\t1.479\t1.087\t0.477\t-2.140\t0.091\t0.000\t0.512\t0.803\t0.019\t0.000\t0.714\t1.462\t-1.182\t0.000\t0.661\t0.799\t1.377\t1.008\t0.411\t0.821\t0.688\n1\t0.570\t0.721\t0.779\t0.601\t1.658\t0.526\t1.125\t-0.772\t0.000\t0.631\t1.037\t0.235\t0.000\t1.175\t-0.105\t1.599\t2.548\t1.121\t-0.223\t-0.683\t0.000\t0.897\t1.021\t0.985\t0.571\t0.594\t0.717\t0.667\n1\t0.515\t-1.143\t-1.551\t0.608\t-0.138\t2.469\t-0.342\t-1.450\t0.000\t1.104\t0.223\t-0.036\t0.000\t1.793\t-1.322\t0.449\t2.548\t1.453\t-0.611\t1.169\t3.102\t1.415\t1.560\t0.987\t0.851\t0.872\t1.518\t1.475\n1\t0.703\t-0.760\t1.218\t1.352\t1.486\t0.366\t0.445\t1.161\t0.000\t0.758\t-0.263\t-0.380\t2.215\t0.550\t0.624\t0.543\t0.000\t1.569\t1.041\t-0.471\t3.102\t0.438\t0.770\t0.980\t0.995\t0.827\t0.919\t0.745\n1\t1.053\t-1.488\t0.202\t1.039\t-1.233\t0.350\t-2.444\t-1.188\t0.000\t0.847\t0.096\t1.426\t2.215\t0.879\t-0.801\t0.445\t2.548\t0.798\t-0.847\t-0.592\t0.000\t0.760\t0.830\t1.393\t1.247\t0.849\t0.873\t0.811\n1\t0.506\t-1.981\t-0.869\t0.332\t1.418\t1.312\t-0.826\t1.664\t2.173\t0.990\t-1.358\t0.088\t0.000\t0.669\t-1.862\t0.394\t0.000\t0.788\t1.360\t0.090\t0.000\t0.534\t0.496\t0.986\t0.839\t0.900\t0.920\t0.772\n0\t0.576\t-1.816\t-0.981\t0.434\t0.782\t0.764\t-0.078\t-0.026\t2.173\t0.805\t-0.749\t1.274\t0.000\t1.067\t-0.156\t1.739\t2.548\t0.922\t-0.929\t-0.219\t0.000\t0.748\t0.963\t0.980\t0.723\t1.126\t0.734\t0.656\n0\t0.779\t-0.425\t0.558\t0.662\t-0.622\t0.972\t-1.031\t1.136\t2.173\t0.784\t-0.074\t0.181\t0.000\t1.209\t0.626\t-1.128\t2.548\t0.744\t-0.532\t-1.735\t0.000\t1.023\t0.993\t0.988\t0.879\t1.784\t1.003\t0.852\n1\t0.582\t-0.450\t-0.398\t1.704\t0.139\t2.506\t0.479\t-1.057\t2.173\t3.251\t1.373\t0.855\t0.000\t1.588\t2.155\t-0.417\t0.000\t1.126\t0.038\t0.538\t0.000\t1.007\t0.864\t0.986\t2.596\t1.086\t1.699\t1.364\n1\t0.665\t0.934\t1.095\t1.052\t-1.646\t0.637\t1.850\t0.035\t0.000\t0.975\t0.258\t-0.405\t2.215\t0.828\t-0.153\t-1.703\t2.548\t0.532\t1.578\t1.279\t0.000\t0.801\t1.078\t0.989\t0.543\t0.904\t0.891\t0.850\n0\t0.829\t1.805\t-0.112\t0.585\t1.605\t0.319\t1.455\t0.736\t0.000\t0.457\t-0.395\t-0.722\t2.215\t0.523\t0.159\t-1.725\t0.000\t0.448\t-0.165\t-0.268\t0.000\t0.776\t0.754\t0.989\t0.735\t0.439\t0.716\t0.626\n1\t0.487\t0.043\t-0.651\t0.157\t-0.174\t0.763\t0.428\t-1.464\t2.173\t0.740\t0.086\t-0.138\t2.215\t0.892\t-1.604\t0.528\t0.000\t1.639\t-0.709\t1.049\t0.000\t0.870\t1.100\t0.851\t0.941\t1.047\t1.058\t0.871\n0\t1.677\t-0.637\t-1.491\t0.966\t-1.148\t0.898\t-0.832\t0.490\t2.173\t0.640\t0.426\t0.309\t0.000\t0.971\t0.207\t-1.732\t0.000\t0.930\t-0.883\t1.157\t1.551\t0.860\t1.098\t0.984\t1.356\t0.557\t0.943\t1.028\n1\t0.729\t0.406\t-1.293\t0.645\t1.192\t0.751\t0.715\t1.387\t2.173\t0.907\t0.534\t-0.571\t2.215\t1.363\t-0.316\t-0.311\t0.000\t0.861\t-0.668\t0.766\t0.000\t1.024\t0.937\t0.990\t0.651\t1.197\t0.922\t0.854\n0\t0.741\t0.264\t0.828\t0.930\t-1.201\t0.476\t-0.322\t1.091\t0.000\t1.257\t-0.099\t0.090\t2.215\t1.260\t-0.016\t-1.523\t2.548\t0.648\t-0.498\t-0.595\t0.000\t0.855\t0.842\t1.112\t0.696\t1.329\t0.800\t0.695\n0\t0.318\t0.096\t-0.821\t0.529\t-1.037\t1.175\t-1.865\t-1.722\t0.000\t0.836\t-0.543\t0.460\t2.215\t1.280\t0.961\t0.323\t2.548\t0.803\t0.383\t-0.583\t0.000\t2.509\t1.785\t0.999\t1.601\t0.996\t1.677\t1.358\n1\t2.360\t-0.588\t-0.550\t0.371\t-1.581\t1.103\t-0.628\t1.267\t2.173\t0.563\t-1.421\t-0.493\t0.000\t1.237\t0.190\t1.466\t0.000\t1.663\t-0.618\t0.266\t3.102\t0.926\t1.073\t1.038\t0.873\t1.128\t1.006\t0.852\n1\t1.047\t-0.157\t0.034\t0.452\t1.293\t0.735\t-0.670\t-0.557\t2.173\t0.728\t1.142\t0.579\t0.000\t0.791\t1.045\t1.595\t0.000\t0.688\t0.872\t-1.215\t3.102\t0.923\t0.677\t0.987\t0.831\t0.844\t0.888\t0.765\n0\t0.341\t1.150\t-0.992\t0.599\t-1.008\t0.640\t0.458\t1.257\t2.173\t0.894\t-0.296\t0.045\t0.000\t0.759\t0.571\t-1.379\t2.548\t0.594\t0.759\t0.500\t0.000\t0.721\t0.894\t0.993\t0.635\t0.606\t0.666\t0.663\n0\t1.458\t-0.559\t-0.535\t0.581\t1.639\t0.608\t-1.230\t-1.679\t1.087\t0.725\t-2.228\t0.772\t0.000\t0.755\t-0.076\t-1.582\t2.548\t1.352\t0.686\t0.250\t0.000\t2.986\t1.805\t1.180\t0.866\t0.522\t1.192\t1.021\n0\t0.541\t-1.259\t1.619\t0.384\t0.767\t0.790\t-0.951\t0.164\t0.000\t0.990\t-0.278\t-0.830\t2.215\t1.668\t0.410\t1.697\t2.548\t1.058\t0.112\t0.161\t0.000\t0.802\t1.020\t0.995\t0.775\t1.159\t1.040\t0.865\n0\t0.840\t2.235\t0.046\t0.668\t-1.252\t1.428\t0.009\t1.485\t1.087\t1.711\t1.268\t-0.194\t2.215\t0.964\t-0.503\t-1.202\t0.000\t0.546\t1.178\t-0.588\t0.000\t0.992\t0.967\t0.990\t0.882\t2.796\t1.554\t1.301\n0\t1.492\t-0.796\t0.539\t0.688\t0.323\t0.807\t-0.794\t-1.342\t1.087\t0.837\t-0.473\t-0.502\t2.215\t0.519\t-0.229\t-0.938\t0.000\t0.814\t-0.902\t1.726\t0.000\t0.573\t0.607\t0.988\t1.202\t0.853\t0.886\t0.722\n0\t0.756\t1.039\t1.335\t1.841\t-1.470\t1.581\t0.449\t0.232\t2.173\t1.419\t-2.511\t-1.624\t0.000\t1.687\t-2.676\t-0.559\t0.000\t1.352\t0.069\t0.770\t0.000\t0.646\t0.764\t0.990\t0.441\t0.824\t1.013\t0.819\n0\t1.495\t0.737\t-1.221\t0.935\t1.017\t0.581\t0.525\t0.065\t2.173\t0.270\t1.377\t-1.042\t0.000\t0.460\t0.855\t0.345\t0.000\t0.564\t-0.997\t0.516\t3.102\t0.529\t0.658\t1.477\t1.028\t0.638\t0.796\t0.641\n0\t1.325\t-1.343\t0.828\t0.525\t-0.032\t0.440\t0.711\t-1.146\t0.000\t0.713\t0.467\t-0.194\t0.000\t0.916\t-0.675\t-1.573\t2.548\t0.525\t1.200\t1.394\t3.102\t0.911\t0.960\t0.981\t0.980\t0.740\t0.750\t0.818\n0\t1.082\t-0.577\t-1.740\t0.330\t0.107\t0.831\t-2.592\t-0.137\t0.000\t1.700\t-0.147\t0.803\t2.215\t1.931\t-0.869\t-1.088\t2.548\t0.553\t0.158\t0.579\t0.000\t2.076\t1.795\t0.990\t0.908\t2.067\t1.687\t1.348\n0\t0.779\t0.473\t1.546\t0.902\t-0.723\t0.858\t0.541\t0.304\t0.000\t1.111\t0.146\t-0.244\t2.215\t1.835\t-0.126\t-1.553\t2.548\t0.989\t1.099\t0.970\t0.000\t0.970\t1.008\t1.034\t0.785\t1.419\t1.069\t0.897\n1\t0.510\t-0.502\t1.283\t1.428\t0.220\t2.544\t0.099\t-1.212\t0.000\t0.744\t-0.489\t0.404\t0.000\t0.903\t0.149\t-0.113\t2.548\t3.322\t-1.220\t0.836\t1.551\t3.037\t1.886\t0.987\t0.880\t1.561\t1.929\t1.510\n1\t0.654\t-1.137\t0.053\t0.690\t-1.699\t1.923\t-1.043\t1.300\t0.000\t1.346\t-0.194\t-0.178\t0.000\t2.390\t-1.264\t-0.493\t1.274\t1.875\t-0.952\t-1.139\t3.102\t0.828\t1.168\t0.986\t0.877\t0.911\t0.953\t0.853\n0\t1.597\t0.091\t-0.844\t1.228\t-1.200\t1.056\t-0.199\t-0.409\t2.173\t1.127\t-0.818\t1.677\t0.000\t1.160\t-0.861\t0.571\t2.548\t2.065\t-1.092\t1.010\t0.000\t1.220\t1.000\t0.998\t0.881\t1.188\t1.136\t1.114\n1\t0.948\t-0.751\t-0.939\t1.035\t1.715\t0.963\t0.521\t0.620\t2.173\t0.440\t-0.758\t-0.458\t0.000\t0.683\t0.896\t-1.288\t2.548\t0.534\t1.898\t1.308\t0.000\t0.745\t0.751\t0.991\t0.748\t1.026\t0.902\t0.817\n0\t0.460\t0.494\t-0.403\t1.473\t-0.370\t1.159\t-2.180\t0.951\t0.000\t1.352\t-0.261\t-1.132\t2.215\t0.792\t0.071\t0.243\t0.000\t0.830\t2.429\t0.608\t0.000\t0.590\t2.131\t0.980\t1.321\t1.213\t2.017\t1.621\n1\t2.549\t-0.524\t1.716\t2.156\t-1.269\t1.851\t-2.412\t0.412\t0.000\t1.480\t0.195\t-0.645\t0.000\t0.568\t0.796\t-0.816\t2.548\t0.809\t0.908\t0.271\t3.102\t1.109\t0.850\t1.419\t1.105\t0.434\t0.996\t0.946\n0\t0.866\t0.122\t0.781\t1.087\t1.529\t0.661\t0.638\t-1.143\t0.000\t0.886\t0.425\t-0.236\t2.215\t0.550\t-0.187\t-0.458\t1.274\t0.837\t0.900\t0.715\t0.000\t0.985\t0.896\t0.995\t0.755\t0.284\t0.668\t0.659\n0\t0.557\t0.274\t1.131\t1.700\t-1.611\t1.087\t-1.086\t-1.181\t1.087\t1.343\t0.701\t0.347\t0.000\t1.170\t0.465\t0.802\t2.548\t1.406\t0.734\t-0.160\t0.000\t0.803\t0.772\t0.993\t1.703\t1.859\t1.433\t1.296\n0\t1.450\t-1.520\t0.347\t0.942\t-0.428\t1.532\t-0.545\t-1.176\t2.173\t0.449\t0.212\t-1.331\t0.000\t1.018\t-2.413\t1.023\t0.000\t1.601\t0.476\t0.932\t0.000\t1.005\t0.649\t1.040\t1.597\t1.100\t1.083\t1.098\n1\t0.634\t2.178\t-0.858\t0.966\t-0.583\t2.775\t1.462\t1.187\t0.000\t1.010\t0.737\t-0.567\t0.000\t0.957\t0.092\t-1.136\t2.548\t2.613\t-0.708\t-0.585\t0.000\t0.916\t0.723\t0.989\t0.691\t0.517\t0.588\t0.589\n1\t1.245\t2.112\t0.378\t0.708\t1.646\t0.332\t-2.529\t1.463\t0.000\t0.776\t1.141\t-0.440\t1.107\t0.472\t-0.204\t-1.565\t1.274\t0.652\t-0.035\t0.175\t0.000\t0.603\t0.548\t1.183\t1.061\t0.732\t0.817\t0.692\n0\t1.041\t-0.311\t1.188\t0.728\t-0.160\t0.384\t0.206\t0.032\t0.000\t0.488\t-0.541\t-0.434\t2.215\t1.271\t0.150\t1.722\t2.548\t0.915\t-0.397\t-1.437\t0.000\t0.933\t0.804\t1.131\t0.684\t0.838\t0.640\t0.590\n0\t1.005\t1.683\t0.469\t0.278\t1.217\t1.266\t0.937\t-1.076\t0.000\t1.105\t0.762\t0.857\t2.215\t0.633\t0.135\t-0.169\t2.548\t0.668\t1.216\t1.717\t0.000\t0.898\t0.897\t0.988\t0.643\t0.766\t0.886\t0.800\n0\t0.392\t-0.226\t0.907\t1.461\t-1.627\t1.673\t-1.974\t0.185\t0.000\t0.564\t-1.894\t1.587\t0.000\t1.579\t-0.865\t-1.590\t2.548\t0.862\t-0.944\t0.145\t0.000\t0.955\t0.888\t0.988\t0.597\t0.431\t0.573\t0.549\n1\t0.919\t0.194\t-0.976\t0.735\t0.382\t0.619\t-0.242\t-0.367\t0.000\t1.303\t-0.022\t1.671\t2.215\t0.823\t0.662\t0.927\t1.274\t0.746\t1.643\t1.380\t0.000\t1.742\t1.123\t1.071\t0.927\t0.804\t0.920\t0.805\n1\t0.539\t-0.549\t0.493\t1.731\t-1.450\t0.562\t0.148\t1.189\t1.087\t0.698\t0.483\t-0.384\t2.215\t0.691\t-0.212\t-0.043\t0.000\t0.544\t0.980\t-1.328\t0.000\t0.807\t0.745\t1.317\t1.005\t0.925\t0.790\t0.688\n0\t1.408\t1.020\t-0.673\t0.693\t1.157\t0.720\t-0.442\t1.195\t0.000\t0.777\t0.516\t1.439\t0.000\t0.619\t-1.233\t-0.543\t2.548\t0.546\t-1.350\t-0.211\t0.000\t0.877\t0.880\t1.364\t1.212\t0.644\t0.796\t0.868\n0\t0.936\t0.174\t-0.733\t0.654\t1.317\t1.084\t2.003\t1.262\t0.000\t1.201\t-0.749\t-1.250\t0.000\t2.018\t-0.592\t-0.345\t1.274\t0.969\t0.519\t0.195\t3.102\t1.725\t1.476\t1.043\t0.959\t0.883\t1.100\t0.959\n1\t1.504\t-0.080\t1.626\t1.061\t-0.971\t1.701\t1.540\t0.941\t0.000\t1.558\t-1.209\t-0.349\t2.215\t0.954\t0.701\t-0.229\t2.548\t1.038\t-0.640\t1.254\t0.000\t0.834\t1.145\t1.257\t1.017\t1.544\t1.158\t0.999\n0\t0.463\t-0.265\t1.143\t0.445\t-0.907\t0.744\t-0.470\t1.684\t2.173\t0.614\t0.926\t0.170\t0.000\t1.077\t1.540\t-0.324\t2.548\t0.794\t0.216\t1.120\t0.000\t0.758\t1.014\t0.985\t1.693\t1.817\t1.256\t1.037\n1\t1.601\t0.205\t0.104\t0.109\t-1.544\t1.666\t-0.458\t-1.544\t0.000\t1.588\t0.041\t1.066\t2.215\t1.751\t-0.171\t-0.327\t0.000\t2.025\t0.564\t-0.577\t0.000\t1.037\t0.986\t0.987\t1.012\t0.488\t1.061\t0.881\n1\t0.436\t1.226\t1.020\t0.521\t-0.517\t1.356\t0.539\t-1.599\t0.000\t0.735\t-0.010\t0.176\t0.000\t0.883\t0.236\t1.151\t2.548\t1.066\t2.313\t0.267\t0.000\t0.802\t0.794\t0.996\t0.746\t0.972\t0.633\t0.594\n0\t1.448\t-0.116\t1.070\t0.596\t0.270\t0.818\t-0.288\t1.665\t2.173\t1.961\t-0.396\t-0.277\t1.107\t0.594\t-0.065\t-1.308\t0.000\t1.084\t1.934\t-1.711\t0.000\t1.368\t1.404\t0.988\t1.278\t1.836\t1.488\t1.232\n1\t0.876\t-0.925\t-1.729\t1.207\t-1.274\t0.400\t-0.663\t1.022\t0.000\t1.077\t-0.110\t-0.024\t2.215\t1.045\t0.515\t-1.287\t0.000\t1.649\t1.061\t0.477\t3.102\t0.723\t0.897\t1.001\t1.326\t1.044\t1.047\t0.849\n1\t1.435\t0.393\t0.264\t1.023\t-0.161\t1.010\t-0.169\t1.415\t2.173\t1.092\t-0.949\t-1.259\t2.215\t0.520\t-1.350\t0.455\t0.000\t0.936\t0.069\t-1.405\t0.000\t1.015\t0.925\t0.998\t1.644\t1.213\t1.323\t1.076\n1\t1.611\t-1.168\t1.419\t0.335\t-1.111\t0.684\t-0.301\t-0.237\t2.173\t0.465\t-1.417\t-0.548\t0.000\t0.577\t-0.161\t-0.688\t0.000\t0.655\t-1.573\t1.516\t0.000\t0.901\t1.026\t0.989\t1.041\t0.846\t0.898\t0.781\n1\t0.903\t0.807\t-1.008\t0.494\t-0.413\t0.724\t-0.108\t0.934\t2.173\t0.708\t0.312\t-1.544\t1.107\t0.614\t0.583\t0.815\t0.000\t1.206\t-0.479\t-0.400\t0.000\t1.043\t0.877\t0.988\t1.253\t0.861\t0.896\t0.836\n1\t0.718\t-2.143\t0.263\t0.519\t-1.504\t0.640\t-1.512\t1.171\t1.087\t0.651\t-1.488\t-1.527\t0.000\t1.198\t-0.662\t-0.494\t2.548\t0.741\t-1.181\t0.086\t0.000\t0.900\t0.803\t0.989\t0.685\t1.176\t0.707\t0.629\n1\t0.277\t-1.792\t-1.324\t0.678\t0.779\t0.678\t0.015\t1.185\t0.000\t0.491\t0.181\t-1.581\t0.000\t1.481\t-0.749\t-0.264\t2.548\t1.146\t0.234\t-0.895\t1.551\t0.874\t1.035\t0.980\t0.702\t0.788\t0.730\t0.653\n1\t0.534\t1.390\t0.768\t0.365\t-1.331\t0.538\t-0.117\t1.730\t2.173\t0.368\t-0.597\t-0.171\t0.000\t0.459\t-1.697\t-0.146\t0.000\t0.753\t-0.838\t0.520\t0.000\t0.465\t0.882\t0.993\t0.662\t0.553\t0.661\t0.638\n1\t0.721\t0.578\t0.266\t0.972\t-0.725\t1.138\t-0.255\t0.999\t2.173\t1.135\t0.440\t-1.085\t0.000\t0.515\t-0.702\t-0.144\t2.548\t0.803\t-0.533\t-1.113\t0.000\t0.715\t0.718\t0.983\t1.305\t0.855\t0.896\t0.883\n1\t1.097\t0.681\t1.297\t1.372\t0.567\t0.933\t0.037\t-0.984\t2.173\t0.680\t0.846\t-0.212\t2.215\t0.743\t-0.531\t1.707\t0.000\t0.869\t-0.022\t-0.375\t0.000\t0.882\t0.834\t1.038\t1.299\t0.905\t0.928\t0.813\n1\t1.035\t1.047\t1.431\t0.462\t0.161\t0.849\t-0.227\t-1.550\t2.173\t0.704\t0.324\t-0.087\t2.215\t0.730\t0.715\t0.756\t0.000\t0.820\t0.078\t-0.655\t0.000\t0.869\t0.943\t0.986\t0.738\t1.148\t0.767\t0.670\n1\t0.692\t0.540\t-0.531\t1.278\t-1.293\t1.535\t0.164\t-1.470\t0.000\t1.471\t-0.735\t0.074\t2.215\t2.209\t-1.331\t0.637\t2.548\t0.455\t0.511\t0.620\t0.000\t1.248\t1.866\t0.985\t1.616\t1.158\t1.610\t1.336\n1\t0.485\t0.212\t-0.200\t1.908\t0.257\t0.802\t-0.636\t1.648\t2.173\t0.869\t0.125\t-1.063\t2.215\t0.730\t-0.801\t0.742\t0.000\t0.563\t-1.518\t-1.227\t0.000\t0.775\t0.925\t0.991\t1.695\t0.926\t1.217\t1.117\n1\t1.157\t0.867\t-0.518\t0.963\t-0.392\t0.319\t0.850\t-1.468\t0.000\t0.895\t1.433\t1.368\t0.000\t0.741\t1.901\t1.567\t0.000\t1.201\t0.348\t0.465\t3.102\t0.721\t0.969\t0.980\t0.754\t0.473\t0.683\t0.774\n1\t0.937\t-1.100\t-1.091\t0.739\t1.553\t1.115\t-0.749\t-1.658\t2.173\t1.389\t-0.319\t0.297\t0.000\t1.457\t0.794\t-0.775\t0.000\t2.499\t-0.112\t1.023\t0.000\t0.960\t1.164\t0.987\t0.659\t0.650\t1.075\t0.908\n1\t0.599\t-0.499\t0.117\t1.374\t-0.984\t1.014\t-0.507\t1.025\t2.173\t1.122\t-0.790\t-0.525\t2.215\t0.919\t-0.917\t0.196\t0.000\t0.819\t-1.326\t1.691\t0.000\t0.975\t0.948\t1.052\t0.656\t1.564\t0.925\t0.813\n0\t0.564\t-1.735\t0.062\t0.185\t-1.231\t0.728\t0.057\t0.910\t1.087\t1.064\t-0.011\t-0.908\t2.215\t1.102\t0.774\t-1.185\t0.000\t1.361\t1.520\t-0.029\t0.000\t0.968\t1.103\t0.982\t0.803\t1.293\t0.986\t0.952\n1\t0.430\t1.524\t-0.996\t0.378\t0.658\t0.792\t-0.227\t-0.691\t2.173\t1.342\t-0.792\t0.629\t0.000\t0.457\t0.705\t-1.642\t0.000\t0.600\t-0.987\t1.417\t3.102\t1.503\t0.896\t0.994\t0.776\t0.780\t0.832\t0.753\n1\t0.305\t1.173\t-0.190\t0.257\t1.042\t1.543\t0.999\t-1.675\t0.000\t2.166\t0.502\t0.171\t2.215\t1.184\t-0.161\t-1.684\t2.548\t0.717\t-0.442\t0.325\t0.000\t0.919\t0.931\t0.987\t1.039\t1.797\t1.231\t0.970\n0\t1.044\t0.869\t-0.758\t0.706\t-1.460\t1.206\t0.122\t0.883\t1.087\t0.846\t-0.110\t0.121\t0.000\t1.604\t-1.693\t-0.994\t0.000\t1.269\t0.767\t0.635\t3.102\t2.323\t2.043\t0.987\t1.469\t0.609\t1.539\t1.585\n0\t0.606\t0.522\t0.922\t1.061\t-0.271\t0.886\t-0.650\t1.209\t2.173\t0.764\t0.292\t-0.921\t2.215\t1.407\t0.285\t0.008\t0.000\t2.007\t-1.438\t-1.473\t0.000\t0.919\t0.964\t0.988\t1.147\t1.287\t1.034\t0.874\n0\t0.774\t-0.606\t-0.130\t1.562\t0.644\t1.005\t-1.452\t-1.726\t2.173\t1.106\t-1.241\t-0.103\t2.215\t0.780\t-0.703\t-1.298\t0.000\t1.100\t-0.844\t-0.644\t0.000\t0.909\t1.044\t0.988\t0.832\t1.550\t1.057\t0.947\n0\t0.461\t-0.009\t-1.427\t1.320\t-0.494\t1.618\t-0.034\t1.169\t2.173\t0.660\t2.458\t-0.572\t0.000\t0.331\t-2.591\t1.552\t0.000\t1.307\t0.225\t-0.360\t3.102\t0.834\t0.995\t0.987\t1.498\t1.529\t1.084\t1.093\n0\t1.651\t-0.724\t-0.003\t0.637\t0.604\t1.031\t0.861\t-1.730\t2.173\t0.465\t1.314\t-1.063\t2.215\t0.492\t0.012\t0.324\t0.000\t0.464\t1.624\t0.322\t0.000\t0.594\t0.923\t0.989\t1.073\t0.629\t1.106\t0.881\n0\t1.977\t1.600\t0.129\t0.370\t-1.618\t0.680\t1.261\t0.726\t0.000\t1.168\t1.240\t-1.281\t2.215\t0.537\t1.682\t-1.667\t0.000\t1.043\t0.640\t-1.585\t3.102\t0.959\t1.046\t1.185\t0.922\t0.371\t0.807\t0.755\n0\t1.487\t1.030\t0.198\t1.399\t0.269\t1.832\t-1.063\t1.564\t0.000\t1.162\t0.535\t-0.713\t2.215\t0.874\t1.375\t-0.457\t0.000\t1.005\t-0.050\t-1.469\t3.102\t0.510\t0.729\t0.985\t1.268\t0.685\t1.032\t0.790\n0\t0.472\t1.839\t0.474\t1.223\t1.343\t1.371\t-0.387\t-0.755\t0.000\t1.335\t0.164\t0.388\t2.215\t0.977\t1.012\t-1.692\t0.000\t0.435\t2.489\t-1.348\t0.000\t0.884\t1.307\t0.996\t0.978\t0.675\t1.041\t1.006\n0\t1.267\t1.363\t-1.494\t0.472\t-1.248\t0.607\t0.370\t-0.679\t0.000\t0.969\t1.704\t1.317\t0.000\t1.369\t-0.885\t0.100\t2.548\t0.843\t-0.060\t0.258\t0.000\t0.853\t0.925\t0.982\t0.592\t1.038\t1.384\t1.120\n1\t0.408\t-1.291\t0.096\t1.091\t-0.296\t1.418\t0.673\t1.507\t2.173\t0.599\t-0.510\t0.252\t0.000\t0.449\t0.171\t-1.385\t0.000\t0.400\t0.378\t-0.516\t3.102\t0.844\t1.203\t0.985\t0.472\t0.777\t0.891\t0.768\n1\t0.813\t0.110\t1.020\t0.796\t-0.482\t0.547\t1.183\t-1.261\t0.000\t0.703\t-1.389\t1.390\t2.215\t0.998\t1.613\t0.525\t0.000\t1.160\t-0.234\t0.070\t3.102\t0.650\t0.830\t1.088\t0.940\t0.904\t1.047\t0.863\n0\t1.206\t-0.267\t0.208\t0.594\t1.402\t0.687\t0.551\t-1.704\t0.000\t0.364\t0.328\t-1.372\t2.215\t0.783\t-1.079\t-0.608\t2.548\t0.405\t0.444\t0.281\t0.000\t0.786\t0.986\t1.032\t0.669\t0.597\t0.594\t0.621\n1\t0.466\t-0.732\t-0.382\t1.825\t0.995\t1.036\t1.133\t-1.170\t2.173\t0.702\t-1.457\t0.795\t0.000\t1.408\t-0.127\t-0.783\t2.548\t0.526\t0.372\t0.947\t0.000\t0.904\t1.126\t1.209\t1.829\t1.154\t1.289\t1.166\n0\t0.308\t0.478\t-1.365\t2.144\t-1.700\t0.817\t-0.306\t0.005\t0.000\t0.654\t1.038\t0.420\t0.000\t0.747\t0.129\t1.410\t0.000\t0.754\t-1.077\t-0.157\t0.000\t0.981\t0.656\t0.990\t0.472\t0.240\t0.421\t0.606\n1\t2.065\t-0.545\t-0.907\t0.428\t0.719\t0.978\t-0.843\t1.035\t2.173\t0.897\t-1.602\t1.690\t2.215\t0.515\t-0.340\t0.774\t0.000\t0.794\t0.141\t-0.096\t0.000\t0.994\t1.103\t1.295\t1.084\t0.952\t0.978\t0.887\n1\t0.660\t-0.712\t1.606\t0.471\t-0.562\t1.135\t0.341\t0.404\t0.000\t1.730\t-1.129\t-0.872\t2.215\t1.478\t-1.252\t0.958\t0.000\t1.463\t-0.185\t-1.369\t3.102\t2.519\t1.792\t0.985\t1.049\t0.936\t1.538\t1.199\n0\t0.662\t-1.682\t0.254\t1.132\t-0.909\t0.914\t-0.743\t0.479\t0.000\t1.280\t-0.157\t-1.538\t0.000\t1.070\t-0.257\t1.129\t0.000\t1.036\t2.429\t-1.490\t0.000\t1.068\t0.912\t1.039\t0.919\t0.912\t0.983\t0.961\n0\t0.568\t-1.189\t-0.872\t1.624\t1.393\t1.026\t-0.455\t-1.399\t0.000\t1.313\t-1.154\t0.613\t1.107\t0.762\t0.205\t-0.133\t1.274\t0.617\t1.868\t-0.300\t0.000\t0.258\t0.557\t1.186\t1.000\t1.050\t1.162\t1.213\n1\t1.111\t1.560\t-0.689\t0.660\t-0.530\t2.317\t-0.741\t0.779\t1.087\t1.047\t-0.114\t-0.517\t1.107\t2.357\t0.695\t-1.527\t0.000\t1.710\t0.649\t-0.207\t0.000\t0.964\t1.491\t0.992\t2.492\t2.233\t2.093\t1.754\n1\t1.802\t0.828\t-1.468\t1.536\t1.439\t1.159\t1.380\t0.151\t2.173\t0.652\t0.227\t-0.712\t2.215\t0.779\t0.289\t-0.025\t0.000\t0.674\t1.729\t0.605\t0.000\t0.906\t0.802\t1.148\t1.646\t1.192\t1.167\t0.965\n1\t1.632\t1.196\t0.552\t0.288\t0.171\t0.768\t1.277\t-1.299\t2.173\t1.137\t1.306\t1.263\t0.000\t0.458\t0.968\t-0.376\t0.000\t1.484\t2.035\t-0.692\t0.000\t0.725\t0.827\t0.981\t0.844\t1.291\t0.962\t0.929\n0\t0.315\t1.183\t-0.662\t0.470\t0.255\t0.335\t0.951\t0.798\t2.173\t0.619\t1.629\t1.596\t0.000\t0.963\t1.123\t-0.992\t2.548\t0.398\t0.134\t0.438\t0.000\t0.776\t0.688\t0.994\t0.697\t0.714\t0.664\t0.638\n0\t2.002\t0.597\t0.906\t1.390\t0.357\t0.869\t0.347\t0.251\t2.173\t2.277\t-0.351\t-1.134\t0.000\t0.925\t-0.819\t-1.700\t0.000\t0.972\t0.262\t-1.009\t3.102\t1.245\t0.827\t1.096\t0.765\t0.882\t1.087\t1.243\n0\t0.342\t2.116\t0.135\t1.931\t1.302\t0.726\t1.235\t0.395\t2.173\t0.928\t0.558\t-0.234\t2.215\t1.202\t1.278\t-0.786\t0.000\t0.865\t1.385\t-1.581\t0.000\t0.752\t1.001\t0.986\t1.445\t0.770\t1.043\t0.928\n1\t0.969\t0.322\t0.500\t1.210\t-0.313\t0.645\t-1.398\t1.215\t2.173\t0.649\t-0.395\t-0.355\t0.000\t1.271\t1.244\t-1.693\t0.000\t1.180\t1.073\t-0.684\t0.000\t1.067\t0.844\t1.003\t1.311\t1.016\t1.241\t1.088\n0\t0.775\t-0.724\t-1.033\t0.673\t-0.156\t0.870\t0.448\t0.142\t2.173\t0.915\t-1.909\t-0.805\t0.000\t1.133\t-1.390\t1.476\t2.548\t1.443\t0.253\t1.188\t0.000\t0.900\t0.896\t0.994\t0.831\t1.840\t1.462\t1.215\n1\t0.806\t-0.786\t1.701\t0.751\t1.413\t1.216\t-1.195\t-1.073\t0.000\t1.739\t-0.405\t0.756\t2.215\t0.694\t-0.475\t0.263\t0.000\t0.934\t-0.982\t0.216\t3.102\t0.880\t0.956\t0.992\t0.746\t0.701\t0.862\t0.736\n1\t0.470\t-0.240\t1.010\t0.799\t-1.036\t0.679\t0.048\t-1.211\t2.173\t0.845\t-0.505\t0.266\t0.000\t0.954\t0.319\t0.024\t0.000\t0.450\t0.162\t0.401\t0.000\t0.686\t1.056\t0.993\t0.662\t0.731\t0.832\t0.731\n1\t2.191\t0.725\t0.379\t0.715\t0.114\t0.967\t0.582\t-1.446\t1.087\t1.482\t-0.554\t1.133\t2.215\t1.411\t-2.391\t-0.642\t0.000\t0.588\t0.530\t-1.152\t0.000\t1.181\t1.839\t0.986\t1.425\t1.677\t1.819\t1.818\n1\t1.156\t-0.205\t0.784\t1.604\t0.364\t1.566\t-0.411\t-1.711\t2.173\t1.754\t-0.152\t-0.684\t0.000\t0.648\t1.293\t-0.456\t0.000\t0.938\t-0.906\t0.935\t3.102\t1.465\t1.392\t0.997\t1.588\t0.983\t1.294\t1.265\n1\t0.563\t-0.399\t-1.400\t1.293\t-0.076\t1.038\t-1.101\t-0.993\t0.000\t1.166\t-0.222\t0.356\t0.000\t1.003\t-0.313\t-0.364\t0.000\t2.819\t0.076\t1.286\t1.551\t1.006\t1.229\t1.098\t1.124\t0.841\t0.997\t0.897\n1\t1.862\t-0.351\t0.695\t0.952\t0.257\t1.168\t0.014\t-1.066\t2.173\t1.166\t0.597\t1.478\t1.107\t0.437\t-1.017\t-0.364\t0.000\t1.007\t0.316\t-0.503\t0.000\t0.607\t1.051\t0.994\t1.574\t1.391\t1.284\t1.019\n0\t0.458\t0.953\t-0.724\t1.262\t0.721\t0.606\t0.490\t-1.157\t2.173\t0.958\t0.898\t-0.005\t0.000\t1.330\t-0.950\t1.586\t0.000\t0.528\t1.709\t-0.726\t0.000\t0.785\t0.892\t1.016\t0.983\t0.997\t0.883\t0.798\n0\t1.030\t0.716\t0.225\t1.720\t0.895\t1.390\t-0.051\t-0.632\t0.000\t0.430\t-2.800\t1.186\t0.000\t1.586\t-1.360\t-1.354\t0.000\t1.222\t0.058\t1.496\t3.102\t0.808\t0.858\t1.049\t0.822\t0.183\t0.723\t0.871\n1\t1.278\t2.224\t0.845\t0.491\t-1.106\t0.453\t1.028\t0.098\t1.087\t0.701\t0.462\t-1.077\t2.215\t0.786\t0.692\t1.222\t0.000\t0.862\t0.876\t-0.566\t0.000\t0.917\t0.716\t1.079\t0.828\t0.760\t0.809\t0.713\n0\t0.318\t0.709\t-1.278\t2.134\t-0.401\t0.990\t-1.377\t1.107\t1.087\t0.444\t-1.660\t1.711\t0.000\t0.708\t-0.428\t-0.913\t0.000\t0.449\t0.684\t0.884\t3.102\t0.829\t0.965\t0.995\t0.673\t0.960\t1.808\t1.512\n1\t0.639\t-0.651\t1.540\t1.018\t1.589\t0.403\t0.046\t-1.731\t0.000\t0.735\t1.250\t-0.300\t2.215\t1.597\t0.246\t-0.152\t0.000\t1.102\t1.247\t-1.640\t0.000\t0.849\t0.971\t0.980\t1.064\t0.916\t1.333\t1.029\n1\t1.749\t-1.253\t-1.248\t0.213\t-0.697\t1.072\t-1.216\t-0.634\t0.000\t1.700\t-0.450\t1.186\t2.215\t1.778\t0.166\t0.270\t2.548\t0.468\t1.604\t1.164\t0.000\t2.727\t1.941\t0.977\t1.235\t1.488\t1.496\t1.301\n1\t0.711\t1.387\t-0.550\t0.682\t1.169\t0.840\t0.675\t-0.416\t0.000\t0.670\t0.423\t1.652\t2.215\t1.162\t-1.547\t0.720\t2.548\t1.221\t-1.052\t-1.394\t0.000\t0.820\t0.941\t0.986\t2.025\t1.390\t1.340\t1.174\n1\t2.221\t-0.485\t-0.529\t1.659\t-1.097\t1.174\t-0.588\t1.232\t2.173\t0.516\t0.873\t0.734\t2.215\t0.480\t0.239\t0.155\t0.000\t0.727\t-0.675\t0.738\t0.000\t0.491\t0.729\t1.301\t1.295\t1.061\t1.266\t0.968\n1\t0.646\t1.537\t0.597\t0.585\t-0.993\t0.415\t-0.661\t-0.411\t2.173\t1.071\t1.309\t-1.148\t0.000\t1.105\t-0.176\t1.601\t2.548\t0.742\t1.322\t-0.218\t0.000\t0.874\t1.170\t0.984\t0.830\t0.844\t0.915\t0.784\n0\t1.087\t-0.371\t-1.135\t0.986\t1.413\t1.557\t-0.756\t0.358\t1.087\t0.805\t-0.740\t-0.141\t0.000\t1.329\t0.961\t-1.615\t0.000\t2.037\t-0.953\t-0.881\t1.551\t0.841\t1.651\t1.073\t1.399\t1.733\t1.539\t1.251\n0\t1.526\t0.015\t0.377\t1.189\t0.370\t2.183\t-0.313\t0.248\t1.087\t1.187\t-1.013\t-1.736\t0.000\t2.235\t-0.533\t-1.236\t2.548\t0.977\t0.086\t1.505\t0.000\t0.903\t0.936\t0.989\t0.698\t2.703\t1.564\t1.326\n0\t0.480\t1.213\t-1.015\t0.266\t-1.263\t1.325\t-0.053\t0.257\t2.173\t0.915\t0.854\t-1.458\t2.215\t1.408\t2.276\t-1.334\t0.000\t0.644\t1.589\t0.852\t0.000\t1.018\t1.045\t1.000\t1.052\t1.799\t1.584\t1.294\n1\t0.477\t1.135\t0.031\t0.819\t1.296\t1.230\t0.902\t-1.424\t2.173\t1.009\t0.063\t0.280\t2.215\t0.398\t1.060\t0.973\t0.000\t0.510\t-1.712\t-0.307\t0.000\t0.564\t0.803\t0.987\t1.128\t1.787\t1.139\t0.863\n1\t0.847\t-0.198\t0.589\t0.753\t-1.645\t0.926\t-0.963\t0.268\t0.000\t1.480\t-0.879\t-1.251\t0.000\t0.834\t-0.740\t0.969\t2.548\t0.775\t-0.250\t-0.407\t1.551\t2.437\t1.362\t1.000\t0.594\t0.602\t0.897\t0.798\n1\t1.502\t1.235\t-0.315\t0.909\t0.387\t0.979\t1.103\t-0.781\t2.173\t1.137\t1.371\t0.526\t2.215\t1.361\t1.278\t1.279\t0.000\t2.196\t-1.677\t1.656\t0.000\t0.478\t3.022\t0.985\t0.742\t1.453\t2.434\t2.159\n1\t1.409\t-1.383\t0.839\t1.938\t1.094\t1.174\t-2.623\t-1.023\t0.000\t1.580\t-0.498\t-0.586\t2.215\t0.838\t-0.857\t0.256\t0.000\t0.943\t1.605\t1.586\t0.000\t2.146\t1.171\t0.992\t1.680\t0.806\t1.074\t1.228\n1\t1.165\t-0.383\t-0.555\t0.299\t1.551\t0.830\t-0.577\t0.269\t2.173\t0.562\t-0.921\t1.593\t2.215\t0.724\t1.309\t-1.327\t0.000\t0.623\t0.373\t1.196\t0.000\t0.682\t0.879\t0.990\t0.848\t0.952\t0.858\t0.758\n1\t1.842\t0.028\t0.346\t0.722\t-0.478\t0.706\t2.140\t1.680\t0.000\t0.740\t0.565\t-1.321\t1.107\t1.094\t0.686\t0.842\t0.000\t0.618\t-0.298\t-1.207\t0.000\t1.021\t0.830\t1.079\t0.693\t0.373\t0.674\t0.654\n1\t2.836\t-0.194\t1.465\t0.223\t0.455\t1.387\t-1.969\t-0.347\t0.000\t1.212\t0.981\t0.516\t2.215\t0.613\t0.204\t-1.408\t0.000\t0.791\t0.940\t-1.302\t3.102\t2.610\t2.268\t0.994\t1.309\t0.883\t2.074\t1.746\n1\t1.802\t1.481\t-0.873\t0.561\t-1.042\t1.125\t1.176\t0.878\t2.173\t0.758\t0.715\t-1.725\t1.107\t0.378\t1.608\t0.596\t0.000\t1.163\t-0.248\t-0.123\t0.000\t0.999\t0.927\t0.976\t1.490\t1.019\t1.076\t1.006\n1\t0.365\t0.334\t1.060\t1.061\t-0.253\t0.770\t1.179\t-0.724\t2.173\t0.593\t1.424\t0.614\t0.000\t1.072\t1.216\t1.351\t0.000\t1.174\t1.919\t-0.404\t0.000\t0.865\t0.902\t0.985\t0.852\t1.124\t0.894\t0.770\n0\t0.543\t0.053\t0.195\t1.206\t1.437\t1.140\t-1.940\t0.242\t0.000\t1.352\t-1.015\t-1.244\t2.215\t1.086\t-0.936\t1.184\t2.548\t0.782\t-1.885\t-0.817\t0.000\t0.844\t1.038\t1.009\t1.099\t1.050\t0.925\t0.825\n0\t0.460\t-1.249\t1.561\t0.825\t0.232\t0.783\t0.029\t0.693\t0.000\t0.972\t-0.197\t-0.220\t2.215\t0.819\t-0.243\t1.455\t0.000\t1.181\t-1.435\t-1.644\t0.000\t0.937\t0.928\t0.986\t0.709\t0.747\t0.762\t0.679\n1\t1.110\t0.944\t-0.582\t1.145\t0.092\t1.085\t0.364\t1.453\t1.087\t0.762\t-1.966\t-0.135\t0.000\t0.877\t-0.946\t-1.470\t2.548\t0.739\t-0.754\t-0.896\t0.000\t0.845\t0.801\t0.986\t1.404\t1.099\t1.213\t1.420\n0\t0.928\t-0.271\t-1.611\t0.958\t1.294\t1.261\t0.916\t-0.415\t2.173\t1.222\t1.148\t-0.091\t0.000\t2.110\t1.517\t1.609\t0.000\t1.554\t-0.114\t0.474\t3.102\t0.465\t1.552\t0.986\t1.358\t1.346\t1.321\t1.150\n1\t1.328\t0.741\t1.358\t1.446\t-0.177\t0.695\t-0.337\t-0.899\t2.173\t0.632\t-0.778\t0.155\t2.215\t0.505\t1.032\t-0.979\t0.000\t0.468\t1.421\t-0.519\t0.000\t0.266\t0.849\t1.886\t1.319\t0.824\t1.001\t0.810\n0\t1.292\t-1.242\t1.562\t0.352\t1.736\t0.422\t0.220\t-0.691\t2.173\t0.764\t-0.320\t0.758\t0.000\t1.267\t-0.812\t0.169\t2.548\t0.742\t-1.429\t0.039\t0.000\t0.944\t0.921\t0.987\t0.959\t0.832\t0.775\t0.718\n0\t0.722\t0.769\t0.402\t0.755\t-0.706\t0.623\t0.240\t-1.417\t2.173\t0.492\t0.178\t1.470\t0.000\t0.640\t-0.381\t-0.142\t2.548\t0.724\t1.265\t0.620\t0.000\t0.854\t0.786\t0.985\t0.758\t0.765\t0.696\t0.639\n1\t0.615\t0.839\t-0.767\t1.261\t0.258\t2.247\t-0.196\t1.439\t0.000\t3.664\t-0.834\t-0.517\t0.000\t1.221\t-0.394\t0.854\t0.000\t1.195\t0.374\t1.203\t3.102\t0.904\t0.634\t0.987\t0.546\t0.108\t0.483\t0.522\n1\t0.414\t0.829\t-0.924\t0.812\t-0.354\t1.055\t0.086\t0.211\t2.173\t1.301\t-0.861\t1.657\t0.000\t0.761\t-0.024\t1.094\t2.548\t0.581\t-1.138\t1.554\t0.000\t0.968\t0.819\t0.995\t1.558\t0.800\t1.134\t1.454\n0\t0.556\t1.301\t0.363\t0.855\t1.312\t0.528\t1.230\t-0.839\t2.173\t0.672\t2.038\t-0.520\t0.000\t0.500\t1.972\t0.509\t0.000\t0.796\t0.322\t1.557\t3.102\t0.712\t0.844\t0.986\t0.867\t0.646\t0.680\t0.634\n1\t0.951\t-2.027\t-0.086\t0.406\t1.271\t0.854\t-0.939\t0.919\t0.000\t1.204\t-1.137\t-1.059\t0.000\t0.441\t1.163\t1.452\t2.548\t0.697\t-1.798\t1.102\t0.000\t0.982\t0.963\t0.987\t1.150\t0.294\t0.834\t0.784\n1\t0.490\t0.540\t-0.263\t0.761\t0.846\t1.462\t-0.835\t-1.371\t2.173\t0.709\t-1.214\t-0.249\t0.000\t0.898\t-1.101\t1.377\t1.274\t1.007\t-1.279\t0.585\t0.000\t0.768\t0.783\t0.994\t2.085\t0.919\t1.477\t1.341\n0\t0.749\t-0.572\t-0.668\t1.894\t-1.532\t1.614\t-0.586\t0.459\t2.173\t0.869\t-0.400\t-1.574\t0.000\t1.260\t0.484\t-0.837\t2.548\t0.665\t-1.141\t0.698\t0.000\t1.009\t1.073\t1.158\t1.649\t1.944\t1.299\t1.072\n0\t0.821\t-1.325\t0.287\t0.716\t-1.569\t0.349\t-1.035\t-1.267\t0.000\t0.647\t-1.459\t-0.655\t0.000\t0.567\t-2.189\t0.688\t0.000\t1.204\t-0.708\t-0.098\t0.000\t0.866\t0.800\t1.057\t0.594\t0.289\t0.553\t0.552\n1\t0.509\t1.327\t-1.693\t0.261\t0.069\t0.828\t-0.338\t1.494\t0.000\t0.961\t0.013\t0.129\t0.000\t1.116\t-0.056\t1.034\t1.274\t1.278\t-1.651\t-0.434\t0.000\t1.818\t1.112\t0.980\t0.651\t1.014\t0.898\t0.755\n0\t0.438\t1.392\t0.296\t2.501\t0.006\t0.946\t-0.136\t-1.315\t2.173\t0.829\t-0.224\t1.425\t0.000\t0.455\t-0.551\t-0.014\t0.000\t1.017\t0.473\t1.533\t3.102\t0.924\t0.912\t0.979\t0.950\t0.676\t1.000\t0.878\n0\t0.874\t0.845\t1.136\t2.139\t-1.655\t0.594\t-0.141\t0.162\t2.173\t1.010\t-1.047\t-0.470\t2.215\t0.570\t0.475\t-0.735\t0.000\t1.204\t1.149\t0.589\t0.000\t0.940\t0.843\t1.113\t1.803\t0.827\t1.284\t1.084\n0\t1.209\t-1.003\t-1.401\t0.251\t1.298\t1.398\t-0.061\t0.506\t0.000\t1.385\t-0.492\t-1.182\t2.215\t0.925\t0.268\t-0.001\t0.000\t1.727\t-0.218\t0.953\t3.102\t0.975\t0.864\t0.985\t0.873\t1.321\t1.129\t1.128\n1\t0.964\t0.281\t0.602\t1.107\t-1.560\t1.464\t-0.313\t0.539\t0.000\t0.962\t-0.725\t-1.175\t1.107\t1.006\t-1.261\t-1.132\t0.000\t1.348\t0.285\t-0.761\t3.102\t0.832\t1.123\t1.331\t0.862\t0.696\t0.758\t0.728\n1\t0.431\t-0.695\t0.622\t0.647\t0.781\t0.545\t-1.487\t-1.200\t0.000\t0.808\t0.113\t-0.897\t2.215\t0.409\t-1.359\t0.985\t0.000\t0.929\t1.136\t1.453\t0.000\t0.782\t0.946\t0.992\t0.753\t0.675\t0.691\t0.806\n0\t1.288\t-1.203\t-0.728\t0.266\t-1.432\t1.381\t-0.259\t1.235\t2.173\t1.336\t-2.223\t-0.227\t0.000\t0.576\t-0.603\t-1.654\t0.000\t0.698\t-1.369\t0.126\t3.102\t1.775\t0.987\t0.978\t1.297\t1.169\t1.366\t1.136\n0\t0.533\t0.083\t-0.154\t1.295\t0.886\t0.924\t0.542\t-1.511\t0.000\t0.939\t-0.309\t0.467\t0.000\t1.128\t-1.054\t-0.244\t2.548\t0.807\t0.042\t-0.752\t0.000\t0.898\t0.694\t0.986\t1.080\t1.538\t0.959\t0.891\n1\t1.401\t0.795\t-1.709\t1.392\t1.551\t0.663\t0.490\t0.272\t0.000\t0.993\t1.206\t-0.554\t2.215\t0.770\t0.213\t-0.077\t2.548\t0.840\t0.401\t1.160\t0.000\t0.817\t0.987\t0.997\t0.965\t0.623\t0.927\t0.839\n1\t0.491\t-2.116\t0.564\t1.785\t1.368\t0.724\t-1.219\t-0.406\t2.173\t0.558\t-0.992\t-0.975\t0.000\t0.330\t1.140\t-0.514\t2.548\t0.429\t-1.989\t1.166\t0.000\t0.761\t0.876\t0.986\t1.403\t0.967\t1.438\t1.093\n1\t1.185\t-0.447\t-1.355\t0.318\t-0.041\t1.166\t-0.122\t0.094\t0.000\t0.960\t0.011\t1.678\t2.215\t0.491\t1.296\t1.077\t0.000\t0.670\t0.470\t0.721\t0.000\t0.863\t0.983\t0.989\t0.676\t0.631\t0.848\t0.750\n1\t0.915\t0.172\t-1.613\t1.108\t-1.053\t0.831\t0.679\t-0.599\t0.000\t1.694\t-0.129\t0.975\t2.215\t1.026\t0.419\t0.329\t1.274\t0.447\t-1.170\t-0.981\t0.000\t1.202\t0.990\t0.979\t1.230\t0.878\t1.006\t0.958\n0\t1.819\t-0.873\t1.669\t0.093\t-0.379\t1.068\t0.666\t-0.428\t2.173\t0.519\t-0.546\t1.119\t0.000\t0.295\t-0.108\t-0.523\t2.548\t0.458\t-1.402\t1.003\t0.000\t0.381\t1.307\t0.978\t0.591\t0.291\t0.901\t0.792\n1\t1.832\t-0.448\t1.628\t1.037\t-1.564\t2.573\t2.052\t0.737\t0.000\t1.335\t-0.605\t-0.853\t2.215\t2.406\t0.527\t-0.645\t0.000\t1.077\t0.223\t-0.172\t3.102\t0.834\t0.754\t0.984\t1.139\t0.797\t0.987\t1.052\n0\t1.228\t0.097\t-1.122\t0.861\t-0.232\t0.760\t0.013\t1.359\t2.173\t0.747\t-0.389\t0.161\t0.000\t0.882\t-0.196\t1.009\t2.548\t0.720\t-1.327\t-0.615\t0.000\t0.862\t1.101\t1.024\t0.851\t0.338\t0.726\t0.745\n1\t1.362\t1.350\t0.263\t1.986\t0.918\t2.850\t-0.546\t-0.965\t0.000\t0.797\t0.727\t1.172\t1.107\t0.665\t0.529\t0.050\t2.548\t1.399\t1.716\t0.689\t0.000\t1.007\t0.829\t1.268\t0.807\t0.659\t0.655\t0.656\n0\t0.880\t0.372\t-1.197\t0.660\t0.721\t0.436\t-0.144\t-1.471\t0.000\t1.185\t0.119\t1.283\t2.215\t1.173\t1.506\t0.045\t0.000\t1.089\t-0.241\t-0.037\t1.551\t1.145\t0.913\t1.042\t0.767\t0.975\t0.884\t0.760\n1\t0.425\t0.146\t1.031\t2.097\t0.343\t1.395\t0.643\t0.035\t0.000\t1.223\t0.811\t-1.114\t1.107\t0.988\t-0.154\t1.702\t2.548\t1.034\t-0.938\t-1.730\t0.000\t0.529\t0.948\t0.995\t1.090\t0.902\t0.998\t0.879\n1\t0.370\t-2.328\t0.629\t2.233\t1.262\t0.836\t-1.265\t-0.280\t1.087\t0.515\t-0.831\t-1.678\t0.000\t1.718\t-0.877\t-0.933\t2.548\t0.820\t-0.253\t0.467\t0.000\t0.827\t0.921\t0.991\t1.289\t0.862\t1.062\t0.879\n0\t1.577\t-0.364\t0.068\t1.957\t0.034\t1.099\t0.561\t-1.465\t0.000\t1.063\t0.618\t1.579\t0.000\t1.334\t-0.084\t1.353\t1.274\t1.117\t-0.842\t-0.188\t3.102\t0.892\t0.905\t0.971\t0.504\t1.020\t0.973\t1.305\n1\t0.474\t1.571\t0.085\t0.867\t-0.462\t0.802\t1.437\t1.598\t0.000\t0.650\t1.786\t0.680\t0.000\t0.874\t0.808\t-1.272\t0.000\t1.209\t0.411\t1.249\t3.102\t0.900\t0.755\t0.982\t0.738\t0.989\t0.976\t0.868\n1\t0.677\t-1.667\t1.654\t1.042\t-0.514\t1.427\t-1.426\t-1.463\t2.173\t1.021\t-1.133\t0.884\t2.215\t1.524\t-1.698\t0.318\t0.000\t1.573\t-2.043\t0.102\t0.000\t0.959\t0.972\t1.080\t0.929\t1.537\t1.073\t0.899\n0\t0.854\t0.573\t-0.283\t1.384\t0.507\t0.892\t-0.370\t0.267\t2.173\t1.442\t-0.608\t-1.724\t2.215\t1.311\t-0.062\t-1.429\t0.000\t0.605\t1.295\t-1.278\t0.000\t0.897\t1.009\t0.987\t0.776\t1.641\t1.105\t1.023\n0\t0.448\t0.449\t1.720\t0.832\t0.398\t2.069\t-0.561\t-1.310\t2.173\t2.121\t-2.766\t0.091\t0.000\t2.703\t-0.060\t0.915\t2.548\t1.121\t-0.479\t-1.665\t0.000\t0.892\t0.841\t0.985\t0.809\t2.773\t1.345\t1.087\n1\t0.766\t0.628\t1.011\t0.421\t-1.630\t0.810\t2.112\t-0.804\t0.000\t1.212\t0.335\t1.562\t0.000\t1.088\t0.045\t0.357\t2.548\t1.099\t-1.062\t-0.199\t3.102\t1.054\t0.978\t0.995\t0.826\t0.718\t0.795\t0.698\n0\t0.591\t0.922\t1.036\t1.039\t-0.689\t0.704\t0.259\t1.020\t2.173\t0.559\t0.678\t-0.453\t2.215\t1.613\t0.172\t-1.292\t0.000\t0.820\t0.587\t0.616\t0.000\t1.297\t0.893\t1.085\t0.886\t0.919\t0.744\t0.695\n1\t0.960\t0.729\t-0.016\t0.790\t-0.715\t1.048\t-0.770\t1.200\t2.173\t0.411\t-1.410\t-1.195\t0.000\t0.619\t0.585\t1.522\t2.548\t1.331\t-0.435\t0.102\t0.000\t0.971\t1.104\t0.995\t0.738\t0.826\t0.888\t0.797\n1\t1.233\t1.278\t0.160\t1.310\t-0.216\t0.541\t0.748\t1.499\t1.087\t0.471\t0.838\t-1.040\t0.000\t0.799\t0.266\t-1.524\t0.000\t0.961\t-1.564\t1.309\t0.000\t0.482\t0.538\t0.997\t1.156\t0.769\t0.905\t0.814\n1\t1.687\t-0.032\t0.254\t0.751\t0.044\t0.888\t0.762\t-1.276\t2.173\t1.019\t-0.157\t1.560\t2.215\t0.753\t-0.267\t0.556\t0.000\t1.117\t1.372\t-1.381\t0.000\t0.868\t0.991\t0.976\t1.275\t1.027\t1.049\t0.883\n1\t0.753\t-0.278\t0.418\t0.779\t-1.083\t1.607\t0.057\t0.934\t0.000\t1.101\t-0.017\t-1.124\t2.215\t2.497\t-0.851\t-0.356\t0.000\t1.357\t-1.332\t-0.471\t0.000\t0.874\t0.955\t1.036\t0.754\t0.850\t0.966\t0.843\n1\t0.641\t0.894\t1.076\t1.262\t-1.306\t0.849\t0.481\t0.724\t0.000\t0.928\t0.418\t0.204\t0.000\t1.250\t0.869\t-1.227\t2.548\t0.445\t-0.611\t-0.535\t0.000\t0.854\t0.900\t1.046\t0.628\t0.663\t0.846\t0.796\n1\t0.939\t0.243\t0.636\t0.797\t-0.596\t0.995\t0.316\t-0.478\t2.173\t0.844\t0.985\t-1.236\t2.215\t1.759\t-0.144\t1.364\t0.000\t1.026\t-0.197\t0.530\t0.000\t1.014\t1.224\t1.073\t0.790\t0.976\t1.040\t0.877\n0\t0.523\t0.402\t0.055\t1.156\t-0.851\t0.590\t0.575\t0.939\t2.173\t0.735\t-0.073\t-1.619\t2.215\t0.776\t2.705\t-0.308\t0.000\t0.406\t-1.968\t1.296\t0.000\t0.618\t0.879\t0.987\t0.959\t0.788\t0.896\t0.814\n0\t0.962\t-0.803\t-0.057\t0.509\t0.990\t1.105\t-1.112\t-0.401\t1.087\t0.932\t-0.275\t1.454\t2.215\t1.082\t-0.801\t1.220\t0.000\t0.999\t0.929\t-1.400\t0.000\t1.567\t0.993\t0.989\t0.910\t1.620\t1.163\t0.957\n1\t0.431\t0.736\t0.022\t0.675\t-0.068\t0.711\t1.214\t0.405\t2.173\t1.391\t1.022\t-1.371\t1.107\t0.550\t2.699\t-0.015\t0.000\t0.931\t1.963\t1.681\t0.000\t0.825\t0.964\t0.996\t1.167\t1.468\t0.962\t0.851\n1\t1.154\t0.646\t-0.386\t0.780\t0.370\t0.762\t-1.064\t1.006\t0.000\t2.105\t-0.086\t-1.260\t2.215\t0.636\t1.311\t0.866\t0.000\t0.905\t1.365\t0.034\t0.000\t0.695\t1.188\t0.984\t0.673\t1.076\t1.009\t0.834\n1\t0.784\t-1.019\t1.146\t1.009\t0.261\t1.210\t0.596\t-1.057\t2.173\t0.712\t-1.112\t0.682\t0.000\t0.707\t-0.204\t1.380\t0.000\t0.669\t1.216\t0.743\t3.102\t0.834\t0.840\t0.986\t1.903\t1.040\t1.350\t1.052\n1\t0.586\t-1.396\t0.349\t0.313\t1.579\t2.581\t0.616\t-1.511\t0.000\t3.263\t-0.619\t0.165\t2.215\t0.852\t-0.910\t0.781\t0.000\t1.613\t-0.005\t0.294\t3.102\t0.696\t0.759\t0.990\t1.060\t0.707\t0.788\t0.721\n0\t0.530\t-1.176\t1.471\t0.725\t0.255\t0.395\t-1.423\t-0.125\t0.000\t0.696\t-0.091\t0.191\t0.000\t1.521\t-1.182\t-1.532\t2.548\t0.516\t0.697\t1.417\t3.102\t0.864\t0.811\t0.989\t0.916\t0.924\t0.818\t0.714\n0\t1.729\t1.223\t1.279\t0.698\t0.605\t0.715\t2.818\t-0.420\t0.000\t0.698\t0.166\t-1.076\t2.215\t0.953\t-1.072\t0.501\t1.274\t1.008\t-0.207\t1.404\t0.000\t1.124\t1.006\t0.987\t1.388\t1.063\t1.043\t1.051\n1\t1.504\t-1.419\t-1.247\t0.639\t0.984\t0.845\t-0.824\t0.557\t2.173\t0.449\t-1.895\t-0.400\t0.000\t0.401\t-0.856\t1.434\t0.000\t0.458\t-2.364\t-1.005\t0.000\t0.734\t0.800\t1.229\t1.106\t0.792\t0.878\t0.732\n0\t1.809\t-0.711\t-0.993\t1.336\t-1.384\t0.668\t1.511\t1.026\t0.000\t1.034\t0.392\t0.924\t0.000\t1.199\t-0.140\t-0.389\t2.548\t1.444\t0.854\t0.224\t1.551\t1.056\t0.897\t0.975\t0.869\t0.820\t0.971\t1.193\n0\t0.527\t0.226\t1.589\t1.443\t0.747\t1.136\t0.720\t-0.819\t2.173\t0.989\t0.653\t-1.296\t2.215\t1.059\t1.683\t0.856\t0.000\t0.850\t0.140\t-0.312\t0.000\t0.837\t0.912\t0.991\t1.247\t0.651\t0.915\t0.829\n0\t1.483\t-0.707\t1.307\t0.474\t1.044\t0.759\t-1.456\t-0.409\t0.000\t0.835\t-0.601\t-0.993\t2.215\t1.169\t0.338\t1.008\t0.000\t1.368\t-1.634\t-0.959\t0.000\t0.835\t0.843\t0.976\t0.787\t0.697\t0.721\t0.862\n1\t0.374\t0.785\t-0.924\t0.676\t-0.936\t1.064\t-0.433\t1.499\t0.000\t1.564\t-0.472\t0.292\t2.215\t1.415\t-0.171\t-0.729\t1.274\t1.423\t-0.505\t0.981\t0.000\t0.863\t1.325\t0.994\t1.031\t1.280\t1.106\t0.946\n1\t0.708\t0.893\t-0.011\t0.756\t1.357\t1.118\t2.309\t-0.994\t0.000\t1.163\t-0.176\t0.835\t2.215\t0.606\t0.411\t-0.326\t0.000\t0.933\t-0.299\t1.515\t3.102\t0.483\t0.690\t0.987\t0.756\t0.547\t0.691\t0.610\n0\t0.580\t-0.226\t-1.304\t0.701\t-1.535\t1.785\t-1.710\t1.491\t0.000\t1.356\t-1.185\t0.061\t0.000\t1.144\t-2.057\t-0.438\t0.000\t1.187\t-0.881\t-0.521\t1.551\t1.331\t0.867\t0.977\t0.875\t0.674\t0.793\t1.195\n1\t0.604\t1.936\t0.798\t1.423\t1.163\t3.059\t-1.635\t-0.905\t0.000\t1.436\t0.200\t1.149\t0.000\t1.633\t1.355\t0.266\t2.548\t1.285\t1.177\t0.693\t3.102\t2.213\t1.298\t0.978\t0.900\t0.418\t0.964\t0.823\n1\t1.030\t-0.164\t1.538\t0.990\t0.337\t0.661\t0.549\t-0.920\t2.173\t1.047\t-0.100\t-1.464\t0.000\t1.108\t-0.591\t0.570\t2.548\t0.783\t0.529\t0.118\t0.000\t1.249\t0.898\t1.235\t0.739\t1.242\t0.826\t0.777\n0\t0.443\t-0.559\t-0.051\t0.778\t0.730\t1.317\t0.922\t-0.553\t1.087\t0.862\t0.112\t1.372\t0.000\t0.983\t0.789\t0.929\t2.548\t1.195\t0.605\t-1.470\t0.000\t0.834\t0.738\t0.998\t1.040\t1.379\t0.981\t0.846\n1\t1.280\t0.126\t1.440\t0.604\t-0.592\t1.085\t0.657\t0.015\t0.000\t0.798\t0.709\t-0.382\t2.215\t1.492\t1.010\t1.235\t0.000\t1.468\t0.537\t-0.948\t3.102\t0.875\t1.062\t1.177\t0.785\t0.478\t0.798\t0.777\n0\t1.185\t0.703\t0.414\t0.733\t0.877\t0.796\t-0.357\t1.575\t2.173\t1.131\t0.572\t-1.007\t0.000\t1.365\t0.102\t-0.495\t2.548\t0.526\t-0.393\t0.661\t0.000\t1.147\t1.088\t0.989\t0.920\t1.280\t0.882\t0.837\n0\t1.634\t-0.262\t1.191\t0.357\t0.689\t1.073\t1.440\t-0.750\t0.000\t0.762\t-0.357\t-1.108\t2.215\t1.235\t0.623\t0.596\t0.000\t2.182\t-0.614\t0.568\t1.551\t1.095\t1.115\t0.997\t0.852\t1.182\t0.966\t0.845\n0\t0.632\t0.571\t0.179\t1.788\t1.099\t0.626\t0.052\t-0.082\t0.000\t0.926\t0.015\t-0.945\t0.000\t0.779\t-0.735\t-1.454\t2.548\t0.568\t0.820\t1.422\t3.102\t1.135\t0.932\t1.086\t0.555\t0.583\t0.650\t0.768\n0\t0.758\t0.096\t1.217\t1.324\t-1.089\t0.729\t-1.443\t0.866\t0.000\t1.081\t0.165\t-0.561\t1.107\t0.334\t-1.128\t-0.639\t0.000\t0.873\t-0.159\t0.345\t3.102\t0.872\t0.701\t1.214\t0.881\t0.659\t0.811\t0.827\n1\t0.619\t0.775\t-0.830\t1.351\t1.384\t0.750\t0.793\t0.252\t1.087\t0.709\t1.523\t0.327\t0.000\t0.698\t-0.904\t-0.917\t0.000\t0.595\t0.787\t-1.588\t3.102\t0.925\t0.704\t1.155\t0.555\t0.706\t0.638\t0.600\n0\t1.284\t1.278\t1.390\t0.774\t-1.665\t0.546\t0.939\t-0.692\t2.173\t0.545\t1.829\t-0.243\t0.000\t0.754\t1.805\t0.910\t0.000\t0.696\t-1.639\t0.883\t0.000\t0.918\t0.823\t0.981\t0.969\t0.648\t0.824\t0.713\n0\t0.949\t-0.383\t-1.405\t1.087\t-0.543\t0.382\t0.446\t0.917\t1.087\t0.652\t-0.957\t0.696\t2.215\t0.402\t0.779\t-0.006\t0.000\t0.484\t-2.257\t-0.822\t0.000\t0.591\t1.013\t0.987\t0.838\t0.591\t0.694\t0.719\n1\t0.808\t2.013\t0.922\t0.063\t-0.171\t1.653\t-0.099\t-1.181\t0.000\t1.198\t-0.184\t0.720\t2.215\t0.653\t0.762\t-0.182\t0.000\t1.656\t-0.159\t0.073\t3.102\t0.879\t1.185\t0.987\t1.034\t0.700\t0.966\t1.271\n0\t0.412\t-1.222\t-0.002\t0.481\t0.737\t0.599\t-2.505\t-1.188\t0.000\t0.600\t-0.024\t1.415\t0.000\t1.222\t0.447\t-0.086\t2.548\t1.663\t0.179\t-1.426\t3.102\t2.239\t1.798\t0.983\t0.665\t1.029\t1.433\t1.167\n0\t1.664\t-0.185\t1.530\t0.582\t-1.372\t0.535\t-0.719\t0.248\t2.173\t0.919\t0.686\t-0.651\t2.215\t0.366\t2.151\t-0.170\t0.000\t0.471\t-0.924\t-0.395\t0.000\t1.262\t0.879\t0.983\t1.013\t1.098\t0.894\t0.847\n1\t2.207\t-0.601\t1.026\t1.519\t0.635\t1.247\t-1.247\t-1.461\t2.173\t1.555\t-0.706\t-0.510\t0.000\t0.809\t0.429\t0.199\t2.548\t0.757\t-2.343\t-0.943\t0.000\t1.838\t1.602\t0.992\t1.703\t1.747\t1.300\t1.380\n1\t0.640\t-1.416\t-1.310\t0.130\t-1.191\t0.837\t-0.160\t0.790\t2.173\t1.247\t-0.978\t-0.920\t0.000\t0.558\t-0.867\t0.272\t2.548\t0.714\t0.590\t-0.115\t0.000\t1.152\t0.834\t0.977\t0.890\t0.516\t0.843\t0.738\n0\t0.999\t0.071\t0.489\t0.356\t1.003\t1.454\t2.324\t0.476\t0.000\t1.706\t-0.525\t-1.200\t2.215\t0.909\t-0.658\t-1.631\t0.000\t1.170\t-1.370\t-0.955\t0.000\t0.848\t0.784\t0.994\t0.825\t1.211\t0.925\t0.799\n0\t1.391\t-0.717\t-0.436\t0.578\t-1.218\t0.375\t-0.769\t0.347\t2.173\t0.369\t-2.243\t-1.240\t0.000\t1.078\t-0.776\t-1.637\t2.548\t0.667\t0.510\t0.961\t0.000\t0.847\t0.887\t0.984\t0.693\t0.774\t0.660\t0.754\n1\t0.734\t0.330\t1.378\t0.841\t0.744\t0.516\t-1.005\t1.306\t0.000\t0.764\t-0.213\t-1.606\t0.000\t1.799\t0.100\t-0.594\t2.548\t1.619\t-0.703\t-0.077\t3.102\t0.854\t1.061\t0.992\t1.208\t0.872\t1.043\t1.028\n0\t1.327\t0.496\t0.449\t1.389\t0.374\t0.970\t1.084\t-1.176\t0.000\t0.943\t0.053\t-0.115\t2.215\t1.811\t0.894\t-1.591\t0.000\t1.201\t0.348\t1.353\t3.102\t0.880\t0.909\t0.979\t0.917\t0.948\t0.977\t1.060\n0\t0.496\t1.440\t-0.982\t0.670\t-1.459\t0.652\t0.440\t0.833\t2.173\t0.680\t2.504\t-0.101\t0.000\t0.547\t-0.859\t1.087\t0.000\t0.965\t-0.359\t-1.294\t0.000\t0.827\t0.760\t0.983\t0.457\t0.481\t0.539\t0.542\n1\t1.464\t-0.523\t-0.775\t1.184\t-1.364\t0.938\t-0.750\t0.403\t2.173\t0.980\t-0.647\t1.192\t2.215\t0.943\t-0.250\t-1.390\t0.000\t0.443\t2.332\t0.519\t0.000\t0.954\t0.901\t0.987\t1.283\t0.922\t1.003\t0.870\n1\t0.784\t0.895\t0.018\t2.781\t-0.299\t1.149\t0.310\t1.392\t0.000\t1.562\t1.002\t-1.213\t2.215\t1.376\t1.474\t0.758\t0.000\t0.944\t1.251\t-0.519\t0.000\t1.150\t0.702\t0.990\t1.481\t0.933\t1.000\t1.010\n0\t0.400\t1.064\t-1.597\t0.865\t0.295\t0.924\t0.610\t-0.532\t2.173\t1.465\t-0.479\t1.143\t0.000\t0.603\t-2.263\t-0.459\t0.000\t1.109\t0.343\t-1.541\t3.102\t2.211\t1.586\t0.986\t0.823\t0.852\t1.413\t1.123\n0\t1.156\t-0.041\t-0.575\t1.367\t-1.061\t0.594\t-1.300\t0.424\t0.000\t0.706\t0.319\t0.712\t2.215\t0.841\t0.563\t1.313\t2.548\t0.574\t-1.266\t-1.659\t0.000\t0.855\t0.939\t0.990\t0.897\t0.439\t0.756\t0.903\n1\t0.857\t-0.640\t-1.063\t0.658\t1.466\t0.967\t-0.748\t-0.140\t0.000\t0.785\t0.235\t1.507\t2.215\t0.811\t-1.038\t0.697\t1.274\t0.722\t-1.493\t-0.287\t0.000\t0.712\t0.740\t0.991\t0.863\t0.850\t0.844\t0.786\n0\t0.671\t-0.350\t-0.605\t1.624\t1.560\t0.962\t-1.645\t-0.537\t0.000\t0.719\t1.343\t1.004\t1.107\t1.373\t0.370\t1.280\t2.548\t1.003\t1.205\t-0.970\t0.000\t0.745\t0.831\t1.343\t1.191\t0.596\t0.836\t0.777\n1\t1.444\t1.002\t-0.881\t1.068\t-0.535\t0.547\t1.616\t1.605\t0.000\t0.372\t0.793\t0.537\t0.000\t1.499\t0.635\t1.216\t1.274\t0.911\t1.412\t0.195\t3.102\t0.883\t0.717\t0.983\t0.835\t0.849\t0.874\t0.792\n0\t2.015\t-0.132\t0.491\t0.673\t0.867\t0.875\t-0.540\t-1.119\t2.173\t0.613\t-1.157\t-1.674\t0.000\t0.508\t1.780\t0.854\t0.000\t1.507\t-0.672\t-0.542\t3.102\t0.842\t0.768\t0.986\t1.079\t0.625\t1.016\t0.853\n0\t0.305\t2.263\t-1.680\t2.012\t1.192\t1.433\t-0.890\t-0.279\t2.173\t0.745\t-0.158\t-1.295\t0.000\t0.639\t-1.364\t1.107\t0.000\t1.069\t-0.170\t0.991\t3.102\t1.161\t0.818\t0.987\t2.445\t1.279\t1.550\t1.311\n0\t0.552\t0.146\t-1.597\t1.442\t0.270\t1.141\t1.529\t0.445\t0.000\t0.552\t1.310\t-0.793\t0.000\t1.880\t-0.881\t-1.142\t2.548\t2.129\t0.337\t1.488\t3.102\t1.243\t1.119\t1.228\t1.274\t1.556\t1.055\t0.958\n1\t0.519\t-2.270\t-1.371\t0.972\t1.709\t0.854\t-1.342\t0.229\t0.000\t0.898\t-0.981\t-0.543\t1.107\t1.500\t-1.198\t1.652\t0.000\t0.628\t-0.597\t1.180\t0.000\t0.919\t0.893\t0.992\t0.596\t0.211\t0.561\t0.635\n0\t0.844\t1.450\t0.161\t0.640\t-1.186\t0.890\t0.781\t1.731\t2.173\t0.398\t0.200\t0.690\t0.000\t1.047\t0.139\t0.185\t2.548\t0.758\t1.315\t-0.858\t0.000\t0.882\t0.850\t0.987\t0.755\t1.246\t0.787\t0.672\n0\t1.516\t0.080\t-0.274\t0.688\t-0.223\t1.002\t-0.886\t-1.578\t2.173\t1.157\t-0.450\t0.085\t2.215\t1.109\t-1.480\t1.114\t0.000\t1.555\t-1.178\t1.591\t0.000\t0.623\t0.842\t0.972\t0.624\t1.618\t1.016\t1.036\n0\t1.426\t-1.334\t0.582\t0.567\t-1.037\t0.470\t-0.226\t-0.062\t2.173\t0.820\t-0.749\t-1.443\t0.000\t0.519\t0.469\t1.277\t0.000\t0.666\t0.186\t-1.210\t1.551\t0.938\t0.896\t1.238\t0.860\t0.527\t0.663\t0.689\n1\t0.327\t-1.821\t1.187\t0.640\t-1.144\t1.036\t0.407\t-0.127\t0.000\t1.164\t-0.523\t-1.639\t0.000\t0.831\t-0.994\t0.886\t2.548\t0.693\t-0.289\t0.447\t1.551\t2.555\t1.418\t0.994\t0.686\t0.315\t0.969\t0.818\n1\t0.882\t0.082\t-0.390\t1.029\t-1.526\t1.350\t-0.396\t-0.136\t2.173\t1.812\t0.335\t1.632\t0.000\t0.728\t-2.378\t0.491\t0.000\t0.660\t-1.703\t0.758\t0.000\t0.286\t0.616\t1.126\t1.094\t0.924\t0.936\t0.989\n0\t0.510\t0.903\t-0.820\t1.152\t1.334\t1.228\t1.279\t0.212\t2.173\t0.848\t1.816\t-1.210\t0.000\t0.628\t2.430\t1.549\t0.000\t1.455\t0.604\t1.697\t0.000\t0.823\t0.716\t0.990\t1.068\t0.174\t0.845\t0.788\n1\t1.438\t1.638\t-0.800\t1.245\t-0.589\t1.279\t1.648\t1.260\t2.173\t1.089\t1.895\t0.760\t0.000\t0.705\t0.090\t1.140\t0.000\t2.331\t0.353\t-0.272\t0.000\t1.371\t0.991\t0.997\t1.602\t2.166\t1.693\t1.497\n0\t0.721\t-0.194\t1.034\t0.816\t-0.549\t0.863\t0.888\t0.795\t2.173\t1.653\t0.100\t-1.482\t0.000\t1.283\t0.339\t0.200\t2.548\t1.677\t1.323\t-0.341\t0.000\t0.979\t1.018\t1.052\t0.953\t0.756\t0.880\t0.841\n0\t1.233\t-1.140\t-0.060\t0.296\t-1.683\t0.673\t-1.851\t1.298\t0.000\t0.885\t-1.206\t0.584\t2.215\t1.123\t-0.953\t-1.129\t2.548\t0.861\t-0.668\t1.671\t0.000\t0.960\t0.935\t0.982\t0.680\t1.064\t0.712\t0.665\n1\t0.945\t-1.717\t-0.925\t0.415\t0.363\t0.551\t0.516\t-0.277\t2.173\t0.503\t0.548\t1.313\t2.215\t0.419\t-1.147\t0.789\t0.000\t0.410\t1.085\t0.373\t0.000\t0.777\t0.710\t0.987\t0.941\t0.767\t0.814\t0.693\n1\t1.086\t0.952\t0.313\t0.339\t-0.992\t1.345\t0.805\t-0.767\t0.000\t1.690\t0.420\t0.584\t2.215\t1.513\t0.315\t-1.379\t0.000\t1.390\t1.043\t1.242\t3.102\t0.966\t1.010\t0.980\t0.749\t0.969\t0.704\t0.655\n1\t1.263\t-0.030\t1.347\t0.977\t-1.504\t0.987\t1.434\t-0.683\t2.173\t0.549\t0.702\t-0.176\t0.000\t0.888\t-1.697\t0.838\t0.000\t0.443\t0.696\t0.799\t3.102\t0.720\t0.764\t0.986\t0.621\t0.714\t1.040\t0.890\n1\t1.048\t1.027\t1.150\t0.176\t-1.648\t0.830\t1.132\t0.484\t0.000\t1.429\t0.723\t1.669\t0.000\t1.423\t0.627\t-0.663\t2.548\t0.873\t-0.414\t-0.542\t0.000\t0.893\t0.965\t0.990\t0.927\t0.837\t0.768\t0.723\n0\t0.865\t0.191\t0.409\t2.226\t0.680\t0.858\t-0.144\t-1.088\t0.000\t0.532\t1.085\t-1.274\t2.215\t0.278\t-0.648\t-0.915\t0.000\t0.495\t0.964\t1.638\t0.000\t0.937\t0.687\t1.005\t0.605\t0.427\t0.795\t0.845\n1\t0.891\t-0.318\t0.746\t1.014\t1.541\t1.920\t-0.895\t-1.278\t0.000\t0.895\t0.242\t0.592\t0.000\t0.408\t-1.421\t0.220\t0.000\t0.439\t-0.519\t-1.584\t3.102\t1.005\t1.093\t0.992\t0.509\t0.226\t0.644\t0.609\n0\t0.787\t-0.598\t-1.676\t0.618\t-0.302\t0.414\t-1.767\t1.693\t0.000\t0.995\t-0.362\t-0.136\t2.215\t0.679\t0.259\t1.518\t2.548\t0.628\t-1.355\t0.192\t0.000\t0.763\t0.986\t0.988\t0.604\t0.918\t0.752\t0.677\n1\t0.831\t-1.128\t0.391\t1.009\t0.398\t0.759\t-0.347\t1.662\t1.087\t0.818\t-1.414\t-1.203\t0.000\t0.275\t-1.142\t0.028\t0.000\t1.396\t-0.568\t-1.004\t3.102\t0.656\t0.843\t0.996\t1.093\t0.755\t1.042\t0.844\n1\t1.690\t0.137\t-0.577\t0.918\t0.663\t0.622\t-0.609\t-1.541\t2.173\t0.954\t-1.106\t1.168\t2.215\t0.531\t-0.590\t-0.688\t0.000\t0.909\t0.353\t0.511\t0.000\t0.802\t0.907\t1.551\t1.130\t0.789\t0.989\t0.812\n1\t0.634\t0.806\t-1.685\t1.727\t0.746\t1.481\t-0.587\t-0.646\t2.173\t0.752\t-0.666\t-1.158\t2.215\t1.896\t-0.514\t0.737\t0.000\t0.834\t-0.784\t-1.607\t0.000\t1.218\t1.088\t1.180\t1.889\t0.695\t1.303\t1.205\n0\t1.231\t-1.796\t1.718\t0.770\t0.158\t0.591\t-0.226\t1.478\t2.173\t0.657\t-1.048\t-0.151\t0.000\t0.548\t0.357\t-0.227\t1.274\t0.529\t-0.125\t-1.183\t0.000\t0.718\t0.834\t1.330\t1.107\t0.743\t0.891\t0.758\n1\t2.556\t-0.630\t-1.508\t0.222\t1.467\t0.588\t-0.500\t-0.295\t2.173\t0.927\t-1.198\t0.556\t2.215\t0.651\t-0.583\t0.545\t0.000\t0.463\t0.114\t-0.294\t0.000\t0.481\t0.514\t0.978\t1.037\t0.855\t0.926\t0.745\n0\t0.747\t-1.255\t0.086\t0.519\t-0.710\t0.918\t-0.143\t-1.143\t2.173\t1.092\t-0.950\t1.247\t0.000\t1.109\t0.130\t1.350\t2.548\t0.587\t-0.065\t-0.228\t0.000\t1.122\t0.854\t0.981\t1.369\t0.997\t1.142\t0.988\n0\t1.276\t-1.162\t1.668\t1.523\t1.615\t1.978\t-1.024\t-1.610\t2.173\t2.155\t0.757\t0.309\t0.000\t1.364\t1.332\t-0.060\t2.548\t0.773\t1.776\t-0.576\t0.000\t1.221\t1.008\t1.003\t0.847\t3.843\t1.978\t1.651\n0\t0.932\t-0.139\t-1.716\t0.365\t0.206\t1.416\t0.108\t0.650\t2.173\t0.882\t-1.330\t-0.637\t0.000\t0.992\t-0.604\t-0.924\t0.000\t1.006\t0.468\t-1.280\t3.102\t0.633\t0.898\t0.988\t0.969\t1.278\t1.177\t0.974\n1\t0.982\t1.102\t-0.291\t0.418\t0.391\t0.690\t-0.278\t-0.732\t1.087\t0.634\t0.148\t0.273\t1.107\t0.902\t-0.237\t-1.505\t0.000\t0.868\t0.896\t-1.624\t0.000\t0.709\t0.850\t0.981\t0.789\t0.795\t0.673\t0.659\n0\t0.770\t-0.170\t1.456\t0.616\t-1.556\t0.380\t-2.023\t0.737\t0.000\t0.514\t-0.697\t-0.511\t2.215\t0.764\t2.563\t-0.793\t0.000\t0.656\t1.127\t-0.290\t0.000\t0.711\t0.862\t0.980\t0.713\t0.541\t0.909\t1.168\n0\t0.994\t0.363\t0.982\t0.555\t-0.116\t2.053\t-0.014\t-0.940\t2.173\t1.648\t-0.863\t1.175\t2.215\t0.632\t0.696\t0.351\t0.000\t0.763\t-1.619\t0.341\t0.000\t1.384\t1.270\t0.991\t1.367\t2.832\t1.551\t1.231\n0\t0.559\t-0.065\t-0.580\t0.948\t0.871\t0.981\t-0.053\t-1.239\t1.087\t0.693\t1.084\t0.256\t0.000\t0.751\t1.922\t0.249\t0.000\t1.140\t0.563\t1.677\t0.000\t1.139\t1.233\t0.988\t0.682\t0.996\t0.790\t0.744\n1\t0.876\t0.437\t1.186\t0.778\t-0.270\t0.979\t0.375\t-1.254\t1.087\t1.213\t-0.456\t0.749\t2.215\t0.790\t-0.364\t-0.714\t0.000\t0.958\t-0.823\t0.136\t0.000\t0.725\t1.052\t1.105\t0.887\t1.710\t0.959\t0.845\n1\t0.587\t-1.062\t1.328\t0.401\t-0.768\t1.534\t-1.172\t0.523\t0.000\t1.188\t-1.205\t-0.436\t0.000\t1.274\t-0.784\t-0.944\t0.000\t1.103\t0.299\t1.672\t3.102\t0.908\t0.892\t0.991\t0.600\t0.637\t0.804\t0.726\n0\t2.581\t-0.894\t1.179\t0.958\t0.766\t2.637\t-0.904\t-0.347\t0.000\t1.570\t-0.262\t1.319\t2.215\t1.804\t-1.188\t-0.801\t2.548\t0.669\t1.041\t1.348\t0.000\t1.230\t0.954\t0.984\t1.506\t1.944\t1.237\t1.084\n0\t0.404\t0.447\t-1.001\t0.165\t-0.160\t0.494\t-0.952\t-1.079\t0.000\t0.674\t0.248\t0.332\t2.215\t0.977\t0.879\t0.980\t2.548\t0.421\t1.543\t0.429\t0.000\t1.500\t1.050\t0.983\t1.009\t0.569\t0.779\t0.764\n0\t2.327\t-0.841\t0.010\t1.353\t0.114\t0.955\t-1.533\t0.427\t2.173\t1.900\t-0.234\t-1.267\t1.107\t1.884\t0.034\t1.462\t0.000\t1.089\t-2.412\t-0.870\t0.000\t0.789\t1.160\t0.988\t1.783\t2.419\t1.491\t1.420\n0\t1.898\t-1.418\t0.112\t0.963\t-0.251\t0.783\t0.576\t1.584\t0.000\t0.847\t0.518\t-1.427\t0.000\t0.855\t0.085\t-0.526\t2.548\t0.859\t-0.371\t1.180\t3.102\t0.717\t0.921\t0.980\t0.852\t0.679\t0.716\t1.057\n1\t0.866\t0.480\t0.888\t0.755\t-1.527\t1.104\t-0.944\t-0.583\t0.000\t1.023\t-0.667\t1.277\t0.000\t0.863\t0.059\t0.673\t0.000\t2.828\t0.154\t-0.773\t1.551\t0.929\t0.675\t0.984\t1.043\t1.137\t0.938\t0.838\n0\t0.831\t0.491\t1.544\t1.572\t-1.131\t0.965\t-0.138\t-0.308\t1.087\t1.114\t-0.378\t1.292\t2.215\t0.451\t-1.666\t-0.625\t0.000\t0.990\t-0.793\t0.454\t0.000\t0.695\t0.899\t1.059\t1.146\t1.525\t1.031\t0.949\n1\t0.924\t-1.055\t0.200\t0.279\t-0.219\t0.807\t1.016\t-1.446\t2.173\t0.321\t-0.385\t1.639\t2.215\t0.479\t0.903\t0.019\t0.000\t0.446\t-0.276\t0.729\t0.000\t0.474\t0.782\t0.993\t0.623\t0.636\t0.797\t0.643\n1\t1.027\t-0.287\t-0.757\t1.149\t0.000\t0.855\t-0.690\t1.268\t2.173\t0.561\t-0.472\t-0.177\t0.000\t0.686\t-0.878\t-1.608\t2.548\t0.502\t0.619\t-1.697\t0.000\t0.814\t0.916\t0.987\t0.764\t0.514\t0.774\t0.678\n1\t0.684\t-0.117\t1.393\t1.871\t1.332\t1.344\t0.339\t0.212\t2.173\t0.509\t0.286\t-0.876\t2.215\t0.725\t2.343\t-1.433\t0.000\t1.437\t0.826\t-0.611\t0.000\t0.980\t0.961\t0.983\t1.803\t1.012\t1.240\t1.483\n0\t0.276\t-2.108\t1.689\t1.908\t0.589\t1.263\t1.364\t-1.162\t0.000\t0.570\t0.675\t-0.769\t0.000\t1.007\t1.524\t1.528\t0.000\t2.206\t-0.469\t0.276\t3.102\t0.887\t0.706\t0.995\t0.769\t0.596\t1.152\t1.440\n0\t1.653\t0.876\t1.657\t0.545\t-0.732\t0.875\t0.483\t0.253\t2.173\t0.442\t-1.485\t-0.012\t0.000\t0.559\t-2.070\t-0.967\t0.000\t0.637\t-0.634\t-0.408\t0.000\t0.795\t1.154\t1.099\t0.789\t0.851\t0.820\t0.862\n0\t1.319\t1.010\t-1.498\t0.022\t-0.765\t0.331\t0.130\t-1.672\t0.000\t0.311\t2.369\t1.327\t0.000\t1.603\t0.251\t-0.775\t0.000\t0.927\t-2.127\t0.842\t0.000\t0.953\t0.872\t0.888\t0.688\t0.252\t0.600\t0.592\n0\t0.650\t-1.336\t-0.668\t0.554\t1.674\t1.244\t-0.634\t1.459\t2.173\t1.537\t0.093\t0.034\t0.000\t1.509\t-0.512\t-0.145\t2.548\t1.196\t0.984\t-1.334\t0.000\t0.688\t1.151\t0.980\t1.238\t1.695\t1.122\t1.159\n0\t0.445\t1.216\t-0.759\t1.128\t1.311\t0.678\t-0.164\t-1.272\t0.000\t0.719\t0.184\t1.449\t2.215\t0.809\t1.891\t-0.058\t0.000\t1.506\t-0.422\t0.086\t3.102\t0.984\t1.050\t0.985\t1.289\t0.945\t0.927\t0.864\n1\t0.662\t2.345\t-1.062\t0.367\t-0.008\t0.447\t-0.114\t0.125\t2.173\t0.452\t1.458\t1.188\t0.000\t0.652\t1.251\t-0.585\t0.000\t0.751\t-0.108\t1.419\t1.551\t0.834\t0.846\t0.980\t0.789\t0.563\t0.686\t0.620\n1\t1.226\t0.005\t0.918\t1.842\t1.474\t1.348\t0.175\t-0.868\t1.087\t1.100\t0.024\t0.131\t2.215\t0.432\t-2.592\t0.926\t0.000\t0.386\t2.395\t-0.400\t0.000\t3.945\t2.359\t1.002\t1.564\t1.411\t1.696\t1.493\n1\t0.639\t-0.021\t1.638\t1.143\t-0.909\t0.893\t-0.104\t-0.161\t0.000\t0.790\t1.891\t1.519\t0.000\t1.819\t-0.651\t1.266\t2.548\t0.539\t0.432\t-1.380\t3.102\t2.806\t1.504\t0.989\t1.142\t0.719\t1.344\t1.096\n1\t0.890\t-0.229\t-1.301\t0.243\t0.873\t1.570\t1.334\t-1.696\t0.000\t1.453\t-0.585\t0.022\t2.215\t1.431\t-0.776\t0.237\t0.000\t1.853\t0.017\t0.560\t0.000\t0.959\t0.923\t0.990\t0.968\t0.726\t0.669\t0.722\n0\t0.857\t-1.210\t1.098\t0.632\t1.665\t1.762\t-0.425\t0.306\t0.000\t1.646\t-1.407\t-1.702\t1.107\t2.692\t-1.539\t-0.998\t0.000\t0.893\t-0.378\t0.813\t0.000\t0.846\t0.937\t0.980\t0.801\t1.451\t1.337\t1.217\n0\t2.480\t-1.516\t1.025\t0.154\t-1.418\t0.528\t-0.365\t-0.686\t0.000\t0.860\t-2.363\t-0.748\t0.000\t1.186\t-1.054\t-0.166\t1.274\t0.756\t0.205\t1.623\t1.551\t1.096\t0.952\t0.988\t0.871\t0.909\t0.813\t0.803\n1\t1.722\t1.501\t0.186\t0.724\t1.328\t2.403\t-1.116\t-1.203\t2.173\t1.845\t0.100\t0.646\t2.215\t1.165\t0.463\t0.272\t0.000\t0.652\t0.615\t1.565\t0.000\t0.890\t0.828\t1.326\t3.880\t3.691\t2.756\t2.029\n0\t1.408\t-0.358\t-0.896\t0.411\t0.070\t0.876\t-0.173\t-1.564\t2.173\t0.501\t-1.207\t0.045\t0.000\t1.220\t0.233\t1.024\t1.274\t0.710\t0.347\t0.232\t0.000\t0.732\t1.056\t0.986\t1.011\t0.972\t0.824\t0.759\n0\t0.668\t0.054\t1.590\t2.750\t-0.462\t0.704\t-0.261\t0.705\t2.173\t0.940\t-0.928\t1.627\t2.215\t0.858\t0.327\t1.314\t0.000\t0.584\t-1.352\t-0.628\t0.000\t1.190\t0.912\t1.805\t1.459\t0.979\t1.116\t0.948\n0\t1.546\t-0.990\t0.609\t2.915\t0.994\t2.469\t0.197\t-0.758\t2.173\t1.335\t-2.855\t0.137\t0.000\t1.791\t-0.426\t-1.180\t0.000\t1.369\t-0.887\t1.519\t1.551\t1.806\t1.179\t1.002\t3.168\t2.168\t2.052\t1.711\n1\t1.218\t-0.456\t-0.737\t1.077\t-0.032\t0.375\t-0.507\t1.439\t0.000\t0.647\t0.114\t0.529\t2.215\t0.736\t1.074\t1.685\t0.000\t0.380\t1.164\t-0.900\t0.000\t0.922\t0.806\t0.988\t0.615\t0.253\t0.541\t0.663\n0\t1.164\t1.141\t-0.828\t0.412\t0.413\t0.588\t0.430\t1.616\t0.000\t0.702\t-0.009\t0.145\t2.215\t0.487\t0.778\t-1.122\t2.548\t0.505\t-1.660\t0.976\t0.000\t1.356\t0.933\t0.990\t0.739\t0.630\t0.711\t0.724\n1\t0.649\t-1.279\t-0.166\t1.104\t0.824\t0.492\t-1.061\t-1.429\t0.000\t0.735\t0.368\t-0.016\t2.215\t0.325\t0.756\t0.108\t0.000\t0.742\t-0.163\t-1.123\t0.000\t1.061\t0.936\t0.989\t1.062\t0.689\t0.925\t0.824\n0\t1.933\t-0.233\t0.941\t1.352\t0.322\t1.189\t0.335\t-1.385\t2.173\t0.827\t-0.627\t-0.966\t0.000\t0.443\t0.175\t0.017\t0.000\t0.649\t-1.224\t-0.248\t3.102\t0.823\t0.977\t1.185\t0.863\t1.246\t1.126\t0.947\n0\t0.486\t-0.556\t-1.281\t1.151\t0.989\t0.456\t-1.836\t-0.807\t0.000\t0.951\t-0.815\t-0.669\t1.107\t1.447\t-0.916\t0.236\t0.000\t0.665\t-0.647\t1.298\t1.551\t1.341\t0.991\t0.988\t0.486\t0.704\t0.681\t0.679\n1\t0.517\t1.424\t0.029\t1.372\t1.459\t1.410\t-0.184\t-1.236\t0.000\t0.920\t0.882\t0.499\t1.107\t0.759\t0.938\t-0.423\t2.548\t0.736\t-1.223\t0.378\t0.000\t1.879\t1.428\t1.120\t0.820\t0.658\t1.161\t1.149\n1\t0.704\t0.521\t1.507\t0.456\t0.387\t0.529\t-0.713\t-0.524\t0.000\t0.855\t0.411\t-0.527\t0.000\t1.527\t0.533\t0.925\t2.548\t0.934\t1.142\t-1.407\t3.102\t0.861\t0.993\t0.988\t0.712\t0.869\t0.915\t0.837\n0\t0.626\t-0.988\t0.356\t0.241\t-0.292\t1.501\t1.921\t1.408\t0.000\t1.527\t-1.003\t-0.640\t0.000\t1.867\t-0.399\t0.106\t2.548\t0.677\t-1.320\t-1.355\t0.000\t0.878\t0.883\t0.993\t0.696\t0.791\t0.816\t0.747\n0\t0.625\t-1.759\t1.054\t1.130\t1.647\t0.480\t0.533\t-1.488\t0.000\t0.742\t0.255\t-0.584\t0.000\t1.280\t-1.345\t-0.005\t0.000\t1.653\t-0.200\t1.612\t3.102\t0.939\t0.884\t0.981\t0.950\t1.138\t0.846\t0.842\n1\t0.962\t-0.027\t-0.561\t0.969\t0.974\t1.095\t1.146\t-1.609\t2.173\t1.239\t0.000\t0.068\t1.107\t0.596\t2.083\t0.939\t0.000\t0.427\t1.124\t1.407\t0.000\t0.611\t0.979\t1.314\t0.876\t2.006\t1.134\t1.008\n1\t0.571\t-0.230\t0.124\t0.529\t1.583\t0.937\t-0.056\t-0.909\t0.000\t0.896\t-2.173\t-0.081\t0.000\t2.361\t0.211\t0.875\t2.548\t0.591\t-0.687\t1.500\t3.102\t0.921\t0.745\t0.988\t1.071\t0.694\t0.960\t0.874\n0\t1.253\t0.502\t-0.029\t0.513\t0.928\t0.423\t2.152\t-0.648\t0.000\t0.774\t-0.592\t-1.672\t2.215\t0.286\t-0.133\t0.194\t1.274\t0.989\t-1.181\t-1.352\t0.000\t0.878\t0.595\t0.985\t0.493\t0.511\t0.666\t0.670\n1\t1.961\t-1.125\t-0.280\t1.254\t0.309\t1.482\t-1.159\t1.090\t2.173\t1.201\t-0.451\t-1.233\t2.215\t1.497\t0.484\t-1.559\t0.000\t0.899\t2.377\t0.101\t0.000\t2.241\t2.175\t1.102\t1.535\t1.841\t2.342\t2.171\n0\t0.413\t0.596\t1.637\t1.278\t-0.669\t0.937\t1.609\t-1.586\t0.000\t0.979\t0.530\t0.276\t2.215\t0.685\t0.592\t-0.223\t2.548\t0.588\t0.285\t1.253\t0.000\t0.956\t0.824\t0.987\t0.611\t0.381\t0.593\t0.650\n1\t0.761\t0.544\t0.936\t1.476\t-0.278\t1.242\t0.661\t1.705\t0.000\t1.137\t-0.087\t-0.930\t2.215\t1.414\t-1.298\t-0.075\t2.548\t1.734\t-0.685\t0.776\t0.000\t0.906\t0.837\t1.303\t1.409\t1.348\t1.089\t0.931\n0\t0.605\t-0.872\t0.083\t0.225\t1.670\t1.212\t-0.341\t-1.729\t2.173\t1.483\t0.907\t-0.407\t1.107\t0.962\t-0.024\t0.738\t0.000\t0.558\t-0.478\t0.634\t0.000\t0.236\t0.936\t0.982\t0.927\t2.275\t1.156\t0.925\n0\t0.470\t-0.217\t-1.674\t2.262\t1.437\t1.223\t-0.350\t-0.173\t0.000\t0.480\t-0.607\t-1.011\t2.215\t0.720\t0.418\t-0.526\t0.000\t0.796\t-0.456\t1.079\t0.000\t0.938\t0.669\t1.004\t0.797\t0.411\t0.708\t0.669\n0\t0.854\t1.291\t-1.089\t1.650\t-0.330\t0.595\t0.391\t1.127\t2.173\t0.643\t1.048\t1.597\t2.215\t0.526\t1.699\t1.057\t0.000\t0.684\t-0.212\t1.072\t0.000\t0.841\t0.608\t1.041\t1.140\t0.490\t0.826\t0.727\n0\t0.727\t-0.465\t-0.480\t2.265\t0.034\t1.057\t0.034\t-1.528\t0.000\t1.258\t-0.658\t-1.416\t0.000\t1.508\t0.763\t0.747\t0.000\t0.952\t-0.927\t1.120\t3.102\t0.923\t0.985\t0.978\t0.615\t0.274\t0.699\t0.959\n0\t1.689\t0.952\t-1.425\t0.654\t0.994\t0.482\t-1.318\t0.112\t0.000\t0.414\t-1.055\t1.175\t0.000\t0.771\t1.025\t-0.191\t1.274\t0.590\t0.099\t0.283\t3.102\t0.785\t1.162\t1.194\t0.764\t0.345\t0.676\t0.883\n0\t1.775\t0.392\t-1.264\t1.961\t-0.918\t1.126\t1.666\t-1.157\t0.000\t2.051\t0.556\t0.702\t0.000\t0.990\t-2.311\t-0.138\t0.000\t3.277\t1.298\t0.857\t0.000\t0.894\t0.756\t0.985\t1.097\t0.905\t0.858\t0.863\n1\t0.313\t-1.366\t1.045\t1.315\t-1.067\t0.671\t-0.658\t0.028\t1.087\t1.232\t1.039\t1.395\t2.215\t0.955\t0.154\t-0.498\t0.000\t0.472\t-1.247\t0.549\t0.000\t0.916\t0.680\t0.985\t1.246\t1.820\t1.082\t0.912\n1\t0.630\t0.869\t-1.192\t0.963\t-0.426\t2.050\t1.436\t1.515\t0.000\t1.989\t0.470\t0.113\t2.215\t0.944\t0.254\t-1.146\t0.000\t1.372\t-0.145\t-0.288\t3.102\t0.731\t1.081\t0.991\t0.592\t0.726\t0.700\t0.661\n1\t0.842\t-0.139\t0.830\t0.643\t-0.608\t1.098\t0.151\t1.308\t2.173\t1.197\t0.169\t-0.596\t0.000\t0.491\t-0.891\t-0.228\t0.000\t0.486\t0.641\t-1.110\t3.102\t0.811\t0.573\t0.987\t0.879\t0.678\t0.843\t0.728\n0\t0.604\t-0.865\t-1.217\t0.942\t1.496\t0.749\t0.653\t0.071\t2.173\t0.758\t0.309\t-0.844\t0.000\t0.911\t-0.781\t0.360\t1.274\t0.789\t-0.319\t1.676\t0.000\t0.851\t0.970\t0.984\t0.835\t0.898\t0.805\t0.734\n1\t0.638\t-1.868\t-1.625\t1.467\t1.470\t0.668\t-0.854\t-0.358\t1.087\t0.631\t-0.875\t0.911\t0.000\t0.726\t-1.555\t0.346\t0.000\t0.698\t0.003\t-0.468\t0.000\t0.913\t0.868\t0.983\t1.060\t0.898\t1.001\t0.830\n0\t1.118\t-0.456\t-0.446\t1.629\t-0.956\t0.838\t-1.229\t0.959\t1.087\t0.704\t-0.127\t1.198\t0.000\t0.685\t-0.621\t0.397\t0.000\t0.671\t0.138\t-1.152\t3.102\t0.781\t0.721\t0.987\t0.509\t0.964\t0.943\t0.796\n1\t0.929\t0.065\t0.522\t0.725\t-1.283\t0.634\t-0.035\t1.494\t0.000\t1.298\t0.504\t-0.376\t2.215\t0.734\t-1.217\t1.601\t1.274\t0.819\t-0.042\t-0.719\t0.000\t1.002\t1.121\t1.135\t0.812\t1.501\t0.889\t0.772\n0\t1.337\t1.197\t0.421\t1.101\t1.441\t0.630\t1.113\t1.409\t2.173\t1.211\t-0.178\t-0.684\t0.000\t0.754\t1.508\t-0.259\t0.000\t0.383\t-0.359\t1.571\t3.102\t1.640\t1.003\t1.337\t0.796\t0.452\t0.868\t0.895\n0\t0.387\t-0.890\t-0.640\t0.293\t0.184\t0.976\t-0.763\t-0.365\t2.173\t0.591\t-1.133\t-0.890\t0.000\t2.271\t-1.304\t1.459\t2.548\t0.461\t-0.763\t0.488\t0.000\t0.649\t0.929\t0.997\t0.949\t1.953\t1.252\t0.959\n1\t1.115\t0.908\t0.313\t1.618\t-0.319\t0.698\t-2.746\t1.432\t0.000\t0.794\t0.273\t-1.427\t2.215\t1.106\t1.309\t-0.410\t0.000\t1.908\t1.026\t1.591\t3.102\t0.785\t0.930\t1.003\t1.174\t0.713\t0.927\t0.799\n1\t0.694\t-0.687\t0.664\t0.726\t-0.744\t1.008\t-1.205\t-0.288\t2.173\t1.082\t-0.327\t1.309\t2.215\t1.154\t-0.563\t-1.605\t0.000\t0.517\t-1.769\t-0.368\t0.000\t1.040\t0.949\t0.986\t0.834\t1.676\t0.958\t0.811\n0\t0.908\t-0.352\t-0.021\t1.681\t0.383\t1.203\t-0.624\t-1.644\t0.000\t0.756\t-0.471\t-0.837\t0.000\t0.600\t0.514\t0.821\t2.548\t0.432\t1.011\t-1.166\t0.000\t0.743\t0.735\t0.995\t0.499\t0.380\t0.540\t0.673\n0\t1.288\t-1.001\t1.127\t4.239\t0.862\t2.040\t-0.783\t-0.808\t0.000\t0.506\t-0.779\t1.713\t2.215\t1.522\t-0.056\t-0.522\t2.548\t0.699\t-0.774\t-1.399\t0.000\t0.933\t0.955\t0.982\t0.868\t0.913\t1.178\t1.406\n1\t0.382\t-0.503\t-0.564\t1.086\t0.363\t0.846\t-0.035\t-1.529\t0.000\t0.537\t-0.218\t0.594\t2.215\t1.192\t1.002\t0.500\t0.000\t1.015\t0.816\t-0.979\t3.102\t2.054\t1.257\t0.982\t0.735\t0.784\t0.888\t1.097\n1\t1.374\t0.620\t1.203\t0.506\t-1.541\t0.930\t-0.018\t-0.630\t2.173\t0.682\t-0.175\t0.986\t1.107\t0.555\t0.109\t0.036\t0.000\t0.569\t-1.026\t-0.352\t0.000\t0.499\t0.608\t0.986\t1.240\t1.168\t0.920\t0.782\n1\t1.147\t1.810\t0.844\t0.393\t0.190\t0.864\t1.684\t-0.702\t2.173\t1.126\t1.137\t1.027\t0.000\t1.211\t1.194\t-1.026\t0.000\t1.444\t1.117\t1.609\t0.000\t0.842\t1.096\t0.978\t1.015\t0.839\t0.959\t0.835\n0\t1.009\t-0.051\t1.551\t0.463\t1.690\t0.745\t-0.504\t1.016\t0.000\t0.663\t-2.576\t0.231\t0.000\t0.551\t1.782\t0.135\t0.000\t1.148\t0.520\t-1.144\t3.102\t1.020\t0.734\t0.980\t0.791\t0.400\t0.560\t0.598\n1\t0.303\t-1.054\t-1.134\t1.234\t-0.603\t0.749\t0.254\t-0.137\t2.173\t0.697\t0.333\t1.354\t0.000\t0.618\t1.806\t-0.757\t0.000\t0.924\t1.016\t1.412\t0.000\t0.942\t0.890\t0.992\t1.823\t0.555\t1.560\t1.450\n0\t1.167\t1.003\t-1.440\t0.264\t-1.274\t0.307\t2.156\t-1.468\t0.000\t0.773\t0.994\t-0.396\t0.000\t1.698\t1.562\t0.919\t0.000\t0.975\t0.843\t0.546\t1.551\t1.038\t0.812\t0.989\t0.742\t0.661\t0.624\t0.611\n1\t2.120\t-0.154\t1.328\t1.425\t1.098\t1.473\t0.945\t-0.736\t0.000\t0.339\t-1.713\t-0.042\t0.000\t0.525\t-1.183\t1.268\t2.548\t0.489\t2.281\t-1.088\t0.000\t1.377\t1.186\t0.982\t0.566\t0.336\t1.100\t1.339\n0\t1.063\t1.166\t0.270\t1.231\t0.893\t1.272\t-0.753\t-1.019\t2.173\t0.823\t-0.533\t1.637\t0.000\t0.348\t-0.800\t-0.055\t0.000\t1.238\t0.122\t-0.105\t3.102\t0.830\t0.947\t0.993\t0.742\t1.157\t1.227\t1.018\n0\t0.547\t0.599\t1.371\t3.854\t0.864\t3.200\t0.012\t-0.905\t0.000\t1.316\t-1.211\t0.966\t2.215\t1.047\t1.099\t0.668\t2.548\t0.384\t1.456\t-0.008\t0.000\t0.986\t1.992\t0.990\t2.358\t1.973\t1.945\t2.061\n1\t0.570\t0.447\t0.275\t0.103\t-0.301\t1.132\t-0.133\t1.729\t2.173\t0.852\t1.034\t-0.394\t0.000\t0.739\t-0.721\t0.782\t2.548\t0.672\t0.675\t-0.760\t0.000\t0.343\t0.975\t0.932\t0.971\t0.941\t0.939\t0.823\n1\t0.888\t-1.424\t1.050\t0.964\t-1.704\t1.237\t0.566\t1.637\t2.173\t2.572\t0.081\t0.031\t0.000\t1.173\t-0.019\t-0.904\t0.000\t0.702\t1.323\t-0.505\t3.102\t1.994\t1.350\t0.993\t1.278\t1.061\t1.382\t1.324\n1\t0.369\t-0.734\t-1.233\t0.432\t-1.552\t0.493\t-0.723\t-1.700\t2.173\t0.484\t0.298\t0.463\t2.215\t0.558\t2.160\t0.798\t0.000\t1.361\t0.900\t-0.004\t0.000\t0.921\t0.728\t0.981\t0.783\t0.773\t0.894\t0.777\n0\t0.657\t0.715\t1.037\t0.678\t-1.669\t0.446\t-0.653\t0.559\t0.000\t1.109\t-0.359\t-0.451\t2.215\t0.691\t-1.205\t1.632\t0.000\t0.712\t0.003\t-0.630\t1.551\t0.888\t1.013\t0.984\t0.627\t0.198\t0.630\t0.648\n1\t0.917\t-0.077\t-1.717\t0.770\t0.616\t0.901\t-1.412\t-0.866\t2.173\t0.757\t-1.012\t-0.142\t2.215\t0.666\t0.443\t0.669\t0.000\t0.551\t-1.437\t0.995\t0.000\t0.920\t0.819\t1.003\t1.170\t0.775\t0.859\t0.789\n1\t0.486\t-0.517\t0.991\t1.006\t-1.126\t0.505\t-1.238\t0.940\t0.000\t1.083\t-0.382\t-0.262\t2.215\t0.393\t-2.238\t0.115\t0.000\t1.050\t1.525\t1.559\t0.000\t0.748\t1.045\t0.991\t0.720\t0.835\t0.828\t0.737\n0\t1.263\t1.327\t1.411\t0.367\t-0.945\t0.479\t1.259\t-1.612\t0.000\t1.312\t1.309\t0.291\t2.215\t0.998\t0.465\t-0.833\t0.000\t0.670\t1.001\t-0.017\t3.102\t0.938\t1.239\t0.991\t0.638\t0.240\t0.727\t0.698\n0\t0.285\t1.213\t-0.991\t1.201\t0.723\t0.521\t1.139\t1.520\t0.000\t0.626\t-0.224\t0.571\t0.000\t1.426\t0.136\t-0.428\t2.548\t1.779\t-0.538\t-1.156\t3.102\t1.289\t1.196\t0.987\t0.945\t0.894\t0.936\t0.815\n1\t1.496\t0.286\t1.390\t1.155\t0.887\t1.071\t0.806\t-0.515\t2.173\t0.455\t-0.493\t-0.205\t0.000\t0.368\t1.077\t1.644\t2.548\t0.410\t-0.707\t0.572\t0.000\t0.375\t0.847\t0.994\t0.619\t0.742\t0.959\t0.785\n0\t1.984\t0.259\t-1.545\t1.152\t1.168\t1.226\t1.067\t0.086\t0.000\t0.507\t0.001\t-0.847\t2.215\t0.563\t-0.305\t-0.527\t2.548\t0.809\t-1.628\t0.939\t0.000\t0.682\t0.742\t1.344\t0.908\t0.188\t0.656\t0.720\n0\t0.485\t1.854\t-0.409\t0.706\t-0.910\t0.973\t1.577\t0.778\t2.173\t0.783\t1.220\t1.403\t0.000\t0.553\t-0.190\t-0.619\t0.000\t0.709\t1.753\t-1.323\t0.000\t1.071\t0.951\t0.990\t1.117\t1.495\t0.956\t0.841\n0\t1.265\t0.272\t1.608\t1.288\t0.456\t1.286\t0.404\t-0.480\t0.000\t0.749\t-1.348\t1.554\t2.215\t1.215\t0.159\t-0.037\t0.000\t1.200\t1.555\t-1.612\t0.000\t0.913\t1.393\t1.523\t1.236\t0.535\t1.196\t1.114\n1\t0.511\t0.288\t-1.522\t1.224\t0.695\t0.637\t-1.024\t1.618\t1.087\t0.496\t-0.170\t0.041\t0.000\t0.276\t1.257\t0.456\t1.274\t0.824\t0.193\t-0.311\t0.000\t0.733\t0.882\t0.997\t0.524\t0.915\t0.663\t0.659\n0\t0.488\t-1.409\t-1.229\t1.234\t-0.358\t0.607\t-1.324\t-0.734\t2.173\t1.511\t-0.763\t1.245\t2.215\t0.534\t-0.712\t0.184\t0.000\t0.532\t-1.874\t0.749\t0.000\t0.552\t0.802\t0.984\t0.683\t1.432\t1.066\t0.835\n1\t1.381\t-1.134\t-1.200\t0.979\t-0.837\t0.747\t-0.485\t1.315\t2.173\t0.529\t0.023\t0.918\t0.000\t1.336\t-0.022\t0.142\t2.548\t1.103\t-0.331\t-0.826\t0.000\t0.921\t0.950\t0.997\t1.091\t1.123\t0.939\t0.798\n0\t0.424\t1.658\t1.697\t0.588\t0.395\t0.619\t0.496\t0.670\t0.000\t0.419\t1.478\t-0.247\t0.000\t0.788\t-0.357\t-1.247\t2.548\t0.840\t-0.176\t1.220\t3.102\t0.983\t1.009\t0.994\t0.589\t0.497\t0.658\t0.595\n0\t1.099\t0.267\t0.858\t0.941\t1.270\t1.220\t-0.452\t-0.775\t0.000\t1.046\t-0.130\t0.263\t2.215\t0.710\t0.169\t1.326\t2.548\t0.577\t-1.975\t-1.655\t0.000\t1.197\t1.036\t0.979\t0.981\t0.764\t0.845\t0.951\n1\t0.327\t2.427\t-0.049\t1.459\t0.912\t0.471\t0.442\t0.625\t0.000\t0.716\t0.311\t-0.532\t0.000\t1.072\t0.830\t-1.502\t2.548\t0.930\t0.379\t-1.195\t0.000\t1.008\t0.802\t0.985\t1.149\t0.864\t0.863\t0.750\n1\t1.930\t-1.199\t-0.882\t1.893\t-0.406\t1.430\t-1.442\t1.263\t0.000\t0.861\t-0.130\t0.561\t2.215\t0.528\t-0.954\t-0.087\t0.000\t0.883\t0.454\t-0.741\t0.000\t0.786\t0.795\t1.104\t1.380\t0.823\t1.033\t0.865\n1\t0.934\t-0.643\t0.199\t0.397\t-1.479\t0.955\t-0.495\t-1.464\t0.000\t1.444\t0.010\t0.109\t2.215\t0.823\t0.561\t-1.249\t0.000\t1.027\t-0.285\t1.222\t3.102\t0.986\t0.829\t0.988\t0.732\t0.947\t0.975\t0.814\n1\t2.113\t-0.792\t-1.488\t1.221\t1.410\t0.811\t-0.157\t0.139\t1.087\t0.281\t-0.591\t-0.918\t2.215\t0.821\t-0.945\t0.080\t0.000\t0.461\t-0.070\t-0.292\t0.000\t0.403\t0.419\t1.125\t0.644\t0.594\t0.892\t0.747\n1\t0.384\t-0.051\t0.008\t1.563\t1.213\t0.808\t0.040\t-0.696\t0.000\t0.771\t1.146\t1.543\t2.215\t1.558\t1.504\t-0.558\t0.000\t1.617\t0.680\t1.138\t3.102\t0.868\t1.250\t0.988\t0.983\t0.405\t0.934\t0.880\n1\t1.076\t-1.608\t1.373\t0.329\t-0.024\t0.424\t-0.160\t0.928\t1.087\t0.265\t-2.045\t-0.659\t0.000\t0.455\t0.232\t-0.458\t0.000\t1.012\t0.068\t-0.943\t3.102\t0.790\t0.750\t0.987\t1.034\t0.694\t0.803\t0.704\n0\t1.442\t1.224\t-1.654\t1.550\t-1.278\t1.174\t0.290\t0.453\t2.173\t0.535\t0.274\t1.642\t0.000\t0.691\t0.874\t-0.520\t0.000\t0.484\t2.393\t-0.540\t0.000\t0.925\t1.079\t0.978\t0.760\t0.428\t1.024\t0.841\n0\t0.604\t0.921\t0.437\t1.140\t-0.590\t0.873\t1.927\t-1.572\t0.000\t1.100\t1.476\t-0.091\t2.215\t1.365\t0.837\t1.404\t2.548\t0.543\t-1.737\t-0.273\t0.000\t0.893\t0.866\t0.992\t0.794\t1.330\t0.913\t0.907\n0\t1.115\t1.355\t-1.633\t1.025\t0.596\t0.688\t-0.342\t-0.800\t0.000\t1.038\t-0.653\t-0.154\t2.215\t0.956\t0.380\t0.951\t2.548\t0.877\t0.174\t-1.688\t0.000\t0.913\t0.949\t1.341\t1.608\t1.075\t1.081\t0.991\n1\t1.316\t0.365\t1.270\t0.187\t-0.262\t0.668\t-0.245\t-0.196\t2.173\t0.860\t-0.649\t-1.264\t2.215\t0.988\t0.816\t0.807\t0.000\t0.709\t-0.083\t-0.903\t0.000\t1.040\t0.922\t0.985\t0.824\t0.945\t0.780\t0.724\n1\t1.517\t-1.215\t-0.639\t0.286\t-1.136\t1.179\t-0.458\t-0.746\t0.000\t1.235\t-0.560\t-0.336\t0.000\t4.053\t-0.702\t1.419\t2.548\t1.567\t-0.594\t0.755\t0.000\t0.938\t0.912\t0.989\t1.763\t1.626\t1.534\t1.335\n0\t0.405\t-0.436\t-0.566\t2.191\t-1.508\t0.840\t1.022\t0.058\t0.000\t1.145\t1.618\t0.265\t0.000\t1.291\t0.702\t1.463\t2.548\t1.171\t-0.050\t1.513\t0.000\t0.775\t0.805\t0.988\t0.937\t0.696\t0.842\t1.102\n1\t1.872\t0.275\t-1.494\t0.445\t0.573\t1.145\t0.875\t0.186\t2.173\t0.587\t1.603\t-1.738\t0.000\t0.559\t-0.470\t-0.965\t0.000\t0.684\t-1.878\t-1.457\t0.000\t0.937\t1.021\t1.211\t0.826\t0.842\t0.920\t0.807\n1\t1.311\t-0.749\t1.343\t0.229\t-0.769\t0.726\t0.878\t-0.452\t1.087\t0.663\t-0.388\t-0.156\t0.000\t0.485\t1.243\t0.512\t0.000\t1.027\t0.266\t-1.557\t3.102\t0.911\t0.934\t0.991\t0.620\t0.811\t0.774\t0.704\n1\t0.707\t0.655\t0.215\t0.397\t1.720\t1.596\t0.289\t1.373\t1.087\t0.919\t-1.346\t-0.455\t0.000\t1.518\t-0.128\t-0.692\t0.000\t0.681\t-0.861\t0.343\t3.102\t1.262\t0.868\t0.993\t0.984\t1.183\t1.332\t1.047\n0\t0.812\t-1.686\t-0.768\t0.866\t1.600\t0.823\t0.714\t-0.167\t2.173\t0.755\t-0.390\t1.303\t0.000\t0.941\t-0.196\t0.938\t2.548\t0.627\t-0.354\t-0.585\t0.000\t0.889\t1.092\t0.987\t0.967\t1.063\t1.220\t0.974\n0\t1.284\t0.596\t-1.017\t0.169\t-0.280\t1.466\t0.932\t-0.437\t1.087\t1.417\t0.933\t1.525\t0.000\t1.853\t0.973\t0.777\t2.548\t1.151\t0.216\t1.055\t0.000\t0.906\t0.958\t0.982\t0.985\t1.829\t1.279\t1.110\n0\t0.617\t-0.564\t1.060\t1.101\t0.253\t0.372\t-0.053\t0.305\t0.000\t0.863\t0.067\t-0.967\t2.215\t0.492\t0.755\t1.572\t1.274\t0.571\t-0.365\t-1.322\t0.000\t0.713\t0.665\t0.993\t0.940\t0.587\t0.838\t0.682\n0\t0.433\t1.946\t1.148\t2.090\t-0.837\t1.783\t0.931\t0.415\t0.000\t1.021\t0.896\t-1.582\t1.107\t0.930\t0.175\t-1.039\t2.548\t0.830\t-0.276\t1.717\t0.000\t2.127\t1.599\t1.287\t1.079\t0.621\t1.167\t1.247\n0\t1.848\t0.807\t1.122\t1.029\t0.123\t0.765\t-2.911\t-0.528\t0.000\t0.803\t-1.244\t-1.723\t0.000\t1.060\t-1.364\t-0.712\t2.548\t1.121\t-0.376\t1.168\t3.102\t2.130\t1.336\t1.496\t0.975\t0.944\t1.202\t1.925\n0\t0.516\t-0.463\t-1.336\t0.118\t-0.368\t1.246\t-0.071\t0.458\t2.173\t1.316\t-0.104\t-1.646\t1.107\t0.456\t1.011\t0.613\t0.000\t0.383\t0.811\t-0.393\t0.000\t0.364\t0.821\t0.978\t1.054\t1.785\t0.995\t0.770\n1\t1.405\t-1.623\t-1.482\t0.355\t-0.434\t0.843\t-1.337\t0.078\t2.173\t0.539\t-1.129\t1.170\t0.000\t0.635\t-0.357\t0.798\t2.548\t0.548\t-0.826\t-1.019\t0.000\t0.655\t0.795\t0.985\t0.881\t0.713\t0.799\t0.665\n1\t1.126\t-0.151\t-0.153\t1.247\t-0.770\t0.713\t-0.489\t0.871\t2.173\t0.437\t-0.035\t1.127\t0.000\t0.883\t0.637\t1.432\t2.548\t1.055\t-0.718\t-1.426\t0.000\t0.759\t0.713\t0.981\t0.938\t0.788\t0.859\t0.752\n1\t1.304\t-0.921\t-0.486\t1.420\t-0.886\t0.688\t0.329\t1.112\t2.173\t0.771\t-1.362\t1.197\t1.107\t0.459\t-2.619\t0.306\t0.000\t0.589\t-0.637\t-1.176\t0.000\t0.915\t0.762\t0.985\t1.594\t1.053\t1.159\t0.986\n1\t0.387\t-1.681\t1.141\t0.462\t0.893\t1.539\t0.080\t-1.099\t0.000\t1.155\t-0.647\t0.984\t0.000\t1.274\t0.044\t0.602\t1.274\t0.790\t-0.186\t-1.698\t0.000\t0.902\t0.883\t0.990\t0.646\t0.408\t0.862\t0.781\n0\t1.813\t0.697\t-0.105\t0.595\t0.050\t1.313\t0.976\t-1.570\t1.087\t0.547\t-1.232\t1.157\t0.000\t0.474\t0.376\t-0.626\t0.000\t1.119\t0.085\t0.589\t3.102\t1.073\t0.771\t0.993\t1.577\t1.329\t1.085\t1.010\n1\t1.577\t0.103\t0.514\t0.304\t-1.598\t1.355\t0.796\t-1.201\t2.173\t0.724\t-1.358\t-0.582\t0.000\t0.886\t-0.264\t0.171\t0.000\t0.884\t0.757\t1.394\t3.102\t0.941\t1.070\t0.988\t1.308\t0.834\t1.207\t1.027\n1\t2.559\t-0.760\t-1.062\t0.168\t-1.673\t1.639\t-1.164\t0.447\t1.087\t0.583\t-1.710\t1.537\t0.000\t0.383\t-0.003\t1.613\t0.000\t0.474\t-0.093\t-0.527\t3.102\t0.723\t1.214\t0.978\t0.530\t0.887\t1.112\t0.935\n1\t0.512\t2.003\t-1.193\t0.580\t1.629\t0.790\t0.940\t0.571\t0.000\t1.074\t0.441\t1.239\t2.215\t1.296\t-0.135\t-1.076\t2.548\t0.941\t-0.203\t-0.570\t0.000\t0.889\t0.855\t0.987\t0.820\t1.156\t0.842\t0.752\n0\t1.237\t0.096\t-0.398\t0.749\t-1.372\t0.473\t1.170\t1.165\t0.000\t1.095\t1.036\t0.697\t2.215\t1.150\t0.337\t-1.724\t0.000\t0.977\t-1.004\t-0.893\t3.102\t0.875\t0.916\t1.025\t0.705\t1.599\t0.974\t0.895\n1\t0.421\t1.651\t-0.894\t0.500\t-0.813\t1.527\t0.155\t0.372\t2.173\t0.922\t0.060\t-1.201\t2.215\t0.955\t-0.768\t1.652\t0.000\t1.020\t-1.738\t-1.722\t0.000\t0.729\t1.045\t0.987\t1.138\t1.727\t1.334\t1.117\n1\t2.447\t0.492\t1.136\t0.786\t0.485\t0.733\t-0.083\t-1.068\t0.000\t0.892\t0.364\t-0.445\t2.215\t1.129\t0.671\t0.398\t0.000\t1.745\t1.071\t-1.176\t3.102\t1.728\t1.111\t1.062\t1.233\t0.869\t1.006\t0.988\n0\t3.276\t-0.698\t0.157\t0.350\t1.531\t2.247\t-1.092\t-1.584\t1.087\t0.595\t-0.312\t1.463\t0.000\t0.598\t-0.878\t-1.355\t2.548\t1.716\t-1.236\t0.146\t0.000\t1.169\t0.778\t1.402\t2.281\t0.314\t1.409\t1.154\n0\t0.426\t-1.842\t1.027\t1.309\t-1.209\t0.869\t-0.880\t0.284\t2.173\t0.547\t-0.305\t0.715\t2.215\t0.547\t-0.956\t1.345\t0.000\t0.941\t-1.430\t-1.194\t0.000\t0.762\t0.978\t0.988\t1.099\t0.484\t0.969\t0.801\n0\t0.711\t-0.606\t-1.401\t0.559\t1.559\t1.157\t-0.637\t-0.798\t1.087\t1.375\t-0.382\t0.587\t2.215\t0.694\t0.893\t1.407\t0.000\t1.371\t0.495\t0.340\t0.000\t0.907\t0.986\t0.994\t1.051\t1.776\t1.144\t0.981\n1\t0.575\t1.471\t1.241\t1.147\t-1.157\t0.885\t-1.095\t0.506\t2.173\t0.485\t-1.130\t1.292\t1.107\t0.741\t-0.551\t-0.698\t0.000\t0.631\t-0.592\t-1.269\t0.000\t0.373\t0.884\t0.988\t1.084\t0.627\t1.172\t0.932\n0\t0.417\t0.017\t-0.260\t2.364\t-1.152\t1.086\t1.530\t0.761\t2.173\t0.449\t1.709\t0.187\t0.000\t0.584\t0.352\t-0.593\t1.274\t0.798\t0.463\t1.298\t0.000\t0.824\t0.726\t0.989\t0.557\t1.113\t1.179\t0.957\n1\t0.485\t0.495\t1.011\t0.929\t-1.153\t0.599\t-0.231\t1.219\t0.000\t0.855\t-0.264\t-1.407\t0.000\t1.049\t-1.136\t-0.319\t2.548\t0.825\t-1.609\t-0.212\t0.000\t1.062\t0.944\t0.989\t1.340\t0.556\t0.962\t0.906\n0\t0.383\t1.378\t-0.309\t3.185\t0.576\t1.240\t1.408\t-1.196\t0.000\t1.147\t0.630\t-0.794\t2.215\t1.143\t0.831\t1.090\t2.548\t0.708\t1.028\t1.601\t0.000\t0.843\t0.927\t1.097\t0.823\t1.218\t1.040\t1.078\n0\t1.977\t0.276\t0.875\t1.501\t0.437\t1.080\t-1.059\t-0.973\t0.000\t0.432\t-0.351\t-0.337\t0.000\t0.585\t0.835\t-1.618\t1.274\t0.688\t0.398\t-1.077\t3.102\t0.947\t1.098\t0.993\t0.856\t0.252\t0.678\t1.023\n0\t1.488\t-0.569\t-1.039\t0.694\t1.479\t0.829\t0.106\t0.304\t0.000\t0.669\t-0.861\t0.710\t0.000\t1.246\t0.589\t-0.914\t2.548\t1.266\t1.118\t0.071\t0.000\t0.994\t0.993\t1.078\t0.901\t1.282\t0.969\t0.905\n1\t0.846\t-0.911\t0.275\t2.294\t0.570\t0.760\t-0.018\t-1.738\t0.000\t0.999\t-0.309\t-1.184\t1.107\t1.244\t0.447\t-1.128\t2.548\t0.722\t1.077\t-0.315\t0.000\t1.346\t1.008\t1.000\t1.915\t0.496\t1.424\t1.343\n1\t0.463\t-0.458\t-1.189\t1.113\t0.314\t1.157\t0.018\t-1.139\t1.087\t0.925\t-0.549\t0.312\t1.107\t2.565\t1.161\t1.687\t0.000\t2.207\t0.538\t0.119\t0.000\t1.570\t1.086\t0.989\t0.998\t1.537\t1.056\t0.866\n0\t1.575\t-0.133\t0.690\t0.911\t1.393\t1.700\t0.238\t-0.678\t0.000\t1.468\t-0.736\t1.038\t2.215\t1.132\t0.077\t-1.286\t1.274\t0.494\t-0.526\t-0.296\t0.000\t0.788\t0.823\t0.988\t0.695\t1.327\t1.220\t1.108\n1\t2.218\t-0.819\t1.543\t0.627\t1.024\t1.113\t-1.041\t-0.222\t2.173\t0.436\t-0.638\t0.788\t0.000\t0.910\t-1.035\t-1.065\t2.548\t0.449\t-0.494\t-0.081\t0.000\t0.407\t0.636\t0.992\t0.874\t0.866\t1.030\t0.786\n0\t3.067\t-0.053\t-1.572\t0.692\t1.486\t1.103\t-1.995\t0.104\t0.000\t0.760\t0.132\t-0.850\t2.215\t0.695\t-1.754\t0.704\t0.000\t1.490\t-0.793\t0.169\t3.102\t0.814\t0.765\t0.979\t0.875\t0.940\t1.040\t1.442\n0\t2.943\t-0.994\t1.227\t2.299\t1.335\t3.010\t0.280\t-0.440\t1.087\t1.422\t-1.647\t1.489\t0.000\t1.146\t-0.189\t0.038\t0.000\t0.634\t0.990\t-0.130\t0.000\t0.725\t1.031\t1.011\t0.837\t0.918\t2.221\t1.682\n0\t2.993\t0.024\t-0.013\t0.531\t-0.358\t0.810\t0.737\t1.447\t0.000\t1.150\t1.142\t1.680\t2.215\t1.319\t0.129\t-0.664\t2.548\t0.682\t-0.802\t1.324\t0.000\t1.099\t0.966\t0.993\t0.794\t1.326\t1.131\t1.095\n1\t0.783\t-1.438\t-1.408\t1.690\t-1.742\t0.815\t-1.032\t-0.147\t2.173\t0.892\t-0.123\t0.578\t0.000\t0.687\t-0.632\t0.654\t2.548\t1.031\t-0.209\t-0.515\t0.000\t0.915\t0.988\t0.975\t0.801\t0.638\t0.850\t0.784\n1\t0.588\t0.577\t0.923\t1.654\t1.678\t0.701\t1.985\t-0.311\t0.000\t0.642\t1.383\t0.548\t1.107\t0.746\t0.840\t-0.532\t1.274\t0.796\t2.027\t-1.418\t0.000\t0.989\t0.876\t0.987\t0.887\t0.636\t0.767\t0.946\n0\t0.555\t-1.112\t-1.107\t0.067\t0.634\t0.608\t0.469\t0.617\t0.000\t0.711\t-0.694\t0.928\t2.215\t1.323\t0.276\t1.555\t0.000\t1.498\t0.452\t-0.649\t3.102\t0.944\t0.859\t0.998\t0.737\t1.113\t0.694\t0.637\n1\t1.782\t1.678\t-0.348\t0.701\t-0.861\t0.411\t2.264\t-1.468\t0.000\t0.997\t-1.550\t1.179\t2.215\t1.347\t0.463\t-1.252\t1.274\t3.225\t0.687\t0.544\t0.000\t2.209\t1.703\t0.983\t3.452\t1.845\t2.222\t1.984\n1\t1.085\t-0.040\t-0.512\t1.608\t-0.953\t0.952\t-0.662\t1.107\t2.173\t0.568\t0.907\t1.513\t2.215\t0.791\t-0.338\t0.529\t0.000\t0.578\t-2.193\t-0.143\t0.000\t1.120\t1.053\t0.990\t0.890\t1.038\t1.078\t1.112\n1\t1.554\t-0.281\t1.428\t0.869\t-1.557\t0.965\t0.685\t-0.005\t2.173\t0.658\t0.051\t0.640\t0.000\t0.821\t0.624\t-1.023\t2.548\t0.694\t-0.719\t-0.828\t0.000\t0.951\t0.968\t0.989\t0.775\t0.880\t0.933\t0.818\n0\t0.282\t1.135\t0.761\t0.814\t-0.187\t0.983\t1.931\t0.756\t0.000\t1.244\t-0.186\t1.685\t0.000\t1.267\t1.297\t-0.257\t2.548\t0.885\t-0.349\t-0.805\t0.000\t1.079\t0.727\t0.978\t1.018\t0.922\t0.919\t0.841\n1\t2.015\t0.074\t0.196\t0.616\t0.850\t0.955\t0.800\t-1.024\t2.173\t0.329\t0.745\t0.092\t0.000\t0.528\t-2.331\t-1.494\t0.000\t0.988\t0.667\t1.568\t3.102\t0.791\t0.918\t0.988\t0.842\t0.741\t0.909\t0.757\n0\t1.381\t0.573\t0.569\t0.751\t-0.271\t0.683\t0.110\t1.279\t2.173\t0.910\t-0.546\t-1.439\t0.000\t0.899\t0.687\t-0.118\t2.548\t0.822\t0.279\t-0.967\t0.000\t0.699\t0.923\t0.986\t0.892\t0.983\t0.744\t0.773\n0\t1.675\t-0.134\t1.429\t0.649\t-1.330\t0.425\t-0.200\t-0.842\t0.000\t0.676\t0.743\t0.559\t2.215\t1.064\t-0.859\t-0.133\t1.274\t0.391\t0.491\t-0.234\t0.000\t0.411\t0.667\t0.989\t1.013\t1.015\t0.858\t0.707\n1\t0.844\t-0.452\t1.709\t0.991\t0.751\t1.308\t-0.721\t-0.545\t2.173\t0.928\t-0.903\t1.573\t0.000\t0.538\t0.505\t0.257\t1.274\t0.420\t-1.963\t0.732\t0.000\t0.843\t0.935\t0.989\t1.248\t0.996\t0.933\t0.856\n1\t1.189\t-0.798\t-1.716\t0.420\t0.571\t1.276\t-0.038\t-0.865\t2.173\t0.731\t-0.396\t-1.603\t2.215\t1.377\t-1.194\t0.208\t0.000\t0.938\t0.130\t0.601\t0.000\t0.853\t1.079\t0.985\t1.201\t0.916\t1.070\t0.934\n1\t0.784\t0.187\t0.216\t0.725\t-0.398\t0.804\t1.435\t1.632\t0.000\t0.619\t0.380\t-1.060\t2.215\t0.560\t1.374\t0.779\t0.000\t0.832\t-0.327\t0.520\t3.102\t0.841\t1.010\t0.986\t0.779\t0.692\t0.739\t0.873\n1\t1.668\t1.308\t0.883\t0.558\t0.885\t0.984\t0.666\t-1.143\t2.173\t0.800\t2.514\t-0.599\t0.000\t0.633\t0.751\t0.467\t2.548\t1.028\t1.631\t0.800\t0.000\t1.187\t0.946\t0.978\t1.454\t0.979\t0.987\t0.962\n0\t1.563\t1.440\t-1.146\t0.238\t0.378\t0.852\t-0.031\t0.332\t2.173\t0.742\t0.675\t1.345\t2.215\t0.735\t-1.261\t0.940\t0.000\t0.745\t-0.744\t-0.083\t0.000\t0.681\t0.999\t0.993\t1.409\t1.022\t1.006\t1.089\n1\t1.714\t0.914\t-0.905\t0.505\t1.285\t1.448\t-0.050\t1.444\t2.173\t2.560\t0.028\t-0.185\t2.215\t1.294\t-1.127\t1.120\t0.000\t2.151\t1.269\t1.278\t0.000\t0.864\t0.874\t1.186\t1.390\t2.821\t1.556\t1.251\n0\t0.759\t0.290\t0.245\t1.818\t-1.090\t0.569\t-0.706\t1.294\t2.173\t0.719\t-1.317\t0.788\t0.000\t0.862\t-0.980\t-0.112\t0.000\t1.285\t-0.937\t-1.461\t3.102\t0.891\t0.882\t1.518\t1.153\t0.585\t0.872\t0.898\n1\t1.395\t0.929\t0.919\t0.583\t-1.520\t1.351\t1.069\t-0.869\t0.000\t1.194\t-0.328\t-0.335\t2.215\t0.782\t-1.000\t0.794\t2.548\t0.389\t0.168\t-1.727\t0.000\t0.922\t1.336\t1.013\t1.032\t0.961\t1.141\t1.064\n1\t0.391\t2.002\t-0.362\t1.186\t1.525\t0.892\t0.331\t-0.263\t2.173\t0.682\t1.288\t-1.468\t0.000\t0.518\t1.891\t0.615\t0.000\t1.185\t0.286\t0.938\t3.102\t0.936\t0.838\t0.988\t1.141\t0.960\t0.838\t0.769\n1\t1.108\t-1.298\t1.717\t1.306\t0.659\t0.950\t0.075\t-0.881\t2.173\t1.415\t-1.919\t-0.270\t0.000\t0.995\t2.042\t1.537\t0.000\t1.258\t-1.076\t1.127\t3.102\t0.932\t1.468\t1.358\t0.689\t1.412\t1.330\t1.484\n0\t1.755\t-1.230\t1.250\t0.664\t-0.171\t1.111\t-2.133\t1.553\t0.000\t0.867\t-0.757\t-0.383\t0.000\t1.012\t-0.210\t-0.919\t2.548\t1.086\t0.309\t-0.196\t0.000\t0.796\t0.836\t1.432\t1.087\t0.980\t0.831\t0.817\n0\t2.186\t-0.417\t0.810\t0.954\t0.537\t2.336\t1.234\t-0.971\t2.173\t1.785\t-1.049\t0.924\t1.107\t0.522\t1.868\t-0.974\t0.000\t0.551\t0.181\t-0.158\t0.000\t0.738\t0.904\t0.981\t1.010\t5.260\t2.620\t1.949\n1\t0.877\t0.086\t0.219\t1.018\t0.250\t1.034\t1.231\t-1.305\t0.000\t1.131\t1.298\t0.639\t2.215\t1.132\t0.867\t-1.709\t0.000\t1.358\t0.987\t-0.072\t1.551\t0.886\t0.909\t0.984\t1.475\t0.674\t1.068\t1.156\n0\t0.303\t-1.653\t-1.154\t0.863\t-1.648\t0.478\t1.243\t-0.902\t0.000\t0.880\t-0.822\t0.608\t0.000\t0.754\t-0.333\t-0.984\t2.548\t0.683\t-1.134\t0.835\t0.000\t0.334\t0.776\t0.991\t0.767\t0.621\t0.595\t0.632\n1\t0.724\t-0.782\t1.216\t1.603\t-1.699\t0.458\t2.936\t-1.739\t0.000\t1.464\t-0.479\t0.215\t2.215\t1.319\t0.586\t-0.303\t2.548\t0.374\t-0.214\t-0.219\t0.000\t1.640\t1.438\t0.987\t1.295\t1.107\t1.582\t1.466\n1\t1.472\t1.506\t0.538\t1.702\t-0.137\t1.362\t1.593\t-1.572\t0.000\t0.432\t0.222\t-1.127\t1.107\t0.607\t0.400\t-0.047\t0.000\t0.794\t0.480\t0.560\t1.551\t1.897\t1.187\t1.252\t0.740\t0.536\t0.810\t0.949\n0\t0.398\t-0.991\t-0.681\t0.656\t-0.492\t0.607\t0.050\t1.651\t1.087\t0.932\t0.307\t0.721\t0.000\t0.704\t0.780\t-1.288\t2.548\t0.772\t-0.446\t-0.194\t0.000\t0.945\t0.917\t0.993\t0.615\t0.511\t0.664\t0.649\n1\t2.553\t-1.408\t0.026\t0.592\t-0.596\t2.056\t-1.070\t1.049\t0.000\t1.208\t2.483\t1.582\t0.000\t1.226\t-1.033\t-0.439\t0.000\t1.880\t-1.003\t-1.322\t1.551\t1.056\t0.739\t0.985\t1.148\t0.460\t0.841\t1.054\n1\t1.508\t-0.041\t0.642\t0.926\t-0.090\t1.080\t0.458\t-1.451\t2.173\t0.976\t1.671\t-0.843\t0.000\t1.088\t0.961\t1.176\t0.000\t1.025\t0.680\t-0.612\t1.551\t0.588\t0.847\t1.003\t1.341\t0.790\t0.923\t0.934\n1\t0.286\t1.733\t1.709\t1.188\t0.277\t3.223\t-0.279\t1.616\t0.000\t3.382\t0.276\t-0.094\t2.215\t2.138\t1.739\t-1.046\t0.000\t1.926\t0.824\t0.283\t1.551\t2.765\t2.764\t0.982\t1.059\t1.130\t2.564\t1.916\n1\t1.376\t0.906\t-0.810\t1.142\t-0.269\t1.449\t1.848\t1.601\t0.000\t0.570\t0.901\t0.504\t1.107\t0.306\t1.439\t1.420\t0.000\t0.462\t0.264\t0.507\t3.102\t1.284\t0.986\t0.987\t0.799\t0.144\t0.733\t0.908\n1\t0.403\t1.239\t0.483\t1.209\t-0.257\t1.969\t-0.551\t1.230\t0.000\t1.331\t0.531\t-0.167\t2.215\t1.386\t-0.077\t-1.294\t0.000\t1.525\t-1.022\t-1.148\t3.102\t1.052\t0.775\t0.984\t1.296\t1.634\t1.789\t1.554\n0\t0.681\t-1.348\t-1.704\t2.095\t1.236\t2.960\t0.096\t-0.321\t2.173\t1.069\t1.220\t-1.719\t0.000\t1.014\t0.537\t0.132\t0.000\t1.746\t1.385\t1.121\t0.000\t1.045\t0.722\t0.988\t3.675\t1.966\t2.413\t2.556\n1\t0.536\t0.762\t0.245\t0.990\t0.032\t1.285\t0.794\t-1.571\t2.173\t0.737\t0.403\t-0.663\t0.000\t1.276\t-0.098\t1.114\t0.000\t0.716\t-0.203\t-0.374\t0.000\t1.029\t1.278\t0.996\t0.971\t1.105\t1.085\t1.038\n0\t1.405\t-0.103\t-0.714\t0.520\t-0.875\t0.828\t0.161\t1.030\t1.087\t1.526\t-0.694\t-1.394\t2.215\t1.207\t0.306\t0.140\t0.000\t1.335\t-0.700\t0.422\t0.000\t0.941\t0.975\t0.984\t0.863\t1.545\t1.104\t1.005\n1\t2.404\t-1.208\t-1.262\t0.375\t1.151\t0.765\t-1.140\t0.444\t2.173\t0.410\t-1.886\t0.143\t0.000\t1.061\t-1.400\t1.158\t0.000\t0.794\t-0.010\t-0.369\t3.102\t0.828\t0.873\t1.083\t1.194\t0.741\t0.858\t0.783\n0\t1.051\t0.688\t1.035\t1.562\t-1.569\t0.645\t-0.118\t0.542\t0.000\t1.062\t-0.865\t-0.669\t0.000\t0.777\t0.926\t-1.672\t2.548\t1.159\t-1.904\t-0.123\t0.000\t1.289\t1.269\t1.269\t0.642\t0.635\t1.142\t1.245\n1\t0.536\t-2.161\t-0.523\t0.782\t0.176\t1.007\t-0.966\t-0.371\t1.087\t0.774\t-0.930\t1.006\t0.000\t1.172\t-0.155\t1.686\t2.548\t0.607\t0.509\t0.937\t0.000\t0.942\t1.091\t0.992\t0.980\t1.415\t0.871\t0.776\n1\t0.755\t-1.317\t0.774\t0.848\t-0.680\t1.553\t-0.864\t1.529\t0.000\t0.833\t-0.699\t0.070\t2.215\t0.961\t0.540\t-0.303\t0.000\t1.455\t-0.317\t0.506\t3.102\t0.912\t0.913\t1.071\t0.706\t0.417\t0.629\t0.691\n0\t0.836\t1.515\t0.305\t0.708\t-0.432\t0.670\t0.054\t1.031\t0.000\t0.974\t1.228\t-1.310\t2.215\t0.909\t-0.941\t0.230\t0.000\t1.018\t-1.030\t-1.200\t0.000\t1.025\t1.040\t0.988\t0.986\t0.214\t1.016\t1.277\n1\t0.793\t-0.546\t-1.602\t1.018\t-1.047\t0.707\t-0.915\t-1.001\t2.173\t1.143\t-0.554\t0.737\t2.215\t0.841\t-1.581\t0.898\t0.000\t0.557\t-2.003\t0.261\t0.000\t0.484\t0.953\t0.986\t1.122\t1.343\t0.863\t0.792\n0\t0.712\t1.462\t-1.368\t0.176\t-1.675\t1.370\t0.889\t-1.105\t2.173\t1.956\t1.630\t0.438\t0.000\t0.547\t0.076\t0.383\t0.000\t0.958\t-0.472\t-1.509\t3.102\t0.623\t1.050\t0.998\t0.654\t1.061\t0.726\t0.649\n1\t0.726\t0.403\t-1.133\t1.431\t0.362\t0.780\t-2.228\t-1.138\t0.000\t1.424\t0.596\t-0.508\t2.215\t1.182\t0.328\t1.000\t0.000\t1.278\t1.383\t1.202\t0.000\t0.976\t0.718\t1.377\t0.987\t0.532\t0.850\t0.795\n1\t0.478\t0.458\t1.405\t1.527\t-0.316\t0.742\t-0.429\t-1.424\t0.000\t1.032\t0.113\t1.625\t0.000\t1.484\t-0.256\t0.599\t2.548\t1.374\t0.664\t-0.187\t3.102\t0.879\t1.235\t1.184\t0.957\t0.941\t0.977\t0.896\n0\t1.003\t-0.158\t-1.601\t1.332\t-0.997\t0.894\t0.334\t-1.050\t1.087\t1.504\t-0.424\t0.566\t0.000\t1.177\t0.108\t0.765\t0.000\t0.983\t-0.978\t-0.136\t1.551\t0.681\t0.862\t0.991\t0.584\t1.099\t1.043\t1.005\n0\t0.562\t0.100\t0.720\t0.518\t-0.365\t0.625\t-1.732\t0.369\t0.000\t0.890\t0.027\t-1.510\t1.107\t0.867\t-1.437\t-1.547\t2.548\t0.667\t-0.301\t-0.162\t0.000\t0.869\t0.900\t0.988\t0.857\t0.834\t0.858\t0.740\n0\t0.838\t-1.188\t1.059\t0.926\t-1.380\t0.399\t0.190\t1.717\t0.000\t1.029\t-0.077\t0.161\t2.215\t0.676\t0.698\t-1.363\t2.548\t0.458\t1.136\t-0.192\t0.000\t0.762\t0.844\t0.989\t0.913\t0.951\t0.855\t0.757\n1\t0.891\t-0.684\t0.886\t0.742\t-0.267\t0.800\t-1.376\t1.379\t2.173\t0.970\t-1.909\t-0.522\t0.000\t1.011\t-0.042\t0.239\t1.274\t1.366\t-1.209\t-1.214\t0.000\t0.958\t1.192\t0.985\t0.591\t1.256\t1.030\t0.893\n1\t1.344\t1.360\t-0.688\t0.637\t-0.182\t2.759\t-0.138\t1.005\t0.000\t2.252\t0.646\t-0.479\t2.215\t1.341\t-1.885\t-1.248\t0.000\t1.029\t1.310\t-1.575\t0.000\t1.013\t2.467\t0.991\t0.707\t0.850\t1.932\t1.587\n0\t1.293\t2.129\t-0.515\t0.631\t1.574\t0.695\t1.435\t0.573\t2.173\t0.323\t0.644\t0.630\t0.000\t1.501\t0.622\t-1.638\t0.000\t0.671\t0.759\t-1.304\t3.102\t0.951\t1.023\t1.191\t0.713\t0.744\t0.695\t0.759\n1\t0.895\t1.219\t-1.735\t0.245\t-1.280\t0.920\t0.198\t-0.698\t0.000\t0.921\t1.530\t0.830\t1.107\t0.899\t0.245\t0.431\t2.548\t1.430\t-1.771\t-1.739\t0.000\t1.402\t1.079\t0.986\t0.909\t0.758\t0.923\t0.833\n1\t1.218\t0.879\t0.954\t1.150\t1.721\t0.609\t-0.442\t-0.915\t0.000\t0.633\t2.455\t0.676\t0.000\t1.078\t0.001\t-0.167\t1.274\t1.212\t0.204\t-1.244\t3.102\t0.878\t1.124\t1.046\t1.053\t0.729\t0.891\t0.850\n0\t0.278\t0.542\t-0.238\t0.912\t0.377\t1.701\t-1.049\t0.808\t2.173\t0.897\t1.528\t-0.487\t2.215\t1.604\t-2.647\t-1.243\t0.000\t2.155\t2.077\t-1.719\t0.000\t1.065\t0.827\t0.979\t0.910\t3.562\t1.912\t1.533\n1\t1.125\t0.984\t1.054\t0.448\t0.851\t2.358\t1.631\t0.640\t0.000\t0.992\t0.253\t-0.796\t1.107\t3.351\t1.235\t-1.003\t2.548\t0.964\t0.560\t-1.341\t0.000\t2.535\t2.318\t0.984\t1.468\t1.173\t1.884\t1.484\n1\t1.157\t-0.196\t-1.152\t0.807\t0.818\t1.395\t0.341\t1.354\t2.173\t0.548\t0.222\t0.567\t2.215\t0.908\t-0.759\t-0.178\t0.000\t2.051\t0.204\t-0.537\t0.000\t0.977\t0.861\t1.311\t1.094\t0.843\t1.066\t0.926\n1\t0.522\t-0.542\t1.219\t1.440\t-0.577\t1.053\t0.123\t1.659\t1.087\t1.131\t-0.649\t0.167\t0.000\t1.092\t0.115\t0.469\t0.000\t0.915\t-0.565\t-0.843\t3.102\t0.959\t0.729\t1.200\t1.134\t0.911\t0.834\t0.774\n0\t0.718\t-2.132\t1.315\t2.040\t-1.600\t0.732\t-1.385\t-0.009\t2.173\t0.705\t-1.960\t-0.383\t0.000\t1.103\t-0.919\t0.486\t0.000\t0.597\t-1.425\t0.601\t0.000\t0.668\t0.657\t0.990\t1.221\t0.771\t0.802\t0.720\n1\t0.982\t0.610\t0.263\t0.861\t1.364\t1.761\t1.128\t1.404\t0.000\t1.577\t0.660\t-0.708\t0.000\t2.121\t-0.678\t-0.585\t2.548\t1.505\t-1.030\t0.844\t0.000\t0.974\t1.137\t1.067\t1.368\t1.248\t1.650\t1.302\n1\t0.540\t0.975\t0.523\t0.616\t-0.129\t3.044\t0.098\t-0.814\t2.173\t3.624\t-0.386\t0.425\t0.000\t2.641\t0.796\t1.597\t0.000\t3.132\t0.267\t1.092\t3.102\t0.911\t1.661\t0.984\t1.431\t3.252\t2.331\t1.700\n1\t1.174\t0.696\t-1.681\t0.560\t0.124\t1.240\t0.971\t-1.154\t1.087\t1.037\t0.936\t0.729\t0.000\t1.223\t1.191\t-0.498\t2.548\t1.351\t-0.995\t0.922\t0.000\t0.639\t2.036\t1.121\t0.906\t0.892\t1.744\t1.370\n1\t1.524\t0.257\t-1.190\t0.305\t-1.703\t0.485\t0.862\t-1.477\t0.000\t0.643\t1.213\t0.704\t2.215\t0.954\t1.234\t0.377\t0.000\t1.315\t-0.116\t0.160\t3.102\t1.253\t1.040\t0.988\t0.896\t0.736\t0.762\t0.739\n0\t2.042\t1.477\t0.032\t0.224\t0.749\t0.629\t0.153\t1.679\t2.173\t0.690\t1.531\t-1.692\t0.000\t0.864\t1.288\t-1.157\t0.000\t1.277\t0.191\t0.026\t3.102\t0.557\t0.995\t0.990\t1.207\t0.946\t0.852\t0.837\n1\t0.852\t-0.490\t1.494\t0.988\t0.771\t1.084\t0.834\t-0.587\t2.173\t0.833\t-0.204\t0.318\t0.000\t0.844\t-0.733\t-1.395\t0.000\t0.853\t0.035\t0.793\t3.102\t1.343\t0.837\t0.991\t1.750\t1.051\t1.123\t0.982\n1\t1.554\t0.416\t1.645\t0.750\t-0.629\t0.996\t-0.950\t0.696\t2.173\t0.902\t-1.119\t-0.325\t0.000\t0.578\t-1.015\t-1.500\t0.000\t0.454\t0.737\t-0.900\t1.551\t0.965\t1.104\t1.329\t0.647\t1.031\t0.951\t0.925\n0\t0.941\t-1.055\t-1.462\t0.971\t0.983\t0.975\t-0.475\t-0.833\t1.087\t0.986\t-1.313\t0.475\t0.000\t0.548\t-1.422\t-0.477\t0.000\t1.208\t-0.443\t0.819\t3.102\t0.861\t1.200\t1.067\t0.678\t1.145\t0.835\t0.787\n1\t0.749\t-0.137\t1.733\t0.557\t0.613\t0.737\t0.926\t-1.017\t2.173\t0.868\t-0.348\t1.191\t0.000\t1.137\t-0.320\t-0.556\t2.548\t0.765\t-1.122\t0.469\t0.000\t0.845\t0.975\t0.983\t1.137\t0.910\t0.953\t0.838\n1\t0.764\t-0.882\t-0.082\t1.263\t-1.291\t0.946\t-0.184\t0.273\t0.000\t0.582\t-0.344\t-1.363\t0.000\t0.951\t-1.591\t-0.855\t0.000\t1.172\t0.208\t0.853\t0.000\t0.875\t0.846\t1.206\t0.604\t0.150\t0.555\t0.688\n1\t0.803\t-0.512\t-0.836\t0.504\t0.497\t0.865\t-0.159\t1.331\t0.000\t0.615\t-0.448\t0.463\t2.215\t1.123\t0.683\t-0.287\t1.274\t0.501\t-0.316\t-0.297\t0.000\t1.006\t1.097\t0.988\t0.653\t0.793\t0.730\t0.722\n1\t0.735\t-1.123\t1.440\t0.679\t-0.575\t1.272\t-0.160\t1.407\t0.000\t1.142\t-0.158\t0.114\t2.215\t1.284\t-0.031\t-0.726\t1.274\t0.821\t2.164\t-0.496\t0.000\t0.820\t1.232\t0.987\t0.999\t0.888\t0.981\t0.914\n1\t0.628\t-0.892\t-0.077\t1.314\t-0.946\t1.313\t-0.751\t1.277\t1.087\t0.550\t-0.508\t-1.522\t0.000\t0.436\t-1.033\t-0.525\t0.000\t0.755\t0.621\t0.290\t0.000\t1.013\t1.106\t0.989\t0.690\t0.780\t0.891\t0.843\n1\t1.231\t0.140\t1.388\t1.043\t-1.195\t0.885\t0.232\t-0.466\t2.173\t1.700\t-2.329\t0.530\t0.000\t1.392\t0.744\t-1.232\t2.548\t0.854\t0.139\t0.751\t0.000\t2.630\t2.794\t1.143\t0.793\t0.971\t2.240\t1.828\n1\t0.546\t-0.274\t0.313\t0.564\t1.044\t1.113\t0.444\t1.048\t2.173\t0.767\t1.483\t-0.372\t0.000\t1.101\t0.456\t-0.518\t0.000\t1.026\t-0.347\t-0.799\t0.000\t0.949\t0.668\t0.983\t0.732\t0.528\t0.782\t0.683\n1\t0.927\t-2.132\t0.691\t1.810\t0.550\t2.071\t0.753\t-0.957\t0.000\t1.980\t-0.844\t-1.682\t0.000\t2.015\t-0.503\t0.548\t2.548\t2.177\t0.770\t1.635\t1.551\t0.714\t0.976\t1.001\t2.251\t1.854\t1.552\t1.284\n0\t0.556\t1.352\t-1.036\t1.079\t0.420\t0.701\t0.250\t-1.082\t0.000\t0.614\t-0.456\t0.818\t2.215\t1.095\t-0.191\t-1.663\t0.000\t1.380\t-0.087\t-0.162\t3.102\t0.869\t0.967\t1.037\t0.865\t0.660\t0.751\t0.832\n1\t0.648\t-0.867\t0.110\t0.256\t1.742\t1.128\t-1.005\t-1.677\t0.000\t1.031\t-0.228\t-0.122\t2.215\t1.440\t-2.508\t0.929\t0.000\t2.177\t-0.201\t0.585\t3.102\t0.925\t1.405\t0.994\t0.678\t0.804\t1.082\t0.890\n0\t0.771\t-0.232\t0.068\t0.993\t-1.725\t0.843\t-0.053\t-1.217\t2.173\t1.066\t-0.847\t0.438\t0.000\t0.796\t-0.153\t1.740\t2.548\t0.798\t0.167\t0.479\t0.000\t0.677\t0.856\t1.211\t0.845\t0.471\t0.820\t0.733\n0\t1.284\t-0.095\t-1.055\t0.862\t0.078\t0.485\t-1.734\t0.653\t0.000\t0.879\t-1.155\t1.380\t2.215\t0.374\t-2.442\t-0.714\t0.000\t0.424\t0.267\t-0.152\t3.102\t0.811\t0.808\t1.243\t0.592\t0.708\t0.711\t0.790\n1\t1.030\t1.361\t1.228\t0.191\t-0.570\t0.507\t0.163\t-1.098\t2.173\t0.770\t1.844\t1.193\t0.000\t1.052\t1.391\t0.484\t0.000\t1.811\t0.911\t-0.289\t3.102\t0.863\t1.030\t0.984\t0.762\t0.833\t0.887\t0.769\n0\t0.328\t0.676\t0.970\t2.030\t-1.372\t0.790\t-0.667\t0.740\t0.000\t1.020\t-0.832\t0.201\t0.000\t1.263\t0.452\t-0.616\t2.548\t1.848\t-0.193\t-0.293\t3.102\t0.909\t0.989\t0.986\t0.845\t0.549\t0.896\t1.119\n1\t0.370\t2.240\t-0.983\t0.504\t-1.527\t0.739\t1.574\t0.135\t0.000\t0.865\t1.110\t1.509\t2.215\t1.186\t0.614\t0.487\t0.000\t1.583\t-0.132\t-1.213\t3.102\t0.955\t1.123\t0.998\t0.729\t0.997\t1.015\t0.855\n0\t1.610\t1.244\t-0.963\t0.917\t-0.865\t1.014\t0.305\t0.824\t0.000\t0.448\t0.563\t-0.703\t2.215\t0.774\t0.823\t1.269\t0.000\t0.708\t0.909\t0.514\t3.102\t0.786\t0.904\t1.007\t0.811\t0.471\t0.589\t0.891\n1\t0.670\t0.044\t1.193\t1.258\t0.166\t1.219\t-0.697\t-1.654\t2.173\t1.372\t-1.160\t-0.085\t0.000\t0.727\t0.430\t1.285\t2.548\t0.384\t-2.021\t-1.288\t0.000\t1.041\t1.270\t1.016\t1.256\t0.916\t1.091\t1.003\n0\t0.906\t-0.455\t0.828\t0.616\t-1.454\t0.593\t-0.053\t0.031\t2.173\t0.476\t0.879\t-1.464\t0.000\t0.613\t-0.939\t-0.062\t0.000\t0.664\t-0.345\t-0.879\t3.102\t0.703\t1.083\t0.991\t0.591\t0.500\t0.714\t0.690\n1\t0.850\t-1.142\t1.593\t0.884\t-0.304\t0.577\t-2.021\t0.813\t0.000\t0.606\t-1.016\t1.314\t2.215\t0.622\t0.041\t-0.442\t0.000\t0.991\t-0.318\t-0.946\t1.551\t0.948\t1.107\t1.189\t0.701\t0.669\t0.741\t0.791\n1\t0.548\t0.608\t0.617\t0.143\t0.972\t1.222\t-0.858\t-0.988\t0.000\t1.008\t-0.140\t1.019\t2.215\t0.768\t-1.176\t-0.362\t2.548\t0.629\t-1.059\t0.574\t0.000\t1.349\t0.867\t0.992\t0.658\t1.052\t0.904\t0.783\n1\t0.502\t0.184\t0.905\t0.300\t0.853\t0.818\t0.337\t-0.563\t2.173\t1.053\t-1.063\t0.299\t2.215\t1.003\t-0.543\t-1.080\t0.000\t0.709\t-2.013\t1.443\t0.000\t0.843\t0.956\t0.989\t0.693\t1.432\t0.971\t0.871\n1\t0.768\t-0.710\t-1.372\t2.113\t-0.830\t1.058\t-0.076\t0.956\t2.173\t0.305\t0.492\t0.961\t0.000\t0.441\t0.242\t0.037\t0.000\t0.505\t-2.495\t-0.133\t0.000\t1.281\t1.386\t0.978\t1.447\t0.790\t1.052\t1.077\n1\t0.280\t-0.000\t0.180\t1.718\t-1.344\t1.089\t1.111\t1.473\t2.173\t1.045\t1.546\t-0.847\t0.000\t1.048\t-0.754\t0.319\t0.000\t1.119\t0.644\t0.524\t3.102\t0.873\t1.054\t0.987\t0.964\t0.906\t1.019\t0.853\n1\t0.599\t0.673\t0.220\t0.789\t-0.813\t0.640\t-1.287\t-1.735\t2.173\t0.988\t-0.398\t-1.231\t0.000\t1.046\t-0.279\t0.180\t0.000\t0.855\t-1.171\t0.414\t0.000\t0.684\t0.911\t0.989\t0.823\t1.647\t0.938\t0.767\n1\t2.046\t0.547\t1.262\t1.213\t1.184\t1.292\t-1.961\t-0.739\t0.000\t1.364\t-0.719\t-0.171\t2.215\t0.655\t-0.538\t1.735\t0.000\t0.890\t-0.133\t0.702\t3.102\t1.805\t1.476\t0.982\t1.646\t0.762\t1.101\t1.468\n1\t0.893\t-0.013\t0.018\t1.731\t1.153\t2.113\t0.500\t0.430\t0.000\t4.139\t0.983\t-1.132\t0.000\t1.228\t-0.033\t-0.428\t2.548\t1.460\t2.321\t1.464\t0.000\t1.148\t1.614\t1.471\t1.075\t0.882\t1.277\t1.220\n0\t2.224\t-1.541\t0.973\t0.827\t0.589\t1.046\t-1.133\t-0.776\t0.000\t1.026\t-0.509\t-0.839\t0.000\t0.722\t-0.810\t1.586\t2.548\t0.380\t-0.821\t0.117\t3.102\t0.704\t0.915\t0.987\t0.546\t0.389\t0.568\t0.886\n0\t0.650\t2.150\t0.122\t0.313\t-0.968\t1.054\t-1.727\t-0.603\t0.000\t1.804\t1.197\t0.715\t2.215\t1.438\t1.245\t-1.565\t2.548\t1.548\t1.204\t1.107\t0.000\t1.421\t0.933\t0.986\t0.914\t1.519\t1.001\t0.857\n0\t0.358\t-0.760\t0.247\t1.364\t-1.066\t0.777\t0.145\t0.548\t0.000\t0.843\t0.538\t0.964\t2.215\t1.636\t0.219\t-1.148\t2.548\t0.561\t1.296\t1.003\t0.000\t0.869\t1.234\t0.987\t0.921\t1.196\t0.830\t0.792\n1\t1.413\t0.070\t-1.608\t0.641\t-1.479\t2.098\t1.907\t0.326\t0.000\t1.160\t1.223\t-1.443\t2.215\t1.792\t0.391\t-1.100\t1.274\t1.203\t0.219\t0.343\t0.000\t0.777\t1.099\t0.989\t1.214\t0.803\t0.892\t0.954\n0\t1.452\t-0.446\t0.091\t0.374\t-1.082\t0.516\t0.567\t-0.996\t2.173\t0.855\t-0.657\t0.575\t1.107\t1.058\t0.413\t1.730\t0.000\t0.752\t-0.837\t1.565\t0.000\t0.797\t0.934\t0.985\t0.794\t1.164\t0.755\t0.726\n1\t0.459\t-0.580\t0.109\t0.831\t-1.377\t0.674\t-1.678\t-0.483\t0.000\t0.533\t-0.085\t1.383\t0.000\t1.211\t1.283\t1.254\t2.548\t0.992\t0.625\t0.376\t3.102\t1.701\t1.392\t0.982\t1.616\t0.659\t1.334\t1.168\n0\t0.827\t-1.997\t0.287\t1.068\t1.401\t0.842\t0.622\t-1.245\t1.087\t0.560\t-0.518\t-1.499\t0.000\t1.361\t-0.902\t0.173\t0.000\t1.064\t0.313\t0.540\t3.102\t1.371\t0.999\t1.099\t2.045\t1.009\t1.412\t1.179\n0\t0.703\t-1.039\t-1.515\t1.416\t1.047\t1.089\t-1.443\t0.011\t2.173\t0.231\t-1.010\t-0.214\t2.215\t0.274\t-1.638\t1.584\t0.000\t1.070\t-0.555\t-1.132\t0.000\t0.522\t0.937\t1.022\t0.613\t0.215\t0.731\t0.643\n1\t0.952\t-1.600\t-0.784\t0.575\t1.351\t0.613\t-1.327\t-0.195\t2.173\t0.856\t-0.070\t1.016\t2.215\t1.360\t-0.679\t-0.630\t0.000\t0.837\t-1.608\t1.331\t0.000\t0.828\t0.956\t0.988\t0.708\t1.190\t0.790\t0.698\n0\t0.365\t-0.408\t0.146\t1.319\t-1.675\t0.988\t0.314\t1.361\t2.173\t1.168\t1.005\t0.241\t2.215\t0.881\t2.078\t-0.689\t0.000\t1.266\t1.432\t-0.216\t0.000\t0.585\t0.908\t0.987\t0.938\t1.459\t1.130\t1.275\n1\t2.138\t0.432\t0.271\t0.399\t1.190\t1.441\t0.969\t-0.982\t0.000\t0.893\t1.032\t-1.737\t0.000\t2.921\t-0.751\t-0.380\t0.000\t3.389\t0.204\t1.200\t3.102\t1.020\t0.993\t0.987\t1.065\t0.872\t0.913\t0.867\n0\t1.203\t1.930\t-0.110\t1.060\t0.559\t0.564\t-2.826\t1.301\t0.000\t1.686\t0.253\t-1.219\t2.215\t0.773\t-0.116\t-0.531\t0.000\t0.826\t0.543\t0.257\t3.102\t0.851\t0.949\t0.982\t0.604\t1.056\t1.097\t1.035\n0\t0.624\t0.911\t0.788\t2.753\t0.122\t1.299\t1.350\t-1.320\t0.000\t0.612\t1.397\t1.072\t2.215\t0.602\t1.779\t1.512\t0.000\t0.548\t-0.438\t-1.395\t3.102\t1.002\t0.987\t1.024\t0.849\t0.730\t0.751\t0.980\n0\t0.329\t-2.328\t-0.489\t2.053\t-0.903\t1.278\t-2.321\t1.237\t0.000\t1.013\t-0.592\t-0.034\t2.215\t0.470\t-1.863\t0.568\t0.000\t0.545\t-0.718\t-1.541\t3.102\t0.819\t0.804\t0.983\t0.938\t0.661\t1.013\t1.033\n0\t1.752\t-0.927\t-1.454\t0.722\t1.305\t0.481\t-0.012\t1.076\t0.000\t1.005\t-0.690\t0.002\t2.215\t0.813\t-0.735\t-0.380\t2.548\t0.476\t0.568\t-0.972\t0.000\t0.749\t0.881\t0.988\t0.839\t0.328\t0.788\t0.744\n1\t0.593\t1.487\t-1.644\t1.839\t1.427\t0.851\t0.437\t-0.405\t2.173\t0.385\t1.149\t-0.045\t0.000\t0.869\t-0.150\t0.996\t2.548\t0.648\t1.720\t-0.058\t0.000\t0.297\t0.807\t0.972\t1.249\t1.073\t0.901\t0.798\n1\t0.491\t0.770\t0.611\t1.057\t0.617\t0.615\t-1.133\t0.720\t2.173\t0.604\t-0.720\t-0.804\t2.215\t0.859\t1.267\t-1.004\t0.000\t0.411\t-2.197\t-1.509\t0.000\t2.433\t1.433\t0.983\t0.646\t0.898\t1.090\t0.947\n0\t0.829\t-1.553\t-0.452\t0.317\t-0.641\t0.701\t-1.823\t0.641\t0.000\t1.377\t-1.058\t-1.441\t1.107\t0.792\t-0.827\t0.091\t2.548\t0.855\t1.660\t0.928\t0.000\t1.030\t1.119\t0.982\t0.902\t1.094\t1.144\t0.985\n1\t1.856\t1.283\t0.428\t0.544\t-1.521\t1.035\t0.807\t-1.411\t1.087\t0.361\t-0.884\t-0.885\t1.107\t0.803\t1.054\t0.885\t0.000\t1.296\t0.025\t0.018\t0.000\t1.037\t0.899\t1.368\t1.274\t0.968\t1.013\t0.905\n1\t1.000\t-0.512\t-1.416\t0.584\t-0.015\t0.931\t-0.925\t1.117\t0.000\t0.448\t-1.912\t0.711\t0.000\t0.617\t-1.375\t-0.552\t2.548\t1.002\t0.750\t-0.607\t3.102\t0.937\t0.853\t1.009\t0.744\t0.914\t0.810\t0.708\n0\t0.550\t0.637\t1.143\t1.323\t-0.815\t0.484\t-0.741\t-0.217\t1.087\t0.607\t-0.289\t0.557\t2.215\t0.711\t-1.555\t-1.670\t0.000\t0.869\t-0.008\t1.569\t0.000\t0.850\t0.867\t1.160\t0.867\t0.543\t0.706\t0.761\n0\t0.428\t-0.488\t1.082\t1.301\t-0.386\t0.478\t-0.628\t-1.453\t0.000\t0.765\t0.232\t0.488\t2.215\t0.575\t0.922\t-0.325\t2.548\t0.752\t-2.228\t1.676\t0.000\t0.920\t0.912\t1.002\t0.696\t0.548\t0.659\t0.660\n1\t1.004\t-2.255\t0.249\t0.635\t0.764\t1.375\t-1.283\t-1.009\t0.000\t0.451\t-1.861\t1.297\t0.000\t1.388\t0.152\t0.532\t2.548\t0.529\t0.278\t-1.533\t3.102\t0.869\t0.982\t0.983\t0.881\t0.630\t0.866\t0.762\n1\t0.996\t-0.802\t0.466\t0.788\t-0.786\t1.626\t-0.873\t0.186\t0.000\t2.490\t-1.061\t-1.495\t2.215\t0.713\t-1.875\t1.241\t0.000\t0.804\t-0.559\t1.307\t3.102\t0.765\t0.996\t1.109\t0.670\t0.786\t0.857\t0.738\n0\t0.700\t-1.020\t-0.370\t0.707\t1.328\t1.121\t-0.525\t-0.200\t2.173\t1.027\t0.151\t1.190\t0.000\t1.493\t0.461\t-1.556\t0.000\t0.866\t0.694\t0.622\t3.102\t1.221\t0.902\t0.988\t0.853\t1.040\t1.087\t0.930\n1\t0.752\t0.347\t0.920\t0.340\t-1.173\t1.016\t0.117\t-0.248\t1.087\t0.964\t0.357\t0.086\t0.000\t1.736\t0.100\t1.379\t2.548\t2.182\t0.382\t-1.548\t0.000\t0.977\t0.913\t0.983\t0.914\t1.646\t0.889\t0.767\n1\t0.827\t0.848\t1.455\t1.473\t1.543\t1.284\t0.526\t0.076\t2.173\t0.930\t0.902\t-0.887\t2.215\t0.440\t0.814\t-0.329\t0.000\t0.427\t1.521\t1.289\t0.000\t0.528\t0.724\t1.000\t1.088\t1.269\t1.150\t0.879\n1\t0.520\t0.381\t-1.379\t1.028\t1.153\t0.802\t-1.235\t-0.748\t2.173\t0.620\t-2.032\t0.736\t0.000\t0.379\t0.010\t1.467\t0.000\t0.749\t-0.455\t-0.531\t3.102\t0.822\t0.719\t0.987\t0.855\t0.334\t1.101\t0.946\n1\t1.468\t-0.625\t0.233\t1.181\t-0.277\t0.839\t2.804\t-1.364\t0.000\t1.400\t-0.430\t1.185\t2.215\t0.793\t0.726\t-1.100\t2.548\t0.854\t0.232\t-0.004\t0.000\t0.585\t0.771\t0.985\t1.166\t1.235\t1.076\t0.827\n1\t0.933\t1.262\t-0.164\t0.417\t0.814\t0.518\t-0.250\t1.410\t2.173\t0.466\t1.327\t-0.893\t0.000\t0.749\t0.670\t1.295\t0.000\t1.146\t-0.972\t-0.458\t3.102\t0.883\t0.822\t0.993\t0.967\t0.897\t0.799\t0.754\n1\t0.979\t-0.755\t-0.507\t1.468\t-1.458\t0.870\t-1.213\t-0.142\t0.000\t1.129\t-0.422\t0.123\t0.000\t1.852\t-0.338\t1.711\t0.000\t2.136\t-0.587\t0.728\t1.551\t0.989\t1.049\t1.254\t0.875\t1.364\t1.106\t1.031\n0\t1.599\t0.746\t-1.571\t1.297\t1.247\t0.587\t-0.515\t-0.179\t2.173\t0.682\t0.811\t0.105\t0.000\t0.753\t0.773\t-0.437\t2.548\t0.531\t1.328\t1.563\t0.000\t0.817\t0.931\t1.131\t0.921\t0.641\t0.924\t0.795\n1\t0.829\t1.447\t1.599\t0.221\t-1.565\t1.473\t-2.364\t-0.738\t0.000\t1.360\t0.811\t1.565\t0.000\t2.473\t0.210\t0.222\t2.548\t1.109\t0.859\t0.929\t0.000\t0.881\t0.765\t0.985\t1.161\t0.998\t0.974\t0.834\n1\t1.230\t-2.115\t1.270\t0.887\t0.717\t0.777\t-1.067\t-0.060\t0.000\t0.600\t-0.492\t-0.335\t2.215\t0.564\t-0.915\t-1.647\t2.548\t1.090\t-0.098\t-1.020\t0.000\t0.728\t0.552\t0.977\t0.659\t0.593\t0.690\t0.650\n1\t0.725\t-0.602\t-1.143\t1.057\t0.170\t0.956\t-0.497\t1.723\t0.000\t0.915\t-0.710\t-0.704\t0.000\t1.275\t-0.251\t0.261\t2.548\t1.387\t-0.646\t1.213\t3.102\t0.790\t1.032\t1.123\t0.797\t0.810\t0.672\t0.677\n0\t0.642\t0.888\t-0.279\t0.848\t1.307\t0.801\t1.405\t-0.526\t2.173\t0.476\t1.743\t0.494\t0.000\t0.588\t2.072\t1.671\t0.000\t1.295\t-0.601\t1.599\t1.551\t0.735\t0.882\t1.012\t0.882\t1.719\t1.078\t0.875\n0\t0.492\t0.150\t-1.313\t0.819\t-0.098\t0.709\t-0.148\t-1.646\t0.000\t0.905\t-0.352\t0.720\t2.215\t0.420\t-1.137\t-0.997\t0.000\t0.949\t0.652\t0.129\t3.102\t0.785\t0.952\t0.993\t0.561\t0.660\t0.723\t0.746\n0\t0.737\t-1.336\t1.561\t0.974\t-0.454\t0.808\t-0.632\t0.739\t2.173\t0.510\t0.186\t0.444\t0.000\t1.313\t0.094\t-1.345\t0.000\t1.123\t0.015\t-1.038\t3.102\t0.762\t0.785\t1.139\t0.961\t1.062\t0.785\t0.685\n0\t0.607\t-2.180\t1.128\t0.096\t-0.062\t1.271\t-0.991\t1.622\t2.173\t1.444\t-0.295\t-0.400\t2.215\t0.773\t0.827\t-0.187\t0.000\t0.469\t-1.103\t0.834\t0.000\t0.863\t1.045\t0.995\t0.847\t2.056\t1.249\t1.065\n1\t1.130\t0.768\t0.132\t0.347\t1.455\t1.421\t0.130\t1.482\t2.173\t1.036\t0.348\t-0.405\t0.000\t0.540\t-1.784\t-0.248\t0.000\t0.507\t0.986\t-0.820\t3.102\t1.655\t1.077\t0.988\t1.094\t0.929\t1.155\t0.970\n1\t0.611\t-1.305\t-0.121\t0.697\t0.494\t1.343\t0.738\t-1.289\t2.173\t0.680\t0.729\t1.283\t2.215\t0.894\t-0.652\t0.095\t0.000\t1.034\t0.233\t0.330\t0.000\t0.845\t1.029\t0.981\t1.413\t1.030\t1.079\t0.968\n0\t1.877\t1.268\t-1.203\t0.627\t1.454\t1.064\t0.772\t0.527\t2.173\t1.503\t-1.440\t-0.624\t0.000\t1.365\t0.250\t1.022\t0.000\t1.076\t1.257\t-0.014\t3.102\t0.541\t0.816\t1.021\t1.340\t0.678\t0.922\t0.826\n1\t1.338\t0.144\t-0.177\t0.338\t-1.198\t0.917\t0.141\t0.877\t1.087\t0.845\t-0.133\t-0.548\t0.000\t1.335\t0.741\t1.559\t2.548\t1.256\t1.806\t-1.644\t0.000\t0.840\t1.283\t0.985\t0.946\t0.923\t1.034\t0.908\n1\t1.694\t-0.752\t0.165\t0.844\t1.005\t0.706\t0.110\t1.408\t0.000\t0.727\t0.294\t-1.367\t0.000\t0.726\t-0.010\t-0.608\t2.548\t0.777\t0.464\t-1.012\t3.102\t0.920\t0.836\t1.138\t0.925\t0.263\t0.675\t0.770\n0\t0.445\t1.682\t-0.952\t0.670\t-1.073\t0.569\t1.101\t0.296\t0.000\t0.703\t-0.073\t-0.871\t0.000\t0.766\t0.033\t1.305\t1.274\t0.608\t0.341\t1.580\t1.551\t1.440\t1.034\t1.000\t0.557\t0.161\t0.630\t0.609\n0\t0.879\t0.731\t-0.161\t1.550\t-0.734\t0.858\t1.300\t0.741\t2.173\t0.701\t1.133\t1.707\t2.215\t0.519\t2.360\t1.449\t0.000\t0.776\t0.572\t0.371\t0.000\t0.966\t0.763\t0.985\t0.993\t0.875\t0.977\t0.870\n1\t0.465\t-0.542\t0.995\t1.102\t-1.410\t0.774\t1.078\t1.721\t0.000\t0.957\t0.039\t-0.222\t2.215\t1.327\t0.637\t0.369\t2.548\t0.774\t-0.209\t0.602\t0.000\t0.889\t1.061\t0.987\t0.877\t0.729\t0.850\t0.779\n1\t0.982\t-0.028\t-0.451\t1.189\t0.560\t1.085\t0.683\t1.312\t2.173\t0.718\t0.507\t0.562\t2.215\t1.370\t0.449\t-0.501\t0.000\t1.408\t0.610\t-1.117\t0.000\t0.829\t0.972\t1.183\t1.209\t0.820\t0.924\t0.883\n0\t0.772\t-0.035\t-0.370\t0.665\t1.344\t1.072\t0.343\t1.011\t0.000\t1.143\t0.193\t-0.789\t0.000\t0.735\t0.994\t-0.315\t2.548\t0.770\t-0.404\t1.600\t3.102\t2.354\t1.346\t0.992\t0.684\t0.758\t0.909\t0.764\n1\t1.030\t-0.752\t1.278\t0.891\t1.737\t0.500\t0.275\t-0.379\t2.173\t0.289\t0.792\t0.369\t0.000\t0.326\t-0.812\t0.873\t2.548\t0.878\t-0.862\t-0.457\t0.000\t0.828\t0.598\t0.985\t0.514\t0.551\t0.740\t0.682\n1\t1.174\t1.794\t0.459\t0.792\t1.346\t1.255\t1.092\t-0.776\t2.173\t0.423\t0.084\t0.031\t0.000\t0.478\t1.347\t-1.710\t2.548\t0.923\t-2.391\t1.741\t0.000\t0.918\t1.112\t0.987\t0.608\t0.742\t0.878\t0.787\n0\t1.561\t-1.619\t1.471\t0.318\t-1.273\t0.656\t-0.016\t0.185\t2.173\t0.571\t-0.232\t1.322\t1.107\t1.175\t-1.711\t-0.366\t0.000\t0.439\t-0.742\t-1.167\t0.000\t0.664\t0.932\t0.986\t1.175\t0.776\t0.806\t0.800\n1\t2.081\t0.738\t0.887\t0.583\t1.512\t0.602\t-0.270\t-0.970\t1.087\t0.735\t-0.822\t-1.203\t0.000\t2.013\t-0.264\t0.024\t2.548\t1.059\t-0.124\t1.721\t0.000\t0.692\t1.209\t0.984\t1.150\t1.070\t1.053\t0.964\n0\t1.168\t1.045\t-1.410\t0.729\t-1.101\t0.705\t0.749\t0.373\t2.173\t0.996\t0.809\t-0.385\t0.000\t1.465\t0.085\t-1.502\t0.000\t2.173\t-0.136\t1.100\t3.102\t0.870\t0.939\t0.978\t1.143\t1.012\t1.130\t1.009\n1\t0.837\t-1.009\t1.163\t1.118\t-1.660\t0.555\t-0.238\t0.132\t2.173\t0.698\t-2.019\t-0.931\t0.000\t1.366\t0.955\t0.170\t0.000\t2.147\t-0.229\t-1.106\t0.000\t0.883\t0.956\t0.987\t1.096\t0.739\t0.924\t1.056\n0\t2.381\t-1.203\t0.390\t0.738\t1.013\t1.205\t0.018\t-1.425\t0.000\t0.848\t-1.173\t-0.616\t0.000\t1.165\t-0.776\t0.945\t2.548\t1.615\t1.759\t-0.650\t0.000\t2.002\t1.043\t0.986\t0.646\t0.360\t0.878\t1.011\n0\t0.630\t-1.053\t-0.137\t0.832\t1.206\t0.949\t-0.516\t-0.697\t2.173\t1.199\t-1.140\t1.142\t0.000\t0.463\t0.312\t0.091\t2.548\t0.637\t-0.171\t-1.313\t0.000\t1.077\t0.884\t0.990\t1.004\t0.652\t0.835\t0.765\n1\t0.747\t-0.331\t0.636\t1.303\t1.250\t1.015\t0.049\t-0.293\t0.000\t0.643\t0.550\t0.987\t2.215\t0.687\t-0.399\t-0.905\t2.548\t0.974\t0.977\t-1.456\t0.000\t1.593\t0.992\t0.990\t0.855\t0.792\t0.778\t0.921\n0\t0.664\t-0.213\t-1.731\t0.881\t-1.082\t0.563\t0.285\t-1.016\t0.000\t1.087\t0.665\t0.496\t1.107\t0.541\t0.038\t0.114\t0.000\t1.305\t-0.369\t1.049\t3.102\t0.854\t0.950\t0.985\t0.779\t0.820\t0.937\t0.830\n0\t0.860\t1.835\t-0.534\t0.723\t0.849\t1.307\t0.502\t0.801\t2.173\t1.341\t0.842\t-0.913\t2.215\t0.676\t0.888\t1.580\t0.000\t0.481\t-1.975\t-1.115\t0.000\t1.670\t1.587\t1.035\t1.245\t1.979\t1.363\t1.294\n1\t1.913\t-0.467\t1.698\t0.906\t-1.395\t0.912\t-0.042\t-0.348\t2.173\t0.427\t1.181\t0.668\t2.215\t0.858\t0.548\t-1.659\t0.000\t1.843\t-1.988\t0.172\t0.000\t0.485\t0.969\t0.998\t1.189\t0.954\t1.082\t0.892\n1\t1.451\t0.077\t-0.796\t0.620\t1.665\t0.813\t-0.071\t1.047\t2.173\t0.622\t-1.494\t0.611\t2.215\t0.338\t1.395\t1.164\t0.000\t0.640\t-2.084\t-0.433\t0.000\t1.962\t1.291\t1.048\t1.012\t0.929\t0.959\t0.940\n0\t1.067\t0.278\t0.954\t0.488\t-0.887\t1.573\t-0.315\t-1.626\t2.173\t1.747\t0.941\t-0.121\t0.000\t0.377\t0.592\t0.028\t2.548\t1.158\t-0.059\t0.651\t0.000\t1.558\t0.805\t0.996\t1.037\t1.072\t1.336\t1.049\n1\t0.811\t0.071\t-0.966\t0.796\t1.316\t1.005\t0.119\t-0.423\t1.087\t0.743\t0.832\t-0.512\t0.000\t1.333\t0.707\t1.358\t0.000\t1.652\t0.058\t-1.691\t3.102\t1.045\t0.941\t0.986\t0.904\t1.241\t0.964\t0.811\n1\t0.969\t-0.318\t0.620\t0.354\t1.708\t0.935\t0.123\t-0.883\t1.087\t0.663\t-0.764\t-1.063\t0.000\t0.613\t1.893\t1.252\t0.000\t0.921\t-0.906\t0.383\t0.000\t0.939\t0.807\t0.996\t0.493\t0.752\t0.711\t0.631\n0\t1.487\t-0.224\t-1.573\t1.524\t1.538\t0.526\t0.813\t0.970\t0.000\t1.506\t-0.882\t-0.251\t0.000\t0.702\t-0.152\t0.400\t2.548\t0.452\t-0.893\t-0.936\t3.102\t2.500\t1.368\t0.993\t0.907\t0.450\t0.825\t0.950\n0\t1.047\t-0.816\t-0.010\t0.827\t0.333\t1.003\t-0.867\t1.124\t2.173\t0.558\t-0.049\t1.413\t1.107\t0.928\t0.213\t-1.155\t0.000\t1.893\t0.500\t-0.671\t0.000\t0.673\t0.840\t0.989\t1.069\t0.546\t0.985\t1.081\n1\t1.226\t-0.234\t-0.511\t0.240\t-1.164\t0.573\t-0.625\t1.407\t0.000\t0.880\t0.877\t0.085\t2.215\t1.184\t0.031\t0.727\t2.548\t0.938\t-0.699\t-1.120\t0.000\t0.859\t0.891\t0.981\t1.053\t0.767\t0.849\t0.822\n0\t1.847\t0.495\t-0.590\t0.105\t-0.422\t1.248\t0.153\t-1.143\t0.000\t2.363\t0.502\t1.526\t0.000\t1.841\t0.540\t0.243\t2.548\t1.670\t1.102\t0.115\t3.102\t1.056\t1.337\t0.988\t0.950\t0.523\t1.022\t0.885\n1\t1.537\t-0.330\t0.614\t0.831\t0.185\t0.707\t-0.560\t-1.445\t0.000\t0.580\t-0.555\t1.482\t0.000\t0.921\t0.475\t-0.742\t2.548\t0.386\t0.280\t-1.199\t3.102\t0.826\t0.879\t0.979\t0.680\t0.187\t0.690\t0.635\n1\t1.338\t0.809\t-1.659\t0.176\t-0.641\t1.262\t0.039\t-0.301\t2.173\t0.896\t1.196\t0.609\t0.000\t0.689\t1.211\t-1.305\t0.000\t0.605\t0.287\t-1.686\t3.102\t1.192\t0.774\t0.985\t1.367\t0.888\t0.904\t0.860\n0\t1.150\t0.764\t0.534\t2.573\t0.700\t1.181\t-0.827\t-1.126\t0.000\t1.569\t0.205\t-1.146\t2.215\t0.576\t1.437\t1.146\t0.000\t0.644\t-0.911\t0.061\t0.000\t1.181\t0.832\t1.001\t2.006\t0.931\t1.331\t1.550\n0\t1.250\t0.715\t0.441\t0.117\t-0.880\t2.270\t0.313\t-1.210\t0.000\t1.246\t0.010\t0.574\t2.215\t0.967\t2.219\t0.008\t0.000\t0.672\t-0.183\t1.174\t3.102\t3.096\t1.735\t0.998\t0.650\t0.436\t1.373\t1.140\n1\t0.646\t-1.430\t1.648\t0.300\t0.766\t1.251\t-0.441\t-0.891\t0.000\t1.297\t-1.001\t0.558\t2.215\t1.055\t-0.439\t-1.525\t2.548\t1.064\t-0.057\t-0.027\t0.000\t0.905\t0.878\t0.979\t0.824\t1.235\t0.737\t0.665\n1\t0.570\t-0.383\t-0.135\t0.935\t1.683\t0.572\t0.077\t1.611\t2.173\t0.426\t-1.591\t-0.121\t0.000\t0.844\t-0.521\t-0.647\t2.548\t0.838\t-2.192\t0.441\t0.000\t0.552\t0.790\t1.009\t0.644\t0.825\t0.852\t0.753\n0\t1.381\t-1.826\t0.712\t0.589\t0.939\t0.962\t-0.478\t-1.145\t2.173\t0.811\t-1.026\t-0.236\t0.000\t0.370\t0.392\t1.558\t0.000\t0.496\t-0.618\t1.739\t3.102\t1.083\t0.987\t1.001\t0.607\t0.389\t0.836\t0.772\n1\t0.904\t1.680\t-1.541\t1.132\t-1.041\t1.572\t-0.151\t-0.135\t0.000\t2.819\t1.405\t0.387\t0.000\t2.705\t-0.257\t-1.685\t2.548\t2.540\t0.652\t-1.612\t0.000\t0.847\t1.043\t0.998\t2.629\t0.325\t1.651\t1.687\n0\t1.299\t-0.694\t1.183\t0.765\t0.181\t0.531\t-2.772\t-0.286\t0.000\t0.229\t-1.205\t-0.751\t0.000\t0.729\t-0.893\t-1.603\t2.548\t0.366\t0.171\t-1.480\t3.102\t0.705\t0.862\t1.084\t0.605\t0.252\t0.629\t0.723\n1\t0.816\t-1.119\t0.202\t0.792\t-1.373\t0.831\t-0.059\t-0.635\t0.000\t1.534\t0.971\t1.511\t0.000\t1.396\t0.950\t-0.170\t0.000\t0.661\t0.323\t0.674\t3.102\t1.373\t0.939\t1.101\t0.810\t0.137\t0.671\t0.823\n0\t2.579\t1.044\t0.380\t0.514\t-0.477\t0.911\t0.070\t-1.724\t2.173\t0.907\t-0.753\t-1.734\t0.000\t0.689\t1.431\t-0.881\t0.000\t0.375\t-0.467\t-1.062\t0.000\t0.724\t0.873\t1.112\t1.072\t1.060\t1.113\t0.913\n1\t1.344\t-1.256\t1.333\t0.535\t0.291\t0.850\t2.465\t-0.917\t0.000\t0.931\t-0.180\t-0.170\t2.215\t1.136\t-0.302\t0.998\t0.000\t0.484\t0.877\t1.350\t3.102\t3.826\t1.978\t0.986\t1.061\t0.715\t1.475\t1.788\n0\t0.898\t-0.140\t-1.102\t0.982\t0.024\t1.452\t-0.587\t0.800\t0.000\t2.042\t0.511\t-1.421\t2.215\t1.195\t1.249\t-0.310\t0.000\t1.548\t-0.227\t-0.015\t1.551\t0.994\t1.070\t1.106\t1.182\t1.666\t1.065\t0.948\n0\t0.415\t-1.384\t-1.051\t0.692\t0.473\t1.044\t-0.323\t-1.191\t1.087\t0.792\t1.571\t0.322\t2.215\t1.124\t0.476\t0.854\t0.000\t0.394\t1.990\t-0.651\t0.000\t1.066\t0.797\t0.989\t0.882\t2.002\t1.126\t0.974\n1\t0.947\t0.672\t0.171\t1.010\t0.997\t1.010\t0.416\t-1.586\t2.173\t1.910\t0.278\t0.290\t0.000\t1.192\t-0.394\t1.720\t2.548\t1.101\t1.899\t-0.050\t0.000\t1.247\t1.431\t0.990\t1.073\t0.640\t1.168\t0.983\n0\t0.964\t0.141\t0.787\t1.260\t-0.184\t0.572\t-0.173\t-1.123\t2.173\t0.636\t0.115\t1.470\t0.000\t0.735\t0.856\t-0.901\t1.274\t0.933\t-1.133\t0.858\t0.000\t0.967\t1.028\t1.171\t0.932\t0.500\t0.716\t0.748\n0\t0.591\t1.725\t-0.151\t1.602\t0.229\t1.456\t-0.315\t1.341\t0.000\t0.618\t0.453\t-0.874\t2.215\t0.581\t-0.942\t1.331\t0.000\t1.134\t-1.688\t-0.899\t0.000\t0.933\t1.110\t0.985\t0.665\t0.369\t0.954\t1.078\n1\t1.049\t2.093\t-1.375\t0.922\t1.368\t0.707\t0.737\t0.516\t1.087\t0.728\t1.069\t-0.613\t2.215\t0.588\t0.616\t1.656\t0.000\t0.853\t-0.454\t-0.310\t0.000\t0.918\t0.866\t0.994\t0.857\t0.919\t0.836\t0.814\n0\t1.128\t-1.356\t0.629\t0.494\t-1.614\t0.572\t-0.965\t-0.153\t1.087\t0.775\t-1.510\t-1.382\t0.000\t0.655\t-1.384\t-0.698\t0.000\t0.914\t-0.113\t1.261\t3.102\t0.631\t0.816\t0.985\t0.766\t0.803\t0.653\t0.646\n0\t0.941\t-1.123\t-1.040\t2.095\t0.802\t1.836\t-0.672\t-1.644\t1.087\t1.276\t-0.633\t-0.164\t0.000\t1.282\t-0.071\t-0.454\t0.000\t1.198\t0.278\t0.410\t3.102\t0.763\t0.831\t1.938\t1.678\t1.720\t1.321\t1.285\n1\t0.511\t-0.449\t1.122\t0.284\t0.557\t1.041\t-2.229\t0.984\t0.000\t2.503\t-0.361\t-0.643\t2.215\t1.992\t-0.106\t1.343\t0.000\t0.756\t0.502\t0.318\t0.000\t1.189\t0.860\t0.989\t1.429\t0.813\t1.123\t0.983\n0\t1.709\t-0.562\t-0.247\t1.014\t0.140\t0.631\t0.776\t-1.329\t2.173\t0.944\t1.234\t1.623\t0.000\t0.323\t-1.074\t1.320\t2.548\t0.622\t0.791\t1.099\t0.000\t0.482\t0.760\t0.993\t1.465\t0.751\t0.948\t1.059\n0\t0.690\t2.262\t0.632\t1.367\t-0.377\t0.829\t1.437\t0.563\t2.173\t0.967\t0.913\t1.680\t0.000\t0.956\t0.548\t-0.780\t2.548\t0.709\t1.449\t-0.789\t0.000\t0.964\t1.090\t1.061\t1.033\t1.146\t0.873\t0.862\n0\t0.350\t-1.405\t0.272\t1.234\t-1.399\t0.990\t0.161\t-0.262\t0.000\t0.712\t-1.581\t1.588\t0.000\t1.015\t-0.704\t1.114\t0.000\t1.683\t0.254\t0.250\t3.102\t0.788\t1.259\t0.991\t0.517\t0.710\t0.765\t0.704\n0\t1.415\t0.037\t1.240\t0.926\t0.690\t1.024\t0.933\t-0.636\t0.000\t1.092\t0.501\t-0.982\t2.215\t0.975\t-0.548\t0.993\t2.548\t0.798\t0.489\t0.035\t0.000\t0.823\t0.742\t0.989\t0.514\t1.252\t0.905\t0.982\n1\t1.085\t-0.172\t-0.509\t0.299\t1.402\t1.361\t-0.408\t1.363\t0.000\t0.784\t-1.006\t0.008\t2.215\t1.087\t0.292\t-0.630\t2.548\t0.546\t-0.095\t0.136\t0.000\t1.194\t1.228\t0.991\t0.668\t0.894\t0.960\t0.817\n1\t0.856\t-0.263\t-0.637\t0.927\t1.480\t0.794\t0.272\t-1.508\t2.173\t1.246\t-0.871\t0.723\t0.000\t0.830\t-0.515\t-0.251\t2.548\t0.621\t-0.742\t0.191\t0.000\t0.529\t0.672\t1.165\t0.780\t1.016\t0.865\t0.773\n1\t0.773\t-0.461\t-0.169\t0.771\t0.663\t0.975\t-0.060\t1.362\t0.000\t1.377\t0.461\t-0.877\t2.215\t0.864\t-1.139\t0.306\t0.000\t1.177\t-0.569\t-1.433\t3.102\t0.733\t0.869\t0.987\t1.339\t0.894\t0.931\t0.847\n0\t0.592\t-0.341\t-1.697\t0.574\t0.492\t1.049\t-0.183\t-0.766\t2.173\t1.029\t-0.208\t0.636\t0.000\t1.185\t0.145\t1.246\t2.548\t0.760\t-0.842\t-0.944\t0.000\t1.234\t0.946\t0.979\t1.019\t1.369\t0.921\t0.821\n1\t0.799\t-1.181\t-0.953\t0.058\t1.540\t1.267\t0.052\t1.393\t0.000\t1.605\t0.229\t-0.192\t0.000\t1.369\t-0.917\t-1.305\t2.548\t1.188\t-0.736\t-0.103\t3.102\t0.943\t0.763\t0.981\t0.665\t0.863\t0.869\t0.749\n0\t0.486\t0.917\t-1.428\t0.953\t0.209\t0.477\t-0.218\t1.431\t2.173\t0.977\t0.292\t0.635\t0.000\t1.078\t0.262\t-0.502\t0.000\t0.552\t-1.696\t-1.136\t0.000\t1.311\t1.029\t0.988\t0.550\t0.556\t0.625\t0.632\n1\t1.416\t-0.021\t0.339\t1.366\t0.062\t2.933\t2.773\t1.684\t0.000\t2.287\t0.487\t-0.305\t1.107\t1.477\t-0.253\t0.013\t2.548\t1.081\t-0.116\t-1.267\t0.000\t5.742\t5.296\t0.988\t0.961\t0.956\t3.801\t3.027\n0\t0.879\t-0.469\t1.725\t1.782\t1.294\t0.822\t-0.636\t-0.305\t0.000\t1.469\t-0.459\t0.256\t2.215\t0.905\t-0.280\t-1.149\t0.000\t1.283\t-0.763\t-1.042\t3.102\t1.100\t1.134\t0.990\t0.984\t1.174\t1.031\t0.982\n0\t0.558\t0.054\t-0.966\t1.552\t0.063\t1.944\t-1.411\t-1.711\t2.173\t2.035\t0.348\t-0.189\t2.215\t1.361\t-1.597\t1.012\t0.000\t0.407\t0.691\t1.267\t0.000\t1.394\t1.504\t1.032\t0.726\t4.128\t2.052\t1.661\n1\t1.555\t-1.215\t1.137\t1.050\t1.113\t1.293\t-2.137\t-0.846\t0.000\t0.974\t-0.521\t1.120\t0.000\t1.654\t-0.520\t-0.562\t1.274\t1.343\t0.070\t0.315\t3.102\t0.839\t1.103\t0.977\t1.260\t0.895\t1.167\t0.989\n0\t1.372\t-1.143\t1.132\t0.217\t0.252\t1.012\t-1.329\t0.152\t2.173\t1.175\t-1.867\t-1.175\t0.000\t0.574\t0.077\t0.748\t2.548\t0.464\t1.776\t-1.343\t0.000\t0.814\t0.641\t0.977\t0.952\t0.881\t0.974\t0.860\n0\t1.455\t-0.422\t0.302\t0.582\t-1.719\t1.187\t-0.801\t-1.720\t2.173\t1.139\t-1.354\t-0.258\t2.215\t0.772\t-0.060\t0.998\t0.000\t0.743\t-0.531\t-1.029\t0.000\t0.844\t1.008\t1.235\t1.154\t1.733\t1.061\t0.866\n0\t0.555\t0.969\t0.917\t1.102\t1.643\t0.656\t-0.543\t-1.088\t2.173\t1.208\t0.587\t-0.206\t2.215\t0.590\t-0.101\t1.229\t0.000\t0.483\t1.454\t1.091\t0.000\t0.892\t0.940\t0.980\t1.259\t1.228\t1.236\t0.973\n1\t2.378\t0.123\t0.742\t0.116\t1.479\t1.044\t-0.611\t-1.045\t2.173\t0.560\t-0.612\t0.118\t1.107\t0.686\t1.684\t1.528\t0.000\t0.623\t0.829\t0.963\t0.000\t0.474\t0.985\t0.978\t1.424\t0.975\t1.032\t0.985\n1\t1.042\t0.051\t0.154\t0.870\t-0.234\t1.077\t0.370\t-1.568\t2.173\t0.419\t-0.289\t1.095\t1.107\t0.346\t-0.246\t1.630\t0.000\t0.443\t-1.044\t0.189\t0.000\t0.471\t0.765\t0.987\t0.761\t0.748\t0.866\t0.705\n0\t0.613\t-1.118\t1.415\t1.209\t1.334\t1.133\t0.753\t-0.738\t0.000\t1.112\t-1.066\t0.801\t1.107\t1.404\t-0.312\t-0.849\t2.548\t1.102\t0.393\t-0.156\t0.000\t0.889\t0.919\t0.986\t0.935\t1.419\t1.237\t1.616\n0\t0.386\t0.831\t-1.302\t1.893\t0.274\t1.105\t0.233\t0.397\t2.173\t1.095\t-2.515\t-1.581\t0.000\t1.545\t0.424\t-1.506\t2.548\t0.990\t1.367\t-1.249\t0.000\t5.555\t3.481\t1.171\t0.828\t1.622\t2.418\t2.069\n1\t0.845\t-1.609\t0.810\t1.558\t1.451\t0.335\t-1.312\t0.191\t0.000\t0.554\t0.584\t-0.726\t1.107\t0.354\t0.910\t-1.239\t2.548\t0.427\t0.697\t1.375\t0.000\t0.913\t0.721\t0.994\t1.336\t0.230\t1.216\t0.992\n0\t0.388\t1.704\t1.305\t0.284\t0.853\t0.952\t1.375\t0.538\t0.000\t1.331\t0.463\t-1.178\t2.215\t0.822\t1.208\t-0.846\t2.548\t0.676\t0.770\t1.394\t0.000\t0.900\t0.934\t0.997\t0.879\t0.587\t0.913\t0.802\n1\t1.442\t-0.925\t1.259\t0.212\t-0.909\t3.287\t-1.614\t-0.248\t0.000\t1.999\t-0.292\t1.527\t2.215\t0.926\t-1.405\t-1.179\t0.000\t0.380\t-1.185\t0.925\t3.102\t0.604\t1.032\t0.984\t0.463\t0.618\t0.630\t0.621\n1\t1.187\t-0.438\t1.363\t1.574\t-1.497\t1.670\t-0.946\t-1.536\t2.173\t2.983\t-0.570\t0.003\t0.000\t1.277\t-0.760\t0.631\t2.548\t0.373\t0.043\t-0.297\t0.000\t0.577\t0.912\t1.015\t0.832\t1.692\t1.510\t1.331\n1\t0.384\t-1.929\t-1.431\t1.918\t0.866\t0.788\t-1.299\t-1.085\t2.173\t0.428\t-0.593\t-0.693\t0.000\t0.336\t0.424\t0.490\t1.274\t0.665\t-1.755\t0.121\t0.000\t0.736\t0.704\t1.043\t0.953\t0.906\t0.898\t0.755\n0\t0.485\t1.476\t-1.048\t1.986\t-0.266\t1.090\t-0.293\t0.950\t0.000\t1.013\t0.149\t-1.665\t2.215\t1.553\t1.353\t0.014\t0.000\t1.163\t-1.037\t-0.822\t3.102\t0.820\t0.951\t0.984\t2.193\t1.004\t1.606\t1.529\n1\t0.800\t-0.470\t0.891\t1.003\t-0.598\t0.661\t1.229\t0.785\t0.000\t1.181\t-0.482\t-1.298\t2.215\t0.840\t-0.409\t0.633\t1.274\t0.472\t-0.167\t0.004\t0.000\t0.868\t0.780\t1.209\t0.905\t1.044\t0.913\t0.833\n0\t0.785\t0.352\t-0.465\t1.626\t1.507\t1.154\t0.304\t0.362\t0.000\t1.221\t0.906\t-1.094\t2.215\t1.395\t-0.789\t-1.121\t0.000\t0.558\t-1.105\t0.432\t0.000\t0.986\t0.741\t1.532\t1.072\t1.004\t0.902\t0.878\n1\t2.118\t-1.267\t0.630\t0.610\t-1.467\t1.291\t-0.730\t-0.591\t0.000\t0.990\t-1.643\t1.628\t0.000\t0.911\t-0.166\t-1.588\t0.000\t1.620\t0.229\t1.410\t3.102\t0.915\t0.701\t1.496\t1.264\t0.843\t0.928\t0.964\n1\t1.359\t-0.088\t-0.511\t0.603\t1.091\t1.219\t-0.497\t-0.967\t2.173\t1.148\t0.278\t0.880\t2.215\t0.777\t-0.136\t1.147\t0.000\t1.278\t-0.402\t1.737\t0.000\t0.928\t0.744\t1.244\t0.976\t1.871\t1.033\t0.891\n0\t1.021\t0.166\t1.100\t0.922\t-1.050\t0.688\t0.604\t-0.003\t2.173\t0.474\t0.346\t-0.505\t0.000\t1.134\t-0.526\t1.316\t0.000\t0.967\t0.963\t-0.925\t1.551\t1.247\t0.995\t1.255\t0.951\t0.681\t0.765\t0.727\n1\t0.419\t1.625\t-1.273\t0.463\t1.674\t0.917\t1.419\t-0.246\t0.000\t0.915\t0.232\t-0.165\t1.107\t1.746\t0.267\t1.515\t2.548\t0.731\t-2.251\t0.989\t0.000\t4.994\t2.768\t0.974\t0.685\t1.342\t1.850\t1.409\n1\t0.953\t0.066\t1.573\t0.384\t-0.934\t0.594\t-0.620\t-0.595\t2.173\t0.327\t-1.509\t1.617\t2.215\t0.387\t-1.051\t0.022\t0.000\t0.920\t0.640\t-0.516\t0.000\t0.796\t0.764\t0.994\t0.755\t0.669\t0.553\t0.568\n0\t2.077\t-0.626\t-0.641\t0.502\t-0.547\t1.123\t-0.659\t0.790\t1.087\t0.956\t-0.083\t-1.168\t0.000\t0.681\t-1.111\t0.373\t2.548\t0.953\t-0.643\t-1.639\t0.000\t1.151\t0.970\t0.986\t1.426\t0.504\t0.949\t0.910\n1\t0.282\t-1.190\t-0.474\t1.056\t1.229\t0.628\t0.866\t-0.013\t2.173\t1.082\t0.182\t-1.174\t2.215\t1.039\t-0.194\t0.324\t0.000\t0.932\t-0.784\t1.711\t0.000\t1.107\t1.081\t0.987\t2.156\t1.132\t1.646\t1.291\n0\t0.958\t-0.018\t-0.031\t1.109\t-0.873\t1.060\t1.405\t1.241\t2.173\t0.769\t-0.539\t1.697\t0.000\t1.335\t-0.749\t-0.514\t2.548\t0.630\t0.246\t0.386\t0.000\t0.928\t0.952\t0.989\t1.466\t2.514\t1.316\t1.085\n0\t0.608\t-0.582\t0.273\t1.292\t0.192\t0.736\t-0.183\t1.162\t2.173\t0.650\t-0.253\t-1.144\t0.000\t1.173\t0.293\t-0.879\t0.000\t0.880\t1.246\t1.027\t0.000\t0.909\t0.785\t0.977\t1.195\t1.203\t1.256\t1.708\n0\t0.909\t0.076\t1.658\t2.207\t-1.278\t1.372\t-0.332\t0.411\t2.173\t0.360\t-1.976\t0.681\t0.000\t0.702\t0.406\t-1.497\t0.000\t1.236\t0.116\t-0.386\t3.102\t1.413\t1.045\t0.988\t1.772\t0.966\t1.182\t1.071\n0\t0.905\t0.422\t1.021\t0.617\t-0.916\t0.649\t1.023\t-0.100\t0.000\t0.731\t0.714\t-0.785\t0.000\t1.585\t1.220\t1.633\t1.274\t0.714\t1.075\t0.914\t3.102\t0.875\t0.759\t1.020\t0.822\t0.491\t0.757\t0.693\n1\t1.363\t0.719\t-0.809\t0.356\t-0.158\t1.253\t1.426\t0.815\t2.173\t0.690\t1.173\t-0.548\t0.000\t0.589\t0.046\t1.433\t2.548\t0.921\t0.195\t-1.329\t0.000\t0.853\t0.731\t0.989\t1.264\t0.984\t0.911\t0.826\n1\t0.398\t1.952\t1.666\t0.457\t-1.278\t1.591\t0.129\t-0.196\t0.000\t1.003\t0.564\t-1.111\t1.107\t1.124\t0.503\t1.295\t2.548\t1.835\t-0.513\t-1.425\t0.000\t1.009\t1.056\t0.989\t0.654\t0.933\t0.748\t0.671\n0\t0.515\t0.347\t-1.396\t1.738\t-1.448\t0.720\t0.807\t-0.248\t2.173\t0.516\t-1.173\t0.779\t0.000\t0.865\t0.830\t1.198\t0.000\t1.254\t0.325\t0.306\t3.102\t0.946\t0.947\t0.991\t1.079\t0.527\t0.883\t0.929\n1\t0.554\t-0.461\t0.015\t0.637\t-1.568\t0.520\t-1.282\t1.703\t0.000\t0.584\t-1.070\t0.012\t0.000\t0.971\t-0.016\t1.527\t2.548\t0.486\t1.170\t0.409\t3.102\t1.175\t0.963\t0.988\t0.578\t0.601\t0.754\t0.687\n0\t0.356\t1.693\t0.726\t1.208\t-0.809\t0.436\t0.743\t1.252\t2.173\t0.868\t0.099\t-1.308\t2.215\t0.589\t-0.071\t-0.129\t0.000\t0.393\t0.809\t0.167\t0.000\t0.323\t0.635\t0.990\t0.982\t0.733\t0.992\t0.828\n1\t3.036\t-0.339\t-1.591\t0.431\t-1.148\t1.845\t0.268\t-0.085\t0.000\t0.952\t-0.010\t1.685\t2.215\t1.540\t-0.455\t0.300\t2.548\t1.620\t-0.145\t1.259\t0.000\t0.746\t0.756\t0.994\t1.405\t1.261\t0.973\t0.811\n1\t1.472\t0.834\t-0.360\t1.221\t0.076\t1.352\t0.558\t1.724\t2.173\t0.605\t0.892\t0.415\t0.000\t0.362\t-0.271\t0.589\t2.548\t0.514\t-0.533\t-1.592\t0.000\t0.943\t1.076\t0.978\t0.607\t0.839\t1.000\t0.830\n0\t0.529\t-1.785\t-0.663\t0.412\t0.155\t0.494\t-0.538\t-1.395\t2.173\t0.723\t-1.027\t1.140\t0.000\t0.502\t-1.215\t-1.166\t2.548\t0.754\t-1.703\t0.158\t0.000\t0.894\t0.881\t0.983\t0.567\t0.283\t0.557\t0.560\n0\t0.382\t-0.738\t-1.493\t1.946\t1.048\t0.935\t0.890\t-0.828\t2.173\t0.784\t1.611\t-0.011\t0.000\t0.651\t0.465\t-1.480\t2.548\t0.548\t2.411\t0.940\t0.000\t0.856\t0.921\t0.984\t1.399\t0.571\t0.905\t1.044\n0\t0.387\t1.501\t-0.468\t2.235\t0.531\t0.812\t0.882\t1.185\t2.173\t0.997\t0.874\t-0.865\t0.000\t0.772\t1.414\t-1.628\t0.000\t0.580\t0.021\t-1.035\t0.000\t0.964\t1.112\t1.009\t0.995\t0.898\t0.833\t0.867\n1\t0.376\t2.073\t0.598\t1.021\t-1.246\t0.911\t0.941\t-0.626\t2.173\t0.858\t0.243\t0.499\t0.000\t1.401\t0.739\t-1.440\t2.548\t1.062\t-0.426\t1.285\t0.000\t0.943\t1.145\t0.983\t0.773\t0.947\t0.976\t0.857\n1\t0.314\t1.057\t-0.787\t0.841\t1.269\t0.663\t-1.155\t1.391\t0.000\t1.266\t-0.931\t-0.405\t2.215\t0.970\t0.240\t-0.126\t2.548\t0.598\t0.289\t1.494\t0.000\t0.804\t1.047\t0.988\t2.557\t0.820\t1.636\t1.514\n1\t0.992\t0.438\t-0.627\t1.443\t1.623\t0.784\t-0.125\t1.073\t0.000\t1.158\t0.491\t1.364\t0.000\t1.035\t0.872\t0.155\t2.548\t1.034\t-0.272\t-0.695\t3.102\t0.833\t1.074\t1.487\t1.034\t0.772\t0.854\t0.847\n0\t0.568\t0.736\t-0.123\t1.885\t0.807\t0.808\t2.065\t-0.861\t0.000\t0.487\t1.332\t1.459\t2.215\t0.388\t2.030\t-0.465\t0.000\t0.858\t-0.354\t-1.713\t3.102\t0.359\t0.727\t1.066\t0.866\t0.619\t0.807\t0.872\n1\t1.210\t-0.124\t1.445\t0.413\t1.641\t0.473\t-0.929\t0.941\t0.000\t0.550\t1.226\t-0.848\t2.215\t0.984\t-0.267\t-0.197\t2.548\t0.636\t-1.724\t-0.962\t0.000\t0.921\t0.886\t1.002\t0.903\t0.799\t0.852\t0.731\n1\t1.016\t0.492\t-0.322\t0.531\t1.569\t0.730\t-0.866\t-0.028\t0.000\t1.075\t-0.048\t1.436\t2.215\t2.102\t0.459\t0.653\t2.548\t2.269\t-0.021\t-1.312\t0.000\t0.489\t1.224\t1.009\t0.895\t1.128\t1.075\t0.936\n0\t1.623\t-0.061\t0.983\t0.969\t0.476\t0.626\t0.925\t-0.640\t0.000\t1.009\t0.106\t-0.512\t0.000\t1.086\t0.428\t-1.703\t2.548\t0.599\t0.243\t-1.172\t0.000\t1.039\t0.972\t0.993\t0.880\t0.773\t0.742\t0.722\n0\t0.475\t-1.581\t1.691\t1.960\t-0.557\t1.004\t-0.232\t1.481\t2.173\t0.708\t-0.396\t0.500\t0.000\t0.566\t-1.066\t-0.585\t2.548\t0.381\t1.992\t1.079\t0.000\t1.331\t1.093\t1.201\t1.538\t1.009\t0.986\t1.142\n0\t0.290\t0.429\t0.626\t0.529\t-1.402\t0.600\t0.672\t0.139\t2.173\t0.519\t2.277\t1.671\t0.000\t0.675\t0.301\t-0.868\t2.548\t0.997\t0.892\t1.213\t0.000\t0.757\t0.759\t0.989\t0.719\t0.641\t0.731\t0.788\n0\t0.287\t-0.457\t0.905\t1.937\t-1.665\t1.984\t0.503\t-1.193\t0.000\t1.504\t0.153\t0.622\t2.215\t2.698\t-0.625\t0.520\t2.548\t1.772\t0.294\t-0.066\t0.000\t2.445\t2.256\t0.992\t1.665\t0.951\t1.857\t1.530\n1\t0.900\t0.531\t-0.660\t1.408\t0.124\t1.369\t-0.232\t-1.486\t0.000\t0.582\t-0.822\t-0.197\t1.107\t1.054\t-0.543\t0.777\t0.000\t0.522\t0.792\t0.535\t0.000\t0.720\t0.712\t1.013\t0.707\t0.676\t0.616\t0.609\n1\t1.370\t-0.455\t-0.731\t0.558\t-1.726\t1.043\t0.124\t0.722\t2.173\t1.292\t-0.862\t0.068\t2.215\t0.971\t-0.716\t1.725\t0.000\t1.158\t0.031\t-1.361\t0.000\t0.960\t1.219\t0.987\t1.157\t1.310\t1.089\t0.947\n1\t2.366\t-0.719\t-1.389\t0.746\t-0.676\t0.680\t-0.352\t-0.380\t0.000\t1.615\t-0.190\t0.703\t2.215\t0.298\t-1.079\t1.028\t0.000\t0.541\t-0.525\t-0.889\t3.102\t0.846\t1.040\t1.105\t0.524\t0.856\t0.981\t0.836\n0\t1.442\t-0.783\t-0.616\t0.735\t-1.374\t0.587\t-0.044\t0.031\t0.000\t0.860\t-1.968\t-1.660\t0.000\t0.882\t-0.943\t0.775\t2.548\t0.915\t0.305\t-1.692\t3.102\t2.311\t1.388\t0.985\t0.728\t0.755\t0.962\t0.881\n0\t0.413\t-0.407\t0.016\t1.470\t-0.182\t1.656\t0.595\t-0.703\t2.173\t2.424\t0.866\t1.118\t1.107\t1.107\t0.698\t1.433\t0.000\t1.508\t1.112\t-1.718\t0.000\t0.819\t1.329\t0.991\t0.965\t2.972\t1.532\t1.289\n0\t0.517\t1.589\t1.444\t0.934\t-0.764\t0.561\t-0.916\t-1.150\t2.173\t0.721\t0.703\t1.601\t2.215\t0.806\t-0.711\t0.957\t0.000\t1.004\t-0.652\t0.388\t0.000\t0.869\t0.937\t0.992\t0.897\t1.036\t1.237\t1.632\n1\t0.580\t-0.841\t-1.196\t0.523\t0.098\t0.727\t0.047\t-0.479\t0.000\t1.467\t0.391\t0.919\t2.215\t0.890\t0.828\t-0.920\t0.000\t1.320\t0.803\t1.631\t3.102\t0.852\t0.980\t0.989\t1.542\t0.832\t1.216\t1.151\n1\t2.135\t1.293\t0.039\t1.032\t0.817\t0.679\t-1.441\t-0.703\t0.000\t0.964\t0.788\t1.156\t0.000\t1.121\t0.045\t1.665\t2.548\t0.419\t0.729\t1.554\t0.000\t0.718\t0.731\t1.327\t1.354\t0.755\t0.930\t0.810\n0\t0.561\t-0.668\t0.907\t0.542\t-1.451\t0.886\t-0.495\t0.160\t2.173\t1.210\t-0.257\t-1.304\t2.215\t0.703\t0.179\t1.164\t0.000\t0.497\t-1.239\t-0.064\t0.000\t0.849\t0.893\t0.984\t0.998\t1.487\t0.958\t0.798\n1\t0.773\t0.715\t1.362\t1.246\t-0.970\t0.956\t-0.857\t-1.139\t2.173\t2.339\t1.960\t0.307\t0.000\t0.806\t0.502\t1.721\t0.000\t0.883\t0.211\t0.050\t0.000\t0.939\t0.851\t1.174\t1.242\t0.781\t0.941\t0.822\n1\t0.595\t-0.458\t-0.582\t1.226\t1.728\t0.831\t-0.954\t0.445\t0.000\t1.064\t-1.000\t-1.139\t2.215\t1.169\t-0.825\t1.103\t0.000\t0.877\t-1.872\t0.113\t0.000\t0.963\t0.855\t1.032\t0.713\t0.349\t0.730\t0.659\n0\t1.032\t-0.614\t0.328\t1.380\t0.915\t0.482\t-1.255\t-1.401\t2.173\t0.512\t-0.076\t-0.661\t2.215\t0.409\t-1.339\t-0.122\t0.000\t1.625\t0.052\t-1.407\t0.000\t1.068\t0.761\t0.988\t1.026\t0.646\t0.763\t0.725\n0\t1.345\t1.439\t1.728\t0.773\t1.176\t0.713\t-0.585\t-0.405\t2.173\t0.727\t-0.278\t-1.314\t2.215\t1.075\t-0.658\t1.125\t0.000\t1.208\t-0.294\t0.286\t0.000\t0.893\t0.965\t0.985\t0.946\t0.790\t1.018\t0.970\n0\t1.379\t-0.393\t1.219\t1.394\t0.463\t0.641\t0.740\t-0.442\t0.000\t0.537\t1.435\t0.833\t2.215\t1.123\t0.433\t-1.391\t0.000\t1.332\t-0.743\t-0.780\t3.102\t1.170\t1.028\t1.209\t1.048\t1.363\t0.968\t0.984\n1\t0.607\t-0.033\t0.814\t1.553\t-1.663\t0.495\t0.845\t1.535\t0.000\t1.410\t0.916\t-0.026\t1.107\t0.428\t0.727\t-0.472\t0.000\t0.495\t-0.512\t-0.918\t3.102\t0.804\t0.969\t1.063\t0.603\t0.846\t0.878\t0.747\n0\t1.040\t-1.192\t1.466\t1.968\t-1.434\t1.343\t-0.463\t0.245\t0.000\t1.590\t-1.632\t-0.685\t0.000\t0.850\t-1.037\t-0.021\t0.000\t1.632\t-0.115\t1.400\t3.102\t0.801\t1.253\t1.002\t0.644\t0.224\t0.708\t0.948\n1\t0.462\t-0.495\t-1.067\t0.718\t0.884\t0.924\t1.623\t-1.573\t0.000\t1.301\t-0.248\t-0.370\t0.000\t0.825\t-1.039\t-0.451\t0.000\t2.921\t-0.440\t1.019\t3.102\t0.737\t0.646\t0.988\t0.869\t0.820\t0.909\t0.828\n1\t0.825\t-0.127\t-1.227\t0.832\t1.343\t1.099\t0.047\t1.348\t0.000\t0.995\t0.840\t-0.884\t2.215\t0.902\t-2.159\t-0.483\t0.000\t1.750\t-0.024\t0.128\t3.102\t1.318\t1.172\t0.988\t1.048\t1.091\t0.969\t0.899\n1\t1.194\t0.168\t0.819\t0.174\t-0.744\t0.388\t0.895\t0.141\t0.000\t1.140\t-0.106\t-1.513\t2.215\t1.206\t0.079\t-0.357\t2.548\t0.473\t-1.752\t1.258\t0.000\t1.506\t1.062\t0.980\t0.937\t1.082\t0.877\t0.809\n1\t0.404\t-0.694\t-0.389\t0.426\t-0.307\t0.419\t-2.583\t1.002\t0.000\t0.377\t0.178\t-0.842\t2.215\t0.302\t-1.403\t1.655\t0.000\t0.785\t-1.116\t0.851\t3.102\t0.645\t1.104\t0.984\t0.891\t0.640\t0.683\t0.996\n0\t1.522\t1.345\t1.522\t1.025\t1.269\t0.733\t1.734\t1.246\t0.000\t0.889\t0.612\t-1.259\t2.215\t2.506\t-0.758\t-0.130\t0.000\t0.852\t-0.496\t-0.525\t0.000\t0.772\t0.857\t0.999\t1.088\t0.619\t0.951\t1.607\n1\t1.772\t0.622\t0.317\t0.525\t-0.582\t0.858\t1.422\t1.522\t2.173\t0.554\t0.250\t-0.761\t0.000\t1.121\t0.452\t-1.348\t2.548\t0.798\t0.134\t1.717\t0.000\t0.697\t1.193\t0.986\t0.950\t0.876\t0.918\t0.844\n1\t0.514\t-1.289\t0.752\t0.382\t0.939\t0.911\t-0.062\t-1.072\t0.000\t0.941\t-0.925\t-1.305\t2.215\t2.229\t1.928\t-0.237\t0.000\t2.514\t0.109\t1.289\t0.000\t1.096\t2.290\t0.974\t0.890\t0.485\t2.140\t1.687\n1\t0.880\t-0.823\t1.590\t1.395\t-0.832\t0.578\t-1.066\t-0.072\t0.000\t0.747\t0.413\t1.349\t2.215\t0.906\t-1.275\t0.717\t0.000\t1.267\t0.792\t-0.313\t3.102\t0.874\t1.202\t1.258\t1.168\t0.906\t0.983\t0.951\n0\t0.366\t-0.851\t1.117\t1.262\t0.701\t0.884\t0.445\t-0.961\t0.000\t0.873\t0.608\t-0.354\t0.000\t0.522\t-1.654\t0.537\t0.000\t1.181\t1.400\t1.621\t3.102\t0.986\t0.866\t0.980\t2.692\t0.174\t1.802\t1.684\n0\t0.514\t-1.180\t-1.719\t4.347\t-1.296\t2.763\t-0.199\t0.429\t2.173\t0.846\t-1.426\t-1.091\t2.215\t0.309\t0.527\t0.176\t0.000\t0.923\t-0.567\t0.758\t0.000\t0.494\t0.871\t0.991\t3.938\t2.680\t2.511\t1.813\n0\t0.705\t0.344\t-0.601\t0.751\t-0.177\t0.846\t2.057\t1.042\t0.000\t0.846\t1.341\t0.405\t2.215\t1.689\t0.487\t-1.085\t2.548\t0.637\t2.295\t-1.566\t0.000\t0.886\t0.916\t1.000\t0.874\t1.355\t1.088\t0.944\n0\t0.909\t1.050\t0.943\t0.719\t-0.721\t1.242\t1.158\t-0.084\t0.000\t1.280\t0.067\t1.036\t2.215\t1.401\t1.246\t-0.869\t0.000\t1.012\t-1.241\t1.728\t0.000\t0.358\t1.168\t1.117\t1.427\t1.606\t1.139\t1.122\n1\t0.623\t-0.155\t1.012\t1.447\t-0.742\t2.547\t-0.840\t1.098\t0.000\t2.741\t0.399\t-0.515\t0.000\t1.212\t-0.405\t-1.276\t2.548\t0.584\t0.988\t-1.156\t0.000\t1.102\t0.843\t1.316\t0.669\t0.593\t0.562\t0.567\n0\t0.334\t-1.496\t-0.004\t0.958\t-1.511\t1.015\t0.587\t1.475\t1.087\t1.105\t-0.662\t-0.048\t2.215\t0.385\t1.071\t0.970\t0.000\t0.393\t0.743\t-0.101\t0.000\t0.727\t1.103\t0.990\t1.321\t1.861\t1.785\t1.349\n0\t0.654\t-0.166\t0.400\t0.448\t1.535\t0.886\t0.299\t0.772\t0.000\t0.626\t2.377\t-0.374\t0.000\t1.220\t0.409\t-1.186\t2.548\t0.801\t-1.100\t-1.331\t1.551\t2.451\t1.737\t0.989\t0.860\t0.766\t1.330\t1.045\n0\t0.516\t-0.268\t1.597\t0.954\t0.845\t1.086\t-1.932\t-0.602\t0.000\t0.999\t1.206\t1.284\t1.107\t0.946\t-0.990\t-0.215\t0.000\t0.843\t-0.081\t0.482\t0.000\t0.846\t0.645\t0.993\t0.649\t0.943\t0.902\t0.806\n0\t1.145\t-0.463\t-0.498\t0.567\t1.050\t0.905\t1.445\t1.471\t0.000\t1.397\t0.389\t-0.695\t2.215\t1.249\t-0.663\t0.187\t2.548\t1.475\t-0.432\t1.259\t0.000\t2.072\t1.898\t1.100\t0.707\t1.305\t1.422\t1.175\n0\t0.309\t1.803\t1.452\t2.374\t0.539\t1.059\t1.085\t-0.903\t2.173\t0.445\t0.644\t-1.628\t0.000\t0.391\t-0.906\t1.227\t2.548\t0.448\t2.496\t1.473\t0.000\t0.865\t0.977\t0.982\t1.380\t1.253\t1.060\t0.913\n1\t0.619\t0.904\t0.362\t0.835\t1.260\t0.644\t-0.173\t-1.608\t2.173\t0.624\t0.435\t0.543\t0.000\t0.516\t-0.665\t-0.340\t2.548\t0.737\t1.487\t-0.388\t0.000\t0.914\t1.083\t0.989\t1.036\t0.684\t0.915\t0.804\n0\t1.550\t1.100\t1.585\t0.744\t-0.921\t0.691\t0.894\t-1.007\t0.000\t1.059\t0.833\t0.829\t2.215\t1.109\t-0.017\t0.216\t2.548\t0.846\t1.056\t-0.464\t0.000\t0.590\t0.952\t1.150\t0.965\t0.798\t0.866\t0.819\n1\t0.468\t0.275\t1.620\t1.108\t-0.690\t1.480\t-2.234\t0.616\t0.000\t1.908\t0.620\t-0.762\t2.215\t1.983\t-1.956\t1.097\t0.000\t1.327\t-0.359\t-0.505\t3.102\t1.303\t1.960\t0.992\t0.747\t0.871\t2.870\t2.490\n0\t0.478\t1.998\t0.034\t0.805\t-0.718\t0.654\t-0.970\t0.912\t0.000\t1.167\t0.555\t-1.637\t2.215\t1.224\t-0.086\t-0.141\t2.548\t0.683\t-1.148\t-0.285\t0.000\t0.923\t0.926\t0.983\t0.917\t1.312\t0.995\t0.970\n1\t0.791\t0.754\t-0.208\t0.801\t-0.751\t0.818\t-0.097\t0.456\t0.000\t1.365\t0.153\t1.460\t1.107\t0.825\t0.703\t-1.243\t1.274\t1.185\t0.275\t-0.131\t0.000\t0.826\t1.001\t0.998\t1.116\t0.812\t0.884\t0.819\n0\t1.452\t0.792\t-0.916\t1.250\t-0.155\t0.763\t-0.843\t1.094\t1.087\t1.690\t0.110\t-0.688\t2.215\t2.089\t-1.000\t0.561\t0.000\t1.147\t1.788\t1.710\t0.000\t0.973\t0.800\t1.182\t0.882\t1.867\t1.308\t1.417\n0\t0.355\t0.299\t-1.341\t1.512\t0.258\t0.618\t-0.660\t-1.286\t0.000\t0.769\t-0.071\t0.655\t2.215\t0.772\t-1.575\t-1.021\t0.000\t0.848\t-0.775\t1.272\t3.102\t0.898\t1.138\t1.006\t0.763\t0.502\t0.702\t0.775\n1\t0.810\t0.667\t-1.653\t1.012\t-1.178\t0.332\t0.963\t-1.077\t0.000\t0.460\t1.498\t0.459\t0.000\t0.957\t-0.686\t-0.112\t2.548\t0.881\t0.299\t0.983\t3.102\t0.964\t0.855\t0.995\t0.791\t0.716\t0.930\t0.797\n1\t0.653\t-0.442\t-0.217\t1.122\t-0.934\t1.005\t0.420\t0.256\t2.173\t0.858\t-0.793\t-1.734\t0.000\t0.646\t2.484\t-0.725\t0.000\t1.065\t0.346\t1.210\t3.102\t0.897\t0.901\t0.988\t1.381\t0.829\t1.012\t1.242\n1\t0.684\t0.358\t0.030\t0.585\t-1.570\t0.884\t0.658\t0.731\t2.173\t1.279\t0.223\t-0.961\t0.000\t0.550\t-0.845\t0.970\t1.274\t0.654\t-0.039\t-1.733\t0.000\t0.781\t0.861\t0.989\t0.790\t0.789\t0.856\t0.752\n1\t0.794\t-1.088\t0.258\t1.056\t-0.807\t1.039\t-0.007\t1.427\t1.087\t0.814\t-1.152\t-0.361\t0.000\t0.785\t-1.058\t0.855\t1.274\t0.516\t-2.063\t-1.127\t0.000\t0.794\t0.777\t1.039\t1.262\t0.883\t0.949\t0.852\n1\t0.854\t1.155\t0.099\t0.023\t-0.410\t0.684\t0.866\t-1.231\t0.000\t1.025\t-0.127\t0.837\t2.215\t0.959\t1.278\t-0.626\t0.000\t0.646\t0.907\t1.539\t3.102\t0.851\t0.651\t0.779\t0.715\t0.644\t0.834\t0.710\n1\t0.430\t0.011\t1.016\t0.891\t-1.160\t1.518\t-1.830\t0.377\t0.000\t1.334\t-0.540\t-1.095\t0.000\t0.924\t1.142\t1.332\t2.548\t1.056\t1.913\t-0.783\t0.000\t0.803\t0.911\t0.989\t0.642\t0.763\t1.494\t1.442\n1\t0.390\t1.113\t-0.115\t1.235\t-1.016\t0.751\t0.199\t-1.598\t0.000\t0.816\t-0.362\t-0.098\t2.215\t2.008\t-0.449\t0.891\t2.548\t0.862\t0.124\t-1.138\t0.000\t0.497\t0.973\t0.986\t1.185\t1.062\t0.908\t0.827\n0\t0.673\t-0.537\t1.268\t0.263\t0.949\t1.806\t-1.038\t1.397\t2.173\t1.559\t-0.646\t-0.302\t1.107\t1.771\t-1.650\t-0.337\t0.000\t0.732\t-1.104\t-0.985\t0.000\t0.758\t0.955\t0.976\t1.337\t2.513\t1.455\t1.336\n0\t0.740\t-0.545\t0.661\t0.955\t-0.522\t0.586\t-0.058\t-0.225\t0.000\t0.932\t-0.887\t-1.740\t2.215\t0.784\t0.276\t-1.180\t0.000\t1.142\t-0.616\t1.277\t3.102\t0.950\t0.926\t1.019\t0.874\t0.391\t0.732\t0.688\n0\t0.633\t1.154\t1.016\t2.141\t0.848\t0.940\t0.536\t-0.154\t2.173\t1.112\t1.522\t-1.295\t0.000\t0.940\t0.004\t1.573\t0.000\t0.729\t0.257\t-0.724\t3.102\t0.926\t1.150\t0.996\t0.832\t0.443\t0.823\t0.801\n0\t1.811\t2.088\t-0.245\t0.239\t-1.275\t1.315\t2.161\t1.648\t0.000\t0.804\t2.225\t0.660\t0.000\t0.819\t0.969\t-0.975\t2.548\t0.475\t1.376\t0.953\t3.102\t0.765\t0.827\t0.983\t0.606\t0.491\t0.523\t0.543\n0\t0.294\t1.270\t1.325\t1.633\t-0.714\t0.922\t1.495\t-0.616\t2.173\t1.486\t1.173\t1.007\t0.000\t1.170\t2.585\t1.226\t0.000\t1.021\t1.221\t1.591\t0.000\t0.975\t1.195\t0.987\t0.637\t0.960\t1.010\t0.876\n0\t1.154\t1.382\t-0.452\t0.377\t0.483\t0.676\t1.339\t0.692\t2.173\t1.237\t1.262\t-1.227\t2.215\t0.688\t2.629\t1.617\t0.000\t0.810\t1.704\t0.332\t0.000\t0.835\t1.064\t0.986\t0.807\t1.329\t0.850\t0.769\n1\t0.446\t1.683\t-0.381\t1.582\t0.402\t1.055\t-0.768\t-1.627\t2.173\t0.398\t0.625\t-1.115\t0.000\t0.677\t-0.244\t0.139\t2.548\t0.370\t0.868\t-0.611\t0.000\t0.241\t0.862\t0.980\t0.662\t1.086\t1.116\t0.851\n1\t0.339\t-1.053\t-1.249\t1.012\t-0.330\t0.980\t0.415\t0.655\t0.000\t0.912\t0.959\t-1.470\t2.215\t1.064\t-0.396\t-0.774\t2.548\t0.868\t1.332\t0.568\t0.000\t0.887\t1.203\t0.988\t1.038\t1.016\t1.512\t1.647\n0\t1.419\t0.396\t1.002\t0.443\t1.688\t0.693\t-1.099\t0.448\t2.173\t1.031\t-0.404\t-0.786\t0.000\t0.733\t0.541\t-0.626\t0.000\t0.566\t-0.872\t-1.317\t0.000\t0.771\t0.992\t0.992\t0.480\t0.906\t0.833\t0.763\n1\t1.685\t0.008\t-0.919\t0.370\t0.504\t1.191\t-0.664\t0.904\t1.087\t1.072\t-1.301\t-1.158\t1.107\t0.593\t-1.043\t-0.453\t0.000\t0.785\t0.167\t0.464\t0.000\t0.987\t0.993\t1.049\t1.290\t1.691\t1.106\t0.906\n0\t1.706\t-0.446\t-1.112\t1.030\t-1.699\t1.250\t-1.446\t0.834\t1.087\t0.717\t-0.639\t-0.508\t2.215\t0.650\t-1.823\t-0.634\t0.000\t0.683\t-0.738\t0.988\t0.000\t0.849\t0.925\t0.982\t0.793\t1.424\t1.174\t0.952\n0\t0.887\t0.542\t0.166\t1.002\t1.644\t1.452\t-0.876\t0.355\t0.000\t1.170\t-0.545\t1.523\t1.107\t1.629\t0.125\t-0.843\t2.548\t1.873\t-0.212\t-1.522\t0.000\t1.084\t0.943\t1.269\t0.984\t1.347\t0.921\t0.800\n0\t0.692\t0.228\t-0.092\t1.046\t-0.932\t0.627\t0.242\t0.412\t2.173\t1.021\t0.254\t1.010\t0.000\t1.121\t1.245\t-1.117\t1.274\t0.712\t1.731\t-1.717\t0.000\t1.351\t1.053\t0.990\t1.024\t1.197\t0.878\t0.913\n0\t0.997\t-0.819\t0.668\t1.295\t0.156\t0.870\t1.141\t-1.671\t2.173\t1.289\t2.360\t1.557\t0.000\t1.359\t-0.955\t-0.501\t0.000\t0.727\t2.118\t-0.660\t0.000\t1.150\t0.814\t0.987\t2.225\t0.567\t1.392\t2.070\n1\t0.859\t-0.088\t0.119\t0.486\t-0.925\t0.485\t-0.552\t1.280\t2.173\t1.235\t-0.075\t-1.038\t2.215\t1.226\t-0.162\t0.816\t0.000\t0.963\t0.412\t-0.248\t0.000\t1.064\t0.831\t0.988\t0.833\t1.026\t0.810\t0.736\n0\t0.621\t-0.297\t1.723\t0.984\t0.918\t0.357\t-0.457\t0.387\t2.173\t0.448\t1.959\t-0.750\t0.000\t0.841\t0.707\t-0.731\t2.548\t0.714\t0.338\t-1.247\t0.000\t0.733\t0.923\t0.993\t1.089\t0.732\t0.746\t0.865\n0\t0.559\t-0.091\t1.469\t1.146\t-0.940\t0.555\t0.034\t0.994\t2.173\t0.863\t-0.753\t-1.368\t0.000\t1.044\t-0.623\t0.524\t2.548\t0.687\t-0.509\t0.167\t0.000\t0.989\t0.901\t0.988\t0.828\t0.523\t0.666\t0.642\n0\t1.381\t-0.192\t0.030\t0.137\t0.510\t0.648\t-0.101\t1.474\t0.000\t0.990\t-0.256\t-1.426\t2.215\t0.688\t-0.328\t0.737\t0.000\t1.181\t0.352\t-0.608\t3.102\t0.757\t0.893\t0.997\t1.001\t0.740\t0.702\t0.712\n1\t1.108\t1.304\t-1.228\t1.017\t0.073\t0.640\t1.869\t-0.415\t0.000\t1.230\t0.442\t1.618\t2.215\t0.814\t1.891\t0.399\t0.000\t0.900\t1.365\t0.941\t3.102\t0.877\t0.727\t1.356\t1.163\t0.807\t0.934\t0.854\n0\t1.145\t0.081\t1.327\t0.797\t-1.647\t0.946\t-0.539\t-0.392\t2.173\t0.457\t-2.442\t0.534\t0.000\t0.522\t0.194\t0.844\t0.000\t0.766\t1.240\t-0.702\t3.102\t1.384\t1.300\t0.986\t0.990\t1.109\t1.127\t1.023\n1\t1.500\t-0.250\t1.285\t1.475\t0.872\t0.984\t0.122\t-0.981\t2.173\t1.180\t-0.664\t-0.203\t1.107\t0.500\t0.735\t-1.129\t0.000\t0.954\t-0.147\t0.382\t0.000\t0.923\t0.840\t0.981\t1.380\t1.216\t1.183\t0.990\n1\t2.869\t-0.817\t0.610\t1.640\t0.326\t0.691\t-1.833\t-1.465\t0.000\t1.638\t-0.569\t-0.547\t2.215\t1.452\t1.392\t-1.208\t0.000\t1.027\t-0.498\t1.445\t3.102\t0.836\t1.051\t0.980\t1.613\t1.141\t1.161\t1.527\n0\t0.638\t0.540\t0.001\t3.379\t0.518\t1.796\t1.780\t-0.807\t0.000\t2.169\t1.574\t1.612\t0.000\t0.583\t0.766\t-0.725\t1.274\t1.192\t1.873\t-1.184\t0.000\t0.900\t0.739\t0.983\t0.708\t0.744\t1.059\t1.459\n0\t0.387\t1.455\t-1.237\t0.747\t0.654\t0.741\t0.562\t-0.388\t2.173\t0.935\t1.973\t-1.633\t0.000\t0.686\t-2.103\t-1.635\t0.000\t1.414\t-0.781\t0.721\t3.102\t0.932\t0.950\t0.990\t0.762\t1.277\t1.232\t1.114\n0\t1.403\t-0.133\t0.647\t0.965\t0.158\t0.515\t-0.962\t1.481\t2.173\t0.597\t1.034\t-1.246\t0.000\t0.788\t-1.263\t-0.740\t2.548\t0.457\t-0.087\t-1.370\t0.000\t0.428\t0.902\t0.994\t0.868\t0.740\t0.739\t0.796\n0\t0.584\t-0.643\t1.155\t0.808\t0.437\t0.797\t-2.921\t-0.367\t0.000\t1.216\t0.345\t-0.388\t2.215\t2.678\t-1.126\t1.647\t0.000\t0.790\t-0.499\t0.405\t3.102\t3.595\t2.129\t0.991\t1.449\t0.727\t2.035\t1.555\n1\t1.176\t-0.121\t-1.273\t0.996\t1.606\t0.657\t1.237\t0.077\t2.173\t0.872\t0.430\t0.880\t0.000\t0.658\t0.659\t-0.303\t0.000\t0.535\t0.304\t-1.353\t1.551\t1.030\t0.830\t0.982\t0.516\t0.667\t0.880\t0.809\n1\t0.940\t0.677\t-0.766\t2.741\t-1.152\t1.446\t-1.935\t0.785\t0.000\t1.094\t0.625\t1.118\t2.215\t0.489\t-0.967\t1.518\t0.000\t1.649\t1.111\t-0.480\t0.000\t0.715\t1.261\t0.982\t0.820\t0.839\t0.958\t0.870\n1\t0.716\t0.262\t-0.632\t1.034\t-1.058\t0.578\t0.171\t1.317\t2.173\t0.553\t1.230\t-1.104\t0.000\t1.243\t1.072\t0.613\t2.548\t0.799\t1.845\t0.637\t0.000\t0.965\t1.012\t0.987\t1.339\t0.836\t0.973\t0.979\n1\t0.686\t-0.862\t1.601\t0.258\t0.329\t0.875\t0.405\t-1.639\t2.173\t0.734\t-0.527\t0.405\t0.000\t1.237\t0.243\t-0.112\t0.000\t1.931\t-0.214\t-1.028\t3.102\t0.895\t1.074\t0.978\t0.742\t0.860\t0.947\t0.796\n1\t0.359\t1.943\t-0.187\t0.358\t-0.808\t1.369\t0.249\t-1.609\t2.173\t0.865\t-0.186\t0.190\t0.000\t0.831\t1.888\t0.544\t0.000\t0.433\t0.219\t-0.694\t3.102\t0.967\t1.318\t0.979\t0.471\t0.599\t0.766\t0.690\n1\t0.828\t0.204\t-0.552\t0.837\t0.855\t1.019\t0.757\t-0.824\t0.000\t1.502\t1.059\t1.333\t0.000\t1.023\t1.823\t-0.517\t0.000\t1.689\t0.214\t0.787\t1.551\t1.312\t1.110\t1.101\t0.708\t0.645\t0.980\t0.861\n1\t0.952\t1.691\t1.533\t1.275\t-1.169\t0.574\t-0.337\t-0.211\t0.000\t0.917\t0.997\t1.107\t2.215\t1.085\t0.298\t0.353\t2.548\t1.069\t1.065\t-0.449\t0.000\t1.106\t0.830\t0.992\t0.897\t0.766\t0.872\t0.945\n0\t1.037\t-1.134\t-0.484\t0.816\t-1.291\t0.478\t0.453\t-1.333\t0.000\t0.798\t-0.328\t0.129\t1.107\t0.808\t-0.005\t1.184\t0.000\t0.636\t-0.085\t0.758\t3.102\t0.895\t0.944\t0.990\t0.782\t0.353\t0.682\t0.773\n1\t0.723\t-0.826\t1.360\t1.080\t-0.727\t1.647\t-1.210\t-0.030\t2.173\t1.139\t-1.311\t-1.482\t0.000\t0.978\t-2.146\t1.661\t0.000\t0.638\t-0.551\t0.577\t1.551\t0.932\t0.771\t1.166\t1.177\t0.643\t0.962\t0.859\n0\t1.129\t0.615\t-0.014\t2.421\t-0.600\t0.901\t-1.331\t1.108\t0.000\t1.449\t2.416\t1.395\t0.000\t1.495\t1.003\t0.149\t2.548\t0.971\t1.255\t-1.729\t3.102\t1.596\t0.958\t1.154\t0.911\t0.933\t1.009\t1.243\n1\t1.216\t0.012\t-1.144\t1.141\t1.605\t0.585\t1.275\t-0.460\t2.173\t0.630\t-2.366\t0.463\t0.000\t1.216\t0.732\t-1.658\t0.000\t1.848\t0.667\t0.462\t3.102\t0.988\t1.028\t1.005\t1.073\t0.856\t0.927\t0.834\n1\t0.525\t-0.779\t-0.128\t1.109\t0.427\t0.843\t-0.123\t-0.953\t2.173\t1.439\t0.124\t1.424\t1.107\t1.604\t0.167\t-0.436\t0.000\t0.706\t-1.601\t1.636\t0.000\t1.200\t0.937\t0.978\t1.665\t1.378\t1.337\t1.165\n0\t0.584\t-0.425\t1.533\t0.639\t-0.687\t0.739\t-1.250\t-0.559\t0.000\t0.972\t1.363\t1.668\t2.215\t1.033\t-0.029\t0.567\t2.548\t0.888\t-0.344\t0.151\t0.000\t0.915\t0.960\t0.990\t1.545\t1.219\t1.242\t1.085\n0\t0.339\t-0.395\t-0.970\t1.429\t1.667\t0.560\t-1.462\t1.586\t1.087\t0.536\t1.957\t-0.178\t0.000\t0.729\t0.830\t0.247\t1.274\t0.466\t-0.353\t0.215\t0.000\t1.031\t0.639\t0.989\t0.539\t1.406\t1.117\t1.238\n1\t0.540\t-0.714\t1.278\t1.993\t0.808\t1.149\t-1.595\t-0.912\t0.000\t0.471\t-1.176\t-0.793\t2.215\t0.975\t-1.168\t-0.161\t0.000\t1.317\t-1.168\t1.553\t3.102\t1.233\t1.130\t0.997\t0.880\t0.613\t0.669\t0.852\n0\t0.936\t-1.026\t-1.696\t0.772\t0.939\t0.640\t-2.815\t0.080\t0.000\t0.640\t0.008\t1.538\t2.215\t0.568\t1.082\t-1.334\t0.000\t1.524\t1.045\t-0.675\t0.000\t0.575\t0.846\t0.985\t0.723\t0.667\t0.633\t0.742\n1\t0.368\t-1.910\t-0.446\t1.105\t1.065\t0.854\t-1.920\t0.020\t0.000\t1.026\t-1.816\t1.484\t0.000\t0.910\t-0.096\t-1.508\t2.548\t0.798\t-0.944\t-1.322\t0.000\t0.811\t0.919\t0.989\t1.895\t0.571\t1.364\t1.124\n0\t0.407\t1.742\t-1.394\t1.689\t-0.344\t1.100\t0.698\t-0.819\t1.087\t1.026\t0.421\t1.552\t0.000\t1.708\t0.316\t0.689\t2.548\t1.422\t-0.382\t1.167\t0.000\t0.901\t0.960\t0.988\t1.261\t1.698\t1.322\t1.367\n1\t0.656\t-1.870\t-1.284\t0.374\t1.317\t1.010\t-0.546\t0.421\t0.000\t0.740\t-0.816\t-0.135\t0.000\t0.949\t0.070\t-1.086\t1.274\t1.694\t-0.896\t1.739\t1.551\t0.922\t1.139\t0.976\t0.589\t0.802\t0.927\t0.807\n1\t2.363\t1.058\t0.907\t1.071\t0.330\t1.278\t0.820\t-0.689\t2.173\t1.701\t0.976\t-1.556\t0.000\t0.351\t-0.223\t1.208\t0.000\t1.003\t-0.170\t0.377\t3.102\t0.802\t0.896\t1.093\t0.852\t1.176\t1.130\t0.883\n1\t0.957\t0.582\t-0.121\t0.996\t-1.328\t1.093\t0.466\t-1.608\t0.000\t2.118\t0.394\t0.607\t2.215\t0.551\t1.062\t0.125\t2.548\t1.057\t0.858\t-0.973\t0.000\t1.004\t0.939\t1.197\t1.267\t0.659\t1.087\t0.947\n1\t1.178\t-0.144\t1.424\t1.919\t0.931\t0.969\t-0.214\t-0.713\t2.173\t0.420\t-0.360\t-1.227\t0.000\t0.878\t0.586\t-0.288\t0.000\t0.873\t-0.623\t1.648\t3.102\t0.924\t0.834\t0.987\t0.684\t0.867\t0.956\t0.817\n0\t1.270\t0.146\t0.332\t0.048\t-0.656\t0.761\t0.486\t-1.297\t0.000\t0.711\t1.044\t0.939\t2.215\t0.653\t-1.048\t-0.368\t2.548\t0.870\t-0.733\t-1.309\t0.000\t0.921\t0.911\t0.838\t0.763\t1.189\t0.859\t0.780\n1\t1.467\t0.348\t-0.666\t0.540\t1.315\t0.473\t0.122\t0.813\t0.000\t0.428\t0.754\t0.237\t0.000\t0.677\t-0.416\t0.152\t2.548\t1.669\t-0.869\t1.669\t3.102\t0.571\t1.018\t1.205\t0.757\t0.832\t0.774\t0.714\n1\t1.386\t0.234\t0.230\t0.689\t-1.693\t0.693\t-0.265\t1.698\t1.087\t0.342\t1.518\t0.582\t0.000\t0.622\t0.571\t-1.556\t2.548\t0.666\t-1.366\t-0.962\t0.000\t0.885\t0.853\t1.336\t0.781\t0.414\t0.665\t0.662\n0\t0.596\t0.024\t-0.552\t0.841\t1.461\t0.959\t0.848\t0.867\t2.173\t0.751\t-0.933\t-1.607\t0.000\t1.535\t-0.774\t-0.380\t2.548\t0.672\t-1.572\t-0.840\t0.000\t0.738\t0.886\t0.987\t0.996\t1.992\t1.270\t1.000\n1\t0.701\t-0.496\t-0.713\t0.201\t-1.618\t1.329\t0.720\t0.893\t2.173\t1.316\t0.586\t-1.218\t0.000\t1.351\t1.189\t-0.913\t0.000\t1.919\t0.304\t-0.108\t3.102\t0.920\t1.204\t0.990\t1.100\t1.362\t1.259\t1.009\n1\t1.151\t-0.356\t1.572\t0.904\t-1.504\t3.212\t-0.306\t0.421\t0.000\t1.894\t1.602\t-1.731\t0.000\t2.083\t-0.624\t-1.119\t2.548\t2.679\t-0.582\t-0.523\t3.102\t0.306\t0.738\t0.989\t0.847\t0.924\t0.865\t0.735\n0\t1.235\t0.102\t1.562\t1.724\t-1.559\t0.805\t2.612\t-0.397\t0.000\t0.571\t-1.552\t0.863\t0.000\t0.714\t-0.321\t1.048\t2.548\t0.512\t2.325\t0.077\t0.000\t0.661\t0.765\t0.979\t0.681\t0.490\t0.620\t0.655\n0\t0.749\t-0.033\t-0.142\t0.891\t1.739\t0.790\t1.264\t0.164\t0.000\t1.345\t0.721\t-1.132\t2.215\t1.054\t1.550\t1.181\t0.000\t0.449\t1.598\t0.581\t0.000\t1.349\t0.786\t1.123\t0.909\t0.737\t0.884\t0.860\n1\t0.298\t-0.735\t-1.386\t2.426\t-0.254\t2.516\t0.749\t1.581\t0.000\t1.258\t1.281\t0.099\t0.000\t1.231\t0.420\t0.312\t2.548\t1.373\t0.713\t-0.372\t3.102\t1.718\t1.174\t1.005\t1.011\t0.607\t0.867\t1.309\n1\t0.589\t-1.402\t-1.514\t1.061\t0.004\t0.532\t0.654\t-0.865\t0.000\t0.543\t-0.830\t1.214\t2.215\t1.017\t-1.216\t-0.305\t2.548\t1.152\t0.691\t1.653\t0.000\t0.921\t0.981\t1.073\t0.620\t0.797\t0.903\t0.896\n0\t0.650\t0.044\t-0.515\t0.686\t0.676\t0.723\t-1.105\t0.599\t2.173\t0.845\t-0.455\t-1.709\t2.215\t0.594\t-1.295\t-1.464\t0.000\t0.522\t-1.545\t-0.455\t0.000\t0.503\t0.735\t0.987\t0.778\t1.073\t0.690\t0.616\n0\t0.589\t-0.031\t-1.150\t1.122\t0.094\t0.463\t-0.845\t1.099\t1.087\t0.622\t-0.089\t1.059\t2.215\t0.908\t-1.505\t-0.352\t0.000\t0.883\t-0.364\t1.561\t0.000\t1.167\t0.947\t1.015\t0.788\t0.309\t0.621\t0.656\n1\t0.457\t-1.114\t0.142\t0.965\t1.086\t0.912\t-0.164\t1.218\t2.173\t0.958\t0.662\t-0.897\t0.000\t0.855\t0.063\t-1.220\t2.548\t1.155\t0.874\t-0.226\t0.000\t0.855\t1.150\t0.985\t1.183\t0.900\t1.056\t1.114\n1\t0.372\t-0.862\t-0.458\t2.275\t0.211\t1.047\t0.045\t1.531\t2.173\t1.138\t-0.356\t-1.244\t0.000\t0.425\t1.615\t-0.462\t0.000\t0.621\t0.871\t-0.041\t0.000\t0.841\t0.860\t0.989\t0.908\t0.241\t1.238\t1.024\n1\t0.997\t0.520\t0.208\t1.357\t0.153\t0.889\t0.184\t-1.648\t2.173\t0.502\t1.023\t-1.149\t1.107\t0.713\t-0.855\t-1.088\t0.000\t0.698\t0.508\t1.409\t0.000\t0.899\t0.743\t0.997\t1.448\t0.613\t0.970\t0.903\n1\t0.704\t0.488\t-1.193\t1.092\t-0.405\t0.636\t0.024\t-0.872\t2.173\t0.736\t0.030\t1.026\t0.000\t0.801\t1.306\t0.758\t0.000\t0.802\t-0.960\t1.603\t1.551\t0.940\t0.991\t0.993\t0.753\t0.760\t0.824\t0.839\n0\t1.702\t-0.994\t-1.217\t1.793\t-1.162\t0.672\t-0.966\t0.724\t0.000\t0.583\t1.687\t1.444\t0.000\t0.447\t2.194\t-0.552\t0.000\t0.947\t-0.848\t-0.112\t1.551\t0.809\t1.113\t0.976\t0.884\t0.159\t0.948\t1.548\n1\t0.717\t0.047\t-1.398\t1.491\t0.197\t0.796\t0.465\t-0.469\t2.173\t0.987\t0.465\t1.340\t2.215\t1.292\t0.850\t0.098\t0.000\t0.571\t-1.132\t1.686\t0.000\t1.637\t1.170\t1.420\t1.024\t1.302\t0.941\t0.859\n0\t1.272\t0.353\t0.351\t0.752\t1.714\t0.853\t-0.649\t0.631\t0.000\t1.270\t-0.698\t-1.180\t0.000\t0.761\t-0.043\t1.244\t2.548\t0.441\t-1.021\t-0.807\t1.551\t2.208\t1.188\t1.277\t0.709\t0.508\t0.784\t0.809\n0\t0.501\t-0.358\t0.657\t0.832\t-1.688\t0.921\t-0.852\t1.544\t2.173\t1.066\t-2.468\t-0.167\t0.000\t0.871\t-1.475\t-0.965\t2.548\t0.988\t-1.944\t0.569\t0.000\t0.835\t0.885\t0.983\t0.667\t0.963\t1.051\t0.887\n1\t0.342\t-1.776\t-1.059\t1.905\t-0.775\t0.949\t1.730\t0.349\t0.000\t0.874\t0.514\t1.279\t2.215\t1.238\t-0.848\t1.304\t1.274\t0.868\t-0.479\t-0.136\t0.000\t0.886\t1.028\t0.979\t1.062\t0.882\t0.962\t0.810\n0\t0.437\t0.079\t-1.091\t1.127\t1.415\t2.370\t-0.250\t-1.716\t0.000\t2.256\t0.743\t-0.312\t0.000\t2.635\t-0.835\t0.307\t0.000\t1.244\t1.795\t1.353\t0.000\t0.780\t0.879\t0.985\t0.598\t1.084\t0.865\t0.904\n1\t0.989\t0.263\t-0.368\t0.472\t-0.918\t0.461\t-1.168\t-1.175\t2.173\t0.956\t-1.218\t0.640\t0.000\t1.167\t0.640\t-1.597\t0.000\t1.024\t-0.172\t0.894\t0.000\t0.764\t0.958\t0.993\t0.635\t0.738\t0.620\t0.664\n0\t0.998\t0.465\t-0.585\t0.287\t1.674\t0.640\t0.889\t1.272\t2.173\t0.409\t-0.641\t-0.562\t0.000\t1.037\t0.433\t-0.262\t2.548\t0.788\t1.540\t0.970\t0.000\t0.601\t0.775\t0.981\t0.628\t1.020\t0.703\t0.592\n0\t0.903\t0.598\t-0.689\t0.668\t0.996\t0.963\t-0.817\t-1.418\t0.000\t0.882\t-0.159\t0.696\t2.215\t0.427\t-1.273\t0.450\t0.000\t1.115\t-0.359\t-0.280\t1.551\t1.194\t0.941\t1.075\t0.806\t0.700\t0.783\t0.791\n1\t1.000\t-0.854\t-0.659\t0.608\t-0.095\t0.818\t-0.640\t0.920\t0.000\t0.616\t-0.160\t1.526\t0.000\t0.640\t-0.712\t1.367\t2.548\t0.591\t2.341\t-0.466\t0.000\t0.862\t0.742\t0.987\t0.766\t0.324\t0.596\t0.699\n0\t2.606\t1.568\t1.167\t2.059\t0.908\t0.504\t0.626\t-1.029\t2.173\t1.387\t-0.060\t-0.874\t0.000\t1.378\t-0.407\t-0.169\t2.548\t0.370\t-1.562\t-0.735\t0.000\t0.975\t0.876\t0.992\t1.344\t0.935\t1.475\t1.504\n0\t0.477\t0.580\t0.763\t1.469\t-1.710\t0.549\t-0.116\t-0.115\t2.173\t0.308\t-0.202\t0.390\t0.000\t0.622\t0.538\t-1.023\t2.548\t0.368\t-1.732\t0.830\t0.000\t0.502\t0.670\t0.985\t1.035\t0.593\t0.700\t0.707\n0\t0.722\t0.390\t0.861\t0.371\t-0.438\t1.100\t-1.069\t1.306\t0.000\t1.844\t-0.050\t-0.279\t2.215\t0.813\t0.039\t-1.238\t2.548\t0.920\t-1.826\t-1.439\t0.000\t1.309\t1.203\t0.989\t1.134\t0.991\t1.347\t1.307\n1\t0.938\t1.508\t1.742\t0.833\t-0.096\t1.016\t1.127\t0.323\t2.173\t1.185\t0.825\t-1.366\t0.000\t0.950\t0.791\t0.832\t2.548\t0.805\t1.152\t-0.668\t0.000\t0.824\t0.958\t1.221\t0.966\t0.566\t0.875\t0.793\n0\t0.873\t1.109\t0.317\t1.365\t0.976\t0.850\t-0.829\t-0.738\t2.173\t1.824\t1.817\t-0.914\t0.000\t1.140\t-0.336\t1.141\t2.548\t1.071\t-1.269\t1.291\t0.000\t0.904\t0.925\t0.988\t1.217\t1.251\t1.442\t1.372\n0\t0.799\t-1.630\t1.368\t1.027\t-1.352\t0.524\t-0.533\t1.183\t0.000\t0.898\t0.037\t-0.346\t2.215\t0.729\t0.306\t0.909\t1.274\t1.399\t-1.357\t-0.475\t0.000\t1.504\t1.128\t0.981\t1.533\t0.789\t1.184\t1.038\n0\t1.166\t0.661\t-1.701\t0.679\t1.085\t0.417\t0.316\t-0.202\t0.000\t0.569\t1.256\t-1.118\t0.000\t1.353\t1.213\t0.385\t1.274\t0.516\t-0.145\t-1.078\t3.102\t0.923\t0.920\t0.984\t0.559\t0.813\t0.713\t0.688\n0\t1.042\t-0.134\t-0.324\t1.332\t0.445\t1.496\t-0.733\t-1.186\t1.087\t1.112\t-1.098\t0.539\t0.000\t1.829\t-0.594\t1.058\t2.548\t1.125\t0.945\t-1.095\t0.000\t2.490\t1.706\t1.044\t1.482\t1.856\t1.471\t1.259\n1\t0.807\t1.024\t1.355\t0.223\t-1.074\t1.583\t-1.823\t-1.188\t0.000\t1.572\t-0.524\t0.804\t2.215\t2.125\t-0.265\t0.172\t2.548\t1.118\t-0.055\t-0.920\t0.000\t2.106\t2.376\t0.986\t1.035\t1.075\t1.764\t1.480\n0\t2.082\t0.110\t-0.753\t0.349\t1.045\t0.984\t-0.538\t-0.093\t2.173\t1.222\t-0.790\t1.517\t2.215\t0.488\t-0.900\t1.163\t0.000\t0.587\t0.303\t1.024\t0.000\t0.436\t0.816\t1.180\t1.228\t1.617\t1.062\t0.839\n1\t0.385\t2.114\t-0.222\t1.320\t-0.943\t0.505\t-0.032\t-0.258\t0.000\t0.615\t0.257\t0.907\t2.215\t1.518\t-0.659\t1.070\t0.000\t0.674\t-0.031\t-1.359\t1.551\t1.568\t0.975\t0.993\t0.890\t0.525\t0.654\t0.828\n0\t0.624\t0.610\t-0.407\t1.033\t-1.363\t1.284\t1.568\t-1.628\t0.000\t1.067\t0.709\t-0.006\t2.215\t1.332\t1.619\t-0.559\t0.000\t3.348\t-0.055\t0.925\t1.551\t0.919\t1.133\t0.982\t0.904\t1.448\t0.984\t0.841\n0\t1.204\t1.055\t-0.376\t0.485\t0.107\t0.671\t-1.247\t0.635\t0.000\t1.015\t-0.367\t-1.366\t0.000\t0.937\t0.413\t-1.146\t2.548\t1.157\t-0.440\t1.405\t0.000\t0.855\t0.850\t0.989\t0.867\t0.669\t0.654\t0.904\n0\t1.209\t1.787\t0.916\t0.984\t0.267\t1.026\t0.488\t0.415\t2.173\t1.843\t0.445\t-1.720\t0.000\t1.648\t0.665\t-0.462\t0.000\t1.846\t1.211\t-0.946\t1.551\t2.449\t1.626\t0.987\t0.900\t1.552\t1.342\t1.213\n0\t0.643\t-0.947\t0.111\t0.792\t1.435\t1.113\t-1.151\t-1.739\t1.087\t1.319\t-0.241\t-1.269\t0.000\t2.120\t-0.236\t0.150\t2.548\t0.583\t-1.289\t-1.189\t0.000\t0.801\t0.932\t0.989\t0.848\t2.096\t1.192\t0.963\n0\t0.447\t-0.922\t1.561\t1.690\t0.295\t0.590\t-0.664\t-0.955\t2.173\t0.640\t-1.508\t1.422\t0.000\t0.353\t-2.031\t0.757\t0.000\t0.764\t0.573\t-1.177\t3.102\t0.482\t0.963\t1.094\t0.929\t0.539\t0.748\t0.726\n1\t0.823\t-0.210\t-0.051\t0.418\t-1.163\t0.634\t2.049\t-0.784\t0.000\t0.644\t-0.740\t-0.344\t0.000\t1.065\t-0.267\t1.351\t1.274\t1.341\t-0.681\t0.841\t0.000\t1.061\t0.886\t0.988\t0.982\t0.701\t0.775\t0.731\n0\t0.604\t-1.149\t0.898\t1.823\t1.197\t1.452\t0.298\t-0.447\t2.173\t1.134\t0.205\t-1.338\t2.215\t0.682\t1.002\t0.175\t0.000\t0.543\t0.166\t0.448\t0.000\t0.353\t0.886\t0.988\t1.674\t1.361\t1.245\t0.983\n1\t1.348\t-1.798\t0.277\t0.431\t-0.757\t0.458\t-1.518\t0.618\t0.000\t0.631\t-0.797\t-0.928\t0.000\t0.720\t-0.165\t1.386\t0.000\t1.153\t-0.825\t-1.488\t3.102\t0.924\t0.714\t0.993\t0.676\t0.319\t0.576\t0.555\n0\t0.472\t-1.655\t0.845\t1.386\t-0.059\t1.278\t-1.063\t-0.363\t2.173\t1.992\t0.607\t1.244\t2.215\t1.023\t-0.758\t1.714\t0.000\t0.667\t-1.694\t-1.624\t0.000\t0.818\t1.110\t0.985\t3.233\t3.233\t2.335\t1.735\n1\t0.752\t1.159\t1.100\t0.849\t-1.364\t0.852\t0.713\t0.619\t0.000\t1.341\t0.176\t-1.342\t2.215\t1.688\t0.237\t-0.072\t0.000\t0.492\t-1.046\t1.260\t3.102\t1.355\t1.093\t0.989\t0.777\t0.777\t1.044\t0.903\n1\t0.567\t-0.559\t1.176\t0.601\t-1.014\t0.788\t-0.428\t-0.405\t0.000\t0.659\t1.562\t1.528\t0.000\t0.717\t-0.530\t0.299\t2.548\t1.212\t0.182\t1.268\t3.102\t0.730\t1.112\t0.989\t0.603\t0.619\t0.741\t0.670\n1\t0.277\t-2.072\t0.073\t1.109\t-1.685\t0.900\t0.533\t-1.107\t2.173\t0.830\t0.032\t0.303\t0.000\t0.866\t-0.814\t0.915\t0.000\t0.592\t-0.027\t-0.145\t3.102\t0.924\t0.602\t0.987\t1.097\t0.630\t0.806\t0.789\n1\t0.524\t0.750\t-1.028\t1.425\t-1.514\t3.720\t-0.536\t0.083\t0.000\t0.949\t-0.860\t0.530\t1.107\t2.287\t-0.526\t1.304\t0.000\t6.068\t-0.601\t-1.430\t0.000\t0.905\t0.959\t0.989\t0.515\t0.534\t0.694\t0.677\n0\t0.604\t0.470\t-1.256\t1.095\t1.739\t1.181\t0.549\t-0.149\t0.000\t0.863\t-0.161\t0.839\t2.215\t1.312\t-0.160\t-1.731\t2.548\t0.587\t-0.912\t-0.920\t0.000\t0.806\t1.094\t0.992\t1.004\t0.831\t0.958\t1.037\n1\t0.899\t0.177\t-0.944\t0.933\t-1.535\t0.500\t0.840\t-0.325\t1.087\t1.141\t-0.699\t0.223\t2.215\t0.777\t0.252\t1.594\t0.000\t0.532\t-1.406\t-1.697\t0.000\t0.824\t1.003\t0.985\t1.368\t1.098\t0.963\t0.879\n0\t2.358\t-1.304\t-0.542\t0.169\t-0.327\t1.299\t-0.718\t1.135\t2.173\t0.418\t-0.869\t-1.101\t0.000\t0.612\t-0.593\t0.554\t0.000\t0.474\t0.162\t-1.159\t3.102\t0.780\t0.883\t1.002\t0.668\t0.830\t1.013\t0.800\n0\t1.097\t-1.355\t1.713\t1.449\t0.052\t0.716\t-0.459\t1.129\t2.173\t0.447\t-1.160\t1.023\t0.000\t0.587\t-1.532\t-1.319\t0.000\t0.872\t-0.868\t-0.526\t0.000\t0.804\t0.761\t1.742\t1.064\t0.901\t0.889\t0.726\n1\t0.472\t-0.794\t-1.435\t1.257\t0.745\t0.704\t1.635\t-0.910\t0.000\t1.122\t-0.053\t1.183\t0.000\t1.429\t-0.916\t-0.480\t2.548\t1.840\t0.229\t-1.051\t3.102\t0.862\t1.157\t0.988\t0.893\t1.045\t0.988\t0.875\n0\t1.287\t0.556\t0.852\t1.862\t0.693\t1.452\t0.483\t-1.368\t2.173\t1.247\t1.060\t-0.966\t0.000\t1.322\t1.239\t0.187\t0.000\t0.551\t0.093\t0.101\t1.551\t1.718\t1.028\t1.011\t1.760\t0.935\t1.104\t1.210\n0\t0.340\t0.094\t1.040\t0.889\t-0.434\t0.844\t1.227\t-1.538\t2.173\t1.647\t1.146\t0.210\t2.215\t1.343\t1.040\t1.396\t0.000\t1.284\t0.635\t-0.656\t0.000\t1.420\t1.011\t0.987\t0.789\t1.736\t1.060\t0.868\n0\t0.738\t-0.560\t0.650\t0.798\t-0.170\t0.810\t-0.864\t-1.189\t1.087\t0.761\t-0.816\t-0.057\t2.215\t0.851\t-0.155\t1.021\t0.000\t0.817\t-1.296\t1.550\t0.000\t0.868\t1.020\t0.996\t0.683\t0.985\t0.785\t0.737\n0\t0.366\t-1.129\t0.943\t0.445\t0.087\t0.548\t0.251\t-1.447\t0.000\t0.893\t0.511\t1.528\t2.215\t0.607\t-0.054\t0.352\t2.548\t0.506\t-0.877\t-0.378\t0.000\t0.869\t0.782\t0.981\t0.520\t0.721\t0.583\t0.568\n0\t0.999\t0.954\t-1.736\t0.964\t0.973\t0.530\t-1.735\t-0.542\t0.000\t0.702\t-0.494\t0.778\t2.215\t0.818\t1.118\t-0.495\t1.274\t0.370\t-0.154\t-0.956\t0.000\t0.636\t0.851\t0.991\t0.813\t1.079\t0.902\t1.105\n0\t0.640\t-1.021\t0.114\t1.554\t1.041\t0.618\t-0.985\t-1.564\t0.000\t0.531\t-2.373\t0.469\t0.000\t0.353\t0.182\t-1.188\t0.000\t0.713\t1.094\t-0.941\t3.102\t0.601\t0.827\t1.025\t0.959\t0.332\t0.850\t0.773\n0\t0.728\t-0.686\t1.522\t1.698\t-1.386\t0.870\t0.082\t-0.410\t0.000\t1.020\t0.036\t0.395\t0.000\t0.873\t0.070\t1.276\t2.548\t0.664\t0.821\t-0.588\t0.000\t0.983\t0.829\t0.993\t1.121\t0.305\t0.815\t0.897\n1\t0.906\t-0.731\t1.016\t2.359\t1.484\t1.056\t-1.052\t-0.702\t2.173\t0.856\t0.085\t-0.046\t2.215\t0.436\t-1.820\t1.049\t0.000\t0.839\t-0.602\t-0.116\t0.000\t0.737\t0.841\t0.975\t1.385\t1.153\t1.234\t0.963\n0\t0.841\t0.048\t0.915\t0.687\t-0.786\t0.627\t-0.686\t-1.516\t1.087\t0.546\t0.190\t1.601\t0.000\t1.253\t0.133\t-0.135\t2.548\t0.980\t-0.862\t-0.036\t0.000\t0.725\t0.879\t1.053\t0.780\t1.150\t0.707\t0.633\n0\t0.871\t-1.221\t1.366\t0.826\t-0.322\t0.740\t-0.558\t0.125\t1.087\t0.492\t-0.118\t-1.691\t2.215\t0.799\t-0.486\t1.159\t0.000\t0.797\t-0.151\t-1.075\t0.000\t0.943\t0.899\t1.173\t0.763\t0.908\t0.691\t0.650\n0\t0.710\t-0.376\t-1.609\t1.226\t-0.982\t0.874\t0.646\t0.560\t1.087\t0.464\t0.200\t0.922\t0.000\t1.105\t0.435\t-1.278\t2.548\t1.163\t-0.135\t-0.093\t0.000\t0.779\t0.846\t0.985\t1.144\t1.224\t0.831\t0.740\n1\t1.144\t0.615\t0.168\t0.741\t-0.292\t0.571\t1.603\t-0.017\t0.000\t1.367\t-0.318\t1.642\t0.000\t1.089\t-0.339\t-1.521\t2.548\t0.757\t-0.760\t1.170\t3.102\t0.955\t0.851\t0.981\t0.956\t0.493\t0.693\t0.677\n1\t1.552\t-1.195\t-0.462\t0.730\t-0.275\t1.225\t-1.226\t1.309\t1.087\t0.665\t-1.337\t0.470\t2.215\t0.489\t-0.937\t-1.439\t0.000\t0.540\t-2.067\t-0.469\t0.000\t0.625\t0.896\t0.991\t0.774\t0.917\t1.001\t0.794\n1\t0.289\t2.404\t-0.247\t0.783\t-0.856\t0.584\t0.219\t-1.284\t0.000\t0.588\t1.304\t-0.253\t0.000\t0.876\t0.693\t1.134\t2.548\t1.444\t-0.830\t0.915\t3.102\t0.815\t1.102\t0.981\t0.751\t0.873\t0.840\t0.738\n1\t0.945\t-0.175\t-0.909\t1.056\t-1.316\t0.914\t0.127\t0.594\t2.173\t0.825\t-0.505\t1.575\t0.000\t0.441\t-0.560\t0.352\t0.000\t0.732\t-1.076\t-0.360\t3.102\t0.826\t0.891\t0.989\t0.612\t0.936\t0.885\t0.762\n0\t0.605\t-0.810\t1.087\t0.445\t1.585\t0.724\t0.044\t1.236\t1.087\t1.240\t0.354\t-0.262\t0.000\t1.193\t0.775\t-1.271\t2.548\t0.485\t1.326\t0.201\t0.000\t0.776\t0.944\t0.992\t1.130\t1.014\t1.193\t1.211\n0\t1.070\t-2.064\t-1.551\t1.149\t-0.660\t0.674\t-1.434\t0.305\t0.000\t0.771\t-0.824\t1.376\t2.215\t0.686\t-0.842\t-0.452\t2.548\t0.907\t-0.866\t0.961\t0.000\t0.709\t0.767\t1.105\t0.769\t0.771\t0.756\t0.752\n0\t1.404\t-0.626\t0.868\t0.964\t-0.130\t1.060\t-0.165\t1.631\t2.173\t1.078\t-2.116\t-0.607\t0.000\t1.289\t-1.072\t-0.195\t2.548\t1.164\t-1.086\t-1.324\t0.000\t0.964\t0.878\t1.262\t1.195\t1.642\t1.011\t0.915\n1\t0.542\t0.771\t-1.067\t1.028\t0.667\t0.983\t-1.319\t0.368\t0.000\t1.029\t1.162\t0.983\t0.000\t1.227\t-1.078\t-0.898\t0.000\t1.818\t0.507\t-0.653\t3.102\t0.793\t1.018\t1.034\t0.750\t0.671\t0.715\t0.655\n1\t0.633\t-0.076\t-0.962\t0.978\t0.041\t1.150\t-0.247\t1.287\t2.173\t0.853\t1.036\t-1.433\t0.000\t0.557\t2.059\t-0.307\t0.000\t0.755\t-0.038\t-0.103\t3.102\t0.985\t0.749\t0.987\t1.116\t0.942\t0.819\t0.820\n1\t1.941\t1.136\t-1.738\t1.119\t-1.053\t0.591\t0.655\t-0.053\t2.173\t0.462\t0.061\t-0.398\t2.215\t0.647\t0.904\t1.294\t0.000\t0.868\t1.063\t0.252\t0.000\t0.677\t0.657\t1.183\t1.142\t0.331\t0.822\t0.712\n1\t1.022\t-0.930\t-0.240\t0.656\t0.456\t0.552\t0.537\t-1.578\t0.000\t0.780\t-1.063\t-1.484\t2.215\t0.694\t-1.731\t0.097\t0.000\t0.950\t-0.814\t0.102\t3.102\t0.823\t0.836\t0.985\t0.522\t0.771\t0.633\t0.691\n0\t1.195\t-0.791\t0.724\t1.623\t1.446\t0.484\t-1.318\t-0.150\t0.000\t0.551\t-0.934\t-1.257\t2.215\t0.788\t-0.109\t-0.720\t0.000\t0.807\t1.009\t-0.369\t1.551\t0.899\t0.948\t1.170\t0.843\t0.901\t0.885\t0.842\n1\t1.778\t0.630\t0.709\t0.621\t1.447\t0.953\t0.808\t-1.552\t2.173\t0.930\t0.680\t-0.223\t2.215\t0.785\t-0.309\t-0.462\t0.000\t0.583\t0.768\t-0.729\t0.000\t0.533\t0.907\t0.987\t0.940\t1.292\t0.923\t0.805\n0\t0.616\t-0.057\t0.362\t0.979\t-1.084\t0.308\t0.681\t0.845\t0.000\t0.668\t0.866\t-1.300\t2.215\t0.864\t-0.810\t0.678\t2.548\t0.646\t-1.162\t-0.744\t0.000\t1.082\t0.928\t1.038\t0.763\t1.136\t0.721\t0.652\n1\t0.876\t-2.277\t-1.225\t1.021\t-0.260\t0.159\t0.829\t0.144\t1.087\t0.869\t-0.527\t1.572\t2.215\t0.452\t-0.895\t0.135\t0.000\t0.642\t-1.931\t0.637\t0.000\t0.500\t0.793\t1.002\t1.162\t0.666\t0.989\t0.788\n0\t0.960\t0.077\t-1.037\t1.884\t-0.413\t0.953\t-1.034\t1.483\t2.173\t0.486\t-0.537\t0.867\t0.000\t0.838\t-0.668\t-0.044\t2.548\t0.461\t-1.138\t1.136\t0.000\t0.298\t0.492\t0.995\t1.523\t1.106\t1.038\t0.830\n0\t0.362\t-1.252\t-1.699\t1.271\t1.325\t0.647\t-0.045\t-0.089\t0.000\t1.158\t0.628\t-1.167\t2.215\t0.940\t-0.986\t0.169\t2.548\t0.443\t0.686\t1.271\t0.000\t0.852\t0.980\t0.984\t1.051\t1.497\t1.766\t1.483\n0\t0.988\t1.156\t-0.804\t1.563\t-0.898\t0.675\t1.670\t0.875\t2.173\t0.569\t0.234\t1.046\t2.215\t1.132\t1.047\t0.297\t0.000\t0.611\t1.972\t-1.707\t0.000\t0.845\t0.785\t0.993\t1.364\t0.731\t0.975\t0.839\n0\t1.114\t0.636\t0.369\t0.891\t1.045\t0.615\t0.896\t-1.478\t2.173\t0.255\t2.861\t-1.620\t0.000\t0.920\t0.727\t-0.947\t1.274\t0.438\t1.889\t1.650\t0.000\t0.172\t0.636\t0.993\t0.921\t0.435\t0.717\t0.649\n0\t0.608\t0.001\t-1.139\t1.407\t-0.218\t0.751\t0.348\t0.361\t2.173\t0.901\t2.202\t1.446\t0.000\t1.207\t2.709\t-0.880\t0.000\t1.652\t0.647\t1.352\t3.102\t0.692\t0.777\t0.990\t0.793\t0.952\t0.856\t0.918\n0\t0.319\t-2.000\t-1.007\t1.956\t1.396\t0.791\t0.162\t0.194\t0.000\t0.818\t-1.165\t-0.106\t2.215\t1.659\t-0.567\t-1.506\t2.548\t0.699\t1.101\t-0.360\t0.000\t0.882\t1.110\t0.987\t0.864\t1.234\t1.047\t1.116\n0\t1.888\t-0.245\t-0.586\t0.377\t1.255\t0.460\t-2.034\t1.632\t0.000\t0.918\t0.508\t0.221\t2.215\t0.732\t-0.214\t-1.502\t0.000\t1.030\t-0.537\t1.203\t0.000\t0.896\t1.058\t1.164\t0.919\t0.392\t0.965\t0.905\n1\t0.898\t-1.507\t-1.547\t0.203\t-1.193\t0.926\t-1.204\t0.471\t2.173\t0.422\t-0.929\t1.465\t0.000\t0.940\t0.404\t-1.419\t0.000\t1.377\t-1.012\t-0.338\t3.102\t0.887\t1.003\t0.992\t1.014\t0.796\t0.897\t0.794\n0\t0.372\t0.722\t1.225\t1.699\t-0.167\t0.536\t1.514\t1.506\t0.000\t0.738\t1.548\t-1.257\t0.000\t1.387\t-0.021\t0.481\t0.000\t0.852\t0.478\t-0.803\t3.102\t0.809\t0.724\t1.047\t0.889\t0.474\t0.599\t0.673\n1\t2.388\t0.090\t-0.653\t0.571\t-0.274\t1.073\t-0.345\t0.862\t2.173\t0.974\t0.617\t-1.740\t0.000\t0.541\t0.024\t-1.742\t2.548\t0.522\t0.480\t-0.067\t0.000\t0.928\t1.147\t0.997\t0.768\t0.700\t0.962\t0.883\n0\t0.606\t-1.131\t-0.208\t0.916\t1.695\t1.448\t-0.138\t0.377\t2.173\t1.134\t-0.811\t-0.966\t1.107\t0.983\t2.627\t-1.353\t0.000\t1.046\t-0.414\t1.528\t0.000\t0.855\t0.927\t1.022\t0.747\t1.887\t1.064\t0.854\n1\t0.517\t-0.605\t1.692\t0.838\t0.228\t1.169\t-0.564\t0.791\t0.000\t1.458\t-1.222\t-1.159\t1.107\t0.800\t-0.885\t-0.478\t0.000\t0.658\t-1.044\t-0.029\t3.102\t1.623\t0.949\t0.986\t0.924\t0.753\t0.986\t0.817\n1\t0.713\t1.926\t0.105\t1.371\t-1.300\t1.313\t0.357\t0.282\t2.173\t0.828\t0.980\t-1.317\t0.000\t0.567\t2.040\t1.631\t0.000\t0.471\t0.090\t1.520\t1.551\t0.845\t0.617\t1.307\t1.722\t0.755\t1.104\t0.986\n1\t1.039\t1.036\t-1.551\t0.804\t0.380\t0.553\t0.051\t-0.253\t0.000\t0.549\t-0.923\t-0.542\t2.215\t1.023\t-0.451\t1.266\t1.274\t0.527\t0.224\t1.001\t0.000\t0.751\t0.787\t1.248\t1.101\t0.816\t0.864\t0.733\n1\t0.893\t-0.604\t-1.067\t1.040\t0.013\t1.538\t-1.243\t-1.427\t0.000\t1.124\t0.752\t0.269\t0.000\t1.736\t-0.488\t1.084\t2.548\t0.995\t-1.841\t-0.358\t0.000\t0.962\t1.050\t1.105\t1.039\t0.790\t0.934\t0.896\n0\t0.361\t-1.235\t0.107\t0.663\t0.752\t0.638\t-1.422\t0.914\t0.000\t0.790\t-0.594\t-1.056\t2.215\t0.277\t-0.887\t-1.634\t0.000\t1.193\t0.448\t-1.077\t3.102\t0.592\t1.067\t0.989\t0.851\t0.533\t0.742\t0.725\n0\t1.852\t-0.265\t0.916\t0.844\t-1.361\t0.605\t1.741\t-0.312\t0.000\t0.415\t1.116\t-0.888\t0.000\t0.673\t-0.154\t0.332\t2.548\t1.326\t-0.120\t-1.435\t1.551\t0.622\t1.053\t1.536\t0.844\t0.722\t0.767\t0.922\n0\t0.476\t-1.532\t-1.726\t0.861\t-0.413\t0.530\t0.052\t1.279\t0.000\t0.550\t-0.218\t-0.551\t2.215\t0.800\t-0.868\t0.064\t2.548\t0.416\t-1.405\t0.874\t0.000\t0.751\t0.772\t0.989\t0.606\t0.455\t0.561\t0.550\n0\t0.526\t0.968\t-0.495\t1.542\t-1.350\t0.557\t1.246\t0.001\t0.000\t0.362\t1.400\t-1.635\t0.000\t0.851\t1.254\t0.691\t2.548\t0.369\t0.877\t0.530\t1.551\t0.954\t0.686\t0.990\t0.604\t0.093\t0.601\t0.595\n0\t0.824\t0.771\t1.669\t0.945\t1.050\t1.218\t0.604\t0.084\t0.000\t0.406\t1.079\t0.690\t0.000\t1.020\t2.035\t-1.532\t0.000\t1.077\t-0.825\t-0.615\t3.102\t0.863\t1.198\t0.989\t0.559\t0.444\t0.844\t0.871\n1\t1.464\t-0.452\t-0.601\t0.579\t-1.221\t0.897\t-0.776\t1.256\t2.173\t1.296\t-0.921\t0.555\t2.215\t0.693\t2.052\t-1.517\t0.000\t0.654\t-1.601\t0.170\t0.000\t0.316\t0.851\t0.992\t1.125\t0.947\t0.962\t0.772\n1\t0.688\t0.310\t-1.606\t1.170\t-0.765\t2.223\t0.764\t0.626\t2.173\t1.834\t2.557\t1.091\t0.000\t3.284\t0.738\t-0.780\t0.000\t1.728\t0.786\t-1.080\t1.551\t5.418\t3.061\t0.985\t1.817\t2.081\t2.528\t2.135\n1\t1.930\t0.748\t-0.663\t0.374\t0.176\t0.874\t-0.463\t1.575\t2.173\t0.623\t0.426\t1.541\t0.000\t0.656\t-1.210\t0.274\t2.548\t0.940\t0.003\t0.326\t0.000\t0.913\t0.852\t0.988\t1.204\t0.965\t1.121\t0.920\n1\t1.419\t-1.257\t-0.894\t0.563\t1.174\t1.506\t0.011\t1.015\t2.173\t1.031\t-1.231\t-0.269\t0.000\t0.880\t-0.225\t0.233\t2.548\t1.040\t-0.855\t1.671\t0.000\t1.338\t0.978\t1.186\t1.580\t0.948\t1.083\t1.026\n1\t1.704\t0.155\t1.731\t0.736\t-1.646\t0.938\t-1.133\t-0.299\t2.173\t0.740\t-0.422\t0.405\t2.215\t0.616\t-0.602\t1.027\t0.000\t0.590\t-1.297\t-0.676\t0.000\t0.733\t0.766\t0.992\t1.113\t0.852\t1.238\t0.983\n1\t1.794\t0.282\t0.078\t0.419\t-0.168\t0.594\t0.764\t-1.648\t0.000\t0.879\t-0.543\t1.424\t2.215\t0.712\t-1.105\t-0.475\t0.000\t0.380\t-0.256\t1.144\t3.102\t1.701\t0.932\t0.993\t1.217\t0.146\t0.758\t0.838\n1\t0.583\t-0.581\t1.146\t0.634\t-1.108\t1.769\t1.267\t-0.515\t0.000\t0.967\t-0.322\t1.742\t0.000\t1.044\t0.801\t-1.583\t0.000\t2.199\t0.416\t1.061\t1.551\t0.881\t0.860\t0.987\t0.762\t0.940\t0.698\t0.635\n0\t0.736\t1.116\t-1.708\t1.329\t1.621\t1.207\t-1.634\t-0.363\t0.000\t0.695\t-1.798\t0.380\t0.000\t0.695\t-0.567\t-1.398\t2.548\t1.646\t-0.464\t0.841\t3.102\t1.222\t1.159\t0.977\t1.825\t0.738\t1.346\t2.309\n1\t1.231\t-1.082\t-0.787\t0.848\t-0.418\t1.273\t1.535\t1.076\t0.000\t0.624\t-1.813\t-1.176\t0.000\t0.742\t1.125\t-0.129\t0.000\t2.029\t0.046\t0.303\t3.102\t0.678\t1.314\t0.985\t0.650\t0.919\t0.824\t0.763\n1\t0.398\t-0.805\t-1.342\t0.958\t1.518\t0.485\t-0.971\t-0.350\t0.000\t0.591\t-1.101\t0.599\t0.000\t0.681\t0.776\t1.372\t2.548\t0.991\t-0.159\t-0.718\t3.102\t0.862\t1.053\t0.977\t0.695\t0.689\t0.692\t0.711\n0\t0.886\t-0.302\t1.325\t1.746\t-1.665\t1.058\t0.481\t-0.350\t0.000\t0.804\t0.014\t0.459\t2.215\t0.824\t-1.342\t1.540\t0.000\t0.831\t-0.139\t-0.580\t3.102\t0.895\t0.897\t0.991\t0.817\t0.598\t0.780\t0.975\n0\t3.399\t0.095\t1.730\t0.744\t-1.024\t2.037\t-0.308\t0.310\t0.000\t0.857\t0.147\t-1.204\t2.215\t0.946\t-0.487\t-0.438\t2.548\t0.420\t-0.004\t0.619\t0.000\t0.444\t0.854\t1.351\t0.793\t0.695\t0.928\t1.188\n1\t0.664\t-1.225\t0.127\t0.095\t1.597\t0.728\t-1.023\t0.717\t0.000\t0.898\t-0.711\t-0.629\t2.215\t0.818\t-1.679\t1.281\t0.000\t1.421\t-0.176\t1.716\t3.102\t0.889\t0.985\t0.984\t0.703\t0.914\t0.856\t0.753\n0\t1.267\t1.307\t-1.730\t0.879\t-1.497\t1.341\t0.365\t0.630\t0.000\t1.544\t0.831\t-0.947\t2.215\t1.718\t0.656\t0.206\t2.548\t1.125\t1.254\t-1.078\t0.000\t0.915\t0.917\t0.986\t1.159\t1.497\t1.190\t1.309\n0\t0.990\t-0.020\t-0.828\t1.176\t0.791\t0.667\t-0.730\t1.690\t0.000\t0.984\t-0.325\t0.586\t1.107\t0.734\t0.152\t-0.016\t2.548\t0.545\t-1.848\t-0.110\t0.000\t1.184\t1.026\t1.485\t0.914\t0.519\t0.764\t0.774\n0\t0.875\t-0.123\t-0.007\t0.826\t1.533\t0.484\t-0.943\t1.489\t2.173\t0.250\t-0.037\t-0.794\t0.000\t0.342\t1.798\t0.825\t0.000\t0.389\t-1.262\t-0.533\t3.102\t0.694\t0.905\t1.158\t0.643\t0.464\t0.606\t0.586\n1\t0.998\t-0.335\t1.612\t1.479\t-1.110\t0.665\t1.011\t0.463\t2.173\t0.403\t0.937\t-0.989\t0.000\t0.969\t-0.171\t-0.083\t2.548\t0.786\t0.486\t1.181\t0.000\t0.746\t0.696\t1.070\t0.915\t0.797\t0.943\t0.758\n1\t1.387\t0.206\t1.244\t0.159\t-0.538\t1.051\t-2.343\t-1.162\t0.000\t1.099\t1.305\t0.538\t0.000\t0.902\t0.246\t0.180\t0.000\t0.731\t-0.470\t1.453\t3.102\t0.888\t0.921\t0.988\t0.529\t0.220\t0.610\t0.620\n1\t2.735\t0.187\t-1.566\t0.360\t-0.812\t2.423\t1.770\t0.056\t0.000\t0.664\t0.203\t-1.164\t0.000\t1.491\t0.473\t0.631\t2.548\t1.331\t-0.279\t1.600\t0.000\t1.006\t1.129\t0.992\t0.704\t0.891\t0.864\t0.816\n0\t0.336\t0.941\t0.226\t0.291\t1.219\t1.203\t-0.054\t1.662\t2.173\t1.053\t0.308\t-0.318\t2.215\t1.213\t-0.790\t-0.281\t0.000\t0.434\t-0.698\t1.241\t0.000\t0.784\t0.823\t0.990\t0.912\t1.648\t0.985\t0.822\n0\t0.900\t0.318\t1.416\t0.455\t0.801\t0.916\t0.734\t-0.880\t0.000\t0.895\t-0.189\t0.525\t2.215\t0.878\t-0.114\t-0.627\t0.000\t0.738\t0.990\t1.250\t3.102\t0.807\t0.885\t0.982\t0.690\t0.707\t0.822\t0.798\n0\t0.482\t1.737\t-1.519\t0.486\t-0.290\t0.775\t0.848\t-0.525\t0.000\t0.691\t0.563\t0.012\t2.215\t1.810\t0.613\t1.517\t2.548\t0.711\t2.030\t1.298\t0.000\t1.504\t1.033\t0.983\t0.823\t1.162\t0.947\t0.786\n0\t0.915\t-0.392\t-1.621\t1.790\t-1.036\t0.661\t0.162\t0.284\t0.000\t0.788\t-0.220\t0.889\t1.107\t0.278\t-0.542\t1.165\t0.000\t0.596\t1.403\t0.584\t0.000\t0.840\t0.766\t0.980\t0.733\t0.819\t0.756\t0.791\n0\t1.519\t0.837\t0.953\t1.421\t1.366\t0.501\t-2.876\t1.470\t0.000\t1.043\t0.545\t-0.494\t0.000\t0.629\t1.050\t-0.097\t2.548\t0.836\t-0.864\t-0.492\t3.102\t4.465\t2.349\t0.995\t0.828\t0.761\t1.648\t1.965\n1\t0.752\t0.595\t-0.077\t2.233\t0.518\t1.511\t-1.437\t-1.427\t0.000\t1.145\t-0.622\t0.201\t0.000\t0.688\t-0.854\t1.665\t1.274\t1.026\t0.368\t-1.093\t3.102\t3.012\t1.654\t0.991\t0.928\t0.619\t1.145\t1.319\n0\t3.405\t0.177\t-0.495\t3.120\t-0.598\t3.668\t-0.671\t1.142\t0.000\t1.029\t-0.760\t-0.709\t2.215\t0.674\t0.051\t1.569\t2.548\t0.567\t-1.222\t1.353\t0.000\t0.984\t0.921\t0.962\t0.878\t0.872\t1.253\t1.931\n0\t0.662\t-1.343\t1.504\t1.003\t-0.713\t0.840\t-2.135\t0.066\t0.000\t1.028\t-0.400\t-1.564\t2.215\t1.313\t-0.597\t0.880\t2.548\t0.409\t-0.852\t-0.657\t0.000\t0.762\t1.118\t1.028\t0.823\t1.008\t1.025\t0.869\n1\t1.314\t0.194\t0.837\t0.813\t-0.268\t0.510\t-1.054\t-0.093\t0.000\t0.583\t-0.897\t-1.019\t2.215\t1.235\t-1.004\t1.657\t2.548\t1.278\t1.457\t-0.950\t0.000\t0.912\t0.870\t1.201\t0.943\t0.607\t0.832\t0.767\n1\t0.411\t0.641\t1.160\t1.004\t-0.152\t1.167\t-0.001\t-1.224\t1.087\t1.019\t0.628\t-0.430\t0.000\t2.239\t-1.146\t1.285\t0.000\t0.653\t-1.928\t0.531\t0.000\t0.860\t1.151\t0.987\t0.522\t1.034\t0.801\t0.726\n1\t1.737\t-0.307\t-0.520\t1.292\t-1.310\t1.885\t1.265\t0.975\t0.000\t1.485\t0.795\t-0.672\t2.215\t1.476\t0.084\t-1.228\t2.548\t0.816\t-1.002\t1.226\t0.000\t0.781\t1.904\t1.354\t1.165\t0.955\t1.542\t1.551\n0\t1.297\t0.338\t1.480\t1.147\t0.897\t1.318\t1.038\t-0.858\t0.000\t1.061\t0.926\t0.358\t2.215\t0.405\t1.064\t-1.409\t0.000\t0.526\t-0.282\t0.058\t3.102\t0.632\t0.788\t0.990\t1.024\t0.500\t0.789\t0.924\n0\t0.818\t0.367\t-0.688\t1.179\t0.522\t1.658\t0.961\t-1.725\t2.173\t1.074\t0.676\t0.211\t0.000\t1.268\t0.212\t-0.210\t1.274\t0.425\t-0.222\t1.503\t0.000\t0.921\t0.717\t1.207\t1.429\t1.896\t1.134\t0.970\n1\t1.381\t0.980\t-1.538\t1.033\t1.460\t0.503\t-1.005\t0.352\t2.173\t0.396\t1.179\t0.762\t0.000\t0.386\t-0.942\t-0.352\t0.000\t0.717\t0.187\t-0.606\t0.000\t0.969\t0.837\t0.981\t0.775\t0.742\t0.874\t0.755\n1\t0.835\t0.224\t0.421\t1.738\t1.099\t0.989\t-0.050\t-0.423\t1.087\t0.970\t-1.097\t-0.980\t1.107\t0.561\t0.833\t-1.479\t0.000\t0.623\t-0.847\t1.116\t0.000\t0.870\t0.994\t0.987\t1.308\t1.071\t1.094\t0.903\n1\t0.289\t-1.889\t1.685\t1.037\t1.414\t0.696\t-0.652\t1.083\t2.173\t0.651\t-0.904\t0.175\t0.000\t1.117\t0.899\t-0.945\t0.000\t1.924\t-0.359\t-0.554\t3.102\t1.829\t1.209\t0.992\t0.632\t1.227\t1.006\t0.892\n0\t1.089\t1.102\t0.742\t0.763\t0.279\t0.892\t1.926\t-1.022\t0.000\t0.605\t0.113\t0.873\t0.000\t1.059\t0.706\t-1.600\t2.548\t0.856\t0.354\t0.394\t0.000\t0.736\t0.639\t0.997\t0.764\t0.297\t0.691\t0.623\n0\t0.499\t2.010\t-1.076\t0.983\t-1.033\t1.110\t0.789\t-0.668\t2.173\t2.952\t-0.292\t0.898\t2.215\t0.573\t-0.475\t-0.829\t0.000\t0.498\t-1.998\t1.576\t0.000\t0.803\t1.497\t0.971\t0.699\t3.046\t1.642\t1.419\n1\t1.564\t-0.959\t0.816\t1.185\t-0.668\t0.416\t-1.084\t-0.424\t0.000\t1.101\t0.202\t-1.012\t2.215\t0.968\t2.677\t1.552\t0.000\t1.123\t0.002\t-0.014\t3.102\t0.808\t0.943\t1.834\t1.414\t0.793\t0.964\t1.165\n1\t1.060\t-0.270\t1.452\t0.472\t-0.410\t0.773\t-0.366\t0.482\t0.000\t0.648\t0.454\t1.623\t2.215\t0.464\t0.877\t-0.859\t0.000\t1.075\t-1.284\t-0.335\t3.102\t0.818\t0.955\t0.987\t0.606\t1.157\t0.791\t0.698\n0\t1.876\t0.736\t1.723\t0.744\t1.296\t0.965\t0.891\t0.400\t2.173\t0.675\t1.451\t-1.019\t0.000\t1.084\t-0.054\t-0.970\t2.548\t1.041\t-0.162\t0.584\t0.000\t0.669\t0.964\t0.983\t1.243\t1.360\t0.997\t0.967\n1\t1.270\t0.291\t0.697\t1.420\t-1.208\t0.501\t-0.455\t-1.257\t0.000\t0.777\t-0.006\t1.533\t0.000\t1.963\t0.811\t-0.298\t2.548\t0.655\t-2.060\t0.956\t0.000\t0.834\t0.754\t1.841\t1.328\t0.822\t0.898\t0.888\n0\t0.630\t0.241\t-0.805\t1.593\t1.186\t0.944\t-0.239\t-0.444\t2.173\t0.864\t-0.897\t1.203\t1.107\t0.487\t0.423\t0.020\t0.000\t0.749\t-0.893\t-1.140\t0.000\t0.806\t0.814\t1.353\t1.198\t1.402\t0.980\t0.798\n0\t0.963\t2.277\t-1.672\t0.846\t-1.138\t0.614\t0.839\t-0.358\t1.087\t1.223\t0.209\t0.622\t1.107\t0.269\t0.097\t-1.568\t0.000\t0.423\t1.331\t1.392\t0.000\t0.348\t0.623\t0.978\t0.940\t1.067\t1.049\t0.774\n0\t0.800\t0.949\t0.174\t1.257\t0.968\t0.432\t0.320\t-0.724\t1.087\t0.360\t-0.926\t0.264\t0.000\t0.788\t-0.306\t0.973\t0.000\t0.479\t-0.987\t1.441\t3.102\t0.550\t0.736\t0.984\t0.950\t0.599\t0.755\t0.722\n0\t1.212\t-1.496\t1.480\t0.614\t0.562\t1.167\t-0.860\t-0.715\t1.087\t1.128\t-0.045\t1.352\t2.215\t1.270\t-2.696\t-0.045\t0.000\t0.877\t-1.125\t0.070\t0.000\t0.793\t0.878\t0.988\t1.191\t1.768\t1.062\t0.843\n0\t1.234\t-1.096\t-0.623\t0.897\t0.094\t0.571\t0.532\t-1.720\t0.000\t0.874\t0.100\t1.168\t1.107\t0.992\t-0.355\t-0.933\t2.548\t0.792\t-0.822\t0.533\t0.000\t1.260\t0.948\t0.992\t1.079\t0.970\t0.789\t0.785\n0\t1.300\t0.825\t0.617\t1.870\t0.057\t1.122\t-0.787\t1.190\t0.000\t0.991\t-1.147\t1.536\t0.000\t2.030\t2.350\t-0.073\t0.000\t3.785\t-0.034\t-0.523\t3.102\t0.810\t0.865\t1.043\t1.451\t1.067\t1.306\t1.502\n0\t2.315\t1.083\t-1.208\t0.454\t-0.964\t1.399\t0.743\t-1.519\t2.173\t1.383\t0.380\t0.301\t0.000\t2.614\t1.019\t0.587\t2.548\t1.170\t0.847\t-0.066\t0.000\t0.753\t0.907\t0.987\t0.908\t2.298\t1.373\t1.305\n1\t0.648\t-0.362\t-1.581\t0.181\t-0.801\t1.511\t-2.595\t1.587\t0.000\t1.682\t0.491\t0.356\t0.000\t1.618\t0.955\t-0.790\t2.548\t1.033\t-0.317\t0.304\t0.000\t0.790\t0.947\t0.989\t0.764\t0.917\t0.953\t0.842\n0\t0.710\t-0.656\t-0.163\t0.577\t1.274\t0.603\t-1.241\t-1.196\t0.000\t1.109\t0.345\t1.624\t2.215\t2.525\t-0.258\t0.350\t2.548\t1.468\t1.293\t-1.192\t0.000\t0.966\t1.012\t0.988\t0.805\t1.722\t1.185\t0.955\n1\t0.839\t-1.630\t0.660\t0.761\t-0.788\t0.398\t1.435\t-1.140\t2.173\t0.283\t-2.040\t0.277\t0.000\t0.869\t-0.486\t1.380\t2.548\t0.655\t0.164\t0.561\t0.000\t0.843\t1.005\t1.068\t1.592\t1.020\t1.074\t1.092\n1\t1.118\t-0.287\t0.737\t1.336\t0.133\t1.924\t-0.331\t-1.474\t2.173\t1.520\t1.021\t0.587\t0.000\t0.445\t1.104\t-0.808\t0.000\t0.963\t-0.506\t-0.447\t3.102\t1.204\t1.176\t0.993\t1.770\t1.169\t1.454\t1.262\n1\t0.756\t0.428\t-1.164\t0.594\t1.552\t0.804\t-0.922\t-1.307\t0.000\t0.569\t-1.601\t0.145\t0.000\t0.756\t-0.765\t-0.497\t2.548\t1.691\t-0.168\t0.399\t3.102\t0.918\t1.032\t0.986\t0.681\t0.684\t0.665\t0.639\n0\t1.973\t0.057\t-1.278\t0.283\t-1.287\t1.494\t0.749\t0.736\t0.000\t2.003\t-0.336\t-0.829\t1.107\t1.482\t-0.134\t0.798\t2.548\t0.923\t1.009\t0.268\t0.000\t0.842\t0.918\t0.984\t0.999\t1.830\t1.492\t1.308\n0\t0.487\t-0.621\t-0.212\t1.328\t1.615\t1.087\t-0.444\t-0.598\t2.173\t0.588\t0.057\t-1.418\t0.000\t0.916\t0.586\t1.439\t2.548\t2.264\t-0.145\t0.354\t0.000\t0.776\t0.868\t1.111\t1.032\t1.395\t0.923\t0.844\n1\t0.898\t1.254\t-1.200\t0.366\t0.031\t0.662\t-0.372\t1.674\t1.087\t0.341\t0.178\t-0.334\t0.000\t0.583\t1.195\t0.813\t0.000\t1.579\t-0.578\t0.602\t3.102\t0.959\t0.914\t0.987\t1.474\t0.907\t1.167\t1.130\n0\t0.356\t-0.732\t-0.492\t1.340\t0.052\t1.112\t0.301\t-1.328\t2.173\t0.852\t0.625\t1.530\t0.000\t1.269\t0.046\t1.055\t2.548\t1.305\t-1.135\t-0.082\t0.000\t0.935\t0.924\t0.990\t1.461\t1.255\t1.549\t1.325\n1\t0.513\t-0.782\t-1.207\t1.613\t0.194\t1.398\t1.928\t-1.740\t0.000\t0.837\t0.731\t-0.250\t2.215\t1.164\t-1.647\t0.104\t0.000\t1.527\t-0.782\t1.631\t0.000\t1.587\t0.923\t1.201\t1.043\t0.535\t1.004\t0.869\n1\t0.964\t0.223\t0.913\t0.725\t0.326\t0.564\t-0.462\t-0.771\t0.000\t0.527\t-1.180\t-0.063\t0.000\t1.085\t-0.212\t-1.247\t2.548\t0.838\t1.076\t0.872\t0.000\t0.824\t0.724\t0.985\t0.595\t0.165\t0.579\t0.543\n0\t0.968\t1.482\t0.538\t1.529\t0.021\t1.084\t-0.646\t-1.345\t0.000\t0.951\t1.131\t1.323\t2.215\t0.592\t-1.271\t-0.631\t0.000\t0.730\t0.022\t0.299\t3.102\t1.025\t0.940\t0.982\t1.090\t0.751\t1.073\t1.546\n0\t0.504\t-1.328\t0.924\t0.770\t-1.059\t0.726\t-0.445\t1.436\t2.173\t1.073\t0.095\t-0.129\t2.215\t0.620\t-0.711\t-0.192\t0.000\t1.110\t0.578\t-1.634\t0.000\t1.149\t0.947\t0.990\t1.022\t1.332\t1.084\t0.979\n1\t0.964\t0.938\t-1.532\t0.869\t-0.428\t0.937\t0.867\t0.516\t2.173\t1.073\t-0.085\t1.250\t0.000\t1.162\t0.422\t-1.526\t2.548\t1.533\t0.134\t-0.636\t0.000\t0.658\t1.034\t1.064\t0.698\t1.282\t0.858\t0.773\n1\t0.556\t1.309\t1.023\t1.582\t-1.642\t0.849\t0.337\t-1.456\t2.173\t1.516\t-1.483\t0.226\t0.000\t0.806\t0.760\t-0.406\t0.000\t0.730\t1.285\t1.600\t0.000\t0.878\t0.927\t0.991\t0.694\t0.932\t0.729\t0.685\n0\t1.115\t-0.021\t0.076\t1.497\t-0.153\t0.791\t-1.228\t-0.995\t2.173\t0.596\t-0.165\t-1.304\t0.000\t1.064\t-2.332\t1.206\t0.000\t1.189\t0.348\t1.088\t3.102\t0.855\t1.124\t0.981\t1.002\t1.364\t1.147\t1.128\n0\t1.929\t0.412\t-1.051\t1.666\t-0.692\t0.875\t0.392\t1.457\t2.173\t0.904\t0.454\t0.779\t0.000\t0.744\t-0.235\t0.186\t0.000\t1.482\t0.884\t0.105\t3.102\t0.793\t0.950\t0.989\t1.106\t1.203\t1.064\t0.983\n1\t1.393\t0.238\t-1.492\t0.735\t-0.652\t0.789\t0.509\t0.871\t1.087\t0.740\t0.327\t0.177\t2.215\t0.433\t-0.919\t-1.370\t0.000\t0.817\t-0.188\t0.697\t0.000\t0.682\t0.754\t0.987\t0.873\t0.665\t0.785\t0.684\n1\t1.163\t0.604\t1.308\t0.456\t0.120\t1.343\t-0.380\t-1.554\t0.000\t0.885\t0.210\t0.200\t0.000\t0.779\t1.709\t0.008\t0.000\t1.091\t0.954\t0.243\t0.000\t1.203\t0.730\t0.985\t0.569\t0.259\t0.459\t0.532\n1\t1.335\t-1.804\t1.014\t0.617\t-1.607\t0.898\t0.167\t-0.415\t2.173\t0.480\t0.125\t0.376\t0.000\t0.858\t0.236\t1.408\t0.000\t0.816\t-1.251\t-0.760\t3.102\t0.792\t0.969\t0.991\t0.730\t0.893\t1.180\t1.071\n0\t0.758\t1.354\t1.027\t1.626\t0.874\t0.796\t1.262\t-0.916\t2.173\t0.815\t0.569\t-1.704\t1.107\t1.179\t1.838\t-0.625\t0.000\t0.772\t1.072\t0.636\t0.000\t1.033\t1.081\t0.993\t1.294\t0.877\t0.922\t0.914\n0\t0.789\t1.167\t-1.095\t0.533\t-0.822\t0.351\t1.551\t-0.504\t0.000\t0.819\t1.442\t0.458\t0.000\t0.279\t-0.931\t1.285\t1.274\t0.738\t-0.009\t1.214\t1.551\t0.869\t0.927\t0.978\t0.656\t0.184\t0.630\t0.655\n0\t0.744\t2.088\t1.037\t2.002\t1.680\t0.950\t-0.851\t-0.129\t0.000\t0.371\t0.013\t-0.708\t1.107\t0.818\t0.480\t1.540\t1.274\t0.941\t-1.357\t0.505\t0.000\t0.967\t0.789\t0.988\t1.090\t0.547\t0.982\t1.976\n0\t0.692\t-0.712\t1.636\t0.879\t0.222\t1.467\t-0.444\t0.380\t0.000\t0.960\t-0.006\t-1.307\t0.000\t0.498\t1.256\t-1.075\t1.274\t0.821\t1.683\t1.515\t0.000\t1.146\t0.973\t1.033\t0.889\t0.686\t0.821\t0.730\n1\t1.003\t-1.698\t-1.084\t0.919\t-0.793\t0.702\t0.125\t0.850\t2.173\t0.458\t-1.539\t1.632\t0.000\t0.821\t0.232\t-1.528\t2.548\t1.212\t-1.080\t0.578\t0.000\t0.858\t0.947\t0.984\t0.844\t0.797\t0.896\t0.769\n0\t0.367\t-1.548\t1.143\t1.634\t-0.738\t0.816\t0.678\t0.997\t2.173\t0.301\t-0.355\t1.292\t1.107\t0.318\t1.078\t0.578\t0.000\t0.419\t-0.292\t-0.617\t0.000\t0.491\t0.584\t1.065\t0.739\t0.444\t1.109\t0.862\n0\t0.867\t-0.113\t-0.775\t0.235\t1.385\t1.683\t0.038\t-1.569\t2.173\t1.237\t-0.927\t-0.123\t0.000\t1.755\t0.024\t0.517\t1.274\t1.271\t-0.542\t0.513\t0.000\t0.920\t0.978\t0.990\t1.073\t2.038\t1.406\t1.117\n1\t0.655\t1.488\t-0.580\t0.602\t-0.301\t0.512\t-0.530\t0.768\t2.173\t0.879\t-0.992\t-1.541\t2.215\t0.584\t-1.491\t1.344\t0.000\t0.460\t0.299\t-0.125\t0.000\t0.869\t0.725\t0.999\t0.901\t0.894\t0.870\t0.755\n1\t0.353\t1.279\t-0.718\t0.569\t-0.442\t0.670\t-0.161\t1.726\t0.000\t0.753\t-0.412\t1.017\t0.000\t1.097\t1.175\t0.267\t2.548\t1.128\t1.081\t-1.245\t3.102\t0.923\t1.072\t0.985\t0.917\t0.832\t0.925\t0.836\n1\t1.937\t-0.148\t1.216\t1.822\t1.606\t1.331\t-1.234\t0.913\t2.173\t1.825\t1.178\t-0.544\t2.215\t2.258\t-0.339\t-0.193\t0.000\t0.963\t-0.907\t-1.475\t0.000\t0.969\t1.647\t0.980\t1.514\t4.216\t2.185\t1.792\n0\t0.789\t0.965\t0.502\t2.311\t0.839\t1.527\t-0.456\t-0.941\t0.000\t0.611\t0.297\t-1.154\t0.000\t0.306\t0.834\t-0.488\t2.548\t0.489\t-0.409\t0.813\t3.102\t0.894\t0.861\t0.986\t0.684\t0.354\t0.561\t0.946\n0\t0.606\t-1.354\t-1.573\t1.494\t-0.555\t0.911\t0.304\t-1.586\t2.173\t1.039\t-1.243\t0.979\t2.215\t1.351\t-1.269\t-0.133\t0.000\t0.866\t-1.702\t-0.109\t0.000\t0.396\t0.952\t1.047\t1.389\t1.644\t1.237\t1.074\n0\t1.967\t-0.694\t-1.601\t0.818\t1.603\t1.037\t-0.752\t0.300\t1.087\t0.717\t-0.177\t-0.764\t0.000\t0.821\t0.333\t1.279\t2.548\t1.912\t-1.018\t-0.302\t0.000\t1.035\t1.101\t0.983\t0.706\t1.119\t0.991\t1.003\n1\t0.411\t0.204\t-0.780\t0.887\t0.824\t1.075\t0.886\t-0.505\t2.173\t0.862\t-0.098\t0.811\t0.000\t0.533\t-0.535\t-1.706\t0.000\t1.011\t0.961\t-1.544\t3.102\t0.837\t0.857\t0.989\t1.240\t0.900\t0.915\t0.852\n1\t0.657\t1.445\t1.098\t1.277\t-0.945\t0.938\t0.757\t-0.061\t2.173\t0.608\t2.351\t1.580\t0.000\t0.611\t0.556\t1.626\t0.000\t0.396\t1.291\t0.609\t0.000\t0.966\t0.952\t1.223\t1.059\t0.743\t0.887\t0.812\n1\t3.063\t0.272\t0.964\t2.048\t1.233\t3.061\t1.445\t-0.575\t0.000\t1.071\t-0.001\t1.490\t2.215\t0.438\t-0.546\t0.133\t2.548\t0.600\t-0.758\t-1.168\t0.000\t3.243\t2.116\t1.006\t0.820\t0.719\t1.721\t1.871\n1\t1.723\t0.612\t0.471\t0.785\t0.990\t0.761\t0.785\t-0.660\t0.000\t0.663\t-0.481\t-0.933\t2.215\t0.758\t-0.394\t-1.639\t2.548\t0.742\t0.866\t-1.045\t0.000\t0.795\t0.692\t0.996\t1.015\t0.449\t0.888\t0.744\n1\t1.256\t-1.245\t1.041\t1.088\t-0.685\t0.635\t-0.940\t-0.793\t2.173\t1.071\t-1.157\t-0.058\t2.215\t1.114\t-0.769\t1.437\t0.000\t0.380\t2.459\t1.510\t0.000\t0.836\t0.966\t1.619\t0.992\t0.761\t0.783\t0.757\n0\t2.093\t-0.848\t-0.264\t1.746\t0.123\t2.167\t-0.456\t-1.651\t0.000\t1.288\t-1.061\t1.637\t0.000\t2.372\t-0.986\t0.267\t1.274\t1.134\t2.072\t0.010\t0.000\t1.302\t0.994\t0.979\t0.745\t1.532\t1.505\t1.552\n1\t0.734\t0.737\t1.555\t1.508\t-1.273\t0.980\t1.178\t0.289\t0.000\t0.699\t1.475\t0.850\t0.000\t1.622\t0.814\t-0.869\t2.548\t0.386\t-0.182\t1.079\t3.102\t0.899\t0.717\t0.986\t0.787\t0.692\t0.827\t0.842\n1\t1.094\t-0.729\t-0.742\t0.727\t0.108\t1.036\t-0.412\t-1.246\t2.173\t0.511\t0.570\t1.476\t1.107\t1.209\t-0.728\t0.711\t0.000\t1.164\t-0.553\t-0.015\t0.000\t0.801\t0.907\t0.980\t0.964\t0.880\t0.882\t0.827\n1\t0.513\t-0.061\t1.474\t0.561\t-0.268\t0.646\t-1.420\t-1.207\t0.000\t0.918\t-2.151\t-0.662\t0.000\t1.337\t-0.586\t0.791\t2.548\t0.941\t-1.164\t1.435\t3.102\t1.012\t0.884\t0.989\t0.714\t0.575\t0.901\t0.769\n1\t1.050\t-1.102\t-0.324\t1.257\t-0.088\t0.881\t-0.543\t1.327\t2.173\t0.592\t-1.146\t0.756\t0.000\t0.858\t-2.508\t-0.138\t0.000\t2.901\t-0.447\t-1.405\t3.102\t1.236\t1.467\t0.996\t1.539\t1.062\t1.275\t1.182\n0\t0.467\t-0.884\t0.882\t2.474\t-1.675\t1.283\t0.612\t0.014\t2.173\t0.253\t0.830\t0.429\t0.000\t1.027\t-0.653\t-0.994\t2.548\t0.941\t1.163\t-1.564\t0.000\t0.644\t0.956\t1.107\t0.818\t1.526\t1.384\t1.157\n0\t1.095\t-0.492\t0.518\t1.169\t-0.092\t0.933\t1.531\t-1.238\t0.000\t0.490\t0.407\t0.589\t2.215\t0.646\t1.153\t1.588\t0.000\t0.550\t1.114\t1.053\t3.102\t0.804\t0.979\t0.988\t0.954\t0.293\t0.667\t1.096\n1\t0.978\t-0.225\t1.629\t1.119\t-1.151\t0.582\t-1.567\t0.461\t2.173\t0.842\t-0.333\t0.058\t1.107\t0.816\t-0.070\t-1.497\t0.000\t0.378\t0.497\t0.443\t0.000\t0.764\t0.870\t0.994\t0.967\t0.773\t0.846\t0.710\n1\t0.277\t-0.553\t-1.277\t1.442\t0.502\t0.713\t1.311\t1.685\t2.173\t1.561\t0.387\t-1.406\t1.107\t1.244\t-0.143\t0.047\t0.000\t1.353\t0.133\t0.970\t0.000\t0.992\t1.192\t0.991\t1.005\t0.919\t0.938\t0.871\n0\t1.204\t-0.223\t-0.856\t0.471\t0.852\t0.666\t-0.365\t-0.228\t0.000\t1.382\t-0.142\t0.975\t2.215\t1.153\t-0.631\t-1.474\t2.548\t0.891\t1.858\t-0.748\t0.000\t0.688\t0.976\t1.043\t0.701\t1.141\t0.799\t0.724\n1\t1.416\t-0.553\t-1.506\t1.680\t-1.279\t1.137\t-0.304\t0.921\t0.000\t0.656\t2.054\t-0.234\t0.000\t0.368\t0.867\t0.494\t2.548\t0.718\t-1.423\t-0.011\t0.000\t1.468\t0.978\t0.999\t0.832\t0.160\t0.677\t0.887\n1\t0.641\t-0.956\t1.518\t0.402\t0.962\t1.253\t0.420\t-0.128\t2.173\t1.319\t-0.350\t1.366\t0.000\t0.617\t-0.577\t-0.243\t0.000\t0.997\t0.269\t-0.940\t1.551\t0.867\t0.904\t0.987\t1.116\t0.793\t0.976\t0.954\n1\t1.186\t-0.091\t-0.145\t0.797\t1.523\t0.672\t1.341\t1.351\t1.087\t0.347\t2.089\t0.967\t0.000\t0.755\t1.065\t-0.553\t2.548\t1.399\t1.169\t-1.264\t0.000\t0.926\t0.942\t1.344\t0.879\t0.882\t0.845\t0.821\n0\t1.300\t2.183\t1.344\t1.412\t0.793\t0.995\t1.235\t1.051\t2.173\t1.692\t2.285\t-1.089\t0.000\t1.453\t0.543\t-0.260\t0.000\t1.873\t1.396\t-0.768\t3.102\t1.178\t0.946\t0.987\t0.752\t1.475\t1.000\t1.011\n0\t0.641\t-0.659\t-0.537\t0.619\t0.808\t1.646\t-0.454\t0.097\t2.173\t1.024\t0.109\t1.578\t2.215\t1.788\t-0.616\t-1.307\t0.000\t1.430\t-0.852\t-1.740\t0.000\t0.738\t0.892\t0.981\t0.883\t1.938\t1.326\t1.049\n0\t0.566\t-2.108\t-0.472\t1.119\t-1.237\t0.596\t-0.318\t1.229\t0.000\t0.725\t-0.863\t-1.263\t2.215\t0.579\t-1.159\t0.158\t2.548\t0.445\t2.261\t0.215\t0.000\t1.819\t1.416\t0.998\t0.584\t0.673\t1.043\t1.067\n1\t0.778\t-1.146\t-0.244\t1.537\t-1.127\t1.069\t2.333\t0.591\t0.000\t1.259\t0.227\t1.491\t2.215\t0.830\t-1.291\t0.290\t0.000\t1.072\t-0.629\t-1.151\t3.102\t0.853\t0.811\t1.081\t1.396\t0.903\t1.051\t0.944\n1\t2.092\t-0.227\t-1.335\t0.305\t-0.052\t1.122\t0.108\t0.402\t2.173\t0.519\t0.408\t-0.050\t0.000\t0.393\t-1.188\t1.155\t0.000\t0.752\t-0.585\t1.491\t3.102\t0.912\t0.803\t1.013\t0.612\t0.904\t0.876\t0.742\n0\t0.409\t1.107\t1.142\t0.696\t0.010\t1.167\t0.217\t1.550\t0.000\t0.683\t0.689\t-0.871\t2.215\t0.932\t0.222\t0.454\t0.000\t1.070\t1.095\t-0.316\t0.000\t0.937\t0.796\t0.992\t0.561\t0.200\t0.583\t0.638\n1\t1.582\t-0.668\t1.466\t1.026\t-1.531\t1.049\t-0.172\t-0.235\t2.173\t0.487\t-0.007\t-1.327\t0.000\t0.838\t0.754\t0.083\t0.000\t0.586\t0.174\t1.187\t3.102\t1.026\t0.935\t0.991\t0.643\t0.811\t0.956\t0.891\n0\t0.734\t-2.036\t-0.436\t0.074\t-1.579\t1.048\t0.053\t1.463\t2.173\t0.919\t0.428\t-1.313\t2.215\t1.462\t-0.278\t-0.261\t0.000\t1.998\t-0.060\t0.304\t0.000\t0.946\t1.266\t0.986\t1.217\t0.906\t1.082\t1.015\n1\t0.627\t-0.877\t1.299\t1.163\t0.143\t2.519\t-0.384\t-1.187\t0.000\t1.407\t-0.261\t0.525\t2.215\t1.373\t0.590\t0.685\t1.274\t0.853\t-0.587\t0.905\t0.000\t0.438\t0.511\t1.020\t0.748\t0.733\t0.733\t0.561\n1\t0.903\t0.291\t-1.699\t0.365\t-0.039\t1.402\t0.932\t0.683\t2.173\t0.841\t0.950\t-1.339\t0.000\t1.588\t-0.216\t-0.794\t0.000\t0.869\t0.355\t-0.173\t3.102\t1.014\t0.755\t0.982\t0.990\t0.870\t1.080\t0.901\n1\t2.139\t-0.406\t-0.271\t0.629\t-0.757\t0.906\t-0.080\t1.461\t2.173\t0.615\t-0.422\t0.231\t0.000\t0.783\t-0.600\t0.966\t0.000\t0.459\t2.266\t-1.577\t0.000\t0.885\t1.061\t0.989\t0.777\t0.464\t0.877\t0.797\n0\t0.560\t-2.215\t1.475\t0.350\t-1.638\t0.769\t-0.346\t-1.270\t2.173\t0.780\t0.125\t0.690\t2.215\t0.357\t-2.373\t0.318\t0.000\t0.423\t0.856\t-0.363\t0.000\t1.307\t1.033\t0.989\t0.802\t1.151\t0.850\t0.775\n1\t0.861\t-0.598\t-0.461\t0.844\t0.583\t0.923\t-0.875\t-1.358\t0.000\t0.987\t-0.028\t1.597\t2.215\t1.176\t0.351\t0.279\t0.000\t1.718\t-1.169\t-0.179\t3.102\t0.760\t1.101\t0.986\t0.903\t1.464\t0.903\t0.839\n1\t1.157\t-0.452\t1.219\t1.024\t-1.381\t1.070\t-0.037\t0.878\t0.000\t2.073\t-0.052\t-0.382\t1.107\t0.612\t-1.241\t-1.242\t0.000\t0.961\t0.231\t-1.103\t1.551\t1.720\t1.187\t1.081\t1.413\t0.798\t1.119\t1.008\n1\t0.953\t0.155\t0.346\t0.571\t1.502\t1.057\t0.408\t1.307\t2.173\t1.333\t0.178\t-0.325\t0.000\t1.189\t-0.393\t-1.554\t2.548\t0.668\t1.165\t-0.433\t0.000\t0.803\t1.170\t0.987\t0.771\t0.960\t1.048\t0.876\n1\t0.653\t1.237\t1.537\t1.887\t-0.949\t1.417\t0.379\t0.330\t1.087\t0.677\t2.468\t1.641\t0.000\t0.493\t-0.718\t-0.361\t0.000\t0.513\t0.665\t-0.949\t0.000\t0.939\t0.741\t1.207\t1.635\t0.851\t1.054\t1.010\n0\t0.912\t1.870\t1.192\t0.644\t1.225\t0.848\t-0.026\t-0.494\t2.173\t1.045\t1.821\t1.599\t0.000\t0.397\t0.265\t0.404\t0.000\t0.406\t0.480\t1.365\t1.551\t1.228\t0.691\t0.994\t1.284\t0.646\t0.900\t0.823\n0\t0.855\t-0.682\t1.111\t1.573\t-0.102\t0.522\t-0.669\t-0.405\t2.173\t0.525\t-1.283\t-1.651\t0.000\t1.113\t-0.178\t1.622\t2.548\t0.448\t-1.790\t0.200\t0.000\t0.764\t0.961\t1.426\t0.814\t0.947\t0.772\t0.789\n1\t0.763\t0.313\t1.712\t1.152\t-1.238\t0.858\t0.549\t0.342\t2.173\t0.455\t-0.543\t0.914\t2.215\t0.426\t2.238\t1.678\t0.000\t1.174\t0.357\t-0.737\t0.000\t0.743\t0.822\t0.981\t0.919\t0.703\t0.863\t0.763\n1\t0.791\t0.128\t0.592\t0.643\t1.393\t0.462\t-1.042\t-0.468\t0.000\t0.595\t0.717\t1.040\t2.215\t1.078\t-0.163\t-0.992\t0.000\t1.421\t0.301\t1.735\t3.102\t0.888\t1.031\t0.986\t0.757\t0.511\t0.778\t0.694\n1\t0.849\t1.071\t-1.294\t0.579\t-0.059\t0.499\t0.358\t-0.341\t2.173\t0.949\t1.211\t1.444\t0.000\t1.155\t-0.614\t0.582\t2.548\t0.729\t0.600\t-1.223\t0.000\t0.785\t0.933\t0.982\t0.962\t0.867\t0.877\t0.762\n1\t0.884\t-0.029\t-0.007\t1.037\t-1.297\t1.143\t-0.421\t-1.577\t2.173\t1.327\t-0.283\t0.391\t0.000\t0.753\t0.585\t0.742\t2.548\t0.943\t2.095\t-0.489\t0.000\t2.971\t1.641\t1.216\t0.989\t1.194\t1.504\t1.219\n1\t1.098\t0.457\t-1.569\t1.894\t-1.483\t1.406\t0.019\t0.125\t2.173\t0.592\t-2.846\t0.911\t0.000\t0.690\t0.294\t-0.978\t2.548\t0.745\t1.786\t0.291\t0.000\t5.453\t2.993\t0.976\t1.980\t1.046\t2.047\t2.094\n1\t1.082\t1.205\t-0.401\t1.359\t-0.834\t0.605\t-0.565\t1.500\t1.087\t0.467\t0.751\t0.964\t2.215\t0.622\t0.181\t0.116\t0.000\t0.875\t-1.949\t1.116\t0.000\t1.480\t1.076\t0.983\t0.921\t0.673\t1.161\t1.478\n1\t1.653\t0.394\t0.442\t0.905\t0.344\t1.101\t0.438\t-1.681\t2.173\t0.590\t-0.059\t-0.524\t0.000\t0.647\t-0.896\t-1.589\t0.000\t0.572\t-0.769\t-1.032\t3.102\t0.899\t1.045\t0.986\t0.956\t0.774\t1.006\t0.922\n0\t0.774\t-0.272\t-0.899\t2.040\t-1.676\t2.358\t-0.758\t0.050\t2.173\t0.726\t-0.134\t0.363\t0.000\t2.806\t-0.368\t1.624\t1.274\t1.769\t-1.720\t1.650\t0.000\t0.954\t0.926\t1.121\t0.835\t3.220\t1.757\t1.378\n1\t1.008\t-0.465\t0.520\t1.383\t0.765\t2.309\t-1.253\t1.461\t0.000\t1.450\t-1.379\t-0.419\t2.215\t2.145\t-2.273\t-0.193\t0.000\t1.031\t-0.415\t-0.495\t0.000\t0.756\t0.769\t0.988\t0.970\t0.929\t0.934\t0.795\n1\t0.538\t0.152\t-0.995\t1.099\t0.298\t0.560\t2.908\t-0.471\t0.000\t1.200\t-1.545\t1.416\t0.000\t1.377\t-1.799\t-0.896\t0.000\t2.433\t-0.743\t1.611\t1.551\t0.875\t0.989\t0.987\t1.147\t1.116\t0.817\t0.859\n0\t1.545\t0.627\t1.545\t1.826\t-1.433\t1.797\t-0.206\t-0.033\t1.087\t0.695\t0.021\t1.242\t2.215\t0.591\t1.253\t-0.300\t0.000\t0.585\t-0.834\t1.111\t0.000\t1.148\t0.842\t1.031\t2.152\t1.512\t1.424\t1.138\n1\t1.100\t-0.890\t1.619\t0.303\t-0.686\t0.931\t-0.064\t-0.935\t2.173\t1.167\t-0.164\t0.506\t2.215\t2.051\t0.342\t0.916\t0.000\t1.557\t-0.761\t-0.544\t0.000\t0.600\t1.097\t0.984\t0.825\t1.479\t0.901\t0.802\n1\t0.869\t0.410\t0.823\t0.869\t-0.769\t0.611\t-1.339\t1.129\t0.000\t0.927\t-0.956\t-1.736\t2.215\t1.476\t0.342\t-0.119\t2.548\t0.596\t0.281\t-1.138\t0.000\t1.198\t0.840\t1.192\t0.787\t1.535\t0.965\t0.890\n0\t0.436\t1.282\t0.764\t1.658\t-0.173\t1.575\t-0.227\t-1.585\t0.000\t1.109\t-0.372\t0.295\t1.107\t0.569\t0.280\t-0.249\t1.274\t0.563\t0.443\t1.425\t0.000\t0.818\t0.952\t0.985\t1.634\t0.496\t1.033\t1.310\n1\t0.299\t-1.278\t-0.227\t1.038\t-1.736\t1.601\t0.163\t0.979\t2.173\t1.294\t-0.142\t-0.088\t0.000\t1.035\t0.352\t-1.208\t0.000\t0.762\t1.247\t-0.945\t0.000\t0.617\t0.545\t0.990\t1.027\t0.889\t0.893\t0.775\n1\t2.021\t-0.876\t0.247\t0.713\t0.519\t0.950\t-0.088\t-1.467\t2.173\t0.568\t0.272\t0.969\t2.215\t0.922\t-0.249\t1.496\t0.000\t1.667\t0.915\t-0.654\t0.000\t0.832\t0.745\t0.998\t1.421\t0.899\t0.969\t0.841\n0\t0.359\t2.293\t0.673\t0.490\t-0.554\t0.700\t1.846\t-1.085\t0.000\t0.803\t1.221\t0.429\t0.000\t0.827\t0.493\t-1.616\t2.548\t0.662\t0.209\t-0.236\t3.102\t1.568\t0.918\t0.977\t0.670\t0.542\t0.693\t0.646\n1\t0.407\t-1.107\t1.742\t1.758\t-0.039\t1.561\t2.138\t-1.414\t0.000\t1.397\t-0.644\t0.032\t2.215\t1.487\t-1.243\t0.367\t2.548\t2.333\t-0.920\t1.484\t0.000\t1.032\t1.046\t1.172\t0.768\t0.714\t0.949\t0.847\n0\t0.516\t0.963\t-1.547\t1.652\t0.920\t0.386\t0.933\t0.266\t0.000\t0.815\t0.976\t-1.038\t2.215\t0.942\t-0.860\t0.284\t2.548\t0.978\t-0.748\t1.581\t0.000\t0.971\t0.909\t1.017\t0.920\t1.367\t0.979\t0.858\n1\t0.594\t0.899\t0.975\t0.617\t0.334\t0.466\t1.160\t-1.420\t0.000\t0.621\t-0.586\t-1.004\t0.000\t0.448\t0.496\t1.210\t2.548\t0.505\t-2.133\t0.645\t0.000\t1.107\t0.910\t0.988\t0.477\t0.125\t0.592\t0.597\n1\t0.321\t1.752\t-1.487\t0.733\t-1.266\t0.837\t1.549\t1.120\t0.000\t0.819\t-0.829\t0.795\t2.215\t1.285\t2.335\t-0.822\t0.000\t0.729\t0.591\t-0.286\t3.102\t2.076\t1.330\t0.993\t0.953\t0.834\t1.575\t1.283\n1\t1.395\t1.611\t-0.320\t1.482\t0.462\t0.592\t1.975\t-0.947\t0.000\t0.354\t-2.337\t1.185\t0.000\t1.308\t1.023\t-1.608\t2.548\t0.863\t0.104\t0.918\t3.102\t0.795\t0.907\t1.291\t1.225\t0.748\t0.907\t0.795\n0\t0.639\t-0.283\t0.412\t1.448\t0.813\t0.914\t0.513\t-1.089\t1.087\t0.606\t0.221\t-0.010\t2.215\t1.402\t-1.311\t1.596\t0.000\t1.134\t1.274\t-0.516\t0.000\t3.196\t1.873\t0.978\t1.640\t0.919\t1.303\t1.298\n1\t1.236\t-0.877\t-0.832\t1.648\t0.440\t1.171\t-0.181\t-1.393\t2.173\t0.389\t-1.299\t-1.074\t0.000\t1.279\t-1.238\t1.040\t2.548\t0.802\t-0.754\t0.308\t0.000\t0.878\t0.974\t1.802\t1.156\t1.562\t1.182\t0.941\n1\t0.610\t0.505\t-1.070\t0.959\t0.733\t1.376\t-0.030\t1.522\t2.173\t1.753\t1.712\t-0.276\t0.000\t0.640\t-0.039\t-1.336\t2.548\t0.973\t-0.221\t0.504\t0.000\t0.659\t1.171\t1.058\t0.651\t0.625\t0.744\t0.721\n1\t0.658\t-0.236\t-1.561\t1.060\t1.141\t0.768\t0.150\t-1.098\t0.000\t1.025\t0.491\t0.862\t2.215\t1.746\t0.827\t0.181\t2.548\t1.067\t1.292\t-0.813\t0.000\t1.105\t1.302\t0.987\t1.006\t0.868\t1.067\t1.110\n0\t1.452\t0.447\t-0.655\t0.779\t1.571\t0.531\t0.251\t-0.130\t0.000\t0.629\t1.133\t1.639\t2.215\t0.357\t1.307\t1.225\t2.548\t0.559\t2.229\t0.943\t0.000\t0.775\t0.787\t1.336\t0.745\t0.196\t0.575\t0.573\n1\t0.670\t-1.632\t-1.241\t0.149\t0.602\t0.741\t-0.662\t-0.916\t1.087\t0.907\t0.393\t1.103\t0.000\t1.128\t-0.605\t0.311\t2.548\t0.844\t-1.330\t-0.454\t0.000\t1.750\t1.154\t0.995\t0.668\t1.019\t0.909\t0.776\n1\t0.772\t0.504\t1.460\t1.306\t-1.183\t0.974\t0.352\t0.400\t2.173\t0.563\t0.944\t1.643\t0.000\t0.987\t0.868\t-0.298\t2.548\t0.897\t-0.214\t0.811\t0.000\t0.874\t0.909\t0.987\t0.813\t0.809\t0.849\t0.756\n0\t2.074\t1.036\t-1.410\t2.308\t-0.938\t1.880\t-1.353\t0.566\t2.173\t0.899\t-1.993\t1.739\t0.000\t0.437\t-1.148\t1.286\t0.000\t1.839\t-1.365\t0.154\t0.000\t0.863\t0.836\t1.253\t0.772\t2.725\t2.680\t2.205\n0\t1.075\t-1.129\t0.553\t0.754\t-0.035\t0.529\t0.255\t-1.424\t0.000\t0.976\t0.292\t-0.665\t1.107\t1.035\t0.240\t1.432\t2.548\t0.568\t1.430\t1.461\t0.000\t0.794\t0.838\t0.990\t0.912\t1.014\t0.833\t0.809\n0\t0.443\t1.680\t0.666\t3.283\t1.198\t1.754\t0.431\t-0.322\t0.000\t0.805\t-0.602\t-0.609\t2.215\t0.821\t0.595\t-0.815\t0.000\t2.246\t0.867\t1.629\t3.102\t0.957\t0.982\t0.989\t1.296\t1.572\t1.904\t1.927\n0\t0.913\t-2.064\t-0.613\t1.183\t-0.363\t1.050\t0.660\t0.674\t2.173\t0.741\t-0.711\t1.311\t0.000\t0.656\t-2.497\t-1.247\t0.000\t0.960\t-1.580\t-1.686\t0.000\t0.824\t0.684\t0.987\t1.994\t1.465\t1.354\t1.175\n1\t1.570\t-0.554\t1.279\t0.461\t-1.541\t0.761\t-0.344\t-0.007\t2.173\t0.800\t-0.252\t-0.827\t0.000\t0.525\t-1.435\t0.459\t0.000\t0.521\t0.757\t-1.275\t3.102\t1.151\t0.893\t0.988\t0.638\t0.753\t0.726\t0.724\n0\t0.356\t0.249\t0.242\t0.692\t-1.534\t0.458\t1.636\t-0.829\t0.000\t0.457\t-0.081\t1.358\t2.215\t1.449\t1.335\t1.000\t1.274\t1.439\t0.585\t-0.418\t0.000\t0.759\t0.923\t0.987\t1.454\t0.787\t0.931\t0.963\n1\t0.771\t1.091\t-0.086\t0.909\t0.225\t1.721\t0.354\t-0.228\t0.000\t1.906\t0.733\t1.259\t0.000\t2.556\t-0.172\t-1.486\t0.000\t1.311\t0.310\t0.197\t3.102\t1.242\t1.119\t0.985\t0.510\t0.370\t0.906\t0.889\n0\t0.858\t0.592\t-1.577\t0.595\t0.822\t0.964\t0.425\t1.079\t1.087\t1.775\t0.817\t-0.710\t2.215\t0.681\t-0.053\t1.275\t0.000\t1.006\t-1.649\t0.016\t0.000\t0.840\t1.405\t0.988\t1.124\t1.964\t1.402\t1.112\n0\t1.190\t-1.429\t-1.655\t0.443\t-0.108\t0.503\t-0.361\t-0.088\t0.000\t0.424\t0.693\t-0.873\t0.000\t0.664\t0.227\t0.582\t2.548\t1.219\t0.404\t1.064\t3.102\t0.845\t0.833\t0.990\t0.866\t0.300\t0.745\t0.733\n0\t0.593\t-0.108\t1.009\t0.315\t-1.550\t0.714\t0.761\t1.076\t0.000\t0.800\t0.338\t-1.453\t2.215\t1.395\t0.365\t-0.441\t2.548\t0.783\t0.373\t0.155\t0.000\t0.863\t1.011\t0.988\t0.684\t0.888\t0.764\t0.679\n1\t0.557\t-0.533\t0.220\t0.150\t0.996\t1.686\t0.603\t-0.903\t2.173\t1.502\t-0.820\t0.966\t0.000\t1.132\t0.037\t0.555\t0.000\t1.125\t-0.432\t-1.336\t3.102\t0.815\t0.921\t0.982\t1.104\t1.028\t1.005\t0.853\n0\t1.185\t0.601\t0.929\t0.752\t0.020\t0.838\t0.909\t-1.534\t2.173\t0.547\t1.628\t0.956\t0.000\t1.582\t0.479\t-0.727\t2.548\t1.075\t-0.792\t-0.239\t0.000\t1.076\t0.939\t0.987\t0.994\t0.996\t0.861\t0.827\n0\t0.906\t-0.234\t-1.702\t0.891\t-1.146\t1.017\t1.583\t-0.025\t2.173\t0.448\t0.770\t0.702\t0.000\t1.533\t0.720\t1.380\t2.548\t0.898\t0.436\t-0.827\t0.000\t0.819\t0.899\t0.988\t0.799\t1.618\t1.079\t0.859\n0\t0.660\t1.007\t1.269\t0.596\t-0.484\t0.966\t0.636\t1.733\t1.087\t1.300\t0.737\t-0.587\t2.215\t0.911\t-0.400\t-0.381\t0.000\t0.852\t-0.419\t1.295\t0.000\t0.934\t0.936\t0.987\t0.781\t1.433\t0.925\t0.771\n0\t0.790\t0.417\t1.211\t0.383\t0.567\t1.141\t1.773\t-1.095\t0.000\t1.720\t0.108\t0.569\t1.107\t0.805\t2.065\t-1.635\t0.000\t1.102\t0.364\t-0.761\t3.102\t0.906\t1.021\t0.977\t0.802\t1.175\t1.479\t1.326\n1\t0.873\t-1.555\t-1.094\t0.611\t0.758\t0.630\t-0.135\t-0.970\t2.173\t0.752\t-1.669\t1.394\t0.000\t0.957\t-0.997\t0.641\t0.000\t1.425\t0.324\t0.241\t3.102\t0.915\t1.232\t1.007\t0.905\t0.928\t0.967\t0.866\n0\t0.647\t-1.125\t0.635\t0.244\t-0.148\t0.821\t0.364\t-1.277\t0.000\t0.617\t0.804\t-0.772\t0.000\t1.103\t0.459\t0.886\t2.548\t0.681\t0.463\t0.640\t3.102\t0.752\t1.062\t0.978\t0.537\t0.147\t0.677\t0.669\n1\t0.963\t-0.376\t0.842\t1.288\t-0.637\t0.854\t0.341\t0.770\t0.000\t1.064\t0.663\t-1.226\t2.215\t0.731\t-0.256\t-0.510\t2.548\t0.644\t-0.251\t-1.236\t0.000\t1.161\t0.907\t1.499\t1.162\t0.733\t0.777\t0.799\n0\t0.465\t1.593\t1.083\t0.111\t0.731\t0.867\t0.147\t-1.092\t2.173\t0.828\t-0.849\t0.464\t2.215\t0.633\t-0.719\t-0.827\t0.000\t0.881\t-0.122\t0.774\t0.000\t0.894\t1.006\t0.976\t0.831\t1.397\t0.836\t0.751\n0\t1.770\t0.674\t1.278\t1.333\t-1.545\t0.956\t0.469\t0.423\t0.000\t0.791\t0.058\t-1.186\t2.215\t0.757\t-0.257\t-0.698\t2.548\t0.409\t1.719\t-0.875\t0.000\t1.218\t1.016\t1.199\t0.909\t0.378\t0.780\t0.865\n0\t0.813\t0.084\t0.273\t0.847\t-0.276\t0.781\t-1.042\t-0.750\t2.173\t0.693\t-0.163\t-1.120\t0.000\t0.870\t-0.276\t1.498\t1.274\t1.896\t1.576\t0.776\t0.000\t1.488\t1.002\t0.990\t0.804\t1.003\t0.788\t0.788\n0\t0.774\t0.918\t0.674\t1.565\t0.013\t0.850\t-0.799\t-1.462\t2.173\t0.643\t0.005\t1.394\t2.215\t0.568\t0.007\t-0.328\t0.000\t0.390\t0.173\t1.050\t0.000\t0.494\t0.745\t0.990\t0.869\t0.739\t0.987\t0.746\n0\t1.528\t0.589\t-0.221\t2.069\t-0.068\t1.517\t0.016\t-1.721\t0.000\t1.180\t-0.085\t1.343\t0.000\t1.063\t0.425\t-0.710\t2.548\t1.068\t-0.962\t1.472\t3.102\t0.924\t1.027\t0.999\t1.705\t1.051\t1.141\t1.101\n0\t0.479\t1.225\t-1.623\t1.920\t-1.209\t0.998\t-1.466\t0.313\t2.173\t0.477\t-1.636\t-1.690\t0.000\t1.197\t-1.836\t-0.687\t0.000\t2.006\t1.145\t0.677\t0.000\t0.930\t1.153\t0.980\t0.883\t0.539\t1.209\t1.159\n1\t2.876\t0.394\t-1.413\t0.380\t-1.016\t1.438\t-0.797\t0.169\t0.000\t1.441\t-0.050\t0.771\t2.215\t0.523\t-0.281\t-1.386\t2.548\t0.838\t0.183\t-0.518\t0.000\t1.323\t1.043\t0.983\t1.472\t0.867\t0.929\t1.135\n1\t0.670\t1.150\t-1.180\t0.738\t0.148\t1.007\t-0.495\t-1.572\t2.173\t0.645\t0.500\t0.214\t2.215\t0.653\t1.461\t0.537\t0.000\t0.816\t-0.194\t0.598\t0.000\t0.850\t1.351\t0.987\t0.610\t1.341\t0.905\t0.793\n0\t0.704\t-0.284\t-0.879\t0.942\t-0.158\t0.719\t-0.294\t1.236\t2.173\t0.904\t-1.440\t0.868\t2.215\t0.659\t-0.906\t-0.903\t0.000\t0.473\t0.658\t-0.849\t0.000\t0.627\t0.979\t0.987\t1.021\t0.840\t0.993\t0.825\n0\t1.065\t-1.802\t-0.187\t0.677\t-0.865\t1.512\t-1.647\t-0.575\t2.173\t1.240\t-1.524\t0.898\t2.215\t1.767\t-0.792\t1.199\t0.000\t1.361\t-1.099\t-1.691\t0.000\t0.957\t0.911\t0.982\t0.833\t1.958\t1.307\t1.163\n0\t0.395\t2.359\t0.175\t2.788\t-1.684\t1.351\t0.927\t-1.664\t0.000\t1.107\t1.478\t0.430\t2.215\t0.506\t2.056\t-1.137\t0.000\t0.842\t0.507\t-0.402\t3.102\t1.256\t1.032\t1.446\t1.436\t0.723\t1.085\t1.104\n1\t1.650\t0.515\t-0.188\t0.135\t-0.695\t0.470\t-0.066\t-1.011\t0.000\t1.012\t0.424\t1.230\t0.000\t0.655\t0.577\t1.018\t2.548\t0.803\t-0.543\t-1.740\t1.551\t1.024\t0.699\t0.985\t0.731\t0.510\t0.662\t0.655\n1\t1.235\t-0.734\t1.509\t0.977\t1.384\t0.949\t-0.137\t0.197\t1.087\t1.345\t-0.653\t-0.745\t2.215\t1.094\t-1.704\t-1.678\t0.000\t1.412\t0.788\t-0.302\t0.000\t1.033\t0.946\t0.987\t1.251\t1.327\t1.092\t0.956\n1\t0.986\t0.812\t0.981\t0.411\t-1.195\t1.009\t-0.164\t-0.675\t2.173\t0.422\t1.960\t0.975\t0.000\t0.685\t0.228\t0.236\t2.548\t0.366\t1.489\t-1.386\t0.000\t0.439\t1.281\t0.986\t0.611\t0.788\t0.810\t0.729\n0\t0.281\t1.588\t-0.927\t1.059\t1.008\t0.737\t0.098\t-0.055\t0.000\t0.717\t0.869\t-1.095\t0.000\t0.419\t0.036\t0.169\t2.548\t0.966\t-0.287\t1.665\t3.102\t0.920\t0.791\t0.980\t0.545\t0.484\t0.479\t0.508\n0\t0.552\t0.952\t-1.360\t1.402\t-0.023\t1.022\t0.339\t-0.861\t2.173\t0.690\t-1.573\t0.605\t0.000\t0.508\t-0.077\t1.489\t0.000\t0.564\t-1.096\t1.195\t3.102\t0.963\t0.548\t1.138\t0.942\t1.072\t0.886\t0.999\n0\t0.673\t-1.584\t-0.298\t0.478\t1.329\t0.864\t0.699\t-0.968\t0.000\t1.220\t-0.049\t0.079\t2.215\t2.528\t-1.088\t1.416\t1.274\t0.569\t-1.734\t0.125\t0.000\t2.214\t1.576\t0.991\t0.932\t2.076\t1.538\t1.191\n0\t1.074\t0.265\t-0.145\t0.548\t-0.039\t0.418\t-0.650\t0.986\t0.000\t0.721\t-0.492\t-1.508\t1.107\t0.507\t-1.489\t0.791\t0.000\t1.153\t0.411\t-1.229\t1.551\t0.447\t0.897\t1.001\t0.874\t0.475\t0.681\t0.680\n1\t0.935\t0.086\t1.368\t1.399\t0.417\t1.246\t-1.042\t-0.623\t2.173\t0.874\t-0.874\t0.947\t2.215\t1.468\t-0.016\t-1.673\t0.000\t0.454\t-0.234\t-0.908\t0.000\t0.808\t0.871\t1.198\t1.547\t1.522\t1.132\t0.975\n1\t0.313\t2.008\t0.367\t1.243\t0.862\t1.182\t0.693\t-0.693\t0.000\t0.873\t0.666\t-1.401\t2.215\t0.680\t-0.922\t0.750\t1.274\t0.700\t1.725\t1.627\t0.000\t0.886\t1.013\t0.999\t0.904\t1.094\t0.778\t0.715\n1\t0.328\t0.448\t-1.494\t0.815\t0.483\t1.276\t-0.632\t0.818\t2.173\t1.193\t-0.508\t-1.210\t0.000\t0.603\t2.367\t-0.722\t0.000\t0.688\t-0.274\t-0.509\t3.102\t3.016\t1.672\t0.983\t0.763\t0.935\t1.588\t1.266\n0\t0.702\t-0.046\t-0.140\t0.905\t-1.532\t0.504\t-1.643\t0.557\t0.000\t1.001\t-1.322\t-0.544\t1.107\t1.093\t-1.144\t1.486\t2.548\t0.543\t-0.407\t0.978\t0.000\t0.576\t0.852\t1.049\t0.861\t1.076\t0.802\t0.735\n1\t2.589\t-1.034\t-0.139\t0.604\t-0.494\t1.009\t-0.204\t0.984\t2.173\t0.521\t-1.188\t0.253\t0.000\t0.881\t-0.653\t0.778\t2.548\t2.100\t1.486\t-1.025\t0.000\t0.874\t0.747\t0.982\t1.431\t0.374\t0.954\t0.871\n1\t1.594\t-1.303\t1.472\t0.755\t0.662\t0.826\t-0.344\t-1.461\t0.000\t0.971\t-0.424\t0.194\t2.215\t1.174\t-0.623\t-0.392\t0.000\t1.729\t-1.171\t-0.646\t3.102\t0.871\t0.918\t1.013\t1.029\t0.996\t0.888\t0.754\n0\t0.908\t-1.333\t1.595\t0.847\t-1.164\t0.980\t-0.655\t0.533\t2.173\t0.735\t-0.639\t-0.637\t0.000\t0.767\t-0.312\t0.013\t0.000\t0.824\t0.494\t-1.681\t3.102\t0.663\t0.908\t0.989\t1.110\t1.075\t1.047\t0.920\n0\t1.049\t0.704\t-1.448\t0.787\t-0.727\t0.787\t0.418\t0.541\t2.173\t0.512\t1.460\t-0.809\t0.000\t0.622\t1.101\t1.272\t0.000\t0.443\t0.393\t0.116\t1.551\t0.835\t0.942\t0.993\t0.577\t0.234\t0.649\t0.639\n0\t1.014\t-1.148\t1.527\t1.452\t-1.078\t0.835\t1.645\t0.331\t0.000\t1.003\t-0.204\t-1.659\t0.000\t1.037\t0.602\t-0.179\t2.548\t1.253\t0.239\t0.258\t1.551\t2.825\t1.659\t1.201\t1.361\t0.373\t1.042\t1.378\n0\t1.026\t0.439\t-0.752\t1.796\t1.443\t0.702\t-1.065\t1.028\t0.000\t0.639\t-0.577\t-0.124\t1.107\t0.756\t0.200\t0.303\t2.548\t0.470\t-1.285\t-1.666\t0.000\t0.610\t0.798\t1.727\t1.184\t0.415\t0.821\t0.853\n1\t1.305\t-1.012\t0.220\t2.617\t0.400\t0.931\t-1.340\t-1.614\t2.173\t0.953\t1.003\t-1.547\t0.000\t1.133\t-1.098\t-0.557\t2.548\t0.654\t-2.426\t0.831\t0.000\t1.023\t0.898\t0.990\t1.082\t1.047\t1.215\t1.046\n0\t2.769\t0.632\t-0.193\t1.567\t-0.817\t0.969\t-1.016\t1.566\t2.173\t0.970\t-0.794\t1.177\t0.000\t0.706\t1.402\t1.516\t0.000\t1.569\t1.134\t-0.491\t3.102\t0.603\t0.875\t1.536\t0.866\t2.321\t1.620\t1.771\n0\t1.914\t1.213\t0.736\t0.769\t0.105\t1.447\t-0.620\t-1.227\t2.173\t0.268\t-1.061\t1.371\t0.000\t0.687\t-0.243\t-0.583\t2.548\t0.810\t-0.350\t0.862\t0.000\t0.339\t0.928\t0.983\t1.067\t0.718\t1.561\t1.196\n0\t0.484\t0.152\t1.701\t0.751\t0.079\t0.700\t1.453\t-0.666\t0.000\t0.761\t1.414\t0.601\t0.000\t0.851\t1.150\t-1.704\t1.274\t0.534\t0.717\t1.666\t3.102\t1.410\t1.028\t0.988\t0.633\t0.117\t0.624\t0.816\n0\t0.726\t1.854\t-0.338\t0.624\t1.622\t0.595\t-0.003\t1.248\t2.173\t0.484\t0.644\t0.108\t0.000\t0.661\t-0.185\t-1.301\t0.000\t0.920\t-1.669\t0.661\t0.000\t0.914\t0.796\t0.991\t0.992\t0.788\t0.949\t0.831\n0\t0.539\t-0.677\t-0.536\t1.206\t0.324\t1.560\t-1.123\t0.196\t0.000\t2.429\t-2.388\t-1.260\t0.000\t1.265\t-0.495\t-1.467\t1.274\t1.839\t-0.022\t0.960\t3.102\t4.963\t3.114\t0.992\t0.777\t0.999\t2.212\t1.884\n0\t1.097\t-1.459\t-0.531\t1.007\t-0.455\t0.753\t0.812\t-1.528\t2.173\t0.590\t0.296\t1.211\t0.000\t0.910\t-0.305\t0.209\t2.548\t0.748\t0.529\t0.615\t0.000\t0.627\t0.794\t0.978\t2.478\t1.208\t1.626\t1.516\n0\t0.760\t-0.844\t-0.870\t0.961\t-0.358\t0.733\t-1.360\t0.978\t1.087\t0.619\t-0.898\t0.394\t0.000\t0.589\t-1.722\t-0.644\t0.000\t1.105\t-1.186\t-1.356\t0.000\t0.954\t0.859\t0.989\t0.675\t0.232\t0.772\t0.686\n1\t0.967\t0.792\t0.884\t0.220\t-1.367\t0.604\t1.037\t-1.740\t0.000\t0.486\t2.189\t1.434\t0.000\t1.490\t0.913\t-0.460\t2.548\t1.720\t0.580\t0.129\t1.551\t0.803\t1.131\t0.991\t0.938\t0.647\t0.869\t0.810\n1\t0.930\t0.080\t-0.163\t1.073\t-1.266\t0.856\t-0.346\t-1.212\t0.000\t1.676\t0.119\t1.001\t0.000\t0.946\t-0.351\t-1.740\t0.000\t1.792\t0.586\t0.440\t3.102\t1.003\t0.926\t1.159\t0.566\t0.640\t0.626\t0.621\n1\t1.121\t0.747\t-0.549\t1.085\t0.468\t1.943\t-2.429\t1.209\t0.000\t0.863\t1.271\t-1.148\t2.215\t2.123\t0.109\t-0.995\t2.548\t1.356\t0.517\t0.351\t0.000\t1.017\t0.964\t1.212\t1.137\t0.927\t0.878\t0.801\n1\t0.676\t-1.613\t-1.684\t0.757\t-0.463\t0.797\t-1.183\t1.413\t1.087\t0.708\t-0.875\t0.584\t2.215\t1.363\t-1.999\t-0.339\t0.000\t0.843\t-1.291\t-1.081\t0.000\t0.829\t0.993\t0.986\t0.800\t0.770\t0.859\t0.745\n0\t1.705\t0.150\t-0.771\t1.067\t1.240\t0.691\t0.503\t1.208\t0.000\t1.254\t-1.046\t-0.439\t1.107\t1.388\t-0.701\t1.235\t1.274\t0.824\t0.232\t0.414\t0.000\t0.769\t0.858\t1.814\t1.414\t1.416\t1.142\t1.034\n1\t0.514\t1.000\t1.110\t0.961\t-1.643\t1.453\t2.434\t0.584\t0.000\t1.286\t1.041\t0.889\t0.000\t1.527\t-0.388\t-0.962\t2.548\t1.806\t0.624\t-1.339\t3.102\t0.989\t1.772\t0.987\t0.856\t0.895\t1.873\t1.559\n0\t1.358\t-1.770\t-0.624\t0.535\t0.248\t0.533\t-0.266\t1.692\t0.000\t0.568\t-1.578\t1.732\t0.000\t0.913\t-1.349\t1.044\t1.274\t1.162\t-0.342\t-0.148\t1.551\t0.855\t0.944\t0.988\t0.819\t0.821\t0.675\t0.726\n0\t0.647\t-0.509\t-0.721\t0.974\t-1.703\t0.790\t0.474\t-0.070\t1.087\t0.958\t0.152\t0.951\t2.215\t0.306\t-1.270\t-1.410\t0.000\t0.645\t-1.180\t-0.208\t0.000\t0.433\t0.877\t0.985\t1.015\t1.040\t0.968\t0.781\n1\t1.299\t-0.067\t0.303\t0.318\t-0.513\t0.745\t-0.468\t-1.709\t2.173\t0.719\t-0.737\t-1.089\t0.000\t1.253\t0.836\t0.745\t0.000\t1.017\t0.448\t-0.611\t3.102\t0.724\t1.030\t0.981\t0.713\t0.911\t0.743\t0.749\n0\t1.014\t-0.642\t1.378\t1.609\t1.681\t0.969\t-0.424\t-0.030\t0.000\t0.731\t-0.778\t-0.915\t1.107\t0.777\t-1.281\t0.029\t2.548\t0.627\t-1.645\t0.558\t0.000\t1.181\t0.997\t0.987\t0.933\t0.650\t0.757\t0.858\n1\t0.453\t1.202\t-1.688\t1.452\t-0.966\t0.658\t0.229\t0.969\t0.000\t0.620\t-0.510\t-1.477\t2.215\t1.336\t0.245\t0.367\t0.000\t0.959\t-0.768\t-0.407\t3.102\t0.873\t0.963\t0.981\t0.650\t0.589\t0.753\t0.775\n1\t1.648\t1.455\t-1.610\t0.988\t-0.817\t1.066\t1.161\t0.639\t2.173\t0.660\t1.066\t1.151\t0.000\t0.862\t2.248\t0.240\t0.000\t1.950\t1.381\t-1.030\t0.000\t1.206\t0.963\t1.160\t0.843\t0.693\t0.919\t0.856\n0\t0.652\t-0.137\t-0.411\t1.548\t-1.261\t0.654\t0.519\t0.081\t0.000\t0.745\t-0.429\t1.167\t1.107\t0.762\t0.754\t-1.451\t2.548\t0.446\t1.113\t0.059\t0.000\t0.345\t0.868\t0.987\t0.721\t0.784\t0.680\t0.729\n1\t1.888\t-0.987\t1.687\t3.028\t-1.740\t2.632\t0.945\t0.088\t0.000\t1.077\t-0.858\t-0.238\t2.215\t0.957\t-0.412\t1.288\t0.000\t1.734\t-0.263\t-1.317\t1.551\t3.329\t2.522\t1.003\t1.674\t1.079\t1.785\t2.442\n1\t0.951\t-0.103\t0.628\t0.777\t-1.299\t1.867\t-0.150\t1.624\t2.173\t2.080\t0.072\t-0.072\t0.000\t0.773\t-0.310\t-1.208\t2.548\t1.173\t-0.773\t-0.294\t0.000\t0.732\t0.654\t1.175\t1.073\t0.841\t0.894\t0.791\n1\t0.662\t-0.340\t-1.026\t0.637\t-1.456\t0.659\t-0.218\t-0.015\t1.087\t1.073\t0.427\t0.569\t0.000\t1.594\t1.173\t-1.608\t0.000\t0.409\t0.853\t0.666\t3.102\t2.052\t1.083\t0.985\t0.976\t0.482\t0.912\t1.114\n1\t1.863\t-0.563\t-0.633\t0.606\t-0.943\t1.305\t-0.349\t0.076\t0.000\t2.097\t0.816\t-1.631\t0.000\t1.191\t-1.102\t0.254\t0.000\t1.298\t-0.671\t1.483\t3.102\t0.869\t0.891\t0.999\t1.107\t0.531\t0.829\t0.802\n1\t1.841\t-1.141\t-0.668\t0.954\t-1.159\t0.850\t-0.705\t0.311\t2.173\t1.036\t-0.197\t1.212\t2.215\t0.582\t-0.250\t-1.578\t0.000\t1.211\t-0.087\t0.580\t0.000\t0.866\t0.812\t0.980\t1.401\t1.063\t1.126\t0.944\n1\t1.801\t-0.529\t0.511\t1.065\t1.168\t0.571\t-0.146\t0.143\t0.000\t2.300\t2.695\t-1.255\t0.000\t0.931\t0.465\t-0.210\t2.548\t1.257\t0.712\t1.203\t3.102\t0.676\t0.783\t1.072\t0.992\t0.804\t0.808\t0.686\n0\t1.763\t0.366\t1.286\t0.631\t1.567\t0.884\t0.441\t-0.152\t1.087\t0.960\t0.834\t-1.174\t0.000\t1.073\t1.314\t-0.535\t0.000\t1.797\t0.954\t0.858\t3.102\t0.965\t1.059\t0.981\t0.925\t1.156\t0.982\t1.023\n1\t0.498\t-0.823\t1.189\t0.520\t-1.534\t1.297\t0.648\t-1.559\t0.000\t1.436\t0.223\t0.384\t0.000\t1.556\t0.823\t-0.242\t2.548\t0.484\t1.977\t-0.366\t0.000\t1.557\t0.861\t0.988\t0.947\t0.576\t0.667\t0.710\n0\t0.628\t0.884\t1.172\t1.073\t0.695\t1.319\t0.866\t-1.599\t0.000\t0.893\t-0.178\t-0.519\t2.215\t1.829\t-0.442\t-0.011\t2.548\t1.531\t-1.202\t0.440\t0.000\t1.284\t1.533\t0.989\t0.955\t0.635\t1.380\t1.167\n0\t1.933\t0.882\t0.964\t0.429\t-1.481\t0.645\t0.153\t-0.768\t2.173\t0.567\t1.335\t-0.521\t2.215\t0.685\t0.861\t1.716\t0.000\t0.679\t1.034\t0.080\t0.000\t0.757\t0.773\t1.019\t0.870\t0.609\t0.801\t0.663\n1\t0.571\t-0.657\t0.666\t0.666\t-1.569\t1.017\t0.035\t0.142\t2.173\t0.479\t-1.108\t0.183\t0.000\t1.449\t0.015\t-1.371\t2.548\t0.704\t-0.500\t-0.474\t0.000\t0.849\t0.925\t0.983\t0.968\t1.480\t1.020\t0.866\n0\t1.361\t-1.447\t-0.132\t0.714\t-1.628\t0.490\t0.052\t-0.325\t0.000\t0.564\t0.296\t0.590\t0.000\t1.501\t-1.267\t-1.241\t2.548\t1.254\t0.906\t1.087\t3.102\t0.832\t0.822\t1.332\t0.909\t1.890\t1.232\t1.076\n0\t0.721\t0.543\t1.158\t0.935\t-0.943\t0.460\t-0.761\t1.605\t0.000\t0.498\t-2.184\t-1.636\t0.000\t1.078\t-1.422\t-0.498\t2.548\t1.569\t-0.612\t0.453\t1.551\t0.852\t0.987\t1.079\t1.215\t0.862\t0.921\t0.927\n1\t0.370\t-1.708\t-0.548\t1.023\t-1.270\t0.980\t-0.143\t0.552\t2.173\t0.324\t0.994\t-0.521\t0.000\t1.077\t0.423\t1.521\t0.000\t1.010\t0.801\t-0.131\t3.102\t0.910\t1.055\t0.991\t0.853\t0.862\t0.831\t0.773\n1\t0.754\t-1.504\t1.562\t0.583\t0.535\t1.184\t2.054\t-1.625\t0.000\t1.237\t-0.130\t-0.144\t2.215\t1.943\t1.063\t-0.812\t0.000\t2.263\t-0.296\t0.513\t3.102\t0.809\t1.218\t0.990\t0.772\t0.859\t1.088\t1.051\n0\t0.645\t0.838\t-1.180\t0.197\t-0.660\t0.942\t1.233\t-0.463\t2.173\t1.206\t0.431\t1.045\t0.000\t0.812\t0.853\t0.498\t0.000\t0.819\t0.953\t-1.665\t3.102\t0.812\t0.736\t0.999\t1.032\t0.822\t0.863\t0.826\n0\t0.817\t0.349\t-0.034\t0.427\t-0.673\t0.738\t1.252\t1.457\t0.000\t1.543\t1.446\t-0.199\t1.107\t1.076\t0.460\t1.571\t0.000\t0.724\t-0.884\t-0.007\t0.000\t0.802\t0.982\t0.981\t1.368\t0.940\t0.932\t1.016\n1\t0.726\t0.312\t1.062\t0.635\t-0.028\t0.843\t-0.342\t0.573\t0.000\t1.411\t-0.555\t-1.311\t2.215\t1.017\t2.323\t0.323\t0.000\t1.413\t-1.110\t-0.785\t3.102\t0.893\t0.789\t0.992\t0.847\t0.766\t0.773\t0.670\n1\t1.640\t-0.097\t-1.259\t0.795\t-0.366\t0.895\t0.794\t0.413\t2.173\t0.973\t-0.371\t0.845\t2.215\t0.944\t0.822\t1.444\t0.000\t0.425\t0.082\t-0.409\t0.000\t0.753\t0.823\t1.141\t1.094\t1.006\t1.012\t0.838\n1\t0.546\t-1.934\t1.106\t1.127\t-1.560\t0.915\t-0.694\t-0.675\t0.000\t1.544\t-2.824\t0.222\t0.000\t1.030\t0.342\t-1.680\t2.548\t1.582\t-0.779\t1.353\t3.102\t1.189\t1.180\t0.980\t0.898\t0.788\t0.946\t0.836\n0\t0.423\t1.479\t-1.494\t0.983\t0.163\t1.336\t-0.295\t-0.732\t0.000\t0.912\t0.538\t0.430\t2.215\t1.334\t0.730\t1.347\t2.548\t1.901\t0.945\t-1.617\t0.000\t0.432\t0.960\t0.987\t0.777\t0.875\t0.654\t0.636\n1\t1.118\t-0.323\t-1.418\t0.309\t0.934\t0.903\t-0.377\t1.415\t0.000\t0.815\t-2.300\t-0.434\t0.000\t1.237\t-1.049\t-0.047\t2.548\t1.005\t-1.446\t0.535\t0.000\t0.916\t0.876\t0.990\t0.661\t0.726\t0.764\t0.734\n1\t0.997\t-0.258\t0.109\t0.952\t1.553\t0.623\t-0.068\t0.737\t0.000\t1.018\t-0.877\t-1.039\t2.215\t0.859\t-0.719\t-1.646\t2.548\t0.653\t0.936\t-0.021\t0.000\t0.871\t0.941\t1.301\t0.991\t0.520\t0.825\t0.760\n1\t1.575\t-0.507\t-1.086\t0.544\t-1.424\t0.530\t-0.810\t0.657\t1.087\t0.763\t-0.887\t1.195\t0.000\t1.221\t-0.717\t-0.214\t1.274\t0.584\t0.059\t0.002\t0.000\t0.885\t0.844\t0.987\t1.017\t0.708\t0.807\t0.732\n0\t0.737\t-0.746\t1.527\t0.203\t0.362\t1.026\t-2.822\t1.143\t0.000\t1.038\t1.160\t-0.857\t1.107\t1.277\t-1.017\t-0.388\t2.548\t0.897\t-0.012\t1.272\t0.000\t1.006\t0.907\t0.984\t0.931\t1.821\t1.014\t0.851\n0\t1.285\t-0.713\t0.693\t0.961\t1.451\t0.980\t0.358\t-1.143\t1.087\t0.514\t1.056\t-0.453\t0.000\t0.542\t-0.710\t0.353\t0.000\t0.524\t1.184\t0.070\t3.102\t1.023\t1.022\t0.987\t0.867\t0.794\t0.920\t0.824\n0\t0.381\t0.818\t-1.402\t1.045\t1.204\t0.873\t-0.583\t-0.279\t2.173\t0.460\t-0.397\t0.357\t0.000\t1.017\t0.888\t-0.934\t2.548\t0.511\t1.948\t1.274\t0.000\t0.670\t1.272\t0.991\t0.932\t1.207\t0.888\t0.832\n0\t1.991\t0.236\t0.088\t2.083\t-0.011\t1.273\t-0.230\t-0.853\t0.000\t1.884\t-0.706\t1.456\t2.215\t1.184\t0.454\t1.370\t0.000\t1.039\t0.377\t0.596\t3.102\t0.698\t0.747\t0.977\t2.340\t1.184\t1.462\t1.268\n1\t0.943\t-1.469\t-0.262\t2.380\t0.365\t0.946\t-1.298\t-1.641\t2.173\t0.347\t-0.529\t1.081\t2.215\t0.449\t0.370\t-1.585\t0.000\t0.764\t-0.699\t1.583\t0.000\t0.466\t0.635\t1.112\t0.791\t0.629\t0.959\t0.840\n1\t0.951\t0.704\t0.529\t0.773\t-0.663\t0.538\t-0.141\t1.468\t0.000\t0.385\t0.838\t-0.922\t0.000\t1.002\t1.326\t1.224\t0.000\t1.540\t0.606\t-0.360\t0.000\t0.935\t0.858\t1.044\t0.875\t0.492\t0.746\t0.699\n0\t0.557\t-1.212\t0.730\t0.887\t-0.990\t0.920\t-0.837\t0.370\t2.173\t0.992\t-1.676\t1.732\t1.107\t0.645\t0.425\t0.241\t0.000\t0.621\t-1.231\t-1.000\t0.000\t1.010\t0.890\t0.988\t0.768\t1.469\t0.916\t0.773\n1\t1.112\t-1.749\t1.455\t0.377\t-0.582\t1.581\t0.357\t-1.000\t0.000\t1.063\t-0.933\t1.197\t2.215\t1.306\t-1.758\t-0.309\t0.000\t1.662\t1.166\t0.654\t0.000\t0.886\t1.026\t0.985\t0.841\t0.497\t0.823\t0.762\n1\t0.325\t-1.722\t-0.097\t2.580\t-0.239\t0.968\t-0.508\t-1.319\t2.173\t0.574\t-1.304\t-1.113\t0.000\t1.509\t0.717\t0.940\t0.000\t1.145\t-1.184\t1.011\t1.551\t0.903\t1.055\t0.990\t1.252\t1.095\t1.002\t1.061\n1\t0.739\t-0.843\t-0.227\t0.654\t-1.399\t0.933\t0.762\t-0.798\t2.173\t1.169\t-0.365\t1.264\t0.000\t0.402\t-0.788\t-1.713\t0.000\t0.992\t0.857\t0.793\t1.551\t0.976\t0.943\t0.987\t1.143\t1.017\t1.099\t0.920\n0\t0.457\t-1.336\t0.185\t0.880\t-1.398\t1.205\t-0.049\t-0.683\t2.173\t1.137\t-1.101\t1.055\t0.000\t1.685\t-0.752\t1.604\t0.000\t1.090\t-0.568\t0.548\t3.102\t1.061\t0.865\t0.987\t0.886\t1.154\t1.174\t0.937\n1\t0.400\t-0.015\t0.684\t2.768\t1.514\t0.875\t-0.098\t-0.048\t2.173\t0.336\t2.011\t0.382\t0.000\t0.857\t-0.989\t-0.933\t2.548\t0.785\t0.298\t-0.736\t0.000\t0.858\t0.954\t0.992\t1.058\t0.951\t1.032\t0.975\n1\t0.942\t0.718\t1.649\t1.613\t-1.241\t0.915\t-0.168\t-0.183\t2.173\t1.130\t0.875\t0.352\t0.000\t0.998\t2.668\t1.524\t0.000\t0.941\t1.271\t-0.906\t0.000\t0.886\t1.064\t0.991\t0.719\t0.711\t0.836\t0.746\n1\t0.454\t1.719\t0.069\t1.357\t-1.684\t0.891\t1.239\t-0.345\t0.000\t0.405\t1.304\t0.445\t0.000\t0.892\t-0.215\t1.583\t2.548\t1.047\t0.921\t1.360\t3.102\t0.836\t0.884\t1.088\t1.050\t0.554\t0.799\t0.788\n0\t1.373\t1.370\t-1.718\t0.494\t-0.836\t0.452\t0.900\t0.803\t2.173\t0.534\t0.287\t-1.585\t0.000\t0.685\t0.285\t0.519\t2.548\t1.938\t0.074\t-0.253\t0.000\t1.243\t0.992\t0.988\t0.893\t0.274\t0.667\t0.785\n0\t1.141\t0.176\t-0.690\t1.698\t-0.070\t1.000\t0.238\t-1.128\t2.173\t1.330\t-2.274\t0.764\t0.000\t1.125\t0.747\t1.210\t0.000\t1.172\t-0.355\t-1.709\t3.102\t4.425\t2.469\t1.024\t1.022\t0.692\t1.888\t1.681\n1\t0.659\t-0.289\t1.108\t1.131\t0.118\t1.022\t-1.118\t-1.720\t2.173\t0.879\t-0.556\t0.332\t0.000\t0.589\t1.251\t0.149\t0.000\t0.438\t-1.994\t-1.285\t0.000\t1.165\t1.087\t0.988\t1.254\t0.904\t0.906\t0.874\n1\t0.930\t-1.632\t0.827\t1.223\t-0.824\t0.970\t-1.600\t-0.958\t1.087\t1.078\t-0.770\t0.195\t2.215\t0.722\t-1.708\t-1.593\t0.000\t0.599\t-1.252\t1.184\t0.000\t0.815\t1.020\t1.473\t1.072\t1.445\t0.937\t0.845\n0\t0.533\t-1.483\t1.324\t0.552\t-0.596\t0.802\t0.071\t-0.131\t2.173\t0.483\t-0.454\t-1.535\t0.000\t1.310\t-0.179\t1.155\t2.548\t0.394\t1.147\t-0.594\t0.000\t0.737\t0.809\t0.989\t0.739\t1.183\t0.744\t0.659\n0\t1.379\t0.643\t1.613\t0.635\t0.818\t0.499\t0.824\t0.459\t2.173\t0.851\t-0.110\t-0.988\t1.107\t1.195\t-1.419\t-0.511\t0.000\t0.834\t1.659\t1.188\t0.000\t0.852\t1.039\t0.989\t0.751\t1.038\t0.743\t0.720\n0\t0.509\t1.660\t0.101\t0.905\t1.166\t0.827\t0.414\t0.497\t2.173\t0.897\t-0.476\t-0.531\t0.000\t1.845\t0.247\t-1.252\t2.548\t0.508\t-0.715\t1.664\t0.000\t0.824\t0.897\t0.991\t1.349\t1.543\t1.362\t1.333\n0\t0.652\t-0.025\t-0.488\t0.889\t0.642\t1.352\t1.633\t1.191\t0.000\t1.260\t0.404\t0.065\t2.215\t1.243\t-1.543\t-0.261\t0.000\t1.768\t-0.762\t-1.568\t1.551\t1.196\t1.007\t0.991\t0.798\t1.652\t1.114\t0.910\n0\t0.744\t-1.339\t1.108\t1.265\t-0.117\t1.061\t0.033\t-1.610\t2.173\t0.904\t0.523\t1.071\t0.000\t1.542\t1.263\t-0.760\t1.274\t2.149\t0.066\t0.350\t0.000\t0.937\t1.030\t1.200\t2.102\t1.604\t1.573\t1.275\n0\t0.780\t-0.209\t-0.396\t1.516\t0.604\t1.264\t-1.444\t-1.401\t0.000\t0.711\t-0.710\t0.040\t0.000\t0.966\t0.808\t0.210\t2.548\t0.982\t0.071\t-1.631\t3.102\t0.922\t0.931\t1.182\t0.840\t0.802\t0.675\t0.653\n0\t0.515\t-0.616\t-0.983\t1.371\t1.470\t0.556\t-1.431\t-1.266\t0.000\t0.796\t-0.882\t-0.335\t2.215\t1.650\t0.404\t0.910\t1.274\t1.796\t-1.343\t-0.171\t0.000\t1.280\t0.881\t0.984\t0.879\t1.411\t1.204\t1.042\n0\t0.916\t-0.774\t-1.599\t1.237\t1.654\t0.699\t-1.346\t-0.683\t0.000\t1.280\t-2.726\t0.108\t0.000\t0.919\t0.543\t-1.191\t2.548\t2.122\t-1.351\t0.795\t3.102\t2.057\t1.613\t0.984\t0.694\t1.779\t1.698\t1.634\n1\t0.373\t-1.421\t-1.256\t1.301\t1.070\t1.247\t-0.256\t-0.546\t2.173\t0.515\t-1.144\t-0.765\t0.000\t0.597\t0.230\t1.645\t0.000\t0.508\t1.607\t0.475\t0.000\t0.895\t1.281\t0.987\t1.205\t0.949\t1.318\t1.087\n0\t0.934\t0.845\t0.735\t1.438\t1.326\t1.287\t0.649\t-0.063\t2.173\t0.883\t0.176\t-1.548\t0.000\t0.700\t1.337\t-1.069\t0.000\t0.466\t-0.748\t-0.792\t0.000\t0.945\t1.065\t0.989\t0.689\t0.425\t0.873\t0.813\n1\t0.925\t-0.516\t1.553\t1.652\t-1.320\t1.381\t-0.674\t0.582\t2.173\t0.788\t0.171\t-0.914\t0.000\t0.747\t-0.376\t-0.320\t2.548\t0.874\t0.493\t-0.489\t0.000\t0.822\t1.096\t0.987\t0.833\t0.934\t1.017\t0.890\n0\t2.976\t0.647\t1.331\t1.349\t0.977\t1.716\t1.199\t-0.346\t1.087\t0.551\t0.250\t-1.300\t2.215\t0.603\t0.406\t-0.864\t0.000\t0.490\t0.517\t-0.446\t0.000\t0.227\t0.585\t0.987\t0.948\t1.295\t1.467\t1.083\n0\t1.600\t0.098\t0.989\t1.153\t-0.323\t0.770\t0.652\t-1.612\t2.173\t1.032\t-0.993\t-0.077\t2.215\t0.820\t-1.548\t-1.004\t0.000\t0.638\t-1.462\t-0.287\t0.000\t0.897\t0.947\t1.741\t1.236\t1.785\t1.142\t1.090\n1\t0.469\t-0.520\t-0.197\t0.784\t0.493\t0.706\t1.172\t-0.188\t0.000\t0.943\t0.652\t-1.704\t2.215\t0.339\t0.820\t-1.278\t0.000\t0.909\t-0.942\t1.443\t1.551\t0.973\t1.006\t0.983\t0.882\t0.895\t0.847\t0.759\n0\t1.012\t-1.405\t-0.993\t0.339\t1.459\t0.950\t-0.743\t0.933\t2.173\t0.684\t0.085\t-0.010\t2.215\t0.893\t-1.307\t0.068\t0.000\t1.705\t-1.928\t-1.273\t0.000\t0.956\t0.933\t0.989\t0.963\t1.027\t0.798\t0.733\n1\t1.538\t-0.911\t-1.649\t0.908\t-1.338\t1.176\t-0.450\t-0.022\t0.000\t0.686\t0.431\t1.465\t1.107\t1.427\t-1.358\t-0.508\t0.000\t1.544\t-0.812\t-1.018\t0.000\t0.918\t0.881\t0.980\t1.128\t0.338\t0.805\t0.776\n1\t1.822\t0.449\t-0.602\t1.204\t1.549\t1.469\t1.241\t0.911\t2.173\t1.035\t-2.882\t-0.626\t0.000\t0.778\t0.724\t-1.323\t1.274\t0.445\t1.300\t1.206\t0.000\t0.339\t0.708\t1.914\t0.959\t1.242\t1.161\t0.879\n0\t1.310\t-0.374\t0.374\t0.728\t-0.391\t0.820\t1.373\t1.643\t2.173\t0.502\t0.478\t-1.600\t2.215\t0.588\t0.264\t-0.007\t0.000\t0.615\t0.397\t-1.227\t0.000\t0.649\t1.012\t0.991\t0.892\t0.482\t1.087\t0.849\n1\t0.658\t-0.398\t1.056\t1.011\t-1.420\t0.639\t-2.260\t-0.564\t0.000\t0.838\t-0.458\t0.564\t2.215\t0.645\t-1.067\t-1.598\t2.548\t0.751\t-2.263\t-0.833\t0.000\t0.437\t1.011\t0.990\t0.811\t0.778\t0.741\t0.763\n0\t1.411\t0.549\t0.986\t1.593\t1.617\t1.176\t1.928\t-0.584\t0.000\t1.099\t0.132\t0.543\t2.215\t0.626\t0.672\t-0.394\t0.000\t1.125\t0.383\t-1.359\t3.102\t1.025\t1.079\t1.118\t0.986\t1.007\t1.122\t1.146\n0\t1.715\t-0.244\t0.174\t1.362\t1.027\t0.765\t-0.958\t-0.561\t0.000\t1.403\t-0.976\t-1.520\t2.215\t0.473\t-0.121\t-1.634\t2.548\t0.544\t0.595\t0.529\t0.000\t1.239\t0.827\t1.473\t1.514\t0.400\t0.959\t0.912\n0\t0.402\t0.329\t0.974\t4.086\t0.837\t1.679\t-1.142\t-0.863\t0.000\t1.498\t-0.269\t-1.014\t2.215\t2.589\t-0.021\t1.090\t2.548\t0.996\t-0.507\t-0.456\t0.000\t0.893\t0.974\t0.988\t0.900\t2.001\t1.525\t1.599\n0\t0.561\t-1.451\t-0.368\t1.163\t-0.726\t0.330\t1.443\t0.731\t0.000\t0.939\t-0.073\t1.592\t2.215\t0.493\t0.098\t0.709\t0.000\t0.468\t-1.351\t-1.458\t0.000\t0.714\t0.641\t0.993\t0.814\t0.450\t1.122\t0.907\n0\t0.701\t-1.620\t0.066\t0.967\t-1.049\t0.781\t-0.442\t1.067\t2.173\t0.496\t-0.588\t-0.870\t0.000\t0.508\t-1.017\t0.551\t0.000\t1.068\t0.262\t-1.041\t3.102\t0.834\t0.863\t0.987\t1.047\t0.988\t0.956\t0.777\n0\t0.401\t2.426\t-0.606\t1.490\t1.552\t1.029\t-0.751\t-0.573\t2.173\t0.850\t-0.038\t-1.131\t0.000\t1.216\t-1.988\t1.033\t0.000\t2.206\t1.315\t0.532\t3.102\t0.884\t0.940\t0.997\t1.040\t2.675\t2.067\t1.644\n0\t0.831\t0.442\t-0.560\t0.735\t0.812\t0.867\t0.360\t-1.449\t2.173\t0.837\t0.873\t0.571\t2.215\t0.767\t0.808\t-1.130\t0.000\t0.538\t1.355\t0.290\t0.000\t0.730\t0.763\t1.023\t0.676\t1.261\t0.757\t0.654\n1\t0.875\t1.742\t-0.607\t1.152\t-0.394\t1.357\t0.734\t1.317\t2.173\t0.925\t0.277\t-0.263\t0.000\t1.456\t-0.111\t0.236\t2.548\t2.737\t0.248\t-1.555\t0.000\t0.911\t0.716\t0.996\t1.476\t1.646\t1.197\t0.995\n1\t1.970\t-1.563\t1.674\t0.458\t1.198\t0.530\t-0.770\t-1.064\t0.000\t1.630\t-1.088\t0.186\t2.215\t1.104\t-0.491\t0.859\t2.548\t0.563\t0.079\t-0.921\t0.000\t0.507\t1.061\t0.997\t1.033\t0.915\t1.077\t0.958\n1\t0.450\t0.935\t1.725\t1.143\t0.293\t0.690\t-0.337\t-1.355\t0.000\t0.789\t-0.795\t0.828\t2.215\t0.809\t-1.585\t-1.150\t0.000\t1.681\t0.337\t0.323\t1.551\t1.050\t1.103\t0.989\t0.589\t0.815\t0.972\t0.912\n1\t0.427\t-1.574\t-0.395\t1.617\t0.575\t0.723\t0.834\t-1.380\t2.173\t0.503\t0.861\t-0.403\t0.000\t0.787\t0.059\t0.618\t2.548\t0.498\t-0.488\t-1.535\t0.000\t0.765\t0.705\t0.984\t1.167\t0.988\t1.587\t1.288\n1\t0.828\t1.317\t-1.179\t1.732\t0.598\t0.919\t1.156\t0.315\t2.173\t0.413\t1.029\t1.732\t0.000\t0.419\t0.559\t-1.103\t0.000\t1.244\t-0.241\t0.126\t3.102\t1.028\t0.900\t1.658\t1.006\t0.919\t1.064\t1.143\n0\t0.313\t1.929\t-1.618\t0.968\t-1.034\t1.050\t-0.541\t1.030\t2.173\t1.094\t-0.941\t-0.978\t0.000\t1.372\t0.428\t0.457\t1.274\t0.480\t0.493\t-1.428\t0.000\t0.895\t1.294\t0.992\t1.216\t1.084\t1.036\t0.953\n1\t0.295\t1.743\t1.398\t0.617\t-0.558\t1.201\t1.148\t-1.353\t2.173\t0.815\t0.151\t0.607\t0.000\t1.295\t0.920\t-0.017\t0.000\t0.994\t0.020\t1.345\t3.102\t1.091\t0.916\t0.996\t0.943\t1.023\t1.029\t0.851\n0\t0.656\t-1.342\t-0.147\t0.498\t1.556\t0.834\t-0.052\t0.529\t0.000\t1.124\t-0.850\t-1.564\t0.000\t0.457\t-0.864\t-1.026\t2.548\t0.964\t-0.644\t-0.552\t0.000\t1.074\t0.898\t0.987\t0.534\t0.469\t0.535\t0.522\n1\t0.301\t-1.398\t-0.961\t1.635\t0.359\t0.537\t-0.360\t0.980\t0.000\t0.863\t-0.250\t1.684\t2.215\t1.350\t0.727\t-1.105\t2.548\t0.750\t0.585\t-0.694\t0.000\t0.847\t0.977\t0.989\t1.342\t0.926\t1.515\t1.210\n1\t0.809\t-0.770\t-1.438\t0.414\t-0.017\t0.946\t-0.015\t-0.712\t1.087\t0.841\t-0.102\t0.161\t2.215\t1.645\t-0.593\t0.972\t0.000\t0.440\t-1.367\t1.629\t0.000\t0.838\t0.846\t0.983\t0.984\t0.931\t0.893\t0.852\n0\t0.914\t-1.331\t0.121\t0.891\t-0.625\t0.363\t-0.929\t-1.204\t2.173\t0.690\t-1.310\t0.843\t0.000\t0.481\t0.398\t1.660\t2.548\t0.373\t-1.464\t-0.438\t0.000\t0.681\t0.792\t0.985\t0.727\t0.476\t0.719\t0.664\n0\t0.363\t1.698\t1.031\t0.515\t-0.515\t1.489\t0.552\t-1.621\t1.087\t0.965\t0.264\t-0.365\t2.215\t1.642\t1.183\t0.953\t0.000\t1.235\t1.580\t0.271\t0.000\t1.024\t1.343\t0.992\t0.982\t1.617\t1.300\t1.031\n0\t0.426\t0.962\t1.263\t1.068\t0.715\t2.309\t0.454\t-1.300\t0.000\t2.321\t-0.427\t0.388\t2.215\t0.318\t1.250\t0.037\t2.548\t0.543\t0.988\t-0.961\t0.000\t0.818\t0.900\t0.990\t0.889\t0.987\t1.616\t1.306\n0\t3.174\t-0.834\t0.584\t1.252\t0.590\t2.229\t-0.326\t-1.073\t0.000\t0.854\t0.454\t1.403\t2.215\t0.773\t-0.557\t-0.325\t2.548\t0.408\t0.580\t0.001\t0.000\t0.470\t0.481\t0.995\t1.280\t0.992\t0.953\t0.724\n0\t0.744\t-1.858\t-1.488\t0.354\t1.529\t1.012\t-1.097\t0.649\t1.087\t0.902\t-1.136\t-1.482\t2.215\t0.897\t-0.968\t-0.771\t0.000\t0.704\t0.571\t-0.403\t0.000\t0.914\t0.910\t0.998\t0.963\t1.321\t0.928\t0.802\n1\t0.427\t1.935\t-0.740\t0.358\t1.031\t1.412\t0.748\t1.134\t0.000\t1.128\t2.390\t-0.585\t0.000\t0.619\t1.224\t1.696\t0.000\t0.764\t-0.889\t0.602\t3.102\t0.958\t0.896\t0.995\t0.791\t0.558\t0.783\t0.704\n0\t1.099\t0.926\t-0.328\t2.444\t0.807\t0.476\t0.239\t-0.867\t0.000\t0.679\t-0.141\t-1.348\t2.215\t0.875\t-0.966\t-1.420\t2.548\t0.731\t0.614\t0.341\t0.000\t0.830\t0.880\t1.938\t1.396\t0.392\t1.207\t0.964\n0\t1.800\t0.980\t-0.200\t1.139\t-0.498\t0.794\t1.300\t0.718\t2.173\t0.853\t-0.486\t-1.335\t0.000\t1.001\t1.087\t1.336\t0.000\t1.184\t0.389\t-1.270\t3.102\t0.838\t1.329\t0.975\t0.829\t1.096\t0.896\t0.921\n0\t1.384\t1.429\t-1.160\t1.575\t-0.165\t0.769\t0.056\t1.470\t0.000\t1.060\t0.712\t-0.133\t2.215\t1.068\t-0.929\t1.203\t0.000\t0.796\t1.044\t0.822\t3.102\t1.001\t0.995\t1.599\t1.037\t0.666\t0.979\t1.200\n0\t0.752\t0.023\t0.513\t1.425\t-1.452\t0.362\t-0.547\t-0.141\t0.000\t0.891\t1.166\t-1.497\t0.000\t1.164\t-0.167\t0.882\t2.548\t1.160\t0.836\t-0.651\t0.000\t0.924\t1.213\t1.406\t0.750\t0.341\t0.730\t0.741\n1\t0.609\t-0.545\t-0.152\t0.547\t-0.941\t1.281\t0.395\t0.938\t2.173\t0.745\t0.074\t-1.054\t0.000\t0.799\t-0.626\t0.332\t2.548\t0.858\t1.365\t-1.130\t0.000\t0.902\t1.071\t0.993\t1.669\t0.973\t1.083\t1.115\n1\t1.732\t-0.716\t1.307\t0.731\t-1.693\t1.781\t1.419\t-0.132\t0.000\t0.805\t0.032\t-0.962\t2.215\t0.834\t0.187\t0.742\t2.548\t0.593\t-1.198\t-0.814\t0.000\t3.242\t1.956\t0.992\t1.065\t0.873\t1.301\t1.588\n1\t1.502\t-2.000\t1.067\t0.893\t-1.232\t0.639\t-0.366\t0.566\t2.173\t0.700\t-0.957\t0.188\t0.000\t1.100\t-0.502\t-0.496\t2.548\t0.370\t-1.676\t-1.563\t0.000\t0.763\t0.641\t1.408\t1.263\t0.859\t1.051\t0.845\n0\t1.205\t0.393\t-0.622\t1.410\t0.215\t1.350\t-0.152\t0.096\t2.173\t2.229\t-0.706\t1.528\t2.215\t0.718\t-1.895\t-1.602\t0.000\t1.458\t1.348\t-1.107\t0.000\t0.917\t0.969\t1.238\t0.913\t2.563\t1.530\t1.327\n0\t0.890\t0.409\t-1.370\t0.294\t-0.524\t0.777\t0.706\t1.532\t0.000\t0.872\t0.068\t-0.060\t2.215\t1.042\t0.108\t0.413\t2.548\t0.678\t0.598\t-0.857\t0.000\t0.925\t0.946\t0.981\t0.882\t0.419\t0.738\t0.711\n0\t1.150\t1.215\t-0.010\t0.780\t1.369\t0.647\t1.927\t1.408\t0.000\t1.635\t1.296\t-0.668\t2.215\t1.026\t-0.217\t0.961\t2.548\t0.597\t-1.350\t1.513\t0.000\t0.772\t1.152\t1.243\t0.986\t1.819\t1.104\t0.941\n1\t1.501\t-1.538\t1.725\t0.678\t-0.128\t0.831\t-0.384\t0.409\t2.173\t0.634\t0.088\t-0.893\t0.000\t0.602\t-1.332\t-0.146\t2.548\t0.677\t-1.051\t1.463\t0.000\t0.957\t1.002\t1.391\t0.793\t0.652\t0.827\t0.781\n1\t0.556\t-1.234\t-1.384\t0.887\t0.099\t0.782\t-2.655\t-1.663\t0.000\t0.959\t-1.007\t-0.267\t2.215\t0.548\t-0.658\t1.458\t2.548\t0.519\t-2.186\t0.135\t0.000\t0.972\t0.928\t0.987\t0.633\t0.779\t0.886\t0.803\n1\t1.273\t-0.051\t1.263\t0.909\t-0.898\t1.198\t0.057\t0.474\t2.173\t0.936\t-1.019\t1.461\t0.000\t1.977\t0.857\t-0.510\t2.548\t0.889\t-0.268\t-1.109\t0.000\t0.979\t1.402\t1.386\t1.271\t1.725\t1.332\t1.127\n1\t1.031\t0.476\t-0.487\t1.201\t-0.238\t0.770\t-0.599\t1.447\t2.173\t0.449\t-1.479\t1.050\t0.000\t0.535\t-0.929\t-0.913\t2.548\t0.552\t-1.722\t-1.273\t0.000\t0.590\t0.677\t0.988\t0.633\t0.699\t0.793\t0.745\n1\t0.652\t1.815\t-0.194\t0.102\t0.885\t0.669\t-0.181\t-1.314\t2.173\t0.688\t1.139\t0.712\t0.000\t0.921\t1.435\t1.492\t0.000\t0.988\t-0.154\t-0.005\t3.102\t0.828\t0.961\t0.995\t0.912\t0.796\t0.861\t0.755\n0\t0.619\t-1.019\t-0.097\t1.186\t0.560\t0.939\t1.433\t-0.944\t2.173\t1.077\t0.352\t-1.623\t0.000\t1.423\t0.230\t1.209\t2.548\t1.101\t2.302\t-0.156\t0.000\t0.950\t1.025\t0.982\t1.468\t1.623\t1.997\t1.561\n0\t0.682\t-0.056\t1.375\t0.770\t-0.795\t0.975\t-2.354\t0.473\t0.000\t1.348\t-0.297\t0.206\t0.000\t1.796\t-0.084\t-1.317\t2.548\t1.304\t0.643\t1.559\t0.000\t1.110\t0.840\t0.987\t0.499\t0.144\t0.482\t0.508\n0\t0.307\t0.677\t-1.475\t0.890\t1.507\t0.831\t1.435\t0.616\t0.000\t0.733\t-1.846\t-1.350\t0.000\t1.236\t0.466\t-0.098\t2.548\t0.726\t0.219\t-0.916\t0.000\t0.618\t0.828\t0.987\t1.078\t0.215\t0.852\t0.775\n0\t0.838\t0.951\t-1.299\t1.376\t-1.128\t0.675\t1.143\t0.735\t0.000\t0.655\t0.489\t-0.250\t2.215\t1.055\t-0.389\t0.522\t2.548\t0.410\t0.132\t1.657\t0.000\t0.724\t0.817\t0.995\t0.985\t0.709\t1.108\t0.935\n0\t0.363\t-0.449\t1.045\t1.043\t1.241\t1.332\t0.567\t0.584\t2.173\t0.988\t2.469\t-1.077\t0.000\t1.982\t0.075\t-0.862\t2.548\t1.660\t-0.020\t1.080\t0.000\t3.182\t2.456\t0.988\t1.220\t2.016\t1.828\t1.417\n1\t0.418\t1.992\t-0.009\t0.434\t-1.725\t0.520\t1.356\t0.105\t0.000\t0.763\t0.790\t-0.511\t0.000\t1.242\t-0.498\t1.233\t0.000\t1.172\t0.363\t-1.128\t3.102\t0.800\t0.786\t0.983\t0.518\t0.236\t0.520\t0.515\n1\t0.938\t0.586\t-0.409\t0.308\t-0.932\t1.032\t1.194\t0.512\t0.000\t1.728\t1.285\t-0.960\t2.215\t1.771\t1.465\t0.979\t0.000\t1.029\t0.760\t1.330\t3.102\t1.108\t0.830\t0.992\t0.763\t1.090\t1.169\t0.983\n1\t1.024\t-0.546\t-1.488\t0.893\t0.742\t0.309\t-1.944\t-0.282\t0.000\t0.772\t1.030\t-1.205\t2.215\t0.605\t-0.800\t1.106\t0.000\t0.790\t-1.433\t0.177\t0.000\t0.860\t0.678\t1.199\t1.076\t0.528\t0.838\t0.771\n1\t0.523\t0.925\t-0.158\t0.718\t1.169\t0.941\t0.426\t-1.532\t2.173\t0.790\t-0.219\t0.180\t0.000\t0.708\t-0.710\t-1.583\t0.000\t0.990\t-2.242\t0.625\t0.000\t0.818\t0.769\t0.987\t0.854\t0.900\t1.148\t0.987\n1\t1.260\t1.007\t0.192\t0.505\t-1.233\t0.367\t-1.224\t-1.310\t2.173\t0.626\t-0.337\t1.075\t2.215\t0.548\t0.249\t1.167\t0.000\t0.751\t-0.610\t-0.981\t0.000\t0.758\t0.602\t1.060\t0.886\t0.673\t0.833\t0.692\n1\t1.282\t0.369\t-0.090\t0.149\t-0.570\t0.680\t1.053\t0.898\t1.087\t0.685\t0.002\t1.559\t0.000\t0.701\t-0.793\t-1.087\t2.548\t0.829\t1.854\t-1.072\t0.000\t0.944\t1.090\t0.989\t0.709\t1.281\t0.825\t0.759\n0\t0.331\t-2.005\t1.520\t0.485\t0.069\t0.711\t-0.243\t0.230\t0.000\t0.824\t0.867\t-0.716\t2.215\t1.827\t0.362\t1.604\t2.548\t0.387\t-0.090\t-0.773\t0.000\t0.631\t0.844\t0.977\t0.973\t1.177\t0.873\t0.786\n1\t0.679\t-0.432\t-0.483\t0.444\t1.661\t0.920\t0.431\t1.568\t2.173\t0.841\t0.148\t-0.191\t0.000\t1.240\t-0.521\t0.248\t1.274\t0.845\t-0.812\t-1.156\t0.000\t1.063\t0.851\t0.982\t1.139\t1.420\t0.927\t0.845\n0\t0.676\t0.091\t-1.669\t0.964\t-0.792\t1.991\t1.877\t1.189\t0.000\t1.520\t-2.296\t-0.471\t0.000\t1.190\t-0.065\t-0.881\t2.548\t1.850\t1.437\t0.521\t0.000\t0.656\t1.024\t0.989\t0.663\t0.348\t0.906\t0.798\n1\t0.280\t0.811\t0.232\t1.078\t1.348\t0.911\t-0.233\t-0.860\t0.000\t1.246\t0.155\t1.177\t2.215\t0.842\t-0.316\t0.228\t2.548\t1.320\t-0.882\t-0.546\t0.000\t0.851\t0.870\t0.984\t0.702\t0.868\t0.965\t0.837\n0\t0.763\t-0.043\t-1.486\t0.834\t0.666\t0.779\t0.036\t0.883\t0.000\t0.960\t0.481\t-0.325\t2.215\t0.952\t-0.682\t-0.671\t2.548\t0.976\t-0.578\t1.617\t0.000\t0.957\t1.037\t1.030\t0.852\t0.742\t0.852\t0.739\n0\t1.628\t-0.421\t0.916\t0.651\t0.386\t0.709\t0.821\t-0.917\t0.000\t1.225\t-0.035\t-0.886\t1.107\t0.658\t0.547\t1.452\t1.274\t0.674\t-0.036\t0.520\t0.000\t1.122\t0.889\t0.980\t0.667\t0.876\t0.834\t0.800\n1\t1.197\t1.292\t0.632\t0.115\t-0.768\t0.932\t-0.352\t-1.151\t2.173\t0.737\t0.822\t0.914\t0.000\t1.088\t0.232\t-0.366\t2.548\t0.676\t-1.164\t-1.573\t0.000\t1.117\t1.151\t0.992\t1.230\t0.904\t1.176\t0.980\n1\t0.798\t0.803\t-0.317\t1.451\t-0.005\t0.545\t-0.634\t-0.467\t0.000\t1.418\t-0.172\t1.628\t2.215\t0.937\t-1.180\t1.038\t2.548\t0.790\t-0.053\t-1.354\t0.000\t0.776\t1.013\t0.976\t1.101\t0.952\t1.042\t0.880\n1\t0.549\t0.720\t-1.017\t0.378\t-0.784\t0.672\t1.032\t1.002\t0.000\t0.969\t0.218\t-1.742\t0.000\t1.688\t-0.908\t-0.359\t0.000\t1.551\t-0.430\t0.175\t3.102\t0.901\t0.881\t0.984\t0.746\t0.584\t0.850\t0.818\n1\t1.388\t0.814\t-0.929\t0.752\t1.169\t0.966\t-0.601\t1.475\t2.173\t0.457\t-0.532\t0.197\t0.000\t1.272\t-0.627\t-0.421\t2.548\t1.003\t0.789\t0.530\t0.000\t0.768\t0.867\t1.344\t1.323\t1.369\t1.105\t0.944\n0\t1.201\t-0.727\t0.120\t1.121\t0.664\t0.489\t1.227\t0.423\t2.173\t0.789\t0.193\t-0.930\t0.000\t1.027\t-1.081\t-1.394\t1.274\t0.629\t0.829\t1.538\t0.000\t0.820\t0.928\t0.980\t1.396\t1.616\t1.136\t1.021\n1\t2.302\t0.967\t-0.183\t1.723\t0.243\t1.648\t0.265\t1.687\t2.173\t0.565\t0.924\t-1.578\t0.000\t0.755\t0.772\t0.361\t2.548\t1.112\t0.327\t-0.693\t0.000\t0.878\t1.029\t1.036\t0.569\t1.356\t1.397\t1.085\n0\t0.772\t0.975\t-0.343\t3.733\t0.125\t1.062\t0.826\t-1.451\t2.173\t0.862\t1.219\t1.657\t2.215\t0.917\t1.118\t0.745\t0.000\t1.025\t0.629\t1.344\t0.000\t0.921\t1.197\t0.993\t1.792\t0.556\t1.316\t1.276\n1\t1.322\t-0.057\t-1.155\t1.228\t-0.795\t0.668\t0.883\t0.198\t2.173\t0.497\t-2.015\t0.196\t0.000\t0.736\t0.090\t1.692\t0.000\t0.842\t0.973\t0.741\t0.000\t0.819\t0.907\t0.990\t1.318\t0.870\t1.055\t0.962\n1\t1.209\t-0.271\t1.366\t1.608\t-1.540\t0.841\t-0.296\t-0.142\t2.173\t0.672\t1.054\t0.725\t1.107\t0.781\t-0.259\t-0.684\t0.000\t0.973\t1.708\t-0.707\t0.000\t0.912\t1.170\t0.990\t1.142\t1.137\t1.052\t1.023\n1\t1.679\t0.866\t-1.547\t0.650\t1.446\t3.177\t-0.994\t-0.394\t0.000\t2.719\t0.112\t1.184\t2.215\t0.887\t0.390\t0.535\t0.000\t0.676\t0.742\t1.078\t1.551\t0.458\t0.803\t0.985\t0.585\t0.500\t0.924\t0.824\n0\t0.672\t-0.444\t-0.749\t1.491\t0.160\t0.503\t-0.941\t1.711\t2.173\t0.578\t0.193\t-1.446\t1.107\t0.739\t0.482\t1.240\t0.000\t0.609\t0.990\t-0.270\t0.000\t0.765\t0.905\t1.014\t0.847\t0.534\t0.711\t0.692\n1\t0.393\t0.298\t-0.602\t0.761\t0.230\t0.654\t-0.862\t-1.403\t0.000\t1.664\t-0.382\t-0.068\t2.215\t1.480\t-0.873\t1.501\t0.000\t2.229\t0.488\t1.183\t1.551\t0.888\t1.376\t0.984\t0.752\t1.802\t1.315\t1.081\n0\t1.965\t0.015\t-1.078\t1.834\t-1.513\t0.983\t-1.160\t0.475\t0.000\t1.370\t-0.091\t0.653\t1.107\t1.060\t-0.790\t-0.699\t1.274\t0.622\t-0.375\t0.100\t0.000\t0.591\t0.896\t1.002\t1.568\t1.305\t1.136\t1.132\n0\t1.339\t-1.146\t1.691\t1.009\t-0.423\t0.553\t-1.650\t-1.511\t0.000\t0.754\t2.626\t0.905\t0.000\t0.826\t-1.249\t-0.023\t2.548\t1.097\t-0.354\t-0.007\t3.102\t0.915\t1.499\t1.522\t0.897\t0.357\t1.496\t1.666\n0\t0.875\t-1.405\t1.598\t1.502\t-1.077\t1.243\t-0.550\t0.708\t0.000\t0.986\t0.597\t-0.376\t0.000\t0.904\t-0.325\t-0.235\t2.548\t1.526\t-0.561\t1.539\t3.102\t0.795\t0.905\t1.060\t0.957\t0.909\t0.755\t0.890\n0\t0.941\t-0.130\t1.085\t1.833\t-1.473\t0.588\t-0.519\t-0.682\t2.173\t0.390\t-0.496\t0.090\t2.215\t0.418\t1.692\t0.810\t0.000\t0.632\t-2.095\t-0.876\t0.000\t2.558\t1.411\t1.352\t1.005\t0.452\t0.923\t0.929\n1\t0.410\t1.530\t-0.047\t1.723\t1.261\t0.834\t-0.022\t-0.675\t0.000\t0.941\t-0.304\t-0.105\t0.000\t0.886\t0.616\t-1.442\t2.548\t1.286\t0.535\t0.933\t3.102\t0.965\t1.028\t1.077\t0.689\t0.687\t0.825\t0.985\n0\t1.643\t1.920\t-0.834\t0.596\t0.819\t0.314\t0.953\t1.240\t2.173\t0.542\t0.136\t0.539\t0.000\t0.657\t2.699\t-0.002\t0.000\t0.423\t0.761\t1.732\t1.551\t1.819\t1.036\t1.367\t0.871\t0.165\t0.662\t0.724\n1\t1.263\t-0.324\t-1.330\t0.879\t-1.105\t1.129\t2.222\t0.158\t0.000\t0.926\t0.117\t0.672\t0.000\t0.987\t0.075\t1.596\t2.548\t0.752\t0.877\t-0.111\t0.000\t0.951\t1.655\t0.989\t0.601\t0.866\t1.950\t1.868\n0\t0.458\t-0.679\t1.010\t1.061\t0.027\t0.459\t0.645\t-1.276\t0.000\t0.806\t0.345\t1.370\t2.215\t0.600\t-0.233\t-0.052\t0.000\t0.995\t1.130\t-0.823\t1.551\t0.952\t0.829\t0.988\t1.497\t0.854\t1.135\t0.958\n0\t0.929\t-1.495\t1.261\t0.941\t0.527\t0.755\t-0.943\t-0.948\t2.173\t0.302\t-2.844\t-0.602\t0.000\t0.651\t0.367\t-1.636\t0.000\t0.663\t-0.897\t0.543\t3.102\t1.819\t1.062\t0.991\t1.016\t0.731\t0.770\t0.761\n0\t0.903\t-0.404\t0.577\t1.613\t1.362\t0.788\t1.083\t-0.629\t2.173\t0.885\t2.188\t-0.619\t0.000\t1.406\t0.600\t1.561\t2.548\t1.121\t1.697\t0.121\t0.000\t0.814\t0.865\t1.087\t0.924\t1.240\t1.091\t1.320\n1\t0.430\t-0.517\t-1.086\t1.119\t0.367\t1.171\t-0.970\t-1.738\t1.087\t1.217\t-1.147\t-0.436\t0.000\t1.185\t-1.075\t1.072\t2.548\t0.724\t-2.325\t-0.278\t0.000\t1.109\t1.218\t0.987\t1.173\t0.851\t1.083\t1.027\n1\t0.732\t-1.361\t1.083\t1.131\t-1.352\t0.503\t-0.085\t-1.569\t0.000\t0.966\t1.076\t0.147\t0.000\t0.826\t0.080\t-0.802\t1.274\t0.573\t1.918\t1.178\t0.000\t0.991\t0.998\t1.024\t0.679\t0.228\t0.665\t1.072\n0\t2.456\t-1.429\t-1.717\t0.197\t-1.586\t0.648\t-1.317\t-0.489\t0.000\t1.775\t1.145\t0.564\t2.215\t0.738\t-1.293\t-0.882\t2.548\t1.338\t0.948\t-0.262\t0.000\t0.815\t0.829\t0.972\t0.712\t2.376\t1.896\t1.550\n1\t0.574\t-0.903\t-0.179\t0.218\t0.638\t0.885\t-0.656\t-1.050\t0.000\t1.333\t-0.224\t0.469\t2.215\t1.170\t-0.151\t1.125\t0.000\t0.396\t0.239\t-0.684\t3.102\t0.909\t0.635\t0.979\t0.733\t0.590\t0.877\t0.775\n1\t1.100\t0.125\t1.370\t0.797\t-1.120\t1.204\t0.026\t0.251\t2.173\t0.837\t0.315\t-0.619\t0.000\t1.156\t-0.403\t0.940\t2.548\t0.967\t0.745\t-1.074\t0.000\t0.577\t1.079\t1.016\t1.161\t0.923\t0.901\t0.842\n0\t0.640\t0.554\t-0.854\t0.517\t0.768\t0.653\t0.651\t-1.686\t1.087\t0.489\t-0.892\t0.321\t0.000\t1.065\t-0.300\t1.280\t0.000\t1.852\t-0.659\t-0.284\t3.102\t0.904\t0.939\t0.987\t0.761\t1.441\t0.886\t0.744\n1\t0.898\t-0.919\t-1.230\t1.775\t-1.067\t3.290\t0.745\t0.740\t2.173\t1.155\t-1.214\t-1.023\t0.000\t1.936\t-0.402\t-1.052\t2.548\t0.686\t-1.478\t-0.222\t0.000\t0.826\t0.869\t0.990\t2.817\t3.718\t2.473\t1.997\n0\t0.898\t-0.579\t-0.895\t0.481\t0.266\t1.002\t-0.434\t1.542\t0.000\t1.038\t-0.381\t-0.427\t2.215\t0.744\t-1.161\t0.279\t2.548\t0.731\t-1.116\t1.159\t0.000\t0.755\t0.893\t0.992\t0.634\t0.700\t0.843\t0.757\n1\t0.976\t0.562\t-1.314\t0.042\t-0.888\t0.345\t-1.612\t1.362\t0.000\t0.469\t0.520\t0.347\t2.215\t0.613\t-0.417\t-1.085\t0.000\t0.848\t0.368\t-0.092\t0.000\t0.840\t0.875\t0.823\t0.626\t0.306\t0.600\t0.583\n1\t0.762\t-0.230\t0.902\t1.662\t0.148\t0.395\t-1.424\t0.310\t1.087\t0.751\t-1.582\t1.687\t2.215\t0.685\t0.651\t-1.587\t0.000\t1.069\t-0.819\t-0.659\t0.000\t0.900\t1.822\t0.988\t1.215\t0.762\t1.540\t1.292\n0\t0.526\t1.027\t0.306\t0.760\t1.101\t1.431\t0.558\t0.021\t2.173\t1.661\t-0.718\t-1.312\t0.000\t1.528\t-2.229\t0.914\t0.000\t1.649\t-1.052\t-0.965\t1.551\t1.263\t0.926\t0.989\t1.386\t2.118\t1.710\t1.914\n1\t0.966\t0.863\t-0.461\t1.140\t-1.530\t1.987\t1.369\t-1.721\t0.000\t3.129\t0.610\t0.172\t2.215\t1.659\t0.672\t-1.583\t0.000\t1.784\t0.367\t0.617\t3.102\t0.796\t0.980\t1.193\t1.560\t0.857\t1.176\t1.078\n0\t0.683\t-1.500\t0.194\t0.300\t1.120\t0.733\t-0.964\t0.556\t2.173\t0.439\t-1.639\t1.018\t0.000\t1.123\t-1.588\t-1.356\t0.000\t1.811\t-0.498\t-1.045\t3.102\t0.907\t1.008\t0.999\t0.817\t1.231\t0.833\t0.743\n1\t0.707\t-0.267\t-1.036\t0.661\t0.297\t0.534\t-1.130\t-0.146\t2.173\t0.505\t-0.033\t0.486\t0.000\t0.866\t0.308\t1.710\t0.000\t0.824\t-0.957\t-1.393\t3.102\t0.925\t0.986\t0.982\t0.588\t0.633\t0.667\t0.603\n1\t0.361\t-2.075\t-1.158\t0.480\t-0.690\t0.877\t-0.763\t1.216\t0.000\t0.516\t-0.280\t-1.716\t0.000\t1.029\t-1.319\t0.420\t0.000\t2.681\t0.307\t-0.701\t3.102\t0.943\t1.152\t0.997\t0.719\t0.853\t0.769\t0.693\n0\t0.287\t-2.017\t-0.482\t0.669\t1.712\t0.784\t-0.242\t1.412\t2.173\t0.488\t0.324\t0.155\t0.000\t1.219\t-0.538\t-0.237\t2.548\t0.723\t-0.701\t-0.865\t0.000\t0.781\t0.891\t0.993\t0.753\t1.232\t0.719\t0.641\n0\t2.353\t-1.596\t-1.284\t0.329\t-0.025\t1.118\t-0.854\t0.258\t2.173\t0.809\t-1.235\t1.348\t2.215\t0.635\t-0.373\t-0.721\t0.000\t0.718\t-0.569\t0.925\t0.000\t0.749\t0.796\t1.105\t0.885\t1.199\t1.055\t0.854\n0\t1.735\t-0.152\t0.244\t0.577\t-1.364\t1.115\t-0.228\t-0.997\t1.087\t0.956\t-0.462\t0.673\t2.215\t1.146\t-0.902\t-1.348\t0.000\t1.246\t-0.704\t1.397\t0.000\t0.822\t0.986\t1.375\t1.165\t1.527\t0.958\t0.903\n0\t1.749\t0.203\t1.214\t0.333\t-0.163\t1.069\t-0.108\t-0.940\t2.173\t0.805\t-0.412\t0.185\t2.215\t0.483\t0.026\t-0.166\t0.000\t0.521\t0.638\t1.132\t0.000\t0.677\t0.829\t1.000\t0.823\t1.179\t0.901\t0.721\n0\t0.536\t-0.150\t0.151\t1.955\t0.167\t1.482\t-0.858\t-1.701\t2.173\t0.823\t-0.418\t-0.397\t2.215\t0.916\t-1.344\t-1.165\t0.000\t0.685\t-1.110\t0.971\t0.000\t0.822\t0.879\t0.985\t0.790\t1.542\t1.198\t0.963\n1\t0.429\t0.128\t1.159\t1.567\t-1.045\t1.043\t1.148\t0.606\t0.000\t0.744\t-0.803\t1.284\t1.107\t0.766\t0.790\t-0.881\t0.000\t0.944\t-0.682\t-0.517\t3.102\t1.583\t1.391\t1.040\t0.891\t0.755\t1.093\t0.961\n1\t1.115\t0.166\t0.395\t0.574\t-0.059\t0.457\t-0.565\t0.400\t0.000\t1.514\t0.487\t-1.270\t2.215\t0.978\t0.689\t-0.434\t2.548\t0.760\t-1.484\t1.367\t0.000\t0.899\t1.150\t0.993\t1.318\t0.900\t1.048\t0.941\n0\t0.991\t-0.327\t-0.317\t1.242\t-1.314\t0.777\t-0.382\t-1.323\t2.173\t1.058\t0.118\t0.965\t0.000\t0.306\t-2.208\t0.250\t0.000\t0.821\t-0.428\t0.725\t3.102\t1.531\t0.844\t1.202\t0.742\t0.815\t0.799\t0.790\n1\t2.115\t0.145\t1.612\t0.171\t0.256\t1.080\t0.163\t-0.565\t2.173\t1.030\t0.344\t-1.326\t2.215\t1.993\t0.620\t-0.872\t0.000\t2.771\t-0.026\t0.075\t0.000\t0.900\t1.128\t0.989\t0.742\t0.992\t0.973\t0.970\n0\t0.720\t0.215\t-1.644\t0.663\t-1.244\t0.996\t-0.214\t0.097\t1.087\t0.499\t-0.871\t0.820\t2.215\t0.586\t-0.894\t-0.483\t0.000\t0.806\t-1.133\t1.248\t0.000\t0.772\t0.904\t0.988\t0.702\t0.725\t0.774\t0.668\n0\t0.650\t1.213\t-1.659\t1.007\t-0.191\t0.565\t1.235\t-0.030\t2.173\t0.716\t1.003\t-1.194\t0.000\t1.297\t0.308\t0.750\t2.548\t1.051\t0.154\t1.728\t0.000\t0.739\t0.968\t1.087\t0.664\t0.852\t0.767\t0.708\n0\t1.389\t0.316\t0.779\t0.515\t0.032\t0.963\t-0.185\t-0.320\t0.000\t0.910\t-0.266\t-1.534\t2.215\t0.597\t-0.585\t-1.080\t0.000\t1.187\t-0.204\t1.166\t3.102\t0.917\t0.988\t0.985\t0.945\t0.611\t0.749\t0.751\n0\t1.477\t-1.232\t-1.403\t2.478\t0.739\t0.722\t-2.632\t0.550\t0.000\t1.191\t-0.846\t0.027\t2.215\t1.041\t-1.295\t-1.024\t2.548\t1.085\t-0.912\t0.903\t0.000\t1.241\t1.229\t2.480\t1.551\t1.016\t1.132\t1.103\n0\t1.743\t0.631\t0.983\t0.360\t-1.295\t0.761\t-0.091\t-1.714\t2.173\t0.982\t0.344\t0.303\t1.107\t1.331\t-0.273\t-0.559\t0.000\t0.728\t1.061\t-0.627\t0.000\t0.948\t0.938\t0.987\t0.822\t1.265\t0.869\t0.829\n1\t0.955\t0.720\t-0.512\t0.748\t0.585\t0.764\t0.066\t0.125\t0.000\t1.089\t0.266\t1.683\t1.107\t0.967\t0.960\t1.435\t0.000\t0.902\t0.011\t-1.177\t3.102\t0.987\t0.763\t0.988\t0.665\t0.493\t0.649\t0.616\n0\t0.710\t1.010\t-0.547\t1.962\t-0.115\t0.517\t-1.508\t1.463\t0.000\t0.353\t0.763\t1.118\t1.107\t0.569\t-0.538\t-1.186\t0.000\t1.116\t-2.247\t1.369\t0.000\t0.816\t0.920\t0.992\t0.827\t0.260\t0.719\t1.256\n1\t0.791\t1.625\t-0.842\t1.190\t0.526\t1.009\t0.953\t-0.496\t0.000\t0.630\t1.433\t0.253\t0.000\t2.080\t0.518\t-1.537\t2.548\t0.686\t0.206\t0.502\t0.000\t0.983\t0.932\t1.268\t1.309\t0.899\t0.968\t0.888\n0\t1.053\t1.508\t-1.693\t0.568\t0.846\t0.397\t-0.074\t0.312\t0.000\t0.471\t-1.189\t-0.713\t0.000\t0.663\t-0.216\t1.325\t2.548\t1.114\t0.919\t-0.502\t3.102\t0.920\t0.926\t0.982\t0.966\t0.808\t0.751\t0.937\n0\t0.398\t0.361\t-1.595\t1.257\t-0.890\t0.488\t-0.037\t0.201\t2.173\t0.495\t0.920\t-1.451\t0.000\t1.420\t-0.910\t0.913\t2.548\t0.773\t-1.878\t1.382\t0.000\t1.969\t1.339\t0.983\t1.838\t0.809\t1.238\t1.269\n0\t1.436\t0.754\t1.461\t0.679\t0.937\t1.147\t0.907\t0.728\t2.173\t1.259\t2.236\t-0.826\t0.000\t0.618\t2.559\t-0.588\t0.000\t1.200\t0.783\t-0.651\t0.000\t0.839\t0.891\t0.990\t0.894\t0.912\t1.075\t1.055\n1\t1.971\t0.244\t1.418\t0.300\t0.855\t1.172\t-0.721\t-0.027\t2.173\t1.213\t-0.333\t1.476\t0.000\t1.845\t-1.755\t-0.914\t0.000\t1.467\t-0.459\t0.744\t3.102\t1.927\t1.609\t0.987\t1.600\t0.896\t1.170\t1.393\n0\t0.302\t2.018\t-1.277\t0.597\t1.259\t1.128\t0.103\t1.665\t2.173\t1.425\t0.883\t0.157\t0.000\t0.998\t1.104\t-0.389\t2.548\t0.521\t-0.086\t-0.064\t0.000\t0.944\t0.747\t0.980\t0.757\t1.486\t1.026\t0.844\n0\t0.576\t-1.449\t-0.841\t1.060\t0.461\t0.406\t-0.230\t-0.552\t0.000\t0.727\t0.336\t-1.537\t2.215\t0.654\t-0.839\t0.407\t0.000\t0.528\t-0.155\t0.309\t0.000\t0.885\t0.779\t0.998\t0.997\t0.491\t0.851\t0.727\n0\t0.689\t-0.916\t0.548\t0.582\t-0.777\t1.086\t-0.155\t-0.016\t2.173\t0.534\t-1.636\t1.683\t0.000\t1.166\t-0.829\t-1.333\t2.548\t0.914\t-0.271\t1.172\t0.000\t0.780\t0.686\t0.986\t0.736\t1.408\t0.917\t0.770\n1\t1.186\t0.864\t-1.263\t0.128\t-0.595\t0.624\t-0.351\t-0.838\t0.000\t1.119\t-0.320\t0.439\t1.107\t1.216\t-1.048\t1.183\t2.548\t0.993\t-0.835\t-0.519\t0.000\t0.912\t1.011\t0.985\t1.054\t0.932\t0.923\t0.880\n1\t0.971\t-0.290\t-0.067\t0.518\t-1.355\t1.235\t-0.582\t1.097\t2.173\t0.454\t0.731\t-0.682\t0.000\t0.612\t-2.476\t-0.510\t0.000\t1.040\t-1.711\t-1.530\t0.000\t0.985\t0.732\t0.988\t1.027\t1.111\t0.932\t0.804\n0\t1.612\t-1.261\t0.767\t0.427\t-0.792\t1.001\t0.579\t1.631\t2.173\t0.632\t0.206\t-0.626\t0.000\t0.662\t1.057\t-0.479\t0.000\t0.536\t-1.199\t0.278\t0.000\t0.907\t0.937\t1.133\t0.672\t1.522\t1.108\t0.945\n0\t0.977\t-0.370\t0.268\t0.552\t-0.557\t0.660\t0.655\t-1.497\t2.173\t0.487\t0.118\t0.080\t0.000\t0.827\t0.266\t-1.264\t2.548\t1.086\t-0.301\t1.101\t0.000\t0.788\t0.911\t0.979\t0.724\t0.257\t0.640\t0.625\n0\t1.102\t0.438\t0.216\t2.674\t-0.117\t1.806\t0.117\t0.347\t1.087\t1.679\t-0.558\t1.620\t0.000\t1.705\t-0.046\t-1.712\t0.000\t2.180\t-0.314\t-1.167\t3.102\t0.774\t0.970\t1.008\t1.229\t2.121\t1.557\t1.657\n1\t0.782\t-1.167\t0.637\t1.254\t0.318\t0.591\t-0.677\t1.648\t2.173\t1.543\t-0.682\t-1.025\t2.215\t0.443\t2.021\t0.329\t0.000\t0.539\t-0.013\t-1.063\t0.000\t0.897\t1.132\t0.992\t1.309\t0.938\t1.026\t1.008\n0\t0.410\t1.046\t-0.996\t1.391\t0.347\t0.950\t0.196\t1.532\t2.173\t1.142\t-0.547\t-0.658\t2.215\t0.509\t-1.036\t0.232\t0.000\t0.367\t-0.751\t1.202\t0.000\t0.370\t0.789\t0.986\t1.315\t1.530\t1.143\t0.923\n0\t0.479\t0.381\t-0.501\t0.937\t0.474\t0.583\t-0.236\t-1.522\t0.000\t0.595\t0.260\t0.029\t2.215\t1.088\t-0.392\t1.074\t2.548\t0.984\t0.463\t-1.118\t0.000\t0.795\t0.810\t0.987\t0.645\t0.756\t0.726\t0.724\n0\t0.560\t0.745\t-1.406\t1.016\t-0.085\t1.266\t1.348\t0.797\t0.000\t2.000\t-0.325\t-1.488\t0.000\t1.941\t0.705\t-0.665\t2.548\t1.779\t-0.105\t0.245\t0.000\t1.021\t1.017\t0.987\t0.704\t1.061\t1.038\t0.952\n1\t0.359\t0.516\t1.009\t0.928\t-1.661\t1.737\t-1.449\t0.845\t0.000\t2.331\t0.054\t-1.149\t1.107\t0.668\t-1.865\t-0.914\t0.000\t0.645\t-1.891\t1.021\t0.000\t0.924\t0.808\t0.991\t1.684\t0.906\t1.283\t1.162\n0\t0.583\t1.670\t0.232\t1.047\t-1.147\t0.383\t1.250\t-0.708\t1.087\t0.861\t0.839\t-1.680\t2.215\t0.922\t0.646\t0.725\t0.000\t1.100\t-0.605\t0.498\t0.000\t0.897\t0.983\t1.024\t0.790\t0.670\t0.778\t0.800\n1\t1.042\t0.073\t-1.709\t0.733\t-1.244\t0.751\t-1.236\t0.407\t0.000\t0.987\t-0.109\t-1.042\t1.107\t1.164\t0.851\t-0.533\t2.548\t0.412\t-0.746\t-0.296\t0.000\t0.525\t1.088\t0.994\t0.820\t0.802\t0.958\t0.957\n0\t1.561\t0.156\t1.161\t0.981\t0.477\t0.919\t0.613\t-0.100\t1.087\t0.767\t-0.225\t-0.788\t0.000\t1.113\t0.213\t-1.480\t0.000\t0.697\t0.890\t1.516\t3.102\t0.892\t1.152\t0.990\t0.634\t0.863\t0.765\t0.819\n0\t0.380\t-1.728\t-0.043\t1.067\t-1.011\t0.663\t-1.366\t1.091\t0.000\t0.805\t-0.549\t0.209\t2.215\t1.101\t-1.087\t-0.932\t2.548\t0.528\t-0.544\t-1.575\t0.000\t0.695\t0.843\t0.981\t0.755\t0.915\t0.695\t0.658\n1\t0.794\t-1.267\t-1.112\t0.105\t1.390\t2.089\t2.397\t0.795\t0.000\t2.684\t0.253\t-1.161\t0.000\t1.144\t-2.231\t0.078\t0.000\t1.417\t-0.103\t0.286\t3.102\t0.684\t0.801\t0.977\t0.765\t0.809\t0.865\t0.769\n1\t2.189\t-1.398\t0.462\t0.401\t0.213\t0.883\t-2.216\t-1.411\t0.000\t0.710\t-0.133\t-1.077\t0.000\t0.711\t-0.443\t1.544\t2.548\t0.556\t-0.851\t0.821\t0.000\t0.893\t0.687\t0.998\t0.967\t0.720\t0.954\t0.850\n0\t0.378\t0.470\t-0.426\t1.218\t1.485\t0.638\t0.128\t1.089\t0.000\t0.902\t-0.260\t-0.009\t2.215\t0.872\t1.224\t-0.769\t2.548\t0.467\t-0.762\t-0.383\t0.000\t0.928\t1.024\t0.985\t0.849\t1.035\t0.772\t0.712\n0\t0.822\t-0.857\t-1.585\t2.376\t1.716\t1.383\t1.061\t0.435\t2.173\t0.729\t-0.799\t-0.180\t0.000\t0.823\t0.693\t-1.267\t2.548\t0.639\t1.594\t-0.003\t0.000\t1.639\t1.146\t0.987\t2.053\t1.344\t1.349\t1.245\n0\t1.386\t0.269\t0.523\t0.810\t1.034\t0.949\t2.790\t-1.579\t0.000\t1.040\t-0.587\t-0.154\t2.215\t0.908\t0.943\t-0.851\t2.548\t0.413\t-1.365\t0.921\t0.000\t4.451\t2.470\t0.990\t1.141\t1.124\t2.102\t1.673\n0\t0.671\t0.041\t0.854\t0.253\t-0.983\t0.611\t-1.057\t1.428\t2.173\t0.328\t1.090\t-1.242\t0.000\t0.560\t-0.274\t0.226\t2.548\t1.228\t-1.112\t0.238\t0.000\t1.522\t0.877\t0.988\t0.657\t0.705\t0.721\t0.634\n0\t0.400\t-0.065\t0.333\t1.495\t-1.370\t0.814\t-0.855\t-0.416\t2.173\t0.980\t0.199\t0.820\t0.000\t0.653\t-1.121\t0.945\t0.000\t0.456\t1.466\t1.137\t0.000\t0.897\t1.103\t1.071\t0.519\t0.764\t0.697\t0.679\n1\t1.130\t0.874\t-0.450\t1.158\t-1.282\t0.844\t0.815\t1.672\t0.000\t1.550\t0.497\t0.023\t2.215\t0.757\t-2.651\t-1.588\t0.000\t0.777\t2.167\t0.829\t0.000\t0.612\t1.401\t1.079\t0.644\t0.384\t0.793\t0.791\n1\t0.869\t1.335\t-1.680\t1.378\t-1.025\t1.077\t1.231\t0.802\t1.087\t0.902\t0.928\t-1.072\t0.000\t1.727\t-0.573\t0.491\t0.000\t1.029\t0.306\t1.705\t3.102\t0.888\t0.710\t0.991\t1.263\t0.953\t0.933\t0.845\n0\t1.130\t0.396\t1.621\t0.779\t0.939\t0.981\t1.259\t0.052\t0.000\t1.422\t-0.275\t-1.411\t2.215\t0.928\t1.691\t0.474\t0.000\t0.977\t0.876\t-0.842\t3.102\t0.815\t0.844\t0.989\t0.883\t0.925\t1.264\t1.130\n0\t0.907\t0.285\t-1.367\t0.727\t-0.102\t0.718\t1.421\t0.126\t2.173\t0.738\t-1.752\t-1.692\t0.000\t0.487\t0.297\t1.239\t2.548\t0.373\t2.149\t-0.085\t0.000\t3.096\t1.674\t1.023\t0.926\t0.756\t1.421\t1.116\n1\t1.242\t-0.631\t0.797\t0.402\t1.067\t0.727\t1.354\t-1.348\t0.000\t0.768\t-1.334\t0.655\t0.000\t1.586\t0.488\t-0.581\t0.000\t1.115\t-0.354\t-0.128\t3.102\t1.482\t1.178\t0.998\t0.723\t0.636\t0.866\t0.891\n1\t0.994\t-1.394\t1.075\t0.724\t-0.228\t0.775\t-1.007\t0.141\t2.173\t1.711\t-1.670\t-1.147\t0.000\t0.599\t-1.570\t0.832\t0.000\t0.687\t-1.874\t-1.445\t0.000\t0.655\t0.830\t1.084\t0.669\t0.921\t0.623\t0.570\n0\t1.431\t1.705\t0.589\t0.627\t-0.072\t1.273\t0.069\t-1.595\t2.173\t1.251\t1.533\t-0.424\t0.000\t0.685\t-0.557\t0.764\t2.548\t1.014\t1.388\t-0.945\t0.000\t0.980\t1.322\t0.980\t1.655\t1.068\t1.196\t1.134\n1\t1.614\t-1.055\t-0.165\t1.002\t1.341\t1.906\t-0.172\t1.364\t0.000\t1.846\t0.055\t-0.539\t0.000\t0.990\t0.852\t-1.227\t2.548\t0.645\t0.378\t-0.236\t3.102\t3.968\t2.132\t1.722\t1.514\t0.499\t1.360\t1.358\n1\t1.113\t1.125\t1.698\t1.183\t0.996\t0.923\t0.040\t0.400\t2.173\t1.709\t0.299\t-0.882\t0.000\t0.509\t2.066\t0.355\t0.000\t0.902\t-0.714\t-1.259\t3.102\t1.919\t1.133\t0.991\t1.276\t1.062\t1.057\t1.186\n1\t0.971\t1.015\t0.913\t0.381\t0.209\t0.907\t0.309\t-0.639\t1.087\t0.620\t0.796\t-1.188\t2.215\t0.941\t0.448\t1.723\t0.000\t0.526\t0.093\t-0.243\t0.000\t0.775\t0.810\t0.994\t0.782\t0.596\t0.724\t0.631\n1\t1.596\t-0.534\t-0.244\t0.993\t0.482\t1.555\t-0.248\t1.567\t0.000\t1.366\t0.231\t-0.813\t2.215\t0.703\t-1.605\t0.579\t0.000\t1.647\t-0.339\t0.589\t0.000\t0.868\t0.655\t1.062\t1.123\t0.725\t0.901\t0.815\n1\t0.499\t0.260\t-1.622\t0.717\t1.398\t1.161\t-0.942\t0.522\t0.000\t1.357\t-1.229\t-1.139\t2.215\t0.555\t-1.240\t-0.296\t1.274\t0.976\t-1.948\t-0.797\t0.000\t0.895\t0.737\t0.991\t2.063\t0.636\t1.407\t1.345\n1\t0.338\t-2.151\t-1.013\t1.110\t1.079\t0.672\t0.569\t1.450\t2.173\t0.972\t-0.746\t-0.986\t0.000\t1.012\t-1.036\t-0.251\t0.000\t0.892\t0.044\t0.272\t3.102\t0.977\t0.858\t0.987\t1.081\t0.748\t0.902\t0.850\n0\t1.611\t-1.225\t-0.889\t0.743\t0.387\t0.491\t-0.905\t-1.456\t0.000\t0.773\t-2.126\t-0.293\t0.000\t1.706\t-0.399\t1.026\t2.548\t0.788\t-0.341\t0.026\t0.000\t0.956\t0.945\t1.383\t0.717\t0.183\t0.773\t0.689\n1\t1.185\t0.360\t-0.318\t0.298\t1.062\t0.736\t-0.466\t-0.747\t2.173\t0.704\t0.706\t1.573\t0.000\t1.029\t-0.302\t1.039\t0.000\t1.242\t1.958\t1.368\t0.000\t0.943\t1.178\t0.989\t0.711\t0.877\t0.925\t0.792\n0\t2.497\t0.558\t1.015\t1.826\t0.430\t2.579\t0.443\t-0.915\t0.000\t0.255\t0.725\t-1.423\t0.000\t1.055\t-0.227\t1.333\t2.548\t0.695\t1.208\t-0.201\t1.551\t0.804\t0.923\t1.486\t1.037\t0.897\t0.971\t1.298\n0\t0.698\t-2.000\t0.894\t1.397\t-0.337\t1.332\t-2.786\t-0.959\t0.000\t0.481\t0.291\t1.501\t2.215\t1.006\t-0.852\t0.399\t2.548\t1.037\t-1.562\t-1.121\t0.000\t0.910\t1.638\t1.225\t1.286\t0.787\t1.454\t1.203\n1\t0.337\t-1.037\t-0.039\t0.893\t0.340\t1.412\t1.135\t0.583\t0.000\t3.551\t0.863\t-1.677\t2.215\t1.216\t0.206\t-0.585\t2.548\t2.482\t0.665\t0.137\t0.000\t0.926\t1.034\t0.996\t1.696\t1.984\t1.661\t1.336\n1\t0.413\t0.354\t0.086\t0.927\t-1.095\t0.817\t0.410\t0.710\t0.000\t0.815\t0.191\t1.278\t0.000\t1.081\t-0.969\t-0.486\t2.548\t0.940\t0.627\t-1.415\t0.000\t0.868\t1.367\t0.986\t0.727\t0.598\t0.858\t0.880\n1\t0.773\t0.328\t-1.375\t1.655\t1.345\t1.339\t-0.134\t-0.354\t1.087\t0.652\t-0.895\t0.946\t2.215\t0.978\t0.154\t0.256\t0.000\t1.306\t1.670\t-1.580\t0.000\t1.807\t1.629\t0.999\t1.478\t1.383\t1.340\t1.179\n1\t0.665\t-2.237\t-1.046\t0.826\t-1.293\t1.036\t-0.730\t0.685\t2.173\t0.334\t-0.638\t1.087\t0.000\t1.186\t-0.374\t-0.047\t1.274\t1.231\t-0.859\t-1.214\t0.000\t1.015\t0.949\t0.971\t1.209\t0.877\t0.924\t0.953\n0\t0.286\t0.656\t0.666\t0.731\t0.745\t0.713\t-0.346\t-1.022\t0.000\t0.625\t-1.531\t-1.727\t2.215\t0.778\t-0.656\t0.506\t2.548\t0.513\t-1.869\t-0.027\t0.000\t1.245\t0.949\t1.001\t0.726\t0.745\t0.696\t0.662\n1\t0.882\t-0.688\t0.443\t0.627\t-1.538\t0.817\t0.408\t1.045\t0.000\t1.656\t0.301\t-0.934\t0.000\t1.463\t-0.310\t1.069\t2.548\t1.254\t-0.067\t-0.445\t0.000\t0.882\t0.649\t1.007\t0.696\t0.766\t0.872\t0.788\n1\t0.715\t-0.257\t1.054\t0.861\t-1.434\t1.119\t-0.832\t-1.436\t2.173\t1.047\t0.168\t0.686\t0.000\t1.808\t-0.025\t0.028\t0.000\t0.400\t-1.329\t-0.973\t0.000\t1.096\t0.589\t0.987\t0.731\t0.615\t0.819\t0.738\n1\t0.332\t-0.322\t0.340\t0.585\t-0.965\t0.435\t0.461\t0.895\t0.000\t0.869\t-0.835\t0.379\t2.215\t1.393\t-0.669\t-1.228\t2.548\t0.757\t1.083\t1.704\t0.000\t0.693\t1.041\t0.983\t1.068\t1.163\t0.962\t0.859\n1\t1.375\t-0.400\t-0.117\t0.770\t-0.626\t0.940\t-1.284\t1.320\t0.000\t0.490\t-1.242\t-0.603\t2.215\t0.674\t-1.940\t0.813\t0.000\t0.396\t-0.410\t-1.394\t3.102\t0.883\t0.934\t0.981\t0.575\t0.306\t0.578\t0.840\n0\t0.717\t-0.219\t-1.605\t0.272\t-0.213\t0.711\t2.248\t0.563\t0.000\t0.788\t1.019\t-0.194\t2.215\t1.028\t0.474\t-1.402\t2.548\t0.643\t1.488\t1.594\t0.000\t0.864\t0.951\t0.993\t0.590\t0.885\t0.847\t0.782\n1\t0.688\t-0.868\t-0.619\t1.368\t0.303\t0.584\t-1.894\t-1.503\t0.000\t0.884\t0.257\t0.713\t2.215\t0.507\t-0.246\t1.642\t1.274\t1.206\t-0.120\t-0.619\t0.000\t1.580\t0.974\t0.994\t0.903\t0.562\t0.913\t0.838\n0\t0.552\t0.712\t0.466\t1.403\t1.145\t1.561\t0.049\t1.200\t1.087\t2.900\t-0.894\t-0.665\t2.215\t0.425\t1.004\t-0.154\t0.000\t0.556\t-1.275\t-0.995\t0.000\t0.999\t1.215\t0.985\t0.708\t3.489\t1.732\t1.328\n0\t0.479\t-0.536\t-0.643\t3.147\t0.004\t1.617\t0.764\t0.659\t0.000\t0.987\t1.500\t-0.739\t1.107\t2.318\t-0.015\t-1.730\t0.000\t3.221\t-0.425\t-1.623\t3.102\t1.129\t1.480\t0.985\t1.733\t2.273\t1.810\t1.721\n1\t1.234\t0.113\t-1.238\t1.294\t-0.638\t1.356\t-0.155\t-0.773\t1.087\t2.207\t-0.615\t-1.120\t2.215\t6.523\t0.503\t0.868\t0.000\t1.161\t-0.997\t1.248\t0.000\t0.818\t1.234\t0.992\t0.801\t0.992\t1.110\t0.912\n1\t0.406\t-1.686\t-1.060\t1.341\t0.139\t0.772\t-1.264\t1.619\t2.173\t1.449\t-0.097\t0.432\t2.215\t0.754\t-2.615\t-1.071\t0.000\t0.622\t-0.822\t-1.471\t0.000\t0.864\t0.872\t0.987\t1.690\t1.675\t1.308\t1.151\n0\t0.601\t1.261\t-1.003\t1.282\t0.181\t1.482\t1.487\t1.366\t1.087\t2.116\t1.299\t-0.495\t1.107\t1.137\t0.870\t1.645\t0.000\t0.895\t1.411\t0.516\t0.000\t1.036\t0.892\t1.066\t0.862\t2.600\t1.296\t1.072\n1\t0.307\t2.039\t0.768\t1.287\t-0.088\t2.655\t1.139\t1.135\t0.000\t2.068\t0.645\t-0.945\t1.107\t1.182\t0.779\t-0.269\t0.000\t2.898\t0.008\t-0.601\t3.102\t1.168\t0.992\t0.981\t1.127\t0.999\t0.908\t0.825\n1\t1.739\t-1.042\t-0.513\t0.496\t1.343\t1.236\t-0.293\t0.841\t1.087\t0.603\t-2.822\t-1.483\t0.000\t0.737\t-1.904\t-1.591\t0.000\t0.530\t0.049\t-0.903\t3.102\t0.439\t0.932\t1.280\t1.350\t0.870\t1.239\t1.083\n0\t0.749\t1.581\t1.427\t1.943\t-1.168\t0.874\t1.595\t-0.744\t2.173\t1.114\t1.111\t0.826\t2.215\t2.859\t-0.080\t0.539\t0.000\t1.621\t1.114\t-1.286\t0.000\t0.828\t0.938\t1.203\t0.872\t1.475\t0.980\t0.793\n1\t0.988\t-0.305\t0.006\t0.949\t-1.014\t0.819\t-1.139\t-1.625\t2.173\t0.920\t0.339\t0.741\t0.000\t0.528\t0.575\t-0.311\t0.000\t1.110\t-0.927\t-0.428\t3.102\t0.909\t1.138\t1.066\t1.018\t0.890\t1.038\t0.893\n0\t1.306\t0.494\t-0.051\t1.547\t-0.598\t1.329\t0.836\t-0.430\t2.173\t3.610\t0.378\t1.451\t0.000\t0.489\t-0.807\t-0.220\t0.000\t0.861\t-0.777\t1.103\t3.102\t2.464\t1.519\t0.991\t0.596\t1.595\t1.640\t1.453\n1\t0.952\t-1.626\t1.588\t1.204\t-1.249\t1.275\t-1.147\t0.069\t2.173\t0.416\t-1.203\t1.241\t0.000\t0.470\t-2.106\t-0.802\t0.000\t0.788\t-0.304\t0.657\t3.102\t0.757\t0.985\t0.990\t0.965\t0.688\t1.045\t0.830\n1\t0.763\t-0.093\t1.647\t1.519\t0.864\t0.889\t0.751\t-0.381\t2.173\t0.908\t0.308\t0.832\t0.000\t2.052\t1.146\t-1.000\t2.548\t0.375\t1.043\t0.737\t0.000\t0.374\t0.951\t0.986\t1.619\t0.987\t1.238\t1.011\n1\t0.883\t-1.128\t-1.705\t1.412\t0.049\t0.595\t-0.553\t1.025\t0.000\t1.737\t-0.961\t0.007\t0.000\t0.757\t-0.635\t1.495\t0.000\t1.126\t-0.488\t-0.748\t1.551\t0.949\t1.185\t1.546\t0.881\t0.473\t0.807\t0.789\n1\t0.755\t0.612\t-0.190\t0.410\t-1.450\t1.358\t-0.040\t-0.532\t2.173\t0.890\t0.130\t1.673\t1.107\t0.976\t-1.832\t0.616\t0.000\t1.683\t0.531\t1.223\t0.000\t0.807\t1.105\t0.987\t0.891\t1.486\t0.971\t0.812\n0\t0.682\t-0.171\t-0.685\t1.082\t0.961\t0.681\t-0.546\t-0.091\t0.000\t0.670\t-0.725\t-1.738\t1.107\t0.917\t0.453\t0.951\t1.274\t0.920\t0.468\t-1.346\t0.000\t0.881\t0.932\t1.185\t0.717\t0.778\t0.710\t0.658\n1\t0.396\t-0.764\t-0.193\t1.550\t1.273\t1.358\t-0.155\t1.647\t0.000\t1.739\t1.096\t-0.574\t2.215\t1.783\t0.952\t1.068\t0.000\t2.200\t2.485\t-0.509\t0.000\t0.893\t0.860\t1.052\t1.885\t1.400\t1.270\t1.040\n1\t0.728\t-2.210\t0.418\t0.481\t-0.559\t0.955\t-1.134\t-0.484\t0.000\t0.658\t-1.216\t-1.138\t0.000\t1.848\t-1.375\t1.376\t0.000\t1.122\t-0.633\t0.889\t3.102\t0.939\t1.030\t0.993\t0.481\t0.293\t0.624\t0.593\n0\t0.701\t0.605\t-1.429\t0.987\t0.499\t0.969\t1.748\t1.576\t0.000\t1.983\t-0.745\t0.034\t2.215\t1.189\t-0.875\t-1.154\t2.548\t0.826\t-0.663\t0.413\t0.000\t1.056\t0.937\t1.136\t1.361\t1.441\t1.111\t0.950\n1\t0.734\t-1.285\t-0.627\t0.787\t-1.654\t1.046\t-0.965\t0.156\t2.173\t0.882\t-0.789\t-1.494\t0.000\t1.117\t-0.786\t0.705\t2.548\t0.487\t1.551\t-1.147\t0.000\t1.536\t1.307\t0.982\t1.089\t0.643\t1.097\t1.059\n1\t1.182\t0.013\t1.063\t0.312\t1.360\t0.863\t0.857\t1.514\t2.173\t1.142\t0.126\t-0.658\t0.000\t1.063\t0.777\t-0.572\t0.000\t1.323\t0.335\t0.064\t0.000\t0.994\t0.843\t0.990\t1.030\t0.737\t0.872\t0.881\n1\t0.653\t0.439\t0.083\t0.428\t0.052\t0.960\t-1.125\t-1.130\t0.000\t1.129\t-0.052\t0.662\t2.215\t0.658\t0.634\t-1.529\t2.548\t0.702\t-1.087\t1.256\t0.000\t0.943\t0.957\t0.979\t0.741\t0.913\t0.911\t0.803\n1\t2.221\t-0.693\t1.244\t0.570\t-1.156\t0.899\t-0.973\t-0.331\t2.173\t0.356\t0.207\t0.120\t0.000\t0.465\t0.923\t-0.330\t2.548\t0.579\t0.624\t-1.335\t0.000\t0.593\t0.855\t1.294\t1.034\t0.944\t0.980\t0.800\n0\t1.442\t1.484\t0.930\t0.637\t0.093\t0.914\t2.178\t0.815\t0.000\t2.322\t1.080\t-0.996\t1.107\t0.922\t0.957\t-0.751\t1.274\t0.952\t-1.445\t0.403\t0.000\t0.846\t1.047\t0.987\t1.490\t0.344\t1.129\t1.017\n0\t2.073\t0.641\t0.075\t1.716\t-0.228\t4.010\t-0.595\t1.706\t2.173\t2.140\t-0.629\t-0.256\t0.000\t2.537\t0.784\t0.363\t2.548\t1.080\t-2.189\t-1.325\t0.000\t2.817\t3.426\t1.003\t4.120\t4.888\t3.219\t2.973\n1\t0.768\t0.407\t-0.985\t0.890\t0.292\t0.773\t-0.445\t-1.107\t0.000\t0.515\t0.314\t-0.521\t0.000\t0.894\t1.221\t0.926\t2.548\t1.352\t-0.247\t0.894\t1.551\t0.859\t1.007\t1.046\t0.780\t0.768\t0.873\t0.761\n1\t1.125\t1.229\t-0.604\t0.330\t-1.455\t0.987\t0.847\t0.456\t0.000\t1.506\t1.097\t1.573\t2.215\t0.639\t1.191\t-1.145\t1.274\t0.428\t0.362\t-0.484\t0.000\t0.773\t0.829\t0.991\t1.065\t0.671\t0.820\t0.803\n0\t1.617\t-0.783\t0.262\t0.372\t0.937\t0.547\t-0.974\t1.734\t1.087\t0.377\t-1.260\t-0.918\t2.215\t0.594\t1.138\t1.409\t0.000\t0.950\t0.814\t-0.630\t0.000\t0.807\t0.939\t0.992\t0.899\t0.467\t0.767\t0.872\n0\t0.988\t0.109\t1.692\t0.611\t0.345\t1.186\t1.112\t-0.674\t2.173\t1.218\t-0.286\t0.717\t1.107\t1.217\t0.953\t0.663\t0.000\t1.314\t0.890\t-1.584\t0.000\t1.253\t1.287\t1.008\t1.162\t2.163\t1.243\t1.017\n1\t0.504\t1.216\t-0.733\t1.923\t-0.408\t1.108\t0.252\t0.758\t2.173\t1.561\t-1.496\t-1.490\t0.000\t1.497\t0.646\t0.129\t0.000\t1.128\t0.940\t1.615\t3.102\t0.741\t1.731\t0.989\t1.300\t0.982\t1.464\t1.389\n1\t0.720\t1.102\t1.415\t0.355\t0.036\t1.241\t2.773\t1.585\t0.000\t1.353\t-1.029\t-0.807\t2.215\t1.136\t-0.392\t0.419\t2.548\t0.974\t0.075\t0.010\t0.000\t3.462\t3.174\t0.990\t1.198\t1.250\t3.072\t2.196\n1\t1.290\t-0.496\t1.019\t0.618\t-0.358\t1.181\t-0.777\t-0.856\t0.000\t1.017\t-1.291\t0.793\t0.000\t0.642\t-0.080\t0.202\t2.548\t0.505\t-0.388\t-1.636\t1.551\t0.857\t0.762\t1.170\t0.612\t0.441\t0.506\t0.536\n1\t0.777\t-0.634\t1.117\t0.893\t-0.031\t1.135\t0.456\t1.297\t0.000\t1.270\t0.506\t-0.685\t2.215\t0.991\t-0.250\t-1.297\t2.548\t1.181\t-1.151\t-0.463\t0.000\t2.574\t1.556\t0.991\t1.083\t0.793\t1.192\t1.022\n1\t0.799\t-1.564\t-1.377\t0.395\t0.506\t1.455\t-0.782\t0.798\t2.173\t0.783\t-1.049\t-1.210\t0.000\t0.980\t-0.211\t-0.403\t0.000\t1.204\t1.335\t-0.436\t0.000\t0.894\t1.236\t0.989\t0.994\t0.902\t1.226\t1.029\n1\t0.839\t0.838\t1.258\t0.783\t-1.188\t1.349\t1.147\t-1.164\t0.000\t1.859\t-1.358\t0.615\t2.215\t0.635\t-0.652\t0.662\t0.000\t1.431\t-0.624\t-0.850\t3.102\t0.532\t0.890\t0.988\t1.115\t1.506\t1.590\t1.203\n0\t0.782\t-1.153\t-1.374\t2.708\t-0.599\t0.736\t0.639\t1.362\t0.000\t1.258\t-1.872\t-1.618\t0.000\t2.063\t-0.219\t0.948\t2.548\t3.434\t-0.880\t0.170\t0.000\t0.767\t0.942\t1.297\t0.669\t0.536\t1.079\t1.095\n0\t0.671\t-0.423\t0.105\t0.436\t1.464\t0.904\t0.539\t0.102\t1.087\t1.300\t0.066\t-1.290\t2.215\t0.864\t-1.040\t0.974\t0.000\t0.419\t0.137\t0.740\t0.000\t0.735\t1.047\t0.992\t1.140\t1.564\t1.053\t0.906\n1\t0.736\t1.192\t1.468\t0.914\t0.260\t1.198\t-0.367\t-0.941\t2.173\t0.749\t0.681\t1.400\t0.000\t0.782\t-0.596\t0.473\t2.548\t0.541\t0.070\t0.746\t0.000\t0.530\t1.208\t1.007\t0.897\t1.167\t1.056\t0.877\n1\t0.419\t-2.247\t1.488\t0.852\t0.832\t1.935\t-1.921\t0.078\t0.000\t2.141\t1.598\t1.129\t0.000\t3.370\t-0.016\t-0.770\t2.548\t3.197\t0.406\t-1.536\t3.102\t13.098\t7.392\t0.996\t1.578\t1.721\t4.543\t3.278\n0\t0.984\t1.504\t0.575\t1.586\t0.716\t1.029\t0.355\t-0.866\t0.000\t0.523\t-1.136\t-0.922\t0.000\t1.502\t-1.753\t0.639\t0.000\t1.150\t1.040\t-0.702\t0.000\t1.030\t0.862\t0.982\t1.255\t0.506\t0.976\t1.216\n0\t0.507\t0.904\t1.087\t1.248\t-0.508\t0.881\t0.095\t1.054\t2.173\t0.516\t0.596\t-1.077\t0.000\t0.686\t-0.733\t-1.005\t0.000\t0.794\t0.296\t0.317\t3.102\t0.706\t1.055\t1.092\t0.625\t0.558\t0.694\t0.706\n1\t0.770\t-0.476\t0.768\t1.330\t0.849\t0.837\t0.359\t-1.081\t0.000\t0.827\t0.098\t-0.112\t0.000\t0.806\t-2.542\t0.034\t0.000\t1.521\t0.757\t-1.585\t3.102\t1.374\t1.098\t0.992\t0.682\t0.310\t0.982\t1.058\n0\t0.802\t0.631\t0.901\t1.141\t0.431\t0.531\t1.633\t-1.193\t0.000\t0.542\t-0.211\t1.625\t2.215\t0.485\t-0.962\t-1.619\t0.000\t0.542\t-2.132\t-0.100\t0.000\t0.724\t0.729\t0.973\t0.870\t0.576\t0.749\t1.024\n0\t0.852\t-1.002\t0.740\t0.304\t-1.283\t1.022\t0.476\t0.704\t2.173\t1.255\t-1.051\t-0.599\t2.215\t0.653\t0.443\t-1.406\t0.000\t1.022\t-1.233\t1.459\t0.000\t0.793\t0.881\t0.987\t0.863\t2.105\t1.272\t1.005\n1\t0.714\t0.081\t1.160\t0.892\t0.012\t0.915\t-0.948\t-1.475\t0.000\t0.804\t-0.498\t1.029\t2.215\t1.104\t-1.006\t-0.903\t2.548\t1.514\t-0.682\t0.047\t0.000\t1.767\t1.106\t0.987\t0.646\t1.032\t0.857\t0.791\n0\t1.162\t-0.039\t0.307\t0.826\t-0.604\t0.847\t0.077\t-0.270\t0.000\t0.916\t-0.429\t1.413\t2.215\t0.448\t-0.511\t-1.125\t2.548\t0.878\t0.767\t1.228\t0.000\t1.407\t0.896\t0.993\t0.945\t0.515\t0.757\t0.705\n1\t0.609\t2.089\t1.548\t1.898\t-0.290\t0.882\t-0.102\t0.620\t0.000\t0.690\t-2.189\t1.352\t0.000\t2.182\t0.617\t-0.222\t2.548\t0.731\t0.948\t-1.461\t3.102\t2.374\t1.819\t1.484\t1.426\t0.896\t1.605\t2.117\n1\t1.925\t0.683\t-1.310\t0.496\t-0.611\t0.627\t-0.706\t-0.532\t2.173\t0.454\t-0.522\t1.467\t0.000\t0.879\t2.155\t0.859\t0.000\t0.886\t0.075\t0.253\t0.000\t1.046\t0.866\t0.994\t0.910\t0.477\t0.838\t0.888\n0\t0.667\t-0.068\t-1.425\t0.427\t0.836\t0.870\t-0.162\t1.384\t2.173\t1.669\t-0.115\t-0.713\t2.215\t1.017\t-0.715\t0.575\t0.000\t0.512\t0.129\t0.466\t0.000\t0.778\t0.908\t0.995\t1.032\t1.683\t0.961\t0.858\n0\t0.757\t-0.232\t-0.098\t0.644\t0.982\t0.797\t-0.924\t-0.969\t0.000\t1.186\t-0.578\t0.456\t2.215\t0.763\t-0.010\t-1.511\t0.000\t1.142\t-1.106\t1.453\t3.102\t0.938\t0.864\t0.989\t0.777\t0.911\t0.871\t0.832\n1\t0.533\t1.404\t-0.991\t0.591\t0.235\t1.389\t2.920\t-1.354\t0.000\t1.257\t0.468\t-0.032\t0.000\t1.590\t0.180\t0.357\t0.000\t1.184\t1.098\t0.791\t3.102\t0.805\t0.899\t0.995\t0.806\t0.872\t0.911\t0.775\n1\t0.618\t-1.212\t-0.702\t0.560\t0.389\t1.122\t-0.587\t-1.710\t1.087\t0.747\t0.146\t-0.208\t0.000\t1.323\t0.098\t-1.490\t0.000\t1.415\t0.123\t0.460\t3.102\t1.088\t0.802\t0.990\t0.983\t1.335\t1.060\t0.893\n1\t1.001\t-0.516\t-0.671\t0.490\t1.045\t1.025\t0.553\t0.711\t2.173\t0.438\t-1.570\t-0.905\t0.000\t0.788\t0.023\t-0.496\t0.000\t0.731\t-1.744\t1.682\t0.000\t0.886\t0.570\t0.988\t1.015\t0.734\t0.834\t0.722\n0\t0.403\t0.667\t-1.518\t1.124\t0.285\t0.850\t-1.029\t-1.303\t1.087\t0.461\t-1.096\t0.392\t0.000\t1.110\t0.427\t0.452\t0.000\t0.652\t-0.195\t-1.016\t0.000\t0.969\t1.233\t0.987\t0.614\t0.968\t0.799\t0.730\n1\t0.816\t-0.544\t-0.577\t1.445\t0.434\t0.716\t-0.382\t1.544\t2.173\t0.381\t0.094\t-1.664\t0.000\t0.635\t-1.875\t-0.040\t0.000\t0.932\t0.039\t-0.979\t3.102\t1.155\t1.022\t1.189\t0.791\t0.685\t0.744\t0.721\n0\t1.390\t0.266\t-0.533\t1.271\t-0.310\t1.329\t0.124\t1.437\t2.173\t1.560\t-0.585\t-0.738\t2.215\t1.239\t0.258\t0.851\t0.000\t0.775\t1.081\t1.073\t0.000\t0.611\t0.837\t1.002\t0.741\t2.111\t1.281\t1.171\n1\t1.262\t0.316\t-1.008\t1.507\t-1.171\t2.164\t1.238\t0.913\t0.000\t1.485\t-1.044\t-0.227\t2.215\t0.633\t-1.529\t-1.602\t0.000\t1.104\t-0.397\t-0.919\t3.102\t4.601\t2.788\t1.008\t2.010\t0.760\t2.286\t1.947\n1\t0.442\t-1.143\t1.198\t0.812\t-0.094\t0.849\t0.441\t1.554\t0.000\t1.928\t0.213\t0.237\t2.215\t0.736\t1.234\t-1.428\t2.548\t1.047\t-1.236\t-1.596\t0.000\t1.672\t1.310\t0.980\t1.828\t1.473\t1.563\t1.447\n1\t0.446\t-1.308\t-1.057\t1.617\t1.411\t2.207\t-0.844\t-0.913\t0.000\t1.145\t-0.271\t0.804\t2.215\t2.078\t-1.081\t0.583\t2.548\t1.616\t-0.967\t0.108\t0.000\t0.911\t0.883\t0.989\t1.027\t0.836\t0.812\t0.740\n0\t0.558\t0.238\t-1.479\t1.509\t0.812\t0.752\t0.121\t0.833\t2.173\t0.563\t0.451\t-0.024\t0.000\t1.762\t-0.504\t-1.085\t2.548\t0.710\t0.869\t-0.637\t0.000\t0.496\t0.963\t1.119\t0.649\t1.500\t0.923\t0.809\n0\t0.879\t0.088\t-0.737\t0.743\t-0.181\t1.159\t-0.258\t1.321\t0.000\t1.509\t0.371\t0.229\t2.215\t1.999\t-0.737\t-1.512\t2.548\t0.760\t-0.205\t-1.688\t0.000\t0.938\t0.975\t0.982\t0.880\t2.183\t1.243\t0.998\n0\t1.853\t0.940\t-0.872\t0.647\t1.591\t0.955\t0.257\t0.644\t1.087\t0.548\t-0.943\t-0.240\t0.000\t0.816\t0.476\t1.296\t2.548\t0.456\t0.478\t-1.507\t0.000\t0.811\t0.950\t1.208\t0.851\t0.626\t0.896\t0.828\n0\t0.749\t-0.298\t-0.212\t0.459\t1.728\t0.790\t0.136\t-1.725\t0.000\t0.871\t-1.631\t1.473\t0.000\t1.865\t0.798\t-0.113\t2.548\t0.734\t-1.265\t-1.344\t1.551\t1.306\t1.098\t0.982\t0.805\t1.566\t1.033\t0.836\n0\t0.748\t-0.403\t-0.542\t0.774\t-0.261\t0.448\t-1.752\t0.466\t0.000\t0.665\t-1.392\t0.995\t0.000\t1.135\t-1.160\t-1.534\t2.548\t0.399\t-0.942\t-1.138\t3.102\t0.721\t0.774\t0.982\t0.630\t0.183\t0.746\t0.847\n0\t0.333\t0.384\t0.592\t1.948\t-0.187\t0.687\t1.500\t1.525\t0.000\t0.579\t0.327\t1.577\t0.000\t0.619\t-0.220\t-1.632\t2.548\t0.989\t0.448\t-0.595\t3.102\t0.861\t0.755\t0.986\t0.806\t0.537\t0.615\t0.621\n0\t0.643\t-1.776\t-1.451\t0.658\t-1.041\t0.694\t-0.151\t0.142\t2.173\t0.730\t0.578\t-0.964\t2.215\t0.912\t0.373\t1.172\t0.000\t0.581\t1.708\t0.857\t0.000\t0.769\t0.987\t0.995\t0.855\t0.966\t0.796\t0.868\n0\t0.562\t-0.537\t-0.541\t0.715\t0.508\t0.792\t-0.274\t-1.062\t1.087\t0.690\t-1.489\t0.374\t0.000\t0.642\t0.188\t1.457\t2.548\t1.459\t-1.039\t1.217\t0.000\t0.919\t0.891\t0.994\t0.980\t0.713\t0.849\t0.774\n0\t0.799\t-0.112\t-0.026\t0.556\t1.105\t0.728\t1.610\t1.536\t0.000\t0.566\t0.829\t-1.150\t1.107\t1.027\t0.758\t0.413\t2.548\t0.558\t1.209\t-0.753\t0.000\t0.862\t0.910\t0.987\t0.703\t0.800\t0.640\t0.644\n1\t0.729\t-0.072\t0.129\t0.760\t0.674\t0.773\t0.324\t-0.798\t2.173\t0.648\t0.283\t0.688\t0.000\t1.530\t0.100\t-1.487\t2.548\t0.553\t1.118\t-0.267\t0.000\t0.950\t0.852\t0.992\t0.941\t0.802\t0.837\t0.728\n0\t1.111\t0.975\t-1.220\t0.722\t-0.156\t1.408\t0.437\t-1.452\t0.000\t1.606\t0.457\t0.413\t1.107\t1.039\t1.056\t-0.441\t2.548\t0.881\t-0.080\t0.084\t0.000\t1.735\t1.322\t1.016\t1.104\t1.070\t1.172\t0.977\n1\t1.372\t-0.040\t-0.325\t0.336\t-1.281\t0.787\t0.472\t1.459\t2.173\t0.503\t1.166\t0.316\t0.000\t0.545\t0.810\t0.980\t2.548\t1.111\t1.875\t-0.726\t0.000\t0.951\t0.733\t0.985\t0.995\t0.382\t0.734\t0.766\n1\t1.260\t-0.415\t-1.468\t0.973\t1.404\t0.824\t-0.539\t-0.455\t2.173\t0.739\t1.674\t0.491\t0.000\t0.561\t-1.421\t0.723\t0.000\t1.077\t0.906\t-0.326\t1.551\t0.864\t0.702\t0.986\t1.100\t0.913\t0.903\t0.933\n1\t0.726\t-0.993\t1.628\t1.282\t-0.936\t1.181\t0.242\t0.924\t1.087\t0.798\t-0.634\t-1.144\t0.000\t0.988\t-0.166\t0.348\t2.548\t0.865\t0.524\t-1.041\t0.000\t0.891\t0.888\t0.988\t1.444\t0.728\t1.006\t0.921\n0\t2.224\t0.516\t0.846\t0.308\t0.297\t0.998\t0.145\t-1.248\t2.173\t0.898\t-0.032\t-0.134\t0.000\t0.940\t1.017\t-0.900\t0.000\t0.625\t-0.646\t-1.340\t3.102\t1.240\t0.897\t0.984\t1.313\t0.405\t0.876\t0.884\n0\t1.402\t0.815\t-0.603\t0.891\t1.041\t0.487\t0.272\t1.123\t2.173\t0.707\t1.194\t-1.526\t1.107\t0.492\t-1.834\t1.326\t0.000\t1.400\t-0.249\t-0.377\t0.000\t0.882\t0.855\t1.543\t0.925\t0.729\t0.794\t0.818\n1\t0.881\t0.421\t0.029\t0.684\t1.615\t1.138\t0.455\t-1.564\t0.000\t1.225\t-0.489\t0.139\t2.215\t0.658\t0.119\t-1.004\t2.548\t0.731\t0.386\t1.204\t0.000\t0.839\t0.663\t1.065\t0.895\t0.874\t0.929\t0.797\n1\t0.851\t-0.896\t-0.661\t0.450\t0.932\t0.357\t1.549\t1.027\t0.000\t0.931\t-0.655\t-1.499\t2.215\t0.561\t-0.145\t0.445\t2.548\t0.812\t-1.033\t-0.158\t0.000\t1.728\t0.987\t0.989\t0.722\t0.781\t0.836\t0.727\n0\t1.292\t-1.041\t0.545\t1.577\t0.988\t1.476\t-0.377\t0.391\t1.087\t0.977\t0.325\t-0.963\t2.215\t1.392\t-1.271\t-1.053\t0.000\t1.854\t-0.357\t-1.187\t0.000\t0.917\t1.037\t0.990\t0.866\t1.781\t1.315\t1.228\n0\t1.349\t-0.693\t-0.284\t1.086\t-1.730\t0.957\t1.431\t-0.865\t0.000\t0.836\t0.023\t1.665\t1.107\t1.368\t-1.341\t0.603\t0.000\t0.794\t0.417\t0.242\t0.000\t0.908\t1.135\t1.617\t0.920\t0.675\t0.750\t0.758\n0\t0.621\t1.075\t-1.168\t1.425\t1.024\t0.653\t-0.049\t1.297\t2.173\t1.368\t0.077\t-0.451\t0.000\t0.718\t1.041\t0.077\t2.548\t0.961\t-0.170\t-1.165\t0.000\t0.921\t0.869\t1.199\t0.878\t0.932\t0.823\t0.857\n1\t0.870\t0.786\t1.607\t0.205\t-1.338\t0.612\t-2.319\t-1.573\t0.000\t1.403\t0.597\t0.386\t2.215\t1.397\t0.745\t-0.492\t2.548\t0.705\t0.320\t-0.287\t0.000\t2.050\t2.243\t0.981\t1.021\t1.068\t1.740\t1.362\n0\t1.551\t0.529\t-1.023\t1.002\t-1.610\t0.806\t-0.965\t0.617\t0.000\t1.050\t-0.901\t0.086\t0.000\t1.118\t-0.242\t1.443\t2.548\t0.820\t0.111\t-0.401\t3.102\t0.902\t0.849\t0.990\t0.830\t0.744\t0.767\t0.952\n0\t0.745\t-1.345\t1.399\t1.516\t0.432\t0.833\t-0.527\t-0.350\t2.173\t0.890\t-2.203\t1.617\t0.000\t0.501\t-2.448\t1.262\t0.000\t0.463\t0.599\t-1.238\t0.000\t0.388\t1.432\t1.126\t1.098\t0.439\t1.138\t1.006\n1\t0.686\t0.142\t-1.426\t0.985\t0.120\t1.117\t-0.531\t0.171\t0.000\t0.981\t-0.391\t1.636\t1.107\t0.554\t0.857\t0.702\t2.548\t0.701\t-1.958\t-1.380\t0.000\t1.934\t1.452\t1.121\t0.878\t0.814\t1.062\t0.923\n1\t0.900\t-0.445\t-0.014\t1.414\t0.748\t0.893\t1.252\t1.002\t0.000\t1.715\t-1.701\t-0.508\t0.000\t1.062\t2.145\t-0.723\t0.000\t3.456\t-0.317\t-1.399\t3.102\t1.262\t1.254\t0.991\t1.380\t1.162\t1.195\t1.114\n0\t1.143\t0.593\t0.060\t0.792\t1.341\t0.800\t1.178\t-1.730\t2.173\t0.479\t0.423\t-1.523\t0.000\t0.962\t-0.671\t-0.248\t1.274\t0.518\t-0.899\t0.520\t0.000\t0.826\t0.934\t1.206\t0.930\t1.621\t0.952\t0.794\n1\t0.406\t1.032\t-1.285\t0.477\t0.432\t0.894\t0.818\t-0.251\t2.173\t1.279\t0.633\t1.697\t0.000\t0.689\t-0.340\t1.413\t0.000\t0.376\t-0.736\t0.161\t3.102\t0.853\t0.752\t0.981\t0.863\t0.631\t0.866\t0.744\n1\t1.478\t1.156\t1.148\t1.144\t0.412\t1.031\t0.654\t-0.999\t2.173\t0.614\t0.264\t1.500\t2.215\t0.610\t1.644\t-0.785\t0.000\t0.747\t-0.548\t-0.264\t0.000\t1.216\t0.961\t1.108\t0.813\t0.937\t0.955\t0.880\n1\t0.547\t-0.326\t1.308\t0.170\t1.534\t0.660\t1.194\t-0.126\t0.000\t1.052\t1.071\t1.685\t2.215\t0.600\t0.464\t-0.234\t0.000\t0.850\t0.845\t-0.551\t0.000\t0.962\t1.064\t0.999\t0.530\t0.531\t0.681\t0.615\n1\t1.062\t-0.076\t0.594\t0.903\t-0.298\t2.590\t-1.528\t-1.243\t0.000\t0.934\t-0.878\t-0.026\t0.000\t1.129\t-1.416\t0.418\t0.000\t2.018\t-0.450\t1.205\t3.102\t0.806\t1.121\t0.988\t0.610\t0.854\t0.903\t0.812\n0\t0.860\t0.224\t-0.608\t1.260\t-1.455\t0.506\t0.371\t-1.248\t0.000\t1.251\t-0.004\t0.534\t2.215\t1.548\t-0.420\t0.996\t0.000\t1.995\t-0.679\t-0.220\t3.102\t0.852\t0.903\t0.996\t1.022\t1.076\t0.943\t0.779\n1\t1.231\t-0.447\t-0.724\t0.658\t-1.395\t0.889\t-0.337\t0.081\t2.173\t0.314\t-1.595\t0.647\t0.000\t0.717\t-0.215\t-1.517\t0.000\t1.439\t-0.769\t1.551\t3.102\t0.874\t0.940\t0.990\t0.861\t1.214\t0.847\t0.735\n1\t1.160\t0.229\t0.513\t0.819\t-0.530\t1.210\t0.110\t-0.939\t0.000\t0.647\t-1.320\t0.616\t2.215\t0.615\t0.573\t0.924\t2.548\t0.811\t0.386\t-1.571\t0.000\t0.857\t0.933\t1.089\t0.934\t0.803\t0.920\t0.838\n1\t0.389\t-1.290\t0.025\t0.114\t-0.786\t0.735\t-0.304\t0.621\t2.173\t0.722\t1.082\t-1.237\t0.000\t0.596\t0.263\t1.477\t0.000\t0.728\t-0.275\t-0.345\t3.102\t0.774\t1.114\t0.987\t0.526\t0.592\t0.716\t0.637\n0\t1.158\t0.807\t-0.364\t1.093\t-0.725\t1.006\t-0.601\t0.594\t2.173\t0.396\t0.157\t-1.226\t0.000\t1.528\t0.943\t1.711\t2.548\t0.376\t1.235\t1.695\t0.000\t0.433\t1.005\t0.974\t1.155\t1.926\t1.221\t0.923\n0\t0.728\t-0.882\t1.150\t0.798\t-0.694\t0.965\t-0.619\t0.685\t2.173\t0.875\t1.282\t-1.109\t0.000\t0.909\t-0.636\t-0.962\t2.548\t0.723\t0.992\t0.906\t0.000\t0.899\t0.940\t1.051\t0.862\t1.164\t1.047\t0.918\n1\t1.249\t-0.167\t-0.846\t1.821\t-0.240\t0.921\t-1.055\t-1.730\t2.173\t0.570\t-1.218\t0.970\t0.000\t0.771\t-0.058\t0.913\t2.548\t0.530\t0.713\t0.520\t0.000\t0.946\t1.006\t1.086\t0.940\t0.906\t1.017\t0.885\n0\t1.030\t1.120\t0.018\t0.251\t-0.492\t0.886\t1.534\t-1.287\t0.000\t1.162\t1.131\t1.522\t1.107\t2.420\t1.987\t0.432\t0.000\t0.724\t0.334\t-0.221\t0.000\t0.983\t0.866\t0.990\t0.528\t0.504\t0.661\t0.620\n0\t0.723\t-1.223\t0.403\t0.461\t-1.134\t1.047\t-0.519\t1.136\t2.173\t0.831\t-0.614\t-0.524\t0.000\t0.532\t1.003\t-1.190\t2.548\t0.655\t0.617\t-0.087\t0.000\t0.802\t0.738\t0.991\t1.092\t1.164\t1.010\t0.929\n1\t0.752\t1.290\t-0.907\t0.710\t0.893\t0.790\t0.244\t1.034\t2.173\t1.095\t0.933\t-0.083\t0.000\t0.992\t0.437\t-0.627\t0.000\t1.266\t-0.045\t-1.463\t3.102\t0.847\t1.014\t1.011\t0.881\t0.838\t0.890\t0.796\n1\t0.902\t-0.291\t0.639\t1.229\t1.317\t0.647\t-1.570\t-0.516\t0.000\t0.524\t0.033\t-1.389\t0.000\t1.051\t-0.009\t-0.688\t2.548\t0.832\t-0.020\t0.844\t1.551\t0.610\t0.614\t0.986\t0.537\t0.702\t0.666\t0.613\n1\t0.381\t-0.758\t-0.324\t1.917\t0.675\t0.944\t0.249\t-0.471\t0.000\t1.031\t0.076\t-1.703\t2.215\t0.773\t0.641\t1.029\t0.000\t1.766\t0.958\t-1.263\t1.551\t0.933\t0.854\t0.989\t1.861\t0.831\t1.324\t1.096\n1\t0.369\t-1.145\t-1.354\t0.457\t1.547\t0.871\t-0.258\t0.216\t2.173\t0.870\t-0.077\t-1.248\t0.000\t0.874\t0.857\t-1.674\t0.000\t0.825\t0.066\t0.752\t3.102\t0.871\t0.799\t0.995\t0.935\t0.444\t0.814\t0.710\n0\t0.799\t1.230\t1.526\t0.741\t0.595\t0.418\t1.845\t-0.544\t0.000\t0.611\t0.539\t-1.294\t2.215\t0.637\t0.798\t0.204\t0.000\t0.471\t-0.616\t1.603\t3.102\t0.750\t0.833\t0.990\t0.702\t0.416\t0.594\t0.600\n1\t0.605\t0.386\t1.666\t0.609\t-0.301\t1.026\t0.395\t1.122\t0.000\t1.024\t-0.581\t-1.164\t0.000\t0.708\t0.760\t0.839\t0.000\t1.251\t0.911\t1.406\t0.000\t0.800\t0.683\t0.984\t0.686\t0.181\t0.879\t0.827\n0\t1.482\t-0.245\t-0.208\t0.538\t0.254\t1.036\t-0.317\t1.641\t0.000\t0.191\t1.178\t-1.043\t0.000\t0.317\t-0.680\t0.390\t2.548\t0.472\t1.176\t1.168\t1.551\t1.012\t0.763\t0.996\t0.483\t0.430\t0.555\t0.710\n1\t1.334\t0.459\t0.112\t1.735\t-0.377\t0.998\t-0.007\t1.465\t0.000\t0.803\t1.274\t-1.050\t1.107\t0.404\t-0.387\t-0.032\t0.000\t0.701\t0.149\t0.985\t3.102\t1.140\t1.240\t0.984\t0.768\t0.769\t0.749\t0.879\n0\t0.973\t-1.017\t0.711\t1.341\t1.397\t0.389\t0.646\t-0.905\t0.000\t0.977\t0.066\t0.133\t1.107\t1.509\t-1.023\t-1.142\t0.000\t0.463\t-0.460\t-1.021\t0.000\t0.420\t0.705\t0.987\t0.731\t0.212\t0.781\t0.747\n1\t0.818\t-0.461\t-0.763\t0.888\t1.116\t0.564\t-0.732\t1.623\t1.087\t1.077\t-1.430\t0.796\t2.215\t1.007\t-0.612\t-0.057\t0.000\t1.123\t0.593\t-0.544\t0.000\t0.978\t0.927\t1.172\t0.953\t0.890\t0.892\t0.778\n0\t0.351\t-1.774\t0.847\t2.170\t0.511\t0.725\t1.059\t-0.921\t0.000\t0.710\t-0.490\t1.682\t2.215\t0.868\t1.167\t-0.176\t0.000\t1.193\t0.394\t-1.417\t3.102\t0.901\t0.788\t1.001\t0.923\t0.509\t0.821\t1.047\n1\t0.751\t-1.273\t-0.508\t0.387\t0.768\t0.691\t0.168\t0.033\t2.173\t0.572\t0.802\t-1.273\t2.215\t0.655\t0.220\t0.876\t0.000\t1.172\t-0.090\t-1.498\t0.000\t0.832\t0.879\t0.989\t0.821\t0.908\t0.681\t0.643\n0\t0.693\t0.011\t1.682\t2.099\t-1.084\t0.926\t-0.222\t0.378\t1.087\t0.762\t0.779\t1.436\t2.215\t0.594\t0.696\t0.894\t0.000\t0.672\t1.075\t-0.402\t0.000\t0.667\t0.829\t1.011\t0.903\t1.206\t1.007\t0.838\n1\t1.258\t-1.820\t0.777\t0.822\t-0.693\t1.025\t-0.102\t-1.187\t2.173\t0.519\t-1.171\t0.231\t0.000\t0.566\t-1.657\t-1.288\t0.000\t0.927\t-0.532\t1.203\t3.102\t0.855\t1.146\t1.366\t0.865\t0.905\t1.060\t0.869\n1\t0.360\t-2.304\t-1.175\t0.378\t0.944\t0.488\t0.859\t0.762\t2.173\t0.436\t-0.938\t-0.106\t2.215\t0.600\t-1.738\t0.871\t0.000\t0.550\t0.788\t-1.391\t0.000\t1.367\t0.876\t0.977\t0.966\t0.859\t0.768\t0.703\n0\t0.690\t0.677\t0.788\t2.548\t0.235\t1.258\t0.833\t-1.272\t1.087\t1.138\t-2.556\t-0.296\t0.000\t2.626\t0.184\t1.602\t2.548\t0.572\t-2.416\t0.593\t0.000\t0.769\t3.251\t0.990\t1.716\t1.394\t2.852\t2.423\n0\t0.560\t-1.821\t1.155\t1.775\t0.682\t0.912\t0.877\t-0.712\t2.173\t0.666\t-0.019\t-0.892\t0.000\t0.680\t-0.423\t1.098\t2.548\t0.696\t-0.354\t-1.623\t0.000\t0.659\t0.706\t0.995\t0.556\t1.212\t1.193\t0.931\n0\t1.835\t0.947\t-0.665\t0.911\t-1.381\t0.848\t-0.350\t1.167\t0.000\t0.738\t-1.441\t0.961\t0.000\t0.734\t-0.334\t0.038\t1.274\t0.511\t-0.821\t1.245\t3.102\t1.049\t0.938\t1.076\t0.955\t0.440\t0.758\t1.053\n1\t0.546\t1.060\t-0.017\t1.378\t1.673\t1.224\t0.542\t-0.463\t2.173\t1.515\t0.948\t1.223\t0.000\t0.855\t0.850\t-1.399\t2.548\t0.798\t0.050\t0.293\t0.000\t1.263\t0.988\t1.201\t1.193\t0.984\t1.040\t0.908\n0\t0.736\t1.285\t-0.513\t1.678\t-0.041\t1.041\t1.131\t0.343\t0.000\t1.322\t0.460\t1.739\t0.000\t0.836\t-0.461\t-1.731\t2.548\t0.620\t1.416\t-1.357\t0.000\t0.871\t0.793\t0.979\t1.391\t0.113\t1.231\t1.095\n0\t1.078\t0.087\t1.014\t1.521\t-1.548\t0.636\t-1.342\t0.640\t0.000\t1.096\t0.519\t-0.489\t2.215\t0.464\t0.249\t-0.071\t0.000\t0.701\t-1.286\t-1.361\t3.102\t1.061\t0.829\t1.314\t1.191\t1.128\t0.910\t0.928\n0\t0.812\t0.041\t-0.323\t0.424\t0.592\t0.655\t0.951\t1.666\t0.000\t0.517\t1.095\t-1.114\t2.215\t0.879\t0.109\t-1.456\t2.548\t0.477\t0.782\t0.494\t0.000\t0.744\t0.632\t0.983\t0.655\t0.434\t0.552\t0.547\n1\t0.888\t-1.152\t-1.011\t0.659\t1.355\t0.484\t1.141\t0.198\t2.173\t0.441\t0.479\t-0.644\t0.000\t0.652\t-0.309\t-0.371\t0.000\t1.522\t0.453\t1.251\t3.102\t0.802\t0.720\t0.989\t1.478\t0.789\t1.109\t0.987\n0\t0.526\t1.430\t-0.336\t1.636\t-1.386\t0.733\t0.339\t0.297\t0.000\t1.049\t1.336\t1.171\t0.000\t1.212\t0.340\t-0.626\t2.548\t0.383\t-0.817\t1.328\t1.551\t1.658\t1.090\t1.042\t0.876\t0.637\t0.873\t0.899\n1\t1.166\t0.158\t-0.711\t0.606\t-0.288\t0.925\t-0.444\t0.664\t2.173\t1.069\t-0.152\t0.063\t2.215\t1.246\t-0.179\t-1.651\t0.000\t0.439\t0.188\t1.470\t0.000\t0.316\t0.974\t0.993\t1.057\t0.784\t0.770\t0.769\n1\t0.903\t0.728\t1.547\t0.458\t-0.191\t1.460\t-2.134\t-0.631\t0.000\t1.943\t0.210\t0.972\t2.215\t1.131\t0.332\t-0.648\t0.000\t1.487\t-0.445\t1.394\t3.102\t0.805\t0.978\t0.983\t1.004\t0.820\t0.878\t0.803\n1\t0.405\t0.985\t-0.698\t0.871\t0.163\t0.890\t0.197\t-1.579\t0.000\t0.436\t-1.407\t0.121\t2.215\t0.677\t-1.085\t0.683\t0.000\t1.104\t1.076\t1.707\t1.551\t0.848\t1.029\t0.994\t0.795\t1.309\t1.240\t1.078\n0\t1.658\t-1.042\t0.132\t1.080\t0.533\t0.930\t-0.633\t1.677\t2.173\t0.745\t-0.272\t-0.843\t0.000\t0.924\t2.127\t0.965\t0.000\t1.167\t0.106\t-0.481\t3.102\t0.805\t1.192\t0.990\t1.386\t1.113\t1.460\t1.905\n0\t0.813\t0.038\t-1.396\t1.185\t-0.174\t0.402\t-1.269\t1.534\t0.000\t0.679\t0.800\t0.271\t0.000\t0.801\t0.843\t1.737\t0.000\t0.369\t-0.708\t-1.556\t3.102\t0.770\t0.539\t1.213\t0.628\t0.148\t0.466\t0.489\n0\t0.764\t0.937\t-0.993\t0.867\t-1.466\t0.992\t-0.363\t0.954\t0.000\t0.681\t-0.252\t-0.136\t1.107\t0.571\t-0.985\t-0.113\t0.000\t0.771\t0.195\t-1.254\t3.102\t0.777\t0.771\t0.980\t0.469\t0.577\t0.528\t0.560\n1\t1.421\t1.077\t0.298\t0.253\t-1.243\t0.921\t0.753\t-1.492\t0.000\t0.582\t0.817\t0.956\t2.215\t1.224\t-0.030\t-0.327\t2.548\t1.091\t-0.056\t-1.669\t0.000\t1.121\t1.074\t0.988\t0.611\t0.915\t0.758\t0.715\n1\t1.650\t0.334\t1.108\t0.981\t-1.428\t0.508\t-0.754\t-0.133\t0.000\t0.452\t0.047\t1.361\t0.000\t0.732\t-1.083\t0.965\t2.548\t0.794\t-0.610\t-1.174\t1.551\t1.079\t0.771\t1.333\t0.850\t0.562\t0.710\t0.695\n0\t0.792\t-0.771\t0.105\t0.596\t-1.237\t0.569\t-0.816\t1.058\t2.173\t0.444\t-0.335\t-1.118\t1.107\t0.773\t1.178\t-0.979\t0.000\t1.512\t0.520\t0.901\t0.000\t0.663\t1.066\t0.985\t0.607\t0.706\t0.689\t0.726\n1\t0.920\t-1.089\t0.682\t0.129\t-1.596\t1.151\t-0.931\t-0.520\t0.000\t1.150\t1.861\t1.519\t0.000\t1.256\t-2.119\t1.399\t0.000\t2.006\t-0.881\t-0.930\t0.000\t0.849\t1.114\t0.987\t0.459\t0.387\t0.705\t0.728\n0\t0.486\t1.519\t0.443\t0.609\t0.943\t0.406\t-0.679\t-1.180\t2.173\t0.657\t-0.385\t1.420\t2.215\t0.595\t0.767\t-0.578\t0.000\t0.816\t-1.699\t-0.372\t0.000\t1.540\t0.962\t0.978\t0.690\t0.555\t0.713\t0.744\n1\t4.314\t0.390\t0.801\t1.470\t0.748\t2.193\t-0.363\t-1.123\t0.000\t1.204\t0.238\t-0.749\t1.107\t0.790\t0.510\t-0.224\t0.000\t0.906\t1.321\t-0.295\t0.000\t0.851\t0.878\t0.985\t0.540\t0.808\t1.121\t0.953\n0\t1.768\t0.606\t1.739\t0.554\t-1.210\t0.955\t0.442\t0.521\t2.173\t0.727\t0.394\t-0.031\t0.000\t1.274\t-0.611\t-1.166\t2.548\t1.205\t-0.663\t0.132\t0.000\t0.798\t1.036\t0.975\t1.227\t1.593\t1.105\t1.020\n0\t0.695\t0.554\t0.615\t1.008\t1.378\t1.564\t0.975\t-0.496\t2.173\t1.539\t0.233\t1.386\t2.215\t0.337\t1.265\t1.275\t0.000\t0.721\t0.315\t-0.542\t0.000\t0.614\t0.799\t0.988\t1.356\t2.426\t1.294\t0.959\n1\t0.709\t-1.443\t0.093\t0.644\t-1.704\t1.134\t-0.541\t1.388\t2.173\t1.116\t-0.338\t-0.110\t0.000\t1.148\t-0.674\t-0.594\t0.000\t0.948\t-0.299\t-1.056\t3.102\t0.810\t0.679\t0.988\t1.077\t0.891\t0.945\t0.895\n0\t1.899\t0.755\t0.127\t0.809\t-1.464\t0.684\t-1.040\t-1.266\t2.173\t0.720\t0.311\t1.343\t2.215\t0.429\t-0.117\t-1.605\t0.000\t0.772\t0.787\t1.571\t0.000\t0.397\t0.775\t1.700\t1.065\t1.059\t1.106\t0.845\n1\t0.694\t0.043\t-1.538\t1.484\t-0.058\t1.190\t0.925\t-0.583\t2.173\t1.096\t-0.119\t0.818\t0.000\t1.690\t0.557\t1.284\t1.274\t0.874\t-0.465\t1.652\t0.000\t0.914\t0.853\t1.367\t1.105\t1.779\t1.178\t1.035\n1\t0.584\t2.017\t0.156\t2.029\t-0.060\t1.297\t-0.483\t1.701\t0.000\t0.398\t-1.163\t0.748\t2.215\t0.647\t0.392\t-0.864\t1.274\t0.527\t0.713\t1.119\t0.000\t1.112\t0.943\t0.978\t1.275\t0.725\t0.872\t1.095\n0\t0.829\t-0.099\t-1.673\t1.868\t1.312\t0.837\t-1.625\t-0.796\t0.000\t1.136\t-1.133\t-0.370\t0.000\t0.816\t0.485\t0.435\t2.548\t0.857\t-0.890\t0.903\t3.102\t0.922\t0.981\t1.000\t0.979\t0.625\t0.955\t1.013\n1\t2.427\t1.329\t0.795\t0.241\t0.633\t0.456\t1.495\t-0.569\t2.173\t0.987\t-0.001\t-1.378\t0.000\t1.055\t1.630\t0.100\t0.000\t0.932\t0.256\t-0.970\t3.102\t0.726\t1.123\t0.977\t1.048\t0.503\t0.807\t1.021\n0\t1.114\t-0.469\t0.602\t1.864\t0.224\t0.863\t0.940\t-0.793\t0.000\t0.736\t-0.597\t1.589\t2.215\t1.486\t0.721\t-1.399\t1.274\t1.342\t-1.072\t0.781\t0.000\t1.134\t0.921\t0.990\t1.023\t0.975\t1.229\t1.491\n0\t1.090\t0.187\t-0.191\t1.284\t0.515\t0.434\t0.015\t0.575\t2.173\t0.295\t1.378\t1.592\t0.000\t0.927\t0.320\t-1.299\t0.000\t1.138\t-0.272\t-0.777\t3.102\t0.756\t0.852\t0.986\t0.764\t0.710\t0.643\t0.710\n1\t0.583\t1.109\t-0.748\t0.750\t-1.632\t1.035\t0.691\t0.472\t2.173\t0.808\t-1.074\t1.681\t0.000\t0.940\t-0.294\t1.581\t0.000\t1.407\t0.523\t-0.309\t1.551\t0.795\t0.895\t0.993\t1.054\t0.828\t0.843\t0.768\n1\t0.489\t2.130\t0.147\t0.337\t0.594\t0.985\t0.543\t0.902\t1.087\t1.478\t0.877\t-1.247\t0.000\t0.836\t0.981\t-0.725\t0.000\t0.738\t0.507\t-0.349\t3.102\t0.788\t0.647\t1.000\t0.789\t0.816\t0.900\t0.786\n1\t0.595\t-1.501\t-0.727\t0.688\t-1.103\t0.686\t-0.497\t0.814\t0.000\t2.037\t-1.732\t0.503\t0.000\t2.069\t0.149\t-1.063\t2.548\t1.034\t-1.258\t1.399\t0.000\t0.935\t0.929\t0.981\t0.759\t0.939\t0.992\t0.836\n1\t0.996\t0.855\t1.263\t0.860\t1.213\t1.590\t0.046\t0.575\t2.173\t1.027\t0.250\t-1.522\t0.000\t1.409\t0.617\t-0.551\t0.000\t1.287\t1.615\t-1.196\t0.000\t0.794\t0.698\t0.992\t1.642\t0.916\t1.162\t1.040\n1\t0.651\t-1.376\t-1.337\t1.135\t0.084\t1.097\t-0.352\t1.366\t0.000\t1.006\t-1.606\t0.956\t0.000\t1.028\t-2.558\t0.322\t0.000\t1.640\t-0.790\t-0.298\t3.102\t1.088\t0.952\t1.141\t0.694\t0.452\t0.760\t0.690\n1\t1.295\t0.962\t-0.633\t1.039\t-1.417\t0.515\t0.094\t-0.329\t2.173\t1.100\t0.435\t0.823\t2.215\t0.563\t-1.429\t1.205\t0.000\t0.715\t-0.289\t1.548\t0.000\t0.502\t0.872\t1.042\t0.796\t0.975\t0.858\t0.883\n1\t2.256\t-1.085\t-0.494\t0.836\t0.817\t0.310\t-1.738\t-1.237\t0.000\t0.973\t-1.386\t1.672\t2.215\t0.768\t-0.341\t0.264\t0.000\t2.076\t0.320\t1.484\t3.102\t0.849\t0.897\t1.760\t1.276\t1.345\t1.247\t1.025\n1\t0.397\t0.573\t0.095\t1.575\t-0.081\t0.792\t0.096\t1.580\t2.173\t0.635\t-1.042\t-1.284\t0.000\t0.392\t-0.740\t-0.007\t0.000\t0.689\t-0.330\t1.181\t3.102\t0.706\t0.875\t0.980\t0.692\t0.338\t0.785\t0.689\n1\t0.857\t1.579\t0.283\t0.963\t-1.105\t0.723\t0.182\t-1.533\t2.173\t0.403\t-1.070\t1.118\t2.215\t0.978\t0.548\t0.492\t0.000\t0.772\t0.905\t-0.667\t0.000\t0.861\t0.965\t1.194\t1.270\t0.770\t0.976\t0.834\n0\t1.241\t0.276\t0.156\t0.561\t1.578\t0.746\t-0.745\t-1.431\t1.087\t1.131\t-0.028\t0.857\t2.215\t1.143\t-1.479\t-0.830\t0.000\t0.431\t-0.973\t-0.427\t0.000\t0.328\t1.246\t1.108\t1.041\t1.292\t0.895\t0.879\n0\t0.482\t-0.944\t-1.531\t1.272\t0.510\t1.057\t-0.565\t0.843\t2.173\t0.390\t-1.867\t-1.346\t0.000\t0.789\t-0.171\t-0.664\t2.548\t0.750\t-0.203\t-1.365\t0.000\t0.867\t1.062\t1.046\t0.768\t1.133\t0.760\t0.689\n1\t1.052\t1.240\t-0.065\t0.590\t-1.608\t0.741\t-0.949\t0.587\t0.000\t0.721\t-0.516\t-1.676\t2.215\t0.743\t0.758\t-0.672\t2.548\t0.539\t-0.618\t-1.131\t0.000\t0.971\t1.059\t1.074\t1.058\t0.838\t0.754\t0.871\n1\t0.601\t1.661\t-1.731\t1.456\t1.002\t0.574\t0.428\t-1.618\t0.000\t1.079\t0.804\t-0.350\t2.215\t1.099\t0.464\t0.588\t0.000\t0.707\t0.000\t-0.279\t0.000\t0.934\t0.918\t0.989\t1.738\t0.959\t1.314\t1.109\n1\t0.535\t-1.733\t0.749\t0.914\t0.930\t0.968\t0.829\t-0.754\t0.000\t0.919\t-0.899\t1.250\t0.000\t1.037\t-1.620\t-0.714\t0.000\t0.864\t-0.882\t-1.486\t3.102\t0.828\t0.719\t0.993\t0.686\t0.434\t0.515\t0.592\n1\t2.028\t0.788\t0.716\t0.671\t-1.629\t0.749\t-1.628\t-1.024\t0.000\t0.884\t0.458\t0.483\t0.000\t1.351\t-0.342\t-0.729\t1.274\t0.704\t-0.761\t1.550\t3.102\t2.764\t1.526\t1.385\t1.344\t0.690\t1.018\t1.205\n0\t0.655\t1.474\t1.227\t0.755\t0.011\t1.058\t0.477\t-1.191\t1.087\t1.299\t-0.137\t0.182\t2.215\t0.499\t0.329\t0.699\t0.000\t1.531\t0.624\t1.732\t0.000\t0.795\t0.883\t0.987\t1.458\t1.719\t1.286\t1.038\n1\t0.499\t-0.978\t-0.806\t1.469\t0.596\t1.375\t0.162\t-1.437\t0.000\t1.343\t0.114\t-0.085\t2.215\t0.761\t0.885\t1.468\t0.000\t0.697\t-0.160\t0.875\t3.102\t1.194\t0.926\t1.131\t1.044\t0.679\t1.000\t1.027\n1\t0.703\t-0.292\t-1.092\t0.565\t1.199\t1.514\t-0.152\t-0.834\t0.000\t0.869\t-0.740\t0.903\t0.000\t1.210\t0.372\t0.993\t2.548\t1.710\t-0.563\t0.106\t3.102\t2.549\t1.649\t0.980\t0.892\t1.006\t1.191\t0.990\n1\t0.421\t-1.418\t-0.657\t0.738\t-0.046\t1.169\t0.845\t-1.250\t1.087\t1.037\t-0.571\t-0.523\t0.000\t1.819\t1.881\t0.808\t0.000\t0.873\t0.133\t0.754\t3.102\t0.813\t0.733\t0.997\t1.161\t1.106\t0.914\t0.803\n0\t0.324\t1.762\t-1.683\t3.700\t1.443\t1.385\t-1.039\t-0.163\t2.173\t0.604\t-2.086\t-0.456\t0.000\t0.393\t0.910\t-0.690\t2.548\t0.550\t-1.662\t0.734\t0.000\t0.662\t0.888\t0.995\t1.124\t1.191\t4.075\t4.044\n1\t0.466\t-0.675\t1.055\t0.589\t0.649\t1.094\t-1.485\t-1.269\t0.000\t1.218\t-1.302\t0.408\t2.215\t0.585\t-1.523\t1.478\t0.000\t0.554\t0.032\t-0.103\t3.102\t0.897\t0.931\t0.979\t0.727\t0.643\t0.892\t0.799\n1\t1.134\t-0.092\t1.631\t1.231\t1.645\t0.379\t1.442\t1.414\t0.000\t0.807\t0.291\t-0.507\t2.215\t1.290\t0.711\t0.516\t2.548\t0.923\t0.757\t-1.226\t0.000\t0.671\t0.834\t0.988\t1.021\t0.903\t0.868\t0.741\n1\t1.243\t0.198\t1.111\t0.266\t-1.708\t0.921\t0.421\t-1.010\t2.173\t0.751\t0.037\t-0.536\t0.000\t1.023\t-0.241\t1.326\t0.000\t1.324\t-0.830\t0.711\t3.102\t0.910\t0.967\t0.986\t1.066\t1.476\t0.886\t0.785\n0\t0.728\t0.876\t1.365\t0.600\t-0.332\t1.248\t2.023\t0.872\t0.000\t1.552\t0.331\t0.228\t0.000\t1.380\t-0.547\t-0.303\t2.548\t1.554\t-0.454\t-0.692\t0.000\t0.859\t0.765\t0.989\t0.790\t1.823\t1.081\t0.896\n1\t1.128\t-0.987\t0.759\t0.992\t1.737\t2.239\t-0.375\t-1.174\t0.000\t2.114\t-0.444\t0.340\t1.107\t1.549\t0.324\t0.144\t0.000\t1.091\t0.301\t1.299\t3.102\t1.149\t0.899\t1.131\t1.207\t1.191\t0.911\t0.874\n1\t1.399\t-1.384\t-0.039\t0.487\t1.387\t0.716\t-1.093\t0.494\t0.000\t1.575\t-1.689\t-1.513\t0.000\t0.790\t-0.288\t-1.513\t2.548\t1.040\t0.287\t0.236\t0.000\t1.083\t1.013\t1.098\t0.590\t0.485\t0.631\t0.653\n1\t1.744\t0.643\t-1.368\t0.874\t1.555\t1.065\t-0.202\t0.572\t1.087\t0.767\t0.391\t-0.994\t2.215\t0.555\t1.587\t-0.234\t0.000\t0.389\t-1.086\t0.285\t0.000\t1.144\t0.862\t0.986\t1.381\t1.376\t1.001\t0.894\n1\t0.663\t-0.902\t0.581\t0.602\t-1.172\t0.487\t0.544\t1.260\t0.000\t1.230\t1.026\t-1.195\t2.215\t1.008\t0.839\t0.570\t0.000\t0.396\t1.375\t-0.492\t3.102\t0.771\t1.138\t0.992\t0.962\t0.419\t1.088\t1.004\n0\t0.878\t-0.807\t-0.795\t1.466\t-0.235\t0.734\t-1.203\t1.449\t2.173\t0.609\t-1.638\t0.476\t0.000\t0.902\t-0.079\t1.294\t2.548\t0.876\t-1.588\t-1.315\t0.000\t0.957\t0.982\t0.987\t1.224\t0.619\t0.895\t0.858\n1\t1.250\t0.081\t-0.122\t1.090\t-1.068\t0.720\t0.570\t1.039\t2.173\t0.499\t0.391\t0.316\t0.000\t1.019\t-0.487\t1.674\t2.548\t0.481\t1.577\t-1.144\t0.000\t0.808\t0.925\t1.216\t1.102\t0.850\t0.854\t0.754\n1\t0.889\t0.439\t0.395\t1.363\t-0.628\t0.621\t-1.143\t0.793\t2.173\t0.796\t-0.394\t1.738\t0.000\t0.929\t1.072\t-0.647\t0.000\t0.831\t0.230\t1.122\t0.000\t1.069\t0.854\t1.214\t1.242\t0.719\t0.853\t0.828\n0\t0.291\t2.093\t-0.176\t1.875\t1.128\t0.868\t-0.420\t-0.879\t1.087\t0.959\t-1.114\t-1.022\t0.000\t1.406\t0.287\t0.530\t2.548\t0.727\t0.767\t-1.097\t0.000\t1.338\t0.872\t0.987\t1.631\t1.414\t1.896\t1.897\n0\t0.911\t-0.754\t-0.992\t0.476\t0.530\t0.781\t-1.140\t-0.581\t0.000\t0.933\t1.246\t1.098\t0.000\t0.619\t0.889\t1.727\t2.548\t0.819\t0.157\t1.081\t3.102\t0.889\t0.646\t0.984\t0.899\t0.372\t0.636\t0.780\n0\t0.513\t1.389\t-1.573\t1.377\t-0.754\t0.809\t0.763\t0.412\t0.000\t0.681\t0.775\t1.062\t1.107\t1.194\t1.024\t-1.137\t2.548\t1.043\t2.431\t0.404\t0.000\t0.769\t0.990\t0.982\t0.853\t0.892\t0.673\t0.692\n1\t1.456\t-1.233\t0.352\t1.908\t-0.563\t0.797\t-0.550\t0.645\t0.000\t1.924\t-0.725\t-1.349\t2.215\t0.821\t-1.065\t1.264\t0.000\t1.252\t-0.837\t-0.410\t3.102\t0.893\t0.941\t1.694\t1.653\t1.065\t1.072\t1.061\n1\t0.859\t-0.226\t1.471\t2.092\t0.452\t0.975\t0.551\t-0.916\t2.173\t0.646\t0.195\t1.593\t0.000\t0.641\t0.349\t0.436\t2.548\t0.493\t-0.735\t-0.856\t0.000\t0.725\t0.845\t1.475\t0.749\t0.929\t0.975\t0.813\n1\t1.090\t1.435\t-1.715\t1.789\t1.430\t1.230\t2.009\t-0.178\t0.000\t0.420\t1.798\t-0.999\t0.000\t0.538\t1.217\t-1.282\t2.548\t0.768\t-0.670\t0.356\t3.102\t1.039\t0.834\t1.006\t1.094\t0.800\t1.017\t1.085\n0\t2.377\t-0.255\t-0.099\t0.231\t0.111\t0.839\t-2.473\t-1.522\t0.000\t0.539\t-1.224\t0.859\t2.215\t0.583\t-1.536\t-0.902\t0.000\t1.523\t-0.519\t1.567\t3.102\t0.848\t0.953\t0.992\t1.084\t0.554\t0.796\t1.059\n1\t0.358\t-1.786\t-0.012\t1.796\t1.139\t0.732\t0.191\t-0.584\t2.173\t0.746\t-0.212\t1.715\t2.215\t0.483\t-0.517\t-1.010\t0.000\t0.442\t-0.019\t0.008\t0.000\t0.428\t0.515\t0.987\t1.416\t0.980\t1.013\t0.768\n1\t0.688\t-0.188\t0.301\t0.462\t-0.683\t0.886\t-0.743\t-0.924\t0.000\t0.408\t-2.185\t0.626\t0.000\t1.336\t-0.958\t0.897\t2.548\t1.015\t0.169\t1.699\t3.102\t1.639\t1.236\t0.986\t0.750\t0.838\t0.917\t0.785\n1\t1.242\t0.552\t-1.537\t0.830\t-1.463\t0.609\t-0.039\t0.033\t2.173\t0.933\t-0.404\t1.183\t2.215\t0.493\t0.840\t-0.752\t0.000\t0.507\t1.557\t0.412\t0.000\t0.926\t0.889\t0.999\t1.023\t0.977\t0.819\t0.753\n0\t0.337\t-0.619\t-1.143\t1.744\t1.464\t0.544\t0.352\t-0.219\t0.000\t0.869\t0.814\t0.827\t2.215\t0.570\t1.887\t-0.675\t0.000\t1.234\t-0.436\t-0.405\t3.102\t0.860\t0.830\t0.988\t0.946\t1.083\t0.788\t0.712\n0\t0.699\t-0.398\t1.454\t0.200\t-1.529\t0.949\t0.788\t0.915\t2.173\t1.224\t-0.560\t-0.439\t1.107\t0.840\t-0.105\t0.307\t0.000\t2.005\t-0.003\t-1.420\t0.000\t1.433\t1.192\t0.991\t0.779\t1.898\t1.130\t0.937\n1\t0.581\t-0.191\t-1.465\t0.269\t1.169\t0.890\t-0.949\t0.811\t2.173\t1.329\t-0.473\t-0.561\t0.000\t1.084\t-1.007\t-1.077\t1.274\t1.204\t-0.025\t0.368\t0.000\t0.797\t1.236\t0.982\t0.636\t1.217\t0.848\t0.742\n1\t0.839\t-0.255\t1.497\t0.199\t1.436\t0.656\t0.208\t1.725\t2.173\t0.641\t-2.198\t-0.113\t0.000\t0.516\t0.045\t-0.321\t2.548\t0.749\t-1.311\t0.318\t0.000\t0.466\t0.750\t0.982\t0.808\t0.700\t0.911\t0.794\n0\t0.977\t0.914\t0.763\t2.001\t1.353\t1.272\t0.161\t-0.900\t2.173\t1.525\t0.182\t-0.426\t0.000\t1.577\t-0.112\t0.774\t2.548\t0.458\t0.872\t0.195\t0.000\t0.752\t0.887\t0.988\t1.011\t1.779\t1.294\t1.161\n1\t1.248\t-0.435\t1.554\t1.281\t0.872\t0.485\t-0.446\t-1.234\t0.000\t0.731\t-0.753\t-0.713\t2.215\t1.425\t-0.363\t0.134\t2.548\t0.390\t0.254\t0.129\t0.000\t0.676\t0.777\t1.009\t0.988\t0.777\t0.822\t0.700\n1\t1.029\t-1.121\t1.143\t0.618\t-0.826\t0.717\t-1.336\t0.040\t0.000\t0.527\t1.081\t-1.696\t2.215\t0.941\t-0.589\t-1.010\t2.548\t0.892\t-0.633\t0.828\t0.000\t0.875\t0.913\t1.082\t1.067\t0.863\t0.916\t0.817\n1\t0.895\t0.360\t0.185\t1.693\t-0.449\t2.636\t-0.732\t1.317\t0.000\t1.383\t0.347\t-0.522\t1.107\t0.570\t-1.009\t-0.012\t0.000\t0.483\t-1.614\t-0.664\t0.000\t0.637\t1.043\t0.989\t0.749\t0.806\t0.725\t0.690\n0\t1.240\t0.246\t-0.444\t0.528\t-0.670\t0.964\t0.909\t0.843\t1.087\t0.497\t2.192\t0.467\t0.000\t1.350\t1.225\t-1.182\t0.000\t0.906\t2.135\t-1.213\t0.000\t0.883\t0.869\t0.987\t1.353\t0.588\t0.920\t1.072\n1\t0.790\t-1.255\t-0.364\t1.299\t0.861\t0.819\t0.212\t0.229\t2.173\t1.461\t-0.883\t-1.232\t2.215\t1.092\t-0.177\t-1.721\t0.000\t0.719\t-0.462\t0.198\t0.000\t0.981\t0.987\t1.254\t1.192\t1.826\t1.147\t0.953\n1\t0.514\t-0.878\t-1.250\t0.660\t0.837\t1.102\t0.811\t-0.895\t2.173\t0.800\t0.710\t1.141\t0.000\t0.597\t-0.682\t0.972\t1.274\t1.228\t0.655\t-0.050\t0.000\t1.136\t0.881\t0.983\t1.017\t1.333\t0.910\t0.792\n1\t0.605\t0.348\t-0.325\t1.493\t-1.034\t0.530\t-0.563\t0.267\t2.173\t1.157\t0.207\t1.023\t2.215\t0.695\t0.288\t-0.922\t0.000\t0.668\t0.713\t0.604\t0.000\t0.765\t0.808\t0.992\t1.135\t0.860\t0.989\t0.786\n0\t0.338\t0.647\t0.201\t1.775\t1.315\t1.107\t-2.031\t-1.308\t0.000\t0.823\t-1.676\t0.888\t0.000\t0.767\t-1.404\t0.007\t0.000\t1.569\t-0.283\t0.005\t1.551\t0.876\t0.940\t0.986\t0.965\t0.793\t0.789\t0.858\n0\t0.629\t0.294\t1.035\t1.534\t0.191\t0.883\t-0.056\t-1.298\t0.000\t0.713\t-0.706\t1.281\t0.000\t0.825\t-1.063\t-1.097\t1.274\t1.018\t-0.400\t0.083\t3.102\t1.357\t0.947\t0.987\t0.543\t0.660\t0.720\t0.782\n0\t0.503\t1.243\t-0.503\t1.248\t0.411\t0.515\t0.988\t1.673\t0.000\t0.594\t-0.267\t-1.114\t2.215\t0.320\t0.022\t0.782\t0.000\t0.659\t-0.736\t-1.474\t3.102\t0.884\t0.922\t0.979\t0.793\t0.251\t0.656\t0.679\n0\t1.319\t0.844\t0.704\t0.106\t-0.559\t0.870\t-0.618\t-0.898\t0.000\t0.740\t-1.422\t0.129\t0.000\t0.834\t0.278\t-1.569\t2.548\t0.651\t-1.532\t1.508\t0.000\t0.873\t1.076\t0.981\t0.592\t0.292\t0.631\t0.737\n0\t0.761\t-1.227\t-0.603\t3.297\t-1.001\t1.794\t0.074\t0.868\t1.087\t0.991\t0.832\t0.414\t0.000\t1.305\t0.112\t-0.716\t2.548\t0.523\t2.436\t0.415\t0.000\t0.926\t1.128\t0.988\t2.435\t1.888\t1.640\t1.612\n1\t1.480\t-0.774\t0.402\t0.765\t0.841\t0.276\t-1.428\t0.686\t0.000\t0.475\t0.155\t-0.617\t2.215\t1.989\t-0.920\t-1.268\t2.548\t0.677\t0.401\t1.439\t0.000\t0.845\t1.010\t0.986\t0.785\t0.858\t0.937\t0.786\n1\t0.632\t-0.704\t-0.259\t0.385\t0.640\t1.176\t-1.250\t-1.247\t0.000\t0.598\t-1.697\t-0.754\t0.000\t1.445\t-1.318\t0.803\t2.548\t0.624\t-0.183\t-0.347\t3.102\t0.883\t0.805\t0.979\t0.717\t0.784\t0.871\t0.766\n0\t1.710\t0.553\t1.007\t0.943\t0.235\t1.022\t-0.675\t-0.241\t2.173\t1.260\t0.662\t1.586\t2.215\t1.554\t-0.704\t-0.772\t0.000\t0.432\t-1.096\t-1.080\t0.000\t0.549\t0.722\t1.128\t0.989\t2.069\t1.237\t1.110\n0\t0.937\t-1.652\t-0.302\t1.216\t0.524\t0.600\t-0.587\t-1.675\t2.173\t0.506\t0.758\t1.730\t2.215\t0.799\t-0.201\t0.136\t0.000\t0.653\t-1.808\t1.351\t0.000\t1.150\t0.947\t1.002\t1.378\t0.604\t1.015\t0.876\n1\t0.453\t-1.869\t1.212\t1.513\t0.292\t0.750\t-0.138\t-1.448\t2.173\t0.669\t0.474\t1.043\t2.215\t0.643\t0.593\t-0.310\t0.000\t0.530\t-1.153\t-1.242\t0.000\t0.911\t0.831\t0.989\t1.188\t0.879\t0.937\t0.815\n1\t0.892\t-0.083\t-0.819\t0.682\t1.029\t0.705\t-0.895\t-0.672\t2.173\t0.786\t0.109\t1.161\t0.000\t1.009\t-0.664\t0.952\t1.274\t0.396\t0.181\t-1.524\t0.000\t1.034\t1.102\t1.076\t0.743\t1.048\t0.743\t0.689\n1\t1.275\t1.144\t1.160\t0.760\t0.309\t0.643\t1.062\t-0.762\t2.173\t0.247\t0.942\t0.023\t0.000\t0.452\t1.742\t0.727\t0.000\t0.524\t-0.579\t0.317\t0.000\t0.938\t0.883\t0.990\t1.010\t0.671\t0.812\t0.716\n1\t0.552\t-0.755\t1.278\t0.907\t-0.688\t0.574\t-0.558\t0.619\t2.173\t0.943\t-0.374\t-0.174\t2.215\t1.480\t-0.800\t-1.456\t0.000\t0.669\t1.233\t0.641\t0.000\t0.843\t1.000\t0.989\t0.695\t0.717\t0.819\t0.703\n1\t0.427\t-0.316\t-1.412\t2.032\t1.559\t1.207\t1.522\t0.239\t2.173\t0.545\t1.243\t-1.224\t0.000\t0.872\t0.441\t-0.619\t2.548\t0.416\t-1.313\t-0.188\t0.000\t1.199\t0.811\t0.988\t1.572\t1.137\t1.107\t0.982\n1\t0.419\t-0.195\t0.841\t1.880\t0.141\t0.836\t0.628\t1.421\t2.173\t0.634\t2.623\t-1.078\t0.000\t1.471\t1.088\t-1.273\t2.548\t0.901\t0.792\t0.048\t0.000\t1.285\t1.050\t0.991\t1.075\t0.985\t0.966\t0.998\n1\t0.587\t-0.784\t1.290\t0.148\t-1.475\t1.800\t1.340\t0.802\t2.173\t1.091\t1.186\t-1.070\t2.215\t2.017\t1.338\t-0.701\t0.000\t0.586\t1.992\t-0.384\t0.000\t0.664\t0.665\t0.979\t1.263\t2.052\t1.291\t1.141\n0\t1.628\t-2.105\t0.660\t0.399\t1.496\t0.659\t-0.474\t0.109\t1.087\t0.810\t-0.595\t-1.578\t0.000\t0.623\t-1.486\t-1.352\t0.000\t0.874\t-0.073\t-0.880\t3.102\t0.620\t1.039\t0.985\t1.043\t0.644\t0.859\t0.823\n0\t1.072\t-0.550\t-1.394\t0.138\t-0.867\t1.333\t-1.024\t1.610\t2.173\t1.381\t0.818\t-0.125\t2.215\t1.899\t-0.917\t0.360\t0.000\t0.445\t-0.721\t1.301\t0.000\t0.838\t1.467\t0.995\t1.097\t2.940\t1.579\t1.266\n1\t1.637\t0.528\t1.738\t0.246\t0.256\t1.435\t0.134\t-0.198\t0.000\t1.060\t1.143\t1.653\t0.000\t0.864\t0.415\t1.085\t0.000\t1.211\t-0.597\t-0.749\t1.551\t0.899\t1.165\t0.984\t0.931\t0.840\t0.942\t0.824\n0\t2.520\t0.563\t0.730\t0.628\t-0.951\t0.640\t-0.497\t1.302\t0.000\t0.999\t-0.872\t-0.734\t2.215\t1.196\t0.446\t-0.982\t0.000\t0.539\t0.482\t-0.556\t3.102\t1.610\t0.946\t1.740\t1.602\t0.545\t1.000\t0.973\n1\t1.133\t1.384\t-1.226\t1.025\t-1.735\t1.574\t1.084\t0.280\t0.000\t0.989\t1.995\t1.360\t0.000\t1.749\t0.293\t-1.220\t2.548\t0.905\t-1.837\t0.466\t0.000\t0.831\t0.910\t0.975\t1.183\t0.847\t0.901\t0.841\n0\t1.372\t-0.415\t-0.373\t1.040\t-0.660\t1.029\t-1.197\t1.186\t2.173\t0.402\t-2.691\t1.410\t0.000\t0.650\t-1.294\t0.540\t0.000\t0.536\t0.327\t-0.951\t3.102\t0.794\t0.943\t0.982\t1.625\t1.015\t1.032\t1.041\n0\t0.418\t1.038\t1.293\t3.230\t-1.493\t0.734\t-0.423\t0.147\t2.173\t0.663\t0.959\t-0.282\t0.000\t1.136\t1.356\t0.119\t2.548\t0.476\t1.536\t0.599\t0.000\t0.614\t0.938\t0.989\t1.247\t1.265\t1.398\t1.081\n1\t0.516\t-0.325\t-1.148\t1.427\t0.533\t2.421\t1.287\t-1.574\t0.000\t1.284\t-0.794\t0.019\t2.215\t2.020\t-1.579\t-0.187\t0.000\t1.739\t-0.372\t0.667\t1.551\t9.420\t5.128\t1.187\t0.847\t0.784\t3.190\t2.329\n1\t0.726\t0.348\t0.200\t1.322\t0.989\t1.293\t-2.300\t0.420\t0.000\t1.657\t-0.726\t0.378\t2.215\t5.502\t-1.315\t-1.158\t2.548\t1.610\t0.121\t1.334\t0.000\t0.760\t1.174\t0.991\t3.316\t3.354\t2.412\t1.831\n1\t1.207\t-0.169\t0.687\t2.252\t1.136\t1.195\t0.715\t-0.373\t2.173\t0.753\t-0.144\t-1.152\t0.000\t0.618\t0.945\t-1.268\t2.548\t0.489\t-1.026\t-1.624\t0.000\t0.556\t1.166\t0.997\t0.964\t0.791\t1.136\t0.989\n0\t0.519\t-1.206\t1.470\t1.417\t-1.608\t0.962\t0.348\t-0.085\t0.000\t0.944\t0.401\t0.487\t2.215\t1.218\t0.919\t1.560\t2.548\t1.216\t0.932\t-0.515\t0.000\t0.901\t0.882\t0.990\t0.854\t0.999\t0.872\t0.951\n0\t1.024\t-0.217\t1.081\t0.407\t-0.941\t1.281\t-0.667\t-1.727\t2.173\t0.884\t-0.668\t-0.488\t2.215\t0.576\t1.281\t-0.220\t0.000\t0.380\t0.365\t0.468\t0.000\t0.397\t0.791\t0.989\t0.925\t1.408\t0.978\t0.827\n1\t0.288\t-1.722\t-1.172\t1.034\t0.304\t0.592\t1.169\t1.720\t1.087\t0.655\t0.689\t0.407\t2.215\t0.655\t1.235\t-1.110\t0.000\t0.473\t-0.772\t-1.264\t0.000\t0.868\t0.816\t0.984\t1.120\t0.876\t0.811\t0.732\n1\t1.556\t-0.361\t-0.947\t0.857\t1.688\t0.934\t0.078\t0.418\t1.087\t0.514\t0.107\t1.197\t0.000\t0.419\t-1.034\t-0.558\t1.274\t0.469\t-0.854\t0.058\t0.000\t0.668\t0.654\t1.110\t0.627\t0.783\t0.816\t0.675\n0\t0.379\t0.950\t-0.639\t1.301\t1.224\t0.623\t0.739\t0.637\t0.000\t0.674\t-0.074\t-0.731\t2.215\t0.625\t-2.111\t-0.123\t0.000\t1.259\t0.570\t-1.408\t3.102\t0.865\t0.927\t0.989\t0.688\t0.575\t0.671\t0.653\n0\t1.502\t-1.716\t0.053\t0.998\t-0.242\t0.961\t-1.457\t-1.503\t0.000\t0.432\t-0.393\t-1.553\t0.000\t0.822\t-1.166\t1.162\t2.548\t0.743\t-0.612\t0.119\t3.102\t0.766\t0.849\t0.979\t0.959\t0.510\t0.684\t0.865\n1\t1.895\t-0.610\t0.247\t0.915\t-0.219\t1.240\t-1.444\t-1.644\t2.173\t0.503\t-0.535\t0.933\t0.000\t0.492\t-0.796\t-0.279\t2.548\t0.494\t-1.647\t-1.083\t0.000\t0.807\t0.874\t1.003\t0.503\t0.962\t1.015\t0.816\n0\t2.285\t0.628\t-0.293\t0.146\t-1.137\t0.682\t0.480\t1.685\t0.000\t0.583\t0.136\t0.635\t0.000\t0.841\t-1.052\t1.312\t2.548\t0.603\t-0.308\t-1.132\t0.000\t0.798\t0.703\t0.987\t0.688\t0.156\t0.777\t0.658\n1\t1.184\t0.663\t0.361\t1.183\t-0.072\t0.870\t0.748\t-1.226\t2.173\t0.703\t-0.052\t-0.820\t0.000\t0.913\t0.522\t1.246\t2.548\t0.992\t1.913\t1.055\t0.000\t1.926\t1.227\t0.998\t1.203\t0.884\t0.898\t0.924\n0\t1.227\t0.391\t0.979\t0.600\t1.185\t0.953\t0.406\t-1.619\t2.173\t1.089\t-0.115\t-0.110\t1.107\t0.813\t1.145\t0.062\t0.000\t0.805\t-2.292\t-0.715\t0.000\t0.845\t1.246\t1.001\t0.965\t1.520\t1.235\t1.310\n0\t0.867\t-1.036\t0.005\t0.575\t-1.652\t0.886\t-0.850\t-0.707\t0.000\t0.555\t-0.611\t-1.423\t0.000\t0.716\t-0.277\t0.969\t2.548\t1.418\t-0.610\t0.542\t3.102\t0.911\t0.940\t0.987\t0.643\t0.333\t0.720\t0.635\n1\t0.596\t0.239\t1.590\t2.467\t0.959\t0.912\t-0.121\t-0.468\t0.000\t1.432\t0.733\t-0.535\t2.215\t0.994\t-1.281\t1.264\t0.000\t0.772\t1.204\t1.424\t0.000\t0.734\t0.830\t0.983\t0.875\t1.028\t1.040\t0.820\n0\t1.172\t-0.194\t1.462\t0.682\t-1.700\t0.862\t-1.113\t-0.218\t0.000\t0.733\t-0.965\t0.687\t2.215\t1.442\t-0.558\t-1.538\t2.548\t1.584\t0.645\t-0.318\t0.000\t0.718\t0.949\t0.970\t0.612\t1.013\t0.839\t0.800\n1\t2.157\t-0.070\t1.114\t1.536\t0.728\t1.108\t0.319\t-0.610\t2.173\t0.541\t-0.212\t-1.125\t0.000\t0.637\t-0.891\t0.369\t1.274\t0.409\t-0.925\t-1.334\t0.000\t0.305\t0.667\t0.984\t0.707\t1.089\t1.120\t0.898\n0\t0.754\t-1.565\t0.905\t0.721\t-0.372\t1.041\t-0.024\t-0.154\t2.173\t0.517\t-1.020\t0.453\t0.000\t2.381\t-0.399\t-1.629\t2.548\t1.421\t-1.774\t1.503\t0.000\t0.919\t1.229\t0.991\t1.348\t1.948\t1.312\t1.125\n1\t1.020\t0.691\t-0.298\t0.197\t0.663\t1.419\t0.295\t-1.538\t2.173\t0.830\t1.458\t0.411\t0.000\t0.696\t0.321\t0.706\t1.274\t0.545\t-0.440\t-0.262\t0.000\t1.163\t0.742\t0.982\t1.143\t1.115\t0.977\t0.854\n0\t0.708\t0.328\t-0.295\t0.962\t1.122\t1.455\t-0.163\t-1.287\t0.000\t1.814\t0.104\t0.730\t2.215\t0.786\t0.211\t1.641\t0.000\t2.118\t-0.832\t-0.431\t1.551\t1.001\t1.427\t1.095\t0.838\t1.845\t1.401\t1.135\n0\t0.923\t0.125\t-0.412\t0.665\t-1.093\t0.740\t1.071\t-1.644\t0.000\t0.605\t-0.104\t0.910\t1.107\t0.865\t0.469\t0.075\t2.548\t0.694\t1.310\t0.711\t0.000\t0.970\t0.929\t0.991\t0.851\t0.579\t0.685\t0.685\n0\t1.023\t1.749\t1.349\t0.435\t-1.271\t0.828\t0.965\t0.292\t2.173\t0.848\t-1.200\t-1.581\t1.107\t0.717\t0.078\t-0.127\t0.000\t0.433\t0.539\t-1.556\t0.000\t0.616\t0.869\t0.976\t0.933\t2.060\t1.266\t0.958\n0\t0.754\t-0.272\t0.435\t0.955\t1.450\t0.702\t-0.844\t1.304\t0.000\t1.082\t-0.608\t-0.158\t2.215\t1.542\t-0.370\t-1.140\t2.548\t0.389\t-1.329\t-0.430\t0.000\t0.854\t1.001\t0.991\t0.914\t1.073\t0.808\t0.740\n0\t1.133\t-0.061\t1.707\t0.870\t-0.792\t1.336\t0.803\t-1.037\t2.173\t2.750\t0.904\t0.427\t0.000\t0.502\t0.881\t1.630\t1.274\t0.792\t-0.645\t1.273\t0.000\t2.274\t1.400\t1.070\t0.973\t0.690\t1.395\t1.204\n0\t0.877\t2.411\t-0.894\t0.696\t-0.382\t0.737\t0.941\t0.772\t2.173\t0.454\t-0.624\t-0.284\t1.107\t0.332\t0.965\t1.525\t0.000\t0.514\t-0.086\t1.732\t0.000\t0.293\t0.530\t0.997\t1.134\t1.022\t0.948\t0.742\n1\t1.575\t1.095\t1.361\t0.706\t-0.377\t0.536\t0.462\t-0.251\t1.087\t0.872\t0.822\t0.882\t0.000\t0.563\t-1.025\t-1.006\t1.274\t0.928\t1.119\t-0.931\t0.000\t1.206\t0.937\t1.461\t1.193\t0.742\t0.874\t0.814\n0\t0.840\t-0.246\t0.692\t0.613\t-1.424\t0.861\t2.932\t-1.688\t0.000\t0.935\t2.431\t-0.787\t0.000\t1.008\t0.601\t0.738\t2.548\t1.768\t0.186\t0.367\t1.551\t0.846\t1.199\t0.987\t0.701\t0.404\t1.028\t0.960\n0\t0.353\t-2.228\t-0.435\t1.961\t-1.358\t0.649\t-0.505\t0.852\t0.000\t0.899\t0.346\t0.309\t1.107\t0.575\t-0.998\t-1.591\t0.000\t0.997\t-0.388\t-0.252\t3.102\t0.945\t0.971\t0.986\t0.858\t0.549\t1.025\t0.899\n1\t1.494\t-0.034\t-0.268\t0.933\t-0.910\t1.080\t-0.054\t-1.469\t1.087\t1.102\t1.338\t0.683\t2.215\t0.428\t2.136\t1.068\t0.000\t0.780\t1.228\t-0.781\t0.000\t0.871\t1.047\t0.990\t1.468\t1.950\t1.264\t1.017\n1\t0.602\t2.366\t0.556\t0.896\t-0.459\t0.573\t0.450\t0.684\t1.087\t0.884\t0.988\t-1.200\t0.000\t1.278\t0.443\t1.408\t0.000\t1.413\t1.252\t-0.390\t3.102\t1.239\t1.073\t0.990\t0.577\t0.943\t0.848\t0.813\n1\t1.368\t1.271\t-1.230\t1.484\t1.559\t0.891\t0.622\t0.582\t2.173\t0.804\t0.968\t-0.943\t0.000\t1.171\t0.872\t0.025\t0.000\t0.646\t0.210\t-0.216\t3.102\t1.140\t1.134\t1.159\t0.861\t0.551\t0.890\t0.855\n1\t0.639\t0.517\t1.404\t0.908\t0.294\t2.246\t2.203\t-0.966\t0.000\t2.006\t0.710\t0.501\t0.000\t1.355\t0.314\t0.804\t0.000\t2.227\t0.001\t-1.711\t3.102\t0.840\t0.642\t0.984\t0.847\t0.858\t0.937\t0.788\n1\t0.498\t-0.293\t1.398\t1.341\t-0.240\t0.614\t-1.077\t0.734\t2.173\t0.657\t0.592\t0.813\t2.215\t0.604\t-0.792\t-0.735\t0.000\t0.414\t1.812\t-0.186\t0.000\t1.232\t0.934\t1.127\t0.853\t0.894\t0.840\t0.759\n0\t0.993\t1.122\t1.419\t1.040\t0.934\t0.697\t0.393\t-0.238\t0.000\t1.041\t0.975\t-0.779\t1.107\t1.335\t0.008\t1.438\t0.000\t0.780\t1.732\t-0.631\t0.000\t0.873\t0.642\t0.977\t1.098\t0.696\t0.715\t0.659\n0\t1.246\t0.479\t0.982\t0.769\t-1.277\t0.789\t0.542\t1.656\t0.000\t0.892\t0.880\t-0.492\t2.215\t0.712\t-0.605\t0.024\t2.548\t0.376\t-0.284\t-0.564\t0.000\t0.979\t0.993\t1.213\t0.954\t0.828\t0.759\t0.731\n1\t0.950\t-1.671\t1.292\t1.318\t-0.641\t1.461\t-0.358\t0.027\t0.000\t1.365\t-1.512\t-1.608\t0.000\t0.907\t-2.258\t-0.816\t0.000\t1.423\t1.096\t1.171\t3.102\t0.755\t0.647\t1.528\t2.132\t0.819\t1.447\t1.301\n0\t2.325\t-1.227\t-0.936\t0.493\t1.374\t1.102\t-0.200\t0.302\t0.000\t0.705\t0.908\t0.992\t2.215\t0.487\t0.583\t-0.256\t0.000\t1.079\t-0.772\t1.579\t3.102\t0.855\t0.958\t1.294\t0.815\t0.932\t1.070\t1.068\n0\t0.704\t-0.182\t-1.558\t2.905\t-1.583\t1.816\t-0.965\t0.199\t2.173\t0.953\t-0.766\t0.880\t2.215\t1.779\t0.446\t-1.028\t0.000\t0.708\t-1.124\t0.199\t0.000\t1.712\t1.478\t0.992\t2.155\t1.129\t1.458\t1.426\n1\t2.573\t-1.145\t0.361\t0.243\t-0.714\t0.894\t-1.310\t-1.093\t0.000\t0.585\t-0.500\t-1.421\t1.107\t0.721\t-0.246\t1.553\t2.548\t0.501\t-1.783\t-1.490\t0.000\t0.559\t0.773\t0.988\t0.998\t0.319\t0.765\t0.784\n1\t0.338\t-2.226\t0.079\t0.246\t-0.567\t0.789\t-0.939\t1.291\t0.000\t0.908\t0.085\t0.369\t2.215\t1.028\t-0.358\t-0.669\t2.548\t1.407\t-0.946\t-1.598\t0.000\t0.837\t1.053\t0.992\t0.755\t0.864\t0.901\t0.768\n1\t0.469\t0.928\t1.710\t0.463\t-1.315\t0.923\t-0.718\t0.246\t0.000\t1.047\t-0.262\t-0.965\t2.215\t1.676\t1.617\t-1.651\t0.000\t1.738\t0.047\t0.234\t0.000\t0.775\t0.940\t0.983\t0.685\t0.897\t0.886\t0.799\n1\t3.112\t-0.993\t-0.505\t1.488\t0.976\t1.218\t-0.103\t-1.348\t2.173\t1.569\t-1.574\t1.123\t0.000\t1.071\t-0.204\t-0.185\t2.548\t0.588\t-1.095\t0.635\t0.000\t0.567\t1.250\t2.899\t2.070\t1.236\t1.386\t1.359\n1\t0.935\t-0.311\t-0.107\t0.151\t1.166\t0.668\t-0.345\t-0.978\t0.000\t0.610\t0.893\t-1.120\t0.000\t1.156\t0.676\t-0.097\t1.274\t2.065\t1.031\t0.874\t3.102\t0.933\t0.979\t0.988\t0.897\t0.953\t0.964\t0.814\n1\t1.105\t-0.760\t-1.537\t0.295\t-1.075\t0.580\t-0.919\t1.019\t0.000\t0.443\t-1.656\t-0.193\t0.000\t0.978\t-1.047\t0.273\t2.548\t0.970\t0.296\t-0.881\t3.102\t0.955\t0.932\t0.996\t0.843\t0.889\t0.734\t0.680\n1\t1.023\t-0.940\t0.622\t0.471\t1.292\t1.300\t-1.107\t-1.070\t0.000\t1.186\t0.057\t0.600\t1.107\t0.625\t0.078\t-1.119\t0.000\t0.680\t-0.806\t-0.596\t3.102\t1.038\t0.638\t0.995\t0.666\t0.836\t0.994\t0.896\n1\t0.716\t-1.460\t0.782\t1.109\t1.113\t3.671\t0.578\t-1.698\t0.000\t2.633\t-0.268\t-0.142\t2.215\t3.606\t1.040\t0.156\t0.000\t0.606\t0.581\t0.469\t1.551\t1.450\t1.329\t1.003\t1.477\t0.830\t2.172\t1.816\n1\t0.441\t-1.170\t0.457\t2.301\t1.309\t1.019\t-0.471\t-0.205\t2.173\t0.459\t-0.693\t1.188\t2.215\t1.077\t-1.339\t-1.226\t0.000\t0.944\t-0.569\t0.381\t0.000\t1.192\t1.114\t0.985\t0.471\t0.964\t0.886\t0.825\n0\t2.576\t0.292\t0.224\t0.770\t1.184\t0.632\t0.106\t-1.176\t2.173\t1.292\t-0.413\t-1.737\t2.215\t0.526\t-1.151\t-0.523\t0.000\t0.979\t0.997\t-0.668\t0.000\t0.592\t0.894\t1.486\t1.248\t0.736\t1.107\t0.994\n0\t1.594\t0.209\t-1.307\t0.786\t1.640\t0.875\t-0.356\t0.631\t0.000\t1.094\t0.130\t-0.828\t2.215\t1.130\t0.092\t-0.127\t0.000\t1.161\t-0.792\t1.225\t3.102\t1.186\t0.831\t0.984\t0.816\t1.137\t0.922\t0.995\n1\t0.385\t0.138\t-0.814\t0.454\t1.005\t0.870\t1.156\t-1.282\t2.173\t0.509\t1.020\t0.558\t2.215\t0.491\t-0.895\t-0.576\t0.000\t0.518\t-0.211\t0.497\t0.000\t0.503\t1.061\t0.989\t0.588\t0.977\t0.748\t0.692\n0\t1.470\t-0.993\t-0.651\t0.936\t1.639\t0.930\t-0.769\t1.612\t1.087\t0.489\t-1.514\t-0.100\t0.000\t1.132\t-0.835\t0.706\t2.548\t1.140\t-1.302\t0.408\t0.000\t0.942\t1.102\t1.431\t1.028\t0.938\t0.939\t0.941\n1\t0.640\t1.352\t1.370\t2.096\t0.592\t0.917\t1.661\t-0.389\t0.000\t1.330\t0.952\t-1.393\t2.215\t0.667\t1.158\t-1.110\t2.548\t0.752\t1.091\t0.848\t0.000\t0.729\t0.902\t1.035\t0.872\t0.292\t0.881\t0.742\n1\t0.305\t-0.657\t-1.369\t0.448\t0.308\t0.949\t-0.525\t0.593\t0.000\t2.055\t0.334\t-0.989\t2.215\t1.284\t0.892\t0.638\t0.000\t1.266\t-0.949\t0.028\t0.000\t0.968\t0.997\t0.997\t0.997\t0.363\t1.182\t1.000\n0\t0.785\t1.286\t1.552\t1.035\t1.643\t0.690\t1.215\t0.065\t0.000\t0.650\t0.534\t-1.302\t2.215\t0.764\t0.492\t-0.759\t0.000\t0.869\t0.186\t0.719\t0.000\t0.903\t0.949\t0.977\t0.929\t0.571\t0.770\t0.817\n1\t0.708\t-1.985\t-0.401\t0.539\t1.028\t0.905\t-0.720\t0.048\t2.173\t1.192\t-1.791\t-1.481\t0.000\t0.585\t0.206\t-1.149\t0.000\t1.120\t-0.532\t-1.345\t1.551\t1.059\t0.906\t0.983\t0.700\t1.014\t0.682\t0.642\n0\t0.681\t-0.051\t0.756\t1.667\t-0.187\t0.564\t0.538\t1.109\t2.173\t0.650\t1.936\t-1.583\t0.000\t1.393\t0.354\t-0.661\t2.548\t0.763\t-0.560\t1.157\t0.000\t0.910\t0.894\t1.108\t0.920\t1.107\t0.788\t0.725\n0\t0.661\t-1.408\t-0.363\t0.853\t-1.078\t0.498\t0.148\t0.208\t0.000\t0.784\t0.411\t-0.819\t2.215\t1.295\t-0.120\t0.903\t1.274\t0.644\t-1.618\t1.477\t0.000\t1.335\t0.960\t0.983\t1.541\t1.112\t1.276\t1.095\n0\t1.428\t1.355\t1.469\t0.740\t-0.524\t0.360\t0.929\t0.247\t0.000\t0.495\t0.599\t1.685\t0.000\t0.889\t0.261\t0.679\t2.548\t1.863\t0.324\t-0.677\t3.102\t0.875\t0.830\t1.389\t0.954\t0.926\t0.840\t0.710\n0\t0.703\t1.104\t0.869\t0.851\t-1.620\t0.868\t-0.077\t-0.298\t1.087\t1.073\t1.090\t1.421\t2.215\t0.936\t1.173\t-1.077\t0.000\t0.754\t-0.384\t0.864\t0.000\t1.066\t0.920\t0.986\t1.024\t1.683\t0.932\t0.800\n1\t0.691\t-0.124\t0.394\t1.188\t0.772\t0.545\t-1.023\t-0.539\t0.000\t1.120\t-1.478\t-1.380\t0.000\t1.208\t-0.368\t-1.507\t2.548\t0.649\t-0.020\t0.010\t1.551\t1.211\t0.985\t0.989\t0.585\t0.675\t0.733\t1.046\n1\t1.696\t-0.505\t0.798\t0.339\t-1.273\t0.839\t0.266\t-0.975\t2.173\t0.590\t-1.059\t0.302\t0.000\t1.204\t-1.156\t-1.420\t0.000\t1.048\t0.935\t0.013\t3.102\t0.788\t0.970\t1.005\t0.922\t0.886\t0.873\t0.757\n1\t0.499\t-0.672\t1.669\t0.355\t-0.133\t1.201\t0.166\t0.594\t2.173\t1.938\t-1.477\t-1.473\t0.000\t1.369\t0.218\t-0.873\t0.000\t1.106\t-0.356\t-1.216\t0.000\t0.899\t0.776\t0.987\t0.624\t0.544\t0.610\t0.611\n1\t1.029\t-1.002\t1.587\t0.778\t-1.162\t0.531\t-0.225\t1.226\t0.000\t0.446\t0.453\t-1.391\t0.000\t1.184\t0.124\t-0.388\t2.548\t2.598\t0.914\t0.305\t3.102\t0.816\t0.918\t0.988\t2.181\t1.031\t1.468\t1.170\n1\t2.857\t-0.526\t-0.384\t0.111\t-1.727\t1.248\t-0.406\t1.522\t2.173\t0.793\t0.392\t0.319\t2.215\t0.963\t0.187\t-1.682\t0.000\t0.630\t-0.585\t0.378\t0.000\t0.918\t0.825\t0.987\t0.907\t1.432\t1.152\t0.937\n1\t0.561\t0.546\t-0.005\t0.544\t-1.662\t1.513\t1.131\t1.485\t0.000\t0.778\t-0.757\t0.529\t2.215\t1.928\t-0.564\t-0.511\t2.548\t0.960\t0.472\t-0.550\t0.000\t1.857\t1.868\t0.986\t1.337\t1.054\t1.570\t1.273\n0\t0.456\t1.699\t1.131\t0.593\t-0.739\t1.314\t-0.026\t-0.303\t2.173\t1.334\t0.550\t1.260\t1.107\t0.576\t1.246\t1.533\t0.000\t0.903\t0.787\t0.195\t0.000\t0.762\t1.158\t0.992\t0.820\t2.010\t1.040\t0.856\n0\t0.493\t1.481\t0.711\t3.382\t0.233\t1.099\t0.050\t0.032\t2.173\t2.022\t-0.511\t-1.601\t2.215\t1.078\t0.870\t-1.116\t0.000\t1.728\t0.503\t1.661\t0.000\t0.937\t1.337\t0.995\t0.974\t2.275\t1.753\t1.486\n1\t0.696\t1.069\t1.236\t0.820\t-1.160\t0.838\t0.103\t0.113\t0.000\t0.996\t1.021\t1.616\t2.215\t0.662\t0.747\t-0.845\t2.548\t0.629\t2.011\t0.688\t0.000\t1.008\t0.886\t0.985\t0.625\t0.696\t0.607\t0.579\n1\t1.520\t0.812\t-1.610\t1.616\t-1.305\t1.475\t-0.149\t0.501\t0.000\t0.928\t0.079\t0.071\t2.215\t1.127\t0.827\t-0.805\t2.548\t0.845\t-0.102\t-1.740\t0.000\t1.535\t1.054\t0.990\t0.778\t0.900\t0.972\t1.224\n0\t1.147\t0.341\t-1.310\t0.590\t-0.148\t0.650\t-1.048\t-1.580\t2.173\t0.469\t-0.854\t-0.026\t0.000\t0.923\t-0.250\t1.034\t0.000\t1.400\t1.195\t0.029\t3.102\t0.881\t0.900\t0.988\t0.838\t1.897\t1.031\t0.882\n1\t1.053\t0.253\t0.526\t1.596\t-0.270\t0.681\t0.964\t-1.266\t2.173\t0.848\t-0.194\t1.574\t2.215\t0.378\t-1.302\t-0.595\t0.000\t0.730\t0.110\t-1.711\t0.000\t0.700\t0.854\t1.180\t1.103\t0.928\t0.941\t0.791\n1\t0.775\t-0.102\t0.184\t1.164\t1.569\t1.916\t0.282\t-0.182\t0.000\t2.229\t-1.929\t1.587\t0.000\t0.489\t0.991\t-0.374\t0.000\t0.996\t1.090\t1.453\t3.102\t0.778\t0.679\t1.248\t0.838\t0.758\t0.800\t0.839\n0\t0.705\t0.104\t-0.502\t0.984\t1.131\t0.956\t0.705\t-0.107\t2.173\t1.185\t-0.558\t1.328\t2.215\t0.515\t0.190\t-1.385\t0.000\t0.925\t-0.978\t-1.505\t0.000\t0.705\t0.943\t1.148\t0.859\t1.853\t0.978\t0.810\n1\t0.501\t-1.232\t-1.501\t0.334\t-1.063\t0.879\t1.023\t0.309\t0.000\t0.722\t0.082\t1.652\t2.215\t0.537\t-0.606\t-0.749\t0.000\t0.698\t0.676\t1.171\t1.551\t0.378\t0.788\t0.996\t0.622\t0.359\t0.593\t0.556\n0\t0.424\t-1.379\t-0.987\t1.048\t-0.640\t0.723\t0.165\t1.731\t0.000\t1.075\t-0.432\t0.476\t2.215\t0.495\t-0.569\t-0.944\t0.000\t1.036\t-0.967\t0.667\t3.102\t0.840\t0.904\t1.000\t0.957\t0.385\t0.743\t0.740\n1\t0.396\t-1.560\t0.925\t1.587\t-0.865\t0.541\t-0.119\t1.456\t0.000\t0.562\t1.441\t-1.388\t0.000\t0.431\t1.853\t-0.087\t0.000\t1.343\t0.044\t0.445\t0.000\t0.868\t0.656\t1.098\t0.696\t0.219\t0.661\t0.661\n0\t1.527\t-0.559\t-1.131\t0.688\t-0.239\t1.129\t-1.113\t0.969\t2.173\t0.949\t-0.744\t1.740\t0.000\t1.487\t-1.355\t-0.482\t2.548\t1.200\t1.896\t-0.080\t0.000\t1.001\t2.461\t1.024\t1.299\t1.587\t1.947\t1.548\n0\t1.099\t0.339\t-0.942\t0.882\t-0.040\t0.492\t1.737\t-1.146\t0.000\t0.802\t0.971\t0.419\t2.215\t0.810\t1.527\t1.268\t0.000\t1.218\t0.528\t1.307\t1.551\t0.935\t0.950\t0.992\t0.821\t0.661\t0.675\t0.742\n1\t1.330\t0.713\t-0.182\t1.194\t-0.991\t1.348\t0.420\t1.030\t2.173\t0.603\t-0.545\t-1.287\t0.000\t0.519\t-0.991\t0.463\t2.548\t0.838\t2.012\t-1.362\t0.000\t1.946\t1.484\t1.161\t1.478\t1.005\t1.181\t1.105\n1\t1.005\t-0.134\t0.804\t0.900\t-1.617\t0.830\t0.264\t-1.310\t0.000\t1.414\t-0.882\t0.186\t2.215\t0.543\t0.043\t1.432\t2.548\t0.767\t0.122\t-0.656\t0.000\t0.683\t0.599\t1.080\t1.093\t0.958\t0.901\t0.810\n1\t0.587\t-1.723\t-1.584\t1.163\t0.500\t1.569\t-1.331\t-0.211\t2.173\t0.853\t-0.989\t1.045\t0.000\t0.491\t-0.935\t-0.911\t0.000\t0.473\t-0.208\t-1.208\t3.102\t0.975\t1.290\t1.091\t0.701\t0.885\t0.797\t0.761\n1\t0.881\t-0.756\t0.638\t0.825\t0.596\t0.863\t0.120\t0.465\t2.173\t1.191\t0.818\t1.738\t0.000\t1.096\t-0.436\t-0.389\t2.548\t1.870\t0.667\t-1.356\t0.000\t0.749\t1.100\t0.991\t1.183\t0.921\t0.917\t1.130\n0\t0.574\t-0.435\t-0.208\t0.921\t0.753\t0.507\t-1.484\t-1.268\t0.000\t0.766\t-0.558\t-0.815\t2.215\t0.702\t-0.057\t0.470\t0.000\t0.522\t-1.215\t1.562\t3.102\t1.361\t0.936\t0.983\t0.559\t0.546\t0.586\t0.605\n1\t0.874\t-0.231\t1.279\t0.469\t-1.241\t0.988\t0.258\t0.595\t1.087\t0.719\t-1.052\t-1.670\t0.000\t0.787\t-1.047\t-0.678\t1.274\t1.064\t-2.121\t-0.425\t0.000\t1.189\t0.741\t0.991\t0.880\t1.308\t1.097\t1.016\n0\t1.773\t1.594\t-1.689\t0.671\t-0.863\t1.122\t-0.250\t0.522\t1.087\t0.486\t0.257\t0.546\t2.215\t1.104\t-0.209\t-0.867\t0.000\t0.605\t0.714\t-1.381\t0.000\t0.725\t0.692\t1.025\t1.940\t0.284\t1.240\t1.003\n0\t0.627\t-0.171\t0.273\t1.031\t-1.163\t1.001\t0.629\t1.511\t1.087\t0.750\t-0.820\t0.742\t0.000\t0.777\t0.718\t-0.650\t0.000\t0.562\t1.061\t-0.234\t0.000\t0.942\t0.589\t1.071\t1.010\t0.326\t0.767\t0.720\n1\t1.714\t0.186\t0.528\t1.289\t1.185\t0.419\t1.385\t-0.250\t0.000\t0.817\t1.379\t-1.342\t0.000\t1.067\t0.715\t-0.607\t2.548\t0.632\t1.038\t-1.016\t3.102\t1.034\t0.747\t1.149\t0.888\t0.269\t0.785\t0.821\n1\t0.880\t0.268\t-0.328\t1.763\t-1.128\t1.348\t0.849\t1.488\t0.000\t1.335\t-0.857\t0.371\t1.107\t0.918\t-2.090\t-0.212\t0.000\t1.058\t-1.066\t-0.362\t1.551\t1.118\t1.125\t1.139\t0.968\t0.692\t1.015\t1.036\n0\t1.091\t-1.011\t-0.472\t0.587\t-1.164\t1.120\t1.210\t-1.544\t2.173\t1.256\t0.181\t1.483\t0.000\t1.440\t0.441\t0.437\t0.000\t1.543\t0.854\t0.271\t0.000\t0.937\t0.691\t0.988\t2.388\t1.576\t1.567\t1.310\n0\t1.090\t-1.603\t-0.768\t0.212\t1.488\t0.547\t-0.992\t-0.248\t2.173\t0.810\t-1.672\t1.398\t0.000\t0.568\t-1.030\t0.383\t0.000\t0.853\t-0.164\t1.645\t3.102\t0.880\t0.889\t0.981\t0.676\t0.776\t0.643\t0.617\n0\t0.536\t1.003\t-0.547\t1.158\t1.736\t1.231\t1.996\t0.237\t0.000\t1.488\t1.500\t1.442\t2.215\t1.273\t-0.337\t-1.143\t2.548\t0.850\t-0.167\t-0.292\t0.000\t0.626\t0.768\t0.987\t0.881\t1.939\t1.036\t0.849\n1\t1.541\t0.811\t1.588\t1.078\t-1.276\t0.845\t-0.594\t0.683\t2.173\t0.676\t-0.490\t-0.093\t0.000\t1.140\t0.310\t-0.113\t2.548\t0.771\t-1.945\t-0.948\t0.000\t0.667\t0.697\t0.984\t1.380\t1.001\t1.048\t0.932\n1\t0.557\t0.582\t-1.081\t1.370\t0.459\t1.026\t0.333\t-1.462\t0.000\t1.080\t1.081\t1.019\t1.107\t1.639\t2.198\t-0.534\t0.000\t0.601\t-0.953\t-0.653\t0.000\t0.833\t1.087\t1.190\t0.730\t0.715\t0.732\t0.688\n1\t0.511\t-1.812\t-0.744\t0.683\t-0.679\t0.837\t-0.542\t-1.488\t0.000\t1.183\t0.102\t0.801\t2.215\t0.674\t1.938\t0.955\t0.000\t1.212\t0.594\t-0.059\t3.102\t0.737\t1.006\t1.002\t1.085\t0.827\t0.847\t0.795\n1\t0.773\t0.120\t1.103\t1.161\t-1.675\t1.079\t-2.118\t-0.376\t0.000\t0.936\t-1.601\t1.130\t0.000\t1.121\t-0.166\t-1.252\t2.548\t1.931\t-0.073\t-0.086\t3.102\t0.796\t1.149\t0.983\t1.086\t0.978\t0.949\t1.045\n1\t0.406\t-1.893\t0.722\t1.207\t1.209\t1.436\t2.323\t-0.439\t0.000\t0.562\t-2.204\t-1.249\t0.000\t0.900\t-0.975\t1.266\t2.548\t0.973\t-0.562\t1.056\t3.102\t9.576\t5.150\t0.981\t0.527\t0.196\t3.158\t2.476\n0\t1.250\t-0.255\t-0.634\t0.954\t-1.692\t0.752\t-1.231\t-1.417\t1.087\t0.986\t-0.765\t0.945\t0.000\t1.334\t-0.552\t0.216\t2.548\t0.712\t-0.114\t-1.679\t0.000\t0.918\t0.907\t1.233\t0.907\t1.306\t0.914\t0.827\n0\t0.719\t-0.677\t-1.742\t1.184\t0.783\t0.459\t0.459\t-0.907\t0.000\t0.749\t-0.658\t-0.314\t0.000\t0.636\t0.187\t-1.236\t2.548\t0.494\t-0.618\t1.266\t3.102\t0.982\t0.732\t0.987\t0.758\t0.393\t0.489\t0.616\n1\t1.326\t-1.194\t0.190\t0.524\t0.404\t1.523\t1.023\t1.721\t0.000\t0.409\t0.330\t0.421\t0.000\t0.627\t0.595\t-0.091\t0.000\t0.886\t-0.433\t-1.110\t0.000\t0.914\t0.763\t0.992\t0.827\t0.386\t0.632\t0.671\n0\t0.884\t-1.211\t0.814\t0.539\t0.800\t1.025\t0.215\t-0.300\t2.173\t0.768\t-1.103\t-1.617\t1.107\t0.457\t0.433\t1.624\t0.000\t0.379\t-2.467\t1.372\t0.000\t1.245\t0.829\t0.977\t1.095\t1.540\t1.018\t0.897\n1\t0.793\t0.578\t-1.437\t1.190\t1.452\t1.517\t-2.713\t0.064\t0.000\t0.949\t0.011\t1.361\t0.000\t1.605\t0.700\t1.647\t2.548\t1.572\t-0.838\t1.631\t3.102\t1.060\t0.861\t0.987\t0.606\t1.226\t0.945\t0.936\n1\t1.217\t1.084\t0.024\t0.394\t0.086\t2.125\t1.627\t-1.580\t0.000\t2.598\t0.250\t0.139\t2.215\t0.899\t-0.377\t-1.339\t0.000\t0.779\t0.503\t1.586\t1.551\t1.274\t0.771\t0.995\t0.769\t1.259\t0.935\t0.799\n0\t0.982\t-1.470\t1.681\t0.499\t-1.505\t0.552\t-0.975\t-0.130\t0.000\t0.942\t0.287\t-1.059\t2.215\t0.689\t0.648\t1.574\t0.000\t1.465\t-0.690\t0.479\t3.102\t0.702\t0.955\t1.002\t0.905\t1.217\t0.817\t0.779\n0\t1.270\t-0.512\t1.322\t0.595\t0.757\t0.453\t-2.820\t0.081\t0.000\t1.641\t-0.413\t-0.654\t2.215\t0.971\t2.571\t1.152\t0.000\t1.293\t-0.757\t-1.655\t3.102\t10.180\t5.401\t0.980\t1.295\t1.081\t3.300\t2.413\n0\t0.561\t-0.002\t-1.356\t0.975\t-0.001\t0.691\t0.555\t0.704\t0.000\t0.780\t2.101\t-1.507\t0.000\t1.668\t-0.561\t-0.990\t2.548\t1.177\t-0.808\t0.438\t3.102\t1.986\t1.896\t0.990\t0.761\t1.046\t1.521\t1.207\n0\t0.898\t-0.888\t1.496\t0.852\t0.488\t0.786\t-1.368\t0.343\t2.173\t1.158\t-1.175\t-1.254\t2.215\t0.401\t0.119\t-1.475\t0.000\t0.499\t-0.862\t-0.404\t0.000\t0.507\t0.750\t0.988\t0.949\t1.397\t0.856\t0.685\n0\t0.401\t-1.310\t1.347\t1.524\t-0.226\t1.071\t-0.651\t-1.715\t2.173\t0.712\t-2.171\t-0.288\t0.000\t1.153\t-0.911\t1.069\t0.000\t1.555\t-0.167\t0.073\t3.102\t1.594\t1.305\t1.070\t1.200\t1.400\t1.123\t0.968\n0\t0.753\t1.034\t1.414\t0.999\t0.420\t1.665\t0.426\t-0.673\t0.000\t2.501\t0.630\t0.995\t2.215\t1.896\t-0.072\t-0.883\t2.548\t0.533\t0.365\t0.584\t0.000\t1.303\t0.973\t0.987\t0.789\t2.453\t1.560\t1.244\n0\t1.460\t-1.466\t0.411\t0.866\t-0.507\t1.207\t-0.818\t-1.229\t0.000\t0.803\t-0.383\t0.600\t2.215\t0.281\t-0.974\t1.283\t0.000\t1.262\t0.329\t-1.674\t0.000\t0.815\t0.857\t1.146\t0.883\t0.299\t0.741\t0.796\n0\t1.057\t0.392\t-1.160\t0.794\t-0.089\t0.859\t0.138\t0.084\t2.173\t1.851\t-0.622\t1.398\t0.000\t0.793\t-1.359\t0.919\t0.000\t0.574\t1.664\t-0.325\t0.000\t1.128\t1.219\t1.044\t0.824\t0.895\t1.108\t1.020\n1\t0.854\t0.541\t0.634\t1.425\t-0.009\t1.668\t1.234\t-1.529\t2.173\t0.823\t2.188\t-0.303\t0.000\t0.539\t0.790\t-0.559\t0.000\t1.796\t1.467\t0.970\t0.000\t0.800\t0.690\t0.996\t1.605\t0.253\t0.986\t0.923\n1\t0.315\t1.685\t1.697\t1.676\t0.882\t1.172\t-0.317\t-1.414\t2.173\t2.171\t-0.269\t-0.726\t0.000\t1.801\t1.381\t0.950\t1.274\t0.842\t-0.339\t0.570\t0.000\t0.839\t1.211\t0.987\t0.781\t2.447\t1.690\t1.416\n0\t0.869\t0.648\t-1.549\t0.999\t1.491\t0.399\t0.568\t-0.446\t0.000\t0.500\t-0.269\t0.387\t2.215\t0.351\t2.252\t-0.311\t0.000\t0.926\t1.255\t-0.188\t3.102\t0.743\t0.802\t0.988\t0.783\t0.694\t0.745\t0.675\n0\t0.912\t1.504\t1.203\t0.790\t0.084\t0.846\t-1.057\t1.581\t0.000\t1.488\t0.111\t-0.017\t2.215\t1.213\t-0.412\t-0.375\t0.000\t1.831\t1.837\t-1.681\t0.000\t1.875\t1.209\t0.995\t1.179\t0.934\t1.061\t1.188\n1\t0.728\t-0.063\t-0.311\t1.206\t1.060\t0.817\t-0.510\t0.935\t0.000\t1.118\t-1.131\t-0.131\t2.215\t1.036\t0.179\t1.304\t0.000\t1.702\t-1.809\t-0.738\t0.000\t0.973\t0.938\t1.226\t1.061\t0.930\t1.104\t0.941\n1\t1.040\t1.814\t0.953\t0.785\t-0.364\t0.974\t2.446\t-0.476\t0.000\t0.613\t2.292\t1.264\t0.000\t0.945\t0.785\t1.731\t2.548\t0.431\t1.207\t1.453\t1.551\t1.644\t0.982\t1.160\t0.870\t0.189\t0.830\t0.754\n1\t1.215\t-0.573\t-0.050\t0.248\t0.289\t1.277\t-1.133\t0.243\t0.000\t1.883\t-1.086\t-1.589\t0.000\t1.283\t-0.705\t-1.390\t2.548\t0.489\t-1.173\t-0.290\t0.000\t1.000\t1.055\t0.989\t0.932\t0.377\t0.883\t0.775\n0\t1.924\t-0.015\t0.357\t0.038\t1.009\t0.934\t0.426\t-1.028\t1.087\t1.252\t1.215\t-0.350\t0.000\t2.856\t-1.044\t1.313\t0.000\t1.395\t1.008\t1.049\t0.000\t0.758\t1.239\t0.829\t1.130\t1.309\t1.349\t1.200\n0\t1.267\t1.313\t0.403\t0.729\t1.386\t0.615\t-0.538\t0.839\t1.087\t0.480\t0.230\t-1.035\t2.215\t1.548\t-0.878\t-0.817\t0.000\t0.922\t0.674\t-1.456\t0.000\t1.509\t0.876\t1.032\t1.125\t0.856\t0.841\t1.014\n0\t3.593\t0.242\t0.321\t1.261\t0.651\t1.850\t0.154\t-1.486\t2.173\t0.817\t2.302\t-1.007\t0.000\t0.866\t-0.558\t0.698\t0.000\t1.041\t0.931\t-1.162\t0.000\t0.840\t0.580\t0.975\t2.398\t0.760\t1.517\t1.259\n0\t0.873\t-0.567\t-1.218\t1.008\t1.333\t1.187\t2.130\t-0.527\t0.000\t1.423\t-0.476\t1.142\t2.215\t1.407\t0.418\t0.258\t2.548\t1.354\t1.086\t-0.926\t0.000\t1.059\t1.461\t0.987\t0.778\t1.306\t1.757\t1.539\n0\t0.874\t1.474\t0.182\t1.018\t-0.547\t1.012\t-0.139\t1.026\t2.173\t0.931\t0.858\t-0.188\t2.215\t1.054\t-0.586\t1.578\t0.000\t0.965\t-0.643\t-0.908\t0.000\t0.875\t1.002\t0.987\t0.548\t1.481\t0.996\t0.992\n1\t0.359\t-0.913\t0.872\t1.107\t1.432\t1.509\t-0.149\t0.046\t0.000\t0.636\t-1.672\t-1.575\t0.000\t1.227\t1.568\t-1.287\t0.000\t1.343\t0.713\t1.602\t0.000\t0.915\t1.014\t0.984\t0.803\t0.840\t0.919\t0.806\n0\t1.900\t0.155\t0.948\t1.185\t0.584\t0.645\t1.440\t-1.265\t0.000\t0.661\t-0.942\t0.465\t2.215\t1.128\t-0.421\t-0.793\t2.548\t0.857\t-0.803\t-1.398\t0.000\t0.501\t0.714\t0.992\t1.261\t0.864\t0.940\t0.884\n0\t3.131\t-0.361\t-0.598\t0.745\t1.556\t1.909\t-0.735\t1.204\t0.000\t1.456\t-1.008\t-0.380\t1.107\t0.815\t-0.377\t1.355\t1.274\t1.005\t-1.625\t1.242\t0.000\t1.361\t0.818\t1.972\t1.253\t1.214\t1.208\t1.331\n0\t0.673\t-0.700\t1.510\t1.549\t-1.554\t0.476\t-0.059\t0.045\t0.000\t0.775\t-0.708\t0.666\t0.000\t0.830\t0.599\t-0.653\t2.548\t0.398\t-1.126\t0.317\t0.000\t0.813\t0.910\t0.985\t0.818\t0.715\t0.705\t0.764\n0\t0.468\t-0.783\t-0.745\t1.750\t1.042\t1.198\t-1.845\t-0.575\t0.000\t2.480\t-0.125\t1.375\t2.215\t1.703\t0.085\t-0.700\t0.000\t1.753\t-0.175\t0.264\t3.102\t0.925\t0.872\t1.253\t1.112\t1.587\t1.165\t1.029\n0\t1.199\t0.277\t-0.242\t0.308\t0.591\t1.072\t-0.169\t0.965\t2.173\t1.379\t0.361\t-0.795\t2.215\t0.593\t-0.045\t0.463\t0.000\t1.072\t-0.074\t-1.514\t0.000\t0.860\t0.907\t0.981\t0.979\t1.855\t1.001\t0.818\n1\t2.513\t-0.748\t1.308\t0.061\t-1.302\t0.892\t-1.071\t-0.890\t2.173\t0.806\t-1.090\t0.380\t0.000\t0.332\t0.892\t0.068\t2.548\t0.697\t1.539\t-0.204\t0.000\t0.241\t1.604\t0.982\t0.814\t0.977\t0.940\t1.034\n0\t0.630\t-1.672\t-1.182\t2.606\t-1.578\t0.731\t-0.752\t0.856\t0.000\t0.766\t-0.702\t-0.114\t0.000\t1.425\t-0.196\t-0.091\t2.548\t0.427\t0.005\t0.530\t3.102\t1.220\t0.955\t0.981\t1.143\t0.323\t1.386\t1.279\n1\t1.101\t-2.331\t-0.601\t0.580\t0.611\t0.571\t-0.150\t1.585\t2.173\t0.980\t-1.958\t0.169\t0.000\t0.576\t-1.793\t0.842\t0.000\t0.760\t-0.723\t-1.026\t3.102\t0.658\t0.784\t0.987\t1.371\t0.557\t0.896\t0.834\n1\t1.929\t0.444\t-0.895\t0.308\t-0.778\t1.688\t0.644\t0.965\t2.173\t1.353\t2.194\t-1.070\t0.000\t1.111\t0.309\t0.111\t1.274\t0.500\t0.839\t1.472\t0.000\t1.077\t1.459\t0.986\t1.664\t1.219\t1.436\t1.268\n1\t0.846\t1.102\t0.846\t0.465\t1.693\t0.538\t0.672\t1.645\t0.000\t2.005\t-0.167\t-0.178\t2.215\t1.088\t-0.598\t-1.039\t2.548\t0.719\t0.229\t1.040\t0.000\t0.531\t0.869\t0.987\t1.835\t1.165\t1.405\t1.128\n0\t2.721\t-0.080\t0.877\t0.396\t1.161\t0.743\t-0.583\t-0.843\t0.000\t0.671\t0.159\t-0.901\t0.000\t0.925\t-0.990\t-0.385\t2.548\t0.916\t-0.248\t1.211\t3.102\t0.628\t0.721\t1.000\t1.096\t0.753\t0.717\t0.776\n0\t0.335\t1.069\t-1.529\t0.156\t0.552\t0.669\t1.616\t0.856\t0.000\t1.524\t-0.610\t-1.003\t2.215\t0.754\t0.358\t1.021\t2.548\t0.867\t2.003\t0.016\t0.000\t0.923\t0.874\t0.978\t0.826\t1.259\t1.472\t1.191\n0\t1.532\t-0.071\t-0.894\t0.077\t-0.853\t1.843\t0.233\t-0.458\t2.173\t3.116\t-1.174\t1.737\t1.107\t2.168\t1.211\t0.455\t0.000\t2.108\t0.421\t0.732\t0.000\t1.158\t2.167\t0.998\t1.946\t4.263\t2.984\t2.207\n0\t0.962\t-0.519\t0.792\t1.389\t1.306\t1.237\t2.711\t-1.296\t0.000\t1.350\t0.717\t0.558\t0.000\t2.291\t0.250\t-0.034\t1.274\t0.435\t-1.540\t-1.657\t0.000\t0.848\t0.819\t0.992\t1.262\t0.544\t1.587\t1.654\n0\t0.626\t0.301\t-1.678\t0.230\t1.094\t1.020\t-1.143\t0.513\t2.173\t1.183\t0.209\t-0.928\t2.215\t0.635\t-1.149\t1.490\t0.000\t0.519\t-1.270\t-0.335\t0.000\t0.637\t0.979\t0.992\t1.794\t1.963\t1.369\t1.119\n0\t0.589\t-1.076\t-1.285\t1.041\t0.270\t1.329\t-1.797\t0.219\t0.000\t1.519\t-1.480\t1.702\t0.000\t0.869\t-1.034\t-1.048\t2.548\t1.106\t-0.409\t1.525\t0.000\t0.950\t0.838\t1.070\t0.575\t0.255\t0.490\t0.602\n1\t0.725\t1.494\t-0.973\t1.366\t-0.197\t1.281\t0.573\t1.407\t2.173\t0.505\t0.758\t-0.718\t0.000\t0.475\t1.593\t0.769\t0.000\t0.395\t-1.058\t-0.922\t0.000\t0.823\t1.050\t0.988\t0.915\t0.830\t1.118\t0.885\n0\t0.459\t0.027\t-1.104\t1.304\t1.564\t1.428\t0.314\t-0.528\t2.173\t1.706\t0.791\t1.011\t2.215\t0.991\t0.540\t0.130\t0.000\t0.668\t0.114\t-1.404\t0.000\t0.906\t1.027\t0.982\t1.482\t2.330\t1.483\t1.151\n0\t0.665\t-0.224\t1.578\t1.155\t-0.342\t1.073\t0.488\t-1.440\t0.000\t0.730\t-0.015\t0.094\t2.215\t0.810\t-0.795\t0.454\t0.000\t1.132\t0.762\t0.973\t1.551\t0.934\t0.793\t1.199\t0.726\t0.705\t0.650\t0.598\n0\t0.464\t-0.327\t0.009\t1.798\t-1.317\t1.031\t1.264\t0.290\t0.000\t0.802\t0.971\t1.131\t2.215\t0.720\t1.188\t-0.358\t0.000\t1.143\t-1.065\t-1.712\t3.102\t0.857\t1.186\t1.176\t1.129\t1.301\t0.885\t0.849\n1\t0.473\t1.141\t0.371\t1.032\t-1.253\t2.915\t0.341\t-1.518\t0.000\t1.908\t0.474\t0.491\t0.000\t1.836\t-0.395\t-0.234\t1.274\t2.080\t-0.587\t0.937\t3.102\t1.206\t1.336\t0.989\t1.125\t1.315\t1.109\t1.023\n0\t0.968\t-2.219\t-1.049\t1.000\t-1.408\t0.852\t0.083\t0.364\t2.173\t0.683\t0.656\t-1.737\t0.000\t0.546\t0.680\t-0.427\t0.000\t0.607\t0.641\t0.993\t0.000\t0.867\t0.996\t0.990\t0.693\t0.465\t0.995\t1.014\n0\t0.776\t-1.556\t0.544\t0.437\t1.725\t0.453\t1.130\t-1.011\t1.087\t1.080\t0.530\t1.614\t1.107\t0.730\t-2.313\t0.199\t0.000\t0.504\t0.194\t-0.626\t0.000\t1.334\t1.753\t0.986\t1.042\t0.785\t1.328\t1.082\n1\t2.332\t0.058\t1.446\t0.780\t-1.460\t1.884\t-1.155\t-0.807\t0.000\t1.186\t-0.377\t0.440\t0.000\t1.115\t-0.906\t0.453\t0.000\t0.806\t-0.284\t0.854\t3.102\t0.545\t0.621\t0.987\t0.667\t0.528\t0.727\t0.818\n1\t0.714\t-0.154\t1.130\t0.623\t-0.824\t0.558\t0.569\t-1.271\t0.000\t0.886\t0.513\t0.167\t2.215\t1.313\t0.225\t-0.860\t0.000\t0.660\t2.012\t0.703\t0.000\t0.790\t0.900\t0.985\t0.683\t0.642\t0.610\t0.584\n1\t1.550\t-0.157\t0.227\t1.559\t1.558\t2.453\t1.147\t1.137\t0.000\t2.864\t-0.195\t-0.223\t0.000\t2.075\t0.607\t-0.651\t1.274\t3.513\t0.228\t-1.307\t0.000\t3.564\t1.964\t2.007\t1.600\t0.946\t1.328\t1.332\n1\t0.360\t0.689\t-0.639\t2.863\t-0.031\t1.313\t0.146\t1.230\t0.000\t0.766\t-0.042\t-1.128\t0.000\t1.123\t0.427\t-1.631\t1.274\t0.972\t1.530\t-0.932\t0.000\t0.974\t0.756\t0.987\t0.768\t0.884\t0.867\t0.771\n1\t0.919\t-0.701\t-1.249\t0.960\t0.500\t0.800\t-1.109\t0.748\t2.173\t0.901\t-0.355\t0.083\t2.215\t1.237\t-0.191\t-1.228\t0.000\t0.730\t1.832\t-1.525\t0.000\t1.615\t1.469\t1.301\t0.893\t0.855\t1.282\t1.086\n1\t0.789\t0.664\t1.558\t1.660\t1.138\t1.195\t0.883\t-0.415\t2.173\t0.778\t0.528\t-1.229\t0.000\t0.544\t-0.253\t0.022\t2.548\t0.905\t0.953\t0.958\t0.000\t1.061\t0.818\t0.989\t1.492\t0.731\t1.045\t0.897\n1\t0.615\t0.017\t1.704\t0.716\t-0.399\t1.086\t-0.430\t-0.758\t1.087\t0.619\t1.515\t1.698\t0.000\t1.682\t0.134\t0.625\t0.000\t0.603\t-0.568\t1.230\t3.102\t1.761\t1.087\t0.987\t0.738\t0.842\t1.118\t0.927\n0\t0.556\t-1.548\t-1.037\t0.856\t0.212\t0.933\t-0.905\t-1.292\t2.173\t0.920\t2.570\t-0.033\t0.000\t1.296\t-1.176\t0.440\t0.000\t1.451\t-0.343\t1.508\t3.102\t0.877\t0.872\t0.985\t1.062\t0.779\t0.898\t0.764\n1\t0.522\t0.561\t-0.392\t0.367\t1.553\t0.621\t-0.646\t-0.865\t0.000\t1.155\t0.931\t1.220\t2.215\t1.188\t0.769\t0.298\t2.548\t0.467\t0.950\t-1.077\t0.000\t0.853\t1.063\t0.995\t0.828\t0.922\t0.931\t0.854\n1\t1.723\t1.079\t-0.866\t0.191\t0.790\t1.872\t0.813\t0.741\t2.173\t0.968\t0.703\t-1.259\t0.000\t0.779\t0.582\t1.517\t0.000\t0.502\t-0.368\t-0.832\t3.102\t0.978\t0.606\t0.992\t1.554\t1.227\t1.058\t0.999\n1\t0.348\t-0.112\t1.501\t1.172\t0.418\t1.730\t1.434\t-1.573\t2.173\t2.008\t1.420\t-0.417\t2.215\t1.016\t0.881\t0.895\t0.000\t0.473\t-0.128\t-0.415\t0.000\t0.929\t0.968\t0.988\t2.752\t2.367\t2.321\t1.720\n1\t0.329\t0.542\t0.901\t1.701\t-0.135\t1.082\t0.772\t-1.682\t2.173\t0.532\t1.597\t0.693\t0.000\t0.677\t0.211\t-1.084\t2.548\t0.470\t0.270\t-0.217\t0.000\t0.664\t0.972\t0.990\t0.819\t0.623\t0.887\t0.743\n0\t0.591\t0.231\t0.615\t1.102\t1.663\t0.662\t-0.145\t1.699\t1.087\t0.759\t0.400\t0.948\t0.000\t1.008\t0.362\t-0.639\t0.000\t1.500\t-0.176\t-0.259\t3.102\t1.111\t1.159\t0.987\t0.834\t1.035\t0.763\t0.740\n0\t1.025\t-1.817\t-1.011\t1.285\t-1.580\t0.775\t-0.523\t-0.007\t2.173\t0.773\t-1.053\t1.045\t0.000\t0.858\t0.359\t-0.669\t0.000\t0.700\t1.317\t0.708\t0.000\t0.971\t1.044\t0.982\t1.333\t0.876\t1.207\t1.392\n1\t1.991\t-1.558\t0.725\t0.671\t0.446\t1.110\t-1.014\t-1.522\t2.173\t1.018\t-0.341\t-0.765\t2.215\t0.853\t-0.362\t-0.197\t0.000\t0.393\t0.363\t1.272\t0.000\t0.677\t1.025\t1.007\t1.313\t1.124\t1.161\t0.941\n0\t1.172\t0.155\t-0.552\t0.611\t-1.569\t0.671\t-0.833\t0.405\t0.000\t1.070\t0.594\t-1.652\t2.215\t0.600\t0.481\t0.773\t0.000\t1.276\t-0.019\t0.191\t3.102\t0.921\t1.279\t0.987\t0.715\t1.104\t0.831\t0.773\n0\t0.410\t-0.956\t0.737\t1.888\t0.359\t1.378\t0.823\t-1.663\t0.000\t0.962\t0.625\t-0.776\t1.107\t1.362\t-0.845\t0.097\t2.548\t1.040\t1.416\t-1.534\t0.000\t0.847\t1.096\t0.989\t0.899\t1.363\t1.482\t2.122\n0\t0.317\t-0.989\t0.432\t2.230\t-0.761\t1.020\t0.823\t1.739\t2.173\t0.693\t-0.309\t1.131\t0.000\t0.773\t-0.682\t-0.648\t2.548\t0.991\t-1.804\t0.407\t0.000\t0.883\t1.209\t1.023\t0.504\t1.338\t1.160\t1.289\n1\t0.376\t1.678\t0.710\t1.470\t-1.277\t0.965\t1.029\t-1.140\t2.173\t0.986\t0.719\t0.360\t0.000\t0.534\t-0.036\t1.293\t2.548\t0.705\t0.847\t-0.260\t0.000\t0.595\t1.128\t1.005\t0.818\t0.885\t0.758\t0.756\n0\t0.506\t-0.067\t1.275\t0.365\t-0.463\t0.634\t-0.824\t-0.877\t2.173\t0.632\t-0.171\t1.044\t0.000\t0.409\t-1.426\t-0.997\t0.000\t0.910\t-0.659\t0.873\t3.102\t0.946\t0.952\t0.986\t0.568\t0.804\t0.616\t0.565\n1\t0.894\t1.433\t-0.254\t0.554\t1.419\t0.746\t0.360\t-1.308\t0.000\t1.064\t1.248\t0.602\t2.215\t0.490\t-1.058\t1.443\t0.000\t1.277\t0.536\t1.343\t3.102\t1.131\t0.870\t0.986\t0.730\t0.736\t0.909\t0.857\n0\t0.723\t-0.942\t0.570\t2.772\t-1.632\t0.752\t-0.857\t-0.366\t0.000\t1.700\t0.281\t0.108\t2.215\t1.312\t-0.374\t-1.733\t1.274\t0.731\t0.974\t0.117\t0.000\t1.443\t1.160\t1.797\t0.964\t1.679\t1.391\t1.254\n1\t1.328\t0.802\t1.246\t1.645\t0.636\t1.199\t0.544\t-1.621\t0.000\t0.422\t0.546\t-0.296\t0.000\t1.736\t0.602\t-0.867\t2.548\t0.481\t0.961\t-0.738\t3.102\t0.937\t0.836\t1.069\t0.728\t0.192\t0.857\t0.757\n1\t0.911\t-0.888\t-0.319\t2.009\t-1.365\t1.312\t0.399\t0.802\t2.173\t0.407\t0.172\t-0.126\t0.000\t0.300\t-0.363\t-1.432\t0.000\t0.552\t0.590\t-1.104\t0.000\t0.519\t0.829\t1.515\t0.823\t0.498\t1.171\t0.877\n1\t0.470\t1.532\t-0.364\t0.980\t1.076\t0.668\t-0.660\t0.864\t1.087\t0.968\t0.331\t-0.828\t2.215\t0.389\t2.034\t-1.359\t0.000\t0.455\t-0.812\t-0.635\t0.000\t0.977\t1.134\t0.989\t0.874\t1.335\t0.883\t0.786\n1\t0.471\t1.800\t-0.519\t0.221\t0.342\t0.858\t1.238\t1.570\t2.173\t0.480\t1.323\t-0.275\t0.000\t0.790\t1.782\t0.863\t0.000\t1.056\t0.245\t0.776\t3.102\t0.857\t0.932\t0.976\t0.627\t0.830\t0.680\t0.656\n0\t1.039\t-0.887\t-0.598\t2.530\t-0.884\t0.738\t-1.702\t0.992\t0.000\t1.022\t-2.322\t0.721\t0.000\t0.689\t-1.284\t0.515\t2.548\t1.090\t-1.122\t-1.727\t3.102\t0.774\t0.875\t0.996\t1.074\t0.597\t0.840\t1.191\n0\t0.407\t1.132\t-0.697\t1.627\t1.534\t0.949\t-0.443\t-1.406\t2.173\t1.238\t0.047\t-0.145\t0.000\t2.054\t-0.081\t0.526\t2.548\t0.810\t-1.056\t-0.412\t0.000\t0.973\t1.073\t1.020\t1.224\t1.742\t1.210\t1.162\n1\t0.574\t-0.320\t-1.254\t0.758\t-0.309\t1.311\t-0.021\t-1.688\t2.173\t1.141\t0.145\t0.914\t0.000\t1.425\t-0.284\t-0.260\t0.000\t0.893\t0.577\t-0.567\t0.000\t0.878\t1.340\t0.988\t0.602\t0.678\t0.784\t0.741\n1\t0.755\t0.421\t-1.067\t1.036\t1.670\t0.690\t-0.169\t-0.360\t1.087\t2.072\t0.802\t0.612\t2.215\t0.780\t0.212\t1.553\t0.000\t0.541\t0.173\t-1.474\t0.000\t0.920\t1.203\t0.989\t0.882\t1.631\t1.147\t1.048\n1\t1.544\t-0.667\t1.683\t0.460\t-0.673\t0.901\t-0.688\t0.382\t2.173\t0.597\t-0.377\t-1.029\t0.000\t0.847\t0.262\t-0.240\t2.548\t0.812\t0.275\t1.323\t0.000\t0.842\t1.027\t0.995\t0.868\t0.803\t0.810\t0.721\n1\t0.703\t0.975\t-1.061\t1.224\t1.205\t0.560\t1.361\t-1.363\t0.000\t1.806\t0.808\t0.167\t2.215\t0.868\t2.033\t1.453\t0.000\t0.842\t0.068\t-0.932\t3.102\t0.903\t0.929\t1.145\t1.182\t1.024\t1.036\t0.901\n1\t1.020\t-0.172\t0.051\t0.827\t1.679\t0.850\t0.651\t-0.794\t0.000\t1.380\t-0.696\t1.451\t2.215\t1.563\t-0.844\t0.068\t0.000\t1.259\t0.749\t-1.442\t0.000\t0.891\t0.735\t1.266\t0.985\t0.908\t0.987\t0.886\n0\t0.631\t0.317\t-0.817\t0.249\t-0.317\t0.541\t-0.592\t1.415\t0.000\t0.835\t-1.181\t0.111\t2.215\t1.423\t1.171\t-1.178\t1.274\t1.342\t-1.150\t0.793\t0.000\t0.869\t0.892\t0.976\t1.174\t2.141\t1.345\t1.076\n1\t0.567\t1.648\t-0.361\t0.958\t1.051\t0.952\t0.926\t-0.732\t2.173\t0.832\t0.466\t1.667\t0.000\t1.031\t1.290\t0.131\t2.548\t1.429\t1.008\t1.331\t0.000\t0.678\t1.012\t0.988\t0.947\t0.916\t0.891\t0.781\n0\t1.134\t-0.303\t-0.806\t1.270\t-1.358\t0.720\t0.140\t0.842\t0.000\t0.410\t0.097\t-0.101\t0.000\t0.310\t1.538\t1.343\t0.000\t0.576\t1.156\t-1.669\t3.102\t0.868\t0.746\t0.984\t0.866\t0.484\t0.709\t0.735\n1\t0.758\t0.682\t-0.444\t0.938\t-1.632\t1.179\t-0.084\t0.624\t0.000\t0.880\t0.535\t0.412\t0.000\t1.320\t0.587\t1.483\t2.548\t2.797\t0.726\t-1.090\t1.551\t0.934\t0.869\t1.024\t0.698\t1.089\t0.735\t0.650\n1\t1.095\t-0.733\t0.372\t0.939\t0.191\t1.186\t0.014\t-1.148\t2.173\t0.896\t-0.208\t1.243\t0.000\t0.647\t-2.172\t-0.622\t0.000\t0.612\t0.423\t1.064\t3.102\t1.923\t1.222\t1.002\t1.687\t0.853\t1.124\t1.103\n1\t0.433\t0.852\t-1.542\t1.366\t0.726\t1.085\t-0.534\t-1.507\t0.000\t0.814\t-0.632\t-1.026\t2.215\t1.652\t-1.256\t-0.104\t0.000\t1.415\t0.489\t0.883\t3.102\t0.897\t0.972\t0.990\t0.604\t1.151\t0.947\t1.158\n0\t0.416\t-1.352\t0.839\t0.854\t1.269\t0.978\t-0.442\t-1.513\t2.173\t0.898\t2.369\t0.484\t0.000\t0.764\t0.045\t-0.462\t2.548\t1.698\t-0.947\t-0.406\t0.000\t4.819\t2.601\t0.983\t0.871\t0.915\t1.898\t1.486\n0\t0.535\t1.359\t1.126\t1.322\t-1.572\t1.203\t1.087\t-1.301\t1.087\t1.973\t-0.763\t0.410\t2.215\t1.053\t-0.945\t-0.083\t0.000\t0.593\t-2.137\t-0.134\t0.000\t0.789\t0.844\t0.992\t0.815\t3.348\t1.654\t1.385\n0\t1.719\t0.561\t1.517\t0.784\t-1.006\t0.942\t0.932\t0.153\t0.000\t0.345\t0.832\t1.035\t0.000\t0.795\t0.857\t-1.473\t2.548\t0.811\t0.179\t-0.663\t3.102\t0.866\t0.917\t1.229\t0.758\t0.469\t0.615\t0.697\n1\t1.040\t-0.803\t1.637\t0.264\t-0.814\t1.819\t0.055\t0.353\t0.000\t1.541\t-0.934\t-0.811\t2.215\t1.701\t-0.112\t-1.387\t0.000\t1.762\t-0.267\t1.163\t3.102\t1.301\t1.135\t0.979\t0.914\t1.534\t1.142\t1.018\n"
  },
  {
    "path": "examples/regression/regression.train.init",
    "content": "0.375\n0.951\n0.732\n0.599\n0.156\n0.156\n0.058\n0.866\n0.601\n0.708\n0.021\n0.970\n0.832\n0.212\n0.182\n0.183\n0.304\n0.525\n0.432\n0.291\n0.612\n0.139\n0.292\n0.366\n0.456\n0.785\n0.200\n0.514\n0.592\n0.046\n0.608\n0.171\n0.065\n0.949\n0.966\n0.808\n0.305\n0.098\n0.684\n0.440\n0.122\n0.495\n0.034\n0.909\n0.259\n0.663\n0.312\n0.520\n0.547\n0.185\n0.970\n0.775\n0.939\n0.895\n0.598\n0.922\n0.088\n0.196\n0.045\n0.325\n0.389\n0.271\n0.829\n0.357\n0.281\n0.543\n0.141\n0.802\n0.075\n0.987\n0.772\n0.199\n0.006\n0.815\n0.707\n0.729\n0.771\n0.074\n0.358\n0.116\n0.863\n0.623\n0.331\n0.064\n0.311\n0.325\n0.730\n0.638\n0.887\n0.472\n0.120\n0.713\n0.761\n0.561\n0.771\n0.494\n0.523\n0.428\n0.025\n0.108\n0.031\n0.636\n0.314\n0.509\n0.908\n0.249\n0.410\n0.756\n0.229\n0.077\n0.290\n0.161\n0.930\n0.808\n0.633\n0.871\n0.804\n0.187\n0.893\n0.539\n0.807\n0.896\n0.318\n0.110\n0.228\n0.427\n0.818\n0.861\n0.007\n0.511\n0.417\n0.222\n0.120\n0.338\n0.943\n0.323\n0.519\n0.703\n0.364\n0.972\n0.962\n0.252\n0.497\n0.301\n0.285\n0.037\n0.610\n0.503\n0.051\n0.279\n0.908\n0.240\n0.145\n0.489\n0.986\n0.242\n0.672\n0.762\n0.238\n0.728\n0.368\n0.632\n0.634\n0.536\n0.090\n0.835\n0.321\n0.187\n0.041\n0.591\n0.678\n0.017\n0.512\n0.226\n0.645\n0.174\n0.691\n0.387\n0.937\n0.138\n0.341\n0.113\n0.925\n0.877\n0.258\n0.660\n0.817\n0.555\n0.530\n0.242\n0.093\n0.897\n0.900\n0.633\n0.339\n0.349\n0.726\n0.897\n0.887\n0.780\n0.642\n0.084\n0.162\n0.899\n0.606\n0.009\n0.101\n0.664\n0.005\n0.161\n0.549\n0.692\n0.652\n0.224\n0.712\n0.237\n0.325\n0.746\n0.650\n0.849\n0.658\n0.568\n0.094\n0.368\n0.265\n0.244\n0.973\n0.393\n0.892\n0.631\n0.795\n0.503\n0.577\n0.493\n0.195\n0.722\n0.281\n0.024\n0.645\n0.177\n0.940\n0.954\n0.915\n0.370\n0.015\n0.928\n0.428\n0.967\n0.964\n0.853\n0.294\n0.385\n0.851\n0.317\n0.169\n0.557\n0.936\n0.696\n0.570\n0.097\n0.615\n0.990\n0.140\n0.518\n0.877\n0.741\n0.697\n0.702\n0.359\n0.294\n0.809\n0.810\n0.867\n0.913\n0.511\n0.502\n0.798\n0.650\n0.702\n0.796\n0.890\n0.338\n0.376\n0.094\n0.578\n0.036\n0.466\n0.543\n0.287\n0.591\n0.031\n0.037\n0.823\n0.360\n0.127\n0.522\n0.770\n0.216\n0.623\n0.085\n0.052\n0.531\n0.541\n0.637\n0.726\n0.976\n0.516\n0.323\n0.795\n0.271\n0.439\n0.078\n0.025\n0.963\n0.836\n0.696\n0.409\n0.173\n0.156\n0.250\n0.549\n0.715\n0.660\n0.280\n0.955\n0.738\n0.554\n0.612\n0.420\n0.248\n0.356\n0.758\n0.014\n0.116\n0.046\n0.041\n0.855\n0.704\n0.474\n0.098\n0.492\n0.473\n0.173\n0.434\n0.399\n0.616\n0.635\n0.045\n0.375\n0.626\n0.503\n0.856\n0.659\n0.163\n0.071\n0.642\n0.027\n0.586\n0.940\n0.575\n0.388\n0.643\n0.458\n0.546\n0.941\n0.386\n0.961\n0.905\n0.196\n0.069\n0.101\n0.018\n0.094\n0.683\n0.071\n0.319\n0.845\n0.023\n0.814\n0.282\n0.118\n0.697\n0.629\n0.877\n0.735\n0.803\n0.282\n0.177\n0.751\n0.807\n0.991\n0.413\n0.372\n0.776\n0.341\n0.931\n0.858\n0.429\n0.751\n0.755\n0.103\n0.903\n0.505\n0.826\n0.320\n0.896\n0.389\n0.011\n0.905\n0.091\n0.319\n0.950\n0.951\n0.573\n0.632\n0.448\n0.293\n0.329\n0.673\n0.752\n0.792\n0.790\n0.091\n0.494\n0.058\n0.550\n0.442\n0.888\n0.351\n0.117\n0.143\n0.762\n0.618\n0.101\n0.084\n0.701\n0.073\n0.822\n0.706\n0.081\n0.085\n0.987\n0.374\n0.371\n0.813\n0.947\n0.986\n0.753\n0.376\n0.084\n0.777\n0.558\n0.424\n0.906\n0.111\n0.493\n0.011\n0.469\n0.056\n0.119\n0.118\n0.649\n0.746\n0.583\n0.962\n0.375\n0.286\n0.869\n0.224\n0.963\n0.012\n0.970\n0.043\n0.891\n0.528\n0.993\n0.074\n0.554\n0.969\n0.523\n0.629\n0.696\n0.455\n0.628\n0.584\n0.901\n0.045\n0.281\n0.950\n0.890\n0.456\n0.620\n0.277\n0.188\n0.464\n0.353\n0.584\n0.078\n0.974\n0.986\n0.698\n0.536\n0.310\n0.814\n0.685\n0.163\n0.911\n0.823\n0.950\n0.726\n0.613\n0.418\n0.933\n0.866\n0.045\n0.026\n0.376\n0.811\n0.987\n0.150\n0.594\n0.381\n0.970\n0.842\n0.838\n0.469\n0.415\n0.273\n0.056\n0.865\n0.813\n1.000\n0.997\n0.555\n0.769\n0.945\n0.850\n0.247\n0.451\n0.129\n0.954\n0.606\n0.229\n0.672\n0.618\n0.358\n0.114\n0.672\n0.520\n0.772\n0.520\n0.852\n0.552\n0.561\n0.877\n0.403\n0.134\n0.029\n0.755\n0.620\n0.704\n0.213\n0.136\n0.015\n0.351\n0.590\n0.392\n0.437\n0.904\n0.348\n0.514\n0.784\n0.397\n0.622\n0.862\n0.950\n0.147\n0.927\n0.492\n0.258\n0.459\n0.980\n0.493\n0.329\n0.633\n0.240\n0.076\n0.129\n0.128\n0.152\n0.139\n0.641\n0.182\n0.346\n0.897\n0.474\n0.668\n0.172\n0.192\n0.041\n0.169\n0.279\n0.177\n0.089\n0.121\n0.461\n0.206\n0.364\n0.503\n0.690\n0.039\n0.799\n0.628\n0.082\n0.874\n0.921\n0.061\n0.277\n0.806\n0.748\n0.185\n0.209\n0.370\n0.485\n0.618\n0.369\n0.463\n0.747\n0.037\n0.252\n0.713\n0.895\n0.512\n0.532\n0.107\n0.447\n0.533\n0.242\n0.269\n0.377\n0.020\n0.322\n0.211\n0.327\n0.120\n0.891\n0.594\n0.679\n0.789\n0.498\n0.087\n0.537\n0.587\n0.745\n0.432\n0.128\n0.284\n0.363\n0.646\n0.571\n0.356\n0.987\n0.606\n0.237\n0.102\n0.153\n0.246\n0.161\n0.187\n0.285\n0.173\n0.897\n0.080\n0.525\n0.410\n0.982\n0.112\n0.398\n0.969\n0.866\n0.817\n0.258\n0.171\n0.669\n0.929\n0.557\n0.572\n0.280\n0.769\n0.187\n0.324\n0.425\n0.508\n0.242\n0.115\n0.611\n0.289\n0.581\n0.154\n0.481\n0.533\n0.052\n0.337\n0.134\n0.063\n0.990\n0.322\n0.810\n0.255\n0.682\n0.760\n0.596\n0.472\n0.412\n0.349\n0.930\n0.831\n0.965\n0.124\n0.731\n0.938\n0.181\n0.066\n0.741\n0.574\n0.842\n0.140\n0.795\n0.202\n0.164\n0.164\n0.815\n0.665\n0.523\n0.359\n0.877\n0.392\n0.817\n0.439\n0.377\n0.463\n0.301\n0.748\n0.503\n0.232\n0.900\n0.384\n0.544\n0.906\n0.624\n0.117\n0.940\n0.628\n0.335\n0.139\n0.794\n0.620\n0.533\n0.894\n0.789\n0.152\n0.312\n0.248\n0.744\n0.034\n0.570\n0.762\n0.877\n0.342\n0.821\n0.111\n0.846\n0.127\n0.397\n0.797\n0.150\n0.229\n0.722\n0.720\n0.641\n0.694\n0.543\n0.252\n0.346\n0.182\n0.908\n0.583\n0.401\n0.462\n0.947\n0.153\n0.586\n0.506\n0.611\n0.018\n0.872\n0.932\n0.565\n0.697\n0.922\n0.707\n0.153\n0.576\n0.607\n0.424\n0.736\n0.934\n0.926\n0.451\n0.113\n0.985\n0.839\n0.125\n0.921\n0.870\n0.519\n0.591\n0.399\n0.055\n0.335\n0.803\n0.005\n0.333\n0.398\n0.537\n0.920\n0.346\n0.347\n0.738\n0.452\n0.225\n0.452\n0.141\n0.176\n0.498\n0.419\n0.915\n0.362\n0.581\n0.632\n0.013\n0.664\n0.178\n0.961\n0.149\n0.415\n0.085\n0.997\n0.502\n0.595\n0.067\n0.750\n0.210\n0.898\n0.205\n0.191\n0.037\n0.472\n0.565\n0.066\n0.776\n0.453\n0.524\n0.441\n0.401\n0.560\n0.155\n0.182\n0.862\n0.946\n0.373\n0.271\n0.644\n0.409\n0.025\n0.156\n0.716\n0.659\n0.027\n0.222\n0.231\n0.672\n0.020\n0.104\n0.800\n0.179\n0.653\n0.238\n0.099\n0.243\n0.722\n0.856\n0.830\n0.397\n0.668\n0.205\n0.293\n0.896\n0.013\n0.086\n0.208\n0.027\n0.181\n0.583\n0.421\n0.893\n0.817\n0.342\n0.259\n0.380\n0.590\n0.268\n0.624\n0.409\n0.552\n0.436\n0.294\n0.948\n0.764\n0.140\n0.868\n0.487\n0.895\n0.800\n0.425\n0.022\n0.269\n0.542\n0.633\n0.258\n0.139\n0.835\n0.984\n0.526\n0.172\n0.272\n0.018\n0.914\n0.118\n0.577\n0.274\n0.554\n0.651\n0.830\n0.206\n0.011\n0.137\n0.900\n0.874\n0.597\n0.601\n0.665\n0.175\n0.914\n0.419\n0.383\n0.519\n0.047\n0.166\n0.738\n0.083\n0.603\n0.245\n0.389\n0.289\n0.356\n0.719\n0.297\n0.566\n0.476\n0.664\n0.937\n0.733\n0.215\n0.031\n0.262\n0.595\n0.051\n0.496\n0.597\n0.334\n0.771\n0.107\n0.075\n0.728\n0.495\n0.688\n0.435\n0.246\n0.819\n0.799\n0.695\n0.272\n0.590\n0.361\n0.092\n0.917\n0.137\n0.950\n0.446\n0.185\n0.542\n0.873\n0.732\n0.807\n0.659\n0.692\n0.849\n0.250\n0.489\n0.221\n0.988\n0.944\n0.039\n0.706\n0.925\n0.181\n0.568\n0.915\n0.034\n0.697\n0.297\n0.924\n0.971\n0.944\n0.474\n0.862\n0.845\n0.319\n0.829\n0.037\n0.596\n0.230\n0.121\n0.077\n0.696\n0.340\n0.725\n0.065\n0.315\n0.539\n0.791\n0.319\n0.626\n0.886\n0.616\n0.233\n0.024\n0.870\n0.021\n0.875\n0.529\n0.939\n0.799\n0.998\n0.351\n0.767\n0.402\n0.480\n0.628\n0.874\n0.984\n0.768\n0.418\n0.421\n0.738\n0.239\n0.110\n0.355\n0.287\n0.296\n0.234\n0.042\n0.018\n0.988\n0.428\n0.384\n0.680\n0.218\n0.950\n0.786\n0.089\n0.418\n0.879\n0.945\n0.467\n0.613\n0.167\n0.991\n0.232\n0.943\n0.650\n0.608\n0.513\n0.231\n0.177\n0.220\n0.186\n0.780\n0.350\n0.058\n0.969\n0.884\n0.928\n0.995\n0.174\n0.396\n0.758\n0.696\n0.154\n0.816\n0.224\n0.224\n0.537\n0.593\n0.580\n0.091\n0.877\n0.266\n0.130\n0.889\n0.956\n0.862\n0.810\n0.655\n0.551\n0.087\n0.408\n0.373\n0.260\n0.723\n0.496\n0.081\n0.220\n0.683\n0.076\n0.851\n0.495\n0.481\n0.592\n0.825\n0.348\n0.678\n0.566\n0.267\n0.879\n0.797\n0.658\n0.851\n0.867\n0.708\n0.837\n0.697\n0.680\n0.619\n0.753\n0.159\n0.881\n0.872\n0.029\n0.826\n0.129\n0.335\n0.744\n0.161\n0.818\n0.832\n0.507\n0.006\n0.287\n0.617\n0.981\n0.632\n0.260\n0.634\n0.540\n0.780\n0.107\n0.761\n0.541\n0.963\n0.342\n0.633\n0.932\n0.103\n0.937\n0.688\n0.068\n0.301\n0.708\n0.067\n0.582\n0.346\n0.621\n0.046\n0.872\n0.973\n0.969\n0.750\n0.130\n0.758\n0.025\n0.022\n0.324\n0.489\n0.770\n0.683\n0.446\n0.274\n0.997\n0.426\n0.451\n0.164\n0.795\n0.694\n0.221\n0.082\n0.680\n0.655\n0.273\n0.951\n0.151\n0.432\n0.944\n0.420\n0.639\n0.398\n0.274\n0.984\n0.409\n0.894\n0.230\n0.213\n0.031\n0.652\n0.369\n0.864\n0.473\n0.968\n0.186\n0.869\n0.777\n0.771\n0.845\n0.761\n0.626\n0.131\n0.033\n0.921\n0.617\n0.797\n0.482\n0.117\n0.125\n0.686\n0.430\n0.201\n0.492\n0.064\n0.582\n0.269\n0.798\n0.310\n0.455\n0.012\n0.072\n0.392\n0.480\n0.600\n0.292\n0.695\n0.860\n0.780\n0.040\n0.481\n0.105\n0.242\n0.987\n0.142\n0.499\n0.618\n0.702\n0.560\n0.010\n0.326\n0.518\n0.088\n0.351\n0.033\n0.079\n0.397\n0.133\n0.568\n0.689\n0.801\n0.200\n0.167\n0.105\n0.636\n0.706\n0.032\n0.936\n0.052\n0.541\n0.709\n0.871\n0.714\n0.802\n0.339\n0.815\n0.080\n0.895\n0.548\n0.817\n0.452\n0.644\n0.526\n0.732\n0.082\n0.060\n0.247\n0.160\n0.872\n0.219\n0.976\n0.337\n0.182\n0.790\n0.659\n0.498\n0.555\n0.719\n0.228\n0.996\n0.975\n0.650\n0.200\n0.680\n0.072\n0.031\n0.258\n0.463\n0.868\n0.727\n0.743\n0.425\n0.346\n0.371\n0.988\n0.040\n0.867\n0.579\n0.439\n0.725\n0.487\n0.873\n0.901\n0.422\n0.277\n0.592\n0.912\n0.211\n0.623\n0.632\n0.733\n0.132\n0.716\n0.909\n0.180\n0.238\n0.971\n0.181\n0.854\n0.492\n0.247\n0.871\n0.445\n0.515\n0.359\n0.593\n0.164\n0.391\n0.969\n0.258\n0.657\n0.325\n0.773\n0.131\n0.970\n0.454\n0.236\n0.073\n0.170\n0.520\n0.337\n0.829\n0.431\n0.249\n0.617\n0.707\n0.167\n0.168\n0.037\n0.736\n0.664\n0.475\n0.844\n0.806\n0.585\n0.868\n0.206\n0.112\n0.270\n0.057\n0.531\n0.937\n0.039\n0.122\n0.452\n0.934\n0.316\n0.507\n0.042\n0.148\n0.987\n0.965\n0.005\n0.952\n0.639\n0.868\n0.455\n0.516\n0.489\n0.667\n0.140\n0.030\n0.308\n0.705\n0.202\n0.673\n0.970\n0.094\n0.673\n0.444\n0.868\n0.177\n0.693\n0.838\n0.945\n0.683\n0.497\n0.618\n0.869\n0.571\n0.030\n0.931\n0.690\n0.677\n0.216\n0.659\n0.394\n0.651\n0.107\n0.658\n0.999\n0.048\n0.977\n0.407\n0.871\n0.782\n0.567\n0.738\n0.879\n0.404\n0.327\n0.668\n0.808\n0.762\n0.798\n0.436\n0.818\n0.120\n0.544\n0.006\n0.325\n0.366\n0.396\n0.695\n0.389\n0.449\n0.238\n0.373\n0.227\n0.073\n0.603\n0.668\n0.619\n0.463\n0.380\n0.863\n0.519\n0.479\n0.026\n0.341\n0.380\n0.399\n0.580\n0.534\n0.608\n0.765\n0.813\n0.718\n0.956\n0.018\n0.196\n0.008\n0.647\n0.898\n0.243\n0.927\n0.060\n0.934\n0.352\n0.101\n0.486\n0.257\n0.285\n0.307\n0.803\n0.539\n0.311\n0.610\n0.716\n0.273\n0.414\n0.122\n0.181\n0.681\n0.181\n0.525\n0.709\n0.107\n0.567\n0.257\n0.963\n0.484\n0.806\n0.550\n0.043\n0.633\n0.951\n0.602\n0.819\n0.884\n0.228\n0.212\n0.611\n0.411\n0.840\n0.900\n0.353\n0.237\n0.781\n0.275\n0.823\n0.424\n0.668\n0.096\n0.624\n0.452\n0.587\n0.168\n0.737\n0.863\n0.217\n0.096\n0.024\n0.642\n0.607\n0.547\n0.232\n0.391\n0.594\n0.497\n0.988\n0.136\n0.695\n0.404\n0.428\n0.718\n0.692\n0.991\n0.128\n0.104\n0.724\n0.578\n0.274\n0.079\n0.086\n0.894\n0.192\n0.323\n0.227\n0.355\n0.069\n0.519\n0.068\n0.800\n0.234\n0.540\n0.880\n0.651\n0.533\n0.324\n0.333\n0.669\n0.994\n0.662\n0.558\n0.731\n0.465\n0.060\n0.562\n0.958\n0.175\n0.690\n0.201\n0.536\n0.097\n0.450\n0.756\n0.348\n0.665\n0.795\n0.927\n0.235\n0.399\n0.152\n0.992\n0.927\n0.540\n0.842\n0.521\n0.624\n0.089\n0.755\n0.128\n0.826\n0.782\n0.709\n0.036\n0.303\n0.263\n0.360\n0.088\n0.937\n0.554\n0.306\n0.397\n0.447\n0.601\n0.516\n0.919\n0.497\n0.992\n0.851\n0.209\n0.931\n0.116\n0.817\n0.381\n0.878\n0.868\n0.806\n0.790\n0.305\n0.081\n0.403\n0.174\n0.695\n0.346\n0.976\n0.641\n0.822\n0.133\n0.862\n0.923\n0.487\n0.606\n0.765\n0.175\n0.503\n0.399\n0.146\n0.368\n0.068\n0.026\n0.135\n0.963\n0.550\n0.966\n0.432\n0.312\n0.506\n0.440\n0.106\n0.641\n0.216\n0.620\n0.650\n0.152\n0.061\n0.781\n0.460\n0.058\n0.995\n0.058\n0.695\n0.984\n0.239\n0.142\n0.121\n0.303\n0.101\n0.692\n0.062\n0.509\n0.997\n0.814\n0.615\n0.306\n0.624\n0.527\n0.426\n0.131\n0.887\n0.450\n0.195\n0.368\n0.414\n0.828\n0.734\n0.769\n0.011\n0.416\n0.481\n0.019\n0.260\n0.760\n0.137\n0.535\n0.215\n0.012\n0.241\n0.976\n0.802\n0.960\n0.488\n0.110\n0.548\n0.454\n0.844\n0.098\n0.488\n0.150\n0.325\n0.737\n0.476\n0.376\n0.394\n0.459\n0.785\n0.892\n0.955\n0.787\n0.315\n0.688\n0.438\n0.255\n0.841\n0.038\n0.902\n0.461\n0.637\n0.659\n0.895\n0.637\n0.614\n0.067\n0.518\n0.150\n0.737\n0.512\n0.680\n0.042\n0.085\n0.716\n0.072\n0.071\n0.012\n0.957\n0.738\n0.353\n0.297\n0.350\n0.775\n0.661\n0.185\n0.174\n0.098\n0.660\n0.764\n0.265\n0.021\n0.082\n0.968\n0.295\n0.769\n0.625\n0.382\n0.206\n0.121\n0.615\n0.775\n0.644\n0.530\n0.042\n0.968\n0.799\n0.293\n0.980\n0.602\n0.582\n0.748\n0.812\n0.656\n0.128\n0.338\n0.928\n0.225\n0.372\n0.432\n0.439\n0.613\n0.943\n0.241\n0.122\n0.197\n0.887\n0.646\n0.286\n0.816\n0.861\n0.847\n0.919\n0.252\n0.755\n0.461\n0.842\n0.728\n0.776\n0.656\n0.177\n0.545\n0.985\n0.937\n0.043\n0.165\n0.132\n0.726\n0.818\n0.214\n0.506\n0.841\n0.733\n0.542\n0.590\n0.508\n0.298\n0.565\n0.689\n0.873\n0.636\n0.761\n0.160\n0.462\n0.009\n0.247\n0.726\n0.992\n0.099\n0.401\n0.800\n0.204\n0.555\n0.733\n0.616\n0.188\n0.355\n0.784\n0.554\n0.005\n0.761\n0.035\n0.746\n0.202\n0.958\n0.368\n0.327\n0.149\n0.306\n0.877\n0.996\n0.368\n0.449\n0.722\n0.886\n0.593\n0.392\n0.413\n0.696\n0.003\n0.620\n0.355\n0.794\n0.093\n0.588\n0.481\n0.642\n0.065\n0.580\n0.561\n0.561\n0.603\n0.676\n0.805\n0.270\n0.825\n0.498\n0.077\n0.059\n0.334\n0.785\n0.708\n0.789\n0.517\n0.440\n0.147\n0.328\n0.434\n0.089\n0.221\n0.598\n0.736\n0.998\n0.933\n0.643\n0.421\n0.636\n0.786\n0.118\n0.410\n0.840\n0.384\n0.572\n0.588\n0.184\n0.362\n0.335\n0.026\n0.024\n0.832\n0.273\n0.518\n0.299\n0.941\n0.259\n0.430\n0.873\n0.842\n0.186\n0.803\n0.458\n0.483\n0.133\n0.081\n0.728\n0.496\n0.437\n0.730\n0.766\n0.159\n0.610\n0.135\n0.751\n0.657\n0.957\n0.069\n0.057\n0.282\n0.262\n0.247\n0.906\n0.250\n0.272\n0.759\n0.450\n0.777\n0.065\n0.488\n0.034\n0.063\n0.906\n0.139\n0.532\n0.411\n0.347\n0.900\n0.022\n0.664\n0.963\n0.560\n0.937\n0.052\n0.419\n0.260\n0.731\n0.981\n0.257\n0.654\n0.198\n0.565\n0.464\n0.972\n0.609\n0.350\n0.114\n0.151\n0.225\n0.251\n0.851\n0.561\n0.523\n0.115\n0.860\n0.723\n0.068\n0.708\n0.544\n0.082\n0.458\n0.485\n0.166\n0.946\n0.850\n0.669\n0.462\n0.412\n0.651\n0.545\n0.062\n0.513\n0.806\n0.459\n0.052\n0.786\n0.201\n0.259\n0.165\n0.330\n0.757\n0.519\n0.205\n0.878\n0.880\n0.871\n0.239\n0.451\n0.985\n0.772\n0.027\n0.065\n0.464\n0.909\n0.539\n0.498\n0.105\n0.657\n0.822\n0.380\n0.776\n0.964\n0.204\n0.523\n0.287\n0.793\n0.578\n0.635\n0.798\n0.396\n0.915\n0.533\n0.158\n0.696\n0.793\n0.317\n0.857\n0.906\n0.277\n0.984\n0.141\n0.202\n0.184\n0.894\n0.654\n0.152\n0.440\n0.615\n0.083\n0.882\n0.804\n0.505\n0.967\n0.418\n0.984\n0.668\n0.635\n0.166\n0.882\n0.427\n0.162\n0.013\n0.560\n0.527\n0.719\n0.890\n0.079\n0.731\n0.187\n0.858\n0.819\n0.541\n0.710\n0.314\n0.471\n0.822\n0.459\n0.358\n0.494\n0.828\n0.335\n0.174\n0.712\n0.826\n0.101\n0.240\n0.142\n0.348\n0.450\n0.749\n0.651\n0.621\n0.352\n0.841\n0.471\n0.979\n0.634\n0.126\n0.676\n0.325\n0.686\n0.070\n0.175\n0.856\n0.227\n0.837\n0.279\n0.643\n0.694\n0.513\n0.305\n0.213\n0.033\n0.304\n0.653\n0.938\n0.871\n0.766\n0.788\n0.665\n0.260\n0.907\n0.671\n0.560\n0.111\n0.447\n0.460\n0.865\n0.547\n0.380\n0.977\n0.111\n0.423\n0.042\n0.740\n0.918\n0.280\n0.858\n0.292\n0.911\n0.754\n0.805\n0.018\n0.963\n0.727\n0.305\n0.829\n0.282\n0.873\n0.113\n0.704\n0.541\n0.097\n0.242\n0.012\n0.469\n0.301\n0.598\n0.297\n0.300\n0.743\n0.048\n0.903\n0.852\n0.668\n0.593\n0.892\n0.185\n0.079\n0.240\n0.795\n0.035\n0.583\n0.995\n0.856\n0.521\n0.064\n0.831\n0.599\n0.115\n0.094\n0.910\n0.669\n0.829\n0.879\n0.572\n0.517\n0.430\n0.317\n0.435\n0.774\n0.602\n0.893\n0.443\n0.607\n0.631\n0.592\n0.703\n0.237\n0.512\n0.104\n0.385\n0.488\n0.652\n0.951\n0.601\n0.744\n0.506\n0.634\n0.071\n0.254\n0.362\n0.472\n0.046\n0.140\n0.277\n0.972\n0.331\n0.482\n0.196\n0.611\n0.281\n0.207\n0.517\n0.006\n0.008\n0.219\n0.037\n0.108\n0.339\n0.803\n0.572\n0.513\n0.293\n0.932\n0.397\n0.087\n0.617\n0.114\n0.345\n0.507\n0.874\n0.494\n0.702\n0.993\n0.131\n0.275\n0.395\n0.422\n0.411\n0.908\n0.714\n0.608\n0.309\n0.824\n0.955\n0.821\n0.002\n0.636\n0.051\n0.258\n0.060\n0.604\n0.687\n0.114\n0.384\n0.456\n0.369\n0.121\n0.419\n0.751\n0.071\n0.080\n0.355\n0.942\n0.669\n0.679\n0.362\n0.594\n0.010\n0.636\n0.913\n0.613\n0.874\n0.724\n0.121\n0.902\n0.066\n0.534\n0.142\n0.012\n0.422\n0.295\n0.486\n0.577\n0.044\n0.123\n0.559\n0.343\n0.729\n0.652\n0.846\n0.692\n0.430\n0.673\n0.275\n0.306\n0.789\n0.446\n0.798\n0.822\n0.858\n0.917\n0.431\n0.319\n0.582\n0.371\n0.601\n0.706\n0.688\n0.375\n0.167\n0.431\n0.143\n0.890\n0.346\n0.154\n0.025\n0.646\n0.637\n0.341\n0.072\n0.410\n0.311\n0.677\n0.606\n0.365\n0.218\n0.988\n0.454\n0.688\n0.141\n0.486\n0.028\n0.505\n0.964\n0.384\n0.039\n0.031\n0.388\n0.160\n0.023\n0.756\n0.459\n0.289\n0.900\n0.116\n0.956\n0.314\n0.888\n0.603\n0.827\n0.984\n0.288\n0.961\n0.389\n0.386\n0.340\n0.541\n0.154\n0.554\n0.542\n0.762\n0.834\n0.440\n0.302\n0.259\n0.195\n0.058\n0.342\n0.270\n0.966\n0.558\n0.347\n0.580\n0.139\n0.444\n0.626\n0.489\n0.402\n0.994\n0.880\n0.623\n0.569\n0.621\n0.201\n0.395\n0.039\n0.476\n0.543\n0.228\n0.964\n0.909\n0.722\n0.533\n0.870\n0.131\n0.791\n0.125\n0.794\n0.276\n0.877\n0.944\n0.149\n0.463\n0.981\n0.483\n0.864\n0.589\n0.375\n0.286\n0.203\n0.762\n0.387\n0.511\n0.492\n0.577\n0.866\n0.981\n0.408\n0.828\n0.765\n0.574\n0.956\n0.200\n0.109\n0.854\n0.439\n0.847\n0.893\n0.062\n0.883\n0.448\n0.510\n0.627\n0.926\n0.019\n0.477\n0.688\n0.723\n0.693\n0.134\n0.299\n0.359\n0.804\n0.279\n0.211\n0.957\n0.009\n0.998\n0.677\n0.828\n0.295\n0.014\n0.738\n0.834\n0.740\n0.143\n0.753\n0.769\n0.659\n0.766\n0.846\n0.614\n0.089\n0.488\n0.078\n0.408\n0.407\n0.066\n0.349\n0.111\n0.808\n0.948\n0.072\n0.955\n0.523\n0.300\n0.077\n0.501\n0.795\n0.707\n0.050\n0.073\n0.403\n0.295\n0.232\n0.281\n0.803\n0.929\n0.405\n0.906\n0.321\n0.476\n0.226\n0.640\n0.979\n0.603\n0.358\n0.648\n0.123\n0.889\n0.503\n0.449\n0.586\n0.625\n0.072\n0.683\n0.242\n0.714\n0.823\n0.804\n0.553\n0.520\n0.143\n0.775\n0.271\n0.497\n0.284\n0.134\n0.630\n0.054\n0.749\n0.318\n0.000\n0.511\n0.047\n0.276\n0.707\n0.063\n0.839\n0.004\n0.247\n0.741\n0.316\n0.102\n0.360\n0.270\n0.843\n0.313\n0.789\n0.892\n0.434\n0.910\n0.377\n0.964\n0.089\n0.687\n0.494\n0.388\n0.633\n0.704\n0.004\n0.167\n0.713\n0.666\n0.966\n0.761\n0.951\n0.703\n0.298\n0.105\n0.782\n0.644\n0.048\n0.360\n0.957\n0.500\n0.433\n0.458\n0.209\n0.369\n0.370\n0.052\n0.768\n0.417\n0.822\n0.850\n0.212\n0.657\n0.472\n0.880\n0.216\n0.678\n0.608\n0.295\n0.137\n0.652\n0.739\n0.316\n0.645\n0.395\n0.713\n0.199\n0.890\n0.287\n0.368\n0.058\n0.112\n0.516\n0.268\n0.835\n0.015\n0.379\n0.337\n0.019\n0.124\n0.414\n0.493\n0.404\n0.531\n0.595\n0.010\n0.464\n0.963\n0.519\n0.678\n0.312\n0.774\n0.773\n0.521\n0.976\n0.126\n0.017\n0.770\n0.807\n0.120\n0.266\n0.018\n0.293\n0.773\n0.518\n0.348\n0.372\n0.001\n0.300\n0.646\n0.974\n0.847\n0.024\n0.899\n0.783\n0.780\n0.458\n0.398\n0.303\n0.066\n0.228\n0.247\n0.484\n0.747\n0.474\n0.058\n0.958\n0.943\n0.785\n0.991\n0.544\n0.963\n0.076\n0.366\n0.225\n0.196\n0.141\n0.622\n0.781\n0.578\n0.147\n0.811\n0.636\n0.388\n0.674\n0.260\n0.345\n0.917\n0.291\n0.470\n0.890\n0.708\n0.062\n0.147\n0.008\n0.631\n0.448\n0.134\n0.958\n0.530\n0.242\n0.501\n0.680\n0.076\n0.275\n0.807\n0.460\n0.547\n0.433\n0.044\n0.166\n0.446\n0.209\n0.050\n0.844\n0.981\n0.793\n0.854\n0.242\n0.961\n0.197\n0.951\n0.995\n0.712\n0.981\n0.570\n0.260\n0.437\n0.594\n0.073\n0.622\n0.981\n0.190\n0.793\n0.908\n0.944\n0.960\n0.521\n0.977\n0.757\n0.162\n0.477\n0.718\n0.247\n0.641\n0.667\n0.163\n0.565\n0.772\n0.499\n0.012\n0.009\n0.357\n0.926\n0.229\n0.634\n0.222\n0.322\n0.848\n0.729\n0.095\n0.429\n0.029\n0.481\n0.662\n0.119\n0.289\n0.398\n0.920\n0.993\n0.045\n0.761\n0.372\n0.392\n0.754\n0.918\n0.951\n0.577\n0.357\n0.788\n0.251\n0.564\n0.359\n0.657\n0.240\n0.192\n0.918\n0.102\n0.506\n0.221\n0.039\n0.036\n0.175\n0.867\n0.282\n0.950\n0.582\n0.437\n0.580\n0.517\n0.759\n0.282\n0.353\n0.894\n0.946\n0.893\n0.419\n0.780\n0.476\n0.498\n0.205\n0.591\n0.186\n0.332\n0.855\n0.207\n0.071\n0.069\n0.941\n0.507\n0.409\n0.811\n0.836\n0.332\n0.694\n0.771\n0.655\n0.152\n0.876\n0.539\n0.282\n0.425\n0.038\n0.128\n0.766\n0.000\n0.417\n0.523\n0.055\n0.973\n0.226\n0.304\n0.304\n0.230\n0.001\n0.729\n0.967\n0.224\n0.663\n0.742\n0.848\n0.423\n0.303\n0.325\n0.713\n0.817\n0.182\n0.371\n0.902\n0.807\n0.985\n0.754\n0.393\n0.591\n0.661\n0.078\n0.544\n0.709\n0.167\n0.781\n0.584\n0.952\n0.042\n0.265\n0.602\n0.297\n0.714\n0.759\n0.103\n0.514\n0.509\n0.369\n0.933\n0.828\n0.697\n0.714\n0.462\n0.921\n0.695\n0.729\n0.862\n0.274\n0.807\n0.195\n0.345\n0.336\n0.979\n0.857\n0.701\n0.727\n0.562\n0.947\n0.496\n0.381\n0.163\n0.786\n0.734\n0.384\n0.025\n0.839\n0.011\n0.704\n0.970\n0.438\n0.235\n0.705\n0.817\n0.546\n0.967\n0.052\n0.505\n0.718\n0.863\n0.179\n0.800\n0.553\n0.397\n0.132\n0.865\n0.157\n0.310\n0.290\n0.871\n0.673\n0.797\n0.250\n0.625\n0.572\n0.833\n0.906\n0.012\n0.674\n0.052\n0.549\n0.288\n0.307\n0.353\n0.621\n0.334\n0.733\n0.405\n0.068\n0.784\n0.286\n0.433\n0.685\n0.332\n0.057\n0.374\n0.944\n0.642\n0.671\n0.632\n0.199\n0.418\n0.751\n0.101\n0.278\n0.276\n0.432\n0.980\n0.068\n0.519\n0.179\n0.971\n0.113\n0.404\n0.738\n0.705\n0.423\n0.347\n0.398\n0.264\n0.205\n0.483\n0.269\n0.287\n0.657\n0.969\n0.604\n0.077\n0.076\n0.951\n0.297\n0.092\n0.599\n0.624\n0.649\n0.267\n0.015\n0.965\n0.251\n0.676\n0.707\n0.610\n0.313\n0.271\n0.598\n0.866\n0.947\n0.106\n0.155\n0.945\n0.737\n0.883\n0.203\n0.588\n0.701\n0.680\n0.408\n0.015\n0.583\n0.253\n0.450\n0.958\n0.399\n0.840\n0.189\n0.672\n0.977\n0.102\n0.008\n0.434\n0.093\n0.748\n0.915\n0.434\n0.259\n0.434\n0.723\n0.009\n0.589\n0.613\n0.638\n0.242\n0.714\n0.091\n0.199\n0.877\n0.739\n0.014\n0.248\n0.214\n0.271\n0.248\n0.063\n0.459\n0.733\n0.607\n0.673\n0.081\n0.951\n0.838\n0.805\n0.823\n0.933\n0.544\n0.200\n0.617\n0.743\n0.738\n0.521\n0.068\n0.371\n0.921\n0.584\n0.538\n0.269\n0.368\n0.895\n0.666\n0.787\n0.454\n0.630\n0.248\n0.705\n0.428\n0.443\n0.649\n0.936\n0.064\n0.825\n0.292\n0.444\n0.022\n0.301\n0.503\n0.056\n0.491\n0.927\n0.105\n0.764\n0.410\n0.655\n0.260\n0.159\n0.160\n0.070\n0.186\n0.664\n0.882\n0.814\n0.685\n0.110\n0.289\n0.310\n0.250\n0.515\n0.536\n0.357\n0.354\n0.829\n0.789\n0.308\n0.914\n0.953\n0.327\n0.354\n0.506\n0.941\n0.876\n0.103\n0.393\n0.553\n0.503\n0.194\n0.859\n0.677\n0.838\n0.859\n0.748\n0.439\n0.611\n0.160\n0.674\n0.179\n0.694\n0.230\n0.118\n0.165\n0.002\n0.719\n0.732\n0.515\n0.161\n0.084\n0.019\n0.166\n0.891\n0.242\n0.354\n0.105\n0.222\n0.519\n0.608\n0.245\n0.058\n0.391\n0.234\n0.220\n0.960\n0.616\n0.557\n0.416\n0.429\n0.541\n0.696\n0.702\n0.172\n0.500\n0.412\n0.871\n0.631\n0.533\n0.115\n0.606\n0.117\n0.337\n0.143\n0.692\n0.206\n0.392\n0.896\n0.204\n0.508\n0.419\n0.018\n0.793\n0.069\n0.474\n0.561\n0.628\n0.689\n0.253\n0.010\n0.723\n0.536\n0.836\n0.821\n0.843\n0.485\n0.334\n0.792\n0.451\n0.183\n0.855\n0.883\n0.466\n0.076\n0.388\n0.804\n0.902\n0.203\n0.067\n0.877\n0.389\n0.542\n0.968\n0.067\n0.648\n0.074\n0.375\n0.804\n0.433\n0.997\n0.559\n0.321\n0.220\n0.351\n0.373\n0.069\n0.370\n0.464\n0.723\n0.657\n0.709\n0.008\n0.218\n0.662\n0.484\n0.005\n0.804\n0.773\n0.548\n0.066\n0.767\n0.584\n0.782\n0.752\n0.803\n0.518\n0.140\n0.671\n0.620\n0.742\n0.170\n0.195\n0.890\n0.750\n0.908\n0.759\n0.597\n0.654\n0.889\n0.579\n0.632\n0.156\n0.474\n0.716\n0.271\n0.202\n0.314\n0.242\n0.215\n0.425\n0.908\n0.507\n0.188\n0.077\n0.696\n0.383\n0.822\n0.660\n0.796\n0.272\n0.692\n0.264\n0.939\n0.636\n0.325\n0.270\n0.191\n0.695\n0.219\n0.595\n0.265\n0.662\n0.815\n0.778\n0.761\n0.188\n0.088\n0.699\n0.368\n0.432\n0.031\n0.260\n0.034\n0.879\n0.243\n0.557\n0.039\n0.667\n0.323\n0.898\n0.888\n0.325\n0.901\n0.996\n0.825\n0.845\n0.249\n0.577\n0.067\n0.095\n0.999\n0.327\n0.748\n0.807\n0.858\n0.998\n0.241\n0.040\n0.411\n0.130\n0.022\n0.360\n0.784\n0.566\n0.313\n0.654\n0.232\n0.014\n0.764\n0.624\n0.762\n0.039\n0.837\n0.620\n0.563\n0.625\n0.864\n0.587\n0.581\n0.991\n0.757\n0.442\n0.707\n0.389\n0.229\n0.597\n0.928\n0.929\n0.342\n0.528\n0.212\n0.996\n0.981\n0.650\n0.804\n0.715\n0.593\n0.053\n0.455\n0.675\n0.678\n0.373\n0.942\n0.167\n0.500\n0.691\n0.697\n0.649\n0.275\n0.156\n0.636\n0.599\n0.179\n0.705\n0.455\n0.668\n0.837\n0.170\n0.019\n0.779\n0.610\n0.700\n0.838\n0.803\n0.961\n0.536\n0.488\n0.402\n0.154\n0.573\n0.277\n0.921\n0.583\n0.593\n0.355\n0.052\n0.032\n0.423\n0.085\n0.607\n0.881\n0.883\n0.659\n0.211\n0.863\n0.886\n0.197\n0.737\n0.287\n0.803\n0.997\n0.030\n0.897\n0.623\n0.973\n0.465\n0.847\n0.062\n0.335\n0.067\n0.975\n0.817\n0.853\n0.938\n0.085\n0.386\n0.071\n0.211\n0.229\n0.469\n0.269\n0.101\n0.167\n0.147\n0.973\n0.759\n0.968\n0.440\n0.278\n0.798\n0.326\n0.299\n0.233\n0.130\n0.256\n0.355\n0.674\n0.063\n0.211\n0.809\n0.147\n0.343\n0.865\n0.155\n0.083\n0.485\n0.302\n0.563\n0.804\n0.137\n0.581\n0.506\n0.144\n0.624\n0.274\n0.488\n0.082\n0.460\n0.306\n0.822\n0.057\n0.419\n0.458\n0.725\n0.574\n0.667\n0.777\n0.862\n0.314\n0.538\n0.840\n0.989\n0.890\n0.371\n0.195\n0.489\n0.742\n0.493\n0.483\n0.838\n0.361\n0.860\n0.407\n0.328\n0.454\n0.762\n0.126\n0.196\n0.951\n0.175\n0.568\n0.579\n0.490\n0.645\n0.230\n0.553\n0.372\n0.662\n0.141\n0.571\n0.185\n0.279\n0.219\n0.183\n0.826\n0.286\n0.927\n0.970\n0.571\n0.143\n0.375\n0.798\n0.367\n0.087\n0.557\n0.845\n0.796\n0.175\n0.673\n0.221\n0.218\n0.874\n0.250\n0.263\n0.001\n0.871\n0.793\n0.627\n0.750\n0.152\n0.458\n0.351\n0.094\n0.486\n0.921\n0.040\n0.291\n0.208\n0.238\n0.908\n0.468\n0.466\n0.761\n0.154\n0.487\n0.430\n0.597\n1.000\n0.769\n0.398\n0.828\n0.171\n0.030\n0.204\n0.340\n0.511\n0.615\n0.911\n0.510\n0.501\n0.050\n0.035\n0.551\n0.438\n0.839\n0.161\n0.025\n0.449\n0.237\n0.050\n0.725\n0.112\n0.608\n0.281\n0.173\n0.380\n0.801\n0.392\n0.751\n0.125\n0.773\n0.237\n0.677\n0.566\n0.929\n0.387\n0.066\n0.019\n0.827\n0.525\n0.775\n0.234\n0.345\n0.030\n0.961\n0.668\n0.933\n0.265\n0.611\n0.678\n0.318\n0.848\n0.947\n0.885\n0.739\n0.277\n0.282\n0.963\n0.010\n0.716\n0.706\n0.623\n0.990\n0.312\n0.340\n0.079\n0.443\n0.261\n0.343\n0.835\n0.935\n0.186\n0.373\n0.929\n0.062\n0.092\n0.163\n0.595\n0.150\n0.968\n0.447\n0.502\n0.247\n0.471\n0.662\n0.751\n0.754\n0.578\n0.904\n0.817\n0.757\n0.056\n0.007\n0.212\n0.664\n0.411\n0.402\n0.885\n0.896\n0.909\n0.314\n0.691\n0.272\n0.191\n0.185\n0.342\n0.430\n0.831\n0.120\n0.735\n0.531\n0.288\n0.493\n0.300\n0.596\n0.434\n0.164\n0.117\n0.547\n0.902\n0.344\n0.733\n0.659\n0.932\n0.821\n0.567\n0.657\n0.898\n0.400\n0.327\n0.011\n0.827\n0.801\n0.104\n0.577\n0.464\n0.119\n0.981\n0.215\n0.067\n0.595\n0.739\n0.032\n0.659\n0.532\n0.103\n0.173\n0.568\n0.296\n0.938\n0.819\n0.984\n0.260\n0.970\n0.431\n0.348\n0.050\n0.053\n0.692\n0.458\n0.227\n0.614\n0.253\n0.578\n0.359\n0.824\n0.821\n0.477\n0.351\n0.363\n0.806\n0.328\n0.209\n0.085\n0.467\n0.482\n0.841\n0.221\n0.381\n0.808\n0.824\n0.385\n0.459\n0.303\n0.933\n0.119\n0.934\n0.684\n0.532\n0.033\n0.476\n0.408\n0.161\n0.656\n0.971\n0.562\n0.715\n0.068\n0.418\n0.116\n0.613\n0.938\n0.662\n0.077\n0.355\n0.551\n0.403\n0.834\n0.815\n0.612\n0.373\n0.255\n0.106\n0.355\n0.413\n0.676\n0.658\n0.070\n0.395\n0.182\n0.157\n0.827\n0.042\n0.419\n0.168\n0.879\n0.557\n0.231\n0.502\n0.731\n0.958\n0.220\n0.886\n0.934\n0.916\n0.635\n0.630\n0.403\n0.752\n0.531\n0.677\n0.428\n0.731\n0.824\n0.146\n0.833\n0.540\n0.845\n0.431\n0.379\n0.915\n0.251\n0.844\n0.484\n0.514\n0.308\n0.573\n0.325\n0.039\n0.272\n0.006\n0.978\n0.966\n0.395\n0.728\n0.346\n0.671\n0.805\n0.947\n0.400\n0.783\n0.266\n0.990\n0.026\n0.604\n0.660\n0.688\n0.120\n0.939\n0.181\n0.623\n0.223\n0.307\n0.546\n0.417\n0.160\n0.171\n0.418\n0.757\n0.898\n0.084\n0.393\n0.100\n0.017\n0.662\n0.602\n0.163\n0.234\n0.024\n0.835\n0.975\n0.135\n0.231\n0.868\n0.926\n0.420\n0.051\n0.039\n0.574\n0.393\n0.029\n0.583\n0.011\n0.787\n0.306\n0.040\n0.588\n0.398\n0.974\n0.544\n0.275\n0.709\n0.271\n0.904\n0.375\n0.550\n0.051\n0.426\n0.832\n0.806\n0.224\n0.226\n0.817\n0.930\n0.095\n0.450\n0.337\n0.871\n0.084\n0.211\n0.752\n0.051\n0.493\n0.442\n0.334\n0.395\n0.530\n0.161\n0.572\n0.805\n0.760\n0.154\n0.149\n0.268\n0.361\n0.408\n0.680\n0.057\n0.035\n0.392\n0.697\n0.193\n0.642\n0.260\n0.886\n0.896\n0.297\n0.230\n0.411\n0.241\n0.672\n0.826\n0.673\n0.824\n0.397\n0.156\n0.738\n0.360\n0.671\n0.271\n0.081\n0.993\n0.156\n0.988\n0.977\n0.794\n0.659\n0.578\n0.866\n0.289\n0.468\n0.619\n0.411\n0.427\n0.330\n0.564\n0.851\n0.202\n0.934\n0.689\n0.823\n0.556\n0.780\n0.016\n0.818\n0.040\n0.890\n0.992\n0.294\n0.210\n0.765\n0.253\n0.866\n0.103\n0.126\n0.979\n0.674\n0.847\n0.324\n0.676\n0.594\n0.603\n0.683\n0.575\n0.429\n0.276\n0.769\n0.226\n0.692\n0.233\n0.625\n0.747\n0.219\n0.060\n0.131\n0.606\n0.849\n0.045\n0.734\n0.341\n0.479\n0.929\n0.332\n0.465\n0.014\n0.082\n0.259\n0.028\n0.631\n0.426\n0.548\n0.175\n0.296\n0.664\n0.965\n0.050\n0.890\n0.577\n0.564\n0.500\n0.069\n0.090\n0.601\n0.341\n0.917\n0.407\n0.143\n0.715\n0.293\n0.525\n0.698\n0.900\n0.792\n0.676\n0.680\n0.946\n0.296\n0.001\n0.272\n0.218\n0.662\n0.634\n0.593\n0.016\n0.729\n0.324\n0.665\n0.557\n0.343\n0.135\n0.094\n0.832\n0.918\n0.650\n0.103\n0.402\n0.729\n0.780\n0.118\n0.000\n0.712\n0.357\n0.254\n0.013\n0.540\n0.851\n0.958\n0.566\n0.514\n0.085\n0.549\n0.380\n0.607\n0.389\n0.240\n0.095\n0.315\n0.097\n0.177\n0.987\n0.444\n0.532\n0.874\n0.996\n0.583\n0.812\n0.327\n0.306\n0.403\n0.673\n0.682\n0.315\n0.133\n0.632\n0.128\n0.578\n0.693\n0.701\n0.753\n0.873\n0.500\n0.730\n0.619\n0.187\n0.026\n0.285\n0.443\n0.617\n0.850\n0.196\n0.126\n0.963\n0.108\n0.478\n0.586\n0.541\n0.086\n0.057\n0.105\n0.586\n0.544\n0.234\n0.638\n0.820\n0.042\n0.498\n0.689\n0.252\n0.308\n0.614\n0.898\n0.810\n0.583\n0.730\n0.365\n0.641\n0.466\n0.190\n0.702\n0.556\n0.359\n0.911\n0.021\n0.316\n0.057\n0.767\n0.702\n0.331\n0.676\n0.396\n0.756\n0.454\n0.412\n0.935\n0.251\n0.120\n0.585\n0.969\n0.378\n0.062\n0.339\n0.506\n0.162\n0.658\n0.998\n0.452\n0.355\n0.401\n0.115\n0.883\n0.415\n0.387\n0.660\n0.442\n0.648\n0.061\n0.814\n0.941\n0.649\n0.955\n0.151\n0.477\n0.602\n0.582\n0.401\n0.338\n0.127\n0.392\n0.163\n0.734\n0.209\n0.059\n0.552\n0.595\n0.872\n0.577\n0.345\n0.803\n0.540\n0.079\n0.566\n0.908\n0.396\n0.296\n0.143\n0.151\n0.433\n0.596\n0.081\n0.940\n0.755\n0.587\n0.828\n0.080\n0.477\n0.630\n0.829\n0.783\n0.277\n0.941\n0.124\n0.875\n0.971\n0.177\n0.722\n0.040\n0.405\n0.516\n0.581\n0.936\n0.672\n0.481\n0.810\n0.951\n0.022\n0.983\n0.086\n0.814\n0.280\n0.132\n0.440\n0.644\n0.381\n0.055\n0.599\n0.902\n0.383\n0.216\n0.443\n0.048\n0.820\n0.826\n0.588\n0.353\n0.800\n0.555\n0.826\n0.631\n0.784\n0.599\n0.414\n0.958\n0.541\n0.605\n0.220\n0.626\n0.572\n0.185\n0.060\n0.604\n0.764\n0.523\n0.227\n0.667\n0.080\n0.442\n0.163\n0.184\n0.202\n0.387\n0.051\n0.398\n0.512\n0.483\n0.383\n0.839\n0.145\n0.506\n0.062\n0.071\n0.574\n0.566\n0.878\n0.558\n0.960\n0.049\n0.098\n0.044\n0.185\n0.541\n0.646\n0.046\n0.946\n0.842\n0.297\n0.077\n0.170\n0.127\n0.123\n0.519\n0.246\n0.358\n0.990\n0.684\n0.949\n0.143\n0.382\n0.555\n0.077\n0.004\n0.670\n0.642\n0.411\n0.490\n0.415\n0.024\n0.335\n0.177\n0.098\n0.957\n0.599\n0.729\n0.315\n0.393\n0.237\n0.097\n0.179\n0.798\n0.678\n0.547\n0.475\n0.922\n0.073\n0.281\n0.350\n0.782\n0.993\n0.241\n0.874\n0.831\n0.225\n0.399\n0.410\n0.978\n0.181\n0.799\n0.334\n0.731\n0.420\n0.578\n0.833\n0.804\n0.866\n0.060\n0.692\n0.140\n0.416\n0.549\n0.403\n0.520\n0.997\n0.135\n0.675\n0.396\n0.133\n0.159\n0.949\n0.880\n0.907\n0.992\n0.208\n0.355\n0.669\n0.484\n0.418\n0.358\n0.594\n0.576\n0.161\n0.472\n0.553\n0.570\n0.210\n0.742\n0.025\n0.355\n0.780\n0.564\n0.261\n0.695\n0.567\n0.796\n0.735\n0.610\n0.488\n0.133\n0.261\n0.419\n0.599\n0.514\n0.288\n0.006\n0.496\n0.286\n0.735\n0.024\n0.585\n0.941\n0.174\n0.472\n0.091\n0.626\n0.551\n0.407\n0.521\n0.897\n0.196\n0.023\n0.862\n0.577\n0.891\n0.597\n0.810\n0.430\n0.750\n0.913\n0.572\n0.181\n0.269\n0.199\n0.247\n0.306\n0.555\n0.588\n0.426\n0.615\n0.082\n0.088\n0.172\n0.518\n0.214\n0.283\n0.400\n0.812\n0.014\n0.649\n0.669\n0.799\n0.933\n0.020\n0.154\n0.886\n0.459\n0.565\n0.663\n0.679\n0.932\n0.997\n0.720\n0.287\n0.880\n0.049\n0.231\n0.897\n0.256\n0.221\n0.138\n0.859\n0.500\n0.675\n0.239\n0.758\n0.760\n0.313\n0.411\n0.210\n0.977\n0.646\n0.935\n0.303\n0.782\n0.766\n0.692\n0.966\n0.394\n0.131\n0.672\n0.729\n0.575\n0.207\n0.504\n0.312\n0.427\n0.645\n0.745\n0.232\n0.405\n0.269\n0.199\n0.783\n0.909\n0.370\n0.751\n0.897\n0.846\n0.183\n0.956\n0.377\n0.339\n0.062\n0.486\n0.109\n0.249\n0.317\n0.809\n0.875\n0.302\n0.859\n0.857\n0.765\n0.147\n0.690\n0.945\n0.683\n0.332\n0.501\n0.646\n0.511\n0.120\n0.312\n0.802\n0.861\n0.137\n0.952\n0.329\n0.662\n0.752\n0.812\n0.946\n0.313\n0.859\n0.132\n0.705\n0.742\n0.678\n0.252\n0.873\n0.169\n0.054\n0.717\n0.475\n0.849\n0.383\n0.168\n0.836\n0.549\n0.189\n0.720\n0.511\n0.604\n0.461\n0.829\n0.830\n0.709\n0.105\n0.839\n0.671\n0.697\n0.363\n0.879\n0.725\n0.113\n0.408\n0.886\n0.047\n0.961\n0.679\n0.631\n0.271\n0.249\n0.942\n0.298\n0.776\n0.393\n0.139\n0.011\n0.544\n0.976\n0.369\n0.357\n0.344\n0.521\n0.441\n0.880\n0.506\n0.508\n0.138\n0.983\n0.250\n0.073\n0.663\n0.595\n0.415\n0.422\n0.785\n0.196\n0.820\n0.649\n0.419\n0.458\n0.257\n0.752\n0.513\n0.321\n0.596\n0.996\n0.435\n0.921\n0.345\n0.055\n0.204\n0.419\n0.220\n0.000\n0.915\n0.844\n0.742\n0.168\n0.120\n0.068\n0.724\n0.929\n0.431\n0.119\n0.512\n0.349\n0.375\n0.621\n0.719\n0.111\n0.036\n0.994\n0.233\n0.054\n0.190\n0.039\n0.392\n0.802\n0.341\n0.444\n0.676\n0.509\n0.861\n0.866\n0.010\n0.778\n0.461\n0.989\n0.483\n0.987\n0.755\n0.249\n0.538\n0.992\n0.858\n0.097\n0.706\n0.346\n0.007\n0.403\n0.235\n0.819\n0.337\n0.828\n0.001\n0.308\n0.241\n0.234\n0.068\n0.187\n0.556\n0.291\n0.417\n0.377\n0.876\n0.905\n0.493\n0.330\n0.107\n0.953\n0.060\n0.298\n0.298\n0.320\n0.164\n0.783\n0.122\n0.635\n0.124\n0.071\n0.909\n0.190\n0.821\n0.545\n0.078\n0.955\n0.247\n0.860\n0.169\n0.854\n0.013\n0.512\n0.769\n0.935\n0.909\n0.820\n0.888\n0.199\n0.284\n0.289\n0.377\n0.393\n0.545\n0.160\n0.691\n0.168\n0.310\n0.503\n0.796\n0.739\n0.646\n0.156\n0.547\n0.087\n0.377\n0.414\n0.040\n0.274\n0.956\n0.954\n0.352\n0.043\n0.179\n0.392\n0.948\n0.141\n0.764\n0.109\n0.981\n0.382\n0.775\n0.343\n0.628\n0.192\n0.146\n0.938\n0.918\n0.887\n0.625\n0.808\n0.069\n0.335\n0.314\n0.636\n0.356\n0.149\n0.596\n0.814\n0.382\n0.132\n0.197\n0.237\n0.300\n0.643\n0.601\n0.696\n0.363\n0.824\n0.204\n0.469\n0.801\n0.180\n0.110\n0.884\n0.343\n0.684\n0.025\n0.690\n0.316\n0.056\n0.610\n0.241\n0.387\n0.081\n0.147\n0.298\n0.090\n0.911\n0.006\n0.484\n0.123\n0.308\n0.926\n0.162\n0.966\n0.206\n0.742\n0.547\n0.884\n0.554\n0.535\n0.195\n0.166\n0.916\n0.328\n0.372\n0.760\n0.339\n0.952\n0.738\n0.597\n0.881\n0.050\n0.257\n0.465\n0.227\n0.744\n0.919\n0.424\n0.342\n0.962\n0.445\n0.489\n0.352\n0.910\n0.569\n0.762\n0.812\n0.342\n0.434\n0.848\n0.363\n0.794\n0.941\n0.623\n0.742\n0.805\n0.845\n0.395\n0.051\n0.402\n0.674\n0.450\n0.749\n0.357\n0.635\n0.186\n0.749\n0.546\n0.204\n0.292\n0.749\n0.483\n0.216\n0.967\n0.715\n0.957\n0.427\n0.475\n0.898\n0.525\n0.707\n0.252\n0.447\n0.123\n0.206\n0.001\n0.039\n0.977\n0.242\n0.663\n0.839\n0.551\n0.153\n0.728\n0.600\n0.731\n0.770\n0.975\n0.574\n0.342\n0.648\n0.068\n0.897\n0.119\n0.328\n0.816\n0.597\n0.394\n0.473\n0.855\n0.340\n0.870\n0.088\n0.777\n0.848\n0.182\n0.430\n0.165\n0.707\n0.535\n0.635\n0.196\n0.212\n0.041\n0.322\n0.560\n0.858\n0.667\n0.435\n0.953\n0.719\n0.930\n0.528\n0.259\n0.053\n0.726\n0.121\n0.303\n0.532\n0.564\n0.601\n0.166\n0.380\n0.617\n0.970\n0.728\n0.923\n0.762\n0.592\n0.192\n0.667\n0.623\n0.602\n0.490\n0.529\n0.334\n0.519\n0.198\n0.805\n0.186\n0.085\n0.436\n0.658\n0.438\n0.277\n0.558\n0.347\n0.933\n0.923\n0.502\n0.328\n0.737\n0.037\n0.475\n0.336\n0.921\n0.012\n0.553\n0.741\n0.485\n0.085\n0.972\n0.518\n0.614\n0.237\n0.483\n0.429\n0.075\n0.106\n0.837\n0.240\n0.195\n0.505\n0.769\n0.062\n0.577\n0.119\n0.036\n0.053\n0.834\n0.118\n0.045\n0.438\n0.844\n0.262\n0.422\n0.040\n0.449\n0.578\n0.571\n0.332\n0.316\n0.107\n0.367\n0.099\n0.767\n0.966\n0.970\n0.865\n0.601\n0.701\n0.285\n0.631\n0.456\n0.482\n0.758\n0.282\n0.318\n0.925\n0.056\n0.486\n0.913\n0.610\n0.546\n0.250\n0.343\n0.852\n0.559\n0.515\n0.100\n0.016\n0.964\n0.377\n0.603\n0.080\n0.683\n0.933\n0.576\n0.126\n0.582\n0.766\n0.406\n0.880\n0.649\n0.899\n0.624\n0.131\n0.310\n0.202\n0.909\n0.760\n0.676\n0.301\n0.184\n0.756\n0.474\n0.226\n0.617\n0.040\n0.326\n0.469\n0.148\n0.985\n0.209\n0.130\n0.204\n0.769\n0.426\n0.565\n0.021\n0.034\n0.446\n0.817\n0.885\n0.087\n0.538\n0.913\n0.388\n0.830\n0.134\n0.935\n0.751\n0.941\n0.677\n0.363\n0.938\n0.276\n0.332\n0.701\n0.765\n0.929\n0.205\n0.798\n0.739\n0.064\n0.387\n0.283\n0.304\n0.983\n0.643\n0.718\n0.977\n0.377\n0.802\n0.435\n0.870\n0.181\n0.948\n0.219\n0.326\n0.756\n0.394\n0.608\n0.445\n0.742\n0.228\n0.058\n0.300\n0.474\n0.168\n0.355\n0.400\n0.057\n0.583\n0.884\n0.152\n0.598\n0.665\n0.419\n0.701\n0.411\n0.505\n0.007\n0.692\n0.661\n0.038\n0.368\n0.979\n0.421\n0.502\n0.910\n0.717\n0.582\n0.798\n0.864\n0.457\n0.475\n0.386\n0.967\n0.697\n0.083\n0.863\n0.481\n0.069\n0.550\n0.417\n0.878\n0.204\n0.826\n0.558\n0.055\n0.972\n0.513\n0.291\n0.469\n0.858\n0.305\n0.193\n0.129\n0.298\n0.780\n0.472\n0.227\n0.166\n0.333\n0.940\n0.343\n0.988\n0.485\n0.179\n0.891\n0.460\n0.710\n0.984\n0.050\n0.097\n0.720\n0.282\n0.184\n0.039\n0.022\n0.774\n0.134\n0.468\n0.606\n0.428\n0.027\n0.784\n0.011\n0.762\n0.893\n0.433\n0.536\n0.477\n0.389\n0.887\n0.894\n0.336\n0.615\n0.927\n0.962\n0.509\n0.453\n0.279\n0.959\n0.143\n0.580\n0.283\n0.279\n0.405\n0.999\n0.055\n0.579\n0.083\n0.155\n0.440\n0.510\n0.259\n0.316\n0.087\n0.303\n0.967\n0.945\n0.335\n0.571\n0.910\n0.006\n0.811\n0.948\n0.091\n0.161\n0.961\n0.538\n0.014\n0.258\n0.450\n0.693\n0.733\n0.995\n0.288\n0.538\n0.533\n0.406\n0.169\n0.977\n0.853\n0.498\n0.603\n0.227\n0.544\n0.695\n0.515\n0.990\n0.611\n0.371\n0.772\n0.170\n0.385\n0.347\n0.432\n0.782\n0.484\n0.794\n0.576\n0.342\n0.810\n0.238\n0.224\n0.505\n0.261\n0.009\n0.648\n0.511\n0.446\n0.967\n0.571\n0.863\n0.139\n0.569\n0.868\n0.583\n0.718\n0.372\n0.092\n0.458\n0.394\n0.867\n0.244\n0.967\n0.958\n0.248\n0.348\n0.896\n0.967\n0.443\n0.321\n0.526\n0.688\n0.273\n0.736\n0.052\n0.049\n0.386\n0.353\n0.316\n0.491\n0.321\n0.192\n0.309\n0.975\n0.411\n0.445\n0.577\n0.983\n0.242\n0.681\n0.716\n0.607\n0.089\n0.677\n0.064\n0.596\n0.740\n0.211\n0.842\n0.030\n0.844\n0.460\n0.218\n0.134\n0.953\n0.073\n0.199\n0.348\n0.620\n0.545\n0.126\n0.290\n0.239\n0.214\n0.411\n0.704\n0.217\n0.367\n0.391\n0.976\n0.955\n0.800\n0.242\n0.068\n0.317\n0.267\n0.506\n0.778\n0.858\n0.845\n0.360\n0.687\n0.313\n0.061\n0.702\n0.010\n0.409\n0.329\n0.693\n0.766\n0.304\n0.812\n0.294\n0.446\n0.727\n0.693\n0.987\n0.225\n0.662\n0.610\n0.915\n0.156\n0.752\n0.568\n0.275\n0.474\n0.334\n0.579\n0.889\n0.569\n0.632\n0.519\n0.051\n0.233\n0.492\n0.310\n0.182\n0.504\n0.323\n0.258\n0.464\n0.133\n0.928\n0.868\n0.708\n0.106\n0.776\n0.808\n0.768\n0.114\n0.644\n0.834\n0.577\n0.646\n0.458\n0.529\n0.034\n0.639\n0.081\n0.435\n0.293\n0.545\n0.133\n0.692\n0.795\n0.163\n0.104\n0.146\n0.877\n0.528\n0.467\n0.107\n0.650\n0.868\n0.828\n0.626\n0.075\n0.112\n0.049\n0.257\n0.136\n0.260\n0.385\n0.943\n0.610\n0.835\n0.710\n0.113\n0.736\n0.275\n0.639\n0.341\n0.998\n0.264\n0.279\n0.931\n0.025\n0.697\n0.725\n0.836\n0.974\n0.976\n0.065\n0.822\n0.646\n0.647\n0.128\n0.650\n0.982\n0.912\n0.439\n0.040\n0.362\n0.826\n0.701\n0.459\n0.055\n0.427\n0.469\n0.929\n0.641\n0.312\n0.525\n0.066\n0.973\n0.360\n0.478\n0.355\n0.683\n0.662\n0.715\n0.268\n0.316\n0.125\n0.656\n0.040\n0.598\n0.870\n0.891\n0.449\n0.459\n0.077\n0.671\n0.821\n0.245\n0.421\n0.839\n0.877\n0.243\n0.551\n0.192\n0.102\n0.911\n0.821\n0.760\n0.049\n0.844\n0.438\n0.342\n0.546\n0.091\n0.757\n0.582\n0.187\n0.188\n0.184\n0.057\n0.588\n0.840\n0.017\n0.049\n0.573\n0.819\n0.327\n0.350\n0.596\n0.274\n0.027\n0.735\n0.626\n0.581\n0.742\n0.675\n0.206\n0.352\n0.126\n0.130\n0.676\n0.859\n0.963\n0.628\n0.184\n0.106\n0.813\n0.579\n0.618\n0.781\n0.703\n0.834\n0.056\n0.748\n0.851\n0.286\n0.640\n0.314\n0.958\n0.033\n0.580\n0.167\n0.712\n0.176\n0.235\n0.494\n0.915\n0.212\n0.144\n0.759\n0.501\n0.912\n0.147\n0.646\n0.233\n0.157\n0.683\n0.594\n0.755\n0.309\n0.448\n0.405\n0.984\n0.292\n0.295\n0.355\n0.565\n0.252\n0.915\n0.266\n0.896\n0.103\n0.657\n0.907\n0.169\n0.968\n0.453\n0.946\n0.677\n0.302\n0.188\n0.304\n0.093\n0.144\n0.105\n0.423\n0.796\n0.141\n0.130\n0.643\n0.197\n0.098\n0.167\n0.924\n0.821\n0.354\n0.656\n0.537\n0.677\n0.683\n0.629\n0.266\n0.039\n0.456\n0.891\n0.569\n0.832\n0.992\n0.164\n0.692\n0.674\n0.980\n0.986\n0.687\n0.244\n0.799\n0.107\n0.781\n0.910\n0.383\n0.631\n0.430\n0.438\n0.310\n0.762\n0.936\n0.941\n0.175\n0.875\n0.737\n0.253\n0.067\n0.268\n0.912\n0.633\n0.721\n0.257\n0.719\n0.028\n0.375\n0.627\n0.146\n0.823\n0.235\n0.652\n0.405\n0.596\n0.107\n0.017\n0.910\n0.270\n0.820\n0.999\n0.211\n0.265\n0.663\n0.965\n0.916\n0.503\n0.795\n0.136\n0.977\n0.964\n0.164\n0.299\n0.100\n0.272\n0.816\n0.378\n0.088\n0.342\n0.981\n0.630\n0.416\n0.167\n0.986\n0.821\n0.281\n0.070\n0.057\n0.120\n0.581\n0.929\n0.497\n0.843\n0.446\n0.709\n0.732\n0.174\n0.361\n0.637\n0.071\n0.362\n0.535\n0.996\n0.475\n0.816\n0.432\n0.796\n0.595\n0.887\n0.411\n0.604\n0.630\n0.417\n0.144\n0.094\n0.017\n0.874\n0.236\n0.212\n0.736\n0.320\n0.506\n0.163\n0.960\n0.852\n0.864\n0.407\n0.762\n0.144\n0.009\n0.020\n0.587\n0.455\n0.518\n0.007\n0.423\n0.718\n0.443\n0.732\n0.233\n0.813\n0.588\n0.211\n0.237\n0.628\n0.830\n0.416\n0.258\n0.867\n0.669\n0.448\n0.488\n0.204\n0.627\n0.359\n0.996\n0.480\n0.486\n0.566\n0.917\n0.801\n0.451\n0.719\n0.586\n0.492\n0.192\n0.464\n0.246\n0.915\n0.335\n0.952\n0.533\n0.632\n0.543\n0.129\n0.376\n0.099\n0.623\n0.447\n0.778\n0.220\n0.165\n0.406\n0.927\n0.710\n0.419\n0.517\n0.084\n0.985\n0.666\n0.285\n0.586\n0.109\n0.966\n0.175\n0.648\n0.245\n0.718\n0.777\n0.673\n0.614\n0.892\n0.079\n0.331\n0.248\n0.988\n0.389\n0.733\n0.685\n0.212\n0.239\n0.281\n0.411\n0.234\n0.020\n0.879\n0.966\n0.342\n0.339\n0.007\n0.680\n0.825\n0.147\n0.160\n0.790\n0.616\n0.045\n0.623\n0.309\n0.369\n0.770\n0.811\n0.400\n0.947\n0.406\n0.772\n0.484\n0.898\n0.908\n0.087\n0.936\n0.826\n0.791\n0.201\n0.805\n0.850\n0.289\n0.952\n0.050\n0.150\n0.538\n0.576\n0.645\n0.017\n0.960\n0.045\n0.143\n0.014\n0.567\n0.932\n0.666\n0.823\n0.013\n0.542\n0.460\n0.499\n0.072\n0.684\n0.503\n0.765\n0.485\n0.149\n0.648\n0.172\n0.872\n0.613\n0.157\n0.962\n0.518\n0.073\n0.627\n0.253\n0.804\n0.818\n0.979\n0.502\n0.455\n0.753\n0.132\n0.547\n0.546\n0.089\n0.418\n0.853\n0.856\n0.099\n0.091\n0.263\n0.875\n0.129\n0.720\n0.101\n0.623\n0.356\n0.789\n0.234\n0.639\n0.236\n0.714\n0.874\n0.127\n0.867\n0.594\n0.127\n0.428\n0.161\n0.700\n0.759\n0.106\n0.506\n0.815\n0.936\n0.514\n0.950\n0.536\n0.394\n0.848\n0.493\n0.472\n0.490\n0.847\n0.832\n0.404\n0.333\n0.492\n0.573\n0.238\n0.794\n0.486\n0.334\n0.107\n0.239\n0.949\n0.305\n0.169\n0.461\n0.307\n0.035\n0.323\n0.544\n0.552\n0.357\n0.447\n0.966\n0.377\n0.258\n0.243\n0.458\n0.760\n0.206\n0.709\n0.021\n0.419\n0.776\n0.339\n0.564\n0.205\n0.742\n0.052\n0.853\n0.198\n0.874\n0.353\n0.723\n0.319\n0.906\n0.127\n0.179\n0.493\n0.082\n0.196\n0.944\n0.976\n0.376\n0.923\n0.545\n0.270\n0.702\n0.659\n0.989\n0.265\n0.672\n0.052\n0.114\n0.004\n0.999\n0.802\n0.787\n0.510\n0.300\n0.151\n0.285\n0.376\n0.756\n0.540\n0.077\n0.018\n0.102\n0.410\n0.933\n0.637\n0.802\n0.466\n0.362\n0.108\n0.876\n0.783\n0.168\n0.512\n0.487\n0.625\n0.946\n0.580\n0.540\n0.050\n0.063\n0.187\n0.032\n0.743\n0.723\n0.136\n0.836\n0.155\n0.301\n0.249\n0.372\n0.255\n0.489\n0.407\n0.987\n0.056\n0.142\n0.053\n0.626\n0.055\n0.836\n0.512\n0.527\n0.562\n0.171\n0.198\n0.319\n0.593\n0.210\n0.116\n0.970\n0.022\n0.803\n0.788\n0.297\n0.136\n0.146\n0.697\n0.643\n0.783\n0.937\n0.692\n0.156\n0.243\n0.842\n0.209\n0.073\n0.703\n0.403\n0.920\n0.650\n0.090\n0.948\n0.259\n0.337\n0.402\n0.051\n0.497\n0.123\n0.401\n0.351\n0.773\n0.803\n0.153\n0.367\n0.373\n0.151\n0.798\n0.707\n0.190\n0.367\n0.106\n0.628\n0.121\n0.986\n0.781\n0.390\n0.579\n0.911\n0.554\n0.174\n0.379\n0.843\n0.644\n0.651\n0.867\n0.894\n0.920\n0.095\n0.544\n0.741\n0.757\n0.607\n0.167\n0.797\n0.720\n0.086\n0.464\n0.174\n0.337\n0.018\n0.400\n0.550\n0.620\n0.663\n0.836\n0.215\n0.120\n0.852\n0.157\n0.975\n0.843\n0.501\n0.981\n0.097\n0.303\n0.638\n0.350\n0.928\n0.066\n0.549\n0.591\n0.653\n0.256\n0.365\n0.844\n0.195\n0.827\n0.563\n0.762\n0.714\n0.208\n0.569\n0.868\n0.432\n0.967\n0.452\n0.143\n0.389\n0.952\n0.320\n0.868\n0.881\n0.350\n0.083\n0.725\n0.312\n0.783\n0.443\n0.485\n0.778\n0.382\n0.443\n0.376\n0.367\n0.526\n0.809\n0.362\n0.524\n0.671\n0.269\n0.278\n0.933\n0.724\n0.577\n0.648\n0.029\n0.618\n0.510\n0.546\n0.359\n0.081\n0.193\n0.951\n0.409\n0.467\n0.053\n0.038\n0.717\n0.538\n0.509\n0.243\n0.745\n0.168\n0.190\n0.461\n0.286\n0.247\n0.645\n0.651\n0.825\n0.418\n0.073\n0.274\n0.980\n0.596\n0.710\n0.007\n0.518\n0.038\n0.569\n0.921\n0.968\n0.541\n0.458\n0.945\n0.674\n0.065\n0.466\n0.240\n0.470\n0.455\n0.582\n0.357\n0.164\n0.504\n0.830\n0.664\n0.338\n0.936\n0.912\n0.209\n0.039\n0.741\n0.828\n0.968\n0.890\n0.601\n0.530\n0.028\n0.247\n0.460\n0.629\n0.557\n0.743\n0.280\n0.565\n0.088\n0.414\n0.750\n0.693\n0.991\n0.278\n0.498\n0.330\n0.441\n0.857\n0.684\n0.882\n0.204\n0.873\n0.060\n0.889\n0.329\n0.315\n0.512\n0.941\n0.048\n0.352\n0.857\n0.396\n0.199\n0.425\n0.386\n0.915\n0.762\n0.505\n0.988\n0.465\n0.058\n0.262\n0.436\n0.157\n0.948\n0.767\n0.268\n0.591\n0.721\n0.941\n0.882\n0.515\n0.775\n0.562\n0.553\n0.115\n0.126\n0.530\n0.269\n0.021\n0.723\n0.032\n0.595\n0.539\n0.969\n0.484\n0.064\n0.552\n0.841\n0.997\n0.430\n0.320\n0.907\n0.191\n0.615\n0.406\n0.041\n0.347\n0.265\n0.686\n0.949\n0.268\n0.811\n0.055\n0.538\n0.071\n0.934\n0.766\n0.658\n0.824\n0.648\n0.969\n0.714\n0.925\n0.517\n0.117\n0.528\n0.127\n0.592\n0.482\n0.623\n0.010\n0.195\n0.491\n0.951\n0.384\n0.424\n0.715\n0.604\n0.299\n0.411\n0.218\n0.966\n0.131\n0.372\n0.026\n0.222\n0.780\n0.201\n0.080\n0.474\n0.010\n0.085\n0.808\n0.771\n0.915\n0.855\n0.683\n0.052\n0.783\n0.846\n0.799\n0.508\n0.233\n0.845\n0.727\n0.981\n0.156\n0.226\n0.212\n0.793\n0.187\n0.067\n0.999\n0.025\n0.835\n0.365\n0.842\n0.555\n0.902\n0.926\n0.009\n0.075\n0.250\n0.669\n0.888\n0.460\n0.607\n0.188\n0.805\n0.967\n0.269\n0.495\n0.086\n0.559\n0.503\n0.144\n0.442\n0.334\n0.522\n0.586\n0.008\n0.761\n0.713\n0.366\n0.053\n0.755\n0.955\n0.240\n0.324\n0.184\n0.577\n0.155\n0.356\n0.697\n0.560\n0.386\n0.420\n0.562\n0.006\n0.079\n0.881\n0.078\n0.707\n0.920\n0.271\n0.370\n0.569\n0.882\n0.942\n0.740\n0.087\n0.669\n0.410\n0.471\n0.049\n0.191\n0.791\n0.454\n0.302\n0.384\n0.854\n0.749\n0.272\n0.118\n0.252\n0.921\n0.582\n0.533\n0.596\n0.366\n0.807\n0.523\n0.117\n0.129\n0.537\n0.937\n0.308\n0.870\n0.764\n0.248\n0.036\n0.102\n0.728\n0.200\n0.371\n0.502\n0.725\n0.113\n0.406\n0.485\n0.541\n0.818\n0.172\n0.808\n0.693\n0.556\n0.700\n0.412\n0.138\n0.666\n0.525\n0.639\n0.338\n0.907\n0.587\n0.085\n0.450\n0.756\n0.794\n0.495\n0.895\n0.268\n0.411\n0.899\n0.896\n0.686\n0.859\n0.089\n0.865\n0.321\n0.178\n0.239\n0.418\n0.251\n0.321\n0.135\n0.296\n0.572\n0.442\n0.347\n0.746\n0.894\n0.757\n0.332\n0.744\n0.152\n0.130\n0.346\n0.808\n0.246\n0.063\n0.132\n0.859\n0.634\n0.253\n0.555\n0.528\n0.655\n0.233\n0.864\n0.309\n0.694\n0.016\n0.373\n0.352\n0.543\n0.073\n0.790\n0.218\n0.677\n0.803\n0.562\n0.741\n0.662\n0.356\n0.809\n0.295\n0.571\n0.745\n0.379\n0.303\n0.459\n0.818\n0.930\n0.545\n0.661\n0.903\n0.099\n0.232\n0.709\n0.824\n0.857\n0.415\n0.089\n0.438\n0.231\n0.291\n0.772\n0.076\n0.828\n0.428\n0.596\n0.090\n0.337\n0.090\n0.962\n0.807\n0.460\n0.224\n0.933\n0.345\n0.161\n0.563\n0.944\n0.004\n0.238\n0.938\n0.171\n0.113\n0.570\n0.862\n0.477\n0.995\n0.679\n0.074\n0.993\n0.408\n0.287\n0.558\n0.304\n0.086\n0.001\n0.450\n0.837\n0.572\n0.999\n0.287\n0.280\n0.160\n0.164\n0.285\n0.793\n0.906\n0.975\n0.232\n0.881\n0.328\n0.113\n0.870\n0.636\n0.165\n0.430\n0.287\n0.737\n0.453\n0.989\n0.055\n0.355\n0.482\n0.503\n0.316\n0.729\n0.875\n0.939\n0.805\n0.851\n0.551\n0.826\n0.304\n0.398\n0.317\n0.467\n0.286\n0.962\n0.313\n0.098\n0.527\n0.057\n0.111\n0.219\n0.464\n0.433\n0.800\n0.739\n0.426\n0.334\n0.316\n0.774\n0.052\n0.013\n0.796\n0.477\n0.131\n0.236\n0.933\n0.860\n0.710\n0.482\n0.520\n0.975\n0.966\n0.215\n0.811\n0.197\n0.214\n0.676\n0.405\n0.932\n0.089\n0.512\n0.919\n0.904\n0.157\n0.367\n0.619\n0.159\n0.968\n0.915\n0.167\n0.121\n0.085\n0.909\n0.194\n0.416\n0.449\n0.599\n0.072\n0.227\n0.931\n0.908\n0.781\n0.019\n0.327\n0.628\n0.275\n0.910\n0.634\n0.072\n0.909\n0.958\n0.078\n0.532\n0.303\n0.393\n0.180\n0.578\n0.958\n0.503\n0.083\n0.620\n0.340\n0.856\n0.435\n0.193\n0.191\n0.769\n0.266\n0.767\n0.206\n0.322\n0.465\n0.943\n0.932\n0.207\n0.358\n0.149\n0.510\n0.461\n0.901\n0.930\n0.384\n0.492\n0.896\n0.807\n0.004\n0.320\n0.422\n0.230\n0.200\n0.038\n0.643\n0.263\n0.052\n0.231\n0.802\n0.851\n0.483\n0.416\n0.978\n0.201\n0.215\n0.292\n0.173\n0.379\n0.911\n0.615\n0.412\n0.934\n0.048\n0.210\n0.566\n0.616\n0.040\n0.403\n0.649\n0.698\n0.638\n0.321\n0.094\n0.427\n0.129\n0.948\n0.475\n0.317\n0.766\n0.498\n0.310\n0.812\n0.867\n0.673\n0.047\n0.566\n0.763\n0.137\n0.229\n0.882\n0.020\n0.753\n0.474\n0.447\n0.007\n0.819\n0.360\n0.541\n0.677\n0.703\n0.956\n0.531\n0.400\n0.954\n0.642\n0.298\n0.126\n0.843\n0.362\n0.660\n0.471\n0.199\n0.602\n0.061\n0.413\n0.547\n0.436\n0.749\n0.828\n0.771\n0.039\n0.194\n0.537\n0.935\n0.835\n0.843\n0.303\n0.429\n0.471\n0.157\n0.031\n0.947\n0.241\n0.240\n0.083\n0.929\n0.580\n0.667\n0.912\n0.346\n0.622\n"
  },
  {
    "path": "examples/regression/train.conf",
    "content": "# task type, support train and predict\ntask = train\n\n# boosting type, support gbdt for now, alias: boosting, boost\nboosting_type = gbdt\n\n# application type, support following application\n# regression , regression task\n# binary , binary classification task\n# lambdarank , lambdarank task\n# alias: application, app\nobjective = regression\n\n# eval metrics, support multi metric, delimited by ',' , support following metrics\n# l1\n# l2 , default metric for regression\n# ndcg , default metric for lambdarank\n# auc\n# binary_logloss , default metric for binary\n# binary_error\nmetric = l2\n\n# frequency for metric output\nmetric_freq = 1\n\n# true if need output metric for training data, alias: tranining_metric, train_metric\nis_training_metric = true\n\n# column in data to use as label\nlabel_column = 0\n\n# number of bins for feature bucket, 255 is a recommend setting, it can save memories, and also has good accuracy.\nmax_bin = 255\n\n# forced bin thresholds\n# forcedbins_filename = forced_bins.json\n\n# training data\n# if existing weight file, should name to \"regression.train.weight\"\n# alias: train_data, train\ndata = regression.train\n\n# validation data, support multi validation data, separated by ','\n# if existing weight file, should name to \"regression.test.weight\"\n# alias: valid, test, test_data,\nvalid_data = regression.test\n\n# number of trees(iterations), alias: num_tree, num_iteration, num_iterations, num_round, num_rounds\nnum_trees = 100\n\n# shrinkage rate , alias: shrinkage_rate\nlearning_rate = 0.05\n\n# number of leaves for one tree, alias: num_leaf\nnum_leaves = 31\n\n# type of tree learner, support following types:\n# serial , single machine version\n# feature , use feature parallel to train\n# data , use data parallel to train\n# voting , use voting based parallel to train\n# alias: tree\ntree_learner = serial\n\n# number of threads for multi-threading. One thread will use one CPU, default is set to #cpu.\n# num_threads = 8\n\n# feature sub-sample, will random select 80% feature to train on each iteration\n# alias: sub_feature\nfeature_fraction = 0.9\n\n# Support bagging (data sub-sample), will perform bagging every 5 iterations\nbagging_freq = 5\n\n# Bagging fraction, will random select 80% data on bagging\n# alias: sub_row\nbagging_fraction = 0.8\n\n# minimal number data for one leaf, use this to deal with over-fit\n# alias : min_data_per_leaf, min_data\nmin_data_in_leaf = 100\n\n# minimal sum hessians for one leaf, use this to deal with over-fit\nmin_sum_hessian_in_leaf = 5.0\n\n# save memory and faster speed for sparse feature, alias: is_sparse\nis_enable_sparse = true\n\n# when data is bigger than memory size, set this to true. otherwise set false will have faster speed\n# alias: two_round_loading, two_round\nuse_two_round_loading = false\n\n# true if need to save data to binary file and application will auto load data from binary file next time\n# alias: is_save_binary, save_binary\nis_save_binary_file = false\n\n# output model file\noutput_model = LightGBM_model.txt\n\n# support continuous train from trained gbdt model\n# input_model= trained_model.txt\n\n# output prediction file for predict task\n# output_result= prediction.txt\n\n\n# number of machines in distributed training, alias: num_machine\nnum_machines = 1\n\n# local listening port in distributed training, alias: local_port\nlocal_listen_port = 12400\n\n# machines list file for distributed training, alias: mlist\nmachine_list_file = mlist.txt\n"
  },
  {
    "path": "examples/xendcg/README.md",
    "content": "XE_NDCG Ranking Example\n=======================\n\nHere is an example for LightGBM to train a ranking model with the [XE_NDCG loss](https://arxiv.org/abs/1911.09798).\n\n***You must follow the [installation instructions](https://lightgbm.readthedocs.io/en/latest/Installation-Guide.html)\nfor the following commands to work. The `lightgbm` binary must be built and available at the root of this project.***\n\nTraining\n--------\n\nRun the following command in this folder:\n\n```bash\n\"../../lightgbm\" config=train.conf\n```\n\nPrediction\n----------\n\nYou should finish training first.\n\nRun the following command in this folder:\n\n```bash\n\"../../lightgbm\" config=predict.conf\n```\n\nData Format\n-----------\n\nTo learn more about the query format used in this example, check out the\n[query data format](https://lightgbm.readthedocs.io/en/latest/Parameters.html#query-data).\n"
  },
  {
    "path": "examples/xendcg/predict.conf",
    "content": "task = predict\n\ndata = rank.test\n\ninput_model= LightGBM_model.txt\n"
  },
  {
    "path": "examples/xendcg/rank.test",
    "content": "2 1:0.74 6:0.87 8:0.75 9:0.80 11:0.88 12:0.37 17:0.66 20:0.97 21:0.30 27:0.15 28:0.95 30:0.54 32:0.80 34:0.21 36:0.62 37:0.40 39:0.43 41:0.88 43:0.90 60:0.87 66:0.47 69:0.47 70:0.62 74:0.97 77:0.96 78:0.96 81:0.84 83:0.85 85:0.98 91:0.48 96:0.86 98:0.73 100:0.91 101:0.85 104:0.95 106:0.81 108:0.36 111:0.94 114:0.86 117:0.86 120:0.77 122:0.57 123:0.35 124:0.66 126:0.54 127:0.68 129:0.81 133:0.67 135:0.78 140:0.45 144:0.85 145:0.67 146:0.95 147:0.96 149:0.97 150:0.89 151:0.94 152:0.97 153:0.80 154:0.89 155:0.67 158:0.92 159:0.82 161:0.88 162:0.78 164:0.70 165:0.84 167:0.47 169:0.86 172:0.86 173:0.25 176:0.73 177:0.38 179:0.24 181:0.89 186:0.96 187:0.39 189:0.90 192:0.59 195:0.92 201:0.74 202:0.59 206:0.81 208:0.64 212:0.39 215:0.72 216:0.48 222:0.76 232:0.97 235:0.42 238:0.83 241:0.12 242:0.51 243:0.59 245:0.94 247:0.67 248:0.84 253:0.90 255:0.79 256:0.58 259:0.21 260:0.77 261:0.94 265:0.74 266:0.80 267:0.65 268:0.64 271:0.21 276:0.88 279:0.86 282:0.88 283:0.82 285:0.62 290:0.86 297:0.36 299:0.99 300:0.70\n3 1:0.74 6:0.81 8:0.60 9:0.80 11:0.88 12:0.37 17:0.47 20:0.99 21:0.30 27:0.15 28:0.95 30:0.17 34:0.80 36:1.00 37:0.81 39:0.43 41:0.95 43:0.77 55:0.71 60:0.97 66:0.34 69:0.80 70:0.68 74:0.79 78:0.99 81:0.84 83:0.84 85:0.80 91:0.38 96:0.91 98:0.43 100:0.97 101:0.73 104:0.98 108:0.64 111:0.98 114:0.86 117:0.86 120:0.84 122:0.67 123:0.62 124:0.77 126:0.54 127:0.37 129:0.59 133:0.76 135:0.60 138:0.98 140:0.45 144:0.85 145:0.74 146:0.67 147:0.72 149:0.66 150:0.89 151:0.97 152:0.93 153:0.89 154:0.69 155:0.67 158:0.92 159:0.64 161:0.88 162:0.65 163:0.81 164:0.82 165:0.84 167:0.53 169:0.96 172:0.37 173:0.71 176:0.73 177:0.38 179:0.67 181:0.89 186:0.98 187:0.87 189:0.83 192:0.59 201:0.74 202:0.77 208:0.64 212:0.19 215:0.72 216:0.54 222:0.76 232:0.95 235:0.42 238:0.90 241:0.46 242:0.63 243:0.50 245:0.57 247:0.47 248:0.90 253:0.92 255:0.79 256:0.81 259:0.21 260:0.84 261:0.96 265:0.45 266:0.75 267:0.65 268:0.79 271:0.21 276:0.47 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.43\n2 1:0.74 6:0.80 8:0.60 11:0.88 12:0.37 17:0.61 20:0.91 27:0.34 28:0.95 30:0.21 32:0.78 34:0.63 36:0.93 37:0.36 39:0.43 43:0.87 60:0.87 66:0.29 69:0.54 70:0.87 74:0.85 77:0.89 78:0.90 81:0.98 83:0.84 85:0.90 91:0.25 98:0.38 100:0.84 101:0.78 104:0.80 108:0.84 111:0.88 114:0.98 123:0.83 124:0.79 126:0.54 127:0.34 129:0.81 133:0.76 135:0.98 144:0.85 145:0.99 146:0.62 147:0.67 149:0.79 150:0.99 152:0.85 154:0.85 155:0.67 158:0.92 159:0.64 161:0.88 163:0.90 165:0.92 167:0.47 169:0.81 172:0.45 173:0.39 176:0.73 177:0.38 178:0.55 179:0.50 181:0.89 186:0.90 187:0.21 189:0.83 192:0.59 195:0.87 201:0.74 208:0.64 212:0.27 215:0.96 216:0.84 222:0.76 232:0.85 235:0.05 238:0.81 241:0.12 242:0.18 243:0.37 245:0.69 247:0.67 253:0.78 259:0.21 261:0.88 265:0.40 266:0.75 267:0.28 271:0.21 276:0.59 279:0.86 282:0.86 283:0.82 290:0.98 297:0.36 300:0.70\n0 1:0.74 6:0.84 7:0.81 8:0.66 9:0.80 11:0.88 12:0.37 17:0.84 20:0.92 21:0.05 27:0.27 28:0.95 30:0.73 32:0.80 34:0.29 36:0.72 37:0.35 39:0.43 41:0.82 43:0.96 60:0.87 66:0.27 69:0.10 70:0.40 74:0.96 77:0.70 78:0.86 81:0.95 83:0.85 85:0.98 91:0.15 96:0.77 98:0.51 100:0.83 101:0.85 104:0.79 106:0.81 108:0.90 111:0.84 114:0.95 117:0.86 120:0.65 121:0.99 122:0.57 123:0.09 124:0.71 126:0.54 127:0.71 129:0.81 133:0.67 135:0.63 140:0.45 144:0.85 145:0.70 146:0.80 147:0.83 149:0.97 150:0.98 151:0.77 152:0.91 153:0.48 154:0.96 155:0.67 158:0.92 159:0.78 161:0.88 162:0.86 164:0.57 165:0.90 167:0.48 169:0.81 172:0.73 173:0.10 176:0.73 177:0.38 179:0.33 181:0.89 186:0.86 187:0.21 189:0.86 192:0.59 195:0.90 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.73 215:0.91 216:0.70 220:0.62 222:0.76 230:0.87 232:0.85 233:0.76 235:0.12 238:0.82 241:0.21 242:0.57 243:0.46 245:0.91 247:0.55 248:0.71 253:0.85 255:0.79 256:0.45 259:0.21 260:0.66 261:0.87 265:0.44 266:0.80 267:0.84 268:0.46 271:0.21 276:0.76 279:0.86 282:0.88 283:0.82 285:0.62 290:0.95 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.91 7:0.81 8:0.83 9:0.80 11:0.88 12:0.37 17:0.43 20:0.83 21:0.22 27:0.42 28:0.95 30:0.76 32:0.80 34:0.30 36:0.83 37:0.55 39:0.43 41:0.82 43:0.86 60:0.99 66:0.93 69:0.60 70:0.33 74:0.96 77:0.89 78:0.91 81:0.88 83:0.88 85:0.97 91:0.35 96:0.73 98:0.76 100:0.81 101:0.86 104:0.92 106:0.81 108:0.45 111:0.88 114:0.90 117:0.86 120:0.60 121:0.90 122:0.57 123:0.44 126:0.54 127:0.25 129:0.05 135:0.78 140:0.45 144:0.85 145:0.74 146:0.79 147:0.82 149:0.97 150:0.93 151:0.63 152:0.79 153:0.48 154:0.83 155:0.67 158:0.92 159:0.35 161:0.88 162:0.86 164:0.57 165:0.86 167:0.48 169:0.79 172:0.82 173:0.60 176:0.73 177:0.38 179:0.27 181:0.89 186:0.91 187:0.39 189:0.92 192:0.59 195:0.69 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.92 215:0.79 216:0.66 220:0.82 222:0.76 230:0.87 232:0.94 233:0.76 235:0.31 238:0.82 241:0.21 242:0.63 243:0.94 247:0.39 248:0.60 253:0.81 255:0.79 256:0.45 259:0.21 260:0.60 261:0.84 265:0.76 266:0.27 267:0.65 268:0.46 271:0.21 276:0.72 279:0.86 282:0.88 283:0.82 285:0.62 290:0.90 297:0.36 299:0.97 300:0.43\n1 1:0.74 11:0.88 12:0.37 17:0.62 20:0.80 21:0.40 27:0.33 28:0.95 30:0.70 32:0.80 34:0.63 36:0.91 37:0.78 39:0.43 43:0.86 66:0.46 69:0.60 70:0.43 74:0.94 77:0.89 78:0.85 81:0.87 83:0.76 85:0.98 91:0.09 98:0.55 100:0.73 101:0.84 104:0.84 106:0.81 108:0.46 111:0.83 114:0.82 117:0.86 122:0.57 123:0.44 124:0.58 126:0.54 127:0.54 129:0.59 133:0.47 135:0.51 144:0.85 145:0.99 146:0.84 147:0.87 149:0.96 150:0.92 152:0.77 154:0.83 155:0.67 159:0.78 161:0.88 165:0.86 167:0.56 169:0.72 172:0.77 173:0.40 176:0.73 177:0.38 178:0.55 179:0.32 181:0.89 186:0.86 187:0.39 192:0.59 195:0.92 201:0.74 206:0.81 212:0.50 215:0.67 216:0.62 222:0.76 232:0.89 235:0.68 241:0.56 242:0.58 243:0.59 245:0.93 247:0.47 253:0.76 259:0.21 261:0.79 265:0.56 266:0.75 267:0.65 271:0.21 276:0.76 282:0.88 290:0.82 297:0.36 299:0.88 300:0.43\n2 1:0.74 6:0.86 8:0.70 9:0.80 11:0.88 12:0.37 17:0.15 20:0.93 21:0.76 27:0.15 28:0.95 30:0.45 34:0.63 36:0.70 37:0.88 39:0.43 41:0.82 43:0.83 55:0.84 66:0.24 69:0.69 70:0.73 74:0.95 78:0.98 81:0.50 83:0.77 85:0.91 91:0.06 96:0.82 98:0.52 100:0.92 101:0.75 108:0.52 111:0.95 114:0.66 120:0.72 122:0.67 123:0.83 124:0.74 126:0.54 127:0.42 129:0.81 133:0.67 135:0.83 140:0.90 144:0.85 146:0.89 147:0.91 149:0.88 150:0.65 151:0.90 152:0.90 153:0.69 154:0.78 155:0.67 159:0.85 161:0.88 162:0.48 163:0.75 164:0.62 165:0.65 167:0.51 169:0.90 172:0.70 173:0.40 176:0.73 177:0.38 178:0.50 179:0.24 181:0.89 186:0.97 187:0.95 189:0.88 191:0.70 192:0.59 201:0.74 202:0.67 208:0.64 212:0.16 215:0.46 216:0.68 222:0.76 232:0.99 235:0.97 238:0.83 241:0.39 242:0.76 243:0.44 245:0.93 247:0.47 248:0.79 253:0.87 255:0.79 256:0.45 259:0.21 260:0.73 261:0.94 265:0.49 266:0.80 267:0.91 268:0.55 271:0.21 276:0.84 285:0.62 290:0.66 297:0.36 300:0.70\n0 1:0.74 6:0.86 7:0.81 8:0.68 9:0.80 11:0.88 12:0.37 17:0.73 20:0.95 21:0.30 27:0.25 28:0.95 30:0.57 34:0.37 36:0.55 37:0.55 39:0.43 41:0.88 43:0.85 60:0.97 66:0.93 69:0.61 70:0.64 74:0.94 78:0.95 81:0.84 83:0.87 85:0.95 91:0.38 96:0.82 98:0.88 100:0.88 101:0.85 108:0.47 111:0.92 114:0.86 120:0.72 121:0.97 122:0.57 123:0.45 126:0.54 127:0.41 129:0.05 135:0.65 140:0.45 144:0.85 146:0.85 147:0.88 149:0.94 150:0.89 151:0.87 152:0.88 153:0.48 154:0.82 155:0.67 158:0.87 159:0.42 161:0.88 162:0.86 164:0.67 165:0.84 167:0.47 169:0.86 172:0.81 173:0.64 176:0.73 177:0.38 179:0.40 181:0.89 186:0.94 187:0.39 189:0.87 192:0.59 201:0.74 202:0.50 204:0.89 208:0.64 212:0.60 215:0.72 216:0.38 222:0.76 230:0.87 233:0.76 235:0.42 238:0.82 241:0.15 242:0.44 243:0.93 247:0.67 248:0.79 253:0.88 255:0.79 256:0.58 259:0.21 260:0.73 261:0.92 265:0.88 266:0.54 267:0.23 268:0.59 271:0.21 276:0.70 279:0.86 283:0.71 285:0.62 290:0.86 297:0.36 300:0.55\n2 1:0.74 6:0.86 8:0.77 9:0.80 11:0.88 12:0.37 17:0.13 20:0.80 21:0.74 27:0.15 28:0.95 30:0.53 34:0.55 36:0.43 37:0.88 39:0.43 41:0.90 43:0.83 55:0.84 66:0.15 69:0.68 70:0.76 74:0.95 78:0.95 81:0.53 83:0.77 85:0.91 91:0.10 96:0.82 98:0.49 100:0.93 101:0.74 108:0.85 111:0.93 114:0.67 120:0.72 122:0.67 123:0.92 124:0.87 126:0.54 127:0.42 129:0.89 133:0.87 135:0.85 140:0.80 144:0.85 146:0.38 147:0.45 149:0.88 150:0.67 151:0.87 152:0.90 153:0.48 154:0.78 155:0.67 159:0.88 161:0.88 162:0.49 163:0.75 164:0.72 165:0.65 167:0.49 169:0.90 172:0.70 173:0.36 176:0.73 177:0.38 178:0.42 179:0.23 181:0.89 186:0.95 187:0.95 189:0.92 192:0.59 201:0.74 202:0.76 208:0.64 212:0.15 215:0.46 216:0.68 220:0.87 222:0.76 232:0.99 235:0.95 238:0.85 241:0.32 242:0.74 243:0.16 245:0.88 247:0.60 248:0.79 253:0.87 255:0.79 256:0.64 259:0.21 260:0.73 261:0.94 265:0.49 266:0.87 267:0.84 268:0.65 271:0.21 276:0.85 285:0.62 290:0.67 297:0.36 300:0.70\n1 1:0.74 11:0.88 12:0.37 17:0.43 21:0.54 27:0.45 28:0.95 30:0.95 34:0.81 36:0.19 37:0.50 39:0.43 43:0.82 66:0.54 69:0.69 74:0.43 81:0.70 83:0.74 85:0.72 91:0.12 98:0.09 101:0.72 108:0.52 114:0.77 123:0.50 126:0.54 127:0.06 129:0.05 135:0.60 144:0.85 145:0.49 146:0.13 147:0.18 149:0.46 150:0.80 154:0.78 155:0.67 159:0.08 161:0.88 165:0.79 167:0.47 172:0.10 173:0.67 176:0.73 177:0.38 178:0.55 179:0.08 181:0.89 187:0.68 192:0.59 201:0.74 215:0.58 216:0.77 222:0.76 235:0.68 241:0.15 243:0.63 253:0.59 259:0.21 265:0.09 267:0.28 271:0.21 290:0.77 297:0.36 300:0.08\n2 1:0.74 6:0.87 8:0.72 9:0.80 11:0.88 12:0.37 17:0.66 20:0.93 21:0.59 27:0.15 28:0.95 30:0.45 34:0.58 36:0.74 37:0.40 39:0.43 41:0.90 43:0.90 60:0.87 66:0.87 69:0.49 70:0.48 74:0.85 78:0.93 81:0.66 83:0.82 85:0.90 91:0.37 96:0.85 98:0.76 100:0.86 101:0.80 104:0.94 106:0.81 108:0.38 111:0.90 114:0.74 117:0.86 120:0.74 122:0.43 123:0.36 126:0.54 127:0.25 129:0.05 135:0.39 140:0.45 144:0.85 145:0.79 146:0.83 147:0.86 149:0.86 150:0.77 151:0.91 152:0.97 153:0.72 154:0.89 155:0.67 158:0.92 159:0.39 161:0.88 162:0.58 164:0.72 165:0.78 167:0.46 169:0.86 172:0.63 173:0.45 176:0.73 177:0.38 179:0.51 181:0.89 186:0.93 187:0.68 189:0.86 192:0.59 201:0.74 202:0.70 206:0.81 208:0.64 212:0.27 215:0.55 216:0.48 222:0.76 232:0.96 235:0.74 238:0.82 241:0.10 242:0.40 243:0.88 247:0.60 248:0.81 253:0.87 255:0.79 256:0.68 259:0.21 260:0.75 261:0.94 265:0.76 266:0.54 267:0.52 268:0.69 271:0.21 276:0.52 279:0.86 283:0.82 285:0.62 290:0.74 297:0.36 300:0.43\n1 11:0.88 12:0.37 17:0.47 21:0.78 27:0.45 28:0.95 30:0.95 34:0.69 36:0.23 37:0.50 39:0.43 43:0.79 66:0.54 69:0.77 74:0.42 85:0.72 91:0.07 98:0.09 101:0.72 108:0.60 123:0.58 127:0.06 129:0.05 135:0.51 144:0.85 145:0.56 146:0.13 147:0.18 149:0.43 154:0.72 159:0.08 161:0.88 167:0.47 172:0.10 173:0.75 177:0.38 178:0.55 179:0.08 181:0.89 187:0.68 216:0.77 222:0.76 235:0.98 241:0.12 243:0.63 253:0.37 259:0.21 265:0.09 267:0.36 271:0.21 300:0.08\n0 12:0.79 17:0.13 21:0.74 27:0.41 30:0.62 34:0.39 36:0.61 37:0.53 39:0.29 43:0.41 55:0.84 66:0.19 69:0.42 70:0.63 74:0.89 76:0.85 77:0.70 81:0.32 91:0.35 96:0.68 98:0.27 108:0.76 114:0.61 117:0.86 122:0.67 123:0.75 124:0.91 126:0.32 127:0.50 129:0.97 133:0.92 135:0.75 140:0.45 145:0.95 146:0.05 147:0.05 149:0.47 150:0.29 151:0.46 153:0.46 154:0.31 158:0.84 159:0.88 162:0.86 163:0.96 172:0.37 173:0.15 175:0.75 176:0.56 177:0.05 179:0.58 187:0.87 190:0.77 195:0.97 202:0.49 212:0.18 216:0.59 220:0.99 222:0.35 232:0.98 235:0.88 241:0.01 242:0.82 243:0.10 244:0.61 245:0.60 247:0.30 248:0.47 253:0.66 256:0.58 257:0.65 259:0.21 265:0.29 266:0.87 267:0.94 268:0.58 271:0.37 276:0.59 277:0.69 282:0.84 285:0.50 290:0.61 300:0.55\n1 12:0.79 17:0.40 21:0.78 27:0.45 30:0.76 34:0.74 36:0.18 37:0.50 39:0.29 43:0.28 55:0.96 66:0.13 69:0.74 70:0.15 74:0.48 91:0.61 98:0.06 108:0.57 122:0.57 123:0.54 124:0.75 127:0.20 129:0.81 133:0.67 135:0.90 145:0.45 146:0.05 147:0.05 149:0.19 154:0.21 159:0.53 163:0.99 172:0.05 173:0.58 175:0.75 177:0.05 178:0.55 179:0.95 187:0.68 212:0.95 216:0.77 222:0.35 235:0.80 241:0.43 242:0.82 243:0.34 244:0.61 245:0.37 247:0.12 253:0.40 257:0.65 259:0.21 265:0.06 266:0.12 267:0.82 271:0.37 276:0.18 277:0.69 300:0.13\n1 7:0.78 12:0.79 17:0.53 21:0.71 27:0.55 30:0.37 32:0.75 34:0.94 36:0.21 37:0.66 39:0.29 43:0.30 55:0.42 66:0.06 69:0.30 70:0.66 74:0.77 76:0.85 77:0.70 81:0.44 91:0.63 98:0.34 108:0.78 114:0.68 123:0.52 124:0.75 126:0.54 127:0.57 129:0.05 133:0.74 135:0.21 145:0.45 146:0.21 147:0.27 149:0.47 150:0.54 154:0.84 159:0.46 172:0.51 173:0.34 176:0.73 177:0.38 178:0.55 179:0.65 187:0.68 195:0.70 212:0.75 215:0.48 216:0.18 222:0.35 230:0.81 233:0.76 235:0.88 241:0.05 242:0.73 243:0.31 245:0.62 247:0.55 253:0.63 254:0.84 259:0.21 265:0.26 266:0.54 267:0.94 271:0.37 276:0.52 277:0.69 282:0.83 290:0.68 297:0.36 300:0.55\n2 7:0.78 12:0.79 17:0.77 21:0.47 25:0.88 27:0.72 30:0.21 34:0.74 36:0.66 39:0.29 43:0.45 55:0.98 66:0.16 69:0.33 70:0.86 74:0.63 76:0.85 81:0.48 91:0.29 98:0.33 104:0.54 108:0.26 123:0.69 124:0.84 126:0.32 127:0.98 129:0.93 133:0.84 135:0.60 145:0.56 146:0.26 147:0.32 149:0.47 150:0.38 154:0.34 159:0.76 172:0.21 173:0.21 175:0.75 177:0.05 178:0.55 179:0.88 187:0.39 202:0.36 212:0.42 215:0.63 216:0.02 222:0.35 230:0.81 233:0.76 235:0.60 241:0.01 242:0.45 243:0.44 244:0.61 245:0.47 247:0.47 253:0.49 257:0.65 259:0.21 265:0.16 266:0.38 267:0.87 271:0.37 276:0.34 277:0.69 297:1.00 300:0.55\n1 8:0.65 12:0.79 17:0.79 21:0.05 27:0.59 30:0.58 34:0.34 36:0.75 37:0.29 39:0.29 43:0.28 55:0.96 66:0.06 69:0.73 70:0.62 74:0.92 77:0.70 81:0.88 91:0.58 98:0.22 108:0.75 114:0.77 117:0.86 122:0.67 123:0.94 124:0.98 126:0.32 127:0.74 129:1.00 133:0.98 135:0.80 145:0.45 146:0.05 147:0.05 149:0.56 150:0.74 154:0.21 158:0.84 159:0.91 163:0.97 172:0.32 173:0.39 175:0.75 176:0.56 177:0.05 178:0.55 179:0.43 187:0.21 195:0.98 212:0.14 216:0.52 222:0.35 232:0.94 235:0.05 241:0.02 242:0.82 243:0.08 244:0.61 245:0.63 247:0.30 253:0.73 257:0.65 259:0.21 265:0.15 266:0.94 267:0.87 271:0.37 276:0.75 277:0.69 282:0.84 290:0.77 300:0.70\n0 12:0.79 17:0.61 21:0.59 27:0.72 30:0.45 34:0.66 36:0.94 37:0.32 39:0.29 43:0.44 55:0.84 66:0.29 69:0.21 70:0.57 74:0.40 81:0.38 91:0.44 98:0.53 104:0.82 106:0.81 108:0.89 123:0.88 124:0.79 126:0.32 127:0.62 129:0.89 133:0.78 135:0.83 146:0.39 147:0.46 149:0.48 150:0.34 154:0.34 159:0.78 163:0.94 172:0.37 173:0.13 175:0.75 177:0.05 178:0.55 179:0.71 187:0.21 206:0.81 212:0.37 215:0.55 216:0.37 222:0.35 235:0.68 241:0.03 242:0.78 243:0.27 244:0.61 245:0.62 247:0.39 253:0.35 257:0.65 259:0.21 265:0.54 266:0.80 267:0.76 271:0.37 276:0.52 277:0.69 283:0.71 297:0.36 300:0.43\n2 7:0.78 12:0.79 17:0.85 21:0.78 27:0.64 30:0.11 34:0.70 36:0.96 37:0.82 39:0.29 43:0.26 55:0.52 66:0.47 69:0.80 70:0.54 74:0.40 91:0.35 98:0.44 108:0.64 123:0.61 124:0.52 127:0.37 129:0.05 133:0.39 135:0.34 145:0.40 146:0.59 147:0.65 149:0.28 154:0.18 159:0.53 163:0.88 172:0.21 173:0.78 177:0.38 178:0.55 179:0.91 187:0.21 212:0.30 216:0.39 222:0.35 230:0.81 233:0.76 235:0.22 241:0.05 242:0.77 243:0.59 244:0.61 245:0.46 247:0.30 253:0.36 259:0.21 265:0.46 266:0.27 267:0.73 271:0.37 276:0.23 300:0.33\n0 8:0.90 12:0.79 17:0.08 21:0.78 27:0.41 30:0.95 34:0.34 36:0.39 37:0.53 39:0.29 43:0.37 55:1.00 66:0.20 69:0.52 74:0.30 91:0.18 98:0.05 108:0.40 123:0.39 124:0.61 127:0.57 129:0.59 133:0.47 135:0.78 145:0.95 146:0.05 147:0.05 149:0.15 154:0.28 159:0.92 172:0.05 173:0.17 175:0.75 177:0.05 178:0.55 179:1.00 187:0.87 191:0.76 202:0.54 216:0.59 222:0.35 235:0.60 241:0.03 243:0.40 244:0.61 245:0.36 253:0.27 257:0.65 259:0.21 265:0.05 267:0.97 271:0.37 277:0.69 300:0.08\n0 8:0.72 12:0.79 17:0.47 21:0.78 27:0.60 30:0.21 34:0.59 36:0.91 37:0.44 39:0.29 43:0.07 55:0.59 66:0.20 69:0.99 70:0.37 74:0.30 91:0.35 98:0.09 108:0.97 123:0.97 124:0.73 127:0.18 129:0.81 133:0.67 135:0.54 146:0.05 147:0.05 149:0.08 154:0.07 159:0.88 163:0.90 172:0.10 173:0.92 175:0.75 177:0.05 178:0.55 179:0.80 187:0.68 202:0.63 212:0.42 216:0.46 222:0.35 235:0.22 241:0.52 242:0.45 243:0.26 244:0.61 245:0.40 247:0.35 253:0.27 257:0.65 259:0.21 265:0.09 266:0.23 267:0.59 271:0.37 276:0.14 277:0.69 300:0.25\n0 12:0.79 17:0.45 21:0.78 27:0.30 30:0.95 34:0.64 36:0.76 37:0.64 39:0.29 43:0.36 55:0.99 66:0.20 69:0.56 74:0.34 91:0.27 98:0.07 108:0.43 123:0.41 124:0.61 127:0.58 129:0.59 133:0.47 135:0.98 145:0.65 146:0.05 147:0.05 149:0.17 154:0.27 159:0.67 172:0.05 173:0.44 175:0.75 177:0.05 178:0.55 179:1.00 187:0.95 202:0.53 216:0.75 222:0.35 235:0.95 241:0.01 243:0.40 244:0.61 245:0.36 253:0.31 257:0.65 259:0.21 265:0.07 267:0.73 271:0.37 277:0.69 300:0.08\n2 7:0.78 12:0.79 17:0.43 21:0.54 27:0.26 30:0.62 34:0.78 36:0.88 37:0.68 39:0.29 43:0.29 55:0.98 66:0.30 69:0.73 70:0.34 74:0.63 76:0.85 81:0.42 91:0.33 98:0.33 104:0.99 106:0.81 108:0.68 122:0.51 123:0.66 124:0.78 126:0.32 127:0.68 129:0.89 132:0.97 133:0.78 135:0.49 145:0.56 146:0.05 147:0.05 149:0.29 150:0.36 154:0.21 159:0.74 163:0.96 172:0.16 173:0.60 175:0.75 177:0.05 178:0.55 179:0.95 187:0.87 206:0.81 212:0.30 215:0.58 216:0.90 222:0.35 230:0.81 233:0.76 235:0.60 242:0.33 243:0.23 244:0.61 245:0.40 247:0.39 253:0.49 257:0.65 259:0.21 265:0.35 266:0.27 267:0.88 271:0.37 276:0.28 277:0.69 297:0.36 300:0.25\n1 12:0.79 17:0.57 21:0.78 27:0.16 30:0.55 32:0.75 34:0.39 36:0.21 37:0.55 39:0.29 43:0.36 55:0.92 66:0.64 69:0.94 70:0.53 74:0.63 91:0.58 98:0.64 104:0.89 108:0.88 122:0.67 123:0.88 124:0.55 127:0.72 129:0.05 133:0.74 135:0.42 145:0.42 146:0.90 147:0.05 149:0.37 154:0.27 159:0.79 163:0.86 172:0.54 173:0.93 177:0.05 178:0.55 179:0.75 187:0.87 195:0.90 212:0.18 216:0.94 222:0.35 235:0.42 241:0.02 242:0.71 243:0.13 244:0.61 245:0.51 247:0.47 253:0.49 257:0.65 259:0.21 265:0.65 266:0.75 267:0.59 271:0.37 276:0.49 300:0.43\n2 12:0.79 17:0.09 21:0.30 27:0.30 30:0.11 34:0.62 36:0.45 37:0.64 39:0.29 43:0.41 55:0.52 66:0.48 69:0.88 70:0.69 74:0.48 81:0.60 91:0.12 98:0.48 108:0.76 123:0.75 124:0.74 126:0.32 127:0.60 129:0.05 133:0.74 135:0.95 146:0.72 147:0.05 149:0.38 150:0.45 154:0.31 159:0.71 163:0.94 172:0.37 173:0.84 177:0.05 178:0.55 179:0.82 187:0.68 212:0.28 215:0.72 216:0.75 222:0.35 235:0.31 241:0.03 242:0.29 243:0.16 244:0.61 245:0.49 247:0.55 253:0.40 257:0.65 259:0.21 265:0.50 266:0.63 267:0.65 271:0.37 276:0.40 297:0.36 300:0.43\n1 7:0.78 12:0.79 17:0.49 21:0.78 27:0.42 30:0.32 32:0.75 34:0.26 36:0.99 37:0.31 39:0.29 43:0.40 55:0.71 66:0.10 69:0.77 70:0.75 74:0.46 91:0.35 98:0.29 104:0.93 106:0.81 108:0.30 123:0.88 124:0.89 127:0.76 129:0.59 133:0.86 135:0.82 145:0.45 146:0.40 147:0.45 149:0.57 154:0.46 159:0.70 172:0.27 173:0.69 177:0.05 178:0.55 179:0.67 187:0.68 195:0.86 206:0.81 212:0.21 216:0.75 222:0.35 230:0.81 233:0.76 235:0.22 241:0.43 242:0.74 243:0.34 245:0.62 247:0.39 253:0.40 254:0.90 257:0.65 259:0.21 265:0.26 266:0.87 267:0.79 271:0.37 276:0.57 277:0.69 283:0.71 300:0.55\n0 12:0.79 17:0.43 21:0.30 27:0.30 30:0.76 34:0.69 36:0.74 37:0.64 39:0.29 43:0.36 55:0.96 66:0.20 69:0.52 70:0.22 74:0.35 81:0.60 91:0.22 98:0.23 104:0.98 106:0.81 108:0.64 123:0.61 124:0.81 126:0.32 127:0.44 129:0.89 133:0.78 135:0.86 146:0.05 147:0.05 149:0.28 150:0.45 154:0.27 159:0.64 163:0.96 172:0.10 173:0.40 175:0.75 177:0.05 178:0.55 179:0.95 187:0.87 206:0.81 212:0.42 215:0.72 216:0.75 222:0.35 235:0.31 241:0.18 242:0.75 243:0.26 244:0.61 245:0.39 247:0.30 253:0.31 257:0.65 259:0.21 265:0.25 266:0.23 267:0.84 271:0.37 276:0.24 277:0.69 297:0.36 300:0.18\n0 12:0.79 17:0.08 21:0.78 27:0.30 30:0.62 34:0.71 36:0.71 37:0.64 39:0.29 43:0.36 55:0.96 66:0.30 69:0.52 70:0.34 74:0.45 91:0.38 98:0.34 108:0.84 123:0.84 124:0.78 127:0.49 129:0.89 133:0.78 135:0.76 146:0.05 147:0.05 149:0.29 154:0.27 159:0.62 163:0.97 172:0.16 173:0.42 175:0.75 177:0.05 178:0.55 179:0.93 187:0.68 202:0.76 212:0.30 216:0.75 222:0.35 235:0.22 241:0.44 242:0.33 243:0.23 244:0.61 245:0.40 247:0.39 253:0.39 257:0.65 259:0.21 265:0.36 266:0.27 267:0.76 271:0.37 276:0.27 277:0.69 300:0.25\n2 8:0.70 12:0.79 17:0.28 21:0.78 27:0.63 30:0.45 34:0.40 36:0.97 37:0.28 39:0.29 43:0.45 55:0.84 66:0.06 69:0.05 70:0.59 74:0.34 91:0.58 98:0.22 108:0.97 120:0.80 123:0.97 124:0.98 127:0.84 129:1.00 133:0.98 135:0.75 140:0.45 146:0.34 147:0.40 149:0.61 151:0.60 153:0.85 154:0.34 159:0.95 162:0.72 163:0.94 164:0.88 172:0.32 173:0.05 175:0.75 177:0.05 179:0.31 187:0.39 190:0.77 191:0.75 202:0.82 212:0.30 216:0.42 220:0.82 222:0.35 235:0.05 241:0.07 242:0.81 243:0.09 244:0.61 245:0.73 247:0.39 248:0.72 253:0.31 256:0.83 257:0.65 259:0.21 260:0.81 265:0.24 266:0.96 267:0.36 268:0.85 271:0.37 276:0.84 277:0.69 283:0.71 285:0.50 300:0.70\n2 12:0.79 17:0.62 21:0.78 27:0.19 30:0.41 34:0.36 36:0.46 37:0.43 39:0.29 43:0.43 55:0.84 66:0.20 69:0.05 70:0.72 74:0.39 91:0.14 98:0.21 104:0.98 106:0.81 108:0.05 123:0.77 124:0.84 127:0.88 129:0.93 133:0.84 135:0.85 146:0.50 147:0.56 149:0.51 154:0.33 159:0.90 163:0.86 172:0.27 173:0.06 175:0.75 177:0.05 178:0.55 179:0.79 187:0.68 206:0.81 212:0.30 216:0.88 222:0.35 241:0.05 242:0.77 243:0.40 244:0.61 245:0.55 247:0.39 253:0.35 257:0.65 259:0.21 265:0.22 266:0.71 267:0.65 271:0.37 276:0.33 277:0.69 283:0.71 300:0.55\n1 12:0.79 17:0.43 21:0.13 27:0.49 30:0.36 34:0.44 36:0.99 37:0.42 39:0.29 43:0.45 55:0.92 66:0.07 69:0.07 70:0.73 74:0.34 81:0.76 91:0.35 98:0.22 108:0.58 123:0.96 124:0.96 126:0.32 127:0.84 129:0.99 133:0.96 135:0.87 146:0.26 147:0.32 149:0.55 150:0.56 154:0.34 159:0.91 163:0.96 172:0.27 173:0.06 175:0.75 177:0.05 178:0.55 179:0.58 187:0.68 212:0.16 215:0.84 216:0.94 222:0.35 235:0.12 241:0.03 242:0.80 243:0.15 244:0.61 245:0.58 247:0.39 253:0.31 257:0.65 259:0.21 265:0.23 266:0.94 267:0.65 271:0.37 276:0.65 277:0.69 283:0.71 297:0.36 300:0.55\n1 6:0.95 7:0.81 8:0.81 12:0.37 17:0.40 20:0.78 21:0.47 27:0.21 28:0.83 30:0.09 34:0.25 36:0.91 37:0.74 43:0.52 55:0.45 66:0.13 69:0.15 70:0.95 78:0.76 81:0.88 91:0.63 98:0.32 100:0.80 104:0.84 106:0.81 108:0.87 111:0.76 120:0.83 123:0.86 124:0.97 126:0.54 127:0.84 129:0.99 133:0.97 135:0.76 140:0.45 146:0.26 147:0.32 149:0.68 150:0.77 151:0.74 152:0.97 153:0.81 154:0.41 159:0.93 161:0.72 162:0.59 164:0.88 167:0.59 169:0.83 172:0.59 173:0.07 177:0.05 179:0.29 181:0.66 186:0.76 187:0.39 191:0.76 202:0.85 206:0.81 212:0.15 215:0.63 216:0.95 220:0.93 230:0.87 233:0.76 235:0.52 241:0.18 242:0.82 243:0.09 245:0.78 247:0.12 248:0.75 256:0.85 259:0.21 260:0.84 261:0.87 265:0.35 266:0.96 267:0.79 268:0.85 271:0.47 276:0.85 283:0.82 285:0.62 297:0.36 300:0.70\n2 6:0.89 8:0.72 12:0.37 17:0.34 20:0.88 21:0.47 27:0.36 28:0.83 30:0.60 34:0.19 36:0.99 37:0.64 43:0.33 55:0.71 66:0.16 69:0.67 70:0.58 78:0.75 81:0.88 91:0.68 98:0.33 100:0.79 104:0.89 106:0.81 108:0.67 111:0.75 120:0.91 123:0.64 124:0.93 126:0.54 127:0.40 129:0.98 133:0.93 135:0.97 140:0.45 146:0.38 147:0.44 149:0.63 150:0.77 151:0.82 152:0.83 153:0.94 154:0.25 159:0.88 161:0.72 162:0.83 164:0.86 167:0.59 169:0.77 172:0.51 173:0.33 177:0.05 179:0.33 181:0.66 186:0.76 187:0.39 189:0.91 202:0.76 206:0.81 212:0.16 215:0.63 216:0.72 235:0.52 238:0.92 241:0.21 242:0.82 243:0.11 245:0.74 247:0.12 248:0.88 256:0.81 259:0.21 260:0.92 261:0.78 265:0.35 266:0.95 267:0.84 268:0.82 271:0.47 276:0.76 283:0.82 285:0.62 297:0.36 300:0.55\n2 12:0.37 17:0.20 21:0.59 25:0.88 27:0.07 28:0.83 30:0.62 32:0.80 34:0.88 36:0.40 37:0.91 43:0.52 55:0.71 66:0.64 69:0.19 70:0.54 81:0.85 91:0.29 98:0.74 104:0.58 106:0.81 108:0.15 120:0.54 123:0.15 124:0.44 126:0.54 127:0.69 129:0.59 133:0.47 135:0.72 140:0.80 145:0.59 146:0.75 147:0.79 149:0.53 150:0.66 151:0.47 153:0.48 154:0.41 159:0.49 161:0.72 162:0.62 164:0.57 167:0.70 172:0.45 173:0.26 177:0.05 178:0.42 179:0.83 181:0.66 187:0.98 195:0.68 202:0.50 206:0.81 212:0.28 215:0.55 216:0.68 220:0.82 235:0.68 241:0.57 242:0.82 243:0.69 245:0.55 247:0.12 248:0.47 256:0.45 259:0.21 260:0.54 265:0.74 266:0.63 267:0.44 268:0.46 271:0.47 276:0.39 283:0.60 285:0.62 297:0.36 300:0.43\n2 6:0.96 8:0.97 12:0.37 17:0.03 20:0.75 21:0.40 27:0.39 28:0.83 30:0.45 34:0.25 36:0.71 37:0.98 43:0.48 55:0.59 66:0.77 69:0.35 70:0.33 78:0.91 81:0.90 91:0.88 98:0.94 100:0.90 104:0.58 108:0.27 111:0.90 120:0.82 123:0.26 126:0.54 127:0.60 129:0.05 135:0.58 140:0.45 146:0.61 147:0.67 149:0.45 150:0.81 151:0.66 152:0.74 153:0.48 154:0.37 159:0.23 161:0.72 162:0.74 164:0.94 167:0.95 169:0.88 172:0.37 173:0.62 177:0.05 179:0.92 181:0.66 186:0.91 189:0.97 191:0.85 202:0.90 212:0.52 215:0.67 216:0.40 220:0.82 235:0.42 238:1.00 241:0.98 242:0.82 243:0.79 247:0.12 248:0.74 256:0.94 259:0.21 260:0.83 261:0.77 265:0.94 266:0.27 267:0.73 268:0.93 271:0.47 276:0.31 283:0.60 285:0.62 297:0.36 300:0.25\n2 7:0.81 8:0.96 12:0.37 17:0.70 20:0.81 21:0.47 27:0.38 28:0.83 30:0.91 32:0.80 34:0.74 36:0.62 37:0.92 43:0.51 55:0.96 66:0.10 69:0.19 70:0.13 78:0.74 81:0.88 91:0.88 98:0.09 100:0.73 108:0.15 111:0.73 120:0.54 123:0.15 124:0.82 126:0.54 127:0.93 129:0.89 133:0.78 135:0.68 140:0.80 145:0.74 146:0.05 147:0.05 149:0.30 150:0.77 151:0.47 152:0.78 153:0.48 154:0.40 159:0.38 161:0.72 162:0.55 163:0.89 164:0.72 167:0.93 169:0.72 172:0.05 173:0.35 177:0.05 178:0.42 179:0.98 181:0.66 186:0.75 191:0.75 195:0.58 202:0.69 212:0.61 215:0.63 216:0.11 220:0.82 230:0.65 233:0.63 235:0.52 241:0.88 242:0.82 243:0.29 245:0.37 247:0.12 248:0.47 256:0.64 259:0.21 260:0.54 261:0.74 265:0.09 266:0.17 267:0.36 268:0.65 271:0.47 276:0.23 283:0.82 285:0.62 297:0.36 300:0.13\n2 6:0.93 7:0.81 8:0.86 12:0.37 17:0.78 20:0.97 21:0.05 27:0.19 28:0.83 30:0.85 32:0.80 34:0.53 36:0.66 37:0.73 43:0.42 55:0.45 66:0.96 69:0.48 70:0.28 78:0.81 81:0.95 91:0.40 98:0.90 100:0.87 104:0.80 106:0.81 108:0.37 111:0.82 120:0.69 123:0.36 126:0.54 127:0.47 129:0.05 135:0.85 140:0.45 145:0.80 146:0.82 147:0.85 149:0.85 150:0.93 151:0.66 152:0.92 153:0.48 154:0.32 159:0.38 161:0.72 162:0.86 164:0.57 167:0.75 169:0.85 172:0.89 173:0.55 177:0.05 179:0.29 181:0.66 186:0.82 187:0.39 189:0.94 195:0.63 202:0.36 206:0.81 212:0.93 215:0.91 216:0.81 230:0.65 233:0.63 235:0.05 238:0.93 241:0.68 242:0.82 243:0.96 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 261:0.88 265:0.90 266:0.27 267:0.76 268:0.46 271:0.47 276:0.81 285:0.62 297:0.36 300:0.33\n4 6:0.95 8:0.91 12:0.37 17:0.09 20:0.99 21:0.54 25:0.88 27:0.07 28:0.83 30:0.76 34:0.80 36:0.42 37:0.91 43:0.28 55:0.45 66:0.80 69:0.77 70:0.28 78:0.90 81:0.87 91:0.99 98:0.68 100:0.99 104:0.58 108:0.60 111:0.98 120:0.99 123:0.58 126:0.54 127:0.21 129:0.05 135:0.90 140:0.45 146:0.60 147:0.66 149:0.43 150:0.72 151:0.90 152:0.99 153:0.99 154:0.21 159:0.22 161:0.72 162:0.75 164:0.99 167:0.95 169:0.97 172:0.45 173:0.87 177:0.05 179:0.64 181:0.66 186:0.90 189:0.96 191:0.95 202:0.98 212:0.71 215:0.58 216:0.68 235:0.60 238:0.99 241:1.00 242:0.82 243:0.82 247:0.12 248:0.99 256:0.98 259:0.21 260:0.99 261:0.99 265:0.69 266:0.27 267:0.76 268:0.99 271:0.47 276:0.35 283:0.82 285:0.62 297:0.36 300:0.25\n3 6:0.93 7:0.81 8:0.75 12:0.37 17:0.69 20:0.77 21:0.68 27:0.38 28:0.83 30:0.54 32:0.80 34:0.88 36:0.95 37:0.69 43:0.35 55:0.45 66:0.94 69:0.65 70:0.58 78:0.80 81:0.91 91:0.68 98:0.91 100:0.83 104:0.92 106:0.81 108:0.50 111:0.80 120:0.85 123:0.48 126:0.54 127:0.50 129:0.05 135:0.97 140:0.45 145:0.85 146:0.90 147:0.92 149:0.76 150:0.82 151:0.75 152:0.75 153:0.84 154:0.26 159:0.50 161:0.72 162:0.81 164:0.80 167:0.74 169:0.80 172:0.84 173:0.65 177:0.05 179:0.39 181:0.66 186:0.81 187:0.87 189:0.94 195:0.72 202:0.70 206:0.81 212:0.74 215:0.49 216:0.59 230:0.65 233:0.63 235:0.84 238:0.84 241:0.65 242:0.82 243:0.94 247:0.12 248:0.79 256:0.79 259:0.21 260:0.85 261:0.76 265:0.91 266:0.54 267:0.44 268:0.76 271:0.47 276:0.74 283:0.82 285:0.62 297:0.36 300:0.43\n2 7:0.81 12:0.37 17:0.22 21:0.59 25:0.88 27:0.07 28:0.83 30:0.72 32:0.80 34:0.92 36:0.32 37:0.91 43:0.52 55:0.71 66:0.84 69:0.21 70:0.22 81:0.93 91:0.25 98:0.97 104:0.58 106:0.81 108:0.17 123:0.16 126:0.54 127:0.74 129:0.05 135:0.68 145:0.61 146:0.80 147:0.83 149:0.56 150:0.89 154:0.41 159:0.35 161:0.72 167:0.63 172:0.54 173:0.38 177:0.05 178:0.55 179:0.82 181:0.66 187:0.98 195:0.60 206:0.81 212:0.23 215:0.55 216:0.68 230:0.65 233:0.63 235:0.74 241:0.37 242:0.82 243:0.85 247:0.12 259:0.21 265:0.97 266:0.54 267:0.52 271:0.47 276:0.45 297:0.36 300:0.18\n2 7:0.81 12:0.37 17:0.30 21:0.22 25:0.88 27:0.07 28:0.83 30:0.61 32:0.80 34:0.81 36:0.43 37:0.91 43:0.52 55:0.71 66:0.78 69:0.10 70:0.53 81:0.98 91:0.46 98:0.85 104:0.58 106:0.81 108:0.09 123:0.09 124:0.39 126:0.54 127:0.76 129:0.59 133:0.47 135:0.65 145:0.67 146:0.86 147:0.89 149:0.70 150:0.97 154:0.41 159:0.53 161:0.72 167:0.65 172:0.73 173:0.18 177:0.05 178:0.55 179:0.58 181:0.66 187:0.99 195:0.70 206:0.81 212:0.58 215:0.79 216:0.68 230:0.87 233:0.76 235:0.31 241:0.43 242:0.82 243:0.80 245:0.67 247:0.12 259:0.21 265:0.85 266:0.63 267:0.44 271:0.47 276:0.63 283:0.60 297:0.36 300:0.43\n1 7:0.81 8:0.96 12:0.37 17:0.94 20:0.77 21:0.68 27:0.72 28:0.83 30:0.68 32:0.80 34:0.55 36:0.46 37:0.98 43:0.33 55:0.84 66:0.79 69:0.68 70:0.31 78:0.72 81:0.91 91:0.80 98:0.85 100:0.73 104:0.57 108:0.52 111:0.72 123:0.50 126:0.54 127:0.36 129:0.05 135:0.47 140:0.45 145:0.96 146:0.76 147:0.80 149:0.41 150:0.82 152:0.75 153:0.48 154:0.25 159:0.32 161:0.72 162:0.62 163:0.92 164:0.57 167:0.93 169:0.72 172:0.41 173:0.79 177:0.05 179:0.85 181:0.66 186:0.73 195:0.63 202:0.50 212:0.61 215:0.49 216:0.01 220:0.99 230:0.65 233:0.63 235:0.84 241:0.93 242:0.82 243:0.80 247:0.12 256:0.45 259:0.21 261:0.73 265:0.85 266:0.27 267:0.52 268:0.46 271:0.47 276:0.35 285:0.62 297:0.36 300:0.25\n2 6:0.95 7:0.81 8:0.86 12:0.37 17:0.12 20:0.91 21:0.54 27:0.24 28:0.83 30:0.28 32:0.80 34:0.75 36:0.60 37:0.80 43:0.32 55:0.71 66:0.60 69:0.69 70:0.76 78:0.76 81:0.87 91:0.73 98:0.76 100:0.80 104:0.80 106:0.81 108:0.53 111:0.76 120:0.86 123:0.51 124:0.51 126:0.54 127:0.38 129:0.59 133:0.47 135:0.56 140:0.45 145:0.67 146:0.88 147:0.90 149:0.71 150:0.72 151:0.76 152:0.91 153:0.87 154:0.24 159:0.57 161:0.72 162:0.81 164:0.89 167:0.69 169:0.78 172:0.73 173:0.62 177:0.05 179:0.39 181:0.66 186:0.77 187:0.21 189:0.96 195:0.81 202:0.81 206:0.81 212:0.70 215:0.58 216:0.67 220:0.62 230:0.87 233:0.76 235:0.60 238:0.93 241:0.53 242:0.82 243:0.67 245:0.86 247:0.12 248:0.81 256:0.86 259:0.21 260:0.87 261:0.81 265:0.76 266:0.75 267:0.23 268:0.86 271:0.47 276:0.70 283:0.82 285:0.62 297:0.36 300:0.70\n1 12:0.37 17:0.45 21:0.30 27:0.45 28:0.83 30:0.62 32:0.80 34:0.45 36:0.18 37:0.50 43:0.32 55:0.59 66:0.47 69:0.68 70:0.34 81:0.92 91:0.18 98:0.31 108:0.65 123:0.63 124:0.52 126:0.54 127:0.16 129:0.59 133:0.47 135:0.99 145:0.47 146:0.22 147:0.28 149:0.36 150:0.84 154:0.24 159:0.26 161:0.72 163:0.75 167:0.60 172:0.21 173:0.65 177:0.05 178:0.55 179:0.65 181:0.66 187:0.68 195:0.75 212:0.30 215:0.72 216:0.77 235:0.31 241:0.24 242:0.82 243:0.37 245:0.46 247:0.12 259:0.21 265:0.33 266:0.27 267:0.99 271:0.47 276:0.26 283:0.60 297:0.36 300:0.25\n1 6:0.92 8:0.93 12:0.37 17:0.30 20:0.85 21:0.78 25:0.88 27:0.72 28:0.83 34:0.52 36:0.22 37:0.99 78:0.75 91:0.90 100:0.79 104:0.58 111:0.75 120:0.69 135:0.78 140:0.45 151:0.66 152:0.81 153:0.48 161:0.72 162:0.86 164:0.57 167:0.93 169:0.77 175:0.75 181:0.66 186:0.75 189:0.94 202:0.36 216:0.09 238:0.92 241:0.90 244:0.61 248:0.63 256:0.45 257:0.65 259:0.21 260:0.70 261:0.77 267:0.44 268:0.46 271:0.47 277:0.69 285:0.62\n1 8:0.87 12:0.37 17:0.04 20:0.84 21:0.78 27:0.27 28:0.83 34:0.36 36:0.68 37:0.99 78:0.74 91:0.85 100:0.79 111:0.74 120:0.84 135:0.44 140:0.96 151:0.74 152:0.80 153:0.83 161:0.72 162:0.46 164:0.83 167:0.92 169:0.77 175:0.75 178:0.54 181:0.66 186:0.75 187:0.21 202:0.96 216:0.59 220:0.74 235:0.12 241:0.85 244:0.61 248:0.76 256:0.78 257:0.65 260:0.85 261:0.76 267:0.28 268:0.79 271:0.47 277:0.69 283:0.60 285:0.62\n3 6:0.95 7:0.81 8:0.87 12:0.37 17:0.38 20:0.99 21:0.30 27:0.21 28:0.83 30:0.54 34:0.39 36:0.90 37:0.74 43:0.52 55:0.52 66:0.09 69:0.10 70:0.65 78:0.79 81:0.92 91:0.77 98:0.52 100:0.87 104:0.84 106:0.81 108:0.96 111:0.81 120:0.95 123:0.76 124:0.91 126:0.54 127:0.83 129:0.97 133:0.92 135:0.32 140:0.45 146:0.82 147:0.85 149:0.91 150:0.84 151:0.83 152:0.97 153:0.96 154:0.41 159:0.94 161:0.72 162:0.70 164:0.93 167:0.71 169:0.83 172:0.95 173:0.06 177:0.05 179:0.11 181:0.66 186:0.79 187:0.39 189:0.96 191:0.75 202:0.89 206:0.81 212:0.71 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.96 241:0.59 242:0.82 243:0.19 245:0.98 247:0.12 248:0.93 256:0.91 259:0.21 260:0.95 261:0.87 265:0.49 266:0.92 267:0.96 268:0.92 271:0.47 276:0.98 283:0.82 285:0.62 297:0.36 300:0.70\n1 12:0.37 17:0.38 21:0.47 27:0.45 28:0.83 30:0.45 32:0.80 34:0.83 36:0.17 37:0.50 43:0.32 55:0.92 66:0.53 69:0.68 70:0.57 81:0.88 91:0.25 98:0.50 108:0.52 123:0.50 124:0.52 126:0.54 127:0.32 129:0.59 133:0.47 135:0.96 145:0.50 146:0.71 147:0.75 149:0.51 150:0.77 154:0.24 159:0.57 161:0.72 167:0.66 172:0.45 173:0.59 177:0.05 178:0.55 179:0.67 181:0.66 187:0.68 195:0.83 212:0.13 215:0.63 216:0.77 235:0.52 241:0.47 242:0.82 243:0.62 245:0.64 247:0.12 259:0.21 265:0.51 266:0.80 267:0.96 271:0.47 276:0.45 283:0.60 297:0.36 300:0.43\n2 12:0.37 17:0.28 21:0.47 27:0.36 28:0.83 30:0.26 34:0.42 36:0.98 37:0.64 43:0.27 55:0.71 66:0.11 69:0.79 70:0.88 81:0.88 91:0.06 98:0.36 104:0.89 106:0.81 108:0.91 120:0.91 123:0.91 124:0.93 126:0.54 127:0.38 129:0.98 133:0.93 135:0.80 140:0.45 146:0.78 147:0.81 149:0.78 150:0.77 151:0.82 153:0.94 154:0.20 159:0.90 161:0.72 162:0.83 164:0.86 167:0.54 172:0.70 173:0.43 177:0.05 179:0.15 181:0.66 187:0.39 202:0.76 206:0.81 212:0.42 215:0.63 216:0.72 235:0.52 241:0.03 242:0.82 243:0.21 245:0.93 247:0.12 248:0.88 256:0.81 259:0.21 260:0.92 265:0.39 266:0.91 267:0.69 268:0.82 271:0.47 276:0.92 283:0.82 285:0.62 297:0.36 300:0.84\n1 8:0.73 12:0.06 17:0.26 21:0.47 27:0.45 28:0.83 30:0.84 34:0.70 36:0.17 37:0.50 43:0.32 55:0.59 66:0.51 69:0.69 70:0.28 81:0.92 91:0.46 98:0.65 108:0.79 123:0.78 124:0.65 126:0.54 127:0.52 129:0.81 133:0.67 135:0.74 145:0.50 146:0.72 147:0.76 149:0.73 150:0.86 154:0.24 159:0.70 161:0.93 167:0.45 172:0.76 173:0.57 177:0.05 178:0.55 179:0.35 181:0.91 187:0.68 212:0.76 215:0.63 216:0.77 235:0.60 241:0.07 242:0.82 243:0.40 245:0.86 247:0.12 259:0.21 265:0.66 266:0.63 267:0.69 271:0.17 276:0.77 297:0.36 300:0.43\n1 12:0.06 17:0.38 21:0.30 27:0.45 28:0.83 30:0.11 34:0.75 36:0.18 37:0.50 43:0.32 55:0.59 66:0.16 69:0.68 70:0.54 81:0.95 91:0.20 98:0.30 108:0.82 123:0.65 124:0.71 126:0.54 127:0.37 129:0.81 133:0.67 135:0.81 145:0.47 146:0.05 147:0.05 149:0.30 150:0.92 154:0.24 159:0.50 161:0.93 163:0.96 167:0.46 172:0.16 173:0.66 177:0.05 178:0.55 179:0.91 181:0.91 187:0.68 212:0.30 215:0.72 216:0.77 235:0.42 241:0.18 242:0.82 243:0.23 245:0.43 247:0.12 259:0.21 265:0.24 266:0.27 267:0.44 271:0.17 276:0.26 297:0.36 300:0.33\n1 6:0.79 8:0.58 12:0.06 17:0.45 20:0.85 21:0.13 27:0.40 28:0.83 30:0.45 34:0.53 36:0.97 37:0.38 43:0.52 55:0.84 66:0.15 69:0.07 70:0.66 78:0.80 81:0.97 91:0.44 98:0.46 100:0.79 108:0.94 111:0.78 120:0.80 123:0.93 124:0.90 126:0.54 127:0.77 129:0.96 133:0.90 135:0.81 140:0.45 146:0.55 147:0.61 149:0.76 150:0.96 151:0.72 152:0.80 153:0.78 154:0.41 159:0.87 161:0.93 162:0.79 163:0.94 164:0.76 167:0.49 169:0.77 172:0.57 173:0.07 177:0.05 179:0.33 181:0.91 186:0.80 187:0.68 189:0.81 202:0.66 212:0.22 215:0.84 216:0.25 235:0.12 238:0.82 241:0.35 242:0.82 243:0.29 245:0.84 247:0.12 248:0.73 256:0.68 259:0.21 260:0.81 261:0.81 265:0.48 266:0.92 267:0.23 268:0.71 271:0.17 276:0.82 283:0.60 285:0.62 297:0.36 300:0.55\n2 6:0.90 7:0.81 8:0.76 12:0.06 17:0.15 20:0.87 21:0.30 27:0.50 28:0.83 30:0.12 32:0.80 34:0.67 36:0.91 37:0.60 43:0.51 55:0.84 66:0.10 69:0.15 70:0.91 78:0.86 81:0.95 91:0.10 98:0.35 100:0.90 104:0.84 106:0.81 108:0.96 111:0.86 120:0.75 123:0.95 124:0.97 126:0.54 127:0.95 129:1.00 133:0.98 135:0.70 140:0.45 145:0.63 146:0.29 147:0.35 149:0.74 150:0.92 151:0.73 152:0.82 153:0.78 154:0.40 159:0.94 161:0.93 162:0.78 164:0.70 167:0.45 169:0.87 172:0.71 173:0.07 177:0.05 179:0.20 181:0.91 186:0.86 187:0.39 189:0.91 191:0.70 195:0.99 202:0.59 206:0.81 212:0.37 215:0.72 216:0.86 230:0.87 233:0.76 235:0.31 238:0.91 241:0.03 242:0.82 243:0.07 245:0.86 247:0.12 248:0.68 256:0.58 259:0.21 260:0.76 261:0.88 265:0.24 266:0.97 267:0.65 268:0.64 271:0.17 276:0.92 283:0.82 285:0.62 297:0.36 300:0.84\n2 6:0.86 7:0.81 8:0.76 12:0.06 17:0.45 20:0.95 21:0.13 25:0.88 27:0.45 28:0.83 30:0.56 32:0.80 34:0.18 36:0.61 37:0.38 43:0.48 55:0.71 66:0.12 69:0.30 70:0.42 78:0.85 81:0.97 91:0.83 98:0.25 100:0.86 104:0.58 108:0.78 111:0.84 120:0.88 123:0.88 124:0.88 126:0.54 127:0.50 129:0.95 132:0.97 133:0.87 135:0.81 140:0.45 145:0.56 146:0.28 147:0.35 149:0.45 150:0.96 151:0.73 152:0.94 153:0.78 154:0.37 159:0.71 161:0.93 162:0.65 163:0.98 164:0.92 167:0.79 169:0.84 172:0.21 173:0.19 177:0.05 179:0.78 181:0.91 186:0.85 189:0.88 191:0.88 195:0.88 202:0.89 212:0.23 215:0.84 216:0.41 220:0.62 230:0.87 233:0.76 235:0.12 238:0.86 241:0.87 242:0.82 243:0.25 245:0.49 247:0.12 248:0.83 256:0.89 259:0.21 260:0.89 261:0.91 265:0.23 266:0.71 267:0.52 268:0.90 271:0.17 276:0.44 283:0.60 285:0.62 297:0.36 300:0.33\n1 6:0.84 7:0.81 8:0.64 12:0.06 17:0.55 20:0.80 21:0.13 25:0.88 27:0.33 28:0.83 30:0.66 34:0.77 36:0.72 37:0.59 43:0.52 55:0.71 66:0.93 69:0.08 70:0.48 78:0.83 81:1.00 91:0.33 98:0.97 100:0.88 104:0.58 108:0.07 111:0.84 123:0.07 126:0.54 127:0.73 129:0.05 135:0.76 145:0.93 146:0.93 147:0.94 149:0.74 150:1.00 152:0.94 154:0.41 159:0.55 161:0.93 167:0.49 169:0.90 172:0.80 173:0.16 177:0.05 178:0.55 179:0.50 181:0.91 186:0.83 187:0.21 189:0.83 212:0.71 215:0.84 216:0.46 230:0.87 233:0.76 235:0.22 238:0.90 241:0.39 242:0.82 243:0.93 247:0.12 259:0.21 261:0.93 265:0.97 266:0.54 267:0.52 271:0.17 276:0.70 297:0.36 300:0.43\n3 6:0.91 7:0.81 8:0.84 12:0.06 17:0.03 20:0.94 21:0.30 27:0.21 28:0.83 30:0.28 34:0.71 36:0.83 37:0.74 43:0.52 55:0.84 66:0.08 69:0.10 70:0.91 78:0.90 81:0.95 91:0.77 98:0.25 100:0.97 104:0.84 106:0.81 108:0.95 111:0.94 120:0.93 123:0.95 124:0.97 126:0.54 127:0.82 129:1.00 133:0.97 135:0.24 140:0.45 146:0.48 147:0.55 149:0.70 150:0.92 151:0.80 152:0.97 153:0.93 154:0.41 159:0.93 161:0.93 162:0.56 164:0.91 167:0.50 169:0.94 172:0.48 173:0.06 177:0.05 179:0.28 181:0.91 186:0.90 187:0.39 189:0.93 191:0.78 202:0.89 206:0.81 212:0.16 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.96 241:0.43 242:0.82 243:0.13 245:0.78 247:0.12 248:0.90 256:0.88 259:0.21 260:0.93 261:0.97 265:0.27 266:0.97 267:0.84 268:0.88 271:0.17 276:0.86 283:0.82 285:0.62 297:0.36 300:0.84\n2 6:0.86 8:0.75 12:0.06 17:0.11 20:0.95 21:0.78 27:0.35 28:0.83 30:0.89 34:0.76 36:0.95 37:0.40 43:0.26 55:0.84 66:0.47 69:0.81 70:0.20 78:0.84 91:0.62 98:0.39 100:0.85 108:0.65 111:0.83 120:0.79 123:0.63 124:0.52 127:0.21 129:0.59 133:0.47 135:0.69 140:0.87 146:0.51 147:0.57 149:0.31 151:0.66 152:0.88 153:0.48 154:0.19 159:0.35 161:0.93 162:0.58 163:0.87 164:0.77 167:0.59 169:0.83 172:0.21 173:0.80 177:0.05 178:0.48 179:0.80 181:0.91 186:0.84 187:0.68 189:0.87 191:0.76 202:0.73 212:0.30 216:0.58 220:0.87 235:0.42 238:0.84 241:0.64 242:0.82 243:0.59 245:0.46 247:0.12 248:0.72 256:0.71 259:0.21 260:0.80 261:0.88 265:0.41 266:0.27 267:0.52 268:0.72 271:0.17 276:0.27 285:0.62 300:0.18\n3 6:0.86 7:0.81 8:0.88 12:0.06 17:0.26 20:0.95 21:0.78 25:0.88 27:0.33 28:0.83 30:0.76 34:0.82 36:0.57 37:0.59 43:0.48 55:0.84 66:0.72 69:0.44 70:0.22 78:0.85 91:0.93 98:0.92 100:0.94 104:0.58 108:0.34 111:0.89 120:0.93 123:0.32 127:0.54 129:0.05 135:0.26 140:0.45 145:0.93 146:0.55 147:0.61 149:0.38 151:0.81 152:0.94 153:0.94 154:0.36 159:0.20 161:0.93 162:0.79 163:0.75 164:0.94 167:0.80 169:0.91 172:0.27 173:0.74 177:0.05 179:0.96 181:0.91 186:0.84 189:0.89 191:0.89 202:0.89 212:0.42 216:0.46 230:0.87 233:0.76 235:0.97 238:0.96 241:0.96 242:0.82 243:0.75 247:0.12 248:0.89 256:0.92 259:0.21 260:0.93 261:0.93 265:0.92 266:0.23 267:0.18 268:0.93 271:0.17 276:0.26 283:0.82 285:0.62 300:0.18\n2 7:0.81 12:0.06 17:0.83 21:0.22 27:0.58 28:0.83 30:0.08 32:0.80 34:0.74 36:0.35 37:0.39 43:0.51 55:0.45 66:0.36 69:0.12 70:0.89 78:0.83 81:0.96 91:0.42 98:0.54 104:0.92 106:0.81 108:0.66 111:0.83 120:0.89 123:0.64 124:0.77 126:0.54 127:0.79 129:0.89 133:0.78 135:0.81 140:0.45 145:0.45 146:0.18 147:0.23 149:0.55 150:0.94 151:0.74 153:0.84 154:0.40 159:0.56 161:0.93 162:0.83 164:0.82 167:0.54 169:0.83 172:0.41 173:0.19 177:0.05 179:0.76 181:0.91 187:0.68 195:0.73 202:0.72 206:0.81 212:0.18 215:0.79 216:0.79 230:0.87 233:0.76 235:0.22 241:0.54 242:0.82 243:0.21 245:0.59 247:0.12 248:0.84 256:0.80 260:0.89 265:0.56 266:0.63 267:0.23 268:0.78 271:0.17 276:0.49 283:0.82 285:0.62 297:0.36 300:0.55\n1 1:0.74 11:0.57 12:0.79 17:0.69 21:0.05 27:0.65 30:0.62 34:0.33 36:0.38 37:0.46 39:0.41 43:0.91 60:0.87 66:0.29 69:0.41 70:0.54 74:0.78 81:0.95 83:0.86 85:0.88 91:0.46 98:0.43 101:0.80 104:0.84 106:0.81 108:0.70 114:0.95 117:0.86 122:0.57 123:0.68 124:0.72 126:0.54 127:0.53 129:0.81 133:0.67 135:0.54 146:0.13 147:0.18 149:0.77 150:0.98 154:0.90 155:0.67 158:0.92 159:0.46 165:0.90 172:0.27 173:0.43 176:0.73 177:0.38 178:0.55 179:0.81 187:0.39 192:0.59 201:0.74 206:0.81 208:0.64 212:0.14 215:0.91 216:0.54 222:0.25 232:0.91 235:0.12 242:0.45 243:0.26 245:0.56 247:0.47 253:0.76 259:0.21 265:0.45 266:0.71 267:0.52 271:0.11 276:0.36 279:0.86 283:0.82 290:0.95 297:0.36 300:0.43\n0 1:0.74 12:0.79 17:0.95 21:0.13 27:0.63 34:0.36 36:0.59 37:0.38 39:0.41 81:0.92 83:0.77 91:0.63 114:0.92 126:0.54 135:0.79 150:0.96 155:0.67 165:0.88 175:0.91 176:0.73 178:0.55 187:0.39 192:0.59 201:0.74 202:0.50 215:0.84 216:0.69 222:0.25 235:0.22 241:0.54 244:0.83 253:0.69 257:0.84 259:0.21 267:0.36 271:0.11 277:0.87 290:0.92 297:0.36\n0 8:0.92 12:0.79 17:0.84 20:0.94 21:0.78 27:0.50 34:0.33 36:0.21 37:0.66 39:0.41 60:0.87 74:0.47 78:0.92 83:0.73 91:0.82 96:0.70 100:0.73 104:0.54 111:0.89 120:0.82 135:0.49 140:0.45 151:0.63 152:0.92 153:0.45 155:0.67 158:0.92 162:0.74 164:0.85 169:0.72 175:0.91 186:0.92 190:0.77 191:0.87 192:0.59 202:0.78 208:0.64 216:0.13 220:0.74 222:0.25 235:0.02 241:0.80 244:0.83 248:0.74 253:0.44 256:0.83 257:0.84 259:0.21 260:0.83 261:0.90 267:0.19 268:0.82 271:0.11 277:0.87 279:0.86 283:0.82 285:0.62\n1 1:0.74 11:0.57 12:0.79 17:0.82 21:0.54 27:0.42 30:0.72 34:0.58 36:0.59 37:0.25 39:0.41 43:0.98 60:0.87 66:0.33 69:0.19 70:0.29 74:0.76 81:0.71 83:0.84 85:0.90 91:0.18 98:0.23 101:0.80 108:0.84 114:0.77 122:0.43 123:0.83 124:0.71 126:0.54 127:0.67 129:0.81 133:0.67 135:0.28 145:0.47 146:0.28 147:0.34 149:0.81 150:0.80 154:0.98 155:0.67 158:0.87 159:0.59 165:0.79 172:0.32 173:0.20 176:0.73 177:0.38 178:0.55 179:0.81 187:0.21 192:0.59 201:0.74 208:0.64 212:0.39 215:0.58 216:0.57 222:0.25 235:0.68 241:0.01 242:0.63 243:0.39 245:0.58 247:0.30 253:0.67 259:0.21 265:0.25 266:0.54 267:0.59 271:0.11 276:0.37 279:0.86 283:0.71 290:0.77 297:0.36 300:0.25\n2 1:0.74 11:0.57 12:0.79 17:0.73 21:0.22 27:0.70 30:0.66 34:0.61 36:0.52 37:0.25 39:0.41 43:0.90 60:0.95 66:0.85 69:0.44 70:0.33 74:0.88 81:0.88 83:0.89 85:0.90 91:0.48 98:0.61 101:0.85 104:0.83 106:0.81 108:0.34 114:0.90 117:0.86 122:0.57 123:0.33 126:0.54 127:0.18 129:0.05 135:0.30 146:0.36 147:0.42 149:0.88 150:0.93 154:0.89 155:0.67 158:0.92 159:0.14 165:0.86 172:0.57 173:0.72 176:0.73 177:0.38 178:0.55 179:0.41 187:0.39 192:0.59 201:0.74 206:0.81 208:0.64 212:0.92 215:0.79 216:0.48 222:0.25 232:0.91 235:0.31 241:0.18 242:0.52 243:0.86 247:0.47 253:0.76 259:0.21 265:0.62 266:0.17 267:0.23 271:0.11 276:0.46 279:0.86 283:0.82 290:0.90 297:0.36 300:0.25\n0 1:0.74 11:0.57 12:0.79 17:0.89 21:0.47 27:0.72 30:0.21 34:0.37 36:0.62 37:0.71 39:0.41 43:0.80 66:0.72 69:0.73 70:0.37 74:0.65 81:0.75 83:0.74 85:0.72 91:0.44 98:0.15 101:0.71 108:0.56 114:0.80 122:0.67 123:0.53 126:0.54 127:0.09 129:0.05 135:0.87 146:0.24 147:0.30 149:0.48 150:0.83 154:0.75 155:0.67 159:0.11 165:0.80 172:0.27 173:0.68 176:0.73 177:0.38 178:0.55 179:0.11 187:0.39 192:0.59 201:0.74 212:0.78 215:0.63 216:0.18 222:0.25 235:0.60 241:0.07 242:0.75 243:0.75 247:0.30 253:0.65 259:0.21 265:0.17 266:0.17 267:0.52 271:0.11 276:0.23 290:0.80 297:0.36 300:0.25\n3 1:0.74 6:1.00 8:1.00 9:0.80 11:0.57 12:0.79 17:0.70 20:0.94 27:0.72 30:0.15 39:0.41 41:0.96 43:0.94 55:0.52 60:0.99 66:0.24 69:0.23 70:0.68 74:0.72 78:0.99 81:0.98 83:0.89 85:0.72 91:0.69 96:0.96 98:0.18 100:0.99 101:0.69 104:0.54 108:0.88 111:1.00 114:0.98 120:0.93 122:0.67 123:0.87 124:0.80 126:0.54 127:0.69 129:0.05 133:0.74 140:0.45 146:0.13 147:0.18 149:0.58 150:0.99 151:0.98 152:0.94 153:0.92 154:0.94 155:0.67 158:0.92 159:0.82 162:0.79 163:0.80 164:0.87 165:0.92 169:0.99 172:0.21 173:0.12 176:0.73 177:0.38 179:0.86 186:0.99 189:1.00 191:0.80 192:0.59 201:0.74 202:0.80 208:0.64 212:0.30 215:0.96 216:0.11 222:0.25 232:0.76 235:0.05 238:0.97 241:0.81 242:0.80 243:0.28 245:0.50 247:0.30 248:0.96 253:0.96 255:0.79 256:0.85 259:0.21 260:0.94 261:0.96 265:0.19 266:0.54 268:0.85 271:0.11 276:0.33 277:0.69 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.43\n1 11:0.57 12:0.79 17:0.49 21:0.05 27:0.70 30:0.54 34:0.30 36:0.36 37:0.25 39:0.41 43:0.81 55:0.52 66:0.90 69:0.45 70:0.51 74:0.96 81:0.82 85:0.72 91:0.69 98:0.63 101:0.73 108:0.35 114:0.77 117:0.86 122:0.67 123:0.34 126:0.32 127:0.18 129:0.05 135:0.28 146:0.63 147:0.68 149:0.70 150:0.62 154:0.76 158:0.85 159:0.23 172:0.71 173:0.49 176:0.56 177:0.38 178:0.55 179:0.28 187:0.68 212:0.93 216:0.48 222:0.25 232:0.86 235:0.05 241:0.15 242:0.76 243:0.90 247:0.39 253:0.75 259:0.21 265:0.64 266:0.17 267:0.82 271:0.11 276:0.61 290:0.77 300:0.43\n1 1:0.74 11:0.57 12:0.79 17:0.53 20:0.94 21:0.30 27:0.42 30:0.87 34:0.66 36:0.51 37:0.25 39:0.41 43:0.98 60:0.97 66:0.79 69:0.12 70:0.20 74:0.78 78:0.95 81:0.84 83:0.83 85:0.88 91:0.56 98:0.40 100:0.73 101:0.81 108:0.10 111:0.92 114:0.86 120:0.54 122:0.43 123:0.10 126:0.54 127:0.13 129:0.05 135:0.21 140:0.45 145:0.47 146:0.37 147:0.44 149:0.85 150:0.90 151:0.47 152:0.97 153:0.46 154:0.98 155:0.67 158:0.87 159:0.14 162:0.86 164:0.65 165:0.84 169:0.72 172:0.41 173:0.28 176:0.73 177:0.38 179:0.34 186:0.95 187:0.21 190:0.77 192:0.59 201:0.74 202:0.49 208:0.64 212:0.95 215:0.72 216:0.57 220:0.99 222:0.25 235:0.42 241:0.05 242:0.63 243:0.80 247:0.30 248:0.47 253:0.72 256:0.58 259:0.21 260:0.54 261:0.90 265:0.42 266:0.12 267:0.44 268:0.58 271:0.11 276:0.31 279:0.86 283:0.71 285:0.50 290:0.86 297:0.36 300:0.18\n1 1:0.74 11:0.57 12:0.79 17:0.79 20:0.93 21:0.64 27:0.59 30:0.58 34:0.28 36:0.53 37:0.31 39:0.41 43:0.85 55:0.71 60:0.87 66:0.80 69:0.63 70:0.33 74:0.84 78:0.94 81:0.62 83:0.83 85:0.80 91:0.33 98:0.51 100:0.73 101:0.77 108:0.48 111:0.91 114:0.72 122:0.67 123:0.46 126:0.54 127:0.15 129:0.05 135:0.84 146:0.45 147:0.52 149:0.72 150:0.75 152:0.87 154:0.81 155:0.67 158:0.87 159:0.16 165:0.70 169:0.72 172:0.45 173:0.74 176:0.73 177:0.38 178:0.55 179:0.43 186:0.94 187:0.39 192:0.59 201:0.74 208:0.64 212:0.90 215:0.53 216:0.70 222:0.25 235:0.80 241:0.12 242:0.72 243:0.82 247:0.39 253:0.68 259:0.21 261:0.89 265:0.52 266:0.17 267:0.44 271:0.11 276:0.35 279:0.86 283:0.71 290:0.72 297:0.36 300:0.25\n0 1:0.74 8:0.78 11:0.57 12:0.79 17:0.79 27:0.39 30:0.21 34:0.75 36:0.42 37:0.64 39:0.41 43:0.98 66:0.24 69:0.37 70:0.67 74:0.74 76:0.94 77:0.89 81:0.98 83:0.80 85:0.80 91:0.27 98:0.19 101:0.69 108:0.97 114:0.98 122:0.43 123:0.97 124:0.85 126:0.54 127:0.85 129:0.81 133:0.83 135:0.89 145:0.96 146:0.13 147:0.18 149:0.72 150:0.99 154:0.98 155:0.67 159:0.93 163:0.86 165:0.93 172:0.21 173:0.10 176:0.73 177:0.38 178:0.55 179:0.89 187:0.39 192:0.59 195:0.99 201:0.74 212:0.19 215:0.96 216:0.19 222:0.25 235:0.12 241:0.61 242:0.45 243:0.28 245:0.48 247:0.47 253:0.77 259:0.21 265:0.21 266:0.47 267:0.76 271:0.11 276:0.29 282:0.84 290:0.98 297:1.00 300:0.43\n1 1:0.74 11:0.57 12:0.79 17:0.83 21:0.47 27:0.42 30:0.87 34:0.80 36:0.53 37:0.25 39:0.41 43:0.98 60:0.87 66:0.45 69:0.17 70:0.27 74:0.78 81:0.75 83:0.84 85:0.90 91:0.33 98:0.35 101:0.83 108:0.65 114:0.80 122:0.43 123:0.63 124:0.57 126:0.54 127:0.44 129:0.59 133:0.47 135:0.26 145:0.47 146:0.28 147:0.34 149:0.85 150:0.83 154:0.98 155:0.67 158:0.87 159:0.31 165:0.80 172:0.32 173:0.35 176:0.73 177:0.38 178:0.55 179:0.82 187:0.21 192:0.59 201:0.74 208:0.64 212:0.50 215:0.63 216:0.57 222:0.25 235:0.60 241:0.02 242:0.63 243:0.44 245:0.59 247:0.30 253:0.69 259:0.21 265:0.38 266:0.47 267:0.23 271:0.11 276:0.27 279:0.86 283:0.71 290:0.80 297:0.36 300:0.25\n1 1:0.74 8:0.59 11:0.57 12:0.79 17:0.75 20:0.94 21:0.13 27:0.68 30:0.76 34:0.89 36:0.37 37:0.32 39:0.41 43:0.81 66:0.72 69:0.71 70:0.22 74:0.60 78:0.99 81:0.92 83:0.77 85:0.80 91:0.42 98:0.43 100:0.94 101:0.79 108:0.54 111:0.97 114:0.92 122:0.43 123:0.52 126:0.54 127:0.14 129:0.05 135:0.81 145:0.42 146:0.31 147:0.38 149:0.66 150:0.96 152:0.87 154:0.76 155:0.67 159:0.13 165:0.88 169:0.92 172:0.27 173:0.90 176:0.73 177:0.38 178:0.55 179:0.57 186:0.99 187:0.21 192:0.59 201:0.74 212:0.78 215:0.84 216:0.63 222:0.25 235:0.22 242:0.45 243:0.75 247:0.35 253:0.71 259:0.21 261:0.94 265:0.45 266:0.17 267:0.28 271:0.11 276:0.22 290:0.92 297:0.36 300:0.18\n2 1:0.74 11:0.57 12:0.79 17:0.66 21:0.05 27:0.65 30:0.62 34:0.34 36:0.37 37:0.46 39:0.41 43:0.91 60:0.87 66:0.29 69:0.41 70:0.54 74:0.78 81:0.95 83:0.86 85:0.88 91:0.46 98:0.43 101:0.80 104:0.84 106:0.81 108:0.70 114:0.95 117:0.86 122:0.57 123:0.68 124:0.72 126:0.54 127:0.53 129:0.81 133:0.67 135:0.44 146:0.13 147:0.18 149:0.77 150:0.98 154:0.90 155:0.67 158:0.92 159:0.46 165:0.90 172:0.27 173:0.43 176:0.73 177:0.38 178:0.55 179:0.81 187:0.39 192:0.59 201:0.74 206:0.81 208:0.64 212:0.14 215:0.91 216:0.54 222:0.25 232:0.91 235:0.12 241:0.01 242:0.45 243:0.26 245:0.56 247:0.47 253:0.76 259:0.21 265:0.45 266:0.71 267:0.52 271:0.11 276:0.36 279:0.86 283:0.82 290:0.95 297:0.36 300:0.43\n1 1:0.74 11:0.57 12:0.79 17:0.97 20:0.93 21:0.13 27:0.63 30:0.68 32:0.80 34:0.53 36:0.47 37:0.38 39:0.41 43:0.92 66:0.79 69:0.38 70:0.21 74:0.81 77:0.70 78:0.98 81:0.92 83:0.77 85:0.85 91:0.46 98:0.45 100:0.73 101:0.83 108:0.30 111:0.95 114:0.92 122:0.43 123:0.28 126:0.54 127:0.14 129:0.05 135:0.83 145:0.41 146:0.26 147:0.32 149:0.79 150:0.96 152:0.87 154:0.91 155:0.67 159:0.11 165:0.88 169:0.72 172:0.41 173:0.75 176:0.73 177:0.38 178:0.55 179:0.39 186:0.98 187:0.39 192:0.59 195:0.53 201:0.74 212:0.95 215:0.84 216:0.69 222:0.25 235:0.22 241:0.12 242:0.45 243:0.80 247:0.39 253:0.75 259:0.21 261:0.92 265:0.47 266:0.12 267:0.19 271:0.11 276:0.35 282:0.88 290:0.92 297:0.36 299:0.88 300:0.18\n0 7:0.72 8:0.93 9:0.76 12:0.37 17:0.92 21:0.74 27:0.29 28:0.92 29:0.86 32:0.69 34:0.21 36:0.66 37:0.83 39:0.52 43:0.18 48:0.91 66:0.36 69:0.29 71:0.88 74:0.48 76:0.85 77:0.70 81:0.23 83:0.60 91:0.73 96:0.77 98:0.14 104:0.58 108:0.22 120:0.65 123:0.22 126:0.26 127:0.09 129:0.05 135:0.28 139:0.64 140:0.45 145:0.77 146:0.05 147:0.05 149:0.07 150:0.23 151:0.65 153:0.48 154:0.12 155:0.58 159:0.05 161:0.86 162:0.74 164:0.64 167:0.82 172:0.05 173:0.75 175:0.91 177:0.05 181:0.47 190:0.77 192:0.59 195:0.54 202:0.56 204:0.85 208:0.54 215:0.36 216:0.34 220:0.74 222:0.60 230:0.75 232:0.77 233:0.76 235:0.88 241:0.95 243:0.51 244:0.83 248:0.67 253:0.58 255:0.74 256:0.58 257:0.84 259:0.21 260:0.64 265:0.15 267:0.23 268:0.59 271:0.44 277:0.87 281:0.89 282:0.77 285:0.56 297:0.36\n2 1:0.74 6:0.92 8:0.86 11:0.64 12:0.37 17:0.88 18:0.69 20:0.85 21:0.68 27:0.35 28:0.92 29:0.86 30:0.74 32:0.69 34:0.88 36:0.21 37:0.73 39:0.52 43:0.71 45:0.96 48:0.91 64:0.77 66:0.19 69:0.39 70:0.80 71:0.88 74:0.73 77:0.70 78:0.98 81:0.41 83:0.60 86:0.67 91:0.29 98:0.22 99:0.83 100:0.94 101:0.52 104:0.88 108:0.95 111:0.95 114:0.56 122:0.51 123:0.95 124:0.95 126:0.54 127:0.93 129:0.59 133:0.95 135:0.26 139:0.69 145:0.70 146:0.28 147:0.35 149:0.83 150:0.65 152:0.81 154:0.61 155:0.67 159:0.94 161:0.86 165:0.70 167:0.45 169:0.92 172:0.63 173:0.10 176:0.73 177:0.70 178:0.55 179:0.35 181:0.47 186:0.97 187:0.39 189:0.93 191:0.77 192:0.87 195:0.99 201:0.93 208:0.64 212:0.30 215:0.37 216:0.53 222:0.60 232:0.91 235:0.88 238:0.86 242:0.58 243:0.12 244:0.61 245:0.79 247:0.55 253:0.43 259:0.21 261:0.90 265:0.24 266:0.91 267:0.59 271:0.44 276:0.80 277:0.69 281:0.91 282:0.77 290:0.56 297:0.36 300:0.98\n2 1:0.74 6:0.87 7:0.81 8:0.78 9:0.80 11:0.64 12:0.37 17:0.97 18:0.83 20:0.91 21:0.64 27:0.61 28:0.92 29:0.86 30:0.41 31:0.91 32:0.78 34:0.36 36:0.92 37:0.55 39:0.52 41:0.88 43:0.59 44:0.93 45:0.81 48:0.98 64:0.77 66:0.20 69:0.41 70:0.54 71:0.88 74:0.71 77:0.70 78:0.96 79:0.92 81:0.42 83:0.91 86:0.83 91:0.77 96:0.75 98:0.45 99:0.83 100:0.95 101:0.52 108:0.31 111:0.95 114:0.57 120:0.76 121:0.90 122:0.82 123:0.30 124:0.80 126:0.54 127:0.85 129:0.59 133:0.74 135:0.51 137:0.91 139:0.90 140:0.94 145:0.56 146:0.47 147:0.54 149:0.51 150:0.66 151:0.51 152:0.92 153:0.72 154:0.74 155:0.67 159:0.48 161:0.86 162:0.65 164:0.79 165:0.70 167:0.78 169:0.92 172:0.27 173:0.44 176:0.73 177:0.70 179:0.78 181:0.47 186:0.96 189:0.89 190:0.77 191:0.86 192:0.87 195:0.67 196:0.94 201:0.93 202:0.80 204:0.89 208:0.64 212:0.30 215:0.38 216:0.35 219:0.89 220:0.74 222:0.60 230:0.87 233:0.76 235:0.84 238:0.87 241:0.80 242:0.33 243:0.40 245:0.58 247:0.60 248:0.52 253:0.60 254:0.96 255:0.95 256:0.82 259:0.21 260:0.69 261:0.93 265:0.47 266:0.54 267:0.23 268:0.82 271:0.44 276:0.47 281:0.91 282:0.86 284:0.97 285:0.62 290:0.57 292:0.91 297:0.36 300:0.43\n1 1:0.69 6:0.84 8:0.89 11:0.64 12:0.37 17:0.36 18:0.62 20:0.87 21:0.30 27:0.05 28:0.92 29:0.86 30:0.72 34:0.93 36:0.74 37:0.95 39:0.52 43:0.71 45:0.83 66:0.33 69:0.83 70:0.48 71:0.88 74:0.61 78:0.89 81:0.48 83:0.60 86:0.72 91:0.60 98:0.46 99:0.83 100:0.89 101:0.52 104:0.58 108:0.25 111:0.88 114:0.63 122:0.51 123:0.66 124:0.61 126:0.44 127:0.50 129:0.05 133:0.43 135:0.93 139:0.69 146:0.41 147:0.39 149:0.68 150:0.57 152:0.99 154:0.63 155:0.58 159:0.36 161:0.86 165:0.70 167:0.66 169:0.91 172:0.32 173:0.94 176:0.66 177:0.38 178:0.55 179:0.78 181:0.47 186:0.89 187:0.39 189:0.84 191:0.83 192:0.59 201:0.68 202:0.46 208:0.54 212:0.23 215:0.44 216:0.72 222:0.60 232:0.77 235:0.42 238:0.87 241:0.68 242:0.55 243:0.50 245:0.64 247:0.47 253:0.48 254:0.92 257:0.65 259:0.21 261:0.94 265:0.35 266:0.54 267:0.52 271:0.44 276:0.35 290:0.63 297:0.36 300:0.43\n2 6:0.82 7:0.72 8:0.84 9:0.76 12:0.37 17:0.94 20:0.89 21:0.74 27:0.13 28:0.92 29:0.86 32:0.69 34:0.22 36:0.49 37:0.85 39:0.52 43:0.18 48:0.91 66:0.36 69:0.29 71:0.88 74:0.48 76:0.85 77:0.70 78:0.85 81:0.23 83:0.60 91:0.76 96:0.75 98:0.14 100:0.89 104:0.58 108:0.22 111:0.85 120:0.63 123:0.22 126:0.26 127:0.09 129:0.05 135:0.28 139:0.64 140:0.45 145:0.77 146:0.05 147:0.05 149:0.07 150:0.23 151:0.65 152:0.83 153:0.48 154:0.12 155:0.58 159:0.05 161:0.86 162:0.62 164:0.54 167:0.81 169:0.86 172:0.05 173:0.74 175:0.91 177:0.05 181:0.47 186:0.85 189:0.84 190:0.77 192:0.59 195:0.54 202:0.50 204:0.85 208:0.54 215:0.36 216:0.32 220:0.62 222:0.60 230:0.75 232:0.77 233:0.76 235:0.88 238:0.89 241:0.90 243:0.51 244:0.83 248:0.63 253:0.55 255:0.74 256:0.45 257:0.84 259:0.21 260:0.63 261:0.85 265:0.15 267:0.36 268:0.46 271:0.44 277:0.87 281:0.89 282:0.77 285:0.56 297:0.36\n2 1:0.74 6:0.81 7:0.81 8:0.62 11:0.85 12:0.37 17:0.99 18:0.92 20:0.82 21:0.59 27:0.28 28:0.92 29:0.86 30:0.28 32:0.78 34:0.87 36:0.54 37:0.37 39:0.52 43:0.61 44:0.93 45:0.92 64:0.77 66:0.68 69:0.27 70:0.87 71:0.88 74:0.89 77:0.70 78:0.96 81:0.50 83:0.91 86:0.93 91:0.38 98:0.72 99:0.83 100:0.96 101:0.87 104:0.96 106:0.81 108:0.21 111:0.95 114:0.58 117:0.86 121:0.90 122:0.51 123:0.20 124:0.48 126:0.54 127:0.75 129:0.05 133:0.60 135:0.88 139:0.95 145:0.87 146:0.86 147:0.88 149:0.82 150:0.72 152:0.83 154:0.86 155:0.67 159:0.67 161:0.86 165:0.93 167:0.45 169:0.91 172:0.85 173:0.22 176:0.73 177:0.70 178:0.55 179:0.35 181:0.47 186:0.96 187:0.21 189:0.85 192:0.87 195:0.81 201:0.93 204:0.89 206:0.81 208:0.64 212:0.71 215:0.39 216:0.51 222:0.60 230:0.87 232:0.97 233:0.76 235:0.88 238:0.89 241:0.01 242:0.27 243:0.72 245:0.84 247:0.88 253:0.48 254:0.92 259:0.21 261:0.92 265:0.73 266:0.75 267:0.23 271:0.44 276:0.80 281:0.91 282:0.86 290:0.58 297:0.36 300:0.84\n2 1:0.69 6:0.84 8:0.66 11:0.64 12:0.37 17:0.59 18:0.71 20:0.92 21:0.13 27:0.05 28:0.92 29:0.86 30:0.72 34:0.93 36:0.73 37:0.95 39:0.52 43:0.71 45:0.92 66:0.93 69:0.32 70:0.47 71:0.88 74:0.83 78:0.95 81:0.78 83:0.60 86:0.82 91:0.40 98:0.92 99:0.95 100:0.95 101:0.52 104:0.58 108:0.25 111:0.94 114:0.75 122:0.51 123:0.24 126:0.44 127:0.54 129:0.05 135:0.73 139:0.78 146:0.72 147:0.76 149:0.88 150:0.74 152:0.99 154:0.76 155:0.58 159:0.29 161:0.86 165:0.70 167:0.57 169:0.91 172:0.80 173:0.50 176:0.66 177:0.70 178:0.55 179:0.46 181:0.47 186:0.94 187:0.39 189:0.87 192:0.59 201:0.68 208:0.54 212:0.92 215:0.61 216:0.72 222:0.60 232:0.77 235:0.42 238:0.90 241:0.57 242:0.55 243:0.93 247:0.60 253:0.56 254:0.84 259:0.21 261:0.94 265:0.92 266:0.27 267:0.65 271:0.44 276:0.70 290:0.75 297:0.36 300:0.55\n0 1:0.69 11:0.64 12:0.37 17:0.36 18:0.63 21:0.13 27:0.45 28:0.92 29:0.86 30:0.60 34:0.73 36:0.17 37:0.50 39:0.52 43:0.64 45:0.83 66:0.34 69:0.68 70:0.79 71:0.88 74:0.54 81:0.64 83:0.60 86:0.64 91:0.14 98:0.37 99:0.83 101:0.52 108:0.52 114:0.75 122:0.51 123:0.49 124:0.68 126:0.44 127:0.46 129:0.05 133:0.60 135:0.89 139:0.62 145:0.49 146:0.53 147:0.59 149:0.64 150:0.62 154:0.54 155:0.58 159:0.59 161:0.86 165:0.70 167:0.51 172:0.37 173:0.62 176:0.66 177:0.70 178:0.55 179:0.71 181:0.47 187:0.68 192:0.59 201:0.68 208:0.54 212:0.42 215:0.61 216:0.77 222:0.60 235:0.22 241:0.41 242:0.45 243:0.50 244:0.61 245:0.61 247:0.55 253:0.54 259:0.21 265:0.39 266:0.71 267:0.52 271:0.44 276:0.42 290:0.75 297:0.36 300:0.70\n2 7:0.72 8:0.85 9:0.76 12:0.37 17:0.89 20:0.79 21:0.74 27:0.29 28:0.92 29:0.86 32:0.69 34:0.29 36:0.44 37:0.93 39:0.52 43:0.18 48:0.91 66:0.36 69:0.29 71:0.88 74:0.48 76:0.85 77:0.70 78:0.90 81:0.23 83:0.60 91:0.82 96:0.93 98:0.14 100:0.73 108:0.22 111:0.87 120:0.85 123:0.22 126:0.26 127:0.09 129:0.05 135:0.24 139:0.64 140:0.80 145:0.77 146:0.05 147:0.05 149:0.07 150:0.23 151:0.93 152:0.77 153:0.87 154:0.12 155:0.58 159:0.05 161:0.86 162:0.78 164:0.76 167:0.82 169:0.72 172:0.05 173:0.74 175:0.91 177:0.05 181:0.47 186:0.90 190:0.77 191:0.93 192:0.59 195:0.54 202:0.79 204:0.85 208:0.54 215:0.36 216:0.14 220:0.62 222:0.60 230:0.75 232:0.76 233:0.76 235:0.88 241:0.94 243:0.51 244:0.83 248:0.88 253:0.87 255:0.74 256:0.82 257:0.84 259:0.21 260:0.82 261:0.80 265:0.15 267:0.59 268:0.83 271:0.44 277:0.87 281:0.89 282:0.77 285:0.56 297:0.36\n3 1:0.69 6:0.88 7:0.81 8:0.73 9:0.76 11:0.64 12:0.37 17:0.95 20:0.86 21:0.13 27:0.61 28:0.92 29:0.86 30:0.76 32:0.69 34:0.86 36:0.84 37:0.55 39:0.52 43:0.72 45:0.90 66:0.90 69:0.08 70:0.37 71:0.88 74:0.84 77:0.70 78:0.91 81:0.64 83:0.60 91:0.57 96:0.69 97:0.89 98:0.94 99:0.83 100:0.90 101:0.52 104:0.86 106:0.81 108:0.07 111:0.90 114:0.75 117:0.86 120:0.55 121:0.90 122:0.51 123:0.07 126:0.44 127:0.63 129:0.05 135:0.60 139:0.74 140:0.45 145:0.45 146:0.68 147:0.72 149:0.87 150:0.62 151:0.51 152:0.92 153:0.48 154:0.62 155:0.67 158:0.78 159:0.26 161:0.86 162:0.86 164:0.54 165:0.70 167:0.47 169:0.92 172:0.71 173:0.35 175:0.75 176:0.66 177:0.38 179:0.61 181:0.47 186:0.91 187:0.21 189:0.87 190:0.77 191:0.76 192:0.87 195:0.56 201:0.68 202:0.36 204:0.89 206:0.81 208:0.64 212:0.83 215:0.61 216:0.35 220:0.87 222:0.60 230:0.87 232:0.90 233:0.76 235:0.22 238:0.88 241:0.18 242:0.62 243:0.90 244:0.61 247:0.39 248:0.50 253:0.57 255:0.74 256:0.45 257:0.65 259:0.21 260:0.55 261:0.93 265:0.94 266:0.27 267:0.36 268:0.46 271:0.44 276:0.59 277:0.69 279:0.82 281:0.91 282:0.77 283:0.78 285:0.56 290:0.75 297:0.36 300:0.33\n2 1:0.74 6:0.81 7:0.72 8:0.63 9:0.80 11:0.64 12:0.37 17:0.83 18:0.77 20:0.96 21:0.40 27:0.49 28:0.92 29:0.86 30:0.66 31:0.86 32:0.80 34:0.86 36:0.81 37:0.32 39:0.52 43:0.68 44:0.93 45:0.89 48:0.97 64:0.77 66:0.69 69:0.21 70:0.71 71:0.88 74:0.81 77:0.70 78:0.94 79:0.86 81:0.57 83:0.60 86:0.80 91:0.48 96:0.68 97:0.89 98:0.81 99:0.83 100:0.94 101:0.52 108:0.17 111:0.93 114:0.62 120:0.55 122:0.51 123:0.16 124:0.44 126:0.54 127:0.58 129:0.05 133:0.43 135:0.32 137:0.86 139:0.85 140:0.45 145:0.61 146:0.78 147:0.82 149:0.79 150:0.73 151:0.50 152:0.89 153:0.48 154:0.70 155:0.67 158:0.79 159:0.44 161:0.86 162:0.86 164:0.57 165:0.70 167:0.46 169:0.92 172:0.68 173:0.29 176:0.73 177:0.70 179:0.56 181:0.47 186:0.93 187:0.21 189:0.83 192:0.87 195:0.70 196:0.89 201:0.93 202:0.36 204:0.85 208:0.64 212:0.51 215:0.42 216:0.31 220:0.91 222:0.60 230:0.75 233:0.76 235:0.68 238:0.88 241:0.10 242:0.45 243:0.72 245:0.75 247:0.74 248:0.49 253:0.50 254:0.97 255:0.95 256:0.45 259:0.21 260:0.55 261:0.92 265:0.81 266:0.54 267:0.36 268:0.46 271:0.44 276:0.60 279:0.82 281:0.91 282:0.88 283:0.82 284:0.89 285:0.62 290:0.62 297:0.36 300:0.70\n2 1:0.74 6:0.89 8:0.83 9:0.80 11:0.64 12:0.37 17:0.75 18:0.79 20:0.83 21:0.74 27:0.34 28:0.92 29:0.86 30:0.60 31:0.90 32:0.78 34:0.66 36:0.92 37:0.57 39:0.52 43:0.58 44:0.93 45:0.88 64:0.77 66:0.51 69:0.61 70:0.54 71:0.88 74:0.75 77:0.70 78:0.96 79:0.91 81:0.40 83:0.60 86:0.87 91:0.15 96:0.68 98:0.62 99:0.83 100:0.91 101:0.52 108:0.47 111:0.93 114:0.54 120:0.54 122:0.51 123:0.45 124:0.74 126:0.54 127:0.36 129:0.59 133:0.77 135:0.97 137:0.90 139:0.88 140:0.45 145:0.96 146:0.81 147:0.84 149:0.59 150:0.65 151:0.48 152:0.85 153:0.48 154:0.80 155:0.67 159:0.60 161:0.86 162:0.86 163:0.75 164:0.57 165:0.70 167:0.53 169:0.87 172:0.59 173:0.50 176:0.73 177:0.70 179:0.50 181:0.47 186:0.95 187:0.21 189:0.90 190:0.89 192:0.87 195:0.82 196:0.92 201:0.93 202:0.50 208:0.64 212:0.18 215:0.36 216:0.76 220:0.93 222:0.60 235:0.97 238:0.85 241:0.46 242:0.24 243:0.61 245:0.67 247:0.74 248:0.48 253:0.43 254:0.84 255:0.95 256:0.58 259:0.21 260:0.54 261:0.90 265:0.63 266:0.75 267:0.99 268:0.59 271:0.44 276:0.61 282:0.86 284:0.91 285:0.62 290:0.54 297:0.36 300:0.43\n1 1:0.69 8:0.86 11:0.64 12:0.37 17:0.32 18:0.62 21:0.30 27:0.05 28:0.92 29:0.86 30:0.72 34:0.93 36:0.74 37:0.95 39:0.52 43:0.71 45:0.83 66:0.33 69:0.83 70:0.48 71:0.88 74:0.61 81:0.48 83:0.60 86:0.72 91:0.57 98:0.46 99:0.83 101:0.52 104:0.58 108:0.25 114:0.63 122:0.51 123:0.66 124:0.61 126:0.44 127:0.50 129:0.05 133:0.43 135:0.93 139:0.69 146:0.41 147:0.39 149:0.68 150:0.57 154:0.63 155:0.58 159:0.36 161:0.86 165:0.70 167:0.66 172:0.32 173:0.94 176:0.66 177:0.38 178:0.55 179:0.78 181:0.47 187:0.39 192:0.59 201:0.68 202:0.36 208:0.54 212:0.23 215:0.44 216:0.72 222:0.60 232:0.77 235:0.42 241:0.68 242:0.55 243:0.50 245:0.64 247:0.47 253:0.48 254:0.92 257:0.65 259:0.21 265:0.35 266:0.54 267:0.52 271:0.44 276:0.35 290:0.63 297:0.36 300:0.43\n1 1:0.74 6:0.89 8:0.69 11:0.64 12:0.37 17:0.53 18:0.80 20:0.89 21:0.64 27:0.45 28:0.92 29:0.86 30:0.42 32:0.80 34:0.81 36:0.18 37:0.50 39:0.52 43:0.60 44:0.93 45:0.83 64:0.77 66:0.54 69:0.71 70:0.72 71:0.88 74:0.76 77:0.70 78:0.93 81:0.42 83:0.60 86:0.86 91:0.15 97:0.89 98:0.62 99:0.83 100:0.89 101:0.52 108:0.54 111:0.91 114:0.57 122:0.51 123:0.52 124:0.51 126:0.54 127:0.36 129:0.59 133:0.46 135:0.73 139:0.91 145:0.49 146:0.74 147:0.78 149:0.41 150:0.66 152:0.92 154:0.75 155:0.67 158:0.91 159:0.50 161:0.86 163:0.81 165:0.70 167:0.47 169:0.91 172:0.54 173:0.68 176:0.73 177:0.70 178:0.55 179:0.60 181:0.47 186:0.93 187:0.68 189:0.87 192:0.87 195:0.75 201:0.93 208:0.64 212:0.35 215:0.38 216:0.77 219:0.95 222:0.60 235:0.84 238:0.84 241:0.15 242:0.24 243:0.63 245:0.71 247:0.60 253:0.44 254:0.74 259:0.21 261:0.93 265:0.63 266:0.63 267:0.52 271:0.44 276:0.49 279:0.86 282:0.88 283:0.77 290:0.57 292:0.91 297:0.36 300:0.55\n2 1:0.69 6:0.84 8:0.65 11:0.64 12:0.37 17:0.45 18:0.71 20:0.91 21:0.30 27:0.05 28:0.92 29:0.86 30:0.72 34:0.89 36:0.71 37:0.95 39:0.52 43:0.71 45:0.92 66:0.93 69:0.32 70:0.46 71:0.88 74:0.83 78:0.87 81:0.48 83:0.60 86:0.82 91:0.42 98:0.94 99:0.83 100:0.85 101:0.52 104:0.58 108:0.25 111:0.85 114:0.63 122:0.51 123:0.24 126:0.44 127:0.62 129:0.05 135:0.49 139:0.78 146:0.73 147:0.78 149:0.88 150:0.57 152:0.99 154:0.76 155:0.58 159:0.30 161:0.86 165:0.70 167:0.61 169:0.91 172:0.80 173:0.50 176:0.66 177:0.70 178:0.55 179:0.48 181:0.47 186:0.87 187:0.39 189:0.85 192:0.59 201:0.68 208:0.54 212:0.92 215:0.44 216:0.72 222:0.60 232:0.77 235:0.42 238:0.84 241:0.63 242:0.55 243:0.93 247:0.60 253:0.51 254:0.84 259:0.21 261:0.94 265:0.94 266:0.27 267:0.52 271:0.44 276:0.70 290:0.63 297:0.36 300:0.55\n0 1:0.69 8:0.84 11:0.64 12:0.06 17:0.45 18:0.95 21:0.47 27:0.07 29:0.62 30:0.27 34:1.00 36:0.26 37:0.63 39:0.74 43:0.68 44:0.90 45:0.66 48:0.91 55:0.59 64:0.77 66:0.23 69:0.89 70:0.92 71:0.90 74:0.79 76:0.94 77:0.70 81:0.33 86:0.94 91:0.07 96:0.85 98:0.55 101:0.52 108:0.90 114:0.59 117:0.86 122:0.77 123:0.89 124:0.87 126:0.44 127:0.80 129:0.59 133:0.86 135:0.99 139:0.94 140:0.45 145:0.45 146:0.70 147:0.41 149:0.54 150:0.48 151:0.60 153:0.48 154:0.56 155:0.58 158:0.74 159:0.79 162:0.81 172:0.73 173:0.81 176:0.66 177:0.38 179:0.27 187:0.68 190:0.89 191:0.70 192:0.51 195:0.91 201:0.68 202:0.70 208:0.54 212:0.67 216:0.95 220:0.74 222:0.76 232:0.82 235:0.60 241:0.18 242:0.44 243:0.25 245:0.89 247:0.93 248:0.61 253:0.80 254:0.84 256:0.73 257:0.65 259:0.21 265:0.56 266:0.80 267:0.82 268:0.75 271:0.50 276:0.86 281:0.89 282:0.77 285:0.47 290:0.59 300:0.84\n1 1:0.69 9:0.76 11:0.64 12:0.06 17:0.72 18:0.96 21:0.22 22:0.93 27:0.07 29:0.62 30:0.10 31:0.90 34:0.69 36:0.47 37:0.63 39:0.74 43:0.68 44:0.90 45:0.73 47:0.93 48:0.91 55:0.71 64:0.77 66:0.96 69:0.54 70:0.92 71:0.90 74:0.78 76:0.85 77:0.70 79:0.90 81:0.43 83:0.60 86:0.94 91:0.09 96:0.84 98:0.93 101:0.52 108:0.42 114:0.67 117:0.86 122:0.86 123:0.40 126:0.44 127:0.56 129:0.05 135:0.92 137:0.90 139:0.93 140:0.45 145:0.67 146:0.98 147:0.98 149:0.59 150:0.53 151:0.65 153:0.48 154:0.57 155:0.58 158:0.75 159:0.76 162:0.86 172:0.91 173:0.35 176:0.66 177:0.70 179:0.28 187:0.68 190:0.89 192:0.51 195:0.90 196:0.94 201:0.68 202:0.50 208:0.54 212:0.50 216:0.95 220:0.62 222:0.76 232:0.82 235:0.31 241:0.21 242:0.18 243:0.96 244:0.61 247:0.90 248:0.63 253:0.81 255:0.74 256:0.58 259:0.21 262:0.93 265:0.93 266:0.63 267:0.65 268:0.59 271:0.50 276:0.83 281:0.89 282:0.77 284:0.87 285:0.56 290:0.67 300:0.70\n1 1:0.69 8:0.68 9:0.76 11:0.64 12:0.06 17:0.55 18:0.96 21:0.76 22:0.93 27:0.07 29:0.62 30:0.13 31:0.90 34:1.00 36:0.22 37:0.63 39:0.74 43:0.68 44:0.90 45:0.66 47:0.93 48:0.91 55:0.59 64:0.77 66:0.47 69:0.87 70:0.97 71:0.90 74:0.80 76:0.85 77:0.70 79:0.90 81:0.28 86:0.94 91:0.53 96:0.78 98:0.63 101:0.52 108:0.74 114:0.53 117:0.86 120:0.59 122:0.77 123:0.72 124:0.88 126:0.44 127:0.91 129:0.05 133:0.91 135:1.00 137:0.90 139:0.95 140:0.45 145:0.65 146:0.92 147:0.41 149:0.51 150:0.47 151:0.60 153:0.48 154:0.45 155:0.58 158:0.78 159:0.84 162:0.76 164:0.65 172:0.83 173:0.74 176:0.66 177:0.38 179:0.30 187:0.68 190:0.89 192:0.51 195:0.93 196:0.94 201:0.68 202:0.76 204:0.85 208:0.54 212:0.58 216:0.95 219:0.92 220:0.99 222:0.76 232:0.84 235:0.97 241:0.12 242:0.30 243:0.26 245:0.83 247:0.93 248:0.62 253:0.72 254:0.95 255:0.74 256:0.79 257:0.65 259:0.21 260:0.58 262:0.93 265:0.64 266:0.84 267:0.89 268:0.80 271:0.50 276:0.85 279:0.82 281:0.88 282:0.77 284:0.96 285:0.62 290:0.53 292:0.91 300:0.84\n0 1:0.74 8:0.69 9:0.80 11:0.83 12:0.06 17:0.95 18:0.74 21:0.54 27:0.72 29:0.62 30:0.89 31:0.87 34:0.20 36:0.25 39:0.74 41:0.82 43:0.74 44:0.90 45:0.66 48:0.91 64:0.77 66:0.30 69:0.84 70:0.20 71:0.90 74:0.57 76:0.99 77:0.70 79:0.87 81:0.53 83:0.91 85:0.72 86:0.78 91:0.85 96:0.69 98:0.12 99:0.83 101:0.97 104:0.58 108:0.69 114:0.59 120:0.56 122:0.57 123:0.67 124:0.71 126:0.54 127:0.46 129:0.05 133:0.60 135:0.47 137:0.87 139:0.83 140:0.45 145:0.61 146:0.17 147:0.05 149:0.56 150:0.73 151:0.52 153:0.69 154:0.65 155:0.67 159:0.34 162:0.57 163:0.75 164:0.62 165:1.00 172:0.16 173:0.95 176:0.73 177:0.05 179:0.93 192:0.87 195:0.63 196:0.89 201:0.93 202:0.56 204:0.85 208:0.64 212:0.30 215:0.39 216:0.03 220:0.87 222:0.76 232:0.75 235:0.88 241:0.83 242:0.33 243:0.23 245:0.43 247:0.39 248:0.52 253:0.45 255:0.95 256:0.45 257:0.84 259:0.21 260:0.56 265:0.13 266:0.27 267:0.28 268:0.55 271:0.50 276:0.23 281:0.91 282:0.77 284:0.90 285:0.62 290:0.59 297:0.36 300:0.18\n1 12:0.06 17:0.91 21:0.47 27:0.36 29:0.62 32:0.69 34:0.70 36:0.25 37:0.92 39:0.74 43:0.15 44:0.90 48:0.91 64:0.77 66:0.36 69:0.53 71:0.90 81:0.33 91:0.51 98:0.08 108:0.41 117:0.86 123:0.39 126:0.44 127:0.06 129:0.05 135:0.66 139:0.71 145:0.65 146:0.05 147:0.05 149:0.07 150:0.27 154:0.11 159:0.05 172:0.05 173:0.55 175:0.91 177:0.05 178:0.55 187:0.39 192:0.51 195:0.67 201:0.68 215:0.41 216:0.23 222:0.76 232:0.88 235:0.60 241:0.30 243:0.51 244:0.83 253:0.20 257:0.84 259:0.21 265:0.08 267:0.73 271:0.50 277:0.87 281:0.91 297:0.36\n2 1:0.74 9:0.80 11:0.57 12:0.06 17:0.55 18:0.86 21:0.30 27:0.07 29:0.62 30:0.21 31:0.89 34:0.66 36:0.22 37:0.63 39:0.74 41:0.82 43:0.85 44:0.87 55:0.71 60:0.87 64:0.77 66:0.51 69:0.61 70:0.92 71:0.90 74:0.84 79:0.88 81:0.57 83:0.91 85:0.72 86:0.88 91:0.20 96:0.72 98:0.68 101:0.87 108:0.72 114:0.65 120:0.59 122:0.77 123:0.70 124:0.74 126:0.54 127:0.74 129:0.05 133:0.74 135:0.95 137:0.89 139:0.90 140:0.45 145:0.91 146:0.61 147:0.67 149:0.73 150:0.76 151:0.61 153:0.48 154:0.82 155:0.67 158:0.91 159:0.79 162:0.86 164:0.57 165:0.93 172:0.82 173:0.42 176:0.73 177:0.70 179:0.31 187:0.95 192:0.87 195:0.90 196:0.92 201:0.93 202:0.36 208:0.64 212:0.48 215:0.44 216:0.95 219:0.95 220:0.74 222:0.76 235:0.52 241:0.21 242:0.70 243:0.24 245:0.88 247:0.74 248:0.59 253:0.63 255:0.95 256:0.45 259:0.21 260:0.60 265:0.68 266:0.80 267:0.79 268:0.46 271:0.50 276:0.83 277:0.69 279:0.86 283:0.78 284:0.89 285:0.62 290:0.65 292:0.91 297:0.36 300:0.70\n1 1:0.74 12:0.06 17:0.83 18:0.75 21:0.30 27:0.36 29:0.62 30:0.56 32:0.80 34:0.74 36:0.24 37:0.92 39:0.74 43:0.15 44:0.93 48:0.91 55:0.84 64:0.77 66:0.91 69:0.54 70:0.39 71:0.90 74:0.78 76:0.85 77:0.89 81:0.60 83:0.60 86:0.74 91:0.54 98:0.88 99:0.95 108:0.41 114:0.65 117:0.86 122:0.77 123:0.39 126:0.54 127:0.42 129:0.05 135:0.96 139:0.82 145:0.69 146:0.89 147:0.91 149:0.31 150:0.75 154:0.54 155:0.67 158:0.75 159:0.48 165:0.70 172:0.74 173:0.52 176:0.73 177:0.70 178:0.55 179:0.52 187:0.39 192:0.87 195:0.72 201:0.93 208:0.64 212:0.42 215:0.44 216:0.23 222:0.76 232:0.88 235:0.68 241:0.41 242:0.73 243:0.91 244:0.61 247:0.55 253:0.51 254:0.84 259:0.21 265:0.88 266:0.63 267:0.36 271:0.50 276:0.63 281:0.91 282:0.88 290:0.65 297:0.36 300:0.33\n1 12:0.06 17:0.36 18:0.75 21:0.76 27:0.45 29:0.62 30:0.19 34:0.79 36:0.17 37:0.50 39:0.74 43:0.13 55:0.59 66:0.29 69:0.84 70:0.97 71:0.90 74:0.75 77:0.70 81:0.23 86:0.81 91:0.25 98:0.34 108:0.70 114:0.53 122:0.77 123:0.68 124:0.87 126:0.26 127:0.58 129:0.05 133:0.85 135:0.90 139:0.77 145:0.50 146:0.63 147:0.30 149:0.25 150:0.23 154:0.63 159:0.78 172:0.61 173:0.72 176:0.61 177:0.05 178:0.55 179:0.41 187:0.68 195:0.91 212:0.40 216:0.77 222:0.76 235:0.95 241:0.63 242:0.75 243:0.12 245:0.77 247:0.76 253:0.43 254:0.84 257:0.84 259:0.21 265:0.36 266:0.91 267:0.84 271:0.50 276:0.73 282:0.73 290:0.53 300:0.84\n0 1:0.74 9:0.80 11:0.64 12:0.06 17:0.24 18:0.76 21:0.47 27:0.06 29:0.62 30:0.33 31:0.87 34:0.61 36:0.95 37:0.82 39:0.74 43:0.29 44:0.90 45:0.66 48:0.91 55:0.71 64:0.77 66:0.63 69:0.93 70:0.98 71:0.90 74:0.60 76:0.85 77:0.70 79:0.87 81:0.44 86:0.80 91:0.27 96:0.69 98:0.48 101:0.52 108:0.86 114:0.60 120:0.55 122:0.51 123:0.85 124:0.51 126:0.54 127:0.28 129:0.05 133:0.60 135:0.83 137:0.87 139:0.82 140:0.45 145:0.77 146:0.78 147:0.05 149:0.24 150:0.63 151:0.49 153:0.87 154:0.46 155:0.67 159:0.64 162:0.67 164:0.78 172:0.65 173:0.91 176:0.73 177:0.05 179:0.43 187:0.39 192:0.87 195:0.90 196:0.89 201:0.93 202:0.71 208:0.64 212:0.61 215:0.41 216:0.92 220:0.93 222:0.76 235:0.68 241:0.44 242:0.13 243:0.10 245:0.67 247:0.86 248:0.51 253:0.46 254:0.86 255:0.95 256:0.68 257:0.84 259:0.21 260:0.55 265:0.50 266:0.80 267:0.73 268:0.73 271:0.50 276:0.57 281:0.91 282:0.77 284:0.96 285:0.62 290:0.60 297:0.36 300:0.94\n1 8:0.61 9:0.80 11:0.83 12:0.06 17:0.57 18:0.93 21:0.78 27:0.39 29:0.62 30:0.09 31:0.92 34:0.36 36:0.97 37:0.31 39:0.74 41:0.93 43:0.86 45:0.81 55:0.84 60:0.95 66:0.13 69:0.30 70:1.00 71:0.90 74:0.86 79:0.91 83:0.91 85:0.85 86:0.95 91:0.01 96:0.77 98:0.22 101:0.97 108:0.24 120:0.65 122:0.77 123:0.23 124:0.98 127:0.95 129:0.59 133:0.98 135:0.39 137:0.92 139:0.95 140:0.45 146:0.90 147:0.91 149:0.87 151:0.72 153:0.48 154:0.83 155:0.67 158:0.91 159:0.98 162:0.74 164:0.77 172:0.73 173:0.06 177:0.70 179:0.21 187:0.21 192:0.87 196:0.95 202:0.70 208:0.64 212:0.30 216:0.44 219:0.95 220:0.82 222:0.76 235:0.05 241:0.24 242:0.37 243:0.34 245:0.83 247:0.84 248:0.69 253:0.78 255:0.95 256:0.73 259:0.21 260:0.65 265:0.23 266:1.00 267:0.76 268:0.74 271:0.50 276:0.91 279:0.86 283:0.78 284:0.96 285:0.62 292:0.91 300:1.00\n0 1:0.69 9:0.76 11:0.64 12:0.06 17:0.77 18:0.73 21:0.13 27:0.72 29:0.62 30:0.33 34:0.78 36:0.41 37:0.83 39:0.74 43:0.71 45:0.77 55:0.45 66:0.46 69:0.08 70:0.75 71:0.90 74:0.95 76:0.99 77:0.70 81:0.55 83:0.60 86:0.81 87:0.98 91:0.49 96:0.77 97:0.89 98:0.58 101:0.52 108:0.07 114:0.75 120:0.65 122:0.77 123:0.07 124:0.69 126:0.44 127:0.62 129:0.81 132:0.97 133:0.67 135:0.74 139:0.77 140:0.45 145:0.80 146:0.66 147:0.71 149:0.58 150:0.57 151:0.65 153:0.48 154:0.76 155:0.58 158:0.78 159:0.54 162:0.86 164:0.64 172:0.79 173:0.16 176:0.66 177:0.70 179:0.30 187:0.39 190:0.77 192:0.59 195:0.73 201:0.68 202:0.50 208:0.54 212:0.91 215:0.61 216:0.28 220:0.62 222:0.76 232:0.72 235:0.22 241:0.53 242:0.52 243:0.58 245:0.91 247:0.76 248:0.67 253:0.80 254:0.90 255:0.74 256:0.58 259:0.21 260:0.64 265:0.59 266:0.54 267:0.87 268:0.59 271:0.50 276:0.80 279:0.82 282:0.73 283:0.78 285:0.56 290:0.75 297:0.36 300:0.70\n0 12:0.06 17:0.88 18:0.81 21:0.76 27:0.69 29:0.62 30:0.45 34:0.86 36:0.25 37:0.45 39:0.74 43:0.17 55:0.92 66:0.24 69:0.45 70:0.61 71:0.90 74:0.50 76:0.85 77:0.70 81:0.23 86:0.75 91:0.17 98:0.32 108:0.35 114:0.53 117:0.86 122:0.80 123:0.33 124:0.88 126:0.26 127:0.73 129:0.05 133:0.85 135:0.28 139:0.72 145:0.79 146:0.56 147:0.62 149:0.22 150:0.23 154:0.11 159:0.76 172:0.27 173:0.28 176:0.61 177:0.70 178:0.55 179:0.79 187:0.21 195:0.88 212:0.13 216:0.18 222:0.76 232:0.95 235:0.95 241:0.18 242:0.22 243:0.44 244:0.83 245:0.51 247:0.74 253:0.36 259:0.21 265:0.34 266:0.80 267:0.19 271:0.50 276:0.46 282:0.73 290:0.53 300:0.43\n1 8:0.95 12:0.06 17:0.02 18:0.93 21:0.64 27:0.03 29:0.62 30:0.86 31:0.99 34:0.82 36:0.91 37:0.94 39:0.74 43:0.16 44:0.87 48:1.00 55:0.59 64:0.77 66:0.49 69:0.48 70:0.32 71:0.90 79:0.99 81:0.24 86:0.87 91:1.00 98:0.49 108:0.37 120:0.89 122:0.86 123:0.35 124:0.72 126:0.26 127:0.37 129:0.89 133:0.78 135:0.65 137:0.99 139:0.88 140:0.99 145:0.82 146:0.65 147:0.70 149:0.26 150:0.24 151:0.65 153:0.93 154:0.11 159:0.54 162:0.47 164:0.93 172:0.45 173:0.40 175:0.91 177:0.05 178:0.53 179:0.67 190:0.77 191:0.98 192:0.51 195:0.82 196:0.99 202:1.00 212:0.19 216:0.84 219:0.89 220:0.91 222:0.76 235:0.80 241:0.98 242:0.77 243:0.60 244:0.83 245:0.55 247:0.39 248:0.81 253:0.20 255:0.74 256:0.99 257:0.84 259:0.21 260:0.85 265:0.50 266:0.71 267:0.59 268:0.98 271:0.50 276:0.47 277:0.87 281:0.91 283:0.78 284:1.00 285:0.56 292:0.91 300:0.33\n1 1:0.74 8:0.60 9:0.80 11:0.64 12:0.06 17:0.20 18:0.82 21:0.54 27:0.60 29:0.62 30:0.38 31:0.91 34:0.77 36:0.69 37:0.41 39:0.74 43:0.64 45:0.66 55:0.84 64:0.77 66:0.83 69:0.37 70:0.63 71:0.90 74:0.75 79:0.91 81:0.41 86:0.86 91:0.08 96:0.76 98:0.81 101:0.52 108:0.29 114:0.59 120:0.64 122:0.80 123:0.28 126:0.54 127:0.30 129:0.05 135:0.83 137:0.91 139:0.87 140:0.45 146:0.56 147:0.62 149:0.34 150:0.63 151:0.72 153:0.48 154:0.91 155:0.67 158:0.91 159:0.20 162:0.86 164:0.67 172:0.51 173:0.60 176:0.73 177:0.70 179:0.71 187:0.39 192:0.87 196:0.93 201:0.93 202:0.50 208:0.64 212:0.57 215:0.39 216:0.59 219:0.95 220:0.62 222:0.76 232:0.96 235:0.74 241:0.57 242:0.29 243:0.84 247:0.55 248:0.67 253:0.70 254:0.74 255:0.95 256:0.58 259:0.21 260:0.65 265:0.81 266:0.38 267:0.69 268:0.59 271:0.50 276:0.40 279:0.86 283:0.78 284:0.92 285:0.62 290:0.59 292:0.91 297:0.36 300:0.43\n1 1:0.74 9:0.80 11:0.64 12:0.06 17:0.47 18:0.95 21:0.54 27:0.55 29:0.62 30:0.33 31:0.86 34:0.40 36:0.28 37:0.62 39:0.74 43:0.61 45:0.83 55:0.71 64:0.77 66:0.93 69:0.33 70:0.62 71:0.90 74:0.79 79:0.86 81:0.41 86:0.96 91:0.20 96:0.68 98:0.93 101:0.52 104:0.95 108:0.26 114:0.59 120:0.53 122:0.80 123:0.25 126:0.54 127:0.57 129:0.05 135:0.91 137:0.86 139:0.95 140:0.45 146:0.84 147:0.87 149:0.66 150:0.63 151:0.47 153:0.48 154:0.90 155:0.67 158:0.78 159:0.40 162:0.86 164:0.57 172:0.82 173:0.40 176:0.73 177:0.70 179:0.43 187:0.68 192:0.87 196:0.88 201:0.93 202:0.36 208:0.64 212:0.88 215:0.39 216:0.54 219:0.92 220:0.96 222:0.76 232:0.96 235:0.74 241:0.27 242:0.15 243:0.94 247:0.84 248:0.47 253:0.46 254:0.80 255:0.95 256:0.45 259:0.21 260:0.54 265:0.93 266:0.27 267:0.82 268:0.46 271:0.50 276:0.73 279:0.82 284:0.89 285:0.62 290:0.59 292:0.91 297:0.36 300:0.43\n0 12:0.06 17:0.89 18:0.91 21:0.78 27:0.72 29:0.62 30:0.66 34:0.36 36:0.65 39:0.74 43:0.12 55:0.59 66:0.85 69:0.25 70:0.40 71:0.90 74:0.44 86:0.93 91:0.85 98:0.87 108:0.20 122:0.86 123:0.19 127:0.39 129:0.05 135:0.28 139:0.90 146:0.55 147:0.61 149:0.11 154:0.71 159:0.20 172:0.57 173:0.55 177:0.70 178:0.55 179:0.71 202:0.36 212:0.83 216:0.03 222:0.76 235:0.05 241:0.82 242:0.52 243:0.86 247:0.67 253:0.33 254:1.00 259:0.21 265:0.87 266:0.27 267:0.23 271:0.50 276:0.46 300:0.33\n2 1:0.74 11:0.64 12:0.06 17:0.22 18:0.74 21:0.59 27:0.45 29:0.62 30:0.45 34:0.82 36:0.18 37:0.50 39:0.74 43:0.63 45:0.73 55:0.59 64:0.77 66:0.61 69:0.71 70:0.78 71:0.90 74:0.74 81:0.43 83:0.60 86:0.80 91:0.35 97:0.89 98:0.55 99:0.83 101:0.52 108:0.54 114:0.58 122:0.77 123:0.51 124:0.50 126:0.54 127:0.34 129:0.05 133:0.43 135:0.56 139:0.84 145:0.45 146:0.67 147:0.72 149:0.41 150:0.66 154:0.76 155:0.67 158:0.91 159:0.48 165:0.70 172:0.59 173:0.68 176:0.73 177:0.70 178:0.55 179:0.54 187:0.68 192:0.87 201:0.93 208:0.64 212:0.39 215:0.39 216:0.77 219:0.95 222:0.76 235:0.80 241:0.43 242:0.74 243:0.67 245:0.74 247:0.60 253:0.45 254:0.74 259:0.21 265:0.56 266:0.75 267:0.59 271:0.50 276:0.56 279:0.86 283:0.77 290:0.58 292:0.91 297:0.36 300:0.70\n0 7:0.72 11:0.64 12:0.06 17:0.88 18:0.74 21:0.54 22:0.93 27:0.54 29:0.62 30:0.15 31:0.86 34:0.25 36:0.86 37:0.46 39:0.74 43:0.29 45:0.73 47:0.93 48:0.97 55:0.52 60:0.87 64:0.77 66:0.54 69:0.19 70:0.98 71:0.90 74:0.77 76:0.85 79:0.86 81:0.31 83:0.91 86:0.82 91:0.31 98:0.59 101:0.52 108:0.15 120:0.53 122:0.77 123:0.15 124:0.63 126:0.44 127:0.59 129:0.05 132:0.97 133:0.60 135:0.32 137:0.86 139:0.87 140:0.45 146:0.73 147:0.77 149:0.35 150:0.25 151:0.47 153:0.48 154:0.90 155:0.67 158:0.91 159:0.60 162:0.86 164:0.54 172:0.57 173:0.19 177:0.70 179:0.64 187:0.39 190:0.77 192:0.87 196:0.88 201:0.68 202:0.36 204:0.89 208:0.64 212:0.30 215:0.39 216:0.49 219:0.95 220:0.96 222:0.76 230:0.74 233:0.73 235:0.68 241:0.12 242:0.21 243:0.62 245:0.67 247:0.82 248:0.47 253:0.43 254:0.86 255:0.74 256:0.45 260:0.53 262:0.93 265:0.60 266:0.75 267:0.99 268:0.46 271:0.50 276:0.54 279:0.86 281:0.91 283:0.78 284:0.87 285:0.56 292:0.91 297:0.36 300:0.84\n1 1:0.69 7:0.72 8:0.62 9:0.76 11:0.64 12:0.06 17:0.91 18:0.90 21:0.05 22:0.93 27:0.54 29:0.62 30:0.70 31:0.91 34:0.98 36:0.90 37:0.29 39:0.74 43:0.68 44:0.90 45:0.81 47:0.93 48:0.97 55:0.71 64:0.77 66:0.92 69:0.19 70:0.56 71:0.90 74:0.84 76:0.97 77:0.70 79:0.91 81:0.61 83:0.60 86:0.92 87:0.98 91:0.54 96:0.76 98:0.95 99:0.83 101:0.52 108:0.15 114:0.85 122:0.80 123:0.15 126:0.44 127:0.66 129:0.05 135:0.56 137:0.91 139:0.93 140:0.45 145:0.63 146:0.79 147:0.82 149:0.64 150:0.61 151:0.70 153:0.69 154:0.59 155:0.58 158:0.78 159:0.35 162:0.86 165:0.70 172:0.77 173:0.36 176:0.66 177:0.70 179:0.54 187:0.21 190:0.77 192:0.59 195:0.64 196:0.94 201:0.68 202:0.46 208:0.54 212:0.92 216:0.39 219:0.92 220:0.62 222:0.76 230:0.75 232:0.72 233:0.76 235:0.12 241:0.53 242:0.33 243:0.92 244:0.61 247:0.76 248:0.65 253:0.76 255:0.74 256:0.45 259:0.21 262:0.93 265:0.95 266:0.23 267:0.59 268:0.55 271:0.50 276:0.66 279:0.82 281:0.91 282:0.77 284:0.87 285:0.56 290:0.85 292:0.95 300:0.55\n1 1:0.74 11:0.64 12:0.06 17:0.64 18:0.88 21:0.22 22:0.93 25:0.88 27:0.30 29:0.62 30:0.15 34:0.96 36:0.22 37:0.56 39:0.74 43:0.63 44:0.90 45:0.77 47:0.93 55:0.59 64:0.77 66:0.27 69:0.25 70:0.98 71:0.90 74:0.65 77:0.70 81:0.61 83:0.60 86:0.91 91:0.20 97:0.89 98:0.46 99:0.83 101:0.52 104:0.58 108:0.20 114:0.71 117:0.86 122:0.80 123:0.19 124:0.78 126:0.54 127:0.69 129:0.59 133:0.73 135:0.66 139:0.92 145:0.96 146:0.55 147:0.61 149:0.45 150:0.75 154:0.62 155:0.67 158:0.79 159:0.55 165:0.70 172:0.41 173:0.26 176:0.73 177:0.70 178:0.55 179:0.66 187:0.98 192:0.87 195:0.72 201:0.93 204:0.85 208:0.64 212:0.30 215:0.51 216:0.82 219:0.92 222:0.76 232:0.83 235:0.42 241:0.35 242:0.21 243:0.46 245:0.66 247:0.79 253:0.53 254:0.80 259:0.21 262:0.93 265:0.47 266:0.75 267:0.76 271:0.50 276:0.56 279:0.82 281:0.91 282:0.77 290:0.71 292:0.95 297:0.36 300:0.84\n1 1:0.69 7:0.81 11:0.64 12:0.06 17:0.81 18:0.84 21:0.22 27:0.31 29:0.62 30:0.60 32:0.80 34:0.94 36:0.97 37:0.26 39:0.74 43:0.69 44:0.93 45:0.66 48:0.99 55:0.59 64:0.77 66:0.95 69:0.50 70:0.55 71:0.90 74:0.90 76:1.00 77:0.96 81:0.51 86:0.85 91:0.71 96:0.72 98:0.92 101:0.52 108:0.38 114:0.67 117:0.86 121:0.90 122:0.77 123:0.37 126:0.44 127:0.53 129:0.05 135:0.93 139:0.91 140:0.45 145:0.63 146:0.92 147:0.94 149:0.59 150:0.55 151:0.51 153:0.48 154:0.59 155:0.67 159:0.54 162:0.86 172:0.86 173:0.46 175:0.75 176:0.66 177:0.38 179:0.36 187:0.21 190:0.89 192:0.87 195:0.75 201:0.68 202:0.36 204:0.89 208:0.64 212:0.61 216:0.38 219:0.89 220:0.74 222:0.76 230:0.87 232:0.79 233:0.76 235:0.42 241:0.24 242:0.73 243:0.95 244:0.61 247:0.55 248:0.51 253:0.60 256:0.45 257:0.65 259:0.21 265:0.92 266:0.38 267:0.73 268:0.46 271:0.50 276:0.77 277:0.69 281:0.91 282:0.88 285:0.47 290:0.67 292:0.91 300:0.43\n1 9:0.76 11:0.64 12:0.06 17:0.66 18:0.83 21:0.64 27:0.66 29:0.62 30:0.55 31:0.90 34:0.73 36:0.21 37:0.69 39:0.74 43:0.68 44:0.87 45:0.73 55:0.71 64:0.77 66:0.92 69:0.61 70:0.46 71:0.90 74:0.74 79:0.90 81:0.24 83:0.60 86:0.83 91:0.38 96:0.75 97:0.89 98:0.93 101:0.52 108:0.47 122:0.75 123:0.45 126:0.26 127:0.57 129:0.05 135:0.80 137:0.90 139:0.84 140:0.80 145:0.89 146:0.88 147:0.90 149:0.53 150:0.24 151:0.65 153:0.48 154:0.57 155:0.58 158:0.78 159:0.47 162:0.62 172:0.79 173:0.64 177:0.70 178:0.42 179:0.48 187:0.68 190:0.77 192:0.51 195:0.70 196:0.92 202:0.50 208:0.54 212:0.81 216:0.41 219:0.92 220:0.62 222:0.76 235:0.80 241:0.46 242:0.36 243:0.93 244:0.61 247:0.84 248:0.63 253:0.63 255:0.74 256:0.45 259:0.21 265:0.93 266:0.27 267:0.52 268:0.46 271:0.50 276:0.69 279:0.82 284:0.87 285:0.56 292:0.91 300:0.43\n1 12:0.92 17:0.51 21:0.78 27:0.45 28:0.93 34:0.76 36:0.19 37:0.50 43:0.28 66:0.36 69:0.79 91:0.22 98:0.07 108:0.63 123:0.60 127:0.06 129:0.05 135:0.30 145:0.47 146:0.05 147:0.05 149:0.12 154:0.20 159:0.05 161:0.76 167:0.54 172:0.05 173:0.79 177:0.05 178:0.55 181:0.82 187:0.68 216:0.77 235:0.97 241:0.05 243:0.51 259:0.21 265:0.08 267:0.92\n2 8:0.65 12:0.92 17:0.81 21:0.78 27:0.52 28:0.93 30:0.76 34:0.79 36:0.67 37:0.39 43:0.34 55:0.59 66:0.36 69:0.65 70:0.15 91:0.48 98:0.22 108:0.65 123:0.63 124:0.52 127:0.24 129:0.59 133:0.47 135:0.51 146:0.05 147:0.05 149:0.24 154:0.25 159:0.23 161:0.76 163:0.96 167:0.54 172:0.10 173:0.79 177:0.05 178:0.55 179:0.97 181:0.82 187:0.39 212:0.95 216:0.13 235:0.22 241:0.05 242:0.82 243:0.34 245:0.37 247:0.12 259:0.21 265:0.23 266:0.12 267:0.28 276:0.14 300:0.13\n1 12:0.92 17:0.81 21:0.78 27:0.52 28:0.93 30:0.76 34:0.22 36:0.73 37:0.39 43:0.34 55:0.59 66:0.36 69:0.65 70:0.15 91:0.54 98:0.18 108:0.73 123:0.72 124:0.52 127:0.28 129:0.59 133:0.47 135:0.70 146:0.05 147:0.05 149:0.22 154:0.25 159:0.33 161:0.76 163:0.96 167:0.61 172:0.10 173:0.71 177:0.05 178:0.55 179:0.98 181:0.82 187:0.39 202:0.59 212:0.95 216:0.13 235:0.12 241:0.35 242:0.82 243:0.34 245:0.37 247:0.12 259:0.21 265:0.20 266:0.12 267:0.44 276:0.14 300:0.13\n1 12:0.92 17:0.30 21:0.78 27:0.45 28:0.93 34:0.88 36:0.18 37:0.50 43:0.28 66:0.36 69:0.78 91:0.20 98:0.07 108:0.62 123:0.59 127:0.06 129:0.05 135:0.92 145:0.54 146:0.05 147:0.05 149:0.12 154:0.20 159:0.05 161:0.76 167:0.59 172:0.05 173:0.74 177:0.05 178:0.55 181:0.82 187:0.68 216:0.77 235:0.97 241:0.27 243:0.51 259:0.21 265:0.07 267:0.92\n1 12:0.92 17:0.70 20:0.85 21:0.30 27:0.34 28:0.93 30:0.62 34:0.56 36:0.73 37:0.28 43:0.40 55:0.96 66:0.30 69:0.54 70:0.34 78:0.83 81:0.69 91:0.48 98:0.23 100:0.73 106:0.81 108:0.41 111:0.81 123:0.39 124:0.78 126:0.54 127:0.23 129:0.89 133:0.78 135:0.61 145:0.88 146:0.38 147:0.45 149:0.36 150:0.50 152:0.81 154:0.30 159:0.48 161:0.76 163:0.89 167:0.57 169:0.72 172:0.16 173:0.40 177:0.05 178:0.55 179:0.83 181:0.82 186:0.83 187:0.21 206:0.81 212:0.30 215:0.72 216:0.94 235:0.31 241:0.18 242:0.82 243:0.48 245:0.40 247:0.12 259:0.21 261:0.81 265:0.25 266:0.27 267:0.69 276:0.28 297:0.36 300:0.25\n1 8:0.77 12:0.92 17:0.79 21:0.78 27:0.55 28:0.93 30:0.62 34:0.58 36:0.62 37:0.29 43:0.44 55:0.71 66:0.61 69:0.45 70:0.34 91:0.37 98:0.69 108:0.35 123:0.33 124:0.43 127:0.59 129:0.59 133:0.47 135:0.79 146:0.65 147:0.70 149:0.38 154:0.33 159:0.41 161:0.76 163:0.94 167:0.59 172:0.27 173:0.51 177:0.05 178:0.55 179:0.94 181:0.82 187:0.21 212:0.61 216:0.23 235:0.05 241:0.27 242:0.82 243:0.68 245:0.42 247:0.12 259:0.21 265:0.69 266:0.23 267:0.85 276:0.27 300:0.25\n2 12:0.92 17:0.82 21:0.30 25:0.88 27:0.59 28:0.93 34:0.68 36:0.38 37:0.43 43:0.14 66:0.36 69:0.95 81:0.69 91:0.46 98:0.06 108:0.91 120:0.53 123:0.91 126:0.54 127:0.05 129:0.05 135:0.73 140:0.45 145:0.52 146:0.05 147:0.05 149:0.07 150:0.50 151:0.46 153:0.48 154:0.10 159:0.05 161:0.76 162:0.86 164:0.57 167:0.55 172:0.05 173:1.00 177:0.05 181:0.82 187:0.21 202:0.36 215:0.72 216:0.27 220:0.87 235:0.31 241:0.07 243:0.51 248:0.46 256:0.45 259:0.21 260:0.53 265:0.07 267:0.69 268:0.46 285:0.62 297:0.36\n1 8:0.63 12:0.92 17:0.67 21:0.78 27:0.55 28:0.93 30:0.62 34:0.55 36:0.54 37:0.29 43:0.44 55:0.71 66:0.30 69:0.45 70:0.34 91:0.42 98:0.30 108:0.35 123:0.34 124:0.71 127:0.84 129:0.81 133:0.67 135:0.51 146:0.41 147:0.48 149:0.34 154:0.33 159:0.62 161:0.76 163:0.94 167:0.62 172:0.16 173:0.40 177:0.05 178:0.55 179:0.95 181:0.82 187:0.21 202:0.36 212:0.30 216:0.23 235:0.12 241:0.37 242:0.82 243:0.48 245:0.43 247:0.12 259:0.21 265:0.32 266:0.27 267:0.85 276:0.25 300:0.25\n2 8:0.60 12:0.92 17:0.59 20:0.82 21:0.78 27:0.55 28:0.93 30:0.89 34:0.66 36:0.67 37:0.29 43:0.44 55:0.71 66:0.61 69:0.45 70:0.20 78:0.86 91:0.29 98:0.61 100:0.73 108:0.35 111:0.84 123:0.33 124:0.43 127:0.56 129:0.59 133:0.47 135:0.82 146:0.54 147:0.60 149:0.39 152:0.98 154:0.33 159:0.37 161:0.76 163:0.79 167:0.66 169:0.82 172:0.27 173:0.54 177:0.05 178:0.55 179:0.94 181:0.82 186:0.87 187:0.21 212:0.30 216:0.23 235:0.05 241:0.50 242:0.82 243:0.68 245:0.42 247:0.12 259:0.21 261:0.90 265:0.62 266:0.27 267:0.95 276:0.25 300:0.18\n2 8:0.62 12:0.92 17:0.73 21:0.78 27:0.72 28:0.93 30:0.62 34:0.19 36:0.58 37:0.29 43:0.44 55:0.71 66:0.61 69:0.46 70:0.23 91:0.71 98:0.68 108:0.35 123:0.34 124:0.43 127:0.75 129:0.59 133:0.47 135:0.70 146:0.59 147:0.65 149:0.38 154:0.33 159:0.39 161:0.76 163:0.94 167:0.90 172:0.27 173:0.56 177:0.05 178:0.55 179:0.95 181:0.82 202:0.60 212:0.61 216:0.03 235:0.22 241:0.82 242:0.82 243:0.68 245:0.42 247:0.12 259:0.21 265:0.68 266:0.23 267:0.79 276:0.26 300:0.18\n2 12:0.92 17:0.75 21:0.64 25:0.88 27:0.59 28:0.93 30:0.95 32:0.80 34:0.29 36:0.33 37:0.43 43:0.50 55:0.99 66:0.20 69:0.32 81:0.55 91:0.35 98:0.06 108:0.25 123:0.24 124:0.61 126:0.54 127:0.92 129:0.59 133:0.47 135:0.68 140:0.45 145:1.00 146:0.05 147:0.05 149:0.17 150:0.42 153:0.48 154:0.39 159:0.78 161:0.76 162:0.86 164:0.57 167:0.58 172:0.05 173:0.19 177:0.05 179:1.00 181:0.82 187:0.68 195:0.89 202:0.36 215:0.53 216:0.27 220:0.97 235:0.74 241:0.21 243:0.40 245:0.36 256:0.45 259:0.21 265:0.06 267:0.28 268:0.46 285:0.62 297:0.36 300:0.08\n4 6:0.96 8:0.85 12:0.92 17:0.76 20:0.99 21:0.47 25:0.88 27:0.59 28:0.93 30:0.76 32:0.80 34:0.25 36:0.29 37:0.43 43:0.50 55:0.96 66:0.13 69:0.27 70:0.15 78:0.99 81:0.63 91:0.81 98:0.07 100:1.00 108:0.21 111:1.00 120:0.81 123:0.20 124:0.75 126:0.54 127:0.85 129:0.81 133:0.67 135:0.63 140:0.80 145:1.00 146:0.05 147:0.05 149:0.22 150:0.46 151:0.73 152:0.98 153:0.78 154:0.39 159:0.59 161:0.76 162:0.52 163:0.90 164:0.82 167:0.91 169:0.99 172:0.05 173:0.26 177:0.05 178:0.42 179:0.99 181:0.82 186:0.98 189:0.98 191:0.81 195:0.74 202:0.82 212:0.95 215:0.63 216:0.27 220:0.62 235:0.52 238:0.98 241:0.88 242:0.82 243:0.34 245:0.37 247:0.12 248:0.74 256:0.75 259:0.21 260:0.82 261:0.98 265:0.08 266:0.12 267:0.76 268:0.78 276:0.17 283:0.60 285:0.62 297:0.36 300:0.13\n2 12:0.92 17:0.84 21:0.59 25:0.88 27:0.59 28:0.93 30:0.95 32:0.80 34:0.21 36:0.42 37:0.43 43:0.50 55:0.99 66:0.20 69:0.30 81:0.58 91:0.40 98:0.06 108:0.24 123:0.23 124:0.61 126:0.54 127:0.86 129:0.59 133:0.47 135:0.65 140:0.45 145:1.00 146:0.05 147:0.05 149:0.17 150:0.43 153:0.69 154:0.39 159:0.81 161:0.76 162:0.86 164:0.62 167:0.58 172:0.05 173:0.16 177:0.05 179:1.00 181:0.82 187:0.68 195:0.92 202:0.46 215:0.55 216:0.27 220:0.97 235:0.68 241:0.21 243:0.40 245:0.36 256:0.45 259:0.21 265:0.06 267:0.69 268:0.55 285:0.62 297:0.36 300:0.08\n2 12:0.92 17:0.90 21:0.54 25:0.88 27:0.59 28:0.93 32:0.80 34:0.81 36:0.58 37:0.43 43:0.11 66:0.36 69:0.97 81:0.61 91:0.27 98:0.06 108:0.94 123:0.93 126:0.54 127:0.05 129:0.05 135:0.61 145:0.98 146:0.05 147:0.05 149:0.06 150:0.45 154:0.09 159:0.05 161:0.76 167:0.56 172:0.05 173:1.00 177:0.05 178:0.55 181:0.82 187:0.21 195:0.93 215:0.58 216:0.27 235:0.60 241:0.12 243:0.51 259:0.21 265:0.06 267:0.59 297:0.36\n2 8:0.71 12:0.92 17:0.79 20:0.97 21:0.78 27:0.52 28:0.93 30:0.76 34:0.26 36:0.65 37:0.39 43:0.34 55:0.59 66:0.64 69:0.64 70:0.15 78:0.83 91:0.68 98:0.43 100:0.73 108:0.49 111:0.81 123:0.47 127:0.14 129:0.05 135:0.49 146:0.30 147:0.37 149:0.26 152:0.97 154:0.25 159:0.13 161:0.76 163:0.90 167:0.90 169:0.72 172:0.16 173:0.86 177:0.05 178:0.55 179:0.80 181:0.82 186:0.83 191:0.75 202:0.65 212:0.95 216:0.13 241:0.82 242:0.82 243:0.69 247:0.12 259:0.21 261:0.86 265:0.45 266:0.12 267:0.82 276:0.19 300:0.13\n2 12:0.92 17:0.92 21:0.59 25:0.88 27:0.59 28:0.93 32:0.80 34:0.91 36:0.27 37:0.43 43:0.20 66:0.36 69:0.93 81:0.58 91:0.27 98:0.07 108:0.87 123:0.86 126:0.54 127:0.06 129:0.05 135:0.54 145:0.98 146:0.05 147:0.05 149:0.08 150:0.43 154:0.13 159:0.05 161:0.76 167:0.57 172:0.05 173:0.99 177:0.05 178:0.55 181:0.82 187:0.21 195:0.77 215:0.55 216:0.27 235:0.68 241:0.18 243:0.51 259:0.21 265:0.07 267:0.44 297:0.36\n0 8:0.66 12:0.92 17:1.00 21:0.78 27:0.54 28:0.93 34:0.92 36:0.59 37:0.33 43:0.21 66:0.36 69:0.93 91:0.05 98:0.05 108:0.85 123:0.84 127:0.05 129:0.05 135:0.54 145:0.39 146:0.05 147:0.05 149:0.08 154:0.14 159:0.05 161:0.76 167:0.59 172:0.05 173:0.71 177:0.05 178:0.55 181:0.82 187:0.21 202:0.59 216:0.31 235:0.31 241:0.27 243:0.51 259:0.21 265:0.05 267:0.98\n2 12:0.92 17:0.84 21:0.64 25:0.88 27:0.59 28:0.93 30:0.76 32:0.80 34:0.88 36:0.19 37:0.43 43:0.50 55:0.71 66:0.36 69:0.32 70:0.15 81:0.55 91:0.17 98:0.20 108:0.83 123:0.82 124:0.52 126:0.54 127:0.79 129:0.59 133:0.47 135:0.68 145:1.00 146:0.05 147:0.05 149:0.21 150:0.42 154:0.39 159:0.56 161:0.76 163:0.90 167:0.60 172:0.10 173:0.31 177:0.05 178:0.55 179:0.99 181:0.82 187:0.68 195:0.73 212:0.95 215:0.53 216:0.27 235:0.74 241:0.30 242:0.82 243:0.34 245:0.37 247:0.12 259:0.21 265:0.22 266:0.12 267:0.82 276:0.13 297:0.36 300:0.13\n1 12:0.92 17:0.85 21:0.78 27:0.52 28:0.93 30:0.76 34:0.18 36:0.59 37:0.39 43:0.34 55:0.59 66:0.36 69:0.65 70:0.15 91:0.44 98:0.15 108:0.85 123:0.84 124:0.52 127:0.44 129:0.59 133:0.47 135:0.78 146:0.05 147:0.05 149:0.20 154:0.25 159:0.56 161:0.76 163:0.97 167:0.58 172:0.10 173:0.60 177:0.05 178:0.55 179:0.99 181:0.82 187:0.39 202:0.46 212:0.95 216:0.13 235:0.12 241:0.21 242:0.82 243:0.34 245:0.37 247:0.12 259:0.21 265:0.17 266:0.12 267:0.28 276:0.13 300:0.13\n2 12:0.92 17:0.79 21:0.30 25:0.88 27:0.59 28:0.93 30:0.95 34:0.44 36:0.47 37:0.43 43:0.50 55:0.99 66:0.20 69:0.23 81:0.69 91:0.42 98:0.06 108:0.18 120:0.53 123:0.18 124:0.61 126:0.54 127:0.86 129:0.59 133:0.47 135:0.75 140:0.45 145:0.52 146:0.05 147:0.05 149:0.17 150:0.50 151:0.46 153:0.48 154:0.39 159:0.80 161:0.76 162:0.86 164:0.57 167:0.59 172:0.05 173:0.14 177:0.05 179:1.00 181:0.82 187:0.68 202:0.36 215:0.72 216:0.27 220:0.87 235:0.31 241:0.27 243:0.40 245:0.36 248:0.46 256:0.45 259:0.21 260:0.53 265:0.06 267:0.44 268:0.46 285:0.62 297:0.36 300:0.08\n2 8:0.60 12:0.92 17:0.70 21:0.78 27:0.55 28:0.93 30:0.62 34:0.90 36:0.65 37:0.29 43:0.44 55:0.71 66:0.30 69:0.45 70:0.34 91:0.48 98:0.26 108:0.35 123:0.34 124:0.71 127:0.78 129:0.81 133:0.67 135:0.78 146:0.41 147:0.48 149:0.33 154:0.33 159:0.71 161:0.76 163:0.94 167:0.58 172:0.16 173:0.33 177:0.05 178:0.55 179:0.95 181:0.82 187:0.21 202:0.36 212:0.30 216:0.23 235:0.12 241:0.21 242:0.82 243:0.48 245:0.43 247:0.12 259:0.21 265:0.28 266:0.27 267:0.84 276:0.23 300:0.25\n2 8:0.67 12:0.92 17:0.84 21:0.78 27:0.52 28:0.93 30:0.76 34:0.18 36:0.67 37:0.39 43:0.34 55:0.59 66:0.36 69:0.65 70:0.15 91:0.64 98:0.16 108:0.84 123:0.84 124:0.52 127:0.49 129:0.59 133:0.47 135:0.70 146:0.05 147:0.05 149:0.20 154:0.25 159:0.55 161:0.76 163:0.97 167:0.55 172:0.10 173:0.62 177:0.05 178:0.55 179:0.99 181:0.82 187:0.39 202:0.50 212:0.95 216:0.13 235:0.22 241:0.10 242:0.82 243:0.34 245:0.37 247:0.12 259:0.21 265:0.17 266:0.12 267:0.28 276:0.13 300:0.13\n2 8:0.63 12:0.92 17:0.78 21:0.78 27:0.55 28:0.93 30:0.62 34:0.90 36:0.53 37:0.29 43:0.44 55:0.71 66:0.30 69:0.45 70:0.34 91:0.53 98:0.31 108:0.35 123:0.34 124:0.71 127:0.67 129:0.81 133:0.67 135:0.71 146:0.41 147:0.48 149:0.35 154:0.33 159:0.57 161:0.76 163:0.94 167:0.58 172:0.16 173:0.41 177:0.05 178:0.55 179:0.95 181:0.82 187:0.21 212:0.30 216:0.23 235:0.12 241:0.21 242:0.82 243:0.48 245:0.43 247:0.12 259:0.21 265:0.34 266:0.27 267:0.84 276:0.26 300:0.25\n1 1:0.74 7:0.81 11:0.92 12:0.06 17:0.79 18:1.00 21:0.13 22:0.93 27:0.31 28:0.85 29:0.71 30:0.60 32:0.80 34:0.56 36:0.24 37:0.81 39:0.50 43:0.96 44:0.93 45:0.92 46:0.99 47:0.93 48:0.91 55:0.52 60:0.87 64:0.77 66:0.99 69:0.15 70:0.52 71:0.75 74:0.95 77:0.70 81:0.77 83:0.91 85:0.96 86:1.00 91:0.58 98:0.99 101:0.87 104:0.96 106:0.81 107:1.00 108:0.12 110:0.99 114:0.79 117:0.86 121:0.90 122:0.86 123:0.12 125:0.88 126:0.54 127:0.86 129:0.05 135:0.89 139:1.00 144:0.85 145:0.84 146:0.97 147:0.98 149:0.98 150:0.85 154:0.96 155:0.67 158:0.92 159:0.70 160:0.88 161:0.63 165:0.93 167:0.45 172:0.98 173:0.15 176:0.73 177:0.70 178:0.55 179:0.14 181:0.55 187:0.87 192:0.87 195:0.82 201:0.93 204:0.89 206:0.81 208:0.64 212:0.90 215:0.61 216:0.59 219:0.95 222:0.25 230:0.87 233:0.76 235:0.31 241:0.12 242:0.63 243:0.99 247:0.67 253:0.59 259:0.21 262:0.93 265:0.99 266:0.27 267:0.65 271:0.33 276:0.95 279:0.86 281:0.91 282:0.88 283:0.82 289:0.98 290:0.79 292:0.95 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.92 7:0.72 8:0.85 9:0.80 11:0.92 12:0.06 17:0.95 18:0.99 20:0.79 21:0.13 22:0.93 27:0.29 28:0.85 29:0.71 30:0.33 31:0.92 32:0.80 34:0.36 36:0.29 37:0.88 39:0.50 41:0.82 43:0.97 44:0.93 45:0.91 46:0.99 47:0.93 48:0.91 55:0.52 60:0.87 64:0.77 66:0.68 69:0.10 70:0.72 71:0.75 74:0.93 77:0.89 78:0.91 79:0.92 81:0.77 83:0.91 85:0.93 86:0.99 91:0.56 96:0.82 98:0.77 100:0.87 101:0.87 104:1.00 106:0.81 107:1.00 108:0.76 110:0.99 111:0.88 114:0.79 117:0.86 120:0.72 122:0.86 123:0.74 124:0.50 125:0.99 126:0.54 127:0.79 129:0.59 133:0.66 135:0.70 137:0.92 139:1.00 140:0.45 144:0.85 145:0.52 146:0.59 147:0.64 149:0.96 150:0.85 151:0.61 152:0.77 153:0.48 154:0.97 155:0.67 158:0.92 159:0.65 160:0.97 161:0.63 162:0.86 164:0.65 165:0.93 167:0.45 169:0.84 172:0.96 173:0.14 176:0.73 177:0.70 179:0.16 181:0.55 186:0.91 187:0.87 189:0.94 190:0.77 191:0.90 192:0.87 195:0.79 196:0.97 201:0.93 202:0.60 204:0.85 206:0.81 208:0.64 212:0.91 215:0.61 216:0.61 219:0.95 220:0.74 222:0.25 230:0.75 233:0.76 235:0.31 238:0.84 241:0.24 242:0.70 243:0.25 245:0.97 247:0.84 248:0.59 253:0.85 255:0.95 256:0.68 259:0.21 260:0.69 261:0.82 262:0.93 265:0.77 266:0.71 267:0.28 268:0.69 271:0.33 276:0.94 279:0.86 281:0.91 282:0.88 283:0.82 284:0.92 285:0.62 289:0.98 290:0.79 292:0.95 297:0.36 299:0.88 300:0.84\n1 1:0.74 7:0.81 11:0.91 12:0.06 17:0.22 18:0.84 21:0.30 22:0.93 27:0.10 28:0.85 29:0.71 30:0.89 32:0.80 34:0.75 36:0.54 37:0.73 39:0.50 43:0.96 44:0.93 45:0.94 46:0.98 47:0.93 48:0.99 64:0.77 66:0.80 69:0.21 70:0.46 71:0.75 74:0.89 77:0.70 81:0.70 83:0.91 86:0.89 91:0.31 97:0.97 98:0.69 99:0.95 101:0.52 104:0.89 106:0.81 107:1.00 108:0.17 110:0.99 114:0.65 117:0.86 122:0.51 123:0.16 124:0.40 125:0.88 126:0.54 127:0.50 129:0.05 133:0.59 135:0.90 139:0.94 144:0.85 145:0.56 146:0.89 147:0.91 149:0.95 150:0.82 154:0.96 155:0.67 158:0.92 159:0.70 160:0.88 161:0.63 165:0.93 167:0.45 172:0.91 173:0.15 176:0.73 177:0.70 178:0.55 179:0.25 181:0.55 187:0.95 192:0.87 195:0.87 201:0.93 204:0.89 206:0.81 208:0.64 212:0.69 215:0.44 216:0.87 219:0.95 222:0.25 230:0.87 233:0.76 235:0.68 241:0.05 242:0.42 243:0.82 245:0.82 247:0.74 253:0.52 259:0.21 262:0.93 265:0.70 266:0.71 267:0.28 271:0.33 276:0.84 279:0.86 281:0.91 282:0.88 283:0.82 289:0.98 290:0.65 292:0.95 297:0.36 300:0.94\n2 1:0.74 6:0.95 7:0.63 8:0.88 9:0.80 11:0.92 12:0.06 17:0.62 18:0.99 20:0.78 21:0.13 27:0.34 28:0.85 29:0.71 30:0.72 31:0.89 32:0.80 34:0.73 36:0.18 37:0.71 39:0.50 43:0.94 44:0.93 45:0.92 46:0.99 48:0.91 60:0.87 64:0.77 66:0.31 69:0.12 70:0.62 71:0.75 74:0.95 77:0.70 78:0.91 79:0.88 81:0.76 83:0.91 85:0.98 86:1.00 91:0.62 96:0.85 97:0.99 98:0.57 99:0.83 100:0.89 101:0.87 104:0.93 106:0.81 107:1.00 108:0.56 110:0.99 111:0.90 114:0.79 117:0.86 120:0.76 122:0.57 123:0.54 124:0.84 125:1.00 126:0.54 127:0.86 129:0.93 133:0.84 135:0.49 137:0.89 139:1.00 140:0.80 144:0.85 145:0.49 146:0.31 147:0.37 149:0.99 150:0.83 151:0.61 152:0.76 153:0.77 154:0.94 155:0.67 158:0.92 159:0.78 160:0.97 161:0.63 162:0.86 164:0.66 165:0.70 167:0.45 169:0.87 172:0.90 173:0.11 176:0.73 177:0.70 179:0.16 181:0.55 186:0.92 187:0.68 189:0.96 190:0.77 191:0.70 192:0.87 195:0.88 196:0.94 201:0.93 202:0.54 206:0.81 208:0.64 212:0.85 215:0.61 216:0.55 219:0.95 222:0.25 230:0.64 233:0.76 235:0.31 238:0.87 241:0.03 242:0.24 243:0.19 245:0.97 247:0.82 248:0.59 253:0.88 255:0.95 256:0.58 259:0.21 260:0.73 261:0.82 265:0.58 266:0.84 267:0.36 268:0.63 271:0.33 276:0.94 279:0.86 281:0.91 282:0.88 283:0.82 284:0.89 285:0.62 289:0.98 290:0.79 292:0.95 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.95 7:0.66 8:0.94 9:0.80 11:0.93 12:0.06 17:0.59 18:0.99 20:0.76 21:0.30 22:0.93 27:0.26 28:0.85 29:0.71 30:0.84 31:0.94 32:0.80 34:0.55 36:0.28 37:0.86 39:0.50 43:0.95 44:0.93 45:0.99 46:1.00 47:0.93 48:0.97 64:0.77 66:0.23 69:0.21 70:0.45 71:0.75 74:0.96 77:0.89 78:0.85 79:0.93 81:0.66 83:0.91 86:0.99 91:0.48 96:0.80 97:0.97 98:0.60 99:0.95 100:0.88 101:0.87 104:0.96 106:0.81 107:1.00 108:0.85 110:0.99 111:0.84 114:0.65 117:0.86 120:0.69 122:0.51 123:0.16 124:0.80 125:0.99 126:0.54 127:0.91 129:0.81 133:0.78 135:0.90 137:0.94 139:0.99 140:0.45 144:0.85 145:0.74 146:0.83 147:0.86 149:0.99 150:0.80 151:0.86 152:0.88 153:0.48 154:0.95 155:0.67 158:0.92 159:0.76 160:0.96 161:0.63 162:0.86 164:0.57 165:0.93 167:0.45 169:0.95 172:0.91 173:0.15 176:0.73 177:0.70 179:0.14 181:0.55 186:0.88 187:0.87 192:0.87 195:0.88 196:0.98 201:0.93 202:0.36 204:0.85 206:0.81 208:0.64 212:0.89 215:0.44 216:0.57 219:0.95 222:0.25 230:0.69 233:0.73 235:0.60 241:0.15 242:0.36 243:0.43 245:0.98 247:0.86 248:0.77 253:0.87 255:0.95 256:0.45 260:0.70 261:0.95 262:0.93 265:0.47 266:0.84 267:0.69 268:0.46 271:0.33 276:0.95 279:0.86 281:0.91 282:0.88 283:0.82 284:0.89 285:0.62 289:0.98 290:0.65 292:0.95 297:0.36 300:0.84\n1 1:0.74 11:0.91 12:0.06 17:0.26 18:0.85 21:0.71 27:0.45 28:0.85 29:0.71 30:0.87 32:0.80 34:0.86 36:0.21 37:0.50 39:0.50 43:0.47 44:0.93 45:0.98 46:0.99 48:0.91 64:0.77 66:0.31 69:0.63 70:0.46 71:0.75 74:0.85 77:0.70 81:0.41 83:0.60 86:0.87 91:0.06 98:0.52 99:0.83 101:0.52 107:1.00 108:0.93 110:0.99 114:0.55 122:0.51 123:0.92 124:0.89 125:0.88 126:0.54 127:0.72 129:0.59 133:0.90 135:0.74 139:0.89 144:0.85 145:0.50 146:0.39 147:0.45 149:0.90 150:0.65 154:0.76 155:0.67 159:0.85 160:0.88 161:0.63 165:0.70 167:0.45 172:0.88 173:0.37 176:0.73 177:0.70 178:0.55 179:0.17 181:0.55 187:0.68 192:0.87 195:0.95 201:0.93 208:0.64 212:0.71 215:0.37 216:0.77 222:0.25 235:0.95 241:0.15 242:0.52 243:0.13 245:0.94 247:0.82 253:0.45 254:0.74 259:0.21 265:0.53 266:0.92 267:0.36 271:0.33 276:0.93 281:0.91 282:0.88 289:0.98 290:0.55 297:0.36 300:0.94\n2 1:0.74 6:0.95 7:0.72 8:0.94 9:0.80 11:0.92 12:0.06 17:0.51 18:0.99 20:0.89 21:0.30 22:0.93 27:0.26 28:0.85 29:0.71 30:0.53 31:0.98 32:0.80 34:0.68 36:0.25 37:0.86 39:0.50 41:0.94 43:0.96 44:0.93 45:0.91 46:0.98 47:0.93 48:0.97 55:0.45 60:1.00 64:0.77 66:0.43 69:0.19 70:0.73 71:0.75 74:0.90 77:0.70 78:0.97 79:0.98 81:0.63 83:0.91 85:0.90 86:0.99 91:0.60 96:0.93 97:0.89 98:0.61 100:0.97 101:0.87 104:0.96 106:0.81 107:1.00 108:0.15 110:0.99 111:0.97 114:0.65 117:0.86 120:0.87 122:0.86 123:0.15 124:0.85 125:0.99 126:0.54 127:0.90 129:0.81 133:0.86 135:0.91 137:0.98 139:0.99 140:0.45 144:0.85 145:0.72 146:0.83 147:0.86 149:0.94 150:0.78 151:0.95 152:0.88 153:0.83 154:0.96 155:0.67 158:0.92 159:0.75 160:0.99 161:0.63 162:0.81 164:0.80 165:0.93 167:0.45 169:0.95 172:0.89 173:0.15 176:0.73 177:0.70 179:0.20 181:0.55 186:0.96 187:0.87 189:0.97 191:0.82 192:0.87 195:0.87 196:0.99 201:0.93 202:0.71 204:0.85 206:0.81 208:0.64 212:0.83 215:0.44 216:0.57 219:0.95 222:0.25 230:0.75 233:0.76 235:0.52 238:0.95 241:0.18 242:0.63 243:0.57 245:0.93 247:0.79 248:0.92 253:0.95 255:0.95 256:0.78 260:0.88 261:0.95 262:0.93 265:0.62 266:0.75 267:0.59 268:0.77 271:0.33 276:0.91 279:0.86 281:0.91 282:0.88 283:0.82 284:0.97 285:0.62 289:0.98 290:0.65 292:0.95 297:0.36 299:0.88 300:0.84\n1 1:0.74 6:0.81 8:0.85 9:0.80 11:0.92 12:0.06 17:0.89 18:0.89 20:0.85 21:0.22 22:0.93 27:0.42 28:0.85 29:0.71 30:0.86 31:0.88 32:0.80 34:0.96 36:0.27 37:0.77 39:0.50 41:0.82 43:0.95 44:0.93 45:0.95 46:1.00 47:0.93 48:0.98 60:0.87 64:0.77 66:0.96 69:0.19 70:0.45 71:0.75 74:0.89 77:0.89 78:0.79 79:0.88 81:0.70 83:0.91 85:0.80 86:0.95 91:0.46 96:0.84 97:0.94 98:0.96 100:0.82 101:0.87 104:0.97 106:0.81 107:1.00 108:0.15 110:0.99 111:0.79 114:0.71 117:0.86 120:0.74 122:0.51 123:0.15 125:0.99 126:0.54 127:0.71 129:0.05 135:0.73 137:0.88 139:0.96 140:0.80 144:0.85 145:0.54 146:0.91 147:0.93 149:0.93 150:0.82 151:0.56 152:0.80 153:0.72 154:0.95 155:0.67 158:0.91 159:0.52 160:0.97 161:0.63 162:0.86 164:0.68 165:0.93 167:0.44 169:0.80 172:0.89 173:0.24 176:0.73 177:0.70 179:0.33 181:0.55 186:0.80 187:0.68 189:0.83 190:0.77 191:0.70 192:0.87 195:0.70 196:0.92 201:0.93 202:0.55 206:0.81 208:0.64 212:0.72 215:0.51 216:0.51 219:0.95 222:0.25 232:0.98 235:0.42 238:0.87 241:0.01 242:0.50 243:0.96 247:0.67 248:0.55 253:0.85 255:0.95 256:0.58 259:0.21 260:0.70 261:0.80 262:0.93 265:0.96 266:0.38 267:0.19 268:0.63 271:0.33 276:0.81 279:0.86 281:0.91 282:0.88 283:0.82 284:0.90 285:0.62 289:0.98 290:0.71 292:0.91 297:0.36 299:0.97 300:0.70\n2 1:0.74 7:0.81 11:0.92 12:0.06 17:0.67 18:0.92 21:0.13 22:0.93 27:0.36 28:0.85 29:0.71 30:0.75 32:0.80 34:0.79 36:0.28 37:0.79 39:0.50 43:0.97 44:0.93 45:0.94 46:0.98 47:0.93 48:0.91 60:0.95 64:0.77 66:0.23 69:0.10 70:0.71 71:0.75 74:0.92 77:0.70 81:0.77 83:0.91 85:0.90 86:0.98 91:0.11 98:0.33 101:0.87 104:0.93 106:0.81 107:1.00 108:0.78 110:0.99 114:0.79 117:0.86 121:0.90 122:0.51 123:0.76 124:0.90 125:0.88 126:0.54 127:0.95 129:0.81 133:0.90 135:0.99 139:0.99 144:0.85 145:0.44 146:0.52 147:0.58 149:0.95 150:0.85 154:0.97 155:0.67 158:0.92 159:0.85 160:0.88 161:0.63 165:0.93 167:0.44 172:0.73 173:0.09 176:0.73 177:0.70 178:0.55 179:0.28 181:0.55 187:0.87 191:0.78 192:0.87 195:0.94 201:0.93 204:0.89 206:0.81 208:0.64 212:0.72 215:0.61 216:0.62 219:0.95 222:0.25 230:0.87 233:0.76 235:0.31 241:0.01 242:0.37 243:0.36 245:0.88 247:0.76 253:0.58 259:0.21 262:0.93 265:0.35 266:0.89 267:0.23 271:0.33 276:0.85 279:0.86 281:0.91 282:0.88 283:0.82 289:0.98 290:0.79 292:0.95 297:0.36 299:0.88 300:0.94\n2 1:0.74 6:0.84 7:0.81 8:0.69 9:0.80 11:0.91 12:0.06 17:0.15 18:0.85 20:0.84 21:0.40 22:0.93 27:0.21 28:0.85 29:0.71 30:0.21 31:0.87 32:0.80 34:0.66 36:0.23 37:0.71 39:0.50 41:0.88 43:0.56 44:0.93 45:0.81 46:0.95 47:0.93 48:0.97 64:0.77 66:0.16 69:0.95 70:0.86 71:0.75 74:0.74 77:0.89 78:0.95 79:0.87 81:0.57 83:0.91 86:0.81 91:0.42 96:0.70 97:0.94 98:0.35 100:0.95 101:0.52 104:0.91 106:0.81 107:0.99 108:0.91 110:0.96 111:0.94 114:0.62 117:0.86 120:0.56 121:0.97 122:0.86 123:0.48 124:0.73 125:0.98 126:0.54 127:0.64 129:0.05 133:0.60 135:0.84 137:0.87 139:0.92 140:0.45 144:0.85 145:0.65 146:0.41 147:0.66 149:0.42 150:0.76 151:0.52 152:0.92 153:0.48 154:0.30 155:0.67 158:0.91 159:0.75 160:0.98 161:0.63 162:0.71 164:0.72 165:0.93 167:0.46 169:0.87 172:0.41 173:0.98 176:0.73 177:0.05 179:0.69 181:0.55 186:0.94 187:0.87 189:0.86 191:0.88 192:0.87 195:0.89 196:0.91 201:0.93 202:0.63 204:0.89 206:0.81 208:0.64 212:0.23 215:0.42 216:0.79 219:0.95 220:0.91 222:0.25 230:0.87 233:0.76 235:0.60 238:0.90 241:0.32 242:0.37 243:0.37 245:0.68 247:0.67 248:0.52 253:0.51 254:0.74 255:0.95 256:0.64 257:0.84 259:0.21 260:0.57 261:0.90 262:0.93 265:0.25 266:0.75 267:0.19 268:0.66 271:0.33 276:0.38 277:0.87 279:0.86 281:0.91 282:0.88 283:0.82 284:0.93 285:0.62 289:0.98 290:0.62 292:0.95 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.94 7:0.81 8:0.90 9:0.80 11:0.92 12:0.06 17:0.70 18:1.00 20:0.85 21:0.13 22:0.93 27:0.31 28:0.85 29:0.71 30:0.52 31:0.95 32:0.80 34:0.49 36:0.30 37:0.81 39:0.50 41:0.82 43:0.96 44:0.93 45:0.93 46:0.99 47:0.93 48:0.91 55:0.52 60:0.97 64:0.77 66:0.61 69:0.15 70:0.57 71:0.75 74:0.95 77:0.70 78:0.92 79:0.95 81:0.77 83:0.91 85:0.96 86:1.00 91:0.68 96:0.85 98:0.80 100:0.90 101:0.87 104:0.97 106:0.81 107:1.00 108:0.12 110:0.99 111:0.91 114:0.79 117:0.86 120:0.75 121:0.90 122:0.86 123:0.12 124:0.63 125:0.99 126:0.54 127:0.88 129:0.59 133:0.66 135:0.91 137:0.95 139:1.00 140:0.45 144:0.85 145:0.80 146:0.93 147:0.95 149:0.98 150:0.85 151:0.93 152:0.85 153:0.78 154:0.96 155:0.67 158:0.92 159:0.75 160:0.96 161:0.63 162:0.57 164:0.65 165:0.93 167:0.45 169:0.85 172:0.97 173:0.13 176:0.73 177:0.70 179:0.14 181:0.55 186:0.92 187:0.87 189:0.95 191:0.73 192:0.87 195:0.85 196:0.98 201:0.93 202:0.59 204:0.89 206:0.81 208:0.64 212:0.89 215:0.61 216:0.59 219:0.95 222:0.25 230:0.87 233:0.76 235:0.31 238:0.86 241:0.24 242:0.62 243:0.67 245:0.98 247:0.82 248:0.83 253:0.90 255:0.95 256:0.45 259:0.21 260:0.76 261:0.88 262:0.93 265:0.80 266:0.71 267:0.59 268:0.58 271:0.33 276:0.96 279:0.86 281:0.91 282:0.88 283:0.82 284:0.91 285:0.62 289:0.98 290:0.79 292:0.95 297:0.36 299:0.88 300:0.84\n0 1:0.74 11:0.91 12:0.06 17:0.34 18:0.87 21:0.77 27:0.45 28:0.85 29:0.71 30:0.61 34:0.90 36:0.18 37:0.50 39:0.50 43:0.47 45:0.93 46:0.98 48:0.91 64:0.77 66:0.15 69:0.63 70:0.87 71:0.75 74:0.77 81:0.40 83:0.60 86:0.90 91:0.03 97:0.89 98:0.42 99:0.83 101:0.52 107:1.00 108:0.88 110:0.99 114:0.53 122:0.51 123:0.88 124:0.86 125:0.88 126:0.54 127:0.51 129:0.59 133:0.84 135:0.78 139:0.91 144:0.85 145:0.42 146:0.55 147:0.61 149:0.74 150:0.65 154:0.76 155:0.67 158:0.91 159:0.73 160:0.88 161:0.63 165:0.70 167:0.45 172:0.51 173:0.47 176:0.73 177:0.70 178:0.55 179:0.34 181:0.55 187:0.68 192:0.87 201:0.93 208:0.64 212:0.48 215:0.36 216:0.77 219:0.95 222:0.25 235:0.99 241:0.12 242:0.39 243:0.28 245:0.84 247:0.76 253:0.43 254:0.74 259:0.21 265:0.44 266:0.80 267:0.19 271:0.33 276:0.77 279:0.86 281:0.91 283:0.77 289:0.98 290:0.53 292:0.91 297:0.36 300:0.84\n2 1:0.74 6:0.85 7:0.81 8:0.74 9:0.80 11:0.92 12:0.06 17:0.77 18:0.98 20:0.84 21:0.30 27:0.31 28:0.85 29:0.71 30:0.71 31:0.87 32:0.80 34:0.55 36:0.38 37:0.84 39:0.50 41:0.82 43:0.96 44:0.93 45:0.98 46:1.00 48:0.91 60:0.87 64:0.77 66:0.60 69:0.19 70:0.67 71:0.75 74:0.96 77:0.70 78:0.94 79:0.87 81:0.63 83:0.91 85:0.91 86:0.99 91:0.54 96:0.88 97:0.99 98:0.83 100:0.90 101:0.87 104:0.95 106:0.81 107:1.00 108:0.79 110:0.99 111:0.92 114:0.65 117:0.86 120:0.80 121:0.90 122:0.86 123:0.77 124:0.64 125:0.99 126:0.54 127:0.85 129:0.59 133:0.66 135:0.93 137:0.87 139:0.99 140:0.80 144:0.85 145:0.65 146:0.68 147:0.73 149:0.98 150:0.78 151:0.52 152:0.82 153:0.72 154:0.96 155:0.67 158:0.92 159:0.79 160:0.98 161:0.63 162:0.81 164:0.70 165:0.93 167:0.45 169:0.85 172:0.97 173:0.13 176:0.73 177:0.70 179:0.14 181:0.55 186:0.94 187:0.68 189:0.87 190:0.77 191:0.75 192:0.87 195:0.89 196:0.91 201:0.93 202:0.61 204:0.89 206:0.81 208:0.64 212:0.86 215:0.44 216:0.28 219:0.95 222:0.25 230:0.87 232:0.96 233:0.76 235:0.52 238:0.85 241:0.15 242:0.27 243:0.23 245:0.98 247:0.79 248:0.51 253:0.90 255:0.95 256:0.64 259:0.21 260:0.77 261:0.88 265:0.83 266:0.63 267:0.36 268:0.66 271:0.33 276:0.96 279:0.86 281:0.91 282:0.88 283:0.82 284:0.89 285:0.62 289:0.98 290:0.65 292:0.95 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.88 7:0.81 8:0.92 9:0.80 11:0.92 12:0.06 17:0.64 18:0.92 20:0.77 21:0.13 27:0.18 28:0.85 29:0.71 30:0.62 31:0.89 32:0.80 34:0.39 36:0.20 37:0.69 39:0.50 41:0.82 43:0.97 44:0.93 45:0.92 46:0.98 48:0.99 64:0.77 66:0.26 69:0.10 70:0.74 71:0.75 74:0.85 77:0.70 78:0.95 79:0.88 81:0.77 83:0.91 85:0.80 86:0.95 91:0.42 96:0.72 98:0.47 100:0.90 101:0.87 107:1.00 108:0.80 110:0.99 111:0.93 114:0.79 120:0.59 121:0.90 122:0.51 123:0.78 124:0.84 125:0.99 126:0.54 127:0.84 129:0.05 133:0.81 135:0.99 137:0.89 139:0.96 140:0.45 144:0.85 145:0.77 146:0.63 147:0.68 149:0.90 150:0.85 151:0.61 152:0.82 153:0.48 154:0.97 155:0.67 159:0.74 160:0.96 161:0.63 162:0.86 164:0.57 165:0.93 167:0.45 169:0.82 172:0.67 173:0.11 176:0.73 177:0.70 179:0.36 181:0.55 186:0.96 187:0.39 189:0.97 192:0.87 195:0.86 196:0.93 201:0.93 202:0.36 204:0.89 208:0.64 212:0.51 215:0.61 216:0.47 220:0.74 222:0.25 230:0.87 233:0.76 235:0.31 238:0.86 241:0.27 242:0.33 243:0.40 245:0.85 247:0.79 248:0.59 253:0.68 255:0.95 256:0.45 259:0.21 260:0.60 261:0.84 265:0.48 266:0.91 267:0.44 268:0.46 271:0.33 276:0.79 277:0.69 281:0.91 282:0.88 284:0.89 285:0.62 289:0.98 290:0.79 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.88 7:0.81 8:0.66 9:0.76 11:0.92 12:0.06 17:0.61 18:0.92 20:0.87 21:0.22 27:0.18 28:0.85 29:0.71 30:0.76 32:0.80 34:0.24 36:0.30 37:0.69 39:0.50 43:0.97 44:0.93 45:0.95 46:0.99 48:0.99 64:0.77 66:0.69 69:0.12 70:0.57 71:0.75 74:0.90 77:0.70 78:0.81 81:0.70 83:0.91 85:0.80 86:0.95 91:0.31 96:0.80 98:0.75 100:0.83 101:0.87 107:1.00 108:0.10 110:0.99 111:0.80 114:0.71 120:0.69 121:0.90 122:0.51 123:0.10 124:0.48 125:1.00 126:0.54 127:0.86 129:0.59 133:0.61 135:0.99 139:0.96 140:0.45 144:0.85 145:0.80 146:0.88 147:0.90 149:0.95 150:0.82 151:0.81 152:0.82 153:0.48 154:0.97 155:0.67 159:0.68 160:0.96 161:0.63 162:0.86 164:0.54 165:0.93 167:0.45 169:0.82 172:0.89 173:0.14 176:0.73 177:0.70 179:0.30 181:0.55 186:0.81 187:0.39 189:0.84 190:0.77 192:0.87 195:0.81 201:0.93 202:0.36 204:0.89 208:0.64 212:0.60 215:0.51 216:0.47 222:0.25 230:0.87 233:0.76 235:0.42 238:0.87 241:0.30 242:0.50 243:0.73 245:0.88 247:0.67 248:0.73 253:0.83 255:0.74 256:0.45 259:0.21 260:0.68 261:0.84 265:0.76 266:0.63 267:0.44 268:0.46 271:0.33 276:0.84 281:0.91 282:0.88 285:0.56 289:0.98 290:0.71 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.96 7:0.72 8:0.61 9:0.80 11:0.92 12:0.06 17:0.47 18:0.99 20:0.80 21:0.30 22:0.93 27:0.26 28:0.85 29:0.71 30:0.54 31:0.94 32:0.80 34:0.73 36:0.21 37:0.86 39:0.50 41:0.82 43:0.96 44:0.93 45:0.95 46:1.00 47:0.93 48:0.97 55:0.45 60:0.87 64:0.77 66:0.99 69:0.19 70:0.57 71:0.75 74:0.93 77:0.70 78:0.82 79:0.93 81:0.63 83:0.91 85:0.90 86:0.99 91:0.58 96:0.80 98:0.99 100:0.87 101:0.87 104:0.96 106:0.81 107:1.00 108:0.15 110:0.99 111:0.81 114:0.65 117:0.86 120:0.69 122:0.86 123:0.15 125:1.00 126:0.54 127:0.88 129:0.05 135:0.90 137:0.94 139:0.99 140:0.45 144:0.85 145:0.74 146:0.95 147:0.96 149:0.96 150:0.78 151:0.87 152:0.91 153:0.48 154:0.96 155:0.67 158:0.92 159:0.62 160:0.96 161:0.63 162:0.86 164:0.57 165:0.93 167:0.45 169:0.98 172:0.97 173:0.20 176:0.73 177:0.70 179:0.18 181:0.55 186:0.73 187:0.87 192:0.87 195:0.77 196:0.98 201:0.93 202:0.36 204:0.85 206:0.81 208:0.64 212:0.88 215:0.44 216:0.57 219:0.95 222:0.25 230:0.75 233:0.76 235:0.52 241:0.21 242:0.57 243:0.99 247:0.67 248:0.77 253:0.86 255:0.95 256:0.45 260:0.70 261:0.95 262:0.93 265:0.99 266:0.38 267:0.59 268:0.46 271:0.33 276:0.93 279:0.86 281:0.91 282:0.88 283:0.82 284:0.89 285:0.62 289:0.98 290:0.65 292:0.95 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.79 7:0.72 8:0.58 9:0.80 11:0.91 12:0.06 17:0.09 18:0.88 20:0.90 21:0.30 22:0.93 27:0.11 28:0.85 29:0.71 30:0.76 31:0.87 32:0.80 34:0.66 36:0.57 37:0.82 39:0.50 41:0.82 43:0.60 44:0.93 45:0.95 46:0.99 47:0.93 48:0.91 64:0.77 66:0.96 69:0.56 70:0.53 71:0.75 74:0.86 77:0.70 78:0.86 79:0.87 81:0.67 83:0.91 86:0.88 91:0.56 96:0.70 97:0.94 98:0.93 100:0.86 101:0.52 104:0.92 106:0.81 107:1.00 108:0.43 110:0.99 111:0.84 114:0.65 117:0.86 120:0.56 122:0.51 123:0.42 125:0.97 126:0.54 127:0.56 129:0.05 135:0.86 137:0.87 139:0.91 140:0.45 144:0.85 145:0.74 146:0.95 147:0.96 149:0.86 150:0.80 151:0.53 152:0.85 153:0.72 154:0.70 155:0.67 158:0.79 159:0.62 160:0.96 161:0.63 162:0.76 164:0.64 165:0.93 167:0.45 169:0.83 172:0.90 173:0.48 176:0.73 177:0.70 179:0.30 181:0.55 186:0.86 187:0.95 189:0.81 192:0.87 195:0.80 196:0.90 201:0.93 202:0.58 204:0.85 206:0.81 208:0.64 212:0.60 215:0.44 216:0.74 219:0.89 220:0.87 222:0.25 230:0.75 233:0.76 235:0.60 238:0.87 241:0.30 242:0.45 243:0.96 247:0.67 248:0.52 253:0.54 254:0.74 255:0.95 256:0.58 259:0.21 260:0.56 261:0.87 262:0.93 265:0.93 266:0.63 267:0.23 268:0.62 271:0.33 276:0.82 279:0.82 281:0.91 282:0.88 283:0.82 284:0.92 285:0.62 289:0.98 290:0.65 292:0.95 297:0.36 300:0.70\n2 1:0.74 6:0.92 7:0.81 8:0.86 9:0.80 11:0.92 12:0.06 17:0.66 18:0.98 20:0.94 21:0.13 22:0.93 27:0.19 28:0.85 29:0.71 30:0.84 31:0.98 32:0.80 34:0.69 36:0.25 37:0.93 39:0.50 41:0.96 43:0.97 44:0.93 45:0.99 46:0.99 47:0.93 48:0.98 60:1.00 64:0.77 66:0.27 69:0.10 70:0.50 71:0.75 74:0.95 77:0.89 78:0.98 79:0.98 81:0.77 83:0.91 85:0.91 86:0.99 91:0.66 96:0.94 97:0.89 98:0.36 100:0.98 101:0.87 104:0.82 106:0.81 107:1.00 108:0.83 110:0.99 111:0.98 114:0.79 117:0.86 120:0.89 121:0.97 122:0.86 123:0.83 124:0.87 125:0.99 126:0.54 127:0.93 129:0.89 133:0.87 135:0.89 137:0.98 139:0.99 140:0.45 144:0.85 145:0.80 146:0.42 147:0.49 149:0.99 150:0.85 151:0.96 152:0.94 153:0.86 154:0.97 155:0.67 158:0.92 159:0.88 160:0.99 161:0.63 162:0.82 164:0.86 165:0.93 167:0.44 169:0.97 172:0.94 173:0.08 176:0.73 177:0.70 179:0.13 181:0.55 186:0.98 187:0.21 189:0.94 191:0.91 192:0.87 195:0.96 196:0.99 201:0.93 202:0.77 204:0.89 206:0.81 208:0.64 212:0.90 215:0.61 216:0.61 219:0.95 220:0.74 222:0.25 230:0.87 233:0.76 235:0.31 238:0.95 241:0.02 242:0.39 243:0.12 245:0.98 247:0.82 248:0.92 253:0.97 255:0.95 256:0.83 259:0.21 260:0.89 261:0.97 262:0.93 265:0.38 266:0.87 267:0.79 268:0.83 271:0.33 276:0.96 279:0.86 281:0.91 282:0.88 283:0.82 284:0.98 285:0.62 289:0.98 290:0.79 292:0.95 297:0.36 299:0.97 300:0.98\n1 10:0.99 17:0.88 21:0.13 27:0.39 29:0.71 30:0.44 34:0.19 36:0.17 37:0.37 39:0.80 43:0.19 48:0.91 55:0.42 66:0.93 69:0.15 70:0.53 71:0.83 74:0.28 75:0.96 81:0.42 83:0.56 91:0.31 98:0.91 102:0.95 108:0.12 122:0.95 123:0.12 126:0.24 127:0.50 129:0.05 131:0.61 135:0.56 139:0.67 145:0.52 146:0.80 147:0.83 149:0.42 150:0.46 154:0.21 155:0.49 157:0.61 159:0.36 166:0.61 170:0.87 172:0.82 173:0.29 174:0.98 175:0.75 177:0.70 178:0.55 179:0.42 182:0.61 187:0.39 192:0.45 193:0.98 195:0.61 197:0.99 204:0.79 208:0.50 212:0.83 216:0.28 222:0.35 226:0.96 227:0.61 229:0.61 231:0.62 235:0.12 236:0.92 239:0.99 241:0.46 242:0.79 243:0.93 244:0.83 246:0.61 247:0.55 253:0.25 254:0.95 257:0.65 259:0.21 265:0.91 266:0.38 267:0.44 271:0.73 276:0.71 277:0.69 281:0.91 287:0.61 300:0.43\n0 8:0.68 10:0.98 11:0.46 17:0.62 18:0.63 21:0.78 23:0.98 27:0.63 29:0.71 30:0.27 34:0.92 36:0.48 37:0.26 39:0.80 43:0.57 45:0.66 55:0.52 62:0.98 66:0.84 69:0.12 70:0.72 71:0.83 74:0.29 86:0.66 91:0.69 98:0.76 101:0.47 108:0.10 122:0.95 123:0.10 124:0.37 127:0.47 128:0.96 129:0.05 131:0.61 133:0.36 135:0.82 139:0.65 140:0.92 146:0.83 147:0.86 149:0.41 151:0.53 153:0.46 154:0.45 157:0.61 159:0.52 162:0.50 166:0.61 168:0.96 170:0.87 172:0.74 173:0.17 174:0.96 177:0.88 178:0.51 179:0.52 182:0.61 187:0.39 190:0.95 197:0.98 202:0.79 205:0.98 212:0.73 216:0.44 220:0.87 222:0.35 227:0.61 229:0.61 231:0.63 235:0.12 239:0.97 241:0.37 242:0.72 243:0.85 244:0.83 245:0.58 246:0.61 247:0.76 248:0.57 253:0.26 256:0.73 259:0.21 265:0.76 266:0.47 267:0.82 268:0.72 271:0.73 276:0.61 285:0.46 287:0.61 300:0.55\n0 10:0.84 17:0.45 18:0.64 21:0.78 27:0.34 29:0.71 30:0.76 34:0.52 36:0.41 37:0.46 39:0.80 43:0.12 55:0.71 66:0.36 69:0.76 70:0.15 71:0.83 86:0.64 91:0.09 98:0.15 108:0.60 122:0.93 123:0.57 124:0.52 127:0.18 129:0.05 131:0.61 133:0.39 135:0.92 139:0.63 145:0.65 146:0.28 147:0.34 149:0.10 154:0.09 157:0.61 159:0.49 163:0.98 166:0.61 170:0.87 172:0.10 173:0.60 174:0.79 175:0.91 177:0.38 178:0.55 179:0.93 182:0.61 187:0.87 197:0.83 212:0.95 216:0.53 222:0.35 227:0.61 229:0.61 231:0.61 235:0.31 239:0.83 241:0.24 242:0.82 243:0.51 244:0.93 245:0.37 246:0.61 247:0.12 253:0.20 257:0.84 259:0.21 265:0.16 266:0.12 267:0.19 271:0.73 276:0.14 277:0.87 287:0.61 300:0.13\n0 8:0.65 10:0.98 17:0.69 18:0.68 21:0.78 23:0.98 27:0.49 29:0.71 30:0.33 34:0.47 36:0.88 37:0.35 39:0.80 43:0.19 55:0.92 62:0.99 66:0.05 69:0.35 70:0.70 71:0.83 74:0.27 75:0.96 86:0.67 91:0.17 98:0.19 108:0.99 120:0.78 122:0.95 123:0.99 124:1.00 127:0.98 128:0.99 129:0.93 131:0.80 133:1.00 135:0.18 139:0.65 140:0.80 146:0.85 147:0.88 149:0.43 151:0.70 153:0.72 154:0.08 157:0.61 159:0.99 162:0.51 163:0.94 164:0.66 166:0.61 168:0.99 170:0.87 172:0.57 173:0.06 174:1.00 175:0.75 177:0.70 178:0.42 179:0.12 182:0.61 187:0.68 190:0.95 191:0.70 197:0.99 202:0.82 205:0.98 212:0.15 216:0.56 220:0.74 222:0.35 226:0.96 227:0.82 229:0.61 231:0.62 235:0.05 239:0.98 241:0.46 242:0.62 243:0.11 244:0.83 245:0.89 246:0.61 247:0.95 248:0.79 253:0.25 254:0.74 256:0.73 257:0.65 259:0.21 260:0.78 265:0.21 266:0.98 267:0.84 268:0.76 271:0.73 276:0.97 277:0.87 285:0.50 287:0.61 300:0.84\n1 10:0.85 11:0.50 17:0.64 18:0.78 21:0.13 27:0.24 29:0.71 30:0.90 34:0.75 36:0.20 37:0.65 39:0.80 43:0.58 45:0.77 55:0.45 64:0.77 66:0.96 69:0.17 70:0.36 71:0.83 74:0.44 81:0.36 86:0.76 91:0.22 98:0.94 101:0.47 106:0.81 108:0.14 123:0.13 126:0.32 127:0.60 129:0.05 131:0.61 135:0.87 139:0.72 144:0.57 146:0.82 147:0.85 149:0.67 150:0.37 154:0.46 157:0.91 159:0.38 166:0.72 170:0.87 172:0.91 173:0.31 174:0.79 177:0.88 178:0.55 179:0.28 182:0.80 187:0.39 192:0.46 197:0.82 201:0.58 206:0.81 212:0.90 215:0.84 216:0.76 222:0.35 227:0.61 229:0.61 231:0.65 235:0.22 239:0.84 241:0.18 242:0.77 243:0.97 244:0.83 246:0.61 247:0.84 253:0.37 259:0.21 265:0.94 266:0.38 267:0.52 271:0.73 276:0.83 287:0.61 297:0.36 300:0.55\n0 8:0.73 10:0.87 17:0.08 18:0.63 21:0.13 27:0.11 29:0.71 30:0.91 31:0.90 34:0.30 36:0.91 37:0.84 39:0.80 43:0.07 44:0.88 48:0.91 55:0.92 64:0.77 66:0.43 69:0.96 70:0.22 71:0.83 74:0.26 79:0.90 81:0.30 86:0.67 91:0.18 98:0.62 102:0.96 108:0.86 123:0.85 124:0.76 126:0.24 127:0.31 129:0.05 131:0.61 133:0.74 135:0.96 137:0.90 139:0.72 140:0.80 145:0.65 146:0.63 147:0.27 149:0.12 150:0.34 151:0.57 153:0.48 154:0.17 157:0.61 159:0.70 162:0.62 163:0.94 166:0.61 170:0.87 172:0.48 173:0.97 174:0.88 175:0.75 177:0.38 178:0.42 179:0.53 182:0.61 187:0.95 190:0.95 193:0.97 195:0.92 196:0.90 197:0.85 202:0.50 212:0.61 216:0.68 220:0.74 222:0.35 227:0.61 229:0.61 231:0.63 235:0.12 239:0.90 241:0.12 242:0.33 243:0.25 244:0.83 245:0.63 246:0.61 247:0.76 248:0.56 253:0.24 254:0.80 256:0.45 257:0.84 259:0.21 265:0.63 266:0.54 267:0.18 268:0.46 271:0.73 276:0.57 277:0.87 281:0.86 284:0.88 285:0.46 287:0.61 300:0.25\n0 8:0.79 10:0.97 11:0.46 17:0.72 18:0.57 21:0.30 23:0.99 27:0.53 29:0.71 30:0.08 33:0.97 34:0.78 36:0.49 37:0.49 39:0.80 43:0.20 45:0.66 55:0.96 62:0.99 66:0.12 69:0.17 70:1.00 71:0.83 74:0.26 75:0.96 81:0.38 86:0.59 91:0.02 98:0.14 101:0.47 108:0.14 122:0.95 123:0.13 124:0.99 126:0.24 127:0.99 128:0.98 129:0.96 131:0.61 133:0.99 135:0.19 139:0.57 140:0.80 146:0.72 147:0.76 149:0.38 150:0.42 151:0.63 153:0.72 154:0.09 157:0.61 159:0.99 162:0.54 166:0.61 168:0.98 170:0.87 172:0.61 173:0.05 174:0.99 175:0.91 177:0.38 178:0.42 179:0.28 182:0.61 187:0.39 190:0.95 191:0.70 193:0.96 197:0.98 202:0.78 205:0.99 212:0.17 216:0.87 220:0.74 222:0.35 226:0.96 227:0.61 229:0.61 231:0.61 235:0.31 236:0.92 239:0.97 241:0.32 242:0.61 243:0.33 244:0.83 245:0.71 246:0.61 247:0.91 248:0.68 253:0.24 256:0.75 257:0.84 259:0.21 265:0.14 266:1.00 267:0.96 268:0.75 271:0.73 276:0.86 277:0.87 285:0.46 287:0.61 291:0.97 300:1.00\n0 10:0.87 17:0.12 18:0.59 21:0.78 27:0.45 29:0.71 30:0.11 34:0.79 36:0.31 37:0.50 39:0.80 43:0.09 55:0.52 66:0.47 69:0.93 70:0.54 71:0.83 74:0.26 86:0.63 91:0.15 98:0.21 108:0.85 122:0.80 123:0.84 124:0.65 127:0.19 129:0.05 131:0.61 133:0.59 135:0.89 139:0.61 145:0.40 146:0.38 147:0.05 149:0.08 154:0.16 157:0.61 159:0.47 163:0.75 166:0.61 170:0.87 172:0.21 173:0.90 174:0.86 175:0.75 177:0.05 178:0.55 179:0.75 182:0.61 187:0.68 197:0.85 212:0.30 216:0.77 222:0.35 227:0.61 229:0.61 231:0.61 235:0.42 239:0.85 241:0.30 242:0.33 243:0.23 244:0.61 245:0.42 246:0.61 247:0.39 253:0.24 254:0.99 257:0.93 259:0.21 265:0.23 266:0.27 267:0.73 271:0.73 276:0.25 277:0.69 287:0.61 300:0.33\n0 8:0.64 10:0.99 17:0.24 21:0.30 23:1.00 27:0.21 29:0.71 30:0.33 33:0.97 34:0.53 36:0.79 37:0.74 39:0.80 43:0.20 55:0.59 62:1.00 66:0.26 69:0.94 70:0.73 71:0.83 74:0.26 75:0.96 81:0.38 91:0.86 98:0.66 108:0.87 122:0.95 123:0.66 124:0.77 126:0.24 127:0.96 128:1.00 129:0.05 131:0.61 133:0.74 135:0.17 140:0.45 146:0.80 147:0.63 149:0.46 150:0.42 151:0.84 153:0.98 154:0.13 157:0.61 159:0.80 162:0.69 166:0.61 168:1.00 170:0.87 172:0.76 173:0.93 174:0.99 175:0.91 177:0.05 179:0.31 182:0.61 187:0.39 190:0.95 191:0.78 193:0.97 197:0.99 202:0.90 205:1.00 212:0.72 216:0.95 222:0.35 226:0.98 227:0.61 229:0.61 231:0.61 235:0.31 236:0.92 239:0.99 241:0.52 242:0.81 243:0.25 244:0.83 245:0.90 246:0.61 247:0.47 248:0.96 253:0.24 254:0.92 256:0.92 257:0.93 259:0.21 265:0.53 266:0.87 267:0.85 268:0.92 271:0.73 276:0.84 277:0.95 285:0.46 287:0.61 291:0.97 300:0.70\n0 10:0.85 17:0.36 18:0.68 21:0.78 27:0.45 29:0.71 30:0.91 34:0.88 36:0.20 37:0.50 39:0.80 43:0.11 55:0.71 66:0.69 69:0.79 70:0.13 71:0.83 74:0.27 86:0.69 91:0.12 98:0.32 108:0.62 122:0.93 123:0.60 127:0.12 129:0.05 131:0.61 135:0.54 139:0.66 145:0.50 146:0.40 147:0.47 149:0.08 154:0.18 157:0.61 159:0.15 163:0.81 166:0.61 170:0.87 172:0.21 173:0.80 174:0.79 175:0.75 177:0.70 178:0.55 179:0.50 182:0.61 187:0.68 197:0.81 212:0.61 216:0.77 222:0.35 227:0.61 229:0.61 231:0.61 235:0.84 239:0.83 241:0.10 242:0.63 243:0.73 244:0.83 246:0.61 247:0.30 253:0.25 254:0.98 257:0.65 259:0.21 265:0.35 266:0.17 267:0.36 271:0.73 276:0.23 277:0.69 283:0.67 287:0.61 300:0.13\n0 10:0.99 17:0.76 18:0.63 21:0.13 23:0.95 27:0.38 29:0.71 30:0.21 33:0.97 34:0.50 36:0.63 37:0.58 39:0.80 43:0.16 55:0.45 62:0.98 66:0.94 69:0.54 70:0.68 71:0.83 75:0.96 81:0.42 86:0.64 91:0.70 98:0.94 102:0.95 108:0.42 122:0.95 123:0.40 126:0.24 127:0.62 128:0.97 129:0.05 131:0.61 135:0.79 139:0.63 140:0.45 145:0.79 146:0.89 147:0.91 149:0.39 150:0.46 151:0.61 153:0.48 154:0.47 157:0.61 159:0.48 162:0.86 166:0.61 168:0.97 170:0.87 172:0.83 173:0.56 174:0.98 175:0.75 177:0.70 179:0.43 182:0.61 187:0.68 190:0.95 193:0.97 195:0.68 197:0.99 202:0.36 205:0.95 212:0.71 216:0.60 220:0.62 222:0.35 226:0.98 227:0.61 229:0.61 231:0.61 235:0.12 236:0.92 239:0.99 241:0.24 242:0.78 243:0.94 244:0.83 246:0.61 247:0.60 248:0.59 253:0.20 254:0.86 256:0.45 257:0.65 259:0.21 265:0.94 266:0.54 267:0.85 268:0.46 271:0.73 276:0.73 277:0.69 285:0.46 287:0.61 291:0.97 300:0.55\n1 10:0.85 11:0.50 17:0.61 18:0.79 21:0.13 27:0.24 29:0.71 30:0.94 34:0.61 36:0.22 37:0.65 39:0.80 43:0.60 45:0.73 55:0.45 64:0.77 66:0.96 69:0.17 70:0.27 71:0.83 74:0.41 81:0.36 86:0.77 91:0.27 98:0.95 101:0.47 106:0.81 108:0.14 123:0.13 126:0.32 127:0.67 129:0.05 131:0.61 135:0.71 139:0.72 144:0.57 146:0.79 147:0.82 149:0.65 150:0.37 154:0.49 157:0.87 159:0.35 166:0.72 170:0.87 172:0.90 173:0.34 174:0.79 177:0.88 178:0.55 179:0.31 182:0.77 187:0.39 192:0.46 197:0.82 201:0.58 206:0.81 212:0.92 215:0.84 216:0.76 222:0.35 227:0.61 229:0.61 231:0.65 235:0.22 239:0.84 241:0.18 242:0.78 243:0.96 244:0.83 246:0.61 247:0.82 253:0.36 259:0.21 265:0.95 266:0.27 267:0.65 271:0.73 276:0.82 287:0.61 297:0.36 300:0.55\n0 8:0.78 10:0.85 17:0.32 18:0.57 21:0.78 27:0.21 29:0.71 30:0.13 34:0.49 36:0.77 37:0.74 39:0.80 43:0.19 55:0.92 66:0.10 69:0.40 70:0.97 71:0.83 74:0.30 86:0.59 91:0.76 96:0.74 98:0.20 108:0.31 120:0.89 122:0.41 123:0.30 124:0.95 127:0.96 129:0.81 131:0.85 133:0.94 135:0.23 139:0.57 140:0.87 146:0.64 147:0.69 149:0.21 151:0.79 153:0.91 154:0.12 157:0.61 159:0.94 162:0.47 163:0.86 164:0.79 166:0.61 170:0.87 172:0.21 173:0.10 174:0.86 175:0.91 177:0.38 178:0.48 179:0.68 182:0.61 187:0.39 190:0.95 191:0.76 197:0.85 202:0.91 212:0.12 216:0.95 222:0.35 227:0.86 229:0.61 231:0.69 235:0.42 239:0.84 241:0.03 242:0.13 243:0.29 244:0.93 245:0.55 246:0.61 247:0.84 248:0.84 253:0.53 256:0.77 257:0.84 259:0.21 260:0.89 265:0.22 266:0.95 267:0.85 268:0.76 271:0.73 276:0.58 277:0.87 283:0.82 285:0.50 287:0.61 300:0.84\n0 8:0.86 10:0.90 17:0.72 18:0.79 21:0.13 27:0.24 29:0.71 30:0.19 31:0.93 34:0.84 36:0.19 37:0.65 39:0.80 43:0.19 55:0.71 64:0.77 66:0.08 69:0.15 70:0.63 71:0.83 74:0.27 79:0.93 81:0.30 86:0.76 91:0.61 98:0.23 108:0.12 122:0.95 123:0.87 124:0.92 126:0.24 127:0.94 129:0.89 131:0.61 133:0.91 135:0.89 137:0.93 139:0.72 140:0.80 145:0.80 146:0.36 147:0.43 149:0.21 150:0.34 151:0.61 153:0.48 154:0.23 157:0.61 159:0.82 162:0.55 166:0.61 170:0.87 172:0.16 173:0.10 174:0.93 175:0.91 177:0.38 178:0.42 179:0.71 182:0.61 187:0.39 190:0.95 196:0.91 197:0.91 202:0.70 212:0.12 216:0.76 220:0.74 222:0.35 227:0.61 229:0.61 231:0.62 235:0.12 239:0.89 241:0.24 242:0.33 243:0.25 244:0.83 245:0.56 246:0.61 247:0.79 248:0.62 253:0.25 254:0.94 256:0.64 257:0.84 259:0.21 265:0.21 266:0.92 267:0.59 268:0.67 271:0.73 276:0.54 277:0.95 284:0.94 285:0.46 287:0.61 300:0.43\n2 1:0.67 8:0.95 9:0.75 10:0.85 11:0.50 17:0.69 18:0.77 21:0.05 27:0.24 29:0.71 30:0.67 31:0.92 34:0.45 36:0.19 37:0.65 39:0.80 43:0.59 45:0.95 55:0.45 64:0.77 66:0.98 69:0.17 70:0.56 71:0.83 74:0.78 79:0.92 81:0.59 83:0.56 86:0.75 91:0.67 96:0.87 98:0.96 99:0.83 101:0.47 106:0.81 108:0.14 114:0.95 117:0.86 120:0.79 123:0.13 126:0.51 127:0.72 129:0.05 131:0.85 135:0.80 137:0.92 139:0.71 140:0.80 144:0.57 146:0.92 147:0.94 149:0.90 150:0.52 151:0.80 153:0.78 154:0.37 155:0.64 157:0.98 159:0.55 162:0.79 164:0.71 165:0.65 166:0.79 170:0.87 172:0.96 173:0.21 174:0.79 176:0.70 177:0.88 179:0.19 182:0.94 187:0.39 190:0.89 192:0.98 196:0.91 197:0.81 201:0.64 202:0.60 206:0.81 208:0.61 212:0.91 215:0.91 216:0.76 222:0.35 227:0.86 229:0.97 231:0.70 232:0.96 235:0.22 239:0.84 241:0.35 242:0.57 243:0.98 244:0.61 246:0.90 247:0.90 248:0.73 253:0.89 254:0.84 255:0.77 256:0.58 259:0.21 260:0.79 265:0.96 266:0.27 267:0.73 268:0.65 271:0.73 276:0.92 284:0.91 285:0.60 287:0.92 290:0.95 297:0.36 300:0.55\n0 8:0.83 10:0.79 17:0.55 18:0.57 21:0.78 27:0.52 29:0.71 30:0.76 34:0.33 36:0.62 37:0.43 39:0.80 43:0.06 55:0.99 66:0.09 69:0.98 70:0.22 71:0.83 74:0.25 86:0.59 91:0.02 98:0.05 108:0.96 122:0.77 123:0.96 124:0.86 127:0.43 129:0.93 131:0.61 133:0.84 135:0.81 139:0.58 145:0.56 146:0.05 147:0.05 149:0.05 154:0.06 157:0.61 159:0.97 163:1.00 166:0.61 170:0.87 172:0.05 173:0.80 174:0.79 175:0.97 177:0.05 178:0.55 179:0.95 182:0.61 187:0.68 197:0.79 202:0.36 212:0.42 216:0.79 222:0.35 227:0.61 229:0.61 231:0.61 235:0.60 239:0.79 241:0.05 242:0.45 243:0.26 244:0.93 245:0.38 246:0.61 247:0.35 253:0.22 257:0.93 259:0.21 265:0.05 266:0.23 267:0.44 271:0.73 276:0.24 277:0.95 287:0.61 300:0.18\n0 6:0.90 8:0.81 9:0.76 11:0.81 12:0.69 17:0.62 18:0.97 20:0.84 21:0.78 22:0.93 28:0.68 29:0.71 30:0.75 31:0.93 34:0.36 36:0.56 37:0.98 39:0.56 43:0.61 45:0.98 46:0.88 47:0.93 66:0.78 69:0.76 70:0.41 71:0.81 74:0.90 78:0.75 79:0.94 83:0.60 86:0.98 91:0.51 96:0.83 97:0.94 98:0.78 100:0.79 101:0.52 107:0.97 108:0.78 110:0.96 111:0.75 117:0.86 122:0.80 123:0.77 124:0.41 125:0.88 127:0.46 129:0.59 131:0.86 133:0.46 135:0.24 137:0.93 139:0.98 140:0.80 144:0.76 145:0.83 146:0.41 147:0.48 149:0.94 151:0.83 152:0.81 153:0.69 154:0.67 155:0.58 157:0.87 158:0.79 159:0.70 160:0.88 161:0.79 162:0.59 166:0.61 167:0.72 169:0.77 172:0.95 173:0.64 177:0.70 178:0.42 179:0.17 181:0.55 182:0.78 186:0.76 187:0.39 189:0.92 190:0.77 191:0.70 192:0.51 196:0.97 202:0.55 208:0.54 212:0.90 216:0.95 219:0.92 222:0.84 227:0.94 229:0.87 231:0.70 232:0.85 235:0.05 238:0.94 241:0.54 242:0.61 243:0.19 245:0.95 246:0.61 247:0.55 248:0.75 253:0.84 254:0.92 255:0.74 256:0.45 259:0.21 261:0.78 262:0.93 265:0.78 266:0.54 267:0.69 268:0.55 276:0.91 279:0.82 284:0.87 285:0.56 287:0.95 289:0.94 292:0.95 300:0.70\n1 1:0.74 6:0.87 7:0.66 8:0.67 9:0.80 11:0.87 12:0.69 17:0.98 18:0.81 20:0.91 21:0.40 27:0.31 28:0.68 29:0.71 30:0.33 31:0.98 32:0.80 34:0.97 36:0.78 37:0.32 39:0.56 41:0.96 43:0.95 44:0.93 45:0.73 46:0.95 48:0.91 60:0.87 64:0.77 66:0.45 69:0.19 70:0.89 71:0.81 74:0.80 76:0.85 77:0.70 78:0.79 79:0.98 81:0.61 83:0.91 85:0.80 86:0.92 91:0.69 96:0.93 98:0.34 100:0.85 101:0.97 104:0.88 106:0.81 107:0.97 108:0.15 110:0.96 111:0.79 114:0.62 120:0.95 123:0.15 124:0.67 125:0.97 126:0.54 127:0.85 129:0.59 131:0.86 133:0.61 135:0.72 137:0.98 139:0.94 140:0.93 144:0.76 145:0.87 146:0.42 147:0.49 149:0.81 150:0.78 151:0.96 152:0.86 153:0.48 154:0.95 155:0.67 157:0.81 158:0.87 159:0.57 160:0.99 161:0.79 162:0.79 164:0.91 165:0.93 166:0.80 167:0.64 169:0.82 172:0.61 173:0.23 176:0.73 177:0.70 179:0.57 181:0.55 182:0.78 186:0.79 187:0.21 189:0.89 192:0.87 195:0.73 196:0.99 201:0.93 202:0.89 206:0.81 208:0.64 212:0.78 215:0.42 216:0.47 219:0.95 220:0.62 222:0.84 227:0.94 229:0.88 230:0.69 231:0.71 233:0.76 235:0.68 238:0.94 241:0.21 242:0.58 243:0.58 245:0.77 246:0.93 247:0.55 248:0.90 253:0.94 255:0.95 256:0.93 259:0.21 260:0.93 261:0.85 265:0.36 266:0.63 267:0.52 268:0.92 276:0.59 279:0.86 281:0.91 282:0.88 283:0.82 284:0.98 285:0.62 287:0.95 289:0.96 290:0.62 292:0.91 297:0.36 299:0.88 300:0.84\n1 6:0.85 7:0.66 11:0.81 12:0.69 17:0.62 18:0.63 20:0.76 21:0.40 27:0.67 28:0.68 29:0.71 30:0.08 32:0.78 34:0.92 36:0.25 37:0.44 39:0.56 43:0.12 44:0.93 45:0.66 46:0.88 66:0.64 69:0.73 70:0.74 71:0.81 74:0.54 77:0.70 78:0.72 81:0.31 86:0.74 91:0.44 98:0.46 100:0.73 101:0.52 107:0.93 108:0.56 110:0.93 111:0.72 123:0.53 124:0.42 125:0.88 126:0.26 127:0.20 129:0.05 131:0.61 133:0.37 135:0.74 139:0.80 144:0.76 145:0.67 146:0.48 147:0.54 149:0.11 150:0.29 152:0.79 154:0.69 157:0.76 159:0.25 160:0.88 161:0.79 166:0.61 167:0.63 169:0.75 172:0.32 173:0.79 177:0.70 178:0.55 179:0.71 181:0.55 182:0.73 186:0.73 187:0.39 195:0.66 212:0.23 215:0.42 216:0.56 222:0.84 227:0.61 229:0.61 230:0.69 231:0.63 233:0.73 235:0.42 241:0.15 242:0.73 243:0.69 245:0.43 246:0.61 247:0.35 253:0.37 254:0.95 259:0.21 261:0.76 265:0.48 266:0.38 267:0.52 276:0.29 282:0.86 287:0.61 289:0.93 297:0.36 300:0.43\n1 1:0.74 7:0.81 9:0.80 11:0.87 12:0.69 17:0.98 18:0.84 21:0.54 22:0.93 27:0.28 28:0.68 29:0.71 30:0.62 31:0.87 32:0.80 34:0.52 36:0.33 37:0.37 39:0.56 41:0.82 43:0.97 44:0.93 45:0.73 46:0.96 47:0.93 60:0.87 64:0.77 66:0.79 69:0.27 70:0.53 71:0.81 74:0.85 77:0.70 79:0.87 81:0.54 83:0.91 85:0.88 86:0.93 91:0.31 96:0.69 98:0.62 101:0.97 107:0.97 108:0.21 110:0.96 114:0.59 117:0.86 120:0.55 121:0.99 123:0.20 124:0.39 125:0.98 126:0.54 127:0.30 129:0.05 131:0.86 133:0.43 135:0.51 137:0.87 139:0.96 140:0.45 144:0.76 145:0.88 146:0.75 147:0.79 149:0.91 150:0.75 151:0.52 153:0.48 154:0.97 155:0.67 157:0.82 158:0.92 159:0.47 160:0.96 161:0.79 162:0.86 164:0.57 165:0.93 166:0.79 167:0.56 172:0.75 173:0.24 176:0.73 177:0.70 179:0.39 181:0.55 182:0.78 187:0.21 192:0.87 195:0.78 196:0.91 201:0.93 202:0.36 204:0.89 208:0.64 212:0.82 215:0.39 216:0.51 219:0.95 220:0.87 222:0.84 227:0.94 229:0.87 230:0.86 231:0.70 232:0.98 233:0.73 235:0.88 241:0.01 242:0.45 243:0.80 245:0.68 246:0.93 247:0.67 248:0.51 253:0.50 255:0.95 256:0.45 259:0.21 260:0.56 262:0.93 265:0.63 266:0.47 267:0.52 268:0.46 276:0.60 279:0.86 281:0.89 282:0.88 283:0.82 284:0.89 285:0.62 287:0.95 289:0.96 290:0.59 292:0.95 297:0.36 299:0.88 300:0.55\n1 1:0.74 6:0.86 7:0.66 8:0.70 9:0.80 11:0.81 12:0.69 17:0.98 18:0.78 20:0.89 27:0.20 28:0.68 29:0.71 30:0.41 31:0.94 32:0.80 34:0.42 36:0.43 37:0.70 39:0.56 41:0.82 43:0.58 44:0.93 45:0.81 46:0.88 60:0.87 64:0.77 66:0.86 69:0.75 70:0.36 71:0.81 74:0.78 77:0.70 78:0.84 79:0.93 81:0.90 83:0.91 86:0.88 91:0.56 96:0.80 98:0.71 100:0.91 101:0.52 104:0.91 106:0.81 107:0.96 108:0.58 110:0.96 111:0.86 114:0.98 120:0.69 123:0.56 125:1.00 126:0.54 127:0.22 129:0.05 131:0.86 135:0.47 137:0.94 139:0.93 140:0.45 144:0.76 145:0.70 146:0.54 147:0.60 149:0.27 150:0.94 151:0.87 152:0.85 153:0.48 154:0.72 155:0.67 157:0.81 158:0.92 159:0.19 160:0.96 161:0.79 162:0.86 164:0.57 165:0.93 166:0.80 167:0.55 169:0.88 172:0.59 173:0.91 176:0.73 177:0.70 179:0.50 181:0.55 182:0.78 186:0.84 187:0.21 189:0.88 192:0.87 195:0.56 196:0.96 201:0.93 202:0.36 204:0.85 206:0.81 208:0.64 212:0.78 215:0.96 216:0.03 219:0.95 222:0.84 227:0.94 229:0.87 230:0.69 231:0.70 232:0.79 233:0.76 235:0.12 238:0.94 242:0.33 243:0.86 246:0.93 247:0.67 248:0.77 253:0.85 254:0.80 255:0.95 256:0.45 259:0.21 260:0.70 261:0.90 265:0.72 266:0.38 267:0.69 268:0.46 276:0.43 279:0.86 281:0.89 282:0.88 283:0.82 284:0.89 285:0.62 287:0.95 289:0.96 290:0.98 292:0.95 297:0.36 299:0.88 300:0.25\n2 1:0.74 6:0.94 7:0.66 8:0.89 9:0.80 11:0.87 12:0.69 17:0.98 18:0.75 20:0.85 21:0.22 22:0.93 27:0.35 28:0.68 29:0.71 30:0.62 31:0.95 32:0.75 34:0.79 36:0.46 37:0.60 39:0.56 41:0.88 43:0.80 44:0.93 45:0.73 46:0.94 47:0.93 64:0.77 66:0.36 69:0.41 70:0.54 71:0.81 74:0.69 77:0.70 78:0.77 79:0.95 81:0.70 83:0.91 85:0.72 86:0.85 91:0.64 96:0.85 98:0.45 100:0.82 101:0.97 104:0.98 106:0.81 107:0.96 108:0.56 110:0.95 111:0.77 114:0.71 117:0.86 120:0.78 122:0.57 123:0.54 124:0.70 125:0.99 126:0.54 127:0.51 129:0.59 131:0.86 133:0.66 135:0.51 137:0.95 139:0.88 140:0.80 144:0.76 145:0.70 146:0.22 147:0.27 149:0.62 150:0.82 151:0.93 152:0.80 153:0.77 154:0.81 155:0.67 157:0.80 159:0.36 160:0.97 161:0.79 162:0.86 164:0.72 165:0.93 166:0.80 167:0.59 169:0.79 172:0.32 173:0.50 176:0.73 177:0.70 179:0.80 181:0.55 182:0.78 186:0.78 187:0.39 189:0.95 192:0.87 195:0.60 196:0.96 201:0.93 202:0.60 204:0.85 206:0.81 208:0.64 212:0.42 215:0.51 216:0.17 220:0.62 222:0.84 227:0.94 229:0.87 230:0.69 231:0.70 232:0.75 233:0.76 235:0.42 238:0.93 241:0.05 242:0.45 243:0.34 245:0.55 246:0.93 247:0.60 248:0.82 253:0.84 255:0.95 256:0.64 259:0.21 260:0.78 261:0.80 262:0.93 265:0.47 266:0.47 267:0.89 268:0.69 276:0.37 281:0.89 282:0.83 283:0.82 284:0.93 285:0.62 287:0.95 289:0.96 290:0.71 297:0.36 300:0.43\n3 6:0.98 7:0.66 8:0.98 9:0.80 12:0.69 17:0.06 20:0.99 21:0.74 25:0.88 27:0.13 28:0.68 29:0.71 30:0.45 31:0.99 32:0.64 34:0.94 36:0.42 37:0.82 39:0.56 41:0.94 43:0.13 46:0.88 55:0.52 66:0.49 69:0.70 70:0.25 71:0.81 78:0.88 79:0.99 81:0.23 83:0.91 91:1.00 96:0.95 98:0.39 100:0.98 104:0.58 107:0.90 108:0.69 110:0.90 111:0.97 120:1.00 123:0.67 124:0.48 125:0.96 126:0.26 127:0.36 129:0.59 131:0.85 133:0.47 135:0.24 137:0.99 140:0.98 144:0.76 145:0.72 146:0.05 147:0.05 149:0.11 150:0.23 151:0.96 152:0.98 153:0.48 154:0.10 155:0.67 157:0.61 159:0.27 160:0.98 161:0.79 162:0.74 163:0.96 164:0.99 166:0.61 167:0.99 169:0.96 172:0.16 173:0.85 175:0.91 177:0.05 179:0.96 181:0.55 182:0.77 186:0.88 189:0.99 191:0.97 192:0.87 195:0.58 202:0.99 208:0.64 212:0.61 215:0.36 216:0.75 222:0.84 227:0.93 229:0.87 230:0.69 231:0.70 233:0.73 235:0.88 238:0.99 241:0.96 242:0.82 243:0.29 244:0.83 245:0.39 246:0.61 247:0.12 248:0.94 253:0.92 255:0.95 256:0.99 257:0.84 259:0.21 260:0.99 261:0.99 265:0.41 266:0.17 267:0.73 268:0.99 276:0.17 277:0.87 283:0.82 284:0.98 285:0.62 287:0.94 289:0.95 297:0.36 300:0.18\n0 11:0.81 12:0.69 17:0.69 18:0.95 21:0.78 22:0.93 28:0.68 29:0.71 30:0.75 34:0.61 36:0.68 37:0.98 39:0.56 43:0.61 45:0.97 46:0.88 47:0.93 66:0.35 69:0.76 70:0.48 71:0.81 74:0.85 83:0.60 86:0.96 91:0.22 97:0.89 98:0.66 101:0.52 107:0.97 108:0.85 110:0.96 117:0.86 122:0.80 123:0.84 124:0.71 125:0.88 127:0.48 129:0.59 131:0.61 133:0.66 135:0.28 139:0.96 144:0.76 145:0.83 146:0.41 147:0.48 149:0.90 154:0.67 155:0.58 157:0.86 158:0.79 159:0.72 160:0.88 161:0.79 166:0.61 167:0.63 172:0.80 173:0.63 177:0.70 178:0.55 179:0.23 181:0.55 182:0.77 187:0.39 192:0.51 208:0.54 212:0.75 216:0.95 219:0.92 222:0.84 227:0.61 229:0.61 231:0.69 232:0.85 235:0.42 241:0.15 242:0.59 243:0.25 245:0.94 246:0.61 247:0.55 253:0.45 254:0.92 259:0.21 262:0.93 265:0.67 266:0.63 267:0.28 276:0.85 277:0.69 279:0.82 287:0.61 289:0.93 292:0.95 300:0.70\n0 11:0.81 12:0.69 17:0.53 18:0.62 21:0.78 27:0.45 28:0.68 29:0.71 30:0.76 34:0.89 36:0.18 37:0.50 39:0.56 43:0.58 45:0.66 46:0.88 66:0.64 69:0.82 70:0.15 71:0.81 74:0.35 86:0.67 91:0.06 98:0.16 101:0.52 107:0.90 108:0.67 110:0.90 122:0.57 123:0.65 125:0.88 127:0.09 129:0.05 131:0.61 135:0.44 139:0.65 144:0.76 145:0.49 146:0.26 147:0.32 149:0.27 154:0.47 157:0.76 159:0.11 160:0.88 161:0.79 163:0.97 166:0.61 167:0.67 172:0.16 173:0.79 177:0.70 178:0.55 179:0.18 181:0.55 182:0.72 187:0.68 212:0.95 216:0.77 222:0.84 227:0.61 229:0.61 231:0.61 235:0.99 241:0.32 242:0.82 243:0.69 244:0.61 246:0.61 247:0.12 253:0.29 259:0.21 265:0.18 266:0.12 267:0.44 276:0.14 287:0.61 289:0.88 300:0.13\n0 11:0.81 12:0.69 17:0.34 18:0.62 21:0.78 27:0.45 28:0.68 29:0.71 30:0.76 34:0.86 36:0.17 37:0.50 39:0.56 43:0.75 45:0.66 46:0.88 66:0.64 69:0.80 70:0.15 71:0.81 74:0.40 86:0.72 91:0.11 98:0.12 101:0.52 107:0.89 108:0.64 110:0.89 122:0.80 123:0.61 125:0.88 127:0.08 129:0.05 131:0.61 135:0.90 139:0.69 144:0.76 145:0.50 146:0.22 147:0.27 149:0.48 154:0.65 157:0.75 159:0.10 160:0.88 161:0.79 163:0.97 166:0.61 167:0.70 172:0.16 173:0.66 177:0.70 178:0.55 179:0.10 181:0.55 182:0.72 187:0.68 212:0.95 216:0.77 222:0.84 227:0.61 229:0.61 231:0.61 235:0.68 241:0.47 242:0.82 243:0.69 246:0.61 247:0.12 253:0.31 254:0.93 259:0.21 265:0.13 266:0.12 267:0.44 276:0.15 287:0.61 289:0.88 300:0.13\n0 1:0.69 8:0.92 9:0.76 11:0.81 12:0.69 17:0.85 18:0.91 20:0.74 21:0.05 22:0.93 27:0.06 28:0.68 29:0.71 30:0.73 31:0.90 34:0.31 36:0.49 37:0.87 39:0.56 43:0.72 44:0.90 45:0.91 46:0.88 47:0.93 64:0.77 66:0.44 69:0.93 70:0.54 71:0.81 74:0.81 77:0.70 78:0.72 79:0.90 81:0.68 83:0.60 86:0.93 91:0.18 96:0.75 97:0.89 98:0.35 99:0.83 100:0.73 101:0.52 107:0.96 108:0.07 110:0.95 111:0.72 114:0.85 117:0.86 122:0.80 123:0.07 124:0.67 125:0.88 126:0.44 127:0.70 129:0.05 131:0.86 133:0.66 135:0.26 137:0.90 139:0.94 140:0.45 144:0.76 145:0.44 146:0.49 147:0.57 149:0.85 150:0.64 151:0.65 152:0.76 153:0.48 154:0.45 155:0.58 157:0.84 158:0.79 159:0.66 160:0.88 161:0.79 162:0.86 165:0.70 166:0.80 167:0.59 169:0.72 172:0.59 173:0.97 176:0.66 177:0.38 179:0.56 181:0.55 182:0.78 186:0.73 187:0.39 190:0.77 192:0.51 195:0.81 196:0.94 201:0.68 202:0.36 204:0.85 208:0.54 212:0.74 216:0.54 219:0.92 220:0.62 222:0.84 227:0.94 229:0.87 231:0.70 232:0.85 235:0.12 241:0.05 242:0.59 243:0.57 245:0.76 246:0.93 247:0.55 248:0.63 253:0.74 254:0.90 255:0.74 256:0.45 257:0.65 259:0.21 261:0.76 262:0.93 265:0.37 266:0.71 267:0.52 268:0.46 276:0.53 277:0.69 279:0.82 281:0.89 282:0.77 284:0.87 285:0.56 287:0.95 289:0.93 290:0.85 292:0.95 300:0.55\n1 6:0.98 7:0.66 8:0.92 9:0.80 12:0.69 17:0.47 20:0.76 21:0.54 25:0.88 27:0.13 28:0.68 29:0.71 30:0.32 31:0.86 32:0.64 34:0.98 36:0.66 37:0.82 39:0.56 41:0.82 43:0.12 46:0.88 55:0.84 66:0.13 69:0.71 70:0.68 71:0.81 78:0.80 79:0.86 81:0.27 83:0.91 91:0.40 96:0.68 98:0.41 100:0.84 104:0.58 107:0.91 108:0.91 110:0.91 111:0.80 120:0.82 123:0.70 124:0.85 125:0.97 126:0.26 127:0.67 129:0.93 131:0.86 133:0.84 135:0.63 137:0.86 140:0.90 144:0.76 145:0.70 146:0.48 147:0.54 149:0.24 150:0.26 151:0.47 152:0.98 153:0.48 154:0.10 155:0.67 157:0.61 159:0.76 160:0.96 161:0.79 162:0.86 163:0.92 164:0.75 166:0.61 167:0.74 169:0.96 172:0.32 173:0.57 175:0.91 177:0.05 179:0.66 181:0.55 182:0.78 186:0.80 187:0.39 190:0.89 192:0.87 195:0.89 202:0.68 208:0.64 212:0.21 215:0.39 216:0.75 222:0.84 227:0.94 229:0.87 230:0.69 231:0.70 233:0.73 235:0.60 241:0.59 242:0.82 243:0.34 244:0.83 245:0.64 246:0.61 247:0.12 248:0.47 253:0.31 255:0.95 256:0.75 257:0.84 259:0.21 260:0.76 261:0.99 265:0.29 266:0.84 267:0.82 268:0.76 276:0.56 277:0.87 284:0.89 285:0.62 287:0.95 289:0.96 297:0.36 300:0.43\n2 1:0.74 6:0.82 8:0.64 9:0.80 11:0.87 12:0.69 17:0.61 18:0.86 20:0.80 21:0.13 27:0.61 28:0.68 29:0.71 30:0.93 31:0.89 34:0.62 36:0.71 37:0.41 39:0.56 41:0.82 43:0.97 45:0.66 46:0.99 64:0.77 66:0.86 69:0.10 70:0.19 71:0.81 74:0.78 78:0.81 79:0.89 81:0.77 83:0.91 85:0.88 86:0.95 91:0.22 96:0.73 98:0.41 100:0.83 101:0.97 107:0.96 108:0.09 110:0.96 111:0.80 114:0.79 120:0.59 122:0.57 123:0.09 125:0.97 126:0.54 127:0.13 129:0.05 131:0.86 135:0.60 137:0.89 139:0.93 140:0.80 144:0.76 146:0.28 147:0.34 149:0.91 150:0.86 151:0.61 152:0.79 153:0.48 154:0.97 155:0.67 157:0.82 159:0.12 160:0.96 161:0.79 162:0.86 164:0.57 165:0.93 166:0.80 167:0.65 169:0.80 172:0.59 173:0.43 176:0.73 177:0.70 179:0.20 181:0.55 182:0.78 186:0.81 187:0.39 189:0.84 192:0.87 196:0.93 201:0.93 202:0.50 208:0.64 212:0.95 215:0.61 216:0.45 220:0.87 222:0.84 227:0.94 229:0.87 231:0.70 235:0.31 238:0.88 241:0.24 242:0.45 243:0.86 246:0.93 247:0.47 248:0.59 253:0.66 255:0.95 256:0.58 259:0.21 260:0.60 261:0.81 265:0.43 266:0.12 267:0.36 268:0.59 276:0.48 284:0.92 285:0.62 287:0.95 289:0.96 290:0.79 297:0.36 300:0.18\n2 6:0.84 7:0.66 8:0.65 11:0.81 12:0.69 17:0.47 18:0.62 20:0.79 21:0.40 27:0.31 28:0.68 29:0.71 30:0.21 32:0.75 34:0.97 36:0.26 37:0.55 39:0.56 43:0.59 44:0.93 45:0.66 46:0.88 66:0.72 69:0.75 70:0.37 71:0.81 74:0.56 77:0.70 78:0.78 81:0.31 86:0.67 91:0.15 98:0.53 100:0.81 101:0.52 104:0.95 106:0.81 107:0.92 108:0.58 110:0.92 111:0.77 122:0.41 123:0.56 125:0.88 126:0.26 127:0.16 129:0.05 131:0.61 135:0.88 139:0.80 144:0.76 145:0.63 146:0.54 147:0.60 149:0.30 150:0.29 152:0.88 154:0.48 155:0.58 157:0.76 159:0.19 160:0.88 161:0.79 163:0.81 166:0.61 167:0.65 169:0.77 172:0.27 173:0.82 177:0.70 178:0.55 179:0.70 181:0.55 182:0.73 186:0.78 187:0.39 189:0.85 192:0.51 195:0.67 204:0.85 206:0.81 208:0.54 212:0.42 215:0.42 216:0.85 222:0.84 227:0.61 229:0.61 230:0.69 231:0.63 233:0.76 235:0.42 238:0.89 241:0.24 242:0.45 243:0.75 244:0.61 246:0.61 247:0.35 253:0.37 259:0.21 261:0.80 265:0.54 266:0.23 267:0.23 276:0.21 281:0.91 282:0.84 283:0.82 287:0.61 289:0.93 297:0.36 300:0.25\n1 1:0.69 8:0.66 9:0.76 11:0.81 12:0.69 17:0.91 18:0.97 20:0.76 21:0.40 22:0.93 27:0.42 28:0.68 29:0.71 30:0.67 31:0.93 34:0.97 36:0.85 37:0.47 39:0.56 43:0.71 45:0.99 46:0.88 47:0.93 64:0.77 66:0.35 69:0.25 70:0.71 71:0.81 74:0.89 77:0.70 78:0.77 79:0.94 81:0.39 83:0.60 86:0.97 91:0.23 96:0.83 97:0.94 98:0.60 99:0.83 100:0.73 101:0.52 107:0.98 108:0.94 110:0.96 111:0.76 114:0.61 117:0.86 122:0.80 123:0.94 124:0.92 125:0.88 126:0.44 127:0.94 129:0.81 131:0.86 133:0.93 135:0.47 137:0.93 139:0.97 140:0.45 144:0.76 145:0.49 146:0.80 147:0.83 149:0.93 150:0.54 151:0.81 152:0.75 153:0.48 154:0.74 155:0.58 157:0.87 158:0.79 159:0.92 160:0.88 161:0.79 162:0.79 165:0.70 166:0.80 167:0.57 169:0.72 172:0.93 173:0.09 176:0.66 177:0.70 179:0.15 181:0.55 182:0.78 186:0.78 187:0.68 190:0.77 192:0.51 195:0.98 196:0.97 201:0.68 202:0.68 204:0.85 208:0.54 212:0.58 216:0.72 219:0.92 220:0.87 222:0.84 227:0.94 229:0.88 231:0.71 232:0.99 235:0.52 241:0.01 242:0.54 243:0.22 245:0.95 246:0.93 247:0.86 248:0.75 253:0.84 254:0.86 255:0.74 256:0.71 259:0.21 261:0.75 262:0.93 265:0.61 266:0.94 267:0.73 268:0.73 276:0.95 279:0.82 281:0.91 282:0.71 284:0.95 285:0.56 287:0.95 289:0.94 290:0.61 292:0.95 300:0.84\n2 1:0.74 6:0.82 8:0.65 11:0.87 12:0.69 17:0.70 18:0.86 20:0.80 21:0.13 27:0.61 28:0.68 29:0.71 30:0.93 34:0.62 36:0.66 37:0.41 39:0.56 43:0.97 45:0.66 46:0.99 64:0.77 66:0.86 69:0.10 70:0.19 71:0.81 74:0.78 78:0.78 81:0.77 83:0.91 85:0.88 86:0.95 91:0.10 98:0.43 100:0.80 101:0.97 107:0.96 108:0.09 110:0.96 111:0.77 114:0.79 122:0.57 123:0.09 125:0.88 126:0.54 127:0.14 129:0.05 131:0.61 135:0.54 139:0.93 144:0.76 146:0.28 147:0.35 149:0.91 150:0.86 152:0.79 154:0.97 155:0.67 157:0.82 159:0.12 160:0.88 161:0.79 165:0.93 166:0.80 167:0.62 169:0.80 172:0.59 173:0.43 176:0.73 177:0.70 178:0.55 179:0.22 181:0.55 182:0.77 186:0.79 187:0.39 189:0.85 192:0.87 201:0.93 208:0.64 212:0.95 215:0.61 216:0.45 222:0.84 227:0.61 229:0.61 231:0.70 235:0.31 238:0.87 241:0.12 242:0.45 243:0.86 246:0.93 247:0.47 253:0.57 259:0.21 261:0.81 265:0.45 266:0.12 267:0.36 276:0.48 287:0.61 289:0.95 290:0.79 297:0.36 300:0.18\n2 1:0.74 6:0.93 7:0.81 8:0.86 9:0.80 11:0.64 12:0.20 17:0.34 20:0.86 21:0.22 27:0.16 28:0.68 30:0.85 32:0.80 34:0.96 36:0.22 37:0.78 39:0.44 41:0.94 43:0.98 60:0.95 66:0.54 69:0.10 70:0.40 74:0.91 77:0.70 78:0.87 81:0.84 83:0.88 85:0.95 91:0.54 96:0.93 98:0.62 100:0.89 101:0.84 104:0.82 108:0.56 111:0.87 114:0.90 120:0.87 121:0.97 122:0.43 123:0.54 124:0.68 126:0.54 127:0.85 129:0.89 131:0.99 133:0.78 135:0.98 140:0.45 144:0.57 145:0.45 146:0.13 147:0.18 149:0.92 150:0.90 151:0.97 152:0.81 153:0.89 154:0.98 155:0.67 157:0.98 158:0.92 159:0.57 161:0.48 162:0.79 164:0.82 165:0.86 166:0.97 167:0.62 169:0.87 172:0.59 173:0.17 176:0.73 177:0.38 179:0.66 181:0.82 182:0.96 186:0.87 187:0.39 189:0.95 191:0.86 192:0.59 195:0.71 201:0.74 202:0.74 204:0.89 208:0.64 212:0.19 215:0.79 216:0.60 222:0.48 227:0.84 229:0.98 230:0.84 231:0.96 232:0.86 233:0.69 235:0.31 238:0.91 241:0.51 242:0.63 243:0.18 245:0.63 246:0.84 247:0.30 248:0.92 253:0.95 255:0.79 256:0.77 259:0.21 260:0.88 261:0.86 265:0.63 266:0.63 267:0.91 268:0.79 271:0.60 276:0.56 279:0.86 282:0.88 283:0.82 285:0.62 287:0.87 290:0.90 297:0.36 299:0.88 300:0.43\n2 1:0.74 6:0.82 7:0.81 8:0.63 9:0.80 11:0.64 12:0.20 17:0.43 20:0.85 21:0.30 27:0.21 28:0.68 30:0.76 34:0.66 36:0.93 37:0.74 39:0.44 41:0.94 43:0.98 60:0.95 66:0.59 69:0.12 70:0.56 74:0.96 78:0.82 81:0.80 83:0.88 85:0.98 91:0.62 96:0.93 98:0.68 100:0.84 101:0.87 104:0.84 106:0.81 108:0.69 111:0.82 114:0.86 117:0.86 120:0.88 121:0.97 122:0.43 123:0.67 124:0.52 126:0.54 127:0.41 129:0.59 131:0.99 133:0.47 135:0.20 140:0.45 144:0.57 146:0.63 147:0.68 149:0.98 150:0.86 151:0.97 152:0.81 153:0.90 154:0.98 155:0.67 157:0.99 158:0.92 159:0.52 161:0.48 162:0.68 164:0.83 165:0.84 166:0.97 167:0.56 169:0.82 172:0.81 173:0.17 176:0.73 177:0.38 179:0.29 181:0.82 182:0.96 186:0.82 187:0.39 189:0.84 191:0.75 192:0.59 201:0.74 202:0.76 204:0.89 206:0.81 208:0.64 212:0.74 215:0.72 216:0.95 222:0.48 227:0.84 229:0.98 230:0.87 231:0.96 232:0.88 233:0.76 235:0.42 238:0.87 241:0.32 242:0.63 243:0.39 245:0.92 246:0.84 247:0.39 248:0.93 253:0.95 255:0.79 256:0.77 259:0.21 260:0.88 261:0.81 265:0.69 266:0.54 267:0.89 268:0.78 271:0.60 276:0.79 279:0.86 283:0.82 285:0.62 287:0.87 290:0.86 297:0.36 300:0.70\n2 1:0.74 6:0.89 8:0.76 9:0.80 11:0.64 12:0.20 17:0.67 20:0.82 21:0.13 27:0.26 28:0.68 30:0.76 34:0.56 36:0.57 37:0.73 39:0.44 41:0.92 43:0.95 60:0.97 66:0.54 69:0.21 70:0.63 74:0.97 78:0.86 81:0.88 83:0.88 85:0.99 91:0.58 96:0.89 98:0.75 100:0.89 101:0.87 104:0.87 108:0.58 111:0.86 114:0.92 120:0.81 122:0.43 123:0.55 124:0.63 126:0.54 127:0.73 129:0.81 131:0.99 133:0.67 135:0.75 140:0.45 144:0.57 146:0.13 147:0.18 149:0.99 150:0.93 151:0.95 152:0.82 153:0.84 154:0.95 155:0.67 157:0.99 158:0.92 159:0.60 161:0.48 162:0.58 164:0.77 165:0.88 166:0.97 167:0.74 169:0.86 172:0.87 173:0.21 176:0.73 177:0.38 179:0.27 181:0.82 182:0.96 186:0.86 187:0.39 189:0.91 191:0.88 192:0.59 201:0.74 202:0.73 208:0.64 212:0.81 215:0.84 216:0.43 222:0.48 227:0.84 229:0.98 231:0.96 232:0.89 235:0.22 238:0.90 241:0.70 242:0.63 243:0.08 245:0.92 246:0.84 247:0.30 248:0.88 253:0.93 255:0.79 256:0.68 259:0.21 260:0.82 261:0.86 265:0.76 266:0.54 267:0.44 268:0.72 271:0.60 276:0.85 279:0.86 283:0.82 285:0.62 287:0.87 290:0.92 297:0.36 300:0.84\n2 1:0.74 6:0.93 8:0.77 9:0.80 11:0.64 12:0.20 17:0.09 20:0.93 21:0.30 27:0.04 28:0.68 30:0.74 32:0.80 34:0.96 36:0.27 37:0.88 39:0.44 41:0.93 43:0.83 60:0.87 66:0.49 69:0.67 70:0.36 74:0.83 77:0.89 78:0.93 81:0.80 83:0.84 85:0.93 91:0.63 96:0.84 98:0.48 100:0.95 101:0.83 104:0.95 108:0.63 111:0.93 114:0.86 120:0.74 122:0.43 123:0.61 124:0.66 126:0.54 127:0.27 129:0.81 131:0.99 133:0.67 135:0.99 140:0.45 144:0.57 145:0.76 146:0.13 147:0.18 149:0.87 150:0.86 151:0.81 152:1.00 153:0.72 154:0.78 155:0.67 157:0.98 158:0.87 159:0.37 161:0.48 162:0.77 164:0.79 165:0.84 166:0.97 167:0.73 169:0.94 172:0.48 173:0.69 176:0.73 177:0.38 179:0.54 181:0.82 182:0.96 186:0.93 187:0.39 189:0.88 191:0.90 192:0.59 195:0.68 201:0.74 202:0.70 208:0.64 212:0.48 215:0.72 216:0.55 220:0.87 222:0.48 227:0.84 229:0.98 231:0.96 232:0.96 235:0.42 238:0.92 241:0.69 242:0.58 243:0.20 245:0.64 246:0.84 247:0.47 248:0.81 253:0.86 255:0.79 256:0.71 259:0.21 260:0.75 261:0.98 265:0.49 266:0.38 267:0.69 268:0.74 271:0.60 276:0.50 279:0.86 282:0.88 283:0.71 285:0.62 287:0.87 290:0.86 297:0.36 299:0.97 300:0.33\n2 1:0.74 6:0.93 8:0.89 9:0.80 11:0.64 12:0.20 17:0.22 20:0.99 21:0.22 27:0.04 28:0.68 30:0.86 32:0.80 34:0.94 36:0.23 37:0.88 39:0.44 41:0.96 43:0.83 60:0.99 66:0.15 69:0.67 70:0.21 74:0.83 77:0.89 78:0.96 81:0.84 83:0.87 85:0.93 91:0.72 96:0.93 98:0.22 100:0.99 101:0.82 104:0.95 108:0.64 111:0.98 114:0.90 120:0.88 122:0.43 123:0.77 124:0.82 126:0.54 127:0.31 129:0.89 131:0.99 133:0.78 135:0.98 140:0.45 144:0.57 145:0.72 146:0.13 147:0.18 149:0.86 150:0.90 151:0.98 152:1.00 153:0.91 154:0.78 155:0.67 157:0.98 158:0.92 159:0.42 161:0.48 162:0.77 163:0.81 164:0.86 165:0.86 166:0.97 167:0.79 169:0.94 172:0.21 173:0.67 176:0.73 177:0.38 179:0.63 181:0.82 182:0.96 186:0.96 187:0.39 189:0.96 191:0.92 192:0.59 195:0.70 201:0.74 202:0.78 208:0.64 212:0.42 215:0.79 216:0.55 222:0.48 227:0.84 229:0.98 231:0.96 232:0.96 235:0.31 238:0.98 241:0.76 242:0.63 243:0.22 245:0.59 246:0.84 247:0.30 248:0.93 253:0.94 255:0.79 256:0.81 259:0.21 260:0.88 261:0.98 265:0.21 266:0.38 267:0.59 268:0.82 271:0.60 276:0.46 279:0.86 282:0.88 283:0.82 285:0.62 287:0.87 290:0.90 297:0.36 299:0.97 300:0.18\n1 1:0.74 11:0.64 12:0.20 17:0.64 21:0.68 27:0.45 28:0.68 30:0.84 32:0.80 34:0.98 36:0.28 37:0.50 39:0.44 43:0.81 66:0.64 69:0.71 70:0.44 74:0.93 77:0.70 81:0.55 83:0.73 85:0.97 91:0.06 98:0.53 101:0.86 108:0.54 114:0.70 122:0.43 123:0.51 124:0.47 126:0.54 127:0.40 129:0.59 131:0.61 133:0.47 135:0.66 144:0.57 145:0.49 146:0.68 147:0.73 149:0.96 150:0.69 154:0.77 155:0.67 157:0.99 159:0.54 161:0.48 165:0.70 166:0.97 167:0.52 172:0.77 173:0.66 176:0.73 177:0.38 178:0.55 179:0.36 181:0.82 182:0.96 187:0.68 192:0.59 195:0.77 201:0.74 212:0.88 215:0.49 216:0.77 222:0.48 227:0.61 229:0.61 231:0.96 235:0.84 241:0.10 242:0.63 243:0.69 245:0.86 246:0.84 247:0.30 253:0.72 259:0.21 265:0.55 266:0.54 267:0.28 271:0.60 276:0.61 282:0.88 287:0.61 290:0.70 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.89 8:0.75 9:0.80 11:0.64 12:0.20 17:0.64 20:0.84 21:0.22 27:0.26 28:0.68 30:0.72 34:0.55 36:0.84 37:0.73 39:0.44 41:0.95 43:0.94 60:0.95 66:0.61 69:0.25 70:0.66 74:0.96 78:0.85 81:0.84 83:0.89 85:0.99 91:0.60 96:0.92 98:0.84 100:0.87 101:0.87 104:0.87 108:0.20 111:0.84 114:0.90 120:0.86 122:0.43 123:0.19 124:0.50 126:0.54 127:0.69 129:0.59 131:0.99 133:0.47 135:0.93 140:0.45 144:0.57 146:0.90 147:0.92 149:0.98 150:0.90 151:0.87 152:0.82 153:0.48 154:0.94 155:0.67 157:0.99 158:0.87 159:0.60 161:0.48 162:0.57 164:0.83 165:0.86 166:0.97 167:0.72 169:0.86 172:0.87 173:0.24 176:0.73 177:0.38 179:0.28 181:0.82 182:0.96 186:0.85 187:0.39 189:0.90 191:0.91 192:0.59 201:0.74 202:0.80 208:0.64 212:0.68 215:0.79 216:0.43 220:0.62 222:0.48 227:0.84 229:0.98 231:0.96 232:0.89 235:0.31 238:0.90 241:0.68 242:0.62 243:0.68 245:0.94 246:0.84 247:0.47 248:0.91 253:0.95 255:0.79 256:0.79 259:0.21 260:0.86 261:0.86 265:0.84 266:0.54 267:0.65 268:0.79 271:0.60 276:0.84 279:0.86 283:0.71 285:0.62 287:0.87 290:0.90 297:0.36 300:0.70\n1 1:0.74 11:0.64 12:0.20 17:0.43 21:0.30 27:0.45 28:0.68 30:0.85 32:0.80 34:0.85 36:0.23 37:0.50 39:0.44 43:0.82 66:0.54 69:0.68 70:0.42 74:0.94 77:0.70 81:0.80 83:0.75 85:0.98 91:0.22 98:0.55 101:0.86 108:0.52 114:0.86 122:0.57 123:0.50 124:0.52 126:0.54 127:0.36 129:0.59 131:0.61 133:0.47 135:0.69 144:0.57 145:0.47 146:0.68 147:0.73 149:0.97 150:0.86 154:0.77 155:0.67 157:0.99 159:0.50 161:0.48 165:0.84 166:0.97 167:0.52 172:0.76 173:0.66 176:0.73 177:0.38 178:0.55 179:0.32 181:0.82 182:0.96 187:0.68 192:0.59 195:0.76 201:0.74 212:0.76 215:0.72 216:0.77 222:0.48 227:0.61 229:0.61 231:0.96 235:0.42 241:0.10 242:0.63 243:0.63 245:0.89 246:0.84 247:0.39 253:0.77 259:0.21 265:0.57 266:0.54 267:0.44 271:0.60 276:0.67 282:0.88 287:0.61 290:0.86 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.87 7:0.81 8:0.68 9:0.80 11:0.64 12:0.20 17:0.45 20:0.86 21:0.40 27:0.10 28:0.68 30:0.86 32:0.80 34:0.99 36:0.36 37:0.84 39:0.44 41:0.95 43:0.98 60:0.87 66:0.27 69:0.15 70:0.32 74:0.89 77:0.89 78:0.84 81:0.75 83:0.88 85:0.93 91:0.73 96:0.92 98:0.40 100:0.85 101:0.84 104:0.96 108:0.64 111:0.84 114:0.82 120:0.85 121:1.00 122:0.43 123:0.62 124:0.74 126:0.54 127:0.31 129:0.81 131:0.99 133:0.67 135:0.63 138:0.97 140:0.45 144:0.57 145:0.79 146:0.20 147:0.25 149:0.90 150:0.83 151:0.96 152:0.82 153:0.86 154:0.98 155:0.67 157:0.98 158:0.92 159:0.32 161:0.48 162:0.77 164:0.82 165:0.83 166:0.97 167:0.80 169:0.84 172:0.32 173:0.27 176:0.73 177:0.38 179:0.63 181:0.82 182:0.96 186:0.84 187:0.87 189:0.89 191:0.90 192:0.59 195:0.66 201:0.74 202:0.74 204:0.89 208:0.64 212:0.42 215:0.67 216:0.71 222:0.48 227:0.84 229:0.98 230:0.87 231:0.96 232:0.97 233:0.76 235:0.52 238:0.89 241:0.76 242:0.63 243:0.36 245:0.63 246:0.84 247:0.30 248:0.92 253:0.94 255:0.79 256:0.75 259:0.21 260:0.86 261:0.84 265:0.42 266:0.38 267:0.89 268:0.78 271:0.60 276:0.43 279:0.86 282:0.88 283:0.82 285:0.62 287:0.87 290:0.82 297:0.36 299:0.97 300:0.33\n2 1:0.74 7:0.81 9:0.80 11:0.64 12:0.20 17:0.53 21:0.40 27:0.10 28:0.68 30:0.86 32:0.80 34:0.99 36:0.35 37:0.84 39:0.44 41:0.88 43:0.98 66:0.27 69:0.15 70:0.32 74:0.87 77:0.89 81:0.75 83:0.80 85:0.93 91:0.63 96:0.88 98:0.40 101:0.84 104:0.96 108:0.64 114:0.82 120:0.80 121:1.00 122:0.43 123:0.62 124:0.74 126:0.54 127:0.31 129:0.81 131:0.99 133:0.67 135:0.61 140:0.45 144:0.57 145:0.79 146:0.20 147:0.25 149:0.90 150:0.83 151:0.93 153:0.77 154:0.98 155:0.67 157:0.98 159:0.32 161:0.48 162:0.86 164:0.69 165:0.83 166:0.97 167:0.75 172:0.32 173:0.27 176:0.73 177:0.38 179:0.63 181:0.82 182:0.96 187:0.95 192:0.59 195:0.66 201:0.74 202:0.54 204:0.89 208:0.64 212:0.42 215:0.67 216:0.71 222:0.48 227:0.84 229:0.98 230:0.87 231:0.96 232:0.97 233:0.76 235:0.52 241:0.72 242:0.63 243:0.36 245:0.63 246:0.84 247:0.30 248:0.87 253:0.91 255:0.79 256:0.58 259:0.21 260:0.81 265:0.42 266:0.38 267:0.65 268:0.63 271:0.60 276:0.43 282:0.88 285:0.62 287:0.87 290:0.82 297:0.36 299:0.97 300:0.33\n3 1:0.74 6:0.91 7:0.81 8:0.79 9:0.80 11:0.64 12:0.20 17:0.59 20:0.87 21:0.47 27:0.09 28:0.68 30:0.75 34:0.98 36:0.33 37:0.82 39:0.44 41:0.98 43:0.84 60:0.95 66:0.27 69:0.64 70:0.48 74:0.91 78:0.88 81:0.83 83:0.89 85:0.97 91:0.58 96:0.95 98:0.57 100:0.92 101:0.85 104:0.91 108:0.49 111:0.89 114:0.80 120:0.91 121:0.99 122:0.43 123:0.47 124:0.81 126:0.54 127:0.51 129:0.89 131:0.99 133:0.78 135:0.97 140:0.45 144:0.57 145:0.61 146:0.78 147:0.82 149:0.94 150:0.89 151:0.97 152:0.82 153:0.90 154:0.81 155:0.67 157:0.98 158:0.92 159:0.67 161:0.48 162:0.81 163:0.81 164:0.88 165:0.86 166:0.97 167:0.69 169:0.90 172:0.59 173:0.52 176:0.73 177:0.38 179:0.40 181:0.82 182:0.96 186:0.88 187:0.39 189:0.92 191:0.92 192:0.59 201:0.74 202:0.81 204:0.89 208:0.64 212:0.30 215:0.63 216:0.94 222:0.48 227:0.84 229:0.98 230:0.87 231:0.96 232:0.93 233:0.76 235:0.84 238:0.93 241:0.64 242:0.62 243:0.46 245:0.82 246:0.84 247:0.39 248:0.95 253:0.97 255:0.79 256:0.85 259:0.21 260:0.92 261:0.87 265:0.58 266:0.80 267:0.95 268:0.86 271:0.60 276:0.72 279:0.86 283:0.82 285:0.62 287:0.87 290:0.80 297:0.36 300:0.55\n0 12:0.98 17:0.57 21:0.78 27:0.44 28:0.57 30:0.95 34:0.64 36:0.65 37:0.43 43:0.27 55:0.52 66:0.54 69:0.79 91:0.27 98:0.14 108:0.63 123:0.60 127:0.09 129:0.05 135:0.42 145:0.39 146:0.20 147:0.25 149:0.18 154:0.20 159:0.10 161:0.69 167:0.49 172:0.10 173:0.86 177:0.05 178:0.55 179:0.20 181:0.87 187:0.39 202:0.50 216:0.73 235:0.12 241:0.03 243:0.63 259:0.21 265:0.15 267:0.87 300:0.08\n0 6:0.80 8:0.59 12:0.98 17:0.79 20:0.83 21:0.78 27:0.44 28:0.57 34:0.37 36:0.34 37:0.43 43:0.28 66:0.36 69:0.78 78:0.81 91:0.18 98:0.08 100:0.73 108:0.61 111:0.79 123:0.59 127:0.06 129:0.05 135:0.37 145:0.39 146:0.05 147:0.05 149:0.12 152:0.85 154:0.20 159:0.05 161:0.69 167:0.54 169:0.96 172:0.05 173:0.84 177:0.05 178:0.55 181:0.87 186:0.82 187:0.39 202:0.60 216:0.73 235:0.12 241:0.21 243:0.51 259:0.21 261:0.96 265:0.08 267:0.91\n0 12:0.98 17:0.76 21:0.78 27:0.72 28:0.57 34:0.95 36:0.17 43:0.30 66:0.36 69:0.74 91:0.31 98:0.10 108:0.58 123:0.55 127:0.07 129:0.05 135:0.21 146:0.05 147:0.05 149:0.12 154:0.22 159:0.05 161:0.69 167:0.55 172:0.05 173:0.94 177:0.05 178:0.55 181:0.87 187:0.68 216:0.03 235:0.60 241:0.27 243:0.51 259:0.21 265:0.11 267:0.23\n1 12:0.98 17:0.76 21:0.78 27:0.49 28:0.57 30:0.76 34:0.80 36:0.28 37:0.46 43:0.26 55:0.71 66:0.36 69:0.82 70:0.22 91:0.33 98:0.19 108:0.67 123:0.65 124:0.57 127:0.36 129:0.59 133:0.47 135:0.49 146:0.30 147:0.36 149:0.26 154:0.18 159:0.56 161:0.69 163:0.80 167:0.52 172:0.16 173:0.78 177:0.05 178:0.55 179:0.94 181:0.87 187:0.39 202:0.72 212:0.42 216:0.73 235:0.74 241:0.15 242:0.82 243:0.51 245:0.43 247:0.12 259:0.21 265:0.21 266:0.23 267:0.96 276:0.15 300:0.18\n1 12:0.98 17:0.53 21:0.78 27:0.49 28:0.57 30:0.45 34:0.70 36:0.28 37:0.46 43:0.29 55:0.59 66:0.49 69:0.76 70:0.25 91:0.35 98:0.28 108:0.81 123:0.80 124:0.48 127:0.27 129:0.59 133:0.47 135:0.63 146:0.05 147:0.05 149:0.23 154:0.21 159:0.46 161:0.69 163:0.98 167:0.54 172:0.16 173:0.73 177:0.05 178:0.55 179:0.95 181:0.87 187:0.39 202:0.74 212:0.61 216:0.73 235:0.68 241:0.21 242:0.82 243:0.29 245:0.39 247:0.12 259:0.21 265:0.31 266:0.17 267:0.97 276:0.16 300:0.18\n0 12:0.98 17:0.92 21:0.78 27:0.72 28:0.57 34:0.86 36:0.31 43:0.30 66:0.36 69:0.74 91:0.37 98:0.10 108:0.57 123:0.54 127:0.07 129:0.05 135:0.18 146:0.05 147:0.05 149:0.12 154:0.22 159:0.05 161:0.69 167:0.55 172:0.05 173:0.93 177:0.05 178:0.55 181:0.87 187:0.68 216:0.02 235:0.02 241:0.27 243:0.51 259:0.21 265:0.11 267:0.36\n2 7:0.78 8:0.59 9:0.80 12:0.86 17:0.16 21:0.78 25:0.88 27:0.03 28:0.47 30:0.17 32:0.77 34:0.58 36:0.87 37:0.66 39:0.95 41:0.82 43:0.35 55:0.45 66:0.91 69:0.07 70:0.85 74:0.82 77:0.70 83:0.76 91:0.88 96:0.86 98:0.92 104:0.58 108:0.06 120:0.96 123:0.06 127:0.53 129:0.05 135:0.51 140:0.99 145:0.69 146:0.87 147:0.89 149:0.39 151:0.87 153:0.90 154:0.77 155:0.67 159:0.44 161:0.65 162:0.56 164:0.95 167:0.90 172:0.74 173:0.17 177:0.38 179:0.55 181:0.86 191:0.91 192:0.59 195:0.66 202:0.94 208:0.64 212:0.42 216:0.47 220:0.62 222:0.60 230:0.81 233:0.76 235:0.05 241:0.89 242:0.24 243:0.91 247:0.60 248:0.81 253:0.87 254:0.74 255:0.79 256:0.94 259:0.21 260:0.96 265:0.92 266:0.54 267:0.44 268:0.94 271:0.29 276:0.62 282:0.85 283:0.71 285:0.62 300:0.55\n2 6:0.88 8:0.93 9:0.80 12:0.86 17:0.12 20:0.98 21:0.78 25:0.88 27:0.03 28:0.47 34:0.75 36:0.64 37:0.66 39:0.95 41:0.82 78:0.92 83:0.74 91:0.94 96:0.93 100:0.97 104:0.58 111:0.96 120:0.96 135:0.56 138:0.97 140:0.93 151:0.96 152:0.99 153:0.95 155:0.67 161:0.65 162:0.62 164:0.94 167:0.74 169:0.95 175:0.91 181:0.86 186:0.92 187:0.21 189:0.96 191:0.94 192:0.59 202:0.92 208:0.64 216:0.47 222:0.60 235:0.05 238:0.96 241:0.69 244:0.83 248:0.92 253:0.90 255:0.79 256:0.92 257:0.84 259:0.21 260:0.96 261:0.96 267:0.36 268:0.93 271:0.29 277:0.87 285:0.62\n2 8:0.88 9:0.80 12:0.86 17:0.85 21:0.05 27:0.72 28:0.47 32:0.75 34:0.28 36:0.41 37:0.61 39:0.95 41:0.82 74:0.45 77:0.70 81:0.84 83:0.73 91:0.93 96:0.93 120:0.95 126:0.32 135:0.51 138:0.96 140:0.80 145:0.70 150:0.64 151:0.98 153:0.94 155:0.67 161:0.65 162:0.72 164:0.94 167:0.91 175:0.91 181:0.86 191:0.89 192:0.59 195:0.52 202:0.90 208:0.64 215:0.91 216:0.12 222:0.60 235:0.05 241:0.94 244:0.83 248:0.93 253:0.89 255:0.79 256:0.92 257:0.84 259:0.21 260:0.95 267:0.36 268:0.92 271:0.29 277:0.87 282:0.83 285:0.62 297:0.36\n2 8:0.74 9:0.80 12:0.86 17:0.62 21:0.05 27:0.18 28:0.47 34:0.63 36:0.49 37:0.82 39:0.95 41:0.82 81:0.84 83:0.74 91:0.90 96:0.93 104:0.96 106:0.81 120:0.92 126:0.32 135:0.83 140:0.80 150:0.64 151:0.91 153:0.94 155:0.67 161:0.65 162:0.79 164:0.92 167:0.84 175:0.91 181:0.86 187:0.95 191:0.92 192:0.59 202:0.87 206:0.81 208:0.64 215:0.91 216:0.53 220:0.62 222:0.60 235:0.05 241:0.77 244:0.83 248:0.92 253:0.90 255:0.79 256:0.91 257:0.84 259:0.21 260:0.93 267:0.28 268:0.91 271:0.29 277:0.87 283:0.71 285:0.62 297:0.36\n2 7:0.78 8:0.63 12:0.86 17:0.66 21:0.05 25:0.88 27:0.03 28:0.47 30:0.76 32:0.77 34:0.36 36:0.47 37:0.66 39:0.95 43:0.36 55:0.52 66:0.80 69:0.07 70:0.28 74:0.77 77:0.70 78:0.99 81:0.45 91:0.76 96:0.83 98:0.75 104:0.58 108:0.06 111:0.98 114:0.77 120:0.67 123:0.06 126:0.32 127:0.24 129:0.05 135:0.37 140:0.80 145:0.69 146:0.36 147:0.43 149:0.27 150:0.36 151:0.64 153:0.78 154:0.87 158:0.84 159:0.14 161:0.65 162:0.56 164:0.65 167:0.65 169:0.96 172:0.45 173:0.47 176:0.56 177:0.38 178:0.42 179:0.71 181:0.86 187:0.21 190:0.77 191:0.78 195:0.53 202:0.73 212:0.95 216:0.47 220:0.62 222:0.60 230:0.81 232:0.84 233:0.76 235:0.05 238:0.90 241:0.53 242:0.58 243:0.82 247:0.47 248:0.69 253:0.84 254:0.74 256:0.71 259:0.21 260:0.67 265:0.75 266:0.12 267:0.36 268:0.71 271:0.29 276:0.38 282:0.85 285:0.62 290:0.77 300:0.25\n2 6:0.92 8:0.83 9:0.80 12:0.86 17:0.26 20:0.96 21:0.05 27:0.12 28:0.47 34:0.73 36:0.92 37:0.67 39:0.95 41:0.90 43:0.33 66:0.36 69:0.62 74:0.43 78:0.97 81:0.84 83:0.77 91:0.93 96:0.94 98:0.12 100:0.98 104:0.84 108:0.47 111:0.97 120:0.95 123:0.46 126:0.32 127:0.08 129:0.05 135:0.58 138:0.96 140:0.87 145:0.80 146:0.05 147:0.05 149:0.13 150:0.64 151:0.98 152:0.98 153:0.92 154:0.24 155:0.67 159:0.05 161:0.65 162:0.69 164:0.93 167:0.66 169:0.96 172:0.05 173:0.93 175:0.75 177:0.05 181:0.86 186:0.96 187:0.87 189:0.93 191:0.91 192:0.59 202:0.89 208:0.64 215:0.91 216:0.68 220:0.62 222:0.60 235:0.05 238:0.95 241:0.55 243:0.51 244:0.61 248:0.94 253:0.90 255:0.79 256:0.91 257:0.65 259:0.21 260:0.95 261:0.97 265:0.13 267:0.87 268:0.91 271:0.29 277:0.69 283:0.71 285:0.62 297:0.36\n2 6:0.92 8:0.73 9:0.80 12:0.86 17:0.28 20:0.96 21:0.05 27:0.12 28:0.47 30:0.95 34:0.70 36:0.89 37:0.67 39:0.95 41:0.90 43:0.73 55:0.59 66:0.54 69:0.62 74:0.41 78:0.95 81:0.84 83:0.78 91:0.95 96:0.94 98:0.30 100:0.94 104:0.84 108:0.47 111:0.93 120:0.95 123:0.46 126:0.32 127:0.12 129:0.05 135:0.51 138:0.97 140:0.90 145:0.80 146:0.24 147:0.30 149:0.36 150:0.64 151:0.96 152:0.98 153:0.89 154:0.63 155:0.67 159:0.11 161:0.65 162:0.67 164:0.92 167:0.69 169:0.96 172:0.10 173:0.87 177:0.38 179:0.80 181:0.86 186:0.94 187:0.87 189:0.93 191:0.91 192:0.59 202:0.89 208:0.64 215:0.91 216:0.68 220:0.62 222:0.60 235:0.05 238:0.89 241:0.60 243:0.63 248:0.94 253:0.91 254:0.98 255:0.79 256:0.91 259:0.21 260:0.95 261:0.97 265:0.32 267:0.28 268:0.91 271:0.29 283:0.71 285:0.62 297:0.36 300:0.08\n1 1:0.74 11:0.57 12:0.86 17:0.43 21:0.59 27:0.45 28:0.47 30:0.76 34:0.80 36:0.18 37:0.50 39:0.95 43:0.82 55:0.59 66:0.20 69:0.70 70:0.22 74:0.48 81:0.55 83:0.73 85:0.72 91:0.20 98:0.14 101:0.70 108:0.53 114:0.74 122:0.41 123:0.89 124:0.57 126:0.54 127:0.47 129:0.59 133:0.47 135:0.49 145:0.49 146:0.23 147:0.29 149:0.48 150:0.71 154:0.77 155:0.67 159:0.68 161:0.65 163:0.80 165:0.78 167:0.63 172:0.16 173:0.58 176:0.73 177:0.38 178:0.55 179:0.95 181:0.86 187:0.68 192:0.59 201:0.74 212:0.42 215:0.55 216:0.77 222:0.60 235:0.74 241:0.49 242:0.45 243:0.51 245:0.43 247:0.35 253:0.58 259:0.21 265:0.15 266:0.23 267:0.44 271:0.29 276:0.13 290:0.74 297:0.36 300:0.18\n1 1:0.74 6:0.88 7:0.78 8:0.59 9:0.80 12:0.86 17:0.59 20:0.98 21:0.40 25:0.88 27:0.03 28:0.47 30:0.13 32:0.77 34:0.75 36:0.66 37:0.66 39:0.95 43:0.91 55:0.59 66:0.35 69:0.17 70:0.79 74:0.82 77:0.70 78:0.94 81:0.64 91:0.69 96:0.88 98:0.77 100:0.93 104:0.58 108:0.14 111:0.92 114:0.82 120:0.88 123:0.79 124:0.61 126:0.54 127:0.74 129:0.05 133:0.39 135:0.54 138:0.97 140:0.80 145:0.69 146:0.86 147:0.89 149:0.89 150:0.69 151:0.92 152:0.99 153:0.86 154:0.90 155:0.67 158:0.87 159:0.73 161:0.65 162:0.83 164:0.87 167:0.61 169:0.95 172:0.76 173:0.14 176:0.73 177:0.38 179:0.33 181:0.86 186:0.93 187:0.21 189:0.82 191:0.77 192:0.59 195:0.86 201:0.74 202:0.79 208:0.64 212:0.58 215:0.67 216:0.47 222:0.60 230:0.81 233:0.76 235:0.52 238:0.88 241:0.41 242:0.77 243:0.51 245:0.94 247:0.55 248:0.89 253:0.90 255:0.79 256:0.83 259:0.21 260:0.88 261:0.96 265:0.67 266:0.63 267:0.69 268:0.84 271:0.29 276:0.82 277:0.69 279:0.86 282:0.85 283:0.71 285:0.62 290:0.82 297:0.36 300:0.70\n1 1:0.74 11:0.57 12:0.86 17:0.57 21:0.47 27:0.45 28:0.47 30:0.21 32:0.78 34:0.83 36:0.18 37:0.50 39:0.95 43:0.82 55:0.59 66:0.61 69:0.69 70:0.82 74:0.79 77:0.70 81:0.62 83:0.74 85:0.72 91:0.14 98:0.28 101:0.71 108:0.53 114:0.80 123:0.50 124:0.47 126:0.54 127:0.42 129:0.05 133:0.39 135:0.82 145:0.44 146:0.41 147:0.47 149:0.53 150:0.76 154:0.77 155:0.67 159:0.57 161:0.65 165:0.80 167:0.53 172:0.48 173:0.64 176:0.73 177:0.38 178:0.55 179:0.72 181:0.86 187:0.68 192:0.59 195:0.79 201:0.74 212:0.76 215:0.63 216:0.77 222:0.60 235:0.60 241:0.10 242:0.22 243:0.68 245:0.62 247:0.60 253:0.70 259:0.21 265:0.30 266:0.38 267:0.23 271:0.29 276:0.25 282:0.86 290:0.80 297:0.36 300:0.55\n3 6:0.92 8:0.83 9:0.80 12:0.86 17:0.55 20:0.77 21:0.22 27:0.12 28:0.47 30:0.33 34:0.68 36:0.77 37:0.67 39:0.95 41:0.82 43:0.28 55:0.59 66:0.86 69:0.62 70:0.65 74:0.74 78:0.96 81:0.35 83:0.76 91:0.89 96:0.95 98:0.88 100:0.97 104:0.84 108:0.47 111:0.97 114:0.72 120:0.91 123:0.46 126:0.32 127:0.42 129:0.05 135:0.71 138:0.97 140:0.92 145:0.80 146:0.78 147:0.81 149:0.36 150:0.31 151:0.97 152:0.98 153:0.90 154:0.74 155:0.67 158:0.84 159:0.34 161:0.65 162:0.60 164:0.86 167:0.67 169:0.96 172:0.61 173:0.72 176:0.56 177:0.38 179:0.67 181:0.86 186:0.95 187:0.68 189:0.94 191:0.87 192:0.59 202:0.89 208:0.64 212:0.69 216:0.68 220:0.82 222:0.60 235:0.22 238:0.95 241:0.57 242:0.54 243:0.87 247:0.67 248:0.91 253:0.95 254:0.86 255:0.79 256:0.90 259:0.21 260:0.91 261:0.97 265:0.88 266:0.38 267:0.79 268:0.90 271:0.29 276:0.49 285:0.62 290:0.72 300:0.43\n2 1:0.74 6:0.83 8:0.74 9:0.80 12:0.86 17:0.38 20:0.91 21:0.47 27:0.10 28:0.47 30:0.54 34:0.56 36:0.90 37:0.69 39:0.95 41:0.93 43:0.41 55:0.71 66:0.36 69:0.36 70:0.71 74:0.52 78:0.86 81:0.59 83:0.78 91:0.79 96:0.95 98:0.45 100:0.84 108:0.81 111:0.84 114:0.80 120:0.95 123:0.80 124:0.78 126:0.54 127:0.87 129:0.89 133:0.78 135:0.82 138:0.99 140:0.80 146:0.44 147:0.51 149:0.59 150:0.66 151:0.93 152:0.85 153:0.81 154:0.31 155:0.67 158:0.87 159:0.78 161:0.65 162:0.64 164:0.95 167:0.71 169:0.82 172:0.51 173:0.21 175:0.75 176:0.73 177:0.05 179:0.65 181:0.86 186:0.86 187:0.39 189:0.85 191:0.89 192:0.59 201:0.74 202:0.93 208:0.64 212:0.35 215:0.63 216:0.66 220:0.62 222:0.60 235:0.60 238:0.83 241:0.64 242:0.81 243:0.28 244:0.61 245:0.68 247:0.35 248:0.95 253:0.93 255:0.79 256:0.94 257:0.65 259:0.21 260:0.95 261:0.86 265:0.47 266:0.80 267:0.28 268:0.95 271:0.29 276:0.56 277:0.69 279:0.86 283:0.71 285:0.62 290:0.80 297:0.36 300:0.55\n0 7:0.78 8:0.62 12:0.86 17:0.57 21:0.30 27:0.21 28:0.47 30:0.33 34:0.73 36:0.89 37:0.74 39:0.95 43:0.45 55:0.84 66:0.09 69:0.95 70:0.81 74:0.34 81:0.60 91:0.68 98:0.33 104:0.84 106:0.81 108:0.97 120:0.94 123:0.98 124:0.98 126:0.32 127:0.87 129:0.59 133:0.98 135:0.20 140:0.45 146:0.19 147:0.58 149:0.76 150:0.45 151:0.83 153:0.96 154:0.24 159:0.96 161:0.65 162:0.56 163:0.92 164:0.90 167:0.63 172:0.73 173:0.72 177:0.05 179:0.16 181:0.86 187:0.39 190:0.77 191:0.77 202:0.89 206:0.81 212:0.16 215:0.72 216:0.95 222:0.60 230:0.81 233:0.76 235:0.31 241:0.49 242:0.82 243:0.11 245:0.91 247:0.39 248:0.92 253:0.31 254:0.86 256:0.88 257:0.65 259:0.21 260:0.95 265:0.35 266:0.97 267:0.96 268:0.88 271:0.29 276:0.95 283:0.82 285:0.50 297:0.36 300:0.84\n2 6:0.97 8:0.85 11:0.57 12:0.01 17:0.76 20:0.79 21:0.78 27:0.07 28:0.66 30:0.76 34:0.40 36:0.71 37:0.96 39:0.33 43:0.94 66:0.86 69:0.12 70:0.40 74:0.96 78:0.84 85:0.98 89:0.98 91:0.22 98:0.55 100:0.85 101:0.86 108:0.10 111:0.83 122:0.43 123:0.10 124:0.37 127:0.86 129:0.59 133:0.47 135:0.78 141:0.91 146:0.77 147:0.81 149:0.98 152:0.96 154:0.94 159:0.73 161:0.52 167:0.56 169:0.98 172:0.86 173:0.13 177:0.38 178:0.55 179:0.39 181:0.89 186:0.85 187:0.39 189:0.92 202:0.36 212:0.94 216:0.41 222:0.60 223:0.92 225:0.96 232:0.75 234:0.91 238:0.84 240:0.95 241:0.18 242:0.62 243:0.86 245:0.75 247:0.39 253:0.68 259:0.21 261:0.98 265:0.56 266:0.23 267:0.28 271:0.79 274:0.91 276:0.59 300:0.43\n1 1:0.74 11:0.57 12:0.01 17:0.94 27:0.72 28:0.66 30:0.62 34:0.25 36:0.28 39:0.33 43:0.88 66:0.75 69:0.52 70:0.23 74:0.69 81:0.94 83:0.80 85:0.80 89:0.96 91:0.78 98:0.69 101:0.81 104:0.58 108:0.40 114:0.98 122:0.51 123:0.38 126:0.54 127:0.21 129:0.05 135:0.34 141:0.91 146:0.30 147:0.36 149:0.68 150:0.97 154:0.86 155:0.67 159:0.12 161:0.52 165:0.92 167:0.86 172:0.32 173:0.91 176:0.73 177:0.38 178:0.55 179:0.79 181:0.89 192:0.59 201:0.74 212:0.84 215:0.96 222:0.60 223:0.93 225:0.97 232:0.82 234:0.91 235:0.05 240:0.95 241:0.78 242:0.33 243:0.77 247:0.39 253:0.76 259:0.21 265:0.69 266:0.17 267:0.23 271:0.79 274:0.91 276:0.25 290:0.98 297:0.36 300:0.18\n4 1:0.74 7:0.81 8:0.95 9:0.80 11:0.57 12:0.01 17:0.53 27:0.27 28:0.66 30:0.91 32:0.80 34:0.18 36:0.56 37:0.90 39:0.33 41:0.98 43:0.90 66:0.27 69:0.44 70:0.13 74:0.70 76:0.85 77:0.89 81:0.94 83:0.89 85:0.80 89:0.96 91:0.93 96:0.97 98:0.11 101:0.77 104:0.58 108:0.34 114:0.98 120:0.93 121:0.90 122:0.43 123:0.33 124:0.61 126:0.54 127:0.78 129:0.59 133:0.47 135:0.77 140:0.45 141:0.97 145:0.96 146:0.13 147:0.18 149:0.62 150:0.97 151:0.99 153:0.96 154:0.89 155:0.67 159:0.43 161:0.52 162:0.58 163:0.88 164:0.90 165:0.92 167:0.89 172:0.10 173:0.52 176:0.73 177:0.38 179:0.98 181:0.89 191:0.89 192:0.59 195:0.63 201:0.74 202:0.88 204:0.89 208:0.64 212:0.61 215:0.96 216:0.39 222:0.60 223:0.93 225:0.97 230:0.87 232:0.82 233:0.76 234:0.98 235:0.05 240:0.99 241:0.85 242:0.63 243:0.46 245:0.40 247:0.30 248:0.97 253:0.97 255:0.79 256:0.87 259:0.21 260:0.93 265:0.11 266:0.17 267:0.52 268:0.88 271:0.79 274:0.99 276:0.12 282:0.88 285:0.62 290:0.98 297:0.36 299:0.97 300:0.13\n1 1:0.74 7:0.81 8:0.75 9:0.80 11:0.57 12:0.01 17:0.43 20:0.82 21:0.30 25:0.88 27:0.71 28:0.66 30:0.88 34:0.87 36:0.27 37:0.60 39:0.33 41:0.88 43:0.98 55:0.42 66:0.98 69:0.19 70:0.31 74:0.85 78:0.81 81:0.81 83:0.78 85:0.90 89:0.98 91:0.54 96:0.82 98:0.90 100:0.78 101:0.83 108:0.15 111:0.80 114:0.68 117:0.86 120:0.72 121:0.90 123:0.15 126:0.54 127:0.46 129:0.05 135:0.87 138:0.95 140:0.45 141:0.97 146:0.79 147:0.82 149:0.96 150:0.87 151:0.87 152:0.78 153:0.48 154:0.98 155:0.67 159:0.35 161:0.52 162:0.86 164:0.69 165:0.81 167:0.58 169:0.80 172:0.94 173:0.33 176:0.56 177:0.38 179:0.19 181:0.89 186:0.77 187:0.68 192:0.59 201:0.74 202:0.53 204:0.89 208:0.64 212:0.93 215:0.67 216:0.56 220:0.87 222:0.60 223:0.93 225:0.97 230:0.87 232:0.81 233:0.76 234:1.00 235:0.68 238:0.87 240:0.99 241:0.30 242:0.78 243:0.98 247:0.60 248:0.79 253:0.85 255:0.79 256:0.58 260:0.72 261:0.76 265:0.90 266:0.38 267:0.69 268:0.62 271:0.79 274:0.98 276:0.88 285:0.62 286:0.99 290:0.68 297:0.36 300:0.70\n1 1:0.74 11:0.57 12:0.01 17:0.79 21:0.13 27:0.40 28:0.66 30:0.87 34:0.80 36:0.53 37:0.69 39:0.33 43:0.93 66:0.54 69:0.33 70:0.27 74:0.69 81:0.86 83:0.77 85:0.88 89:0.97 91:0.23 98:0.62 101:0.83 108:0.26 114:0.92 122:0.43 123:0.25 124:0.48 126:0.54 127:0.47 129:0.59 133:0.47 135:0.44 141:0.91 146:0.41 147:0.48 149:0.83 150:0.91 154:0.92 155:0.67 159:0.24 161:0.52 163:0.75 165:0.88 167:0.61 172:0.32 173:0.56 176:0.73 177:0.38 178:0.55 179:0.88 181:0.89 187:0.68 192:0.59 201:0.74 212:0.42 215:0.84 216:0.19 222:0.60 223:0.93 225:0.97 232:0.77 234:0.91 235:0.22 240:0.95 241:0.39 242:0.63 243:0.63 245:0.50 247:0.30 253:0.73 259:0.21 265:0.63 266:0.27 267:0.28 271:0.79 274:0.91 276:0.29 290:0.92 297:0.36 300:0.25\n2 1:0.74 6:0.86 8:0.73 9:0.80 11:0.57 12:0.01 17:0.85 20:0.85 21:0.64 27:0.72 28:0.66 30:0.62 34:0.34 36:0.43 39:0.33 41:0.88 43:0.96 60:0.87 66:0.75 69:0.29 70:0.23 74:0.76 78:0.78 81:0.56 83:0.83 85:0.80 89:0.96 91:0.72 96:0.78 98:0.89 100:0.80 101:0.81 104:0.58 108:0.22 111:0.77 114:0.72 120:0.66 122:0.51 123:0.22 126:0.54 127:0.44 129:0.05 135:0.24 140:0.45 141:0.97 146:0.34 147:0.40 149:0.70 150:0.70 151:0.77 152:0.80 153:0.48 154:0.96 155:0.67 158:0.92 159:0.13 161:0.52 162:0.74 164:0.67 165:0.70 167:0.87 169:0.78 172:0.32 173:0.80 176:0.73 177:0.38 179:0.92 181:0.89 186:0.78 189:0.87 192:0.59 201:0.74 202:0.56 208:0.64 212:0.30 215:0.53 216:0.07 220:0.62 222:0.60 223:0.93 225:0.97 232:0.82 234:0.99 235:0.80 238:0.87 240:0.99 241:0.80 242:0.33 243:0.77 247:0.39 248:0.71 253:0.80 255:0.79 256:0.58 259:0.21 260:0.67 261:0.78 265:0.89 266:0.27 267:0.17 268:0.59 271:0.79 274:0.98 276:0.22 279:0.86 283:0.82 285:0.62 290:0.72 297:0.36 300:0.18\n1 11:0.57 12:0.01 17:0.45 21:0.78 27:0.45 28:0.66 30:0.68 34:0.76 36:0.19 37:0.50 39:0.33 43:0.78 66:0.36 69:0.78 70:0.61 74:0.73 85:0.91 89:0.97 91:0.14 98:0.26 101:0.77 108:0.70 122:0.43 123:0.68 124:0.83 127:0.53 129:0.81 133:0.83 135:0.73 141:0.91 145:0.47 146:0.13 147:0.18 149:0.82 154:0.71 159:0.80 161:0.52 163:0.88 167:0.63 172:0.41 173:0.60 177:0.38 178:0.55 179:0.71 181:0.89 187:0.68 212:0.29 216:0.77 222:0.60 223:0.92 225:0.96 234:0.91 235:0.88 240:0.95 241:0.46 242:0.54 243:0.21 245:0.56 247:0.39 253:0.54 259:0.21 265:0.29 266:0.71 267:0.88 271:0.79 274:0.91 276:0.45 300:0.55\n1 6:0.90 8:0.78 9:0.80 12:0.01 17:0.59 20:0.94 21:0.78 27:0.15 28:0.66 34:0.47 36:0.22 37:0.72 39:0.33 41:0.88 78:0.92 83:0.78 89:0.95 91:0.91 96:0.87 100:0.94 111:0.92 120:0.79 135:0.76 140:0.45 141:0.97 151:0.93 152:0.88 153:0.78 155:0.67 161:0.52 162:0.60 164:0.71 167:0.91 169:0.92 175:0.91 181:0.89 186:0.92 189:0.91 192:0.59 202:0.65 208:0.64 216:0.05 222:0.60 223:0.93 225:0.97 232:0.72 234:0.98 238:0.91 240:0.99 241:0.96 244:0.83 248:0.86 253:0.82 255:0.79 256:0.58 257:0.84 259:0.21 260:0.80 261:0.93 267:0.36 268:0.65 271:0.79 274:0.98 277:0.87 285:0.62\n0 1:0.74 9:0.80 11:0.57 12:0.01 17:0.83 27:0.27 28:0.66 30:0.89 34:0.30 36:0.36 37:0.90 39:0.33 41:0.82 43:0.78 66:0.75 69:0.77 70:0.20 74:0.58 81:0.94 83:0.81 85:0.85 89:0.97 91:0.57 96:0.80 98:0.52 101:0.81 104:0.58 108:0.60 114:0.98 120:0.69 122:0.43 123:0.58 126:0.54 127:0.16 129:0.05 135:0.47 140:0.80 141:0.97 146:0.40 147:0.46 149:0.71 150:0.97 151:0.87 153:0.48 154:0.71 155:0.67 159:0.15 161:0.52 162:0.54 164:0.57 165:0.92 167:0.63 172:0.32 173:0.93 176:0.73 177:0.38 178:0.42 179:0.61 181:0.89 187:0.39 192:0.59 201:0.74 202:0.56 208:0.64 212:0.30 215:0.96 216:0.39 222:0.60 223:0.93 225:0.97 232:0.82 234:0.99 235:0.05 240:0.99 241:0.47 242:0.63 243:0.77 247:0.30 248:0.78 253:0.83 255:0.79 256:0.45 259:0.21 260:0.70 265:0.54 266:0.27 267:0.98 268:0.46 271:0.79 274:0.97 276:0.22 285:0.62 290:0.98 297:0.36 300:0.18\n1 1:0.74 7:0.81 9:0.80 11:0.57 12:0.01 17:0.76 21:0.05 27:0.72 28:0.66 30:0.85 32:0.80 34:0.70 36:0.69 39:0.33 41:0.90 43:0.93 66:0.49 69:0.32 70:0.28 74:0.88 76:0.94 77:0.70 81:0.90 83:0.80 85:0.94 89:0.97 91:0.72 96:0.80 98:0.70 101:0.85 104:0.54 108:0.25 114:0.95 120:0.69 121:0.99 122:0.43 123:0.24 124:0.56 126:0.54 127:0.82 129:0.59 133:0.47 135:0.42 140:0.45 141:0.97 145:0.88 146:0.59 147:0.65 149:0.92 150:0.94 151:0.81 153:0.72 154:0.92 155:0.67 159:0.38 161:0.52 162:0.83 164:0.72 165:0.90 167:0.87 172:0.48 173:0.44 176:0.73 177:0.38 179:0.74 181:0.89 192:0.59 195:0.62 201:0.74 202:0.59 204:0.89 208:0.64 212:0.48 215:0.91 216:0.02 220:0.62 222:0.60 223:0.93 225:0.97 230:0.87 232:0.78 233:0.76 234:0.99 235:0.12 240:0.99 241:0.79 242:0.63 243:0.60 245:0.71 247:0.30 248:0.77 253:0.87 255:0.79 256:0.64 259:0.21 260:0.70 265:0.70 266:0.38 267:0.23 268:0.66 271:0.79 274:0.98 276:0.50 282:0.88 285:0.62 290:0.95 297:0.36 299:0.88 300:0.25\n1 1:0.74 11:0.57 12:0.01 17:0.32 21:0.13 27:0.45 28:0.66 30:0.68 34:0.70 36:0.17 37:0.50 39:0.33 43:0.82 60:0.87 66:0.35 69:0.68 70:0.41 74:0.87 81:0.86 83:0.85 85:0.94 89:0.97 91:0.20 98:0.53 101:0.82 108:0.75 114:0.92 122:0.57 123:0.74 124:0.70 126:0.54 127:0.45 129:0.59 133:0.64 135:0.89 141:0.91 145:0.52 146:0.52 147:0.58 149:0.90 150:0.91 154:0.77 155:0.67 158:0.92 159:0.60 161:0.52 163:0.81 165:0.88 167:0.57 172:0.51 173:0.61 176:0.73 177:0.38 178:0.55 179:0.54 181:0.89 187:0.68 192:0.59 201:0.74 208:0.64 212:0.30 215:0.84 216:0.77 222:0.60 223:0.93 225:0.97 234:0.91 235:0.22 240:0.95 241:0.24 242:0.55 243:0.43 245:0.74 247:0.47 253:0.77 259:0.21 265:0.55 266:0.71 267:0.36 271:0.79 274:0.91 276:0.59 279:0.86 283:0.82 290:0.92 297:0.36 300:0.33\n0 1:0.74 6:0.97 8:0.96 9:0.80 11:0.57 12:0.01 17:0.24 20:0.97 27:0.07 28:0.66 30:0.95 34:0.42 36:0.79 37:0.96 39:0.33 41:0.98 43:0.88 60:0.87 66:0.54 69:0.50 74:0.57 78:0.95 81:0.94 83:0.90 85:0.72 89:0.96 91:0.94 96:0.98 98:0.17 100:0.99 101:0.77 108:0.38 111:0.99 114:0.98 120:0.96 123:0.37 126:0.54 127:0.10 129:0.05 135:0.32 140:0.45 141:0.97 146:0.13 147:0.18 149:0.50 150:0.97 151:0.99 152:0.96 153:0.97 154:0.87 155:0.67 158:0.92 159:0.08 161:0.52 162:0.66 164:0.92 165:0.92 167:0.90 169:0.98 172:0.10 173:0.89 176:0.73 177:0.38 179:0.20 181:0.89 186:0.94 189:0.98 191:0.86 192:0.59 201:0.74 202:0.89 208:0.64 215:0.96 216:0.41 222:0.60 223:0.93 225:0.97 232:0.75 234:0.98 235:0.05 238:0.98 240:0.99 241:0.89 243:0.63 248:0.98 253:0.97 255:0.79 256:0.90 259:0.21 260:0.96 261:0.98 265:0.18 267:0.96 268:0.90 271:0.79 274:1.00 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.08\n1 1:0.74 11:0.57 12:0.01 17:0.90 21:0.71 27:0.72 28:0.66 30:0.91 34:0.34 36:0.50 39:0.33 43:0.87 55:0.52 66:0.69 69:0.53 70:0.13 74:0.63 81:0.50 83:0.73 85:0.72 89:0.96 91:0.79 98:0.51 101:0.77 104:0.54 108:0.41 114:0.68 122:0.57 123:0.39 126:0.54 127:0.15 129:0.05 135:0.26 141:0.91 146:0.22 147:0.28 149:0.50 150:0.66 154:0.85 155:0.67 159:0.11 161:0.52 165:0.69 167:0.82 172:0.21 173:0.98 176:0.73 177:0.38 178:0.55 179:0.75 181:0.89 187:0.21 192:0.59 201:0.74 212:0.61 215:0.48 222:0.60 223:0.92 225:0.96 232:0.78 234:0.91 235:0.88 240:0.95 241:0.76 242:0.63 243:0.73 247:0.30 253:0.58 259:0.21 265:0.52 266:0.17 267:0.17 271:0.79 274:0.91 276:0.21 290:0.68 297:0.36 300:0.13\n1 1:0.74 11:0.57 12:0.01 17:0.96 27:0.72 28:0.66 30:0.62 34:0.24 36:0.32 39:0.33 43:0.88 66:0.75 69:0.52 70:0.23 74:0.69 81:0.94 83:0.80 85:0.80 89:0.96 91:0.78 98:0.69 101:0.81 104:0.58 108:0.40 114:0.98 122:0.51 123:0.38 126:0.54 127:0.21 129:0.05 135:0.37 141:0.91 146:0.30 147:0.36 149:0.68 150:0.97 154:0.86 155:0.67 159:0.12 161:0.52 165:0.92 167:0.85 172:0.32 173:0.91 176:0.73 177:0.38 178:0.55 179:0.79 181:0.89 192:0.59 201:0.74 212:0.84 215:0.96 222:0.60 223:0.93 225:0.97 232:0.82 234:0.91 235:0.05 240:0.95 241:0.78 242:0.33 243:0.77 247:0.39 253:0.76 259:0.21 265:0.69 266:0.17 267:0.23 271:0.79 274:0.91 276:0.25 290:0.98 297:0.36 300:0.18\n1 1:0.74 9:0.80 11:0.57 12:0.01 17:0.57 21:0.05 27:0.40 28:0.66 30:0.91 34:0.67 36:0.54 37:0.69 39:0.33 41:0.88 43:0.92 66:0.69 69:0.37 70:0.13 74:0.56 81:0.90 83:0.80 85:0.80 89:0.96 91:0.54 96:0.85 98:0.87 101:0.80 108:0.29 114:0.95 120:0.76 122:0.43 123:0.28 126:0.54 127:0.39 129:0.05 135:0.34 140:0.45 141:0.97 146:0.44 147:0.51 149:0.68 150:0.94 151:0.87 153:0.48 154:0.91 155:0.67 159:0.16 161:0.52 162:0.86 163:0.75 164:0.67 165:0.90 167:0.74 172:0.21 173:0.74 176:0.73 177:0.38 179:0.97 181:0.89 187:0.68 192:0.59 201:0.74 202:0.50 208:0.64 212:0.61 215:0.91 216:0.19 220:0.62 222:0.60 223:0.93 225:0.97 232:0.77 234:1.00 235:0.12 240:0.99 241:0.69 242:0.63 243:0.73 247:0.30 248:0.83 253:0.84 255:0.79 256:0.58 259:0.21 260:0.77 265:0.87 266:0.17 267:0.73 268:0.59 271:0.79 274:0.98 276:0.13 285:0.62 290:0.95 297:0.36 300:0.13\n1 1:0.74 6:0.86 7:0.81 9:0.80 11:0.57 12:0.01 17:0.66 20:0.80 21:0.05 27:0.40 28:0.66 30:0.91 34:0.67 36:0.49 37:0.69 39:0.33 41:0.88 43:0.92 66:0.69 69:0.33 70:0.13 74:0.72 76:0.85 77:0.70 78:0.88 81:0.90 83:0.81 85:0.80 89:0.96 91:0.61 96:0.88 98:0.83 100:0.73 101:0.80 108:0.26 111:0.85 114:0.95 120:0.79 121:0.90 122:0.43 123:0.25 126:0.54 127:0.32 129:0.05 135:0.34 140:0.45 141:0.97 145:0.93 146:0.41 147:0.48 149:0.68 150:0.94 151:0.93 152:0.84 153:0.78 154:0.92 155:0.67 159:0.15 161:0.52 162:0.61 163:0.75 164:0.71 165:0.90 167:0.83 169:0.79 172:0.21 173:0.70 176:0.73 177:0.38 179:0.96 181:0.89 186:0.88 187:0.39 191:0.84 192:0.59 195:0.54 201:0.74 202:0.65 204:0.89 208:0.64 212:0.61 215:0.91 216:0.19 222:0.60 223:0.93 225:0.97 230:0.87 232:0.77 233:0.76 234:0.98 235:0.12 240:0.99 241:0.76 242:0.63 243:0.73 247:0.30 248:0.87 253:0.88 255:0.79 256:0.58 259:0.21 260:0.80 261:0.84 265:0.83 266:0.17 267:0.44 268:0.65 271:0.79 274:0.98 276:0.13 282:0.84 285:0.62 290:0.95 297:0.36 300:0.13\n1 1:0.74 6:0.88 8:0.74 9:0.80 11:0.57 12:0.01 17:0.88 20:0.94 21:0.71 27:0.33 28:0.66 30:0.76 32:0.80 34:0.45 36:0.41 37:0.70 39:0.33 41:0.90 43:0.86 66:0.36 69:0.60 70:0.22 74:0.74 76:0.99 77:0.98 78:0.81 81:0.50 83:0.76 85:0.80 89:0.96 91:0.73 96:0.87 98:0.32 100:0.85 101:0.78 104:0.58 108:0.65 111:0.81 114:0.68 120:0.73 122:0.51 123:0.63 124:0.57 126:0.54 127:0.41 129:0.59 133:0.47 135:0.30 140:0.80 141:0.97 145:0.85 146:0.13 147:0.18 149:0.65 150:0.66 151:0.81 152:0.91 153:0.72 154:0.84 155:0.67 159:0.26 161:0.52 162:0.84 163:0.88 164:0.78 165:0.69 167:0.89 169:0.83 172:0.16 173:0.78 176:0.73 177:0.38 179:0.95 181:0.89 186:0.82 189:0.89 192:0.59 195:0.58 201:0.74 202:0.73 208:0.64 212:0.42 215:0.48 216:0.22 220:0.82 222:0.60 223:0.93 225:0.97 232:0.82 234:0.98 235:0.88 238:0.90 240:0.99 241:0.86 242:0.45 243:0.40 245:0.43 247:0.35 248:0.80 253:0.87 255:0.79 256:0.77 259:0.21 260:0.74 261:0.85 265:0.34 266:0.23 267:0.28 268:0.79 271:0.79 274:0.98 276:0.16 282:0.88 285:0.62 290:0.68 297:0.36 299:0.88 300:0.18\n1 1:0.68 10:0.96 11:0.81 12:0.69 17:0.51 18:0.92 21:0.13 22:0.93 27:0.25 29:0.77 30:0.57 33:0.97 34:0.24 36:0.24 37:0.89 39:0.51 43:0.48 45:0.94 47:0.93 64:0.77 66:0.33 69:0.55 70:0.62 71:0.91 74:0.48 81:0.76 83:0.69 86:0.88 91:0.20 98:0.66 99:0.95 101:0.65 104:0.54 108:0.42 114:0.92 122:0.93 123:0.40 124:0.79 126:0.54 127:0.80 129:0.59 131:0.61 133:0.78 135:0.32 139:0.83 144:0.85 146:0.89 147:0.91 149:0.66 150:0.63 154:0.60 155:0.52 157:0.99 159:0.78 165:0.81 166:0.86 170:0.82 172:0.73 173:0.37 174:0.95 176:0.70 177:0.88 178:0.55 179:0.35 182:1.00 187:0.21 192:0.54 197:0.96 201:0.67 208:0.64 212:0.28 215:0.84 216:0.36 222:0.48 227:0.61 229:0.61 231:0.78 235:0.42 236:0.95 239:0.94 241:0.05 242:0.18 243:0.50 244:0.61 245:0.88 246:1.00 247:0.94 253:0.63 254:0.86 259:0.21 262:0.93 265:0.66 266:0.80 267:0.59 271:0.61 276:0.81 287:0.61 290:0.92 291:0.97 297:0.36 300:0.70\n2 1:0.61 8:0.77 9:0.72 10:0.94 11:0.55 12:0.69 17:0.15 18:0.95 21:0.54 23:0.99 27:0.14 29:0.77 30:0.45 31:0.92 34:0.96 36:0.71 37:0.82 39:0.51 43:0.27 44:0.88 45:0.93 48:0.91 55:0.52 62:0.98 64:0.77 66:0.48 69:0.39 70:0.73 71:0.91 74:0.33 75:0.97 76:0.85 79:0.92 81:0.53 83:0.56 86:0.87 91:0.70 96:0.89 97:0.89 98:0.45 99:0.83 101:0.47 102:0.95 104:0.89 108:0.87 114:0.67 120:0.61 122:0.93 123:0.86 124:0.83 126:0.51 127:0.72 128:0.97 129:0.05 131:0.90 133:0.86 135:0.20 137:0.92 138:0.98 139:0.87 140:0.87 144:0.85 145:0.56 146:0.43 147:0.49 149:0.51 150:0.45 151:0.56 153:0.72 154:0.48 155:0.65 157:0.86 158:0.73 159:0.76 162:0.73 164:0.54 165:0.65 166:0.77 168:0.97 170:0.82 172:0.82 173:0.23 174:0.95 176:0.59 177:0.88 179:0.29 182:0.79 187:0.68 190:0.95 192:0.87 193:0.97 195:0.88 196:0.94 197:0.94 201:0.60 202:0.83 204:0.80 205:0.98 208:0.64 212:0.80 216:0.84 219:0.91 220:0.82 222:0.48 226:0.95 227:0.95 229:0.88 231:0.78 235:0.74 236:0.94 239:0.95 241:0.63 242:0.29 243:0.27 244:0.61 245:0.85 246:0.92 247:0.92 248:0.58 253:0.84 254:0.99 255:0.71 256:0.85 259:0.21 260:0.62 265:0.47 266:0.84 267:0.94 268:0.87 271:0.61 276:0.83 277:0.69 279:0.78 281:0.91 284:0.97 285:0.62 287:0.94 290:0.67 292:0.86 300:0.84\n1 1:0.65 7:0.81 8:0.63 10:0.93 11:0.81 12:0.69 17:0.81 18:0.89 21:0.40 27:0.53 29:0.77 30:0.55 32:0.71 34:0.86 36:0.75 37:0.28 39:0.51 43:0.44 44:0.92 45:0.90 64:0.77 66:0.92 69:0.61 70:0.81 71:0.91 74:0.64 77:0.70 81:0.71 83:0.69 86:0.83 91:0.20 97:0.89 98:0.90 99:0.95 101:0.65 102:0.97 104:0.94 106:0.81 108:0.46 114:0.82 121:0.90 122:0.76 123:0.44 126:0.54 127:0.46 129:0.05 131:0.61 132:0.97 135:0.96 139:0.88 144:0.85 145:0.85 146:0.85 147:0.87 149:0.66 150:0.56 154:0.47 155:0.57 157:0.99 158:0.75 159:0.41 165:0.81 166:0.85 170:0.82 172:0.79 173:0.66 174:0.91 176:0.70 177:0.88 178:0.55 179:0.45 182:1.00 187:0.39 192:0.85 193:1.00 195:0.65 197:0.94 201:0.65 204:0.84 206:0.81 208:0.64 212:0.70 215:0.67 216:0.34 222:0.48 227:0.61 229:0.61 230:0.87 231:0.78 233:0.76 235:0.68 236:0.95 239:0.96 241:0.07 242:0.13 243:0.93 244:0.83 246:1.00 247:0.93 253:0.61 254:0.74 259:0.21 265:0.90 266:0.54 267:0.79 271:0.61 276:0.68 279:0.76 281:0.91 282:0.80 283:0.82 287:0.61 290:0.82 297:0.36 300:0.70\n2 7:0.69 8:0.88 9:0.75 10:0.88 11:0.81 12:0.69 17:0.24 18:0.73 21:0.47 23:0.97 25:0.88 27:0.25 29:0.77 30:0.75 31:0.93 32:0.65 34:0.63 36:0.71 37:0.55 39:0.51 43:0.26 45:0.90 62:0.96 66:0.68 69:0.80 70:0.41 71:0.91 74:0.60 77:0.70 79:0.93 81:0.30 83:0.69 86:0.72 87:0.98 91:0.95 96:0.99 97:1.00 98:0.70 101:0.65 104:0.58 108:0.64 120:0.98 122:0.55 123:0.62 124:0.44 126:0.24 127:0.34 128:0.96 129:0.05 131:0.90 133:0.39 135:0.65 137:0.93 139:0.69 140:0.45 144:0.85 145:0.72 146:0.72 147:0.77 149:0.56 150:0.33 151:0.99 153:0.97 154:0.50 155:0.58 157:0.99 158:0.76 159:0.40 162:0.68 164:0.97 166:0.74 168:0.96 170:0.82 172:0.67 173:0.85 174:0.83 177:0.88 179:0.48 182:1.00 190:0.95 191:0.94 192:0.86 195:0.68 196:0.90 197:0.86 202:0.95 204:0.80 205:0.97 208:0.64 212:0.39 215:0.63 216:0.49 219:0.87 220:0.62 222:0.48 227:0.95 229:1.00 230:0.71 231:0.78 232:0.80 233:0.76 235:0.52 239:0.87 241:0.91 242:0.42 243:0.72 244:0.61 245:0.74 246:0.61 247:0.76 248:0.99 253:0.98 254:0.88 255:0.73 256:0.96 259:0.21 260:0.98 265:0.71 266:0.47 267:0.82 268:0.96 271:0.61 276:0.60 279:0.82 282:0.74 283:0.82 284:0.95 285:0.62 287:1.00 292:0.88 297:0.36 300:0.43\n1 1:0.63 7:0.65 8:0.78 10:0.96 11:0.81 12:0.69 17:0.26 18:0.96 21:0.40 23:0.95 27:0.15 29:0.77 30:0.37 34:0.70 36:0.53 37:0.58 39:0.51 43:0.57 44:0.85 45:0.95 62:0.97 64:0.77 66:0.67 69:0.23 70:0.83 71:0.91 74:0.42 75:0.97 76:0.85 81:0.56 83:0.69 86:0.91 91:0.29 97:0.99 98:0.85 99:0.83 101:0.65 108:0.73 114:0.70 120:0.61 122:0.93 123:0.71 124:0.50 126:0.51 127:0.78 128:0.96 129:0.59 131:0.83 133:0.60 135:0.95 139:0.89 140:0.45 144:0.85 145:0.59 146:0.54 147:0.60 149:0.69 150:0.47 151:0.53 153:0.48 154:0.49 155:0.52 157:0.98 158:0.76 159:0.74 162:0.86 164:0.66 165:0.65 166:0.78 168:0.96 170:0.82 172:0.90 173:0.17 174:0.96 176:0.59 177:0.88 179:0.26 182:0.94 187:0.87 190:0.98 191:0.73 192:0.55 193:0.98 195:0.85 197:0.96 201:0.61 202:0.56 204:0.80 205:0.95 208:0.64 212:0.60 216:0.50 219:0.91 220:0.91 222:0.48 226:0.96 227:0.90 229:0.61 230:0.67 231:0.78 233:0.65 235:0.60 236:0.94 239:0.96 241:0.24 242:0.23 243:0.31 244:0.61 245:0.91 246:0.92 247:0.97 248:0.57 253:0.53 254:0.86 256:0.64 259:0.21 260:0.61 265:0.85 266:0.54 267:0.59 268:0.65 271:0.61 276:0.87 279:0.82 281:0.86 283:0.82 285:0.50 287:0.61 290:0.70 292:0.88 300:0.70\n1 10:0.87 11:0.81 12:0.69 17:0.47 18:0.94 21:0.22 27:0.45 29:0.77 30:0.10 34:0.75 36:0.18 37:0.50 39:0.51 43:0.26 45:0.87 55:0.92 64:0.77 66:0.51 69:0.79 70:0.95 71:0.91 74:0.48 81:0.28 86:0.74 91:0.06 98:0.46 101:0.65 108:0.63 122:0.92 123:0.61 124:0.91 126:0.24 127:0.67 129:0.05 131:0.61 133:0.94 135:0.89 139:0.71 144:0.85 145:0.54 146:0.86 147:0.05 149:0.44 150:0.31 154:0.50 157:0.96 159:0.87 166:0.72 170:0.82 172:0.78 173:0.56 174:0.83 177:0.05 178:0.55 179:0.36 182:0.88 187:0.68 197:0.83 212:0.47 216:0.77 222:0.48 227:0.61 229:0.61 231:0.70 235:0.22 239:0.86 241:0.32 242:0.60 243:0.07 244:0.61 245:0.70 246:0.61 247:0.88 253:0.40 254:0.86 257:0.93 259:0.21 265:0.48 266:0.89 267:0.73 271:0.61 276:0.78 287:0.61 300:0.84\n3 1:0.58 7:0.64 8:0.95 9:0.72 12:0.69 17:0.11 21:0.47 23:1.00 27:0.19 29:0.77 31:0.96 34:0.71 36:0.39 37:0.69 39:0.51 43:0.10 44:0.88 62:0.97 64:0.77 66:0.36 69:0.51 71:0.91 79:0.95 81:0.55 83:0.69 91:1.00 96:0.88 98:0.10 99:0.83 102:0.95 104:0.58 108:0.39 120:0.95 123:0.38 126:0.51 127:0.07 128:0.98 129:0.05 131:0.90 135:0.24 137:0.96 139:0.69 140:0.90 144:0.85 145:0.91 146:0.05 147:0.05 149:0.06 150:0.44 151:0.57 153:0.46 154:0.09 155:0.63 157:0.61 159:0.05 162:0.58 164:0.96 165:0.65 166:0.79 168:0.98 170:0.82 172:0.05 173:0.66 175:0.97 177:0.05 178:0.42 182:1.00 190:0.95 191:0.96 192:0.86 193:0.97 195:0.59 196:0.91 201:0.60 202:0.96 204:0.82 205:1.00 208:0.61 215:0.63 216:0.56 220:0.62 222:0.48 227:0.96 229:1.00 230:0.64 231:0.79 233:0.66 235:0.68 236:0.94 239:0.87 241:0.95 243:0.51 244:0.97 246:0.92 248:0.68 253:0.83 255:0.71 256:0.97 257:0.93 259:0.21 260:0.95 265:0.10 267:0.87 268:0.96 271:0.61 277:0.95 281:0.91 283:0.67 284:0.99 285:0.62 287:1.00 297:0.36\n3 1:0.59 8:0.91 9:0.75 11:0.55 12:0.69 17:0.49 18:0.71 21:0.40 23:0.97 27:0.25 29:0.77 30:0.45 31:0.93 34:0.67 36:0.42 37:0.89 39:0.51 41:0.82 43:0.56 45:0.77 66:0.45 69:0.43 70:0.47 71:0.91 74:0.48 79:0.92 81:0.50 83:0.69 86:0.60 91:0.94 96:0.98 97:0.97 98:0.26 99:0.83 101:0.47 104:0.54 108:0.33 114:0.76 120:0.97 122:0.55 123:0.32 124:0.67 126:0.32 127:0.54 128:0.97 129:0.05 131:0.90 133:0.62 135:0.49 137:0.93 139:0.59 140:0.99 144:0.85 145:0.54 146:0.28 147:0.35 149:0.47 150:0.44 151:0.72 153:0.93 154:0.45 155:0.65 157:0.87 158:0.75 159:0.38 162:0.68 164:0.95 165:0.65 166:0.80 168:0.97 170:0.82 172:0.32 173:0.51 175:0.91 176:0.62 177:0.38 179:0.84 182:1.00 190:0.95 191:0.95 192:0.98 196:0.87 201:0.56 202:0.93 205:0.98 208:0.64 212:0.50 215:0.67 216:0.36 220:0.62 222:0.48 227:0.96 229:1.00 231:0.79 235:0.52 241:0.83 242:0.53 243:0.58 244:0.93 245:0.52 246:0.96 247:0.47 248:0.68 253:0.97 255:0.74 256:0.94 257:0.84 259:0.21 260:0.97 265:0.28 266:0.47 267:0.73 268:0.94 271:0.61 276:0.33 277:0.87 279:0.79 283:0.82 284:0.94 285:0.62 287:1.00 290:0.76 297:0.36 300:0.33\n2 8:0.66 9:0.73 10:0.96 11:0.87 12:0.69 17:0.75 18:0.93 21:0.78 27:0.41 29:0.77 30:0.33 31:0.86 34:0.59 36:0.74 37:0.38 39:0.51 43:0.83 45:0.83 66:0.93 69:0.42 70:0.76 71:0.91 74:0.67 79:0.86 83:0.56 85:0.80 86:0.90 91:0.77 96:0.80 98:0.92 101:0.96 104:0.58 108:0.32 120:0.69 122:0.92 123:0.31 127:0.53 129:0.05 131:0.88 132:0.97 135:0.74 137:0.86 139:0.87 140:0.90 144:0.85 146:0.80 147:0.83 149:0.83 151:0.85 153:0.48 154:0.79 155:0.56 157:0.99 159:0.35 162:0.52 164:0.55 166:0.61 170:0.82 172:0.82 173:0.53 174:0.88 177:0.88 178:0.50 179:0.42 182:0.97 190:0.95 191:0.73 192:0.58 196:0.88 197:0.92 202:0.67 208:0.50 212:0.84 216:0.18 222:0.48 227:0.94 229:0.94 231:0.77 232:0.79 235:0.31 239:0.95 241:0.83 242:0.19 243:0.94 246:0.61 247:0.90 248:0.76 253:0.80 255:0.72 256:0.58 260:0.70 265:0.92 266:0.38 267:0.91 268:0.59 271:0.61 276:0.72 284:0.87 285:0.60 287:0.97 300:0.55\n2 10:0.97 11:0.81 12:0.69 17:0.57 18:0.97 21:0.40 22:0.93 27:0.15 29:0.77 30:0.55 31:0.87 32:0.66 34:0.52 36:0.54 37:0.58 39:0.51 43:0.57 44:0.86 45:0.95 47:0.93 48:0.91 64:0.77 66:0.97 69:0.19 70:0.62 71:0.91 74:0.61 76:0.85 77:0.70 79:0.87 81:0.27 83:0.69 86:0.93 91:0.53 97:0.89 98:0.95 101:0.65 104:0.87 108:0.15 122:0.93 123:0.15 126:0.24 127:0.67 129:0.05 131:0.80 135:0.65 137:0.87 139:0.90 140:0.80 144:0.85 145:0.92 146:0.91 147:0.93 149:0.72 150:0.30 151:0.50 153:0.48 154:0.53 155:0.50 157:0.99 158:0.75 159:0.52 162:0.57 166:0.72 170:0.82 172:0.92 173:0.24 174:0.96 177:0.88 178:0.42 179:0.27 182:0.96 187:0.68 190:0.98 192:0.46 193:0.97 195:0.70 196:0.91 197:0.97 202:0.54 204:0.80 208:0.61 212:0.89 216:0.50 220:0.91 222:0.48 227:0.83 229:0.61 231:0.75 232:0.91 235:0.42 239:0.96 241:0.30 242:0.27 243:0.97 244:0.61 246:0.61 247:0.97 248:0.50 253:0.47 254:0.80 256:0.45 259:0.21 262:0.93 265:0.95 266:0.27 267:0.85 268:0.46 271:0.61 276:0.85 279:0.76 281:0.91 282:0.75 283:0.82 284:0.87 285:0.46 287:0.61 300:0.55\n1 1:0.61 7:0.64 8:0.62 9:0.73 10:0.93 11:0.55 12:0.69 17:0.64 18:0.87 20:0.95 21:0.54 23:0.99 27:0.37 29:0.77 30:0.66 31:0.91 32:0.63 34:0.64 36:0.98 37:0.29 39:0.51 43:0.29 44:0.88 45:0.87 48:0.91 62:0.97 64:0.77 66:0.63 69:0.49 70:0.61 71:0.91 78:0.95 79:0.91 81:0.45 83:0.69 86:0.82 91:0.83 96:0.80 98:0.79 99:0.83 100:0.96 101:0.47 102:0.94 104:0.58 108:0.62 111:0.95 120:0.89 122:0.93 123:0.60 124:0.47 126:0.32 127:0.64 128:0.97 129:0.59 131:0.90 133:0.46 135:0.42 137:0.91 138:0.97 139:0.81 140:0.93 144:0.85 145:0.76 146:0.26 147:0.32 149:0.46 150:0.40 151:0.85 152:0.88 153:0.48 154:0.48 155:0.64 157:0.84 159:0.43 162:0.68 164:0.88 165:0.65 166:0.72 168:0.97 169:0.94 170:0.82 172:0.59 173:0.55 174:0.91 175:0.75 177:0.70 178:0.50 179:0.67 182:1.00 186:0.95 190:0.95 191:0.93 192:0.86 193:0.97 195:0.67 196:0.92 197:0.93 201:0.58 202:0.88 204:0.81 205:0.99 208:0.61 212:0.41 216:0.36 220:0.74 222:0.48 227:0.95 229:1.00 230:0.64 231:0.78 232:0.80 233:0.66 235:0.74 236:0.92 239:0.92 241:0.95 242:0.33 243:0.31 244:0.83 245:0.71 246:0.92 247:0.67 248:0.82 253:0.73 254:0.90 255:0.71 256:0.89 257:0.65 259:0.21 260:0.89 261:0.94 265:0.79 266:0.63 267:0.52 268:0.90 271:0.61 276:0.53 277:0.69 281:0.91 283:0.67 284:0.98 285:0.62 287:1.00 300:0.55\n0 1:0.67 9:0.75 10:0.93 11:0.81 12:0.69 17:0.88 18:0.91 21:0.22 22:0.93 23:0.98 27:0.72 29:0.77 30:0.38 31:0.91 33:0.97 34:0.34 36:0.56 39:0.51 43:0.40 45:0.89 47:0.93 62:0.97 64:0.77 66:0.36 69:0.17 70:0.78 71:0.91 74:0.51 75:0.98 79:0.91 81:0.74 83:0.69 86:0.84 91:0.73 96:0.87 97:0.94 98:0.59 99:0.95 101:0.65 104:0.95 106:0.81 108:0.84 114:0.88 117:0.86 120:0.79 122:0.93 123:0.83 124:0.77 126:0.54 127:0.86 128:0.97 129:0.59 131:0.90 133:0.74 135:0.70 137:0.91 139:0.83 140:0.45 144:0.85 146:0.43 147:0.50 149:0.42 150:0.60 151:0.65 153:0.83 154:0.66 155:0.65 157:0.97 158:0.81 159:0.68 162:0.83 164:0.75 165:0.81 166:0.85 168:0.97 170:0.82 172:0.63 173:0.16 174:0.93 176:0.70 177:0.88 179:0.50 182:1.00 187:0.39 190:0.95 192:0.98 196:0.93 197:0.93 201:0.66 202:0.66 205:0.97 206:0.81 208:0.64 212:0.51 215:0.79 216:0.23 219:0.94 220:0.82 222:0.48 226:0.95 227:0.96 229:1.00 231:0.79 232:0.97 235:0.52 236:0.95 239:0.94 241:0.30 242:0.32 243:0.31 244:0.61 245:0.78 246:1.00 247:0.76 248:0.67 253:0.84 254:0.84 255:0.78 256:0.68 259:0.21 260:0.79 262:0.93 265:0.60 266:0.75 267:0.65 268:0.72 271:0.61 276:0.69 279:0.79 283:0.66 284:0.94 285:0.62 287:1.00 290:0.88 291:0.97 292:0.87 297:0.36 300:0.70\n1 1:0.64 7:0.69 8:0.68 9:0.74 10:0.96 11:0.87 12:0.69 17:0.64 18:0.94 27:0.28 29:0.77 30:0.60 31:0.89 32:0.66 34:0.87 36:0.96 37:0.48 39:0.51 43:0.67 44:0.86 45:0.96 48:0.91 60:0.87 66:0.98 69:0.05 70:0.62 71:0.91 74:0.80 75:0.99 77:0.89 79:0.89 81:0.60 83:0.69 85:0.72 86:0.91 91:0.79 96:0.88 97:0.99 98:0.97 99:0.83 101:0.96 104:0.91 106:0.81 108:0.05 114:0.92 117:0.86 120:0.79 122:0.55 123:0.05 126:0.32 127:0.76 129:0.05 131:0.88 132:0.97 135:0.81 137:0.89 139:0.91 140:0.45 144:0.85 145:0.65 146:0.93 147:0.94 149:0.81 150:0.56 151:0.93 153:0.80 154:0.56 155:0.57 157:1.00 158:0.92 159:0.56 162:0.81 164:0.68 165:0.65 166:0.80 170:0.82 172:0.94 173:0.13 174:0.94 176:0.62 177:0.88 179:0.24 182:0.98 187:0.39 190:0.95 191:0.70 192:0.86 193:0.96 195:0.72 196:0.92 197:0.95 201:0.60 202:0.61 204:0.83 206:0.81 208:0.64 212:0.86 215:0.96 216:0.48 219:0.95 222:0.48 226:0.98 227:0.94 229:0.94 230:0.71 231:0.78 232:0.98 233:0.76 235:0.05 239:0.97 241:0.27 242:0.15 243:0.98 246:0.97 247:0.96 248:0.86 253:0.90 255:0.72 256:0.64 260:0.80 265:0.97 266:0.27 267:0.84 268:0.66 271:0.61 276:0.88 279:0.82 281:0.86 282:0.75 283:0.82 284:0.87 285:0.60 287:0.97 290:0.92 292:0.95 297:0.36 300:0.55\n1 1:0.60 7:0.69 8:0.81 9:0.71 10:0.96 11:0.81 12:0.69 17:0.30 18:0.97 21:0.22 27:0.15 29:0.77 30:0.45 31:0.89 32:0.66 34:0.53 36:0.50 37:0.58 39:0.51 43:0.57 44:0.86 45:0.95 48:0.91 64:0.77 66:0.97 69:0.17 70:0.76 71:0.91 74:0.59 77:0.70 79:0.88 81:0.37 83:0.69 86:0.91 91:0.54 96:0.73 97:0.97 98:0.96 101:0.65 104:0.97 108:0.14 114:0.69 120:0.58 122:0.93 123:0.13 126:0.32 127:0.69 129:0.05 131:0.88 135:0.88 137:0.89 138:0.96 139:0.89 140:0.80 144:0.85 145:0.92 146:0.92 147:0.94 149:0.73 150:0.42 151:0.63 153:0.72 154:0.47 155:0.63 157:0.99 158:0.76 159:0.55 162:0.59 164:0.54 166:0.75 170:0.82 172:0.92 173:0.21 174:0.95 176:0.56 177:0.88 178:0.42 179:0.27 182:0.98 187:0.87 190:0.95 191:0.70 192:0.86 193:0.97 195:0.72 196:0.91 197:0.97 201:0.57 202:0.62 204:0.82 208:0.64 212:0.78 216:0.50 219:0.87 220:0.82 222:0.48 227:0.94 229:0.94 230:0.71 231:0.78 233:0.76 235:0.31 239:0.95 241:0.51 242:0.27 243:0.97 244:0.61 246:0.61 247:0.97 248:0.62 253:0.60 254:0.84 255:0.70 256:0.58 259:0.21 260:0.58 265:0.96 266:0.38 267:0.96 268:0.61 271:0.61 276:0.86 279:0.81 281:0.91 282:0.75 283:0.82 284:0.90 285:0.60 286:0.99 287:0.97 290:0.69 292:0.88 300:0.55\n0 1:0.68 10:0.96 11:0.81 12:0.69 17:0.97 18:0.91 21:0.05 27:0.67 29:0.77 30:0.75 34:0.34 36:0.40 37:0.74 39:0.51 43:0.56 45:0.94 64:0.77 66:0.60 69:0.47 70:0.66 71:0.91 74:0.52 81:0.81 83:0.69 86:0.89 91:0.29 97:0.89 98:0.69 101:0.65 104:0.91 106:0.81 108:0.80 114:0.95 117:0.86 122:0.93 123:0.79 124:0.63 126:0.54 127:0.77 129:0.59 131:0.61 133:0.64 135:0.82 139:0.85 144:0.85 146:0.32 147:0.38 149:0.71 150:0.66 154:0.60 155:0.53 157:0.99 158:0.75 159:0.65 165:0.93 166:0.86 170:0.82 172:0.79 173:0.38 174:0.95 176:0.73 177:0.88 178:0.55 179:0.40 182:1.00 187:0.39 192:0.55 197:0.96 201:0.67 206:0.81 208:0.64 212:0.61 215:0.91 216:0.16 222:0.48 227:0.61 229:0.61 231:0.78 232:0.95 235:0.42 236:0.97 239:0.94 241:0.05 242:0.41 243:0.29 244:0.61 245:0.85 246:1.00 247:0.82 253:0.67 259:0.21 265:0.69 266:0.75 267:0.28 271:0.61 276:0.75 279:0.76 283:0.82 287:0.61 290:0.95 297:0.36 300:0.84\n1 1:0.69 10:0.93 11:0.55 12:0.69 17:0.40 18:0.94 22:0.93 27:0.25 29:0.77 30:0.38 33:0.97 34:0.69 36:0.25 37:0.89 39:0.51 43:0.43 45:0.88 47:0.93 64:0.77 66:0.80 69:0.61 70:0.65 71:0.91 75:0.96 81:0.82 83:0.69 86:0.84 91:0.37 97:0.89 98:0.83 101:0.47 104:0.54 108:0.46 114:0.98 122:0.93 123:0.44 124:0.39 126:0.54 127:0.55 129:0.05 131:0.61 133:0.43 135:0.86 139:0.81 144:0.85 146:0.88 147:0.90 149:0.56 150:0.71 154:0.26 155:0.53 157:0.85 159:0.54 165:0.93 166:0.86 170:0.82 172:0.77 173:0.58 174:0.92 175:0.75 176:0.73 177:0.70 178:0.55 179:0.48 182:1.00 187:0.21 192:0.55 197:0.94 201:0.68 208:0.64 212:0.29 215:0.96 216:0.36 219:0.90 222:0.48 226:0.98 227:0.61 229:0.61 231:0.78 235:0.31 236:0.97 239:0.93 241:0.15 242:0.38 243:0.82 244:0.83 245:0.70 246:1.00 247:0.79 253:0.69 254:0.86 257:0.65 259:0.21 262:0.93 265:0.83 266:0.54 267:0.52 271:0.61 276:0.68 277:0.69 279:0.76 287:0.61 290:0.98 291:0.97 292:0.95 297:0.36 300:0.43\n0 1:0.61 7:0.64 8:0.61 10:0.91 11:0.81 12:0.69 17:0.49 18:0.78 21:0.22 22:0.93 27:0.21 29:0.77 30:0.60 32:0.62 33:0.97 34:0.97 36:0.71 37:0.66 39:0.51 43:0.26 44:0.88 45:0.88 47:0.93 66:0.51 69:0.83 70:0.60 71:0.91 74:0.39 81:0.53 83:0.56 86:0.75 91:0.51 98:0.38 99:0.83 101:0.65 102:0.95 104:0.95 106:0.81 108:0.82 114:0.82 117:0.86 122:0.93 123:0.81 124:0.56 126:0.32 127:0.26 129:0.59 131:0.61 133:0.47 135:0.89 139:0.74 144:0.85 145:0.70 146:0.47 147:0.54 149:0.25 150:0.48 154:0.35 155:0.48 157:0.98 158:0.72 159:0.45 165:0.65 166:0.80 170:0.82 172:0.59 173:0.81 174:0.89 176:0.62 177:0.88 178:0.55 179:0.41 182:0.97 187:0.68 192:0.47 195:0.77 197:0.89 201:0.58 206:0.81 208:0.50 212:0.73 215:0.79 216:0.54 222:0.48 227:0.61 229:0.61 230:0.64 231:0.76 232:0.98 233:0.66 235:0.31 239:0.90 241:0.47 242:0.24 243:0.43 244:0.61 245:0.79 246:0.97 247:0.86 253:0.58 254:0.97 259:0.21 262:0.93 265:0.40 266:0.54 267:0.28 271:0.61 276:0.54 287:0.61 290:0.82 291:0.97 297:0.36 300:0.55\n1 7:0.66 8:0.86 9:0.70 10:0.95 11:0.81 12:0.69 17:0.34 18:0.97 21:0.59 23:0.96 27:0.15 29:0.77 30:0.44 31:0.87 32:0.63 34:0.56 36:0.62 37:0.58 39:0.51 43:0.57 44:0.88 45:0.95 48:0.91 62:0.96 64:0.77 66:0.45 69:0.25 70:0.75 71:0.91 74:0.49 75:0.98 76:0.94 79:0.87 81:0.26 83:0.69 86:0.89 91:0.44 96:0.69 97:0.94 98:0.58 101:0.65 102:0.96 108:0.85 122:0.93 123:0.84 124:0.69 126:0.24 127:0.73 128:0.95 129:0.59 131:0.84 133:0.67 135:0.86 137:0.87 139:0.90 140:0.45 144:0.85 145:0.58 146:0.78 147:0.82 149:0.74 150:0.28 151:0.51 153:0.69 154:0.22 155:0.57 157:0.99 158:0.75 159:0.72 162:0.86 166:0.72 168:0.95 170:0.82 172:0.84 173:0.18 174:0.95 177:0.88 179:0.26 182:0.96 187:0.87 190:0.89 192:0.58 193:0.96 195:0.84 196:0.90 197:0.96 202:0.46 204:0.85 205:0.95 208:0.64 212:0.72 216:0.50 219:0.94 220:0.96 222:0.48 226:0.95 227:0.91 229:0.88 230:0.68 231:0.76 233:0.65 235:0.68 239:0.96 241:0.01 242:0.22 243:0.36 244:0.61 245:0.94 246:0.61 247:0.96 248:0.50 253:0.41 254:0.84 255:0.69 256:0.45 259:0.21 265:0.60 266:0.63 267:0.82 268:0.55 271:0.61 276:0.86 279:0.81 281:0.86 283:0.82 284:0.90 285:0.60 287:0.94 292:0.86 300:0.55\n2 1:0.69 8:0.88 9:0.79 10:0.86 11:0.81 12:0.69 17:0.96 18:0.84 20:0.94 23:0.97 27:0.25 29:0.77 30:0.13 31:0.95 34:0.77 36:0.76 37:0.84 39:0.51 41:0.82 43:0.29 44:0.88 45:0.87 62:0.97 64:0.77 66:0.72 69:0.77 70:0.83 71:0.91 74:0.49 78:0.97 79:0.94 81:0.82 83:0.69 86:0.70 91:0.61 96:0.88 97:0.94 98:0.85 100:0.96 101:0.65 102:0.95 104:0.82 106:0.81 108:0.61 111:0.96 114:0.98 117:0.86 120:0.80 123:0.58 124:0.43 126:0.54 127:0.62 128:0.98 129:0.05 131:0.90 133:0.45 135:0.96 137:0.95 139:0.74 140:0.45 144:0.85 145:0.67 146:0.89 147:0.43 149:0.48 150:0.71 151:0.91 152:0.88 153:0.72 154:0.38 155:0.66 157:0.98 158:0.75 159:0.56 162:0.86 164:0.72 165:0.93 166:0.86 168:0.98 169:0.94 170:0.82 172:0.79 173:0.77 174:0.88 176:0.73 177:0.70 179:0.43 182:1.00 186:0.96 187:0.21 192:0.99 193:0.97 195:0.74 196:0.92 197:0.89 201:0.68 202:0.58 204:0.83 205:0.95 206:0.81 208:0.64 212:0.41 215:0.96 216:0.40 222:0.48 227:0.96 229:1.00 231:0.79 232:0.89 235:0.31 236:0.97 239:0.89 241:0.07 242:0.18 243:0.23 244:0.83 245:0.82 246:1.00 247:0.92 248:0.81 253:0.86 254:0.80 255:0.94 256:0.64 257:0.65 259:0.21 260:0.80 261:0.94 265:0.85 266:0.63 267:0.96 268:0.66 271:0.61 276:0.73 279:0.78 281:0.91 283:0.82 284:0.91 285:0.62 287:1.00 290:0.98 297:0.36 300:0.55\n2 8:0.89 9:0.74 11:0.55 12:0.69 17:0.20 18:0.79 21:0.40 25:0.88 27:0.25 29:0.77 30:0.62 31:0.92 34:0.85 36:0.57 37:0.55 39:0.51 43:0.25 45:0.77 55:0.52 64:0.77 66:0.36 69:0.65 70:0.40 71:0.91 74:0.37 79:0.92 81:0.27 83:0.56 86:0.63 87:0.98 91:0.77 96:0.90 98:0.35 101:0.47 104:0.58 108:0.73 120:0.86 122:0.55 123:0.71 124:0.60 126:0.24 127:0.47 129:0.59 131:0.88 133:0.47 135:0.61 137:0.92 139:0.62 140:0.93 144:0.76 146:0.33 147:0.40 149:0.33 150:0.30 151:0.85 153:0.48 154:0.21 155:0.56 157:0.88 159:0.35 162:0.67 164:0.80 166:0.72 170:0.82 172:0.32 173:0.76 175:0.91 177:0.38 179:0.80 182:0.89 187:0.39 190:0.95 191:0.86 192:0.58 196:0.88 202:0.79 208:0.50 212:0.42 216:0.49 219:0.87 220:0.91 222:0.48 227:0.94 229:0.94 231:0.74 235:0.42 241:0.74 242:0.29 243:0.48 244:0.93 245:0.62 246:0.61 247:0.55 248:0.89 253:0.84 255:0.73 256:0.81 257:0.84 259:0.21 260:0.86 265:0.37 266:0.54 267:0.73 268:0.82 271:0.61 276:0.30 277:0.87 283:0.67 284:0.96 285:0.60 287:0.97 292:0.88 300:0.33\n0 1:0.56 8:0.60 9:0.74 10:0.95 11:0.55 12:0.69 17:0.84 18:0.93 21:0.71 23:1.00 27:0.28 29:0.77 30:0.72 31:1.00 34:0.67 36:0.55 37:0.26 39:0.51 43:0.56 45:0.89 62:1.00 64:0.77 66:0.82 69:0.29 70:0.45 71:0.91 75:0.96 79:1.00 81:0.48 83:0.56 86:0.87 91:0.83 96:0.74 97:0.97 98:0.71 99:0.83 101:0.47 108:0.22 120:0.95 122:0.93 123:0.22 124:0.37 126:0.51 127:0.62 128:1.00 129:0.05 131:0.90 133:0.37 135:0.49 137:1.00 139:0.85 140:0.95 144:0.76 146:0.61 147:0.67 149:0.69 150:0.38 151:0.82 153:0.94 154:0.45 155:0.58 157:0.85 159:0.36 162:0.79 164:0.94 165:0.65 166:0.79 168:1.00 170:0.82 172:0.70 173:0.41 174:0.93 175:0.75 177:0.70 179:0.61 182:0.79 190:0.89 191:0.70 192:0.86 196:0.99 197:0.96 201:0.54 202:0.93 205:1.00 208:0.61 212:0.87 215:0.48 216:0.21 219:0.90 220:0.74 222:0.48 226:0.96 227:0.95 229:0.88 231:0.78 235:0.95 236:0.94 239:0.94 241:0.86 242:0.62 243:0.83 244:0.83 245:0.56 246:0.92 247:0.47 248:0.96 253:0.51 254:0.97 255:0.78 256:0.95 257:0.65 259:0.21 260:0.94 265:0.72 266:0.38 267:0.59 268:0.96 271:0.61 276:0.53 277:0.69 279:0.79 283:0.67 284:1.00 285:0.62 287:0.94 292:0.88 297:0.36 300:0.43\n1 8:0.74 10:0.92 11:0.49 17:0.32 18:0.69 21:0.54 23:0.95 27:0.41 29:0.71 30:0.09 33:0.97 34:0.68 36:0.73 37:0.44 39:0.74 43:0.12 44:0.85 45:0.90 55:0.71 62:0.97 66:0.86 69:0.55 70:0.95 71:0.65 74:0.43 75:0.95 81:0.25 86:0.64 91:0.49 98:0.86 101:0.52 102:0.94 108:0.42 122:0.98 123:0.41 124:0.38 126:0.22 127:0.63 128:0.97 129:0.05 133:0.43 135:0.80 139:0.63 140:0.45 145:0.92 146:0.96 147:0.97 149:0.17 150:0.27 151:0.75 153:0.48 154:0.15 159:0.74 162:0.62 168:0.97 170:0.90 172:0.93 173:0.39 174:0.98 177:0.99 179:0.22 187:0.68 190:0.99 192:0.46 193:0.95 195:0.90 197:0.98 202:0.50 205:0.95 212:0.78 216:0.75 220:0.62 222:0.25 226:0.96 232:0.95 235:0.60 236:0.91 239:0.91 241:0.03 242:0.14 243:0.86 244:0.83 245:0.88 247:0.97 248:0.69 253:0.37 254:0.97 255:0.70 256:0.45 259:0.21 264:0.90 265:0.86 266:0.75 267:0.69 268:0.46 271:0.95 275:0.91 276:0.88 285:0.47 291:0.97 294:0.93 300:0.84\n0 1:0.59 8:0.79 9:0.72 10:0.83 11:0.46 17:0.36 18:0.67 21:0.05 27:0.54 29:0.71 30:0.32 32:0.63 34:0.45 36:0.98 37:0.46 39:0.74 43:0.10 45:0.87 55:0.71 66:0.49 69:0.64 70:0.77 71:0.65 74:0.47 76:0.94 77:0.70 81:0.35 83:0.54 86:0.61 91:0.73 96:0.85 97:0.94 98:0.71 99:0.83 101:0.47 108:0.87 114:0.81 117:0.86 120:0.73 122:0.90 123:0.86 124:0.72 126:0.26 127:0.68 129:0.05 133:0.72 135:0.81 139:0.59 140:0.80 145:0.91 146:0.85 147:0.87 149:0.25 150:0.34 151:0.81 153:0.78 154:0.10 155:0.52 158:0.73 159:0.80 162:0.69 164:0.68 165:0.63 170:0.90 172:0.85 173:0.45 174:0.88 176:0.59 177:0.99 178:0.42 179:0.26 187:0.39 190:0.99 191:0.79 192:0.58 195:0.93 197:0.91 201:0.56 202:0.65 208:0.49 212:0.56 215:0.91 216:0.67 220:0.62 222:0.25 232:0.89 235:0.12 239:0.82 241:0.35 242:0.59 243:0.40 244:0.98 245:0.90 247:0.90 248:0.80 253:0.81 254:0.88 255:0.71 256:0.64 259:0.21 260:0.73 264:0.90 265:0.71 266:0.75 267:0.85 268:0.67 271:0.95 275:0.93 276:0.86 277:0.95 279:0.75 282:0.72 283:0.67 285:0.47 290:0.81 294:0.92 297:0.36 300:0.70\n0 8:0.81 10:0.91 11:0.49 17:0.93 18:0.64 21:0.13 27:0.53 29:0.71 30:0.31 34:0.92 36:0.87 37:0.82 39:0.74 43:0.13 45:0.83 55:0.59 66:0.48 69:0.08 70:0.92 71:0.65 74:0.44 75:0.95 76:0.94 77:0.89 81:0.27 86:0.60 87:0.98 91:0.53 98:0.55 101:0.52 102:0.94 108:0.07 122:0.92 123:0.07 124:0.80 126:0.22 127:0.89 129:0.05 133:0.81 135:0.90 139:0.59 145:0.72 146:0.79 147:0.82 149:0.19 150:0.30 154:0.15 159:0.76 170:0.90 172:0.81 173:0.10 174:0.97 177:0.99 178:0.55 179:0.33 187:0.21 192:0.49 193:0.95 195:0.87 197:0.98 212:0.69 216:0.32 222:0.25 226:0.96 232:0.72 235:0.12 236:0.91 239:0.90 241:0.05 242:0.14 243:0.60 244:0.97 245:0.86 247:0.94 253:0.37 254:0.94 259:0.21 264:0.90 265:0.56 266:0.80 267:0.82 271:0.95 275:0.91 276:0.82 282:0.72 294:0.93 300:0.84\n0 8:0.86 10:0.90 11:0.49 17:0.79 18:0.62 21:0.30 23:0.95 27:0.71 29:0.71 30:0.20 32:0.64 34:0.36 36:0.96 37:0.70 39:0.74 43:0.11 45:0.92 55:0.71 62:0.96 66:0.12 69:0.97 70:0.96 71:0.65 74:0.40 75:0.95 76:0.94 77:0.70 81:0.26 86:0.61 91:0.42 98:0.38 101:0.65 102:0.94 108:0.90 122:0.93 123:0.90 124:0.96 126:0.22 127:0.92 128:0.96 129:0.05 133:0.95 135:0.89 139:0.59 140:0.45 145:0.94 146:0.88 147:0.79 149:0.21 150:0.28 151:0.53 153:0.48 154:0.06 159:0.93 162:0.86 168:0.96 170:0.90 172:0.76 173:0.93 174:0.99 177:0.99 179:0.17 187:0.21 190:1.00 193:0.95 195:0.99 197:0.98 202:0.36 205:0.95 212:0.29 216:0.12 220:0.82 222:0.25 226:0.96 235:0.31 236:0.91 239:0.90 241:0.24 242:0.16 243:0.19 244:0.97 245:0.92 247:0.98 248:0.53 251:1.00 253:0.35 254:0.80 256:0.45 257:0.65 259:0.21 264:0.90 265:0.40 266:0.92 267:0.97 268:0.46 271:0.95 275:0.96 276:0.94 277:0.87 282:0.73 285:0.45 294:0.94 300:0.94\n0 8:0.83 9:0.71 10:0.80 11:0.46 17:0.18 18:0.58 21:0.30 27:0.21 29:0.71 30:0.16 31:0.89 34:0.20 36:0.76 37:0.74 39:0.74 43:0.09 45:0.95 55:0.84 66:0.08 69:0.85 70:0.99 71:0.65 74:0.51 76:0.94 79:0.89 81:0.26 83:0.56 86:0.58 91:0.87 96:0.99 98:0.33 101:0.47 108:0.71 114:0.71 117:0.86 120:0.79 122:0.90 123:0.69 124:0.99 126:0.22 127:0.95 129:0.59 133:0.99 135:0.23 137:0.89 139:0.56 140:0.97 146:0.97 147:0.36 149:0.26 150:0.28 151:0.93 153:0.98 154:0.05 155:0.54 158:0.73 159:0.98 162:0.55 164:0.68 170:0.90 172:0.84 173:0.33 174:0.89 175:0.97 176:0.59 177:0.05 179:0.11 187:0.39 190:0.99 191:0.87 192:0.87 196:0.87 197:0.80 202:0.95 208:0.50 212:0.27 216:0.95 222:0.25 232:0.85 235:0.31 239:0.79 241:0.64 242:0.75 243:0.06 244:0.98 245:0.95 247:0.96 248:0.85 253:0.98 254:0.80 255:0.70 256:0.95 257:0.99 259:0.21 260:0.78 264:0.90 265:0.35 266:0.98 267:1.00 268:0.95 271:0.95 275:0.96 276:0.98 277:0.95 284:0.91 285:0.55 290:0.71 294:0.93 300:0.94\n1 10:0.90 11:0.46 17:0.78 18:0.62 21:0.40 23:0.95 27:0.39 29:0.71 30:0.26 33:0.97 34:0.71 36:0.66 37:0.59 39:0.74 43:0.11 45:0.77 55:0.45 62:0.96 66:0.36 69:0.17 70:0.89 71:0.65 74:0.53 81:0.30 86:0.60 91:0.42 98:0.76 101:0.47 108:0.14 114:0.70 122:0.90 123:0.13 124:0.77 126:0.26 127:0.83 128:0.96 129:0.05 133:0.74 135:0.87 139:0.58 140:0.45 146:0.95 147:0.96 149:0.18 150:0.31 151:0.57 153:0.48 154:0.11 159:0.81 162:0.86 168:0.96 170:0.90 172:0.90 173:0.11 174:0.97 176:0.59 177:0.99 179:0.18 187:0.87 190:1.00 192:0.45 197:0.97 201:0.54 202:0.36 205:0.95 212:0.83 216:0.62 220:0.74 222:0.25 232:0.83 235:0.52 236:0.91 239:0.88 241:0.44 242:0.70 243:0.51 244:0.97 245:0.95 247:0.94 248:0.55 253:0.54 254:0.90 256:0.45 259:0.21 264:0.90 265:0.76 266:0.63 267:0.59 268:0.46 271:0.95 275:0.91 276:0.93 285:0.45 290:0.70 291:0.97 294:0.93 300:0.70\n1 8:0.78 9:0.73 10:0.92 11:0.42 17:0.40 18:0.63 21:0.54 23:0.95 27:0.41 29:0.71 30:0.27 33:0.97 34:0.87 36:0.22 37:0.44 39:0.74 43:0.12 45:0.66 55:0.59 62:0.97 66:0.63 69:0.47 70:0.97 71:0.65 74:0.38 75:0.95 77:0.89 81:0.25 83:0.60 86:0.60 91:0.33 98:0.76 101:0.45 102:0.94 108:0.36 122:0.98 123:0.34 124:0.65 126:0.22 127:0.87 128:0.97 129:0.05 133:0.73 135:0.47 139:0.59 140:0.45 143:0.99 145:0.89 146:0.96 147:0.97 149:0.16 150:0.27 151:0.75 153:0.48 154:0.13 155:0.58 159:0.85 162:0.86 168:0.97 170:0.90 172:0.91 173:0.23 174:0.99 175:0.75 177:0.99 179:0.24 187:0.68 190:0.98 192:0.58 193:0.95 195:0.94 197:0.99 202:0.36 205:0.95 208:0.54 212:0.48 216:0.75 220:0.62 222:0.25 226:0.96 235:0.60 236:0.91 239:0.91 241:0.01 242:0.27 243:0.69 244:0.98 245:0.91 247:0.84 248:0.70 253:0.34 254:0.94 255:0.73 256:0.45 257:0.65 259:0.21 264:0.90 265:0.76 266:0.87 267:0.52 268:0.46 271:0.95 275:0.91 276:0.88 277:0.69 282:0.72 285:0.55 291:0.97 294:0.93 300:0.94\n0 1:0.58 7:0.65 8:0.73 10:0.84 11:0.46 17:0.76 18:0.60 21:0.13 27:0.49 29:0.71 30:0.11 34:0.88 36:0.99 37:0.64 39:0.74 43:0.09 45:0.73 55:0.42 66:0.29 69:0.87 70:0.98 71:0.65 74:0.37 75:0.95 76:0.97 77:0.70 81:0.41 83:0.54 86:0.58 91:0.57 98:0.46 99:0.83 101:0.47 102:0.94 108:0.82 114:0.80 122:0.97 123:0.81 124:0.74 126:0.32 127:0.57 129:0.59 133:0.67 135:0.72 139:0.57 145:0.47 146:0.33 147:0.51 149:0.11 150:0.37 154:0.12 155:0.48 158:0.73 159:0.60 165:0.63 170:0.90 172:0.37 173:0.88 174:0.90 175:0.97 176:0.59 177:0.70 178:0.55 179:0.70 187:0.68 192:0.57 193:0.95 195:0.79 197:0.91 201:0.60 204:0.78 208:0.49 212:0.16 215:0.84 216:0.43 222:0.25 226:0.95 230:0.67 232:0.88 233:0.65 235:0.31 236:0.91 239:0.86 241:0.01 242:0.16 243:0.38 244:0.99 245:0.67 247:0.84 253:0.57 257:0.97 259:0.21 264:0.90 265:0.48 266:0.75 267:0.73 271:0.95 275:0.91 276:0.49 277:0.95 282:0.72 290:0.80 294:0.92 297:0.36 300:0.84\n0 8:0.75 10:0.91 11:0.46 17:0.53 18:0.58 21:0.40 23:0.98 27:0.44 29:0.71 30:0.10 34:0.59 36:0.42 37:0.62 39:0.74 43:0.06 45:0.91 55:0.71 62:0.97 66:0.09 69:0.71 70:0.99 71:0.65 74:0.36 75:0.95 76:0.85 81:0.30 86:0.57 91:0.53 96:0.80 98:0.25 101:0.47 102:0.94 108:0.54 122:0.98 123:0.99 124:0.99 126:0.26 127:0.87 128:0.98 129:0.05 133:0.99 135:0.81 139:0.56 140:0.45 145:0.42 146:0.89 147:0.91 149:0.15 150:0.32 151:0.85 153:0.48 154:0.09 158:0.73 159:0.97 162:0.59 168:0.98 170:0.90 172:0.78 173:0.19 174:0.99 175:0.91 177:0.96 179:0.15 187:0.21 190:0.99 191:0.76 192:0.57 193:0.95 195:1.00 197:0.99 201:0.54 202:0.73 205:0.98 212:0.18 216:0.44 220:0.91 222:0.25 226:0.98 232:0.80 235:0.52 236:0.91 239:0.90 241:0.21 242:0.24 243:0.31 244:0.98 245:0.88 247:0.98 248:0.82 253:0.72 254:0.93 255:0.71 256:0.71 257:0.84 259:0.21 264:0.90 265:0.26 266:0.98 267:0.69 268:0.73 271:0.95 275:0.97 276:0.95 277:0.98 285:0.50 294:0.93 300:0.94\n1 8:0.77 10:0.92 11:0.46 17:0.16 18:0.59 21:0.13 23:0.99 27:0.34 29:0.71 30:0.36 31:0.89 34:0.30 36:0.93 37:0.54 39:0.74 43:0.12 45:0.81 55:0.59 62:0.98 66:0.80 69:0.37 70:0.89 71:0.65 74:0.36 75:0.95 77:0.70 79:0.89 81:0.33 82:0.98 86:0.58 88:0.98 91:0.70 96:0.74 98:0.72 101:0.47 102:0.94 108:0.29 122:0.98 123:0.28 124:0.40 126:0.26 127:0.36 128:0.99 129:0.05 133:0.59 135:0.73 137:0.89 139:0.56 140:0.45 145:0.96 146:0.95 147:0.96 149:0.17 150:0.35 151:0.75 153:0.48 154:0.16 159:0.77 162:0.66 168:0.99 170:0.90 172:0.90 173:0.17 174:0.99 175:0.75 177:0.99 179:0.22 187:0.87 190:0.99 192:0.48 193:0.95 195:0.94 196:0.87 197:0.99 201:0.55 202:0.82 205:0.99 212:0.70 216:0.85 220:0.74 222:0.25 226:0.95 235:0.22 236:0.91 239:0.91 241:0.41 242:0.71 243:0.82 244:0.97 245:0.81 247:0.92 248:0.88 253:0.53 254:0.93 255:0.71 256:0.85 257:0.65 259:0.21 264:0.90 265:0.72 266:0.80 267:0.44 268:0.84 271:0.95 275:0.94 276:0.84 277:0.69 282:0.73 284:0.87 285:0.55 294:0.95 300:0.94\n0 8:0.84 10:0.93 17:0.62 18:0.72 21:0.05 23:0.98 27:0.72 29:0.71 30:0.54 33:0.97 34:0.81 36:0.74 37:0.79 39:0.74 43:0.06 55:0.71 62:0.98 66:0.20 69:0.84 70:0.61 71:0.65 74:0.26 75:0.95 81:0.28 86:0.63 91:0.87 98:0.58 108:0.70 122:0.98 123:0.68 124:0.85 126:0.22 127:0.91 128:0.98 129:0.05 133:0.81 135:0.79 139:0.61 140:0.45 146:0.92 147:0.72 149:0.20 150:0.31 151:0.64 153:0.82 154:0.09 159:0.87 162:0.83 168:0.98 170:0.90 172:0.82 173:0.66 174:1.00 175:0.99 177:0.38 179:0.19 187:0.21 190:1.00 197:1.00 202:0.64 205:0.98 212:0.71 216:0.22 220:0.62 222:0.25 226:0.96 235:0.05 236:0.91 239:0.92 241:0.21 242:0.80 243:0.21 244:0.99 245:0.96 247:0.60 248:0.66 253:0.24 254:0.80 256:0.68 257:0.99 259:0.21 264:0.90 265:0.59 266:0.54 267:0.52 268:0.70 271:0.95 276:0.93 277:0.98 285:0.45 291:0.97 300:0.55\n0 8:0.64 9:0.70 10:0.81 11:0.46 17:0.64 18:0.92 21:0.22 27:0.30 29:0.71 30:0.11 31:0.90 34:0.56 36:0.87 37:0.57 39:0.74 43:0.21 45:0.95 55:0.59 64:0.77 66:0.51 69:0.84 70:0.92 71:0.65 74:0.51 79:0.90 81:0.34 83:0.54 86:0.78 91:0.25 96:0.75 97:0.89 98:0.72 101:0.47 108:0.94 117:0.86 120:0.57 122:0.90 123:0.94 124:0.91 126:0.26 127:0.96 129:0.59 133:0.94 135:0.82 137:0.90 138:0.96 139:0.73 140:0.45 146:0.75 147:0.45 149:0.37 150:0.36 151:0.53 153:0.48 154:0.16 155:0.52 158:0.73 159:0.92 162:0.86 164:0.65 170:0.90 172:0.96 173:0.55 174:0.83 175:0.75 177:0.88 179:0.14 187:0.39 190:1.00 192:0.86 196:0.90 197:0.81 201:0.55 202:0.62 208:0.50 212:0.61 216:0.67 219:0.88 220:0.93 222:0.25 235:0.31 239:0.80 241:0.21 242:0.54 243:0.16 244:0.97 245:0.94 247:0.98 248:0.52 253:0.59 255:0.70 256:0.68 257:0.93 259:0.21 260:0.57 264:0.90 265:0.72 266:0.94 267:1.00 268:0.71 271:0.95 275:0.94 276:0.96 277:0.69 279:0.75 283:0.65 284:0.94 285:0.55 292:0.88 294:0.94 300:0.84\n0 10:0.80 11:0.42 17:0.69 18:0.66 21:0.78 27:0.72 29:0.71 30:0.43 34:0.31 36:0.85 39:0.74 43:0.06 45:0.87 66:0.11 69:0.99 70:0.64 71:0.65 74:0.27 86:0.60 91:0.49 98:0.19 101:0.45 108:0.91 122:0.83 123:0.90 124:0.94 127:0.68 129:0.05 133:0.94 135:0.76 139:0.58 146:0.38 147:0.05 149:0.10 154:0.06 159:0.95 163:0.88 170:0.90 172:0.27 173:0.99 174:0.83 175:0.99 177:0.05 178:0.55 179:0.59 187:0.21 197:0.82 212:0.16 216:0.18 222:0.25 235:0.05 239:0.80 241:0.24 242:0.24 243:0.10 244:0.99 245:0.60 247:0.88 253:0.24 257:0.99 259:0.21 264:0.90 265:0.20 266:0.92 267:0.44 271:0.95 275:0.96 276:0.62 277:0.99 294:0.92 300:0.55\n1 1:0.57 10:0.83 11:0.46 17:0.38 18:0.82 21:0.59 27:0.45 29:0.71 30:0.38 34:0.80 36:0.17 37:0.50 39:0.74 43:0.08 45:0.77 55:0.92 64:0.77 66:0.33 69:0.91 70:0.90 71:0.65 74:0.35 77:0.70 81:0.42 83:0.56 86:0.68 91:0.48 97:0.94 98:0.57 99:0.95 101:0.47 108:0.82 114:0.66 122:0.91 123:0.81 124:0.83 126:0.32 127:0.46 129:0.05 133:0.81 135:0.94 139:0.67 145:0.47 146:0.82 147:0.28 149:0.09 150:0.36 154:0.15 155:0.46 158:0.73 159:0.70 163:0.90 165:0.65 170:0.90 172:0.48 173:0.88 174:0.86 175:0.91 176:0.59 177:0.88 178:0.55 179:0.56 187:0.68 192:0.47 195:0.87 197:0.85 201:0.56 208:0.50 212:0.27 215:0.55 216:0.77 219:0.88 222:0.25 235:0.80 239:0.82 241:0.24 242:0.18 243:0.28 244:0.97 245:0.65 247:0.84 253:0.51 254:0.94 257:0.93 259:0.21 264:0.90 265:0.59 266:0.80 267:0.65 271:0.95 276:0.60 277:0.87 279:0.75 282:0.72 283:0.67 290:0.66 292:0.88 297:0.36 300:0.70\n0 10:0.80 11:0.42 17:0.47 18:0.61 21:0.78 27:0.34 29:0.71 30:0.45 34:0.75 36:0.91 37:0.46 39:0.74 43:0.11 45:0.73 66:0.64 69:0.83 70:0.33 71:0.65 74:0.27 86:0.61 91:0.12 98:0.37 101:0.45 108:0.68 122:0.80 123:0.66 124:0.42 127:0.16 129:0.05 133:0.36 135:0.92 139:0.59 145:0.59 146:0.49 147:0.05 149:0.09 154:0.10 159:0.26 170:0.90 172:0.32 173:0.83 174:0.79 175:0.97 177:0.05 178:0.55 179:0.59 187:0.87 197:0.83 212:0.52 216:0.53 222:0.25 235:0.22 239:0.80 241:0.21 242:0.24 243:0.21 244:0.98 245:0.43 247:0.47 253:0.25 254:0.92 257:0.99 259:0.21 264:0.90 265:0.39 266:0.27 267:0.23 271:0.95 275:0.93 276:0.28 277:0.95 294:0.93 300:0.25\n0 8:0.85 10:0.83 11:0.42 17:0.94 18:0.59 21:0.78 27:0.68 29:0.71 30:0.30 34:0.42 36:0.26 37:0.38 39:0.74 43:0.07 45:0.66 55:0.71 66:0.12 69:0.94 70:0.92 71:0.65 74:0.26 86:0.58 91:0.78 98:0.23 101:0.45 108:0.78 122:0.98 123:0.88 124:0.74 127:0.31 129:0.05 133:0.60 135:0.56 139:0.56 145:0.63 146:0.46 147:0.51 149:0.08 154:0.07 159:0.70 170:0.90 172:0.27 173:0.92 174:0.92 175:0.99 177:0.05 178:0.55 179:0.68 191:0.73 197:0.91 202:0.79 212:0.23 216:0.30 222:0.25 235:0.88 239:0.82 241:0.82 242:0.42 243:0.45 244:0.99 245:0.59 247:0.67 253:0.23 257:0.99 259:0.21 264:0.90 265:0.25 266:0.71 267:0.28 271:0.95 275:0.91 276:0.39 277:0.98 294:0.92 300:0.70\n0 10:0.80 11:0.42 17:0.79 18:0.65 21:0.78 27:0.72 29:0.71 30:0.33 34:0.47 36:0.92 39:0.74 43:0.10 45:0.81 66:0.19 69:0.95 70:0.76 71:0.65 74:0.28 86:0.60 91:0.60 98:0.19 101:0.45 108:0.89 122:0.97 123:0.89 124:0.88 127:0.38 129:0.05 133:0.86 135:0.88 139:0.59 145:0.67 146:0.47 147:0.05 149:0.10 154:0.06 159:0.86 163:0.97 170:0.90 172:0.27 173:0.85 174:0.79 175:0.97 177:0.05 178:0.55 179:0.65 197:0.81 202:0.72 212:0.18 216:0.09 222:0.25 235:0.88 239:0.79 241:0.78 242:0.18 243:0.13 244:0.98 245:0.55 247:0.79 253:0.25 254:0.96 257:0.99 264:0.90 265:0.20 266:0.80 267:0.94 271:0.95 275:0.95 276:0.46 277:0.95 294:0.93 300:0.55\n1 1:0.56 10:0.88 11:0.49 17:0.30 18:0.75 21:0.47 27:0.45 29:0.71 30:0.18 34:0.89 36:0.17 37:0.50 39:0.74 43:0.06 44:0.86 45:0.83 55:0.52 64:0.77 66:0.12 69:0.69 70:0.96 71:0.65 74:0.39 75:0.95 77:0.70 81:0.40 83:0.54 86:0.68 91:0.35 97:0.89 98:0.44 99:0.83 101:0.65 102:0.94 108:0.52 122:0.90 123:0.73 124:0.79 126:0.32 127:0.46 129:0.05 133:0.73 135:0.93 139:0.69 145:0.47 146:0.56 147:0.62 149:0.07 150:0.37 154:0.15 155:0.46 159:0.66 165:0.63 170:0.90 172:0.54 173:0.58 174:0.95 175:0.91 177:0.96 178:0.55 179:0.42 187:0.68 192:0.45 195:0.84 197:0.95 201:0.57 208:0.49 212:0.48 216:0.77 219:0.88 222:0.25 226:0.95 235:0.68 236:0.91 239:0.88 241:0.21 242:0.16 243:0.45 244:0.97 245:0.79 247:0.90 253:0.34 254:0.90 257:0.84 259:0.21 264:0.90 265:0.38 266:0.87 267:0.44 271:0.95 276:0.70 277:0.95 279:0.74 282:0.73 292:0.87 300:0.84\n1 8:0.78 10:0.89 11:0.46 17:0.08 18:0.61 21:0.71 23:0.99 27:0.02 29:0.71 30:0.26 34:0.89 36:0.95 37:0.91 39:0.74 43:0.10 45:0.83 55:0.71 62:0.97 66:0.95 69:0.67 70:0.90 71:0.65 74:0.37 75:0.95 77:0.70 81:0.27 86:0.59 91:0.22 96:0.77 98:0.85 101:0.47 108:0.51 114:0.63 122:0.98 123:0.49 126:0.26 127:0.36 128:0.97 129:0.05 135:0.79 139:0.57 140:0.45 145:0.49 146:0.93 147:0.94 149:0.13 150:0.27 151:0.63 153:0.45 154:0.11 158:0.73 159:0.56 162:0.65 168:0.97 170:0.90 172:0.86 173:0.60 174:0.97 176:0.59 177:0.99 179:0.30 187:0.99 190:0.99 192:0.56 193:0.95 195:0.82 197:0.97 201:0.53 202:0.76 205:0.99 212:0.61 216:0.93 220:0.93 222:0.25 226:0.95 232:0.98 235:0.88 236:0.91 239:0.89 241:0.44 242:0.18 243:0.95 244:0.97 247:0.92 248:0.71 253:0.64 254:0.86 255:0.70 256:0.78 259:0.21 264:0.90 265:0.85 266:0.54 267:0.69 268:0.77 271:0.95 275:0.91 276:0.77 282:0.72 285:0.50 290:0.63 294:0.93 300:0.70\n1 8:0.78 10:0.87 17:0.03 18:0.61 21:0.47 23:1.00 27:0.30 29:0.71 30:0.32 31:0.90 33:0.97 34:0.86 36:0.92 37:0.60 39:0.74 43:0.06 55:0.84 62:0.97 66:0.80 69:0.57 70:0.63 71:0.65 74:0.30 75:0.95 79:0.90 81:0.30 86:0.59 91:0.71 96:0.74 98:0.76 102:0.94 108:0.44 117:0.86 122:0.98 123:0.42 124:0.38 126:0.26 127:0.35 128:0.99 129:0.05 133:0.36 135:0.61 137:0.90 139:0.58 140:0.45 145:0.59 146:0.81 147:0.84 149:0.07 150:0.31 151:0.75 153:0.80 154:0.11 159:0.45 162:0.58 163:0.75 168:0.99 170:0.90 172:0.67 173:0.56 174:0.94 175:0.97 177:0.88 179:0.55 187:0.87 190:1.00 192:0.55 193:0.95 195:0.72 196:0.87 197:0.96 201:0.54 202:0.87 205:1.00 212:0.30 216:0.82 220:0.93 222:0.25 226:0.95 232:0.99 235:0.60 236:0.91 239:0.87 241:0.46 242:0.31 243:0.82 244:0.99 245:0.55 247:0.74 248:0.85 253:0.52 254:0.74 255:0.71 256:0.88 257:0.93 259:0.21 264:0.90 265:0.76 266:0.54 267:0.91 268:0.88 271:0.95 276:0.57 277:0.95 284:0.87 285:0.55 291:0.97 300:0.43\n1 8:0.79 10:0.80 11:0.42 12:0.51 17:0.55 18:0.99 21:0.54 22:0.93 27:0.72 29:0.52 30:0.31 31:0.93 34:0.86 36:0.19 37:0.33 39:0.91 43:0.06 45:0.73 47:0.93 55:0.84 64:0.77 66:0.10 69:0.99 70:0.72 71:0.73 74:0.25 79:0.93 81:0.26 86:0.79 91:0.03 98:0.38 101:0.45 108:0.96 122:0.95 123:0.96 124:0.98 126:0.22 127:0.97 129:0.05 131:0.61 133:0.98 135:0.73 137:0.93 139:0.76 140:0.45 146:0.83 147:0.94 149:0.17 150:0.28 151:0.65 153:0.48 154:0.05 157:0.61 159:0.98 162:0.86 163:0.94 166:0.61 170:0.97 172:0.86 173:0.98 174:0.95 175:0.97 177:0.70 179:0.12 182:0.61 187:0.95 190:1.00 196:0.92 197:0.89 202:0.36 212:0.21 216:0.16 219:0.87 222:0.35 227:0.61 229:0.61 231:0.62 235:0.60 239:0.79 241:0.02 242:0.73 243:0.19 244:0.98 245:0.94 246:0.61 247:0.94 248:0.62 253:0.22 254:0.90 256:0.45 257:0.97 259:0.21 262:0.93 264:0.95 265:0.40 266:0.98 267:0.44 268:0.46 271:0.22 275:0.93 276:0.97 277:0.98 284:0.87 285:0.45 287:0.61 292:0.88 294:0.91 300:0.84\n0 8:0.61 10:0.80 12:0.51 17:0.11 18:0.99 21:0.05 27:0.58 29:0.52 30:0.27 31:0.90 34:0.30 36:0.51 37:0.38 39:0.91 43:0.06 55:0.84 64:0.77 66:0.16 69:0.23 70:0.76 71:0.73 74:0.25 79:0.90 81:0.30 86:0.84 91:0.15 98:0.49 108:0.18 122:0.95 123:0.18 124:0.97 126:0.22 127:0.97 129:0.05 131:0.61 133:0.97 135:0.90 137:0.90 139:0.80 140:0.45 146:0.99 147:0.99 149:0.20 150:0.33 151:0.57 153:0.48 154:0.08 157:0.61 159:0.97 162:0.62 166:0.61 170:0.97 172:0.92 173:0.06 174:0.91 175:0.91 177:0.96 179:0.12 182:0.61 187:0.21 190:1.00 196:0.91 197:0.87 202:0.50 212:0.19 216:0.67 219:0.87 220:0.74 222:0.35 227:0.61 229:0.61 231:0.62 235:0.05 239:0.79 241:0.07 242:0.78 243:0.37 244:0.99 245:0.97 246:0.61 247:0.95 248:0.55 253:0.22 254:0.80 256:0.45 257:0.84 259:0.21 264:0.95 265:0.50 266:0.95 267:0.87 268:0.46 271:0.22 275:0.93 276:0.98 277:0.87 284:0.87 285:0.45 287:0.61 292:0.88 294:0.91 300:0.84\n1 8:0.86 10:0.79 11:0.55 12:0.51 17:0.72 18:0.97 21:0.74 27:0.41 29:0.52 30:0.17 31:0.86 34:0.28 36:0.33 37:0.50 39:0.91 43:0.07 45:0.88 55:0.71 64:0.77 66:0.26 69:0.98 70:0.95 71:0.73 74:0.28 79:0.86 81:0.24 86:0.76 91:0.20 98:0.48 101:0.65 108:0.95 122:0.95 123:0.95 124:0.95 126:0.22 127:0.75 129:0.59 131:0.61 133:0.95 135:0.86 137:0.86 139:0.72 140:0.45 144:0.76 146:0.98 147:0.54 149:0.18 150:0.26 151:0.47 153:0.48 154:0.06 157:0.84 159:0.95 162:0.86 166:0.61 170:0.97 172:0.92 173:0.87 174:0.92 175:0.75 177:0.38 179:0.13 182:0.76 187:0.39 190:1.00 196:0.88 197:0.82 202:0.36 212:0.55 216:0.88 220:0.97 222:0.35 227:0.61 229:0.61 231:0.64 235:0.88 239:0.79 241:0.10 242:0.63 243:0.07 244:0.98 245:0.95 246:0.61 247:0.99 248:0.47 253:0.26 256:0.45 257:0.99 259:0.21 264:0.95 265:0.49 266:0.96 267:0.69 268:0.46 271:0.22 275:0.93 276:0.96 277:0.69 284:0.87 285:0.45 287:0.61 294:0.91 300:0.94\n0 8:0.61 10:0.79 12:0.51 17:0.57 18:0.57 21:0.59 27:0.39 29:0.52 30:0.20 34:0.56 36:0.68 37:0.33 39:0.91 43:0.14 55:0.71 66:0.05 69:1.00 70:0.92 71:0.73 74:0.35 81:0.24 86:0.57 91:0.01 96:0.68 98:0.17 108:1.00 114:0.62 122:0.90 123:0.99 124:1.00 126:0.22 127:0.96 129:0.05 131:0.80 133:1.00 135:0.66 139:0.55 140:0.45 146:0.54 147:0.72 149:0.24 150:0.25 151:0.47 153:0.69 154:0.10 157:0.61 159:1.00 162:0.86 166:0.72 170:0.97 172:0.80 173:0.95 174:0.97 175:0.99 176:0.55 177:0.38 179:0.09 182:0.61 187:0.68 190:1.00 197:0.82 202:0.46 212:0.21 216:0.88 220:0.97 222:0.35 227:0.82 229:0.61 231:0.63 232:0.86 235:0.68 239:0.79 241:0.03 242:0.77 243:0.08 244:0.99 245:0.95 246:0.61 247:0.99 248:0.47 253:0.47 256:0.45 257:0.99 259:0.21 264:0.95 265:0.19 266:1.00 267:0.79 268:0.55 271:0.22 275:0.96 276:0.99 277:0.99 285:0.45 287:0.61 290:0.62 294:0.91 300:0.99\n0 8:0.88 10:0.80 11:0.49 12:0.51 17:0.70 18:0.97 21:0.78 27:0.54 29:0.52 30:0.10 31:0.86 34:0.44 36:0.30 37:0.71 39:0.91 43:0.06 45:0.81 55:0.84 66:0.05 69:0.88 70:0.97 71:0.73 74:0.25 79:0.86 86:0.74 91:0.12 98:0.16 101:0.47 108:0.76 122:0.95 123:0.74 124:1.00 127:0.95 129:0.59 131:0.61 133:1.00 135:0.71 137:0.86 139:0.71 140:0.94 144:0.57 145:0.59 146:0.78 147:0.72 149:0.14 151:0.47 153:0.48 154:0.05 157:0.77 159:0.99 162:0.47 163:0.94 166:0.61 170:0.97 172:0.48 173:0.30 174:0.95 175:0.97 177:0.38 178:0.53 179:0.13 182:0.72 187:0.21 190:1.00 191:0.82 196:0.87 197:0.88 202:0.75 212:0.12 216:0.58 220:0.99 222:0.35 227:0.61 229:0.61 231:0.64 235:0.98 239:0.80 241:0.05 242:0.57 243:0.10 244:0.98 245:0.87 246:0.61 247:0.99 248:0.47 253:0.22 254:0.96 256:0.45 257:0.99 259:0.21 264:0.95 265:0.17 266:0.99 267:0.84 268:0.46 271:0.22 275:0.97 276:0.97 277:0.95 284:0.87 285:0.45 287:0.61 294:0.91 300:0.98\n1 8:0.73 10:0.80 11:0.56 12:0.51 17:0.30 18:0.98 21:0.30 27:0.62 29:0.52 30:0.32 31:0.88 34:0.76 36:0.22 37:0.31 39:0.91 43:0.07 45:0.92 55:0.84 64:0.77 66:0.06 69:0.98 70:0.93 71:0.73 74:0.26 79:0.88 81:0.28 86:0.79 91:0.04 98:0.30 101:0.71 108:0.99 122:0.95 123:0.95 124:0.99 126:0.22 127:0.99 129:0.81 131:0.61 133:0.99 135:0.26 137:0.88 139:0.76 140:0.45 144:0.57 146:0.97 147:0.36 149:0.19 150:0.30 151:0.51 153:0.48 154:0.06 157:0.75 159:0.98 162:0.62 163:0.75 166:0.61 170:0.97 172:0.82 173:0.75 174:0.94 175:0.91 177:0.05 179:0.11 182:0.71 187:0.68 190:1.00 196:0.89 197:0.84 202:0.50 212:0.14 216:0.41 219:0.87 220:0.87 222:0.35 227:0.61 229:0.61 231:0.64 235:0.31 239:0.79 241:0.02 242:0.72 243:0.05 244:0.83 245:0.95 246:0.61 247:0.98 248:0.51 253:0.24 254:0.93 256:0.45 257:0.99 259:0.21 264:0.95 265:0.29 266:0.98 267:0.76 268:0.46 271:0.22 275:0.96 276:0.98 277:0.87 284:0.87 285:0.45 287:0.61 292:0.88 294:0.92 300:0.94\n1 8:0.83 10:0.79 11:0.42 12:0.51 17:0.12 18:0.97 21:0.71 27:0.62 29:0.52 30:0.27 34:0.21 36:0.52 37:0.45 39:0.91 43:0.06 45:0.73 55:0.84 64:0.77 66:0.06 69:0.41 70:0.89 71:0.73 74:0.26 81:0.25 86:0.75 91:0.06 98:0.29 101:0.45 108:0.99 122:0.95 123:0.95 124:0.99 126:0.22 127:0.97 129:0.59 131:0.61 133:0.99 135:0.66 139:0.73 146:0.90 147:0.92 149:0.16 150:0.26 154:0.09 157:0.61 159:0.97 163:0.94 166:0.61 170:0.97 172:0.74 173:0.07 174:0.83 175:0.97 177:0.88 178:0.55 179:0.13 182:0.61 187:0.87 197:0.82 202:0.36 212:0.18 216:0.62 219:0.87 222:0.35 227:0.61 229:0.61 231:0.62 235:0.84 239:0.79 241:0.01 242:0.60 243:0.15 244:0.99 245:0.92 246:0.61 247:0.98 253:0.24 257:0.93 259:0.21 264:0.95 265:0.26 266:0.98 267:0.85 271:0.22 275:0.91 276:0.97 277:0.95 287:0.61 292:0.88 294:0.91 300:0.94\n0 10:0.80 11:0.53 12:0.51 17:0.49 18:0.73 21:0.78 27:0.72 29:0.52 30:0.09 34:0.17 36:0.46 39:0.91 43:0.06 45:0.73 55:0.84 66:0.06 69:0.72 70:0.99 71:0.73 74:0.26 86:0.62 91:0.01 98:0.14 101:0.47 108:0.99 123:0.99 124:1.00 127:0.95 129:0.98 131:0.61 132:0.97 133:1.00 135:0.86 139:0.60 144:0.76 146:0.64 147:0.69 149:0.09 154:0.05 157:0.75 159:0.99 166:0.61 170:0.97 172:0.51 173:0.11 174:0.95 175:0.99 177:0.70 178:0.55 179:0.15 182:0.72 187:0.68 197:0.86 212:0.16 216:0.16 222:0.35 227:0.61 229:0.61 231:0.64 235:0.22 239:0.79 241:0.02 242:0.14 243:0.11 244:0.98 245:0.83 246:0.61 247:1.00 253:0.23 254:0.98 257:0.97 259:0.21 264:0.95 265:0.15 266:1.00 267:0.44 271:0.22 275:0.97 276:0.95 277:0.98 287:0.61 294:0.92 300:0.98\n1 8:0.82 10:0.80 11:0.49 12:0.51 17:0.36 18:0.99 21:0.40 27:0.62 29:0.52 30:0.37 34:0.30 36:0.20 37:0.69 39:0.91 43:0.06 45:0.89 55:0.84 64:0.77 66:0.16 69:0.95 70:0.76 71:0.73 74:0.28 81:0.27 86:0.83 91:0.29 98:0.65 101:0.47 108:0.90 122:0.95 123:0.95 124:0.74 126:0.22 127:0.92 129:0.05 131:0.61 133:0.67 135:0.71 139:0.79 144:0.57 146:0.97 147:0.98 149:0.19 150:0.30 154:0.08 157:0.61 159:0.92 166:0.61 170:0.97 172:0.91 173:0.82 174:0.83 177:0.96 178:0.55 179:0.15 182:0.61 187:0.39 197:0.80 212:0.30 216:0.73 222:0.35 227:0.61 229:0.61 231:0.64 235:0.42 239:0.79 241:0.02 242:0.55 243:0.40 244:0.93 245:0.99 246:0.61 247:0.98 253:0.26 254:0.99 257:0.84 259:0.21 264:0.95 265:0.63 266:0.63 267:0.44 271:0.22 275:0.91 276:0.95 277:0.87 287:0.61 294:0.92 300:0.70\n1 8:0.84 10:0.79 11:0.52 12:0.51 17:0.22 18:0.99 21:0.59 27:0.45 29:0.52 30:0.21 31:0.89 34:0.24 36:0.30 37:0.39 39:0.91 43:0.06 44:0.85 45:0.85 55:0.84 64:0.77 66:0.10 69:0.98 70:0.90 71:0.73 74:0.27 79:0.88 81:0.26 86:0.79 91:0.17 98:0.37 101:0.65 108:0.97 122:0.95 123:0.96 124:0.96 126:0.22 127:0.79 129:0.81 131:0.61 133:0.96 135:0.89 137:0.89 139:0.76 140:0.45 144:0.57 145:0.83 146:0.83 147:0.72 149:0.18 150:0.28 151:0.52 153:0.72 154:0.06 157:0.75 159:0.95 162:0.65 166:0.61 170:0.97 172:0.80 173:0.88 174:0.89 175:0.75 177:0.05 179:0.13 182:0.72 187:0.68 190:1.00 195:0.99 196:0.90 197:0.82 202:0.61 212:0.19 216:0.84 219:0.87 220:0.87 222:0.35 227:0.61 229:0.61 231:0.64 235:0.68 239:0.79 241:0.15 242:0.73 243:0.10 244:0.93 245:0.96 246:0.61 247:0.99 248:0.52 253:0.25 254:0.94 256:0.58 257:0.99 259:0.21 264:0.95 265:0.39 266:0.92 267:0.69 268:0.62 271:0.22 275:0.93 276:0.96 277:0.95 284:0.92 285:0.45 287:0.61 292:0.88 294:0.91 300:0.94\n2 10:0.81 11:0.52 12:0.51 17:0.62 18:0.68 21:0.78 27:0.45 29:0.52 30:0.56 34:0.86 36:0.20 37:0.50 39:0.91 43:0.14 45:0.77 66:0.74 69:0.73 70:0.42 71:0.73 74:0.27 86:0.66 91:0.25 98:0.35 101:0.52 108:0.56 123:0.54 124:0.39 127:0.20 129:0.05 131:0.61 133:0.36 135:0.51 139:0.63 144:0.57 145:0.52 146:0.45 147:0.51 149:0.10 154:0.14 157:0.81 159:0.33 166:0.61 170:0.97 172:0.51 173:0.72 174:0.79 177:0.99 178:0.55 179:0.52 182:0.74 187:0.68 197:0.84 212:0.87 216:0.77 222:0.35 227:0.61 229:0.61 231:0.63 235:0.68 239:0.81 241:0.12 242:0.24 243:0.77 244:0.97 245:0.49 246:0.61 247:0.74 253:0.24 254:0.95 259:0.21 264:0.95 265:0.37 266:0.23 267:0.28 271:0.22 275:0.91 276:0.33 287:0.61 294:0.92 300:0.33\n1 8:0.71 10:0.79 11:0.42 12:0.51 17:0.43 18:0.96 21:0.54 27:0.72 29:0.52 30:0.14 34:0.68 36:0.17 37:0.47 39:0.91 43:0.06 45:0.81 55:0.92 66:0.05 69:0.98 70:0.95 71:0.73 74:0.25 81:0.25 86:0.73 91:0.04 98:0.18 101:0.45 104:0.95 106:0.81 108:0.98 120:0.59 122:0.95 123:0.99 124:1.00 126:0.22 127:0.97 129:0.59 131:0.81 133:1.00 135:0.71 139:0.70 140:0.45 146:0.75 147:0.28 149:0.15 150:0.26 151:0.51 153:0.48 154:0.06 157:0.61 159:0.99 162:0.70 164:0.70 166:0.72 170:0.97 172:0.67 173:0.71 174:0.94 175:0.97 177:0.05 179:0.11 182:0.61 187:0.95 190:1.00 197:0.82 202:0.63 206:0.81 212:0.13 215:0.58 216:0.06 220:0.96 222:0.35 227:0.83 229:0.61 231:0.65 235:0.60 239:0.79 241:0.12 242:0.52 243:0.05 244:0.99 245:0.92 246:0.61 247:0.99 248:0.52 253:0.23 256:0.64 257:0.99 259:0.21 260:0.59 264:0.95 265:0.16 266:0.98 267:0.85 268:0.65 271:0.22 275:0.93 276:0.98 277:0.95 283:0.67 285:0.45 287:0.61 294:0.91 297:0.36 300:0.94\n1 8:0.86 10:0.80 11:0.55 12:0.51 17:0.22 18:0.99 21:0.59 27:0.62 29:0.52 30:0.53 34:0.25 36:0.21 37:0.69 39:0.91 43:0.08 45:0.77 55:0.84 64:0.77 66:0.19 69:0.32 70:0.69 71:0.73 74:0.28 81:0.26 86:0.81 91:0.22 98:0.65 101:0.52 108:0.25 122:0.95 123:0.93 124:0.84 126:0.22 127:0.93 129:0.05 131:0.61 133:0.80 135:0.30 139:0.77 144:0.76 146:0.97 147:0.97 149:0.19 150:0.28 154:0.09 157:0.76 159:0.93 163:0.94 166:0.61 170:0.97 172:0.86 173:0.09 174:0.83 177:0.99 178:0.55 179:0.17 182:0.72 187:0.39 197:0.85 212:0.26 216:0.73 222:0.35 227:0.61 229:0.61 231:0.63 235:0.68 239:0.80 241:0.05 242:0.76 243:0.43 244:0.97 245:0.96 246:0.61 247:0.95 253:0.25 254:0.92 259:0.21 264:0.95 265:0.58 266:0.80 267:0.52 271:0.22 275:0.93 276:0.94 277:0.99 287:0.61 294:0.92 300:0.84\n0 10:0.81 11:0.53 12:0.51 17:0.03 18:0.59 21:0.78 27:0.62 29:0.52 30:0.09 34:0.26 36:0.20 37:0.45 39:0.91 43:0.13 45:0.73 55:0.71 66:0.09 69:0.74 70:0.98 71:0.73 74:0.29 86:0.58 91:0.04 98:0.24 101:0.47 108:0.96 123:0.95 124:0.93 127:0.91 129:0.05 131:0.61 133:0.92 135:0.66 139:0.56 144:0.76 146:0.28 147:0.05 149:0.14 154:0.10 157:0.84 159:0.93 166:0.61 170:0.97 172:0.37 173:0.38 174:0.88 175:0.99 177:0.05 178:0.55 179:0.53 182:0.75 187:0.68 197:0.88 212:0.18 216:0.62 222:0.35 227:0.61 229:0.61 231:0.62 235:0.52 239:0.80 241:0.01 242:0.71 243:0.09 244:0.99 245:0.67 246:0.61 247:0.82 253:0.26 257:0.99 259:0.21 264:0.95 265:0.26 266:0.95 267:0.73 271:0.22 275:0.91 276:0.68 277:0.99 287:0.61 294:0.92 300:0.84\n0 8:0.88 10:0.80 11:0.48 12:0.51 17:0.28 18:0.97 21:0.59 22:0.93 27:0.44 29:0.52 30:0.37 31:0.86 34:0.31 36:0.29 37:0.57 39:0.91 43:0.06 45:0.73 47:0.93 55:0.84 64:0.77 66:0.07 69:0.82 70:0.77 71:0.73 74:0.25 79:0.86 81:0.26 86:0.76 91:0.31 98:0.31 101:0.45 108:0.67 122:0.95 123:0.95 124:0.98 126:0.22 127:0.93 129:0.81 131:0.61 133:0.98 135:0.98 137:0.86 139:0.73 140:0.45 144:0.57 145:0.38 146:0.90 147:0.26 149:0.17 150:0.28 151:0.48 153:0.77 154:0.05 157:0.78 159:0.96 162:0.66 163:0.94 166:0.61 170:0.97 172:0.70 173:0.37 174:0.91 175:0.97 177:0.05 179:0.15 182:0.73 187:0.87 190:1.00 191:0.77 196:0.88 197:0.84 202:0.55 212:0.23 216:0.68 219:0.87 220:0.97 222:0.35 227:0.61 229:0.61 231:0.63 235:0.68 239:0.80 241:0.03 242:0.63 243:0.06 244:0.98 245:0.91 246:0.61 247:0.97 248:0.47 253:0.23 254:0.88 256:0.45 257:0.99 259:0.21 262:0.93 264:0.95 265:0.30 266:0.96 267:0.94 268:0.57 271:0.22 275:0.96 276:0.95 277:0.95 284:0.91 285:0.45 287:0.61 292:0.88 294:0.92 300:0.84\n1 8:0.81 10:0.79 11:0.42 12:0.51 17:0.22 18:0.99 21:0.47 27:0.62 29:0.52 30:0.38 34:0.36 36:0.18 37:0.69 39:0.91 43:0.06 45:0.66 55:0.71 64:0.77 66:0.23 69:0.96 70:0.68 71:0.73 74:0.25 81:0.30 86:0.86 91:0.22 98:0.66 101:0.45 108:0.24 122:0.95 123:0.92 124:0.77 126:0.26 127:0.92 129:0.05 131:0.61 133:0.74 135:0.75 139:0.81 146:0.98 147:0.99 149:0.15 150:0.31 154:0.06 157:0.61 159:0.93 166:0.72 170:0.97 172:0.94 173:0.85 174:0.83 175:0.91 177:0.88 178:0.55 179:0.13 182:0.61 187:0.39 192:0.45 197:0.80 201:0.54 212:0.54 215:0.63 216:0.73 222:0.35 227:0.61 229:0.61 231:0.64 235:0.60 239:0.78 241:0.05 242:0.31 243:0.49 244:0.98 245:0.99 246:0.61 247:0.97 253:0.23 254:0.84 257:0.93 259:0.21 264:0.95 265:0.66 266:0.80 267:0.44 271:0.22 275:0.91 276:0.97 277:0.87 287:0.61 294:0.91 297:0.36 300:0.70\n2 1:0.67 7:0.70 10:0.99 11:0.92 12:0.51 17:0.69 18:0.89 21:0.05 22:0.93 27:0.64 29:0.86 30:0.94 33:0.97 34:0.97 36:0.46 37:0.36 39:0.23 43:0.84 44:0.92 45:0.85 47:0.93 48:0.91 64:0.77 66:0.93 69:0.12 70:0.19 71:0.64 74:0.81 76:0.85 77:0.89 81:0.75 83:0.91 85:0.90 86:0.97 91:0.42 98:0.88 99:0.95 101:1.00 102:0.97 108:0.10 114:0.82 117:0.86 122:0.89 123:0.10 126:0.51 127:0.41 129:0.05 135:0.61 139:0.97 144:0.85 145:0.59 146:0.63 147:0.68 149:0.95 150:0.67 154:0.80 155:0.55 159:0.23 165:0.81 170:0.82 172:0.81 173:0.39 174:0.92 176:0.59 177:0.88 178:0.55 179:0.40 187:0.68 192:0.55 193:0.99 195:0.58 197:0.95 201:0.64 204:0.82 208:0.64 212:0.87 216:0.17 222:0.60 230:0.73 232:0.87 233:0.76 235:0.22 236:0.95 239:0.99 241:0.41 242:0.39 243:0.93 247:0.60 253:0.67 259:0.21 262:0.93 265:0.88 266:0.27 267:0.28 271:0.46 276:0.68 281:0.91 282:0.73 290:0.82 291:0.97 300:0.33\n2 1:0.66 9:0.70 10:0.95 11:0.88 12:0.51 18:0.70 21:0.30 23:0.95 27:0.15 29:0.86 30:0.91 31:0.87 34:0.95 36:0.37 37:0.47 39:0.23 43:0.78 62:0.96 64:0.77 66:0.82 69:0.77 70:0.21 71:0.64 74:0.51 79:0.87 81:0.79 83:0.91 85:0.80 86:0.81 91:0.27 98:0.65 101:0.87 108:0.60 114:0.86 122:0.65 123:0.58 126:0.54 127:0.19 128:0.95 129:0.05 135:0.54 137:0.87 138:0.95 139:0.77 140:0.45 144:0.85 145:0.94 146:0.49 147:0.55 149:0.78 150:0.64 151:0.54 153:0.48 154:0.71 155:0.53 159:0.18 162:0.86 165:0.93 168:0.95 170:0.82 172:0.48 173:0.93 174:0.88 176:0.73 177:0.88 179:0.56 187:0.87 190:0.89 192:0.51 196:0.89 197:0.90 201:0.65 202:0.36 205:0.95 208:0.64 212:0.84 215:0.72 216:0.94 220:0.91 222:0.60 235:0.60 236:0.97 239:0.94 241:0.24 242:0.33 243:0.83 247:0.47 248:0.53 253:0.62 255:0.69 256:0.45 259:0.21 265:0.66 266:0.23 267:0.52 268:0.46 271:0.46 276:0.30 284:0.88 285:0.50 286:0.99 290:0.86 297:0.36 298:0.99 300:0.25\n2 10:0.94 11:0.92 12:0.51 17:0.43 18:0.88 21:0.78 23:0.96 27:0.70 29:0.86 30:0.30 33:0.97 34:0.44 36:1.00 37:0.62 39:0.23 43:0.85 45:0.73 62:0.96 66:0.61 69:0.12 70:0.76 71:0.64 74:0.58 75:0.96 85:0.72 86:0.94 91:0.04 98:0.34 101:0.87 108:0.10 122:0.82 123:0.10 124:0.65 127:0.83 128:0.96 129:0.05 133:0.72 135:0.74 139:0.89 140:0.45 144:0.85 146:0.43 147:0.49 149:0.71 151:0.52 153:0.69 154:0.81 159:0.57 162:0.86 168:0.96 170:0.82 172:0.65 173:0.18 174:0.89 177:0.88 179:0.61 187:0.99 190:0.95 197:0.91 202:0.46 205:0.95 212:0.82 216:0.33 220:0.87 222:0.60 226:0.96 235:0.05 239:0.93 241:0.55 242:0.13 243:0.68 245:0.65 247:0.91 248:0.52 253:0.45 256:0.45 259:0.21 265:0.37 266:0.54 267:0.59 268:0.55 271:0.46 276:0.55 285:0.46 291:0.97 300:0.70\n2 1:0.68 7:0.81 10:0.98 11:0.92 12:0.51 17:0.72 18:0.86 21:0.05 22:0.93 27:0.64 29:0.86 30:0.93 32:0.80 33:0.97 34:1.00 36:0.37 37:0.36 39:0.23 43:0.88 44:0.93 45:0.89 47:0.93 48:0.91 64:0.77 66:0.91 69:0.15 70:0.21 71:0.64 74:0.78 76:0.94 77:0.89 81:0.83 83:0.91 85:0.80 86:0.94 91:0.42 98:0.87 101:1.00 102:0.98 104:0.87 106:0.81 108:0.12 114:0.95 117:0.86 121:0.90 122:0.89 123:0.12 126:0.54 127:0.38 129:0.05 135:0.82 139:0.95 144:0.85 145:0.61 146:0.62 147:0.67 149:0.92 150:0.78 154:0.86 155:0.57 159:0.23 165:0.93 170:0.82 172:0.75 173:0.41 174:0.91 176:0.73 177:0.88 178:0.55 179:0.48 187:0.68 192:0.58 193:0.99 195:0.59 197:0.95 201:0.67 204:0.83 206:0.81 208:0.64 212:0.73 215:0.91 216:0.17 222:0.60 230:0.83 232:0.91 233:0.76 235:0.31 236:0.97 239:0.99 241:0.21 242:0.38 243:0.91 247:0.76 253:0.72 259:0.21 262:0.93 265:0.87 266:0.27 267:0.36 271:0.46 276:0.62 281:0.91 282:0.88 290:0.95 291:0.97 297:0.36 299:0.88 300:0.33\n0 1:0.64 10:0.93 11:0.87 12:0.51 17:0.78 18:0.84 21:0.30 22:0.93 27:0.72 29:0.86 30:0.75 33:0.97 34:0.36 36:0.19 39:0.23 43:0.38 45:0.95 47:0.93 64:0.77 66:0.69 69:0.58 70:0.59 71:0.64 74:0.73 81:0.69 83:0.69 86:0.91 91:0.18 97:0.94 98:0.76 99:0.95 101:0.65 104:0.89 106:0.81 108:0.79 114:0.84 117:0.86 122:0.65 123:0.78 124:0.47 126:0.51 127:0.69 129:0.59 133:0.60 135:0.96 139:0.89 144:0.85 146:0.25 147:0.31 149:0.76 150:0.58 154:0.73 155:0.49 158:0.81 159:0.68 165:0.81 170:0.82 172:0.84 173:0.47 174:0.90 176:0.70 177:0.88 178:0.55 179:0.36 187:0.87 192:0.49 197:0.90 201:0.62 202:0.36 206:0.81 208:0.61 212:0.57 215:0.72 216:0.08 219:0.94 222:0.60 232:0.93 235:0.52 239:0.91 241:0.12 242:0.24 243:0.25 245:0.82 247:0.92 253:0.65 254:0.90 259:0.21 262:0.93 265:0.76 266:0.80 267:0.85 271:0.46 276:0.77 279:0.78 283:0.67 290:0.84 291:0.97 292:0.88 297:0.36 300:0.70\n1 1:0.64 8:0.69 10:0.92 11:0.92 12:0.51 17:0.86 18:0.73 27:0.47 29:0.86 30:0.44 34:0.97 36:0.57 37:0.48 39:0.23 43:0.74 45:0.95 66:0.15 69:0.35 70:0.81 71:0.64 74:0.65 81:0.64 83:0.56 85:0.72 86:0.79 91:0.71 97:0.94 98:0.41 99:0.83 101:1.00 104:0.84 108:0.96 114:0.95 122:0.83 123:0.79 124:0.87 126:0.32 127:0.92 129:0.59 133:0.86 135:0.80 139:0.75 144:0.85 146:0.81 147:0.84 149:0.82 150:0.60 154:0.58 155:0.49 158:0.77 159:0.91 165:0.65 170:0.82 172:0.76 173:0.11 174:0.93 176:0.63 177:0.88 178:0.55 179:0.24 187:0.21 192:0.48 197:0.88 201:0.60 208:0.50 212:0.61 215:0.96 216:0.17 222:0.60 232:0.89 235:0.05 239:0.90 241:0.21 242:0.45 243:0.37 245:0.92 247:0.88 253:0.68 259:0.21 265:0.36 266:0.95 267:0.28 271:0.46 276:0.88 277:0.87 279:0.78 283:0.82 290:0.95 297:0.36 300:0.94\n1 7:0.75 10:0.85 11:0.87 12:0.51 17:0.85 18:0.68 21:0.78 27:0.70 29:0.86 30:0.75 32:0.72 34:0.77 36:0.66 37:0.34 39:0.23 43:0.67 44:0.92 45:0.90 66:0.68 69:0.56 70:0.45 71:0.64 74:0.73 77:0.70 83:0.69 86:0.73 91:0.09 97:0.94 98:0.43 101:0.65 104:0.88 108:0.43 122:0.82 123:0.41 124:0.47 127:0.67 129:0.05 133:0.60 135:0.39 139:0.85 144:0.85 145:0.47 146:0.58 147:0.63 149:0.72 154:0.56 155:0.54 158:0.82 159:0.62 170:0.82 172:0.67 173:0.49 174:0.83 177:0.88 178:0.55 179:0.60 187:0.39 192:0.56 195:0.77 197:0.86 204:0.83 208:0.61 212:0.77 216:0.50 219:0.94 222:0.60 230:0.77 232:0.91 233:0.66 235:0.05 239:0.85 241:0.43 242:0.42 243:0.72 244:0.61 245:0.65 247:0.76 253:0.52 259:0.21 265:0.45 266:0.54 267:0.44 271:0.46 276:0.50 279:0.78 281:0.86 282:0.80 283:0.82 292:0.95 300:0.55\n0 1:0.63 10:0.81 11:0.84 12:0.51 17:0.69 21:0.40 27:0.29 29:0.86 30:0.67 32:0.72 34:0.95 36:0.22 37:0.68 39:0.23 43:0.27 44:0.92 45:0.88 64:0.77 66:0.71 69:0.91 70:0.47 71:0.64 74:0.64 77:0.99 81:0.67 83:0.69 91:0.08 97:0.94 98:0.15 99:0.95 101:0.47 108:0.81 114:0.82 122:0.55 123:0.80 124:0.47 126:0.51 127:0.42 129:0.05 133:0.74 135:0.89 139:0.77 144:0.85 145:0.99 146:0.29 147:0.05 149:0.61 150:0.56 154:0.20 155:0.49 158:0.81 159:0.77 165:0.81 170:0.82 172:0.65 173:0.83 174:0.79 175:0.91 176:0.70 177:0.05 178:0.55 179:0.57 187:0.99 192:0.48 195:0.92 197:0.80 201:0.61 208:0.61 212:0.86 215:0.67 216:0.38 219:0.94 222:0.60 235:0.60 239:0.80 241:0.24 242:0.54 243:0.11 244:0.83 245:0.55 247:0.55 253:0.61 257:0.93 259:0.21 265:0.17 266:0.38 267:0.73 271:0.46 276:0.40 277:0.87 279:0.78 282:0.80 283:0.67 290:0.82 292:0.88 297:0.36 300:0.43\n1 1:0.61 10:0.98 11:0.87 12:0.51 17:0.55 18:0.75 21:0.22 27:0.34 29:0.86 30:0.52 34:0.91 36:0.21 37:0.50 39:0.23 43:0.57 45:0.96 66:0.94 69:0.71 70:0.64 71:0.64 74:0.82 81:0.57 83:0.56 86:0.80 91:0.51 97:0.89 98:0.88 99:0.83 101:0.65 108:0.54 114:0.85 122:0.67 123:0.52 124:0.36 126:0.32 127:0.59 129:0.05 133:0.36 135:0.39 139:0.76 144:0.85 145:0.50 146:0.95 147:0.96 149:0.72 150:0.52 154:0.44 155:0.48 158:0.77 159:0.68 165:0.65 170:0.82 172:0.94 173:0.61 174:0.97 176:0.63 177:0.88 178:0.55 179:0.22 187:0.87 192:0.47 197:0.97 201:0.58 208:0.50 212:0.80 215:0.79 216:0.37 222:0.60 235:0.31 239:0.97 241:0.49 242:0.18 243:0.94 245:0.74 247:0.93 253:0.68 254:0.98 259:0.21 265:0.88 266:0.54 267:0.44 271:0.46 276:0.88 279:0.76 283:0.82 290:0.85 297:0.36 300:0.70\n2 1:0.64 10:0.98 11:0.92 12:0.51 17:0.85 18:0.82 21:0.47 22:0.93 27:0.72 29:0.86 30:0.58 33:0.97 34:0.52 36:0.22 39:0.23 43:0.89 45:0.89 47:0.93 60:0.95 64:0.77 66:0.36 69:0.49 70:0.75 71:0.64 74:0.80 75:0.99 81:0.76 83:0.91 85:0.88 86:0.90 91:0.06 98:0.59 101:0.96 104:0.96 106:0.81 108:0.78 114:0.80 117:0.86 122:0.95 123:0.77 124:0.82 126:0.54 127:0.88 129:0.59 133:0.81 135:0.98 139:0.91 144:0.85 146:0.54 147:0.60 149:0.92 150:0.59 154:0.88 155:0.50 158:0.86 159:0.81 165:0.93 170:0.82 172:0.79 173:0.28 174:0.97 176:0.73 177:0.88 178:0.55 179:0.30 187:0.87 192:0.49 197:0.96 201:0.64 206:0.81 208:0.64 212:0.59 215:0.63 216:0.11 219:0.95 222:0.60 226:0.96 232:0.98 235:0.74 236:0.97 239:0.98 242:0.24 243:0.32 245:0.88 247:0.95 253:0.65 259:0.21 262:0.93 265:0.60 266:0.91 267:0.84 271:0.46 276:0.83 279:0.81 283:0.67 290:0.80 291:0.97 292:0.88 297:0.36 300:0.94\n2 7:0.81 10:0.96 11:0.92 12:0.51 17:0.72 18:0.86 21:0.78 27:0.42 29:0.86 30:0.45 32:0.80 34:0.78 36:0.87 37:0.48 39:0.23 43:0.77 44:0.93 45:0.77 60:0.87 66:0.16 69:0.80 70:0.73 71:0.64 74:0.79 75:0.99 77:0.70 83:0.91 85:0.80 86:0.90 91:0.11 98:0.53 101:0.87 102:0.98 108:0.63 121:0.90 122:0.57 123:0.74 124:0.73 127:0.42 129:0.05 133:0.73 135:0.99 139:0.94 144:0.85 145:0.95 146:0.49 147:0.55 149:0.80 154:0.70 155:0.56 158:0.86 159:0.61 170:0.82 172:0.68 173:0.74 174:0.89 177:0.88 178:0.55 179:0.40 187:0.39 192:0.57 193:0.99 195:0.83 197:0.90 204:0.84 208:0.64 212:0.70 216:0.24 219:0.95 222:0.60 226:0.96 230:0.83 233:0.66 235:0.88 239:0.98 241:0.47 242:0.12 243:0.60 245:0.76 247:0.95 253:0.55 259:0.21 265:0.34 266:0.80 267:0.85 271:0.46 276:0.70 277:0.69 279:0.80 281:0.86 282:0.88 283:0.67 292:0.88 299:0.88 300:0.55\n2 1:0.68 7:0.81 10:0.98 11:0.92 12:0.51 17:0.70 18:0.86 21:0.05 22:0.93 27:0.64 29:0.86 30:0.93 32:0.80 33:0.97 34:1.00 36:0.33 37:0.36 39:0.23 43:0.88 44:0.93 45:0.89 47:0.93 48:0.91 64:0.77 66:0.91 69:0.15 70:0.21 71:0.64 74:0.78 76:0.94 77:0.89 81:0.83 83:0.91 85:0.80 86:0.94 91:0.46 98:0.87 101:1.00 102:0.98 104:0.87 106:0.81 108:0.12 114:0.95 117:0.86 121:0.90 122:0.89 123:0.12 126:0.54 127:0.39 129:0.05 135:0.81 139:0.95 144:0.85 145:0.63 146:0.62 147:0.67 149:0.92 150:0.78 154:0.86 155:0.56 159:0.23 165:0.93 170:0.82 172:0.75 173:0.41 174:0.91 176:0.73 177:0.88 178:0.55 179:0.48 187:0.68 192:0.57 193:0.99 195:0.60 197:0.95 201:0.67 204:0.83 206:0.81 208:0.64 212:0.73 215:0.91 216:0.17 222:0.60 230:0.83 232:0.91 233:0.76 235:0.31 236:0.97 239:0.99 241:0.21 242:0.38 243:0.91 247:0.76 253:0.72 259:0.21 262:0.93 265:0.87 266:0.27 267:0.36 271:0.46 276:0.62 281:0.91 282:0.88 290:0.95 291:0.97 297:0.36 299:0.88 300:0.33\n2 1:0.65 7:0.75 10:0.87 11:0.88 12:0.51 17:0.70 18:0.72 21:0.22 27:0.13 29:0.86 30:0.62 32:0.67 34:0.98 36:0.28 37:0.85 39:0.23 43:0.59 45:0.85 64:0.77 66:0.72 69:0.88 70:0.75 71:0.64 74:0.59 77:0.89 81:0.71 83:0.69 86:0.80 91:0.38 98:0.49 99:0.95 101:0.96 108:0.75 114:0.88 122:0.82 123:0.74 124:0.43 126:0.51 127:0.24 129:0.05 133:0.59 135:0.87 139:0.81 144:0.85 145:0.77 146:0.64 147:0.69 149:0.43 150:0.60 154:0.51 155:0.54 159:0.42 165:0.81 170:0.82 172:0.59 173:0.88 174:0.83 176:0.70 177:0.88 178:0.55 179:0.49 187:0.39 192:0.56 195:0.82 197:0.83 201:0.63 204:0.82 208:0.61 212:0.61 215:0.79 216:0.34 222:0.60 230:0.77 233:0.66 235:0.42 239:0.86 241:0.53 242:0.16 243:0.75 245:0.53 247:0.82 253:0.63 254:0.86 259:0.21 265:0.51 266:0.54 267:0.44 271:0.46 276:0.49 281:0.86 282:0.75 290:0.88 297:0.36 300:0.70\n1 1:0.74 11:0.57 12:0.06 17:0.07 20:0.85 21:0.64 26:0.96 27:0.55 30:0.21 32:0.75 34:0.86 36:0.96 37:0.43 39:0.55 43:0.67 55:0.42 58:0.93 66:0.30 69:0.78 70:0.91 74:0.97 77:0.70 78:0.89 81:0.62 85:0.72 87:0.98 91:0.11 98:0.71 100:0.91 101:0.70 108:0.91 111:0.89 114:0.72 117:0.86 122:0.67 123:0.59 124:0.76 126:0.54 127:0.73 129:0.05 133:0.74 135:0.61 141:0.91 145:0.44 146:0.93 147:0.05 149:0.77 150:0.68 152:0.85 154:0.61 155:0.67 159:0.79 169:0.88 172:0.85 173:0.63 176:0.73 177:0.05 178:0.55 179:0.21 186:0.89 187:0.99 192:0.59 195:0.91 199:1.00 201:0.74 212:0.73 215:0.53 216:0.59 222:0.90 223:0.96 224:0.93 232:0.70 234:0.91 235:0.84 241:0.07 242:0.72 243:0.06 245:0.94 247:0.67 253:0.75 257:0.65 259:0.21 261:0.88 265:0.42 266:0.84 267:0.28 271:0.55 274:0.91 276:0.90 282:0.83 290:0.72 297:0.36 300:0.84\n1 12:0.06 17:0.59 21:0.54 26:0.96 27:0.06 30:0.76 34:0.33 36:0.59 37:0.90 39:0.55 43:0.38 55:0.84 58:0.93 66:0.45 69:0.90 70:0.43 74:0.81 77:0.70 81:0.38 91:0.14 98:0.50 108:0.80 114:0.65 117:0.86 122:0.67 123:0.79 124:0.81 126:0.32 127:0.44 129:0.59 133:0.82 135:0.60 141:0.91 145:0.94 146:0.84 147:0.05 149:0.40 150:0.33 154:0.52 159:0.78 163:0.94 172:0.48 173:0.81 176:0.56 177:0.05 178:0.55 179:0.63 187:0.87 195:0.94 199:0.97 212:0.23 216:0.76 222:0.90 223:0.96 224:0.93 234:0.91 235:0.60 241:0.41 242:0.70 243:0.12 245:0.58 247:0.60 253:0.63 254:0.80 257:0.65 259:0.21 265:0.52 266:0.80 267:0.82 271:0.55 274:0.91 276:0.54 282:0.84 290:0.65 300:0.43\n2 1:0.74 7:0.78 8:0.97 9:0.80 12:0.06 17:0.36 21:0.22 25:0.88 26:0.96 27:0.03 30:0.58 32:0.80 34:0.94 36:0.28 37:0.98 39:0.55 41:0.82 43:0.43 55:0.92 58:0.98 66:0.49 69:0.23 70:0.33 74:0.75 76:0.94 77:0.89 81:0.88 83:0.76 91:0.44 96:0.73 98:0.75 104:0.58 108:0.18 114:0.90 117:0.86 120:0.60 123:0.18 124:0.52 126:0.54 127:0.54 129:0.05 133:0.39 135:0.79 140:0.45 141:0.98 145:0.65 146:0.67 147:0.71 149:0.35 150:0.93 151:0.62 153:0.48 154:0.70 155:0.67 158:0.85 159:0.36 162:0.86 163:0.86 164:0.57 165:0.86 172:0.32 173:0.36 176:0.73 177:0.38 179:0.86 187:0.68 192:0.59 195:0.62 199:0.97 201:0.74 202:0.36 208:0.64 212:0.37 215:0.79 216:0.54 220:0.82 222:0.90 223:0.96 224:1.00 230:0.81 232:0.97 233:0.76 234:1.00 235:0.42 241:0.57 242:0.58 243:0.60 245:0.55 247:0.47 248:0.60 253:0.76 254:0.86 255:0.79 256:0.45 259:0.21 260:0.60 265:0.75 266:0.38 267:0.84 268:0.46 271:0.55 274:0.98 276:0.37 282:0.88 285:0.62 290:0.90 297:0.36 299:0.88 300:0.25\n1 8:0.87 12:0.06 17:0.55 21:0.59 26:0.96 27:0.06 30:0.89 34:0.67 36:0.79 37:0.90 39:0.55 43:0.44 55:0.96 58:0.98 66:0.16 69:0.25 70:0.20 74:0.84 76:0.85 77:0.70 81:0.35 91:0.18 96:0.69 98:0.13 108:0.20 114:0.64 117:0.86 122:0.67 123:0.19 124:0.86 126:0.32 127:0.20 129:0.93 133:0.84 135:0.58 140:0.45 141:0.98 145:0.74 146:0.24 147:0.30 149:0.35 150:0.31 151:0.48 153:0.72 154:0.33 158:0.84 159:0.54 162:0.67 163:0.79 172:0.10 173:0.14 175:0.75 176:0.56 177:0.05 179:0.79 187:0.95 190:0.77 195:0.91 199:0.97 202:0.53 212:0.30 216:0.76 220:0.97 222:0.90 223:0.96 224:0.98 232:0.95 234:0.98 235:0.68 241:0.52 242:0.63 243:0.37 244:0.61 245:0.40 247:0.35 248:0.48 253:0.65 256:0.45 257:0.65 259:0.21 265:0.14 266:0.27 267:0.59 268:0.57 271:0.55 274:0.97 276:0.29 277:0.69 282:0.84 285:0.50 290:0.64 300:0.18\n1 8:0.87 12:0.06 17:0.43 20:0.93 21:0.78 26:0.96 27:0.02 34:0.55 36:0.70 37:0.98 39:0.55 58:0.98 74:0.45 78:0.72 91:0.23 96:0.69 100:0.73 111:0.72 117:0.86 135:0.56 140:0.45 141:0.98 145:0.93 151:0.48 152:0.97 153:0.48 158:0.84 162:0.86 169:0.72 175:0.91 186:0.73 187:0.39 190:0.77 199:0.98 202:0.36 216:0.73 220:0.96 222:0.90 223:0.96 224:0.99 232:0.87 234:0.99 235:0.22 241:0.37 244:0.83 248:0.48 253:0.41 256:0.45 257:0.84 259:0.21 261:0.73 267:0.76 268:0.46 271:0.55 274:0.98 277:0.87 285:0.50\n1 12:0.06 17:0.20 21:0.64 26:0.96 27:0.61 30:0.44 32:0.75 34:0.55 36:0.94 37:0.37 39:0.55 43:0.69 55:0.42 58:0.93 66:0.12 69:0.76 70:0.78 74:0.97 81:0.52 91:0.12 98:0.54 108:0.90 114:0.72 117:0.86 122:0.67 123:0.57 124:0.78 126:0.54 127:0.73 129:0.59 133:0.82 135:0.86 141:0.91 145:0.42 146:0.81 147:0.05 149:0.77 150:0.56 154:0.62 159:0.76 172:0.86 173:0.63 176:0.73 177:0.05 178:0.55 179:0.26 187:0.99 195:0.89 199:0.99 212:0.74 215:0.53 216:0.87 222:0.90 223:0.96 224:0.93 232:0.84 234:0.91 235:0.80 241:0.10 242:0.78 243:0.06 245:0.88 247:0.67 253:0.74 257:0.65 259:0.21 265:0.46 266:0.87 267:0.36 271:0.55 274:0.91 276:0.86 290:0.72 297:0.36 300:0.84\n1 1:0.74 11:0.57 12:0.06 17:0.24 21:0.47 26:0.96 27:0.56 30:0.26 32:0.78 34:0.75 36:0.32 37:0.60 39:0.55 43:0.65 55:0.45 58:0.93 66:0.90 69:0.83 70:0.82 74:0.92 77:0.70 81:0.70 85:0.80 91:0.15 98:0.85 101:0.74 104:0.90 106:0.81 108:0.67 114:0.80 122:0.67 123:0.65 124:0.36 126:0.54 127:0.50 129:0.05 133:0.39 135:0.47 141:0.91 145:0.67 146:0.93 147:0.05 149:0.69 150:0.75 154:0.62 155:0.67 159:0.62 172:0.87 173:0.79 176:0.73 177:0.05 178:0.55 179:0.32 187:0.39 192:0.59 195:0.79 199:0.99 201:0.74 206:0.81 212:0.60 215:0.63 216:0.76 222:0.90 223:0.96 224:0.93 234:0.91 235:0.60 241:0.10 242:0.40 243:0.07 245:0.67 247:0.67 253:0.75 257:0.65 259:0.21 265:0.85 266:0.71 267:0.44 271:0.55 274:0.91 276:0.79 282:0.86 290:0.80 297:0.36 300:0.84\n2 6:0.98 7:0.78 8:0.92 12:0.06 17:0.38 20:0.85 21:0.40 25:0.88 26:0.95 27:0.03 30:0.45 32:0.75 34:0.92 36:0.55 37:0.98 39:0.55 43:0.43 55:0.84 58:0.93 66:0.82 69:0.23 70:0.47 74:0.57 78:0.92 81:0.62 91:0.40 98:0.95 100:0.98 104:0.58 106:0.81 108:0.18 111:0.97 123:0.18 126:0.32 127:0.65 129:0.05 135:0.92 141:0.91 145:0.77 146:0.79 147:0.82 149:0.47 150:0.45 152:1.00 154:0.33 159:0.34 163:0.75 169:0.97 172:0.48 173:0.39 177:0.38 178:0.55 179:0.85 186:0.92 187:0.68 195:0.59 199:0.95 206:0.81 212:0.30 215:0.67 216:0.54 222:0.90 223:0.93 224:0.93 230:0.81 233:0.76 234:0.91 235:0.42 241:0.50 242:0.53 243:0.83 244:0.61 247:0.55 253:0.46 259:0.21 261:0.98 265:0.95 266:0.47 267:0.79 271:0.55 274:0.91 276:0.40 297:0.36 300:0.33\n1 8:0.82 12:0.06 17:0.61 20:0.96 21:0.78 26:0.96 27:0.02 34:0.58 36:0.71 37:0.98 39:0.55 58:0.99 74:0.45 78:0.72 91:0.23 96:0.69 100:0.73 111:0.72 117:0.86 135:0.58 140:0.45 141:0.98 145:0.93 151:0.48 152:0.97 153:0.46 158:0.84 162:0.86 169:0.72 175:0.91 186:0.73 187:0.39 190:0.77 199:0.98 202:0.49 216:0.73 220:0.96 222:0.90 223:0.96 224:0.99 232:0.87 234:0.99 235:0.22 241:0.51 244:0.83 248:0.48 253:0.42 256:0.58 257:0.84 259:0.21 261:0.73 267:0.76 268:0.58 271:0.55 274:0.98 277:0.87 285:0.50\n1 7:0.78 8:0.98 12:0.06 17:0.40 21:0.78 25:0.88 26:0.94 27:0.03 30:0.58 32:0.75 34:0.88 36:0.81 37:0.98 39:0.55 43:0.43 55:0.92 58:0.93 66:0.32 69:0.82 70:0.54 74:0.44 91:0.46 98:0.60 104:0.58 106:0.81 108:0.78 123:0.77 124:0.73 127:0.87 129:0.59 133:0.64 135:0.92 141:0.91 145:0.52 146:0.59 147:0.62 149:0.45 154:0.59 159:0.57 163:0.86 172:0.41 173:0.84 177:0.05 178:0.55 179:0.72 187:0.68 191:0.78 195:0.71 199:0.94 202:0.46 206:0.81 212:0.23 216:0.54 222:0.90 223:0.92 224:0.93 230:0.81 233:0.69 234:0.91 235:0.22 241:0.27 242:0.73 243:0.32 245:0.68 247:0.39 253:0.38 254:0.86 257:0.65 259:0.21 265:0.61 266:0.63 267:0.87 271:0.55 274:0.91 276:0.55 300:0.43\n2 6:0.98 7:0.78 8:0.92 12:0.06 17:0.36 20:0.86 21:0.40 25:0.88 26:0.94 27:0.03 30:0.11 32:0.75 34:0.92 36:0.45 37:0.98 39:0.55 43:0.43 55:0.45 58:0.93 66:0.36 69:0.23 70:0.69 74:0.41 78:0.92 81:0.62 91:0.58 98:0.58 100:0.97 104:0.58 108:0.18 111:0.95 120:0.73 123:0.18 124:0.60 126:0.32 127:0.71 129:0.05 133:0.39 135:0.95 140:0.45 141:0.91 145:0.54 146:0.61 147:0.67 149:0.48 150:0.45 151:0.66 152:1.00 153:0.48 154:0.33 159:0.49 162:0.71 164:0.75 169:0.97 172:0.32 173:0.29 177:0.38 179:0.84 186:0.91 187:0.68 190:0.77 191:0.81 195:0.67 199:0.94 202:0.66 212:0.14 215:0.67 216:0.54 220:0.91 222:0.90 223:0.92 224:0.93 230:0.81 233:0.76 234:0.91 235:0.42 241:0.70 242:0.75 243:0.51 244:0.61 245:0.62 247:0.39 248:0.66 253:0.36 256:0.64 259:0.21 260:0.74 261:0.98 265:0.59 266:0.71 267:0.92 268:0.69 271:0.55 274:0.91 276:0.39 285:0.50 297:0.36 300:0.43\n1 1:0.74 7:0.81 12:0.06 17:0.69 21:0.40 26:0.96 27:0.11 30:0.62 32:0.75 34:0.88 36:0.71 37:0.94 39:0.55 43:0.31 55:0.52 58:0.93 66:0.75 69:0.49 70:0.23 74:0.65 77:0.99 81:0.76 91:0.27 98:0.74 108:0.38 114:0.82 121:0.97 123:0.36 126:0.54 127:0.24 129:0.05 135:0.30 141:0.91 145:0.98 146:0.56 147:0.62 149:0.24 150:0.79 154:0.79 155:0.67 159:0.20 163:0.75 172:0.32 173:0.66 176:0.73 177:0.38 178:0.55 179:0.84 187:0.39 192:0.59 195:0.58 199:0.97 201:0.74 204:0.89 208:0.64 212:0.30 215:0.67 216:0.40 222:0.90 223:0.96 224:0.93 230:0.87 232:0.72 233:0.76 234:0.91 235:0.52 241:0.27 242:0.63 243:0.77 247:0.35 253:0.67 254:0.86 259:0.21 265:0.74 266:0.27 267:0.69 271:0.55 274:0.91 276:0.27 282:0.84 290:0.82 297:0.36 300:0.18\n1 8:0.86 12:0.06 17:0.93 21:0.13 26:0.96 27:0.06 30:0.85 34:0.53 36:0.54 37:0.87 39:0.55 43:0.45 55:0.84 58:0.98 66:0.87 69:0.07 70:0.29 74:0.94 76:0.85 77:0.89 81:0.69 91:0.31 96:0.74 98:0.93 108:0.06 114:0.74 117:0.86 122:0.67 123:0.06 126:0.32 127:0.58 129:0.05 135:0.42 140:0.45 141:0.98 145:0.44 146:0.87 147:0.89 149:0.60 150:0.50 151:0.58 153:0.48 154:0.34 159:0.44 162:0.86 163:0.94 172:0.63 173:0.18 176:0.56 177:0.38 179:0.70 187:0.68 190:0.77 195:0.65 199:0.98 202:0.36 212:0.48 216:0.54 220:0.74 222:0.90 223:0.96 224:1.00 232:0.82 234:1.00 235:0.12 241:0.18 242:0.80 243:0.88 244:0.61 247:0.35 248:0.56 253:0.80 256:0.45 259:0.21 265:0.93 266:0.63 267:0.36 268:0.46 271:0.55 274:0.97 276:0.53 282:0.84 285:0.50 290:0.74 300:0.33\n1 12:0.06 17:0.49 21:0.64 26:0.96 27:0.24 30:0.90 34:0.61 36:0.34 37:0.80 39:0.55 43:0.29 55:0.52 58:0.93 66:0.63 69:0.95 70:0.29 74:0.89 76:0.85 77:0.89 81:0.33 91:0.22 98:0.36 108:0.91 114:0.63 117:0.86 122:0.67 123:0.91 124:0.64 126:0.32 127:0.70 129:0.05 133:0.74 135:0.26 141:0.91 145:0.74 146:0.50 147:0.05 149:0.50 150:0.30 154:0.21 159:0.77 172:0.75 173:0.95 176:0.56 177:0.05 178:0.55 179:0.47 187:0.68 195:0.89 199:0.99 212:0.81 216:0.67 222:0.90 223:0.96 224:0.93 232:0.90 234:0.91 235:0.74 241:0.07 242:0.77 243:0.08 244:0.61 245:0.73 247:0.47 253:0.67 257:0.65 259:0.21 265:0.38 266:0.47 267:0.19 271:0.55 274:0.91 276:0.59 277:0.69 282:0.84 290:0.63 300:0.43\n1 1:0.74 11:0.57 12:0.06 17:0.22 21:0.47 26:0.96 27:0.56 30:0.43 32:0.78 34:0.75 36:0.43 37:0.60 39:0.55 43:0.73 55:0.45 58:0.93 66:0.49 69:0.57 70:0.86 74:0.96 77:0.70 81:0.70 85:0.80 91:0.17 98:0.61 101:0.74 104:0.90 106:0.81 108:0.65 114:0.80 122:0.67 123:0.62 124:0.73 126:0.54 127:0.49 129:0.59 133:0.76 135:0.34 141:0.91 145:0.67 146:0.32 147:0.38 149:0.74 150:0.75 154:0.82 155:0.67 159:0.58 172:0.75 173:0.51 176:0.73 177:0.38 178:0.55 179:0.35 187:0.39 192:0.59 195:0.76 199:0.99 201:0.74 206:0.81 212:0.77 215:0.63 216:0.76 222:0.90 223:0.96 224:0.93 234:0.91 235:0.60 241:0.21 242:0.59 243:0.18 245:0.82 247:0.60 253:0.76 259:0.21 265:0.62 266:0.71 267:0.52 271:0.55 274:0.91 276:0.75 282:0.86 290:0.80 297:0.36 300:0.84\n1 1:0.74 12:0.06 17:0.30 21:0.47 26:0.96 27:0.56 30:0.41 32:0.78 34:0.70 36:0.31 37:0.60 39:0.55 43:0.29 55:0.45 58:0.93 66:0.89 69:0.83 70:0.77 74:0.94 77:0.70 81:0.70 91:0.10 98:0.83 104:0.90 106:0.81 108:0.67 114:0.80 122:0.67 123:0.65 124:0.36 126:0.54 127:0.46 129:0.05 133:0.39 135:0.56 141:0.91 145:0.67 146:0.92 147:0.05 149:0.57 150:0.75 154:0.62 155:0.67 159:0.61 172:0.86 173:0.79 176:0.73 177:0.05 178:0.55 179:0.34 187:0.39 192:0.59 195:0.79 199:0.99 201:0.74 206:0.81 212:0.61 215:0.63 216:0.76 222:0.90 223:0.96 224:0.93 234:0.91 235:0.60 241:0.15 242:0.60 243:0.07 245:0.66 247:0.67 253:0.75 254:0.74 257:0.65 259:0.21 265:0.83 266:0.71 267:0.44 271:0.55 274:0.91 276:0.77 282:0.86 290:0.80 297:0.36 300:0.70\n0 1:0.74 7:0.66 9:0.80 12:0.06 17:0.59 21:0.59 27:0.72 29:0.71 30:0.33 31:0.86 34:0.79 36:0.26 37:0.64 39:0.74 43:0.17 55:0.71 64:0.77 66:0.60 69:0.38 70:0.75 71:0.73 79:0.86 81:0.45 83:0.60 91:0.54 96:0.68 98:0.77 99:0.95 108:0.30 114:0.58 120:0.56 123:0.28 124:0.50 126:0.54 127:0.67 129:0.59 133:0.47 135:0.26 137:0.86 140:0.45 146:0.74 147:0.78 149:0.35 150:0.67 151:0.47 153:0.48 154:0.12 155:0.67 159:0.45 162:0.81 164:0.68 165:0.70 172:0.63 173:0.43 175:0.91 176:0.73 177:0.05 179:0.60 187:0.39 190:0.89 192:0.87 201:0.93 202:0.61 208:0.64 212:0.73 215:0.39 216:0.20 220:0.96 222:0.35 230:0.69 233:0.73 235:0.88 241:0.46 242:0.82 243:0.67 244:0.83 245:0.78 247:0.12 248:0.47 253:0.40 255:0.95 256:0.64 257:0.84 259:0.21 260:0.55 265:0.77 266:0.47 267:0.36 268:0.66 271:0.88 276:0.61 277:0.87 283:0.78 284:0.91 285:0.62 290:0.58 297:0.36 300:0.55\n1 12:0.06 17:0.89 21:0.78 27:0.66 29:0.71 30:0.30 34:0.55 36:0.29 37:0.35 39:0.74 43:0.12 55:0.92 66:0.12 69:0.92 70:0.60 71:0.73 74:0.32 91:0.22 98:0.25 104:0.89 106:0.81 108:0.83 120:0.53 123:0.82 124:0.89 127:0.49 129:0.05 133:0.87 135:0.61 140:0.45 145:0.87 146:0.47 147:0.33 149:0.18 151:0.46 153:0.48 154:0.19 159:0.75 162:0.86 163:0.96 164:0.53 172:0.16 173:0.87 175:0.75 177:0.05 179:0.77 187:0.21 190:0.89 202:0.36 206:0.81 212:0.23 216:0.19 220:0.97 222:0.35 235:0.97 241:0.21 242:0.76 243:0.25 244:0.61 245:0.50 247:0.39 248:0.46 253:0.27 254:0.88 256:0.45 257:0.84 259:0.21 260:0.53 265:0.27 266:0.63 267:0.59 268:0.46 271:0.88 276:0.44 277:0.69 285:0.47 300:0.43\n0 12:0.06 17:0.84 21:0.78 27:0.58 29:0.71 30:0.95 34:0.94 36:0.66 37:0.29 39:0.74 43:0.10 55:0.98 66:0.20 69:0.83 71:0.73 74:0.30 91:0.35 98:0.08 108:0.67 123:0.65 124:0.61 127:0.22 129:0.59 133:0.47 135:0.58 146:0.05 147:0.05 149:0.07 154:0.08 159:0.33 172:0.05 173:0.85 175:0.91 177:0.05 178:0.55 179:0.99 187:0.68 216:0.36 222:0.35 235:0.60 241:0.10 243:0.40 244:0.83 245:0.36 253:0.26 257:0.84 259:0.21 265:0.08 267:0.44 271:0.88 277:0.87 300:0.08\n1 1:0.69 7:0.66 11:0.83 12:0.06 17:0.72 18:0.61 21:0.68 27:0.57 29:0.71 30:0.43 32:0.64 34:0.24 36:0.48 37:0.61 39:0.74 43:0.68 45:0.91 55:0.71 66:0.93 69:0.88 70:0.66 71:0.73 74:0.86 76:0.85 77:0.70 81:0.29 85:0.72 86:0.68 91:0.09 98:0.82 101:0.87 104:0.87 106:0.81 108:0.77 114:0.54 117:0.86 122:0.75 123:0.75 124:0.36 126:0.44 127:0.52 129:0.05 133:0.43 135:0.63 139:0.66 145:0.77 146:0.97 147:0.18 149:0.85 150:0.47 154:0.37 155:0.58 159:0.80 172:0.96 173:0.77 176:0.61 177:0.38 178:0.55 179:0.17 187:0.21 192:0.59 195:0.93 201:0.68 204:0.85 206:0.81 208:0.54 212:0.90 215:0.37 216:0.86 222:0.35 230:0.69 232:0.83 233:0.73 235:0.84 241:0.30 242:0.33 243:0.07 245:0.85 247:0.82 253:0.46 257:0.65 265:0.82 266:0.75 267:0.82 271:0.88 276:0.92 282:0.73 290:0.54 297:0.36 300:0.70\n0 8:0.67 12:0.06 17:0.89 18:0.97 21:0.78 27:0.56 29:0.71 30:0.87 34:0.61 36:0.30 37:0.26 39:0.74 43:0.06 55:0.52 66:0.84 69:0.95 70:0.27 71:0.73 74:0.38 86:0.94 91:0.44 98:0.66 108:0.91 122:0.86 123:0.90 124:0.39 127:0.50 129:0.05 133:0.60 135:0.70 139:0.92 145:0.72 146:0.24 147:0.26 149:0.36 154:0.28 159:0.82 172:0.95 173:0.90 177:0.38 178:0.55 179:0.18 187:0.21 202:0.36 212:0.92 216:0.35 222:0.35 235:0.60 241:0.21 242:0.81 243:0.07 245:0.87 247:0.60 253:0.31 254:0.96 257:0.65 259:0.21 265:0.67 266:0.75 267:0.36 271:0.88 276:0.88 277:0.87 300:0.55\n0 12:0.06 17:0.59 18:0.64 21:0.78 27:0.45 29:0.71 30:0.95 34:0.83 36:0.17 37:0.50 39:0.74 43:0.11 55:0.71 66:0.54 69:0.78 71:0.73 86:0.64 91:0.25 98:0.19 108:0.61 123:0.59 127:0.10 129:0.05 135:0.90 139:0.62 145:0.59 146:0.29 147:0.35 149:0.08 154:0.09 159:0.12 172:0.10 173:0.74 175:0.75 177:0.38 178:0.55 179:0.49 187:0.68 216:0.77 222:0.35 235:1.00 241:0.21 243:0.63 244:0.83 253:0.20 257:0.65 259:0.21 265:0.21 267:0.88 271:0.88 277:0.69 300:0.08\n0 12:0.06 17:0.75 18:0.78 21:0.78 27:0.72 29:0.71 30:0.68 34:0.50 36:0.51 39:0.74 43:0.13 48:0.91 55:0.92 66:0.20 69:0.79 70:0.43 71:0.73 74:0.36 86:0.74 91:0.37 98:0.27 108:0.63 122:0.83 123:0.60 124:0.85 127:0.35 129:0.59 132:0.97 133:0.82 135:0.61 139:0.75 145:0.54 146:0.35 147:0.05 149:0.15 154:0.27 159:0.47 163:0.86 172:0.16 173:0.80 175:0.75 177:0.05 178:0.55 179:0.84 187:0.21 212:0.19 216:0.05 222:0.35 235:0.99 241:0.47 242:0.45 243:0.19 244:0.61 245:0.43 247:0.47 253:0.30 254:0.74 257:0.84 259:0.21 265:0.29 266:0.47 267:0.59 271:0.88 276:0.34 277:0.69 281:0.91 300:0.33\n1 11:0.57 12:0.06 17:0.66 18:0.81 21:0.05 25:0.88 27:0.63 29:0.71 30:0.53 34:0.47 36:0.63 37:0.63 39:0.74 43:0.75 66:0.69 69:0.82 70:0.68 71:0.73 74:0.61 81:0.40 85:0.88 86:0.92 91:0.17 98:0.75 101:0.87 104:0.54 108:0.67 123:0.64 124:0.43 126:0.26 127:0.78 129:0.05 133:0.37 135:0.85 139:0.89 146:0.74 147:0.35 149:0.84 150:0.34 154:0.67 159:0.47 172:0.70 173:0.89 177:0.05 178:0.55 179:0.59 187:0.95 212:0.61 215:0.78 216:0.21 222:0.35 235:0.05 241:0.10 242:0.45 243:0.25 245:0.75 247:0.67 253:0.39 257:0.84 259:0.21 265:0.76 266:0.63 267:0.52 271:0.88 276:0.59 297:0.36 300:0.55\n0 11:0.57 12:0.06 17:0.49 18:0.70 21:0.05 27:0.14 29:0.71 30:0.09 34:0.42 36:0.69 37:0.78 39:0.74 43:0.70 66:0.23 69:0.87 70:0.94 71:0.73 74:0.51 81:0.40 85:0.85 86:0.81 91:0.07 98:0.60 101:0.87 104:0.58 108:0.74 123:0.84 124:0.82 126:0.26 127:0.77 129:0.05 133:0.81 135:0.92 139:0.77 146:0.71 147:0.31 149:0.76 150:0.34 154:0.60 159:0.71 172:0.63 173:0.84 177:0.05 178:0.55 179:0.46 187:0.68 212:0.30 215:0.78 216:0.63 222:0.35 235:0.05 241:0.18 242:0.73 243:0.20 245:0.77 247:0.47 253:0.36 257:0.84 259:0.21 265:0.51 266:0.75 267:0.84 271:0.88 276:0.73 277:0.87 297:0.36 300:0.70\n0 1:0.74 7:0.66 12:0.06 17:0.53 21:0.59 27:0.72 29:0.71 30:0.45 34:0.99 36:0.42 37:0.64 39:0.74 43:0.17 55:0.84 64:0.77 66:0.43 69:0.38 70:0.57 71:0.73 81:0.45 83:0.60 91:0.17 98:0.65 99:0.95 108:0.72 114:0.58 120:0.53 123:0.71 124:0.59 126:0.54 127:0.59 129:0.59 133:0.47 135:0.56 140:0.45 146:0.61 147:0.66 149:0.28 150:0.67 151:0.46 153:0.46 154:0.12 155:0.67 159:0.50 162:0.62 164:0.53 165:0.70 172:0.45 173:0.38 175:0.91 176:0.73 177:0.05 179:0.70 187:0.39 190:0.89 191:0.70 192:0.87 201:0.93 202:0.49 208:0.64 212:0.37 215:0.39 216:0.20 220:0.97 222:0.35 230:0.69 233:0.73 235:0.88 241:0.32 242:0.82 243:0.47 244:0.83 245:0.72 247:0.12 248:0.46 253:0.40 256:0.45 257:0.84 259:0.21 260:0.53 265:0.66 266:0.63 267:0.95 268:0.45 271:0.88 276:0.51 277:0.87 283:0.78 285:0.47 290:0.58 297:0.36 300:0.43\n0 12:0.06 17:0.28 18:0.61 21:0.54 27:0.45 29:0.71 30:0.56 34:0.67 36:0.18 37:0.50 39:0.74 43:0.13 55:0.92 66:0.51 69:0.80 70:0.46 71:0.73 74:0.41 81:0.24 86:0.63 91:0.12 98:0.42 108:0.64 123:0.61 124:0.77 126:0.26 127:0.58 129:0.05 133:0.81 135:0.92 139:0.61 145:0.50 146:0.74 147:0.05 149:0.18 150:0.24 154:0.28 159:0.79 172:0.41 173:0.65 177:0.05 178:0.55 179:0.79 187:0.68 212:0.13 215:0.39 216:0.77 222:0.35 235:0.60 241:0.46 242:0.24 243:0.15 244:0.61 245:0.48 247:0.74 253:0.32 254:0.95 257:0.84 259:0.21 265:0.44 266:0.75 267:0.44 271:0.88 276:0.41 297:0.36 300:0.33\n1 11:0.57 12:0.06 17:0.84 18:0.95 21:0.68 22:0.93 27:0.57 29:0.71 30:0.09 32:0.80 34:0.80 36:0.32 37:0.38 39:0.74 43:0.68 44:0.93 47:0.93 64:0.77 66:0.97 69:0.44 70:0.94 71:0.73 74:0.73 77:0.70 81:0.29 85:0.95 86:0.97 91:0.08 98:0.93 101:0.87 104:0.90 106:0.81 108:0.34 123:0.33 124:0.36 126:0.44 127:0.68 129:0.05 133:0.37 135:0.97 139:0.97 145:0.97 146:0.99 147:0.99 149:0.91 150:0.24 154:0.57 159:0.82 172:0.98 173:0.22 177:0.70 178:0.55 179:0.15 187:0.21 192:0.51 195:0.93 201:0.68 206:0.81 212:0.72 215:0.37 216:0.72 222:0.35 235:0.84 242:0.45 243:0.97 245:0.80 247:0.82 253:0.42 259:0.21 262:0.93 265:0.93 266:0.63 267:0.59 271:0.88 276:0.94 282:0.88 297:0.36 299:0.88 300:0.70\n0 11:0.83 12:0.06 17:0.40 18:0.80 21:0.05 27:0.14 29:0.71 30:0.09 34:0.47 36:0.62 37:0.78 39:0.74 43:0.75 45:0.77 66:0.74 69:0.79 70:0.97 71:0.73 74:0.63 81:0.40 85:0.72 86:0.91 91:0.20 98:0.82 101:0.87 104:0.58 108:0.63 123:0.61 124:0.42 126:0.26 127:0.69 129:0.05 133:0.37 135:0.97 139:0.88 146:0.84 147:0.31 149:0.59 150:0.34 154:0.69 159:0.52 172:0.77 173:0.82 177:0.05 178:0.55 179:0.49 187:0.95 212:0.71 215:0.78 216:0.63 222:0.35 235:0.05 241:0.32 242:0.63 243:0.22 245:0.79 247:0.67 253:0.39 257:0.84 259:0.21 265:0.82 266:0.75 267:0.87 271:0.88 276:0.68 297:0.36 300:0.84\n0 1:0.74 7:0.66 11:0.64 12:0.06 17:0.95 18:0.82 21:0.59 27:0.72 29:0.71 30:0.60 34:0.68 36:0.28 37:0.64 39:0.74 43:0.17 45:0.66 55:0.59 64:0.77 66:0.67 69:0.38 70:0.79 71:0.73 74:0.39 81:0.45 83:0.60 86:0.81 91:0.27 98:0.66 99:0.95 101:0.52 108:0.30 114:0.58 123:0.28 124:0.58 126:0.54 127:0.75 129:0.05 133:0.73 135:0.44 139:0.77 146:0.82 147:0.85 149:0.42 150:0.67 154:0.63 155:0.67 159:0.68 165:0.70 172:0.80 173:0.28 176:0.73 177:0.70 178:0.55 179:0.41 187:0.21 192:0.87 201:0.93 208:0.64 212:0.68 215:0.39 216:0.20 222:0.35 230:0.69 233:0.73 235:0.88 241:0.44 242:0.73 243:0.72 245:0.76 247:0.76 253:0.40 254:0.80 259:0.21 265:0.66 266:0.71 267:0.59 271:0.88 276:0.75 290:0.58 297:0.36 300:0.84\n0 1:0.74 12:0.06 17:0.78 18:0.70 21:0.64 27:0.72 29:0.71 30:0.76 34:0.61 36:0.23 39:0.74 43:0.12 55:0.59 64:0.77 66:0.64 69:0.76 70:0.15 71:0.73 81:0.42 83:0.60 86:0.68 91:0.82 98:0.60 99:0.83 108:0.59 114:0.57 122:0.85 123:0.57 126:0.54 127:0.18 129:0.05 135:0.44 139:0.66 146:0.44 147:0.50 149:0.10 150:0.66 154:0.09 155:0.67 159:0.16 163:0.98 165:0.70 172:0.16 173:0.93 175:0.75 176:0.73 177:0.38 178:0.55 179:0.92 187:0.21 192:0.87 201:0.93 208:0.64 212:0.95 215:0.38 216:0.08 222:0.35 235:0.84 241:0.81 242:0.82 243:0.69 244:0.83 247:0.12 253:0.38 257:0.65 259:0.21 265:0.61 266:0.12 267:0.36 271:0.88 276:0.15 277:0.69 290:0.57 297:0.36 300:0.13\n0 1:0.74 7:0.66 9:0.80 12:0.06 17:0.64 21:0.59 27:0.72 29:0.71 30:0.55 31:0.86 34:0.98 36:0.19 37:0.64 39:0.74 43:0.17 55:0.71 64:0.77 66:0.25 69:0.38 70:0.57 71:0.73 79:0.86 81:0.45 83:0.60 91:0.37 96:0.67 98:0.63 99:0.95 108:0.71 114:0.58 120:0.64 123:0.28 124:0.57 126:0.54 127:0.63 129:0.59 133:0.47 135:0.56 137:0.86 140:0.80 146:0.62 147:0.67 149:0.27 150:0.67 151:0.47 153:0.48 154:0.12 155:0.67 159:0.45 162:0.86 164:0.65 165:0.70 172:0.45 173:0.43 175:0.91 176:0.73 177:0.05 179:0.73 187:0.39 190:0.89 192:0.87 201:0.93 202:0.50 208:0.64 212:0.59 215:0.39 216:0.20 220:0.62 222:0.35 230:0.69 233:0.73 235:0.88 241:0.41 242:0.82 243:0.45 244:0.83 245:0.70 247:0.12 248:0.46 253:0.40 255:0.95 256:0.58 257:0.84 259:0.21 260:0.61 265:0.63 266:0.54 267:0.36 268:0.59 271:0.88 276:0.50 277:0.87 284:0.89 285:0.62 290:0.58 297:0.36 300:0.43\n2 11:0.57 12:0.06 17:0.66 18:0.90 21:0.78 27:0.51 29:0.71 30:0.33 34:0.53 36:0.42 37:0.33 39:0.74 43:0.73 66:0.72 69:0.86 70:0.80 71:0.73 74:0.63 85:0.91 86:0.94 91:0.10 98:0.68 101:0.87 108:0.81 122:0.65 123:0.80 124:0.43 127:0.25 129:0.59 133:0.46 135:0.99 139:0.92 145:0.70 146:0.45 147:0.52 149:0.85 154:0.63 159:0.62 172:0.84 173:0.76 177:0.70 178:0.55 179:0.22 187:0.21 212:0.47 216:0.85 222:0.35 235:0.80 241:0.03 242:0.29 243:0.25 245:0.88 247:0.79 253:0.39 259:0.21 265:0.68 266:0.63 267:0.99 271:0.88 276:0.78 300:0.55\n0 11:0.57 12:0.06 17:0.49 18:0.74 21:0.05 27:0.14 29:0.71 30:0.09 34:0.49 36:0.77 37:0.78 39:0.74 43:0.79 55:0.71 66:0.59 69:0.08 70:0.91 71:0.73 74:0.57 81:0.40 85:0.85 86:0.85 91:0.06 98:0.79 101:0.87 104:0.58 108:0.07 123:0.07 124:0.52 126:0.26 127:0.87 129:0.05 133:0.37 135:0.92 139:0.81 146:0.92 147:0.93 149:0.83 150:0.34 154:0.72 159:0.72 172:0.78 173:0.11 177:0.70 178:0.55 179:0.42 187:0.68 212:0.30 215:0.78 216:0.63 222:0.35 235:0.05 241:0.18 242:0.75 243:0.67 245:0.90 247:0.47 253:0.38 259:0.21 265:0.79 266:0.75 267:0.79 271:0.88 276:0.76 297:0.36 300:0.70\n1 11:0.57 12:0.06 17:0.40 18:0.81 21:0.05 27:0.14 29:0.71 30:0.26 34:0.63 36:0.75 37:0.78 39:0.74 43:0.75 66:0.75 69:0.82 70:0.91 71:0.73 74:0.61 81:0.40 85:0.88 86:0.92 91:0.15 98:0.83 101:0.87 104:0.58 108:0.67 123:0.65 124:0.41 126:0.26 127:0.73 129:0.05 133:0.37 135:0.93 139:0.89 146:0.89 147:0.31 149:0.85 150:0.34 154:0.67 159:0.60 172:0.79 173:0.82 177:0.05 178:0.55 179:0.47 187:0.95 212:0.52 215:0.78 216:0.63 222:0.35 235:0.05 241:0.07 242:0.63 243:0.21 245:0.79 247:0.67 253:0.39 257:0.84 259:0.21 265:0.83 266:0.71 267:0.76 271:0.88 276:0.70 297:0.36 300:0.84\n0 1:0.74 8:0.59 12:0.06 17:0.78 18:0.70 21:0.64 27:0.53 29:0.71 30:0.76 34:0.61 36:0.24 37:0.24 39:0.74 43:0.12 55:0.59 64:0.77 66:0.64 69:0.76 70:0.15 71:0.73 81:0.42 83:0.60 86:0.68 91:0.86 98:0.60 99:0.83 108:0.59 114:0.57 122:0.85 123:0.57 126:0.54 127:0.18 129:0.05 135:0.49 139:0.66 146:0.44 147:0.50 149:0.10 150:0.66 154:0.09 155:0.67 159:0.16 163:0.98 165:0.70 172:0.16 173:0.93 175:0.75 176:0.73 177:0.38 178:0.55 179:0.92 191:0.73 192:0.87 201:0.93 208:0.64 212:0.95 215:0.38 216:0.14 222:0.35 235:0.84 241:0.94 242:0.82 243:0.69 244:0.83 247:0.12 253:0.38 257:0.65 259:0.21 265:0.61 266:0.12 267:0.59 271:0.88 276:0.15 277:0.69 290:0.57 297:0.36 300:0.13\n2 7:0.66 8:0.66 11:0.92 12:0.06 17:0.83 18:0.83 21:0.47 27:0.53 29:0.71 30:0.61 32:0.64 34:0.74 36:0.31 37:0.45 39:0.74 43:0.63 45:0.88 66:0.86 69:0.89 70:0.44 71:0.73 74:0.76 81:0.25 85:0.93 86:0.93 91:0.37 98:0.68 101:0.97 104:0.91 106:0.81 108:0.79 120:0.53 123:0.77 124:0.38 126:0.26 127:0.54 129:0.05 133:0.59 135:0.69 139:0.90 140:0.45 145:0.67 146:0.83 147:0.05 149:0.88 150:0.25 151:0.46 153:0.48 154:0.53 159:0.63 162:0.86 164:0.53 172:0.91 173:0.90 177:0.05 179:0.26 187:0.21 190:0.89 195:0.83 202:0.36 206:0.81 212:0.91 215:0.41 216:0.27 220:0.99 222:0.35 230:0.69 233:0.73 235:0.52 241:0.32 242:0.40 243:0.06 245:0.76 247:0.60 248:0.46 253:0.43 256:0.45 257:0.84 259:0.21 260:0.53 265:0.69 266:0.47 267:0.59 268:0.46 271:0.88 276:0.82 283:0.78 285:0.47 297:0.36 300:0.55\n1 1:0.74 11:0.88 12:0.37 17:0.38 21:0.59 27:0.45 28:0.92 30:0.58 32:0.80 34:0.70 36:0.19 37:0.50 39:0.53 43:0.82 60:0.87 66:0.51 69:0.70 70:0.62 74:0.92 77:0.70 81:0.60 83:0.84 85:0.96 91:0.05 98:0.64 101:0.82 108:0.66 114:0.74 122:0.57 123:0.64 124:0.78 126:0.54 127:0.56 129:0.89 133:0.83 135:0.86 144:0.85 145:0.49 146:0.24 147:0.30 149:0.92 150:0.74 154:0.77 155:0.67 158:0.87 159:0.77 161:0.85 165:0.78 167:0.45 172:0.71 173:0.53 176:0.73 177:0.38 178:0.55 179:0.43 181:0.64 187:0.68 192:0.59 195:0.91 201:0.74 208:0.64 212:0.16 215:0.55 216:0.77 222:0.76 235:0.74 241:0.24 242:0.54 243:0.20 245:0.75 247:0.47 253:0.73 259:0.21 265:0.65 266:0.91 267:0.59 271:0.38 276:0.72 279:0.86 282:0.88 283:0.71 290:0.74 297:0.36 299:0.88 300:0.55\n2 1:0.74 7:0.81 8:0.90 9:0.80 11:0.88 12:0.37 17:0.15 21:0.59 27:0.20 28:0.92 30:0.26 32:0.80 34:0.58 36:0.85 37:0.80 39:0.53 41:0.82 43:0.75 55:0.71 60:0.87 66:0.34 69:0.78 70:0.81 74:0.97 76:0.97 77:0.99 81:0.60 83:0.75 85:0.99 91:0.27 96:0.70 98:0.61 101:0.83 108:0.62 114:0.74 120:0.54 121:0.90 122:0.57 123:0.59 124:0.78 126:0.54 127:0.65 129:0.89 133:0.78 135:0.44 140:0.90 144:0.85 145:1.00 146:0.96 147:0.97 149:0.95 150:0.74 151:0.49 153:0.72 154:0.67 155:0.67 158:0.87 159:0.90 161:0.85 162:0.67 164:0.57 165:0.78 167:0.46 172:0.90 173:0.48 176:0.73 177:0.38 179:0.16 181:0.64 187:0.68 190:0.77 192:0.59 195:0.98 201:0.74 202:0.65 204:0.89 208:0.64 212:0.67 215:0.55 216:0.65 220:0.96 222:0.76 230:0.87 233:0.76 235:0.74 241:0.37 242:0.36 243:0.50 245:0.97 247:0.67 248:0.49 253:0.76 255:0.79 256:0.64 259:0.21 260:0.55 265:0.62 266:0.89 267:0.91 268:0.66 271:0.38 276:0.93 279:0.86 282:0.88 283:0.71 285:0.62 290:0.74 297:0.36 299:0.97 300:0.94\n2 1:0.74 7:0.81 9:0.80 11:0.88 12:0.37 17:0.30 21:0.59 27:0.16 28:0.92 30:0.52 32:0.80 34:0.39 36:0.71 37:0.83 39:0.53 41:0.82 43:0.79 60:0.87 66:0.98 69:0.75 70:0.54 74:0.98 76:0.97 77:0.89 81:0.64 83:0.81 85:0.99 91:0.25 96:0.69 98:0.84 101:0.86 104:0.78 108:0.58 114:0.74 120:0.55 121:0.90 122:0.57 123:0.56 126:0.54 127:0.34 129:0.05 135:0.44 140:0.45 144:0.85 145:0.86 146:0.95 147:0.96 149:0.97 150:0.76 151:0.50 153:0.72 154:0.72 155:0.67 158:0.92 159:0.62 161:0.85 162:0.67 164:0.64 165:0.78 167:0.53 172:0.94 173:0.65 176:0.73 177:0.38 179:0.17 181:0.64 187:0.39 192:0.59 195:0.86 201:0.74 202:0.53 204:0.89 208:0.64 212:0.84 215:0.55 216:0.61 220:0.97 222:0.76 230:0.87 232:0.83 233:0.76 235:0.80 241:0.61 242:0.45 243:0.98 247:0.60 248:0.50 253:0.76 255:0.79 256:0.45 259:0.21 260:0.55 265:0.84 266:0.38 267:0.19 268:0.57 271:0.38 276:0.89 279:0.86 282:0.88 283:0.82 285:0.62 290:0.74 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.94 7:0.76 8:0.83 9:0.80 11:0.88 12:0.37 17:0.64 20:0.91 21:0.59 27:0.32 28:0.92 30:0.29 32:0.80 34:0.73 36:0.85 37:0.70 39:0.53 41:0.93 43:0.76 55:0.84 60:0.97 66:0.54 69:0.81 70:0.73 74:0.93 77:0.70 78:0.81 81:0.60 83:0.84 85:0.96 91:0.11 96:0.84 98:0.68 100:0.86 101:0.81 108:0.66 111:0.81 114:0.74 117:0.86 120:0.75 122:0.57 123:0.64 124:0.55 126:0.54 127:0.40 129:0.59 133:0.47 135:0.65 140:0.45 144:0.85 145:0.92 146:0.93 147:0.94 149:0.90 150:0.74 151:0.87 152:0.93 153:0.48 154:0.68 155:0.67 158:0.87 159:0.76 161:0.85 162:0.86 164:0.78 165:0.78 167:0.45 169:0.87 172:0.84 173:0.66 176:0.73 177:0.38 179:0.24 181:0.64 186:0.81 187:0.98 189:0.94 191:0.70 192:0.59 195:0.93 201:0.74 202:0.65 208:0.64 212:0.30 215:0.55 216:0.55 220:0.96 222:0.76 230:0.78 232:1.00 233:0.69 235:0.74 238:0.93 241:0.15 242:0.31 243:0.62 245:0.94 247:0.67 248:0.82 253:0.88 255:0.79 256:0.73 259:0.21 260:0.76 261:0.92 265:0.69 266:0.80 267:0.79 268:0.73 271:0.38 276:0.83 279:0.86 282:0.88 283:0.71 285:0.62 290:0.74 297:0.36 299:0.88 300:0.84\n2 1:0.74 7:0.81 9:0.80 11:0.88 12:0.37 17:0.53 21:0.47 27:0.27 28:0.92 30:0.53 32:0.80 34:0.47 36:0.65 37:0.73 39:0.53 41:0.82 43:0.95 60:0.97 66:0.74 69:0.33 70:0.56 74:0.98 76:0.97 77:0.99 81:0.79 83:0.84 85:0.98 91:0.40 96:0.85 98:0.83 101:0.86 104:0.80 106:0.81 108:0.26 114:0.80 117:0.86 120:0.69 121:0.99 122:0.57 123:0.25 124:0.43 126:0.54 127:0.65 129:0.59 133:0.47 135:0.24 140:0.45 144:0.85 145:0.74 146:0.93 147:0.95 149:0.98 150:0.86 151:0.87 153:0.48 154:0.95 155:0.67 158:0.92 159:0.69 161:0.85 162:0.86 164:0.57 165:0.84 167:0.46 172:0.91 173:0.23 176:0.73 177:0.38 179:0.26 181:0.64 187:0.39 192:0.59 195:0.84 201:0.74 202:0.50 204:0.89 206:0.81 208:0.64 212:0.81 215:0.63 216:0.54 222:0.76 230:0.87 232:0.86 233:0.76 235:0.80 241:0.32 242:0.52 243:0.77 245:0.92 247:0.60 248:0.78 253:0.90 255:0.79 256:0.58 259:0.21 260:0.70 265:0.83 266:0.54 267:0.44 268:0.59 271:0.38 276:0.86 279:0.86 282:0.88 283:0.82 285:0.62 290:0.80 297:0.36 299:0.99 300:0.43\n2 1:0.74 6:0.94 8:0.88 9:0.80 11:0.88 12:0.37 17:0.62 20:0.86 21:0.40 27:0.33 28:0.92 30:0.70 34:0.75 36:0.73 37:0.78 39:0.53 41:0.94 43:0.86 60:0.95 66:0.23 69:0.58 70:0.72 74:0.92 76:0.85 78:0.86 81:0.81 83:0.84 85:0.99 91:0.53 96:0.92 98:0.39 100:0.95 101:0.83 104:0.84 106:0.81 108:0.96 111:0.90 114:0.82 117:0.86 120:0.83 122:0.57 123:0.95 124:0.95 126:0.54 127:0.77 129:0.98 133:0.95 135:0.47 140:0.45 144:0.85 145:0.87 146:0.13 147:0.18 149:0.94 150:0.87 151:0.96 152:0.81 153:0.87 154:0.84 155:0.67 158:0.92 159:0.91 161:0.85 162:0.83 164:0.78 165:0.86 167:0.57 169:0.93 172:0.74 173:0.24 176:0.73 177:0.38 179:0.25 181:0.64 186:0.86 187:0.39 189:0.95 192:0.59 201:0.74 202:0.69 206:0.81 208:0.64 212:0.35 215:0.67 216:0.62 222:0.76 232:0.89 235:0.68 238:0.97 241:0.65 242:0.59 243:0.08 245:0.84 247:0.47 248:0.90 253:0.94 255:0.79 256:0.73 259:0.21 260:0.84 261:0.91 265:0.41 266:0.91 267:0.73 268:0.75 271:0.38 276:0.87 279:0.86 283:0.82 285:0.62 290:0.82 297:0.36 300:0.84\n2 1:0.74 7:0.81 8:0.95 11:0.88 12:0.37 17:0.28 21:0.40 27:0.13 28:0.92 30:0.58 32:0.80 34:0.62 36:0.64 37:0.81 39:0.53 43:0.85 60:0.87 66:0.75 69:0.61 70:0.55 74:0.98 77:0.70 78:0.97 81:0.72 83:0.87 85:0.99 91:0.03 98:0.82 101:0.86 104:0.99 106:0.81 108:0.46 111:0.99 114:0.82 117:0.86 121:0.90 122:0.57 123:0.44 124:0.42 126:0.54 127:0.41 129:0.59 133:0.47 135:0.44 144:0.85 145:0.40 146:0.96 147:0.97 149:0.98 150:0.82 154:0.83 155:0.67 158:0.92 159:0.71 161:0.85 165:0.83 167:0.44 169:1.00 172:0.92 173:0.43 176:0.73 177:0.38 178:0.55 179:0.20 181:0.64 187:0.87 192:0.59 195:0.89 201:0.74 204:0.89 206:0.81 208:0.64 212:0.54 215:0.67 216:0.80 222:0.76 230:0.87 232:0.99 233:0.76 235:0.52 238:0.97 241:0.01 242:0.52 243:0.77 245:0.93 247:0.47 253:0.77 259:0.21 265:0.82 266:0.63 267:0.59 271:0.38 276:0.88 279:0.86 282:0.88 283:0.82 290:0.82 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.90 7:0.81 8:0.80 9:0.80 11:0.88 12:0.37 17:0.78 20:0.97 21:0.05 27:0.18 28:0.92 30:0.53 32:0.80 34:0.40 36:0.58 37:0.49 39:0.53 41:0.88 43:0.95 60:0.97 66:0.35 69:0.15 70:0.80 74:0.99 77:0.96 78:0.88 81:0.91 83:0.86 85:0.98 91:0.35 96:0.87 98:0.69 100:0.92 101:0.86 104:0.79 106:0.81 108:0.12 111:0.89 114:0.95 117:0.86 120:0.79 121:0.90 122:0.57 123:0.12 124:0.66 126:0.54 127:0.74 129:0.81 133:0.67 135:0.19 140:0.45 144:0.85 145:0.88 146:0.89 147:0.91 149:0.98 150:0.95 151:0.92 152:0.91 153:0.72 154:0.95 155:0.67 158:0.92 159:0.74 161:0.85 162:0.86 164:0.73 165:0.90 167:0.48 169:0.90 172:0.84 173:0.13 176:0.73 177:0.38 179:0.23 181:0.64 186:0.87 187:0.21 189:0.92 192:0.59 195:0.86 201:0.74 202:0.59 204:0.89 206:0.81 208:0.64 212:0.70 215:0.91 216:0.63 222:0.76 230:0.87 232:0.85 233:0.76 235:0.12 238:0.93 241:0.47 242:0.42 243:0.51 245:0.95 247:0.60 248:0.85 253:0.92 255:0.79 256:0.64 259:0.21 260:0.80 261:0.94 265:0.70 266:0.63 267:0.65 268:0.68 271:0.38 276:0.88 279:0.86 282:0.88 283:0.82 285:0.62 290:0.95 297:0.36 299:0.97 300:0.84\n1 1:0.74 11:0.88 12:0.37 17:0.40 21:0.54 27:0.45 28:0.92 30:0.54 32:0.72 34:0.78 36:0.18 37:0.50 39:0.53 43:0.82 66:0.88 69:0.70 70:0.71 74:0.78 81:0.63 83:0.74 85:0.91 91:0.08 98:0.51 101:0.78 108:0.53 114:0.77 122:0.57 123:0.51 126:0.54 127:0.15 129:0.05 135:0.79 144:0.85 145:0.49 146:0.79 147:0.83 149:0.83 150:0.76 154:0.77 155:0.67 159:0.35 161:0.85 165:0.79 167:0.56 172:0.67 173:0.54 176:0.73 177:0.38 178:0.55 179:0.23 181:0.64 187:0.68 192:0.59 195:0.89 201:0.74 212:0.30 215:0.58 216:0.77 222:0.76 235:0.68 241:0.65 242:0.44 243:0.89 247:0.60 253:0.68 259:0.21 265:0.53 266:0.38 267:0.73 271:0.38 276:0.54 290:0.77 297:0.36 300:0.55\n2 1:0.74 7:0.81 9:0.80 11:0.88 12:0.37 17:0.06 21:0.13 27:0.16 28:0.92 30:0.61 32:0.80 34:0.74 36:0.73 37:0.69 39:0.53 41:0.97 43:0.82 60:1.00 66:0.74 69:0.69 70:0.57 74:0.98 77:0.70 81:0.86 83:0.83 85:0.98 91:0.53 96:0.91 98:0.73 101:0.85 104:0.99 106:0.81 108:0.52 114:0.92 117:0.86 120:0.84 121:0.90 122:0.57 123:0.50 124:0.42 126:0.54 127:0.28 129:0.59 133:0.47 135:0.30 138:0.96 140:0.45 144:0.85 145:0.40 146:0.95 147:0.96 149:0.97 150:0.92 151:0.99 153:0.95 154:0.77 155:0.67 158:0.92 159:0.71 161:0.85 162:0.68 164:0.86 165:0.88 167:0.51 172:0.91 173:0.48 176:0.73 177:0.38 179:0.17 181:0.64 187:0.87 192:0.59 195:0.93 201:0.74 202:0.81 204:0.89 206:0.81 208:0.64 212:0.55 215:0.84 216:0.80 222:0.76 230:0.87 232:0.99 233:0.76 235:0.22 241:0.56 242:0.54 243:0.77 245:0.93 247:0.47 248:0.90 253:0.94 255:0.79 256:0.83 259:0.21 260:0.84 265:0.74 266:0.80 267:0.73 268:0.84 271:0.38 276:0.86 279:0.86 282:0.88 283:0.82 285:0.62 290:0.92 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.93 7:0.76 8:0.88 9:0.80 11:0.88 12:0.37 17:0.34 20:0.86 21:0.74 27:0.16 28:0.92 30:0.20 32:0.80 34:0.33 36:0.80 37:0.83 39:0.53 41:0.93 43:0.76 60:0.99 66:0.12 69:0.77 70:0.85 74:0.98 76:0.85 77:0.70 78:0.81 81:0.48 83:0.77 85:1.00 91:0.06 96:0.71 98:0.37 100:0.88 101:0.83 108:0.60 111:0.83 114:0.67 120:0.56 122:0.57 123:0.58 124:0.96 126:0.54 127:0.79 129:0.99 133:0.97 135:0.69 140:0.80 144:0.85 145:0.79 146:0.95 147:0.96 149:0.98 150:0.65 151:0.50 152:0.94 153:0.45 154:0.68 155:0.67 158:0.87 159:0.96 161:0.85 162:0.61 164:0.78 165:0.65 167:0.45 169:0.84 172:0.90 173:0.31 176:0.73 177:0.38 179:0.11 181:0.64 186:0.81 187:0.68 189:0.93 190:0.77 192:0.59 195:0.99 201:0.74 202:0.75 208:0.64 212:0.48 215:0.46 216:0.61 220:0.97 222:0.76 230:0.79 233:0.76 235:0.95 238:0.94 241:0.21 242:0.29 243:0.32 245:0.97 247:0.67 248:0.51 253:0.77 255:0.79 256:0.79 259:0.21 260:0.57 261:0.90 265:0.39 266:0.95 267:0.92 268:0.76 271:0.38 276:0.98 279:0.86 282:0.88 283:0.71 285:0.62 290:0.67 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.95 7:0.81 8:0.91 9:0.80 11:0.88 12:0.37 17:0.15 20:0.93 21:0.40 27:0.29 28:0.92 30:0.54 32:0.80 34:0.67 36:0.64 37:0.99 39:0.53 41:0.96 43:0.76 60:0.99 66:0.94 69:0.82 70:0.47 74:0.98 76:0.94 77:0.70 78:0.87 81:0.77 83:0.82 85:0.99 91:0.44 96:0.88 98:0.81 100:0.94 101:0.86 104:0.98 106:0.81 108:0.72 111:0.90 114:0.82 117:0.86 120:0.78 121:0.90 122:0.57 123:0.70 124:0.36 126:0.54 127:0.34 129:0.59 133:0.47 135:0.24 140:0.45 144:0.85 145:0.42 146:0.13 147:0.18 149:0.98 150:0.84 151:0.78 152:0.86 153:0.46 154:0.67 155:0.67 158:0.92 159:0.74 161:0.85 162:0.74 164:0.84 165:0.81 167:0.54 169:0.92 172:0.97 173:0.66 176:0.73 177:0.38 179:0.14 181:0.64 186:0.87 187:0.87 189:0.96 191:0.70 192:0.59 195:0.93 201:0.74 202:0.77 204:0.89 206:0.81 208:0.64 212:0.88 215:0.67 216:0.45 220:0.87 222:0.76 230:0.87 233:0.76 235:0.60 238:0.95 241:0.63 242:0.45 243:0.07 245:0.86 247:0.60 248:0.85 253:0.92 255:0.79 256:0.83 259:0.21 260:0.79 261:0.94 265:0.81 266:0.47 267:0.76 268:0.81 271:0.38 276:0.93 279:0.86 282:0.88 283:0.82 285:0.62 290:0.82 297:0.36 299:0.88 300:0.55\n2 1:0.74 7:0.81 11:0.88 12:0.37 17:0.30 21:0.54 27:0.05 28:0.92 30:0.62 32:0.80 34:0.77 36:0.86 37:0.79 39:0.53 43:0.84 66:0.60 69:0.64 70:0.56 74:0.96 76:0.85 77:0.89 81:0.63 83:0.74 85:0.98 91:0.05 98:0.80 101:0.86 108:0.49 114:0.77 121:0.90 122:0.57 123:0.47 124:0.51 126:0.54 127:0.46 129:0.59 133:0.47 135:0.75 144:0.85 145:0.97 146:0.93 147:0.94 149:0.96 150:0.76 154:0.81 155:0.67 159:0.66 161:0.85 165:0.79 167:0.45 172:0.84 173:0.53 176:0.73 177:0.38 178:0.55 179:0.27 181:0.64 187:0.68 192:0.59 195:0.87 201:0.74 204:0.89 208:0.64 212:0.55 215:0.58 216:0.90 222:0.76 230:0.87 233:0.76 235:0.68 241:0.24 242:0.54 243:0.67 245:0.93 247:0.47 253:0.75 259:0.21 265:0.80 266:0.63 267:0.94 271:0.38 276:0.82 282:0.88 290:0.77 297:0.36 299:0.88 300:0.70\n2 11:0.88 12:0.37 17:0.61 21:0.47 27:0.21 28:0.92 30:0.33 34:0.68 36:0.73 37:0.74 39:0.53 43:0.83 66:0.98 69:0.17 70:0.74 74:0.98 76:0.85 81:0.42 85:0.98 91:0.23 96:0.79 98:0.94 101:0.85 108:0.14 114:0.55 117:0.86 122:0.57 123:0.13 126:0.32 127:0.61 129:0.05 135:0.17 140:0.45 144:0.85 146:0.98 147:0.99 149:0.97 150:0.35 151:0.61 153:0.48 154:0.79 158:0.82 159:0.79 161:0.85 162:0.69 167:0.47 172:0.95 173:0.11 176:0.53 177:0.38 179:0.20 181:0.64 187:0.39 190:0.77 202:0.67 212:0.50 216:0.95 220:0.93 222:0.76 232:0.90 235:0.52 241:0.43 242:0.41 243:0.98 247:0.60 248:0.61 253:0.84 256:0.68 259:0.21 265:0.94 266:0.54 267:0.44 268:0.70 271:0.38 276:0.90 285:0.50 290:0.55 300:0.70\n0 1:0.74 6:0.92 7:0.81 8:0.83 9:0.80 11:0.88 12:0.37 17:0.76 20:0.91 21:0.05 27:0.27 28:0.92 30:0.41 32:0.80 34:0.34 36:0.74 37:0.35 39:0.53 41:0.88 43:0.96 60:1.00 66:0.68 69:0.10 70:0.73 74:0.99 77:0.89 78:0.87 81:0.91 83:0.82 85:0.99 91:0.53 96:0.86 98:0.87 100:0.92 101:0.86 104:0.79 106:0.81 108:0.80 111:0.88 114:0.95 117:0.86 120:0.77 121:0.99 122:0.57 123:0.79 124:0.46 126:0.54 127:0.92 129:0.59 133:0.47 135:0.84 140:0.45 144:0.85 145:0.74 146:0.86 147:0.89 149:0.98 150:0.95 151:0.87 152:0.91 153:0.48 154:0.96 155:0.67 158:0.92 159:0.85 161:0.85 162:0.86 164:0.69 165:0.90 167:0.46 169:0.89 172:0.96 173:0.09 176:0.73 177:0.38 179:0.17 181:0.64 186:0.87 187:0.21 189:0.93 192:0.59 195:0.93 201:0.74 202:0.54 204:0.89 206:0.81 208:0.64 212:0.55 215:0.91 216:0.70 220:0.62 222:0.76 230:0.87 232:0.85 233:0.76 235:0.12 238:0.92 241:0.35 242:0.43 243:0.31 245:0.98 247:0.60 248:0.84 253:0.91 255:0.79 256:0.58 259:0.21 260:0.78 261:0.93 265:0.87 266:0.63 267:0.36 268:0.63 271:0.38 276:0.94 279:0.86 282:0.88 283:0.82 285:0.62 290:0.95 297:0.36 299:0.88 300:0.70\n0 8:0.66 9:0.73 10:0.83 12:0.20 17:0.32 21:0.78 23:0.98 26:0.98 27:0.03 29:0.91 30:0.91 31:0.93 34:0.80 36:0.91 37:0.90 39:0.42 43:0.12 55:0.99 58:0.98 62:0.95 66:0.27 69:0.92 70:0.13 71:0.66 79:0.93 83:0.56 89:0.96 91:0.17 98:0.22 108:0.84 122:0.77 123:0.83 124:0.72 127:0.31 128:0.98 129:0.05 133:0.62 135:0.61 137:0.93 140:0.96 141:0.99 145:0.42 146:0.46 147:0.05 149:0.09 151:0.85 153:0.48 154:0.09 155:0.55 159:0.75 162:0.48 163:0.99 168:0.98 170:0.77 172:0.10 173:0.83 174:0.83 175:0.91 177:0.05 178:0.53 179:0.96 187:0.39 190:0.89 192:0.49 197:0.82 199:0.94 202:0.78 205:0.98 208:0.50 212:0.61 216:0.88 220:0.97 222:0.76 223:0.98 224:0.98 225:0.99 234:0.97 235:0.80 239:0.83 240:0.99 241:0.39 242:0.63 243:0.29 244:0.93 245:0.38 247:0.30 248:0.77 253:0.20 255:0.71 256:0.64 257:0.93 259:0.21 265:0.24 266:0.17 267:0.28 268:0.64 271:0.35 274:0.97 276:0.21 277:0.87 284:0.88 285:0.50 300:0.13\n0 10:0.91 12:0.20 17:0.95 18:0.71 21:0.59 26:0.95 27:0.72 29:0.91 30:0.87 32:0.66 34:0.73 36:0.77 39:0.42 43:0.20 55:0.84 58:0.93 66:0.72 69:0.23 70:0.27 71:0.66 81:0.28 86:0.68 89:0.98 91:0.11 98:0.77 102:0.96 108:0.18 122:0.94 123:0.18 124:0.40 126:0.24 127:0.70 129:0.05 133:0.37 135:0.47 139:0.66 141:0.91 145:0.58 146:0.77 147:0.81 149:0.20 150:0.30 154:0.25 159:0.49 163:0.94 170:0.77 172:0.45 173:0.29 174:0.89 175:0.75 177:0.70 178:0.55 179:0.86 187:0.68 195:0.68 197:0.92 199:0.95 212:0.30 215:0.55 222:0.76 223:0.93 224:0.93 225:0.97 234:0.91 235:0.74 239:0.91 240:0.95 241:0.18 242:0.33 243:0.75 244:0.83 245:0.47 247:0.60 253:0.20 254:0.92 257:0.65 265:0.77 266:0.54 267:0.36 271:0.35 274:0.91 276:0.38 277:0.69 297:0.36 300:0.25\n0 10:0.89 12:0.20 17:0.93 18:0.68 21:0.78 26:0.94 27:0.72 29:0.91 30:0.33 32:0.65 34:0.70 36:0.73 39:0.42 43:0.20 55:0.71 58:0.93 66:0.54 69:0.80 70:0.49 71:0.66 86:0.66 89:0.98 91:0.10 98:0.53 108:0.64 123:0.61 124:0.55 127:0.39 129:0.05 133:0.62 135:0.54 139:0.65 141:0.91 145:0.70 146:0.59 147:0.05 149:0.16 154:0.19 159:0.44 170:0.77 172:0.32 173:0.83 174:0.88 175:0.91 177:0.05 178:0.55 179:0.86 187:0.68 193:0.96 195:0.72 197:0.89 199:0.94 212:0.19 222:0.76 223:0.92 224:0.93 225:0.96 234:0.91 235:0.52 239:0.89 240:0.95 241:0.18 242:0.19 243:0.19 244:0.83 245:0.45 247:0.55 253:0.20 254:0.94 257:0.93 265:0.55 266:0.47 267:0.44 271:0.35 274:0.91 276:0.33 277:0.87 300:0.33\n0 1:0.69 10:0.99 11:0.46 12:0.20 17:0.98 18:0.97 21:0.54 22:0.93 26:0.98 27:0.69 29:0.91 30:0.75 32:0.65 33:0.97 34:0.95 36:0.31 37:0.41 39:0.42 43:0.58 45:0.97 47:0.93 58:0.93 64:0.77 66:0.26 69:0.74 70:0.44 71:0.66 75:0.97 81:0.61 83:0.56 86:0.97 89:0.99 91:0.18 97:0.89 98:0.58 99:0.99 101:0.47 108:0.80 122:0.93 123:0.55 124:0.57 126:0.32 127:0.33 129:0.05 133:0.43 135:0.94 139:0.97 141:0.91 145:0.67 146:0.72 147:0.76 149:0.92 150:0.56 154:0.47 155:0.54 159:0.50 165:0.65 170:0.77 172:0.86 173:0.71 174:0.98 175:0.75 177:0.70 178:0.55 179:0.18 187:0.21 192:0.48 193:0.98 195:0.78 197:0.99 199:0.99 201:0.65 204:0.83 208:0.50 212:0.93 216:0.41 219:0.91 222:0.76 223:0.98 224:0.93 225:0.98 226:0.96 234:0.91 235:0.97 236:0.92 239:0.99 240:0.95 241:0.03 242:0.59 243:0.46 244:0.83 245:0.96 247:0.60 253:0.20 257:0.65 259:0.21 262:0.93 265:0.47 266:0.38 267:0.59 271:0.35 274:0.91 276:0.86 277:0.69 279:0.75 281:0.91 291:0.97 292:0.88 300:0.55\n0 12:0.20 17:0.22 18:0.88 21:0.68 26:0.98 27:0.69 29:0.91 30:0.14 34:0.93 36:0.83 37:0.77 39:0.42 43:0.15 48:0.98 55:0.92 58:0.93 64:0.77 66:0.31 69:0.63 70:0.82 71:0.66 81:0.27 83:0.56 86:0.84 89:0.95 91:0.37 98:0.42 108:0.48 122:0.92 123:0.46 124:0.84 126:0.24 127:0.67 129:0.59 133:0.82 135:0.56 139:0.83 141:0.91 145:0.38 146:0.62 147:0.67 149:0.22 150:0.29 154:0.21 155:0.50 159:0.67 170:0.77 172:0.37 173:0.53 175:0.91 177:0.38 178:0.55 179:0.74 187:0.68 192:0.45 193:0.98 199:0.98 202:0.36 204:0.79 208:0.50 212:0.12 216:0.37 222:0.76 223:0.98 224:0.93 225:0.95 228:0.99 234:0.91 235:0.80 239:0.86 240:0.95 241:0.12 242:0.43 243:0.49 244:0.83 245:0.56 247:0.60 253:0.20 254:0.86 257:0.84 259:0.21 265:0.44 266:0.87 267:0.59 271:0.35 274:0.91 276:0.50 277:0.87 281:0.91 300:0.55\n1 10:0.92 11:0.46 12:0.20 17:0.94 18:0.99 21:0.22 26:0.98 27:0.16 29:0.91 30:0.45 34:0.36 36:0.45 37:0.99 39:0.42 43:0.56 44:0.88 45:0.83 48:0.91 55:0.59 58:0.93 64:0.77 66:0.94 69:0.74 70:0.56 71:0.66 81:0.33 86:0.98 89:0.98 91:0.14 98:0.93 101:0.47 108:0.57 122:0.92 123:0.55 124:0.36 126:0.24 127:0.83 129:0.05 133:0.37 135:0.26 139:0.97 141:0.91 145:0.41 146:0.97 147:0.05 149:0.65 150:0.37 154:0.44 159:0.74 170:0.77 172:0.94 173:0.64 174:0.92 175:0.75 177:0.05 178:0.55 179:0.25 187:0.21 195:0.85 197:0.91 199:0.99 212:0.77 216:0.08 222:0.76 223:0.98 224:0.93 225:0.97 228:0.99 234:0.91 235:0.22 239:0.91 240:0.95 241:0.37 242:0.71 243:0.06 244:0.83 245:0.73 247:0.79 253:0.20 257:0.93 259:0.21 265:0.93 266:0.63 267:0.59 271:0.35 274:0.91 276:0.88 277:0.69 281:0.86 300:0.55\n0 10:0.93 12:0.20 17:0.92 18:0.68 21:0.59 26:0.94 27:0.72 29:0.91 30:0.56 32:0.66 34:0.90 36:0.77 39:0.42 43:0.20 55:0.59 58:0.93 66:0.84 69:0.21 70:0.30 71:0.66 74:0.33 81:0.26 86:0.66 89:0.98 91:0.07 98:0.85 102:0.96 108:0.17 122:0.95 123:0.16 126:0.24 127:0.36 129:0.05 135:0.42 139:0.65 141:0.91 145:0.82 146:0.79 147:0.82 149:0.17 150:0.28 154:0.27 159:0.35 170:0.77 172:0.54 173:0.32 174:0.90 177:0.88 178:0.55 179:0.72 187:0.68 195:0.64 197:0.93 199:0.94 212:0.23 222:0.76 223:0.92 224:0.93 225:0.98 234:0.91 235:0.68 236:0.92 239:0.92 240:0.95 241:0.12 242:0.24 243:0.85 244:0.83 247:0.67 253:0.30 254:0.74 265:0.85 266:0.54 267:0.36 271:0.35 274:0.91 276:0.44 300:0.25\n0 1:0.56 8:0.80 9:0.72 10:0.99 11:0.46 12:0.20 17:0.62 18:0.99 21:0.71 22:0.93 23:0.98 26:0.98 27:0.54 29:0.91 30:0.20 31:0.98 33:0.97 34:0.64 36:0.44 37:0.62 39:0.42 43:0.66 44:0.88 45:0.99 47:0.93 58:0.99 62:0.99 64:0.77 66:0.08 69:0.99 70:0.94 71:0.66 75:0.97 79:0.98 81:0.41 83:0.56 86:0.98 89:0.99 91:0.05 97:0.99 98:0.30 99:0.83 101:0.47 102:0.96 108:0.98 122:0.93 123:0.94 124:0.97 126:0.32 127:0.95 128:0.97 129:0.05 133:0.97 135:0.71 137:0.98 139:0.98 140:0.80 141:0.99 145:0.40 146:0.86 147:0.91 149:0.86 150:0.37 151:0.82 153:0.78 154:0.56 155:0.55 159:0.96 162:0.73 165:0.65 168:0.97 170:0.77 172:0.94 173:0.99 174:0.99 175:0.75 177:0.38 179:0.12 187:0.39 190:0.89 192:0.49 195:0.99 196:0.99 197:0.99 199:1.00 201:0.54 202:0.74 205:0.98 208:0.50 212:0.69 216:0.80 219:0.91 222:0.76 223:0.98 224:0.99 225:0.99 226:0.98 234:0.99 235:0.88 236:0.94 239:0.99 240:0.99 241:0.51 242:0.37 243:0.23 244:0.83 245:0.97 247:0.82 248:0.74 253:0.20 255:0.71 256:0.77 257:0.84 259:0.21 262:0.93 265:0.28 266:0.98 267:0.28 268:0.78 271:0.35 274:0.99 276:0.98 277:0.87 279:0.81 284:0.97 285:0.50 291:0.97 292:0.95 300:0.98\n0 7:0.69 10:0.92 12:0.20 17:0.91 18:0.68 21:0.64 26:0.94 27:0.72 29:0.91 30:0.94 34:0.53 36:0.83 39:0.42 43:0.20 55:0.84 58:0.93 66:0.80 69:0.23 70:0.18 71:0.66 74:0.41 77:0.70 81:0.26 86:0.66 89:0.98 91:0.05 98:0.66 102:0.96 108:0.18 122:0.95 123:0.18 126:0.24 127:0.20 129:0.05 135:0.54 139:0.65 141:0.91 145:0.82 146:0.82 147:0.85 149:0.19 150:0.28 154:0.20 159:0.38 163:0.94 170:0.77 172:0.45 173:0.19 174:0.89 177:0.88 178:0.55 179:0.61 187:0.68 195:0.81 197:0.92 199:0.94 212:0.55 222:0.76 223:0.92 224:0.93 225:0.98 230:0.71 233:0.76 234:0.91 235:0.74 236:0.92 239:0.91 240:0.95 241:0.21 242:0.40 243:0.82 244:0.83 247:0.55 253:0.36 254:0.96 265:0.67 266:0.27 267:0.28 271:0.35 274:0.91 276:0.38 282:0.75 300:0.18\n0 12:0.20 17:0.34 18:0.71 21:0.68 26:0.98 27:0.15 29:0.91 30:0.76 34:0.85 36:0.95 37:0.77 39:0.42 43:0.17 48:0.98 55:0.96 58:0.93 64:0.77 66:0.20 69:0.55 70:0.22 71:0.66 81:0.33 83:0.56 86:0.68 89:0.95 91:0.27 98:0.40 108:0.43 120:0.57 122:0.43 123:0.41 124:0.73 126:0.32 127:0.58 129:0.81 133:0.67 135:0.72 139:0.72 140:0.45 141:0.91 145:0.38 146:0.47 147:0.53 149:0.14 150:0.33 151:0.50 153:0.48 154:0.11 155:0.50 159:0.50 162:0.86 163:0.96 164:0.55 170:0.77 172:0.10 173:0.56 175:0.97 177:0.05 179:0.96 187:0.68 190:0.95 192:0.46 193:0.98 199:0.96 201:0.54 202:0.36 204:0.79 208:0.50 212:0.42 215:0.49 216:0.56 220:0.91 222:0.76 223:0.98 224:0.93 225:0.95 228:0.99 234:0.91 235:0.88 239:0.86 240:0.95 241:0.32 242:0.45 243:0.40 244:0.93 245:0.40 247:0.35 248:0.50 253:0.20 256:0.45 257:0.93 259:0.21 260:0.57 265:0.42 266:0.23 267:0.59 268:0.46 271:0.35 274:0.91 276:0.24 277:0.95 281:0.91 283:0.67 285:0.46 297:0.36 300:0.18\n2 1:0.74 6:0.91 7:0.78 8:0.85 9:0.80 12:0.20 17:0.38 20:0.77 21:0.30 27:0.14 28:0.59 30:0.45 34:0.79 36:0.37 37:0.67 39:0.59 41:0.82 43:0.34 55:0.45 66:0.36 69:0.59 70:0.33 74:0.78 78:0.95 81:0.79 83:0.75 91:0.72 96:0.73 98:0.45 100:0.93 108:0.45 111:0.94 114:0.86 120:0.60 122:0.67 123:0.43 124:0.58 126:0.54 127:0.33 129:0.59 133:0.47 135:0.75 140:0.80 145:0.58 146:0.35 147:0.42 149:0.40 150:0.86 151:0.62 152:0.91 153:0.48 154:0.26 155:0.67 159:0.24 161:0.88 162:0.58 163:0.93 164:0.57 165:0.83 167:0.66 169:0.91 172:0.21 173:0.75 175:0.75 176:0.73 177:0.05 178:0.42 179:0.87 181:0.86 186:0.95 187:0.68 191:0.76 192:0.59 201:0.74 202:0.53 208:0.64 212:0.52 215:0.72 216:0.53 220:0.82 222:0.35 230:0.81 233:0.76 235:0.68 241:0.64 242:0.82 243:0.51 244:0.61 245:0.50 247:0.12 248:0.60 253:0.76 255:0.79 256:0.45 257:0.65 260:0.60 261:0.92 265:0.47 266:0.27 267:0.76 268:0.46 271:0.35 276:0.29 277:0.69 285:0.62 290:0.86 297:0.36 300:0.25\n2 1:0.74 7:0.81 9:0.80 12:0.20 17:0.32 21:0.30 27:0.03 28:0.59 30:0.76 32:0.78 34:0.94 36:0.25 37:0.95 39:0.59 43:0.39 55:0.71 66:0.72 69:0.44 70:0.22 74:0.85 76:0.94 77:0.89 81:0.77 91:0.48 96:0.71 98:0.63 108:0.34 114:0.86 117:0.86 120:0.58 121:0.90 122:0.67 123:0.33 126:0.54 127:0.19 129:0.05 135:0.77 140:0.80 145:0.49 146:0.52 147:0.58 149:0.35 150:0.80 151:0.58 153:0.48 154:0.30 155:0.67 158:0.85 159:0.19 161:0.88 162:0.62 164:0.57 167:0.73 172:0.27 173:0.57 175:0.75 176:0.73 177:0.05 178:0.42 179:0.81 181:0.86 187:0.95 192:0.59 195:0.59 201:0.74 202:0.50 204:0.89 208:0.64 212:0.42 215:0.72 216:0.76 220:0.87 222:0.35 230:0.87 232:1.00 233:0.76 235:0.60 241:0.71 242:0.82 243:0.75 244:0.61 247:0.12 248:0.57 253:0.76 255:0.79 256:0.45 257:0.65 259:0.21 260:0.59 265:0.64 266:0.23 267:0.52 268:0.46 271:0.35 276:0.25 277:0.69 282:0.86 285:0.62 290:0.86 297:0.36 300:0.18\n2 6:0.94 7:0.81 8:0.86 9:0.80 12:0.20 17:0.88 20:0.82 21:0.64 27:0.48 28:0.59 30:0.95 32:0.75 34:0.19 36:0.25 37:0.84 39:0.59 41:0.82 43:0.39 55:0.71 66:0.54 69:0.45 74:0.66 76:0.94 78:0.97 81:0.35 83:0.74 91:0.73 96:0.88 98:0.21 100:0.97 108:0.35 111:0.96 117:0.86 120:0.65 121:0.97 123:0.33 126:0.32 127:0.11 129:0.05 135:0.63 140:0.80 145:0.84 146:0.28 147:0.34 149:0.22 150:0.31 151:0.73 152:0.79 153:0.48 154:0.30 155:0.67 158:0.85 159:0.12 161:0.88 162:0.82 164:0.76 167:0.69 169:0.95 172:0.10 173:0.44 177:0.38 179:0.59 181:0.86 186:0.97 187:0.21 189:0.95 190:0.77 191:0.82 192:0.59 195:0.72 202:0.70 204:0.89 208:0.64 215:0.53 216:0.21 220:0.96 222:0.35 230:0.87 232:0.83 233:0.76 235:0.80 238:0.92 241:0.67 243:0.63 244:0.61 248:0.68 253:0.85 255:0.79 256:0.75 259:0.21 260:0.65 261:0.89 265:0.23 267:0.76 268:0.76 271:0.35 285:0.62 297:0.36 300:0.08\n1 1:0.74 7:0.81 8:0.62 9:0.80 11:0.57 12:0.20 17:0.79 20:0.82 21:0.54 27:0.49 28:0.59 30:0.62 34:0.99 36:0.90 37:0.34 39:0.59 41:0.95 43:0.94 55:0.42 60:0.87 66:0.87 69:0.30 70:0.39 74:0.90 76:0.85 77:0.70 78:0.84 81:0.70 83:0.84 85:0.91 91:0.72 96:0.79 98:0.88 100:0.87 101:0.85 108:0.24 111:0.84 114:0.77 120:0.68 121:0.90 122:0.43 123:0.23 126:0.54 127:0.43 129:0.05 135:0.47 140:0.87 145:0.98 146:0.62 147:0.67 149:0.91 150:0.81 151:0.64 152:0.79 153:0.46 154:0.94 155:0.67 158:0.87 159:0.23 161:0.88 162:0.55 164:0.78 165:0.81 167:0.76 169:0.85 172:0.63 173:0.54 176:0.73 177:0.38 178:0.48 179:0.65 181:0.86 186:0.85 187:0.21 191:0.70 192:0.59 195:0.59 201:0.74 202:0.75 204:0.89 208:0.64 212:0.86 215:0.58 216:0.36 220:0.91 222:0.35 230:0.87 232:0.88 233:0.76 235:0.88 241:0.75 242:0.51 243:0.88 247:0.55 248:0.75 253:0.85 255:0.79 256:0.77 259:0.21 260:0.69 261:0.82 265:0.88 266:0.27 267:0.52 268:0.73 271:0.35 276:0.52 279:0.86 282:0.84 283:0.71 285:0.62 290:0.77 297:0.36 300:0.33\n2 1:0.74 6:0.86 7:0.81 8:0.66 9:0.80 11:0.57 12:0.20 17:0.89 20:0.82 21:0.40 27:0.44 28:0.59 30:0.66 32:0.80 34:0.87 36:0.76 37:0.55 39:0.59 41:0.88 43:0.94 55:0.42 66:0.88 69:0.19 70:0.33 74:0.91 77:0.70 78:0.93 81:0.70 83:0.75 85:0.93 91:0.70 96:0.72 98:0.95 100:0.87 101:0.84 106:0.81 108:0.15 111:0.91 114:0.82 117:0.86 120:0.59 121:0.97 122:0.57 123:0.15 126:0.54 127:0.65 129:0.05 135:0.68 140:0.45 145:0.89 146:0.87 147:0.90 149:0.88 150:0.81 151:0.56 152:0.84 153:0.77 154:0.94 155:0.67 158:0.84 159:0.45 161:0.88 162:0.86 163:0.81 164:0.69 165:0.81 167:0.49 169:0.90 172:0.67 173:0.28 176:0.73 177:0.38 179:0.67 181:0.86 186:0.93 187:0.21 189:0.86 191:0.77 192:0.59 195:0.67 201:0.74 202:0.54 204:0.89 206:0.81 208:0.64 212:0.41 215:0.67 216:0.28 220:0.91 222:0.35 230:0.87 232:0.92 233:0.76 235:0.60 238:0.83 241:0.10 242:0.59 243:0.89 247:0.39 248:0.58 253:0.78 255:0.79 256:0.58 259:0.21 260:0.59 261:0.92 265:0.95 266:0.54 267:0.44 268:0.63 271:0.35 276:0.56 282:0.83 285:0.62 290:0.82 297:0.36 299:0.88 300:0.33\n0 8:0.98 12:0.20 17:0.62 21:0.74 27:0.09 28:0.59 32:0.80 34:0.24 36:0.20 37:0.96 39:0.59 74:0.47 77:0.70 81:0.28 91:0.97 114:0.61 120:0.58 126:0.32 135:0.26 140:0.99 145:0.72 150:0.27 151:0.52 153:0.48 161:0.88 162:0.45 164:0.56 167:0.86 175:0.91 176:0.56 178:0.55 181:0.86 190:0.77 191:0.97 195:0.64 202:0.93 216:0.31 220:0.87 222:0.35 235:0.88 241:0.89 244:0.83 248:0.52 253:0.48 256:0.45 257:0.84 259:0.21 260:0.59 267:0.98 268:0.46 271:0.35 277:0.87 282:0.88 285:0.50 290:0.61 299:0.88\n2 1:0.74 6:0.83 7:0.78 8:0.65 9:0.80 11:0.57 12:0.20 17:0.82 20:0.85 21:0.05 27:0.70 28:0.59 30:0.32 34:0.37 36:0.32 37:0.37 39:0.59 41:0.88 43:0.94 55:0.45 60:0.87 66:0.89 69:0.23 70:0.88 74:0.96 76:0.98 77:0.70 78:0.93 81:0.88 83:0.87 85:0.80 91:0.56 96:0.84 98:0.89 100:0.88 101:0.78 108:0.18 111:0.91 114:0.95 120:0.77 122:0.67 123:0.18 126:0.54 127:0.45 129:0.05 135:0.32 140:0.45 145:0.56 146:0.70 147:0.74 149:0.81 150:0.93 151:0.83 152:0.80 153:0.78 154:0.94 155:0.67 158:0.92 159:0.27 161:0.88 162:0.81 164:0.73 165:0.90 167:0.63 169:0.86 172:0.68 173:0.43 176:0.73 177:0.38 179:0.60 181:0.86 186:0.93 187:0.39 189:0.85 192:0.59 195:0.59 201:0.74 202:0.62 208:0.64 212:0.77 215:0.91 216:0.37 220:0.62 222:0.35 230:0.81 233:0.76 235:0.22 238:0.83 241:0.59 242:0.74 243:0.89 247:0.55 248:0.81 253:0.89 255:0.79 256:0.64 259:0.21 260:0.78 261:0.87 265:0.89 266:0.27 267:0.52 268:0.67 271:0.35 276:0.55 279:0.86 282:0.84 283:0.82 285:0.62 290:0.95 297:0.36 300:0.70\n1 6:0.87 7:0.78 8:0.81 9:0.80 12:0.20 17:0.16 20:0.86 21:0.71 27:0.38 28:0.59 32:0.75 34:0.47 36:0.30 37:0.42 39:0.59 78:0.96 81:0.31 91:0.96 96:0.77 100:0.97 111:0.96 120:0.83 126:0.32 135:0.75 140:0.94 145:0.70 150:0.29 151:0.59 152:0.82 153:0.78 155:0.67 161:0.88 162:0.50 164:0.92 167:0.88 169:0.96 175:0.91 178:0.50 181:0.86 186:0.96 189:0.89 190:0.77 191:0.94 192:0.59 195:0.79 202:0.94 208:0.64 215:0.48 216:0.54 220:0.82 222:0.35 230:0.81 233:0.69 235:0.88 238:0.92 241:0.99 244:0.83 248:0.69 253:0.62 255:0.79 256:0.90 257:0.84 259:0.21 260:0.83 261:0.92 267:0.91 268:0.90 271:0.35 277:0.87 285:0.62 297:0.36\n2 1:0.74 6:0.91 7:0.78 8:0.82 9:0.80 12:0.20 17:0.38 20:0.92 21:0.54 25:0.88 27:0.63 28:0.59 30:0.95 34:0.68 36:0.32 37:0.56 39:0.59 41:0.94 43:0.25 55:0.92 66:0.54 69:0.82 74:0.73 76:0.85 77:0.70 78:0.95 81:0.61 83:0.78 87:0.98 91:0.72 96:0.87 98:0.33 100:0.93 108:0.66 111:0.93 114:0.77 120:0.81 123:0.64 126:0.54 127:0.12 129:0.05 135:0.49 140:0.87 145:0.91 146:0.45 147:0.51 149:0.17 150:0.68 151:0.91 152:0.88 153:0.72 154:0.18 155:0.67 158:0.84 159:0.16 161:0.88 162:0.75 164:0.84 167:0.85 169:0.91 172:0.10 173:0.81 175:0.75 176:0.73 177:0.05 178:0.48 179:0.86 181:0.86 186:0.94 189:0.92 191:0.83 192:0.59 195:0.80 201:0.74 202:0.76 208:0.64 215:0.58 216:0.43 222:0.35 230:0.81 232:0.79 233:0.76 235:0.68 238:0.86 241:0.85 243:0.63 244:0.61 248:0.85 253:0.87 255:0.79 256:0.80 257:0.65 259:0.21 260:0.82 261:0.93 265:0.35 267:0.23 268:0.80 271:0.35 277:0.69 282:0.84 285:0.62 290:0.77 297:0.36 300:0.08\n2 1:0.74 7:0.81 8:0.70 9:0.80 11:0.57 12:0.20 17:0.97 21:0.54 25:0.88 27:0.72 28:0.59 30:0.15 32:0.80 34:0.64 36:0.60 39:0.59 41:0.95 43:0.94 55:0.45 60:0.99 66:0.93 69:0.23 70:0.66 74:0.98 77:0.70 81:0.62 83:0.83 85:0.96 91:0.78 96:0.93 98:0.98 101:0.87 104:0.76 108:0.18 114:0.77 120:0.87 121:0.90 122:0.43 123:0.18 126:0.54 127:0.84 129:0.05 135:0.28 140:0.45 145:0.63 146:0.67 147:0.72 149:0.96 150:0.75 151:0.94 153:0.82 154:0.94 155:0.67 158:0.92 159:0.26 161:0.88 162:0.80 164:0.86 165:0.79 167:0.84 172:0.82 173:0.51 176:0.73 177:0.38 179:0.48 181:0.86 191:0.81 192:0.59 195:0.56 201:0.74 202:0.78 204:0.89 208:0.64 212:0.88 215:0.58 216:0.18 220:0.62 222:0.35 230:0.84 232:0.84 233:0.69 235:0.74 241:0.82 242:0.41 243:0.94 247:0.60 248:0.92 253:0.95 255:0.79 256:0.82 259:0.21 260:0.88 265:0.98 266:0.27 267:0.28 268:0.83 271:0.35 276:0.72 279:0.86 282:0.88 283:0.82 285:0.62 290:0.77 297:0.36 299:0.88 300:0.43\n1 1:0.74 6:0.86 7:0.81 8:0.71 9:0.80 11:0.57 12:0.20 17:0.90 20:0.87 21:0.40 27:0.44 28:0.59 30:0.21 32:0.80 34:0.47 36:0.93 37:0.55 39:0.59 41:0.95 43:0.94 55:0.42 66:0.10 69:0.19 70:0.50 74:0.78 77:0.70 78:0.96 81:0.70 83:0.77 85:0.80 91:0.85 96:0.80 98:0.42 100:0.93 101:0.76 108:0.79 111:0.94 114:0.82 120:0.78 121:0.97 123:0.60 124:0.73 126:0.54 127:0.85 129:0.81 133:0.67 135:0.68 140:0.87 145:0.89 146:0.38 147:0.45 149:0.68 150:0.81 151:0.69 152:0.84 153:0.84 154:0.94 155:0.67 159:0.50 161:0.88 162:0.55 163:0.75 164:0.87 165:0.81 167:0.84 169:0.90 172:0.21 173:0.27 176:0.73 177:0.38 178:0.48 179:0.89 181:0.86 186:0.96 189:0.89 191:0.89 192:0.59 195:0.68 201:0.74 202:0.85 204:0.89 208:0.64 212:0.16 215:0.67 216:0.28 220:0.91 222:0.35 230:0.87 233:0.76 235:0.60 238:0.86 241:0.84 242:0.40 243:0.39 245:0.51 247:0.55 248:0.73 253:0.84 255:0.79 256:0.83 259:0.21 260:0.78 261:0.92 265:0.35 266:0.54 267:0.69 268:0.84 271:0.35 276:0.36 282:0.83 283:0.71 285:0.62 290:0.82 297:0.36 299:0.88 300:0.33\n1 1:0.74 11:0.57 12:0.20 17:0.49 21:0.13 27:0.45 28:0.59 30:0.68 34:0.80 36:0.18 37:0.50 39:0.59 43:0.81 55:0.59 66:0.32 69:0.68 70:0.24 74:0.51 81:0.84 83:0.77 85:0.80 91:0.22 98:0.21 101:0.75 108:0.81 114:0.92 123:0.80 124:0.72 126:0.54 127:0.34 129:0.59 133:0.64 135:0.65 145:0.47 146:0.17 147:0.22 149:0.64 150:0.90 154:0.76 155:0.67 159:0.47 161:0.88 163:0.88 165:0.88 167:0.56 172:0.21 173:0.67 176:0.73 177:0.38 178:0.55 179:0.84 181:0.86 187:0.68 192:0.59 201:0.74 212:0.42 215:0.84 216:0.77 222:0.35 235:0.31 241:0.41 242:0.45 243:0.32 245:0.48 247:0.39 253:0.70 259:0.21 265:0.23 266:0.38 267:0.28 271:0.35 276:0.29 277:0.69 290:0.92 297:0.36 300:0.18\n2 6:0.86 7:0.81 8:0.84 9:0.80 11:0.57 12:0.20 17:0.73 20:0.90 21:0.47 27:0.52 28:0.59 30:0.62 32:0.80 34:0.44 36:0.53 37:0.70 39:0.59 41:0.92 43:0.89 55:0.42 66:0.75 69:0.47 70:0.34 74:0.76 76:0.85 77:0.70 78:0.92 81:0.44 83:0.79 85:0.80 91:0.95 96:0.90 98:0.79 100:0.92 101:0.79 108:0.36 111:0.91 120:0.85 121:0.97 122:0.41 123:0.34 126:0.32 127:0.28 129:0.05 135:0.42 140:0.96 145:0.65 146:0.49 147:0.55 149:0.67 150:0.36 151:0.86 152:0.85 153:0.48 154:0.88 155:0.67 159:0.18 161:0.88 162:0.48 164:0.89 167:0.86 169:0.89 172:0.32 173:0.73 177:0.38 178:0.48 179:0.87 181:0.86 186:0.92 189:0.88 191:0.94 192:0.59 195:0.55 202:0.94 204:0.89 208:0.64 212:0.30 215:0.63 216:0.26 220:0.93 222:0.35 230:0.87 233:0.76 235:0.60 238:0.86 241:0.90 242:0.33 243:0.77 247:0.39 248:0.87 253:0.90 255:0.79 256:0.88 259:0.21 260:0.85 261:0.90 265:0.79 266:0.27 267:0.59 268:0.87 271:0.35 276:0.19 282:0.88 285:0.62 297:0.36 299:0.88 300:0.25\n2 1:0.74 6:0.85 7:0.81 8:0.64 12:0.20 17:0.47 20:0.78 21:0.40 27:1.00 28:0.59 32:0.78 34:0.78 36:0.40 37:0.62 39:0.59 74:0.58 76:0.85 77:0.70 78:0.92 81:0.68 91:0.53 100:0.87 111:0.90 114:0.82 121:0.97 126:0.54 135:0.66 145:0.50 150:0.73 152:0.77 155:0.67 161:0.88 167:0.61 169:0.83 175:0.91 176:0.73 178:0.55 181:0.86 186:0.92 187:0.39 189:0.88 192:0.59 195:0.62 201:0.74 204:0.89 208:0.64 215:0.67 216:0.27 222:0.35 230:0.87 233:0.76 235:0.60 238:0.84 241:0.54 244:0.83 253:0.65 257:0.84 259:0.21 261:0.81 267:0.23 271:0.35 277:0.87 282:0.86 290:0.82 297:0.36\n2 1:0.74 6:0.89 7:0.78 8:0.84 9:0.80 12:0.20 17:0.28 20:0.96 21:0.47 27:0.14 28:0.59 30:0.95 34:0.19 36:0.76 37:0.67 39:0.59 41:0.97 43:0.35 55:0.45 66:0.64 69:0.57 74:0.63 78:0.93 81:0.66 83:0.77 91:0.94 96:0.85 98:0.13 100:0.94 108:0.44 111:0.93 114:0.80 120:0.86 122:0.67 123:0.42 126:0.54 127:0.08 129:0.05 135:0.44 140:0.93 145:0.58 146:0.21 147:0.26 149:0.27 150:0.78 151:0.59 152:0.89 153:0.48 154:0.26 155:0.67 159:0.10 161:0.88 162:0.49 163:0.90 164:0.93 165:0.80 167:0.86 169:0.92 172:0.16 173:0.49 175:0.75 176:0.73 177:0.05 178:0.52 179:0.11 181:0.86 186:0.93 189:0.90 190:0.77 191:0.96 192:0.59 201:0.74 202:0.96 208:0.64 212:0.95 215:0.63 216:0.53 220:0.91 222:0.35 230:0.81 233:0.76 235:0.68 238:0.89 241:0.91 242:0.82 243:0.69 244:0.61 247:0.12 248:0.74 253:0.84 255:0.79 256:0.94 257:0.65 260:0.86 261:0.93 265:0.14 266:0.12 267:0.95 268:0.93 271:0.35 276:0.19 277:0.69 285:0.62 290:0.80 297:0.36 300:0.08\n0 1:0.74 12:0.20 17:0.53 21:0.54 27:0.45 28:0.59 30:0.38 34:0.85 36:0.20 37:0.50 39:0.59 43:0.29 55:0.71 66:0.29 69:0.70 70:0.63 74:0.77 81:0.59 91:0.18 98:0.44 108:0.77 114:0.77 122:0.57 123:0.76 124:0.73 126:0.54 127:0.32 129:0.59 133:0.64 135:0.65 145:0.49 146:0.26 147:0.32 149:0.38 150:0.67 154:0.75 155:0.67 158:0.86 159:0.45 161:0.88 163:0.90 167:0.52 172:0.27 173:0.69 176:0.73 177:0.38 178:0.55 179:0.73 181:0.86 187:0.68 192:0.59 201:0.74 208:0.64 212:0.42 215:0.58 216:0.77 222:0.35 235:0.74 241:0.24 242:0.29 243:0.34 245:0.56 247:0.60 253:0.67 254:0.74 259:0.21 265:0.46 266:0.54 267:0.28 271:0.35 276:0.39 279:0.86 283:0.67 290:0.77 297:0.36 300:0.43\n0 1:0.74 8:0.58 9:0.80 12:0.20 17:0.38 20:0.79 21:0.13 27:0.35 28:0.59 30:0.45 34:0.34 36:0.93 37:0.49 39:0.59 43:0.29 55:0.45 66:0.77 69:0.63 70:0.33 74:0.73 78:0.86 81:0.86 91:0.25 96:0.74 98:0.30 100:0.73 104:0.90 106:0.81 108:0.48 111:0.83 114:0.92 117:0.86 120:0.76 122:0.41 123:0.46 126:0.54 127:0.12 129:0.05 135:0.78 140:0.80 146:0.52 147:0.58 149:0.19 150:0.88 151:0.69 152:0.77 153:0.77 154:0.79 155:0.67 158:0.87 159:0.18 161:0.88 162:0.86 164:0.69 167:0.50 169:0.72 172:0.37 173:0.48 176:0.73 177:0.38 179:0.25 181:0.86 186:0.86 187:0.87 190:0.77 192:0.59 201:0.74 202:0.54 206:0.81 208:0.64 212:0.52 215:0.84 216:0.84 222:0.35 232:0.98 235:0.22 241:0.15 242:0.24 243:0.79 247:0.47 248:0.65 253:0.79 254:0.74 255:0.79 256:0.58 259:0.21 260:0.77 261:0.80 265:0.32 266:0.27 267:0.44 268:0.63 271:0.35 276:0.30 279:0.86 283:0.82 285:0.62 290:0.92 297:0.36 300:0.25\n2 1:0.74 7:0.81 9:0.80 12:0.20 17:0.38 21:0.40 27:1.00 28:0.59 32:0.78 34:0.52 36:0.34 37:0.62 39:0.59 74:0.58 76:0.85 77:0.70 81:0.68 91:0.54 96:0.70 114:0.82 120:0.57 121:0.97 126:0.54 135:0.51 140:0.45 145:0.50 150:0.73 151:0.54 153:0.48 155:0.67 161:0.88 162:0.86 164:0.57 167:0.71 175:0.91 176:0.73 181:0.86 187:0.39 192:0.59 195:0.64 201:0.74 202:0.36 204:0.89 208:0.64 215:0.67 216:0.27 220:0.91 222:0.35 230:0.87 233:0.76 235:0.60 241:0.69 244:0.83 248:0.53 253:0.66 255:0.79 256:0.45 257:0.84 259:0.21 260:0.57 267:0.36 268:0.46 271:0.35 277:0.87 282:0.86 285:0.62 290:0.82 297:0.36\n0 1:0.74 9:0.80 11:0.57 12:0.20 17:0.76 21:0.13 27:0.44 28:0.59 30:0.70 32:0.78 34:0.76 36:0.39 37:0.86 39:0.59 43:0.84 55:0.45 66:0.83 69:0.63 70:0.62 74:0.96 77:0.99 81:0.84 83:0.77 85:0.85 91:0.60 96:0.89 98:0.86 101:0.76 106:0.81 108:0.67 114:0.92 117:0.86 120:0.82 122:0.57 123:0.64 124:0.39 126:0.54 127:0.60 129:0.59 133:0.47 135:0.79 140:0.45 145:0.76 146:0.31 147:0.38 149:0.76 150:0.90 151:0.75 153:0.84 154:0.80 155:0.67 159:0.66 161:0.88 162:0.83 164:0.83 165:0.88 167:0.53 172:0.90 173:0.54 176:0.73 177:0.38 179:0.27 181:0.86 187:0.21 192:0.59 195:0.84 201:0.74 202:0.75 206:0.81 208:0.64 212:0.59 215:0.84 216:0.62 220:0.74 222:0.35 232:0.87 235:0.31 241:0.27 242:0.54 243:0.14 245:0.86 247:0.60 248:0.88 253:0.93 255:0.79 256:0.79 259:0.21 260:0.82 265:0.86 266:0.63 267:0.69 268:0.81 271:0.35 276:0.84 282:0.86 285:0.62 290:0.92 297:0.36 300:0.84\n2 1:0.56 8:0.60 10:0.94 11:0.57 12:0.86 17:0.36 18:0.96 21:0.71 27:0.48 29:0.86 30:0.44 34:0.88 36:0.91 37:0.42 39:0.51 43:0.65 45:0.98 46:0.93 64:0.77 66:0.43 69:0.81 70:0.77 71:0.57 74:0.94 81:0.42 83:0.56 86:0.97 91:0.20 97:0.89 98:0.71 99:0.83 101:0.96 107:0.97 108:0.65 110:0.97 114:0.66 122:0.86 123:0.63 124:0.68 125:0.88 126:0.32 127:0.49 129:0.59 133:0.67 135:0.56 139:0.96 146:0.96 147:0.59 149:0.91 150:0.37 154:0.27 155:0.46 158:0.76 159:0.84 160:0.88 165:0.65 170:0.82 172:0.94 173:0.59 174:0.96 176:0.63 177:0.70 178:0.55 179:0.13 187:0.21 192:0.44 197:0.92 201:0.54 208:0.50 212:0.78 216:0.70 219:0.91 222:0.35 235:0.88 239:0.92 241:0.27 242:0.18 243:0.15 244:0.61 245:0.99 247:0.97 253:0.67 257:0.65 259:0.21 265:0.71 266:0.54 267:0.59 271:0.38 276:0.96 279:0.75 289:0.94 290:0.66 292:0.88 300:0.70\n4 1:0.64 7:0.69 9:0.70 10:0.98 11:0.52 12:0.86 17:0.40 18:0.73 21:0.47 23:0.96 27:0.72 29:0.86 30:0.40 31:0.87 33:0.97 34:0.71 36:0.85 39:0.51 43:0.58 45:0.87 46:0.96 62:0.96 64:0.77 66:0.35 69:0.25 70:0.81 71:0.57 74:0.61 75:0.96 76:0.85 79:0.87 81:0.71 83:0.69 86:0.84 91:0.35 96:0.69 98:0.62 99:0.95 101:0.65 102:0.95 107:0.95 108:0.75 110:0.94 114:0.80 120:0.56 122:0.95 123:0.73 124:0.71 125:0.97 126:0.54 127:0.74 128:0.95 129:0.59 133:0.67 135:0.56 137:0.87 139:0.79 140:0.45 145:0.49 146:0.34 147:0.40 149:0.39 150:0.56 151:0.52 153:0.48 154:0.83 155:0.55 159:0.52 160:0.96 162:0.86 164:0.57 165:0.81 168:0.95 170:0.82 172:0.54 173:0.28 174:0.94 176:0.73 177:0.88 179:0.58 187:0.21 192:0.57 195:0.70 196:0.89 197:0.96 201:0.64 202:0.36 205:0.95 208:0.64 212:0.49 215:0.63 216:0.09 220:0.93 222:0.35 226:0.96 230:0.71 233:0.76 235:0.74 236:0.97 239:0.97 241:0.24 242:0.22 243:0.37 245:0.77 247:0.76 248:0.52 253:0.61 254:0.86 255:0.70 256:0.45 259:0.21 260:0.56 265:0.63 266:0.71 267:0.36 268:0.46 271:0.38 276:0.62 284:0.89 285:0.62 289:0.95 290:0.80 291:0.97 297:0.36 300:0.70\n3 1:0.66 10:0.87 11:0.52 12:0.86 17:0.43 18:0.64 21:0.13 27:0.72 29:0.86 30:0.68 34:0.90 36:0.62 37:0.92 39:0.51 43:0.68 45:0.73 46:0.96 55:0.71 64:0.77 66:0.79 69:0.52 70:0.31 71:0.57 74:0.41 81:0.70 83:0.69 86:0.70 91:0.27 98:0.80 99:0.95 101:0.65 107:0.92 108:0.40 110:0.92 114:0.92 122:0.41 123:0.38 125:0.88 126:0.51 127:0.28 129:0.05 135:0.37 139:0.67 146:0.55 147:0.61 149:0.47 150:0.58 154:0.58 155:0.50 159:0.20 160:0.88 165:0.81 170:0.82 172:0.41 173:0.73 174:0.83 176:0.70 177:0.88 178:0.55 179:0.80 187:0.39 192:0.50 197:0.88 201:0.63 208:0.61 212:0.42 215:0.84 216:0.24 222:0.35 235:0.31 239:0.87 241:0.41 242:0.19 243:0.80 244:0.61 247:0.55 253:0.63 259:0.21 265:0.80 266:0.27 267:0.52 271:0.38 276:0.32 289:0.95 290:0.92 297:0.36 300:0.25\n2 1:0.66 9:0.74 10:0.89 11:0.52 12:0.86 17:0.73 18:0.69 21:0.13 27:0.72 29:0.86 30:0.72 31:0.92 34:0.37 36:0.40 39:0.51 43:0.69 45:0.83 46:0.96 64:0.77 66:0.60 69:0.75 70:0.37 71:0.57 74:0.50 79:0.91 81:0.70 83:0.69 86:0.75 91:0.83 96:0.77 98:0.79 99:0.95 101:0.65 107:0.94 108:0.59 110:0.94 114:0.92 120:0.65 122:0.65 123:0.56 124:0.48 125:0.99 126:0.51 127:0.87 129:0.05 133:0.43 135:0.26 137:0.92 139:0.72 140:0.45 146:0.66 147:0.42 149:0.65 150:0.58 151:0.76 153:0.48 154:0.58 155:0.64 159:0.36 160:0.96 162:0.86 164:0.56 165:0.81 170:0.82 172:0.45 173:0.89 174:0.83 175:0.75 176:0.70 177:0.38 179:0.83 190:0.77 192:0.97 196:0.90 197:0.88 201:0.63 202:0.36 208:0.61 212:0.23 215:0.84 216:0.10 220:0.62 222:0.35 235:0.31 239:0.87 241:0.86 242:0.24 243:0.33 244:0.61 245:0.60 247:0.74 248:0.70 253:0.75 255:0.73 256:0.45 257:0.84 260:0.66 265:0.79 266:0.38 267:0.23 268:0.46 271:0.38 276:0.42 277:0.69 284:0.88 285:0.60 289:0.95 290:0.92 297:0.36 300:0.33\n3 1:0.65 7:0.69 10:0.84 11:0.52 12:0.86 17:0.47 18:0.83 21:0.22 27:0.72 29:0.86 30:0.60 32:0.72 34:0.69 36:0.65 39:0.51 43:0.77 44:0.92 45:0.88 46:0.98 64:0.77 66:0.90 69:0.17 70:0.51 71:0.57 74:0.83 76:0.85 77:0.89 81:0.68 83:0.69 86:0.88 91:0.46 97:0.99 98:0.95 99:0.95 101:0.65 107:0.96 108:0.14 110:0.96 114:0.88 122:0.65 123:0.13 125:0.88 126:0.51 127:0.68 129:0.05 135:0.54 139:0.90 145:0.98 146:0.74 147:0.78 149:0.85 150:0.56 154:0.69 155:0.50 158:0.81 159:0.31 160:0.88 165:0.81 170:0.82 172:0.73 173:0.38 174:0.79 176:0.70 177:0.88 178:0.55 179:0.60 192:0.49 195:0.57 197:0.83 201:0.63 208:0.61 212:0.90 215:0.79 216:0.09 219:0.94 222:0.35 230:0.71 233:0.76 235:0.42 239:0.83 241:0.84 242:0.24 243:0.91 244:0.61 247:0.84 253:0.69 259:0.21 265:0.95 266:0.27 267:0.23 271:0.38 276:0.59 279:0.81 282:0.80 283:0.67 289:0.95 290:0.88 292:0.88 297:0.36 300:0.43\n1 10:0.97 11:0.52 12:0.86 17:0.38 18:0.70 21:0.78 27:0.54 29:0.86 30:0.13 34:0.49 36:0.64 37:0.72 39:0.51 43:0.19 45:0.81 46:0.93 55:0.52 66:0.12 69:0.73 70:0.98 71:0.57 74:0.66 86:0.82 91:0.44 98:0.25 101:0.65 107:0.94 108:0.56 110:0.94 122:0.94 123:0.84 124:0.94 125:0.88 127:0.75 129:0.05 133:0.94 135:0.81 139:0.78 146:0.28 147:0.05 149:0.19 154:0.71 159:0.84 160:0.88 170:0.82 172:0.48 173:0.52 174:0.94 177:0.05 178:0.55 179:0.44 187:0.39 197:0.94 212:0.42 216:0.32 222:0.35 235:0.12 239:0.96 241:0.07 242:0.14 243:0.08 245:0.69 247:0.90 253:0.49 254:0.74 257:0.93 259:0.21 265:0.15 266:0.92 267:0.44 271:0.38 276:0.73 277:0.87 289:0.91 300:0.94\n0 1:0.67 10:0.98 11:0.81 12:0.86 17:0.55 18:0.79 21:0.22 27:0.64 29:0.86 30:0.84 32:0.80 34:0.34 36:0.90 37:0.49 39:0.51 43:0.88 44:0.93 45:0.85 46:0.94 60:0.87 64:0.77 66:0.51 69:0.51 70:0.37 71:0.57 74:0.85 75:0.99 76:0.85 77:0.89 81:0.79 83:0.91 85:0.85 86:0.90 91:0.35 98:0.38 101:0.87 102:0.98 104:0.97 106:0.81 107:0.95 108:0.39 110:0.95 114:0.90 117:0.86 122:0.65 123:0.37 124:0.73 125:0.88 126:0.54 127:0.30 129:0.05 133:0.76 135:0.76 139:0.93 145:0.98 146:0.70 147:0.75 149:0.92 150:0.63 154:0.87 155:0.52 158:0.86 159:0.70 160:0.88 165:0.93 170:0.82 172:0.68 173:0.29 174:0.90 176:0.73 177:0.88 178:0.55 179:0.34 187:0.39 192:0.51 193:0.97 195:0.93 197:0.94 201:0.66 206:0.81 208:0.64 212:0.59 215:0.79 216:0.41 219:0.95 222:0.35 226:0.96 232:0.99 235:0.52 236:0.97 239:0.98 241:0.27 242:0.16 243:0.61 245:0.75 247:0.91 253:0.71 259:0.21 265:0.40 266:0.71 267:0.59 271:0.38 276:0.66 279:0.80 282:0.88 283:0.67 289:0.95 290:0.90 292:0.88 297:0.36 299:0.88 300:0.55\n2 1:0.66 10:0.87 11:0.52 12:0.86 17:0.59 18:0.79 21:0.13 27:0.72 29:0.86 30:0.74 34:0.49 36:0.95 37:0.92 39:0.51 43:0.73 45:0.87 46:0.97 64:0.77 66:0.87 69:0.65 70:0.47 71:0.57 74:0.58 81:0.70 83:0.69 86:0.84 91:0.35 98:0.85 99:0.95 101:0.65 107:0.95 108:0.50 110:0.95 114:0.92 122:0.65 123:0.48 125:0.88 126:0.51 127:0.36 129:0.05 135:0.56 139:0.81 146:0.75 147:0.79 149:0.72 150:0.58 154:0.63 155:0.50 159:0.31 160:0.88 163:0.90 165:0.81 170:0.82 172:0.63 173:0.76 174:0.83 176:0.70 177:0.88 178:0.55 179:0.62 187:0.21 192:0.50 197:0.86 201:0.63 202:0.36 208:0.61 212:0.37 215:0.84 216:0.24 222:0.35 235:0.31 239:0.85 241:0.63 242:0.40 243:0.88 244:0.61 247:0.74 253:0.65 259:0.21 265:0.85 266:0.47 267:0.52 271:0.38 276:0.50 289:0.95 290:0.92 297:0.36 300:0.43\n2 9:0.72 10:0.90 11:0.52 12:0.86 17:0.24 18:0.72 21:0.78 27:0.72 29:0.86 30:0.87 31:0.90 34:0.78 36:0.89 39:0.51 43:0.69 45:0.81 46:0.98 66:0.45 69:0.37 70:0.27 71:0.57 74:0.54 79:0.89 83:0.69 86:0.81 91:0.18 96:0.73 98:0.55 101:0.65 107:0.93 108:0.29 110:0.93 120:0.61 122:0.65 123:0.28 124:0.56 125:0.99 127:0.48 129:0.05 133:0.45 135:0.34 137:0.90 139:0.77 140:0.45 146:0.33 147:0.40 149:0.44 151:0.63 153:0.69 154:0.81 155:0.63 159:0.21 160:0.96 162:0.86 163:0.81 164:0.62 170:0.82 172:0.27 173:0.65 174:0.79 177:0.88 179:0.88 187:0.21 190:0.77 192:0.87 196:0.90 197:0.84 202:0.46 208:0.61 212:0.42 216:0.08 220:0.82 222:0.35 235:0.02 239:0.89 241:0.56 242:0.45 243:0.58 245:0.53 247:0.47 248:0.61 253:0.53 254:0.74 255:0.71 256:0.45 259:0.21 260:0.61 265:0.56 266:0.27 267:0.23 268:0.55 271:0.38 276:0.26 284:0.90 285:0.60 289:0.95 300:0.25\n1 1:0.66 10:0.88 11:0.52 12:0.86 17:0.51 18:0.74 21:0.13 27:0.72 29:0.86 30:0.57 34:0.66 36:0.93 37:0.92 39:0.51 43:0.61 45:0.87 46:0.96 64:0.77 66:0.89 69:0.69 70:0.62 71:0.57 74:0.56 81:0.70 83:0.69 86:0.80 91:0.27 98:0.90 99:0.95 101:0.65 107:0.95 108:0.53 110:0.95 114:0.92 122:0.65 123:0.51 125:0.88 126:0.51 127:0.46 129:0.05 135:0.21 139:0.76 146:0.88 147:0.91 149:0.64 150:0.58 154:0.50 155:0.50 159:0.47 160:0.88 163:0.90 165:0.81 170:0.82 172:0.70 173:0.71 174:0.88 176:0.70 177:0.88 178:0.55 179:0.58 187:0.39 192:0.50 197:0.89 201:0.63 202:0.36 208:0.61 212:0.28 215:0.84 216:0.24 222:0.35 235:0.31 239:0.87 241:0.57 242:0.29 243:0.90 244:0.61 247:0.84 253:0.64 259:0.21 265:0.90 266:0.63 267:0.79 271:0.38 276:0.58 289:0.95 290:0.92 297:0.36 300:0.55\n2 8:0.88 9:0.76 12:0.06 17:0.30 18:0.71 21:0.54 27:0.16 29:0.77 30:0.58 34:0.80 36:0.56 37:0.79 39:0.31 43:0.15 55:0.84 66:0.49 69:0.84 70:0.60 71:0.71 74:0.39 81:0.26 83:0.91 86:0.59 91:0.56 96:0.76 97:0.94 98:0.48 108:0.69 114:0.56 120:0.63 122:0.82 123:0.67 124:0.64 126:0.26 127:0.43 129:0.05 131:0.92 133:0.60 135:0.68 139:0.69 140:0.80 144:0.76 146:0.55 147:0.30 149:0.14 150:0.26 151:0.65 153:0.48 154:0.39 155:0.67 157:0.61 158:0.79 159:0.46 162:0.74 163:0.86 164:0.54 166:0.87 172:0.32 173:0.88 176:0.55 177:0.38 178:0.42 179:0.84 182:0.61 187:0.39 190:0.77 192:0.87 202:0.65 208:0.64 212:0.37 216:0.74 219:0.92 220:0.62 222:0.90 227:0.96 229:0.61 231:0.88 235:0.60 241:0.66 242:0.40 243:0.29 244:0.61 245:0.48 246:0.61 247:0.55 248:0.63 253:0.46 254:0.90 255:0.74 256:0.68 257:0.65 259:0.21 260:0.63 265:0.50 266:0.47 267:0.36 268:0.69 271:0.18 276:0.34 279:0.82 283:0.78 285:0.56 287:0.61 290:0.56 292:0.95 300:0.43\n1 8:0.97 12:0.06 17:0.28 21:0.78 27:0.26 29:0.77 30:0.72 32:0.77 34:0.89 36:0.30 37:0.90 39:0.31 43:0.16 44:0.93 55:0.52 66:0.84 69:0.47 70:0.22 71:0.71 74:0.52 77:0.70 91:0.33 98:0.79 104:0.86 108:0.36 120:0.65 123:0.34 127:0.28 129:0.05 131:0.61 135:0.30 139:0.78 140:0.45 144:0.76 145:0.92 146:0.55 147:0.61 149:0.27 151:0.55 153:0.48 154:0.11 155:0.58 157:0.61 159:0.20 162:0.86 164:0.56 166:0.61 172:0.54 173:0.68 175:0.91 177:0.05 179:0.65 182:0.75 187:0.39 190:0.89 192:0.51 195:0.56 202:0.50 204:0.85 208:0.54 212:0.92 216:0.47 220:0.62 222:0.90 227:0.61 229:0.61 231:0.69 235:0.31 241:0.52 242:0.82 243:0.85 244:0.83 246:0.61 247:0.12 248:0.56 253:0.36 256:0.58 257:0.84 259:0.21 260:0.62 265:0.79 266:0.17 267:0.19 268:0.59 271:0.18 276:0.45 277:0.87 281:0.89 282:0.85 285:0.47 287:0.61 300:0.18\n1 8:0.96 11:0.81 12:0.06 17:0.64 18:0.95 21:0.13 27:0.55 29:0.77 30:0.21 31:0.86 34:0.74 36:0.80 37:0.94 39:0.31 43:0.57 45:0.66 55:0.71 66:0.75 69:0.41 70:0.90 71:0.71 74:0.43 79:0.88 81:0.53 86:0.79 91:0.82 96:0.69 98:0.84 101:0.52 104:0.58 108:0.31 120:0.58 122:0.83 123:0.30 124:0.43 126:0.26 127:0.87 129:0.05 131:0.97 133:0.60 135:0.82 137:0.86 139:0.75 140:0.90 144:0.76 146:0.91 147:0.93 149:0.58 150:0.40 151:0.50 153:0.45 154:0.73 157:0.80 159:0.65 162:0.50 164:0.53 166:0.61 172:0.86 173:0.33 177:0.70 178:0.50 179:0.36 182:0.74 190:0.89 191:0.86 196:0.88 202:0.63 212:0.58 215:0.61 216:0.14 220:0.74 222:0.90 227:0.98 229:0.61 231:0.92 235:0.12 241:0.79 242:0.33 243:0.77 245:0.81 246:0.61 247:0.79 248:0.51 253:0.33 254:0.92 256:0.64 259:0.21 260:0.57 265:0.84 266:0.54 267:0.52 268:0.55 271:0.18 276:0.80 284:0.86 285:0.62 287:0.61 297:0.36 300:0.70\n2 11:0.81 12:0.06 17:0.61 18:0.77 21:0.74 27:0.49 29:0.77 30:0.41 34:0.94 36:0.68 37:0.86 39:0.31 43:0.16 45:0.73 55:0.59 66:0.77 69:0.50 70:0.60 71:0.71 74:0.46 77:0.70 81:0.23 83:0.60 86:0.76 91:0.31 97:0.89 98:0.78 101:0.52 108:0.39 114:0.53 123:0.37 124:0.39 126:0.26 127:0.49 129:0.05 131:0.61 133:0.37 135:0.49 139:0.73 144:0.76 145:0.77 146:0.69 147:0.73 149:0.18 150:0.23 154:0.82 155:0.58 157:0.61 158:0.72 159:0.35 166:0.87 172:0.57 173:0.60 176:0.55 177:0.70 178:0.55 179:0.72 182:0.61 187:0.21 192:0.59 195:0.59 208:0.54 212:0.42 216:0.27 222:0.90 227:0.61 229:0.61 231:0.88 235:0.88 241:0.41 242:0.19 243:0.79 245:0.51 246:0.61 247:0.74 253:0.35 254:0.86 259:0.21 265:0.78 266:0.27 267:0.28 271:0.18 276:0.47 279:0.82 282:0.71 283:0.78 287:0.61 290:0.53 300:0.43\n0 8:0.61 11:0.81 12:0.06 17:0.32 18:0.84 21:0.78 27:0.45 29:0.77 30:0.21 34:0.86 36:0.23 37:0.50 39:0.31 43:0.11 45:0.66 55:0.42 66:0.80 69:0.80 70:0.67 71:0.71 74:0.40 86:0.81 91:0.10 98:0.35 101:0.52 108:0.63 122:0.86 123:0.61 127:0.12 129:0.05 131:0.61 135:0.83 139:0.77 144:0.76 145:0.47 146:0.48 147:0.54 149:0.10 154:0.67 157:0.80 159:0.17 166:0.61 172:0.45 173:0.77 177:0.70 178:0.55 179:0.24 182:0.74 187:0.68 212:0.82 216:0.77 222:0.90 227:0.61 229:0.61 231:0.73 235:0.74 241:0.39 242:0.58 243:0.82 246:0.61 247:0.47 253:0.32 254:0.74 259:0.21 265:0.37 266:0.23 267:0.52 271:0.18 276:0.31 287:0.61 300:0.43\n0 12:0.06 17:0.59 18:0.69 21:0.78 27:0.45 29:0.77 30:0.58 34:0.80 36:0.21 37:0.50 39:0.31 43:0.10 55:0.59 66:0.61 69:0.86 70:0.60 71:0.71 74:0.26 86:0.59 91:0.15 98:0.19 108:0.73 123:0.71 124:0.51 127:0.23 129:0.05 131:0.61 133:0.62 135:0.89 139:0.58 145:0.47 146:0.39 147:0.05 149:0.14 154:0.22 157:0.61 159:0.66 166:0.61 172:0.37 173:0.71 175:0.75 177:0.05 178:0.55 179:0.70 182:0.61 187:0.68 212:0.71 216:0.77 222:0.90 227:0.61 229:0.61 231:0.67 235:0.98 241:0.59 242:0.40 243:0.18 244:0.61 245:0.45 246:0.61 247:0.55 253:0.23 254:0.98 257:0.84 259:0.21 265:0.21 266:0.27 267:0.36 271:0.18 276:0.23 277:0.69 287:0.61 300:0.43\n2 8:0.85 9:0.76 12:0.06 17:0.28 18:0.81 21:0.54 27:0.16 29:0.77 30:0.33 34:0.84 36:0.68 37:0.79 39:0.31 43:0.15 55:0.59 66:0.71 69:0.84 70:0.76 71:0.71 74:0.29 81:0.26 83:0.60 86:0.61 91:0.49 96:0.78 98:0.72 104:0.84 106:0.81 108:0.69 114:0.56 120:0.67 122:0.80 123:0.67 124:0.42 126:0.26 127:0.45 129:0.05 131:0.92 133:0.43 135:0.68 139:0.60 140:0.45 146:0.80 147:0.30 149:0.19 150:0.26 151:0.74 153:0.82 154:0.36 155:0.58 157:0.61 158:0.71 159:0.52 162:0.86 163:0.75 164:0.65 166:0.87 172:0.57 173:0.85 176:0.55 177:0.38 179:0.68 182:0.61 187:0.68 190:0.77 191:0.73 192:0.59 202:0.62 206:0.81 208:0.54 212:0.29 216:0.74 219:0.87 220:0.62 222:0.90 227:0.96 229:0.61 231:0.90 235:0.60 241:0.18 242:0.18 243:0.21 244:0.61 245:0.60 246:0.61 247:0.79 248:0.68 253:0.48 254:0.92 255:0.74 256:0.68 257:0.65 259:0.21 260:0.65 265:0.73 266:0.63 267:0.97 268:0.70 271:0.18 276:0.48 283:0.78 285:0.56 287:0.61 290:0.56 292:0.91 300:0.55\n0 11:0.81 12:0.06 17:0.45 18:0.87 21:0.30 27:0.26 29:0.77 30:0.90 32:0.77 34:0.70 36:0.28 37:0.90 39:0.31 43:0.63 44:0.93 45:0.66 55:0.52 66:0.69 69:0.47 70:0.28 71:0.71 74:0.56 77:0.70 81:0.36 86:0.70 91:0.53 98:0.64 101:0.52 104:0.86 108:0.36 120:0.57 122:0.86 123:0.34 124:0.42 126:0.26 127:0.35 129:0.05 131:0.61 133:0.37 135:0.84 139:0.82 140:0.45 144:0.76 145:0.92 146:0.56 147:0.62 149:0.38 150:0.32 151:0.48 153:0.77 154:0.53 155:0.58 157:0.81 159:0.31 162:0.86 164:0.62 166:0.61 172:0.54 173:0.56 177:0.70 179:0.66 182:0.78 187:0.39 190:0.89 192:0.51 195:0.62 202:0.54 204:0.85 208:0.54 212:0.61 215:0.44 216:0.47 220:0.87 222:0.90 227:0.61 229:0.61 231:0.80 235:0.31 241:0.57 242:0.45 243:0.73 244:0.61 245:0.59 246:0.61 247:0.67 248:0.49 253:0.38 256:0.58 259:0.21 260:0.56 265:0.65 266:0.47 267:0.36 268:0.63 271:0.18 276:0.43 281:0.89 282:0.85 285:0.47 287:0.61 297:0.36 300:0.33\n1 8:0.88 11:0.81 12:0.06 17:0.34 18:0.94 21:0.78 27:0.26 29:0.77 30:0.43 32:0.77 34:0.91 36:0.26 37:0.90 39:0.31 43:0.68 44:0.93 45:0.83 55:0.52 66:0.89 69:0.57 70:0.64 71:0.71 74:0.69 77:0.70 86:0.87 91:0.57 98:0.80 101:0.52 108:0.44 122:0.86 123:0.42 127:0.29 129:0.05 131:0.61 135:0.81 139:0.90 144:0.76 145:0.92 146:0.74 147:0.78 149:0.69 154:0.57 155:0.58 157:0.95 159:0.31 166:0.61 172:0.70 173:0.64 177:0.70 178:0.55 179:0.47 182:0.88 187:0.39 192:0.51 195:0.64 202:0.50 204:0.85 208:0.54 212:0.61 216:0.47 222:0.90 227:0.61 229:0.61 231:0.87 235:0.22 241:0.51 242:0.39 243:0.90 244:0.61 246:0.61 247:0.55 253:0.41 259:0.21 265:0.80 266:0.38 267:0.65 271:0.18 276:0.57 281:0.89 282:0.85 287:0.61 300:0.55\n1 11:0.81 12:0.06 17:0.38 18:0.84 21:0.30 27:0.26 29:0.77 30:0.91 32:0.77 34:0.69 36:0.31 37:0.90 39:0.31 43:0.63 44:0.93 45:0.66 55:0.52 66:0.68 69:0.47 70:0.25 71:0.71 74:0.56 77:0.70 81:0.36 86:0.70 91:0.42 98:0.61 101:0.52 104:0.86 106:0.81 108:0.36 120:0.54 122:0.86 123:0.34 124:0.43 126:0.26 127:0.33 129:0.05 131:0.61 133:0.37 135:0.83 139:0.82 140:0.45 144:0.76 145:0.92 146:0.55 147:0.61 149:0.36 150:0.32 151:0.47 153:0.46 154:0.53 155:0.58 157:0.81 159:0.31 162:0.86 164:0.54 166:0.61 172:0.51 173:0.56 177:0.70 179:0.68 182:0.78 187:0.68 190:0.89 192:0.51 195:0.62 202:0.49 204:0.85 206:0.81 208:0.54 212:0.58 215:0.44 216:0.47 220:0.91 222:0.90 227:0.61 229:0.61 231:0.80 235:0.31 241:0.51 242:0.38 243:0.72 244:0.61 245:0.58 246:0.61 247:0.67 248:0.47 253:0.38 256:0.58 259:0.21 260:0.54 265:0.62 266:0.47 267:0.52 268:0.58 271:0.18 276:0.41 281:0.89 282:0.85 285:0.47 287:0.61 297:0.36 300:0.33\n2 1:0.69 7:0.66 8:0.60 11:0.87 12:0.06 17:0.93 18:0.79 21:0.22 27:0.72 29:0.77 30:0.45 32:0.80 34:0.55 36:0.66 39:0.31 43:0.77 44:0.93 45:0.73 66:0.85 69:0.25 70:0.74 71:0.71 74:0.64 76:0.85 77:0.70 81:0.63 83:0.60 85:0.72 86:0.83 91:0.58 98:0.91 99:0.83 101:0.87 108:0.20 114:0.62 122:0.57 123:0.19 126:0.44 127:0.50 129:0.05 131:0.61 135:0.74 139:0.86 144:0.76 145:0.58 146:0.72 147:0.76 149:0.61 150:0.61 154:0.89 155:0.58 157:0.81 159:0.29 165:0.70 166:0.87 172:0.57 173:0.44 176:0.55 177:0.70 178:0.55 179:0.75 182:0.78 192:0.59 195:0.61 201:0.68 208:0.54 212:0.58 215:0.51 216:0.03 222:0.90 227:0.61 229:0.61 230:0.69 231:0.90 233:0.76 235:0.31 241:0.78 242:0.22 243:0.86 246:0.61 247:0.74 253:0.47 259:0.21 265:0.91 266:0.54 267:0.28 271:0.18 276:0.45 282:0.88 287:0.61 290:0.62 297:0.36 299:0.88 300:0.55\n2 11:0.81 12:0.06 17:0.62 18:0.95 21:0.78 27:0.55 29:0.77 30:0.44 31:0.88 34:0.81 36:0.72 37:0.94 39:0.31 43:0.17 45:0.66 55:0.71 66:0.29 69:0.30 70:0.85 71:0.71 74:0.44 79:0.90 86:0.79 91:0.20 98:0.56 101:0.52 104:0.58 108:0.70 122:0.86 123:0.68 124:0.89 127:0.90 129:0.05 131:0.83 133:0.90 135:0.97 137:0.88 139:0.75 140:0.45 144:0.76 146:0.61 147:0.66 149:0.35 151:0.55 153:0.48 154:0.79 157:0.77 159:0.90 162:0.86 166:0.61 172:0.79 173:0.11 177:0.70 179:0.25 182:0.72 187:0.39 190:0.89 196:0.89 202:0.36 212:0.26 216:0.14 220:0.62 222:0.90 227:0.89 229:0.61 231:0.73 235:0.02 241:0.15 242:0.24 243:0.20 245:0.89 246:0.61 247:0.76 248:0.54 253:0.33 254:0.93 256:0.45 259:0.21 265:0.57 266:0.95 267:0.52 268:0.46 271:0.18 276:0.88 277:0.69 284:0.86 285:0.47 287:0.61 300:0.84\n3 7:0.66 11:0.64 12:0.06 17:0.77 18:0.80 21:0.78 27:0.71 29:0.77 30:0.72 34:0.95 36:0.95 37:0.65 39:0.31 43:0.69 45:0.66 55:0.71 66:0.59 69:0.45 70:0.57 71:0.71 74:0.31 77:0.70 83:0.60 86:0.61 91:0.44 97:0.89 98:0.65 101:0.52 108:0.35 123:0.34 124:0.61 127:0.53 129:0.59 131:0.61 133:0.66 135:0.83 139:0.59 145:0.79 146:0.72 147:0.76 149:0.43 154:0.65 155:0.58 157:0.61 158:0.72 159:0.51 166:0.61 172:0.61 173:0.43 177:0.70 178:0.55 179:0.59 182:0.61 187:0.21 192:0.59 195:0.74 202:0.36 208:0.54 212:0.68 216:0.15 222:0.90 227:0.61 229:0.61 230:0.69 231:0.86 233:0.76 235:0.80 241:0.24 242:0.18 243:0.67 245:0.69 246:0.61 247:0.86 253:0.27 254:0.99 259:0.21 265:0.65 266:0.54 267:0.65 271:0.18 276:0.60 279:0.82 282:0.71 283:0.78 287:0.61 300:0.55\n3 6:0.93 7:0.81 8:0.91 12:0.20 17:0.01 20:0.94 21:0.64 27:0.04 28:0.73 32:0.80 34:0.47 36:0.30 37:0.88 43:0.27 66:0.36 69:0.80 78:0.82 81:0.61 91:0.98 98:0.09 100:0.88 108:0.64 111:0.83 120:0.87 123:0.62 126:0.54 127:0.07 129:0.05 135:0.18 140:0.94 145:0.69 146:0.05 147:0.05 149:0.11 150:0.45 151:0.77 152:0.97 153:0.88 154:0.19 159:0.05 161:0.60 162:0.46 164:0.97 167:0.84 169:0.94 172:0.05 173:0.93 177:0.05 178:0.53 181:0.89 186:0.82 189:0.91 191:0.99 195:0.61 202:0.99 215:0.53 216:0.82 220:0.99 230:0.87 233:0.76 235:0.74 238:0.93 241:0.99 243:0.51 248:0.82 256:0.96 259:0.21 260:0.88 261:0.97 265:0.09 267:0.36 268:0.96 271:0.94 285:0.62 297:0.36\n3 6:0.96 8:0.95 12:0.20 17:0.34 20:0.95 21:0.30 25:0.88 27:0.09 28:0.73 30:0.71 34:0.20 36:0.63 37:0.96 43:0.39 55:0.84 66:0.53 69:0.56 70:0.29 78:0.85 81:0.75 91:0.93 98:0.72 100:0.91 104:0.54 108:0.70 111:0.86 120:0.92 123:0.68 124:0.51 126:0.54 127:0.49 129:0.59 133:0.47 135:0.63 140:0.45 146:0.55 147:0.61 149:0.44 150:0.56 151:0.83 152:0.88 153:0.96 154:0.29 159:0.50 161:0.60 162:0.78 163:0.94 164:0.93 167:0.82 169:0.89 172:0.37 173:0.54 177:0.05 179:0.83 181:0.89 186:0.85 189:0.97 191:0.94 202:0.87 212:0.61 215:0.72 216:0.44 220:0.74 235:0.31 238:0.96 241:0.91 242:0.82 243:0.37 245:0.57 247:0.12 248:0.88 256:0.89 259:0.21 260:0.92 261:0.92 265:0.72 266:0.38 267:0.36 268:0.91 271:0.94 276:0.40 283:0.82 285:0.62 297:0.36 300:0.25\n1 6:0.83 7:0.81 8:0.63 12:0.20 17:0.02 20:0.86 21:0.71 27:0.15 28:0.73 30:0.95 32:0.80 34:0.26 36:0.43 37:0.27 43:0.34 55:0.71 66:0.54 69:0.66 78:0.87 81:0.55 91:0.96 98:0.43 100:0.90 104:0.58 108:0.50 111:0.86 120:0.86 123:0.48 126:0.54 127:0.14 129:0.05 135:0.28 140:0.90 145:0.74 146:0.26 147:0.32 149:0.21 150:0.42 151:0.73 152:0.81 153:0.80 154:0.25 159:0.11 161:0.60 162:0.54 164:0.94 167:0.81 169:0.87 172:0.10 173:0.96 177:0.05 178:0.50 179:0.93 181:0.89 186:0.87 189:0.85 191:0.92 195:0.54 202:0.93 215:0.48 216:0.36 220:0.62 230:0.87 233:0.76 235:0.84 238:0.91 241:0.84 243:0.63 248:0.81 256:0.96 259:0.21 260:0.87 261:0.88 265:0.45 267:0.44 268:0.92 271:0.94 283:0.82 285:0.62 297:0.36 300:0.08\n1 7:0.81 12:0.20 17:0.51 21:0.54 27:0.15 28:0.73 30:0.11 32:0.80 34:0.75 36:0.30 37:0.79 43:0.37 55:0.52 66:0.49 69:0.61 70:0.85 81:0.67 91:0.22 98:0.45 104:0.88 106:0.81 108:0.81 123:0.80 124:0.78 126:0.54 127:0.34 129:0.93 133:0.84 135:0.99 145:0.86 146:0.38 147:0.44 149:0.52 150:0.49 154:0.28 159:0.58 161:0.60 167:0.48 172:0.48 173:0.50 177:0.05 178:0.55 179:0.60 181:0.89 187:0.68 195:0.83 206:0.81 212:0.48 215:0.58 216:0.92 230:0.65 233:0.63 235:0.60 241:0.21 242:0.82 243:0.27 245:0.55 247:0.12 259:0.21 265:0.47 266:0.75 267:0.97 271:0.94 276:0.52 283:0.82 297:0.36 300:0.55\n2 8:0.94 12:0.20 17:0.09 21:0.78 27:0.03 28:0.73 34:0.61 36:0.23 37:0.90 91:0.99 120:0.82 135:0.88 140:1.00 151:0.66 153:0.48 161:0.60 162:0.46 164:0.91 167:0.83 175:0.75 178:0.55 181:0.89 191:0.99 202:0.99 216:0.79 220:0.62 241:0.93 244:0.61 248:0.74 256:0.92 257:0.65 259:0.21 260:0.82 267:0.91 268:0.89 271:0.94 277:0.69 285:0.62\n0 7:0.81 8:0.90 12:0.20 17:0.40 20:0.74 21:0.64 27:0.65 28:0.73 30:0.73 32:0.80 37:0.33 43:0.27 55:0.52 66:0.44 69:0.80 70:0.37 78:0.76 81:0.76 91:0.93 98:0.34 100:0.80 108:0.64 111:0.76 120:0.97 123:0.61 124:0.58 126:0.54 127:0.26 129:0.59 133:0.47 140:0.45 145:0.59 146:0.45 147:0.51 149:0.50 150:0.57 151:0.84 152:0.74 153:0.98 154:0.19 159:0.41 161:0.60 162:0.60 164:0.94 167:0.81 169:0.78 172:0.41 173:0.80 177:0.05 179:0.57 181:0.89 186:0.77 191:0.88 195:0.75 202:0.92 212:0.72 215:0.53 216:0.34 230:0.87 233:0.76 235:0.80 241:0.86 242:0.82 243:0.57 245:0.68 247:0.12 248:0.96 256:0.92 260:0.97 261:0.74 265:0.37 266:0.47 268:0.93 271:0.94 276:0.34 283:0.82 285:0.62 297:0.36 300:0.33\n2 6:0.86 7:0.81 8:0.72 12:0.20 17:0.24 20:0.97 21:0.54 25:0.88 27:0.12 28:0.73 30:0.08 32:0.80 34:0.61 36:0.54 37:0.53 43:0.33 55:0.45 66:0.36 69:0.68 70:0.86 78:0.81 81:0.67 91:0.92 98:0.59 100:0.85 104:0.58 108:0.75 111:0.81 120:0.96 123:0.74 124:0.67 126:0.54 127:0.37 129:0.81 133:0.67 135:0.96 140:0.45 145:0.72 146:0.31 147:0.37 149:0.51 150:0.49 151:0.82 152:0.92 153:0.94 154:0.24 159:0.48 161:0.60 162:0.66 164:0.96 167:0.83 169:0.82 172:0.37 173:0.67 177:0.05 179:0.70 181:0.89 186:0.82 189:0.88 191:0.96 195:0.77 202:0.93 212:0.22 215:0.58 216:0.19 220:0.96 230:0.87 233:0.76 235:0.60 238:0.90 241:0.92 242:0.82 243:0.44 245:0.59 247:0.12 248:0.94 256:0.94 259:0.21 260:0.96 261:0.88 265:0.60 266:0.63 267:0.99 268:0.94 271:0.94 276:0.45 283:0.82 285:0.62 297:0.36 300:0.55\n2 6:0.86 7:0.81 8:0.68 12:0.20 17:0.30 20:0.85 21:0.40 27:0.21 28:0.73 30:0.45 34:0.71 36:0.68 37:0.74 43:0.52 55:0.71 66:0.91 69:0.15 70:0.39 78:0.80 81:0.72 91:0.84 98:0.86 100:0.83 104:0.91 106:0.81 108:0.12 111:0.80 120:0.93 123:0.12 126:0.54 127:0.38 129:0.05 135:0.54 140:0.45 146:0.89 147:0.91 149:0.72 150:0.54 151:0.82 152:0.80 153:0.95 154:0.41 159:0.49 161:0.60 162:0.72 164:0.94 167:0.64 169:0.81 172:0.76 173:0.19 177:0.05 179:0.46 181:0.89 186:0.80 187:0.39 189:0.88 191:0.83 202:0.90 206:0.81 212:0.35 215:0.67 216:0.95 220:0.62 230:0.87 233:0.76 235:0.42 238:0.91 241:0.65 242:0.82 243:0.92 247:0.12 248:0.90 256:0.91 259:0.21 260:0.94 261:0.82 265:0.86 266:0.54 267:0.89 268:0.92 271:0.94 276:0.65 283:0.82 285:0.62 297:0.36 300:0.33\n1 8:0.86 12:0.20 17:0.30 21:0.22 27:0.45 28:0.73 30:0.38 34:0.86 36:0.24 37:0.50 43:0.32 55:0.52 66:0.43 69:0.69 70:0.53 81:0.78 91:0.14 98:0.65 108:0.52 123:0.50 124:0.70 126:0.54 127:0.47 129:0.81 133:0.67 135:0.78 145:0.50 146:0.82 147:0.85 149:0.68 150:0.58 154:0.24 159:0.63 161:0.60 167:0.48 172:0.61 173:0.60 177:0.05 178:0.55 179:0.46 181:0.89 187:0.68 212:0.51 215:0.79 216:0.77 235:0.22 241:0.21 242:0.82 243:0.57 245:0.80 247:0.12 259:0.21 265:0.66 266:0.75 267:0.59 271:0.94 276:0.68 283:0.60 297:0.36 300:0.43\n1 6:0.83 7:0.81 8:0.64 12:0.20 17:0.49 20:0.81 21:0.71 27:0.28 28:0.73 30:0.95 32:0.80 34:0.29 36:0.36 37:0.43 43:0.34 55:0.71 66:0.54 69:0.66 78:0.84 81:0.55 91:0.76 98:0.43 100:0.86 104:0.72 108:0.50 111:0.83 120:0.62 123:0.48 126:0.54 127:0.14 129:0.05 135:0.30 140:0.80 145:0.74 146:0.26 147:0.32 149:0.21 150:0.42 151:0.57 152:0.78 153:0.80 154:0.25 159:0.11 161:0.60 162:0.48 164:0.70 167:0.82 169:0.84 172:0.10 173:0.96 177:0.05 178:0.42 179:0.93 181:0.89 186:0.84 189:0.85 191:0.77 195:0.54 202:0.76 215:0.48 216:0.24 220:0.62 230:0.87 233:0.76 235:0.84 238:0.89 241:0.89 243:0.63 248:0.55 256:0.58 259:0.21 260:0.62 261:0.83 265:0.45 267:0.23 268:0.64 271:0.94 283:0.60 285:0.62 297:0.36 300:0.08\n1 8:0.65 12:0.20 17:0.67 21:0.30 27:0.45 28:0.73 30:0.42 32:0.80 34:0.58 36:0.28 37:0.50 43:0.32 55:0.59 66:0.62 69:0.69 70:0.68 81:0.75 91:0.27 98:0.70 108:0.52 120:0.56 123:0.50 124:0.50 126:0.54 127:0.48 129:0.59 133:0.47 135:0.79 140:0.45 145:0.39 146:0.88 147:0.90 149:0.79 150:0.56 151:0.50 153:0.69 154:0.24 159:0.66 161:0.60 162:0.86 164:0.62 167:0.52 172:0.83 173:0.58 177:0.05 179:0.30 181:0.89 187:0.68 195:0.84 202:0.46 212:0.71 215:0.72 216:0.77 220:0.74 235:0.31 241:0.41 242:0.82 243:0.68 245:0.91 247:0.12 248:0.49 256:0.45 259:0.21 260:0.57 265:0.70 266:0.75 267:0.82 268:0.55 271:0.94 276:0.80 285:0.62 297:0.36 300:0.55\n2 6:0.93 7:0.81 8:0.80 12:0.20 17:0.01 20:0.89 21:0.22 27:0.04 28:0.73 30:0.58 32:0.80 34:0.71 36:0.45 37:0.88 43:0.35 55:0.59 66:0.80 69:0.62 70:0.33 78:0.89 81:0.78 91:0.84 98:0.79 100:0.98 104:0.91 108:0.47 111:0.95 120:0.98 123:0.46 126:0.54 127:0.27 129:0.05 135:0.51 140:0.45 145:0.70 146:0.61 147:0.66 149:0.48 150:0.58 151:0.85 152:0.97 153:0.99 154:0.27 159:0.22 161:0.60 162:0.69 163:0.75 164:0.99 167:0.76 169:0.94 172:0.45 173:0.79 177:0.05 179:0.75 181:0.89 186:0.89 187:0.39 189:0.94 191:0.98 195:0.58 202:0.98 212:0.37 215:0.79 216:0.82 220:0.62 230:0.87 233:0.76 235:0.22 238:0.98 241:0.76 242:0.82 243:0.82 247:0.12 248:0.98 256:0.99 259:0.21 260:0.98 261:0.97 265:0.79 266:0.27 267:0.36 268:0.99 271:0.94 276:0.38 283:0.82 285:0.62 297:0.36 300:0.25\n1 7:0.81 8:0.92 12:0.20 17:0.45 21:0.47 27:0.34 28:0.73 30:0.44 32:0.80 34:0.86 36:0.54 37:0.57 43:0.23 55:0.52 66:0.97 69:0.87 70:0.72 81:0.83 91:0.78 98:0.85 108:0.74 120:0.96 123:0.73 126:0.54 127:0.35 129:0.05 135:0.26 140:0.45 145:0.79 146:0.95 147:0.96 149:0.77 150:0.63 151:0.84 153:0.97 154:0.16 159:0.64 161:0.60 162:0.79 164:0.93 167:0.66 172:0.92 173:0.81 177:0.05 179:0.21 181:0.89 187:0.21 191:0.92 195:0.88 202:0.87 212:0.86 215:0.63 216:0.64 230:0.87 233:0.76 235:0.60 241:0.67 242:0.82 243:0.97 247:0.12 248:0.95 256:0.89 259:0.21 260:0.97 265:0.85 266:0.47 267:0.52 268:0.91 271:0.94 276:0.85 283:0.60 285:0.62 297:0.36 300:0.70\n2 6:0.86 7:0.81 8:0.66 12:0.20 17:0.13 20:0.74 21:0.40 27:0.21 28:0.73 30:0.28 34:0.62 36:0.94 37:0.74 43:0.52 55:0.59 66:0.96 69:0.12 70:0.57 78:0.90 81:0.72 91:0.88 98:0.93 100:0.93 104:0.84 106:0.81 108:0.10 111:0.88 120:0.91 123:0.10 126:0.54 127:0.58 129:0.05 135:0.60 140:0.45 146:0.97 147:0.97 149:0.79 150:0.54 151:0.74 152:0.80 153:0.84 154:0.41 159:0.69 161:0.60 162:0.73 164:0.94 167:0.61 169:0.81 172:0.88 173:0.13 177:0.05 179:0.32 181:0.89 186:0.97 187:0.39 189:0.83 191:0.85 202:0.90 206:0.81 212:0.54 215:0.67 216:0.95 220:0.62 230:0.65 233:0.63 235:0.42 238:0.99 241:0.62 242:0.82 243:0.96 247:0.12 248:0.87 256:0.92 259:0.21 260:0.92 261:0.82 265:0.93 266:0.63 267:0.84 268:0.93 271:0.94 276:0.81 283:0.82 285:0.62 297:0.36 300:0.43\n0 7:0.81 8:0.81 12:0.20 17:0.38 20:0.74 21:0.54 27:0.39 28:0.73 30:0.76 32:0.80 37:0.29 43:0.30 55:0.52 66:0.80 69:0.73 70:0.21 78:0.72 81:0.81 91:0.88 98:0.51 100:0.73 108:0.56 111:0.72 120:0.94 123:0.54 126:0.54 127:0.15 129:0.05 140:0.87 145:0.63 146:0.32 147:0.39 149:0.47 150:0.61 151:0.80 152:0.73 153:0.93 154:0.22 159:0.13 161:0.60 162:0.52 164:0.90 167:0.79 169:0.72 172:0.45 173:0.96 177:0.05 178:0.48 179:0.43 181:0.89 186:0.73 191:0.86 195:0.57 202:0.90 212:0.90 215:0.58 216:0.18 230:0.87 233:0.76 235:0.68 241:0.81 242:0.82 243:0.82 247:0.12 248:0.91 256:0.86 259:0.21 260:0.94 261:0.73 265:0.53 266:0.17 268:0.87 271:0.94 276:0.38 283:0.82 285:0.62 297:0.36 300:0.18\n1 6:0.82 8:0.67 12:0.20 17:0.01 20:0.87 21:0.22 27:0.31 28:0.73 30:0.91 34:0.28 36:0.79 37:0.35 43:0.51 55:0.84 66:0.69 69:0.12 70:0.13 78:0.79 81:0.78 91:0.95 98:0.29 100:0.81 104:0.58 108:0.10 111:0.79 120:0.97 123:0.10 126:0.54 127:0.12 129:0.05 135:0.24 140:0.80 146:0.44 147:0.50 149:0.34 150:0.58 151:0.70 152:0.82 153:0.48 154:0.40 159:0.16 161:0.60 162:0.51 163:0.86 164:0.97 167:0.81 169:0.79 172:0.21 173:0.14 177:0.05 178:0.42 179:0.43 181:0.89 186:0.80 189:0.84 191:0.86 202:0.98 212:0.61 215:0.79 216:0.65 235:0.22 238:0.87 241:0.84 242:0.82 243:0.73 247:0.12 248:0.96 256:0.96 259:0.21 260:0.97 261:0.82 265:0.31 266:0.17 267:0.82 268:0.97 271:0.94 276:0.22 283:0.82 285:0.62 297:0.36 300:0.13\n2 6:0.91 8:0.79 12:0.20 17:0.34 20:0.74 21:0.68 27:0.33 28:0.73 30:0.62 34:0.22 36:0.42 37:0.73 43:0.50 55:0.84 66:0.75 69:0.32 70:0.34 78:0.90 81:0.74 91:0.96 98:0.82 100:0.94 108:0.25 111:0.89 120:0.93 123:0.24 126:0.54 127:0.31 129:0.05 135:0.37 140:0.45 146:0.63 147:0.68 149:0.41 150:0.55 151:0.84 152:0.74 153:0.97 154:0.39 159:0.23 161:0.60 162:0.65 163:0.75 164:0.96 167:0.81 169:0.88 172:0.32 173:0.50 177:0.05 179:0.89 181:0.89 186:0.96 189:0.92 191:0.88 202:0.95 212:0.30 215:0.49 216:0.44 235:0.84 238:0.91 241:0.86 242:0.82 243:0.77 247:0.12 248:0.90 256:0.94 259:0.21 260:0.93 261:0.77 265:0.82 266:0.27 267:0.89 268:0.96 271:0.94 276:0.28 283:0.82 285:0.62 297:0.36 300:0.25\n3 6:0.95 8:0.96 12:0.20 17:0.12 20:0.97 21:0.78 27:0.07 28:0.73 30:0.62 34:0.42 36:0.51 37:0.96 43:0.39 55:0.84 66:0.75 69:0.54 70:0.34 78:0.85 91:1.00 98:0.78 100:0.92 108:0.42 111:0.87 120:0.90 123:0.40 127:0.26 129:0.05 135:0.51 140:0.94 146:0.58 147:0.64 149:0.39 151:0.78 152:0.89 153:0.89 154:0.30 159:0.21 161:0.60 162:0.51 163:0.75 164:0.95 167:0.82 169:0.90 172:0.32 173:0.73 177:0.05 178:0.53 179:0.87 181:0.89 186:0.85 189:0.96 191:0.97 202:0.96 212:0.30 216:0.61 235:0.05 238:0.95 241:0.92 242:0.82 243:0.77 247:0.12 248:0.85 256:0.97 259:0.21 260:0.90 261:0.92 265:0.78 266:0.27 267:0.88 268:0.94 271:0.94 276:0.28 285:0.62 300:0.25\n0 12:0.37 17:0.49 18:0.63 21:0.78 27:0.45 28:0.98 29:0.91 30:0.76 34:0.84 36:0.19 37:0.50 39:0.28 43:0.10 55:0.42 66:0.64 69:0.80 70:0.15 71:0.63 74:0.35 86:0.67 91:0.25 98:0.18 108:0.64 122:0.67 123:0.61 127:0.10 129:0.05 135:0.86 139:0.65 145:0.49 146:0.28 147:0.35 149:0.06 154:0.47 159:0.12 161:0.99 163:0.97 167:0.50 172:0.16 173:0.74 177:0.70 178:0.55 179:0.23 181:0.64 187:0.68 212:0.95 216:0.77 222:0.60 235:0.60 241:0.21 242:0.82 243:0.69 244:0.61 247:0.12 253:0.29 254:0.74 259:0.21 265:0.19 266:0.12 267:0.44 271:0.88 276:0.14 300:0.13\n1 12:0.37 17:0.94 18:0.98 21:0.64 27:0.55 28:0.98 29:0.91 30:0.62 31:0.88 34:0.83 36:0.22 37:0.49 39:0.28 43:0.15 44:0.87 55:0.45 64:0.77 66:0.18 69:0.54 70:0.60 71:0.63 74:0.34 79:0.89 81:0.30 86:0.94 91:0.58 98:0.67 108:0.41 120:0.55 122:0.86 123:0.66 124:0.52 126:0.44 127:0.35 129:0.59 133:0.47 135:0.56 137:0.88 139:0.93 140:0.45 145:0.65 146:0.49 147:0.56 149:0.40 150:0.24 151:0.49 153:0.48 154:0.11 159:0.47 161:0.99 162:0.74 164:0.54 167:0.56 172:0.67 173:0.50 175:0.75 177:0.38 179:0.43 181:0.64 187:0.68 190:0.89 192:0.51 195:0.74 196:0.92 201:0.68 202:0.56 212:0.78 215:0.38 216:0.30 219:0.89 220:0.91 222:0.60 235:0.80 241:0.49 242:0.79 243:0.63 244:0.83 245:0.82 247:0.47 248:0.48 253:0.28 255:0.74 256:0.58 257:0.65 259:0.21 260:0.54 265:0.41 266:0.63 267:0.19 268:0.59 271:0.88 276:0.65 277:0.69 284:0.91 285:0.56 292:0.91 297:0.36 300:0.55\n1 8:0.68 11:0.64 12:0.37 17:0.79 18:0.79 20:0.87 21:0.77 27:0.59 28:0.98 29:0.91 30:0.21 34:0.74 36:0.63 37:0.27 39:0.28 43:0.64 44:0.90 45:0.66 55:0.42 66:0.16 69:0.71 70:0.76 71:0.63 74:0.75 76:0.98 77:0.98 78:0.89 81:0.23 86:0.80 91:0.85 96:0.68 98:0.45 100:0.73 101:0.52 108:0.70 111:0.86 114:0.53 122:0.80 123:0.52 124:0.75 126:0.26 127:0.80 129:0.59 133:0.76 135:0.39 139:0.80 140:0.96 145:0.98 146:0.48 147:0.05 149:0.44 150:0.23 151:0.46 152:0.82 153:0.48 154:0.53 159:0.49 161:0.99 162:0.47 167:0.83 169:0.72 172:0.48 173:0.76 175:0.75 176:0.61 177:0.05 178:0.54 179:0.71 181:0.64 186:0.89 190:0.89 195:0.70 202:0.85 212:0.68 216:0.24 220:0.99 222:0.60 235:0.97 241:0.84 242:0.37 243:0.12 244:0.61 245:0.60 247:0.47 248:0.46 253:0.43 256:0.68 257:0.84 259:0.21 261:0.86 265:0.25 266:0.54 267:0.44 268:0.69 271:0.88 276:0.50 277:0.69 282:0.77 285:0.47 290:0.53 300:0.55\n2 1:0.69 7:0.66 9:0.76 11:0.64 12:0.37 17:0.94 18:0.97 21:0.40 22:0.93 27:0.71 28:0.98 29:0.91 30:0.10 31:0.87 34:0.25 36:0.29 37:0.40 39:0.28 43:0.62 44:0.90 45:0.81 47:0.93 64:0.77 66:0.97 69:0.66 70:0.83 71:0.63 74:0.92 77:1.00 79:0.87 81:0.45 83:0.60 86:0.97 91:0.61 96:0.69 97:0.89 98:0.89 99:0.83 101:0.52 108:0.50 114:0.61 117:0.86 122:0.80 123:0.48 126:0.44 127:0.43 129:0.05 135:0.51 137:0.87 139:0.97 140:0.45 145:0.96 146:0.88 147:0.90 149:0.83 150:0.56 151:0.50 153:0.77 154:0.51 155:0.58 158:0.79 159:0.46 161:0.99 162:0.86 165:0.70 167:0.59 172:0.92 173:0.68 175:0.75 176:0.66 177:0.38 179:0.23 181:0.64 187:0.39 190:0.77 192:0.51 195:0.72 196:0.90 201:0.68 202:0.55 204:0.85 208:0.54 212:0.91 216:0.12 219:0.92 220:0.91 222:0.60 230:0.69 232:0.80 233:0.73 235:0.52 241:0.54 242:0.54 243:0.97 244:0.61 247:0.60 248:0.50 253:0.52 255:0.74 256:0.58 257:0.65 259:0.21 262:0.93 265:0.89 266:0.47 267:0.69 268:0.64 271:0.88 276:0.85 277:0.69 279:0.82 281:0.91 282:0.77 284:0.92 285:0.56 290:0.61 292:0.95 300:0.55\n1 8:0.65 12:0.37 17:0.69 18:0.63 20:0.87 21:0.30 27:0.12 28:0.98 29:0.91 30:0.72 34:0.85 36:0.69 37:0.82 39:0.28 43:0.16 55:0.59 66:0.84 69:0.40 70:0.29 71:0.63 74:0.64 76:0.85 77:0.70 78:0.90 81:0.36 86:0.64 87:0.98 91:0.29 98:0.89 100:0.92 108:0.31 111:0.90 114:0.63 117:0.86 122:0.77 123:0.30 126:0.26 127:0.44 129:0.05 135:0.61 139:0.62 145:0.58 146:0.78 147:0.82 149:0.26 150:0.32 152:0.82 154:0.11 159:0.34 161:0.99 167:0.53 169:0.89 172:0.54 173:0.49 176:0.61 177:0.70 178:0.55 179:0.76 181:0.64 186:0.90 187:0.39 195:0.66 212:0.81 216:0.54 222:0.60 232:0.72 235:0.31 241:0.37 242:0.76 243:0.85 244:0.83 247:0.39 253:0.48 259:0.21 261:0.90 265:0.89 266:0.27 267:0.65 271:0.88 276:0.44 282:0.73 290:0.63 300:0.25\n1 7:0.72 8:0.60 12:0.37 17:0.95 18:0.87 21:0.40 22:0.93 27:0.57 28:0.98 29:0.91 30:0.68 31:0.86 34:0.69 36:0.23 37:0.40 39:0.28 43:0.18 44:0.87 47:0.93 48:0.91 55:0.71 64:0.77 66:0.54 69:0.27 70:0.43 71:0.63 74:0.32 79:0.86 81:0.36 86:0.81 91:0.46 98:0.74 108:0.21 122:0.86 123:0.20 124:0.48 126:0.26 127:0.70 129:0.05 133:0.39 135:0.54 137:0.86 139:0.84 140:0.45 145:0.47 146:0.61 147:0.66 149:0.20 150:0.32 151:0.47 153:0.69 154:0.12 159:0.35 161:0.99 162:0.86 163:0.81 167:0.45 172:0.32 173:0.42 175:0.75 177:0.38 179:0.91 181:0.64 187:0.21 190:0.89 192:0.51 195:0.58 196:0.88 202:0.46 212:0.42 216:0.11 219:0.89 220:0.91 222:0.60 230:0.74 233:0.66 235:0.52 241:0.01 242:0.63 243:0.63 244:0.83 245:0.50 247:0.39 248:0.47 253:0.27 256:0.45 257:0.65 259:0.21 262:0.93 265:0.74 266:0.38 267:0.23 268:0.55 271:0.88 276:0.33 277:0.69 281:0.86 284:0.86 285:0.47 292:0.91 300:0.33\n1 8:0.71 11:0.64 12:0.37 17:0.85 18:0.61 21:0.05 27:0.34 28:0.98 29:0.91 30:0.09 32:0.64 34:0.49 36:0.35 37:0.37 39:0.28 43:0.48 44:0.90 45:0.66 55:0.45 66:0.77 69:0.86 70:0.95 71:0.63 74:0.77 76:1.00 77:1.00 81:0.62 86:0.66 91:0.57 98:0.67 101:0.52 108:0.73 114:0.81 117:0.86 122:0.77 123:0.71 124:0.39 126:0.26 127:0.30 129:0.05 133:0.39 135:0.68 139:0.77 145:1.00 146:0.76 147:0.23 149:0.35 150:0.45 154:0.37 155:0.58 158:0.74 159:0.44 161:0.99 167:0.53 172:0.71 173:0.89 175:0.75 176:0.61 177:0.05 178:0.55 179:0.43 181:0.64 187:0.39 192:0.51 195:0.80 204:0.85 208:0.54 212:0.75 216:0.28 222:0.60 232:0.95 235:0.05 241:0.35 242:0.80 243:0.16 244:0.61 245:0.67 247:0.39 253:0.57 257:0.84 259:0.21 265:0.67 266:0.54 267:0.36 271:0.88 276:0.60 277:0.69 281:0.91 282:0.77 290:0.81 300:0.84\n2 1:0.69 12:0.37 17:0.96 18:0.68 21:0.64 27:0.34 28:0.98 29:0.91 30:0.74 34:0.21 36:0.38 37:0.37 39:0.28 43:0.11 44:0.87 55:0.59 64:0.77 66:0.77 69:0.95 70:0.59 71:0.63 74:0.66 76:0.85 77:0.98 81:0.32 86:0.71 91:0.25 96:0.75 98:0.47 108:0.91 114:0.56 117:0.86 122:0.77 123:0.90 124:0.41 126:0.44 127:0.54 129:0.05 133:0.62 135:0.83 139:0.72 140:0.45 145:0.70 146:0.78 147:0.05 149:0.17 150:0.48 151:0.55 153:0.48 154:0.15 155:0.58 158:0.74 159:0.78 161:0.99 162:0.86 167:0.52 172:0.79 173:0.96 175:0.75 176:0.66 177:0.05 179:0.45 181:0.64 187:0.39 190:0.89 192:0.51 195:0.92 201:0.68 202:0.36 208:0.54 212:0.87 216:0.28 220:0.62 222:0.60 232:1.00 235:0.84 241:0.30 242:0.63 243:0.08 244:0.61 245:0.67 247:0.55 248:0.54 253:0.57 254:0.74 256:0.45 257:0.84 259:0.21 265:0.49 266:0.47 267:0.23 268:0.46 271:0.88 276:0.55 277:0.69 282:0.77 285:0.47 290:0.56 300:0.70\n1 8:0.67 12:0.37 17:0.64 18:0.63 21:0.13 27:0.12 28:0.98 29:0.91 30:0.56 34:0.83 36:0.68 37:0.82 39:0.28 43:0.13 55:0.59 66:0.74 69:0.64 70:0.30 71:0.63 74:0.62 76:0.85 77:0.70 81:0.52 86:0.64 87:0.98 91:0.31 98:0.78 108:0.49 114:0.72 122:0.77 123:0.46 124:0.39 126:0.26 127:0.40 129:0.05 133:0.37 135:0.66 139:0.62 145:0.58 146:0.72 147:0.77 149:0.25 150:0.40 154:0.10 159:0.36 161:0.99 167:0.55 172:0.51 173:0.71 176:0.61 177:0.70 178:0.55 179:0.74 181:0.64 187:0.39 195:0.68 212:0.73 216:0.54 222:0.60 232:0.72 235:0.12 241:0.46 242:0.76 243:0.77 244:0.83 245:0.49 247:0.39 253:0.53 259:0.21 265:0.78 266:0.38 267:0.59 271:0.88 276:0.44 282:0.73 290:0.72 300:0.25\n1 1:0.69 7:0.66 11:0.64 12:0.37 17:0.89 18:0.78 21:0.68 27:0.69 28:0.98 29:0.91 30:0.45 34:1.00 36:0.46 37:0.24 39:0.28 43:0.61 44:0.90 45:0.66 48:0.98 55:0.45 64:0.77 66:0.82 69:0.76 70:0.47 71:0.63 74:0.66 76:0.98 77:0.96 81:0.32 86:0.81 91:0.54 98:0.62 101:0.52 108:0.60 114:0.55 117:0.86 122:0.80 123:0.57 126:0.44 127:0.18 129:0.05 132:0.97 135:0.56 139:0.84 145:0.98 146:0.51 147:0.57 149:0.30 150:0.48 154:0.51 155:0.58 159:0.18 161:0.99 167:0.51 172:0.48 173:0.90 175:0.75 176:0.66 177:0.38 178:0.55 179:0.53 181:0.64 187:0.39 192:0.51 195:0.60 201:0.68 204:0.85 208:0.54 212:0.50 216:0.39 222:0.60 230:0.69 232:0.93 233:0.73 235:0.97 241:0.27 242:0.33 243:0.83 244:0.61 247:0.55 253:0.41 257:0.65 265:0.63 266:0.38 267:0.65 271:0.88 276:0.38 277:0.69 281:0.88 282:0.77 290:0.55 300:0.33\n1 12:0.37 17:0.89 18:0.61 21:0.64 27:0.34 28:0.98 29:0.91 30:0.87 32:0.64 34:0.39 36:0.64 37:0.37 39:0.28 43:0.11 55:0.59 66:0.86 69:0.95 70:0.36 71:0.63 74:0.63 76:0.85 77:0.96 81:0.26 86:0.66 91:0.40 96:0.80 98:0.46 108:0.90 114:0.56 117:0.86 122:0.77 123:0.89 124:0.37 126:0.26 127:0.30 129:0.05 133:0.39 135:0.82 139:0.64 140:0.45 145:1.00 146:0.85 147:0.05 149:0.18 150:0.25 151:0.60 153:0.48 154:0.15 158:0.75 159:0.78 161:0.99 162:0.86 167:0.49 172:0.78 173:0.89 175:0.75 176:0.61 177:0.05 179:0.37 181:0.64 187:0.39 190:0.89 195:0.95 202:0.36 212:0.89 216:0.28 222:0.60 232:0.98 235:0.80 241:0.18 242:0.77 243:0.09 244:0.61 245:0.60 247:0.47 248:0.59 253:0.69 254:0.74 256:0.45 257:0.84 259:0.21 265:0.47 266:0.38 267:0.19 268:0.46 271:0.88 276:0.52 277:0.69 282:0.73 285:0.47 290:0.56 300:0.55\n0 1:0.69 11:0.85 12:0.37 17:1.00 18:0.96 21:0.30 22:0.93 27:0.72 28:0.98 29:0.91 30:0.13 34:0.75 36:0.49 39:0.28 43:0.71 44:0.90 45:0.89 47:0.93 48:0.91 55:0.42 64:0.77 66:0.90 69:0.85 70:0.92 71:0.63 74:0.89 76:0.85 77:0.70 81:0.52 83:0.60 86:0.94 91:0.18 97:0.89 98:0.83 99:0.83 101:0.87 104:0.74 108:0.71 114:0.63 117:0.86 122:0.77 123:0.69 124:0.37 126:0.44 127:0.81 129:0.05 133:0.43 135:0.74 139:0.94 145:0.58 146:0.91 147:0.18 149:0.77 150:0.58 154:0.53 155:0.58 158:0.79 159:0.66 161:0.99 165:0.70 167:0.45 172:0.93 173:0.84 176:0.66 177:0.38 178:0.55 179:0.25 181:0.64 187:0.39 192:0.51 195:0.79 201:0.68 204:0.85 208:0.54 212:0.86 216:0.04 219:0.92 222:0.60 232:0.90 235:0.42 242:0.43 243:0.08 245:0.81 247:0.79 253:0.51 254:0.96 257:0.65 259:0.21 262:0.93 265:0.83 266:0.54 267:0.84 271:0.88 276:0.86 279:0.82 281:0.89 282:0.77 290:0.63 292:0.95 300:0.84\n2 12:0.37 17:0.93 18:0.58 21:0.78 27:0.34 28:0.98 29:0.91 30:0.21 34:0.21 36:0.41 37:0.37 39:0.28 43:0.11 55:0.42 66:0.20 69:0.95 70:0.37 71:0.63 74:0.39 76:0.85 86:0.63 91:0.11 98:0.09 108:0.90 122:0.55 123:0.90 124:0.73 127:0.28 129:0.05 133:0.62 135:0.84 139:0.61 145:0.89 146:0.19 147:0.05 149:0.08 154:0.15 159:0.71 161:0.99 163:0.81 167:0.47 172:0.10 173:0.93 175:0.75 177:0.05 178:0.55 179:0.91 181:0.64 187:0.39 212:0.42 216:0.28 222:0.60 235:0.97 241:0.07 242:0.45 243:0.26 244:0.61 245:0.40 247:0.35 253:0.31 254:0.84 257:0.84 259:0.21 265:0.08 266:0.23 267:0.23 271:0.88 276:0.15 277:0.69 300:0.25\n1 12:0.37 17:0.20 18:0.85 21:0.64 27:0.45 28:0.98 29:0.91 30:0.08 32:0.68 34:0.66 36:0.18 37:0.50 39:0.28 43:0.57 44:0.90 64:0.77 66:0.24 69:0.70 70:0.95 71:0.63 74:0.41 81:0.30 86:0.89 91:0.23 98:0.33 108:0.53 122:0.75 123:0.69 124:0.71 126:0.44 127:0.35 129:0.05 133:0.60 135:0.89 139:0.90 145:0.47 146:0.41 147:0.48 149:0.38 150:0.24 154:0.70 159:0.50 161:0.99 163:0.79 167:0.54 172:0.32 173:0.67 177:0.70 178:0.55 179:0.69 181:0.64 187:0.68 192:0.51 195:0.75 201:0.68 212:0.22 215:0.38 216:0.77 219:0.92 222:0.60 235:0.80 241:0.41 242:0.22 243:0.48 245:0.60 247:0.67 253:0.32 254:0.80 259:0.21 265:0.33 266:0.54 267:0.36 271:0.88 276:0.42 277:0.69 283:0.71 292:0.91 297:0.36 300:0.70\n0 1:0.69 7:0.81 12:0.37 17:0.90 18:0.92 21:0.40 22:0.93 27:0.55 28:0.98 29:0.91 30:0.55 34:0.97 36:0.33 37:0.32 39:0.28 43:0.09 44:0.90 47:0.93 48:0.99 55:0.42 64:0.77 66:0.92 69:0.78 70:0.51 71:0.63 74:0.82 76:0.98 77:0.89 81:0.42 86:0.93 91:0.25 98:0.60 108:0.61 114:0.61 117:0.86 122:0.85 123:0.59 126:0.44 127:0.17 129:0.05 135:0.95 139:0.95 145:0.83 146:0.68 147:0.72 149:0.08 150:0.52 154:0.49 155:0.67 158:0.78 159:0.26 161:0.99 167:0.47 172:0.77 173:0.79 175:0.75 176:0.66 177:0.38 178:0.55 179:0.21 181:0.64 187:0.39 192:0.87 195:0.73 201:0.68 204:0.89 208:0.64 212:0.89 216:0.81 219:0.92 222:0.60 230:0.86 232:0.83 233:0.73 235:0.52 241:0.03 242:0.45 243:0.92 244:0.61 247:0.67 253:0.49 254:0.74 257:0.65 259:0.21 262:0.93 265:0.61 266:0.38 267:0.65 271:0.88 276:0.66 277:0.69 279:0.82 281:0.89 282:0.77 290:0.61 292:0.91 300:0.43\n2 6:0.85 8:0.70 11:0.64 12:0.37 17:0.93 18:0.61 20:0.87 21:0.05 27:0.34 28:0.98 29:0.91 30:0.42 32:0.64 34:0.75 36:0.31 37:0.37 39:0.28 43:0.48 45:0.66 55:0.71 66:0.72 69:0.86 70:0.85 71:0.63 74:0.68 76:0.85 77:0.96 78:0.87 81:0.62 86:0.66 91:0.54 96:0.75 98:0.59 100:0.89 101:0.52 108:0.73 111:0.86 114:0.81 117:0.86 122:0.77 123:0.71 124:0.41 126:0.26 127:0.26 129:0.05 133:0.39 135:0.76 139:0.64 140:0.45 145:1.00 146:0.67 147:0.23 149:0.34 150:0.45 151:0.55 152:0.94 153:0.48 154:0.37 158:0.74 159:0.38 161:0.99 162:0.86 167:0.52 169:0.90 172:0.61 173:0.90 175:0.75 176:0.61 177:0.05 179:0.50 181:0.64 186:0.87 187:0.39 190:0.89 195:0.73 202:0.36 212:0.73 216:0.28 220:0.62 222:0.60 232:0.95 235:0.05 241:0.32 242:0.78 243:0.19 244:0.61 245:0.62 247:0.39 248:0.54 253:0.65 256:0.45 257:0.84 259:0.21 261:0.93 265:0.60 266:0.54 267:0.52 268:0.46 271:0.88 276:0.50 277:0.69 282:0.73 285:0.47 290:0.81 300:0.70\n0 12:0.37 17:0.98 18:0.98 21:0.54 22:0.93 27:0.55 28:0.98 29:0.91 30:0.72 34:0.75 36:0.30 37:0.49 39:0.28 43:0.14 44:0.87 47:0.93 48:0.91 55:0.45 64:0.77 66:0.13 69:0.83 70:0.52 71:0.63 74:0.31 81:0.40 86:0.94 91:0.15 98:0.58 108:0.46 122:0.86 123:0.66 124:0.50 126:0.44 127:0.29 129:0.05 133:0.39 135:0.34 139:0.93 145:0.54 146:0.66 147:0.51 149:0.38 150:0.32 154:0.10 159:0.40 161:0.99 167:0.55 172:0.65 173:0.86 175:0.75 177:0.05 178:0.55 179:0.42 181:0.64 187:0.68 192:0.51 195:0.71 201:0.68 212:0.82 215:0.39 216:0.30 222:0.60 235:0.88 241:0.46 242:0.80 243:0.68 244:0.83 245:0.78 247:0.39 253:0.27 257:0.84 259:0.21 262:0.93 265:0.38 266:0.47 267:0.36 271:0.88 276:0.60 277:0.69 281:0.89 297:0.36 300:0.55\n1 1:0.74 11:0.83 12:0.37 17:0.93 18:0.81 21:0.30 27:0.72 28:0.57 29:0.71 30:0.40 34:0.88 36:0.74 39:0.84 43:0.80 45:0.66 55:0.59 64:0.77 66:0.62 69:0.72 70:0.54 71:0.77 74:0.71 76:0.85 81:0.57 83:0.91 85:0.80 86:0.87 91:0.29 98:0.77 101:0.87 104:0.58 108:0.65 114:0.65 122:0.77 123:0.63 124:0.55 126:0.54 127:0.71 129:0.59 133:0.66 135:0.23 139:0.83 145:0.92 146:0.20 147:0.18 149:0.75 150:0.76 154:0.74 155:0.67 159:0.46 161:0.86 165:0.93 167:0.53 172:0.67 173:0.78 176:0.73 177:0.38 178:0.55 179:0.58 181:0.74 187:0.21 192:0.87 201:0.93 202:0.36 208:0.64 212:0.58 215:0.44 216:0.15 222:0.48 228:0.99 232:0.77 235:0.52 241:0.32 242:0.16 243:0.15 245:0.71 247:0.90 253:0.50 257:0.65 259:0.21 265:0.77 266:0.27 267:0.18 271:0.88 276:0.63 290:0.65 297:0.36 300:0.43\n1 1:0.74 8:0.78 9:0.80 11:0.92 12:0.37 17:0.76 18:0.95 21:0.05 22:0.93 27:0.54 28:0.57 29:0.71 30:0.68 31:0.91 32:0.79 34:0.50 36:0.94 37:0.65 39:0.84 41:0.82 43:0.78 44:0.93 45:0.83 47:0.93 60:0.95 64:0.77 66:0.95 69:0.78 70:0.45 71:0.77 74:0.97 76:0.85 77:0.96 78:0.93 79:0.90 81:0.76 83:0.91 85:0.97 86:0.99 91:0.48 96:0.75 97:0.94 98:0.80 101:0.97 106:0.81 108:0.62 111:0.96 114:0.89 117:0.86 120:0.64 122:0.57 123:0.60 124:0.36 126:0.54 127:0.34 129:0.05 133:0.37 135:0.87 137:0.91 139:0.99 140:0.45 145:0.91 146:0.92 147:0.05 149:0.98 150:0.85 151:0.72 153:0.48 154:0.70 155:0.67 158:0.92 159:0.59 161:0.86 162:0.86 164:0.66 165:0.93 167:0.56 169:0.95 172:0.96 173:0.71 176:0.73 177:0.05 179:0.15 181:0.74 187:0.87 191:0.75 192:0.87 195:0.85 196:0.96 201:0.93 202:0.56 206:0.81 208:0.64 212:0.93 215:0.78 216:0.62 219:0.95 220:0.62 222:0.48 232:0.96 235:0.22 238:0.95 241:0.44 242:0.27 243:0.06 245:0.76 247:0.90 248:0.67 253:0.81 255:0.95 256:0.64 257:0.84 260:0.65 262:0.93 265:0.80 266:0.38 267:0.98 268:0.65 271:0.88 276:0.91 279:0.86 282:0.87 283:0.82 284:0.89 285:0.62 290:0.89 292:0.95 297:0.36 300:0.55\n2 1:0.74 9:0.80 11:0.92 12:0.37 17:0.95 18:0.81 21:0.13 27:1.00 28:0.57 29:0.71 30:0.43 31:0.99 32:0.80 34:0.24 36:0.54 39:0.84 41:0.96 43:0.89 44:0.93 45:0.73 60:0.87 64:0.77 66:0.13 69:0.17 70:0.79 71:0.77 74:0.85 77:0.96 79:0.99 81:0.68 83:0.91 85:0.80 86:0.91 91:0.90 96:0.96 98:0.31 101:0.97 108:0.14 114:0.79 120:0.92 122:0.77 123:0.90 124:0.72 126:0.54 127:0.98 129:0.59 133:0.66 135:0.63 137:0.99 139:0.93 140:0.45 145:0.52 146:0.39 147:0.46 149:0.68 150:0.81 151:0.99 153:0.97 154:0.90 155:0.67 158:0.91 159:0.80 161:0.86 162:0.77 164:0.89 165:0.93 167:0.83 172:0.48 173:0.12 176:0.73 177:0.70 179:0.68 181:0.74 192:0.87 195:0.89 196:0.99 201:0.93 202:0.87 208:0.64 212:0.57 215:0.61 216:0.13 219:0.95 222:0.48 235:0.31 241:0.81 242:0.29 243:0.51 245:0.72 247:0.79 248:0.96 253:0.97 255:0.95 256:0.90 259:0.21 260:0.92 265:0.23 266:0.71 267:0.76 268:0.91 271:0.88 276:0.39 277:0.69 279:0.86 282:0.88 283:0.78 284:0.99 285:0.62 290:0.79 292:0.91 297:0.36 299:0.88 300:0.70\n2 6:0.96 7:0.72 8:0.90 9:0.76 12:0.37 17:0.96 20:0.91 21:0.40 27:0.09 28:0.57 29:0.71 30:0.86 32:0.77 34:0.61 36:0.80 37:0.86 39:0.84 43:0.15 44:0.93 55:0.45 66:0.68 69:0.52 70:0.32 71:0.77 74:0.70 76:0.99 77:0.70 78:0.86 81:0.27 83:0.60 91:0.77 96:0.77 98:0.43 100:0.94 104:0.58 108:0.85 111:0.89 120:0.68 123:0.85 124:0.64 126:0.26 127:0.59 129:0.59 133:0.82 135:0.75 139:0.74 140:0.80 145:0.77 146:0.36 147:0.43 149:0.38 150:0.26 151:0.65 152:0.96 153:0.48 154:0.18 155:0.58 158:0.75 159:0.66 161:0.86 162:0.69 164:0.86 167:0.55 169:0.94 172:0.86 173:0.41 175:0.75 177:0.38 178:0.42 179:0.31 181:0.74 186:0.86 187:0.39 189:0.97 190:0.77 191:0.91 192:0.59 195:0.84 202:0.85 204:0.85 208:0.54 212:0.86 215:0.42 216:0.67 220:0.82 222:0.48 230:0.75 232:0.90 233:0.76 235:0.42 238:0.95 241:0.39 242:0.77 243:0.18 244:0.61 245:0.79 247:0.60 248:0.67 253:0.67 254:0.84 255:0.74 256:0.88 257:0.65 259:0.21 260:0.66 261:0.96 265:0.45 266:0.80 267:0.44 268:0.88 271:0.88 276:0.79 277:0.69 282:0.85 283:0.78 285:0.56 297:0.36 300:0.55\n2 6:0.97 8:0.99 9:0.80 11:0.57 12:0.37 17:0.67 18:0.67 20:0.82 21:0.78 27:0.04 28:0.57 29:0.71 30:0.54 31:0.95 34:0.37 36:0.66 37:0.94 39:0.84 41:0.94 43:0.94 55:0.45 66:0.12 69:0.10 70:0.80 71:0.77 74:0.83 76:0.85 77:0.70 78:0.81 79:0.94 83:0.91 85:0.72 86:0.77 91:0.78 96:0.88 98:0.46 100:0.85 101:0.87 108:0.09 111:0.81 120:0.79 122:0.77 123:0.80 124:0.73 127:0.50 129:0.05 133:0.59 135:0.61 137:0.95 139:0.74 140:0.45 145:0.39 146:0.45 147:0.52 149:0.68 151:0.87 152:0.92 153:0.48 154:0.94 155:0.67 158:0.74 159:0.60 161:0.86 162:0.48 164:0.81 167:0.75 169:0.91 172:0.48 173:0.14 177:0.70 179:0.58 181:0.74 186:0.81 187:0.21 189:1.00 191:0.88 192:0.87 195:0.78 196:0.92 202:0.91 208:0.64 212:0.55 216:0.87 220:0.87 222:0.48 232:0.83 238:0.93 241:0.74 242:0.80 243:0.50 245:0.74 247:0.39 248:0.81 253:0.89 255:0.95 256:0.92 259:0.21 260:0.79 261:0.93 265:0.33 266:0.71 267:0.17 268:0.81 271:0.88 276:0.55 277:0.87 282:0.73 284:0.97 285:0.62 300:0.70\n2 1:0.74 7:0.81 9:0.80 11:0.83 12:0.37 17:0.97 18:0.91 21:0.13 27:0.72 28:0.57 29:0.71 30:0.86 31:0.99 32:0.68 34:0.59 36:0.72 39:0.84 41:0.96 43:0.91 44:0.90 45:0.66 64:0.77 66:0.72 69:0.39 70:0.41 71:0.77 74:0.89 79:0.99 81:0.68 83:0.91 85:0.94 86:0.97 91:0.89 96:0.97 98:0.73 101:0.97 104:0.58 108:0.65 114:0.79 120:0.94 121:0.97 122:0.57 123:0.62 124:0.45 126:0.54 127:0.82 129:0.81 133:0.67 135:0.20 137:0.99 139:0.97 140:0.45 145:0.56 146:0.17 147:0.22 149:0.96 150:0.81 151:0.99 153:0.97 154:0.91 155:0.67 159:0.40 161:0.86 162:0.85 164:0.92 165:0.93 167:0.84 172:0.82 173:0.49 176:0.73 177:0.70 179:0.42 181:0.74 192:0.87 195:0.62 196:1.00 201:0.93 202:0.87 204:0.89 208:0.64 212:0.89 215:0.61 216:0.15 222:0.48 228:0.99 230:0.87 232:0.77 233:0.76 235:0.31 241:0.85 242:0.33 243:0.15 245:0.78 247:0.84 248:0.96 253:0.98 255:0.95 256:0.89 259:0.21 260:0.94 265:0.73 266:0.27 267:0.23 268:0.92 271:0.88 276:0.73 281:0.91 284:0.99 285:0.62 290:0.79 297:0.36 300:0.55\n1 1:0.74 7:0.72 8:0.88 9:0.80 12:0.37 17:0.83 18:0.69 20:0.75 21:0.59 27:0.71 28:0.57 29:0.71 30:0.45 31:0.97 32:0.79 34:0.59 36:0.47 37:0.77 39:0.84 41:0.82 43:0.17 44:0.93 55:0.52 64:0.77 66:0.49 69:0.83 70:0.25 71:0.77 74:0.61 76:0.99 77:0.70 78:0.89 79:0.97 81:0.47 83:0.91 86:0.70 91:0.83 96:0.96 98:0.23 100:0.92 108:0.67 111:0.87 114:0.58 120:0.88 122:0.80 123:0.65 124:0.48 126:0.54 127:0.22 129:0.05 133:0.39 135:0.61 137:0.97 139:0.78 140:0.94 145:0.76 146:0.30 147:0.05 149:0.09 150:0.71 151:0.96 152:0.74 153:0.89 154:0.45 155:0.67 158:0.74 159:0.32 161:0.86 162:0.79 163:0.88 164:0.82 165:0.93 167:0.83 169:0.81 172:0.16 173:0.87 175:0.75 176:0.73 177:0.05 179:0.92 181:0.74 186:0.99 191:0.70 192:0.87 195:0.72 196:0.95 201:0.93 202:0.88 204:0.85 208:0.64 212:0.61 215:0.39 216:0.22 220:0.93 222:0.48 230:0.75 232:0.82 233:0.76 235:0.88 241:0.81 242:0.63 243:0.29 244:0.61 245:0.39 247:0.30 248:0.86 253:0.93 254:0.90 255:0.95 256:0.89 257:0.84 259:0.21 260:0.87 261:0.78 265:0.25 266:0.17 267:0.23 268:0.92 271:0.88 276:0.15 277:0.69 282:0.87 284:0.96 285:0.62 290:0.58 297:0.36 300:0.18\n0 1:0.74 7:0.66 8:0.71 9:0.80 11:0.64 12:0.37 17:0.79 18:0.73 21:0.13 27:0.68 28:0.57 29:0.71 30:0.14 31:0.97 32:0.79 34:0.58 36:0.85 37:0.73 39:0.84 43:0.96 44:0.93 45:0.66 48:0.91 55:0.84 64:0.77 66:0.31 69:0.17 70:0.98 71:0.77 74:0.78 76:0.94 77:0.89 79:0.97 81:0.75 83:0.91 86:0.80 91:0.68 96:0.94 97:0.89 98:0.58 99:0.95 101:0.52 108:0.80 114:0.79 120:0.61 122:0.77 123:0.79 124:0.72 126:0.54 127:0.96 129:0.59 133:0.61 135:0.49 137:0.97 138:0.98 139:0.90 140:0.96 145:0.79 146:0.17 147:0.22 149:0.67 150:0.84 151:0.63 153:0.78 154:0.96 155:0.67 158:0.87 159:0.60 161:0.86 162:0.61 163:0.81 164:0.66 165:0.93 167:0.81 172:0.37 173:0.21 176:0.73 177:0.70 179:0.77 181:0.74 190:0.77 192:0.87 195:0.75 196:0.97 201:0.93 202:0.87 204:0.85 208:0.64 212:0.18 215:0.61 216:0.13 219:0.95 220:0.62 222:0.48 230:0.69 232:0.72 233:0.76 235:0.52 241:0.78 242:0.43 243:0.28 245:0.64 247:0.74 248:0.61 253:0.93 255:0.95 256:0.88 259:0.21 260:0.61 265:0.59 266:0.84 267:0.28 268:0.88 271:0.88 276:0.47 279:0.86 281:0.89 282:0.87 283:0.71 284:0.96 285:0.62 290:0.79 292:0.91 297:0.36 300:0.84\n1 1:0.74 6:0.97 7:0.81 8:0.96 9:0.80 12:0.37 17:0.66 20:0.76 21:0.47 27:0.04 28:0.57 29:0.71 30:0.14 31:0.91 32:0.80 34:0.61 36:0.39 37:0.94 39:0.84 41:1.00 43:0.14 44:0.93 55:0.59 64:0.77 66:0.71 69:0.63 70:0.82 71:0.77 74:0.79 76:0.99 77:0.96 78:0.90 79:0.90 81:0.52 83:0.91 91:0.82 96:0.79 98:0.60 100:0.92 108:0.48 111:0.91 114:0.60 120:0.73 121:0.90 122:0.77 123:0.46 124:0.43 126:0.54 127:0.39 129:0.81 133:0.67 135:0.54 137:0.91 139:0.82 140:0.45 145:0.89 146:0.70 147:0.75 149:0.28 150:0.74 151:0.60 152:0.92 153:0.45 154:0.10 155:0.67 158:0.75 159:0.49 161:0.86 162:0.57 164:0.84 165:0.93 167:0.73 169:0.91 172:0.57 173:0.61 175:0.91 176:0.73 177:0.05 179:0.66 181:0.74 186:0.88 187:0.68 191:0.92 192:0.87 195:0.75 196:0.92 201:0.93 202:0.86 204:0.89 208:0.64 212:0.29 215:0.41 216:0.87 220:0.87 222:0.48 230:0.87 232:0.85 233:0.76 235:0.80 238:0.93 241:0.72 242:0.82 243:0.75 244:0.83 245:0.52 247:0.12 248:0.64 253:0.76 255:0.95 256:1.00 257:0.84 259:0.21 260:0.68 261:0.93 265:0.61 266:0.54 267:0.65 268:0.85 271:0.88 276:0.48 277:0.87 281:0.91 282:0.88 284:0.97 285:0.62 290:0.60 297:0.36 299:0.88 300:0.55\n1 1:0.74 11:0.83 12:0.37 17:0.97 18:0.79 21:0.30 27:0.72 28:0.57 29:0.71 30:0.28 34:0.89 36:0.92 39:0.84 43:0.80 45:0.66 64:0.77 66:0.54 69:0.72 70:0.76 71:0.77 74:0.67 76:0.85 81:0.57 83:0.91 85:0.80 86:0.85 91:0.14 98:0.80 101:0.87 104:0.58 108:0.65 114:0.65 122:0.57 123:0.63 124:0.63 126:0.54 127:0.83 129:0.59 133:0.66 135:0.47 139:0.81 145:0.97 146:0.20 147:0.18 149:0.75 150:0.76 154:0.74 155:0.67 159:0.47 161:0.86 165:0.93 167:0.53 172:0.59 173:0.78 176:0.73 177:0.38 178:0.55 179:0.66 181:0.74 187:0.21 192:0.87 201:0.93 202:0.36 208:0.64 212:0.42 215:0.44 216:0.15 222:0.48 228:0.99 232:0.77 235:0.52 241:0.32 242:0.13 243:0.18 245:0.68 247:0.86 253:0.50 257:0.65 259:0.21 265:0.80 266:0.54 267:0.18 271:0.88 276:0.58 290:0.65 297:0.36 300:0.55\n2 1:0.74 7:0.72 9:0.80 11:0.64 12:0.37 17:0.84 18:0.83 21:0.30 27:0.13 28:0.57 29:0.71 30:0.09 31:0.87 32:0.69 34:0.77 36:0.65 37:0.94 39:0.84 43:0.58 45:0.77 55:0.52 64:0.77 66:0.63 69:0.68 70:0.98 71:0.77 74:0.82 77:0.89 79:0.87 81:0.57 83:0.91 86:0.89 91:0.14 96:0.82 97:0.89 98:0.71 99:0.83 101:0.52 104:0.58 108:0.52 114:0.65 120:0.56 122:0.77 123:0.50 124:0.48 126:0.54 127:0.46 129:0.05 133:0.43 135:0.68 137:0.87 139:0.88 140:0.45 145:0.92 146:0.84 147:0.87 149:0.43 150:0.73 151:0.53 153:0.48 154:0.65 155:0.67 158:0.79 159:0.59 161:0.86 162:0.86 164:0.64 165:0.70 167:0.60 172:0.73 173:0.63 176:0.73 177:0.70 179:0.44 181:0.74 187:0.39 190:0.89 191:0.94 192:0.87 195:0.80 196:0.90 201:0.93 202:0.53 204:0.89 208:0.64 212:0.60 215:0.44 216:0.67 220:0.87 222:0.48 230:0.74 233:0.73 235:0.60 241:0.55 242:0.42 243:0.69 245:0.83 247:0.67 248:0.52 253:0.79 254:0.86 255:0.95 256:0.58 259:0.21 260:0.56 265:0.72 266:0.71 267:0.44 268:0.62 271:0.88 276:0.66 279:0.82 281:0.89 282:0.77 283:0.82 284:0.91 285:0.62 290:0.65 297:0.36 300:0.84\n2 1:0.74 7:0.66 11:0.64 12:0.37 17:0.97 18:0.67 27:0.72 28:0.57 29:0.71 30:0.45 32:0.80 34:0.42 36:0.54 39:0.84 43:0.71 44:0.93 45:0.66 55:0.84 60:0.87 64:0.77 66:0.52 69:0.27 70:0.50 71:0.77 74:0.73 76:0.98 77:0.96 81:0.83 83:0.91 86:0.70 91:0.54 97:0.97 98:0.29 101:0.52 104:0.58 108:0.21 114:0.98 122:0.77 123:0.20 124:0.50 126:0.54 127:0.95 129:0.05 133:0.39 135:0.37 139:0.87 145:0.58 146:0.42 147:0.49 149:0.40 150:0.89 154:0.61 155:0.67 158:0.92 159:0.68 161:0.86 165:0.93 167:0.79 172:0.27 173:0.22 175:0.75 176:0.73 177:0.38 178:0.55 179:0.94 181:0.74 192:0.87 195:0.82 201:0.93 204:0.85 208:0.64 212:0.23 215:0.96 216:0.01 219:0.95 222:0.48 230:0.69 232:0.77 233:0.73 235:0.12 241:0.77 242:0.73 243:0.61 244:0.61 245:0.48 247:0.35 253:0.67 257:0.65 259:0.21 265:0.31 266:0.38 267:0.44 271:0.88 276:0.17 277:0.69 279:0.86 281:0.91 282:0.88 283:0.82 290:0.98 292:0.95 297:0.36 299:0.88 300:0.33\n2 6:0.96 8:0.93 9:0.80 12:0.37 17:0.61 20:0.97 21:0.74 27:0.09 28:0.57 29:0.71 30:0.14 31:0.92 32:0.64 34:0.21 36:0.66 37:0.86 39:0.84 41:1.00 43:0.15 55:0.84 66:0.10 69:0.55 70:0.94 71:0.77 74:0.55 76:0.85 78:0.92 79:0.94 81:0.23 83:0.91 91:0.98 96:0.87 98:0.24 100:0.97 104:0.58 108:0.42 111:0.95 120:0.97 122:0.77 123:0.94 124:0.88 126:0.26 127:0.88 129:0.59 133:0.86 135:0.51 137:0.92 140:1.00 145:0.74 146:0.36 147:0.43 149:0.22 150:0.23 151:0.46 152:0.96 153:0.84 154:0.11 155:0.67 159:0.88 161:0.86 162:0.53 163:0.98 164:0.98 167:0.83 169:0.94 172:0.27 173:0.26 175:0.75 177:0.38 179:0.77 181:0.74 186:0.91 189:0.97 190:0.89 191:0.98 192:0.87 195:0.96 202:0.99 208:0.64 212:0.18 215:0.36 216:0.67 220:0.62 222:0.48 235:0.88 238:0.96 241:0.82 242:0.78 243:0.40 244:0.83 245:0.55 247:0.39 248:0.46 253:0.78 255:0.95 256:1.00 257:0.65 259:0.21 260:0.95 261:0.96 265:0.18 266:0.84 267:0.91 268:0.99 271:0.88 276:0.48 277:0.87 283:0.78 284:0.92 285:0.62 297:0.36 300:0.70\n2 1:0.74 6:0.97 7:0.81 8:0.96 9:0.80 12:0.37 17:0.78 20:0.96 21:0.47 27:0.04 28:0.57 29:0.71 30:0.28 31:0.91 32:0.80 34:0.76 36:0.65 37:0.94 39:0.84 41:0.92 43:0.14 44:0.93 55:0.45 64:0.77 66:0.79 69:0.61 70:0.65 71:0.77 74:0.79 76:0.99 77:0.96 78:0.89 79:0.91 81:0.52 83:0.91 91:0.65 96:0.78 98:0.77 100:0.93 108:0.46 111:0.90 114:0.60 120:0.59 121:0.90 122:0.77 123:0.45 124:0.38 126:0.54 127:0.35 129:0.59 133:0.47 135:0.65 137:0.91 139:0.82 140:0.45 145:0.89 146:0.81 147:0.85 149:0.29 150:0.74 151:0.56 152:0.92 153:0.48 154:0.10 155:0.67 158:0.75 159:0.45 161:0.86 162:0.60 163:0.81 164:0.78 165:0.93 167:0.77 169:0.91 172:0.61 173:0.60 175:0.91 176:0.73 177:0.05 179:0.61 181:0.74 186:0.89 187:0.39 189:0.98 190:0.77 191:0.76 192:0.87 195:0.74 196:0.92 201:0.93 202:0.77 204:0.89 208:0.64 212:0.37 215:0.41 216:0.87 220:0.87 222:0.48 230:0.87 232:0.85 233:0.76 235:0.80 238:0.92 241:0.76 242:0.82 243:0.80 244:0.83 245:0.53 247:0.12 248:0.58 253:0.73 255:0.95 256:0.75 257:0.84 259:0.21 260:0.59 261:0.93 265:0.77 266:0.47 267:0.82 268:0.77 271:0.88 276:0.51 277:0.87 281:0.91 282:0.88 284:0.96 285:0.62 290:0.60 297:0.36 299:0.88 300:0.43\n1 1:0.74 8:0.81 11:0.85 12:0.37 17:0.43 18:0.80 20:0.81 21:0.54 27:0.45 28:0.57 29:0.71 30:0.12 34:0.81 36:0.30 37:0.50 39:0.84 43:0.81 45:0.83 55:0.71 64:0.77 66:0.27 69:0.70 70:0.98 71:0.77 74:0.80 77:0.70 78:0.72 81:0.44 83:0.60 86:0.82 91:0.03 97:0.89 98:0.44 99:0.83 100:0.80 101:0.87 108:0.53 111:0.74 114:0.59 122:0.77 123:0.51 124:0.91 126:0.54 127:0.68 129:0.05 133:0.91 135:0.83 139:0.85 145:0.50 146:0.84 147:0.87 149:0.68 150:0.66 152:0.78 154:0.77 155:0.67 158:0.91 159:0.86 161:0.86 165:0.70 167:0.65 169:0.78 172:0.63 173:0.44 176:0.73 177:0.70 178:0.55 179:0.38 181:0.74 186:0.73 187:0.68 192:0.87 195:0.96 201:0.93 208:0.64 212:0.22 215:0.39 216:0.77 219:0.95 222:0.48 235:0.74 241:0.63 242:0.44 243:0.46 245:0.76 247:0.91 253:0.46 259:0.21 261:0.76 265:0.46 266:0.95 267:0.73 271:0.88 276:0.76 279:0.86 282:0.73 283:0.78 290:0.59 292:0.91 297:0.36 300:0.94\n2 1:0.74 9:0.80 11:0.57 12:0.37 17:0.96 18:0.85 25:0.88 27:0.72 28:0.57 29:0.71 30:0.66 31:0.99 32:0.69 34:0.21 36:0.55 39:0.84 41:0.94 43:0.97 60:0.95 64:0.77 66:0.10 69:0.07 70:0.70 71:0.77 74:0.84 77:0.98 79:0.98 81:0.83 83:0.91 85:0.90 86:0.94 87:0.98 91:0.70 96:0.94 98:0.31 101:0.87 104:0.54 108:0.06 114:0.98 120:0.90 122:0.57 123:0.90 124:0.72 126:0.54 127:0.99 129:0.59 133:0.66 135:0.75 137:0.99 139:0.94 140:0.45 145:0.49 146:0.37 147:0.43 149:0.90 150:0.89 151:0.97 153:0.90 154:0.97 155:0.67 158:0.91 159:0.80 161:0.86 162:0.86 164:0.80 165:0.93 167:0.81 172:0.54 173:0.09 176:0.73 177:0.70 179:0.60 181:0.74 192:0.87 195:0.89 196:0.99 201:0.93 202:0.71 208:0.64 212:0.74 215:0.96 216:0.08 219:0.95 222:0.48 228:0.99 232:0.74 235:0.12 241:0.79 242:0.28 243:0.50 245:0.78 247:0.74 248:0.94 253:0.96 255:0.95 256:0.79 259:0.21 260:0.90 265:0.22 266:0.71 267:0.79 268:0.78 271:0.88 276:0.44 277:0.69 279:0.86 282:0.77 283:0.78 284:0.97 285:0.62 290:0.98 292:0.91 297:0.36 300:0.70\n1 1:0.74 11:0.83 12:0.37 17:0.61 18:0.74 21:0.59 27:0.45 28:0.57 29:0.71 30:0.28 32:0.80 34:0.85 36:0.19 37:0.50 39:0.84 43:0.81 44:0.93 45:0.66 60:0.87 64:0.77 66:0.23 69:0.71 70:0.75 71:0.77 74:0.70 77:0.70 81:0.46 83:0.91 85:0.72 86:0.80 91:0.14 98:0.40 101:0.97 108:0.54 114:0.58 122:0.77 123:0.52 124:0.79 126:0.54 127:0.49 129:0.59 133:0.74 135:0.93 139:0.88 145:0.47 146:0.65 147:0.70 149:0.66 150:0.70 154:0.76 155:0.67 158:0.91 159:0.70 161:0.86 165:0.93 167:0.52 172:0.32 173:0.58 176:0.73 177:0.70 178:0.55 179:0.68 181:0.74 187:0.68 192:0.87 195:0.87 201:0.93 208:0.64 212:0.16 215:0.39 216:0.77 219:0.95 222:0.48 235:0.80 241:0.27 242:0.16 243:0.43 245:0.62 247:0.84 253:0.44 259:0.21 265:0.42 266:0.87 267:0.73 271:0.88 276:0.51 279:0.86 282:0.88 283:0.78 290:0.58 292:0.91 297:0.36 299:0.88 300:0.55\n0 9:0.80 11:0.83 12:0.37 17:0.90 18:0.92 20:0.76 21:0.78 25:0.88 27:0.72 28:0.57 29:0.71 30:0.85 31:0.98 34:0.68 36:0.30 39:0.84 41:0.94 43:0.96 45:0.83 66:0.46 69:0.05 70:0.43 71:0.77 74:0.86 78:0.72 79:0.97 83:0.91 85:0.72 86:0.95 87:0.98 91:0.80 96:0.92 98:0.34 100:0.87 101:0.97 104:0.73 108:0.05 111:0.79 120:0.87 122:0.76 123:0.05 124:0.76 127:0.99 129:0.59 133:0.74 135:0.91 137:0.98 138:0.98 139:0.94 140:0.45 146:0.59 147:0.65 149:0.92 151:0.98 152:0.75 153:0.94 154:0.96 155:0.67 158:0.78 159:0.78 161:0.86 162:0.82 164:0.85 167:0.84 169:0.84 172:0.67 173:0.06 177:0.70 179:0.52 181:0.74 186:0.73 192:0.87 196:0.99 202:0.81 208:0.64 212:0.73 216:0.07 219:0.92 222:0.48 228:0.99 232:0.70 241:0.83 242:0.16 243:0.59 245:0.77 247:0.88 248:0.93 253:0.94 255:0.95 256:0.85 259:0.21 260:0.86 261:0.75 265:0.37 266:0.75 267:0.87 268:0.86 271:0.88 276:0.61 279:0.86 283:0.78 284:0.98 285:0.62 292:0.91 300:0.55\n2 1:0.74 8:0.92 9:0.80 11:0.92 12:0.37 17:0.92 18:0.84 25:0.88 27:0.72 28:0.57 29:0.71 30:0.71 31:0.96 32:0.80 34:0.20 36:0.50 39:0.84 41:0.94 43:0.97 44:0.93 45:0.73 60:0.87 64:0.77 66:0.09 69:0.07 70:0.71 71:0.77 74:0.89 77:0.99 78:0.94 79:0.95 81:0.83 83:0.91 85:0.88 86:0.92 87:0.98 91:0.58 96:0.86 97:0.97 98:0.31 101:0.97 104:0.58 108:0.06 111:0.96 114:0.98 120:0.79 122:0.57 123:0.90 124:0.67 126:0.54 127:0.99 129:0.59 133:0.66 135:0.47 137:0.96 139:0.95 140:0.45 145:0.50 146:0.39 147:0.45 149:0.90 150:0.89 151:0.93 153:0.77 154:0.97 155:0.67 158:0.92 159:0.80 161:0.86 162:0.86 164:0.77 165:0.93 167:0.80 169:0.97 172:0.65 173:0.09 176:0.73 177:0.70 179:0.56 181:0.74 192:0.87 195:0.89 196:0.98 201:0.93 202:0.64 208:0.64 212:0.78 215:0.96 216:0.06 219:0.95 220:0.74 222:0.48 228:0.99 232:0.78 235:0.12 238:0.95 241:0.78 242:0.18 243:0.60 245:0.79 247:0.84 248:0.85 253:0.90 255:0.95 256:0.94 259:0.21 260:0.79 265:0.23 266:0.71 267:0.79 268:0.73 271:0.88 276:0.47 277:0.69 279:0.86 282:0.88 283:0.82 284:0.95 285:0.62 290:0.98 292:0.95 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.92 8:0.85 9:0.80 11:0.57 12:0.37 17:0.94 18:0.76 20:0.81 25:0.88 27:1.00 28:0.57 29:0.71 30:0.43 31:0.99 32:0.79 34:0.21 36:0.54 39:0.84 41:0.94 43:0.93 44:0.93 64:0.77 66:0.36 69:0.07 70:0.92 71:0.77 74:0.83 77:0.98 78:0.85 79:0.99 81:0.83 83:0.91 85:0.80 86:0.87 87:0.98 91:0.72 96:0.95 97:0.89 98:0.49 100:0.86 101:0.87 104:0.73 108:0.91 111:0.84 114:0.98 120:0.91 122:0.75 123:0.90 124:0.60 126:0.54 127:0.99 129:0.59 133:0.46 135:0.86 137:0.99 138:0.97 139:0.90 140:0.45 145:0.50 146:0.46 147:0.52 149:0.74 150:0.89 151:0.99 152:0.78 153:0.95 154:0.93 155:0.67 158:0.78 159:0.81 161:0.86 162:0.86 164:0.83 165:0.93 167:0.81 169:0.84 172:0.54 173:0.09 176:0.73 177:0.70 179:0.63 181:0.74 186:0.85 189:0.93 192:0.87 195:0.89 196:0.99 201:0.93 202:0.74 208:0.64 212:0.55 215:0.96 216:0.09 219:0.92 222:0.48 232:0.70 235:0.12 238:0.91 241:0.78 242:0.24 243:0.50 245:0.81 247:0.74 248:0.95 253:0.96 255:0.95 256:0.81 259:0.21 260:0.91 261:0.82 265:0.50 266:0.75 267:0.73 268:0.82 271:0.88 276:0.44 279:0.86 282:0.87 283:0.78 284:0.97 285:0.62 290:0.98 292:0.91 297:0.36 300:0.84\n1 1:0.74 11:0.83 12:0.37 17:0.96 18:0.77 21:0.30 27:0.72 28:0.57 29:0.71 30:0.33 34:0.87 36:0.76 39:0.84 43:0.80 45:0.66 55:0.71 64:0.77 66:0.63 69:0.72 70:0.78 71:0.77 74:0.71 76:0.94 81:0.57 83:0.91 85:0.80 86:0.83 91:0.20 98:0.80 101:0.87 104:0.58 108:0.65 114:0.65 122:0.77 123:0.63 124:0.52 126:0.54 127:0.74 129:0.59 133:0.66 135:0.51 139:0.79 145:0.90 146:0.20 147:0.18 149:0.76 150:0.76 154:0.74 155:0.67 159:0.50 161:0.86 165:0.93 167:0.55 172:0.70 173:0.76 176:0.73 177:0.38 178:0.55 179:0.55 181:0.74 187:0.21 192:0.87 201:0.93 202:0.36 208:0.64 212:0.54 215:0.44 216:0.15 222:0.48 228:0.99 232:0.77 235:0.52 241:0.39 242:0.45 243:0.15 245:0.72 247:0.88 253:0.50 257:0.65 259:0.21 265:0.80 266:0.54 267:0.19 271:0.88 276:0.65 290:0.65 297:0.36 300:0.55\n2 6:0.96 8:0.95 9:0.80 12:0.37 17:0.43 20:0.97 21:0.68 27:0.13 28:0.57 29:0.71 30:0.76 31:0.95 34:0.26 36:0.60 37:0.70 39:0.84 41:1.00 43:0.08 44:0.90 48:0.91 55:0.71 66:0.36 69:0.91 70:0.15 71:0.77 74:0.48 76:0.85 77:0.89 78:0.91 79:0.95 81:0.23 83:0.91 91:0.98 96:0.98 98:0.19 100:0.96 108:0.82 111:0.93 114:0.55 120:0.83 122:0.77 123:0.81 124:0.52 126:0.26 127:0.14 129:0.59 133:0.47 135:0.44 137:0.95 139:0.72 140:0.99 145:0.86 146:0.28 147:0.34 149:0.08 150:0.23 151:0.75 152:0.89 153:0.91 154:0.07 155:0.67 159:0.22 161:0.86 162:0.54 163:0.99 164:0.90 167:0.86 169:0.94 172:0.10 173:0.95 175:0.91 176:0.61 177:0.05 178:0.48 179:0.83 181:0.74 186:0.91 189:0.97 191:0.98 192:0.87 195:0.80 196:0.91 202:0.97 208:0.64 212:0.95 216:0.73 220:0.62 222:0.48 232:0.72 235:0.80 238:0.94 241:0.96 242:0.82 243:0.51 244:0.83 245:0.37 247:0.12 248:0.76 253:0.95 255:0.95 256:1.00 257:0.84 259:0.21 260:0.80 261:0.95 265:0.21 266:0.12 267:0.65 268:0.97 271:0.88 276:0.16 277:0.87 281:0.91 282:0.77 284:0.97 285:0.62 290:0.55 300:0.13\n1 1:0.74 11:0.83 12:0.37 17:0.96 18:0.81 21:0.30 27:0.72 28:0.57 29:0.71 30:0.14 34:0.84 36:0.88 39:0.84 43:0.80 45:0.66 64:0.77 66:0.62 69:0.72 70:0.84 71:0.77 74:0.68 81:0.57 83:0.91 85:0.80 86:0.86 91:0.33 98:0.80 101:0.87 104:0.58 108:0.65 114:0.65 122:0.77 123:0.63 124:0.55 126:0.54 127:0.67 129:0.59 133:0.66 135:0.26 139:0.82 145:0.95 146:0.20 147:0.18 149:0.75 150:0.76 154:0.74 155:0.67 159:0.51 161:0.86 165:0.93 167:0.56 172:0.67 173:0.75 176:0.73 177:0.38 178:0.55 179:0.57 181:0.74 187:0.21 192:0.87 201:0.93 202:0.36 208:0.64 212:0.49 215:0.44 216:0.15 222:0.48 228:0.99 232:0.77 235:0.52 241:0.43 242:0.16 243:0.15 245:0.71 247:0.90 253:0.50 257:0.65 259:0.21 265:0.80 266:0.54 267:0.28 271:0.88 276:0.63 290:0.65 297:0.36 300:0.55\n1 1:0.74 11:0.57 12:0.37 17:0.72 21:0.13 27:0.45 28:0.85 30:0.19 34:0.64 36:0.19 37:0.50 39:0.74 43:0.82 66:0.35 69:0.68 70:0.80 74:0.79 81:0.80 83:0.77 85:0.85 91:0.14 98:0.39 101:0.76 108:0.82 114:0.92 122:0.57 123:0.81 124:0.72 126:0.54 127:0.41 129:0.81 133:0.67 135:0.83 145:0.49 146:0.31 147:0.38 149:0.75 150:0.87 154:0.77 155:0.67 159:0.55 161:0.54 165:0.88 167:0.53 172:0.45 173:0.64 176:0.73 177:0.38 178:0.55 179:0.60 181:0.82 187:0.68 192:0.59 201:0.74 212:0.57 215:0.84 216:0.77 222:0.48 235:0.22 241:0.24 242:0.33 243:0.36 245:0.69 247:0.60 253:0.75 259:0.21 265:0.41 266:0.63 267:0.36 271:0.88 276:0.51 290:0.92 297:0.36 300:0.55\n2 1:0.74 7:0.78 8:0.79 9:0.80 12:0.37 17:0.75 20:0.75 21:0.71 27:1.00 28:0.85 30:0.28 34:0.50 36:0.43 37:0.70 39:0.74 41:0.99 43:0.43 55:0.59 66:0.29 69:0.76 70:0.70 74:0.94 76:0.99 77:0.89 78:0.88 81:0.47 83:0.90 87:0.98 91:0.95 96:1.00 98:0.59 100:0.73 108:0.59 111:0.89 114:0.68 120:0.97 122:0.67 123:0.57 124:0.79 126:0.54 127:0.85 129:0.05 133:0.74 135:0.42 140:0.45 145:0.99 146:0.68 147:0.33 149:0.54 150:0.65 151:1.00 152:0.74 153:0.98 154:0.60 155:0.67 158:0.84 159:0.58 161:0.54 162:0.84 164:0.95 165:0.69 167:0.88 169:0.90 172:0.37 173:0.76 176:0.73 177:0.05 179:0.74 181:0.82 186:0.83 191:0.78 192:0.59 195:0.74 201:0.74 202:0.96 208:0.64 212:0.48 215:0.48 216:0.38 222:0.48 230:0.81 232:0.72 233:0.69 235:0.88 238:0.90 241:0.96 242:0.78 243:0.33 245:0.62 247:0.39 248:0.99 253:1.00 254:0.80 255:0.79 256:0.98 257:0.65 260:0.97 261:0.75 265:0.60 266:0.75 267:0.89 268:0.98 271:0.88 276:0.51 282:0.84 285:0.62 290:0.68 297:0.36 300:0.43\n0 1:0.74 8:0.63 11:0.57 12:0.37 17:0.62 20:0.76 21:0.54 27:0.45 28:0.85 30:0.09 32:0.80 34:0.91 36:0.28 37:0.50 39:0.74 43:0.82 55:0.71 60:0.87 66:0.53 69:0.69 70:0.99 74:0.95 77:0.70 78:0.77 81:0.57 83:0.84 85:0.80 91:0.14 98:0.46 100:0.73 101:0.72 108:0.53 111:0.76 114:0.77 122:0.67 123:0.50 124:0.84 126:0.54 127:0.56 129:0.81 133:0.89 135:0.88 145:0.44 146:0.77 147:0.80 149:0.77 150:0.73 152:0.75 154:0.77 155:0.67 158:0.87 159:0.77 161:0.54 165:0.79 167:0.53 169:0.75 172:0.68 173:0.52 176:0.73 177:0.38 178:0.55 179:0.47 181:0.82 186:0.78 187:0.68 192:0.59 195:0.90 201:0.74 208:0.64 212:0.50 215:0.58 216:0.77 222:0.48 235:0.68 241:0.21 242:0.74 243:0.62 245:0.65 247:0.67 253:0.75 259:0.21 261:0.75 265:0.48 266:0.92 267:0.82 271:0.88 276:0.68 279:0.86 282:0.88 283:0.71 290:0.77 297:0.36 299:0.88 300:0.94\n1 1:0.74 7:0.81 8:0.94 9:0.80 11:0.57 12:0.37 17:0.85 21:0.30 27:0.47 28:0.85 30:0.94 32:0.80 34:0.50 36:0.57 37:0.79 39:0.74 41:1.00 43:0.57 55:0.45 66:0.77 69:0.94 70:0.23 74:0.98 76:0.85 77:0.98 81:0.74 83:0.82 85:0.85 91:0.94 96:0.97 98:0.47 101:0.74 108:0.88 114:0.68 117:0.86 120:0.88 121:0.90 122:0.67 123:0.88 124:0.43 126:0.54 127:0.78 129:0.59 133:0.64 135:0.42 138:0.97 140:0.92 145:0.82 146:0.77 147:0.46 149:0.77 150:0.83 151:0.77 153:0.98 154:0.46 155:0.67 158:0.85 159:0.79 161:0.54 162:0.81 164:0.90 165:0.81 167:0.69 172:0.92 173:0.94 176:0.56 177:0.05 179:0.26 181:0.82 187:0.21 190:0.77 191:0.88 192:0.59 195:0.90 201:0.74 202:0.89 204:0.89 208:0.64 212:0.88 215:0.67 216:0.65 222:0.48 230:0.84 232:0.82 233:0.69 235:0.60 241:0.66 242:0.80 243:0.08 245:0.87 247:0.47 248:0.94 253:0.98 255:0.79 256:1.00 257:0.65 260:0.89 265:0.49 266:0.75 267:0.87 268:0.93 271:0.88 276:0.78 282:0.88 285:0.62 290:0.68 297:0.36 299:0.88 300:0.84\n3 1:0.74 6:0.97 7:0.81 8:0.96 9:0.80 11:0.57 12:0.37 17:0.96 20:0.85 21:0.30 27:0.05 28:0.85 30:0.94 34:0.25 36:0.45 37:0.94 39:0.74 41:1.00 43:0.31 55:0.45 66:0.06 69:0.96 70:0.22 74:0.98 76:0.94 77:0.70 78:0.86 81:0.74 83:0.82 85:0.72 91:0.73 96:0.97 98:0.38 100:0.89 101:0.69 108:0.92 111:0.86 114:0.86 117:0.86 120:0.88 121:0.90 122:0.67 123:0.77 124:0.51 126:0.54 127:0.67 129:0.05 133:0.82 135:0.37 140:0.87 145:0.67 146:0.69 147:0.33 149:0.71 150:0.83 151:0.69 152:0.93 153:0.91 154:0.22 155:0.67 158:0.85 159:0.81 161:0.54 162:0.77 164:0.89 165:0.84 167:0.61 169:0.87 172:0.92 173:0.97 176:0.73 177:0.05 179:0.24 181:0.82 186:0.86 187:0.21 189:0.98 190:0.77 191:0.85 192:0.59 195:0.93 201:0.74 202:0.86 204:0.89 208:0.64 212:0.86 215:0.72 216:0.72 222:0.48 230:0.87 232:0.83 233:0.76 235:0.52 238:0.90 241:0.52 242:0.81 243:0.08 245:0.83 247:0.47 248:0.93 253:0.98 255:0.79 256:1.00 257:0.65 259:0.21 260:0.88 261:0.91 265:0.39 266:0.87 267:0.79 268:0.90 271:0.88 276:0.84 277:0.69 282:0.84 285:0.62 290:0.86 297:0.36 300:0.84\n1 1:0.74 6:0.92 7:0.81 8:0.84 9:0.80 12:0.37 17:0.57 20:0.85 21:0.40 27:0.59 28:0.85 30:0.32 34:0.93 36:0.59 37:0.60 39:0.74 41:0.97 43:0.38 55:0.45 66:0.36 69:0.49 70:0.61 74:0.93 76:0.97 77:0.70 78:0.80 81:0.70 83:0.88 91:0.80 96:0.98 98:0.22 100:0.81 108:0.88 111:0.79 114:0.66 117:0.86 120:0.93 121:0.90 122:0.67 123:0.88 124:0.77 126:0.54 127:0.70 129:0.89 133:0.78 135:0.54 138:0.97 140:0.45 145:0.89 146:0.33 147:0.40 149:0.52 150:0.80 151:0.99 152:0.80 153:0.96 154:0.28 155:0.67 158:0.85 159:0.69 161:0.54 162:0.75 164:0.88 165:0.80 167:0.70 169:0.79 172:0.48 173:0.37 175:0.75 176:0.56 177:0.05 179:0.66 181:0.82 186:0.81 187:0.39 189:0.94 191:0.79 192:0.59 195:0.84 201:0.74 202:0.88 204:0.89 208:0.64 212:0.59 215:0.63 216:0.57 222:0.48 230:0.87 232:0.81 233:0.76 235:0.68 238:0.84 241:0.67 242:0.82 243:0.29 244:0.61 245:0.66 247:0.12 248:0.96 253:0.99 255:0.79 256:0.91 257:0.65 259:0.21 260:0.93 261:0.81 265:0.24 266:0.63 267:0.85 268:0.91 271:0.88 276:0.52 277:0.69 282:0.84 285:0.62 290:0.66 297:0.36 300:0.43\n2 6:0.97 8:0.96 9:0.80 12:0.37 17:0.36 20:0.88 21:0.78 27:0.05 28:0.85 34:0.52 36:0.28 37:0.94 39:0.74 41:1.00 78:0.88 83:0.82 91:0.99 96:0.97 100:0.91 111:0.88 120:0.95 135:0.86 138:0.99 140:0.95 151:0.78 152:0.93 153:0.78 155:0.67 161:0.54 162:0.49 164:0.98 167:0.87 169:0.87 175:0.91 178:0.53 181:0.82 186:0.88 189:0.98 191:0.98 192:0.59 202:0.99 208:0.64 216:0.72 220:0.96 222:0.48 238:0.91 241:0.89 244:0.83 248:0.95 253:0.95 255:0.79 256:1.00 257:0.84 259:0.21 260:0.96 261:0.91 267:0.95 268:0.98 271:0.88 277:0.87 285:0.62\n2 1:0.74 6:0.96 7:0.81 8:0.95 9:0.80 11:0.57 12:0.37 17:0.96 20:0.86 21:0.68 27:0.09 28:0.85 30:0.85 32:0.80 34:0.50 36:0.74 37:0.86 39:0.74 41:1.00 43:0.85 55:0.45 60:0.87 66:0.82 69:0.44 70:0.28 74:0.95 77:0.96 78:0.85 81:0.58 83:0.89 85:0.85 91:0.69 96:0.96 98:0.34 100:0.90 101:0.72 104:0.58 106:0.81 108:0.95 111:0.86 114:0.70 117:0.86 120:0.89 121:0.97 122:0.43 123:0.95 124:0.44 126:0.54 127:0.87 129:0.59 133:0.86 135:0.81 140:0.45 145:0.69 146:0.37 147:0.43 149:0.65 150:0.73 151:0.98 152:0.98 153:0.92 154:0.81 155:0.67 158:0.92 159:0.89 161:0.54 162:0.85 164:0.86 165:0.79 167:0.63 169:0.91 172:0.97 173:0.17 176:0.73 177:0.38 179:0.16 181:0.82 186:0.85 187:0.21 189:0.98 191:0.83 192:0.59 195:0.97 201:0.74 202:0.80 204:0.89 206:0.81 208:0.64 212:0.91 215:0.49 216:0.67 222:0.48 230:0.87 232:0.88 233:0.76 235:0.97 238:0.92 241:0.56 242:0.61 243:0.09 245:0.87 247:0.67 248:0.94 253:0.97 255:0.79 256:1.00 259:0.21 260:0.90 261:0.95 265:0.37 266:0.87 267:0.88 268:0.86 271:0.88 276:0.93 279:0.86 282:0.88 283:0.82 285:0.62 290:0.70 297:0.36 299:0.97 300:0.70\n2 1:0.74 6:0.89 7:0.81 8:0.81 9:0.80 11:0.57 12:0.37 17:0.85 20:0.77 21:0.47 27:0.61 28:0.85 30:0.56 32:0.80 34:0.86 36:0.77 37:0.57 39:0.74 41:0.99 43:0.97 60:0.97 66:0.27 69:0.21 70:0.73 74:0.96 77:0.89 78:0.89 81:0.65 83:0.87 85:0.96 91:0.83 96:0.97 98:0.68 100:0.89 101:0.86 104:0.58 108:0.72 111:0.91 114:0.80 120:0.95 121:0.90 122:0.57 123:0.16 124:0.58 126:0.54 127:0.94 129:0.59 132:0.97 133:0.47 135:0.66 140:0.80 145:0.70 146:0.67 147:0.72 149:0.95 150:0.78 151:0.98 152:0.75 153:0.92 154:0.97 155:0.67 158:0.92 159:0.48 161:0.54 162:0.79 164:0.95 165:0.80 167:0.85 169:0.92 172:0.70 173:0.30 176:0.73 177:0.38 178:0.42 179:0.48 181:0.82 186:0.91 189:0.90 191:0.73 192:0.59 195:0.66 201:0.74 202:0.91 204:0.89 208:0.64 212:0.82 215:0.63 216:0.33 220:0.93 222:0.48 230:0.87 233:0.76 235:0.68 238:0.93 241:0.83 242:0.44 243:0.46 245:0.89 247:0.67 248:0.96 253:0.98 255:0.79 256:0.95 260:0.95 261:0.79 265:0.68 266:0.54 267:0.44 268:0.94 271:0.88 276:0.72 279:0.86 282:0.88 283:0.82 285:0.62 290:0.80 297:0.36 299:0.97 300:0.70\n1 1:0.74 6:0.96 8:0.93 9:0.80 12:0.37 17:0.61 20:0.93 21:0.71 27:0.09 28:0.85 30:0.45 32:0.80 34:0.21 36:0.66 37:0.86 39:0.74 41:1.00 43:0.40 55:0.71 66:0.27 69:0.43 70:0.25 74:0.66 76:0.85 77:0.70 78:0.90 81:0.44 83:0.82 91:0.98 96:0.97 98:0.19 100:0.94 104:0.58 108:0.33 111:0.91 114:0.68 120:0.99 123:0.95 124:0.61 126:0.54 127:0.91 129:0.05 133:0.39 135:0.51 138:0.99 140:0.93 145:0.74 146:0.27 147:0.33 149:0.24 150:0.61 151:0.73 152:0.98 153:0.84 154:0.31 155:0.67 159:0.89 161:0.54 162:0.53 163:0.90 164:0.99 167:0.85 169:0.91 172:0.10 173:0.17 176:0.73 177:0.38 179:0.98 181:0.82 186:0.90 189:0.97 190:0.77 191:0.98 192:0.59 195:0.96 201:0.74 202:0.99 208:0.64 212:0.61 215:0.48 216:0.67 220:0.62 222:0.48 235:0.88 238:0.93 241:0.82 242:0.63 243:0.46 244:0.61 245:0.40 247:0.30 248:0.95 253:0.96 255:0.79 256:1.00 259:0.21 260:0.99 261:0.95 265:0.14 266:0.17 267:0.91 268:0.99 271:0.88 276:0.13 277:0.69 282:0.88 283:0.71 285:0.62 290:0.68 297:0.36 299:0.88 300:0.18\n3 1:0.74 6:0.97 7:0.81 8:0.96 9:0.80 12:0.37 17:0.78 20:0.90 21:0.59 27:0.04 28:0.85 30:0.88 32:0.80 34:0.76 36:0.65 37:0.94 39:0.74 41:0.92 43:0.38 55:0.45 66:0.67 69:0.50 70:0.36 74:0.97 77:0.70 78:0.86 81:0.58 83:0.74 91:0.65 96:0.87 98:0.55 100:0.88 108:0.66 111:0.85 114:0.74 117:0.86 120:0.59 121:0.99 122:0.67 123:0.63 124:0.55 126:0.54 127:0.61 129:0.89 133:0.78 135:0.65 140:0.45 145:0.89 146:0.05 147:0.05 149:0.65 150:0.72 151:0.56 152:0.85 153:0.69 154:0.29 155:0.67 158:0.85 159:0.53 161:0.54 162:0.59 164:0.78 165:0.78 167:0.78 169:0.85 172:0.70 173:0.48 175:0.75 176:0.73 177:0.05 179:0.54 181:0.82 186:0.86 187:0.39 189:0.98 190:0.77 191:0.76 192:0.59 195:0.74 201:0.74 202:0.77 204:0.89 208:0.64 212:0.74 215:0.55 216:0.87 220:0.93 222:0.48 230:0.87 232:0.85 233:0.76 235:0.80 238:0.89 241:0.76 242:0.82 243:0.09 244:0.61 245:0.64 247:0.12 248:0.58 253:0.91 255:0.79 256:0.75 257:0.65 259:0.21 260:0.60 261:0.88 265:0.57 266:0.71 267:0.82 268:0.77 271:0.88 276:0.63 277:0.69 282:0.88 285:0.62 290:0.74 297:0.36 299:0.88 300:0.55\n1 1:0.74 6:0.89 7:0.81 8:0.84 9:0.80 11:0.57 12:0.37 17:0.97 20:0.80 21:0.22 27:0.63 28:0.85 30:0.41 32:0.80 34:0.26 36:0.77 37:0.85 39:0.74 41:0.98 43:0.93 60:0.95 66:0.54 69:0.32 70:0.60 74:0.93 77:0.89 78:0.78 81:0.74 83:0.89 85:0.88 91:0.88 96:0.96 98:0.53 100:0.80 101:0.81 104:0.58 108:0.25 111:0.78 114:0.90 120:0.93 121:0.90 122:0.67 123:0.24 124:0.50 126:0.54 127:0.86 129:0.59 133:0.47 135:0.21 140:0.45 145:0.76 146:0.50 147:0.56 149:0.81 150:0.84 151:0.99 152:0.77 153:0.96 154:0.93 155:0.67 158:0.92 159:0.43 161:0.54 162:0.84 164:0.90 165:0.86 167:0.86 169:0.79 172:0.48 173:0.40 176:0.73 177:0.38 179:0.78 181:0.82 186:0.79 189:0.90 191:0.78 192:0.59 195:0.61 201:0.74 202:0.83 204:0.89 208:0.64 212:0.78 215:0.79 216:0.11 222:0.48 230:0.87 232:0.77 233:0.76 235:0.31 238:0.88 241:0.86 242:0.45 243:0.63 245:0.66 247:0.47 248:0.96 253:0.97 255:0.79 256:0.86 259:0.21 260:0.93 261:0.78 265:0.55 266:0.38 267:0.17 268:0.88 271:0.88 276:0.40 279:0.86 282:0.88 283:0.82 285:0.62 290:0.90 297:0.36 299:0.88 300:0.43\n2 6:0.96 8:0.94 9:0.80 12:0.37 17:0.78 20:0.74 21:0.47 27:0.24 28:0.85 30:0.37 34:0.79 36:0.71 37:0.77 39:0.74 41:0.97 43:0.75 55:0.42 60:0.87 66:0.80 69:0.77 70:0.50 74:0.92 78:0.99 81:0.37 83:0.79 91:0.87 96:0.98 98:0.69 100:0.98 108:0.60 111:0.98 114:0.66 117:0.86 120:0.81 122:0.67 123:0.58 124:0.38 126:0.32 127:0.40 129:0.05 133:0.39 135:0.76 138:0.98 140:0.96 146:0.68 147:0.05 149:0.66 150:0.33 151:0.82 152:0.74 153:0.88 154:0.66 155:0.67 158:0.92 159:0.39 161:0.54 162:0.82 164:0.90 167:0.73 169:0.96 172:0.65 173:0.84 176:0.56 177:0.05 179:0.60 181:0.82 186:1.00 187:0.21 189:0.97 191:0.93 192:0.59 202:0.93 208:0.64 212:0.84 216:0.64 220:0.62 222:0.48 232:0.83 235:0.52 238:0.80 241:0.71 242:0.79 243:0.11 245:0.54 247:0.39 248:0.89 253:0.99 255:0.79 256:0.96 257:0.65 259:0.21 260:0.82 261:0.77 265:0.70 266:0.38 267:0.52 268:0.96 271:0.88 276:0.51 279:0.86 283:0.82 285:0.62 290:0.66 300:0.43\n2 1:0.74 6:0.95 8:0.93 9:0.80 12:0.37 17:0.51 20:0.81 21:0.59 27:0.07 28:0.85 34:0.39 36:0.79 37:0.88 39:0.74 41:1.00 43:0.41 66:0.36 69:0.39 74:0.65 76:0.85 77:0.70 78:0.85 81:0.51 83:0.82 91:0.98 96:0.98 98:0.06 100:0.86 108:0.30 111:0.84 114:0.74 120:0.96 123:0.29 126:0.54 127:0.05 129:0.05 135:0.58 138:0.99 140:0.90 145:0.77 146:0.05 147:0.05 149:0.14 150:0.62 151:0.92 152:0.80 153:0.83 154:0.31 155:0.67 159:0.05 161:0.54 162:0.49 164:0.98 167:0.85 169:0.83 172:0.05 173:0.15 175:0.75 176:0.73 177:0.05 178:0.50 181:0.82 186:0.85 189:0.96 191:0.98 192:0.59 195:0.96 201:0.74 202:0.99 208:0.64 215:0.55 216:0.81 220:0.93 222:0.48 235:0.74 238:0.88 241:0.83 243:0.51 244:0.61 248:0.95 253:0.97 255:0.79 256:1.00 257:0.65 259:0.21 260:0.96 261:0.83 265:0.06 267:0.82 268:0.98 271:0.88 277:0.69 282:0.84 285:0.62 290:0.74 297:0.36\n2 1:0.74 6:0.97 7:0.81 8:0.97 9:0.80 11:0.57 12:0.37 17:0.93 20:0.86 21:0.47 27:0.05 28:0.85 30:0.94 32:0.80 34:0.24 36:0.46 37:0.94 39:0.74 41:1.00 43:0.31 55:0.45 66:0.06 69:0.96 70:0.24 74:0.98 76:0.97 77:0.70 78:0.85 81:0.68 83:0.84 85:0.72 91:0.71 96:0.97 98:0.39 100:0.88 101:0.69 108:0.92 111:0.85 114:0.80 117:0.86 120:0.91 121:0.97 122:0.67 123:0.77 124:0.52 126:0.54 127:0.67 129:0.05 133:0.82 135:0.37 138:0.98 140:0.80 145:0.84 146:0.69 147:0.33 149:0.71 150:0.79 151:0.87 152:0.93 153:0.93 154:0.22 155:0.67 158:0.85 159:0.81 161:0.54 162:0.77 164:0.94 165:0.79 167:0.65 169:0.87 172:0.92 173:0.97 176:0.73 177:0.05 179:0.24 181:0.82 186:0.85 187:0.39 189:0.98 191:0.90 192:0.59 195:0.93 201:0.74 202:0.90 204:0.89 208:0.64 212:0.86 215:0.63 216:0.72 222:0.48 230:0.87 232:0.83 233:0.76 235:0.74 238:0.89 241:0.59 242:0.81 243:0.08 245:0.84 247:0.47 248:0.95 253:0.98 255:0.79 256:1.00 257:0.65 259:0.21 260:0.91 261:0.91 265:0.39 266:0.87 267:0.84 268:0.93 271:0.88 276:0.85 277:0.69 282:0.88 285:0.62 290:0.80 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.94 7:0.81 8:0.89 9:0.80 11:0.57 12:0.37 17:0.85 20:0.76 21:0.47 27:0.29 28:0.85 30:0.13 32:0.80 34:0.40 36:0.95 37:0.79 39:0.74 41:0.98 43:0.98 55:0.52 60:0.98 66:0.24 69:0.17 70:0.97 74:0.99 76:0.94 77:0.96 78:0.81 81:0.61 83:0.88 85:0.97 87:0.98 91:0.66 96:0.96 98:0.56 100:0.90 101:0.82 104:0.82 106:0.81 108:0.14 111:0.81 114:0.80 117:0.86 120:0.91 121:0.97 122:0.67 123:0.91 124:0.82 126:0.54 127:0.98 129:0.81 132:0.97 133:0.86 135:0.76 138:0.97 140:0.45 145:0.70 146:0.83 147:0.86 149:0.96 150:0.76 151:0.89 152:0.75 153:0.48 154:0.98 155:0.67 158:0.92 159:0.84 161:0.54 162:0.86 164:0.94 165:0.80 167:0.63 169:0.80 172:0.87 173:0.11 176:0.73 177:0.38 179:0.24 181:0.82 186:0.91 187:0.21 189:0.95 191:0.77 192:0.59 195:0.93 201:0.74 202:0.89 204:0.89 206:0.81 208:0.64 212:0.72 215:0.63 216:0.60 220:0.93 222:0.48 230:0.87 232:0.76 233:0.76 235:0.60 238:0.90 241:0.56 242:0.60 243:0.58 245:0.90 247:0.60 248:0.96 253:0.98 255:0.79 256:0.93 259:0.21 260:0.92 261:0.78 265:0.52 266:0.89 267:0.79 268:0.94 271:0.88 276:0.89 279:0.86 282:0.88 283:0.82 285:0.62 290:0.80 297:0.36 299:0.97 300:0.94\n3 6:0.96 7:0.81 8:0.95 9:0.80 12:0.37 17:0.84 20:0.94 21:0.78 27:0.06 28:0.85 30:0.37 32:0.75 34:0.68 36:0.81 37:0.91 39:0.74 41:0.94 43:0.40 55:0.71 66:0.35 69:0.42 70:0.94 74:0.81 78:0.90 83:0.74 91:0.97 96:0.89 98:0.18 100:0.93 108:0.97 111:0.90 120:0.88 121:0.90 122:0.67 123:0.96 124:0.89 127:0.93 129:0.96 133:0.90 135:0.87 140:0.99 145:0.72 146:0.25 147:0.31 149:0.39 151:0.69 152:0.88 153:0.48 154:0.31 155:0.67 159:0.92 161:0.54 162:0.48 164:0.93 167:0.88 169:0.91 172:0.45 173:0.13 175:0.75 177:0.05 178:0.53 179:0.71 181:0.82 186:0.90 189:0.97 190:0.77 191:0.98 192:0.59 195:0.98 202:0.96 204:0.89 208:0.64 212:0.50 216:0.71 220:0.97 222:0.48 230:0.87 233:0.76 235:0.84 238:0.91 241:0.95 242:0.82 243:0.19 244:0.61 245:0.56 247:0.12 248:0.74 253:0.90 255:0.79 256:0.93 257:0.65 259:0.21 260:0.88 261:0.93 265:0.20 266:0.80 267:0.76 268:0.92 271:0.88 276:0.46 277:0.69 283:0.71 285:0.62 300:0.84\n3 6:0.96 8:0.95 9:0.80 12:0.37 17:0.43 20:0.98 21:0.64 27:0.13 28:0.85 30:0.84 34:0.26 36:0.60 37:0.70 39:0.74 41:1.00 43:0.39 55:0.45 66:0.82 69:0.45 70:0.37 74:0.98 76:1.00 77:0.96 78:0.93 81:0.36 83:0.84 87:0.98 91:0.98 96:1.00 98:0.58 100:0.98 108:0.83 111:0.96 114:0.63 120:0.91 122:0.67 123:0.82 124:0.39 126:0.32 127:0.90 129:0.81 133:0.67 135:0.44 138:0.99 140:0.94 145:0.86 146:0.20 147:0.25 149:0.70 150:0.32 151:0.77 152:0.90 153:0.99 154:0.30 155:0.67 158:0.85 159:0.64 161:0.54 162:0.71 164:0.93 167:0.88 169:0.97 172:0.86 173:0.39 175:0.75 176:0.56 177:0.05 179:0.40 181:0.82 186:0.93 189:0.97 191:0.98 192:0.59 195:0.80 202:0.97 208:0.64 212:0.84 216:0.73 220:0.62 222:0.48 232:0.72 235:0.80 238:0.97 241:0.96 242:0.82 243:0.11 244:0.61 245:0.71 247:0.12 248:0.96 253:1.00 255:0.79 256:1.00 257:0.65 259:0.21 260:0.92 261:0.97 265:0.59 266:0.63 267:0.65 268:0.98 271:0.88 276:0.70 277:0.69 282:0.84 285:0.62 290:0.63 300:0.70\n2 1:0.74 6:0.96 7:0.81 8:0.90 9:0.80 11:0.57 12:0.37 17:0.96 20:0.91 21:0.30 27:0.09 28:0.85 30:0.44 32:0.80 34:0.61 36:0.80 37:0.86 39:0.74 41:0.96 43:0.60 55:0.45 60:0.87 66:0.30 69:0.37 70:0.52 74:0.99 76:0.94 77:0.70 78:0.86 81:0.69 83:0.81 85:0.72 91:0.77 96:0.93 98:0.60 100:0.91 101:0.71 104:0.58 108:0.85 111:0.87 114:0.86 120:0.82 121:0.99 122:0.67 123:0.67 124:0.65 126:0.54 127:0.63 129:0.59 133:0.64 135:0.75 138:0.97 140:0.80 145:0.77 146:0.27 147:0.33 149:0.84 150:0.81 151:0.77 152:0.98 153:0.48 154:0.49 155:0.67 158:0.92 159:0.67 161:0.54 162:0.81 164:0.90 165:0.84 167:0.56 169:0.91 172:0.90 173:0.27 176:0.73 177:0.38 179:0.18 181:0.82 186:0.86 187:0.39 189:0.96 190:0.77 191:0.91 192:0.59 195:0.84 201:0.74 202:0.85 204:0.89 208:0.64 212:0.93 215:0.72 216:0.67 220:0.62 222:0.48 230:0.87 232:0.90 233:0.76 235:0.42 238:0.92 241:0.39 242:0.58 243:0.07 245:0.97 247:0.67 248:0.89 253:0.96 255:0.79 256:0.89 259:0.21 260:0.83 261:0.95 265:0.45 266:0.54 267:0.44 268:0.90 271:0.88 276:0.91 277:0.69 279:0.86 282:0.88 283:0.82 285:0.62 290:0.86 297:0.36 299:0.88 300:0.84\n1 1:0.74 7:0.78 8:0.98 9:0.80 12:0.37 17:0.34 21:0.54 27:0.04 28:0.85 30:0.93 34:0.55 36:0.38 37:0.94 39:0.74 41:1.00 43:0.38 55:0.45 66:0.79 69:0.49 70:0.27 74:0.99 76:0.85 78:0.92 81:0.54 83:0.82 91:0.99 96:0.98 98:0.69 108:0.78 111:0.92 114:0.77 120:0.94 122:0.67 123:0.77 124:0.41 126:0.54 127:0.84 129:0.81 133:0.67 135:0.32 138:1.00 140:0.93 145:0.70 146:0.05 147:0.05 149:0.80 150:0.64 151:0.77 153:0.80 154:0.29 155:0.67 159:0.60 161:0.54 162:0.47 164:0.96 167:0.89 169:0.90 172:0.91 173:0.44 175:0.75 176:0.73 177:0.05 178:0.52 179:0.29 181:0.82 190:0.77 191:0.99 192:0.59 201:0.74 202:0.99 208:0.64 212:0.89 215:0.58 216:0.87 220:0.96 222:0.48 230:0.81 233:0.69 235:0.68 241:1.00 242:0.82 243:0.06 244:0.61 245:0.83 247:0.12 248:0.95 253:0.99 255:0.79 256:1.00 257:0.65 259:0.21 260:0.94 265:0.70 266:0.63 267:0.59 268:0.97 271:0.88 276:0.82 277:0.69 285:0.62 290:0.77 297:0.36 300:0.70\n2 1:0.74 6:0.95 7:0.81 8:0.88 9:0.80 11:0.57 12:0.37 17:0.59 20:0.91 21:0.30 27:0.39 28:0.85 30:0.14 32:0.80 34:0.49 36:0.78 37:0.71 39:0.74 41:0.99 43:0.80 60:0.87 66:0.11 69:0.73 70:0.95 74:0.92 77:0.89 78:0.81 81:0.69 83:0.89 85:0.94 91:0.93 96:0.97 98:0.42 100:0.82 101:0.79 108:0.90 111:0.80 114:0.86 120:0.94 121:0.90 122:0.57 123:0.92 124:0.80 126:0.54 127:0.91 129:0.89 133:0.83 135:0.44 138:0.97 140:0.90 145:0.69 146:0.28 147:0.37 149:0.81 150:0.81 151:0.99 152:0.85 153:0.94 154:0.74 155:0.67 158:0.87 159:0.84 161:0.54 162:0.52 164:0.95 165:0.84 167:0.86 169:0.80 172:0.73 173:0.53 176:0.73 177:0.05 178:0.50 179:0.43 181:0.82 186:0.81 189:0.96 191:0.84 192:0.59 195:0.93 201:0.74 202:0.96 204:0.89 208:0.64 212:0.51 215:0.72 216:0.49 220:0.87 222:0.48 230:0.84 233:0.69 235:0.42 238:0.86 241:0.84 242:0.29 243:0.11 245:0.79 247:0.67 248:0.97 253:0.98 255:0.79 256:0.95 257:0.65 259:0.21 260:0.94 261:0.84 265:0.42 266:0.80 267:0.44 268:0.95 271:0.88 276:0.70 279:0.86 282:0.83 283:0.71 285:0.62 290:0.86 297:0.36 299:0.97 300:0.84\n1 1:0.74 7:0.81 9:0.80 11:0.57 12:0.37 17:0.96 21:0.40 27:0.09 28:0.85 30:0.43 32:0.80 34:0.61 36:0.74 37:0.86 39:0.74 41:0.88 43:0.60 55:0.45 60:0.87 66:0.31 69:0.40 70:0.59 74:0.99 76:0.94 77:0.70 81:0.72 83:0.83 85:0.85 91:0.56 96:0.90 98:0.60 101:0.75 104:0.58 106:0.81 108:0.85 114:0.82 117:0.86 120:0.79 121:0.99 122:0.67 123:0.67 124:0.65 126:0.54 127:0.65 129:0.59 133:0.64 135:0.88 140:0.80 145:0.74 146:0.27 147:0.33 149:0.87 150:0.82 151:0.94 153:0.84 154:0.49 155:0.67 158:0.92 159:0.69 161:0.54 162:0.84 164:0.75 165:0.81 167:0.55 172:0.91 173:0.28 176:0.73 177:0.38 179:0.17 181:0.82 187:0.39 192:0.59 195:0.85 201:0.74 202:0.67 204:0.89 206:0.81 208:0.64 212:0.92 215:0.67 216:0.67 222:0.48 230:0.87 232:0.93 233:0.76 235:0.68 241:0.35 242:0.58 243:0.07 245:0.97 247:0.67 248:0.84 253:0.94 255:0.79 256:0.68 259:0.21 260:0.80 265:0.54 266:0.71 267:0.23 268:0.73 271:0.88 276:0.92 277:0.69 279:0.86 282:0.88 283:0.82 285:0.62 290:0.82 297:0.36 299:0.88 300:0.94\n2 1:0.74 8:0.97 9:0.80 11:0.57 12:0.37 17:0.84 20:0.74 21:0.30 27:0.67 28:0.85 30:0.62 32:0.80 34:0.52 36:0.66 37:0.63 39:0.74 41:1.00 43:0.96 55:0.45 66:0.67 69:0.19 70:0.62 74:0.95 76:0.94 77:0.98 78:0.90 81:0.78 83:0.86 85:0.80 91:0.88 96:0.97 98:0.51 100:0.73 101:0.78 108:0.15 111:0.87 114:0.86 120:0.92 122:0.67 123:0.15 124:0.45 126:0.54 127:0.90 129:0.59 133:0.47 135:0.47 140:0.45 145:0.47 146:0.42 147:0.49 149:0.79 150:0.85 151:0.99 152:0.74 153:0.97 154:0.96 155:0.67 159:0.37 161:0.54 162:0.66 164:0.90 165:0.83 167:0.84 169:0.72 172:0.57 173:0.36 176:0.73 177:0.38 179:0.75 181:0.82 186:0.96 191:0.73 192:0.59 195:0.60 201:0.74 202:0.89 208:0.64 212:0.71 215:0.72 216:0.39 222:0.48 232:0.72 235:0.68 241:0.80 242:0.74 243:0.72 245:0.66 247:0.39 248:0.96 253:0.98 255:0.79 256:1.00 259:0.21 260:0.92 261:0.75 265:0.53 266:0.54 267:0.95 268:0.91 271:0.88 276:0.42 282:0.88 285:0.62 290:0.86 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.97 7:0.81 8:0.97 9:0.80 12:0.37 17:0.93 20:0.76 21:0.30 27:0.02 28:0.85 30:0.95 32:0.80 34:0.26 36:0.62 37:0.98 39:0.74 41:1.00 43:0.32 55:0.45 66:0.72 69:0.65 70:0.15 74:0.90 76:0.94 77:0.89 78:0.92 81:0.74 83:0.81 91:0.73 96:0.96 98:0.21 100:0.90 108:0.95 111:0.91 114:0.68 117:0.86 120:0.86 121:0.90 122:0.67 123:0.95 124:0.47 126:0.54 127:0.89 129:0.89 133:0.78 135:0.69 138:0.95 140:0.45 145:0.80 146:0.19 147:0.24 149:0.45 150:0.83 151:0.87 152:0.75 153:0.77 154:0.23 155:0.67 158:0.85 159:0.87 161:0.54 162:0.82 164:0.87 165:0.81 167:0.69 169:0.88 172:0.80 173:0.38 175:0.75 176:0.56 177:0.05 179:0.46 181:0.82 186:0.92 187:0.21 189:0.97 191:0.85 192:0.59 195:0.96 201:0.74 202:0.85 204:0.89 208:0.64 212:0.88 215:0.67 216:0.81 220:0.87 222:0.48 230:0.87 232:0.84 233:0.76 235:0.60 238:0.89 241:0.65 242:0.82 243:0.12 244:0.61 245:0.70 247:0.12 248:0.93 253:0.97 255:0.79 256:1.00 257:0.65 259:0.21 260:0.87 261:0.80 265:0.23 266:0.54 267:0.92 268:0.89 271:0.88 276:0.63 277:0.69 282:0.88 285:0.62 286:0.99 290:0.68 297:0.36 299:0.88 300:0.43\n1 1:0.68 7:0.65 10:0.92 11:0.88 12:0.51 17:0.06 18:0.79 21:0.05 27:0.49 29:0.62 30:0.68 32:0.71 34:0.96 36:0.75 37:0.47 39:0.51 43:0.41 44:0.92 45:0.94 56:0.97 64:0.77 66:0.92 69:0.54 70:0.45 71:0.79 74:0.59 77:0.70 80:0.98 81:0.81 82:0.99 83:0.69 86:0.82 88:0.98 91:0.40 98:0.90 99:0.99 101:0.70 102:0.97 108:0.42 114:0.95 122:0.91 123:0.40 126:0.54 127:0.46 129:0.05 131:0.61 135:0.96 139:0.83 144:0.92 145:0.58 146:0.82 147:0.85 149:0.50 150:0.64 154:0.57 155:0.57 157:0.91 159:0.38 165:0.88 166:0.94 170:0.90 172:0.79 173:0.61 174:0.88 176:0.70 177:0.99 178:0.55 179:0.44 182:0.93 187:0.87 192:0.87 193:0.95 195:0.64 197:0.90 201:0.68 204:0.84 208:0.64 212:0.86 215:0.91 216:0.56 222:0.48 227:0.61 229:0.61 230:0.67 231:0.90 233:0.66 235:0.68 236:0.95 239:0.93 241:0.05 242:0.17 243:0.93 244:0.61 246:0.92 247:0.79 253:0.67 254:0.80 259:0.21 264:0.98 265:0.90 266:0.38 267:0.79 271:0.89 275:0.95 276:0.67 281:0.86 282:0.80 287:0.61 290:0.95 294:0.98 297:0.36 300:0.43\n1 1:0.61 8:0.59 9:0.76 10:0.89 11:0.88 12:0.51 17:0.32 18:0.83 20:0.91 21:0.54 23:0.98 27:0.68 29:0.62 30:0.53 31:0.96 34:0.30 36:0.94 37:0.27 39:0.51 43:0.23 45:0.95 56:0.97 62:0.97 64:0.77 66:0.36 69:0.47 70:0.84 71:0.79 74:0.49 75:0.97 78:0.99 79:0.95 81:0.69 83:0.69 86:0.74 91:0.40 96:0.86 97:0.98 98:0.61 99:0.99 100:0.73 101:0.97 108:0.36 111:0.95 114:0.74 122:0.91 123:0.34 124:0.79 126:0.54 127:0.45 128:0.98 129:0.05 131:0.97 133:0.80 135:0.99 137:0.96 139:0.75 140:0.87 143:0.99 144:0.92 145:0.83 146:0.89 147:0.91 149:0.31 150:0.48 151:0.85 152:0.85 153:0.48 154:0.61 155:0.65 157:0.91 158:0.77 159:0.76 162:0.55 165:0.88 166:0.94 168:0.98 169:0.72 170:0.90 172:0.75 173:0.26 174:0.86 176:0.63 177:0.99 178:0.48 179:0.29 182:0.94 186:0.98 187:0.87 190:0.89 191:0.70 192:0.99 196:0.93 197:0.88 201:0.63 202:0.69 205:0.98 208:0.64 212:0.55 216:0.42 219:0.91 220:0.62 222:0.48 226:0.98 227:0.95 229:0.97 231:0.91 235:0.95 236:0.94 239:0.90 241:0.21 242:0.18 243:0.51 244:0.61 245:0.84 246:0.92 247:0.93 248:0.83 253:0.82 254:0.90 255:0.94 256:0.64 259:0.21 261:0.90 264:0.98 265:0.62 266:0.80 267:0.69 268:0.65 271:0.89 275:0.95 276:0.79 279:0.79 284:0.94 285:0.61 287:0.94 290:0.74 292:0.95 294:0.97 295:0.99 300:0.84\n0 1:0.62 6:0.84 7:0.64 8:0.58 9:0.74 10:0.83 11:0.86 12:0.51 17:0.59 18:0.65 20:0.89 21:0.54 23:0.95 27:0.21 29:0.62 30:0.89 31:0.92 34:0.93 36:0.89 37:0.78 39:0.51 43:0.06 44:0.86 45:0.77 56:0.97 62:0.96 64:0.77 66:0.75 69:0.29 70:0.20 71:0.79 74:0.38 75:0.95 77:0.70 78:1.00 79:0.91 81:0.71 82:0.98 83:0.69 86:0.63 88:0.98 91:0.63 96:0.77 97:0.97 98:0.78 99:0.99 100:0.92 101:0.64 102:0.94 108:0.22 111:0.98 114:0.72 122:0.67 123:0.22 126:0.54 127:0.27 128:0.97 129:0.05 131:0.96 135:0.86 137:0.92 139:0.68 140:0.45 143:0.99 144:0.92 145:0.56 146:0.46 147:0.52 149:0.05 150:0.52 151:0.75 152:0.84 153:0.48 154:0.17 155:0.65 157:0.81 158:0.73 159:0.17 162:0.86 165:0.79 166:0.94 168:0.97 169:0.90 170:0.90 172:0.32 173:0.60 174:0.79 176:0.62 177:0.99 179:0.87 182:0.94 186:1.00 187:0.39 189:0.86 190:0.98 192:0.99 195:0.55 196:0.89 197:0.84 201:0.64 202:0.36 205:0.95 208:0.64 212:0.61 215:0.58 216:0.50 219:0.88 220:0.62 222:0.48 226:0.96 227:0.95 229:0.97 230:0.64 231:0.91 232:0.90 233:0.76 235:0.88 236:0.92 238:0.81 239:0.86 241:0.18 242:0.33 243:0.77 244:0.97 246:0.92 247:0.39 248:0.69 253:0.68 254:0.74 255:0.78 256:0.45 259:0.21 261:0.92 264:0.98 265:0.79 266:0.23 267:0.73 268:0.46 271:0.89 275:0.91 276:0.14 279:0.79 282:0.73 284:0.88 285:0.61 287:0.94 290:0.72 292:0.88 294:0.95 295:0.98 297:0.36 300:0.18\n1 1:0.66 8:0.61 10:0.94 11:0.88 12:0.51 17:0.16 18:0.90 21:0.13 27:0.49 29:0.62 30:0.85 32:0.71 34:0.98 36:0.99 37:0.47 39:0.51 43:0.57 44:0.92 45:0.98 56:0.97 64:0.77 66:0.52 69:0.54 70:0.44 71:0.79 74:0.71 75:0.97 77:0.70 80:0.98 81:0.75 82:0.99 83:0.69 86:0.87 88:0.98 91:0.31 97:0.99 98:0.71 99:0.99 101:0.70 102:0.97 108:0.42 114:0.88 122:0.91 123:0.40 124:0.55 126:0.54 127:0.66 129:0.59 131:0.61 133:0.46 135:0.97 139:0.88 144:0.92 145:0.61 146:0.75 147:0.79 149:0.83 150:0.58 154:0.57 155:0.55 157:0.96 158:0.77 159:0.51 165:0.88 166:0.94 170:0.90 172:0.82 173:0.55 174:0.91 176:0.63 177:0.99 178:0.55 179:0.31 182:0.93 187:0.39 192:0.58 193:0.95 195:0.69 197:0.93 201:0.66 204:0.82 208:0.64 212:0.84 216:0.56 219:0.91 222:0.48 226:0.98 227:0.61 229:0.61 231:0.91 235:0.68 236:0.94 239:0.95 241:0.05 242:0.17 243:0.62 244:0.61 245:0.94 246:0.92 247:0.82 253:0.66 254:0.84 259:0.21 264:0.98 265:0.71 266:0.63 267:0.79 271:0.89 275:0.96 276:0.80 279:0.81 281:0.86 282:0.79 287:0.61 290:0.88 292:0.95 294:0.99 295:0.99 300:0.70\n0 1:0.65 10:0.93 11:0.92 12:0.51 17:0.22 18:0.96 21:0.22 22:0.93 27:0.43 29:0.62 30:0.75 33:0.97 34:0.77 36:0.43 37:0.98 39:0.51 43:0.75 44:0.88 45:0.98 47:0.93 56:0.97 64:0.77 66:0.59 69:0.56 70:0.36 71:0.79 74:0.62 77:0.70 80:0.98 81:0.74 82:0.99 83:0.69 85:0.72 86:0.86 88:0.99 91:0.29 98:0.67 99:0.99 101:1.00 102:0.96 108:0.75 114:0.85 117:0.86 122:0.91 123:0.73 124:0.52 126:0.54 127:0.54 129:0.05 131:0.61 133:0.43 135:0.42 139:0.85 144:0.92 145:0.72 146:0.69 147:0.74 149:0.81 150:0.56 154:0.67 155:0.54 157:0.90 159:0.54 165:0.88 166:0.94 170:0.90 172:0.90 173:0.53 174:0.89 176:0.63 177:0.99 178:0.55 179:0.20 182:0.93 187:0.95 192:0.57 193:0.95 195:0.76 197:0.91 201:0.66 204:0.82 208:0.64 212:0.88 216:0.64 222:0.48 227:0.61 229:0.61 231:0.90 232:0.94 235:0.74 236:0.94 239:0.93 241:0.05 242:0.45 243:0.40 245:0.97 246:0.92 247:0.86 253:0.62 259:0.21 262:0.93 264:0.98 265:0.68 266:0.71 267:0.88 271:0.89 275:0.94 276:0.88 277:0.87 281:0.86 282:0.75 287:0.61 290:0.85 291:0.97 294:0.98 300:0.70\n1 1:0.68 6:0.84 7:0.65 8:0.63 10:0.92 11:0.88 12:0.51 17:0.04 18:0.79 20:0.93 21:0.05 27:0.49 29:0.62 30:0.68 32:0.71 34:0.97 36:0.75 37:0.47 39:0.51 43:0.41 44:0.92 45:0.94 56:0.97 64:0.77 66:0.92 69:0.54 70:0.45 71:0.79 74:0.63 75:0.97 77:0.70 78:1.00 80:0.98 81:0.81 82:0.99 83:0.69 86:0.82 88:0.98 91:0.37 97:0.98 98:0.90 99:0.99 100:0.98 101:0.70 102:0.97 108:0.42 111:0.99 114:0.95 122:0.91 123:0.40 126:0.54 127:0.46 129:0.05 131:0.61 135:0.97 139:0.85 144:0.92 145:0.58 146:0.82 147:0.85 149:0.50 150:0.64 152:0.97 154:0.57 155:0.57 157:0.91 158:0.77 159:0.38 165:0.88 166:0.94 169:0.94 170:0.90 172:0.79 173:0.61 174:0.88 176:0.70 177:0.99 178:0.55 179:0.44 182:0.93 186:1.00 187:0.68 189:0.86 192:0.87 193:0.95 195:0.64 197:0.90 201:0.68 204:0.84 208:0.64 212:0.86 215:0.91 216:0.56 219:0.91 222:0.48 226:0.98 227:0.61 229:0.61 230:0.67 231:0.90 233:0.66 235:0.68 236:0.95 238:0.85 239:0.94 241:0.05 242:0.17 243:0.93 244:0.61 246:0.92 247:0.79 253:0.68 254:0.80 259:0.21 261:0.96 264:0.98 265:0.90 266:0.38 267:0.76 271:0.89 275:0.95 276:0.67 279:0.79 281:0.86 282:0.80 283:0.82 287:0.61 290:0.95 292:0.95 294:0.98 295:0.99 297:0.36 300:0.43\n0 1:0.66 6:0.84 8:0.63 9:0.76 10:0.92 11:0.88 12:0.51 17:0.03 18:0.87 20:0.94 21:0.13 23:0.98 27:0.49 29:0.62 30:0.73 31:0.96 34:0.74 36:1.00 37:0.47 39:0.51 43:0.57 44:0.88 45:0.97 56:0.97 62:0.98 64:0.77 66:0.46 69:0.54 70:0.52 71:0.79 74:0.60 75:0.97 77:0.89 78:0.97 79:0.95 80:0.98 81:0.75 82:0.99 83:0.69 86:0.80 88:0.99 91:0.42 96:0.86 97:0.99 98:0.67 99:0.99 100:0.73 101:0.96 102:0.96 108:0.42 111:0.94 114:0.88 122:0.98 123:0.40 124:0.69 126:0.54 127:0.85 128:0.98 129:0.05 131:0.97 133:0.67 135:1.00 137:0.96 139:0.83 140:0.92 143:0.99 144:0.92 145:0.70 146:0.86 147:0.88 149:0.70 150:0.58 151:0.85 152:0.97 153:0.48 154:0.57 155:0.65 157:0.95 158:0.77 159:0.73 162:0.53 165:0.88 166:0.94 168:0.98 169:0.94 170:0.90 172:0.79 173:0.41 174:0.91 176:0.63 177:0.99 178:0.48 179:0.33 182:0.94 186:0.97 187:0.39 190:0.89 192:0.99 193:0.95 195:0.84 196:0.95 197:0.91 201:0.66 202:0.70 204:0.84 205:0.98 208:0.64 212:0.61 216:0.56 219:0.91 220:0.62 222:0.48 226:0.98 227:0.95 229:0.97 231:0.91 235:0.68 236:0.94 239:0.94 241:0.37 242:0.16 243:0.58 244:0.61 245:0.91 246:0.92 247:0.88 248:0.79 253:0.84 254:0.84 255:0.94 256:0.64 259:0.21 261:0.96 264:0.98 265:0.68 266:0.84 267:0.59 268:0.65 271:0.89 275:0.96 276:0.81 279:0.81 281:0.86 282:0.75 284:0.94 285:0.61 287:0.94 290:0.88 292:0.95 294:0.98 295:0.99 300:0.70\n0 1:0.67 7:0.64 8:0.58 9:0.73 10:0.89 11:0.88 12:0.51 17:0.34 18:0.79 21:0.05 22:0.93 23:0.96 27:0.58 29:0.62 30:0.87 31:0.92 32:0.71 33:0.97 34:0.86 36:0.96 37:0.36 39:0.51 43:0.57 44:0.92 45:0.93 47:0.93 56:0.97 62:0.97 64:0.77 66:0.83 69:0.79 70:0.36 71:0.79 74:0.56 75:0.97 77:0.70 79:0.92 80:0.98 81:0.76 82:0.99 83:0.69 86:0.73 88:0.98 91:0.44 96:0.78 97:0.99 98:0.62 99:0.99 101:0.70 102:0.97 108:0.63 114:0.92 117:0.86 122:0.91 123:0.60 124:0.37 126:0.54 127:0.30 128:0.97 129:0.05 131:0.61 133:0.36 135:0.75 137:0.92 139:0.81 140:0.45 144:0.92 145:0.76 146:0.59 147:0.05 149:0.65 150:0.60 151:0.77 153:0.69 154:0.46 155:0.58 157:0.87 158:0.77 159:0.31 162:0.86 165:0.88 166:0.94 168:0.97 170:0.90 172:0.71 173:0.88 174:0.89 175:0.75 176:0.63 177:0.05 179:0.45 182:0.93 187:0.39 190:0.99 192:0.87 193:0.95 195:0.66 196:0.93 197:0.91 201:0.67 202:0.46 204:0.81 205:0.95 208:0.64 212:0.84 216:0.63 219:0.91 220:0.62 222:0.48 226:0.98 227:0.61 229:0.61 230:0.64 231:0.91 232:0.83 233:0.76 235:0.60 236:0.94 239:0.93 241:0.32 242:0.33 243:0.10 244:0.83 245:0.57 246:0.92 247:0.76 248:0.71 253:0.77 255:0.72 256:0.45 257:0.99 259:0.21 262:0.93 264:0.98 265:0.63 266:0.47 267:0.44 268:0.55 271:0.89 275:0.93 276:0.55 277:0.69 279:0.81 281:0.86 282:0.80 284:0.90 285:0.50 287:0.61 290:0.92 291:0.97 292:0.95 294:0.98 295:0.99 300:0.43\n0 1:0.65 7:0.64 8:0.58 10:0.92 11:0.88 12:0.51 17:0.22 18:0.95 21:0.22 22:0.93 27:0.43 29:0.62 30:0.75 32:0.63 33:0.97 34:0.37 36:0.84 37:0.98 39:0.51 43:0.48 44:0.88 45:0.98 47:0.93 56:0.97 64:0.77 66:0.59 69:0.56 70:0.36 71:0.79 74:0.63 75:0.97 77:0.70 80:0.98 81:0.74 82:0.99 83:0.69 86:0.84 88:0.98 91:0.27 97:0.99 98:0.52 99:0.99 101:0.70 102:0.96 108:0.83 114:0.85 117:0.86 122:0.91 123:0.82 124:0.64 126:0.54 127:0.52 129:0.05 131:0.61 133:0.66 135:0.98 139:0.85 144:0.92 145:0.74 146:0.35 147:0.42 149:0.55 150:0.56 154:0.61 155:0.54 157:0.90 158:0.77 159:0.63 165:0.88 166:0.94 170:0.90 172:0.89 173:0.46 174:0.86 176:0.63 177:0.99 178:0.55 179:0.21 182:0.93 187:0.87 192:0.56 193:0.95 195:0.83 197:0.89 201:0.66 204:0.81 208:0.64 212:0.90 216:0.64 219:0.91 222:0.48 226:0.98 227:0.61 229:0.61 230:0.64 231:0.90 232:0.94 233:0.76 235:0.74 236:0.94 239:0.94 241:0.07 242:0.50 243:0.28 244:0.61 245:0.94 246:0.92 247:0.84 253:0.63 254:0.80 259:0.21 262:0.93 264:0.98 265:0.53 266:0.63 267:0.76 271:0.89 275:0.94 276:0.86 277:0.95 279:0.81 281:0.86 282:0.75 287:0.61 290:0.85 291:0.97 292:0.95 294:0.98 295:0.99 300:0.70\n0 1:0.64 7:0.64 10:0.89 11:0.86 12:0.51 17:0.77 18:0.81 21:0.47 27:0.25 29:0.62 30:0.87 32:0.65 34:0.88 36:0.41 37:0.83 39:0.51 43:0.05 44:0.88 45:0.93 56:0.97 64:0.77 66:0.92 69:0.64 70:0.32 71:0.79 74:0.47 77:0.70 80:0.98 81:0.73 82:0.98 83:0.69 86:0.73 88:0.98 91:0.20 98:0.85 99:0.99 101:0.64 102:0.95 104:0.76 108:0.49 114:0.74 122:0.67 123:0.46 126:0.54 127:0.36 129:0.05 131:0.61 135:0.56 139:0.74 144:0.92 145:0.52 146:0.75 147:0.79 149:0.05 150:0.54 154:0.17 155:0.57 157:0.95 159:0.31 165:0.79 166:0.94 170:0.90 172:0.79 173:0.74 174:0.89 176:0.62 177:0.99 178:0.55 179:0.41 182:0.93 187:0.68 192:0.87 193:0.95 195:0.61 197:0.92 201:0.66 204:0.84 208:0.64 212:0.69 215:0.63 216:0.40 222:0.48 227:0.61 229:0.61 230:0.64 231:0.90 232:0.86 233:0.66 235:0.84 236:0.92 239:0.90 241:0.21 242:0.24 243:0.92 244:0.93 246:0.92 247:0.60 253:0.55 254:0.93 259:0.21 264:0.98 265:0.85 266:0.38 267:0.52 271:0.89 275:0.96 276:0.66 281:0.86 282:0.74 287:0.61 290:0.74 294:0.97 297:0.36 300:0.43\n0 1:0.67 7:0.64 8:0.79 9:0.75 10:0.90 11:0.88 12:0.51 17:0.85 18:0.82 21:0.30 22:0.93 23:0.97 27:0.67 29:0.62 30:0.33 31:0.93 33:0.97 34:0.40 36:0.89 39:0.51 43:0.62 45:0.96 47:0.93 56:0.97 62:0.97 64:0.77 66:0.07 69:0.27 70:0.97 71:0.79 74:0.52 75:0.97 79:0.92 80:0.99 81:0.75 82:0.98 83:0.69 86:0.76 88:0.99 91:0.12 96:0.79 97:1.00 98:0.28 99:1.00 101:0.97 102:0.94 108:0.99 114:0.82 117:0.86 122:0.90 123:0.98 124:0.97 126:0.54 127:1.00 128:0.97 129:0.59 131:0.96 133:0.97 135:0.34 137:0.93 139:0.77 140:0.45 143:0.99 144:0.92 145:0.58 146:0.67 147:0.72 149:0.55 150:0.58 151:0.80 153:0.72 154:0.52 155:0.65 157:0.90 158:0.76 159:0.97 162:0.76 165:0.88 166:0.94 168:0.97 170:0.90 172:0.70 173:0.06 174:0.89 176:0.63 177:0.99 179:0.25 182:0.94 187:0.21 190:0.89 192:0.99 193:0.96 195:1.00 196:0.92 197:0.88 201:0.67 202:0.58 204:0.81 205:0.95 208:0.64 212:0.55 216:0.03 219:0.91 220:0.62 222:0.48 226:0.98 227:0.95 229:0.97 230:0.64 231:0.91 232:0.70 233:0.76 235:0.88 236:0.94 239:0.92 241:0.30 242:0.14 243:0.32 244:0.83 245:0.82 246:0.92 247:0.98 248:0.73 253:0.77 255:0.78 256:0.58 259:0.21 262:0.93 264:0.98 265:0.15 266:0.98 267:0.23 268:0.62 271:0.89 275:0.97 276:0.88 277:0.99 279:0.81 281:0.91 284:0.93 285:0.61 287:0.94 290:0.82 291:0.97 292:0.88 294:0.98 295:0.99 300:0.98\n0 1:0.66 8:0.64 9:0.74 10:0.92 11:0.88 12:0.51 17:0.22 18:0.81 21:0.13 23:0.95 27:0.35 29:0.62 30:0.75 31:0.92 34:0.26 36:0.84 37:0.43 39:0.51 43:0.28 44:0.88 45:0.99 56:0.97 62:0.97 64:0.77 66:0.23 69:0.89 70:0.56 71:0.79 74:0.58 75:0.97 77:0.70 79:0.91 80:0.98 81:0.75 82:0.99 83:0.69 86:0.79 88:0.99 91:0.44 96:0.77 97:0.99 98:0.34 99:0.99 101:0.97 102:0.96 108:0.78 114:0.88 122:0.91 123:0.76 124:0.90 126:0.54 127:0.62 128:0.97 129:0.59 131:0.96 133:0.88 135:1.00 137:0.92 139:0.82 140:0.80 143:0.99 144:0.92 145:0.83 146:0.69 147:0.05 149:0.73 150:0.58 151:0.75 153:0.48 154:0.22 155:0.65 157:0.96 158:0.77 159:0.83 162:0.49 165:0.88 166:0.94 168:0.97 170:0.90 172:0.78 173:0.77 174:0.95 176:0.63 177:0.05 178:0.42 179:0.21 182:0.94 187:0.68 190:0.98 191:0.73 192:0.99 193:0.95 195:0.94 196:0.93 197:0.92 201:0.66 202:0.64 204:0.82 205:0.95 208:0.64 212:0.68 216:0.70 219:0.91 220:0.62 222:0.48 226:0.98 227:0.95 229:0.97 231:0.91 235:0.68 236:0.94 239:0.94 241:0.41 242:0.21 243:0.06 244:0.61 245:0.91 246:0.92 247:0.90 248:0.69 253:0.76 254:0.96 255:0.78 256:0.45 257:0.99 259:0.21 264:0.98 265:0.36 266:0.80 267:0.59 268:0.46 271:0.89 275:0.97 276:0.88 279:0.81 281:0.86 282:0.75 284:0.88 285:0.61 287:0.94 290:0.88 292:0.95 294:0.98 295:0.99 300:0.84\n0 1:0.56 10:0.82 11:0.91 12:0.51 17:0.34 18:0.78 21:0.64 27:0.45 29:0.62 30:0.66 32:0.62 34:0.71 36:0.24 37:0.50 39:0.51 43:0.22 45:0.89 64:0.77 66:0.30 69:0.69 70:0.61 71:0.79 74:0.32 81:0.36 83:0.54 86:0.64 91:0.12 98:0.49 99:0.83 101:0.87 108:0.86 114:0.63 122:0.67 123:0.51 124:0.59 126:0.26 127:0.40 129:0.05 131:0.61 133:0.39 135:0.74 139:0.63 144:0.92 145:0.49 146:0.67 147:0.72 149:0.25 150:0.34 154:0.14 155:0.46 157:0.79 159:0.58 165:0.63 166:0.61 170:0.90 172:0.48 173:0.63 174:0.79 176:0.59 177:0.99 178:0.55 179:0.60 182:0.73 187:0.68 192:0.44 195:0.81 197:0.82 201:0.54 208:0.49 212:0.57 216:0.77 222:0.48 227:0.61 229:0.61 231:0.65 235:0.80 239:0.82 241:0.18 242:0.33 243:0.48 244:0.97 245:0.75 246:0.61 247:0.74 253:0.48 259:0.21 264:0.98 265:0.17 266:0.63 267:0.52 271:0.89 275:0.91 276:0.40 287:0.61 290:0.63 294:0.93 300:0.55\n0 1:0.66 10:0.88 11:0.88 12:0.51 17:0.55 18:0.71 21:0.13 27:0.54 29:0.62 30:0.60 34:0.97 36:0.76 37:0.41 39:0.51 43:0.09 45:0.85 56:0.97 64:0.77 66:0.69 69:0.51 70:0.67 71:0.79 74:0.46 75:0.97 81:0.75 83:0.69 86:0.72 91:0.31 97:0.98 98:0.69 99:0.99 101:0.87 108:0.39 114:0.88 122:0.41 123:0.38 124:0.42 126:0.54 127:0.43 129:0.05 131:0.61 133:0.36 135:0.96 139:0.73 144:0.92 145:0.59 146:0.61 147:0.66 149:0.11 150:0.58 154:0.60 155:0.51 157:0.87 158:0.77 159:0.34 165:0.88 166:0.94 170:0.90 172:0.54 173:0.61 174:0.79 176:0.63 177:0.99 178:0.55 179:0.70 182:0.93 187:0.87 192:0.55 197:0.84 201:0.66 208:0.64 212:0.42 216:0.55 219:0.91 222:0.48 226:0.98 227:0.61 229:0.61 231:0.90 235:0.68 236:0.94 239:0.89 241:0.32 242:0.12 243:0.73 244:0.61 245:0.59 246:0.92 247:0.82 253:0.62 254:0.90 259:0.21 264:0.98 265:0.69 266:0.38 267:0.88 271:0.89 275:0.93 276:0.45 279:0.79 287:0.61 290:0.88 292:0.95 294:0.97 295:0.99 300:0.55\n0 1:0.61 7:0.64 8:0.89 9:0.73 10:0.92 11:0.88 12:0.51 17:0.73 18:0.78 21:0.59 23:0.95 27:0.40 29:0.62 30:0.56 31:0.91 34:0.98 36:0.88 37:0.88 39:0.51 43:0.05 44:0.88 45:0.92 56:0.97 62:0.97 64:0.77 66:0.91 69:0.64 70:0.62 71:0.79 74:0.58 75:0.97 77:0.70 79:0.91 80:0.98 81:0.65 82:0.99 83:0.69 86:0.79 88:0.98 91:0.48 96:0.77 97:0.99 98:0.83 99:0.99 101:0.64 102:0.96 108:0.49 114:0.71 122:0.91 123:0.47 126:0.54 127:0.33 128:0.97 129:0.05 131:0.61 135:0.84 137:0.91 139:0.82 140:0.90 144:0.92 145:0.77 146:0.80 147:0.83 149:0.05 150:0.46 151:0.75 153:0.48 154:0.50 155:0.57 157:0.93 158:0.76 159:0.36 162:0.51 165:0.79 166:0.94 168:0.97 170:0.90 172:0.74 173:0.70 174:0.88 176:0.63 177:0.99 178:0.50 179:0.46 182:0.93 187:0.39 190:0.99 191:0.87 192:0.87 193:0.95 195:0.69 196:0.93 197:0.90 201:0.62 202:0.60 204:0.81 205:0.95 208:0.64 212:0.71 216:0.41 219:0.91 220:0.62 222:0.48 226:0.96 227:0.61 229:0.61 230:0.64 231:0.90 232:0.87 233:0.76 235:0.97 236:0.94 239:0.93 241:0.37 242:0.24 243:0.91 244:0.83 246:0.92 247:0.67 248:0.69 253:0.72 254:0.74 255:0.72 256:0.45 259:0.21 264:0.98 265:0.83 266:0.47 267:0.44 268:0.46 271:0.89 275:0.95 276:0.60 279:0.81 281:0.86 282:0.75 284:0.87 285:0.50 287:0.61 290:0.71 292:0.88 294:0.98 295:0.98 300:0.55\n0 1:0.63 8:0.61 10:0.87 11:0.86 12:0.51 17:0.24 18:0.95 20:0.92 21:0.47 27:0.20 29:0.62 30:0.70 34:0.36 36:0.70 37:0.68 39:0.51 43:0.08 44:0.86 45:0.97 56:0.97 64:0.77 66:0.97 69:0.69 70:0.55 71:0.79 74:0.51 75:0.95 77:0.89 78:0.96 80:0.98 81:0.67 82:0.98 83:0.69 86:0.76 88:0.98 91:0.23 97:0.97 98:0.86 99:0.99 100:0.73 101:0.64 102:0.94 108:0.52 111:0.93 114:0.72 122:0.91 123:0.50 126:0.54 127:0.37 129:0.05 131:0.61 135:0.85 139:0.77 144:0.92 145:0.72 146:0.89 147:0.91 149:0.32 150:0.50 152:0.95 154:0.16 155:0.57 157:0.94 158:0.73 159:0.48 165:0.79 166:0.94 169:0.72 170:0.90 172:0.93 173:0.67 174:0.88 176:0.60 177:0.99 178:0.55 179:0.19 182:0.93 186:0.96 187:0.87 192:0.86 193:0.95 195:0.75 197:0.90 201:0.64 202:0.36 204:0.85 208:0.64 212:0.85 216:0.83 219:0.88 222:0.48 226:0.95 227:0.61 229:0.61 231:0.90 232:0.91 235:0.80 236:0.92 239:0.89 241:0.03 242:0.28 243:0.97 244:0.97 246:0.92 247:0.86 253:0.55 254:0.74 259:0.21 261:0.91 264:0.98 265:0.86 266:0.54 267:0.82 271:0.89 275:0.96 276:0.87 279:0.79 281:0.91 282:0.73 287:0.61 290:0.72 292:0.87 294:0.97 295:0.98 300:0.70\n1 7:0.69 10:0.94 11:0.46 12:0.20 17:0.86 21:0.40 27:0.39 29:0.53 30:0.37 32:0.67 34:0.69 36:0.18 37:0.69 39:0.32 43:0.65 45:0.66 55:0.59 66:0.74 69:0.83 70:0.59 71:0.71 74:0.51 76:0.94 77:0.89 81:0.32 83:0.56 91:0.38 98:0.83 101:0.47 108:0.68 114:0.69 122:0.83 123:0.66 124:0.42 126:0.24 127:0.78 129:0.05 131:0.61 133:0.43 135:0.63 139:0.67 144:0.57 145:0.88 146:0.89 147:0.63 149:0.42 150:0.35 154:0.55 155:0.49 157:0.61 159:0.61 166:0.82 170:0.99 172:0.84 173:0.83 174:0.92 175:0.75 176:0.59 177:0.38 178:0.55 179:0.38 182:0.61 187:0.39 192:0.46 195:0.78 197:0.92 204:0.78 208:0.50 212:0.80 216:0.22 222:0.60 227:0.61 229:0.61 230:0.71 231:0.74 232:0.72 233:0.76 235:0.42 239:0.92 241:0.24 242:0.30 243:0.23 244:0.83 245:0.86 246:0.61 247:0.76 253:0.53 257:0.84 259:0.21 265:0.83 266:0.47 267:0.52 271:0.16 276:0.78 277:0.69 281:0.91 282:0.72 287:0.61 290:0.69 300:0.55\n0 8:0.85 10:0.91 11:0.55 12:0.20 17:0.67 18:0.62 21:0.71 27:0.39 29:0.53 30:0.13 32:0.67 34:1.00 36:0.18 37:0.69 39:0.32 43:0.65 45:0.81 66:0.71 69:0.41 70:0.84 71:0.71 74:0.49 76:0.94 77:0.89 81:0.30 86:0.65 91:0.40 98:0.80 101:0.65 108:0.32 114:0.62 117:0.86 122:0.57 123:0.31 124:0.43 126:0.24 127:0.64 129:0.05 131:0.61 133:0.39 135:0.98 139:0.63 144:0.57 145:0.74 146:0.79 147:0.83 149:0.57 150:0.33 154:0.50 157:0.78 158:0.72 159:0.48 166:0.82 170:0.99 172:0.71 173:0.43 174:0.86 176:0.59 177:0.88 178:0.55 179:0.55 182:0.73 187:0.68 195:0.70 197:0.87 212:0.68 216:0.22 222:0.60 227:0.61 229:0.61 231:0.79 232:0.72 235:0.88 239:0.89 241:0.24 242:0.21 243:0.75 244:0.61 245:0.76 246:0.61 247:0.86 253:0.48 254:0.74 259:0.21 265:0.80 266:0.63 267:0.59 271:0.16 276:0.63 282:0.72 287:0.61 290:0.62 300:0.70\n0 7:0.69 8:0.77 10:0.87 11:0.46 12:0.20 17:0.79 21:0.40 27:0.39 29:0.53 30:0.87 32:0.67 34:0.63 36:0.17 37:0.69 39:0.32 43:0.65 45:0.66 55:0.71 66:0.60 69:0.35 70:0.42 71:0.71 74:0.50 76:0.94 77:0.89 81:0.32 83:0.56 91:0.38 98:0.74 101:0.47 108:0.70 114:0.69 122:0.83 123:0.68 124:0.63 126:0.24 127:0.73 129:0.81 131:0.61 133:0.67 135:0.83 139:0.67 144:0.57 145:0.88 146:0.62 147:0.67 149:0.47 150:0.35 154:0.55 155:0.49 157:0.61 159:0.63 166:0.82 170:0.99 172:0.77 173:0.29 174:0.86 175:0.91 176:0.59 177:0.38 178:0.55 179:0.42 182:0.61 187:0.21 192:0.46 195:0.80 197:0.86 204:0.78 208:0.50 212:0.76 216:0.22 222:0.60 227:0.61 229:0.61 230:0.71 231:0.74 232:0.72 233:0.76 235:0.42 239:0.86 241:0.24 242:0.70 243:0.28 244:0.83 245:0.83 246:0.61 247:0.74 253:0.53 257:0.84 259:0.21 265:0.74 266:0.71 267:0.65 271:0.16 276:0.75 277:0.87 281:0.91 282:0.72 287:0.61 290:0.69 300:0.70\n2 1:0.65 7:0.69 8:0.79 9:0.72 10:0.84 11:0.55 12:0.20 17:0.93 18:0.93 21:0.13 27:0.59 29:0.53 30:0.40 32:0.67 34:0.31 36:0.48 37:0.74 39:0.32 43:0.66 45:0.99 55:0.84 66:1.00 69:0.10 70:0.58 71:0.71 74:0.86 76:0.85 77:0.98 81:0.66 83:0.56 86:0.93 91:0.49 96:0.75 97:0.94 98:1.00 99:0.83 101:0.87 104:0.54 108:0.09 114:0.78 120:0.63 122:0.83 123:0.09 126:0.32 127:0.99 129:0.05 131:0.88 135:0.34 139:0.91 140:0.45 144:0.57 145:0.96 146:1.00 147:1.00 149:0.94 150:0.61 151:0.70 153:0.69 154:0.22 155:0.55 157:0.94 158:0.73 159:0.93 162:0.86 163:0.81 164:0.62 165:0.65 166:0.83 170:0.99 172:0.99 173:0.07 174:0.83 176:0.59 177:0.88 179:0.11 182:0.84 187:0.21 190:0.89 192:0.58 195:0.98 197:0.82 201:0.61 202:0.46 208:0.50 212:0.39 215:0.84 216:0.01 220:0.74 222:0.60 227:0.96 229:0.61 230:0.71 231:0.87 232:0.74 233:0.76 235:0.31 239:0.84 241:0.64 242:0.50 243:1.00 244:0.61 246:0.61 247:0.95 248:0.65 253:0.79 255:0.71 256:0.45 259:0.21 260:0.64 265:1.00 266:0.54 267:0.18 268:0.55 271:0.16 276:0.98 279:0.78 282:0.72 283:0.67 285:0.50 287:0.61 290:0.78 297:0.36 300:0.55\n0 1:0.64 10:0.81 11:0.55 12:0.20 17:1.00 18:0.96 27:0.72 29:0.53 30:0.21 34:0.24 36:0.28 39:0.32 43:0.62 45:0.99 55:0.45 66:0.75 69:0.61 70:0.71 71:0.71 74:0.90 81:0.65 83:0.56 86:0.96 91:0.23 97:0.89 98:0.76 99:0.83 101:0.87 104:0.87 106:0.81 108:0.46 114:0.84 117:0.86 122:0.83 123:0.45 124:0.64 126:0.32 127:0.55 129:0.05 131:0.61 132:0.97 133:0.88 135:0.60 139:0.94 144:0.57 146:0.99 147:0.99 149:0.97 150:0.61 154:0.46 155:0.49 157:0.94 158:0.73 159:0.92 165:0.65 166:0.83 170:0.99 172:0.99 173:0.22 174:0.79 176:0.59 177:0.88 178:0.55 179:0.09 182:0.84 187:0.39 192:0.48 197:0.80 201:0.60 206:0.81 208:0.50 212:0.93 215:0.96 216:0.15 222:0.60 227:0.61 229:0.61 231:0.87 232:0.95 235:0.05 239:0.81 241:0.05 242:0.32 243:0.77 244:0.61 245:0.98 246:0.61 247:0.97 253:0.71 259:0.21 265:0.76 266:0.87 267:0.18 271:0.16 276:0.99 279:0.76 283:0.82 287:0.61 290:0.84 297:0.36 300:0.94\n0 7:0.69 10:0.87 11:0.46 12:0.20 17:0.82 21:0.59 27:0.39 29:0.53 30:0.86 32:0.65 34:0.83 36:0.17 37:0.69 39:0.32 43:0.65 45:0.66 55:0.71 66:0.77 69:0.38 70:0.40 71:0.71 74:0.50 76:0.94 77:0.70 81:0.29 83:0.56 91:0.42 98:0.91 101:0.47 108:0.30 114:0.64 122:0.83 123:0.28 124:0.40 126:0.24 127:0.77 129:0.05 131:0.61 133:0.43 135:0.85 139:0.67 144:0.57 145:0.74 146:0.93 147:0.95 149:0.48 150:0.32 154:0.55 155:0.49 157:0.61 159:0.63 166:0.82 170:0.99 172:0.83 173:0.31 174:0.86 175:0.75 176:0.59 177:0.70 178:0.55 179:0.42 182:0.61 187:0.39 192:0.46 195:0.80 197:0.86 204:0.78 208:0.50 212:0.75 216:0.22 222:0.60 227:0.61 229:0.61 230:0.71 231:0.74 232:0.72 233:0.76 235:0.68 239:0.86 241:0.15 242:0.60 243:0.79 244:0.83 245:0.82 246:0.61 247:0.76 253:0.50 257:0.65 259:0.21 265:0.91 266:0.47 267:0.65 271:0.16 276:0.76 277:0.69 281:0.91 282:0.72 287:0.61 290:0.64 300:0.55\n1 10:0.90 11:0.55 12:0.20 17:0.72 18:0.62 21:0.68 27:0.39 29:0.53 30:0.11 32:0.67 33:0.97 34:1.00 36:0.18 37:0.69 39:0.32 43:0.65 45:0.77 66:0.67 69:0.41 70:0.92 71:0.71 74:0.48 75:0.97 76:0.94 77:0.70 81:0.38 86:0.66 91:0.42 98:0.77 101:0.65 108:0.32 114:0.63 117:0.86 122:0.57 123:0.31 124:0.45 126:0.32 127:0.57 129:0.05 131:0.61 133:0.39 135:0.98 139:0.64 144:0.57 145:0.79 146:0.74 147:0.78 149:0.56 150:0.39 154:0.55 157:0.78 158:0.73 159:0.44 166:0.82 170:0.99 172:0.65 173:0.46 174:0.86 176:0.59 177:0.88 178:0.55 179:0.60 182:0.73 187:0.68 192:0.44 193:0.97 195:0.68 197:0.89 201:0.56 212:0.49 216:0.22 222:0.60 226:0.95 227:0.61 229:0.61 231:0.79 232:0.72 235:0.88 236:0.94 239:0.92 241:0.32 242:0.18 243:0.72 244:0.83 245:0.73 246:0.61 247:0.86 253:0.49 259:0.21 265:0.77 266:0.54 267:0.69 271:0.16 276:0.58 282:0.72 287:0.61 290:0.63 291:0.97 300:0.70\n2 10:0.89 11:0.55 12:0.20 17:0.96 18:0.76 21:0.40 27:0.64 29:0.53 30:0.55 34:0.66 36:0.24 39:0.32 43:0.60 45:0.81 55:0.71 66:0.95 69:0.35 70:0.64 71:0.71 74:0.57 76:1.00 77:0.96 81:0.37 86:0.77 91:0.22 98:0.94 101:0.65 108:0.27 114:0.69 117:0.86 122:0.83 123:0.26 126:0.24 127:0.60 129:0.05 131:0.61 135:0.56 139:0.74 144:0.57 145:0.91 146:0.84 147:0.87 149:0.67 150:0.42 154:0.50 157:0.83 158:0.73 159:0.41 166:0.82 170:0.99 172:0.86 173:0.42 174:0.83 176:0.59 177:0.88 178:0.55 179:0.37 182:0.75 187:0.39 192:0.46 193:0.98 195:0.65 197:0.86 212:0.93 216:0.27 222:0.60 227:0.61 229:0.61 231:0.83 232:0.95 235:0.52 239:0.90 241:0.18 242:0.70 243:0.95 244:0.61 246:0.61 247:0.84 253:0.54 254:0.80 259:0.21 265:0.94 266:0.27 267:0.44 271:0.16 276:0.77 282:0.72 287:0.61 290:0.69 300:0.55\n1 8:0.88 10:0.85 11:0.55 12:0.20 17:0.85 18:0.91 21:0.74 27:0.66 29:0.53 30:0.36 34:0.21 36:0.31 37:0.30 39:0.32 43:0.75 45:0.91 66:0.95 69:0.37 70:0.83 71:0.71 74:0.60 81:0.27 86:0.88 91:0.23 98:0.90 101:0.65 102:0.95 108:0.29 122:0.75 123:0.28 126:0.24 127:0.46 129:0.05 131:0.61 135:0.58 139:0.85 144:0.57 145:0.87 146:0.84 147:0.87 149:0.83 150:0.29 154:0.67 157:0.89 159:0.41 166:0.61 170:0.99 172:0.86 173:0.42 174:0.79 177:0.88 178:0.55 179:0.34 182:0.79 187:0.68 193:0.97 195:0.65 197:0.85 212:0.88 216:0.08 222:0.60 227:0.61 229:0.61 231:0.82 235:0.88 236:0.92 239:0.89 241:0.21 242:0.23 243:0.95 244:0.61 246:0.61 247:0.82 253:0.46 259:0.21 265:0.90 266:0.27 267:0.28 271:0.16 276:0.76 287:0.61 300:0.70\n2 1:0.66 7:0.69 8:0.79 9:0.73 10:0.82 11:0.50 12:0.20 17:0.92 18:0.77 21:0.05 27:0.27 29:0.53 30:0.95 32:0.67 34:0.17 36:0.18 37:0.57 39:0.32 43:0.58 45:0.81 55:0.71 66:0.80 69:0.44 70:0.15 71:0.71 74:0.55 76:0.94 77:0.89 81:0.66 83:0.56 86:0.77 91:0.67 96:0.85 98:0.81 99:0.83 101:0.47 108:0.34 114:0.76 117:0.86 120:0.65 122:0.83 123:0.32 124:0.39 126:0.32 127:0.56 129:0.05 131:0.88 133:0.62 135:0.34 138:0.95 139:0.74 140:0.45 144:0.57 145:0.40 146:0.89 147:0.91 149:0.62 150:0.62 151:0.82 153:0.78 154:0.46 155:0.56 157:0.87 158:0.72 159:0.60 162:0.86 164:0.69 165:0.65 166:0.83 170:0.99 172:0.76 173:0.36 174:0.79 175:0.91 176:0.59 177:0.38 179:0.50 182:0.77 187:0.39 190:0.89 191:0.77 192:0.58 195:0.77 197:0.81 201:0.61 202:0.62 208:0.50 212:0.89 215:0.84 216:0.35 220:0.62 222:0.60 227:0.96 229:0.61 230:0.71 231:0.84 232:0.95 233:0.76 235:0.22 239:0.82 241:0.39 242:0.63 243:0.82 244:0.83 245:0.60 246:0.61 247:0.60 248:0.77 253:0.82 255:0.72 256:0.68 257:0.84 259:0.21 260:0.66 265:0.81 266:0.38 267:0.23 268:0.70 271:0.16 276:0.67 277:0.87 282:0.72 285:0.50 286:0.99 287:0.61 290:0.76 297:0.36 298:0.99 300:0.18\n2 1:0.65 7:0.69 8:0.82 9:0.72 10:0.84 11:0.55 12:0.20 17:0.95 18:0.93 21:0.13 27:0.59 29:0.53 30:0.40 32:0.67 34:0.26 36:0.49 37:0.74 39:0.32 43:0.66 45:0.99 55:0.84 66:1.00 69:0.10 70:0.58 71:0.71 74:0.88 76:0.85 77:0.98 81:0.66 83:0.56 86:0.94 91:0.72 96:0.74 98:1.00 99:0.83 101:0.87 104:0.54 108:0.09 114:0.78 120:0.62 122:0.83 123:0.09 126:0.32 127:1.00 129:0.05 131:0.88 135:0.32 139:0.92 140:0.45 144:0.57 145:0.96 146:1.00 147:1.00 149:0.95 150:0.61 151:0.65 153:0.48 154:0.21 155:0.55 157:0.94 159:0.93 162:0.86 163:0.81 164:0.56 165:0.65 166:0.83 170:0.99 172:0.99 173:0.07 174:0.83 176:0.59 177:0.88 179:0.11 182:0.85 190:0.89 192:0.57 195:0.98 197:0.82 201:0.61 202:0.36 208:0.50 212:0.39 215:0.84 216:0.01 220:0.74 222:0.60 227:0.96 229:0.61 230:0.71 231:0.87 232:0.74 233:0.76 235:0.31 239:0.84 241:0.80 242:0.50 243:1.00 244:0.61 246:0.61 247:0.95 248:0.63 253:0.78 255:0.71 256:0.45 259:0.21 260:0.63 265:1.00 266:0.54 267:0.19 268:0.46 271:0.16 276:0.98 282:0.72 285:0.50 287:0.61 290:0.78 297:0.36 300:0.55\n1 8:0.67 10:0.95 11:0.55 12:0.20 17:0.75 18:0.61 21:0.68 27:0.39 29:0.53 30:0.20 32:0.71 33:0.97 34:1.00 36:0.17 37:0.69 39:0.32 43:0.65 45:0.77 55:0.52 66:0.72 69:0.41 70:0.94 71:0.71 74:0.51 75:0.97 76:0.94 77:0.89 81:0.38 86:0.68 91:0.42 98:0.79 101:0.65 102:0.97 108:0.32 114:0.63 117:0.86 122:0.90 123:0.31 124:0.43 126:0.32 127:0.70 129:0.05 131:0.61 133:0.39 135:0.98 139:0.65 144:0.57 145:0.76 146:0.77 147:0.80 149:0.36 150:0.39 154:0.49 157:0.78 158:0.73 159:0.46 166:0.82 170:0.99 172:0.73 173:0.46 174:0.90 176:0.59 177:0.88 178:0.55 179:0.54 182:0.73 187:0.68 192:0.44 193:0.97 195:0.68 197:0.92 201:0.56 212:0.61 216:0.22 222:0.60 226:0.95 227:0.61 229:0.61 231:0.79 232:0.72 235:0.88 236:0.94 239:0.96 241:0.30 242:0.27 243:0.75 244:0.61 245:0.76 246:0.61 247:0.88 253:0.50 254:0.86 259:0.21 265:0.79 266:0.54 267:0.59 271:0.16 276:0.64 282:0.72 287:0.61 290:0.63 291:0.97 300:0.84\n1 7:0.69 8:0.77 10:0.91 11:0.46 12:0.20 17:0.85 21:0.40 27:0.39 29:0.53 30:0.45 32:0.67 34:0.71 36:0.17 37:0.69 39:0.32 43:0.65 45:0.66 55:0.71 66:0.72 69:0.83 70:0.57 71:0.71 74:0.50 76:0.94 77:0.89 81:0.32 83:0.56 91:0.38 98:0.82 101:0.47 108:0.68 114:0.69 122:0.83 123:0.66 124:0.43 126:0.24 127:0.76 129:0.05 131:0.61 133:0.43 135:0.60 139:0.67 144:0.57 145:0.88 146:0.87 147:0.63 149:0.46 150:0.35 154:0.55 155:0.49 157:0.61 159:0.58 166:0.82 170:0.99 172:0.82 173:0.85 174:0.89 175:0.75 176:0.59 177:0.38 178:0.55 179:0.41 182:0.61 187:0.39 192:0.46 195:0.77 197:0.90 204:0.78 208:0.50 212:0.82 216:0.22 222:0.60 227:0.61 229:0.61 230:0.71 231:0.74 232:0.72 233:0.76 235:0.42 239:0.90 241:0.21 242:0.62 243:0.25 244:0.83 245:0.85 246:0.61 247:0.76 253:0.53 257:0.84 259:0.21 265:0.82 266:0.47 267:0.59 271:0.16 276:0.76 277:0.69 281:0.91 282:0.72 287:0.61 290:0.69 300:0.55\n1 1:0.74 6:0.94 8:0.90 9:0.80 11:0.78 12:0.69 17:0.47 20:0.98 21:0.47 26:0.95 27:0.12 28:0.78 30:0.57 32:0.80 34:0.96 36:0.47 37:0.78 39:0.41 41:0.99 43:0.77 58:1.00 60:0.99 66:0.20 69:0.80 70:0.76 74:0.94 77:0.70 78:0.78 81:0.65 83:0.89 85:0.97 91:0.75 96:0.98 98:0.50 100:0.83 101:0.84 108:0.83 111:0.78 114:0.80 120:0.94 122:0.57 123:0.62 124:0.65 126:0.54 127:0.41 129:0.81 131:0.90 133:0.67 135:0.20 140:0.45 141:0.97 144:0.76 145:0.54 146:0.75 147:0.79 149:0.93 150:0.78 151:0.99 152:0.90 153:0.96 154:0.69 155:0.67 157:0.90 158:0.92 159:0.67 161:0.72 162:0.73 164:0.92 165:0.80 166:0.84 167:0.75 169:0.81 172:0.79 173:0.71 176:0.73 177:0.38 179:0.28 181:0.55 182:0.82 186:0.79 187:0.68 189:0.95 191:0.93 192:0.59 195:0.86 199:1.00 201:0.74 202:0.90 208:0.64 212:0.78 215:0.63 216:0.81 222:0.35 223:0.93 224:0.99 227:0.94 229:0.90 231:0.77 234:0.98 235:0.60 238:0.93 241:0.64 242:0.51 243:0.40 245:0.89 246:0.93 247:0.60 248:0.97 253:0.99 255:0.79 256:0.93 259:0.21 260:0.95 261:0.83 265:0.42 266:0.75 267:0.91 268:0.93 271:0.87 274:1.00 276:0.78 279:0.86 282:0.88 283:0.82 285:0.62 287:0.95 290:0.80 297:0.36 299:0.88 300:0.84\n2 8:0.85 9:0.80 12:0.69 17:0.04 21:0.22 25:0.88 26:0.95 27:0.10 28:0.78 30:0.44 34:0.49 36:0.64 37:0.87 39:0.41 41:0.92 43:0.41 55:0.59 58:0.99 66:0.67 69:0.86 70:0.67 74:0.94 78:0.83 81:0.77 83:0.78 87:0.98 91:0.40 96:0.91 98:0.70 104:0.54 108:0.72 111:0.82 114:0.55 120:0.77 122:0.67 123:0.70 124:0.51 126:0.32 127:0.47 129:0.05 131:0.89 133:0.62 135:0.54 140:0.90 141:0.97 144:0.76 146:0.82 147:0.43 149:0.69 150:0.57 151:0.87 153:0.48 154:0.31 155:0.67 157:0.61 158:0.83 159:0.57 161:0.72 162:0.73 164:0.75 166:0.77 167:0.90 169:0.99 172:0.76 173:0.86 176:0.53 177:0.05 178:0.42 179:0.41 181:0.55 182:0.82 187:0.68 191:0.90 192:0.59 199:0.96 202:0.74 208:0.64 212:0.73 216:0.70 220:0.82 222:0.35 223:0.93 224:0.98 227:0.94 229:0.90 231:0.77 232:0.76 234:0.98 235:0.31 241:0.77 242:0.81 243:0.17 244:0.61 245:0.77 246:0.61 247:0.39 248:0.84 253:0.94 255:0.79 256:0.78 257:0.65 259:0.21 260:0.77 265:0.70 266:0.75 267:0.18 268:0.78 271:0.87 274:0.98 276:0.71 285:0.62 287:0.95 290:0.55 300:0.55\n2 1:0.74 6:0.98 8:0.93 9:0.80 11:0.78 12:0.69 17:0.13 20:0.77 21:0.54 26:0.95 27:0.30 28:0.78 30:0.33 34:0.97 36:0.59 37:0.93 39:0.41 41:0.96 43:0.58 55:0.71 58:0.99 66:0.67 69:0.83 70:0.88 74:0.96 78:0.82 81:0.68 83:0.82 85:0.80 87:0.98 91:0.53 96:0.94 98:0.79 100:0.91 101:0.71 108:0.68 111:0.85 114:0.77 120:0.87 122:0.67 123:0.66 124:0.57 126:0.54 127:0.74 129:0.05 131:0.89 133:0.74 135:0.47 140:0.45 141:0.97 144:0.76 146:0.98 147:0.44 149:0.75 150:0.79 151:0.97 152:0.78 153:0.90 154:0.47 155:0.67 157:0.78 158:0.82 159:0.86 161:0.72 162:0.81 164:0.85 165:0.79 166:0.84 167:0.91 169:0.90 172:0.89 173:0.63 176:0.73 177:0.05 179:0.27 181:0.55 182:0.82 186:0.83 187:0.87 189:0.99 191:0.92 192:0.59 199:0.98 201:0.74 202:0.78 208:0.64 212:0.54 215:0.58 216:0.46 222:0.35 223:0.93 224:0.99 227:0.94 229:0.90 231:0.77 232:0.70 234:0.99 235:0.74 238:0.96 241:0.78 242:0.78 243:0.11 245:0.87 246:0.93 247:0.39 248:0.93 253:0.96 255:0.79 256:0.83 257:0.65 259:0.21 260:0.88 261:0.84 265:0.79 266:0.89 267:0.79 268:0.83 271:0.87 274:0.99 276:0.85 285:0.62 287:0.95 290:0.77 297:0.36 300:0.84\n2 1:0.74 6:0.97 7:0.81 8:0.81 11:0.78 12:0.69 17:0.32 20:0.77 21:0.30 26:0.95 27:0.21 28:0.78 30:0.10 34:0.34 36:0.72 37:0.74 39:0.41 43:0.98 55:0.71 58:0.93 66:0.13 69:0.12 70:0.94 74:0.98 78:0.75 81:0.75 83:0.75 85:1.00 91:0.01 98:0.32 100:0.79 101:0.80 104:0.84 106:0.81 108:0.99 111:0.75 114:0.86 121:1.00 122:0.67 123:0.99 124:0.98 126:0.54 127:0.98 129:1.00 131:0.61 133:0.98 135:0.20 141:0.91 144:0.76 146:0.57 147:0.63 149:0.96 150:0.84 152:0.91 154:0.98 155:0.67 157:0.90 159:0.98 161:0.72 165:0.84 166:0.84 167:0.70 169:0.83 172:0.94 173:0.05 176:0.73 177:0.38 178:0.55 179:0.10 181:0.55 182:0.81 186:0.76 187:0.39 192:0.59 199:1.00 201:0.74 204:0.89 206:0.81 208:0.64 212:0.42 215:0.72 216:0.95 222:0.35 223:0.93 224:0.93 227:0.61 229:0.61 230:0.87 231:0.77 233:0.76 234:0.91 235:0.42 241:0.50 242:0.31 243:0.10 245:0.97 246:0.93 247:0.67 253:0.78 259:0.21 261:0.84 265:0.34 266:0.95 267:0.44 271:0.87 274:0.91 276:0.99 283:0.71 287:0.61 290:0.86 297:0.36 300:0.94\n0 1:0.74 7:0.76 11:0.78 12:0.69 17:0.43 21:0.13 26:0.95 27:0.45 28:0.78 30:0.27 32:0.80 34:0.67 36:0.18 37:0.50 39:0.41 43:0.82 55:0.71 58:0.93 60:0.87 66:0.32 69:0.61 70:0.84 74:0.86 77:0.70 81:0.85 83:0.87 85:0.88 91:0.10 98:0.59 101:0.78 108:0.46 114:0.92 123:0.78 124:0.69 126:0.54 127:0.47 129:0.05 131:0.61 133:0.62 135:0.72 141:0.91 144:0.76 145:0.39 146:0.59 147:0.64 149:0.85 150:0.91 154:0.77 155:0.67 157:0.84 158:0.92 159:0.59 161:0.72 165:0.88 166:0.85 167:0.69 172:0.51 173:0.53 176:0.73 177:0.38 178:0.55 179:0.52 181:0.55 182:0.81 187:0.68 192:0.59 195:0.79 199:0.98 201:0.74 208:0.64 212:0.49 215:0.84 216:0.77 222:0.35 223:0.93 224:0.93 227:0.61 229:0.61 230:0.79 231:0.77 233:0.76 234:0.91 235:0.22 241:0.46 242:0.57 243:0.49 245:0.76 246:0.93 247:0.67 253:0.76 259:0.21 265:0.44 266:0.71 267:0.23 271:0.87 274:0.91 276:0.63 277:0.69 279:0.86 282:0.88 283:0.82 287:0.61 290:0.92 297:0.36 299:0.88 300:0.70\n3 1:0.74 8:0.92 9:0.80 11:0.78 12:0.69 17:0.30 21:0.22 25:0.88 26:0.95 27:0.10 28:0.78 30:0.43 34:0.97 36:0.68 37:0.87 39:0.41 41:0.94 43:0.67 55:0.84 58:0.99 66:0.51 69:0.86 70:0.79 74:0.89 78:0.72 81:0.85 83:0.80 85:0.72 87:0.98 91:0.68 96:0.92 98:0.66 101:0.71 104:0.54 108:0.72 111:0.82 114:0.90 120:0.80 122:0.67 123:0.71 124:0.65 126:0.54 127:0.41 129:0.05 131:0.89 133:0.62 135:0.49 140:0.87 141:0.97 144:0.76 146:0.79 147:0.43 149:0.65 150:0.90 151:0.87 153:0.48 154:0.57 155:0.67 157:0.76 158:0.82 159:0.55 161:0.72 162:0.68 164:0.81 165:0.86 166:0.84 167:0.91 169:0.99 172:0.57 173:0.86 176:0.73 177:0.05 178:0.42 179:0.56 181:0.55 182:0.82 187:0.68 191:0.92 192:0.59 199:0.97 201:0.74 202:0.79 208:0.64 212:0.28 215:0.79 216:0.70 220:0.62 222:0.35 223:0.93 224:0.98 227:0.94 229:0.90 231:0.77 232:0.76 234:0.98 235:0.42 241:0.78 242:0.79 243:0.23 245:0.69 246:0.93 247:0.39 248:0.87 253:0.94 255:0.79 256:0.81 257:0.65 259:0.21 260:0.81 265:0.67 266:0.75 267:0.65 268:0.82 271:0.87 274:0.99 276:0.58 285:0.62 287:0.95 290:0.90 297:0.36 300:0.70\n2 1:0.74 6:0.97 7:0.81 8:0.89 9:0.80 11:0.78 12:0.69 17:0.16 20:0.98 21:0.30 26:0.95 27:0.21 28:0.78 30:0.11 34:0.30 36:0.74 37:0.74 39:0.41 41:0.98 43:0.98 55:0.71 58:1.00 60:0.95 66:0.13 69:0.12 70:0.94 74:0.98 78:0.77 81:0.75 83:0.90 85:1.00 91:0.72 96:0.98 98:0.32 100:0.85 101:0.80 104:0.84 106:0.81 108:0.99 111:0.79 114:0.86 117:0.86 120:0.96 121:1.00 122:0.57 123:0.99 124:0.98 126:0.54 127:0.98 129:1.00 131:0.89 133:0.98 135:0.20 140:0.45 141:0.97 144:0.76 146:0.56 147:0.62 149:0.96 150:0.84 151:1.00 152:0.91 153:0.98 154:0.98 155:0.67 157:0.90 158:0.92 159:0.98 161:0.72 162:0.65 164:0.93 165:0.84 166:0.84 167:0.74 169:0.83 172:0.94 173:0.05 176:0.73 177:0.38 179:0.10 181:0.55 182:0.82 186:0.78 187:0.39 189:0.97 191:0.73 192:0.59 199:1.00 201:0.74 202:0.91 204:0.89 206:0.81 208:0.64 212:0.42 215:0.72 216:0.95 222:0.35 223:0.93 224:0.99 227:0.94 229:0.90 230:0.87 231:0.77 232:0.91 233:0.76 234:0.98 235:0.42 238:0.97 241:0.61 242:0.31 243:0.10 245:0.97 246:0.93 247:0.67 248:0.98 253:0.99 255:0.79 256:0.92 259:0.21 260:0.96 261:0.84 265:0.34 266:0.95 267:0.65 268:0.92 271:0.87 274:1.00 276:0.99 279:0.86 283:0.82 285:0.62 287:0.95 290:0.86 297:0.36 300:0.94\n1 1:0.74 6:0.85 8:0.76 11:0.78 12:0.69 17:0.32 20:0.76 21:0.40 26:0.95 27:0.45 28:0.78 30:0.11 32:0.80 34:0.67 36:0.23 37:0.50 39:0.41 43:0.82 58:0.93 66:0.32 69:0.69 70:0.95 74:0.83 77:0.70 78:0.80 81:0.70 83:0.75 85:0.90 91:0.09 98:0.39 100:0.81 101:0.77 108:0.52 111:0.79 114:0.82 122:0.43 123:0.50 124:0.87 126:0.54 127:0.54 129:0.89 131:0.61 133:0.87 135:0.86 141:0.91 144:0.76 145:0.41 146:0.68 147:0.72 149:0.81 150:0.81 152:0.75 154:0.77 155:0.67 157:0.84 159:0.76 161:0.72 165:0.83 166:0.84 167:0.70 169:0.79 172:0.54 173:0.53 176:0.73 177:0.38 178:0.55 179:0.51 181:0.55 182:0.81 186:0.81 187:0.68 189:0.87 192:0.59 195:0.90 199:0.98 201:0.74 212:0.19 215:0.67 216:0.77 222:0.35 223:0.93 224:0.93 227:0.61 229:0.61 231:0.76 234:0.91 235:0.52 238:0.85 241:0.51 242:0.33 243:0.49 245:0.68 246:0.93 247:0.67 253:0.72 259:0.21 261:0.75 265:0.41 266:0.92 267:0.28 271:0.87 274:0.91 276:0.65 282:0.88 287:0.61 290:0.82 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.95 7:0.81 8:0.91 9:0.80 11:0.78 12:0.69 17:0.16 20:0.92 21:0.54 26:0.95 27:0.11 28:0.78 30:0.09 32:0.80 34:0.44 36:0.95 37:0.80 39:0.41 41:0.98 43:0.89 55:0.52 58:1.00 60:0.98 66:0.18 69:0.50 70:0.97 74:0.94 77:0.70 78:0.81 81:0.61 83:0.89 85:0.90 91:0.76 96:0.98 98:0.37 100:0.84 101:0.75 108:0.80 111:0.80 114:0.77 120:0.94 121:0.99 122:0.67 123:0.79 124:0.93 126:0.54 127:0.84 129:0.96 131:0.89 133:0.93 135:0.78 140:0.45 141:0.97 144:0.76 145:0.54 146:0.13 147:0.18 149:0.77 150:0.75 151:0.99 152:0.91 153:0.95 154:0.88 155:0.67 157:0.83 158:0.92 159:0.87 161:0.72 162:0.72 164:0.92 165:0.79 166:0.84 167:0.79 169:0.81 172:0.61 173:0.23 176:0.73 177:0.38 179:0.34 181:0.55 182:0.82 186:0.81 187:0.68 189:0.96 191:0.93 192:0.59 195:0.95 199:1.00 201:0.74 202:0.91 204:0.89 208:0.64 212:0.29 215:0.58 216:0.86 222:0.35 223:0.93 224:0.98 227:0.94 229:0.90 230:0.87 231:0.77 233:0.76 234:0.98 235:0.68 238:0.92 241:0.70 242:0.53 243:0.10 245:0.81 246:0.93 247:0.60 248:0.97 253:0.99 255:0.79 256:0.94 259:0.21 260:0.95 261:0.85 265:0.39 266:0.92 267:0.69 268:0.94 271:0.87 274:1.00 276:0.82 279:0.86 282:0.88 283:0.82 285:0.62 287:0.95 290:0.77 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.93 7:0.81 8:0.85 9:0.80 11:0.78 12:0.69 17:0.03 20:0.90 21:0.68 26:0.95 27:0.06 28:0.78 30:0.57 32:0.80 34:0.19 36:0.73 37:0.85 39:0.41 41:0.97 43:0.59 55:0.59 58:1.00 60:0.87 66:0.60 69:0.93 70:0.74 74:0.94 77:0.70 78:0.78 81:0.55 83:0.83 85:0.80 91:0.76 96:0.98 98:0.58 100:0.81 101:0.71 104:0.58 108:0.87 111:0.78 114:0.70 117:0.86 120:0.95 121:0.90 122:0.67 123:0.86 124:0.73 126:0.54 127:0.61 129:0.59 131:0.89 133:0.82 135:0.84 138:0.98 140:0.90 141:0.97 144:0.76 145:0.96 146:0.93 147:0.29 149:0.71 150:0.69 151:0.98 152:0.85 153:0.98 154:0.47 155:0.67 157:0.78 158:0.92 159:0.86 161:0.72 162:0.75 164:0.93 165:0.69 166:0.84 167:0.75 169:0.79 172:0.86 173:0.84 176:0.73 177:0.05 179:0.28 181:0.55 182:0.82 186:0.79 187:0.68 189:0.94 191:0.88 192:0.59 195:0.96 199:1.00 201:0.74 202:0.91 204:0.89 208:0.64 212:0.68 215:0.49 216:0.88 222:0.35 223:0.93 224:0.99 227:0.94 229:0.90 230:0.87 231:0.77 232:0.95 233:0.76 234:0.98 235:0.88 238:0.90 241:0.65 242:0.80 243:0.09 245:0.84 246:0.93 247:0.60 248:0.96 253:0.99 255:0.79 256:0.93 257:0.65 259:0.21 260:0.95 261:0.82 265:0.59 266:0.89 267:0.76 268:0.93 271:0.87 274:1.00 276:0.83 279:0.86 282:0.88 283:0.82 285:0.62 287:0.95 290:0.70 297:0.36 299:0.88 300:0.94\n4 6:0.98 8:0.97 9:0.80 12:0.69 20:0.93 21:0.78 26:0.95 27:0.03 28:0.78 34:0.77 36:0.26 37:0.97 39:0.41 41:1.00 58:1.00 60:0.87 74:0.47 78:0.94 83:0.90 87:0.98 91:0.98 96:1.00 100:0.99 111:0.99 120:0.98 131:0.89 135:0.81 138:0.99 140:0.45 141:0.97 144:0.76 151:1.00 152:0.86 153:0.99 155:0.67 157:0.61 158:0.92 161:0.72 162:0.68 164:0.97 166:0.61 167:0.97 169:1.00 175:0.91 181:0.55 182:0.82 186:0.94 189:0.99 191:0.97 192:0.59 199:1.00 202:0.97 208:0.64 216:0.54 222:0.35 223:0.93 224:0.98 227:0.94 229:0.90 231:0.77 232:0.72 234:0.98 238:0.99 241:0.95 244:0.83 246:0.61 248:0.99 253:0.99 255:0.79 256:0.98 257:0.84 259:0.21 260:0.98 261:0.98 267:0.91 268:0.98 271:0.87 274:1.00 277:0.87 279:0.86 283:0.82 285:0.62 287:0.95\n1 1:0.74 6:0.94 7:0.81 8:0.87 9:0.80 11:0.78 12:0.69 17:0.51 20:0.85 21:0.64 26:0.95 27:0.05 28:0.78 30:0.17 32:0.80 34:0.30 36:0.75 37:0.78 39:0.41 41:0.98 43:0.70 58:1.00 60:0.99 66:0.35 69:0.86 70:0.92 74:0.94 77:0.70 78:0.78 81:0.55 83:0.85 85:0.94 91:0.85 96:0.96 98:0.42 100:0.81 101:0.80 108:0.72 111:0.77 114:0.72 117:0.86 120:0.90 121:0.90 122:0.67 123:0.71 124:0.77 126:0.54 127:0.70 129:0.81 131:0.89 133:0.76 135:0.73 140:0.87 141:0.97 144:0.76 145:0.79 146:0.72 147:0.69 149:0.86 150:0.70 151:0.98 152:0.90 153:0.97 154:0.60 155:0.67 157:0.87 158:0.92 159:0.79 161:0.72 162:0.70 164:0.90 165:0.70 166:0.84 167:0.72 169:0.78 172:0.67 173:0.76 176:0.73 177:0.05 179:0.42 181:0.55 182:0.82 186:0.79 187:0.87 189:0.95 191:0.90 192:0.59 195:0.91 199:0.99 201:0.74 202:0.88 204:0.89 208:0.64 212:0.68 215:0.53 216:0.83 222:0.35 223:0.93 224:0.98 227:0.94 229:0.90 230:0.87 231:0.77 232:0.97 233:0.76 234:0.98 235:0.80 238:0.89 241:0.55 242:0.41 243:0.19 245:0.82 246:0.93 247:0.60 248:0.94 253:0.97 255:0.79 256:0.90 257:0.65 259:0.21 260:0.91 261:0.82 265:0.44 266:0.84 267:0.76 268:0.90 271:0.87 274:1.00 276:0.70 279:0.86 282:0.88 283:0.82 285:0.62 287:0.95 290:0.72 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.98 8:0.93 9:0.80 11:0.78 12:0.69 17:0.11 20:0.79 21:0.54 26:0.95 27:0.30 28:0.78 30:0.28 34:0.93 36:0.72 37:0.93 39:0.41 41:0.98 43:0.41 55:0.59 58:1.00 66:0.30 69:0.83 70:0.82 74:0.95 78:0.85 81:0.68 83:0.88 85:0.72 87:0.98 91:0.76 96:0.98 98:0.71 100:0.93 101:0.69 108:0.91 111:0.88 114:0.77 120:0.93 122:0.67 123:0.66 124:0.76 126:0.54 127:0.67 129:0.59 131:0.90 133:0.76 135:0.68 138:0.98 140:0.45 141:0.97 144:0.76 146:0.95 147:0.44 149:0.72 150:0.79 151:0.99 152:0.78 153:0.95 154:0.33 155:0.67 157:0.76 159:0.82 161:0.72 162:0.82 164:0.91 165:0.79 166:0.84 167:0.93 169:0.90 172:0.76 173:0.67 176:0.73 177:0.05 179:0.29 181:0.55 182:0.82 186:0.85 187:0.95 189:0.99 191:0.90 192:0.59 199:0.99 201:0.74 202:0.87 208:0.64 212:0.51 215:0.58 216:0.46 222:0.35 223:0.93 224:0.99 227:0.94 229:0.90 231:0.77 232:0.70 234:0.99 235:0.74 238:0.97 241:0.81 242:0.79 243:0.12 245:0.89 246:0.93 247:0.39 248:0.97 253:0.98 255:0.79 256:0.91 257:0.65 259:0.21 260:0.94 261:0.84 265:0.52 266:0.80 267:0.52 268:0.91 271:0.87 274:1.00 276:0.83 285:0.62 287:0.95 290:0.77 297:0.36 300:0.70\n2 1:0.74 7:0.81 8:0.95 9:0.80 12:0.69 21:0.71 26:0.95 27:0.06 28:0.78 30:0.19 32:0.80 34:0.21 36:0.93 37:0.85 39:0.41 41:0.96 43:0.41 55:0.71 58:1.00 66:0.35 69:0.97 70:0.74 74:0.74 77:0.70 81:0.47 83:0.81 91:0.89 96:0.95 98:0.33 104:0.58 108:0.94 114:0.54 120:0.97 121:0.90 123:0.94 124:0.90 126:0.54 127:0.81 129:0.05 131:0.89 133:0.91 135:0.73 140:0.95 141:0.97 144:0.76 145:0.67 146:0.71 147:0.05 149:0.42 150:0.61 151:0.96 153:0.88 154:0.31 155:0.67 157:0.61 158:0.82 159:0.86 161:0.72 162:0.55 164:0.97 166:0.84 167:0.75 172:0.45 173:0.98 176:0.53 177:0.05 178:0.48 179:0.70 181:0.55 182:0.80 187:0.21 191:0.95 192:0.59 195:0.95 199:1.00 201:0.74 202:0.97 204:0.89 208:0.64 212:0.22 215:0.48 216:0.88 220:0.62 222:0.35 223:0.93 224:0.98 227:0.94 229:0.89 230:0.87 231:0.77 233:0.76 234:0.97 235:0.88 241:0.63 242:0.14 243:0.11 244:0.61 245:0.54 246:0.61 247:0.67 248:0.91 253:0.95 255:0.79 256:0.97 257:0.65 259:0.21 260:0.97 265:0.36 266:0.84 267:0.88 268:0.97 271:0.87 274:1.00 276:0.55 282:0.83 283:0.71 285:0.62 287:0.94 290:0.54 297:0.36 299:0.88 300:0.55\n3 1:0.74 7:0.81 11:0.78 12:0.69 17:0.51 21:0.30 26:0.95 27:0.04 28:0.78 30:0.33 32:0.80 34:0.69 36:0.30 37:0.99 39:0.41 43:0.59 58:0.93 66:0.49 69:0.93 70:0.88 74:0.80 77:0.70 81:0.75 83:0.75 85:0.95 91:0.15 98:0.43 101:0.78 108:0.95 114:0.86 121:0.99 122:0.57 123:0.94 124:0.79 126:0.54 127:0.38 129:0.93 131:0.61 133:0.84 135:0.82 141:0.91 144:0.76 145:0.47 146:0.55 147:0.61 149:0.71 150:0.84 154:0.49 155:0.67 157:0.87 159:0.83 161:0.72 165:0.84 166:0.84 167:0.62 172:0.73 173:0.81 176:0.73 177:0.38 178:0.55 179:0.34 181:0.55 182:0.81 187:0.87 192:0.59 195:0.96 199:0.98 201:0.74 204:0.89 208:0.64 212:0.59 215:0.72 216:0.57 222:0.35 223:0.93 224:0.93 227:0.61 229:0.61 230:0.87 231:0.76 233:0.76 234:0.91 235:0.42 241:0.21 242:0.37 243:0.23 245:0.77 246:0.93 247:0.60 253:0.72 259:0.21 265:0.45 266:0.89 267:0.44 271:0.87 274:0.91 276:0.72 282:0.88 287:0.61 290:0.86 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.97 7:0.81 8:0.78 9:0.80 11:0.78 12:0.69 17:0.30 20:0.77 21:0.30 26:0.95 27:0.21 28:0.78 30:0.10 34:0.30 36:0.71 37:0.74 39:0.41 41:0.82 43:0.98 55:0.71 58:0.98 66:0.13 69:0.12 70:0.94 74:0.98 78:0.75 81:0.75 83:0.76 85:1.00 91:0.01 96:0.82 98:0.32 100:0.79 101:0.80 108:0.99 111:0.75 114:0.86 117:0.86 120:0.58 121:1.00 122:0.57 123:0.99 124:0.98 126:0.54 127:0.98 129:1.00 131:0.89 133:0.98 135:0.21 140:0.87 141:0.97 144:0.76 146:0.57 147:0.63 149:0.96 150:0.84 151:0.58 152:0.91 153:0.48 154:0.98 155:0.67 157:0.90 159:0.98 161:0.72 162:0.74 164:0.57 165:0.84 166:0.84 167:0.74 169:0.83 172:0.94 173:0.05 176:0.73 177:0.38 179:0.10 181:0.55 182:0.82 186:0.76 187:0.39 190:0.77 192:0.59 199:1.00 201:0.74 202:0.56 204:0.89 208:0.64 212:0.42 215:0.72 216:0.95 222:0.35 223:0.93 224:0.98 227:0.94 229:0.90 230:0.87 231:0.77 232:0.91 233:0.76 234:0.98 235:0.42 241:0.61 242:0.31 243:0.10 245:0.97 246:0.93 247:0.67 248:0.57 253:0.88 255:0.79 256:0.58 259:0.21 260:0.59 261:0.84 265:0.34 266:0.95 267:0.59 268:0.59 271:0.87 274:0.97 276:0.99 285:0.62 287:0.94 290:0.86 297:0.36 300:0.94\n4 1:0.74 6:0.99 8:0.96 9:0.80 11:0.51 12:0.69 17:0.02 20:0.81 21:0.54 25:0.88 26:0.95 27:0.10 28:0.78 30:0.19 34:0.96 36:0.68 37:0.87 39:0.41 41:1.00 43:0.41 55:0.59 58:1.00 60:0.97 66:0.07 69:0.95 70:0.88 74:0.94 78:0.94 81:0.68 83:0.90 87:0.98 91:0.95 96:1.00 98:0.33 100:0.99 104:0.54 108:0.91 111:0.99 114:0.77 120:0.99 122:0.67 123:0.66 124:0.90 126:0.54 127:0.77 129:0.05 131:0.90 133:0.89 135:0.49 138:0.99 140:0.45 141:0.97 144:0.76 146:0.66 147:0.44 149:0.68 150:0.79 151:1.00 152:0.86 153:0.99 154:0.21 155:0.67 157:0.61 158:0.92 159:0.86 161:0.72 162:0.67 164:0.98 165:0.79 166:0.84 167:0.97 169:0.94 172:0.57 173:0.92 176:0.73 177:0.05 179:0.34 181:0.55 182:0.82 186:0.94 187:0.39 189:0.99 191:0.98 192:0.59 199:1.00 201:0.74 202:0.97 208:0.64 212:0.42 215:0.58 216:0.70 222:0.35 223:0.93 224:0.98 227:0.94 229:0.90 231:0.77 232:0.76 234:0.98 235:0.74 238:0.99 241:0.94 242:0.81 243:0.13 245:0.83 246:0.93 247:0.39 248:1.00 253:1.00 254:0.86 255:0.79 256:0.98 257:0.65 259:0.21 260:0.99 261:0.93 265:0.32 266:0.94 267:0.82 268:0.98 271:0.87 274:1.00 276:0.81 277:0.69 279:0.86 283:0.82 285:0.62 287:0.95 290:0.77 297:0.36 300:0.70\n1 1:0.74 6:0.81 7:0.64 8:0.68 11:0.86 12:0.86 17:0.62 18:0.67 20:0.94 21:0.40 27:0.72 29:0.62 30:0.76 32:0.63 34:0.45 36:0.67 37:0.27 39:0.54 43:0.71 45:0.73 48:0.91 64:0.77 66:0.72 69:0.27 70:0.22 71:0.92 74:0.48 76:0.94 77:0.70 78:0.97 81:0.54 83:0.60 86:0.77 91:0.87 98:0.55 99:0.83 100:0.89 101:0.87 108:0.21 111:0.94 114:0.62 122:0.51 123:0.20 126:0.54 127:0.16 129:0.05 131:0.61 132:0.97 135:0.32 139:0.73 144:0.57 145:0.44 146:0.24 147:0.30 149:0.36 150:0.71 152:0.88 154:0.88 155:0.67 157:0.61 159:0.11 165:0.70 166:0.93 169:0.87 172:0.27 173:0.76 176:0.73 177:0.70 178:0.55 179:0.71 182:0.61 186:0.97 187:0.21 189:0.84 192:0.87 195:0.53 201:0.93 204:0.85 208:0.64 212:0.95 215:0.42 216:0.14 222:0.76 227:0.61 229:0.61 230:0.64 231:0.89 233:0.76 235:0.60 238:0.81 241:0.78 242:0.45 243:0.75 246:0.61 247:0.35 253:0.46 254:0.80 259:0.21 261:0.91 265:0.56 266:0.12 267:0.23 276:0.21 281:0.91 282:0.71 287:0.61 290:0.62 297:0.36 300:0.18\n1 7:0.63 8:0.61 11:0.75 12:0.86 17:0.28 18:0.97 21:0.59 27:0.61 29:0.62 30:0.53 34:0.53 36:0.25 37:0.27 39:0.54 43:0.18 44:0.85 45:0.96 48:0.91 55:0.59 66:0.98 69:0.19 70:0.37 71:0.92 74:0.89 76:0.85 77:0.70 81:0.24 86:0.99 91:0.46 96:0.67 98:0.97 101:0.52 108:0.15 114:0.54 122:0.80 123:0.15 126:0.26 127:0.76 129:0.05 131:0.83 135:0.21 139:0.99 140:0.45 144:0.57 145:0.79 146:0.88 147:0.90 149:0.07 150:0.24 151:0.46 153:0.48 154:0.78 155:0.58 157:0.61 159:0.47 162:0.86 166:0.75 172:0.94 173:0.28 176:0.54 177:0.70 179:0.23 182:0.61 187:0.21 190:0.89 192:0.51 195:0.67 202:0.36 204:0.85 208:0.54 212:0.94 216:0.26 219:0.86 220:0.97 222:0.76 227:0.84 229:0.61 230:0.63 231:0.89 233:0.73 235:0.68 241:0.32 242:0.44 243:0.98 246:0.61 247:0.76 248:0.46 253:0.46 254:0.84 256:0.45 259:0.21 265:0.97 266:0.27 267:0.28 268:0.46 276:0.89 281:0.89 282:0.71 285:0.47 287:0.61 290:0.54 292:0.91 300:0.43\n2 1:0.69 6:0.79 7:0.81 8:0.61 11:0.86 12:0.86 17:0.53 18:0.92 20:0.89 21:0.54 27:0.61 29:0.62 30:0.10 32:0.80 34:0.83 36:0.23 37:0.27 39:0.54 43:0.58 44:0.93 45:0.83 48:0.97 55:0.42 66:0.12 69:0.21 70:1.00 71:0.92 74:0.81 76:0.85 77:0.89 78:0.98 81:0.33 86:0.86 91:0.20 98:0.30 100:0.94 101:0.87 108:0.61 111:0.96 114:0.57 122:0.57 123:0.92 124:0.94 126:0.44 127:0.99 129:0.98 131:0.61 133:0.94 135:0.28 139:0.92 144:0.57 145:0.80 146:0.32 147:0.38 149:0.33 150:0.49 152:0.96 154:0.86 155:0.67 157:0.61 158:0.78 159:0.94 166:0.87 169:0.91 172:0.71 173:0.07 176:0.55 177:0.70 178:0.55 179:0.28 182:0.61 186:0.98 187:0.21 189:0.83 191:0.75 192:0.87 195:0.99 201:0.68 204:0.89 208:0.64 212:0.40 215:0.39 216:0.26 219:0.92 222:0.76 227:0.61 229:0.61 230:0.86 231:0.89 233:0.73 235:0.68 238:0.82 241:0.07 242:0.21 243:0.19 245:0.84 246:0.61 247:0.91 253:0.45 254:0.74 259:0.21 261:0.94 265:0.27 266:0.96 267:0.19 276:0.86 279:0.86 281:0.89 282:0.88 283:0.77 287:0.61 290:0.57 292:0.91 297:0.36 300:0.98\n1 1:0.74 11:0.85 12:0.86 17:0.72 18:0.95 21:0.13 22:0.93 27:0.62 29:0.62 30:0.60 34:0.98 36:0.35 39:0.54 43:0.80 45:0.73 47:0.93 64:0.77 66:0.96 69:0.46 70:0.50 71:0.92 74:0.82 81:0.80 83:0.91 85:0.94 86:0.97 87:0.98 91:0.11 98:0.94 101:0.97 106:0.81 108:0.35 114:0.79 117:0.86 122:0.57 123:0.34 126:0.54 127:0.63 129:0.05 131:0.61 135:0.65 139:0.96 144:0.57 146:0.92 147:0.93 149:0.95 150:0.87 154:0.74 155:0.67 157:0.99 159:0.54 165:0.93 166:0.93 172:0.91 173:0.44 176:0.73 177:0.70 178:0.55 179:0.29 182:0.98 187:0.39 192:0.87 201:0.93 206:0.81 208:0.64 212:0.81 215:0.61 216:0.18 222:0.76 227:0.61 228:0.99 229:0.61 231:0.90 232:0.70 235:0.42 241:0.39 242:0.21 243:0.96 246:0.93 247:0.91 253:0.57 259:0.21 262:0.93 265:0.94 266:0.54 267:0.44 276:0.83 287:0.61 290:0.79 297:0.36 300:0.43\n1 1:0.69 8:0.66 12:0.86 17:0.36 18:0.65 21:0.54 27:0.34 29:0.62 30:0.37 34:0.81 36:0.99 37:0.46 39:0.54 43:0.14 55:0.71 66:0.33 69:0.91 70:0.88 71:0.92 74:0.30 81:0.33 86:0.59 91:0.18 98:0.51 104:0.92 106:0.81 108:0.94 114:0.55 117:0.86 122:0.51 123:0.94 124:0.86 126:0.44 127:0.88 129:0.59 131:0.61 133:0.86 135:0.77 139:0.57 146:0.82 147:0.84 149:0.26 150:0.48 154:0.55 155:0.58 157:0.61 158:0.72 159:0.88 166:0.87 172:0.78 173:0.78 176:0.55 177:0.38 178:0.55 179:0.29 182:0.61 187:0.68 192:0.59 201:0.68 206:0.81 208:0.54 212:0.49 215:0.39 216:0.71 222:0.76 227:0.61 229:0.61 231:0.86 232:0.82 235:0.74 241:0.03 242:0.18 243:0.34 244:0.61 245:0.87 246:0.61 247:0.91 253:0.36 254:0.74 257:0.65 259:0.21 265:0.52 266:0.94 267:0.76 276:0.85 279:0.82 283:0.78 287:0.61 290:0.55 297:0.36 300:0.84\n1 11:0.75 12:0.86 17:0.36 18:0.87 21:0.78 22:0.93 27:0.67 29:0.62 30:0.38 31:0.90 32:0.62 34:0.95 36:0.68 37:0.26 39:0.54 43:0.72 44:0.85 45:0.66 47:0.93 66:0.83 69:0.29 70:0.58 71:0.92 74:0.46 77:0.70 79:0.93 86:0.77 91:0.66 98:0.78 101:0.52 104:0.87 106:0.81 108:0.22 120:0.71 122:0.75 123:0.22 127:0.26 129:0.05 131:0.90 135:0.54 137:0.90 139:0.74 140:0.45 144:0.57 145:0.63 146:0.53 147:0.59 149:0.38 151:0.81 153:0.48 154:0.86 157:0.61 159:0.19 162:0.74 164:0.53 166:0.61 172:0.51 173:0.53 177:0.70 179:0.67 182:0.61 187:0.21 190:0.77 191:0.77 192:0.51 195:0.55 196:0.90 202:0.56 206:0.81 212:0.86 216:0.28 219:0.87 220:0.87 222:0.76 227:0.88 229:0.61 231:0.86 235:0.95 241:0.54 242:0.29 243:0.84 246:0.61 247:0.60 248:0.74 253:0.34 254:0.84 255:0.74 256:0.58 259:0.21 260:0.61 262:0.93 265:0.78 266:0.23 267:0.28 268:0.59 276:0.39 282:0.71 283:0.82 284:0.86 285:0.56 287:0.61 292:0.95 300:0.43\n0 11:0.86 12:0.86 17:0.66 18:0.71 21:0.78 27:0.69 29:0.62 30:0.38 34:0.44 36:0.88 37:0.53 39:0.54 43:0.72 45:0.77 66:0.54 69:0.05 70:0.63 71:0.92 74:0.45 83:0.60 86:0.75 91:0.23 97:0.89 98:0.64 101:0.87 108:0.05 122:0.51 123:0.05 124:0.50 127:0.51 129:0.05 131:0.61 133:0.43 135:0.85 139:0.72 144:0.57 146:0.49 147:0.55 149:0.49 154:0.77 155:0.58 157:0.61 158:0.72 159:0.29 166:0.61 172:0.41 173:0.24 177:0.70 178:0.55 179:0.80 182:0.61 187:0.39 192:0.59 208:0.54 212:0.42 216:0.30 222:0.76 227:0.61 229:0.61 231:0.79 232:0.72 235:0.05 241:0.21 242:0.13 243:0.63 245:0.59 246:0.61 247:0.74 253:0.33 254:0.80 259:0.21 265:0.65 266:0.54 267:0.65 276:0.36 279:0.82 283:0.82 287:0.61 300:0.43\n1 1:0.74 6:0.83 7:0.81 8:0.66 9:0.80 11:0.85 12:0.86 17:0.78 18:0.99 20:0.92 21:0.22 27:0.66 29:0.62 30:0.26 31:0.89 32:0.80 34:0.90 36:0.63 37:0.55 39:0.54 41:0.88 43:0.78 44:0.93 45:0.66 48:0.97 55:0.52 64:0.77 66:0.97 69:0.30 70:0.73 71:0.92 74:0.65 77:0.89 78:0.99 79:0.88 81:0.75 83:0.91 85:0.72 86:0.84 91:0.33 96:0.72 98:0.84 100:0.95 101:0.97 104:0.87 108:0.24 111:0.98 114:0.71 120:0.59 121:0.90 122:0.86 123:0.23 126:0.54 127:0.34 129:0.05 131:0.96 135:0.34 137:0.89 139:0.90 140:0.45 144:0.57 145:0.63 146:0.92 147:0.93 149:0.70 150:0.84 151:0.56 152:0.87 153:0.48 154:0.70 155:0.67 157:0.84 159:0.53 162:0.86 164:0.67 165:0.93 166:0.93 169:0.93 172:0.93 173:0.24 176:0.73 177:0.70 179:0.18 182:0.99 186:0.99 187:0.21 189:0.84 192:0.87 195:0.80 196:0.92 201:0.93 202:0.50 204:0.89 208:0.64 212:0.94 215:0.51 216:0.14 219:0.87 220:0.82 222:0.76 227:0.92 229:0.99 230:0.87 231:0.90 233:0.76 235:0.60 238:0.84 241:0.05 242:0.21 243:0.97 246:0.93 247:0.92 248:0.58 253:0.58 255:0.95 256:0.58 259:0.21 260:0.59 261:0.94 265:0.84 266:0.27 267:0.69 268:0.59 276:0.87 281:0.91 282:0.88 283:0.78 284:0.92 285:0.62 287:0.95 290:0.71 292:0.91 297:0.36 299:0.88 300:0.55\n1 1:0.69 11:0.85 12:0.86 17:0.26 18:0.80 21:0.68 27:0.45 29:0.62 30:0.61 34:0.71 36:0.17 37:0.50 39:0.54 43:0.82 44:0.85 45:0.83 60:0.87 64:0.77 66:0.27 69:0.70 70:0.65 71:0.92 74:0.64 77:0.70 81:0.32 83:0.91 85:0.72 86:0.83 91:0.09 98:0.17 99:0.83 101:0.97 108:0.92 114:0.54 122:0.85 123:0.91 124:0.87 126:0.44 127:0.54 129:0.05 131:0.61 133:0.86 135:0.66 139:0.85 144:0.57 145:0.50 146:0.24 147:0.30 149:0.66 150:0.51 154:0.77 155:0.67 157:0.82 158:0.91 159:0.77 165:0.70 166:0.83 172:0.41 173:0.53 176:0.55 177:0.70 178:0.55 179:0.63 182:0.75 187:0.68 192:0.87 195:0.91 201:0.68 208:0.64 212:0.59 216:0.77 219:0.95 222:0.76 227:0.61 229:0.61 231:0.84 235:0.84 241:0.51 242:0.51 243:0.39 245:0.60 246:0.61 247:0.67 253:0.40 259:0.21 265:0.18 266:0.54 267:0.36 276:0.54 277:0.69 279:0.86 282:0.71 283:0.78 287:0.61 290:0.54 292:0.91 300:0.55\n1 1:0.69 6:0.82 8:0.63 9:0.76 11:0.75 12:0.86 17:0.24 18:0.93 20:0.88 27:0.51 29:0.62 30:0.10 31:0.91 34:0.21 36:0.87 37:0.29 39:0.54 43:0.68 44:0.85 45:0.73 64:0.77 66:0.53 69:0.32 70:0.94 71:0.92 74:0.59 76:0.85 77:0.70 78:0.99 79:0.96 81:0.77 83:0.60 86:0.91 91:0.80 96:0.87 97:0.94 98:0.91 99:0.83 100:0.87 101:0.52 108:0.45 111:0.96 114:0.78 122:0.75 123:0.43 124:0.52 126:0.44 127:0.81 129:0.59 131:0.88 132:0.97 133:0.46 135:0.37 137:0.91 139:0.88 140:0.80 144:0.57 145:0.39 146:0.21 147:0.27 149:0.38 150:0.74 151:0.81 152:0.83 153:0.48 154:0.94 155:0.58 157:0.61 158:0.72 159:0.31 162:0.70 165:0.70 166:0.83 169:0.85 172:0.54 173:0.50 176:0.55 177:0.70 178:0.42 179:0.67 182:0.61 186:0.99 189:0.84 190:0.77 191:0.70 192:0.51 195:0.62 196:0.93 201:0.68 202:0.65 208:0.54 212:0.61 216:0.08 219:0.87 220:0.74 222:0.76 227:0.87 229:0.61 231:0.84 232:0.72 235:0.12 238:0.82 241:0.82 242:0.16 243:0.40 245:0.74 246:0.61 247:0.74 248:0.83 253:0.68 254:0.74 255:0.74 256:0.68 261:0.90 265:0.91 266:0.38 267:0.79 268:0.68 276:0.53 279:0.82 282:0.71 284:0.86 285:0.56 287:0.61 290:0.78 292:0.91 300:0.70\n1 1:0.74 6:0.79 7:0.64 8:0.59 11:0.64 12:0.86 17:0.47 18:0.80 20:0.89 21:0.47 27:0.61 29:0.62 30:0.09 34:0.99 36:0.81 37:0.27 39:0.54 43:0.72 44:0.85 45:0.85 48:0.98 64:0.77 66:0.67 69:0.21 70:0.93 71:0.92 74:0.35 76:0.94 77:0.70 78:0.99 81:0.48 83:0.60 86:0.58 91:0.54 97:0.97 98:0.75 99:0.83 100:0.92 101:0.52 108:0.17 111:0.96 114:0.58 122:0.55 123:0.16 124:0.50 126:0.54 127:0.75 129:0.05 131:0.61 133:0.66 135:0.76 139:0.59 144:0.57 145:0.74 146:0.82 147:0.85 149:0.78 150:0.68 152:0.96 154:0.59 155:0.67 157:0.61 158:0.72 159:0.58 165:0.70 166:0.93 169:0.91 172:0.78 173:0.23 176:0.66 177:0.70 178:0.55 179:0.45 182:0.61 186:0.99 187:0.21 189:0.81 192:0.87 195:0.75 201:0.93 204:0.85 208:0.64 212:0.68 215:0.39 216:0.26 222:0.76 227:0.61 229:0.61 230:0.64 231:0.89 232:0.86 233:0.73 235:0.74 238:0.82 241:0.15 242:0.18 243:0.72 245:0.78 246:0.61 247:0.84 253:0.41 254:0.90 259:0.21 261:0.94 265:0.75 266:0.54 267:0.85 276:0.73 279:0.82 281:0.89 282:0.70 283:0.78 287:0.61 290:0.58 297:0.36 300:0.70\n1 1:0.74 6:0.79 7:0.81 8:0.59 9:0.80 11:0.85 12:0.86 17:0.70 18:0.93 20:0.91 21:0.47 27:0.61 29:0.62 30:0.21 31:0.87 32:0.62 34:0.98 36:0.59 37:0.27 39:0.54 43:0.58 44:0.85 45:0.81 48:0.91 55:0.71 64:0.77 66:0.33 69:0.19 70:0.90 71:0.92 74:0.50 76:0.94 77:0.89 78:0.99 79:0.87 81:0.50 83:0.60 86:0.62 91:0.60 96:0.70 98:0.48 99:0.83 100:0.93 101:0.87 108:0.15 111:0.96 114:0.60 120:0.56 122:0.86 123:0.15 124:0.87 126:0.54 127:0.81 129:0.59 131:0.96 133:0.86 135:0.63 137:0.87 139:0.76 140:0.80 144:0.57 145:0.79 146:0.76 147:0.80 149:0.50 150:0.68 151:0.52 152:0.96 153:0.48 154:0.60 155:0.67 157:0.61 159:0.78 162:0.80 164:0.72 165:0.70 166:0.93 169:0.90 172:0.68 173:0.13 176:0.73 177:0.70 178:0.42 179:0.40 182:0.61 186:0.98 187:0.21 189:0.81 191:0.70 192:0.87 195:0.90 196:0.89 201:0.93 202:0.60 204:0.89 208:0.64 212:0.37 215:0.41 216:0.26 219:0.87 220:0.87 222:0.76 227:0.92 229:0.61 230:0.86 231:0.90 233:0.73 235:0.68 238:0.83 241:0.27 242:0.27 243:0.50 244:0.61 245:0.80 246:0.61 247:0.93 248:0.52 253:0.46 255:0.95 256:0.64 259:0.21 260:0.57 261:0.94 265:0.49 266:0.87 267:0.69 268:0.65 276:0.77 281:0.89 282:0.71 283:0.78 284:0.94 285:0.62 287:0.61 290:0.60 292:0.91 297:0.36 300:0.70\n3 1:0.74 6:0.80 7:0.64 8:0.59 11:0.42 12:0.86 17:0.90 18:0.76 20:0.96 21:0.40 22:0.93 27:0.06 29:0.62 30:0.33 32:0.78 34:0.99 36:0.25 37:0.60 39:0.54 43:0.10 44:0.93 47:0.93 48:0.91 55:0.45 64:0.77 66:0.79 69:0.78 70:0.49 71:0.92 74:0.54 76:0.85 77:0.70 78:0.99 81:0.52 86:0.73 91:0.40 98:0.28 100:0.93 104:0.88 106:0.81 108:0.62 111:0.96 114:0.62 117:0.86 122:0.57 123:0.59 126:0.54 127:0.12 129:0.05 131:0.61 135:0.96 139:0.80 144:0.57 145:0.44 146:0.59 147:0.65 149:0.06 150:0.66 152:0.89 154:0.69 155:0.67 157:0.61 159:0.22 166:0.93 169:0.91 172:0.41 173:0.59 176:0.73 177:0.70 178:0.55 179:0.20 182:0.61 186:0.99 187:0.68 189:0.82 192:0.87 195:0.94 201:0.93 206:0.81 208:0.64 212:0.19 215:0.42 216:0.85 222:0.76 227:0.61 229:0.61 230:0.64 231:0.89 232:0.96 233:0.73 235:0.60 238:0.82 241:0.27 242:0.45 243:0.80 246:0.61 247:0.39 253:0.47 254:0.84 259:0.21 261:0.93 262:0.93 265:0.30 266:0.47 267:0.84 276:0.31 281:0.88 282:0.86 287:0.61 290:0.62 297:0.36 300:0.33\n3 1:0.74 7:0.64 8:0.64 9:0.80 11:0.75 12:0.86 17:0.53 18:0.81 21:0.64 27:0.54 29:0.62 30:0.53 31:0.88 32:0.79 34:0.99 36:0.18 37:0.35 39:0.54 43:0.18 44:0.93 45:0.66 48:0.91 55:0.42 64:0.77 66:0.60 69:0.80 70:0.95 71:0.92 74:0.74 76:0.85 77:0.89 79:0.87 81:0.39 86:0.82 91:0.04 96:0.70 98:0.27 101:0.52 108:0.64 114:0.57 120:0.57 122:0.77 123:0.61 124:0.82 126:0.54 127:0.94 129:0.05 131:0.96 133:0.89 135:0.70 137:0.88 139:0.89 140:0.80 144:0.57 145:1.00 146:0.76 147:0.05 149:0.25 150:0.62 151:0.54 153:0.46 154:0.63 155:0.67 157:0.61 158:0.87 159:0.93 162:0.57 164:0.54 166:0.93 172:0.85 173:0.45 176:0.73 177:0.05 178:0.42 179:0.33 182:0.61 187:0.21 192:0.87 195:0.99 196:0.91 201:0.93 202:0.49 208:0.64 212:0.84 215:0.38 216:0.55 219:0.95 220:0.82 222:0.76 227:0.92 229:0.61 230:0.64 231:0.90 232:0.72 233:0.73 235:0.84 241:0.15 242:0.51 243:0.07 245:0.80 246:0.61 247:0.90 248:0.53 253:0.49 254:0.80 255:0.95 256:0.45 257:0.84 259:0.21 260:0.57 265:0.29 266:0.80 267:0.59 268:0.45 276:0.80 279:0.86 281:0.88 282:0.87 283:0.71 284:0.87 285:0.62 287:0.61 290:0.57 292:0.91 297:0.36 300:0.99\n2 7:0.64 8:0.63 11:0.75 12:0.86 17:0.45 18:0.73 21:0.30 22:0.93 27:0.39 29:0.62 30:0.76 31:0.87 32:0.63 34:0.31 36:0.54 37:0.43 39:0.54 43:0.85 44:0.85 45:0.66 47:0.93 48:0.98 55:0.45 64:0.77 66:0.72 69:0.51 70:0.22 71:0.92 74:0.45 79:0.94 81:0.42 86:0.76 91:0.53 98:0.20 101:0.52 108:0.39 122:0.57 123:0.37 126:0.44 127:0.10 129:0.05 131:0.81 135:0.51 137:0.87 139:0.73 140:0.45 144:0.57 145:0.65 146:0.25 147:0.31 149:0.59 150:0.33 151:0.60 153:0.48 154:0.82 157:0.61 159:0.11 162:0.82 166:0.85 172:0.27 173:0.55 177:0.70 179:0.17 182:0.61 187:0.68 190:0.89 191:0.70 192:0.51 195:0.66 196:0.89 201:0.68 202:0.63 212:0.78 215:0.44 216:0.44 219:0.86 220:0.74 222:0.76 227:0.83 229:0.61 230:0.64 231:0.85 233:0.73 235:0.42 241:0.57 242:0.45 243:0.75 246:0.61 247:0.35 248:0.61 253:0.33 254:0.84 256:0.68 259:0.21 262:0.93 265:0.22 266:0.17 267:0.19 268:0.69 276:0.24 281:0.89 284:0.86 285:0.47 287:0.61 292:0.95 297:0.36 300:0.18\n1 1:0.69 7:0.63 8:0.77 9:0.76 11:0.64 12:0.86 17:0.04 18:0.88 21:0.05 22:0.93 27:0.66 29:0.62 30:0.55 31:0.91 32:0.78 34:0.56 36:0.69 37:0.31 39:0.54 43:0.56 44:0.93 45:0.73 47:0.93 55:0.59 64:0.77 66:0.25 69:0.08 70:0.60 71:0.92 74:0.48 77:0.70 79:0.95 81:0.68 83:0.60 86:0.61 91:0.74 96:0.88 98:0.50 99:0.83 101:0.52 108:0.61 114:0.70 122:0.85 123:0.59 124:0.74 126:0.44 127:0.72 129:0.81 131:0.88 132:0.97 133:0.67 135:0.60 137:0.91 139:0.75 140:0.45 144:0.57 145:0.58 146:0.43 147:0.50 149:0.40 150:0.64 151:0.81 153:0.48 154:0.56 155:0.58 157:0.61 159:0.39 162:0.82 165:0.70 166:0.83 172:0.32 173:0.24 175:0.75 176:0.55 177:0.38 179:0.75 182:0.61 187:0.21 190:0.77 192:0.51 195:0.61 196:0.91 201:0.68 202:0.70 204:0.85 208:0.54 212:0.59 216:0.44 219:0.86 220:0.62 222:0.76 227:0.87 229:0.61 230:0.63 231:0.82 232:0.78 233:0.73 235:0.12 241:0.59 242:0.31 243:0.40 244:0.61 245:0.65 246:0.61 247:0.67 248:0.81 253:0.62 255:0.74 256:0.75 257:0.65 262:0.93 265:0.52 266:0.47 267:0.36 268:0.76 276:0.49 277:0.69 281:0.91 282:0.86 284:0.86 285:0.56 287:0.61 290:0.70 292:0.95 300:0.43\n2 1:0.74 6:0.80 7:0.63 8:0.60 11:0.92 12:0.86 17:0.82 18:0.96 20:0.85 22:0.93 27:0.48 29:0.62 30:0.36 32:0.80 34:0.95 36:0.63 37:0.29 39:0.54 43:0.87 44:0.93 45:0.73 47:0.93 48:0.97 60:0.87 64:0.77 66:0.95 69:0.55 70:0.77 71:0.92 74:0.75 76:0.85 77:0.70 78:1.00 81:0.88 83:0.91 85:0.80 86:0.92 91:0.33 98:0.92 100:0.96 101:0.97 104:0.96 106:0.81 108:0.42 111:0.98 114:0.98 117:0.86 122:0.86 123:0.40 126:0.54 127:0.52 129:0.05 131:0.61 132:0.97 135:0.65 139:0.94 144:0.57 145:0.44 146:0.80 147:0.84 149:0.82 150:0.93 152:0.91 154:0.85 155:0.67 157:0.95 158:0.92 159:0.36 165:0.93 166:0.93 169:0.91 172:0.86 173:0.65 176:0.73 177:0.70 178:0.55 179:0.36 182:0.98 186:1.00 187:0.39 189:0.81 192:0.87 195:0.67 201:0.93 206:0.81 208:0.64 212:0.88 215:0.96 216:0.20 219:0.95 222:0.76 227:0.61 229:0.61 230:0.63 231:0.90 232:0.98 233:0.76 235:0.12 238:0.83 241:0.27 242:0.23 243:0.95 246:0.93 247:0.86 253:0.67 261:0.93 262:0.93 265:0.92 266:0.54 267:0.59 276:0.75 279:0.86 281:0.91 282:0.88 283:0.82 287:0.61 290:0.98 292:0.95 297:0.36 299:0.88 300:0.70\n0 11:0.85 12:0.86 17:0.51 18:0.75 21:0.78 27:0.45 29:0.62 30:0.76 34:0.79 36:0.17 37:0.50 39:0.54 43:0.80 45:0.66 66:0.25 69:0.73 70:0.29 71:0.92 74:0.43 85:0.72 86:0.74 91:0.14 98:0.13 101:0.97 108:0.56 122:0.82 123:0.82 124:0.71 127:0.33 129:0.05 131:0.61 133:0.60 135:0.68 139:0.71 144:0.57 145:0.49 146:0.17 147:0.22 149:0.61 154:0.75 157:0.84 159:0.48 163:0.97 166:0.61 172:0.16 173:0.71 177:0.70 178:0.55 179:0.87 182:0.76 187:0.68 212:0.52 216:0.77 222:0.76 227:0.61 229:0.61 231:0.71 235:0.88 241:0.27 242:0.55 243:0.45 245:0.45 246:0.61 247:0.39 253:0.33 259:0.21 265:0.10 266:0.27 267:0.28 276:0.24 277:0.69 287:0.61 300:0.25\n2 1:0.74 7:0.63 9:0.76 11:0.64 12:0.86 17:0.55 18:0.71 21:0.30 27:0.02 29:0.62 30:0.21 31:0.88 32:0.80 34:0.98 36:0.40 37:0.95 39:0.54 43:0.57 44:0.93 45:0.66 55:0.42 64:0.77 66:0.27 69:0.83 70:0.86 71:0.92 74:0.49 77:0.70 79:0.90 81:0.59 83:0.60 86:0.59 91:0.25 96:0.75 97:0.89 98:0.16 99:0.83 101:0.52 108:0.68 114:0.65 122:0.80 123:0.66 124:0.70 126:0.54 127:0.17 129:0.05 131:0.88 133:0.60 135:0.80 137:0.88 139:0.75 140:0.45 144:0.57 145:0.47 146:0.31 147:0.38 149:0.28 150:0.74 151:0.65 153:0.48 154:0.46 155:0.67 157:0.61 158:0.72 159:0.48 162:0.86 165:0.70 166:0.93 172:0.21 173:0.68 176:0.73 177:0.70 179:0.53 182:0.61 187:0.68 190:0.77 192:0.87 195:0.93 196:0.89 201:0.93 202:0.36 204:0.85 208:0.64 212:0.16 215:0.44 216:0.87 219:0.87 220:0.62 222:0.76 227:0.87 229:0.61 230:0.63 231:0.90 233:0.73 235:0.52 241:0.49 242:0.40 243:0.46 244:0.61 245:0.50 246:0.61 247:0.47 248:0.63 253:0.52 255:0.74 256:0.45 259:0.21 265:0.17 266:0.54 267:0.44 268:0.46 276:0.31 279:0.82 281:0.91 282:0.88 284:0.86 285:0.56 287:0.61 290:0.65 292:0.95 297:0.36 300:0.55\n3 1:0.69 7:0.64 8:0.79 11:0.86 12:0.86 17:0.86 18:0.88 21:0.05 27:0.54 29:0.62 30:0.13 32:0.63 34:0.74 36:0.31 37:0.35 39:0.54 43:0.42 45:0.87 55:0.59 66:0.26 69:0.79 70:0.95 71:0.92 74:0.52 76:0.94 77:0.70 81:0.73 83:0.60 86:0.72 91:0.27 96:0.73 97:0.89 98:0.69 99:0.83 101:0.87 108:0.63 114:0.70 122:0.77 123:0.85 124:0.64 126:0.44 127:0.92 129:0.05 131:0.83 133:0.60 135:0.65 139:0.70 140:0.45 144:0.57 145:0.39 146:0.81 147:0.05 149:0.66 150:0.69 151:0.53 153:0.72 154:0.63 155:0.58 157:0.61 158:0.72 159:0.76 162:0.66 165:0.70 166:0.88 172:0.88 173:0.69 176:0.55 177:0.05 179:0.25 182:0.61 187:0.21 190:0.89 191:0.82 192:0.59 195:0.86 201:0.68 202:0.61 204:0.85 208:0.54 212:0.86 215:0.78 216:0.55 220:0.74 222:0.76 227:0.84 229:0.61 230:0.64 231:0.89 232:0.72 233:0.76 235:0.12 241:0.64 242:0.51 243:0.06 245:0.94 246:0.61 247:0.82 248:0.52 253:0.52 254:0.84 256:0.58 257:0.84 259:0.21 265:0.58 266:0.80 267:0.36 268:0.62 276:0.88 277:0.69 279:0.82 282:0.71 283:0.78 285:0.47 287:0.61 290:0.70 297:0.36 300:0.94\n1 1:0.74 7:0.63 11:0.64 12:0.86 17:0.59 18:0.70 21:0.05 22:0.93 27:0.72 29:0.62 30:0.33 34:0.92 36:0.76 39:0.54 43:0.79 47:0.93 60:0.87 64:0.77 66:0.79 69:0.74 70:0.49 71:0.92 74:0.55 76:0.94 81:0.83 83:0.91 85:0.72 86:0.74 91:0.35 98:0.60 101:0.87 108:0.57 114:0.89 117:0.86 122:0.57 123:0.55 126:0.54 127:0.18 129:0.05 131:0.61 135:0.56 139:0.80 144:0.57 145:0.74 146:0.40 147:0.47 149:0.55 150:0.89 154:0.72 155:0.67 157:0.87 158:0.92 159:0.15 165:0.93 166:0.93 172:0.41 173:0.93 176:0.73 177:0.70 178:0.55 179:0.59 182:0.98 187:0.68 192:0.87 201:0.93 208:0.64 212:0.42 215:0.78 216:0.08 219:0.95 222:0.76 227:0.61 229:0.61 230:0.63 231:0.89 232:0.99 233:0.76 235:0.22 241:0.12 242:0.19 243:0.80 246:0.93 247:0.55 253:0.60 259:0.21 262:0.93 265:0.61 266:0.38 267:0.52 276:0.31 279:0.86 283:0.82 287:0.61 290:0.89 292:0.95 297:0.36 300:0.33\n2 1:0.74 7:0.64 8:0.63 11:0.92 12:0.86 17:0.94 18:0.99 21:0.13 27:0.66 29:0.62 30:0.40 34:0.89 36:0.53 37:0.55 39:0.54 43:0.74 44:0.85 45:0.92 48:0.99 55:0.42 64:0.77 66:0.74 69:0.10 70:0.73 71:0.92 74:0.92 76:0.97 77:0.96 81:0.73 83:0.60 85:0.72 86:0.99 91:0.12 97:0.89 98:0.70 101:0.97 104:0.87 108:0.09 114:0.79 122:0.80 123:0.09 124:0.44 126:0.54 127:0.45 129:0.05 131:0.61 133:0.60 135:0.44 139:0.98 144:0.57 145:0.74 146:0.89 147:0.91 149:0.67 150:0.80 154:0.88 155:0.67 157:0.83 158:0.72 159:0.67 166:0.93 172:0.96 173:0.11 176:0.73 177:0.70 178:0.55 179:0.14 182:0.75 187:0.21 192:0.87 195:0.86 201:0.93 204:0.85 208:0.64 212:0.91 215:0.61 216:0.14 219:0.87 222:0.76 227:0.61 229:0.61 230:0.64 231:0.90 232:0.97 233:0.73 235:0.31 241:0.01 242:0.30 243:0.77 245:0.95 246:0.61 247:0.97 253:0.58 259:0.21 265:0.71 266:0.75 267:0.52 276:0.93 279:0.82 281:0.91 282:0.71 287:0.61 290:0.79 292:0.91 297:0.36 300:0.84\n2 8:0.71 11:0.85 12:0.86 17:0.59 18:0.86 21:0.13 27:0.49 29:0.62 30:0.14 32:0.62 34:0.61 36:0.43 37:0.29 39:0.54 43:0.18 45:0.73 55:0.52 66:0.64 69:0.10 70:0.94 71:0.92 74:0.29 81:0.45 86:0.61 91:0.72 96:0.68 98:0.50 101:0.87 108:0.09 120:0.61 122:0.57 123:0.09 124:0.55 126:0.26 127:0.60 129:0.05 131:0.91 133:0.73 135:0.42 139:0.59 140:0.45 145:0.54 146:0.58 147:0.64 149:0.18 150:0.37 151:0.53 153:0.82 154:0.81 157:0.61 158:0.71 159:0.53 162:0.65 164:0.52 166:0.77 172:0.54 173:0.17 177:0.70 179:0.73 182:0.61 187:0.39 190:0.89 191:0.76 195:0.72 202:0.63 212:0.69 215:0.61 216:0.31 220:0.74 222:0.76 227:0.89 229:0.61 231:0.88 235:0.12 241:0.62 242:0.18 243:0.69 245:0.51 246:0.61 247:0.82 248:0.52 253:0.28 254:0.92 256:0.58 259:0.21 260:0.55 265:0.51 266:0.47 267:0.52 268:0.64 276:0.47 283:0.78 285:0.56 287:0.61 297:0.36 300:0.70\n1 1:0.74 7:0.64 8:0.66 11:0.86 12:0.86 17:0.55 18:0.67 21:0.40 27:0.72 29:0.62 30:0.76 32:0.63 34:0.33 36:0.67 37:0.27 39:0.54 43:0.71 45:0.73 48:0.91 64:0.77 66:0.72 69:0.27 70:0.22 71:0.92 74:0.48 76:0.94 77:0.70 81:0.54 83:0.60 86:0.77 91:0.89 98:0.55 99:0.83 101:0.87 108:0.21 114:0.62 122:0.51 123:0.20 126:0.54 127:0.16 129:0.05 131:0.61 132:0.97 135:0.32 139:0.73 144:0.57 145:0.44 146:0.24 147:0.30 149:0.36 150:0.71 154:0.88 155:0.67 157:0.61 159:0.11 165:0.70 166:0.93 172:0.27 173:0.76 176:0.73 177:0.70 178:0.55 179:0.71 182:0.61 192:0.87 195:0.53 201:0.93 202:0.50 204:0.85 208:0.64 212:0.95 215:0.42 216:0.14 222:0.76 227:0.61 229:0.61 230:0.64 231:0.89 233:0.76 235:0.60 241:0.90 242:0.45 243:0.75 246:0.61 247:0.35 253:0.46 254:0.80 259:0.21 265:0.56 266:0.12 267:0.18 276:0.21 281:0.91 282:0.71 287:0.61 290:0.62 297:0.36 300:0.18\n2 1:0.74 6:0.96 7:0.81 8:0.94 9:0.80 11:0.64 12:0.86 17:0.92 20:0.84 21:0.40 27:0.41 28:0.93 30:0.30 32:0.80 34:0.18 36:0.23 37:0.92 39:0.56 41:0.94 43:0.59 55:0.59 66:0.67 69:0.93 70:0.80 74:0.67 77:0.89 78:0.94 81:0.68 83:0.82 85:0.80 91:0.92 96:0.93 98:0.32 100:0.95 101:0.74 104:0.58 108:0.85 111:0.93 114:0.82 120:0.92 121:0.90 123:0.84 124:0.46 126:0.54 127:0.21 129:0.05 131:0.89 133:0.62 135:0.44 140:0.45 144:0.57 145:0.79 146:0.44 147:0.05 149:0.48 150:0.80 151:0.98 152:0.80 153:0.93 154:0.48 155:0.67 157:0.81 159:0.36 161:0.77 162:0.79 164:0.87 165:0.83 166:0.84 167:0.81 169:0.93 172:0.48 173:0.98 176:0.73 177:0.05 179:0.53 181:0.60 182:0.86 186:0.94 189:0.97 191:0.94 192:0.59 195:0.76 201:0.74 202:0.80 204:0.89 208:0.64 212:0.81 215:0.67 216:0.20 222:0.60 227:0.92 229:0.92 230:0.87 231:0.77 233:0.76 235:0.52 238:0.90 241:0.84 242:0.63 243:0.15 245:0.49 246:0.91 247:0.47 248:0.93 253:0.92 255:0.79 256:0.88 257:0.65 259:0.21 260:0.92 261:0.89 265:0.35 266:0.27 267:0.69 268:0.84 271:0.78 276:0.40 282:0.88 285:0.62 287:0.93 290:0.82 297:0.36 299:0.97 300:0.55\n2 1:0.74 6:0.95 7:0.81 8:0.93 9:0.80 11:0.64 12:0.86 17:0.72 20:0.77 21:0.54 27:0.08 28:0.93 30:0.40 32:0.80 34:0.55 36:0.36 37:0.98 39:0.56 41:0.90 43:0.95 66:0.49 69:0.23 70:0.88 74:0.95 76:0.85 77:0.70 78:0.89 81:0.66 83:0.78 85:0.96 91:0.53 96:0.83 98:0.68 100:0.91 101:0.85 104:0.58 108:0.74 111:0.89 114:0.77 120:0.73 121:0.90 122:0.43 123:0.73 124:0.57 126:0.54 127:0.72 129:0.59 131:0.89 133:0.47 135:0.42 140:0.45 144:0.57 145:0.69 146:0.70 147:0.75 149:0.95 150:0.77 151:0.90 152:0.91 153:0.69 154:0.95 155:0.67 157:0.92 159:0.55 161:0.77 162:0.86 164:0.74 165:0.79 166:0.84 167:0.59 169:0.94 172:0.78 173:0.25 176:0.73 177:0.38 179:0.36 181:0.60 182:0.86 186:0.89 187:0.39 189:0.97 192:0.59 195:0.74 201:0.74 202:0.60 204:0.89 208:0.64 212:0.80 215:0.58 216:0.45 220:0.93 222:0.60 227:0.92 229:0.92 230:0.87 231:0.77 233:0.76 235:0.80 238:0.87 241:0.59 242:0.24 243:0.45 245:0.92 246:0.91 247:0.67 248:0.81 253:0.88 255:0.79 256:0.64 259:0.21 260:0.74 261:0.95 265:0.69 266:0.54 267:0.76 268:0.69 271:0.78 276:0.78 282:0.88 285:0.62 287:0.93 290:0.77 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.85 7:0.81 8:0.89 9:0.80 11:0.64 12:0.86 17:0.73 20:0.92 21:0.22 27:0.34 28:0.93 30:0.67 32:0.80 34:0.31 36:0.73 37:0.72 39:0.56 41:0.99 43:0.97 60:0.87 66:0.64 69:0.23 70:0.65 74:0.96 76:0.98 77:0.96 78:0.93 81:0.85 83:0.89 85:0.94 91:0.88 96:0.98 98:0.66 100:0.91 101:0.84 108:0.76 111:0.91 114:0.69 120:0.96 121:0.90 122:0.43 123:0.75 124:0.48 126:0.54 127:0.97 129:0.59 131:0.89 133:0.47 135:0.42 138:0.98 140:0.45 144:0.57 145:0.65 146:0.59 147:0.64 149:0.98 150:0.90 151:0.98 152:0.86 153:0.93 154:0.97 155:0.67 157:0.91 158:0.92 159:0.55 161:0.77 162:0.78 164:0.96 165:0.86 166:0.84 167:0.82 169:0.89 172:0.88 173:0.27 176:0.56 177:0.38 179:0.31 181:0.60 182:0.86 186:0.92 189:0.87 191:0.93 192:0.59 195:0.73 201:0.74 202:0.94 204:0.89 208:0.64 212:0.87 215:0.72 216:0.42 220:0.62 222:0.60 227:0.92 229:0.92 230:0.87 231:0.77 232:0.72 233:0.76 235:0.74 238:0.85 241:0.89 242:0.28 243:0.33 245:0.94 246:0.91 247:0.60 248:0.99 253:0.99 255:0.79 256:0.95 259:0.21 260:0.96 261:0.91 265:0.67 266:0.54 267:0.73 268:0.96 271:0.78 276:0.81 279:0.86 282:0.88 283:0.82 285:0.62 286:0.99 287:0.93 290:0.69 297:0.36 299:0.97 300:0.84\n0 1:0.74 7:0.78 8:0.61 9:0.80 12:0.86 17:0.73 21:0.47 27:0.72 28:0.93 32:0.80 34:0.49 36:0.32 39:0.56 41:0.82 74:0.57 76:0.94 77:0.96 81:0.67 83:0.74 91:0.84 96:0.70 104:0.58 114:0.80 120:0.56 126:0.54 131:0.89 135:0.77 140:0.45 144:0.57 145:0.70 150:0.79 151:0.52 153:0.48 155:0.67 157:0.61 161:0.77 162:0.86 164:0.57 165:0.80 166:0.84 167:0.81 175:0.91 176:0.73 181:0.60 182:0.86 192:0.59 195:0.57 201:0.74 202:0.36 204:0.89 208:0.64 215:0.63 216:0.33 220:0.93 222:0.60 227:0.92 229:0.92 230:0.81 231:0.77 232:0.81 233:0.69 235:0.68 241:0.86 244:0.83 246:0.91 248:0.52 253:0.64 255:0.79 256:0.45 257:0.84 259:0.21 260:0.56 267:0.44 268:0.46 271:0.78 277:0.87 282:0.88 285:0.62 287:0.93 290:0.80 297:0.36 299:0.99\n1 7:0.81 12:0.86 17:0.83 21:0.40 27:0.72 28:0.93 32:0.80 34:0.37 36:0.48 39:0.56 74:0.59 77:0.70 81:0.47 91:0.83 104:0.58 114:0.55 121:1.00 126:0.32 131:0.61 135:0.54 144:0.57 145:0.45 150:0.38 155:0.67 157:0.61 161:0.77 166:0.76 167:0.80 175:0.91 176:0.53 178:0.55 181:0.60 182:0.73 191:0.77 192:0.59 195:0.52 204:0.89 208:0.64 222:0.60 227:0.61 229:0.61 230:0.87 231:0.70 232:0.81 233:0.76 235:0.42 241:0.83 244:0.83 246:0.61 253:0.47 257:0.84 259:0.21 267:0.23 271:0.78 277:0.87 282:0.88 287:0.61 290:0.55 299:0.88\n1 1:0.74 11:0.64 12:0.86 17:0.36 21:0.77 27:0.45 28:0.93 30:0.11 34:0.73 36:0.18 37:0.50 39:0.56 43:0.82 66:0.29 69:0.71 70:0.93 74:0.77 81:0.42 83:0.72 85:0.85 91:0.14 98:0.35 101:0.76 108:0.66 114:0.64 122:0.67 123:0.64 124:0.70 126:0.54 127:0.43 129:0.81 131:0.61 133:0.67 135:0.92 144:0.57 145:0.49 146:0.13 147:0.18 149:0.68 150:0.62 154:0.77 155:0.67 157:0.84 159:0.59 161:0.77 165:0.63 166:0.84 167:0.53 172:0.37 173:0.64 176:0.73 177:0.38 178:0.55 179:0.65 181:0.60 182:0.84 187:0.68 192:0.59 201:0.74 212:0.37 215:0.44 216:0.77 222:0.60 227:0.61 229:0.61 231:0.76 235:0.98 241:0.44 242:0.51 243:0.20 245:0.65 246:0.90 247:0.47 253:0.61 259:0.21 265:0.37 266:0.71 267:0.85 271:0.78 276:0.42 287:0.61 290:0.64 297:0.36 300:0.70\n2 1:0.74 6:0.90 7:0.81 8:0.81 9:0.80 11:0.64 12:0.86 17:0.81 20:0.86 21:0.59 27:0.42 28:0.93 30:0.54 32:0.80 34:0.77 36:0.75 37:0.68 39:0.56 41:0.99 43:0.97 60:0.99 66:0.72 69:0.29 70:0.77 74:0.95 77:0.89 78:0.91 81:0.64 83:0.89 85:0.95 91:0.91 96:0.97 98:0.89 100:0.88 101:0.85 104:0.75 108:0.57 111:0.89 114:0.63 120:0.94 121:0.90 122:0.43 123:0.55 124:0.43 126:0.54 127:0.96 129:0.59 131:0.89 133:0.47 135:0.58 138:0.96 140:0.45 144:0.57 145:0.77 146:0.26 147:0.32 149:0.94 150:0.77 151:0.99 152:0.81 153:0.97 154:0.97 155:0.67 157:0.92 158:0.92 159:0.51 161:0.77 162:0.80 164:0.95 165:0.80 166:0.84 167:0.78 169:0.86 172:0.80 173:0.33 176:0.56 177:0.38 179:0.47 181:0.60 182:0.86 186:0.91 189:0.91 191:0.85 192:0.59 195:0.68 201:0.74 202:0.90 204:0.89 208:0.64 212:0.74 215:0.53 216:0.32 220:0.62 222:0.60 227:0.92 229:0.92 230:0.87 231:0.77 232:0.83 233:0.76 235:0.88 238:0.84 241:0.79 242:0.32 243:0.23 245:0.83 246:0.91 247:0.67 248:0.97 253:0.98 255:0.79 256:0.92 259:0.21 260:0.95 261:0.87 265:0.89 266:0.27 267:0.65 268:0.93 271:0.78 276:0.73 279:0.86 282:0.88 283:0.82 285:0.62 287:0.93 290:0.63 297:0.36 299:0.97 300:0.70\n2 1:0.74 6:0.92 7:0.81 8:0.97 9:0.80 11:0.64 12:0.86 17:0.85 20:0.98 21:0.30 27:0.10 28:0.93 30:0.18 32:0.80 34:0.63 36:0.47 37:0.96 39:0.56 41:0.99 43:0.90 60:0.99 66:0.64 69:0.17 70:0.82 74:0.86 77:0.70 78:0.93 81:0.76 83:0.89 85:0.93 91:0.89 96:0.97 98:0.63 100:0.93 101:0.81 104:0.58 108:0.84 111:0.92 114:0.68 120:0.96 121:0.97 122:0.43 123:0.83 124:0.51 126:0.54 127:0.98 129:0.81 131:0.89 133:0.67 135:0.18 138:0.97 140:0.94 144:0.57 145:0.77 146:0.42 147:0.49 149:0.85 150:0.84 151:0.96 152:0.92 153:0.86 154:0.89 155:0.67 157:0.90 158:0.92 159:0.70 161:0.77 162:0.69 164:0.95 165:0.81 166:0.84 167:0.83 169:0.91 172:0.75 173:0.16 176:0.56 177:0.38 178:0.48 179:0.52 181:0.60 182:0.86 186:0.93 189:0.94 191:0.97 192:0.59 195:0.83 201:0.74 202:0.93 204:0.89 208:0.64 212:0.70 215:0.67 216:0.52 220:0.62 222:0.60 227:0.92 229:0.92 230:0.87 231:0.77 233:0.76 235:0.60 238:0.88 241:0.93 242:0.39 243:0.25 245:0.77 246:0.91 247:0.60 248:0.97 253:0.98 255:0.79 256:0.94 259:0.21 260:0.96 261:0.93 265:0.64 266:0.75 267:0.52 268:0.94 271:0.78 276:0.67 279:0.86 282:0.88 283:0.82 285:0.62 287:0.93 290:0.68 297:0.36 299:0.88 300:0.55\n1 1:0.74 7:0.81 9:0.80 11:0.64 12:0.86 17:0.04 21:0.54 27:0.08 28:0.93 30:0.68 32:0.80 34:0.42 36:0.35 37:0.98 39:0.56 41:0.88 43:0.95 66:0.79 69:0.23 70:0.31 74:0.78 76:0.85 77:0.89 81:0.66 83:0.74 85:0.85 91:0.68 96:0.71 98:0.76 101:0.82 104:0.58 108:0.18 114:0.77 120:0.58 121:0.90 122:0.41 123:0.18 126:0.54 127:0.25 129:0.05 131:0.89 135:0.32 140:0.45 144:0.57 145:0.79 146:0.44 147:0.50 149:0.79 150:0.77 151:0.54 153:0.83 154:0.95 155:0.67 157:0.86 159:0.16 161:0.77 162:0.71 164:0.72 165:0.79 166:0.84 167:0.60 172:0.41 173:0.55 176:0.73 177:0.38 179:0.76 181:0.60 182:0.86 187:0.39 191:0.95 192:0.59 195:0.55 201:0.74 202:0.63 204:0.89 208:0.64 212:0.78 215:0.58 216:0.45 220:0.93 222:0.60 227:0.92 229:0.92 230:0.87 231:0.77 233:0.76 235:0.80 241:0.60 242:0.45 243:0.80 246:0.91 247:0.39 248:0.56 253:0.70 255:0.79 256:0.58 259:0.21 260:0.58 265:0.76 266:0.23 267:0.23 268:0.66 271:0.78 276:0.24 282:0.88 285:0.62 287:0.93 290:0.77 297:0.36 299:0.97 300:0.25\n3 1:0.74 6:0.91 7:0.76 8:0.82 9:0.80 11:0.64 12:0.86 17:0.92 20:0.95 21:0.68 27:0.19 28:0.93 30:0.28 32:0.80 34:0.85 36:0.40 37:0.74 39:0.56 41:0.98 43:0.80 60:0.95 66:0.79 69:0.51 70:0.80 74:0.95 76:0.94 77:0.89 78:0.96 81:0.53 83:0.89 85:0.94 91:0.88 96:0.96 98:0.81 100:0.97 101:0.84 104:0.58 108:0.39 111:0.96 114:0.70 120:0.94 122:0.43 123:0.38 124:0.39 126:0.54 127:0.46 129:0.05 131:0.89 133:0.39 135:0.34 140:0.45 144:0.57 145:0.88 146:0.84 147:0.86 149:0.92 150:0.68 151:0.99 152:0.91 153:0.96 154:0.75 155:0.67 157:0.91 158:0.92 159:0.48 161:0.77 162:0.80 164:0.94 165:0.69 166:0.84 167:0.81 169:0.95 172:0.82 173:0.50 176:0.73 177:0.38 179:0.38 181:0.60 182:0.86 186:0.96 189:0.92 191:0.92 192:0.59 195:0.73 201:0.74 202:0.89 208:0.64 212:0.67 215:0.49 216:0.33 222:0.60 227:0.92 229:0.92 230:0.79 231:0.77 232:0.81 233:0.76 235:0.88 238:0.93 241:0.87 242:0.43 243:0.80 245:0.78 246:0.91 247:0.67 248:0.96 253:0.98 255:0.79 256:0.91 259:0.21 260:0.94 261:0.95 265:0.81 266:0.38 267:0.28 268:0.92 271:0.78 276:0.73 279:0.86 282:0.88 283:0.82 285:0.62 287:0.93 290:0.70 297:0.36 299:0.97 300:0.55\n1 1:0.74 6:0.92 8:0.87 9:0.80 12:0.86 17:0.47 20:0.76 21:0.30 27:0.16 28:0.93 30:0.76 32:0.80 34:0.28 36:0.76 37:0.59 39:0.56 41:0.92 43:0.34 55:0.92 66:0.25 69:0.59 70:0.29 74:0.68 77:0.89 78:0.93 81:0.78 83:0.78 91:0.65 96:0.95 98:0.33 100:0.91 108:0.45 111:0.91 114:0.86 117:0.86 120:0.75 122:0.51 123:0.43 124:0.71 126:0.54 127:0.55 129:0.59 131:0.89 133:0.64 135:0.66 138:0.96 140:0.80 144:0.57 145:0.49 146:0.57 147:0.63 149:0.31 150:0.85 151:0.87 152:0.75 153:0.95 154:0.26 155:0.67 157:0.61 158:0.83 159:0.72 161:0.77 162:0.81 163:0.93 164:0.81 165:0.84 166:0.84 167:0.61 169:0.89 172:0.16 173:0.43 176:0.73 177:0.38 179:0.91 181:0.60 182:0.86 186:0.93 187:0.21 189:0.93 191:0.82 192:0.59 195:0.87 201:0.74 202:0.81 208:0.64 212:0.23 215:0.72 216:0.79 222:0.60 227:0.92 229:0.92 231:0.77 232:0.83 235:0.52 238:0.88 241:0.62 242:0.55 243:0.45 244:0.61 245:0.45 246:0.91 247:0.39 248:0.84 253:0.94 255:0.79 256:0.84 259:0.21 260:0.76 261:0.78 265:0.36 266:0.38 267:0.59 268:0.86 271:0.78 276:0.27 282:0.88 285:0.62 287:0.93 290:0.86 297:0.36 299:0.88 300:0.25\n2 1:0.74 6:0.92 7:0.81 8:0.85 9:0.80 12:0.86 17:0.90 20:0.82 21:0.05 27:0.72 28:0.93 32:0.80 34:0.59 36:0.86 37:1.00 39:0.56 41:0.88 74:0.59 76:0.85 77:0.89 78:0.90 81:0.87 83:0.81 91:0.85 96:0.88 100:0.89 104:0.74 111:0.89 114:0.95 120:0.79 121:0.90 126:0.54 131:0.89 135:0.18 140:0.45 144:0.57 145:0.85 150:0.93 151:0.94 152:0.79 153:0.80 155:0.67 157:0.61 161:0.77 162:0.79 164:0.71 165:0.90 166:0.85 167:0.81 169:0.87 175:0.91 176:0.73 181:0.60 182:0.86 186:0.90 189:0.93 192:0.59 195:0.65 201:0.74 202:0.60 204:0.89 208:0.64 215:0.91 216:0.03 222:0.60 227:0.92 229:0.92 230:0.87 231:0.77 232:0.83 233:0.76 235:0.12 238:0.86 241:0.86 244:0.83 246:0.91 248:0.87 253:0.87 255:0.79 256:0.58 257:0.84 259:0.21 260:0.80 261:0.84 267:0.82 268:0.65 271:0.78 277:0.87 282:0.88 285:0.62 287:0.93 290:0.95 297:0.36 299:0.97\n2 1:0.74 6:0.87 7:0.81 8:0.78 9:0.80 11:0.64 12:0.86 17:0.72 20:0.90 21:0.40 27:0.44 28:0.93 30:0.45 32:0.80 34:0.49 36:0.93 37:0.70 39:0.56 41:0.95 43:0.80 60:0.87 66:0.94 69:0.64 70:0.53 74:0.93 77:0.70 78:0.88 81:0.71 83:0.85 85:0.95 91:0.92 96:0.94 98:0.88 100:0.86 101:0.86 108:0.49 111:0.86 114:0.82 120:0.93 121:0.97 122:0.43 123:0.46 126:0.54 127:0.42 129:0.05 131:0.89 135:0.37 140:0.87 144:0.57 145:0.76 146:0.72 147:0.76 149:0.94 150:0.81 151:0.99 152:0.84 153:0.95 154:0.75 155:0.67 157:0.92 158:0.92 159:0.29 161:0.77 162:0.77 164:0.92 165:0.81 166:0.84 167:0.80 169:0.83 172:0.83 173:0.78 176:0.73 177:0.38 179:0.37 181:0.60 182:0.86 186:0.88 189:0.89 191:0.84 192:0.59 195:0.61 201:0.74 202:0.88 204:0.89 208:0.64 212:0.93 215:0.67 216:0.29 220:0.62 222:0.60 227:0.92 229:0.92 230:0.87 231:0.77 232:0.72 233:0.76 235:0.60 238:0.83 241:0.83 242:0.44 243:0.94 246:0.91 247:0.47 248:0.93 253:0.96 255:0.79 256:0.89 259:0.21 260:0.93 261:0.87 265:0.88 266:0.23 267:0.59 268:0.91 271:0.78 276:0.73 279:0.86 282:0.88 283:0.82 285:0.62 287:0.93 290:0.82 297:0.36 299:0.88 300:0.43\n2 1:0.74 7:0.81 9:0.80 12:0.86 17:0.79 27:0.19 28:0.93 32:0.80 34:0.18 36:0.21 37:0.74 39:0.56 41:0.82 74:0.59 77:0.70 81:0.92 83:0.81 91:0.64 96:0.83 104:0.58 114:0.98 120:0.72 121:0.90 126:0.54 131:0.89 135:0.60 140:0.45 144:0.57 145:0.44 150:0.96 151:0.90 153:0.69 155:0.67 157:0.61 161:0.77 162:0.86 164:0.62 165:0.92 166:0.85 167:0.54 175:0.91 176:0.73 181:0.60 182:0.86 187:0.21 191:0.85 192:0.59 195:0.71 201:0.74 202:0.46 204:0.89 208:0.64 215:0.96 216:0.33 222:0.60 227:0.92 229:0.92 230:0.87 231:0.77 232:0.81 233:0.76 235:0.05 241:0.49 244:0.83 246:0.91 248:0.80 253:0.83 255:0.79 256:0.45 257:0.84 259:0.21 260:0.73 267:0.36 268:0.55 271:0.78 277:0.87 282:0.88 285:0.62 287:0.93 290:0.98 297:0.36 299:0.88\n1 1:0.74 6:0.97 7:0.81 8:0.97 9:0.80 11:0.64 12:0.86 17:0.87 20:0.75 21:0.54 27:0.27 28:0.93 30:0.14 32:0.80 34:0.21 36:0.23 37:0.95 39:0.56 41:0.93 43:0.94 66:0.30 69:0.30 70:0.94 74:0.91 76:0.85 77:0.70 78:1.00 81:0.63 83:0.77 85:0.95 91:0.87 96:0.82 98:0.26 100:0.97 101:0.77 104:0.58 108:0.24 111:0.99 114:0.77 120:0.81 121:0.97 123:0.23 124:0.95 126:0.54 127:0.99 129:0.81 131:0.89 133:0.96 135:0.24 140:0.45 144:0.57 145:0.70 146:0.67 147:0.72 149:0.93 150:0.76 151:0.87 152:0.74 153:0.48 154:0.94 155:0.67 157:0.89 159:0.91 161:0.77 162:0.85 164:0.85 165:0.79 166:0.84 167:0.80 169:0.95 172:0.71 173:0.10 176:0.73 177:0.38 179:0.36 181:0.60 182:0.86 186:1.00 189:0.97 191:0.94 192:0.59 195:0.97 201:0.74 202:0.76 204:0.89 208:0.64 212:0.58 215:0.58 216:0.26 220:0.96 222:0.60 227:0.92 229:0.92 230:0.87 231:0.77 233:0.76 235:0.74 238:0.90 241:0.82 242:0.45 243:0.48 245:0.74 246:0.91 247:0.60 248:0.79 253:0.86 255:0.79 256:0.81 259:0.21 260:0.81 261:0.80 265:0.28 266:0.92 267:0.69 268:0.82 271:0.78 276:0.81 282:0.88 283:0.71 285:0.62 287:0.93 290:0.77 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.95 7:0.81 8:0.97 9:0.80 11:0.64 12:0.86 17:0.43 20:0.95 21:0.54 27:0.08 28:0.93 30:0.42 32:0.80 34:0.34 36:0.48 37:0.98 39:0.56 41:0.99 43:0.95 66:0.51 69:0.23 70:0.85 74:0.95 76:0.85 77:0.70 78:0.95 81:0.66 83:0.83 85:0.96 91:0.93 96:0.96 98:0.72 100:0.96 101:0.86 104:0.58 108:0.72 111:0.95 114:0.77 120:0.96 121:0.90 122:0.43 123:0.70 124:0.56 126:0.54 127:0.81 129:0.59 131:0.89 133:0.47 135:0.34 138:0.98 140:0.87 144:0.57 145:0.69 146:0.63 147:0.69 149:0.96 150:0.77 151:0.94 152:0.91 153:0.81 154:0.95 155:0.67 157:0.92 159:0.52 161:0.77 162:0.76 164:0.96 165:0.79 166:0.84 167:0.82 169:0.94 172:0.78 173:0.28 176:0.73 177:0.38 179:0.38 181:0.60 182:0.86 186:0.95 189:0.96 191:0.97 192:0.59 195:0.71 201:0.74 202:0.93 204:0.89 208:0.64 212:0.82 215:0.58 216:0.45 220:0.62 222:0.60 227:0.92 229:0.92 230:0.87 231:0.77 233:0.76 235:0.80 238:0.92 241:0.89 242:0.24 243:0.44 245:0.92 246:0.91 247:0.67 248:0.95 253:0.97 255:0.79 256:0.95 259:0.21 260:0.96 261:0.95 265:0.72 266:0.54 267:0.59 268:0.95 271:0.78 276:0.78 282:0.88 283:0.71 285:0.62 287:0.93 290:0.77 297:0.36 299:0.88 300:0.84\n0 1:0.74 11:0.64 12:0.86 17:0.32 21:0.54 27:0.45 28:0.93 30:0.58 34:0.86 36:0.18 37:0.50 39:0.56 43:0.82 55:0.84 60:0.87 66:0.10 69:0.69 70:0.60 74:0.62 81:0.59 83:0.86 85:0.72 91:0.17 98:0.18 101:0.68 108:0.52 114:0.77 122:0.43 123:0.70 124:0.82 126:0.54 127:0.64 129:0.59 131:0.61 133:0.76 135:0.81 144:0.57 145:0.49 146:0.26 147:0.32 149:0.56 150:0.74 154:0.77 155:0.67 157:0.76 158:0.87 159:0.84 161:0.77 163:0.79 165:0.79 166:0.84 167:0.48 172:0.16 173:0.45 176:0.73 177:0.38 178:0.55 179:0.88 181:0.60 182:0.85 187:0.68 192:0.59 201:0.74 208:0.64 212:0.16 215:0.58 216:0.77 222:0.60 227:0.61 229:0.61 231:0.76 235:0.68 241:0.21 242:0.40 243:0.39 245:0.48 246:0.91 247:0.55 253:0.63 259:0.21 265:0.14 266:0.54 267:0.52 271:0.78 276:0.32 279:0.86 283:0.71 287:0.61 290:0.77 297:0.36 300:0.43\n0 12:0.86 17:0.47 18:0.69 21:0.78 27:0.45 29:0.53 30:0.45 34:0.67 36:0.19 37:0.50 39:0.37 43:0.12 55:0.45 66:0.27 69:0.81 70:0.25 71:0.95 74:0.26 86:0.67 91:0.22 98:0.10 108:0.66 122:0.57 123:0.63 124:0.72 127:0.17 129:0.05 133:0.62 135:0.54 139:0.65 145:0.47 146:0.19 147:0.05 149:0.08 154:0.47 159:0.36 163:0.93 172:0.10 173:0.73 175:0.75 177:0.05 178:0.55 179:0.84 187:0.68 212:0.61 216:0.77 222:0.60 235:0.74 241:0.47 242:0.63 243:0.29 244:0.61 245:0.38 247:0.30 253:0.23 254:0.84 257:0.84 259:0.21 265:0.11 266:0.17 267:0.76 271:0.43 276:0.19 277:0.69 300:0.18\n2 1:0.74 9:0.80 11:0.91 12:0.86 17:0.34 18:0.87 21:0.64 27:0.48 29:0.53 30:0.26 31:0.86 32:0.78 34:0.67 36:0.29 37:0.55 39:0.37 43:0.63 44:0.93 45:0.91 64:0.77 66:0.09 69:0.56 70:0.97 71:0.95 74:0.81 77:0.70 79:0.86 81:0.44 83:0.60 86:0.90 91:0.07 96:0.68 97:0.94 98:0.40 99:0.83 101:0.52 108:0.43 114:0.57 120:0.53 122:0.51 123:0.89 124:0.87 126:0.54 127:0.89 129:0.81 133:0.86 135:0.42 137:0.86 139:0.90 140:0.45 144:0.85 145:0.65 146:0.70 147:0.74 149:0.74 150:0.66 151:0.47 153:0.48 154:0.70 155:0.67 158:0.78 159:0.86 162:0.86 164:0.57 165:0.70 172:0.65 173:0.30 176:0.73 177:0.70 179:0.38 187:0.39 192:0.87 195:0.94 196:0.88 201:0.93 202:0.36 208:0.64 212:0.54 215:0.38 216:0.92 220:0.96 222:0.60 228:0.99 235:0.88 241:0.64 242:0.19 243:0.45 245:0.82 247:0.88 248:0.47 253:0.45 254:0.84 255:0.95 256:0.45 259:0.21 260:0.54 265:0.36 266:0.92 267:0.91 268:0.46 271:0.43 276:0.78 279:0.82 282:0.86 283:0.82 284:0.89 285:0.62 290:0.57 297:0.36 300:0.98\n0 1:0.69 7:0.72 11:0.91 12:0.86 17:0.98 18:0.77 27:0.53 29:0.53 30:0.31 32:0.80 34:0.50 36:0.64 37:0.27 39:0.37 43:0.63 44:0.93 45:0.92 55:0.52 66:0.54 69:0.69 70:0.87 71:0.95 74:0.88 77:0.99 81:0.83 83:0.60 86:0.82 91:0.27 97:0.89 98:0.72 99:0.83 101:0.52 104:0.86 106:0.81 108:0.68 114:0.95 117:0.86 123:0.66 124:0.64 126:0.44 127:0.37 129:0.59 133:0.61 135:0.54 139:0.85 144:0.85 145:0.97 146:0.40 147:0.46 149:0.85 150:0.80 154:0.75 155:0.58 158:0.79 159:0.70 165:0.70 172:0.89 173:0.53 176:0.66 177:0.70 178:0.55 179:0.18 187:0.21 192:0.59 195:0.90 201:0.68 204:0.85 206:0.81 208:0.54 212:0.80 215:0.96 216:0.30 222:0.60 230:0.75 232:0.92 233:0.76 235:0.05 241:0.01 242:0.53 243:0.36 245:0.94 247:0.88 253:0.65 254:0.74 259:0.21 265:0.72 266:0.47 267:0.28 271:0.43 276:0.89 279:0.82 282:0.88 283:0.82 290:0.95 297:0.36 300:0.70\n0 1:0.69 8:0.72 9:0.76 11:0.91 12:0.86 17:0.75 18:0.58 20:0.92 27:0.29 29:0.53 30:0.43 34:0.20 36:0.31 37:0.53 39:0.37 43:0.61 45:0.92 66:0.11 69:0.77 70:0.91 71:0.95 74:0.72 78:0.97 81:0.83 83:0.60 86:0.60 91:0.17 96:0.80 97:0.89 98:0.34 99:0.83 100:0.92 101:0.52 108:0.70 111:0.95 114:0.95 120:0.69 122:0.51 123:0.90 124:0.89 126:0.44 127:0.45 129:0.93 133:0.90 135:0.47 139:0.59 140:0.45 144:0.85 146:0.28 147:0.35 149:0.83 150:0.80 151:0.81 152:0.86 153:0.48 154:0.50 155:0.58 158:0.79 159:0.83 162:0.86 164:0.54 165:0.70 169:0.90 172:0.65 173:0.54 175:0.75 176:0.66 177:0.38 179:0.32 186:0.97 187:0.68 190:0.77 192:0.59 201:0.68 202:0.36 208:0.54 212:0.50 215:0.96 216:0.21 222:0.60 235:0.05 241:0.05 242:0.33 243:0.20 244:0.61 245:0.79 247:0.76 248:0.73 253:0.81 255:0.74 256:0.45 257:0.65 259:0.21 260:0.68 261:0.93 265:0.22 266:0.89 267:0.28 268:0.46 271:0.43 276:0.77 277:0.69 279:0.82 283:0.82 285:0.56 290:0.95 297:0.36 300:0.84\n0 1:0.69 7:0.72 9:0.76 11:0.91 12:0.86 17:0.79 18:0.69 21:0.05 27:0.24 29:0.53 30:0.45 34:0.73 36:0.51 37:0.61 39:0.37 43:0.69 45:0.66 66:0.27 69:0.54 70:0.25 71:0.95 74:0.53 81:0.75 83:0.60 86:0.67 91:0.53 96:0.80 97:0.89 98:0.19 99:0.83 101:0.52 108:0.41 114:0.85 120:0.69 122:0.57 123:0.65 124:0.61 126:0.44 127:0.17 129:0.05 133:0.39 135:0.89 139:0.65 140:0.45 144:0.85 146:0.13 147:0.18 149:0.36 150:0.71 151:0.81 153:0.48 154:0.58 155:0.58 158:0.79 159:0.29 162:0.86 163:0.88 164:0.54 165:0.70 172:0.10 173:0.48 175:0.75 176:0.66 177:0.38 179:0.85 187:0.39 190:0.77 192:0.59 201:0.68 202:0.36 204:0.85 208:0.54 212:0.61 215:0.78 216:0.61 222:0.60 230:0.75 233:0.76 235:0.12 241:0.30 242:0.63 243:0.46 244:0.61 245:0.40 247:0.30 248:0.73 253:0.76 255:0.74 256:0.45 257:0.65 259:0.21 260:0.68 265:0.09 266:0.17 267:0.95 268:0.46 271:0.43 276:0.15 277:0.87 279:0.82 283:0.82 285:0.56 290:0.85 297:0.36 300:0.18\n0 1:0.69 11:0.91 12:0.86 17:0.76 18:0.86 21:0.40 27:0.19 29:0.53 30:0.13 34:0.44 36:0.36 37:0.38 39:0.37 43:0.63 44:0.87 45:0.77 55:0.59 66:0.67 69:0.35 70:0.96 71:0.95 74:0.45 81:0.42 83:0.60 86:0.80 91:0.03 98:0.82 99:0.83 101:0.52 106:0.81 108:0.27 114:0.61 117:0.86 122:0.51 123:0.26 124:0.45 126:0.44 127:0.55 129:0.05 133:0.37 135:0.92 139:0.78 144:0.85 145:0.83 146:0.85 147:0.88 149:0.56 150:0.55 154:0.53 155:0.58 159:0.52 165:0.70 172:0.70 173:0.33 176:0.66 177:0.70 178:0.55 179:0.53 187:0.39 192:0.59 195:0.77 201:0.68 206:0.81 208:0.54 212:0.40 215:0.42 216:0.87 222:0.60 228:0.99 235:0.52 241:0.54 242:0.28 243:0.72 244:0.61 245:0.78 247:0.76 253:0.45 259:0.21 265:0.82 266:0.75 267:0.65 271:0.43 276:0.64 290:0.61 297:0.36 300:0.84\n0 1:0.69 7:0.72 9:0.76 11:0.91 12:0.86 17:0.66 18:0.66 20:0.94 21:0.22 27:0.72 29:0.53 30:0.76 32:0.79 34:0.47 36:0.26 39:0.37 43:0.72 44:0.93 45:0.83 66:0.48 69:0.12 70:0.36 71:0.95 74:0.74 77:0.70 78:0.86 81:0.57 83:0.60 86:0.76 91:0.37 96:0.71 97:0.89 98:0.23 99:0.83 100:0.73 101:0.52 104:0.88 106:0.81 108:0.10 111:0.83 114:0.67 117:0.86 120:0.57 122:0.51 123:0.10 124:0.56 126:0.44 127:0.16 129:0.05 132:0.97 133:0.43 135:0.72 139:0.81 140:0.45 144:0.85 145:1.00 146:0.33 147:0.40 149:0.62 150:0.59 151:0.53 152:0.87 153:0.48 154:0.84 155:0.58 158:0.78 159:0.27 162:0.86 164:0.54 165:0.70 169:0.72 172:0.37 173:0.16 176:0.66 177:0.70 179:0.40 186:0.86 187:0.68 190:0.77 192:0.59 195:0.77 201:0.68 202:0.36 204:0.85 206:0.81 208:0.54 212:0.78 215:0.51 216:0.20 220:0.82 222:0.60 230:0.75 232:0.93 233:0.76 235:0.31 241:0.07 242:0.45 243:0.60 245:0.61 247:0.47 248:0.53 253:0.55 254:0.80 255:0.74 256:0.45 259:0.21 260:0.57 261:0.85 265:0.25 266:0.27 267:0.36 268:0.46 271:0.43 276:0.29 279:0.82 282:0.87 283:0.78 285:0.56 290:0.67 297:0.36 300:0.33\n0 1:0.69 8:0.62 9:0.76 11:0.91 12:0.86 17:0.64 18:0.63 21:0.47 27:0.57 29:0.53 30:0.28 34:0.58 36:0.74 37:0.27 39:0.37 43:0.71 45:0.81 66:0.29 69:0.29 70:0.97 71:0.95 74:0.56 81:0.38 83:0.60 86:0.64 91:0.54 96:0.86 97:0.99 98:0.35 99:0.83 101:0.52 104:0.86 106:0.81 108:0.56 114:0.59 117:0.86 120:0.77 123:0.53 124:0.84 126:0.44 127:0.75 129:0.89 133:0.83 135:0.34 138:0.97 139:0.62 140:0.45 144:0.85 146:0.13 147:0.18 149:0.61 150:0.54 151:0.84 153:0.72 154:0.61 155:0.58 158:0.79 159:0.74 162:0.84 163:0.88 164:0.71 165:0.70 172:0.37 173:0.18 175:0.75 176:0.66 177:0.38 179:0.73 187:0.39 190:0.77 191:0.80 192:0.59 201:0.68 202:0.66 206:0.81 208:0.54 212:0.27 215:0.41 216:0.17 220:0.93 222:0.60 232:0.92 235:0.60 241:0.27 242:0.40 243:0.20 244:0.61 245:0.58 247:0.74 248:0.83 253:0.78 255:0.74 256:0.71 257:0.65 259:0.21 260:0.73 265:0.37 266:0.71 267:0.28 268:0.73 271:0.43 276:0.49 277:0.69 279:0.82 283:0.82 285:0.56 290:0.59 297:0.36 300:0.84\n0 1:0.69 11:0.91 12:0.86 17:0.49 21:0.13 27:0.25 29:0.53 30:0.95 32:0.75 34:0.24 36:0.56 37:0.90 39:0.37 43:0.60 44:0.93 45:0.66 66:0.54 69:0.79 71:0.95 74:0.50 77:0.70 81:0.65 83:0.60 91:0.42 98:0.12 99:0.83 101:0.52 104:0.86 106:0.81 108:0.63 114:0.75 117:0.86 123:0.61 126:0.44 127:0.08 129:0.05 135:0.39 139:0.73 144:0.85 145:0.61 146:0.13 147:0.18 149:0.28 150:0.63 154:0.49 155:0.58 159:0.08 165:0.70 172:0.10 173:0.95 175:0.75 176:0.66 177:0.38 178:0.55 179:0.10 187:0.39 192:0.59 195:0.56 201:0.68 206:0.81 208:0.54 215:0.61 216:0.87 222:0.60 232:0.92 235:0.22 241:0.05 243:0.63 244:0.61 253:0.54 257:0.65 259:0.21 265:0.12 267:0.82 271:0.43 277:0.69 282:0.83 290:0.75 297:0.36 300:0.08\n1 1:0.74 9:0.80 11:0.91 12:0.86 17:0.49 18:0.89 21:0.59 27:0.48 29:0.53 30:0.40 31:0.86 32:0.79 34:0.40 36:0.21 37:0.55 39:0.37 43:0.63 44:0.93 45:0.91 64:0.77 66:0.45 69:0.25 70:0.95 71:0.95 74:0.78 77:0.70 79:0.86 81:0.46 83:0.60 86:0.90 91:0.15 96:0.68 98:0.56 99:0.83 101:0.52 108:0.20 114:0.58 120:0.54 122:0.51 123:0.19 124:0.81 126:0.54 127:0.90 129:0.05 133:0.81 135:0.61 137:0.86 139:0.90 140:0.45 144:0.85 145:0.59 146:0.79 147:0.83 149:0.77 150:0.67 151:0.48 153:0.48 154:0.71 155:0.67 159:0.75 162:0.86 164:0.57 165:0.70 172:0.71 173:0.17 176:0.73 177:0.70 179:0.44 187:0.39 192:0.87 195:0.85 196:0.88 201:0.93 202:0.36 208:0.64 212:0.37 215:0.39 216:0.92 220:0.93 222:0.60 228:0.99 235:0.84 241:0.56 242:0.36 243:0.58 245:0.79 247:0.79 248:0.48 253:0.46 254:0.80 255:0.95 256:0.45 259:0.21 260:0.54 265:0.58 266:0.75 267:0.36 268:0.46 271:0.43 276:0.73 282:0.87 283:0.82 284:0.89 285:0.62 290:0.58 297:0.36 300:0.94\n0 8:0.66 12:0.79 17:0.55 21:0.59 27:0.45 28:0.49 30:0.17 32:0.80 34:0.79 36:0.20 37:0.50 43:0.32 55:0.59 66:0.47 69:0.70 70:0.73 81:0.82 91:0.09 98:0.71 108:0.82 123:0.81 124:0.65 126:0.54 127:0.58 129:0.81 133:0.67 135:0.82 145:0.47 146:0.84 147:0.87 149:0.70 150:0.62 154:0.24 159:0.78 161:0.55 167:0.64 172:0.71 173:0.52 177:0.05 178:0.55 179:0.40 181:0.68 187:0.68 195:0.91 212:0.21 215:0.55 216:0.77 235:0.68 241:0.24 242:0.82 243:0.45 245:0.84 247:0.12 259:0.21 265:0.71 266:0.71 267:0.69 271:0.83 276:0.75 283:0.60 297:0.36 300:0.70\n1 6:0.86 7:0.81 8:0.78 12:0.79 17:0.91 20:0.75 21:0.77 27:0.56 28:0.49 30:0.95 32:0.80 34:0.97 36:0.81 37:0.57 43:0.45 55:0.99 66:0.20 69:0.51 78:0.83 81:0.61 91:0.97 98:0.07 100:0.81 108:0.39 111:0.82 120:0.96 123:0.37 124:0.61 126:0.54 127:0.32 129:0.59 133:0.47 135:0.73 140:0.90 145:0.79 146:0.05 147:0.05 149:0.18 150:0.45 151:0.83 152:0.74 153:0.95 154:0.34 159:0.53 161:0.55 162:0.49 164:0.97 167:0.96 169:0.83 172:0.05 173:0.41 177:0.05 178:0.50 179:1.00 181:0.68 186:0.80 191:0.94 195:0.82 202:0.98 215:0.43 216:0.56 230:0.65 233:0.63 235:0.98 238:0.90 241:0.87 243:0.40 245:0.36 248:0.94 256:0.98 259:0.21 260:0.96 261:0.75 265:0.07 267:1.00 268:0.96 271:0.83 285:0.62 297:0.36 300:0.08\n0 12:0.79 17:0.53 20:0.75 21:0.78 27:0.15 28:0.49 34:0.71 36:0.34 37:0.85 78:0.72 91:0.56 100:0.73 104:0.81 106:0.81 111:0.72 120:0.60 135:0.60 140:0.45 151:0.54 152:0.74 153:0.48 161:0.55 162:0.86 164:0.57 167:0.85 169:0.72 175:0.75 181:0.68 186:0.73 187:0.21 202:0.36 206:0.81 216:0.79 220:0.62 235:0.68 241:0.74 244:0.61 248:0.54 256:0.45 257:0.65 259:0.21 260:0.61 261:0.73 267:0.89 268:0.46 271:0.83 277:0.69 285:0.62\n4 6:0.96 8:0.98 12:0.79 17:0.16 20:0.86 21:0.68 27:0.06 28:0.49 32:0.80 34:0.89 36:0.38 37:0.92 78:0.85 81:0.77 91:0.90 100:0.90 111:0.86 120:0.96 126:0.54 135:0.32 140:0.45 145:0.76 150:0.57 151:0.84 152:0.84 153:0.98 161:0.55 162:0.56 164:0.96 167:0.92 169:0.90 175:0.75 181:0.68 186:0.85 187:0.68 189:0.99 191:0.97 195:0.62 202:0.95 215:0.49 216:0.75 235:0.80 238:0.95 241:0.78 244:0.61 248:0.94 256:0.94 257:0.65 259:0.21 260:0.96 261:0.89 267:0.23 268:0.94 271:0.83 277:0.69 283:0.82 285:0.62 297:0.36\n2 8:0.95 12:0.79 17:0.13 21:0.78 27:0.72 28:0.49 34:0.64 36:0.27 37:0.94 91:0.88 104:0.58 120:0.75 135:0.78 140:0.45 151:0.71 153:0.72 161:0.55 162:0.67 164:0.75 167:0.96 175:0.75 181:0.68 202:0.68 216:0.32 241:0.88 244:0.61 248:0.68 256:0.68 257:0.65 259:0.21 260:0.76 267:0.44 268:0.70 271:0.83 277:0.69 283:0.60 285:0.62\n4 6:0.96 7:0.81 8:0.96 12:0.79 17:0.24 20:0.75 21:0.68 27:0.06 28:0.49 30:0.95 32:0.80 34:0.67 36:0.71 37:0.92 43:0.50 55:0.96 66:0.20 69:0.30 78:0.94 81:0.77 91:0.96 98:0.11 100:0.97 108:0.24 111:0.98 120:0.99 123:0.23 124:0.61 126:0.54 127:0.44 129:0.59 133:0.47 135:0.23 140:0.45 145:0.63 146:0.05 147:0.05 149:0.22 150:0.57 151:0.90 152:0.84 153:0.99 154:0.39 159:0.20 161:0.55 162:0.58 164:0.99 167:0.99 169:0.90 172:0.05 173:0.61 177:0.05 179:1.00 181:0.68 186:0.92 189:0.97 191:0.98 195:0.55 202:0.99 215:0.49 216:0.75 230:0.87 233:0.76 235:0.80 238:0.98 241:1.00 243:0.40 245:0.36 248:0.98 256:0.99 259:0.21 260:0.99 261:0.89 265:0.12 267:0.82 268:0.99 271:0.83 283:0.82 285:0.62 297:0.36 300:0.08\n1 6:0.91 8:0.86 12:0.79 17:0.24 20:0.90 21:0.78 27:0.37 28:0.49 34:0.55 36:0.25 37:0.90 78:0.76 91:0.91 100:0.79 104:0.58 111:0.75 120:0.76 135:0.72 140:0.80 151:0.66 152:0.84 153:0.48 161:0.55 162:0.55 164:0.79 167:0.97 169:0.76 175:0.75 178:0.42 181:0.68 186:0.76 189:0.92 191:0.90 202:0.77 216:0.29 220:0.62 238:0.90 241:0.89 244:0.61 248:0.68 256:0.73 257:0.65 259:0.21 260:0.77 261:0.78 267:0.44 268:0.74 271:0.83 277:0.69 285:0.62\n2 12:0.79 17:0.47 21:0.78 27:0.21 28:0.49 30:0.21 34:0.42 36:0.73 37:0.74 43:0.42 55:0.71 66:0.15 69:0.51 70:0.82 91:0.29 98:0.36 108:0.92 120:0.76 123:0.92 124:0.95 127:0.60 129:0.99 133:0.95 135:0.26 140:0.90 146:0.05 147:0.05 149:0.73 151:0.73 153:0.80 154:0.32 159:0.93 161:0.55 162:0.49 164:0.79 167:0.69 172:0.70 173:0.14 177:0.05 178:0.50 179:0.21 181:0.68 187:0.39 202:0.84 212:0.19 216:0.95 235:0.42 241:0.46 242:0.82 243:0.06 245:0.86 247:0.12 248:0.68 256:0.78 259:0.21 260:0.77 265:0.38 266:0.95 267:0.19 268:0.74 271:0.83 276:0.89 283:0.82 285:0.62 300:0.70\n2 6:0.81 8:0.62 12:0.79 17:0.43 20:0.96 21:0.78 27:0.21 28:0.49 30:0.28 34:0.45 36:0.74 37:0.74 43:0.48 55:0.71 66:0.15 69:0.36 70:0.81 78:0.75 91:0.56 98:0.36 100:0.78 104:0.84 106:0.81 108:0.92 111:0.75 120:0.92 123:0.92 124:0.95 127:0.61 129:0.99 133:0.95 135:0.24 140:0.45 146:0.28 147:0.34 149:0.74 151:0.82 152:0.90 153:0.95 154:0.36 159:0.93 161:0.55 162:0.58 164:0.89 167:0.70 169:0.76 172:0.70 173:0.09 177:0.05 179:0.21 181:0.68 186:0.76 187:0.39 189:0.83 191:0.73 202:0.86 206:0.81 212:0.21 216:0.95 235:0.42 238:0.87 241:0.47 242:0.82 243:0.08 245:0.87 247:0.12 248:0.88 256:0.85 259:0.21 260:0.92 261:0.78 265:0.38 266:0.95 267:0.44 268:0.86 271:0.83 276:0.89 283:0.82 285:0.62 300:0.70\n0 12:0.79 17:0.66 21:0.78 27:0.10 28:0.49 34:0.33 36:0.52 37:0.28 91:0.86 104:0.58 106:0.81 120:0.90 135:0.49 140:0.45 151:0.80 153:0.93 161:0.55 162:0.63 164:0.91 167:0.87 175:0.75 181:0.68 187:0.68 202:0.87 206:0.81 216:0.23 235:0.05 241:0.75 244:0.61 248:0.86 256:0.88 257:0.65 259:0.21 260:0.91 267:0.23 268:0.89 271:0.83 277:0.69 285:0.62\n0 8:0.75 12:0.79 17:0.69 21:0.47 27:0.45 28:0.49 30:0.20 32:0.80 34:0.80 36:0.20 37:0.50 43:0.32 55:0.42 66:0.72 69:0.69 70:0.92 81:0.86 91:0.11 98:0.55 108:0.52 123:0.50 124:0.45 126:0.54 127:0.49 129:0.81 133:0.67 135:0.79 145:0.41 146:0.77 147:0.80 149:0.69 150:0.72 154:0.24 159:0.67 161:0.55 167:0.69 172:0.73 173:0.59 177:0.05 178:0.55 179:0.49 181:0.68 187:0.68 195:0.84 212:0.72 215:0.63 216:0.77 235:0.52 241:0.44 242:0.82 243:0.75 245:0.68 247:0.12 259:0.21 265:0.56 266:0.71 267:0.23 271:0.83 276:0.61 297:0.36 300:0.84\n1 8:1.00 12:0.79 17:0.53 20:0.74 21:0.78 27:0.42 28:0.49 34:0.62 36:0.24 37:1.00 78:0.83 91:0.90 100:0.86 104:0.58 111:0.83 120:0.60 135:0.72 140:0.87 151:0.54 152:0.73 153:0.48 161:0.55 162:0.54 164:0.57 167:0.95 169:0.84 175:0.75 178:0.48 181:0.68 186:0.83 191:0.89 202:0.56 216:0.17 220:0.62 241:0.84 244:0.61 248:0.54 256:0.45 257:0.65 259:0.21 260:0.61 261:0.74 267:0.59 268:0.46 271:0.83 277:0.69 285:0.62\n1 6:0.96 8:0.97 12:0.79 17:0.38 20:0.73 21:0.78 27:0.18 28:0.49 34:0.62 36:0.51 37:0.96 78:0.82 91:0.33 100:0.91 111:0.83 120:0.86 135:0.69 140:0.45 151:0.76 152:0.76 153:0.87 161:0.55 162:0.61 164:0.89 167:0.84 169:0.76 175:0.75 181:0.68 186:0.86 187:0.87 191:0.89 202:0.84 216:0.52 235:0.12 241:0.73 244:0.61 248:0.81 256:0.85 257:0.65 259:0.21 260:0.87 261:0.75 267:0.65 268:0.86 271:0.83 277:0.69 283:0.60 285:0.62\n2 6:0.96 8:0.93 12:0.79 17:0.38 20:0.74 21:0.71 27:0.06 28:0.49 32:0.80 34:0.71 36:0.63 37:0.92 78:0.81 81:0.74 91:0.82 100:0.80 111:0.80 120:0.82 126:0.54 135:0.65 140:0.94 145:0.69 150:0.55 151:0.75 152:0.84 153:0.85 161:0.55 162:0.49 164:0.81 167:0.91 169:0.90 175:0.75 178:0.52 181:0.68 186:0.82 187:0.68 191:0.95 195:0.62 202:0.85 215:0.48 216:0.75 235:0.84 241:0.77 244:0.61 248:0.74 256:0.75 257:0.65 259:0.21 260:0.83 261:0.89 267:0.19 268:0.76 271:0.83 277:0.69 285:0.62 297:0.36\n1 6:0.96 8:0.95 12:0.79 17:0.32 20:0.79 21:0.78 27:0.18 28:0.49 34:0.33 36:0.61 37:0.96 78:0.75 91:0.78 100:0.79 111:0.75 120:0.59 135:0.61 140:0.93 151:0.51 152:0.76 153:0.45 161:0.55 162:0.51 164:0.84 167:0.98 169:0.76 175:0.75 178:0.52 181:0.68 186:0.76 189:0.98 191:0.90 202:0.84 216:0.52 220:0.91 235:0.12 238:0.91 241:0.94 244:0.61 248:0.53 256:0.83 257:0.65 259:0.21 260:0.60 261:0.75 267:0.73 268:0.80 271:0.83 277:0.69 285:0.62\n3 6:0.96 7:0.81 8:0.95 12:0.79 17:0.45 20:0.83 21:0.68 27:0.06 28:0.49 30:0.95 32:0.80 34:0.85 36:0.71 37:0.92 43:0.50 55:0.96 66:0.20 69:0.30 78:0.88 81:0.77 91:0.94 98:0.11 100:0.94 108:0.24 111:0.90 120:0.97 123:0.23 124:0.61 126:0.54 127:0.28 129:0.59 133:0.47 135:0.26 140:0.80 145:0.63 146:0.05 147:0.05 149:0.22 150:0.57 151:0.84 152:0.84 153:0.98 154:0.39 159:0.20 161:0.55 162:0.55 164:0.97 167:0.96 169:0.90 172:0.05 173:0.54 177:0.05 178:0.42 179:0.99 181:0.68 186:0.88 187:0.21 189:0.96 191:0.97 195:0.57 202:0.96 215:0.49 216:0.75 230:0.87 233:0.76 235:0.80 238:0.95 241:0.86 243:0.40 245:0.36 248:0.95 256:0.95 259:0.21 260:0.97 261:0.89 265:0.11 267:0.76 268:0.96 271:0.83 283:0.82 285:0.62 297:0.36 300:0.08\n2 7:0.81 8:0.93 12:0.79 17:0.24 21:0.59 27:0.06 28:0.49 32:0.80 34:0.78 36:0.35 37:0.92 81:0.82 91:0.84 120:0.84 126:0.54 135:0.37 140:0.90 145:0.72 150:0.62 151:0.74 153:0.83 161:0.55 162:0.52 164:0.89 167:0.89 175:0.75 178:0.50 181:0.68 187:0.39 191:0.93 195:0.62 202:0.89 215:0.55 216:0.75 220:0.97 230:0.65 233:0.63 235:0.68 241:0.76 244:0.61 248:0.76 256:0.86 257:0.65 259:0.21 260:0.85 267:0.18 268:0.86 271:0.83 277:0.69 285:0.62 297:0.36\n0 8:0.96 12:0.51 17:0.15 21:0.71 25:0.88 27:0.12 28:0.66 30:0.21 34:0.30 36:0.83 37:0.79 39:0.92 43:0.24 55:0.52 66:0.36 69:0.30 70:0.50 74:0.63 76:0.85 81:0.38 91:0.94 98:0.31 104:0.58 108:0.24 120:0.97 123:0.23 124:0.82 126:0.32 127:0.54 129:0.05 133:0.82 135:0.34 140:0.45 145:0.77 146:0.44 147:0.51 149:0.20 150:0.34 151:0.80 153:0.94 154:0.81 159:0.61 161:0.68 162:0.80 164:0.96 167:0.99 172:0.27 173:0.24 177:0.38 179:0.86 181:0.56 190:0.77 191:0.95 202:0.92 212:0.16 215:0.48 216:0.53 220:0.62 222:0.48 235:0.84 241:0.90 242:0.40 243:0.51 245:0.45 247:0.47 248:0.96 253:0.49 254:0.86 256:0.94 259:0.21 260:0.97 265:0.33 266:0.54 267:0.76 268:0.95 276:0.36 283:0.71 285:0.50 297:0.36 300:0.33\n4 1:0.74 6:0.99 7:0.81 8:0.98 9:0.80 11:0.57 12:0.51 17:0.11 20:0.99 21:0.64 25:0.88 27:0.09 28:0.66 30:0.89 32:0.80 34:0.28 36:0.39 37:0.95 39:0.92 41:1.00 43:0.46 60:1.00 66:0.16 69:0.95 70:0.20 74:0.70 77:0.70 78:0.98 81:0.70 83:0.90 85:0.85 87:0.98 91:0.96 96:0.99 98:0.06 100:1.00 101:0.72 104:0.58 108:0.90 111:1.00 114:0.72 120:0.97 121:0.90 122:0.43 123:0.90 124:0.75 126:0.54 127:0.29 129:0.81 133:0.67 135:0.23 140:0.45 145:0.90 146:0.13 147:0.18 149:0.36 150:0.80 151:0.99 152:1.00 153:0.94 154:0.35 155:0.67 158:0.92 159:0.81 161:0.68 162:0.75 163:0.88 164:0.97 165:0.80 167:0.99 169:0.99 172:0.10 173:0.87 176:0.73 177:0.38 179:0.89 181:0.56 186:0.97 189:0.99 191:0.92 192:0.59 195:0.97 201:0.74 202:0.94 204:0.89 208:0.64 212:0.30 215:0.53 216:0.68 220:0.62 222:0.48 230:0.84 232:0.80 233:0.69 235:0.88 238:1.00 241:0.93 242:0.63 243:0.37 245:0.43 247:0.30 248:0.99 253:0.99 255:0.79 256:0.96 259:0.21 260:0.97 261:1.00 265:0.06 266:0.27 267:0.76 268:0.96 276:0.22 279:0.86 282:0.88 283:0.82 285:0.62 290:0.72 297:0.36 299:0.88 300:0.18\n2 1:0.74 6:0.99 7:0.81 8:0.94 9:0.80 11:0.57 12:0.51 17:0.04 20:0.78 21:0.40 25:0.88 27:0.09 28:0.66 30:0.87 32:0.80 34:0.33 36:0.93 37:0.95 39:0.92 41:0.95 43:0.57 60:0.87 66:0.54 69:0.94 70:0.27 74:0.74 77:0.70 78:0.84 81:0.85 83:0.83 85:0.88 87:0.98 91:0.15 96:0.90 98:0.21 100:0.95 101:0.76 104:0.58 108:0.89 111:0.90 114:0.82 120:0.83 121:0.90 122:0.43 123:0.88 124:0.48 126:0.54 127:0.17 129:0.59 133:0.47 135:0.58 140:0.90 145:0.90 146:0.38 147:0.45 149:0.53 150:0.91 151:0.85 152:1.00 153:0.46 154:0.45 155:0.67 158:0.87 159:0.42 161:0.68 162:0.53 164:0.81 165:0.86 167:0.76 169:0.99 172:0.32 173:0.94 176:0.73 177:0.38 178:0.50 179:0.58 181:0.56 186:0.84 187:0.87 191:0.89 192:0.59 195:0.90 201:0.74 202:0.79 204:0.89 208:0.64 212:0.19 215:0.67 216:0.68 220:0.62 222:0.48 230:0.84 232:0.80 233:0.69 235:0.68 241:0.62 242:0.63 243:0.63 245:0.50 247:0.30 248:0.89 253:0.90 255:0.79 256:0.77 259:0.21 260:0.83 261:1.00 265:0.23 266:0.47 267:0.69 268:0.76 276:0.20 279:0.86 282:0.88 283:0.71 285:0.62 290:0.82 297:0.36 299:0.88 300:0.25\n1 1:0.74 8:0.95 9:0.80 11:0.57 12:0.51 17:0.79 21:0.59 25:0.88 27:0.72 28:0.66 30:0.91 34:0.73 36:0.69 37:0.95 39:0.92 41:0.96 43:0.88 66:0.27 69:0.54 70:0.13 74:0.51 81:0.74 83:0.80 85:0.80 87:0.98 91:0.56 96:0.90 98:0.10 101:0.76 104:0.54 108:0.42 114:0.74 120:0.83 122:0.43 123:0.40 124:0.61 126:0.54 127:0.70 129:0.59 133:0.47 135:0.69 140:0.87 145:0.77 146:0.13 147:0.18 149:0.61 150:0.83 151:0.87 153:0.48 154:0.87 155:0.67 159:0.46 161:0.68 162:0.64 163:0.88 164:0.83 165:0.81 167:0.79 172:0.10 173:0.59 176:0.73 177:0.38 178:0.48 179:0.98 181:0.56 187:0.39 192:0.59 201:0.74 202:0.77 208:0.64 212:0.61 215:0.55 216:0.21 220:0.93 222:0.48 232:0.76 235:0.84 241:0.68 242:0.63 243:0.46 245:0.40 247:0.30 248:0.89 253:0.87 255:0.79 256:0.78 259:0.21 260:0.84 265:0.11 266:0.17 267:0.19 268:0.78 276:0.12 285:0.62 290:0.74 297:0.36 300:0.13\n0 1:0.74 12:0.51 17:0.53 21:0.78 27:0.45 28:0.66 30:0.21 34:0.73 36:0.36 37:0.50 39:0.92 43:0.22 55:0.45 66:0.36 69:0.72 70:0.37 74:0.42 81:0.42 91:0.20 98:0.32 108:0.79 114:0.63 123:0.78 124:0.57 126:0.54 127:0.23 129:0.05 133:0.39 135:0.83 145:0.50 146:0.18 147:0.23 149:0.17 150:0.60 154:0.73 155:0.67 159:0.47 161:0.68 163:0.89 167:0.65 172:0.16 173:0.63 176:0.73 177:0.38 178:0.55 179:0.88 181:0.56 187:0.68 192:0.59 201:0.74 212:0.42 215:0.43 216:0.77 222:0.48 235:1.00 241:0.21 242:0.45 243:0.40 245:0.43 247:0.35 253:0.50 254:0.80 259:0.21 265:0.34 266:0.23 267:0.94 276:0.19 277:0.69 290:0.63 297:0.36 300:0.25\n1 1:0.74 7:0.78 8:0.92 9:0.80 12:0.51 17:0.51 20:0.82 27:0.51 28:0.66 30:0.91 32:0.75 34:0.29 36:0.80 37:0.70 39:0.92 43:0.87 66:0.69 69:0.55 70:0.13 74:0.76 76:0.97 77:0.89 78:0.72 81:0.96 91:0.82 96:0.93 98:0.34 100:0.80 104:0.76 108:0.43 111:0.75 114:0.77 120:0.88 122:0.43 123:0.41 126:0.54 127:0.12 129:0.05 135:0.18 138:0.95 140:0.45 145:0.74 146:0.36 147:0.43 149:0.67 150:0.98 151:0.98 152:0.79 153:0.94 154:0.84 155:0.67 158:0.84 159:0.14 161:0.68 162:0.72 163:0.81 164:0.88 167:0.97 169:0.78 172:0.21 173:0.61 176:0.56 177:0.38 179:0.52 181:0.56 186:0.73 191:0.76 192:0.59 195:0.72 201:0.74 202:0.82 204:0.89 208:0.64 212:0.61 215:0.91 216:0.29 222:0.48 230:0.81 232:0.72 233:0.69 235:0.05 241:0.83 242:0.63 243:0.73 247:0.30 248:0.96 253:0.93 255:0.79 256:0.84 259:0.21 260:0.89 261:0.76 265:0.36 266:0.17 267:0.59 268:0.85 276:0.13 279:0.86 282:0.83 283:0.71 285:0.62 286:0.99 290:0.77 297:0.36 298:0.99 300:0.13\n2 1:0.74 7:0.81 8:0.86 9:0.80 11:0.57 12:0.51 17:0.67 20:0.83 21:0.13 25:0.88 27:0.68 28:0.66 30:0.89 34:0.67 36:0.74 37:0.56 39:0.92 41:0.82 43:0.48 66:0.75 69:0.95 70:0.20 74:0.55 78:0.79 81:0.90 83:0.79 85:0.85 87:0.98 91:0.04 96:0.80 98:0.29 100:0.73 101:0.75 104:0.58 108:0.90 111:0.77 114:0.92 120:0.76 121:0.90 122:0.43 123:0.90 126:0.54 127:0.12 129:0.05 135:0.30 140:0.80 146:0.49 147:0.55 149:0.44 150:0.95 151:0.87 152:0.79 153:0.48 154:0.37 155:0.67 159:0.18 161:0.68 162:0.86 164:0.67 165:0.88 167:0.70 169:0.72 172:0.32 173:0.98 176:0.73 177:0.38 179:0.27 181:0.56 186:0.80 187:0.39 191:0.70 192:0.59 201:0.74 202:0.50 204:0.89 208:0.64 212:0.30 215:0.84 216:0.37 220:0.62 222:0.48 230:0.84 232:0.80 233:0.69 235:0.22 241:0.43 242:0.63 243:0.77 247:0.30 248:0.78 253:0.82 255:0.79 256:0.58 259:0.21 260:0.76 261:0.78 265:0.31 266:0.27 267:0.87 268:0.59 276:0.19 285:0.62 290:0.92 297:0.36 300:0.18\n0 12:0.51 17:0.34 21:0.59 27:0.45 28:0.66 30:0.62 34:0.86 36:0.19 37:0.50 39:0.92 43:0.30 55:0.98 66:0.30 69:0.87 70:0.34 74:0.44 81:0.52 91:0.14 98:0.24 108:0.74 122:0.43 123:0.72 124:0.71 126:0.32 127:0.28 129:0.59 133:0.64 135:0.65 145:0.49 146:0.37 147:0.05 149:0.24 150:0.40 154:0.48 159:0.52 161:0.68 163:0.88 167:0.62 172:0.16 173:0.84 177:0.05 178:0.55 179:0.88 181:0.56 187:0.68 212:0.30 215:0.55 216:0.77 222:0.48 235:0.68 241:0.10 242:0.63 243:0.23 245:0.43 247:0.35 253:0.38 254:0.84 257:0.65 259:0.21 265:0.26 266:0.27 267:0.95 276:0.26 283:0.71 297:0.36 300:0.25\n2 1:0.74 8:0.96 9:0.80 11:0.57 12:0.51 17:0.83 20:0.82 21:0.59 25:0.88 27:0.72 28:0.66 30:0.91 34:0.73 36:0.69 37:0.95 39:0.92 41:0.94 43:0.88 66:0.27 69:0.54 70:0.13 74:0.51 78:0.72 81:0.74 83:0.79 85:0.80 87:0.98 91:0.54 96:0.86 98:0.10 100:0.73 101:0.76 104:0.54 108:0.42 111:0.72 114:0.74 120:0.77 122:0.43 123:0.40 124:0.61 126:0.54 127:0.70 129:0.59 133:0.47 135:0.69 140:0.87 145:0.77 146:0.13 147:0.18 149:0.61 150:0.83 151:0.87 152:0.79 153:0.48 154:0.87 155:0.67 159:0.46 161:0.68 162:0.57 163:0.88 164:0.78 165:0.81 167:0.80 169:0.72 172:0.10 173:0.59 176:0.73 177:0.38 178:0.48 179:0.98 181:0.56 186:0.73 187:0.21 191:0.87 192:0.59 201:0.74 202:0.73 208:0.64 212:0.61 215:0.55 216:0.21 220:0.93 222:0.48 232:0.76 235:0.84 241:0.68 242:0.63 243:0.46 245:0.40 247:0.30 248:0.85 253:0.83 255:0.79 256:0.71 259:0.21 260:0.78 261:0.73 265:0.11 266:0.17 267:0.65 268:0.72 276:0.12 285:0.62 290:0.74 297:0.36 300:0.13\n2 1:0.74 7:0.81 8:0.63 9:0.80 11:0.57 12:0.51 17:0.16 20:0.94 21:0.40 27:0.21 28:0.66 30:0.57 34:0.47 36:0.87 37:0.74 39:0.92 41:0.92 43:0.97 60:0.95 66:0.82 69:0.17 70:0.64 74:0.97 78:0.75 81:0.78 83:0.82 85:0.97 91:0.27 96:0.85 98:0.82 100:0.73 101:0.85 104:0.93 106:0.81 108:0.14 111:0.74 114:0.82 117:0.86 120:0.76 121:0.90 122:0.57 123:0.13 124:0.39 126:0.54 127:0.54 129:0.05 133:0.39 135:0.17 140:0.45 146:0.91 147:0.92 149:0.97 150:0.85 151:0.86 152:0.87 153:0.86 154:0.97 155:0.67 158:0.87 159:0.61 161:0.68 162:0.73 164:0.78 165:0.83 167:0.70 169:0.72 172:0.86 173:0.17 176:0.73 177:0.38 179:0.34 181:0.56 186:0.75 187:0.39 192:0.59 201:0.74 202:0.69 204:0.89 206:0.81 208:0.64 212:0.70 215:0.67 216:0.95 220:0.62 222:0.48 230:0.84 232:0.95 233:0.69 235:0.52 241:0.41 242:0.53 243:0.83 245:0.80 247:0.47 248:0.83 253:0.90 255:0.79 256:0.68 259:0.21 260:0.77 261:0.77 265:0.82 266:0.63 267:0.69 268:0.73 276:0.78 279:0.86 283:0.71 285:0.62 290:0.82 297:0.36 300:0.55\n0 8:0.96 9:0.80 12:0.51 17:0.53 21:0.05 27:0.17 28:0.66 34:0.29 36:0.87 37:0.92 39:0.92 41:0.82 81:0.94 83:0.73 91:0.62 96:0.74 104:0.58 120:0.88 126:0.32 135:0.34 140:0.97 150:0.89 151:0.69 153:0.92 155:0.67 161:0.68 162:0.68 164:0.88 167:0.89 175:0.91 181:0.56 187:0.39 190:0.77 191:0.92 192:0.59 202:0.83 208:0.64 215:0.91 216:0.43 220:0.62 222:0.48 235:0.05 241:0.75 244:0.83 248:0.65 253:0.55 255:0.79 256:0.86 257:0.84 259:0.21 260:0.88 267:0.19 268:0.85 277:0.87 285:0.62 297:0.36\n2 1:0.74 6:0.99 7:0.81 8:0.80 11:0.57 12:0.51 17:0.11 20:0.79 21:0.22 25:0.88 27:0.09 28:0.66 30:0.76 32:0.80 34:0.39 36:0.87 37:0.95 39:0.92 43:0.85 66:0.10 69:0.64 70:0.44 74:0.97 77:0.70 78:0.72 81:0.91 83:0.78 85:1.00 87:0.98 91:0.18 98:0.38 100:0.82 101:0.86 104:0.58 108:0.95 111:0.76 114:0.90 121:0.90 122:0.57 123:0.95 124:0.95 126:0.54 127:0.92 129:0.99 133:0.95 135:0.78 145:0.79 146:0.78 147:0.82 149:0.99 150:0.95 152:1.00 154:0.81 155:0.67 159:0.92 161:0.68 163:0.81 165:0.90 167:0.75 169:0.99 172:0.73 173:0.29 176:0.73 177:0.38 178:0.55 179:0.18 181:0.56 186:0.73 187:0.21 192:0.59 195:0.98 201:0.74 202:0.54 204:0.89 208:0.64 212:0.37 215:0.79 216:0.68 222:0.48 230:0.84 232:0.80 233:0.69 235:0.52 241:0.61 242:0.63 243:0.28 245:0.92 247:0.39 253:0.79 259:0.21 261:1.00 265:0.40 266:0.80 267:0.73 276:0.93 282:0.88 290:0.90 297:0.36 299:0.88 300:0.55\n0 1:0.74 8:0.90 9:0.80 12:0.51 17:0.64 21:0.22 27:0.72 28:0.66 34:0.63 36:0.90 37:0.86 39:0.92 81:0.86 91:0.80 96:0.73 104:0.73 114:0.90 120:0.77 126:0.54 135:0.20 140:0.87 150:0.88 151:0.62 153:0.48 155:0.67 161:0.68 162:0.86 164:0.71 167:0.99 175:0.91 176:0.73 181:0.56 190:0.77 192:0.59 201:0.74 202:0.56 208:0.64 215:0.79 216:0.10 222:0.48 235:0.31 241:0.90 244:0.83 248:0.60 253:0.70 255:0.79 256:0.64 257:0.84 259:0.21 260:0.77 267:0.17 268:0.65 277:0.87 285:0.62 290:0.90 297:0.36\n2 1:0.74 6:0.91 8:0.84 9:0.80 12:0.51 17:0.69 20:0.99 21:0.30 25:0.88 27:0.55 28:0.66 34:0.47 36:0.51 37:0.35 39:0.92 41:0.95 78:0.79 81:0.82 83:0.81 87:0.98 91:0.72 96:0.91 100:0.83 104:0.58 111:0.79 114:0.86 120:0.85 126:0.54 135:0.37 140:0.45 150:0.88 151:0.92 152:0.96 153:0.72 155:0.67 161:0.68 162:0.86 164:0.82 165:0.84 167:0.97 169:0.79 175:0.91 176:0.73 181:0.56 186:0.79 189:0.93 192:0.59 201:0.74 202:0.69 208:0.64 215:0.72 216:0.43 220:0.87 222:0.48 232:0.80 235:0.42 238:0.92 241:0.83 244:0.83 248:0.91 253:0.88 255:0.79 256:0.78 257:0.84 259:0.21 260:0.85 261:0.83 267:0.23 268:0.77 277:0.87 285:0.62 290:0.86 297:0.36\n2 1:0.74 6:0.99 7:0.81 8:0.92 9:0.80 11:0.57 12:0.51 17:0.16 20:0.81 21:0.30 25:0.88 27:0.09 28:0.66 30:0.87 32:0.80 34:0.44 36:0.73 37:0.95 39:0.92 41:0.94 43:0.68 60:0.87 66:0.24 69:0.89 70:0.27 74:0.77 77:0.70 78:0.85 81:0.89 83:0.83 85:0.90 87:0.98 91:0.23 96:0.90 98:0.17 100:0.94 101:0.78 104:0.58 108:0.87 111:0.89 114:0.86 120:0.82 121:0.90 122:0.43 123:0.87 124:0.81 126:0.54 127:0.30 129:0.89 133:0.78 135:0.30 140:0.87 145:0.90 146:0.13 147:0.18 149:0.67 150:0.93 151:0.87 152:1.00 153:0.48 154:0.58 155:0.67 158:0.87 159:0.57 161:0.68 162:0.61 163:0.88 164:0.80 165:0.88 167:0.75 169:0.99 172:0.21 173:0.86 176:0.73 177:0.38 178:0.48 179:0.74 181:0.56 186:0.85 187:0.87 189:0.97 191:0.79 192:0.59 195:0.85 201:0.74 202:0.74 204:0.89 208:0.64 212:0.50 215:0.72 216:0.68 220:0.62 222:0.48 230:0.84 232:0.80 233:0.69 235:0.60 238:0.97 241:0.61 242:0.63 243:0.28 245:0.50 247:0.30 248:0.89 253:0.90 255:0.79 256:0.73 259:0.21 260:0.83 261:1.00 265:0.18 266:0.38 267:0.91 268:0.75 276:0.36 279:0.86 282:0.88 283:0.71 285:0.62 290:0.86 297:0.36 299:0.88 300:0.25\n1 1:0.60 7:0.70 8:0.76 10:0.86 11:0.75 12:0.20 17:0.62 18:0.78 21:0.22 27:0.59 29:0.71 30:0.21 32:0.67 34:0.56 36:0.23 37:0.27 39:0.38 43:0.66 45:0.87 46:0.88 55:0.52 66:0.94 69:0.12 70:0.88 71:0.78 74:0.61 77:0.70 81:0.51 86:0.68 91:0.33 98:0.93 99:0.83 101:0.87 107:0.91 108:0.10 110:0.93 114:0.85 122:0.83 123:0.10 125:0.88 126:0.32 127:0.58 129:0.05 131:0.61 135:0.26 139:0.66 144:0.76 145:0.44 146:0.81 147:0.84 149:0.58 150:0.45 154:0.55 155:0.51 157:0.95 158:0.73 159:0.37 160:0.88 165:0.65 166:0.86 170:0.90 172:0.85 173:0.28 174:0.89 176:0.63 177:0.88 178:0.55 179:0.38 182:1.00 187:0.21 192:0.51 195:0.60 197:0.92 201:0.57 204:0.81 208:0.50 212:0.88 215:0.79 216:0.40 222:0.76 227:0.61 229:0.61 230:0.73 231:0.86 233:0.76 235:0.42 239:0.85 241:0.24 242:0.39 243:0.95 244:0.83 246:0.84 247:0.82 253:0.62 259:0.21 265:0.93 266:0.27 267:0.23 271:0.57 276:0.75 279:0.75 282:0.75 283:0.66 287:0.61 289:0.91 290:0.85 297:0.36 300:0.70\n0 1:0.59 10:0.88 11:0.75 12:0.20 17:0.43 18:0.70 21:0.64 27:0.34 29:0.71 30:0.43 34:0.91 36:0.53 37:0.48 39:0.38 43:0.37 45:0.87 46:0.88 66:0.89 69:0.86 70:0.84 71:0.78 74:0.38 81:0.47 86:0.71 91:0.10 98:0.61 99:0.83 101:0.87 107:0.90 108:0.73 110:0.92 114:0.69 122:0.83 123:0.71 125:0.88 126:0.32 127:0.18 129:0.05 131:0.61 135:0.24 139:0.69 144:0.76 146:0.79 147:0.82 149:0.56 150:0.40 154:0.28 155:0.47 157:0.97 159:0.35 160:0.88 165:0.65 166:0.85 170:0.90 172:0.70 173:0.83 174:0.88 176:0.63 177:0.88 178:0.55 179:0.27 182:1.00 187:0.68 192:0.46 197:0.88 201:0.56 208:0.50 212:0.61 215:0.53 216:0.88 222:0.76 227:0.61 229:0.61 231:0.84 235:0.88 239:0.87 241:0.01 242:0.19 243:0.90 244:0.83 246:0.84 247:0.67 253:0.52 259:0.21 265:0.62 266:0.63 267:0.97 271:0.57 276:0.57 287:0.61 289:0.91 290:0.69 297:0.36 300:0.70\n0 10:0.85 11:0.49 12:0.20 17:0.67 18:0.62 21:0.54 27:0.52 29:0.71 30:0.33 34:0.36 36:0.48 37:0.43 39:0.38 43:0.09 45:0.66 46:0.88 55:0.52 66:0.60 69:0.65 70:0.83 71:0.78 74:0.36 76:0.99 77:0.89 81:0.29 86:0.67 91:0.29 96:0.74 98:0.53 101:0.47 107:0.90 108:0.50 110:0.91 114:0.64 122:0.83 123:0.48 124:0.58 125:0.88 126:0.24 127:0.46 129:0.05 131:0.85 133:0.60 135:0.76 139:0.64 140:0.45 144:0.57 145:0.70 146:0.78 147:0.82 149:0.18 150:0.32 151:0.57 153:0.48 154:0.36 157:0.76 158:0.72 159:0.70 160:0.88 162:0.86 166:0.78 170:0.90 172:0.63 173:0.51 174:0.79 176:0.56 177:0.88 179:0.55 182:0.72 187:0.87 190:0.98 195:0.88 197:0.82 202:0.36 212:0.30 216:0.79 220:0.74 222:0.76 227:0.82 229:0.61 231:0.79 235:0.60 239:0.84 241:0.10 242:0.55 243:0.67 244:0.83 245:0.70 246:0.61 247:0.79 248:0.56 253:0.58 254:0.88 256:0.45 259:0.21 265:0.54 266:0.84 267:0.17 268:0.46 271:0.57 276:0.59 282:0.71 285:0.46 287:0.61 289:0.89 290:0.64 300:0.70\n1 1:0.61 10:0.94 11:0.82 12:0.20 17:0.38 18:0.73 21:0.13 27:0.63 29:0.71 30:0.45 34:0.68 36:0.70 37:0.66 39:0.38 43:0.92 45:0.81 46:0.95 66:0.19 69:0.12 70:0.54 71:0.78 74:0.63 81:0.53 85:0.88 86:0.84 91:0.53 97:0.89 98:0.25 99:0.83 101:0.87 104:0.93 107:0.91 108:0.91 110:0.93 114:0.88 122:0.55 123:0.90 124:0.82 125:0.88 126:0.32 127:0.61 129:0.89 131:0.61 133:0.78 135:0.83 139:0.80 144:0.76 146:0.24 147:0.30 149:0.84 150:0.46 154:0.91 155:0.48 157:1.00 158:0.77 159:0.77 160:0.88 165:0.65 166:0.86 170:0.90 172:0.41 173:0.11 174:0.88 176:0.63 177:0.88 178:0.55 179:0.54 182:1.00 187:0.39 192:0.47 197:0.88 201:0.58 208:0.50 212:0.56 215:0.84 216:0.29 222:0.76 227:0.61 229:0.61 231:0.85 232:0.95 235:0.31 239:0.93 241:0.24 242:0.21 243:0.33 245:0.75 246:0.84 247:0.67 253:0.64 259:0.21 265:0.27 266:0.84 267:0.82 271:0.57 276:0.52 279:0.76 283:0.82 287:0.61 289:0.91 290:0.88 297:0.36 300:0.55\n0 10:0.85 11:0.52 12:0.20 17:0.32 18:0.64 21:0.78 27:0.45 29:0.71 30:0.40 34:0.64 36:0.27 37:0.50 39:0.38 43:0.31 45:0.73 46:0.88 55:0.59 66:0.35 69:0.76 70:0.79 71:0.78 74:0.31 86:0.66 91:0.04 98:0.42 101:0.47 107:0.89 108:0.59 110:0.90 123:0.57 124:0.83 125:0.88 127:0.75 129:0.59 131:0.61 133:0.85 135:0.66 139:0.65 144:0.76 145:0.44 146:0.93 147:0.94 149:0.52 154:0.23 157:0.77 159:0.93 160:0.88 166:0.61 170:0.90 172:0.90 173:0.39 174:0.83 177:0.88 178:0.55 179:0.18 182:0.72 187:0.68 197:0.84 212:0.81 216:0.77 222:0.76 227:0.61 229:0.61 231:0.71 235:0.68 239:0.84 241:0.07 242:0.80 243:0.51 244:0.83 245:0.94 246:0.61 247:0.76 253:0.28 259:0.21 265:0.44 266:0.92 267:0.52 271:0.57 276:0.92 287:0.61 289:0.89 300:0.98\n0 8:0.86 10:0.89 11:0.49 12:0.20 17:0.72 18:0.70 21:0.78 27:0.10 29:0.71 30:0.21 34:0.45 36:0.54 37:0.86 39:0.38 43:0.25 45:0.73 46:0.88 55:0.59 66:0.88 69:0.50 70:0.77 71:0.78 74:0.27 86:0.70 91:0.40 98:0.80 101:0.47 107:0.90 108:0.38 110:0.91 122:0.94 123:0.37 125:0.88 127:0.29 129:0.05 131:0.61 135:0.66 139:0.68 144:0.57 145:0.54 146:0.78 147:0.81 149:0.24 154:0.49 157:0.80 159:0.34 160:0.88 166:0.61 170:0.90 172:0.65 173:0.54 174:0.94 177:0.88 178:0.55 179:0.53 182:0.74 187:0.39 191:0.70 197:0.96 202:0.53 212:0.59 216:0.55 222:0.76 227:0.61 229:0.61 231:0.71 235:0.22 239:0.88 241:0.51 242:0.15 243:0.88 244:0.83 246:0.61 247:0.84 253:0.25 254:0.80 259:0.21 265:0.80 266:0.47 267:0.65 271:0.57 276:0.54 287:0.61 289:0.89 300:0.55\n0 8:0.72 10:0.83 11:0.49 12:0.20 17:0.92 18:0.62 21:0.78 27:0.72 29:0.71 30:0.68 34:0.37 36:0.57 37:0.23 39:0.38 43:0.26 45:0.66 46:0.88 55:0.71 66:0.20 69:0.84 70:0.43 71:0.78 74:0.28 86:0.64 91:0.48 98:0.20 101:0.47 107:0.89 108:0.69 110:0.90 122:0.77 123:0.87 124:0.74 125:0.88 127:0.48 129:0.05 131:0.61 133:0.60 135:0.20 139:0.62 144:0.57 145:0.65 146:0.25 147:0.26 149:0.22 154:0.19 157:0.76 159:0.64 160:0.88 163:0.80 166:0.61 170:0.90 172:0.16 173:0.79 174:0.83 175:0.75 177:0.05 178:0.55 179:0.88 182:0.72 197:0.84 202:0.36 212:0.19 216:0.06 222:0.76 227:0.61 229:0.61 231:0.70 235:0.80 239:0.83 241:0.77 242:0.19 243:0.32 244:0.93 245:0.49 246:0.61 247:0.55 253:0.26 257:0.93 259:0.21 265:0.17 266:0.47 267:0.19 271:0.57 276:0.24 277:0.87 287:0.61 289:0.89 300:0.33\n0 1:0.56 10:0.90 11:0.52 12:0.20 17:0.62 18:0.74 21:0.74 27:0.63 29:0.71 30:0.36 34:0.52 36:0.87 37:0.79 39:0.38 43:0.10 45:0.73 46:0.88 55:0.45 64:0.77 66:0.36 69:0.45 70:0.91 71:0.78 74:0.36 81:0.48 83:0.56 86:0.76 91:0.12 98:0.66 99:0.83 101:0.47 107:0.91 108:0.35 110:0.92 123:0.33 124:0.68 125:0.88 126:0.51 127:0.66 129:0.59 131:0.61 133:0.60 135:0.58 139:0.72 144:0.76 146:0.75 147:0.79 149:0.16 150:0.36 154:0.52 155:0.46 157:0.80 159:0.56 160:0.88 163:0.81 165:0.65 166:0.80 170:0.90 172:0.57 173:0.41 174:0.86 177:0.88 178:0.55 179:0.55 182:0.81 187:0.39 192:0.44 197:0.89 201:0.56 208:0.50 212:0.27 215:0.46 216:0.41 222:0.76 227:0.61 229:0.61 231:0.82 235:0.97 236:0.94 239:0.89 241:0.10 242:0.37 243:0.51 244:0.83 245:0.76 246:0.91 247:0.79 253:0.32 254:0.80 259:0.21 265:0.67 266:0.75 267:0.36 271:0.57 276:0.64 287:0.61 289:0.91 297:0.36 300:0.84\n0 1:0.62 10:0.90 11:0.75 12:0.20 17:0.16 18:0.74 21:0.47 27:0.47 29:0.71 30:0.68 34:0.82 36:0.19 37:0.66 39:0.38 43:0.61 44:0.88 45:0.85 46:0.88 66:0.36 69:0.40 70:0.52 71:0.78 74:0.49 77:0.96 81:0.51 86:0.75 91:0.18 97:0.97 98:0.31 99:0.83 101:0.96 102:0.96 104:0.90 106:0.81 107:0.90 108:0.63 110:0.92 114:0.76 117:0.86 122:0.85 123:0.61 124:0.60 125:0.88 126:0.32 127:0.17 129:0.05 131:0.61 133:0.45 135:0.51 139:0.76 144:0.76 145:1.00 146:0.47 147:0.53 149:0.62 150:0.45 154:0.50 155:0.48 157:0.97 158:0.76 159:0.32 160:0.88 165:0.65 166:0.85 170:0.90 172:0.41 173:0.28 174:0.86 176:0.63 177:0.88 178:0.55 179:0.31 182:1.00 187:0.39 192:0.47 195:0.88 197:0.88 201:0.58 206:0.81 208:0.50 212:0.69 215:0.63 216:0.82 222:0.76 227:0.61 229:0.61 231:0.85 232:0.84 235:0.74 239:0.91 241:0.05 242:0.31 243:0.49 244:0.83 245:0.71 246:0.84 247:0.60 253:0.56 259:0.21 265:0.33 266:0.47 267:0.59 271:0.57 276:0.48 277:0.69 279:0.79 282:0.72 283:0.67 287:0.61 289:0.91 290:0.76 297:0.36 300:0.43\n1 1:0.60 8:0.59 10:0.85 11:0.75 12:0.20 17:0.57 18:0.72 21:0.30 27:0.59 29:0.71 30:0.26 34:0.80 36:0.47 37:0.27 39:0.38 43:0.66 45:0.81 46:0.88 55:0.59 66:0.67 69:0.15 70:0.75 71:0.78 74:0.52 81:0.50 86:0.65 91:0.08 97:0.89 98:0.86 99:0.83 101:0.87 107:0.92 108:0.12 110:0.93 114:0.82 122:0.83 123:0.12 124:0.47 125:0.88 126:0.32 127:0.65 129:0.05 131:0.61 133:0.45 135:0.47 139:0.64 144:0.76 146:0.90 147:0.92 149:0.55 150:0.43 154:0.55 155:0.47 157:0.98 158:0.77 159:0.59 160:0.88 165:0.65 166:0.85 170:0.90 172:0.79 173:0.18 174:0.86 176:0.63 177:0.88 178:0.55 179:0.41 182:1.00 187:0.21 192:0.46 197:0.89 201:0.57 208:0.50 212:0.68 215:0.72 216:0.40 222:0.76 227:0.61 229:0.61 231:0.85 235:0.52 239:0.84 241:0.30 242:0.41 243:0.71 244:0.83 245:0.87 246:0.84 247:0.94 253:0.59 259:0.21 265:0.86 266:0.63 267:0.28 271:0.57 276:0.75 279:0.76 283:0.82 287:0.61 289:0.91 290:0.82 297:0.36 300:0.55\n2 1:0.63 8:0.67 10:0.91 11:0.75 12:0.20 17:0.47 18:0.82 22:0.93 27:0.27 29:0.71 30:0.17 33:0.97 34:0.73 36:0.76 37:0.69 39:0.38 43:0.57 45:0.87 46:0.88 47:0.93 66:0.92 69:0.37 70:0.91 71:0.78 74:0.42 75:0.96 81:0.57 83:0.56 86:0.78 87:0.98 91:0.15 97:0.89 98:0.94 99:0.83 101:0.96 107:0.92 108:0.29 110:0.93 114:0.95 122:0.89 123:0.28 125:0.88 126:0.32 127:0.63 129:0.05 131:0.61 135:0.56 139:0.77 144:0.76 146:0.87 147:0.90 149:0.62 150:0.51 154:0.46 155:0.49 157:0.99 159:0.45 160:0.88 165:0.65 166:0.86 170:0.90 172:0.78 173:0.41 174:0.90 176:0.63 177:0.88 178:0.55 179:0.52 182:1.00 187:0.68 192:0.48 197:0.93 201:0.60 208:0.61 212:0.57 215:0.96 216:0.44 219:0.90 222:0.76 226:0.96 227:0.61 229:0.61 231:0.86 232:0.75 235:0.12 239:0.91 241:0.39 242:0.14 243:0.92 244:0.83 246:0.84 247:0.92 253:0.65 259:0.21 262:0.93 265:0.94 266:0.38 267:0.36 271:0.57 276:0.66 279:0.75 287:0.61 289:0.91 290:0.95 291:0.97 292:0.88 297:0.36 300:0.70\n1 1:0.63 10:0.86 11:0.64 12:0.20 17:0.34 18:0.62 22:0.93 27:0.27 29:0.71 30:0.45 33:0.97 34:0.79 36:0.68 37:0.69 39:0.38 43:0.59 45:0.73 46:0.88 47:0.93 55:0.52 66:0.82 69:0.37 70:0.61 71:0.78 74:0.44 75:0.96 81:0.57 83:0.56 86:0.67 87:0.98 91:0.08 97:0.94 98:0.83 99:0.83 101:0.65 107:0.90 108:0.29 110:0.91 114:0.95 122:0.41 123:0.28 125:0.88 126:0.32 127:0.33 129:0.05 131:0.61 135:0.66 139:0.68 144:0.76 146:0.51 147:0.57 149:0.27 150:0.51 154:0.56 155:0.49 157:0.96 159:0.18 160:0.88 165:0.65 166:0.86 170:0.90 172:0.48 173:0.65 174:0.79 176:0.63 177:0.88 178:0.55 179:0.76 182:1.00 187:0.68 192:0.48 197:0.82 201:0.60 208:0.61 212:0.75 215:0.96 216:0.44 219:0.90 222:0.76 226:0.96 227:0.61 229:0.61 231:0.83 232:0.75 235:0.12 239:0.87 241:0.46 242:0.33 243:0.83 246:0.84 247:0.60 253:0.65 254:0.99 259:0.21 262:0.93 265:0.83 266:0.27 267:0.23 271:0.57 276:0.31 279:0.78 287:0.61 289:0.90 290:0.95 291:0.97 292:0.88 297:0.36 300:0.43\n0 1:0.63 8:0.79 10:0.92 11:0.64 12:0.20 17:0.34 18:0.70 27:0.27 29:0.71 30:0.14 34:0.75 36:0.78 37:0.69 39:0.38 43:0.58 45:0.83 46:0.88 55:0.52 66:0.69 69:0.08 70:0.97 71:0.78 74:0.56 81:0.57 86:0.78 87:0.98 91:0.37 98:0.85 99:0.83 101:0.65 107:0.91 108:0.07 110:0.93 114:0.95 117:0.86 122:0.55 123:0.07 124:0.44 125:0.88 126:0.32 127:0.71 129:0.05 131:0.61 133:0.39 135:0.66 139:0.73 144:0.76 146:0.84 147:0.87 149:0.38 150:0.51 154:0.63 155:0.49 157:1.00 158:0.72 159:0.49 160:0.88 165:0.65 166:0.86 170:0.90 172:0.75 173:0.18 174:0.88 176:0.63 177:0.88 178:0.55 179:0.51 182:1.00 187:0.39 192:0.48 197:0.90 201:0.60 208:0.50 212:0.57 215:0.96 216:0.44 222:0.76 227:0.61 229:0.61 231:0.85 232:0.75 235:0.12 239:0.89 241:0.41 242:0.13 243:0.73 245:0.80 246:0.84 247:0.90 253:0.67 254:0.95 259:0.21 265:0.85 266:0.63 267:0.59 271:0.57 276:0.68 287:0.61 289:0.91 290:0.95 297:0.36 300:0.84\n0 1:0.64 8:0.61 10:0.96 11:0.49 12:0.20 17:0.24 18:0.96 22:0.93 27:0.27 29:0.71 30:0.43 33:0.97 34:0.37 36:0.96 37:0.31 39:0.38 43:0.57 45:0.95 46:0.88 47:0.93 64:0.77 66:0.25 69:0.15 70:0.85 71:0.78 74:0.25 81:0.55 83:0.56 86:0.90 91:0.37 98:0.70 99:0.83 101:0.47 107:0.91 108:0.74 110:0.92 122:0.93 123:0.72 124:0.84 125:0.88 126:0.32 127:0.95 129:0.89 131:0.61 133:0.83 135:0.69 139:0.87 144:0.57 146:0.75 147:0.79 149:0.76 150:0.49 154:0.49 155:0.49 157:0.90 159:0.82 160:0.88 165:0.65 166:0.74 170:0.90 172:0.76 173:0.11 174:0.97 175:0.75 177:0.70 178:0.55 179:0.27 182:0.82 187:0.39 192:0.45 197:0.98 201:0.60 208:0.50 212:0.52 216:0.53 219:0.87 222:0.76 227:0.61 229:0.61 231:0.76 235:0.05 236:0.92 239:0.95 241:0.15 242:0.16 243:0.40 244:0.83 245:0.91 246:0.91 247:0.97 253:0.23 257:0.65 259:0.21 262:0.93 265:0.70 266:0.80 267:0.73 271:0.57 276:0.87 277:0.69 287:0.61 289:0.90 291:0.97 292:0.88 300:0.84\n0 10:0.83 11:0.49 12:0.20 17:0.88 18:0.62 21:0.78 27:0.72 29:0.71 30:0.21 34:0.75 36:0.91 37:0.23 39:0.38 43:0.26 45:0.66 46:0.88 66:0.36 69:0.84 70:0.37 71:0.78 74:0.28 86:0.64 91:0.07 98:0.16 101:0.47 107:0.89 108:0.69 110:0.89 122:0.85 123:0.67 124:0.57 125:0.88 127:0.14 129:0.05 131:0.61 133:0.37 135:0.37 139:0.62 144:0.57 145:0.59 146:0.25 147:0.26 149:0.21 154:0.19 157:0.76 159:0.23 160:0.88 163:0.88 166:0.61 170:0.90 172:0.16 173:0.81 174:0.79 175:0.75 177:0.05 178:0.55 179:0.61 182:0.72 187:0.21 197:0.82 212:0.42 216:0.06 222:0.76 227:0.61 229:0.61 231:0.67 235:0.31 239:0.83 241:0.05 242:0.45 243:0.40 244:0.93 245:0.43 246:0.61 247:0.35 253:0.26 257:0.93 259:0.21 265:0.18 266:0.23 267:0.18 271:0.57 276:0.17 277:0.69 287:0.61 289:0.88 300:0.25\n1 1:0.63 8:0.59 10:0.92 11:0.64 12:0.20 17:0.72 18:0.75 27:0.27 29:0.71 30:0.17 34:0.39 36:0.82 37:0.69 39:0.38 43:0.24 45:0.85 46:0.88 55:0.59 66:0.96 69:0.37 70:0.88 71:0.78 74:0.49 81:0.57 86:0.79 87:0.98 91:0.09 98:0.97 99:0.83 101:0.65 107:0.92 108:0.29 110:0.94 114:0.95 117:0.86 122:0.41 123:0.28 125:0.88 126:0.32 127:0.79 129:0.05 131:0.61 135:0.56 139:0.73 144:0.76 146:0.95 147:0.96 149:0.37 150:0.51 154:0.47 155:0.49 157:0.98 158:0.72 159:0.61 160:0.88 165:0.65 166:0.86 170:0.90 172:0.91 173:0.32 174:0.94 176:0.63 177:0.88 178:0.55 179:0.31 182:1.00 187:0.39 192:0.48 197:0.95 201:0.60 208:0.50 212:0.80 215:0.96 216:0.44 222:0.76 227:0.61 229:0.61 231:0.87 232:0.75 235:0.12 239:0.90 241:0.37 242:0.16 243:0.96 244:0.61 246:0.84 247:0.98 253:0.66 254:0.98 259:0.21 265:0.97 266:0.54 267:0.28 271:0.57 276:0.83 287:0.61 289:0.92 290:0.95 297:0.36 300:0.70\n0 8:0.68 10:0.86 11:0.49 12:0.20 17:0.64 18:0.60 21:0.78 27:0.45 29:0.71 30:0.76 34:0.79 36:0.22 37:0.50 39:0.38 43:0.08 45:0.66 46:0.88 55:0.59 66:0.52 69:0.83 70:0.29 71:0.78 74:0.27 86:0.68 91:0.09 98:0.19 101:0.47 107:0.89 108:0.68 110:0.89 122:0.43 123:0.66 124:0.50 125:0.88 127:0.33 129:0.05 131:0.61 133:0.36 135:0.77 139:0.64 144:0.57 145:0.69 146:0.33 147:0.40 149:0.07 154:0.28 157:0.76 159:0.64 160:0.88 166:0.61 170:0.90 172:0.27 173:0.74 174:0.79 177:0.88 178:0.55 179:0.87 182:0.72 187:0.68 197:0.81 202:0.36 212:0.52 216:0.77 222:0.76 227:0.61 229:0.61 231:0.67 235:1.00 239:0.84 241:0.39 242:0.24 243:0.61 244:0.61 245:0.48 246:0.61 247:0.47 253:0.25 254:0.99 259:0.21 265:0.21 266:0.27 267:0.28 271:0.57 276:0.15 287:0.61 289:0.88 300:0.25\n0 1:0.63 10:0.91 11:0.49 12:0.20 17:0.38 18:0.78 21:0.05 22:0.93 27:0.43 29:0.71 30:0.28 33:0.97 34:0.69 36:0.48 37:0.48 39:0.38 43:0.57 45:0.81 46:0.88 47:0.93 64:0.77 66:0.54 69:0.79 70:0.89 71:0.78 74:0.27 81:0.53 83:0.56 86:0.76 91:0.35 98:0.42 99:0.83 101:0.47 104:0.77 107:0.90 108:0.63 110:0.91 122:0.93 123:0.61 124:0.64 125:0.88 126:0.32 127:0.75 129:0.05 131:0.61 133:0.60 135:0.58 139:0.72 144:0.57 146:0.49 147:0.30 149:0.29 150:0.47 154:0.45 155:0.49 157:0.84 159:0.53 160:0.88 165:0.65 166:0.74 170:0.90 172:0.51 173:0.83 174:0.88 177:0.70 178:0.55 179:0.73 182:0.82 187:0.68 192:0.45 197:0.89 201:0.59 208:0.50 212:0.71 216:0.40 222:0.76 227:0.61 229:0.61 231:0.76 235:0.12 236:0.92 239:0.89 241:0.24 242:0.28 243:0.27 244:0.83 245:0.62 246:0.91 247:0.79 253:0.24 254:0.88 257:0.65 259:0.21 262:0.93 265:0.44 266:0.47 267:0.36 271:0.57 276:0.45 287:0.61 289:0.90 291:0.97 300:0.70\n1 7:0.66 10:0.91 11:0.49 12:0.20 17:0.49 18:0.87 21:0.68 26:0.99 27:0.45 28:0.70 29:0.71 30:0.21 34:0.80 36:0.17 37:0.50 39:0.61 43:0.34 45:0.94 58:0.93 66:0.26 69:0.63 70:0.90 71:0.87 74:0.61 81:0.27 86:0.90 89:0.98 91:0.14 98:0.43 101:0.65 108:0.48 123:0.46 124:0.90 126:0.24 127:0.75 129:0.81 133:0.89 135:0.78 139:0.84 141:0.91 145:0.47 146:0.84 147:0.87 149:0.57 150:0.29 154:0.47 159:0.88 161:0.68 167:0.63 170:0.77 172:0.84 173:0.34 174:0.91 177:0.88 178:0.55 179:0.19 181:0.64 187:0.68 197:0.90 199:0.97 212:0.60 215:0.49 216:0.77 222:0.21 223:0.99 224:0.93 225:0.97 230:0.68 233:0.66 234:0.91 235:0.84 239:0.89 240:0.95 241:0.12 242:0.42 243:0.46 244:0.61 245:0.93 247:0.91 253:0.46 254:0.94 259:0.21 265:0.45 266:0.87 267:0.28 271:0.57 274:0.91 276:0.92 297:0.36 300:0.84\n1 8:0.96 9:0.80 12:0.20 17:0.02 20:0.84 21:0.13 23:0.98 26:1.00 27:0.13 28:0.70 29:0.71 31:0.99 34:0.62 36:0.57 37:0.94 39:0.61 41:0.88 58:1.00 60:0.87 62:0.98 71:0.87 74:0.47 75:0.99 78:0.72 79:0.99 81:0.30 83:0.69 89:0.95 91:0.99 96:0.97 100:0.73 104:0.58 111:0.72 120:0.96 126:0.24 128:0.99 135:0.44 137:0.99 139:0.74 140:0.99 141:1.00 150:0.33 151:0.86 152:0.82 153:0.78 155:0.66 158:0.92 161:0.68 162:0.73 164:0.94 167:1.00 168:0.99 169:0.72 170:0.77 175:0.99 181:0.64 186:0.73 191:0.86 192:0.99 196:0.96 199:0.99 202:0.91 205:0.98 208:0.64 215:0.84 216:0.52 219:0.95 220:0.62 222:0.21 223:0.99 224:0.98 225:0.99 226:0.98 234:0.97 235:0.12 239:0.90 240:1.00 241:0.99 244:0.98 248:0.84 253:0.95 255:0.95 256:0.93 257:0.97 259:0.21 260:0.96 261:0.73 267:0.69 268:0.93 271:0.57 274:1.00 277:0.98 279:0.80 283:0.82 284:0.99 285:0.62 292:0.95 297:0.36\n2 1:0.67 6:0.97 8:0.89 9:0.80 10:0.89 11:0.57 12:0.20 17:0.34 18:0.76 20:0.89 21:0.05 23:0.97 26:1.00 27:0.38 28:0.70 29:0.71 30:0.15 31:0.99 34:0.28 36:0.77 37:0.72 39:0.61 41:0.82 43:0.58 45:0.88 58:1.00 62:0.97 64:0.77 66:0.92 69:0.56 70:0.88 71:0.87 74:0.61 78:0.93 79:0.99 81:0.69 83:0.69 86:0.84 89:0.97 91:0.72 96:0.96 97:0.94 98:0.91 99:0.95 100:0.99 101:0.96 108:0.43 111:0.98 114:0.95 120:0.90 123:0.41 126:0.51 127:0.52 128:0.98 129:0.05 135:0.56 137:0.99 139:0.83 140:0.95 141:1.00 146:0.86 147:0.88 149:0.39 150:0.56 151:0.91 152:0.99 153:0.85 154:0.54 155:0.66 158:0.81 159:0.43 161:0.68 162:0.83 164:0.87 165:0.81 167:0.82 168:0.98 169:0.99 170:0.77 172:0.79 173:0.61 174:0.83 176:0.70 177:0.88 179:0.48 181:0.64 186:0.92 187:0.39 189:0.98 191:0.88 192:0.99 196:0.98 197:0.85 199:0.99 201:0.64 202:0.83 205:0.97 208:0.64 212:0.59 215:0.91 216:0.65 219:0.94 220:0.62 222:0.21 223:0.99 224:0.99 225:0.99 234:0.99 235:0.31 238:0.98 239:0.87 240:1.00 241:0.71 242:0.38 243:0.92 247:0.76 248:0.81 251:1.00 253:0.96 254:0.90 255:0.95 256:0.87 259:0.21 260:0.91 261:0.99 265:0.91 266:0.54 267:0.23 268:0.88 271:0.57 274:0.99 276:0.68 279:0.78 283:0.67 284:0.99 285:0.62 290:0.95 292:0.88 297:0.36 300:0.70\n1 1:0.68 8:0.64 9:0.76 10:0.87 11:0.49 12:0.20 18:0.62 20:0.89 21:0.05 23:0.97 26:1.00 27:0.13 28:0.70 29:0.71 30:0.91 31:0.94 34:0.37 36:0.52 37:0.94 39:0.61 41:0.82 43:0.63 45:0.73 58:0.98 62:0.96 64:0.77 66:0.69 69:0.79 70:0.13 71:0.87 74:0.36 78:0.72 79:0.94 81:0.80 83:0.69 86:0.69 89:0.96 91:0.62 96:0.82 98:0.18 100:0.73 101:0.65 104:0.58 108:0.63 111:0.72 114:0.95 120:0.81 122:0.89 123:0.61 126:0.54 127:0.10 128:0.97 129:0.05 135:0.42 137:0.94 139:0.66 140:0.45 141:1.00 146:0.20 147:0.25 149:0.45 150:0.64 151:0.84 152:0.87 153:0.82 154:0.52 155:0.66 159:0.10 161:0.68 162:0.73 164:0.80 165:0.93 167:0.80 168:0.97 169:0.72 170:0.77 172:0.21 173:0.99 174:0.79 176:0.73 177:0.88 179:0.16 181:0.64 186:0.73 187:0.21 191:0.70 192:0.99 196:0.89 197:0.82 199:0.95 201:0.67 202:0.72 205:0.95 208:0.64 212:0.61 215:0.91 216:0.52 220:0.62 222:0.21 223:0.99 224:0.98 225:0.99 234:0.97 235:0.42 236:0.97 239:0.85 240:1.00 241:0.68 242:0.63 243:0.73 244:0.61 247:0.30 248:0.75 253:0.81 254:0.84 255:0.79 256:0.75 259:0.21 260:0.81 261:0.73 265:0.20 266:0.17 267:0.28 268:0.76 271:0.57 274:0.98 276:0.20 284:0.93 285:0.62 290:0.95 297:0.36 300:0.13\n2 1:0.60 8:0.71 9:0.79 10:0.98 11:0.57 12:0.20 17:0.57 18:0.99 21:0.30 22:0.93 23:0.98 26:1.00 27:0.50 28:0.70 29:0.71 30:0.60 31:0.98 32:0.71 33:0.97 34:0.66 36:0.81 37:0.60 39:0.61 43:0.39 44:0.92 45:1.00 47:0.93 58:0.99 62:0.99 64:0.77 66:0.15 69:0.53 70:0.75 71:0.87 74:0.95 75:0.98 77:0.89 79:0.98 81:0.49 83:0.69 86:0.99 89:1.00 91:0.18 96:0.93 97:1.00 98:0.56 99:0.83 101:0.96 102:0.97 108:0.99 114:0.80 117:0.86 122:0.91 123:0.99 124:0.94 126:0.32 127:0.97 128:0.99 129:0.96 133:0.94 135:0.61 137:0.98 139:0.99 140:0.90 141:1.00 145:0.70 146:0.70 147:0.74 149:0.92 150:0.43 151:0.91 153:0.85 154:0.19 155:0.64 158:0.82 159:0.98 161:0.68 162:0.81 165:0.65 167:0.54 168:0.99 170:0.77 172:0.99 173:0.09 174:0.99 176:0.62 177:0.88 179:0.09 181:0.64 187:0.39 190:0.89 192:0.58 195:1.00 196:0.99 197:0.97 199:1.00 201:0.57 202:0.75 204:0.81 205:0.98 208:0.64 212:0.60 216:0.86 219:0.94 222:0.21 223:0.99 224:0.99 225:0.99 226:0.98 234:0.99 235:0.42 239:0.98 240:1.00 242:0.27 243:0.10 245:1.00 247:0.99 248:0.87 253:0.96 254:0.84 255:0.78 256:0.80 259:0.21 262:0.93 265:0.57 266:0.87 267:0.82 268:0.81 271:0.57 274:0.99 276:1.00 279:0.82 281:0.91 282:0.79 283:0.82 284:0.98 285:0.60 290:0.80 291:0.97 292:0.95 300:0.84\n1 1:0.69 9:0.79 10:0.87 11:0.49 12:0.20 17:0.08 18:0.93 23:0.96 26:1.00 27:0.31 28:0.70 29:0.71 30:0.73 31:0.95 34:0.75 36:0.45 37:0.70 39:0.61 41:0.82 43:0.56 45:0.92 58:0.98 62:0.96 64:0.77 66:0.92 69:0.25 70:0.56 71:0.87 74:0.69 79:0.94 81:0.81 83:0.69 86:0.91 89:0.96 91:0.56 96:0.83 98:0.96 101:0.65 108:0.20 114:0.98 120:0.78 122:0.86 123:0.19 126:0.54 127:0.71 128:0.98 129:0.05 135:0.68 137:0.95 139:0.87 140:0.80 141:1.00 146:0.69 147:0.73 149:0.66 150:0.68 151:0.90 153:0.69 154:0.54 155:0.66 159:0.27 161:0.68 162:0.86 164:0.70 165:0.93 167:0.81 168:0.98 170:0.77 172:0.78 173:0.50 174:0.79 176:0.73 177:0.88 179:0.53 181:0.64 187:0.68 192:0.99 196:0.95 197:0.83 199:0.97 201:0.68 202:0.55 205:0.95 208:0.64 212:0.89 215:0.96 216:0.62 220:0.62 222:0.21 223:0.99 224:0.99 225:0.99 234:0.98 235:0.31 236:0.97 239:0.86 240:1.00 241:0.69 242:0.45 243:0.92 244:0.61 247:0.79 248:0.80 253:0.85 254:0.93 255:0.94 256:0.58 259:0.21 260:0.78 265:0.96 266:0.38 267:0.23 268:0.64 271:0.57 274:0.97 276:0.64 283:0.67 284:0.90 285:0.62 290:0.98 297:0.36 300:0.55\n2 1:0.64 6:0.95 8:0.70 9:0.79 10:0.97 11:0.57 12:0.20 17:0.64 18:1.00 20:0.82 21:0.30 22:0.93 23:0.99 26:1.00 27:0.21 28:0.70 29:0.71 30:0.45 31:1.00 34:0.25 36:0.66 37:0.74 39:0.61 41:0.82 43:0.74 45:1.00 47:0.93 58:1.00 62:0.99 64:0.77 66:0.17 69:0.15 70:0.82 71:0.87 74:0.96 75:0.97 78:0.72 79:0.99 81:0.65 83:0.69 86:1.00 89:0.99 91:0.70 96:0.98 97:1.00 98:0.59 99:0.95 100:0.90 101:0.96 108:0.98 111:0.82 114:0.82 117:0.86 120:0.72 122:0.86 123:0.98 124:0.95 126:0.51 127:1.00 128:0.99 129:0.97 133:0.96 135:0.51 137:1.00 139:0.99 140:0.98 141:1.00 146:0.91 147:0.93 149:0.96 150:0.52 151:0.69 152:0.87 153:0.96 154:0.12 155:0.65 158:0.77 159:0.98 161:0.68 162:0.81 164:0.70 165:0.81 167:0.71 168:0.99 169:0.84 170:0.77 172:0.99 173:0.05 174:0.99 176:0.63 177:0.88 179:0.08 181:0.64 186:0.73 187:0.39 190:0.89 191:0.73 192:0.98 193:0.96 196:1.00 197:0.97 199:1.00 201:0.62 202:0.85 204:0.80 205:0.99 208:0.64 212:0.54 216:0.95 219:0.91 222:0.21 223:1.00 224:0.99 225:0.99 226:0.98 234:0.99 235:0.52 236:0.94 239:0.97 240:1.00 241:0.44 242:0.32 243:0.15 245:1.00 247:0.99 248:0.64 253:0.99 254:0.86 255:0.79 256:0.89 259:0.21 260:0.72 261:0.84 262:0.93 265:0.60 266:0.89 267:0.28 268:0.89 271:0.57 274:1.00 276:1.00 279:0.82 281:0.91 284:0.99 285:0.62 290:0.82 292:0.95 300:0.84\n2 1:0.64 6:0.95 8:0.84 9:0.80 10:0.98 11:0.57 12:0.20 17:0.55 18:1.00 20:0.89 21:0.30 22:0.93 23:1.00 26:1.00 27:0.21 28:0.70 29:0.71 30:0.45 31:1.00 33:0.97 34:0.28 36:0.72 37:0.74 39:0.61 43:0.73 45:1.00 47:0.93 58:1.00 62:1.00 64:0.77 66:0.17 69:0.15 70:0.82 71:0.87 74:0.96 75:0.97 78:0.81 79:1.00 81:0.65 83:0.69 86:0.99 89:0.99 91:0.75 96:0.99 97:1.00 98:0.60 99:0.95 100:0.83 101:0.96 108:0.98 111:0.81 114:0.82 117:0.86 120:0.86 122:0.86 123:0.98 124:0.96 126:0.51 127:0.98 128:1.00 129:0.98 133:0.97 135:0.49 137:1.00 139:0.99 140:0.98 141:1.00 146:0.93 147:0.95 149:0.96 150:0.52 151:0.90 152:0.87 153:0.98 154:0.11 155:0.66 158:0.82 159:0.98 161:0.68 162:0.79 164:0.81 165:0.81 167:0.65 168:1.00 169:0.83 170:0.77 172:0.99 173:0.05 174:0.99 176:0.63 177:0.88 179:0.08 181:0.64 186:0.82 187:0.39 190:0.77 191:0.80 192:0.99 193:0.96 196:1.00 197:0.97 199:1.00 201:0.62 202:0.93 204:0.80 205:1.00 208:0.64 212:0.54 216:0.95 219:0.94 222:0.21 223:1.00 224:0.99 225:0.99 226:0.98 234:0.99 235:0.52 236:0.94 239:0.97 240:1.00 241:0.21 242:0.32 243:0.16 245:1.00 247:0.99 248:0.85 253:1.00 254:0.86 255:0.94 256:0.96 259:0.21 260:0.87 261:0.84 262:0.93 265:0.61 266:0.89 267:0.82 268:0.96 271:0.57 274:1.00 276:1.00 279:0.82 281:0.91 283:0.82 284:1.00 285:0.62 290:0.82 291:0.97 292:0.95 300:0.84\n3 1:0.64 6:0.97 8:0.84 9:0.80 10:0.84 11:0.54 12:0.20 17:0.26 18:0.88 20:0.99 21:0.59 23:1.00 26:1.00 27:0.38 28:0.70 29:0.71 30:0.58 31:1.00 32:0.80 34:0.19 36:0.71 37:0.72 39:0.61 41:0.97 43:0.55 44:0.93 45:0.93 58:1.00 62:1.00 64:0.77 66:0.94 69:0.62 70:0.71 71:0.87 74:0.74 76:0.85 77:1.00 78:0.92 79:1.00 81:0.64 83:0.69 86:0.86 89:0.96 91:0.95 96:1.00 97:1.00 98:0.95 99:0.99 100:0.99 101:0.87 102:0.98 108:0.47 111:0.98 114:0.73 120:0.98 122:0.86 123:0.46 126:0.51 127:0.64 128:1.00 129:0.05 135:0.49 137:1.00 139:0.91 140:0.98 141:1.00 145:0.84 146:0.89 147:0.91 149:0.67 150:0.49 151:0.94 152:0.99 153:0.97 154:0.44 155:0.67 158:0.82 159:0.49 161:0.68 162:0.84 164:0.97 165:0.81 167:0.97 168:1.00 169:0.99 170:0.77 172:0.84 173:0.65 174:0.79 176:0.70 177:0.88 179:0.41 181:0.64 186:0.92 189:0.98 191:0.93 192:0.99 193:0.98 195:0.70 196:1.00 197:0.81 199:1.00 201:0.62 202:0.96 204:0.85 205:1.00 208:0.64 212:0.73 215:0.55 216:0.65 219:0.94 222:0.21 223:1.00 224:0.99 225:0.99 234:0.99 235:0.98 238:0.98 239:0.92 240:1.00 241:0.85 242:0.41 243:0.94 244:0.61 247:0.76 248:0.95 251:1.00 253:1.00 255:1.00 256:0.98 259:0.21 260:0.98 261:0.99 265:0.95 266:0.54 267:0.59 268:0.98 271:0.57 274:1.00 276:0.74 279:0.82 281:0.91 282:0.88 283:0.82 284:1.00 285:0.62 290:0.73 292:0.95 297:0.36 299:0.88 300:0.70\n1 1:0.67 8:0.96 9:0.79 10:0.85 11:0.45 12:0.20 17:0.11 18:0.81 21:0.05 23:0.99 26:1.00 27:0.28 28:0.70 29:0.71 30:0.76 31:1.00 34:0.49 36:0.56 37:0.84 39:0.61 43:0.33 45:0.83 58:1.00 62:0.96 64:0.77 66:0.83 69:0.73 70:0.36 71:0.87 74:0.50 79:1.00 81:0.64 83:0.69 86:0.77 87:0.98 89:0.96 91:0.94 96:0.99 97:0.98 98:0.74 99:0.83 101:0.47 108:0.56 114:0.92 120:0.72 122:0.86 123:0.54 126:0.51 127:0.24 128:1.00 129:0.05 135:0.21 137:1.00 139:0.76 140:0.99 141:1.00 146:0.54 147:0.60 149:0.44 150:0.58 151:0.86 153:0.91 154:0.25 155:0.66 158:0.75 159:0.20 161:0.68 162:0.83 164:0.65 165:0.65 167:0.99 168:1.00 170:0.77 172:0.51 173:0.90 174:0.79 175:0.75 176:0.63 177:0.70 179:0.63 181:0.64 190:0.77 191:0.89 192:0.98 196:0.98 197:0.82 199:1.00 201:0.64 202:0.92 205:0.99 208:0.64 212:0.57 216:0.55 219:0.90 220:0.62 222:0.21 223:1.00 224:0.99 225:0.99 228:0.99 234:0.99 235:0.22 236:0.94 239:0.83 240:1.00 241:0.91 242:0.60 243:0.84 244:0.83 247:0.35 248:0.77 251:1.00 253:0.98 254:0.90 255:0.79 256:0.94 257:0.65 259:0.21 260:0.73 265:0.75 266:0.38 267:0.59 268:0.95 271:0.57 274:1.00 276:0.39 277:0.69 279:0.80 284:1.00 285:0.62 290:0.92 292:0.88 300:0.33\n1 1:0.64 6:0.92 8:0.72 9:0.79 10:0.91 11:0.81 12:0.20 17:0.22 18:0.88 20:0.90 21:0.30 23:0.97 26:1.00 27:0.50 28:0.70 29:0.71 30:0.40 31:0.99 34:0.70 36:0.88 37:0.46 39:0.61 41:0.82 43:0.77 45:0.93 58:1.00 62:0.97 64:0.77 66:0.94 69:0.23 70:0.78 71:0.87 74:0.78 78:0.79 79:0.98 81:0.64 83:0.69 85:0.72 86:0.93 89:0.98 91:0.51 96:0.94 97:0.98 98:0.94 99:0.95 100:0.84 101:0.96 108:0.18 111:0.79 114:0.84 120:0.87 122:0.65 123:0.18 126:0.51 127:0.63 128:0.98 129:0.05 135:0.66 137:0.99 139:0.93 140:0.95 141:1.00 146:0.82 147:0.85 149:0.90 150:0.49 151:0.62 152:0.91 153:0.78 154:0.62 155:0.66 158:0.81 159:0.38 161:0.68 162:0.86 164:0.87 165:0.81 167:0.79 168:0.98 169:0.81 170:0.77 172:0.83 173:0.36 174:0.88 176:0.70 177:0.88 179:0.43 181:0.64 186:0.80 187:0.39 190:0.89 192:0.99 196:0.99 197:0.88 199:0.99 201:0.62 202:0.80 204:0.81 205:0.97 208:0.64 212:0.82 215:0.72 216:0.47 219:0.94 220:0.87 222:0.21 223:0.99 224:0.99 225:0.99 234:0.98 235:0.60 239:0.89 240:1.00 241:0.68 242:0.29 243:0.94 247:0.84 248:0.60 253:0.95 255:0.94 256:0.86 259:0.21 260:0.87 261:0.83 265:0.94 266:0.27 267:0.23 268:0.86 271:0.57 274:0.99 276:0.72 279:0.81 281:0.91 283:0.67 284:0.98 285:0.62 290:0.84 292:0.88 297:0.36 300:0.70\n2 1:0.62 6:0.84 7:0.70 8:0.77 9:0.80 10:0.86 11:0.49 12:0.20 17:0.66 18:0.91 20:0.92 21:0.47 23:0.99 26:1.00 27:0.55 28:0.70 29:0.71 30:0.76 31:1.00 34:0.61 36:0.41 37:0.69 39:0.61 43:0.63 44:0.88 45:0.94 58:1.00 62:0.96 64:0.77 66:0.32 69:0.19 70:0.61 71:0.87 74:0.70 77:0.96 78:0.83 79:0.99 81:0.54 83:0.69 86:0.88 89:0.96 91:0.93 96:0.98 97:0.94 98:0.46 99:0.83 100:0.87 101:0.65 104:0.75 108:0.77 111:0.83 114:0.76 120:0.90 122:0.86 123:0.76 124:0.73 126:0.51 127:0.63 128:0.99 129:0.05 133:0.65 135:0.75 137:1.00 139:0.89 140:0.96 141:1.00 145:0.89 146:0.31 147:0.37 149:0.70 150:0.46 151:0.93 152:0.86 153:0.88 154:0.54 155:0.66 158:0.76 159:0.63 161:0.68 162:0.82 164:0.88 165:0.65 167:0.99 168:0.99 169:0.85 170:0.77 172:0.61 173:0.18 174:0.79 176:0.63 177:0.88 179:0.44 181:0.64 186:0.84 189:0.86 190:0.77 191:0.79 192:0.99 195:0.82 196:1.00 197:0.85 199:1.00 201:0.60 202:0.89 204:0.83 205:0.99 208:0.64 212:0.70 215:0.63 216:0.51 219:0.91 220:0.93 222:0.21 223:1.00 224:0.99 225:0.99 230:0.73 233:0.66 234:0.98 235:0.68 238:0.91 239:0.86 240:1.00 241:0.89 242:0.51 243:0.33 244:0.83 245:0.84 247:0.67 248:0.89 253:0.98 255:0.94 256:0.92 259:0.21 260:0.91 261:0.86 265:0.47 266:0.63 267:0.44 268:0.93 271:0.57 274:1.00 276:0.66 277:0.69 279:0.80 281:0.91 282:0.74 283:0.67 284:0.99 285:0.62 290:0.76 292:0.95 297:0.36 300:0.84\n3 1:0.64 6:0.94 8:0.75 9:0.80 10:0.98 11:0.57 12:0.20 17:0.62 18:1.00 20:0.83 21:0.30 22:0.93 23:0.99 26:1.00 27:0.21 28:0.70 29:0.71 30:0.45 31:0.99 33:0.97 34:0.21 36:0.70 37:0.74 39:0.61 43:0.72 45:1.00 47:0.93 58:1.00 62:1.00 64:0.77 66:0.17 69:0.15 70:0.82 71:0.87 74:0.96 75:0.97 78:0.79 79:0.99 81:0.65 83:0.69 86:0.99 89:0.99 91:0.35 96:0.97 97:1.00 98:0.60 99:0.95 100:0.89 101:0.96 108:0.98 111:0.82 114:0.82 117:0.86 120:0.77 122:0.86 123:0.98 124:0.96 126:0.51 127:0.99 128:1.00 129:0.98 133:0.97 135:0.54 137:0.99 139:0.99 140:0.97 141:1.00 146:0.93 147:0.95 149:0.96 150:0.52 151:0.66 152:0.91 153:0.92 154:0.11 155:0.66 158:0.82 159:0.98 161:0.68 162:0.77 164:0.71 165:0.81 167:0.67 168:1.00 169:0.84 170:0.77 172:0.99 173:0.05 174:0.99 176:0.63 177:0.88 179:0.08 181:0.64 186:0.80 187:0.39 190:0.89 192:0.99 193:0.96 196:1.00 197:0.97 199:1.00 201:0.62 202:0.82 204:0.80 205:0.99 208:0.64 212:0.54 216:0.95 219:0.94 222:0.21 223:0.99 224:0.99 225:0.99 226:0.98 234:0.99 235:0.52 236:0.94 239:0.97 240:1.00 241:0.30 242:0.32 243:0.16 245:1.00 247:0.99 248:0.63 253:0.99 254:0.86 255:0.94 256:0.85 259:0.21 260:0.78 261:0.85 262:0.93 265:0.61 266:0.89 267:0.73 268:0.87 271:0.57 274:0.99 276:1.00 279:0.82 281:0.91 283:0.82 284:0.99 285:0.62 290:0.82 291:0.97 292:0.95 300:0.84\n2 1:0.67 6:0.98 8:0.94 9:0.80 10:0.89 11:0.57 12:0.20 17:0.34 18:0.76 20:0.90 21:0.05 23:0.99 26:1.00 27:0.38 28:0.70 29:0.71 30:0.15 31:1.00 34:0.28 36:0.77 37:0.72 39:0.61 41:0.88 43:0.58 45:0.88 58:1.00 62:0.97 64:0.77 66:0.92 69:0.56 70:0.88 71:0.87 74:0.61 78:0.92 79:1.00 81:0.69 83:0.69 86:0.84 89:0.97 91:0.74 96:0.98 97:0.99 98:0.91 99:0.95 100:0.98 101:0.96 108:0.43 111:0.97 114:0.95 120:0.94 123:0.41 126:0.51 127:0.52 128:0.99 129:0.05 135:0.51 137:1.00 139:0.83 140:0.96 141:1.00 146:0.86 147:0.88 149:0.39 150:0.56 151:0.91 152:0.99 153:0.88 154:0.54 155:0.67 158:0.81 159:0.43 161:0.68 162:0.85 164:0.91 165:0.81 167:0.80 168:0.99 169:0.99 170:0.77 172:0.79 173:0.61 174:0.83 176:0.70 177:0.88 179:0.48 181:0.64 186:0.92 187:0.21 189:0.98 191:0.88 192:0.99 196:0.99 197:0.85 199:0.99 201:0.64 202:0.87 205:0.99 208:0.64 212:0.59 215:0.91 216:0.65 219:0.94 220:0.62 222:0.21 223:1.00 224:0.99 225:0.99 234:0.99 235:0.31 238:0.98 239:0.87 240:1.00 241:0.69 242:0.38 243:0.92 247:0.76 248:0.85 251:1.00 253:0.98 254:0.90 255:1.00 256:0.91 259:0.21 260:0.94 261:0.98 265:0.91 266:0.54 267:0.23 268:0.92 271:0.57 274:1.00 276:0.68 279:0.81 283:0.67 284:0.99 285:0.62 290:0.95 292:0.88 297:0.36 300:0.70\n1 1:0.69 7:0.70 9:0.75 10:0.98 11:0.78 12:0.20 17:0.78 18:0.93 21:0.47 23:0.96 26:1.00 27:0.52 28:0.70 29:0.71 30:0.88 31:0.92 32:0.71 34:0.22 36:0.23 37:0.43 39:0.61 41:0.82 43:0.61 44:0.92 45:0.98 58:0.99 62:0.97 64:0.77 66:0.84 69:0.82 70:0.40 71:0.87 74:0.87 77:0.89 79:0.92 81:0.83 83:0.69 85:0.72 86:0.97 89:1.00 91:0.31 96:0.78 97:0.94 98:0.79 99:0.99 101:1.00 102:0.97 108:0.67 114:0.80 120:0.66 122:0.85 123:0.65 124:0.40 126:0.54 127:0.57 128:0.95 129:0.05 133:0.73 135:0.66 137:0.92 139:0.97 140:0.90 141:1.00 145:0.82 146:0.94 147:0.22 149:0.67 150:0.65 151:0.58 153:0.48 154:0.47 155:0.65 158:0.77 159:0.73 161:0.68 162:0.62 164:0.67 165:1.00 167:0.65 168:0.95 170:0.77 172:0.95 173:0.73 174:0.97 176:0.73 177:0.70 178:0.48 179:0.19 181:0.64 187:0.39 190:0.89 192:0.98 193:0.98 195:0.88 196:0.96 197:0.95 199:0.99 201:0.68 202:0.60 204:0.85 205:0.95 208:0.64 212:0.77 215:0.63 216:0.79 219:0.91 220:0.62 222:0.21 223:0.99 224:0.99 225:0.99 230:0.73 233:0.66 234:0.98 235:0.99 236:0.97 239:0.97 240:1.00 241:0.21 242:0.17 243:0.09 245:0.83 247:0.93 248:0.56 253:0.83 255:0.77 256:0.58 257:0.65 259:0.21 260:0.67 265:0.79 266:0.87 267:0.17 268:0.59 271:0.57 274:0.98 276:0.90 279:0.81 281:0.86 282:0.80 283:0.82 284:0.92 285:0.62 290:0.80 292:0.95 297:0.36 300:0.84\n2 1:0.65 6:0.96 8:0.93 9:0.79 10:0.86 11:0.49 12:0.20 17:0.38 18:0.88 20:0.90 21:0.22 23:1.00 26:1.00 27:0.31 28:0.70 29:0.71 30:0.88 31:1.00 34:0.44 36:0.79 37:0.70 39:0.61 43:0.65 44:0.88 45:0.87 58:1.00 62:1.00 64:0.77 66:0.85 69:0.15 70:0.21 71:0.87 74:0.67 75:0.97 76:0.85 77:0.89 78:0.83 79:1.00 81:0.66 83:0.91 86:0.85 89:0.96 91:0.95 96:1.00 97:0.99 98:0.89 99:0.95 100:0.91 101:0.65 102:0.96 108:0.12 111:0.86 114:0.85 120:0.89 122:0.86 123:0.12 126:0.51 127:0.45 128:1.00 129:0.05 135:0.63 137:1.00 138:1.00 139:0.88 140:0.97 141:1.00 145:0.76 146:0.36 147:0.42 149:0.64 150:0.54 151:0.94 152:0.92 153:0.98 154:0.55 155:0.66 158:0.77 159:0.14 161:0.68 162:0.80 164:0.83 165:0.81 167:0.99 168:1.00 169:0.87 170:0.77 172:0.57 173:0.68 174:0.79 175:0.75 176:0.63 177:0.70 179:0.73 181:0.64 186:0.84 189:0.97 190:0.77 191:0.88 192:0.98 193:0.98 195:0.54 196:1.00 197:0.85 199:1.00 201:0.63 202:0.97 204:0.85 205:1.00 208:0.64 212:0.95 216:0.62 219:0.91 220:0.62 222:0.21 223:1.00 224:0.99 225:0.99 226:0.98 234:0.99 235:0.42 236:0.94 238:0.94 239:0.93 240:1.00 241:0.92 242:0.52 243:0.86 244:0.83 247:0.47 248:0.84 253:1.00 255:0.79 256:0.98 257:0.65 259:0.21 260:0.89 261:0.87 265:0.89 266:0.12 267:0.94 268:0.98 271:0.57 274:1.00 276:0.46 277:0.69 279:0.81 281:0.91 282:0.75 284:1.00 285:0.62 290:0.85 292:0.95 300:0.18\n1 12:0.99 17:0.87 21:0.40 27:0.44 28:0.57 34:0.49 36:0.17 37:0.46 81:0.66 91:0.17 106:0.81 126:0.54 135:0.81 150:0.48 161:0.98 167:0.61 175:0.75 178:0.55 181:0.98 187:0.39 206:0.81 215:0.67 216:0.55 235:0.42 241:0.59 244:0.61 257:0.65 259:0.21 267:0.44 277:0.69 297:0.36\n0 12:0.99 17:0.99 21:0.78 27:0.67 28:0.57 30:0.95 34:0.24 36:0.42 37:0.29 43:0.05 55:0.99 66:0.20 69:1.00 98:0.05 108:1.00 123:1.00 124:0.61 127:0.10 129:0.59 133:0.47 135:0.26 146:0.05 147:0.05 149:0.05 154:0.05 159:0.47 161:0.98 167:0.46 172:0.05 173:0.98 177:0.05 178:0.55 179:0.48 181:0.98 187:0.68 216:0.60 235:0.12 241:0.01 243:0.40 245:0.36 259:0.21 265:0.05 267:0.76 300:0.08\n0 12:0.99 17:1.00 21:0.78 27:0.56 28:0.57 34:0.33 36:0.74 37:0.44 43:0.06 66:0.36 69:0.99 98:0.05 108:0.99 123:0.99 127:0.05 129:0.05 135:0.20 146:0.05 147:0.05 149:0.05 154:0.06 159:0.05 161:0.98 167:0.45 172:0.05 173:0.88 177:0.05 178:0.55 181:0.98 187:0.21 216:0.16 235:0.12 243:0.51 259:0.21 265:0.05 267:0.82\n1 12:0.99 17:0.76 21:0.78 27:0.51 28:0.57 30:0.95 34:0.94 36:0.73 37:0.62 43:0.26 55:0.59 66:0.64 69:0.80 91:0.37 98:0.20 108:0.64 123:0.62 127:0.10 129:0.05 135:0.28 145:0.45 146:0.27 147:0.33 149:0.23 154:0.19 159:0.12 161:0.98 163:0.97 167:0.48 172:0.16 173:0.84 177:0.05 178:0.55 179:0.31 181:0.98 187:0.39 212:0.95 216:0.28 235:0.05 241:0.12 242:0.82 243:0.69 247:0.12 259:0.21 265:0.22 266:0.12 267:0.69 276:0.19 300:0.08\n0 12:0.99 17:0.89 21:0.78 27:0.52 28:0.57 30:0.95 34:0.88 36:0.75 37:0.48 43:0.28 55:0.98 66:0.20 69:0.78 91:0.12 98:0.08 108:0.61 123:0.59 124:0.61 127:0.22 129:0.59 133:0.47 135:0.47 146:0.05 147:0.05 149:0.17 154:0.20 159:0.29 161:0.98 167:0.47 172:0.05 173:0.83 177:0.05 178:0.55 179:0.99 181:0.98 187:0.68 216:0.20 235:0.31 241:0.07 243:0.40 245:0.36 259:0.21 265:0.08 267:0.28 300:0.08\n0 12:0.99 17:0.98 20:0.95 21:0.78 27:0.50 28:0.57 34:0.50 36:0.68 37:0.42 43:0.34 66:0.36 69:0.65 78:0.77 91:0.02 98:0.06 100:0.80 108:0.49 111:0.76 123:0.47 127:0.05 129:0.05 135:0.34 146:0.05 147:0.05 149:0.13 152:0.97 154:0.26 159:0.05 161:0.98 167:0.45 169:0.78 172:0.05 173:0.49 177:0.05 178:0.55 181:0.98 186:0.77 187:0.68 216:0.92 235:0.68 243:0.51 259:0.21 261:0.86 265:0.06 267:0.82\n0 12:0.99 17:0.22 21:0.78 27:0.72 28:0.57 34:0.29 36:0.62 37:0.79 43:0.29 66:0.36 69:0.75 91:0.46 98:0.06 108:0.58 123:0.55 127:0.05 129:0.05 135:0.30 146:0.05 147:0.05 149:0.12 154:0.21 159:0.05 161:0.98 167:0.64 172:0.05 173:0.47 177:0.05 178:0.55 181:0.98 187:0.87 216:0.46 235:0.05 241:0.64 243:0.51 265:0.06 267:0.36\n0 12:0.99 17:1.00 20:0.95 21:0.78 27:0.50 28:0.57 34:0.42 36:0.64 37:0.42 43:0.23 66:0.36 69:0.88 78:0.72 91:0.02 98:0.06 100:0.80 108:0.77 111:0.74 123:0.75 127:0.05 129:0.05 135:0.54 146:0.05 147:0.05 149:0.09 152:0.97 154:0.16 159:0.05 161:0.98 167:0.45 169:0.78 172:0.05 173:0.82 177:0.05 178:0.55 181:0.98 186:0.73 187:0.68 216:0.92 235:0.02 243:0.51 259:0.21 261:0.86 265:0.06 267:0.79\n0 8:0.58 12:0.99 17:0.88 20:0.96 21:0.78 27:0.52 28:0.57 34:0.45 36:0.44 37:0.30 78:0.77 91:0.54 100:0.85 111:0.79 120:0.65 135:0.58 140:0.45 151:0.56 152:0.89 153:0.72 161:0.98 162:0.71 164:0.73 167:0.57 169:0.83 175:0.75 181:0.98 186:0.78 187:0.21 202:0.63 216:0.65 220:0.62 235:0.05 241:0.53 244:0.61 248:0.59 256:0.64 257:0.65 259:0.21 260:0.66 261:0.89 267:0.76 268:0.66 277:0.69 285:0.62\n3 1:0.57 8:0.95 9:0.75 10:0.87 11:0.86 12:0.37 17:0.01 18:0.62 21:0.40 23:0.98 27:0.24 29:0.77 30:0.43 31:1.00 34:0.30 36:0.70 37:0.72 39:0.82 43:0.21 45:0.87 46:0.97 62:0.96 66:0.91 69:0.25 70:0.53 71:0.80 74:0.44 79:1.00 81:0.35 83:0.69 86:0.62 91:0.97 96:1.00 97:1.00 98:0.99 99:0.83 101:0.52 104:0.76 107:0.94 108:0.20 110:0.93 114:0.72 120:0.99 122:0.90 123:0.19 125:0.97 126:0.26 127:0.90 128:0.98 129:0.05 131:0.94 135:0.28 137:1.00 138:0.99 139:0.60 140:1.00 143:1.00 144:0.92 146:0.79 147:0.83 149:0.29 150:0.34 151:0.83 153:0.99 154:0.52 155:0.64 157:0.61 158:0.73 159:0.35 160:1.00 162:0.81 164:0.98 165:0.63 166:0.61 168:0.98 170:0.90 172:0.74 173:0.42 174:0.86 175:0.75 176:0.59 177:0.99 179:0.62 182:0.86 190:0.89 191:0.94 192:1.00 196:0.89 197:0.90 201:0.54 202:0.96 205:0.98 208:0.64 212:0.60 215:0.67 216:0.58 222:0.60 227:0.97 229:0.92 231:0.86 232:0.82 235:0.52 239:0.86 241:0.96 242:0.32 243:0.91 244:0.83 246:0.61 247:0.86 248:0.75 253:0.99 254:0.84 255:0.78 256:0.97 257:0.65 259:0.21 260:0.99 264:0.96 265:0.99 266:0.47 267:0.65 268:0.98 271:0.62 275:0.93 276:0.62 277:0.69 279:0.80 283:0.82 284:0.99 285:0.62 287:0.95 289:0.93 290:0.72 294:0.95 297:0.36 298:0.99 300:0.43\n0 1:0.60 7:0.65 8:0.89 9:0.72 10:0.96 11:0.84 12:0.37 17:0.97 18:0.68 21:0.22 23:0.97 27:0.68 29:0.77 30:0.54 32:0.66 34:0.88 36:0.62 37:0.89 39:0.82 43:0.15 45:0.98 46:0.99 56:0.97 62:0.98 66:0.60 69:0.82 70:0.75 71:0.80 74:0.61 75:0.96 77:0.70 80:0.98 81:0.54 82:0.99 83:0.56 86:0.61 88:0.98 91:0.15 96:0.78 97:0.94 98:0.85 99:0.95 101:0.47 102:0.96 104:0.95 106:0.81 107:0.97 108:0.67 110:0.96 114:0.82 120:0.67 122:0.93 123:0.65 124:0.52 125:0.99 126:0.43 127:0.74 128:0.97 129:0.05 131:0.61 133:0.43 135:0.37 139:0.60 140:0.45 143:0.99 144:0.85 145:0.69 146:0.92 147:0.66 149:0.33 150:0.43 151:0.75 153:0.48 154:0.37 155:0.55 157:0.61 158:0.75 159:0.65 160:0.97 162:0.86 164:0.66 165:0.65 166:0.61 168:0.97 170:0.90 172:0.94 173:0.80 174:0.96 175:0.75 176:0.62 177:0.88 179:0.18 182:0.61 187:0.21 190:0.95 192:0.99 193:0.95 195:0.80 197:0.98 201:0.62 202:0.50 204:0.80 205:0.97 206:0.81 208:0.50 212:0.90 215:0.79 216:0.34 220:0.62 222:0.60 226:0.95 227:0.61 229:0.61 230:0.68 231:0.73 233:0.76 235:0.52 236:0.92 239:0.96 241:0.24 242:0.12 243:0.39 244:0.93 245:0.98 246:0.61 247:0.99 248:0.72 253:0.78 254:0.74 255:0.74 256:0.58 257:0.93 259:0.21 260:0.67 264:0.96 265:0.85 266:0.47 267:0.36 268:0.59 271:0.62 275:0.99 276:0.93 277:0.69 279:0.75 282:0.75 283:0.66 285:0.55 287:0.61 289:0.94 290:0.82 294:0.99 295:0.98 297:0.36 300:0.70\n1 1:0.66 2:0.99 7:0.69 8:0.64 9:0.74 10:0.95 11:0.92 12:0.37 17:0.98 18:0.86 27:0.58 29:0.77 30:0.55 31:0.93 32:0.64 34:0.87 36:0.66 37:0.50 39:0.82 43:0.21 44:0.88 45:0.98 46:0.97 56:0.97 64:0.77 66:0.35 69:0.15 70:0.76 71:0.80 74:0.64 77:0.89 79:0.92 80:0.99 81:0.69 83:0.69 86:0.86 91:0.75 96:0.79 97:0.94 98:0.81 99:0.95 101:0.65 107:0.97 108:0.12 110:0.95 114:0.89 120:0.67 122:0.41 123:0.80 124:0.60 125:0.96 126:0.51 127:0.91 129:0.59 131:0.84 133:0.47 135:0.30 137:0.93 138:0.95 139:0.83 140:0.45 143:0.99 144:0.92 145:0.93 146:0.88 147:0.90 149:0.42 150:0.56 151:0.92 153:0.77 154:0.48 155:0.63 157:0.91 159:0.79 160:0.96 162:0.86 164:0.64 165:0.65 166:0.77 170:0.90 172:0.94 173:0.12 174:0.95 176:0.62 177:0.99 179:0.15 182:0.80 190:0.89 191:0.70 192:1.00 193:0.97 195:0.90 196:0.94 197:0.94 201:0.67 202:0.54 204:0.82 208:0.64 212:0.88 215:0.91 216:0.08 219:0.88 222:0.60 227:0.89 229:0.61 230:0.71 231:0.84 233:0.76 235:0.42 239:0.93 241:0.79 242:0.12 243:0.57 244:0.61 245:0.99 246:0.61 247:1.00 248:0.82 253:0.80 254:0.74 255:0.78 256:0.58 259:0.21 260:0.68 264:0.96 265:0.65 266:0.47 267:0.59 268:0.63 271:0.62 275:0.99 276:0.95 279:0.78 281:0.91 282:0.73 284:0.91 285:0.60 286:0.99 287:0.61 289:0.93 290:0.89 292:0.88 294:0.99 295:0.98 297:0.36 298:0.99 300:0.70\n2 1:0.63 7:0.66 8:0.72 9:0.73 10:0.81 11:0.86 12:0.37 17:0.91 18:0.92 21:0.13 27:0.49 29:0.77 30:0.57 31:0.95 32:0.65 34:0.67 36:0.75 37:0.78 39:0.82 43:0.57 44:0.88 45:0.92 46:0.98 48:0.91 56:0.97 64:0.77 66:0.54 69:0.86 70:0.59 71:0.80 74:0.57 77:0.70 79:0.95 80:0.99 81:0.63 82:0.98 83:0.56 86:0.83 88:0.98 91:0.23 96:0.80 97:0.89 98:0.72 99:0.95 101:0.52 104:0.81 106:0.81 107:0.95 108:0.12 110:0.94 114:0.82 117:0.86 120:0.68 122:0.57 123:0.12 124:0.52 125:0.97 126:0.51 127:0.56 129:0.05 131:0.84 133:0.45 135:0.60 137:0.95 138:0.95 139:0.80 140:0.45 143:0.99 144:0.85 145:0.49 146:0.44 147:0.75 149:0.59 150:0.49 151:0.70 153:0.46 154:0.19 155:0.58 157:0.61 158:0.73 159:0.44 160:0.96 162:0.86 164:0.66 165:0.65 166:0.77 170:0.90 172:0.86 173:0.95 174:0.79 175:0.75 176:0.62 177:0.96 179:0.26 182:0.61 187:0.39 190:0.98 191:0.82 192:1.00 193:0.95 195:0.65 196:0.94 197:0.81 201:0.65 202:0.56 204:0.82 206:0.81 208:0.61 212:0.93 215:0.79 216:0.30 220:0.74 222:0.60 227:0.89 229:0.61 230:0.68 231:0.67 232:0.87 233:0.65 235:0.52 239:0.82 241:0.02 242:0.16 243:0.63 244:0.83 245:0.95 246:0.61 247:0.98 248:0.65 253:0.79 254:0.92 255:0.74 256:0.64 257:0.84 259:0.21 260:0.69 264:0.96 265:0.72 266:0.27 267:0.36 268:0.64 271:0.62 275:0.97 276:0.83 277:0.87 279:0.74 281:0.86 282:0.74 283:0.82 284:0.93 285:0.60 286:0.99 287:0.61 289:0.93 290:0.82 294:0.98 297:0.36 298:0.99 300:0.55\n1 1:0.66 7:0.65 8:0.83 9:0.74 10:0.96 11:0.87 12:0.37 17:0.97 18:0.93 21:0.13 23:0.97 27:0.68 29:0.77 30:0.62 31:0.91 32:0.71 34:0.75 36:0.68 37:0.89 39:0.82 43:0.23 44:0.92 45:0.99 46:0.99 48:0.91 56:0.97 62:0.98 64:0.77 66:0.99 69:0.15 70:0.64 71:0.80 74:0.71 75:0.97 77:0.70 79:0.90 80:0.99 81:0.66 82:0.99 83:0.69 86:0.89 88:0.98 91:0.11 96:0.79 97:1.00 98:0.98 99:0.99 101:0.96 102:0.97 104:0.95 106:0.81 107:0.97 108:0.12 110:0.96 114:0.88 120:0.68 122:0.86 123:0.12 125:0.98 126:0.51 127:0.83 128:0.97 129:0.05 131:0.61 135:0.26 137:0.91 139:0.89 140:0.87 143:0.99 144:0.85 145:0.69 146:0.97 147:0.97 149:0.46 150:0.51 151:0.65 153:0.48 154:0.53 155:0.64 157:0.61 158:0.76 159:0.69 160:0.97 162:0.86 164:0.66 165:0.70 166:0.61 168:0.97 170:0.90 172:0.98 173:0.15 174:0.95 176:0.63 177:0.99 179:0.15 182:0.61 187:0.21 190:0.95 191:0.85 192:1.00 193:0.95 195:0.83 196:0.93 197:0.97 201:0.66 202:0.58 204:0.81 205:0.97 206:0.81 208:0.61 212:0.91 215:0.84 216:0.34 219:0.91 220:0.91 222:0.60 226:0.96 227:0.61 229:0.61 230:0.68 231:0.75 233:0.76 235:0.52 236:0.94 239:0.96 241:0.15 242:0.12 243:0.99 244:0.83 246:0.61 247:1.00 248:0.63 253:0.82 255:0.78 256:0.64 259:0.21 260:0.68 264:0.96 265:0.98 266:0.54 267:0.28 268:0.66 271:0.62 275:0.99 276:0.95 279:0.81 281:0.86 282:0.79 283:0.82 284:0.93 285:0.60 287:0.61 289:0.94 290:0.88 292:0.88 294:0.99 295:0.98 297:0.36 300:0.55\n0 1:0.60 7:0.65 8:0.59 9:0.72 10:0.96 11:0.84 12:0.37 17:0.95 18:0.68 21:0.22 23:0.97 27:0.68 29:0.77 30:0.53 32:0.66 34:0.90 36:0.55 37:0.89 39:0.82 43:0.17 45:0.97 46:0.99 56:0.97 62:0.98 66:0.98 69:0.15 70:0.72 71:0.80 74:0.59 75:0.96 77:0.70 80:0.98 81:0.54 82:0.99 83:0.56 86:0.61 88:0.98 91:0.22 96:0.79 97:0.97 98:0.97 99:0.95 101:0.47 102:0.96 104:0.95 106:0.81 107:0.97 108:0.12 110:0.96 114:0.82 120:0.67 122:0.93 123:0.12 125:0.99 126:0.43 127:0.78 128:0.97 129:0.05 131:0.61 135:0.49 139:0.60 140:0.45 143:0.99 144:0.85 145:0.69 146:0.95 147:0.96 149:0.34 150:0.43 151:0.75 153:0.48 154:0.37 155:0.55 157:0.61 158:0.75 159:0.61 160:0.97 162:0.86 164:0.68 165:0.65 166:0.61 168:0.97 170:0.90 172:0.96 173:0.18 174:0.96 175:0.75 176:0.62 177:0.99 179:0.19 182:0.61 187:0.21 190:0.95 192:0.99 193:0.95 195:0.77 197:0.98 201:0.62 202:0.53 204:0.80 205:0.97 206:0.81 208:0.50 212:0.89 215:0.79 216:0.34 220:0.82 222:0.60 226:0.95 227:0.61 229:0.61 230:0.68 231:0.73 233:0.76 235:0.52 236:0.92 239:0.96 241:0.35 242:0.13 243:0.98 244:0.93 246:0.61 247:0.99 248:0.73 253:0.78 254:0.74 255:0.74 256:0.58 257:0.65 259:0.21 260:0.68 264:0.96 265:0.97 266:0.47 267:0.36 268:0.62 271:0.62 275:0.99 276:0.92 277:0.69 279:0.77 282:0.75 283:0.82 285:0.55 287:0.61 289:0.94 290:0.82 294:0.99 295:0.98 297:0.36 300:0.55\n0 1:0.63 8:0.91 9:0.72 10:0.95 11:0.92 12:0.37 17:0.95 18:0.94 21:0.22 23:0.97 27:0.68 29:0.77 30:0.26 31:0.89 34:0.80 36:0.57 37:0.89 39:0.82 43:0.20 44:0.88 45:0.96 46:0.97 48:0.91 56:0.97 62:0.98 64:0.77 66:0.99 69:0.17 70:0.75 71:0.80 74:0.42 75:0.96 76:0.85 77:0.70 79:0.89 80:0.99 81:0.54 82:0.99 83:0.60 86:0.86 88:0.98 91:0.15 96:0.76 97:0.97 98:0.98 99:0.95 101:0.96 102:0.96 107:0.96 108:0.14 110:0.94 114:0.73 122:0.99 123:0.13 125:0.97 126:0.43 127:0.80 128:0.97 129:0.05 131:0.61 135:0.19 137:0.89 139:0.85 140:0.80 143:0.99 144:0.92 145:0.69 146:0.96 147:0.97 149:0.29 150:0.44 151:0.61 153:0.48 154:0.31 155:0.57 157:0.78 158:0.72 159:0.67 160:0.96 162:0.86 165:0.65 166:0.61 168:0.97 170:0.90 172:0.97 173:0.16 174:0.95 176:0.59 177:0.99 179:0.17 182:0.73 187:0.21 190:0.98 191:0.79 192:0.98 193:0.95 195:0.82 196:0.92 197:0.97 201:0.62 202:0.50 204:0.80 205:0.97 208:0.54 212:0.91 216:0.34 219:0.90 220:0.74 222:0.60 226:0.96 227:0.61 229:0.61 231:0.77 235:0.52 236:0.92 239:0.95 241:0.10 242:0.12 243:0.99 244:0.83 246:0.61 247:1.00 248:0.59 253:0.65 254:0.94 255:0.72 256:0.58 259:0.21 264:0.96 265:0.98 266:0.54 267:0.28 268:0.59 271:0.62 275:0.99 276:0.93 279:0.77 281:0.86 282:0.72 284:0.88 285:0.55 287:0.61 289:0.92 290:0.73 292:0.88 294:0.99 295:0.98 300:0.55\n2 1:0.58 2:1.00 8:0.96 9:0.74 10:0.82 11:0.84 12:0.37 17:0.30 18:0.63 21:0.05 27:0.24 29:0.77 30:0.60 31:0.88 34:0.76 36:0.81 37:0.72 39:0.82 43:0.23 45:0.81 46:0.96 56:0.97 66:0.86 69:0.42 70:0.67 71:0.80 74:0.36 79:0.87 81:0.34 83:0.56 86:0.62 91:0.73 96:0.88 98:0.88 101:0.47 104:0.76 107:0.92 108:0.32 110:0.92 120:0.79 122:0.83 123:0.31 125:0.97 126:0.26 127:0.43 129:0.05 131:0.95 135:0.30 137:0.88 138:0.96 139:0.61 140:0.87 143:0.99 144:0.92 146:0.64 147:0.69 149:0.24 150:0.38 151:0.75 153:0.48 154:0.22 155:0.63 157:0.61 159:0.24 160:0.98 162:0.76 164:0.78 166:0.77 170:0.90 172:0.59 173:0.64 174:0.79 175:0.75 177:0.99 178:0.42 179:0.70 182:0.88 187:0.95 190:0.98 191:0.84 192:0.99 196:0.87 197:0.82 201:0.55 202:0.74 208:0.61 212:0.72 216:0.58 220:0.74 222:0.60 227:0.97 229:0.94 231:0.88 232:0.82 235:0.12 239:0.81 241:0.70 242:0.19 243:0.86 244:0.93 246:0.61 247:0.79 248:0.74 253:0.82 254:0.95 255:0.78 256:0.79 257:0.65 259:0.21 260:0.79 264:0.96 265:0.88 266:0.38 267:0.36 268:0.78 271:0.62 275:0.93 276:0.44 277:0.69 279:0.77 284:0.88 285:0.62 287:0.96 289:0.93 294:0.95 295:0.98 300:0.55\n0 1:0.60 7:0.65 9:0.72 10:0.95 11:0.91 12:0.37 17:0.96 18:0.68 21:0.22 23:0.97 27:0.68 29:0.77 30:0.61 32:0.66 34:0.75 36:0.55 37:0.89 39:0.82 43:0.17 45:0.98 46:0.99 56:0.97 62:0.98 66:0.99 69:0.15 70:0.68 71:0.80 74:0.64 75:0.96 77:0.70 80:0.98 81:0.54 82:0.99 83:0.56 86:0.61 88:0.98 91:0.11 96:0.78 97:0.97 98:0.98 99:0.95 101:0.52 102:0.96 104:0.95 106:0.81 107:0.97 108:0.12 110:0.96 114:0.82 120:0.67 122:0.86 123:0.12 125:0.99 126:0.43 127:0.83 128:0.97 129:0.05 131:0.61 135:0.30 139:0.60 140:0.45 143:0.99 144:0.92 145:0.69 146:0.97 147:0.98 149:0.40 150:0.43 151:0.75 153:0.48 154:0.14 155:0.55 157:0.85 158:0.75 159:0.71 160:0.97 162:0.86 164:0.66 165:0.65 166:0.61 168:0.97 170:0.90 172:0.97 173:0.14 174:0.95 176:0.62 177:0.99 179:0.16 182:0.76 187:0.21 190:0.95 191:0.76 192:0.99 193:0.95 195:0.85 197:0.97 201:0.62 202:0.50 204:0.80 205:0.97 206:0.81 208:0.50 212:0.88 215:0.79 216:0.34 220:0.62 222:0.60 226:0.95 227:0.61 229:0.61 230:0.68 231:0.80 233:0.76 235:0.52 236:0.92 239:0.95 241:0.18 242:0.17 243:0.99 244:0.83 246:0.61 247:0.99 248:0.72 253:0.79 254:0.93 255:0.74 256:0.58 259:0.21 260:0.67 264:0.96 265:0.98 266:0.54 267:0.28 268:0.59 271:0.62 275:0.99 276:0.94 279:0.77 282:0.75 283:0.82 285:0.55 287:0.61 289:0.94 290:0.82 294:0.99 295:0.98 297:0.36 300:0.70\n1 1:0.65 10:0.99 11:0.64 12:0.95 17:0.77 18:0.71 21:0.30 26:0.94 27:0.15 29:0.62 30:0.62 34:0.89 36:0.34 37:0.64 39:0.97 43:0.57 45:0.97 56:0.97 58:0.93 66:0.98 69:0.19 70:0.61 74:0.53 75:0.95 80:0.99 81:0.45 82:0.98 83:0.54 86:0.76 88:0.99 91:0.11 98:0.99 99:0.95 101:0.69 102:0.95 108:0.15 122:0.99 123:0.15 126:0.31 127:0.89 129:0.05 131:0.61 135:0.23 139:0.72 141:0.91 144:0.76 145:0.50 146:0.94 147:0.95 149:0.81 150:0.42 154:0.58 155:0.51 157:0.86 159:0.60 165:0.63 166:0.75 170:0.79 172:0.95 173:0.22 174:0.99 177:0.96 178:0.55 179:0.22 182:0.77 187:0.39 192:0.46 193:0.97 195:0.73 197:0.99 199:0.94 201:0.61 204:0.79 208:0.49 212:0.90 216:0.38 222:0.20 223:0.92 224:0.93 226:0.96 227:0.61 229:0.61 231:0.64 234:0.91 235:0.60 236:0.92 239:0.99 241:0.01 242:0.31 243:0.98 244:0.61 246:0.90 247:0.95 251:1.00 253:0.42 254:0.94 259:0.21 264:0.93 265:0.99 266:0.54 267:0.65 271:0.24 274:0.91 275:0.99 276:0.90 287:0.61 294:1.00 300:0.70\n1 1:0.67 8:0.93 10:1.00 11:0.55 12:0.95 17:0.89 18:0.64 21:0.30 26:0.94 27:0.15 29:0.62 30:0.95 33:0.97 34:0.74 36:0.46 37:0.64 39:0.97 43:0.57 45:0.94 55:0.52 56:0.97 58:0.93 66:1.00 69:0.21 70:0.19 74:0.49 75:0.96 80:0.99 81:0.48 82:0.98 83:0.54 86:0.72 88:0.99 91:0.04 97:0.89 98:1.00 99:0.95 101:0.46 102:0.95 108:0.17 122:0.98 123:0.16 126:0.31 127:0.96 129:0.05 131:0.61 135:0.24 139:0.68 141:0.91 144:0.76 145:0.52 146:1.00 147:1.00 149:0.87 150:0.44 154:0.58 155:0.52 157:0.84 159:0.91 165:0.63 166:0.75 170:0.79 172:1.00 173:0.08 174:1.00 177:0.96 178:0.55 179:0.09 182:0.77 187:0.39 192:0.47 193:0.96 195:0.98 197:1.00 199:0.94 201:0.62 204:0.82 208:0.49 212:0.94 216:0.38 222:0.20 223:0.92 224:0.93 226:0.96 227:0.61 229:0.61 231:0.64 234:0.91 235:0.68 236:0.92 239:0.99 241:0.02 242:0.80 243:1.00 244:0.61 246:0.90 247:0.93 251:1.00 253:0.40 254:0.94 259:0.21 264:0.93 265:1.00 266:0.38 267:0.19 271:0.24 274:0.91 275:0.98 276:1.00 279:0.75 287:0.61 291:0.97 294:0.99 295:0.98 300:0.55\n0 7:0.66 10:0.97 11:0.55 12:0.95 17:0.95 18:0.58 21:0.47 26:0.99 27:0.69 29:0.62 30:0.21 32:0.64 34:0.19 36:0.78 37:0.63 39:0.97 43:0.15 45:0.95 55:0.52 58:0.98 66:0.59 69:0.83 70:0.78 74:0.37 81:0.29 86:0.59 91:0.29 98:0.80 101:0.46 104:0.76 108:0.68 120:0.56 123:0.65 124:0.60 126:0.23 127:0.79 129:0.05 131:0.61 133:0.65 135:0.97 139:0.58 140:0.45 141:0.99 144:0.76 145:0.61 146:0.95 147:0.50 149:0.23 150:0.32 151:0.49 153:0.48 154:0.28 157:0.85 159:0.78 162:0.62 164:0.55 166:0.61 170:0.79 172:0.93 173:0.72 174:0.97 175:0.75 177:0.38 179:0.18 182:0.76 187:0.39 190:0.98 195:0.90 197:0.97 199:0.99 202:0.50 212:0.89 215:0.63 216:0.10 220:0.93 222:0.20 223:0.99 224:0.99 227:0.61 229:0.61 230:0.68 231:0.63 233:0.76 234:0.98 235:0.52 239:0.95 241:0.10 242:0.36 243:0.07 244:0.61 245:0.96 246:0.61 247:0.88 248:0.48 253:0.33 254:0.93 256:0.45 257:0.93 259:0.21 260:0.56 264:0.93 265:0.80 266:0.71 267:0.28 268:0.46 271:0.24 274:0.97 275:0.99 276:0.92 277:0.69 285:0.45 287:0.61 294:0.99 297:0.36 300:0.84\n1 1:0.58 10:0.96 11:0.64 12:0.95 17:0.88 18:0.76 21:0.30 26:0.94 27:0.28 29:0.62 30:0.87 34:0.92 36:0.27 37:0.24 39:0.97 43:0.57 45:0.91 56:0.97 58:0.93 66:0.84 69:0.21 70:0.41 74:0.43 80:0.99 81:0.39 82:0.98 83:0.54 86:0.84 88:0.99 91:0.25 98:0.79 99:0.83 101:0.69 102:0.95 108:0.17 122:0.99 123:0.16 124:0.37 126:0.31 127:0.57 129:0.05 131:0.61 133:0.36 135:0.56 139:0.78 141:0.91 144:0.76 145:0.77 146:0.76 147:0.80 149:0.44 150:0.37 154:0.56 155:0.52 157:0.83 159:0.44 165:0.63 166:0.75 170:0.79 172:0.74 173:0.29 174:0.93 175:0.75 177:0.88 178:0.55 179:0.55 182:0.77 187:0.87 192:0.46 193:0.96 195:0.66 197:0.96 199:0.94 201:0.56 204:0.82 208:0.49 212:0.58 216:0.34 222:0.20 223:0.92 224:0.93 227:0.61 229:0.61 231:0.64 234:0.91 235:0.42 236:0.92 239:0.95 241:0.30 242:0.30 243:0.85 244:0.61 245:0.58 246:0.89 247:0.79 253:0.37 254:0.84 257:0.65 259:0.21 264:0.93 265:0.79 266:0.47 267:0.19 271:0.24 274:0.91 275:0.96 276:0.60 277:0.69 287:0.61 294:0.99 300:0.55\n0 1:0.66 10:0.99 11:0.64 12:0.95 17:0.77 18:0.71 21:0.22 26:0.98 27:0.15 29:0.62 30:0.60 32:0.67 34:0.79 36:0.56 37:0.64 39:0.97 43:0.57 45:0.97 56:0.97 58:0.93 66:0.33 69:0.19 70:0.59 74:0.52 75:0.95 80:0.99 81:0.58 82:0.99 83:0.54 86:0.77 88:0.98 91:0.17 98:0.71 99:0.95 101:0.69 102:0.96 104:0.89 106:0.81 108:0.15 122:0.99 123:0.74 124:0.60 126:0.43 127:0.91 129:0.59 131:0.61 133:0.47 135:0.21 139:0.72 141:0.91 144:0.76 145:0.50 146:0.76 147:0.80 149:0.82 150:0.50 154:0.58 155:0.51 157:0.86 159:0.57 165:0.63 166:0.75 170:0.79 172:0.89 173:0.23 174:0.99 177:0.96 178:0.55 179:0.21 182:0.77 187:0.39 192:0.49 193:0.97 195:0.71 197:0.99 199:0.97 201:0.65 204:0.79 206:0.81 208:0.49 212:0.93 215:0.79 216:0.38 222:0.20 223:0.98 224:0.93 226:0.95 227:0.61 229:0.61 231:0.64 234:0.91 235:0.60 236:0.94 239:0.99 242:0.31 243:0.57 244:0.61 245:0.98 246:0.90 247:0.97 251:1.00 253:0.42 254:0.94 259:0.21 264:0.93 265:0.70 266:0.54 267:0.73 271:0.24 274:0.91 275:0.99 276:0.91 283:0.82 287:0.61 294:1.00 297:0.36 300:0.84\n0 7:0.66 10:0.97 11:0.55 12:0.95 17:0.91 18:0.61 21:0.47 26:0.99 27:0.69 29:0.62 30:0.14 32:0.64 34:0.40 36:0.39 37:0.63 39:0.97 43:0.20 45:0.95 58:0.98 66:0.93 69:0.82 70:0.83 74:0.34 81:0.34 86:0.64 91:0.37 98:0.89 101:0.46 104:0.76 108:0.67 120:0.65 123:0.65 124:0.36 126:0.23 127:0.81 129:0.05 131:0.61 133:0.38 135:0.60 139:0.61 140:0.45 141:0.99 144:0.76 145:0.41 146:0.96 147:0.50 149:0.25 150:0.38 151:0.60 153:0.48 154:0.33 157:0.85 159:0.72 162:0.86 164:0.55 166:0.61 170:0.79 172:0.96 173:0.76 174:0.97 177:0.38 179:0.19 182:0.76 187:0.21 190:0.98 195:0.84 197:0.96 199:0.99 202:0.36 212:0.92 215:0.63 216:0.10 220:0.62 222:0.20 223:0.99 224:1.00 227:0.61 229:0.61 230:0.68 231:0.63 233:0.76 234:1.00 235:0.60 239:0.95 241:0.18 242:0.36 243:0.07 244:0.61 245:0.85 246:0.61 247:0.88 248:0.59 253:0.30 254:0.93 256:0.45 257:0.93 259:0.21 260:0.66 264:0.93 265:0.89 266:0.71 267:0.19 268:0.46 271:0.24 274:0.97 275:0.98 276:0.92 283:0.67 285:0.45 287:0.61 294:0.99 297:0.36 300:0.84\n0 10:0.86 11:0.64 12:0.95 17:0.16 18:0.71 21:0.78 26:0.97 27:0.20 29:0.62 30:0.66 33:0.97 34:0.75 36:0.61 37:0.66 39:0.97 43:0.64 45:0.73 55:0.59 58:0.93 66:0.85 69:0.47 70:0.53 74:0.40 82:0.98 86:0.77 88:0.99 91:0.20 98:0.84 101:0.52 102:0.95 108:0.36 123:0.35 127:0.35 129:0.05 131:0.61 135:0.34 139:0.72 141:0.91 144:0.76 145:0.54 146:0.60 147:0.65 149:0.35 154:0.53 157:0.76 159:0.22 166:0.61 170:0.79 172:0.57 173:0.69 174:0.79 177:0.96 178:0.55 179:0.68 182:0.73 187:0.68 193:0.94 195:0.57 197:0.85 199:0.95 212:0.88 216:0.60 222:0.20 223:0.97 224:0.93 227:0.61 229:0.61 231:0.62 234:0.91 235:0.12 239:0.88 241:0.27 242:0.22 243:0.86 244:0.61 246:0.61 247:0.74 253:0.35 254:0.97 259:0.21 264:0.93 265:0.84 266:0.23 267:0.65 271:0.24 274:0.91 275:0.91 276:0.44 287:0.61 291:0.97 294:0.96 300:0.43\n0 10:0.91 11:0.64 12:0.95 17:0.61 18:0.77 21:0.78 26:0.97 27:0.02 29:0.62 30:0.61 33:0.97 34:0.53 36:0.51 37:0.95 39:0.97 43:0.62 45:0.85 58:0.93 66:0.10 69:0.60 70:0.48 74:0.32 86:0.75 91:0.14 98:0.31 101:0.69 108:0.46 122:0.57 123:0.79 124:0.69 127:0.20 129:0.05 131:0.61 133:0.66 135:0.70 139:0.72 141:0.91 144:0.76 145:0.41 146:0.53 147:0.59 149:0.63 154:0.51 157:0.80 159:0.54 166:0.61 170:0.79 172:0.51 173:0.39 174:0.88 175:0.91 177:0.70 178:0.55 179:0.35 182:0.74 187:0.68 197:0.91 199:0.96 202:0.36 212:0.59 216:0.87 222:0.20 223:0.97 224:0.93 227:0.61 229:0.61 231:0.62 234:0.91 235:0.31 239:0.89 241:0.57 242:0.14 243:0.58 244:0.83 245:0.70 246:0.61 247:0.79 253:0.29 257:0.84 259:0.21 264:0.93 265:0.29 266:0.75 267:0.28 271:0.24 274:0.91 275:0.95 276:0.54 277:0.95 287:0.61 291:0.97 294:0.97 300:0.43\n1 1:0.67 8:0.92 9:0.72 10:1.00 11:0.55 12:0.95 17:0.89 18:0.64 21:0.30 23:0.96 26:0.94 27:0.15 29:0.62 30:0.95 33:0.97 34:0.44 36:0.50 37:0.64 39:0.97 43:0.57 45:0.94 55:0.52 56:0.97 58:0.93 62:0.97 66:1.00 69:0.21 70:0.19 74:0.49 75:0.95 80:0.99 81:0.48 82:0.98 83:0.54 86:0.72 88:0.99 91:0.14 98:1.00 99:0.95 101:0.46 102:0.95 108:0.17 122:0.98 123:0.16 126:0.31 127:0.95 128:0.96 129:0.05 131:0.82 135:0.34 139:0.68 140:0.45 141:0.91 143:0.99 144:0.76 145:0.52 146:1.00 147:1.00 149:0.87 150:0.44 151:0.58 153:0.69 154:0.58 155:0.54 157:0.84 159:0.91 162:0.86 165:0.63 166:0.75 168:0.96 170:0.79 172:1.00 173:0.08 174:1.00 177:0.96 179:0.09 182:0.77 187:0.39 190:0.95 191:0.76 192:0.48 193:0.96 195:0.98 197:1.00 199:0.94 201:0.62 202:0.46 204:0.82 205:0.95 208:0.49 212:0.94 216:0.38 220:0.87 222:0.20 223:0.92 224:0.93 226:0.96 227:0.87 229:0.87 231:0.64 234:0.91 235:0.68 236:0.92 239:0.99 241:0.15 242:0.80 243:1.00 244:0.61 246:0.90 247:0.93 248:0.57 251:1.00 253:0.40 254:0.94 255:0.70 256:0.45 259:0.21 264:0.93 265:1.00 266:0.38 267:0.19 268:0.55 271:0.24 274:0.91 275:0.98 276:1.00 285:0.49 287:0.92 291:0.97 294:0.99 300:0.55\n1 7:0.66 8:0.74 10:0.88 11:0.55 12:0.95 17:0.13 18:0.63 21:0.40 26:0.99 27:0.21 29:0.62 30:0.15 34:0.56 36:0.77 37:0.74 39:0.97 43:0.57 45:0.73 55:0.52 58:0.99 66:0.54 69:0.12 70:0.90 74:0.39 80:0.98 81:0.30 86:0.65 91:0.44 98:0.50 101:0.46 104:0.84 106:0.81 108:0.10 120:0.74 123:0.10 124:0.52 126:0.23 127:0.44 129:0.05 131:0.61 133:0.45 135:0.19 139:0.63 140:0.80 141:0.99 144:0.76 146:0.65 147:0.70 149:0.37 150:0.33 151:0.65 153:0.48 154:0.47 157:0.78 159:0.56 162:0.70 164:0.71 166:0.61 170:0.79 172:0.57 173:0.16 174:0.83 175:0.75 177:0.88 178:0.42 179:0.59 182:0.73 187:0.39 190:0.98 197:0.87 199:0.98 202:0.63 206:0.81 212:0.59 215:0.67 216:0.95 222:0.20 223:0.99 224:0.99 227:0.61 229:0.61 230:0.68 231:0.62 233:0.76 234:0.99 235:0.42 239:0.87 241:0.30 242:0.12 243:0.62 244:0.83 245:0.75 246:0.61 247:0.91 248:0.66 253:0.34 256:0.64 257:0.65 259:0.21 260:0.74 264:0.93 265:0.52 266:0.63 267:0.69 268:0.65 271:0.24 274:0.98 275:0.95 276:0.52 277:0.69 283:0.82 285:0.45 287:0.61 294:0.96 297:0.36 300:0.70\n0 1:0.58 10:0.95 11:0.64 12:0.95 17:0.76 18:0.78 21:0.30 26:0.99 27:0.43 29:0.62 30:0.40 34:0.69 36:0.42 37:0.29 39:0.97 43:0.61 45:0.92 56:0.97 58:0.98 66:0.63 69:0.48 70:0.96 74:0.35 80:0.99 81:0.39 82:0.98 83:0.54 86:0.78 88:0.99 91:0.22 98:0.67 99:0.83 101:0.69 102:0.95 108:0.37 120:0.65 122:0.99 123:0.36 124:0.64 126:0.31 127:0.84 129:0.05 131:0.61 133:0.72 135:0.20 139:0.74 140:0.45 141:0.99 144:0.76 145:0.89 146:0.90 147:0.92 149:0.75 150:0.37 151:0.60 153:0.48 154:0.51 155:0.51 157:0.83 159:0.79 162:0.86 164:0.55 165:0.63 166:0.75 170:0.79 172:0.82 173:0.30 174:0.94 177:0.96 179:0.38 182:0.77 187:0.39 190:0.98 192:0.46 193:0.97 195:0.90 197:0.96 199:0.95 201:0.56 202:0.36 204:0.81 208:0.49 212:0.54 216:0.46 220:0.62 222:0.20 223:0.99 224:1.00 227:0.61 229:0.61 231:0.64 234:1.00 235:0.42 236:0.92 239:0.95 241:0.41 242:0.16 243:0.69 244:0.83 245:0.81 246:0.89 247:0.96 248:0.59 253:0.31 256:0.45 259:0.21 260:0.66 264:0.93 265:0.68 266:0.87 267:0.52 268:0.46 271:0.24 274:0.97 275:0.98 276:0.78 285:0.45 287:0.61 294:0.99 300:0.94\n0 10:0.92 11:0.64 12:0.95 17:0.51 18:0.63 21:0.59 26:0.98 27:0.67 29:0.62 30:0.68 32:0.64 34:0.78 36:0.45 37:0.57 39:0.97 43:0.39 45:0.77 58:0.93 66:0.86 69:0.37 70:0.21 74:0.36 81:0.28 86:0.72 91:0.38 98:0.81 101:0.69 104:0.97 106:0.81 108:0.29 123:0.28 126:0.23 127:0.29 129:0.05 131:0.61 135:0.68 139:0.67 141:0.91 144:0.76 145:0.56 146:0.56 147:0.62 149:0.29 150:0.30 154:0.56 157:0.78 159:0.20 166:0.61 170:0.79 172:0.61 173:0.60 174:0.88 177:0.96 178:0.55 179:0.59 182:0.73 187:0.87 195:0.55 197:0.90 199:0.97 206:0.81 212:0.95 215:0.55 216:0.36 222:0.20 223:0.98 224:0.93 227:0.61 229:0.61 231:0.62 234:0.91 235:0.68 239:0.89 241:0.03 242:0.31 243:0.87 244:0.61 246:0.61 247:0.76 253:0.32 254:0.95 259:0.21 264:0.93 265:0.81 266:0.12 267:0.28 271:0.24 274:0.91 275:0.93 276:0.50 283:0.82 287:0.61 294:0.96 297:0.36 300:0.18\n0 10:0.89 11:0.55 12:0.95 17:0.32 18:0.75 21:0.78 26:0.96 27:0.21 29:0.62 30:0.17 34:0.62 36:0.85 37:0.74 39:0.97 43:0.26 45:0.77 55:0.45 58:0.93 66:0.48 69:0.74 70:0.90 74:0.44 86:0.68 91:0.23 98:0.46 101:0.46 108:0.57 122:0.95 123:0.54 124:0.57 127:0.35 129:0.05 131:0.61 133:0.45 135:0.20 139:0.66 141:0.91 144:0.76 146:0.64 147:0.69 149:0.31 154:0.46 157:0.79 159:0.55 166:0.61 170:0.79 172:0.59 173:0.67 174:0.88 175:0.75 177:0.88 178:0.55 179:0.47 182:0.73 187:0.39 197:0.89 199:0.95 202:0.50 212:0.60 216:0.95 222:0.20 223:0.96 224:0.93 227:0.61 229:0.61 231:0.62 234:0.91 235:0.52 239:0.88 241:0.18 242:0.24 243:0.60 244:0.61 245:0.81 246:0.61 247:0.88 253:0.37 254:0.93 257:0.65 259:0.21 264:0.93 265:0.48 266:0.75 267:0.36 271:0.24 274:0.91 275:0.95 276:0.57 277:0.69 287:0.61 294:0.96 300:0.84\n0 1:0.66 10:0.99 11:0.64 12:0.95 17:0.81 18:0.72 21:0.22 26:0.98 27:0.15 29:0.62 30:0.58 32:0.67 34:0.89 36:0.55 37:0.64 39:0.97 43:0.57 45:0.97 56:0.97 58:0.93 66:0.98 69:0.19 70:0.59 74:0.54 75:0.95 80:0.99 81:0.58 82:0.99 83:0.54 86:0.77 88:0.98 91:0.25 98:0.99 99:0.95 101:0.69 102:0.96 104:0.89 106:0.81 108:0.15 122:0.99 123:0.15 126:0.43 127:0.89 129:0.05 131:0.61 135:0.23 139:0.72 141:0.91 144:0.76 145:0.50 146:0.92 147:0.94 149:0.83 150:0.50 154:0.58 155:0.51 157:0.86 159:0.54 165:0.63 166:0.75 170:0.79 172:0.96 173:0.24 174:0.99 177:0.96 178:0.55 179:0.20 182:0.77 187:0.39 192:0.49 193:0.97 195:0.69 197:1.00 199:0.97 201:0.65 204:0.79 206:0.81 208:0.49 212:0.92 215:0.79 216:0.38 222:0.20 223:0.98 224:0.93 226:0.95 227:0.61 229:0.61 231:0.64 234:0.91 235:0.60 236:0.94 239:0.99 242:0.30 243:0.98 244:0.61 246:0.90 247:0.98 251:1.00 253:0.43 254:0.94 259:0.21 264:0.93 265:0.99 266:0.38 267:0.69 271:0.24 274:0.91 275:0.99 276:0.91 283:0.82 287:0.61 294:1.00 297:0.36 300:0.70\n1 1:0.58 10:0.95 11:0.64 12:0.95 17:0.81 18:0.78 21:0.30 26:0.96 27:0.43 29:0.62 30:0.27 34:0.81 36:0.39 37:0.29 39:0.97 43:0.62 45:0.92 56:0.97 58:0.93 66:0.53 69:0.48 70:0.95 74:0.40 80:0.99 81:0.39 82:0.98 83:0.54 86:0.78 88:0.99 91:0.15 98:0.66 99:0.83 101:0.69 102:0.95 108:0.37 122:0.90 123:0.36 124:0.64 126:0.31 127:0.82 129:0.05 131:0.61 133:0.60 135:0.21 139:0.74 141:0.91 144:0.76 145:0.89 146:0.90 147:0.92 149:0.75 150:0.37 154:0.51 155:0.51 157:0.83 159:0.79 165:0.63 166:0.75 170:0.79 172:0.82 173:0.29 174:0.94 177:0.96 178:0.55 179:0.33 182:0.77 187:0.39 192:0.46 193:0.97 195:0.91 197:0.96 199:0.95 201:0.56 204:0.81 208:0.49 212:0.54 216:0.46 222:0.20 223:0.96 224:0.93 227:0.61 229:0.61 231:0.64 234:0.91 235:0.42 236:0.92 239:0.95 241:0.15 242:0.16 243:0.62 244:0.83 245:0.90 246:0.89 247:0.97 253:0.35 259:0.21 264:0.93 265:0.67 266:0.84 267:0.52 271:0.24 274:0.91 275:0.98 276:0.82 287:0.61 294:0.99 300:0.84\n1 1:0.58 10:0.92 11:0.64 12:0.95 17:0.03 18:0.65 21:0.40 26:0.96 27:0.26 29:0.62 30:0.66 34:0.67 36:0.36 37:0.58 39:0.97 43:0.60 45:0.83 55:0.71 56:0.97 58:0.93 66:0.92 69:0.23 70:0.49 74:0.35 81:0.38 83:0.54 86:0.67 91:0.12 98:0.94 99:0.83 101:0.69 108:0.18 122:0.98 123:0.18 126:0.31 127:0.62 129:0.05 131:0.61 135:0.30 139:0.66 141:0.91 144:0.76 146:0.92 147:0.93 149:0.50 150:0.36 154:0.52 155:0.47 157:0.81 159:0.53 165:0.63 166:0.75 170:0.79 172:0.79 173:0.25 174:0.95 177:0.96 178:0.55 179:0.50 182:0.77 187:0.87 192:0.44 197:0.97 199:0.95 201:0.55 208:0.49 212:0.48 216:0.90 222:0.20 223:0.96 224:0.93 227:0.61 229:0.61 231:0.64 234:0.91 235:0.52 236:0.92 239:0.90 241:0.07 242:0.31 243:0.92 244:0.83 246:0.89 247:0.94 253:0.32 259:0.21 264:0.93 265:0.94 266:0.47 267:0.28 271:0.24 274:0.91 275:0.96 276:0.68 287:0.61 294:0.97 300:0.43\n1 1:0.62 10:0.95 11:0.64 12:0.95 17:0.87 18:0.76 21:0.30 26:0.94 27:0.28 29:0.62 30:0.87 34:0.96 36:0.33 37:0.24 39:0.97 43:0.56 44:0.88 45:0.90 56:0.97 58:0.93 64:0.77 66:0.83 69:0.44 70:0.36 74:0.43 80:1.00 81:0.61 82:0.99 83:0.60 86:0.84 88:0.99 91:0.23 98:0.78 99:0.95 101:0.69 102:0.96 108:0.34 122:0.97 123:0.33 124:0.37 126:0.43 127:0.64 129:0.05 131:0.61 133:0.36 135:0.44 139:0.84 141:0.91 144:0.76 145:0.79 146:0.76 147:0.80 149:0.34 150:0.50 154:0.55 155:0.55 157:0.82 159:0.45 165:0.70 166:0.75 170:0.79 172:0.71 173:0.48 174:0.93 175:0.75 177:0.88 178:0.55 179:0.59 182:0.77 187:0.87 192:0.51 193:0.98 195:0.66 197:0.95 199:0.94 201:0.61 204:0.84 208:0.54 212:0.61 216:0.34 222:0.20 223:0.92 224:0.93 227:0.61 229:0.61 231:0.64 234:0.91 235:0.52 236:0.94 239:0.95 241:0.46 242:0.24 243:0.84 244:0.61 245:0.57 246:0.89 247:0.79 253:0.37 254:0.86 257:0.65 259:0.21 264:0.93 265:0.78 266:0.63 267:0.44 271:0.24 274:0.91 275:0.96 276:0.57 277:0.69 281:0.86 287:0.61 294:0.99 300:0.43\n0 1:0.58 10:0.87 11:0.64 12:0.95 17:0.26 18:0.66 21:0.40 26:0.99 27:0.20 29:0.62 30:0.58 34:0.69 36:0.51 37:0.66 39:0.97 43:0.63 45:0.77 56:0.97 58:0.98 66:0.80 69:0.52 70:0.44 74:0.38 80:0.99 81:0.38 82:0.98 83:0.54 86:0.68 88:0.99 91:0.14 98:0.78 99:0.83 101:0.69 102:0.95 108:0.40 120:0.56 122:0.90 123:0.38 126:0.31 127:0.27 129:0.05 131:0.61 135:0.42 139:0.66 140:0.45 141:0.99 144:0.76 145:0.41 146:0.60 147:0.66 149:0.41 150:0.36 151:0.49 153:0.48 154:0.53 155:0.49 157:0.78 159:0.22 162:0.86 164:0.55 165:0.63 166:0.75 170:0.79 172:0.45 173:0.69 174:0.83 175:0.75 177:0.88 179:0.75 182:0.77 187:0.68 190:0.98 192:0.45 193:0.97 195:0.58 197:0.88 199:0.94 201:0.55 202:0.36 204:0.79 208:0.49 212:0.55 216:0.60 220:0.93 222:0.20 223:0.99 224:0.99 227:0.61 229:0.61 231:0.64 234:0.98 235:0.52 236:0.92 239:0.90 241:0.52 242:0.40 243:0.82 244:0.83 246:0.89 247:0.55 248:0.48 253:0.34 256:0.45 257:0.65 259:0.21 260:0.56 264:0.93 265:0.79 266:0.27 267:0.65 268:0.46 271:0.24 274:0.97 275:0.93 276:0.33 277:0.69 285:0.45 287:0.61 294:0.97 300:0.33\n1 1:0.58 10:0.95 11:0.64 12:0.95 17:0.78 18:0.78 21:0.30 26:0.96 27:0.43 29:0.62 30:0.38 34:0.83 36:0.30 37:0.29 39:0.97 43:0.62 45:0.92 56:0.97 58:0.93 66:0.62 69:0.48 70:0.93 74:0.36 80:0.99 81:0.39 82:0.98 83:0.54 86:0.78 88:0.99 91:0.18 98:0.72 99:0.83 101:0.69 102:0.95 108:0.37 122:0.99 123:0.36 124:0.65 126:0.31 127:0.87 129:0.05 131:0.61 133:0.72 135:0.18 139:0.74 141:0.91 144:0.76 145:0.89 146:0.90 147:0.92 149:0.75 150:0.37 154:0.51 155:0.51 157:0.83 159:0.74 165:0.63 166:0.75 170:0.79 172:0.82 173:0.34 174:0.94 177:0.96 178:0.55 179:0.37 182:0.77 187:0.39 192:0.46 193:0.97 195:0.87 197:0.96 199:0.95 201:0.56 204:0.81 208:0.49 212:0.59 216:0.46 222:0.20 223:0.96 224:0.93 227:0.61 229:0.61 231:0.64 234:0.91 235:0.42 236:0.92 239:0.95 241:0.15 242:0.16 243:0.68 244:0.83 245:0.82 246:0.89 247:0.97 253:0.32 259:0.21 264:0.93 265:0.73 266:0.84 267:0.52 271:0.24 274:0.91 275:0.98 276:0.79 287:0.61 294:0.99 300:0.84\n0 1:0.58 10:0.91 11:0.64 12:0.95 17:0.36 18:0.66 21:0.40 26:0.99 27:0.20 29:0.62 30:0.38 34:0.70 36:0.50 37:0.66 39:0.97 43:0.63 45:0.77 56:0.97 58:0.98 66:0.83 69:0.52 70:0.63 74:0.40 80:0.99 81:0.38 82:0.98 83:0.54 86:0.68 88:0.99 91:0.14 98:0.88 99:0.83 101:0.69 102:0.95 108:0.40 120:0.56 122:0.90 123:0.38 126:0.31 127:0.41 129:0.05 131:0.61 135:0.42 139:0.66 140:0.45 141:0.99 144:0.76 145:0.41 146:0.68 147:0.73 149:0.42 150:0.36 151:0.49 153:0.48 154:0.52 155:0.49 157:0.78 159:0.27 162:0.86 164:0.55 165:0.63 166:0.75 170:0.79 172:0.51 173:0.69 174:0.83 177:0.96 179:0.77 182:0.77 187:0.68 190:0.98 192:0.45 193:0.97 195:0.58 197:0.87 199:0.94 201:0.55 202:0.36 204:0.79 208:0.49 212:0.42 216:0.60 220:0.93 222:0.20 223:0.99 224:0.99 227:0.61 229:0.61 231:0.64 234:0.98 235:0.52 236:0.92 239:0.91 241:0.52 242:0.45 243:0.84 244:0.61 246:0.89 247:0.60 248:0.48 253:0.35 254:0.97 256:0.45 259:0.21 260:0.56 264:0.93 265:0.88 266:0.27 267:0.65 268:0.46 271:0.24 274:0.97 275:0.93 276:0.41 285:0.45 287:0.61 294:0.97 300:0.43\n0 1:0.66 10:0.99 11:0.64 12:0.95 17:0.78 18:0.72 21:0.22 26:0.98 27:0.15 29:0.62 30:0.60 32:0.67 34:0.89 36:0.61 37:0.64 39:0.97 43:0.57 45:0.97 56:0.97 58:0.93 66:0.43 69:0.19 70:0.58 74:0.52 75:0.95 80:0.99 81:0.58 82:0.99 83:0.54 86:0.77 88:0.98 91:0.18 98:0.69 99:0.95 101:0.69 102:0.96 104:0.89 106:0.81 108:0.15 122:0.99 123:0.15 124:0.60 126:0.43 127:0.71 129:0.59 131:0.61 133:0.47 135:0.20 139:0.72 141:0.91 144:0.76 145:0.50 146:0.76 147:0.80 149:0.83 150:0.50 154:0.58 155:0.51 157:0.86 159:0.55 165:0.63 166:0.75 170:0.79 172:0.89 173:0.23 174:0.99 177:0.96 178:0.55 179:0.19 182:0.77 187:0.39 192:0.49 193:0.97 195:0.71 197:1.00 199:0.97 201:0.65 204:0.79 206:0.81 208:0.49 212:0.93 215:0.79 216:0.38 222:0.20 223:0.98 224:0.93 226:0.95 227:0.61 229:0.61 231:0.64 234:0.91 235:0.60 236:0.94 239:0.99 242:0.31 243:0.57 244:0.61 245:0.98 246:0.90 247:0.97 251:1.00 253:0.42 254:0.94 259:0.21 264:0.93 265:0.70 266:0.54 267:0.69 271:0.24 274:0.91 275:0.99 276:0.91 283:0.82 287:0.61 294:1.00 297:0.36 300:0.70\n3 6:0.90 8:0.97 12:0.37 20:0.79 21:0.78 27:0.03 28:0.96 29:0.62 34:0.75 36:0.98 37:0.93 39:0.98 71:0.70 78:0.82 91:1.00 96:0.76 100:0.86 111:0.82 135:0.26 140:1.00 145:0.76 151:0.53 152:0.97 153:0.72 161:0.79 162:0.45 167:0.86 169:0.96 175:0.97 178:0.55 181:0.59 186:0.82 190:0.89 191:0.99 202:0.99 216:0.76 220:0.74 222:0.21 235:0.97 241:0.98 244:0.93 248:0.55 253:0.53 256:0.75 257:0.93 259:0.21 261:0.98 267:0.91 268:0.69 271:0.48 277:0.95 285:0.47\n4 1:0.74 6:0.90 7:0.66 8:0.92 9:0.80 11:0.57 12:0.37 18:0.72 20:0.84 21:0.13 27:0.03 28:0.96 29:0.62 30:0.95 31:0.99 34:0.88 36:0.79 37:0.93 39:0.98 41:0.96 43:0.83 48:0.91 64:0.77 66:0.75 69:0.65 70:0.13 71:0.70 74:0.54 78:0.97 79:0.99 81:0.65 83:0.91 85:0.80 86:0.83 91:0.79 96:0.96 98:0.21 100:0.98 101:0.87 104:0.93 108:0.50 111:0.98 114:0.79 120:0.92 122:0.57 123:0.48 126:0.54 127:0.10 129:0.05 135:0.63 137:0.99 139:0.81 140:0.45 146:0.23 147:0.29 149:0.76 150:0.79 151:0.97 152:0.97 153:0.89 154:0.79 155:0.67 159:0.11 161:0.79 162:0.69 164:0.86 165:0.93 167:0.79 169:0.96 172:0.32 173:0.79 176:0.73 177:0.70 179:0.15 181:0.59 186:0.97 187:0.68 189:0.98 191:0.97 192:0.87 196:0.98 201:0.93 202:0.80 208:0.64 212:0.84 215:0.61 216:0.76 222:0.21 230:0.69 233:0.76 235:0.31 238:0.97 241:0.77 242:0.63 243:0.77 247:0.35 248:0.96 253:0.94 255:0.95 256:0.83 259:0.21 260:0.92 261:0.98 265:0.23 266:0.17 267:0.59 268:0.83 271:0.48 276:0.23 281:0.91 284:0.98 285:0.62 290:0.79 297:0.36 300:0.13\n1 1:0.74 11:0.57 12:0.37 17:0.61 18:0.71 21:0.68 27:0.45 28:0.96 29:0.62 30:0.95 32:0.80 34:0.85 36:0.20 37:0.50 39:0.98 43:0.81 44:0.93 64:0.77 66:0.75 69:0.71 70:0.13 71:0.70 74:0.63 77:0.70 81:0.44 83:0.91 85:0.80 86:0.82 91:0.23 98:0.16 101:0.87 108:0.54 114:0.56 122:0.57 123:0.52 126:0.54 127:0.09 129:0.05 135:0.78 139:0.85 145:0.49 146:0.22 147:0.28 149:0.75 150:0.69 154:0.76 155:0.67 159:0.11 161:0.79 165:0.93 167:0.50 172:0.32 173:0.72 176:0.73 177:0.70 178:0.55 179:0.10 181:0.59 187:0.68 192:0.87 195:0.72 201:0.93 208:0.64 212:0.84 215:0.37 216:0.77 222:0.21 235:0.88 241:0.18 242:0.63 243:0.77 247:0.35 253:0.41 259:0.21 265:0.17 266:0.17 267:0.36 271:0.48 276:0.24 282:0.88 290:0.56 297:0.36 299:0.88 300:0.13\n3 1:0.74 8:0.68 9:0.80 11:0.57 12:0.37 17:0.64 18:0.96 20:0.80 21:0.68 28:0.96 29:0.62 30:0.91 31:0.91 32:0.80 34:0.61 36:0.29 37:0.97 39:0.98 41:0.82 43:0.80 44:0.93 60:0.87 64:0.77 66:0.26 69:0.73 70:0.30 71:0.70 74:0.96 77:0.70 78:0.84 79:0.90 81:0.44 83:0.91 85:0.99 86:0.99 91:0.22 96:0.75 98:0.57 100:0.73 101:0.87 104:0.80 108:0.57 111:0.82 114:0.56 120:0.63 122:0.57 123:0.93 124:0.81 126:0.54 127:0.75 129:0.93 133:0.84 135:0.54 137:0.91 139:0.99 140:0.80 145:0.65 146:0.81 147:0.84 149:0.99 150:0.69 151:0.72 152:0.77 153:0.48 154:0.74 155:0.67 158:0.91 159:0.89 161:0.79 162:0.53 164:0.57 165:0.93 167:0.46 169:0.72 172:0.90 173:0.44 176:0.73 177:0.70 178:0.42 179:0.17 181:0.59 186:0.84 187:0.21 192:0.87 195:0.97 196:0.96 201:0.93 202:0.58 208:0.64 212:0.49 215:0.37 216:0.98 219:0.95 220:0.62 222:0.21 235:0.88 241:0.01 242:0.45 243:0.50 245:0.96 247:0.55 248:0.67 253:0.79 255:0.95 256:0.45 259:0.21 260:0.64 261:0.79 265:0.39 266:0.75 267:0.92 268:0.46 271:0.48 276:0.91 279:0.86 282:0.88 283:0.78 284:0.89 285:0.62 290:0.56 292:0.91 297:0.36 299:0.88 300:0.94\n3 1:0.74 6:0.87 7:0.81 8:0.69 9:0.80 11:0.57 12:0.37 17:0.06 18:0.95 20:0.93 21:0.13 22:0.93 27:0.18 28:0.96 29:0.62 30:0.91 31:0.92 32:0.80 34:0.87 36:0.36 37:0.46 39:0.98 41:0.88 43:0.93 44:0.93 47:0.93 60:0.98 64:0.77 66:0.48 69:0.32 70:0.33 71:0.70 74:0.95 77:0.89 78:0.87 79:0.91 81:0.65 83:0.91 85:0.99 86:0.99 91:0.17 96:0.77 98:0.57 100:0.88 101:0.87 104:0.77 106:0.81 108:0.76 111:0.86 114:0.79 117:0.86 120:0.65 121:1.00 122:0.57 123:0.74 124:0.76 126:0.54 127:0.64 129:0.89 133:0.78 135:0.94 137:0.92 139:0.99 140:0.45 145:0.80 146:0.57 147:0.63 149:0.99 150:0.79 151:0.72 152:0.87 153:0.48 154:0.93 155:0.67 158:0.92 159:0.77 161:0.79 162:0.74 164:0.67 165:0.93 167:0.47 169:0.86 172:0.89 173:0.17 176:0.73 177:0.70 179:0.20 181:0.59 186:0.87 187:0.87 189:0.88 191:0.84 192:0.87 195:0.91 196:0.96 201:0.93 202:0.56 204:0.89 206:0.81 208:0.64 212:0.77 215:0.61 216:0.75 219:0.95 220:0.62 222:0.21 230:0.87 233:0.76 235:0.31 238:0.88 241:0.03 242:0.44 243:0.19 245:0.94 247:0.74 248:0.70 253:0.82 255:0.95 256:0.58 259:0.21 260:0.66 261:0.88 262:0.93 265:0.58 266:0.71 267:0.65 268:0.59 271:0.48 276:0.89 279:0.86 281:0.91 282:0.88 283:0.82 284:0.92 285:0.62 290:0.79 292:0.95 297:0.36 299:0.97 300:0.94\n3 1:0.74 11:0.57 12:0.37 17:0.55 18:0.96 21:0.68 27:0.48 28:0.96 29:0.62 30:0.91 32:0.80 34:0.45 36:0.28 37:0.55 39:0.98 43:0.80 44:0.93 60:0.99 64:0.77 66:0.26 69:0.73 70:0.30 71:0.70 74:0.96 77:0.70 81:0.44 83:0.91 85:0.99 86:0.99 91:0.09 97:0.89 98:0.57 101:0.87 108:0.57 114:0.56 122:0.57 123:0.93 124:0.81 126:0.54 127:0.75 129:0.93 133:0.84 135:0.44 139:0.99 145:0.65 146:0.81 147:0.84 149:0.99 150:0.69 154:0.74 155:0.67 158:0.92 159:0.89 161:0.79 165:0.93 167:0.55 172:0.90 173:0.44 176:0.73 177:0.70 178:0.55 179:0.17 181:0.59 187:0.39 192:0.87 195:0.97 201:0.93 202:0.36 208:0.64 212:0.49 215:0.37 216:0.92 219:0.95 222:0.21 235:0.88 241:0.41 242:0.45 243:0.50 245:0.96 247:0.55 253:0.48 259:0.21 265:0.39 266:0.75 267:0.76 271:0.48 276:0.91 279:0.86 282:0.88 283:0.82 290:0.56 292:0.95 297:0.36 299:0.88 300:0.94\n0 1:0.74 11:0.57 12:0.37 17:0.45 18:0.72 21:0.13 27:0.45 28:0.96 29:0.62 30:0.91 32:0.80 34:0.61 36:0.17 37:0.50 39:0.98 43:0.82 44:0.93 64:0.77 66:0.64 69:0.68 70:0.19 71:0.70 74:0.63 77:0.70 81:0.65 83:0.91 85:0.80 86:0.83 91:0.14 98:0.15 101:0.87 108:0.52 114:0.79 122:0.57 123:0.50 124:0.42 126:0.54 127:0.33 129:0.05 133:0.37 135:0.58 139:0.85 145:0.41 146:0.22 147:0.27 149:0.75 150:0.79 154:0.77 155:0.67 159:0.41 161:0.79 165:0.93 167:0.54 172:0.32 173:0.70 176:0.73 177:0.70 178:0.55 179:0.87 181:0.59 187:0.68 192:0.87 195:0.69 201:0.93 208:0.64 212:0.73 215:0.61 216:0.77 222:0.21 235:0.31 241:0.37 242:0.55 243:0.69 245:0.43 247:0.35 253:0.56 259:0.21 265:0.16 266:0.23 267:0.28 271:0.48 276:0.13 282:0.88 290:0.79 297:0.36 299:0.88 300:0.18\n3 1:0.74 6:0.94 7:0.81 8:0.85 9:0.80 11:0.57 12:0.37 17:0.32 18:0.90 20:0.96 21:0.30 22:0.93 27:0.21 28:0.96 29:0.62 30:0.73 31:0.98 34:0.50 36:0.64 37:0.74 39:0.98 41:0.95 43:0.97 47:0.93 48:0.91 60:0.95 64:0.77 66:0.17 69:0.15 70:0.63 71:0.70 74:0.83 78:0.91 79:0.98 81:0.54 83:0.91 85:0.94 86:0.96 91:0.31 96:0.93 98:0.22 100:0.97 101:0.87 104:0.84 106:0.81 108:0.12 111:0.94 114:0.65 117:0.86 120:0.87 121:0.90 122:0.57 123:0.12 124:0.95 126:0.54 127:0.77 129:0.96 133:0.94 135:0.24 137:0.98 139:0.97 140:0.45 146:0.60 147:0.65 149:0.92 150:0.75 151:0.97 152:0.92 153:0.90 154:0.97 155:0.67 158:0.92 159:0.91 161:0.79 162:0.63 164:0.83 165:0.93 167:0.54 169:0.95 172:0.54 173:0.07 176:0.73 177:0.70 179:0.40 181:0.59 186:0.91 187:0.39 189:0.95 191:0.75 192:0.87 196:0.99 201:0.93 202:0.78 204:0.89 206:0.81 208:0.64 212:0.22 215:0.44 216:0.95 219:0.95 222:0.21 230:0.87 233:0.76 235:0.52 238:0.96 241:0.37 242:0.32 243:0.38 245:0.73 247:0.74 248:0.92 253:0.94 255:0.95 256:0.79 259:0.21 260:0.88 261:0.94 262:0.93 265:0.24 266:0.92 267:0.52 268:0.80 271:0.48 276:0.75 279:0.86 281:0.91 283:0.82 284:0.97 285:0.62 290:0.65 292:0.95 297:0.36 300:0.70\n1 1:0.74 6:1.00 7:0.66 8:0.93 9:0.80 11:0.57 12:0.37 17:0.34 18:0.96 20:0.76 21:0.13 27:0.02 28:0.96 29:0.62 30:0.93 31:0.91 32:0.80 34:0.47 36:0.20 37:0.92 39:0.98 41:0.82 43:0.89 44:0.93 48:0.91 60:0.87 64:0.77 66:0.97 69:0.50 70:0.20 71:0.70 74:0.96 77:0.70 78:0.95 79:0.90 81:0.65 83:0.91 85:0.98 86:0.99 91:0.42 96:0.75 98:0.69 100:0.98 101:0.87 108:0.39 111:0.97 114:0.79 120:0.63 122:0.57 123:0.37 126:0.54 127:0.21 129:0.05 135:0.85 137:0.91 139:0.99 140:0.87 145:0.41 146:0.90 147:0.92 149:0.99 150:0.79 151:0.72 152:0.82 153:0.48 154:0.87 155:0.67 158:0.91 159:0.50 161:0.79 162:0.50 164:0.57 165:0.93 167:0.60 169:0.89 172:0.93 173:0.33 176:0.73 177:0.70 178:0.48 179:0.13 181:0.59 186:0.94 187:0.39 191:0.77 192:0.87 195:0.88 196:0.96 201:0.93 202:0.61 208:0.64 212:0.87 215:0.61 216:0.99 219:0.95 220:0.62 222:0.21 230:0.69 233:0.76 235:0.31 241:0.55 242:0.50 243:0.97 247:0.35 248:0.67 253:0.81 255:0.95 256:0.45 259:0.21 260:0.64 261:0.85 265:0.69 266:0.27 267:0.89 268:0.46 271:0.48 276:0.87 279:0.86 281:0.91 282:0.88 283:0.78 284:0.89 285:0.62 290:0.79 292:0.91 297:0.36 299:0.88 300:0.43\n1 1:0.74 6:1.00 7:0.66 8:0.96 9:0.80 11:0.57 12:0.37 17:0.13 18:0.89 20:0.87 21:0.22 27:0.02 28:0.96 29:0.62 30:0.91 31:0.95 34:0.49 36:0.30 37:0.92 39:0.98 41:0.88 43:0.82 44:0.87 48:0.91 60:0.87 64:0.77 66:0.79 69:0.68 70:0.22 71:0.70 74:0.85 78:0.82 79:0.94 81:0.59 83:0.91 85:0.98 86:0.96 91:0.33 96:0.83 98:0.63 100:0.88 101:0.87 108:0.86 111:0.83 114:0.71 120:0.73 122:0.57 123:0.86 124:0.41 126:0.54 127:0.54 129:0.81 133:0.67 135:0.92 137:0.95 139:0.97 140:0.45 145:0.44 146:0.17 147:0.22 149:0.95 150:0.77 151:0.87 152:0.82 153:0.48 154:0.78 155:0.67 158:0.91 159:0.75 161:0.79 162:0.55 164:0.69 165:0.93 167:0.67 169:0.88 172:0.91 173:0.53 176:0.73 177:0.70 179:0.25 181:0.59 186:0.83 187:0.39 189:1.00 191:0.73 192:0.87 195:0.89 196:0.97 201:0.93 202:0.65 208:0.64 212:0.75 215:0.51 216:0.99 219:0.95 220:0.74 222:0.21 230:0.69 233:0.76 235:0.42 238:0.94 241:0.66 242:0.45 243:0.11 245:0.84 247:0.55 248:0.80 253:0.86 255:0.95 256:0.58 259:0.21 260:0.74 261:0.85 265:0.63 266:0.75 267:0.65 268:0.62 271:0.48 276:0.81 279:0.86 281:0.91 283:0.78 284:0.93 285:0.62 290:0.71 292:0.91 297:0.36 300:0.43\n2 1:0.74 9:0.80 11:0.57 12:0.37 17:0.04 18:0.77 21:0.05 27:0.33 28:0.96 29:0.62 30:0.94 31:0.94 34:0.50 36:0.23 37:0.41 39:0.98 41:0.82 43:0.86 60:0.97 64:0.77 66:0.33 69:0.57 70:0.19 71:0.70 74:0.70 79:0.93 81:0.72 83:0.91 85:0.88 86:0.88 91:0.40 96:0.80 98:0.21 101:0.87 108:0.68 114:0.89 120:0.69 122:0.57 123:0.65 124:0.72 126:0.54 127:0.39 129:0.81 133:0.67 135:0.99 137:0.94 139:0.89 140:0.45 145:0.93 146:0.17 147:0.22 149:0.84 150:0.83 151:0.87 153:0.48 154:0.84 155:0.67 158:0.92 159:0.60 161:0.79 162:0.86 163:0.90 164:0.57 165:0.93 167:0.48 172:0.32 173:0.47 176:0.73 177:0.70 179:0.74 181:0.59 187:0.39 192:0.87 196:0.95 201:0.93 202:0.36 208:0.64 212:0.23 215:0.78 216:0.88 219:0.95 222:0.21 235:0.22 241:0.07 242:0.55 243:0.33 245:0.58 247:0.35 248:0.77 253:0.82 255:0.95 256:0.45 259:0.21 260:0.70 265:0.23 266:0.71 267:0.82 268:0.46 271:0.48 276:0.33 279:0.86 283:0.82 284:0.89 285:0.62 290:0.89 292:0.95 297:0.36 300:0.25\n1 1:0.74 6:0.89 7:0.81 8:0.69 9:0.80 11:0.57 12:0.37 17:0.20 18:0.78 20:0.93 21:0.54 22:0.93 27:0.07 28:0.96 29:0.62 30:0.89 31:0.97 32:0.80 34:0.97 36:0.21 37:0.63 39:0.98 41:0.96 43:0.77 44:0.93 47:0.93 60:1.00 64:0.77 66:0.20 69:0.80 70:0.29 71:0.70 74:0.77 77:0.70 78:0.82 79:0.96 81:0.48 83:0.91 85:0.85 86:0.89 91:0.53 96:0.88 98:0.14 100:0.86 101:0.87 104:0.79 106:0.81 108:0.63 111:0.82 114:0.59 120:0.80 121:0.90 122:0.57 123:0.61 124:0.74 126:0.54 127:0.28 129:0.81 133:0.67 135:0.97 137:0.97 139:0.94 140:0.80 145:0.50 146:0.22 147:0.28 149:0.74 150:0.72 151:0.87 152:0.86 153:0.48 154:0.70 155:0.67 158:0.92 159:0.44 161:0.79 162:0.61 163:0.97 164:0.84 165:0.93 167:0.61 169:0.84 172:0.21 173:0.79 176:0.73 177:0.70 178:0.42 179:0.69 181:0.59 186:0.82 187:0.68 189:0.91 192:0.87 195:0.78 196:0.98 201:0.93 202:0.79 204:0.89 206:0.81 208:0.64 212:0.42 215:0.39 216:0.95 219:0.95 220:0.82 222:0.21 230:0.86 233:0.73 235:0.80 238:0.90 241:0.57 242:0.45 243:0.40 245:0.56 247:0.39 248:0.87 253:0.89 255:0.95 256:0.80 259:0.21 260:0.81 261:0.85 262:0.93 265:0.15 266:0.27 267:0.52 268:0.79 271:0.48 276:0.33 279:0.86 281:0.89 282:0.88 283:0.82 284:0.97 285:0.62 290:0.59 292:0.95 297:0.36 299:0.88 300:0.33\n2 1:0.74 6:0.90 7:0.66 8:0.93 9:0.80 12:0.37 20:0.81 21:0.22 27:0.03 28:0.96 29:0.62 31:0.96 34:0.80 36:0.88 37:0.93 39:0.98 41:0.94 48:0.91 64:0.77 71:0.70 78:0.93 79:0.96 81:0.59 83:0.91 91:0.76 96:0.87 100:0.97 104:0.91 111:0.95 114:0.71 120:0.78 126:0.54 135:0.71 137:0.96 139:0.64 140:0.45 145:0.59 150:0.77 151:0.87 152:0.97 153:0.48 155:0.67 161:0.79 162:0.72 164:0.79 165:0.93 167:0.76 169:0.96 175:0.97 176:0.73 181:0.59 186:0.93 187:0.87 189:0.97 191:0.96 192:0.87 196:0.89 201:0.93 202:0.71 208:0.64 215:0.51 216:0.76 220:0.82 222:0.21 230:0.69 233:0.76 235:0.42 238:0.97 241:0.75 244:0.93 248:0.85 253:0.82 255:0.95 256:0.73 257:0.93 259:0.21 260:0.79 261:0.98 267:0.59 268:0.74 271:0.48 277:0.95 281:0.91 284:0.96 285:0.62 290:0.71 297:0.36\n1 1:0.74 11:0.57 12:0.37 17:0.78 18:0.92 27:0.39 28:0.96 29:0.62 30:0.90 34:0.45 36:0.78 37:0.27 39:0.98 43:0.85 60:0.95 64:0.77 66:0.59 69:0.61 70:0.28 71:0.70 74:0.86 81:0.79 83:0.91 85:0.94 86:0.97 91:0.03 98:0.53 101:0.87 108:0.47 114:0.98 122:0.57 123:0.45 124:0.63 126:0.54 127:0.42 129:0.81 133:0.67 135:0.97 139:0.97 146:0.57 147:0.63 149:0.96 150:0.86 154:0.82 155:0.67 158:0.92 159:0.43 161:0.79 165:0.93 167:0.50 172:0.71 173:0.64 176:0.73 177:0.70 178:0.55 179:0.42 181:0.59 187:0.39 192:0.87 201:0.93 208:0.64 212:0.84 215:0.96 216:0.42 219:0.95 222:0.21 235:0.12 241:0.18 242:0.45 243:0.67 245:0.79 247:0.55 253:0.68 259:0.21 265:0.55 266:0.54 267:0.69 271:0.48 276:0.66 279:0.86 283:0.82 290:0.98 292:0.95 297:0.36 300:0.55\n0 8:0.80 10:0.82 12:0.37 17:0.88 18:0.68 21:0.78 27:0.63 29:0.98 30:0.94 34:0.50 36:0.61 37:0.46 39:0.89 43:0.20 46:0.88 55:0.84 66:0.80 69:0.93 70:0.19 71:0.57 74:0.29 86:0.57 91:0.20 98:0.71 107:0.93 108:0.85 110:0.92 122:0.83 123:0.84 124:0.39 125:0.88 127:0.54 129:0.05 131:0.61 133:0.62 135:0.30 139:0.56 145:0.59 146:0.94 147:0.05 149:0.37 154:0.13 157:0.61 159:0.80 160:0.88 163:0.94 166:0.61 170:0.97 172:0.77 173:0.86 174:0.79 175:0.91 177:0.05 178:0.55 179:0.48 182:0.61 187:0.39 197:0.82 212:0.51 216:0.42 222:0.48 227:0.61 229:0.61 231:0.75 235:0.52 239:0.82 241:0.07 242:0.58 243:0.09 244:0.93 245:0.60 246:0.61 247:0.60 253:0.26 257:0.93 259:0.21 265:0.71 266:0.63 267:0.19 271:0.46 276:0.66 277:0.87 287:0.61 289:0.90 300:0.18\n1 10:0.96 12:0.37 17:0.95 21:0.78 27:0.36 29:0.98 30:0.14 34:0.59 36:0.37 37:0.82 39:0.89 43:0.10 46:0.88 48:0.91 55:0.84 66:0.11 69:0.99 70:0.82 71:0.57 74:0.25 91:0.05 98:0.30 107:0.89 108:0.98 110:0.89 122:0.95 123:0.98 124:0.98 125:0.88 127:0.95 129:0.05 131:0.61 133:0.98 135:0.44 139:0.56 145:0.50 146:0.89 147:0.05 149:0.30 154:0.08 157:0.61 159:0.95 160:0.88 163:0.86 166:0.61 170:0.97 172:0.63 173:0.99 174:0.99 175:0.75 177:0.05 178:0.55 179:0.24 182:0.61 187:0.68 197:0.99 202:0.50 212:0.13 216:0.13 222:0.48 227:0.61 229:0.61 231:0.62 235:0.42 239:0.95 241:0.46 242:0.76 243:0.06 244:0.93 245:0.80 246:0.61 247:0.74 253:0.23 257:0.93 259:0.21 265:0.33 266:0.98 267:0.36 271:0.46 276:0.89 277:0.69 281:0.91 287:0.61 289:0.88 300:0.70\n0 7:0.64 8:0.60 10:0.82 11:0.45 12:0.37 17:0.98 18:0.97 21:0.78 27:0.63 29:0.98 30:0.86 34:0.59 36:0.71 37:0.28 39:0.89 43:0.10 45:0.77 46:0.88 55:0.59 66:0.29 69:0.89 70:0.41 71:0.57 74:0.31 83:0.56 86:0.62 91:0.15 98:0.70 101:0.47 107:0.96 108:0.78 110:0.97 122:0.92 123:0.42 124:0.58 125:0.88 127:0.61 129:0.05 131:0.61 133:0.45 135:0.21 139:0.61 146:0.76 147:0.83 149:0.23 154:0.36 155:0.50 157:0.61 159:0.58 160:0.88 166:0.61 170:0.97 172:0.73 173:0.92 174:0.79 177:0.70 178:0.55 179:0.39 182:0.61 187:0.21 192:0.49 197:0.80 204:0.80 208:0.50 212:0.61 216:0.38 222:0.48 227:0.61 229:0.61 230:0.65 231:0.91 233:0.76 235:0.22 239:0.81 241:0.03 242:0.70 243:0.47 244:0.83 245:0.90 246:0.61 247:0.55 253:0.28 254:0.88 257:0.65 259:0.21 265:0.65 266:0.63 267:0.44 271:0.46 276:0.76 277:0.69 287:0.61 289:0.95 300:0.55\n0 8:0.65 10:0.82 12:0.37 17:1.00 18:0.61 21:0.78 27:0.71 29:0.98 30:0.33 34:0.33 36:0.76 37:0.27 39:0.89 43:0.07 46:0.88 55:1.00 66:0.12 69:0.87 70:0.69 71:0.57 74:0.25 86:0.57 91:0.01 98:0.08 107:0.88 108:0.99 110:0.88 122:0.95 123:0.99 124:0.91 125:0.88 127:0.85 129:0.96 131:0.61 133:0.90 135:0.75 139:0.55 146:0.05 147:0.05 149:0.07 154:0.07 157:0.61 159:0.99 160:0.88 163:0.90 166:0.61 170:0.97 172:0.10 173:0.31 174:0.89 175:0.97 177:0.05 178:0.55 179:0.92 182:0.61 187:0.87 197:0.82 202:0.53 212:0.19 216:0.17 222:0.48 227:0.61 229:0.61 231:0.61 235:0.42 239:0.81 241:0.02 242:0.63 243:0.19 244:0.97 245:0.42 246:0.61 247:0.39 253:0.22 257:0.93 259:0.21 265:0.08 266:0.47 267:0.98 271:0.46 276:0.33 277:0.95 287:0.61 289:0.88 300:0.43\n0 8:0.81 10:0.81 11:0.45 12:0.37 17:1.00 18:0.57 21:0.78 27:1.00 29:0.98 30:0.45 34:0.96 36:0.47 39:0.89 43:0.07 45:0.66 46:0.88 55:1.00 66:0.13 69:0.99 70:0.50 71:0.57 74:0.25 86:0.56 91:0.03 98:0.05 101:0.47 107:0.88 108:0.98 110:0.89 122:0.55 123:0.98 124:0.89 125:0.88 127:0.43 129:0.05 131:0.61 133:0.87 135:0.89 139:0.55 146:0.13 147:0.05 149:0.07 154:0.06 157:0.61 159:0.97 160:0.88 163:0.90 166:0.61 170:0.97 172:0.10 173:0.90 174:0.83 175:0.91 177:0.05 178:0.55 179:0.90 182:0.61 187:0.39 197:0.81 202:0.36 212:0.23 216:0.05 222:0.48 227:0.61 229:0.61 231:0.62 235:0.05 239:0.81 241:0.01 242:0.24 243:0.21 244:0.93 245:0.40 246:0.61 247:0.47 253:0.22 257:0.93 259:0.21 265:0.05 266:0.38 267:0.99 271:0.46 276:0.30 277:0.87 287:0.61 289:0.88 300:0.33\n1 8:0.81 10:0.85 11:0.45 12:0.37 17:0.88 18:0.64 21:0.78 27:0.54 29:0.98 30:0.45 34:0.68 36:0.92 37:0.49 39:0.89 43:0.10 45:0.66 46:0.88 55:0.92 66:0.09 69:0.76 70:0.72 71:0.57 74:0.25 86:0.57 91:0.01 98:0.29 101:0.47 107:0.92 108:0.96 110:0.94 123:0.95 124:0.97 125:0.88 127:0.84 129:0.59 131:0.61 133:0.97 135:0.71 139:0.56 146:0.45 147:0.05 149:0.21 154:0.08 157:0.61 159:0.90 160:0.88 163:0.94 166:0.61 170:0.97 172:0.32 173:0.47 174:0.89 175:0.75 177:0.05 178:0.55 179:0.47 182:0.61 187:0.21 191:0.90 197:0.86 212:0.13 216:0.22 222:0.48 227:0.61 229:0.61 231:0.79 239:0.84 241:0.10 242:0.57 243:0.08 244:0.83 245:0.64 246:0.61 247:0.84 253:0.23 254:0.98 257:0.93 259:0.21 265:0.31 266:0.96 267:0.82 271:0.46 276:0.73 277:0.87 287:0.61 289:0.91 300:0.70\n0 7:0.64 8:0.66 10:0.83 11:0.45 12:0.37 17:0.87 18:0.72 21:0.78 27:0.72 29:0.98 30:0.76 34:0.45 36:0.21 39:0.89 43:0.10 44:0.85 45:0.66 46:0.88 48:0.91 55:0.84 66:0.72 69:0.27 70:0.22 71:0.57 74:0.30 76:0.94 83:0.56 86:0.58 91:0.86 98:0.62 101:0.47 107:0.91 108:0.21 110:0.93 122:0.65 123:0.20 125:0.88 127:0.18 129:0.05 131:0.61 135:0.44 139:0.57 145:0.50 146:0.49 147:0.55 149:0.08 154:0.45 155:0.49 157:0.61 159:0.18 160:0.88 166:0.61 170:0.97 172:0.27 173:0.44 174:0.79 177:0.88 178:0.55 179:0.80 182:0.61 192:0.48 193:0.96 195:0.60 197:0.84 204:0.79 208:0.50 212:0.42 216:0.02 222:0.48 227:0.61 229:0.61 230:0.65 231:0.79 233:0.76 235:0.88 239:0.85 241:0.84 242:0.45 243:0.75 244:0.83 246:0.61 247:0.35 253:0.27 254:0.97 259:0.21 265:0.63 266:0.23 267:0.36 271:0.46 276:0.24 281:0.91 287:0.61 289:0.91 300:0.18\n0 8:0.80 10:0.82 12:0.37 17:0.88 18:0.68 21:0.78 27:0.63 29:0.98 30:0.90 34:0.56 36:0.52 37:0.46 39:0.89 43:0.21 46:0.88 55:0.84 66:0.82 69:0.93 70:0.19 71:0.57 74:0.30 86:0.57 91:0.20 98:0.70 107:0.93 108:0.85 110:0.93 122:0.82 123:0.84 124:0.39 125:0.88 127:0.52 129:0.05 131:0.61 133:0.62 135:0.28 139:0.56 145:0.59 146:0.94 147:0.05 149:0.47 154:0.14 157:0.61 159:0.80 160:0.88 163:0.92 166:0.61 170:0.97 172:0.80 173:0.86 174:0.79 175:0.91 177:0.05 178:0.55 179:0.43 182:0.61 187:0.39 197:0.82 212:0.35 216:0.42 222:0.48 227:0.61 229:0.61 231:0.76 235:0.52 239:0.82 241:0.07 242:0.42 243:0.08 244:0.93 245:0.62 246:0.61 247:0.60 253:0.27 257:0.93 259:0.21 265:0.71 266:0.63 267:0.19 271:0.46 276:0.69 277:0.87 287:0.61 289:0.90 300:0.18\n0 9:0.73 10:0.92 11:0.64 12:0.37 17:0.85 18:0.98 21:0.68 23:0.95 27:0.72 29:0.98 30:0.45 31:0.93 34:0.64 36:0.47 39:0.89 43:0.58 44:0.85 45:0.77 46:0.94 62:0.97 64:0.77 66:0.94 69:0.27 70:0.53 71:0.57 74:0.37 75:0.96 79:0.93 81:0.39 83:0.56 86:0.88 91:0.20 98:0.83 101:0.87 107:0.94 108:0.21 110:0.96 122:0.92 123:0.20 125:0.88 126:0.24 127:0.32 128:0.97 129:0.05 131:0.92 132:0.97 135:0.69 137:0.93 139:0.83 140:0.45 144:0.57 145:0.45 146:0.77 147:0.80 149:0.53 150:0.44 151:0.85 153:0.48 154:0.55 155:0.56 157:0.86 159:0.33 160:0.88 162:0.86 166:0.88 168:0.97 170:0.97 172:0.85 173:0.36 174:0.89 177:0.88 179:0.29 182:0.76 187:0.87 190:0.95 192:0.49 195:0.62 196:0.94 197:0.92 202:0.36 205:0.95 208:0.50 212:0.84 216:0.12 219:0.86 222:0.48 226:0.98 227:0.87 229:0.61 231:0.89 235:0.88 239:0.92 241:0.01 242:0.72 243:0.95 246:0.61 247:0.74 248:0.76 253:0.33 254:0.97 255:0.72 256:0.45 259:0.21 265:0.83 266:0.38 267:0.19 268:0.46 271:0.46 276:0.74 279:0.76 284:0.87 285:0.50 287:0.61 289:0.94 292:0.95 300:0.55\n1 10:0.84 11:0.45 12:0.37 17:0.62 18:0.59 21:0.78 27:1.00 29:0.98 30:0.36 34:0.30 36:0.62 37:0.27 39:0.89 43:0.28 45:0.83 46:0.88 55:0.71 66:0.30 69:0.95 70:0.92 71:0.57 74:0.30 86:0.57 91:0.20 98:0.34 101:0.47 107:0.92 108:0.94 110:0.92 122:0.83 123:0.94 124:0.91 125:0.88 127:0.64 129:0.05 131:0.61 133:0.91 135:0.93 139:0.55 146:0.65 147:0.18 149:0.35 154:0.20 157:0.61 159:0.90 160:0.88 166:0.61 170:0.97 172:0.65 173:0.85 174:0.89 175:0.75 177:0.38 178:0.55 179:0.39 182:0.61 187:0.68 197:0.86 212:0.36 216:0.37 222:0.48 227:0.61 229:0.61 231:0.73 235:0.52 239:0.84 241:0.05 242:0.59 243:0.11 244:0.93 245:0.75 246:0.61 247:0.84 253:0.27 257:0.84 259:0.21 265:0.36 266:0.96 267:0.76 271:0.46 276:0.75 277:0.87 287:0.61 289:0.90 300:0.84\n0 10:0.81 11:0.49 12:0.37 17:0.98 18:0.95 21:0.54 22:0.93 27:0.61 29:0.98 30:0.21 34:0.95 36:0.60 37:0.42 39:0.89 43:0.11 45:0.73 46:0.88 47:0.93 55:0.92 64:0.77 66:0.06 69:0.98 70:0.93 71:0.57 74:0.26 81:0.33 86:0.61 91:0.01 98:0.21 101:0.65 107:0.94 108:0.97 110:0.96 122:0.92 123:0.83 124:0.98 125:0.88 126:0.24 127:0.89 129:0.05 131:0.61 133:0.98 135:0.85 139:0.59 146:0.51 147:0.05 149:0.24 150:0.37 154:0.08 157:0.61 159:0.95 160:0.88 163:0.90 166:0.88 170:0.97 172:0.37 173:0.94 174:0.79 177:0.05 178:0.55 179:0.32 182:0.61 187:0.98 197:0.79 212:0.13 216:0.49 219:0.86 222:0.48 227:0.61 229:0.61 231:0.88 235:0.60 239:0.80 241:0.01 242:0.75 243:0.06 244:0.61 245:0.71 246:0.61 247:0.82 253:0.23 254:0.97 257:0.93 259:0.21 262:0.93 265:0.17 266:0.97 267:0.99 271:0.46 276:0.84 277:0.87 287:0.61 289:0.94 292:0.88 300:0.84\n0 10:0.81 12:0.37 17:0.66 18:0.57 21:0.78 27:0.66 29:0.98 30:0.33 34:0.64 36:0.77 37:0.49 39:0.89 43:0.05 46:0.88 55:0.99 66:0.12 69:0.97 70:0.69 71:0.57 74:0.24 86:0.56 91:0.01 98:0.06 107:0.88 108:0.96 110:0.89 123:0.96 124:0.91 125:0.88 127:0.23 129:0.96 131:0.61 133:0.90 135:0.58 139:0.55 146:0.05 147:0.05 149:0.06 154:0.05 157:0.61 159:0.95 160:0.88 163:0.90 166:0.61 170:0.97 172:0.10 173:0.69 174:0.83 175:0.97 177:0.05 178:0.55 179:0.73 182:0.61 187:0.39 197:0.80 212:0.19 216:0.21 222:0.48 227:0.61 229:0.61 231:0.62 235:0.98 239:0.80 241:0.05 242:0.19 243:0.19 244:0.97 245:0.42 246:0.61 247:0.55 253:0.20 257:0.93 259:0.21 265:0.06 266:0.47 267:0.23 271:0.46 276:0.33 277:0.95 287:0.61 289:0.88 300:0.43\n2 10:0.83 12:0.37 17:0.59 18:0.60 21:0.78 27:0.24 29:0.98 30:0.91 34:0.39 36:0.37 37:0.80 39:0.89 43:0.09 46:0.88 55:0.99 66:0.10 69:0.72 70:0.13 71:0.57 74:0.24 86:0.57 91:0.03 98:0.06 107:0.89 108:0.55 110:0.90 122:0.91 123:0.52 124:0.82 125:0.88 127:0.41 129:0.89 131:0.61 133:0.78 135:0.23 139:0.55 145:0.80 146:0.05 147:0.05 149:0.08 154:0.08 157:0.61 159:0.81 160:0.88 163:0.99 166:0.61 170:0.97 172:0.05 173:0.47 174:0.79 175:0.97 177:0.05 178:0.55 179:0.97 182:0.61 187:0.68 197:0.84 212:0.61 216:0.67 222:0.48 227:0.61 229:0.61 231:0.65 235:0.84 239:0.82 241:0.10 242:0.63 243:0.29 244:0.97 245:0.37 246:0.61 247:0.30 253:0.22 257:0.93 259:0.21 265:0.06 266:0.17 267:0.19 271:0.46 276:0.23 277:0.95 287:0.61 289:0.88 300:0.13\n0 1:0.74 7:0.81 8:0.69 11:0.64 12:0.86 17:0.36 18:0.92 21:0.13 26:0.96 27:0.40 29:0.77 30:0.27 32:0.79 34:0.31 36:0.21 37:0.74 43:0.69 44:0.93 45:0.73 48:0.91 55:0.71 58:0.93 64:0.77 66:0.19 69:0.54 70:0.91 71:0.55 74:0.74 77:0.70 81:0.68 83:0.60 86:0.90 91:0.44 97:0.89 98:0.45 99:0.83 101:0.52 104:0.95 106:0.81 108:0.41 114:0.79 122:0.86 123:0.80 124:0.80 126:0.54 127:0.61 129:0.59 133:0.77 135:1.00 139:0.93 141:0.91 145:0.67 146:0.58 147:0.64 149:0.45 150:0.79 154:0.70 155:0.67 158:0.78 159:0.67 165:0.70 172:0.51 173:0.42 176:0.73 177:0.70 178:0.55 179:0.50 187:0.87 192:0.87 195:0.82 199:0.97 201:0.93 204:0.89 206:0.81 208:0.64 212:0.48 215:0.61 216:0.36 222:0.60 223:0.96 224:0.93 230:0.86 233:0.73 234:0.91 235:0.31 241:0.07 242:0.43 243:0.45 245:0.77 247:0.86 253:0.57 254:0.74 259:0.21 265:0.41 266:0.84 267:0.36 271:0.64 274:0.91 276:0.67 279:0.82 281:0.88 282:0.87 283:0.78 290:0.79 297:0.36 300:0.70\n1 1:0.69 7:0.72 8:0.68 11:0.64 12:0.86 17:0.53 18:0.84 21:0.30 26:0.96 27:0.06 29:0.77 30:0.43 32:0.69 34:0.95 36:0.17 37:0.86 43:0.63 45:0.92 58:0.93 66:0.43 69:0.57 70:0.81 71:0.55 74:0.82 77:0.70 81:0.41 83:0.60 86:0.87 91:0.23 97:0.89 98:0.66 99:0.83 101:0.52 104:0.91 106:0.81 108:0.44 114:0.63 117:0.86 122:0.51 123:0.42 124:0.60 126:0.44 127:0.46 129:0.59 133:0.46 135:1.00 139:0.83 141:0.91 145:0.61 146:0.88 147:0.90 149:0.80 150:0.55 154:0.81 155:0.58 158:0.78 159:0.70 163:0.81 165:0.70 172:0.73 173:0.41 176:0.66 177:0.70 178:0.55 179:0.32 187:0.87 192:0.59 195:0.88 199:0.99 201:0.68 204:0.85 206:0.81 208:0.54 212:0.37 215:0.44 216:0.76 222:0.60 223:0.96 224:0.93 230:0.74 233:0.73 234:0.91 235:0.42 241:0.56 242:0.39 243:0.57 245:0.92 247:0.84 253:0.51 254:0.84 259:0.21 265:0.66 266:0.54 267:0.88 271:0.64 274:0.91 276:0.78 279:0.82 282:0.77 283:0.78 290:0.63 297:0.36 300:0.70\n2 1:0.74 8:0.91 9:0.76 11:0.64 12:0.86 17:0.85 18:0.72 21:0.30 22:0.93 26:0.96 27:0.60 29:0.77 30:0.09 34:0.18 36:0.50 37:0.59 43:0.87 45:0.83 47:0.93 55:0.71 58:0.98 64:0.77 66:0.11 69:0.56 70:0.97 71:0.55 74:0.87 81:0.55 83:0.60 86:0.80 91:0.17 96:0.75 97:0.97 98:0.31 99:0.83 101:0.52 104:0.96 106:0.81 108:0.43 114:0.65 117:0.86 120:0.63 122:0.77 123:0.84 124:0.92 126:0.54 127:0.54 129:0.81 133:0.91 135:0.98 139:0.84 140:0.45 141:0.98 146:0.61 147:0.66 149:0.76 150:0.72 151:0.65 153:0.48 154:0.85 155:0.67 158:0.91 159:0.82 162:0.86 164:0.54 165:0.70 172:0.59 173:0.31 176:0.73 177:0.70 179:0.29 187:0.95 190:0.77 192:0.87 199:0.98 201:0.93 202:0.36 206:0.81 208:0.64 212:0.59 215:0.44 216:0.20 219:0.95 220:0.62 222:0.60 223:0.96 224:1.00 234:1.00 235:0.52 241:0.01 242:0.45 243:0.36 245:0.83 247:0.76 248:0.63 253:0.72 255:0.74 256:0.45 259:0.21 260:0.63 262:0.93 265:0.31 266:0.89 267:0.23 268:0.46 271:0.64 274:0.97 276:0.82 277:0.69 279:0.86 283:0.78 285:0.56 290:0.65 292:0.91 297:0.36 300:0.84\n2 1:0.74 8:0.78 9:0.80 11:0.64 12:0.86 17:0.40 18:0.80 21:0.47 22:0.93 26:0.96 27:0.56 29:0.77 30:0.10 31:0.89 34:0.42 36:0.88 37:0.71 43:0.61 45:0.90 47:0.93 55:0.59 58:0.99 64:0.77 66:0.23 69:0.47 70:0.96 71:0.55 74:0.87 79:0.88 81:0.47 83:0.60 86:0.88 91:0.38 96:0.72 97:0.97 98:0.59 99:0.83 101:0.52 104:0.93 106:0.81 108:0.90 114:0.60 117:0.86 120:0.59 122:0.75 123:0.89 124:0.88 126:0.54 127:0.57 129:0.93 133:0.87 135:1.00 137:0.89 139:0.89 140:0.45 141:0.98 145:0.41 146:0.26 147:0.32 149:0.63 150:0.67 151:0.59 153:0.84 154:0.86 155:0.67 158:0.87 159:0.84 162:0.66 164:0.74 165:0.70 172:0.74 173:0.21 176:0.73 177:0.70 179:0.24 187:0.68 192:0.87 196:0.92 199:0.99 201:0.93 202:0.66 206:0.81 208:0.64 212:0.30 215:0.41 216:0.41 219:0.95 220:0.82 222:0.60 223:0.96 224:0.98 234:0.98 235:0.68 241:0.15 242:0.24 243:0.15 245:0.90 247:0.92 248:0.59 253:0.62 254:0.80 255:0.95 256:0.64 259:0.21 260:0.60 262:0.93 265:0.60 266:0.91 267:0.73 268:0.68 271:0.64 274:0.98 276:0.87 279:0.86 283:0.71 284:0.95 285:0.62 290:0.60 292:0.91 297:0.36 300:0.84\n0 11:0.64 12:0.86 17:0.22 21:0.78 26:0.95 27:0.45 29:0.77 30:0.30 34:0.76 36:0.19 37:0.50 43:0.63 45:0.77 58:0.93 66:0.19 69:0.72 70:0.80 71:0.55 74:0.48 91:0.15 98:0.23 101:0.52 108:0.92 122:0.51 123:0.53 124:0.67 127:0.59 129:0.59 133:0.64 135:0.87 141:0.91 145:0.49 146:0.44 147:0.51 149:0.42 154:0.53 159:0.78 172:0.37 173:0.54 175:0.75 177:0.38 178:0.55 179:0.80 187:0.68 199:0.96 212:0.52 216:0.77 222:0.60 223:0.93 224:0.93 234:0.91 235:0.31 241:0.27 242:0.24 243:0.39 244:0.61 245:0.56 247:0.67 253:0.34 257:0.65 259:0.21 265:0.19 266:0.54 267:0.65 271:0.64 274:0.91 276:0.36 277:0.69 300:0.55\n1 1:0.69 7:0.72 11:0.64 12:0.86 17:0.67 18:0.86 21:0.30 26:0.96 27:0.06 29:0.77 30:0.33 32:0.69 34:0.95 36:0.17 37:0.86 43:0.63 45:0.91 58:0.93 66:0.44 69:0.69 70:0.85 71:0.55 74:0.79 77:0.70 81:0.41 83:0.60 86:0.87 91:0.14 98:0.58 99:0.83 101:0.52 104:0.91 106:0.81 108:0.52 114:0.63 117:0.86 122:0.51 123:0.50 124:0.68 126:0.44 127:0.35 129:0.59 133:0.66 135:0.99 139:0.83 141:0.91 145:0.61 146:0.85 147:0.87 149:0.77 150:0.55 154:0.75 155:0.58 159:0.68 165:0.70 172:0.73 173:0.53 176:0.66 177:0.70 178:0.55 179:0.29 187:0.95 192:0.59 195:0.90 199:0.98 201:0.68 204:0.85 206:0.81 208:0.54 212:0.39 215:0.44 216:0.76 222:0.60 223:0.96 224:0.93 230:0.74 233:0.73 234:0.91 235:0.42 241:0.64 242:0.32 243:0.57 245:0.87 247:0.84 253:0.50 254:0.84 259:0.21 265:0.60 266:0.54 267:0.89 271:0.64 274:0.91 276:0.77 282:0.77 290:0.63 297:0.36 300:0.70\n2 1:0.74 7:0.72 8:0.70 11:0.64 12:0.86 17:0.82 18:0.70 21:0.30 22:0.93 26:0.96 27:0.26 29:0.77 30:0.53 32:0.69 34:0.63 36:0.89 37:0.84 43:0.68 45:0.73 47:0.93 48:0.97 55:0.84 58:0.93 64:0.77 66:0.91 69:0.58 70:0.68 71:0.55 74:0.77 76:0.85 77:0.70 81:0.55 83:0.60 86:0.70 91:0.44 98:0.85 99:0.83 101:0.52 108:0.44 114:0.65 122:0.77 123:0.42 126:0.54 127:0.35 129:0.05 135:1.00 139:0.71 141:0.91 145:0.61 146:0.92 147:0.93 149:0.49 150:0.72 154:0.57 155:0.67 159:0.54 165:0.70 172:0.75 173:0.50 176:0.73 177:0.70 178:0.55 179:0.46 187:0.87 192:0.87 195:0.80 199:0.96 201:0.93 204:0.85 208:0.64 212:0.29 215:0.44 216:0.42 222:0.60 223:0.96 224:0.93 230:0.74 233:0.73 234:0.91 235:0.52 241:0.10 242:0.30 243:0.91 244:0.61 247:0.74 253:0.51 259:0.21 262:0.93 265:0.85 266:0.63 267:0.52 271:0.64 274:0.91 276:0.64 281:0.89 282:0.77 290:0.65 297:0.36 300:0.55\n2 1:0.74 8:0.83 9:0.80 11:0.85 12:0.86 17:0.51 18:0.75 21:0.30 22:0.93 26:0.96 27:0.56 29:0.77 30:0.15 31:0.87 34:0.18 36:0.61 37:0.71 43:0.14 45:0.85 47:0.93 55:0.71 58:0.98 64:0.77 66:0.13 69:0.47 70:0.98 71:0.55 74:0.87 79:0.87 81:0.55 83:0.91 86:0.83 91:0.38 96:0.69 97:0.97 98:0.31 99:0.83 101:0.87 104:0.93 106:0.81 108:0.36 114:0.65 117:0.86 120:0.55 122:0.77 123:0.34 124:0.97 126:0.54 127:0.83 129:0.95 133:0.97 135:1.00 137:0.87 139:0.85 140:0.45 141:0.98 145:0.41 146:0.90 147:0.92 149:0.39 150:0.72 151:0.52 153:0.48 154:0.88 155:0.67 158:0.91 159:0.95 162:0.86 164:0.57 165:0.70 172:0.79 173:0.10 176:0.73 177:0.70 179:0.16 187:0.68 192:0.87 196:0.89 199:0.99 201:0.93 202:0.36 206:0.81 208:0.64 212:0.22 215:0.44 216:0.41 219:0.95 220:0.87 222:0.60 223:0.96 224:0.99 234:0.98 235:0.52 241:0.15 242:0.24 243:0.34 245:0.90 247:0.96 248:0.51 253:0.54 254:0.74 255:0.95 256:0.45 259:0.21 260:0.56 262:0.93 265:0.33 266:0.98 267:0.97 268:0.46 271:0.64 274:0.97 276:0.94 279:0.86 283:0.78 284:0.89 285:0.62 290:0.65 292:0.95 297:0.36 300:0.94\n2 1:0.74 6:0.91 8:0.89 11:0.85 12:0.86 17:0.51 18:0.75 20:0.94 21:0.30 22:0.93 26:0.96 27:0.56 29:0.77 30:0.15 31:0.87 34:0.17 36:0.63 37:0.71 43:0.14 45:0.85 47:0.93 55:0.71 58:0.93 64:0.77 66:0.13 69:0.45 70:0.98 71:0.55 74:0.86 78:0.97 79:0.87 81:0.55 83:0.60 86:0.83 91:0.33 97:0.94 98:0.31 99:0.83 100:0.94 101:0.87 104:0.84 106:0.81 108:0.35 111:0.95 114:0.65 117:0.86 122:0.77 123:0.34 124:0.97 126:0.54 127:0.81 129:0.95 133:0.97 135:1.00 137:0.87 139:0.79 140:0.80 141:0.91 145:0.41 146:0.90 147:0.92 149:0.39 150:0.72 151:0.48 152:0.95 153:0.48 154:0.88 155:0.67 158:0.79 159:0.95 162:0.62 165:0.70 169:0.91 172:0.79 173:0.10 176:0.73 177:0.70 178:0.42 179:0.16 186:0.97 187:0.39 189:0.93 190:0.89 192:0.87 196:0.88 199:0.99 201:0.93 202:0.50 206:0.81 208:0.64 212:0.22 215:0.44 216:0.41 220:0.87 222:0.60 223:0.96 224:0.93 234:0.91 235:0.52 238:0.88 241:0.05 242:0.24 243:0.34 245:0.90 247:0.96 248:0.48 253:0.52 254:0.74 256:0.45 259:0.21 261:0.94 262:0.93 265:0.33 266:0.98 267:0.97 268:0.46 271:0.64 274:0.91 276:0.94 279:0.82 283:0.82 284:0.86 285:0.47 290:0.65 297:0.36 300:0.94\n2 1:0.74 6:0.87 7:0.81 8:0.78 11:0.64 12:0.86 17:0.40 18:0.95 20:0.93 26:0.96 27:0.40 29:0.77 30:0.45 32:0.80 34:0.36 36:0.18 37:0.74 43:0.69 44:0.93 45:0.83 55:0.71 58:0.93 64:0.77 66:0.44 69:0.52 70:0.83 71:0.55 74:0.83 77:0.70 78:0.99 81:0.84 83:0.91 86:0.94 91:0.48 97:0.94 98:0.70 100:0.99 101:0.52 104:0.92 106:0.81 108:0.77 111:0.99 114:0.98 121:0.90 122:0.86 123:0.75 124:0.67 126:0.54 127:0.62 129:0.59 133:0.61 135:0.99 139:0.95 141:0.91 145:0.63 146:0.79 147:0.82 149:0.47 150:0.89 152:0.96 154:0.69 155:0.67 158:0.79 159:0.71 165:0.93 169:0.97 172:0.75 173:0.38 176:0.73 177:0.70 178:0.55 179:0.35 186:0.98 187:0.87 189:0.89 192:0.87 195:0.86 199:0.98 201:0.93 204:0.89 206:0.81 208:0.64 212:0.55 215:0.96 216:0.36 222:0.60 223:0.96 224:0.93 230:0.87 233:0.76 234:0.91 235:0.12 238:0.96 241:0.01 242:0.37 243:0.45 245:0.88 247:0.84 253:0.68 254:0.74 259:0.21 261:0.97 265:0.70 266:0.75 267:0.44 271:0.64 274:0.91 276:0.79 279:0.82 281:0.91 282:0.88 283:0.82 290:0.98 297:0.36 299:0.88 300:0.70\n2 1:0.74 9:0.80 11:0.64 12:0.86 17:0.81 18:0.76 21:0.68 26:0.96 27:0.55 29:0.77 30:0.08 31:0.91 34:0.25 36:0.76 37:0.62 43:0.48 45:0.77 55:0.59 58:0.98 64:0.77 66:0.36 69:0.55 70:0.98 71:0.55 74:0.69 79:0.90 81:0.41 83:0.60 86:0.82 91:0.27 96:0.75 97:0.89 98:0.59 99:0.83 101:0.52 108:0.81 114:0.56 120:0.63 122:0.51 123:0.80 124:0.70 126:0.54 127:0.42 129:0.59 133:0.66 135:1.00 137:0.91 139:0.84 140:0.45 141:0.98 145:0.96 146:0.67 147:0.72 149:0.50 150:0.65 151:0.72 153:0.48 154:0.72 155:0.67 158:0.91 159:0.64 162:0.86 164:0.57 165:0.70 172:0.63 173:0.42 176:0.73 177:0.70 179:0.40 187:0.39 192:0.87 196:0.93 199:0.98 201:0.93 202:0.36 208:0.64 212:0.48 215:0.37 216:0.19 219:0.95 220:0.62 222:0.60 223:0.96 224:1.00 234:0.99 235:0.88 241:0.61 242:0.21 243:0.43 245:0.82 247:0.91 248:0.67 253:0.67 254:0.74 255:0.95 256:0.45 259:0.21 260:0.64 265:0.60 266:0.63 267:0.99 268:0.46 271:0.64 274:0.97 276:0.70 279:0.86 283:0.78 284:0.89 285:0.62 290:0.56 292:0.91 297:0.36 300:0.84\n2 1:0.74 8:0.89 9:0.80 11:0.64 12:0.86 17:0.61 18:0.76 21:0.40 22:0.93 26:0.96 27:0.56 29:0.77 30:0.20 31:0.90 34:0.21 36:0.91 37:0.71 43:0.57 45:0.85 47:0.93 55:0.59 58:0.98 64:0.77 66:0.25 69:0.46 70:0.94 71:0.55 74:0.86 79:0.89 81:0.51 83:0.60 86:0.85 91:0.38 96:0.73 97:0.94 98:0.41 99:0.83 101:0.52 104:0.93 106:0.81 108:0.35 114:0.62 117:0.86 120:0.61 122:0.77 123:0.34 124:0.95 126:0.54 127:0.69 129:0.81 133:0.95 135:1.00 137:0.90 139:0.86 140:0.45 141:0.98 145:0.41 146:0.87 147:0.89 149:0.35 150:0.69 151:0.63 153:0.72 154:0.87 155:0.67 158:0.91 159:0.89 162:0.86 164:0.69 165:0.70 172:0.75 173:0.17 176:0.73 177:0.70 179:0.26 187:0.68 192:0.87 196:0.92 199:0.99 201:0.93 202:0.53 206:0.81 208:0.64 212:0.39 215:0.42 216:0.41 219:0.95 220:0.74 222:0.60 223:0.96 224:0.99 234:0.98 235:0.60 241:0.01 242:0.17 243:0.44 245:0.83 247:0.91 248:0.61 253:0.65 254:0.80 255:0.95 256:0.58 259:0.21 260:0.61 262:0.93 265:0.43 266:0.96 267:0.59 268:0.62 271:0.64 274:0.98 276:0.86 279:0.86 283:0.77 284:0.93 285:0.62 290:0.62 292:0.91 297:0.36 300:0.70\n0 1:0.69 11:0.64 12:0.86 17:0.61 21:0.64 26:0.96 27:0.45 29:0.77 30:0.21 32:0.69 34:0.75 36:0.20 37:0.50 43:0.65 45:0.81 58:0.93 66:0.09 69:0.69 70:0.79 71:0.55 74:0.62 77:0.70 81:0.33 83:0.60 91:0.20 98:0.29 99:0.83 101:0.52 108:0.87 114:0.56 122:0.55 123:0.68 124:0.79 126:0.44 127:0.46 129:0.81 133:0.76 135:0.89 141:0.91 145:0.47 146:0.32 147:0.38 149:0.58 150:0.51 154:0.54 155:0.58 159:0.62 165:0.70 172:0.37 173:0.61 175:0.75 176:0.66 177:0.38 178:0.55 179:0.64 187:0.68 192:0.59 195:0.82 199:0.97 201:0.68 208:0.54 212:0.59 215:0.38 216:0.77 222:0.60 223:0.95 224:0.93 234:0.91 235:0.84 241:0.18 242:0.24 243:0.40 244:0.61 245:0.63 247:0.60 253:0.41 257:0.65 259:0.21 265:0.26 266:0.71 267:1.00 271:0.64 274:0.91 276:0.51 277:0.69 282:0.77 290:0.56 297:0.36 300:0.55\n0 1:0.74 11:0.78 12:0.86 17:0.51 18:0.72 21:0.54 26:0.96 27:0.45 28:0.73 29:0.77 30:0.91 32:0.80 34:0.52 36:0.22 37:0.50 39:0.66 43:0.82 44:0.93 58:0.93 64:0.77 66:0.36 69:0.69 70:0.19 74:0.60 77:0.70 81:0.52 83:0.91 85:0.80 86:0.81 91:0.17 98:0.24 101:0.87 108:0.79 114:0.59 122:0.57 123:0.78 124:0.58 126:0.54 127:0.33 129:0.59 131:0.61 133:0.46 135:0.84 139:0.84 141:0.91 144:0.76 145:0.45 146:0.17 147:0.22 149:0.69 150:0.73 154:0.77 155:0.67 157:0.81 159:0.44 161:0.58 163:0.90 165:0.93 166:0.85 167:0.61 172:0.21 173:0.70 176:0.73 177:0.70 178:0.55 179:0.87 181:0.64 182:0.84 187:0.68 192:0.87 195:0.71 199:0.95 201:0.93 208:0.64 212:0.52 215:0.39 216:0.77 222:0.48 223:0.95 224:0.93 227:0.61 229:0.61 231:0.77 234:0.91 235:0.74 241:0.12 242:0.55 243:0.45 245:0.50 246:0.96 247:0.39 253:0.43 259:0.21 265:0.26 266:0.27 267:0.28 271:0.64 274:0.91 276:0.16 282:0.88 287:0.61 290:0.59 297:0.36 299:0.88 300:0.18\n3 1:0.69 6:0.93 7:0.81 8:0.78 9:0.80 11:0.81 12:0.86 17:0.20 18:0.83 20:0.99 21:0.64 26:0.96 27:0.09 28:0.73 29:0.77 30:0.45 31:0.98 32:0.80 34:0.97 36:0.77 37:0.86 39:0.66 41:0.92 43:0.71 44:0.93 45:0.87 58:0.99 64:0.77 66:0.43 69:0.39 70:0.66 74:0.63 77:0.70 78:0.84 79:0.98 81:0.34 83:0.91 86:0.89 91:0.67 96:0.93 98:0.48 99:0.83 100:0.86 101:0.52 108:0.82 111:0.83 114:0.55 120:0.83 121:0.90 122:0.80 123:0.81 124:0.77 126:0.44 127:0.75 129:0.81 131:0.90 133:0.74 135:0.76 137:0.98 139:0.93 140:0.45 141:0.98 144:0.76 145:0.65 146:0.37 147:0.44 149:0.59 150:0.52 151:0.97 152:0.99 153:0.89 154:0.76 155:0.67 157:0.61 159:0.60 161:0.58 162:0.85 164:0.81 165:0.70 166:0.75 167:0.90 169:0.92 172:0.54 173:0.34 176:0.55 177:0.70 179:0.62 181:0.64 182:0.85 186:0.84 187:0.21 189:0.90 191:0.78 192:0.87 195:0.78 196:0.99 199:0.98 201:0.68 202:0.75 204:0.89 208:0.64 212:0.52 216:0.45 222:0.48 223:0.96 224:0.99 227:0.96 229:0.92 230:0.87 231:0.78 232:0.72 233:0.76 234:0.98 235:0.80 238:0.89 241:0.77 242:0.33 243:0.31 245:0.69 246:0.61 247:0.76 248:0.90 253:0.90 254:0.80 255:0.95 256:0.81 259:0.21 260:0.84 261:0.94 265:0.50 266:0.80 267:0.73 268:0.82 271:0.64 274:0.99 276:0.60 281:0.91 282:0.88 284:0.98 285:0.62 287:0.97 290:0.55 299:0.88 300:0.55\n3 1:0.74 8:0.77 9:0.80 11:0.64 12:0.86 17:0.15 18:0.79 21:0.30 25:0.88 26:0.96 27:0.08 28:0.73 29:0.77 30:0.14 31:0.98 34:0.42 36:0.97 37:0.80 39:0.66 41:0.90 43:0.66 45:0.87 55:0.71 58:0.99 64:0.77 66:0.19 69:0.34 70:0.94 74:0.31 79:0.98 81:0.66 83:0.91 86:0.83 91:0.53 96:0.94 97:0.99 98:0.41 99:0.83 101:0.52 104:0.58 108:0.94 114:0.65 120:0.83 123:0.93 124:0.91 126:0.54 127:0.94 129:0.81 131:0.90 133:0.91 135:0.56 137:0.98 139:0.83 140:0.45 141:0.98 144:0.76 146:0.68 147:0.73 149:0.65 150:0.77 151:0.97 153:0.90 154:0.22 155:0.67 157:0.61 158:0.72 159:0.87 161:0.58 162:0.69 163:0.81 164:0.79 165:0.70 166:0.85 167:0.63 172:0.59 173:0.14 176:0.73 177:0.70 179:0.39 181:0.64 182:0.85 187:0.39 191:0.76 192:0.87 196:0.97 199:0.99 201:0.93 202:0.80 208:0.64 212:0.21 215:0.44 216:0.82 219:0.92 222:0.48 223:0.96 224:0.98 227:0.96 229:0.92 231:0.78 232:0.86 234:0.98 235:0.52 241:0.21 242:0.71 243:0.31 245:0.79 246:0.61 247:0.67 248:0.90 253:0.87 254:0.88 255:0.95 256:0.79 259:0.21 260:0.84 265:0.43 266:0.95 267:0.69 268:0.82 271:0.64 274:0.99 276:0.78 279:0.82 284:0.98 285:0.62 287:0.97 290:0.65 292:0.91 297:0.36 300:0.84\n3 1:0.74 6:0.98 7:0.81 8:0.97 9:0.80 11:0.87 12:0.86 17:0.20 18:0.88 20:0.85 21:0.22 25:0.88 26:0.96 27:0.08 28:0.73 29:0.77 30:0.29 31:1.00 32:0.78 34:0.45 36:0.96 37:0.80 39:0.66 41:0.99 43:0.82 44:0.93 45:0.92 58:1.00 64:0.77 66:0.54 69:0.35 70:0.81 74:0.75 77:0.70 78:0.94 79:1.00 81:0.80 83:0.91 85:0.72 86:0.94 91:0.91 96:0.99 97:0.99 98:0.77 100:0.98 101:0.97 104:0.58 108:0.27 111:0.97 114:0.71 120:0.97 121:0.90 123:0.26 124:0.70 126:0.54 127:0.92 129:0.89 131:0.90 133:0.78 135:0.85 137:1.00 138:0.99 139:0.96 140:0.45 141:0.98 144:0.76 145:0.74 146:0.96 147:0.97 149:0.78 150:0.87 151:1.00 152:1.00 153:0.98 154:0.80 155:0.67 157:0.76 158:0.72 159:0.83 161:0.58 162:0.79 164:0.95 165:0.93 166:0.85 167:0.76 169:0.98 172:0.85 173:0.17 176:0.73 177:0.70 179:0.31 181:0.64 182:0.85 186:0.94 187:0.21 189:0.99 191:0.95 192:0.87 195:0.92 196:1.00 199:1.00 201:0.93 202:0.93 204:0.89 208:0.64 212:0.23 215:0.51 216:0.82 219:0.92 222:0.48 223:0.96 224:0.99 227:0.96 229:0.92 230:0.87 231:0.78 232:0.83 233:0.76 234:0.98 235:0.60 238:0.98 241:0.65 242:0.32 243:0.63 245:0.89 246:0.96 247:0.67 248:0.99 253:0.99 255:0.95 256:0.95 259:0.21 260:0.96 261:0.98 265:0.77 266:0.87 267:0.73 268:0.95 271:0.64 274:1.00 276:0.84 279:0.82 281:0.91 282:0.86 284:1.00 285:0.62 287:0.97 290:0.71 292:0.95 297:0.36 300:0.70\n3 1:0.74 6:0.94 8:0.83 9:0.80 11:0.64 12:0.86 17:0.40 18:0.79 20:0.82 21:0.30 25:0.88 26:0.96 27:0.61 28:0.73 29:0.77 30:0.28 31:0.96 34:0.21 36:0.93 37:0.44 39:0.66 41:0.82 43:0.24 45:0.97 58:0.99 64:0.77 66:0.12 69:0.95 70:0.90 74:0.48 78:0.78 79:0.95 81:0.66 83:0.91 86:0.83 91:0.25 96:0.86 97:0.99 98:0.32 99:0.83 100:0.81 101:0.52 104:0.72 108:0.98 111:0.77 114:0.65 120:0.82 123:0.98 124:0.99 126:0.54 127:0.94 129:0.98 131:0.90 133:0.99 135:0.92 137:0.96 139:0.85 140:0.45 141:0.98 144:0.76 146:0.71 147:0.05 149:0.64 150:0.77 151:0.87 152:0.98 153:0.48 154:0.17 155:0.67 157:0.61 158:0.86 159:0.97 161:0.58 162:0.84 163:0.81 164:0.73 165:0.70 166:0.85 167:0.64 169:0.76 172:0.78 173:0.64 176:0.73 177:0.05 179:0.16 181:0.64 182:0.84 186:0.78 187:0.21 189:0.98 192:0.87 196:0.96 199:1.00 201:0.93 202:0.74 208:0.64 212:0.14 215:0.44 216:0.64 219:0.95 220:0.87 222:0.48 223:0.96 224:0.99 227:0.96 229:0.91 231:0.78 232:0.84 234:0.99 235:0.52 238:0.90 241:0.27 242:0.21 243:0.05 245:0.87 246:0.61 247:0.88 248:0.79 253:0.78 254:0.86 255:0.95 256:0.80 257:0.84 259:0.21 260:0.74 261:0.79 265:0.34 266:0.99 267:0.85 268:0.80 271:0.64 274:0.99 276:0.94 279:0.86 283:0.78 284:0.96 285:0.62 287:0.97 290:0.65 292:0.87 297:0.36 300:0.84\n2 1:0.74 6:0.94 8:0.75 9:0.80 11:0.64 12:0.86 17:0.11 18:0.76 20:0.87 21:0.59 25:0.88 26:0.96 27:0.61 28:0.73 29:0.77 30:0.08 31:0.98 34:0.62 36:0.23 37:0.44 39:0.66 41:0.96 43:0.58 45:0.81 58:1.00 64:0.77 66:0.16 69:0.77 70:1.00 74:0.30 78:0.75 79:0.98 81:0.46 83:0.91 86:0.82 91:0.53 96:0.94 98:0.16 99:0.83 100:0.78 101:0.52 104:0.72 108:0.60 111:0.74 114:0.58 120:0.87 123:0.57 124:0.96 126:0.54 127:0.92 129:0.05 131:0.90 133:0.95 135:0.88 137:0.98 139:0.78 140:0.80 141:0.98 144:0.76 146:0.50 147:0.56 149:0.50 150:0.67 151:0.96 152:0.98 153:0.86 154:0.68 155:0.67 157:0.61 159:0.95 161:0.58 162:0.51 164:0.86 165:0.70 166:0.84 167:0.64 169:0.76 172:0.41 173:0.34 176:0.73 177:0.70 178:0.42 179:0.56 181:0.64 182:0.85 186:0.76 187:0.87 189:0.91 191:0.70 192:0.87 196:0.96 199:0.99 201:0.93 202:0.90 208:0.64 212:0.12 215:0.39 216:0.64 222:0.48 223:0.96 224:0.98 227:0.96 229:0.92 231:0.78 232:0.84 234:0.97 235:0.80 238:0.85 241:0.27 242:0.71 243:0.37 245:0.60 246:0.61 247:0.60 248:0.91 253:0.88 254:0.88 255:0.95 256:0.87 259:0.21 260:0.86 261:0.79 265:0.17 266:0.96 267:0.69 268:0.87 271:0.64 274:0.99 276:0.66 284:0.98 285:0.62 287:0.97 290:0.58 297:0.36 300:0.98\n2 6:0.96 8:0.82 9:0.80 11:0.64 12:0.86 17:0.28 18:0.61 20:0.99 21:0.13 25:0.88 26:0.96 27:0.31 28:0.73 29:0.77 30:0.15 31:1.00 34:0.21 36:0.81 37:0.54 39:0.66 41:0.99 43:0.15 45:0.66 55:0.59 58:1.00 60:0.95 66:0.33 69:0.84 70:0.84 74:0.48 78:0.77 79:1.00 81:0.39 83:0.91 86:0.70 91:0.65 96:0.98 98:0.56 100:0.81 101:0.52 104:0.74 108:0.38 111:0.77 120:0.95 123:0.67 124:0.61 126:0.26 127:0.63 129:0.05 131:0.90 133:0.37 135:0.47 137:1.00 139:0.78 140:0.45 141:0.98 144:0.76 146:0.50 147:0.52 149:0.19 150:0.34 151:0.99 152:0.90 153:0.96 154:0.58 155:0.67 157:0.61 158:0.91 159:0.38 161:0.58 162:0.50 163:0.90 164:0.95 166:0.75 167:0.94 169:0.79 172:0.27 173:0.95 177:0.05 179:0.85 181:0.64 182:0.85 186:0.78 189:0.97 191:0.90 192:0.87 196:0.98 199:1.00 202:0.98 208:0.64 212:0.30 215:0.61 216:0.17 219:0.95 222:0.48 223:0.96 224:0.98 227:0.96 229:0.92 231:0.78 234:0.97 235:0.12 238:0.93 241:0.82 242:0.73 243:0.50 245:0.60 246:0.61 247:0.39 248:0.97 253:0.95 254:0.88 255:0.95 256:0.98 257:0.84 260:0.94 261:0.81 265:0.52 266:0.54 267:0.44 268:0.97 271:0.64 274:1.00 276:0.37 279:0.86 283:0.78 284:1.00 285:0.62 287:0.97 292:0.91 297:0.36 300:0.55\n1 1:0.69 6:0.84 8:0.65 9:0.80 11:0.87 12:0.86 17:0.59 18:0.98 20:0.95 21:0.47 22:0.93 26:0.96 27:0.21 28:0.73 29:0.77 30:0.66 31:0.97 34:0.76 36:0.86 37:0.74 39:0.66 41:0.82 43:0.92 45:0.99 47:0.93 58:0.98 60:0.87 64:0.77 66:0.27 69:0.19 70:0.66 74:0.75 78:0.76 79:0.97 81:0.41 83:0.91 85:0.88 86:0.99 91:0.25 96:0.91 97:0.94 98:0.55 99:0.83 100:0.78 101:0.97 104:0.84 106:0.81 108:0.95 111:0.75 114:0.57 117:0.86 120:0.80 122:0.85 123:0.95 124:0.87 126:0.44 127:0.83 129:0.89 131:0.90 133:0.87 135:0.23 137:0.97 139:0.99 140:0.45 141:0.98 144:0.76 146:0.90 147:0.92 149:0.95 150:0.55 151:0.96 152:0.91 153:0.87 154:0.91 155:0.67 157:0.82 158:0.92 159:0.91 161:0.58 162:0.74 164:0.68 165:0.70 166:0.75 167:0.61 169:0.76 172:0.92 173:0.08 176:0.55 177:0.70 179:0.14 181:0.64 182:0.85 186:0.77 187:0.39 189:0.86 191:0.70 192:0.87 196:0.99 199:0.99 201:0.68 202:0.72 204:0.85 206:0.81 208:0.64 212:0.67 216:0.95 219:0.95 222:0.48 223:0.96 224:0.98 227:0.96 229:0.91 231:0.78 232:0.92 234:0.97 235:0.60 238:0.86 241:0.15 242:0.36 243:0.38 245:0.98 246:0.61 247:0.82 248:0.85 253:0.88 255:0.95 256:0.73 259:0.21 260:0.79 261:0.79 262:0.93 265:0.56 266:0.89 267:0.44 268:0.76 271:0.64 274:0.98 276:0.96 279:0.86 281:0.89 283:0.82 284:0.96 285:0.62 287:0.97 290:0.57 292:0.95 300:0.94\n2 1:0.74 6:0.93 7:0.63 8:0.91 9:0.80 11:0.64 12:0.86 17:0.55 18:0.73 20:0.99 21:0.30 26:0.96 27:0.09 28:0.73 29:0.77 30:0.62 31:1.00 32:0.80 34:0.76 36:0.87 37:0.86 39:0.66 41:0.98 43:0.17 44:0.93 45:0.73 58:1.00 64:0.77 66:0.75 69:0.30 70:0.34 74:0.49 77:0.70 78:0.91 79:1.00 81:0.67 83:0.91 86:0.85 91:0.91 96:0.98 97:0.89 98:0.75 100:0.96 101:0.52 108:0.24 111:0.93 114:0.65 120:0.95 122:0.57 123:0.23 126:0.54 127:0.24 129:0.05 131:0.90 135:0.23 137:1.00 139:0.90 140:0.45 141:0.98 144:0.76 145:0.56 146:0.31 147:0.38 149:0.07 150:0.80 151:0.99 152:0.99 153:0.97 154:0.82 155:0.67 157:0.61 158:0.72 159:0.13 161:0.58 162:0.78 164:0.92 165:0.93 166:0.85 167:0.97 169:0.92 172:0.32 173:0.76 176:0.73 177:0.70 179:0.84 181:0.64 182:0.85 186:0.91 189:0.95 191:0.94 192:0.87 195:0.53 196:1.00 199:0.99 201:0.93 202:0.90 204:0.85 208:0.64 212:0.95 215:0.44 216:0.45 219:0.92 222:0.48 223:0.96 224:0.98 227:0.96 229:0.92 230:0.63 231:0.78 232:0.72 233:0.73 234:0.98 235:0.52 238:0.95 241:0.95 242:0.63 243:0.77 246:0.96 247:0.35 248:0.97 253:0.96 254:0.90 255:0.95 256:0.93 259:0.21 260:0.95 261:0.94 265:0.75 266:0.12 267:0.79 268:0.93 271:0.64 274:1.00 276:0.27 279:0.82 281:0.91 282:0.88 284:0.99 285:0.62 287:0.97 290:0.65 292:0.91 297:0.36 300:0.25\n2 6:0.98 7:0.63 8:0.97 9:0.80 11:0.64 12:0.86 17:0.09 18:0.80 20:0.99 21:0.59 25:0.88 26:0.96 27:0.08 28:0.73 29:0.77 30:0.13 31:1.00 32:0.62 34:0.52 36:0.64 37:0.80 39:0.66 41:0.99 43:0.62 45:0.90 55:0.59 58:1.00 60:0.97 66:0.32 69:0.51 70:0.96 74:0.49 78:0.92 79:1.00 81:0.26 83:0.91 86:0.86 91:0.99 96:0.99 97:0.94 98:0.55 100:0.98 101:0.52 104:0.58 108:0.94 111:0.96 120:0.99 123:0.94 124:0.92 126:0.26 127:0.93 129:0.81 131:0.90 133:0.92 135:0.65 137:1.00 138:0.99 139:0.88 140:0.45 141:0.98 144:0.76 145:0.89 146:0.55 147:0.61 149:0.60 150:0.25 151:1.00 152:1.00 153:0.99 154:0.80 155:0.67 157:0.61 158:0.92 159:0.88 161:0.58 162:0.79 164:0.97 166:0.75 167:0.95 169:0.98 172:0.77 173:0.23 177:0.70 179:0.30 181:0.64 182:0.85 186:0.92 189:0.99 191:0.98 192:0.87 195:0.96 196:1.00 199:1.00 202:0.98 208:0.64 212:0.21 215:0.39 216:0.82 219:0.95 222:0.48 223:0.96 224:0.99 227:0.96 229:0.92 230:0.63 231:0.78 233:0.73 234:0.99 235:0.74 238:0.98 241:0.85 242:0.63 243:0.23 245:0.83 246:0.61 247:0.60 248:0.99 253:0.99 254:0.92 255:0.95 256:0.99 259:0.21 260:0.98 261:0.98 265:0.56 266:0.92 267:0.65 268:0.99 271:0.64 274:1.00 276:0.85 279:0.86 283:0.82 284:1.00 285:0.62 287:0.97 292:0.95 297:0.36 300:0.94\n2 9:0.80 11:0.81 12:0.86 17:0.07 18:0.88 21:0.30 25:0.88 26:0.96 27:0.08 28:0.73 29:0.77 30:0.74 31:0.95 34:0.50 36:0.86 37:0.80 39:0.66 41:0.82 43:0.72 45:0.87 58:0.98 66:0.87 69:0.17 70:0.44 74:0.44 79:0.94 81:0.31 83:0.91 86:0.91 91:0.31 96:0.84 98:0.94 101:0.52 104:0.58 108:0.14 120:0.81 122:0.80 123:0.13 126:0.26 127:0.62 129:0.05 131:0.90 135:0.61 137:0.95 139:0.88 140:0.80 141:0.98 144:0.76 146:0.74 147:0.78 149:0.78 150:0.29 151:0.92 153:0.72 154:0.68 155:0.67 157:0.61 159:0.30 161:0.58 162:0.78 164:0.65 166:0.75 167:0.74 172:0.63 173:0.38 177:0.70 179:0.71 181:0.64 182:0.85 187:0.87 192:0.87 196:0.96 199:0.96 202:0.59 208:0.64 212:0.48 215:0.44 216:0.82 222:0.48 223:0.96 224:1.00 227:0.96 229:0.92 231:0.77 232:0.86 234:1.00 235:0.31 241:0.60 242:0.58 243:0.88 246:0.61 247:0.39 248:0.81 253:0.78 254:0.80 255:0.95 256:0.58 259:0.21 260:0.76 265:0.94 266:0.38 267:0.69 268:0.64 271:0.64 274:0.98 276:0.49 284:0.91 285:0.62 287:0.97 297:0.36 300:0.43\n0 1:0.74 7:0.63 11:0.78 12:0.86 17:0.40 18:0.72 21:0.68 26:0.96 27:0.45 28:0.73 29:0.77 30:0.32 34:0.71 36:0.19 37:0.50 39:0.66 43:0.82 55:0.59 58:0.93 60:0.87 64:0.77 66:0.64 69:0.63 70:0.72 74:0.60 81:0.45 83:0.91 85:0.80 86:0.80 91:0.08 98:0.69 101:0.87 108:0.71 114:0.56 123:0.69 124:0.46 126:0.54 127:0.41 129:0.59 131:0.61 133:0.46 135:0.79 139:0.84 141:0.91 144:0.76 145:0.49 146:0.33 147:0.39 149:0.71 150:0.70 154:0.77 155:0.67 157:0.81 158:0.91 159:0.50 161:0.58 165:0.93 166:0.84 167:0.61 172:0.61 173:0.60 176:0.73 177:0.70 178:0.55 179:0.58 181:0.64 182:0.84 187:0.68 192:0.87 199:0.98 201:0.93 208:0.64 212:0.30 215:0.37 216:0.77 219:0.95 222:0.48 223:0.96 224:0.93 227:0.61 229:0.61 230:0.64 231:0.76 233:0.76 234:0.91 235:0.88 241:0.15 242:0.57 243:0.29 245:0.71 246:0.96 247:0.67 253:0.41 259:0.21 265:0.69 266:0.71 267:0.28 271:0.64 274:0.91 276:0.54 279:0.86 283:0.78 287:0.61 290:0.56 292:0.91 297:0.36 300:0.55\n2 1:0.69 6:0.93 8:0.95 9:0.80 11:0.64 12:0.86 17:0.24 18:0.90 20:0.74 21:0.13 26:0.96 27:0.09 28:0.73 29:0.77 30:0.67 31:0.96 34:0.92 36:0.89 37:0.86 39:0.66 41:0.88 43:0.71 44:0.90 45:0.91 58:0.98 64:0.77 66:0.47 69:0.32 70:0.63 74:0.35 77:0.70 78:0.72 79:0.95 81:0.74 83:0.91 86:0.96 91:0.38 96:0.86 97:0.89 98:0.44 99:0.83 100:0.73 101:0.52 108:0.25 111:0.72 114:0.64 120:0.75 122:0.80 123:0.24 124:0.66 126:0.44 127:0.77 129:0.59 131:0.90 133:0.66 135:0.54 137:0.96 139:0.96 140:0.45 141:0.98 144:0.76 145:0.79 146:0.61 147:0.66 149:0.62 150:0.70 151:0.92 152:0.99 153:0.72 154:0.80 155:0.67 157:0.61 158:0.72 159:0.65 161:0.58 162:0.86 164:0.70 165:0.70 166:0.75 167:0.75 169:0.92 172:0.63 173:0.25 176:0.55 177:0.70 179:0.54 181:0.64 182:0.85 186:0.73 187:0.39 192:0.87 195:0.80 196:0.98 199:0.96 201:0.68 202:0.59 208:0.64 212:0.57 216:0.45 219:0.92 222:0.48 223:0.96 224:0.99 227:0.96 229:0.92 231:0.78 232:0.72 234:0.99 235:0.22 241:0.64 242:0.32 243:0.59 245:0.78 246:0.61 247:0.60 248:0.83 253:0.80 254:0.86 255:0.95 256:0.64 259:0.21 260:0.76 261:0.94 265:0.46 266:0.75 267:0.59 268:0.68 271:0.64 274:0.98 276:0.61 279:0.82 282:0.71 284:0.94 285:0.62 287:0.97 290:0.64 292:0.91 300:0.70\n2 6:0.94 7:0.76 8:0.86 9:0.80 12:0.86 17:0.53 20:0.91 21:0.54 25:0.88 27:0.57 28:0.73 30:0.68 32:0.72 34:0.49 36:0.37 37:0.62 39:0.73 41:0.90 43:0.45 55:0.59 66:0.31 69:0.17 70:0.57 78:0.88 81:0.37 83:0.77 91:0.86 96:0.84 98:0.44 100:0.92 104:0.54 108:0.78 111:0.89 120:0.93 123:0.77 124:0.72 126:0.32 127:0.75 129:0.81 133:0.67 135:0.94 140:0.97 144:0.85 145:0.87 146:0.30 147:0.36 149:0.49 150:0.33 151:0.87 152:0.85 153:0.90 154:0.34 155:0.67 159:0.63 161:0.74 162:0.82 164:0.91 167:0.87 169:0.90 172:0.37 173:0.18 175:0.75 177:0.05 179:0.75 181:0.91 186:0.88 189:0.95 191:0.79 192:0.59 195:0.81 202:0.85 208:0.64 212:0.18 215:0.58 216:0.49 222:0.35 230:0.79 233:0.76 235:0.60 238:0.91 241:0.88 242:0.82 243:0.28 244:0.61 245:0.64 247:0.12 248:0.82 253:0.78 255:0.79 256:0.89 257:0.65 259:0.21 260:0.93 261:0.90 265:0.46 266:0.71 267:0.65 268:0.90 271:0.64 276:0.44 277:0.69 283:0.82 285:0.62 297:0.36 300:0.55\n1 1:0.74 7:0.76 11:0.88 12:0.86 17:0.30 21:0.47 27:0.45 28:0.73 30:0.31 32:0.80 34:0.88 36:0.19 37:0.50 39:0.73 43:0.82 55:0.59 60:0.87 66:0.24 69:0.61 70:0.81 74:0.79 77:0.70 81:0.63 83:0.84 85:0.80 91:0.17 98:0.57 101:0.72 108:0.90 114:0.80 123:0.45 124:0.78 126:0.54 127:0.60 129:0.81 133:0.76 135:0.87 144:0.85 145:0.42 146:0.84 147:0.87 149:0.79 150:0.77 154:0.77 155:0.67 158:0.87 159:0.77 161:0.74 165:0.80 167:0.59 172:0.63 173:0.43 176:0.73 177:0.38 178:0.55 179:0.36 181:0.91 187:0.68 192:0.59 195:0.90 201:0.74 208:0.64 212:0.51 215:0.63 216:0.77 222:0.35 230:0.79 233:0.76 235:0.60 241:0.44 242:0.57 243:0.44 245:0.85 247:0.67 253:0.69 259:0.21 265:0.46 266:0.87 267:0.36 271:0.64 276:0.78 279:0.86 282:0.88 283:0.71 290:0.80 297:0.36 299:0.88 300:0.70\n3 1:0.74 6:0.97 7:0.81 8:0.93 9:0.80 12:0.86 17:0.32 20:0.98 21:0.40 27:0.29 28:0.73 30:0.66 32:0.80 34:0.49 36:0.85 37:0.81 39:0.73 41:0.95 43:0.42 55:0.59 60:0.87 66:0.68 69:0.73 70:0.64 74:0.70 76:0.98 77:0.70 78:0.92 81:0.67 83:0.81 91:0.92 96:0.88 98:0.84 100:0.96 104:0.79 108:0.56 111:0.93 114:0.82 120:0.95 121:0.90 123:0.54 124:0.43 126:0.54 127:0.78 129:0.05 133:0.39 135:0.54 138:0.99 140:0.80 144:0.85 145:0.63 146:0.75 147:0.33 149:0.57 150:0.80 151:0.92 152:0.90 153:0.90 154:0.62 155:0.67 158:0.87 159:0.41 161:0.74 162:0.76 164:0.95 165:0.83 167:0.88 169:0.94 172:0.61 173:0.83 176:0.73 177:0.05 179:0.69 181:0.91 186:0.92 189:0.98 191:0.87 192:0.59 195:0.63 201:0.74 202:0.91 204:0.89 208:0.64 212:0.61 215:0.67 216:0.50 220:0.62 222:0.35 230:0.87 233:0.76 235:0.52 238:0.94 241:0.90 242:0.79 243:0.25 245:0.68 247:0.39 248:0.89 253:0.88 254:0.84 255:0.79 256:0.93 257:0.65 259:0.21 260:0.95 261:0.94 265:0.84 266:0.38 267:0.65 268:0.94 271:0.64 276:0.55 279:0.86 282:0.88 283:0.82 285:0.62 290:0.82 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.82 8:0.87 9:0.80 11:0.88 12:0.86 17:0.18 20:0.87 21:0.22 27:0.38 28:0.73 30:0.11 34:0.34 36:0.64 37:0.90 39:0.73 41:0.95 43:0.67 55:0.71 60:0.87 66:0.13 69:0.54 70:0.84 74:0.69 78:0.77 81:0.77 83:0.81 85:0.72 91:0.85 96:0.93 98:0.43 100:0.80 101:0.72 108:0.78 111:0.76 114:0.90 120:0.93 122:0.43 123:0.66 124:0.73 126:0.54 127:0.51 129:0.81 133:0.67 135:0.23 140:0.93 144:0.85 146:0.30 147:0.36 149:0.46 150:0.85 151:0.87 152:0.83 153:0.84 154:0.63 155:0.67 158:0.87 159:0.46 161:0.74 162:0.79 164:0.92 165:0.86 167:0.75 169:0.78 172:0.27 173:0.56 176:0.73 177:0.38 179:0.81 181:0.91 186:0.78 187:0.39 189:0.84 191:0.89 192:0.59 201:0.74 202:0.87 208:0.64 212:0.28 215:0.79 216:0.79 220:0.62 222:0.35 235:0.31 238:0.87 241:0.72 242:0.45 243:0.34 245:0.56 247:0.47 248:0.88 253:0.93 255:0.79 256:0.91 259:0.21 260:0.92 261:0.79 265:0.25 266:0.63 267:0.84 268:0.91 271:0.64 276:0.39 279:0.86 283:0.82 285:0.62 290:0.90 297:0.36 300:0.55\n3 6:0.89 7:0.81 8:0.86 9:0.80 11:0.88 12:0.86 17:0.05 20:0.98 21:0.13 25:0.88 27:0.24 28:0.73 30:0.21 32:0.80 34:0.30 36:0.79 37:0.71 39:0.73 41:0.97 43:0.60 55:0.71 66:0.44 69:0.90 70:0.86 74:0.65 76:0.94 77:0.70 78:0.95 81:0.67 83:0.83 85:0.72 91:0.92 96:0.95 98:0.69 100:0.98 101:0.71 104:0.76 108:0.79 111:0.97 120:0.97 121:0.90 123:0.78 124:0.65 126:0.32 127:0.94 129:0.05 133:0.62 135:0.17 140:0.90 144:0.85 145:0.47 146:0.79 147:0.05 149:0.74 150:0.48 151:0.98 152:0.90 153:0.97 154:0.51 155:0.67 159:0.63 161:0.74 162:0.77 164:0.97 167:0.89 169:0.97 172:0.74 173:0.93 177:0.05 179:0.40 181:0.91 186:0.95 189:0.91 191:0.91 192:0.59 195:0.76 202:0.94 204:0.89 208:0.64 212:0.77 215:0.84 216:0.57 220:0.74 222:0.35 230:0.87 233:0.76 235:0.12 238:0.95 241:0.97 242:0.80 243:0.07 245:0.87 247:0.39 248:0.94 253:0.94 255:0.79 256:0.96 257:0.65 259:0.21 260:0.97 261:0.96 265:0.69 266:0.54 267:0.59 268:0.96 271:0.64 276:0.78 282:0.88 283:0.71 285:0.62 297:0.36 299:0.88 300:0.70\n3 1:0.74 6:0.93 7:0.76 8:0.84 9:0.80 11:0.88 12:0.86 17:0.43 20:0.99 21:0.30 27:0.21 28:0.73 30:0.14 34:0.28 36:0.88 37:0.74 39:0.73 41:0.99 43:0.98 55:0.71 60:0.97 66:0.13 69:0.12 70:0.88 74:0.90 76:0.97 78:0.88 81:0.72 83:0.90 85:0.96 91:0.72 96:0.98 98:0.45 100:0.96 101:0.73 104:0.84 106:0.81 108:0.97 111:0.92 114:0.86 117:0.86 120:0.98 123:0.97 124:0.96 126:0.54 127:0.99 129:0.99 133:0.96 135:0.19 138:0.98 140:0.45 144:0.85 146:0.49 147:0.55 149:0.91 150:0.82 151:1.00 152:0.91 153:0.98 154:0.98 155:0.67 158:0.92 159:0.98 161:0.74 162:0.73 164:0.95 165:0.84 167:0.67 169:0.94 172:0.95 173:0.05 176:0.73 177:0.38 179:0.10 181:0.91 186:0.88 187:0.39 189:0.94 191:0.80 192:0.59 201:0.74 202:0.92 206:0.81 208:0.64 212:0.49 215:0.72 216:0.95 222:0.35 230:0.79 232:0.92 233:0.76 235:0.42 238:0.96 241:0.62 242:0.73 243:0.08 245:0.99 247:0.60 248:0.99 253:0.99 255:0.79 256:0.94 259:0.21 260:0.98 261:0.93 265:0.47 266:0.94 267:0.36 268:0.94 271:0.64 276:0.99 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.94\n2 6:0.88 8:0.73 9:0.80 12:0.86 17:0.02 20:0.97 21:0.30 25:0.88 27:0.39 28:0.73 30:0.76 34:0.30 36:0.89 37:0.45 39:0.73 41:0.97 43:0.43 55:0.59 66:0.72 69:0.35 70:0.22 74:0.40 78:0.85 81:0.52 83:0.84 91:0.85 96:0.96 98:0.92 100:0.87 104:0.58 108:0.27 111:0.85 120:0.97 122:0.41 123:0.26 126:0.32 127:0.54 129:0.05 135:0.28 140:0.87 144:0.85 146:0.44 147:0.51 149:0.27 150:0.40 151:0.98 152:0.89 153:0.97 154:0.72 155:0.67 159:0.16 161:0.74 162:0.83 164:0.96 167:0.88 169:0.85 172:0.27 173:0.75 177:0.38 179:0.96 181:0.91 186:0.85 189:0.90 191:0.77 192:0.59 202:0.92 208:0.64 212:0.42 215:0.72 216:0.46 222:0.35 235:0.31 238:0.88 241:0.93 242:0.45 243:0.75 247:0.35 248:0.95 253:0.93 254:0.94 255:0.79 256:0.95 259:0.21 260:0.97 261:0.88 265:0.92 266:0.23 267:0.19 268:0.95 271:0.64 276:0.23 283:0.82 285:0.62 297:0.36 300:0.18\n1 1:0.74 7:0.76 11:0.88 12:0.86 17:0.47 21:0.40 27:0.45 28:0.73 30:0.15 34:0.86 36:0.28 37:0.50 39:0.73 43:0.82 66:0.43 69:0.61 70:0.87 74:0.71 81:0.67 83:0.75 85:0.90 91:0.06 98:0.71 101:0.78 108:0.47 114:0.82 122:0.41 123:0.45 124:0.60 126:0.54 127:0.53 129:0.59 133:0.47 135:0.93 144:0.85 145:0.50 146:0.88 147:0.90 149:0.81 150:0.80 154:0.77 155:0.67 159:0.68 161:0.74 165:0.83 167:0.54 172:0.61 173:0.49 176:0.73 177:0.38 178:0.55 179:0.48 181:0.91 187:0.68 192:0.59 201:0.74 212:0.29 215:0.67 216:0.77 222:0.35 230:0.79 233:0.76 235:0.52 241:0.27 242:0.31 243:0.57 245:0.85 247:0.60 253:0.68 259:0.21 265:0.71 266:0.75 267:0.28 271:0.64 276:0.67 290:0.82 297:0.36 300:0.70\n2 1:0.74 7:0.76 8:0.75 9:0.80 11:0.88 12:0.86 17:0.40 21:0.40 27:0.21 28:0.73 30:0.18 34:0.61 36:0.93 37:0.74 39:0.73 41:0.92 43:0.97 55:0.71 60:0.87 66:0.16 69:0.17 70:0.96 74:0.89 76:0.85 81:0.67 83:0.81 85:0.93 91:0.23 96:0.85 98:0.41 101:0.75 104:0.89 106:0.81 108:0.95 114:0.82 117:0.86 120:0.82 123:0.93 124:0.91 126:0.54 127:0.76 129:0.93 133:0.91 135:0.54 140:0.80 144:0.85 146:0.38 147:0.45 149:0.89 150:0.80 151:0.87 153:0.91 154:0.97 155:0.67 158:0.87 159:0.90 161:0.74 162:0.67 164:0.80 165:0.83 167:0.68 172:0.77 173:0.08 176:0.73 177:0.38 179:0.19 181:0.91 187:0.39 192:0.59 201:0.74 202:0.74 206:0.81 208:0.64 212:0.67 215:0.67 216:0.95 220:0.62 222:0.35 230:0.78 232:0.95 233:0.69 235:0.52 241:0.64 242:0.71 243:0.16 245:0.92 247:0.55 248:0.84 253:0.89 255:0.79 256:0.71 259:0.21 260:0.82 265:0.37 266:0.94 267:0.36 268:0.76 271:0.64 276:0.91 279:0.86 283:0.71 285:0.62 290:0.82 297:0.36 300:0.98\n1 6:0.92 7:0.76 8:0.97 9:0.80 11:0.82 12:0.86 17:0.09 20:0.98 21:0.59 25:0.88 27:0.08 28:0.73 30:0.17 32:0.72 34:0.52 36:0.64 37:0.80 39:0.73 41:0.98 43:0.36 55:0.84 66:0.16 69:0.55 70:0.86 74:0.89 76:0.94 77:0.70 78:0.92 81:0.42 83:0.87 91:0.99 96:0.97 98:0.59 100:0.95 104:0.58 108:0.42 111:0.93 120:0.99 122:0.43 123:0.93 124:0.88 126:0.32 127:0.92 129:0.93 133:0.90 135:0.65 138:0.99 140:0.95 144:0.85 145:0.89 146:0.93 147:0.95 149:0.68 150:0.35 151:0.98 152:0.93 153:0.98 154:0.63 155:0.67 159:0.88 161:0.74 162:0.73 164:0.99 167:0.87 169:0.92 172:0.80 173:0.26 177:0.38 179:0.27 181:0.91 186:0.92 189:0.93 191:0.98 192:0.59 195:0.96 202:0.98 208:0.64 212:0.22 215:0.55 216:0.82 220:0.74 222:0.35 230:0.78 233:0.69 235:0.74 238:0.93 241:0.85 242:0.21 243:0.50 245:0.88 247:0.67 248:0.97 253:0.98 254:0.74 255:0.79 256:0.98 259:0.21 260:0.99 261:0.94 265:0.60 266:0.87 267:0.65 268:0.99 271:0.64 276:0.87 282:0.79 283:0.71 285:0.62 297:0.36 300:0.84\n1 12:0.06 17:0.40 21:0.64 27:0.45 28:0.64 30:0.58 32:0.80 34:0.78 36:0.18 37:0.50 43:0.32 55:0.52 66:0.80 69:0.70 70:0.33 81:0.81 91:0.12 98:0.48 108:0.53 123:0.51 126:0.54 127:0.15 129:0.05 135:0.39 145:0.47 146:0.59 147:0.64 149:0.46 150:0.60 154:0.24 159:0.21 161:0.68 167:0.48 172:0.45 173:0.69 177:0.05 178:0.55 179:0.40 181:0.64 187:0.68 195:0.73 212:0.71 215:0.53 216:0.77 235:0.80 241:0.12 242:0.82 243:0.82 247:0.12 259:0.21 265:0.50 266:0.27 267:0.44 271:0.63 276:0.36 283:0.60 297:0.36 300:0.25\n1 6:0.83 7:0.81 8:0.63 12:0.06 17:0.26 20:0.97 21:0.47 27:0.07 28:0.64 30:0.33 32:0.80 34:0.25 36:0.89 37:0.32 43:0.35 55:0.52 66:0.12 69:0.63 70:0.49 78:0.92 81:0.87 91:0.95 98:0.27 100:0.93 108:0.48 111:0.91 120:0.84 123:0.71 124:0.66 126:0.54 127:0.41 129:0.81 133:0.67 135:0.65 140:0.87 145:0.45 146:0.31 147:0.37 149:0.43 150:0.73 151:0.73 152:0.89 153:0.81 154:0.27 159:0.46 161:0.68 162:0.49 164:0.94 167:0.82 169:0.90 172:0.27 173:0.63 177:0.05 178:0.48 179:0.86 181:0.64 186:0.91 189:0.85 191:0.91 195:0.71 202:0.96 212:0.42 215:0.63 216:0.52 220:0.93 230:0.87 233:0.76 235:0.52 238:0.88 241:0.81 242:0.82 243:0.58 245:0.47 247:0.12 248:0.76 256:0.93 259:0.21 260:0.85 261:0.92 265:0.26 266:0.38 267:0.91 268:0.92 271:0.63 276:0.30 283:0.60 285:0.62 297:0.36 300:0.33\n2 6:0.97 8:0.95 12:0.06 17:0.06 20:0.96 21:0.78 27:0.12 28:0.64 34:0.52 36:0.37 37:0.88 78:0.95 91:0.89 100:0.98 104:0.89 106:0.81 111:0.97 120:0.97 135:0.68 140:0.87 151:0.81 152:0.89 153:0.94 161:0.68 162:0.55 164:0.99 167:0.74 169:0.97 175:0.75 178:0.48 181:0.64 186:0.95 187:0.68 189:0.98 191:0.98 202:0.99 206:0.81 216:0.91 220:0.62 238:0.97 241:0.74 244:0.61 248:0.95 256:0.99 257:0.65 259:0.21 260:0.97 261:0.96 267:0.79 268:0.99 271:0.63 277:0.69 283:0.82 285:0.62\n2 6:0.83 7:0.81 8:0.62 12:0.06 17:0.01 20:0.98 21:0.47 27:0.04 28:0.64 30:0.95 32:0.80 34:0.28 36:0.74 37:0.60 43:0.47 55:0.84 66:0.64 69:0.39 78:0.91 81:0.87 91:0.98 98:0.89 100:0.89 104:0.58 108:0.30 111:0.90 120:0.97 123:0.29 126:0.54 127:0.44 129:0.05 135:0.28 140:0.45 145:0.94 146:0.50 147:0.56 149:0.27 150:0.73 151:0.79 152:0.91 153:0.91 154:0.36 159:0.18 161:0.68 162:0.71 163:0.86 164:0.98 167:0.85 169:0.86 172:0.16 173:0.72 177:0.05 179:0.99 181:0.64 186:0.91 189:0.85 191:0.87 195:0.54 202:0.97 212:0.95 215:0.63 216:0.61 220:0.62 230:0.87 233:0.76 235:0.52 238:0.84 241:0.96 242:0.82 243:0.69 247:0.12 248:0.95 256:0.98 259:0.21 260:0.97 261:0.91 265:0.89 266:0.12 267:0.79 268:0.98 271:0.63 276:0.19 283:0.60 285:0.62 297:0.36 300:0.08\n2 6:0.83 7:0.81 8:0.63 12:0.06 17:0.38 20:0.90 21:0.30 27:0.21 28:0.64 30:0.52 34:0.47 36:0.93 37:0.74 43:0.52 55:0.71 66:0.44 69:0.12 70:0.63 78:0.82 81:0.90 91:0.76 98:0.65 100:0.81 106:0.81 108:0.77 111:0.81 120:0.93 123:0.75 124:0.85 126:0.54 127:0.76 129:0.95 133:0.87 135:0.28 140:0.45 146:0.80 147:0.84 149:0.83 150:0.82 151:0.82 152:0.84 153:0.95 154:0.41 159:0.88 161:0.68 162:0.75 164:0.90 167:0.59 169:0.80 172:0.87 173:0.08 177:0.05 179:0.22 181:0.64 186:0.81 187:0.39 189:0.85 191:0.76 202:0.83 206:0.81 212:0.49 215:0.72 216:0.95 230:0.87 233:0.76 235:0.42 238:0.84 241:0.55 242:0.82 243:0.29 245:0.91 247:0.12 248:0.89 256:0.86 259:0.21 260:0.93 261:0.82 265:0.66 266:0.91 267:0.76 268:0.87 271:0.63 276:0.90 283:0.82 285:0.62 297:0.36 300:0.70\n2 6:0.86 7:0.81 8:0.77 12:0.06 17:0.01 20:0.82 21:0.30 27:0.30 28:0.64 30:0.21 32:0.80 34:0.67 36:0.53 37:0.32 43:0.41 55:0.52 66:0.80 69:0.52 70:0.50 78:0.89 81:0.97 91:0.92 98:0.81 100:0.87 104:0.91 106:0.81 108:0.40 111:0.87 120:0.96 123:0.39 126:0.54 127:0.30 129:0.05 135:0.65 140:0.45 145:0.52 146:0.68 147:0.72 149:0.47 150:0.95 151:0.80 152:0.86 153:0.93 154:0.31 159:0.26 161:0.68 162:0.78 163:0.90 164:0.99 167:0.74 169:0.83 172:0.45 173:0.66 177:0.05 179:0.78 181:0.64 186:0.88 187:0.21 189:0.88 191:0.88 195:0.61 202:0.97 206:0.81 212:0.37 215:0.72 216:0.64 220:0.82 230:0.87 233:0.76 235:0.52 238:0.84 241:0.74 242:0.82 243:0.82 247:0.12 248:0.94 256:0.99 259:0.21 260:0.96 261:0.87 265:0.81 266:0.38 267:0.65 268:0.99 271:0.63 276:0.36 283:0.82 285:0.62 297:0.36 300:0.33\n1 12:0.06 17:0.30 21:0.40 27:0.45 28:0.64 30:0.55 32:0.80 34:0.69 36:0.19 37:0.50 43:0.32 55:0.59 66:0.52 69:0.70 70:0.43 81:0.89 91:0.25 98:0.57 108:0.53 123:0.51 124:0.65 126:0.54 127:0.41 129:0.81 133:0.67 135:0.92 145:0.52 146:0.76 147:0.80 149:0.53 150:0.78 154:0.24 159:0.61 161:0.68 163:0.86 167:0.55 172:0.48 173:0.62 177:0.05 178:0.55 179:0.67 181:0.64 187:0.68 195:0.82 212:0.18 215:0.67 216:0.77 235:0.52 241:0.44 242:0.82 243:0.61 245:0.61 247:0.12 259:0.21 265:0.58 266:0.80 267:0.59 271:0.63 276:0.49 297:0.36 300:0.33\n1 6:0.81 7:0.81 8:0.61 12:0.06 17:0.02 20:0.95 21:0.59 27:0.06 28:0.64 30:0.76 32:0.80 34:0.68 36:0.43 37:0.26 43:0.44 55:0.71 66:0.72 69:0.49 70:0.22 78:0.92 81:0.83 91:0.96 98:0.66 100:0.89 104:0.74 108:0.38 111:0.90 120:0.90 123:0.36 126:0.54 127:0.19 129:0.05 135:0.39 140:0.87 145:0.72 146:0.55 147:0.61 149:0.36 150:0.63 151:0.74 152:0.88 153:0.83 154:0.33 159:0.20 161:0.68 162:0.64 163:0.81 164:0.95 167:0.82 169:0.86 172:0.27 173:0.61 177:0.05 178:0.48 179:0.83 181:0.64 186:0.92 189:0.83 191:0.83 195:0.59 202:0.93 212:0.42 215:0.55 216:0.39 220:0.62 230:0.65 233:0.63 235:0.74 238:0.83 241:0.83 242:0.82 243:0.75 247:0.12 248:0.86 256:0.94 259:0.21 260:0.91 261:0.92 265:0.66 266:0.23 267:0.95 268:0.94 271:0.63 276:0.24 283:0.60 285:0.62 297:0.36 300:0.18\n2 6:0.90 7:0.81 8:0.76 12:0.06 17:0.07 20:0.98 21:0.13 27:0.07 28:0.64 30:0.45 32:0.80 34:0.21 36:0.49 37:0.68 43:0.49 55:0.52 66:0.85 69:0.21 70:0.69 78:0.91 81:0.93 91:0.98 98:0.90 100:0.91 104:0.76 108:0.17 111:0.90 120:0.97 123:0.16 126:0.54 127:0.47 129:0.05 135:0.47 140:0.45 145:0.77 146:0.78 147:0.81 149:0.61 150:0.88 151:0.80 152:0.90 153:0.93 154:0.38 159:0.34 161:0.68 162:0.75 164:0.99 167:0.83 169:0.89 172:0.57 173:0.35 177:0.05 179:0.74 181:0.64 186:0.91 189:0.91 191:0.90 195:0.65 202:0.98 212:0.49 215:0.84 216:0.64 220:0.74 230:0.87 233:0.76 235:0.12 238:0.86 241:0.85 242:0.82 243:0.86 247:0.12 248:0.96 256:0.99 259:0.21 260:0.97 261:0.92 265:0.90 266:0.54 267:0.98 268:0.99 271:0.63 276:0.45 283:0.60 285:0.62 297:0.36 300:0.55\n2 6:0.85 7:0.81 8:0.67 12:0.06 20:0.98 21:0.64 25:0.88 27:0.13 28:0.64 30:0.76 32:0.80 34:0.37 36:0.55 37:0.29 43:0.46 55:0.71 66:0.80 69:0.47 70:0.37 78:0.93 81:0.91 91:0.99 98:0.90 100:0.93 104:0.58 108:0.36 111:0.93 120:0.99 123:0.35 126:0.54 127:0.48 129:0.05 135:0.26 140:0.45 145:0.94 146:0.71 147:0.75 149:0.48 150:0.83 151:0.84 152:0.93 153:0.98 154:0.35 159:0.28 161:0.68 162:0.65 164:0.99 167:0.85 169:0.92 172:0.45 173:0.64 177:0.05 179:0.85 181:0.64 186:0.92 189:0.87 191:0.95 195:0.57 202:0.98 212:0.55 215:0.53 216:0.72 220:0.62 230:0.65 233:0.63 235:0.80 238:0.90 241:0.96 242:0.82 243:0.82 247:0.12 248:0.98 256:0.99 259:0.21 260:0.99 261:0.93 265:0.90 266:0.38 267:0.65 268:0.99 271:0.63 276:0.37 283:0.82 285:0.62 297:0.36 300:0.33\n0 12:0.20 17:0.93 21:0.78 27:0.58 30:0.95 37:0.35 39:0.40 43:0.06 55:1.00 66:0.20 69:0.99 74:0.26 91:0.01 98:0.05 108:0.99 123:0.99 124:0.61 127:0.23 129:0.59 133:0.47 146:0.05 147:0.05 149:0.05 154:0.06 159:0.99 172:0.05 173:0.78 175:0.75 177:0.05 178:0.55 179:0.99 187:0.21 202:0.36 216:0.11 222:0.25 235:0.60 243:0.40 244:0.61 245:0.36 253:0.23 257:0.65 259:0.21 265:0.05 277:0.69 300:0.08\n0 12:0.20 17:0.83 21:0.78 27:0.61 30:0.95 37:0.28 39:0.40 43:0.06 55:1.00 66:0.20 69:0.99 74:0.28 98:0.05 108:0.98 123:0.98 124:0.61 127:0.29 129:0.59 133:0.47 146:0.05 147:0.05 149:0.05 154:0.06 159:0.97 172:0.05 173:0.87 175:0.75 177:0.05 178:0.55 179:0.99 187:0.68 216:0.64 222:0.25 241:0.03 243:0.40 244:0.61 245:0.36 253:0.25 257:0.65 265:0.05 277:0.69 300:0.08\n0 12:0.20 17:0.89 21:0.78 27:0.63 30:0.95 34:0.36 36:0.42 37:0.30 39:0.40 43:0.05 55:1.00 66:0.20 69:1.00 74:0.26 98:0.05 108:1.00 123:1.00 124:0.61 127:0.23 129:0.59 133:0.47 135:0.70 146:0.05 147:0.05 149:0.05 154:0.05 159:0.99 172:0.05 173:0.87 175:0.75 177:0.05 178:0.55 179:0.99 187:0.68 202:0.36 216:0.59 222:0.25 243:0.40 244:0.61 245:0.36 253:0.24 257:0.65 259:0.21 265:0.05 267:0.44 277:0.69 300:0.08\n0 12:0.20 17:0.72 21:0.78 27:0.72 30:0.76 34:0.31 36:0.33 39:0.40 43:0.20 55:0.59 66:0.36 69:0.72 70:0.15 74:0.41 91:0.06 98:0.15 108:0.55 122:0.57 123:0.52 124:0.52 127:0.47 129:0.05 133:0.39 135:0.30 146:0.24 147:0.30 149:0.08 154:0.58 159:0.59 163:0.98 172:0.10 173:0.66 177:0.38 178:0.55 179:0.99 187:0.21 212:0.95 216:0.04 222:0.25 235:0.12 241:0.24 242:0.82 243:0.51 245:0.37 247:0.12 253:0.36 254:0.98 259:0.21 265:0.16 266:0.12 267:0.23 276:0.13 300:0.13\n1 12:0.20 17:0.77 21:0.78 27:0.58 30:0.76 34:0.31 36:0.46 37:0.24 39:0.40 43:0.27 55:0.92 66:0.36 69:0.76 70:0.15 74:0.40 91:0.38 98:0.19 108:0.59 122:0.57 123:0.57 124:0.52 127:0.65 129:0.05 133:0.39 135:0.78 146:0.46 147:0.53 149:0.18 154:0.20 159:0.89 163:0.98 172:0.10 173:0.48 177:0.38 178:0.55 179:0.99 187:0.39 212:0.95 216:0.40 222:0.25 235:0.60 241:0.07 242:0.82 243:0.51 244:0.61 245:0.37 247:0.12 253:0.36 259:0.21 265:0.21 266:0.12 267:0.59 276:0.13 300:0.13\n0 12:0.20 17:0.69 21:0.78 27:0.71 30:0.95 34:0.40 36:0.68 37:0.25 39:0.40 43:0.44 55:1.00 66:0.20 69:0.05 74:0.42 96:0.67 98:0.05 108:0.05 123:0.05 124:0.61 127:0.93 129:0.59 133:0.47 135:0.66 140:0.45 146:0.05 147:0.05 149:0.15 151:0.46 153:0.48 154:0.33 159:1.00 162:0.86 172:0.05 173:0.05 175:0.75 177:0.05 179:1.00 187:0.95 190:0.77 202:0.36 216:0.16 220:1.00 222:0.25 241:0.05 243:0.40 244:0.61 245:0.36 248:0.46 253:0.37 256:0.45 257:0.65 259:0.21 265:0.05 267:0.18 268:0.46 277:0.69 285:0.50 300:0.08\n"
  },
  {
    "path": "examples/xendcg/rank.test.query",
    "content": "12\n19\n18\n10\n15\n15\n22\n23\n18\n16\n16\n11\n6\n13\n17\n21\n20\n16\n13\n16\n21\n15\n10\n19\n10\n13\n18\n17\n23\n24\n16\n13\n17\n24\n17\n10\n17\n15\n18\n16\n9\n9\n21\n14\n13\n13\n13\n10\n10\n6\n"
  },
  {
    "path": "examples/xendcg/rank.train",
    "content": "0 10:0.89 11:0.75 12:0.01 17:0.45 18:0.91 21:0.78 27:0.72 29:0.77 30:0.76 39:0.65 43:0.79 44:0.88 45:0.88 66:0.64 69:0.25 70:0.41 71:0.83 74:0.79 77:0.70 83:0.56 85:0.72 86:0.93 91:0.35 98:0.70 101:0.96 108:0.20 122:0.86 123:0.19 124:0.47 127:0.43 129:0.05 133:0.45 139:0.92 145:0.47 146:0.58 147:0.63 149:0.84 154:0.73 155:0.50 159:0.31 170:0.90 172:0.67 173:0.40 174:0.79 177:0.88 178:0.55 179:0.52 187:0.21 192:0.48 195:0.59 197:0.83 204:0.80 208:0.50 212:0.82 216:0.29 222:0.48 235:0.22 239:0.88 241:0.21 242:0.40 243:0.69 245:0.77 247:0.76 253:0.55 265:0.70 266:0.27 271:0.34 276:0.58 281:0.91 282:0.75 300:0.43\n1 1:0.69 11:0.64 12:0.51 17:0.53 18:0.75 21:0.77 27:0.45 29:0.71 30:0.45 34:0.81 36:0.21 37:0.50 39:0.48 43:0.10 45:0.66 55:0.52 64:0.77 66:0.52 69:0.71 70:0.33 71:0.97 74:0.50 81:0.37 83:0.60 86:0.80 91:0.08 98:0.24 99:0.83 101:0.52 108:0.54 114:0.53 122:0.80 123:0.52 124:0.50 126:0.54 127:0.17 129:0.05 133:0.43 135:0.56 139:0.77 145:0.49 146:0.31 147:0.38 149:0.08 150:0.58 154:0.72 155:0.58 159:0.25 165:0.70 172:0.27 173:0.72 176:0.73 177:0.70 178:0.55 179:0.61 187:0.68 192:0.59 201:0.74 208:0.64 212:0.52 215:0.36 216:0.77 222:0.48 235:0.99 241:0.21 242:0.55 243:0.61 245:0.48 247:0.39 253:0.36 254:0.90 259:0.21 265:0.26 266:0.27 267:0.69 271:0.60 276:0.25 290:0.53 297:0.36 300:0.25\n0 1:0.69 11:0.64 12:0.51 17:0.34 18:0.85 21:0.13 27:0.18 29:0.71 30:0.17 34:0.47 36:0.30 37:0.85 39:0.48 43:0.65 45:0.77 66:0.20 69:0.10 70:0.68 71:0.97 74:0.59 81:0.62 83:0.60 86:0.85 91:0.31 97:0.89 98:0.50 99:0.83 101:0.52 104:0.84 108:0.09 114:0.75 122:0.82 123:0.70 124:0.67 126:0.44 127:0.52 129:0.59 133:0.61 135:0.34 139:0.81 146:0.59 147:0.65 149:0.46 150:0.61 154:0.83 155:0.58 158:0.79 159:0.56 165:0.70 172:0.41 173:0.15 176:0.66 177:0.70 178:0.55 179:0.73 187:0.21 192:0.59 201:0.68 208:0.54 212:0.19 215:0.61 216:0.82 222:0.48 235:0.22 241:0.50 242:0.33 243:0.57 245:0.60 247:0.67 253:0.54 254:0.90 259:0.21 265:0.48 266:0.71 267:0.19 271:0.60 276:0.47 279:0.82 283:0.82 290:0.75 297:0.36 300:0.43\n1 11:0.64 12:0.51 17:0.11 18:0.82 21:0.78 27:0.45 29:0.71 30:0.45 34:0.82 36:0.27 37:0.50 39:0.48 43:0.12 45:0.66 55:0.59 66:0.63 69:0.72 70:0.61 71:0.97 74:0.41 86:0.83 91:0.17 98:0.47 101:0.52 108:0.56 122:0.51 123:0.53 124:0.45 127:0.29 129:0.05 133:0.37 135:0.39 139:0.79 145:0.50 146:0.57 147:0.63 149:0.11 154:0.66 159:0.43 172:0.41 173:0.71 177:0.70 178:0.55 179:0.74 187:0.68 202:0.36 212:0.50 216:0.77 222:0.48 235:0.68 241:0.32 242:0.14 243:0.68 245:0.54 247:0.67 253:0.32 254:0.96 259:0.21 265:0.49 266:0.47 267:0.44 271:0.60 276:0.32 300:0.43\n0 1:0.69 7:0.72 11:0.64 12:0.51 17:0.76 18:0.61 21:0.47 27:0.72 29:0.71 30:0.74 32:0.69 34:0.55 36:0.78 39:0.48 43:0.72 45:0.87 66:0.43 69:0.81 70:0.37 71:0.97 74:0.75 77:0.98 81:0.37 83:0.60 86:0.71 91:0.72 98:0.63 99:0.83 101:0.52 104:0.58 108:0.66 114:0.59 122:0.75 123:0.63 124:0.59 126:0.44 127:0.86 129:0.05 133:0.43 135:0.32 139:0.68 145:1.00 146:0.53 147:0.48 149:0.75 150:0.54 154:0.58 155:0.58 158:0.74 159:0.37 165:0.70 172:0.45 173:0.94 176:0.66 177:0.38 178:0.55 179:0.74 192:0.59 195:0.59 201:0.68 204:0.85 208:0.54 212:0.37 215:0.41 216:0.03 222:0.48 230:0.74 232:0.78 233:0.73 235:0.60 241:0.79 242:0.51 243:0.47 245:0.72 247:0.60 253:0.46 254:0.95 257:0.65 259:0.21 265:0.64 266:0.63 267:0.36 271:0.60 276:0.48 282:0.77 290:0.59 297:0.36 300:0.33\n1 1:0.69 7:0.72 11:0.64 12:0.51 17:0.06 18:0.91 21:0.22 22:0.93 27:0.11 29:0.71 30:0.21 34:0.92 36:0.26 37:0.91 39:0.48 43:0.60 45:0.73 47:0.93 55:0.59 66:0.75 69:0.10 70:0.64 71:0.97 74:0.59 81:0.54 83:0.60 86:0.88 91:0.53 97:0.89 98:0.81 99:0.83 101:0.52 108:0.09 114:0.67 122:0.86 123:0.09 124:0.39 126:0.44 127:0.57 129:0.05 133:0.37 135:0.94 139:0.84 145:0.59 146:0.68 147:0.72 149:0.37 150:0.58 154:0.70 155:0.58 158:0.79 159:0.33 165:0.70 172:0.54 173:0.29 176:0.66 177:0.70 178:0.55 179:0.77 187:0.39 192:0.59 201:0.68 204:0.85 208:0.54 212:0.49 215:0.51 216:0.75 222:0.48 230:0.75 233:0.76 235:0.31 241:0.37 242:0.52 243:0.77 245:0.50 247:0.47 253:0.51 254:0.97 259:0.21 262:0.93 265:0.81 266:0.47 267:0.44 271:0.60 276:0.46 279:0.82 283:0.82 290:0.67 297:0.36 300:0.43\n0 1:0.69 12:0.51 17:0.69 18:0.60 21:0.05 25:0.88 27:0.72 29:0.71 30:0.76 34:0.29 36:0.55 39:0.48 43:0.10 55:0.84 66:0.36 69:0.90 70:0.15 71:0.97 74:0.34 81:0.79 83:0.60 86:0.62 87:0.98 91:0.76 98:0.26 99:0.83 104:0.58 108:0.80 114:0.85 122:0.80 123:0.79 124:0.52 126:0.44 127:0.23 129:0.05 133:0.39 135:0.51 139:0.60 146:0.32 147:0.05 149:0.08 150:0.75 154:0.08 155:0.58 159:0.33 163:0.98 165:0.70 172:0.10 173:0.97 175:0.75 176:0.66 177:0.05 178:0.55 179:0.96 192:0.59 201:0.68 208:0.54 212:0.95 215:0.78 216:0.01 222:0.48 232:0.79 235:0.12 241:0.81 242:0.82 243:0.34 244:0.83 245:0.37 247:0.12 253:0.58 257:0.84 259:0.21 265:0.28 266:0.12 267:0.52 271:0.60 276:0.15 277:0.69 290:0.85 297:0.36 300:0.13\n1 1:0.69 11:0.64 12:0.51 17:0.86 18:0.64 21:0.05 22:0.93 27:0.72 29:0.71 30:0.76 34:0.33 36:0.37 39:0.48 43:0.71 45:0.81 47:0.93 66:0.80 69:0.32 70:0.28 71:0.97 74:0.59 81:0.71 83:0.60 86:0.75 91:0.62 98:0.79 99:0.83 101:0.52 104:0.54 108:0.25 114:0.85 122:0.51 123:0.24 126:0.44 127:0.28 129:0.05 135:0.34 139:0.71 145:0.45 146:0.48 147:0.54 149:0.60 150:0.67 154:0.72 155:0.58 159:0.17 165:0.70 172:0.45 173:0.61 176:0.66 177:0.70 178:0.55 179:0.76 187:0.21 192:0.59 201:0.68 208:0.54 212:0.71 215:0.78 216:0.11 222:0.48 232:0.74 235:0.12 241:0.49 242:0.40 243:0.82 247:0.47 253:0.58 254:0.97 259:0.21 262:0.93 265:0.79 266:0.27 267:0.23 271:0.60 276:0.33 290:0.85 297:0.36 300:0.25\n1 1:0.69 9:0.76 11:0.64 12:0.51 17:0.47 18:0.90 21:0.05 27:0.02 29:0.71 30:0.37 32:0.69 34:0.75 36:0.22 37:0.92 39:0.48 43:0.69 45:0.77 55:0.59 66:0.48 69:0.38 70:0.85 71:0.97 74:0.61 77:0.70 81:0.71 83:0.60 86:0.83 91:0.38 96:0.76 97:0.89 98:0.46 99:0.83 101:0.52 108:0.69 114:0.85 120:0.63 122:0.86 123:0.67 124:0.57 126:0.44 127:0.23 129:0.05 133:0.37 135:0.88 139:0.82 140:0.80 145:0.56 146:0.49 147:0.55 149:0.63 150:0.67 151:0.65 153:0.48 154:0.59 155:0.58 158:0.79 159:0.44 162:0.86 164:0.54 165:0.70 172:0.51 173:0.29 176:0.66 177:0.70 179:0.43 187:0.39 190:0.77 192:0.59 195:0.81 201:0.68 202:0.50 208:0.54 212:0.50 215:0.78 216:0.99 219:0.89 220:0.96 222:0.48 235:0.12 241:0.53 242:0.71 243:0.44 244:0.61 245:0.75 247:0.55 248:0.63 253:0.68 255:0.74 256:0.58 259:0.21 260:0.63 265:0.48 266:0.71 267:0.79 268:0.59 271:0.60 276:0.53 277:0.87 279:0.82 282:0.77 283:0.82 285:0.56 290:0.85 292:0.95 297:0.36 300:0.70\n0 1:0.69 7:0.72 8:0.67 9:0.76 11:0.64 12:0.51 17:0.59 18:0.61 21:0.47 27:0.72 29:0.71 30:0.74 32:0.69 34:0.49 36:0.81 39:0.48 43:0.72 45:0.87 66:0.43 69:0.81 70:0.37 71:0.97 74:0.75 77:0.98 81:0.37 83:0.60 86:0.71 91:0.76 96:0.78 98:0.63 99:0.83 101:0.52 104:0.58 108:0.66 114:0.59 120:0.66 122:0.75 123:0.63 124:0.59 126:0.44 127:0.86 129:0.05 133:0.43 135:0.30 139:0.68 140:0.45 145:1.00 146:0.53 147:0.48 149:0.75 150:0.54 151:0.65 153:0.48 154:0.58 155:0.58 158:0.74 159:0.37 162:0.86 164:0.65 165:0.70 172:0.45 173:0.94 176:0.66 177:0.38 179:0.74 190:0.77 192:0.59 195:0.60 201:0.68 202:0.53 204:0.85 208:0.54 212:0.37 215:0.41 216:0.02 220:0.74 222:0.48 230:0.74 232:0.78 233:0.73 235:0.60 241:0.82 242:0.51 243:0.47 245:0.72 247:0.60 248:0.68 253:0.71 254:0.95 255:0.74 256:0.58 257:0.65 259:0.21 260:0.65 265:0.64 266:0.63 267:0.36 268:0.62 271:0.60 276:0.48 282:0.77 285:0.56 290:0.59 297:0.36 300:0.33\n1 1:0.74 11:0.64 12:0.51 17:0.62 18:0.87 21:0.05 27:0.53 29:0.71 30:0.76 32:0.75 34:0.42 36:0.25 37:0.86 39:0.48 43:0.82 44:0.93 45:0.73 48:0.91 55:0.52 64:0.77 66:0.61 69:0.47 70:0.36 71:0.97 74:0.68 77:0.70 81:0.79 83:0.91 86:0.96 91:0.27 98:0.38 101:0.52 104:0.91 106:0.81 108:0.36 114:0.89 117:0.86 122:0.82 123:0.35 124:0.47 126:0.54 127:0.49 129:0.59 133:0.46 135:0.75 139:0.96 145:0.65 146:0.38 147:0.45 149:0.57 150:0.87 154:0.81 155:0.67 159:0.39 165:0.93 172:0.48 173:0.54 176:0.73 177:0.70 178:0.55 179:0.75 187:0.39 192:0.87 195:0.63 201:0.93 206:0.81 208:0.64 212:0.76 215:0.78 216:0.65 219:0.89 222:0.48 232:0.94 235:0.22 241:0.10 242:0.38 243:0.68 245:0.62 247:0.47 253:0.61 254:0.86 259:0.21 265:0.40 266:0.38 267:0.65 271:0.60 276:0.28 281:0.91 282:0.84 290:0.89 292:0.91 297:0.36 300:0.33\n0 7:0.66 11:0.64 12:0.51 17:0.36 18:0.94 21:0.54 27:0.20 29:0.71 30:0.13 34:0.88 36:0.37 37:0.60 39:0.48 43:0.14 45:0.66 55:0.59 64:0.77 66:0.59 69:0.49 70:0.98 71:0.97 74:0.56 76:0.85 81:0.31 86:0.92 91:0.29 98:0.45 101:0.52 104:0.94 106:0.81 108:0.38 120:0.54 122:0.86 123:0.36 124:0.78 126:0.44 127:0.94 129:0.05 133:0.86 135:0.80 139:0.90 140:0.45 145:0.61 146:0.84 147:0.86 149:0.29 150:0.25 151:0.46 153:0.48 154:0.76 159:0.87 162:0.86 164:0.53 172:0.71 173:0.23 177:0.70 179:0.52 187:0.68 190:0.89 192:0.51 201:0.68 202:0.36 206:0.81 212:0.30 215:0.39 216:0.84 219:0.89 220:0.93 222:0.48 230:0.69 233:0.76 235:0.68 241:0.41 242:0.51 243:0.67 245:0.67 247:0.90 248:0.46 253:0.37 254:0.96 256:0.45 259:0.21 260:0.54 265:0.47 266:0.92 267:0.44 268:0.46 271:0.60 276:0.66 283:0.78 285:0.47 292:0.91 297:0.36 300:0.94\n1 1:0.74 7:0.66 11:0.64 12:0.51 17:0.49 18:0.97 21:0.30 22:0.93 27:0.20 29:0.71 30:0.42 32:0.80 34:0.95 36:0.32 37:0.60 39:0.48 43:0.14 44:0.93 45:0.77 47:0.93 55:0.71 64:0.77 66:0.49 69:0.49 70:0.85 71:0.97 74:0.72 76:0.85 77:0.70 81:0.59 83:0.60 86:0.96 91:0.25 98:0.76 99:0.83 101:0.52 104:0.99 106:0.81 108:0.38 114:0.65 117:0.86 122:0.86 123:0.36 124:0.65 126:0.54 127:0.88 129:0.05 133:0.66 135:0.70 139:0.96 145:0.88 146:0.91 147:0.92 149:0.34 150:0.74 154:0.85 155:0.67 159:0.73 165:0.70 172:0.77 173:0.35 176:0.73 177:0.70 178:0.55 179:0.39 187:0.68 192:0.87 195:0.86 201:0.93 206:0.81 208:0.64 212:0.54 215:0.44 216:0.84 222:0.48 230:0.69 232:0.99 233:0.76 235:0.60 241:0.21 242:0.70 243:0.60 245:0.87 247:0.84 253:0.50 254:0.80 259:0.21 262:0.93 265:0.76 266:0.80 267:0.87 271:0.60 276:0.79 282:0.88 290:0.65 297:0.36 300:0.70\n1 1:0.74 7:0.66 9:0.76 11:0.64 12:0.51 17:0.34 18:0.96 21:0.22 27:0.20 29:0.71 30:0.40 32:0.75 34:0.94 36:0.19 37:0.60 39:0.48 43:0.69 44:0.93 45:0.81 55:0.71 64:0.77 66:0.10 69:0.48 70:0.86 71:0.97 74:0.75 76:0.85 77:0.70 81:0.63 83:0.60 86:0.94 91:0.37 96:0.80 97:0.99 98:0.43 99:0.83 101:0.52 104:0.98 106:0.81 108:0.37 114:0.71 117:0.86 120:0.69 122:0.86 123:0.82 124:0.90 126:0.54 127:0.80 129:0.59 133:0.89 135:0.69 139:0.94 140:0.45 145:0.70 146:0.59 147:0.65 149:0.63 150:0.76 151:0.81 153:0.48 154:0.79 155:0.67 158:0.78 159:0.77 162:0.86 164:0.54 165:0.70 172:0.63 173:0.31 176:0.73 177:0.70 179:0.37 187:0.68 190:0.77 192:0.87 195:0.89 201:0.93 202:0.36 206:0.81 208:0.64 212:0.48 215:0.51 216:0.84 219:0.89 222:0.48 230:0.69 232:0.99 233:0.76 235:0.42 241:0.41 242:0.61 243:0.44 245:0.81 247:0.91 248:0.73 253:0.80 254:0.93 255:0.74 256:0.45 259:0.21 260:0.68 265:0.36 266:0.80 267:0.44 268:0.46 271:0.60 276:0.79 277:0.69 279:0.82 282:0.83 283:0.78 285:0.56 290:0.71 292:0.91 297:0.36 300:0.70\n1 11:0.83 12:0.51 17:0.32 18:0.70 21:0.78 27:0.28 29:0.86 30:0.85 34:0.73 36:0.90 37:0.65 39:0.55 43:0.57 45:0.77 66:0.80 69:0.94 70:0.28 71:0.79 74:0.50 85:0.85 86:0.77 91:0.02 98:0.32 101:0.87 108:0.88 122:0.82 123:0.87 124:0.38 127:0.25 129:0.05 133:0.37 135:0.90 139:0.74 146:0.68 147:0.05 149:0.66 154:0.46 159:0.71 163:0.81 172:0.65 173:0.87 177:0.05 178:0.55 179:0.47 187:0.87 212:0.30 216:0.44 222:0.48 241:0.10 242:0.33 243:0.11 245:0.54 247:0.60 253:0.35 257:0.84 259:0.21 265:0.35 266:0.63 267:0.23 271:0.56 276:0.34 300:0.33\n1 11:0.57 12:0.51 17:0.28 18:0.60 21:0.78 27:0.28 29:0.86 30:0.91 34:0.50 36:0.79 37:0.65 39:0.55 43:0.65 66:0.49 69:0.90 70:0.13 71:0.79 74:0.37 85:0.72 86:0.69 91:0.02 98:0.08 101:0.87 108:0.80 122:0.41 123:0.79 124:0.48 127:0.17 129:0.05 133:0.37 135:0.71 139:0.67 146:0.17 147:0.05 149:0.41 154:0.54 159:0.46 163:0.97 172:0.16 173:0.81 177:0.05 178:0.55 179:0.83 187:0.87 212:0.61 216:0.44 222:0.48 241:0.12 242:0.63 243:0.29 245:0.39 247:0.30 253:0.30 257:0.84 259:0.21 265:0.08 266:0.17 267:0.23 271:0.56 276:0.12 300:0.13\n1 11:0.57 12:0.51 17:0.40 18:0.66 21:0.78 27:0.66 29:0.86 30:0.95 34:0.85 36:0.88 37:0.57 39:0.55 43:0.85 66:0.64 69:0.61 71:0.79 74:0.44 85:0.72 86:0.75 91:0.22 98:0.17 101:0.87 108:0.46 122:0.57 123:0.45 127:0.10 129:0.05 135:0.66 139:0.72 146:0.17 147:0.22 149:0.60 154:0.82 159:0.09 163:0.90 172:0.16 173:0.92 177:0.70 178:0.55 179:0.16 187:0.98 212:0.95 216:0.23 222:0.48 235:0.22 241:0.44 242:0.82 243:0.69 247:0.12 253:0.33 259:0.21 265:0.19 266:0.12 267:0.52 271:0.56 276:0.19 300:0.08\n1 11:0.57 12:0.51 17:0.47 18:0.74 21:0.78 27:0.28 29:0.86 30:0.87 34:0.44 36:0.79 37:0.65 39:0.55 43:0.56 66:0.79 69:0.95 70:0.24 71:0.79 74:0.55 85:0.93 86:0.84 91:0.02 98:0.32 101:0.87 108:0.89 122:0.57 123:0.89 124:0.40 127:0.21 129:0.05 133:0.59 135:0.89 139:0.81 146:0.80 147:0.05 149:0.77 154:0.45 159:0.77 163:0.75 172:0.75 173:0.82 177:0.05 178:0.55 179:0.27 187:0.87 212:0.39 216:0.44 222:0.48 241:0.15 242:0.41 243:0.09 245:0.59 247:0.60 253:0.37 257:0.84 259:0.21 265:0.34 266:0.54 267:0.23 271:0.56 276:0.53 300:0.33\n1 8:0.60 11:0.83 12:0.51 17:0.49 18:0.60 21:0.78 27:0.28 29:0.86 30:0.57 34:0.23 36:0.81 37:0.65 39:0.55 43:0.31 45:0.93 66:0.07 69:0.99 70:0.80 71:0.79 74:0.53 85:0.80 86:0.64 91:0.08 98:0.15 101:0.87 108:0.98 122:0.51 123:0.98 124:0.98 127:0.84 129:0.81 133:0.98 135:0.19 139:0.63 146:0.34 147:0.05 149:0.66 154:0.12 159:0.97 163:0.88 172:0.37 173:0.94 177:0.05 178:0.55 179:0.32 187:0.39 212:0.12 216:0.44 222:0.48 235:0.31 241:0.10 242:0.31 243:0.07 245:0.71 247:0.86 253:0.36 257:0.84 259:0.21 265:0.16 266:0.98 267:0.82 271:0.56 276:0.83 277:0.69 300:0.84\n1 11:0.57 12:0.37 17:0.83 21:0.78 27:0.29 30:0.95 34:0.52 36:0.21 37:0.26 43:0.79 66:0.54 69:0.74 74:0.42 85:0.72 91:0.12 98:0.07 101:0.68 108:0.57 123:0.55 127:0.05 129:0.05 135:0.90 146:0.13 147:0.18 149:0.44 154:0.73 159:0.08 172:0.10 173:0.53 177:0.38 178:0.55 179:0.08 187:0.21 216:0.26 222:0.84 241:0.24 243:0.63 253:0.37 259:0.21 265:0.07 267:0.23 271:0.42 300:0.08\n1 11:0.57 12:0.37 17:0.22 21:0.78 27:0.32 30:0.20 34:0.44 36:0.57 37:0.66 43:0.64 55:0.71 66:0.12 69:0.57 70:1.00 74:0.65 85:0.80 91:0.02 98:0.12 101:0.47 108:0.97 122:0.67 123:0.97 124:0.94 127:0.15 129:0.89 133:0.93 135:0.73 146:0.17 147:0.22 149:0.44 154:0.82 159:0.95 163:0.87 172:0.37 173:0.06 177:0.38 178:0.55 179:0.14 187:0.68 212:0.12 216:0.80 222:0.84 235:0.42 241:0.07 242:0.72 243:0.13 245:0.67 247:0.55 253:0.50 259:0.21 265:0.12 266:0.97 267:0.82 271:0.42 276:0.65 277:0.69 300:0.99\n0 11:0.57 12:0.37 17:0.69 21:0.78 27:0.64 30:0.95 34:0.64 36:0.97 37:0.39 43:0.90 66:0.54 69:0.45 74:0.45 85:0.72 91:0.25 98:0.13 101:0.75 108:0.35 123:0.33 127:0.08 129:0.05 135:0.77 146:0.13 147:0.18 149:0.51 154:0.89 159:0.08 172:0.10 173:0.72 177:0.38 178:0.55 179:0.12 187:0.68 216:0.19 222:0.84 235:0.05 241:0.41 243:0.63 253:0.39 259:0.21 265:0.14 267:0.17 271:0.42 300:0.08\n1 11:0.57 12:0.37 21:0.78 27:0.32 30:0.95 34:0.69 36:0.98 37:0.66 43:0.76 66:0.54 69:0.81 74:0.41 85:0.72 91:0.08 98:0.10 101:0.73 108:0.65 123:0.63 127:0.07 129:0.05 135:0.79 146:0.13 147:0.18 149:0.40 154:0.68 159:0.08 172:0.10 173:0.90 177:0.38 178:0.55 179:0.09 187:0.68 216:0.80 222:0.84 235:0.52 241:0.05 243:0.63 253:0.36 259:0.21 265:0.11 267:0.36 271:0.42 300:0.08\n1 11:0.57 12:0.37 17:0.40 21:0.78 27:0.72 30:0.95 34:0.90 36:0.95 37:0.45 43:0.76 66:0.54 69:0.81 74:0.41 85:0.72 91:0.07 98:0.11 101:0.74 108:0.65 123:0.63 127:0.08 129:0.05 135:0.61 146:0.13 147:0.18 149:0.41 154:0.68 159:0.08 172:0.10 173:0.94 177:0.38 178:0.55 179:0.10 187:0.21 216:0.12 222:0.84 235:0.68 241:0.43 243:0.63 253:0.36 259:0.21 265:0.12 267:0.23 271:0.42 300:0.08\n1 11:0.57 12:0.37 17:0.67 21:0.78 27:0.64 30:0.76 34:0.31 36:0.96 37:0.39 43:0.87 66:0.64 69:0.53 70:0.15 74:0.45 85:0.72 91:0.18 98:0.13 101:0.71 108:0.41 122:0.43 123:0.39 127:0.08 129:0.05 135:0.87 146:0.20 147:0.26 149:0.50 154:0.85 159:0.10 163:0.90 172:0.16 173:0.46 177:0.38 178:0.55 179:0.11 187:0.68 212:0.95 216:0.19 222:0.84 235:0.05 241:0.37 242:0.82 243:0.69 247:0.12 253:0.39 259:0.21 265:0.14 266:0.12 267:0.18 271:0.42 276:0.15 300:0.13\n1 11:0.57 12:0.37 17:0.30 21:0.78 27:0.32 30:0.27 34:0.30 36:0.47 37:0.66 43:0.71 55:0.71 66:0.13 69:0.87 70:0.98 74:0.59 85:0.80 98:0.12 101:0.47 108:0.97 122:0.67 123:0.97 124:0.93 127:0.14 129:0.81 133:0.92 135:0.85 146:0.31 147:0.37 149:0.48 154:0.61 159:0.94 163:0.87 172:0.37 173:0.19 177:0.38 178:0.55 179:0.14 187:0.68 212:0.12 216:0.80 222:0.84 241:0.07 242:0.73 243:0.19 245:0.67 247:0.55 253:0.47 259:0.21 265:0.12 266:0.97 267:0.82 271:0.42 276:0.62 277:0.69 300:0.98\n2 11:0.57 12:0.37 17:0.51 21:0.78 27:0.64 30:0.76 34:0.61 36:1.00 37:0.39 43:0.81 66:0.64 69:0.59 70:0.15 74:0.54 85:0.72 91:0.15 98:0.61 101:0.75 108:0.45 122:0.57 123:0.43 127:0.18 129:0.05 135:0.74 146:0.36 147:0.42 149:0.49 154:0.76 159:0.14 163:0.93 172:0.16 173:0.84 177:0.38 178:0.55 179:0.92 187:0.68 212:0.95 216:0.19 222:0.84 235:0.05 241:0.43 242:0.82 243:0.69 247:0.12 253:0.44 259:0.21 265:0.62 266:0.12 267:0.28 271:0.42 276:0.13 300:0.13\n0 7:0.78 8:0.90 9:0.80 12:0.20 17:0.26 21:0.40 27:0.06 28:0.56 30:0.58 32:0.75 34:0.59 36:0.34 37:0.92 39:0.50 41:0.82 43:0.29 55:0.52 66:0.27 69:0.71 70:0.44 81:0.50 83:0.76 91:0.64 96:0.80 98:0.57 108:0.74 120:0.79 123:0.52 124:0.59 126:0.32 127:0.32 129:0.59 133:0.47 135:0.28 140:0.92 145:0.56 146:0.54 147:0.60 149:0.41 150:0.39 151:0.87 153:0.48 154:0.21 155:0.67 159:0.32 161:0.74 162:0.56 164:0.72 167:0.85 172:0.27 173:0.79 175:0.75 177:0.05 178:0.48 179:0.79 181:0.72 187:0.39 191:0.85 192:0.59 195:0.66 202:0.69 208:0.64 212:0.37 215:0.67 216:0.75 220:0.91 222:0.84 230:0.81 233:0.76 235:0.42 241:0.75 242:0.82 243:0.46 244:0.61 245:0.56 247:0.12 248:0.78 253:0.74 255:0.79 256:0.64 257:0.65 259:0.21 260:0.79 265:0.25 266:0.47 267:0.59 268:0.66 276:0.34 277:0.69 283:0.71 285:0.62 297:0.36 300:0.33\n1 11:0.57 12:0.20 17:0.67 21:0.78 27:0.45 28:0.56 30:0.58 34:0.96 36:0.21 37:0.50 39:0.50 43:0.76 66:0.36 69:0.76 70:0.24 74:0.53 85:0.85 91:0.17 98:0.37 101:0.76 108:0.59 122:0.41 123:0.57 124:0.59 127:0.18 129:0.59 133:0.47 135:0.73 145:0.49 146:0.55 147:0.61 149:0.68 154:0.67 159:0.35 161:0.74 163:0.81 167:0.63 172:0.27 173:0.69 177:0.38 178:0.55 179:0.55 181:0.72 187:0.68 212:0.37 216:0.77 222:0.84 235:0.98 241:0.24 242:0.40 243:0.51 245:0.56 247:0.47 253:0.44 259:0.21 265:0.39 266:0.47 267:0.89 276:0.35 300:0.18\n4 6:0.99 7:0.78 8:0.96 9:0.80 12:0.20 17:0.24 20:0.89 21:0.68 27:0.06 28:0.56 30:0.58 32:0.75 34:0.67 36:0.71 37:0.92 39:0.50 41:0.95 43:0.44 55:0.52 66:0.80 69:0.27 70:0.60 78:0.94 81:0.32 83:0.82 91:0.96 96:0.94 98:0.98 100:0.99 108:0.21 111:0.99 120:0.99 123:0.20 126:0.32 127:0.81 129:0.05 135:0.23 140:0.95 145:0.63 146:0.61 147:0.66 149:0.48 150:0.30 151:0.98 152:0.92 153:0.48 154:0.33 155:0.67 159:0.22 161:0.74 162:0.51 164:0.98 167:0.98 169:0.98 172:0.45 173:0.58 175:0.75 177:0.05 178:0.48 179:0.89 181:0.72 186:0.93 189:0.99 191:0.98 192:0.59 195:0.56 202:0.99 208:0.64 212:0.37 215:0.49 216:0.75 222:0.84 230:0.81 233:0.76 235:0.80 238:0.99 241:1.00 242:0.82 243:0.82 244:0.61 247:0.12 248:0.93 253:0.92 255:0.79 256:0.98 257:0.65 259:0.21 260:0.99 261:0.97 265:0.98 266:0.27 267:0.82 268:0.98 276:0.35 277:0.69 283:0.82 285:0.62 297:0.36 300:0.43\n1 7:0.78 11:0.57 12:0.20 17:0.47 21:0.47 27:0.21 28:0.56 30:0.26 34:0.58 36:0.56 37:0.74 39:0.50 43:0.89 55:0.59 66:0.64 69:0.15 70:0.81 74:0.73 81:0.44 85:0.94 91:0.33 98:0.84 101:0.79 106:0.81 108:0.78 120:0.73 123:0.77 124:0.48 126:0.32 127:0.68 129:0.59 133:0.47 135:0.17 140:0.45 146:0.83 147:0.86 149:0.93 150:0.36 151:0.63 153:0.72 154:0.87 159:0.82 161:0.74 162:0.66 164:0.79 167:0.68 172:0.94 173:0.10 177:0.38 179:0.18 181:0.72 187:0.39 190:0.77 202:0.73 206:0.81 212:0.71 215:0.63 216:0.95 220:0.93 222:0.84 230:0.81 233:0.76 235:0.52 241:0.43 242:0.77 243:0.33 245:0.98 247:0.67 248:0.66 253:0.54 256:0.71 259:0.21 260:0.74 265:0.84 266:0.63 267:0.36 268:0.75 276:0.93 283:0.71 285:0.50 297:0.36 300:0.70\n1 1:0.74 9:0.80 11:0.57 12:0.20 17:0.55 20:0.87 21:0.59 27:0.35 28:0.56 30:0.21 34:0.47 36:0.96 37:0.48 39:0.50 41:0.82 43:0.84 55:0.52 60:0.87 66:0.23 69:0.63 70:0.93 74:0.81 78:0.74 81:0.60 83:0.83 85:0.93 91:0.11 96:0.83 98:0.30 100:0.77 101:0.77 108:0.88 111:0.74 114:0.74 117:0.86 120:0.72 123:0.88 124:0.91 126:0.54 127:0.47 129:0.89 133:0.91 135:0.89 140:0.45 146:0.67 147:0.72 149:0.88 150:0.74 151:0.90 152:0.82 153:0.69 154:0.81 155:0.67 158:0.87 159:0.84 161:0.74 162:0.86 164:0.62 165:0.78 167:0.59 169:0.75 172:0.63 173:0.36 176:0.73 177:0.38 179:0.31 181:0.72 186:0.75 187:0.87 192:0.59 201:0.74 202:0.46 208:0.64 212:0.67 215:0.55 216:0.64 222:0.84 232:1.00 235:0.74 241:0.10 242:0.55 243:0.37 245:0.79 247:0.55 248:0.80 253:0.85 255:0.79 256:0.45 259:0.21 260:0.73 261:0.76 265:0.32 266:0.89 267:0.23 268:0.55 276:0.79 279:0.86 283:0.71 285:0.62 290:0.74 297:0.36 300:0.84\n4 6:0.99 8:0.95 9:0.80 11:0.57 12:0.20 17:0.22 20:0.82 21:0.68 27:0.06 28:0.56 30:0.33 32:0.75 34:0.86 36:0.39 37:0.92 39:0.50 41:0.82 43:0.75 66:0.68 69:0.83 70:0.49 74:0.40 78:0.84 81:0.32 83:0.77 85:0.72 91:0.85 96:0.85 98:0.51 100:0.94 101:0.73 108:0.68 111:0.88 120:0.90 123:0.66 124:0.41 126:0.32 127:0.45 129:0.05 133:0.39 135:0.44 140:0.93 145:0.76 146:0.46 147:0.05 149:0.53 150:0.30 151:0.93 152:0.92 153:0.48 154:0.66 155:0.67 159:0.34 161:0.74 162:0.60 164:0.87 167:0.88 169:0.98 172:0.37 173:0.94 177:0.05 179:0.87 181:0.72 186:0.84 187:0.87 189:0.99 191:0.96 192:0.59 195:0.62 202:0.84 208:0.64 212:0.42 215:0.49 216:0.75 222:0.84 235:0.80 238:0.97 241:0.76 242:0.63 243:0.19 245:0.45 247:0.39 248:0.83 253:0.80 255:0.79 256:0.83 257:0.65 259:0.21 260:0.90 261:0.97 265:0.53 266:0.38 267:0.23 268:0.84 276:0.25 283:0.71 285:0.62 297:0.36 300:0.33\n1 1:0.74 11:0.57 12:0.20 17:0.77 21:0.71 27:0.37 28:0.56 30:0.76 32:0.80 34:0.90 36:0.34 37:0.58 39:0.50 43:0.78 66:0.80 69:0.79 70:0.28 74:0.71 77:0.70 81:0.51 83:0.73 85:0.88 91:0.37 98:0.41 101:0.81 108:0.63 114:0.68 117:0.86 122:0.43 123:0.60 126:0.54 127:0.13 129:0.05 135:0.49 145:0.47 146:0.38 147:0.44 149:0.77 150:0.67 154:0.70 155:0.67 159:0.15 161:0.74 165:0.69 167:0.56 172:0.45 173:0.90 176:0.73 177:0.38 178:0.55 179:0.31 181:0.72 187:0.68 192:0.59 195:0.59 201:0.74 212:0.90 215:0.48 216:0.35 222:0.84 232:0.95 235:0.88 241:0.02 242:0.72 243:0.82 247:0.30 253:0.61 259:0.21 265:0.43 266:0.17 267:0.76 276:0.34 282:0.88 290:0.68 297:0.36 299:0.88 300:0.25\n0 1:0.74 6:0.89 7:0.81 8:0.62 9:0.80 11:0.57 12:0.20 17:0.43 20:0.82 21:0.30 27:0.21 28:0.56 30:0.19 34:0.45 36:0.74 37:0.74 39:0.50 41:0.92 43:0.98 55:0.71 60:0.87 66:0.29 69:0.12 70:0.88 74:0.95 78:0.79 81:0.77 83:0.82 85:0.99 91:0.56 96:0.82 98:0.65 100:0.89 101:0.82 108:0.83 111:0.82 114:0.86 120:0.77 121:0.97 123:0.82 124:0.89 126:0.54 127:0.88 129:0.93 133:0.90 135:0.24 140:0.80 146:0.91 147:0.92 149:0.98 150:0.85 151:0.82 152:0.95 153:0.46 154:0.98 155:0.67 158:0.92 159:0.94 161:0.74 162:0.50 164:0.80 165:0.84 167:0.69 169:0.83 172:0.96 173:0.06 176:0.73 177:0.38 178:0.42 179:0.12 181:0.72 186:0.80 187:0.39 189:0.92 191:0.73 192:0.59 201:0.74 202:0.86 204:0.89 208:0.64 212:0.55 215:0.72 216:0.95 220:0.87 222:0.84 230:0.87 233:0.76 235:0.42 238:0.96 241:0.47 242:0.71 243:0.27 245:0.99 247:0.67 248:0.79 253:0.88 255:0.79 256:0.79 259:0.21 260:0.78 261:0.87 265:0.66 266:0.80 267:0.44 268:0.79 276:0.98 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.84\n3 6:0.99 7:0.78 8:0.95 9:0.80 12:0.20 17:0.45 20:0.83 21:0.68 27:0.06 28:0.56 30:0.58 32:0.75 34:0.85 36:0.71 37:0.92 39:0.50 41:0.94 43:0.44 55:0.52 66:0.80 69:0.27 70:0.60 78:0.86 81:0.32 83:0.82 91:0.94 96:0.94 98:0.87 100:0.93 108:0.21 111:0.88 120:0.98 123:0.20 126:0.32 127:0.39 129:0.05 135:0.26 140:0.95 145:0.63 146:0.61 147:0.66 149:0.48 150:0.30 151:0.98 152:0.92 153:0.48 154:0.33 155:0.67 159:0.22 161:0.74 162:0.58 164:0.97 167:0.95 169:0.98 172:0.45 173:0.52 175:0.75 177:0.05 179:0.82 181:0.72 186:0.86 187:0.21 189:0.97 191:0.97 192:0.59 195:0.58 202:0.96 208:0.64 212:0.37 215:0.49 216:0.75 222:0.84 230:0.81 233:0.76 235:0.80 238:0.95 241:0.86 242:0.82 243:0.82 244:0.61 247:0.12 248:0.93 253:0.91 255:0.79 256:0.96 257:0.65 259:0.21 260:0.98 261:0.97 265:0.87 266:0.27 267:0.76 268:0.96 276:0.35 277:0.69 283:0.82 285:0.62 297:0.36 300:0.43\n1 8:0.62 11:0.57 12:0.20 17:0.64 21:0.78 27:0.45 28:0.56 30:0.40 34:0.81 36:0.18 37:0.50 39:0.50 43:0.74 55:0.59 66:0.43 69:0.85 70:0.96 74:0.56 85:0.85 91:0.25 98:0.40 101:0.75 108:0.71 123:0.69 124:0.66 127:0.37 129:0.59 133:0.64 135:0.94 145:0.47 146:0.65 147:0.70 149:0.72 154:0.65 159:0.66 161:0.74 167:0.66 172:0.57 173:0.77 177:0.38 178:0.55 179:0.47 181:0.72 187:0.68 212:0.73 216:0.77 222:0.84 235:1.00 241:0.37 242:0.63 243:0.57 245:0.75 247:0.39 253:0.45 259:0.21 265:0.42 266:0.63 267:0.91 276:0.56 300:0.94\n2 1:0.74 7:0.81 9:0.80 11:0.57 12:0.20 17:0.24 21:0.54 27:0.56 28:0.56 30:0.16 34:0.30 36:0.33 37:0.53 39:0.50 41:0.82 43:0.98 60:0.87 66:0.05 69:0.19 70:0.98 74:0.87 81:0.63 83:0.84 85:0.99 91:0.04 96:0.79 98:0.17 101:0.78 106:0.81 108:0.99 114:0.77 117:0.86 120:0.68 121:0.99 123:0.97 124:0.99 126:0.54 127:0.93 129:0.99 133:0.99 135:0.32 140:0.45 146:0.64 147:0.70 149:0.93 150:0.77 151:0.83 153:0.80 154:0.98 155:0.67 158:0.87 159:0.98 161:0.74 162:0.78 164:0.70 165:0.79 167:0.57 172:0.59 173:0.05 176:0.73 177:0.38 179:0.14 181:0.72 187:0.39 192:0.59 201:0.74 202:0.59 204:0.89 206:0.81 208:0.64 212:0.26 215:0.58 216:0.87 220:0.62 222:0.84 230:0.84 232:0.88 233:0.69 235:0.68 241:0.03 242:0.63 243:0.10 245:0.91 247:0.47 248:0.75 253:0.84 255:0.79 256:0.58 259:0.21 260:0.69 265:0.18 266:0.99 267:0.99 268:0.64 276:0.96 279:0.86 283:0.71 285:0.62 290:0.77 297:0.36 300:0.94\n1 7:0.78 8:0.73 11:0.57 12:0.20 17:0.43 21:0.47 27:0.21 28:0.56 30:0.26 34:0.52 36:0.55 37:0.74 39:0.50 43:0.88 55:0.59 66:0.64 69:0.15 70:0.81 74:0.73 81:0.44 85:0.94 91:0.35 98:0.84 101:0.79 108:0.78 120:0.56 123:0.77 124:0.48 126:0.32 127:0.69 129:0.59 133:0.47 135:0.17 140:0.80 146:0.83 147:0.86 149:0.93 150:0.36 151:0.49 153:0.48 154:0.86 159:0.82 161:0.74 162:0.49 164:0.56 167:0.68 172:0.94 173:0.10 177:0.38 178:0.42 179:0.18 181:0.72 187:0.39 190:0.77 202:0.66 212:0.71 215:0.63 216:0.95 220:0.93 222:0.84 230:0.81 233:0.76 235:0.52 241:0.43 242:0.77 243:0.33 245:0.98 247:0.67 248:0.49 253:0.54 256:0.45 259:0.21 260:0.56 265:0.84 266:0.63 267:0.28 268:0.46 276:0.93 285:0.50 297:0.36 300:0.70\n1 7:0.78 8:0.92 9:0.80 11:0.57 12:0.20 17:0.03 21:0.68 27:0.06 28:0.56 30:0.17 32:0.75 34:0.93 36:0.92 37:0.92 39:0.50 41:0.90 43:0.61 55:0.52 66:0.49 69:0.92 70:0.90 74:0.36 81:0.38 83:0.74 85:0.72 91:0.93 96:0.77 98:0.39 101:0.71 108:0.83 120:0.97 123:0.82 124:0.73 126:0.32 127:0.67 129:0.05 133:0.74 135:0.81 140:1.00 145:0.63 146:0.51 147:0.05 149:0.50 150:0.34 151:0.69 153:0.48 154:0.50 155:0.67 159:0.59 161:0.74 162:0.56 164:0.98 167:0.82 172:0.45 173:0.97 177:0.05 179:0.76 181:0.72 187:0.68 190:0.77 191:0.95 192:0.59 195:0.76 202:0.97 208:0.64 212:0.30 215:0.49 216:0.75 222:0.84 230:0.81 233:0.76 235:0.84 241:0.72 242:0.77 243:0.13 245:0.55 247:0.39 248:0.70 253:0.62 255:0.79 256:0.97 257:0.65 259:0.21 260:0.98 265:0.41 266:0.63 267:0.28 268:0.97 276:0.44 283:0.71 285:0.62 297:0.36 300:0.70\n1 1:0.74 7:0.81 11:0.57 12:0.20 17:0.55 21:0.22 27:0.51 28:0.56 30:0.74 34:0.86 36:0.41 37:0.47 39:0.50 43:0.87 66:0.77 69:0.55 70:0.51 74:0.93 81:0.82 83:0.76 85:0.97 91:0.29 98:0.75 101:0.86 106:0.81 108:0.62 114:0.90 117:0.86 121:0.90 122:0.43 123:0.60 124:0.41 126:0.54 127:0.35 129:0.59 133:0.47 135:0.60 146:0.20 147:0.25 149:0.96 150:0.88 154:0.85 155:0.67 159:0.49 161:0.74 165:0.86 167:0.68 172:0.82 173:0.49 176:0.73 177:0.38 178:0.55 179:0.31 181:0.72 187:0.68 192:0.59 201:0.74 204:0.89 206:0.81 208:0.64 212:0.69 215:0.79 216:0.74 222:0.84 230:0.84 232:0.85 233:0.69 235:0.31 241:0.44 242:0.58 243:0.19 245:0.81 247:0.55 253:0.77 259:0.21 265:0.75 266:0.63 267:0.44 276:0.74 290:0.90 297:0.36 300:0.55\n0 6:0.97 8:0.95 9:0.80 12:0.20 17:0.09 20:0.89 21:0.05 27:0.32 28:0.56 30:0.28 32:0.75 34:0.37 36:0.25 37:0.97 39:0.50 41:0.90 43:0.44 55:0.71 66:0.87 69:0.08 70:0.79 78:0.77 81:0.81 83:0.79 91:0.89 96:0.90 98:0.98 100:0.84 108:0.07 111:0.78 120:0.94 123:0.07 126:0.32 127:0.84 129:0.05 135:0.39 140:0.94 145:0.74 146:0.84 147:0.86 149:0.59 150:0.60 151:0.96 152:0.84 153:0.48 154:0.33 155:0.67 159:0.40 161:0.74 162:0.51 164:0.92 167:0.94 169:0.82 172:0.63 173:0.24 175:0.75 177:0.05 179:0.74 181:0.72 186:0.77 189:0.98 191:0.95 192:0.59 195:0.59 202:0.93 208:0.64 212:0.48 215:0.91 216:0.37 222:0.84 235:0.05 238:0.96 241:0.84 242:0.82 243:0.88 244:0.61 247:0.12 248:0.87 253:0.85 255:0.79 256:0.89 257:0.65 259:0.21 260:0.94 261:0.82 265:0.98 266:0.54 267:0.87 268:0.90 276:0.52 277:0.69 283:0.82 285:0.62 297:0.36 300:0.55\n0 7:0.81 8:0.98 9:0.80 12:0.20 17:0.51 21:0.74 27:0.06 28:0.56 30:0.45 32:0.75 34:0.86 36:0.51 37:0.92 39:0.50 41:0.92 43:0.37 55:0.52 66:0.24 69:0.55 70:0.41 74:0.47 81:0.34 83:0.75 91:0.89 96:0.79 98:0.54 108:0.76 120:0.93 121:0.90 123:0.61 124:0.71 126:0.32 127:0.65 129:0.81 133:0.67 135:0.39 140:0.98 145:0.61 146:0.39 147:0.46 149:0.50 150:0.31 151:0.80 153:0.48 154:0.28 155:0.67 159:0.41 161:0.74 162:0.54 164:0.94 167:0.86 172:0.32 173:0.62 175:0.75 177:0.05 178:0.42 179:0.78 181:0.72 187:0.21 190:0.77 191:0.94 192:0.59 195:0.65 202:0.93 204:0.89 208:0.64 212:0.36 215:0.46 216:0.75 220:1.00 222:0.84 230:0.87 233:0.76 235:0.95 241:0.75 242:0.82 243:0.23 244:0.61 245:0.60 247:0.12 248:0.74 253:0.69 255:0.79 256:0.92 257:0.65 259:0.21 260:0.93 265:0.26 266:0.54 267:0.87 268:0.92 276:0.45 277:0.69 283:0.71 285:0.62 297:0.36 300:0.33\n1 7:0.78 8:0.97 9:0.80 12:0.20 17:0.08 21:0.59 27:0.04 28:0.56 30:0.58 34:0.39 36:0.68 37:0.94 39:0.50 41:0.90 43:0.39 55:0.52 66:0.61 69:0.46 70:0.44 81:0.36 83:0.79 91:0.98 96:0.92 98:0.28 108:0.75 120:1.00 123:0.73 124:0.47 126:0.32 127:0.80 129:0.59 133:0.47 135:0.18 140:0.99 145:0.59 146:0.21 147:0.27 149:0.41 150:0.32 151:0.97 153:0.48 154:0.29 155:0.67 159:0.41 161:0.74 162:0.54 164:1.00 167:0.96 172:0.37 173:0.55 175:0.75 177:0.05 179:0.89 181:0.72 191:0.99 192:0.59 202:1.00 208:0.64 212:0.71 215:0.55 216:0.87 222:0.84 230:0.81 233:0.76 235:0.68 241:0.93 242:0.82 243:0.29 244:0.61 245:0.52 247:0.12 248:0.88 253:0.88 255:0.79 256:0.99 257:0.65 259:0.21 260:1.00 265:0.30 266:0.27 267:0.79 268:0.99 276:0.17 277:0.69 283:0.82 285:0.62 297:0.36 300:0.33\n2 1:0.74 7:0.81 9:0.80 11:0.57 12:0.20 17:0.47 21:0.30 27:0.21 28:0.56 30:0.19 34:0.42 36:0.73 37:0.74 39:0.50 41:0.94 43:0.98 55:0.71 60:0.87 66:0.30 69:0.12 70:0.88 74:0.95 81:0.77 83:0.83 85:0.99 91:0.29 96:0.94 98:0.65 101:0.82 106:0.81 108:0.83 114:0.86 117:0.86 120:0.92 121:0.97 123:0.82 124:0.89 126:0.54 127:0.87 129:0.93 133:0.90 135:0.26 140:0.45 146:0.91 147:0.92 149:0.98 150:0.85 151:0.98 153:0.93 154:0.98 155:0.67 158:0.92 159:0.94 161:0.74 162:0.59 164:0.86 165:0.84 167:0.68 172:0.96 173:0.06 176:0.73 177:0.38 179:0.12 181:0.72 187:0.39 192:0.59 201:0.74 202:0.84 204:0.89 206:0.81 208:0.64 212:0.55 215:0.72 216:0.95 222:0.84 230:0.87 232:0.88 233:0.76 235:0.42 241:0.46 242:0.71 243:0.27 245:0.99 247:0.67 248:0.93 253:0.96 255:0.79 256:0.84 259:0.21 260:0.92 265:0.66 266:0.80 267:0.19 268:0.84 276:0.98 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.84\n1 1:0.74 7:0.81 11:0.57 12:0.20 17:0.47 21:0.05 27:0.61 28:0.56 30:0.21 37:0.58 39:0.50 43:0.98 66:0.85 69:0.07 70:0.64 74:0.71 81:0.91 83:0.79 85:0.85 91:0.23 98:0.72 101:0.78 106:0.81 108:0.06 114:0.95 117:0.86 121:0.97 123:0.06 126:0.54 127:0.22 129:0.05 146:0.76 147:0.80 149:0.80 150:0.95 154:0.98 155:0.67 159:0.32 161:0.74 165:0.90 167:0.61 172:0.57 173:0.15 176:0.73 177:0.38 178:0.55 179:0.54 181:0.72 187:0.39 192:0.59 201:0.74 204:0.89 206:0.81 208:0.64 212:0.49 215:0.91 216:0.92 222:0.84 230:0.87 232:0.88 233:0.76 235:0.12 241:0.18 242:0.52 243:0.86 247:0.47 253:0.75 265:0.72 266:0.54 276:0.46 290:0.95 297:0.36 300:0.43\n1 1:0.69 8:0.86 11:0.64 12:0.96 17:0.47 18:0.63 21:0.54 26:0.94 27:0.72 29:0.86 30:0.62 34:0.89 36:0.49 37:0.23 39:0.68 43:0.69 45:0.66 58:0.93 66:0.61 69:0.50 70:0.34 71:0.86 74:0.52 77:0.70 81:0.36 83:0.60 86:0.64 91:0.38 96:0.72 98:0.24 99:0.83 101:0.52 108:0.38 114:0.57 117:0.86 122:0.57 123:0.37 124:0.43 126:0.44 127:0.45 129:0.05 133:0.39 135:0.37 139:0.62 140:0.45 141:0.91 145:0.50 146:0.24 147:0.30 149:0.44 150:0.53 151:0.51 153:0.48 154:0.58 155:0.58 159:0.27 162:0.62 165:0.70 172:0.27 173:0.67 175:0.75 176:0.61 177:0.38 179:0.93 187:0.39 190:0.89 192:0.59 195:0.56 199:0.94 201:0.68 202:0.50 208:0.54 212:0.61 215:0.39 216:0.07 220:0.74 222:0.48 223:0.92 224:0.93 232:0.92 234:0.91 235:0.88 241:0.61 242:0.33 243:0.68 244:0.61 245:0.42 247:0.39 248:0.51 253:0.47 256:0.45 257:0.65 259:0.21 265:0.26 266:0.23 267:0.23 268:0.46 271:0.51 274:0.91 276:0.15 277:0.69 282:0.73 285:0.47 290:0.57 297:0.36 300:0.25\n1 11:0.64 12:0.96 17:0.43 18:0.84 21:0.30 26:0.96 27:1.00 29:0.86 30:0.08 31:0.87 34:0.87 36:0.47 37:0.40 39:0.68 43:0.68 45:0.88 55:0.71 58:0.98 64:0.77 66:0.31 69:0.50 70:1.00 71:0.86 74:0.70 79:0.87 81:0.30 86:0.82 91:0.03 98:0.21 101:0.52 104:0.58 108:0.39 122:0.86 123:0.37 124:0.97 126:0.26 127:0.99 129:0.05 133:0.98 135:0.26 137:0.87 139:0.80 140:0.45 141:0.98 146:0.83 147:0.86 149:0.84 150:0.28 151:0.48 153:0.48 154:0.71 159:0.97 162:0.86 172:0.81 173:0.09 177:0.70 179:0.26 187:0.87 190:0.89 196:0.88 199:0.99 202:0.36 212:0.39 216:0.06 219:0.89 220:0.87 222:0.48 223:0.95 224:0.99 234:0.99 235:0.31 241:0.15 242:0.24 243:0.49 245:0.78 247:0.88 248:0.48 253:0.41 254:0.99 256:0.45 259:0.21 265:0.23 266:0.99 267:0.23 268:0.46 271:0.51 274:0.97 276:0.88 284:0.86 285:0.47 292:0.91 300:0.98\n0 7:0.66 11:0.64 12:0.96 17:0.64 18:0.99 21:0.40 22:0.93 26:0.96 27:0.39 29:0.86 30:0.31 32:0.64 34:0.75 36:0.35 37:0.67 39:0.68 43:0.30 45:0.73 47:0.93 48:0.91 55:0.59 58:0.93 64:0.77 66:0.71 69:0.52 70:0.72 71:0.86 74:0.35 81:0.36 86:0.98 91:0.22 98:0.81 101:0.52 104:1.00 106:0.81 108:0.40 120:0.59 122:0.86 123:0.38 124:0.47 126:0.44 127:0.62 129:0.59 133:0.61 135:0.92 139:0.98 140:0.45 141:0.91 145:0.82 146:0.97 147:0.97 149:0.59 150:0.29 151:0.51 153:0.48 154:0.56 159:0.80 162:0.86 164:0.53 172:0.94 173:0.30 177:0.70 179:0.19 187:0.21 190:0.89 192:0.51 195:0.92 199:1.00 201:0.68 202:0.36 206:0.81 212:0.88 215:0.42 216:0.89 220:0.74 222:0.48 223:0.95 224:0.93 230:0.69 233:0.73 234:0.91 235:0.52 241:0.05 242:0.73 243:0.75 244:0.61 245:0.93 247:0.79 248:0.51 253:0.29 256:0.45 259:0.21 260:0.58 262:0.93 265:0.81 266:0.75 267:0.28 268:0.46 271:0.51 274:0.91 276:0.91 281:0.91 283:0.78 285:0.47 297:0.36 300:0.84\n2 1:0.69 7:0.72 9:0.76 11:0.64 12:0.96 17:0.89 18:0.69 21:0.22 26:0.94 27:1.00 29:0.86 30:0.44 32:0.69 34:0.96 36:0.64 37:0.40 39:0.68 43:0.72 45:0.95 58:0.93 66:0.51 69:0.15 70:0.84 71:0.86 74:0.91 76:0.85 77:0.70 81:0.47 83:0.60 86:0.67 91:0.70 96:0.76 97:0.89 98:0.89 99:0.83 101:0.52 104:0.58 106:0.81 108:0.65 114:0.63 117:0.86 120:0.64 122:0.51 123:0.62 124:0.56 126:0.44 127:0.90 129:0.59 133:0.46 135:0.58 139:0.65 140:0.45 141:0.91 145:0.54 146:0.41 147:0.47 149:0.94 150:0.56 151:0.70 153:0.69 154:0.62 155:0.58 158:0.78 159:0.67 162:0.86 164:0.55 165:0.70 172:0.85 173:0.16 176:0.61 177:0.70 179:0.29 187:0.21 190:0.77 192:0.59 195:0.80 199:0.94 201:0.68 202:0.46 204:0.85 206:0.81 208:0.54 212:0.77 215:0.44 216:0.06 220:0.62 222:0.48 223:0.92 224:0.93 230:0.75 233:0.76 234:0.91 235:0.42 241:0.50 242:0.41 243:0.45 244:0.61 245:0.95 247:0.82 248:0.65 253:0.75 255:0.74 256:0.45 259:0.21 260:0.64 265:0.89 266:0.71 267:0.65 268:0.55 271:0.51 274:0.91 276:0.85 279:0.82 282:0.77 283:0.78 285:0.56 290:0.63 297:0.36 300:0.84\n2 11:0.64 12:0.96 17:0.83 18:0.69 21:0.22 26:0.94 27:1.00 29:0.86 30:0.57 34:0.96 36:0.18 37:0.40 39:0.68 43:0.72 45:0.94 58:0.93 66:0.36 69:0.10 70:0.64 71:0.86 74:0.88 81:0.32 86:0.67 91:0.54 98:0.82 101:0.52 104:0.58 108:0.65 122:0.75 123:0.62 124:0.61 126:0.26 127:0.71 129:0.59 133:0.46 135:0.66 139:0.66 141:0.91 146:0.41 147:0.47 149:0.93 150:0.29 154:0.62 159:0.55 172:0.75 173:0.17 177:0.70 178:0.55 179:0.34 187:0.21 199:0.94 212:0.83 215:0.51 216:0.06 222:0.48 223:0.92 224:0.93 234:0.91 235:0.22 241:0.55 242:0.51 243:0.51 244:0.61 245:0.93 247:0.76 253:0.46 259:0.21 265:0.82 266:0.71 267:0.28 271:0.51 274:0.91 276:0.80 297:0.36 300:0.70\n2 1:0.69 7:0.72 8:0.62 9:0.76 11:0.64 12:0.96 17:0.87 18:0.69 21:0.22 26:0.94 27:1.00 29:0.86 30:0.52 32:0.69 34:0.90 36:0.48 37:0.40 39:0.68 43:0.72 45:0.97 58:0.93 66:0.61 69:0.17 70:0.80 71:0.86 74:0.93 77:0.70 81:0.51 83:0.60 86:0.67 91:0.85 96:0.91 97:0.89 98:0.92 99:0.83 101:0.52 104:0.58 108:0.65 114:0.63 120:0.90 122:0.51 123:0.62 124:0.50 126:0.44 127:0.98 129:0.59 133:0.46 135:0.51 138:0.97 139:0.65 140:0.45 141:0.91 145:0.92 146:0.41 147:0.47 149:0.95 150:0.57 151:0.95 153:0.92 154:0.62 155:0.58 158:0.79 159:0.73 162:0.83 164:0.84 165:0.70 172:0.92 173:0.15 176:0.61 177:0.70 179:0.23 190:0.77 191:0.70 192:0.59 195:0.84 199:0.94 201:0.68 202:0.81 204:0.85 208:0.54 212:0.78 215:0.44 216:0.06 222:0.48 223:0.92 224:0.93 230:0.75 233:0.76 234:0.91 235:0.52 241:0.86 242:0.41 243:0.37 244:0.61 245:0.97 247:0.79 248:0.87 253:0.93 255:0.74 256:0.84 259:0.21 260:0.87 265:0.92 266:0.75 267:0.28 268:0.86 271:0.51 274:0.91 276:0.90 279:0.82 282:0.77 283:0.82 285:0.56 290:0.63 297:0.36 300:0.84\n1 1:0.69 7:0.72 11:0.64 12:0.96 17:0.88 18:0.79 21:0.22 26:0.95 27:1.00 29:0.86 30:0.52 32:0.69 34:0.98 36:0.55 37:0.40 39:0.68 43:0.72 45:0.95 58:0.93 66:0.80 69:0.15 70:0.66 71:0.86 74:0.92 77:0.70 81:0.47 83:0.60 86:0.86 91:0.51 97:0.89 98:0.86 99:0.83 101:0.52 104:0.58 106:0.81 108:0.12 114:0.63 117:0.86 122:0.51 123:0.12 124:0.39 126:0.44 127:0.69 129:0.05 133:0.43 135:0.63 139:0.81 141:0.91 145:0.58 146:0.88 147:0.90 149:0.94 150:0.56 154:0.69 155:0.58 158:0.78 159:0.55 165:0.70 172:0.90 173:0.20 176:0.61 177:0.70 178:0.55 179:0.28 187:0.21 192:0.59 195:0.73 199:0.95 201:0.68 204:0.85 206:0.81 208:0.54 212:0.83 215:0.44 216:0.06 222:0.48 223:0.93 224:0.93 230:0.75 233:0.76 234:0.91 235:0.42 241:0.39 242:0.38 243:0.82 245:0.88 247:0.91 253:0.51 254:0.88 259:0.21 265:0.86 266:0.47 267:0.28 271:0.51 274:0.91 276:0.84 279:0.82 282:0.77 283:0.78 290:0.63 297:0.36 300:0.55\n0 7:0.72 11:0.64 12:0.96 17:0.47 18:0.79 21:0.71 22:0.93 26:0.96 27:0.59 29:0.86 30:0.15 31:0.86 32:0.64 34:0.80 36:0.65 37:0.34 39:0.68 43:0.12 45:0.66 47:0.93 55:0.42 58:0.98 64:0.77 66:0.45 69:0.85 70:0.73 71:0.86 74:0.55 76:0.85 79:0.86 81:0.29 86:0.82 91:0.23 98:0.46 101:0.52 104:0.96 106:0.81 108:0.71 120:0.53 123:0.69 124:0.58 126:0.44 127:0.21 129:0.05 133:0.43 135:0.60 137:0.86 139:0.81 140:0.45 141:0.98 145:0.93 146:0.57 147:0.46 149:0.17 150:0.23 151:0.46 153:0.48 154:0.58 155:0.58 159:0.34 162:0.86 164:0.54 172:0.51 173:0.87 177:0.38 179:0.37 187:0.87 190:0.77 192:0.59 195:0.77 196:0.87 199:0.96 201:0.68 202:0.36 204:0.85 206:0.81 208:0.54 212:0.77 215:0.37 216:0.87 219:0.92 220:1.00 222:0.48 223:0.95 224:0.98 230:0.75 233:0.76 234:0.97 235:0.88 241:0.05 242:0.21 243:0.46 245:0.76 247:0.82 248:0.46 253:0.37 254:0.74 255:0.74 256:0.45 257:0.65 259:0.21 260:0.53 262:0.93 265:0.48 266:0.47 267:0.52 268:0.46 271:0.51 274:0.97 276:0.56 283:0.66 284:0.87 285:0.56 292:0.87 297:0.36 300:0.55\n0 7:0.66 11:0.64 12:0.96 17:0.92 18:0.92 21:0.05 26:0.96 27:0.72 29:0.86 30:0.72 32:0.64 34:0.63 36:0.54 39:0.68 43:0.71 45:0.66 55:0.71 58:0.93 64:0.77 66:0.49 69:0.29 70:0.65 71:0.86 74:0.37 81:0.72 86:0.89 91:0.10 98:0.68 101:0.52 108:0.83 120:0.69 123:0.82 124:0.75 126:0.44 127:0.75 129:0.05 133:0.73 135:0.44 139:0.85 140:0.45 141:0.91 145:0.49 146:0.53 147:0.59 149:0.61 150:0.50 151:0.60 153:0.48 154:0.61 159:0.72 162:0.86 164:0.53 172:0.79 173:0.20 177:0.70 179:0.34 187:0.68 190:0.89 192:0.51 195:0.85 199:0.98 201:0.68 202:0.36 212:0.81 215:0.78 216:0.01 222:0.48 223:0.95 224:0.93 228:0.99 230:0.69 233:0.73 234:0.91 235:0.22 242:0.45 243:0.31 244:0.61 245:0.86 247:0.76 248:0.59 253:0.30 256:0.45 259:0.21 260:0.66 265:0.68 266:0.71 267:0.52 268:0.46 271:0.51 274:0.91 276:0.81 277:0.69 283:0.82 285:0.47 297:0.36 300:0.84\n2 11:0.64 12:0.96 17:0.86 18:0.84 21:0.05 22:0.93 26:0.96 27:1.00 29:0.86 30:0.55 34:0.99 36:0.37 37:0.40 39:0.68 43:0.72 45:0.95 47:0.93 58:0.93 64:0.77 66:0.77 69:0.07 70:0.74 71:0.86 74:0.89 81:0.47 86:0.85 91:0.61 98:0.82 101:0.52 104:0.58 106:0.81 108:0.06 117:0.86 122:0.51 123:0.06 124:0.42 126:0.26 127:0.83 129:0.05 133:0.60 135:0.97 139:0.83 141:0.91 146:0.86 147:0.88 149:0.93 150:0.37 154:0.66 159:0.57 172:0.88 173:0.14 177:0.70 178:0.55 179:0.33 187:0.39 199:0.97 206:0.81 212:0.76 216:0.06 219:0.89 222:0.48 223:0.95 224:0.93 234:0.91 235:0.05 241:0.32 242:0.40 243:0.79 245:0.82 247:0.90 253:0.46 254:0.74 259:0.21 262:0.93 265:0.82 266:0.54 267:0.36 271:0.51 274:0.91 276:0.82 292:0.91 300:0.70\n1 7:0.72 11:0.64 12:0.96 17:0.76 18:0.78 21:0.40 22:0.93 26:0.96 27:0.18 29:0.86 30:0.62 32:0.68 34:0.85 36:0.31 37:0.93 39:0.68 43:0.10 44:0.90 45:0.73 47:0.93 55:0.42 58:0.93 64:0.77 66:0.72 69:0.49 70:0.54 71:0.86 74:0.68 81:0.36 86:0.89 91:0.53 98:0.34 101:0.52 104:0.80 106:0.81 108:0.38 122:0.51 123:0.36 124:0.40 126:0.44 127:0.32 129:0.05 133:0.37 135:0.37 139:0.89 141:0.91 145:0.94 146:0.29 147:0.36 149:0.06 150:0.29 154:0.85 155:0.58 159:0.24 172:0.48 173:0.66 177:0.70 178:0.55 179:0.73 187:0.21 192:0.59 195:0.60 199:0.96 201:0.68 204:0.85 206:0.81 208:0.54 212:0.86 215:0.42 216:0.43 219:0.89 222:0.48 223:0.95 224:0.93 230:0.75 233:0.76 234:0.91 235:0.52 241:0.30 242:0.29 243:0.75 245:0.48 247:0.60 253:0.41 254:0.74 259:0.21 262:0.93 265:0.36 266:0.23 267:0.65 271:0.51 274:0.91 276:0.25 292:0.95 297:0.36 300:0.43\n0 7:0.66 11:0.64 12:0.96 17:0.49 18:0.92 21:0.22 26:0.96 27:0.37 29:0.86 30:0.76 32:0.64 34:0.99 36:0.35 37:0.89 39:0.68 43:0.64 45:0.66 55:0.59 58:0.93 64:0.77 66:0.91 69:0.54 70:0.30 71:0.86 74:0.41 76:0.94 81:0.34 86:0.87 91:0.35 98:0.94 101:0.52 104:0.58 108:0.41 122:0.86 123:0.39 126:0.26 127:0.63 129:0.05 135:0.34 139:0.84 141:0.91 145:0.65 146:0.89 147:0.91 149:0.47 150:0.31 154:0.54 159:0.48 172:0.76 173:0.56 177:0.70 178:0.55 179:0.54 187:0.68 195:0.69 199:0.97 212:0.68 216:0.24 219:0.89 222:0.48 223:0.95 224:0.93 230:0.69 233:0.76 234:0.91 235:0.22 241:0.12 242:0.55 243:0.92 244:0.61 247:0.74 253:0.32 259:0.21 265:0.94 266:0.54 267:0.36 271:0.51 274:0.91 276:0.65 292:0.91 300:0.33\n0 1:0.69 7:0.81 10:1.00 11:0.83 12:0.51 17:0.97 18:0.99 22:0.93 27:0.70 29:0.91 30:0.87 32:0.80 33:0.97 34:0.75 36:0.80 37:0.35 39:0.90 43:0.96 44:0.93 45:0.99 47:0.93 48:0.91 60:0.95 64:0.77 66:0.99 69:0.08 70:0.39 71:0.92 74:0.98 75:0.99 77:0.98 81:0.79 83:0.91 85:0.94 86:1.00 91:0.60 98:0.97 101:0.96 102:0.98 104:0.82 106:0.81 108:0.07 114:0.98 117:0.86 121:0.90 122:0.65 123:0.07 126:0.54 127:0.74 129:0.05 131:0.61 135:0.34 139:1.00 144:0.57 145:0.74 146:0.90 147:0.92 149:0.99 150:0.62 154:0.96 155:0.58 157:0.91 158:0.92 159:0.50 165:0.93 166:0.74 170:0.82 172:0.98 173:0.18 174:0.98 176:0.73 177:0.88 178:0.55 179:0.14 182:0.82 187:0.21 192:0.86 193:1.00 195:0.70 197:0.99 201:0.68 204:0.84 206:0.81 208:0.64 212:0.94 215:0.96 216:0.35 219:0.95 222:0.48 226:0.98 227:0.61 229:0.61 230:0.87 231:0.63 232:0.88 233:0.76 235:0.22 236:0.97 239:1.00 241:0.15 242:0.21 243:0.99 246:0.89 247:0.97 253:0.78 259:0.21 262:0.93 265:0.97 266:0.27 267:0.65 271:0.42 276:0.96 279:0.82 281:0.91 282:0.88 283:0.82 287:0.61 290:0.98 291:0.97 292:0.95 297:0.36 299:0.97 300:0.55\n0 1:0.67 8:0.63 10:0.96 11:0.64 12:0.51 17:0.75 18:0.87 21:0.47 27:0.54 29:0.91 30:0.87 34:0.97 36:0.34 37:0.60 39:0.90 43:0.61 45:0.91 64:0.77 66:0.90 69:0.32 70:0.30 71:0.92 74:0.73 81:0.73 83:0.91 86:0.96 91:0.06 98:0.71 99:0.99 101:0.87 108:0.25 114:0.80 122:0.65 123:0.24 126:0.54 127:0.22 129:0.05 131:0.61 135:0.37 139:0.94 144:0.57 146:0.53 147:0.59 149:0.43 150:0.53 154:0.87 155:0.52 157:0.83 159:0.19 165:0.93 166:0.74 170:0.82 172:0.71 173:0.50 174:0.86 176:0.73 177:0.88 178:0.55 179:0.35 182:0.81 187:0.68 192:0.50 197:0.90 201:0.66 208:0.64 212:0.80 215:0.63 216:0.64 222:0.48 227:0.61 229:0.61 231:0.63 235:0.80 236:0.97 239:0.95 241:0.05 242:0.18 243:0.90 246:0.89 247:0.79 253:0.64 254:0.80 259:0.21 265:0.71 266:0.27 267:0.65 271:0.42 276:0.57 287:0.61 290:0.80 297:0.36 300:0.33\n0 1:0.58 8:0.70 10:0.96 11:0.64 12:0.51 17:0.62 18:0.95 20:0.88 21:0.77 27:0.45 29:0.91 30:0.36 34:0.85 36:0.39 37:0.50 39:0.90 43:0.58 44:0.88 45:0.91 48:0.91 64:0.77 66:0.49 69:0.63 70:0.64 71:0.92 74:0.62 78:0.98 81:0.62 83:0.69 86:0.92 91:0.08 98:0.61 99:0.95 100:0.73 101:0.87 102:0.96 108:0.48 111:0.95 114:0.64 122:0.92 123:0.46 124:0.56 126:0.54 127:0.41 129:0.05 131:0.61 133:0.39 135:0.42 139:0.90 144:0.57 145:0.49 146:0.71 147:0.75 149:0.48 150:0.43 152:0.85 154:0.73 155:0.47 157:0.86 159:0.50 165:0.81 166:0.74 169:0.72 170:0.82 172:0.75 173:0.60 174:0.93 176:0.73 177:0.88 178:0.55 179:0.33 182:0.81 186:0.98 187:0.68 192:0.45 195:0.73 197:0.94 201:0.58 208:0.64 212:0.73 215:0.44 216:0.77 222:0.48 227:0.61 229:0.61 231:0.63 235:1.00 236:0.97 239:0.95 241:0.21 242:0.42 243:0.60 245:0.91 246:0.89 247:0.82 253:0.53 254:0.80 259:0.21 261:0.91 265:0.62 266:0.54 267:0.28 271:0.42 276:0.76 281:0.86 287:0.61 290:0.64 297:0.36 300:0.55\n0 8:0.58 10:0.81 11:0.52 12:0.51 17:0.45 18:0.74 21:0.13 25:0.88 27:1.00 29:0.91 30:0.33 34:0.78 36:0.84 37:0.27 39:0.90 43:0.75 45:0.73 55:0.71 66:0.86 69:0.37 70:0.65 71:0.92 74:0.44 81:0.34 86:0.64 91:0.61 98:0.91 101:0.65 104:0.58 108:0.29 120:0.62 123:0.28 126:0.24 127:0.51 129:0.05 131:0.61 135:0.44 139:0.62 140:0.45 146:0.83 147:0.86 149:0.56 150:0.37 151:0.57 153:0.48 154:0.67 157:0.61 159:0.39 162:0.86 164:0.55 166:0.61 170:0.82 172:0.61 173:0.44 174:0.83 177:0.88 179:0.70 182:0.61 187:0.21 190:0.95 197:0.85 202:0.36 212:0.59 215:0.84 216:0.23 220:0.74 222:0.48 227:0.61 229:0.61 231:0.62 235:0.12 239:0.80 241:0.56 242:0.31 243:0.87 244:0.61 246:0.61 247:0.79 248:0.56 253:0.38 256:0.45 259:0.21 260:0.63 265:0.91 266:0.47 267:0.28 268:0.46 271:0.42 276:0.50 285:0.46 287:0.61 297:0.36 300:0.43\n0 10:0.80 11:0.46 12:0.51 17:0.83 18:0.69 21:0.78 27:0.34 29:0.91 30:0.55 34:0.56 36:0.54 37:0.46 39:0.90 43:0.21 45:0.66 55:0.99 66:0.07 69:0.96 70:0.60 71:0.92 74:0.36 86:0.61 91:0.12 98:0.13 101:0.47 108:0.91 122:0.93 123:0.98 124:0.96 127:0.86 129:0.59 131:0.61 133:0.95 135:0.51 139:0.59 145:0.54 146:0.13 147:0.05 149:0.19 154:0.14 157:0.61 159:0.96 163:0.90 166:0.61 170:0.82 172:0.10 173:0.75 174:0.86 175:0.91 177:0.05 178:0.55 179:0.76 182:0.61 187:0.95 197:0.80 212:0.18 216:0.53 222:0.48 227:0.61 229:0.61 231:0.61 235:0.60 239:0.79 241:0.18 242:0.31 243:0.13 244:0.83 245:0.48 246:0.61 247:0.76 253:0.32 257:0.93 259:0.21 265:0.06 266:0.84 267:0.87 271:0.42 276:0.50 277:0.87 287:0.61 300:0.55\n0 1:0.59 7:0.70 8:0.70 9:0.73 10:0.84 11:0.50 12:0.51 17:0.84 18:0.95 21:0.40 27:0.49 29:0.91 30:0.10 31:0.91 32:0.72 34:0.97 36:0.35 37:0.52 39:0.90 43:0.66 44:0.86 45:0.77 48:0.99 55:0.71 66:0.59 69:0.15 70:0.92 71:0.92 74:0.63 77:0.89 79:0.90 81:0.46 83:0.69 86:0.74 91:0.42 96:0.75 97:0.97 98:0.74 99:0.83 101:0.47 108:0.12 114:0.78 120:0.63 122:0.92 123:0.12 124:0.63 126:0.32 127:0.69 129:0.05 131:0.80 133:0.60 135:0.66 137:0.91 139:0.73 140:0.45 144:0.57 145:0.77 146:0.77 147:0.81 149:0.55 150:0.41 151:0.70 153:0.69 154:0.48 155:0.64 157:0.61 158:0.76 159:0.52 162:0.86 164:0.66 165:0.65 166:0.61 170:0.82 172:0.68 173:0.22 174:0.79 175:0.75 176:0.63 177:0.70 179:0.53 182:0.61 187:0.39 190:0.77 192:0.87 195:0.72 196:0.90 197:0.81 201:0.56 202:0.50 204:0.79 208:0.61 212:0.52 215:0.67 216:0.44 220:0.74 222:0.48 227:0.82 229:0.61 230:0.73 231:0.62 233:0.76 235:0.52 239:0.83 241:0.55 242:0.52 243:0.67 244:0.61 245:0.76 246:0.61 247:0.86 248:0.66 253:0.72 254:0.96 255:0.72 256:0.58 257:0.65 259:0.21 260:0.64 265:0.74 266:0.54 267:0.96 268:0.59 271:0.42 276:0.67 277:0.69 279:0.79 281:0.86 282:0.80 283:0.67 284:0.90 285:0.60 287:0.61 290:0.78 297:0.36 300:0.70\n1 1:0.61 6:0.83 7:0.70 8:0.65 10:0.91 11:0.64 12:0.51 17:0.94 18:0.93 20:0.93 21:0.22 27:0.64 29:0.91 30:0.45 32:0.67 34:0.98 36:0.25 37:0.27 39:0.90 43:0.61 44:0.86 45:0.96 66:0.97 69:0.17 70:0.72 71:0.92 74:0.85 76:0.97 77:0.89 78:0.99 81:0.50 83:0.91 86:0.84 91:0.51 97:0.94 98:0.96 99:0.83 100:0.89 101:0.87 102:0.94 104:0.93 106:0.81 108:0.14 111:0.96 114:0.85 117:0.86 122:0.91 123:0.13 126:0.32 127:0.71 129:0.05 131:0.61 135:0.96 139:0.82 144:0.57 145:0.98 146:0.96 147:0.97 149:0.81 150:0.44 152:0.94 154:0.58 155:0.64 157:0.80 158:0.77 159:0.66 165:0.65 166:0.61 169:0.95 170:0.82 172:0.93 173:0.16 174:0.89 176:0.63 177:0.88 178:0.55 179:0.25 182:0.74 186:0.99 187:0.68 189:0.84 192:0.87 193:0.98 195:0.80 197:0.90 201:0.58 204:0.85 206:0.81 208:0.64 212:0.68 215:0.79 216:0.18 222:0.48 227:0.61 229:0.61 230:0.72 231:0.63 232:0.95 233:0.65 235:0.31 238:0.82 239:0.91 241:0.07 242:0.16 243:0.97 246:0.61 247:0.97 253:0.69 254:0.80 259:0.21 261:0.95 265:0.96 266:0.38 267:0.93 271:0.42 276:0.87 279:0.78 281:0.86 282:0.76 283:0.82 287:0.61 290:0.85 297:0.36 300:0.70\n2 1:0.56 10:0.92 11:0.55 12:0.51 17:0.49 18:0.95 21:0.78 27:0.45 29:0.91 30:0.21 34:0.85 36:0.18 37:0.50 39:0.90 43:0.60 45:0.88 48:0.91 55:0.71 66:0.27 69:0.63 70:0.93 71:0.92 74:0.41 81:0.38 83:0.56 86:0.85 91:0.20 98:0.55 99:0.83 101:0.65 108:0.87 114:0.62 122:0.93 123:0.46 124:0.77 126:0.32 127:0.59 129:0.05 131:0.61 133:0.74 135:0.79 139:0.82 144:0.57 145:0.50 146:0.78 147:0.81 149:0.66 150:0.33 154:0.44 155:0.46 157:0.86 159:0.70 165:0.65 166:0.61 170:0.82 172:0.68 173:0.51 174:0.93 176:0.63 177:0.88 178:0.55 179:0.33 182:0.76 187:0.68 192:0.44 197:0.92 201:0.53 208:0.50 212:0.74 215:0.43 216:0.77 222:0.48 227:0.61 229:0.61 231:0.63 235:1.00 239:0.91 241:0.43 242:0.19 243:0.46 244:0.61 245:0.86 246:0.61 247:0.93 253:0.47 254:0.97 259:0.21 265:0.49 266:0.80 267:0.79 271:0.42 276:0.79 281:0.86 287:0.61 290:0.62 297:0.36 300:0.84\n2 1:0.67 6:0.83 7:0.70 8:0.61 10:1.00 11:0.82 12:0.51 17:0.95 18:0.98 20:0.89 21:0.22 22:0.93 27:0.64 29:0.91 30:0.72 33:0.97 34:0.98 36:0.33 37:0.27 39:0.90 43:0.61 44:0.88 45:0.99 47:0.93 64:0.77 66:0.99 69:0.15 70:0.53 71:0.92 74:0.86 75:0.99 76:0.97 78:0.99 81:0.71 83:0.91 85:0.72 86:0.99 91:0.42 97:0.97 98:0.99 99:0.95 100:0.98 101:0.96 102:0.96 104:0.96 106:0.81 108:0.12 111:0.98 114:0.90 117:0.86 122:0.93 123:0.12 126:0.54 127:0.88 129:0.05 131:0.61 135:0.98 139:0.99 144:0.57 145:0.97 146:0.97 147:0.98 149:0.89 150:0.56 152:0.94 154:0.86 155:0.64 157:0.91 158:0.84 159:0.70 165:0.81 166:0.74 169:0.95 170:0.82 172:0.97 173:0.15 174:0.99 176:0.73 177:0.88 178:0.55 179:0.17 182:0.82 186:0.99 187:0.68 189:0.87 191:0.70 192:0.87 193:0.98 195:0.82 197:0.99 201:0.66 204:0.85 206:0.81 208:0.64 212:0.87 215:0.79 216:0.18 219:0.95 222:0.48 226:0.95 227:0.61 229:0.61 230:0.72 231:0.63 232:0.98 233:0.65 235:0.52 236:0.97 238:0.91 239:1.00 241:0.12 242:0.24 243:0.99 246:0.89 247:0.94 253:0.71 259:0.21 261:0.95 262:0.93 265:0.99 266:0.38 267:0.44 271:0.42 276:0.94 279:0.81 281:0.86 283:0.82 287:0.61 290:0.90 291:0.97 292:0.87 297:0.36 300:0.55\n1 1:0.67 8:0.63 10:0.96 11:0.64 12:0.51 17:0.76 18:0.87 21:0.47 27:0.54 29:0.91 30:0.87 34:0.97 36:0.37 37:0.60 39:0.90 43:0.61 45:0.91 64:0.77 66:0.90 69:0.32 70:0.30 71:0.92 74:0.73 81:0.73 83:0.91 86:0.96 91:0.06 98:0.71 99:0.99 101:0.87 108:0.25 114:0.80 122:0.65 123:0.24 126:0.54 127:0.22 129:0.05 131:0.61 135:0.37 139:0.94 144:0.57 146:0.53 147:0.59 149:0.43 150:0.53 154:0.87 155:0.52 157:0.83 159:0.19 165:0.93 166:0.74 170:0.82 172:0.71 173:0.50 174:0.86 176:0.73 177:0.88 178:0.55 179:0.35 182:0.81 187:0.68 192:0.50 197:0.90 201:0.66 208:0.64 212:0.80 215:0.63 216:0.64 222:0.48 227:0.61 229:0.61 231:0.63 235:0.80 236:0.97 239:0.95 241:0.05 242:0.18 243:0.90 246:0.89 247:0.79 253:0.64 254:0.80 259:0.21 265:0.71 266:0.27 267:0.65 271:0.42 276:0.57 287:0.61 290:0.80 297:0.36 300:0.33\n0 7:0.69 8:0.89 10:0.82 11:0.55 12:0.51 17:0.16 18:0.73 21:0.47 27:0.28 29:0.91 30:0.29 32:0.65 34:0.55 36:0.95 37:0.72 39:0.90 43:0.61 45:0.91 55:0.59 66:0.53 69:0.84 70:0.84 71:0.92 74:0.73 81:0.29 86:0.65 91:0.46 98:0.75 101:0.65 104:0.82 106:0.81 108:0.69 120:0.56 123:0.67 124:0.74 126:0.24 127:0.81 129:0.05 131:0.61 133:0.76 135:0.70 139:0.63 140:0.45 144:0.57 145:0.44 146:0.96 147:0.67 149:0.77 150:0.32 151:0.49 153:0.72 154:0.22 157:0.76 159:0.85 162:0.56 164:0.63 166:0.61 170:0.82 172:0.92 173:0.67 174:0.79 177:0.38 179:0.19 182:0.72 187:0.39 190:0.95 195:0.95 197:0.80 202:0.58 206:0.81 212:0.59 215:0.63 216:0.82 220:0.93 222:0.48 227:0.61 229:0.61 230:0.71 231:0.61 232:0.88 233:0.76 235:0.52 239:0.82 241:0.15 242:0.28 243:0.22 244:0.61 245:0.95 246:0.61 247:0.96 248:0.49 253:0.52 254:0.99 256:0.45 257:0.84 259:0.21 260:0.56 265:0.75 266:0.63 267:0.94 268:0.57 271:0.42 276:0.92 285:0.46 287:0.61 297:0.36 300:0.70\n1 1:0.58 7:0.70 10:0.85 11:0.50 12:0.51 17:0.87 18:0.96 21:0.47 27:0.49 29:0.91 30:0.45 32:0.72 34:0.89 36:0.62 37:0.52 39:0.90 43:0.66 44:0.86 45:0.97 48:0.99 66:0.67 69:0.17 70:0.72 71:0.92 74:0.84 77:0.89 81:0.45 83:0.56 86:0.76 91:0.18 97:0.94 98:0.80 99:0.83 101:0.47 108:0.79 114:0.76 122:0.82 123:0.78 124:0.47 126:0.32 127:0.82 129:0.05 131:0.61 133:0.45 135:0.82 139:0.75 144:0.57 145:0.76 146:0.78 147:0.82 149:0.86 150:0.40 154:0.47 155:0.50 157:0.61 158:0.77 159:0.75 165:0.65 166:0.61 170:0.82 172:0.94 173:0.14 174:0.79 176:0.63 177:0.88 178:0.55 179:0.20 182:0.61 187:0.39 192:0.49 195:0.88 197:0.82 201:0.55 204:0.79 208:0.50 212:0.82 215:0.63 216:0.44 222:0.48 227:0.61 229:0.61 230:0.73 231:0.61 233:0.76 235:0.60 239:0.84 241:0.10 242:0.41 243:0.32 244:0.61 245:0.97 246:0.61 247:0.91 253:0.65 254:0.97 259:0.21 265:0.80 266:0.63 267:0.98 271:0.42 276:0.91 277:0.69 279:0.78 281:0.86 282:0.80 283:0.82 287:0.61 290:0.76 297:0.36 300:0.84\n0 1:0.58 7:0.70 10:0.88 11:0.55 12:0.51 17:0.78 18:0.90 21:0.71 27:0.32 29:0.91 30:0.41 32:0.67 34:0.97 36:0.96 37:0.85 39:0.90 43:0.60 44:0.88 45:0.81 48:0.99 55:0.71 64:0.77 66:0.92 69:0.33 70:0.68 71:0.92 74:0.69 77:0.98 81:0.57 83:0.69 86:0.78 91:0.29 97:0.89 98:0.92 99:0.95 101:0.65 102:0.96 108:0.26 114:0.67 122:0.92 123:0.25 126:0.51 127:0.55 129:0.05 131:0.61 135:0.71 139:0.77 144:0.57 145:1.00 146:0.88 147:0.90 149:0.46 150:0.41 154:0.61 155:0.50 157:0.80 158:0.76 159:0.46 165:0.81 166:0.72 170:0.82 172:0.78 173:0.36 174:0.83 176:0.70 177:0.88 178:0.55 179:0.50 182:0.75 187:0.21 192:0.49 195:0.69 197:0.85 201:0.57 204:0.79 208:0.61 212:0.68 215:0.48 216:0.55 222:0.48 227:0.61 229:0.61 230:0.73 231:0.62 233:0.66 235:0.95 239:0.89 241:0.32 242:0.19 243:0.92 244:0.61 246:0.61 247:0.92 253:0.57 254:0.92 259:0.21 265:0.92 266:0.54 267:0.94 271:0.42 276:0.67 279:0.75 281:0.86 282:0.75 283:0.67 287:0.61 290:0.67 297:0.36 300:0.55\n2 1:0.56 10:0.90 11:0.55 12:0.51 17:0.62 18:0.96 21:0.77 27:0.45 29:0.91 30:0.53 32:0.71 34:0.90 36:0.24 37:0.50 39:0.90 43:0.57 44:0.86 45:0.81 48:0.91 55:0.71 64:0.77 66:0.45 69:0.63 70:0.75 71:0.92 74:0.49 77:0.70 81:0.45 83:0.56 86:0.81 91:0.10 98:0.68 99:0.83 101:0.65 108:0.48 114:0.63 122:0.92 123:0.46 124:0.59 126:0.51 127:0.44 129:0.05 131:0.61 133:0.39 135:0.47 139:0.79 144:0.57 145:0.61 146:0.76 147:0.80 149:0.56 150:0.37 154:0.60 155:0.46 157:0.82 159:0.51 165:0.65 166:0.72 170:0.82 172:0.65 173:0.60 174:0.88 176:0.70 177:0.88 178:0.55 179:0.42 182:0.75 187:0.68 192:0.45 195:0.73 197:0.89 201:0.55 208:0.61 212:0.69 215:0.43 216:0.77 222:0.48 227:0.61 229:0.61 231:0.62 235:1.00 239:0.89 241:0.21 242:0.62 243:0.58 244:0.61 245:0.87 246:0.61 247:0.74 253:0.49 254:0.74 259:0.21 265:0.69 266:0.54 267:0.52 271:0.42 276:0.70 281:0.86 282:0.80 287:0.61 290:0.63 297:0.36 300:0.70\n1 1:0.69 7:0.81 8:0.60 10:1.00 11:0.83 12:0.51 17:0.94 18:0.99 22:0.93 27:0.71 29:0.91 30:0.90 32:0.77 33:0.97 34:0.86 36:0.59 37:0.27 39:0.90 43:0.96 44:0.93 45:0.98 47:0.93 60:0.87 64:0.77 66:0.99 69:0.08 70:0.37 71:0.92 74:0.98 75:0.99 77:0.70 81:0.79 83:0.91 85:0.97 86:0.99 91:0.23 97:0.89 98:0.98 101:0.96 102:0.98 104:0.93 106:0.81 108:0.07 114:0.98 117:0.86 121:0.90 122:0.65 123:0.07 126:0.54 127:0.85 129:0.05 131:0.61 132:0.97 135:0.65 139:0.99 144:0.57 145:0.45 146:0.95 147:0.96 149:1.00 150:0.62 154:0.96 155:0.58 157:0.91 158:0.92 159:0.62 165:0.93 166:0.74 170:0.82 172:0.98 173:0.14 174:0.97 176:0.73 177:0.88 178:0.55 179:0.15 182:0.82 187:0.21 192:0.86 193:1.00 195:0.75 197:0.98 201:0.68 204:0.84 206:0.81 208:0.64 212:0.90 215:0.96 216:0.16 219:0.95 222:0.48 226:0.98 227:0.61 229:0.61 230:0.87 231:0.63 232:0.95 233:0.76 235:0.22 236:0.97 239:1.00 241:0.12 242:0.30 243:0.99 246:0.89 247:0.91 253:0.78 262:0.93 265:0.98 266:0.47 267:0.69 271:0.42 276:0.95 279:0.81 281:0.91 282:0.85 283:0.82 287:0.61 290:0.98 291:0.97 292:0.95 297:0.36 300:0.70\n1 1:0.62 8:0.86 9:0.71 10:0.91 11:0.55 12:0.51 17:0.64 18:0.92 20:0.87 21:0.47 22:0.93 23:0.96 27:0.42 29:0.91 30:0.09 31:0.89 33:0.97 34:0.56 36:0.90 37:0.57 39:0.90 43:0.21 44:0.92 45:0.93 47:0.93 48:0.91 55:0.71 62:0.97 64:0.77 66:0.06 69:0.32 70:0.99 71:0.92 74:0.69 75:0.98 76:0.85 77:0.96 78:0.94 79:0.88 81:0.50 83:0.69 86:0.81 91:0.17 96:0.72 97:0.97 98:0.22 99:0.83 100:0.92 101:0.65 102:0.97 108:0.98 111:0.92 114:0.78 117:0.86 122:0.92 123:0.95 124:0.98 126:0.51 127:0.94 128:0.96 129:0.96 131:0.82 133:0.98 135:0.74 137:0.89 139:0.85 140:0.45 144:0.57 145:0.80 146:0.29 147:0.35 149:0.44 150:0.42 151:0.59 152:0.82 153:0.69 154:0.64 155:0.57 157:0.84 158:0.81 159:0.96 162:0.86 165:0.65 166:0.74 168:0.96 169:0.90 170:0.82 172:0.70 173:0.07 174:0.96 175:0.75 176:0.70 177:0.70 179:0.19 182:0.82 186:0.94 187:0.21 190:0.77 192:0.56 193:0.95 195:0.99 196:0.91 197:0.89 201:0.60 202:0.46 205:0.95 208:0.61 212:0.30 216:0.56 219:0.94 220:0.87 222:0.48 226:0.96 227:0.85 229:0.90 231:0.63 232:0.88 235:0.68 236:0.95 239:0.94 241:0.01 242:0.14 243:0.13 244:0.61 245:0.86 246:0.89 247:0.99 248:0.57 253:0.65 254:0.84 255:0.70 256:0.45 257:0.65 259:0.21 261:0.87 262:0.93 265:0.18 266:0.99 267:0.19 268:0.55 271:0.42 276:0.92 277:0.69 279:0.81 281:0.91 282:0.80 284:0.90 285:0.60 287:0.91 290:0.78 291:0.97 292:0.88 300:0.98\n0 1:0.58 6:0.81 8:0.74 10:0.96 11:0.50 12:0.51 17:0.43 18:0.94 20:0.94 21:0.47 27:0.33 29:0.91 30:0.10 34:0.71 36:0.79 37:0.88 39:0.90 43:0.50 45:0.97 55:0.71 64:0.77 66:0.06 69:0.27 70:0.97 71:0.92 74:0.62 75:0.97 78:0.87 81:0.53 83:0.56 86:0.90 91:0.18 97:0.94 98:0.22 99:0.83 100:0.92 101:0.47 108:0.99 111:0.88 122:0.83 123:0.99 124:0.99 126:0.51 127:1.00 129:0.98 131:0.61 133:0.99 135:0.28 139:0.88 144:0.57 146:0.85 147:0.88 149:0.70 150:0.41 152:0.97 154:0.64 155:0.47 157:0.88 159:0.98 165:0.65 166:0.74 169:0.90 170:0.82 172:0.77 173:0.06 174:0.99 177:0.88 178:0.55 179:0.11 182:0.81 186:0.87 187:0.39 192:0.46 197:0.96 201:0.60 208:0.50 212:0.30 215:0.63 216:0.49 219:0.91 222:0.48 226:0.96 227:0.61 229:0.61 231:0.63 235:0.68 236:0.95 239:0.96 241:0.10 242:0.16 243:0.17 244:0.61 245:0.95 246:0.89 247:1.00 253:0.47 254:0.86 259:0.21 261:0.93 265:0.24 266:0.98 267:0.36 271:0.42 276:0.98 277:0.69 279:0.78 287:0.61 292:0.88 297:0.36 300:0.98\n2 1:0.57 7:0.69 10:0.80 11:0.52 12:0.51 17:0.89 18:0.96 21:0.64 27:0.72 29:0.91 30:0.62 32:0.67 34:0.88 36:0.55 39:0.90 43:0.62 45:0.99 48:0.91 66:0.43 69:0.94 70:0.56 71:0.92 74:0.90 76:0.85 77:0.70 81:0.42 83:0.56 86:0.78 91:0.71 97:0.89 98:0.68 99:0.83 101:0.65 104:0.78 108:0.88 114:0.69 122:0.65 123:0.87 124:0.91 126:0.32 127:0.89 129:0.05 131:0.61 133:0.93 135:0.96 139:0.74 145:0.74 146:0.98 147:0.94 149:0.94 150:0.37 154:0.57 155:0.46 157:0.61 158:0.76 159:0.92 165:0.65 166:0.61 170:0.82 172:0.96 173:0.79 174:0.79 176:0.63 177:0.70 178:0.55 179:0.13 182:0.61 192:0.45 195:0.98 197:0.80 201:0.54 208:0.50 212:0.50 215:0.53 216:0.09 222:0.48 227:0.61 229:0.61 230:0.71 231:0.61 232:0.84 233:0.76 235:0.80 239:0.79 241:0.78 242:0.21 243:0.34 244:0.61 245:0.97 246:0.61 247:0.95 253:0.65 257:0.65 259:0.21 265:0.68 266:0.87 267:0.94 271:0.42 276:0.97 279:0.75 281:0.91 282:0.75 283:0.67 287:0.61 290:0.69 297:0.36 300:0.55\n1 1:0.74 11:0.57 12:0.20 17:0.70 21:0.30 30:0.85 32:0.80 34:0.94 36:0.19 37:0.97 43:0.92 66:0.87 69:0.37 70:0.40 74:0.88 77:0.99 81:0.65 83:0.75 85:0.94 91:0.05 98:0.78 101:0.86 104:0.87 106:0.81 108:0.29 114:0.86 117:0.86 122:0.43 123:0.28 126:0.54 127:0.26 129:0.05 135:0.47 145:0.99 146:0.54 147:0.60 149:0.94 150:0.79 154:0.92 155:0.67 159:0.19 165:0.84 172:0.63 173:0.59 176:0.73 177:0.38 178:0.55 179:0.53 187:0.68 192:0.59 195:0.54 201:0.74 206:0.81 212:0.86 215:0.72 216:0.94 222:0.90 232:0.90 235:0.42 241:0.44 242:0.63 243:0.88 247:0.30 253:0.75 259:0.21 265:0.78 266:0.27 267:0.44 271:0.68 276:0.51 282:0.88 290:0.86 297:0.36 299:1.00 300:0.43\n1 1:0.74 7:0.81 11:0.57 12:0.20 17:0.38 21:0.40 27:0.39 30:0.68 32:0.80 34:0.97 36:0.48 37:0.55 43:0.91 66:0.79 69:0.41 70:0.43 74:0.81 77:0.70 81:0.61 83:0.75 85:0.85 91:0.20 98:0.48 101:0.80 104:0.80 106:0.81 108:0.32 114:0.82 117:0.86 121:0.99 122:0.43 123:0.31 126:0.54 127:0.15 129:0.05 135:0.42 145:0.72 146:0.43 147:0.50 149:0.78 150:0.76 154:0.91 155:0.67 158:0.84 159:0.16 165:0.83 172:0.41 173:0.51 176:0.73 177:0.38 178:0.55 179:0.44 187:0.21 192:0.59 195:0.62 201:0.74 204:0.89 206:0.81 208:0.64 212:0.61 215:0.67 216:0.59 222:0.90 230:0.87 232:0.85 233:0.76 235:0.52 241:0.24 242:0.45 243:0.80 247:0.47 253:0.71 259:0.21 265:0.50 266:0.27 267:0.84 271:0.68 276:0.32 279:0.86 282:0.88 283:0.67 290:0.82 297:0.36 299:0.88 300:0.33\n1 1:0.74 11:0.57 12:0.20 17:0.86 21:0.05 27:0.44 30:0.76 32:0.80 34:0.63 36:0.34 37:0.28 43:0.98 60:0.87 66:0.85 69:0.07 70:0.43 74:0.86 77:0.89 81:0.81 83:0.88 85:0.91 91:0.23 98:0.71 101:0.84 108:0.06 114:0.95 122:0.43 123:0.06 126:0.54 127:0.22 129:0.05 135:0.56 145:0.84 146:0.59 147:0.64 149:0.89 150:0.88 154:0.98 155:0.67 158:0.92 159:0.21 165:0.90 172:0.57 173:0.24 176:0.73 177:0.38 178:0.55 179:0.52 187:0.87 192:0.59 195:0.57 201:0.74 208:0.64 212:0.58 215:0.91 216:0.91 222:0.90 235:0.12 241:0.18 242:0.61 243:0.86 247:0.39 253:0.78 259:0.21 265:0.71 266:0.27 267:0.52 271:0.68 276:0.43 279:0.86 282:0.88 283:0.82 290:0.95 297:0.36 299:0.97 300:0.43\n1 11:0.57 12:0.20 17:0.87 21:0.78 27:0.44 30:0.95 34:0.55 36:0.26 37:0.28 43:0.87 55:0.45 66:0.90 69:0.52 70:0.13 74:0.97 85:0.72 91:0.02 98:0.27 101:0.72 108:0.40 122:0.67 123:0.38 127:0.11 129:0.05 135:0.56 146:0.36 147:0.43 149:0.74 154:0.85 159:0.14 172:0.71 173:0.48 177:0.38 178:0.55 179:0.10 187:0.95 212:0.93 216:0.91 222:0.90 235:0.12 241:0.15 242:0.80 243:0.90 247:0.39 253:0.69 259:0.21 265:0.30 266:0.17 267:0.36 271:0.68 276:0.61 300:0.18\n0 11:0.57 12:0.20 17:0.45 21:0.78 30:0.76 34:0.73 36:0.30 37:0.99 43:0.61 66:0.64 69:0.92 70:0.15 74:0.36 85:0.72 91:0.23 98:0.15 101:0.70 108:0.84 122:0.41 123:0.83 127:0.09 129:0.05 132:0.97 135:0.85 146:0.26 147:0.32 149:0.30 154:0.50 159:0.11 163:0.99 172:0.16 173:0.90 177:0.38 178:0.55 179:0.14 187:0.68 202:0.65 212:0.95 216:1.00 222:0.90 235:0.31 241:0.41 242:0.82 243:0.69 247:0.12 253:0.32 259:0.21 265:0.16 266:0.12 267:0.88 271:0.68 276:0.13 300:0.13\n1 11:0.57 12:0.51 17:0.78 21:0.78 27:0.63 30:0.95 34:0.85 36:0.59 37:0.23 39:0.26 43:0.86 66:0.54 69:0.59 74:0.44 85:0.72 91:0.70 98:0.13 101:0.75 104:0.89 106:0.81 108:0.45 123:0.43 127:0.08 129:0.05 135:0.47 146:0.13 147:0.18 149:0.49 154:0.83 159:0.08 172:0.10 173:0.84 177:0.38 178:0.55 179:0.12 187:0.68 206:0.81 216:0.11 222:0.35 235:0.12 241:0.61 243:0.63 253:0.39 259:0.21 265:0.14 267:0.59 271:0.11 300:0.08\n0 11:0.57 12:0.51 17:0.49 21:0.78 27:0.21 30:0.95 34:0.71 36:0.70 37:0.74 39:0.26 43:0.09 66:0.54 69:1.00 74:0.27 85:0.72 91:0.02 98:0.05 101:0.47 108:0.99 123:0.99 127:0.05 129:0.05 135:0.18 146:0.13 147:0.18 149:0.07 154:0.08 159:0.08 172:0.10 173:0.96 177:0.38 178:0.55 179:0.08 187:0.39 216:0.95 222:0.35 232:0.85 235:0.42 241:0.70 243:0.63 253:0.25 259:0.21 265:0.05 267:0.52 271:0.11 300:0.08\n2 1:0.74 11:0.57 12:0.51 17:0.69 21:0.22 27:0.51 30:0.87 34:0.97 36:0.32 37:0.46 39:0.26 43:0.40 66:0.82 69:0.95 70:0.20 74:0.48 81:0.93 83:0.76 85:0.90 91:0.17 98:0.32 101:0.76 106:0.81 108:0.91 114:0.90 117:0.86 122:0.43 123:0.90 126:0.54 127:0.12 129:0.05 135:0.66 145:0.82 146:0.66 147:0.71 149:0.55 150:0.96 154:0.31 155:0.67 159:0.25 163:0.81 165:0.86 172:0.48 173:0.94 176:0.73 177:0.38 178:0.55 179:0.20 187:0.39 192:0.59 201:0.74 206:0.81 212:0.61 215:0.79 216:0.12 222:0.35 235:0.31 241:0.37 242:0.63 243:0.83 247:0.30 253:0.67 259:0.21 265:0.35 266:0.23 267:0.44 271:0.11 276:0.37 290:0.90 297:0.36 300:0.18\n2 11:0.57 12:0.51 17:0.51 21:0.78 27:0.51 30:0.95 34:0.70 36:0.80 37:0.29 39:0.26 43:0.94 66:0.54 69:0.40 74:0.47 85:0.72 91:0.88 98:0.16 101:0.76 108:0.31 123:0.30 127:0.09 129:0.05 135:0.34 145:0.61 146:0.13 147:0.18 149:0.52 154:0.94 159:0.08 172:0.10 173:0.78 177:0.38 178:0.55 179:0.18 187:0.21 202:0.36 216:0.16 222:0.35 235:0.99 241:0.74 243:0.63 253:0.40 259:0.21 265:0.17 267:0.79 271:0.11 300:0.08\n2 1:0.74 7:0.78 8:0.58 12:0.51 17:0.69 20:0.99 21:0.30 27:0.38 30:0.95 32:0.75 34:0.97 36:0.25 37:0.24 39:0.26 43:0.61 66:0.54 69:0.92 74:0.68 76:0.85 77:0.89 78:0.99 81:0.92 83:0.74 91:0.44 98:0.08 100:0.92 108:0.84 111:0.97 114:0.61 123:0.83 126:0.54 127:0.06 129:0.05 135:0.71 145:0.59 146:0.13 147:0.18 149:0.29 150:0.95 152:0.90 154:0.51 155:0.67 158:0.84 159:0.08 165:0.80 169:0.90 172:0.10 173:0.95 176:0.54 177:0.38 178:0.55 179:0.08 186:0.99 187:0.39 192:0.59 195:0.80 201:0.74 204:0.89 208:0.64 215:0.63 216:0.48 222:0.35 230:0.81 233:0.69 235:0.60 241:0.21 243:0.63 253:0.55 259:0.21 261:0.93 265:0.09 267:0.36 271:0.11 279:0.86 282:0.83 283:0.71 290:0.61 297:0.36 300:0.08\n2 1:0.74 6:0.81 7:0.81 9:0.80 11:0.57 12:0.51 17:0.84 20:0.94 21:0.22 27:0.55 30:0.95 34:0.93 36:0.65 37:0.24 39:0.26 41:0.82 43:0.81 66:0.54 69:0.69 74:0.56 78:1.00 81:0.93 83:0.77 85:0.72 91:0.64 96:0.73 98:0.14 100:0.73 101:0.75 108:0.53 111:0.97 114:0.90 120:0.60 121:0.90 123:0.51 126:0.54 127:0.09 129:0.05 135:0.23 140:0.45 145:0.87 146:0.13 147:0.18 149:0.46 150:0.96 151:0.63 152:0.94 153:0.48 154:0.77 155:0.67 159:0.08 162:0.86 164:0.57 165:0.86 169:0.72 172:0.10 173:0.94 176:0.73 177:0.38 179:0.13 186:0.99 187:0.39 192:0.59 201:0.74 202:0.36 204:0.89 208:0.64 215:0.79 216:0.07 220:0.82 222:0.35 230:0.87 233:0.76 235:0.31 241:0.59 243:0.63 248:0.60 253:0.72 255:0.79 256:0.45 259:0.21 260:0.60 261:0.93 265:0.14 267:0.44 268:0.46 271:0.11 285:0.62 290:0.90 297:0.36 300:0.08\n1 11:0.57 12:0.51 17:0.77 21:0.78 27:0.72 30:0.91 34:0.90 36:0.49 37:0.93 39:0.26 43:0.84 66:0.27 69:0.65 70:0.13 74:0.52 85:0.80 91:0.44 98:0.11 101:0.77 108:0.49 122:0.43 123:0.47 124:0.61 127:0.27 129:0.59 133:0.47 135:0.34 146:0.13 147:0.18 149:0.62 154:0.80 159:0.27 163:0.88 172:0.10 173:0.75 177:0.38 178:0.55 179:0.94 187:0.39 212:0.61 216:0.07 222:0.35 235:0.12 241:0.24 242:0.63 243:0.46 245:0.40 247:0.30 253:0.43 259:0.21 265:0.11 266:0.17 267:0.79 271:0.11 276:0.12 300:0.13\n2 11:0.57 12:0.51 17:0.57 21:0.78 27:0.51 30:0.95 34:0.75 36:0.87 37:0.29 39:0.26 43:0.89 66:0.54 69:0.46 74:0.45 85:0.72 91:0.77 98:0.15 101:0.76 108:0.35 120:0.56 123:0.34 127:0.09 129:0.05 135:0.28 140:0.45 145:0.61 146:0.13 147:0.18 149:0.50 151:0.49 153:0.48 154:0.87 159:0.08 162:0.86 164:0.56 172:0.10 173:0.80 177:0.38 179:0.15 187:0.39 190:0.77 202:0.36 216:0.16 220:0.93 222:0.35 241:0.59 243:0.63 248:0.49 253:0.39 256:0.45 259:0.21 260:0.56 265:0.16 267:0.79 268:0.46 271:0.11 285:0.50 300:0.08\n1 8:0.63 11:0.57 12:0.51 17:0.36 21:0.78 27:0.21 30:0.95 34:0.66 36:0.83 37:0.74 39:0.26 43:0.09 66:0.54 69:1.00 74:0.27 85:0.72 91:0.15 98:0.05 101:0.47 108:0.99 123:0.99 127:0.05 129:0.05 135:0.18 146:0.13 147:0.18 149:0.07 154:0.08 159:0.08 172:0.10 173:0.96 177:0.38 178:0.55 179:0.08 187:0.39 202:0.76 216:0.95 222:0.35 232:0.85 235:0.42 241:0.64 243:0.63 253:0.25 259:0.21 265:0.05 267:0.59 271:0.11 300:0.08\n2 9:0.80 11:0.57 12:0.51 17:0.77 21:0.78 27:0.63 30:0.95 34:0.85 36:0.54 37:0.23 39:0.26 41:0.82 43:0.86 66:0.54 69:0.59 74:0.44 83:0.76 85:0.72 91:0.76 96:0.80 98:0.13 101:0.75 104:0.89 106:0.81 108:0.45 120:0.69 123:0.43 127:0.08 129:0.05 135:0.47 140:0.45 146:0.13 147:0.18 149:0.49 151:0.87 153:0.48 154:0.83 155:0.67 159:0.08 162:0.86 164:0.57 172:0.10 173:0.84 177:0.38 179:0.12 187:0.68 192:0.59 202:0.36 206:0.81 208:0.64 216:0.11 222:0.35 235:0.12 241:0.67 243:0.63 248:0.78 253:0.75 255:0.79 256:0.45 259:0.21 260:0.70 265:0.14 267:0.59 268:0.46 271:0.11 285:0.62 300:0.08\n2 1:0.74 7:0.81 11:0.57 12:0.51 17:0.90 21:0.22 27:0.55 30:0.95 34:0.96 36:0.63 37:0.24 39:0.26 43:0.82 66:0.54 69:0.69 74:0.56 81:0.93 83:0.76 85:0.72 91:0.58 98:0.14 101:0.75 108:0.53 114:0.90 121:0.90 123:0.50 126:0.54 127:0.09 129:0.05 135:0.28 145:0.87 146:0.13 147:0.18 149:0.46 150:0.96 154:0.77 155:0.67 159:0.08 165:0.86 172:0.10 173:0.94 176:0.73 177:0.38 178:0.55 179:0.13 187:0.39 192:0.59 201:0.74 204:0.89 208:0.64 215:0.79 216:0.07 222:0.35 230:0.87 233:0.76 235:0.31 241:0.39 243:0.63 253:0.68 259:0.21 265:0.14 267:0.44 271:0.11 290:0.90 297:0.36 300:0.08\n2 1:0.74 11:0.57 12:0.51 17:0.78 21:0.30 27:0.16 30:0.62 34:0.93 36:0.54 37:0.37 39:0.26 43:0.73 66:0.75 69:0.86 70:0.23 74:0.48 81:0.90 83:0.75 85:0.80 91:0.60 98:0.41 101:0.75 106:0.81 108:0.73 114:0.86 117:0.86 122:0.43 123:0.71 126:0.54 127:0.13 129:0.05 135:0.26 146:0.50 147:0.56 149:0.57 150:0.94 154:0.63 155:0.67 159:0.18 165:0.84 172:0.32 173:0.90 176:0.73 177:0.38 178:0.55 179:0.47 187:0.39 192:0.59 201:0.74 206:0.81 212:0.30 215:0.72 216:0.06 222:0.35 235:0.42 241:0.15 242:0.63 243:0.77 247:0.35 253:0.65 265:0.43 266:0.27 267:0.28 271:0.11 276:0.25 290:0.86 297:0.36 300:0.18\n1 1:0.74 7:0.81 11:0.57 12:0.51 17:0.83 21:0.47 27:0.37 30:0.95 32:0.80 34:0.99 36:0.65 37:0.32 39:0.26 43:0.81 66:0.54 69:0.72 74:0.65 77:0.70 81:0.82 83:0.74 85:0.72 91:0.64 98:0.13 101:0.75 108:0.55 114:0.80 121:0.97 123:0.52 126:0.54 127:0.08 129:0.05 135:0.34 145:0.76 146:0.13 147:0.18 149:0.45 150:0.88 154:0.75 155:0.67 159:0.08 165:0.80 172:0.10 173:0.91 176:0.73 177:0.38 178:0.55 179:0.11 187:0.39 192:0.59 195:0.59 201:0.74 204:0.89 208:0.64 215:0.63 216:0.30 222:0.35 230:0.87 233:0.76 235:0.60 241:0.10 243:0.63 253:0.65 259:0.21 265:0.13 267:0.28 271:0.11 282:0.88 290:0.80 297:0.36 299:0.88 300:0.08\n1 1:0.74 7:0.81 11:0.57 12:0.51 17:0.77 21:0.13 27:0.55 30:0.95 34:0.95 36:0.59 37:0.24 39:0.26 43:0.82 66:0.54 69:0.67 74:0.56 81:0.96 83:0.77 85:0.72 91:0.44 98:0.14 101:0.75 108:0.51 114:0.92 121:0.90 123:0.49 126:0.54 127:0.09 129:0.05 135:0.21 145:0.87 146:0.13 147:0.18 149:0.46 150:0.98 154:0.78 155:0.67 159:0.08 165:0.88 172:0.10 173:0.92 176:0.73 177:0.38 178:0.55 179:0.13 187:0.39 192:0.59 201:0.74 204:0.89 208:0.64 215:0.84 216:0.07 222:0.35 230:0.87 233:0.76 235:0.22 241:0.41 243:0.63 253:0.70 259:0.21 265:0.14 267:0.65 271:0.11 290:0.92 297:0.36 300:0.08\n1 1:0.74 11:0.57 12:0.51 17:0.77 18:0.78 21:0.47 27:0.63 29:0.56 30:0.94 32:0.80 34:1.00 36:0.32 37:0.29 39:0.82 43:0.87 44:0.93 60:0.87 64:0.77 66:0.80 69:0.55 70:0.18 71:0.92 74:0.77 77:0.70 81:0.49 83:0.91 85:0.85 86:0.89 91:0.68 98:0.67 101:0.87 108:0.42 114:0.60 122:0.57 123:0.41 126:0.54 127:0.20 129:0.05 135:0.58 139:0.92 145:0.58 146:0.38 147:0.45 149:0.85 150:0.72 154:0.86 155:0.67 158:0.92 159:0.15 165:0.93 172:0.45 173:0.82 176:0.73 177:0.70 178:0.55 179:0.62 187:0.21 192:0.87 195:0.54 201:0.93 208:0.64 212:0.55 215:0.41 216:0.25 219:0.95 222:0.25 235:0.68 241:0.50 242:0.58 243:0.82 247:0.35 253:0.47 259:0.21 265:0.67 266:0.27 267:0.44 271:0.47 276:0.26 279:0.86 282:0.88 283:0.82 290:0.60 292:0.95 297:0.36 299:0.88 300:0.18\n0 1:0.74 9:0.80 12:0.51 17:0.69 18:0.67 21:0.05 27:0.69 29:0.56 31:0.91 34:0.26 36:0.80 37:0.37 39:0.82 41:0.82 43:0.17 48:0.98 64:0.77 66:0.36 69:0.33 71:0.92 74:0.39 76:0.94 79:0.90 81:0.74 83:0.91 86:0.66 91:0.78 96:0.75 98:0.15 108:0.26 114:0.89 120:0.63 123:0.25 126:0.54 127:0.09 129:0.05 135:0.54 137:0.91 139:0.75 140:0.45 146:0.05 147:0.05 149:0.07 150:0.84 151:0.72 153:0.48 154:0.11 155:0.67 159:0.05 162:0.62 164:0.57 165:0.93 172:0.05 173:0.84 175:0.91 176:0.73 177:0.05 187:0.39 191:0.82 192:0.87 196:0.91 201:0.93 202:0.50 204:0.85 208:0.64 215:0.78 216:0.18 219:0.89 220:0.62 222:0.25 232:0.87 235:0.22 241:0.30 243:0.51 244:0.83 248:0.67 253:0.70 255:0.95 256:0.45 257:0.84 259:0.21 260:0.64 265:0.16 267:0.28 268:0.46 271:0.47 277:0.87 281:0.91 284:0.89 285:0.62 290:0.89 292:0.91 297:0.36\n2 1:0.69 8:0.68 9:0.80 11:0.64 12:0.51 17:0.61 18:0.98 21:0.22 22:0.93 27:0.30 29:0.56 30:0.09 31:0.88 34:0.55 36:0.94 37:0.57 39:0.82 41:0.82 43:0.64 45:0.85 47:0.93 55:0.59 64:0.77 66:0.36 69:0.10 70:0.98 71:0.92 74:0.75 79:0.88 81:0.44 83:0.91 86:0.97 91:0.67 96:0.71 97:0.89 98:0.54 101:0.52 108:0.95 114:0.67 120:0.56 122:0.86 123:0.95 124:0.88 126:0.44 127:0.93 129:0.59 133:0.89 135:0.75 137:0.88 139:0.97 140:0.45 146:0.79 147:0.82 149:0.65 150:0.53 151:0.53 153:0.48 154:0.84 155:0.67 158:0.86 159:0.90 162:0.86 164:0.70 172:0.89 173:0.07 176:0.66 177:0.70 179:0.20 187:0.39 190:0.77 192:0.87 196:0.92 201:0.68 202:0.59 208:0.64 212:0.49 216:0.67 219:0.95 220:0.87 222:0.25 232:0.86 235:0.31 241:0.21 242:0.72 243:0.25 245:0.93 247:0.76 248:0.52 253:0.56 254:0.84 255:0.95 256:0.64 259:0.21 260:0.57 262:0.93 265:0.55 266:0.92 267:0.99 268:0.67 271:0.47 276:0.92 279:0.86 283:0.67 284:0.94 285:0.62 290:0.67 292:0.91 300:0.94\n1 1:0.74 11:0.92 12:0.51 17:0.28 18:0.92 21:0.40 27:0.45 29:0.56 30:0.44 32:0.80 34:0.78 36:0.22 37:0.50 39:0.82 43:0.82 44:0.93 45:0.85 64:0.77 66:0.20 69:0.69 70:0.86 71:0.92 74:0.78 77:0.70 81:0.52 83:0.91 85:0.90 86:0.94 91:0.06 98:0.51 101:0.97 108:0.90 114:0.62 122:0.86 123:0.89 124:0.90 126:0.54 127:0.68 129:0.81 133:0.89 135:0.63 139:0.94 145:0.50 146:0.45 147:0.52 149:0.90 150:0.73 154:0.77 155:0.67 159:0.84 165:0.93 172:0.65 173:0.45 176:0.73 177:0.70 178:0.55 179:0.31 187:0.68 192:0.87 195:0.94 201:0.93 208:0.64 212:0.35 215:0.42 216:0.77 222:0.25 235:0.60 241:0.30 242:0.30 243:0.27 245:0.84 247:0.88 253:0.49 259:0.21 265:0.52 266:0.89 267:0.36 271:0.47 276:0.82 282:0.88 290:0.62 297:0.36 299:0.88 300:0.84\n1 1:0.69 9:0.80 11:0.64 12:0.51 17:0.75 18:0.68 21:0.13 27:0.54 29:0.56 30:0.95 31:0.88 34:0.69 36:0.68 37:0.79 39:0.82 41:0.82 43:0.72 45:0.66 64:0.77 66:0.54 69:0.15 71:0.92 74:0.39 79:0.88 81:0.54 83:0.91 86:0.70 91:0.65 96:0.71 98:0.15 99:0.83 101:0.52 108:0.12 114:0.75 120:0.57 123:0.12 126:0.44 127:0.09 129:0.05 135:0.44 137:0.88 139:0.68 140:0.45 146:0.13 147:0.18 149:0.36 150:0.58 151:0.56 153:0.48 154:0.62 155:0.67 159:0.08 162:0.86 164:0.57 165:0.70 172:0.10 173:0.57 175:0.75 176:0.66 177:0.38 179:0.16 187:0.21 192:0.87 196:0.88 201:0.68 202:0.36 208:0.64 216:0.41 220:0.82 222:0.25 232:0.84 235:0.22 241:0.35 243:0.63 244:0.61 248:0.55 253:0.55 255:0.95 256:0.45 257:0.65 259:0.21 260:0.58 265:0.16 267:0.96 268:0.46 271:0.47 277:0.69 284:0.89 285:0.62 290:0.75 300:0.08\n0 8:0.61 9:0.80 12:0.51 17:0.24 18:0.85 21:0.74 27:0.38 29:0.56 30:0.87 31:0.89 34:1.00 36:0.40 37:0.57 39:0.82 41:0.82 43:0.11 48:0.91 55:0.52 64:0.77 66:0.79 69:0.71 70:0.20 71:0.92 79:0.88 81:0.23 83:0.91 86:0.84 91:0.66 96:0.71 98:0.72 108:0.54 120:0.57 122:0.86 123:0.52 126:0.26 127:0.22 129:0.05 135:0.37 137:0.89 139:0.83 140:0.90 146:0.67 147:0.72 149:0.11 150:0.23 151:0.56 153:0.48 154:0.50 155:0.67 159:0.26 162:0.58 164:0.57 172:0.41 173:0.79 175:0.75 177:0.38 178:0.42 179:0.73 187:0.68 192:0.87 196:0.91 202:0.69 208:0.64 212:0.19 216:0.56 219:0.89 220:0.99 222:0.25 235:0.95 241:0.69 242:0.75 243:0.80 244:0.61 247:0.35 248:0.55 253:0.43 254:0.90 255:0.95 256:0.68 257:0.65 259:0.21 260:0.58 265:0.73 266:0.47 267:0.44 268:0.68 271:0.47 276:0.32 277:0.69 281:0.89 283:0.78 284:0.93 285:0.62 292:0.91 300:0.18\n1 1:0.69 11:0.57 12:0.51 17:0.36 18:0.96 22:0.93 27:0.64 29:0.56 30:0.21 34:0.75 36:0.86 37:0.29 39:0.82 43:0.94 47:0.93 55:0.45 64:0.77 66:0.91 69:0.19 70:0.59 71:0.92 74:0.59 81:0.71 83:0.60 85:0.80 86:0.97 91:0.77 97:0.89 98:0.93 99:0.83 101:0.87 108:0.15 114:0.95 117:0.86 122:0.86 123:0.15 126:0.44 127:0.58 129:0.05 135:0.51 139:0.96 146:0.78 147:0.81 149:0.77 150:0.67 154:0.94 155:0.58 158:0.79 159:0.34 165:0.70 172:0.76 173:0.36 176:0.66 177:0.70 178:0.55 179:0.53 187:0.39 192:0.51 201:0.68 208:0.54 212:0.91 216:0.12 219:0.92 222:0.25 232:0.88 235:0.05 241:0.24 242:0.74 243:0.92 247:0.60 253:0.64 259:0.21 262:0.93 265:0.93 266:0.27 267:0.44 271:0.47 276:0.64 279:0.82 290:0.95 292:0.95 300:0.43\n0 11:0.83 12:0.51 17:0.28 18:0.72 21:0.78 27:0.45 29:0.56 30:0.45 34:0.71 36:0.17 37:0.50 39:0.82 43:0.74 45:0.66 66:0.72 69:0.84 70:0.74 71:0.92 74:0.71 85:0.80 86:0.83 91:0.11 98:0.29 101:0.97 108:0.69 123:0.67 124:0.43 127:0.24 129:0.05 133:0.59 135:0.88 139:0.79 145:0.50 146:0.50 147:0.05 149:0.74 154:0.64 159:0.53 172:0.68 173:0.76 177:0.05 178:0.55 179:0.37 187:0.68 212:0.87 216:0.77 222:0.25 235:0.22 241:0.15 242:0.17 243:0.10 245:0.62 247:0.86 253:0.42 257:0.84 259:0.21 265:0.31 266:0.38 267:0.44 271:0.47 276:0.52 300:0.70\n2 1:0.74 11:0.83 12:0.51 17:0.32 18:0.84 21:0.13 27:0.39 29:0.56 30:0.55 34:0.31 36:0.23 39:0.82 43:0.94 45:0.77 60:0.97 64:0.77 66:0.12 69:0.25 70:0.60 71:0.92 74:0.77 81:0.67 83:0.91 85:0.80 86:0.91 91:0.54 98:0.47 101:0.87 108:0.75 114:0.79 122:0.57 123:0.19 124:0.69 126:0.54 127:0.55 129:0.59 133:0.66 135:0.42 139:0.91 146:0.51 147:0.57 149:0.78 150:0.80 154:0.94 155:0.67 158:0.92 159:0.46 165:0.93 172:0.61 173:0.30 176:0.73 177:0.70 178:0.55 179:0.51 187:0.39 192:0.87 201:0.93 202:0.36 208:0.64 212:0.75 215:0.61 216:0.36 219:0.95 222:0.25 235:0.31 241:0.39 242:0.19 243:0.32 245:0.78 247:0.90 253:0.57 259:0.21 265:0.43 266:0.54 267:0.52 271:0.47 276:0.64 279:0.86 283:0.82 290:0.79 292:0.95 297:0.36 300:0.55\n1 1:0.74 9:0.80 11:0.57 12:0.51 18:0.74 21:0.05 22:0.93 27:0.30 29:0.56 30:0.95 31:0.89 34:0.79 36:0.76 37:0.31 39:0.82 41:0.82 43:0.95 47:0.93 60:0.87 64:0.77 66:0.75 69:0.17 70:0.13 71:0.92 74:0.67 79:0.88 81:0.74 83:0.91 85:0.80 86:0.85 91:0.66 96:0.72 98:0.65 101:0.87 104:0.96 106:0.81 108:0.14 114:0.89 117:0.86 120:0.59 122:0.57 123:0.13 126:0.54 127:0.19 129:0.05 135:0.79 137:0.89 139:0.87 140:0.80 146:0.26 147:0.32 149:0.80 150:0.84 151:0.61 153:0.48 154:0.95 155:0.67 158:0.91 159:0.11 162:0.62 164:0.57 165:0.93 172:0.32 173:0.73 176:0.73 177:0.70 178:0.42 179:0.74 187:0.87 192:0.87 196:0.92 201:0.93 202:0.50 206:0.81 208:0.64 212:0.95 215:0.78 216:0.80 219:0.95 220:0.74 222:0.25 232:0.98 235:0.22 241:0.49 242:0.63 243:0.77 247:0.35 248:0.59 253:0.66 255:0.95 256:0.45 259:0.21 260:0.60 262:0.93 265:0.65 266:0.12 267:0.79 268:0.46 271:0.47 276:0.20 279:0.86 283:0.78 284:0.89 285:0.62 290:0.89 292:0.91 297:0.36 300:0.13\n1 1:0.74 9:0.80 11:0.57 12:0.51 17:0.69 18:0.77 21:0.68 22:0.93 27:0.58 29:0.56 30:0.33 31:0.86 34:0.20 36:0.58 37:0.47 39:0.82 41:0.82 43:0.89 47:0.93 60:0.95 64:0.77 66:0.20 69:0.53 70:0.49 71:0.92 74:0.57 79:0.86 81:0.44 83:0.91 85:0.72 86:0.81 91:0.06 96:0.68 98:0.20 101:0.87 104:1.00 106:0.81 108:0.41 114:0.56 117:0.86 120:0.53 122:0.57 123:0.89 124:0.70 126:0.54 127:0.67 129:0.05 133:0.59 135:0.72 137:0.86 139:0.84 140:0.45 146:0.31 147:0.38 149:0.63 150:0.70 151:0.47 153:0.48 154:0.87 155:0.67 158:0.91 159:0.73 162:0.62 163:0.75 164:0.57 165:0.93 172:0.21 173:0.37 176:0.73 177:0.70 179:0.90 187:0.95 192:0.87 196:0.88 201:0.93 202:0.50 206:0.81 208:0.64 212:0.19 215:0.37 216:0.45 219:0.95 220:0.96 222:0.25 232:1.00 235:0.88 242:0.19 243:0.49 245:0.48 247:0.55 248:0.47 253:0.40 255:0.95 256:0.45 259:0.21 260:0.54 262:0.93 265:0.20 266:0.47 267:0.88 268:0.46 271:0.47 276:0.23 277:0.87 279:0.86 283:0.78 284:0.89 285:0.62 290:0.56 292:0.91 297:0.36 300:0.33\n0 1:0.69 8:0.77 9:0.80 11:0.64 12:0.51 17:0.06 18:0.73 21:0.22 27:0.14 29:0.56 30:0.21 31:0.88 34:0.45 36:0.25 37:0.67 39:0.82 41:0.82 43:0.68 45:0.81 66:0.26 69:0.93 70:0.60 71:0.92 74:0.62 79:0.88 81:0.44 83:0.91 86:0.73 91:0.72 96:0.80 97:0.94 98:0.38 99:0.83 101:0.52 108:0.86 114:0.67 120:0.73 122:0.80 123:0.86 124:0.84 126:0.44 127:0.45 129:0.05 133:0.84 135:0.97 137:0.88 139:0.71 140:0.98 145:0.96 146:0.61 147:0.18 149:0.57 150:0.56 151:0.58 153:0.46 154:0.57 155:0.67 158:0.78 159:0.67 162:0.51 163:0.88 164:0.79 165:0.70 172:0.37 173:0.94 176:0.66 177:0.38 179:0.64 187:0.39 190:0.89 192:0.87 196:0.89 201:0.68 202:0.82 208:0.64 212:0.35 215:0.51 216:0.93 220:0.74 222:0.25 235:0.31 241:0.39 242:0.24 243:0.19 244:0.61 245:0.60 247:0.74 248:0.56 253:0.76 255:0.95 256:0.77 257:0.65 259:0.21 260:0.69 265:0.40 266:0.63 267:0.88 268:0.78 271:0.47 276:0.52 279:0.82 283:0.78 284:0.86 285:0.62 290:0.67 297:0.36 300:0.43\n1 1:0.74 11:0.83 12:0.51 17:0.49 18:0.95 21:0.13 27:0.58 29:0.56 30:0.54 34:0.37 36:0.84 37:0.27 39:0.82 43:0.92 45:0.66 55:0.59 60:0.87 64:0.77 66:0.88 69:0.38 70:0.44 71:0.92 74:0.66 81:0.76 83:0.91 85:0.72 86:0.94 91:0.44 97:0.89 98:0.82 99:0.83 101:0.97 108:0.30 114:0.79 122:0.86 123:0.28 126:0.54 127:0.31 129:0.05 135:0.70 139:0.94 146:0.79 147:0.83 149:0.78 150:0.84 154:0.91 155:0.67 158:0.92 159:0.35 165:1.00 172:0.67 173:0.42 176:0.73 177:0.70 178:0.55 179:0.54 187:0.39 192:0.87 201:0.93 208:0.64 212:0.61 215:0.61 216:0.39 219:0.95 222:0.25 235:0.52 241:0.07 242:0.77 243:0.89 247:0.47 253:0.56 259:0.21 265:0.82 266:0.47 267:0.28 271:0.47 276:0.55 279:0.86 283:0.82 290:0.79 292:0.95 297:0.36 300:0.33\n1 12:0.86 17:0.92 21:0.78 27:0.72 43:0.08 66:0.36 69:0.98 91:0.07 98:0.05 108:0.97 123:0.97 127:0.05 129:0.05 145:0.52 146:0.05 147:0.05 149:0.05 154:0.07 159:0.05 172:0.05 173:0.91 177:0.05 178:0.55 187:0.39 216:0.07 235:0.95 241:0.44 243:0.51 265:0.05\n1 12:0.86 17:0.16 21:0.78 27:0.72 30:0.62 34:0.36 36:0.25 43:0.08 55:0.99 66:0.07 69:0.98 70:0.34 91:0.01 98:0.05 108:0.96 123:0.96 124:0.89 127:0.20 129:0.95 133:0.87 135:0.78 146:0.05 147:0.05 149:0.10 154:0.07 159:0.92 163:0.99 172:0.05 173:0.84 177:0.05 178:0.55 179:0.78 187:0.68 212:0.30 216:0.04 241:0.03 242:0.82 243:0.23 245:0.39 247:0.12 259:0.21 265:0.05 266:0.27 267:0.76 276:0.29 300:0.25\n1 12:0.86 17:0.77 21:0.78 27:0.72 34:0.50 36:0.21 37:0.78 43:0.31 66:0.36 69:0.72 91:0.27 98:0.09 108:0.55 123:0.53 127:0.07 129:0.05 135:0.70 145:0.41 146:0.05 147:0.05 149:0.13 154:0.23 159:0.05 172:0.05 173:0.85 177:0.05 178:0.55 187:0.68 216:0.19 235:0.31 241:0.21 243:0.51 259:0.21 265:0.10 267:0.52\n1 12:0.86 17:0.40 21:0.78 27:0.21 34:0.25 36:0.80 37:0.59 43:0.06 66:0.36 69:0.99 91:0.02 98:0.05 108:0.99 123:0.99 127:0.05 129:0.05 135:0.61 146:0.05 147:0.05 149:0.05 154:0.06 159:0.05 172:0.05 173:0.93 177:0.05 178:0.55 187:0.87 216:0.67 235:0.12 241:0.03 243:0.51 259:0.21 265:0.05 267:0.23\n0 12:0.86 17:0.75 21:0.78 27:0.72 43:0.27 66:0.36 69:0.80 91:0.22 98:0.06 108:0.64 123:0.61 127:0.05 129:0.05 146:0.05 147:0.05 149:0.11 154:0.19 159:0.05 172:0.05 173:0.71 177:0.05 178:0.55 187:0.87 216:0.11 235:0.52 241:0.05 243:0.51 265:0.07\n0 12:0.86 17:0.64 21:0.78 27:0.72 43:0.27 66:0.36 69:0.81 91:0.37 98:0.06 108:0.65 123:0.62 127:0.05 129:0.05 146:0.05 147:0.05 149:0.11 154:0.19 159:0.05 172:0.05 173:0.72 177:0.05 178:0.55 187:0.87 216:0.11 235:0.74 241:0.07 243:0.51 265:0.07\n0 12:0.86 17:0.47 21:0.78 27:0.72 34:0.69 36:0.18 37:0.78 43:0.28 66:0.36 69:0.78 91:0.48 98:0.07 108:0.61 123:0.59 127:0.06 129:0.05 135:0.75 145:0.40 146:0.05 147:0.05 149:0.12 154:0.20 159:0.05 172:0.05 173:0.76 177:0.05 178:0.55 187:0.39 216:0.19 235:0.22 241:0.05 243:0.51 259:0.21 265:0.07 267:0.28\n1 12:0.86 17:0.57 21:0.78 27:0.72 34:0.58 36:0.83 43:0.21 66:0.36 69:0.92 91:0.44 98:0.07 108:0.83 123:0.82 127:0.05 129:0.05 135:0.80 146:0.05 147:0.05 149:0.08 154:0.14 159:0.05 172:0.05 173:0.93 177:0.05 178:0.55 187:0.39 216:0.42 235:0.68 241:0.15 243:0.51 259:0.21 265:0.07 267:0.59\n1 8:0.86 12:0.86 17:0.83 21:0.78 27:0.72 34:0.40 36:0.68 37:0.81 43:0.32 66:0.36 69:0.70 91:0.91 98:0.06 108:0.53 123:0.51 127:0.05 129:0.05 135:0.39 145:0.59 146:0.05 147:0.05 149:0.13 154:0.24 159:0.05 172:0.05 173:0.56 177:0.05 178:0.55 191:0.89 202:0.90 216:0.45 235:0.60 241:0.83 243:0.51 259:0.21 265:0.06 267:0.69\n1 12:0.86 17:0.94 21:0.78 27:0.57 30:0.95 34:0.82 36:0.57 37:0.44 43:0.24 55:0.59 66:0.54 69:0.85 91:0.42 98:0.16 108:0.72 123:0.70 127:0.09 129:0.05 135:0.51 145:0.59 146:0.23 147:0.29 149:0.16 154:0.17 159:0.11 172:0.10 173:0.90 177:0.05 178:0.55 179:0.33 187:0.68 216:0.22 235:0.22 241:0.07 243:0.63 259:0.21 265:0.18 267:0.28 300:0.08\n0 12:0.86 17:0.53 21:0.78 27:0.53 34:0.29 36:0.61 37:0.38 43:0.19 66:0.36 69:0.94 91:0.22 98:0.06 108:0.89 123:0.88 127:0.05 129:0.05 135:0.82 145:0.49 146:0.05 147:0.05 149:0.08 154:0.13 159:0.05 172:0.05 173:0.93 177:0.05 178:0.55 187:0.39 216:0.80 235:0.31 241:0.05 243:0.51 259:0.21 265:0.06 267:0.36\n2 7:0.81 12:0.86 17:0.72 21:0.05 27:0.55 30:0.45 32:0.80 34:0.29 36:0.23 37:0.31 43:0.48 55:0.45 66:0.27 69:0.29 70:0.25 81:0.77 91:0.25 98:0.19 106:0.81 108:0.22 123:0.22 124:0.61 126:0.54 127:0.52 129:0.59 133:0.47 135:0.61 145:0.41 146:0.24 147:0.30 149:0.29 150:0.57 154:0.37 159:0.43 163:0.79 172:0.10 173:0.34 177:0.05 178:0.55 179:0.98 187:0.39 195:0.65 206:0.81 212:0.61 215:0.91 216:0.58 230:0.87 233:0.76 235:0.05 241:0.05 242:0.82 243:0.46 245:0.40 247:0.12 265:0.21 266:0.17 267:0.52 276:0.14 283:0.60 297:0.36 300:0.18\n1 8:0.81 12:0.86 17:0.92 21:0.78 27:0.72 34:0.31 36:0.69 37:0.81 43:0.32 66:0.36 69:0.70 91:0.58 98:0.06 108:0.53 123:0.51 127:0.05 129:0.05 135:0.42 145:0.59 146:0.05 147:0.05 149:0.13 154:0.24 159:0.05 172:0.05 173:0.56 177:0.05 178:0.55 187:0.21 202:0.46 216:0.45 235:0.60 241:0.80 243:0.51 259:0.21 265:0.06 267:0.52\n0 12:0.86 17:0.91 21:0.78 27:0.43 34:0.56 36:0.43 37:0.28 43:0.28 66:0.36 69:0.78 91:0.11 98:0.08 108:0.61 123:0.59 127:0.06 129:0.05 135:0.30 145:0.40 146:0.05 147:0.05 149:0.12 154:0.20 159:0.05 172:0.05 173:0.86 177:0.05 178:0.55 187:0.39 216:0.18 235:0.31 241:0.12 243:0.51 259:0.21 265:0.09 267:0.65\n1 12:0.86 17:0.82 21:0.78 27:0.54 34:0.64 36:0.28 37:0.48 43:0.23 66:0.36 69:0.87 91:0.62 98:0.08 108:0.74 123:0.73 127:0.06 129:0.05 135:0.56 146:0.05 147:0.05 149:0.10 154:0.16 159:0.05 172:0.05 173:0.95 177:0.05 178:0.55 187:0.68 202:0.46 216:0.23 235:0.60 241:0.62 243:0.51 259:0.21 265:0.08 267:0.36\n0 12:0.86 17:0.96 21:0.78 27:0.72 34:0.49 36:0.50 43:0.20 66:0.36 69:0.94 91:0.23 98:0.06 108:0.88 123:0.87 127:0.05 129:0.05 135:0.54 145:0.44 146:0.05 147:0.05 149:0.08 154:0.13 159:0.05 172:0.05 173:0.95 177:0.05 178:0.55 187:0.68 216:0.14 235:0.52 243:0.51 259:0.21 265:0.06 267:0.28\n2 12:0.86 17:0.90 21:0.78 27:0.72 30:0.95 34:0.96 36:0.47 43:0.28 55:0.59 66:0.54 69:0.78 91:0.53 98:0.16 108:0.62 123:0.60 127:0.09 129:0.05 135:0.42 145:0.49 146:0.24 147:0.30 149:0.18 154:0.20 159:0.11 172:0.10 173:0.79 177:0.05 178:0.55 179:0.32 187:0.39 216:0.30 235:0.84 241:0.05 243:0.63 259:0.21 265:0.17 267:0.85 300:0.08\n2 1:0.74 6:0.87 8:0.75 9:0.80 11:0.92 12:0.20 17:0.90 18:1.00 20:0.99 21:0.71 22:0.93 27:0.57 28:0.57 29:0.94 30:0.40 31:0.86 32:0.80 34:0.95 36:0.25 37:0.38 39:0.47 41:0.82 43:0.85 44:0.93 45:0.96 47:0.93 60:0.95 64:0.77 66:0.81 69:0.44 70:0.77 71:0.71 74:0.98 77:0.98 78:0.96 79:0.86 81:0.44 83:0.91 85:0.88 86:1.00 91:0.15 96:0.68 98:0.90 100:0.97 101:0.97 106:0.81 108:0.34 111:0.96 114:0.55 117:0.86 120:0.54 122:0.85 123:0.33 124:0.40 126:0.54 127:0.77 129:0.59 133:0.46 135:0.96 137:0.86 139:1.00 140:0.45 145:0.94 146:0.98 147:0.98 149:0.96 150:0.70 151:0.48 152:0.91 153:0.48 154:0.90 155:0.67 158:0.92 159:0.80 161:0.97 162:0.86 164:0.57 165:0.93 167:0.48 169:0.95 172:0.98 173:0.25 176:0.73 177:0.70 179:0.14 181:0.45 186:0.95 187:0.39 189:0.89 192:0.87 195:0.91 196:0.89 201:0.93 202:0.36 206:0.81 208:0.64 212:0.80 215:0.37 216:0.72 219:0.95 220:0.93 222:0.35 232:0.84 235:0.95 238:0.92 241:0.21 242:0.28 243:0.83 245:0.98 247:0.92 248:0.48 253:0.49 255:0.95 256:0.45 259:0.21 260:0.54 261:0.94 262:0.93 265:0.90 266:0.54 267:0.99 268:0.46 271:0.38 276:0.96 279:0.86 282:0.88 283:0.82 284:0.89 285:0.62 290:0.55 292:0.95 297:0.36 299:0.88 300:0.70\n2 1:0.74 7:0.81 8:0.60 11:0.64 12:0.20 17:0.78 18:0.86 21:0.22 27:0.43 28:0.57 29:0.94 30:0.53 32:0.80 34:0.99 36:0.17 37:0.25 39:0.47 43:0.79 44:0.93 45:0.81 48:0.91 55:0.42 64:0.77 66:0.91 69:0.76 70:0.48 71:0.71 74:0.86 77:0.89 81:0.70 83:0.60 86:0.94 91:0.48 97:0.89 98:0.75 99:0.83 101:0.52 108:0.59 114:0.71 122:0.57 123:0.57 126:0.54 127:0.24 129:0.05 135:0.87 139:0.97 145:0.96 146:0.70 147:0.74 149:0.55 150:0.80 154:0.72 155:0.67 158:0.87 159:0.28 161:0.97 165:0.70 167:0.49 172:0.75 173:0.85 176:0.73 177:0.70 178:0.55 179:0.35 181:0.45 187:0.21 192:0.87 195:0.65 201:0.93 204:0.89 208:0.64 212:0.76 215:0.51 216:0.33 219:0.95 222:0.35 230:0.86 233:0.76 235:0.52 241:0.27 242:0.30 243:0.91 247:0.67 253:0.54 259:0.21 265:0.75 266:0.54 267:0.52 271:0.38 276:0.60 279:0.86 281:0.88 282:0.88 283:0.71 290:0.71 292:0.91 297:0.36 300:0.43\n3 1:0.74 6:0.85 7:0.81 8:0.67 11:0.92 12:0.20 17:0.79 18:0.95 20:0.87 21:0.40 27:0.31 28:0.57 29:0.94 30:0.10 32:0.80 34:0.97 36:0.25 37:0.71 39:0.47 43:0.94 44:0.93 45:0.77 48:0.99 55:0.71 64:0.77 66:0.74 69:0.35 70:0.94 71:0.71 74:0.86 77:1.00 78:0.97 81:0.66 83:0.91 85:0.80 86:0.97 91:0.20 98:0.77 99:0.83 100:0.91 101:0.97 106:0.81 108:0.58 111:0.94 114:0.62 120:0.64 121:0.97 122:0.85 123:0.55 124:0.44 126:0.54 127:0.70 129:0.59 133:0.61 135:0.86 139:0.97 140:0.45 145:0.96 146:0.17 147:0.22 149:0.80 150:0.80 151:0.56 152:0.83 153:0.69 154:0.94 155:0.67 159:0.62 161:0.97 162:0.86 164:0.53 165:0.93 167:0.51 169:0.88 172:0.84 173:0.29 176:0.73 177:0.70 179:0.37 181:0.45 186:0.97 187:0.39 189:0.86 190:0.89 192:0.87 195:0.78 201:0.93 202:0.46 204:0.89 206:0.81 208:0.64 212:0.73 215:0.42 216:0.28 220:0.62 222:0.35 230:0.87 232:0.92 233:0.76 235:0.84 238:0.82 241:0.39 242:0.42 243:0.14 245:0.80 247:0.84 248:0.55 253:0.50 256:0.45 259:0.21 260:0.62 261:0.90 265:0.77 266:0.71 267:0.96 268:0.55 271:0.38 276:0.77 281:0.91 282:0.88 283:0.78 285:0.47 290:0.62 297:0.36 299:0.99 300:0.84\n2 1:0.74 7:0.81 11:0.83 12:0.20 17:0.57 18:0.96 21:0.68 22:0.93 27:0.57 28:0.57 29:0.94 30:0.75 32:0.80 34:0.45 36:0.37 37:0.61 39:0.47 43:0.86 44:0.93 45:0.97 47:0.93 64:0.77 66:0.90 69:0.60 70:0.46 71:0.71 74:0.96 77:0.70 81:0.45 83:0.91 85:0.94 86:0.99 91:0.06 98:0.82 101:0.87 106:0.81 108:0.72 114:0.56 117:0.86 121:0.90 122:0.57 123:0.70 124:0.37 126:0.54 127:0.49 129:0.59 133:0.61 135:0.44 139:0.99 145:0.77 146:0.17 147:0.22 149:0.96 150:0.70 154:0.84 155:0.67 159:0.73 161:0.97 165:0.93 167:0.50 172:0.97 173:0.42 176:0.73 177:0.70 178:0.55 179:0.15 181:0.45 187:0.21 192:0.87 195:0.89 201:0.93 204:0.89 206:0.81 208:0.64 212:0.90 215:0.37 216:0.86 222:0.35 230:0.87 232:0.85 233:0.76 235:0.88 241:0.32 242:0.39 243:0.08 245:0.86 247:0.74 253:0.49 262:0.93 265:0.82 266:0.63 267:0.94 271:0.38 276:0.93 281:0.91 282:0.88 290:0.56 297:0.36 299:0.88 300:0.84\n1 1:0.74 6:0.86 7:0.72 8:0.70 11:0.64 12:0.20 17:0.73 18:0.95 20:0.82 21:0.22 22:0.93 27:0.43 28:0.57 29:0.94 30:0.33 32:0.80 34:0.99 36:0.64 37:0.38 39:0.47 43:0.09 44:0.93 45:0.83 47:0.93 48:0.91 55:0.71 64:0.77 66:0.68 69:0.65 70:0.89 71:0.71 74:0.83 77:0.70 78:0.99 81:0.67 83:0.60 86:0.96 91:0.25 97:0.89 98:0.79 99:0.83 100:0.93 101:0.52 106:0.81 108:0.63 111:0.96 114:0.71 117:0.86 122:0.86 123:0.61 124:0.45 126:0.54 127:0.35 129:0.59 133:0.46 135:0.98 139:0.97 145:0.42 146:0.29 147:0.35 149:0.23 150:0.78 152:0.83 154:0.79 155:0.67 158:0.87 159:0.61 161:0.97 165:0.70 167:0.51 169:0.88 172:0.79 173:0.53 176:0.73 177:0.70 178:0.55 179:0.32 181:0.45 186:0.98 187:0.39 192:0.87 195:0.85 201:0.93 204:0.85 206:0.81 208:0.64 212:0.59 215:0.51 216:0.41 219:0.95 222:0.35 230:0.75 232:0.93 233:0.76 235:0.42 241:0.39 242:0.60 243:0.29 245:0.86 247:0.76 253:0.54 254:0.74 259:0.21 261:0.90 262:0.93 265:0.80 266:0.47 267:0.97 271:0.38 276:0.74 279:0.86 281:0.89 282:0.88 283:0.71 290:0.71 292:0.91 297:0.36 300:0.70\n2 1:0.74 7:0.81 11:0.83 12:0.20 17:0.53 18:0.96 21:0.47 22:0.93 27:0.48 28:0.57 29:0.94 30:0.84 32:0.80 34:0.88 36:0.85 37:0.42 39:0.47 43:0.87 44:0.93 45:0.73 47:0.93 60:0.87 64:0.77 66:0.95 69:0.58 70:0.53 71:0.71 74:0.93 77:0.70 81:0.58 83:0.91 85:0.95 86:0.99 91:0.17 98:0.88 101:0.87 106:0.81 108:0.44 114:0.60 117:0.86 121:0.90 122:0.57 123:0.43 126:0.54 127:0.43 129:0.05 135:0.56 139:0.99 145:0.44 146:0.86 147:0.88 149:0.96 150:0.76 154:0.85 155:0.67 158:0.92 159:0.43 161:0.97 165:0.93 167:0.47 172:0.88 173:0.61 176:0.73 177:0.70 178:0.55 179:0.30 181:0.45 187:0.68 192:0.87 195:0.67 201:0.93 204:0.89 206:0.81 208:0.64 212:0.80 215:0.41 216:0.51 219:0.95 222:0.35 230:0.87 232:0.97 233:0.76 235:0.84 241:0.18 242:0.37 243:0.95 247:0.67 253:0.50 259:0.21 262:0.93 265:0.88 266:0.27 267:0.73 271:0.38 276:0.78 279:0.86 281:0.91 282:0.88 283:0.82 290:0.60 292:0.95 297:0.36 299:0.88 300:0.70\n1 1:0.74 7:0.81 9:0.80 11:0.64 12:0.20 17:0.92 18:0.83 21:0.22 27:0.17 28:0.57 29:0.94 30:0.19 31:0.91 34:0.94 36:0.28 37:0.81 39:0.47 43:0.08 44:0.87 45:0.77 48:0.98 55:0.42 64:0.77 66:0.53 69:0.86 70:0.96 71:0.71 74:0.65 79:0.90 81:0.67 83:0.60 86:0.89 91:0.27 96:0.75 98:0.48 99:0.83 101:0.52 108:0.72 114:0.71 120:0.63 122:0.57 123:0.71 124:0.52 126:0.54 127:0.23 129:0.05 133:0.43 135:0.96 137:0.91 139:0.90 140:0.45 145:0.84 146:0.68 147:0.72 149:0.08 150:0.78 151:0.72 153:0.48 154:0.63 155:0.67 159:0.45 161:0.97 162:0.86 164:0.57 165:0.70 167:0.52 172:0.54 173:0.83 176:0.73 177:0.70 179:0.42 181:0.45 187:0.68 192:0.87 195:0.82 196:0.94 201:0.93 202:0.36 204:0.89 208:0.64 212:0.30 215:0.51 216:0.38 220:0.62 222:0.35 230:0.86 233:0.76 235:0.42 241:0.44 242:0.23 243:0.62 245:0.74 247:0.60 248:0.67 253:0.69 254:0.74 255:0.95 256:0.45 259:0.21 260:0.64 265:0.50 266:0.63 267:0.52 268:0.46 271:0.38 276:0.52 281:0.91 284:0.89 285:0.62 290:0.71 297:0.36 300:0.84\n2 1:0.74 8:0.83 11:0.92 12:0.20 17:0.38 18:0.88 20:0.82 21:0.47 27:0.45 28:0.57 29:0.94 30:0.37 34:0.84 36:0.19 37:0.50 39:0.47 43:0.82 45:0.73 55:0.84 64:0.77 66:0.48 69:0.69 70:0.90 71:0.71 74:0.56 78:0.98 81:0.52 83:0.91 85:0.72 86:0.89 91:0.17 98:0.43 100:0.73 101:0.97 108:0.52 111:0.94 114:0.60 122:0.86 123:0.50 124:0.73 126:0.54 127:0.46 129:0.05 133:0.73 135:0.89 139:0.86 145:0.50 146:0.68 147:0.72 149:0.66 150:0.74 152:0.79 154:0.77 155:0.67 159:0.69 161:0.97 163:0.81 165:0.93 167:0.48 169:0.72 172:0.51 173:0.56 176:0.73 177:0.70 178:0.55 179:0.62 181:0.45 186:0.97 187:0.68 192:0.87 201:0.93 208:0.64 212:0.22 215:0.41 216:0.77 222:0.35 235:0.68 241:0.24 242:0.63 243:0.59 245:0.62 247:0.47 253:0.45 259:0.21 261:0.86 265:0.45 266:0.80 267:0.52 271:0.38 276:0.54 290:0.60 297:0.36 300:0.84\n2 1:0.74 7:0.81 11:0.64 12:0.20 17:0.84 18:0.90 21:0.22 22:0.93 27:0.17 28:0.57 29:0.94 30:0.33 34:0.98 36:0.18 37:0.81 39:0.47 43:0.09 44:0.87 45:0.77 47:0.93 48:0.98 55:0.42 64:0.77 66:0.31 69:0.62 70:0.84 71:0.71 74:0.74 81:0.67 83:0.60 86:0.94 91:0.17 98:0.44 99:0.83 101:0.52 106:0.81 108:0.75 114:0.71 117:0.86 122:0.85 123:0.73 124:0.73 126:0.54 127:0.42 129:0.59 133:0.66 135:0.96 139:0.94 145:0.84 146:0.42 147:0.49 149:0.08 150:0.78 154:0.80 155:0.67 159:0.43 161:0.97 165:0.70 167:0.56 172:0.48 173:0.65 176:0.73 177:0.70 178:0.55 179:0.53 181:0.45 187:0.68 192:0.87 195:0.68 201:0.93 204:0.89 206:0.81 208:0.64 212:0.52 215:0.51 216:0.38 222:0.35 230:0.86 232:0.99 233:0.76 235:0.42 241:0.54 242:0.24 243:0.36 245:0.75 247:0.67 253:0.53 254:0.74 259:0.21 262:0.93 265:0.46 266:0.38 267:0.79 271:0.38 276:0.59 277:0.69 281:0.91 290:0.71 297:0.36 300:0.70\n1 1:0.74 11:0.64 12:0.20 17:0.30 18:0.83 21:0.64 27:0.45 28:0.57 29:0.94 30:0.15 34:0.83 36:0.20 37:0.50 39:0.47 43:0.09 45:0.66 55:0.71 64:0.77 66:0.33 69:0.70 70:0.84 71:0.71 74:0.56 81:0.42 83:0.60 86:0.83 91:0.15 97:0.89 98:0.33 99:0.83 101:0.52 108:0.81 114:0.57 122:0.86 123:0.80 124:0.71 126:0.54 127:0.27 129:0.05 133:0.59 135:0.83 139:0.85 145:0.49 146:0.18 147:0.23 149:0.13 150:0.66 154:0.76 155:0.67 158:0.91 159:0.50 161:0.97 163:0.88 165:0.70 167:0.49 172:0.27 173:0.62 176:0.73 177:0.70 178:0.55 179:0.71 181:0.45 187:0.68 192:0.87 201:0.93 208:0.64 212:0.30 215:0.38 216:0.77 219:0.95 222:0.35 235:0.84 241:0.30 242:0.77 243:0.37 245:0.53 247:0.35 253:0.41 254:0.74 259:0.21 265:0.35 266:0.47 267:0.44 271:0.38 276:0.36 277:0.87 279:0.86 283:0.77 290:0.57 292:0.91 297:0.36 300:0.55\n2 1:0.74 6:0.84 8:0.62 9:0.80 11:0.64 12:0.20 17:0.13 18:0.82 20:0.87 21:0.71 27:0.17 28:0.57 29:0.94 30:0.45 31:0.91 34:1.00 36:0.42 37:0.65 39:0.47 43:0.92 44:0.87 45:0.66 64:0.77 66:0.36 69:0.45 70:0.25 71:0.71 74:0.58 78:0.96 79:0.90 81:0.41 83:0.60 86:0.88 91:0.54 96:0.75 97:0.89 98:0.16 99:0.83 100:0.90 101:0.52 108:0.35 111:0.94 114:0.55 120:0.63 122:0.86 123:0.33 124:0.69 126:0.54 127:0.39 129:0.05 133:0.59 135:0.89 137:0.91 139:0.90 140:0.80 145:0.82 146:0.21 147:0.27 149:0.64 150:0.65 151:0.72 152:0.94 153:0.48 154:0.91 155:0.67 158:0.91 159:0.39 161:0.97 162:0.49 164:0.57 165:0.70 167:0.59 169:0.88 172:0.21 173:0.49 176:0.73 177:0.70 178:0.42 179:0.89 181:0.45 186:0.96 187:0.95 189:0.83 191:0.85 192:0.87 195:0.65 196:0.94 201:0.93 202:0.64 208:0.64 212:0.23 215:0.37 216:0.59 219:0.95 220:0.62 222:0.35 235:0.95 238:0.82 241:0.61 242:0.55 243:0.51 245:0.45 247:0.39 248:0.67 253:0.62 255:0.95 256:0.45 259:0.21 260:0.64 261:0.93 265:0.17 266:0.38 267:0.96 268:0.46 271:0.38 276:0.26 279:0.86 283:0.78 284:0.89 285:0.62 290:0.55 292:0.91 297:0.36 300:0.18\n1 7:0.81 12:0.20 17:0.73 18:0.79 21:0.78 27:0.49 28:0.57 29:0.94 30:0.76 31:0.90 34:0.31 36:0.33 37:0.43 39:0.47 43:0.13 48:0.99 55:0.71 66:0.72 69:0.64 70:0.22 71:0.71 74:0.51 79:0.90 86:0.76 91:0.69 98:0.72 108:0.49 121:0.90 122:0.85 123:0.46 127:0.22 129:0.05 135:0.42 137:0.90 139:0.81 140:0.45 145:0.40 146:0.55 147:0.61 149:0.11 151:0.55 153:0.48 154:0.48 155:0.67 159:0.20 161:0.97 162:0.86 167:0.66 172:0.27 173:0.80 175:0.75 177:0.38 179:0.87 181:0.45 187:0.39 190:0.89 192:0.87 196:0.91 202:0.36 204:0.89 208:0.64 212:0.42 216:0.12 220:0.62 222:0.35 230:0.87 233:0.76 235:0.02 241:0.68 242:0.45 243:0.75 244:0.61 247:0.35 248:0.54 253:0.36 254:0.80 256:0.45 257:0.65 259:0.21 265:0.72 266:0.23 267:0.19 268:0.46 271:0.38 276:0.23 277:0.69 281:0.91 284:0.86 285:0.47 300:0.18\n2 1:0.74 11:0.83 12:0.20 17:0.77 18:0.92 21:0.59 27:0.54 28:0.57 29:0.94 30:0.21 34:0.99 36:0.19 37:0.54 39:0.47 43:0.79 44:0.90 45:0.77 48:0.99 55:0.59 64:0.77 66:0.94 69:0.75 70:0.77 71:0.71 74:0.75 77:0.70 81:0.46 83:0.60 85:0.80 86:0.97 91:0.29 98:0.87 99:0.83 101:0.87 108:0.58 114:0.58 122:0.82 123:0.56 126:0.54 127:0.40 129:0.05 135:0.81 139:0.97 145:0.45 146:0.90 147:0.92 149:0.76 150:0.67 154:0.73 155:0.67 159:0.49 161:0.97 165:0.70 167:0.46 172:0.83 173:0.75 176:0.73 177:0.70 178:0.55 179:0.36 181:0.45 187:0.39 192:0.87 195:0.74 201:0.93 208:0.64 212:0.68 215:0.39 216:0.37 222:0.35 235:0.84 241:0.10 242:0.18 243:0.94 247:0.88 253:0.45 259:0.21 265:0.87 266:0.47 267:0.44 271:0.38 276:0.72 281:0.89 282:0.77 290:0.58 297:0.36 300:0.55\n2 1:0.74 7:0.72 8:0.59 11:0.64 12:0.20 17:0.84 18:0.89 21:0.22 22:0.93 27:0.57 28:0.57 29:0.94 30:0.43 32:0.80 34:0.99 36:0.27 37:0.26 39:0.47 43:0.88 44:0.93 45:0.83 47:0.93 48:0.99 64:0.77 66:0.89 69:0.23 70:0.57 71:0.71 74:0.87 77:0.70 81:0.67 83:0.60 86:0.95 91:0.44 97:0.89 98:0.68 99:0.83 101:0.52 108:0.18 114:0.71 122:0.57 123:0.18 126:0.54 127:0.20 129:0.05 135:0.84 139:0.96 145:0.91 146:0.63 147:0.69 149:0.67 150:0.78 154:0.93 155:0.67 158:0.91 159:0.24 161:0.97 165:0.70 167:0.54 172:0.70 173:0.33 176:0.73 177:0.70 178:0.55 179:0.33 181:0.45 187:0.21 192:0.87 195:0.64 201:0.93 204:0.85 208:0.64 212:0.78 215:0.51 216:0.46 219:0.95 222:0.35 230:0.74 233:0.73 235:0.42 241:0.51 242:0.29 243:0.90 247:0.76 253:0.54 259:0.21 262:0.93 265:0.68 266:0.27 267:0.44 271:0.38 276:0.57 279:0.86 281:0.89 282:0.88 283:0.77 290:0.71 292:0.91 297:0.36 300:0.43\n1 1:0.74 7:0.81 11:0.92 12:0.20 17:0.67 18:0.81 21:0.05 27:0.49 28:0.57 29:0.94 30:0.62 32:0.80 34:0.99 36:0.38 37:0.43 39:0.47 43:0.84 44:0.93 45:0.73 48:0.98 60:0.87 64:0.77 66:0.29 69:0.64 70:0.40 71:0.71 74:0.79 77:0.70 81:0.83 83:0.91 85:0.72 86:0.87 91:0.46 98:0.62 101:0.97 108:0.49 114:0.89 121:0.90 122:0.57 123:0.61 124:0.60 126:0.54 127:0.30 129:0.59 133:0.46 135:0.91 139:0.94 145:0.39 146:0.22 147:0.28 149:0.65 150:0.89 154:0.80 155:0.67 158:0.92 159:0.32 161:0.97 165:0.93 167:0.57 172:0.32 173:0.72 176:0.73 177:0.70 178:0.55 179:0.71 181:0.45 187:0.39 192:0.87 195:0.64 201:0.93 204:0.89 208:0.64 212:0.42 215:0.78 216:0.12 219:0.95 222:0.35 230:0.87 233:0.76 235:0.22 241:0.57 242:0.45 243:0.51 245:0.62 247:0.55 253:0.61 259:0.21 265:0.19 266:0.47 267:0.23 271:0.38 276:0.39 279:0.86 281:0.91 282:0.88 283:0.82 290:0.89 292:0.95 297:0.36 299:0.88 300:0.33\n2 1:0.74 7:0.81 11:0.64 12:0.20 17:0.93 18:0.86 21:0.22 22:0.93 27:0.17 28:0.57 29:0.94 30:0.33 34:0.98 36:0.20 37:0.81 39:0.47 43:0.08 44:0.87 45:0.77 47:0.93 48:0.98 55:0.42 64:0.77 66:0.31 69:0.84 70:0.92 71:0.71 74:0.69 81:0.67 83:0.60 86:0.91 91:0.18 98:0.38 99:0.83 101:0.52 106:0.81 108:0.83 114:0.71 117:0.86 122:0.85 123:0.82 124:0.73 126:0.54 127:0.29 129:0.59 133:0.66 135:0.93 139:0.92 145:0.84 146:0.42 147:0.49 149:0.07 150:0.78 154:0.64 155:0.67 159:0.43 161:0.97 165:0.70 167:0.52 172:0.48 173:0.86 176:0.73 177:0.70 178:0.55 179:0.44 181:0.45 187:0.68 192:0.87 195:0.74 201:0.93 204:0.89 206:0.81 208:0.64 212:0.52 215:0.51 216:0.38 222:0.35 230:0.86 232:0.99 233:0.76 235:0.42 241:0.44 242:0.24 243:0.36 245:0.75 247:0.67 253:0.53 254:0.74 259:0.21 262:0.93 265:0.40 266:0.63 267:0.65 271:0.38 276:0.59 277:0.69 281:0.91 290:0.71 297:0.36 300:0.84\n1 1:0.64 10:0.89 11:0.57 12:0.20 17:0.77 18:0.92 26:0.94 27:0.41 28:0.76 29:0.53 30:0.70 34:0.47 36:0.35 37:0.29 39:0.58 43:0.75 45:0.95 58:0.93 66:0.97 69:0.15 70:0.50 71:0.83 74:0.87 81:0.60 83:0.56 86:0.94 91:0.33 98:0.97 99:0.83 101:0.96 108:0.12 114:0.95 122:0.86 123:0.12 126:0.32 127:0.76 129:0.05 135:0.49 139:0.92 141:0.91 146:0.90 147:0.92 149:0.91 150:0.56 154:0.66 155:0.49 159:0.50 161:0.67 165:0.65 167:0.63 170:0.94 172:0.92 173:0.23 174:0.83 176:0.63 177:0.88 178:0.55 179:0.29 181:0.68 187:0.39 192:0.48 197:0.87 199:0.94 201:0.60 208:0.50 212:0.83 215:0.96 216:0.46 222:0.35 223:0.92 224:0.93 234:0.91 235:0.05 239:0.88 241:0.27 242:0.22 243:0.97 247:0.95 253:0.73 259:0.21 265:0.97 266:0.27 267:0.28 271:0.13 274:0.91 276:0.85 290:0.95 297:0.36 300:0.55\n2 1:0.60 7:0.69 8:0.58 10:0.90 12:0.20 17:0.67 18:0.69 20:0.96 21:0.59 22:0.93 26:0.96 27:0.31 28:0.76 29:0.53 30:0.21 34:0.98 36:0.30 37:0.55 39:0.58 43:0.10 44:0.92 47:0.93 48:0.91 55:0.45 58:0.93 64:0.77 66:0.69 69:0.74 70:0.67 71:0.83 74:0.57 76:0.85 77:0.70 78:0.80 81:0.41 86:0.78 91:0.06 98:0.46 100:0.80 102:0.97 106:0.81 108:0.58 111:0.79 114:0.73 117:0.86 122:0.57 123:0.55 124:0.41 126:0.51 127:0.24 129:0.05 133:0.36 135:0.84 139:0.80 141:0.91 145:0.76 146:0.50 147:0.56 149:0.09 150:0.43 152:0.91 154:0.57 155:0.51 159:0.31 161:0.67 167:0.63 169:0.78 170:0.94 172:0.41 173:0.79 174:0.83 176:0.70 177:0.88 178:0.55 179:0.71 181:0.68 186:0.81 187:0.39 192:0.48 193:0.97 195:0.69 197:0.85 199:0.96 201:0.59 204:0.79 206:0.81 208:0.61 212:0.55 216:0.85 222:0.35 223:0.95 224:0.93 230:0.71 232:0.94 233:0.66 234:0.91 235:0.80 236:0.95 239:0.92 241:0.27 242:0.16 243:0.73 245:0.46 247:0.60 253:0.56 254:0.97 259:0.21 261:0.83 262:0.93 265:0.48 266:0.38 267:0.28 271:0.13 274:0.91 276:0.30 281:0.86 282:0.79 290:0.73 300:0.43\n0 10:0.89 11:0.52 12:0.20 17:0.43 18:0.64 20:0.87 21:0.78 26:0.94 27:0.45 28:0.76 29:0.53 30:0.91 34:0.63 36:0.18 37:0.50 39:0.58 43:0.78 45:0.73 58:0.93 66:0.69 69:0.74 70:0.13 71:0.83 74:0.42 78:0.76 86:0.74 91:0.18 98:0.12 100:0.73 101:0.65 108:0.57 111:0.75 122:0.65 123:0.55 127:0.08 129:0.05 135:0.82 139:0.71 141:0.91 145:0.50 146:0.19 147:0.25 149:0.61 152:0.82 154:0.71 159:0.10 161:0.67 167:0.63 169:0.72 170:0.94 172:0.21 173:0.72 174:0.79 177:0.88 178:0.55 179:0.09 181:0.68 186:0.77 187:0.68 197:0.83 199:0.94 212:0.61 216:0.77 222:0.35 223:0.91 224:0.93 234:0.91 235:0.68 239:0.88 241:0.27 242:0.63 243:0.73 247:0.30 253:0.36 254:0.80 259:0.21 261:0.77 265:0.13 266:0.17 267:0.23 271:0.13 274:0.91 276:0.21 300:0.13\n0 10:0.91 11:0.52 12:0.20 17:0.24 18:0.78 21:0.78 26:0.94 27:0.48 28:0.76 29:0.53 30:0.29 34:0.52 36:0.30 37:0.55 39:0.58 43:0.21 45:0.87 58:0.93 66:0.36 69:0.92 70:0.89 71:0.83 74:0.50 86:0.80 91:0.12 98:0.34 101:0.65 108:0.90 122:0.86 123:0.89 124:0.82 127:0.18 129:0.05 133:0.81 135:0.84 139:0.76 141:0.91 145:0.89 146:0.25 147:0.31 149:0.35 154:0.50 159:0.72 161:0.67 167:0.69 170:0.94 172:0.59 173:0.72 174:0.86 177:0.88 178:0.55 179:0.22 181:0.68 187:0.39 197:0.85 199:0.95 202:0.58 212:0.37 216:0.92 222:0.35 223:0.92 224:0.93 234:0.91 235:0.95 239:0.89 241:0.47 242:0.32 243:0.31 245:0.71 247:0.84 253:0.41 254:0.80 259:0.21 265:0.37 266:0.91 267:0.28 271:0.13 274:0.91 276:0.66 277:0.69 300:0.84\n4 1:0.57 6:0.99 8:0.98 9:0.74 11:0.46 12:0.20 17:0.73 18:0.66 20:0.99 21:0.59 23:0.98 26:0.96 27:0.15 28:0.76 29:0.53 30:0.28 31:0.96 34:0.94 36:0.30 37:0.99 39:0.58 43:0.35 45:0.77 55:0.71 58:0.99 62:0.96 64:0.77 66:0.67 69:0.87 70:0.95 71:0.83 74:0.46 78:0.96 79:0.96 81:0.43 83:0.69 86:0.68 91:0.67 96:0.90 98:0.36 99:0.83 100:1.00 101:0.47 108:0.93 111:1.00 114:0.71 122:0.83 123:0.93 124:0.45 126:0.32 127:0.47 128:0.97 129:0.59 133:0.47 135:0.49 137:0.96 139:0.66 140:0.96 141:0.98 146:0.22 147:0.28 149:0.31 150:0.38 151:0.62 152:0.92 153:0.48 154:0.26 155:0.63 159:0.79 161:0.67 162:0.74 165:0.65 167:0.89 168:0.97 169:1.00 170:0.94 172:0.57 173:0.74 175:0.91 176:0.63 177:0.38 179:0.67 181:0.68 186:0.96 187:0.21 189:0.99 190:0.89 191:0.90 192:0.57 193:0.96 196:0.90 199:0.96 201:0.55 202:0.79 205:0.98 208:0.61 212:0.55 216:0.22 220:0.97 222:0.35 223:0.95 224:0.98 232:0.76 234:0.97 235:0.74 238:0.99 239:0.84 241:0.77 242:0.72 243:0.27 244:0.83 245:0.66 247:0.47 248:0.61 253:0.86 255:0.73 256:0.84 257:0.84 259:0.21 261:0.99 265:0.38 266:0.63 267:0.44 268:0.83 271:0.13 274:0.99 276:0.29 277:0.87 284:0.98 285:0.60 290:0.71 300:0.84\n0 1:0.60 8:0.75 9:0.73 12:0.20 17:0.49 20:0.79 21:0.30 26:0.93 27:0.72 28:0.76 29:0.53 30:0.95 31:0.97 34:0.42 36:0.90 37:0.29 39:0.58 43:0.16 55:0.92 58:0.93 64:0.77 66:0.20 69:0.54 71:0.83 74:0.41 78:0.72 79:0.97 81:0.49 83:0.56 91:0.83 96:0.88 97:0.94 98:0.11 99:0.83 100:0.73 108:0.42 111:0.72 114:0.82 123:0.40 124:0.61 126:0.32 127:0.29 129:0.59 133:0.47 135:0.44 137:0.97 139:0.67 140:0.87 141:0.91 146:0.05 147:0.05 149:0.09 150:0.44 151:0.85 152:0.77 153:0.48 154:0.11 155:0.56 158:0.76 159:0.17 161:0.67 162:0.57 165:0.65 167:0.96 169:0.72 170:0.94 172:0.05 173:0.82 175:0.97 176:0.63 177:0.05 179:0.99 181:0.68 186:0.73 190:0.89 192:0.55 196:0.90 199:0.93 201:0.57 202:0.78 208:0.50 216:0.14 219:0.91 220:0.62 222:0.35 223:0.91 224:0.93 232:0.72 234:0.91 235:0.42 241:0.93 243:0.40 244:0.93 245:0.36 248:0.82 253:0.84 255:0.72 256:0.77 257:0.93 259:0.21 261:0.73 265:0.12 267:0.23 268:0.77 271:0.13 274:0.91 277:0.95 279:0.79 284:0.96 285:0.50 290:0.82 292:0.88 300:0.08\n1 1:0.67 6:0.79 8:0.58 10:0.96 11:0.57 12:0.20 17:0.84 18:0.95 20:0.92 26:0.95 27:0.41 28:0.76 29:0.53 30:0.58 34:0.64 36:0.47 37:0.29 39:0.58 43:0.75 45:0.95 58:0.93 64:0.77 66:0.80 69:0.47 70:0.72 71:0.83 74:0.90 78:0.87 81:0.74 83:0.69 86:0.97 91:0.29 97:0.94 98:0.83 99:0.95 100:0.85 101:1.00 108:0.36 111:0.85 114:0.97 122:0.86 123:0.35 124:0.40 126:0.51 127:0.57 129:0.05 133:0.45 135:0.39 139:0.96 141:0.91 146:0.86 147:0.89 149:0.89 150:0.64 152:0.95 154:0.57 155:0.52 158:0.82 159:0.53 161:0.67 165:0.81 167:0.64 169:0.81 170:0.94 172:0.92 173:0.45 174:0.91 176:0.70 177:0.88 178:0.55 179:0.24 181:0.68 186:0.87 187:0.39 189:0.81 192:0.51 197:0.91 199:0.96 201:0.65 208:0.61 212:0.85 215:0.96 216:0.46 219:0.94 222:0.35 223:0.93 224:0.93 234:0.91 235:0.12 238:0.86 239:0.95 241:0.30 242:0.24 243:0.82 245:0.90 247:0.93 253:0.75 259:0.21 261:0.89 265:0.83 266:0.63 267:0.28 271:0.13 274:0.91 276:0.85 279:0.78 283:0.82 290:0.97 292:0.95 297:0.36 300:0.84\n0 1:0.66 10:0.93 11:0.46 12:0.20 17:0.08 18:0.72 21:0.30 22:0.93 26:0.96 27:0.60 28:0.76 29:0.53 30:0.68 33:0.97 34:0.82 36:0.89 37:0.45 39:0.58 43:0.64 45:0.77 47:0.93 58:0.93 64:0.77 66:0.71 69:0.78 70:0.48 71:0.83 74:0.52 81:0.69 83:0.56 86:0.83 91:0.23 98:0.69 99:0.83 101:0.47 106:0.81 108:0.61 114:0.86 117:0.86 122:0.85 123:0.59 124:0.42 126:0.54 127:0.43 129:0.05 133:0.36 135:0.39 139:0.78 141:0.91 145:0.70 146:0.64 147:0.41 149:0.44 150:0.59 154:0.64 155:0.51 159:0.37 161:0.67 165:0.65 167:0.60 170:0.94 172:0.57 173:0.86 174:0.90 176:0.73 177:0.05 178:0.55 179:0.68 181:0.68 187:0.68 192:0.50 197:0.93 199:0.97 201:0.65 206:0.81 208:0.64 212:0.69 215:0.72 216:0.59 222:0.35 223:0.95 224:0.93 232:0.99 234:0.91 235:0.60 236:0.97 239:0.92 241:0.15 242:0.31 243:0.21 245:0.60 247:0.74 251:1.00 253:0.62 254:0.84 257:0.93 259:0.21 262:0.93 265:0.69 266:0.54 267:0.28 271:0.13 274:0.91 276:0.47 290:0.86 291:0.97 297:0.36 300:0.43\n0 10:0.94 11:0.52 12:0.20 17:0.11 18:0.86 21:0.47 26:0.96 27:0.56 28:0.76 29:0.53 30:0.62 33:0.97 34:0.64 36:0.27 37:0.60 39:0.58 43:0.59 45:0.81 55:0.45 58:0.93 66:0.49 69:0.82 70:0.63 71:0.83 74:0.43 81:0.28 86:0.84 91:0.07 98:0.60 101:0.87 102:0.95 108:0.67 122:0.95 123:0.65 124:0.56 126:0.24 127:0.27 129:0.05 133:0.36 135:0.44 139:0.80 141:0.91 145:0.65 146:0.70 147:0.75 149:0.58 150:0.30 154:0.48 159:0.41 161:0.67 167:0.59 170:0.94 172:0.67 173:0.84 174:0.96 177:0.88 178:0.55 179:0.33 181:0.68 187:0.39 195:0.72 197:0.95 199:0.98 212:0.70 216:0.76 222:0.35 223:0.95 224:0.93 234:0.91 235:0.52 236:0.92 239:0.94 241:0.10 242:0.63 243:0.60 244:0.61 245:0.86 247:0.82 253:0.37 259:0.21 265:0.61 266:0.54 267:0.44 271:0.13 274:0.91 276:0.68 291:0.97 300:0.55\n1 1:0.64 6:0.79 8:0.58 10:0.98 11:0.82 12:0.20 17:0.84 18:0.92 20:0.92 26:0.95 27:0.41 28:0.76 29:0.53 30:0.75 34:0.37 36:0.24 37:0.29 39:0.58 43:0.73 45:0.95 58:0.93 66:0.97 69:0.47 70:0.46 71:0.83 74:0.90 78:0.84 81:0.60 83:0.56 85:0.85 86:0.97 91:0.33 97:0.89 98:0.95 99:0.83 100:0.81 101:1.00 108:0.36 111:0.82 114:0.95 122:0.65 123:0.34 126:0.32 127:0.63 129:0.05 135:0.47 139:0.95 141:0.91 146:0.89 147:0.91 149:0.94 150:0.56 152:0.95 154:0.63 155:0.49 158:0.77 159:0.48 161:0.67 165:0.65 167:0.65 169:0.81 170:0.94 172:0.92 173:0.48 174:0.92 176:0.63 177:0.88 178:0.55 179:0.26 181:0.68 186:0.84 187:0.39 189:0.81 192:0.48 197:0.92 199:0.96 201:0.60 208:0.50 212:0.90 215:0.96 216:0.46 222:0.35 223:0.93 224:0.93 234:0.91 235:0.05 238:0.84 239:0.96 241:0.32 242:0.15 243:0.97 247:0.96 253:0.74 259:0.21 261:0.89 265:0.95 266:0.38 267:0.28 271:0.13 274:0.91 276:0.86 279:0.76 283:0.82 290:0.95 297:0.36 300:0.55\n4 1:0.57 8:0.95 9:0.75 11:0.46 12:0.20 17:0.81 18:0.66 20:0.80 21:0.59 23:0.99 26:0.96 27:0.18 28:0.76 29:0.53 30:0.28 31:0.99 34:0.47 36:0.23 37:0.98 39:0.58 43:0.35 45:0.77 55:0.71 58:0.99 62:0.96 64:0.77 66:0.67 69:0.87 70:0.95 71:0.83 74:0.46 78:0.85 79:0.98 81:0.43 83:0.69 86:0.68 91:0.93 96:0.92 98:0.36 99:0.83 100:0.88 101:0.47 108:0.93 111:0.85 114:0.71 122:0.83 123:0.93 124:0.45 126:0.32 127:0.48 128:0.99 129:0.59 133:0.47 135:0.37 137:0.99 138:0.98 139:0.70 140:0.98 141:0.98 146:0.22 147:0.28 149:0.31 150:0.38 151:0.60 152:0.77 153:0.82 154:0.26 155:0.64 159:0.79 161:0.67 162:0.76 165:0.65 167:0.97 168:0.99 169:0.86 170:0.94 172:0.57 173:0.74 175:0.91 176:0.63 177:0.38 178:0.48 179:0.67 181:0.68 186:0.85 190:0.89 191:0.83 192:0.58 193:0.96 196:0.93 199:0.96 201:0.55 202:0.86 205:0.99 208:0.61 212:0.55 216:0.27 219:0.90 220:0.82 222:0.35 223:0.95 224:0.98 234:0.97 235:0.74 239:0.84 241:0.98 242:0.72 243:0.27 244:0.83 245:0.66 247:0.47 248:0.58 253:0.89 255:0.74 256:0.89 257:0.84 259:0.21 261:0.80 265:0.38 266:0.63 267:0.28 268:0.90 271:0.13 274:0.99 276:0.29 277:0.87 284:0.99 285:0.60 290:0.71 292:0.88 300:0.84\n1 10:0.96 11:0.54 12:0.06 17:0.09 18:0.91 21:0.78 26:0.96 27:0.28 29:0.56 30:0.76 34:0.63 36:0.70 37:0.77 39:0.51 43:0.56 45:0.96 58:0.93 66:0.77 69:0.62 70:0.45 71:0.66 74:0.75 86:0.94 89:0.97 91:0.20 98:0.76 101:0.87 108:0.60 122:0.67 123:0.57 124:0.41 127:0.35 129:0.59 133:0.47 135:0.32 139:0.90 141:0.91 146:0.19 147:0.25 149:0.57 154:0.79 159:0.42 170:0.96 172:0.86 173:0.63 174:0.90 177:0.96 178:0.55 179:0.26 187:0.68 197:0.92 199:0.96 212:0.81 216:0.56 222:0.76 223:0.97 224:0.93 225:0.96 234:0.91 235:0.31 239:0.94 240:0.95 241:0.10 242:0.19 243:0.19 245:0.86 247:0.93 253:0.53 254:0.74 259:0.21 264:0.90 265:0.76 266:0.27 267:0.28 271:0.13 274:0.91 275:0.93 276:0.79 294:0.98 300:0.55\n1 8:0.83 10:0.93 11:0.54 12:0.06 17:0.04 18:0.70 21:0.22 26:0.95 27:0.28 29:0.56 30:0.54 34:0.62 36:0.85 37:0.77 39:0.51 43:0.10 45:0.85 56:0.97 58:0.93 66:0.60 69:0.48 70:0.51 71:0.66 74:0.51 81:0.28 86:0.81 89:0.99 91:0.57 98:0.74 101:0.69 108:0.37 122:0.99 123:0.36 124:0.50 126:0.23 127:0.41 129:0.59 133:0.47 135:0.58 139:0.77 140:0.45 141:0.91 143:1.00 146:0.75 147:0.79 149:0.16 150:0.31 151:0.72 153:0.78 154:0.84 159:0.43 162:0.70 170:0.96 172:0.57 173:0.50 174:0.83 177:0.96 179:0.60 187:0.68 190:0.98 191:0.75 197:0.87 199:0.94 202:0.69 212:0.30 216:0.56 220:0.82 222:0.76 223:0.94 224:0.93 225:1.00 234:0.91 235:0.22 239:0.91 240:1.00 241:0.64 242:0.59 243:0.67 245:0.73 247:0.60 248:0.70 253:0.41 254:0.74 256:0.68 259:0.21 264:0.90 265:0.74 266:0.75 267:0.76 268:0.72 271:0.13 274:0.91 275:0.97 276:0.53 285:0.45 294:0.98 300:0.43\n1 8:0.98 10:0.93 11:0.54 12:0.06 17:0.20 18:0.71 21:0.78 26:0.96 27:0.28 29:0.56 30:0.74 34:0.76 36:0.86 37:0.77 39:0.51 43:0.09 45:0.89 58:0.93 66:0.07 69:0.63 70:0.59 71:0.66 74:0.52 86:0.82 89:0.99 91:0.38 98:0.31 101:0.69 108:0.84 122:0.67 123:0.58 124:0.78 127:0.46 129:0.59 133:0.73 135:0.30 139:0.78 141:0.91 146:0.19 147:0.25 149:0.10 154:0.79 159:0.57 170:0.96 172:0.48 173:0.57 174:0.88 177:0.96 178:0.55 179:0.58 187:0.39 197:0.88 199:0.95 202:0.36 212:0.61 216:0.56 222:0.76 223:0.95 224:0.93 225:0.97 234:0.91 235:0.31 239:0.92 240:0.95 241:0.03 242:0.19 243:0.33 245:0.67 247:0.76 253:0.42 254:0.74 259:0.21 264:0.90 265:0.24 266:0.75 267:0.36 271:0.13 274:0.91 275:0.96 276:0.54 277:0.98 294:0.98 300:0.70\n1 2:0.99 10:0.94 11:0.54 12:0.06 18:0.72 21:0.78 26:0.95 27:0.52 29:0.56 30:0.73 32:0.74 34:0.89 36:0.49 37:0.57 39:0.51 43:0.09 44:0.93 45:0.85 58:0.93 66:0.86 69:0.19 70:0.47 71:0.66 74:0.63 77:0.70 82:0.99 86:0.84 88:0.98 89:0.99 91:0.49 98:0.87 101:0.69 102:0.98 108:0.15 122:0.67 123:0.15 127:0.40 129:0.05 135:0.39 139:0.85 140:0.80 141:0.91 143:0.99 145:0.96 146:0.62 147:0.68 149:0.07 151:0.65 153:0.48 154:0.85 159:0.23 162:0.54 170:0.96 172:0.59 173:0.45 174:0.83 177:0.96 178:0.42 179:0.69 187:0.87 190:0.98 195:0.56 197:0.87 199:0.95 202:0.65 212:0.72 216:0.57 222:0.76 223:0.96 224:0.93 225:1.00 234:0.91 235:0.31 239:0.95 240:1.00 241:0.64 242:0.19 243:0.86 247:0.60 248:0.65 253:0.47 254:0.80 256:0.58 259:0.21 264:0.90 265:0.87 266:0.27 267:0.52 268:0.59 271:0.13 274:0.91 275:0.96 276:0.43 282:0.83 285:0.45 294:0.99 295:0.98 300:0.43\n1 10:0.97 11:0.54 12:0.06 17:0.02 18:0.90 21:0.78 26:0.96 27:0.29 29:0.56 30:0.73 32:0.71 34:0.70 36:0.63 37:0.78 39:0.51 43:0.59 44:0.92 45:0.94 58:0.93 66:0.94 69:0.27 70:0.51 71:0.66 74:0.76 77:0.98 82:0.99 86:0.93 88:0.98 89:0.99 91:0.40 98:0.93 101:0.87 108:0.21 122:0.67 123:0.20 127:0.58 129:0.05 135:0.32 139:0.91 141:0.91 145:0.97 146:0.81 147:0.84 149:0.67 154:0.85 159:0.37 170:0.96 172:0.84 173:0.38 174:0.89 177:0.96 178:0.55 179:0.40 187:0.87 195:0.60 197:0.92 199:0.95 202:0.46 212:0.85 216:0.82 222:0.76 223:0.97 224:0.93 225:0.97 234:0.91 235:0.52 239:0.95 240:0.95 241:0.39 242:0.17 243:0.94 247:0.96 253:0.53 254:0.74 259:0.21 264:0.90 265:0.93 266:0.27 267:0.28 271:0.13 274:0.91 275:0.96 276:0.74 282:0.79 294:0.99 300:0.55\n2 1:0.66 7:0.70 10:0.96 11:0.54 12:0.06 17:0.69 18:0.69 21:0.30 22:0.93 26:0.97 29:0.56 30:0.41 32:0.80 33:0.97 34:0.95 36:0.74 37:0.98 39:0.51 43:0.08 44:0.93 45:0.85 47:0.93 55:0.52 56:0.97 58:0.93 64:0.77 66:0.27 69:0.81 70:0.60 71:0.66 74:0.64 77:0.70 80:1.00 81:0.79 82:0.99 83:0.91 86:0.80 88:0.99 89:0.98 91:0.05 98:0.40 101:0.69 102:0.98 106:0.81 108:0.65 114:0.86 117:0.86 122:0.98 123:0.75 124:0.58 126:0.54 127:0.22 129:0.05 133:0.38 135:0.32 139:0.86 141:0.91 145:0.65 146:0.42 147:0.49 149:0.12 150:0.60 154:0.66 155:0.57 159:0.36 165:0.93 170:0.96 172:0.63 173:0.82 174:0.96 176:0.73 177:0.96 178:0.55 179:0.29 187:0.68 192:0.86 193:0.98 195:0.75 197:0.96 199:0.98 201:0.66 204:0.84 206:0.81 208:0.64 212:0.80 215:0.72 216:0.95 222:0.76 223:0.98 224:0.93 225:0.99 230:0.73 232:0.99 233:0.76 234:0.91 235:0.68 236:0.97 239:0.97 240:0.95 241:0.53 242:0.39 243:0.59 245:0.84 247:0.74 253:0.64 254:0.74 259:0.21 262:0.93 264:0.90 265:0.35 266:0.63 267:0.96 271:0.13 274:0.91 275:0.96 276:0.61 277:0.95 281:0.91 282:0.88 290:0.86 291:0.97 294:0.99 297:0.36 299:0.88 300:0.55\n1 10:0.96 11:0.54 12:0.06 17:0.03 18:0.91 21:0.78 26:0.96 27:0.28 29:0.56 30:0.76 34:0.89 36:0.49 37:0.77 39:0.51 43:0.57 45:0.96 58:0.93 66:0.95 69:0.59 70:0.48 71:0.66 74:0.75 86:0.94 89:0.97 91:0.29 98:0.87 101:0.87 108:0.45 122:0.67 123:0.43 127:0.39 129:0.05 135:0.51 139:0.91 141:0.91 146:0.85 147:0.87 149:0.58 154:0.81 159:0.42 170:0.96 172:0.88 173:0.61 174:0.90 177:0.96 178:0.55 179:0.28 187:0.39 197:0.92 199:0.96 212:0.81 216:0.56 222:0.76 223:0.97 224:0.93 225:0.96 234:0.91 235:0.31 239:0.94 240:0.95 241:0.10 242:0.19 243:0.96 247:0.93 253:0.53 254:0.74 259:0.21 264:0.90 265:0.87 266:0.27 267:0.23 271:0.13 274:0.91 275:0.93 276:0.79 294:0.98 300:0.70\n1 2:0.99 8:0.78 10:0.97 11:0.54 12:0.06 17:0.70 18:0.80 26:0.97 27:0.61 29:0.56 30:0.66 34:0.33 36:0.76 37:0.82 39:0.51 43:0.11 45:0.98 56:0.97 58:0.93 66:0.07 69:0.76 70:0.71 71:0.66 74:0.68 81:0.31 86:0.92 89:1.00 91:0.15 98:0.21 101:0.69 108:0.79 122:0.99 123:0.77 124:0.96 126:0.23 127:0.93 129:0.99 133:0.96 135:0.28 139:0.88 141:0.91 146:0.51 147:0.47 149:0.22 150:0.35 154:0.65 159:0.91 170:0.96 172:0.54 173:0.45 174:0.95 177:0.05 178:0.55 179:0.20 187:0.39 197:0.92 199:0.97 202:0.36 212:0.52 216:0.46 222:0.76 223:0.97 224:0.93 225:0.99 234:0.91 235:0.02 239:0.96 240:0.95 241:0.07 242:0.22 243:0.09 245:0.89 247:0.76 253:0.50 254:0.84 257:0.97 259:0.21 264:0.90 265:0.23 266:0.94 267:0.79 271:0.13 274:0.91 275:0.99 276:0.91 294:1.00 295:0.98 300:0.84\n2 10:0.95 11:0.57 12:0.06 17:0.11 18:0.89 21:0.78 26:0.96 27:0.28 29:0.56 30:0.85 34:0.80 36:0.86 37:0.77 39:0.51 43:0.69 45:0.93 58:0.93 66:0.92 69:0.58 70:0.45 71:0.66 74:0.70 75:0.98 83:0.72 86:0.91 89:0.96 91:0.27 97:0.97 98:0.80 101:0.96 108:0.45 122:0.67 123:0.43 127:0.29 129:0.05 135:0.51 139:0.89 141:0.91 146:0.80 147:0.83 149:0.77 154:0.81 158:0.81 159:0.36 170:0.96 172:0.79 173:0.61 174:0.89 177:0.96 178:0.55 179:0.35 187:0.68 197:0.92 199:0.96 208:0.64 212:0.61 216:0.56 219:0.94 222:0.76 223:0.97 224:0.93 225:0.96 226:0.96 234:0.91 235:0.22 239:0.95 240:0.95 241:0.12 242:0.14 243:0.92 247:0.92 253:0.51 254:0.74 259:0.21 264:0.90 265:0.80 266:0.27 267:0.28 271:0.13 274:0.91 275:0.91 276:0.67 279:0.79 283:0.67 292:0.88 294:0.96 300:0.55\n2 10:0.95 11:0.54 12:0.06 17:0.04 18:0.72 21:0.78 26:0.96 27:0.29 29:0.56 30:0.73 32:0.80 34:0.50 36:0.39 37:0.78 39:0.51 43:0.11 44:0.93 45:0.85 58:0.93 66:0.44 69:0.17 70:0.68 71:0.66 74:0.63 77:0.70 82:0.99 86:0.83 88:0.99 89:0.99 91:0.23 98:0.57 101:0.69 102:0.98 108:0.59 122:0.67 123:0.56 124:0.58 127:0.70 129:0.59 133:0.47 135:0.24 139:0.85 141:0.91 145:0.87 146:0.29 147:0.35 149:0.09 154:0.82 159:0.27 170:0.96 172:0.41 173:0.43 174:0.86 177:0.96 178:0.55 179:0.76 187:0.87 195:0.55 197:0.89 199:0.95 212:0.72 216:0.82 222:0.76 223:0.96 224:0.93 225:0.97 234:0.91 235:0.05 239:0.96 240:0.95 241:0.24 242:0.19 243:0.46 245:0.68 247:0.67 253:0.48 254:0.74 259:0.21 264:0.90 265:0.58 266:0.47 267:0.65 271:0.13 274:0.91 275:0.96 276:0.40 282:0.88 294:0.99 299:0.88 300:0.70\n1 10:1.00 11:0.54 12:0.06 17:0.34 18:0.95 21:0.78 26:0.97 27:0.28 29:0.56 30:0.84 34:0.55 36:0.79 37:0.77 39:0.51 43:0.23 45:1.00 58:0.93 66:0.11 69:0.62 70:0.52 71:0.66 74:0.92 86:0.99 89:1.00 91:0.05 98:0.43 101:0.87 108:0.91 122:0.97 123:0.90 124:0.95 127:0.89 129:0.97 133:0.95 135:0.58 139:0.98 141:0.91 146:0.19 147:0.25 149:0.73 154:0.79 159:0.96 170:0.96 172:0.95 173:0.17 174:1.00 177:0.96 178:0.55 179:0.09 187:0.39 197:0.99 199:1.00 202:0.36 212:0.68 216:0.56 222:0.76 223:0.98 224:0.93 225:0.99 234:0.91 235:0.42 239:1.00 240:0.95 241:0.01 242:0.16 243:0.06 245:0.99 247:0.99 253:0.61 254:0.74 259:0.21 264:0.90 265:0.45 266:0.91 267:0.76 271:0.13 274:0.91 275:1.00 276:0.99 294:1.00 300:0.94\n1 10:0.98 11:0.81 12:0.06 17:0.01 18:0.88 21:0.78 26:0.97 27:0.52 29:0.56 30:0.73 34:0.71 36:0.37 37:0.57 39:0.51 43:0.84 45:0.88 58:0.93 60:0.87 66:0.94 69:0.21 70:0.47 71:0.66 74:0.75 75:0.99 83:0.91 85:0.80 86:0.92 89:0.99 91:0.25 98:0.93 101:0.97 108:0.17 122:0.91 123:0.16 127:0.58 129:0.05 135:0.42 139:0.91 141:0.91 145:0.50 146:0.81 147:0.84 149:0.86 154:0.85 158:0.86 159:0.37 170:0.96 172:0.84 173:0.34 174:0.92 177:0.96 178:0.55 179:0.40 187:0.87 197:0.95 199:0.96 202:0.36 208:0.64 212:0.85 216:0.57 219:0.95 222:0.76 223:0.97 224:0.93 225:0.98 226:0.96 234:0.91 235:0.42 239:0.98 240:0.95 241:0.47 242:0.17 243:0.94 247:0.94 253:0.53 259:0.21 264:0.90 265:0.93 266:0.27 267:0.44 271:0.13 274:0.91 275:0.97 276:0.74 279:0.80 283:0.67 292:0.88 294:1.00 295:0.98 300:0.43\n3 1:0.66 10:0.97 11:0.81 12:0.06 17:0.64 18:0.77 21:0.30 22:0.93 26:0.97 29:0.56 30:0.85 33:0.97 34:0.73 36:0.61 37:0.98 39:0.51 43:0.61 45:0.96 47:0.93 56:0.97 58:0.93 64:0.77 66:0.63 69:0.90 70:0.40 71:0.66 74:0.62 81:0.79 83:0.91 85:0.72 86:0.89 89:0.99 91:0.14 98:0.57 101:0.96 106:0.81 108:0.86 114:0.86 117:0.86 122:0.67 123:0.85 124:0.64 126:0.54 127:0.38 129:0.59 133:0.72 135:0.20 139:0.85 141:0.91 145:0.83 146:0.60 147:0.29 149:0.54 150:0.60 154:0.50 155:0.51 159:0.72 165:0.93 170:0.96 172:0.87 173:0.84 174:0.96 176:0.73 177:0.05 178:0.55 179:0.23 187:0.39 192:0.55 197:0.95 199:0.98 201:0.66 202:0.36 206:0.81 208:0.64 212:0.42 215:0.72 216:0.95 222:0.76 223:0.98 224:0.93 225:0.99 234:0.91 235:0.68 236:0.97 239:0.96 240:0.95 241:0.39 242:0.19 243:0.09 245:0.86 247:0.82 253:0.64 257:0.97 259:0.21 262:0.93 264:0.90 265:0.59 266:0.63 267:0.97 271:0.13 274:0.91 275:0.98 276:0.83 290:0.86 291:0.97 294:0.99 297:0.36 300:0.55\n3 10:0.96 11:0.54 12:0.06 17:0.16 18:0.84 21:0.78 26:0.97 27:0.72 29:0.56 30:0.53 32:0.80 34:0.49 36:0.95 39:0.51 43:0.24 44:0.93 45:0.92 58:0.93 66:0.45 69:0.58 70:0.89 71:0.66 74:0.72 77:0.70 82:0.99 86:0.90 88:0.99 89:0.99 91:0.20 98:0.42 101:0.87 102:0.98 108:0.72 122:0.91 123:0.71 124:0.80 127:0.78 129:0.59 133:0.80 135:0.76 139:0.90 141:0.91 145:0.94 146:0.39 147:0.45 149:0.32 154:0.79 159:0.77 170:0.96 172:0.73 173:0.41 174:0.93 177:0.96 178:0.55 179:0.41 187:0.87 195:0.88 197:0.93 199:0.96 212:0.71 216:0.49 222:0.76 223:0.97 224:0.93 225:0.98 234:0.91 235:0.22 239:0.97 240:0.95 241:0.24 242:0.16 243:0.37 245:0.80 247:0.96 253:0.52 254:0.74 259:0.21 264:0.90 265:0.44 266:0.80 267:0.52 271:0.13 274:0.91 275:0.97 276:0.74 282:0.88 294:0.99 299:0.88 300:0.84\n1 2:0.99 8:0.83 10:0.98 11:0.81 12:0.06 17:0.64 18:0.85 21:0.13 26:0.97 27:0.59 29:0.56 30:0.91 34:0.71 36:0.66 37:0.42 39:0.51 43:0.86 45:0.83 56:0.97 58:0.93 66:0.95 69:0.53 70:0.21 71:0.66 74:0.75 80:0.99 81:0.29 82:0.98 85:0.90 86:0.94 88:0.99 89:1.00 91:0.35 98:0.83 101:0.96 108:0.41 122:0.67 123:0.39 126:0.23 127:0.33 129:0.05 135:0.34 139:0.92 140:0.45 141:0.91 143:0.99 145:0.45 146:0.65 147:0.70 149:0.96 150:0.32 151:0.65 153:0.48 154:0.83 159:0.25 162:0.86 170:0.96 172:0.86 173:0.70 174:0.92 177:0.96 179:0.29 187:0.39 190:0.98 195:0.61 197:0.95 199:0.96 202:0.36 212:0.94 216:0.33 222:0.76 223:0.97 224:0.93 225:1.00 234:0.91 235:0.12 239:0.98 240:1.00 241:0.02 242:0.19 243:0.95 247:0.82 248:0.62 253:0.53 256:0.45 259:0.21 264:0.90 265:0.83 266:0.17 267:0.28 268:0.46 271:0.13 274:0.91 275:0.98 276:0.76 285:0.45 294:1.00 295:0.99 300:0.25\n2 1:0.66 7:0.70 10:0.96 11:0.54 12:0.06 17:0.67 18:0.69 21:0.30 22:0.93 26:0.97 29:0.56 30:0.41 32:0.80 33:0.97 34:0.94 36:0.78 37:0.98 39:0.51 43:0.08 44:0.93 45:0.85 47:0.93 55:0.52 56:0.97 58:0.93 64:0.77 66:0.47 69:0.81 70:0.60 71:0.66 74:0.64 77:0.70 80:1.00 81:0.79 82:0.99 83:0.91 86:0.80 88:0.99 89:0.98 91:0.03 98:0.33 101:0.69 102:0.98 106:0.81 108:0.65 114:0.86 117:0.86 122:0.98 123:0.63 124:0.65 126:0.54 127:0.23 129:0.05 133:0.59 135:0.28 139:0.86 141:0.91 145:0.65 146:0.42 147:0.49 149:0.12 150:0.60 154:0.66 155:0.57 159:0.37 165:0.93 170:0.96 172:0.63 173:0.82 174:0.96 176:0.73 177:0.96 178:0.55 179:0.30 187:0.68 192:0.86 193:0.98 195:0.75 197:0.97 199:0.98 201:0.66 204:0.84 206:0.81 208:0.64 212:0.80 215:0.72 216:0.95 222:0.76 223:0.98 224:0.93 225:0.99 230:0.73 232:0.99 233:0.76 234:0.91 235:0.68 236:0.97 239:0.97 240:0.95 241:0.58 242:0.55 243:0.59 245:0.77 247:0.74 253:0.64 254:0.74 259:0.21 262:0.93 264:0.90 265:0.35 266:0.63 267:0.84 271:0.13 274:0.91 275:0.95 276:0.62 281:0.91 282:0.88 290:0.86 291:0.97 294:0.99 297:0.36 299:0.88 300:0.55\n1 10:0.94 11:0.54 12:0.06 17:0.01 18:0.72 21:0.40 26:0.95 27:0.52 29:0.56 30:0.68 32:0.71 34:0.58 36:0.55 37:0.57 39:0.51 43:0.10 44:0.92 45:0.85 56:0.97 58:0.93 66:0.86 69:0.21 70:0.52 71:0.66 74:0.60 77:0.70 80:0.99 81:0.27 82:0.99 86:0.84 88:0.99 89:0.99 91:0.20 98:0.94 101:0.69 108:0.17 122:0.67 123:0.16 126:0.23 127:0.62 129:0.05 135:0.32 139:0.83 140:0.45 141:0.91 143:0.99 145:0.94 146:0.59 147:0.65 149:0.09 150:0.30 151:0.65 153:0.48 154:0.85 159:0.22 162:0.86 170:0.96 172:0.61 173:0.53 174:0.83 177:0.96 179:0.73 187:0.87 190:0.98 195:0.54 197:0.88 199:0.94 202:0.36 212:0.75 216:0.57 222:0.76 223:0.96 224:0.93 225:0.99 234:0.91 235:0.42 239:0.92 240:1.00 241:0.59 242:0.18 243:0.87 247:0.60 248:0.62 253:0.46 254:0.80 256:0.45 259:0.21 264:0.90 265:0.94 266:0.27 267:0.52 268:0.46 271:0.13 274:0.91 275:0.96 276:0.48 282:0.79 285:0.45 294:0.99 300:0.43\n1 10:0.95 11:0.81 12:0.06 17:0.05 18:0.75 21:0.78 26:0.95 27:0.29 29:0.56 30:0.88 34:0.76 36:0.39 37:0.78 39:0.51 43:0.75 45:0.77 58:0.93 66:0.20 69:0.21 70:0.28 71:0.66 74:0.58 85:0.80 86:0.86 89:0.99 91:0.42 98:0.56 101:0.96 108:0.58 122:0.67 123:0.55 124:0.75 127:0.74 129:0.81 133:0.67 135:0.23 139:0.82 140:0.45 141:0.91 143:0.99 145:0.50 146:0.29 147:0.35 149:0.80 151:0.70 153:0.72 154:0.82 159:0.40 162:0.57 170:0.96 172:0.37 173:0.34 174:0.86 177:0.96 179:0.65 187:0.87 190:0.98 197:0.89 199:0.95 202:0.66 212:0.75 216:0.82 220:0.74 222:0.76 223:0.96 224:0.93 225:1.00 234:0.91 235:0.22 239:0.93 240:1.00 241:0.64 242:0.19 243:0.37 245:0.73 247:0.67 248:0.68 253:0.45 256:0.58 259:0.21 264:0.90 265:0.58 266:0.47 267:0.44 268:0.65 271:0.13 274:0.91 275:0.97 276:0.55 285:0.45 294:0.99 300:0.33\n1 1:0.65 9:0.70 10:0.96 11:0.82 12:0.06 17:0.67 18:0.77 21:0.54 26:0.97 27:0.29 29:0.56 30:0.66 34:0.73 36:0.62 37:0.78 39:0.51 43:0.64 45:0.85 56:0.97 58:0.93 64:0.77 66:0.18 69:0.45 70:0.85 71:0.66 74:0.62 81:0.76 83:0.91 85:0.80 86:0.88 89:1.00 91:0.09 96:0.71 98:0.31 101:0.96 108:0.35 114:0.77 120:0.58 122:0.99 123:0.86 124:0.87 126:0.54 127:0.50 129:0.81 133:0.85 135:0.44 139:0.84 140:0.45 141:0.98 146:0.35 147:0.42 149:0.68 150:0.56 151:0.57 153:0.48 154:0.83 155:0.53 159:0.74 162:0.86 164:0.55 165:0.93 170:0.96 172:0.54 173:0.27 174:0.88 176:0.73 177:0.96 179:0.39 187:0.95 190:0.95 192:0.57 197:0.90 199:0.95 201:0.66 202:0.36 208:0.64 212:0.76 215:0.58 216:0.82 220:0.87 222:0.76 223:0.98 224:0.93 225:0.99 234:0.91 235:0.88 236:0.97 239:0.94 240:0.95 241:0.21 242:0.43 243:0.40 245:0.76 247:0.60 248:0.56 253:0.62 255:0.69 256:0.45 259:0.21 260:0.58 264:0.90 265:0.21 266:0.75 267:0.36 268:0.46 271:0.13 274:0.91 275:0.98 276:0.70 285:0.49 290:0.77 294:1.00 297:0.36 300:0.94\n1 8:0.84 10:0.97 11:0.54 12:0.06 17:0.66 18:0.80 26:0.97 27:0.61 29:0.56 30:0.66 34:0.40 36:0.83 37:0.82 39:0.51 43:0.11 45:0.98 56:1.00 58:0.93 66:0.07 69:0.84 70:0.71 71:0.66 74:0.68 81:0.38 86:0.92 89:1.00 91:0.23 98:0.21 101:0.69 108:0.82 122:0.99 123:0.81 124:0.97 126:0.23 127:0.94 129:0.99 133:0.96 135:0.28 139:0.88 140:0.45 141:0.91 143:0.99 146:0.51 147:0.05 149:0.24 150:0.43 151:0.73 153:0.83 154:0.65 159:0.91 162:0.64 170:0.96 172:0.54 173:0.56 174:0.95 177:0.05 179:0.20 187:0.39 190:0.98 197:0.92 199:0.97 202:0.63 212:0.52 216:0.46 222:0.76 223:0.97 224:0.93 225:1.00 234:0.91 235:0.12 239:0.96 240:1.00 241:0.41 242:0.22 243:0.06 245:0.89 247:0.76 248:0.69 253:0.50 254:0.84 256:0.58 257:0.97 259:0.21 264:0.90 265:0.23 266:0.94 267:0.88 268:0.64 271:0.13 274:0.91 275:0.99 276:0.91 285:0.45 294:1.00 300:0.84\n1 2:0.99 10:0.97 11:0.81 12:0.06 18:0.75 21:0.30 26:0.96 27:0.29 29:0.56 30:0.73 34:0.82 36:0.70 37:0.78 39:0.51 43:0.75 45:0.77 56:0.97 58:0.93 66:0.91 69:0.23 70:0.45 71:0.66 74:0.60 81:0.28 82:0.98 85:0.80 86:0.87 88:0.99 89:1.00 91:0.17 98:0.93 101:0.96 108:0.18 122:0.99 123:0.18 126:0.23 127:0.59 129:0.05 135:0.42 139:0.83 141:0.91 145:0.97 146:0.78 147:0.81 149:0.81 150:0.30 154:0.85 159:0.34 170:0.96 172:0.76 173:0.39 174:0.88 177:0.96 178:0.55 179:0.53 187:0.87 195:0.57 197:0.91 199:0.95 212:0.88 216:0.82 222:0.76 223:0.96 224:0.93 225:0.99 234:0.91 235:0.31 239:0.96 240:0.95 241:0.27 242:0.21 243:0.92 247:0.74 253:0.46 259:0.21 264:0.90 265:0.93 266:0.38 267:0.52 271:0.13 274:0.91 275:0.98 276:0.63 294:0.99 295:0.98 300:0.43\n1 1:0.64 10:0.86 11:0.52 12:0.20 17:0.87 18:0.90 21:0.30 22:0.93 27:0.70 29:0.91 30:0.33 32:0.72 34:1.00 36:0.51 37:0.26 39:0.69 43:0.66 44:0.92 45:0.87 47:0.93 64:0.77 66:0.63 69:0.48 70:0.89 71:0.57 74:0.74 76:0.85 77:0.89 81:0.68 83:0.69 86:0.90 91:0.27 97:0.94 98:0.66 99:0.95 101:0.87 104:0.96 106:0.81 108:0.37 114:0.84 117:0.86 122:0.65 123:0.35 124:0.51 126:0.51 127:0.52 129:0.05 133:0.60 135:0.69 139:0.91 145:0.69 146:0.82 147:0.85 149:0.73 150:0.56 154:0.55 155:0.49 158:0.81 159:0.63 165:0.81 170:0.87 172:0.70 173:0.38 174:0.79 176:0.70 177:0.88 178:0.55 179:0.50 187:0.21 192:0.49 195:0.80 197:0.82 201:0.62 206:0.81 208:0.61 212:0.50 215:0.72 216:0.17 219:0.94 222:0.35 232:0.87 235:0.52 239:0.85 241:0.24 242:0.14 243:0.69 244:0.61 245:0.72 247:0.84 253:0.65 259:0.21 262:0.93 265:0.67 266:0.75 267:0.44 271:0.23 276:0.66 279:0.78 282:0.80 283:0.67 290:0.84 292:0.88 297:0.36 300:0.84\n1 1:0.58 10:0.91 11:0.46 12:0.20 17:0.30 18:0.98 21:0.47 27:0.52 29:0.91 30:0.70 34:0.62 36:0.51 37:0.56 39:0.69 43:0.61 45:0.99 64:0.77 66:0.78 69:0.64 70:0.62 71:0.57 74:0.88 81:0.49 83:0.56 86:0.98 91:0.12 98:0.81 99:0.83 101:0.47 108:0.81 114:0.76 122:0.91 123:0.80 124:0.44 126:0.32 127:0.72 129:0.59 133:0.77 135:0.84 139:0.98 146:0.62 147:0.68 149:0.94 150:0.44 154:0.19 155:0.51 159:0.89 165:0.65 170:0.87 172:0.98 173:0.33 174:0.90 175:0.75 176:0.63 177:0.70 178:0.55 179:0.12 187:0.21 192:0.48 197:0.93 201:0.55 204:0.81 208:0.50 212:0.58 216:0.48 219:0.90 222:0.35 232:0.98 235:0.60 239:0.90 241:0.10 242:0.52 243:0.11 244:0.61 245:0.96 247:0.91 253:0.67 257:0.65 259:0.21 265:0.81 266:0.84 267:0.28 271:0.23 276:0.97 277:0.69 281:0.91 290:0.76 292:0.95 300:0.94\n0 10:0.91 11:0.52 12:0.20 17:0.28 18:0.59 21:0.54 27:0.52 29:0.91 30:0.33 34:0.44 36:0.40 37:0.56 39:0.69 43:0.25 45:0.90 55:0.52 66:0.75 69:0.90 70:0.74 71:0.57 74:0.84 76:0.85 81:0.27 86:0.63 91:0.23 96:0.71 98:0.83 101:0.65 108:0.80 114:0.72 122:0.83 123:0.79 124:0.47 126:0.24 127:0.71 129:0.05 133:0.77 135:0.91 139:0.61 140:0.45 146:0.99 147:0.68 149:0.67 150:0.29 151:0.52 153:0.48 154:0.13 159:0.88 162:0.86 170:0.87 172:0.96 173:0.75 174:0.90 175:0.75 176:0.62 177:0.38 179:0.16 187:0.21 190:0.95 197:0.93 202:0.36 212:0.58 216:0.48 220:0.87 222:0.35 232:0.98 235:0.60 239:0.90 241:0.35 242:0.63 243:0.13 244:0.61 245:0.93 247:0.91 248:0.51 253:0.69 254:0.99 256:0.45 257:0.84 259:0.21 265:0.83 266:0.87 267:0.52 268:0.46 271:0.23 276:0.94 277:0.69 285:0.46 290:0.72 300:0.70\n0 1:0.63 10:0.85 11:0.52 12:0.20 17:0.89 18:0.90 21:0.40 22:0.93 27:0.70 29:0.91 30:0.41 32:0.72 34:1.00 36:0.42 37:0.26 39:0.69 43:0.66 44:0.92 45:0.88 47:0.93 64:0.77 66:0.68 69:0.48 70:0.94 71:0.57 74:0.75 76:0.85 77:0.89 81:0.66 83:0.69 86:0.90 91:0.29 97:0.94 98:0.66 99:0.95 101:0.87 104:0.96 106:0.81 108:0.37 114:0.82 117:0.86 122:0.86 123:0.36 124:0.47 126:0.51 127:0.65 129:0.05 133:0.62 135:0.58 139:0.91 145:0.72 146:0.85 147:0.88 149:0.74 150:0.54 154:0.55 155:0.49 158:0.81 159:0.70 165:0.81 170:0.87 172:0.73 173:0.35 174:0.79 176:0.70 177:0.88 178:0.55 179:0.52 187:0.21 192:0.48 195:0.85 197:0.82 201:0.61 206:0.81 208:0.61 212:0.52 215:0.67 216:0.17 219:0.94 222:0.35 232:0.87 235:0.60 239:0.85 241:0.24 242:0.19 243:0.72 244:0.61 245:0.71 247:0.86 253:0.64 259:0.21 262:0.93 265:0.67 266:0.87 267:0.36 271:0.23 276:0.65 279:0.78 282:0.80 283:0.67 290:0.82 292:0.88 297:0.36 300:0.94\n0 1:0.64 10:0.86 11:0.52 12:0.20 17:0.88 18:0.90 21:0.30 22:0.93 27:0.70 29:0.91 30:0.33 32:0.72 34:1.00 36:0.50 37:0.26 39:0.69 43:0.66 44:0.92 45:0.87 47:0.93 64:0.77 66:0.63 69:0.48 70:0.89 71:0.57 74:0.74 76:0.85 77:0.89 81:0.68 83:0.69 86:0.90 91:0.27 97:0.94 98:0.66 99:0.95 101:0.87 104:0.96 106:0.81 108:0.37 114:0.84 117:0.86 122:0.65 123:0.35 124:0.51 126:0.51 127:0.52 129:0.05 133:0.60 135:0.69 139:0.91 145:0.69 146:0.82 147:0.85 149:0.73 150:0.56 154:0.55 155:0.49 158:0.81 159:0.63 165:0.81 170:0.87 172:0.70 173:0.38 174:0.79 176:0.70 177:0.88 178:0.55 179:0.50 187:0.21 192:0.49 195:0.80 197:0.82 201:0.62 206:0.81 208:0.61 212:0.50 215:0.72 216:0.17 219:0.94 222:0.35 232:0.87 235:0.52 239:0.85 241:0.24 242:0.14 243:0.69 244:0.61 245:0.72 247:0.84 253:0.65 259:0.21 262:0.93 265:0.67 266:0.75 267:0.44 271:0.23 276:0.66 279:0.78 282:0.80 283:0.67 290:0.84 292:0.88 297:0.36 300:0.84\n0 1:0.64 8:0.71 10:0.90 11:0.46 12:0.20 17:0.85 18:0.72 21:0.30 22:0.93 27:0.43 29:0.91 30:0.19 32:0.72 34:0.99 36:0.40 37:0.55 39:0.69 43:0.76 44:0.92 45:0.73 47:0.93 64:0.77 66:0.88 69:0.19 70:0.59 71:0.57 74:0.68 77:0.70 81:0.62 83:0.56 86:0.83 91:0.42 98:0.91 99:0.83 101:0.47 104:0.96 106:0.81 108:0.15 114:0.84 117:0.86 123:0.15 126:0.51 127:0.51 129:0.05 135:0.88 139:0.82 145:0.40 146:0.91 147:0.92 149:0.57 150:0.56 154:0.69 155:0.49 159:0.51 165:0.65 170:0.87 172:0.67 173:0.23 174:0.79 176:0.70 177:0.88 178:0.55 179:0.64 187:0.21 192:0.49 195:0.71 197:0.83 201:0.62 206:0.81 208:0.61 212:0.57 215:0.72 216:0.34 222:0.35 232:0.88 235:0.52 239:0.88 241:0.49 242:0.44 243:0.89 247:0.79 253:0.64 254:0.96 259:0.21 262:0.93 265:0.91 266:0.47 267:0.44 271:0.23 276:0.56 282:0.80 290:0.84 297:0.36 300:0.43\n0 1:0.66 10:0.86 11:0.52 12:0.20 17:0.88 18:0.90 21:0.13 22:0.93 27:0.70 29:0.91 30:0.33 32:0.72 34:0.99 36:0.52 37:0.26 39:0.69 43:0.66 44:0.92 45:0.87 47:0.93 64:0.77 66:0.63 69:0.47 70:0.82 71:0.57 74:0.74 76:0.85 77:0.89 81:0.72 83:0.69 86:0.90 91:0.27 97:0.94 98:0.68 99:0.95 101:0.87 104:0.96 106:0.81 108:0.36 114:0.92 117:0.86 122:0.65 123:0.34 124:0.51 126:0.51 127:0.60 129:0.05 133:0.60 135:0.69 139:0.91 145:0.61 146:0.82 147:0.85 149:0.73 150:0.61 154:0.55 155:0.50 158:0.81 159:0.62 165:0.81 170:0.87 172:0.70 173:0.38 174:0.79 176:0.70 177:0.88 178:0.55 179:0.52 187:0.21 192:0.50 195:0.79 197:0.82 201:0.63 206:0.81 208:0.61 212:0.50 215:0.84 216:0.17 219:0.94 222:0.35 232:0.87 235:0.31 239:0.85 241:0.27 242:0.14 243:0.69 244:0.61 245:0.72 247:0.84 253:0.68 259:0.21 262:0.93 265:0.68 266:0.75 267:0.44 271:0.23 276:0.66 279:0.78 282:0.80 283:0.67 290:0.92 292:0.88 297:0.36 300:0.70\n2 1:0.61 7:0.75 8:0.59 10:0.84 11:0.46 12:0.20 17:0.81 18:0.80 21:0.54 27:0.53 29:0.91 30:0.45 32:0.71 34:0.89 36:0.61 37:0.25 39:0.69 43:0.12 44:0.92 45:0.77 48:0.91 55:0.42 64:0.77 66:0.87 69:0.57 70:0.71 71:0.57 74:0.75 76:0.85 77:0.70 81:0.56 83:0.56 86:0.87 91:0.74 98:0.81 99:0.83 101:0.47 108:0.44 114:0.76 122:0.65 123:0.42 126:0.51 127:0.29 129:0.05 135:0.42 139:0.88 145:0.69 146:0.62 147:0.67 149:0.12 150:0.49 154:0.64 155:0.53 159:0.23 165:0.65 170:0.87 172:0.63 173:0.74 174:0.79 176:0.70 177:0.88 178:0.55 179:0.56 187:0.21 192:0.56 195:0.59 197:0.83 201:0.60 204:0.82 208:0.61 212:0.77 215:0.58 216:0.34 222:0.35 230:0.77 233:0.65 235:0.74 239:0.83 241:0.67 242:0.28 243:0.88 244:0.61 247:0.74 253:0.62 254:0.74 259:0.21 265:0.81 266:0.38 267:0.65 271:0.23 276:0.50 281:0.86 282:0.80 290:0.76 297:0.36 300:0.55\n0 10:0.82 11:0.52 12:0.20 17:0.75 18:0.58 21:0.78 27:0.58 29:0.91 30:0.76 34:0.17 36:0.35 37:0.57 39:0.69 43:0.23 45:0.73 66:0.54 69:0.96 70:0.22 71:0.57 74:0.31 86:0.62 91:0.27 98:0.14 101:0.65 108:0.93 122:0.65 123:0.93 124:0.45 127:0.12 129:0.05 133:0.36 135:0.34 139:0.61 146:0.28 147:0.05 149:0.20 154:0.16 159:0.27 170:0.87 172:0.21 173:0.97 174:0.83 177:0.05 178:0.55 179:0.42 187:0.39 197:0.81 212:0.42 216:0.59 222:0.35 235:0.42 239:0.82 241:0.05 242:0.45 243:0.26 244:0.61 245:0.40 247:0.35 253:0.28 257:0.93 259:0.21 265:0.15 266:0.23 267:0.52 271:0.23 276:0.16 300:0.18\n1 1:0.65 7:0.75 10:0.92 11:0.52 12:0.20 17:0.16 18:0.76 21:0.22 27:0.52 29:0.91 30:0.66 34:0.91 36:0.22 37:0.56 39:0.69 43:0.62 45:0.89 64:0.77 66:0.33 69:0.70 70:0.58 71:0.57 74:0.61 81:0.70 83:0.69 86:0.82 91:0.17 98:0.60 99:0.95 101:0.65 104:1.00 108:0.54 114:0.88 122:0.65 123:0.51 124:0.78 126:0.51 127:0.44 129:0.05 133:0.74 135:0.97 139:0.83 146:0.77 147:0.81 149:0.74 150:0.58 154:0.52 155:0.55 159:0.60 163:0.75 165:0.81 170:0.87 172:0.54 173:0.63 174:0.90 176:0.70 177:0.88 178:0.55 179:0.49 187:0.21 192:0.57 197:0.93 201:0.63 204:0.83 208:0.61 212:0.27 215:0.79 216:0.48 222:0.35 230:0.77 232:0.97 233:0.76 235:0.42 239:0.90 241:0.30 242:0.28 243:0.50 244:0.61 245:0.73 247:0.79 253:0.64 259:0.21 265:0.61 266:0.71 267:0.52 271:0.23 276:0.64 281:0.91 290:0.88 297:0.36 300:0.55\n0 1:0.65 10:0.86 11:0.52 12:0.20 17:0.88 18:0.90 21:0.22 22:0.93 27:0.70 29:0.91 30:0.33 32:0.72 34:1.00 36:0.53 37:0.26 39:0.69 43:0.66 44:0.92 45:0.87 47:0.93 64:0.77 66:0.63 69:0.47 70:0.89 71:0.57 74:0.74 76:0.85 77:0.89 81:0.70 83:0.69 86:0.90 91:0.25 97:0.94 98:0.66 99:0.95 101:0.87 104:0.96 106:0.81 108:0.36 114:0.88 117:0.86 122:0.65 123:0.35 124:0.51 126:0.51 127:0.52 129:0.05 133:0.60 135:0.69 139:0.91 145:0.65 146:0.82 147:0.85 149:0.73 150:0.58 154:0.55 155:0.50 158:0.81 159:0.63 165:0.81 170:0.87 172:0.70 173:0.37 174:0.79 176:0.70 177:0.88 178:0.55 179:0.50 187:0.21 192:0.49 195:0.80 197:0.82 201:0.63 206:0.81 208:0.61 212:0.50 215:0.79 216:0.17 219:0.94 222:0.35 232:0.87 235:0.42 239:0.85 241:0.24 242:0.14 243:0.69 244:0.61 245:0.72 247:0.84 253:0.67 259:0.21 262:0.93 265:0.67 266:0.75 267:0.44 271:0.23 276:0.66 279:0.78 282:0.80 283:0.67 290:0.88 292:0.88 297:0.36 300:0.84\n0 1:0.58 10:0.91 11:0.52 12:0.20 17:0.38 18:0.98 21:0.47 27:0.52 29:0.91 30:0.68 34:0.78 36:0.32 37:0.56 39:0.69 43:0.61 45:0.99 48:0.91 64:0.77 66:0.79 69:0.63 70:0.59 71:0.57 74:0.86 76:0.85 81:0.37 86:0.98 91:0.09 98:0.81 101:0.87 108:0.81 114:0.72 122:0.91 123:0.80 124:0.43 126:0.32 127:0.72 129:0.59 133:0.77 135:0.92 139:0.97 146:0.65 147:0.70 149:0.93 150:0.41 154:0.16 155:0.51 159:0.88 170:0.87 172:0.98 173:0.34 174:0.90 175:0.75 176:0.62 177:0.70 178:0.55 179:0.13 187:0.21 192:0.48 197:0.93 201:0.55 204:0.81 208:0.50 212:0.37 216:0.48 222:0.35 232:1.00 235:0.60 239:0.90 241:0.24 242:0.54 243:0.12 244:0.61 245:0.95 247:0.91 253:0.65 257:0.65 259:0.21 265:0.81 266:0.84 267:0.28 271:0.23 276:0.96 277:0.69 281:0.86 290:0.72 300:0.94\n0 1:0.64 10:0.86 11:0.52 12:0.20 17:0.88 18:0.90 21:0.30 22:0.93 27:0.70 29:0.91 30:0.33 32:0.72 34:1.00 36:0.51 37:0.26 39:0.69 43:0.66 44:0.92 45:0.87 47:0.93 64:0.77 66:0.63 69:0.48 70:0.89 71:0.57 74:0.74 76:0.85 77:0.89 81:0.68 83:0.69 86:0.90 91:0.27 97:0.94 98:0.67 99:0.95 101:0.87 104:0.96 106:0.81 108:0.37 114:0.84 117:0.86 122:0.65 123:0.35 124:0.51 126:0.51 127:0.52 129:0.05 133:0.60 135:0.69 139:0.91 145:0.69 146:0.82 147:0.85 149:0.73 150:0.56 154:0.55 155:0.49 158:0.81 159:0.63 165:0.81 170:0.87 172:0.70 173:0.38 174:0.79 176:0.70 177:0.88 178:0.55 179:0.51 187:0.21 192:0.49 195:0.80 197:0.82 201:0.62 206:0.81 208:0.61 212:0.50 215:0.72 216:0.17 219:0.94 222:0.35 232:0.87 235:0.52 239:0.85 241:0.24 242:0.14 243:0.69 244:0.61 245:0.72 247:0.84 253:0.65 259:0.21 262:0.93 265:0.67 266:0.75 267:0.44 271:0.23 276:0.66 279:0.78 282:0.80 283:0.67 290:0.84 292:0.88 297:0.36 300:0.84\n1 1:0.65 7:0.75 10:0.92 11:0.52 12:0.20 17:0.18 18:0.76 21:0.22 27:0.52 29:0.91 30:0.70 34:0.91 36:0.21 37:0.56 39:0.69 43:0.62 45:0.89 64:0.77 66:0.35 69:0.70 70:0.53 71:0.57 74:0.60 81:0.70 83:0.69 86:0.82 91:0.18 98:0.60 99:0.95 101:0.65 104:1.00 108:0.54 114:0.88 122:0.65 123:0.51 124:0.77 126:0.51 127:0.42 129:0.05 133:0.74 135:0.97 139:0.83 146:0.77 147:0.81 149:0.74 150:0.58 154:0.52 155:0.55 159:0.59 163:0.75 165:0.81 170:0.87 172:0.54 173:0.63 174:0.90 176:0.70 177:0.88 178:0.55 179:0.50 187:0.21 192:0.57 197:0.93 201:0.63 204:0.83 208:0.61 212:0.29 215:0.79 216:0.48 222:0.35 230:0.77 232:0.97 233:0.76 235:0.42 239:0.90 241:0.32 242:0.30 243:0.51 244:0.61 245:0.72 247:0.76 253:0.63 259:0.21 265:0.61 266:0.71 267:0.59 271:0.23 276:0.63 281:0.91 290:0.88 297:0.36 300:0.55\n1 1:0.74 6:0.81 7:0.81 8:0.61 11:0.83 12:0.20 17:0.64 18:0.94 20:0.83 21:0.40 27:0.52 29:0.71 30:0.30 32:0.80 34:0.71 36:0.39 37:0.37 39:0.44 43:0.92 44:0.93 45:0.87 48:0.97 64:0.77 66:0.53 69:0.40 70:0.71 71:0.84 74:0.84 77:0.70 78:0.97 81:0.62 83:0.91 85:0.72 86:0.96 91:0.29 98:0.85 100:0.95 101:0.97 104:0.98 106:0.81 108:0.60 111:0.96 114:0.62 121:0.99 122:0.80 123:0.58 124:0.55 126:0.54 127:0.76 129:0.59 133:0.46 135:0.95 139:0.97 145:0.69 146:0.37 147:0.43 149:0.85 150:0.78 152:0.86 154:0.91 155:0.67 159:0.50 165:0.93 169:0.91 172:0.76 173:0.42 176:0.73 177:0.70 178:0.55 179:0.41 186:0.97 187:0.95 192:0.87 195:0.69 201:0.93 204:0.89 206:0.81 208:0.64 212:0.77 215:0.42 216:0.37 222:0.48 230:0.87 233:0.76 235:0.80 241:0.41 242:0.16 243:0.40 245:0.90 247:0.92 253:0.50 259:0.21 261:0.94 265:0.85 266:0.54 267:0.52 271:0.27 276:0.75 281:0.91 282:0.88 283:0.82 290:0.62 297:0.36 299:0.88 300:0.55\n1 1:0.69 8:0.65 9:0.76 11:0.64 12:0.20 17:0.62 18:0.89 20:0.92 22:0.93 27:1.00 29:0.71 30:0.93 31:0.93 34:0.84 36:0.48 37:0.27 39:0.44 43:0.68 45:0.85 47:0.93 55:0.59 64:0.77 66:0.99 69:0.52 70:0.27 71:0.84 74:0.97 78:0.83 79:0.93 81:0.81 83:0.60 86:0.93 91:0.53 96:0.80 98:0.96 99:0.83 100:0.73 101:0.52 108:0.40 111:0.81 114:0.95 117:0.86 122:0.77 123:0.38 126:0.44 127:0.70 129:0.05 135:0.68 137:0.93 139:0.90 140:0.45 146:0.98 147:0.98 149:0.72 150:0.78 151:0.81 152:0.86 153:0.48 154:0.85 155:0.58 159:0.74 162:0.86 165:0.70 169:0.72 172:0.97 173:0.36 176:0.66 177:0.70 179:0.16 186:0.84 187:0.68 190:0.77 192:0.51 196:0.95 201:0.68 202:0.36 208:0.54 212:0.95 216:0.24 222:0.48 232:0.90 235:0.05 241:0.27 242:0.73 243:0.99 247:0.86 248:0.73 253:0.86 254:0.74 255:0.74 256:0.45 259:0.21 261:0.86 262:0.93 265:0.96 266:0.17 267:0.23 268:0.46 271:0.27 276:0.94 284:0.87 285:0.56 290:0.95 300:0.43\n1 1:0.69 7:0.72 8:0.64 9:0.76 11:0.85 12:0.20 17:0.32 18:0.90 21:0.22 27:0.58 29:0.71 30:0.56 32:0.69 34:0.97 36:0.44 37:0.35 39:0.44 43:0.65 45:0.88 66:0.64 69:0.56 70:0.70 71:0.84 74:0.87 76:0.85 77:0.70 81:0.52 83:0.60 86:0.94 91:0.58 96:0.71 97:0.89 98:0.61 99:0.83 101:0.87 104:0.88 106:0.81 108:0.43 114:0.67 117:0.86 120:0.57 122:0.80 123:0.41 124:0.50 126:0.44 127:0.41 129:0.59 133:0.61 135:0.70 139:0.91 140:0.45 145:0.47 146:0.61 147:0.66 149:0.36 150:0.58 151:0.53 153:0.48 154:0.79 155:0.58 158:0.78 159:0.40 162:0.86 164:0.54 165:0.70 172:0.67 173:0.60 176:0.66 177:0.70 179:0.51 187:0.68 190:0.77 192:0.59 195:0.65 201:0.68 202:0.36 204:0.85 206:0.81 208:0.54 212:0.82 215:0.51 216:0.48 220:0.82 222:0.48 230:0.74 232:0.90 233:0.73 235:0.31 241:0.21 242:0.16 243:0.69 245:0.68 247:0.86 248:0.53 253:0.57 254:0.90 255:0.74 256:0.45 259:0.21 260:0.57 265:0.62 266:0.54 267:0.59 268:0.46 271:0.27 276:0.60 279:0.82 282:0.77 283:0.78 285:0.56 290:0.67 297:0.36 300:0.70\n2 1:0.69 8:0.87 9:0.76 11:0.64 12:0.20 17:0.98 18:0.91 21:0.71 27:1.00 29:0.71 30:0.09 31:0.91 34:0.20 36:0.47 37:0.84 39:0.44 43:0.71 44:0.90 45:0.81 55:0.71 64:0.77 66:0.13 69:0.30 70:0.98 71:0.84 74:0.74 76:0.85 77:0.70 79:0.91 81:0.32 83:0.60 86:0.92 87:0.98 91:0.65 96:0.77 97:0.89 98:0.33 99:0.83 101:0.52 108:0.90 114:0.54 122:0.80 123:0.89 124:0.91 126:0.44 127:0.97 129:0.05 133:0.89 135:0.83 137:0.91 139:0.92 140:0.45 145:0.99 146:0.32 147:0.38 149:0.70 150:0.51 151:0.70 153:0.72 154:0.61 155:0.58 158:0.78 159:0.75 162:0.86 165:0.70 172:0.37 173:0.20 176:0.66 177:0.70 179:0.54 190:0.77 191:0.70 192:0.51 195:0.87 196:0.94 201:0.68 202:0.63 208:0.54 212:0.39 216:0.07 219:0.92 220:0.96 222:0.48 232:0.72 235:0.95 241:0.79 242:0.17 243:0.29 244:0.61 245:0.71 247:0.79 248:0.67 253:0.67 255:0.74 256:0.68 259:0.21 265:0.35 266:0.95 267:0.36 268:0.71 271:0.27 276:0.69 277:0.69 279:0.82 282:0.77 284:0.94 285:0.56 290:0.54 292:0.91 300:0.84\n1 1:0.74 7:0.81 9:0.76 11:0.85 12:0.20 17:0.70 18:0.83 21:0.30 27:0.48 29:0.71 30:0.33 32:0.69 34:0.95 36:0.92 37:0.48 39:0.44 43:0.70 45:0.81 55:0.59 64:0.77 66:0.31 69:0.42 70:0.89 71:0.84 74:0.81 76:0.85 77:0.70 81:0.59 83:0.60 86:0.81 91:0.44 96:0.71 97:0.89 98:0.54 99:0.83 101:0.87 104:0.94 106:0.81 108:0.32 114:0.65 117:0.86 120:0.57 121:0.90 122:0.80 123:0.31 124:0.70 126:0.54 127:0.55 129:0.05 133:0.66 135:0.93 139:0.84 140:0.45 145:0.83 146:0.63 147:0.68 149:0.63 150:0.74 151:0.53 153:0.48 154:0.60 155:0.67 158:0.78 159:0.52 162:0.52 164:0.54 165:0.70 172:0.48 173:0.40 176:0.73 177:0.70 179:0.58 187:0.68 190:0.77 192:0.87 195:0.74 201:0.93 202:0.58 204:0.89 206:0.81 208:0.64 212:0.52 215:0.44 216:0.40 220:0.82 222:0.48 230:0.87 232:0.95 233:0.76 235:0.52 241:0.53 242:0.24 243:0.49 244:0.61 245:0.74 247:0.79 248:0.53 253:0.54 255:0.74 256:0.45 259:0.21 260:0.57 265:0.56 266:0.63 267:0.96 268:0.46 271:0.27 276:0.60 279:0.82 281:0.91 282:0.77 283:0.71 285:0.56 290:0.65 297:0.36 300:0.70\n1 1:0.74 9:0.80 11:0.64 12:0.20 17:0.13 18:0.91 21:0.30 27:0.12 29:0.71 30:0.84 31:0.87 34:0.93 36:0.67 37:0.95 39:0.44 43:0.11 45:0.89 55:0.45 64:0.77 66:0.93 69:0.54 70:0.28 71:0.84 74:0.85 79:0.87 81:0.59 83:0.60 86:0.98 91:0.27 96:0.69 98:0.64 99:0.83 101:0.52 108:0.42 114:0.65 120:0.55 122:0.57 123:0.40 126:0.54 127:0.19 129:0.05 135:0.24 137:0.87 139:0.96 140:0.45 146:0.63 147:0.69 149:0.08 150:0.74 151:0.52 153:0.48 154:0.84 155:0.67 159:0.24 162:0.86 164:0.57 165:0.70 172:0.80 173:0.59 176:0.73 177:0.70 179:0.21 187:0.68 192:0.87 196:0.91 201:0.93 202:0.36 208:0.64 212:0.84 215:0.44 216:0.61 220:0.87 222:0.48 235:0.52 241:0.32 242:0.45 243:0.93 247:0.60 248:0.51 253:0.54 254:0.80 255:0.95 256:0.45 259:0.21 260:0.56 265:0.65 266:0.27 267:0.44 268:0.46 271:0.27 276:0.68 284:0.89 285:0.62 290:0.65 297:0.36 300:0.33\n1 1:0.74 11:0.85 12:0.20 17:0.30 18:0.80 21:0.30 27:0.45 29:0.71 30:0.08 34:0.88 36:0.18 37:0.50 39:0.44 43:0.26 44:0.87 45:0.73 64:0.77 66:0.30 69:0.69 70:1.00 71:0.84 74:0.63 81:0.59 83:0.60 86:0.86 91:0.14 97:0.89 98:0.27 99:0.83 101:0.87 108:0.86 114:0.65 122:0.77 123:0.85 124:0.77 126:0.54 127:0.33 129:0.05 133:0.73 135:0.85 139:0.88 145:0.52 146:0.41 147:0.48 149:0.22 150:0.74 154:0.76 155:0.67 158:0.91 159:0.61 165:0.70 172:0.32 173:0.57 176:0.73 177:0.70 178:0.55 179:0.67 187:0.68 192:0.87 195:0.86 201:0.93 208:0.64 212:0.22 215:0.44 216:0.77 219:0.95 222:0.48 235:0.52 241:0.21 242:0.38 243:0.44 245:0.55 247:0.67 253:0.50 254:0.74 259:0.21 265:0.29 266:0.71 267:0.65 271:0.27 276:0.43 277:0.69 279:0.86 283:0.77 290:0.65 292:0.91 297:0.36 300:0.94\n1 1:0.74 7:0.66 11:0.57 12:0.20 17:0.13 18:0.78 21:0.77 27:0.36 29:0.71 30:0.94 32:0.80 34:0.98 36:0.51 37:0.57 39:0.44 43:0.88 44:0.93 64:0.77 66:0.80 69:0.58 70:0.13 71:0.84 74:0.75 77:0.70 81:0.43 83:0.91 85:0.85 86:0.89 91:0.48 98:0.45 101:0.87 108:0.45 114:0.53 122:0.57 123:0.43 126:0.54 127:0.14 129:0.05 135:0.74 139:0.91 145:0.88 146:0.28 147:0.34 149:0.86 150:0.69 154:0.86 155:0.67 159:0.12 165:0.93 172:0.45 173:0.86 176:0.73 177:0.70 178:0.55 179:0.35 187:0.39 192:0.87 195:0.60 201:0.93 204:0.85 208:0.64 212:0.90 215:0.36 216:0.59 222:0.48 230:0.69 233:0.73 235:1.00 241:0.57 242:0.58 243:0.82 247:0.35 253:0.43 259:0.21 265:0.47 266:0.17 267:0.52 271:0.27 276:0.34 281:0.91 282:0.88 290:0.53 297:0.36 299:0.88 300:0.13\n1 1:0.74 11:0.83 12:0.20 17:0.89 18:0.95 21:0.22 22:0.93 27:0.62 29:0.71 30:0.55 32:0.80 34:0.89 36:0.43 37:0.27 39:0.44 43:0.76 44:0.93 45:0.98 47:0.93 55:0.42 64:0.77 66:0.99 69:0.78 70:0.29 71:0.84 74:0.94 77:0.70 81:0.67 83:0.91 85:0.72 86:0.99 91:0.17 98:0.94 101:0.97 104:0.82 106:0.81 108:0.62 114:0.71 117:0.86 122:0.57 123:0.59 126:0.54 127:0.60 129:0.05 135:0.74 139:0.99 145:0.50 146:0.99 147:1.00 149:0.51 150:0.80 154:0.67 155:0.67 159:0.89 163:0.90 165:0.93 172:0.98 173:0.49 176:0.73 177:0.70 178:0.55 179:0.14 187:0.21 192:0.87 195:0.97 201:0.93 206:0.81 208:0.64 212:0.47 215:0.51 216:0.60 222:0.48 232:0.87 235:0.42 241:0.10 242:0.50 243:0.99 247:0.35 253:0.55 259:0.21 262:0.93 265:0.94 266:0.27 267:0.52 271:0.27 276:0.95 282:0.88 290:0.71 297:0.36 299:0.88 300:0.33\n0 1:0.69 8:0.65 9:0.76 11:0.85 12:0.20 17:0.57 18:0.99 21:0.47 27:0.14 29:0.71 30:0.70 31:0.86 34:0.90 36:0.53 37:0.92 39:0.44 43:0.58 44:0.90 45:0.90 48:0.91 55:0.52 64:0.77 66:0.99 69:0.48 70:0.58 71:0.84 74:0.92 77:0.70 79:0.86 81:0.35 86:0.98 91:0.46 96:0.68 98:0.98 101:0.87 108:0.37 114:0.59 122:0.77 123:0.36 126:0.44 127:0.80 129:0.05 135:0.83 137:0.86 139:0.98 140:0.45 145:0.70 146:0.96 147:0.97 149:0.82 150:0.49 151:0.48 153:0.69 154:0.47 155:0.58 159:0.67 162:0.86 172:0.96 173:0.38 176:0.66 177:0.70 179:0.19 187:0.21 190:0.77 192:0.51 195:0.84 196:0.89 201:0.68 202:0.46 204:0.85 208:0.54 212:0.89 216:0.36 220:0.93 222:0.48 232:0.83 235:0.60 241:0.35 242:0.52 243:0.99 244:0.61 247:0.82 248:0.48 253:0.50 255:0.74 256:0.45 259:0.21 265:0.98 266:0.27 267:0.17 268:0.55 271:0.27 276:0.92 281:0.89 282:0.77 284:0.87 285:0.56 290:0.59 300:0.70\n1 1:0.69 8:0.63 11:0.64 12:0.20 17:0.91 18:0.97 21:0.71 27:0.70 29:0.71 30:0.12 34:0.91 36:0.75 37:0.38 39:0.44 43:0.15 44:0.87 45:0.93 48:0.91 55:0.42 64:0.77 66:0.98 69:0.39 70:0.78 71:0.84 74:0.95 81:0.29 86:0.99 91:0.42 98:0.89 101:0.52 108:0.30 114:0.54 122:0.80 123:0.29 126:0.44 127:0.43 129:0.05 135:0.44 139:0.99 145:0.72 146:0.96 147:0.97 149:0.08 150:0.47 154:0.58 155:0.58 159:0.68 172:0.95 173:0.25 176:0.66 177:0.70 178:0.55 179:0.17 187:0.87 192:0.51 195:0.88 201:0.68 208:0.54 212:0.58 216:0.13 222:0.48 235:0.88 241:0.15 242:0.21 243:0.98 247:0.88 253:0.48 254:0.74 259:0.21 265:0.89 266:0.27 267:0.36 271:0.27 276:0.91 281:0.91 290:0.54 300:0.55\n0 1:0.69 7:0.72 11:0.83 12:0.20 17:0.97 18:0.63 21:0.40 22:0.93 27:0.55 29:0.71 30:0.86 32:0.69 34:0.96 36:0.47 37:0.32 39:0.44 43:0.78 45:0.83 47:0.93 66:0.77 69:0.78 70:0.30 71:0.84 74:0.73 77:0.89 81:0.39 83:0.60 85:0.72 86:0.73 91:0.10 98:0.34 99:0.83 101:0.87 104:0.81 106:0.81 108:0.61 114:0.61 117:0.86 122:0.51 123:0.59 124:0.39 126:0.44 127:0.18 129:0.05 133:0.37 135:0.94 139:0.70 145:0.83 146:0.40 147:0.47 149:0.71 150:0.54 154:0.70 155:0.58 159:0.25 165:0.70 172:0.57 173:0.81 176:0.66 177:0.70 178:0.55 179:0.37 187:0.39 192:0.59 195:0.72 201:0.68 204:0.85 206:0.81 208:0.54 212:0.89 215:0.42 216:0.81 222:0.48 230:0.74 232:0.86 233:0.73 235:0.52 241:0.10 242:0.58 243:0.79 245:0.51 247:0.47 253:0.48 259:0.21 262:0.93 265:0.36 266:0.23 267:0.65 271:0.27 276:0.39 282:0.77 290:0.61 297:0.36 300:0.33\n1 1:0.69 8:0.64 9:0.76 11:0.64 12:0.20 17:0.40 18:0.86 20:0.89 21:0.05 27:0.48 29:0.71 30:0.15 31:0.90 34:0.95 36:0.89 37:0.49 39:0.44 43:0.13 45:0.66 64:0.77 66:0.63 69:0.51 70:0.68 71:0.84 74:0.61 78:0.72 79:0.90 81:0.71 83:0.60 86:0.88 91:0.58 96:0.75 97:0.89 98:0.46 100:0.73 101:0.52 108:0.39 111:0.72 114:0.85 122:0.86 123:0.38 124:0.45 126:0.44 127:0.26 129:0.05 133:0.37 135:0.54 137:0.90 139:0.87 140:0.45 146:0.41 147:0.48 149:0.12 150:0.64 151:0.65 152:0.83 153:0.48 154:0.84 155:0.58 158:0.78 159:0.27 162:0.86 169:0.72 172:0.41 173:0.61 176:0.66 177:0.70 179:0.70 186:0.73 187:0.39 190:0.77 192:0.51 196:0.93 201:0.68 202:0.36 208:0.54 212:0.50 216:0.36 219:0.92 220:0.62 222:0.48 232:0.91 235:0.12 241:0.41 242:0.53 243:0.68 245:0.54 247:0.55 248:0.63 253:0.68 254:0.80 255:0.74 256:0.45 259:0.21 261:0.73 265:0.47 266:0.38 267:0.52 268:0.46 271:0.27 276:0.34 279:0.82 284:0.87 285:0.56 290:0.85 292:0.87 300:0.43\n1 1:0.74 6:0.81 7:0.72 8:0.64 9:0.80 11:0.85 12:0.20 17:0.64 18:0.96 20:0.90 21:0.30 27:0.52 29:0.71 30:0.32 31:0.87 32:0.80 34:0.61 36:0.89 37:0.37 39:0.44 43:0.71 44:0.93 45:0.83 55:0.71 64:0.77 66:0.53 69:0.35 70:0.83 71:0.84 74:0.80 76:0.85 77:0.70 78:0.93 79:0.87 81:0.63 83:0.60 86:0.95 91:0.27 96:0.71 97:0.89 98:0.79 99:0.83 100:0.92 101:0.87 104:0.98 106:0.81 108:0.81 111:0.92 114:0.65 117:0.86 120:0.58 122:0.86 123:0.80 124:0.64 126:0.54 127:0.85 129:0.05 133:0.66 135:0.97 137:0.87 139:0.95 140:0.45 145:0.69 146:0.76 147:0.80 149:0.57 150:0.76 151:0.53 152:0.86 153:0.48 154:0.80 155:0.67 158:0.78 159:0.77 162:0.86 164:0.67 165:0.70 169:0.91 172:0.81 173:0.21 176:0.73 177:0.70 179:0.35 186:0.93 187:0.87 190:0.77 192:0.87 195:0.89 196:0.91 201:0.93 202:0.53 204:0.89 206:0.81 208:0.64 212:0.60 215:0.44 216:0.37 220:0.87 222:0.48 230:0.75 232:0.94 233:0.76 235:0.60 241:0.27 242:0.43 243:0.37 245:0.89 247:0.79 248:0.52 253:0.56 254:0.95 255:0.95 256:0.58 259:0.21 260:0.58 261:0.94 265:0.79 266:0.75 267:0.76 268:0.62 271:0.27 276:0.81 277:0.69 279:0.82 281:0.91 282:0.88 283:0.78 284:0.91 285:0.62 290:0.65 297:0.36 300:0.70\n1 8:0.82 11:0.85 12:0.20 17:0.88 18:1.00 20:0.84 21:0.68 27:0.14 29:0.71 30:0.73 34:0.97 36:0.31 37:0.92 39:0.44 43:0.58 44:0.87 45:0.92 48:1.00 55:0.52 64:0.77 66:0.48 69:0.51 70:0.42 71:0.84 74:0.96 76:0.85 78:0.92 81:0.25 86:1.00 91:0.23 98:0.72 100:0.94 101:0.87 108:0.93 111:0.92 122:0.86 123:0.93 124:0.85 126:0.26 127:0.89 129:0.59 133:0.88 135:0.70 139:1.00 145:0.93 146:0.89 147:0.91 149:0.82 150:0.25 152:0.85 154:0.17 155:0.58 159:0.90 169:0.89 172:0.99 173:0.20 177:0.70 178:0.55 179:0.10 186:0.92 187:0.68 191:0.70 192:0.51 195:0.97 202:0.36 204:0.85 208:0.54 212:0.93 216:0.36 222:0.48 235:0.95 241:0.51 242:0.42 243:0.22 245:0.99 247:0.94 253:0.48 254:0.74 259:0.21 261:0.92 265:0.72 266:0.54 267:0.44 271:0.27 276:0.99 281:0.89 300:0.70\n1 1:0.74 11:0.92 12:0.20 17:0.40 18:0.77 21:0.30 27:0.45 29:0.71 30:0.62 32:0.69 34:0.86 36:0.17 37:0.50 39:0.44 43:0.82 45:0.73 60:0.87 64:0.77 66:0.20 69:0.69 70:0.54 71:0.84 74:0.67 77:0.70 81:0.61 83:0.91 85:0.72 86:0.81 91:0.18 98:0.16 101:0.97 108:0.52 114:0.65 122:0.57 123:0.84 124:0.78 126:0.54 127:0.39 129:0.05 133:0.73 135:0.86 139:0.84 145:0.52 146:0.25 147:0.31 149:0.65 150:0.77 154:0.77 155:0.67 158:0.91 159:0.56 165:0.93 172:0.27 173:0.63 176:0.73 177:0.70 178:0.55 179:0.77 187:0.68 192:0.87 195:0.79 201:0.93 208:0.64 212:0.42 215:0.44 216:0.77 219:0.95 222:0.48 235:0.52 241:0.21 242:0.29 243:0.48 245:0.51 247:0.60 253:0.50 259:0.21 265:0.17 266:0.54 267:0.28 271:0.27 276:0.36 277:0.69 279:0.86 282:0.77 283:0.78 290:0.65 292:0.91 297:0.36 300:0.43\n1 1:0.74 7:0.66 8:0.88 11:0.57 12:0.20 17:0.28 18:0.98 20:0.93 21:0.68 27:0.36 29:0.71 30:0.93 32:0.80 34:0.96 36:0.51 37:0.57 39:0.44 43:0.87 44:0.93 60:0.87 64:0.77 66:0.97 69:0.58 70:0.18 71:0.84 74:0.98 77:0.70 78:0.88 81:0.44 83:0.91 85:0.98 86:1.00 91:0.42 98:0.82 100:0.92 101:0.87 108:0.44 111:0.89 114:0.56 122:0.57 123:0.43 126:0.54 127:0.31 129:0.05 135:0.75 139:1.00 145:0.83 146:0.63 147:0.68 149:1.00 150:0.70 152:0.87 154:0.85 155:0.67 158:0.92 159:0.24 165:0.93 169:0.90 172:0.94 173:0.75 176:0.73 177:0.70 178:0.55 179:0.17 186:0.88 187:0.39 192:0.87 195:0.65 201:0.93 204:0.85 208:0.64 212:0.94 215:0.37 216:0.59 219:0.95 222:0.48 230:0.69 233:0.76 235:0.88 241:0.49 242:0.50 243:0.98 247:0.35 253:0.49 259:0.21 261:0.92 265:0.82 266:0.17 267:0.44 271:0.27 276:0.88 279:0.86 281:0.91 282:0.88 283:0.82 290:0.56 292:0.95 297:0.36 299:0.88 300:0.18\n1 1:0.69 8:0.74 11:0.64 12:0.20 17:0.85 18:0.99 21:0.71 22:0.93 27:0.70 29:0.71 30:0.42 34:0.94 36:0.91 37:0.38 39:0.44 43:0.63 44:0.90 45:0.91 47:0.93 55:0.59 64:0.77 66:0.98 69:0.39 70:0.67 71:0.84 74:0.90 76:0.85 77:0.70 81:0.29 86:0.99 91:0.46 98:0.88 101:0.52 108:0.30 114:0.54 117:0.86 122:0.86 123:0.29 126:0.44 127:0.42 129:0.05 135:0.30 139:0.99 145:0.69 146:0.97 147:0.98 149:0.79 150:0.47 154:0.76 155:0.58 159:0.71 172:0.96 173:0.23 176:0.66 177:0.70 178:0.55 179:0.17 187:0.87 192:0.51 195:0.89 201:0.68 208:0.54 212:0.75 216:0.13 222:0.48 232:0.93 235:0.88 241:0.10 242:0.43 243:0.98 247:0.86 253:0.47 254:0.92 259:0.21 262:0.93 265:0.88 266:0.27 267:0.65 271:0.27 276:0.91 282:0.77 290:0.54 300:0.55\n1 1:0.74 7:0.81 11:0.64 12:0.20 17:0.93 18:0.90 21:0.59 27:0.14 29:0.71 30:0.60 32:0.80 34:0.94 36:0.56 37:0.92 39:0.44 43:0.69 44:0.93 45:0.95 48:0.99 64:0.77 66:0.96 69:0.32 70:0.39 71:0.84 74:0.95 76:0.85 77:0.98 81:0.48 83:0.60 86:0.95 91:0.20 97:0.89 98:0.93 99:0.95 101:0.52 104:0.94 106:0.81 108:0.25 114:0.58 117:0.86 122:0.75 123:0.24 126:0.54 127:0.56 129:0.05 135:0.56 139:0.96 145:0.84 146:0.80 147:0.84 149:0.87 150:0.68 154:0.82 155:0.67 158:0.78 159:0.36 165:0.70 172:0.90 173:0.42 176:0.73 177:0.70 178:0.55 179:0.29 187:0.68 192:0.87 195:0.63 201:0.93 204:0.89 206:0.81 208:0.64 212:0.95 215:0.39 216:0.36 222:0.48 230:0.86 232:0.95 233:0.73 235:0.97 241:0.10 242:0.43 243:0.96 247:0.82 253:0.49 254:0.80 259:0.21 265:0.93 266:0.12 267:0.52 271:0.27 276:0.83 279:0.82 281:0.89 282:0.88 283:0.78 290:0.58 297:0.36 300:0.33\n1 1:0.74 7:0.81 11:0.92 12:0.20 17:0.72 18:0.99 21:0.59 27:0.57 29:0.71 30:0.36 32:0.80 34:0.82 36:0.32 37:0.61 39:0.44 43:0.84 44:0.93 45:0.97 64:0.77 66:0.91 69:0.64 70:0.67 71:0.84 74:0.98 77:0.70 81:0.47 83:0.91 85:0.98 86:1.00 91:0.27 98:0.87 101:0.97 104:0.91 108:0.49 114:0.58 121:0.90 122:0.57 123:0.47 124:0.37 126:0.54 127:0.56 129:0.05 133:0.43 135:0.76 139:1.00 145:0.74 146:0.99 147:0.99 149:0.97 150:0.71 154:0.81 155:0.67 159:0.86 165:0.93 172:0.99 173:0.36 176:0.73 177:0.70 178:0.55 179:0.11 187:0.39 192:0.87 195:0.96 201:0.93 204:0.89 208:0.64 212:0.93 215:0.39 216:0.65 222:0.48 230:0.87 232:0.94 233:0.76 235:0.80 241:0.37 242:0.27 243:0.91 245:0.98 247:0.92 253:0.50 265:0.87 266:0.54 267:0.36 271:0.27 276:0.98 281:0.91 282:0.88 290:0.58 297:0.36 299:0.88 300:0.70\n1 1:0.74 7:0.66 9:0.76 11:0.57 12:0.20 17:0.45 18:0.97 21:0.68 27:0.32 29:0.71 30:0.93 32:0.80 34:0.95 36:0.52 37:0.91 39:0.44 43:0.81 44:0.93 60:0.87 64:0.77 66:0.97 69:0.72 70:0.18 71:0.84 74:0.98 77:0.70 81:0.44 83:0.91 85:0.98 86:1.00 91:0.42 96:0.68 98:0.72 101:0.87 108:0.55 114:0.56 120:0.54 122:0.57 123:0.53 126:0.54 127:0.22 129:0.05 135:0.61 139:1.00 140:0.45 145:0.49 146:0.63 147:0.68 149:1.00 150:0.70 151:0.48 153:0.48 154:0.75 155:0.67 158:0.92 159:0.24 162:0.86 164:0.54 165:0.93 172:0.94 173:0.83 176:0.73 177:0.70 179:0.14 187:0.39 190:0.77 192:0.87 195:0.65 201:0.93 202:0.36 204:0.85 208:0.64 212:0.94 215:0.37 216:0.43 219:0.95 220:0.93 222:0.48 230:0.69 233:0.76 235:0.88 241:0.58 242:0.50 243:0.98 247:0.35 248:0.48 253:0.49 255:0.74 256:0.45 259:0.21 260:0.54 265:0.72 266:0.17 267:0.91 268:0.46 271:0.27 276:0.88 279:0.86 281:0.91 282:0.88 283:0.82 285:0.56 290:0.56 292:0.95 297:0.36 299:0.88 300:0.18\n1 1:0.63 10:0.83 11:0.45 12:0.20 17:0.82 18:0.76 21:0.22 27:0.44 29:0.56 30:0.76 34:0.33 36:0.33 37:0.41 39:0.56 43:0.23 45:0.73 55:0.71 64:0.77 66:0.59 69:0.90 70:0.43 71:0.66 74:0.53 81:0.55 83:0.54 86:0.73 91:0.27 98:0.60 99:0.83 101:0.46 108:0.80 114:0.85 122:0.90 123:0.79 124:0.67 126:0.43 127:0.62 129:0.05 133:0.73 135:0.85 139:0.69 146:0.88 147:0.53 149:0.24 150:0.49 154:0.48 155:0.49 158:0.73 159:0.80 165:0.63 170:0.82 172:0.68 173:0.82 174:0.83 175:0.75 176:0.63 177:0.70 178:0.55 179:0.52 187:0.68 192:0.50 197:0.82 201:0.61 208:0.54 212:0.30 215:0.79 216:0.93 222:0.60 235:0.42 239:0.82 241:0.05 242:0.52 243:0.23 244:0.83 245:0.71 247:0.88 253:0.61 254:0.93 257:0.84 259:0.21 264:0.98 265:0.61 266:0.80 267:0.44 271:0.29 276:0.65 277:0.69 290:0.85 297:0.36 300:0.43\n0 10:0.80 11:0.49 12:0.20 17:0.57 18:0.88 21:0.78 27:0.64 29:0.56 30:0.26 34:0.28 36:0.31 37:0.46 39:0.56 43:0.58 45:0.90 48:0.91 66:0.15 69:0.25 70:1.00 71:0.66 74:0.63 76:0.85 86:0.82 91:0.40 98:0.22 101:0.52 108:0.20 122:0.90 123:0.19 124:0.95 127:0.79 129:0.95 133:0.95 135:0.86 139:0.80 146:0.61 147:0.66 149:0.67 154:0.47 159:0.92 170:0.82 172:0.57 173:0.08 174:0.79 175:0.91 177:0.70 178:0.55 179:0.34 187:0.68 197:0.79 212:0.37 216:0.41 222:0.60 235:0.68 239:0.80 242:0.24 243:0.36 244:0.83 245:0.75 247:0.91 253:0.47 257:0.84 259:0.21 264:0.98 265:0.24 266:0.97 267:0.59 271:0.29 276:0.80 277:0.87 281:0.91 300:0.98\n1 8:0.70 11:0.49 12:0.20 17:0.89 18:0.97 21:0.78 27:0.47 29:0.56 30:0.29 34:0.30 36:0.41 37:0.55 39:0.56 43:0.30 45:0.85 55:0.59 66:0.71 69:0.21 70:0.88 71:0.66 74:0.76 76:0.85 86:0.94 91:0.10 98:0.90 101:0.52 108:0.17 117:0.86 122:0.91 123:0.16 124:0.45 127:0.85 129:0.59 133:0.46 135:0.70 139:0.90 145:0.52 146:0.98 147:0.99 149:0.44 154:0.22 159:0.82 170:0.82 172:0.95 173:0.12 175:0.91 177:0.70 178:0.55 179:0.18 187:0.39 212:0.73 216:0.26 222:0.60 232:0.83 235:0.60 241:0.07 242:0.14 243:0.75 244:0.83 245:0.97 247:0.96 253:0.53 254:0.86 257:0.84 259:0.21 264:0.98 265:0.90 266:0.80 267:0.28 271:0.29 276:0.93 277:0.87 300:0.84\n1 1:0.58 10:0.80 11:0.49 12:0.20 17:0.66 18:0.85 21:0.74 27:0.55 29:0.56 30:0.08 34:0.63 36:0.66 37:0.40 39:0.56 43:0.23 45:0.77 48:0.91 55:0.42 64:0.77 66:0.30 69:0.58 70:1.00 71:0.66 74:0.54 77:0.70 81:0.43 83:0.54 86:0.80 91:0.02 98:0.25 99:0.83 101:0.52 108:0.97 114:0.64 117:0.86 122:0.95 123:0.97 124:0.83 126:0.43 127:0.96 129:0.05 133:0.83 135:0.95 139:0.77 145:0.45 146:0.49 147:0.55 149:0.23 150:0.39 154:0.50 155:0.47 159:0.93 165:0.63 170:0.82 172:0.59 173:0.22 174:0.79 175:0.91 176:0.63 177:0.70 178:0.55 179:0.50 187:1.00 192:0.46 195:0.98 197:0.79 201:0.56 208:0.54 212:0.68 215:0.46 216:0.61 222:0.60 232:0.99 235:0.98 239:0.79 241:0.05 242:0.37 243:0.40 244:0.83 245:0.76 247:0.94 253:0.51 254:0.74 257:0.84 259:0.21 264:0.98 265:0.27 266:0.87 267:0.18 271:0.29 276:0.65 277:0.95 281:0.91 282:0.73 290:0.64 297:0.36 300:0.98\n1 10:0.87 11:0.45 12:0.20 17:0.91 18:0.93 21:0.54 22:0.93 27:0.55 29:0.56 30:0.40 34:0.52 36:0.46 37:0.35 39:0.56 43:0.38 45:0.66 47:0.93 48:0.91 55:0.71 64:0.77 66:0.67 69:0.50 70:0.49 71:0.66 74:0.45 81:0.27 86:0.89 91:0.33 98:0.64 101:0.46 108:0.38 122:0.94 123:0.37 124:0.46 126:0.23 127:0.39 129:0.05 133:0.37 135:0.58 139:0.85 146:0.67 147:0.72 149:0.28 150:0.30 154:0.44 159:0.42 170:0.82 172:0.68 173:0.52 174:0.89 175:0.91 177:0.70 178:0.55 179:0.48 187:0.39 197:0.90 212:0.86 216:0.29 222:0.60 235:0.60 239:0.86 241:0.21 242:0.16 243:0.71 244:0.83 245:0.77 247:0.86 253:0.38 254:0.96 257:0.84 259:0.21 262:0.93 264:0.98 265:0.65 266:0.27 267:0.36 271:0.29 276:0.63 277:0.87 281:0.86 300:0.43\n0 8:0.59 10:0.81 11:0.49 12:0.20 17:0.78 18:0.88 21:0.78 27:0.60 29:0.56 30:0.43 34:0.74 36:0.42 37:0.24 39:0.56 43:0.56 45:0.77 55:0.92 66:0.13 69:0.74 70:0.91 71:0.66 74:0.55 86:0.82 91:0.37 98:0.44 101:0.69 108:0.58 122:0.91 123:0.94 124:0.91 127:0.73 129:0.59 133:0.91 135:0.87 139:0.78 146:0.85 147:0.87 149:0.42 154:0.45 159:0.87 163:0.92 170:0.82 172:0.61 173:0.49 174:0.79 175:0.91 177:0.70 178:0.55 179:0.36 187:0.21 197:0.81 212:0.16 216:0.37 222:0.60 232:0.72 235:0.22 239:0.81 241:0.05 242:0.27 243:0.40 244:0.83 245:0.80 247:0.86 253:0.44 257:0.84 259:0.21 264:0.98 265:0.46 266:0.91 267:0.19 271:0.29 276:0.80 277:0.95 300:0.94\n1 8:0.86 10:0.83 12:0.20 17:0.97 18:0.63 21:0.78 27:0.60 29:0.56 30:0.41 34:0.18 36:0.59 37:0.88 39:0.56 43:0.11 48:0.91 55:0.59 66:0.27 69:0.74 70:0.65 71:0.66 74:0.52 76:0.94 77:0.89 86:0.65 87:0.98 91:0.62 96:0.75 98:0.22 108:0.57 122:0.90 123:0.55 124:0.79 127:0.99 129:0.05 133:0.74 135:0.65 139:0.66 140:0.80 145:0.85 146:0.49 147:0.35 149:0.17 151:0.59 153:0.72 154:0.18 158:0.74 159:0.88 162:0.55 170:0.82 172:0.32 173:0.49 174:0.79 175:0.91 177:0.38 178:0.42 179:0.80 190:0.98 191:0.70 195:0.96 197:0.82 202:0.59 212:0.19 216:0.07 220:0.74 222:0.60 232:0.72 235:0.95 239:0.83 241:0.78 242:0.33 243:0.29 244:0.93 245:0.58 247:0.74 248:0.57 253:0.59 254:0.84 256:0.45 257:0.93 259:0.21 264:0.98 265:0.24 266:0.63 267:0.65 268:0.57 271:0.29 275:0.91 276:0.34 277:0.87 281:0.91 282:0.73 285:0.45 294:0.93 300:0.55\n1 8:0.76 9:0.71 10:0.84 11:0.45 12:0.20 17:0.47 18:0.67 21:0.40 27:0.21 29:0.56 30:0.13 34:0.49 36:0.78 37:0.74 39:0.56 43:0.22 45:0.66 55:0.45 66:0.13 69:0.12 70:0.94 71:0.66 74:0.83 76:0.94 81:0.28 83:0.54 86:0.66 91:0.64 96:0.94 98:0.33 101:0.46 108:0.97 114:0.74 117:0.86 120:0.65 122:0.90 123:0.97 124:0.95 126:0.23 127:0.88 129:0.96 133:0.95 135:0.65 139:0.64 140:0.97 146:0.83 147:0.85 149:0.45 150:0.30 151:0.75 153:0.90 154:0.15 155:0.53 158:0.73 159:0.94 162:0.66 164:0.55 170:0.82 172:0.84 173:0.06 174:0.93 175:0.97 176:0.60 177:0.38 179:0.14 187:0.39 190:0.95 191:0.75 192:0.57 197:0.84 202:0.83 208:0.49 212:0.60 216:0.95 220:0.62 222:0.60 232:0.85 235:0.42 239:0.83 241:0.35 242:0.77 243:0.23 244:0.93 245:0.95 247:0.82 248:0.70 253:0.95 255:0.70 256:0.84 257:0.93 259:0.21 260:0.66 264:0.98 265:0.35 266:0.96 267:0.28 268:0.85 271:0.29 276:0.95 277:0.95 285:0.49 290:0.74 300:0.94\n1 7:0.66 10:0.92 11:0.49 12:0.20 17:0.87 18:0.96 21:0.77 27:0.55 29:0.56 30:0.12 32:0.64 34:1.00 36:0.28 37:0.40 39:0.56 43:0.30 45:0.73 48:0.91 55:0.52 66:0.23 69:0.55 70:0.95 71:0.66 74:0.32 81:0.24 86:0.92 91:0.25 98:0.61 101:0.52 108:0.43 122:0.95 123:0.75 124:0.73 126:0.23 127:0.75 129:0.05 133:0.73 135:0.49 139:0.88 145:1.00 146:0.76 147:0.80 149:0.39 150:0.25 154:0.22 159:0.70 170:0.82 172:0.74 173:0.44 174:0.93 175:0.75 177:0.88 178:0.55 179:0.40 187:0.95 195:0.83 197:0.94 212:0.68 215:0.43 216:0.35 222:0.60 230:0.68 233:0.66 235:0.98 239:0.90 241:0.52 242:0.32 243:0.58 244:0.93 245:0.82 247:0.92 253:0.29 257:0.65 259:0.21 264:0.98 265:0.57 266:0.80 267:0.36 271:0.29 276:0.77 277:0.87 281:0.86 283:0.67 297:0.36 300:0.84\n2 7:0.81 12:0.79 17:0.88 20:0.89 27:0.52 28:0.51 30:0.95 32:0.80 34:0.73 36:0.26 37:0.32 43:0.38 55:0.59 66:0.96 69:0.57 70:0.13 78:0.81 81:1.00 91:0.56 98:0.77 100:0.80 106:0.81 108:0.86 111:0.80 120:0.69 123:0.85 124:0.36 126:0.54 127:0.57 129:0.59 133:0.47 135:0.78 140:0.45 145:0.50 146:0.05 147:0.05 149:0.80 150:0.99 151:0.66 152:0.93 153:0.48 154:0.28 159:0.85 161:0.87 162:0.86 164:0.57 167:0.68 169:0.76 172:0.97 173:0.30 177:0.05 179:0.16 181:0.64 186:0.81 187:0.21 195:0.95 202:0.36 206:0.81 212:0.94 215:0.96 216:0.32 230:0.87 233:0.76 235:0.02 241:0.56 242:0.82 243:0.05 245:0.78 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 261:0.83 265:0.77 266:0.23 267:0.28 268:0.46 271:0.15 276:0.91 283:0.82 285:0.62 297:0.36 300:0.18\n1 6:0.95 7:0.81 8:0.83 12:0.79 17:0.81 20:0.97 21:0.13 25:0.88 27:0.51 28:0.51 30:0.45 32:0.80 34:0.49 36:0.27 37:0.29 43:0.28 55:0.59 66:0.49 69:0.78 70:0.25 78:0.88 81:0.99 91:0.33 98:0.29 100:0.95 108:0.86 111:0.91 123:0.85 124:0.48 126:0.54 127:0.46 129:0.59 133:0.47 135:0.82 145:0.61 146:0.05 147:0.05 149:0.21 150:0.99 152:0.95 154:0.20 159:0.57 161:0.87 163:0.99 167:0.67 169:0.97 172:0.16 173:0.75 177:0.05 178:0.55 179:0.97 181:0.64 186:0.88 187:0.39 189:0.95 195:0.78 212:0.61 215:0.84 216:0.25 230:0.87 233:0.76 235:0.12 238:0.97 241:0.55 242:0.82 243:0.29 245:0.39 247:0.12 259:0.21 261:0.98 265:0.31 266:0.17 267:0.36 271:0.15 276:0.15 297:0.36 300:0.18\n1 12:0.79 17:0.40 21:0.13 27:0.29 28:0.51 30:0.74 34:0.75 36:0.24 37:0.92 43:0.33 55:0.84 66:0.87 69:0.66 70:0.28 81:0.99 91:0.29 98:0.92 106:0.81 108:0.50 120:0.72 123:0.48 126:0.54 127:0.53 129:0.05 135:0.74 140:0.45 146:0.95 147:0.96 149:0.53 150:0.99 151:0.70 153:0.69 154:0.25 159:0.61 161:0.87 162:0.86 163:0.94 164:0.62 167:0.67 172:0.63 173:0.60 177:0.05 179:0.69 181:0.64 187:0.21 202:0.46 206:0.81 212:0.61 215:0.84 216:0.93 235:0.12 241:0.54 242:0.82 243:0.88 247:0.12 248:0.66 256:0.45 259:0.21 260:0.73 265:0.92 266:0.38 267:0.85 268:0.55 271:0.15 276:0.54 285:0.62 297:0.36 300:0.25\n1 12:0.79 17:0.90 21:0.30 27:0.48 28:0.51 30:0.76 34:1.00 36:0.38 37:0.43 43:0.30 66:0.64 69:0.72 70:0.15 81:0.98 91:0.51 98:0.16 108:0.56 120:0.53 123:0.53 126:0.54 127:0.09 129:0.05 135:0.66 140:0.45 145:0.54 146:0.21 147:0.27 149:0.25 150:0.97 151:0.46 153:0.48 154:0.22 159:0.10 161:0.87 162:0.86 163:0.97 164:0.57 167:0.62 172:0.16 173:0.80 177:0.05 179:0.17 181:0.64 187:0.39 202:0.36 212:0.95 215:0.72 216:0.32 220:0.87 235:0.31 241:0.39 242:0.82 243:0.69 247:0.12 248:0.46 256:0.45 259:0.21 260:0.53 265:0.18 266:0.12 267:0.44 268:0.46 271:0.15 276:0.15 285:0.62 297:0.36 300:0.13\n1 12:0.79 17:0.45 21:0.59 25:0.88 27:0.72 28:0.51 30:0.95 32:0.80 34:0.91 36:0.57 43:0.52 55:0.59 66:0.64 69:0.19 81:0.93 91:0.71 98:0.78 108:0.15 123:0.15 126:0.54 127:0.26 129:0.05 135:0.44 145:0.47 146:0.28 147:0.34 149:0.30 150:0.88 154:0.41 159:0.12 161:0.87 167:0.57 172:0.16 173:0.77 177:0.05 178:0.55 179:0.97 181:0.64 187:0.21 195:0.53 212:0.95 215:0.55 216:0.04 235:0.68 241:0.18 242:0.82 243:0.69 247:0.12 259:0.21 265:0.78 266:0.12 267:0.23 271:0.15 276:0.19 297:0.36 300:0.08\n1 12:0.79 17:0.67 21:0.78 27:0.45 28:0.51 34:0.86 36:0.18 37:0.50 43:0.28 66:0.36 69:0.78 91:0.22 98:0.07 108:0.62 123:0.59 127:0.05 129:0.05 135:0.87 145:0.47 146:0.05 147:0.05 149:0.12 154:0.20 159:0.05 161:0.87 167:0.58 172:0.05 173:0.72 177:0.05 178:0.55 181:0.64 187:0.68 216:0.77 235:0.95 241:0.24 243:0.51 259:0.21 265:0.07 267:0.28 271:0.15\n2 12:0.79 17:0.47 20:0.83 21:0.13 25:0.88 27:0.72 28:0.51 30:0.91 32:0.80 34:0.29 36:0.50 43:0.52 55:0.52 66:0.69 69:0.07 70:0.13 78:0.77 81:0.99 91:0.82 98:0.93 100:0.82 108:0.06 111:0.78 120:0.56 123:0.06 126:0.54 127:0.56 129:0.05 135:0.37 140:0.45 145:0.39 146:0.43 147:0.49 149:0.35 150:0.99 151:0.50 152:0.80 153:0.72 154:0.41 159:0.16 161:0.87 162:0.67 164:0.64 167:0.89 169:0.82 172:0.21 173:0.52 177:0.05 179:0.98 181:0.64 186:0.78 195:0.53 202:0.53 212:0.61 215:0.84 216:0.04 220:0.74 235:0.12 241:0.82 242:0.82 243:0.73 247:0.12 248:0.50 256:0.45 259:0.21 260:0.57 261:0.80 265:0.93 266:0.17 267:0.17 268:0.57 271:0.15 276:0.15 283:0.60 285:0.62 297:0.36 300:0.13\n2 12:0.79 17:0.92 21:0.40 25:0.88 27:0.51 28:0.51 30:0.76 32:0.80 34:0.52 36:0.40 37:0.29 43:0.20 55:0.59 66:0.36 69:0.93 70:0.15 81:0.97 91:0.57 98:0.13 108:0.92 120:0.73 123:0.92 124:0.52 126:0.54 127:0.23 129:0.59 133:0.47 135:0.78 140:0.45 145:0.42 146:0.05 147:0.05 149:0.12 150:0.95 151:0.66 153:0.48 154:0.13 159:0.58 161:0.87 162:0.86 163:1.00 164:0.67 167:0.64 172:0.10 173:0.90 177:0.05 179:0.96 181:0.64 187:0.21 195:0.90 202:0.50 212:0.95 215:0.67 216:0.25 220:0.62 235:0.42 241:0.47 242:0.82 243:0.34 245:0.37 247:0.12 248:0.66 256:0.58 259:0.21 260:0.74 265:0.14 266:0.12 267:0.28 268:0.59 271:0.15 276:0.13 285:0.62 297:0.36 300:0.13\n2 7:0.81 12:0.79 17:0.95 20:0.81 27:0.58 28:0.51 30:0.95 32:0.80 34:0.47 36:0.33 37:0.59 43:0.40 55:0.99 66:0.20 69:0.52 78:0.72 81:1.00 91:0.27 98:0.06 100:0.73 106:0.81 108:0.40 111:0.72 123:0.38 124:0.61 126:0.54 127:0.23 129:0.59 133:0.47 135:0.82 145:0.50 146:0.05 147:0.05 149:0.17 150:0.99 152:0.82 154:0.30 159:0.64 161:0.87 167:0.59 169:0.72 172:0.05 173:0.28 177:0.05 178:0.55 179:0.99 181:0.64 186:0.73 187:0.21 195:0.94 206:0.81 215:0.96 216:0.24 230:0.87 233:0.76 235:0.02 241:0.27 243:0.40 245:0.36 259:0.21 261:0.78 265:0.06 267:0.28 271:0.15 283:0.82 297:0.36 300:0.08\n4 6:0.95 7:0.81 8:0.90 12:0.79 17:0.86 20:0.90 21:0.74 25:0.88 27:0.51 28:0.51 30:0.76 32:0.80 34:0.67 36:0.80 37:0.29 43:0.46 55:0.99 66:0.20 69:0.48 70:0.22 78:0.97 81:0.86 91:0.90 98:0.13 100:0.99 108:0.94 111:0.99 120:0.86 123:0.93 124:0.81 126:0.54 127:0.95 129:0.89 133:0.78 135:0.94 140:0.45 145:0.58 146:0.05 147:0.05 149:0.24 150:0.70 151:0.80 152:0.95 153:0.92 154:0.35 159:0.84 161:0.87 162:0.63 163:0.97 164:0.90 167:0.90 169:0.97 172:0.10 173:0.26 177:0.05 179:0.97 181:0.64 186:0.97 189:0.96 191:0.89 195:0.93 202:0.86 212:0.42 215:0.46 216:0.25 230:0.87 233:0.76 235:0.88 238:0.99 241:0.86 242:0.82 243:0.26 245:0.39 247:0.12 248:0.80 256:0.85 259:0.21 260:0.86 261:0.98 265:0.14 266:0.23 267:0.87 268:0.87 271:0.15 276:0.25 283:0.82 285:0.62 297:0.36 300:0.18\n1 7:0.81 12:0.79 17:0.96 21:0.40 27:0.58 28:0.51 30:0.45 32:0.80 34:1.00 36:0.38 37:0.59 43:0.40 55:0.71 66:0.49 69:0.54 70:0.25 81:0.97 91:0.33 98:0.31 108:0.87 123:0.87 124:0.48 126:0.54 127:0.61 129:0.59 133:0.47 135:0.75 145:0.50 146:0.05 147:0.05 149:0.22 150:0.95 154:0.30 159:0.68 161:0.87 163:0.97 167:0.57 172:0.16 173:0.41 177:0.05 178:0.55 179:0.98 181:0.64 187:0.21 195:0.84 212:0.61 215:0.67 216:0.24 230:0.87 233:0.76 235:0.42 241:0.18 242:0.82 243:0.29 245:0.39 247:0.12 259:0.21 265:0.33 266:0.17 267:0.28 271:0.15 276:0.15 297:0.36 300:0.18\n1 6:0.94 8:0.83 12:0.79 17:0.81 20:0.95 21:0.78 27:0.59 28:0.51 30:0.95 34:0.39 36:0.80 37:0.41 43:0.23 55:0.99 66:0.13 69:0.89 78:0.88 91:0.93 98:0.06 100:0.96 108:0.78 111:0.92 120:0.67 123:0.76 124:0.75 127:0.45 129:0.81 133:0.67 135:0.87 140:0.96 145:0.54 146:0.05 147:0.05 149:0.14 151:0.64 152:0.95 153:0.46 154:0.15 159:0.78 161:0.87 162:0.46 163:0.99 164:0.66 167:0.90 169:0.92 172:0.05 173:0.78 177:0.05 178:0.54 179:0.99 181:0.64 186:0.88 189:0.95 191:0.91 202:0.86 212:0.95 216:0.32 220:0.74 235:0.88 238:0.98 241:0.85 242:0.82 243:0.34 245:0.37 247:0.12 248:0.62 256:0.58 259:0.21 260:0.68 261:0.94 265:0.06 266:0.12 267:0.82 268:0.58 271:0.15 276:0.19 285:0.62 300:0.08\n3 6:0.92 8:0.83 12:0.79 17:0.24 20:0.85 21:0.05 25:0.88 27:0.64 28:0.51 30:0.45 34:0.22 36:0.32 37:0.43 43:0.52 55:0.45 66:0.27 69:0.05 70:0.25 78:0.85 81:0.99 91:0.84 98:0.16 100:0.89 108:0.05 111:0.85 120:0.76 123:0.83 124:0.61 126:0.54 127:0.96 129:0.59 133:0.47 135:0.83 140:0.45 146:0.19 147:0.24 149:0.28 150:0.99 151:0.66 152:0.82 153:0.48 154:0.41 159:0.59 161:0.87 162:0.75 163:0.80 164:0.87 167:0.88 169:0.86 172:0.10 173:0.12 177:0.05 179:0.98 181:0.64 186:0.85 189:0.94 202:0.80 212:0.61 215:0.91 216:0.23 220:0.74 235:0.05 238:0.96 241:0.80 242:0.82 243:0.46 245:0.40 247:0.12 248:0.68 256:0.81 259:0.21 260:0.77 261:0.86 265:0.13 266:0.17 267:0.73 268:0.83 271:0.15 276:0.13 283:0.60 285:0.62 297:0.36 300:0.18\n1 12:0.79 17:0.81 21:0.78 25:0.88 27:0.51 28:0.51 30:0.76 32:0.80 34:0.50 36:0.28 37:0.29 43:0.28 55:0.59 66:0.36 69:0.78 70:0.15 91:0.58 98:0.16 108:0.86 120:0.69 123:0.86 124:0.52 127:0.44 129:0.59 133:0.47 135:0.77 140:0.45 145:0.63 146:0.05 147:0.05 149:0.18 151:0.66 153:0.48 154:0.20 159:0.56 161:0.87 162:0.57 163:0.99 164:0.57 167:0.74 172:0.10 173:0.75 177:0.05 179:0.99 181:0.64 187:0.39 195:0.78 202:0.55 212:0.95 216:0.25 235:0.22 241:0.68 242:0.82 243:0.34 245:0.37 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 265:0.17 266:0.12 267:0.36 268:0.46 271:0.15 276:0.13 285:0.62 300:0.13\n1 1:0.63 10:0.85 11:0.86 12:0.20 17:0.47 18:0.78 21:0.54 22:0.93 27:0.02 29:0.77 30:0.43 34:0.91 36:0.54 37:0.99 39:0.69 43:0.23 45:0.85 46:0.96 47:0.93 56:0.97 64:0.77 66:0.89 69:0.71 70:0.87 71:0.71 74:0.42 81:0.58 83:0.54 86:0.74 91:0.31 98:0.79 99:0.95 101:0.70 104:0.88 106:0.81 107:0.93 108:0.54 110:0.90 114:0.71 117:0.86 123:0.51 125:0.88 126:0.54 127:0.27 129:0.05 135:0.98 139:0.70 144:0.85 146:0.65 147:0.70 149:0.29 150:0.46 154:0.38 155:0.49 159:0.25 160:0.88 165:0.63 170:0.82 172:0.70 173:0.84 174:0.83 176:0.63 177:0.99 178:0.55 179:0.46 187:0.68 192:0.55 197:0.86 201:0.65 206:0.81 208:0.64 212:0.78 215:0.55 216:0.85 222:0.35 232:0.91 235:0.95 236:0.94 239:0.84 241:0.64 242:0.19 243:0.90 244:0.83 247:0.84 253:0.53 254:0.93 259:0.21 262:0.93 264:0.93 265:0.79 266:0.38 267:0.52 271:0.40 275:0.93 276:0.56 283:0.82 289:0.92 290:0.71 294:0.94 297:0.36 300:0.70\n2 1:0.65 7:0.69 9:0.72 11:0.48 12:0.20 17:0.72 18:0.96 21:0.47 22:0.93 23:0.96 27:0.32 29:0.77 30:0.90 31:0.88 32:0.67 34:0.90 36:0.95 37:0.62 39:0.69 43:0.48 44:0.88 45:0.98 46:0.88 47:0.93 48:0.98 56:0.97 64:0.77 66:0.97 69:0.57 70:0.28 71:0.71 74:0.76 77:0.70 79:0.88 81:0.75 83:0.72 86:0.93 91:0.44 96:0.71 97:0.94 98:0.89 99:0.99 101:0.64 104:0.87 106:0.81 107:0.88 108:0.44 110:0.88 114:0.80 117:0.86 120:0.58 122:0.67 123:0.42 125:0.97 126:0.54 127:0.44 128:0.95 129:0.05 135:0.95 137:0.88 139:0.93 140:0.45 143:0.99 144:0.85 145:0.83 146:0.81 147:0.84 149:0.84 150:0.53 151:0.57 153:0.48 154:0.47 155:0.64 158:0.75 159:0.37 160:0.96 162:0.86 164:0.57 165:0.88 168:0.95 170:0.82 172:0.92 173:0.65 175:0.91 176:0.73 177:0.88 179:0.23 187:0.98 192:1.00 195:0.65 196:0.92 201:0.66 202:0.36 204:0.83 205:0.95 206:0.81 208:0.64 212:0.93 215:0.63 216:0.69 219:0.90 220:0.87 222:0.35 230:0.71 232:0.90 233:0.76 235:0.88 236:0.97 241:0.57 242:0.30 243:0.97 244:0.83 247:0.76 248:0.56 253:0.68 254:0.86 255:0.72 256:0.45 257:0.84 259:0.21 260:0.58 262:0.93 264:0.93 265:0.89 266:0.27 267:0.59 268:0.46 271:0.40 276:0.85 277:0.87 279:0.77 281:0.91 282:0.75 283:0.82 284:0.89 285:0.62 289:0.92 290:0.80 292:0.95 297:0.36 300:0.43\n2 1:0.64 7:0.69 10:0.90 11:0.87 12:0.20 17:0.34 18:0.83 21:0.05 27:0.06 29:0.77 30:0.85 32:0.71 34:0.94 36:0.71 37:0.90 39:0.69 43:0.57 44:0.92 45:0.89 46:0.95 64:0.77 66:0.43 69:0.89 70:0.40 71:0.71 74:0.56 77:0.70 81:0.57 82:0.98 83:0.60 86:0.81 88:0.98 91:0.11 98:0.51 99:0.95 101:0.87 104:0.98 106:0.81 107:0.92 108:0.07 110:0.90 114:0.89 122:0.67 123:0.07 124:0.68 125:0.88 126:0.32 127:0.43 129:0.05 133:0.62 135:0.98 139:0.82 144:0.85 145:0.80 146:0.31 147:0.65 149:0.42 150:0.48 154:0.52 155:0.52 159:0.49 160:0.88 165:0.69 170:0.82 172:0.51 173:0.95 174:0.83 176:0.62 177:0.96 178:0.55 179:0.57 187:0.87 192:0.57 195:0.74 197:0.85 201:0.62 204:0.81 206:0.81 208:0.54 212:0.61 215:0.91 216:0.76 222:0.35 230:0.71 233:0.66 235:0.22 239:0.87 241:0.46 242:0.13 243:0.57 244:0.61 245:0.71 247:0.88 253:0.63 254:0.88 257:0.65 259:0.21 264:0.93 265:0.53 266:0.71 267:0.69 271:0.40 275:0.93 276:0.55 277:0.69 281:0.86 282:0.79 289:0.89 290:0.89 294:0.96 297:0.36 300:0.43\n0 8:0.66 10:0.83 11:0.87 12:0.20 17:0.43 18:0.65 21:0.78 27:0.45 29:0.77 30:0.91 32:0.65 34:0.80 36:0.17 37:0.50 39:0.69 43:0.35 44:0.88 45:0.81 46:0.93 66:0.25 69:0.71 70:0.19 71:0.71 74:0.39 77:0.70 86:0.65 91:0.20 98:0.08 101:0.70 107:0.89 108:0.54 110:0.89 122:0.67 123:0.52 124:0.71 125:0.88 127:0.37 129:0.59 133:0.61 135:0.91 139:0.68 144:0.85 145:0.49 146:0.17 147:0.22 149:0.37 154:0.26 159:0.76 160:0.88 163:0.97 170:0.82 172:0.16 173:0.51 174:0.79 175:0.97 177:0.70 178:0.55 179:0.88 187:0.68 195:0.93 197:0.82 212:0.52 216:0.77 222:0.35 235:0.74 239:0.82 241:0.49 242:0.24 243:0.45 244:0.93 245:0.45 247:0.47 253:0.34 257:0.93 259:0.21 264:0.93 265:0.08 266:0.27 267:0.91 271:0.40 275:0.91 276:0.21 277:0.95 282:0.74 289:0.88 294:0.93 300:0.18\n1 1:0.67 7:0.69 10:0.89 11:0.87 12:0.20 17:0.24 18:0.84 21:0.22 22:0.93 27:0.24 29:0.77 30:0.86 32:0.74 33:0.97 34:0.96 36:0.47 37:0.80 39:0.69 43:0.41 44:0.93 45:0.95 46:0.95 47:0.93 56:0.97 64:0.77 66:0.12 69:0.63 70:0.45 71:0.71 74:0.61 77:0.70 80:0.99 81:0.77 82:0.99 83:0.72 86:0.76 88:0.98 91:0.25 98:0.32 99:0.99 101:0.87 102:0.98 107:0.95 108:0.85 110:0.92 114:0.90 117:0.86 122:0.91 123:0.46 124:0.80 125:0.88 126:0.54 127:0.34 129:0.59 133:0.74 135:0.42 139:0.83 144:0.85 145:0.50 146:0.52 147:0.58 149:0.71 150:0.57 154:0.31 155:0.56 159:0.60 160:0.88 165:0.88 170:0.82 172:0.61 173:0.51 174:0.88 176:0.73 177:0.99 178:0.55 179:0.29 187:0.39 192:0.87 193:0.96 195:0.85 197:0.90 201:0.67 204:0.83 208:0.64 212:0.60 215:0.79 216:0.67 222:0.35 230:0.71 232:0.88 233:0.76 235:0.68 236:0.97 239:0.93 241:0.10 242:0.18 243:0.32 244:0.93 245:0.85 247:0.90 253:0.65 259:0.21 262:0.93 264:0.93 265:0.31 266:0.71 267:0.18 271:0.40 275:0.95 276:0.75 281:0.91 282:0.83 289:0.92 290:0.90 291:0.97 294:0.98 297:0.36 300:0.70\n1 10:0.87 11:0.86 12:0.20 17:0.47 18:0.69 21:0.78 27:0.45 29:0.77 30:0.71 34:0.71 36:0.28 37:0.50 39:0.69 43:0.23 45:0.88 46:0.94 66:0.89 69:0.80 70:0.45 71:0.71 74:0.40 86:0.73 91:0.05 98:0.57 101:0.64 107:0.92 108:0.64 110:0.90 123:0.61 125:0.88 127:0.17 129:0.05 135:0.88 139:0.70 144:0.85 145:0.49 146:0.76 147:0.80 149:0.22 154:0.35 159:0.32 160:0.88 170:0.82 172:0.68 173:0.74 174:0.83 177:0.99 178:0.55 179:0.26 187:0.68 197:0.83 212:0.77 216:0.77 222:0.35 235:0.31 239:0.85 241:0.30 242:0.31 243:0.89 244:0.61 247:0.76 253:0.35 254:0.90 259:0.21 264:0.93 265:0.59 266:0.54 267:0.44 271:0.40 275:0.93 276:0.56 289:0.89 294:0.95 300:0.43\n1 1:0.62 7:0.69 10:0.88 11:0.86 12:0.20 17:0.53 18:0.69 21:0.22 22:0.93 27:0.18 29:0.77 30:0.87 32:0.71 34:0.96 36:0.18 37:0.79 39:0.69 43:0.23 44:0.92 45:0.88 46:0.95 47:0.93 48:0.91 64:0.77 66:0.36 69:0.90 70:0.30 71:0.71 74:0.51 76:0.85 77:0.70 80:0.99 81:0.53 82:0.99 83:0.69 86:0.71 88:0.98 91:0.27 98:0.51 99:0.95 101:0.70 102:0.97 104:0.97 106:0.81 107:0.94 108:0.80 110:0.91 114:0.82 117:0.86 122:0.67 123:0.79 124:0.69 125:0.88 126:0.32 127:0.30 129:0.05 133:0.62 135:0.95 139:0.78 144:0.85 145:0.69 146:0.62 147:0.29 149:0.27 150:0.44 154:0.46 155:0.52 159:0.44 160:0.88 165:0.69 170:0.82 172:0.41 173:0.95 174:0.86 176:0.62 177:0.96 178:0.55 179:0.59 187:0.87 192:0.57 193:0.95 195:0.77 197:0.86 201:0.60 204:0.81 206:0.81 208:0.61 212:0.18 215:0.79 216:0.72 222:0.35 230:0.71 232:0.99 233:0.76 235:0.42 239:0.91 241:0.67 242:0.18 243:0.40 244:0.61 245:0.63 247:0.74 253:0.59 254:0.95 257:0.65 259:0.21 262:0.93 264:0.93 265:0.52 266:0.71 267:0.65 271:0.40 275:0.94 276:0.47 281:0.91 282:0.80 289:0.90 290:0.82 294:0.97 297:0.36 300:0.33\n1 1:0.64 8:0.92 10:0.85 11:0.86 12:0.20 17:0.53 18:0.77 21:0.47 22:0.93 27:0.02 29:0.77 30:0.43 34:0.92 36:0.51 37:0.99 39:0.69 43:0.23 45:0.85 46:0.96 47:0.93 56:0.97 64:0.77 66:0.89 69:0.70 70:0.87 71:0.71 74:0.42 81:0.59 83:0.54 86:0.76 91:0.33 98:0.79 99:0.95 101:0.70 104:0.88 106:0.81 107:0.93 108:0.53 110:0.90 114:0.74 117:0.86 123:0.51 125:0.88 126:0.54 127:0.27 129:0.05 135:0.97 139:0.71 144:0.85 146:0.65 147:0.70 149:0.29 150:0.47 154:0.38 155:0.49 159:0.25 160:0.88 165:0.63 170:0.82 172:0.70 173:0.84 174:0.83 176:0.63 177:0.99 178:0.55 179:0.46 187:0.68 192:0.55 197:0.86 201:0.65 206:0.81 208:0.64 212:0.78 215:0.58 216:0.85 222:0.35 232:0.91 235:0.88 236:0.94 239:0.84 241:0.65 242:0.19 243:0.90 244:0.83 247:0.84 253:0.54 254:0.93 259:0.21 262:0.93 264:0.93 265:0.79 266:0.27 267:0.52 271:0.40 275:0.93 276:0.56 289:0.92 290:0.74 294:0.94 297:0.36 300:0.70\n2 1:0.62 7:0.69 10:0.96 11:0.86 12:0.20 17:0.36 18:0.64 21:0.22 22:0.93 27:0.18 29:0.77 30:0.56 32:0.65 34:0.94 36:0.18 37:0.79 39:0.69 43:0.12 44:0.88 45:0.97 46:0.99 47:0.93 48:0.91 64:0.77 66:0.98 69:0.82 70:0.37 71:0.71 74:0.45 76:0.85 77:0.70 80:0.99 81:0.53 83:0.69 86:0.69 91:0.31 98:0.87 99:0.95 101:0.70 104:0.97 106:0.81 107:0.98 108:0.66 110:0.94 114:0.82 117:0.86 122:0.98 123:0.64 125:0.88 126:0.32 127:0.39 129:0.05 135:0.90 139:0.73 144:0.85 145:0.63 146:0.95 147:0.96 149:0.09 150:0.44 154:0.46 155:0.52 159:0.63 160:0.88 165:0.69 170:0.82 172:0.94 173:0.75 174:0.97 176:0.62 177:0.99 178:0.55 179:0.18 187:0.87 192:0.57 193:0.95 195:0.87 197:0.97 201:0.60 204:0.81 206:0.81 208:0.61 212:0.91 215:0.79 216:0.72 222:0.35 230:0.71 232:0.99 233:0.76 235:0.42 239:0.95 241:0.63 242:0.44 243:0.98 244:0.61 247:0.67 253:0.59 254:0.95 259:0.21 262:0.93 264:0.93 265:0.87 266:0.47 267:0.36 271:0.40 275:0.99 276:0.89 281:0.91 282:0.74 289:0.91 290:0.82 294:0.99 297:0.36 300:0.55\n1 1:0.61 7:0.69 10:0.95 11:0.87 12:0.20 17:0.47 18:0.80 21:0.30 22:0.93 27:0.18 29:0.77 30:0.89 32:0.74 34:0.95 36:0.19 37:0.79 39:0.69 43:0.21 44:0.93 45:0.95 46:0.98 47:0.93 48:0.91 64:0.77 66:0.93 69:0.82 70:0.29 71:0.71 74:0.67 76:0.85 77:0.70 80:0.99 81:0.52 82:0.99 83:0.69 86:0.88 88:0.98 91:0.20 98:0.74 99:0.95 101:0.87 102:0.98 104:0.97 106:0.81 107:0.96 108:0.66 110:0.93 114:0.80 117:0.86 122:0.91 123:0.64 125:0.88 126:0.32 127:0.24 129:0.05 135:0.93 139:0.88 144:0.85 145:0.69 146:0.75 147:0.79 149:0.11 150:0.43 154:0.51 155:0.52 159:0.31 160:0.88 165:0.69 170:0.82 172:0.82 173:0.87 174:0.90 176:0.62 177:0.99 178:0.55 179:0.26 187:0.87 192:0.57 193:0.95 195:0.71 197:0.90 201:0.59 204:0.81 206:0.81 208:0.61 212:0.82 215:0.72 216:0.72 222:0.35 230:0.71 232:0.99 233:0.76 235:0.52 239:0.95 241:0.67 242:0.24 243:0.94 247:0.79 253:0.61 254:0.94 259:0.21 262:0.93 264:0.93 265:0.74 266:0.47 267:0.28 271:0.40 275:0.96 276:0.70 281:0.86 282:0.83 289:0.90 290:0.80 294:0.99 297:0.36 300:0.43\n1 1:0.67 7:0.69 10:0.89 11:0.87 12:0.20 17:0.20 18:0.84 21:0.22 22:0.93 27:0.24 29:0.77 30:0.86 32:0.74 33:0.97 34:0.96 36:0.55 37:0.80 39:0.69 43:0.41 44:0.93 45:0.95 46:0.95 47:0.93 56:0.97 64:0.77 66:0.12 69:0.63 70:0.43 71:0.71 74:0.61 77:0.70 80:0.99 81:0.77 82:0.99 83:0.72 86:0.76 88:0.98 91:0.20 98:0.32 99:0.99 101:0.87 102:0.98 107:0.95 108:0.85 110:0.92 114:0.90 117:0.86 122:0.91 123:0.46 124:0.80 125:0.88 126:0.54 127:0.34 129:0.59 133:0.74 135:0.44 139:0.83 144:0.85 145:0.50 146:0.52 147:0.58 149:0.71 150:0.57 154:0.31 155:0.56 159:0.60 160:0.88 165:0.88 170:0.82 172:0.61 173:0.51 174:0.88 176:0.73 177:0.99 178:0.55 179:0.29 187:0.39 192:0.87 193:0.96 195:0.85 197:0.90 201:0.67 204:0.83 208:0.64 212:0.60 215:0.79 216:0.67 222:0.35 230:0.71 232:0.88 233:0.76 235:0.68 236:0.97 239:0.93 241:0.10 242:0.18 243:0.32 244:0.93 245:0.85 247:0.90 253:0.65 259:0.21 262:0.93 264:0.93 265:0.32 266:0.71 267:0.18 271:0.40 275:0.95 276:0.75 281:0.91 282:0.83 289:0.92 290:0.90 291:0.97 294:0.98 297:0.36 300:0.70\n0 10:0.81 11:0.84 12:0.20 17:0.36 18:0.81 21:0.05 27:0.43 29:0.77 30:0.14 34:0.70 36:0.97 37:0.87 39:0.38 43:0.58 45:0.87 55:0.92 66:0.15 69:0.43 70:0.87 71:0.97 74:0.54 81:0.33 86:0.83 91:0.05 98:0.42 101:0.47 104:0.93 106:0.81 108:0.57 122:0.83 123:0.93 124:0.91 126:0.24 127:0.91 129:0.89 133:0.91 135:0.82 139:0.78 144:0.85 146:0.28 147:0.34 149:0.56 150:0.37 154:0.56 159:0.88 163:0.94 170:0.96 172:0.57 173:0.17 174:0.79 175:0.75 177:0.70 178:0.55 179:0.43 187:0.39 197:0.80 206:0.81 212:0.16 215:0.91 216:0.28 222:0.35 232:0.74 235:0.05 239:0.80 241:0.07 242:0.33 243:0.19 244:0.61 245:0.76 247:0.90 253:0.43 254:0.95 257:0.65 259:0.21 265:0.39 266:0.91 267:0.82 271:0.43 276:0.74 277:0.69 283:0.67 297:0.36 300:0.84\n2 1:0.65 10:0.97 11:0.84 12:0.20 17:0.69 18:0.78 21:0.22 27:0.72 29:0.77 30:0.17 33:0.97 34:0.85 36:0.62 37:0.47 39:0.38 43:0.65 45:0.77 55:0.71 64:0.77 66:0.33 69:0.77 70:0.96 71:0.97 74:0.49 75:0.96 81:0.63 83:0.56 86:0.79 91:0.15 98:0.52 99:0.83 101:0.47 102:0.95 108:0.61 114:0.88 122:0.95 123:0.58 124:0.83 126:0.51 127:0.70 129:0.05 133:0.80 135:0.34 139:0.75 144:0.85 145:0.41 146:0.76 147:0.46 149:0.61 150:0.57 154:0.45 155:0.50 159:0.73 165:0.65 170:0.96 172:0.65 173:0.68 174:0.97 176:0.70 177:0.70 178:0.55 179:0.42 187:0.68 192:0.47 195:0.85 197:0.97 201:0.63 208:0.61 212:0.71 216:0.17 222:0.35 226:0.98 232:0.80 235:0.42 236:0.95 239:0.96 241:0.12 242:0.57 243:0.23 245:0.79 247:0.86 253:0.62 254:0.99 257:0.65 259:0.21 265:0.53 266:0.80 267:0.44 271:0.43 276:0.74 290:0.88 291:0.97 300:0.84\n0 1:0.61 8:0.90 9:0.73 10:0.88 11:0.84 12:0.20 17:0.22 18:0.67 21:0.22 27:0.08 29:0.77 30:0.13 31:0.94 34:0.36 36:0.75 37:0.87 39:0.38 43:0.41 44:0.88 45:0.73 55:0.52 64:0.77 66:0.77 69:0.85 70:0.84 71:0.97 74:0.54 76:0.85 77:0.70 79:0.94 81:0.51 83:0.56 86:0.69 91:0.72 96:0.92 97:0.97 98:0.76 99:0.83 101:0.47 108:0.71 114:0.85 117:0.86 122:0.83 123:0.69 124:0.42 126:0.32 127:0.73 129:0.05 133:0.60 135:0.54 137:0.94 139:0.76 140:0.87 144:0.85 145:0.65 146:0.92 147:0.31 149:0.44 150:0.45 151:0.80 153:0.93 154:0.31 155:0.55 158:0.76 159:0.73 162:0.83 165:0.65 170:0.96 172:0.81 173:0.78 174:0.89 176:0.63 177:0.38 179:0.44 187:0.95 190:0.95 191:0.73 192:0.55 195:0.88 196:0.93 197:0.87 201:0.58 202:0.75 208:0.50 212:0.42 216:0.83 219:0.91 222:0.35 232:0.92 235:0.31 239:0.86 241:0.39 242:0.45 243:0.12 244:0.83 245:0.72 247:0.92 248:0.76 253:0.90 255:0.71 256:0.79 257:0.84 259:0.21 265:0.76 266:0.84 267:0.97 268:0.81 271:0.43 276:0.73 279:0.79 282:0.75 284:0.95 285:0.50 290:0.85 292:0.88 300:0.84\n0 10:0.87 11:0.84 12:0.20 17:0.30 18:0.62 21:0.59 27:0.08 29:0.77 30:0.13 34:0.75 36:0.74 37:0.87 39:0.38 43:0.13 45:0.73 55:0.59 66:0.71 69:0.92 70:0.94 71:0.97 74:0.43 81:0.28 86:0.70 91:0.02 98:0.49 101:0.47 104:0.96 106:0.81 108:0.85 114:0.64 122:0.83 123:0.84 124:0.56 126:0.24 127:0.62 129:0.05 133:0.80 135:0.26 139:0.68 144:0.85 145:0.94 146:0.73 147:0.05 149:0.19 150:0.31 154:0.46 158:0.72 159:0.71 170:0.96 172:0.76 173:0.92 174:0.86 176:0.59 177:0.05 178:0.55 179:0.48 187:1.00 193:0.97 197:0.85 206:0.81 212:0.77 216:0.83 222:0.35 232:0.99 235:0.68 239:0.88 241:0.12 242:0.16 243:0.08 245:0.64 247:0.93 253:0.50 254:0.84 257:0.93 259:0.21 265:0.50 266:0.75 267:0.96 271:0.43 276:0.68 290:0.64 300:0.70\n1 10:0.90 11:0.84 12:0.20 17:0.40 18:0.69 21:0.54 27:0.08 29:0.77 30:0.33 34:0.80 36:0.82 37:0.87 39:0.38 43:0.27 44:0.88 45:0.77 55:0.59 66:0.54 69:0.93 70:0.98 71:0.97 74:0.49 77:0.70 81:0.37 86:0.72 91:0.06 98:0.41 101:0.47 102:0.95 104:0.99 106:0.81 108:0.87 114:0.67 123:0.86 124:0.67 126:0.32 127:0.29 129:0.05 133:0.73 135:0.75 139:0.74 144:0.85 145:0.93 146:0.76 147:0.05 149:0.28 150:0.39 154:0.34 159:0.71 170:0.96 172:0.70 173:0.88 174:0.89 176:0.59 177:0.05 178:0.55 179:0.35 187:1.00 192:0.44 193:0.97 195:0.94 197:0.89 201:0.55 206:0.81 212:0.68 216:0.83 222:0.35 235:0.68 236:0.94 239:0.91 241:0.10 242:0.23 243:0.09 245:0.73 247:0.93 253:0.52 254:0.84 257:0.93 259:0.21 265:0.43 266:0.84 267:0.97 271:0.43 276:0.67 282:0.75 290:0.67 300:0.94\n2 8:0.72 9:0.73 10:0.92 11:0.84 12:0.20 17:0.55 18:0.63 21:0.40 23:0.98 27:0.72 29:0.77 30:0.21 31:0.91 34:0.47 36:0.67 39:0.38 43:0.58 45:0.66 62:0.97 66:0.80 69:0.19 70:0.50 71:0.97 74:0.38 79:0.90 81:0.32 83:0.56 86:0.72 91:0.79 96:0.75 98:0.93 101:0.47 102:0.95 108:0.15 122:0.77 123:0.15 126:0.24 127:0.58 128:0.97 129:0.05 135:0.21 137:0.91 139:0.67 140:0.80 144:0.85 145:0.45 146:0.76 147:0.80 149:0.30 150:0.36 151:0.71 153:0.72 154:0.55 155:0.64 159:0.32 162:0.53 163:0.81 168:0.97 170:0.96 172:0.45 173:0.37 174:0.86 177:0.88 178:0.42 179:0.87 190:0.77 192:0.57 193:0.97 195:0.58 196:0.89 197:0.89 202:0.71 205:0.98 208:0.61 212:0.55 216:0.08 220:0.74 222:0.35 235:0.42 236:0.92 239:0.92 241:0.86 242:0.16 243:0.82 244:0.61 247:0.60 248:0.67 251:1.00 253:0.57 254:0.97 255:0.73 256:0.64 259:0.21 265:0.93 266:0.27 267:0.19 268:0.66 271:0.43 276:0.36 284:0.91 285:0.60 300:0.33\n1 10:0.88 11:0.84 12:0.20 17:0.22 18:0.69 21:0.64 27:0.08 29:0.77 30:0.08 34:0.75 36:0.83 37:0.87 39:0.38 43:0.25 45:0.77 55:0.52 66:0.68 69:0.92 70:0.98 71:0.97 74:0.42 81:0.27 86:0.72 91:0.03 96:0.68 98:0.57 101:0.47 104:0.96 106:0.81 108:0.84 114:0.63 123:0.83 124:0.66 126:0.24 127:0.61 129:0.05 133:0.85 135:0.32 139:0.69 140:0.45 144:0.85 145:0.92 146:0.82 147:0.05 149:0.28 150:0.30 151:0.46 153:0.48 154:0.35 159:0.74 162:0.86 170:0.96 172:0.77 173:0.90 174:0.88 176:0.59 177:0.05 179:0.45 187:0.99 190:0.95 193:0.97 197:0.86 202:0.36 206:0.81 212:0.73 216:0.83 220:1.00 222:0.35 232:0.99 235:0.74 239:0.89 241:0.10 242:0.15 243:0.08 245:0.64 247:0.93 248:0.46 253:0.49 254:0.84 256:0.45 257:0.93 259:0.21 265:0.58 266:0.84 267:0.96 268:0.46 271:0.43 276:0.70 285:0.46 290:0.63 300:0.84\n2 1:0.60 8:0.88 10:0.88 11:0.84 12:0.20 17:0.07 18:0.75 21:0.30 27:0.43 29:0.77 30:0.21 34:0.75 36:0.82 37:0.87 39:0.38 43:0.58 45:0.73 64:0.77 66:0.80 69:0.66 70:0.50 71:0.97 74:0.41 75:0.96 81:0.49 83:0.56 86:0.75 91:0.25 98:0.74 99:0.83 101:0.47 108:0.50 114:0.82 122:0.91 123:0.48 126:0.32 127:0.24 129:0.05 135:0.39 139:0.71 144:0.85 146:0.66 147:0.71 149:0.31 150:0.44 154:0.49 155:0.47 159:0.25 165:0.65 170:0.96 172:0.45 173:0.77 174:0.83 176:0.63 177:0.88 178:0.55 179:0.71 187:0.21 192:0.45 197:0.86 201:0.57 208:0.50 212:0.55 216:0.28 222:0.35 226:0.96 232:0.74 235:0.42 239:0.89 241:0.47 242:0.40 243:0.82 244:0.61 247:0.55 253:0.58 254:0.94 259:0.21 265:0.75 266:0.38 267:0.28 271:0.43 276:0.35 290:0.82 300:0.33\n2 10:0.95 11:0.87 12:0.20 17:0.85 18:0.77 21:0.40 27:0.66 29:0.77 30:0.30 34:0.53 36:0.95 37:0.78 39:0.38 43:0.61 45:0.85 55:0.59 66:0.23 69:0.12 70:0.89 71:0.97 74:0.55 81:0.31 86:0.82 91:0.18 98:0.57 101:0.65 108:0.77 114:0.69 122:0.83 123:0.10 124:0.72 126:0.24 127:0.75 129:0.59 133:0.67 135:0.74 139:0.77 144:0.85 146:0.61 147:0.66 149:0.59 150:0.34 154:0.32 158:0.72 159:0.50 170:0.96 172:0.63 173:0.21 174:0.92 176:0.59 177:0.88 178:0.55 179:0.45 187:0.99 197:0.93 212:0.78 216:0.20 222:0.35 235:0.42 239:0.93 241:0.18 242:0.13 243:0.43 245:0.85 247:0.96 253:0.54 254:0.99 259:0.21 265:0.48 266:0.63 267:0.52 271:0.43 276:0.72 290:0.69 300:0.84\n0 10:1.00 11:0.87 12:0.20 17:0.62 18:0.74 21:0.47 23:0.95 27:0.53 29:0.77 30:0.60 33:0.97 34:0.70 36:0.55 37:0.38 39:0.38 43:0.39 45:0.81 55:0.52 62:0.97 66:0.90 69:0.96 70:0.62 71:0.97 74:0.34 75:0.97 81:0.38 86:0.69 91:0.07 98:0.85 101:0.87 102:0.95 104:1.00 106:0.81 108:0.92 120:0.56 122:0.94 123:0.92 124:0.39 126:0.32 127:0.71 128:0.95 129:0.05 133:0.85 135:0.72 139:0.66 140:0.45 144:0.85 145:0.47 146:1.00 147:0.18 149:0.74 150:0.39 151:0.52 153:0.48 154:0.18 159:0.93 162:0.86 164:0.56 168:0.95 170:0.96 172:1.00 173:0.83 174:1.00 177:0.38 179:0.09 187:0.68 190:0.89 192:0.45 193:0.96 195:0.99 197:1.00 201:0.55 202:0.36 205:0.95 206:0.81 212:0.93 215:0.63 216:0.80 220:0.93 222:0.35 226:0.96 235:0.60 236:0.94 239:1.00 241:0.07 242:0.24 243:0.05 245:0.97 247:0.98 248:0.51 253:0.30 254:0.74 255:0.69 256:0.45 257:0.84 259:0.21 260:0.56 265:0.85 266:0.84 267:0.96 268:0.46 271:0.43 276:0.99 283:0.67 285:0.50 291:0.97 297:0.36 300:0.94\n0 8:0.69 10:0.86 11:0.84 12:0.20 17:0.36 18:0.74 21:0.22 23:0.95 27:0.16 29:0.77 30:0.38 33:0.97 34:0.42 36:0.54 37:0.87 39:0.38 43:0.57 45:0.77 62:0.95 66:0.83 69:0.53 70:0.33 71:0.97 74:0.44 75:0.96 81:0.35 86:0.75 91:0.33 98:0.84 101:0.47 108:0.41 122:0.86 123:0.39 126:0.24 127:0.34 128:0.95 129:0.05 135:0.32 139:0.72 140:0.80 144:0.85 146:0.66 147:0.71 149:0.52 150:0.39 151:0.50 153:0.48 154:0.46 159:0.25 162:0.62 168:0.95 170:0.96 172:0.51 173:0.70 174:0.83 177:0.88 178:0.42 179:0.74 187:0.68 190:0.95 191:0.70 197:0.87 202:0.50 205:0.95 212:0.42 216:0.50 220:0.91 222:0.35 226:0.98 232:0.72 235:0.22 236:0.92 239:0.88 241:0.50 242:0.29 243:0.84 244:0.83 247:0.60 248:0.50 253:0.37 256:0.45 259:0.21 265:0.84 266:0.47 267:0.52 268:0.46 271:0.43 276:0.42 285:0.46 291:0.97 300:0.25\n2 1:0.62 9:0.70 10:0.89 11:0.84 12:0.20 17:0.34 18:0.63 21:0.47 23:0.96 27:0.08 29:0.77 30:0.21 31:0.86 33:0.97 34:0.61 36:0.87 37:0.87 39:0.38 43:0.56 45:0.73 55:0.59 62:0.96 64:0.77 66:0.63 69:0.90 70:0.96 71:0.97 74:0.50 75:0.98 79:0.86 81:0.57 83:0.56 86:0.69 91:0.06 96:0.68 97:0.89 98:0.38 99:0.83 101:0.47 104:0.99 106:0.81 108:0.89 114:0.78 122:0.83 123:0.88 124:0.67 126:0.51 127:0.32 128:0.95 129:0.59 133:0.80 135:0.65 137:0.86 139:0.75 140:0.45 144:0.85 145:0.94 146:0.29 147:0.05 149:0.38 150:0.50 151:0.49 153:0.69 154:0.17 155:0.50 158:0.81 159:0.75 162:0.86 165:0.65 168:0.95 170:0.96 172:0.73 173:0.80 174:0.89 176:0.70 177:0.05 179:0.37 187:1.00 190:0.77 192:0.48 193:0.97 196:0.88 197:0.88 201:0.60 202:0.46 205:0.95 206:0.81 208:0.61 212:0.73 216:0.83 219:0.94 220:0.97 222:0.35 226:0.96 235:0.68 236:0.95 239:0.92 241:0.05 242:0.17 243:0.09 245:0.67 247:0.93 248:0.49 253:0.57 254:0.99 255:0.69 256:0.45 257:0.93 259:0.21 265:0.40 266:0.80 267:0.96 268:0.55 271:0.43 276:0.66 279:0.78 284:0.90 285:0.60 290:0.78 291:0.97 292:0.88 300:0.84\n0 1:0.62 8:0.96 10:0.89 11:0.84 12:0.20 17:0.11 18:0.64 21:0.13 27:0.16 29:0.77 30:0.58 34:0.29 36:0.83 37:0.87 39:0.38 43:0.13 45:0.66 55:0.52 64:0.77 66:0.69 69:0.84 70:0.44 71:0.97 74:0.34 81:0.53 83:0.56 86:0.67 91:0.62 98:0.65 99:0.83 101:0.47 108:0.70 114:0.88 122:0.95 123:0.68 124:0.41 126:0.32 127:0.36 129:0.05 133:0.36 135:0.84 139:0.65 144:0.85 146:0.65 147:0.05 149:0.13 150:0.47 154:0.44 155:0.48 159:0.38 165:0.65 170:0.96 172:0.41 173:0.92 174:0.88 176:0.63 177:0.05 178:0.55 179:0.82 187:0.68 192:0.46 197:0.90 201:0.58 202:0.74 208:0.50 212:0.16 216:0.50 222:0.35 232:0.72 235:0.22 239:0.88 241:0.63 242:0.40 243:0.18 244:0.61 245:0.46 247:0.55 253:0.61 254:0.84 257:0.93 259:0.21 265:0.66 266:0.54 267:0.19 271:0.43 276:0.33 290:0.88 300:0.33\n1 10:0.93 11:0.84 12:0.20 17:0.13 18:0.95 21:0.78 27:0.43 29:0.77 30:0.60 34:0.75 36:0.50 37:0.87 39:0.38 43:0.29 45:0.91 55:0.59 66:0.35 69:0.93 70:0.77 71:0.97 74:0.51 75:0.97 86:0.84 91:0.31 98:0.61 101:0.47 104:0.93 108:0.91 122:0.92 123:0.90 124:0.85 127:0.96 129:0.05 133:0.86 135:0.37 139:0.80 144:0.85 146:0.76 147:0.60 149:0.66 154:0.49 159:0.83 170:0.96 172:0.83 173:0.89 174:0.91 177:0.70 178:0.55 179:0.26 187:0.39 197:0.93 212:0.71 216:0.28 222:0.35 226:0.95 232:0.74 235:0.31 239:0.93 241:0.51 242:0.58 243:0.22 244:0.83 245:0.90 247:0.94 253:0.41 257:0.65 259:0.21 265:0.62 266:0.80 267:0.28 271:0.43 276:0.88 277:0.87 283:0.65 300:0.70\n0 10:0.88 11:0.87 12:0.20 17:0.38 18:0.87 21:0.47 27:0.67 29:0.77 30:0.62 34:0.69 36:0.88 37:0.46 39:0.38 43:0.61 45:0.88 66:0.90 69:0.56 70:0.50 71:0.97 74:0.73 81:0.28 83:0.69 86:0.89 91:0.33 98:0.90 101:0.87 108:0.43 122:0.86 123:0.41 126:0.24 127:0.48 129:0.05 135:0.65 139:0.88 144:0.85 145:0.83 146:0.79 147:0.83 149:0.67 150:0.31 154:0.60 155:0.54 159:0.35 170:0.96 172:0.71 173:0.66 174:0.79 177:0.88 178:0.55 179:0.57 187:0.68 192:0.50 193:0.99 197:0.84 202:0.36 204:0.83 208:0.61 212:0.35 215:0.63 216:0.39 222:0.35 232:0.72 235:0.52 239:0.91 241:0.44 242:0.44 243:0.90 244:0.61 247:0.76 253:0.52 259:0.21 265:0.90 266:0.54 267:0.36 271:0.43 276:0.59 281:0.91 297:0.36 300:0.43\n0 1:0.59 8:0.88 10:0.84 11:0.84 12:0.20 17:0.51 18:0.92 21:0.40 22:0.93 27:0.42 29:0.77 30:0.45 34:0.37 36:0.50 37:0.49 39:0.38 43:0.27 44:0.88 45:0.89 47:0.93 55:0.42 64:0.77 66:0.88 69:0.90 70:0.62 71:0.97 74:0.63 77:0.70 81:0.48 83:0.56 86:0.85 91:0.07 97:0.89 98:0.72 99:0.83 101:0.47 104:0.94 106:0.81 108:0.80 114:0.78 117:0.86 122:0.92 123:0.79 124:0.37 126:0.32 127:0.38 129:0.05 133:0.59 135:0.71 139:0.87 144:0.85 145:0.76 146:0.95 147:0.05 149:0.38 150:0.42 154:0.31 155:0.51 158:0.77 159:0.77 165:0.65 170:0.96 172:0.91 173:0.81 174:0.79 175:0.75 176:0.63 177:0.05 178:0.55 179:0.23 187:0.95 192:0.48 195:0.93 197:0.83 201:0.56 202:0.36 204:0.80 206:0.81 208:0.50 212:0.54 216:0.37 219:0.91 222:0.35 232:0.97 235:0.52 239:0.83 241:0.05 242:0.39 243:0.06 244:0.61 245:0.70 247:0.88 253:0.60 254:0.86 257:0.93 259:0.21 262:0.93 265:0.73 266:0.75 267:0.96 271:0.43 276:0.83 277:0.69 279:0.76 281:0.91 282:0.75 290:0.78 292:0.95 300:0.84\n1 10:0.94 11:0.87 12:0.20 17:0.83 18:0.84 21:0.13 27:0.62 29:0.77 30:0.32 34:0.36 36:0.95 37:0.81 39:0.38 43:0.55 45:0.88 66:0.26 69:0.29 70:0.92 71:0.97 74:0.58 81:0.36 86:0.86 91:0.15 98:0.57 101:0.65 102:0.95 108:0.22 122:0.86 123:0.79 124:0.73 126:0.24 127:0.72 129:0.59 133:0.64 135:0.49 139:0.82 144:0.85 145:0.47 146:0.43 147:0.50 149:0.64 150:0.41 154:0.74 159:0.60 170:0.96 172:0.54 173:0.26 174:0.90 177:0.88 178:0.55 179:0.49 187:0.39 193:0.97 195:0.75 197:0.91 202:0.36 212:0.69 216:0.14 222:0.35 235:0.12 236:0.92 239:0.94 241:0.30 242:0.16 243:0.46 245:0.82 247:0.91 253:0.45 254:0.88 259:0.21 265:0.34 266:0.71 267:0.23 271:0.43 276:0.67 300:0.84\n1 8:0.88 10:0.89 12:0.20 17:0.40 21:0.78 23:0.97 27:0.35 29:0.77 30:0.62 34:0.83 36:0.56 37:0.82 39:0.38 43:0.20 55:0.59 62:0.97 66:0.61 69:0.80 70:0.34 71:0.97 74:0.37 83:0.56 91:0.37 98:0.46 102:0.95 108:0.63 123:0.61 124:0.43 127:0.45 128:0.97 129:0.05 133:0.39 135:0.37 139:0.67 140:0.80 144:0.85 145:0.40 146:0.38 147:0.05 149:0.11 151:0.57 153:0.48 154:0.29 155:0.50 159:0.31 162:0.54 168:0.97 170:0.96 172:0.27 173:0.93 174:0.86 175:0.91 177:0.05 178:0.42 179:0.93 187:0.39 190:0.95 191:0.78 192:0.47 193:0.97 195:0.60 197:0.89 202:0.65 204:0.80 205:0.97 208:0.50 212:0.30 216:0.74 220:0.82 222:0.35 235:0.74 239:0.91 241:0.54 242:0.33 243:0.23 244:0.83 245:0.42 247:0.39 248:0.58 253:0.33 254:0.84 256:0.58 257:0.93 259:0.21 265:0.48 266:0.27 267:0.44 268:0.59 271:0.43 276:0.21 277:0.87 281:0.91 285:0.46 300:0.25\n0 1:0.59 10:0.89 11:0.84 12:0.20 17:0.67 18:0.81 21:0.68 27:0.31 29:0.77 30:0.32 32:0.65 34:0.95 36:0.76 37:0.83 39:0.38 43:0.62 45:0.77 55:0.52 64:0.77 66:0.27 69:0.60 70:0.95 71:0.97 74:0.48 76:0.85 81:0.52 83:0.56 86:0.74 91:0.27 98:0.39 99:0.83 101:0.47 102:0.95 108:0.85 114:0.69 122:0.92 123:0.44 124:0.67 126:0.51 127:0.31 129:0.05 133:0.60 135:0.42 139:0.76 144:0.85 145:0.76 146:0.64 147:0.69 149:0.45 150:0.44 154:0.52 155:0.53 159:0.61 165:0.65 170:0.96 172:0.48 173:0.45 174:0.86 176:0.70 177:0.88 178:0.55 179:0.51 187:0.68 192:0.50 195:0.86 197:0.89 201:0.57 204:0.82 208:0.61 212:0.54 216:0.16 222:0.35 232:0.84 235:0.88 236:0.95 239:0.89 241:0.27 242:0.21 243:0.46 244:0.83 245:0.69 247:0.82 253:0.53 259:0.21 265:0.28 266:0.71 267:0.44 271:0.43 276:0.51 281:0.91 290:0.69 300:0.84\n0 10:0.88 11:0.87 12:0.20 17:0.36 18:0.87 21:0.47 27:0.67 29:0.77 30:0.62 34:0.75 36:0.89 37:0.46 39:0.38 43:0.61 45:0.88 66:0.90 69:0.56 70:0.50 71:0.97 74:0.73 81:0.28 83:0.69 86:0.89 91:0.42 98:0.90 101:0.87 108:0.43 122:0.86 123:0.41 126:0.24 127:0.48 129:0.05 135:0.54 139:0.88 144:0.85 145:0.83 146:0.79 147:0.83 149:0.67 150:0.31 154:0.60 155:0.54 159:0.35 170:0.96 172:0.71 173:0.66 174:0.79 177:0.88 178:0.55 179:0.57 187:0.68 192:0.50 193:0.99 197:0.84 202:0.46 204:0.83 208:0.61 212:0.35 215:0.63 216:0.39 222:0.35 232:0.72 235:0.52 239:0.91 241:0.49 242:0.44 243:0.90 244:0.61 247:0.76 253:0.52 259:0.21 265:0.90 266:0.54 267:0.36 271:0.43 276:0.59 281:0.91 297:0.36 300:0.43\n2 8:0.93 9:0.72 10:0.90 11:0.54 12:0.20 17:0.26 18:0.73 21:0.22 23:0.97 27:0.67 28:0.83 29:0.62 30:0.28 34:0.45 36:0.42 37:0.44 39:0.60 43:0.34 45:0.81 62:0.97 66:0.67 69:0.68 70:0.95 71:0.88 74:0.39 75:0.96 81:0.29 83:0.54 86:0.71 91:0.53 97:0.97 98:0.38 101:0.69 108:0.51 123:0.49 124:0.45 126:0.23 127:0.69 128:0.98 129:0.05 133:0.36 135:0.47 139:0.68 140:0.90 143:0.99 146:0.66 147:0.71 149:0.32 150:0.32 151:0.85 153:0.48 154:0.48 155:0.54 159:0.77 161:0.87 162:0.60 167:0.60 168:0.98 170:0.87 172:0.57 173:0.52 174:0.86 177:0.96 179:0.72 181:0.91 187:0.39 190:0.95 192:0.48 197:0.89 202:0.63 205:0.97 208:0.49 212:0.55 215:0.79 216:0.39 220:0.91 222:0.76 226:0.98 232:0.84 235:0.22 239:0.90 241:0.60 242:0.12 243:0.72 244:0.83 245:0.66 247:0.86 248:0.76 253:0.34 254:0.74 255:0.71 256:0.58 259:0.21 264:0.95 265:0.41 266:0.54 267:0.69 268:0.62 271:0.43 275:0.93 276:0.31 279:0.78 285:0.49 294:0.96 295:0.99 297:0.36 300:0.84\n0 6:0.95 7:0.66 8:0.89 9:0.73 10:0.95 11:0.54 12:0.20 17:0.28 18:0.81 20:0.90 21:0.59 23:0.99 27:0.21 28:0.83 29:0.62 30:0.32 31:0.89 33:0.97 34:0.45 36:0.75 37:0.74 39:0.60 43:0.10 45:0.85 55:0.59 62:0.99 66:0.29 69:0.25 70:0.99 71:0.88 74:0.66 75:0.97 76:0.85 78:0.80 79:0.89 81:0.32 83:0.60 86:0.72 91:0.63 96:0.86 97:0.99 98:0.24 100:0.83 101:0.69 108:0.20 111:0.80 114:0.69 117:0.86 120:0.58 122:0.90 123:0.19 124:0.89 126:0.31 127:0.91 128:0.99 129:0.05 133:0.89 135:0.28 137:0.89 139:0.70 140:0.97 143:1.00 146:0.82 147:0.85 149:0.22 150:0.32 151:0.57 152:0.97 153:0.72 154:0.50 155:0.58 158:0.76 159:0.96 161:0.87 162:0.56 164:0.56 167:0.62 168:0.99 169:0.86 170:0.87 172:0.74 173:0.07 174:0.96 176:0.62 177:0.96 179:0.32 181:0.91 186:0.81 187:0.39 190:0.89 191:0.70 192:0.97 193:0.96 196:0.89 197:0.94 201:0.54 202:0.86 205:0.99 208:0.64 212:0.68 216:0.95 220:0.82 222:0.76 226:0.98 230:0.68 232:0.91 233:0.76 235:0.74 236:0.92 239:0.94 241:0.63 242:0.13 243:0.47 244:0.61 245:0.85 247:0.98 248:0.56 253:0.85 254:0.99 255:0.74 256:0.84 259:0.21 260:0.58 261:0.90 264:0.95 265:0.26 266:0.94 267:0.65 268:0.85 271:0.43 275:0.95 276:0.71 279:0.79 284:0.86 285:0.62 290:0.69 291:0.97 294:0.97 295:0.99 300:0.99\n1 1:0.57 7:0.66 8:0.88 10:0.82 11:0.45 12:0.20 17:0.53 18:0.76 21:0.68 27:0.12 28:0.83 29:0.62 30:0.11 32:0.64 34:0.75 36:0.41 37:0.80 39:0.60 43:0.29 45:0.66 55:0.52 56:0.97 66:0.36 69:0.93 70:0.88 71:0.88 74:0.49 76:0.85 77:0.96 80:0.99 81:0.52 82:0.99 83:0.54 86:0.72 88:0.99 91:0.56 98:0.41 99:0.83 101:0.46 102:0.96 108:0.85 114:0.69 122:0.86 123:0.84 124:0.70 126:0.53 127:0.47 129:0.05 133:0.65 135:0.32 139:0.68 145:0.91 146:0.61 147:0.39 149:0.24 150:0.41 154:0.15 155:0.49 159:0.64 161:0.87 165:0.63 167:0.68 170:0.87 172:0.51 173:0.94 174:0.79 175:0.75 176:0.70 177:0.70 178:0.55 179:0.57 181:0.91 187:0.87 192:0.47 193:0.97 195:0.85 197:0.80 201:0.59 202:0.73 204:0.78 208:0.54 212:0.55 215:0.49 216:0.75 222:0.76 230:0.68 232:0.75 233:0.66 235:0.95 236:0.95 239:0.88 241:0.69 242:0.13 243:0.37 244:0.83 245:0.73 247:0.86 253:0.53 254:0.93 257:0.84 259:0.21 264:0.95 265:0.43 266:0.63 267:0.44 271:0.43 276:0.51 277:0.69 282:0.75 290:0.69 294:0.96 297:0.36 300:0.70\n1 1:0.63 8:0.71 10:0.99 11:0.57 12:0.20 17:0.69 18:0.97 21:0.22 27:0.24 28:0.83 29:0.62 30:0.33 32:0.71 33:0.97 34:0.44 36:0.73 37:0.45 39:0.60 43:0.58 44:0.88 45:0.99 56:0.97 66:0.92 69:0.52 70:0.81 71:0.88 74:0.86 75:0.98 77:0.70 81:0.64 82:0.99 83:0.54 86:0.96 88:0.98 91:0.15 97:0.89 98:0.95 99:0.83 101:0.97 102:0.97 104:0.82 106:0.81 108:0.63 114:0.88 117:0.86 122:0.97 123:0.61 124:0.37 126:0.53 127:0.96 129:0.59 133:0.73 135:0.34 139:0.93 145:0.88 146:0.36 147:0.42 149:0.83 150:0.54 154:0.67 155:0.49 158:0.81 159:0.94 161:0.87 165:0.63 167:0.45 170:0.87 172:0.99 173:0.15 174:0.99 176:0.70 177:0.96 178:0.55 179:0.11 181:0.91 187:0.39 192:0.50 195:0.99 197:0.98 201:0.65 206:0.81 208:0.54 212:0.75 215:0.79 216:0.53 222:0.76 226:0.96 232:0.91 235:0.52 236:0.95 239:0.99 241:0.02 242:0.12 243:0.07 245:0.95 247:1.00 253:0.70 254:0.80 259:0.21 264:0.95 265:0.95 266:0.80 267:0.36 271:0.43 275:0.99 276:0.98 279:0.77 282:0.80 283:0.67 290:0.88 291:0.97 294:1.00 295:0.98 297:0.36 300:0.84\n1 1:0.56 7:0.66 8:0.84 9:0.73 10:0.87 11:0.45 12:0.20 17:0.13 18:0.74 21:0.68 23:0.97 27:0.12 28:0.83 29:0.62 30:0.11 31:0.93 32:0.68 34:0.69 36:0.48 37:0.80 39:0.60 43:0.19 45:0.66 55:0.45 56:0.97 62:0.98 66:0.33 69:0.95 70:0.96 71:0.88 74:0.43 75:0.96 76:0.85 77:0.70 79:0.93 80:0.99 81:0.44 82:0.99 83:0.60 86:0.70 88:0.98 91:0.46 97:0.89 98:0.33 99:0.83 101:0.46 102:0.97 108:0.90 120:0.57 122:0.95 123:0.90 124:0.72 126:0.43 127:0.59 128:0.98 129:0.05 133:0.65 135:0.47 137:0.93 139:0.67 140:0.45 143:0.99 145:0.96 146:0.60 147:0.57 149:0.16 150:0.37 151:0.85 153:0.48 154:0.13 155:0.57 159:0.77 161:0.87 162:0.86 163:0.75 164:0.55 165:0.63 167:0.60 168:0.98 170:0.87 172:0.48 173:0.96 174:0.89 175:0.75 177:0.70 179:0.60 181:0.91 187:0.68 190:0.95 192:0.56 193:0.97 195:0.91 196:0.90 197:0.87 201:0.55 202:0.56 204:0.78 205:0.97 208:0.54 212:0.27 215:0.49 216:0.75 222:0.76 226:0.96 230:0.68 232:0.75 233:0.66 235:0.88 236:0.94 239:0.92 241:0.60 242:0.13 243:0.40 244:0.83 245:0.73 247:0.92 248:0.80 253:0.37 254:0.93 255:0.72 256:0.64 257:0.84 259:0.21 260:0.57 264:0.95 265:0.36 266:0.75 267:0.59 268:0.65 271:0.43 276:0.47 277:0.69 279:0.75 282:0.77 283:0.67 284:0.88 285:0.61 294:0.97 295:0.98 297:0.36 300:0.84\n3 1:0.65 7:0.75 8:0.86 9:0.79 10:1.00 11:0.54 12:0.20 17:0.91 18:0.91 20:0.85 21:0.05 23:0.99 27:0.18 28:0.83 29:0.62 30:0.45 31:0.93 32:0.72 33:0.97 34:0.55 36:0.30 37:0.49 39:0.60 43:0.77 45:0.99 55:0.45 56:0.97 62:1.00 66:0.08 69:0.21 70:0.82 71:0.88 74:0.87 75:0.98 76:1.00 77:0.89 78:0.80 79:0.93 80:1.00 81:0.68 82:0.99 83:0.91 86:0.92 88:0.99 91:0.33 96:0.93 97:0.99 98:0.34 99:0.83 100:0.90 101:0.87 102:0.97 104:0.94 106:0.81 108:0.17 111:0.84 114:0.95 117:0.86 120:0.86 122:0.98 123:0.96 124:0.97 126:0.53 127:0.98 128:0.99 129:0.05 133:0.97 135:0.17 137:0.93 139:0.88 140:0.45 143:1.00 145:0.87 146:0.80 147:0.83 149:0.90 150:0.59 151:0.95 152:0.85 153:0.86 154:0.48 155:0.66 158:0.82 159:0.95 161:0.87 162:0.86 164:0.79 165:0.63 167:0.45 168:0.99 169:0.86 170:0.87 172:0.91 173:0.07 174:1.00 176:0.70 177:0.96 179:0.11 181:0.91 186:0.81 187:0.21 190:0.77 192:1.00 193:0.99 195:0.99 196:0.95 197:0.99 201:0.66 202:0.70 204:0.79 205:0.99 206:0.81 208:0.64 212:0.70 215:0.91 216:0.63 219:0.90 220:0.62 222:0.76 226:0.98 230:0.77 232:0.82 233:0.76 235:0.31 236:0.95 239:1.00 242:0.19 243:0.33 245:0.98 247:1.00 248:0.91 253:0.95 254:1.00 255:0.95 256:0.78 259:0.21 260:0.86 261:0.85 264:0.95 265:0.29 266:0.75 267:0.94 268:0.78 271:0.43 275:0.97 276:0.98 277:0.87 279:0.81 282:0.80 283:0.82 284:0.92 285:0.62 290:0.95 291:0.97 292:0.95 294:1.00 295:0.99 297:0.36 300:0.94\n1 1:0.63 8:0.63 10:0.94 11:0.49 12:0.20 17:0.64 18:0.70 20:0.90 21:0.22 27:0.24 28:0.83 29:0.62 30:0.21 32:0.72 33:0.97 34:0.63 36:0.62 37:0.45 39:0.60 43:0.75 45:0.85 56:0.97 66:0.23 69:0.52 70:0.80 71:0.88 74:0.68 75:0.98 77:0.89 78:0.83 81:0.68 82:0.99 83:0.60 86:0.66 88:0.99 91:0.17 97:0.94 98:0.46 99:0.95 100:0.73 101:0.52 102:0.97 104:0.82 106:0.81 108:0.40 111:0.81 114:0.88 117:0.86 122:0.41 123:0.71 124:0.89 126:0.53 127:0.87 129:0.59 133:0.88 135:0.42 139:0.64 145:0.86 146:0.71 147:0.75 149:0.77 150:0.55 152:0.85 154:0.66 155:0.49 158:0.82 159:0.83 161:0.87 165:0.70 167:0.50 169:0.72 170:0.87 172:0.57 173:0.31 174:0.89 176:0.70 177:0.96 178:0.55 179:0.44 181:0.91 186:0.83 187:0.39 192:0.50 195:0.92 197:0.91 201:0.65 206:0.81 208:0.54 212:0.29 215:0.79 216:0.53 222:0.76 226:0.98 232:0.87 235:0.52 236:0.95 239:0.96 241:0.27 242:0.12 243:0.43 244:0.61 245:0.76 247:0.97 253:0.65 259:0.21 261:0.84 264:0.95 265:0.40 266:0.87 267:0.36 271:0.43 275:0.95 276:0.75 279:0.77 282:0.80 283:0.82 290:0.88 291:0.97 294:0.99 295:0.99 297:0.36 300:0.70\n1 1:0.62 10:0.95 11:0.57 12:0.20 17:0.30 18:0.87 21:0.30 27:0.45 28:0.83 29:0.62 30:0.28 32:0.65 34:0.87 36:0.22 37:0.50 39:0.60 43:0.23 45:0.89 56:0.97 64:0.77 66:0.35 69:0.64 70:0.89 71:0.88 74:0.50 75:0.97 77:0.70 81:0.53 83:0.54 86:0.89 91:0.17 97:0.89 98:0.45 99:0.83 101:0.96 104:0.95 108:0.49 122:0.90 123:0.47 124:0.79 126:0.43 127:0.57 129:0.59 133:0.74 135:0.88 139:0.86 145:0.50 146:0.69 147:0.73 149:0.39 150:0.47 154:0.67 155:0.48 159:0.70 161:0.87 165:0.63 167:0.54 170:0.87 172:0.68 173:0.51 174:0.93 177:0.96 178:0.55 179:0.37 181:0.91 187:0.68 192:0.46 195:0.86 197:0.94 201:0.61 208:0.54 212:0.56 216:0.77 219:0.91 222:0.76 226:0.95 235:0.52 236:0.94 239:0.94 241:0.46 242:0.12 243:0.51 245:0.84 247:0.98 253:0.41 254:0.92 259:0.21 264:0.95 265:0.47 266:0.84 267:0.44 271:0.43 275:0.97 276:0.76 279:0.77 282:0.74 292:0.87 294:0.99 295:0.98 300:0.84\n0 8:0.65 9:0.72 10:0.98 11:0.54 12:0.20 17:0.24 18:0.86 21:0.59 23:0.98 27:0.21 28:0.83 29:0.62 30:0.33 33:0.97 34:0.69 36:0.66 37:0.74 39:0.60 43:0.26 45:0.89 55:0.59 62:0.98 66:0.51 69:0.25 70:0.78 71:0.88 74:0.57 75:0.96 81:0.27 83:0.54 86:0.86 91:0.12 96:0.77 97:0.89 98:0.54 101:0.87 108:0.20 122:0.57 123:0.19 124:0.64 126:0.23 127:0.88 128:0.97 129:0.59 133:0.60 135:0.30 139:0.80 140:0.45 143:0.99 146:0.87 147:0.90 149:0.41 150:0.29 151:0.76 153:0.48 154:0.46 155:0.54 159:0.84 161:0.87 162:0.53 167:0.56 168:0.97 170:0.87 172:0.85 173:0.12 174:0.97 177:0.96 179:0.29 181:0.91 187:0.39 190:0.89 192:0.56 193:0.95 197:0.98 202:0.69 205:0.98 208:0.49 212:0.83 216:0.95 220:0.62 222:0.76 226:0.96 232:0.93 235:0.68 236:0.92 239:0.97 241:0.51 242:0.12 243:0.61 244:0.61 245:0.92 247:1.00 248:0.70 253:0.68 254:0.80 255:0.73 256:0.64 259:0.21 264:0.95 265:0.56 266:0.75 267:0.28 268:0.64 271:0.43 275:0.94 276:0.78 279:0.75 285:0.55 291:0.97 294:0.96 295:0.98 300:0.70\n2 7:0.69 8:0.94 9:0.71 10:0.98 11:0.49 12:0.20 17:0.47 18:0.90 21:0.54 23:0.98 27:0.21 28:0.83 29:0.62 30:0.43 31:0.89 33:0.97 34:0.67 36:0.64 37:0.74 39:0.60 43:0.34 45:0.85 55:0.52 62:0.99 66:0.59 69:0.19 70:0.75 71:0.88 74:0.57 75:0.96 76:0.85 79:0.89 81:0.33 83:0.54 86:0.90 91:0.53 98:0.63 101:0.69 104:0.84 106:0.81 108:0.94 120:0.67 123:0.93 124:0.63 126:0.31 127:0.79 128:0.97 129:0.05 133:0.66 135:0.20 137:0.89 139:0.83 140:0.97 143:0.99 146:0.92 147:0.94 149:0.42 150:0.34 151:0.59 153:0.46 154:0.53 155:0.53 159:0.91 161:0.87 162:0.53 164:0.75 167:0.55 168:0.97 170:0.87 172:0.96 173:0.08 174:0.99 177:0.96 178:0.42 179:0.14 181:0.91 187:0.39 190:0.98 192:0.55 193:0.96 196:0.91 197:0.99 201:0.54 202:0.79 205:0.99 206:0.81 208:0.49 212:0.85 215:0.58 216:0.95 220:0.82 222:0.76 226:0.96 230:0.68 232:0.93 233:0.65 235:0.68 236:0.92 239:0.98 241:0.50 242:0.13 243:0.39 244:0.61 245:0.98 247:1.00 248:0.57 253:0.44 254:0.90 255:0.70 256:0.81 259:0.21 260:0.67 264:0.95 265:0.64 266:0.87 267:0.65 268:0.76 271:0.43 275:0.94 276:0.95 277:0.69 283:0.82 284:0.86 285:0.61 291:0.97 294:0.96 297:0.36 300:0.94\n2 1:0.58 7:0.66 8:0.98 9:0.73 10:0.85 12:0.20 17:0.45 18:0.63 21:0.64 23:1.00 27:0.12 28:0.83 29:0.62 30:0.60 31:0.89 32:0.64 34:0.34 36:0.62 37:0.80 39:0.60 43:0.08 55:0.45 62:0.98 66:0.34 69:0.79 70:0.46 71:0.88 74:0.39 75:0.96 76:0.85 77:0.70 79:0.89 81:0.39 83:0.60 86:0.62 91:0.80 96:0.86 98:0.21 104:0.89 108:0.95 114:0.69 120:0.77 123:0.94 124:0.72 126:0.43 127:0.69 128:0.99 129:0.59 133:0.66 135:0.61 137:0.89 139:0.61 140:0.87 143:1.00 145:0.76 146:0.28 147:0.34 149:0.08 150:0.39 151:0.64 153:0.83 154:0.20 155:0.57 159:0.87 161:0.87 162:0.63 164:0.85 167:0.66 168:0.99 170:0.87 172:0.37 173:0.55 174:0.86 175:0.91 176:0.63 177:0.70 179:0.76 181:0.91 187:0.68 190:0.95 191:0.70 192:0.87 193:0.95 195:0.96 196:0.87 197:0.85 201:0.59 202:0.88 205:1.00 208:0.54 212:0.19 215:0.53 216:0.75 220:0.91 222:0.76 226:0.96 230:0.68 232:0.75 233:0.66 235:0.88 236:0.94 239:0.88 241:0.67 242:0.12 243:0.36 244:0.93 245:0.62 247:0.82 248:0.68 253:0.81 254:0.80 255:0.73 256:0.89 257:0.84 259:0.21 260:0.77 264:0.95 265:0.23 266:0.63 267:0.23 268:0.89 271:0.43 276:0.23 277:0.87 282:0.73 283:0.67 284:0.88 285:0.62 290:0.69 297:0.36 300:0.43\n3 1:0.56 7:0.69 8:0.96 9:0.74 10:0.84 11:0.45 12:0.20 17:0.13 18:0.58 21:0.64 23:1.00 27:0.56 28:0.83 29:0.62 30:0.45 31:0.98 32:0.65 34:0.71 36:0.44 39:0.60 43:0.57 45:0.73 55:0.52 62:0.99 66:0.36 69:0.98 70:0.74 71:0.88 74:0.44 75:0.97 77:0.70 79:0.98 81:0.45 83:0.91 86:0.60 91:0.94 96:0.98 97:0.97 98:0.20 99:0.83 101:0.46 104:0.79 108:0.96 114:0.69 120:0.93 123:0.96 124:0.70 126:0.43 127:0.97 128:1.00 129:0.05 133:0.60 135:0.39 137:0.98 138:0.99 139:0.68 140:1.00 143:1.00 145:0.47 146:0.48 147:0.25 149:0.28 150:0.38 151:0.76 153:0.91 154:0.45 155:0.65 159:0.90 161:0.87 162:0.54 164:0.95 165:0.63 167:0.74 168:1.00 170:0.87 172:0.37 173:0.99 174:0.86 175:0.91 176:0.63 177:0.38 179:0.82 181:0.91 187:0.98 190:0.89 192:0.99 195:0.97 196:0.92 197:0.86 201:0.54 202:0.98 204:0.79 205:1.00 208:0.64 212:0.22 215:0.53 216:0.72 219:0.91 220:0.74 222:0.76 226:0.98 230:0.71 233:0.66 235:0.84 236:0.94 239:0.88 241:0.74 242:0.22 243:0.31 244:0.93 245:0.60 247:0.76 248:0.77 253:0.96 255:0.78 256:0.98 257:0.93 259:0.21 260:0.93 264:0.95 265:0.21 266:0.75 267:0.99 268:0.98 271:0.43 276:0.29 277:0.87 279:0.79 282:0.74 284:0.99 285:0.62 290:0.69 292:0.95 294:0.95 295:0.99 297:0.36 300:0.55\n2 1:0.65 6:0.96 7:0.75 8:0.84 9:0.75 10:0.97 11:0.49 12:0.20 17:0.57 18:0.74 20:0.94 21:0.05 23:0.99 27:0.37 28:0.83 29:0.62 30:0.45 32:0.67 33:0.97 34:0.81 36:0.43 37:0.94 39:0.60 43:0.65 45:0.85 56:0.97 62:1.00 66:0.86 69:0.45 70:0.66 71:0.88 74:0.77 75:0.98 76:0.94 78:0.89 80:1.00 81:0.72 82:0.99 83:0.72 86:0.73 88:0.99 91:0.67 96:0.91 97:1.00 98:0.50 99:0.95 100:0.94 101:0.52 102:0.96 104:0.95 106:0.81 108:0.35 111:0.90 114:0.95 117:0.86 120:0.84 122:0.90 123:0.33 124:0.37 126:0.53 127:0.82 128:0.99 129:0.05 133:0.36 135:0.72 139:0.73 140:0.45 143:1.00 145:0.59 146:0.70 147:0.74 149:0.64 150:0.59 151:0.84 152:0.88 153:0.72 154:0.59 155:0.58 158:0.81 159:0.70 161:0.87 162:0.72 164:0.79 165:0.70 167:0.54 168:0.99 169:0.92 170:0.87 172:0.78 173:0.34 174:0.90 176:0.70 177:0.96 179:0.53 181:0.91 186:0.89 187:0.68 189:0.97 190:0.77 192:0.98 193:0.99 195:0.83 197:0.93 201:0.66 202:0.79 204:0.85 205:0.99 206:0.81 208:0.64 212:0.83 215:0.91 216:0.25 219:0.91 220:0.62 222:0.76 226:0.96 230:0.77 232:0.96 233:0.76 235:0.31 236:0.95 238:0.93 239:0.97 241:0.46 242:0.18 243:0.86 245:0.60 247:0.92 248:0.87 253:0.92 254:1.00 255:0.94 256:0.82 259:0.21 260:0.84 261:0.92 264:0.95 265:0.52 266:0.47 267:0.79 268:0.82 271:0.43 275:0.95 276:0.45 279:0.82 283:0.67 285:0.61 290:0.95 291:0.97 292:0.88 294:0.99 295:0.98 297:0.36 300:0.70\n3 1:0.58 7:0.66 8:0.98 9:0.73 10:0.85 12:0.20 17:0.45 18:0.64 21:0.64 23:1.00 27:0.12 28:0.83 29:0.62 30:0.45 31:0.89 32:0.64 34:0.31 36:0.62 37:0.80 39:0.60 43:0.08 55:0.45 62:0.98 66:0.34 69:0.97 70:0.65 71:0.88 74:0.39 75:0.96 76:0.85 77:0.70 79:0.89 81:0.39 83:0.60 86:0.63 91:0.78 96:0.86 98:0.23 104:0.89 108:0.95 114:0.69 120:0.77 123:0.94 124:0.72 126:0.43 127:0.74 128:0.99 129:0.05 133:0.65 135:0.54 137:0.89 139:0.61 140:0.87 143:1.00 145:0.76 146:0.53 147:0.34 149:0.08 150:0.39 151:0.64 153:0.83 154:0.19 155:0.57 159:0.87 161:0.87 162:0.64 164:0.85 167:0.66 168:0.99 170:0.87 172:0.41 173:0.98 174:0.86 175:0.75 176:0.63 177:0.70 179:0.73 181:0.91 187:0.68 190:0.95 191:0.70 192:0.87 193:0.95 195:0.96 196:0.87 197:0.85 201:0.59 202:0.88 205:1.00 208:0.54 212:0.27 215:0.53 216:0.75 220:0.91 222:0.76 226:0.96 230:0.68 232:0.75 233:0.66 235:0.88 236:0.94 239:0.88 241:0.67 242:0.12 243:0.33 244:0.93 245:0.66 247:0.86 248:0.68 253:0.81 254:0.80 255:0.73 256:0.89 257:0.84 259:0.21 260:0.77 264:0.95 265:0.25 266:0.63 267:0.23 268:0.89 271:0.43 276:0.27 277:0.69 282:0.73 283:0.67 284:0.88 285:0.62 290:0.69 297:0.36 300:0.55\n3 1:0.56 6:0.99 7:0.66 8:0.97 9:0.73 10:0.87 12:0.20 17:0.43 18:0.71 20:0.98 21:0.68 23:1.00 27:0.12 28:0.83 29:0.62 30:0.45 31:0.90 32:0.66 34:0.34 36:0.65 37:0.80 39:0.60 43:0.08 55:0.71 62:0.99 66:0.18 69:0.80 70:0.54 71:0.88 74:0.49 75:0.97 76:0.85 77:0.70 78:0.94 79:0.90 81:0.36 83:0.54 86:0.66 91:0.91 96:0.97 97:0.97 98:0.26 100:0.99 102:0.96 108:0.92 111:0.98 114:0.67 120:0.68 122:0.98 123:0.91 124:0.86 126:0.43 127:0.60 128:1.00 129:0.05 133:0.84 135:0.58 137:0.90 139:0.64 140:0.92 143:1.00 145:0.92 146:0.26 147:0.32 149:0.15 150:0.36 151:0.94 152:0.94 153:0.97 154:0.19 155:0.55 158:0.77 159:0.79 161:0.87 162:0.61 163:0.75 164:0.80 167:0.74 168:1.00 169:0.97 170:0.87 172:0.32 173:0.65 174:0.89 175:0.91 176:0.63 177:0.70 179:0.64 181:0.91 186:0.94 187:0.39 189:0.99 190:0.89 192:0.86 193:0.95 195:0.92 196:0.88 197:0.90 201:0.56 202:0.92 205:1.00 208:0.54 212:0.21 215:0.49 216:0.75 222:0.76 226:0.98 230:0.68 232:0.75 233:0.66 235:0.88 236:0.94 238:0.97 239:0.92 241:0.75 242:0.21 243:0.24 244:0.93 245:0.64 247:0.84 248:0.84 253:0.95 254:0.80 255:0.77 256:0.92 257:0.84 259:0.21 260:0.68 261:0.97 264:0.95 265:0.28 266:0.80 267:0.69 268:0.93 271:0.43 276:0.50 277:0.95 279:0.78 282:0.75 284:0.94 285:0.62 290:0.67 294:0.95 295:0.99 297:0.36 300:0.43\n2 6:0.95 7:0.69 8:0.89 9:0.74 10:0.98 11:0.54 12:0.20 17:0.47 18:0.87 20:0.91 21:0.54 23:0.99 27:0.21 28:0.83 29:0.62 30:0.44 33:0.97 34:0.68 36:0.77 37:0.74 39:0.60 43:0.33 45:0.88 55:0.52 62:0.99 66:0.51 69:0.19 70:0.76 71:0.88 74:0.58 75:0.97 76:0.85 78:0.82 81:0.33 83:0.60 86:0.85 91:0.49 96:0.85 97:0.94 98:0.52 100:0.93 101:0.87 104:0.84 106:0.81 108:0.93 111:0.87 120:0.74 122:0.98 123:0.93 124:0.69 126:0.31 127:0.90 128:0.99 129:0.05 133:0.74 135:0.18 139:0.79 140:0.97 143:1.00 146:0.90 147:0.92 149:0.41 150:0.34 151:0.80 152:0.97 153:0.46 154:0.52 155:0.58 159:0.90 161:0.87 162:0.56 164:0.75 167:0.51 168:0.99 169:0.86 170:0.87 172:0.94 173:0.09 174:0.99 177:0.96 179:0.16 181:0.91 186:0.83 187:0.39 190:0.77 192:0.98 193:0.96 197:0.98 201:0.54 202:0.76 205:0.99 206:0.81 208:0.54 212:0.87 215:0.58 216:0.95 220:0.74 222:0.76 226:0.98 230:0.68 232:0.93 233:0.65 235:0.68 236:0.92 239:0.98 241:0.37 242:0.12 243:0.43 244:0.61 245:0.97 247:1.00 248:0.75 253:0.82 254:0.90 255:0.78 256:0.79 259:0.21 260:0.74 261:0.90 264:0.95 265:0.53 266:0.87 267:0.73 268:0.75 271:0.43 275:0.95 276:0.92 277:0.69 279:0.77 283:0.66 285:0.61 291:0.97 294:0.97 295:0.99 297:0.36 300:0.98\n3 1:0.56 8:0.89 9:0.73 10:0.87 11:0.45 12:0.20 17:0.13 18:0.61 20:0.81 21:0.64 23:1.00 27:0.12 28:0.83 29:0.62 30:0.30 31:0.95 34:0.80 36:0.42 37:0.78 39:0.60 43:0.27 45:0.77 56:0.97 62:0.99 66:0.26 69:0.83 70:0.75 71:0.88 74:0.30 75:0.97 78:0.72 79:0.94 81:0.38 83:0.60 86:0.66 91:0.85 96:0.93 97:0.97 98:0.19 99:0.83 100:0.73 101:0.46 108:0.67 111:0.72 120:0.75 122:0.57 123:0.93 124:0.72 126:0.31 127:0.60 128:1.00 129:0.05 133:0.66 135:0.24 137:0.95 139:0.70 140:0.94 143:1.00 145:0.49 146:0.24 147:0.30 149:0.17 150:0.36 151:0.91 152:0.78 153:0.86 154:0.27 155:0.54 159:0.80 161:0.87 162:0.57 164:0.73 165:0.63 167:0.63 168:1.00 169:0.72 170:0.87 172:0.27 173:0.68 174:0.86 175:0.91 177:0.70 178:0.42 179:0.80 181:0.91 186:0.73 187:0.68 190:0.89 192:0.85 196:0.91 197:0.87 201:0.54 202:0.93 205:1.00 208:0.54 212:0.39 216:0.81 219:0.91 220:0.99 222:0.76 226:0.98 232:0.83 235:0.80 236:0.92 239:0.89 241:0.64 242:0.13 243:0.45 244:0.83 245:0.58 247:0.76 248:0.91 253:0.90 254:0.86 255:0.77 256:0.94 257:0.84 259:0.21 260:0.76 261:0.80 264:0.95 265:0.14 266:0.54 267:0.76 268:0.93 271:0.43 275:0.94 276:0.30 277:0.95 279:0.79 284:0.95 285:0.62 292:0.95 294:0.97 295:0.99 300:0.55\n2 8:0.92 9:0.74 10:0.86 11:0.45 12:0.20 17:0.12 18:0.63 21:0.68 23:0.99 27:0.05 28:0.83 29:0.62 30:0.15 31:0.87 34:0.24 36:0.43 37:0.78 39:0.60 43:0.14 45:0.66 55:0.45 62:0.98 66:0.33 69:0.96 70:0.84 71:0.88 74:0.37 75:0.97 79:0.87 81:0.25 83:0.60 86:0.62 91:0.86 96:0.92 97:0.94 98:0.33 101:0.46 104:0.94 106:0.81 108:0.92 120:0.73 122:0.75 123:0.92 124:0.71 126:0.23 127:0.45 128:1.00 129:0.05 133:0.65 135:0.23 137:0.87 139:0.61 140:0.98 143:1.00 146:0.63 147:0.24 149:0.11 150:0.27 151:0.76 153:0.72 154:0.16 155:0.58 158:0.77 159:0.76 161:0.87 162:0.57 163:0.80 164:0.83 167:0.56 168:1.00 170:0.87 172:0.27 173:0.98 174:0.86 175:0.75 177:0.38 179:0.82 181:0.91 187:0.87 190:0.89 192:0.98 196:0.87 197:0.86 202:0.88 205:0.99 206:0.81 208:0.54 212:0.15 215:0.49 216:0.83 220:0.62 222:0.76 226:0.98 232:0.88 235:0.80 239:0.88 241:0.53 242:0.14 243:0.28 244:0.93 245:0.53 247:0.67 248:0.70 253:0.87 255:0.78 256:0.88 257:0.93 259:0.21 260:0.74 264:0.95 265:0.35 266:0.63 267:0.36 268:0.88 271:0.43 275:0.91 276:0.29 277:0.69 279:0.77 283:0.66 284:0.86 285:0.62 294:0.95 295:0.99 297:0.36 300:0.55\n1 1:0.66 7:0.75 10:0.93 11:0.82 17:0.89 18:0.86 21:0.13 22:0.93 27:0.69 29:0.71 30:0.68 32:0.72 34:1.00 36:0.46 37:0.43 39:0.40 43:0.65 44:0.92 45:0.85 47:0.93 64:0.77 66:0.63 69:0.81 70:0.79 71:0.67 74:0.68 77:0.70 81:0.68 83:0.69 85:0.72 86:0.90 91:0.38 97:0.94 98:0.61 99:0.95 101:0.96 106:0.81 108:0.65 114:0.92 117:0.86 122:0.93 123:0.63 124:0.47 126:0.51 127:0.26 129:0.59 133:0.47 135:0.97 139:0.93 145:0.41 146:0.71 147:0.76 149:0.76 150:0.56 154:0.52 155:0.55 158:0.81 159:0.40 165:0.81 170:0.90 172:0.65 173:0.81 174:0.90 176:0.70 177:0.88 178:0.55 179:0.41 187:0.21 192:0.57 195:0.74 197:0.91 201:0.63 204:0.83 206:0.81 208:0.61 212:0.58 215:0.84 216:0.13 219:0.94 222:0.35 230:0.77 232:0.99 233:0.76 235:0.31 239:0.92 241:0.15 242:0.24 243:0.69 245:0.76 247:0.79 253:0.67 259:0.21 262:0.93 265:0.62 266:0.54 267:0.73 271:0.89 276:0.58 279:0.78 281:0.91 282:0.80 283:0.67 290:0.92 292:0.88 297:0.36 300:0.84\n1 1:0.60 8:0.81 9:0.70 10:0.98 11:0.52 17:0.12 18:0.82 21:0.74 23:0.96 27:0.45 29:0.71 30:0.09 31:0.86 32:0.66 34:0.59 36:0.19 37:0.50 39:0.40 43:0.24 44:0.88 45:0.81 55:0.45 62:0.96 64:0.77 66:0.29 69:0.71 70:0.94 71:0.67 74:0.76 75:0.98 79:0.86 81:0.52 83:0.56 86:0.88 91:0.23 97:0.94 98:0.46 99:0.95 101:0.65 102:0.96 108:0.54 120:0.54 122:0.83 123:0.85 124:0.82 126:0.51 127:0.55 128:0.95 129:0.59 133:0.80 135:0.89 137:0.86 139:0.87 140:0.45 145:0.54 146:0.72 147:0.76 149:0.27 150:0.41 151:0.47 153:0.48 154:0.60 155:0.48 159:0.77 162:0.86 164:0.56 165:0.65 168:0.95 170:0.90 172:0.75 173:0.54 174:0.94 177:0.88 179:0.27 187:0.68 190:0.77 192:0.46 195:0.90 196:0.88 197:0.95 201:0.59 202:0.36 205:0.95 208:0.50 212:0.71 215:0.46 216:0.77 219:0.94 220:0.99 222:0.35 226:0.95 235:0.99 236:0.95 239:0.97 241:0.35 242:0.23 243:0.48 245:0.87 247:0.97 248:0.47 253:0.53 254:0.90 255:0.68 256:0.45 259:0.21 260:0.54 265:0.43 266:0.87 267:0.76 268:0.46 271:0.89 276:0.83 279:0.79 283:0.65 284:0.88 285:0.60 292:0.86 297:0.36 300:0.70\n2 1:0.58 7:0.70 8:0.75 10:0.99 11:0.46 17:0.18 18:0.92 21:0.47 27:0.39 29:0.71 30:0.16 32:0.69 34:0.45 36:0.44 37:0.65 39:0.40 43:0.61 44:0.92 45:0.73 48:0.91 55:0.42 64:0.77 66:0.63 69:0.57 70:0.84 71:0.67 74:0.53 75:0.98 81:0.44 86:0.95 91:0.46 98:0.72 101:0.47 102:0.97 108:0.44 122:0.77 123:0.42 124:0.55 126:0.51 127:0.55 129:0.05 133:0.65 135:0.94 139:0.95 145:0.84 146:0.85 147:0.87 149:0.39 150:0.42 154:0.50 155:0.47 159:0.61 170:0.90 172:0.88 173:0.49 174:0.97 177:0.88 178:0.55 179:0.25 187:0.87 192:0.47 193:0.98 195:0.81 197:0.98 201:0.60 202:0.36 208:0.50 212:0.86 215:0.63 216:0.31 219:0.94 222:0.35 226:0.95 230:0.73 233:0.66 235:0.68 236:0.95 239:0.99 241:0.10 242:0.12 243:0.69 245:0.90 247:0.99 253:0.42 254:0.99 259:0.21 265:0.72 266:0.54 267:0.91 271:0.89 276:0.84 279:0.75 281:0.86 283:0.65 292:0.88 297:0.36 300:0.84\n2 10:0.97 11:0.82 17:0.69 18:0.94 21:0.78 27:0.72 29:0.71 30:0.76 34:1.00 36:0.37 37:0.37 39:0.40 43:0.77 45:0.89 66:0.47 69:0.32 70:0.59 71:0.67 74:0.62 83:0.69 85:0.72 86:0.96 91:0.60 97:0.94 98:0.55 101:1.00 108:0.25 122:0.65 123:0.24 124:0.68 127:0.87 129:0.59 133:0.67 135:0.65 139:0.95 145:0.98 146:0.70 147:0.74 149:0.85 154:0.61 158:0.81 159:0.64 170:0.90 172:0.65 173:0.26 174:0.92 177:0.88 178:0.55 179:0.53 187:0.68 197:0.95 208:0.61 212:0.68 216:0.27 219:0.94 222:0.35 235:0.88 239:0.96 241:0.61 242:0.13 243:0.59 245:0.80 247:0.90 253:0.47 259:0.21 265:0.57 266:0.71 267:0.52 271:0.89 276:0.60 279:0.79 283:0.67 292:0.88 300:0.84\n1 1:0.68 8:0.77 10:0.98 11:0.52 17:0.79 18:0.96 21:0.30 27:0.54 29:0.71 30:0.62 34:0.88 36:0.43 37:0.60 39:0.40 43:0.14 45:0.94 64:0.77 66:0.98 69:0.29 70:0.75 71:0.67 74:0.94 81:0.76 83:0.69 86:0.98 91:0.23 98:0.91 99:0.95 101:0.65 108:0.22 114:0.86 122:0.67 123:0.22 126:0.54 127:0.51 129:0.05 135:0.97 139:0.97 146:0.94 147:0.95 149:0.14 150:0.62 154:0.90 155:0.53 159:0.58 165:0.81 170:0.90 172:0.94 173:0.24 174:0.92 176:0.73 177:0.88 178:0.55 179:0.21 187:0.68 192:0.55 197:0.93 201:0.67 202:0.36 208:0.64 212:0.81 215:0.72 216:0.64 222:0.35 235:0.68 236:0.97 239:0.97 241:0.02 242:0.14 243:0.98 247:0.90 253:0.73 254:0.74 259:0.21 265:0.91 266:0.27 267:0.87 271:0.89 276:0.88 290:0.86 297:0.36 300:0.70\n1 1:0.64 7:0.75 10:0.88 11:0.75 17:0.34 18:0.68 21:0.54 27:0.02 29:0.71 30:0.87 32:0.80 34:0.99 36:0.21 37:0.91 39:0.40 43:0.75 44:0.93 45:0.73 48:0.91 64:0.77 66:0.82 69:0.83 70:0.32 71:0.67 74:0.67 77:0.70 81:0.73 83:0.91 85:0.72 86:0.77 91:0.14 98:0.39 101:0.87 102:0.98 108:0.68 114:0.77 122:0.65 123:0.66 126:0.54 127:0.13 129:0.05 135:0.92 139:0.85 145:0.49 146:0.45 147:0.51 149:0.58 150:0.54 154:0.66 155:0.55 159:0.16 165:0.93 170:0.90 172:0.48 173:0.87 174:0.79 176:0.73 177:0.88 178:0.55 179:0.26 187:0.68 192:0.57 193:0.96 195:0.72 197:0.82 201:0.63 204:0.83 208:0.64 212:0.61 215:0.58 216:0.81 222:0.35 230:0.77 233:0.66 235:0.80 236:0.97 239:0.93 241:0.57 242:0.33 243:0.83 247:0.60 253:0.60 259:0.21 265:0.41 266:0.38 267:0.96 271:0.89 276:0.34 281:0.91 282:0.88 290:0.77 297:0.36 299:0.88 300:0.33\n0 10:0.83 17:0.91 21:0.76 27:0.71 29:0.71 30:0.76 34:0.86 36:0.22 37:0.48 39:0.40 43:0.09 44:0.88 48:0.91 55:0.98 64:0.77 66:0.13 69:0.87 70:0.15 71:0.67 74:0.30 81:0.25 91:0.09 98:0.06 108:0.74 122:0.94 123:0.73 124:0.75 126:0.24 127:0.37 129:0.81 133:0.67 135:0.32 139:0.69 145:0.82 146:0.05 147:0.05 149:0.08 150:0.27 154:0.08 159:0.68 163:0.99 170:0.90 172:0.05 173:0.80 174:0.79 175:0.97 177:0.05 178:0.55 179:0.98 187:0.21 195:0.89 197:0.82 212:0.95 216:0.13 222:0.35 235:0.95 239:0.82 241:0.15 242:0.82 243:0.34 244:0.93 245:0.37 247:0.12 253:0.27 257:0.93 259:0.21 265:0.06 266:0.12 267:0.52 271:0.89 276:0.17 277:0.95 281:0.86 300:0.13\n2 8:0.80 9:0.72 10:0.87 11:0.57 17:0.75 18:0.84 21:0.22 23:0.95 27:0.53 29:0.71 30:0.33 31:0.92 32:0.67 34:0.55 36:0.98 37:0.77 39:0.40 43:0.58 44:0.88 45:0.81 48:0.91 55:0.59 62:0.96 64:0.77 66:0.90 69:0.60 70:0.63 71:0.67 74:0.70 75:0.97 79:0.91 81:0.32 83:0.56 86:0.89 91:0.51 96:0.77 97:0.89 98:0.75 101:0.87 108:0.46 122:0.83 123:0.44 126:0.24 127:0.24 128:0.96 129:0.05 135:0.80 137:0.92 139:0.88 140:0.87 145:0.67 146:0.63 147:0.68 149:0.30 150:0.36 151:0.76 153:0.48 154:0.52 155:0.55 158:0.76 159:0.23 162:0.54 168:0.96 170:0.90 172:0.73 173:0.73 174:0.79 177:0.88 178:0.48 179:0.38 187:0.39 190:0.89 191:0.70 192:0.55 195:0.64 196:0.94 197:0.82 202:0.64 205:0.95 208:0.61 212:0.94 216:0.33 219:0.91 220:0.62 222:0.35 226:0.98 235:0.22 239:0.89 241:0.41 242:0.24 243:0.91 244:0.61 247:0.84 248:0.70 253:0.75 254:0.86 255:0.71 256:0.58 259:0.21 265:0.75 266:0.17 267:0.82 268:0.59 271:0.89 276:0.62 279:0.78 281:0.91 284:0.88 285:0.60 292:0.95 300:0.43\n2 1:0.58 8:0.76 10:0.98 11:0.57 17:0.22 18:0.94 21:0.47 22:0.93 27:0.38 29:0.71 30:0.31 33:0.97 34:0.96 36:0.59 37:0.39 39:0.40 43:0.60 44:0.88 45:0.91 47:0.93 55:0.52 64:0.77 66:0.42 69:0.68 70:0.89 71:0.67 74:0.71 75:0.97 81:0.48 83:0.56 86:0.96 91:0.38 97:0.98 98:0.77 99:0.83 101:0.96 102:0.96 108:0.52 122:0.94 123:0.50 124:0.60 126:0.32 127:0.57 129:0.59 133:0.47 135:0.83 139:0.95 145:0.83 146:0.91 147:0.92 149:0.51 150:0.43 154:0.47 155:0.47 158:0.76 159:0.67 165:0.65 170:0.90 172:0.85 173:0.59 174:0.96 177:0.88 178:0.55 179:0.21 187:0.39 192:0.44 195:0.83 197:0.96 201:0.55 208:0.61 212:0.78 216:0.62 219:0.91 222:0.35 226:0.96 232:0.92 235:0.60 236:0.94 239:0.98 241:0.10 242:0.12 243:0.57 245:0.97 247:1.00 253:0.51 254:0.84 259:0.21 262:0.93 265:0.77 266:0.63 267:0.91 271:0.89 276:0.89 279:0.81 291:0.97 292:0.88 300:0.84\n0 8:0.80 10:0.89 11:0.52 17:0.76 18:0.99 21:0.30 27:0.42 29:0.71 30:0.15 31:0.90 34:0.44 36:0.40 37:0.55 39:0.40 43:0.14 44:0.88 45:0.73 55:0.71 64:0.77 66:0.23 69:0.98 70:0.90 71:0.67 74:0.56 77:0.70 79:0.89 81:0.31 86:0.98 91:0.54 98:0.47 101:0.65 108:0.97 122:0.92 123:0.97 124:0.97 126:0.24 127:0.94 129:0.89 133:0.97 135:0.84 137:0.90 139:0.97 140:0.45 145:0.42 146:0.62 147:0.56 149:0.47 150:0.35 151:0.53 153:0.77 154:0.10 159:0.97 162:0.86 170:0.90 172:0.96 173:0.88 174:0.97 177:0.38 179:0.10 187:0.39 190:0.95 195:1.00 196:0.94 197:0.88 202:0.54 212:0.48 216:0.34 219:0.90 220:0.87 222:0.35 232:0.80 235:0.31 239:0.88 241:0.03 242:0.55 243:0.06 244:0.61 245:0.98 247:1.00 248:0.54 253:0.44 254:0.74 256:0.58 257:0.84 259:0.21 265:0.49 266:0.95 267:0.65 268:0.63 271:0.89 276:0.99 282:0.75 284:0.93 285:0.46 292:0.88 300:0.94\n0 1:0.58 8:0.80 9:0.72 10:0.86 11:0.52 17:0.57 18:0.96 21:0.54 22:0.93 27:0.56 29:0.71 30:0.20 31:0.92 33:0.97 34:0.67 36:0.87 37:0.55 39:0.40 43:0.34 44:0.88 45:0.83 47:0.93 55:0.59 64:0.77 66:0.45 69:0.63 70:0.94 71:0.67 74:0.80 77:0.70 79:0.92 81:0.36 86:0.96 91:0.60 96:0.78 98:0.57 101:0.87 108:0.84 114:0.74 117:0.86 122:0.92 123:0.83 124:0.80 126:0.32 127:0.67 129:0.59 133:0.81 135:0.98 137:0.92 138:0.96 139:0.95 140:0.45 145:0.54 146:0.66 147:0.71 149:0.49 150:0.41 151:0.82 153:0.46 154:0.63 155:0.55 158:0.76 159:0.81 162:0.82 170:0.90 172:0.88 173:0.42 174:0.79 175:0.75 176:0.63 177:0.70 179:0.21 187:0.39 190:0.89 192:0.55 195:0.92 196:0.96 197:0.84 201:0.55 202:0.58 208:0.50 212:0.75 216:0.16 219:0.91 220:0.74 222:0.35 235:0.68 239:0.85 241:0.46 242:0.16 243:0.27 244:0.61 245:0.93 247:0.86 248:0.76 253:0.81 255:0.71 256:0.64 257:0.65 259:0.21 262:0.93 265:0.58 266:0.87 267:0.19 268:0.64 271:0.89 276:0.90 277:0.69 279:0.79 282:0.75 284:0.94 285:0.50 290:0.74 291:0.97 292:0.87 300:0.84\n1 1:0.59 10:0.92 11:0.46 17:0.24 18:0.87 21:0.68 27:0.45 29:0.71 30:0.36 34:0.81 36:0.21 37:0.50 39:0.40 43:0.39 44:0.88 45:0.73 55:0.52 64:0.77 66:0.46 69:0.71 70:0.87 71:0.67 74:0.83 81:0.38 86:0.91 91:0.17 98:0.63 101:0.47 108:0.54 114:0.69 122:0.83 123:0.52 124:0.73 126:0.51 127:0.53 129:0.59 133:0.73 135:0.86 139:0.89 145:0.49 146:0.85 147:0.88 149:0.37 150:0.40 154:0.65 155:0.47 158:0.81 159:0.71 170:0.90 172:0.82 173:0.58 174:0.88 176:0.70 177:0.88 178:0.55 179:0.26 187:0.68 192:0.46 195:0.87 197:0.87 201:0.57 208:0.61 212:0.73 215:0.49 216:0.77 219:0.94 222:0.35 235:0.88 239:0.90 241:0.27 242:0.19 243:0.58 245:0.89 247:0.95 253:0.62 254:0.93 259:0.21 265:0.64 266:0.80 267:0.97 271:0.89 276:0.84 279:0.78 283:0.65 290:0.69 292:0.86 297:0.36 300:0.84\n2 1:0.68 7:0.75 10:0.88 11:0.75 17:0.40 18:0.69 21:0.13 27:0.02 29:0.71 30:0.87 32:0.80 34:0.99 36:0.20 37:0.91 39:0.40 43:0.76 44:0.93 45:0.73 48:0.91 64:0.77 66:0.82 69:0.81 70:0.27 71:0.67 74:0.67 76:0.85 77:0.70 81:0.80 83:0.91 85:0.72 86:0.77 91:0.42 98:0.38 101:0.87 102:0.98 108:0.65 114:0.92 122:0.65 123:0.63 126:0.54 127:0.13 129:0.05 135:0.89 139:0.85 145:0.42 146:0.43 147:0.49 149:0.59 150:0.64 154:0.68 155:0.56 159:0.16 165:0.93 170:0.90 172:0.48 173:0.86 174:0.79 176:0.73 177:0.88 178:0.55 179:0.25 187:0.68 192:0.57 193:0.96 195:0.70 197:0.83 201:0.67 204:0.83 208:0.64 212:0.61 215:0.84 216:0.81 222:0.35 230:0.77 233:0.66 235:0.42 236:0.97 239:0.93 241:0.61 242:0.33 243:0.83 247:0.60 253:0.68 259:0.21 265:0.40 266:0.38 267:0.91 271:0.89 276:0.34 281:0.91 282:0.88 290:0.92 297:0.36 299:0.88 300:0.25\n0 1:0.61 7:0.70 9:0.74 11:0.52 12:0.01 17:0.11 18:0.76 21:0.54 27:0.05 29:0.56 30:0.87 31:0.92 32:0.72 34:0.78 36:0.75 37:0.79 39:0.93 43:0.74 44:0.92 45:0.83 64:0.77 66:0.45 69:0.62 70:0.20 71:0.90 74:0.70 77:0.70 79:0.92 81:0.59 83:0.69 86:0.82 91:0.20 96:0.78 97:0.94 98:0.38 99:0.95 101:0.87 108:0.59 114:0.76 120:0.66 122:0.65 123:0.57 124:0.67 126:0.51 127:0.21 129:0.59 133:0.61 135:0.92 137:0.92 139:0.86 140:0.45 145:0.45 146:0.17 147:0.22 149:0.65 150:0.44 151:0.76 153:0.48 154:0.64 155:0.64 158:0.81 159:0.34 162:0.86 164:0.72 165:0.81 170:0.94 172:0.32 173:0.59 175:0.75 176:0.70 177:0.70 179:0.61 187:0.68 190:0.77 192:0.97 193:0.97 195:0.77 196:0.94 201:0.60 202:0.58 204:0.79 208:0.61 212:0.30 215:0.58 216:0.90 219:0.94 220:0.96 222:0.35 230:0.73 233:0.66 235:0.74 239:0.84 241:0.30 242:0.33 243:0.37 244:0.61 245:0.52 247:0.55 248:0.71 253:0.79 255:0.73 256:0.64 257:0.65 259:0.21 260:0.67 265:0.40 266:0.38 267:0.94 268:0.66 271:0.22 276:0.36 277:0.69 279:0.78 282:0.80 283:0.67 284:0.94 285:0.60 290:0.76 292:0.88 297:0.36 300:0.18\n1 1:0.66 10:0.92 11:0.75 12:0.01 17:0.51 18:0.79 21:0.30 27:0.69 29:0.56 30:0.68 34:0.73 36:0.84 37:0.27 39:0.93 43:0.83 45:0.77 64:0.77 66:0.86 69:0.67 70:0.48 71:0.90 74:0.60 81:0.76 83:0.91 85:0.72 86:0.86 91:0.12 98:0.79 101:0.96 102:0.95 108:0.51 114:0.86 122:0.86 123:0.49 126:0.54 127:0.27 129:0.05 132:0.97 135:0.85 139:0.81 145:0.58 146:0.60 147:0.66 149:0.70 150:0.57 154:0.78 155:0.51 159:0.22 165:0.93 170:0.94 172:0.61 173:0.84 174:0.83 176:0.73 177:0.88 178:0.55 179:0.56 187:0.39 192:0.50 195:0.56 197:0.87 201:0.65 208:0.64 212:0.81 215:0.72 216:0.59 222:0.35 235:0.60 236:0.97 239:0.92 241:0.43 242:0.18 243:0.87 247:0.79 253:0.63 265:0.79 266:0.27 267:0.85 271:0.22 276:0.48 290:0.86 297:0.36 300:0.43\n1 8:0.89 9:0.79 12:0.01 17:0.36 20:0.99 21:0.78 23:0.96 27:0.21 29:0.56 31:0.94 34:0.40 36:0.88 37:0.74 39:0.93 41:0.82 43:0.14 66:0.36 69:0.65 71:0.90 78:0.83 79:0.93 83:0.91 91:0.61 96:0.80 98:0.06 100:0.73 108:0.49 111:0.81 120:0.69 123:0.47 127:0.05 128:0.98 129:0.05 135:0.20 137:0.94 140:0.97 146:0.05 147:0.05 149:0.07 151:0.86 152:0.90 153:0.48 154:0.10 155:0.66 159:0.05 162:0.46 164:0.57 168:0.98 169:0.72 170:0.94 172:0.05 173:0.46 175:0.97 177:0.05 178:0.54 186:0.84 187:0.39 192:0.99 202:0.78 205:0.95 208:0.64 216:0.95 222:0.35 235:0.42 241:0.32 243:0.51 244:0.93 248:0.77 253:0.74 255:0.94 256:0.45 257:0.93 259:0.21 260:0.70 261:0.85 265:0.06 267:0.65 268:0.46 271:0.22 277:0.95 284:0.89 285:0.62\n1 1:0.66 7:0.75 8:0.61 9:0.74 10:0.82 11:0.52 12:0.01 17:0.24 18:0.98 21:0.59 22:0.93 27:0.41 29:0.56 30:0.91 31:0.92 32:0.72 34:0.53 36:0.65 37:0.38 39:0.93 43:0.75 44:0.92 45:0.99 47:0.93 48:0.91 64:0.77 66:0.78 69:0.54 70:0.27 71:0.90 74:0.96 77:0.99 79:0.91 81:0.63 83:0.69 86:0.99 91:0.35 96:0.77 97:1.00 98:0.78 99:0.99 101:0.65 106:0.81 108:0.61 114:0.73 117:0.86 120:0.65 122:0.65 123:0.59 124:0.44 126:0.51 127:0.64 129:0.81 133:0.74 135:0.89 137:0.92 139:0.99 140:0.45 145:0.96 146:0.25 147:0.31 149:0.99 150:0.48 151:0.68 153:0.48 154:0.66 155:0.64 158:0.81 159:0.67 162:0.84 164:0.78 165:0.81 170:0.94 172:0.96 173:0.44 174:0.79 175:0.75 176:0.70 177:0.70 179:0.16 187:0.68 190:0.77 192:0.97 195:0.82 196:0.96 197:0.80 201:0.64 202:0.66 204:0.85 206:0.81 208:0.61 212:0.89 215:0.55 216:0.56 219:0.94 220:0.93 222:0.35 230:0.77 232:0.87 233:0.66 235:0.95 239:0.81 241:0.01 242:0.50 243:0.15 244:0.61 245:0.92 247:0.55 248:0.70 253:0.84 255:0.73 256:0.71 257:0.65 259:0.21 260:0.66 262:0.93 265:0.78 266:0.71 267:0.44 268:0.73 271:0.22 276:0.93 277:0.69 279:0.82 281:0.86 282:0.80 283:0.67 284:0.96 285:0.60 290:0.73 292:0.88 297:0.36 300:0.55\n0 1:0.62 7:0.75 10:0.90 11:0.52 12:0.01 17:0.79 18:0.82 21:0.47 27:0.65 29:0.56 30:0.90 32:0.72 34:0.95 36:0.55 37:0.27 39:0.93 43:0.75 44:0.92 45:0.90 48:0.91 64:0.77 66:0.45 69:0.50 70:0.23 71:0.90 74:0.75 76:0.85 77:0.70 81:0.60 83:0.69 86:0.88 91:0.40 97:0.98 98:0.59 99:0.95 101:0.65 108:0.64 114:0.78 122:0.65 123:0.62 124:0.58 126:0.51 127:0.42 129:0.59 133:0.47 135:0.96 139:0.92 145:0.99 146:0.29 147:0.36 149:0.80 150:0.45 154:0.54 155:0.53 158:0.81 159:0.33 165:0.81 170:0.94 172:0.48 173:0.60 174:0.83 176:0.70 177:0.88 178:0.55 179:0.63 187:0.39 192:0.56 195:0.62 197:0.87 201:0.60 204:0.82 208:0.61 212:0.42 215:0.63 216:0.26 219:0.94 222:0.35 230:0.77 232:0.95 233:0.76 235:0.68 239:0.88 241:0.21 242:0.45 243:0.46 245:0.74 247:0.47 253:0.63 254:0.94 259:0.21 265:0.60 266:0.54 267:0.59 271:0.22 276:0.47 279:0.81 281:0.91 282:0.80 283:0.67 290:0.78 292:0.88 297:0.36 300:0.25\n0 1:0.60 11:0.52 12:0.01 17:0.13 18:0.77 21:0.59 27:0.05 29:0.56 30:0.94 34:0.79 36:0.66 37:0.79 39:0.93 43:0.74 45:0.85 64:0.77 66:0.80 69:0.60 70:0.18 71:0.90 74:0.54 81:0.59 83:0.69 86:0.83 91:0.15 98:0.44 99:0.95 101:0.65 108:0.46 114:0.73 122:0.65 123:0.44 126:0.51 127:0.14 129:0.05 135:0.79 139:0.79 145:0.42 146:0.40 147:0.46 149:0.76 150:0.43 154:0.65 155:0.48 159:0.15 165:0.81 170:0.94 172:0.45 173:0.71 175:0.75 176:0.70 177:0.70 178:0.55 179:0.35 187:0.68 192:0.47 193:0.97 201:0.59 202:0.36 208:0.61 212:0.55 215:0.55 216:0.90 222:0.35 235:0.80 239:0.84 241:0.32 242:0.58 243:0.82 244:0.61 247:0.35 253:0.56 257:0.65 259:0.21 265:0.46 266:0.27 267:0.94 271:0.22 276:0.25 277:0.69 290:0.73 297:0.36 300:0.18\n1 7:0.75 10:0.88 11:0.81 12:0.01 17:0.66 18:0.74 21:0.78 27:0.16 29:0.56 30:0.85 34:0.68 36:0.55 37:0.69 39:0.93 43:0.62 45:0.88 66:0.12 69:0.96 70:0.41 71:0.90 74:0.56 83:0.69 85:0.72 86:0.79 91:0.08 98:0.14 101:0.87 108:0.93 122:0.65 123:0.93 124:0.93 127:0.58 129:0.05 133:0.92 135:0.89 139:0.80 145:0.74 146:0.18 147:0.05 149:0.68 154:0.26 155:0.54 159:0.87 163:0.97 170:0.94 172:0.27 173:0.90 174:0.88 177:0.05 178:0.55 179:0.58 187:0.87 192:0.56 197:0.87 202:0.36 204:0.83 208:0.61 212:0.23 216:0.74 222:0.35 230:0.77 233:0.66 235:0.22 239:0.87 242:0.33 243:0.10 245:0.60 247:0.82 253:0.44 257:0.93 259:0.21 265:0.14 266:0.80 267:0.69 271:0.22 276:0.59 277:0.69 281:0.86 300:0.43\n1 8:0.83 10:0.90 11:0.52 12:0.01 17:0.09 18:0.64 21:0.78 27:0.11 29:0.56 30:0.62 32:0.78 34:0.89 36:0.72 37:0.79 39:0.93 43:0.10 44:0.93 45:0.73 66:0.16 69:0.71 70:0.34 71:0.90 74:0.57 77:0.70 86:0.74 91:0.25 98:0.17 101:0.65 102:0.98 108:0.54 122:0.65 123:0.64 124:0.52 127:0.15 129:0.05 133:0.39 135:0.56 139:0.80 145:0.96 146:0.19 147:0.24 149:0.08 154:0.74 159:0.22 170:0.94 172:0.21 173:0.71 174:0.83 177:0.88 178:0.55 179:0.60 187:0.95 195:0.71 197:0.87 202:0.65 212:0.30 216:0.85 222:0.35 235:0.52 239:0.93 241:0.27 242:0.33 243:0.59 245:0.46 247:0.39 253:0.45 254:0.74 259:0.21 265:0.13 266:0.27 267:0.69 271:0.22 276:0.17 277:0.87 282:0.86 300:0.25\n1 1:0.64 10:0.91 11:0.75 12:0.01 17:0.85 18:0.76 21:0.47 27:0.12 29:0.56 30:0.62 34:0.67 36:0.83 37:0.55 39:0.93 43:0.78 45:0.77 64:0.77 66:0.87 69:0.75 70:0.62 71:0.90 74:0.58 81:0.73 83:0.91 85:0.72 86:0.84 91:0.08 98:0.57 101:0.96 108:0.58 114:0.80 122:0.86 123:0.55 126:0.54 127:0.17 129:0.05 135:0.51 139:0.79 145:0.45 146:0.67 147:0.72 149:0.66 150:0.54 154:0.70 155:0.50 159:0.26 165:0.93 170:0.94 172:0.63 173:0.74 174:0.83 176:0.73 177:0.88 178:0.55 179:0.31 187:0.39 192:0.49 197:0.86 201:0.64 208:0.64 212:0.77 215:0.63 216:0.51 222:0.35 235:0.74 236:0.97 239:0.90 241:0.24 242:0.16 243:0.88 247:0.82 253:0.60 259:0.21 265:0.58 266:0.38 267:0.59 271:0.22 276:0.50 290:0.80 297:0.36 300:0.55\n1 1:0.64 10:0.91 11:0.52 12:0.01 17:0.93 18:0.66 21:0.30 22:0.93 27:0.72 29:0.56 30:0.91 34:0.83 36:0.51 39:0.93 43:0.87 45:0.73 47:0.93 64:0.77 66:0.69 69:0.27 70:0.13 71:0.90 74:0.53 81:0.62 83:0.69 86:0.77 91:0.17 97:0.94 98:0.25 99:0.95 101:0.65 106:0.81 108:0.21 114:0.84 117:0.86 122:0.65 123:0.20 126:0.51 127:0.11 129:0.05 135:0.54 139:0.79 146:0.20 147:0.25 149:0.68 150:0.48 154:0.84 155:0.49 158:0.81 159:0.10 165:0.81 170:0.94 172:0.21 173:0.67 174:0.79 176:0.70 177:0.88 178:0.55 179:0.29 187:0.68 192:0.49 197:0.85 201:0.62 202:0.36 206:0.81 208:0.61 212:0.95 215:0.72 216:0.13 219:0.94 222:0.35 232:0.95 235:0.52 239:0.89 241:0.24 242:0.63 243:0.73 247:0.30 253:0.61 254:0.84 259:0.21 262:0.93 265:0.27 266:0.12 267:0.28 271:0.22 276:0.20 279:0.78 283:0.67 290:0.84 292:0.88 297:0.36 300:0.13\n0 8:0.77 10:0.80 11:0.46 12:0.01 17:0.66 18:0.58 21:0.78 27:0.25 29:0.56 30:0.09 34:0.17 36:0.31 37:0.60 39:0.93 43:0.13 45:0.66 55:0.45 66:0.32 69:0.97 70:1.00 71:0.90 74:0.44 86:0.61 91:0.75 96:0.74 98:0.15 101:0.47 108:0.96 120:0.67 122:0.83 123:0.96 124:0.92 127:0.54 129:0.05 133:0.93 135:0.61 139:0.59 140:0.98 145:0.77 146:0.44 147:0.05 149:0.18 151:0.61 153:0.48 154:0.10 159:0.95 162:0.45 164:0.64 170:0.94 172:0.51 173:0.85 174:0.79 175:0.91 177:0.05 178:0.54 179:0.54 190:0.95 191:0.94 197:0.79 202:0.93 212:0.49 216:0.34 220:0.62 222:0.35 235:0.60 239:0.79 241:0.79 242:0.74 243:0.10 244:0.83 245:0.60 247:0.67 248:0.62 253:0.53 256:0.73 257:0.93 259:0.21 260:0.68 265:0.16 266:0.91 267:0.52 268:0.62 271:0.22 276:0.59 277:0.95 285:0.50 300:0.98\n0 10:0.82 12:0.01 17:0.81 18:0.76 21:0.78 27:0.69 29:0.56 30:0.38 34:0.96 36:0.33 37:0.45 39:0.93 43:0.08 55:0.92 66:0.13 69:0.91 70:0.50 71:0.90 86:0.72 91:0.10 98:0.29 108:0.81 122:0.92 123:0.80 124:0.82 127:0.23 129:0.05 133:0.74 135:0.42 139:0.70 145:0.74 146:0.53 147:0.59 149:0.15 154:0.07 159:0.55 163:0.79 170:0.94 172:0.16 173:0.86 174:0.79 175:0.91 177:0.38 178:0.55 179:0.61 187:0.21 197:0.81 212:0.14 216:0.18 222:0.35 235:0.80 239:0.82 241:0.18 242:0.75 243:0.34 244:0.93 245:0.53 247:0.39 253:0.20 257:0.84 259:0.21 265:0.31 266:0.71 267:0.36 271:0.22 276:0.42 277:0.87 300:0.33\n1 1:0.65 7:0.75 8:0.66 10:0.82 11:0.52 12:0.01 17:0.09 18:0.93 21:0.54 27:0.41 29:0.56 30:0.91 32:0.72 34:0.64 36:0.40 37:0.38 39:0.93 43:0.75 44:0.92 45:0.98 48:0.91 64:0.77 66:0.42 69:0.58 70:0.28 71:0.90 74:0.88 77:0.70 81:0.64 83:0.69 86:0.96 91:0.11 97:0.99 98:0.33 99:0.99 101:0.65 108:0.79 114:0.76 122:0.65 123:0.77 124:0.77 126:0.51 127:0.57 129:0.81 133:0.74 135:0.92 139:0.97 145:0.76 146:0.41 147:0.48 149:0.96 150:0.50 154:0.66 155:0.57 158:0.81 159:0.62 165:0.81 170:0.94 172:0.78 173:0.50 174:0.79 175:0.75 176:0.70 177:0.70 178:0.55 179:0.29 187:0.87 192:0.86 195:0.79 197:0.81 201:0.63 202:0.36 204:0.85 208:0.61 212:0.89 215:0.58 216:0.56 219:0.94 222:0.35 230:0.77 232:0.87 233:0.66 235:0.88 239:0.82 241:0.01 242:0.50 243:0.37 244:0.61 245:0.89 247:0.55 253:0.67 257:0.65 259:0.21 265:0.35 266:0.54 267:0.36 271:0.22 276:0.77 277:0.69 279:0.81 281:0.86 282:0.80 283:0.67 290:0.76 292:0.88 297:0.36 300:0.70\n1 1:0.58 10:0.84 11:0.52 12:0.01 17:0.76 18:0.64 21:0.76 27:0.67 29:0.56 30:0.76 34:0.96 36:0.56 37:0.27 39:0.93 43:0.69 45:0.73 64:0.77 66:0.54 69:0.69 70:0.22 71:0.90 74:0.38 81:0.68 83:0.91 86:0.70 91:0.25 98:0.33 101:0.65 108:0.52 114:0.66 122:0.65 123:0.50 124:0.45 126:0.54 127:0.31 129:0.05 133:0.36 135:0.51 139:0.68 145:1.00 146:0.37 147:0.44 149:0.45 150:0.45 154:0.58 155:0.47 159:0.37 163:0.79 165:0.93 170:0.94 172:0.21 173:0.73 174:0.79 176:0.73 177:0.88 178:0.55 179:0.93 187:0.39 192:0.46 197:0.84 201:0.59 208:0.64 212:0.42 215:0.46 216:0.48 222:0.35 235:0.99 236:0.97 239:0.84 241:0.24 242:0.45 243:0.63 244:0.61 245:0.40 247:0.35 253:0.50 259:0.21 265:0.35 266:0.23 267:0.52 271:0.22 276:0.17 290:0.66 297:0.36 300:0.18\n0 8:0.61 10:0.90 11:0.52 12:0.01 17:0.13 18:0.72 21:0.40 27:0.13 29:0.56 30:0.45 32:0.78 34:0.73 36:0.19 37:0.79 39:0.93 43:0.14 44:0.93 45:0.73 66:0.13 69:0.80 70:0.50 71:0.90 74:0.54 75:0.96 77:0.70 81:0.30 86:0.76 91:0.10 98:0.32 101:0.65 102:0.98 108:0.64 122:0.65 123:0.69 124:0.69 126:0.24 127:0.28 129:0.05 133:0.59 135:0.95 139:0.81 145:0.61 146:0.19 147:0.05 149:0.10 150:0.33 154:0.68 159:0.33 170:0.94 172:0.21 173:0.87 174:0.83 177:0.05 178:0.55 179:0.83 187:0.68 193:0.97 195:0.64 197:0.87 212:0.23 216:0.83 222:0.35 226:0.96 235:0.42 236:0.92 239:0.94 241:0.15 242:0.24 243:0.21 245:0.45 247:0.47 253:0.43 254:0.74 257:0.93 259:0.21 265:0.14 266:0.38 267:0.69 271:0.22 276:0.29 277:0.95 282:0.86 300:0.33\n1 7:0.69 10:0.96 11:0.75 12:0.01 17:0.81 18:0.69 21:0.54 27:0.59 29:0.56 30:0.32 32:0.66 33:0.97 34:0.56 36:0.56 37:0.49 39:0.93 43:0.78 45:0.66 55:0.59 66:0.89 69:0.54 70:0.61 71:0.90 74:0.49 81:0.28 85:0.72 86:0.80 91:0.23 98:0.66 101:0.96 102:0.96 108:0.41 122:0.77 123:0.40 126:0.24 127:0.20 129:0.05 135:0.66 139:0.76 145:0.94 146:0.73 147:0.77 149:0.62 150:0.31 154:0.70 159:0.30 170:0.94 172:0.68 173:0.52 174:0.91 177:0.88 178:0.55 179:0.34 187:0.87 193:0.97 195:0.75 197:0.93 212:0.59 216:0.40 222:0.35 230:0.71 232:1.00 233:0.76 235:0.60 236:0.92 239:0.96 241:0.15 242:0.21 243:0.89 247:0.79 253:0.40 259:0.21 265:0.67 266:0.47 267:0.44 271:0.22 276:0.57 291:0.97 300:0.43\n1 8:0.70 10:0.90 11:0.81 12:0.01 17:0.69 18:0.76 21:0.78 27:0.09 29:0.56 30:0.30 32:0.80 34:0.20 36:0.47 37:0.82 39:0.93 43:0.79 44:0.93 45:0.77 66:0.09 69:0.75 70:0.93 71:0.90 74:0.62 77:0.89 85:0.72 86:0.82 91:0.33 98:0.19 101:0.96 102:0.98 108:0.58 122:0.65 123:0.93 124:0.93 127:0.45 129:0.05 133:0.92 135:0.77 139:0.84 145:1.00 146:0.25 147:0.31 149:0.68 154:0.73 159:0.87 170:0.94 172:0.27 173:0.45 174:0.86 177:0.88 178:0.55 179:0.52 187:0.68 195:0.98 197:0.85 202:0.54 212:0.23 216:0.56 222:0.35 235:0.42 239:0.93 241:0.46 242:0.16 243:0.31 245:0.61 247:0.88 253:0.47 259:0.21 265:0.12 266:0.89 267:0.28 271:0.22 276:0.61 277:0.69 282:0.88 299:0.88 300:0.84\n1 10:0.96 11:0.52 12:0.01 17:0.11 18:0.73 21:0.68 27:0.45 29:0.56 30:0.11 32:0.72 34:0.91 36:0.18 37:0.50 39:0.93 43:0.11 44:0.92 45:0.73 55:0.92 66:0.23 69:0.70 70:0.85 71:0.90 74:0.51 75:0.96 77:0.70 81:0.26 86:0.78 91:0.12 98:0.40 101:0.65 108:0.80 122:0.95 123:0.78 124:0.87 126:0.24 127:0.49 129:0.05 133:0.85 135:0.84 139:0.79 145:0.52 146:0.24 147:0.30 149:0.16 150:0.29 154:0.70 159:0.67 170:0.94 172:0.32 173:0.60 174:0.93 177:0.88 178:0.55 179:0.68 187:0.68 195:0.84 197:0.93 212:0.16 216:0.77 222:0.35 226:0.96 235:0.80 236:0.92 239:0.94 241:0.27 242:0.28 243:0.38 245:0.56 247:0.79 253:0.41 254:0.86 259:0.21 265:0.42 266:0.80 267:0.69 271:0.22 276:0.52 277:0.87 282:0.80 300:0.55\n0 10:0.90 11:0.75 12:0.01 17:0.20 18:0.81 20:0.89 21:0.78 27:0.45 29:0.56 30:0.36 32:0.72 34:0.78 36:0.17 37:0.50 39:0.93 43:0.80 44:0.92 45:0.81 66:0.19 69:0.73 70:0.56 71:0.90 74:0.69 77:0.70 78:0.86 85:0.72 86:0.84 91:0.11 98:0.58 100:0.73 101:0.96 108:0.56 111:0.84 122:0.83 123:0.84 124:0.73 127:0.37 129:0.59 133:0.73 135:0.87 139:0.85 145:0.52 146:0.72 147:0.76 149:0.77 152:0.87 154:0.75 159:0.69 169:0.72 170:0.94 172:0.61 173:0.58 174:0.83 177:0.88 178:0.55 179:0.46 186:0.86 187:0.68 195:0.89 197:0.86 212:0.27 216:0.77 222:0.35 235:0.95 239:0.89 241:0.24 242:0.15 243:0.59 245:0.71 247:0.90 253:0.50 259:0.21 261:0.85 265:0.45 266:0.80 267:0.44 271:0.22 276:0.65 282:0.80 300:0.43\n2 1:0.65 6:0.83 8:0.63 9:0.73 10:0.96 11:0.75 12:0.01 17:0.43 18:0.83 20:0.93 21:0.40 22:0.93 23:0.97 27:0.38 29:0.56 30:0.76 31:0.90 32:0.80 33:0.97 34:0.61 36:0.91 37:0.28 39:0.93 41:0.88 43:0.93 44:0.93 45:0.77 47:0.93 60:0.95 62:0.98 64:0.77 66:0.89 69:0.33 70:0.47 71:0.90 74:0.80 75:0.99 77:0.70 78:0.98 79:0.89 81:0.75 83:0.91 85:0.80 86:0.91 91:0.10 96:0.73 98:0.74 100:0.98 101:0.96 102:0.98 106:0.81 108:0.26 111:0.98 114:0.82 117:0.86 120:0.61 122:0.65 123:0.25 126:0.54 127:0.23 128:0.96 129:0.05 132:0.97 135:0.98 137:0.90 139:0.93 140:0.45 145:0.72 146:0.72 147:0.76 149:0.86 150:0.56 151:0.62 152:0.87 153:0.48 154:0.93 155:0.65 158:0.86 159:0.29 162:0.86 164:0.67 165:0.93 168:0.96 169:0.98 170:0.94 172:0.68 173:0.38 174:0.86 176:0.73 177:0.88 179:0.41 186:0.98 187:0.68 189:0.85 192:0.98 195:0.68 196:0.93 197:0.90 201:0.65 202:0.50 205:0.97 206:0.81 208:0.64 212:0.77 215:0.67 216:0.67 219:0.95 220:0.91 222:0.35 226:0.96 232:0.98 235:0.68 236:0.97 238:0.95 239:0.97 241:0.15 242:0.14 243:0.89 247:0.84 248:0.61 253:0.75 255:0.73 256:0.58 260:0.61 261:0.96 262:0.93 265:0.74 266:0.27 267:0.65 268:0.59 271:0.22 276:0.54 279:0.81 282:0.88 283:0.67 284:0.92 285:0.62 290:0.82 291:0.97 292:0.88 297:0.36 299:0.88 300:0.55\n1 1:0.66 7:0.81 8:0.67 10:0.98 11:0.75 12:0.20 17:0.73 18:0.87 21:0.30 22:0.93 27:0.43 29:0.94 30:0.40 32:0.80 33:0.97 34:0.89 36:0.44 37:0.44 39:0.36 43:0.78 44:0.93 45:0.90 47:0.93 48:0.91 64:0.77 66:0.54 69:0.79 70:0.94 71:0.86 74:0.86 75:0.99 76:0.85 77:0.70 81:0.77 83:0.69 86:0.92 91:0.12 97:0.94 98:0.41 99:0.95 101:0.65 102:0.98 104:0.96 106:0.81 108:0.62 114:0.86 117:0.86 122:0.95 123:0.60 124:0.83 126:0.54 127:0.46 129:0.05 131:0.61 133:0.88 135:0.91 139:0.96 144:0.76 145:0.41 146:0.80 147:0.83 149:0.91 150:0.67 154:0.70 155:0.57 157:0.87 158:0.86 159:0.83 165:0.81 166:0.96 170:0.90 172:0.84 173:0.57 174:0.98 176:0.73 177:0.88 178:0.55 179:0.26 182:0.87 187:0.39 192:0.58 193:0.99 195:0.95 197:0.98 201:0.65 202:0.49 204:0.83 206:0.81 208:0.64 212:0.60 215:0.72 216:0.48 219:0.95 222:0.97 226:0.96 227:0.61 229:0.61 230:0.83 231:0.94 232:0.97 233:0.76 235:0.60 236:0.97 239:0.99 241:0.07 242:0.21 243:0.63 245:0.81 246:0.96 247:0.93 253:0.70 259:0.21 262:0.93 265:0.43 266:0.92 267:0.18 271:0.32 276:0.83 279:0.80 281:0.91 282:0.88 283:0.67 287:0.61 290:0.86 291:0.97 292:0.88 297:0.36 300:0.94\n1 1:0.66 10:0.98 11:0.75 12:0.20 17:0.66 18:0.97 21:0.30 22:0.93 27:0.24 29:0.94 30:0.45 32:0.80 33:0.97 34:0.97 36:0.38 37:0.80 39:0.36 43:0.79 44:0.93 45:0.96 47:0.93 64:0.77 66:0.63 69:0.76 70:0.59 71:0.86 74:0.76 77:0.70 81:0.77 83:0.69 86:0.96 91:0.15 98:0.62 99:0.95 101:0.65 102:0.98 104:0.93 106:0.81 108:0.89 114:0.86 117:0.86 122:0.92 123:0.89 124:0.49 126:0.54 127:0.59 129:0.59 131:0.61 133:0.47 135:0.94 139:0.96 144:0.76 145:0.52 146:0.71 147:0.76 149:0.93 150:0.67 154:0.72 155:0.51 157:0.94 159:0.78 165:0.81 166:0.96 170:0.90 172:0.94 173:0.59 174:0.97 176:0.73 177:0.88 178:0.55 179:0.17 182:0.87 187:0.39 192:0.50 195:0.91 197:0.96 201:0.65 206:0.81 208:0.64 212:0.88 215:0.72 216:0.67 222:0.97 227:0.61 229:0.61 231:0.94 232:0.95 235:0.60 236:0.97 239:0.98 241:0.10 242:0.52 243:0.36 245:0.98 246:0.96 247:0.91 253:0.67 259:0.21 262:0.93 265:0.63 266:0.63 267:0.92 271:0.32 276:0.89 282:0.88 287:0.61 290:0.86 291:0.97 297:0.36 300:0.70\n2 1:0.67 8:0.67 10:0.98 11:0.75 12:0.20 17:0.55 18:0.95 21:0.22 22:0.93 27:0.24 29:0.94 30:0.60 32:0.80 33:0.97 34:0.89 36:0.47 37:0.80 39:0.36 43:0.79 44:0.93 45:0.97 47:0.93 64:0.77 66:0.68 69:0.75 70:0.56 71:0.86 74:0.80 75:0.99 77:0.70 81:0.79 83:0.69 86:0.95 91:0.31 97:0.94 98:0.41 99:0.95 101:0.65 102:0.98 104:0.93 106:0.81 108:0.96 114:0.90 117:0.86 122:0.92 123:0.95 124:0.50 126:0.54 127:0.76 129:0.59 131:0.61 133:0.60 135:0.98 139:0.96 144:0.76 145:0.69 146:0.66 147:0.71 149:0.92 150:0.72 154:0.72 155:0.52 157:0.93 158:0.86 159:0.90 165:0.81 166:0.96 170:0.90 172:0.95 173:0.45 174:0.97 176:0.73 177:0.88 178:0.55 179:0.17 182:0.87 187:0.21 192:0.51 195:0.98 197:0.94 201:0.66 206:0.81 208:0.64 212:0.89 215:0.79 216:0.67 219:0.95 222:0.97 226:0.96 227:0.61 229:0.61 231:0.94 232:0.95 235:0.52 236:0.97 239:0.98 241:0.46 242:0.51 243:0.31 245:0.96 246:0.96 247:0.90 253:0.70 259:0.21 262:0.93 265:0.43 266:0.63 267:0.94 271:0.32 276:0.82 279:0.80 282:0.88 283:0.67 287:0.61 290:0.90 291:0.97 292:0.88 297:0.36 300:0.70\n2 1:0.64 10:0.98 11:0.75 12:0.20 17:0.95 18:0.89 21:0.30 22:0.93 27:0.72 29:0.94 30:0.33 33:0.97 34:0.96 36:0.85 37:0.95 39:0.36 43:0.62 45:0.93 47:0.93 64:0.77 66:0.35 69:0.40 70:0.93 71:0.86 74:0.70 81:0.59 83:0.56 86:0.93 91:0.27 98:0.42 99:0.83 101:0.65 108:0.31 122:0.95 123:0.30 124:0.82 126:0.32 127:0.81 129:0.59 131:0.61 133:0.81 135:0.98 139:0.90 144:0.76 146:0.77 147:0.81 149:0.58 150:0.55 154:0.87 155:0.49 157:0.90 159:0.83 165:0.65 166:0.96 170:0.90 172:0.77 173:0.19 174:0.97 177:0.88 178:0.55 179:0.31 182:0.87 187:0.87 192:0.45 197:0.98 201:0.60 208:0.50 212:0.82 216:0.06 222:0.97 227:0.61 229:0.61 231:0.94 235:0.52 236:0.94 239:0.97 241:0.41 242:0.28 243:0.51 245:0.87 246:0.96 247:0.86 253:0.51 254:0.74 259:0.21 262:0.93 265:0.44 266:0.89 267:0.79 271:0.32 276:0.81 287:0.61 291:0.97 300:0.98\n2 1:0.64 7:0.81 10:0.98 11:0.75 12:0.20 17:0.61 18:0.95 21:0.54 22:0.93 27:0.24 29:0.94 30:0.68 32:0.80 33:0.97 34:0.97 36:0.69 37:0.80 39:0.36 43:0.81 44:0.93 45:0.98 47:0.93 64:0.77 66:0.35 69:0.70 70:0.59 71:0.86 74:0.78 77:0.70 81:0.72 83:0.69 86:0.96 91:0.20 98:0.47 99:0.95 101:0.65 102:0.98 104:0.93 106:0.81 108:0.92 114:0.77 117:0.86 122:0.92 123:0.91 124:0.69 126:0.54 127:0.68 129:0.81 131:0.61 133:0.67 135:0.90 139:0.97 144:0.76 145:0.70 146:0.26 147:0.32 149:0.91 150:0.58 154:0.75 155:0.64 157:0.95 159:0.86 165:0.81 166:0.96 170:0.90 172:0.90 173:0.45 174:0.98 176:0.73 177:0.88 178:0.55 179:0.17 182:0.87 187:0.39 192:0.87 193:0.99 195:0.95 197:0.96 201:0.63 204:0.85 206:0.81 208:0.64 212:0.90 215:0.58 216:0.67 222:0.97 227:0.61 229:0.61 230:0.83 231:0.94 232:0.95 233:0.66 235:0.80 236:0.97 239:0.99 241:0.05 242:0.27 243:0.16 245:0.98 246:0.96 247:0.82 253:0.64 259:0.21 262:0.93 265:0.49 266:0.75 267:0.52 271:0.32 276:0.88 281:0.86 282:0.88 287:0.61 290:0.77 291:0.97 297:0.36 300:0.94\n2 1:0.64 7:0.75 10:0.93 11:0.75 12:0.20 17:0.45 18:0.76 21:0.47 22:0.93 27:0.41 29:0.94 30:0.86 32:0.78 33:0.97 34:0.97 36:0.40 37:0.68 39:0.36 43:0.29 44:0.93 45:0.87 47:0.93 64:0.77 66:0.44 69:0.76 70:0.30 71:0.86 74:0.57 76:0.85 77:0.70 81:0.74 83:0.69 86:0.82 91:0.15 98:0.19 99:0.95 101:0.65 102:0.98 108:0.79 114:0.80 122:0.93 123:0.78 124:0.69 126:0.54 127:0.42 129:0.05 131:0.61 133:0.62 135:0.93 139:0.87 144:0.76 145:0.54 146:0.22 147:0.28 149:0.49 150:0.60 154:0.62 155:0.53 157:0.90 159:0.45 165:0.81 166:0.96 170:0.90 172:0.41 173:0.79 174:0.89 176:0.73 177:0.88 178:0.55 179:0.70 182:0.87 187:0.68 192:0.55 193:0.99 195:0.69 197:0.90 201:0.64 204:0.80 208:0.64 212:0.61 215:0.63 216:0.59 222:0.97 227:0.61 229:0.61 230:0.77 231:0.94 233:0.65 235:0.74 236:0.97 239:0.95 241:0.10 242:0.33 243:0.36 245:0.61 246:0.96 247:0.55 253:0.60 254:0.94 259:0.21 262:0.93 265:0.21 266:0.47 267:0.91 271:0.32 276:0.35 277:0.87 281:0.86 282:0.86 287:0.61 290:0.80 291:0.97 297:0.36 300:0.33\n1 1:0.60 8:0.87 9:0.74 10:0.98 11:0.75 12:0.20 17:0.59 18:0.94 21:0.30 22:0.93 23:0.98 27:0.19 29:0.94 30:0.75 31:0.96 33:0.97 34:0.67 36:0.26 37:0.73 39:0.36 43:0.63 44:0.88 45:0.94 47:0.93 62:0.99 64:0.77 66:0.09 69:0.51 70:0.31 71:0.86 74:0.51 75:0.99 79:0.95 81:0.55 83:0.69 86:0.94 91:0.64 97:0.99 98:0.49 99:0.83 101:0.65 102:0.96 108:0.66 122:0.93 123:0.38 124:0.44 126:0.32 127:0.34 128:0.99 129:0.05 131:0.98 133:0.39 135:0.92 137:0.96 139:0.95 140:0.45 144:0.76 145:0.47 146:0.44 147:0.50 149:0.87 150:0.50 151:0.91 153:0.72 154:0.52 155:0.56 157:0.94 158:0.86 159:0.31 162:0.86 165:0.65 166:0.96 168:0.99 170:0.90 172:0.79 173:0.61 174:0.96 177:0.88 179:0.33 182:0.88 187:0.87 190:0.89 191:0.81 192:0.49 193:0.98 195:0.60 196:0.98 197:0.98 201:0.57 202:0.61 204:0.81 205:0.98 208:0.64 212:0.88 216:0.81 219:0.95 222:0.97 226:0.98 227:0.99 229:0.94 231:0.95 235:0.42 236:0.94 239:0.99 241:0.61 242:0.59 243:0.27 244:0.83 245:0.84 246:0.96 247:0.55 248:0.85 253:0.41 255:0.72 256:0.68 259:0.21 262:0.93 265:0.44 266:0.38 267:0.84 268:0.70 271:0.32 276:0.67 279:0.82 281:0.86 283:0.67 284:0.94 285:0.50 287:0.97 291:0.97 292:0.95 300:0.33\n2 1:0.66 10:0.97 11:0.75 12:0.20 17:0.67 18:0.98 21:0.30 22:0.93 27:0.24 29:0.94 30:0.45 32:0.80 33:0.97 34:0.97 36:0.20 37:0.80 39:0.36 43:0.79 44:0.93 45:0.92 47:0.93 55:0.45 64:0.77 66:0.97 69:0.76 70:0.48 71:0.86 74:0.73 77:0.70 81:0.77 83:0.69 86:0.95 91:0.20 98:0.84 99:0.95 101:0.65 102:0.98 104:0.93 106:0.81 108:0.59 114:0.86 117:0.86 122:0.92 123:0.56 126:0.54 127:0.34 129:0.05 131:0.61 135:0.87 139:0.95 144:0.76 145:0.54 146:0.88 147:0.90 149:0.91 150:0.67 154:0.72 155:0.51 157:0.92 159:0.46 165:0.81 166:0.96 170:0.90 172:0.93 173:0.75 174:0.93 176:0.73 177:0.88 178:0.55 179:0.19 182:0.87 187:0.21 192:0.50 195:0.74 197:0.94 201:0.65 206:0.81 208:0.64 212:0.88 215:0.72 216:0.67 222:0.97 227:0.61 229:0.61 231:0.94 232:0.95 235:0.60 236:0.97 239:0.98 241:0.18 242:0.63 243:0.97 246:0.96 247:0.82 253:0.66 259:0.21 262:0.93 265:0.84 266:0.54 267:0.23 271:0.32 276:0.86 282:0.88 287:0.61 290:0.86 291:0.97 297:0.36 300:0.55\n1 1:0.66 10:0.99 11:0.75 12:0.20 17:0.70 18:0.99 21:0.30 22:0.93 27:0.24 29:0.94 30:0.45 32:0.80 33:0.97 34:0.97 36:0.21 37:0.80 39:0.36 43:0.79 44:0.93 45:0.96 47:0.93 64:0.77 66:0.63 69:0.76 70:0.56 71:0.86 74:0.77 77:0.70 81:0.77 83:0.69 86:0.97 91:0.14 98:0.72 99:0.95 101:0.65 102:0.98 104:0.93 106:0.81 108:0.79 114:0.86 117:0.86 122:0.92 123:0.77 124:0.50 126:0.54 127:0.44 129:0.59 131:0.61 133:0.47 135:0.93 139:0.97 144:0.76 145:0.63 146:0.71 147:0.76 149:0.94 150:0.67 154:0.72 155:0.51 157:0.94 159:0.62 165:0.81 166:0.96 170:0.90 172:0.94 173:0.69 174:0.96 176:0.73 177:0.88 178:0.55 179:0.16 182:0.87 187:0.21 192:0.50 195:0.82 197:0.97 201:0.65 206:0.81 208:0.64 212:0.89 215:0.72 216:0.67 222:0.97 227:0.61 229:0.61 231:0.94 232:0.95 235:0.60 236:0.97 239:0.99 241:0.07 242:0.53 243:0.36 245:0.98 246:0.96 247:0.82 253:0.67 259:0.21 262:0.93 265:0.72 266:0.38 267:0.36 271:0.32 276:0.92 282:0.88 287:0.61 290:0.86 291:0.97 297:0.36 300:0.55\n2 1:0.66 10:0.98 11:0.75 12:0.20 17:0.62 18:0.98 21:0.30 22:0.93 27:0.24 29:0.94 30:0.44 32:0.80 33:0.97 34:0.98 36:0.21 37:0.80 39:0.36 43:0.79 44:0.93 45:0.95 47:0.93 64:0.77 66:0.98 69:0.76 70:0.56 71:0.86 74:0.80 77:0.70 81:0.77 83:0.69 86:0.97 91:0.11 97:0.89 98:0.89 99:0.95 101:0.65 102:0.98 104:0.93 106:0.81 108:0.59 114:0.86 117:0.86 122:0.92 123:0.56 126:0.54 127:0.44 129:0.05 131:0.61 135:0.93 139:0.97 144:0.76 145:0.63 146:0.94 147:0.95 149:0.94 150:0.67 154:0.72 155:0.51 157:0.94 158:0.77 159:0.60 165:0.81 166:0.96 170:0.90 172:0.96 173:0.70 174:0.96 176:0.73 177:0.88 178:0.55 179:0.16 182:0.87 187:0.21 192:0.50 195:0.80 197:0.96 201:0.65 206:0.81 208:0.64 212:0.88 215:0.72 216:0.67 222:0.97 227:0.61 229:0.61 231:0.94 232:0.95 235:0.60 236:0.97 239:0.99 241:0.10 242:0.55 243:0.98 246:0.96 247:0.86 253:0.68 259:0.21 262:0.93 265:0.89 266:0.63 267:0.87 271:0.32 276:0.91 279:0.76 282:0.88 283:0.82 287:0.61 290:0.86 291:0.97 297:0.36 300:0.55\n1 1:0.67 8:0.63 10:0.98 11:0.75 12:0.20 17:0.59 18:0.94 21:0.22 22:0.93 27:0.24 29:0.94 30:0.60 32:0.80 33:0.97 34:0.87 36:0.47 37:0.80 39:0.36 43:0.79 44:0.93 45:0.97 47:0.93 64:0.77 66:0.67 69:0.75 70:0.55 71:0.86 74:0.75 77:0.70 81:0.79 83:0.69 86:0.95 91:0.25 98:0.42 99:0.95 101:0.65 102:0.98 104:0.93 106:0.81 108:0.96 114:0.90 117:0.86 122:0.92 123:0.95 124:0.50 126:0.54 127:0.78 129:0.59 131:0.61 133:0.60 135:0.99 139:0.94 144:0.76 145:0.69 146:0.66 147:0.71 149:0.92 150:0.72 154:0.72 155:0.52 157:0.93 159:0.90 165:0.81 166:0.96 170:0.90 172:0.95 173:0.45 174:0.96 176:0.73 177:0.88 178:0.55 179:0.18 182:0.87 187:0.39 192:0.51 195:0.98 197:0.94 201:0.66 206:0.81 208:0.64 212:0.89 215:0.79 216:0.67 222:0.97 227:0.61 229:0.61 231:0.94 232:0.95 235:0.52 236:0.97 239:0.98 241:0.46 242:0.52 243:0.31 245:0.96 246:0.96 247:0.90 253:0.68 259:0.21 262:0.93 265:0.44 266:0.71 267:0.94 271:0.32 276:0.82 282:0.88 287:0.61 290:0.90 291:0.97 297:0.36 300:0.70\n2 1:0.66 7:0.81 10:0.99 11:0.75 12:0.20 17:0.64 18:0.98 21:0.30 22:0.93 27:0.24 29:0.94 30:0.61 32:0.80 33:0.97 34:0.95 36:0.32 37:0.80 39:0.36 43:0.81 44:0.93 45:0.97 47:0.93 48:0.91 64:0.77 66:0.33 69:0.69 70:0.56 71:0.86 74:0.83 77:0.70 81:0.77 83:0.69 86:0.98 91:0.29 98:0.63 99:0.95 101:0.65 102:0.98 104:0.93 106:0.81 108:0.68 114:0.86 117:0.86 122:0.92 123:0.66 124:0.69 126:0.54 127:0.47 129:0.81 131:0.61 133:0.67 135:0.77 139:0.98 144:0.76 145:0.63 146:0.24 147:0.30 149:0.96 150:0.67 154:0.75 155:0.63 157:0.95 159:0.61 165:0.81 166:0.96 170:0.90 172:0.87 173:0.62 174:0.97 176:0.73 177:0.88 178:0.55 179:0.16 182:0.88 187:0.39 192:0.86 193:0.99 195:0.81 197:0.98 201:0.65 204:0.85 206:0.81 208:0.64 212:0.92 215:0.72 216:0.67 222:0.97 227:0.61 229:0.61 230:0.83 231:0.94 232:0.95 233:0.66 235:0.60 236:0.97 239:0.99 241:0.07 242:0.33 243:0.18 245:0.97 246:0.96 247:0.82 253:0.69 259:0.21 262:0.93 265:0.64 266:0.54 267:0.28 271:0.32 276:0.91 281:0.86 282:0.88 287:0.61 290:0.86 291:0.97 297:0.36 300:0.70\n2 1:0.68 10:0.91 11:0.75 12:0.20 17:0.06 18:0.67 21:0.13 22:0.93 27:0.36 29:0.94 30:0.95 33:0.97 34:0.47 36:0.39 37:0.64 39:0.36 43:0.91 45:0.73 47:0.93 64:0.77 66:0.69 69:0.41 71:0.86 74:0.57 75:0.99 81:0.81 83:0.69 86:0.77 91:0.53 97:0.94 98:0.17 99:0.95 101:0.65 104:0.96 106:0.81 108:0.31 114:0.92 117:0.86 122:0.93 123:0.30 126:0.54 127:0.10 129:0.05 131:0.61 135:0.73 139:0.82 144:0.76 146:0.18 147:0.23 149:0.70 150:0.77 154:0.90 155:0.52 157:0.79 158:0.86 159:0.09 165:0.81 166:0.96 170:0.90 172:0.21 173:0.69 174:0.79 176:0.73 177:0.88 178:0.55 179:0.13 182:0.87 187:0.68 192:0.54 197:0.85 201:0.67 206:0.81 208:0.64 212:0.95 215:0.84 216:0.72 219:0.95 222:0.97 226:0.96 227:0.61 229:0.61 231:0.94 232:0.97 235:0.42 236:0.97 239:0.93 241:0.27 242:0.63 243:0.73 246:0.96 247:0.30 253:0.66 259:0.21 262:0.93 265:0.18 266:0.12 267:0.23 271:0.32 276:0.23 279:0.80 283:0.67 287:0.61 290:0.92 291:0.97 292:0.88 297:0.36 300:0.08\n1 1:0.68 8:0.76 10:0.99 11:0.75 12:0.20 17:0.85 18:0.92 21:0.05 22:0.93 27:0.31 29:0.94 30:0.09 33:0.97 34:0.40 36:0.95 37:0.68 39:0.36 43:0.88 45:0.88 47:0.93 64:0.77 66:0.86 69:0.35 70:0.95 71:0.86 74:0.87 75:0.99 77:0.70 81:0.83 83:0.69 86:0.95 91:0.25 97:0.94 98:0.89 99:0.95 101:0.65 102:0.94 104:0.98 106:0.81 108:0.27 114:0.95 117:0.86 122:0.94 123:0.26 124:0.38 126:0.54 127:0.82 129:0.05 131:0.61 133:0.62 135:0.97 139:0.94 144:0.76 145:0.65 146:0.99 147:0.99 149:0.85 150:0.82 154:0.87 155:0.53 157:0.87 158:0.86 159:0.87 165:0.81 166:0.96 170:0.90 172:0.96 173:0.14 174:0.99 176:0.73 177:0.88 178:0.55 179:0.19 182:0.87 187:0.39 192:0.55 195:0.95 197:0.99 201:0.67 202:0.46 206:0.81 208:0.64 212:0.60 215:0.91 216:0.57 219:0.95 222:0.97 226:0.96 227:0.61 229:0.61 231:0.94 232:0.99 235:0.31 236:0.97 239:0.99 241:0.43 242:0.18 243:0.87 245:0.87 246:0.96 247:0.98 253:0.74 262:0.93 265:0.89 266:0.75 267:0.91 271:0.32 276:0.92 279:0.80 282:0.75 283:0.67 287:0.61 290:0.95 291:0.97 292:0.88 297:0.36 300:0.84\n2 1:0.68 7:0.70 8:0.71 9:0.74 10:0.97 11:0.75 12:0.20 17:0.06 18:0.83 21:0.13 23:0.96 27:0.19 29:0.94 30:0.74 31:0.90 34:0.79 36:0.75 37:0.73 39:0.36 43:0.96 45:0.90 62:0.98 64:0.77 66:0.77 69:0.15 70:0.53 71:0.86 74:0.85 75:0.99 79:0.90 81:0.81 83:0.69 86:0.92 91:0.17 96:0.74 97:0.94 98:0.76 99:0.95 101:0.65 102:0.94 108:0.59 114:0.92 120:0.62 122:0.94 123:0.57 124:0.41 126:0.54 127:0.56 128:0.96 129:0.59 131:0.98 133:0.47 135:0.70 137:0.90 139:0.93 140:0.80 144:0.76 145:0.67 146:0.18 147:0.23 149:0.92 150:0.77 151:0.69 153:0.48 154:0.96 155:0.65 157:0.89 158:0.86 159:0.40 162:0.51 164:0.57 165:0.81 166:0.96 168:0.96 170:0.90 172:0.81 173:0.27 174:0.94 176:0.73 177:0.88 178:0.42 179:0.41 182:0.88 187:0.87 192:0.98 193:0.98 195:0.63 196:0.94 197:0.96 201:0.67 202:0.60 204:0.83 205:0.95 208:0.64 212:0.90 215:0.84 216:0.81 219:0.95 220:0.74 222:0.97 226:0.96 227:0.99 229:0.93 230:0.73 231:0.94 233:0.66 235:0.42 236:0.97 239:0.98 241:0.12 242:0.18 243:0.19 245:0.81 246:0.96 247:0.94 248:0.64 253:0.80 255:0.74 256:0.45 259:0.21 260:0.63 265:0.76 266:0.47 267:0.18 268:0.46 271:0.32 276:0.70 279:0.80 281:0.86 283:0.67 284:0.89 285:0.62 287:0.97 290:0.92 292:0.88 297:0.36 300:0.70\n1 1:0.58 10:0.94 11:0.75 12:0.20 17:0.67 18:0.84 21:0.47 22:0.93 27:0.19 29:0.94 30:0.45 33:0.97 34:0.90 36:0.43 37:0.73 39:0.36 43:0.11 45:0.81 47:0.93 48:0.91 64:0.77 66:0.30 69:0.37 70:0.46 71:0.86 74:0.57 81:0.51 83:0.69 86:0.87 91:0.40 97:0.89 98:0.19 99:0.83 101:0.65 108:0.29 122:0.65 123:0.28 124:0.78 126:0.32 127:0.47 129:0.59 131:0.61 133:0.73 135:0.90 139:0.84 144:0.76 145:0.61 146:0.25 147:0.31 149:0.09 150:0.46 154:0.74 155:0.52 157:0.83 158:0.77 159:0.45 165:0.65 166:0.96 170:0.90 172:0.32 173:0.39 174:0.86 177:0.88 178:0.55 179:0.74 182:0.87 187:0.98 192:0.46 193:0.98 197:0.89 201:0.55 204:0.82 208:0.61 212:0.58 216:0.81 222:0.97 227:0.61 229:0.61 231:0.94 235:0.60 236:0.94 239:0.93 241:0.27 242:0.22 243:0.48 245:0.56 246:0.96 247:0.67 253:0.45 254:0.74 259:0.21 262:0.93 265:0.20 266:0.47 267:0.69 271:0.32 276:0.40 279:0.76 281:0.91 283:0.82 287:0.61 291:0.97 300:0.33\n2 1:0.66 7:0.81 8:0.77 10:0.98 11:0.75 12:0.20 17:0.92 18:0.93 21:0.30 22:0.93 27:0.34 29:0.94 30:0.36 32:0.80 33:0.97 34:0.76 36:0.99 37:0.64 39:0.36 43:0.83 44:0.93 45:0.92 47:0.93 48:0.91 64:0.77 66:0.60 69:0.37 70:0.85 71:0.86 74:0.83 75:0.99 77:0.89 81:0.77 83:0.69 86:0.93 91:0.18 97:0.99 98:0.85 99:0.95 101:0.65 102:0.98 104:0.99 106:0.81 108:0.29 114:0.86 117:0.86 122:0.94 123:0.28 124:0.51 126:0.54 127:0.46 129:0.59 131:0.61 133:0.47 135:0.93 139:0.96 144:0.76 145:0.89 146:0.95 147:0.96 149:0.85 150:0.67 154:0.79 155:0.57 157:0.92 158:0.86 159:0.69 165:0.81 166:0.96 170:0.90 172:0.87 173:0.23 174:0.98 176:0.73 177:0.88 178:0.55 179:0.23 182:0.87 187:0.68 192:0.58 193:0.99 195:0.88 197:0.98 201:0.65 202:0.36 204:0.84 206:0.81 208:0.64 212:0.74 215:0.72 216:0.51 219:0.95 222:0.97 226:0.96 227:0.61 229:0.61 230:0.83 231:0.94 232:0.99 233:0.66 235:0.60 236:0.97 239:0.99 241:0.03 242:0.27 243:0.67 245:0.95 246:0.96 247:0.94 253:0.69 259:0.21 262:0.93 265:0.85 266:0.63 267:0.59 271:0.32 276:0.85 279:0.82 281:0.91 282:0.88 283:0.67 287:0.61 290:0.86 291:0.97 292:0.95 297:0.36 300:0.70\n2 1:0.66 7:0.81 10:0.98 11:0.75 12:0.20 17:0.61 18:0.96 21:0.30 22:0.93 27:0.24 29:0.94 30:0.60 32:0.80 33:0.97 34:0.94 36:0.41 37:0.80 39:0.36 43:0.81 44:0.93 45:0.97 47:0.93 64:0.77 66:0.32 69:0.69 70:0.59 71:0.86 74:0.79 77:0.70 81:0.77 83:0.69 86:0.96 91:0.20 98:0.48 99:0.95 101:0.65 102:0.98 104:0.93 106:0.81 108:0.88 114:0.86 117:0.86 122:0.92 123:0.87 124:0.69 126:0.54 127:0.63 129:0.81 131:0.61 133:0.67 135:0.89 139:0.97 144:0.76 145:0.63 146:0.25 147:0.31 149:0.91 150:0.67 154:0.75 155:0.63 157:0.94 159:0.79 165:0.81 166:0.96 170:0.90 172:0.87 173:0.52 174:0.97 176:0.73 177:0.88 178:0.55 179:0.18 182:0.87 187:0.39 192:0.86 193:0.99 195:0.91 197:0.96 201:0.65 204:0.85 206:0.81 208:0.64 212:0.91 215:0.72 216:0.67 222:0.97 227:0.61 229:0.61 230:0.83 231:0.94 232:0.95 233:0.66 235:0.60 236:0.97 239:0.99 241:0.07 242:0.36 243:0.18 245:0.97 246:0.96 247:0.84 253:0.68 259:0.21 262:0.93 265:0.50 266:0.75 267:0.36 271:0.32 276:0.87 281:0.86 282:0.88 287:0.61 290:0.86 291:0.97 297:0.36 300:0.84\n2 1:0.64 7:0.75 10:0.96 11:0.75 12:0.20 17:0.84 18:0.82 21:0.47 22:0.93 27:0.58 29:0.94 30:0.74 32:0.78 33:0.97 34:0.67 36:0.46 37:0.71 39:0.36 43:0.19 44:0.93 45:0.95 47:0.93 64:0.77 66:0.23 69:0.84 70:0.39 71:0.86 74:0.74 76:0.85 77:0.70 81:0.74 83:0.69 86:0.89 91:0.15 97:0.89 98:0.39 99:0.95 101:0.65 102:0.98 104:0.99 106:0.81 108:0.89 114:0.80 117:0.86 122:0.93 123:0.89 124:0.87 126:0.54 127:0.68 129:0.93 131:0.61 133:0.87 135:0.21 139:0.91 144:0.76 145:0.77 146:0.47 147:0.05 149:0.09 150:0.60 154:0.52 155:0.53 157:0.92 158:0.76 159:0.84 165:0.81 166:0.96 170:0.90 172:0.63 173:0.66 174:0.94 176:0.73 177:0.05 178:0.55 179:0.34 182:0.87 187:0.68 192:0.55 193:0.99 195:0.94 197:0.91 201:0.64 204:0.80 206:0.81 208:0.64 212:0.30 215:0.63 216:0.49 222:0.97 227:0.61 229:0.61 230:0.77 231:0.94 232:0.99 233:0.65 235:0.74 236:0.97 239:0.97 241:0.52 242:0.33 243:0.07 245:0.83 246:0.96 247:0.55 253:0.64 254:0.74 257:0.93 259:0.21 262:0.93 265:0.41 266:0.84 267:0.44 271:0.32 276:0.78 279:0.75 281:0.86 282:0.86 283:0.67 287:0.61 290:0.80 291:0.97 297:0.36 300:0.55\n0 1:0.64 9:0.75 10:0.93 11:0.75 12:0.20 17:0.81 18:0.96 21:0.47 22:0.93 23:0.98 27:0.61 29:0.94 30:0.29 31:0.93 33:0.97 37:0.41 39:0.36 43:0.74 44:0.85 45:0.87 47:0.93 55:0.71 62:0.98 64:0.77 66:0.68 69:0.84 70:0.74 71:0.86 74:0.62 75:0.99 79:0.92 81:0.74 83:0.69 86:0.85 91:0.23 96:0.79 97:0.94 98:0.74 99:0.95 101:0.65 102:0.94 104:0.96 106:0.81 108:0.80 114:0.80 117:0.86 120:0.67 122:0.92 123:0.78 124:0.48 126:0.54 127:0.34 128:0.97 129:0.59 131:0.98 133:0.60 137:0.93 139:0.88 140:0.45 144:0.76 145:0.87 146:0.58 147:0.63 149:0.76 150:0.60 151:0.77 153:0.48 154:0.65 155:0.66 157:0.83 158:0.86 159:0.80 162:0.79 164:0.71 165:0.81 166:0.96 168:0.97 170:0.90 172:0.91 173:0.64 174:0.93 176:0.73 177:0.88 179:0.18 182:0.88 187:0.39 192:0.99 193:0.98 195:0.95 196:0.95 197:0.93 201:0.64 202:0.60 204:0.81 205:0.98 206:0.81 208:0.64 212:0.61 215:0.63 216:0.40 219:0.95 220:0.87 222:0.97 226:0.96 227:0.99 229:0.94 231:0.95 232:0.97 235:0.74 236:0.97 239:0.95 241:0.37 242:0.74 243:0.29 245:0.91 246:0.96 247:0.91 248:0.74 253:0.79 255:0.78 256:0.64 260:0.68 262:0.93 265:0.75 266:0.75 268:0.65 271:0.32 276:0.88 279:0.80 281:0.91 283:0.67 284:0.94 285:0.62 287:0.97 290:0.80 291:0.97 292:0.88 297:0.36 300:0.70\n2 1:0.66 10:0.98 11:0.75 12:0.20 17:0.66 18:0.98 21:0.30 22:0.93 27:0.24 29:0.94 30:0.40 32:0.80 33:0.97 34:0.95 36:0.23 37:0.80 39:0.36 43:0.79 44:0.93 45:0.95 47:0.93 64:0.77 66:0.59 69:0.76 70:0.59 71:0.86 74:0.75 77:0.70 81:0.77 83:0.69 86:0.96 91:0.12 98:0.60 99:0.95 101:0.65 102:0.98 104:0.93 106:0.81 108:0.85 114:0.86 117:0.86 122:0.92 123:0.84 124:0.59 126:0.54 127:0.48 129:0.59 131:0.61 133:0.60 135:0.95 139:0.95 144:0.76 145:0.54 146:0.78 147:0.82 149:0.93 150:0.67 154:0.72 155:0.51 157:0.93 159:0.68 165:0.81 166:0.96 170:0.90 172:0.92 173:0.66 174:0.94 176:0.73 177:0.88 178:0.55 179:0.18 182:0.87 187:0.21 192:0.50 195:0.86 197:0.94 201:0.65 206:0.81 208:0.64 212:0.86 215:0.72 216:0.67 222:0.97 227:0.61 229:0.61 231:0.94 232:0.95 235:0.60 236:0.97 239:0.98 241:0.15 242:0.63 243:0.39 245:0.95 246:0.96 247:0.82 253:0.67 259:0.21 262:0.93 265:0.61 266:0.71 267:0.93 271:0.32 276:0.90 282:0.88 287:0.61 290:0.86 291:0.97 297:0.36 300:0.70\n2 9:0.75 10:0.91 11:0.75 12:0.20 17:0.51 18:0.67 21:0.78 22:0.93 23:0.96 27:0.36 29:0.94 30:0.95 31:0.92 33:0.97 34:0.37 36:0.66 37:0.64 39:0.36 43:0.91 45:0.73 47:0.93 62:0.97 66:0.69 69:0.35 71:0.86 74:0.57 75:0.99 79:0.91 83:0.69 86:0.77 91:0.48 96:0.77 97:0.94 98:0.19 101:0.65 104:0.96 106:0.81 108:0.27 117:0.86 120:0.65 122:0.93 123:0.26 127:0.10 128:0.97 129:0.05 131:0.98 135:0.79 137:0.92 139:0.82 140:0.45 144:0.76 146:0.18 147:0.23 149:0.70 151:0.77 153:0.48 154:0.90 155:0.65 157:0.79 158:0.86 159:0.09 162:0.86 164:0.57 166:0.61 168:0.97 170:0.90 172:0.21 173:0.72 174:0.79 177:0.88 179:0.16 182:0.88 187:0.39 192:0.98 196:0.93 197:0.85 202:0.36 205:0.95 206:0.81 208:0.64 212:0.95 216:0.72 219:0.95 220:0.62 222:0.97 226:0.96 227:0.99 229:0.93 231:0.94 232:0.97 235:0.02 239:0.93 241:0.63 242:0.63 243:0.73 246:0.61 247:0.30 248:0.70 253:0.69 255:0.78 256:0.45 259:0.21 260:0.66 262:0.93 265:0.21 266:0.12 267:0.19 268:0.46 271:0.32 276:0.23 279:0.80 283:0.67 284:0.89 285:0.62 287:0.97 291:0.97 292:0.88 300:0.08\n0 11:0.82 17:0.22 18:0.64 21:0.78 27:0.45 29:0.77 30:0.76 32:0.69 34:0.77 36:0.21 37:0.50 39:0.98 43:0.60 55:0.42 66:0.77 69:0.70 70:0.29 71:0.89 74:0.57 77:0.70 86:0.74 91:0.10 98:0.39 108:0.53 122:0.51 123:0.51 127:0.13 129:0.05 135:0.61 139:0.71 144:0.85 145:0.52 146:0.48 147:0.54 149:0.42 154:0.72 159:0.17 163:0.90 172:0.37 173:0.70 177:0.70 178:0.55 179:0.37 187:0.68 195:0.71 212:0.52 216:0.77 222:0.20 235:0.22 241:0.10 242:0.24 243:0.79 247:0.47 253:0.38 254:0.92 259:0.21 265:0.41 266:0.27 267:0.44 271:0.47 276:0.22 282:0.77 300:0.25\n0 11:0.91 17:0.57 18:0.74 21:0.78 27:0.62 29:0.77 30:0.13 34:0.99 36:0.68 37:0.70 39:0.98 43:0.67 45:0.66 55:0.84 66:0.71 69:0.37 70:0.84 71:0.89 74:0.36 86:0.73 91:0.44 98:0.74 101:0.52 108:0.62 122:0.77 123:0.59 124:0.43 127:0.47 129:0.59 133:0.47 135:0.47 139:0.70 144:0.85 145:0.91 146:0.38 147:0.45 149:0.48 154:0.56 159:0.41 172:0.65 173:0.42 175:0.75 177:0.38 178:0.55 179:0.59 187:0.39 202:0.46 212:0.57 216:0.32 222:0.20 235:0.74 241:0.21 242:0.45 243:0.23 244:0.61 245:0.69 247:0.60 253:0.29 257:0.65 259:0.21 265:0.74 266:0.54 267:0.28 271:0.47 276:0.58 277:0.69 300:0.55\n0 1:0.69 11:0.91 17:0.81 18:0.73 21:0.74 27:0.52 29:0.77 30:0.71 32:0.78 34:0.97 36:0.26 37:0.34 39:0.98 43:0.64 44:0.93 45:0.81 66:0.63 69:0.33 70:0.40 71:0.89 74:0.73 77:0.70 81:0.31 83:0.60 86:0.85 91:0.58 97:0.98 98:0.36 99:0.83 101:0.52 108:0.26 114:0.54 122:0.51 123:0.25 124:0.45 126:0.44 127:0.27 129:0.05 133:0.43 135:0.42 139:0.86 144:0.85 145:0.50 146:0.51 147:0.57 149:0.40 150:0.51 154:0.85 155:0.58 158:0.78 159:0.47 165:0.70 172:0.41 173:0.26 176:0.66 177:0.70 178:0.55 179:0.72 187:0.68 192:0.59 195:0.82 201:0.68 208:0.54 212:0.61 215:0.36 216:0.40 222:0.20 235:0.95 241:0.10 242:0.33 243:0.68 245:0.54 247:0.55 253:0.42 254:0.92 259:0.21 265:0.38 266:0.38 267:0.65 271:0.47 276:0.26 279:0.82 282:0.86 283:0.78 290:0.54 297:0.36 300:0.33\n0 8:0.66 11:0.91 17:0.18 18:0.88 21:0.59 22:0.93 27:0.21 29:0.77 30:0.40 31:0.90 34:0.42 36:0.47 37:0.74 39:0.98 43:0.34 45:0.81 47:0.93 48:0.91 55:0.59 64:0.77 66:0.60 69:0.27 70:0.84 71:0.89 74:0.66 79:0.91 81:0.24 86:0.84 91:0.49 98:0.75 101:0.52 108:0.93 122:0.77 123:0.93 124:0.66 126:0.26 127:0.95 129:0.59 133:0.74 135:0.24 137:0.90 139:0.83 140:0.45 144:0.85 146:0.95 147:0.96 149:0.74 150:0.24 151:0.55 153:0.48 154:0.38 159:0.92 162:0.62 172:0.99 173:0.09 177:0.70 179:0.11 187:0.39 190:0.89 196:0.92 202:0.67 212:0.91 216:0.95 219:0.89 220:0.87 222:0.20 235:0.68 241:0.37 242:0.58 243:0.37 244:0.61 245:0.99 247:0.92 248:0.56 253:0.40 256:0.68 259:0.21 262:0.93 265:0.76 266:0.80 267:0.99 268:0.68 271:0.47 276:0.98 281:0.89 284:0.92 285:0.47 292:0.91 300:0.94\n0 11:0.91 17:0.15 18:0.72 21:0.13 22:0.93 27:0.43 29:0.77 30:0.21 34:0.95 36:0.55 37:0.66 39:0.98 43:0.63 45:0.81 47:0.93 55:0.45 64:0.77 66:0.96 69:0.65 70:0.77 71:0.89 74:0.65 81:0.36 86:0.69 91:0.35 98:0.89 101:0.52 108:0.49 122:0.75 123:0.47 126:0.26 127:0.43 129:0.05 135:0.68 139:0.67 144:0.85 146:0.84 147:0.87 149:0.68 150:0.32 154:0.53 159:0.41 172:0.90 173:0.70 177:0.70 178:0.55 179:0.27 187:0.68 212:0.90 216:0.68 222:0.20 235:0.12 241:0.37 242:0.30 243:0.96 244:0.61 247:0.74 253:0.40 259:0.21 262:0.93 265:0.89 266:0.27 267:0.36 271:0.47 276:0.82 300:0.55\n0 1:0.69 8:0.62 9:0.80 11:0.91 17:0.24 21:0.47 27:0.28 29:0.77 30:0.28 31:0.87 34:0.59 36:0.47 37:0.49 39:0.98 43:0.72 45:0.66 55:0.71 66:0.29 69:0.19 70:0.95 71:0.89 74:0.48 79:0.87 81:0.34 83:0.60 91:0.48 96:0.76 97:0.89 98:0.47 99:0.83 101:0.52 108:0.67 114:0.59 117:0.86 120:0.74 122:0.77 123:0.65 124:0.70 126:0.44 127:0.73 129:0.59 133:0.64 135:0.83 137:0.87 139:0.68 140:0.80 144:0.85 146:0.13 147:0.18 149:0.44 150:0.52 151:0.65 153:0.48 154:0.62 155:0.67 158:0.79 159:0.58 162:0.86 164:0.55 165:0.70 172:0.37 173:0.21 175:0.75 176:0.66 177:0.38 179:0.73 187:0.99 190:0.89 192:0.87 196:0.87 201:0.68 202:0.56 208:0.64 212:0.27 215:0.41 216:0.67 219:0.92 222:0.20 235:0.60 241:0.21 242:0.58 243:0.20 244:0.61 245:0.65 247:0.55 248:0.64 253:0.57 255:0.79 256:0.64 257:0.65 259:0.21 260:0.64 265:0.49 266:0.71 267:0.44 268:0.65 271:0.47 276:0.49 277:0.69 279:0.86 283:0.82 284:0.87 285:0.62 290:0.59 292:0.87 297:0.36 300:0.84\n1 8:0.75 11:0.91 17:0.82 18:0.93 21:0.47 22:0.93 27:0.40 29:0.77 30:0.70 31:0.93 34:0.44 36:0.45 37:0.31 39:0.98 43:0.57 44:0.87 45:0.77 47:0.93 48:0.91 55:0.45 64:0.77 66:0.43 69:0.25 70:0.57 71:0.89 74:0.46 79:0.95 81:0.26 86:0.88 91:0.78 98:0.56 101:0.52 108:0.81 123:0.80 124:0.76 126:0.26 127:0.90 129:0.05 133:0.74 135:0.78 137:0.93 139:0.88 140:0.80 144:0.85 145:0.90 146:0.82 147:0.85 149:0.66 150:0.25 151:0.60 153:0.48 154:0.67 159:0.81 162:0.56 172:0.92 173:0.14 177:0.70 178:0.42 179:0.17 187:0.21 190:0.89 191:0.82 195:0.90 196:0.95 202:0.72 212:0.88 216:0.36 219:0.89 220:0.93 222:0.20 235:0.52 241:0.49 242:0.38 243:0.36 245:0.97 247:0.88 248:0.61 253:0.34 254:0.99 256:0.68 259:0.21 262:0.93 265:0.57 266:0.75 267:0.28 268:0.70 271:0.47 276:0.94 277:0.69 281:0.89 284:0.93 285:0.47 292:0.95 300:0.70\n0 7:0.63 11:0.91 17:0.73 18:0.82 21:0.30 27:0.72 29:0.77 30:0.87 32:0.63 34:0.34 36:0.28 37:0.23 39:0.98 43:0.57 44:0.90 45:0.73 48:0.97 55:0.59 64:0.77 66:0.84 69:0.62 70:0.39 71:0.89 74:0.39 81:0.39 86:0.79 91:0.33 98:0.86 101:0.52 108:0.47 123:0.46 124:0.38 126:0.44 127:0.61 129:0.05 132:0.97 133:0.37 135:0.69 139:0.81 144:0.85 145:0.79 146:0.91 147:0.92 149:0.51 150:0.32 154:0.53 159:0.58 172:0.83 173:0.58 177:0.70 178:0.55 179:0.41 187:0.39 192:0.51 195:0.81 201:0.68 212:0.80 215:0.44 216:0.16 222:0.20 230:0.63 233:0.73 235:0.42 241:0.49 242:0.72 243:0.85 244:0.61 245:0.73 247:0.79 253:0.31 259:0.21 265:0.86 266:0.54 267:0.87 271:0.47 276:0.74 281:0.91 297:0.36 300:0.55\n0 8:0.66 11:0.91 17:0.49 18:0.94 21:0.13 27:0.65 29:0.77 30:0.14 31:0.89 34:0.64 36:0.94 37:0.36 39:0.98 43:0.62 45:0.66 55:0.84 64:0.77 66:0.16 69:0.12 70:0.99 71:0.89 74:0.38 79:0.89 81:0.36 86:0.92 91:0.31 98:0.24 101:0.52 108:0.10 122:0.86 123:0.10 124:0.97 126:0.26 127:0.96 129:0.05 133:0.97 135:0.88 137:0.89 139:0.91 140:0.45 144:0.85 146:0.78 147:0.82 149:0.36 150:0.32 151:0.51 153:0.48 154:0.67 159:0.95 162:0.86 172:0.70 173:0.06 177:0.70 179:0.26 187:0.95 190:0.89 192:0.51 196:0.92 202:0.50 212:0.30 216:0.27 219:0.92 220:0.74 222:0.20 235:0.12 241:0.07 242:0.41 243:0.37 245:0.82 247:0.96 248:0.52 253:0.30 254:0.97 256:0.58 259:0.21 265:0.26 266:0.98 267:0.89 268:0.59 271:0.47 276:0.87 283:0.78 284:0.88 285:0.47 292:0.91 300:0.99\n0 8:0.81 11:0.82 17:0.78 18:0.64 21:0.78 27:0.52 29:0.77 30:0.76 34:0.24 36:0.24 39:0.98 43:0.12 55:0.42 66:0.64 69:0.73 70:0.15 71:0.89 74:0.36 86:0.65 91:0.72 98:0.20 108:0.56 122:0.83 123:0.54 127:0.10 129:0.05 135:0.49 139:0.63 144:0.85 145:0.87 146:0.33 147:0.40 149:0.06 154:0.50 159:0.13 163:0.98 172:0.16 173:0.64 177:0.70 178:0.55 179:0.32 202:0.80 212:0.95 216:0.18 222:0.20 235:0.84 241:0.85 242:0.82 243:0.69 244:0.61 247:0.12 253:0.29 254:0.74 259:0.21 265:0.22 266:0.12 267:0.76 271:0.47 276:0.13 300:0.13\n0 9:0.76 17:0.04 21:0.78 27:0.16 29:0.77 30:0.95 31:0.90 34:0.80 36:0.71 37:0.79 39:0.98 43:0.64 55:0.59 66:0.54 69:0.48 71:0.89 74:0.26 79:0.91 91:0.73 96:0.78 98:0.24 108:0.37 120:0.68 123:0.35 127:0.11 129:0.05 135:0.30 137:0.90 138:0.98 140:0.90 144:0.85 146:0.21 147:0.27 149:0.31 151:0.81 153:0.48 154:0.53 155:0.58 159:0.10 162:0.53 164:0.76 172:0.10 173:0.76 175:0.75 177:0.38 178:0.50 179:0.66 187:0.39 190:0.77 192:0.59 202:0.86 208:0.54 216:0.69 220:0.82 222:0.20 235:0.80 241:0.64 243:0.63 244:0.61 248:0.76 253:0.55 254:0.93 255:0.79 256:0.85 257:0.65 259:0.21 260:0.64 265:0.26 267:0.44 268:0.83 271:0.47 277:0.69 284:0.91 285:0.62 300:0.08\n0 11:0.91 17:0.20 18:0.90 21:0.78 27:0.12 29:0.77 30:0.54 34:0.96 36:0.46 37:0.87 39:0.98 43:0.15 45:0.83 55:0.71 66:0.90 69:0.56 70:0.32 71:0.89 74:0.70 86:0.95 91:0.29 98:0.87 101:0.52 108:0.43 122:0.57 123:0.41 127:0.41 129:0.05 135:0.60 139:0.92 144:0.85 146:0.68 147:0.73 149:0.17 154:0.74 159:0.26 172:0.71 173:0.73 177:0.70 178:0.55 179:0.54 187:0.68 212:0.93 216:0.52 222:0.20 235:0.60 241:0.24 242:0.37 243:0.90 247:0.55 253:0.41 254:0.93 259:0.21 265:0.87 266:0.17 267:0.36 271:0.47 276:0.61 300:0.25\n0 11:0.91 17:0.36 18:0.59 21:0.13 22:0.93 27:0.27 29:0.77 30:0.11 34:0.37 36:0.76 37:0.35 39:0.98 43:0.59 45:0.66 47:0.93 55:0.42 64:0.77 66:0.67 69:0.92 70:0.93 71:0.89 74:0.49 81:0.55 86:0.68 91:0.15 98:0.58 101:0.52 106:0.81 108:0.34 117:0.86 122:0.75 123:0.33 124:0.45 126:0.44 127:0.65 129:0.05 133:0.43 135:0.73 139:0.65 144:0.85 146:0.23 147:0.73 149:0.30 150:0.39 154:0.47 158:0.71 159:0.57 172:0.57 173:0.98 177:0.38 178:0.55 179:0.71 187:0.95 192:0.51 201:0.68 206:0.81 212:0.27 215:0.61 216:0.75 222:0.20 235:0.22 241:0.15 242:0.28 243:0.72 245:0.66 247:0.67 253:0.35 254:0.96 257:0.65 259:0.21 262:0.93 265:0.59 266:0.63 267:0.59 271:0.47 276:0.40 277:0.69 297:0.36 300:0.70\n0 1:0.74 11:0.91 17:0.55 18:0.95 21:0.54 27:0.52 29:0.77 30:0.27 34:0.97 36:0.65 37:0.35 39:0.98 43:0.57 44:0.87 45:0.66 48:0.97 55:0.52 64:0.77 66:0.29 69:0.83 70:0.79 71:0.89 74:0.43 81:0.44 83:0.60 86:0.90 91:0.22 97:0.89 98:0.61 99:0.83 101:0.52 108:0.21 114:0.59 122:0.86 123:0.66 124:0.71 126:0.54 127:0.80 129:0.59 133:0.66 135:0.74 139:0.89 144:0.85 145:0.92 146:0.70 147:0.54 149:0.44 150:0.66 154:0.57 155:0.67 158:0.78 159:0.59 165:0.70 172:0.54 173:0.84 176:0.73 177:0.38 178:0.55 179:0.53 187:0.68 192:0.87 195:0.76 201:0.93 202:0.36 208:0.64 212:0.59 215:0.39 216:0.34 222:0.20 235:0.74 241:0.37 242:0.54 243:0.48 244:0.61 245:0.80 247:0.84 253:0.42 257:0.65 259:0.21 265:0.39 266:0.71 267:0.79 271:0.47 276:0.67 279:0.82 281:0.89 283:0.66 290:0.59 297:0.36 300:0.70\n0 11:0.82 17:0.30 18:0.83 21:0.78 27:0.45 29:0.77 30:0.43 34:0.87 36:0.20 37:0.50 39:0.98 43:0.49 55:0.52 66:0.20 69:0.85 70:0.88 71:0.89 74:0.44 86:0.87 91:0.12 98:0.45 108:0.71 122:0.77 123:0.79 124:0.70 127:0.27 129:0.59 133:0.66 135:0.88 139:0.83 144:0.85 145:0.47 146:0.51 147:0.40 149:0.30 154:0.48 159:0.52 172:0.68 173:0.81 177:0.38 178:0.55 179:0.27 187:0.68 212:0.80 216:0.77 222:0.20 235:0.42 241:0.47 242:0.31 243:0.23 245:0.85 247:0.82 253:0.33 254:0.88 257:0.65 259:0.21 265:0.35 266:0.54 267:0.44 271:0.47 276:0.73 300:0.84\n0 7:0.63 8:0.63 11:0.82 17:0.95 18:0.64 21:0.78 27:0.66 29:0.77 30:0.72 32:0.62 34:0.26 36:0.61 37:0.27 39:0.98 43:0.22 55:0.59 66:0.08 69:0.39 70:0.56 71:0.89 74:0.29 86:0.64 91:0.62 98:0.26 108:0.30 123:0.29 124:0.95 127:0.81 129:0.81 133:0.94 135:0.60 139:0.63 144:0.85 145:0.58 146:0.70 147:0.75 149:0.34 154:0.15 159:0.92 172:0.32 173:0.12 175:0.75 177:0.38 178:0.55 179:0.41 195:0.98 202:0.74 212:0.27 216:0.18 222:0.20 230:0.63 233:0.73 235:0.98 241:0.78 242:0.73 243:0.24 244:0.61 245:0.73 247:0.79 253:0.25 257:0.65 259:0.21 265:0.28 266:0.95 267:0.23 271:0.47 276:0.75 277:0.69 300:0.70\n1 8:0.62 11:0.91 17:0.45 18:0.83 21:0.05 22:0.93 27:0.26 29:0.77 30:0.14 31:0.90 34:0.89 36:0.73 37:0.84 39:0.98 43:0.56 45:0.73 47:0.93 55:0.71 64:0.77 66:0.53 69:0.61 70:0.95 71:0.89 74:0.39 79:0.90 81:0.43 86:0.77 91:0.58 98:0.64 101:0.52 108:0.47 122:0.75 123:0.45 124:0.65 126:0.26 127:0.54 129:0.05 133:0.66 135:0.54 137:0.90 139:0.77 140:0.45 144:0.85 145:0.38 146:0.77 147:0.81 149:0.45 150:0.36 151:0.55 153:0.48 154:0.45 159:0.59 162:0.86 172:0.63 173:0.55 177:0.70 179:0.54 187:0.39 190:0.89 196:0.90 202:0.36 212:0.29 216:0.58 219:0.89 220:0.62 222:0.20 235:0.05 241:0.32 242:0.16 243:0.62 244:0.61 245:0.74 247:0.90 248:0.54 253:0.31 256:0.45 259:0.21 262:0.93 265:0.64 266:0.75 267:0.36 268:0.46 271:0.47 276:0.62 284:0.86 285:0.47 292:0.91 300:0.84\n1 8:0.82 11:0.91 17:0.84 18:0.93 21:0.47 22:0.93 27:0.40 29:0.77 30:0.65 31:0.91 34:0.50 36:0.49 37:0.31 39:0.98 43:0.61 44:0.87 45:0.73 47:0.93 48:0.91 55:0.45 64:0.77 66:0.35 69:0.25 70:0.58 71:0.89 74:0.50 79:0.92 81:0.26 86:0.88 91:0.78 98:0.54 101:0.52 108:0.81 122:0.77 123:0.80 124:0.77 126:0.26 127:0.71 129:0.05 133:0.74 135:0.84 137:0.91 139:0.88 140:0.45 144:0.85 145:0.89 146:0.82 147:0.85 149:0.71 150:0.25 151:0.58 153:0.80 154:0.67 159:0.81 162:0.86 172:0.92 173:0.14 177:0.70 179:0.15 187:0.21 190:0.89 191:0.82 195:0.91 196:0.93 202:0.61 212:0.90 216:0.36 219:0.89 220:0.62 222:0.20 235:0.52 241:0.43 242:0.38 243:0.40 245:0.98 247:0.88 248:0.56 253:0.35 254:0.99 256:0.64 259:0.21 262:0.93 265:0.55 266:0.75 267:0.36 268:0.69 271:0.47 276:0.94 277:0.69 281:0.89 284:0.92 285:0.47 292:0.91 300:0.70\n0 11:0.82 17:0.97 18:0.67 21:0.78 27:0.72 29:0.77 30:0.45 32:0.62 34:0.86 36:0.33 39:0.98 43:0.16 55:0.71 66:0.16 69:0.86 70:0.61 71:0.89 74:0.33 77:0.89 86:0.66 91:0.66 98:0.20 108:0.84 122:0.75 123:0.71 124:0.84 127:0.80 129:0.59 133:0.82 135:0.81 139:0.64 144:0.85 145:1.00 146:0.31 147:0.05 149:0.13 154:0.20 159:0.68 163:0.97 172:0.21 173:0.84 175:0.75 177:0.05 178:0.55 179:0.87 195:0.83 202:0.36 212:0.30 222:0.20 235:0.12 241:0.78 242:0.33 243:0.17 244:0.61 245:0.47 247:0.60 253:0.28 254:0.74 257:0.84 259:0.21 265:0.21 266:0.54 267:0.18 271:0.47 276:0.37 277:0.69 282:0.71 300:0.43\n0 1:0.69 9:0.76 17:0.61 18:0.71 21:0.59 27:0.66 29:0.77 30:0.56 32:0.64 34:0.47 36:0.99 37:0.73 39:0.98 43:0.16 55:0.59 66:0.68 69:0.45 70:0.59 71:0.89 74:0.50 76:0.85 77:0.70 81:0.29 86:0.72 91:0.57 96:0.75 98:0.68 106:0.81 108:0.35 114:0.56 117:0.86 120:0.63 122:0.77 123:0.33 124:0.48 126:0.44 127:0.61 129:0.05 133:0.60 135:0.86 138:0.95 139:0.69 140:0.45 144:0.85 145:0.52 146:0.80 147:0.83 149:0.43 150:0.47 151:0.73 153:0.80 154:0.69 155:0.58 158:0.74 159:0.60 162:0.78 164:0.63 172:0.80 173:0.38 176:0.61 177:0.70 179:0.40 187:0.87 190:0.77 191:0.70 192:0.59 195:0.79 201:0.68 202:0.59 206:0.81 208:0.54 212:0.78 215:0.38 216:0.32 220:0.62 222:0.20 235:0.74 241:0.27 242:0.76 243:0.72 245:0.79 247:0.74 248:0.73 253:0.52 254:0.96 255:0.74 256:0.58 259:0.21 260:0.61 265:0.68 266:0.71 267:0.73 268:0.64 271:0.47 276:0.74 279:0.82 282:0.73 283:0.77 285:0.56 286:0.99 290:0.56 297:0.36 298:0.99 300:0.70\n0 8:0.68 11:0.91 17:0.73 18:0.95 21:0.64 22:0.93 27:0.40 29:0.77 30:0.55 31:0.94 34:0.67 36:0.48 37:0.31 39:0.98 43:0.57 44:0.87 45:0.81 47:0.93 48:0.98 55:0.45 64:0.77 66:0.48 69:0.32 70:0.81 71:0.89 74:0.45 79:0.96 81:0.24 86:0.91 91:0.65 98:0.43 101:0.52 108:0.86 122:0.86 123:0.86 124:0.88 126:0.26 127:0.95 129:0.59 133:0.91 135:0.81 137:0.94 139:0.90 140:0.45 144:0.85 145:0.88 146:0.80 147:0.83 149:0.63 150:0.24 151:0.64 153:0.83 154:0.46 159:0.89 162:0.75 172:0.92 173:0.12 177:0.70 179:0.18 187:0.21 190:0.89 191:0.89 195:0.96 196:0.96 202:0.71 212:0.77 216:0.36 219:0.89 222:0.20 235:0.80 241:0.32 242:0.28 243:0.25 244:0.61 245:0.92 247:0.91 248:0.65 253:0.33 256:0.79 259:0.21 262:0.93 265:0.45 266:0.89 267:0.52 268:0.75 271:0.47 276:0.93 277:0.69 281:0.89 284:0.95 285:0.47 292:0.95 300:0.84\n1 11:0.91 17:0.16 18:0.88 21:0.05 22:0.93 27:0.72 29:0.77 30:0.26 31:0.90 34:0.49 36:0.47 39:0.98 43:0.24 45:0.83 47:0.93 55:0.59 64:0.77 66:0.98 69:0.07 70:0.76 71:0.89 74:0.61 79:0.91 81:0.43 86:0.91 91:0.75 98:0.99 101:0.52 108:0.06 122:0.77 123:0.06 126:0.26 127:0.89 129:0.05 135:0.23 137:0.90 139:0.88 140:0.45 144:0.85 146:0.99 147:0.99 149:0.42 150:0.36 151:0.55 153:0.48 154:0.66 159:0.83 162:0.86 172:0.96 173:0.08 177:0.70 179:0.20 187:0.21 190:0.89 196:0.93 202:0.50 212:0.51 216:0.23 219:0.89 220:0.82 222:0.20 235:0.05 241:0.62 242:0.32 243:0.98 247:0.91 248:0.55 253:0.39 254:0.90 256:0.58 259:0.21 262:0.93 265:0.99 266:0.63 267:0.52 268:0.59 271:0.47 276:0.92 284:0.88 285:0.47 292:0.91 300:0.55\n0 8:0.59 11:0.57 12:0.01 17:0.34 21:0.78 27:0.45 28:0.96 30:0.84 34:0.84 36:0.21 37:0.50 39:0.83 43:0.78 66:0.95 69:0.77 70:0.21 74:0.92 85:0.98 91:0.25 98:0.74 101:0.85 108:0.61 122:0.43 123:0.58 127:0.23 129:0.05 135:0.69 145:0.50 146:0.93 147:0.94 149:0.96 154:0.71 159:0.56 161:0.48 163:0.81 167:0.65 172:0.88 173:0.64 177:0.38 178:0.55 179:0.20 181:0.92 187:0.68 212:0.48 216:0.77 222:0.76 235:0.31 241:0.37 242:0.63 243:0.95 247:0.30 253:0.65 259:0.21 265:0.74 266:0.47 267:0.44 271:0.42 276:0.79 300:0.18\n2 1:0.74 9:0.80 11:0.57 12:0.01 17:0.02 21:0.05 27:0.33 28:0.96 30:0.75 34:0.47 36:0.23 37:0.41 39:0.83 41:0.90 43:0.86 60:0.99 66:0.30 69:0.57 70:0.36 74:0.85 81:0.80 83:0.85 85:0.97 91:0.62 96:0.90 98:0.41 101:0.83 108:0.86 114:0.95 120:0.81 122:0.43 123:0.85 124:0.87 126:0.54 127:0.56 129:0.95 133:0.87 135:0.99 140:0.45 145:0.86 146:0.13 147:0.18 149:0.91 150:0.88 151:0.95 153:0.84 154:0.84 155:0.67 158:0.92 159:0.76 161:0.48 162:0.84 163:0.81 164:0.75 165:0.90 167:0.58 172:0.59 173:0.38 176:0.73 177:0.38 179:0.44 181:0.92 187:0.39 192:0.59 201:0.74 202:0.65 208:0.64 212:0.35 215:0.91 216:0.88 222:0.76 235:0.12 241:0.10 242:0.63 243:0.13 245:0.74 247:0.39 248:0.88 253:0.92 255:0.79 256:0.68 259:0.21 260:0.82 265:0.43 266:0.71 267:0.88 268:0.71 271:0.42 276:0.71 279:0.86 283:0.82 285:0.62 290:0.95 297:0.36 300:0.33\n2 6:0.98 8:0.89 9:0.80 11:0.57 12:0.01 17:0.05 20:0.98 21:0.78 27:0.09 28:0.96 30:0.89 32:0.80 34:0.49 36:0.68 37:0.78 39:0.83 41:0.99 43:0.92 60:0.99 66:0.23 69:0.41 70:0.28 74:0.85 77:0.70 78:0.84 83:0.90 85:0.94 91:0.63 96:0.98 98:0.20 100:0.90 101:0.79 108:0.32 111:0.86 120:0.95 122:0.43 123:0.31 124:0.79 127:0.65 129:0.89 133:0.78 135:0.92 138:0.99 140:0.45 145:0.74 146:0.37 147:0.44 149:0.88 151:0.97 152:0.99 153:0.90 154:0.91 155:0.67 158:0.92 159:0.79 161:0.48 162:0.69 164:0.94 167:0.67 169:0.98 172:0.32 173:0.22 177:0.38 179:0.71 181:0.92 186:0.85 187:0.68 189:0.95 191:0.73 192:0.59 195:0.92 202:0.90 208:0.64 212:0.61 216:0.89 220:0.62 222:0.76 235:0.74 238:0.94 241:0.46 242:0.63 243:0.43 245:0.62 247:0.30 248:0.98 253:0.98 255:0.79 256:0.92 259:0.21 260:0.96 261:0.99 265:0.21 266:0.47 267:0.59 268:0.92 271:0.42 276:0.45 279:0.86 282:0.88 283:0.82 285:0.62 299:0.88 300:0.33\n2 1:0.74 7:0.81 8:0.79 9:0.80 11:0.57 12:0.01 17:0.13 20:0.79 21:0.30 27:0.11 28:0.96 30:0.86 34:0.52 36:0.80 37:0.79 39:0.83 41:0.92 43:0.87 60:0.87 66:0.33 69:0.56 70:0.40 74:0.74 78:0.76 81:0.64 83:0.86 85:0.91 91:0.25 96:0.88 98:0.17 100:0.80 101:0.77 106:0.81 108:0.92 111:0.75 114:0.86 117:0.86 120:0.80 121:0.90 122:0.43 123:0.92 124:0.78 126:0.54 127:0.55 129:0.89 133:0.78 135:0.89 140:0.45 145:0.52 146:0.13 147:0.18 149:0.71 150:0.78 151:0.95 152:0.77 153:0.84 154:0.85 155:0.67 158:0.92 159:0.80 161:0.48 162:0.84 164:0.77 165:0.84 167:0.56 169:0.77 172:0.32 173:0.34 176:0.73 177:0.38 179:0.79 181:0.92 186:0.76 187:0.39 192:0.59 201:0.74 202:0.65 204:0.89 206:0.81 208:0.64 212:0.39 215:0.72 216:0.85 222:0.76 230:0.87 232:0.91 233:0.76 235:0.42 241:0.03 242:0.63 243:0.25 245:0.54 247:0.30 248:0.87 253:0.89 255:0.79 256:0.68 259:0.21 260:0.81 261:0.76 265:0.18 266:0.54 267:0.87 268:0.72 271:0.42 276:0.36 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.43\n3 1:0.74 8:0.93 9:0.80 11:0.57 12:0.01 17:0.28 21:0.22 27:0.09 28:0.96 30:0.84 34:0.76 36:0.97 37:0.78 39:0.83 41:0.98 43:0.92 60:0.98 66:0.16 69:0.37 70:0.53 74:0.94 81:0.69 83:0.89 85:0.99 91:0.51 96:0.96 98:0.35 101:0.84 108:0.76 114:0.90 120:0.92 122:0.43 123:0.75 124:0.94 126:0.54 127:0.75 129:0.98 133:0.94 135:0.72 140:0.45 146:0.31 147:0.38 149:0.97 150:0.81 151:0.98 153:0.91 154:0.91 155:0.67 158:0.92 159:0.89 161:0.48 162:0.72 164:0.90 165:0.86 167:0.59 172:0.67 173:0.13 176:0.73 177:0.38 179:0.26 181:0.92 187:0.98 191:0.70 192:0.59 201:0.74 202:0.84 208:0.64 212:0.54 215:0.79 216:0.89 220:0.62 222:0.76 235:0.31 241:0.12 242:0.63 243:0.13 245:0.85 247:0.30 248:0.96 253:0.97 255:0.79 256:0.87 259:0.21 260:0.92 265:0.37 266:0.80 267:0.88 268:0.87 271:0.42 276:0.86 279:0.86 283:0.82 285:0.62 290:0.90 297:0.36 300:0.70\n1 1:0.74 7:0.81 8:0.93 9:0.80 11:0.57 12:0.01 17:0.02 21:0.77 27:0.09 28:0.96 30:0.73 34:0.97 36:0.65 37:0.78 39:0.83 41:0.98 43:0.92 60:0.95 66:0.27 69:0.45 70:0.47 74:0.83 78:0.81 81:0.40 83:0.88 85:0.91 91:0.60 96:0.96 98:0.19 101:0.77 108:0.35 111:0.83 114:0.64 120:0.92 121:0.90 122:0.43 123:0.34 124:0.84 126:0.54 127:0.67 129:0.81 133:0.83 135:0.97 140:0.45 145:0.89 146:0.37 147:0.44 149:0.85 150:0.62 151:0.97 153:0.91 154:0.91 155:0.67 158:0.92 159:0.82 161:0.48 162:0.55 164:0.92 165:0.63 167:0.69 169:0.98 172:0.32 173:0.23 176:0.73 177:0.38 179:0.76 181:0.92 187:0.98 191:0.76 192:0.59 201:0.74 202:0.91 204:0.89 208:0.64 212:0.42 215:0.44 216:0.89 222:0.76 230:0.87 232:0.94 233:0.76 235:0.98 241:0.51 242:0.63 243:0.46 245:0.55 247:0.30 248:0.96 253:0.96 255:0.79 256:0.90 259:0.21 260:0.92 265:0.20 266:0.63 267:0.76 268:0.90 271:0.42 276:0.42 279:0.86 283:0.82 285:0.62 290:0.64 297:0.36 300:0.43\n4 1:0.74 6:0.98 7:0.81 8:0.98 9:0.80 11:0.57 12:0.01 17:0.01 20:0.99 21:0.47 27:0.09 28:0.96 30:0.85 32:0.80 34:0.66 36:0.86 37:0.78 39:0.83 41:1.00 43:0.92 60:1.00 66:0.35 69:0.40 70:0.41 74:0.90 76:0.85 77:0.70 78:0.92 81:0.57 83:0.91 85:0.96 91:0.89 96:1.00 98:0.44 100:0.99 101:0.82 108:0.85 111:0.99 114:0.80 120:0.99 121:0.97 122:0.43 123:0.84 124:0.83 126:0.54 127:0.62 129:0.93 133:0.84 135:0.89 138:1.00 140:0.45 145:0.67 146:0.37 147:0.44 149:0.91 150:0.74 151:1.00 152:0.99 153:0.99 154:0.91 155:0.67 158:0.92 159:0.79 161:0.48 162:0.66 164:0.98 165:0.80 167:0.79 169:0.98 172:0.54 173:0.21 176:0.73 177:0.38 179:0.56 181:0.92 186:0.92 187:0.68 189:0.99 191:0.92 192:0.59 195:0.91 201:0.74 202:0.97 204:0.89 208:0.64 212:0.42 215:0.63 216:0.89 222:0.76 230:0.87 232:0.88 233:0.76 235:0.60 238:0.99 241:0.71 242:0.63 243:0.33 245:0.68 247:0.30 248:1.00 253:1.00 255:0.79 256:0.98 259:0.21 260:0.99 261:0.99 265:0.46 266:0.63 267:0.84 268:0.98 271:0.42 276:0.61 279:0.86 282:0.88 283:0.82 285:0.62 290:0.80 297:0.36 299:0.88 300:0.43\n3 1:0.74 6:0.85 8:0.73 9:0.80 11:0.57 12:0.01 17:0.08 20:0.85 21:0.05 27:0.14 28:0.96 30:0.76 34:0.56 36:0.19 37:0.67 39:0.83 41:0.97 43:0.86 60:0.99 66:0.31 69:0.57 70:0.41 74:0.86 78:0.76 81:0.80 83:0.90 85:0.97 91:0.73 96:0.97 98:0.42 100:0.79 101:0.84 108:0.85 111:0.75 114:0.95 120:0.94 122:0.43 123:0.84 124:0.87 126:0.54 127:0.47 129:0.95 133:0.87 135:0.98 140:0.45 145:0.86 146:0.34 147:0.41 149:0.92 150:0.88 151:0.98 152:0.89 153:0.92 154:0.84 155:0.67 158:0.92 159:0.73 161:0.48 162:0.77 163:0.81 164:0.88 165:0.90 167:0.59 169:0.77 172:0.59 173:0.39 176:0.73 177:0.38 179:0.42 181:0.92 186:0.76 187:0.39 189:0.88 192:0.59 201:0.74 202:0.81 208:0.64 212:0.30 215:0.91 216:0.93 222:0.76 235:0.12 238:0.87 241:0.12 242:0.63 243:0.21 245:0.73 247:0.39 248:0.97 253:0.97 255:0.79 256:0.86 259:0.21 260:0.94 261:0.79 265:0.44 266:0.75 267:0.84 268:0.86 271:0.42 276:0.70 279:0.86 283:0.82 285:0.62 290:0.95 297:0.36 300:0.43\n1 7:0.81 9:0.80 11:0.57 12:0.01 17:0.36 21:0.13 27:0.43 28:0.96 30:0.85 34:0.19 36:0.98 37:0.84 39:0.83 41:0.97 43:0.85 60:0.95 66:0.46 69:0.62 70:0.44 74:0.90 78:0.91 81:0.56 83:0.89 85:0.96 91:0.78 96:0.97 98:0.29 101:0.82 108:0.47 111:0.97 114:0.74 120:0.93 121:0.90 122:0.43 123:0.45 124:0.67 126:0.32 127:0.65 129:0.81 133:0.67 135:0.85 140:0.45 145:0.39 146:0.53 147:0.59 149:0.93 150:0.42 151:0.98 153:0.93 154:0.81 155:0.67 158:0.92 159:0.77 161:0.48 162:0.81 164:0.89 167:0.78 169:0.97 172:0.59 173:0.44 176:0.56 177:0.38 179:0.56 181:0.92 187:0.21 191:0.77 192:0.59 202:0.83 204:0.89 208:0.64 212:0.76 216:0.50 222:0.76 230:0.87 232:0.74 233:0.76 235:0.12 238:0.98 241:0.70 242:0.63 243:0.58 245:0.75 247:0.30 248:0.96 253:0.98 255:0.79 256:0.88 260:0.94 265:0.31 266:0.71 267:0.36 268:0.87 271:0.42 276:0.44 279:0.86 283:0.82 285:0.62 290:0.74 300:0.70\n3 1:0.74 6:0.96 8:0.94 9:0.80 11:0.57 12:0.01 17:0.32 20:0.99 21:0.30 27:0.34 28:0.96 30:0.76 32:0.80 34:0.33 36:0.38 37:0.85 39:0.83 41:0.98 43:0.89 60:1.00 66:0.36 69:0.49 70:0.28 74:0.79 77:0.89 78:0.83 81:0.64 83:0.88 85:0.88 91:0.93 96:0.96 98:0.29 100:0.92 101:0.77 108:0.38 111:0.86 114:0.86 120:0.92 122:0.57 123:0.36 124:0.59 126:0.54 127:0.61 129:0.59 133:0.47 135:0.17 138:0.98 140:0.45 145:0.90 146:0.47 147:0.53 149:0.75 150:0.78 151:0.99 152:0.90 153:0.95 154:0.88 155:0.67 158:0.92 159:0.69 161:0.48 162:0.69 163:0.81 164:0.91 165:0.84 167:0.95 169:0.90 172:0.27 173:0.36 176:0.73 177:0.38 179:0.87 181:0.92 186:0.83 189:0.97 191:0.94 192:0.59 195:0.83 201:0.74 202:0.87 208:0.64 212:0.37 215:0.72 216:0.58 222:0.76 232:0.71 235:0.42 238:0.96 241:0.94 242:0.58 243:0.51 245:0.56 247:0.39 248:0.96 253:0.96 255:0.79 256:0.89 259:0.21 260:0.93 261:0.90 265:0.31 266:0.47 267:0.89 268:0.89 271:0.42 276:0.20 279:0.86 282:0.88 283:0.82 285:0.62 290:0.86 297:0.36 299:0.97 300:0.25\n3 1:0.74 6:0.93 7:0.81 8:0.83 9:0.80 11:0.57 12:0.01 17:0.22 20:0.99 21:0.30 27:0.21 28:0.96 30:0.75 34:0.49 36:0.80 37:0.74 39:0.83 41:0.99 43:0.98 60:0.99 66:0.11 69:0.12 70:0.54 74:0.98 78:0.79 81:0.64 83:0.90 85:1.00 91:0.70 96:0.99 98:0.44 100:0.86 101:0.86 106:0.81 108:0.97 111:0.81 114:0.86 117:0.86 120:0.97 121:0.90 122:0.57 123:0.86 124:0.95 126:0.54 127:0.83 129:0.99 133:0.96 135:0.30 138:0.99 140:0.45 146:0.59 147:0.65 149:0.99 150:0.78 151:0.99 152:0.96 153:0.97 154:0.98 155:0.67 158:0.92 159:0.94 161:0.48 162:0.77 164:0.94 165:0.84 167:0.65 169:0.82 172:0.92 173:0.06 176:0.73 177:0.38 179:0.13 181:0.92 186:0.79 187:0.39 189:0.94 191:0.70 192:0.59 201:0.74 202:0.89 204:0.89 206:0.81 208:0.64 212:0.42 215:0.72 216:0.95 222:0.76 230:0.87 232:0.87 233:0.76 235:0.42 238:0.95 241:0.39 242:0.62 243:0.13 245:0.96 247:0.60 248:0.99 253:0.99 255:0.79 256:0.92 259:0.21 260:0.97 261:0.85 265:0.45 266:0.91 267:0.59 268:0.92 271:0.42 276:0.96 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.84\n2 1:0.74 7:0.81 9:0.80 11:0.57 12:0.01 17:0.81 21:0.22 27:0.08 28:0.96 30:0.74 32:0.80 34:0.37 36:0.33 37:0.81 39:0.83 41:0.93 43:0.92 66:0.97 69:0.35 70:0.20 74:1.00 77:0.70 81:0.69 83:0.81 85:1.00 91:0.57 96:0.90 98:0.93 101:0.87 108:0.65 114:0.90 120:0.82 121:0.90 122:0.43 123:0.63 124:0.36 126:0.54 127:0.84 129:0.89 133:0.78 135:0.85 140:0.45 145:0.42 146:0.26 147:0.32 149:1.00 150:0.81 151:0.92 153:0.72 154:0.92 155:0.67 159:0.92 161:0.48 162:0.86 164:0.77 165:0.86 167:0.72 172:1.00 173:0.11 176:0.73 177:0.38 179:0.08 181:0.92 187:0.68 192:0.59 195:0.98 201:0.74 202:0.64 204:0.89 208:0.64 212:0.94 215:0.79 216:0.79 220:0.82 222:0.76 230:0.84 233:0.69 235:0.31 241:0.59 242:0.63 243:0.05 245:0.99 247:0.30 248:0.89 253:0.94 255:0.79 256:0.71 259:0.21 260:0.83 265:0.93 266:0.63 267:0.59 268:0.72 271:0.42 276:1.00 282:0.88 285:0.62 290:0.90 297:0.36 299:0.88 300:0.55\n0 11:0.57 12:0.01 17:0.45 21:0.78 27:0.45 28:0.96 30:0.10 34:0.87 36:0.20 37:0.50 39:0.83 43:0.74 55:0.45 66:0.34 69:0.79 70:0.96 74:0.94 85:0.90 91:0.12 98:0.35 101:0.77 108:0.62 122:0.67 123:0.60 124:0.86 127:0.50 129:0.81 133:0.86 135:0.89 145:0.41 146:0.64 147:0.69 149:0.78 154:0.65 159:0.76 161:0.48 167:0.66 172:0.63 173:0.64 177:0.38 178:0.55 179:0.41 181:0.92 187:0.68 212:0.72 216:0.77 222:0.76 235:0.97 241:0.41 242:0.72 243:0.51 245:0.74 247:0.47 253:0.66 259:0.21 265:0.37 266:0.87 267:0.69 271:0.42 276:0.71 300:0.84\n1 1:0.60 10:0.92 11:0.49 17:0.24 21:0.22 27:0.65 29:0.62 30:0.17 34:0.47 36:0.72 37:0.29 39:0.94 43:0.07 45:0.99 55:0.71 56:0.97 66:0.07 69:0.99 70:0.94 71:0.78 74:0.24 81:0.46 83:0.56 91:0.10 98:0.30 99:0.95 101:0.65 108:0.99 122:0.98 123:0.99 124:0.99 126:0.32 127:1.00 129:0.05 131:0.61 133:0.99 135:0.30 146:0.98 147:0.62 149:0.26 150:0.39 154:0.06 155:0.48 157:0.61 159:0.99 165:0.65 166:0.61 170:0.90 172:0.94 173:0.89 174:1.00 175:0.75 177:0.38 178:0.55 179:0.09 182:0.61 187:0.39 192:0.45 197:1.00 201:0.59 208:0.50 212:0.56 216:0.43 222:0.35 227:0.61 229:0.61 231:0.61 235:0.42 239:0.91 241:0.03 242:0.41 243:0.05 244:0.97 245:0.99 246:0.61 247:1.00 253:0.20 254:0.92 257:0.99 259:0.21 264:0.96 265:0.32 266:0.97 267:0.52 271:0.75 275:1.00 276:1.00 277:0.69 287:0.61 294:0.95 300:0.94\n0 8:0.86 9:0.70 10:0.80 11:0.42 17:0.38 18:0.85 21:0.78 22:0.93 27:0.11 29:0.62 30:0.27 31:0.91 34:0.82 36:0.76 37:0.89 39:0.94 43:0.05 47:0.93 55:0.71 66:0.62 69:0.83 70:0.58 71:0.78 74:0.30 79:0.91 86:0.61 91:0.20 96:0.72 98:0.56 108:0.67 117:0.86 122:0.67 123:0.65 124:0.64 127:0.32 129:0.05 131:0.85 133:0.72 135:0.70 137:0.91 139:0.61 140:0.45 144:0.57 146:0.88 147:0.26 149:0.07 151:0.58 153:0.48 154:0.09 155:0.50 157:0.61 158:0.72 159:0.74 162:0.83 163:0.75 166:0.61 170:0.90 172:0.67 173:0.66 174:0.83 175:0.91 177:0.70 179:0.43 182:0.61 187:0.87 190:1.00 191:0.84 192:0.54 196:0.87 197:0.84 202:0.63 208:0.49 212:0.22 216:0.90 219:0.87 220:0.87 222:0.35 227:0.85 229:0.61 231:0.68 232:0.97 239:0.80 241:0.18 242:0.12 243:0.21 244:0.99 245:0.66 246:0.61 247:0.92 248:0.57 253:0.46 254:0.90 255:0.69 256:0.68 257:0.97 259:0.21 262:0.93 264:0.96 265:0.57 266:0.75 267:0.17 268:0.70 271:0.75 275:0.96 276:0.61 277:0.87 279:0.75 284:0.95 285:0.47 287:0.61 292:0.87 294:0.93 300:0.43\n0 1:0.56 11:0.42 17:0.38 18:0.68 21:0.54 27:0.12 29:0.62 30:0.30 34:0.88 36:0.55 37:0.81 39:0.94 43:0.05 55:0.71 56:0.97 66:0.51 69:0.60 70:0.80 71:0.78 74:0.28 81:0.31 86:0.59 91:0.11 98:0.38 106:0.81 108:0.46 114:0.63 122:0.55 123:0.44 124:0.64 126:0.32 127:0.29 129:0.05 131:0.61 133:0.60 135:0.80 139:0.58 144:0.57 146:0.47 147:0.53 149:0.05 150:0.31 154:0.09 155:0.46 157:0.61 159:0.41 166:0.72 170:0.90 172:0.41 173:0.59 175:0.97 176:0.55 177:0.88 178:0.55 179:0.67 182:0.61 187:0.98 192:0.47 201:0.57 202:0.36 206:0.81 208:0.49 212:0.39 215:0.58 216:0.90 222:0.35 227:0.61 229:0.61 231:0.64 235:0.74 241:0.12 242:0.13 243:0.61 244:0.99 245:0.55 246:0.61 247:0.76 253:0.48 254:0.88 257:0.93 259:0.21 264:0.96 265:0.40 266:0.54 267:0.91 271:0.75 275:0.93 276:0.40 277:0.95 287:0.61 290:0.63 294:0.93 297:0.36 300:0.55\n1 1:0.56 8:0.72 9:0.70 10:0.92 11:0.48 17:0.22 18:0.60 21:0.68 27:0.63 29:0.62 30:0.18 34:0.63 36:0.85 37:0.72 39:0.94 43:0.12 45:0.97 55:0.59 66:0.08 69:0.33 70:0.95 71:0.78 74:0.25 81:0.33 83:0.54 86:0.58 91:0.06 97:0.89 98:0.37 99:0.83 101:0.47 108:0.26 122:0.90 123:0.98 124:0.98 126:0.26 127:0.75 129:0.05 131:0.61 133:0.98 135:0.70 139:0.56 140:0.45 146:0.96 147:0.97 149:0.27 150:0.31 151:0.57 153:0.48 154:0.13 155:0.50 157:0.61 159:0.97 162:0.86 165:0.63 166:0.61 170:0.90 172:0.94 173:0.06 174:1.00 177:0.99 179:0.09 182:0.61 187:0.39 190:1.00 192:0.45 197:0.99 201:0.54 202:0.36 208:0.49 212:0.73 216:0.34 220:0.87 222:0.35 227:0.61 229:0.61 231:0.61 235:0.88 239:0.89 241:0.05 242:0.17 243:0.29 244:0.93 245:0.99 246:0.61 247:1.00 248:0.56 253:0.23 254:0.97 255:0.69 256:0.45 259:0.21 264:0.96 265:0.33 266:0.96 267:0.36 268:0.46 271:0.75 275:0.99 276:0.99 277:0.87 279:0.74 285:0.47 287:0.61 294:0.95 300:0.94\n1 1:0.56 8:0.64 9:0.70 10:0.92 11:0.48 17:0.11 18:0.60 21:0.68 27:0.63 29:0.62 30:0.17 34:0.45 36:0.91 37:0.72 39:0.94 43:0.12 45:0.97 55:0.71 66:0.24 69:0.33 70:0.97 71:0.78 74:0.25 81:0.33 83:0.54 86:0.58 91:0.11 97:0.89 98:0.40 99:0.83 101:0.47 108:0.26 122:0.90 123:0.25 124:0.98 126:0.26 127:1.00 129:0.05 131:0.61 133:0.98 135:0.56 139:0.56 140:0.45 146:0.98 147:0.99 149:0.30 150:0.31 151:0.53 153:0.48 154:0.13 155:0.49 157:0.61 159:0.98 162:0.86 165:0.63 166:0.61 170:0.90 172:0.98 173:0.06 174:0.99 177:0.99 179:0.10 182:0.61 187:0.39 190:1.00 192:0.45 197:0.99 201:0.54 202:0.36 208:0.49 212:0.69 216:0.34 220:0.91 222:0.35 227:0.61 229:0.61 231:0.61 235:0.88 239:0.89 241:0.03 242:0.16 243:0.44 244:0.93 245:0.98 246:0.61 247:1.00 248:0.53 253:0.23 254:0.97 255:0.69 256:0.45 259:0.21 264:0.96 265:0.42 266:0.99 267:0.44 268:0.46 271:0.75 275:0.99 276:0.99 279:0.74 285:0.47 287:0.61 294:0.95 300:0.98\n0 8:0.81 9:0.71 10:0.83 11:0.42 17:0.38 18:0.86 21:0.68 23:0.95 27:0.12 29:0.62 30:0.16 31:0.91 34:0.96 36:0.85 37:0.81 39:0.94 43:0.05 55:0.45 62:0.95 66:0.26 69:0.89 70:0.79 71:0.78 74:0.34 79:0.90 81:0.23 86:0.66 91:0.38 96:0.80 98:0.54 108:0.46 114:0.60 122:0.91 123:0.76 124:0.73 126:0.22 127:0.38 128:0.95 129:0.05 131:0.85 133:0.67 135:0.68 137:0.91 139:0.64 140:0.80 144:0.57 146:0.82 147:0.81 149:0.07 150:0.24 151:0.70 153:0.48 154:0.09 155:0.51 157:0.61 159:0.71 162:0.55 166:0.72 168:0.95 170:0.90 172:0.65 173:0.82 174:0.91 175:0.91 176:0.55 177:0.88 178:0.42 179:0.30 182:0.61 187:0.98 190:1.00 191:0.73 192:0.56 196:0.88 197:0.91 202:0.74 205:0.95 208:0.49 212:0.37 216:0.90 220:0.74 222:0.35 227:0.85 229:0.61 231:0.68 235:0.80 239:0.82 241:0.46 242:0.22 243:0.47 244:0.99 245:0.88 246:0.61 247:0.97 248:0.65 253:0.71 254:0.93 255:0.70 256:0.71 257:0.93 259:0.21 264:0.96 265:0.49 266:0.54 267:0.85 268:0.72 271:0.75 275:0.91 276:0.78 277:0.87 284:0.90 285:0.50 287:0.61 290:0.60 294:0.92 300:0.55\n0 1:0.56 8:0.98 9:0.70 10:0.80 11:0.42 17:0.24 18:0.78 21:0.47 27:0.13 29:0.62 30:0.33 31:0.89 34:0.63 36:0.99 37:0.79 39:0.94 43:0.05 55:0.84 64:0.77 66:0.64 69:0.82 70:0.46 71:0.78 74:0.29 79:0.89 81:0.28 86:0.60 91:0.35 96:0.73 98:0.68 108:0.66 114:0.67 122:0.99 123:0.64 124:0.49 126:0.26 127:0.29 129:0.05 131:0.85 133:0.59 135:0.96 137:0.89 139:0.60 140:0.80 144:0.57 145:0.56 146:0.86 147:0.23 149:0.06 150:0.31 151:0.58 153:0.71 154:0.08 155:0.51 157:0.61 158:0.72 159:0.55 162:0.56 163:0.86 166:0.78 170:0.90 172:0.54 173:0.76 174:0.83 175:0.91 176:0.59 177:0.38 178:0.42 179:0.59 182:0.61 187:0.87 190:1.00 191:0.84 192:0.55 196:0.87 197:0.84 201:0.54 202:0.69 208:0.49 212:0.29 216:0.91 219:0.87 220:0.87 222:0.35 227:0.85 229:0.61 231:0.68 235:0.60 239:0.80 241:0.44 242:0.18 243:0.21 244:1.00 245:0.56 246:0.61 247:0.82 248:0.59 253:0.56 254:0.80 255:0.69 256:0.64 257:0.99 259:0.21 264:0.96 265:0.69 266:0.54 267:0.91 268:0.66 271:0.75 275:0.96 276:0.51 277:0.87 279:0.74 284:0.94 285:0.47 287:0.61 290:0.67 292:0.87 294:0.93 300:0.33\n1 8:0.89 9:0.71 10:0.81 11:0.46 17:0.47 18:0.79 21:0.47 27:0.12 29:0.62 30:0.41 31:0.91 34:0.63 36:0.77 37:0.81 39:0.94 43:0.08 45:0.66 55:0.71 66:0.68 69:0.83 70:0.72 71:0.78 74:0.30 76:0.98 79:0.91 81:0.24 86:0.60 91:0.58 96:0.79 98:0.74 101:0.45 108:0.68 114:0.63 117:0.86 122:0.90 123:0.65 124:0.45 126:0.22 127:0.35 129:0.05 131:0.85 133:0.37 135:0.81 137:0.91 139:0.59 140:0.80 144:0.57 145:0.45 146:0.88 147:0.49 149:0.09 150:0.25 151:0.74 153:0.48 154:0.07 155:0.52 157:0.77 158:0.71 159:0.58 162:0.61 166:0.72 170:0.90 172:0.73 173:0.78 174:0.86 175:0.75 176:0.55 177:0.38 179:0.42 182:0.73 187:0.68 190:1.00 192:0.56 196:0.87 197:0.86 202:0.68 208:0.49 212:0.49 216:0.90 220:0.82 222:0.35 227:0.85 229:0.61 231:0.68 232:0.82 235:0.52 239:0.80 241:0.44 242:0.19 243:0.28 244:1.00 245:0.79 246:0.61 247:0.93 248:0.69 253:0.69 255:0.70 256:0.64 257:0.99 259:0.21 264:0.96 265:0.75 266:0.75 267:0.79 268:0.68 271:0.75 275:0.91 276:0.67 277:0.69 284:0.87 285:0.47 287:0.61 290:0.63 294:0.91 300:0.70\n0 1:0.59 8:0.73 10:0.80 11:0.49 17:0.69 18:0.96 21:0.05 27:0.49 29:0.62 30:0.09 34:0.44 36:0.88 37:0.47 39:0.94 43:0.05 45:0.66 55:0.42 64:0.77 66:0.06 69:0.99 70:0.98 71:0.78 74:0.38 81:0.31 86:0.72 91:0.03 98:0.25 101:0.45 108:0.97 114:0.78 117:0.86 123:0.97 124:1.00 126:0.26 127:0.98 129:0.05 131:0.61 133:1.00 135:0.39 139:0.69 144:0.57 146:0.96 147:0.39 149:0.10 150:0.35 154:0.08 155:0.47 157:0.61 159:0.99 166:0.78 170:0.90 172:0.82 173:0.81 174:0.94 175:0.91 176:0.59 177:0.38 178:0.55 179:0.10 182:0.61 187:0.39 192:0.47 197:0.83 201:0.56 202:0.60 208:0.49 212:0.29 216:0.61 222:0.35 227:0.61 229:0.61 231:0.68 232:0.89 235:0.12 239:0.80 241:0.35 242:0.24 243:0.06 244:0.99 245:0.96 246:0.61 247:1.00 253:0.57 257:0.99 259:0.21 264:0.96 265:0.27 266:0.98 267:0.52 271:0.75 275:1.00 276:0.99 277:0.87 287:0.61 290:0.78 294:0.95 300:0.94\n2 1:0.56 2:0.99 10:0.87 11:0.45 17:0.49 21:0.47 27:0.24 29:0.62 30:0.17 33:0.97 34:0.66 36:0.96 37:0.79 39:0.94 43:0.08 45:0.83 55:0.71 56:0.97 66:0.85 69:0.87 70:0.93 71:0.78 74:0.28 75:0.95 81:0.40 83:0.54 91:0.17 98:0.80 101:0.52 108:0.75 114:0.64 122:0.98 123:0.73 124:0.38 126:0.43 127:0.61 129:0.05 131:0.61 133:0.43 135:0.97 145:0.89 146:0.95 147:0.24 149:0.12 150:0.38 154:0.10 155:0.46 157:0.61 158:0.72 159:0.76 166:0.72 170:0.90 172:0.90 173:0.79 174:0.96 175:0.75 176:0.55 177:0.05 178:0.55 179:0.29 182:0.61 187:1.00 192:0.47 195:0.90 197:0.95 201:0.60 208:0.49 212:0.73 216:0.65 222:0.35 226:0.95 227:0.61 229:0.61 231:0.61 235:0.74 236:0.91 239:0.86 241:0.03 242:0.12 243:0.09 244:0.98 245:0.75 246:0.61 247:0.99 253:0.49 254:0.80 257:0.99 259:0.21 264:0.96 265:0.80 266:0.80 267:0.73 271:0.75 275:0.97 276:0.82 277:0.69 279:0.74 287:0.61 290:0.64 291:0.97 294:0.95 295:0.98 300:0.84\n0 1:0.64 8:0.78 9:0.70 10:0.79 11:0.42 17:0.61 18:0.98 21:0.13 22:0.93 27:0.49 29:0.62 30:0.28 31:0.87 34:0.52 36:0.86 37:0.47 39:0.94 43:0.05 47:0.93 55:0.42 64:0.77 66:0.07 69:1.00 70:0.96 71:0.78 74:0.41 79:0.87 81:0.34 86:0.75 91:0.04 96:0.70 98:0.21 108:0.39 114:0.72 117:0.86 122:0.94 123:0.94 124:0.99 126:0.26 127:0.96 129:0.05 131:0.85 133:0.99 135:0.37 137:0.87 139:0.72 140:0.45 144:0.57 146:0.71 147:0.73 149:0.07 150:0.38 151:0.52 153:0.72 154:0.05 155:0.49 157:0.61 159:0.98 162:0.67 166:0.78 170:0.90 172:0.80 173:1.00 174:0.86 175:0.75 176:0.56 177:0.70 179:0.12 182:0.61 187:0.39 190:1.00 192:0.51 196:0.88 197:0.80 201:0.60 202:0.53 208:0.49 212:0.30 216:0.61 220:0.93 222:0.35 227:0.85 229:0.61 231:0.68 232:0.89 235:0.42 239:0.79 241:0.24 242:0.17 243:0.23 244:0.98 245:0.92 246:0.61 247:1.00 248:0.52 253:0.54 254:0.97 255:0.69 256:0.45 257:0.97 259:0.21 262:0.93 264:0.96 265:0.17 266:0.97 267:0.19 268:0.57 271:0.75 275:1.00 276:0.98 277:0.95 284:0.90 285:0.47 287:0.61 290:0.72 294:0.94 300:0.94\n1 1:0.56 2:0.99 9:0.70 10:0.87 11:0.45 17:0.47 21:0.47 23:0.95 27:0.06 29:0.62 30:0.19 33:0.97 34:0.44 36:1.00 37:0.90 39:0.94 43:0.08 45:0.83 55:0.71 56:0.97 62:0.96 66:0.84 69:0.87 70:0.90 71:0.78 74:0.28 75:0.95 81:0.40 83:0.54 91:0.18 96:0.72 98:0.70 101:0.52 108:0.74 114:0.64 122:0.98 123:0.73 124:0.39 126:0.43 127:0.39 128:0.96 129:0.05 131:0.80 133:0.59 135:0.98 140:0.45 143:0.99 145:0.89 146:0.91 147:0.93 149:0.12 150:0.38 151:0.59 153:0.46 154:0.10 155:0.50 157:0.61 158:0.72 159:0.70 162:0.62 166:0.72 168:0.96 170:0.90 172:0.88 173:0.79 174:0.96 175:0.91 176:0.55 177:0.96 179:0.26 182:0.61 187:1.00 190:0.99 192:0.58 195:0.90 197:0.95 201:0.60 202:0.49 205:0.95 208:0.49 212:0.77 216:0.73 220:0.82 222:0.35 226:0.95 227:0.82 229:0.61 231:0.61 235:0.74 236:0.91 239:0.86 241:0.03 242:0.12 243:0.85 244:0.98 245:0.73 246:0.61 247:0.98 248:0.57 253:0.53 254:0.80 255:0.71 256:0.45 257:0.84 259:0.21 264:0.96 265:0.71 266:0.63 267:0.84 268:0.45 271:0.75 275:0.97 276:0.80 277:0.87 279:0.74 285:0.55 287:0.61 290:0.64 291:0.97 294:0.95 295:0.98 300:0.84\n0 8:0.86 9:0.70 10:0.82 11:0.42 17:0.53 18:0.83 21:0.77 27:0.12 29:0.62 30:0.10 31:0.89 34:0.94 36:0.91 37:0.81 39:0.94 43:0.05 55:0.92 66:0.17 69:0.85 70:0.90 71:0.78 74:0.34 79:0.88 81:0.23 86:0.66 91:0.51 96:0.75 98:0.41 108:0.71 114:0.58 120:0.59 122:0.90 123:0.69 124:0.90 126:0.22 127:0.60 129:0.59 131:0.85 133:0.89 135:0.66 137:0.89 139:0.63 140:0.95 144:0.57 146:0.79 147:0.63 149:0.08 150:0.24 151:0.57 153:0.48 154:0.08 155:0.52 157:0.61 159:0.84 162:0.58 163:0.81 164:0.66 166:0.72 170:0.90 172:0.59 173:0.68 174:0.89 175:0.97 176:0.55 177:0.70 178:0.50 179:0.32 182:0.61 187:0.98 190:1.00 191:0.73 192:0.86 196:0.87 197:0.89 202:0.78 208:0.50 212:0.30 216:0.90 220:0.99 222:0.35 227:0.85 229:0.61 231:0.68 235:0.97 239:0.81 241:0.27 242:0.24 243:0.33 244:0.99 245:0.83 246:0.61 247:0.96 248:0.56 253:0.56 254:0.93 255:0.69 256:0.78 257:0.97 259:0.21 260:0.59 264:0.96 265:0.43 266:0.84 267:0.93 268:0.78 271:0.75 275:0.91 276:0.81 277:0.95 284:0.92 285:0.50 287:0.61 290:0.58 294:0.92 300:0.70\n1 1:0.56 8:0.65 9:0.70 10:0.93 11:0.48 17:0.34 18:0.70 21:0.74 27:0.63 29:0.62 30:0.18 34:0.80 36:0.87 37:0.72 39:0.94 43:0.12 45:0.98 55:0.59 66:0.24 69:0.35 70:0.96 71:0.78 74:0.25 81:0.32 83:0.54 86:0.59 91:0.07 97:0.89 98:0.43 99:0.83 101:0.47 108:0.27 122:0.90 123:0.26 124:0.98 126:0.26 127:0.88 129:0.05 131:0.61 133:0.98 135:0.66 139:0.57 140:0.45 146:0.99 147:0.99 149:0.27 150:0.30 151:0.60 153:0.48 154:0.14 155:0.50 157:0.61 159:0.97 162:0.86 165:0.63 166:0.61 170:0.90 172:0.98 173:0.06 174:1.00 177:0.99 179:0.09 182:0.61 187:0.39 190:1.00 192:0.46 197:0.99 201:0.53 202:0.50 208:0.49 212:0.77 216:0.34 220:0.82 222:0.35 227:0.61 229:0.61 231:0.62 235:0.97 239:0.90 241:0.03 242:0.16 243:0.44 244:0.93 245:0.99 246:0.61 247:1.00 248:0.58 253:0.23 254:0.97 255:0.69 256:0.58 259:0.21 264:0.96 265:0.45 266:0.98 267:0.28 268:0.59 271:0.75 275:0.99 276:0.99 279:0.74 285:0.47 287:0.61 294:0.95 300:0.98\n1 1:0.56 9:0.70 10:0.86 11:0.45 17:0.49 21:0.47 23:0.95 27:0.06 29:0.62 30:0.28 33:0.97 34:0.55 36:0.98 37:0.90 39:0.94 43:0.08 45:0.83 55:0.71 56:0.97 62:0.95 66:0.84 69:0.87 70:0.85 71:0.78 74:0.27 81:0.40 83:0.54 91:0.18 96:0.69 98:0.79 101:0.52 108:0.75 114:0.64 122:0.98 123:0.73 124:0.38 126:0.43 127:0.63 128:0.95 129:0.05 131:0.80 133:0.43 135:0.98 140:0.80 143:0.98 145:0.89 146:0.95 147:0.24 149:0.13 150:0.38 151:0.50 153:0.46 154:0.13 155:0.47 157:0.61 159:0.75 162:0.56 166:0.72 168:0.95 170:0.90 172:0.89 173:0.80 174:0.96 175:0.75 176:0.55 177:0.05 178:0.42 179:0.31 182:0.61 187:1.00 190:0.99 192:0.50 195:0.90 197:0.95 201:0.60 202:0.50 205:0.95 208:0.49 212:0.75 216:0.73 220:0.96 222:0.35 227:0.82 229:0.61 231:0.61 235:0.74 236:0.91 239:0.85 241:0.12 242:0.12 243:0.10 244:0.97 245:0.74 246:0.61 247:0.98 248:0.49 253:0.50 254:0.90 255:0.69 256:0.45 257:0.99 259:0.21 264:0.96 265:0.79 266:0.80 267:0.89 268:0.45 271:0.75 275:0.97 276:0.81 277:0.69 285:0.55 287:0.61 290:0.64 291:0.97 294:0.94 300:0.70\n1 8:0.77 9:0.71 10:0.83 11:0.42 17:0.32 18:0.86 21:0.64 27:0.12 29:0.62 30:0.12 31:0.92 34:0.96 36:0.83 37:0.81 39:0.94 43:0.05 55:0.45 66:0.68 69:0.60 70:0.79 71:0.78 74:0.34 79:0.92 81:0.23 83:0.54 86:0.66 91:0.40 96:0.79 98:0.75 108:0.46 114:0.61 122:0.90 123:0.44 124:0.49 126:0.22 127:0.36 129:0.05 131:0.85 133:0.60 135:0.65 137:0.92 139:0.64 140:0.87 144:0.57 146:0.94 147:0.95 149:0.06 150:0.24 151:0.65 153:0.48 154:0.09 155:0.51 157:0.61 159:0.70 162:0.63 166:0.72 170:0.90 172:0.82 173:0.42 174:0.89 175:0.75 176:0.55 177:0.99 178:0.48 179:0.30 182:0.88 187:0.98 190:1.00 192:0.56 196:0.88 197:0.90 202:0.73 208:0.49 212:0.27 216:0.90 220:0.91 222:0.35 227:0.85 229:0.93 231:0.69 235:0.74 239:0.82 241:0.62 242:0.18 243:0.72 244:0.99 245:0.82 246:0.61 247:0.92 248:0.70 253:0.67 254:0.93 255:0.70 256:0.75 257:0.65 259:0.21 264:0.96 265:0.76 266:0.54 267:0.91 268:0.74 271:0.75 275:0.91 276:0.77 277:0.69 284:0.95 285:0.47 287:0.89 290:0.61 294:0.92 300:0.55\n0 8:0.94 9:0.70 10:0.79 11:0.42 17:0.34 18:0.80 21:0.54 27:0.12 29:0.62 30:0.42 31:0.91 34:0.96 36:0.74 37:0.81 39:0.94 43:0.05 55:0.84 66:0.20 69:0.92 70:0.54 71:0.78 74:0.31 76:0.97 77:0.70 79:0.91 81:0.24 86:0.62 91:0.82 96:0.92 98:0.57 108:0.46 114:0.62 122:0.90 123:0.83 124:0.75 126:0.22 127:0.44 129:0.05 131:0.85 133:0.64 135:0.80 137:0.91 139:0.60 140:0.99 144:0.57 145:0.83 146:0.81 147:0.75 149:0.08 150:0.25 151:0.59 153:0.72 154:0.06 155:0.49 157:0.61 158:0.71 159:0.68 162:0.73 166:0.72 170:0.90 172:0.51 173:0.91 174:0.79 175:0.91 176:0.55 177:0.88 179:0.39 182:0.61 187:0.87 190:1.00 191:0.83 192:0.51 195:0.88 196:0.87 197:0.80 202:0.92 208:0.49 212:0.19 216:0.90 219:0.86 220:0.82 222:0.35 227:0.85 229:0.61 231:0.68 235:0.60 239:0.79 241:0.62 242:0.41 243:0.40 244:0.99 245:0.85 246:0.61 247:0.84 248:0.62 253:0.86 254:0.97 255:0.69 256:0.94 257:0.93 259:0.21 264:0.96 265:0.47 266:0.63 267:0.99 268:0.94 271:0.75 275:0.91 276:0.73 277:0.87 279:0.74 282:0.71 284:0.96 285:0.47 287:0.61 290:0.62 292:0.86 294:0.92 300:0.43\n0 8:0.76 10:0.89 12:0.01 17:0.90 18:0.92 21:0.78 27:0.47 29:0.52 30:0.43 34:0.47 36:0.22 37:0.55 39:0.56 43:0.56 48:0.91 55:0.84 66:0.35 69:0.71 70:0.73 71:0.61 74:0.45 76:0.85 86:0.89 91:0.12 98:0.68 108:0.54 117:0.86 122:0.92 123:0.52 124:0.76 127:0.83 129:0.05 133:0.74 135:0.78 139:0.86 145:0.56 146:0.92 147:0.23 149:0.48 154:0.45 159:0.80 163:0.92 170:0.82 172:0.67 173:0.54 174:0.90 177:0.05 178:0.55 179:0.44 187:0.39 197:0.90 212:0.21 216:0.26 222:0.60 232:0.83 235:0.68 239:0.88 241:0.07 242:0.21 243:0.12 244:0.83 245:0.81 247:0.88 253:0.38 257:0.93 259:0.21 265:0.69 266:0.80 267:0.69 271:0.23 276:0.75 281:0.91 300:0.70\n0 1:0.59 8:0.69 10:0.88 11:0.52 12:0.01 17:0.86 18:0.98 21:0.40 27:0.54 29:0.52 30:0.42 34:0.36 36:0.20 37:0.54 39:0.56 43:0.31 45:0.73 48:0.91 55:0.71 64:0.77 66:0.71 69:0.23 70:0.66 71:0.61 74:0.65 76:1.00 81:0.40 86:0.97 91:0.31 98:0.88 101:0.65 108:0.18 114:0.78 122:0.92 123:0.18 124:0.44 126:0.32 127:0.83 129:0.59 133:0.47 135:0.54 139:0.96 145:0.38 146:0.96 147:0.97 149:0.46 150:0.44 154:0.21 155:0.49 158:0.76 159:0.75 170:0.82 172:0.90 173:0.16 174:0.88 176:0.63 177:0.88 178:0.55 179:0.28 187:0.87 192:0.47 197:0.87 201:0.56 204:0.78 208:0.50 212:0.58 216:0.19 219:0.91 222:0.60 235:0.52 239:0.87 241:0.24 242:0.42 243:0.75 244:0.61 245:0.93 247:0.96 253:0.60 254:0.97 259:0.21 265:0.88 266:0.63 267:0.69 271:0.23 276:0.86 279:0.75 281:0.86 290:0.78 292:0.87 300:0.70\n1 8:0.67 10:0.92 11:0.57 12:0.01 17:0.90 18:0.99 21:0.68 27:0.69 29:0.52 30:0.40 34:0.39 36:0.42 37:0.42 39:0.56 43:0.60 45:0.93 55:0.52 66:0.99 69:0.29 70:0.58 71:0.61 74:0.93 76:0.85 77:0.70 81:0.28 86:0.99 91:0.12 98:0.99 101:0.87 108:0.22 114:0.66 122:0.83 123:0.22 126:0.24 127:0.92 129:0.05 135:0.61 139:0.98 145:0.42 146:0.99 147:0.99 149:0.71 150:0.31 154:0.55 158:0.75 159:0.82 170:0.82 172:0.99 173:0.15 174:0.88 176:0.62 177:0.88 178:0.55 179:0.13 187:0.87 195:0.91 197:0.86 212:0.92 216:0.25 222:0.60 235:0.84 239:0.89 241:0.15 242:0.14 243:0.99 247:0.98 253:0.66 254:0.98 259:0.21 265:0.99 266:0.38 267:0.44 271:0.23 276:0.96 282:0.74 290:0.66 300:0.55\n0 8:0.81 10:0.88 11:0.52 12:0.01 17:0.87 18:0.91 21:0.78 27:0.47 29:0.52 30:0.17 34:0.47 36:0.19 37:0.55 39:0.56 43:0.23 45:0.73 48:0.91 55:0.92 66:0.53 69:0.71 70:0.94 71:0.61 74:0.54 76:0.85 86:0.89 91:0.15 98:0.76 101:0.65 108:0.85 117:0.86 122:0.92 123:0.84 124:0.76 127:0.86 129:0.59 133:0.80 135:0.71 139:0.86 145:0.56 146:0.77 147:0.23 149:0.34 154:0.53 159:0.80 170:0.82 172:0.77 173:0.55 174:0.89 177:0.05 178:0.55 179:0.41 187:0.39 197:0.88 212:0.18 216:0.26 222:0.60 232:0.83 235:0.68 239:0.87 241:0.15 242:0.15 243:0.11 244:0.61 245:0.78 247:0.96 253:0.43 254:0.74 257:0.93 259:0.21 265:0.76 266:0.80 267:0.79 271:0.23 276:0.77 281:0.91 300:0.84\n0 8:0.70 10:0.85 11:0.52 12:0.01 17:0.89 18:1.00 21:0.78 27:0.47 29:0.52 30:0.53 34:0.30 36:0.41 37:0.55 39:0.56 43:0.57 45:0.93 48:0.91 55:0.52 66:0.99 69:0.21 70:0.56 71:0.61 74:0.87 76:0.85 86:1.00 91:0.10 98:0.99 101:0.65 108:0.17 117:0.86 122:0.92 123:0.16 127:0.86 129:0.05 135:0.70 139:0.99 145:0.52 146:0.99 147:0.99 149:0.76 154:0.18 159:0.83 170:0.82 172:0.99 173:0.12 174:0.83 177:0.88 178:0.55 179:0.13 187:0.39 197:0.81 212:0.93 216:0.26 222:0.60 232:0.83 235:0.60 239:0.84 241:0.07 242:0.41 243:0.99 247:0.93 253:0.59 254:0.99 259:0.21 265:0.99 266:0.27 267:0.28 271:0.23 276:0.97 281:0.91 300:0.55\n1 8:0.63 10:0.97 11:0.57 12:0.01 17:0.53 18:0.99 21:0.30 22:0.93 27:0.32 29:0.52 30:0.53 34:0.55 36:0.39 37:0.46 39:0.56 43:0.38 44:0.88 45:0.97 47:0.93 48:0.91 55:0.59 64:0.77 66:0.99 69:0.77 70:0.72 71:0.61 74:0.66 81:0.34 86:0.99 91:0.64 98:0.91 101:0.96 108:0.61 122:0.92 123:0.58 126:0.24 127:0.51 129:0.05 135:0.23 139:0.99 145:0.63 146:0.99 147:0.99 149:0.79 150:0.37 154:0.35 159:0.87 170:0.82 172:0.99 173:0.51 174:0.97 177:0.88 178:0.55 179:0.12 187:0.68 195:0.97 197:0.96 212:0.80 216:0.73 219:0.90 222:0.60 235:0.31 239:0.96 241:0.10 242:0.40 243:0.99 247:0.97 253:0.49 254:0.94 259:0.21 262:0.93 265:0.91 266:0.71 267:0.52 271:0.23 276:0.96 281:0.91 292:0.95 300:0.70\n0 8:0.71 10:0.87 11:0.46 12:0.01 17:0.91 18:0.91 21:0.78 27:0.47 29:0.52 30:0.14 34:0.45 36:0.20 37:0.55 39:0.56 43:0.20 45:0.66 48:0.91 55:0.92 66:0.12 69:0.94 70:0.90 71:0.61 74:0.51 76:0.85 86:0.87 91:0.15 98:0.38 101:0.47 108:0.90 117:0.86 122:0.92 123:0.82 124:0.92 127:0.91 129:0.59 133:0.91 135:0.88 139:0.84 145:0.56 146:0.54 147:0.23 149:0.31 154:0.15 159:0.80 163:0.75 170:0.82 172:0.48 173:0.93 174:0.88 177:0.05 178:0.55 179:0.43 187:0.39 197:0.86 212:0.23 216:0.26 222:0.60 232:0.83 235:0.68 239:0.86 241:0.12 242:0.39 243:0.11 244:0.61 245:0.76 247:0.97 253:0.41 254:0.92 257:0.93 259:0.21 265:0.37 266:0.75 267:0.91 271:0.23 276:0.76 277:0.87 281:0.91 300:0.84\n1 8:0.71 9:0.73 10:0.90 11:0.52 12:0.01 17:0.76 18:0.99 21:0.30 27:0.65 29:0.52 30:0.17 31:0.97 34:0.34 36:0.40 37:0.52 39:0.56 43:0.66 45:0.92 55:0.71 64:0.77 66:0.35 69:0.10 70:0.83 71:0.61 74:0.69 79:0.97 81:0.34 83:0.56 86:0.98 91:0.54 96:0.84 97:0.89 98:0.75 101:0.65 108:0.90 122:0.92 123:0.09 124:0.60 126:0.24 127:0.92 129:0.59 133:0.47 135:0.76 137:0.97 139:0.98 140:0.92 146:0.97 147:0.97 149:0.81 150:0.37 151:0.85 153:0.48 154:0.16 155:0.56 158:0.76 159:0.86 162:0.86 170:0.82 172:0.91 173:0.08 174:0.92 177:0.88 179:0.18 187:0.39 190:0.89 191:0.73 192:0.55 196:0.99 197:0.88 202:0.73 208:0.50 212:0.47 216:0.17 219:0.91 220:0.62 222:0.60 235:0.31 239:0.88 241:0.53 242:0.54 243:0.51 244:0.61 245:0.98 247:0.91 248:0.82 253:0.83 255:0.72 256:0.81 259:0.21 265:0.74 266:0.63 267:0.84 268:0.81 271:0.23 276:0.93 279:0.75 284:0.98 285:0.50 292:0.88 300:0.55\n1 1:0.63 7:0.70 10:0.85 12:0.01 17:0.78 18:0.80 21:0.40 22:0.93 27:0.67 29:0.52 30:0.19 32:0.67 34:0.99 36:0.57 37:0.36 39:0.56 43:0.59 44:0.88 47:0.93 48:0.98 64:0.77 66:0.35 69:0.56 70:0.86 71:0.61 74:0.52 81:0.51 86:0.82 91:0.29 98:0.43 106:0.81 108:0.43 114:0.82 117:0.86 122:0.83 123:0.41 124:0.67 126:0.51 127:0.54 129:0.05 133:0.60 135:0.94 139:0.86 145:0.59 146:0.55 147:0.61 149:0.48 150:0.50 154:0.65 155:0.49 159:0.57 170:0.82 172:0.45 173:0.51 174:0.79 176:0.70 177:0.88 178:0.55 179:0.65 187:0.95 192:0.55 195:0.75 197:0.82 201:0.61 206:0.81 208:0.61 212:0.50 215:0.67 216:0.14 219:0.91 222:0.60 230:0.73 232:0.93 233:0.66 235:0.60 239:0.84 241:0.18 242:0.23 243:0.51 244:0.61 245:0.67 247:0.79 253:0.59 254:0.74 259:0.21 262:0.93 265:0.45 266:0.63 267:0.52 271:0.23 276:0.50 281:0.86 283:0.67 290:0.82 292:0.88 297:0.36 300:0.70\n1 1:0.58 8:0.63 10:0.87 11:0.46 12:0.01 17:0.94 18:0.96 21:0.47 22:0.93 27:0.55 29:0.52 30:0.30 34:0.97 36:0.57 37:0.50 39:0.56 43:0.58 44:0.88 45:0.94 47:0.93 64:0.77 66:0.97 69:0.69 70:0.79 71:0.61 74:0.84 77:0.70 81:0.49 83:0.56 86:0.97 91:0.29 97:0.89 98:0.88 99:0.83 101:0.47 108:0.52 114:0.76 117:0.86 122:0.91 123:0.50 126:0.32 127:0.42 129:0.05 135:0.93 139:0.97 145:0.96 146:0.97 147:0.98 149:0.74 150:0.44 154:0.47 155:0.51 158:0.76 159:0.70 165:0.65 170:0.82 172:0.93 173:0.54 174:0.83 176:0.63 177:0.88 178:0.55 179:0.20 187:0.21 192:0.48 195:0.90 197:0.87 201:0.55 204:0.80 208:0.50 212:0.57 216:0.16 219:0.91 222:0.60 232:0.88 235:0.60 239:0.86 242:0.33 243:0.97 244:0.61 247:0.82 253:0.65 254:0.86 259:0.21 262:0.93 265:0.88 266:0.38 267:0.59 271:0.23 276:0.87 279:0.75 281:0.86 282:0.75 290:0.76 292:0.88 300:0.55\n2 6:1.00 8:1.00 12:0.20 17:0.59 20:0.82 21:0.74 25:0.88 27:0.05 28:0.78 30:0.45 32:0.80 34:0.21 36:0.55 43:0.52 55:0.45 66:0.36 69:0.27 70:0.53 78:0.79 81:0.77 91:0.89 98:0.75 100:0.89 104:0.73 108:0.67 111:0.82 120:0.84 123:0.64 124:0.60 126:0.54 127:0.95 129:0.59 133:0.47 135:0.54 140:0.90 145:0.92 146:0.51 147:0.57 149:0.68 150:0.57 151:0.76 152:0.78 153:0.87 154:0.41 159:0.44 161:0.69 162:0.59 164:0.92 167:0.94 169:0.87 172:0.48 173:0.36 177:0.05 178:0.50 179:0.69 181:0.72 186:0.80 189:1.00 191:0.95 195:0.65 202:0.89 212:0.68 215:0.46 216:0.16 220:0.62 235:0.88 238:0.98 241:0.99 242:0.82 243:0.50 245:0.77 247:0.12 248:0.76 256:0.88 259:0.21 260:0.84 261:0.82 265:0.75 266:0.63 267:0.92 268:0.90 271:0.50 276:0.55 283:0.60 285:0.62 297:0.36 300:0.43\n1 12:0.20 17:0.53 21:0.59 27:0.45 28:0.78 30:0.11 32:0.80 34:0.91 36:0.18 37:0.50 43:0.32 55:0.59 66:0.30 69:0.70 70:0.54 81:0.87 91:0.27 98:0.30 108:0.53 123:0.51 124:0.61 126:0.54 127:0.21 129:0.59 133:0.47 135:0.75 145:0.44 146:0.48 147:0.54 149:0.33 150:0.72 154:0.24 159:0.44 161:0.69 163:0.88 167:0.68 172:0.16 173:0.60 177:0.05 178:0.55 179:0.80 181:0.72 187:0.68 195:0.83 212:0.30 215:0.55 216:0.77 235:0.68 241:0.53 242:0.82 243:0.48 245:0.47 247:0.12 259:0.21 265:0.32 266:0.27 267:0.28 271:0.50 276:0.25 283:0.60 297:0.36 300:0.33\n3 6:0.96 7:0.81 8:0.92 12:0.20 17:0.47 20:0.99 21:0.30 27:0.21 28:0.78 30:0.27 34:0.66 36:0.87 37:0.74 43:0.52 55:0.71 66:0.44 69:0.10 70:0.80 78:0.79 81:0.93 91:0.80 98:0.75 100:0.85 104:0.84 106:0.81 108:0.87 111:0.80 120:0.92 123:0.86 124:0.67 126:0.54 127:0.66 129:0.81 133:0.67 135:0.20 140:0.45 146:0.92 147:0.93 149:0.85 150:0.88 151:0.82 152:0.90 153:0.95 154:0.41 159:0.84 161:0.69 162:0.61 164:0.90 167:0.72 169:0.82 172:0.89 173:0.08 177:0.05 179:0.19 181:0.72 186:0.79 187:0.39 189:0.97 191:0.70 202:0.86 206:0.81 212:0.60 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.94 241:0.62 242:0.82 243:0.45 245:0.96 247:0.12 248:0.88 256:0.89 259:0.21 260:0.92 261:0.85 265:0.75 266:0.63 267:0.44 268:0.88 271:0.50 276:0.91 283:0.82 285:0.62 297:0.36 300:0.70\n1 12:0.20 17:0.64 21:0.54 27:0.45 28:0.78 30:0.76 34:0.80 36:0.17 37:0.50 43:0.32 55:0.92 66:0.36 69:0.69 70:0.15 81:0.89 91:0.35 98:0.34 108:0.53 123:0.50 124:0.52 126:0.54 127:0.19 129:0.59 133:0.47 135:0.56 145:0.52 146:0.46 147:0.52 149:0.23 150:0.77 154:0.24 159:0.32 161:0.69 163:0.96 167:0.56 172:0.10 173:0.66 177:0.05 178:0.55 179:0.94 181:0.72 187:0.68 212:0.95 215:0.58 216:0.77 235:0.60 241:0.12 242:0.82 243:0.51 245:0.37 247:0.12 259:0.21 265:0.36 266:0.12 267:0.28 271:0.50 276:0.18 297:0.36 300:0.13\n1 8:0.82 12:0.20 17:0.66 21:0.40 27:0.26 28:0.78 30:0.33 32:0.80 34:0.71 36:0.62 37:0.91 43:0.52 55:0.52 66:0.36 69:0.12 70:0.61 81:0.92 91:0.65 98:0.66 104:0.73 108:0.63 120:0.73 123:0.61 124:0.60 126:0.54 127:0.58 129:0.59 133:0.47 135:0.54 140:0.87 145:0.52 146:0.47 147:0.53 149:0.62 150:0.85 151:0.66 153:0.48 154:0.41 159:0.37 161:0.69 162:0.61 164:0.75 167:0.78 172:0.41 173:0.28 177:0.05 178:0.48 179:0.72 181:0.72 187:0.21 191:0.75 195:0.64 202:0.68 212:0.59 215:0.67 216:0.45 220:0.82 235:0.42 241:0.72 242:0.82 243:0.49 245:0.71 247:0.12 248:0.66 256:0.68 259:0.21 260:0.74 265:0.66 266:0.63 267:0.65 268:0.69 271:0.50 276:0.48 285:0.62 297:0.36 300:0.43\n4 6:0.98 8:0.97 12:0.20 17:0.06 20:0.99 21:0.74 25:0.88 27:0.13 28:0.78 30:0.21 32:0.80 34:0.50 36:0.74 37:0.82 43:0.47 55:0.59 66:0.33 69:0.46 70:0.81 78:0.92 81:0.77 91:1.00 98:0.56 100:0.99 104:0.58 108:0.81 111:0.98 120:0.99 123:0.80 124:0.78 126:0.54 127:0.90 129:0.89 133:0.78 135:0.32 140:0.45 145:0.97 146:0.25 147:0.31 149:0.67 150:0.57 151:0.91 152:1.00 153:1.00 154:0.35 159:0.59 161:0.69 162:0.69 164:0.99 167:0.94 169:0.96 172:0.54 173:0.42 177:0.05 179:0.59 181:0.72 186:0.91 189:0.99 191:0.97 195:0.76 202:0.99 212:0.40 215:0.46 216:0.87 235:0.88 238:0.99 241:0.98 242:0.82 243:0.29 245:0.73 247:0.12 248:0.98 256:0.99 259:0.21 260:0.99 261:0.98 265:0.57 266:0.63 267:0.79 268:0.99 271:0.50 276:0.64 283:0.82 285:0.62 297:0.36 300:0.55\n3 6:0.96 7:0.81 8:0.97 12:0.20 17:0.12 20:0.85 21:0.78 25:0.88 27:0.44 28:0.78 30:0.45 32:0.80 34:0.55 36:0.63 43:0.47 55:0.45 66:0.43 69:0.46 70:0.57 78:0.77 91:0.88 98:0.39 100:0.82 104:0.76 108:0.86 111:0.77 120:0.94 123:0.85 124:0.66 127:0.93 129:0.81 133:0.67 135:0.65 140:0.45 145:0.85 146:0.27 147:0.33 149:0.56 151:0.83 152:0.81 153:0.96 154:0.35 159:0.67 161:0.69 162:0.55 164:0.99 167:0.92 169:0.80 172:0.45 173:0.37 177:0.05 179:0.75 181:0.72 186:0.77 189:0.97 191:0.92 195:0.81 202:0.98 212:0.55 216:0.49 220:0.62 230:0.65 233:0.63 235:0.88 238:0.96 241:0.92 242:0.82 243:0.43 245:0.64 247:0.12 248:0.91 256:0.98 259:0.21 260:0.94 261:0.80 265:0.41 266:0.63 267:0.44 268:0.98 271:0.50 276:0.39 283:0.60 285:0.62 300:0.55\n1 12:0.20 17:0.18 21:0.78 25:0.88 27:0.13 28:0.78 30:0.21 34:0.37 36:0.92 37:0.82 43:0.52 55:0.52 66:0.63 69:0.05 70:0.80 91:0.58 98:0.80 104:0.58 108:0.05 120:0.80 123:0.05 124:0.52 127:0.86 129:0.81 133:0.67 135:0.34 140:0.45 146:0.87 147:0.90 149:0.75 151:0.74 153:0.83 154:0.41 159:0.62 161:0.69 162:0.85 164:0.82 167:0.86 172:0.73 173:0.10 177:0.05 179:0.53 181:0.72 187:0.21 202:0.70 212:0.54 216:0.87 235:0.02 241:0.77 242:0.82 243:0.69 245:0.75 247:0.12 248:0.72 256:0.77 259:0.21 260:0.81 265:0.80 266:0.80 267:0.44 268:0.78 271:0.50 276:0.68 283:0.60 285:0.62 300:0.55\n3 6:0.98 8:0.95 12:0.20 17:0.34 20:0.81 21:0.74 25:0.88 27:0.13 28:0.78 30:0.21 32:0.80 34:0.52 36:0.93 37:0.82 43:0.52 55:0.52 66:0.27 69:0.27 70:0.73 78:0.81 81:0.77 91:0.78 98:0.75 100:0.90 104:0.58 108:0.81 111:0.83 120:0.79 123:0.20 124:0.58 126:0.54 127:0.78 129:0.59 133:0.47 135:0.81 140:0.45 145:0.97 146:0.85 147:0.88 149:0.76 150:0.57 151:0.75 152:1.00 153:0.86 154:0.41 159:0.63 161:0.69 162:0.84 164:0.81 167:0.82 169:0.96 172:0.73 173:0.24 177:0.05 179:0.43 181:0.72 186:0.81 187:0.21 189:0.98 195:0.80 202:0.69 212:0.58 215:0.46 216:0.87 235:0.88 238:0.97 241:0.75 242:0.82 243:0.46 245:0.90 247:0.12 248:0.71 256:0.73 259:0.21 260:0.79 261:0.98 265:0.62 266:0.80 267:0.65 268:0.76 271:0.50 276:0.75 285:0.62 297:0.36 300:0.55\n1 7:0.81 8:0.77 12:0.20 17:0.40 21:0.54 25:0.88 27:0.44 28:0.78 30:0.38 32:0.80 34:0.80 36:0.56 43:0.52 55:0.45 66:0.19 69:0.17 70:0.71 81:0.89 91:0.68 98:0.74 104:0.76 106:0.81 108:0.14 120:0.53 123:0.55 124:0.75 126:0.54 127:0.84 129:0.81 133:0.67 135:0.39 140:0.87 145:0.72 146:0.27 147:0.33 149:0.67 150:0.77 151:0.46 153:0.48 154:0.41 159:0.59 161:0.69 162:0.54 164:0.57 167:0.67 172:0.37 173:0.20 177:0.05 178:0.48 179:0.64 181:0.72 187:0.87 195:0.76 202:0.56 206:0.81 212:0.60 215:0.58 216:0.49 220:0.87 230:0.87 233:0.76 235:0.60 241:0.51 242:0.82 243:0.40 245:0.74 247:0.12 248:0.46 256:0.45 259:0.21 260:0.53 265:0.20 266:0.71 267:0.91 268:0.46 271:0.50 276:0.59 283:0.60 285:0.62 297:0.36 300:0.55\n2 6:0.98 8:0.93 12:0.20 17:0.11 20:0.75 21:0.68 25:0.88 27:0.13 28:0.78 30:0.45 34:0.47 36:0.73 37:0.82 43:0.52 55:0.52 66:0.61 69:0.23 70:0.58 78:0.72 81:0.82 91:0.94 98:0.71 100:0.85 104:0.58 108:0.66 111:0.76 120:0.91 123:0.63 124:0.50 126:0.54 127:0.70 129:0.59 133:0.47 135:0.60 140:0.45 145:0.84 146:0.24 147:0.30 149:0.65 150:0.62 151:0.83 152:1.00 153:0.96 154:0.41 159:0.42 161:0.69 162:0.74 164:0.97 167:0.84 169:0.96 172:0.59 173:0.33 177:0.05 179:0.66 181:0.72 186:0.73 187:0.39 191:0.86 202:0.94 212:0.54 215:0.49 216:0.87 235:0.80 241:0.76 242:0.82 243:0.34 245:0.74 247:0.12 248:0.87 256:0.95 259:0.21 260:0.91 261:0.98 265:0.71 266:0.71 267:0.79 268:0.96 271:0.50 276:0.51 283:0.60 285:0.62 297:0.36 300:0.43\n2 6:0.98 8:0.97 12:0.20 17:0.11 20:0.75 21:0.68 25:0.88 27:0.13 28:0.78 30:0.45 34:0.47 36:0.73 37:0.82 43:0.52 55:0.52 66:0.61 69:0.23 70:0.58 78:0.72 81:0.82 91:0.87 98:0.71 100:0.82 104:0.58 108:0.66 111:0.76 120:0.91 123:0.63 124:0.50 126:0.54 127:0.70 129:0.59 133:0.47 135:0.60 140:0.45 145:0.84 146:0.24 147:0.30 149:0.65 150:0.62 151:0.83 152:1.00 153:0.96 154:0.41 159:0.42 161:0.69 162:0.74 164:0.97 167:0.84 169:0.96 172:0.59 173:0.33 177:0.05 179:0.66 181:0.72 186:0.73 187:0.39 191:0.75 202:0.94 212:0.54 215:0.49 216:0.87 235:0.80 241:0.76 242:0.82 243:0.34 245:0.74 247:0.12 248:0.87 256:0.95 259:0.21 260:0.91 261:0.98 265:0.71 266:0.71 267:0.28 268:0.96 271:0.50 276:0.51 283:0.60 285:0.62 297:0.36 300:0.43\n3 6:1.00 7:0.81 8:1.00 12:0.20 17:0.11 20:0.99 21:0.13 27:0.07 28:0.78 30:0.45 32:0.80 34:0.67 36:0.82 37:0.84 43:0.47 55:0.45 66:0.33 69:0.37 70:0.42 78:0.83 81:0.96 91:0.96 98:0.55 100:0.93 104:0.58 108:0.68 111:0.88 120:0.94 123:0.66 124:0.71 126:0.54 127:0.88 129:0.81 133:0.67 135:0.30 140:0.45 145:0.86 146:0.19 147:0.25 149:0.47 150:0.93 151:0.81 152:0.95 153:0.94 154:0.36 159:0.51 161:0.69 162:0.58 164:0.97 167:0.92 169:0.89 172:0.27 173:0.39 177:0.05 179:0.87 181:0.72 186:0.84 189:1.00 191:0.94 195:0.70 202:0.96 212:0.15 215:0.84 216:0.63 220:0.74 230:0.87 233:0.76 235:0.12 238:0.98 241:0.91 242:0.82 243:0.37 245:0.53 247:0.12 248:0.92 256:0.95 259:0.21 260:0.95 261:0.92 265:0.56 266:0.63 267:0.99 268:0.96 271:0.50 276:0.36 283:0.60 285:0.62 297:0.36 300:0.33\n1 1:0.74 11:0.64 12:0.51 17:0.61 21:0.74 27:0.45 28:0.70 30:0.21 32:0.80 34:0.92 36:0.18 37:0.50 39:0.50 43:0.81 55:0.52 66:0.27 69:0.71 70:0.97 74:0.91 77:0.89 81:0.51 83:0.72 85:0.91 91:0.20 98:0.56 101:0.79 108:0.77 114:0.67 122:0.67 123:0.75 124:0.79 126:0.54 127:0.46 129:0.81 131:0.61 133:0.76 135:0.85 144:0.57 145:0.54 146:0.61 147:0.66 149:0.85 150:0.66 154:0.77 155:0.67 157:0.85 159:0.66 161:0.45 165:0.65 166:0.83 167:0.64 172:0.59 173:0.61 176:0.73 177:0.38 178:0.55 179:0.39 181:0.94 182:0.80 187:0.68 192:0.59 195:0.84 201:0.74 212:0.54 215:0.46 216:0.77 222:0.76 227:0.61 229:0.61 231:0.75 235:0.97 241:0.18 242:0.29 243:0.40 245:0.81 246:0.89 247:0.67 253:0.69 259:0.21 265:0.58 266:0.71 267:0.28 271:0.69 276:0.72 282:0.88 287:0.61 290:0.67 297:0.36 299:0.88 300:0.84\n3 1:0.74 7:0.81 8:0.83 11:0.64 12:0.51 17:0.77 21:0.30 27:0.21 28:0.70 30:0.12 34:0.56 36:0.49 37:0.74 39:0.50 43:0.98 66:0.48 69:0.12 70:0.95 74:0.99 81:0.75 83:0.75 85:1.00 91:0.03 98:0.64 101:0.85 104:0.84 106:0.81 108:0.96 114:0.86 120:0.65 121:0.97 122:0.67 123:0.96 124:0.87 126:0.54 127:0.87 129:0.96 131:0.81 133:0.90 135:0.24 140:0.45 144:0.57 146:0.56 147:0.62 149:0.99 150:0.84 151:0.61 153:0.48 154:0.98 155:0.67 157:0.91 159:0.94 161:0.45 162:0.86 164:0.55 165:0.84 166:0.84 167:0.56 172:0.99 173:0.06 176:0.73 177:0.38 179:0.10 181:0.94 182:0.81 187:0.39 190:0.77 192:0.59 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.84 215:0.72 216:0.95 220:0.62 222:0.76 227:0.85 229:0.61 230:0.87 231:0.76 233:0.76 235:0.42 242:0.58 243:0.08 245:0.99 246:0.89 247:0.67 248:0.59 253:0.79 256:0.45 259:0.21 260:0.65 265:0.65 266:0.89 267:0.44 268:0.46 271:0.69 276:0.99 283:0.71 285:0.50 287:0.61 290:0.86 297:0.36 300:0.84\n3 1:0.74 6:1.00 8:0.97 9:0.80 11:0.64 12:0.51 17:0.55 20:0.93 21:0.22 27:0.03 28:0.70 30:0.95 34:0.53 36:0.40 37:1.00 39:0.50 41:0.93 43:0.79 66:0.54 69:0.76 74:0.42 78:0.83 81:0.80 83:0.81 85:0.72 91:0.83 96:0.92 98:0.10 100:0.92 101:0.73 104:0.58 108:0.59 111:0.86 114:0.90 120:0.86 123:0.56 126:0.54 127:0.07 129:0.05 131:0.89 135:0.42 140:0.45 144:0.57 146:0.13 147:0.18 149:0.43 150:0.87 151:0.98 152:1.00 153:0.92 154:0.72 155:0.67 157:0.77 159:0.08 161:0.45 162:0.57 164:0.84 165:0.86 166:0.84 167:0.86 169:0.97 172:0.10 173:0.84 176:0.73 177:0.38 179:0.09 181:0.94 182:0.81 186:0.83 187:0.68 189:0.99 191:0.95 192:0.59 201:0.74 202:0.81 208:0.64 215:0.79 216:0.76 222:0.76 227:0.92 229:0.89 231:0.76 235:0.31 238:0.97 241:0.74 243:0.63 246:0.89 248:0.92 253:0.89 255:0.79 256:0.77 259:0.21 260:0.87 261:0.99 265:0.11 267:0.91 268:0.81 271:0.69 285:0.62 287:0.92 290:0.90 297:0.36 300:0.08\n1 1:0.74 11:0.64 12:0.51 17:0.57 21:0.40 27:0.01 28:0.70 30:0.74 32:0.80 34:0.90 36:0.68 37:0.97 39:0.50 43:0.87 66:0.68 69:0.37 70:0.41 74:0.92 77:0.70 81:0.76 83:0.76 85:0.97 91:0.25 98:0.75 101:0.86 104:0.84 106:0.81 108:0.29 114:0.66 117:0.86 122:0.43 123:0.28 124:0.45 126:0.54 127:0.60 129:0.59 131:0.61 133:0.47 135:0.81 144:0.57 145:0.84 146:0.76 147:0.80 149:0.97 150:0.85 154:0.85 155:0.67 157:0.89 159:0.47 161:0.45 165:0.86 166:0.84 167:0.69 172:0.76 173:0.39 176:0.56 177:0.38 178:0.55 179:0.46 181:0.94 182:0.81 187:0.68 192:0.59 195:0.66 201:0.74 206:0.81 212:0.68 215:0.63 216:0.85 222:0.76 227:0.61 229:0.61 231:0.75 232:0.90 235:0.68 241:0.39 242:0.60 243:0.72 245:0.83 246:0.90 247:0.39 253:0.70 259:0.21 265:0.75 266:0.63 267:0.52 271:0.69 276:0.66 282:0.88 287:0.61 290:0.66 297:0.36 299:0.88 300:0.55\n4 1:0.74 6:1.00 8:0.99 9:0.80 11:0.64 12:0.51 17:0.28 20:0.97 21:0.13 27:0.03 28:0.70 30:0.95 34:0.52 36:0.61 37:1.00 39:0.50 41:1.00 43:0.78 60:0.99 66:0.54 69:0.77 74:0.55 78:0.96 81:0.84 83:0.91 85:0.72 91:1.00 96:1.00 98:0.09 100:0.99 101:0.71 104:0.58 108:0.60 111:0.99 114:0.92 120:1.00 123:0.58 126:0.54 127:0.06 129:0.05 131:0.89 135:0.66 138:1.00 140:0.45 144:0.57 146:0.13 147:0.18 149:0.43 150:0.91 151:1.00 152:1.00 153:1.00 154:0.71 155:0.67 157:0.76 158:0.92 159:0.08 161:0.45 162:0.69 164:0.99 165:0.88 166:0.84 167:1.00 169:0.97 172:0.10 173:0.75 176:0.73 177:0.38 179:0.08 181:0.94 182:0.81 186:0.95 189:1.00 191:0.97 192:0.59 201:0.74 202:0.98 208:0.64 215:0.84 216:0.76 222:0.76 227:0.92 229:0.89 231:0.76 235:0.22 238:1.00 241:1.00 243:0.63 246:0.90 248:1.00 253:1.00 255:0.79 256:0.99 259:0.21 260:1.00 261:0.99 265:0.09 267:0.94 268:0.99 271:0.69 279:0.86 283:0.82 285:0.62 287:0.92 290:0.92 297:0.36 300:0.08\n2 1:0.74 6:0.94 7:0.81 8:0.87 9:0.80 11:0.64 12:0.51 17:0.85 20:0.85 27:0.30 28:0.70 30:0.56 32:0.80 34:0.47 36:0.71 37:0.72 39:0.50 41:0.88 43:0.69 60:0.87 66:0.06 69:0.86 70:0.75 74:0.99 77:0.70 78:0.78 81:0.93 83:0.88 85:1.00 91:0.18 96:0.87 98:0.29 100:0.83 101:0.86 104:0.92 106:0.81 108:0.84 111:0.78 114:0.98 117:0.86 120:0.82 121:0.90 122:0.43 123:0.98 124:0.99 126:0.54 127:0.90 129:1.00 131:0.89 133:0.99 135:0.63 140:0.45 144:0.57 145:0.67 146:0.69 147:0.74 149:0.99 150:0.97 151:0.95 152:0.86 153:0.83 154:0.59 155:0.67 157:0.91 158:0.92 159:0.98 161:0.45 162:0.84 164:0.80 165:0.92 166:0.84 167:0.62 169:0.80 172:0.92 173:0.35 176:0.73 177:0.38 179:0.09 181:0.94 182:0.81 186:0.79 187:0.39 189:0.96 191:0.70 192:0.59 195:1.00 201:0.74 202:0.69 204:0.89 206:0.81 208:0.64 212:0.59 215:0.96 216:0.32 222:0.76 227:0.92 229:0.89 230:0.87 231:0.76 232:0.85 233:0.76 235:0.05 238:0.94 241:0.10 242:0.51 243:0.08 245:0.99 246:0.90 247:0.67 248:0.85 253:0.92 255:0.79 256:0.81 259:0.21 260:0.82 261:0.82 265:0.30 266:0.91 267:0.85 268:0.75 271:0.69 276:0.99 279:0.86 282:0.88 283:0.82 285:0.62 287:0.92 290:0.98 297:0.36 299:0.88 300:0.70\n2 1:0.74 7:0.81 8:0.68 11:0.64 12:0.51 17:0.38 21:0.40 27:0.21 28:0.70 30:0.21 34:0.63 36:0.42 37:0.74 39:0.50 43:0.82 55:0.59 66:0.31 69:0.15 70:0.95 74:0.95 76:0.85 81:0.67 85:0.80 91:0.06 98:0.54 101:0.71 104:0.84 106:0.81 108:0.88 114:0.82 117:0.86 121:0.90 122:0.57 123:0.87 124:0.86 126:0.54 127:0.75 129:0.89 131:0.61 133:0.87 135:0.30 144:0.57 146:0.72 147:0.76 149:0.80 150:0.73 154:0.92 155:0.67 157:0.78 158:0.87 159:0.84 161:0.45 166:0.84 167:0.65 172:0.79 173:0.10 176:0.73 177:0.38 178:0.55 179:0.26 181:0.94 182:0.73 187:0.39 192:0.59 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.73 215:0.67 216:0.95 222:0.76 227:0.61 229:0.61 230:0.87 231:0.76 232:0.94 233:0.76 235:0.52 241:0.24 242:0.30 243:0.40 245:0.88 246:0.61 247:0.67 253:0.77 259:0.21 265:0.55 266:0.91 267:0.36 271:0.69 276:0.86 279:0.86 283:0.71 287:0.61 290:0.82 297:0.36 300:0.84\n1 1:0.74 11:0.64 12:0.51 17:0.57 21:0.59 27:0.45 28:0.70 30:0.17 32:0.80 34:0.90 36:0.21 37:0.50 39:0.50 43:0.82 66:0.30 69:0.70 70:0.92 74:0.86 77:0.89 81:0.63 83:0.73 85:0.91 91:0.18 98:0.49 101:0.80 108:0.53 114:0.74 122:0.57 123:0.51 124:0.77 126:0.54 127:0.42 129:0.81 131:0.61 133:0.76 135:0.81 144:0.57 145:0.47 146:0.67 147:0.72 149:0.85 150:0.76 154:0.77 155:0.67 157:0.85 159:0.59 161:0.45 165:0.78 166:0.83 167:0.65 172:0.54 173:0.63 176:0.73 177:0.38 178:0.55 179:0.45 181:0.94 182:0.80 187:0.68 192:0.59 195:0.80 201:0.74 212:0.49 215:0.55 216:0.77 222:0.76 227:0.61 229:0.61 231:0.75 235:0.80 241:0.21 242:0.39 243:0.48 245:0.75 246:0.89 247:0.60 253:0.70 259:0.21 265:0.51 266:0.71 267:0.23 271:0.69 276:0.66 282:0.88 287:0.61 290:0.74 297:0.36 299:0.88 300:0.70\n2 6:0.93 8:0.98 9:0.80 12:0.51 17:0.08 20:0.81 21:0.78 27:0.20 28:0.70 34:0.49 36:0.27 37:0.94 39:0.50 41:0.93 78:0.75 83:0.81 91:0.88 96:0.91 100:0.78 104:0.58 111:0.74 120:0.87 131:0.89 135:0.88 140:0.45 144:0.57 151:0.92 152:0.92 153:0.72 155:0.67 157:0.61 161:0.45 162:0.66 164:0.82 166:0.61 167:0.97 169:0.76 175:0.91 181:0.94 182:0.81 186:0.75 189:0.87 191:0.94 192:0.59 202:0.76 208:0.64 216:0.38 220:0.74 222:0.76 227:0.92 229:0.89 231:0.76 238:0.90 241:0.87 244:0.83 246:0.61 248:0.91 253:0.87 255:0.79 256:0.78 257:0.84 259:0.21 260:0.87 261:0.78 267:0.44 268:0.78 271:0.69 277:0.87 283:0.71 285:0.62 287:0.92\n3 1:0.74 6:0.88 7:0.81 9:0.80 11:0.64 12:0.51 17:0.75 20:0.73 21:0.30 27:0.21 28:0.70 30:0.13 34:0.62 36:0.50 37:0.74 39:0.50 41:0.82 43:0.98 60:0.87 66:0.48 69:0.12 70:0.95 74:1.00 78:0.72 81:0.75 83:0.84 85:1.00 91:0.03 96:0.77 98:0.64 100:0.73 101:0.86 104:0.84 106:0.81 108:0.96 111:0.72 114:0.86 117:0.86 120:0.65 121:0.97 122:0.67 123:0.96 124:0.87 126:0.54 127:0.87 129:0.96 131:0.89 133:0.90 135:0.23 140:0.45 144:0.57 146:0.56 147:0.62 149:0.99 150:0.84 151:0.77 152:0.91 153:0.48 154:0.98 155:0.67 157:0.91 158:0.87 159:0.94 161:0.45 162:0.86 164:0.57 165:0.84 166:0.84 167:0.54 169:0.78 172:0.99 173:0.06 176:0.73 177:0.38 179:0.10 181:0.94 182:0.81 186:0.73 187:0.39 192:0.59 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.84 215:0.72 216:0.95 220:0.62 222:0.76 227:0.92 229:0.89 230:0.87 231:0.76 232:0.90 233:0.76 235:0.42 242:0.58 243:0.08 245:0.99 246:0.89 247:0.67 248:0.71 253:0.85 255:0.79 256:0.45 259:0.21 260:0.66 261:0.81 265:0.65 266:0.89 267:0.44 268:0.46 271:0.69 276:0.99 279:0.86 283:0.71 285:0.62 287:0.91 290:0.86 297:0.36 300:0.84\n3 1:0.74 6:1.00 8:0.95 9:0.80 11:0.64 12:0.51 17:0.55 20:0.75 21:0.22 27:0.03 28:0.70 30:0.58 34:0.74 36:0.66 37:1.00 39:0.50 41:0.98 43:0.79 66:0.27 69:0.74 70:0.44 74:0.55 78:0.83 81:0.80 83:0.88 85:0.85 91:0.81 96:0.96 98:0.40 100:0.91 101:0.78 104:0.58 108:0.71 111:0.84 114:0.90 120:0.94 122:0.43 123:0.69 124:0.73 126:0.54 127:0.32 129:0.81 131:0.89 133:0.67 135:0.39 140:0.80 144:0.57 146:0.13 147:0.18 149:0.69 150:0.87 151:0.98 152:1.00 153:0.91 154:0.73 155:0.67 157:0.82 159:0.38 161:0.45 162:0.80 163:0.86 164:0.91 165:0.86 166:0.84 167:0.90 169:0.97 172:0.21 173:0.79 176:0.73 177:0.38 178:0.42 179:0.80 181:0.94 182:0.81 186:0.84 187:0.21 189:0.93 191:0.89 192:0.59 201:0.74 202:0.85 208:0.64 212:0.16 215:0.79 216:0.76 222:0.76 227:0.92 229:0.89 231:0.76 235:0.31 238:0.95 241:0.76 242:0.58 243:0.29 245:0.51 246:0.89 247:0.47 248:0.96 253:0.95 255:0.79 256:0.88 259:0.21 260:0.94 261:0.99 265:0.42 266:0.54 267:0.96 268:0.89 271:0.69 276:0.34 285:0.62 287:0.92 290:0.90 297:0.36 300:0.33\n3 1:0.74 6:0.88 7:0.81 8:0.75 9:0.80 11:0.64 12:0.51 17:0.61 20:0.98 21:0.30 27:0.21 28:0.70 30:0.13 34:0.50 36:0.57 37:0.74 39:0.50 41:0.94 43:0.98 60:0.99 66:0.49 69:0.12 70:0.94 74:0.99 76:0.85 78:0.77 81:0.75 83:0.85 85:1.00 91:0.40 96:0.94 98:0.63 100:0.81 101:0.86 104:0.84 106:0.81 108:0.95 111:0.77 114:0.86 117:0.86 120:0.90 121:0.90 122:0.67 123:0.95 124:0.83 126:0.54 127:0.84 129:0.95 131:0.89 133:0.87 135:0.21 140:0.45 144:0.57 146:0.29 147:0.36 149:0.99 150:0.84 151:0.99 152:0.91 153:0.95 154:0.98 155:0.67 157:0.91 158:0.92 159:0.93 161:0.45 162:0.56 164:0.85 165:0.84 166:0.84 167:0.67 169:0.79 172:0.99 173:0.07 176:0.73 177:0.38 179:0.10 181:0.94 182:0.81 186:0.77 187:0.39 189:0.90 192:0.59 201:0.74 202:0.82 204:0.89 206:0.81 208:0.64 212:0.85 215:0.72 216:0.95 222:0.76 227:0.92 229:0.89 230:0.87 231:0.76 232:0.90 233:0.76 235:0.42 238:0.93 241:0.30 242:0.57 243:0.06 245:0.99 246:0.89 247:0.67 248:0.94 253:0.97 255:0.79 256:0.81 259:0.21 260:0.91 261:0.81 265:0.64 266:0.80 267:0.28 268:0.81 271:0.69 276:0.99 279:0.86 283:0.82 285:0.62 287:0.92 290:0.86 297:0.36 300:0.84\n3 1:0.74 6:0.91 7:0.81 8:0.81 9:0.80 11:0.88 12:0.06 17:0.05 18:0.92 20:0.94 21:0.22 22:0.93 27:0.19 28:0.87 29:0.86 30:0.93 31:0.97 32:0.80 34:0.39 36:0.56 37:0.66 39:0.90 41:0.95 43:0.81 44:0.93 47:0.93 60:0.99 64:0.77 66:0.49 69:0.70 70:0.28 71:0.71 74:0.93 77:0.99 78:0.80 79:0.96 81:0.60 83:0.91 85:0.97 86:0.98 91:0.67 96:0.88 98:0.59 100:0.83 101:0.87 106:0.81 108:0.75 111:0.80 114:0.71 117:0.86 120:0.80 121:0.97 122:0.57 123:0.73 124:0.67 126:0.54 127:0.33 129:0.81 133:0.67 135:0.60 137:0.97 139:0.99 140:0.45 144:0.85 145:0.91 146:0.21 147:0.27 149:0.98 150:0.77 151:0.82 152:0.92 153:0.46 154:0.76 155:0.67 158:0.92 159:0.48 161:0.80 162:0.79 164:0.82 165:0.93 167:0.65 169:0.81 172:0.78 173:0.67 176:0.73 177:0.70 179:0.25 181:0.96 186:0.81 187:0.68 189:0.92 191:0.70 192:0.87 195:0.75 196:0.99 201:0.93 202:0.74 204:0.89 206:0.81 208:0.64 212:0.76 215:0.51 216:0.73 219:0.95 220:0.62 222:0.84 230:0.86 232:0.90 233:0.73 235:0.42 238:0.89 241:0.57 242:0.51 243:0.22 245:0.89 247:0.35 248:0.87 253:0.92 255:0.95 256:0.78 259:0.21 260:0.81 261:0.85 262:0.93 265:0.60 266:0.54 267:0.89 268:0.79 271:0.81 276:0.77 279:0.86 281:0.89 282:0.88 283:0.82 284:0.97 285:0.62 290:0.71 292:0.95 297:0.36 299:1.00 300:0.55\n1 1:0.74 11:0.88 12:0.06 17:0.34 18:0.85 21:0.54 27:0.45 28:0.87 29:0.86 30:0.90 34:0.79 36:0.25 37:0.50 39:0.90 43:0.81 64:0.77 66:0.51 69:0.70 70:0.29 71:0.71 74:0.69 81:0.47 83:0.91 85:0.91 86:0.92 91:0.08 98:0.41 101:0.87 108:0.53 114:0.59 122:0.57 123:0.51 124:0.72 126:0.54 127:0.46 129:0.81 133:0.74 135:0.78 139:0.90 144:0.85 145:0.50 146:0.64 147:0.69 149:0.89 150:0.71 154:0.77 155:0.67 159:0.66 161:0.80 165:0.93 167:0.59 172:0.57 173:0.60 176:0.73 177:0.70 178:0.55 179:0.58 181:0.96 187:0.68 192:0.87 201:0.93 208:0.64 212:0.28 215:0.39 216:0.77 222:0.84 235:0.74 241:0.43 242:0.45 243:0.61 245:0.64 247:0.55 253:0.45 259:0.21 265:0.43 266:0.71 267:0.28 271:0.81 276:0.53 290:0.59 297:0.36 300:0.43\n2 1:0.74 6:0.90 7:0.81 8:0.75 9:0.80 11:0.92 12:0.06 17:0.15 18:0.89 20:0.93 21:0.71 22:0.93 27:0.10 28:0.87 29:0.86 30:0.91 31:0.97 32:0.80 34:0.66 36:0.98 37:0.73 39:0.90 41:0.95 43:0.96 44:0.93 45:0.66 47:0.93 60:0.99 64:0.77 66:0.75 69:0.30 70:0.27 71:0.71 74:0.90 77:0.70 78:0.82 79:0.97 81:0.43 83:0.91 85:0.94 86:0.96 91:0.62 96:0.89 98:0.62 100:0.85 101:0.87 106:0.81 108:0.24 111:0.82 114:0.55 117:0.86 120:0.82 121:0.90 122:0.57 123:0.23 124:0.41 126:0.54 127:0.22 129:0.59 133:0.46 135:0.83 137:0.97 139:0.97 140:0.45 144:0.85 145:0.69 146:0.85 147:0.87 149:0.96 150:0.69 151:0.96 152:0.91 153:0.87 154:0.96 155:0.67 158:0.92 159:0.49 161:0.80 162:0.68 164:0.83 165:0.93 167:0.54 169:0.83 172:0.75 173:0.19 176:0.73 177:0.70 179:0.28 181:0.96 186:0.83 187:0.87 189:0.91 191:0.70 192:0.87 195:0.87 196:0.99 201:0.93 202:0.76 204:0.89 206:0.81 208:0.64 212:0.37 215:0.37 216:0.87 219:0.95 222:0.84 230:0.86 232:0.90 233:0.73 235:0.95 238:0.89 241:0.24 242:0.45 243:0.77 245:0.74 247:0.60 248:0.88 253:0.92 255:0.95 256:0.77 259:0.21 260:0.82 261:0.87 262:0.93 265:0.63 266:0.75 267:0.52 268:0.78 271:0.81 276:0.65 279:0.86 281:0.89 282:0.88 283:0.82 284:0.97 285:0.62 290:0.55 292:0.95 297:0.36 299:0.88 300:0.43\n1 1:0.74 7:0.81 8:0.94 9:0.80 11:0.88 12:0.06 17:0.73 18:0.91 21:0.54 22:0.93 27:0.15 28:0.87 29:0.86 30:0.93 31:0.96 32:0.80 34:0.49 36:0.31 37:0.83 39:0.90 41:0.93 43:0.91 44:0.93 47:0.93 60:0.97 64:0.77 66:0.79 69:0.44 70:0.23 71:0.71 74:0.93 77:0.70 79:0.95 81:0.47 83:0.91 85:0.95 86:0.98 91:0.63 96:0.86 98:0.42 101:0.87 106:0.81 108:0.34 114:0.59 117:0.86 120:0.77 121:0.90 122:0.57 123:0.32 124:0.40 126:0.54 127:0.75 129:0.59 132:0.97 133:0.46 135:0.93 137:0.96 139:0.98 140:0.45 144:0.85 145:0.74 146:0.69 147:0.74 149:0.97 150:0.71 151:0.87 153:0.48 154:0.90 155:0.67 158:0.92 159:0.77 161:0.80 162:0.78 164:0.77 165:0.93 167:0.52 172:0.80 173:0.27 176:0.73 177:0.70 179:0.46 181:0.96 187:0.39 191:0.73 192:0.87 195:0.89 196:0.98 201:0.93 202:0.67 204:0.89 206:0.81 208:0.64 212:0.86 215:0.39 216:0.62 219:0.95 220:0.62 222:0.84 230:0.87 232:0.92 233:0.76 235:0.74 241:0.12 242:0.51 243:0.80 245:0.77 247:0.35 248:0.84 253:0.90 255:0.95 256:0.71 260:0.78 262:0.93 265:0.44 266:0.54 267:0.82 268:0.72 271:0.81 276:0.43 279:0.86 281:0.91 282:0.88 283:0.82 284:0.96 285:0.62 290:0.59 292:0.95 297:0.36 299:0.88 300:0.43\n3 1:0.74 6:0.95 7:0.81 8:0.89 9:0.80 11:0.92 12:0.06 17:0.32 18:0.95 20:0.94 21:0.40 22:0.93 27:0.21 28:0.87 29:0.86 30:0.87 31:0.99 34:0.61 36:0.66 37:0.74 39:0.90 41:0.98 43:0.96 45:0.66 47:0.93 60:0.97 64:0.77 66:0.06 69:0.19 70:0.46 71:0.71 74:0.91 78:0.88 79:0.99 81:0.52 83:0.91 85:0.98 86:0.98 91:0.56 96:0.96 98:0.34 100:0.96 101:0.87 106:0.81 108:0.94 111:0.93 114:0.62 117:0.86 120:0.92 121:0.97 122:0.57 123:0.81 124:0.93 126:0.54 127:0.72 129:0.97 133:0.93 135:0.21 137:0.99 139:0.99 140:0.45 144:0.85 146:0.52 147:0.58 149:0.97 150:0.73 151:0.94 152:0.93 153:0.81 154:0.96 155:0.67 158:0.92 159:0.87 161:0.80 162:0.60 164:0.90 165:0.93 167:0.61 169:0.94 172:0.77 173:0.09 176:0.73 177:0.70 179:0.20 181:0.96 186:0.88 187:0.39 189:0.96 191:0.73 192:0.87 196:1.00 201:0.93 202:0.87 204:0.89 206:0.81 208:0.64 212:0.58 215:0.42 216:0.95 219:0.95 220:0.62 222:0.84 230:0.86 232:0.91 233:0.73 235:0.60 238:0.96 241:0.49 242:0.39 243:0.19 245:0.91 247:0.82 248:0.96 253:0.97 255:0.95 256:0.87 259:0.21 260:0.92 261:0.95 262:0.93 265:0.33 266:0.87 267:0.23 268:0.88 271:0.81 276:0.91 279:0.86 281:0.89 283:0.82 284:0.99 285:0.62 290:0.62 292:0.95 297:0.36 300:0.70\n3 1:0.74 6:0.95 7:0.81 8:0.89 9:0.80 11:0.92 12:0.06 17:0.59 18:0.95 20:0.84 21:0.40 22:0.93 27:0.21 28:0.87 29:0.86 30:0.87 31:0.98 34:0.49 36:0.67 37:0.74 39:0.90 41:0.93 43:0.96 45:0.66 47:0.93 60:0.87 64:0.77 66:0.06 69:0.19 70:0.48 71:0.71 74:0.92 78:0.86 79:0.97 81:0.52 83:0.91 85:0.98 86:0.99 91:0.18 96:0.91 98:0.33 100:0.95 101:0.87 106:0.81 108:0.94 111:0.90 114:0.62 117:0.86 120:0.84 121:0.97 122:0.57 123:0.82 124:0.93 126:0.54 127:0.72 129:0.97 133:0.93 135:0.20 137:0.98 139:0.99 140:0.45 144:0.85 146:0.54 147:0.60 149:0.98 150:0.73 151:0.98 152:0.93 153:0.91 154:0.96 155:0.67 158:0.92 159:0.87 161:0.80 162:0.76 164:0.79 165:0.93 167:0.54 169:0.94 172:0.77 173:0.09 176:0.73 177:0.70 179:0.20 181:0.96 186:0.86 187:0.39 189:0.95 192:0.87 196:0.99 201:0.93 202:0.70 204:0.89 206:0.81 208:0.64 212:0.59 215:0.42 216:0.95 219:0.95 222:0.84 230:0.86 232:0.88 233:0.73 235:0.60 238:0.96 241:0.21 242:0.39 243:0.23 245:0.91 247:0.82 248:0.90 253:0.94 255:0.95 256:0.71 259:0.21 260:0.85 261:0.95 262:0.93 265:0.33 266:0.87 267:0.59 268:0.74 271:0.81 276:0.90 279:0.86 281:0.89 283:0.82 284:0.96 285:0.62 290:0.62 292:0.95 297:0.36 300:0.84\n1 1:0.74 9:0.80 11:0.92 12:0.06 17:0.26 18:0.97 21:0.22 22:0.93 27:0.18 28:0.87 29:0.86 30:0.91 31:0.94 34:0.87 36:0.49 37:0.85 39:0.90 41:0.82 43:0.89 45:0.73 47:0.93 60:0.99 64:0.77 66:0.97 69:0.47 70:0.27 71:0.71 74:0.95 79:0.93 81:0.60 83:0.91 85:0.98 86:0.99 91:0.29 96:0.80 98:0.90 101:0.97 108:0.36 114:0.71 120:0.69 122:0.57 123:0.35 126:0.54 127:0.48 129:0.05 135:0.86 137:0.94 139:0.99 140:0.45 144:0.85 146:0.91 147:0.93 149:0.99 150:0.77 151:0.87 153:0.48 154:0.88 155:0.67 158:0.92 159:0.53 161:0.80 162:0.86 164:0.57 165:0.93 167:0.55 172:0.93 173:0.43 176:0.73 177:0.70 179:0.21 181:0.96 187:0.39 192:0.87 196:0.98 201:0.93 202:0.36 208:0.64 212:0.78 215:0.51 216:0.82 219:0.95 222:0.84 232:0.92 235:0.42 241:0.27 242:0.45 243:0.97 247:0.60 248:0.77 253:0.87 255:0.95 256:0.45 259:0.21 260:0.70 262:0.93 265:0.90 266:0.54 267:0.36 268:0.46 271:0.81 276:0.87 279:0.86 283:0.82 284:0.89 285:0.62 290:0.71 292:0.95 297:0.36 300:0.43\n3 1:0.74 6:0.94 8:0.87 9:0.80 11:0.88 12:0.06 17:0.15 18:0.88 20:0.96 21:0.68 28:0.87 29:0.86 30:0.91 31:0.99 32:0.80 34:0.47 36:0.23 37:0.97 39:0.90 41:0.99 43:0.80 44:0.93 60:1.00 64:0.77 66:0.48 69:0.74 70:0.30 71:0.71 74:0.87 77:0.70 78:0.88 79:0.99 81:0.44 83:0.91 85:0.96 86:0.96 91:0.88 96:0.97 98:0.28 100:0.94 101:0.87 108:0.81 111:0.90 114:0.56 120:0.94 122:0.57 123:0.80 124:0.75 126:0.54 127:0.30 129:0.89 133:0.78 135:0.51 137:0.99 139:0.97 140:0.45 144:0.85 145:0.67 146:0.36 147:0.42 149:0.95 150:0.70 151:0.98 152:0.89 153:0.91 154:0.74 155:0.67 158:0.92 159:0.86 161:0.80 162:0.56 164:0.93 165:0.93 167:0.58 169:0.92 172:0.73 173:0.39 176:0.73 177:0.70 179:0.29 181:0.96 186:0.88 187:0.21 189:0.95 191:0.86 192:0.87 195:0.98 196:1.00 201:0.93 202:0.92 208:0.64 212:0.47 215:0.37 216:0.98 219:0.95 222:0.84 232:0.84 235:0.88 238:0.94 241:0.39 242:0.50 243:0.33 245:0.81 247:0.47 248:0.97 253:0.98 255:0.95 256:0.92 259:0.21 260:0.94 261:0.93 265:0.30 266:0.84 267:0.94 268:0.92 271:0.81 276:0.60 279:0.86 282:0.88 283:0.82 284:0.99 285:0.62 290:0.56 292:0.95 297:0.36 299:0.88 300:0.70\n4 1:0.74 6:0.88 8:0.75 9:0.80 11:0.88 12:0.06 17:0.02 18:0.84 20:0.96 21:0.22 27:0.15 28:0.87 29:0.86 30:0.91 31:1.00 34:0.44 36:0.67 37:0.69 39:0.90 41:1.00 43:0.96 60:0.99 64:0.77 66:0.61 69:0.15 70:0.21 71:0.71 74:0.76 78:0.94 79:1.00 81:0.60 83:0.91 85:0.88 86:0.92 91:0.97 96:0.99 98:0.66 100:0.98 101:0.87 108:0.12 111:0.96 114:0.71 120:0.98 122:0.57 123:0.12 124:0.47 126:0.54 127:0.45 129:0.59 133:0.46 135:0.78 137:1.00 139:0.92 140:0.45 144:0.85 146:0.50 147:0.56 149:0.90 150:0.77 151:0.99 152:0.97 153:0.97 154:0.96 155:0.67 158:0.92 159:0.28 161:0.80 162:0.65 164:0.97 165:0.93 167:0.87 169:0.95 172:0.48 173:0.36 176:0.73 177:0.70 179:0.73 181:0.96 186:0.93 189:0.89 191:0.87 192:0.87 196:1.00 201:0.93 202:0.96 208:0.64 212:0.22 215:0.51 216:0.46 219:0.95 220:0.62 222:0.84 232:0.75 235:0.42 238:0.96 241:0.86 242:0.52 243:0.68 245:0.62 247:0.47 248:0.99 253:0.99 255:0.95 256:0.97 259:0.21 260:0.98 261:0.97 265:0.66 266:0.54 267:0.82 268:0.97 271:0.81 276:0.40 279:0.86 283:0.82 284:1.00 285:0.62 290:0.71 292:0.95 297:0.36 300:0.25\n1 1:0.74 11:0.88 12:0.06 17:0.30 18:0.76 21:0.40 27:0.45 28:0.87 29:0.86 30:0.94 32:0.80 34:0.75 36:0.20 37:0.50 39:0.90 43:0.81 44:0.93 64:0.77 66:0.80 69:0.70 70:0.18 71:0.71 74:0.68 77:0.70 81:0.52 83:0.91 85:0.85 86:0.87 91:0.12 98:0.39 101:0.87 108:0.53 114:0.62 122:0.57 123:0.51 126:0.54 127:0.13 129:0.05 135:0.65 139:0.88 144:0.85 145:0.47 146:0.50 147:0.56 149:0.82 150:0.73 154:0.77 155:0.67 159:0.18 161:0.80 165:0.93 167:0.51 172:0.45 173:0.68 176:0.73 177:0.70 178:0.55 179:0.30 181:0.96 187:0.68 192:0.87 195:0.73 201:0.93 208:0.64 212:0.55 215:0.42 216:0.77 222:0.84 235:0.60 241:0.10 242:0.58 243:0.82 247:0.35 253:0.48 259:0.21 265:0.41 266:0.27 267:0.36 271:0.81 276:0.20 282:0.88 290:0.62 297:0.36 299:0.88 300:0.18\n3 1:0.74 9:0.80 11:0.88 12:0.06 17:0.15 18:0.92 20:0.76 21:0.47 22:0.93 27:0.49 28:0.87 29:0.86 30:0.90 31:0.96 32:0.80 34:0.47 36:0.40 37:0.38 39:0.90 41:0.88 43:0.85 44:0.93 47:0.93 60:0.87 64:0.77 66:0.45 69:0.63 70:0.39 71:0.71 74:0.90 77:0.99 78:0.72 79:0.95 81:0.49 83:0.91 85:0.98 86:0.98 91:0.23 96:0.86 98:0.44 100:0.73 101:0.87 108:0.91 111:0.72 114:0.60 117:0.86 120:0.77 122:0.57 123:0.90 124:0.76 126:0.54 127:0.58 129:0.81 133:0.74 135:0.79 137:0.96 139:0.98 140:0.45 144:0.85 145:0.99 146:0.61 147:0.66 149:0.97 150:0.72 151:0.87 152:0.77 153:0.48 154:0.82 155:0.67 158:0.92 159:0.79 161:0.80 162:0.77 164:0.66 165:0.93 167:0.53 169:0.81 172:0.84 173:0.42 176:0.73 177:0.70 179:0.24 181:0.96 186:0.73 187:0.39 192:0.87 195:0.91 196:0.98 201:0.93 202:0.55 208:0.64 212:0.73 215:0.41 216:0.88 219:0.95 222:0.84 232:0.85 235:0.68 241:0.15 242:0.43 243:0.31 245:0.91 247:0.74 248:0.84 253:0.89 255:0.95 256:0.58 260:0.78 261:0.78 262:0.93 265:0.46 266:0.84 267:0.84 268:0.58 271:0.81 276:0.83 279:0.86 282:0.88 283:0.82 284:0.92 285:0.62 290:0.60 292:0.95 297:0.36 299:1.00 300:0.84\n3 1:0.74 6:0.91 7:0.81 8:0.80 9:0.80 11:0.88 12:0.06 17:0.12 18:0.87 20:0.82 21:0.30 22:0.93 27:0.21 28:0.87 29:0.86 30:0.93 31:0.96 34:0.66 36:0.31 37:0.71 39:0.90 41:0.93 43:0.76 47:0.93 60:0.99 64:0.77 66:0.93 69:0.81 70:0.24 71:0.71 74:0.87 78:0.82 79:0.95 81:0.55 83:0.91 85:0.95 86:0.95 91:0.49 96:0.87 97:0.89 98:0.76 100:0.88 101:0.87 106:0.81 108:0.65 111:0.83 114:0.65 117:0.86 120:0.78 121:0.90 122:0.57 123:0.62 126:0.54 127:0.25 129:0.05 135:0.92 137:0.96 139:0.97 140:0.45 144:0.85 146:0.81 147:0.84 149:0.95 150:0.75 151:0.87 152:0.81 153:0.48 154:0.68 155:0.67 158:0.92 159:0.37 161:0.80 162:0.86 164:0.78 165:0.93 167:0.59 169:0.84 172:0.82 173:0.83 176:0.73 177:0.70 179:0.27 181:0.96 186:0.82 187:0.21 189:0.94 191:0.70 192:0.87 196:0.98 201:0.93 202:0.65 204:0.89 206:0.81 208:0.64 212:0.60 215:0.44 216:0.79 219:0.95 220:0.62 222:0.84 230:0.86 232:0.94 233:0.73 235:0.52 238:0.91 241:0.44 242:0.51 243:0.94 247:0.35 248:0.85 253:0.90 255:0.95 256:0.73 259:0.21 260:0.79 261:0.83 262:0.93 265:0.76 266:0.38 267:0.65 268:0.74 271:0.81 276:0.70 279:0.86 281:0.89 283:0.82 284:0.96 285:0.62 290:0.65 292:0.95 297:0.36 300:0.43\n1 1:0.74 7:0.81 8:0.64 9:0.80 11:0.92 12:0.06 17:0.18 18:0.93 20:0.84 21:0.13 27:0.55 28:0.87 29:0.86 30:0.93 31:0.97 32:0.80 34:0.45 36:0.59 37:0.25 39:0.90 41:0.92 43:0.91 44:0.93 45:0.66 60:0.87 64:0.77 66:0.94 69:0.41 70:0.28 71:0.71 74:0.95 77:0.89 78:0.77 79:0.97 81:0.66 83:0.91 85:0.96 86:0.98 91:0.51 96:0.90 98:0.83 100:0.78 101:0.87 108:0.31 111:0.76 114:0.79 120:0.82 121:0.90 122:0.57 123:0.30 126:0.54 127:0.33 129:0.05 135:0.81 137:0.97 139:0.99 140:0.45 144:0.85 145:0.67 146:0.70 147:0.74 149:0.98 150:0.80 151:0.95 152:0.80 153:0.83 154:0.90 155:0.67 158:0.92 159:0.27 161:0.80 162:0.69 164:0.75 165:0.93 167:0.65 169:0.76 172:0.85 173:0.54 176:0.73 177:0.70 179:0.29 181:0.96 186:0.77 187:0.39 192:0.87 195:0.59 196:0.99 201:0.93 202:0.67 204:0.89 208:0.64 212:0.89 215:0.61 216:0.50 219:0.95 222:0.84 230:0.87 232:0.88 233:0.76 235:0.31 241:0.57 242:0.45 243:0.95 247:0.47 248:0.89 253:0.94 255:0.95 256:0.68 259:0.21 260:0.83 261:0.78 265:0.83 266:0.27 267:0.44 268:0.70 271:0.81 276:0.75 279:0.86 281:0.91 282:0.88 283:0.82 284:0.95 285:0.62 290:0.79 292:0.95 297:0.36 299:0.97 300:0.55\n0 8:0.97 10:0.82 12:0.69 17:0.70 18:0.64 21:0.78 26:0.94 27:0.69 29:0.62 30:0.67 34:0.40 36:0.42 37:0.62 39:0.85 43:0.10 46:0.88 55:0.92 58:0.93 66:0.20 69:0.93 70:0.52 71:0.72 74:0.27 86:0.57 89:0.98 91:0.07 98:0.32 107:0.92 108:0.86 110:0.91 122:0.90 123:0.85 124:0.96 125:0.88 127:0.78 129:0.05 131:0.61 133:0.95 135:0.26 139:0.56 141:0.91 145:0.56 146:0.71 147:0.05 149:0.16 154:0.09 157:0.61 159:0.87 160:0.88 163:0.96 166:0.61 170:0.79 172:0.37 173:0.83 174:0.79 175:0.91 177:0.05 178:0.55 179:0.65 182:0.61 187:0.39 197:0.80 199:0.94 202:0.56 212:0.19 216:0.17 222:0.76 223:0.91 224:0.93 225:0.97 227:0.61 229:0.61 231:0.63 234:0.91 235:0.98 239:0.81 240:0.95 241:0.43 242:0.63 243:0.11 244:0.93 245:0.52 246:0.61 247:0.74 253:0.24 254:0.95 257:0.97 259:0.21 264:0.90 265:0.34 266:0.87 267:0.96 271:0.24 274:0.91 275:0.95 276:0.59 277:0.87 287:0.61 289:0.89 294:0.94 300:0.55\n1 1:0.60 8:0.84 10:0.86 11:0.56 12:0.69 17:0.61 18:0.91 21:0.13 26:0.98 27:0.42 29:0.62 30:0.38 34:0.76 36:0.51 37:0.65 39:0.85 43:0.65 45:0.88 46:0.98 56:0.97 58:0.93 66:0.92 69:0.41 70:0.56 71:0.72 74:0.49 81:0.50 83:0.54 86:0.86 89:0.95 91:0.46 98:0.90 99:0.83 101:0.87 104:0.58 107:0.95 108:0.32 110:0.96 123:0.31 125:0.88 126:0.31 127:0.47 129:0.05 131:0.61 135:0.70 139:0.82 141:0.91 144:0.57 145:0.38 146:0.70 147:0.75 149:0.73 150:0.46 154:0.55 155:0.47 157:0.97 159:0.28 160:0.88 165:0.63 166:0.61 170:0.79 172:0.79 173:0.58 174:0.79 175:0.75 177:0.88 178:0.55 179:0.46 182:0.91 187:0.39 192:0.44 197:0.83 199:0.96 201:0.57 208:0.49 212:0.85 216:0.30 222:0.76 223:0.98 224:0.93 225:1.00 227:0.61 229:0.61 231:0.86 234:0.91 235:0.22 236:0.92 239:0.86 240:0.95 241:0.64 242:0.14 243:0.92 244:0.61 246:0.61 247:0.92 253:0.40 257:0.65 259:0.21 264:0.90 265:0.90 266:0.27 267:0.19 271:0.24 274:0.91 276:0.67 277:0.69 287:0.61 289:0.93 300:0.43\n2 1:0.60 11:0.53 12:0.69 17:0.59 18:0.94 21:0.13 26:0.98 27:0.72 29:0.62 30:0.86 32:0.67 34:0.59 36:0.88 39:0.85 43:0.62 44:0.88 45:0.95 46:1.00 56:0.97 58:0.93 66:0.94 69:0.41 70:0.41 71:0.72 74:0.68 77:0.70 81:0.50 83:0.72 86:0.87 89:0.96 91:0.35 97:0.94 98:0.86 99:0.83 101:0.69 104:0.57 107:0.96 108:0.32 110:0.96 122:0.91 123:0.31 125:0.88 126:0.31 127:0.37 129:0.05 131:0.61 135:0.70 139:0.88 141:0.91 144:0.57 145:0.39 146:0.76 147:0.80 149:0.85 150:0.46 154:0.52 155:0.47 157:0.99 158:0.77 159:0.32 160:0.88 165:0.63 166:0.61 170:0.79 172:0.83 173:0.51 175:0.75 177:0.88 178:0.55 179:0.35 182:0.95 187:0.39 192:0.44 195:0.59 199:0.95 201:0.57 208:0.64 212:0.82 216:0.09 219:0.91 222:0.76 223:0.98 224:0.93 225:1.00 227:0.61 229:0.61 231:0.86 234:0.91 235:0.22 236:0.92 240:0.95 241:0.58 242:0.33 243:0.94 244:0.83 246:0.61 247:0.67 253:0.50 257:0.65 259:0.21 264:0.90 265:0.86 266:0.27 267:0.28 271:0.24 274:0.91 275:0.91 276:0.71 277:0.69 279:0.77 282:0.75 283:0.82 287:0.61 289:0.94 292:0.95 294:0.93 300:0.55\n2 10:0.94 11:0.53 12:0.69 17:0.76 18:0.68 21:0.54 26:0.97 27:0.28 29:0.62 30:0.44 34:0.40 36:0.90 37:0.82 39:0.85 43:0.10 45:0.73 46:0.94 55:0.71 56:0.97 58:0.93 66:0.93 69:0.32 70:0.66 71:0.72 74:0.37 80:0.99 81:0.29 82:0.98 86:0.69 88:0.99 89:1.00 91:0.07 98:0.95 101:0.52 107:0.92 108:0.25 110:0.92 123:0.24 125:0.88 126:0.23 127:0.67 129:0.05 131:0.61 135:0.82 139:0.66 141:0.91 144:0.57 145:0.45 146:0.88 147:0.90 149:0.18 150:0.32 154:0.55 157:0.86 159:0.45 160:0.88 166:0.61 170:0.79 172:0.82 173:0.37 174:0.88 177:0.96 178:0.55 179:0.46 182:0.76 187:0.68 195:0.70 197:0.90 199:0.96 212:0.85 216:0.54 222:0.76 223:0.97 224:0.93 225:1.00 227:0.61 229:0.61 231:0.82 234:0.91 235:0.68 239:0.90 240:0.95 241:0.53 242:0.15 243:0.93 246:0.61 247:0.94 253:0.33 254:0.99 259:0.21 264:0.90 265:0.95 266:0.27 267:0.73 271:0.24 274:0.91 275:0.96 276:0.72 287:0.61 289:0.90 294:0.98 300:0.55\n1 1:0.60 9:0.73 10:0.85 11:0.56 12:0.69 17:0.06 18:0.63 21:0.13 23:0.99 26:0.99 27:0.42 29:0.62 30:0.68 34:0.40 36:0.23 37:0.65 39:0.85 43:0.57 45:0.77 46:0.95 55:0.59 56:0.97 58:1.00 62:0.97 66:0.86 69:0.63 70:0.29 71:0.72 74:0.35 75:0.96 81:0.50 83:0.54 86:0.66 89:0.98 91:0.95 97:0.89 98:0.85 99:0.83 101:0.69 104:0.58 107:0.89 108:0.48 110:0.90 120:0.92 123:0.46 125:0.88 126:0.31 127:0.36 128:0.99 129:0.05 131:0.86 135:0.42 139:0.65 140:0.87 141:0.99 143:1.00 144:0.57 146:0.62 147:0.67 149:0.37 150:0.46 151:0.96 153:0.95 154:0.47 155:0.54 157:0.87 159:0.23 160:0.88 162:0.84 164:0.86 165:0.63 166:0.61 168:0.99 170:0.79 172:0.61 173:0.82 174:0.79 177:0.96 179:0.64 182:0.77 190:0.95 192:0.48 197:0.83 199:0.98 201:0.57 202:0.85 205:0.99 208:0.49 212:0.81 216:0.30 222:0.76 223:0.99 224:0.99 225:1.00 226:0.96 227:0.86 229:0.61 231:0.80 234:0.98 235:0.22 236:0.92 239:0.87 240:1.00 241:0.96 242:0.18 243:0.87 244:0.83 246:0.61 247:0.79 248:0.94 253:0.31 255:0.72 256:0.88 259:0.21 260:0.91 264:0.90 265:0.85 266:0.27 267:0.19 268:0.90 271:0.24 274:0.99 275:0.93 276:0.51 279:0.75 285:0.55 287:0.61 289:0.89 294:0.96 295:0.98 300:0.25\n1 1:0.58 7:0.63 8:0.72 9:0.73 10:0.94 11:0.56 12:0.69 17:0.32 18:0.64 21:0.30 23:0.99 26:0.99 27:0.21 29:0.62 30:0.13 33:0.97 34:0.66 36:0.95 37:0.74 39:0.85 43:0.57 45:0.94 46:0.93 56:0.97 58:0.99 62:0.99 66:0.19 69:0.92 70:0.91 71:0.72 74:0.33 75:0.96 80:0.99 81:0.46 83:0.54 86:0.66 89:1.00 91:0.48 97:0.89 98:0.56 99:0.83 101:0.69 104:0.84 107:0.93 108:0.84 110:0.93 120:0.78 123:0.83 124:0.90 125:0.88 126:0.31 127:0.76 128:0.99 129:0.05 131:0.86 133:0.88 135:0.24 139:0.64 140:0.80 141:0.99 143:1.00 144:0.57 146:0.91 147:0.82 149:0.68 150:0.43 151:0.96 153:0.87 154:0.13 155:0.54 157:0.89 159:0.86 160:0.88 162:0.67 164:0.65 165:0.63 166:0.61 168:0.99 170:0.79 172:0.78 173:0.82 174:0.95 177:0.88 179:0.20 182:0.79 187:0.39 190:0.95 192:0.48 197:0.95 199:0.99 201:0.56 202:0.75 205:0.98 208:0.49 212:0.68 216:0.95 222:0.76 223:0.99 224:0.98 225:1.00 226:0.98 227:0.86 229:0.61 230:0.63 231:0.85 233:0.76 234:0.98 235:0.42 236:0.92 239:0.93 240:1.00 241:0.35 242:0.16 243:0.31 244:0.61 245:0.92 246:0.61 247:0.99 248:0.91 253:0.30 254:0.99 255:0.72 256:0.73 257:0.65 259:0.21 260:0.77 264:0.90 265:0.57 266:0.80 267:0.79 268:0.78 271:0.24 274:0.98 275:0.99 276:0.91 279:0.75 283:0.82 285:0.55 287:0.61 289:0.91 291:0.97 294:0.99 295:0.99 300:0.84\n0 1:0.57 8:0.61 9:0.71 10:0.81 11:0.45 12:0.69 17:0.67 18:0.92 21:0.54 26:0.94 27:0.52 29:0.62 30:0.72 31:0.90 34:0.37 36:0.51 37:0.43 39:0.85 43:0.39 44:0.85 45:0.93 46:0.98 58:0.93 64:0.77 66:0.63 69:0.93 70:0.56 71:0.72 74:0.39 77:0.89 79:0.90 81:0.38 83:0.54 86:0.68 89:0.98 91:0.23 96:0.75 97:0.89 98:0.52 99:0.83 101:0.46 107:0.96 108:0.50 110:0.96 114:0.66 122:0.91 123:0.48 124:0.64 125:0.99 126:0.31 127:0.52 129:0.05 131:0.86 133:0.73 135:0.73 137:0.90 139:0.69 140:0.45 141:0.91 145:0.74 146:0.49 147:0.81 149:0.74 150:0.36 151:0.70 153:0.69 154:0.29 155:0.53 157:0.61 158:0.72 159:0.72 160:0.96 162:0.86 165:0.63 166:0.80 170:0.79 172:0.75 173:0.91 174:0.79 175:0.91 176:0.59 177:0.38 179:0.43 182:0.61 187:0.87 190:0.95 192:0.56 195:0.88 196:0.89 197:0.81 199:0.94 201:0.54 202:0.46 204:0.83 208:0.49 212:0.49 216:0.79 219:0.87 220:0.74 222:0.76 223:0.91 224:0.93 225:0.96 227:0.86 229:0.61 231:0.71 234:0.91 235:0.68 239:0.81 240:0.95 241:0.10 242:0.55 243:0.68 244:0.93 245:0.73 246:0.61 247:0.67 248:0.65 253:0.60 255:0.70 256:0.45 257:0.93 259:0.21 264:0.90 265:0.53 266:0.84 267:0.17 268:0.55 271:0.24 274:0.91 275:0.94 276:0.69 277:0.95 279:0.75 281:0.86 282:0.72 284:0.89 285:0.49 287:0.61 289:0.95 290:0.66 292:0.88 294:0.93 300:0.70\n0 8:0.78 12:0.69 17:0.96 18:0.94 21:0.78 26:0.94 27:0.42 29:0.62 30:0.09 34:0.42 36:0.30 37:0.35 39:0.85 43:0.06 46:0.88 55:0.92 58:0.93 66:0.19 69:0.94 70:1.00 71:0.72 74:0.25 86:0.60 89:0.97 91:0.35 98:0.21 107:0.94 108:0.96 110:0.95 122:0.95 123:0.96 124:0.99 125:0.88 127:0.68 129:0.97 131:0.61 133:0.99 135:0.26 139:0.59 141:0.91 145:0.70 146:0.45 147:0.05 149:0.24 154:0.06 157:0.61 159:0.97 160:0.88 166:0.61 170:0.79 172:0.84 173:0.60 175:0.97 177:0.05 178:0.55 179:0.16 182:0.61 191:0.78 199:0.94 202:0.69 212:0.37 216:0.10 222:0.76 223:0.91 224:0.93 225:0.96 227:0.61 229:0.61 231:0.76 234:0.91 235:0.05 240:0.95 241:0.85 242:0.76 243:0.05 244:0.93 245:0.85 246:0.61 247:0.93 253:0.23 254:0.94 257:0.97 259:0.21 264:0.90 265:0.23 266:0.99 267:0.23 271:0.24 274:0.91 275:0.96 276:0.94 277:0.98 287:0.61 289:0.92 294:0.93 300:0.98\n1 7:0.63 10:0.93 11:0.56 12:0.69 17:0.53 18:0.64 21:0.30 26:0.98 27:0.50 29:0.62 30:0.13 33:0.97 34:0.42 36:0.90 37:0.60 39:0.85 43:0.55 45:0.93 46:0.93 55:0.59 58:0.98 66:0.36 69:0.93 70:0.93 71:0.72 74:0.31 75:0.96 81:0.31 82:0.98 83:0.54 86:0.64 88:0.99 89:1.00 91:0.10 97:0.94 98:0.64 101:0.87 102:0.95 104:0.84 107:0.93 108:0.86 110:0.93 120:0.58 123:0.86 124:0.85 125:0.88 126:0.23 127:0.84 129:0.05 131:0.86 133:0.85 135:0.84 139:0.62 140:0.45 141:0.97 144:0.57 145:0.70 146:0.95 147:0.35 149:0.63 150:0.35 151:0.52 153:0.48 154:0.13 157:0.81 159:0.87 160:0.88 162:0.86 164:0.55 166:0.81 170:0.79 172:0.88 173:0.84 174:0.95 177:0.70 179:0.20 182:0.74 187:0.39 190:0.98 195:0.95 197:0.94 199:0.99 202:0.36 208:0.49 212:0.60 215:0.72 216:0.86 220:0.87 222:0.76 223:0.98 224:0.98 225:0.99 226:0.98 227:0.86 229:0.61 230:0.63 231:0.85 233:0.76 234:0.98 235:0.31 239:0.93 240:0.95 241:0.03 242:0.22 243:0.08 244:0.61 245:0.93 246:0.61 247:0.99 248:0.51 253:0.28 254:0.99 256:0.45 257:0.84 259:0.21 260:0.58 264:0.90 265:0.65 266:0.87 267:0.85 268:0.46 271:0.24 274:0.97 275:0.98 276:0.92 279:0.77 283:0.82 285:0.45 287:0.61 289:0.91 291:0.97 294:0.99 295:0.99 297:0.36 300:0.84\n1 1:0.66 7:0.70 10:0.89 11:0.56 12:0.69 17:0.34 18:0.69 21:0.30 22:0.93 26:0.99 27:0.31 29:0.62 30:0.87 32:0.75 34:0.98 36:0.28 37:0.55 39:0.85 43:0.58 44:0.93 45:0.83 46:0.95 47:0.93 56:0.97 58:0.93 64:0.77 66:0.72 69:0.75 70:0.32 71:0.72 74:0.60 77:0.70 81:0.77 82:0.99 83:0.72 86:0.77 88:0.98 89:0.97 91:0.08 98:0.21 99:0.99 101:0.69 102:0.98 106:0.81 107:0.92 108:0.59 110:0.92 114:0.86 117:0.86 122:0.67 123:0.56 124:0.40 125:0.88 126:0.54 127:0.27 129:0.05 131:0.61 133:0.36 135:0.72 139:0.83 141:0.91 144:0.57 145:0.67 146:0.27 147:0.33 149:0.34 150:0.60 154:0.63 155:0.54 157:0.94 159:0.35 160:0.88 165:0.86 166:0.93 170:0.79 172:0.45 173:0.80 174:0.79 176:0.73 177:0.96 178:0.55 179:0.72 182:0.97 187:0.39 192:0.58 195:0.69 197:0.82 199:0.96 201:0.66 204:0.81 206:0.81 208:0.64 212:0.84 215:0.72 216:0.85 222:0.76 223:0.98 224:0.93 225:1.00 227:0.61 229:0.61 230:0.73 231:0.90 232:0.97 233:0.76 234:0.91 235:0.68 236:0.97 239:0.92 240:0.95 241:0.24 242:0.33 243:0.75 245:0.47 246:0.93 247:0.60 253:0.63 254:0.93 259:0.21 262:0.93 264:0.90 265:0.23 266:0.23 267:0.28 271:0.24 274:0.91 275:0.93 276:0.17 281:0.86 282:0.83 287:0.61 289:0.94 290:0.86 294:0.98 297:0.36 300:0.33\n1 7:0.63 10:0.90 11:0.56 12:0.69 17:0.61 18:0.91 21:0.13 26:0.98 27:0.68 29:0.62 30:0.27 32:0.62 34:0.50 36:0.73 37:0.40 39:0.85 43:0.56 45:0.97 46:0.97 58:0.93 66:0.42 69:0.93 70:0.88 71:0.72 74:0.54 81:0.34 86:0.83 89:0.97 91:0.20 98:0.61 101:0.87 104:0.58 107:0.96 108:0.86 110:0.97 122:0.91 123:0.86 124:0.86 125:0.88 126:0.23 127:0.98 129:0.05 131:0.61 133:0.86 135:0.37 139:0.79 141:0.91 144:0.57 145:1.00 146:0.92 147:0.49 149:0.76 150:0.37 154:0.13 157:0.99 159:0.86 160:0.88 166:0.81 170:0.79 172:0.91 173:0.86 174:0.94 177:0.05 178:0.55 179:0.18 182:0.95 187:0.39 195:0.94 197:0.90 199:0.99 212:0.73 215:0.84 216:0.12 222:0.76 223:0.98 224:0.93 225:0.96 227:0.61 229:0.61 230:0.63 231:0.89 233:0.66 234:0.91 235:0.12 239:0.88 240:0.95 241:0.68 242:0.14 243:0.12 244:0.61 245:0.95 246:0.61 247:0.99 253:0.43 254:0.99 257:0.97 259:0.21 264:0.90 265:0.62 266:0.80 267:0.73 271:0.24 274:0.91 275:0.93 276:0.93 287:0.61 289:0.94 294:0.93 297:0.36 300:0.84\n1 7:0.63 10:0.90 11:0.56 12:0.69 17:0.61 18:0.91 21:0.13 26:0.98 27:0.68 29:0.62 30:0.27 32:0.62 34:0.50 36:0.73 37:0.40 39:0.85 43:0.56 45:0.97 46:0.97 58:0.93 66:0.42 69:0.93 70:0.88 71:0.72 74:0.54 81:0.34 86:0.83 89:0.97 91:0.18 98:0.61 101:0.87 104:0.58 107:0.96 108:0.86 110:0.97 122:0.91 123:0.86 124:0.86 125:0.88 126:0.23 127:0.98 129:0.05 131:0.61 133:0.86 135:0.37 139:0.79 141:0.91 144:0.57 145:1.00 146:0.92 147:0.49 149:0.76 150:0.37 154:0.13 157:0.99 159:0.86 160:0.88 166:0.81 170:0.79 172:0.91 173:0.86 174:0.94 177:0.05 178:0.55 179:0.18 182:0.95 187:0.39 195:0.94 197:0.90 199:0.99 212:0.73 215:0.84 216:0.12 222:0.76 223:0.98 224:0.93 225:0.96 227:0.61 229:0.61 230:0.63 231:0.89 233:0.66 234:0.91 235:0.12 239:0.88 240:0.95 241:0.68 242:0.14 243:0.12 244:0.61 245:0.95 246:0.61 247:0.99 253:0.43 254:0.99 257:0.97 259:0.21 264:0.90 265:0.62 266:0.80 267:0.73 271:0.24 274:0.91 275:0.93 276:0.93 287:0.61 289:0.94 294:0.93 297:0.36 300:0.84\n1 7:0.63 8:0.76 10:0.90 11:0.64 12:0.69 17:0.67 18:0.70 21:0.22 26:0.98 27:0.72 29:0.62 30:0.44 32:0.62 34:0.67 36:0.22 37:0.40 39:0.85 43:0.43 44:0.85 45:0.85 46:0.94 55:0.71 58:0.93 66:0.85 69:0.15 70:0.75 71:0.72 74:0.38 80:0.99 81:0.32 82:0.98 83:0.54 86:0.66 88:0.99 89:0.98 91:0.74 98:0.89 101:0.87 102:0.95 104:0.54 107:0.91 108:0.12 110:0.92 123:0.12 124:0.37 125:0.88 126:0.23 127:0.95 129:0.05 131:0.61 133:0.36 135:0.18 139:0.64 141:0.91 144:0.57 145:1.00 146:0.83 147:0.86 149:0.57 150:0.36 154:0.33 155:0.49 157:0.86 159:0.48 160:0.88 166:0.81 170:0.79 172:0.76 173:0.25 174:0.88 177:0.96 178:0.55 179:0.58 182:0.76 192:0.45 193:0.96 195:0.65 197:0.90 199:0.97 204:0.79 208:0.49 212:0.84 215:0.79 216:0.04 222:0.76 223:0.98 224:0.93 225:0.97 227:0.61 229:0.61 230:0.63 231:0.84 233:0.66 234:0.91 235:0.22 239:0.91 240:0.95 241:0.89 242:0.41 243:0.86 244:0.83 245:0.60 246:0.61 247:0.86 253:0.33 259:0.21 264:0.90 265:0.89 266:0.47 267:0.36 271:0.24 274:0.91 275:0.94 276:0.65 283:0.82 287:0.61 289:0.90 294:0.97 297:0.36 300:0.70\n0 7:0.81 12:0.51 17:0.59 25:0.88 27:0.72 28:0.46 30:0.76 43:0.23 55:0.52 66:0.36 69:0.88 70:0.15 81:0.90 91:0.57 98:0.13 104:0.58 108:0.85 120:0.80 123:0.85 124:0.52 126:0.54 127:0.24 129:0.59 133:0.47 140:0.45 145:0.69 146:0.05 147:0.05 149:0.17 150:0.81 151:0.73 153:0.78 154:0.16 159:0.39 161:0.77 162:0.78 163:0.98 164:0.70 167:0.89 172:0.10 173:0.91 177:0.05 179:0.97 181:0.54 202:0.59 212:0.95 215:0.96 216:0.06 230:0.87 233:0.76 235:0.02 241:0.85 242:0.82 243:0.34 245:0.37 247:0.12 248:0.73 256:0.58 260:0.81 265:0.14 266:0.12 268:0.64 271:0.58 276:0.13 283:0.82 285:0.62 297:0.36 300:0.13\n2 7:0.81 12:0.51 17:0.40 21:0.05 27:0.53 28:0.46 30:0.58 34:0.88 36:0.46 37:0.49 43:0.52 55:0.84 66:0.80 69:0.05 70:0.60 81:0.89 91:0.15 98:0.82 104:0.86 106:0.81 108:0.05 120:0.69 123:0.05 126:0.54 127:0.30 129:0.05 135:0.21 140:0.45 146:0.76 147:0.80 149:0.50 150:0.78 151:0.66 153:0.48 154:0.41 159:0.32 161:0.77 162:0.86 163:0.81 164:0.57 167:0.57 172:0.45 173:0.17 177:0.05 179:0.78 181:0.54 187:0.39 202:0.36 206:0.81 212:0.37 215:0.91 216:0.87 230:0.87 233:0.76 235:0.05 241:0.24 242:0.82 243:0.82 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 265:0.82 266:0.38 267:0.91 268:0.46 271:0.58 276:0.37 283:0.82 285:0.62 297:0.36 300:0.43\n1 6:0.90 8:0.97 12:0.51 17:0.45 20:0.93 21:0.54 27:0.10 28:0.46 30:0.76 32:0.80 34:0.58 36:0.56 37:0.90 43:0.34 55:0.84 66:0.36 69:0.65 70:0.15 78:0.76 81:0.76 91:0.93 98:0.37 100:0.80 104:0.77 108:0.50 111:0.76 120:0.74 123:0.48 124:0.52 126:0.54 127:0.42 129:0.59 133:0.47 135:0.54 140:0.45 145:0.49 146:0.31 147:0.38 149:0.25 150:0.57 151:0.60 152:0.86 153:0.93 154:0.25 159:0.28 161:0.77 162:0.67 163:0.96 164:0.90 167:0.91 169:0.78 172:0.10 173:0.81 177:0.05 179:0.99 181:0.54 186:0.77 189:0.91 191:0.96 195:0.60 202:0.85 212:0.95 215:0.58 216:0.38 220:0.62 235:0.60 238:0.93 241:0.93 242:0.82 243:0.51 245:0.37 247:0.12 248:0.67 256:0.90 259:0.21 260:0.75 261:0.81 265:0.39 266:0.12 267:0.36 268:0.87 271:0.58 276:0.16 283:0.60 285:0.62 297:0.36 300:0.13\n1 6:0.90 7:0.81 8:0.93 12:0.51 17:0.20 20:0.92 21:0.78 27:0.13 28:0.46 30:0.45 34:0.90 36:0.45 37:0.70 43:0.33 55:0.84 66:0.77 69:0.68 70:0.33 78:0.75 91:0.99 98:0.88 100:0.79 104:0.78 108:0.52 111:0.75 120:0.83 123:0.50 127:0.43 129:0.05 135:0.26 140:0.45 145:0.83 146:0.75 147:0.79 149:0.39 151:0.56 152:0.85 153:0.72 154:0.25 159:0.32 161:0.77 162:0.53 163:0.86 164:0.98 167:0.92 169:0.77 172:0.37 173:0.81 177:0.05 179:0.90 181:0.54 186:0.76 189:0.92 191:0.96 202:0.97 212:0.52 216:0.65 220:0.74 230:0.87 233:0.76 235:0.88 238:0.92 241:0.99 242:0.82 243:0.79 247:0.12 248:0.75 256:0.97 259:0.21 260:0.83 261:0.79 265:0.88 266:0.23 267:0.88 268:0.97 271:0.58 276:0.32 283:0.60 285:0.62 300:0.25\n1 12:0.51 17:0.38 21:0.68 27:0.45 28:0.46 30:0.30 32:0.80 34:0.81 36:0.23 37:0.50 43:0.32 55:0.84 66:0.51 69:0.70 70:0.80 81:0.67 91:0.35 98:0.41 108:0.54 123:0.51 124:0.65 126:0.54 127:0.40 129:0.81 133:0.67 135:0.83 145:0.47 146:0.57 147:0.63 149:0.49 150:0.49 154:0.24 159:0.56 161:0.77 163:0.90 167:0.57 172:0.41 173:0.65 177:0.05 178:0.55 179:0.74 181:0.54 187:0.68 195:0.79 212:0.23 215:0.49 216:0.77 235:0.80 241:0.27 242:0.82 243:0.61 245:0.55 247:0.12 259:0.21 265:0.43 266:0.71 267:0.23 271:0.58 276:0.41 297:0.36 300:0.55\n1 8:0.93 12:0.51 17:0.12 21:0.13 27:0.38 28:0.46 34:0.31 36:0.59 37:0.90 81:0.87 91:0.89 104:0.76 120:0.85 126:0.54 135:0.49 140:0.45 150:0.74 151:0.76 153:0.87 161:0.77 162:0.74 164:0.86 167:0.91 175:0.75 181:0.54 191:0.81 202:0.78 215:0.84 216:0.19 235:0.12 241:0.98 244:0.61 248:0.79 256:0.81 257:0.65 259:0.21 260:0.86 267:0.19 268:0.82 271:0.58 277:0.69 285:0.62 297:0.36\n0 12:0.51 17:0.34 21:0.22 25:0.88 27:0.72 28:0.46 43:0.44 66:0.36 69:0.46 81:0.85 91:0.85 98:0.16 104:0.58 108:0.35 120:0.80 123:0.34 126:0.54 127:0.09 129:0.05 140:0.80 146:0.05 147:0.05 149:0.15 150:0.68 151:0.66 153:0.48 154:0.33 159:0.05 161:0.77 162:0.58 164:0.83 167:0.90 172:0.05 173:0.94 177:0.05 178:0.42 181:0.54 202:0.79 215:0.79 216:0.21 220:0.82 235:0.22 241:0.88 243:0.51 248:0.72 256:0.79 260:0.80 265:0.17 268:0.79 271:0.58 283:0.82 285:0.62 297:0.36\n2 7:0.81 12:0.51 17:0.75 21:0.40 25:0.88 27:0.57 28:0.46 30:0.45 32:0.80 34:0.21 36:0.47 37:0.44 43:0.24 55:0.52 66:0.77 69:0.86 70:0.33 81:0.81 91:0.61 98:0.57 104:0.54 108:0.73 120:0.53 123:0.71 126:0.54 127:0.17 129:0.05 135:0.20 140:0.45 145:0.58 146:0.55 147:0.61 149:0.32 150:0.61 151:0.46 153:0.48 154:0.17 159:0.20 161:0.77 162:0.86 164:0.57 167:0.88 172:0.37 173:0.96 177:0.05 179:0.61 181:0.54 187:0.21 195:0.64 202:0.36 212:0.23 215:0.67 216:0.55 220:0.91 230:0.65 233:0.63 235:0.42 241:0.81 242:0.82 243:0.79 247:0.12 248:0.46 256:0.45 259:0.21 260:0.53 265:0.58 266:0.38 267:0.82 268:0.46 271:0.58 276:0.32 285:0.62 297:0.36 300:0.25\n1 8:0.69 12:0.51 17:0.15 20:0.77 21:0.78 27:0.33 28:0.46 30:0.38 32:0.80 34:0.66 36:0.92 37:0.46 43:0.51 55:0.96 66:0.20 69:0.27 70:0.63 78:0.75 91:0.92 98:0.32 100:0.73 104:0.73 108:0.21 111:0.74 120:0.76 123:0.20 124:0.85 127:0.94 129:0.93 133:0.84 135:0.61 140:0.45 145:0.80 146:0.41 147:0.48 149:0.49 151:0.60 152:0.75 153:0.92 154:0.40 159:0.60 161:0.77 162:0.57 163:0.81 164:0.94 167:0.91 169:0.72 172:0.21 173:0.26 177:0.05 179:0.86 181:0.54 186:0.76 191:0.82 195:0.77 202:0.92 212:0.28 216:0.38 220:0.82 235:0.80 241:0.92 242:0.82 243:0.40 245:0.50 247:0.12 248:0.68 256:0.91 259:0.21 260:0.77 261:0.74 265:0.35 266:0.63 267:0.96 268:0.92 271:0.58 276:0.42 283:0.60 285:0.62 300:0.43\n3 6:0.98 8:0.97 12:0.51 17:0.28 20:0.97 21:0.78 25:0.88 27:0.16 28:0.46 34:0.34 36:0.38 37:0.77 78:0.89 91:0.94 100:0.99 104:0.58 111:0.98 120:0.97 135:0.20 140:0.45 151:0.84 152:0.98 153:0.97 161:0.77 162:0.71 164:0.95 167:0.90 169:0.97 175:0.75 181:0.54 186:0.89 189:0.99 191:0.91 202:0.92 216:0.52 235:0.05 238:1.00 241:0.88 244:0.61 248:0.95 256:0.93 257:0.65 259:0.21 260:0.97 261:1.00 267:0.79 268:0.94 271:0.58 277:0.69 283:0.60 285:0.62\n2 6:0.83 8:0.71 12:0.51 17:0.84 20:0.81 21:0.13 25:0.88 27:0.72 28:0.46 30:0.91 34:0.40 36:0.88 43:0.52 55:0.71 66:0.77 69:0.07 70:0.19 78:0.75 81:0.87 91:0.86 98:0.98 100:0.79 104:0.58 108:0.06 111:0.75 120:0.77 123:0.06 126:0.54 127:0.82 129:0.05 135:0.49 140:0.45 146:0.59 147:0.65 149:0.44 150:0.74 151:0.73 152:0.78 153:0.78 154:0.41 159:0.22 161:0.77 162:0.85 164:0.82 167:0.90 169:0.77 172:0.37 173:0.40 177:0.05 179:0.93 181:0.54 186:0.76 189:0.85 202:0.70 212:0.73 215:0.84 216:0.15 220:0.74 235:0.12 238:0.90 241:0.89 242:0.82 243:0.79 247:0.12 248:0.69 256:0.77 259:0.21 260:0.78 261:0.77 265:0.98 266:0.23 267:0.92 268:0.77 271:0.58 276:0.32 283:0.82 285:0.62 297:0.36 300:0.18\n2 6:0.88 7:0.81 8:0.77 12:0.51 17:0.22 20:0.95 21:0.30 27:0.21 28:0.46 30:0.45 34:0.75 36:0.68 37:0.74 43:0.52 55:0.52 66:0.82 69:0.10 70:0.33 78:0.75 81:0.84 91:0.65 98:0.72 100:0.80 104:0.84 106:0.81 108:0.09 111:0.75 120:0.84 123:0.09 126:0.54 127:0.22 129:0.05 135:0.21 140:0.45 146:0.63 147:0.68 149:0.56 150:0.64 151:0.79 152:0.94 153:0.90 154:0.41 159:0.24 161:0.77 162:0.59 164:0.85 167:0.74 169:0.78 172:0.48 173:0.26 177:0.05 179:0.63 181:0.54 186:0.75 187:0.39 189:0.90 202:0.80 206:0.81 212:0.91 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.96 241:0.69 242:0.82 243:0.83 247:0.12 248:0.76 256:0.79 259:0.21 260:0.85 261:0.81 265:0.72 266:0.17 267:0.79 268:0.81 271:0.58 276:0.38 283:0.82 285:0.62 297:0.36 300:0.25\n2 7:0.81 12:0.51 17:0.40 20:0.75 21:0.74 27:0.56 28:0.46 30:0.91 32:0.80 34:0.68 36:0.32 37:0.60 43:0.39 55:0.45 66:0.52 69:0.59 70:0.27 78:0.72 81:0.78 91:0.38 98:0.22 100:0.73 104:0.82 106:0.81 108:0.81 111:0.72 120:0.53 123:0.80 124:0.64 126:0.54 127:0.48 129:0.81 133:0.67 135:0.76 140:0.45 145:0.82 146:0.05 147:0.05 149:0.48 150:0.58 151:0.46 152:0.74 153:0.72 154:0.29 159:0.50 161:0.77 162:0.86 164:0.69 167:0.60 169:0.72 172:0.48 173:0.58 177:0.05 179:0.70 181:0.54 186:0.73 187:0.39 195:0.74 202:0.53 206:0.81 212:0.75 215:0.46 216:0.76 220:0.93 230:0.87 233:0.76 235:0.95 241:0.37 242:0.82 243:0.13 245:0.60 247:0.12 248:0.46 256:0.58 259:0.21 260:0.53 261:0.73 265:0.24 266:0.38 267:0.65 268:0.62 271:0.58 276:0.38 283:0.82 285:0.62 297:0.36 300:0.33\n1 7:0.81 12:0.51 17:0.70 21:0.40 25:0.88 27:0.72 28:0.46 30:0.45 32:0.80 34:0.21 36:0.44 43:0.24 55:0.52 66:0.77 69:0.86 70:0.33 81:0.81 91:0.58 98:0.57 104:0.58 108:0.73 123:0.71 126:0.54 127:0.17 129:0.05 135:0.20 145:0.58 146:0.55 147:0.61 149:0.32 150:0.61 154:0.17 159:0.20 161:0.77 167:0.88 172:0.37 173:0.96 177:0.05 178:0.55 179:0.61 181:0.54 187:0.21 195:0.64 202:0.50 212:0.23 215:0.67 216:0.50 230:0.65 233:0.63 235:0.42 241:0.82 242:0.82 243:0.79 247:0.12 259:0.21 265:0.58 266:0.38 267:0.79 271:0.58 276:0.32 297:0.36 300:0.25\n1 8:0.89 12:0.51 17:0.05 20:0.80 21:0.47 27:0.72 28:0.46 32:0.80 34:0.89 36:0.60 37:0.77 78:0.74 81:0.79 91:0.85 100:0.73 104:0.57 111:0.73 120:0.60 126:0.54 135:0.70 140:0.45 145:0.87 150:0.59 151:0.54 152:0.77 153:0.48 161:0.77 162:0.69 164:0.73 167:0.90 169:0.72 175:0.75 181:0.54 186:0.75 195:0.54 202:0.64 215:0.63 216:0.04 220:0.93 235:0.52 241:0.91 244:0.61 248:0.54 256:0.64 257:0.65 259:0.21 260:0.61 261:0.74 267:0.28 268:0.66 271:0.58 277:0.69 285:0.62 297:0.36\n2 8:0.91 12:0.51 17:0.69 21:0.22 27:0.52 28:0.46 30:0.21 34:0.90 36:0.53 37:0.73 43:0.46 55:0.71 66:0.77 69:0.44 70:0.89 81:0.85 91:0.44 98:0.57 104:0.93 106:0.81 108:0.34 120:0.84 123:0.32 124:0.41 126:0.54 127:0.34 129:0.81 133:0.67 135:0.66 140:0.45 145:0.61 146:0.81 147:0.84 149:0.68 150:0.68 151:0.74 153:0.82 154:0.35 159:0.64 161:0.77 162:0.67 163:0.90 164:0.78 167:0.67 172:0.68 173:0.28 177:0.05 179:0.50 181:0.54 187:0.39 202:0.70 206:0.81 212:0.35 215:0.79 216:0.34 235:0.22 241:0.56 242:0.82 243:0.79 245:0.56 247:0.12 248:0.76 256:0.71 259:0.21 260:0.85 265:0.58 266:0.47 267:0.65 268:0.73 271:0.58 276:0.56 283:0.82 285:0.62 297:0.36 300:0.70\n0 12:0.51 17:0.45 21:0.78 25:0.88 27:0.72 28:0.46 30:0.76 43:0.23 55:0.45 66:0.72 69:0.88 70:0.22 78:0.78 91:0.58 98:0.44 104:0.73 108:0.77 111:0.78 120:0.78 123:0.75 127:0.14 129:0.05 140:0.96 145:0.45 146:0.46 147:0.53 149:0.25 151:0.66 153:0.48 154:0.16 159:0.17 161:0.77 162:0.48 163:0.75 164:0.72 167:0.89 169:0.81 172:0.27 173:0.97 177:0.05 178:0.54 179:0.59 181:0.54 202:0.78 212:0.42 216:0.12 235:0.31 241:0.86 242:0.82 243:0.75 247:0.12 248:0.71 256:0.64 260:0.79 265:0.46 266:0.23 268:0.65 271:0.58 276:0.17 285:0.62 300:0.18\n1 12:0.51 17:0.49 27:0.03 28:0.46 30:0.11 34:0.44 36:0.19 37:0.91 43:0.40 55:0.92 66:0.16 69:0.52 70:0.97 81:0.96 91:0.48 98:0.40 104:0.78 106:0.81 108:0.40 120:0.61 123:0.80 124:0.84 126:0.54 127:0.46 129:0.95 133:0.87 135:0.60 140:0.45 146:0.60 147:0.66 149:0.63 150:0.93 151:0.56 153:0.72 154:0.30 159:0.79 161:0.77 162:0.56 164:0.64 167:0.69 172:0.51 173:0.29 177:0.05 179:0.56 181:0.54 187:0.21 202:0.58 206:0.81 212:0.18 215:0.96 216:0.86 220:0.62 235:0.05 241:0.61 242:0.82 243:0.51 245:0.61 247:0.12 248:0.55 256:0.45 259:0.21 260:0.62 265:0.32 266:0.87 267:0.52 268:0.57 271:0.58 276:0.59 285:0.62 297:0.36 300:0.84\n2 6:0.98 8:0.97 12:0.51 17:0.28 20:0.97 21:0.78 25:0.88 27:0.16 28:0.46 34:0.34 36:0.38 37:0.77 78:0.89 91:0.94 100:0.99 104:0.58 111:0.98 120:0.97 135:0.20 140:0.45 151:0.84 152:0.98 153:0.97 161:0.77 162:0.71 164:0.95 167:0.90 169:0.97 175:0.75 181:0.54 186:0.89 189:0.99 191:0.91 202:0.92 216:0.52 235:0.05 238:1.00 241:0.88 244:0.61 248:0.95 256:0.93 257:0.65 259:0.21 260:0.97 261:1.00 267:0.79 268:0.94 271:0.58 277:0.69 283:0.60 285:0.62\n3 7:0.81 12:0.51 17:0.36 21:0.74 25:0.88 27:0.16 28:0.46 30:0.45 32:0.80 34:0.95 36:0.45 37:0.77 43:0.51 55:0.45 66:0.49 69:0.30 70:0.25 81:0.61 91:0.87 98:0.32 104:0.58 108:0.53 120:0.92 123:0.51 124:0.48 126:0.54 127:0.27 129:0.59 133:0.47 135:0.34 140:0.45 145:0.59 146:0.05 147:0.05 149:0.32 150:0.45 151:0.81 153:0.94 154:0.40 159:0.19 161:0.77 162:0.78 163:0.81 164:0.90 167:0.78 172:0.16 173:0.54 177:0.05 179:0.94 181:0.54 187:0.98 195:0.58 202:0.84 212:0.61 215:0.46 216:0.52 230:0.87 233:0.76 235:0.88 241:0.73 242:0.82 243:0.29 245:0.39 247:0.12 248:0.89 256:0.87 259:0.21 260:0.92 265:0.34 266:0.17 267:0.23 268:0.88 271:0.58 276:0.16 285:0.62 297:0.36 300:0.18\n1 7:0.81 8:0.95 12:0.51 17:0.26 20:0.86 21:0.47 25:0.88 27:0.24 28:0.46 34:0.62 36:0.44 37:0.88 43:0.28 66:0.36 69:0.78 78:0.74 81:0.79 91:0.98 98:0.08 100:0.78 104:0.76 108:0.62 111:0.74 120:0.84 123:0.60 126:0.54 127:0.06 129:0.05 135:0.34 140:0.45 145:0.52 146:0.05 147:0.05 149:0.12 150:0.59 151:0.63 152:0.81 153:0.99 154:0.20 159:0.05 161:0.77 162:0.59 164:0.97 167:0.90 169:0.75 172:0.05 173:0.87 177:0.05 181:0.54 186:0.75 191:0.86 202:0.95 215:0.63 216:0.50 220:0.62 230:0.87 233:0.76 235:0.52 241:0.91 243:0.51 248:0.76 256:0.96 259:0.21 260:0.85 261:0.76 265:0.09 267:0.73 268:0.96 271:0.58 283:0.60 285:0.62 297:0.36\n2 8:0.88 12:0.51 17:0.72 20:0.74 21:0.78 27:0.43 28:0.46 34:0.58 36:0.22 78:0.72 91:0.89 100:0.92 104:0.58 111:0.84 120:0.76 135:0.78 140:0.45 151:0.72 152:0.74 153:0.77 161:0.77 162:0.86 164:0.69 167:0.89 169:0.90 175:0.75 181:0.54 186:0.73 202:0.54 216:0.18 241:0.86 244:0.61 248:0.68 256:0.58 257:0.65 259:0.21 260:0.77 261:0.75 267:0.52 268:0.63 271:0.58 277:0.69 285:0.62\n1 7:0.81 8:0.95 12:0.51 17:0.45 21:0.54 27:0.67 28:0.46 32:0.80 34:0.40 36:0.87 37:0.96 43:0.52 66:0.36 69:0.17 81:0.76 91:0.84 98:0.14 104:0.58 108:0.14 120:0.77 123:0.13 126:0.54 127:0.09 129:0.05 135:0.58 140:0.45 145:0.56 146:0.05 147:0.05 149:0.16 150:0.57 151:0.71 153:0.72 154:0.41 159:0.05 161:0.77 162:0.81 164:0.83 167:0.89 172:0.05 173:0.66 177:0.05 181:0.54 191:0.76 195:0.54 202:0.73 215:0.58 216:0.13 220:0.62 230:0.87 233:0.76 235:0.60 241:0.85 243:0.51 248:0.69 256:0.78 259:0.21 260:0.78 265:0.15 267:0.23 268:0.78 271:0.58 285:0.62 297:0.36\n0 12:0.06 17:0.69 21:0.78 27:0.69 30:0.58 34:0.33 36:0.63 37:0.64 39:0.31 43:0.07 55:0.98 66:0.10 69:0.98 70:0.33 74:0.26 91:0.01 98:0.08 108:0.97 123:0.97 124:0.91 127:0.32 129:0.96 131:0.61 133:0.90 135:0.23 145:0.52 146:0.28 147:0.34 149:0.11 154:0.07 157:0.61 159:0.98 163:0.87 166:0.61 172:0.10 173:0.75 175:0.75 177:0.05 178:0.55 179:0.79 182:0.61 187:0.68 202:0.36 212:0.16 216:0.24 222:0.35 227:0.61 229:0.61 231:0.76 235:0.12 241:0.01 242:0.80 243:0.29 244:0.61 245:0.43 246:0.61 247:0.30 253:0.24 257:0.65 259:0.21 265:0.08 266:0.54 267:0.52 276:0.31 277:0.69 287:0.61 300:0.25\n0 12:0.06 17:0.43 21:0.78 27:0.06 30:0.95 34:0.74 36:0.43 37:0.85 39:0.31 43:0.36 55:0.99 66:0.20 69:0.49 74:0.41 98:0.05 108:0.38 123:0.36 124:0.61 127:0.12 129:0.59 131:0.61 133:0.47 135:0.88 146:0.05 147:0.05 149:0.16 154:0.27 157:0.61 159:0.76 166:0.61 172:0.05 173:0.07 175:0.75 177:0.05 178:0.55 179:0.84 182:0.61 187:0.68 216:0.84 222:0.35 227:0.61 229:0.61 231:0.62 243:0.40 244:0.61 245:0.36 246:0.61 253:0.36 257:0.65 259:0.21 265:0.05 267:0.36 277:0.69 287:0.61 300:0.08\n0 8:0.59 12:0.06 17:0.59 21:0.78 27:0.14 30:0.91 34:0.37 36:0.60 37:0.71 39:0.31 43:0.07 55:1.00 66:0.10 69:0.99 70:0.13 74:0.30 98:0.05 108:0.98 122:0.51 123:0.98 124:0.82 127:0.21 129:0.89 131:0.61 133:0.78 135:0.69 146:0.05 147:0.05 149:0.06 154:0.06 157:0.61 159:0.99 163:1.00 166:0.61 172:0.05 173:0.65 175:0.75 177:0.05 178:0.55 179:0.91 182:0.61 187:0.68 191:0.73 202:0.71 212:0.95 216:0.68 222:0.35 227:0.61 229:0.61 231:0.62 241:0.27 242:0.63 243:0.29 244:0.61 245:0.37 246:0.61 247:0.30 253:0.27 257:0.65 259:0.21 265:0.05 266:0.12 267:0.28 276:0.22 277:0.69 287:0.61 300:0.13\n0 12:0.06 17:0.22 21:0.78 27:0.42 30:0.95 34:0.61 36:0.72 37:0.60 39:0.31 43:0.08 55:1.00 66:0.20 69:0.98 74:0.26 98:0.05 108:0.96 123:0.96 124:0.61 127:0.52 129:0.59 131:0.61 133:0.47 135:0.37 146:0.05 147:0.05 149:0.06 154:0.07 157:0.61 159:0.98 166:0.61 172:0.05 173:0.73 175:0.75 177:0.05 178:0.55 179:1.00 182:0.61 187:0.68 216:0.58 222:0.35 227:0.61 229:0.61 231:0.62 241:0.03 243:0.40 244:0.61 245:0.36 246:0.61 253:0.24 257:0.65 259:0.21 265:0.05 267:0.73 277:0.69 287:0.61 300:0.08\n0 8:0.64 12:0.06 17:0.43 21:0.78 27:0.16 30:0.76 34:0.34 36:0.60 37:0.84 39:0.31 43:0.05 55:0.42 66:0.36 69:1.00 70:0.15 74:0.27 91:0.06 98:0.05 108:1.00 122:0.51 123:1.00 124:0.52 127:0.18 129:0.59 131:0.61 133:0.47 135:0.54 146:0.05 147:0.05 149:0.05 154:0.05 157:0.61 159:0.96 163:1.00 166:0.61 172:0.10 173:0.92 175:0.75 177:0.05 178:0.55 179:0.93 182:0.61 187:0.87 202:0.46 212:0.95 216:0.62 222:0.35 227:0.61 229:0.61 231:0.63 235:0.05 241:0.05 242:0.82 243:0.34 244:0.61 245:0.37 246:0.61 247:0.12 253:0.25 257:0.65 259:0.21 265:0.05 266:0.12 267:0.28 276:0.12 277:0.69 287:0.61 300:0.13\n0 12:0.06 17:0.28 21:0.78 27:0.69 30:0.95 34:0.56 36:0.58 37:0.27 39:0.31 43:0.10 55:1.00 66:0.20 69:0.97 74:0.28 91:0.11 98:0.05 108:0.94 123:0.93 124:0.61 127:0.17 129:0.59 131:0.61 133:0.47 135:0.19 146:0.05 147:0.05 149:0.07 154:0.09 157:0.61 159:0.91 166:0.61 172:0.05 173:0.67 175:0.75 177:0.05 178:0.55 179:0.97 182:0.61 187:0.39 202:0.62 216:0.51 222:0.35 227:0.61 229:0.61 231:0.63 235:0.22 241:0.02 243:0.40 244:0.61 245:0.36 246:0.61 253:0.26 257:0.65 259:0.21 265:0.05 267:0.65 277:0.69 287:0.61 300:0.08\n0 12:0.06 17:0.62 21:0.40 27:0.39 30:0.62 34:0.42 36:0.53 37:0.26 39:0.31 43:0.30 55:1.00 66:0.16 69:0.68 70:0.34 74:0.49 81:0.58 91:0.01 98:0.07 108:0.52 114:0.55 117:0.86 123:0.50 124:0.81 126:0.32 127:0.48 129:0.89 131:0.61 132:0.97 133:0.78 135:0.83 145:0.47 146:0.27 147:0.33 149:0.20 150:0.43 154:0.22 157:0.61 159:0.99 163:0.90 166:0.94 172:0.10 173:0.08 175:0.75 176:0.53 177:0.05 178:0.55 179:0.93 182:0.61 187:0.95 212:0.30 216:0.73 222:0.35 227:0.61 229:0.61 231:0.95 235:0.42 242:0.63 243:0.37 244:0.61 245:0.42 246:0.61 247:0.35 253:0.42 257:0.65 265:0.07 266:0.27 267:0.19 276:0.24 277:0.69 287:0.61 290:0.55 300:0.25\n0 12:0.06 17:0.83 21:0.78 27:0.66 30:0.58 34:0.89 36:0.44 37:0.32 39:0.31 43:0.10 55:0.52 66:0.18 69:0.97 70:0.44 74:0.30 91:0.03 98:0.09 108:0.95 123:0.93 124:0.68 127:0.12 129:0.81 131:0.61 133:0.67 135:0.66 146:0.30 147:0.36 149:0.18 154:0.09 157:0.61 159:0.68 166:0.61 172:0.27 173:0.69 175:0.75 177:0.05 178:0.55 179:0.19 182:0.61 187:0.21 212:0.37 216:0.40 222:0.35 227:0.61 229:0.61 231:0.82 235:0.97 241:0.05 242:0.80 243:0.39 244:0.61 245:0.50 246:0.61 247:0.30 253:0.27 257:0.65 259:0.21 265:0.09 266:0.47 267:0.23 276:0.30 277:0.69 287:0.61 300:0.33\n1 12:0.06 17:0.49 21:0.78 27:0.55 30:0.95 34:0.28 36:0.63 37:0.73 39:0.31 43:0.10 55:0.84 66:1.00 69:0.97 70:0.13 74:0.25 98:0.99 108:0.94 123:0.94 127:0.86 129:0.05 131:0.61 135:0.21 146:1.00 147:1.00 149:0.77 154:0.08 157:0.61 159:1.00 163:0.94 166:0.61 172:1.00 173:0.43 177:0.38 178:0.55 179:0.08 182:0.61 187:0.39 212:0.94 216:0.41 222:0.35 227:0.61 229:0.61 231:0.95 241:0.21 242:0.82 243:1.00 244:0.61 246:0.61 247:0.39 253:0.23 265:0.99 266:0.47 267:0.23 276:1.00 287:0.61 300:0.13\n0 12:0.06 17:0.59 21:0.78 27:0.06 30:0.76 34:0.74 36:0.44 37:0.85 39:0.31 43:0.24 55:0.52 66:0.36 69:0.84 70:0.15 74:0.37 98:0.06 108:0.92 122:0.55 123:0.91 124:0.52 127:0.11 129:0.59 131:0.61 133:0.47 135:0.88 146:0.05 147:0.05 149:0.15 154:0.17 157:0.61 159:0.72 163:0.99 166:0.61 172:0.10 173:0.25 175:0.75 177:0.05 178:0.55 179:0.53 182:0.61 187:0.68 212:0.95 216:0.84 222:0.35 227:0.61 229:0.61 231:0.64 242:0.82 243:0.34 244:0.61 245:0.37 246:0.61 247:0.12 253:0.33 257:0.65 259:0.21 265:0.06 266:0.12 267:0.36 276:0.12 277:0.69 287:0.61 300:0.13\n0 12:0.06 17:0.47 21:0.78 27:0.06 30:0.76 34:0.74 36:0.44 37:0.85 39:0.31 43:0.21 55:0.52 66:0.36 69:0.91 70:0.15 74:0.34 98:0.06 108:0.92 122:0.55 123:0.92 124:0.52 127:0.11 129:0.59 131:0.61 133:0.47 135:0.84 146:0.05 147:0.05 149:0.13 154:0.14 157:0.61 159:0.64 163:1.00 166:0.61 172:0.10 173:0.39 175:0.75 177:0.05 178:0.55 179:0.44 182:0.61 187:0.68 212:0.95 216:0.84 222:0.35 227:0.61 229:0.61 231:0.64 242:0.82 243:0.34 244:0.61 245:0.37 246:0.61 247:0.12 253:0.31 257:0.65 259:0.21 265:0.06 266:0.12 267:0.28 276:0.12 277:0.69 287:0.61 300:0.13\n0 12:0.06 17:0.64 21:0.78 27:0.55 30:0.87 34:0.97 36:0.45 37:0.53 39:0.31 43:0.22 55:0.59 66:0.20 69:0.89 70:0.27 74:0.32 91:0.14 98:0.20 108:0.89 123:0.76 124:0.70 127:0.30 129:0.81 131:0.61 133:0.67 135:0.69 145:0.91 146:0.34 147:0.41 149:0.27 154:0.15 157:0.61 159:0.62 166:0.61 172:0.21 173:0.84 175:0.75 177:0.05 178:0.55 179:0.81 182:0.61 187:0.95 212:0.19 216:0.30 222:0.35 227:0.61 229:0.61 231:0.95 235:0.88 241:0.07 242:0.79 243:0.40 244:0.61 245:0.48 246:0.61 247:0.30 253:0.29 257:0.65 265:0.20 266:0.47 267:0.23 276:0.28 277:0.69 287:0.61 300:0.25\n0 12:0.06 17:0.51 21:0.78 27:0.06 30:0.95 34:0.74 36:0.42 37:0.85 39:0.31 43:0.13 55:0.71 66:0.54 69:0.95 74:0.32 98:0.08 108:0.91 123:0.90 127:0.06 129:0.05 131:0.61 135:0.88 146:0.28 147:0.34 149:0.09 154:0.10 157:0.61 159:0.12 166:0.61 172:0.10 173:0.58 177:0.38 178:0.55 179:0.09 182:0.61 187:0.68 216:0.84 222:0.35 227:0.61 229:0.61 231:0.63 243:0.63 244:0.61 246:0.61 253:0.29 259:0.21 265:0.09 267:0.36 287:0.61 300:0.08\n0 12:0.06 17:0.81 21:0.78 27:0.17 30:0.95 34:0.63 36:0.52 37:0.95 39:0.31 43:0.29 55:1.00 66:0.20 69:0.71 74:0.40 91:0.01 98:0.05 108:0.54 123:0.52 124:0.61 127:0.13 129:0.59 131:0.61 133:0.47 135:0.70 146:0.05 147:0.05 149:0.14 154:0.21 157:0.61 159:0.87 166:0.61 172:0.05 173:0.11 175:0.75 177:0.05 178:0.55 179:0.89 182:0.61 187:0.39 202:0.53 216:0.42 222:0.35 227:0.61 229:0.61 231:0.62 235:0.05 241:0.56 243:0.40 244:0.61 245:0.36 246:0.61 253:0.35 257:0.65 259:0.21 265:0.05 267:0.36 277:0.69 287:0.61 300:0.08\n0 12:0.06 17:0.51 21:0.78 27:0.06 30:0.76 34:0.74 36:0.47 37:0.85 39:0.31 43:0.24 55:0.52 66:0.36 69:0.83 70:0.15 74:0.37 98:0.06 108:0.92 122:0.55 123:0.91 124:0.52 127:0.12 129:0.59 131:0.61 133:0.47 135:0.88 146:0.05 147:0.05 149:0.15 154:0.17 157:0.61 159:0.73 163:0.99 166:0.61 172:0.10 173:0.23 175:0.75 177:0.05 178:0.55 179:0.55 182:0.61 187:0.68 212:0.95 216:0.84 222:0.35 227:0.61 229:0.61 231:0.64 242:0.82 243:0.34 244:0.61 245:0.37 246:0.61 247:0.12 253:0.34 257:0.65 259:0.21 265:0.06 266:0.12 267:0.28 276:0.12 277:0.69 287:0.61 300:0.13\n0 8:0.63 12:0.06 17:0.82 21:0.78 27:0.66 30:0.58 34:0.89 36:0.48 37:0.32 39:0.31 43:0.10 55:0.52 66:0.18 69:0.97 70:0.44 74:0.30 91:0.04 98:0.09 108:0.95 123:0.93 124:0.68 127:0.12 129:0.81 131:0.61 133:0.67 135:0.66 146:0.30 147:0.36 149:0.18 154:0.09 157:0.61 159:0.68 166:0.61 172:0.27 173:0.69 175:0.75 177:0.05 178:0.55 179:0.19 182:0.61 187:0.21 202:0.36 212:0.37 216:0.40 222:0.35 227:0.61 229:0.61 231:0.82 235:0.98 241:0.10 242:0.80 243:0.39 244:0.61 245:0.50 246:0.61 247:0.30 253:0.27 257:0.65 259:0.21 265:0.09 266:0.47 267:0.28 276:0.30 277:0.69 287:0.61 300:0.33\n0 12:0.06 17:0.53 21:0.78 27:0.06 30:0.91 34:0.74 36:0.46 37:0.85 39:0.31 43:0.12 55:0.52 66:0.49 69:0.96 70:0.13 74:0.29 98:0.06 108:0.92 123:0.91 124:0.48 127:0.15 129:0.59 131:0.61 133:0.47 135:0.84 146:0.22 147:0.28 149:0.12 154:0.10 157:0.61 159:0.90 163:0.81 166:0.61 172:0.16 173:0.58 175:0.75 177:0.05 178:0.55 179:0.73 182:0.61 187:0.68 212:0.61 216:0.84 222:0.35 227:0.61 229:0.61 231:0.67 242:0.63 243:0.60 244:0.61 245:0.39 246:0.61 247:0.30 253:0.26 257:0.65 259:0.21 265:0.07 266:0.17 267:0.28 276:0.12 277:0.69 287:0.61 300:0.13\n0 12:0.06 17:0.11 21:0.78 27:0.72 30:0.95 34:0.53 36:0.88 39:0.31 43:0.32 55:0.96 66:0.20 69:0.65 74:0.37 91:0.35 98:0.10 108:0.49 123:0.47 124:0.61 127:0.33 129:0.59 131:0.61 133:0.47 135:0.58 145:0.77 146:0.05 147:0.05 149:0.18 154:0.23 157:0.61 159:0.25 166:0.61 172:0.05 173:0.81 175:0.75 177:0.05 178:0.55 179:1.00 182:0.61 187:0.95 216:0.57 222:0.35 227:0.61 229:0.61 231:0.86 235:0.42 241:0.32 243:0.40 244:0.61 245:0.36 246:0.61 253:0.34 257:0.65 265:0.10 267:0.52 277:0.69 287:0.61 300:0.08\n3 1:0.74 8:0.67 9:0.80 11:0.88 12:0.51 17:0.02 27:0.33 28:0.91 30:0.61 34:0.33 36:0.32 37:0.41 39:0.75 41:0.92 43:0.86 66:0.09 69:0.57 70:0.75 74:0.89 81:0.94 83:0.83 85:0.98 91:0.49 96:0.93 98:0.21 101:0.83 104:0.84 106:0.81 108:0.78 114:0.98 117:0.86 120:0.87 122:0.43 123:0.94 124:0.94 126:0.54 127:0.75 129:0.97 133:0.94 135:0.89 138:0.96 140:0.45 144:0.85 145:0.82 146:0.29 147:0.36 149:0.95 150:0.97 151:0.98 153:0.91 154:0.84 155:0.67 159:0.86 161:0.77 162:0.73 164:0.79 165:0.92 167:0.64 172:0.61 173:0.30 176:0.73 177:0.38 179:0.33 181:0.80 187:0.39 192:0.59 201:0.74 202:0.71 206:0.81 208:0.64 212:0.52 215:0.96 216:0.88 222:0.25 232:0.83 235:0.05 241:0.61 242:0.51 243:0.15 245:0.80 247:0.67 248:0.93 253:0.95 255:0.79 256:0.71 259:0.21 260:0.88 265:0.19 266:0.92 267:0.59 268:0.74 271:0.32 276:0.80 285:0.62 290:0.98 297:0.36 300:0.84\n1 1:0.74 11:0.88 12:0.51 17:0.30 21:0.54 27:0.45 28:0.91 30:0.21 32:0.80 34:0.75 36:0.17 37:0.50 39:0.75 43:0.82 60:0.87 66:0.51 69:0.70 70:0.83 74:0.93 77:0.70 81:0.62 83:0.86 85:0.95 91:0.06 98:0.63 101:0.78 108:0.53 114:0.77 122:0.67 123:0.51 124:0.87 126:0.54 127:0.70 129:0.93 133:0.91 135:0.72 144:0.85 145:0.44 146:0.95 147:0.96 149:0.90 150:0.76 154:0.77 155:0.67 158:0.87 159:0.88 161:0.77 165:0.79 167:0.58 172:0.77 173:0.41 176:0.73 177:0.38 178:0.55 179:0.38 181:0.80 187:0.68 192:0.59 195:0.96 201:0.74 208:0.64 212:0.15 215:0.58 216:0.77 222:0.25 235:0.68 241:0.50 242:0.45 243:0.61 245:0.73 247:0.67 253:0.74 259:0.21 265:0.63 266:0.94 267:0.44 271:0.32 276:0.77 279:0.86 282:0.88 283:0.71 290:0.77 297:0.36 299:0.88 300:0.70\n3 1:0.74 6:0.93 8:0.76 9:0.80 11:0.88 12:0.51 20:0.76 27:0.14 28:0.91 30:0.62 34:0.53 36:0.34 37:0.67 39:0.75 41:0.99 43:0.86 60:0.95 66:0.06 69:0.59 70:0.76 74:0.91 78:0.91 81:0.94 83:0.90 85:0.98 91:0.90 96:0.99 98:0.27 100:0.90 101:0.83 108:0.78 111:0.95 114:0.98 120:0.98 122:0.43 123:0.62 124:0.93 126:0.54 127:0.75 129:0.96 133:0.93 135:0.83 138:0.99 140:0.45 144:0.85 145:0.82 146:0.29 147:0.36 149:0.95 150:0.97 151:1.00 152:0.98 153:0.98 154:0.83 155:0.67 158:0.92 159:0.86 161:0.77 162:0.68 164:0.96 165:0.92 167:0.57 169:0.90 172:0.61 173:0.31 176:0.73 177:0.38 179:0.32 181:0.80 186:0.79 187:0.39 189:0.92 191:0.79 192:0.59 201:0.74 202:0.94 208:0.64 212:0.51 215:0.96 216:0.93 222:0.25 235:0.05 238:0.97 241:0.46 242:0.52 243:0.15 245:0.82 247:0.67 248:0.99 253:0.99 255:0.79 256:0.94 259:0.21 260:0.98 261:0.96 265:0.19 266:0.94 267:0.36 268:0.95 271:0.32 276:0.81 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.84\n2 6:0.97 8:0.95 9:0.80 12:0.51 17:0.38 20:0.89 21:0.78 27:0.05 28:0.91 34:0.85 36:0.58 37:0.81 39:0.75 41:0.97 60:0.95 74:0.46 78:0.85 83:0.88 91:0.67 96:0.92 100:0.95 111:0.90 120:0.86 135:0.70 138:0.98 140:0.45 144:0.85 151:0.93 152:0.84 153:0.77 155:0.67 158:0.87 161:0.77 162:0.67 164:0.87 167:0.64 169:0.93 175:0.91 181:0.80 186:0.85 187:0.98 189:0.98 192:0.59 202:0.81 208:0.64 216:0.94 220:0.99 222:0.25 232:0.97 235:0.42 238:0.97 241:0.60 244:0.83 248:0.92 253:0.88 255:0.79 256:0.83 257:0.84 259:0.21 260:0.86 261:0.94 267:0.23 268:0.83 271:0.32 277:0.87 279:0.86 283:0.71 285:0.62\n1 1:0.74 8:0.66 9:0.80 11:0.88 12:0.51 17:0.04 21:0.22 27:0.14 28:0.91 30:0.71 32:0.80 34:0.63 36:0.30 37:0.67 39:0.75 41:0.98 43:0.86 60:0.99 66:0.52 69:0.58 70:0.66 74:0.86 77:0.70 78:0.80 81:0.81 83:0.88 85:0.96 91:0.77 96:0.95 98:0.53 101:0.83 108:0.86 111:0.79 114:0.90 120:0.91 122:0.43 123:0.85 124:0.73 126:0.54 127:0.47 129:0.89 133:0.78 135:0.98 140:0.45 144:0.85 145:0.94 146:0.13 147:0.18 149:0.89 150:0.87 151:0.91 153:0.72 154:0.84 155:0.67 158:0.92 159:0.71 161:0.77 162:0.72 164:0.91 165:0.86 167:0.58 169:0.95 172:0.67 173:0.42 176:0.73 177:0.38 179:0.46 181:0.80 187:0.39 191:0.75 192:0.59 195:0.88 201:0.74 202:0.85 208:0.64 212:0.36 215:0.79 216:0.93 220:0.74 222:0.25 235:0.31 238:0.86 241:0.47 242:0.61 243:0.14 245:0.74 247:0.39 248:0.95 253:0.96 255:0.79 256:0.89 259:0.21 260:0.91 265:0.54 266:0.71 267:0.87 268:0.88 271:0.32 276:0.66 279:0.86 282:0.88 283:0.82 285:0.62 290:0.90 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.93 7:0.81 8:0.86 9:0.80 11:0.88 12:0.51 17:0.26 20:0.97 21:0.30 27:0.25 28:0.91 30:0.75 32:0.80 34:0.31 36:0.90 37:0.43 39:0.75 41:0.97 43:0.83 60:0.87 66:0.60 69:0.65 70:0.59 74:0.90 77:0.89 78:0.78 81:0.76 83:0.89 85:0.97 91:0.40 96:0.94 98:0.32 100:0.83 101:0.83 104:0.93 106:0.81 108:0.90 111:0.79 114:0.86 117:0.86 120:0.90 121:0.99 122:0.43 123:0.90 124:0.58 126:0.54 127:0.44 129:0.81 133:0.67 135:0.93 140:0.45 144:0.85 145:0.72 146:0.54 147:0.60 149:0.90 150:0.84 151:0.96 152:0.90 153:0.85 154:0.80 155:0.67 158:0.92 159:0.75 161:0.77 162:0.85 164:0.89 165:0.84 167:0.55 169:0.81 172:0.74 173:0.46 176:0.73 177:0.38 179:0.40 181:0.80 186:0.79 187:0.39 189:0.94 192:0.59 195:0.92 201:0.74 202:0.80 204:0.89 206:0.81 208:0.64 212:0.73 215:0.72 216:0.80 220:0.74 222:0.25 230:0.87 232:0.95 233:0.76 235:0.42 238:0.92 241:0.39 242:0.59 243:0.31 245:0.79 247:0.55 248:0.94 253:0.96 255:0.79 256:0.83 259:0.21 260:0.90 261:0.87 265:0.35 266:0.71 267:0.65 268:0.86 271:0.32 276:0.61 279:0.86 282:0.88 283:0.82 285:0.62 290:0.86 297:0.36 299:0.97 300:0.84\n3 1:0.74 6:0.93 8:0.86 9:0.80 11:0.88 12:0.51 17:0.01 20:0.98 27:0.14 28:0.91 30:0.65 34:0.67 36:0.29 37:0.67 39:0.75 41:0.99 43:0.86 60:0.98 66:0.06 69:0.57 70:0.74 74:0.93 78:0.85 81:0.94 83:0.90 85:0.98 91:0.63 96:0.99 98:0.25 100:0.95 101:0.83 108:0.78 111:0.90 114:0.98 120:0.98 122:0.43 123:0.86 124:0.93 126:0.54 127:0.74 129:0.96 133:0.93 135:0.85 138:0.99 140:0.45 144:0.85 145:0.82 146:0.22 147:0.28 149:0.96 150:0.97 151:1.00 152:0.98 153:0.98 154:0.84 155:0.67 158:0.92 159:0.86 161:0.77 162:0.66 164:0.96 165:0.92 167:0.56 169:0.90 172:0.61 173:0.30 176:0.73 177:0.38 179:0.31 181:0.80 186:0.85 187:0.39 189:0.94 192:0.59 201:0.74 202:0.94 208:0.64 212:0.50 215:0.96 216:0.93 222:0.25 235:0.05 238:0.97 241:0.41 242:0.53 243:0.15 245:0.83 247:0.67 248:0.99 253:1.00 255:0.79 256:0.94 259:0.21 260:0.98 261:0.96 265:0.19 266:0.92 267:0.28 268:0.95 271:0.32 276:0.81 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.84\n3 1:0.74 7:0.81 11:0.88 12:0.51 17:0.51 21:0.30 27:0.21 28:0.91 30:0.62 34:0.66 36:0.59 37:0.74 39:0.75 43:0.98 66:0.12 69:0.12 70:0.72 74:0.99 81:0.76 83:0.75 85:0.99 91:0.05 98:0.55 101:0.86 108:0.93 114:0.86 121:0.97 122:0.57 123:0.82 124:0.82 126:0.54 127:0.64 129:0.89 133:0.83 135:0.18 144:0.85 146:0.72 147:0.77 149:0.99 150:0.84 154:0.98 155:0.67 159:0.86 161:0.77 165:0.84 167:0.57 172:0.92 173:0.08 176:0.73 177:0.38 178:0.55 179:0.15 181:0.80 187:0.68 192:0.59 201:0.74 202:0.46 204:0.89 208:0.64 212:0.77 215:0.72 216:0.95 222:0.25 230:0.87 233:0.76 235:0.42 241:0.44 242:0.52 243:0.28 245:0.97 247:0.67 253:0.78 259:0.21 265:0.48 266:0.87 267:0.59 271:0.32 276:0.94 290:0.86 297:0.36 300:0.94\n1 1:0.74 11:0.88 12:0.51 17:0.26 21:0.40 27:0.45 28:0.91 30:0.31 34:0.68 36:0.17 37:0.50 39:0.75 43:0.82 55:0.71 60:0.87 66:0.10 69:0.69 70:0.81 74:0.91 81:0.71 83:0.84 85:0.93 91:0.04 98:0.32 101:0.76 108:0.82 114:0.82 122:0.67 123:0.63 124:0.93 126:0.54 127:0.71 129:0.96 133:0.93 135:0.78 144:0.85 145:0.49 146:0.13 147:0.18 149:0.83 150:0.81 154:0.77 155:0.67 158:0.87 159:0.88 161:0.77 163:0.81 165:0.83 167:0.52 172:0.54 173:0.40 176:0.73 177:0.38 178:0.55 179:0.38 181:0.80 187:0.68 192:0.59 201:0.74 208:0.64 212:0.18 215:0.67 216:0.77 222:0.25 235:0.52 241:0.27 242:0.61 243:0.11 245:0.76 247:0.60 253:0.75 259:0.21 265:0.34 266:0.94 267:0.65 271:0.32 276:0.77 279:0.86 283:0.71 290:0.82 297:0.36 300:0.70\n3 1:0.74 7:0.81 9:0.80 11:0.88 12:0.51 17:0.06 21:0.13 27:0.13 28:0.91 30:0.86 32:0.80 34:0.44 36:0.44 37:0.79 39:0.75 41:0.97 43:0.81 60:0.87 66:0.84 69:0.70 70:0.28 74:0.86 77:0.70 81:0.85 83:0.89 85:0.91 91:0.75 96:0.95 98:0.63 101:0.83 108:0.53 114:0.92 120:0.90 121:0.90 122:0.43 123:0.51 126:0.54 127:0.19 129:0.05 135:0.89 140:0.45 144:0.85 145:0.54 146:0.60 147:0.65 149:0.86 150:0.91 151:0.93 153:0.78 154:0.76 155:0.67 158:0.92 159:0.22 161:0.77 162:0.83 164:0.89 165:0.88 167:0.72 172:0.54 173:0.78 176:0.73 177:0.38 179:0.47 181:0.80 187:0.39 192:0.59 195:0.63 201:0.74 202:0.81 204:0.89 208:0.64 212:0.52 215:0.84 216:0.83 220:0.74 222:0.25 230:0.87 233:0.76 235:0.22 241:0.70 242:0.63 243:0.85 247:0.30 248:0.95 253:0.96 255:0.79 256:0.84 259:0.21 260:0.91 265:0.64 266:0.38 267:0.52 268:0.87 271:0.32 276:0.41 279:0.86 282:0.88 283:0.82 285:0.62 290:0.92 297:0.36 299:0.88 300:0.25\n2 1:0.74 6:0.96 7:0.81 8:0.93 9:0.80 11:0.88 12:0.51 17:0.22 20:0.98 21:0.30 27:0.21 28:0.91 30:0.60 34:0.66 36:0.70 37:0.74 39:0.75 41:0.99 43:0.98 60:0.87 66:0.10 69:0.12 70:0.68 74:0.99 78:0.85 81:0.76 83:0.90 85:0.99 91:0.81 96:0.98 98:0.56 100:0.95 101:0.86 104:0.84 106:0.81 108:0.93 111:0.91 114:0.86 117:0.86 120:0.96 121:0.90 122:0.57 123:0.82 124:0.71 126:0.54 127:0.61 129:0.81 133:0.67 135:0.17 140:0.45 144:0.85 146:0.90 147:0.92 149:0.99 150:0.84 151:0.99 152:0.97 153:0.97 154:0.98 155:0.67 158:0.92 159:0.85 161:0.77 162:0.64 164:0.94 165:0.84 167:0.61 169:0.91 172:0.91 173:0.08 176:0.73 177:0.38 179:0.16 181:0.80 186:0.85 187:0.39 189:0.97 191:0.75 192:0.59 201:0.74 202:0.91 204:0.89 206:0.81 208:0.64 212:0.77 215:0.72 216:0.95 222:0.25 230:0.87 232:0.90 233:0.76 235:0.42 238:0.97 241:0.56 242:0.51 243:0.38 245:0.98 247:0.67 248:0.99 253:0.99 255:0.79 256:0.93 259:0.21 260:0.96 261:0.96 265:0.48 266:0.80 267:0.59 268:0.92 271:0.32 276:0.93 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.84\n2 6:0.83 8:0.63 9:0.80 11:0.88 12:0.51 17:0.08 20:0.80 21:0.78 27:0.31 28:0.91 30:0.95 34:0.25 36:0.85 37:0.30 39:0.75 41:0.97 43:0.86 66:0.54 69:0.59 74:0.44 78:0.79 83:0.83 85:0.72 91:0.92 96:0.94 98:0.16 100:0.83 101:0.76 104:0.58 108:0.45 111:0.79 120:0.91 123:0.43 127:0.09 129:0.05 135:0.20 140:0.45 144:0.85 146:0.13 147:0.18 149:0.49 151:0.96 152:0.77 153:0.86 154:0.83 155:0.67 159:0.08 161:0.77 162:0.65 164:0.89 167:0.83 169:0.81 172:0.10 173:0.93 177:0.38 179:0.18 181:0.80 186:0.79 189:0.85 191:0.81 192:0.59 202:0.85 208:0.64 216:0.19 220:0.74 222:0.25 232:0.78 235:0.22 238:0.92 241:0.82 243:0.63 248:0.94 253:0.92 255:0.79 256:0.86 259:0.21 260:0.91 261:0.81 265:0.17 267:0.23 268:0.86 271:0.32 285:0.62 300:0.08\n1 1:0.74 6:0.95 8:0.86 9:0.80 11:0.88 12:0.51 17:0.45 20:0.74 21:0.59 27:0.06 28:0.91 30:0.38 32:0.80 34:0.75 36:0.75 37:0.82 39:0.75 41:0.95 43:0.76 55:0.71 60:0.97 66:0.13 69:0.81 70:0.80 74:0.94 77:0.96 78:0.99 81:0.58 83:0.86 85:0.94 91:0.48 96:0.87 98:0.38 100:0.96 101:0.79 108:0.90 111:0.98 114:0.74 120:0.78 122:0.67 123:0.77 124:0.88 126:0.54 127:0.38 129:0.93 133:0.87 135:0.77 140:0.45 144:0.85 145:0.90 146:0.36 147:0.43 149:0.86 150:0.73 151:0.87 152:0.74 153:0.48 154:0.67 155:0.67 158:0.87 159:0.79 161:0.77 162:0.81 164:0.85 165:0.78 167:0.57 169:0.92 172:0.61 173:0.61 176:0.73 177:0.38 179:0.26 181:0.80 186:0.99 187:0.39 189:0.96 192:0.59 195:0.94 201:0.74 202:0.78 208:0.64 212:0.37 215:0.55 216:0.92 220:0.91 222:0.25 235:0.74 238:0.80 241:0.44 242:0.55 243:0.21 245:0.85 247:0.47 248:0.86 253:0.91 255:0.79 256:0.81 259:0.21 260:0.79 261:0.78 265:0.38 266:0.80 267:0.52 268:0.83 271:0.32 276:0.81 279:0.86 282:0.88 283:0.71 285:0.62 290:0.74 297:0.36 299:0.88 300:0.70\n1 1:0.74 6:0.79 8:0.59 12:0.51 17:0.83 20:0.87 27:0.64 28:0.59 30:0.94 34:0.90 36:0.47 37:0.33 39:0.35 43:0.41 55:0.59 66:0.72 69:0.29 70:0.13 74:0.69 78:0.98 81:0.92 83:0.80 91:0.48 98:0.62 100:0.73 104:0.95 106:0.81 108:0.22 111:0.95 114:0.98 122:0.51 123:0.22 126:0.54 127:0.18 129:0.05 135:0.34 146:0.31 147:0.38 149:0.22 150:0.96 152:0.82 154:0.67 155:0.67 159:0.13 161:0.96 165:0.92 167:0.45 169:0.72 172:0.27 173:0.67 176:0.73 177:0.38 178:0.55 179:0.79 181:0.46 186:0.98 187:0.68 189:0.82 192:0.59 201:0.74 206:0.81 212:0.95 215:0.96 216:0.33 222:0.76 235:0.05 238:0.81 241:0.12 242:0.45 243:0.75 247:0.35 253:0.76 254:0.97 259:0.21 261:0.87 265:0.63 266:0.12 267:0.19 276:0.26 283:0.82 290:0.98 297:0.36 300:0.13\n1 1:0.74 7:0.78 9:0.80 12:0.51 17:0.88 21:0.05 27:0.64 28:0.59 30:0.87 34:0.18 36:0.49 37:0.72 39:0.35 43:0.91 66:0.32 69:0.40 70:0.27 74:0.64 76:0.94 81:0.86 91:0.05 96:0.77 98:0.16 104:0.99 106:0.81 108:0.92 114:0.74 117:0.86 120:0.65 122:0.43 123:0.92 124:0.72 126:0.54 127:0.70 129:0.81 133:0.67 135:0.23 138:0.95 140:0.45 146:0.13 147:0.18 149:0.70 150:0.88 151:0.87 153:0.48 154:0.90 155:0.67 159:0.79 161:0.96 162:0.86 164:0.56 167:0.48 172:0.21 173:0.22 176:0.56 177:0.38 179:0.91 181:0.46 187:0.39 192:0.59 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.19 215:0.84 216:0.23 222:0.76 230:0.80 232:0.98 233:0.66 235:0.12 241:0.41 242:0.63 243:0.32 245:0.48 247:0.30 248:0.78 253:0.76 255:0.79 256:0.45 259:0.21 260:0.66 265:0.17 266:0.47 267:0.28 268:0.46 276:0.24 285:0.62 286:0.99 290:0.74 297:0.36 298:0.99 300:0.25\n2 1:0.74 7:0.81 8:0.59 9:0.80 11:0.57 12:0.51 17:0.43 21:0.05 27:0.58 28:0.59 30:0.73 34:0.55 36:0.18 37:0.29 39:0.35 41:0.82 43:0.81 55:0.42 60:0.87 66:0.61 69:0.61 70:0.51 74:0.98 76:0.85 77:0.70 81:0.87 83:0.81 85:0.88 91:0.62 96:0.80 98:0.73 101:0.79 104:0.94 106:0.81 108:0.71 114:0.95 117:0.86 120:0.69 122:0.43 123:0.69 124:0.51 126:0.54 127:0.56 129:0.59 132:0.97 133:0.47 135:0.85 140:0.45 145:0.41 146:0.60 147:0.65 149:0.93 150:0.89 151:0.87 153:0.48 154:0.80 155:0.67 158:0.92 159:0.50 161:0.96 162:0.86 164:0.57 167:0.45 172:0.88 173:0.61 176:0.73 177:0.38 179:0.24 181:0.46 187:0.68 192:0.59 195:0.69 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.83 215:0.91 216:0.33 222:0.76 230:0.84 232:0.88 233:0.69 235:0.12 241:0.07 242:0.37 243:0.37 245:0.95 247:0.67 248:0.78 253:0.88 255:0.79 256:0.45 259:0.21 260:0.70 265:0.74 266:0.27 267:0.23 268:0.46 276:0.85 279:0.86 282:0.84 283:0.82 285:0.62 290:0.95 297:0.36 300:0.70\n2 6:0.86 8:0.70 9:0.80 12:0.51 17:0.83 20:0.89 21:0.71 27:0.54 28:0.59 30:0.91 37:0.30 39:0.35 41:0.90 43:0.89 55:0.42 60:0.95 66:0.69 69:0.51 70:0.13 74:0.65 78:1.00 81:0.38 83:0.80 91:0.84 96:0.90 98:0.31 100:0.97 104:0.76 108:0.39 111:0.98 114:0.68 120:0.91 122:0.43 123:0.38 126:0.54 127:0.12 129:0.05 138:0.97 140:0.90 145:0.61 146:0.19 147:0.25 149:0.50 150:0.52 151:0.96 152:0.83 153:0.86 154:0.87 155:0.67 158:0.92 159:0.10 161:0.96 162:0.79 164:0.87 167:0.77 169:0.95 172:0.21 173:0.95 176:0.73 177:0.38 179:0.42 181:0.46 186:1.00 189:0.88 191:0.70 192:0.59 202:0.81 208:0.64 212:0.61 215:0.48 216:0.09 220:0.62 222:0.76 235:0.88 238:0.85 241:0.88 242:0.63 243:0.73 247:0.30 248:0.90 253:0.89 255:0.79 256:0.82 259:0.21 260:0.91 261:0.92 265:0.33 266:0.17 268:0.86 276:0.23 279:0.86 283:0.82 285:0.62 290:0.68 297:0.36 300:0.13\n1 1:0.74 7:0.81 8:0.69 9:0.80 11:0.57 12:0.51 17:0.78 21:0.54 27:0.57 28:0.59 30:0.68 32:0.80 34:0.69 36:0.87 37:0.48 39:0.35 41:0.88 43:0.96 55:0.59 60:0.87 66:0.35 69:0.30 70:0.66 74:0.93 76:0.94 77:0.89 81:0.67 83:0.80 85:0.85 91:0.70 96:0.88 98:0.60 101:0.78 104:0.87 106:0.81 108:0.68 114:0.64 120:0.88 121:0.90 123:0.66 124:0.67 126:0.54 127:0.75 129:0.59 132:0.97 133:0.64 135:0.42 140:0.90 145:0.86 146:0.44 147:0.50 149:0.81 150:0.77 151:0.92 153:0.72 154:0.96 155:0.67 158:0.92 159:0.49 161:0.96 162:0.86 164:0.80 165:0.70 167:0.45 172:0.51 173:0.34 176:0.56 177:0.38 179:0.62 181:0.46 187:0.39 192:0.59 195:0.72 201:0.74 202:0.67 204:0.89 206:0.81 208:0.64 212:0.81 215:0.55 216:0.35 220:0.62 222:0.76 230:0.87 233:0.76 235:0.88 241:0.07 242:0.24 243:0.49 245:0.73 247:0.67 248:0.87 253:0.91 255:0.79 256:0.73 259:0.21 260:0.88 265:0.61 266:0.54 267:0.28 268:0.75 276:0.59 279:0.86 282:0.88 283:0.82 285:0.62 290:0.64 297:0.36 299:0.88 300:0.70\n0 11:0.57 12:0.51 17:0.34 21:0.78 27:0.06 28:0.59 30:0.41 32:0.75 34:0.58 36:0.31 37:0.95 39:0.35 43:0.80 66:0.86 69:0.72 70:0.60 74:0.84 77:0.89 85:0.85 91:0.46 98:0.55 101:0.80 104:0.87 106:0.81 108:0.55 122:0.57 123:0.52 127:0.16 129:0.05 135:0.81 145:0.76 146:0.45 147:0.52 149:0.79 154:0.74 159:0.17 161:0.96 167:0.45 172:0.59 173:0.85 177:0.38 178:0.55 179:0.32 181:0.46 187:0.21 195:0.64 206:0.81 212:0.92 216:0.50 222:0.76 235:0.12 241:0.10 242:0.45 243:0.86 247:0.47 253:0.60 259:0.21 265:0.56 266:0.17 267:0.36 276:0.48 282:0.83 300:0.43\n2 7:0.81 8:0.70 12:0.51 17:0.79 21:0.68 27:0.53 28:0.59 30:0.87 34:0.83 36:0.31 37:0.55 39:0.35 43:0.41 55:0.42 66:0.20 69:0.39 70:0.19 74:1.00 76:0.98 81:0.34 91:0.77 96:0.78 98:0.63 104:0.93 108:0.72 114:0.62 117:0.86 122:0.67 123:0.29 124:0.52 126:0.32 127:0.60 129:0.05 132:0.97 133:0.39 135:0.51 140:0.45 146:0.59 147:0.65 149:0.87 150:0.31 151:0.63 153:0.69 154:0.71 155:0.67 158:0.84 159:0.41 161:0.96 162:0.86 167:0.46 172:0.86 173:0.46 176:0.56 177:0.38 179:0.27 181:0.46 187:0.39 190:0.77 192:0.59 202:0.46 204:0.89 208:0.64 212:0.92 216:0.27 220:0.62 222:0.76 230:0.83 232:0.96 233:0.66 235:0.80 241:0.27 242:0.82 243:0.40 245:0.95 247:0.39 248:0.61 253:0.85 254:0.84 256:0.45 265:0.47 266:0.54 267:0.19 268:0.55 276:0.81 285:0.50 290:0.62 300:0.33\n2 6:0.81 7:0.81 8:0.62 12:0.51 17:0.67 20:0.88 21:0.47 27:0.35 28:0.59 30:0.73 32:0.80 34:0.83 36:0.38 37:0.32 39:0.35 43:0.39 55:0.42 66:0.25 69:0.45 70:0.26 74:1.00 77:0.70 78:0.92 81:0.49 91:0.57 98:0.69 100:0.83 104:0.91 108:0.69 111:0.89 114:0.66 117:0.86 121:0.90 122:0.67 123:0.33 124:0.56 126:0.32 127:0.50 129:0.05 132:0.97 133:0.39 135:0.44 145:0.70 146:0.61 147:0.67 149:0.85 150:0.38 152:0.84 154:0.29 155:0.67 158:0.84 159:0.36 161:0.96 167:0.45 169:0.83 172:0.79 173:0.55 176:0.56 177:0.38 178:0.55 179:0.30 181:0.46 186:0.92 187:0.39 189:0.85 192:0.59 195:0.60 204:0.89 208:0.64 212:0.88 216:0.25 222:0.76 230:0.84 232:0.78 233:0.69 235:0.52 238:0.81 241:0.12 242:0.81 243:0.45 244:0.61 245:0.93 247:0.39 253:0.75 261:0.86 265:0.43 266:0.38 267:0.19 276:0.78 282:0.88 290:0.66 299:0.88 300:0.43\n1 1:0.74 7:0.78 12:0.51 17:0.85 21:0.05 27:0.72 28:0.59 30:0.44 34:0.62 36:0.39 39:0.35 43:0.76 55:0.42 66:0.27 69:0.07 70:0.71 74:0.96 76:0.85 77:0.96 81:0.87 91:0.53 98:0.30 106:0.81 108:0.63 114:0.95 117:0.86 122:0.67 123:0.61 124:0.79 126:0.54 127:0.72 129:0.81 132:0.97 133:0.76 135:0.49 145:0.47 146:0.27 147:0.33 149:0.86 150:0.89 154:0.87 155:0.67 159:0.55 161:0.96 167:0.45 172:0.54 173:0.14 176:0.73 177:0.38 178:0.55 179:0.51 181:0.46 187:0.68 192:0.59 195:0.73 201:0.74 206:0.81 212:0.84 215:0.91 216:0.21 222:0.76 230:0.81 232:0.75 233:0.76 235:0.12 241:0.18 242:0.57 243:0.39 245:0.77 247:0.60 253:0.80 259:0.21 265:0.33 266:0.54 267:0.18 276:0.63 282:0.84 283:0.71 290:0.95 297:0.36 300:0.70\n2 1:0.74 6:0.93 7:0.78 8:0.85 12:0.51 17:0.85 20:0.86 21:0.13 27:0.50 28:0.59 30:0.75 34:0.47 36:0.41 37:0.70 39:0.35 43:0.43 55:0.52 66:0.89 69:0.21 70:0.42 74:0.81 76:0.85 77:0.89 78:1.00 81:0.80 91:0.68 96:0.74 98:0.81 100:0.97 104:0.92 106:0.81 108:0.17 111:0.98 114:0.72 117:0.86 120:0.69 123:0.16 124:0.36 126:0.54 127:0.44 129:0.05 132:0.97 133:0.39 135:0.21 140:0.45 145:0.70 146:0.86 147:0.89 149:0.71 150:0.83 151:0.66 152:0.83 153:0.48 154:0.59 155:0.67 159:0.51 161:0.96 162:0.58 164:0.56 167:0.51 169:0.95 172:0.86 173:0.23 176:0.56 177:0.38 179:0.33 181:0.46 186:0.99 187:0.39 189:0.95 190:0.77 191:0.80 192:0.59 195:0.74 201:0.74 202:0.63 206:0.81 212:0.91 215:0.79 216:0.62 220:0.82 222:0.76 230:0.81 232:0.86 233:0.76 235:0.22 238:0.89 241:0.52 242:0.78 243:0.90 245:0.66 247:0.55 248:0.66 253:0.74 254:0.84 256:0.58 259:0.21 260:0.70 261:0.91 265:0.81 266:0.47 267:0.23 268:0.62 276:0.76 282:0.84 283:0.82 285:0.62 290:0.72 297:0.36 300:0.55\n2 8:0.64 12:0.51 17:0.90 21:0.13 27:0.61 28:0.59 30:0.45 34:0.18 36:0.59 37:0.39 39:0.35 43:0.42 55:0.52 66:0.79 69:0.78 70:0.56 74:0.88 81:0.77 87:0.98 91:0.89 98:0.77 108:0.61 114:0.74 122:0.67 123:0.59 124:0.38 126:0.32 127:0.73 129:0.05 133:0.39 135:0.23 146:0.68 147:0.05 149:0.51 150:0.57 154:0.55 159:0.40 161:0.96 167:0.76 172:0.61 173:0.88 176:0.56 177:0.05 178:0.55 179:0.73 181:0.46 187:0.21 212:0.55 216:0.29 222:0.76 232:0.72 235:0.12 241:0.82 242:0.72 243:0.12 245:0.53 247:0.39 253:0.71 254:0.94 257:0.65 259:0.21 265:0.77 266:0.47 267:0.18 276:0.48 290:0.74 300:0.43\n1 8:0.71 12:0.51 17:0.87 20:0.81 21:0.05 27:0.67 28:0.59 34:0.52 36:0.31 37:0.66 39:0.35 43:0.37 66:0.36 69:0.49 74:0.57 76:0.85 77:0.70 78:0.96 81:0.84 91:0.83 98:0.07 100:0.73 108:0.38 111:0.93 114:0.77 123:0.36 126:0.32 127:0.06 129:0.05 135:0.39 145:0.42 146:0.05 147:0.05 149:0.14 150:0.65 152:0.78 154:0.28 159:0.05 161:0.96 167:0.77 169:0.72 172:0.05 173:0.47 175:0.75 176:0.56 177:0.05 178:0.55 181:0.46 186:0.96 191:0.73 195:0.74 202:0.46 216:0.02 222:0.76 232:0.76 235:0.05 241:0.85 243:0.51 244:0.61 253:0.61 257:0.65 259:0.21 261:0.82 265:0.08 267:0.23 277:0.69 282:0.84 290:0.77\n2 7:0.78 11:0.57 12:0.51 17:0.94 21:0.78 27:0.72 28:0.59 30:0.60 32:0.78 34:0.64 36:0.65 39:0.35 43:0.95 55:0.52 66:0.86 69:0.05 70:0.56 74:0.93 76:0.85 77:0.70 85:0.80 91:0.60 98:0.79 101:0.79 104:0.82 106:0.81 108:0.05 122:0.67 123:0.05 127:0.27 129:0.05 132:0.97 135:0.49 145:0.47 146:0.55 147:0.61 149:0.77 154:0.95 155:0.67 158:0.87 159:0.20 161:0.96 167:0.45 172:0.59 173:0.25 177:0.38 178:0.55 179:0.59 181:0.46 187:0.39 192:0.59 195:0.56 206:0.81 208:0.64 212:0.84 216:0.14 222:0.76 230:0.81 232:0.70 233:0.76 241:0.05 242:0.72 243:0.86 247:0.55 253:0.66 259:0.21 265:0.79 266:0.27 267:0.23 276:0.47 279:0.86 282:0.86 283:0.82 300:0.43\n1 11:0.57 12:0.51 17:0.67 21:0.78 27:0.55 28:0.59 30:0.15 34:0.56 36:0.52 37:0.32 39:0.35 43:0.74 55:0.71 66:0.80 69:0.48 70:0.86 74:0.94 76:0.85 85:0.72 91:0.44 98:0.84 101:0.72 108:0.37 122:0.67 123:0.35 124:0.39 127:0.61 129:0.05 133:0.39 135:0.74 145:0.41 146:0.85 147:0.88 149:0.69 154:0.79 159:0.51 161:0.96 167:0.45 172:0.77 173:0.47 177:0.38 178:0.55 179:0.50 181:0.46 187:0.39 212:0.55 216:0.44 222:0.76 232:0.82 235:0.22 241:0.15 242:0.31 243:0.82 245:0.70 247:0.67 253:0.67 259:0.21 265:0.84 266:0.71 267:0.59 276:0.67 300:0.70\n1 12:0.51 17:0.51 21:0.78 27:0.45 28:0.59 30:0.91 34:0.85 36:0.17 37:0.50 39:0.35 43:0.26 55:0.98 66:0.27 69:0.81 70:0.13 74:0.45 91:0.40 98:0.19 108:0.65 122:0.51 123:0.62 124:0.72 127:0.38 129:0.05 133:0.62 135:0.82 145:0.50 146:0.30 147:0.36 149:0.22 154:0.18 159:0.59 161:0.96 163:0.97 167:0.46 172:0.10 173:0.75 177:0.38 178:0.55 179:0.97 181:0.46 187:0.68 212:0.61 216:0.77 222:0.76 235:0.97 241:0.21 242:0.63 243:0.46 244:0.61 245:0.38 247:0.30 253:0.39 259:0.21 265:0.20 266:0.17 267:0.59 276:0.21 300:0.13\n1 1:0.74 7:0.81 11:0.57 12:0.51 17:0.95 21:0.54 27:0.59 28:0.59 30:0.67 32:0.80 34:0.50 36:0.35 37:0.23 39:0.35 43:0.73 55:0.52 66:0.80 69:0.70 70:0.46 74:1.00 76:0.99 77:0.99 81:0.75 85:0.72 91:0.42 98:0.84 101:0.70 104:0.94 106:0.81 108:0.53 114:0.77 121:0.90 122:0.67 123:0.51 124:0.42 126:0.54 127:0.86 129:0.05 132:0.97 133:0.74 135:0.30 145:0.74 146:0.96 147:0.23 149:0.88 150:0.78 154:0.63 155:0.67 159:0.77 161:0.96 167:0.45 172:0.94 173:0.57 176:0.73 177:0.05 178:0.55 179:0.22 181:0.46 187:0.39 192:0.59 195:0.88 201:0.74 204:0.89 206:0.81 208:0.64 212:0.78 215:0.58 216:0.22 222:0.76 230:0.87 232:0.77 233:0.76 235:0.88 241:0.02 242:0.81 243:0.07 245:0.86 247:0.39 253:0.77 257:0.65 259:0.21 265:0.84 266:0.54 267:0.17 276:0.90 282:0.88 290:0.77 297:0.36 299:0.88 300:0.70\n1 1:0.74 7:0.78 12:0.51 17:0.32 21:0.13 27:0.55 28:0.59 30:0.72 32:0.78 34:0.80 36:0.70 37:0.32 39:0.35 43:0.37 55:0.71 66:0.67 69:0.48 70:0.48 74:0.82 77:0.70 81:0.82 91:0.77 98:0.73 108:0.37 114:0.92 123:0.35 124:0.43 126:0.54 127:0.49 129:0.05 133:0.39 135:0.70 145:0.41 146:0.65 147:0.70 149:0.45 150:0.84 154:0.81 155:0.67 159:0.36 161:0.96 167:0.45 172:0.48 173:0.57 176:0.73 177:0.38 178:0.55 179:0.77 181:0.46 187:0.68 192:0.59 195:0.60 201:0.74 212:0.39 215:0.84 216:0.44 222:0.76 230:0.81 232:0.82 233:0.69 235:0.22 241:0.10 242:0.42 243:0.72 245:0.56 247:0.55 253:0.76 254:0.80 259:0.21 265:0.73 266:0.54 267:0.76 276:0.43 282:0.86 290:0.92 297:0.36 300:0.43\n1 9:0.80 12:0.51 17:0.96 21:0.64 27:0.72 28:0.59 30:0.45 34:0.25 36:0.80 37:0.24 39:0.35 41:0.82 43:0.27 55:0.84 66:0.82 69:0.75 70:0.47 74:0.82 76:1.00 81:0.59 83:0.76 91:0.88 96:0.80 98:0.74 104:0.74 108:0.58 114:0.63 120:0.77 122:0.67 123:0.55 126:0.32 127:0.24 129:0.05 135:0.60 140:0.80 145:0.77 146:0.63 147:0.68 149:0.39 150:0.44 151:0.87 153:0.48 154:0.65 155:0.67 159:0.24 161:0.96 162:0.78 164:0.70 167:0.77 172:0.48 173:0.87 176:0.56 177:0.38 179:0.67 181:0.46 192:0.59 202:0.59 208:0.64 212:0.30 216:0.22 220:0.62 222:0.76 235:0.88 241:0.87 242:0.77 243:0.83 247:0.35 248:0.78 253:0.84 254:0.92 255:0.79 256:0.58 259:0.21 260:0.78 265:0.75 266:0.47 267:0.82 268:0.64 276:0.39 283:0.71 285:0.62 290:0.63 300:0.33\n1 1:0.74 7:0.81 11:0.57 12:0.51 17:0.95 21:0.54 27:0.59 28:0.59 30:0.66 32:0.80 34:0.59 36:0.33 37:0.23 39:0.35 43:0.74 55:0.52 66:0.83 69:0.29 70:0.48 74:1.00 76:0.99 77:0.99 81:0.75 85:0.72 91:0.42 98:0.88 101:0.70 104:0.94 106:0.81 108:0.22 114:0.77 121:0.90 122:0.67 123:0.22 124:0.39 126:0.54 127:0.89 129:0.05 132:0.97 133:0.62 135:0.30 145:0.70 146:0.96 147:0.97 149:0.88 150:0.78 154:0.64 155:0.67 159:0.76 161:0.96 167:0.45 172:0.94 173:0.18 176:0.73 177:0.38 178:0.55 179:0.23 181:0.46 187:0.39 192:0.59 195:0.88 201:0.74 204:0.89 206:0.81 208:0.64 212:0.78 215:0.58 216:0.22 222:0.76 230:0.87 232:0.77 233:0.76 235:0.88 241:0.01 242:0.81 243:0.84 245:0.87 247:0.39 253:0.77 259:0.21 265:0.88 266:0.63 267:0.17 276:0.90 282:0.88 290:0.77 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.82 7:0.78 8:0.62 11:0.57 12:0.51 17:0.89 20:0.87 21:0.47 27:0.49 28:0.59 30:0.62 32:0.75 34:0.90 36:0.70 37:0.27 39:0.35 43:0.88 55:0.52 66:0.75 69:0.23 70:0.34 74:0.76 76:0.85 77:0.70 78:0.99 81:0.73 83:0.75 85:0.72 91:0.68 98:0.67 100:0.94 101:0.76 104:0.95 106:0.81 108:0.18 111:0.98 114:0.80 117:0.86 122:0.41 123:0.18 126:0.54 127:0.20 129:0.05 135:0.49 145:0.69 146:0.32 147:0.39 149:0.57 150:0.83 152:0.83 154:0.86 155:0.67 159:0.13 161:0.96 165:0.84 167:0.46 169:0.91 172:0.32 173:0.65 176:0.73 177:0.38 178:0.55 179:0.77 181:0.46 186:0.99 187:0.39 189:0.84 192:0.59 195:0.54 201:0.74 206:0.81 212:0.95 215:0.63 216:0.36 222:0.76 230:0.81 232:0.80 233:0.76 235:0.74 238:0.82 241:0.24 242:0.33 243:0.77 247:0.39 253:0.69 259:0.21 261:0.91 265:0.68 266:0.12 267:0.44 276:0.29 282:0.83 283:0.82 290:0.80 297:0.36 300:0.25\n0 1:0.56 7:0.70 10:0.81 11:0.84 12:0.06 17:0.75 18:0.64 21:0.77 27:0.12 29:0.62 30:0.45 32:0.67 34:0.98 36:0.58 37:0.85 43:0.25 45:0.81 66:0.16 69:0.94 70:0.61 71:0.95 74:0.53 77:0.70 81:0.39 83:0.56 86:0.61 91:0.12 98:0.31 99:0.83 101:0.47 108:0.83 114:0.63 122:0.65 123:0.82 124:0.82 126:0.32 127:0.28 129:0.05 131:0.61 133:0.77 135:0.96 139:0.59 144:0.85 145:0.70 146:0.38 147:0.25 149:0.32 150:0.34 154:0.46 155:0.50 157:0.61 159:0.58 163:0.89 165:0.65 166:0.61 170:0.87 172:0.21 173:0.95 174:0.86 176:0.63 177:0.70 178:0.55 179:0.62 182:0.61 187:0.87 192:0.50 195:0.87 197:0.85 201:0.53 204:0.80 208:0.50 212:0.22 215:0.44 216:0.69 222:0.35 227:0.61 229:0.61 230:0.73 231:0.62 233:0.76 235:0.98 239:0.80 241:0.46 242:0.22 243:0.31 244:0.61 245:0.57 246:0.61 247:0.74 253:0.50 254:0.84 257:0.65 259:0.21 265:0.33 266:0.75 267:0.94 271:0.27 276:0.44 277:0.69 282:0.75 287:0.61 290:0.63 297:0.36 300:0.43\n0 10:0.86 11:0.86 12:0.06 17:0.76 18:0.80 21:0.59 27:0.57 29:0.62 30:0.10 32:0.63 34:0.84 36:0.32 37:0.38 43:0.65 45:0.85 48:0.91 55:0.59 66:0.20 69:0.90 70:0.95 71:0.95 74:0.49 81:0.33 86:0.67 91:0.11 98:0.51 101:0.47 104:0.79 106:0.81 108:0.79 120:0.69 123:0.90 124:0.83 126:0.32 127:0.85 129:0.59 131:0.61 133:0.82 135:0.97 139:0.66 140:0.45 144:0.92 145:0.88 146:0.76 147:0.32 149:0.68 150:0.33 151:0.65 153:0.48 154:0.18 157:0.61 159:0.81 162:0.86 164:0.55 166:0.73 170:0.87 172:0.78 173:0.82 174:0.95 177:0.38 179:0.27 182:0.61 187:0.39 190:0.95 193:0.95 195:0.91 197:0.93 202:0.36 206:0.81 212:0.72 215:0.55 216:0.72 222:0.35 227:0.61 229:0.61 231:0.65 235:0.74 236:0.91 239:0.85 241:0.24 242:0.24 243:0.23 244:0.61 245:0.90 246:0.61 247:0.97 248:0.63 253:0.40 254:0.99 256:0.45 257:0.84 259:0.21 260:0.69 265:0.46 266:0.92 267:0.99 268:0.46 271:0.27 276:0.86 281:0.91 283:0.82 285:0.46 287:0.61 297:0.36 300:0.84\n2 1:0.62 7:0.70 8:0.75 10:0.90 11:0.88 12:0.06 17:0.55 18:0.75 21:0.13 27:0.55 29:0.62 30:0.66 32:0.67 34:0.95 36:0.48 37:0.84 43:0.66 45:0.89 66:0.61 69:0.84 70:0.70 71:0.95 74:0.62 77:0.70 81:0.52 83:0.56 86:0.75 91:0.38 97:0.89 98:0.52 99:0.83 101:0.65 104:0.98 106:0.81 108:0.81 114:0.88 117:0.86 122:0.65 123:0.80 124:0.56 126:0.32 127:0.56 129:0.59 131:0.61 132:0.97 133:0.64 135:1.00 139:0.72 144:0.92 145:0.72 146:0.29 147:0.18 149:0.59 150:0.46 154:0.25 155:0.53 157:0.88 158:0.76 159:0.62 165:0.65 166:0.61 170:0.87 172:0.65 173:0.82 174:0.89 176:0.63 177:0.38 178:0.55 179:0.56 182:0.77 187:0.39 192:0.55 195:0.79 197:0.88 201:0.58 204:0.82 206:0.81 208:0.50 212:0.42 215:0.84 216:0.49 222:0.35 227:0.61 229:0.61 230:0.73 231:0.63 233:0.76 235:0.22 239:0.89 241:0.01 242:0.16 243:0.16 244:0.61 245:0.70 246:0.61 247:0.86 253:0.64 254:0.86 257:0.84 265:0.54 266:0.63 267:0.44 271:0.27 276:0.57 279:0.75 282:0.75 283:0.67 287:0.61 290:0.88 297:0.36 300:0.70\n1 1:0.59 7:0.70 8:0.84 9:0.74 10:0.81 11:0.84 12:0.06 17:0.57 18:0.63 21:0.40 27:0.14 29:0.62 30:0.74 34:0.93 36:0.79 37:0.91 43:0.65 45:0.89 66:0.47 69:0.38 70:0.70 71:0.95 74:0.70 76:0.85 81:0.47 83:0.56 86:0.61 91:0.63 96:0.89 97:0.89 98:0.35 99:0.83 101:0.47 104:0.99 106:0.81 108:0.30 114:0.78 117:0.86 120:0.79 122:0.55 123:0.28 124:0.67 126:0.32 127:0.35 129:0.05 131:0.61 133:0.62 135:0.96 139:0.60 140:0.45 144:0.85 145:0.52 146:0.63 147:0.68 149:0.72 150:0.42 151:0.90 153:0.69 154:0.56 155:0.56 157:0.61 158:0.77 159:0.69 162:0.55 164:0.77 165:0.65 166:0.61 170:0.87 172:0.54 173:0.21 174:0.79 176:0.63 177:0.88 179:0.53 182:0.61 187:0.87 190:0.89 191:0.75 192:0.58 197:0.82 201:0.56 202:0.77 204:0.79 206:0.81 208:0.50 212:0.28 215:0.67 216:0.57 220:0.62 222:0.35 227:0.61 229:0.61 230:0.73 231:0.61 233:0.76 235:0.52 239:0.80 241:0.44 242:0.45 243:0.59 244:0.61 245:0.70 246:0.61 247:0.67 248:0.86 253:0.89 254:0.74 255:0.72 256:0.73 259:0.21 260:0.80 265:0.37 266:0.75 267:0.95 268:0.75 271:0.27 276:0.51 279:0.76 283:0.82 285:0.50 287:0.61 290:0.78 297:0.36 300:0.84\n1 1:0.62 7:0.70 8:0.71 10:0.82 11:0.84 12:0.06 17:0.70 18:0.76 21:0.13 27:0.24 29:0.62 30:0.45 32:0.67 34:1.00 36:0.38 37:0.60 43:0.25 45:0.81 55:0.71 66:0.61 69:0.71 70:0.65 71:0.95 74:0.62 77:0.70 81:0.52 83:0.56 86:0.65 91:0.42 97:0.89 98:0.45 99:0.83 101:0.47 104:0.95 108:0.54 114:0.88 122:0.65 123:0.52 124:0.55 126:0.32 127:0.49 129:0.05 131:0.61 133:0.60 135:0.74 139:0.63 144:0.85 145:0.87 146:0.62 147:0.67 149:0.24 150:0.46 154:0.52 155:0.53 157:0.61 158:0.76 159:0.60 165:0.65 166:0.61 170:0.87 172:0.54 173:0.66 174:0.88 176:0.63 177:0.88 178:0.55 179:0.68 182:0.61 187:0.68 192:0.55 195:0.80 197:0.89 201:0.58 204:0.83 208:0.50 212:0.55 215:0.84 216:0.55 222:0.35 227:0.61 229:0.61 230:0.73 231:0.63 233:0.76 235:0.22 239:0.82 241:0.27 242:0.28 243:0.68 244:0.61 245:0.60 246:0.61 247:0.74 253:0.64 254:0.88 259:0.21 265:0.47 266:0.54 267:0.52 271:0.27 276:0.43 279:0.75 282:0.75 283:0.67 287:0.61 290:0.88 297:0.36 300:0.55\n2 1:0.60 7:0.70 10:0.82 11:0.84 12:0.06 17:0.11 21:0.30 27:0.34 29:0.62 30:0.21 32:0.74 34:0.92 36:0.18 37:0.44 43:0.59 44:0.86 45:0.66 66:0.72 69:0.73 70:0.37 71:0.95 74:0.54 77:0.70 81:0.48 83:0.69 91:0.18 98:0.46 99:0.83 101:0.47 102:0.94 108:0.56 114:0.82 122:0.67 123:0.53 126:0.32 127:0.14 129:0.05 131:0.61 135:0.83 139:0.69 144:0.92 145:0.65 146:0.52 147:0.58 149:0.30 150:0.43 154:0.48 155:0.54 157:0.61 159:0.19 163:0.81 165:0.65 166:0.61 170:0.87 172:0.27 173:0.75 174:0.86 175:0.75 176:0.63 177:0.70 178:0.55 179:0.61 182:0.61 187:0.39 192:0.51 193:0.98 195:0.71 197:0.88 201:0.57 204:0.82 208:0.61 212:0.42 215:0.72 216:0.71 222:0.35 227:0.61 229:0.61 230:0.73 231:0.62 233:0.66 235:0.42 239:0.87 241:0.55 242:0.45 243:0.75 244:0.83 246:0.61 247:0.35 253:0.59 257:0.65 259:0.21 265:0.47 266:0.23 267:0.94 271:0.27 276:0.21 277:0.69 281:0.91 282:0.82 287:0.61 290:0.82 297:0.36 300:0.25\n2 1:0.57 8:0.71 10:0.88 11:0.84 12:0.06 17:0.85 18:0.67 21:0.59 27:0.57 29:0.62 30:0.40 32:0.67 34:0.84 36:0.30 37:0.38 43:0.65 45:0.92 48:0.91 66:0.95 69:0.43 70:0.88 71:0.95 74:0.77 77:0.98 81:0.50 83:0.56 86:0.71 91:0.10 97:0.89 98:0.93 99:0.83 101:0.47 104:0.79 106:0.81 108:0.33 114:0.73 117:0.86 122:0.55 123:0.32 126:0.51 127:0.58 129:0.05 131:0.61 135:0.94 139:0.67 144:0.85 145:0.74 146:0.92 147:0.94 149:0.81 150:0.40 154:0.55 155:0.46 157:0.61 158:0.77 159:0.55 165:0.65 166:0.73 170:0.87 172:0.88 173:0.39 174:0.91 176:0.70 177:0.88 178:0.55 179:0.34 182:0.61 187:0.21 192:0.45 193:0.95 195:0.75 197:0.93 201:0.55 206:0.81 208:0.50 212:0.71 215:0.55 216:0.72 222:0.35 227:0.61 229:0.61 231:0.63 235:0.80 236:0.91 239:0.87 241:0.27 242:0.19 243:0.95 246:0.61 247:0.92 253:0.62 254:0.99 259:0.21 265:0.93 266:0.54 267:0.99 271:0.27 276:0.79 279:0.76 281:0.91 282:0.75 283:0.82 287:0.61 290:0.73 297:0.36 300:0.70\n2 1:0.57 10:0.86 11:0.88 12:0.06 17:0.81 18:0.80 21:0.59 27:0.70 29:0.62 30:0.33 32:0.71 34:0.97 36:0.26 37:0.44 43:0.34 44:0.86 45:0.85 66:0.54 69:0.75 70:0.77 71:0.95 74:0.60 77:0.70 81:0.43 83:0.56 86:0.71 91:0.12 98:0.59 99:0.83 101:0.65 108:0.58 114:0.71 122:0.65 123:0.55 124:0.63 126:0.32 127:0.38 129:0.05 131:0.61 133:0.60 135:0.88 139:0.69 144:0.92 145:0.97 146:0.73 147:0.77 149:0.24 150:0.38 154:0.53 155:0.46 157:0.78 159:0.53 165:0.65 166:0.61 170:0.87 172:0.61 173:0.71 174:0.89 176:0.63 177:0.88 178:0.55 179:0.51 182:0.73 187:0.68 192:0.45 195:0.79 197:0.90 201:0.55 208:0.50 212:0.58 215:0.55 216:0.38 222:0.35 227:0.61 229:0.61 231:0.63 235:0.74 239:0.85 241:0.18 242:0.24 243:0.63 245:0.70 246:0.61 247:0.84 253:0.56 254:0.99 259:0.21 265:0.60 266:0.71 267:0.98 271:0.27 276:0.59 282:0.79 287:0.61 290:0.71 297:0.36 300:0.55\n1 1:0.59 10:0.86 11:0.88 12:0.06 17:0.67 18:0.79 21:0.68 27:0.45 29:0.62 30:0.33 34:0.94 36:0.25 37:0.50 43:0.60 45:0.73 64:0.77 66:0.12 69:0.71 70:0.49 71:0.95 74:0.33 81:0.40 83:0.56 86:0.74 91:0.14 98:0.12 99:0.83 101:0.65 108:0.54 122:0.65 123:0.81 124:0.81 126:0.32 127:0.24 129:0.59 131:0.61 133:0.76 135:0.83 139:0.71 144:0.92 145:0.50 146:0.19 147:0.24 149:0.39 150:0.35 154:0.49 155:0.47 157:0.77 159:0.47 163:0.75 165:0.65 166:0.76 170:0.87 172:0.16 173:0.63 174:0.79 175:0.91 177:0.38 178:0.55 179:0.75 182:0.86 187:0.68 192:0.44 197:0.84 201:0.56 208:0.50 212:0.19 216:0.77 222:0.35 227:0.61 229:0.61 231:0.65 235:0.88 236:0.94 239:0.85 241:0.15 242:0.19 243:0.40 244:0.83 245:0.46 246:0.85 247:0.55 253:0.29 257:0.84 259:0.21 265:0.11 266:0.47 267:0.88 271:0.27 276:0.32 277:0.95 287:0.61 300:0.33\n1 10:0.82 11:0.84 12:0.06 17:0.62 18:0.69 21:0.76 27:0.45 29:0.62 30:0.15 32:0.67 34:0.90 36:0.20 37:0.50 43:0.25 45:0.73 64:0.77 66:0.53 69:0.70 70:0.68 71:0.95 74:0.47 77:0.70 81:0.23 86:0.62 91:0.14 98:0.37 101:0.47 108:0.53 122:0.67 123:0.51 124:0.63 126:0.24 127:0.38 129:0.05 131:0.61 133:0.60 135:0.80 139:0.61 144:0.85 145:0.49 146:0.52 147:0.58 149:0.21 150:0.24 154:0.48 157:0.61 159:0.55 166:0.72 170:0.87 172:0.37 173:0.65 174:0.79 177:0.88 178:0.55 179:0.79 182:0.61 187:0.68 195:0.79 197:0.82 212:0.15 216:0.77 219:0.87 222:0.35 227:0.61 229:0.61 231:0.62 235:0.95 239:0.81 241:0.21 242:0.14 243:0.62 244:0.61 245:0.50 246:0.61 247:0.67 253:0.39 254:0.97 259:0.21 265:0.39 266:0.63 267:0.36 271:0.27 276:0.32 282:0.75 287:0.61 292:0.88 300:0.43\n1 1:0.56 7:0.70 10:0.82 11:0.84 12:0.06 17:0.76 18:0.66 21:0.77 27:0.72 29:0.62 30:0.70 34:1.00 36:0.49 43:0.39 45:0.87 48:0.91 66:0.72 69:0.82 70:0.56 71:0.95 74:0.61 81:0.39 83:0.56 86:0.63 91:0.18 97:0.94 98:0.51 99:0.83 101:0.47 108:0.66 114:0.63 122:0.55 123:0.64 124:0.41 126:0.32 127:0.23 129:0.05 131:0.61 132:0.97 133:0.39 135:0.92 139:0.62 144:0.85 146:0.54 147:0.60 149:0.41 150:0.34 154:0.58 155:0.52 157:0.61 158:0.77 159:0.31 165:0.65 166:0.61 170:0.87 172:0.61 173:0.87 174:0.79 176:0.63 177:0.88 178:0.55 179:0.45 182:0.61 187:0.68 192:0.54 197:0.82 201:0.53 204:0.82 208:0.50 212:0.73 215:0.44 216:0.15 222:0.35 227:0.61 229:0.61 230:0.73 231:0.61 233:0.66 235:0.98 239:0.81 241:0.07 242:0.24 243:0.75 245:0.62 246:0.61 247:0.67 253:0.52 254:0.93 259:0.21 265:0.52 266:0.54 267:0.44 271:0.27 276:0.47 279:0.78 281:0.91 283:0.82 287:0.61 290:0.63 297:0.36 300:0.55\n3 1:0.57 7:0.70 8:0.64 10:0.86 11:0.88 12:0.06 17:0.77 18:0.60 21:0.64 27:0.56 29:0.62 30:0.62 32:0.67 34:1.00 36:0.38 37:0.52 43:0.27 45:0.92 66:0.10 69:0.97 70:0.75 71:0.95 74:0.60 77:0.70 81:0.42 83:0.56 86:0.67 91:0.03 98:0.21 99:0.83 101:0.65 104:0.97 106:0.81 108:0.82 114:0.69 117:0.86 122:0.55 123:0.85 124:0.88 126:0.32 127:0.32 129:0.05 131:0.61 133:0.86 135:0.92 139:0.64 144:0.92 145:0.72 146:0.34 147:0.52 149:0.56 150:0.37 154:0.16 155:0.53 157:0.80 159:0.78 165:0.65 166:0.61 170:0.87 172:0.41 173:0.98 174:0.92 176:0.63 177:0.38 178:0.55 179:0.35 182:0.74 187:0.68 192:0.55 195:0.95 197:0.89 201:0.54 204:0.84 206:0.81 208:0.50 212:0.37 215:0.53 216:0.70 222:0.35 227:0.61 229:0.61 230:0.73 231:0.62 233:0.66 235:0.80 239:0.85 241:0.27 242:0.32 243:0.34 245:0.75 246:0.61 247:0.86 253:0.55 254:0.94 257:0.84 259:0.21 265:0.22 266:0.91 267:0.95 271:0.27 276:0.68 277:0.87 282:0.75 287:0.61 290:0.69 297:0.36 300:0.70\n1 1:0.58 10:0.87 11:0.64 12:0.79 17:0.67 18:0.79 21:0.30 26:0.96 27:0.67 28:0.70 29:0.71 30:0.76 34:0.95 36:0.24 37:0.83 39:0.38 43:0.60 45:0.83 58:0.93 66:0.83 69:0.64 70:0.28 71:0.79 74:0.38 81:0.48 83:0.54 86:0.69 91:0.49 98:0.43 99:0.83 101:0.69 104:0.58 108:0.49 114:0.80 122:0.57 123:0.47 126:0.31 127:0.14 129:0.05 131:0.61 135:0.63 139:0.67 141:0.91 144:0.76 146:0.40 147:0.46 149:0.37 150:0.45 154:0.63 155:0.47 157:0.97 159:0.15 161:0.79 165:0.63 166:0.78 167:0.72 170:0.82 172:0.51 173:0.74 174:0.83 176:0.62 177:0.96 178:0.55 179:0.28 181:0.50 182:0.96 187:0.21 192:0.46 197:0.87 199:0.94 201:0.56 208:0.49 212:0.91 215:0.72 216:0.29 222:0.60 223:0.95 224:0.93 227:0.61 229:0.61 231:0.76 232:0.80 234:0.91 235:0.42 239:0.86 241:0.51 242:0.13 243:0.84 246:0.96 247:0.74 253:0.57 254:0.97 259:0.21 264:0.90 265:0.45 266:0.17 267:0.82 271:0.56 274:0.91 275:0.91 276:0.40 287:0.61 290:0.80 294:0.95 297:0.36 300:0.25\n1 10:0.96 11:0.64 12:0.79 17:0.62 18:0.93 21:0.78 26:0.97 27:0.06 28:0.70 29:0.71 30:0.84 34:0.82 36:0.84 37:0.90 39:0.38 43:0.60 45:0.98 58:0.93 66:0.71 69:0.07 70:0.47 71:0.79 74:0.63 86:0.89 91:0.04 98:0.86 101:0.69 104:0.58 108:0.06 122:0.67 123:0.06 124:0.47 127:0.93 129:0.05 131:0.61 133:0.60 135:0.82 139:0.84 141:0.91 144:0.76 146:0.97 147:0.98 149:0.87 154:0.72 157:1.00 159:0.81 161:0.79 166:0.61 167:0.71 170:0.82 172:0.93 173:0.08 174:0.95 177:0.96 178:0.55 179:0.23 181:0.50 182:1.00 187:0.68 197:0.95 199:0.97 212:0.56 216:0.70 222:0.60 223:0.97 224:0.93 227:0.61 229:0.61 231:0.80 232:0.80 234:0.91 235:0.12 239:0.94 241:0.46 242:0.14 243:0.75 245:0.92 246:0.61 247:0.94 253:0.47 254:0.93 259:0.21 264:0.90 265:0.86 266:0.80 267:0.52 271:0.56 274:0.91 275:0.97 276:0.89 287:0.61 294:0.98 300:0.70\n1 1:0.57 10:0.92 11:0.64 12:0.79 17:0.91 18:0.90 21:0.54 26:0.97 27:0.67 28:0.70 29:0.71 30:0.30 34:0.63 36:0.49 37:0.83 39:0.38 43:0.34 45:0.95 58:0.93 66:0.84 69:0.73 70:0.57 71:0.79 74:0.42 81:0.42 83:0.54 86:0.81 91:0.44 98:0.82 99:0.83 101:0.87 104:0.58 108:0.56 114:0.72 122:0.99 123:0.53 124:0.38 126:0.31 127:0.48 129:0.05 131:0.61 133:0.38 135:0.30 139:0.77 141:0.91 144:0.76 146:0.85 147:0.88 149:0.81 150:0.40 154:0.25 155:0.46 157:1.00 159:0.50 161:0.79 165:0.63 166:0.78 167:0.72 170:0.82 172:0.95 173:0.73 174:0.97 176:0.62 177:0.96 178:0.55 179:0.17 181:0.50 182:1.00 187:0.68 192:0.45 197:0.98 199:0.96 201:0.54 208:0.49 212:0.94 215:0.58 216:0.29 222:0.60 223:0.97 224:0.93 227:0.61 229:0.61 231:0.82 232:0.80 234:0.91 235:0.68 239:0.91 241:0.50 242:0.45 243:0.85 244:0.83 245:0.93 246:0.96 247:0.98 253:0.53 259:0.21 264:0.90 265:0.82 266:0.38 267:0.28 271:0.56 274:0.91 275:0.99 276:0.91 287:0.61 290:0.72 294:0.97 297:0.36 300:0.55\n2 1:0.56 6:0.99 8:0.86 9:0.70 10:0.96 11:0.64 12:0.79 17:0.64 18:0.94 20:0.88 21:0.68 26:0.97 27:0.20 28:0.70 29:0.71 30:0.87 32:0.74 34:0.81 36:0.44 37:0.84 39:0.38 43:0.60 44:0.93 45:0.95 48:0.98 58:0.93 66:0.95 69:0.30 70:0.27 71:0.79 74:0.50 77:0.70 78:0.87 81:0.39 82:0.99 83:0.60 86:0.89 88:0.98 91:0.46 96:0.68 98:0.97 99:0.83 100:0.93 101:0.69 102:0.98 108:0.24 111:0.88 114:0.66 120:0.54 122:0.97 123:0.23 126:0.31 127:0.74 129:0.05 131:0.84 135:0.49 139:0.90 140:0.80 141:0.91 144:0.76 145:0.89 146:0.86 147:0.88 149:0.87 150:0.37 151:0.48 152:0.95 153:0.48 154:0.49 155:0.51 157:1.00 159:0.43 161:0.79 162:0.58 164:0.55 165:0.63 166:0.78 167:0.70 169:1.00 170:0.82 172:0.86 173:0.38 174:0.93 176:0.62 177:0.96 178:0.42 179:0.39 181:0.50 182:1.00 186:0.87 187:0.21 189:0.93 190:0.95 191:0.75 192:0.49 193:0.95 195:0.65 197:0.96 199:0.97 201:0.54 202:0.53 204:0.80 208:0.54 212:0.60 215:0.49 216:0.45 220:0.99 222:0.60 223:0.97 224:0.93 227:0.94 229:0.88 231:0.82 234:0.91 235:0.84 238:0.95 239:0.96 241:0.43 242:0.32 243:0.95 244:0.83 246:0.96 247:0.88 248:0.48 253:0.51 255:0.68 256:0.45 259:0.21 260:0.54 261:0.98 264:0.90 265:0.97 266:0.38 267:0.17 268:0.46 271:0.56 274:0.91 275:0.97 276:0.77 281:0.91 282:0.82 285:0.49 287:0.97 290:0.66 294:0.99 297:0.36 300:0.33\n2 1:0.65 10:0.95 11:0.64 12:0.79 17:0.62 18:0.89 21:0.40 22:0.93 26:0.98 27:0.56 28:0.70 29:0.71 30:0.73 32:0.78 33:0.97 34:0.77 36:0.23 37:0.60 39:0.38 43:0.36 44:0.93 45:0.99 47:0.93 56:0.97 58:0.93 64:0.77 66:0.88 69:0.83 70:0.56 71:0.79 74:0.77 77:0.89 81:0.75 82:0.99 83:0.72 86:0.86 88:0.98 91:0.06 98:0.89 99:0.99 101:0.69 102:0.98 104:0.89 106:0.81 108:0.68 114:0.82 117:0.86 122:0.57 123:0.66 124:0.37 126:0.54 127:0.75 129:0.05 131:0.61 133:0.38 135:0.56 139:0.86 141:0.91 144:0.76 145:0.72 146:0.96 147:0.47 149:0.78 150:0.57 154:0.58 155:0.50 157:1.00 159:0.73 161:0.79 165:0.86 166:0.88 167:0.61 170:0.82 172:0.96 173:0.75 174:0.97 176:0.73 177:0.38 178:0.55 179:0.17 181:0.50 182:1.00 187:0.39 192:0.51 195:0.85 197:0.97 199:0.98 201:0.66 206:0.81 208:0.64 212:0.69 215:0.67 216:0.76 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 231:0.83 232:0.93 234:0.91 235:0.74 236:0.97 239:0.95 241:0.07 242:0.15 243:0.11 245:0.93 246:1.00 247:0.96 253:0.66 254:0.84 257:0.93 259:0.21 262:0.93 264:0.90 265:0.89 266:0.75 267:0.44 271:0.56 274:0.91 275:0.98 276:0.93 282:0.86 287:0.61 290:0.82 291:0.97 294:0.99 297:0.36 300:0.84\n1 1:0.65 10:0.98 11:0.64 12:0.79 17:0.55 18:0.92 21:0.40 22:0.93 26:0.98 27:0.56 28:0.70 29:0.71 30:0.84 32:0.78 33:0.97 34:0.93 36:0.26 37:0.60 39:0.38 43:0.38 44:0.93 45:0.99 47:0.93 56:0.97 58:0.93 64:0.77 66:0.79 69:0.81 70:0.52 71:0.79 74:0.85 77:0.89 81:0.75 82:0.99 83:0.72 86:0.94 88:0.98 91:0.05 98:0.86 99:0.99 101:0.69 102:0.98 104:0.89 106:0.81 108:0.65 114:0.82 117:0.86 122:0.57 123:0.63 124:0.40 126:0.54 127:0.64 129:0.05 131:0.61 133:0.45 135:0.17 139:0.92 141:0.91 144:0.76 145:0.72 146:0.94 147:0.46 149:0.75 150:0.57 154:0.60 155:0.50 157:1.00 159:0.67 161:0.79 165:0.86 166:0.88 167:0.65 170:0.82 172:0.96 173:0.75 174:0.97 176:0.73 177:0.88 178:0.55 179:0.17 181:0.50 182:1.00 187:0.39 192:0.51 195:0.81 197:0.98 199:0.98 201:0.66 206:0.81 208:0.64 212:0.78 215:0.67 216:0.76 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 231:0.83 232:0.93 234:0.91 235:0.74 236:0.97 239:0.98 241:0.24 242:0.14 243:0.19 245:0.96 246:1.00 247:0.94 253:0.69 254:0.90 257:0.65 259:0.21 262:0.93 264:0.90 265:0.86 266:0.75 267:0.44 271:0.56 274:0.91 275:0.97 276:0.93 282:0.86 287:0.61 290:0.82 291:0.97 294:0.99 297:0.36 300:0.84\n2 1:0.60 8:0.72 9:0.72 10:0.95 11:0.64 12:0.79 17:0.81 18:0.89 20:0.82 21:0.47 23:0.97 26:0.98 27:0.67 28:0.70 29:0.71 30:0.91 31:0.90 32:0.74 34:0.64 36:0.78 37:0.42 39:0.38 43:0.65 44:0.93 45:0.93 56:0.97 58:0.98 62:0.97 64:0.77 66:0.91 69:0.33 70:0.23 71:0.79 74:0.51 77:0.70 78:0.72 79:0.89 80:1.00 81:0.54 82:0.98 83:0.72 86:0.92 88:0.98 91:0.72 96:0.74 98:0.84 99:0.95 100:0.73 101:0.69 102:0.94 108:0.26 111:0.72 120:0.62 122:0.97 123:0.25 126:0.43 127:0.34 128:0.96 129:0.05 131:0.90 135:0.61 137:0.90 139:0.91 140:0.80 141:0.99 144:0.76 145:0.72 146:0.54 147:0.60 149:0.73 150:0.42 151:0.61 152:0.81 153:0.48 154:0.65 155:0.63 157:1.00 159:0.19 161:0.79 162:0.54 164:0.70 165:0.70 166:0.76 167:0.98 168:0.96 169:0.72 170:0.82 172:0.74 173:0.60 174:0.92 177:0.96 178:0.42 179:0.47 181:0.50 182:1.00 186:0.73 190:0.95 192:0.87 193:0.98 195:0.55 196:0.93 197:0.95 199:0.98 201:0.59 202:0.72 204:0.84 205:0.97 208:0.64 212:0.95 216:0.22 220:0.87 222:0.60 223:0.98 224:0.98 227:0.95 229:0.89 231:0.83 234:0.97 235:0.68 236:0.94 239:0.94 241:0.88 242:0.32 243:0.91 246:0.95 247:0.74 248:0.69 253:0.56 254:0.94 255:0.70 256:0.68 259:0.21 260:0.62 261:0.73 264:0.90 265:0.84 266:0.12 267:0.18 268:0.69 271:0.56 274:0.98 275:0.96 276:0.61 281:0.86 282:0.82 284:0.91 285:0.61 287:0.97 294:0.98 300:0.25\n1 10:0.99 11:0.64 12:0.79 17:0.32 18:0.89 21:0.78 26:0.97 27:0.06 28:0.70 29:0.71 30:0.67 34:0.53 36:0.25 37:0.90 39:0.38 43:0.57 45:0.97 58:0.93 66:0.69 69:0.07 70:0.58 71:0.79 74:0.86 86:0.97 91:0.15 98:0.71 101:0.69 104:0.58 108:0.06 122:0.97 123:0.06 124:0.48 127:0.79 129:0.05 131:0.61 133:0.60 135:0.77 139:0.95 141:0.91 144:0.76 146:0.84 147:0.87 149:0.47 154:0.72 157:0.99 159:0.66 161:0.79 166:0.61 167:0.66 170:0.82 172:0.92 173:0.12 174:0.95 177:0.96 178:0.55 179:0.24 181:0.50 182:0.95 187:0.68 197:0.96 199:0.97 212:0.87 216:0.70 222:0.60 223:0.97 224:0.93 227:0.61 229:0.61 231:0.80 232:0.80 234:0.91 235:0.12 239:0.99 241:0.27 242:0.18 243:0.73 245:0.92 246:0.61 247:0.82 253:0.58 254:0.90 259:0.21 264:0.90 265:0.71 266:0.71 267:0.28 271:0.56 274:0.91 275:0.98 276:0.88 287:0.61 294:1.00 300:0.70\n2 1:0.61 6:0.99 8:0.93 9:0.74 10:0.91 11:0.64 12:0.79 17:0.59 18:0.88 20:0.96 21:0.64 23:0.99 26:0.98 27:0.20 28:0.70 29:0.71 30:0.87 31:0.92 32:0.74 34:0.44 36:0.37 37:0.84 39:0.38 43:0.57 44:0.93 45:0.88 48:0.98 56:0.97 58:0.99 62:0.97 64:0.77 66:0.36 69:0.73 70:0.41 71:0.79 74:0.53 75:0.95 77:0.70 78:0.94 79:0.92 81:0.70 82:0.99 83:0.72 86:0.86 88:0.98 91:0.85 96:0.93 97:0.89 98:0.36 99:0.99 100:1.00 101:0.69 102:0.98 108:0.56 111:0.99 114:0.72 120:0.88 122:0.97 123:0.54 124:0.70 126:0.54 127:0.76 128:0.97 129:0.59 131:0.93 133:0.62 135:0.54 137:0.92 139:0.86 140:0.80 141:0.99 143:0.98 144:0.76 145:0.89 146:0.31 147:0.23 149:0.58 150:0.50 151:0.54 152:0.95 153:0.82 154:0.63 155:0.64 157:0.99 159:0.34 161:0.79 162:0.64 164:0.87 165:0.86 166:0.88 167:0.98 168:0.97 169:1.00 170:0.82 172:0.51 173:0.87 174:0.89 176:0.73 177:0.38 178:0.42 179:0.63 181:0.50 182:1.00 186:0.94 189:0.99 190:0.95 191:0.92 192:0.99 193:0.95 195:0.60 196:0.94 197:0.92 199:0.97 201:0.62 202:0.84 204:0.80 205:0.98 208:0.64 212:0.80 215:0.53 216:0.45 219:0.87 220:0.93 222:0.60 223:0.98 224:0.98 226:0.96 227:0.96 229:1.00 231:0.83 234:0.97 235:0.95 236:0.97 238:0.99 239:0.93 241:0.89 242:0.13 243:0.23 245:0.73 246:1.00 247:0.88 248:0.55 253:0.91 254:0.95 255:0.73 256:0.85 257:0.93 259:0.21 260:0.88 261:0.98 264:0.90 265:0.38 266:0.54 267:0.65 268:0.86 271:0.56 274:0.99 275:0.95 276:0.53 279:0.75 281:0.91 282:0.82 284:0.97 285:0.62 287:1.00 290:0.72 292:0.88 294:0.98 297:0.36 300:0.55\n2 1:0.65 10:0.97 11:0.64 12:0.79 17:0.66 18:0.93 21:0.40 22:0.93 26:0.98 27:0.56 28:0.70 29:0.71 30:0.86 32:0.80 33:0.97 34:0.94 36:0.19 37:0.60 39:0.38 43:0.40 44:0.93 45:0.97 47:0.93 56:0.97 58:0.93 64:0.77 66:0.71 69:0.54 70:0.39 71:0.79 74:0.68 77:0.70 81:0.78 82:0.99 83:0.91 86:0.93 88:0.99 91:0.08 98:0.59 101:0.69 102:0.98 104:0.91 106:0.81 108:0.73 114:0.82 117:0.86 122:0.98 123:0.71 124:0.45 126:0.54 127:0.45 129:0.59 131:0.61 133:0.47 135:0.37 139:0.92 141:0.91 144:0.76 145:0.70 146:0.57 147:0.62 149:0.72 150:0.58 154:0.63 155:0.50 157:1.00 159:0.46 161:0.79 165:0.93 166:0.88 167:0.57 170:0.82 172:0.89 173:0.55 174:0.97 176:0.73 177:0.96 178:0.55 179:0.23 181:0.50 182:1.00 187:0.39 192:0.51 195:0.68 197:0.98 199:0.98 201:0.66 206:0.81 208:0.64 212:0.89 215:0.67 216:0.76 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 231:0.82 232:0.95 234:0.91 235:0.74 236:0.97 239:0.97 241:0.01 242:0.27 243:0.28 245:0.93 246:1.00 247:0.90 253:0.63 254:0.74 259:0.21 262:0.93 264:0.90 265:0.60 266:0.54 267:0.36 271:0.56 274:0.91 275:0.96 276:0.83 282:0.88 287:0.61 290:0.82 291:0.97 294:0.99 297:0.36 299:0.88 300:0.70\n1 1:0.67 7:0.69 8:0.58 10:0.92 11:0.64 12:0.79 17:0.66 18:0.67 20:0.85 21:0.22 26:0.98 27:0.67 28:0.70 29:0.71 30:0.76 32:0.69 34:0.89 36:0.24 37:0.44 39:0.38 43:0.32 44:0.86 45:0.87 56:0.97 58:0.93 64:0.77 66:0.77 69:0.74 70:0.42 71:0.79 74:0.58 77:0.70 78:0.79 81:0.80 83:0.91 86:0.80 91:0.29 98:0.56 100:0.73 101:0.69 102:0.94 108:0.58 111:0.78 114:0.90 122:0.67 123:0.55 124:0.38 126:0.54 127:0.27 129:0.05 131:0.61 133:0.36 135:0.78 139:0.76 141:0.91 144:0.76 145:0.70 146:0.54 147:0.05 149:0.24 150:0.62 152:0.81 154:0.64 155:0.55 157:0.99 159:0.30 161:0.79 165:0.93 166:0.89 167:0.63 169:0.72 170:0.82 172:0.59 173:0.83 174:0.89 176:0.73 177:0.05 178:0.55 179:0.56 181:0.50 182:1.00 186:0.80 187:0.39 192:0.58 193:0.95 195:0.64 197:0.92 199:0.95 201:0.67 204:0.82 208:0.64 212:0.75 215:0.79 216:0.56 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 230:0.71 231:0.82 233:0.76 234:0.91 235:0.60 236:0.97 239:0.90 241:0.15 242:0.18 243:0.13 245:0.52 246:1.00 247:0.74 253:0.64 254:0.92 257:0.97 259:0.21 261:0.79 264:0.90 265:0.58 266:0.47 267:0.36 271:0.56 274:0.91 275:0.93 276:0.44 281:0.91 282:0.77 287:0.61 290:0.90 294:0.97 297:0.36 300:0.43\n2 1:0.65 10:0.96 11:0.64 12:0.79 17:0.45 18:0.91 21:0.40 22:0.93 26:0.98 27:0.56 28:0.70 29:0.71 30:0.74 32:0.78 33:0.97 34:0.63 36:0.26 37:0.60 39:0.38 43:0.35 44:0.93 45:0.98 47:0.93 56:0.97 58:0.93 64:0.77 66:0.84 69:0.83 70:0.57 71:0.79 74:0.78 77:0.89 81:0.75 82:0.99 83:0.72 86:0.90 88:0.98 91:0.05 98:0.85 99:0.99 101:0.69 102:0.98 104:0.89 106:0.81 108:0.68 114:0.82 117:0.86 122:0.98 123:0.66 124:0.38 126:0.54 127:0.62 129:0.05 131:0.61 133:0.38 135:0.74 139:0.89 141:0.91 144:0.76 145:0.72 146:0.94 147:0.54 149:0.68 150:0.57 154:0.58 155:0.50 157:1.00 159:0.68 161:0.79 165:0.86 166:0.88 167:0.62 170:0.82 172:0.95 173:0.78 174:0.97 176:0.73 177:0.38 178:0.55 179:0.19 181:0.50 182:1.00 187:0.39 192:0.51 195:0.82 197:0.97 199:0.98 201:0.66 206:0.81 208:0.64 212:0.60 215:0.67 216:0.76 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 231:0.83 232:0.93 234:0.91 235:0.74 236:0.97 239:0.96 241:0.10 242:0.15 243:0.14 245:0.93 246:1.00 247:0.96 253:0.66 254:0.90 257:0.93 259:0.21 262:0.93 264:0.90 265:0.85 266:0.63 267:0.44 271:0.56 274:0.91 275:0.97 276:0.91 282:0.86 287:0.61 290:0.82 291:0.97 294:0.99 297:0.36 300:0.84\n0 1:0.56 10:0.98 11:0.64 12:0.79 17:0.72 18:0.95 21:0.78 26:0.98 27:0.45 28:0.70 29:0.71 30:0.87 34:0.89 36:0.18 37:0.50 39:0.38 43:0.60 45:0.98 56:0.97 58:0.93 64:0.77 66:0.82 69:0.83 70:0.41 71:0.79 74:0.55 81:0.48 83:0.60 86:0.96 91:0.06 98:0.66 99:0.95 101:0.69 108:0.68 122:0.97 123:0.66 124:0.41 126:0.43 127:0.44 129:0.05 131:0.61 133:0.72 135:0.71 139:0.93 141:0.91 144:0.76 145:0.49 146:0.84 147:0.22 149:0.83 150:0.36 154:0.60 155:0.46 157:1.00 159:0.63 161:0.79 165:0.70 166:0.76 167:0.65 170:0.82 172:0.94 173:0.78 174:0.97 177:0.70 178:0.55 179:0.19 181:0.50 182:1.00 187:0.68 192:0.44 197:0.98 199:0.98 201:0.54 208:0.54 212:0.86 216:0.77 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 231:0.77 234:0.91 235:1.00 236:0.94 239:0.97 241:0.21 242:0.24 243:0.10 245:0.82 246:0.95 247:0.84 253:0.43 254:0.86 257:0.84 259:0.21 264:0.90 265:0.67 266:0.71 267:0.36 271:0.56 274:0.91 275:0.98 276:0.88 287:0.61 294:0.99 300:0.70\n1 1:0.65 10:0.97 11:0.64 12:0.79 17:0.47 18:0.91 21:0.40 22:0.93 26:0.98 27:0.56 28:0.70 29:0.71 30:0.76 32:0.78 33:0.97 34:0.84 36:0.19 37:0.60 39:0.38 43:0.36 44:0.93 45:0.98 47:0.93 56:0.97 58:0.93 64:0.77 66:0.75 69:0.83 70:0.50 71:0.79 74:0.81 77:0.89 81:0.75 82:0.99 83:0.72 86:0.91 88:0.98 91:0.04 98:0.84 99:0.99 101:0.69 102:0.98 104:0.89 106:0.81 108:0.67 114:0.82 117:0.86 122:0.98 123:0.65 124:0.42 126:0.54 127:0.59 129:0.05 131:0.61 133:0.45 135:0.47 139:0.89 141:0.91 144:0.76 145:0.72 146:0.94 147:0.53 149:0.69 150:0.57 154:0.58 155:0.50 157:1.00 159:0.68 161:0.79 165:0.86 166:0.88 167:0.67 170:0.82 172:0.95 173:0.77 174:0.97 176:0.73 177:0.88 178:0.55 179:0.19 181:0.50 182:1.00 187:0.39 192:0.51 195:0.82 197:0.97 199:0.98 201:0.66 206:0.81 208:0.64 212:0.60 215:0.67 216:0.76 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 231:0.83 232:0.93 234:0.91 235:0.74 236:0.97 239:0.97 241:0.30 242:0.15 243:0.23 245:0.96 246:1.00 247:0.93 253:0.67 254:0.88 257:0.65 259:0.21 262:0.93 264:0.90 265:0.84 266:0.75 267:0.36 271:0.56 274:0.91 275:0.97 276:0.91 282:0.86 287:0.61 290:0.82 291:0.97 294:0.99 297:0.36 300:0.84\n1 1:0.63 10:0.97 11:0.64 12:0.79 17:0.69 18:0.93 21:0.54 22:0.93 26:0.98 27:0.56 28:0.70 29:0.71 30:0.87 32:0.80 33:0.97 34:0.91 36:0.18 37:0.60 39:0.38 43:0.60 44:0.93 45:0.97 47:0.93 56:0.97 58:0.93 64:0.77 66:0.16 69:0.48 70:0.42 71:0.79 74:0.66 77:0.70 81:0.75 82:0.99 83:0.91 86:0.91 88:0.99 91:0.10 98:0.62 101:0.69 102:0.98 104:0.97 106:0.81 108:0.73 114:0.77 117:0.86 122:0.98 123:0.35 124:0.50 126:0.54 127:0.50 129:0.59 131:0.61 133:0.47 135:0.68 139:0.90 141:0.91 144:0.76 145:0.74 146:0.67 147:0.72 149:0.84 150:0.54 154:0.61 155:0.49 157:1.00 159:0.48 161:0.79 165:0.93 166:0.88 167:0.65 170:0.82 172:0.87 173:0.48 174:0.97 176:0.73 177:0.96 178:0.55 179:0.24 181:0.50 182:1.00 187:0.21 192:0.50 195:0.68 197:0.98 199:0.98 201:0.64 206:0.81 208:0.64 212:0.87 215:0.58 216:0.76 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 231:0.82 232:0.99 234:0.91 235:0.84 236:0.97 239:0.97 241:0.24 242:0.24 243:0.37 245:0.95 246:1.00 247:0.88 253:0.60 254:0.74 259:0.21 262:0.93 264:0.90 265:0.61 266:0.75 267:0.84 271:0.56 274:0.91 275:0.96 276:0.84 282:0.88 287:0.61 290:0.77 291:0.97 294:0.99 297:0.36 299:0.88 300:0.84\n0 1:0.65 10:0.93 11:0.64 12:0.79 17:0.57 18:0.87 21:0.40 22:0.93 26:0.98 27:0.56 28:0.70 29:0.71 30:0.73 32:0.78 33:0.97 34:0.93 36:0.29 37:0.60 39:0.38 43:0.27 44:0.93 45:0.98 47:0.93 56:0.97 58:0.93 64:0.77 66:0.81 69:0.81 70:0.59 71:0.79 74:0.80 77:0.89 81:0.75 82:0.99 83:0.72 86:0.82 88:0.98 91:0.05 98:0.86 99:0.99 101:0.69 102:0.98 104:0.89 106:0.81 108:0.65 114:0.82 117:0.86 122:0.57 123:0.63 124:0.39 126:0.54 127:0.63 129:0.05 131:0.61 133:0.45 135:0.17 139:0.83 141:0.91 144:0.76 145:0.72 146:0.94 147:0.38 149:0.73 150:0.57 154:0.49 155:0.50 157:1.00 159:0.67 161:0.79 165:0.86 166:0.88 167:0.65 170:0.82 172:0.95 173:0.76 174:0.96 176:0.73 177:0.88 178:0.55 179:0.19 181:0.50 182:1.00 187:0.39 192:0.51 195:0.81 197:0.96 199:0.98 201:0.66 206:0.81 208:0.64 212:0.75 215:0.67 216:0.76 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 231:0.83 232:0.93 234:0.91 235:0.74 236:0.97 239:0.94 241:0.24 242:0.17 243:0.17 245:0.94 246:1.00 247:0.94 253:0.67 254:0.90 257:0.65 259:0.21 262:0.93 264:0.90 265:0.86 266:0.75 267:0.44 271:0.56 274:0.91 275:0.97 276:0.91 282:0.86 287:0.61 290:0.82 291:0.97 294:0.98 297:0.36 300:0.84\n2 1:0.66 10:0.99 11:0.83 12:0.79 17:0.94 18:0.93 21:0.30 26:0.98 27:0.63 28:0.70 29:0.71 30:0.87 32:0.78 34:0.31 36:0.21 37:0.61 39:0.38 43:0.63 44:0.93 45:0.99 56:0.97 58:0.93 64:0.77 66:0.77 69:0.54 70:0.44 71:0.79 74:0.91 77:0.70 81:0.76 82:0.99 83:0.72 85:0.72 86:0.97 88:0.98 91:0.05 98:0.84 99:0.99 101:0.97 102:0.98 104:0.94 106:0.81 108:0.41 114:0.86 117:0.86 122:0.97 123:0.40 124:0.43 126:0.54 127:0.79 129:0.05 131:0.61 133:0.62 135:0.96 139:0.97 141:0.91 144:0.76 145:0.67 146:0.98 147:0.98 149:0.84 150:0.59 154:0.77 155:0.51 157:1.00 159:0.83 161:0.79 165:0.86 166:0.89 167:0.61 170:0.82 172:0.97 173:0.31 174:0.97 176:0.73 177:0.96 178:0.55 179:0.15 181:0.50 182:1.00 187:0.39 192:0.55 195:0.92 197:0.97 199:0.98 201:0.66 206:0.81 208:0.64 212:0.68 215:0.72 216:0.55 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 231:0.83 232:0.97 234:0.91 235:0.68 236:0.97 239:0.99 241:0.07 242:0.18 243:0.79 245:0.96 246:1.00 247:0.91 253:0.72 259:0.21 264:0.90 265:0.84 266:0.75 267:0.87 271:0.56 274:0.91 275:0.99 276:0.95 282:0.86 287:0.61 290:0.86 294:1.00 297:0.36 300:0.84\n2 1:0.65 10:0.98 11:0.64 12:0.79 17:0.45 18:0.93 21:0.40 22:0.93 26:0.98 27:0.56 28:0.70 29:0.71 30:0.85 32:0.78 33:0.97 34:0.68 36:0.24 37:0.60 39:0.38 43:0.36 44:0.93 45:0.99 47:0.93 56:0.97 58:0.93 64:0.77 66:0.85 69:0.83 70:0.48 71:0.79 74:0.80 77:0.89 81:0.75 82:0.99 83:0.72 86:0.94 88:0.98 91:0.08 98:0.86 99:0.99 101:0.69 102:0.98 104:0.89 106:0.81 108:0.68 114:0.82 117:0.86 122:0.98 123:0.66 124:0.38 126:0.54 127:0.68 129:0.05 131:0.61 133:0.38 135:0.34 139:0.93 141:0.91 144:0.76 145:0.72 146:0.94 147:0.52 149:0.73 150:0.57 154:0.58 155:0.50 157:1.00 159:0.67 161:0.79 165:0.86 166:0.88 167:0.63 170:0.82 172:0.96 173:0.79 174:0.98 176:0.73 177:0.38 178:0.55 179:0.18 181:0.50 182:1.00 187:0.39 192:0.51 195:0.81 197:0.98 199:0.98 201:0.66 206:0.81 208:0.64 212:0.68 215:0.67 216:0.76 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 231:0.83 232:0.93 234:0.91 235:0.74 236:0.97 239:0.98 241:0.15 242:0.15 243:0.13 245:0.93 246:1.00 247:0.95 253:0.67 254:0.88 257:0.93 259:0.21 262:0.93 264:0.90 265:0.86 266:0.63 267:0.44 271:0.56 274:0.91 275:0.97 276:0.92 282:0.86 287:0.61 290:0.82 291:0.97 294:0.99 297:0.36 300:0.84\n2 1:0.65 8:0.67 9:0.75 10:0.98 11:0.64 12:0.79 17:0.91 18:0.97 20:0.90 21:0.59 23:0.99 26:0.98 27:0.62 28:0.70 29:0.71 30:0.87 31:0.95 34:0.29 36:0.48 37:0.27 39:0.38 43:0.62 44:0.88 45:0.98 58:1.00 62:0.99 64:0.77 66:0.67 69:0.56 70:0.42 71:0.79 74:0.60 75:0.97 78:0.84 79:0.95 80:0.98 81:0.44 82:0.99 83:0.91 86:0.95 88:0.99 91:0.73 96:0.85 97:0.97 98:0.85 99:0.99 100:0.82 101:0.69 102:0.96 108:0.43 111:0.82 120:0.76 122:0.97 123:0.41 124:0.47 126:0.31 127:0.66 128:0.98 129:0.59 131:0.93 133:0.47 135:0.28 137:0.95 139:0.94 140:0.97 141:0.99 143:0.99 144:0.76 145:0.82 146:0.93 147:0.94 149:0.87 150:0.41 151:0.66 152:0.84 153:0.78 154:0.70 155:0.65 157:1.00 159:0.66 161:0.79 162:0.75 164:0.81 165:0.63 166:0.73 167:0.97 168:0.98 169:0.80 170:0.82 172:0.93 173:0.46 174:0.98 177:0.96 178:0.48 179:0.20 181:0.50 182:1.00 186:0.84 190:0.77 192:1.00 193:0.95 195:0.83 196:0.97 197:0.99 199:0.99 201:0.61 202:0.81 204:0.81 205:0.99 208:0.64 212:0.77 216:0.23 219:0.91 220:0.74 222:0.60 223:0.98 224:0.98 226:0.96 227:0.96 229:1.00 231:0.83 234:0.98 235:0.95 236:0.91 239:0.98 241:0.85 242:0.28 243:0.72 245:0.97 246:0.61 247:0.74 248:0.63 253:0.82 254:0.86 255:0.78 256:0.85 259:0.21 260:0.77 261:0.85 264:0.90 265:0.85 266:0.38 267:0.23 268:0.85 271:0.56 274:0.99 275:0.97 276:0.90 279:0.79 281:0.91 284:0.97 285:0.62 287:1.00 292:0.88 294:0.99 295:0.98 300:0.70\n1 10:0.99 11:0.64 12:0.79 17:0.36 18:0.89 21:0.78 26:0.97 27:0.06 28:0.70 29:0.71 30:0.67 34:0.53 36:0.22 37:0.90 39:0.38 43:0.57 45:0.97 58:0.93 66:0.69 69:0.07 70:0.58 71:0.79 74:0.85 86:0.97 91:0.20 98:0.71 101:0.69 104:0.58 108:0.06 122:0.97 123:0.06 124:0.48 127:0.81 129:0.05 131:0.61 133:0.60 135:0.77 139:0.95 141:0.91 144:0.76 146:0.84 147:0.87 149:0.47 154:0.72 157:0.99 159:0.66 161:0.79 166:0.61 167:0.67 170:0.82 172:0.92 173:0.12 174:0.95 177:0.96 178:0.55 179:0.24 181:0.50 182:0.95 187:0.68 197:0.96 199:0.97 212:0.87 216:0.70 222:0.60 223:0.97 224:0.93 227:0.61 229:0.61 231:0.80 232:0.80 234:0.91 235:0.12 239:0.99 241:0.32 242:0.18 243:0.73 245:0.92 246:0.61 247:0.82 253:0.58 254:0.90 259:0.21 264:0.90 265:0.72 266:0.71 267:0.36 271:0.56 274:0.91 275:0.98 276:0.88 287:0.61 294:1.00 300:0.70\n1 10:0.97 11:0.64 12:0.79 17:0.47 18:0.92 21:0.78 26:0.97 27:0.06 28:0.70 29:0.71 30:0.85 34:0.77 36:0.66 37:0.90 39:0.38 43:0.59 45:0.98 58:0.93 66:0.71 69:0.08 70:0.46 71:0.79 74:0.66 86:0.94 91:0.12 98:0.80 101:0.69 104:0.58 108:0.07 122:0.97 123:0.07 124:0.47 127:0.87 129:0.05 131:0.61 133:0.60 135:0.83 139:0.87 141:0.91 144:0.76 146:0.93 147:0.95 149:0.85 154:0.71 157:1.00 159:0.74 161:0.79 166:0.61 167:0.71 170:0.82 172:0.93 173:0.10 174:0.94 177:0.96 178:0.55 179:0.23 181:0.50 182:1.00 187:0.68 197:0.96 199:0.97 212:0.73 216:0.70 222:0.60 223:0.97 224:0.93 227:0.61 229:0.61 231:0.80 232:0.80 234:0.91 235:0.22 239:0.96 241:0.46 242:0.17 243:0.75 245:0.92 246:0.61 247:0.88 253:0.49 254:0.93 259:0.21 264:0.90 265:0.80 266:0.75 267:0.44 271:0.56 274:0.91 275:0.98 276:0.89 287:0.61 294:0.99 300:0.70\n1 1:0.67 7:0.69 10:0.89 11:0.64 12:0.79 17:0.66 18:0.62 21:0.22 26:0.98 27:0.31 28:0.70 29:0.71 30:0.76 32:0.77 34:0.98 36:0.29 37:0.55 39:0.38 43:0.31 44:0.93 45:0.83 56:0.97 58:0.93 64:0.77 66:0.64 69:0.60 70:0.36 71:0.79 74:0.60 77:0.70 80:0.98 81:0.80 82:0.99 83:0.91 86:0.73 88:0.98 91:0.09 98:0.52 101:0.69 102:0.98 104:0.95 106:0.81 108:0.45 114:0.90 117:0.86 122:0.57 123:0.44 124:0.44 126:0.54 127:0.23 129:0.05 131:0.61 133:0.38 135:0.87 139:0.79 141:0.91 144:0.76 145:0.72 146:0.53 147:0.59 149:0.31 150:0.62 154:0.64 155:0.54 157:0.98 159:0.28 161:0.79 165:0.93 166:0.89 167:0.65 170:0.82 172:0.45 173:0.64 174:0.86 176:0.73 177:0.96 178:0.55 179:0.61 181:0.50 182:1.00 187:0.39 192:0.57 193:0.95 195:0.67 197:0.89 199:0.95 201:0.67 204:0.81 206:0.81 208:0.64 212:0.57 215:0.79 216:0.85 222:0.60 223:0.98 224:0.93 227:0.61 229:0.61 230:0.71 231:0.82 232:0.97 233:0.76 234:0.91 235:0.60 236:0.97 239:0.92 241:0.24 242:0.13 243:0.69 245:0.55 246:1.00 247:0.74 253:0.65 254:0.92 259:0.21 264:0.90 265:0.54 266:0.47 267:0.28 271:0.56 274:0.91 275:0.91 276:0.37 281:0.91 282:0.85 287:0.61 290:0.90 294:0.98 297:0.36 300:0.33\n1 6:0.84 7:0.81 8:0.70 12:0.06 17:0.03 20:0.85 21:0.30 27:0.50 28:0.53 30:0.45 34:0.56 36:0.80 37:0.25 43:0.52 55:0.59 66:0.94 69:0.10 70:0.49 78:0.76 81:0.91 91:0.87 98:0.95 100:0.79 104:0.79 106:0.81 108:0.09 111:0.76 120:0.98 123:0.09 126:0.54 127:0.64 129:0.05 135:0.37 140:0.45 146:0.91 147:0.92 149:0.76 150:0.83 151:0.89 152:0.90 153:0.99 154:0.41 159:0.51 161:0.68 162:0.79 164:0.98 167:0.78 169:0.77 172:0.83 173:0.18 177:0.05 179:0.43 181:0.64 186:0.76 187:0.21 189:0.87 191:0.82 202:0.96 206:0.81 212:0.75 215:0.72 216:0.75 230:0.87 233:0.76 235:0.31 238:0.92 241:0.73 242:0.82 243:0.94 247:0.12 248:0.98 256:0.97 259:0.21 260:0.98 261:0.80 265:0.95 266:0.47 267:0.94 268:0.97 271:0.52 276:0.73 283:0.82 285:0.62 297:0.36 300:0.33\n0 8:0.77 12:0.06 17:0.09 20:0.77 21:0.78 27:0.58 28:0.53 34:0.53 36:0.29 37:0.45 78:0.75 91:0.96 100:0.78 104:0.58 111:0.74 120:0.90 135:0.80 140:0.87 151:0.78 152:0.75 153:0.89 161:0.68 162:0.57 164:0.93 167:0.91 169:0.76 175:0.75 178:0.48 181:0.64 186:0.76 191:0.80 202:0.91 216:0.50 241:0.90 244:0.61 248:0.86 256:0.91 257:0.65 259:0.21 260:0.91 261:0.75 267:0.44 268:0.91 271:0.52 277:0.69 285:0.62\n1 6:0.79 8:0.58 12:0.06 17:0.06 20:0.98 21:0.78 27:0.07 28:0.53 34:0.80 36:0.28 37:0.24 78:0.82 91:0.99 100:0.88 104:0.58 111:0.83 120:0.99 135:0.81 140:0.45 151:0.90 152:0.93 153:0.99 161:0.68 162:0.74 164:0.99 167:0.91 169:0.85 175:0.75 181:0.64 186:0.82 189:0.82 191:0.81 202:0.98 216:0.76 238:0.93 241:0.89 244:0.61 248:0.98 256:0.98 257:0.65 259:0.21 260:0.99 261:0.89 267:0.87 268:0.99 271:0.52 277:0.69 285:0.62\n1 12:0.06 17:0.40 21:0.30 27:0.45 28:0.53 30:0.33 32:0.80 34:0.71 36:0.17 37:0.50 43:0.32 55:0.59 66:0.46 69:0.68 70:0.80 81:0.91 91:0.42 98:0.32 108:0.82 123:0.81 124:0.74 126:0.54 127:0.27 129:0.89 133:0.78 135:0.92 145:0.39 146:0.49 147:0.56 149:0.50 150:0.83 154:0.24 159:0.54 161:0.68 167:0.64 172:0.45 173:0.58 177:0.05 178:0.55 179:0.56 181:0.64 187:0.68 195:0.84 212:0.51 215:0.72 216:0.77 235:0.31 241:0.47 242:0.82 243:0.34 245:0.57 247:0.12 259:0.21 265:0.35 266:0.71 267:0.28 271:0.52 276:0.49 283:0.60 297:0.36 300:0.55\n1 6:0.82 8:0.64 12:0.06 17:0.06 20:0.83 21:0.05 27:0.63 28:0.53 30:0.33 34:0.92 36:0.39 37:0.31 43:0.51 55:0.52 66:0.86 69:0.10 70:0.72 78:0.74 81:0.95 91:0.80 98:0.90 100:0.78 104:0.78 106:0.81 108:0.09 111:0.74 120:0.95 123:0.09 126:0.54 127:0.46 129:0.05 135:0.69 140:0.87 146:0.70 147:0.75 149:0.63 150:0.91 151:0.80 152:0.79 153:0.93 154:0.40 159:0.28 161:0.68 162:0.59 164:0.95 167:0.74 169:0.76 172:0.61 173:0.32 177:0.05 178:0.48 179:0.69 181:0.64 186:0.75 187:0.21 189:0.84 191:0.76 202:0.94 206:0.81 212:0.69 215:0.91 216:0.58 235:0.05 238:0.89 241:0.67 242:0.82 243:0.87 247:0.12 248:0.92 256:0.94 259:0.21 260:0.95 261:0.76 265:0.90 266:0.27 267:0.59 268:0.94 271:0.52 276:0.48 283:0.60 285:0.62 297:0.36 300:0.55\n1 6:0.88 7:0.81 8:0.73 12:0.06 17:0.22 20:0.99 21:0.78 27:0.21 28:0.53 30:0.36 34:0.67 36:0.95 37:0.74 43:0.38 55:0.59 66:0.26 69:0.58 70:0.75 78:0.75 91:0.87 98:0.62 100:0.79 108:0.93 111:0.75 120:0.97 123:0.82 124:0.83 127:0.63 129:0.93 133:0.84 135:0.49 140:0.45 146:0.78 147:0.81 149:0.78 151:0.85 152:0.98 153:0.98 154:0.29 159:0.86 161:0.68 162:0.64 164:0.95 167:0.59 169:0.77 172:0.80 173:0.29 177:0.05 179:0.22 181:0.64 186:0.76 187:0.39 189:0.88 191:0.82 202:0.93 212:0.42 216:0.95 230:0.65 233:0.63 235:0.52 238:0.93 241:0.32 242:0.82 243:0.21 245:0.92 247:0.12 248:0.96 256:0.93 259:0.21 260:0.98 261:0.82 265:0.52 266:0.91 267:0.85 268:0.94 271:0.52 276:0.89 283:0.82 285:0.62 300:0.70\n1 6:0.82 7:0.81 8:0.74 12:0.06 17:0.01 20:0.92 21:0.78 27:0.48 28:0.53 30:0.33 34:0.49 36:0.85 37:0.80 43:0.46 55:0.52 66:0.72 69:0.40 70:0.64 78:0.74 91:0.91 98:0.68 100:0.77 104:0.74 108:0.68 111:0.73 120:0.93 123:0.66 124:0.42 127:0.34 129:0.59 133:0.47 135:0.71 140:0.96 146:0.50 147:0.56 149:0.62 151:0.74 152:0.86 153:0.84 154:0.35 159:0.53 161:0.68 162:0.51 164:0.95 167:0.89 169:0.75 172:0.68 173:0.31 177:0.05 178:0.54 179:0.48 181:0.64 186:0.75 189:0.84 191:0.82 202:0.96 212:0.58 216:0.62 220:0.62 230:0.87 233:0.76 235:0.02 238:0.88 241:0.82 242:0.82 243:0.22 245:0.71 247:0.12 248:0.90 256:0.93 259:0.21 260:0.93 261:0.76 265:0.68 266:0.75 267:0.89 268:0.94 271:0.52 276:0.60 283:0.60 285:0.62 300:0.55\n2 7:0.81 8:0.71 12:0.06 17:0.64 21:0.40 27:0.21 28:0.53 30:0.66 34:0.37 36:0.73 37:0.74 43:0.52 55:0.71 66:0.63 69:0.12 70:0.51 78:0.80 81:0.89 91:0.37 98:0.80 104:0.84 106:0.81 108:0.10 111:0.83 120:0.82 123:0.10 124:0.64 126:0.54 127:0.83 129:0.89 133:0.78 135:0.24 140:0.45 146:0.99 147:0.99 149:0.88 150:0.79 151:0.73 153:0.78 154:0.41 159:0.92 161:0.68 162:0.82 164:0.85 167:0.56 169:0.87 172:0.96 173:0.07 177:0.05 179:0.16 181:0.64 187:0.68 202:0.76 206:0.81 212:0.55 215:0.67 216:0.95 220:0.91 230:0.65 233:0.63 235:0.42 241:0.18 242:0.82 243:0.69 245:0.96 247:0.12 248:0.75 256:0.81 259:0.21 260:0.83 265:0.80 266:0.84 267:0.19 268:0.81 271:0.52 276:0.94 283:0.82 285:0.62 297:0.36 300:0.70\n4 6:0.97 8:0.96 12:0.06 17:0.13 20:0.96 21:0.59 25:0.88 27:0.04 28:0.53 30:0.45 32:0.80 34:0.21 36:0.23 37:0.94 43:0.25 55:0.71 66:0.13 69:0.84 70:0.50 78:0.88 81:0.84 91:0.99 98:0.40 100:0.99 104:0.58 108:0.79 111:0.97 120:0.98 123:0.67 124:0.50 126:0.54 127:0.25 129:0.59 133:0.47 135:0.24 140:0.45 145:0.79 146:0.43 147:0.50 149:0.31 150:0.64 151:0.89 152:0.94 153:0.99 154:0.18 159:0.31 161:0.68 162:0.76 164:0.99 167:0.92 169:0.97 172:0.27 173:0.90 177:0.05 179:0.81 181:0.64 186:0.88 189:0.98 191:0.98 195:0.66 202:0.97 212:0.52 215:0.55 216:0.72 235:0.68 238:0.99 241:0.96 242:0.82 243:0.34 245:0.48 247:0.12 248:0.97 256:0.98 259:0.21 260:0.98 261:0.98 265:0.37 266:0.27 267:0.73 268:0.98 271:0.52 276:0.29 283:0.82 285:0.62 297:0.36 300:0.33\n1 7:0.81 8:0.60 12:0.06 17:0.30 21:0.30 25:0.88 27:0.72 28:0.53 30:0.45 34:0.53 36:0.80 43:0.52 55:0.59 66:0.94 69:0.10 70:0.49 81:0.91 91:0.54 98:0.95 104:0.54 108:0.09 120:0.93 123:0.09 126:0.54 127:0.67 129:0.05 135:0.32 140:0.45 146:0.91 147:0.92 149:0.76 150:0.83 151:0.80 153:0.92 154:0.41 159:0.51 161:0.68 162:0.85 164:0.88 167:0.90 172:0.83 173:0.19 177:0.05 179:0.44 181:0.64 202:0.78 212:0.75 215:0.72 216:0.34 230:0.87 233:0.76 235:0.31 241:0.87 242:0.82 243:0.94 247:0.12 248:0.89 256:0.84 259:0.21 260:0.93 265:0.95 266:0.47 267:0.88 268:0.85 271:0.52 276:0.73 283:0.82 285:0.62 297:0.36 300:0.33\n1 12:0.06 17:0.34 21:0.30 27:0.45 28:0.53 30:0.55 32:0.80 34:0.71 36:0.24 37:0.50 43:0.32 55:0.84 66:0.52 69:0.68 70:0.51 81:0.91 91:0.14 98:0.70 108:0.78 123:0.77 124:0.64 126:0.54 127:0.51 129:0.81 133:0.67 135:0.95 145:0.47 146:0.71 147:0.75 149:0.63 150:0.83 154:0.24 159:0.73 161:0.68 163:0.81 167:0.62 172:0.65 173:0.54 177:0.05 178:0.55 179:0.50 181:0.64 187:0.68 195:0.88 212:0.19 215:0.72 216:0.77 235:0.31 241:0.43 242:0.82 243:0.39 245:0.75 247:0.12 259:0.21 265:0.70 266:0.84 267:0.65 271:0.52 276:0.66 283:0.60 297:0.36 300:0.43\n1 8:0.77 12:0.06 17:0.09 20:0.77 21:0.78 27:0.58 28:0.53 34:0.53 36:0.29 37:0.45 78:0.75 91:0.96 100:0.78 104:0.58 111:0.74 120:0.90 135:0.80 140:0.87 151:0.78 152:0.75 153:0.89 161:0.68 162:0.57 164:0.93 167:0.91 169:0.76 175:0.75 178:0.48 181:0.64 186:0.76 191:0.80 202:0.91 216:0.50 241:0.90 244:0.61 248:0.86 256:0.91 257:0.65 259:0.21 260:0.91 261:0.75 267:0.44 268:0.91 271:0.52 277:0.69 285:0.62\n1 12:0.06 17:0.26 20:0.81 21:0.13 25:0.88 27:0.72 28:0.53 34:0.26 36:0.61 37:0.24 43:0.52 66:0.36 69:0.07 78:0.74 81:0.93 91:0.89 98:0.09 100:0.73 104:0.54 108:0.06 111:0.73 120:0.90 123:0.06 126:0.54 127:0.06 129:0.05 135:0.37 140:0.45 146:0.05 147:0.05 149:0.16 150:0.89 151:0.73 152:0.78 153:0.80 154:0.41 159:0.05 161:0.68 162:0.83 164:0.93 167:0.90 169:0.72 172:0.05 173:0.21 177:0.05 181:0.64 186:0.75 202:0.86 215:0.84 216:0.62 220:0.74 235:0.12 241:0.85 243:0.51 248:0.85 256:0.90 259:0.21 260:0.90 261:0.74 265:0.09 267:0.69 268:0.91 271:0.52 283:0.60 285:0.62 297:0.36\n2 6:0.98 8:0.97 12:0.06 17:0.78 20:0.82 21:0.13 25:0.88 27:0.20 28:0.53 30:0.45 34:0.89 36:0.50 37:0.94 43:0.35 55:0.59 66:0.64 69:0.63 70:0.33 78:0.76 81:0.93 91:0.91 98:0.64 100:0.84 104:0.54 108:0.61 111:0.78 120:0.84 123:0.59 124:0.42 126:0.54 127:0.34 129:0.59 133:0.47 135:0.47 140:0.45 146:0.05 147:0.05 149:0.38 150:0.89 151:0.78 152:0.78 153:0.89 154:0.26 159:0.28 161:0.68 162:0.80 164:0.91 167:0.89 169:0.82 172:0.32 173:0.77 177:0.05 179:0.87 181:0.64 186:0.77 187:0.21 189:0.99 191:0.97 202:0.84 212:0.23 215:0.84 216:0.26 220:0.74 235:0.12 238:0.98 241:0.83 242:0.82 243:0.21 245:0.43 247:0.12 248:0.76 256:0.88 259:0.21 260:0.85 261:0.79 265:0.64 266:0.38 267:0.28 268:0.88 271:0.52 276:0.29 285:0.62 297:0.36 300:0.25\n2 1:0.65 8:0.64 10:0.96 11:0.77 12:0.69 17:0.95 18:0.86 21:0.47 26:0.97 27:0.64 29:0.77 30:0.85 34:0.75 36:0.61 37:0.34 39:0.72 43:0.40 45:0.99 56:0.97 58:0.93 64:0.77 66:0.61 69:0.29 70:0.56 71:0.88 74:0.44 77:0.70 80:0.99 81:0.77 83:0.73 86:0.73 89:0.98 91:0.09 97:0.94 98:0.66 99:1.00 101:0.87 108:0.22 114:0.80 122:0.98 123:0.22 124:0.72 126:0.54 127:0.90 129:0.05 131:0.61 133:0.81 135:0.32 139:0.72 141:0.91 144:0.76 145:0.54 146:0.89 147:0.91 149:0.83 150:0.54 154:0.37 155:0.53 157:0.87 158:0.73 159:0.79 165:0.88 166:0.81 170:0.77 172:0.93 173:0.17 174:0.96 176:0.73 177:0.99 178:0.55 179:0.20 182:0.80 187:0.68 192:0.58 193:0.96 195:0.89 197:0.98 199:0.98 201:0.65 204:0.80 208:0.64 212:0.71 215:0.63 216:0.15 219:0.88 222:0.84 223:0.97 224:0.93 225:0.98 227:0.61 229:0.61 231:0.71 234:0.91 235:0.95 236:0.97 239:0.95 240:0.95 241:0.18 242:0.23 243:0.68 244:0.83 245:0.93 246:0.91 247:0.97 253:0.58 254:0.93 259:0.21 264:0.96 265:0.66 266:0.91 267:0.23 271:0.44 274:0.91 275:0.98 276:0.92 279:0.75 282:0.71 283:0.67 287:0.61 290:0.80 292:0.88 294:0.99 297:0.36 300:0.84\n2 1:0.61 8:0.75 10:0.91 11:0.77 12:0.69 17:0.98 18:0.72 21:0.40 26:0.97 27:0.72 29:0.77 30:0.54 32:0.78 34:0.47 36:0.83 39:0.72 43:0.06 44:0.93 45:0.85 48:0.98 56:0.97 58:0.93 66:0.88 69:0.25 70:0.54 71:0.88 74:0.60 76:0.97 77:0.89 80:1.00 81:0.62 82:0.99 83:0.60 86:0.79 88:0.98 89:0.98 91:0.76 98:0.95 99:0.99 101:0.87 102:0.98 108:0.20 114:0.70 122:0.41 123:0.19 126:0.51 127:0.66 129:0.05 131:0.61 135:0.30 139:0.83 141:0.91 144:0.76 145:0.69 146:0.54 147:0.60 149:0.05 150:0.45 154:0.84 155:0.57 157:0.80 159:0.20 165:0.70 166:0.73 170:0.77 172:0.67 173:0.61 174:0.79 176:0.59 177:0.99 178:0.55 179:0.67 182:0.76 192:0.98 193:0.99 195:0.53 197:0.85 199:0.96 201:0.63 204:0.85 208:0.64 212:0.88 216:0.08 222:0.84 223:0.97 224:0.93 225:0.98 227:0.61 229:0.61 231:0.69 234:0.91 235:0.74 236:0.94 239:0.95 240:0.95 241:0.81 242:0.14 243:0.89 246:0.61 247:0.86 253:0.56 254:0.84 259:0.21 264:0.96 265:0.95 266:0.27 267:0.28 271:0.44 274:0.91 275:0.91 276:0.55 281:0.86 282:0.86 287:0.61 290:0.70 294:0.99 300:0.43\n1 10:0.92 11:0.77 12:0.69 17:0.32 18:0.70 21:0.78 26:0.95 27:0.28 29:0.77 30:0.91 34:0.77 36:0.65 37:0.93 39:0.72 43:0.28 45:0.92 58:0.93 66:0.64 69:0.87 70:0.24 71:0.88 74:0.43 86:0.77 89:0.97 91:0.23 98:0.40 101:0.71 104:0.58 108:0.74 122:0.98 123:0.73 124:0.50 127:0.79 129:0.05 131:0.61 133:0.59 135:0.34 139:0.72 141:0.91 144:0.76 146:0.40 147:0.22 149:0.25 154:0.53 157:0.80 159:0.44 166:0.61 170:0.77 172:0.61 173:0.97 174:0.86 177:0.70 178:0.55 179:0.67 182:0.74 187:0.39 197:0.88 199:0.95 212:0.85 216:0.25 222:0.84 223:0.94 224:0.93 225:0.96 227:0.61 229:0.61 231:0.64 232:0.79 234:0.91 235:0.05 239:0.89 240:0.95 241:0.21 242:0.21 243:0.24 245:0.63 246:0.61 247:0.79 253:0.37 254:0.90 257:0.97 259:0.21 264:0.96 265:0.42 266:0.38 267:0.36 271:0.44 274:0.91 275:0.94 276:0.46 287:0.61 294:0.97 300:0.33\n0 8:0.75 10:0.89 11:0.75 12:0.69 17:0.81 18:0.82 21:0.78 26:0.96 27:0.28 29:0.77 30:0.85 34:0.67 36:0.83 37:0.93 39:0.72 43:0.26 45:0.96 58:0.93 66:0.33 69:0.55 70:0.44 71:0.88 74:0.41 86:0.72 89:0.95 91:0.03 98:0.64 101:0.65 104:0.58 108:0.70 122:0.41 123:0.68 124:0.70 127:0.50 129:0.59 131:0.61 133:0.67 135:0.51 139:0.70 141:0.91 144:0.76 146:0.59 147:0.65 149:0.66 154:0.17 157:0.85 159:0.60 166:0.61 170:0.77 172:0.74 173:0.47 174:0.91 175:0.75 177:0.99 178:0.55 179:0.29 182:0.76 187:0.21 197:0.93 199:0.95 212:0.58 216:0.25 222:0.84 223:0.95 224:0.93 225:0.95 227:0.61 229:0.61 231:0.68 232:0.79 234:0.91 235:0.05 239:0.88 240:0.95 241:0.10 242:0.17 243:0.46 244:0.93 245:0.91 246:0.61 247:0.92 253:0.36 254:0.95 257:0.65 259:0.21 264:0.96 265:0.65 266:0.71 267:0.93 271:0.44 274:0.91 275:0.96 276:0.81 277:0.69 287:0.61 294:0.96 300:0.55\n1 1:0.58 10:0.94 11:0.77 12:0.69 17:0.79 18:0.68 21:0.13 26:0.97 27:0.72 29:0.77 30:0.85 34:0.75 36:0.99 37:0.26 39:0.72 43:0.28 45:0.97 56:0.97 58:0.93 66:0.54 69:0.82 70:0.51 71:0.88 74:0.48 80:0.99 81:0.38 82:0.98 83:0.56 86:0.80 88:0.99 89:0.98 91:0.27 98:0.75 99:0.83 101:0.87 102:0.95 108:0.67 122:0.98 123:0.65 124:0.52 126:0.26 127:0.62 129:0.05 131:0.61 133:0.43 135:0.26 139:0.75 141:0.91 144:0.76 145:0.45 146:0.75 147:0.64 149:0.57 150:0.37 154:0.51 155:0.53 157:0.82 159:0.48 165:0.63 166:0.61 170:0.77 172:0.83 173:0.87 174:0.93 177:0.88 178:0.55 179:0.31 182:0.75 187:0.21 192:0.55 193:0.96 195:0.68 197:0.95 199:0.97 201:0.55 204:0.83 208:0.50 212:0.82 216:0.21 222:0.84 223:0.97 224:0.93 225:0.97 227:0.61 229:0.61 231:0.65 234:0.91 235:0.22 236:0.91 239:0.94 240:0.95 241:0.35 242:0.27 243:0.40 245:0.93 246:0.61 247:0.93 253:0.39 254:0.88 257:0.93 259:0.21 264:0.96 265:0.75 266:0.47 267:0.19 271:0.44 274:0.91 275:0.97 276:0.81 287:0.61 294:0.98 300:0.70\n1 1:0.63 10:0.90 11:0.77 12:0.69 17:0.38 18:0.77 26:0.95 27:0.72 29:0.77 30:0.91 34:0.87 36:0.81 37:0.26 39:0.72 43:0.75 45:0.89 58:0.93 64:0.77 66:0.86 69:0.07 70:0.21 71:0.88 74:0.47 81:0.55 83:0.56 86:0.74 89:0.95 91:0.25 97:0.94 98:0.82 99:0.95 101:0.96 104:0.94 106:0.81 108:0.06 114:0.89 122:0.67 123:0.06 126:0.32 127:0.31 129:0.05 131:0.61 135:0.58 139:0.74 141:0.91 144:0.76 146:0.41 147:0.47 149:0.72 150:0.48 154:0.66 155:0.49 157:0.80 158:0.73 159:0.15 165:0.65 166:0.81 170:0.77 172:0.61 173:0.46 174:0.83 175:0.75 176:0.60 177:0.99 178:0.55 179:0.60 182:0.81 187:0.68 192:0.55 197:0.88 199:0.94 201:0.62 206:0.81 208:0.50 212:0.95 215:0.96 216:0.39 219:0.88 222:0.84 223:0.93 224:0.93 225:0.95 227:0.61 229:0.61 231:0.72 234:0.91 235:0.12 239:0.89 240:0.95 241:0.27 242:0.18 243:0.87 244:0.61 246:0.92 247:0.79 253:0.62 257:0.65 259:0.21 264:0.96 265:0.82 266:0.12 267:0.88 271:0.44 274:0.91 275:0.93 276:0.49 277:0.69 279:0.75 283:0.67 287:0.61 290:0.89 292:0.88 294:0.96 297:0.36 300:0.25\n1 1:0.65 10:0.96 11:0.77 12:0.69 17:0.55 18:0.92 21:0.40 22:0.93 26:0.97 27:0.56 29:0.77 30:0.93 32:0.80 33:0.97 34:0.92 36:0.23 37:0.60 39:0.72 43:0.36 44:0.93 45:0.98 47:0.93 56:0.97 58:0.93 64:0.77 66:0.97 69:0.58 70:0.28 71:0.88 74:0.72 77:0.70 81:0.79 82:0.99 83:0.91 86:0.90 88:0.99 89:0.98 91:0.03 97:0.94 98:0.82 101:0.87 102:0.98 104:0.91 106:0.81 108:0.44 114:0.82 117:0.86 122:0.67 123:0.43 126:0.54 127:0.31 129:0.05 131:0.61 135:0.75 139:0.90 141:0.91 144:0.76 145:0.74 146:0.83 147:0.86 149:0.63 150:0.55 154:0.58 155:0.50 157:0.88 158:0.74 159:0.39 165:0.93 166:0.81 170:0.77 172:0.92 173:0.59 174:0.91 176:0.73 177:0.99 178:0.55 179:0.20 182:0.80 187:0.39 192:0.57 195:0.68 197:0.93 199:0.96 201:0.67 206:0.81 208:0.64 212:0.82 215:0.67 216:0.76 219:0.88 222:0.84 223:0.97 224:0.93 225:0.98 227:0.61 229:0.61 231:0.72 232:0.95 234:0.91 235:0.84 236:0.97 239:0.96 240:0.95 241:0.02 242:0.15 243:0.97 246:0.91 247:0.90 253:0.64 254:0.74 259:0.21 262:0.93 264:0.96 265:0.82 266:0.27 267:0.79 271:0.44 274:0.91 275:0.96 276:0.83 279:0.76 282:0.88 283:0.82 287:0.61 290:0.82 291:0.97 292:0.95 294:0.99 297:0.36 299:0.88 300:0.70\n1 1:0.64 10:0.98 11:0.77 12:0.69 17:0.34 18:0.92 21:0.40 22:0.93 26:0.97 27:0.56 29:0.77 30:0.90 33:0.97 34:0.66 36:0.26 37:0.60 39:0.72 43:0.33 44:0.92 45:0.99 47:0.93 56:0.97 58:0.93 64:0.77 66:0.47 69:0.87 70:0.39 71:0.88 74:0.62 77:0.89 81:0.71 82:0.99 83:0.69 86:0.85 88:0.98 89:0.98 91:0.02 98:0.76 99:0.99 101:0.87 102:0.97 108:0.75 114:0.82 117:0.86 122:0.98 123:0.73 124:0.69 126:0.54 127:0.60 129:0.05 131:0.61 133:0.64 135:0.28 139:0.84 141:0.91 144:0.76 145:0.74 146:0.92 147:0.70 149:0.76 150:0.50 154:0.51 155:0.49 157:0.89 159:0.72 165:0.81 166:0.81 170:0.77 172:0.94 173:0.82 174:0.97 176:0.70 177:0.99 178:0.55 179:0.14 182:0.80 187:0.39 192:0.55 195:0.86 197:0.97 199:0.98 201:0.65 208:0.64 212:0.81 216:0.76 222:0.84 223:0.97 224:0.93 225:0.98 227:0.61 229:0.61 231:0.72 232:0.98 234:0.91 235:0.80 236:0.95 239:0.97 240:0.95 241:0.35 242:0.24 243:0.29 245:0.98 246:0.91 247:0.96 253:0.61 254:0.93 257:0.65 259:0.21 262:0.93 264:0.96 265:0.76 266:0.63 267:0.23 271:0.44 274:0.91 275:0.99 276:0.94 282:0.80 287:0.61 290:0.82 291:0.97 294:0.99 300:0.84\n1 1:0.60 10:0.92 11:0.77 12:0.69 17:0.70 18:0.92 21:0.22 22:0.93 26:0.95 27:0.72 29:0.77 30:0.88 34:0.80 36:0.54 39:0.72 43:0.27 45:0.96 47:0.93 58:0.93 64:0.77 66:0.45 69:0.12 70:0.41 71:0.88 74:0.50 81:0.50 83:0.56 86:0.82 89:0.97 91:0.27 98:0.76 99:0.95 101:0.87 104:0.80 106:0.81 108:0.73 114:0.80 117:0.86 122:0.97 123:0.72 124:0.59 126:0.32 127:0.73 129:0.59 131:0.61 133:0.47 135:0.97 139:0.77 141:0.91 144:0.76 146:0.68 147:0.73 149:0.55 150:0.43 154:0.56 155:0.48 157:0.87 159:0.60 165:0.65 166:0.81 170:0.77 172:0.78 173:0.17 174:0.89 176:0.60 177:0.99 178:0.55 179:0.34 182:0.80 187:0.39 192:0.50 197:0.90 199:0.95 201:0.59 206:0.81 208:0.50 212:0.60 215:0.79 216:0.18 222:0.84 223:0.95 224:0.93 225:0.96 227:0.61 229:0.61 231:0.72 232:0.87 234:0.91 235:0.42 239:0.90 240:0.95 241:0.05 242:0.13 243:0.48 244:0.61 245:0.94 246:0.92 247:0.94 253:0.58 254:0.92 259:0.21 262:0.93 264:0.96 265:0.76 266:0.75 267:0.73 271:0.44 274:0.91 275:0.96 276:0.80 287:0.61 290:0.80 294:0.97 297:0.36 300:0.70\n2 1:0.63 10:0.82 11:0.64 12:0.69 17:0.38 18:0.67 26:0.94 27:0.28 29:0.77 30:0.45 34:0.42 36:0.63 37:0.93 39:0.72 43:0.28 45:0.77 58:0.93 64:0.77 66:0.82 69:0.37 70:0.61 71:0.88 74:0.32 81:0.55 83:0.56 86:0.64 89:0.96 91:0.57 98:0.85 99:0.95 101:0.52 104:0.58 108:0.29 114:0.89 123:0.28 126:0.32 127:0.35 129:0.05 131:0.61 135:0.69 139:0.62 141:0.91 144:0.76 146:0.60 147:0.65 149:0.29 150:0.48 154:0.20 155:0.49 157:0.77 159:0.22 165:0.65 166:0.81 170:0.77 172:0.48 173:0.59 174:0.79 176:0.60 177:0.99 178:0.55 179:0.78 182:0.81 187:0.39 192:0.55 197:0.83 199:0.93 201:0.62 208:0.50 212:0.50 215:0.96 216:0.25 222:0.84 223:0.92 224:0.93 225:0.96 227:0.61 229:0.61 231:0.72 232:0.79 234:0.91 235:0.12 239:0.81 240:0.95 241:0.24 242:0.33 243:0.83 244:0.97 246:0.92 247:0.60 253:0.62 259:0.21 264:0.96 265:0.85 266:0.27 267:0.36 271:0.44 274:0.91 275:0.91 276:0.37 287:0.61 290:0.89 294:0.93 297:0.36 300:0.43\n1 1:0.65 10:0.97 11:0.77 12:0.69 17:0.53 18:0.86 21:0.40 22:0.93 26:0.97 27:0.56 29:0.77 30:0.93 32:0.80 33:0.97 34:0.93 36:0.28 37:0.60 39:0.72 43:0.36 44:0.93 45:0.99 47:0.93 56:0.97 58:0.93 64:0.77 66:0.20 69:0.58 70:0.28 71:0.88 74:0.65 77:0.70 81:0.79 82:0.99 83:0.91 86:0.83 88:0.99 89:0.97 91:0.05 97:0.94 98:0.60 101:0.87 102:0.98 104:0.91 106:0.81 108:0.73 114:0.82 117:0.86 122:0.98 123:0.43 124:0.52 126:0.54 127:0.45 129:0.59 131:0.61 133:0.47 135:0.74 139:0.86 141:0.91 144:0.76 145:0.74 146:0.65 147:0.70 149:0.78 150:0.55 154:0.58 155:0.50 157:0.86 158:0.74 159:0.46 165:0.93 166:0.81 170:0.77 172:0.89 173:0.59 174:0.96 176:0.73 177:0.99 178:0.55 179:0.20 182:0.80 187:0.21 192:0.57 195:0.68 197:0.97 199:0.98 201:0.67 206:0.81 208:0.64 212:0.86 215:0.67 216:0.76 219:0.88 222:0.84 223:0.97 224:0.93 225:0.98 227:0.61 229:0.61 231:0.71 232:0.95 234:0.91 235:0.84 236:0.97 239:0.97 240:0.95 241:0.18 242:0.30 243:0.40 245:0.97 246:0.91 247:0.93 253:0.63 254:0.74 259:0.21 262:0.93 264:0.96 265:0.61 266:0.27 267:0.52 271:0.44 274:0.91 275:0.98 276:0.87 279:0.76 282:0.88 283:0.82 287:0.61 290:0.82 291:0.97 292:0.95 294:0.99 297:0.36 299:0.88 300:0.70\n2 1:0.69 8:1.00 9:0.80 10:0.90 11:0.75 12:0.69 17:0.75 18:0.75 23:0.98 26:0.97 27:0.28 29:0.77 30:0.75 31:0.99 34:0.61 36:0.99 37:0.93 39:0.72 43:0.24 44:0.92 45:0.91 56:0.97 58:0.99 62:0.99 64:0.77 66:0.92 69:0.59 70:0.50 71:0.88 74:0.60 76:0.94 77:0.89 79:0.98 80:0.99 81:0.83 82:0.99 83:0.91 86:0.83 88:0.98 89:0.97 91:0.86 96:0.94 97:0.94 98:0.84 99:1.00 101:0.71 102:0.97 104:0.58 108:0.45 114:0.98 120:0.90 122:0.67 123:0.43 126:0.54 127:0.33 128:0.99 129:0.05 131:0.87 135:0.74 137:0.99 139:0.83 140:0.80 141:0.99 143:1.00 144:0.76 145:0.59 146:0.74 147:0.78 149:0.20 150:0.66 151:0.97 153:0.88 154:0.57 155:0.67 157:0.84 158:0.73 159:0.30 162:0.79 164:0.82 165:0.88 166:0.81 168:0.99 170:0.77 172:0.79 173:0.70 174:0.83 176:0.73 177:0.99 179:0.39 182:0.81 191:0.87 192:1.00 193:0.96 195:0.64 196:0.98 197:0.86 199:0.96 201:0.68 202:0.76 204:0.79 205:0.98 208:0.64 212:0.72 215:0.96 216:0.25 219:0.88 222:0.84 223:0.97 224:0.98 225:0.99 227:0.92 229:0.89 231:0.72 232:0.79 234:0.97 235:0.52 236:0.97 239:0.92 240:0.99 241:0.85 242:0.18 243:0.92 246:0.92 247:0.88 248:0.90 253:0.93 254:0.92 255:1.00 256:0.78 259:0.21 260:0.90 264:0.96 265:0.84 266:0.38 267:0.19 268:0.80 271:0.44 274:0.98 275:0.93 276:0.66 279:0.75 282:0.80 283:0.67 284:0.97 285:0.62 287:0.94 290:0.98 292:0.88 294:0.98 297:0.36 300:0.55\n0 1:0.59 8:0.87 9:0.76 10:0.91 11:0.75 12:0.69 17:0.79 18:0.63 21:0.40 23:0.97 26:0.97 27:0.44 29:0.77 30:0.42 31:0.94 34:0.75 36:0.96 37:0.69 39:0.72 43:0.23 45:0.90 56:0.97 58:0.98 62:0.97 66:0.93 69:0.41 70:0.62 71:0.88 74:0.32 79:0.93 80:0.99 81:0.53 82:0.98 83:0.73 86:0.62 88:0.99 89:0.98 91:0.73 96:0.80 98:0.94 99:0.95 101:0.65 102:0.95 104:0.78 108:0.31 120:0.76 123:0.30 126:0.43 127:0.59 128:0.98 129:0.05 131:0.87 135:0.58 137:0.94 139:0.61 140:0.94 141:0.99 143:0.99 144:0.76 145:0.70 146:0.79 147:0.82 149:0.21 150:0.42 151:0.86 153:0.48 154:0.45 155:0.66 157:0.77 159:0.34 162:0.79 164:0.81 165:0.65 166:0.61 168:0.98 170:0.77 172:0.82 173:0.53 174:0.88 177:0.99 179:0.43 182:0.80 191:0.80 192:1.00 193:0.96 195:0.62 196:0.88 197:0.90 199:0.96 201:0.61 202:0.72 204:0.79 205:0.97 208:0.64 212:0.89 215:0.67 216:0.26 220:0.82 222:0.84 223:0.97 224:0.98 225:0.98 227:0.92 229:0.89 231:0.72 234:0.97 235:0.68 236:0.92 239:0.91 240:0.99 241:0.81 242:0.15 243:0.94 244:0.83 246:0.61 247:0.88 248:0.77 253:0.74 254:0.93 255:1.00 256:0.77 259:0.21 260:0.77 264:0.96 265:0.94 266:0.27 267:0.36 268:0.77 271:0.44 274:0.98 275:0.95 276:0.72 283:0.67 284:0.89 285:0.62 287:0.93 294:0.97 297:0.36 300:0.55\n2 8:0.94 12:0.20 17:0.53 20:0.77 21:0.13 25:0.88 27:0.42 28:0.92 30:0.95 34:0.58 36:0.70 37:0.47 43:0.21 55:0.52 66:0.54 69:0.93 78:0.78 81:0.92 91:0.69 98:0.12 100:0.83 104:0.74 108:0.86 111:0.79 120:0.84 123:0.85 126:0.54 127:0.08 129:0.05 135:0.23 140:0.80 146:0.20 147:0.25 149:0.11 150:0.85 151:0.77 152:0.75 153:0.88 154:0.13 159:0.10 161:0.73 162:0.65 164:0.91 167:0.76 169:0.82 172:0.10 173:0.99 177:0.05 178:0.42 179:0.14 181:0.73 186:0.79 187:0.68 191:0.91 202:0.87 215:0.84 216:0.66 220:0.74 235:0.12 241:0.72 243:0.63 248:0.76 256:0.88 259:0.21 260:0.85 261:0.76 265:0.13 267:0.91 268:0.88 271:0.35 283:0.60 285:0.62 297:0.36 300:0.08\n2 6:0.91 7:0.81 8:0.79 12:0.20 17:0.38 20:0.95 21:0.30 27:0.21 28:0.92 30:0.16 34:0.61 36:0.90 37:0.74 43:0.52 55:0.59 66:0.23 69:0.10 70:0.85 78:0.80 81:0.89 91:0.90 98:0.51 100:0.90 104:0.84 106:0.81 108:0.98 111:0.84 120:0.95 123:0.98 124:0.95 126:0.54 127:0.88 129:0.99 133:0.95 135:0.32 140:0.45 146:0.83 147:0.86 149:0.90 150:0.79 151:0.83 152:0.97 153:0.96 154:0.41 159:0.96 161:0.73 162:0.68 164:0.95 167:0.69 169:0.86 172:0.95 173:0.06 177:0.05 179:0.11 181:0.73 186:0.81 187:0.39 189:0.93 191:0.78 202:0.93 206:0.81 212:0.54 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.96 241:0.62 242:0.82 243:0.19 245:0.98 247:0.12 248:0.93 256:0.93 259:0.21 260:0.96 261:0.88 265:0.53 266:0.89 267:0.99 268:0.94 271:0.35 276:0.98 283:0.82 285:0.62 297:0.36 300:0.94\n1 12:0.20 17:0.11 21:0.78 27:0.04 28:0.92 30:0.68 34:0.47 36:0.57 37:0.91 43:0.50 55:0.52 66:0.54 69:0.15 70:0.31 91:0.51 98:0.53 108:0.12 120:0.53 123:0.12 124:0.48 127:0.24 129:0.59 133:0.47 135:0.65 140:0.45 146:0.51 147:0.57 149:0.48 151:0.46 153:0.48 154:0.39 159:0.27 161:0.73 162:0.62 164:0.57 167:0.70 172:0.32 173:0.27 177:0.05 179:0.75 181:0.73 187:0.68 202:0.50 212:0.42 216:0.73 220:0.91 235:0.05 241:0.64 242:0.82 243:0.63 245:0.50 247:0.12 248:0.46 256:0.45 259:0.21 260:0.53 265:0.54 266:0.27 267:0.98 268:0.46 271:0.35 276:0.32 285:0.62 300:0.25\n3 7:0.81 12:0.20 17:0.53 21:0.30 27:0.21 28:0.92 30:0.21 34:0.55 36:0.86 37:0.74 43:0.52 55:0.71 66:0.12 69:0.10 70:0.85 81:0.89 91:0.44 98:0.50 104:0.87 106:0.81 108:0.85 123:0.84 124:0.95 126:0.54 127:0.88 129:0.99 133:0.95 135:0.42 146:0.83 147:0.86 149:0.90 150:0.79 154:0.41 159:0.96 161:0.73 167:0.61 172:0.90 173:0.06 177:0.05 178:0.55 179:0.11 181:0.73 187:0.39 206:0.81 212:0.52 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 241:0.44 242:0.82 243:0.19 245:0.98 247:0.12 259:0.21 265:0.52 266:0.92 267:0.97 271:0.35 276:0.98 297:0.36 300:0.94\n2 7:0.81 12:0.20 17:0.59 21:0.30 27:0.21 28:0.92 30:0.16 34:0.69 36:0.86 37:0.74 43:0.52 55:0.59 66:0.23 69:0.10 70:0.85 81:0.89 91:0.44 98:0.51 108:0.98 123:0.98 124:0.95 126:0.54 127:0.88 129:0.99 133:0.95 135:0.37 146:0.83 147:0.86 149:0.90 150:0.79 154:0.41 159:0.96 161:0.73 167:0.56 172:0.95 173:0.06 177:0.05 178:0.55 179:0.11 181:0.73 187:0.39 212:0.54 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 241:0.24 242:0.82 243:0.19 245:0.98 247:0.12 259:0.21 265:0.53 266:0.89 267:0.96 271:0.35 276:0.98 297:0.36 300:0.94\n1 8:0.79 12:0.20 17:0.08 21:0.13 25:0.88 27:0.42 28:0.92 30:0.45 34:0.22 36:0.59 37:0.47 43:0.44 55:0.52 66:0.69 69:0.45 70:0.25 81:0.92 91:0.86 98:0.89 104:0.74 108:0.35 120:0.81 123:0.34 126:0.54 127:0.43 129:0.05 135:0.61 140:0.45 146:0.56 147:0.62 149:0.31 150:0.85 151:0.78 153:0.89 154:0.33 159:0.20 161:0.73 162:0.73 163:0.93 164:0.86 167:0.89 172:0.21 173:0.73 177:0.05 179:0.97 181:0.73 191:0.86 202:0.79 212:0.61 215:0.84 216:0.66 235:0.12 241:0.90 242:0.82 243:0.73 247:0.12 248:0.73 256:0.81 259:0.21 260:0.82 265:0.89 266:0.17 267:0.36 268:0.83 271:0.35 276:0.20 283:0.82 285:0.62 297:0.36 300:0.18\n2 8:0.96 12:0.20 17:0.57 21:0.13 25:0.88 27:0.07 28:0.92 30:0.95 34:0.59 36:0.71 37:0.98 43:0.21 55:0.52 66:0.54 69:0.93 81:0.92 91:0.17 98:0.12 104:0.58 108:0.86 120:0.86 123:0.85 126:0.54 127:0.08 129:0.05 135:0.37 140:0.45 146:0.20 147:0.25 149:0.11 150:0.85 151:0.76 153:0.87 154:0.13 159:0.10 161:0.73 162:0.82 164:0.86 167:0.80 172:0.10 173:1.00 177:0.05 179:0.14 181:0.73 187:0.21 202:0.77 215:0.84 216:0.67 235:0.12 241:0.75 243:0.63 248:0.80 256:0.81 259:0.21 260:0.86 265:0.13 267:0.65 268:0.82 271:0.35 285:0.62 297:0.36 300:0.08\n1 6:0.95 8:0.95 12:0.20 17:0.11 20:0.77 21:0.78 27:0.04 28:0.92 30:0.68 34:0.53 36:0.60 37:0.91 43:0.50 55:0.52 66:0.54 69:0.15 70:0.31 78:0.91 91:0.38 98:0.53 100:0.99 104:0.90 106:0.81 108:0.12 111:0.98 123:0.12 124:0.48 127:0.24 129:0.59 133:0.47 135:0.63 146:0.51 147:0.57 149:0.48 152:0.79 154:0.39 159:0.27 161:0.73 167:0.60 169:0.94 172:0.32 173:0.27 177:0.05 178:0.55 179:0.75 181:0.73 186:0.91 187:0.95 189:0.99 206:0.81 212:0.42 216:0.73 235:0.05 238:0.99 241:0.41 242:0.82 243:0.63 245:0.50 247:0.12 259:0.21 261:0.88 265:0.54 266:0.27 267:0.97 271:0.35 276:0.32 300:0.25\n1 12:0.20 17:0.22 21:0.40 27:0.45 28:0.92 30:0.62 32:0.80 34:0.53 36:0.28 37:0.50 43:0.32 55:0.84 66:0.33 69:0.69 70:0.74 81:0.88 91:0.25 98:0.62 108:0.52 123:0.50 124:0.79 126:0.54 127:0.50 129:0.89 133:0.78 135:0.83 145:0.40 146:0.84 147:0.87 149:0.57 150:0.74 154:0.24 159:0.70 161:0.73 163:0.94 167:0.60 172:0.48 173:0.56 177:0.05 178:0.55 179:0.58 181:0.73 187:0.68 195:0.86 212:0.27 215:0.67 216:0.77 235:0.42 241:0.43 242:0.82 243:0.50 245:0.69 247:0.12 259:0.21 265:0.62 266:0.80 267:0.69 271:0.35 276:0.60 297:0.36 300:0.70\n2 8:0.74 12:0.20 17:0.08 21:0.78 27:0.72 28:0.92 34:0.70 36:0.77 37:0.84 91:0.84 104:0.58 120:0.92 135:0.28 140:0.80 151:0.79 153:0.91 161:0.73 162:0.54 164:0.93 167:0.90 175:0.75 178:0.42 181:0.73 191:0.75 202:0.93 216:0.36 235:0.52 241:0.94 244:0.61 248:0.88 256:0.91 257:0.65 259:0.21 260:0.92 267:0.19 268:0.91 271:0.35 277:0.69 283:0.82 285:0.62\n3 6:0.98 8:0.98 12:0.20 17:0.07 20:0.94 21:0.47 25:0.88 27:0.07 28:0.92 30:0.21 32:0.80 34:0.31 36:0.81 37:0.98 43:0.23 55:0.59 66:0.27 69:0.87 70:0.50 78:0.92 81:0.86 91:1.00 98:0.44 100:0.99 104:0.58 108:0.82 111:0.98 120:0.98 123:0.74 124:0.59 126:0.54 127:0.21 129:0.59 133:0.47 135:0.19 140:0.45 145:0.91 146:0.51 147:0.57 149:0.34 150:0.69 151:0.90 152:0.97 153:0.99 154:0.16 159:0.30 161:0.73 162:0.75 164:0.99 167:0.91 169:0.97 172:0.27 173:0.93 177:0.05 179:0.64 181:0.73 186:0.93 189:0.99 191:0.97 195:0.68 202:0.98 212:0.37 215:0.63 216:0.67 220:0.62 235:0.52 238:1.00 241:0.97 242:0.82 243:0.46 245:0.56 247:0.12 248:0.98 256:0.99 259:0.21 260:0.99 261:0.98 265:0.28 266:0.38 267:0.84 268:0.99 271:0.35 276:0.35 283:0.82 285:0.62 297:0.36 300:0.33\n1 8:0.60 12:0.20 17:0.34 21:0.13 25:0.88 27:0.69 28:0.92 34:0.26 36:0.33 37:0.29 81:0.92 91:0.85 104:0.58 120:0.86 126:0.54 135:0.30 140:0.80 150:0.85 151:0.75 153:0.86 161:0.73 162:0.58 164:0.88 167:0.90 175:0.75 178:0.42 181:0.73 202:0.85 215:0.84 216:0.51 235:0.12 241:0.92 244:0.61 248:0.81 256:0.86 257:0.65 259:0.21 260:0.87 267:0.65 268:0.85 271:0.35 277:0.69 283:0.82 285:0.62 297:0.36\n1 12:0.20 17:0.16 25:0.88 27:0.72 28:0.92 30:0.62 34:0.71 36:0.58 43:0.47 55:0.92 66:0.61 69:0.33 70:0.34 78:0.80 81:0.95 91:0.84 98:0.77 104:0.58 108:0.54 111:0.80 120:0.89 123:0.52 124:0.43 126:0.54 127:0.55 129:0.59 133:0.47 135:0.47 140:0.45 146:0.05 147:0.05 149:0.37 150:0.91 151:0.79 153:0.90 154:0.36 159:0.32 161:0.73 162:0.82 163:0.86 164:0.87 167:0.90 169:0.82 172:0.27 173:0.48 177:0.05 179:0.94 181:0.73 202:0.78 212:0.30 215:0.96 216:0.18 235:0.02 241:0.92 242:0.82 243:0.23 245:0.42 247:0.12 248:0.84 256:0.84 260:0.89 265:0.77 266:0.27 267:0.85 268:0.84 271:0.35 276:0.28 285:0.62 297:0.36 300:0.25\n2 6:0.87 8:0.81 12:0.20 17:0.26 20:0.81 21:0.05 25:0.88 27:0.72 28:0.92 30:0.66 32:0.80 34:0.82 36:0.55 43:0.51 55:0.59 66:0.46 69:0.32 70:0.42 78:0.77 81:0.99 91:0.66 98:0.73 100:0.81 104:0.76 108:0.49 111:0.77 120:0.82 123:0.47 124:0.74 126:0.54 127:0.65 129:0.89 133:0.78 135:0.70 140:0.45 145:0.96 146:0.05 147:0.05 149:0.62 150:0.99 151:0.75 152:0.78 153:0.86 154:0.40 159:0.41 161:0.73 162:0.69 164:0.85 167:0.80 169:0.79 172:0.45 173:0.40 177:0.05 179:0.72 181:0.73 186:0.78 187:0.21 189:0.88 191:0.96 195:0.61 202:0.78 212:0.36 215:0.91 216:0.34 220:0.93 235:0.52 238:0.91 241:0.76 242:0.82 243:0.13 245:0.57 247:0.12 248:0.74 256:0.80 259:0.21 260:0.83 261:0.78 265:0.74 266:0.54 267:0.99 268:0.81 271:0.35 276:0.46 285:0.62 297:1.00 300:0.33\n1 12:0.20 17:0.32 25:0.88 27:0.07 28:0.92 30:0.91 32:0.80 34:0.34 36:0.97 37:0.98 43:0.50 55:0.59 66:0.69 69:0.30 70:0.13 81:0.97 91:0.58 98:0.69 104:0.58 108:0.24 120:0.53 123:0.23 126:0.54 127:0.21 129:0.05 135:0.61 140:0.45 145:0.91 146:0.32 147:0.39 149:0.35 150:0.96 151:0.46 153:0.48 154:0.39 159:0.13 161:0.73 162:0.62 164:0.57 167:0.82 172:0.21 173:0.70 177:0.05 179:0.90 181:0.73 187:0.21 195:0.52 202:0.50 212:0.95 215:0.96 216:0.67 220:0.87 235:0.52 241:0.76 242:0.82 243:0.73 247:0.12 248:0.46 256:0.45 259:0.21 260:0.53 265:0.69 266:0.12 267:0.23 268:0.46 271:0.35 276:0.23 285:0.62 297:0.99 300:0.13\n1 6:0.84 8:0.74 12:0.20 17:0.24 20:0.94 25:0.88 27:0.32 28:0.92 34:0.53 36:0.48 37:0.60 78:0.80 81:0.95 91:0.96 100:0.83 104:0.58 111:0.80 120:0.98 126:0.54 135:0.61 140:0.45 150:0.91 151:0.84 152:0.87 153:0.98 161:0.73 162:0.56 164:0.98 167:0.90 169:0.82 175:0.75 181:0.73 186:0.80 189:0.86 191:0.85 202:0.97 215:0.96 216:0.50 235:0.02 238:0.91 241:0.95 244:0.61 248:0.97 256:0.97 257:0.65 260:0.98 261:0.84 267:0.82 268:0.97 271:0.35 277:0.69 283:0.82 285:0.62 297:0.36\n1 6:0.98 8:0.60 12:0.20 17:0.12 20:0.94 25:0.88 27:0.07 28:0.92 34:0.69 36:0.75 37:0.98 78:0.84 81:0.95 91:0.74 100:0.89 104:0.58 111:0.84 120:0.84 126:0.54 135:0.65 140:0.45 150:0.91 151:0.78 152:0.97 153:0.90 161:0.73 162:0.49 164:0.82 167:0.82 169:0.97 175:0.75 181:0.73 186:0.84 187:0.21 189:0.83 202:0.85 215:0.96 216:0.67 235:0.05 238:0.92 241:0.76 244:0.61 248:0.76 256:0.78 257:0.65 259:0.21 260:0.85 261:0.98 267:0.18 268:0.77 271:0.35 277:0.69 285:0.62 297:0.36\n2 6:0.84 7:0.81 8:0.73 12:0.20 17:0.55 20:0.83 21:0.30 27:0.50 28:0.92 30:0.21 32:0.80 34:0.67 36:0.88 37:0.60 43:0.40 55:0.71 66:0.19 69:0.53 70:0.81 78:0.77 81:0.89 91:0.37 98:0.50 100:0.79 104:0.84 106:0.81 108:0.99 111:0.76 120:0.80 123:0.99 124:0.97 126:0.54 127:0.97 129:0.99 133:0.97 135:0.74 140:0.45 145:0.70 146:0.97 147:0.98 149:0.91 150:0.79 151:0.73 152:0.79 153:0.78 154:0.31 159:0.97 161:0.73 162:0.72 164:0.79 167:0.55 169:0.76 172:0.97 173:0.09 177:0.05 179:0.10 181:0.73 186:0.77 187:0.39 189:0.86 195:1.00 202:0.71 206:0.81 212:0.54 215:0.72 216:0.86 220:0.87 230:0.87 233:0.76 235:0.31 238:0.85 241:0.21 242:0.82 243:0.24 245:0.99 247:0.12 248:0.73 256:0.71 259:0.21 260:0.81 261:0.77 265:0.52 266:0.94 267:0.96 268:0.75 271:0.35 276:0.99 283:0.82 285:0.62 297:0.36 300:0.94\n1 12:0.20 17:0.28 21:0.71 27:0.45 28:0.92 30:0.30 32:0.80 34:0.64 36:0.35 37:0.50 43:0.32 55:0.84 66:0.31 69:0.70 70:0.97 81:0.73 91:0.17 98:0.29 108:0.97 123:0.97 124:0.89 126:0.54 127:0.63 129:0.96 133:0.90 135:0.89 145:0.49 146:0.66 147:0.71 149:0.57 150:0.54 154:0.24 159:0.93 161:0.73 163:0.90 167:0.54 172:0.65 173:0.28 177:0.05 178:0.55 179:0.39 181:0.73 187:0.68 195:0.99 212:0.16 215:0.48 216:0.77 235:0.84 241:0.15 242:0.82 243:0.33 245:0.76 247:0.12 259:0.21 265:0.31 266:0.96 267:0.44 271:0.35 276:0.67 297:0.36 300:0.98\n2 7:0.81 8:0.92 12:0.20 17:0.92 21:0.05 27:0.72 28:0.92 30:0.62 34:0.45 36:0.77 37:0.84 43:0.49 55:0.84 66:0.83 69:0.21 70:0.34 81:0.93 91:0.81 98:0.95 104:0.54 108:0.17 120:0.80 123:0.16 126:0.54 127:0.64 129:0.05 135:0.51 140:0.45 146:0.83 147:0.86 149:0.52 150:0.88 151:0.70 153:0.71 154:0.38 159:0.40 161:0.73 162:0.66 164:0.74 167:0.89 172:0.51 173:0.33 177:0.05 179:0.83 181:0.73 191:0.83 202:0.66 212:0.28 215:0.91 216:0.29 220:0.62 230:0.87 233:0.76 235:0.05 241:0.91 242:0.82 243:0.84 247:0.12 248:0.72 256:0.64 259:0.21 260:0.81 265:0.95 266:0.47 267:0.69 268:0.68 271:0.35 276:0.43 285:0.62 297:0.36 300:0.25\n0 7:0.81 12:0.20 17:0.30 20:0.75 21:0.54 27:0.61 28:0.92 30:0.30 32:0.80 37:0.28 43:0.50 55:0.84 66:0.26 69:0.25 70:0.60 78:0.89 81:0.84 91:0.87 98:0.25 100:0.73 104:0.90 106:0.81 108:0.68 111:0.96 120:0.96 123:0.66 124:0.87 126:0.54 127:0.51 129:0.95 133:0.87 140:0.45 145:0.49 146:0.05 147:0.05 149:0.42 150:0.64 151:0.84 152:0.74 153:0.98 154:0.39 159:0.86 161:0.73 162:0.75 163:0.86 164:0.97 167:0.61 169:0.95 172:0.27 173:0.10 177:0.05 179:0.78 181:0.73 186:0.73 187:0.39 195:0.97 202:0.94 206:0.81 212:0.13 215:0.58 216:0.75 230:0.87 233:0.76 235:0.60 238:0.98 241:0.44 242:0.82 243:0.15 245:0.49 247:0.12 248:0.94 256:0.96 260:0.96 261:0.73 265:0.27 266:0.75 268:0.96 271:0.35 276:0.43 283:0.82 285:0.62 297:0.36 300:0.43\n2 7:0.81 12:0.20 17:0.94 21:0.59 27:0.72 28:0.92 30:0.43 32:0.80 34:0.86 36:0.56 43:0.50 55:0.59 66:0.99 69:0.34 70:0.41 81:0.97 91:0.82 98:1.00 104:0.57 108:0.27 123:0.26 126:0.54 127:0.98 129:0.05 135:0.49 145:0.82 146:0.98 147:0.99 149:0.96 150:0.96 154:0.39 159:0.78 161:0.73 167:0.85 172:0.98 173:0.21 177:0.05 178:0.55 179:0.14 181:0.73 195:0.90 212:0.94 215:0.55 216:0.04 230:0.87 233:0.76 235:0.84 241:0.78 242:0.82 243:0.99 247:0.12 259:0.21 265:1.00 266:0.38 267:0.18 271:0.35 276:0.96 297:0.36 300:0.43\n1 6:0.80 8:0.59 12:0.20 17:0.34 20:0.94 27:0.35 28:0.92 30:0.53 34:0.67 36:0.76 37:0.24 43:0.52 55:0.84 66:0.54 69:0.05 70:0.64 78:0.83 81:0.95 91:0.79 98:0.67 100:0.87 104:0.89 106:0.81 108:0.05 111:0.83 120:0.87 123:0.05 124:0.69 126:0.54 127:0.75 129:0.89 133:0.78 135:0.79 140:0.45 146:0.91 147:0.93 149:0.79 150:0.91 151:0.79 152:0.88 153:0.91 154:0.41 159:0.80 161:0.73 162:0.77 164:0.92 167:0.64 169:0.84 172:0.80 173:0.07 177:0.05 179:0.36 181:0.73 186:0.83 187:0.39 189:0.82 202:0.86 206:0.81 212:0.37 215:0.96 216:0.51 220:0.74 235:0.02 238:0.90 241:0.53 242:0.82 243:0.63 245:0.84 247:0.12 248:0.81 256:0.87 259:0.21 260:0.87 261:0.87 265:0.68 266:0.89 267:0.52 268:0.89 271:0.35 276:0.79 283:0.82 285:0.62 297:0.36 300:0.70\n2 1:0.74 8:0.95 9:0.80 11:0.64 12:0.37 17:0.24 20:0.78 21:0.40 27:0.61 28:0.66 30:0.38 34:0.26 36:0.60 37:0.89 39:0.96 41:0.98 43:0.82 46:0.96 66:0.49 69:0.29 70:0.83 74:0.87 78:0.76 81:0.56 83:0.86 85:0.91 91:0.65 96:0.96 98:0.40 100:0.80 101:0.80 104:0.54 107:0.98 108:0.22 110:0.90 111:0.76 114:0.82 120:0.92 122:0.57 123:0.22 124:0.65 125:0.99 126:0.54 127:0.96 129:0.59 131:0.81 133:0.64 135:0.74 140:0.45 144:0.57 146:0.57 147:0.62 149:0.85 150:0.74 151:0.97 152:0.76 153:0.90 154:0.77 155:0.67 157:0.83 159:0.68 160:0.99 161:0.68 162:0.73 164:0.88 165:0.83 166:0.73 167:0.90 169:0.77 172:0.57 173:0.23 176:0.73 177:0.38 179:0.66 181:0.76 182:0.79 186:0.77 191:0.92 192:0.59 201:0.74 202:0.83 208:0.64 212:0.55 215:0.67 216:0.36 222:0.35 227:0.84 229:0.88 231:0.62 232:0.74 235:0.52 241:0.89 242:0.52 243:0.60 245:0.70 246:0.87 247:0.47 248:0.96 253:0.97 255:0.79 256:0.87 259:0.21 260:0.92 261:0.75 265:0.42 266:0.63 267:0.28 268:0.86 271:0.87 276:0.53 285:0.62 287:0.90 289:0.89 290:0.82 297:0.36 300:0.70\n3 1:0.74 6:0.98 7:0.81 8:0.99 9:0.80 11:0.64 12:0.37 17:0.09 20:0.85 21:0.47 27:0.09 28:0.66 30:0.33 32:0.80 34:0.44 36:0.83 37:0.83 39:0.96 41:0.99 43:0.91 46:0.95 60:0.99 66:0.18 69:0.43 70:0.94 74:0.91 76:0.85 77:0.89 78:0.77 81:0.54 83:0.90 85:0.93 91:0.80 96:0.99 98:0.26 100:0.86 101:0.77 104:0.79 107:0.98 108:0.94 110:0.90 111:0.79 114:0.80 120:0.98 121:0.90 122:0.67 123:0.94 124:0.88 125:0.99 126:0.54 127:0.92 129:0.93 131:0.81 133:0.87 135:0.39 138:0.99 140:0.45 144:0.57 145:0.59 146:0.54 147:0.60 149:0.77 150:0.72 151:0.99 152:0.90 153:0.97 154:0.91 155:0.67 157:0.82 158:0.92 159:0.86 160:1.00 161:0.68 162:0.75 164:0.96 165:0.80 166:0.73 167:0.84 169:0.85 172:0.41 173:0.20 176:0.73 177:0.38 179:0.57 181:0.76 182:0.79 186:0.78 187:0.21 189:1.00 191:0.93 192:0.59 195:0.94 201:0.74 202:0.94 204:0.89 208:0.64 212:0.19 215:0.63 216:0.84 220:0.62 222:0.35 227:0.84 229:0.88 230:0.84 231:0.62 232:0.84 233:0.69 235:0.68 238:0.97 241:0.77 242:0.45 243:0.32 245:0.70 246:0.87 247:0.47 248:0.99 253:0.99 255:0.79 256:0.95 259:0.21 260:0.98 261:0.85 265:0.28 266:0.91 267:0.28 268:0.96 271:0.87 276:0.61 279:0.86 282:0.88 283:0.82 285:0.62 287:0.90 289:0.89 290:0.80 297:0.36 299:0.88 300:0.94\n1 1:0.74 11:0.64 12:0.37 17:0.43 21:0.59 27:0.45 28:0.66 30:0.45 32:0.80 34:0.83 36:0.18 37:0.50 39:0.96 43:0.82 46:0.94 66:0.30 69:0.70 70:0.61 74:0.76 77:0.70 81:0.48 83:0.73 85:0.88 91:0.06 98:0.24 101:0.75 107:0.97 108:0.53 110:0.90 114:0.74 122:0.43 123:0.51 124:0.71 125:0.88 126:0.54 127:0.26 129:0.81 131:0.61 133:0.67 135:0.68 144:0.57 145:0.45 146:0.48 147:0.54 149:0.81 150:0.67 154:0.77 155:0.67 157:0.80 159:0.66 160:0.88 161:0.68 163:0.81 165:0.78 166:0.73 167:0.66 172:0.32 173:0.50 176:0.73 177:0.38 178:0.55 179:0.60 181:0.76 182:0.78 187:0.68 192:0.59 195:0.92 201:0.74 212:0.36 215:0.55 216:0.77 222:0.35 227:0.61 229:0.61 231:0.62 235:0.74 241:0.54 242:0.52 243:0.48 245:0.60 246:0.87 247:0.55 253:0.66 259:0.21 265:0.26 266:0.54 267:0.36 271:0.87 276:0.37 282:0.88 287:0.61 289:0.89 290:0.74 297:0.36 299:0.88 300:0.43\n3 1:0.74 6:0.98 7:0.81 8:0.98 9:0.80 11:0.64 12:0.37 17:0.09 20:0.97 21:0.47 27:0.11 28:0.66 30:0.56 34:0.36 36:0.83 37:0.79 39:0.96 41:1.00 43:0.39 46:0.93 55:0.92 60:0.98 66:0.19 69:0.96 70:0.46 74:0.81 76:0.85 77:0.89 78:0.93 81:0.53 83:0.91 85:0.80 91:0.96 96:1.00 98:0.38 100:0.99 101:0.72 104:0.73 107:0.96 108:0.92 110:0.90 111:0.98 114:0.80 120:1.00 121:0.90 122:0.43 123:0.93 124:0.85 125:0.96 126:0.54 127:0.86 129:0.59 131:0.81 133:0.82 135:0.21 138:1.00 140:0.45 144:0.57 145:0.82 146:0.23 147:0.05 149:0.48 150:0.71 151:1.00 152:0.95 153:0.99 154:0.24 155:0.67 157:0.77 158:0.87 159:0.84 160:1.00 161:0.68 162:0.49 164:1.00 165:0.80 166:0.73 167:0.90 169:0.98 172:0.21 173:0.96 176:0.73 177:0.05 179:0.83 181:0.76 182:0.78 186:0.93 189:0.99 191:0.98 192:0.59 195:0.94 201:0.74 202:1.00 204:0.89 208:0.64 212:0.13 215:0.63 216:0.85 220:0.74 222:0.35 227:0.84 229:0.88 230:0.84 231:0.62 232:0.79 233:0.69 235:0.60 238:0.99 241:0.86 242:0.24 243:0.15 245:0.52 246:0.87 247:0.60 248:1.00 253:1.00 255:0.79 256:1.00 257:0.65 259:0.21 260:1.00 261:0.98 265:0.13 266:0.75 267:0.97 268:1.00 271:0.87 276:0.37 279:0.86 282:0.81 283:0.71 285:0.62 287:0.90 289:0.89 290:0.80 297:0.36 300:0.33\n3 1:0.74 6:0.98 7:0.81 8:0.81 9:0.80 11:0.64 12:0.37 17:0.01 20:0.88 21:0.64 27:0.11 28:0.66 30:0.15 34:0.29 36:0.97 37:0.79 39:0.96 41:1.00 43:0.73 46:0.93 55:0.71 60:0.95 66:0.33 69:0.86 70:0.84 74:0.83 76:0.85 77:0.70 78:0.77 81:0.48 83:0.90 85:0.72 91:0.82 96:0.99 98:0.48 100:0.81 101:0.71 104:0.73 107:0.95 108:0.86 110:0.89 111:0.77 114:0.72 117:0.86 120:0.97 121:0.90 122:0.51 123:0.85 124:0.71 125:0.96 126:0.54 127:0.71 129:0.59 131:0.81 133:0.64 135:0.84 138:1.00 140:0.45 144:0.57 145:0.86 146:0.13 147:0.41 149:0.54 150:0.66 151:0.99 152:0.95 153:0.97 154:0.63 155:0.67 157:0.76 158:0.87 159:0.70 160:1.00 161:0.68 162:0.48 163:0.75 164:0.98 165:0.70 166:0.73 167:0.82 169:0.98 172:0.27 173:0.82 176:0.73 177:0.05 179:0.86 181:0.76 182:0.78 186:0.78 187:0.39 189:0.97 191:0.91 192:0.59 195:0.83 201:0.74 202:0.99 204:0.89 208:0.64 212:0.15 215:0.53 216:0.85 220:0.74 222:0.35 227:0.84 229:0.88 230:0.84 231:0.62 232:0.79 233:0.69 235:0.88 238:0.91 241:0.76 242:0.33 243:0.37 245:0.53 246:0.87 247:0.39 248:0.99 253:0.99 255:0.79 256:0.99 257:0.65 259:0.21 260:0.97 261:0.98 265:0.50 266:0.63 267:0.94 268:0.98 271:0.87 276:0.36 279:0.86 282:0.81 283:0.71 285:0.62 287:0.90 289:0.89 290:0.72 297:0.36 300:0.55\n3 1:0.74 6:0.93 8:0.93 9:0.80 11:0.64 12:0.37 17:0.26 20:0.82 21:0.05 27:0.12 28:0.66 30:0.37 34:0.19 36:0.62 37:0.88 39:0.96 41:0.95 43:0.73 46:0.95 66:0.15 69:0.85 70:0.87 74:0.78 77:0.70 78:0.81 81:0.74 83:0.82 85:0.90 91:0.80 96:0.95 98:0.27 100:0.92 101:0.78 104:0.58 107:0.98 108:0.91 110:0.90 111:0.86 114:0.95 117:0.86 120:0.85 122:0.57 123:0.69 124:0.76 125:0.98 126:0.54 127:0.82 129:0.81 131:0.81 133:0.76 135:0.19 140:0.80 144:0.57 145:0.38 146:0.46 147:0.05 149:0.70 150:0.84 151:0.86 152:0.92 153:0.95 154:0.64 155:0.67 157:0.82 158:0.83 159:0.75 160:0.99 161:0.68 162:0.84 164:0.82 165:0.90 166:0.73 167:0.81 169:0.96 172:0.48 173:0.78 176:0.73 177:0.05 179:0.70 181:0.76 182:0.78 186:0.82 187:0.21 189:0.99 191:0.82 192:0.59 195:0.86 201:0.74 202:0.78 208:0.64 212:0.57 215:0.91 216:0.72 222:0.35 227:0.84 229:0.88 231:0.62 232:0.77 235:0.22 238:0.98 241:0.75 242:0.44 243:0.11 245:0.63 246:0.87 247:0.60 248:0.91 253:0.95 255:0.79 256:0.83 257:0.65 259:0.21 260:0.85 261:0.96 265:0.21 266:0.71 267:0.59 268:0.84 271:0.87 276:0.50 282:0.81 285:0.62 287:0.90 289:0.89 290:0.95 297:0.36 300:0.70\n3 1:0.74 6:0.83 7:0.76 8:0.93 9:0.80 11:0.64 12:0.37 17:0.16 20:0.89 27:0.13 28:0.66 30:0.68 32:0.80 34:0.25 36:0.92 37:0.86 39:0.96 41:0.98 43:0.93 46:0.96 60:0.97 66:0.32 69:0.33 70:0.24 74:0.79 77:0.70 78:0.77 81:0.82 83:0.90 85:0.85 91:0.89 96:0.97 98:0.17 100:0.80 101:0.78 104:0.58 107:0.96 108:0.26 110:0.90 111:0.77 114:0.98 120:0.93 122:0.43 123:0.25 124:0.72 125:0.98 126:0.54 127:0.64 129:0.59 131:0.81 133:0.64 135:0.24 138:0.98 140:0.45 144:0.57 145:0.86 146:0.24 147:0.30 149:0.77 150:0.89 151:0.98 152:0.84 153:0.93 154:0.93 155:0.67 157:0.80 158:0.92 159:0.52 160:1.00 161:0.68 162:0.80 164:0.92 165:0.93 166:0.73 167:0.92 169:0.78 172:0.21 173:0.33 176:0.73 177:0.38 179:0.90 181:0.76 182:0.79 186:0.78 189:0.85 191:0.91 192:0.59 195:0.73 201:0.74 202:0.88 208:0.64 212:0.42 215:0.96 216:0.35 220:0.74 222:0.35 227:0.84 229:0.88 230:0.78 231:0.62 232:0.77 233:0.69 235:0.05 238:0.89 241:0.96 242:0.45 243:0.49 245:0.48 246:0.87 247:0.39 248:0.97 253:0.97 255:0.79 256:0.91 259:0.21 260:0.94 261:0.80 265:0.19 266:0.27 267:0.44 268:0.92 271:0.87 276:0.28 279:0.86 282:0.88 283:0.82 285:0.62 287:0.90 289:0.89 290:0.98 297:0.99 299:0.88 300:0.18\n2 1:0.74 8:0.98 9:0.80 11:0.64 12:0.37 17:0.34 27:0.55 28:0.66 30:0.56 32:0.71 34:0.40 36:0.95 37:0.83 39:0.96 41:0.99 43:0.68 46:0.95 60:1.00 66:0.44 69:0.89 70:0.58 74:0.82 76:0.85 77:0.70 78:0.88 81:0.80 83:0.90 85:0.88 91:0.90 96:0.99 98:0.35 101:0.77 104:0.58 107:0.97 108:0.78 110:0.90 111:0.91 114:0.98 120:0.97 122:0.57 123:0.76 124:0.68 125:0.99 126:0.54 127:0.92 129:0.59 131:0.81 133:0.64 135:0.30 140:0.45 144:0.57 145:0.61 146:0.54 147:0.32 149:0.68 150:0.88 151:0.99 153:0.97 154:0.57 155:0.67 157:0.81 158:0.92 159:0.71 160:1.00 161:0.68 162:0.77 164:0.94 165:0.92 166:0.73 167:0.91 169:0.93 172:0.37 173:0.87 176:0.73 177:0.05 179:0.83 181:0.76 182:0.79 191:0.93 192:0.59 195:0.82 201:0.74 202:0.89 208:0.64 212:0.23 215:0.96 216:0.45 222:0.35 227:0.84 229:0.88 231:0.62 232:0.77 235:0.05 238:0.95 241:0.93 242:0.55 243:0.25 245:0.57 246:0.87 247:0.39 248:0.99 253:0.99 255:0.79 256:0.92 257:0.65 260:0.97 265:0.37 266:0.47 267:0.52 268:0.92 271:0.87 276:0.38 279:0.86 282:0.79 283:0.82 285:0.62 287:0.90 289:0.89 290:0.98 297:0.36 300:0.43\n1 1:0.74 8:0.95 9:0.80 11:0.64 12:0.37 17:0.24 20:0.78 21:0.40 27:0.61 28:0.66 30:0.38 34:0.26 36:0.60 37:0.89 39:0.96 41:0.98 43:0.82 46:0.96 66:0.49 69:0.29 70:0.83 74:0.87 78:0.76 81:0.56 83:0.86 85:0.91 91:0.65 96:0.96 98:0.40 100:0.80 101:0.80 104:0.54 107:0.98 108:0.22 110:0.90 111:0.76 114:0.82 120:0.92 122:0.57 123:0.22 124:0.65 125:0.99 126:0.54 127:0.96 129:0.59 131:0.81 133:0.64 135:0.74 140:0.45 144:0.57 146:0.57 147:0.62 149:0.85 150:0.74 151:0.97 152:0.76 153:0.90 154:0.77 155:0.67 157:0.83 159:0.68 160:0.99 161:0.68 162:0.73 164:0.88 165:0.83 166:0.73 167:0.90 169:0.77 172:0.57 173:0.23 176:0.73 177:0.38 179:0.66 181:0.76 182:0.79 186:0.77 191:0.92 192:0.59 201:0.74 202:0.83 208:0.64 212:0.55 215:0.67 216:0.36 222:0.35 227:0.84 229:0.88 231:0.62 232:0.74 235:0.52 241:0.89 242:0.52 243:0.60 245:0.70 246:0.87 247:0.47 248:0.96 253:0.97 255:0.79 256:0.87 259:0.21 260:0.92 261:0.75 265:0.42 266:0.63 267:0.28 268:0.86 271:0.87 276:0.53 285:0.62 287:0.90 289:0.89 290:0.82 297:0.36 300:0.70\n0 1:0.74 8:0.95 9:0.80 11:0.64 12:0.37 17:0.22 21:0.13 27:0.13 28:0.66 30:0.30 34:0.56 36:0.57 37:0.86 39:0.96 41:0.99 43:0.77 46:0.94 55:0.45 60:0.98 66:0.26 69:0.78 70:0.80 74:0.85 81:0.68 83:0.90 85:0.80 91:0.94 96:0.98 98:0.25 101:0.73 107:0.96 108:0.32 110:0.89 114:0.92 120:0.95 122:0.67 123:0.31 124:0.79 125:0.98 126:0.54 127:0.89 129:0.59 131:0.81 133:0.76 135:0.63 138:0.99 140:0.45 144:0.57 146:0.28 147:0.46 149:0.66 150:0.81 151:0.97 153:0.88 154:0.70 155:0.67 157:0.78 158:0.87 159:0.71 160:1.00 161:0.68 162:0.74 164:0.94 165:0.88 166:0.73 167:0.89 172:0.27 173:0.71 176:0.73 177:0.05 179:0.83 181:0.76 182:0.79 191:0.91 192:0.59 201:0.74 202:0.90 208:0.64 212:0.39 215:0.84 216:0.55 220:0.62 222:0.35 227:0.84 229:0.88 231:0.62 232:0.74 235:0.22 241:0.82 242:0.63 243:0.45 245:0.54 246:0.87 247:0.39 248:0.98 253:0.98 255:0.79 256:0.92 257:0.65 259:0.21 260:0.95 265:0.27 266:0.54 267:0.73 268:0.93 271:0.87 276:0.32 277:0.69 279:0.86 283:0.71 285:0.62 287:0.90 289:0.89 290:0.92 297:0.36 300:0.55\n2 1:0.74 6:0.91 7:0.81 8:0.91 9:0.80 12:0.37 17:0.15 20:0.93 21:0.54 27:0.27 28:0.66 30:0.45 34:0.55 36:0.87 37:0.68 39:0.96 41:1.00 43:0.43 46:0.88 55:0.45 60:1.00 66:0.49 69:0.32 70:0.25 74:0.76 76:0.94 78:0.80 81:0.52 83:0.90 91:0.94 96:1.00 98:0.28 100:0.86 104:0.58 107:0.90 108:0.25 110:0.88 111:0.81 114:0.77 120:0.99 121:0.90 122:0.67 123:0.24 124:0.48 125:0.99 126:0.54 127:0.55 129:0.59 131:0.81 133:0.47 135:0.42 140:0.45 144:0.57 146:0.36 147:0.42 149:0.30 150:0.69 151:1.00 152:0.87 153:0.99 154:0.32 155:0.67 157:0.61 158:0.92 159:0.53 160:1.00 161:0.68 162:0.79 163:0.75 164:0.97 165:0.79 166:0.73 167:0.90 169:0.85 172:0.16 173:0.30 175:0.75 176:0.73 177:0.05 179:0.98 181:0.76 182:0.79 186:0.80 189:0.92 191:0.97 192:0.59 201:0.74 202:0.95 204:0.89 208:0.64 212:0.61 215:0.58 216:0.60 222:0.35 227:0.84 229:0.88 230:0.84 231:0.62 232:0.77 233:0.69 235:0.74 238:0.95 241:0.87 242:0.82 243:0.60 244:0.61 245:0.39 246:0.87 247:0.12 248:1.00 253:0.99 255:0.79 256:0.97 257:0.65 259:0.21 260:0.99 261:0.85 265:0.30 266:0.17 267:0.69 268:0.97 271:0.87 276:0.15 277:0.69 279:0.86 283:0.82 285:0.62 287:0.90 289:0.89 290:0.77 297:0.36 300:0.18\n3 1:0.74 6:0.93 8:0.92 9:0.80 11:0.64 12:0.37 17:0.16 20:0.98 21:0.13 27:0.12 28:0.66 30:0.28 34:0.22 36:0.84 37:0.88 39:0.96 41:1.00 43:0.67 46:0.95 60:1.00 66:0.07 69:0.89 70:0.97 74:0.75 78:0.91 81:0.68 83:0.91 85:0.90 91:0.99 96:1.00 98:0.21 100:0.98 101:0.76 104:0.58 107:0.98 108:0.94 110:0.90 111:0.95 114:0.92 120:0.99 122:0.57 123:0.83 124:0.88 125:0.98 126:0.54 127:0.89 129:0.89 131:0.81 133:0.89 135:0.20 138:1.00 140:0.45 144:0.57 146:0.13 147:0.05 149:0.65 150:0.81 151:1.00 152:0.92 153:0.98 154:0.57 155:0.67 157:0.81 158:0.92 159:0.83 160:1.00 161:0.68 162:0.73 164:0.98 165:0.88 166:0.73 167:0.90 169:0.96 172:0.48 173:0.79 176:0.73 177:0.05 179:0.67 181:0.76 182:0.79 186:0.91 189:0.94 191:0.96 192:0.59 201:0.74 202:0.97 208:0.64 212:0.51 215:0.84 216:0.72 220:0.74 222:0.35 227:0.84 229:0.88 231:0.62 232:0.77 235:0.22 238:0.98 241:0.89 242:0.39 243:0.11 245:0.59 246:0.87 247:0.67 248:1.00 253:1.00 255:0.79 256:0.98 257:0.65 259:0.21 260:0.99 261:0.96 265:0.18 266:0.80 267:0.76 268:0.98 271:0.87 276:0.55 279:0.86 283:0.82 285:0.62 287:0.90 289:0.89 290:0.92 297:0.36 300:0.84\n1 1:0.74 11:0.64 12:0.37 17:0.34 21:0.59 27:0.45 28:0.66 30:0.45 34:0.61 36:0.20 37:0.50 39:0.96 43:0.82 46:0.94 55:0.84 60:0.87 66:0.47 69:0.61 70:0.61 74:0.76 81:0.48 83:0.86 85:0.72 91:0.17 98:0.59 101:0.72 107:0.97 108:0.46 110:0.90 114:0.74 122:0.51 123:0.44 124:0.56 125:0.88 126:0.54 127:0.45 129:0.59 131:0.61 133:0.47 135:0.78 144:0.57 145:0.50 146:0.69 147:0.73 149:0.61 150:0.67 154:0.77 155:0.67 157:0.76 158:0.87 159:0.51 160:0.88 161:0.68 163:0.90 165:0.78 166:0.73 167:0.55 172:0.41 173:0.58 176:0.73 177:0.38 178:0.55 179:0.73 181:0.76 182:0.78 187:0.68 192:0.59 201:0.74 208:0.64 212:0.36 215:0.55 216:0.77 222:0.35 227:0.61 229:0.61 231:0.62 235:0.74 241:0.12 242:0.22 243:0.59 245:0.66 246:0.87 247:0.60 253:0.66 259:0.21 265:0.60 266:0.63 267:0.23 271:0.87 276:0.42 279:0.86 283:0.71 287:0.61 289:0.89 290:0.74 297:0.36 300:0.43\n1 11:0.88 12:0.01 17:0.43 18:0.63 21:0.78 27:0.45 29:0.77 30:0.95 34:0.84 36:0.18 37:0.50 39:0.78 43:0.77 66:0.64 69:0.80 71:0.75 74:0.41 85:0.72 86:0.73 91:0.18 98:0.10 101:0.87 108:0.63 122:0.57 123:0.61 127:0.07 129:0.05 135:0.87 139:0.70 144:0.85 145:0.49 146:0.17 147:0.22 149:0.52 154:0.69 159:0.09 163:0.97 172:0.16 173:0.76 177:0.70 178:0.55 179:0.08 187:0.68 212:0.95 216:0.77 222:0.60 235:0.60 241:0.10 242:0.82 243:0.69 247:0.12 253:0.32 259:0.21 265:0.10 266:0.12 267:0.23 271:0.66 276:0.19 300:0.08\n1 9:0.80 11:0.91 12:0.01 17:0.49 18:0.93 20:0.91 21:0.78 27:0.38 29:0.77 30:0.58 31:0.92 34:0.29 36:0.95 37:0.55 39:0.78 43:0.66 45:0.77 55:0.92 66:0.33 69:0.65 70:0.62 71:0.75 74:0.46 78:0.72 79:0.92 83:0.60 86:0.78 91:0.22 96:0.78 98:0.67 100:0.92 101:0.52 108:0.49 111:0.85 120:0.65 122:0.86 123:0.47 124:0.71 127:0.65 129:0.59 133:0.64 135:0.92 137:0.92 139:0.75 140:0.45 144:0.85 145:0.65 146:0.89 147:0.91 149:0.57 151:0.75 152:0.85 153:0.72 154:0.55 155:0.67 159:0.74 162:0.72 163:0.94 164:0.64 169:0.90 172:0.54 173:0.51 175:0.75 177:0.38 179:0.55 186:0.73 187:0.68 192:0.87 196:0.91 202:0.56 208:0.64 212:0.27 216:0.58 220:0.62 222:0.60 235:0.31 241:0.21 242:0.74 243:0.50 244:0.61 245:0.78 247:0.47 248:0.69 253:0.66 255:0.95 256:0.58 257:0.65 259:0.21 260:0.65 261:0.91 265:0.68 266:0.80 267:0.59 268:0.59 271:0.66 276:0.65 277:0.69 284:0.92 285:0.62 300:0.55\n1 11:0.88 12:0.01 17:0.16 18:0.60 21:0.78 27:0.45 29:0.77 30:0.95 34:0.66 36:0.25 37:0.50 39:0.78 43:0.64 66:0.64 69:0.91 71:0.75 74:0.37 85:0.72 86:0.69 91:0.07 98:0.07 101:0.87 108:0.81 122:0.57 123:0.80 127:0.06 129:0.05 135:0.88 139:0.67 144:0.85 145:0.45 146:0.17 147:0.22 149:0.40 154:0.54 159:0.09 163:0.99 172:0.16 173:0.78 177:0.70 178:0.55 179:0.08 187:0.68 212:0.95 216:0.77 222:0.60 235:0.52 241:0.27 242:0.82 243:0.69 247:0.12 253:0.30 259:0.21 265:0.08 266:0.12 267:0.36 271:0.66 276:0.19 300:0.08\n1 1:0.74 11:0.91 12:0.01 17:0.07 18:0.65 21:0.13 22:0.93 27:0.16 29:0.77 30:0.76 34:0.75 36:0.67 37:0.85 39:0.78 43:0.82 45:0.66 47:0.93 64:0.77 66:0.64 69:0.50 70:0.15 71:0.75 74:0.44 81:0.71 83:0.91 86:0.76 91:0.12 98:0.34 101:0.52 108:0.38 114:0.79 122:0.57 123:0.37 126:0.54 127:0.12 129:0.05 135:0.68 139:0.72 144:0.85 146:0.22 147:0.28 149:0.57 150:0.82 154:0.77 155:0.67 159:0.11 163:0.90 165:0.93 172:0.16 173:0.84 176:0.73 177:0.70 178:0.55 179:0.65 187:0.95 192:0.87 201:0.93 208:0.64 212:0.95 215:0.61 216:0.54 222:0.60 235:0.31 241:0.12 242:0.82 243:0.69 247:0.12 253:0.55 254:0.95 259:0.21 262:0.93 265:0.36 266:0.12 267:0.36 271:0.66 276:0.14 290:0.79 297:0.36 300:0.13\n0 1:0.74 11:0.91 12:0.01 17:0.01 18:0.82 21:0.13 27:0.47 29:0.77 30:0.76 34:0.62 36:0.45 37:0.58 39:0.78 43:0.68 45:0.66 48:0.91 55:0.71 64:0.77 66:0.72 69:0.42 70:0.22 71:0.75 74:0.46 81:0.82 83:0.60 86:0.70 91:0.18 98:0.52 99:0.83 101:0.52 108:0.32 114:0.79 122:0.82 123:0.31 126:0.54 127:0.16 129:0.05 135:0.42 139:0.74 144:0.85 145:0.63 146:0.47 147:0.53 149:0.37 150:0.87 154:0.57 155:0.67 159:0.17 165:0.70 172:0.27 173:0.52 175:0.75 176:0.73 177:0.38 178:0.55 179:0.69 187:0.68 192:0.87 201:0.93 204:0.85 208:0.64 212:0.78 215:0.61 216:0.62 219:0.87 222:0.60 235:0.68 241:0.27 242:0.45 243:0.75 244:0.61 247:0.35 253:0.55 257:0.65 259:0.21 265:0.53 266:0.17 267:0.23 271:0.66 276:0.24 277:0.69 281:0.89 290:0.79 292:0.91 297:0.36 300:0.18\n1 1:0.69 8:0.92 9:0.76 11:0.82 12:0.01 17:0.45 18:0.97 21:0.40 22:0.93 27:0.21 29:0.77 30:0.36 31:0.95 34:0.37 36:0.89 37:0.74 39:0.78 43:0.60 47:0.93 48:0.91 64:0.77 66:0.52 69:0.92 70:0.64 71:0.75 74:0.61 76:0.85 79:0.96 81:0.36 83:0.60 86:0.83 91:0.37 96:0.87 98:0.71 108:0.83 114:0.61 117:0.86 122:0.86 123:0.82 124:0.65 126:0.44 127:0.52 129:0.05 133:0.66 135:0.87 137:0.95 139:0.85 140:0.45 144:0.85 146:0.94 147:0.36 149:0.81 150:0.50 151:0.86 153:0.78 154:0.61 155:0.58 158:0.78 159:0.78 162:0.74 172:0.83 173:0.86 176:0.66 177:0.38 179:0.27 187:0.39 190:0.77 192:0.51 196:0.95 201:0.68 202:0.69 204:0.85 208:0.54 212:0.59 216:0.95 219:0.92 222:0.60 232:0.85 235:0.52 241:0.37 242:0.39 243:0.17 244:0.61 245:0.91 247:0.74 248:0.82 253:0.82 255:0.74 256:0.71 257:0.65 259:0.21 262:0.93 265:0.71 266:0.75 267:0.36 268:0.73 271:0.66 276:0.83 279:0.82 281:0.89 284:0.94 285:0.56 290:0.61 292:0.91 300:0.55\n1 1:0.74 11:0.92 12:0.01 17:0.61 18:0.86 21:0.47 22:0.93 27:0.62 29:0.77 30:0.87 32:0.80 34:0.66 36:0.28 37:0.40 39:0.78 43:0.82 44:0.93 45:0.66 47:0.93 60:0.87 64:0.77 66:0.88 69:0.69 70:0.37 71:0.75 74:0.77 77:0.70 81:0.54 83:0.91 85:0.85 86:0.92 91:0.25 97:0.89 98:0.79 101:0.97 106:0.81 108:0.53 114:0.60 117:0.86 122:0.57 123:0.50 126:0.54 127:0.28 129:0.05 135:0.98 139:0.94 144:0.85 145:0.87 146:0.66 147:0.71 149:0.85 150:0.74 154:0.77 155:0.67 158:0.91 159:0.25 165:0.93 172:0.65 173:0.83 176:0.73 177:0.70 178:0.55 179:0.52 187:1.00 192:0.87 195:0.58 201:0.93 206:0.81 208:0.64 212:0.59 215:0.41 216:0.14 219:0.95 222:0.60 235:0.80 241:0.12 242:0.24 243:0.88 247:0.67 253:0.47 259:0.21 262:0.93 265:0.79 266:0.47 267:0.23 271:0.66 276:0.49 279:0.86 282:0.88 283:0.78 290:0.60 292:0.95 297:0.36 299:0.88 300:0.43\n1 1:0.74 7:0.81 11:0.88 12:0.01 17:0.64 18:0.87 21:0.40 22:0.93 27:0.65 29:0.77 30:0.94 32:0.80 34:0.82 36:0.54 37:0.52 39:0.78 43:0.90 44:0.93 47:0.93 48:0.91 60:0.95 64:0.77 66:0.88 69:0.47 70:0.19 71:0.75 74:0.89 76:0.85 77:0.70 81:0.54 83:0.91 85:0.91 86:0.95 91:0.38 98:0.78 101:0.87 108:0.36 114:0.62 117:0.86 121:0.90 122:0.57 123:0.34 126:0.54 127:0.27 129:0.05 135:0.30 139:0.97 144:0.85 145:0.72 146:0.54 147:0.60 149:0.94 150:0.74 154:0.89 155:0.67 158:0.92 159:0.19 165:0.93 172:0.67 173:0.68 176:0.73 177:0.70 178:0.55 179:0.48 187:0.87 192:0.87 195:0.57 201:0.93 204:0.89 208:0.64 212:0.93 215:0.42 216:0.47 219:0.95 222:0.60 230:0.87 233:0.76 235:0.60 241:0.43 242:0.53 243:0.89 247:0.35 253:0.51 259:0.21 262:0.93 265:0.78 266:0.17 267:0.23 271:0.66 276:0.53 279:0.86 281:0.91 282:0.88 283:0.82 290:0.62 292:0.95 297:0.36 299:0.88 300:0.18\n1 1:0.69 11:0.93 12:0.01 17:0.55 18:0.88 22:0.93 27:0.72 29:0.77 30:0.45 34:0.89 36:0.83 39:0.78 43:0.64 44:0.90 45:0.73 47:0.93 64:0.77 66:0.87 69:0.45 70:0.61 71:0.75 74:0.74 77:0.70 81:0.76 83:0.60 86:0.81 91:0.57 97:0.89 98:0.83 99:0.83 101:0.87 108:0.35 114:0.95 117:0.86 122:0.83 123:0.33 126:0.44 127:0.33 129:0.05 135:0.37 139:0.84 144:0.85 145:0.38 146:0.70 147:0.75 149:0.62 150:0.73 154:0.85 155:0.58 158:0.78 159:0.28 165:0.70 172:0.63 173:0.58 176:0.66 177:0.70 178:0.55 179:0.60 187:0.68 192:0.51 195:0.57 201:0.68 208:0.54 212:0.48 216:0.39 219:0.92 222:0.60 232:0.97 235:0.05 241:0.47 242:0.28 243:0.88 247:0.67 253:0.64 254:0.74 259:0.21 262:0.93 265:0.83 266:0.38 267:0.19 271:0.66 276:0.49 279:0.82 282:0.77 290:0.95 292:0.91 300:0.43\n2 11:0.88 12:0.01 17:0.18 18:0.93 21:0.05 27:0.71 29:0.77 30:0.76 34:0.69 36:0.88 37:0.25 39:0.78 43:0.97 64:0.77 66:0.64 69:0.07 70:0.44 71:0.75 74:0.47 81:0.65 85:0.72 86:0.80 91:0.57 98:0.81 101:0.87 108:0.06 122:0.83 123:0.06 124:0.47 126:0.44 127:0.58 129:0.05 133:0.43 135:0.72 139:0.77 144:0.85 146:0.83 147:0.86 149:0.89 150:0.45 154:0.97 159:0.50 172:0.71 173:0.15 177:0.70 178:0.55 179:0.51 187:0.39 192:0.51 201:0.68 212:0.42 215:0.78 216:0.32 219:0.87 222:0.60 232:0.88 235:0.12 241:0.18 242:0.63 243:0.69 245:0.81 247:0.39 253:0.34 259:0.21 265:0.81 266:0.38 267:0.52 271:0.66 276:0.66 283:0.78 292:0.91 297:0.36 300:0.55\n1 1:0.74 7:0.81 11:0.92 12:0.01 17:0.22 18:0.90 21:0.74 22:0.93 27:0.62 29:0.77 30:0.89 32:0.80 34:0.96 36:0.70 37:0.59 39:0.78 43:0.89 44:0.93 45:0.66 47:0.93 48:0.91 60:0.87 64:0.77 66:0.52 69:0.52 70:0.31 71:0.75 74:0.83 77:0.70 81:0.40 83:0.91 85:0.85 86:0.88 91:0.31 97:0.89 98:0.63 99:0.83 101:0.97 106:0.81 108:0.40 114:0.54 117:0.86 122:0.83 123:0.39 124:0.55 126:0.54 127:0.55 129:0.05 133:0.43 135:0.75 139:0.94 144:0.85 145:0.72 146:0.59 147:0.64 149:0.90 150:0.65 154:0.88 155:0.67 158:0.91 159:0.40 165:0.70 172:0.61 173:0.60 176:0.73 177:0.70 178:0.55 179:0.56 187:0.95 192:0.87 195:0.66 201:0.93 204:0.89 206:0.81 208:0.64 212:0.37 215:0.36 216:0.67 219:0.95 222:0.60 230:0.86 233:0.73 235:0.97 241:0.55 242:0.40 243:0.61 245:0.80 247:0.60 253:0.45 259:0.21 262:0.93 265:0.64 266:0.63 267:0.28 271:0.66 276:0.59 279:0.86 281:0.89 282:0.88 283:0.78 290:0.54 292:0.91 297:0.36 300:0.43\n1 1:0.74 11:0.88 12:0.01 17:0.08 18:0.68 20:0.99 21:0.13 22:0.93 27:0.16 29:0.77 30:0.95 34:0.66 36:0.61 37:0.85 39:0.78 43:0.97 47:0.93 60:0.87 64:0.77 66:0.64 69:0.10 71:0.75 74:0.58 78:0.92 81:0.71 83:0.91 85:0.72 86:0.77 91:0.10 97:0.89 98:0.17 100:0.91 101:0.87 108:0.09 111:0.91 114:0.79 122:0.57 123:0.09 126:0.54 127:0.10 129:0.05 135:0.60 139:0.82 144:0.85 146:0.17 147:0.22 149:0.64 150:0.82 152:0.94 154:0.97 155:0.67 158:0.92 159:0.09 165:0.93 169:0.87 172:0.16 173:0.52 176:0.73 177:0.70 178:0.55 179:0.16 186:0.92 187:0.87 192:0.87 201:0.93 208:0.64 212:0.95 215:0.61 216:0.54 219:0.95 222:0.60 235:0.31 241:0.37 242:0.82 243:0.69 247:0.12 253:0.56 259:0.21 261:0.96 262:0.93 265:0.19 266:0.12 267:0.36 271:0.66 276:0.19 279:0.86 283:0.82 290:0.79 292:0.95 297:0.36 300:0.08\n1 1:0.74 7:0.81 11:0.88 12:0.01 17:0.13 18:0.67 21:0.54 22:0.93 27:0.29 29:0.77 30:0.95 32:0.80 34:0.59 36:0.75 37:0.88 39:0.78 43:0.89 44:0.93 47:0.93 64:0.77 66:0.64 69:0.52 71:0.75 74:0.70 77:0.70 81:0.48 83:0.91 85:0.72 86:0.76 91:0.33 97:0.89 98:0.18 101:0.87 108:0.40 114:0.59 121:0.90 122:0.57 123:0.38 126:0.54 127:0.10 129:0.05 132:0.97 135:0.37 139:0.89 144:0.85 145:0.49 146:0.17 147:0.22 149:0.62 150:0.71 154:0.87 155:0.67 158:0.79 159:0.09 163:0.90 165:0.93 172:0.16 173:0.86 176:0.73 177:0.70 178:0.55 179:0.17 187:0.39 192:0.87 195:0.53 201:0.93 204:0.89 208:0.64 212:0.95 215:0.39 216:0.61 219:0.92 222:0.60 230:0.87 233:0.76 235:0.74 241:0.32 242:0.82 243:0.69 247:0.12 253:0.45 262:0.93 265:0.19 266:0.12 267:0.23 271:0.66 276:0.19 279:0.82 281:0.91 282:0.88 290:0.59 292:0.95 297:0.36 299:0.88 300:0.08\n1 1:0.74 11:0.92 12:0.01 17:0.70 18:0.86 21:0.47 27:0.62 29:0.77 30:0.87 32:0.80 34:0.62 36:0.26 37:0.40 39:0.78 43:0.81 44:0.93 45:0.66 64:0.77 66:0.88 69:0.71 70:0.37 71:0.75 74:0.74 77:0.70 81:0.54 83:0.91 85:0.85 86:0.92 91:0.18 98:0.79 101:0.97 108:0.54 114:0.60 122:0.57 123:0.52 126:0.54 127:0.28 129:0.05 135:0.98 139:0.93 144:0.85 145:0.85 146:0.66 147:0.71 149:0.85 150:0.74 154:0.76 155:0.67 158:0.78 159:0.25 165:0.93 172:0.65 173:0.84 176:0.73 177:0.70 178:0.55 179:0.52 187:1.00 192:0.87 195:0.58 201:0.93 208:0.64 212:0.59 215:0.41 216:0.14 219:0.92 222:0.60 235:0.80 241:0.15 242:0.24 243:0.88 247:0.67 253:0.47 259:0.21 265:0.79 266:0.54 267:0.23 271:0.66 276:0.49 279:0.82 282:0.88 290:0.60 292:0.91 297:0.36 299:0.88 300:0.43\n2 1:0.62 7:0.66 9:0.74 10:0.96 11:0.64 12:0.51 17:0.73 18:0.92 21:0.30 22:0.93 27:0.21 29:0.94 30:0.14 31:0.93 34:0.47 36:0.63 37:0.74 39:0.89 43:0.61 45:0.98 47:0.93 55:0.42 64:0.77 66:0.25 69:0.17 70:0.98 71:0.59 74:0.67 79:0.93 81:0.56 83:0.54 86:0.87 91:0.57 96:0.80 97:0.94 98:0.54 99:0.95 101:1.00 104:0.84 106:0.81 108:0.90 114:0.76 117:0.86 120:0.69 123:0.90 124:0.96 126:0.43 127:0.96 129:0.89 131:0.95 133:0.96 135:0.23 137:0.93 139:0.84 140:0.45 144:0.57 146:0.52 147:0.58 149:0.77 150:0.44 151:0.85 153:0.48 154:0.54 155:0.58 157:0.99 158:0.74 159:0.94 162:0.86 164:0.55 165:0.70 166:0.92 170:0.94 172:0.94 173:0.07 174:0.99 176:0.60 177:0.96 179:0.12 182:0.98 187:0.39 190:0.98 192:0.98 193:0.95 196:0.94 197:0.98 201:0.60 202:0.36 204:0.81 206:0.81 208:0.54 212:0.61 215:0.72 216:0.95 219:0.88 222:0.48 227:0.91 229:0.99 230:0.68 231:0.88 232:0.91 233:0.76 235:0.60 239:0.94 241:0.02 242:0.16 243:0.19 244:0.61 245:0.97 246:0.92 247:1.00 248:0.76 253:0.81 255:0.73 256:0.45 259:0.21 260:0.70 262:0.93 264:0.93 265:0.56 266:0.96 267:0.65 268:0.46 271:0.26 275:0.98 276:0.97 279:0.77 281:0.91 283:0.82 284:0.88 285:0.55 287:0.94 290:0.76 292:0.95 294:0.97 297:0.36 300:0.94\n2 1:0.63 7:0.64 8:0.77 9:0.75 10:0.94 11:0.52 12:0.51 17:0.61 18:0.86 21:0.54 23:0.98 27:0.70 29:0.94 30:0.14 31:0.94 32:0.67 34:0.40 36:0.96 37:0.54 39:0.89 43:0.26 44:0.88 45:0.93 55:0.71 56:0.97 62:0.97 64:0.77 66:0.98 69:0.44 70:0.91 71:0.59 74:0.60 77:0.70 79:0.94 81:0.67 82:0.99 83:0.54 86:0.83 88:0.98 91:0.65 96:0.83 97:0.94 98:0.98 99:0.95 101:0.69 102:0.96 108:0.34 114:0.74 120:0.73 122:0.98 123:0.32 126:0.54 127:0.83 128:0.96 129:0.05 131:0.95 135:0.92 137:0.94 139:0.83 140:0.45 143:0.99 144:0.57 145:0.65 146:0.97 147:0.98 149:0.40 150:0.49 151:0.57 153:0.48 154:0.51 155:0.65 157:0.99 158:0.74 159:0.73 162:0.68 164:0.77 165:0.70 166:0.91 168:0.96 170:0.94 172:0.94 173:0.30 174:0.97 176:0.63 177:0.96 179:0.24 182:0.99 187:0.39 190:0.98 192:1.00 193:0.95 195:0.86 196:0.94 197:0.98 201:0.64 202:0.70 204:0.78 205:0.98 208:0.64 212:0.68 215:0.58 216:0.26 219:0.88 220:0.91 222:0.48 227:0.91 229:0.99 230:0.65 231:0.88 233:0.76 235:0.88 236:0.94 239:0.93 241:0.44 242:0.19 243:0.98 244:0.83 246:0.92 247:0.97 248:0.61 253:0.81 254:0.80 255:0.78 256:0.71 259:0.21 260:0.73 264:0.93 265:0.98 266:0.63 267:0.18 268:0.72 271:0.26 275:0.95 276:0.88 279:0.77 281:0.91 282:0.75 283:0.82 284:0.96 285:0.62 287:0.94 290:0.74 292:0.95 294:0.98 297:0.36 300:0.70\n1 1:0.57 7:0.64 9:0.79 10:0.88 11:0.46 12:0.51 17:0.12 21:0.47 23:0.97 27:0.72 29:0.94 30:0.10 31:0.94 34:0.77 36:0.62 39:0.89 41:0.82 43:0.17 45:0.77 55:0.52 60:0.87 62:0.98 64:0.77 66:0.23 69:0.85 70:0.88 71:0.59 74:0.47 75:0.99 79:0.93 81:0.39 83:0.60 91:0.62 96:0.80 97:0.97 98:0.52 101:0.46 102:0.94 104:0.84 106:0.81 108:0.80 120:0.71 122:0.97 123:0.68 124:0.65 126:0.43 127:0.36 128:0.98 129:0.59 131:0.95 133:0.61 135:0.58 137:0.94 139:0.74 140:0.87 143:0.99 144:0.57 145:0.56 146:0.60 147:0.05 149:0.16 150:0.40 151:0.86 153:0.48 154:0.10 155:0.66 157:0.61 158:0.92 159:0.45 162:0.62 164:0.66 166:0.82 168:0.98 170:0.94 172:0.57 173:0.88 174:0.95 175:0.91 177:0.05 178:0.42 179:0.50 182:0.98 187:0.39 192:1.00 193:0.95 195:0.74 196:0.92 197:0.95 201:0.59 202:0.60 205:0.97 206:0.81 208:0.64 212:0.58 215:0.63 216:0.54 219:0.95 220:0.93 222:0.48 226:0.98 227:0.91 229:0.98 230:0.64 231:0.88 233:0.66 235:0.68 236:0.91 239:0.92 241:0.64 242:0.24 243:0.10 244:0.97 245:0.72 246:0.61 247:0.79 248:0.77 253:0.75 254:0.86 255:0.95 256:0.58 257:0.97 259:0.21 260:0.72 264:0.93 265:0.43 266:0.63 267:0.82 268:0.59 271:0.26 275:0.94 276:0.60 277:0.87 279:0.81 283:0.82 284:0.92 285:0.62 287:0.94 292:0.95 294:0.97 295:0.99 297:0.36 300:0.55\n2 1:0.63 8:0.86 9:0.75 10:0.93 11:0.83 12:0.51 17:0.26 18:0.78 21:0.22 27:0.17 29:0.94 30:0.17 31:0.96 34:0.52 36:0.47 37:0.97 39:0.89 43:0.75 45:0.90 55:0.42 64:0.77 66:0.33 69:0.48 70:0.99 71:0.59 74:0.53 79:0.95 81:0.58 83:0.54 85:0.72 86:0.82 91:0.63 96:0.86 97:0.99 98:0.51 99:0.95 101:1.00 108:0.37 114:0.80 120:0.78 123:0.36 124:0.83 126:0.43 127:0.72 129:0.59 131:0.95 133:0.81 135:0.66 137:0.96 139:0.79 140:0.45 144:0.57 146:0.81 147:0.84 149:0.70 150:0.45 151:0.85 153:0.48 154:0.66 155:0.58 157:0.98 158:0.74 159:0.79 162:0.52 164:0.74 165:0.70 166:0.92 170:0.94 172:0.74 173:0.29 174:0.93 176:0.60 177:0.96 179:0.33 182:0.99 187:0.39 190:0.98 191:0.76 192:0.98 196:0.94 197:0.94 201:0.61 202:0.74 208:0.54 212:0.47 215:0.79 216:0.68 219:0.88 220:0.82 222:0.48 227:0.91 229:0.99 231:0.88 235:0.52 239:0.91 241:0.51 242:0.21 243:0.50 245:0.86 246:0.92 247:0.98 248:0.84 253:0.83 255:0.74 256:0.64 259:0.21 260:0.78 264:0.93 265:0.53 266:0.84 267:0.84 268:0.69 271:0.26 275:0.96 276:0.81 279:0.81 283:0.82 284:0.95 285:0.55 287:0.94 290:0.80 292:0.95 294:0.97 297:0.36 300:0.94\n1 1:0.61 2:0.99 7:0.66 8:0.80 9:0.76 10:0.83 11:0.52 12:0.51 17:0.13 18:0.69 21:0.40 23:0.97 27:0.04 29:0.94 30:0.33 31:0.97 34:0.64 36:0.53 37:0.98 39:0.89 43:0.22 45:0.85 55:0.92 62:0.97 64:0.77 66:0.25 69:0.95 70:0.82 71:0.59 74:0.48 75:0.98 79:0.97 81:0.55 83:0.54 86:0.67 91:0.77 96:0.91 97:0.99 98:0.37 99:0.95 101:0.52 108:0.89 114:0.74 120:0.85 122:0.67 123:0.89 124:0.88 126:0.43 127:0.42 128:0.98 129:0.05 131:0.95 133:0.85 135:0.81 137:0.97 139:0.75 140:0.98 143:0.99 144:0.57 146:0.65 147:0.23 149:0.26 150:0.43 151:0.61 153:0.81 154:0.14 155:0.65 157:0.96 158:0.81 159:0.72 162:0.52 164:0.88 165:0.70 166:0.92 168:0.98 170:0.94 172:0.48 173:0.95 174:0.86 176:0.60 177:0.70 178:0.42 179:0.47 182:0.99 187:0.68 190:0.89 191:0.80 192:1.00 196:0.94 197:0.83 201:0.60 202:0.88 204:0.82 205:0.97 208:0.64 212:0.15 215:0.67 216:0.74 219:0.94 220:0.91 222:0.48 226:0.95 227:0.91 229:0.99 230:0.68 231:0.88 233:0.76 235:0.68 239:0.88 241:0.66 242:0.14 243:0.19 244:0.83 245:0.69 246:0.92 247:0.95 248:0.59 253:0.87 254:0.90 255:0.78 256:0.84 257:0.84 259:0.21 260:0.85 264:0.93 265:0.39 266:0.84 267:0.52 268:0.85 271:0.26 275:0.94 276:0.65 279:0.81 281:0.91 283:0.82 284:0.98 285:0.62 287:0.94 290:0.74 292:0.95 294:0.96 295:0.98 297:0.36 300:0.70\n2 1:0.66 7:0.64 8:0.77 9:0.80 10:0.89 11:0.64 12:0.51 17:0.38 18:0.75 21:0.30 23:0.99 27:0.04 29:0.94 30:0.53 31:0.98 34:0.87 36:0.91 37:0.98 39:0.89 41:0.88 43:0.62 44:0.92 45:0.83 55:0.59 56:0.97 62:0.99 64:0.77 66:0.54 69:0.84 70:0.57 71:0.59 74:0.59 75:0.98 77:0.70 79:0.97 81:0.74 82:0.99 83:0.60 86:0.71 88:0.99 91:0.74 96:0.91 97:0.97 98:0.67 99:0.99 101:0.87 102:0.97 108:0.70 114:0.84 120:0.85 122:0.97 123:0.68 124:0.52 126:0.54 127:0.29 128:0.99 129:0.05 131:0.95 133:0.45 135:0.65 137:0.98 139:0.82 140:0.95 143:1.00 144:0.57 145:0.95 146:0.86 147:0.88 149:0.52 150:0.55 151:0.86 153:0.48 154:0.51 155:0.66 157:0.92 158:0.81 159:0.56 162:0.51 164:0.84 165:0.86 166:0.91 168:0.99 170:0.94 172:0.77 173:0.78 174:0.96 176:0.70 177:0.96 178:0.52 179:0.27 182:0.99 187:0.87 191:0.80 192:1.00 195:0.85 196:0.96 197:0.95 201:0.66 202:0.85 204:0.79 205:0.99 208:0.64 212:0.85 215:0.72 216:0.74 219:0.94 220:0.62 222:0.48 226:0.96 227:0.91 229:0.99 230:0.64 231:0.88 233:0.66 235:0.80 236:0.95 239:0.93 241:0.65 242:0.16 243:0.62 244:0.61 245:0.90 246:0.61 247:0.91 248:0.81 253:0.90 255:1.00 256:0.81 259:0.21 260:0.85 264:0.93 265:0.67 266:0.47 267:0.36 268:0.81 271:0.26 275:0.91 276:0.76 279:0.80 281:0.91 282:0.80 283:0.67 284:0.98 285:0.62 287:0.94 290:0.84 292:0.88 294:0.98 295:0.98 297:0.36 300:0.55\n2 1:0.62 7:0.66 8:0.78 9:0.79 10:0.96 11:0.64 12:0.51 17:0.61 18:0.90 21:0.30 22:0.93 23:0.97 27:0.21 29:0.94 30:0.13 31:0.99 34:0.55 36:0.68 37:0.74 39:0.89 43:0.61 45:0.98 47:0.93 55:0.42 62:0.99 64:0.77 66:0.25 69:0.17 70:0.98 71:0.59 74:0.68 75:0.97 79:0.99 81:0.56 83:0.60 86:0.86 91:0.87 96:0.97 97:0.99 98:0.54 99:0.95 101:1.00 104:0.84 106:0.81 108:0.90 114:0.76 117:0.86 120:0.95 123:0.90 124:0.96 126:0.43 127:0.95 128:0.99 129:0.89 131:0.95 133:0.96 135:0.19 137:0.99 139:0.85 140:0.93 144:0.57 146:0.51 147:0.57 149:0.75 150:0.44 151:0.95 153:0.94 154:0.55 155:0.65 157:0.99 158:0.77 159:0.94 162:0.60 164:0.92 165:0.70 166:0.92 168:0.99 170:0.94 172:0.94 173:0.07 174:0.99 176:0.60 177:0.96 179:0.12 182:0.99 187:0.39 190:0.89 191:0.75 192:0.99 193:0.95 196:0.99 197:0.98 201:0.60 202:0.90 204:0.81 205:0.97 206:0.81 208:0.64 212:0.61 215:0.72 216:0.95 219:0.91 222:0.48 226:0.98 227:0.91 229:1.00 230:0.68 231:0.88 232:0.91 233:0.76 235:0.60 239:0.95 241:0.21 242:0.16 243:0.17 244:0.61 245:0.97 246:0.92 247:1.00 248:0.84 253:0.97 255:0.94 256:0.90 259:0.21 260:0.95 262:0.93 264:0.93 265:0.56 266:0.96 267:0.69 268:0.91 271:0.26 275:0.98 276:0.97 279:0.81 281:0.91 283:0.82 284:0.99 285:0.61 287:0.94 290:0.76 292:0.95 294:0.97 297:0.36 300:0.94\n2 1:0.62 2:1.00 7:0.66 8:0.60 9:0.75 10:0.99 11:0.64 12:0.51 17:0.24 18:0.96 21:0.59 23:0.98 27:0.64 29:0.94 30:0.54 31:0.95 32:0.75 34:0.50 36:0.87 37:0.28 39:0.89 43:0.61 44:0.92 45:0.99 55:0.42 56:0.97 60:0.87 62:0.98 64:0.77 66:0.86 69:0.36 70:0.70 71:0.59 74:0.88 75:0.99 77:0.89 79:0.94 80:0.98 81:0.70 82:0.99 83:0.54 86:0.96 88:0.98 91:0.61 96:0.83 97:1.00 98:0.90 99:0.99 101:1.00 102:0.96 108:0.62 114:0.73 120:0.73 122:0.67 123:0.60 124:0.39 126:0.54 127:0.93 128:0.96 129:0.59 131:0.95 133:0.60 135:0.82 137:0.95 139:0.96 140:0.45 143:0.99 144:0.57 145:0.63 146:0.45 147:0.52 149:0.72 150:0.47 151:0.59 153:0.48 154:0.66 155:0.65 157:1.00 158:0.86 159:0.78 162:0.84 164:0.77 165:0.86 166:0.91 168:0.96 170:0.94 172:0.98 173:0.22 174:0.98 176:0.70 177:0.96 179:0.13 182:0.99 187:0.21 190:0.98 192:1.00 193:0.95 195:0.88 196:0.97 197:0.98 201:0.62 202:0.65 204:0.84 205:0.98 208:0.64 212:0.89 215:0.55 216:0.61 219:0.95 220:0.87 222:0.48 226:0.96 227:0.91 229:0.99 230:0.68 231:0.88 233:0.76 235:0.97 236:0.95 239:0.99 241:0.50 242:0.24 243:0.12 244:0.61 245:0.95 246:0.92 247:0.99 248:0.61 253:0.87 255:0.78 256:0.71 259:0.21 260:0.73 264:0.93 265:0.90 266:0.47 267:0.69 268:0.72 271:0.26 275:0.99 276:0.96 279:0.82 281:0.91 282:0.83 283:0.67 284:0.96 285:0.62 287:0.94 290:0.73 292:0.88 294:1.00 295:0.98 297:0.36 300:0.70\n2 1:0.62 7:0.66 8:0.77 9:0.79 10:0.96 11:0.83 12:0.51 17:0.67 18:0.91 21:0.30 23:0.97 27:0.21 29:0.94 30:0.15 31:0.98 34:0.70 36:0.67 37:0.74 39:0.89 43:0.82 45:0.98 55:0.42 62:0.98 64:0.77 66:0.23 69:0.17 70:0.98 71:0.59 74:0.71 75:0.97 79:0.98 81:0.56 83:0.60 85:0.72 86:0.88 91:0.72 96:0.93 97:0.99 98:0.53 99:0.95 101:1.00 108:0.90 114:0.76 120:0.88 123:0.90 124:0.97 126:0.43 127:0.97 128:0.98 129:0.93 131:0.95 133:0.97 135:0.21 137:0.98 139:0.88 140:0.95 144:0.57 146:0.55 147:0.61 149:0.88 150:0.44 151:0.85 153:0.83 154:0.78 155:0.65 157:0.99 158:0.77 159:0.95 162:0.55 164:0.84 165:0.70 166:0.92 168:0.98 170:0.94 172:0.95 173:0.06 174:0.99 176:0.60 177:0.96 178:0.42 179:0.12 182:0.99 187:0.39 190:0.89 192:0.99 193:0.95 196:0.98 197:0.98 201:0.60 202:0.83 204:0.81 205:0.97 208:0.64 212:0.59 215:0.72 216:0.95 219:0.91 220:0.87 222:0.48 226:0.98 227:0.91 229:1.00 230:0.68 231:0.88 233:0.76 235:0.60 239:0.96 241:0.44 242:0.15 243:0.17 245:0.97 246:0.92 247:1.00 248:0.76 253:0.93 255:0.79 256:0.81 259:0.21 260:0.88 264:0.93 265:0.54 266:0.97 267:0.65 268:0.81 271:0.26 275:0.98 276:0.98 279:0.81 281:0.91 283:0.82 284:0.97 285:0.61 287:0.94 290:0.76 292:0.95 294:0.98 297:0.36 300:0.94\n1 10:0.93 11:0.83 12:0.51 17:0.62 18:0.74 21:0.78 27:0.45 29:0.94 30:0.74 34:0.76 36:0.32 37:0.50 39:0.89 43:0.78 45:0.81 55:0.42 66:0.67 69:0.76 70:0.36 71:0.59 74:0.52 85:0.72 86:0.82 91:0.27 98:0.26 101:1.00 108:0.60 122:0.67 123:0.57 124:0.45 127:0.26 129:0.05 131:0.61 133:0.36 135:0.60 139:0.77 144:0.57 145:0.50 146:0.34 147:0.40 149:0.67 154:0.71 157:0.97 159:0.39 166:0.61 170:0.94 172:0.57 173:0.78 174:0.83 177:0.96 178:0.55 179:0.53 182:0.90 187:0.68 197:0.86 212:0.82 216:0.77 222:0.48 227:0.61 229:0.61 231:0.74 235:0.52 239:0.91 241:0.15 242:0.16 243:0.72 245:0.66 246:0.61 247:0.79 253:0.42 259:0.21 264:0.93 265:0.28 266:0.27 267:0.36 271:0.26 275:0.94 276:0.29 287:0.61 294:0.97 300:0.33\n1 1:0.62 7:0.66 8:0.69 9:0.75 10:0.97 11:0.64 12:0.51 17:0.64 18:0.95 21:0.30 22:0.93 23:0.95 27:0.50 29:0.94 30:0.26 31:0.95 32:0.64 34:0.68 36:0.91 37:0.60 39:0.89 43:0.60 44:0.86 45:0.99 47:0.93 55:0.42 62:0.98 64:0.77 66:0.43 69:0.21 70:0.95 71:0.59 74:0.79 75:0.97 77:0.70 79:0.94 81:0.56 83:0.54 86:0.93 91:0.37 96:0.84 97:0.99 98:0.58 99:0.95 101:1.00 104:0.84 106:0.81 108:0.17 114:0.76 117:0.86 120:0.78 122:0.67 123:0.16 124:0.87 126:0.43 127:0.95 128:0.98 129:0.59 131:0.95 133:0.88 135:0.60 137:0.95 139:0.92 140:0.87 144:0.57 145:0.70 146:0.98 147:0.98 149:0.81 150:0.44 151:0.85 153:0.48 154:0.64 155:0.65 157:1.00 158:0.77 159:0.94 162:0.84 164:0.76 165:0.70 166:0.92 168:0.98 170:0.94 172:0.98 173:0.07 174:0.99 176:0.60 177:0.96 179:0.11 182:0.99 187:0.39 190:0.89 192:0.99 195:0.99 196:0.97 197:0.98 201:0.60 202:0.65 204:0.82 205:0.95 206:0.81 208:0.64 212:0.73 215:0.72 216:0.86 219:0.91 220:0.87 222:0.48 226:0.98 227:0.91 229:0.99 230:0.68 231:0.88 232:0.91 233:0.76 235:0.60 239:0.96 242:0.14 243:0.57 245:0.99 246:0.92 247:1.00 248:0.76 253:0.86 254:0.84 255:0.78 256:0.71 259:0.21 260:0.78 262:0.93 264:0.93 265:0.60 266:0.94 267:0.36 268:0.72 271:0.26 275:0.98 276:0.98 279:0.81 281:0.91 282:0.73 283:0.82 284:0.94 285:0.61 287:0.94 290:0.76 292:0.95 294:0.98 297:0.36 300:0.94\n1 1:0.59 7:0.64 8:0.78 10:0.86 11:0.52 12:0.51 17:0.86 18:0.77 21:0.59 27:0.72 29:0.94 30:0.32 32:0.71 34:0.93 36:0.58 37:0.42 39:0.89 43:0.21 44:0.93 45:0.87 55:0.71 64:0.77 66:0.71 69:0.82 70:0.79 71:0.59 74:0.52 77:0.89 81:0.44 82:0.99 86:0.71 88:0.98 91:0.29 98:0.58 99:0.83 101:0.69 102:0.98 104:0.89 106:0.81 108:0.67 114:0.67 122:0.67 123:0.65 124:0.46 126:0.43 127:0.37 129:0.05 131:0.61 133:0.59 135:0.49 139:0.77 144:0.57 145:0.82 146:0.68 147:0.40 149:0.26 150:0.38 154:0.19 155:0.47 157:0.98 159:0.48 165:0.63 166:0.91 170:0.94 172:0.76 173:0.83 174:0.89 176:0.60 177:0.38 178:0.55 179:0.39 182:0.97 187:0.21 192:0.47 195:0.74 197:0.90 201:0.57 206:0.81 208:0.54 212:0.86 215:0.55 216:0.10 222:0.48 227:0.61 229:0.61 230:0.64 231:0.87 233:0.66 235:0.84 239:0.90 241:0.12 242:0.22 243:0.18 244:0.83 245:0.73 246:0.92 247:0.91 253:0.53 254:0.97 257:0.93 259:0.21 264:0.93 265:0.59 266:0.54 267:0.28 271:0.26 275:0.91 276:0.68 282:0.83 283:0.67 287:0.61 290:0.67 294:0.97 297:0.36 300:0.70\n1 10:0.92 11:0.83 12:0.51 17:0.36 18:0.84 21:0.78 27:0.45 29:0.94 30:0.38 34:0.88 36:0.21 37:0.50 39:0.89 43:0.66 45:0.93 55:0.42 66:0.48 69:0.77 70:0.90 71:0.59 74:0.61 85:0.72 86:0.87 91:0.33 98:0.42 101:1.00 108:0.60 122:0.67 123:0.57 124:0.76 127:0.44 129:0.59 131:0.61 133:0.74 135:0.85 139:0.83 144:0.57 145:0.42 146:0.67 147:0.71 149:0.61 154:0.69 157:0.99 159:0.68 166:0.61 170:0.94 172:0.80 173:0.66 174:0.92 177:0.96 178:0.55 179:0.27 182:0.95 187:0.68 197:0.92 212:0.78 216:0.77 222:0.48 227:0.61 229:0.61 231:0.81 235:0.84 239:0.90 241:0.43 242:0.16 243:0.59 245:0.88 246:0.61 247:0.97 253:0.47 259:0.21 264:0.93 265:0.44 266:0.71 267:0.59 271:0.26 275:0.96 276:0.80 287:0.61 294:0.97 300:0.94\n1 1:0.60 9:0.79 10:0.92 11:0.64 12:0.51 17:0.28 18:0.84 21:0.47 23:0.96 27:0.27 29:0.94 30:0.55 31:0.94 34:0.36 36:0.70 37:0.36 39:0.89 41:0.82 43:0.28 45:0.92 55:0.42 62:0.98 64:0.77 66:0.85 69:0.27 70:0.67 71:0.59 74:0.66 75:0.99 79:0.93 81:0.54 83:0.54 86:0.83 91:0.35 96:0.80 97:0.97 98:0.81 99:0.95 101:0.96 108:0.21 114:0.72 120:0.69 122:0.67 123:0.20 124:0.37 126:0.43 127:0.57 128:0.98 129:0.05 131:0.95 133:0.36 135:0.70 137:0.94 139:0.84 140:0.45 143:0.99 144:0.57 146:0.71 147:0.76 149:0.36 150:0.41 151:0.86 153:0.48 154:0.63 155:0.66 157:0.99 158:0.84 159:0.37 162:0.86 164:0.57 165:0.70 166:0.92 168:0.98 170:0.94 172:0.76 173:0.39 174:0.88 176:0.60 177:0.96 179:0.52 182:0.98 187:0.95 192:1.00 196:0.95 197:0.91 201:0.59 202:0.36 205:0.95 208:0.64 212:0.78 215:0.63 216:0.89 219:0.95 222:0.48 226:0.95 227:0.91 229:0.99 231:0.88 235:0.74 239:0.94 241:0.37 242:0.27 243:0.86 244:0.61 245:0.60 246:0.92 247:0.84 248:0.77 253:0.81 254:0.86 255:0.95 256:0.45 259:0.21 260:0.70 264:0.93 265:0.81 266:0.47 267:0.23 268:0.46 271:0.26 275:0.96 276:0.63 279:0.79 283:0.66 284:0.89 285:0.62 287:0.94 290:0.72 292:0.87 294:0.98 295:0.98 297:0.36 300:0.55\n0 12:0.20 17:1.00 18:0.57 21:0.78 27:0.72 29:0.86 30:0.45 34:0.31 36:0.51 39:0.94 43:0.05 46:0.88 55:0.52 66:0.27 69:0.98 70:0.25 71:0.63 74:0.25 86:0.57 91:0.01 98:0.06 107:0.89 108:0.99 110:0.89 122:0.82 123:0.99 124:0.72 125:0.88 127:0.33 129:0.81 131:0.61 133:0.67 135:0.49 139:0.55 146:0.05 147:0.05 149:0.05 154:0.05 157:0.61 159:0.97 160:0.88 163:1.00 166:0.61 172:0.10 173:0.78 175:0.91 177:0.05 178:0.55 179:0.96 182:0.61 187:0.21 202:0.60 212:0.61 216:0.13 222:0.21 227:0.61 229:0.61 231:0.61 241:0.41 242:0.63 243:0.29 244:0.83 245:0.38 246:0.61 247:0.30 253:0.22 257:0.84 265:0.06 266:0.17 267:0.97 276:0.13 277:0.87 287:0.61 289:0.88 300:0.18\n0 12:0.20 17:0.99 18:0.56 21:0.78 27:0.69 29:0.86 30:0.87 37:0.27 39:0.94 43:0.05 46:0.88 55:0.59 66:0.20 69:1.00 70:0.27 71:0.63 74:0.25 86:0.56 98:0.08 107:0.89 108:0.99 110:0.89 122:0.77 123:0.99 124:0.74 125:0.88 127:0.18 129:0.05 131:0.61 133:0.62 139:0.55 146:0.21 147:0.34 149:0.05 154:0.06 157:0.61 159:0.93 160:0.88 163:0.80 166:0.61 172:0.16 173:0.99 175:0.75 177:0.05 178:0.55 179:0.61 182:0.61 187:0.68 202:0.63 212:0.19 216:0.85 222:0.21 227:0.61 229:0.61 231:0.61 235:0.12 241:0.05 242:0.75 243:0.40 244:0.61 245:0.49 246:0.61 247:0.35 253:0.22 254:0.92 257:0.84 265:0.08 266:0.47 276:0.19 277:0.87 287:0.61 289:0.88 300:0.25\n0 12:0.20 17:0.99 18:0.57 21:0.78 27:0.72 29:0.86 30:0.76 34:0.84 36:0.32 39:0.94 43:0.05 46:0.88 55:0.45 66:0.36 69:0.99 70:0.15 71:0.63 74:0.25 86:0.56 91:0.20 98:0.06 107:0.89 108:0.98 110:0.88 122:0.57 123:0.98 124:0.52 125:0.88 127:0.21 129:0.05 131:0.61 133:0.39 135:0.30 139:0.55 146:0.18 147:0.23 149:0.05 154:0.08 157:0.61 159:0.93 160:0.88 163:1.00 166:0.61 172:0.10 173:0.89 175:0.75 177:0.38 178:0.55 179:0.95 182:0.61 187:0.21 212:0.95 222:0.21 227:0.61 229:0.61 231:0.61 235:0.52 241:0.39 242:0.82 243:0.51 244:0.61 245:0.37 246:0.61 247:0.12 253:0.22 254:0.80 257:0.65 265:0.06 266:0.12 267:0.36 276:0.12 277:0.69 287:0.61 289:0.88 300:0.13\n0 11:0.75 12:0.20 17:0.83 18:0.60 21:0.78 27:0.72 29:0.86 30:0.76 34:0.62 36:0.96 39:0.94 43:0.32 45:0.66 46:0.93 66:0.36 69:0.91 70:0.15 71:0.63 74:0.33 86:0.65 91:0.03 98:0.07 101:0.52 107:0.91 108:0.82 110:0.90 122:0.80 123:0.81 124:0.52 125:0.88 127:0.18 129:0.05 131:0.61 133:0.39 135:0.65 139:0.63 144:0.57 146:0.13 147:0.18 149:0.21 154:0.23 157:0.78 159:0.48 160:0.88 163:0.99 166:0.61 172:0.10 173:0.83 175:0.75 177:0.38 178:0.55 179:0.92 182:0.73 187:0.39 212:0.95 216:0.12 222:0.21 227:0.61 229:0.61 231:0.63 235:0.31 241:0.18 242:0.82 243:0.51 244:0.61 245:0.37 246:0.61 247:0.12 253:0.28 257:0.65 259:0.21 265:0.07 266:0.12 267:0.36 276:0.12 277:0.69 287:0.61 289:0.88 300:0.13\n0 12:0.20 17:1.00 18:0.73 21:0.78 27:0.72 29:0.86 30:0.62 34:0.30 36:0.47 39:0.94 43:0.15 46:0.88 55:0.52 66:0.16 69:0.50 70:0.23 71:0.63 74:0.24 86:0.59 91:0.02 98:0.06 107:0.89 108:0.38 110:0.89 122:0.41 123:0.37 124:0.81 125:0.88 127:0.49 129:0.89 131:0.61 133:0.78 135:0.71 139:0.58 146:0.20 147:0.26 149:0.10 154:0.11 157:0.61 159:0.98 160:0.88 163:0.90 166:0.61 172:0.10 173:0.07 175:0.91 177:0.05 178:0.55 179:0.93 182:0.61 187:0.21 202:0.63 212:0.30 216:0.09 222:0.21 227:0.61 229:0.61 231:0.62 241:0.43 242:0.33 243:0.37 244:0.83 245:0.42 246:0.61 247:0.39 253:0.20 257:0.84 265:0.06 266:0.27 267:0.99 276:0.26 277:0.87 287:0.61 289:0.88 300:0.18\n2 6:0.95 7:0.63 8:0.93 9:0.80 11:0.87 12:0.69 17:0.24 18:0.90 20:0.91 21:0.78 27:0.10 28:0.56 29:0.62 30:0.60 31:0.99 34:0.95 36:0.92 37:0.92 39:0.80 41:0.98 43:0.79 44:0.85 45:0.73 48:0.91 55:0.45 66:0.27 69:0.71 70:0.44 71:0.86 74:0.43 76:0.94 78:0.82 79:1.00 83:0.91 85:0.72 86:0.73 91:0.98 96:0.99 97:0.94 98:0.42 100:0.86 101:0.97 108:0.86 111:0.83 120:0.96 122:0.86 123:0.92 124:0.73 127:0.69 129:0.05 131:0.91 133:0.60 135:0.96 137:0.99 138:1.00 139:0.71 140:0.98 144:0.76 145:0.70 146:0.46 147:0.53 149:0.63 151:0.97 152:0.95 153:0.96 154:0.72 155:0.67 157:0.82 158:0.72 159:0.81 161:0.77 162:0.48 164:0.94 166:0.61 167:0.72 169:0.86 172:0.51 173:0.51 177:0.70 178:0.53 179:0.53 181:0.64 182:0.97 186:0.82 187:0.39 189:0.98 191:0.98 192:0.87 195:0.92 196:0.96 202:0.99 204:0.85 208:0.64 212:0.49 216:0.88 219:0.87 222:0.84 227:0.95 229:0.98 230:0.63 231:0.80 233:0.73 235:0.31 238:0.92 241:0.69 242:0.63 243:0.28 245:0.80 246:0.61 247:0.76 248:0.96 253:0.96 255:0.95 256:0.99 259:0.21 260:0.94 261:0.89 265:0.17 266:0.84 267:0.84 268:0.99 271:0.48 276:0.60 277:0.69 279:0.82 281:0.89 284:1.00 285:0.62 287:0.99 292:0.95 300:0.33\n2 1:0.69 6:0.86 8:0.66 9:0.80 11:0.92 12:0.69 17:0.30 18:0.99 20:0.86 21:0.30 22:0.93 27:0.21 28:0.56 29:0.62 30:0.67 31:0.98 34:0.40 36:0.84 37:0.74 39:0.80 41:0.82 43:0.80 45:0.99 47:0.93 64:0.77 66:0.34 69:0.12 70:0.70 71:0.86 74:0.84 78:0.81 79:1.00 81:0.40 83:0.91 85:0.80 86:0.97 91:0.82 96:0.99 97:0.99 98:0.71 99:0.83 100:0.84 101:0.97 108:0.83 111:0.80 114:0.60 117:0.86 120:0.85 122:0.85 123:0.82 124:0.82 126:0.44 127:0.72 129:0.89 131:0.91 133:0.84 135:0.95 137:0.98 138:0.97 139:0.96 140:0.99 144:0.76 146:0.86 147:0.88 149:0.97 150:0.55 151:0.73 152:0.83 153:0.96 154:0.82 155:0.67 157:0.88 158:0.72 159:0.88 161:0.77 162:0.76 164:0.74 165:0.70 166:0.78 167:0.54 169:0.81 172:0.94 173:0.08 176:0.55 177:0.70 179:0.13 181:0.64 182:0.97 186:0.81 187:0.39 189:0.88 191:0.84 192:0.87 196:0.99 201:0.68 202:0.92 204:0.85 208:0.64 212:0.78 216:0.95 219:0.87 222:0.84 227:0.95 229:0.98 231:0.80 232:0.85 235:0.42 238:0.86 241:0.24 242:0.37 243:0.40 245:0.98 246:0.61 247:0.93 248:0.68 253:0.95 255:0.95 256:0.94 259:0.21 260:0.69 261:0.82 262:0.93 265:0.71 266:0.87 267:0.96 268:0.94 271:0.48 276:0.96 279:0.86 281:0.91 283:0.82 284:0.97 285:0.62 287:0.99 290:0.60 292:0.95 300:0.84\n1 1:0.69 6:0.84 8:0.87 9:0.80 11:0.81 12:0.69 17:0.34 18:0.68 20:0.80 21:0.05 27:0.05 28:0.56 29:0.62 30:0.71 31:0.91 34:0.77 36:0.26 37:0.98 39:0.80 43:0.27 45:0.81 60:0.87 66:0.33 69:0.69 70:0.40 71:0.86 74:0.65 78:0.86 79:0.96 81:0.64 83:0.91 86:0.78 91:0.71 96:0.94 97:0.94 98:0.12 99:0.83 100:0.87 101:0.52 104:0.96 106:0.81 108:0.53 111:0.85 114:0.70 117:0.86 120:0.85 122:0.51 123:0.51 124:0.71 126:0.44 127:0.64 129:0.59 131:0.91 133:0.66 135:0.78 137:0.91 139:0.82 140:0.45 144:0.76 146:0.20 147:0.26 149:0.18 150:0.62 151:0.84 152:0.77 153:0.72 154:0.75 155:0.67 157:0.61 158:0.92 159:0.69 161:0.77 162:0.58 164:0.66 165:0.70 166:0.80 167:0.66 169:0.86 172:0.27 173:0.60 176:0.55 177:0.70 179:0.85 181:0.64 182:0.61 186:0.85 187:0.68 189:0.86 190:0.77 191:0.97 192:0.87 196:0.93 201:0.68 202:0.84 206:0.81 208:0.64 212:0.30 215:0.78 216:0.63 219:0.95 220:0.62 222:0.84 227:0.95 229:0.61 231:0.80 232:0.98 235:0.12 238:0.87 241:0.59 242:0.33 243:0.50 245:0.53 246:0.61 247:0.47 248:0.92 253:0.81 254:0.74 255:0.79 256:0.83 260:0.67 261:0.81 265:0.13 266:0.54 267:0.52 268:0.84 271:0.48 276:0.28 279:0.86 283:0.82 284:0.87 285:0.62 287:0.61 290:0.70 292:0.95 297:0.36 300:0.33\n2 1:0.69 6:0.91 7:0.63 8:0.82 9:0.80 12:0.69 17:0.18 20:0.96 27:0.06 28:0.56 29:0.62 31:1.00 34:0.59 36:0.30 37:0.81 39:0.80 41:0.98 44:0.85 64:0.77 71:0.86 74:0.48 77:0.70 78:0.96 79:1.00 81:0.70 83:0.91 91:0.99 96:1.00 97:0.99 99:0.83 100:0.98 111:0.97 114:0.78 120:0.95 126:0.44 131:0.91 135:0.78 137:1.00 138:1.00 139:0.75 140:0.94 144:0.76 145:0.65 150:0.66 151:0.99 152:0.92 153:0.99 155:0.67 157:0.61 158:0.87 161:0.77 162:0.61 164:0.94 165:0.70 166:0.79 167:0.88 169:0.97 175:0.97 176:0.55 181:0.64 182:0.97 186:0.96 189:0.92 191:0.96 192:0.87 195:0.75 196:0.98 201:0.68 202:0.99 204:0.85 208:0.64 216:0.80 219:0.95 222:0.84 227:0.95 229:0.98 230:0.63 231:0.80 233:0.76 235:0.05 238:0.96 241:0.90 244:0.93 246:0.61 248:0.97 253:0.98 255:0.95 256:0.99 257:0.93 259:0.21 260:0.94 261:0.97 267:0.95 268:0.99 271:0.48 277:0.95 279:0.86 281:0.91 282:0.71 283:0.71 284:1.00 285:0.62 287:0.99 290:0.78 292:0.95\n1 6:0.90 8:0.84 9:0.80 11:0.64 12:0.69 17:0.38 18:0.81 20:0.77 21:0.78 27:0.30 28:0.56 29:0.62 30:0.33 31:0.97 34:0.80 36:0.28 37:0.68 39:0.80 41:0.92 43:0.71 45:0.66 55:0.52 66:0.54 69:0.17 70:0.49 71:0.86 74:0.29 78:0.93 79:0.98 83:0.91 86:0.59 91:0.64 96:0.96 97:0.94 98:0.34 100:0.97 101:0.52 108:0.82 111:0.96 120:0.87 122:0.86 123:0.81 124:0.48 127:0.80 129:0.05 131:0.91 133:0.39 135:0.98 137:0.97 139:0.59 140:0.95 144:0.76 146:0.13 147:0.18 149:0.39 151:0.87 152:0.76 153:0.90 154:0.61 155:0.67 157:0.61 158:0.72 159:0.57 161:0.77 162:0.69 164:0.74 166:0.61 167:0.66 169:0.95 172:0.32 173:0.21 175:0.75 177:0.38 179:0.91 181:0.64 182:0.99 186:0.93 187:0.68 189:0.94 191:0.95 192:0.87 196:0.87 202:0.85 208:0.64 212:0.42 216:0.60 219:0.87 222:0.84 227:0.95 229:0.99 231:0.80 238:0.95 241:0.60 242:0.79 243:0.32 244:0.61 245:0.50 246:0.61 247:0.30 248:0.85 253:0.86 255:0.95 256:0.87 257:0.65 259:0.21 260:0.81 261:0.82 265:0.36 266:0.38 267:0.19 268:0.87 271:0.48 276:0.18 277:0.87 279:0.82 283:0.78 284:0.96 285:0.62 287:0.99 292:0.91 300:0.33\n2 1:0.69 6:0.96 8:0.92 9:0.80 11:0.85 12:0.69 17:0.11 18:0.77 20:0.96 21:0.54 27:0.04 28:0.56 29:0.62 30:0.45 31:0.99 34:0.90 36:0.69 37:0.96 39:0.80 41:0.98 43:0.30 45:0.77 66:0.53 69:0.92 70:0.78 71:0.86 74:0.48 76:0.85 78:0.87 79:1.00 81:0.34 83:0.91 86:0.58 91:0.99 96:1.00 97:0.98 98:0.40 99:0.83 100:0.92 101:0.87 108:0.83 111:0.88 114:0.57 120:0.95 122:0.41 123:0.82 124:0.63 126:0.44 127:0.58 129:0.05 131:0.91 133:0.59 135:0.83 137:0.99 138:1.00 139:0.75 140:0.99 144:0.76 145:0.52 146:0.54 147:0.05 149:0.32 150:0.52 151:0.95 152:0.97 153:0.97 154:0.47 155:0.67 157:0.61 158:0.91 159:0.59 161:0.77 162:0.49 163:0.81 164:0.93 165:0.70 166:0.80 167:0.87 169:0.93 172:0.37 173:0.96 176:0.55 177:0.05 178:0.52 179:0.84 181:0.64 182:0.96 186:0.88 189:0.94 191:0.99 192:0.87 196:0.97 201:0.68 202:1.00 204:0.85 208:0.64 212:0.30 215:0.39 216:0.92 219:0.95 220:0.62 222:0.84 227:0.95 229:0.98 231:0.80 235:0.68 238:0.92 241:0.89 242:0.14 243:0.17 245:0.50 246:0.61 247:0.67 248:0.94 253:0.96 254:0.96 255:0.95 256:0.99 257:0.84 259:0.21 260:0.91 261:0.95 265:0.42 266:0.54 267:0.82 268:0.99 271:0.48 276:0.33 279:0.86 281:0.91 283:0.78 284:1.00 285:0.62 287:0.99 290:0.57 292:0.95 297:0.36 300:0.55\n2 6:0.98 7:0.64 8:0.98 9:0.80 12:0.69 17:0.36 18:0.58 20:0.81 21:0.78 27:0.11 28:0.56 29:0.62 30:0.95 31:0.99 34:0.52 36:0.18 37:0.89 39:0.80 41:0.97 43:0.22 44:0.85 55:0.42 66:0.54 69:0.96 71:0.86 74:0.30 77:0.70 78:0.90 79:1.00 83:0.91 86:0.57 91:0.95 96:0.99 97:0.94 98:0.08 100:0.94 108:0.92 111:0.90 120:0.90 123:0.92 127:0.06 129:0.05 131:0.91 135:0.63 137:0.99 138:1.00 139:0.60 140:0.99 144:0.76 145:0.54 146:0.17 147:0.22 149:0.13 151:0.87 152:0.84 153:0.92 154:0.14 155:0.67 157:0.61 158:0.72 159:0.09 161:0.77 162:0.50 164:0.91 166:0.61 167:0.75 169:0.92 172:0.10 173:0.98 175:0.75 177:0.38 178:0.53 179:0.08 181:0.64 182:0.97 186:0.89 187:0.21 189:0.99 191:0.98 192:0.87 195:0.91 196:0.88 202:0.99 204:0.85 208:0.64 216:0.90 219:0.87 222:0.84 227:0.95 229:0.98 230:0.64 231:0.80 233:0.73 235:0.22 238:0.93 241:0.73 243:0.63 244:0.61 246:0.61 248:0.92 253:0.92 254:0.74 255:0.95 256:0.98 257:0.65 259:0.21 260:0.87 261:0.90 265:0.08 267:0.92 268:0.98 271:0.48 277:0.69 279:0.82 282:0.71 284:0.99 285:0.62 287:0.99 292:0.95 300:0.08\n2 6:0.96 7:0.64 8:0.97 9:0.80 11:0.92 12:0.69 17:0.13 18:0.70 20:0.85 21:0.78 27:0.04 28:0.56 29:0.62 30:0.76 31:1.00 34:0.93 36:0.93 37:0.96 39:0.80 41:0.98 43:0.52 45:0.73 66:0.36 69:0.95 70:0.28 71:0.86 74:0.36 78:0.91 79:1.00 83:0.91 85:0.72 86:0.66 91:0.98 96:1.00 97:0.89 98:0.26 100:0.96 101:0.97 108:0.90 111:0.93 120:0.96 122:0.41 123:0.90 124:0.68 127:0.66 129:0.59 131:0.91 133:0.61 135:0.56 137:1.00 138:1.00 139:0.66 140:0.99 144:0.76 145:0.52 146:0.17 147:0.05 149:0.37 151:0.97 152:0.97 153:0.98 154:0.41 155:0.67 157:0.83 158:0.72 159:0.76 161:0.77 162:0.48 163:0.75 164:0.93 166:0.61 167:0.76 169:0.93 172:0.27 173:0.96 177:0.05 178:0.53 179:0.88 181:0.64 182:0.96 186:0.91 187:0.21 189:0.98 191:0.98 192:0.87 196:0.93 202:1.00 204:0.89 208:0.64 212:0.37 216:0.92 219:0.87 220:0.62 222:0.84 227:0.95 229:0.98 230:0.64 231:0.80 233:0.76 235:0.22 238:0.96 241:0.74 242:0.16 243:0.18 245:0.50 246:0.61 247:0.60 248:0.96 253:0.97 255:0.95 256:0.99 257:0.84 259:0.21 260:0.93 261:0.95 265:0.28 266:0.38 267:0.76 268:0.99 271:0.48 276:0.21 279:0.82 281:0.89 284:1.00 285:0.62 287:0.98 292:0.95 300:0.25\n2 1:0.69 6:0.86 8:0.67 9:0.80 11:0.92 12:0.69 17:0.45 18:0.99 20:0.79 21:0.30 22:0.93 27:0.21 28:0.56 29:0.62 30:0.68 31:0.96 34:0.47 36:0.82 37:0.74 39:0.80 41:0.88 43:0.92 45:0.99 47:0.93 60:0.95 64:0.77 66:0.34 69:0.12 70:0.69 71:0.86 74:0.89 78:0.81 79:0.96 81:0.40 83:0.91 85:0.85 86:0.98 91:0.53 96:0.87 98:0.71 99:0.83 100:0.84 101:0.97 104:0.84 106:0.81 108:0.83 111:0.81 114:0.60 117:0.86 120:0.78 122:0.85 123:0.82 124:0.82 126:0.44 127:0.73 129:0.89 131:0.91 133:0.84 135:0.96 137:0.96 139:0.97 140:0.80 144:0.76 146:0.86 147:0.88 149:0.97 150:0.55 151:0.87 152:0.83 153:0.48 154:0.92 155:0.67 157:0.93 158:0.92 159:0.88 161:0.77 162:0.86 164:0.67 165:0.70 166:0.78 167:0.48 169:0.81 172:0.95 173:0.08 176:0.55 177:0.70 179:0.13 181:0.64 182:0.99 186:0.82 187:0.39 189:0.87 192:0.87 196:0.98 201:0.68 202:0.59 204:0.85 206:0.81 208:0.64 212:0.79 216:0.95 219:0.95 220:0.87 222:0.84 227:0.95 229:0.99 231:0.80 232:0.91 235:0.42 238:0.87 241:0.01 242:0.37 243:0.43 245:0.98 246:0.61 247:0.93 248:0.86 253:0.90 255:0.95 256:0.64 259:0.21 260:0.79 261:0.82 262:0.93 265:0.71 266:0.87 267:0.97 268:0.67 271:0.48 276:0.96 279:0.86 281:0.91 283:0.82 284:0.93 285:0.62 287:0.99 290:0.60 292:0.95 300:0.84\n1 1:0.69 6:0.95 7:0.63 8:0.92 9:0.80 11:0.88 12:0.69 17:0.11 18:0.72 20:0.92 21:0.54 27:0.10 28:0.56 29:0.62 30:0.33 31:0.99 32:0.80 34:0.76 36:0.82 37:0.92 39:0.80 41:0.98 43:0.61 44:0.93 45:0.85 66:0.68 69:0.67 70:0.54 71:0.86 74:0.58 76:0.85 77:0.70 78:0.83 79:1.00 81:0.34 83:0.91 86:0.70 91:0.97 96:0.99 97:0.89 98:0.67 99:0.83 100:0.90 101:0.87 108:0.71 111:0.85 114:0.57 120:0.96 122:0.75 123:0.69 124:0.44 126:0.44 127:0.39 129:0.59 131:0.91 133:0.46 135:0.79 137:0.99 138:1.00 139:0.78 140:0.98 144:0.76 145:0.61 146:0.41 147:0.48 149:0.58 150:0.52 151:0.97 152:0.95 153:0.97 154:0.55 155:0.67 157:0.61 158:0.72 159:0.45 161:0.77 162:0.50 164:0.95 165:0.70 166:0.80 167:0.87 169:0.86 172:0.67 173:0.69 176:0.55 177:0.70 178:0.52 179:0.52 181:0.64 182:0.97 186:0.84 189:0.95 191:0.97 192:0.87 195:0.70 196:0.98 201:0.68 202:0.99 204:0.85 208:0.64 212:0.70 215:0.39 216:0.88 222:0.84 227:0.95 229:0.98 230:0.63 231:0.80 233:0.73 235:0.68 238:0.93 241:0.86 242:0.42 243:0.27 245:0.74 246:0.61 247:0.76 248:0.96 253:0.97 254:0.84 255:0.95 256:0.99 259:0.21 260:0.93 261:0.89 265:0.68 266:0.75 267:0.95 268:0.99 271:0.48 276:0.59 279:0.82 281:0.88 282:0.88 283:0.78 284:1.00 285:0.62 287:0.99 290:0.57 297:0.36 299:0.88 300:0.43\n2 1:0.69 7:0.64 8:0.94 9:0.80 11:0.85 12:0.69 17:0.57 18:0.91 21:0.22 27:0.10 28:0.56 29:0.62 30:0.71 31:0.99 34:0.85 36:0.84 37:0.92 39:0.80 41:0.95 43:0.60 44:0.85 45:0.85 55:0.45 64:0.77 66:0.45 69:0.66 70:0.48 71:0.86 74:0.34 77:0.70 79:0.99 81:0.46 83:0.91 86:0.63 91:0.93 96:0.98 97:0.89 98:0.29 99:0.83 101:0.87 108:0.51 114:0.62 120:0.89 122:0.86 123:0.48 124:0.58 126:0.44 127:0.65 129:0.05 131:0.91 133:0.43 135:0.98 137:0.99 138:1.00 139:0.63 140:0.97 144:0.76 145:0.52 146:0.55 147:0.61 149:0.57 150:0.56 151:0.92 153:0.89 154:0.68 155:0.67 157:0.61 158:0.72 159:0.78 161:0.77 162:0.55 164:0.89 165:0.70 166:0.78 167:0.75 172:0.63 173:0.49 176:0.55 177:0.70 178:0.42 179:0.51 181:0.64 182:0.97 187:0.39 191:0.95 192:0.87 195:0.91 196:0.90 201:0.68 202:0.97 204:0.89 208:0.64 212:0.88 216:0.88 219:0.87 220:0.82 222:0.84 227:0.95 229:0.98 230:0.64 231:0.80 233:0.73 235:0.31 241:0.72 242:0.50 243:0.58 245:0.85 246:0.61 247:0.76 248:0.92 253:0.92 254:0.93 255:0.95 256:0.97 259:0.21 260:0.87 265:0.32 266:0.47 267:0.79 268:0.97 271:0.48 276:0.37 279:0.82 281:0.89 282:0.71 284:0.99 285:0.62 287:0.99 290:0.62 292:0.91 300:0.55\n2 6:0.98 7:0.64 8:0.97 9:0.80 12:0.69 17:0.11 20:0.80 21:0.78 27:0.11 28:0.56 29:0.62 31:0.99 34:0.53 36:0.26 37:0.89 39:0.80 41:0.92 44:0.85 71:0.86 74:0.30 77:0.70 78:0.87 79:1.00 83:0.91 91:0.96 96:0.99 97:0.94 100:0.93 111:0.89 120:0.89 131:0.91 135:0.65 137:0.99 139:0.59 140:0.99 144:0.76 145:0.54 151:0.93 152:0.84 153:0.94 155:0.67 157:0.61 158:0.72 161:0.77 162:0.49 164:0.81 166:0.61 167:0.75 169:0.91 175:0.97 178:0.52 181:0.64 182:0.96 186:0.87 187:0.39 189:0.98 191:0.96 192:0.87 195:0.91 196:0.88 202:0.98 204:0.85 208:0.64 216:0.90 219:0.87 222:0.84 227:0.95 229:0.98 230:0.64 231:0.80 233:0.73 235:0.22 238:0.94 241:0.72 244:0.93 246:0.61 248:0.88 253:0.91 255:0.95 256:0.96 257:0.93 259:0.21 260:0.84 261:0.90 267:0.65 268:0.97 271:0.48 277:0.95 279:0.82 282:0.71 284:0.99 285:0.62 287:0.99 292:0.95\n1 1:0.74 11:0.87 12:0.69 17:0.22 18:0.91 21:0.40 27:0.45 28:0.56 29:0.62 30:0.74 34:0.68 36:0.23 37:0.50 39:0.80 43:0.82 45:0.89 64:0.77 66:0.61 69:0.69 70:0.62 71:0.86 74:0.54 81:0.53 83:0.91 85:0.85 86:0.83 91:0.29 98:0.56 101:0.97 108:0.52 114:0.62 122:0.80 123:0.50 124:0.57 126:0.54 127:0.53 129:0.59 131:0.61 133:0.66 135:0.86 139:0.79 144:0.76 145:0.44 146:0.80 147:0.83 149:0.88 150:0.74 154:0.77 155:0.67 157:0.96 159:0.71 161:0.77 165:0.93 166:0.86 167:0.59 172:0.75 173:0.56 176:0.73 177:0.70 178:0.55 179:0.42 181:0.64 182:0.97 187:0.68 192:0.87 201:0.93 208:0.64 212:0.42 215:0.42 216:0.77 222:0.84 227:0.61 229:0.61 231:0.79 235:0.60 241:0.44 242:0.41 243:0.68 245:0.80 246:0.99 247:0.82 253:0.47 259:0.21 265:0.57 266:0.71 267:0.44 271:0.48 276:0.69 287:0.61 290:0.62 297:0.36 300:0.70\n0 12:0.95 17:0.83 21:0.78 27:0.35 29:0.53 34:0.99 36:0.17 37:0.59 39:0.94 43:0.06 66:0.36 69:0.94 71:0.86 91:0.12 98:0.06 108:0.89 123:0.88 127:0.05 129:0.05 135:0.99 145:0.70 146:0.05 147:0.05 149:0.05 154:0.06 159:0.05 170:0.79 172:0.05 173:0.93 175:0.99 177:0.05 178:0.55 187:0.68 202:0.36 216:0.39 222:0.25 235:0.68 241:0.32 243:0.51 244:0.97 253:0.20 257:0.97 259:0.21 264:0.93 265:0.06 267:0.28 271:0.13 277:0.98\n0 1:0.63 7:0.66 8:0.73 9:0.73 10:0.92 11:0.49 12:0.95 17:0.32 18:0.80 21:0.47 22:0.93 23:0.97 25:0.88 27:0.32 29:0.53 30:0.86 31:0.91 32:0.64 33:0.97 34:0.34 36:0.40 37:0.36 39:0.94 43:0.65 45:0.92 47:0.93 62:0.97 64:0.77 66:0.06 69:0.40 70:0.47 71:0.86 74:0.51 79:0.90 81:0.60 83:0.60 86:0.81 91:0.12 96:0.75 98:0.14 99:0.95 101:0.52 104:0.58 108:0.31 114:0.78 117:0.86 120:0.68 122:0.91 123:0.96 124:0.92 126:0.53 127:0.96 128:0.96 129:0.93 133:0.91 135:0.71 137:0.91 139:0.77 140:0.45 145:0.69 146:0.24 147:0.30 149:0.71 150:0.46 151:0.66 153:0.48 154:0.54 155:0.64 159:0.92 162:0.66 164:0.71 165:0.70 168:0.96 170:0.79 172:0.32 173:0.12 174:0.90 175:0.91 176:0.70 177:0.70 179:0.62 187:0.68 190:0.98 192:0.99 195:0.98 196:0.91 197:0.92 201:0.61 202:0.64 205:0.97 208:0.64 212:0.23 215:0.63 216:0.43 220:0.93 222:0.25 230:0.68 233:0.66 235:0.74 236:0.95 239:0.91 241:0.41 242:0.40 243:0.34 244:0.83 245:0.63 247:0.67 248:0.65 253:0.67 255:0.73 256:0.64 257:0.84 259:0.21 260:0.68 262:0.93 264:0.93 265:0.11 266:0.80 267:0.91 268:0.65 271:0.13 275:0.93 276:0.60 277:0.98 284:0.92 285:0.61 290:0.78 291:0.97 294:0.92 297:0.36 300:0.70\n1 7:0.66 8:0.91 10:0.99 11:0.57 12:0.95 17:0.89 18:0.87 21:0.22 27:0.65 29:0.53 30:0.88 32:0.64 34:0.78 36:0.18 37:0.69 39:0.94 43:0.76 66:0.48 69:0.71 70:0.48 71:0.86 74:0.79 81:0.34 85:0.94 86:0.95 91:0.40 98:0.33 101:0.87 104:0.96 106:0.81 108:0.54 123:0.52 124:0.82 126:0.23 127:0.70 129:0.59 133:0.85 135:0.58 139:0.94 145:0.42 146:0.62 147:0.67 149:0.98 150:0.38 154:0.68 159:0.79 170:0.79 172:0.85 173:0.54 174:0.93 177:0.96 178:0.55 179:0.26 187:0.87 195:0.92 197:0.94 202:0.36 206:0.81 212:0.86 215:0.79 216:0.34 222:0.25 230:0.68 233:0.76 235:0.22 239:0.98 241:0.15 242:0.22 243:0.59 245:0.86 247:0.79 253:0.55 259:0.21 264:0.93 265:0.36 266:0.80 267:0.36 271:0.13 275:0.98 276:0.84 283:0.82 294:1.00 297:0.36 300:0.94\n0 12:0.95 17:0.88 21:0.54 27:0.37 29:0.53 34:0.99 36:0.58 37:0.60 39:0.94 43:0.09 66:0.36 69:0.68 71:0.86 81:0.29 91:0.23 98:0.09 108:0.52 123:0.49 126:0.23 127:0.06 129:0.05 135:0.49 145:0.91 146:0.05 147:0.05 149:0.06 150:0.32 154:0.08 159:0.05 170:0.79 172:0.05 173:0.79 175:0.99 177:0.05 178:0.55 187:0.39 215:0.58 216:0.47 222:0.25 235:0.60 241:0.21 243:0.51 244:0.97 253:0.20 257:0.97 259:0.21 264:0.93 265:0.09 267:0.91 271:0.13 277:0.98 283:0.67 297:0.36\n0 7:0.66 8:0.72 12:0.95 17:0.62 21:0.30 27:0.72 29:0.53 30:0.62 32:0.64 34:0.92 36:0.47 37:0.73 39:0.94 43:0.11 55:0.71 66:0.75 69:0.10 70:0.34 71:0.86 81:0.33 91:0.90 98:0.96 104:0.58 108:0.09 120:0.85 123:0.09 126:0.23 127:0.69 129:0.05 135:0.19 140:0.45 145:0.47 146:0.63 147:0.68 149:0.14 150:0.36 151:0.65 153:0.48 154:0.09 159:0.23 162:0.80 163:0.75 164:0.82 170:0.79 172:0.32 173:0.42 175:0.97 177:0.38 179:0.95 190:0.98 195:0.56 202:0.73 212:0.61 215:0.72 216:0.15 220:0.62 222:0.25 230:0.68 233:0.76 235:0.31 241:0.86 242:0.63 243:0.77 244:0.97 247:0.35 248:0.77 253:0.20 256:0.78 257:0.93 259:0.21 260:0.85 264:0.93 265:0.96 266:0.23 267:0.23 268:0.79 271:0.13 275:0.91 276:0.29 277:0.95 285:0.45 294:0.94 297:0.36 300:0.25\n0 1:0.61 7:0.66 10:0.86 11:0.49 12:0.95 17:0.36 18:0.67 21:0.59 22:0.93 25:0.88 27:0.32 29:0.53 30:0.33 32:0.64 33:0.97 34:0.36 36:0.63 37:0.36 39:0.94 43:0.65 45:0.73 47:0.93 64:0.77 66:0.12 69:0.41 70:0.69 71:0.86 74:0.37 81:0.58 83:0.60 86:0.69 91:0.17 98:0.20 99:0.95 101:0.52 104:0.58 108:0.32 114:0.73 117:0.86 122:0.85 123:0.88 124:0.81 126:0.53 127:0.93 129:0.05 133:0.73 135:0.37 139:0.67 145:0.69 146:0.17 147:0.22 149:0.41 150:0.44 154:0.54 155:0.48 159:0.77 165:0.70 170:0.79 172:0.16 173:0.26 174:0.79 175:0.91 176:0.70 177:0.70 178:0.55 179:0.92 187:0.68 192:0.48 195:0.88 197:0.85 201:0.60 202:0.36 208:0.64 212:0.19 215:0.55 216:0.43 222:0.25 230:0.68 233:0.66 235:0.84 236:0.95 239:0.86 241:0.35 242:0.19 243:0.40 244:0.83 245:0.46 247:0.55 253:0.54 257:0.84 259:0.21 262:0.93 264:0.93 265:0.09 266:0.47 267:0.73 271:0.13 275:0.93 276:0.28 277:0.98 290:0.73 291:0.97 294:0.93 297:0.36 300:0.43\n0 7:0.66 12:0.95 17:0.28 21:0.64 27:0.34 29:0.53 30:0.76 32:0.64 34:0.80 36:0.32 37:0.46 39:0.94 43:0.10 55:0.84 66:0.72 69:0.52 70:0.22 71:0.86 81:0.28 91:0.27 98:0.60 104:0.86 106:0.81 108:0.40 123:0.38 126:0.23 127:0.18 129:0.05 135:0.58 145:0.63 146:0.63 147:0.68 149:0.12 150:0.30 154:0.09 159:0.24 163:0.86 170:0.79 172:0.27 173:0.54 175:0.97 177:0.38 178:0.55 179:0.78 187:0.87 195:0.68 206:0.81 212:0.42 215:0.53 216:0.53 222:0.25 230:0.68 233:0.66 235:0.74 241:0.24 242:0.75 243:0.75 244:0.97 247:0.30 253:0.20 257:0.93 259:0.21 264:0.93 265:0.61 266:0.23 267:0.36 271:0.13 275:0.91 276:0.26 277:0.95 283:0.67 294:0.94 297:0.36 300:0.18\n0 8:0.77 12:0.95 17:0.89 21:0.78 27:0.72 29:0.53 34:0.91 36:0.18 37:0.59 39:0.94 43:0.09 66:0.36 69:0.72 71:0.86 82:0.98 88:0.99 91:0.58 98:0.09 108:0.55 123:0.52 127:0.07 129:0.05 135:0.56 145:0.85 146:0.05 147:0.05 149:0.06 154:0.08 159:0.05 170:0.79 172:0.05 173:0.85 175:0.99 177:0.05 178:0.55 187:0.21 195:0.65 216:0.04 222:0.25 235:0.31 241:0.46 243:0.51 244:0.97 253:0.20 257:0.97 259:0.21 264:0.93 265:0.10 267:0.69 271:0.13 277:0.98 294:0.94\n2 10:0.93 11:0.54 12:0.95 17:0.75 18:0.70 21:0.54 27:0.18 29:0.53 30:0.54 34:0.81 36:0.66 37:0.84 39:0.94 43:0.10 45:0.85 66:0.88 69:0.49 70:0.39 71:0.86 74:0.51 81:0.29 86:0.81 91:0.51 98:0.78 101:0.69 104:0.95 106:0.81 108:0.38 123:0.36 126:0.23 127:0.27 129:0.05 135:0.80 139:0.78 145:0.59 146:0.69 147:0.74 149:0.12 150:0.32 154:0.71 159:0.27 170:0.79 172:0.67 173:0.59 174:0.83 177:0.96 178:0.55 179:0.49 187:0.39 197:0.87 206:0.81 212:0.75 215:0.58 216:0.62 222:0.25 235:0.60 239:0.91 241:0.21 242:0.14 243:0.89 247:0.76 253:0.42 254:0.74 259:0.21 264:0.93 265:0.78 266:0.38 267:0.36 271:0.13 275:0.96 276:0.51 294:0.98 297:0.36 300:0.33\n1 10:0.98 11:0.57 12:0.95 17:0.45 18:0.86 21:0.78 27:0.45 29:0.53 30:0.94 34:0.82 36:0.22 37:0.50 39:0.94 43:0.75 66:0.60 69:0.77 70:0.21 71:0.86 74:0.78 85:0.94 86:0.95 91:0.07 98:0.44 101:0.87 108:0.61 122:0.67 123:0.58 124:0.51 127:0.17 129:0.59 133:0.47 135:0.60 139:0.93 145:0.52 146:0.60 147:0.66 149:0.98 154:0.65 159:0.31 170:0.79 172:0.84 173:0.73 174:0.93 177:0.96 178:0.55 179:0.13 187:0.68 197:0.94 212:0.90 216:0.77 222:0.25 235:0.52 239:0.98 241:0.32 242:0.23 243:0.67 245:0.93 247:0.74 253:0.54 259:0.21 264:0.93 265:0.46 266:0.38 267:0.19 271:0.13 275:0.98 276:0.79 294:1.00 300:0.55\n2 7:0.66 8:0.89 10:0.96 11:0.57 12:0.95 17:0.16 18:0.78 21:0.13 27:0.02 29:0.53 30:0.87 34:0.45 36:0.21 37:0.92 39:0.94 43:0.57 66:0.42 69:0.93 70:0.32 71:0.86 74:0.65 81:0.35 85:0.95 86:0.89 91:0.15 98:0.58 101:0.87 108:0.89 120:0.75 123:0.89 124:0.65 126:0.23 127:0.58 129:0.59 133:0.60 135:0.87 139:0.86 140:0.45 145:0.77 146:0.60 147:0.05 149:0.93 150:0.39 151:0.63 153:0.72 154:0.46 159:0.79 162:0.81 164:0.73 170:0.79 172:0.85 173:0.89 174:0.93 177:0.05 179:0.22 187:0.39 190:0.98 191:0.73 197:0.91 202:0.62 212:0.86 215:0.84 216:0.99 220:0.74 222:0.25 230:0.68 233:0.76 235:0.12 239:0.95 241:0.56 242:0.28 243:0.06 245:0.94 247:0.79 248:0.67 253:0.48 256:0.64 257:0.97 259:0.21 260:0.76 264:0.93 265:0.59 266:0.47 267:0.59 268:0.68 271:0.13 275:0.98 276:0.84 283:0.67 285:0.45 294:0.99 297:0.36 300:0.55\n1 10:0.98 11:0.57 12:0.95 17:0.40 18:0.86 21:0.78 27:0.45 29:0.53 30:0.94 34:0.81 36:0.21 37:0.50 39:0.94 43:0.75 66:0.59 69:0.78 70:0.19 71:0.86 74:0.78 85:0.94 86:0.95 91:0.14 98:0.43 101:0.87 108:0.61 122:0.67 123:0.59 124:0.52 127:0.17 129:0.59 133:0.47 135:0.69 139:0.93 145:0.50 146:0.59 147:0.65 149:0.98 154:0.65 159:0.30 170:0.79 172:0.83 173:0.74 174:0.93 177:0.96 178:0.55 179:0.13 187:0.68 197:0.94 212:0.90 216:0.77 222:0.25 235:0.31 239:0.98 241:0.27 242:0.24 243:0.67 245:0.93 247:0.67 253:0.54 259:0.21 264:0.93 265:0.45 266:0.38 267:0.23 271:0.13 275:0.98 276:0.78 294:1.00 300:0.43\n0 10:0.89 11:0.57 12:0.95 17:0.51 18:0.64 21:0.78 27:0.03 29:0.53 30:0.95 32:0.80 34:0.20 36:0.35 37:0.95 39:0.94 43:0.81 44:0.93 66:0.72 69:0.71 71:0.86 74:0.56 77:0.70 82:0.99 85:0.72 86:0.74 88:0.99 91:0.33 98:0.12 101:0.87 102:0.98 108:0.54 122:0.67 123:0.52 127:0.08 129:0.05 135:0.80 139:0.80 145:0.77 146:0.19 147:0.24 149:0.70 154:0.75 159:0.10 170:0.79 172:0.27 173:0.71 174:0.79 177:0.96 178:0.55 179:0.08 187:0.21 195:0.75 197:0.84 212:0.78 216:0.65 222:0.25 235:0.12 239:0.93 241:0.35 242:0.45 243:0.75 247:0.35 253:0.44 259:0.21 264:0.93 265:0.13 266:0.17 267:0.84 271:0.13 275:0.91 276:0.27 282:0.88 294:0.98 299:0.88 300:0.08\n1 7:0.66 8:0.93 10:0.99 11:0.57 12:0.95 17:0.32 18:0.87 21:0.13 27:0.29 29:0.53 30:0.87 34:0.59 36:0.21 37:0.92 39:0.94 43:0.75 66:0.36 69:0.50 70:0.32 71:0.86 74:0.81 81:0.35 85:0.95 86:0.96 91:0.33 98:0.60 101:0.87 108:0.38 120:0.68 123:0.73 124:0.61 126:0.23 127:0.26 129:0.59 133:0.47 135:0.82 139:0.94 140:0.45 145:0.77 146:0.75 147:0.79 149:0.98 150:0.39 151:0.63 153:0.72 154:0.66 159:0.64 162:0.86 164:0.68 170:0.79 172:0.84 173:0.29 174:0.93 177:0.96 179:0.15 187:0.39 190:0.98 197:0.95 202:0.55 212:0.84 215:0.84 216:0.93 220:0.62 222:0.25 230:0.68 233:0.76 235:0.12 239:0.98 241:0.68 242:0.28 243:0.51 245:0.97 247:0.79 248:0.62 253:0.55 256:0.58 259:0.21 260:0.69 264:0.93 265:0.46 266:0.54 267:0.73 268:0.63 271:0.13 275:0.98 276:0.88 285:0.45 294:1.00 297:0.36 300:0.43\n0 12:0.95 17:0.92 21:0.78 27:0.72 29:0.53 30:0.76 34:0.63 36:0.55 37:0.49 39:0.94 43:0.08 55:0.52 66:0.64 69:0.79 70:0.15 71:0.86 91:0.40 98:0.39 108:0.63 122:0.85 123:0.60 127:0.13 129:0.05 135:0.74 145:0.80 146:0.34 147:0.40 149:0.08 154:0.08 159:0.14 163:0.98 170:0.79 172:0.16 173:0.92 175:0.97 177:0.38 178:0.55 179:0.75 187:0.68 212:0.95 216:0.08 222:0.25 235:0.95 241:0.39 242:0.82 243:0.69 244:0.97 247:0.12 253:0.20 257:0.93 259:0.21 264:0.93 265:0.41 266:0.12 267:0.28 271:0.13 275:0.93 276:0.15 277:0.95 294:0.94 300:0.13\n0 7:0.69 10:0.85 11:0.46 12:0.51 17:0.77 18:0.79 21:0.78 26:0.97 27:0.55 29:0.56 30:0.76 34:0.80 36:0.42 37:0.64 39:0.70 43:0.61 45:0.73 48:0.91 58:0.93 66:0.85 69:0.46 70:0.27 71:0.84 74:0.41 86:0.80 89:0.97 91:0.15 98:0.74 101:0.47 108:0.35 122:0.75 123:0.34 127:0.23 129:0.05 135:0.34 139:0.78 141:0.91 146:0.61 147:0.67 149:0.70 154:0.50 159:0.23 170:0.82 172:0.57 173:0.59 174:0.79 177:0.88 178:0.55 179:0.56 187:0.95 197:0.85 199:0.96 212:0.76 216:0.27 222:0.21 223:0.97 224:0.93 225:0.96 230:0.71 233:0.76 234:0.91 235:0.05 239:0.84 240:0.95 241:0.27 242:0.38 243:0.86 244:0.83 247:0.60 253:0.35 259:0.21 265:0.74 266:0.38 267:0.76 271:0.31 274:0.91 276:0.44 281:0.91 300:0.25\n1 7:0.69 8:0.85 10:0.88 12:0.51 17:0.47 18:0.88 21:0.40 26:0.98 27:0.55 29:0.56 30:0.13 32:0.65 34:0.64 36:0.31 37:0.64 39:0.70 43:0.62 48:0.91 58:0.93 64:0.77 66:0.06 69:0.49 70:0.97 71:0.84 74:0.29 81:0.42 86:0.88 89:0.96 91:0.04 98:0.19 108:0.98 123:0.98 124:0.99 126:0.32 127:0.95 129:0.59 133:0.99 135:0.95 139:0.88 141:0.91 145:0.76 146:0.67 147:0.72 149:0.67 150:0.43 154:0.65 159:0.97 170:0.82 172:0.57 173:0.09 174:0.79 175:0.75 177:0.70 178:0.55 179:0.15 187:0.95 192:0.45 195:1.00 197:0.85 199:1.00 201:0.56 202:0.50 212:0.22 215:0.67 216:0.27 219:0.91 222:0.21 223:0.98 224:0.93 225:0.96 230:0.71 233:0.76 234:0.91 235:0.52 239:0.87 240:0.95 241:0.10 242:0.38 243:0.17 244:0.61 245:0.89 247:0.86 253:0.26 254:0.74 257:0.65 259:0.21 265:0.20 266:0.99 267:0.36 271:0.31 274:0.91 276:0.95 277:0.87 281:0.91 283:0.67 292:0.88 297:0.36 300:0.99\n0 7:0.69 10:0.88 12:0.51 17:0.40 18:0.88 21:0.40 26:0.99 27:0.55 29:0.56 30:0.13 31:0.86 32:0.65 34:0.68 36:0.30 37:0.64 39:0.70 43:0.62 48:0.91 58:0.98 64:0.77 66:0.06 69:0.49 70:0.97 71:0.84 74:0.29 79:0.86 81:0.42 86:0.88 89:0.96 91:0.04 98:0.19 108:0.98 120:0.54 123:0.98 124:0.99 126:0.32 127:0.95 129:0.59 133:0.99 135:0.92 137:0.86 139:0.88 140:0.45 141:0.99 145:0.76 146:0.67 147:0.72 149:0.67 150:0.43 151:0.48 153:0.48 154:0.65 159:0.97 162:0.86 164:0.56 170:0.82 172:0.57 173:0.09 174:0.79 175:0.75 177:0.70 179:0.15 187:0.95 190:0.89 192:0.45 195:1.00 196:0.88 197:0.85 199:1.00 201:0.56 202:0.36 212:0.22 215:0.67 216:0.27 219:0.91 220:0.99 222:0.21 223:0.99 224:0.98 225:0.96 230:0.71 233:0.76 234:0.98 235:0.52 239:0.87 240:0.95 241:0.07 242:0.38 243:0.17 244:0.61 245:0.89 247:0.86 248:0.48 253:0.26 254:0.74 255:0.68 256:0.45 257:0.65 259:0.21 260:0.54 265:0.20 266:0.99 267:0.28 268:0.46 271:0.31 274:0.97 276:0.95 277:0.87 281:0.91 283:0.67 284:0.88 285:0.50 292:0.88 297:0.36 300:0.99\n1 7:0.69 10:0.85 11:0.46 12:0.51 17:0.75 18:0.70 21:0.78 26:0.98 27:0.55 29:0.56 30:0.74 34:0.62 36:0.47 37:0.64 39:0.70 43:0.71 45:0.83 58:0.93 66:0.88 69:0.46 70:0.42 71:0.84 74:0.55 86:0.76 89:0.98 91:0.23 98:0.81 101:0.47 108:0.35 122:0.55 123:0.34 127:0.30 129:0.05 135:0.37 139:0.72 141:0.91 146:0.79 147:0.82 149:0.64 154:0.61 159:0.34 170:0.82 172:0.67 173:0.50 174:0.79 177:0.88 178:0.55 179:0.52 187:0.95 197:0.85 199:0.97 212:0.41 216:0.27 222:0.21 223:0.97 224:0.93 225:0.97 230:0.71 233:0.76 234:0.91 235:0.05 239:0.84 240:0.95 241:0.18 242:0.33 243:0.89 244:0.61 247:0.60 253:0.44 259:0.21 265:0.81 266:0.38 267:0.52 271:0.31 274:0.91 276:0.53 300:0.43\n0 7:0.69 10:0.85 11:0.46 12:0.51 17:0.76 18:0.76 21:0.78 26:0.97 27:0.55 29:0.56 30:0.76 34:0.80 36:0.33 37:0.64 39:0.70 43:0.61 45:0.73 48:0.91 58:0.93 66:0.83 69:0.46 70:0.20 71:0.84 74:0.41 86:0.76 89:0.97 91:0.17 98:0.72 101:0.47 108:0.35 122:0.55 123:0.34 127:0.22 129:0.05 135:0.42 139:0.76 141:0.91 146:0.60 147:0.65 149:0.66 154:0.50 159:0.22 170:0.82 172:0.51 173:0.59 174:0.79 177:0.88 178:0.55 179:0.60 187:0.95 197:0.85 199:0.96 212:0.86 216:0.27 222:0.21 223:0.97 224:0.93 225:0.96 230:0.71 233:0.76 234:0.91 235:0.05 239:0.84 240:0.95 241:0.18 242:0.29 243:0.84 244:0.83 247:0.60 253:0.35 259:0.21 265:0.72 266:0.23 267:0.79 271:0.31 274:0.91 276:0.40 281:0.91 300:0.18\n1 1:0.64 10:0.85 12:0.51 17:0.81 18:0.67 21:0.22 26:0.98 27:0.43 29:0.56 30:0.76 34:0.50 36:0.33 37:0.73 39:0.70 43:0.77 58:0.93 64:0.77 66:0.54 69:0.12 70:0.22 71:0.84 74:0.40 81:0.55 86:0.69 89:0.97 91:0.18 98:0.47 108:0.10 114:0.82 122:0.75 123:0.10 124:0.45 126:0.51 127:0.32 129:0.05 133:0.36 135:0.49 139:0.72 141:0.91 146:0.33 147:0.40 149:0.54 150:0.55 154:0.69 155:0.49 159:0.21 170:0.82 172:0.21 173:0.39 174:0.79 176:0.63 177:0.88 178:0.55 179:0.93 187:0.39 192:0.49 197:0.85 199:0.95 201:0.62 208:0.61 212:0.42 215:0.72 216:0.23 219:0.91 222:0.21 223:0.98 224:0.93 225:0.98 234:0.91 235:0.42 239:0.84 240:0.95 241:0.32 242:0.45 243:0.63 244:0.61 245:0.40 247:0.35 253:0.58 259:0.21 265:0.49 266:0.23 267:0.23 271:0.31 274:0.91 276:0.20 283:0.67 290:0.82 292:0.88 297:0.36 300:0.18\n0 7:0.69 10:0.86 11:0.46 12:0.51 17:0.55 21:0.30 26:0.99 27:0.50 29:0.56 30:0.18 32:0.67 34:0.55 36:0.86 37:0.60 39:0.70 43:0.63 45:0.91 55:0.59 58:0.93 66:0.52 69:0.78 70:0.93 71:0.84 74:0.70 77:0.70 81:0.33 83:0.56 89:0.99 91:0.12 97:0.89 98:0.64 101:0.47 104:0.84 106:0.81 108:0.90 117:0.86 123:0.89 124:0.78 126:0.24 127:0.82 129:0.05 133:0.83 135:0.47 141:0.91 145:0.67 146:0.47 147:0.27 149:0.73 150:0.37 154:0.52 158:0.77 159:0.82 170:0.82 172:0.86 173:0.62 174:0.83 175:0.75 177:0.38 178:0.55 179:0.28 187:0.39 195:0.92 197:0.86 199:0.99 206:0.81 208:0.50 212:0.60 215:0.72 216:0.86 222:0.21 223:0.98 224:0.93 225:0.97 230:0.71 232:0.90 233:0.76 234:0.91 235:0.31 239:0.85 240:0.95 242:0.45 243:0.11 244:0.83 245:0.88 247:0.79 253:0.51 257:0.84 259:0.21 265:0.64 266:0.87 267:0.65 271:0.31 274:0.91 276:0.85 277:0.87 279:0.76 282:0.75 283:0.82 297:0.36 300:0.84\n1 1:0.63 10:0.87 11:0.46 12:0.51 17:0.66 18:0.63 21:0.40 26:0.98 27:0.69 29:0.56 30:0.41 32:0.65 34:0.74 36:0.66 37:0.25 39:0.70 43:0.64 45:0.66 58:0.93 66:0.86 69:0.30 70:0.77 71:0.84 74:0.43 81:0.55 83:0.56 86:0.66 89:0.97 91:0.10 98:0.91 99:0.83 101:0.47 104:0.93 106:0.81 108:0.24 114:0.78 117:0.86 123:0.23 126:0.32 127:0.49 129:0.05 135:0.79 139:0.64 141:0.91 145:0.67 146:0.76 147:0.80 149:0.46 150:0.50 154:0.67 155:0.49 159:0.32 165:0.65 170:0.82 172:0.59 173:0.44 174:0.79 176:0.63 177:0.88 178:0.55 179:0.72 187:0.95 192:0.47 195:0.58 197:0.85 199:0.98 201:0.59 206:0.81 208:0.50 212:0.54 215:0.67 216:0.62 222:0.21 223:0.98 224:0.93 225:0.98 232:0.88 234:0.91 235:0.60 239:0.86 240:0.95 241:0.10 242:0.45 243:0.86 244:0.61 247:0.67 253:0.57 254:0.74 259:0.21 265:0.91 266:0.47 267:0.36 271:0.31 274:0.91 276:0.47 290:0.78 297:0.36 300:0.55\n1 1:0.56 10:0.86 11:0.46 12:0.51 17:0.61 18:0.62 21:0.68 26:0.98 27:0.30 29:0.56 30:0.45 32:0.67 34:0.97 36:0.44 37:0.80 39:0.70 43:0.58 45:0.81 58:0.93 66:0.29 69:0.84 70:0.81 71:0.84 74:0.52 77:0.70 81:0.42 83:0.56 86:0.66 89:0.98 91:0.10 98:0.28 99:0.83 101:0.47 104:0.89 106:0.81 108:0.80 114:0.67 117:0.86 122:0.55 123:0.79 124:0.84 126:0.32 127:0.59 129:0.05 133:0.83 135:0.23 139:0.64 141:0.91 145:0.80 146:0.32 147:0.05 149:0.56 150:0.38 154:0.47 155:0.46 159:0.58 163:0.88 165:0.65 170:0.82 172:0.37 173:0.85 174:0.83 175:0.75 176:0.63 177:0.05 178:0.55 179:0.70 187:0.95 192:0.45 195:0.76 197:0.87 199:0.97 201:0.54 206:0.81 208:0.50 212:0.16 215:0.49 216:0.74 222:0.21 223:0.98 224:0.93 225:0.98 232:0.85 234:0.91 235:0.84 239:0.86 240:0.95 241:0.35 242:0.16 243:0.12 244:0.83 245:0.58 247:0.74 253:0.53 257:0.93 259:0.21 265:0.31 266:0.84 267:0.23 271:0.31 274:0.91 276:0.50 277:0.87 282:0.75 290:0.67 297:0.36 300:0.70\n0 7:0.69 10:0.85 11:0.46 12:0.51 17:0.62 18:0.66 21:0.78 26:0.96 27:0.55 29:0.56 30:0.62 34:0.80 36:0.71 37:0.64 39:0.70 43:0.61 45:0.66 48:0.91 58:0.93 66:0.30 69:0.47 70:0.34 71:0.84 74:0.35 86:0.68 89:0.96 91:0.14 98:0.32 101:0.47 108:0.36 122:0.41 123:0.35 124:0.61 127:0.19 129:0.05 133:0.43 135:0.68 139:0.70 141:0.91 145:0.40 146:0.33 147:0.40 149:0.42 154:0.51 159:0.23 163:0.81 170:0.82 172:0.16 173:0.54 174:0.79 175:0.75 177:0.70 178:0.55 179:0.76 187:0.95 197:0.85 199:0.95 202:0.46 212:0.30 216:0.27 222:0.21 223:0.96 224:0.93 225:0.96 230:0.71 233:0.76 234:0.91 235:0.22 239:0.84 240:0.95 241:0.27 242:0.33 243:0.48 244:0.83 245:0.47 247:0.39 253:0.31 257:0.65 259:0.21 265:0.34 266:0.27 267:0.23 271:0.31 274:0.91 276:0.23 277:0.69 281:0.91 300:0.25\n0 1:0.69 7:0.75 9:0.75 10:0.81 11:0.46 12:0.51 17:0.94 18:0.96 22:0.93 26:0.99 27:0.72 29:0.56 30:0.94 31:0.94 32:0.72 34:0.53 36:0.88 39:0.70 43:0.74 44:0.92 45:0.98 47:0.93 48:0.91 58:0.98 64:0.77 66:0.20 69:0.97 70:0.21 71:0.84 74:0.92 77:0.70 79:0.94 81:0.77 83:0.56 86:0.98 89:0.99 91:0.68 96:0.83 97:0.89 98:0.57 99:0.83 101:0.47 106:0.81 108:0.81 114:0.97 117:0.86 120:0.72 122:0.75 123:0.80 124:0.85 126:0.51 127:0.90 129:0.05 133:0.84 135:0.84 137:0.94 139:0.98 140:0.45 141:0.99 145:0.40 146:0.83 147:0.90 149:0.99 150:0.78 151:0.90 153:0.69 154:0.65 155:0.64 158:0.82 159:0.88 162:0.86 164:0.62 165:0.65 170:0.82 172:0.91 173:0.97 174:0.79 176:0.70 177:0.70 179:0.13 187:0.87 190:0.77 192:0.98 195:0.96 196:0.98 197:0.79 199:1.00 201:0.67 202:0.46 204:0.84 206:0.81 208:0.61 212:0.49 215:0.96 216:0.16 219:0.94 222:0.21 223:0.99 224:1.00 225:0.99 230:0.77 233:0.76 234:1.00 235:0.22 239:0.80 240:0.99 241:0.03 242:0.32 243:0.33 244:0.61 245:0.98 247:0.76 248:0.80 253:0.89 255:0.78 256:0.45 257:0.65 260:0.73 262:0.93 265:0.59 266:0.71 267:0.59 268:0.55 271:0.31 274:0.98 276:0.96 277:0.69 279:0.80 281:0.91 282:0.80 283:0.82 284:0.90 285:0.60 290:0.97 292:0.95 297:0.36 300:0.55\n0 12:0.51 17:0.59 18:0.87 21:0.78 26:0.94 27:0.15 29:0.56 30:0.45 34:0.56 36:0.44 37:0.90 39:0.70 43:0.16 44:0.88 48:0.91 55:0.59 58:0.93 66:0.63 69:0.78 70:0.61 71:0.84 74:0.40 76:0.85 86:0.83 89:0.96 91:0.11 98:0.70 108:0.62 122:0.92 123:0.59 124:0.45 127:0.48 129:0.05 133:0.37 135:0.23 139:0.83 141:0.91 145:0.42 146:0.57 147:0.28 149:0.18 154:0.46 159:0.32 170:0.82 172:0.41 173:0.91 175:0.75 177:0.05 178:0.55 179:0.82 187:0.39 193:0.97 195:0.59 199:0.94 212:0.61 216:0.35 222:0.21 223:0.92 224:0.93 225:0.96 234:0.91 235:0.52 239:0.84 240:0.95 241:0.43 242:0.63 243:0.28 244:0.61 245:0.54 247:0.47 253:0.35 254:0.93 257:0.93 259:0.21 265:0.70 266:0.38 267:0.69 271:0.31 274:0.91 276:0.37 277:0.69 281:0.91 300:0.43\n0 8:0.93 10:0.84 12:0.51 17:0.73 18:0.90 21:0.78 26:0.96 27:0.20 29:0.56 30:0.71 34:0.50 36:0.68 37:0.97 39:0.70 43:0.56 55:0.45 58:0.93 66:0.75 69:0.56 70:0.56 71:0.84 74:0.39 86:0.89 89:0.97 91:0.62 98:0.75 108:0.43 122:0.92 123:0.41 124:0.40 127:0.43 129:0.05 133:0.39 135:0.28 139:0.84 141:0.91 146:0.73 147:0.77 149:0.35 154:0.45 159:0.40 170:0.82 172:0.65 173:0.61 174:0.79 177:0.88 178:0.55 179:0.59 187:0.21 197:0.83 199:0.95 212:0.77 216:0.39 222:0.21 223:0.96 224:0.93 225:0.96 234:0.91 235:0.22 239:0.83 240:0.95 241:0.21 242:0.51 243:0.77 244:0.83 245:0.64 247:0.79 253:0.34 259:0.21 265:0.75 266:0.47 267:0.59 271:0.31 274:0.91 276:0.56 300:0.55\n0 1:0.64 10:0.87 11:0.46 12:0.51 17:0.45 18:0.62 21:0.30 26:0.98 27:0.69 29:0.56 30:0.14 32:0.65 34:0.94 36:0.18 37:0.25 39:0.70 43:0.64 45:0.66 55:0.71 58:0.93 66:0.62 69:0.29 70:0.90 71:0.84 74:0.43 81:0.57 83:0.56 86:0.66 89:0.97 91:0.23 98:0.75 99:0.83 101:0.47 104:0.93 106:0.81 108:0.22 114:0.82 117:0.86 123:0.22 124:0.48 126:0.32 127:0.79 129:0.05 133:0.36 135:0.96 139:0.64 141:0.91 145:0.52 146:0.78 147:0.82 149:0.50 150:0.52 154:0.67 155:0.49 159:0.53 165:0.65 170:0.82 172:0.67 173:0.30 174:0.79 176:0.63 177:0.88 178:0.55 179:0.59 187:0.87 192:0.48 195:0.68 197:0.85 199:0.99 201:0.60 206:0.81 208:0.50 212:0.54 215:0.72 216:0.62 222:0.21 223:0.98 224:0.93 225:0.98 232:0.88 234:0.91 235:0.52 239:0.86 240:0.95 241:0.37 242:0.74 243:0.68 244:0.61 245:0.79 247:0.67 253:0.58 254:0.74 259:0.21 265:0.75 266:0.75 267:0.28 271:0.31 274:0.91 276:0.63 290:0.82 297:0.36 300:0.70\n1 1:0.69 11:0.75 12:0.37 17:0.26 18:0.90 21:0.13 27:0.47 29:0.62 30:0.62 32:0.63 34:0.42 36:0.23 37:0.66 39:0.51 43:0.67 44:0.85 45:0.92 46:0.88 64:0.77 66:0.74 69:0.79 70:0.49 71:0.74 74:0.43 77:0.98 81:0.60 83:0.60 86:0.72 91:0.27 98:0.73 99:0.83 101:0.52 107:0.93 108:0.62 110:0.95 114:0.64 122:0.80 123:0.60 124:0.42 125:0.88 126:0.44 127:0.29 129:0.05 131:0.61 133:0.43 135:0.94 139:0.71 144:0.57 145:0.90 146:0.87 147:0.28 149:0.81 150:0.60 154:0.55 155:0.58 157:0.61 159:0.51 160:0.88 165:0.70 166:0.84 172:0.78 173:0.73 176:0.55 177:0.38 178:0.55 179:0.32 182:0.61 187:0.39 192:0.51 195:0.82 201:0.68 204:0.85 208:0.54 212:0.60 216:0.82 222:0.35 227:0.61 229:0.61 231:0.90 232:0.96 235:0.22 241:0.49 242:0.54 243:0.21 245:0.79 246:0.61 247:0.67 253:0.48 254:0.86 257:0.65 259:0.21 265:0.73 266:0.38 267:0.36 276:0.70 281:0.91 282:0.71 287:0.61 289:0.94 290:0.64 300:0.43\n1 11:0.64 12:0.37 17:0.45 18:0.68 21:0.68 27:0.56 29:0.62 30:0.15 32:0.62 34:0.95 36:0.18 37:0.60 39:0.51 43:0.13 45:0.66 46:0.88 66:0.53 69:0.84 70:0.52 71:0.74 74:0.27 81:0.24 86:0.56 91:0.20 98:0.50 101:0.52 104:0.91 106:0.81 107:0.94 108:0.69 110:0.96 123:0.67 124:0.51 125:0.88 126:0.26 127:0.28 129:0.05 131:0.61 133:0.37 135:0.69 139:0.55 145:0.72 146:0.53 147:0.53 149:0.14 150:0.24 154:0.56 157:0.61 159:0.36 160:0.88 166:0.86 172:0.37 173:0.90 177:0.05 178:0.55 179:0.73 182:0.61 187:0.21 195:0.66 206:0.81 212:0.30 215:0.37 216:0.76 222:0.35 227:0.61 229:0.61 231:0.90 232:0.97 235:0.80 241:0.01 242:0.14 243:0.37 245:0.57 246:0.61 247:0.67 253:0.24 254:0.95 257:0.84 259:0.21 265:0.51 266:0.47 267:0.36 276:0.38 283:0.78 287:0.61 289:0.95 297:0.36 300:0.33\n0 12:0.37 17:0.93 18:0.88 21:0.78 27:0.72 29:0.62 30:0.28 34:0.63 36:0.94 37:0.66 39:0.51 43:0.18 46:0.88 55:0.71 66:0.87 69:0.05 70:0.47 71:0.74 74:0.25 86:0.59 91:0.33 98:0.95 107:0.95 108:0.05 110:0.97 123:0.05 125:0.88 127:0.65 129:0.05 131:0.61 135:0.75 139:0.57 146:0.79 147:0.83 149:0.26 154:0.60 157:0.61 159:0.35 160:0.88 166:0.61 172:0.63 173:0.13 177:0.70 178:0.55 179:0.71 182:0.61 187:0.39 202:0.36 212:0.61 216:0.09 222:0.35 227:0.61 229:0.61 231:0.90 241:0.21 242:0.16 243:0.88 246:0.61 247:0.79 253:0.22 254:1.00 259:0.21 265:0.95 266:0.54 267:0.44 276:0.53 287:0.61 289:0.95 300:0.33\n1 8:0.84 11:0.64 12:0.37 17:0.67 18:0.83 21:0.54 27:0.52 29:0.62 30:0.36 34:0.33 36:0.94 37:0.47 39:0.51 43:0.13 45:0.66 46:0.88 55:0.84 66:0.48 69:0.54 70:0.64 71:0.74 74:0.26 81:0.25 86:0.58 91:0.38 98:0.75 101:0.52 107:0.96 108:0.78 110:0.98 114:0.55 122:0.41 123:0.77 124:0.67 125:0.88 126:0.26 127:0.67 129:0.59 131:0.61 133:0.66 135:0.89 139:0.56 146:0.36 147:0.43 149:0.25 150:0.25 154:0.40 157:0.61 159:0.67 160:0.88 163:0.94 166:0.76 172:0.61 173:0.43 176:0.54 177:0.70 178:0.55 179:0.55 182:0.61 187:0.39 212:0.21 216:0.39 222:0.35 227:0.61 229:0.61 231:0.93 232:0.93 235:0.60 241:0.24 242:0.15 243:0.25 245:0.76 246:0.61 247:0.84 253:0.36 254:0.92 259:0.21 265:0.75 266:0.80 267:0.87 276:0.65 287:0.61 289:0.96 290:0.55 300:0.55\n2 8:0.65 11:0.64 12:0.37 17:0.94 18:0.65 21:0.74 27:0.69 29:0.62 30:0.37 32:0.62 34:0.93 36:0.52 37:0.25 39:0.51 43:0.34 45:0.73 46:0.88 55:0.59 66:0.88 69:0.86 70:0.87 71:0.74 74:0.28 76:0.85 81:0.23 86:0.59 91:0.15 98:0.70 101:0.52 107:0.95 108:0.73 110:0.97 123:0.71 125:0.88 126:0.26 127:0.21 129:0.05 131:0.61 135:0.47 139:0.57 145:0.41 146:0.78 147:0.81 149:0.38 150:0.23 154:0.25 157:0.61 159:0.34 160:0.88 166:0.86 172:0.67 173:0.88 177:0.70 178:0.55 179:0.39 182:0.61 187:0.68 195:0.76 212:0.57 215:0.36 216:0.55 222:0.35 227:0.61 229:0.61 231:0.93 235:0.88 241:0.15 242:0.14 243:0.89 244:0.61 246:0.61 247:0.82 253:0.25 259:0.21 265:0.70 266:0.47 267:0.23 276:0.55 283:0.78 287:0.61 289:0.96 297:0.36 300:0.70\n1 8:0.62 11:0.64 12:0.37 17:0.34 18:0.63 21:0.30 27:0.58 29:0.62 30:0.30 34:0.47 36:0.69 37:0.42 39:0.51 43:0.59 45:0.66 46:0.88 55:0.84 66:0.45 69:0.43 70:0.76 71:0.74 74:0.28 81:0.32 86:0.59 91:0.23 96:0.77 98:0.67 101:0.52 107:0.92 108:0.33 110:0.93 114:0.57 117:0.86 122:0.77 123:0.32 124:0.81 125:0.88 126:0.26 127:0.79 129:0.05 131:0.83 133:0.81 135:0.24 139:0.57 140:0.45 146:0.89 147:0.91 149:0.47 150:0.29 151:0.55 153:0.48 154:0.48 157:0.61 158:0.71 159:0.77 160:0.88 162:0.55 166:0.76 172:0.68 173:0.26 176:0.54 177:0.70 179:0.46 182:0.61 187:0.68 190:0.89 202:0.70 212:0.18 216:0.88 220:0.87 222:0.35 227:0.61 229:0.61 231:0.78 232:0.88 235:0.31 241:0.30 242:0.79 243:0.58 244:0.61 245:0.77 246:0.61 247:0.60 248:0.56 253:0.42 256:0.64 259:0.21 265:0.67 266:0.80 267:0.73 268:0.68 276:0.73 285:0.47 287:0.61 289:0.91 290:0.57 300:0.70\n1 11:0.64 12:0.37 17:0.75 18:0.62 21:0.47 27:0.61 29:0.62 30:0.33 34:0.58 36:0.47 37:0.61 39:0.51 43:0.59 45:0.66 46:0.88 55:0.84 66:0.46 69:0.58 70:0.77 71:0.74 74:0.28 76:0.85 77:0.70 81:0.27 86:0.58 91:0.08 98:0.66 101:0.52 107:0.92 108:0.44 110:0.93 114:0.56 117:0.86 122:0.77 123:0.43 124:0.76 125:0.88 126:0.26 127:0.63 129:0.05 131:0.61 133:0.73 135:0.44 139:0.57 145:0.47 146:0.89 147:0.91 149:0.45 150:0.26 154:0.47 157:0.61 158:0.71 159:0.75 160:0.88 166:0.76 172:0.68 173:0.41 176:0.54 177:0.70 178:0.55 179:0.44 182:0.61 187:0.95 195:0.90 212:0.19 216:0.44 222:0.35 227:0.61 229:0.61 231:0.78 232:0.97 235:0.52 241:0.02 242:0.79 243:0.58 244:0.61 245:0.79 246:0.61 247:0.60 253:0.37 259:0.21 265:0.67 266:0.80 267:0.19 276:0.72 282:0.70 287:0.61 289:0.91 290:0.56 300:0.70\n0 12:0.37 17:0.61 18:0.67 21:0.78 27:0.32 29:0.62 30:0.76 32:0.62 34:0.68 36:0.32 37:0.89 39:0.51 43:0.18 46:0.88 55:0.71 66:0.64 69:0.08 70:0.15 71:0.74 74:0.24 76:0.85 86:0.57 91:0.31 98:0.82 104:0.58 106:0.81 107:0.89 108:0.07 110:0.91 122:0.65 123:0.07 125:0.88 127:0.31 129:0.05 131:0.61 135:0.94 139:0.55 145:0.89 146:0.41 147:0.47 149:0.12 154:0.12 157:0.61 159:0.15 160:0.88 163:0.75 166:0.61 172:0.16 173:0.50 175:0.75 177:0.38 178:0.55 179:0.98 182:0.61 187:0.87 195:0.53 206:0.81 212:0.95 216:0.32 222:0.35 227:0.61 229:0.61 231:0.74 235:0.22 241:0.46 242:0.82 243:0.69 244:0.83 246:0.61 247:0.12 253:0.20 257:0.65 259:0.21 265:0.82 266:0.12 267:0.44 276:0.17 277:0.69 287:0.61 289:0.90 300:0.13\n1 11:0.64 12:0.37 17:0.18 18:0.65 21:0.78 27:0.56 29:0.62 30:0.55 34:0.80 36:0.23 37:0.60 39:0.51 43:0.41 45:0.66 46:0.88 55:0.71 66:0.36 69:0.88 70:0.71 71:0.74 74:0.27 86:0.58 91:0.07 98:0.51 101:0.52 107:0.94 108:0.83 110:0.96 122:0.77 123:0.82 124:0.76 125:0.88 127:0.48 129:0.59 131:0.61 133:0.76 135:0.60 139:0.56 145:0.65 146:0.41 147:0.05 149:0.30 154:0.31 157:0.61 158:0.71 159:0.71 160:0.88 163:0.94 166:0.61 172:0.41 173:0.83 175:0.75 177:0.05 178:0.55 179:0.69 182:0.61 187:0.87 212:0.18 216:0.76 222:0.35 227:0.61 229:0.61 231:0.87 232:0.95 235:0.52 241:0.49 242:0.31 243:0.13 244:0.61 245:0.58 246:0.61 247:0.74 253:0.24 257:0.84 259:0.21 265:0.52 266:0.80 267:0.36 276:0.49 277:0.69 287:0.61 289:0.93 300:0.55\n1 11:0.86 12:0.37 17:0.55 18:0.69 21:0.78 27:0.47 29:0.62 30:0.76 32:0.62 34:0.20 36:0.19 37:0.66 39:0.51 43:0.10 44:0.85 45:0.73 46:0.88 66:0.54 69:0.85 70:0.22 71:0.74 74:0.49 77:0.70 86:0.71 91:0.42 98:0.13 101:0.87 107:0.91 108:0.71 110:0.92 122:0.55 123:0.70 124:0.45 125:0.88 127:0.14 129:0.05 131:0.61 133:0.37 135:0.74 139:0.69 144:0.57 145:0.82 146:0.20 147:0.05 149:0.06 154:0.62 155:0.58 157:0.61 159:0.20 160:0.88 166:0.61 172:0.21 173:0.89 177:0.05 178:0.55 179:0.62 182:0.61 187:0.39 192:0.51 195:0.74 202:0.50 204:0.85 208:0.54 212:0.42 216:0.82 222:0.35 227:0.61 229:0.61 231:0.83 235:0.12 241:0.65 242:0.45 243:0.26 245:0.40 246:0.61 247:0.35 253:0.35 254:0.84 257:0.84 259:0.21 265:0.14 266:0.23 267:0.52 276:0.14 281:0.91 282:0.71 287:0.61 289:0.92 300:0.18\n1 9:0.76 11:0.64 12:0.37 17:0.62 18:0.92 21:0.78 27:0.47 29:0.62 30:0.72 31:0.87 32:0.62 34:0.50 36:0.21 37:0.66 39:0.51 43:0.65 44:0.85 45:0.92 46:0.88 66:0.93 69:0.66 70:0.39 71:0.74 74:0.36 77:0.70 79:0.88 83:0.60 86:0.66 91:0.42 96:0.72 97:0.89 98:0.75 101:0.52 107:0.94 108:0.50 110:0.95 122:0.80 123:0.48 125:0.88 127:0.24 129:0.05 131:0.89 135:0.93 137:0.87 139:0.66 140:0.45 145:0.76 146:0.80 147:0.84 149:0.83 151:0.59 153:0.48 154:0.65 155:0.58 157:0.61 158:0.72 159:0.36 160:0.88 162:0.86 166:0.61 172:0.80 173:0.66 177:0.70 179:0.29 182:0.61 187:0.68 190:0.77 192:0.51 195:0.77 196:0.87 202:0.36 208:0.54 212:0.80 216:0.82 219:0.87 220:0.74 222:0.35 227:0.61 229:0.61 231:0.90 232:0.92 235:0.22 241:0.18 242:0.55 243:0.93 246:0.61 247:0.60 248:0.58 253:0.40 254:0.90 255:0.74 256:0.45 259:0.21 265:0.75 266:0.38 267:0.28 268:0.46 276:0.70 279:0.82 282:0.71 284:0.86 285:0.56 287:0.61 289:0.95 292:0.95 300:0.33\n1 11:0.64 12:0.37 17:0.88 18:0.66 21:0.47 27:0.69 29:0.62 30:0.38 34:0.37 36:0.70 37:0.27 39:0.51 43:0.59 45:0.66 46:0.88 55:0.71 66:0.49 69:0.86 70:0.77 71:0.74 74:0.28 81:0.27 86:0.59 91:0.14 98:0.77 101:0.52 107:0.92 108:0.73 110:0.94 114:0.56 117:0.86 122:0.77 123:0.72 124:0.67 125:0.88 126:0.26 127:0.66 129:0.05 131:0.61 133:0.60 135:0.60 139:0.57 146:0.95 147:0.78 149:0.47 150:0.26 154:0.49 157:0.61 158:0.71 159:0.79 160:0.88 166:0.76 172:0.74 173:0.76 176:0.54 177:0.38 178:0.55 179:0.40 182:0.61 187:0.39 212:0.28 216:0.21 222:0.35 227:0.61 229:0.61 231:0.79 232:0.92 235:0.52 241:0.27 242:0.77 243:0.33 244:0.61 245:0.86 246:0.61 247:0.60 253:0.37 257:0.65 259:0.21 265:0.77 266:0.80 267:0.36 276:0.76 287:0.61 289:0.91 290:0.56 300:0.84\n0 8:0.69 12:0.37 17:0.61 18:0.66 21:0.22 27:0.37 29:0.62 30:0.44 34:0.81 36:0.99 37:0.37 39:0.51 43:0.14 46:0.88 55:0.92 66:0.20 69:0.58 70:0.66 71:0.74 74:0.24 81:0.49 86:0.57 91:0.56 98:0.48 104:0.89 107:0.92 108:0.85 110:0.95 120:0.80 123:0.85 124:0.93 125:0.88 126:0.26 127:0.72 129:0.59 131:0.91 133:0.92 135:0.89 139:0.55 140:0.45 145:0.52 146:0.51 147:0.57 149:0.26 150:0.38 151:0.60 153:0.46 154:0.10 157:0.61 159:0.86 160:0.88 162:0.69 163:0.94 164:0.53 166:0.87 172:0.45 173:0.31 175:0.75 177:0.38 179:0.55 182:0.61 187:0.39 190:0.89 202:0.76 212:0.30 215:0.51 216:0.60 220:0.62 222:0.35 227:0.61 229:0.61 231:0.87 235:0.22 241:0.41 242:0.80 243:0.28 244:0.83 245:0.64 246:0.61 247:0.39 248:0.65 253:0.20 256:0.78 257:0.65 259:0.21 260:0.58 265:0.50 266:0.92 267:0.65 268:0.79 276:0.66 277:0.87 283:0.82 285:0.47 287:0.61 289:0.93 297:0.36 300:0.55\n1 9:0.76 11:0.75 12:0.37 17:0.55 18:0.91 21:0.78 27:0.47 29:0.62 30:0.76 31:0.88 34:0.59 36:0.18 37:0.66 39:0.51 43:0.65 44:0.85 45:0.92 46:0.88 66:0.91 69:0.65 70:0.30 71:0.74 74:0.43 77:0.70 79:0.90 83:0.60 86:0.74 91:0.31 96:0.75 97:0.89 98:0.75 101:0.52 107:0.93 108:0.50 110:0.95 122:0.80 123:0.48 125:0.88 127:0.24 129:0.05 131:0.89 135:0.97 137:0.88 139:0.72 140:0.45 144:0.57 145:0.79 146:0.82 147:0.85 149:0.83 151:0.65 153:0.48 154:0.59 155:0.58 157:0.61 158:0.72 159:0.38 160:0.88 162:0.86 166:0.61 172:0.76 173:0.64 177:0.70 179:0.33 182:0.61 187:0.68 190:0.77 192:0.51 195:0.79 196:0.89 202:0.36 208:0.54 212:0.71 216:0.82 219:0.87 220:0.62 222:0.35 227:0.61 229:0.61 231:0.86 232:0.87 235:0.12 241:0.02 242:0.59 243:0.92 246:0.61 247:0.47 248:0.63 253:0.44 254:0.86 255:0.74 256:0.45 259:0.21 265:0.75 266:0.38 267:0.28 268:0.46 276:0.64 279:0.82 282:0.71 284:0.86 285:0.56 287:0.61 289:0.93 292:0.95 300:0.33\n1 11:0.42 12:0.01 17:0.51 21:0.78 27:0.66 29:0.56 30:0.43 34:0.77 36:0.72 37:0.47 39:0.65 43:0.17 55:0.84 66:0.85 69:0.23 70:0.56 71:0.58 74:0.39 91:0.05 98:0.85 108:0.18 123:0.18 124:0.38 127:0.44 129:0.05 131:0.61 133:0.39 135:0.61 139:0.64 144:0.57 146:0.97 147:0.97 149:0.30 154:0.51 157:0.61 159:0.72 166:0.61 172:0.85 173:0.14 175:0.75 177:0.38 178:0.55 179:0.34 182:0.61 187:0.39 212:0.27 216:0.23 219:0.89 222:0.35 227:0.61 229:0.61 231:0.80 241:0.05 242:0.70 243:0.86 244:0.61 245:0.74 246:0.61 247:0.47 253:0.31 254:0.74 257:0.65 259:0.21 265:0.85 266:0.63 267:0.44 271:0.56 276:0.77 277:0.69 287:0.61 292:0.91 300:0.55\n1 7:0.63 8:0.68 11:0.75 12:0.01 17:0.24 18:0.61 21:0.13 25:0.88 27:0.09 29:0.56 30:0.14 34:0.44 36:0.91 37:0.89 39:0.65 43:0.69 45:0.66 55:0.52 66:0.45 69:0.07 70:0.92 71:0.58 74:0.38 81:0.41 86:0.63 91:0.25 98:0.48 101:0.52 108:0.06 123:0.06 124:0.87 126:0.26 127:0.89 129:0.05 131:0.61 133:0.88 135:0.34 139:0.61 144:0.57 145:0.42 146:0.82 147:0.85 149:0.61 150:0.35 154:0.59 157:0.77 159:0.84 166:0.79 172:0.82 173:0.08 177:0.70 178:0.55 179:0.30 182:0.72 187:0.98 212:0.57 215:0.61 216:0.85 222:0.35 227:0.61 229:0.61 230:0.64 231:0.73 233:0.76 235:0.12 241:0.32 242:0.81 243:0.58 244:0.61 245:0.84 246:0.61 247:0.60 253:0.30 259:0.21 265:0.49 266:0.84 267:0.28 271:0.56 276:0.84 287:0.61 297:0.36 300:0.84\n1 11:0.75 12:0.01 17:0.28 18:0.61 21:0.13 25:0.88 27:0.09 29:0.56 30:0.11 34:0.44 36:0.95 37:0.89 39:0.65 43:0.69 45:0.66 55:0.52 66:0.61 69:0.07 70:0.91 71:0.58 74:0.38 81:0.41 86:0.66 91:0.22 98:0.60 101:0.52 108:0.06 123:0.06 124:0.85 126:0.26 127:0.88 129:0.05 131:0.61 133:0.92 135:0.49 139:0.64 144:0.57 146:0.91 147:0.93 149:0.61 150:0.35 154:0.59 157:0.77 159:0.85 166:0.79 172:0.87 173:0.08 177:0.70 178:0.55 179:0.30 182:0.72 187:0.98 212:0.58 215:0.61 216:0.85 222:0.35 227:0.61 229:0.61 231:0.73 235:0.12 241:0.24 242:0.81 243:0.68 244:0.61 245:0.77 246:0.61 247:0.60 253:0.30 259:0.21 265:0.61 266:0.89 267:0.44 271:0.56 276:0.84 287:0.61 297:0.36 300:0.70\n0 11:0.86 12:0.01 17:0.72 18:0.98 21:0.13 27:0.53 29:0.56 30:0.32 34:0.44 36:0.26 37:0.38 39:0.65 43:0.09 45:0.73 55:0.59 66:0.42 69:0.96 70:0.75 71:0.58 74:0.35 81:0.38 86:0.96 91:0.11 98:0.64 101:0.87 108:0.95 114:0.63 117:0.86 122:0.86 123:0.95 124:0.92 126:0.26 127:0.84 129:0.89 131:0.61 133:0.93 135:0.75 139:0.95 144:0.57 145:0.70 146:0.97 147:0.05 149:0.46 150:0.34 154:0.22 157:0.75 158:0.71 159:0.96 166:0.77 172:0.97 173:0.74 176:0.55 177:0.05 178:0.55 179:0.11 182:0.72 187:0.68 212:0.52 216:0.80 222:0.35 227:0.61 229:0.61 231:0.79 232:0.87 235:0.12 241:0.24 242:0.74 243:0.05 245:0.98 246:0.61 247:0.96 253:0.47 254:0.80 257:0.84 259:0.21 265:0.65 266:0.95 267:0.91 271:0.56 276:0.98 287:0.61 290:0.63 300:0.94\n0 8:0.61 12:0.01 17:0.79 18:0.96 21:0.59 27:0.68 29:0.56 30:0.37 34:0.97 36:0.88 37:0.44 39:0.65 43:0.12 44:0.87 48:0.91 55:0.84 64:0.77 66:0.26 69:0.95 70:0.79 71:0.58 74:0.25 81:0.27 86:0.91 91:0.48 98:0.55 108:0.80 122:0.86 123:0.79 124:0.84 126:0.26 127:0.72 129:0.59 131:0.61 133:0.82 135:0.82 139:0.91 145:0.85 146:0.36 147:0.57 149:0.33 150:0.26 154:0.09 157:0.61 159:0.80 163:0.94 166:0.61 172:0.59 173:0.93 175:0.75 177:0.05 178:0.55 179:0.44 182:0.61 187:0.39 195:0.92 212:0.22 216:0.27 219:0.89 222:0.35 227:0.61 229:0.61 231:0.64 235:0.74 241:0.05 242:0.78 243:0.32 244:0.83 245:0.80 246:0.61 247:0.67 253:0.22 257:0.84 259:0.21 265:0.56 266:0.87 267:0.36 271:0.56 276:0.74 277:0.87 281:0.89 287:0.61 292:0.91 300:0.70\n1 7:0.63 11:0.75 12:0.01 17:0.16 18:0.61 21:0.13 25:0.88 27:0.09 29:0.56 30:0.14 34:0.44 36:0.95 37:0.89 39:0.65 43:0.69 45:0.66 55:0.45 66:0.67 69:0.07 70:0.90 71:0.58 74:0.38 81:0.41 86:0.63 91:0.33 98:0.68 101:0.52 108:0.06 123:0.06 124:0.76 126:0.26 127:0.92 129:0.05 131:0.61 133:0.88 135:0.34 139:0.61 144:0.57 145:0.42 146:0.91 147:0.92 149:0.61 150:0.35 154:0.59 157:0.77 159:0.80 166:0.79 172:0.86 173:0.09 177:0.70 178:0.55 179:0.33 182:0.73 187:0.98 212:0.60 215:0.61 216:0.85 222:0.35 227:0.61 229:0.61 230:0.64 231:0.73 233:0.76 235:0.12 241:0.41 242:0.80 243:0.71 244:0.61 245:0.77 246:0.61 247:0.60 253:0.30 259:0.21 265:0.68 266:0.91 267:0.44 271:0.56 276:0.83 287:0.61 297:0.36 300:0.70\n1 7:0.63 11:0.75 12:0.01 17:0.69 18:0.61 21:0.05 25:0.88 27:0.09 29:0.56 30:0.21 32:0.62 34:0.29 36:0.81 37:0.89 39:0.65 43:0.69 45:0.66 55:0.52 66:0.92 69:0.05 70:0.72 71:0.58 74:0.38 81:0.50 86:0.63 91:0.33 98:0.95 101:0.52 108:0.05 120:0.63 123:0.05 126:0.26 127:0.66 129:0.05 131:0.85 135:0.65 139:0.61 140:0.45 144:0.57 145:0.56 146:0.89 147:0.91 149:0.54 150:0.39 151:0.55 153:0.48 154:0.59 157:0.79 159:0.49 162:0.86 164:0.52 166:0.79 172:0.79 173:0.15 177:0.70 179:0.50 182:0.73 187:0.39 190:0.89 195:0.67 202:0.36 212:0.68 215:0.78 216:0.85 220:0.62 222:0.35 227:0.84 229:0.61 230:0.64 231:0.74 233:0.76 235:0.05 241:0.69 242:0.78 243:0.93 244:0.61 246:0.61 247:0.60 248:0.54 253:0.30 256:0.45 259:0.21 260:0.57 265:0.95 266:0.63 267:0.36 268:0.46 271:0.56 276:0.69 285:0.47 287:0.61 297:0.36 300:0.55\n0 11:0.42 12:0.01 21:0.05 27:0.69 29:0.56 30:0.76 34:0.68 36:0.90 37:0.25 39:0.65 43:0.69 55:0.45 64:0.77 66:0.64 69:0.38 70:0.15 71:0.58 74:0.38 81:0.58 91:0.33 98:0.35 108:0.30 122:0.51 123:0.28 126:0.26 127:0.12 129:0.05 131:0.61 135:0.94 144:0.57 146:0.23 147:0.29 149:0.34 150:0.43 154:0.58 157:0.61 159:0.11 166:0.61 172:0.16 173:0.74 175:0.75 177:0.38 178:0.55 179:0.67 182:0.61 187:0.87 212:0.95 216:0.52 222:0.35 227:0.61 229:0.61 231:0.67 235:0.05 241:0.32 242:0.82 243:0.69 244:0.61 246:0.61 247:0.12 253:0.30 254:0.80 257:0.65 259:0.21 265:0.37 266:0.12 267:0.28 271:0.56 276:0.17 277:0.69 287:0.61 300:0.13\n0 8:0.81 12:0.01 17:0.77 18:0.93 21:0.68 27:0.68 29:0.56 30:0.30 34:0.98 36:0.92 37:0.44 39:0.65 43:0.12 44:0.87 48:0.91 55:0.71 64:0.77 66:0.44 69:0.93 70:0.81 71:0.58 74:0.25 81:0.24 86:0.87 91:0.23 98:0.52 108:0.57 122:0.86 123:0.55 124:0.82 126:0.26 127:0.63 129:0.05 131:0.61 133:0.82 135:0.80 139:0.88 145:0.85 146:0.35 147:0.89 149:0.27 150:0.24 154:0.09 157:0.61 159:0.82 163:0.94 166:0.61 172:0.57 173:0.86 175:0.75 177:0.05 178:0.55 179:0.58 182:0.61 187:0.39 195:0.94 212:0.23 216:0.27 219:0.89 222:0.35 227:0.61 229:0.61 231:0.64 235:0.80 241:0.10 242:0.78 243:0.58 244:0.83 245:0.66 246:0.61 247:0.55 253:0.22 257:0.84 259:0.21 265:0.54 266:0.92 267:0.59 271:0.56 276:0.61 277:0.87 281:0.89 287:0.61 292:0.91 300:0.70\n1 7:0.63 11:0.75 12:0.01 17:0.20 18:0.61 21:0.13 25:0.88 27:0.09 29:0.56 30:0.10 34:0.45 36:0.91 37:0.89 39:0.65 43:0.69 45:0.66 55:0.52 66:0.61 69:0.07 70:0.89 71:0.58 74:0.38 81:0.41 86:0.63 91:0.20 98:0.69 101:0.52 108:0.06 123:0.06 124:0.80 126:0.26 127:0.92 129:0.05 131:0.61 133:0.89 135:0.54 139:0.61 144:0.57 145:0.42 146:0.95 147:0.96 149:0.62 150:0.35 154:0.59 157:0.77 159:0.85 166:0.79 172:0.88 173:0.08 177:0.70 178:0.55 179:0.28 182:0.72 187:0.98 212:0.51 215:0.61 216:0.85 222:0.35 227:0.61 229:0.61 230:0.64 231:0.77 233:0.76 235:0.12 241:0.32 242:0.79 243:0.68 244:0.61 245:0.83 246:0.61 247:0.60 253:0.31 259:0.21 265:0.70 266:0.89 267:0.44 271:0.56 276:0.87 287:0.61 297:0.36 300:0.70\n1 7:0.63 12:0.01 17:0.62 18:0.66 21:0.78 27:0.16 29:0.56 30:0.21 34:0.42 36:0.95 37:0.70 39:0.65 43:0.12 55:0.92 66:0.16 69:0.94 70:0.70 71:0.58 74:0.30 86:0.67 91:0.14 98:0.38 108:0.89 122:0.77 123:0.88 124:0.94 127:0.70 129:0.59 131:0.61 133:0.93 135:0.87 139:0.65 145:0.56 146:0.79 147:0.32 149:0.23 154:0.13 157:0.61 159:0.87 163:0.94 166:0.61 172:0.37 173:0.87 177:0.05 178:0.55 179:0.56 182:0.61 187:0.87 202:0.36 212:0.27 216:0.66 222:0.35 227:0.61 229:0.61 230:0.64 231:0.76 232:0.72 233:0.76 235:0.88 241:0.32 242:0.28 243:0.20 244:0.61 245:0.62 246:0.61 247:0.86 253:0.26 254:0.90 257:0.84 259:0.21 265:0.41 266:0.87 267:0.19 271:0.56 276:0.65 287:0.61 300:0.55\n1 12:0.01 17:0.77 21:0.78 27:0.58 29:0.56 30:0.21 34:0.52 36:0.97 37:0.26 39:0.65 43:0.18 55:0.92 66:0.16 69:0.05 70:0.92 71:0.58 74:0.32 83:0.60 91:0.05 97:0.89 98:0.36 108:0.05 117:0.86 122:0.77 123:0.05 124:0.85 127:0.82 129:0.59 131:0.61 133:0.82 135:0.81 139:0.68 146:0.53 147:0.59 149:0.24 154:0.12 155:0.58 157:0.61 158:0.72 159:0.68 166:0.61 172:0.21 173:0.06 175:0.75 177:0.38 178:0.55 179:0.80 182:0.61 187:0.87 192:0.51 208:0.54 212:0.22 216:0.67 219:0.92 222:0.35 227:0.61 229:0.61 231:0.73 232:0.94 241:0.07 242:0.71 243:0.37 244:0.83 245:0.54 246:0.61 247:0.39 253:0.27 257:0.65 259:0.21 265:0.38 266:0.75 267:0.84 271:0.56 276:0.46 277:0.69 279:0.82 287:0.61 292:0.95 300:0.70\n1 12:0.01 17:0.70 18:0.62 21:0.47 27:0.63 29:0.56 30:0.90 34:0.91 36:0.28 37:0.41 39:0.65 43:0.14 55:0.59 66:0.89 69:0.63 70:0.21 71:0.58 74:0.28 76:0.85 77:0.70 81:0.26 86:0.67 91:0.60 98:0.86 106:0.81 108:0.48 114:0.57 123:0.46 126:0.26 127:0.38 129:0.05 131:0.61 135:0.30 139:0.65 145:0.70 146:0.72 147:0.77 149:0.32 150:0.25 154:0.45 157:0.61 159:0.29 166:0.77 172:0.70 173:0.77 176:0.55 177:0.70 178:0.55 179:0.55 182:0.61 187:0.39 195:0.61 206:0.81 212:0.93 216:0.18 222:0.35 227:0.61 229:0.61 231:0.83 235:0.52 241:0.41 242:0.80 243:0.90 244:0.61 246:0.61 247:0.35 253:0.39 254:0.84 259:0.21 265:0.86 266:0.17 267:0.23 271:0.56 276:0.59 282:0.71 287:0.61 290:0.57 300:0.25\n1 7:0.63 8:0.63 11:0.75 12:0.01 17:0.32 18:0.61 21:0.13 25:0.88 27:0.09 29:0.56 30:0.10 34:0.39 36:0.99 37:0.89 39:0.65 43:0.69 45:0.66 55:0.71 66:0.48 69:0.07 70:0.87 71:0.58 74:0.38 81:0.41 86:0.63 91:0.27 98:0.61 101:0.52 108:0.06 123:0.06 124:0.80 126:0.26 127:0.88 129:0.05 131:0.61 133:0.81 135:0.65 139:0.61 144:0.57 145:0.42 146:0.91 147:0.93 149:0.62 150:0.35 154:0.59 157:0.77 159:0.85 166:0.79 172:0.85 173:0.08 177:0.70 178:0.55 179:0.27 182:0.72 187:0.98 212:0.51 215:0.61 216:0.85 222:0.35 227:0.61 229:0.61 230:0.64 231:0.73 233:0.76 235:0.12 241:0.15 242:0.81 243:0.59 244:0.61 245:0.90 246:0.61 247:0.60 253:0.30 259:0.21 265:0.62 266:0.89 267:0.44 271:0.56 276:0.87 287:0.61 297:0.36 300:0.70\n1 7:0.63 11:0.75 12:0.01 17:0.28 18:0.61 21:0.13 25:0.88 27:0.09 29:0.56 30:0.10 34:0.44 36:0.93 37:0.89 39:0.65 43:0.69 45:0.66 55:0.52 66:0.49 69:0.07 70:0.84 71:0.58 74:0.38 81:0.41 86:0.66 91:0.18 98:0.64 101:0.52 108:0.06 123:0.06 124:0.84 126:0.26 127:0.91 129:0.05 131:0.61 133:0.89 135:0.37 139:0.64 144:0.57 145:0.42 146:0.94 147:0.95 149:0.62 150:0.35 154:0.59 157:0.77 159:0.86 166:0.79 172:0.87 173:0.07 177:0.70 178:0.55 179:0.26 182:0.72 187:0.98 212:0.55 215:0.61 216:0.85 222:0.35 227:0.61 229:0.61 230:0.64 231:0.78 233:0.76 235:0.12 241:0.27 242:0.78 243:0.60 244:0.61 245:0.86 246:0.61 247:0.60 253:0.31 259:0.21 265:0.65 266:0.80 267:0.36 271:0.56 276:0.87 283:0.78 287:0.61 297:0.36 300:0.70\n0 7:0.63 8:0.66 11:0.75 12:0.01 17:0.66 18:0.57 21:0.30 27:0.56 29:0.56 30:0.10 32:0.62 34:0.29 36:0.75 37:0.45 39:0.65 43:0.11 45:0.66 55:0.71 66:0.05 69:0.19 70:0.95 71:0.58 74:0.31 76:0.98 77:0.70 81:0.32 86:0.59 91:0.03 98:0.17 101:0.52 108:1.00 120:0.55 123:0.96 124:1.00 126:0.26 127:1.00 129:0.96 131:0.85 133:1.00 135:0.92 139:0.57 140:0.87 144:0.57 145:0.79 146:0.31 147:0.37 149:0.33 150:0.29 151:0.48 153:0.48 154:0.55 157:0.75 159:0.98 162:0.49 164:0.52 166:0.79 172:0.67 173:0.05 175:0.75 177:0.38 178:0.48 179:0.14 182:0.71 187:0.87 190:0.89 195:1.00 202:0.63 212:0.21 215:0.44 216:0.56 220:0.87 222:0.35 227:0.84 229:0.61 230:0.63 231:0.80 233:0.73 235:0.31 241:0.15 242:0.79 243:0.07 244:0.61 245:0.87 246:0.61 247:0.79 248:0.48 253:0.27 256:0.45 257:0.65 259:0.21 260:0.54 265:0.15 266:0.99 267:0.79 268:0.46 271:0.56 276:0.96 277:0.87 282:0.71 285:0.47 287:0.61 297:0.36 300:0.94\n2 7:0.81 12:0.69 17:0.72 20:0.80 27:0.58 28:0.46 30:0.94 32:0.80 34:0.96 36:0.49 37:0.30 43:0.52 55:0.59 66:0.72 69:0.05 70:0.13 78:0.75 81:0.99 91:0.33 98:0.58 100:0.79 104:0.89 106:0.81 108:0.05 111:0.75 120:0.69 123:0.05 126:0.54 127:0.17 129:0.05 135:0.49 140:0.45 145:0.38 146:0.52 147:0.58 149:0.37 150:0.99 151:0.66 152:0.77 153:0.48 154:0.41 159:0.19 161:0.94 162:0.86 164:0.57 167:0.52 169:0.77 172:0.27 173:0.17 177:0.05 179:0.76 181:0.52 186:0.76 187:0.39 195:0.60 202:0.36 206:0.81 212:0.42 215:0.96 216:0.33 230:0.87 233:0.76 235:0.02 241:0.02 242:0.82 243:0.75 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 261:0.76 265:0.59 266:0.23 267:0.36 268:0.46 276:0.22 283:0.82 285:0.62 297:0.36 300:0.13\n2 8:0.85 12:0.69 17:0.77 21:0.78 25:0.88 27:0.30 28:0.46 30:0.87 32:0.80 34:0.97 36:0.51 37:0.70 43:0.28 55:0.71 66:0.82 69:0.77 70:0.27 91:0.64 98:0.81 104:0.54 108:0.60 120:0.60 123:0.58 127:0.30 129:0.05 135:0.89 140:0.45 145:0.69 146:0.78 147:0.82 149:0.44 151:0.54 153:0.48 154:0.21 159:0.34 161:0.94 162:0.74 163:0.81 164:0.67 167:0.65 172:0.48 173:0.83 177:0.05 179:0.74 181:0.52 187:0.21 191:0.75 195:0.67 202:0.56 212:0.30 216:0.38 220:0.87 235:0.68 241:0.50 242:0.82 243:0.83 247:0.12 248:0.54 256:0.58 259:0.21 260:0.61 265:0.81 266:0.47 267:0.65 268:0.59 276:0.40 285:0.62 300:0.25\n2 6:0.97 8:0.95 12:0.69 17:0.70 20:0.86 21:0.47 25:0.88 27:0.27 28:0.46 34:0.50 36:0.83 37:0.88 43:0.44 66:0.36 69:0.47 78:0.76 81:0.95 91:0.33 98:0.16 100:0.83 104:0.58 108:0.36 111:0.77 120:0.60 123:0.35 126:0.54 127:0.09 129:0.05 135:0.37 140:0.45 146:0.05 147:0.05 149:0.15 150:0.92 151:0.54 152:1.00 153:0.48 154:0.33 159:0.05 161:0.94 162:0.86 164:0.57 167:0.73 169:0.88 172:0.05 173:0.95 177:0.05 181:0.52 186:0.77 187:0.21 189:0.99 202:0.36 215:0.63 216:0.28 220:0.62 235:0.52 238:0.96 241:0.66 243:0.51 248:0.54 256:0.45 259:0.21 260:0.61 261:0.92 265:0.17 267:0.44 268:0.46 285:0.62 297:0.36\n1 12:0.69 17:0.40 21:0.78 27:0.45 28:0.46 30:0.95 34:0.80 36:0.18 37:0.50 43:0.26 55:0.84 66:0.54 69:0.82 91:0.18 98:0.22 108:0.66 123:0.64 127:0.11 129:0.05 135:0.87 145:0.49 146:0.32 147:0.39 149:0.17 154:0.19 159:0.13 161:0.94 167:0.54 172:0.10 173:0.80 177:0.05 178:0.55 179:0.62 181:0.52 187:0.68 216:0.77 235:0.97 241:0.07 243:0.63 259:0.21 265:0.24 267:0.23 300:0.08\n3 8:0.95 12:0.69 17:0.66 21:0.76 25:0.88 27:0.30 28:0.46 30:0.76 32:0.80 34:0.79 36:0.62 37:0.70 43:0.36 55:0.71 66:0.72 69:0.64 70:0.22 81:0.83 91:0.90 98:0.80 104:0.54 108:0.49 120:0.85 123:0.46 126:0.54 127:0.29 129:0.05 135:0.47 140:0.45 145:0.72 146:0.50 147:0.56 149:0.35 150:0.63 151:0.72 153:0.48 154:0.27 159:0.18 161:0.94 162:0.81 164:0.85 167:0.91 172:0.27 173:0.88 177:0.05 179:0.92 181:0.52 187:0.21 191:0.87 195:0.56 202:0.77 212:0.42 215:0.46 216:0.38 235:0.95 241:0.90 242:0.82 243:0.75 247:0.12 248:0.78 256:0.82 259:0.21 260:0.85 265:0.80 266:0.23 267:0.36 268:0.82 276:0.25 283:0.60 285:0.62 297:0.36 300:0.18\n1 8:0.94 12:0.69 17:0.77 20:0.93 21:0.59 25:0.88 27:0.72 28:0.46 32:0.80 34:0.47 36:0.75 78:0.74 81:0.92 91:0.86 100:0.79 104:0.58 111:0.74 120:0.66 126:0.54 135:0.37 140:0.45 145:0.92 150:0.86 151:0.56 152:0.87 153:0.72 161:0.94 162:0.86 164:0.84 167:0.92 169:0.77 175:0.75 181:0.52 186:0.75 195:0.52 202:0.72 215:0.55 216:0.09 220:0.87 235:0.68 241:0.97 244:0.61 248:0.61 256:0.79 257:0.65 259:0.21 260:0.67 261:0.79 267:0.59 268:0.80 277:0.69 285:0.62 297:0.36\n2 8:0.80 12:0.69 17:0.88 21:0.40 25:0.88 27:0.27 28:0.46 30:0.76 34:0.90 36:0.87 37:0.88 43:0.52 55:0.71 66:0.36 69:0.12 70:0.15 81:0.96 91:0.53 98:0.21 104:0.58 108:0.10 120:0.53 123:0.10 124:0.52 126:0.54 127:0.16 129:0.59 133:0.47 135:0.71 140:0.45 146:0.27 147:0.33 149:0.28 150:0.94 151:0.46 153:0.48 154:0.41 159:0.20 161:0.94 162:0.74 163:0.75 164:0.67 167:0.77 172:0.10 173:0.22 177:0.05 179:0.88 181:0.52 187:0.21 202:0.56 212:0.95 215:0.67 216:0.28 220:0.91 235:0.42 241:0.72 242:0.82 243:0.51 245:0.37 247:0.12 248:0.46 256:0.58 259:0.21 260:0.53 265:0.23 266:0.12 267:0.65 268:0.59 276:0.16 285:0.62 297:0.36 300:0.13\n3 6:0.98 8:0.95 12:0.69 17:0.38 20:0.99 21:0.76 25:0.88 27:0.30 28:0.46 30:0.76 32:0.80 34:0.80 36:0.64 37:0.70 43:0.36 55:0.71 66:0.72 69:0.64 70:0.22 78:0.89 81:0.83 91:0.95 98:0.80 100:0.99 104:0.54 108:0.49 111:0.98 120:0.93 123:0.46 126:0.54 127:0.29 129:0.05 135:0.42 140:0.45 145:0.72 146:0.50 147:0.56 149:0.35 150:0.63 151:0.84 152:0.91 153:0.97 154:0.27 159:0.18 161:0.94 162:0.79 164:0.94 167:0.91 169:1.00 172:0.27 173:0.88 177:0.05 179:0.92 181:0.52 186:0.89 189:0.98 191:0.92 195:0.56 202:0.89 212:0.42 215:0.46 216:0.38 235:0.95 238:1.00 241:0.89 242:0.82 243:0.75 247:0.12 248:0.90 256:0.91 259:0.21 260:0.93 261:0.98 265:0.80 266:0.23 267:0.28 268:0.92 276:0.25 283:0.60 285:0.62 297:0.36 300:0.18\n2 6:0.96 8:0.91 12:0.69 17:0.90 20:0.85 21:0.22 25:0.88 27:0.72 28:0.46 30:0.86 32:0.80 34:0.58 36:0.36 43:0.24 55:0.59 66:0.84 69:0.85 70:0.21 78:0.77 81:0.98 91:0.69 98:0.64 100:0.82 104:0.74 108:0.71 111:0.77 120:0.54 123:0.69 126:0.54 127:0.19 129:0.05 135:0.78 140:0.45 145:0.72 146:0.60 147:0.66 149:0.46 150:0.97 151:0.47 152:0.81 153:0.48 154:0.17 159:0.22 161:0.94 162:0.86 164:0.57 167:0.88 169:0.79 172:0.54 173:0.94 177:0.05 179:0.47 181:0.52 186:0.78 189:0.98 195:0.66 202:0.36 212:0.81 215:0.79 216:0.02 220:0.82 235:0.22 238:0.95 241:0.80 242:0.82 243:0.85 247:0.12 248:0.47 256:0.45 259:0.21 260:0.54 261:0.80 265:0.64 266:0.27 267:0.36 268:0.46 276:0.44 285:0.62 297:0.36 300:0.18\n1 12:0.69 17:0.49 21:0.78 27:0.72 28:0.46 34:0.82 36:0.23 91:0.90 104:0.58 120:0.63 135:0.81 140:0.45 151:0.54 153:0.48 161:0.94 162:0.84 164:0.77 167:0.90 175:0.75 181:0.52 191:0.70 202:0.65 216:0.11 220:0.93 241:0.86 244:0.61 248:0.57 256:0.68 257:0.65 259:0.21 260:0.64 267:0.44 268:0.71 277:0.69 285:0.62\n2 12:0.69 17:0.62 21:0.22 25:0.88 27:0.27 28:0.46 30:0.62 34:0.93 36:0.67 37:0.88 43:0.52 55:0.92 66:0.47 69:0.08 70:0.34 81:0.98 91:0.33 98:0.66 104:0.58 108:0.56 123:0.53 124:0.52 126:0.54 127:0.50 129:0.59 133:0.47 135:0.73 146:0.21 147:0.27 149:0.39 150:0.97 154:0.41 159:0.28 161:0.94 163:0.75 167:0.63 172:0.21 173:0.30 177:0.05 178:0.55 179:0.93 181:0.52 187:0.39 212:0.30 215:0.79 216:0.28 235:0.22 241:0.44 242:0.82 243:0.37 245:0.46 247:0.12 259:0.21 265:0.67 266:0.27 267:0.44 276:0.26 297:0.36 300:0.25\n1 12:0.69 17:0.05 20:0.76 21:0.78 27:0.72 28:0.46 34:0.33 36:0.54 43:0.30 66:0.36 69:0.74 78:0.72 91:0.82 98:0.12 100:0.73 104:0.58 108:0.58 111:0.72 120:0.74 123:0.55 127:0.08 129:0.05 132:0.97 135:0.60 140:0.45 146:0.05 147:0.05 149:0.12 151:0.66 152:0.74 153:0.48 154:0.22 159:0.05 161:0.94 162:0.66 164:0.79 167:0.91 169:0.72 172:0.05 173:1.00 177:0.05 181:0.52 186:0.73 202:0.72 216:0.12 235:0.05 241:0.89 243:0.51 248:0.67 256:0.75 260:0.75 261:0.73 265:0.13 267:0.28 268:0.74 283:0.82 285:0.62\n1 12:0.69 17:0.30 21:0.30 25:0.88 27:0.27 28:0.46 34:0.85 36:0.71 37:0.88 43:0.34 66:0.36 69:0.64 81:0.97 91:0.38 98:0.13 104:0.58 108:0.49 123:0.47 126:0.54 127:0.08 129:0.05 135:0.34 146:0.05 147:0.05 149:0.13 150:0.96 154:0.26 159:0.05 161:0.94 167:0.67 172:0.05 173:0.96 177:0.05 178:0.55 181:0.52 187:0.39 215:0.72 216:0.28 235:0.31 241:0.53 243:0.51 259:0.21 265:0.13 267:0.52 297:0.36\n2 8:0.88 12:0.69 17:0.75 21:0.47 25:0.88 27:0.30 28:0.46 30:0.76 34:0.89 36:0.47 37:0.70 43:0.25 55:0.71 66:0.64 69:0.84 70:0.15 81:0.95 91:0.68 98:0.49 104:0.54 108:0.69 120:0.53 123:0.67 126:0.54 127:0.15 129:0.05 135:0.81 140:0.45 145:0.45 146:0.44 147:0.50 149:0.21 150:0.92 151:0.46 153:0.69 154:0.18 159:0.16 161:0.94 162:0.86 163:0.98 164:0.62 167:0.62 172:0.16 173:0.95 177:0.05 179:0.85 181:0.52 187:0.21 191:0.70 202:0.46 212:0.95 215:0.63 216:0.38 220:0.93 235:0.52 241:0.41 242:0.82 243:0.69 247:0.12 248:0.46 256:0.45 259:0.21 260:0.53 265:0.50 266:0.12 267:0.44 268:0.55 276:0.18 285:0.62 297:0.36 300:0.13\n2 6:0.98 8:0.97 12:0.69 17:0.28 20:0.78 21:0.47 27:0.47 28:0.46 34:0.58 36:0.89 37:0.90 78:0.78 81:0.95 91:0.88 100:0.95 104:0.58 111:0.89 120:0.85 126:0.54 135:0.21 140:0.45 150:0.92 151:0.66 152:0.77 153:0.48 161:0.94 162:0.78 164:0.94 167:0.91 169:0.90 175:0.75 181:0.52 186:0.79 189:0.98 191:0.87 202:0.90 215:0.63 216:0.29 220:0.62 235:0.52 238:0.99 241:0.93 244:0.61 248:0.79 256:0.92 257:0.65 259:0.21 260:0.86 261:0.83 267:0.19 268:0.93 277:0.69 283:0.60 285:0.62 297:0.36\n2 8:0.94 12:0.69 17:0.77 20:0.93 21:0.59 25:0.88 27:0.72 28:0.46 32:0.80 34:0.47 36:0.75 78:0.74 81:0.92 91:0.86 100:0.79 104:0.58 111:0.74 120:0.66 126:0.54 135:0.37 140:0.45 145:0.92 150:0.86 151:0.56 152:0.87 153:0.72 161:0.94 162:0.86 164:0.84 167:0.92 169:0.77 175:0.75 181:0.52 186:0.75 195:0.52 202:0.72 215:0.55 216:0.09 220:0.87 235:0.68 241:0.97 244:0.61 248:0.61 256:0.79 257:0.65 259:0.21 260:0.67 261:0.79 267:0.59 268:0.80 277:0.69 285:0.62 297:0.36\n2 1:0.65 7:0.81 10:0.97 11:0.84 12:0.37 17:0.83 18:0.85 21:0.22 27:0.53 29:0.62 30:0.36 32:0.68 34:0.62 36:0.25 37:0.86 39:0.47 43:0.36 44:0.92 45:0.87 48:0.91 64:0.77 66:0.43 69:0.39 70:0.93 71:0.91 74:0.75 77:0.70 81:0.60 83:0.56 86:0.90 91:0.17 98:0.76 99:0.83 101:0.47 104:0.87 106:0.81 108:0.30 114:0.88 117:0.86 122:0.65 123:0.29 124:0.60 126:0.51 127:0.73 129:0.59 133:0.47 135:0.74 139:0.91 144:0.85 145:0.98 146:0.81 147:0.84 149:0.28 150:0.52 154:0.54 155:0.56 159:0.55 165:0.65 170:0.87 172:0.71 173:0.37 174:0.94 176:0.70 177:0.88 178:0.55 179:0.40 187:0.39 192:0.57 193:0.99 195:0.73 197:0.94 201:0.63 204:0.83 206:0.81 208:0.64 212:0.69 215:0.79 216:0.65 222:0.60 230:0.83 232:0.91 233:0.66 235:0.42 239:0.97 241:0.41 242:0.16 243:0.57 245:0.91 247:0.92 253:0.67 254:0.74 259:0.21 265:0.76 266:0.63 267:0.96 271:0.44 276:0.75 281:0.86 282:0.77 290:0.88 297:0.36 300:0.84\n0 8:0.62 10:0.83 11:0.84 12:0.37 17:0.22 18:0.69 21:0.78 27:0.45 29:0.62 30:0.76 34:0.84 36:0.18 37:0.50 39:0.47 43:0.32 45:0.66 55:0.96 66:0.36 69:0.87 70:0.22 71:0.91 74:0.33 86:0.67 91:0.23 98:0.21 101:0.47 108:0.74 122:0.65 123:0.72 124:0.67 127:0.18 129:0.05 133:0.59 135:0.91 139:0.65 144:0.85 145:0.47 146:0.38 147:0.05 149:0.24 154:0.24 159:0.46 163:0.93 170:0.87 172:0.16 173:0.77 174:0.79 175:0.75 177:0.05 178:0.55 179:0.80 187:0.68 197:0.82 212:0.42 216:0.77 222:0.60 235:0.22 239:0.82 241:0.24 242:0.45 243:0.26 244:0.83 245:0.40 247:0.35 253:0.29 257:0.93 259:0.21 265:0.23 266:0.23 267:0.44 271:0.44 276:0.24 277:0.69 300:0.18\n0 1:0.63 7:0.64 9:0.73 10:0.93 11:0.87 12:0.37 17:0.28 18:0.71 21:0.05 27:0.02 29:0.62 30:0.30 32:0.71 34:0.56 36:0.48 37:0.92 39:0.47 43:0.46 44:0.92 45:0.85 48:0.91 66:0.44 69:0.91 70:0.81 71:0.91 74:0.58 76:0.85 77:0.70 81:0.57 83:0.56 86:0.77 91:0.33 96:0.80 98:0.53 99:0.83 101:0.65 108:0.81 114:0.92 120:0.69 122:0.95 123:0.80 124:0.69 126:0.32 127:0.58 129:0.05 133:0.67 135:0.92 139:0.81 140:0.45 144:0.85 145:0.56 146:0.68 147:0.49 149:0.42 150:0.51 151:0.85 153:0.48 154:0.52 155:0.56 159:0.60 162:0.86 164:0.56 165:0.65 170:0.87 172:0.57 173:0.94 174:0.92 176:0.63 177:0.70 179:0.57 187:0.39 190:0.89 192:0.58 195:0.80 197:0.93 201:0.59 202:0.36 208:0.50 212:0.37 215:0.91 216:0.99 222:0.60 230:0.65 233:0.76 235:0.12 239:0.91 241:0.62 242:0.16 243:0.31 244:0.61 245:0.75 247:0.88 248:0.77 253:0.81 255:0.72 256:0.45 257:0.65 259:0.21 260:0.70 265:0.54 266:0.75 267:0.69 268:0.46 271:0.44 276:0.58 281:0.91 282:0.80 285:0.50 290:0.92 297:0.36 300:0.70\n1 10:0.96 11:0.84 12:0.37 17:0.82 18:0.65 27:0.27 29:0.62 30:0.38 34:0.25 36:0.41 37:0.94 39:0.47 43:0.65 45:0.81 66:0.90 69:0.05 70:0.73 71:0.91 74:0.56 76:0.85 77:0.70 81:0.59 86:0.71 91:0.38 98:0.87 101:0.47 102:0.96 108:0.05 114:0.84 117:0.86 122:0.95 123:0.05 126:0.32 127:0.38 129:0.05 135:0.75 139:0.68 144:0.85 145:0.38 146:0.73 147:0.77 149:0.71 150:0.58 154:0.63 159:0.29 170:0.87 172:0.71 173:0.21 174:0.93 176:0.59 177:0.88 178:0.55 179:0.53 187:0.39 192:0.45 193:0.97 195:0.58 197:0.96 201:0.60 212:0.80 216:0.59 222:0.60 232:0.82 235:0.05 236:0.94 239:0.96 241:0.21 242:0.27 243:0.90 244:0.61 247:0.84 253:0.61 254:0.74 259:0.21 265:0.87 266:0.27 267:0.44 271:0.44 276:0.58 282:0.72 290:0.84 300:0.55\n0 1:0.62 7:0.64 9:0.70 10:0.87 11:0.84 12:0.37 17:0.08 18:0.80 21:0.47 22:0.93 27:0.20 29:0.62 30:0.55 31:0.87 32:0.71 34:0.88 36:0.57 37:0.60 39:0.47 43:0.75 44:0.92 45:0.81 47:0.93 48:0.91 64:0.77 66:0.31 69:0.27 70:0.67 71:0.91 74:0.69 76:0.85 77:0.70 79:0.86 81:0.55 83:0.56 86:0.86 91:0.25 96:0.69 97:0.97 98:0.17 99:0.83 101:0.47 104:0.99 106:0.81 108:0.21 114:0.78 117:0.86 120:0.55 122:0.91 123:0.20 124:0.76 126:0.51 127:0.60 129:0.05 133:0.73 135:0.69 137:0.87 139:0.89 140:0.45 144:0.85 145:0.70 146:0.32 147:0.38 149:0.51 150:0.46 151:0.50 153:0.48 154:0.66 155:0.51 158:0.81 159:0.81 162:0.86 164:0.56 165:0.65 170:0.87 172:0.37 173:0.14 174:0.86 176:0.70 177:0.88 179:0.73 187:0.68 190:0.77 192:0.51 195:0.93 196:0.89 197:0.88 201:0.60 202:0.36 206:0.81 208:0.61 212:0.75 215:0.63 216:0.84 219:0.94 220:0.96 222:0.60 230:0.65 232:0.99 233:0.76 235:0.68 239:0.86 241:0.21 242:0.43 243:0.49 244:0.61 245:0.58 247:0.55 248:0.50 253:0.62 255:0.69 256:0.45 259:0.21 260:0.55 262:0.93 265:0.18 266:0.47 267:0.69 268:0.46 271:0.44 276:0.31 279:0.81 281:0.91 282:0.80 283:0.66 284:0.88 285:0.60 290:0.78 292:0.87 297:0.36 300:0.55\n2 1:0.62 10:0.91 11:0.87 12:0.37 17:0.70 18:0.73 21:0.05 27:0.20 29:0.62 30:0.57 34:0.92 36:0.65 37:0.60 39:0.47 43:0.67 45:0.90 66:0.77 69:0.17 70:0.49 71:0.91 74:0.70 81:0.71 83:0.56 86:0.79 91:0.12 98:0.71 99:0.83 101:0.65 102:0.95 104:0.84 106:0.81 108:0.14 114:0.95 117:0.86 122:0.55 123:0.13 124:0.40 126:0.51 127:0.36 129:0.05 133:0.45 135:0.60 139:0.76 144:0.85 145:0.59 146:0.77 147:0.81 149:0.73 150:0.64 154:0.62 155:0.48 159:0.45 165:0.65 170:0.87 172:0.76 173:0.21 174:0.86 176:0.70 177:0.88 178:0.55 179:0.41 187:0.39 192:0.49 193:0.97 195:0.73 197:0.89 201:0.64 206:0.81 208:0.50 212:0.72 215:0.91 216:0.84 222:0.60 232:0.89 235:0.22 236:0.95 239:0.92 241:0.21 242:0.24 243:0.79 244:0.61 245:0.74 247:0.79 253:0.69 259:0.21 265:0.71 266:0.38 267:0.69 271:0.44 276:0.67 290:0.95 297:0.36 300:0.43\n3 1:0.63 7:0.70 8:0.70 9:0.69 10:0.88 11:0.84 12:0.37 17:0.30 18:0.67 21:0.05 27:0.36 29:0.62 30:0.32 32:0.67 34:0.29 36:0.71 37:0.88 39:0.47 43:0.58 45:0.93 66:0.69 69:0.52 70:0.87 71:0.91 74:0.77 77:0.70 81:0.57 83:0.56 86:0.69 91:0.40 96:0.77 97:0.94 98:0.85 99:0.83 101:0.47 104:0.87 108:0.76 114:0.92 120:0.54 123:0.74 124:0.52 126:0.32 127:0.74 129:0.59 133:0.77 135:0.81 139:0.66 140:0.80 144:0.85 145:0.72 146:0.20 147:0.26 149:0.80 150:0.51 151:0.47 153:0.48 154:0.61 155:0.51 158:0.77 159:0.77 162:0.62 164:0.56 165:0.65 170:0.87 172:0.89 173:0.34 174:0.79 175:0.75 176:0.63 177:0.70 179:0.28 187:0.39 190:0.95 192:0.51 195:0.89 197:0.84 201:0.59 202:0.60 204:0.80 208:0.50 212:0.42 215:0.91 216:0.50 220:0.62 222:0.60 230:0.73 232:0.90 233:0.76 235:0.12 239:0.87 241:0.41 242:0.30 243:0.11 244:0.61 245:0.85 247:0.86 248:0.47 253:0.81 255:0.68 256:0.58 257:0.65 259:0.21 260:0.54 265:0.85 266:0.80 267:0.65 268:0.59 271:0.44 276:0.85 277:0.69 279:0.78 282:0.75 283:0.82 285:0.50 290:0.92 297:0.36 300:0.84\n1 8:0.59 10:0.96 11:0.84 12:0.37 17:0.75 18:0.65 27:0.27 29:0.62 30:0.38 34:0.24 36:0.42 37:0.94 39:0.47 43:0.65 45:0.81 66:0.90 69:0.05 70:0.73 71:0.91 74:0.56 76:0.85 77:0.70 81:0.59 86:0.71 91:0.44 96:0.80 98:0.87 101:0.47 102:0.96 108:0.05 114:0.84 117:0.86 122:0.95 123:0.05 126:0.32 127:0.38 129:0.05 135:0.75 139:0.68 140:0.45 144:0.85 145:0.38 146:0.73 147:0.77 149:0.71 150:0.58 151:0.65 153:0.48 154:0.63 158:0.73 159:0.29 162:0.86 170:0.87 172:0.71 173:0.21 174:0.93 176:0.59 177:0.88 179:0.53 187:0.39 190:0.95 192:0.45 193:0.97 195:0.58 197:0.96 201:0.60 202:0.36 212:0.80 216:0.59 222:0.60 232:0.82 235:0.05 236:0.94 239:0.96 241:0.32 242:0.27 243:0.90 244:0.61 247:0.84 248:0.63 253:0.80 254:0.74 256:0.45 259:0.21 265:0.87 266:0.27 267:0.44 268:0.46 271:0.44 276:0.58 282:0.72 285:0.46 290:0.84 300:0.55\n0 1:0.63 7:0.64 10:0.94 11:0.84 12:0.37 17:0.32 18:0.69 21:0.05 27:0.02 29:0.62 30:0.60 32:0.71 34:0.39 36:0.40 37:0.92 39:0.47 43:0.30 44:0.92 45:0.95 66:0.79 69:0.88 70:0.48 71:0.91 74:0.75 76:0.85 77:0.70 81:0.57 83:0.56 86:0.75 91:0.11 98:0.79 99:0.83 101:0.47 108:0.75 114:0.92 122:0.55 123:0.74 124:0.40 126:0.32 127:0.69 129:0.05 133:0.45 135:0.75 139:0.78 144:0.85 145:0.54 146:0.91 147:0.49 149:0.75 150:0.51 154:0.52 155:0.49 159:0.68 165:0.65 170:0.87 172:0.89 173:0.86 174:0.93 176:0.63 177:0.70 178:0.55 179:0.30 187:0.39 192:0.47 195:0.81 197:0.93 201:0.59 208:0.50 212:0.80 215:0.91 216:0.99 222:0.60 230:0.65 233:0.76 235:0.12 239:0.92 241:0.46 242:0.41 243:0.17 244:0.61 245:0.87 247:0.88 253:0.69 254:0.74 257:0.65 259:0.21 265:0.79 266:0.71 267:0.52 271:0.44 276:0.81 282:0.80 290:0.92 297:0.36 300:0.55\n1 1:0.59 7:0.70 8:0.74 9:0.75 10:0.89 11:0.84 12:0.37 17:0.09 18:0.82 21:0.40 27:0.20 29:0.62 30:0.66 31:0.90 32:0.71 34:0.44 36:0.73 37:0.57 39:0.47 43:0.62 44:0.92 45:0.95 66:0.96 69:0.57 70:0.52 71:0.91 74:0.86 77:0.70 79:0.90 81:0.49 83:0.56 86:0.89 91:0.71 96:0.96 97:0.94 98:0.83 99:0.83 101:0.47 108:0.44 114:0.78 120:0.93 122:0.55 123:0.42 126:0.32 127:0.33 129:0.05 135:0.42 137:0.90 138:0.98 139:0.86 140:0.97 144:0.85 145:0.92 146:0.80 147:0.83 149:0.80 150:0.44 151:0.66 153:0.91 154:0.58 155:0.64 158:0.76 159:0.36 162:0.81 164:0.92 165:0.65 170:0.87 172:0.90 173:0.62 174:0.79 176:0.63 177:0.88 179:0.23 187:0.39 190:0.89 191:0.76 192:0.87 195:0.69 196:0.93 197:0.82 201:0.56 202:0.86 204:0.80 208:0.61 212:0.91 215:0.67 216:0.73 222:0.60 230:0.73 233:0.76 235:0.52 239:0.86 241:0.68 242:0.38 243:0.96 247:0.90 248:0.63 253:0.97 254:0.97 255:0.73 256:0.89 259:0.21 260:0.93 265:0.83 266:0.38 267:0.76 268:0.90 271:0.44 276:0.82 279:0.78 282:0.79 283:0.67 284:0.88 285:0.60 290:0.78 297:0.36 300:0.43\n2 1:0.65 7:0.81 10:0.97 11:0.84 12:0.37 17:0.70 18:0.80 21:0.22 22:0.93 27:0.53 29:0.62 30:0.42 32:0.68 34:0.77 36:0.34 37:0.86 39:0.47 43:0.58 44:0.92 45:0.83 47:0.93 48:0.91 64:0.77 66:0.93 69:0.33 70:0.83 71:0.91 74:0.75 77:0.70 81:0.60 83:0.56 86:0.87 91:0.18 97:0.94 98:0.95 99:0.83 101:0.47 104:0.87 106:0.81 108:0.26 114:0.88 117:0.86 122:0.94 123:0.25 126:0.51 127:0.67 129:0.05 135:0.93 139:0.91 144:0.85 145:0.98 146:0.88 147:0.90 149:0.31 150:0.52 154:0.59 155:0.56 158:0.81 159:0.45 165:0.65 170:0.87 172:0.80 173:0.38 174:0.94 176:0.70 177:0.88 178:0.55 179:0.49 187:0.39 192:0.57 193:0.99 195:0.67 197:0.95 201:0.63 204:0.83 206:0.81 208:0.64 212:0.69 215:0.79 216:0.65 219:0.94 222:0.60 230:0.83 232:0.91 233:0.66 235:0.42 239:0.97 241:0.15 242:0.16 243:0.93 247:0.90 253:0.67 254:0.74 259:0.21 262:0.93 265:0.95 266:0.54 267:0.95 271:0.44 276:0.69 279:0.79 281:0.86 282:0.77 283:0.82 290:0.88 292:0.87 297:0.36 300:0.70\n2 1:0.62 10:0.97 11:0.84 12:0.37 17:0.55 18:0.75 21:0.47 22:0.93 27:0.04 29:0.62 30:0.13 32:0.67 34:0.94 36:0.33 37:0.94 39:0.47 43:0.56 45:0.81 47:0.93 64:0.77 66:0.54 69:0.35 70:0.93 71:0.91 74:0.62 77:0.70 81:0.55 83:0.56 86:0.85 91:0.31 98:0.74 99:0.83 101:0.47 104:0.99 106:0.81 108:0.60 114:0.78 117:0.86 122:0.95 123:0.58 124:0.52 126:0.51 127:0.50 129:0.59 133:0.47 135:0.60 139:0.80 144:0.85 145:0.49 146:0.34 147:0.41 149:0.27 150:0.46 154:0.84 155:0.48 159:0.39 165:0.65 170:0.87 172:0.65 173:0.42 174:0.94 176:0.70 177:0.88 178:0.55 179:0.51 187:0.87 192:0.48 193:0.96 195:0.64 197:0.96 201:0.60 206:0.81 208:0.61 212:0.81 215:0.63 216:0.74 222:0.60 232:0.99 235:0.68 239:0.96 241:0.32 242:0.21 243:0.39 245:0.82 247:0.86 253:0.59 254:0.84 259:0.21 262:0.93 265:0.74 266:0.47 267:0.92 271:0.44 276:0.63 282:0.75 290:0.78 297:0.36 300:0.70\n0 1:0.57 7:0.70 8:0.76 9:0.75 11:0.84 12:0.37 17:0.51 18:0.80 21:0.59 22:0.93 27:0.51 29:0.62 30:0.17 31:0.95 34:0.53 36:0.64 37:0.40 39:0.47 43:0.63 45:0.87 47:0.93 55:0.71 66:0.68 69:0.23 70:0.92 71:0.91 74:0.69 79:0.95 81:0.45 83:0.69 86:0.83 91:0.58 96:0.94 97:0.89 98:0.90 99:0.83 101:0.47 102:0.95 108:0.77 114:0.71 117:0.86 120:0.90 123:0.75 124:0.46 126:0.32 127:0.95 129:0.59 133:0.46 135:0.82 137:0.95 138:0.98 139:0.83 140:0.80 144:0.85 145:0.74 146:0.78 147:0.81 149:0.65 150:0.40 151:0.78 153:0.71 154:0.68 155:0.64 158:0.81 159:0.85 162:0.83 164:0.90 165:0.65 170:0.87 172:0.92 173:0.12 175:0.75 176:0.63 177:0.70 179:0.24 187:0.39 190:0.89 192:0.98 195:0.94 196:0.95 201:0.55 202:0.82 204:0.84 208:0.61 212:0.41 215:0.55 216:0.32 219:0.94 220:0.82 222:0.60 230:0.73 232:0.85 233:0.76 235:0.74 239:0.84 241:0.57 242:0.54 243:0.31 244:0.61 245:0.96 247:0.90 248:0.82 253:0.94 254:0.74 255:0.78 256:0.87 257:0.65 259:0.21 260:0.90 262:0.93 265:0.90 266:0.80 267:0.59 268:0.87 271:0.44 276:0.89 277:0.69 279:0.78 283:0.66 284:0.97 285:0.60 290:0.71 292:0.87 297:0.36 300:0.84\n0 10:0.82 11:0.84 12:0.37 17:0.45 18:0.82 21:0.78 27:0.45 29:0.62 30:0.38 34:0.71 36:0.19 37:0.50 39:0.47 43:0.25 45:0.66 55:0.84 66:0.48 69:0.89 70:0.45 71:0.91 74:0.31 86:0.77 91:0.12 98:0.42 101:0.47 108:0.78 122:0.92 123:0.77 124:0.78 127:0.27 129:0.05 133:0.80 135:0.86 139:0.73 144:0.85 145:0.47 146:0.79 147:0.05 149:0.25 154:0.18 159:0.71 163:0.94 170:0.87 172:0.37 173:0.77 174:0.79 177:0.05 178:0.55 179:0.68 187:0.68 197:0.81 212:0.28 216:0.77 222:0.60 235:1.00 239:0.82 241:0.21 242:0.60 243:0.16 244:0.83 245:0.47 247:0.55 253:0.28 257:0.93 259:0.21 265:0.44 266:0.63 267:0.73 271:0.44 276:0.42 300:0.33\n2 1:0.63 7:0.64 8:0.98 9:0.74 10:0.92 11:0.84 12:0.37 17:0.30 18:0.61 21:0.05 27:0.02 29:0.62 30:0.56 31:0.93 32:0.67 34:0.39 36:0.31 37:0.92 39:0.47 43:0.57 45:0.94 66:0.77 69:0.46 70:0.77 71:0.91 74:0.82 76:0.85 77:0.70 79:0.93 81:0.57 83:0.56 86:0.67 91:0.46 96:0.92 97:0.89 98:0.72 99:0.83 101:0.47 108:0.35 114:0.92 120:0.86 122:0.82 123:0.34 124:0.43 126:0.32 127:0.74 129:0.05 133:0.73 135:0.44 137:0.93 139:0.65 140:0.45 144:0.85 145:0.49 146:0.91 147:0.93 149:0.78 150:0.51 151:0.95 153:0.84 154:0.61 155:0.56 158:0.77 159:0.76 162:0.68 164:0.77 165:0.65 170:0.87 172:0.86 173:0.30 174:0.89 176:0.63 177:0.88 179:0.36 187:0.39 190:0.89 191:0.70 192:0.58 195:0.89 196:0.89 197:0.90 201:0.59 202:0.71 208:0.50 212:0.60 215:0.91 216:0.99 222:0.60 230:0.65 233:0.76 235:0.12 239:0.90 241:0.68 242:0.51 243:0.79 244:0.61 245:0.73 247:0.82 248:0.92 253:0.94 254:0.74 255:0.73 256:0.71 259:0.21 260:0.87 265:0.72 266:0.71 267:0.89 268:0.74 271:0.44 276:0.78 279:0.76 282:0.75 283:0.82 284:0.88 285:0.60 290:0.92 297:0.36 300:0.94\n2 6:0.99 8:0.97 9:0.80 11:0.83 12:0.20 17:0.73 18:0.81 20:0.85 21:0.05 27:0.01 28:0.93 29:0.71 30:0.44 31:0.95 34:0.89 36:0.61 37:0.98 39:0.47 41:0.90 43:0.59 45:0.88 46:0.97 64:0.77 66:0.60 69:0.90 70:0.85 71:0.89 74:0.55 78:0.83 79:0.96 81:0.41 83:0.91 85:0.72 86:0.85 91:0.72 96:0.88 98:0.50 100:0.95 101:0.87 104:0.58 107:0.96 108:0.85 110:0.94 111:0.90 120:0.81 122:0.51 123:0.84 124:0.58 125:0.99 126:0.26 127:0.45 129:0.59 133:0.61 135:0.39 137:0.95 139:0.82 140:0.87 146:0.34 147:0.23 149:0.66 150:0.35 151:0.72 152:0.96 153:0.48 154:0.49 155:0.67 159:0.60 160:0.99 161:0.80 162:0.86 164:0.79 167:0.93 169:0.98 172:0.74 173:0.91 177:0.05 179:0.41 181:0.69 186:0.83 187:0.21 189:0.99 190:0.77 191:0.91 192:0.87 196:0.95 202:0.72 208:0.64 212:0.71 216:0.82 219:0.89 220:0.62 222:0.48 232:0.76 235:0.05 238:0.98 241:0.78 242:0.24 243:0.13 245:0.79 247:0.79 248:0.74 253:0.83 255:0.95 256:0.79 257:0.84 259:0.21 260:0.79 261:0.99 265:0.52 266:0.71 267:0.52 268:0.80 271:0.94 276:0.66 284:0.96 285:0.62 289:0.93 292:0.91 300:0.94\n1 8:0.95 9:0.76 12:0.20 17:0.53 20:0.77 21:0.78 27:0.37 28:0.93 29:0.71 34:0.34 36:0.23 37:0.98 39:0.47 46:0.88 71:0.89 78:0.80 83:0.60 91:0.77 96:0.86 100:0.84 104:0.54 107:0.88 110:0.88 111:0.80 120:0.77 125:0.98 135:0.79 140:0.45 151:0.90 152:0.75 153:0.83 155:0.58 160:0.96 161:0.80 162:0.53 164:0.62 167:0.96 169:0.82 175:0.97 181:0.69 186:0.80 190:0.77 191:0.82 192:0.59 202:0.63 208:0.54 216:0.38 222:0.48 232:0.72 241:0.81 244:0.93 248:0.80 253:0.76 255:0.74 256:0.45 257:0.93 259:0.21 260:0.73 261:0.76 267:0.69 268:0.58 271:0.94 277:0.95 285:0.56 289:0.93\n1 1:0.69 6:0.94 8:0.86 9:0.76 11:0.64 12:0.20 17:0.51 18:0.82 20:0.76 21:0.13 27:0.08 28:0.93 29:0.71 30:0.65 31:0.89 34:0.91 36:0.59 37:0.95 39:0.47 43:0.69 45:0.94 46:0.99 66:0.74 69:0.48 70:0.82 71:0.89 74:0.75 78:0.72 79:0.89 81:0.52 83:0.60 86:0.85 91:0.64 96:0.74 98:0.79 99:0.83 100:0.83 101:0.52 104:0.75 107:0.97 108:0.74 110:0.95 111:0.76 114:0.75 120:0.61 122:0.51 123:0.72 124:0.42 125:0.98 126:0.44 127:0.72 129:0.59 133:0.46 135:0.39 137:0.89 139:0.81 140:0.45 146:0.62 147:0.68 149:0.82 150:0.58 151:0.62 152:0.94 153:0.80 154:0.54 155:0.58 159:0.63 160:0.96 161:0.80 162:0.79 164:0.62 165:0.70 167:0.89 169:0.82 172:0.85 173:0.41 176:0.66 177:0.70 179:0.37 181:0.69 186:0.73 187:0.21 190:0.77 192:0.59 196:0.90 201:0.68 202:0.60 208:0.54 212:0.57 215:0.61 216:0.47 220:0.74 222:0.48 232:0.80 235:0.22 241:0.75 242:0.38 243:0.23 245:0.87 247:0.79 248:0.60 253:0.64 254:0.74 255:0.74 256:0.58 259:0.21 260:0.60 261:0.85 265:0.79 266:0.63 267:0.69 268:0.65 271:0.94 276:0.78 284:0.86 285:0.62 289:0.93 290:0.75 297:0.36 300:0.84\n2 1:0.69 6:0.83 7:0.72 8:0.77 9:0.76 11:0.83 12:0.20 17:0.49 18:0.80 20:0.89 21:0.40 27:0.21 28:0.93 29:0.71 30:0.72 34:0.62 36:0.62 37:0.74 39:0.47 43:0.72 45:1.00 46:1.00 66:0.43 69:0.17 70:0.60 71:0.89 74:0.97 78:0.74 81:0.37 83:0.60 85:0.90 86:0.90 91:0.72 96:0.97 97:0.99 98:0.76 99:0.83 100:0.78 101:0.87 104:0.84 106:0.81 107:0.98 108:0.86 110:0.95 111:0.74 114:0.61 117:0.86 120:0.93 122:0.51 123:0.85 124:0.81 125:0.99 126:0.44 127:0.78 129:0.59 133:0.82 135:0.17 139:0.87 140:0.45 146:0.94 147:0.95 149:0.99 150:0.53 151:0.96 152:0.85 153:0.95 154:0.55 155:0.58 158:0.79 159:0.92 160:0.99 161:0.80 162:0.61 164:0.86 165:0.70 167:0.74 169:0.76 172:0.98 173:0.07 176:0.66 177:0.70 179:0.10 181:0.69 186:0.75 187:0.39 189:0.86 190:0.77 191:0.70 192:0.59 201:0.68 202:0.85 204:0.85 206:0.81 208:0.54 212:0.77 215:0.42 216:0.95 222:0.48 230:0.74 232:0.88 233:0.73 235:0.52 238:0.91 241:0.56 242:0.55 243:0.31 245:0.99 247:0.84 248:0.96 253:0.98 255:0.74 256:0.86 259:0.21 260:0.92 261:0.77 265:0.76 266:0.47 267:0.18 268:0.86 271:0.94 276:0.98 279:0.82 283:0.82 285:0.56 289:0.93 290:0.61 297:0.36 300:0.84\n2 6:0.99 8:0.97 9:0.80 11:0.83 12:0.20 17:0.73 18:0.81 20:0.85 21:0.05 27:0.01 28:0.93 29:0.71 30:0.44 31:0.95 34:0.89 36:0.60 37:0.98 39:0.47 41:0.90 43:0.59 45:0.88 46:0.97 64:0.77 66:0.60 69:0.90 70:0.85 71:0.89 74:0.55 78:0.83 79:0.96 81:0.41 83:0.91 85:0.72 86:0.85 91:0.72 96:0.88 98:0.50 100:0.95 101:0.87 104:0.58 107:0.96 108:0.85 110:0.94 111:0.90 120:0.81 122:0.51 123:0.84 124:0.58 125:0.99 126:0.26 127:0.45 129:0.59 133:0.61 135:0.39 137:0.95 139:0.82 140:0.87 146:0.34 147:0.23 149:0.66 150:0.35 151:0.72 152:0.96 153:0.48 154:0.49 155:0.67 159:0.60 160:0.99 161:0.80 162:0.86 164:0.79 167:0.93 169:0.98 172:0.74 173:0.91 177:0.05 179:0.41 181:0.69 186:0.83 187:0.21 189:0.99 190:0.77 191:0.91 192:0.87 196:0.95 202:0.72 208:0.64 212:0.71 216:0.82 219:0.89 220:0.62 222:0.48 232:0.76 235:0.05 238:0.98 241:0.78 242:0.24 243:0.13 245:0.79 247:0.79 248:0.74 253:0.83 255:0.95 256:0.79 257:0.84 259:0.21 260:0.79 261:0.99 265:0.52 266:0.71 267:0.52 268:0.80 271:0.94 276:0.66 284:0.96 285:0.62 289:0.93 292:0.91 300:0.94\n1 1:0.69 6:0.88 7:0.72 8:0.87 9:0.80 11:0.64 12:0.20 17:0.51 18:0.81 20:0.86 21:0.40 27:0.43 28:0.93 29:0.71 30:0.28 31:0.89 32:0.80 34:0.59 36:0.85 37:0.79 39:0.47 43:0.67 44:0.93 45:0.83 46:0.99 66:0.89 69:0.17 70:0.81 71:0.89 74:0.78 77:0.70 78:0.75 79:0.88 81:0.37 83:0.60 86:0.89 91:0.84 96:0.94 97:0.89 98:0.99 99:0.83 100:0.80 101:0.52 104:0.58 107:0.96 108:0.14 110:0.93 111:0.76 114:0.61 120:0.90 122:0.51 123:0.13 125:0.98 126:0.44 127:0.93 129:0.05 135:0.30 137:0.89 138:0.98 139:0.90 140:0.97 145:0.70 146:0.81 147:0.84 149:0.55 150:0.54 151:0.55 152:0.81 153:0.88 154:0.85 155:0.67 158:0.78 159:0.37 160:1.00 161:0.80 162:0.71 164:0.90 165:0.70 167:0.95 169:0.78 172:0.70 173:0.35 176:0.66 177:0.70 179:0.67 181:0.69 186:0.76 189:0.90 190:0.77 191:0.90 192:0.87 195:0.61 196:0.92 201:0.68 202:0.87 204:0.85 208:0.64 212:0.61 215:0.42 216:0.49 220:0.91 222:0.48 230:0.75 232:0.76 233:0.76 235:0.60 238:0.94 241:0.79 242:0.19 243:0.90 247:0.76 248:0.57 253:0.93 254:0.84 255:0.95 256:0.89 259:0.21 260:0.87 261:0.78 265:0.99 266:0.38 267:0.97 268:0.89 271:0.94 276:0.57 279:0.82 282:0.88 283:0.78 284:0.93 285:0.62 289:0.93 290:0.61 297:0.36 300:0.55\n1 1:0.74 9:0.80 11:0.64 12:0.20 17:0.77 18:0.85 21:0.47 22:0.93 27:0.08 28:0.93 29:0.71 30:0.54 31:0.96 34:0.75 36:0.49 37:0.90 39:0.47 41:0.90 43:0.56 45:0.85 46:0.98 47:0.93 64:0.77 66:0.77 69:0.81 70:0.52 71:0.89 74:0.56 79:0.97 81:0.47 83:0.91 86:0.83 91:0.72 96:0.90 98:0.77 99:0.83 101:0.52 104:0.58 107:0.96 108:0.65 110:0.93 114:0.60 120:0.82 122:0.51 123:0.62 124:0.40 125:0.98 126:0.54 127:0.52 129:0.05 133:0.43 135:0.60 137:0.96 139:0.81 140:0.93 146:0.75 147:0.44 149:0.62 150:0.67 151:0.75 153:0.48 154:0.66 155:0.67 159:0.43 160:0.99 161:0.80 162:0.79 163:0.81 164:0.83 165:0.70 167:0.93 172:0.68 173:0.87 176:0.73 177:0.38 179:0.58 181:0.69 187:0.98 190:0.77 192:0.87 196:0.95 201:0.93 202:0.81 208:0.64 212:0.35 215:0.41 216:0.64 219:0.89 220:0.87 222:0.48 232:0.76 235:0.80 241:0.78 242:0.37 243:0.17 245:0.65 247:0.74 248:0.76 253:0.85 254:0.88 255:0.95 256:0.85 257:0.65 260:0.81 262:0.93 265:0.77 266:0.54 267:0.82 268:0.85 271:0.94 276:0.59 284:0.97 285:0.62 289:0.93 290:0.60 292:0.91 297:0.36 300:0.43\n1 1:0.69 7:0.72 8:0.91 9:0.76 11:0.64 12:0.20 17:0.26 18:0.78 20:0.77 21:0.54 27:0.18 28:0.93 29:0.71 30:0.67 34:0.49 36:0.98 37:0.97 39:0.47 43:0.72 45:0.95 46:0.98 48:0.91 66:0.19 69:0.67 70:0.57 71:0.89 74:0.82 76:0.85 78:0.78 81:0.34 83:0.60 86:0.81 91:0.75 96:0.83 97:0.94 98:0.53 99:0.83 100:0.73 101:0.52 104:0.57 107:0.97 108:0.83 110:0.95 111:0.76 114:0.58 120:0.73 122:0.51 123:0.82 124:0.85 125:0.98 126:0.44 127:0.86 129:0.81 133:0.84 135:0.86 139:0.80 140:0.45 146:0.78 147:0.18 149:0.85 150:0.52 151:0.81 152:0.76 153:0.48 154:0.67 155:0.67 158:0.78 159:0.76 160:0.99 161:0.80 162:0.73 163:0.81 164:0.78 165:0.70 167:0.97 169:0.72 172:0.61 173:0.54 176:0.66 177:0.38 179:0.36 181:0.69 186:0.78 190:0.77 192:0.87 201:0.68 202:0.73 204:0.89 208:0.64 212:0.36 215:0.39 216:0.10 220:0.96 222:0.48 230:0.74 232:0.75 233:0.73 235:0.68 241:0.83 242:0.52 243:0.10 245:0.85 247:0.76 248:0.75 253:0.82 254:0.84 255:0.74 256:0.80 257:0.65 259:0.21 260:0.69 261:0.75 265:0.55 266:0.75 267:0.17 268:0.77 271:0.94 276:0.80 277:0.69 279:0.82 281:0.86 283:0.78 285:0.56 289:0.93 290:0.58 297:0.36 300:0.70\n1 1:0.69 8:0.66 9:0.80 11:0.64 12:0.20 17:0.78 18:0.73 20:0.80 21:0.40 27:0.67 28:0.93 29:0.71 30:0.58 31:0.89 34:0.84 36:0.69 37:0.79 39:0.47 43:0.69 45:0.77 46:1.00 66:0.80 69:0.17 70:0.44 71:0.89 74:0.56 78:0.75 79:0.88 81:0.37 83:0.60 86:0.82 91:0.56 96:0.79 98:0.86 99:0.83 100:0.79 101:0.52 104:0.54 107:0.94 108:0.14 110:0.92 111:0.75 114:0.61 120:0.68 122:0.51 123:0.13 125:0.98 126:0.44 127:0.38 129:0.05 135:0.69 137:0.89 139:0.77 140:0.80 146:0.43 147:0.49 149:0.49 150:0.54 151:0.61 152:0.80 153:0.46 154:0.85 155:0.67 159:0.16 160:0.98 161:0.80 162:0.66 164:0.71 165:0.70 167:0.86 169:0.78 172:0.45 173:0.60 176:0.66 177:0.70 179:0.82 181:0.69 186:0.76 187:0.39 190:0.77 191:0.86 192:0.87 196:0.90 201:0.68 202:0.67 208:0.64 212:0.82 215:0.42 216:0.11 220:0.91 222:0.48 232:0.72 235:0.60 241:0.73 242:0.40 243:0.82 247:0.55 248:0.59 253:0.71 254:0.93 255:0.95 256:0.68 259:0.21 260:0.67 261:0.78 265:0.86 266:0.23 267:0.18 268:0.68 271:0.94 276:0.34 284:0.89 285:0.62 289:0.93 290:0.61 297:0.36 300:0.33\n2 1:0.69 6:0.97 7:0.72 8:0.88 9:0.76 11:0.83 12:0.20 17:0.81 18:0.82 20:0.79 27:0.17 28:0.93 29:0.71 30:0.45 32:0.69 34:0.50 36:0.47 37:0.80 39:0.47 43:0.94 45:0.83 46:0.98 66:0.60 69:0.19 70:0.65 71:0.89 74:0.69 77:0.70 78:0.79 81:0.69 83:0.60 85:0.72 86:0.86 91:0.73 96:0.83 98:0.72 99:0.83 100:0.88 101:0.87 104:0.87 107:0.96 108:0.70 110:0.93 111:0.81 114:0.95 120:0.72 122:0.51 123:0.68 124:0.50 125:1.00 126:0.44 127:0.75 129:0.59 133:0.46 135:0.72 139:0.82 140:0.45 145:0.54 146:0.64 147:0.69 149:0.77 150:0.65 151:0.83 152:0.77 153:0.69 154:0.94 155:0.58 159:0.50 160:0.96 161:0.80 162:0.86 164:0.55 165:0.70 167:0.91 169:0.85 172:0.63 173:0.26 176:0.66 177:0.70 179:0.61 181:0.69 186:0.79 187:0.21 189:0.98 190:0.77 192:0.59 195:0.73 201:0.68 202:0.46 204:0.85 208:0.54 212:0.30 215:0.96 216:0.34 222:0.48 230:0.75 232:0.89 233:0.76 235:0.05 238:0.96 241:0.77 242:0.17 243:0.36 245:0.78 247:0.82 248:0.75 253:0.81 255:0.74 256:0.45 259:0.21 260:0.69 261:0.79 265:0.73 266:0.54 267:0.28 268:0.55 271:0.94 276:0.60 282:0.77 285:0.56 289:0.93 290:0.95 297:0.36 300:0.55\n2 1:0.69 6:0.83 7:0.72 8:0.70 9:0.76 11:0.83 12:0.20 17:0.61 18:0.84 20:0.79 21:0.40 27:0.21 28:0.93 29:0.71 30:0.71 34:0.66 36:0.62 37:0.74 39:0.47 43:0.72 45:1.00 46:1.00 66:0.43 69:0.90 70:0.62 71:0.89 74:0.97 78:0.75 81:0.37 83:0.60 85:0.90 86:0.91 91:0.22 96:0.84 98:0.75 99:0.83 100:0.78 101:0.87 104:0.84 107:0.98 108:0.88 110:0.95 111:0.75 114:0.61 120:0.75 122:0.51 123:0.88 124:0.85 125:0.99 126:0.44 127:0.78 129:0.59 133:0.87 135:0.18 139:0.88 140:0.45 146:0.81 147:0.87 149:0.98 150:0.53 151:0.81 152:0.85 153:0.48 154:0.54 155:0.58 159:0.92 160:0.98 161:0.80 162:0.76 164:0.73 165:0.70 167:0.69 169:0.76 172:0.98 173:0.66 176:0.66 177:0.38 179:0.10 181:0.69 186:0.76 187:0.39 189:0.84 190:0.77 192:0.59 201:0.68 202:0.67 204:0.85 208:0.54 212:0.76 215:0.42 216:0.95 220:0.91 222:0.48 230:0.74 232:0.88 233:0.73 235:0.52 238:0.90 241:0.37 242:0.54 243:0.19 245:0.99 247:0.86 248:0.77 253:0.87 255:0.74 256:0.68 257:0.65 259:0.21 260:0.70 261:0.77 265:0.75 266:0.71 267:0.44 268:0.71 271:0.94 276:0.99 285:0.56 289:0.93 290:0.61 297:0.36 300:0.84\n1 1:0.74 6:0.84 8:0.63 9:0.80 11:0.83 12:0.20 17:0.24 18:0.74 20:0.87 21:0.59 27:0.45 28:0.93 29:0.71 30:0.33 31:0.86 34:0.66 36:0.20 37:0.50 39:0.47 41:0.82 43:0.82 45:0.81 46:0.96 60:0.87 64:0.77 66:0.46 69:0.60 70:0.95 71:0.89 74:0.71 78:0.74 79:0.86 81:0.46 83:0.91 85:0.72 86:0.85 91:0.25 96:0.68 98:0.43 100:0.77 101:0.87 107:0.96 108:0.46 110:0.93 111:0.74 114:0.58 120:0.54 122:0.41 123:0.44 124:0.76 125:0.98 126:0.54 127:0.40 129:0.59 133:0.73 135:0.83 137:0.86 139:0.87 140:0.45 145:0.52 146:0.63 147:0.68 149:0.71 150:0.70 151:0.48 152:0.82 153:0.48 154:0.77 155:0.67 158:0.91 159:0.60 160:0.96 161:0.80 162:0.86 163:0.90 164:0.57 165:0.93 167:0.73 169:0.76 172:0.57 173:0.50 176:0.73 177:0.70 179:0.52 181:0.69 186:0.75 187:0.68 189:0.84 192:0.87 196:0.88 201:0.93 202:0.36 208:0.64 212:0.30 215:0.39 216:0.77 219:0.95 220:0.93 222:0.48 235:0.80 238:0.90 241:0.54 242:0.17 243:0.59 245:0.68 247:0.74 248:0.48 253:0.44 255:0.95 256:0.45 259:0.21 260:0.54 261:0.77 265:0.45 266:0.71 267:0.69 268:0.46 271:0.94 276:0.59 279:0.86 283:0.78 284:0.89 285:0.62 289:0.93 290:0.58 292:0.91 297:0.36 300:0.84\n3 1:0.69 6:0.96 7:0.72 8:0.95 9:0.80 11:0.64 12:0.20 17:0.34 18:0.66 20:0.93 21:0.40 27:0.08 28:0.93 29:0.71 30:0.62 31:0.95 32:0.64 34:0.28 36:0.45 37:0.90 39:0.47 41:0.82 43:0.59 45:0.85 46:0.98 66:0.49 69:0.60 70:0.56 71:0.89 74:0.65 78:0.76 79:0.96 81:0.37 83:0.91 86:0.65 91:0.98 96:0.99 97:0.99 98:0.54 99:0.83 100:0.82 101:0.52 104:0.58 107:0.96 108:0.75 110:0.94 111:0.78 114:0.61 120:0.98 122:0.51 123:0.73 124:0.66 125:0.99 126:0.44 127:0.66 129:0.81 133:0.67 135:0.44 137:0.95 138:0.99 139:0.63 140:0.99 145:0.59 146:0.38 147:0.44 149:0.65 150:0.54 151:0.87 152:0.98 153:0.98 154:0.48 155:0.67 158:0.79 159:0.44 160:1.00 161:0.80 162:0.76 163:0.81 164:0.96 165:0.70 167:0.99 169:0.89 172:0.48 173:0.66 175:0.75 176:0.66 177:0.38 179:0.71 181:0.69 186:0.77 189:0.96 191:0.94 192:0.87 195:0.68 196:0.89 201:0.68 202:0.94 204:0.85 208:0.64 212:0.27 215:0.42 216:0.64 222:0.48 230:0.74 232:0.75 233:0.73 235:0.68 238:0.97 241:0.95 242:0.58 243:0.20 244:0.61 245:0.64 247:0.39 248:0.77 253:0.98 255:0.95 256:0.96 257:0.65 260:0.97 261:0.91 265:0.56 266:0.75 267:0.97 268:0.96 271:0.94 276:0.50 277:0.69 279:0.82 283:0.82 284:0.93 285:0.62 289:0.93 290:0.61 297:0.36 300:0.55\n2 8:0.87 9:0.76 11:0.83 12:0.20 17:0.85 18:0.81 21:0.05 27:0.01 28:0.93 29:0.71 30:0.44 31:0.91 34:0.91 36:0.59 37:0.98 39:0.47 43:0.59 45:0.88 46:0.97 64:0.77 66:0.60 69:0.90 70:0.85 71:0.89 74:0.55 79:0.92 81:0.41 83:0.60 85:0.72 86:0.85 91:0.51 96:0.68 98:0.50 101:0.87 104:0.58 107:0.96 108:0.85 110:0.94 120:0.54 122:0.51 123:0.84 124:0.58 125:0.96 126:0.26 127:0.45 129:0.59 133:0.61 135:0.34 137:0.91 139:0.82 140:0.87 146:0.34 147:0.23 149:0.66 150:0.35 151:0.48 153:0.83 154:0.49 155:0.58 159:0.60 160:0.96 161:0.80 162:0.56 164:0.54 167:0.89 172:0.74 173:0.91 177:0.05 179:0.41 181:0.69 187:0.21 190:0.89 191:0.93 192:0.59 196:0.92 202:0.66 208:0.54 212:0.71 216:0.82 219:0.89 220:0.62 222:0.48 232:0.76 235:0.05 241:0.75 242:0.24 243:0.13 245:0.79 247:0.79 248:0.48 253:0.38 255:0.74 256:0.58 257:0.84 259:0.21 260:0.54 265:0.52 266:0.71 267:0.69 268:0.64 271:0.94 276:0.66 284:0.87 285:0.62 289:0.93 292:0.91 300:0.94\n1 1:0.69 6:0.96 8:0.96 9:0.76 12:0.20 17:0.30 20:0.89 21:0.05 27:0.08 28:0.93 29:0.71 31:0.87 34:0.36 36:0.76 37:0.95 39:0.47 46:0.88 71:0.89 74:0.39 78:0.77 79:0.87 81:0.60 83:0.60 91:0.88 96:0.95 97:0.97 99:0.83 100:0.84 104:0.75 107:0.88 110:0.88 111:0.78 114:0.85 120:0.91 125:0.98 126:0.44 135:0.26 137:0.87 138:0.98 139:0.64 140:0.80 150:0.60 151:0.96 152:0.94 153:0.95 155:0.58 158:0.78 160:0.99 161:0.80 162:0.61 164:0.89 165:0.70 167:0.99 169:0.80 175:0.97 176:0.66 178:0.42 181:0.69 186:0.77 189:0.98 190:0.77 191:0.97 192:0.59 196:0.87 201:0.68 202:0.88 208:0.54 215:0.78 216:0.47 219:0.89 222:0.48 232:0.79 235:0.12 238:0.97 241:0.92 244:0.93 248:0.93 253:0.91 255:0.74 256:0.88 257:0.93 259:0.21 260:0.89 261:0.83 267:0.17 268:0.89 271:0.94 277:0.95 279:0.82 283:0.78 284:0.86 285:0.62 289:0.93 290:0.85 292:0.91 297:0.36\n1 1:0.69 6:0.96 7:0.72 8:0.95 9:0.80 11:0.64 12:0.20 17:0.34 18:0.66 20:0.93 21:0.40 27:0.08 28:0.93 29:0.71 30:0.62 31:0.95 32:0.64 34:0.28 36:0.45 37:0.90 39:0.47 41:0.82 43:0.59 45:0.85 46:0.98 66:0.49 69:0.60 70:0.56 71:0.89 74:0.65 78:0.76 79:0.96 81:0.37 83:0.91 86:0.65 91:0.98 96:0.99 97:0.99 98:0.54 99:0.83 100:0.82 101:0.52 104:0.58 107:0.96 108:0.75 110:0.94 111:0.78 114:0.61 120:0.98 122:0.51 123:0.73 124:0.66 125:0.99 126:0.44 127:0.66 129:0.81 133:0.67 135:0.44 137:0.95 138:0.99 139:0.63 140:0.99 145:0.59 146:0.38 147:0.44 149:0.65 150:0.54 151:0.87 152:0.98 153:0.98 154:0.48 155:0.67 158:0.79 159:0.44 160:1.00 161:0.80 162:0.76 163:0.81 164:0.96 165:0.70 167:0.99 169:0.89 172:0.48 173:0.66 175:0.75 176:0.66 177:0.38 179:0.71 181:0.69 186:0.77 189:0.96 191:0.94 192:0.87 195:0.68 196:0.89 201:0.68 202:0.94 204:0.85 208:0.64 212:0.27 215:0.42 216:0.64 222:0.48 230:0.74 232:0.75 233:0.73 235:0.68 238:0.97 241:0.95 242:0.58 243:0.20 244:0.61 245:0.64 247:0.39 248:0.77 253:0.98 255:0.95 256:0.96 257:0.65 260:0.97 261:0.91 265:0.56 266:0.75 267:0.97 268:0.96 271:0.94 276:0.50 277:0.69 279:0.82 283:0.82 284:0.93 285:0.62 289:0.93 290:0.61 297:0.36 300:0.55\n1 1:0.69 11:0.83 12:0.20 17:0.34 18:0.85 21:0.71 27:0.45 28:0.93 29:0.71 30:0.60 34:0.63 36:0.17 37:0.50 39:0.47 43:0.66 45:0.96 46:0.98 66:0.26 69:0.61 70:0.70 71:0.89 74:0.77 81:0.32 83:0.60 85:0.72 86:0.86 91:0.17 98:0.47 99:0.83 101:0.87 107:0.97 108:0.46 110:0.95 114:0.54 122:0.51 123:0.45 124:0.93 125:0.88 126:0.44 127:0.72 129:0.81 133:0.93 135:0.49 139:0.82 145:0.49 146:0.88 147:0.90 149:0.88 150:0.51 154:0.63 155:0.58 159:0.88 160:0.88 161:0.80 163:0.81 165:0.70 167:0.73 172:0.79 173:0.31 176:0.66 177:0.70 178:0.55 179:0.23 181:0.69 187:0.68 192:0.59 201:0.68 208:0.54 212:0.29 215:0.37 216:0.77 222:0.48 235:0.88 241:0.52 242:0.42 243:0.45 245:0.87 247:0.86 253:0.44 259:0.21 265:0.49 266:0.89 267:0.89 271:0.94 276:0.88 289:0.92 290:0.54 297:0.36 300:0.70\n1 1:0.69 9:0.76 11:0.83 12:0.20 17:0.38 18:0.85 21:0.54 27:0.08 28:0.93 29:0.71 30:0.76 34:0.76 36:0.47 37:0.90 39:0.47 43:0.75 45:0.92 46:0.99 66:0.18 69:0.81 70:0.52 71:0.89 74:0.83 81:0.34 83:0.60 85:0.90 86:0.93 91:0.38 96:0.82 98:0.57 99:0.83 101:0.87 104:0.58 107:0.97 108:0.65 110:0.95 114:0.58 120:0.71 122:0.51 123:0.79 124:0.64 125:0.99 126:0.44 127:0.64 129:0.05 133:0.66 135:0.82 139:0.90 140:0.80 146:0.67 147:0.44 149:0.93 150:0.52 151:0.81 153:0.48 154:0.66 155:0.58 159:0.56 160:0.97 161:0.80 162:0.67 164:0.64 165:0.70 167:0.83 172:0.79 173:0.81 176:0.66 177:0.38 178:0.42 179:0.34 181:0.69 187:0.98 190:0.77 192:0.59 201:0.68 202:0.59 208:0.54 212:0.60 215:0.39 216:0.64 222:0.48 232:0.76 235:0.80 241:0.71 242:0.31 243:0.10 245:0.87 247:0.76 248:0.74 253:0.81 255:0.74 256:0.58 257:0.65 260:0.68 265:0.58 266:0.54 267:0.99 268:0.59 271:0.94 276:0.79 277:0.69 285:0.56 289:0.93 290:0.58 297:0.36 300:0.70\n2 1:0.69 6:0.88 7:0.72 8:0.87 9:0.80 11:0.64 12:0.20 17:0.53 18:0.84 20:0.86 21:0.40 27:0.43 28:0.93 29:0.71 30:0.21 31:0.89 32:0.80 34:0.49 36:0.85 37:0.79 39:0.47 43:0.67 44:0.93 45:0.83 46:0.99 66:0.90 69:0.17 70:0.68 71:0.89 74:0.79 77:0.70 78:0.75 79:0.88 81:0.37 83:0.60 86:0.90 91:0.83 96:0.93 97:0.89 98:0.99 99:0.83 100:0.80 101:0.52 104:0.58 107:0.96 108:0.14 110:0.93 111:0.76 114:0.61 120:0.89 122:0.51 123:0.13 125:0.98 126:0.44 127:0.91 129:0.05 135:0.32 137:0.89 138:0.98 139:0.90 140:0.97 145:0.70 146:0.78 147:0.82 149:0.57 150:0.54 151:0.55 152:0.81 153:0.88 154:0.85 155:0.67 158:0.78 159:0.34 160:0.99 161:0.80 162:0.70 164:0.89 165:0.70 167:0.95 169:0.78 172:0.71 173:0.37 176:0.66 177:0.70 179:0.65 181:0.69 186:0.76 189:0.90 190:0.77 191:0.90 192:0.87 195:0.60 196:0.92 201:0.68 202:0.87 204:0.85 208:0.64 212:0.72 215:0.42 216:0.49 220:0.91 222:0.48 230:0.75 232:0.76 233:0.76 235:0.60 238:0.94 241:0.80 242:0.18 243:0.90 247:0.82 248:0.57 253:0.93 254:0.84 255:0.95 256:0.89 259:0.21 260:0.86 261:0.78 265:0.99 266:0.54 267:0.96 268:0.89 271:0.94 276:0.60 279:0.82 282:0.88 283:0.78 284:0.94 285:0.62 289:0.93 290:0.61 297:0.36 300:0.43\n4 6:0.99 7:0.72 8:0.97 9:0.80 11:0.64 12:0.20 17:0.06 18:0.64 20:0.99 21:0.78 27:0.01 28:0.93 29:0.71 30:0.45 31:0.99 32:0.69 34:0.53 36:0.64 37:0.98 39:0.47 41:0.97 43:0.25 45:0.87 46:0.97 66:0.54 69:0.93 70:0.89 71:0.89 74:0.63 77:0.70 78:0.90 79:0.99 83:0.91 86:0.67 91:0.99 96:1.00 97:0.99 98:0.42 100:0.99 101:0.52 104:0.58 107:0.96 108:0.86 110:0.94 111:0.99 120:1.00 122:0.51 123:0.86 124:0.69 125:0.98 127:0.51 129:0.05 133:0.73 135:0.32 137:0.99 138:0.99 139:0.65 140:0.99 145:0.74 146:0.60 147:0.23 149:0.56 151:0.92 152:0.96 153:1.00 154:0.21 155:0.67 158:0.79 159:0.62 160:1.00 161:0.80 162:0.68 164:0.99 167:1.00 169:0.98 172:0.61 173:0.98 177:0.05 179:0.56 181:0.69 186:0.90 189:0.99 191:0.95 192:0.87 195:0.84 196:0.91 202:0.99 204:0.85 208:0.64 212:0.52 216:0.82 222:0.48 230:0.75 232:0.75 233:0.76 235:0.88 238:0.99 241:1.00 242:0.42 243:0.16 244:0.61 245:0.66 247:0.60 248:0.94 253:1.00 255:0.95 256:0.99 257:0.84 259:0.21 260:0.99 261:0.99 265:0.44 266:0.80 267:0.95 268:0.99 271:0.94 276:0.56 279:0.82 282:0.77 283:0.82 284:0.99 285:0.62 289:0.93 300:0.84\n1 1:0.69 8:1.00 11:0.83 12:0.20 17:0.69 18:0.92 21:0.13 27:0.08 28:0.93 29:0.71 30:0.43 34:0.95 36:0.70 37:0.95 39:0.47 43:0.69 45:0.95 46:0.98 66:0.09 69:0.48 70:0.92 71:0.89 74:0.70 81:0.52 83:0.60 85:0.72 86:0.91 91:0.58 98:0.39 99:0.83 101:0.87 104:0.75 107:0.97 108:0.94 110:0.95 114:0.75 122:0.86 123:0.84 124:0.88 125:0.88 126:0.44 127:0.95 129:0.93 133:0.87 135:0.44 139:0.87 146:0.62 147:0.68 149:0.86 150:0.58 154:0.55 155:0.58 159:0.86 160:0.88 161:0.80 165:0.70 167:0.78 172:0.71 173:0.23 176:0.66 177:0.70 178:0.55 179:0.26 181:0.69 187:0.21 191:0.84 192:0.59 201:0.68 202:0.50 208:0.54 212:0.40 215:0.61 216:0.47 222:0.48 232:0.80 235:0.22 241:0.66 242:0.36 243:0.16 245:0.91 247:0.79 253:0.55 259:0.21 265:0.34 266:0.94 267:0.73 271:0.94 276:0.87 289:0.93 290:0.75 297:0.36 300:0.94\n1 7:0.81 8:0.79 9:0.80 11:0.83 12:0.20 17:0.96 18:0.97 21:0.13 22:0.93 27:0.60 29:0.53 30:0.15 31:0.96 32:0.69 34:0.67 36:0.39 37:0.80 39:0.99 41:0.82 43:0.88 44:0.90 45:0.73 47:0.93 48:1.00 55:0.42 64:0.77 66:0.96 69:0.12 70:0.84 71:0.82 74:0.68 78:0.97 79:0.97 81:0.67 83:0.91 85:0.72 86:0.99 89:0.99 91:0.58 96:0.78 98:0.98 101:0.87 108:0.10 111:0.94 120:0.73 121:0.90 122:0.83 123:0.10 126:0.44 127:0.80 129:0.05 135:0.66 137:0.96 139:0.99 140:0.80 141:0.97 145:0.61 146:0.90 147:0.92 149:0.78 150:0.46 151:0.78 153:0.77 154:0.87 155:0.67 159:0.50 162:0.85 164:0.71 169:0.90 172:0.90 173:0.22 177:0.70 179:0.33 187:0.39 190:0.89 191:0.81 192:0.87 195:0.68 196:0.98 201:0.68 202:0.68 204:0.89 208:0.64 212:0.85 215:0.61 216:0.21 219:0.92 220:0.62 222:0.21 223:0.94 225:0.99 230:0.86 233:0.73 234:1.00 235:0.42 240:0.99 241:0.44 242:0.19 243:0.96 247:0.84 248:0.71 253:0.72 255:0.95 256:0.71 259:0.21 260:0.72 262:0.93 265:0.98 266:0.27 267:0.85 268:0.75 271:0.86 274:0.99 276:0.82 281:0.89 283:0.78 284:0.95 285:0.62 292:0.95 297:0.36 300:0.70\n2 7:0.72 8:0.89 9:0.80 12:0.20 17:0.85 18:0.69 21:0.47 27:0.64 29:0.53 30:0.21 31:0.97 32:0.69 34:0.53 36:0.94 37:0.84 39:0.99 41:0.82 43:0.13 44:0.90 48:0.97 55:0.52 60:0.87 64:0.77 66:0.30 69:0.67 70:0.77 71:0.82 74:0.47 78:0.91 79:0.97 81:0.38 83:0.91 86:0.70 89:0.97 91:0.87 96:0.79 97:0.89 98:0.61 104:0.80 108:0.76 111:0.89 120:0.87 123:0.49 124:0.60 126:0.44 127:0.57 129:0.05 133:0.39 135:0.49 137:0.97 139:0.85 140:0.98 141:0.97 145:0.70 146:0.61 147:0.67 149:0.20 150:0.31 151:0.77 153:0.86 154:0.46 155:0.67 158:0.91 159:0.44 162:0.73 164:0.91 169:0.88 172:0.37 173:0.73 175:0.75 177:0.38 178:0.42 179:0.77 191:0.81 192:0.87 195:0.68 196:0.96 201:0.68 202:0.91 208:0.64 212:0.22 215:0.41 216:0.39 219:0.95 220:0.87 222:0.21 223:0.94 225:0.99 230:0.74 233:0.76 234:0.98 235:0.80 240:0.99 241:0.82 242:0.74 243:0.48 244:0.61 245:0.67 247:0.47 248:0.70 253:0.68 254:0.88 255:0.95 256:0.92 257:0.65 259:0.21 260:0.84 265:0.52 266:0.71 267:0.69 268:0.93 271:0.86 274:1.00 276:0.44 277:0.69 279:0.86 281:0.91 283:0.78 284:0.99 285:0.62 292:0.91 297:0.36 300:0.55\n1 1:0.74 6:0.91 7:0.81 8:0.92 9:0.80 11:0.83 12:0.20 17:0.84 18:0.84 20:0.80 21:0.47 27:0.41 29:0.53 30:0.62 31:0.91 32:0.80 34:0.71 36:0.50 37:0.80 39:0.99 41:0.90 43:0.76 44:0.93 45:0.95 48:0.97 60:0.87 64:0.77 66:0.89 69:0.78 70:0.48 71:0.82 74:0.92 77:0.70 78:0.91 79:0.91 81:0.53 83:0.91 85:0.72 86:0.90 89:0.98 91:0.62 96:0.76 98:0.84 100:0.91 101:0.87 104:0.74 108:0.61 111:0.90 114:0.60 120:0.73 121:0.97 122:0.51 123:0.59 124:0.37 126:0.54 127:0.78 129:0.05 133:0.37 135:0.56 137:0.91 139:0.95 140:0.80 141:0.97 145:0.92 146:0.83 147:0.25 149:0.92 150:0.74 151:0.72 152:0.90 153:0.88 154:0.68 155:0.67 158:0.91 159:0.50 162:0.77 164:0.77 165:0.93 169:0.87 172:0.92 173:0.83 176:0.73 177:0.05 179:0.28 186:0.91 187:0.39 191:0.70 192:0.87 195:0.71 196:0.95 201:0.93 202:0.70 204:0.89 208:0.64 212:0.90 215:0.41 216:0.28 219:0.95 220:0.62 222:0.21 223:0.94 225:0.99 230:0.87 233:0.76 234:0.98 235:0.84 240:0.99 241:0.74 242:0.44 243:0.09 245:0.80 247:0.82 248:0.68 253:0.79 255:0.95 256:0.71 257:0.84 259:0.21 260:0.69 261:0.90 265:0.84 266:0.54 267:0.19 268:0.74 271:0.86 274:0.98 276:0.84 279:0.86 281:0.91 282:0.88 283:0.78 284:0.95 285:0.62 290:0.60 292:0.91 297:0.36 299:0.88 300:0.70\n2 7:0.81 8:0.83 9:0.80 12:0.20 17:0.62 18:0.91 20:0.90 21:0.76 27:0.25 29:0.53 30:0.66 31:0.91 32:0.68 34:0.95 36:0.52 37:0.91 39:0.99 43:0.31 44:0.90 48:0.97 55:0.45 64:0.77 66:0.83 69:0.88 70:0.54 71:0.82 74:0.47 78:0.84 79:0.91 81:0.25 83:0.60 86:0.88 89:0.99 91:0.40 96:0.72 98:0.73 100:0.81 104:0.78 108:0.76 111:0.82 120:0.67 121:0.90 123:0.75 124:0.39 126:0.44 127:0.83 129:0.05 133:0.62 135:0.47 137:0.91 139:0.91 140:0.94 141:0.97 145:0.63 146:0.80 147:0.25 149:0.39 150:0.23 151:0.59 152:0.92 153:0.72 154:0.23 155:0.67 159:0.59 162:0.66 164:0.65 169:0.81 172:0.87 173:0.92 175:0.75 177:0.05 179:0.37 186:0.84 187:0.87 190:0.89 191:0.90 192:0.87 195:0.80 196:0.94 202:0.66 204:0.89 208:0.64 212:0.85 215:0.36 216:0.45 219:0.89 220:0.62 222:0.21 223:0.94 225:0.98 230:0.86 233:0.76 234:0.98 235:0.97 240:0.99 241:0.61 242:0.60 243:0.10 244:0.61 245:0.72 247:0.67 248:0.58 253:0.48 255:0.95 256:0.68 257:0.84 259:0.21 260:0.64 261:0.86 265:0.73 266:0.63 267:0.18 268:0.68 271:0.86 274:0.98 276:0.77 277:0.69 281:0.89 284:0.91 285:0.62 292:0.91 297:0.36 300:0.70\n1 7:0.72 8:0.95 9:0.80 12:0.20 17:0.89 18:0.88 20:0.86 21:0.54 22:0.93 27:0.12 29:0.53 30:0.11 31:0.97 32:0.68 34:0.66 36:0.62 37:0.91 39:0.99 41:0.82 43:0.64 44:0.90 47:0.93 48:0.99 55:0.45 64:0.77 66:0.36 69:0.67 70:0.84 71:0.82 78:0.88 79:0.97 81:0.33 83:0.91 86:0.88 89:0.99 91:0.73 96:0.79 98:0.48 100:0.90 108:0.70 111:0.87 120:0.68 122:0.86 123:0.68 124:0.60 126:0.44 127:0.39 129:0.59 133:0.47 135:0.66 137:0.97 139:0.90 140:0.96 141:0.98 145:0.61 146:0.23 147:0.29 149:0.34 150:0.27 151:0.63 152:0.81 153:0.86 154:0.54 155:0.67 159:0.32 162:0.86 164:0.79 169:0.87 172:0.32 173:0.79 175:0.75 177:0.38 179:0.77 186:0.88 187:0.21 191:0.79 192:0.87 195:0.61 196:0.97 201:0.68 202:0.78 208:0.64 212:0.28 215:0.39 216:0.60 219:0.89 222:0.21 223:0.94 225:0.99 230:0.74 233:0.73 234:0.99 235:0.74 240:0.99 241:0.75 242:0.45 243:0.48 244:0.61 245:0.62 247:0.39 248:0.74 253:0.68 255:0.95 256:0.89 257:0.65 259:0.21 260:0.69 261:0.86 262:0.93 265:0.49 266:0.54 267:0.36 268:0.85 271:0.86 274:1.00 276:0.32 277:0.69 281:0.89 284:0.98 285:0.62 292:0.95 297:0.36 300:0.55\n1 7:0.66 8:0.95 9:0.76 11:0.83 12:0.20 17:0.77 18:0.88 21:0.64 22:0.93 27:0.47 29:0.53 30:0.29 31:0.93 32:0.68 34:0.79 36:0.33 37:0.74 39:0.99 43:0.71 44:0.90 45:0.66 47:0.93 48:0.91 55:0.45 60:0.87 64:0.77 66:0.47 69:0.82 70:0.86 71:0.82 74:0.59 79:0.95 81:0.30 83:0.91 85:0.72 86:0.91 89:0.99 91:0.70 96:0.80 97:0.89 98:0.41 101:0.87 108:0.66 120:0.73 122:0.86 123:0.64 124:0.87 126:0.44 127:0.66 129:0.05 133:0.88 135:0.18 137:0.93 139:0.93 140:0.80 141:0.97 145:0.61 146:0.66 147:0.46 149:0.52 150:0.25 151:0.81 153:0.48 154:0.61 155:0.67 158:0.92 159:0.73 162:0.84 164:0.71 172:0.63 173:0.73 177:0.05 179:0.52 187:0.39 190:0.77 192:0.87 195:0.88 196:0.96 201:0.68 202:0.71 208:0.64 212:0.49 215:0.38 216:0.71 219:0.95 220:0.74 222:0.21 223:0.94 225:0.99 230:0.69 233:0.76 234:0.99 235:0.84 240:0.99 241:0.47 242:0.39 243:0.19 245:0.65 247:0.82 248:0.75 253:0.73 255:0.79 256:0.75 257:0.84 259:0.21 260:0.69 262:0.93 265:0.43 266:0.80 267:0.17 268:0.78 271:0.86 274:0.99 276:0.65 279:0.86 281:0.89 283:0.82 284:0.95 285:0.62 292:0.95 297:0.36 300:0.70\n3 7:0.81 8:0.97 12:0.20 17:0.49 18:0.74 21:0.76 27:0.49 29:0.53 30:0.91 31:0.91 34:0.44 36:0.67 37:0.91 39:0.99 43:0.11 48:0.99 55:0.92 64:0.77 66:0.13 69:0.84 70:0.19 71:0.82 74:0.47 79:0.92 81:0.23 86:0.70 89:0.98 91:0.79 98:0.34 108:0.60 120:0.64 121:0.90 122:0.43 123:0.68 124:0.82 126:0.26 127:0.40 129:0.05 133:0.74 135:0.18 137:0.91 139:0.78 140:0.94 141:0.97 146:0.39 147:0.29 149:0.15 150:0.23 151:0.65 153:0.48 154:0.09 155:0.67 159:0.42 162:0.53 163:0.94 164:0.63 172:0.10 173:0.90 175:0.75 177:0.05 178:0.50 179:0.89 190:0.77 191:0.87 192:0.87 196:0.92 202:0.76 204:0.89 208:0.64 212:0.52 216:0.21 220:0.97 222:0.21 223:0.94 225:0.99 230:0.86 233:0.73 234:0.97 235:0.95 240:0.99 241:0.96 242:0.24 243:0.34 244:0.83 245:0.43 247:0.47 248:0.63 253:0.34 255:0.74 256:0.71 257:0.84 259:0.21 260:0.63 265:0.19 266:0.27 267:0.44 268:0.72 271:0.86 274:0.98 276:0.32 277:0.69 281:0.91 284:0.93 285:0.56 300:0.18\n1 1:0.74 11:0.64 12:0.20 17:0.59 18:0.75 21:0.22 27:0.45 29:0.53 30:0.11 34:0.87 36:0.17 37:0.50 39:0.99 43:0.12 45:0.66 64:0.77 66:0.47 69:0.69 70:0.54 71:0.82 74:0.43 81:0.57 83:0.60 86:0.79 89:0.97 91:0.12 98:0.15 99:0.83 101:0.52 108:0.53 114:0.71 122:0.86 123:0.50 124:0.52 126:0.54 127:0.46 129:0.05 133:0.37 135:0.83 139:0.75 141:0.91 145:0.47 146:0.25 147:0.31 149:0.08 150:0.72 154:0.76 155:0.67 159:0.68 165:0.70 172:0.21 173:0.58 176:0.73 177:0.70 178:0.55 179:0.93 187:0.68 192:0.87 201:0.93 208:0.64 212:0.30 215:0.51 216:0.77 222:0.21 223:0.94 225:0.98 234:0.91 235:0.42 240:0.95 241:0.21 242:0.63 243:0.59 245:0.46 247:0.35 253:0.52 254:0.74 259:0.21 265:0.16 266:0.27 267:0.28 271:0.86 274:0.91 276:0.13 290:0.71 297:0.36 300:0.33\n1 1:0.74 7:0.72 8:0.83 12:0.20 17:0.64 18:0.73 20:0.78 21:0.74 27:0.72 29:0.53 30:0.89 31:0.89 32:0.79 34:0.55 36:0.90 37:0.95 39:0.99 43:0.18 44:0.93 48:0.91 55:0.71 64:0.77 66:0.75 69:0.35 70:0.20 71:0.82 74:0.53 77:0.70 78:0.72 79:0.89 81:0.40 83:0.60 86:0.70 89:0.97 91:0.83 98:0.92 99:0.83 100:0.73 104:0.74 108:0.27 111:0.72 114:0.54 120:0.72 122:0.43 123:0.26 126:0.54 127:0.52 129:0.05 135:0.37 137:0.89 139:0.81 140:0.80 141:0.97 145:0.56 146:0.47 147:0.53 149:0.19 150:0.65 151:0.60 152:0.76 153:0.85 154:0.12 155:0.67 159:0.17 162:0.65 164:0.72 165:0.70 169:0.72 172:0.32 173:0.73 175:0.75 176:0.73 177:0.38 179:0.93 186:0.73 190:0.89 192:0.87 195:0.53 196:0.91 201:0.93 202:0.71 204:0.85 208:0.64 212:0.95 215:0.36 216:0.23 220:0.62 222:0.21 223:0.94 225:0.98 230:0.74 233:0.73 234:0.97 235:0.97 240:0.99 241:0.95 242:0.33 243:0.77 244:0.83 247:0.39 248:0.59 253:0.38 255:0.74 256:0.71 257:0.65 259:0.21 260:0.67 261:0.73 265:0.92 266:0.12 267:0.84 268:0.72 271:0.86 274:0.98 276:0.29 277:0.69 281:0.86 282:0.87 284:0.91 285:0.56 290:0.54 297:0.36 300:0.18\n1 6:0.93 7:0.72 8:0.81 11:0.57 12:0.20 17:0.93 18:0.98 20:0.93 21:0.13 27:0.38 29:0.53 30:0.75 31:0.97 32:0.69 34:0.64 36:0.34 37:0.57 39:0.99 43:0.81 44:0.90 48:1.00 55:0.45 64:1.00 66:0.83 69:0.59 70:0.48 71:0.82 74:0.43 78:0.95 79:0.98 81:0.43 85:0.72 86:0.98 89:0.99 91:0.70 98:0.44 100:0.97 101:0.87 108:0.45 111:0.95 120:0.82 123:0.43 124:0.39 126:0.44 127:0.71 129:0.05 133:0.60 135:0.21 137:0.97 139:0.98 140:0.45 141:0.97 145:0.99 146:0.75 147:0.79 149:0.89 150:0.33 151:0.94 152:0.86 153:0.90 154:0.76 159:0.79 162:0.73 164:0.74 169:0.95 172:0.93 173:0.40 177:0.70 179:0.21 186:0.95 189:0.94 190:0.77 192:0.51 195:0.92 196:0.99 201:0.68 202:0.75 212:0.92 215:0.41 216:0.05 219:0.92 222:0.21 223:0.94 225:0.99 230:0.75 233:0.76 234:0.98 235:0.97 238:0.92 240:0.99 241:0.79 242:0.58 243:0.84 245:0.84 247:0.79 248:0.85 253:0.33 255:0.74 256:0.80 259:0.21 260:0.79 261:0.95 265:0.46 266:0.47 267:0.17 268:0.79 271:0.86 274:0.99 276:0.71 281:0.91 283:0.78 284:0.96 285:0.56 292:0.91 297:0.99 300:0.70\n1 7:0.81 8:0.74 12:0.20 17:0.78 18:0.98 21:0.22 22:0.93 27:0.21 29:0.53 30:0.88 32:0.80 34:0.28 36:0.28 37:0.89 39:0.99 43:0.12 44:0.93 47:0.93 55:0.71 64:0.77 66:0.97 69:0.44 70:0.21 71:0.82 74:0.58 77:0.70 81:0.46 86:0.98 89:0.99 91:0.23 98:0.90 104:0.83 108:0.34 121:0.90 122:0.83 123:0.32 126:0.44 127:0.49 129:0.05 135:0.69 139:0.98 141:0.91 145:0.63 146:0.97 147:0.98 149:0.20 150:0.34 154:0.57 155:0.67 159:0.70 172:0.92 173:0.28 175:0.75 177:0.38 178:0.55 179:0.23 187:0.87 191:0.73 192:0.87 195:0.88 201:0.68 204:0.89 208:0.64 212:0.93 215:0.51 216:0.56 219:0.89 222:0.21 223:0.94 225:0.98 230:0.86 233:0.73 234:0.91 235:0.31 240:0.95 241:0.30 242:0.51 243:0.97 244:0.61 247:0.60 253:0.38 254:0.74 257:0.65 259:0.21 262:0.93 265:0.90 266:0.27 267:0.28 271:0.86 274:0.91 276:0.86 277:0.69 281:0.89 282:0.88 292:0.95 297:0.36 299:0.88 300:0.43\n2 7:0.66 8:0.95 9:0.80 11:0.57 12:0.20 17:0.76 18:0.89 21:0.68 27:0.25 29:0.53 30:0.66 31:0.92 32:0.64 34:0.36 36:0.83 37:0.91 39:0.99 41:0.88 43:0.79 55:0.45 66:0.92 69:0.76 70:0.56 71:0.82 74:0.42 79:0.92 81:0.24 83:0.91 85:0.72 86:0.89 89:0.99 91:0.92 96:0.71 98:0.87 101:0.87 104:0.78 108:0.59 120:0.88 123:0.57 124:0.36 126:0.26 127:0.71 129:0.05 133:0.37 135:0.60 137:0.92 139:0.87 140:0.98 141:0.97 145:0.98 146:0.86 147:0.05 149:0.71 150:0.24 151:0.52 153:0.98 154:0.72 155:0.67 159:0.50 162:0.64 164:0.90 172:0.91 173:0.80 177:0.05 179:0.29 190:0.77 191:0.91 192:0.87 195:0.70 196:0.94 202:0.91 208:0.64 212:0.87 215:0.37 216:0.45 219:0.89 220:0.62 222:0.21 223:0.94 225:0.99 230:0.69 233:0.73 234:0.97 235:0.88 240:0.99 241:0.88 242:0.74 243:0.06 245:0.70 247:0.79 248:0.54 253:0.43 255:0.95 256:0.92 257:0.84 259:0.21 260:0.83 265:0.87 266:0.38 267:0.19 268:0.92 271:0.86 274:0.99 276:0.83 283:0.78 284:0.97 285:0.62 292:0.95 297:0.36 300:0.70\n1 8:0.59 11:0.64 12:0.20 17:0.76 18:0.96 21:0.77 27:0.45 29:0.53 30:0.43 34:0.87 36:0.28 37:0.50 39:0.99 43:0.13 44:0.87 45:0.77 55:0.59 64:0.77 66:0.86 69:0.71 70:0.83 71:0.82 74:0.53 81:0.22 86:0.97 89:0.99 91:0.04 98:0.75 101:0.52 108:0.54 122:0.86 123:0.52 124:0.37 126:0.26 127:0.53 129:0.05 133:0.37 135:0.83 139:0.96 141:0.91 145:0.58 146:0.93 147:0.95 149:0.19 150:0.22 154:0.65 159:0.74 172:0.86 173:0.56 177:0.70 178:0.55 179:0.34 187:0.68 195:0.89 212:0.77 216:0.77 222:0.21 223:0.94 225:0.98 234:0.91 235:0.98 240:0.95 241:0.18 242:0.33 243:0.86 245:0.75 247:0.67 253:0.36 254:0.74 259:0.21 265:0.75 266:0.80 267:0.36 271:0.86 274:0.91 276:0.75 300:0.70\n2 1:0.74 7:0.72 8:0.84 9:0.80 11:0.64 12:0.20 17:0.57 18:0.94 20:0.91 21:0.54 27:0.19 29:0.53 30:0.70 31:0.88 32:0.68 34:0.50 36:0.59 37:0.90 39:0.99 43:0.67 44:0.90 45:0.95 55:0.71 64:0.77 66:0.98 69:0.65 70:0.42 71:0.82 74:0.93 78:0.93 79:0.88 81:0.46 83:0.60 86:0.99 89:0.99 91:0.44 96:0.68 97:0.89 98:0.95 99:0.83 100:0.93 101:0.52 104:0.76 108:0.49 111:0.92 114:0.59 120:0.76 122:0.57 123:0.47 126:0.54 127:0.67 129:0.05 135:0.77 137:0.88 139:0.98 140:0.90 141:0.97 145:0.70 146:0.97 147:0.98 149:0.39 150:0.67 151:0.48 152:0.94 153:0.72 154:0.75 155:0.67 158:0.78 159:0.70 162:0.81 164:0.76 165:0.70 169:0.91 172:0.94 173:0.54 176:0.73 177:0.70 179:0.22 186:0.93 187:0.21 190:0.89 191:0.89 192:0.87 195:0.86 196:0.93 201:0.93 202:0.69 204:0.85 208:0.64 212:0.91 215:0.39 216:0.59 220:0.62 222:0.21 223:0.94 225:0.99 230:0.74 233:0.73 234:0.97 235:0.84 240:0.99 241:0.59 242:0.36 243:0.98 247:0.60 248:0.49 253:0.50 254:0.74 255:0.95 256:0.75 259:0.21 260:0.69 261:0.93 265:0.95 266:0.38 267:0.19 268:0.75 271:0.86 274:0.98 276:0.89 279:0.82 283:0.78 284:0.93 285:0.62 290:0.59 297:0.36 300:0.55\n1 1:0.74 7:0.66 8:0.84 9:0.80 11:0.64 12:0.20 17:0.78 18:0.91 20:0.79 21:0.13 22:0.93 27:0.35 29:0.53 30:0.70 31:0.90 32:0.74 34:0.40 36:0.76 37:0.79 39:0.99 43:0.26 44:0.90 45:0.89 47:0.93 48:0.91 55:0.52 64:0.77 66:0.99 69:0.33 70:0.55 71:0.82 74:0.74 77:0.70 78:0.83 79:0.90 81:0.63 83:0.60 86:0.95 89:0.99 91:0.46 96:0.74 98:0.98 99:0.83 100:0.89 101:0.52 104:0.80 106:0.81 108:0.26 111:0.84 114:0.79 120:0.68 123:0.25 126:0.54 127:0.83 129:0.05 135:0.49 137:0.90 139:0.94 140:0.90 141:0.97 145:0.76 146:0.98 147:0.98 149:0.71 150:0.76 151:0.63 152:0.77 153:0.48 154:0.91 155:0.67 159:0.74 162:0.85 164:0.74 165:0.70 169:0.86 172:0.98 173:0.21 176:0.73 177:0.70 179:0.15 186:0.83 187:0.39 190:0.89 191:0.78 192:0.87 195:0.86 196:0.94 201:0.93 202:0.71 206:0.81 208:0.64 212:0.88 215:0.61 216:0.70 220:0.74 222:0.21 223:0.94 225:0.99 230:0.69 233:0.73 234:0.98 235:0.31 240:0.99 241:0.62 242:0.74 243:0.99 247:0.90 248:0.62 253:0.67 254:0.74 255:0.95 256:0.75 259:0.21 260:0.66 261:0.80 262:0.93 265:0.98 266:0.54 267:0.17 268:0.78 271:0.86 274:0.99 276:0.95 281:0.89 282:0.77 283:0.78 284:0.95 285:0.62 290:0.79 297:0.36 300:0.70\n2 1:0.74 12:0.20 17:0.66 18:0.98 21:0.47 22:0.93 27:0.21 29:0.53 30:0.87 31:0.86 34:0.24 36:0.35 37:0.89 39:0.99 43:0.13 47:0.93 55:0.71 64:0.77 66:0.94 69:0.47 70:0.19 71:0.82 79:0.86 81:0.52 83:0.91 86:0.98 89:0.99 91:0.23 98:0.91 104:0.83 108:0.36 114:0.60 120:0.53 122:0.83 123:0.34 124:0.36 126:0.54 127:0.75 129:0.05 133:0.39 135:0.68 137:0.86 139:0.98 140:0.45 141:0.97 146:0.97 147:0.98 149:0.18 150:0.73 151:0.47 153:0.48 154:0.59 155:0.67 159:0.76 162:0.52 164:0.54 165:0.93 172:0.94 173:0.30 175:0.75 176:0.73 177:0.38 179:0.23 187:0.87 190:0.77 192:0.87 196:0.88 201:0.93 202:0.58 208:0.64 212:0.94 215:0.41 216:0.56 219:0.89 220:0.96 222:0.21 223:0.94 225:0.98 234:0.97 235:0.80 240:0.99 241:0.69 242:0.57 243:0.94 244:0.61 245:0.74 247:0.47 248:0.47 253:0.44 254:0.74 255:0.74 256:0.45 257:0.65 259:0.21 260:0.53 262:0.93 265:0.91 266:0.23 267:0.28 268:0.46 271:0.86 274:0.97 276:0.88 277:0.69 284:0.87 285:0.56 290:0.60 292:0.95 297:0.36 300:0.33\n2 1:0.74 7:0.72 11:0.64 12:0.20 17:0.81 18:1.00 21:0.47 27:0.62 29:0.53 30:0.94 32:0.68 34:0.49 36:0.42 37:0.66 39:0.99 43:0.13 44:0.90 45:0.81 48:0.99 55:0.52 64:0.77 66:0.99 69:0.35 70:0.19 71:0.82 74:0.71 81:0.48 83:0.91 86:1.00 89:1.00 91:0.37 98:0.99 101:0.52 108:0.27 114:0.60 122:0.86 123:0.26 126:0.54 127:0.86 129:0.05 135:0.60 139:1.00 141:0.91 145:0.93 146:0.97 147:0.98 149:0.70 150:0.72 154:0.88 155:0.67 159:0.73 165:0.93 172:0.99 173:0.24 176:0.73 177:0.70 178:0.55 179:0.13 187:0.21 192:0.87 195:0.85 201:0.93 208:0.64 212:0.95 215:0.41 216:0.05 222:0.21 223:0.94 225:0.98 230:0.74 233:0.73 234:0.91 235:0.68 240:0.95 241:0.02 242:0.80 243:0.99 247:0.67 253:0.46 254:0.80 259:0.21 265:0.99 266:0.12 267:0.18 271:0.86 274:0.91 276:0.96 281:0.89 290:0.60 297:0.36 300:0.33\n2 1:0.74 6:0.91 7:0.81 8:0.91 9:0.80 11:0.83 12:0.20 17:0.77 18:0.84 20:0.93 21:0.47 27:0.41 29:0.53 30:0.62 31:0.96 32:0.80 34:0.31 36:0.45 37:0.80 39:0.99 41:0.92 43:0.76 44:0.93 45:0.95 48:0.97 64:0.77 66:0.89 69:0.78 70:0.48 71:0.82 74:0.90 77:0.70 78:0.90 79:0.96 81:0.53 83:0.91 85:0.72 86:0.90 89:0.98 91:0.86 96:0.85 98:0.86 100:0.88 101:0.87 104:0.74 108:0.61 111:0.88 114:0.60 120:0.87 121:0.97 122:0.51 123:0.59 124:0.37 126:0.54 127:0.92 129:0.05 133:0.37 135:0.39 137:0.96 139:0.93 140:0.45 141:0.97 145:0.92 146:0.83 147:0.25 149:0.92 150:0.74 151:0.90 152:0.90 153:0.96 154:0.68 155:0.67 159:0.50 162:0.79 164:0.86 165:0.93 169:0.86 172:0.92 173:0.83 176:0.73 177:0.05 179:0.30 186:0.90 189:0.92 191:0.75 192:0.87 195:0.70 196:0.97 201:0.93 202:0.85 204:0.89 208:0.64 212:0.90 215:0.41 216:0.28 219:0.89 220:0.62 222:0.21 223:0.94 225:0.99 230:0.87 233:0.76 234:0.98 235:0.84 238:0.85 240:0.99 241:0.95 242:0.44 243:0.09 245:0.80 247:0.82 248:0.83 253:0.88 255:0.95 256:0.87 257:0.84 259:0.21 260:0.83 261:0.90 265:0.86 266:0.54 267:0.19 268:0.89 271:0.86 274:0.99 276:0.84 281:0.91 282:0.88 283:0.78 284:0.97 285:0.62 290:0.60 292:0.91 297:0.36 299:0.88 300:0.70\n1 1:0.74 7:0.66 8:0.85 9:0.80 11:0.64 12:0.20 17:0.85 18:0.92 21:0.13 22:0.93 27:0.35 29:0.53 30:0.70 31:0.89 32:0.74 34:0.39 36:0.75 37:0.79 39:0.99 43:0.26 44:0.90 45:0.92 47:0.93 48:0.91 55:0.52 64:0.77 66:0.35 69:0.33 70:0.56 71:0.82 74:0.81 77:0.70 79:0.89 81:0.63 83:0.60 86:0.97 89:0.99 91:0.49 96:0.72 98:0.73 99:0.83 101:0.52 104:0.80 106:0.81 108:0.26 114:0.79 120:0.64 123:0.82 124:0.60 126:0.54 127:0.81 129:0.59 133:0.46 135:0.39 137:0.89 139:0.96 140:0.92 141:0.97 145:0.76 146:0.90 147:0.92 149:0.71 150:0.76 151:0.59 153:0.90 154:0.91 155:0.67 159:0.75 162:0.85 164:0.74 165:0.70 172:0.94 173:0.21 176:0.73 177:0.70 179:0.15 187:0.39 191:0.70 192:0.87 195:0.87 196:0.94 201:0.93 202:0.69 206:0.81 208:0.64 212:0.88 215:0.61 216:0.70 219:0.89 220:0.74 222:0.21 223:0.94 225:0.99 230:0.69 233:0.73 234:0.98 235:0.31 240:0.99 241:0.61 242:0.73 243:0.57 245:0.99 247:0.90 248:0.58 253:0.65 254:0.74 255:0.95 256:0.73 259:0.21 260:0.63 262:0.93 265:0.72 266:0.47 267:0.17 268:0.76 271:0.86 274:0.99 276:0.95 281:0.89 282:0.77 283:0.78 284:0.95 285:0.62 290:0.79 292:0.91 297:0.36 300:0.70\n3 1:0.74 6:0.91 7:0.72 8:0.80 9:0.80 12:0.20 17:0.83 18:0.95 20:0.97 21:0.22 22:0.93 25:0.88 27:0.32 29:0.53 30:0.13 31:0.88 32:0.69 34:0.36 36:0.35 37:0.74 39:0.99 41:0.82 43:0.70 44:0.90 47:0.93 48:0.97 55:0.52 64:0.77 66:0.35 69:0.19 70:0.88 71:0.82 78:0.93 79:0.88 81:0.58 83:0.91 86:0.94 89:0.99 91:0.29 96:0.71 98:0.70 100:0.94 104:0.58 106:0.81 108:0.67 111:0.92 114:0.71 120:0.57 122:0.86 123:0.65 124:0.71 126:0.54 127:0.77 129:0.81 133:0.67 135:0.30 137:0.88 139:0.94 140:0.45 141:0.97 145:0.70 146:0.26 147:0.32 149:0.54 150:0.76 151:0.56 152:0.89 153:0.48 154:0.60 155:0.67 159:0.67 162:0.86 164:0.57 165:0.93 169:0.92 172:0.68 173:0.17 175:0.75 176:0.73 177:0.38 179:0.41 186:0.93 187:0.68 189:0.93 192:0.87 195:0.81 196:0.92 201:0.93 202:0.36 206:0.81 208:0.64 212:0.69 215:0.51 216:0.81 219:0.92 220:0.82 222:0.21 223:0.94 225:0.98 230:0.74 233:0.73 234:0.99 235:0.42 238:0.90 240:0.99 241:0.44 242:0.45 243:0.24 244:0.61 245:0.87 247:0.67 248:0.55 253:0.53 255:0.95 256:0.45 257:0.65 259:0.21 260:0.58 261:0.93 262:0.93 265:0.71 266:0.84 267:0.17 268:0.46 271:0.86 274:0.97 276:0.75 277:0.69 281:0.89 283:0.82 284:0.89 285:0.62 290:0.71 292:0.95 297:0.36 300:0.70\n2 6:0.93 7:0.66 8:0.89 11:0.57 12:0.20 17:0.81 18:0.99 20:0.98 21:0.40 22:0.93 27:0.53 29:0.53 30:0.53 31:0.93 32:0.68 34:0.21 36:0.70 37:0.70 39:0.99 43:0.95 44:0.90 47:0.93 55:0.45 60:0.98 64:0.77 66:0.79 69:0.25 70:0.52 71:0.82 74:0.71 78:0.92 79:0.95 81:0.36 83:0.91 85:0.85 86:1.00 89:1.00 91:0.17 98:0.82 100:0.93 101:0.87 104:0.74 108:0.75 111:0.92 120:0.64 123:0.74 124:0.41 126:0.44 127:0.66 129:0.05 133:0.43 135:0.32 137:0.93 139:1.00 140:0.87 141:0.97 145:0.44 146:0.65 147:0.70 149:0.91 150:0.29 151:0.65 152:0.90 153:0.48 154:0.95 155:0.67 158:0.91 159:0.75 162:0.86 164:0.68 169:0.91 172:0.99 173:0.16 177:0.70 179:0.11 186:0.92 187:0.39 189:0.94 190:0.89 192:0.87 195:0.87 196:0.97 201:0.68 202:0.63 208:0.64 212:0.94 215:0.42 216:0.59 219:0.95 222:0.21 223:0.94 225:0.99 230:0.69 233:0.76 234:0.99 235:0.52 238:0.89 240:0.99 241:0.59 242:0.50 243:0.19 245:0.99 247:0.82 248:0.63 253:0.42 255:0.74 256:0.71 259:0.21 260:0.63 261:0.93 262:0.93 265:0.82 266:0.27 267:0.17 268:0.71 271:0.86 274:0.99 276:0.97 277:0.69 279:0.86 283:0.78 284:0.94 285:0.56 292:0.95 297:0.36 300:0.55\n1 7:0.72 8:0.84 9:0.80 11:0.83 12:0.20 17:0.95 18:0.97 20:0.79 21:0.40 22:0.93 27:0.54 29:0.53 30:0.74 31:0.93 32:0.69 34:0.56 36:0.80 37:0.62 39:0.99 41:0.82 43:0.88 44:0.90 45:1.00 47:0.93 48:0.99 55:0.52 60:0.95 64:0.77 66:0.74 69:0.45 70:0.26 71:0.82 74:0.99 78:0.96 79:0.95 81:0.38 83:0.91 85:0.91 86:0.99 89:0.99 91:0.44 96:0.68 98:0.79 100:0.95 101:0.87 104:0.88 106:0.81 108:0.72 111:0.95 120:0.65 122:0.51 123:0.70 124:0.45 126:0.44 127:0.91 129:0.81 133:0.67 135:0.47 137:0.93 139:0.99 140:0.45 141:0.97 145:0.79 146:0.57 147:0.63 149:1.00 150:0.31 151:0.47 152:0.77 153:0.48 154:0.86 155:0.67 158:0.91 159:0.81 162:0.86 164:0.70 169:0.93 172:0.99 173:0.26 177:0.70 179:0.10 186:0.96 187:0.39 190:0.89 192:0.87 195:0.91 196:0.97 201:0.68 202:0.63 206:0.81 208:0.64 212:0.94 215:0.42 216:0.37 219:0.95 220:0.97 222:0.21 223:0.94 225:0.99 230:0.74 233:0.73 234:0.99 235:0.60 240:0.99 241:0.59 242:0.54 243:0.17 245:1.00 247:0.88 248:0.47 253:0.49 255:0.95 256:0.71 259:0.21 260:0.64 261:0.86 262:0.93 265:0.79 266:0.71 267:0.87 268:0.72 271:0.86 274:0.99 276:0.99 279:0.86 281:0.89 283:0.78 284:0.94 285:0.62 292:0.95 297:0.36 300:0.84\n1 10:0.90 11:0.88 12:0.69 17:0.77 18:0.56 21:0.78 27:0.72 29:0.94 30:0.15 34:0.21 36:0.48 39:0.54 43:0.09 55:0.98 66:0.05 69:1.00 70:0.99 74:0.29 85:0.72 86:0.59 91:0.17 98:0.12 101:0.87 108:0.99 122:0.95 123:0.98 124:0.98 127:0.58 129:0.05 133:0.98 135:0.39 139:0.58 144:0.85 145:0.47 146:0.18 147:0.25 149:0.17 154:0.08 159:0.98 163:0.79 170:0.79 172:0.21 173:0.97 174:0.98 177:0.38 178:0.55 179:0.39 187:0.21 197:0.90 212:0.12 216:0.15 222:0.84 235:0.74 239:0.89 241:0.12 242:0.61 243:0.11 245:0.61 247:0.82 253:0.26 257:0.84 259:0.21 265:0.06 266:0.98 267:0.23 271:0.27 276:0.75 277:0.95 300:0.98\n3 10:0.88 11:0.87 12:0.69 17:0.47 18:0.89 21:0.40 27:0.24 29:0.94 30:0.40 34:0.42 36:0.56 37:0.66 39:0.54 43:0.77 45:0.81 66:0.32 69:0.12 70:0.88 74:0.53 81:0.33 86:0.90 91:0.03 98:0.56 101:0.87 108:0.80 122:0.91 123:0.79 124:0.77 126:0.24 127:0.90 129:0.05 133:0.74 135:0.86 139:0.88 144:0.85 146:0.55 147:0.61 149:0.75 150:0.36 154:0.69 159:0.69 170:0.79 172:0.51 173:0.14 174:0.86 177:0.88 178:0.55 179:0.60 187:0.68 197:0.89 212:0.22 216:0.56 219:0.90 222:0.84 235:0.42 236:0.92 239:0.87 242:0.22 243:0.44 244:0.61 245:0.72 247:0.84 253:0.42 259:0.21 265:0.57 266:0.75 267:0.44 271:0.27 276:0.62 277:0.69 292:0.95 300:0.84\n2 11:0.84 12:0.69 17:0.40 18:0.59 21:0.78 27:0.43 29:0.94 30:0.95 34:0.63 36:0.44 37:0.53 39:0.54 43:0.33 45:0.66 66:0.64 69:0.93 74:0.33 86:0.65 91:0.04 98:0.08 101:0.47 108:0.86 122:0.91 123:0.85 127:0.06 129:0.05 135:0.19 139:0.63 144:0.85 145:0.69 146:0.17 147:0.22 149:0.26 154:0.25 159:0.09 163:0.99 170:0.79 172:0.16 173:0.89 175:0.75 177:0.70 178:0.55 179:0.08 187:0.87 193:0.97 212:0.95 216:0.81 222:0.84 235:0.68 239:0.84 241:0.07 242:0.82 243:0.69 244:0.61 247:0.12 253:0.30 257:0.65 259:0.21 265:0.08 266:0.12 267:0.28 271:0.27 276:0.19 277:0.69 300:0.08\n1 11:0.87 12:0.69 17:0.15 18:0.64 21:0.78 27:0.72 29:0.94 30:0.95 34:0.94 36:0.89 39:0.54 43:0.71 45:0.73 66:0.64 69:0.72 74:0.38 86:0.70 91:0.22 98:0.13 101:0.65 108:0.55 122:0.65 123:0.52 127:0.08 129:0.05 135:0.60 139:0.68 144:0.85 146:0.17 147:0.22 149:0.44 154:0.60 159:0.09 163:0.97 170:0.79 172:0.16 173:0.85 175:0.75 177:0.70 178:0.55 179:0.10 187:0.21 212:0.95 216:0.10 222:0.84 235:0.31 241:0.32 242:0.82 243:0.69 244:0.61 247:0.12 253:0.34 257:0.65 259:0.21 265:0.13 266:0.12 267:0.19 271:0.27 276:0.19 277:0.69 300:0.08\n1 10:0.93 11:0.87 12:0.69 17:0.45 18:0.76 21:0.22 27:0.64 29:0.94 30:0.09 34:0.58 36:0.93 37:0.34 39:0.54 43:0.75 45:0.73 66:0.51 69:0.35 70:0.85 74:0.40 81:0.35 86:0.81 91:0.06 98:0.62 101:0.65 108:0.27 122:0.94 123:0.26 124:0.64 126:0.24 127:0.69 129:0.05 133:0.60 135:0.86 139:0.76 144:0.85 146:0.59 147:0.64 149:0.55 150:0.39 154:0.66 159:0.43 170:0.79 172:0.41 173:0.42 174:0.91 177:0.88 178:0.55 179:0.81 187:0.39 197:0.94 212:0.39 216:0.45 222:0.84 235:0.22 236:0.92 239:0.91 241:0.18 242:0.24 243:0.61 244:0.61 245:0.55 247:0.67 253:0.35 259:0.21 265:0.63 266:0.63 267:0.52 271:0.27 276:0.43 300:0.55\n2 1:0.63 7:0.75 10:0.88 11:0.87 12:0.69 17:0.26 18:0.92 21:0.40 27:0.37 29:0.94 30:0.61 34:0.45 36:0.94 37:0.62 39:0.54 43:0.77 44:0.88 45:0.89 60:0.87 64:0.77 66:0.20 69:0.17 70:0.72 74:0.75 75:0.99 81:0.63 83:0.91 86:0.94 91:0.09 98:0.55 99:0.95 101:0.65 108:0.14 114:0.82 122:0.91 123:0.78 124:0.76 126:0.51 127:0.74 129:0.05 133:0.74 135:0.76 139:0.95 144:0.85 145:0.40 146:0.68 147:0.73 149:0.87 150:0.49 154:0.69 155:0.54 158:0.86 159:0.67 165:0.81 170:0.79 172:0.65 173:0.16 174:0.86 176:0.70 177:0.88 178:0.55 179:0.47 187:0.21 192:0.57 195:0.81 197:0.87 201:0.61 204:0.83 208:0.64 212:0.52 215:0.67 216:0.60 219:0.95 222:0.84 226:0.96 230:0.77 233:0.76 235:0.60 239:0.92 241:0.30 242:0.19 243:0.57 244:0.61 245:0.78 247:0.88 253:0.64 259:0.21 265:0.52 266:0.75 267:0.36 271:0.27 276:0.70 277:0.69 279:0.80 281:0.91 283:0.67 290:0.82 292:0.88 297:0.36 300:0.70\n1 10:0.95 11:0.87 12:0.69 17:0.32 18:0.60 21:0.78 27:0.52 29:0.94 30:0.28 34:0.22 36:0.68 37:0.49 39:0.54 43:0.22 45:0.73 55:0.92 66:0.13 69:0.97 70:0.98 74:0.30 86:0.66 91:0.25 98:0.25 101:0.65 108:0.94 122:0.95 123:0.94 124:0.96 127:0.82 129:0.05 133:0.96 135:0.56 139:0.64 144:0.85 146:0.70 147:0.65 149:0.31 154:0.15 159:0.92 163:0.98 170:0.79 172:0.45 173:0.91 174:0.98 177:0.05 178:0.55 179:0.45 187:0.21 197:0.96 202:0.36 212:0.15 216:0.49 222:0.84 235:0.31 239:0.93 241:0.15 242:0.78 243:0.23 244:0.61 245:0.67 247:0.74 253:0.27 257:0.93 259:0.21 265:0.28 266:0.96 267:0.79 271:0.27 276:0.74 300:0.98\n2 9:0.75 10:0.89 11:0.87 12:0.69 17:0.22 18:0.89 21:0.22 27:0.52 29:0.94 30:0.53 31:0.94 34:0.42 36:0.59 37:0.49 39:0.54 43:0.77 45:0.83 64:0.77 66:0.32 69:0.10 70:0.84 74:0.53 79:0.93 81:0.37 83:0.69 86:0.90 91:0.06 96:0.80 98:0.56 101:0.65 108:0.80 120:0.69 122:0.91 123:0.78 124:0.77 126:0.32 127:0.92 129:0.05 133:0.74 135:0.87 137:0.94 139:0.88 140:0.45 144:0.85 146:0.53 147:0.59 149:0.78 150:0.38 151:0.86 153:0.48 154:0.69 155:0.64 159:0.67 162:0.86 164:0.56 170:0.79 172:0.51 173:0.14 174:0.86 177:0.88 179:0.60 187:0.68 190:0.77 192:0.98 196:0.95 197:0.88 201:0.58 202:0.36 208:0.61 212:0.22 215:0.79 216:0.49 219:0.91 222:0.84 235:0.31 239:0.87 242:0.22 243:0.44 244:0.61 245:0.72 247:0.84 248:0.77 253:0.77 255:0.77 256:0.45 259:0.21 260:0.70 265:0.57 266:0.75 267:0.52 268:0.46 271:0.27 276:0.62 277:0.69 283:0.67 284:0.88 285:0.60 292:0.88 297:0.36 300:0.84\n1 10:0.91 11:0.87 12:0.69 17:0.15 18:0.61 21:0.05 27:0.68 29:0.94 30:0.58 33:0.97 34:0.71 36:0.44 37:0.46 39:0.54 43:0.60 45:0.73 55:0.96 66:0.27 69:0.85 70:0.33 74:0.35 81:0.38 86:0.67 91:0.04 98:0.25 101:0.65 108:0.70 122:0.95 123:0.69 124:0.84 126:0.24 127:0.63 129:0.05 132:0.97 133:0.80 135:0.34 139:0.66 144:0.85 146:0.35 147:0.05 149:0.41 150:0.43 154:0.49 159:0.59 163:0.79 170:0.79 172:0.21 173:0.85 174:0.90 177:0.05 178:0.55 179:0.88 187:0.68 197:0.93 212:0.16 216:0.20 222:0.84 235:0.05 236:0.92 239:0.90 241:0.21 242:0.40 243:0.18 244:0.61 245:0.45 247:0.55 253:0.32 257:0.93 259:0.21 265:0.27 266:0.54 267:0.23 271:0.27 276:0.36 291:0.97 300:0.25\n1 10:0.85 11:0.87 12:0.69 17:0.24 18:0.77 21:0.78 27:0.52 29:0.94 30:0.37 34:0.52 36:0.41 37:0.49 39:0.54 43:0.22 45:0.73 55:0.71 66:0.63 69:0.97 70:0.73 74:0.30 86:0.77 91:0.23 98:0.23 101:0.65 108:0.94 122:0.92 123:0.94 124:0.63 127:0.83 129:0.05 133:0.73 135:0.51 139:0.74 144:0.85 146:0.65 147:0.05 149:0.29 154:0.15 159:0.92 170:0.79 172:0.59 173:0.90 174:0.79 175:0.75 177:0.05 178:0.55 179:0.70 187:0.21 197:0.85 202:0.36 212:0.61 216:0.49 222:0.84 235:0.12 239:0.84 241:0.18 242:0.76 243:0.11 244:0.61 245:0.57 247:0.55 253:0.27 257:0.93 259:0.21 265:0.25 266:0.71 267:0.17 271:0.27 276:0.49 277:0.69 300:0.55\n2 1:0.66 7:0.70 8:0.72 10:0.95 11:0.56 12:0.37 17:0.77 18:0.92 21:0.40 27:0.58 29:0.97 30:0.42 32:0.67 34:0.97 36:0.54 37:0.49 39:0.86 43:0.17 44:0.86 45:0.66 48:0.91 55:0.45 64:0.77 66:0.27 69:0.90 70:0.88 71:0.61 74:0.38 81:0.56 86:0.75 91:0.54 98:0.30 101:0.47 104:0.81 108:0.95 114:0.76 122:0.75 123:0.95 124:0.91 126:0.51 127:0.93 129:0.59 131:0.61 133:0.91 135:0.75 139:0.74 144:0.76 145:0.86 146:0.67 147:0.62 149:0.22 150:0.55 154:0.30 155:0.51 157:0.61 159:0.88 166:0.87 170:0.82 172:0.86 173:0.74 174:0.94 176:0.63 177:0.70 178:0.55 179:0.19 182:0.61 187:0.21 192:0.55 195:0.96 197:0.92 201:0.65 208:0.61 212:0.75 215:0.63 216:0.49 219:0.87 222:0.25 227:0.61 229:0.61 230:0.73 231:0.80 233:0.66 235:0.74 239:0.92 241:0.32 242:0.41 243:0.17 245:0.93 246:0.61 247:0.98 253:0.55 254:0.88 257:0.65 259:0.21 265:0.32 266:0.84 267:0.44 271:0.82 276:0.92 281:0.86 283:0.67 287:0.61 290:0.76 292:0.88 297:0.36 300:0.94\n2 1:0.66 7:0.70 8:0.62 9:0.73 10:0.95 11:0.51 12:0.37 17:0.86 18:0.94 21:0.13 22:0.93 27:0.67 29:0.97 30:0.45 31:0.90 32:0.71 34:0.83 36:0.90 37:0.34 39:0.86 43:0.59 44:0.92 47:0.93 48:1.00 64:0.77 66:0.95 69:0.64 70:0.72 71:0.61 74:0.52 77:0.70 79:0.90 81:0.56 86:0.82 91:0.48 96:0.74 98:0.84 104:0.88 106:0.81 108:0.49 114:0.92 120:0.62 122:0.75 123:0.47 126:0.51 127:0.34 129:0.05 131:0.91 135:0.51 137:0.90 139:0.83 140:0.45 144:0.76 145:0.41 146:0.78 147:0.82 149:0.69 150:0.56 151:0.66 153:0.48 154:0.55 155:0.64 157:0.61 159:0.34 162:0.86 164:0.56 166:0.87 170:0.82 172:0.88 173:0.72 174:0.90 176:0.70 177:0.88 179:0.27 182:0.61 187:0.21 190:0.77 192:0.87 195:0.64 196:0.92 197:0.91 201:0.63 202:0.36 206:0.81 208:0.61 212:0.91 215:0.84 216:0.27 219:0.87 220:0.74 222:0.25 227:0.94 229:0.61 230:0.73 231:0.80 232:0.74 233:0.76 235:0.31 239:0.92 241:0.03 242:0.32 243:0.95 244:0.61 246:0.61 247:0.94 248:0.63 253:0.71 254:0.80 255:0.72 256:0.45 259:0.21 260:0.63 262:0.93 265:0.84 266:0.38 267:0.44 268:0.46 271:0.82 276:0.79 281:0.91 282:0.80 283:0.82 284:0.88 285:0.60 287:0.61 290:0.92 292:0.95 297:0.36 300:0.55\n2 1:0.59 7:0.75 10:1.00 11:0.56 12:0.37 17:0.69 18:0.99 21:0.64 22:0.93 27:0.51 29:0.97 30:0.54 32:0.71 34:0.45 36:0.46 37:0.33 39:0.86 43:0.12 44:0.92 45:0.97 47:0.93 48:0.91 55:0.45 64:0.77 66:1.00 69:0.63 70:0.64 71:0.61 74:0.96 77:0.70 81:0.51 83:0.56 86:1.00 91:0.20 98:0.95 99:0.83 101:0.47 104:0.99 106:0.81 108:0.48 114:0.70 117:0.86 122:0.65 123:0.46 126:0.51 127:0.65 129:0.05 131:0.61 135:0.96 139:1.00 144:0.76 145:0.72 146:0.99 147:0.99 149:0.30 150:0.44 154:0.59 155:0.54 157:0.61 158:0.76 159:0.82 165:0.65 166:0.86 170:0.82 172:0.99 173:0.41 174:0.99 176:0.70 177:0.88 178:0.55 179:0.10 182:0.61 187:0.21 192:0.56 195:0.93 197:0.99 201:0.58 204:0.83 206:0.81 208:0.61 212:0.93 215:0.53 216:0.85 219:0.91 222:0.25 227:0.61 229:0.61 230:0.77 231:0.80 232:0.92 233:0.66 235:0.84 239:1.00 242:0.13 243:1.00 246:0.61 247:0.99 253:0.70 254:0.88 259:0.21 262:0.93 265:0.95 266:0.47 267:0.98 271:0.82 276:0.99 279:0.75 281:0.86 282:0.80 283:0.82 287:0.61 290:0.70 292:0.88 297:0.36 300:0.70\n1 8:0.78 9:0.71 10:1.00 12:0.37 17:0.78 21:0.68 23:0.99 27:0.70 29:0.97 30:0.93 31:0.89 34:0.96 36:0.72 37:0.61 39:0.86 43:0.32 48:0.91 55:0.45 62:0.99 66:0.97 69:0.50 70:0.24 71:0.61 74:0.48 75:0.96 76:0.98 77:0.89 79:0.88 81:0.30 91:0.82 96:0.93 98:0.98 102:0.96 108:0.38 114:0.63 120:0.59 122:0.95 123:0.37 126:0.32 127:0.79 128:0.97 129:0.05 131:0.91 135:0.34 137:0.89 139:0.72 140:0.98 144:0.76 145:0.83 146:0.87 147:0.89 149:0.58 150:0.29 151:0.61 153:0.48 154:0.52 155:0.56 157:0.61 158:0.76 159:0.45 162:0.77 164:0.56 166:0.73 168:0.97 170:0.82 172:0.93 173:0.56 174:0.99 175:0.75 176:0.59 177:0.70 179:0.27 182:0.61 190:0.95 191:0.87 192:0.86 193:0.98 195:0.66 196:0.89 197:1.00 201:0.54 202:0.84 204:0.78 205:0.99 208:0.61 212:0.89 216:0.23 219:0.91 220:0.62 222:0.25 226:0.96 227:0.94 229:0.61 231:0.80 232:0.74 235:0.84 236:0.94 239:1.00 241:0.83 242:0.78 243:0.97 244:0.83 246:0.61 247:0.82 248:0.59 253:0.90 255:0.71 256:0.87 257:0.65 259:0.21 260:0.60 265:0.98 266:0.38 267:0.94 268:0.88 271:0.82 276:0.86 277:0.69 279:0.79 281:0.86 282:0.72 284:0.93 285:0.62 287:0.61 290:0.63 292:0.88 300:0.55\n0 1:0.59 7:0.75 10:0.94 11:0.56 12:0.37 17:0.77 18:0.88 21:0.68 22:0.93 27:0.51 29:0.97 30:0.43 32:0.71 34:0.44 36:0.35 37:0.33 39:0.86 43:0.11 44:0.92 45:0.89 47:0.93 48:0.91 55:0.45 64:0.77 66:0.98 69:0.69 70:0.76 71:0.61 74:0.80 76:0.85 77:0.70 81:0.39 86:0.92 91:0.05 98:0.90 101:0.47 104:1.00 106:0.81 108:0.52 114:0.69 117:0.86 122:0.65 123:0.50 126:0.51 127:0.47 129:0.05 131:0.61 135:0.94 139:0.92 144:0.76 145:0.74 146:0.95 147:0.96 149:0.28 150:0.41 154:0.61 155:0.54 157:0.61 159:0.63 166:0.86 170:0.82 172:0.96 173:0.61 174:0.89 176:0.70 177:0.88 178:0.55 179:0.17 182:0.61 187:0.21 192:0.56 195:0.82 197:0.88 201:0.57 204:0.83 206:0.81 208:0.61 212:0.91 215:0.49 216:0.85 222:0.25 227:0.61 229:0.61 230:0.77 231:0.80 232:0.92 233:0.65 235:0.88 239:0.92 241:0.07 242:0.13 243:0.98 246:0.61 247:0.97 253:0.61 254:0.88 259:0.21 262:0.93 265:0.90 266:0.27 267:0.69 271:0.82 276:0.92 281:0.86 282:0.80 287:0.61 290:0.69 297:0.36 300:0.70\n0 1:0.59 7:0.75 10:0.84 11:0.51 12:0.37 17:0.55 18:0.62 21:0.68 22:0.93 27:0.51 29:0.97 30:0.62 32:0.71 34:0.44 36:0.41 37:0.33 39:0.86 43:0.13 44:0.92 47:0.93 48:0.91 55:0.42 64:0.77 66:0.75 69:0.70 70:0.23 71:0.61 74:0.54 76:0.85 77:0.70 81:0.39 86:0.69 91:0.09 98:0.63 104:1.00 106:0.81 108:0.53 114:0.69 117:0.86 122:0.41 123:0.51 126:0.51 127:0.18 129:0.05 131:0.61 135:0.86 139:0.79 144:0.76 145:0.74 146:0.51 147:0.57 149:0.11 150:0.41 154:0.53 155:0.54 157:0.61 159:0.18 163:0.86 166:0.86 170:0.82 172:0.32 173:0.84 174:0.79 176:0.70 177:0.88 178:0.55 179:0.74 182:0.61 187:0.21 192:0.56 195:0.59 197:0.84 201:0.57 204:0.83 206:0.81 208:0.61 212:0.30 215:0.49 216:0.85 222:0.25 227:0.61 229:0.61 230:0.77 231:0.79 232:0.92 233:0.65 235:0.88 239:0.83 241:0.18 242:0.33 243:0.77 244:0.61 246:0.61 247:0.39 253:0.54 254:0.80 259:0.21 262:0.93 265:0.64 266:0.27 267:0.69 271:0.82 276:0.28 281:0.86 282:0.80 283:0.82 287:0.61 290:0.69 297:0.36 300:0.18\n0 1:0.61 10:0.93 11:0.56 12:0.37 17:0.12 18:0.77 21:0.64 27:0.08 29:0.97 30:0.37 32:0.65 34:0.99 36:0.27 37:0.94 39:0.86 43:0.38 45:0.77 55:0.59 64:0.77 66:0.53 69:0.77 70:0.70 71:0.61 74:0.53 81:0.59 83:0.56 86:0.84 91:0.44 98:0.59 99:0.83 101:0.47 108:0.70 114:0.72 122:0.86 123:0.68 124:0.64 126:0.54 127:0.43 129:0.05 131:0.61 133:0.60 135:0.39 139:0.78 144:0.76 145:0.41 146:0.24 147:0.05 149:0.25 150:0.48 154:0.66 155:0.48 157:0.84 159:0.43 165:0.65 166:0.86 170:0.82 172:0.54 173:0.81 174:0.88 176:0.73 177:0.05 178:0.55 179:0.61 182:0.84 187:0.68 192:0.47 195:0.66 197:0.90 201:0.61 208:0.64 212:0.75 215:0.53 216:0.67 222:0.25 227:0.61 229:0.61 231:0.79 235:0.88 236:0.97 239:0.91 241:0.54 242:0.33 243:0.11 245:0.65 246:0.93 247:0.82 253:0.55 254:0.88 257:0.93 259:0.21 265:0.60 266:0.47 267:0.59 271:0.82 276:0.52 277:0.69 283:0.67 287:0.61 290:0.72 297:0.36 300:0.55\n2 1:0.65 7:0.70 8:0.69 9:0.74 10:0.95 11:0.51 12:0.37 17:0.85 18:0.93 21:0.22 22:0.93 27:0.67 29:0.97 30:0.32 31:0.92 32:0.71 34:0.91 36:0.86 37:0.34 39:0.86 43:0.57 44:0.92 47:0.93 48:1.00 55:0.45 64:0.77 66:0.95 69:0.65 70:0.74 71:0.61 74:0.51 77:0.70 79:0.92 81:0.53 83:0.56 86:0.82 91:0.54 96:0.78 98:0.85 104:0.88 106:0.81 108:0.49 114:0.88 120:0.67 122:0.75 123:0.47 126:0.51 127:0.36 129:0.05 131:0.91 135:0.58 137:0.92 139:0.82 140:0.45 144:0.76 145:0.42 146:0.79 147:0.82 149:0.68 150:0.53 151:0.76 153:0.48 154:0.53 155:0.64 157:0.61 159:0.35 162:0.86 164:0.66 166:0.87 170:0.82 172:0.88 173:0.72 174:0.90 176:0.70 177:0.88 179:0.27 182:0.61 187:0.21 190:0.77 192:0.97 195:0.64 196:0.93 197:0.91 201:0.63 202:0.50 206:0.81 208:0.61 212:0.91 215:0.79 216:0.27 220:0.82 222:0.25 227:0.95 229:0.61 230:0.73 231:0.81 232:0.74 233:0.76 235:0.42 239:0.92 241:0.10 242:0.32 243:0.95 244:0.61 246:0.61 247:0.94 248:0.73 253:0.77 254:0.84 255:0.74 256:0.58 259:0.21 260:0.67 262:0.93 265:0.85 266:0.38 267:0.52 268:0.59 271:0.82 276:0.79 281:0.91 282:0.80 284:0.92 285:0.60 287:0.61 290:0.88 297:0.36 300:0.55\n0 1:0.58 8:0.78 11:0.56 12:0.37 17:0.61 18:0.93 21:0.47 22:0.93 27:0.12 29:0.97 30:0.52 33:0.97 34:0.58 36:0.75 37:0.82 39:0.86 43:0.62 44:0.88 45:0.95 47:0.93 64:0.77 66:0.96 69:0.59 70:0.47 71:0.61 74:0.80 77:0.70 81:0.46 83:0.56 86:0.95 91:0.23 98:0.90 99:0.83 101:0.47 108:0.45 114:0.76 117:0.86 122:0.86 123:0.43 126:0.32 127:0.49 129:0.05 131:0.61 135:0.49 139:0.94 144:0.76 145:0.41 146:0.93 147:0.94 149:0.68 150:0.41 154:0.51 155:0.52 157:0.93 159:0.55 165:0.65 166:0.87 170:0.82 172:0.91 173:0.54 175:0.75 176:0.63 177:0.70 178:0.55 179:0.26 182:0.85 187:0.98 192:0.50 195:0.77 201:0.55 204:0.82 208:0.50 212:0.72 216:0.79 222:0.25 227:0.61 229:0.61 231:0.80 232:0.98 235:0.60 241:0.35 242:0.24 243:0.97 244:0.61 246:0.93 247:0.60 253:0.64 254:0.88 257:0.65 259:0.21 262:0.93 265:0.90 266:0.27 267:0.23 271:0.82 276:0.84 277:0.69 281:0.91 282:0.75 287:0.61 290:0.76 291:0.97 300:0.33\n2 1:0.59 7:0.75 10:1.00 11:0.56 12:0.37 17:0.75 18:0.99 21:0.68 22:0.93 27:0.51 29:0.97 30:0.52 32:0.71 34:0.40 36:0.43 37:0.33 39:0.86 43:0.12 44:0.92 45:0.97 47:0.93 48:0.91 55:0.45 64:0.77 66:1.00 69:0.63 70:0.64 71:0.61 74:0.96 77:0.70 81:0.50 83:0.56 86:1.00 91:0.20 98:0.95 99:0.83 101:0.47 104:0.99 106:0.81 108:0.48 114:0.69 117:0.86 122:0.65 123:0.46 126:0.51 127:0.65 129:0.05 131:0.61 135:0.96 139:1.00 144:0.76 145:0.76 146:0.99 147:0.99 149:0.27 150:0.42 154:0.60 155:0.54 157:0.61 159:0.82 165:0.65 166:0.86 170:0.82 172:0.99 173:0.41 174:0.99 176:0.70 177:0.88 178:0.55 179:0.10 182:0.61 187:0.21 192:0.56 195:0.93 197:0.99 201:0.57 204:0.83 206:0.81 208:0.61 212:0.94 215:0.49 216:0.85 222:0.25 227:0.61 229:0.61 230:0.77 231:0.80 232:0.92 233:0.65 235:0.88 239:1.00 241:0.01 242:0.13 243:1.00 246:0.61 247:0.99 253:0.69 254:0.88 259:0.21 262:0.93 265:0.95 266:0.27 267:0.98 271:0.82 276:0.99 281:0.86 282:0.80 287:0.61 290:0.69 297:0.36 300:0.70\n0 1:0.56 10:0.84 11:0.56 12:0.37 17:0.45 18:0.80 21:0.77 27:0.45 29:0.97 30:0.68 34:0.80 36:0.28 37:0.50 39:0.86 43:0.29 44:0.88 45:0.85 64:0.77 66:0.36 69:0.72 70:0.41 71:0.61 74:0.62 77:0.89 81:0.46 83:0.56 86:0.84 91:0.23 98:0.22 99:0.83 101:0.47 108:0.79 114:0.63 122:0.86 123:0.78 124:0.60 126:0.51 127:0.32 129:0.05 131:0.61 133:0.39 135:0.65 139:0.82 144:0.76 145:0.47 146:0.29 147:0.35 149:0.44 150:0.39 154:0.58 155:0.46 157:0.89 159:0.42 165:0.65 166:0.86 170:0.82 172:0.41 173:0.73 174:0.79 176:0.70 177:0.88 178:0.55 179:0.61 182:0.84 187:0.68 192:0.45 195:0.71 197:0.83 201:0.55 208:0.61 212:0.81 215:0.43 216:0.77 222:0.25 227:0.61 229:0.61 231:0.79 235:1.00 239:0.83 241:0.10 242:0.43 243:0.49 244:0.61 245:0.71 246:0.92 247:0.67 253:0.52 254:0.84 259:0.21 265:0.24 266:0.27 267:0.36 271:0.82 276:0.26 277:0.87 282:0.75 287:0.61 290:0.63 297:0.36 300:0.33\n1 1:0.61 7:0.70 8:0.76 9:0.71 10:0.93 11:0.51 12:0.37 17:0.81 18:0.93 21:0.13 22:0.93 23:0.96 27:0.62 29:0.97 30:0.45 31:0.93 32:0.71 34:0.96 36:0.51 37:0.36 39:0.86 43:0.59 44:0.86 47:0.93 48:1.00 62:0.97 64:0.77 66:0.96 69:0.62 70:0.77 71:0.61 74:0.38 75:0.98 79:0.92 81:0.56 86:0.77 91:0.57 98:0.94 102:0.97 104:0.87 106:0.81 108:0.47 120:0.68 122:0.75 123:0.46 126:0.51 127:0.61 128:0.96 129:0.05 131:0.87 135:0.60 137:0.93 139:0.76 140:0.80 144:0.76 145:0.63 146:0.87 147:0.89 149:0.75 150:0.53 151:0.66 153:0.48 154:0.49 155:0.55 157:0.61 159:0.45 162:0.86 164:0.66 166:0.81 168:0.96 170:0.82 172:0.89 173:0.67 174:0.90 177:0.88 179:0.32 182:0.61 187:0.21 190:0.89 192:0.57 195:0.66 196:0.92 197:0.91 201:0.63 202:0.50 205:0.95 206:0.81 208:0.50 212:0.88 215:0.84 216:0.36 219:0.88 220:0.62 222:0.25 226:0.95 227:0.92 229:0.61 230:0.73 231:0.77 233:0.66 235:0.31 236:0.95 239:0.95 241:0.18 242:0.37 243:0.96 244:0.61 246:0.61 247:0.91 248:0.63 253:0.33 254:0.80 255:0.73 256:0.58 259:0.21 260:0.68 262:0.93 265:0.94 266:0.54 267:0.36 268:0.59 271:0.82 276:0.80 279:0.75 281:0.86 283:0.82 284:0.92 285:0.60 287:0.61 292:0.95 297:0.36 300:0.70\n0 8:0.97 10:0.84 11:0.56 12:0.37 17:0.88 18:0.70 21:0.78 23:0.95 27:0.53 29:0.97 30:0.62 34:0.64 36:0.34 37:0.64 39:0.86 43:0.64 45:0.73 62:0.95 66:0.30 69:0.45 70:0.23 71:0.61 74:0.40 86:0.71 91:0.81 98:0.44 101:0.47 108:0.35 122:0.65 123:0.33 124:0.71 127:0.76 128:0.96 129:0.05 131:0.61 133:0.60 135:0.30 139:0.69 140:0.98 144:0.76 145:0.45 146:0.47 147:0.53 149:0.40 151:0.52 153:0.45 154:0.54 157:0.82 159:0.48 162:0.45 163:0.87 166:0.61 168:0.96 170:0.82 172:0.16 173:0.48 174:0.79 175:0.75 177:0.70 178:0.54 179:0.95 182:0.74 190:0.95 191:0.87 197:0.84 202:0.85 205:0.98 212:0.30 216:0.28 220:0.62 222:0.25 227:0.61 229:0.61 231:0.67 235:0.74 239:0.84 241:0.87 242:0.33 243:0.48 244:0.83 245:0.43 246:0.61 247:0.39 248:0.52 253:0.35 256:0.68 257:0.65 259:0.21 265:0.46 266:0.27 267:0.28 268:0.45 271:0.82 276:0.27 277:0.69 285:0.46 287:0.61 300:0.18\n1 1:0.67 7:0.75 10:1.00 11:0.56 12:0.37 17:0.88 18:0.80 21:0.54 27:0.64 29:0.97 30:0.20 32:0.75 34:0.99 36:0.60 37:0.55 39:0.86 43:0.66 44:0.93 45:0.66 48:0.97 64:0.77 66:0.93 69:0.29 70:0.61 71:0.61 74:0.79 76:0.85 77:0.89 81:0.62 83:0.56 86:0.92 91:0.33 98:0.87 99:0.83 101:0.47 102:0.98 104:0.58 106:0.81 108:0.22 114:0.76 122:0.77 123:0.22 126:0.51 127:0.40 129:0.05 131:0.61 135:0.51 139:0.94 144:0.76 145:0.98 146:0.53 147:0.59 149:0.32 150:0.55 154:0.76 155:0.57 157:0.61 158:0.81 159:0.19 165:0.65 166:0.86 170:0.82 172:0.80 173:0.60 174:0.94 176:0.70 177:0.88 178:0.55 179:0.40 182:0.61 187:0.21 192:0.85 195:0.53 197:0.96 201:0.64 204:0.84 206:0.81 208:0.61 212:0.95 215:0.58 216:0.16 219:0.94 222:0.25 227:0.61 229:0.61 230:0.77 231:0.79 233:0.66 235:0.88 239:0.99 241:0.12 242:0.28 243:0.93 246:0.61 247:0.79 253:0.63 254:0.84 259:0.21 265:0.87 266:0.12 267:0.28 271:0.82 276:0.70 279:0.78 281:0.86 282:0.83 283:0.65 287:0.61 290:0.76 292:0.86 297:0.36 300:0.43\n1 1:0.62 7:0.70 8:0.72 10:0.93 11:0.75 12:0.37 17:0.83 18:0.82 21:0.59 27:0.70 29:0.97 30:0.20 32:0.67 34:0.26 36:0.83 37:0.70 39:0.86 43:0.13 45:0.73 55:0.52 64:0.77 66:0.43 69:0.62 70:0.99 71:0.61 74:0.35 76:0.85 77:0.70 81:0.55 83:0.56 86:0.67 91:0.31 98:0.40 101:0.65 102:0.95 104:0.92 106:0.81 108:0.95 114:0.66 123:0.94 124:0.89 126:0.54 127:0.86 129:0.59 131:0.61 133:0.90 135:0.49 139:0.64 144:0.76 145:0.87 146:0.62 147:0.67 149:0.25 150:0.50 154:0.57 155:0.52 157:0.61 159:0.88 166:0.86 170:0.82 172:0.78 173:0.33 174:0.93 176:0.59 177:0.88 178:0.55 179:0.33 182:0.61 187:0.39 192:0.54 193:0.98 195:0.96 197:0.89 201:0.63 204:0.80 206:0.81 208:0.64 212:0.54 215:0.55 216:0.21 222:0.25 227:0.61 229:0.61 230:0.73 231:0.79 232:0.72 233:0.76 235:0.88 236:0.97 239:0.93 241:0.32 242:0.33 243:0.27 244:0.61 245:0.81 246:0.61 247:0.96 253:0.51 254:0.84 259:0.21 265:0.42 266:0.91 267:0.23 271:0.82 276:0.81 282:0.72 283:0.82 287:0.61 290:0.66 297:0.36 300:0.98\n1 1:0.60 10:0.91 11:0.56 12:0.37 17:0.59 18:0.87 21:0.59 27:0.45 29:0.97 30:0.54 32:0.71 34:0.82 36:0.21 37:0.50 39:0.86 43:0.28 44:0.92 45:0.87 64:0.77 66:0.33 69:0.70 70:0.64 71:0.61 74:0.62 77:0.70 81:0.52 83:0.56 86:0.87 91:0.27 98:0.52 99:0.83 101:0.47 108:0.53 114:0.73 122:0.86 123:0.51 124:0.67 126:0.51 127:0.36 129:0.05 131:0.61 133:0.60 135:0.79 139:0.85 144:0.76 145:0.47 146:0.60 147:0.66 149:0.52 150:0.44 154:0.63 155:0.48 157:0.90 159:0.45 165:0.65 166:0.87 170:0.82 172:0.48 173:0.70 174:0.83 176:0.70 177:0.88 178:0.55 179:0.52 182:0.84 187:0.68 192:0.45 195:0.71 197:0.86 201:0.59 208:0.61 212:0.76 216:0.77 222:0.25 227:0.61 229:0.61 231:0.80 235:0.80 236:0.95 239:0.88 241:0.15 242:0.27 243:0.50 245:0.71 246:0.93 247:0.84 253:0.57 254:0.96 259:0.21 265:0.54 266:0.63 267:0.65 271:0.82 276:0.57 282:0.79 287:0.61 290:0.73 300:0.55\n2 1:0.68 10:0.98 11:0.56 12:0.37 17:0.91 18:0.86 21:0.13 27:0.51 29:0.97 30:0.31 32:0.77 34:0.33 36:0.92 37:0.37 39:0.86 43:0.20 44:0.93 45:0.66 55:0.45 64:0.77 66:0.98 69:0.17 70:0.63 71:0.61 74:0.61 77:0.70 81:0.71 83:0.56 86:0.85 91:0.12 98:0.98 99:0.83 101:0.47 102:0.98 104:0.91 108:0.14 114:0.92 123:0.13 126:0.54 127:0.82 129:0.05 131:0.61 135:0.90 139:0.85 144:0.76 145:0.42 146:0.95 147:0.96 149:0.38 150:0.61 154:0.58 155:0.52 157:0.61 159:0.64 165:0.65 166:0.87 170:0.82 172:0.95 173:0.18 174:0.97 176:0.73 177:0.88 178:0.55 179:0.21 182:0.61 187:0.68 192:0.54 195:0.76 197:0.98 201:0.67 208:0.64 212:0.91 215:0.84 216:0.42 222:0.25 227:0.61 229:0.61 231:0.80 232:0.85 235:0.42 236:0.97 239:0.98 241:0.03 242:0.44 243:0.98 246:0.61 247:0.93 253:0.67 254:0.80 259:0.21 265:0.98 266:0.54 267:0.59 271:0.82 276:0.91 282:0.85 283:0.82 287:0.61 290:0.92 297:0.36 300:0.70\n1 1:0.57 8:0.77 9:0.70 10:0.97 11:0.56 12:0.37 17:0.94 18:0.97 21:0.59 27:0.33 29:0.97 30:0.56 31:0.90 34:0.99 36:0.87 37:0.57 39:0.86 43:0.18 44:0.92 45:0.66 48:0.97 55:0.52 64:0.77 66:0.83 69:0.86 70:0.57 71:0.61 74:0.82 76:0.94 77:0.70 79:0.89 81:0.34 86:0.96 91:0.58 96:0.68 98:0.83 101:0.47 102:0.97 108:0.72 114:0.71 122:0.91 123:0.70 124:0.39 126:0.32 127:0.80 129:0.05 131:0.91 133:0.60 135:0.60 137:0.90 139:0.95 140:0.80 144:0.76 145:0.85 146:0.91 147:0.48 149:0.26 150:0.37 151:0.49 153:0.77 154:0.49 155:0.52 157:0.61 159:0.65 162:0.86 166:0.87 170:0.82 172:0.94 173:0.84 174:0.96 176:0.63 177:0.38 179:0.22 182:0.61 187:0.39 190:0.95 192:0.49 195:0.80 196:0.94 197:0.97 201:0.55 202:0.54 204:0.82 208:0.50 212:0.88 216:0.38 219:0.87 220:0.82 222:0.25 227:0.95 229:0.61 231:0.81 235:0.74 239:0.96 241:0.52 242:0.41 243:0.13 244:0.61 245:0.87 246:0.61 247:0.92 248:0.49 253:0.63 254:0.74 255:0.68 256:0.58 257:0.84 259:0.21 265:0.83 266:0.63 267:0.52 268:0.63 271:0.82 276:0.90 281:0.86 282:0.77 284:0.93 285:0.50 287:0.61 290:0.71 292:0.88 300:0.84\n2 1:0.58 7:0.69 8:0.82 10:0.97 12:0.37 17:0.73 18:0.93 21:0.47 22:0.93 27:0.55 29:0.97 30:0.52 32:0.65 34:0.98 36:0.50 37:0.63 39:0.86 43:0.19 44:0.85 47:0.93 48:0.91 55:0.45 64:0.77 66:0.98 69:0.39 70:0.72 71:0.61 74:0.34 77:0.70 81:0.46 86:0.77 91:0.54 98:0.98 104:0.91 106:0.81 108:0.30 122:0.75 123:0.29 126:0.51 127:0.81 129:0.05 131:0.61 135:0.76 139:0.74 145:0.96 146:0.95 147:0.96 149:0.26 150:0.44 154:0.45 155:0.47 157:0.61 159:0.64 166:0.81 170:0.82 172:0.96 173:0.32 174:0.95 177:0.88 178:0.55 179:0.20 182:0.61 187:0.39 192:0.46 195:0.77 197:0.95 201:0.60 206:0.81 208:0.50 212:0.92 215:0.63 216:0.42 219:0.87 222:0.25 227:0.61 229:0.61 230:0.71 231:0.78 233:0.66 235:0.68 236:0.95 239:0.96 241:0.46 242:0.28 243:0.98 244:0.61 246:0.61 247:0.96 253:0.30 254:0.80 259:0.21 262:0.93 265:0.98 266:0.54 267:0.44 271:0.82 276:0.91 281:0.86 282:0.72 283:0.67 287:0.61 292:0.88 297:0.36 300:0.70\n2 1:0.59 7:0.75 10:1.00 11:0.56 12:0.37 17:0.64 18:0.99 21:0.68 22:0.93 27:0.51 29:0.97 30:0.33 32:0.71 34:0.40 36:0.43 37:0.33 39:0.86 43:0.12 44:0.92 45:0.88 47:0.93 48:0.91 55:0.45 64:0.77 66:1.00 69:0.63 70:0.53 71:0.61 74:0.96 76:0.85 77:0.70 81:0.39 86:1.00 91:0.20 98:0.95 101:0.47 104:1.00 106:0.81 108:0.48 114:0.69 117:0.86 122:0.65 123:0.46 126:0.51 127:0.68 129:0.05 131:0.61 135:0.97 139:1.00 144:0.76 145:0.74 146:0.99 147:0.99 149:0.15 150:0.41 154:0.61 155:0.54 157:0.61 159:0.81 166:0.86 170:0.82 172:0.99 173:0.42 174:0.99 176:0.70 177:0.88 178:0.55 179:0.10 182:0.61 187:0.21 192:0.56 195:0.92 197:0.99 201:0.57 204:0.83 206:0.81 208:0.61 212:0.94 215:0.49 216:0.85 222:0.25 227:0.61 229:0.61 230:0.77 231:0.80 232:0.92 233:0.65 235:0.88 239:1.00 242:0.13 243:1.00 246:0.61 247:0.99 253:0.69 254:0.88 259:0.21 262:0.93 265:0.95 266:0.27 267:0.96 271:0.82 276:0.98 281:0.86 282:0.80 287:0.61 290:0.69 297:0.36 300:0.70\n0 10:0.84 11:0.56 12:0.37 17:0.72 18:0.78 21:0.78 22:0.93 27:0.62 29:0.97 30:0.32 33:0.97 34:0.42 36:0.21 37:0.66 39:0.86 43:0.58 45:0.83 47:0.93 66:0.89 69:0.61 70:0.86 71:0.61 74:0.56 86:0.84 91:0.42 98:0.85 101:0.47 104:0.99 106:0.81 108:0.47 122:0.86 123:0.45 127:0.35 129:0.05 131:0.61 135:0.74 139:0.78 144:0.76 146:0.79 147:0.82 149:0.39 154:0.50 157:0.88 159:0.35 166:0.61 170:0.82 172:0.68 173:0.68 174:0.79 177:0.88 178:0.55 179:0.55 182:0.78 187:0.87 197:0.84 206:0.81 212:0.73 216:0.13 222:0.25 227:0.61 229:0.61 231:0.74 239:0.84 241:0.15 242:0.21 243:0.89 244:0.61 246:0.61 247:0.84 253:0.44 254:0.92 262:0.93 265:0.85 266:0.47 267:0.36 271:0.82 276:0.55 287:0.61 291:0.97 300:0.70\n0 1:0.60 7:0.70 8:0.85 10:0.93 11:0.51 12:0.37 17:0.79 18:0.93 21:0.30 22:0.93 27:0.62 29:0.97 30:0.58 32:0.71 34:0.98 36:0.85 37:0.36 39:0.86 43:0.36 44:0.86 47:0.93 48:0.98 55:0.45 64:0.77 66:0.61 69:0.63 70:0.73 71:0.61 74:0.37 75:0.98 81:0.51 86:0.77 91:0.31 98:0.80 102:0.97 104:0.87 106:0.81 108:0.48 122:0.75 123:0.46 124:0.50 126:0.51 127:0.53 129:0.59 131:0.61 133:0.47 135:0.68 139:0.76 144:0.76 145:0.80 146:0.80 147:0.83 149:0.67 150:0.48 154:0.49 155:0.47 157:0.61 159:0.46 166:0.81 170:0.82 172:0.84 173:0.66 174:0.89 177:0.88 178:0.55 179:0.30 182:0.61 187:0.21 192:0.51 195:0.68 197:0.89 201:0.62 206:0.81 208:0.50 212:0.89 215:0.72 216:0.36 219:0.88 222:0.25 226:0.95 227:0.61 229:0.61 230:0.73 231:0.77 233:0.76 235:0.52 236:0.95 239:0.94 241:0.18 242:0.36 243:0.67 245:0.93 246:0.61 247:0.91 253:0.33 254:0.99 259:0.21 262:0.93 265:0.80 266:0.54 267:0.82 271:0.82 276:0.80 279:0.75 281:0.91 283:0.66 287:0.61 292:0.88 297:0.36 300:0.70\n1 1:0.74 11:0.42 12:0.69 17:0.47 21:0.59 26:0.95 27:0.45 28:0.68 30:0.68 34:0.66 36:0.17 37:0.50 39:0.35 43:0.29 55:0.71 58:0.93 66:0.54 69:0.69 70:0.43 74:0.62 81:0.57 91:0.11 98:0.47 108:0.53 114:0.74 122:0.51 123:0.51 124:0.48 126:0.54 127:0.31 129:0.05 131:0.61 133:0.39 135:0.75 141:0.91 144:0.57 145:0.52 146:0.60 147:0.65 149:0.32 150:0.65 154:0.75 155:0.67 157:0.61 159:0.47 161:0.95 166:0.95 167:0.49 172:0.32 173:0.67 176:0.73 177:0.38 178:0.55 179:0.82 181:0.96 182:0.61 187:0.68 192:0.59 199:0.95 201:0.74 212:0.42 215:0.55 216:0.77 222:0.76 223:0.94 224:0.93 227:0.61 229:0.61 231:0.92 234:0.91 235:0.74 241:0.15 242:0.45 243:0.63 245:0.50 246:0.61 247:0.47 253:0.61 254:0.74 259:0.21 265:0.49 266:0.38 267:0.36 271:0.84 274:0.91 276:0.27 287:0.61 290:0.74 297:0.36 300:0.33\n1 1:0.74 7:0.76 8:0.81 9:0.80 11:0.42 12:0.69 17:0.75 20:0.90 21:0.22 26:0.95 27:0.72 28:0.68 30:0.76 32:0.72 34:0.61 36:0.97 37:0.49 39:0.35 41:0.82 43:0.74 55:0.59 58:0.99 66:0.72 69:0.84 70:0.22 74:0.62 78:0.82 81:0.81 83:0.77 91:0.82 96:0.90 98:0.24 100:0.84 104:0.76 108:0.69 111:0.82 114:0.90 120:0.86 122:0.51 123:0.67 126:0.54 127:0.11 129:0.05 131:0.97 135:0.61 140:0.45 141:0.98 144:0.57 145:0.59 146:0.28 147:0.34 149:0.38 150:0.83 151:0.94 152:0.84 153:0.80 154:0.64 155:0.67 157:0.61 158:0.86 159:0.12 161:0.95 162:0.66 164:0.84 166:0.95 167:0.83 169:0.82 172:0.27 173:0.93 176:0.73 177:0.38 179:0.24 181:0.96 182:0.94 186:0.83 191:0.73 192:0.59 195:0.68 199:0.97 201:0.74 202:0.78 208:0.64 212:0.78 215:0.79 216:0.09 220:0.74 222:0.76 223:0.95 224:0.99 227:0.92 229:0.97 230:0.79 231:0.93 233:0.76 234:0.98 235:0.31 241:0.85 242:0.45 243:0.75 246:0.61 247:0.35 248:0.89 253:0.89 254:0.74 255:0.79 256:0.77 259:0.21 260:0.87 261:0.84 265:0.26 266:0.17 267:0.23 268:0.80 271:0.84 274:0.99 276:0.25 279:0.86 283:0.67 285:0.62 287:0.90 290:0.90 297:0.36 300:0.18\n2 1:0.74 7:0.76 8:0.93 9:0.80 11:0.42 12:0.69 17:0.55 21:0.22 26:0.95 27:0.31 28:0.68 30:0.72 32:0.80 34:0.53 36:0.55 37:0.55 39:0.35 43:0.25 55:0.92 58:0.98 66:0.35 69:0.74 70:0.54 74:0.78 76:0.85 77:0.98 81:0.81 91:0.14 96:0.82 98:0.62 104:0.82 106:0.81 108:0.90 114:0.90 117:0.86 120:0.55 123:0.89 124:0.86 126:0.54 127:0.80 129:0.59 131:0.97 133:0.86 135:0.88 140:0.45 141:0.98 144:0.57 145:0.92 146:0.61 147:0.66 149:0.56 150:0.83 151:0.51 153:0.48 154:0.70 155:0.67 157:0.61 158:0.83 159:0.88 161:0.95 162:0.86 163:0.94 164:0.64 166:0.95 167:0.53 172:0.70 173:0.48 176:0.73 177:0.38 179:0.39 181:0.96 182:0.75 187:0.39 190:0.77 192:0.59 195:0.96 199:0.99 201:0.74 202:0.53 206:0.81 208:0.64 212:0.40 215:0.79 216:0.85 220:0.96 222:0.76 223:0.95 224:0.98 227:0.92 229:0.61 230:0.79 231:0.93 232:0.91 233:0.76 234:0.98 235:0.31 241:0.35 242:0.74 243:0.26 245:0.80 246:0.61 247:0.60 248:0.51 253:0.84 254:0.80 255:0.79 256:0.58 259:0.21 260:0.56 265:0.63 266:0.71 267:0.19 268:0.62 271:0.84 274:0.97 276:0.77 282:0.88 285:0.62 287:0.61 290:0.90 297:0.36 299:0.88 300:0.55\n2 1:0.74 7:0.81 8:0.81 9:0.80 11:0.64 12:0.69 17:0.88 20:0.79 26:0.95 27:0.06 28:0.68 30:0.36 32:0.80 34:0.42 36:0.44 37:0.87 39:0.35 41:0.82 43:0.98 58:0.98 66:0.91 69:0.05 70:0.70 74:0.91 76:0.85 77:0.70 78:0.85 81:0.95 83:0.81 85:0.90 91:0.17 96:0.80 98:0.89 100:0.91 101:0.83 104:0.79 106:0.81 108:0.05 111:0.86 114:0.98 117:0.86 120:0.69 121:0.90 123:0.05 126:0.54 127:0.44 129:0.05 131:0.97 135:0.23 140:0.45 141:0.98 144:0.57 145:0.42 146:0.75 147:0.79 149:0.92 150:0.98 151:0.87 152:0.85 153:0.48 154:0.98 155:0.67 157:0.96 159:0.31 161:0.95 162:0.86 164:0.57 165:0.92 166:0.95 167:0.47 169:0.86 172:0.76 173:0.21 176:0.73 177:0.38 179:0.49 181:0.96 182:0.95 186:0.86 187:0.68 192:0.59 195:0.59 199:0.98 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.83 215:0.96 216:0.54 222:0.76 223:0.95 224:1.00 227:0.92 229:0.97 230:0.84 231:0.93 232:0.86 233:0.69 234:1.00 235:0.05 241:0.03 242:0.28 243:0.92 246:0.88 247:0.60 248:0.78 253:0.87 255:0.79 256:0.45 259:0.21 260:0.70 261:0.88 265:0.89 266:0.27 267:0.36 268:0.46 271:0.84 274:0.97 276:0.65 282:0.83 285:0.62 287:0.90 290:0.98 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.92 7:0.76 8:0.84 9:0.80 11:0.64 12:0.69 17:0.57 20:0.99 21:0.40 26:0.95 27:0.47 28:0.68 30:0.20 32:0.80 34:0.36 36:0.54 37:0.57 39:0.35 41:0.90 43:0.98 55:0.45 58:0.99 60:0.87 66:0.27 69:0.15 70:0.92 74:0.89 76:0.94 77:0.70 78:0.96 81:0.73 83:0.83 85:0.80 91:0.85 96:0.87 98:0.74 100:0.98 101:0.77 104:0.79 108:0.12 111:0.97 114:0.82 120:0.78 123:0.60 124:0.58 126:0.54 127:0.80 129:0.59 131:0.97 133:0.47 135:0.32 140:0.45 141:0.98 144:0.57 145:0.50 146:0.38 147:0.44 149:0.81 150:0.82 151:0.92 152:0.93 153:0.72 154:0.98 155:0.67 157:0.89 158:0.87 159:0.40 161:0.95 162:0.76 164:0.77 165:0.83 166:0.95 167:0.83 169:0.97 172:0.57 173:0.30 176:0.73 177:0.38 179:0.62 181:0.96 182:0.95 186:0.96 189:0.93 192:0.59 195:0.63 199:0.98 201:0.74 202:0.69 208:0.64 212:0.70 215:0.67 216:0.23 220:0.74 222:0.76 223:0.95 224:0.98 227:0.92 229:0.97 230:0.79 231:0.93 232:0.72 233:0.76 234:0.98 235:0.52 238:0.95 241:0.86 242:0.63 243:0.59 245:0.80 246:0.88 247:0.60 248:0.85 253:0.90 255:0.79 256:0.68 259:0.21 260:0.79 261:0.97 265:0.43 266:0.71 267:0.69 268:0.73 271:0.84 274:0.98 276:0.59 279:0.86 282:0.88 283:0.71 285:0.62 287:0.90 290:0.82 297:0.36 299:0.88 300:0.70\n2 1:0.74 7:0.81 9:0.80 11:0.64 12:0.69 17:0.99 21:0.05 26:0.95 27:0.72 28:0.68 30:0.40 32:0.78 34:0.34 36:0.49 39:0.35 41:0.82 43:0.98 55:0.59 58:0.98 60:0.87 66:0.91 69:0.07 70:0.67 74:0.93 76:0.94 77:0.89 81:0.91 83:0.85 85:0.85 91:0.83 96:0.78 98:0.99 101:0.81 104:0.58 108:0.06 114:0.95 120:0.66 121:0.90 122:0.41 123:0.06 126:0.54 127:0.90 129:0.05 131:0.97 135:0.77 140:0.45 141:0.98 144:0.57 145:0.69 146:0.73 147:0.77 149:0.81 150:0.95 151:0.79 153:0.69 154:0.98 155:0.67 157:0.93 158:0.87 159:0.30 161:0.95 162:0.86 164:0.62 165:0.90 166:0.95 167:0.80 172:0.75 173:0.30 176:0.73 177:0.38 179:0.60 181:0.96 182:0.95 192:0.59 195:0.57 199:0.98 201:0.74 202:0.46 204:0.89 208:0.64 212:0.90 215:0.91 216:0.03 220:0.62 222:0.76 223:0.95 224:1.00 227:0.92 229:0.97 230:0.87 231:0.93 233:0.76 234:1.00 235:0.12 241:0.79 242:0.22 243:0.91 246:0.88 247:0.67 248:0.72 253:0.85 255:0.79 256:0.45 259:0.21 260:0.67 265:0.99 266:0.27 267:0.17 268:0.55 271:0.84 274:0.97 276:0.64 279:0.86 282:0.86 283:0.71 285:0.62 287:0.90 290:0.95 297:0.36 300:0.55\n0 7:0.76 8:0.89 12:0.69 17:0.26 20:0.89 21:0.54 25:0.88 26:0.95 27:0.51 28:0.68 30:0.19 32:0.72 34:0.67 36:0.78 37:0.72 39:0.35 43:0.45 55:0.45 58:1.00 66:0.79 69:0.17 70:0.82 78:0.85 81:0.36 91:0.94 98:0.77 100:0.84 104:0.54 108:0.80 111:0.83 120:0.97 123:0.79 124:0.39 126:0.32 127:0.86 129:0.59 131:0.85 133:0.47 135:0.78 140:0.45 141:0.98 145:0.87 146:0.31 147:0.37 149:0.65 150:0.32 151:0.80 152:0.84 153:0.93 154:0.34 157:0.61 159:0.72 161:0.95 162:0.77 164:0.96 166:0.78 167:0.84 169:0.81 172:0.82 173:0.15 175:0.75 177:0.05 179:0.46 181:0.96 182:0.61 186:0.85 190:0.77 191:0.90 195:0.86 199:1.00 202:0.93 212:0.69 215:0.58 216:0.59 220:0.62 222:0.76 223:0.95 224:0.99 227:0.84 229:0.61 230:0.79 231:0.68 233:0.76 234:0.99 235:0.60 241:0.89 242:0.82 243:0.16 244:0.61 245:0.78 246:0.61 247:0.12 248:0.95 253:0.20 256:0.95 257:0.65 259:0.21 260:0.96 261:0.85 265:0.77 266:0.71 267:0.69 268:0.95 271:0.84 274:1.00 276:0.69 277:0.69 283:0.82 285:0.50 287:0.61 297:0.36 300:0.70\n1 7:0.78 11:0.64 12:0.69 17:0.90 21:0.76 26:0.95 27:0.72 28:0.68 30:0.08 32:0.77 34:0.70 36:0.52 39:0.35 43:0.98 58:0.98 66:0.45 69:0.29 70:0.89 74:0.73 76:0.94 77:0.70 81:0.27 85:0.72 91:0.67 98:0.69 101:0.74 104:0.58 108:0.60 120:0.54 122:0.43 123:0.58 124:0.56 126:0.32 127:0.65 129:0.59 131:0.84 133:0.47 135:0.24 140:0.45 141:0.98 144:0.57 145:0.59 146:0.24 147:0.30 149:0.61 150:0.26 151:0.46 153:0.69 154:0.98 155:0.67 157:0.81 159:0.33 161:0.95 162:0.86 164:0.62 166:0.78 167:0.82 172:0.27 173:0.45 177:0.38 179:0.90 181:0.96 182:0.74 190:0.77 192:0.59 195:0.64 199:0.97 202:0.46 204:0.89 208:0.64 212:0.19 215:0.46 216:0.01 220:1.00 222:0.76 223:0.95 224:0.98 227:0.84 229:0.61 230:0.81 231:0.88 233:0.76 234:0.98 235:0.95 241:0.83 242:0.45 243:0.40 245:0.53 246:0.61 247:0.47 248:0.46 253:0.54 256:0.45 259:0.21 260:0.54 265:0.69 266:0.47 267:0.19 268:0.55 271:0.84 274:0.97 276:0.31 282:0.85 285:0.50 287:0.61 297:0.36 300:0.55\n2 1:0.74 11:0.64 12:0.69 17:0.95 21:0.40 26:0.95 27:0.72 28:0.68 30:0.15 34:0.73 36:0.86 39:0.35 43:0.87 55:0.45 58:0.93 60:0.87 66:0.63 69:0.32 70:0.52 74:0.57 81:0.78 83:0.86 85:0.72 91:0.72 98:0.47 101:0.74 104:0.57 108:0.25 114:0.58 123:0.24 124:0.49 126:0.54 127:0.47 129:0.05 131:0.61 133:0.62 135:0.56 141:0.91 144:0.57 146:0.39 147:0.46 149:0.66 150:0.80 154:0.85 155:0.67 157:0.81 158:0.87 159:0.31 161:0.95 166:0.95 167:0.81 172:0.41 173:0.46 176:0.54 177:0.38 178:0.55 179:0.82 181:0.96 182:0.74 192:0.59 199:0.97 201:0.74 208:0.64 212:0.84 215:0.55 216:0.06 222:0.76 223:0.94 224:0.93 227:0.61 229:0.61 231:0.92 232:0.78 234:0.91 235:0.88 241:0.80 242:0.73 243:0.68 245:0.47 246:0.61 247:0.39 253:0.48 259:0.21 265:0.49 266:0.23 267:0.18 271:0.84 274:0.91 276:0.36 279:0.86 283:0.71 287:0.61 290:0.58 297:0.36 300:0.33\n2 1:0.74 6:0.94 7:0.81 8:0.77 9:0.80 11:0.64 12:0.69 17:0.89 20:0.80 26:0.95 27:0.06 28:0.68 30:0.86 32:0.80 34:0.26 36:0.47 37:0.87 39:0.35 41:0.82 43:0.98 55:0.71 58:0.98 66:0.96 69:0.05 70:0.42 74:0.90 76:0.85 77:0.70 78:0.90 81:0.95 83:0.81 85:0.90 91:0.11 96:0.80 98:0.96 100:0.92 101:0.79 104:0.79 106:0.81 108:0.05 111:0.90 114:0.98 117:0.86 120:0.69 121:0.90 123:0.05 126:0.54 127:0.72 129:0.05 131:0.97 135:0.24 140:0.45 141:0.98 144:0.57 145:0.42 146:0.96 147:0.97 149:0.93 150:0.98 151:0.87 152:0.84 153:0.48 154:0.98 155:0.67 157:0.95 159:0.67 161:0.95 162:0.86 164:0.57 165:0.92 166:0.95 167:0.46 169:0.90 172:0.89 173:0.10 176:0.73 177:0.38 179:0.33 181:0.96 182:0.95 186:0.90 187:0.68 192:0.59 195:0.80 199:0.99 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.72 215:0.96 216:0.54 222:0.76 223:0.95 224:1.00 227:0.92 229:0.97 230:0.84 231:0.93 232:0.86 233:0.69 234:1.00 235:0.05 241:0.02 242:0.63 243:0.96 246:0.88 247:0.60 248:0.78 253:0.87 255:0.79 256:0.45 259:0.21 260:0.70 261:0.90 265:0.96 266:0.38 267:0.36 268:0.46 271:0.84 274:0.97 276:0.82 282:0.83 285:0.62 287:0.90 290:0.98 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.86 7:0.81 8:0.73 9:0.80 11:0.42 12:0.69 17:0.93 20:0.92 21:0.54 26:0.95 27:0.31 28:0.68 30:0.85 32:0.78 34:0.66 36:0.66 37:0.62 39:0.35 41:0.90 43:0.71 55:0.59 58:0.99 66:0.91 69:0.30 70:0.41 74:0.84 77:0.70 78:0.94 81:0.68 83:0.77 91:0.08 96:0.86 98:0.90 100:0.92 106:0.81 108:0.24 111:0.92 114:0.77 117:0.86 120:0.77 121:0.90 123:0.23 126:0.54 127:0.46 129:0.05 131:0.97 135:0.68 138:0.96 140:0.45 141:0.98 144:0.57 145:0.44 146:0.87 147:0.89 149:0.73 150:0.74 151:0.87 152:0.86 153:0.48 154:0.83 155:0.67 157:0.61 159:0.44 161:0.95 162:0.86 164:0.75 166:0.95 167:0.59 169:0.90 172:0.75 173:0.33 176:0.73 177:0.38 179:0.52 181:0.96 182:0.95 186:0.93 187:0.98 189:0.88 192:0.59 195:0.67 199:0.98 201:0.74 202:0.61 204:0.89 206:0.81 208:0.64 212:0.73 215:0.58 216:0.38 220:0.96 222:0.76 223:0.95 224:1.00 227:0.92 229:0.97 230:0.87 231:0.93 232:0.85 233:0.76 234:0.99 235:0.74 238:0.86 241:0.54 242:0.63 243:0.91 246:0.61 247:0.55 248:0.86 253:0.88 255:0.79 256:0.68 259:0.21 260:0.77 261:0.92 265:0.90 266:0.27 267:0.59 268:0.70 271:0.84 274:0.99 276:0.64 282:0.86 283:0.82 285:0.62 287:0.90 290:0.77 297:0.36 300:0.43\n1 1:0.74 11:0.42 12:0.69 17:0.61 21:0.78 26:0.95 27:0.45 28:0.68 30:0.62 34:0.83 36:0.18 37:0.50 39:0.35 43:0.27 55:0.84 58:0.93 66:0.47 69:0.72 70:0.34 74:0.54 81:0.40 91:0.23 98:0.35 108:0.56 114:0.63 122:0.41 123:0.53 124:0.52 126:0.54 127:0.18 129:0.59 131:0.61 133:0.47 135:0.76 141:0.91 144:0.57 145:0.49 146:0.50 147:0.56 149:0.25 150:0.60 154:0.74 155:0.67 157:0.61 159:0.33 161:0.95 163:0.86 166:0.95 167:0.55 172:0.21 173:0.67 176:0.73 177:0.38 178:0.55 179:0.73 181:0.96 182:0.61 187:0.68 192:0.59 199:0.95 201:0.74 212:0.30 215:0.43 216:0.77 222:0.76 223:0.94 224:0.93 227:0.61 229:0.61 231:0.91 234:0.91 235:1.00 241:0.43 242:0.33 243:0.59 245:0.46 246:0.61 247:0.39 253:0.52 254:0.74 259:0.21 265:0.38 266:0.27 267:0.36 271:0.84 274:0.91 276:0.27 287:0.61 290:0.63 297:0.36 300:0.25\n2 1:0.74 6:0.85 7:0.81 8:0.69 9:0.80 11:0.42 12:0.69 17:0.57 20:0.95 21:0.22 26:0.95 27:0.72 28:0.68 30:0.68 32:0.78 34:0.50 36:0.25 37:0.37 39:0.35 41:0.82 43:0.32 55:0.42 58:0.99 60:0.87 66:0.45 69:0.58 70:0.31 74:0.79 76:0.94 77:0.89 78:0.88 81:0.87 83:0.83 91:0.84 96:0.90 98:0.34 100:0.90 104:0.54 108:0.64 111:0.88 114:0.69 120:0.83 122:0.43 123:0.61 124:0.56 126:0.54 127:0.43 129:0.59 131:0.97 133:0.47 135:0.32 138:0.96 140:0.45 141:0.98 144:0.57 145:0.42 146:0.27 147:0.33 149:0.13 150:0.89 151:0.95 152:0.88 153:0.84 154:0.82 155:0.67 157:0.61 158:0.92 159:0.24 161:0.95 162:0.83 164:0.82 166:0.95 167:0.82 169:0.87 172:0.27 173:0.78 176:0.56 177:0.38 179:0.87 181:0.96 182:0.95 186:0.88 189:0.87 192:0.59 195:0.56 199:0.98 201:0.74 202:0.71 204:0.89 208:0.64 212:0.42 215:0.72 216:0.15 222:0.76 223:0.95 224:1.00 227:0.92 229:0.97 230:0.84 231:0.93 232:0.81 233:0.69 234:0.99 235:0.60 238:0.87 241:0.83 242:0.63 243:0.40 245:0.53 246:0.61 247:0.39 248:0.92 253:0.91 254:0.74 255:0.79 256:0.73 259:0.21 260:0.84 261:0.90 265:0.37 266:0.38 267:0.23 268:0.77 271:0.84 274:0.99 276:0.25 279:0.86 282:0.86 283:0.82 285:0.62 287:0.90 290:0.69 297:0.36 300:0.25\n2 1:0.74 6:0.92 7:0.81 8:0.80 9:0.80 11:0.64 12:0.69 17:0.88 20:0.80 26:0.95 27:0.06 28:0.68 30:0.86 32:0.80 34:0.25 36:0.52 37:0.87 39:0.35 41:0.82 43:0.98 55:0.71 58:0.98 66:0.95 69:0.05 70:0.44 74:0.85 76:0.85 77:0.70 78:0.90 81:0.95 83:0.81 85:0.88 91:0.09 96:0.80 98:0.96 100:0.87 101:0.77 104:0.79 106:0.81 108:0.05 111:0.88 114:0.98 117:0.86 120:0.69 121:0.90 123:0.05 126:0.54 127:0.70 129:0.05 131:0.97 135:0.26 140:0.45 141:0.98 144:0.57 145:0.42 146:0.96 147:0.97 149:0.86 150:0.98 151:0.87 152:0.85 153:0.48 154:0.98 155:0.67 157:0.93 159:0.68 161:0.95 162:0.86 164:0.57 165:0.92 166:0.95 167:0.46 169:0.88 172:0.88 173:0.10 176:0.73 177:0.38 179:0.36 181:0.96 182:0.95 186:0.90 187:0.39 192:0.59 195:0.82 199:0.99 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.51 215:0.96 216:0.54 222:0.76 223:0.95 224:1.00 227:0.92 229:0.97 230:0.84 231:0.93 232:0.86 233:0.69 234:1.00 235:0.05 241:0.02 242:0.74 243:0.95 246:0.88 247:0.60 248:0.78 253:0.86 255:0.79 256:0.45 259:0.21 260:0.70 261:0.89 265:0.96 266:0.54 267:0.19 268:0.46 271:0.84 274:0.97 276:0.80 282:0.83 285:0.62 287:0.90 290:0.98 297:0.36 299:0.88 300:0.70\n1 1:0.74 6:0.83 7:0.81 8:0.76 9:0.80 11:0.64 12:0.69 17:0.78 20:0.93 21:0.54 26:0.95 27:0.52 28:0.68 30:0.28 32:0.80 34:0.58 36:0.78 37:0.47 39:0.35 41:0.95 43:0.81 58:1.00 60:0.87 66:0.29 69:0.23 70:0.65 74:0.82 76:0.94 77:0.89 78:0.88 81:0.67 83:0.83 85:0.88 91:0.80 96:0.92 98:0.67 100:0.86 101:0.81 108:0.18 111:0.86 114:0.77 120:0.87 121:0.90 122:0.41 123:0.65 124:0.59 126:0.54 127:0.80 129:0.59 131:0.97 133:0.47 135:0.54 140:0.87 141:0.98 144:0.57 145:0.88 146:0.60 147:0.66 149:0.81 150:0.78 151:0.90 152:0.86 153:0.69 154:0.75 155:0.67 157:0.95 158:0.84 159:0.41 161:0.95 162:0.73 164:0.91 165:0.79 166:0.95 167:0.84 169:0.84 172:0.45 173:0.35 176:0.73 177:0.38 179:0.73 181:0.96 182:0.95 186:0.88 189:0.86 192:0.59 195:0.65 199:0.99 201:0.74 202:0.86 204:0.89 208:0.64 212:0.27 215:0.58 216:0.25 220:0.93 222:0.76 223:0.95 224:0.99 227:0.92 229:0.97 230:0.87 231:0.93 233:0.76 234:0.98 235:0.74 238:0.85 241:0.89 242:0.40 243:0.57 245:0.72 246:0.88 247:0.55 248:0.92 253:0.93 255:0.79 256:0.89 259:0.21 260:0.87 261:0.89 265:0.67 266:0.54 267:0.69 268:0.90 271:0.84 274:1.00 276:0.52 279:0.86 282:0.88 283:0.71 285:0.62 287:0.90 290:0.77 297:0.36 299:0.88 300:0.43\n2 1:0.74 7:0.81 8:0.84 9:0.80 11:0.64 12:0.69 17:0.85 20:0.80 26:0.95 27:0.06 28:0.68 30:0.88 32:0.80 34:0.29 36:0.46 37:0.87 39:0.35 41:0.82 43:0.98 55:0.71 58:0.98 66:0.95 69:0.05 70:0.36 74:0.84 76:0.85 77:0.70 78:0.91 81:0.95 83:0.81 85:0.88 91:0.33 96:0.83 98:0.96 100:0.89 101:0.78 104:0.79 106:0.81 108:0.05 111:0.90 114:0.98 117:0.86 120:0.72 121:0.90 123:0.05 126:0.54 127:0.69 129:0.05 131:0.97 135:0.32 140:0.45 141:0.98 144:0.57 145:0.42 146:0.96 147:0.97 149:0.87 150:0.98 151:0.90 152:0.85 153:0.69 154:0.98 155:0.67 157:0.93 159:0.66 161:0.95 162:0.86 164:0.62 165:0.92 166:0.95 167:0.46 169:0.86 172:0.87 173:0.10 176:0.73 177:0.38 179:0.37 181:0.96 182:0.95 186:0.91 187:0.68 192:0.59 195:0.80 199:0.99 201:0.74 202:0.46 204:0.89 206:0.81 208:0.64 212:0.61 215:0.96 216:0.54 222:0.76 223:0.95 224:1.00 227:0.92 229:0.97 230:0.84 231:0.93 232:0.86 233:0.69 234:1.00 235:0.05 241:0.02 242:0.77 243:0.95 246:0.88 247:0.60 248:0.80 253:0.87 255:0.79 256:0.45 259:0.21 260:0.73 261:0.88 265:0.96 266:0.54 267:0.28 268:0.55 271:0.84 274:0.97 276:0.79 282:0.83 285:0.62 287:0.90 290:0.98 297:0.36 299:0.88 300:0.55\n1 1:0.74 6:0.84 7:0.81 8:0.70 9:0.80 11:0.64 12:0.69 17:0.88 20:0.93 21:0.22 26:0.95 27:0.72 28:0.68 30:0.68 32:0.80 34:0.81 36:0.48 37:0.41 39:0.35 41:0.94 43:0.85 58:0.99 60:0.95 66:0.71 69:0.29 70:0.43 74:0.89 76:0.85 77:0.70 78:0.90 81:0.82 83:0.87 85:0.91 91:0.88 96:0.89 98:0.76 100:0.90 101:0.84 104:0.58 108:0.22 111:0.89 114:0.90 120:0.80 121:0.90 122:0.43 123:0.22 124:0.42 126:0.54 127:0.84 129:0.59 131:0.97 133:0.47 135:0.26 140:0.45 141:0.98 144:0.57 145:0.47 146:0.63 147:0.68 149:0.88 150:0.89 151:0.95 152:0.87 153:0.84 154:0.87 155:0.67 157:0.96 158:0.92 159:0.37 161:0.95 162:0.84 164:0.83 165:0.86 166:0.95 167:0.83 169:0.88 172:0.57 173:0.43 176:0.73 177:0.38 179:0.76 181:0.96 182:0.95 186:0.90 189:0.86 191:0.80 192:0.59 195:0.59 199:0.98 201:0.74 202:0.75 204:0.89 208:0.64 212:0.75 215:0.79 216:0.23 220:0.87 222:0.76 223:0.95 224:0.99 227:0.92 229:0.97 230:0.87 231:0.93 232:0.79 233:0.76 234:0.98 235:0.31 238:0.87 241:0.86 242:0.54 243:0.75 245:0.60 246:0.88 247:0.47 248:0.87 253:0.92 255:0.79 256:0.78 259:0.21 260:0.81 261:0.90 265:0.76 266:0.47 267:0.23 268:0.81 271:0.84 274:0.99 276:0.45 279:0.86 282:0.88 283:0.82 285:0.62 287:0.90 290:0.90 297:0.36 299:0.88 300:0.43\n2 1:0.74 8:0.83 9:0.80 11:0.64 12:0.69 17:0.78 21:0.05 25:0.88 26:0.95 27:0.49 28:0.68 30:0.87 34:0.18 36:0.56 37:0.48 39:0.35 41:0.82 43:0.89 55:0.59 58:0.98 66:0.97 69:0.50 70:0.27 74:0.95 81:0.90 83:0.78 85:0.98 91:0.27 96:0.75 98:0.94 101:0.87 104:0.58 108:0.38 114:0.74 117:0.86 120:0.63 122:0.43 123:0.37 126:0.54 127:0.62 129:0.05 131:0.97 135:0.18 138:0.95 140:0.45 141:0.98 144:0.57 146:0.91 147:0.92 149:0.98 150:0.94 151:0.79 153:0.69 154:0.87 155:0.67 157:0.98 158:0.83 159:0.51 161:0.95 162:0.86 164:0.62 165:0.88 166:0.95 167:0.48 172:0.93 173:0.49 176:0.56 177:0.38 179:0.24 181:0.96 182:0.95 187:0.39 192:0.59 199:0.99 201:0.74 202:0.46 208:0.64 212:0.93 215:0.84 216:0.44 220:0.62 222:0.76 223:0.95 224:1.00 227:0.92 229:0.97 231:0.93 232:0.83 234:1.00 235:0.22 241:0.10 242:0.44 243:0.97 246:0.88 247:0.60 248:0.72 253:0.81 255:0.79 256:0.45 259:0.21 260:0.64 265:0.94 266:0.27 267:0.23 268:0.55 271:0.84 274:0.98 276:0.87 283:0.71 285:0.62 286:0.99 287:0.90 290:0.74 297:0.36 298:0.99 300:0.43\n1 10:0.85 11:0.64 12:0.51 17:0.57 18:0.70 21:0.78 27:0.43 29:0.52 30:0.28 34:0.90 36:0.19 37:0.61 39:0.52 43:0.23 45:0.81 66:0.96 69:0.47 70:0.71 71:0.93 74:0.34 85:0.80 86:0.66 91:0.46 98:0.98 101:0.96 108:0.36 122:0.98 123:0.35 127:0.81 129:0.05 135:0.66 139:0.64 146:0.98 147:0.98 149:0.54 154:0.16 159:0.76 170:0.77 172:0.91 173:0.31 174:0.97 177:1.00 178:0.55 179:0.31 187:0.39 197:0.98 212:0.55 216:0.72 222:0.48 235:0.60 239:0.84 241:0.02 242:0.21 243:0.97 244:0.93 247:0.94 253:0.30 259:0.21 264:0.93 265:0.98 266:0.63 267:0.73 271:0.88 275:0.94 276:0.84 294:0.94 300:0.55\n0 1:0.56 7:0.63 10:0.80 11:0.42 12:0.51 17:0.22 18:0.77 21:0.64 25:0.88 27:0.49 29:0.52 30:0.26 32:0.62 34:0.73 36:0.43 37:0.33 39:0.52 43:0.05 45:0.92 64:0.77 66:0.07 69:0.86 70:0.95 71:0.93 74:0.25 75:0.95 81:0.32 83:0.53 86:0.58 91:0.38 97:0.89 98:0.21 99:0.83 101:0.45 104:0.75 108:0.73 120:0.55 122:0.97 123:0.98 124:0.97 126:0.26 127:0.88 129:0.81 133:0.97 135:0.65 139:0.57 140:0.80 145:0.59 146:0.60 147:0.44 149:0.05 150:0.28 151:0.47 153:0.46 154:0.05 155:0.46 159:0.95 162:0.62 163:0.75 164:0.53 165:0.63 170:0.77 172:0.41 173:0.51 174:0.94 175:1.00 177:0.70 178:0.42 179:0.35 187:0.68 190:1.00 192:0.46 195:0.99 197:0.90 201:0.55 202:0.49 208:0.48 212:0.13 215:0.53 216:0.74 219:0.86 220:0.96 222:0.48 226:0.96 230:0.63 233:0.76 235:0.84 236:0.91 239:0.79 241:0.18 242:0.15 243:0.16 244:1.00 245:0.73 247:0.96 248:0.47 253:0.22 254:1.00 256:0.45 257:0.99 259:0.21 260:0.55 264:0.93 265:0.20 266:0.98 267:0.65 268:0.45 271:0.88 275:0.96 276:0.81 277:0.99 279:0.74 285:0.45 292:0.88 294:0.91 297:0.36 300:0.94\n2 10:0.84 11:0.64 12:0.51 17:0.59 18:0.78 21:0.78 27:0.71 29:0.52 30:0.21 32:0.62 34:0.47 36:0.33 37:0.49 39:0.52 43:0.31 44:0.85 45:0.85 66:0.08 69:0.71 70:0.90 71:0.93 74:0.33 77:0.70 82:0.98 85:0.72 86:0.65 88:0.99 91:0.29 98:0.29 101:0.96 102:0.94 108:0.54 122:0.98 123:0.95 124:0.97 127:0.85 129:0.05 133:0.97 135:0.79 139:0.64 145:0.83 146:0.36 147:0.42 149:0.49 154:0.23 159:0.91 170:0.77 172:0.51 173:0.37 174:0.96 177:1.00 178:0.55 179:0.34 187:0.68 195:0.98 197:0.94 202:0.63 212:0.23 216:0.29 222:0.48 235:0.88 239:0.84 241:0.12 242:0.12 243:0.32 244:0.93 245:0.74 247:0.98 253:0.30 259:0.21 264:0.93 265:0.16 266:0.96 267:0.73 271:0.88 275:0.96 276:0.81 277:0.99 282:0.71 294:0.94 300:0.84\n1 10:0.84 11:0.64 12:0.51 17:0.34 18:0.73 21:0.78 27:0.48 29:0.52 30:0.15 34:0.25 36:0.19 37:0.55 39:0.52 43:0.32 45:0.81 55:0.59 66:0.23 69:0.74 70:0.94 71:0.93 74:0.33 85:0.72 86:0.65 91:0.11 98:0.48 101:0.96 108:0.82 122:0.98 123:0.81 124:0.87 127:0.88 129:0.05 133:0.85 135:0.42 139:0.63 145:0.58 146:0.39 147:0.32 149:0.49 154:0.23 159:0.85 170:0.77 172:0.68 173:0.53 174:0.98 177:0.05 178:0.55 179:0.31 187:0.39 197:0.96 212:0.54 216:0.92 222:0.48 235:0.95 239:0.84 241:0.15 242:0.14 243:0.09 244:0.93 245:0.87 247:0.95 253:0.29 257:1.00 259:0.21 264:0.93 265:0.50 266:0.91 267:0.23 271:0.88 275:0.97 276:0.83 277:1.00 294:0.94 300:0.84\n0 10:0.79 11:0.42 12:0.51 17:0.45 18:0.66 21:0.78 27:0.52 29:0.52 30:0.21 34:0.68 36:0.39 37:0.43 39:0.52 43:0.05 45:0.81 55:0.71 66:0.54 69:0.90 70:0.89 71:0.93 74:0.25 76:0.85 86:0.57 91:0.18 98:0.57 101:0.45 108:0.81 122:0.55 123:0.79 124:0.64 127:0.28 129:0.05 133:0.59 135:0.65 139:0.56 145:0.69 146:0.92 147:0.93 149:0.05 154:0.05 159:0.75 170:0.77 172:0.73 173:0.78 174:0.88 175:0.75 177:1.00 178:0.55 179:0.30 187:0.68 197:0.85 212:0.51 216:0.79 222:0.48 235:0.80 239:0.78 241:0.10 242:0.12 243:0.62 244:1.00 245:0.81 247:0.97 253:0.23 254:0.80 257:0.65 259:0.21 264:0.93 265:0.58 266:0.84 267:0.44 271:0.88 275:0.97 276:0.72 277:0.69 294:0.91 300:0.70\n0 10:0.84 11:0.54 12:0.51 17:0.87 18:0.65 21:0.78 27:0.72 29:0.52 30:0.56 34:0.25 36:0.30 39:0.52 43:0.05 45:0.87 66:0.74 69:0.30 70:0.39 71:0.93 74:0.33 86:0.65 91:0.68 98:0.47 101:0.72 108:0.24 122:0.67 123:0.23 124:0.39 127:0.28 129:0.05 133:0.36 135:0.94 139:0.63 145:0.91 146:0.41 147:0.47 149:0.05 154:0.29 159:0.26 170:0.77 172:0.51 173:0.43 174:0.79 177:1.00 178:0.55 179:0.66 197:0.84 212:0.81 216:0.02 222:0.48 235:0.12 239:0.84 241:0.78 242:0.24 243:0.77 244:0.93 245:0.49 247:0.67 253:0.30 254:0.74 259:0.21 264:0.93 265:0.49 266:0.27 267:0.44 271:0.88 275:0.91 276:0.33 294:0.94 300:0.33\n0 1:0.57 8:0.63 9:0.71 10:0.79 11:0.42 12:0.51 17:0.89 21:0.13 27:0.72 29:0.52 30:0.53 34:0.50 36:0.39 39:0.52 43:0.05 45:0.97 66:0.11 69:0.94 70:0.82 71:0.93 74:0.28 81:0.34 83:0.53 91:0.78 96:0.77 98:0.32 99:0.83 101:0.46 108:0.43 114:0.66 120:0.65 122:0.86 123:0.42 124:0.94 126:0.24 127:0.85 129:0.59 133:0.94 135:0.96 140:0.45 146:0.70 147:0.80 149:0.08 150:0.34 151:0.68 153:0.72 154:0.05 155:0.50 159:0.90 162:0.86 163:0.81 164:0.70 165:0.63 170:0.77 172:0.68 173:0.83 174:0.79 175:0.99 176:0.55 177:0.88 179:0.20 190:1.00 192:0.57 197:0.80 201:0.55 202:0.58 208:0.48 212:0.26 215:0.84 216:0.02 220:0.74 222:0.48 232:0.84 235:0.22 239:0.78 241:0.79 242:0.30 243:0.31 244:1.00 245:0.91 247:0.98 248:0.68 253:0.62 254:0.92 255:0.70 256:0.64 257:0.99 259:0.21 260:0.65 264:0.93 265:0.34 266:0.84 267:0.52 268:0.66 271:0.88 275:0.94 276:0.91 277:0.99 285:0.46 290:0.66 294:0.91 297:0.36 300:0.84\n0 10:0.82 11:0.64 12:0.51 17:0.66 18:0.84 21:0.78 27:0.72 29:0.52 30:0.70 34:0.39 36:0.21 39:0.52 43:0.21 45:0.91 66:0.94 69:0.88 70:0.52 71:0.93 74:0.30 85:0.72 86:0.62 91:0.63 98:0.84 101:0.96 108:0.75 122:0.98 123:0.74 127:0.35 129:0.05 135:0.54 139:0.60 145:0.72 146:0.95 147:0.96 149:0.31 154:0.14 159:0.63 170:0.77 172:0.85 173:0.83 174:0.96 177:1.00 178:0.55 179:0.31 197:0.95 212:0.42 216:0.02 222:0.48 235:0.12 239:0.82 241:0.80 242:0.24 243:0.95 244:0.93 247:0.92 253:0.27 259:0.21 264:0.93 265:0.84 266:0.63 267:0.36 271:0.88 275:0.94 276:0.76 294:0.93 300:0.43\n0 1:0.56 10:0.80 11:0.42 12:0.51 17:0.32 18:0.87 21:0.74 27:0.45 29:0.52 30:0.26 34:0.91 36:0.18 37:0.50 39:0.52 43:0.05 44:0.85 45:0.89 64:0.77 66:0.18 69:0.71 70:0.78 71:0.93 75:0.95 81:0.29 83:0.53 86:0.59 91:0.29 97:0.89 98:0.62 99:0.83 101:0.45 102:0.94 108:0.54 122:0.97 123:0.84 124:0.76 126:0.24 127:0.44 129:0.59 133:0.74 135:0.89 139:0.58 145:0.50 146:0.66 147:0.71 149:0.05 150:0.27 154:0.05 155:0.46 159:0.71 165:0.63 170:0.77 172:0.70 173:0.56 174:0.93 175:1.00 177:0.88 178:0.55 179:0.36 187:0.68 192:0.44 195:0.88 197:0.94 201:0.53 208:0.48 212:0.54 216:0.77 219:0.86 222:0.48 226:0.96 235:0.95 236:0.91 239:0.80 241:0.41 242:0.14 243:0.58 244:1.00 245:0.81 247:0.93 253:0.20 254:0.80 257:0.99 259:0.21 264:0.93 265:0.41 266:0.84 267:0.65 271:0.88 275:0.97 276:0.74 277:0.99 279:0.74 292:0.88 294:0.91 300:0.70\n0 1:0.57 2:0.99 10:0.80 11:0.42 12:0.51 17:0.61 18:0.78 21:0.47 27:0.69 29:0.52 30:0.08 33:0.97 34:0.17 36:0.24 37:0.73 39:0.52 43:0.05 45:0.77 55:0.71 56:0.97 64:0.77 66:0.17 69:0.39 70:0.99 71:0.93 75:0.95 81:0.33 83:0.53 86:0.58 91:0.20 97:0.89 98:0.38 99:0.83 101:0.45 108:0.76 123:0.74 124:0.93 126:0.26 127:0.69 129:0.59 133:0.92 135:0.34 139:0.57 146:0.52 147:0.58 149:0.05 150:0.31 154:0.05 155:0.46 159:0.86 165:0.63 170:0.77 172:0.51 173:0.16 174:0.94 175:1.00 177:0.88 178:0.55 179:0.41 187:0.68 192:0.47 197:0.94 201:0.56 202:0.46 208:0.49 212:0.21 216:0.21 219:0.86 222:0.48 226:0.95 235:0.68 236:0.91 239:0.80 241:0.32 242:0.14 243:0.33 244:1.00 245:0.73 247:0.98 253:0.20 254:0.74 257:0.99 259:0.21 264:0.93 265:0.40 266:0.95 267:0.96 271:0.88 275:0.97 276:0.75 277:1.00 279:0.75 291:0.97 292:0.87 294:0.92 295:0.98 300:0.94\n1 1:0.57 7:0.63 10:0.84 11:0.64 12:0.51 17:0.89 18:0.64 21:0.13 27:0.72 29:0.52 30:0.86 32:0.62 34:0.99 36:0.19 39:0.52 43:0.33 45:0.66 66:0.84 69:0.58 70:0.27 71:0.93 74:0.33 77:0.70 81:0.34 83:0.53 85:0.72 86:0.65 91:0.53 98:0.67 99:0.83 101:0.87 106:0.81 108:0.45 114:0.66 117:0.86 122:0.67 123:0.43 126:0.24 127:0.20 129:0.05 135:0.73 139:0.63 145:0.94 146:0.45 147:0.51 149:0.50 150:0.34 154:0.25 155:0.48 159:0.16 165:0.63 170:0.77 172:0.54 173:0.79 174:0.79 176:0.55 177:1.00 178:0.55 179:0.51 187:0.39 192:0.51 195:0.55 197:0.84 201:0.55 204:0.78 206:0.81 208:0.48 212:0.81 215:0.84 216:0.12 222:0.48 230:0.63 232:0.87 233:0.66 235:0.22 239:0.83 241:0.35 242:0.24 243:0.85 244:0.93 247:0.67 253:0.50 259:0.21 264:0.93 265:0.67 266:0.27 267:0.73 271:0.88 275:0.91 276:0.30 282:0.71 290:0.66 294:0.94 297:0.36 300:0.25\n0 8:0.63 10:0.79 11:0.42 12:0.51 17:0.18 18:0.57 21:0.40 27:0.55 29:0.52 30:0.10 34:0.74 36:0.30 37:0.54 39:0.52 43:0.05 45:0.83 55:0.84 66:0.10 69:0.99 70:0.94 71:0.93 81:0.27 86:0.56 91:0.51 98:0.31 101:0.46 108:0.99 120:0.57 123:0.99 124:0.99 126:0.24 127:0.99 129:0.05 133:0.99 135:0.79 139:0.55 140:0.45 146:0.88 147:0.91 149:0.05 150:0.28 151:0.54 153:0.72 154:0.05 159:0.98 162:0.86 164:0.57 170:0.77 172:0.90 173:0.93 174:0.83 175:0.99 177:0.38 179:0.11 187:0.21 190:1.00 192:0.45 197:0.79 201:0.54 202:0.53 212:0.27 215:0.67 216:0.54 220:0.91 222:0.48 235:0.52 239:0.78 241:0.24 242:0.41 243:0.18 244:1.00 245:0.95 247:1.00 248:0.55 253:0.20 254:0.96 255:0.69 256:0.58 257:1.00 259:0.21 260:0.57 264:0.93 265:0.33 266:0.97 267:0.99 268:0.62 271:0.88 275:0.98 276:0.98 277:0.99 283:0.67 285:0.47 294:0.91 297:0.36 300:0.94\n0 8:0.87 10:0.80 11:0.42 12:0.51 17:0.64 18:0.90 21:0.78 27:0.51 29:0.52 30:0.72 34:0.83 36:0.25 37:0.80 39:0.52 43:0.05 45:0.98 66:0.09 69:0.98 70:0.66 71:0.93 86:0.59 91:0.65 98:0.25 101:0.45 108:0.96 122:0.97 123:0.96 124:0.98 127:0.81 129:0.05 133:0.98 135:0.91 139:0.57 145:0.79 146:0.86 147:0.41 149:0.06 154:0.05 159:0.96 170:0.77 172:0.63 173:0.88 174:0.99 175:1.00 177:0.38 178:0.55 179:0.20 187:0.21 191:0.70 197:0.96 212:0.18 216:0.10 222:0.48 235:0.88 239:0.80 241:0.02 242:0.52 243:0.10 244:1.00 245:0.83 247:0.82 253:0.20 257:1.00 259:0.21 264:0.93 265:0.28 266:0.97 267:0.18 271:0.88 275:0.95 276:0.91 277:0.99 294:0.91 300:0.84\n0 8:0.70 10:0.79 11:0.42 12:0.51 17:0.70 18:0.62 21:0.78 27:0.69 29:0.52 30:0.09 34:0.77 36:0.93 37:0.50 39:0.52 43:0.05 45:0.66 55:0.59 66:0.29 69:0.10 70:0.97 71:0.93 74:0.27 86:0.57 91:0.31 98:0.45 101:0.45 108:0.09 122:0.90 123:0.09 124:0.92 127:0.94 129:0.05 133:0.92 135:0.75 139:0.55 146:0.85 147:0.87 149:0.05 154:0.05 158:0.71 159:0.87 163:0.81 170:0.77 172:0.65 173:0.08 174:0.79 175:0.97 177:0.99 178:0.55 179:0.42 187:0.39 197:0.82 212:0.27 216:0.35 222:0.48 232:0.93 235:0.05 239:0.78 241:0.12 242:0.23 243:0.48 244:1.00 245:0.74 247:0.98 253:0.25 254:0.99 257:0.93 259:0.21 264:0.93 265:0.47 266:0.94 267:0.44 271:0.88 275:0.96 276:0.77 277:0.95 294:0.91 300:0.84\n0 7:0.63 8:0.92 10:0.79 11:0.42 12:0.51 17:0.13 18:0.57 21:0.40 27:0.35 29:0.52 30:0.10 32:0.62 34:0.80 36:0.50 37:0.67 39:0.52 43:0.05 45:0.66 55:0.71 66:0.13 69:0.66 70:0.96 71:0.93 74:0.25 81:0.28 86:0.56 91:0.60 98:0.34 101:0.45 104:0.95 106:0.81 108:0.50 120:0.79 123:0.48 124:0.96 126:0.24 127:0.83 129:0.05 133:0.96 135:0.56 139:0.55 140:0.45 145:0.47 146:0.84 147:0.86 149:0.05 150:0.28 151:0.70 153:0.81 154:0.05 159:0.92 162:0.70 164:0.84 170:0.77 172:0.68 173:0.30 174:0.79 175:0.99 177:0.96 179:0.22 187:0.21 190:1.00 191:0.70 192:0.51 195:0.98 197:0.79 201:0.54 202:0.80 206:0.81 212:0.26 215:0.67 216:0.75 220:0.87 222:0.48 230:0.63 233:0.65 235:0.52 239:0.78 241:0.39 242:0.50 243:0.33 244:1.00 245:0.86 247:0.98 248:0.75 253:0.22 254:1.00 255:0.70 256:0.81 257:0.97 259:0.21 260:0.77 264:0.93 265:0.36 266:0.95 267:0.99 268:0.83 271:0.88 275:0.96 276:0.90 277:0.98 283:0.82 285:0.46 294:0.91 297:0.36 300:0.84\n1 8:0.97 10:0.80 11:0.42 12:0.51 17:0.83 18:0.84 21:0.78 27:0.52 29:0.52 30:0.08 34:0.61 36:0.36 37:0.84 39:0.52 43:0.05 45:0.87 55:0.45 66:0.19 69:0.94 70:0.99 71:0.93 74:0.26 86:0.58 91:0.86 98:0.54 101:0.45 108:0.88 123:0.88 124:0.91 127:0.74 129:0.05 133:0.90 135:0.17 139:0.57 140:0.97 145:0.63 146:0.90 147:0.67 149:0.06 151:0.48 153:0.46 154:0.05 159:0.86 162:0.46 170:0.77 172:0.73 173:0.87 174:0.93 175:0.97 177:0.96 178:0.54 179:0.25 190:1.00 191:0.88 197:0.94 202:0.82 212:0.58 216:0.17 220:0.93 222:0.48 235:0.88 239:0.79 241:0.83 242:0.24 243:0.31 244:1.00 245:0.88 247:0.98 248:0.48 253:0.23 256:0.45 257:0.97 259:0.21 264:0.93 265:0.55 266:0.95 267:0.59 268:0.45 271:0.88 275:0.91 276:0.87 277:0.95 285:0.45 294:0.91 300:0.94\n0 1:0.57 8:0.77 9:0.71 10:0.79 11:0.42 12:0.51 17:0.38 18:0.57 21:0.05 27:0.19 29:0.52 30:0.14 34:0.34 36:0.68 37:0.62 39:0.52 43:0.05 45:0.83 55:0.71 66:0.05 69:0.88 70:0.97 71:0.93 74:0.27 81:0.35 83:0.53 86:0.56 91:0.15 96:0.82 97:0.89 98:0.17 99:0.83 101:0.46 108:0.77 114:0.67 117:0.86 120:0.72 123:0.75 124:1.00 126:0.24 127:0.98 129:0.59 133:1.00 135:0.78 139:0.55 140:0.45 146:0.90 147:0.75 149:0.05 150:0.35 151:0.79 153:0.80 154:0.05 155:0.50 158:0.71 159:1.00 162:0.86 164:0.71 165:0.63 170:0.77 172:0.67 173:0.24 174:0.88 175:0.99 176:0.55 177:0.70 179:0.09 187:0.39 190:1.00 191:0.82 192:0.58 197:0.79 201:0.55 202:0.59 208:0.48 212:0.16 215:0.91 216:0.73 220:0.62 222:0.48 232:0.95 235:0.12 239:0.78 241:0.01 242:0.39 243:0.07 244:1.00 245:0.95 247:1.00 248:0.75 253:0.73 254:0.88 255:0.70 256:0.64 257:0.99 259:0.21 260:0.69 264:0.93 265:0.18 266:0.99 267:0.99 268:0.67 271:0.88 275:1.00 276:0.99 277:0.98 279:0.75 283:0.67 285:0.46 290:0.67 294:0.92 297:0.36 300:0.98\n0 8:0.83 10:0.79 11:0.42 12:0.51 17:0.87 18:0.59 21:0.78 27:1.00 29:0.52 30:0.36 34:0.37 36:0.65 37:0.49 39:0.52 43:0.05 45:0.73 55:0.98 66:0.08 69:0.96 70:0.78 71:0.93 74:0.24 86:0.57 91:0.78 98:0.21 101:0.45 108:0.96 123:0.96 124:0.96 127:0.57 129:0.81 133:0.95 135:0.61 139:0.55 145:0.72 146:0.43 147:0.05 149:0.05 154:0.05 159:0.93 163:0.98 170:0.77 172:0.21 173:0.82 174:0.83 175:1.00 177:0.05 178:0.55 179:0.53 191:0.75 197:0.80 202:0.88 212:0.16 216:0.22 222:0.48 235:0.42 239:0.78 241:0.82 242:0.21 243:0.09 244:1.00 245:0.59 247:0.88 253:0.20 257:1.00 259:0.21 264:0.93 265:0.22 266:0.92 267:0.23 271:0.88 275:0.93 276:0.65 277:1.00 294:0.91 300:0.70\n0 1:0.57 8:0.77 9:0.71 10:0.79 11:0.42 12:0.51 17:0.38 18:0.57 21:0.05 27:0.19 29:0.52 30:0.14 34:0.34 36:0.68 37:0.62 39:0.52 43:0.05 45:0.83 55:0.71 66:0.05 69:0.88 70:0.97 71:0.93 74:0.27 81:0.35 83:0.53 86:0.56 91:0.15 96:0.82 97:0.89 98:0.17 99:0.83 101:0.46 108:0.77 114:0.67 117:0.86 120:0.72 123:0.75 124:1.00 126:0.24 127:0.98 129:0.59 133:1.00 135:0.78 139:0.55 140:0.45 146:0.90 147:0.75 149:0.05 150:0.35 151:0.79 153:0.80 154:0.05 155:0.50 158:0.71 159:1.00 162:0.86 164:0.71 165:0.63 170:0.77 172:0.67 173:0.24 174:0.88 175:0.99 176:0.55 177:0.70 179:0.09 187:0.39 190:1.00 191:0.82 192:0.58 197:0.79 201:0.55 202:0.59 208:0.48 212:0.16 215:0.91 216:0.73 220:0.62 222:0.48 232:0.95 235:0.12 239:0.78 241:0.01 242:0.39 243:0.07 244:1.00 245:0.95 247:1.00 248:0.75 253:0.73 254:0.88 255:0.70 256:0.64 257:0.99 259:0.21 260:0.69 264:0.93 265:0.18 266:0.99 267:0.99 268:0.67 271:0.88 275:1.00 276:0.99 277:0.98 279:0.75 283:0.67 285:0.46 290:0.67 294:0.92 297:0.36 300:0.98\n1 8:0.93 9:0.70 10:0.80 11:0.64 12:0.51 17:0.07 18:0.63 21:0.78 27:0.14 29:0.52 30:0.21 34:0.49 36:0.24 37:0.67 39:0.52 43:0.08 45:0.77 66:0.19 69:0.98 70:0.91 71:0.93 74:0.27 83:0.53 85:0.72 86:0.59 91:0.78 96:0.74 98:0.16 101:0.96 108:0.96 120:0.62 122:0.67 123:0.96 124:0.97 127:0.62 129:0.05 133:0.96 135:0.91 139:0.58 140:1.00 145:0.47 146:0.50 147:0.52 149:0.15 154:0.07 155:0.50 159:0.94 162:0.45 164:0.68 170:0.77 172:0.51 173:0.94 174:0.89 177:0.38 178:0.55 179:0.43 187:0.68 190:1.00 191:0.79 192:0.57 197:0.84 202:0.94 208:0.48 212:0.37 216:0.93 220:0.74 222:0.48 235:0.31 239:0.80 241:0.37 242:0.12 243:0.12 244:0.93 245:0.63 247:0.97 253:0.52 255:0.69 256:0.68 257:1.00 259:0.21 260:0.62 264:0.93 265:0.18 266:0.96 267:0.73 268:0.64 271:0.88 275:0.96 276:0.73 285:0.61 294:0.92 300:0.84\n0 8:0.75 10:0.79 11:0.42 12:0.51 17:0.51 18:0.61 21:0.78 27:0.28 29:0.52 30:0.12 34:0.62 36:0.92 37:0.72 39:0.52 43:0.05 45:0.83 55:0.71 66:0.10 69:0.82 70:0.99 71:0.93 74:0.27 76:0.99 86:0.57 91:0.49 96:0.77 98:0.25 101:0.46 108:0.96 120:0.57 122:0.90 123:0.65 124:0.95 127:0.84 129:0.81 132:0.97 133:0.94 135:0.88 139:0.55 140:0.45 145:0.54 146:0.64 147:0.42 149:0.05 151:0.53 153:0.48 154:0.05 159:0.91 162:0.53 164:0.65 170:0.77 172:0.51 173:0.55 174:0.88 175:1.00 177:0.38 179:0.34 187:0.39 190:1.00 191:0.79 192:0.44 197:0.81 202:0.70 212:0.30 216:0.67 220:0.93 222:0.48 235:0.84 239:0.78 241:0.21 242:0.17 243:0.18 244:1.00 245:0.79 247:0.98 248:0.53 253:0.59 254:0.96 255:0.69 256:0.58 257:1.00 259:0.21 260:0.57 264:0.93 265:0.26 266:0.95 267:1.00 268:0.66 271:0.88 275:0.95 276:0.81 277:0.99 283:0.67 285:0.47 294:0.91 300:0.98\n0 10:0.79 11:0.42 12:0.51 17:0.24 18:0.60 21:0.78 27:0.34 29:0.52 30:0.17 34:0.59 36:0.65 37:0.46 39:0.52 43:0.05 45:0.77 55:0.96 66:0.08 69:0.98 70:0.96 71:0.93 74:0.24 86:0.57 91:0.03 98:0.22 101:0.45 104:0.80 106:0.81 108:0.97 123:0.96 124:0.95 127:0.62 129:0.05 133:0.94 135:0.76 139:0.55 145:0.63 146:0.71 147:0.05 149:0.05 154:0.05 159:0.94 170:0.77 172:0.45 173:0.94 174:0.86 175:1.00 177:0.05 178:0.55 179:0.45 187:0.87 191:0.70 197:0.81 206:0.81 212:0.13 216:0.53 222:0.48 235:0.22 239:0.78 241:0.21 242:0.31 243:0.08 244:1.00 245:0.67 247:0.96 253:0.22 257:1.00 259:0.21 264:0.93 265:0.23 266:0.97 267:0.44 271:0.88 275:0.94 276:0.69 277:0.99 294:0.91 300:0.94\n0 10:0.79 11:0.42 12:0.51 17:0.28 18:0.61 21:0.74 27:0.45 29:0.52 30:0.37 34:0.89 36:0.17 37:0.50 39:0.52 43:0.05 45:0.73 55:0.71 66:0.48 69:0.70 70:0.83 71:0.93 74:0.25 81:0.23 86:0.57 91:0.31 98:0.64 101:0.46 108:0.53 123:0.51 124:0.66 126:0.22 127:0.44 129:0.05 133:0.59 135:0.93 139:0.55 145:0.49 146:0.84 147:0.87 149:0.05 150:0.24 154:0.05 159:0.67 170:0.77 172:0.71 173:0.59 174:0.79 175:0.75 177:1.00 178:0.55 179:0.37 187:0.68 197:0.82 212:0.49 215:0.46 216:0.77 222:0.48 235:0.95 239:0.78 241:0.44 242:0.22 243:0.60 244:1.00 245:0.83 247:0.96 253:0.22 257:0.65 259:0.21 264:0.93 265:0.64 266:0.63 267:0.44 271:0.88 275:0.97 276:0.74 277:0.69 294:0.91 297:0.36 300:0.70\n0 8:0.69 10:0.79 11:0.42 12:0.51 17:0.49 18:0.65 21:0.78 27:0.72 29:0.52 30:0.09 34:0.26 36:0.54 39:0.52 43:0.05 45:0.85 55:0.84 66:0.08 69:0.87 70:0.99 71:0.93 74:0.25 86:0.57 91:0.31 98:0.19 101:0.45 108:0.94 123:0.94 124:0.97 127:0.67 129:0.59 133:0.97 135:0.44 139:0.55 146:0.48 147:0.54 149:0.05 154:0.05 159:0.94 163:0.75 170:0.77 172:0.37 173:0.53 174:0.91 175:0.99 177:0.96 178:0.55 179:0.35 197:0.86 202:0.62 212:0.13 216:0.11 222:0.48 235:0.31 239:0.78 241:0.81 242:0.14 243:0.19 244:1.00 245:0.72 247:0.98 253:0.22 254:0.84 257:0.97 259:0.21 264:0.93 265:0.21 266:0.98 267:0.36 271:0.88 275:0.97 276:0.79 277:0.99 294:0.91 300:0.94\n0 10:0.84 11:0.64 12:0.51 17:0.49 18:0.63 21:0.78 27:0.31 29:0.52 30:0.09 34:0.53 36:0.88 37:0.60 39:0.52 43:0.28 45:0.66 55:0.71 66:0.08 69:0.75 70:0.99 71:0.93 74:0.32 85:0.72 86:0.64 91:0.04 98:0.27 101:0.96 108:0.96 123:0.96 124:0.97 127:0.86 129:0.05 133:0.97 135:0.87 139:0.62 146:0.47 147:0.53 149:0.46 154:0.20 159:0.95 170:0.77 172:0.59 173:0.31 174:0.79 177:1.00 178:0.55 179:0.19 187:0.68 197:0.83 202:0.36 212:0.26 216:0.71 222:0.48 235:0.80 239:0.83 241:0.32 242:0.24 243:0.23 244:0.93 245:0.88 247:0.99 253:0.29 259:0.21 264:0.93 265:0.29 266:0.99 267:0.96 271:0.88 275:0.97 276:0.92 277:1.00 294:0.94 300:0.94\n2 8:0.81 9:0.76 11:0.85 12:0.06 17:0.57 18:0.99 20:0.94 21:0.30 22:0.93 27:0.21 29:0.91 30:0.13 31:0.97 34:0.74 36:0.85 37:0.74 39:0.34 43:0.21 45:0.90 47:0.93 48:0.91 55:0.71 64:0.77 66:0.44 69:0.10 70:0.97 71:0.64 74:0.53 78:0.72 79:0.99 81:0.35 83:0.60 85:0.72 86:0.81 91:0.69 96:0.71 97:0.89 98:0.59 100:0.89 101:0.97 108:0.96 111:0.81 120:0.86 122:0.86 123:0.96 124:0.87 126:0.26 127:0.87 129:0.59 131:0.99 133:0.90 135:0.37 137:0.97 139:0.81 140:0.94 144:0.57 146:0.93 147:0.94 149:0.59 150:0.31 151:0.90 152:0.88 153:0.94 154:0.81 155:0.58 157:0.97 158:0.79 159:0.93 162:0.69 164:0.76 166:0.89 169:0.87 172:0.96 173:0.06 177:0.70 179:0.13 182:0.96 186:0.73 187:0.39 190:0.77 191:0.75 192:0.59 196:0.96 202:0.88 208:0.54 212:0.60 216:0.95 219:0.92 222:0.60 227:1.00 229:0.98 231:0.98 235:0.31 241:0.50 242:0.37 243:0.28 245:0.98 246:0.61 247:0.98 248:0.88 253:0.43 255:0.79 256:0.90 259:0.21 260:0.83 261:0.86 262:0.93 265:0.60 266:0.89 267:0.84 268:0.91 271:0.49 276:0.97 279:0.82 281:0.91 283:0.82 284:0.96 285:0.62 287:1.00 292:0.95 300:0.94\n2 6:0.95 8:0.95 9:0.80 12:0.06 17:0.01 20:0.86 21:0.13 27:0.10 29:0.91 30:0.76 31:0.98 34:0.93 36:0.44 37:0.97 39:0.34 41:0.82 43:0.12 44:0.85 48:0.99 55:0.59 66:0.64 69:0.76 70:0.15 71:0.64 74:0.30 76:0.94 77:0.70 78:0.88 79:0.99 81:0.49 83:0.91 87:0.98 91:0.97 96:1.00 98:0.44 100:0.98 108:0.59 111:0.96 114:0.63 120:0.91 122:0.77 123:0.56 126:0.26 127:0.14 129:0.05 131:0.99 135:0.44 137:0.98 138:0.99 139:0.59 140:0.99 144:0.57 145:0.65 146:0.32 147:0.38 149:0.10 150:0.38 151:0.87 152:0.95 153:0.99 154:0.09 155:0.67 157:0.61 158:0.72 159:0.13 162:0.74 163:0.97 164:0.86 166:0.89 169:0.97 172:0.16 173:0.95 175:0.91 176:0.55 177:0.05 179:0.81 182:0.96 186:0.88 187:0.39 191:0.97 192:0.87 195:0.58 196:0.87 202:0.96 208:0.64 212:0.95 216:0.82 219:0.87 222:0.60 227:1.00 229:0.98 231:0.98 232:0.72 235:0.12 241:0.85 242:0.82 243:0.69 244:0.83 246:0.61 247:0.12 248:0.87 253:0.95 255:0.95 256:0.97 257:0.84 259:0.21 260:0.89 261:0.97 265:0.46 266:0.12 267:0.79 268:0.97 271:0.49 276:0.19 277:0.87 279:0.82 281:0.91 282:0.71 284:0.98 285:0.62 287:1.00 290:0.63 292:0.95 300:0.13\n2 8:0.78 11:0.85 12:0.06 17:0.69 18:0.99 21:0.30 22:0.93 27:0.50 29:0.91 30:0.10 31:0.90 32:0.77 34:0.80 36:0.90 37:0.60 39:0.34 43:0.20 44:0.93 45:0.92 47:0.93 48:0.91 55:0.71 64:0.77 66:0.45 69:0.53 70:0.97 71:0.64 74:0.70 77:0.89 79:0.94 81:0.35 83:0.60 85:0.72 86:0.88 91:0.27 97:0.89 98:0.63 101:0.97 108:0.96 120:0.63 122:0.86 123:0.96 124:0.87 126:0.26 127:0.96 129:0.81 131:0.93 133:0.89 135:0.73 137:0.90 139:0.90 140:0.45 144:0.57 145:0.72 146:0.95 147:0.96 149:0.64 150:0.31 151:0.65 153:0.48 154:0.76 155:0.58 157:0.97 158:0.79 159:0.94 162:0.74 164:0.54 166:0.89 172:0.97 173:0.15 177:0.70 179:0.12 182:0.91 187:0.39 190:0.89 192:0.59 195:0.99 196:0.93 202:0.56 208:0.54 212:0.67 216:0.86 219:0.92 220:0.62 222:0.60 227:0.98 229:0.61 231:0.97 235:0.31 241:0.05 242:0.38 243:0.29 245:0.98 246:0.61 247:0.98 248:0.63 253:0.41 255:0.74 256:0.58 259:0.21 260:0.63 262:0.93 265:0.64 266:0.91 267:0.65 268:0.59 271:0.49 276:0.98 279:0.82 281:0.91 282:0.85 283:0.82 284:0.86 285:0.56 287:0.61 292:0.95 300:0.94\n1 1:0.69 9:0.80 11:0.42 12:0.06 17:0.36 18:0.91 21:0.22 22:0.93 25:0.88 27:0.54 29:0.91 30:0.21 31:0.97 37:0.67 39:0.34 41:0.82 43:0.13 44:0.85 47:0.93 48:1.00 55:0.59 64:0.77 66:0.10 69:0.56 70:0.77 71:0.64 74:0.47 77:0.70 79:0.98 81:0.59 83:0.91 86:0.71 91:0.54 96:0.91 97:0.89 98:0.40 104:0.74 108:0.43 114:0.67 120:0.87 122:0.86 123:0.90 124:0.85 126:0.44 127:0.72 129:0.05 131:0.99 133:0.82 137:0.97 138:0.98 139:0.75 140:0.97 144:0.57 145:0.58 146:0.68 147:0.73 149:0.23 150:0.58 151:0.87 153:0.78 154:0.55 155:0.67 157:0.61 158:0.78 159:0.82 162:0.72 164:0.74 166:0.99 172:0.45 173:0.34 175:0.75 176:0.66 177:0.38 179:0.56 182:0.96 187:0.39 192:0.87 195:0.93 196:0.94 201:0.68 202:0.80 208:0.64 212:0.21 216:0.74 219:0.92 222:0.60 227:1.00 229:0.98 231:0.98 235:0.31 241:0.64 242:0.73 243:0.43 244:0.61 245:0.71 246:0.61 247:0.60 248:0.77 253:0.85 254:0.84 255:0.95 256:0.83 257:0.65 259:0.21 260:0.85 262:0.93 265:0.38 266:0.91 268:0.83 271:0.49 276:0.64 277:0.87 279:0.82 281:0.91 282:0.71 284:0.96 285:0.62 287:1.00 290:0.67 292:0.91 300:0.55\n1 6:0.95 8:0.94 9:0.80 12:0.06 17:0.20 20:0.96 21:0.78 27:0.10 29:0.91 31:0.99 34:0.39 36:0.24 37:0.97 39:0.34 41:0.88 71:0.64 74:0.26 78:0.91 79:0.99 83:0.91 87:0.98 91:0.99 96:1.00 100:0.98 111:0.96 120:0.96 131:0.99 135:0.92 137:0.99 138:0.99 140:0.99 144:0.57 151:0.92 152:0.95 153:0.99 155:0.67 157:0.61 158:0.72 162:0.64 164:0.91 166:0.61 169:0.97 175:0.97 182:0.96 186:0.91 189:0.95 191:0.98 192:0.87 202:0.98 208:0.64 216:0.82 222:0.60 227:1.00 229:0.98 231:0.98 232:0.72 238:0.98 241:0.95 244:0.93 246:0.61 248:0.94 253:0.97 255:0.95 256:0.99 257:0.93 259:0.21 260:0.95 261:0.97 267:0.87 268:0.99 271:0.49 277:0.95 283:0.82 284:0.98 285:0.62 287:1.00\n1 1:0.74 11:0.42 12:0.06 17:0.43 18:0.72 21:0.47 27:0.45 29:0.91 30:0.21 32:0.64 34:0.78 36:0.21 37:0.50 39:0.34 43:0.82 64:0.77 66:0.27 69:0.69 70:0.50 71:0.64 74:0.37 81:0.45 86:0.69 91:0.27 98:0.27 108:0.53 114:0.58 122:0.82 123:0.78 124:0.70 126:0.54 127:0.35 129:0.05 131:0.61 133:0.60 135:0.49 139:0.67 144:0.57 145:0.52 146:0.24 147:0.30 149:0.59 150:0.64 154:0.77 155:0.67 157:0.61 159:0.45 166:0.98 172:0.21 173:0.70 176:0.66 177:0.70 178:0.55 179:0.81 182:0.61 187:0.68 192:0.87 195:0.72 201:0.93 208:0.64 212:0.37 215:0.39 216:0.77 222:0.60 227:0.61 229:0.61 231:0.97 235:0.68 241:0.03 242:0.40 243:0.46 245:0.50 246:0.61 247:0.55 253:0.41 259:0.21 265:0.18 266:0.47 267:0.73 271:0.49 276:0.29 277:0.69 287:0.61 290:0.58 297:0.36 300:0.33\n1 1:0.69 8:0.84 9:0.76 11:0.75 12:0.06 17:0.67 18:0.92 21:0.05 22:0.93 25:0.88 27:0.54 29:0.91 30:0.20 31:0.93 34:0.49 36:0.96 37:0.67 39:0.34 43:0.22 44:0.85 45:0.66 47:0.93 48:0.97 55:0.71 64:0.77 66:0.11 69:0.54 70:0.96 71:0.64 74:0.44 77:0.70 79:0.97 81:0.79 83:0.60 86:0.75 91:0.51 96:0.76 98:0.34 99:0.83 101:0.52 104:0.74 108:0.91 114:0.85 120:0.89 122:0.86 123:0.91 124:0.92 126:0.44 127:0.85 129:0.95 131:0.99 133:0.91 135:0.95 137:0.93 139:0.72 140:0.45 144:0.57 145:0.58 146:0.39 147:0.45 149:0.29 150:0.76 151:0.81 153:0.48 154:0.54 155:0.58 157:0.78 159:0.88 162:0.85 164:0.76 165:0.70 166:0.99 172:0.45 173:0.24 175:0.75 176:0.66 177:0.38 179:0.38 182:0.96 187:0.68 190:0.77 192:0.59 195:0.97 196:0.91 201:0.68 202:0.76 208:0.54 212:0.36 216:0.74 219:0.87 220:0.62 222:0.60 227:1.00 229:0.98 231:0.98 235:0.12 241:0.47 242:0.57 243:0.23 244:0.61 245:0.80 246:1.00 247:0.67 248:0.84 253:0.67 255:0.79 256:0.82 257:0.65 259:0.21 260:0.85 262:0.93 265:0.36 266:0.94 267:0.28 268:0.83 271:0.49 276:0.78 277:0.69 281:0.89 282:0.71 284:0.93 285:0.62 287:1.00 290:0.85 292:0.95 300:0.98\n1 9:0.80 11:0.42 12:0.06 17:0.05 18:0.62 21:0.30 25:0.88 27:0.64 29:0.91 30:0.30 31:0.92 34:0.80 36:0.31 37:0.82 39:0.34 43:0.16 55:0.52 66:0.74 69:0.76 70:0.48 71:0.64 74:0.37 79:0.97 81:0.35 83:0.91 86:0.67 91:0.90 96:0.98 98:0.66 104:0.75 108:0.60 114:0.59 117:0.86 120:0.94 122:0.77 123:0.57 124:0.39 126:0.26 127:0.47 129:0.05 131:0.99 133:0.37 135:0.34 137:0.92 138:0.99 139:0.65 140:0.94 144:0.57 145:0.38 146:0.54 147:0.05 149:0.16 150:0.31 151:0.90 153:0.90 154:0.46 155:0.67 157:0.61 158:0.71 159:0.32 162:0.71 164:0.90 166:0.89 172:0.51 173:0.89 176:0.55 177:0.05 179:0.77 182:0.95 187:0.95 190:0.77 192:0.87 196:0.88 202:0.93 208:0.64 212:0.87 216:0.66 220:0.87 222:0.60 227:1.00 229:0.97 231:0.98 232:0.99 235:0.31 241:0.68 242:0.55 243:0.15 244:0.61 245:0.49 246:0.61 247:0.60 248:0.95 253:0.86 254:0.80 255:0.95 256:0.95 257:0.84 259:0.21 260:0.92 265:0.66 266:0.23 267:0.88 268:0.95 271:0.49 276:0.39 284:0.94 285:0.62 287:1.00 290:0.59 300:0.33\n1 7:0.66 8:0.93 9:0.80 12:0.06 17:0.01 21:0.13 25:0.88 27:0.28 29:0.91 30:0.15 31:0.97 32:0.64 34:0.24 36:0.25 37:0.55 39:0.34 43:0.16 55:0.59 66:0.89 69:0.42 70:0.70 71:0.64 74:0.27 79:0.99 81:0.40 83:0.91 91:0.99 96:0.97 98:0.97 104:0.58 108:0.32 120:1.00 123:0.31 126:0.26 127:0.78 129:0.05 131:0.99 135:0.24 137:0.97 138:1.00 140:1.00 144:0.57 145:0.38 146:0.87 147:0.89 149:0.29 150:0.34 151:0.90 153:1.00 154:0.44 155:0.67 157:0.61 159:0.44 162:0.72 164:1.00 166:0.61 172:0.68 173:0.48 175:0.75 177:0.38 179:0.67 182:0.72 190:0.77 191:0.96 192:0.87 195:0.62 202:1.00 208:0.64 212:0.48 215:0.61 216:0.92 222:0.60 227:1.00 229:0.86 230:0.69 231:0.97 233:0.73 235:0.12 241:0.93 242:0.79 243:0.89 244:0.61 246:0.61 247:0.39 248:0.97 253:0.84 254:0.96 255:0.95 256:1.00 257:0.65 259:0.21 260:1.00 265:0.97 266:0.54 267:0.73 268:1.00 271:0.49 276:0.57 277:0.69 283:0.82 284:0.95 285:0.62 287:0.88 297:0.36 300:0.43\n1 1:0.69 8:0.88 9:0.80 11:0.75 12:0.06 17:0.67 18:0.92 20:0.92 21:0.05 22:0.93 25:0.88 27:0.54 29:0.91 30:0.20 31:0.98 34:0.53 36:0.96 37:0.67 39:0.34 41:0.88 43:0.22 44:0.85 45:0.66 47:0.93 48:0.97 55:0.71 64:0.77 66:0.11 69:0.54 70:0.96 71:0.64 74:0.44 77:0.70 78:0.89 79:0.99 81:0.79 83:0.91 86:0.75 91:0.57 96:0.92 98:0.34 99:0.83 100:0.95 101:0.52 104:0.74 108:0.91 111:0.92 114:0.85 120:0.92 122:0.86 123:0.91 124:0.92 126:0.44 127:0.85 129:0.95 131:0.99 133:0.91 135:0.95 137:0.98 138:0.98 139:0.72 140:0.95 144:0.57 145:0.58 146:0.39 147:0.45 149:0.29 150:0.76 151:0.87 152:0.94 153:0.82 154:0.54 155:0.67 157:0.78 159:0.88 162:0.79 164:0.82 165:0.70 166:0.99 169:0.92 172:0.45 173:0.24 175:0.75 176:0.66 177:0.38 179:0.38 182:0.96 186:0.89 187:0.39 191:0.80 192:0.87 195:0.97 196:0.94 201:0.68 202:0.84 208:0.64 212:0.36 216:0.74 219:0.87 220:0.62 222:0.60 227:1.00 229:0.98 231:0.98 235:0.12 241:0.54 242:0.57 243:0.23 244:0.61 245:0.80 246:1.00 247:0.67 248:0.89 253:0.88 255:0.95 256:0.88 257:0.65 259:0.21 260:0.89 261:0.93 262:0.93 265:0.36 266:0.94 267:0.36 268:0.88 271:0.49 276:0.78 277:0.69 281:0.89 282:0.71 284:0.97 285:0.62 287:1.00 290:0.85 292:0.95 300:0.98\n1 1:0.69 8:0.95 9:0.80 11:0.42 12:0.06 17:0.04 18:0.80 21:0.40 25:0.88 27:0.64 29:0.91 30:0.21 31:0.93 34:0.69 36:0.21 37:0.82 39:0.34 43:0.16 44:0.85 48:0.98 55:0.52 64:0.77 66:0.11 69:0.88 70:0.82 71:0.64 74:0.35 79:0.98 81:0.41 83:0.60 86:0.66 91:0.84 96:0.91 98:0.48 104:0.75 108:0.76 114:0.58 120:0.91 122:0.77 123:0.30 124:0.64 126:0.44 127:0.54 129:0.05 131:0.99 133:0.60 135:0.49 137:0.93 139:0.65 140:0.87 144:0.57 145:0.40 146:0.44 147:0.58 149:0.18 150:0.52 151:0.81 153:0.72 154:0.26 155:0.67 157:0.61 158:0.71 159:0.46 162:0.82 164:0.85 166:0.98 172:0.45 173:0.95 176:0.55 177:0.38 179:0.76 182:0.61 187:0.95 190:0.77 191:0.85 192:0.87 195:0.72 196:0.89 201:0.68 202:0.88 208:0.64 212:0.58 216:0.66 219:0.87 220:0.96 222:0.60 227:1.00 229:0.61 231:0.98 235:0.52 241:0.69 242:0.22 243:0.31 244:0.61 245:0.56 246:0.61 247:0.74 248:0.90 253:0.63 254:0.80 255:0.95 256:0.92 257:0.65 259:0.21 260:0.88 265:0.42 266:0.54 267:0.36 268:0.92 271:0.49 276:0.44 277:0.69 279:0.82 281:0.91 284:0.95 285:0.62 287:0.61 290:0.58 292:0.95 300:0.55\n1 1:0.69 8:0.95 9:0.80 11:0.42 12:0.06 17:0.04 18:0.80 21:0.40 25:0.88 27:0.64 29:0.91 30:0.21 31:0.92 34:0.69 36:0.21 37:0.82 39:0.34 43:0.16 44:0.85 48:0.98 55:0.52 64:0.77 66:0.11 69:0.88 70:0.82 71:0.64 74:0.34 79:0.97 81:0.41 83:0.60 86:0.66 91:0.84 96:0.86 98:0.48 104:0.75 108:0.76 114:0.58 120:0.84 122:0.77 123:0.30 124:0.64 126:0.44 127:0.54 129:0.05 131:0.99 133:0.60 135:0.49 137:0.92 138:0.96 139:0.65 140:0.80 144:0.57 145:0.40 146:0.44 147:0.58 149:0.18 150:0.52 151:0.84 153:0.72 154:0.26 155:0.67 157:0.61 159:0.46 162:0.76 164:0.81 166:0.98 172:0.45 173:0.95 176:0.55 177:0.38 179:0.76 182:0.96 187:0.87 190:0.77 191:0.77 192:0.87 195:0.72 196:0.89 201:0.68 202:0.85 208:0.64 212:0.58 216:0.66 219:0.87 220:0.62 222:0.60 227:1.00 229:0.98 231:0.98 235:0.52 241:0.73 242:0.22 243:0.31 244:0.61 245:0.56 246:0.61 247:0.74 248:0.79 253:0.56 254:0.80 255:0.95 256:0.89 257:0.65 259:0.21 260:0.78 265:0.42 266:0.54 267:0.23 268:0.89 271:0.49 276:0.44 277:0.69 281:0.91 284:0.94 285:0.62 287:1.00 290:0.58 292:0.95 300:0.55\n1 7:0.66 8:0.95 9:0.80 11:0.42 12:0.06 17:0.32 18:0.63 21:0.30 25:0.88 27:0.64 29:0.91 30:0.21 31:0.88 34:0.59 36:0.38 37:0.82 39:0.34 43:0.16 55:0.45 66:0.69 69:0.72 70:0.50 71:0.64 74:0.37 79:0.90 81:0.35 83:0.60 86:0.67 91:0.86 96:0.96 98:0.62 104:0.75 108:0.55 114:0.59 120:0.91 122:0.77 123:0.53 124:0.41 126:0.26 127:0.37 129:0.05 131:0.99 133:0.39 135:0.60 137:0.88 138:0.97 139:0.65 140:0.95 144:0.57 145:0.39 146:0.47 147:0.05 149:0.17 150:0.31 151:0.84 153:0.91 154:0.48 155:0.67 157:0.61 159:0.26 162:0.65 164:0.82 166:0.89 172:0.41 173:0.88 175:0.75 176:0.55 177:0.05 179:0.82 182:0.61 187:0.87 190:0.77 191:0.92 192:0.87 196:0.88 202:0.89 208:0.64 212:0.55 216:0.66 222:0.60 227:1.00 229:0.61 230:0.69 231:0.98 232:0.95 233:0.73 235:0.31 241:0.74 242:0.72 243:0.18 244:0.61 245:0.46 246:0.61 247:0.39 248:0.87 253:0.78 254:0.80 255:0.79 256:0.91 257:0.84 259:0.21 260:0.87 265:0.63 266:0.27 267:0.44 268:0.91 271:0.49 276:0.33 277:0.69 284:0.90 285:0.62 287:0.61 290:0.59 300:0.33\n2 6:0.95 8:0.93 9:0.80 12:0.06 17:0.01 20:0.83 21:0.13 27:0.10 29:0.91 30:0.76 31:0.98 34:0.93 36:0.44 37:0.97 39:0.34 41:0.82 43:0.12 44:0.85 48:0.99 55:0.59 66:0.64 69:0.76 70:0.15 71:0.64 74:0.30 76:0.94 77:0.70 78:0.91 79:0.99 81:0.49 83:0.91 87:0.98 91:0.93 96:1.00 98:0.44 100:0.98 108:0.59 111:0.96 114:0.63 120:0.91 122:0.77 123:0.56 126:0.26 127:0.14 129:0.05 131:0.99 135:0.44 137:0.98 138:0.99 139:0.59 140:0.99 144:0.57 145:0.65 146:0.32 147:0.38 149:0.10 150:0.38 151:0.87 152:0.95 153:0.99 154:0.09 155:0.67 157:0.61 158:0.72 159:0.13 162:0.74 163:0.97 164:0.86 166:0.89 169:0.97 172:0.16 173:0.95 175:0.91 176:0.55 177:0.05 179:0.81 182:0.96 186:0.91 187:0.39 191:0.90 192:0.87 195:0.58 196:0.87 202:0.96 208:0.64 212:0.95 216:0.82 219:0.87 222:0.60 227:1.00 229:0.98 231:0.98 232:0.72 235:0.12 241:0.85 242:0.82 243:0.69 244:0.83 246:0.61 247:0.12 248:0.87 253:0.95 255:0.95 256:0.97 257:0.84 259:0.21 260:0.89 261:0.97 265:0.46 266:0.12 267:0.65 268:0.97 271:0.49 276:0.19 277:0.87 279:0.82 281:0.91 282:0.71 284:0.98 285:0.62 287:1.00 290:0.63 292:0.95 300:0.13\n1 1:0.74 11:0.64 12:0.06 17:0.51 18:0.82 21:0.22 27:0.45 29:0.91 30:0.76 32:0.64 34:0.67 36:0.22 37:0.50 39:0.34 43:0.82 60:0.87 64:0.77 66:0.31 69:0.69 70:0.41 71:0.64 74:0.62 81:0.72 83:0.91 85:0.72 86:0.83 91:0.11 98:0.29 101:0.87 108:0.52 114:0.71 122:0.83 123:0.75 124:0.60 126:0.54 127:0.31 129:0.05 131:0.61 133:0.43 135:0.24 139:0.85 144:0.57 145:0.47 146:0.26 147:0.32 149:0.79 150:0.83 154:0.77 155:0.67 157:0.82 158:0.91 159:0.40 165:0.93 166:0.99 172:0.41 173:0.71 176:0.73 177:0.70 178:0.55 179:0.60 182:0.96 187:0.68 192:0.87 195:0.70 201:0.93 208:0.64 212:0.81 215:0.51 216:0.77 219:0.95 222:0.60 227:0.61 229:0.61 231:0.98 235:0.42 241:0.12 242:0.18 243:0.51 245:0.71 246:1.00 247:0.82 253:0.52 259:0.21 265:0.21 266:0.38 267:0.59 271:0.49 276:0.30 277:0.69 279:0.86 283:0.78 287:0.61 290:0.71 292:0.91 297:0.36 300:0.43\n1 1:0.69 7:0.72 8:0.82 9:0.80 12:0.06 17:0.34 18:0.63 20:0.85 21:0.22 25:0.88 27:0.28 29:0.91 30:0.42 31:0.97 32:0.69 34:0.67 36:0.94 37:0.55 39:0.34 41:0.82 43:0.13 55:0.59 66:0.93 69:0.44 70:0.59 71:0.64 74:0.36 76:0.85 77:0.70 78:0.85 79:0.99 81:0.55 83:0.91 86:0.58 91:0.66 96:0.94 97:0.89 98:0.90 100:0.91 104:0.58 106:0.81 108:0.34 111:0.86 114:0.62 120:0.95 122:0.51 123:0.32 126:0.44 127:0.47 129:0.05 131:0.99 135:0.47 137:0.97 139:0.58 140:0.99 144:0.57 145:0.40 146:0.79 147:0.83 149:0.20 150:0.57 151:0.82 152:0.81 153:0.90 154:0.59 155:0.67 157:0.61 158:0.72 159:0.35 162:0.80 164:0.91 166:0.89 169:0.88 172:0.82 173:0.53 176:0.55 177:0.70 179:0.40 182:0.95 186:0.85 187:0.87 191:0.75 192:0.87 195:0.60 196:0.87 201:0.68 202:0.89 204:0.85 206:0.81 208:0.64 212:0.86 215:0.51 216:0.92 219:0.87 222:0.60 227:1.00 229:0.98 230:0.74 231:0.98 233:0.73 235:0.31 241:0.63 242:0.30 243:0.94 244:0.61 246:0.61 247:0.79 248:0.74 253:0.80 254:0.74 255:0.95 256:0.92 259:0.21 260:0.94 261:0.86 265:0.90 266:0.27 267:0.44 268:0.93 271:0.49 276:0.73 279:0.82 282:0.71 283:0.82 284:0.96 285:0.62 287:1.00 290:0.62 292:0.95 297:0.36 300:0.43\n3 1:0.74 6:0.92 8:0.84 9:0.80 11:0.64 12:0.37 17:0.51 20:0.83 21:0.74 28:0.76 30:0.17 32:0.80 34:0.55 36:0.24 37:0.97 39:0.27 41:0.96 43:0.80 55:0.71 66:0.07 69:0.74 70:0.83 74:0.89 77:0.70 78:0.86 81:0.55 83:0.81 85:0.97 91:0.58 96:0.91 98:0.41 100:0.86 101:0.80 104:0.80 108:0.92 111:0.85 114:0.67 120:0.86 123:0.95 124:0.94 126:0.54 127:0.78 129:0.95 131:1.00 133:0.94 135:0.77 140:0.80 144:0.57 145:0.63 146:0.65 147:0.70 149:0.95 150:0.68 151:0.93 152:0.79 153:0.78 154:0.74 155:0.67 157:0.96 159:0.92 161:0.76 162:0.71 164:0.86 165:0.65 166:0.99 167:0.65 169:0.84 172:0.65 173:0.39 176:0.73 177:0.38 178:0.42 179:0.22 181:0.67 182:0.93 186:0.86 187:0.21 189:0.93 191:0.75 192:0.59 195:0.98 201:0.74 202:0.80 208:0.64 212:0.39 215:0.46 216:0.98 222:0.60 227:1.00 229:0.96 231:0.99 232:0.85 235:0.95 238:0.87 241:0.50 242:0.57 243:0.28 245:0.89 246:1.00 247:0.47 248:0.91 253:0.93 255:0.79 256:0.83 259:0.21 260:0.86 261:0.83 265:0.27 266:0.91 267:0.88 268:0.83 271:0.26 276:0.90 277:0.69 282:0.88 285:0.62 287:1.00 290:0.67 297:0.36 299:0.88 300:0.84\n2 1:0.74 8:0.77 11:0.64 12:0.37 17:0.26 27:0.13 28:0.76 30:0.76 34:0.87 36:0.36 37:0.68 39:0.27 43:0.77 66:0.64 69:0.79 70:0.15 74:0.41 81:0.99 83:0.80 85:0.72 91:0.51 98:0.28 101:0.75 104:0.58 108:0.62 114:0.98 120:0.65 122:0.41 123:0.60 126:0.54 127:0.11 129:0.05 131:0.95 135:0.23 140:0.80 144:0.57 146:0.24 147:0.30 149:0.44 150:1.00 151:0.61 153:0.48 154:0.69 155:0.67 157:0.80 159:0.11 161:0.76 162:0.50 163:0.97 164:0.55 165:0.92 166:0.99 167:0.75 172:0.16 173:0.98 176:0.73 177:0.38 178:0.42 179:0.52 181:0.67 182:0.92 187:0.21 190:0.77 191:0.70 192:0.59 201:0.74 202:0.63 212:0.95 215:0.96 216:0.39 220:0.62 222:0.60 227:1.00 229:0.61 231:0.99 232:0.77 235:0.05 241:0.69 242:0.82 243:0.69 246:1.00 247:0.12 248:0.59 253:0.73 256:0.45 259:0.21 260:0.65 265:0.30 266:0.12 267:0.89 268:0.46 271:0.26 276:0.14 285:0.50 287:0.61 290:0.98 297:0.36 300:0.13\n2 1:0.74 6:0.96 7:0.81 8:0.91 9:0.80 11:0.64 12:0.37 17:0.26 20:0.98 21:0.30 27:0.21 28:0.76 30:0.26 34:0.66 36:0.50 37:0.74 39:0.27 41:0.98 43:0.98 60:0.99 66:0.23 69:0.12 70:0.89 74:0.95 78:0.93 81:0.87 83:0.90 85:0.97 91:0.77 96:0.98 98:0.59 100:0.96 101:0.81 104:0.84 106:0.81 108:0.95 111:0.94 114:0.86 117:0.86 120:0.96 121:0.90 122:0.57 123:0.60 124:0.77 126:0.54 127:0.60 129:0.81 131:1.00 133:0.76 135:0.17 140:0.45 144:0.57 146:0.45 147:0.52 149:0.89 150:0.92 151:0.99 152:0.91 153:0.94 154:0.98 155:0.67 157:0.96 158:0.92 159:0.88 161:0.76 162:0.71 164:0.92 165:0.84 166:0.99 167:0.63 169:0.95 172:0.80 173:0.08 176:0.73 177:0.38 179:0.25 181:0.67 182:0.93 186:0.93 187:0.39 189:0.97 191:0.76 192:0.59 201:0.74 202:0.88 204:0.89 206:0.81 208:0.64 212:0.55 215:0.72 216:0.95 220:0.62 222:0.60 227:1.00 229:0.96 230:0.87 231:0.99 232:0.89 233:0.76 235:0.42 238:0.94 241:0.46 242:0.37 243:0.19 245:0.92 246:1.00 247:0.60 248:0.98 253:0.99 255:0.79 256:0.89 259:0.21 260:0.96 261:0.95 265:0.33 266:0.89 267:0.23 268:0.90 271:0.26 276:0.84 279:0.86 283:0.82 285:0.62 287:1.00 290:0.86 297:0.36 300:0.94\n3 1:0.74 6:0.93 8:0.73 9:0.80 11:0.64 12:0.37 17:0.26 20:0.85 27:0.13 28:0.76 30:0.54 34:0.52 36:0.23 37:0.68 39:0.27 41:0.82 43:0.79 66:0.97 69:0.76 70:0.48 74:0.91 78:0.84 81:0.99 83:0.81 85:0.98 91:0.46 96:0.84 98:0.91 100:0.83 101:0.86 104:0.58 108:0.59 111:0.82 114:0.98 120:0.75 122:0.43 123:0.56 126:0.54 127:0.50 129:0.05 131:0.99 135:0.51 140:0.45 144:0.57 146:0.94 147:0.95 149:0.96 150:1.00 151:0.93 152:0.97 153:0.77 154:0.72 155:0.67 157:0.97 159:0.58 161:0.76 162:0.68 164:0.64 165:0.92 166:0.99 167:0.68 169:0.96 172:0.92 173:0.72 176:0.73 177:0.38 179:0.24 181:0.67 182:0.93 186:0.84 187:0.21 189:0.86 192:0.59 201:0.74 202:0.54 208:0.64 212:0.85 215:0.96 216:0.39 222:0.60 227:1.00 229:0.96 231:0.99 232:0.77 235:0.05 238:0.84 241:0.57 242:0.51 243:0.97 246:1.00 247:0.47 248:0.82 253:0.89 255:0.79 256:0.45 259:0.21 260:0.75 261:0.97 265:0.91 266:0.38 267:0.52 268:0.57 271:0.26 276:0.86 285:0.62 287:1.00 290:0.98 297:0.36 300:0.55\n1 11:0.64 12:0.37 17:0.24 21:0.78 27:0.45 28:0.76 30:0.71 32:0.80 34:0.80 36:0.18 37:0.50 39:0.27 43:0.81 66:0.24 69:0.71 70:0.40 74:0.69 77:0.70 85:0.88 91:0.09 98:0.20 101:0.76 108:0.83 122:0.43 123:0.82 124:0.81 127:0.23 129:0.89 131:0.61 133:0.78 135:0.77 144:0.57 145:0.49 146:0.13 147:0.18 149:0.74 154:0.76 157:0.90 159:0.52 161:0.76 163:0.81 166:0.61 167:0.60 172:0.21 173:0.58 177:0.38 178:0.55 179:0.65 181:0.67 182:0.82 187:0.68 195:0.87 212:0.50 216:0.77 222:0.60 227:0.61 229:0.61 231:0.96 235:0.80 241:0.35 242:0.63 243:0.28 245:0.50 246:0.61 247:0.35 253:0.52 259:0.21 265:0.22 266:0.38 267:0.28 271:0.26 276:0.34 282:0.88 287:0.61 299:0.88 300:0.33\n2 1:0.74 6:0.93 8:0.64 9:0.80 12:0.37 17:0.09 20:0.88 27:0.13 28:0.76 30:0.95 34:0.68 36:0.23 37:0.68 39:0.27 41:0.88 43:0.35 55:0.71 66:0.54 69:0.54 78:0.85 81:0.99 83:0.81 91:0.80 96:0.87 98:0.55 100:0.84 104:0.58 108:0.42 111:0.84 114:0.98 120:0.78 123:0.40 126:0.54 127:0.16 129:0.05 131:1.00 135:0.39 140:0.80 144:0.57 146:0.28 147:0.35 149:0.21 150:1.00 151:0.87 152:0.97 153:0.48 154:0.26 155:0.67 157:0.61 159:0.12 161:0.76 162:0.56 164:0.67 165:0.92 166:0.99 167:0.77 169:0.96 172:0.10 173:0.88 175:0.75 176:0.73 177:0.05 178:0.42 179:0.97 181:0.67 182:0.93 186:0.86 187:0.21 189:0.85 192:0.59 201:0.74 202:0.63 208:0.64 215:0.96 216:0.39 222:0.60 227:1.00 229:0.96 231:0.99 232:0.77 235:0.05 238:0.84 241:0.71 243:0.63 244:0.61 246:1.00 248:0.86 253:0.85 255:0.79 256:0.58 257:0.65 259:0.21 260:0.79 261:0.97 265:0.56 267:0.44 268:0.59 271:0.26 277:0.69 285:0.62 287:1.00 290:0.98 297:0.36 300:0.08\n2 1:0.74 6:0.91 7:0.81 8:0.84 9:0.80 11:0.64 12:0.37 17:0.20 20:0.97 21:0.77 25:0.88 27:0.38 28:0.76 30:0.21 32:0.80 34:0.24 36:0.45 37:0.73 39:0.27 41:0.96 43:0.82 55:0.71 66:0.36 69:0.42 70:0.62 74:0.69 76:0.85 77:0.70 78:0.90 81:0.47 83:0.81 85:0.80 91:0.77 96:0.93 98:0.63 100:0.92 101:0.73 104:0.58 108:0.32 111:0.90 114:0.63 120:0.93 121:0.97 123:0.31 124:0.83 126:0.54 127:0.96 129:0.81 131:1.00 133:0.83 135:0.42 140:0.87 144:0.57 145:0.80 146:0.84 147:0.87 149:0.72 150:0.63 151:0.96 152:0.90 153:0.85 154:0.77 155:0.67 157:0.84 159:0.75 161:0.76 162:0.72 163:0.86 164:0.91 165:0.63 166:0.99 167:0.89 169:0.90 172:0.51 173:0.28 176:0.73 177:0.38 179:0.66 181:0.67 182:0.93 186:0.90 189:0.92 191:0.87 192:0.59 195:0.88 201:0.74 202:0.87 204:0.89 208:0.64 212:0.18 215:0.43 216:0.26 220:0.74 222:0.60 227:1.00 229:0.96 230:0.87 231:0.99 233:0.76 235:0.99 238:0.91 241:0.83 242:0.74 243:0.51 245:0.65 246:1.00 247:0.47 248:0.92 253:0.92 255:0.79 256:0.89 259:0.21 260:0.93 261:0.92 265:0.64 266:0.87 267:0.44 268:0.90 271:0.26 276:0.60 282:0.88 283:0.71 285:0.62 287:1.00 290:0.63 297:0.36 299:0.88 300:0.43\n1 11:0.64 12:0.37 17:0.18 21:0.78 27:0.45 28:0.76 30:0.84 34:0.92 36:0.18 37:0.50 39:0.27 43:0.73 66:0.48 69:0.87 70:0.39 74:0.89 85:0.98 91:0.09 98:0.33 101:0.85 108:0.74 122:0.43 123:0.72 124:0.67 127:0.24 129:0.81 131:0.61 133:0.67 135:0.84 144:0.57 145:0.50 146:0.57 147:0.63 149:0.95 154:0.62 157:0.97 159:0.54 161:0.76 166:0.61 167:0.56 172:0.75 173:0.80 177:0.38 178:0.55 179:0.22 181:0.67 182:0.90 187:0.68 212:0.87 216:0.77 222:0.60 227:0.61 229:0.61 231:0.98 235:0.80 241:0.18 242:0.63 243:0.60 245:0.86 246:0.61 247:0.30 253:0.63 259:0.21 265:0.36 266:0.47 267:0.19 271:0.26 276:0.74 287:0.61 300:0.43\n3 1:0.74 6:0.94 8:0.83 9:0.80 11:0.64 12:0.37 20:0.76 27:0.14 28:0.76 30:0.76 34:0.75 36:0.19 37:0.67 39:0.27 41:0.98 43:0.86 60:0.87 66:0.11 69:0.59 70:0.43 74:0.74 78:0.90 81:0.99 83:0.90 85:0.91 91:0.78 96:0.98 98:0.24 100:0.92 101:0.78 108:0.90 111:0.89 114:0.98 120:0.96 122:0.43 123:0.62 124:0.73 126:0.54 127:0.59 129:0.81 131:1.00 133:0.67 135:0.70 140:0.45 144:0.57 145:0.56 146:0.29 147:0.36 149:0.81 150:1.00 151:0.99 152:0.91 153:0.94 154:0.83 155:0.67 157:0.93 158:0.92 159:0.75 161:0.76 162:0.72 164:0.92 165:0.92 166:0.99 167:0.62 169:0.91 172:0.32 173:0.42 176:0.73 177:0.38 179:0.77 181:0.67 182:0.93 186:0.91 187:0.39 191:0.70 192:0.59 201:0.74 202:0.88 208:0.64 212:0.22 215:0.96 216:0.93 220:0.62 222:0.60 227:1.00 229:0.96 231:0.99 235:0.05 238:0.89 241:0.41 242:0.61 243:0.37 245:0.60 246:1.00 247:0.39 248:0.98 253:0.98 255:0.79 256:0.89 259:0.21 260:0.96 261:0.92 265:0.26 266:0.71 267:0.23 268:0.90 271:0.26 276:0.32 279:0.86 283:0.82 285:0.62 287:1.00 290:0.98 297:0.36 300:0.43\n2 1:0.74 6:0.94 8:0.88 9:0.80 11:0.64 12:0.37 17:0.01 20:0.97 27:0.14 28:0.76 30:0.86 34:0.83 36:0.18 37:0.67 39:0.27 41:0.98 43:0.86 60:0.97 66:0.33 69:0.57 70:0.32 74:0.75 78:0.90 81:0.99 83:0.90 85:0.91 91:0.54 96:0.98 98:0.25 100:0.93 101:0.78 108:0.90 111:0.90 114:0.98 120:0.96 122:0.43 123:0.90 124:0.71 126:0.54 127:0.57 129:0.81 131:1.00 133:0.67 135:0.65 140:0.45 144:0.57 145:0.56 146:0.22 147:0.28 149:0.81 150:1.00 151:0.99 152:0.91 153:0.94 154:0.84 155:0.67 157:0.93 158:0.92 159:0.74 161:0.76 162:0.70 164:0.93 165:0.92 166:0.99 167:0.63 169:0.91 172:0.32 173:0.40 176:0.73 177:0.38 179:0.79 181:0.67 182:0.93 186:0.90 187:0.39 189:0.95 192:0.59 201:0.74 202:0.88 208:0.64 212:0.23 215:0.96 216:0.93 220:0.62 222:0.60 227:1.00 229:0.96 231:0.99 235:0.05 238:0.91 241:0.44 242:0.63 243:0.39 245:0.58 246:1.00 247:0.30 248:0.98 253:0.98 255:0.79 256:0.90 259:0.21 260:0.96 261:0.92 265:0.27 266:0.54 267:0.19 268:0.91 271:0.26 276:0.26 279:0.86 283:0.82 285:0.62 287:1.00 290:0.98 297:0.36 300:0.33\n4 1:0.74 6:0.93 8:0.88 9:0.80 11:0.64 12:0.37 20:0.98 27:0.13 28:0.76 30:0.41 34:0.53 36:0.40 37:0.68 39:0.27 41:0.99 43:0.80 55:0.92 60:0.95 66:0.49 69:0.48 70:0.60 74:0.61 78:0.97 81:0.99 83:0.90 85:0.80 91:0.92 96:0.99 98:0.65 100:0.98 101:0.75 104:0.58 108:0.37 111:0.98 114:0.98 120:0.97 123:0.36 124:0.78 126:0.54 127:0.83 129:0.05 131:1.00 133:0.82 135:0.66 138:0.99 140:0.45 144:0.57 146:0.76 147:0.79 149:0.70 150:1.00 151:0.99 152:0.97 153:0.97 154:0.74 155:0.67 157:0.85 158:0.92 159:0.61 161:0.76 162:0.66 163:0.81 164:0.95 165:0.92 166:0.99 167:0.91 169:0.96 172:0.45 173:0.43 176:0.73 177:0.38 179:0.78 181:0.67 182:0.93 186:0.97 189:0.95 191:0.87 192:0.59 201:0.74 202:0.92 208:0.64 212:0.19 215:0.96 216:0.39 222:0.60 227:1.00 229:0.96 231:0.99 232:0.77 235:0.05 238:0.96 241:0.91 242:0.63 243:0.60 245:0.52 246:1.00 247:0.39 248:0.99 253:0.98 255:0.79 256:0.94 259:0.21 260:0.97 261:0.97 265:0.66 266:0.71 267:0.88 268:0.94 271:0.26 276:0.49 279:0.86 283:0.82 285:0.62 287:1.00 290:0.98 297:0.36 300:0.43\n2 1:0.74 6:0.91 7:0.81 8:0.81 9:0.80 11:0.64 12:0.37 17:0.26 20:0.90 21:0.13 27:0.13 28:0.76 30:0.76 32:0.80 34:0.86 36:0.36 37:0.79 39:0.27 41:0.93 43:0.81 60:0.87 66:0.86 69:0.70 70:0.29 74:0.88 77:0.70 78:0.80 81:0.94 83:0.87 85:0.93 91:0.42 96:0.91 98:0.69 100:0.83 101:0.84 108:0.53 111:0.79 114:0.92 120:0.84 121:0.90 122:0.57 123:0.51 126:0.54 127:0.21 129:0.05 131:1.00 135:0.76 140:0.45 144:0.57 145:0.54 146:0.62 147:0.67 149:0.88 150:0.97 151:0.93 152:0.85 153:0.78 154:0.76 155:0.67 157:0.95 158:0.92 159:0.23 161:0.76 162:0.84 164:0.78 165:0.88 166:0.99 167:0.63 169:0.80 172:0.61 173:0.80 176:0.73 177:0.38 179:0.45 181:0.67 182:0.93 186:0.80 187:0.68 189:0.93 192:0.59 195:0.61 201:0.74 202:0.66 204:0.89 208:0.64 212:0.69 215:0.84 216:0.83 222:0.60 227:1.00 229:0.96 230:0.87 231:0.99 233:0.76 235:0.22 238:0.87 241:0.44 242:0.61 243:0.87 246:1.00 247:0.39 248:0.90 253:0.93 255:0.79 256:0.71 259:0.21 260:0.85 261:0.83 265:0.70 266:0.38 267:0.59 268:0.73 271:0.26 276:0.49 279:0.86 282:0.88 283:0.82 285:0.62 287:1.00 290:0.92 297:0.36 299:0.88 300:0.25\n0 1:0.74 7:0.66 11:0.87 12:0.79 17:0.76 18:0.87 21:0.54 27:1.00 29:0.77 30:0.66 32:0.80 34:0.75 36:0.68 37:0.29 39:0.40 43:0.96 44:0.93 45:0.83 46:0.96 64:0.77 66:0.52 69:0.27 70:0.49 71:0.77 74:0.85 77:0.96 81:0.55 83:0.91 85:0.80 86:0.94 91:0.18 97:0.89 98:0.36 99:0.83 101:0.97 107:0.95 108:0.65 110:0.96 114:0.59 123:0.63 124:0.65 125:0.88 126:0.54 127:0.44 129:0.59 131:0.61 133:0.66 135:0.68 139:0.96 144:0.76 145:0.77 146:0.24 147:0.30 149:0.84 150:0.74 154:0.96 155:0.67 157:0.90 158:0.79 159:0.30 160:0.88 165:1.00 166:0.90 172:0.61 173:0.42 176:0.73 177:0.70 178:0.55 179:0.52 182:0.85 187:0.39 192:0.87 195:0.61 201:0.93 204:0.85 208:0.64 212:0.85 215:0.39 216:0.23 219:0.92 222:0.90 227:0.61 229:0.61 230:0.69 231:0.84 233:0.76 235:0.84 241:0.39 242:0.24 243:0.34 245:0.73 246:0.97 247:0.67 253:0.47 259:0.21 265:0.38 266:0.38 267:0.52 271:0.79 276:0.55 279:0.82 281:0.91 282:0.88 287:0.61 289:0.95 290:0.59 292:0.95 297:0.36 299:0.99 300:0.43\n1 1:0.74 11:0.81 12:0.79 17:0.49 18:0.94 21:0.54 27:0.26 29:0.77 30:0.38 32:0.79 34:0.30 36:0.62 37:0.49 39:0.40 43:0.66 44:0.93 45:0.87 46:0.88 48:0.91 55:0.52 64:0.77 66:0.93 69:0.25 70:0.52 71:0.77 74:0.86 77:0.70 81:0.47 83:0.60 86:0.96 91:0.42 97:0.89 98:0.88 99:0.83 101:0.52 107:0.96 108:0.20 110:0.96 114:0.59 122:0.85 123:0.19 125:0.88 126:0.54 127:0.42 129:0.05 131:0.61 135:0.88 139:0.97 144:0.76 145:0.86 146:0.73 147:0.78 149:0.51 150:0.67 154:0.85 155:0.67 157:0.90 158:0.78 159:0.30 160:0.88 165:0.70 166:0.90 172:0.81 173:0.41 176:0.73 177:0.70 178:0.55 179:0.40 182:0.84 187:0.68 192:0.87 195:0.58 201:0.93 204:0.85 208:0.64 212:0.93 215:0.39 216:0.35 219:0.92 222:0.90 227:0.61 228:0.99 229:0.61 231:0.84 235:0.74 241:0.35 242:0.16 243:0.93 246:0.97 247:0.88 253:0.48 254:0.80 259:0.21 265:0.88 266:0.23 267:0.23 271:0.79 276:0.71 279:0.82 281:0.89 282:0.87 287:0.61 289:0.95 290:0.59 292:0.91 297:0.36 300:0.43\n0 11:0.81 12:0.79 17:0.59 18:0.79 21:0.74 27:0.45 29:0.77 30:0.21 32:0.69 34:0.71 36:0.18 37:0.50 39:0.40 43:0.08 44:0.85 45:0.66 46:0.88 55:0.45 64:0.77 66:0.47 69:0.72 70:0.89 71:0.77 74:0.41 81:0.29 86:0.74 91:0.17 98:0.36 101:0.52 107:0.92 108:0.55 110:0.93 123:0.52 124:0.56 125:0.88 126:0.44 127:0.33 129:0.05 131:0.61 133:0.37 135:0.51 139:0.72 144:0.76 145:0.52 146:0.44 147:0.51 149:0.10 150:0.23 154:0.71 157:0.77 159:0.43 160:0.88 166:0.76 172:0.41 173:0.72 177:0.70 178:0.55 179:0.67 182:0.72 187:0.68 192:0.51 195:0.72 201:0.68 212:0.58 215:0.36 216:0.77 222:0.90 227:0.61 229:0.61 231:0.72 235:0.95 241:0.15 242:0.38 243:0.59 245:0.66 246:0.61 247:0.60 253:0.32 254:0.80 259:0.21 265:0.38 266:0.54 267:0.82 271:0.79 276:0.32 287:0.61 289:0.91 297:0.36 300:0.70\n0 11:0.81 12:0.79 17:0.62 18:0.62 21:0.78 27:0.45 29:0.77 30:0.76 34:0.80 36:0.26 37:0.50 39:0.40 43:0.74 45:0.66 46:0.88 66:0.64 69:0.78 70:0.15 71:0.77 74:0.40 86:0.73 91:0.06 98:0.16 101:0.52 107:0.89 108:0.62 110:0.90 122:0.57 123:0.59 125:0.88 127:0.09 129:0.05 131:0.61 135:0.83 139:0.69 144:0.76 145:0.44 146:0.24 147:0.30 149:0.47 154:0.64 157:0.77 159:0.11 160:0.88 163:0.97 166:0.61 172:0.16 173:0.78 177:0.70 178:0.55 179:0.18 182:0.72 187:0.68 212:0.95 216:0.77 222:0.90 227:0.61 229:0.61 231:0.64 235:0.99 241:0.43 242:0.82 243:0.69 246:0.61 247:0.12 253:0.31 254:0.97 259:0.21 265:0.18 266:0.12 267:0.28 271:0.79 276:0.14 287:0.61 289:0.88 300:0.13\n2 1:0.74 7:0.66 11:0.87 12:0.79 17:0.78 18:0.84 21:0.64 27:1.00 29:0.77 30:0.54 32:0.80 34:0.68 36:0.38 37:0.29 39:0.40 43:0.95 44:0.93 45:0.77 46:0.97 64:0.77 66:0.90 69:0.32 70:0.67 71:0.77 74:0.84 77:0.96 81:0.47 83:0.91 85:0.80 86:0.93 91:0.18 97:0.89 98:0.90 101:0.97 107:0.95 108:0.25 110:0.96 114:0.57 123:0.24 125:0.88 126:0.54 127:0.47 129:0.05 131:0.61 135:0.56 139:0.95 144:0.76 145:0.85 146:0.70 147:0.74 149:0.83 150:0.71 154:0.95 155:0.67 157:0.89 158:0.79 159:0.27 160:0.88 165:0.93 166:0.90 172:0.71 173:0.50 176:0.73 177:0.70 178:0.55 179:0.57 182:0.84 187:0.39 192:0.87 195:0.59 201:0.93 204:0.85 208:0.64 212:0.80 215:0.38 216:0.23 219:0.92 222:0.90 227:0.61 229:0.61 230:0.69 231:0.84 233:0.73 235:0.88 241:0.30 242:0.27 243:0.90 246:0.97 247:0.74 253:0.46 259:0.21 265:0.90 266:0.38 267:0.19 271:0.79 276:0.56 279:0.82 281:0.91 282:0.88 287:0.61 289:0.94 290:0.57 292:0.95 297:0.36 299:0.99 300:0.55\n2 1:0.74 7:0.66 11:0.87 12:0.79 17:0.79 18:0.87 21:0.54 27:1.00 29:0.77 30:0.60 32:0.80 34:0.64 36:0.55 37:0.29 39:0.40 43:0.96 44:0.93 45:0.81 46:0.97 64:0.77 66:0.23 69:0.27 70:0.53 71:0.77 74:0.83 77:0.96 81:0.55 83:0.91 85:0.80 86:0.95 91:0.15 97:0.89 98:0.56 99:0.83 101:0.97 107:0.95 108:0.61 110:0.96 114:0.59 123:0.20 124:0.56 125:0.88 126:0.54 127:0.47 129:0.59 131:0.61 133:0.46 135:0.61 139:0.96 144:0.76 145:0.77 146:0.42 147:0.48 149:0.85 150:0.74 154:0.96 155:0.67 157:0.90 158:0.79 159:0.28 160:0.88 165:1.00 166:0.90 172:0.59 173:0.46 176:0.73 177:0.70 178:0.55 179:0.55 182:0.85 187:0.39 192:0.87 195:0.59 201:0.93 204:0.85 208:0.64 212:0.84 215:0.39 216:0.23 219:0.92 222:0.90 227:0.61 229:0.61 230:0.69 231:0.84 233:0.76 235:0.84 241:0.30 242:0.24 243:0.43 245:0.79 246:0.97 247:0.76 253:0.47 259:0.21 265:0.47 266:0.38 267:0.52 271:0.79 276:0.55 279:0.82 281:0.91 282:0.88 287:0.61 289:0.95 290:0.59 292:0.95 297:0.36 299:0.99 300:0.55\n2 1:0.74 7:0.81 8:0.74 11:0.81 12:0.79 17:0.47 18:0.88 20:0.89 21:0.47 22:0.93 27:0.21 29:0.77 30:0.28 34:0.66 36:0.49 37:0.74 39:0.40 43:0.63 45:0.83 46:0.88 47:0.93 64:0.77 66:0.89 69:0.21 70:0.74 71:0.77 74:0.80 78:0.92 81:0.50 83:0.60 86:0.92 91:0.25 97:0.94 98:0.77 99:0.83 100:0.96 101:0.52 104:0.99 106:0.81 107:0.95 108:0.17 110:0.95 111:0.93 114:0.60 117:0.86 122:0.80 123:0.16 125:0.88 126:0.54 127:0.26 129:0.05 131:0.61 135:0.17 139:0.94 144:0.76 146:0.68 147:0.73 149:0.49 150:0.68 152:0.99 154:0.94 155:0.67 157:0.88 158:0.91 159:0.27 160:0.88 165:0.70 166:0.90 169:0.91 172:0.70 173:0.35 176:0.73 177:0.70 178:0.55 179:0.44 182:0.84 186:0.91 187:0.39 192:0.87 201:0.93 204:0.89 206:0.81 208:0.64 212:0.86 215:0.41 216:0.95 219:0.95 222:0.90 227:0.61 229:0.61 230:0.86 231:0.84 232:0.91 233:0.73 235:0.68 241:0.21 242:0.19 243:0.90 246:0.97 247:0.84 253:0.48 254:0.74 259:0.21 261:0.93 262:0.93 265:0.78 266:0.38 267:0.52 271:0.79 276:0.58 279:0.86 281:0.88 283:0.78 287:0.61 289:0.95 290:0.60 292:0.91 297:0.36 300:0.55\n2 1:0.74 8:0.59 11:0.81 12:0.79 17:0.26 18:0.69 21:0.64 22:0.93 27:0.42 29:0.77 30:0.45 32:0.79 34:0.50 36:0.46 37:0.63 39:0.40 43:0.09 44:0.93 45:0.66 46:0.88 47:0.93 64:0.77 66:0.49 69:0.76 70:0.25 71:0.77 74:0.55 77:0.70 81:0.42 83:0.60 86:0.73 91:0.22 98:0.13 99:0.83 101:0.52 104:0.98 106:0.81 107:0.90 108:0.59 110:0.90 114:0.57 117:0.86 122:0.80 123:0.57 124:0.48 125:0.88 126:0.54 127:0.18 129:0.05 131:0.61 133:0.37 135:0.23 139:0.80 144:0.76 145:0.61 146:0.19 147:0.24 149:0.06 150:0.66 154:0.71 155:0.67 157:0.77 159:0.23 160:0.88 163:0.79 165:0.70 166:0.90 172:0.16 173:0.83 176:0.73 177:0.70 178:0.55 179:0.86 182:0.84 187:0.87 192:0.87 195:0.64 201:0.93 206:0.81 208:0.64 212:0.61 215:0.38 216:0.68 222:0.90 227:0.61 229:0.61 231:0.84 232:0.89 235:0.84 241:0.50 242:0.63 243:0.60 245:0.39 246:0.97 247:0.30 253:0.40 254:0.80 259:0.21 262:0.93 265:0.14 266:0.17 267:0.36 271:0.79 276:0.13 282:0.87 287:0.61 289:0.94 290:0.57 297:0.36 300:0.18\n1 1:0.69 8:0.81 9:0.76 11:0.81 12:0.79 17:0.70 18:1.00 20:0.85 21:0.68 22:0.93 27:0.21 29:0.77 30:0.44 31:0.93 34:0.42 36:0.64 37:0.74 39:0.40 43:0.72 45:1.00 46:0.88 47:0.93 48:0.97 64:0.77 66:0.54 69:0.29 70:0.66 71:0.77 74:0.98 78:0.72 79:0.94 81:0.32 83:0.60 86:1.00 91:0.61 96:0.83 97:0.99 98:0.81 99:0.83 100:0.95 101:0.52 107:0.97 108:0.61 110:0.97 111:0.88 114:0.55 117:0.86 122:0.85 123:0.59 124:0.70 125:0.88 126:0.44 127:0.98 129:0.59 131:0.94 133:0.77 135:0.26 137:0.93 139:1.00 140:0.45 144:0.76 146:0.42 147:0.48 149:0.99 150:0.51 151:0.81 152:0.99 153:0.48 154:0.20 155:0.58 157:0.94 158:0.78 159:0.95 160:0.88 162:0.76 165:0.70 166:0.90 169:0.91 172:1.00 173:0.07 176:0.66 177:0.70 179:0.09 182:0.86 186:0.73 187:0.39 190:0.77 192:0.51 196:0.98 201:0.68 202:0.79 204:0.85 208:0.54 212:0.80 216:0.95 219:0.92 220:0.93 222:0.90 227:0.98 229:0.92 231:0.85 232:0.91 235:0.84 241:0.56 242:0.45 243:0.06 245:1.00 246:0.97 247:0.93 248:0.75 253:0.86 254:0.74 255:0.74 256:0.83 259:0.21 261:0.93 262:0.93 265:0.81 266:0.75 267:0.73 268:0.83 271:0.79 276:0.99 279:0.82 281:0.89 284:0.97 285:0.56 287:0.98 289:0.95 290:0.55 292:0.91 300:0.84\n1 7:0.66 8:0.77 11:0.81 12:0.79 17:0.51 18:0.97 20:0.90 22:0.93 27:0.69 29:0.77 30:0.32 31:0.90 34:0.28 36:0.91 37:0.47 39:0.40 43:0.69 45:0.77 46:0.88 47:0.93 48:0.91 55:0.71 64:0.77 66:0.09 69:0.97 70:0.87 71:0.77 74:0.35 76:0.85 78:0.87 79:0.94 81:0.77 86:0.72 91:0.20 98:0.31 100:0.89 101:0.52 104:0.83 106:0.81 107:0.95 108:0.96 110:0.95 111:0.86 120:0.72 122:0.86 123:0.96 124:0.96 125:0.88 126:0.44 127:0.89 129:0.59 131:0.84 133:0.95 135:0.39 137:0.90 139:0.70 140:0.45 144:0.76 146:0.75 147:0.44 149:0.59 150:0.55 151:0.81 152:0.84 153:0.48 154:0.59 157:0.80 159:0.91 160:0.88 162:0.86 163:0.81 164:0.64 166:0.77 169:0.87 172:0.54 173:0.95 177:0.38 179:0.27 182:0.74 186:0.87 187:0.21 190:0.77 192:0.51 196:0.89 201:0.68 202:0.50 206:0.81 212:0.14 215:0.96 216:0.30 220:0.74 222:0.90 227:0.92 229:0.61 230:0.69 231:0.78 233:0.76 235:0.05 241:0.21 242:0.70 243:0.17 244:0.61 245:0.84 246:0.61 247:0.82 248:0.75 253:0.29 255:0.74 256:0.58 257:0.65 259:0.21 260:0.69 261:0.87 262:0.93 265:0.33 266:0.95 267:0.23 268:0.59 271:0.79 276:0.87 281:0.91 283:0.82 284:0.86 285:0.56 287:0.61 289:0.93 297:0.36 300:0.94\n2 1:0.74 7:0.66 11:0.87 12:0.79 17:0.73 18:0.86 21:0.54 27:1.00 29:0.77 30:0.62 32:0.80 34:0.62 36:0.50 37:0.29 39:0.40 43:0.96 44:0.93 45:0.81 46:0.97 64:0.77 66:0.90 69:0.27 70:0.47 71:0.77 74:0.84 77:0.96 81:0.55 83:0.91 85:0.80 86:0.94 91:0.17 97:0.89 98:0.87 99:0.83 101:0.97 107:0.95 108:0.21 110:0.96 114:0.59 123:0.20 125:0.88 126:0.54 127:0.39 129:0.05 131:0.61 135:0.65 139:0.96 144:0.76 145:0.77 146:0.67 147:0.72 149:0.83 150:0.74 154:0.96 155:0.67 157:0.90 158:0.79 159:0.26 160:0.88 165:1.00 166:0.90 172:0.71 173:0.46 176:0.73 177:0.70 178:0.55 179:0.53 182:0.85 187:0.39 192:0.87 195:0.59 201:0.93 204:0.85 208:0.64 212:0.83 215:0.39 216:0.23 219:0.92 222:0.90 227:0.61 229:0.61 230:0.69 231:0.84 233:0.76 235:0.84 241:0.37 242:0.27 243:0.90 246:0.97 247:0.67 253:0.47 259:0.21 265:0.87 266:0.38 267:0.23 271:0.79 276:0.53 279:0.82 281:0.91 282:0.88 287:0.61 289:0.95 290:0.59 292:0.95 297:0.36 299:0.99 300:0.43\n2 6:1.00 7:0.66 8:0.98 9:0.80 12:0.79 17:0.22 20:0.99 21:0.78 27:0.13 29:0.77 31:0.98 34:0.49 36:0.78 37:0.97 39:0.40 43:0.13 44:0.85 46:0.88 48:0.91 66:0.36 69:0.64 71:0.77 78:0.94 79:0.99 83:0.91 91:0.96 96:0.94 98:0.09 100:0.99 107:0.88 108:0.49 110:0.88 111:0.99 120:0.63 123:0.47 125:0.88 127:0.07 129:0.05 131:0.94 135:0.42 137:0.98 139:0.59 140:0.95 144:0.76 145:0.89 146:0.05 147:0.05 149:0.07 151:0.52 152:0.90 153:0.72 154:0.10 155:0.67 157:0.61 159:0.05 160:0.88 162:0.52 164:0.85 166:0.61 169:1.00 172:0.05 173:0.78 175:0.91 177:0.05 178:0.42 182:0.86 186:0.94 189:1.00 190:0.77 191:0.84 192:0.87 195:0.61 196:0.87 202:0.93 208:0.64 216:0.53 219:0.87 220:0.74 222:0.90 227:0.98 229:0.92 230:0.69 231:0.85 233:0.76 235:0.12 238:0.99 241:0.87 243:0.51 244:0.83 246:0.61 248:0.54 253:0.88 255:0.95 256:0.91 257:0.84 259:0.21 260:0.62 261:0.98 265:0.10 267:0.44 268:0.92 271:0.79 277:0.87 281:0.89 284:0.99 285:0.62 287:0.98 289:0.95 292:0.91\n0 11:0.64 12:0.96 17:0.36 21:0.47 26:0.95 27:0.45 28:0.93 30:0.55 34:0.55 36:0.41 37:0.50 39:0.35 43:0.78 55:0.84 58:0.93 66:0.18 69:0.69 70:0.84 74:0.79 81:0.49 85:0.72 91:0.06 98:0.35 101:0.69 108:0.52 114:0.55 122:0.67 123:0.50 124:0.89 126:0.32 127:0.64 129:0.81 131:0.61 133:0.86 135:0.94 141:0.91 144:0.57 145:0.38 146:0.70 147:0.74 149:0.64 150:0.38 154:0.71 157:0.76 159:0.83 161:0.65 166:0.80 167:0.65 172:0.45 173:0.47 176:0.53 177:0.38 178:0.55 179:0.49 181:0.70 182:0.72 187:0.68 199:0.96 212:0.14 216:0.77 222:0.48 223:0.95 224:0.93 227:0.61 229:0.61 231:0.83 234:0.91 235:0.52 241:0.27 242:0.57 243:0.39 245:0.73 246:0.61 247:0.67 253:0.57 259:0.21 265:0.37 266:0.95 267:0.69 271:0.60 274:0.91 276:0.68 287:0.61 290:0.55 300:0.84\n2 1:0.74 7:0.81 11:0.64 12:0.96 17:0.64 21:0.30 26:0.97 27:0.04 28:0.93 30:0.14 32:0.80 34:0.75 36:0.27 37:0.99 39:0.35 43:0.59 58:0.93 66:0.19 69:0.93 70:0.97 74:0.72 77:0.70 81:0.79 83:0.75 85:0.85 91:0.20 98:0.21 101:0.72 108:0.86 114:0.86 121:0.99 122:0.67 123:0.85 124:0.85 126:0.54 127:0.33 129:0.81 131:0.61 133:0.83 135:0.79 141:0.91 144:0.57 145:0.49 146:0.49 147:0.55 149:0.50 150:0.86 154:0.48 155:0.67 157:0.81 159:0.80 161:0.65 163:0.81 165:0.84 166:0.91 167:0.60 172:0.27 173:0.83 176:0.73 177:0.38 178:0.55 179:0.62 181:0.70 182:0.84 187:0.87 192:0.59 195:0.96 199:0.97 201:0.74 204:0.89 208:0.64 212:0.18 215:0.72 216:0.57 222:0.48 223:0.96 224:0.93 227:0.61 229:0.61 230:0.87 231:0.85 233:0.76 234:0.91 235:0.42 241:0.07 242:0.31 243:0.40 245:0.58 246:0.97 247:0.60 253:0.70 259:0.21 265:0.23 266:0.84 267:0.44 271:0.60 274:0.91 276:0.47 282:0.88 287:0.61 290:0.86 297:0.36 299:0.88 300:0.84\n1 1:0.74 7:0.81 8:0.78 9:0.80 11:0.64 12:0.96 17:0.49 21:0.47 26:0.97 27:0.21 28:0.93 30:0.21 34:0.61 36:0.75 37:0.74 39:0.35 41:0.88 43:0.97 55:0.84 58:0.98 60:0.95 66:0.52 69:0.19 70:0.94 74:0.96 81:0.69 83:0.82 85:0.96 91:0.17 96:0.85 98:0.69 101:0.77 104:0.89 106:0.81 108:0.94 114:0.80 117:0.86 120:0.76 121:1.00 122:0.67 123:0.94 124:0.87 126:0.54 127:0.87 129:0.96 131:0.94 133:0.91 135:0.17 140:0.45 141:0.99 144:0.57 146:0.68 147:0.73 149:0.90 150:0.80 151:0.94 153:0.80 154:0.97 155:0.67 157:0.89 158:0.92 159:0.93 161:0.65 162:0.79 164:0.71 165:0.80 166:0.91 167:0.72 172:0.92 173:0.07 176:0.73 177:0.38 179:0.19 181:0.70 182:0.85 187:0.39 192:0.59 199:0.99 201:0.74 202:0.60 204:0.89 206:0.81 208:0.64 212:0.30 215:0.63 216:0.95 222:0.48 223:0.96 224:0.99 227:0.98 229:0.92 230:0.87 231:0.86 232:0.95 233:0.76 234:0.99 235:0.60 241:0.55 242:0.38 243:0.19 245:0.91 246:0.97 247:0.67 248:0.83 253:0.90 255:0.79 256:0.58 259:0.21 260:0.77 265:0.69 266:0.95 267:0.76 268:0.65 271:0.60 274:0.98 276:0.92 279:0.86 283:0.82 285:0.62 287:0.98 290:0.80 297:0.36 300:0.94\n0 1:0.74 11:0.64 12:0.96 17:0.45 21:0.71 26:0.96 27:0.45 28:0.93 30:0.21 32:0.80 34:0.59 36:0.25 37:0.50 39:0.35 43:0.82 55:0.59 58:0.93 66:0.08 69:0.70 70:0.98 74:0.90 77:0.70 81:0.52 83:0.73 85:0.88 91:0.06 98:0.33 101:0.74 108:0.94 114:0.68 122:0.67 123:0.86 124:0.91 126:0.54 127:0.68 129:0.81 131:0.61 133:0.89 135:0.65 141:0.91 144:0.57 145:0.50 146:0.43 147:0.50 149:0.74 150:0.67 154:0.77 155:0.67 157:0.84 159:0.84 161:0.65 165:0.69 166:0.90 167:0.75 172:0.48 173:0.46 176:0.73 177:0.38 178:0.55 179:0.40 181:0.70 182:0.83 187:0.68 192:0.59 195:0.94 199:0.96 201:0.74 212:0.37 215:0.48 216:0.77 222:0.48 223:0.96 224:0.93 227:0.61 229:0.61 231:0.85 234:0.91 235:0.88 241:0.63 242:0.73 243:0.22 245:0.78 246:0.97 247:0.47 253:0.70 259:0.21 265:0.18 266:0.95 267:0.69 271:0.60 274:0.91 276:0.75 282:0.88 287:0.61 290:0.68 297:0.36 299:0.88 300:0.94\n2 1:0.74 6:0.91 8:0.81 9:0.80 11:0.64 12:0.96 17:0.26 20:0.90 21:0.13 26:0.97 27:0.04 28:0.93 30:0.14 34:0.37 36:0.99 37:0.95 39:0.35 41:0.97 43:0.87 58:1.00 60:0.87 66:0.33 69:0.56 70:0.88 74:0.87 78:0.84 81:0.88 83:0.89 85:0.95 91:0.65 96:0.96 98:0.45 100:0.86 101:0.78 108:0.86 111:0.83 114:0.92 120:0.95 122:0.57 123:0.85 124:0.93 126:0.54 127:0.85 129:0.97 131:0.94 133:0.94 135:0.86 140:0.80 141:0.99 144:0.57 146:0.13 147:0.18 149:0.85 150:0.93 151:0.97 152:0.94 153:0.95 154:0.85 155:0.67 157:0.89 158:0.92 159:0.90 161:0.65 162:0.74 164:0.91 165:0.88 166:0.91 167:0.78 169:0.83 172:0.73 173:0.24 176:0.73 177:0.38 179:0.36 181:0.70 182:0.85 186:0.84 187:0.68 189:0.91 192:0.59 199:0.99 201:0.74 202:0.88 208:0.64 212:0.16 215:0.84 216:0.83 222:0.48 223:0.97 224:0.99 227:0.98 229:0.92 231:0.86 234:0.99 235:0.22 238:0.89 241:0.69 242:0.32 243:0.10 245:0.77 246:0.97 247:0.60 248:0.95 253:0.97 255:0.79 256:0.90 259:0.21 260:0.95 261:0.87 265:0.47 266:0.94 267:0.85 268:0.90 271:0.60 274:1.00 276:0.80 279:0.86 283:0.82 285:0.62 287:0.98 290:0.92 297:0.36 300:0.70\n0 1:0.74 6:0.98 8:0.92 9:0.80 11:0.64 12:0.96 17:0.24 20:0.90 21:0.40 26:0.97 27:0.08 28:0.93 30:0.86 34:0.20 36:0.62 37:0.91 39:0.35 41:0.92 43:0.62 55:0.45 58:0.99 66:0.49 69:0.91 70:0.41 74:0.95 78:0.88 81:0.74 83:0.80 85:0.88 87:0.98 91:0.75 96:0.95 98:0.43 100:0.95 101:0.79 108:0.41 111:0.91 114:0.82 120:0.84 122:0.67 123:0.40 124:0.56 126:0.54 127:0.65 129:0.05 131:0.94 133:0.39 135:0.44 140:0.87 141:0.99 144:0.57 146:0.55 147:0.62 149:0.81 150:0.83 151:0.95 152:0.99 153:0.86 154:0.51 155:0.67 157:0.86 158:0.82 159:0.59 161:0.65 162:0.64 164:0.79 165:0.83 166:0.91 167:0.92 169:0.98 172:0.67 173:0.96 176:0.73 177:0.05 179:0.49 181:0.70 182:0.85 186:0.88 187:0.39 189:0.95 191:0.84 192:0.59 199:0.97 201:0.74 202:0.84 208:0.64 212:0.81 215:0.67 216:0.63 220:0.62 222:0.48 223:0.96 224:0.98 227:0.98 229:0.92 231:0.86 232:0.72 234:0.97 235:0.52 238:0.96 241:0.78 242:0.72 243:0.60 245:0.86 246:0.97 247:0.60 248:0.88 253:0.96 255:0.79 256:0.85 257:0.65 259:0.21 260:0.84 261:0.98 265:0.45 266:0.71 267:0.44 268:0.86 271:0.60 274:0.99 276:0.57 277:0.69 285:0.62 287:0.98 290:0.82 297:0.36 300:0.55\n2 1:0.74 6:0.91 7:0.81 8:0.82 9:0.80 11:0.64 12:0.96 17:0.34 20:0.99 21:0.54 26:0.97 27:0.11 28:0.93 30:0.33 32:0.80 34:0.49 36:0.98 37:0.80 39:0.35 41:0.98 43:0.89 55:0.71 58:1.00 60:0.98 66:0.31 69:0.50 70:0.66 74:0.93 77:0.70 78:0.83 81:0.65 83:0.89 85:0.93 91:0.86 96:0.98 98:0.61 100:0.83 101:0.79 108:0.67 111:0.82 114:0.77 120:0.96 121:0.99 122:0.67 123:0.65 124:0.83 126:0.54 127:0.77 129:0.93 131:0.94 133:0.84 135:0.37 140:0.45 141:0.99 144:0.57 145:0.54 146:0.13 147:0.18 149:0.85 150:0.77 151:0.99 152:0.91 153:0.97 154:0.88 155:0.67 157:0.88 158:0.92 159:0.80 161:0.65 162:0.79 164:0.93 165:0.79 166:0.90 167:0.81 169:0.81 172:0.68 173:0.30 176:0.73 177:0.38 179:0.37 181:0.70 182:0.85 186:0.83 187:0.68 189:0.92 191:0.91 192:0.59 195:0.91 199:1.00 201:0.74 202:0.90 204:0.89 208:0.64 212:0.27 215:0.58 216:0.86 222:0.48 223:0.97 224:0.99 227:0.98 229:0.92 230:0.87 231:0.86 233:0.76 234:0.98 235:0.68 238:0.86 241:0.71 242:0.38 243:0.10 245:0.83 246:0.97 247:0.67 248:0.97 253:0.99 255:0.79 256:0.93 259:0.21 260:0.96 261:0.86 265:0.62 266:0.84 267:0.28 268:0.93 271:0.60 274:1.00 276:0.79 279:0.86 282:0.88 283:0.82 285:0.62 287:0.98 290:0.77 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.95 7:0.81 8:0.83 9:0.80 11:0.64 12:0.96 17:0.55 20:0.99 21:0.30 26:0.97 27:0.21 28:0.93 30:0.10 34:0.63 36:0.83 37:0.74 39:0.35 41:0.98 43:0.98 58:1.00 60:0.98 66:0.07 69:0.12 70:0.94 74:0.99 78:0.78 81:0.79 83:0.89 85:0.99 91:0.78 96:0.98 98:0.36 100:0.86 101:0.81 104:0.84 106:0.81 108:0.98 111:0.80 114:0.86 117:0.86 120:0.95 121:0.90 122:0.67 123:0.88 124:0.98 126:0.54 127:0.89 129:0.99 131:0.94 133:0.98 135:0.19 140:0.45 141:0.99 144:0.57 146:0.61 147:0.67 149:0.96 150:0.86 151:0.99 152:0.91 153:0.97 154:0.98 155:0.67 157:0.92 158:0.92 159:0.96 161:0.65 162:0.73 164:0.92 165:0.84 166:0.91 167:0.65 169:0.84 172:0.84 173:0.06 176:0.73 177:0.38 179:0.12 181:0.70 182:0.85 186:0.78 187:0.39 189:0.96 191:0.73 192:0.59 199:1.00 201:0.74 202:0.89 204:0.89 206:0.81 208:0.64 212:0.36 215:0.72 216:0.95 222:0.48 223:0.97 224:0.99 227:0.98 229:0.92 230:0.87 231:0.86 232:0.93 233:0.76 234:0.98 235:0.42 238:0.97 241:0.27 242:0.45 243:0.11 245:0.96 246:0.97 247:0.67 248:0.97 253:0.99 255:0.79 256:0.91 259:0.21 260:0.95 261:0.85 265:0.28 266:0.96 267:0.28 268:0.92 271:0.60 274:1.00 276:0.97 279:0.86 283:0.82 285:0.62 287:0.98 290:0.86 297:0.36 300:0.94\n2 1:0.74 6:0.95 7:0.81 8:0.84 9:0.80 11:0.64 12:0.96 17:0.51 20:0.74 21:0.54 26:0.97 27:0.21 28:0.93 30:0.27 34:0.42 36:0.80 37:0.74 39:0.35 41:0.88 43:0.96 55:0.71 58:0.99 60:0.97 66:0.09 69:0.25 70:0.81 74:0.99 78:0.95 81:0.65 83:0.77 85:0.97 91:0.14 96:0.89 98:0.40 100:0.96 101:0.74 104:0.95 106:0.81 108:0.97 111:0.94 114:0.77 117:0.86 120:0.64 121:0.90 122:0.67 123:0.97 124:0.98 126:0.54 127:0.96 129:1.00 131:0.94 133:0.98 135:0.32 140:0.80 141:0.99 144:0.57 146:0.65 147:0.70 149:0.92 150:0.77 151:0.63 152:0.91 153:0.48 154:0.96 155:0.67 157:0.87 158:0.92 159:0.98 161:0.65 162:0.70 164:0.73 165:0.79 166:0.90 167:0.71 169:0.84 172:0.89 173:0.06 176:0.73 177:0.38 179:0.10 181:0.70 182:0.85 186:0.94 187:0.39 190:0.77 192:0.59 199:1.00 201:0.74 202:0.74 204:0.89 206:0.81 208:0.64 212:0.29 215:0.58 216:0.95 220:0.62 222:0.48 223:0.96 224:0.98 227:0.98 229:0.92 230:0.84 231:0.86 232:0.98 233:0.69 234:0.97 235:0.68 241:0.51 242:0.71 243:0.10 245:0.97 246:0.97 247:0.67 248:0.61 253:0.93 255:0.79 256:0.75 259:0.21 260:0.65 261:0.85 265:0.42 266:0.96 267:0.23 268:0.77 271:0.60 274:0.98 276:0.99 279:0.86 283:0.82 285:0.62 287:0.98 290:0.77 297:0.36 300:0.84\n4 1:0.74 6:0.98 7:0.76 8:0.95 9:0.80 12:0.96 17:0.01 20:0.99 21:0.40 26:0.97 27:0.08 28:0.93 30:0.62 32:0.80 34:0.21 36:0.53 37:0.91 39:0.35 41:1.00 43:0.35 55:0.45 58:1.00 60:0.99 66:0.67 69:0.56 70:0.45 74:0.97 76:1.00 77:1.00 78:0.93 81:0.74 83:0.91 87:0.98 91:0.99 96:1.00 98:0.77 100:0.99 108:0.43 111:0.99 114:0.82 120:0.99 122:0.67 123:0.41 124:0.46 126:0.54 127:0.63 129:0.59 131:0.94 133:0.47 135:0.34 138:0.99 140:0.45 141:0.99 144:0.57 145:0.76 146:0.86 147:0.89 149:0.76 150:0.83 151:1.00 152:0.99 153:0.99 154:0.26 155:0.67 157:0.61 158:0.92 159:0.60 161:0.65 162:0.73 164:0.98 165:0.83 166:0.91 167:0.98 169:0.98 172:0.78 173:0.49 176:0.73 177:0.38 179:0.43 181:0.70 182:0.85 186:0.93 189:0.99 191:0.96 192:0.59 195:0.80 199:1.00 201:0.74 202:0.97 208:0.64 212:0.59 215:0.67 216:0.63 222:0.48 223:0.97 224:0.98 227:0.98 229:0.92 230:0.79 231:0.86 232:0.72 233:0.76 234:0.98 235:0.52 238:0.99 241:0.96 242:0.77 243:0.72 244:0.61 245:0.85 246:0.97 247:0.47 248:1.00 253:1.00 255:0.79 256:0.98 259:0.21 260:0.99 261:0.98 265:0.77 266:0.63 267:0.82 268:0.98 271:0.60 274:1.00 276:0.73 279:0.86 282:0.88 283:0.82 285:0.62 287:0.98 290:0.82 297:0.36 299:0.88 300:0.43\n1 1:0.74 8:0.85 9:0.80 12:0.96 17:0.18 21:0.40 26:0.97 27:0.08 28:0.93 30:0.94 34:0.34 36:0.76 37:0.91 39:0.35 41:0.88 43:0.36 55:0.45 58:0.99 66:0.80 69:0.54 70:0.21 74:0.93 81:0.74 83:0.77 87:0.98 91:0.81 96:0.91 98:0.47 108:0.41 114:0.82 120:0.76 122:0.67 123:0.40 124:0.38 126:0.54 127:0.61 129:0.59 131:0.94 133:0.47 135:0.61 140:0.87 141:0.99 144:0.57 146:0.56 147:0.62 149:0.66 150:0.83 151:0.82 153:0.83 154:0.27 155:0.67 157:0.61 158:0.82 159:0.53 161:0.65 162:0.57 164:0.73 165:0.83 166:0.91 167:0.93 172:0.67 173:0.52 175:0.75 176:0.73 177:0.05 179:0.64 181:0.70 182:0.85 187:0.39 191:0.78 192:0.59 199:0.95 201:0.74 202:0.80 208:0.64 212:0.88 215:0.67 216:0.63 220:0.74 222:0.48 223:0.96 224:0.98 227:0.98 229:0.91 231:0.86 232:0.72 234:0.97 235:0.52 241:0.79 242:0.82 243:0.82 244:0.61 245:0.55 246:0.97 247:0.12 248:0.75 253:0.93 255:0.79 256:0.78 257:0.65 259:0.21 260:0.76 265:0.49 266:0.27 267:0.59 268:0.79 271:0.60 274:0.98 276:0.36 277:0.69 285:0.62 287:0.98 290:0.82 297:0.36 300:0.33\n2 1:0.74 6:0.90 8:0.77 9:0.80 11:0.64 12:0.96 17:0.47 20:0.99 21:0.47 26:0.97 27:0.12 28:0.93 30:0.36 32:0.80 34:0.96 36:0.30 37:0.78 39:0.35 41:0.97 43:0.76 58:1.00 60:0.99 66:0.61 69:0.81 70:0.89 74:0.94 77:0.70 78:0.78 81:0.69 83:0.88 85:0.96 91:0.72 96:0.97 98:0.63 100:0.81 101:0.82 108:0.65 111:0.77 114:0.80 120:0.95 122:0.57 123:0.62 124:0.65 126:0.54 127:0.44 129:0.81 131:0.94 133:0.76 135:0.23 140:0.45 141:0.99 144:0.57 145:0.54 146:0.90 147:0.91 149:0.91 150:0.80 151:0.99 152:0.90 153:0.97 154:0.68 155:0.67 157:0.91 158:0.92 159:0.75 161:0.65 162:0.76 164:0.91 165:0.80 166:0.91 167:0.75 169:0.79 172:0.82 173:0.66 176:0.73 177:0.38 179:0.29 181:0.70 182:0.85 186:0.78 187:0.68 189:0.92 191:0.89 192:0.59 195:0.91 199:0.99 201:0.74 202:0.88 208:0.64 212:0.68 215:0.63 216:0.81 222:0.48 223:0.97 224:0.99 227:0.98 229:0.92 231:0.86 234:0.98 235:0.60 238:0.89 241:0.63 242:0.38 243:0.68 245:0.83 246:0.97 247:0.60 248:0.96 253:0.98 255:0.79 256:0.90 259:0.21 260:0.95 261:0.82 265:0.64 266:0.89 267:0.23 268:0.91 271:0.60 274:1.00 276:0.79 279:0.86 282:0.88 283:0.82 285:0.62 287:0.98 290:0.80 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.93 7:0.81 8:0.84 9:0.80 11:0.64 12:0.96 17:0.55 20:0.88 21:0.64 26:0.97 27:0.05 28:0.93 30:0.45 32:0.72 34:0.45 36:0.86 37:0.78 39:0.35 41:0.97 43:0.52 55:0.59 58:1.00 60:0.98 66:0.30 69:0.59 70:0.82 74:0.91 78:0.79 81:0.58 83:0.84 85:0.88 91:0.82 96:0.97 98:0.59 100:0.81 101:0.76 108:0.90 111:0.79 114:0.72 117:0.86 120:0.92 121:0.90 122:0.67 123:0.43 124:0.59 126:0.54 127:0.60 129:0.59 131:0.94 133:0.47 135:0.51 140:0.80 141:0.99 144:0.57 145:0.77 146:0.84 147:0.87 149:0.67 150:0.72 151:0.98 152:0.90 153:0.97 154:0.66 155:0.67 157:0.85 158:0.92 159:0.75 161:0.65 162:0.76 164:0.90 165:0.70 166:0.90 167:0.81 169:0.79 172:0.68 173:0.42 176:0.73 177:0.38 179:0.42 181:0.70 182:0.85 186:0.80 187:0.87 189:0.95 191:0.76 192:0.59 195:0.89 199:0.99 201:0.74 202:0.87 204:0.89 208:0.64 212:0.73 215:0.53 216:0.83 222:0.48 223:0.97 224:0.99 227:0.98 229:0.92 230:0.87 231:0.86 232:0.97 233:0.76 234:0.98 235:0.80 238:0.88 241:0.71 242:0.44 243:0.48 245:0.89 246:0.97 247:0.47 248:0.95 253:0.98 255:0.79 256:0.89 259:0.21 260:0.92 261:0.84 265:0.37 266:0.80 267:0.19 268:0.90 271:0.60 274:0.99 276:0.65 279:0.86 283:0.82 285:0.62 287:0.98 290:0.72 297:0.36 300:0.70\n2 1:0.74 6:0.91 8:0.82 9:0.80 11:0.64 12:0.96 17:0.34 20:0.86 21:0.13 26:0.97 27:0.04 28:0.93 30:0.20 34:0.58 36:0.86 37:0.95 39:0.35 41:0.96 43:0.87 58:1.00 60:0.87 66:0.24 69:0.56 70:0.75 74:0.86 78:0.80 81:0.88 83:0.88 85:0.93 91:0.72 96:0.97 98:0.40 100:0.86 101:0.77 104:0.81 108:0.84 111:0.81 114:0.92 120:0.94 122:0.67 123:0.83 124:0.91 126:0.54 127:0.81 129:0.96 131:0.94 133:0.91 135:0.28 138:0.98 140:0.45 141:0.99 144:0.57 146:0.13 147:0.18 149:0.83 150:0.93 151:0.99 152:0.94 153:0.97 154:0.85 155:0.67 157:0.88 158:0.92 159:0.85 161:0.65 162:0.67 164:0.88 165:0.88 166:0.91 167:0.76 169:0.83 172:0.51 173:0.31 176:0.73 177:0.38 179:0.51 181:0.70 182:0.85 186:0.81 187:0.87 189:0.95 191:0.87 192:0.59 199:0.99 201:0.74 202:0.84 208:0.64 212:0.21 215:0.84 216:0.83 222:0.48 223:0.97 224:0.99 227:0.98 229:0.92 231:0.86 232:0.91 234:0.99 235:0.22 238:0.94 241:0.66 242:0.51 243:0.13 245:0.69 246:0.97 247:0.60 248:0.96 253:0.97 255:0.79 256:0.85 259:0.21 260:0.94 261:0.87 265:0.42 266:0.87 267:0.85 268:0.87 271:0.60 274:0.99 276:0.69 279:0.86 283:0.82 285:0.62 287:0.98 290:0.92 297:0.36 300:0.55\n2 1:0.74 7:0.81 8:0.73 9:0.80 11:0.64 12:0.96 17:0.69 21:0.30 26:0.97 27:0.21 28:0.93 30:0.18 34:0.40 36:0.74 37:0.74 39:0.35 41:0.82 43:0.98 55:0.71 58:0.98 66:0.07 69:0.12 70:0.87 74:0.99 81:0.79 83:0.79 85:0.99 91:0.06 96:0.91 98:0.37 101:0.76 104:0.84 106:0.81 108:0.97 114:0.86 117:0.86 120:0.75 121:0.90 122:0.67 123:0.97 124:0.99 126:0.54 127:0.99 129:1.00 131:0.94 133:0.99 135:0.32 140:0.45 141:0.99 144:0.57 146:0.64 147:0.69 149:0.96 150:0.86 151:0.93 153:0.77 154:0.98 155:0.67 157:0.90 158:0.84 159:0.98 161:0.65 162:0.61 164:0.64 165:0.84 166:0.91 167:0.73 172:0.89 173:0.05 176:0.73 177:0.38 179:0.10 181:0.70 182:0.85 187:0.39 192:0.59 199:1.00 201:0.74 202:0.69 204:0.89 206:0.81 208:0.64 212:0.30 215:0.72 216:0.95 222:0.48 223:0.96 224:0.98 227:0.98 229:0.91 230:0.87 231:0.86 232:0.93 233:0.76 234:0.97 235:0.42 241:0.57 242:0.70 243:0.10 245:0.98 246:0.97 247:0.67 248:0.82 253:0.94 255:0.79 256:0.68 259:0.21 260:0.75 265:0.39 266:0.96 267:0.69 268:0.69 271:0.60 274:0.97 276:0.99 279:0.86 283:0.71 285:0.62 287:0.98 290:0.86 297:0.36 300:0.94\n1 1:0.74 6:0.97 8:0.93 9:0.80 11:0.64 12:0.96 17:0.18 20:0.97 21:0.40 27:0.55 28:0.73 30:0.62 34:0.67 36:0.95 37:0.32 39:0.27 41:0.93 43:0.80 55:0.71 60:0.87 66:0.95 69:0.73 70:0.65 74:0.93 78:0.83 81:0.81 83:0.87 85:0.80 91:0.48 96:0.90 98:0.90 100:0.88 101:0.73 108:0.56 111:0.84 114:0.82 120:0.82 122:0.67 123:0.54 126:0.54 127:0.47 129:0.05 131:0.99 135:0.76 140:0.45 144:0.57 146:0.97 147:0.98 149:0.77 150:0.87 151:0.93 152:0.89 153:0.77 154:0.74 155:0.67 157:0.86 158:0.92 159:0.70 161:0.89 162:0.51 164:0.79 165:0.83 166:0.99 167:0.60 169:0.86 172:0.87 173:0.60 176:0.73 177:0.38 179:0.33 181:0.91 182:0.95 186:0.83 187:0.68 189:0.97 192:0.59 201:0.74 202:0.80 208:0.64 212:0.42 215:0.67 216:0.43 220:0.91 222:0.48 227:1.00 229:0.97 231:0.98 232:0.88 235:0.52 238:0.91 241:0.63 242:0.59 243:0.95 246:1.00 247:0.55 248:0.89 253:0.93 255:0.79 256:0.75 259:0.21 260:0.83 261:0.92 265:0.90 266:0.71 267:0.65 268:0.75 271:0.13 276:0.78 279:0.86 283:0.82 285:0.62 287:1.00 290:0.82 297:0.36 300:0.70\n1 9:0.80 11:0.64 12:0.96 17:0.18 21:0.78 27:0.33 28:0.73 30:0.76 34:0.39 36:0.61 37:0.55 39:0.27 41:0.95 43:0.64 60:0.97 66:0.77 69:0.91 70:0.29 74:0.62 83:0.88 85:0.85 91:0.49 96:0.95 98:0.28 101:0.75 108:0.81 120:0.91 122:0.57 123:0.80 127:0.12 129:0.05 131:0.99 135:0.73 140:0.45 144:0.57 145:0.67 146:0.47 147:0.53 149:0.57 151:0.97 153:0.90 154:0.54 155:0.67 157:0.90 158:0.92 159:0.17 161:0.89 162:0.53 164:0.85 166:0.61 167:0.48 172:0.37 173:0.88 177:0.38 179:0.22 181:0.91 182:0.95 187:0.68 192:0.59 202:0.85 208:0.64 212:0.23 216:0.81 222:0.48 227:1.00 229:0.97 231:0.98 235:0.60 241:0.24 242:0.55 243:0.79 246:0.61 247:0.39 248:0.95 253:0.93 255:0.79 256:0.81 259:0.21 260:0.91 265:0.30 266:0.38 267:0.76 268:0.82 271:0.13 276:0.27 279:0.86 283:0.82 285:0.62 287:1.00 300:0.25\n2 1:0.74 6:0.91 7:0.81 8:0.64 9:0.80 11:0.64 12:0.96 17:0.38 20:0.75 21:0.40 27:0.21 28:0.73 30:0.30 34:0.50 36:0.81 37:0.74 39:0.27 41:0.90 43:0.92 55:0.71 60:0.87 66:0.92 69:0.15 70:0.78 74:0.96 76:0.85 78:0.96 81:0.80 83:0.86 85:0.94 91:0.42 96:0.91 98:0.90 100:0.97 101:0.81 104:0.84 106:0.81 108:0.12 111:0.96 114:0.82 117:0.86 120:0.84 122:0.43 123:0.12 124:0.36 126:0.54 127:0.59 129:0.05 131:0.99 133:0.39 135:0.24 140:0.45 144:0.57 146:0.97 147:0.97 149:0.88 150:0.82 151:0.93 152:0.98 153:0.78 154:0.92 155:0.67 157:0.97 158:0.92 159:0.72 161:0.89 162:0.83 164:0.76 166:0.99 167:0.48 169:0.90 172:0.91 173:0.13 176:0.73 177:0.38 179:0.27 181:0.91 182:0.95 186:0.96 187:0.39 189:0.85 192:0.59 201:0.74 202:0.64 204:0.89 206:0.81 208:0.64 212:0.70 215:0.67 216:0.95 222:0.48 227:1.00 229:0.97 230:0.84 231:0.98 232:0.93 233:0.69 235:0.52 238:0.92 241:0.27 242:0.29 243:0.92 245:0.70 246:0.61 247:0.67 248:0.90 253:0.94 255:0.79 256:0.68 259:0.21 260:0.85 261:0.96 265:0.90 266:0.54 267:0.73 268:0.70 271:0.13 276:0.84 279:0.86 283:0.82 285:0.62 287:1.00 290:0.82 297:0.36 300:0.55\n1 1:0.74 6:0.91 7:0.81 8:0.80 9:0.80 11:0.64 12:0.96 17:0.22 20:0.85 21:0.40 27:0.21 28:0.73 30:0.29 34:0.44 36:0.83 37:0.74 39:0.27 41:0.82 43:0.75 55:0.71 60:0.87 66:0.92 69:0.15 70:0.78 74:0.96 76:0.94 78:0.84 81:0.80 83:0.79 85:0.94 91:0.49 96:0.88 98:0.89 100:0.91 101:0.81 104:0.92 106:0.81 108:0.12 111:0.86 114:0.82 117:0.86 120:0.78 122:0.43 123:0.12 124:0.36 126:0.54 127:0.55 129:0.05 131:0.99 133:0.39 135:0.17 140:0.45 144:0.57 146:0.97 147:0.97 149:0.85 150:0.82 151:0.90 152:0.98 153:0.69 154:0.92 155:0.67 157:0.97 158:0.92 159:0.71 161:0.89 162:0.58 164:0.75 166:0.99 167:0.46 169:0.90 172:0.90 173:0.13 176:0.73 177:0.38 179:0.28 181:0.91 182:0.95 186:0.84 187:0.39 189:0.92 192:0.59 201:0.74 202:0.71 204:0.89 206:0.81 208:0.64 212:0.68 215:0.67 216:0.95 220:0.62 222:0.48 227:1.00 229:0.97 230:0.84 231:0.98 232:0.85 233:0.69 235:0.52 238:0.94 241:0.12 242:0.39 243:0.92 245:0.70 246:0.61 247:0.67 248:0.86 253:0.92 255:0.79 256:0.68 259:0.21 260:0.79 261:0.96 265:0.89 266:0.54 267:0.97 268:0.70 271:0.13 276:0.83 279:0.86 283:0.82 285:0.62 287:1.00 290:0.82 297:0.36 300:0.55\n0 1:0.74 11:0.64 12:0.96 17:0.28 21:0.54 27:0.45 28:0.73 30:0.68 34:0.77 36:0.17 37:0.50 39:0.27 43:0.82 55:0.84 60:0.87 66:0.45 69:0.69 70:0.31 74:0.74 81:0.71 83:0.86 85:0.72 91:0.18 98:0.44 101:0.70 108:0.64 114:0.77 122:0.67 123:0.61 124:0.66 126:0.54 127:0.29 129:0.05 131:0.61 133:0.62 135:0.91 144:0.57 145:0.47 146:0.13 147:0.18 149:0.57 150:0.81 154:0.77 155:0.67 157:0.79 158:0.87 159:0.59 161:0.89 163:0.94 165:0.79 166:0.99 167:0.51 172:0.27 173:0.57 176:0.73 177:0.38 178:0.55 179:0.81 181:0.91 182:0.94 187:0.68 192:0.59 201:0.74 208:0.64 212:0.61 215:0.58 216:0.77 222:0.48 227:0.61 229:0.61 231:0.98 235:0.68 241:0.41 242:0.79 243:0.32 245:0.47 246:1.00 247:0.30 253:0.66 259:0.21 265:0.45 266:0.27 267:0.28 271:0.13 276:0.31 277:0.69 279:0.86 283:0.71 287:0.61 290:0.77 297:0.36 300:0.25\n1 1:0.74 6:0.94 8:0.90 9:0.80 11:0.64 12:0.96 17:0.20 20:0.95 21:0.54 27:0.06 28:0.73 30:0.21 32:0.78 34:0.78 36:0.98 37:0.82 39:0.27 41:0.92 43:0.75 55:0.96 60:0.97 66:0.09 69:0.82 70:0.91 74:0.83 77:0.70 78:0.78 81:0.70 83:0.84 85:0.80 91:0.57 96:0.91 98:0.22 100:0.81 101:0.72 108:0.67 111:0.78 114:0.77 120:0.86 122:0.67 123:0.84 124:0.88 126:0.54 127:0.28 129:0.59 131:0.99 133:0.86 135:0.74 140:0.45 144:0.57 145:0.69 146:0.32 147:0.39 149:0.63 150:0.75 151:0.92 152:0.97 153:0.76 154:0.66 155:0.67 157:0.85 158:0.92 159:0.68 161:0.89 162:0.60 164:0.88 166:0.99 167:0.54 169:0.80 172:0.32 173:0.68 176:0.73 177:0.38 179:0.53 181:0.91 182:0.95 186:0.78 187:0.39 189:0.96 192:0.59 195:0.92 201:0.74 202:0.85 208:0.64 212:0.35 215:0.58 216:0.92 220:0.96 222:0.48 227:1.00 229:0.97 231:0.98 235:0.68 238:0.89 241:0.51 242:0.55 243:0.40 245:0.58 246:0.61 247:0.60 248:0.89 253:0.92 255:0.79 256:0.86 259:0.21 260:0.86 261:0.90 265:0.19 266:0.75 267:0.44 268:0.86 271:0.13 276:0.53 277:0.69 279:0.86 282:0.86 283:0.82 285:0.62 287:1.00 290:0.77 297:0.36 300:0.70\n2 1:0.74 9:0.80 11:0.64 12:0.96 17:0.32 21:0.13 27:0.33 28:0.73 30:0.76 32:0.80 34:0.33 36:0.42 37:0.55 39:0.27 41:0.96 43:0.75 60:0.99 66:0.77 69:0.82 70:0.29 74:0.74 77:0.70 81:0.92 83:0.88 85:0.85 91:0.54 96:0.95 98:0.44 101:0.79 104:0.95 106:0.81 108:0.67 114:0.92 117:0.86 120:0.91 122:0.57 123:0.65 126:0.54 127:0.14 129:0.05 131:1.00 135:0.69 140:0.45 144:0.57 145:0.69 146:0.46 147:0.52 149:0.68 150:0.96 151:0.97 153:0.89 154:0.67 155:0.67 157:0.92 158:0.92 159:0.17 161:0.89 162:0.83 164:0.86 165:0.88 166:0.99 167:0.53 172:0.37 173:0.89 176:0.73 177:0.38 179:0.45 181:0.91 182:0.95 187:0.68 192:0.59 195:0.72 201:0.74 202:0.76 206:0.81 208:0.64 212:0.23 215:0.84 216:0.81 222:0.48 227:1.00 229:0.97 231:0.98 232:0.98 235:0.22 241:0.49 242:0.55 243:0.79 246:1.00 247:0.39 248:0.95 253:0.95 255:0.79 256:0.82 259:0.21 260:0.91 265:0.46 266:0.38 267:0.76 268:0.82 271:0.13 276:0.28 279:0.86 282:0.88 283:0.82 285:0.62 287:1.00 290:0.92 297:0.36 299:0.88 300:0.25\n2 1:0.74 6:0.95 7:0.81 8:0.91 9:0.80 11:0.64 12:0.96 17:0.05 20:0.99 21:0.22 27:0.35 28:0.73 30:0.74 32:0.80 34:0.52 36:0.91 37:0.80 39:0.27 41:0.98 43:0.76 60:0.98 66:0.94 69:0.81 70:0.47 74:0.94 77:0.70 78:0.86 81:0.89 83:0.89 85:0.97 91:0.76 96:0.96 98:0.80 100:0.94 101:0.85 104:0.89 106:0.81 108:0.66 111:0.90 114:0.90 117:0.86 120:0.93 121:0.90 122:0.43 123:0.63 126:0.54 127:0.28 129:0.05 131:1.00 135:0.93 140:0.45 144:0.57 145:0.56 146:0.90 147:0.92 149:0.95 150:0.93 151:0.96 152:0.90 153:0.88 154:0.67 155:0.67 157:0.98 158:0.92 159:0.50 161:0.89 162:0.58 164:0.91 165:0.86 166:0.99 167:0.65 169:0.92 172:0.85 173:0.77 176:0.73 177:0.38 179:0.27 181:0.91 182:0.95 186:0.86 187:0.21 189:0.96 191:0.75 192:0.59 195:0.80 201:0.74 202:0.90 204:0.89 206:0.81 208:0.64 212:0.60 215:0.79 216:0.72 220:0.74 222:0.48 227:1.00 229:0.97 230:0.87 231:0.98 232:0.95 233:0.76 235:0.31 238:0.96 241:0.68 242:0.58 243:0.94 246:1.00 247:0.60 248:0.96 253:0.98 255:0.79 256:0.90 259:0.21 260:0.93 261:0.96 265:0.80 266:0.63 267:0.59 268:0.90 271:0.13 276:0.74 279:0.86 282:0.88 283:0.82 285:0.62 287:1.00 290:0.90 297:0.36 299:0.88 300:0.43\n1 6:0.91 8:0.92 9:0.80 11:0.64 12:0.96 17:0.43 20:0.90 21:0.78 27:0.21 28:0.73 30:0.21 34:0.62 36:0.75 37:0.74 39:0.27 41:0.82 43:0.92 60:0.95 66:0.27 69:0.41 70:1.00 74:0.90 78:0.78 83:0.88 85:0.97 91:0.05 96:0.85 98:0.19 100:0.83 101:0.73 104:0.84 106:0.81 108:0.96 111:0.78 117:0.86 120:0.76 122:0.57 123:0.96 124:0.91 127:0.62 129:0.95 131:0.99 133:0.93 135:0.30 140:0.45 144:0.57 146:0.51 147:0.57 149:0.88 151:0.94 152:0.98 153:0.80 154:0.91 155:0.67 157:0.93 158:0.92 159:0.98 161:0.89 162:0.56 164:0.65 166:0.61 167:0.46 169:0.90 172:0.76 173:0.07 177:0.38 179:0.25 181:0.91 182:0.95 186:0.78 187:0.39 189:0.97 192:0.59 202:0.60 206:0.81 208:0.64 212:0.54 216:0.95 222:0.48 227:1.00 229:0.97 231:0.98 232:0.93 235:0.68 238:0.93 241:0.12 242:0.28 243:0.17 245:0.84 246:0.61 247:0.60 248:0.83 253:0.88 255:0.79 256:0.45 259:0.21 260:0.77 261:0.96 265:0.21 266:0.95 267:0.84 268:0.58 271:0.13 276:0.83 279:0.86 283:0.82 285:0.62 287:1.00 300:1.00\n1 1:0.74 6:0.90 7:0.81 8:0.79 9:0.80 11:0.64 12:0.96 17:0.12 20:0.97 21:0.40 27:0.26 28:0.73 30:0.17 32:0.80 34:0.96 36:0.85 37:0.83 39:0.27 41:0.90 43:0.76 55:0.84 60:0.87 66:0.15 69:0.47 70:0.68 74:0.88 77:0.70 78:0.83 81:0.80 83:0.82 85:0.80 91:0.65 96:0.90 98:0.25 100:0.89 101:0.73 104:0.95 106:0.81 108:0.59 111:0.84 114:0.82 117:0.86 120:0.84 121:0.90 122:0.57 123:0.57 124:0.86 126:0.54 127:0.25 129:0.89 131:0.99 133:0.83 135:0.79 140:0.80 144:0.57 145:0.54 146:0.33 147:0.39 149:0.60 150:0.82 151:0.92 152:0.89 153:0.72 154:0.83 155:0.67 157:0.86 158:0.92 159:0.57 161:0.89 162:0.53 163:0.89 164:0.86 166:0.99 167:0.53 169:0.86 172:0.21 173:0.31 176:0.73 177:0.38 178:0.42 179:0.57 181:0.91 182:0.95 186:0.84 187:0.39 189:0.91 192:0.59 195:0.88 201:0.74 202:0.84 204:0.89 206:0.81 208:0.64 212:0.19 215:0.67 216:0.74 220:0.87 222:0.48 227:1.00 229:0.97 230:0.87 231:0.98 232:0.98 233:0.76 235:0.52 238:0.91 241:0.49 242:0.45 243:0.29 245:0.56 246:0.61 247:0.39 248:0.89 253:0.92 255:0.79 256:0.82 259:0.21 260:0.85 261:0.93 265:0.27 266:0.75 267:0.65 268:0.82 271:0.13 276:0.48 279:0.86 282:0.88 283:0.82 285:0.62 287:1.00 290:0.82 297:0.36 299:0.88 300:0.43\n2 1:0.74 6:0.94 8:0.73 9:0.80 11:0.64 12:0.96 17:0.22 20:0.75 21:0.54 27:0.06 28:0.73 30:0.21 32:0.78 34:0.53 36:0.94 37:0.82 39:0.27 41:0.92 43:0.76 55:0.96 60:0.97 66:0.07 69:0.80 70:0.86 74:0.86 77:0.70 78:0.91 81:0.70 83:0.83 85:0.88 91:0.22 96:0.91 98:0.23 100:0.89 101:0.75 108:0.63 111:0.89 114:0.77 120:0.86 122:0.67 123:0.84 124:0.90 126:0.54 127:0.42 129:0.81 131:0.99 133:0.89 135:0.83 140:0.45 144:0.57 145:0.69 146:0.39 147:0.46 149:0.75 150:0.75 151:0.92 152:0.97 153:0.76 154:0.68 155:0.67 157:0.92 158:0.92 159:0.74 161:0.89 162:0.60 164:0.88 166:0.99 167:0.52 169:0.80 172:0.41 173:0.65 176:0.73 177:0.38 179:0.55 181:0.91 182:0.95 186:0.91 187:0.39 189:0.86 192:0.59 195:0.91 201:0.74 202:0.86 208:0.64 212:0.41 215:0.58 216:0.92 220:0.96 222:0.48 227:1.00 229:0.97 231:0.98 235:0.68 238:0.85 241:0.46 242:0.44 243:0.44 245:0.61 246:0.61 247:0.60 248:0.89 253:0.92 255:0.79 256:0.86 259:0.21 260:0.86 261:0.90 265:0.23 266:0.84 267:0.44 268:0.86 271:0.13 276:0.59 277:0.69 279:0.86 282:0.86 283:0.82 285:0.62 287:1.00 290:0.77 297:0.36 300:0.70\n2 1:0.74 11:0.64 12:0.96 17:0.92 27:0.72 28:0.73 30:0.68 32:0.80 34:0.47 36:0.85 39:0.27 43:0.93 66:0.79 69:0.07 70:0.21 74:0.79 77:0.70 81:0.98 83:0.80 85:0.85 91:0.82 98:0.97 101:0.83 104:0.54 108:0.06 114:0.98 122:0.57 123:0.06 126:0.54 127:0.77 129:0.05 131:0.61 135:0.44 144:0.57 145:0.44 146:0.48 147:0.54 149:0.80 150:0.99 154:0.92 155:0.67 157:0.93 159:0.17 161:0.89 165:0.92 166:0.99 167:0.76 172:0.41 173:0.50 176:0.73 177:0.38 178:0.55 179:0.91 181:0.91 182:0.95 192:0.59 195:0.52 201:0.74 212:0.89 215:0.96 222:0.48 227:0.61 229:0.61 231:0.98 232:0.80 235:0.05 241:0.77 242:0.63 243:0.80 246:1.00 247:0.35 253:0.77 265:0.97 266:0.17 267:0.36 271:0.13 276:0.29 282:0.88 287:0.61 290:0.98 297:0.36 299:0.88 300:0.18\n1 11:0.64 12:0.96 17:0.20 21:0.22 27:0.45 28:0.73 30:0.45 34:0.61 36:0.18 37:0.50 39:0.27 43:0.78 66:0.29 69:0.68 70:0.71 74:0.77 77:0.70 81:0.75 85:0.90 91:0.18 98:0.36 101:0.78 108:0.52 114:0.55 122:0.43 123:0.49 124:0.73 126:0.32 127:0.30 129:0.81 131:0.61 133:0.67 135:0.82 144:0.57 145:0.52 146:0.61 147:0.67 149:0.78 150:0.55 154:0.71 157:0.94 159:0.62 161:0.89 163:0.81 166:0.91 167:0.51 172:0.37 173:0.54 176:0.53 177:0.38 178:0.55 179:0.57 181:0.91 182:0.85 187:0.68 195:0.87 212:0.27 216:0.77 222:0.48 227:0.61 229:0.61 231:0.97 235:0.22 241:0.41 242:0.28 243:0.47 245:0.66 246:0.61 247:0.60 253:0.57 259:0.21 265:0.38 266:0.71 267:0.52 271:0.13 276:0.50 282:0.81 287:0.61 290:0.55 300:0.55\n1 6:0.91 7:0.76 8:0.81 9:0.80 11:0.64 12:0.96 17:0.36 20:0.97 21:0.30 27:0.21 28:0.73 30:0.27 34:0.61 36:0.78 37:0.74 39:0.27 41:0.82 43:0.58 55:0.84 66:0.06 69:0.91 70:0.96 74:0.65 78:0.84 81:0.67 83:0.73 85:0.94 91:0.73 96:0.79 98:0.29 100:0.94 101:0.75 104:0.84 106:0.81 108:0.90 111:0.89 120:0.90 123:0.96 124:0.97 126:0.32 127:0.85 129:0.98 131:0.99 133:0.96 135:0.17 140:0.94 144:0.57 146:0.55 147:0.73 149:0.81 150:0.48 151:0.70 152:0.98 153:0.93 154:0.50 155:0.67 157:0.94 159:0.94 161:0.89 162:0.59 164:0.86 166:0.90 167:0.48 169:0.90 172:0.54 173:0.65 177:0.05 179:0.18 181:0.91 182:0.94 186:0.84 187:0.39 189:0.92 191:0.77 192:0.59 202:0.83 206:0.81 208:0.64 212:0.22 215:0.72 216:0.95 222:0.48 227:1.00 229:0.97 230:0.79 231:0.98 233:0.76 235:0.31 238:0.97 241:0.24 242:0.70 243:0.10 245:0.90 246:0.61 247:0.67 248:0.74 253:0.76 255:0.79 256:0.84 257:0.65 259:0.21 260:0.90 261:0.96 265:0.28 266:0.95 267:0.91 268:0.84 271:0.13 276:0.93 283:0.82 285:0.62 287:1.00 297:0.36 300:0.94\n1 1:0.74 6:0.94 8:0.86 9:0.80 11:0.64 12:0.96 17:0.06 20:0.95 21:0.59 27:0.06 28:0.73 30:0.21 32:0.78 34:0.75 36:0.96 37:0.82 39:0.27 41:0.97 43:0.75 55:0.92 66:0.63 69:0.82 70:0.76 74:0.78 77:0.70 78:0.80 81:0.67 83:0.80 85:0.80 91:0.65 96:0.92 98:0.68 100:0.83 101:0.72 108:0.80 111:0.80 114:0.74 120:0.87 122:0.41 123:0.78 124:0.52 126:0.54 127:0.35 129:0.81 131:1.00 133:0.67 135:0.87 140:0.45 144:0.57 145:0.69 146:0.40 147:0.46 149:0.65 150:0.78 151:0.87 152:0.97 153:0.48 154:0.67 155:0.67 157:0.84 158:0.87 159:0.75 161:0.89 162:0.60 163:0.75 164:0.91 165:0.78 166:0.99 167:0.54 169:0.80 172:0.68 173:0.66 176:0.73 177:0.38 179:0.44 181:0.91 182:0.95 186:0.80 187:0.39 189:0.95 192:0.59 195:0.93 201:0.74 202:0.88 208:0.64 212:0.16 215:0.55 216:0.92 220:0.99 222:0.48 227:1.00 229:0.97 231:0.98 235:0.74 238:0.88 241:0.53 242:0.21 243:0.20 245:0.72 246:1.00 247:0.67 248:0.91 253:0.93 255:0.79 256:0.89 259:0.21 260:0.87 261:0.90 265:0.68 266:0.89 267:0.69 268:0.89 271:0.13 276:0.65 279:0.86 282:0.86 283:0.71 285:0.62 287:1.00 290:0.74 297:0.36 300:0.55\n1 1:0.68 7:0.66 9:0.75 12:0.51 17:0.98 18:0.65 21:0.59 27:0.72 28:0.89 29:0.71 30:0.72 31:0.96 32:0.67 34:0.45 36:0.34 39:0.51 43:0.21 44:0.88 48:0.91 55:0.45 64:0.77 66:0.44 69:0.92 70:0.41 71:0.94 74:0.78 76:0.98 77:0.99 79:0.96 81:0.64 83:0.91 86:0.68 91:0.42 96:0.79 98:0.75 104:0.91 106:0.81 108:0.84 114:0.71 120:0.88 123:0.84 124:0.60 126:0.54 127:0.89 129:0.05 133:0.43 135:0.51 137:0.96 139:0.74 140:0.97 145:0.89 146:0.93 147:0.87 149:0.59 150:0.62 151:0.82 153:0.46 154:0.14 155:0.65 159:0.78 161:0.96 162:0.85 164:0.86 167:0.59 172:0.94 173:0.90 176:0.63 177:0.38 179:0.15 181:0.48 187:0.21 190:0.89 192:0.87 195:0.89 196:0.93 201:0.67 202:0.78 206:0.81 208:0.64 212:0.92 215:0.55 216:0.18 220:0.62 222:0.35 230:0.68 233:0.66 235:0.97 241:0.53 242:0.70 243:0.50 244:0.83 245:0.99 247:0.86 248:0.74 253:0.82 255:0.78 256:0.85 257:0.65 259:0.21 260:0.88 265:0.75 266:0.71 267:0.44 268:0.84 271:0.54 276:0.95 281:0.91 282:0.75 283:0.67 284:0.96 285:0.62 290:0.71 297:0.36 300:0.84\n1 1:0.69 7:0.70 8:0.79 9:0.75 11:0.75 12:0.51 17:0.97 18:0.81 21:0.40 27:0.67 28:0.89 29:0.71 30:0.74 31:0.89 32:0.67 34:0.85 36:0.66 37:0.52 39:0.51 43:0.93 44:0.88 45:0.97 48:0.91 55:0.52 64:0.77 66:0.89 69:0.30 70:0.42 71:0.94 74:0.92 76:0.85 77:0.96 79:0.89 81:0.83 83:0.91 85:0.72 86:0.81 91:0.44 96:0.72 98:0.97 99:0.99 101:0.87 104:0.95 106:0.81 108:0.73 114:0.78 117:0.86 120:0.59 123:0.71 124:0.37 126:0.54 127:0.97 129:0.59 133:0.46 135:0.79 137:0.89 139:0.83 140:0.45 145:0.58 146:0.53 147:0.59 149:0.91 150:0.88 151:0.61 153:0.48 154:0.93 155:0.66 159:0.95 161:0.96 162:0.86 164:0.56 165:0.70 167:0.54 172:1.00 173:0.08 176:0.63 177:0.70 179:0.08 181:0.48 187:0.39 190:0.89 191:0.76 192:0.87 195:0.99 196:0.91 201:0.68 202:0.36 204:0.85 206:0.81 208:0.64 212:0.92 215:0.67 216:0.51 220:0.82 222:0.35 230:0.73 232:0.85 233:0.76 235:0.95 241:0.37 242:0.74 243:0.11 245:1.00 247:0.91 248:0.59 253:0.77 255:0.78 256:0.45 259:0.21 260:0.60 265:0.97 266:0.75 267:0.28 268:0.46 271:0.54 276:1.00 281:0.91 282:0.75 283:0.67 284:0.88 285:0.62 290:0.78 297:0.36 300:0.84\n1 1:0.67 8:0.85 9:0.75 12:0.51 17:0.86 18:0.60 21:0.47 27:0.72 28:0.89 29:0.71 30:0.91 31:0.96 34:0.18 36:0.43 39:0.51 43:0.10 44:0.86 48:0.91 55:0.42 64:0.77 66:0.17 69:0.82 70:0.30 71:0.94 74:0.57 76:0.98 77:0.99 79:0.96 81:0.45 83:0.60 86:0.65 91:0.68 96:0.87 97:0.89 98:0.64 108:0.40 114:0.66 123:0.64 124:0.51 126:0.44 127:0.55 129:0.05 133:0.37 135:0.54 137:0.96 138:0.97 139:0.76 140:0.87 145:0.82 146:0.57 147:0.55 149:0.37 150:0.48 151:0.91 153:0.72 154:0.18 155:0.58 158:0.81 159:0.37 161:0.96 162:0.69 167:0.84 172:0.77 173:0.92 176:0.59 177:0.05 179:0.38 181:0.48 190:0.77 192:0.51 195:0.64 196:0.93 201:0.62 202:0.73 208:0.54 212:0.86 216:0.09 219:0.94 220:0.62 222:0.35 232:0.75 235:0.74 241:0.85 242:0.76 243:0.67 244:0.83 245:0.89 247:0.74 248:0.81 253:0.84 254:0.96 255:0.73 256:0.71 257:0.84 259:0.21 265:0.56 266:0.38 267:0.36 268:0.75 271:0.54 276:0.73 279:0.82 281:0.86 282:0.73 284:0.96 285:0.56 286:0.99 290:0.66 292:0.88 300:0.55\n1 1:0.66 6:0.84 7:0.69 8:0.82 9:0.76 11:0.45 12:0.51 17:0.90 20:0.90 21:0.54 27:0.18 28:0.89 29:0.71 30:0.75 31:0.98 32:0.65 34:0.33 36:0.23 37:0.63 39:0.51 43:0.56 45:0.96 55:0.52 66:0.74 69:0.38 70:0.28 71:0.94 74:0.86 76:0.97 77:0.96 78:0.95 79:0.98 81:0.65 83:0.60 91:0.96 96:1.00 98:0.70 99:0.83 100:0.94 101:0.52 108:0.30 111:0.93 114:0.72 120:0.98 122:0.51 123:0.28 124:0.43 126:0.44 127:0.65 129:0.59 133:0.47 135:0.24 137:0.98 140:0.80 145:0.85 146:0.67 147:0.72 149:0.91 150:0.58 151:0.99 152:0.93 153:0.97 154:0.45 155:0.58 159:0.44 161:0.96 162:0.64 164:0.96 165:0.70 167:0.83 169:0.89 172:0.92 173:0.43 175:0.75 176:0.62 177:0.38 178:0.42 179:0.24 181:0.48 186:0.95 189:0.89 190:0.95 191:0.94 192:0.59 195:0.68 201:0.61 202:0.97 204:0.81 208:0.54 212:0.92 215:0.58 216:0.42 222:0.35 230:0.71 233:0.76 235:0.80 238:0.85 241:0.83 242:0.53 243:0.77 244:0.93 245:0.94 247:0.67 248:0.99 253:1.00 255:0.74 256:0.98 257:0.65 259:0.21 260:0.98 261:0.92 265:0.70 266:0.54 267:0.59 268:0.98 271:0.54 276:0.86 277:0.69 282:0.74 283:0.67 284:0.97 285:0.62 290:0.72 297:0.36 300:0.55\n1 7:0.69 8:0.94 9:0.79 11:0.45 12:0.51 17:0.88 21:0.78 27:0.72 28:0.89 29:0.71 30:0.55 31:0.95 32:0.74 34:0.61 36:0.68 37:0.93 39:0.51 43:0.56 44:0.88 45:0.73 55:0.45 66:0.52 69:0.19 70:0.71 71:0.94 74:0.62 76:0.85 77:0.96 79:0.94 83:0.60 91:0.88 96:0.84 98:0.56 101:0.52 108:0.60 120:0.74 123:0.58 124:0.52 127:0.46 129:0.59 133:0.47 135:0.47 137:0.95 139:0.67 140:0.45 145:0.85 146:0.32 147:0.39 149:0.38 151:0.91 153:0.72 154:0.45 155:0.66 159:0.30 161:0.96 162:0.65 164:0.64 167:0.85 172:0.48 173:0.37 175:0.75 177:0.38 179:0.69 181:0.48 190:0.89 191:0.89 192:0.87 195:0.61 196:0.90 202:0.55 204:0.81 208:0.64 212:0.69 216:0.04 222:0.35 230:0.71 233:0.66 241:0.89 242:0.31 243:0.40 244:0.93 245:0.69 247:0.60 248:0.81 253:0.81 255:0.79 256:0.45 257:0.65 259:0.21 260:0.74 265:0.58 266:0.54 267:0.28 268:0.57 271:0.54 276:0.45 277:0.69 282:0.86 284:0.91 285:0.62 300:0.55\n1 1:0.65 7:0.70 8:0.81 9:0.73 11:0.45 12:0.51 17:0.92 18:0.67 21:0.40 27:0.72 28:0.89 29:0.71 30:0.87 31:0.89 32:0.67 34:0.18 36:0.75 39:0.51 41:0.82 43:0.37 44:0.88 45:0.77 48:0.91 55:0.45 66:0.54 69:0.93 70:0.39 71:0.94 74:0.73 77:0.70 79:0.89 81:0.67 83:0.60 86:0.64 91:0.72 96:0.74 98:0.62 99:0.83 101:0.52 104:0.75 108:0.38 114:0.76 120:0.61 123:0.36 124:0.70 126:0.44 127:0.89 129:0.05 133:0.77 135:0.30 137:0.89 139:0.74 140:0.80 145:0.70 146:0.67 147:0.88 149:0.63 150:0.60 151:0.62 153:0.48 154:0.28 155:0.65 159:0.77 161:0.96 162:0.86 164:0.71 165:0.70 167:0.84 172:0.93 173:0.92 176:0.62 177:0.38 179:0.18 181:0.48 192:0.86 195:0.87 196:0.90 201:0.61 202:0.56 204:0.85 208:0.64 212:0.86 215:0.67 216:0.01 220:0.93 222:0.35 230:0.73 233:0.76 235:0.60 241:0.85 242:0.63 243:0.62 244:0.93 245:0.96 247:0.84 248:0.60 253:0.70 255:0.73 256:0.64 257:0.65 259:0.21 260:0.62 265:0.63 266:0.84 267:0.18 268:0.65 271:0.54 276:0.93 277:0.69 281:0.91 282:0.75 284:0.89 285:0.62 290:0.76 297:0.36 300:0.84\n1 1:0.57 8:0.84 12:0.51 17:0.85 21:0.74 27:0.72 28:0.89 29:0.71 30:0.45 34:0.25 36:0.57 37:0.70 39:0.51 43:0.11 44:0.88 48:0.91 55:0.59 64:0.77 66:0.69 69:0.48 70:0.25 71:0.94 74:0.48 76:0.98 77:0.70 81:0.33 91:0.88 96:0.72 98:0.82 108:0.37 114:0.63 122:0.77 123:0.35 126:0.44 127:0.31 129:0.05 135:0.37 139:0.66 140:0.90 145:0.70 146:0.47 147:0.53 149:0.11 150:0.37 151:0.51 153:0.71 154:0.09 155:0.46 159:0.17 161:0.96 162:0.56 163:0.75 167:0.86 172:0.21 173:0.78 175:0.91 176:0.62 177:0.05 178:0.50 179:0.96 181:0.48 190:0.98 191:0.87 192:0.44 195:0.55 201:0.54 202:0.73 208:0.54 212:0.61 216:0.02 220:0.93 222:0.35 235:0.95 241:0.94 242:0.82 243:0.73 244:0.97 247:0.12 248:0.52 253:0.53 256:0.68 257:0.84 259:0.21 265:0.82 266:0.17 267:0.65 268:0.72 271:0.54 276:0.21 277:0.87 281:0.86 282:0.73 285:0.47 290:0.63 300:0.18\n1 1:0.69 7:0.69 11:0.75 12:0.51 17:0.97 18:0.75 21:0.59 27:0.67 28:0.89 29:0.71 30:0.53 32:0.67 34:0.89 36:0.39 37:0.35 39:0.51 43:0.74 44:0.92 45:0.92 48:0.97 55:0.59 64:0.77 66:0.98 69:0.36 70:0.54 71:0.94 74:0.86 76:0.94 77:1.00 81:0.76 83:0.91 85:0.72 86:0.73 91:0.22 97:0.98 98:0.97 99:0.99 101:0.87 104:0.86 106:0.81 108:0.28 114:0.71 117:0.86 122:0.51 123:0.27 126:0.54 127:0.73 129:0.05 135:0.65 139:0.79 145:0.93 146:0.94 147:0.95 149:0.78 150:0.74 154:0.65 155:0.58 158:0.75 159:0.60 161:0.96 165:0.70 167:0.47 172:0.95 173:0.31 176:0.63 177:0.70 178:0.55 179:0.21 181:0.48 187:0.21 191:0.70 192:0.57 195:0.78 201:0.67 204:0.85 206:0.81 208:0.64 212:0.89 215:0.55 216:0.18 222:0.35 228:0.99 230:0.71 232:0.91 233:0.76 235:0.98 241:0.03 242:0.36 243:0.98 247:0.82 253:0.64 259:0.21 265:0.97 266:0.27 267:0.36 271:0.54 276:0.90 279:0.81 281:0.86 282:0.75 283:0.82 290:0.71 297:0.36 300:0.43\n1 1:0.64 6:0.84 7:0.69 8:0.75 9:0.76 11:0.45 12:0.51 17:0.91 20:0.89 21:0.47 27:0.18 28:0.89 29:0.71 30:0.75 31:0.99 32:0.65 34:0.31 36:0.30 37:0.63 39:0.51 43:0.56 45:0.99 55:0.52 66:0.61 69:0.36 70:0.29 71:0.94 74:0.95 76:0.85 77:0.89 78:0.93 79:0.99 81:0.65 83:0.60 91:0.92 96:0.99 97:0.89 98:0.85 99:0.83 100:0.73 101:0.52 104:0.82 106:0.81 108:0.72 111:0.89 114:0.74 117:0.86 120:0.99 122:0.51 123:0.70 124:0.51 126:0.44 127:0.76 129:0.59 133:0.47 135:0.47 137:0.99 140:0.45 145:0.79 146:0.67 147:0.72 149:0.97 150:0.57 151:0.98 152:0.93 153:0.48 154:0.45 155:0.58 158:0.75 159:0.72 161:0.96 162:0.69 164:0.97 165:0.70 167:0.70 169:0.89 172:0.98 173:0.24 175:0.75 176:0.62 177:0.38 179:0.12 181:0.48 186:0.92 187:0.21 189:0.81 190:0.95 191:0.90 192:0.59 195:0.86 201:0.60 202:0.96 204:0.84 206:0.81 208:0.54 212:0.93 215:0.63 216:0.42 220:0.62 222:0.35 230:0.71 232:0.88 233:0.76 235:0.68 238:0.81 241:0.69 242:0.53 243:0.38 244:0.93 245:1.00 247:0.67 248:0.99 253:1.00 255:0.74 256:0.97 257:0.65 259:0.21 260:0.99 261:0.92 265:0.85 266:0.54 267:0.69 268:0.97 271:0.54 276:0.97 277:0.69 279:0.77 282:0.74 283:0.67 284:0.99 285:0.62 290:0.74 297:0.36 300:0.84\n2 1:0.68 6:0.89 7:0.69 8:0.79 9:0.73 11:0.57 12:0.51 17:0.97 18:0.87 20:0.95 21:0.47 27:0.48 28:0.89 29:0.71 30:0.54 31:0.89 32:0.67 34:0.20 36:0.52 37:0.56 39:0.51 43:0.75 44:0.88 45:0.77 55:0.45 64:0.77 66:0.97 69:0.32 70:0.53 71:0.94 74:0.85 76:0.98 77:0.96 78:0.98 79:0.88 81:0.70 83:0.60 86:0.91 91:0.73 96:0.72 98:0.92 99:0.83 100:0.91 101:0.87 108:0.25 111:0.95 114:0.76 120:0.59 123:0.24 126:0.54 127:0.54 129:0.05 135:0.42 137:0.89 139:0.88 140:0.45 145:0.84 146:0.88 147:0.90 149:0.63 150:0.61 151:0.57 152:0.94 153:0.48 154:0.66 155:0.65 159:0.46 161:0.96 162:0.81 164:0.73 165:0.70 167:0.84 169:0.88 172:0.92 173:0.35 176:0.63 177:0.70 179:0.24 181:0.48 186:0.97 189:0.92 190:0.89 191:0.89 192:0.86 195:0.70 196:0.92 201:0.65 202:0.62 204:0.80 208:0.64 212:0.92 215:0.63 216:0.07 220:0.93 222:0.35 230:0.71 232:0.72 233:0.76 235:0.74 238:0.83 241:0.85 242:0.36 243:0.97 244:0.61 247:0.94 248:0.58 253:0.72 255:0.72 256:0.64 259:0.21 260:0.60 261:0.94 265:0.92 266:0.47 267:0.28 268:0.67 271:0.54 276:0.86 282:0.75 284:0.94 285:0.62 290:0.76 297:0.36 300:0.55\n2 1:0.62 6:0.85 7:0.70 8:0.78 9:0.70 11:0.45 12:0.51 17:0.88 18:0.78 20:0.85 21:0.71 27:0.42 28:0.89 29:0.71 30:0.76 31:0.86 32:0.64 34:0.22 36:0.69 37:0.62 39:0.51 43:0.63 44:0.88 45:0.73 48:0.97 55:0.52 64:0.77 66:0.54 69:0.48 70:0.45 71:0.94 74:0.73 76:0.85 77:0.89 78:0.94 79:0.86 81:0.63 83:0.60 86:0.78 87:0.98 91:0.91 96:0.78 98:0.59 99:0.83 100:0.89 101:0.52 108:0.37 111:0.92 114:0.66 120:0.54 123:0.35 124:0.64 126:0.54 127:0.79 129:0.05 133:0.60 135:0.26 137:0.86 139:0.80 140:0.45 145:0.76 146:0.78 147:0.81 149:0.63 150:0.52 151:0.48 152:0.82 153:0.48 154:0.53 155:0.57 159:0.70 161:0.96 162:0.56 164:0.74 165:0.70 167:0.86 169:0.85 172:0.90 173:0.36 176:0.63 177:0.70 179:0.22 181:0.48 186:0.94 190:0.98 191:0.90 192:0.56 195:0.85 196:0.88 201:0.61 202:0.74 204:0.84 208:0.64 212:0.91 215:0.48 216:0.10 220:1.00 222:0.35 230:0.73 232:0.79 233:0.76 235:0.97 241:0.95 242:0.76 243:0.62 244:0.83 245:0.95 247:0.84 248:0.49 253:0.78 255:0.69 256:0.73 259:0.21 260:0.55 261:0.87 265:0.60 266:0.71 267:0.19 268:0.73 271:0.54 276:0.88 281:0.91 282:0.73 284:0.95 285:0.62 290:0.66 297:0.36 300:0.94\n0 12:0.51 17:0.62 18:0.67 21:0.78 27:0.45 28:0.89 29:0.71 30:0.76 34:0.89 36:0.25 37:0.50 39:0.51 43:0.30 55:0.42 66:0.97 69:0.77 70:0.27 71:0.94 74:0.79 86:0.70 91:0.09 98:0.55 108:0.60 122:0.51 123:0.58 127:0.16 129:0.05 135:0.30 139:0.67 145:0.50 146:0.67 147:0.72 149:0.85 154:0.25 159:0.26 161:0.96 167:0.49 172:0.92 173:0.75 177:0.70 178:0.55 179:0.11 181:0.48 187:0.68 212:0.94 216:0.77 222:0.35 235:0.88 241:0.12 242:0.61 243:0.97 244:0.83 247:0.47 253:0.55 254:0.86 259:0.21 265:0.56 266:0.17 267:0.79 271:0.54 276:0.86 300:0.25\n0 1:0.64 7:0.70 8:0.78 9:0.71 11:0.45 12:0.51 17:0.88 18:0.91 20:0.81 21:0.76 27:0.63 28:0.89 29:0.71 30:0.61 31:0.87 34:0.71 36:0.41 37:0.70 39:0.51 43:0.16 45:0.66 48:0.97 55:0.45 64:0.77 66:0.59 69:0.39 70:0.66 71:0.94 74:0.79 76:0.97 78:0.92 79:0.86 81:0.61 83:0.91 86:0.87 91:0.27 96:0.69 98:0.46 99:0.83 100:0.73 101:0.52 104:0.86 106:0.81 108:0.30 111:0.89 114:0.63 117:0.86 120:0.55 123:0.29 124:0.69 126:0.54 127:0.90 129:0.05 133:0.74 135:0.39 137:0.87 139:0.85 140:0.45 145:0.40 146:0.74 147:0.78 149:0.41 150:0.51 151:0.50 152:0.78 153:0.48 154:0.50 155:0.58 159:0.78 161:0.96 162:0.62 164:0.56 165:0.70 167:0.52 169:0.72 172:0.94 173:0.23 176:0.63 177:0.70 179:0.18 181:0.48 186:0.92 187:0.39 190:0.89 192:0.56 196:0.89 201:0.62 202:0.50 204:0.83 206:0.81 208:0.64 212:0.91 215:0.46 216:0.28 220:0.96 222:0.35 230:0.73 232:0.91 233:0.76 235:1.00 241:0.30 242:0.55 243:0.67 244:0.83 245:0.95 247:0.93 248:0.50 253:0.59 254:0.80 255:0.70 256:0.45 259:0.21 260:0.55 261:0.84 265:0.48 266:0.54 267:0.69 268:0.46 271:0.54 276:0.90 281:0.91 284:0.88 285:0.62 290:0.63 297:0.36 300:0.84\n1 1:0.69 7:0.69 8:0.74 11:0.75 12:0.51 17:0.95 18:0.83 21:0.54 22:0.93 27:0.43 28:0.89 29:0.71 30:0.88 32:0.66 34:0.92 36:0.36 37:0.40 39:0.51 43:0.85 44:0.88 45:0.83 47:0.93 48:0.91 55:0.52 64:0.77 66:0.98 69:0.32 70:0.28 71:0.94 74:0.78 77:0.96 81:0.75 83:0.60 85:0.72 86:0.83 91:0.02 97:0.99 98:0.99 99:0.95 101:0.87 104:0.91 106:0.81 108:0.25 114:0.69 117:0.86 123:0.24 126:0.54 127:0.87 129:0.05 135:0.32 139:0.85 145:0.94 146:0.92 147:0.93 149:0.83 150:0.68 154:0.82 155:0.56 158:0.76 159:0.54 161:0.96 165:0.70 167:0.47 172:0.95 173:0.33 176:0.62 177:0.70 178:0.55 179:0.23 181:0.48 187:0.21 192:0.55 195:0.70 201:0.67 204:0.81 206:0.81 208:0.64 212:0.89 215:0.55 216:0.36 219:0.91 222:0.35 230:0.71 232:0.94 233:0.76 235:0.95 241:0.03 242:0.58 243:0.98 247:0.91 253:0.61 262:0.93 265:0.99 266:0.27 267:0.52 271:0.54 276:0.90 279:0.82 281:0.86 282:0.75 283:0.67 290:0.69 292:0.88 297:0.36 300:0.33\n1 1:0.59 6:0.82 7:0.66 8:0.75 9:0.72 11:0.45 12:0.51 17:0.98 18:0.73 20:0.84 21:0.77 27:0.52 28:0.89 29:0.71 30:0.27 31:0.87 32:0.64 34:0.28 36:0.36 39:0.51 43:0.57 45:0.73 48:0.91 55:0.52 64:0.77 66:0.77 69:0.73 70:0.83 71:0.94 74:0.67 76:0.85 77:0.98 78:0.95 79:0.87 81:0.59 83:0.91 86:0.70 91:0.63 96:0.70 98:0.91 99:0.83 100:0.88 101:0.52 104:0.79 108:0.56 111:0.92 114:0.63 120:0.56 123:0.54 124:0.41 126:0.54 127:0.94 129:0.05 133:0.43 135:0.28 137:0.87 138:0.95 139:0.69 140:0.45 145:0.67 146:0.88 147:0.31 149:0.47 150:0.47 151:0.55 152:0.84 153:0.72 154:0.15 155:0.64 159:0.53 161:0.96 162:0.86 164:0.63 165:0.70 167:0.82 169:0.82 172:0.85 173:0.76 176:0.63 177:0.38 179:0.39 181:0.48 186:0.95 190:0.89 191:0.76 192:0.86 195:0.69 196:0.88 201:0.58 202:0.49 208:0.64 212:0.82 215:0.44 216:0.40 220:0.91 222:0.35 228:0.99 230:0.68 233:0.76 235:1.00 241:0.80 242:0.38 243:0.20 244:0.83 245:0.85 247:0.88 248:0.54 253:0.55 254:0.97 255:0.71 256:0.45 257:0.65 259:0.21 260:0.56 261:0.89 265:0.91 266:0.27 267:0.52 268:0.57 271:0.54 276:0.78 281:0.91 282:0.73 284:0.91 285:0.62 286:0.99 290:0.63 297:0.36 298:0.99 300:0.70\n2 1:0.68 6:0.84 7:0.70 8:0.72 9:0.74 12:0.51 17:0.77 20:0.89 21:0.22 25:0.88 27:0.37 28:0.89 29:0.71 30:0.91 31:0.90 32:0.65 34:0.17 36:0.41 37:0.62 39:0.51 41:0.82 43:0.09 44:0.86 48:0.99 55:0.52 64:0.77 66:0.26 69:0.65 70:0.28 71:0.94 74:0.60 76:0.94 77:0.89 78:0.98 79:0.90 81:0.80 83:0.60 91:0.86 96:0.74 98:0.34 100:0.96 104:0.76 108:0.49 111:0.96 114:0.90 120:0.62 123:0.72 124:0.74 126:0.54 127:0.79 129:0.89 133:0.78 135:0.37 137:0.90 139:0.69 140:0.45 145:0.98 146:0.54 147:0.60 149:0.39 150:0.68 151:0.64 152:0.84 153:0.77 154:0.08 155:0.65 159:0.76 161:0.96 162:0.86 164:0.69 165:0.93 167:0.85 169:0.94 172:0.74 173:0.51 175:0.91 176:0.73 177:0.05 179:0.38 181:0.48 186:0.97 189:0.86 191:0.87 192:0.87 195:0.89 196:0.89 201:0.66 202:0.54 204:0.84 208:0.64 212:0.85 215:0.79 216:0.03 220:0.82 222:0.35 228:0.99 230:0.73 233:0.76 235:0.68 238:0.86 241:0.89 242:0.70 243:0.57 244:0.97 245:0.84 247:0.39 248:0.61 253:0.71 255:0.73 256:0.58 257:0.84 259:0.21 260:0.63 261:0.93 265:0.33 266:0.75 267:0.23 268:0.63 271:0.54 276:0.70 277:0.87 281:0.91 282:0.74 284:0.93 285:0.62 290:0.90 297:0.36 300:0.70\n0 1:0.61 11:0.45 12:0.51 17:0.57 18:0.62 21:0.68 27:0.45 28:0.89 29:0.71 30:0.45 34:0.84 36:0.19 37:0.50 39:0.51 43:0.35 45:0.77 55:0.52 66:0.61 69:0.70 70:0.59 71:0.94 74:0.59 77:0.70 81:0.56 83:0.60 86:0.64 91:0.10 98:0.45 99:0.83 101:0.52 108:0.53 114:0.66 122:0.77 123:0.51 124:0.50 126:0.44 127:0.39 129:0.05 133:0.43 135:0.70 139:0.62 145:0.50 146:0.62 147:0.67 149:0.33 150:0.46 154:0.27 155:0.48 159:0.56 161:0.96 165:0.70 167:0.60 172:0.59 173:0.64 176:0.62 177:0.70 178:0.55 179:0.57 181:0.48 187:0.68 192:0.46 195:0.79 201:0.57 208:0.54 212:0.73 215:0.49 216:0.77 222:0.35 235:0.88 241:0.55 242:0.41 243:0.67 244:0.93 245:0.74 247:0.67 253:0.53 259:0.21 265:0.47 266:0.54 267:0.36 271:0.54 276:0.41 282:0.73 290:0.66 297:0.36 300:0.55\n1 1:0.63 8:0.79 9:0.70 11:0.54 12:0.51 17:0.93 18:0.75 21:0.59 27:0.57 28:0.89 29:0.71 30:0.72 31:0.86 34:0.80 36:0.55 37:0.68 39:0.51 43:0.33 44:0.92 45:0.73 55:0.45 64:0.77 66:0.46 69:0.43 70:0.56 71:0.94 74:0.72 76:0.85 77:0.89 79:0.86 81:0.64 83:0.60 86:0.74 87:0.98 91:0.44 96:0.68 98:0.61 99:0.83 101:0.52 108:0.79 114:0.71 120:0.54 123:0.77 124:0.75 126:0.54 127:0.72 129:0.59 133:0.73 135:0.44 137:0.86 139:0.82 140:0.87 145:0.85 146:0.50 147:0.56 149:0.57 150:0.53 151:0.49 153:0.48 154:0.25 155:0.55 159:0.70 161:0.96 162:0.50 164:0.56 165:0.70 167:0.54 172:0.86 173:0.31 176:0.63 177:0.70 178:0.48 179:0.24 181:0.48 187:0.21 190:0.89 191:0.85 192:0.50 195:0.84 196:0.88 201:0.61 202:0.61 204:0.82 208:0.64 212:0.88 215:0.55 216:0.14 220:0.97 222:0.35 232:0.77 235:0.80 241:0.37 242:0.72 243:0.37 244:0.61 245:0.92 247:0.86 248:0.49 253:0.60 255:0.69 256:0.45 260:0.55 265:0.62 266:0.75 267:0.23 268:0.46 271:0.54 276:0.87 281:0.86 282:0.80 284:0.88 285:0.62 290:0.71 297:0.36 300:0.70\n1 1:0.65 8:0.84 11:0.54 12:0.51 17:0.96 18:0.79 21:0.47 27:0.57 28:0.89 29:0.71 30:0.62 34:0.70 36:0.60 37:0.68 39:0.51 43:0.11 44:0.88 45:0.73 48:0.98 55:0.45 64:0.77 66:0.59 69:0.41 70:0.51 71:0.94 74:0.72 76:0.98 77:0.98 81:0.67 83:0.60 86:0.73 87:0.98 91:0.23 98:0.74 99:0.83 101:0.52 108:0.79 114:0.76 123:0.77 124:0.64 126:0.54 127:0.77 129:0.59 133:0.61 135:0.47 139:0.76 145:0.72 146:0.50 147:0.56 149:0.48 150:0.57 154:0.17 155:0.56 159:0.67 161:0.96 165:0.70 167:0.50 172:0.92 173:0.32 176:0.63 177:0.70 178:0.55 179:0.20 181:0.48 187:0.21 192:0.50 195:0.81 201:0.62 202:0.50 204:0.84 208:0.64 212:0.90 215:0.63 216:0.14 222:0.35 232:0.77 235:0.68 241:0.18 242:0.60 243:0.32 244:0.93 245:0.96 247:0.86 253:0.61 254:0.74 265:0.74 266:0.75 267:0.19 271:0.54 276:0.91 281:0.86 282:0.74 290:0.76 297:0.36 300:0.70\n2 1:0.68 7:0.69 8:0.80 9:0.72 11:0.75 12:0.51 17:0.79 18:0.74 21:0.40 27:0.71 28:0.89 29:0.71 30:0.55 32:0.67 34:0.78 36:0.61 37:0.56 39:0.51 43:0.90 44:0.88 45:0.93 55:0.52 66:0.99 69:0.19 70:0.55 71:0.94 74:0.89 76:0.94 77:0.99 81:0.59 83:0.60 85:0.72 86:0.74 91:0.37 96:0.73 97:0.94 98:0.96 101:0.87 104:0.79 106:0.81 108:0.15 114:0.72 117:0.86 120:0.61 123:0.15 126:0.44 127:0.73 129:0.05 135:0.49 138:0.95 139:0.76 140:0.45 145:0.77 146:0.92 147:0.94 149:0.88 150:0.60 151:0.65 153:0.48 154:0.89 155:0.58 158:0.75 159:0.55 161:0.96 162:0.86 164:0.68 167:0.50 172:0.97 173:0.23 176:0.60 177:0.70 179:0.17 181:0.48 187:0.21 190:0.95 192:0.57 195:0.72 201:0.63 202:0.53 204:0.85 206:0.81 208:0.54 212:0.93 215:0.63 216:0.05 220:0.91 222:0.35 230:0.71 232:0.70 233:0.66 235:0.68 241:0.15 242:0.70 243:0.99 247:0.76 248:0.65 253:0.75 255:0.71 256:0.58 259:0.21 260:0.61 265:0.96 266:0.27 267:0.18 268:0.62 271:0.54 276:0.93 279:0.81 282:0.75 283:0.82 285:0.56 286:0.99 290:0.72 297:0.36 298:0.99 300:0.70\n0 1:0.69 7:0.69 8:0.72 11:0.45 12:0.51 17:0.90 18:0.74 21:0.13 27:0.32 28:0.89 29:0.71 30:0.76 32:0.67 34:0.28 36:0.34 37:0.64 39:0.51 43:0.40 44:0.88 45:0.83 55:0.52 64:0.77 66:0.93 69:0.15 70:0.42 71:0.94 74:0.77 76:0.94 77:0.99 81:0.83 83:0.60 86:0.75 91:0.37 98:0.93 99:0.83 101:0.52 108:0.12 114:0.88 117:0.86 122:0.77 123:0.12 126:0.54 127:0.59 129:0.05 135:0.51 139:0.76 145:0.97 146:0.73 147:0.77 149:0.42 150:0.86 154:0.54 155:0.56 159:0.29 161:0.96 165:0.70 167:0.52 172:0.82 173:0.37 176:0.63 177:0.70 178:0.55 179:0.43 181:0.48 187:0.21 191:0.70 192:0.55 195:0.60 201:0.68 204:0.80 208:0.64 212:0.88 215:0.84 216:0.16 222:0.35 230:0.71 232:0.86 233:0.76 235:0.52 241:0.27 242:0.70 243:0.94 244:0.83 247:0.79 253:0.68 254:0.74 259:0.21 265:0.93 266:0.27 267:0.23 271:0.54 276:0.72 282:0.75 290:0.88 297:0.36 300:0.55\n1 1:0.59 6:0.82 7:0.66 8:0.70 11:0.45 12:0.51 17:0.98 18:0.73 20:0.86 21:0.77 27:0.52 28:0.89 29:0.71 30:0.27 32:0.64 34:0.42 36:0.32 39:0.51 43:0.57 45:0.73 48:0.91 55:0.52 64:0.77 66:0.77 69:0.73 70:0.83 71:0.94 74:0.67 76:0.85 77:0.98 78:0.95 81:0.59 83:0.60 86:0.70 91:0.51 98:0.91 99:0.83 100:0.73 101:0.52 104:0.79 108:0.56 111:0.91 114:0.63 123:0.54 124:0.41 126:0.54 127:0.94 129:0.05 133:0.43 135:0.30 139:0.69 145:0.67 146:0.88 147:0.31 149:0.47 150:0.47 152:0.84 154:0.15 155:0.47 159:0.53 161:0.96 165:0.70 167:0.75 169:0.82 172:0.85 173:0.76 176:0.63 177:0.38 178:0.55 179:0.39 181:0.48 186:0.94 187:0.21 191:0.80 192:0.45 195:0.69 201:0.58 208:0.64 212:0.82 215:0.44 216:0.40 222:0.35 228:0.99 230:0.68 233:0.76 235:1.00 241:0.74 242:0.38 243:0.20 244:0.83 245:0.85 247:0.88 253:0.54 254:0.97 257:0.65 259:0.21 261:0.89 265:0.91 266:0.27 267:0.44 271:0.54 276:0.78 281:0.91 282:0.73 290:0.63 297:0.36 300:0.70\n1 1:0.58 6:0.82 7:0.69 8:0.71 9:0.71 11:0.45 12:0.51 17:0.88 18:0.64 20:0.89 21:0.64 27:0.51 28:0.89 29:0.71 30:0.16 32:0.65 34:0.78 36:0.56 37:0.33 39:0.51 43:0.39 45:0.92 55:0.45 66:0.88 69:0.83 70:0.88 71:0.94 74:0.85 76:0.85 77:0.70 78:0.87 81:0.38 86:0.67 91:0.18 96:0.73 98:0.90 100:0.90 101:0.52 104:0.98 106:0.81 108:0.67 111:0.87 114:0.67 117:0.86 120:0.61 122:0.51 123:0.65 124:0.38 126:0.44 127:0.63 129:0.05 133:0.43 135:0.97 139:0.65 140:0.80 145:0.70 146:0.98 147:0.37 149:0.65 150:0.43 151:0.61 152:0.90 153:0.48 154:0.25 155:0.57 158:0.75 159:0.80 161:0.96 162:0.86 164:0.76 167:0.48 169:0.90 172:0.98 173:0.69 176:0.62 177:0.38 179:0.13 181:0.48 186:0.87 187:0.21 190:0.95 192:0.56 195:0.91 201:0.55 202:0.63 204:0.82 206:0.81 208:0.54 212:0.88 215:0.53 216:0.85 220:0.97 222:0.35 230:0.71 232:0.92 233:0.66 235:0.80 241:0.10 242:0.39 243:0.11 244:0.83 245:0.97 247:0.79 248:0.60 253:0.72 254:0.84 255:0.70 256:0.68 257:0.65 259:0.21 260:0.61 261:0.88 265:0.90 266:0.54 267:1.00 268:0.71 271:0.54 276:0.96 279:0.82 282:0.74 283:0.82 285:0.56 290:0.67 297:0.36 300:0.84\n1 1:0.69 6:0.89 7:0.69 8:0.75 9:0.76 11:0.45 12:0.51 17:0.82 18:0.91 20:0.90 21:0.13 27:0.32 28:0.89 29:0.71 30:0.11 31:0.94 32:0.67 34:0.18 36:0.96 37:0.64 39:0.51 43:0.40 44:0.88 45:0.99 55:0.71 64:0.77 66:0.10 69:0.15 70:0.93 71:0.94 74:0.89 76:0.94 77:0.99 78:0.98 79:0.94 81:0.83 83:0.60 86:0.90 91:0.79 96:0.92 98:0.51 99:0.83 100:0.96 101:0.52 108:0.94 111:0.96 114:0.88 120:0.87 123:0.99 124:0.94 126:0.54 127:1.00 129:0.89 133:0.93 135:0.34 137:0.94 138:0.98 139:0.89 140:0.95 145:0.97 146:0.68 147:0.73 149:0.86 150:0.86 151:0.72 152:0.93 153:0.48 154:0.54 155:0.65 159:0.98 161:0.96 162:0.81 164:0.90 165:0.70 167:0.81 169:0.92 172:0.98 173:0.05 176:0.63 177:0.70 179:0.09 181:0.48 186:0.98 189:0.91 190:0.95 191:0.90 192:0.87 195:1.00 196:0.96 201:0.68 202:0.84 204:0.80 208:0.64 212:0.56 215:0.84 216:0.16 219:0.88 220:0.99 222:0.35 230:0.71 233:0.76 235:0.52 238:0.86 241:0.80 242:0.70 243:0.10 244:0.83 245:1.00 247:0.93 248:0.71 253:0.95 254:0.74 255:0.78 256:0.88 259:0.21 260:0.88 261:0.94 265:0.52 266:0.89 267:0.28 268:0.89 271:0.54 276:1.00 277:0.69 282:0.75 284:0.98 285:0.62 290:0.88 292:0.88 297:0.36 300:0.84\n2 1:0.69 7:0.70 11:0.75 12:0.51 17:0.82 18:0.85 21:0.54 27:0.59 28:0.89 29:0.71 30:0.88 32:0.67 34:0.37 36:0.22 37:0.47 39:0.51 43:0.91 44:0.88 45:0.87 48:0.91 55:0.52 64:0.77 66:0.98 69:0.44 70:0.29 71:0.94 74:0.85 76:0.85 77:0.99 81:0.76 83:0.91 85:0.72 86:0.85 91:0.04 97:0.89 98:0.95 99:0.95 101:0.87 108:0.34 114:0.69 123:0.33 126:0.54 127:0.64 129:0.05 135:0.26 139:0.88 145:1.00 146:0.93 147:0.94 149:0.87 150:0.73 154:0.91 155:0.64 158:0.77 159:0.56 161:0.96 165:0.70 167:0.57 172:0.96 173:0.40 176:0.62 177:0.70 178:0.55 179:0.18 181:0.48 187:0.39 192:0.58 195:0.73 201:0.68 204:0.85 208:0.64 212:0.93 215:0.55 216:0.36 219:0.91 222:0.35 230:0.73 233:0.66 235:0.97 241:0.47 242:0.53 243:0.99 247:0.88 253:0.64 265:0.95 266:0.27 267:0.19 271:0.54 276:0.92 279:0.80 281:0.86 282:0.75 283:0.82 290:0.69 292:0.95 297:0.36 300:0.70\n0 12:0.51 17:0.38 21:0.22 27:0.45 28:0.83 30:0.87 32:0.72 34:0.68 36:0.17 37:0.50 39:0.66 43:0.30 55:0.71 66:0.86 69:0.68 70:0.26 74:0.44 81:0.60 91:0.18 98:0.88 108:0.52 123:0.50 124:0.38 126:0.32 127:0.49 129:0.05 133:0.39 135:0.61 145:0.52 146:0.99 147:0.99 149:0.83 150:0.44 154:0.53 159:0.86 161:0.82 167:0.53 172:0.97 173:0.40 177:0.38 178:0.55 179:0.15 181:0.81 187:0.68 195:0.96 212:0.89 215:0.79 216:0.77 222:0.35 235:0.22 241:0.15 242:0.80 243:0.87 245:0.94 247:0.39 253:0.38 254:0.80 259:0.21 265:0.88 266:0.54 267:0.28 271:0.66 276:0.93 297:0.36 300:0.43\n3 1:0.74 6:0.95 7:0.81 8:0.92 9:0.80 12:0.51 17:0.64 20:0.96 27:0.25 28:0.83 32:0.80 34:0.21 36:0.38 37:0.92 39:0.66 41:0.94 74:0.59 76:0.94 77:0.70 78:0.95 81:0.92 83:0.84 91:0.88 96:0.93 100:0.97 104:0.58 111:0.96 114:0.98 120:0.88 121:0.90 126:0.54 135:0.32 140:0.45 144:0.85 145:0.40 150:0.96 151:0.96 152:0.89 153:0.85 155:0.67 161:0.82 162:0.61 164:0.80 165:0.92 167:0.88 169:0.96 175:0.91 176:0.73 181:0.81 186:0.95 189:0.96 191:0.90 192:0.59 195:0.52 201:0.74 202:0.74 204:0.89 208:0.64 215:0.96 216:0.09 222:0.35 230:0.87 232:0.78 233:0.76 235:0.05 238:0.95 241:0.87 244:0.83 248:0.93 253:0.92 255:0.79 256:0.75 257:0.84 259:0.21 260:0.88 261:0.96 267:0.44 268:0.75 271:0.66 277:0.87 282:0.88 285:0.62 290:0.98 297:0.36 299:0.88\n2 1:0.74 6:0.90 7:0.81 8:0.73 9:0.80 11:0.88 12:0.51 17:0.36 20:0.97 21:0.30 27:0.21 28:0.83 30:0.10 34:0.80 36:0.86 37:0.74 39:0.66 41:0.93 43:0.98 55:0.71 60:0.87 66:0.16 69:0.12 70:0.94 74:0.91 78:0.93 81:0.74 83:0.83 85:0.95 91:0.35 96:0.91 98:0.48 100:0.97 101:0.78 104:0.84 106:0.81 108:0.90 111:0.95 114:0.86 117:0.86 120:0.85 121:0.90 123:0.89 124:0.94 126:0.54 127:0.76 129:0.95 133:0.94 135:0.30 140:0.45 144:0.85 146:0.29 147:0.36 149:0.93 150:0.83 151:0.96 152:0.95 153:0.87 154:0.98 155:0.67 158:0.92 159:0.89 161:0.82 162:0.65 164:0.80 165:0.84 167:0.58 169:0.94 172:0.70 173:0.08 176:0.73 177:0.38 179:0.23 181:0.81 186:0.93 187:0.39 189:0.92 191:0.73 192:0.59 201:0.74 202:0.73 204:0.89 206:0.81 208:0.64 212:0.39 215:0.72 216:0.95 222:0.35 230:0.87 232:0.90 233:0.76 235:0.42 238:0.95 241:0.37 242:0.62 243:0.16 245:0.87 247:0.67 248:0.91 253:0.93 255:0.79 256:0.73 259:0.21 260:0.85 261:0.96 265:0.50 266:0.95 267:0.52 268:0.75 271:0.66 276:0.89 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.70\n2 1:0.74 6:0.82 7:0.81 8:0.63 9:0.80 11:0.88 12:0.51 17:0.20 20:0.96 21:0.13 27:0.18 28:0.83 30:0.52 32:0.80 34:0.62 36:0.37 37:0.46 39:0.66 41:0.90 43:0.93 60:0.87 66:0.49 69:0.30 70:0.87 74:0.94 77:0.89 78:0.89 81:0.84 83:0.85 85:0.98 91:0.54 96:0.82 98:0.62 100:0.88 101:0.85 104:0.77 106:0.81 108:0.70 111:0.87 114:0.92 117:0.86 120:0.72 121:1.00 122:0.43 123:0.68 124:0.79 126:0.54 127:0.61 129:0.93 133:0.84 135:0.86 140:0.45 144:0.85 145:0.77 146:0.43 147:0.50 149:0.96 150:0.90 151:0.73 152:0.93 153:0.46 154:0.93 155:0.67 158:0.92 159:0.74 161:0.82 162:0.86 164:0.70 165:0.88 167:0.53 169:0.85 172:0.82 173:0.18 176:0.73 177:0.38 179:0.29 181:0.81 186:0.88 187:0.87 189:0.85 191:0.70 192:0.59 195:0.88 201:0.74 202:0.56 204:0.89 206:0.81 208:0.64 212:0.59 215:0.84 216:0.75 220:0.74 222:0.35 230:0.84 232:0.83 233:0.76 235:0.22 238:0.85 241:0.12 242:0.38 243:0.15 245:0.86 247:0.67 248:0.79 253:0.88 255:0.79 256:0.64 259:0.21 260:0.73 261:0.91 265:0.63 266:0.63 267:0.79 268:0.64 271:0.66 276:0.83 279:0.86 282:0.88 283:0.82 285:0.62 290:0.92 297:0.36 299:0.97 300:0.84\n0 12:0.51 17:0.38 21:0.74 27:0.45 28:0.83 30:0.72 32:0.72 34:0.69 36:0.17 37:0.50 39:0.66 43:0.30 55:0.71 66:0.86 69:0.71 70:0.36 74:0.38 81:0.28 91:0.12 98:0.84 108:0.54 123:0.51 124:0.38 126:0.32 127:0.47 129:0.05 133:0.39 135:0.84 145:0.50 146:0.98 147:0.98 149:0.83 150:0.27 154:0.48 159:0.78 161:0.82 167:0.54 172:0.94 173:0.51 177:0.38 178:0.55 179:0.19 181:0.81 187:0.68 195:0.93 212:0.90 215:0.46 216:0.77 222:0.35 235:0.88 241:0.18 242:0.81 243:0.87 245:0.89 247:0.39 253:0.34 254:0.80 259:0.21 265:0.84 266:0.71 267:0.28 271:0.66 276:0.89 297:0.36 300:0.84\n3 1:0.74 6:0.93 7:0.81 8:0.90 9:0.80 11:0.88 12:0.51 17:0.06 20:0.84 21:0.59 27:0.03 28:0.83 30:0.91 32:0.80 34:0.75 36:0.83 37:0.93 39:0.66 41:0.88 43:0.86 60:0.87 66:0.69 69:0.61 70:0.13 74:0.77 76:0.85 77:0.70 78:0.87 81:0.57 83:0.86 85:0.80 91:0.70 96:0.84 98:0.62 100:0.90 101:0.78 104:0.93 108:0.46 111:0.87 114:0.74 120:0.75 121:0.97 122:0.43 123:0.44 126:0.54 127:0.18 129:0.05 135:0.51 140:0.45 144:0.85 145:0.59 146:0.46 147:0.53 149:0.65 150:0.72 151:0.93 152:0.80 153:0.77 154:0.83 155:0.67 158:0.92 159:0.17 161:0.82 162:0.86 163:0.81 164:0.69 165:0.78 167:0.78 169:0.87 172:0.21 173:0.77 176:0.73 177:0.38 179:0.86 181:0.81 186:0.87 187:0.68 189:0.94 191:0.98 192:0.59 195:0.61 201:0.74 202:0.54 204:0.89 208:0.64 212:0.61 215:0.55 216:0.76 222:0.35 230:0.87 232:0.95 233:0.76 235:0.74 238:0.90 241:0.74 242:0.63 243:0.73 247:0.30 248:0.82 253:0.85 255:0.79 256:0.58 259:0.21 260:0.76 261:0.85 265:0.63 266:0.17 267:0.91 268:0.63 271:0.66 276:0.13 279:0.86 282:0.88 283:0.82 285:0.62 290:0.74 297:0.36 299:0.88 300:0.13\n2 1:0.74 6:0.80 8:0.61 9:0.80 11:0.88 12:0.51 17:0.57 20:0.88 21:0.22 27:0.09 28:0.83 30:0.33 32:0.80 34:0.61 36:0.95 37:0.36 39:0.66 41:0.92 43:0.79 55:0.59 60:0.87 66:0.98 69:0.74 70:0.66 74:0.89 77:0.70 78:0.83 81:0.79 83:0.87 85:0.95 91:0.60 96:0.86 98:0.90 100:0.80 101:0.84 108:0.58 111:0.81 114:0.90 120:0.77 123:0.55 126:0.54 127:0.47 129:0.05 135:0.42 140:0.80 144:0.85 145:0.82 146:0.93 147:0.94 149:0.95 150:0.86 151:0.87 152:0.83 153:0.48 154:0.73 155:0.67 158:0.92 159:0.57 161:0.82 162:0.68 164:0.75 165:0.86 167:0.63 169:0.78 172:0.96 173:0.71 176:0.73 177:0.38 178:0.42 179:0.17 181:0.81 186:0.83 187:0.21 189:0.82 192:0.59 195:0.80 201:0.74 202:0.67 208:0.64 212:0.93 215:0.79 216:0.46 222:0.35 232:0.82 235:0.31 238:0.82 241:0.52 242:0.76 243:0.98 247:0.67 248:0.84 253:0.89 255:0.79 256:0.68 259:0.21 260:0.78 261:0.83 265:0.90 266:0.38 267:0.28 268:0.69 271:0.66 276:0.92 279:0.86 282:0.88 283:0.82 285:0.62 290:0.90 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.90 7:0.81 8:0.68 9:0.80 11:0.88 12:0.51 17:0.51 20:0.89 21:0.54 27:0.21 28:0.83 30:0.45 34:0.62 36:0.67 37:0.74 39:0.66 41:0.88 43:0.96 55:0.71 60:0.87 66:0.62 69:0.23 70:0.79 74:0.83 78:0.86 81:0.60 83:0.81 85:0.93 91:0.08 96:0.71 98:0.85 100:0.85 101:0.75 104:0.91 106:0.81 108:0.18 111:0.85 114:0.77 117:0.86 120:0.58 121:0.90 123:0.18 124:0.50 126:0.54 127:0.79 129:0.59 133:0.47 135:0.21 140:0.45 144:0.85 146:0.99 147:0.99 149:0.95 150:0.75 151:0.54 152:0.95 153:0.48 154:0.96 155:0.67 158:0.87 159:0.91 161:0.82 162:0.86 164:0.67 165:0.79 167:0.55 169:0.94 172:0.98 173:0.09 176:0.73 177:0.38 179:0.13 181:0.81 186:0.86 187:0.39 189:0.85 191:0.70 192:0.59 201:0.74 202:0.50 204:0.89 206:0.81 208:0.64 212:0.73 215:0.58 216:0.95 220:0.96 222:0.35 230:0.84 232:0.94 233:0.69 235:0.68 238:0.84 241:0.21 242:0.79 243:0.68 245:0.99 247:0.47 248:0.55 253:0.72 255:0.79 256:0.58 259:0.21 260:0.58 261:0.96 265:0.85 266:0.80 267:0.85 268:0.59 271:0.66 276:0.97 279:0.86 283:0.71 285:0.62 290:0.77 297:0.36 300:0.84\n1 1:0.74 6:0.98 7:0.76 8:0.90 9:0.80 11:0.88 12:0.51 17:0.30 20:0.76 21:0.54 27:0.02 28:0.83 30:0.68 32:0.72 34:0.85 36:0.47 37:0.92 39:0.66 41:0.82 43:0.88 66:0.88 69:0.53 70:0.53 74:0.92 76:0.85 78:0.93 81:0.65 83:0.74 85:0.97 91:0.40 96:0.71 98:0.67 100:0.97 101:0.84 108:0.41 111:0.96 114:0.77 120:0.58 122:0.43 123:0.39 124:0.37 126:0.54 127:0.39 129:0.05 133:0.39 135:0.69 140:0.45 144:0.85 145:0.83 146:0.88 147:0.91 149:0.96 150:0.77 151:0.58 152:0.78 153:0.48 154:0.87 155:0.67 159:0.68 161:0.82 162:0.54 164:0.57 165:0.79 167:0.62 169:0.88 172:0.84 173:0.37 176:0.73 177:0.38 179:0.34 181:0.81 186:0.93 187:0.39 191:0.90 192:0.59 195:0.88 201:0.74 202:0.56 208:0.64 212:0.73 215:0.58 216:0.99 220:0.87 222:0.35 230:0.79 233:0.76 235:0.74 241:0.50 242:0.51 243:0.89 245:0.64 247:0.60 248:0.57 253:0.76 255:0.79 256:0.45 259:0.21 260:0.59 261:0.83 265:0.68 266:0.38 267:0.79 268:0.46 271:0.66 276:0.69 285:0.62 290:0.77 297:0.36 300:0.70\n3 1:0.74 8:0.59 9:0.80 11:0.88 12:0.51 17:0.04 21:0.05 27:0.33 28:0.83 30:0.53 32:0.80 34:0.59 36:0.26 37:0.41 39:0.66 41:0.82 43:0.86 60:0.97 66:0.71 69:0.57 70:0.90 74:0.90 77:0.89 81:0.88 83:0.87 85:0.94 91:0.38 96:0.80 98:0.68 101:0.81 108:0.67 114:0.95 120:0.69 122:0.57 123:0.65 124:0.46 126:0.54 127:0.42 129:0.81 133:0.67 135:0.98 140:0.45 144:0.85 145:0.96 146:0.13 147:0.18 149:0.89 150:0.93 151:0.87 153:0.48 154:0.84 155:0.67 158:0.92 159:0.68 161:0.82 162:0.86 164:0.57 165:0.90 167:0.53 172:0.76 173:0.42 176:0.73 177:0.38 179:0.42 181:0.81 187:0.39 192:0.59 195:0.87 201:0.74 202:0.36 208:0.64 212:0.27 215:0.91 216:0.88 222:0.35 235:0.12 241:0.15 242:0.33 243:0.13 245:0.73 247:0.67 248:0.78 253:0.87 255:0.79 256:0.45 259:0.21 260:0.70 265:0.68 266:0.75 267:0.82 268:0.46 271:0.66 276:0.68 279:0.86 282:0.88 283:0.82 285:0.62 290:0.95 297:0.36 299:0.88 300:0.94\n2 1:0.74 6:0.80 8:0.58 9:0.80 11:0.88 12:0.51 17:0.11 20:0.96 21:0.05 27:0.14 28:0.83 30:0.28 32:0.80 34:0.50 36:0.18 37:0.67 39:0.66 41:0.90 43:0.86 60:0.97 66:0.60 69:0.57 70:0.95 74:0.91 77:0.89 78:0.91 81:0.88 83:0.86 85:0.93 91:0.49 96:0.88 98:0.69 100:0.90 101:0.80 108:0.68 111:0.90 114:0.95 120:0.79 122:0.67 123:0.66 124:0.63 126:0.54 127:0.46 129:0.81 133:0.67 135:0.98 140:0.45 144:0.85 145:0.96 146:0.34 147:0.41 149:0.88 150:0.93 151:0.87 152:0.92 153:0.48 154:0.84 155:0.67 158:0.92 159:0.69 161:0.82 162:0.54 164:0.73 165:0.90 167:0.55 169:0.88 172:0.73 173:0.42 176:0.73 177:0.38 179:0.42 181:0.81 186:0.91 187:0.39 189:0.82 191:0.70 192:0.59 195:0.87 201:0.74 202:0.70 208:0.64 212:0.26 215:0.91 216:0.93 220:0.62 222:0.35 235:0.12 238:0.86 241:0.21 242:0.44 243:0.21 245:0.79 247:0.67 248:0.86 253:0.91 255:0.79 256:0.64 259:0.21 260:0.80 261:0.92 265:0.69 266:0.80 267:0.88 268:0.66 271:0.66 276:0.70 279:0.86 282:0.88 283:0.82 285:0.62 290:0.95 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.79 7:0.81 8:0.58 9:0.80 11:0.88 12:0.51 17:0.28 20:0.85 21:0.13 27:0.39 28:0.83 30:0.41 32:0.80 34:0.28 36:0.91 37:0.30 39:0.66 41:0.82 43:0.80 60:0.87 66:0.86 69:0.73 70:0.45 74:0.81 76:0.94 77:0.70 78:0.84 81:0.84 83:0.84 85:0.88 91:0.62 96:0.84 98:0.73 100:0.78 101:0.78 104:0.95 106:0.81 108:0.56 111:0.82 114:0.92 117:0.86 120:0.74 121:0.90 122:0.43 123:0.53 126:0.54 127:0.23 129:0.05 135:1.00 140:0.45 144:0.85 145:0.61 146:0.83 147:0.85 149:0.80 150:0.90 151:0.92 152:0.81 153:0.72 154:0.74 155:0.67 158:0.92 159:0.39 161:0.82 162:0.67 163:0.75 164:0.64 165:0.88 167:0.56 169:0.77 172:0.59 173:0.70 176:0.73 177:0.38 179:0.52 181:0.81 186:0.84 187:0.39 189:0.81 192:0.59 195:0.77 201:0.74 202:0.53 204:0.89 206:0.81 208:0.64 212:0.19 215:0.84 216:0.65 222:0.35 230:0.87 232:0.96 233:0.76 235:0.22 238:0.81 241:0.30 242:0.45 243:0.86 247:0.47 248:0.81 253:0.86 255:0.79 256:0.45 259:0.21 260:0.75 261:0.82 265:0.73 266:0.63 267:0.73 268:0.57 271:0.66 276:0.49 279:0.86 282:0.88 283:0.82 285:0.62 290:0.92 297:0.36 299:0.88 300:0.33\n1 1:0.74 6:0.81 8:0.61 9:0.80 11:0.88 12:0.51 17:0.07 20:0.97 21:0.30 27:0.11 28:0.83 30:0.60 34:0.24 36:0.47 37:0.83 39:0.66 41:0.88 43:0.95 60:0.95 66:0.86 69:0.23 70:0.53 74:0.97 78:0.87 81:0.74 83:0.84 85:0.99 91:0.37 96:0.73 98:0.95 100:0.85 101:0.86 104:0.93 108:0.61 111:0.85 114:0.86 120:0.61 122:0.43 123:0.59 124:0.38 126:0.54 127:0.89 129:0.59 133:0.47 135:0.98 140:0.45 144:0.85 146:0.40 147:0.46 149:0.99 150:0.83 151:0.60 152:0.89 153:0.72 154:0.95 155:0.67 158:0.92 159:0.83 161:0.82 162:0.76 164:0.69 165:0.84 167:0.55 169:0.82 172:0.96 173:0.13 176:0.73 177:0.38 179:0.19 181:0.81 186:0.86 187:0.87 189:0.84 191:0.73 192:0.59 201:0.74 202:0.58 208:0.64 212:0.57 215:0.72 216:0.83 220:0.87 222:0.35 232:0.95 235:0.42 238:0.83 241:0.24 242:0.45 243:0.13 245:0.93 247:0.67 248:0.61 253:0.81 255:0.79 256:0.58 259:0.21 260:0.61 261:0.88 265:0.95 266:0.38 267:0.59 268:0.62 271:0.66 276:0.93 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.55\n2 1:0.74 6:0.93 8:0.87 9:0.80 11:0.88 12:0.37 17:0.02 20:0.98 27:0.14 28:0.70 30:0.70 32:0.80 34:0.78 36:0.28 37:0.67 39:0.42 41:0.99 43:0.86 60:0.95 66:0.12 69:0.57 70:0.74 74:0.88 77:0.70 78:0.86 81:0.95 83:0.90 85:0.95 91:0.75 96:0.99 98:0.26 100:0.93 101:0.81 108:0.93 111:0.88 114:0.98 120:0.99 122:0.43 123:0.58 124:0.89 126:0.54 127:0.68 129:0.95 133:0.87 135:0.39 138:0.99 140:0.45 144:0.85 145:0.80 146:0.22 147:0.28 149:0.89 150:0.98 151:1.00 152:0.94 153:0.99 154:0.84 155:0.67 158:0.92 159:0.82 161:0.75 162:0.65 163:0.81 164:0.97 165:0.92 167:0.60 169:0.89 172:0.37 173:0.34 176:0.73 177:0.38 179:0.54 181:0.94 186:0.86 187:0.39 189:0.95 192:0.59 195:0.93 201:0.74 202:0.95 208:0.64 212:0.15 215:0.96 216:0.93 222:0.60 235:0.05 238:0.94 241:0.44 242:0.45 243:0.24 245:0.70 247:0.55 248:1.00 253:1.00 255:0.79 256:0.96 259:0.21 260:0.99 261:0.93 265:0.22 266:0.92 267:0.23 268:0.96 271:0.60 276:0.63 279:0.86 282:0.88 283:0.82 285:0.62 290:0.98 297:0.36 299:0.88 300:0.84\n3 1:0.74 6:0.85 7:0.81 8:0.68 9:0.80 11:0.88 12:0.37 17:0.18 20:0.99 21:0.40 27:0.09 28:0.70 30:0.55 34:0.19 36:0.52 37:0.32 39:0.42 41:0.99 43:0.92 55:0.71 60:0.95 66:0.92 69:0.37 70:0.60 74:0.77 78:0.88 81:0.73 83:0.90 85:0.88 91:0.90 96:0.99 98:0.98 100:0.90 101:0.80 104:0.54 108:0.29 111:0.87 114:0.82 120:0.98 121:0.90 123:0.28 126:0.54 127:0.84 129:0.05 135:0.49 138:0.98 140:0.45 144:0.85 146:0.91 147:0.93 149:0.85 150:0.83 151:0.98 152:0.90 153:0.93 154:0.92 155:0.67 158:0.92 159:0.53 161:0.75 162:0.73 164:0.96 165:0.83 167:0.88 169:0.88 172:0.77 173:0.38 176:0.73 177:0.38 179:0.56 181:0.94 186:0.88 189:0.87 191:0.77 192:0.59 201:0.74 202:0.93 204:0.89 208:0.64 212:0.30 215:0.67 216:0.23 222:0.60 230:0.87 232:0.74 233:0.76 235:0.52 238:0.88 241:0.85 242:0.75 243:0.92 247:0.47 248:0.99 253:0.99 255:0.79 256:0.94 259:0.21 260:0.98 261:0.92 265:0.98 266:0.63 267:0.28 268:0.95 271:0.60 276:0.66 279:0.86 283:0.82 285:0.62 290:0.82 297:0.36 300:0.55\n2 1:0.74 6:0.86 7:0.76 8:0.68 9:0.80 11:0.88 12:0.37 17:0.11 20:0.99 21:0.05 27:0.08 28:0.70 30:0.33 32:0.80 34:0.40 36:0.86 37:0.28 39:0.42 41:0.99 43:0.84 60:0.95 66:0.86 69:0.44 70:0.58 74:0.81 76:0.85 77:0.70 78:0.91 81:0.91 83:0.90 85:0.88 91:0.94 96:0.99 98:0.95 100:0.96 101:0.82 104:0.58 108:0.34 111:0.93 114:0.95 120:0.97 123:0.32 126:0.54 127:0.65 129:0.05 135:0.63 138:0.98 140:0.45 144:0.85 145:0.76 146:0.73 147:0.77 149:0.82 150:0.96 151:0.98 152:0.91 153:0.92 154:0.80 155:0.67 158:0.92 159:0.29 161:0.75 162:0.70 164:0.95 165:0.90 167:0.87 169:0.94 172:0.61 173:0.62 176:0.73 177:0.38 179:0.73 181:0.94 186:0.92 189:0.87 191:0.83 192:0.59 195:0.62 201:0.74 202:0.92 208:0.64 212:0.69 215:0.91 216:0.31 220:0.62 222:0.60 230:0.79 232:0.77 233:0.76 235:0.12 238:0.94 241:0.83 242:0.43 243:0.87 247:0.47 248:0.99 253:0.99 255:0.79 256:0.93 259:0.21 260:0.97 261:0.96 265:0.95 266:0.47 267:0.65 268:0.94 271:0.60 276:0.50 279:0.86 282:0.88 283:0.82 285:0.62 290:0.95 297:0.36 299:0.88 300:0.43\n3 1:0.74 6:0.89 7:0.81 8:0.76 9:0.80 11:0.88 12:0.37 17:0.28 20:0.99 21:0.54 25:0.88 27:0.08 28:0.70 30:0.30 32:0.80 34:0.18 36:0.45 37:0.54 39:0.42 41:0.99 43:0.78 55:0.92 60:0.99 66:0.47 69:0.72 70:0.73 74:0.80 76:0.85 77:0.70 78:0.85 81:0.69 83:0.90 85:0.90 87:0.98 91:0.84 96:0.98 98:0.67 100:0.88 101:0.78 104:0.58 108:0.86 111:0.85 114:0.77 120:0.96 121:0.90 123:0.85 124:0.75 126:0.54 127:0.94 129:0.81 133:0.76 135:0.21 138:0.98 140:0.45 144:0.85 145:0.52 146:0.86 147:0.26 149:0.82 150:0.79 151:0.97 152:0.91 153:0.91 154:0.70 155:0.67 158:0.92 159:0.75 161:0.75 162:0.75 164:0.94 165:0.79 167:0.87 169:0.85 172:0.70 173:0.61 176:0.73 177:0.05 179:0.48 181:0.94 186:0.85 189:0.90 191:0.84 192:0.59 195:0.87 201:0.74 202:0.89 204:0.89 208:0.64 212:0.30 215:0.58 216:0.18 220:0.62 222:0.60 230:0.87 232:0.78 233:0.76 235:0.74 238:0.89 241:0.81 242:0.74 243:0.12 245:0.79 247:0.47 248:0.99 253:0.98 255:0.79 256:0.91 257:0.65 259:0.21 260:0.97 261:0.90 265:0.68 266:0.80 267:0.59 268:0.92 271:0.60 276:0.73 279:0.86 282:0.88 283:0.82 285:0.62 290:0.77 297:0.36 299:0.88 300:0.55\n3 1:0.74 6:0.93 8:0.78 9:0.80 11:0.88 12:0.37 17:0.02 20:0.75 27:0.14 28:0.70 30:0.70 32:0.80 34:0.66 36:0.34 37:0.67 39:0.42 41:0.99 43:0.86 60:0.87 66:0.08 69:0.57 70:0.66 74:0.86 77:0.70 78:0.85 81:0.95 83:0.90 85:0.95 91:0.92 96:0.99 98:0.22 100:0.95 101:0.80 108:0.93 111:0.87 114:0.98 120:0.98 122:0.43 123:0.91 124:0.89 126:0.54 127:0.67 129:0.95 133:0.87 135:0.51 138:0.98 140:0.45 144:0.85 145:0.80 146:0.29 147:0.36 149:0.89 150:0.98 151:1.00 152:0.94 153:0.99 154:0.84 155:0.67 158:0.92 159:0.83 161:0.75 162:0.65 164:0.96 165:0.92 167:0.60 169:0.89 172:0.41 173:0.33 176:0.73 177:0.38 179:0.54 181:0.94 186:0.88 187:0.39 189:0.94 191:0.83 192:0.59 195:0.93 201:0.74 202:0.95 208:0.64 212:0.19 215:0.96 216:0.93 222:0.60 235:0.05 238:0.94 241:0.43 242:0.53 243:0.24 245:0.70 247:0.60 248:1.00 253:1.00 255:0.79 256:0.95 259:0.21 260:0.99 261:0.93 265:0.24 266:0.84 267:0.65 268:0.96 271:0.60 276:0.63 279:0.86 282:0.88 283:0.82 285:0.62 290:0.98 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.95 7:0.81 8:0.89 9:0.80 11:0.88 12:0.37 17:0.18 20:0.99 21:0.30 27:0.21 28:0.70 30:0.21 34:0.49 36:0.54 37:0.74 39:0.42 41:0.99 43:0.98 55:0.71 60:0.98 66:0.08 69:0.12 70:0.89 74:0.98 78:0.82 81:0.78 83:0.90 85:0.99 91:0.84 96:0.99 98:0.34 100:0.93 101:0.80 104:0.84 106:0.81 108:0.97 111:0.86 114:0.86 117:0.86 120:0.97 121:0.90 122:0.67 123:0.96 124:0.97 126:0.54 127:0.75 129:0.99 133:0.97 135:0.28 140:0.45 144:0.85 146:0.90 147:0.92 149:0.94 150:0.86 151:0.99 152:0.91 153:0.97 154:0.98 155:0.67 158:0.92 159:0.96 161:0.75 162:0.68 164:0.95 165:0.84 167:0.59 169:0.90 172:0.80 173:0.06 176:0.73 177:0.38 179:0.12 181:0.94 186:0.83 187:0.39 189:0.96 191:0.82 192:0.59 201:0.74 202:0.92 204:0.89 206:0.81 208:0.64 212:0.35 215:0.72 216:0.95 222:0.60 230:0.87 232:0.89 233:0.76 235:0.42 238:0.96 241:0.41 242:0.45 243:0.19 245:0.96 247:0.67 248:0.99 253:0.99 255:0.79 256:0.94 259:0.21 260:0.97 261:0.92 265:0.29 266:0.95 267:0.28 268:0.94 271:0.60 276:0.97 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.94\n3 1:0.74 7:0.81 11:0.88 12:0.37 17:0.43 21:0.30 27:0.21 28:0.70 30:0.26 34:0.55 36:0.47 37:0.74 39:0.42 43:0.98 55:0.71 66:0.08 69:0.12 70:0.88 74:0.98 81:0.78 83:0.75 85:0.99 91:0.04 98:0.35 101:0.80 108:0.96 114:0.86 121:0.90 122:0.67 123:0.96 124:0.97 126:0.54 127:0.86 129:0.99 133:0.97 135:0.37 144:0.85 146:0.90 147:0.92 149:0.93 150:0.86 154:0.98 155:0.67 159:0.96 161:0.75 165:0.84 167:0.66 172:0.79 173:0.06 176:0.73 177:0.38 178:0.55 179:0.12 181:0.94 187:0.68 192:0.59 201:0.74 202:0.36 204:0.89 208:0.64 212:0.35 215:0.72 216:0.95 222:0.60 230:0.87 233:0.76 235:0.42 241:0.57 242:0.52 243:0.19 245:0.96 247:0.67 253:0.78 259:0.21 265:0.37 266:0.95 267:0.44 271:0.60 276:0.97 290:0.86 297:0.36 300:0.94\n1 1:0.74 9:0.80 11:0.88 12:0.37 17:0.13 21:0.64 27:0.45 28:0.70 30:0.73 34:0.73 36:0.23 37:0.50 39:0.42 41:0.82 43:0.82 66:0.20 69:0.69 70:0.57 74:0.70 81:0.57 83:0.73 85:0.91 91:0.17 96:0.69 98:0.37 101:0.81 108:0.65 114:0.72 120:0.55 122:0.43 123:0.63 124:0.74 126:0.54 127:0.38 129:0.81 133:0.67 135:0.72 140:0.45 144:0.85 145:0.49 146:0.25 147:0.31 149:0.83 150:0.71 151:0.51 153:0.48 154:0.77 155:0.67 159:0.53 161:0.75 162:0.86 164:0.57 165:0.70 167:0.56 172:0.27 173:0.65 176:0.73 177:0.38 179:0.68 181:0.94 187:0.68 192:0.59 201:0.74 202:0.36 208:0.64 212:0.30 215:0.53 216:0.77 220:0.96 222:0.60 235:0.80 241:0.27 242:0.58 243:0.36 245:0.63 247:0.39 248:0.50 253:0.63 255:0.79 256:0.45 259:0.21 260:0.55 265:0.39 266:0.75 267:0.69 268:0.46 271:0.60 276:0.40 285:0.62 290:0.72 297:0.36 300:0.55\n3 1:0.74 6:0.85 7:0.81 8:0.63 9:0.80 11:0.88 12:0.37 17:0.79 20:0.98 27:0.05 28:0.70 30:0.44 32:0.80 34:0.17 36:0.48 37:0.28 39:0.42 41:0.97 43:0.56 55:0.71 66:0.36 69:0.94 70:0.65 74:0.67 77:0.70 78:0.90 81:0.95 83:0.88 85:0.85 91:0.83 96:0.96 98:0.69 100:0.91 101:0.75 104:0.58 108:0.45 111:0.89 114:0.98 120:0.92 121:0.90 123:0.44 124:0.69 126:0.54 127:0.79 129:0.05 133:0.62 135:0.19 140:0.45 144:0.85 145:0.70 146:0.78 147:0.90 149:0.72 150:0.98 151:0.98 152:0.90 153:0.92 154:0.45 155:0.67 159:0.73 161:0.75 162:0.56 163:0.75 164:0.87 165:0.92 167:0.90 169:0.89 172:0.61 173:0.96 176:0.73 177:0.05 179:0.52 181:0.94 186:0.90 189:0.86 191:0.84 192:0.59 195:0.86 201:0.74 202:0.84 204:0.89 208:0.64 212:0.18 215:0.96 216:0.15 222:0.60 230:0.87 232:0.77 233:0.76 235:0.05 238:0.89 241:0.95 242:0.77 243:0.51 245:0.80 247:0.55 248:0.96 253:0.96 255:0.79 256:0.83 257:0.65 259:0.21 260:0.93 261:0.94 265:0.69 266:0.75 267:0.28 268:0.84 271:0.60 276:0.69 277:0.69 282:0.88 285:0.62 290:0.98 297:0.36 299:0.88 300:0.70\n0 12:0.37 17:0.26 21:0.13 27:0.33 30:0.76 34:0.84 36:0.26 37:0.89 43:0.42 55:0.45 66:0.64 69:0.49 70:0.15 81:1.00 91:0.11 98:0.60 108:0.38 123:0.36 126:0.54 127:0.18 129:0.05 135:0.61 145:0.65 146:0.40 147:0.47 149:0.28 150:1.00 154:0.32 159:0.15 163:0.92 172:0.16 173:0.70 177:0.05 178:0.55 179:0.92 187:0.98 212:0.95 215:0.84 216:0.83 235:0.12 241:0.50 242:0.82 243:0.69 247:0.12 259:0.21 265:0.61 266:0.12 267:0.36 276:0.14 297:0.36 300:0.13\n1 8:0.79 12:0.37 17:0.28 21:0.78 27:0.45 30:0.95 34:0.76 36:0.26 37:0.50 43:0.25 55:0.84 66:0.54 69:0.84 91:0.17 98:0.19 108:0.70 123:0.68 127:0.10 129:0.05 135:0.86 145:0.45 146:0.35 147:0.41 149:0.17 154:0.18 159:0.14 172:0.10 173:0.74 177:0.05 178:0.55 179:0.51 187:0.68 216:0.77 235:0.60 241:0.18 243:0.63 259:0.21 265:0.21 267:0.69 300:0.08\n2 6:0.89 8:0.76 12:0.37 17:0.47 20:0.87 21:0.47 27:0.72 30:0.21 32:0.80 34:0.49 36:0.37 43:0.43 55:0.59 66:0.20 69:0.49 70:0.37 78:0.99 81:0.98 91:0.29 98:0.20 100:0.98 104:0.92 106:0.81 108:0.38 111:0.98 120:0.69 123:0.72 124:0.73 126:0.54 127:0.33 129:0.81 133:0.67 135:0.24 140:0.45 145:0.76 146:0.24 147:0.30 149:0.33 150:0.98 151:0.66 152:0.82 153:0.48 154:0.32 159:0.39 162:0.86 163:0.87 164:0.57 169:0.97 172:0.10 173:0.51 177:0.05 179:0.93 186:0.98 187:0.87 189:0.90 195:0.66 202:0.36 206:0.81 212:0.42 215:0.63 216:0.08 235:0.52 238:0.92 241:0.30 242:0.82 243:0.40 245:0.40 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 261:0.94 265:0.19 266:0.23 267:0.59 268:0.46 276:0.23 283:0.60 285:0.62 297:0.36 300:0.25\n1 6:0.80 8:0.61 12:0.37 17:0.20 20:0.85 21:0.13 27:0.13 30:0.76 34:0.96 36:0.25 37:0.82 43:0.44 55:0.45 66:0.64 69:0.44 70:0.15 78:0.93 81:1.00 91:0.22 98:0.53 100:0.97 108:0.34 111:0.95 123:0.33 126:0.54 127:0.16 129:0.05 135:0.69 145:0.61 146:0.40 147:0.47 149:0.28 150:1.00 152:0.94 154:0.34 159:0.15 163:0.92 169:0.90 172:0.16 173:0.61 177:0.05 178:0.55 179:0.89 186:0.93 187:0.68 212:0.95 215:0.84 216:0.91 235:0.12 241:0.32 242:0.82 243:0.69 247:0.12 259:0.21 261:0.92 265:0.55 266:0.12 267:0.44 276:0.14 283:0.82 297:0.36 300:0.13\n2 6:0.90 8:0.83 12:0.37 17:0.49 20:0.91 21:0.78 27:0.72 34:0.30 36:0.83 37:0.56 78:0.88 91:0.86 100:0.93 111:0.89 120:0.65 135:0.32 140:0.98 145:0.70 151:0.60 152:0.85 153:0.46 162:0.45 164:0.53 169:0.91 175:0.75 178:0.55 186:0.88 189:0.92 191:0.75 202:0.87 216:0.26 235:0.12 238:0.93 241:0.86 244:0.61 248:0.58 256:0.45 257:0.65 259:0.21 260:0.65 261:0.89 267:0.28 268:0.45 277:0.69 285:0.62\n2 8:0.64 12:0.37 17:0.28 20:0.95 21:0.78 27:0.26 30:0.21 34:0.44 36:0.97 37:0.40 43:0.41 66:0.20 69:0.51 70:0.37 78:0.92 91:0.31 98:0.07 100:0.73 108:0.39 111:0.89 123:0.37 124:0.81 127:0.44 129:0.89 133:0.78 135:0.90 146:0.13 147:0.18 149:0.32 152:0.88 154:0.31 159:0.81 163:0.87 169:0.72 172:0.10 173:0.25 177:0.05 178:0.55 179:0.95 186:0.92 187:0.68 212:0.42 216:0.83 235:0.05 241:0.02 242:0.82 243:0.40 245:0.39 247:0.12 259:0.21 261:0.89 265:0.07 266:0.23 267:0.65 276:0.18 300:0.25\n1 12:0.37 17:0.16 21:0.05 27:0.13 30:0.76 34:0.95 36:0.29 37:0.82 43:0.40 55:0.45 66:0.64 69:0.52 70:0.15 81:1.00 91:0.20 98:0.53 108:0.40 123:0.38 126:0.54 127:0.16 129:0.05 135:0.58 145:0.61 146:0.40 147:0.47 149:0.27 150:1.00 154:0.30 159:0.15 163:0.92 172:0.16 173:0.68 177:0.05 178:0.55 179:0.88 187:0.98 212:0.95 215:0.91 216:0.91 235:0.05 241:0.49 242:0.82 243:0.69 247:0.12 259:0.21 265:0.55 266:0.12 267:0.52 276:0.14 297:0.36 300:0.13\n0 8:0.68 12:0.37 17:0.66 20:0.90 21:0.78 27:0.51 30:0.95 34:0.58 36:0.95 37:0.24 43:0.41 55:0.96 66:0.20 69:0.51 78:0.96 91:0.31 98:0.08 100:0.97 108:0.39 111:0.96 123:0.37 124:0.61 127:0.18 129:0.59 133:0.47 135:0.75 146:0.05 147:0.05 149:0.20 152:0.84 154:0.31 159:0.26 169:0.96 172:0.05 173:0.50 177:0.05 178:0.55 179:0.98 186:0.95 187:0.68 202:0.36 216:0.63 235:0.05 241:0.18 243:0.40 245:0.36 259:0.21 261:0.96 265:0.08 267:0.76 300:0.08\n1 8:0.64 12:0.37 20:0.83 21:0.78 27:0.66 34:0.73 36:0.27 37:0.25 78:0.92 91:0.96 100:0.90 111:0.90 120:0.73 135:0.77 140:0.99 151:0.66 152:0.79 153:0.48 162:0.45 164:0.67 169:0.88 175:0.75 178:0.55 186:0.92 191:0.85 202:0.94 216:0.62 220:0.62 241:0.94 244:0.61 248:0.66 256:0.58 257:0.65 259:0.21 260:0.74 261:0.85 267:0.69 268:0.59 277:0.69 285:0.62\n1 6:0.82 7:0.81 12:0.37 17:0.30 20:0.82 21:0.40 27:0.44 30:0.95 32:0.80 34:0.79 36:0.39 37:0.46 43:0.35 55:0.96 66:0.20 69:0.63 78:0.98 81:0.99 91:0.40 98:0.10 100:0.91 104:0.98 106:0.81 108:0.48 111:0.95 123:0.46 124:0.61 126:0.54 127:0.23 129:0.59 133:0.47 135:0.44 145:0.56 146:0.05 147:0.05 149:0.20 150:0.98 152:0.84 154:0.27 159:0.20 169:0.91 172:0.05 173:0.79 177:0.05 178:0.55 179:0.99 186:0.98 187:0.87 195:0.56 206:0.81 215:0.67 216:0.83 230:0.87 233:0.76 235:0.42 241:0.30 243:0.40 245:0.36 259:0.21 261:0.91 265:0.10 267:0.59 297:0.36 300:0.08\n1 6:0.80 8:0.67 12:0.37 20:0.91 21:0.78 27:0.13 34:0.98 36:0.32 37:0.82 78:0.89 91:0.86 100:0.87 111:0.87 120:0.87 135:0.56 140:0.98 145:0.47 151:0.75 152:0.93 153:0.85 162:0.45 164:0.82 169:0.90 175:0.75 178:0.55 186:0.89 187:0.39 191:0.92 202:0.99 216:0.91 235:0.88 241:0.72 244:0.61 248:0.81 256:0.78 257:0.65 259:0.21 260:0.87 261:0.92 267:0.88 268:0.78 277:0.69 285:0.62\n0 12:0.37 17:0.36 21:0.78 27:0.45 30:0.95 34:0.83 36:0.18 37:0.50 43:0.26 55:0.71 66:0.54 69:0.82 91:0.27 98:0.17 108:0.66 123:0.64 127:0.10 129:0.05 135:0.92 145:0.45 146:0.29 147:0.36 149:0.17 154:0.19 159:0.12 172:0.10 173:0.73 177:0.05 178:0.55 179:0.39 187:0.68 216:0.77 235:0.95 241:0.50 243:0.63 259:0.21 265:0.19 267:0.65 300:0.08\n0 1:0.74 11:0.64 12:0.95 17:0.57 21:0.30 27:0.55 30:0.15 34:0.84 36:0.49 37:0.57 39:0.37 43:0.92 55:0.59 66:0.54 69:0.12 70:0.89 74:0.99 81:0.73 83:0.75 85:0.85 91:0.40 98:0.68 101:0.71 106:0.81 108:0.75 114:0.86 117:0.86 122:0.67 123:0.73 124:0.91 126:0.54 127:0.98 129:0.89 131:0.61 133:0.95 135:0.71 144:0.57 146:0.67 147:0.72 149:0.91 150:0.83 154:0.91 155:0.67 157:0.91 159:0.93 165:0.84 166:1.00 172:0.97 173:0.07 176:0.73 177:0.38 178:0.55 179:0.14 182:0.97 187:0.68 192:0.59 201:0.74 206:0.81 212:0.68 215:0.72 216:0.23 222:0.21 227:0.61 229:0.61 231:1.00 235:0.42 241:0.05 242:0.50 243:0.25 245:0.94 246:0.61 247:0.67 253:0.78 259:0.21 265:0.68 266:0.95 267:0.17 276:0.96 287:0.61 290:0.86 297:0.36 300:0.84\n2 1:0.74 7:0.81 11:0.64 12:0.95 17:0.78 21:0.13 27:0.72 30:0.18 32:0.80 34:0.99 36:0.45 39:0.37 43:0.82 60:0.87 66:0.46 69:0.64 70:0.85 74:0.91 77:0.70 81:0.83 83:0.87 85:0.93 91:0.60 98:0.52 101:0.80 108:0.85 114:0.92 121:0.90 122:0.51 123:0.84 124:0.67 126:0.54 127:0.45 129:0.81 131:0.61 133:0.67 135:0.94 144:0.57 145:0.72 146:0.59 147:0.65 149:0.86 150:0.89 154:0.77 155:0.67 157:0.99 158:0.92 159:0.67 165:0.88 166:1.00 172:0.67 173:0.52 176:0.73 177:0.38 178:0.55 179:0.42 182:0.98 187:0.21 192:0.59 195:0.85 201:0.74 204:0.89 208:0.64 212:0.54 215:0.84 216:0.10 222:0.21 227:0.61 229:0.61 230:0.84 231:1.00 233:0.69 235:0.22 241:0.21 242:0.21 243:0.40 245:0.81 246:0.61 247:0.60 253:0.78 265:0.53 266:0.80 267:0.76 276:0.68 279:0.86 282:0.88 283:0.82 287:0.61 290:0.92 297:0.36 299:0.88 300:0.70\n1 1:0.74 9:0.80 11:0.64 12:0.95 17:0.76 21:0.22 27:0.72 30:0.53 34:0.80 36:0.77 39:0.37 41:0.82 43:0.92 55:0.71 66:0.32 69:0.10 70:0.62 74:0.99 81:0.78 83:0.77 85:0.85 91:0.40 96:0.74 98:0.71 101:0.71 106:0.81 108:0.95 114:0.90 117:0.86 120:0.61 122:0.67 123:0.94 124:0.83 126:0.54 127:0.97 129:0.89 131:1.00 133:0.83 135:0.88 140:0.45 144:0.57 146:0.91 147:0.93 149:0.90 150:0.86 151:0.64 153:0.46 154:0.92 155:0.67 157:0.91 159:0.92 162:0.62 164:0.54 165:0.86 166:1.00 172:0.94 173:0.07 176:0.73 177:0.38 179:0.14 182:0.98 187:0.87 192:0.59 201:0.74 202:0.49 206:0.81 208:0.64 212:0.67 215:0.79 216:0.17 220:0.74 222:0.21 227:0.61 229:0.99 231:1.00 235:0.31 241:0.03 242:0.70 243:0.38 245:0.98 246:0.61 247:0.67 248:0.62 253:0.82 255:0.79 256:0.45 259:0.21 260:0.62 265:0.71 266:0.89 267:0.44 268:0.45 276:0.96 285:0.62 287:0.61 290:0.90 297:0.36 300:0.84\n4 1:0.74 9:0.80 11:0.64 12:0.95 17:0.70 21:0.05 25:0.88 27:0.72 30:0.21 34:0.97 36:0.44 37:0.73 39:0.37 41:0.94 43:0.88 66:0.69 69:0.34 70:0.67 74:0.69 81:0.88 83:0.83 85:0.80 91:0.74 96:0.94 98:0.43 101:0.76 108:0.27 114:0.95 120:0.88 122:0.51 123:0.26 124:0.41 126:0.54 127:0.60 129:0.05 131:1.00 133:0.39 135:0.94 140:0.45 144:0.57 146:0.45 147:0.52 149:0.70 150:0.93 151:0.93 153:0.78 154:0.86 155:0.67 157:0.94 159:0.44 162:0.75 164:0.80 165:0.90 166:1.00 172:0.41 173:0.38 176:0.73 177:0.38 179:0.87 182:0.99 187:0.21 192:0.59 201:0.74 202:0.73 208:0.64 212:0.55 215:0.91 216:0.27 222:0.21 227:0.61 229:1.00 231:1.00 235:0.12 241:0.61 242:0.40 243:0.73 245:0.46 246:0.61 247:0.47 248:0.93 253:0.93 255:0.79 256:0.77 259:0.21 260:0.89 265:0.45 266:0.38 267:0.36 268:0.77 276:0.23 285:0.62 287:0.61 290:0.95 297:0.36 300:0.43\n2 1:0.74 7:0.81 9:0.80 11:0.64 12:0.95 17:0.73 21:0.13 27:0.55 30:0.27 32:0.80 34:0.98 36:0.59 37:0.57 39:0.37 41:0.82 43:0.62 55:0.59 60:0.87 66:0.45 69:0.59 70:0.81 74:0.81 77:0.70 81:0.83 83:0.84 85:0.80 91:0.57 96:0.78 98:0.62 101:0.74 108:0.76 114:0.92 120:0.62 121:0.90 123:0.74 124:0.58 126:0.54 127:0.40 129:0.59 131:1.00 133:0.47 135:0.99 140:0.80 144:0.57 145:0.40 146:0.65 147:0.70 149:0.71 150:0.89 151:0.69 153:0.48 154:0.75 155:0.67 157:0.93 158:0.86 159:0.54 162:0.74 164:0.57 165:0.88 166:1.00 172:0.63 173:0.52 176:0.73 177:0.38 178:0.42 179:0.43 182:0.98 187:0.39 192:0.59 195:0.77 201:0.74 202:0.56 204:0.89 208:0.64 212:0.69 215:0.84 216:0.23 220:0.74 222:0.21 227:0.61 229:0.99 230:0.84 231:1.00 233:0.69 235:0.22 241:0.27 242:0.72 243:0.48 245:0.85 246:0.61 247:0.60 248:0.65 253:0.82 255:0.79 256:0.58 259:0.21 260:0.63 265:0.63 266:0.63 267:0.36 268:0.59 276:0.67 279:0.86 282:0.88 283:0.66 285:0.62 287:0.61 290:0.92 297:0.36 299:0.88 300:0.70\n3 1:0.74 6:1.00 8:0.95 9:0.80 11:0.64 12:0.95 17:0.72 20:0.99 21:0.05 25:0.88 27:0.72 30:0.21 34:0.53 36:0.51 37:0.73 39:0.37 41:0.92 43:0.98 60:0.87 66:0.80 69:0.07 70:0.50 74:0.75 78:0.98 81:0.88 83:0.87 85:0.80 91:0.88 96:0.91 98:0.99 100:0.99 101:0.79 108:0.06 111:0.99 114:0.95 120:0.93 122:0.51 123:0.06 126:0.54 127:0.88 129:0.05 131:1.00 135:0.71 140:0.80 144:0.57 146:0.71 147:0.75 149:0.72 150:0.93 151:0.94 152:0.99 153:0.86 154:0.98 155:0.67 157:0.95 158:0.87 159:0.28 162:0.75 164:0.88 165:0.90 166:1.00 169:0.98 172:0.45 173:0.32 176:0.73 177:0.38 179:0.89 182:0.99 186:0.97 189:1.00 192:0.59 201:0.74 202:0.83 208:0.64 212:0.55 215:0.91 216:0.27 222:0.21 227:0.61 229:0.99 231:1.00 235:0.12 238:0.98 241:0.89 242:0.40 243:0.82 246:0.61 247:0.39 248:0.88 253:0.92 255:0.79 256:0.86 259:0.21 260:0.93 261:0.97 265:0.99 266:0.27 267:0.19 268:0.86 276:0.35 279:0.86 283:0.71 285:0.62 287:0.61 290:0.95 297:0.36 300:0.33\n2 1:0.74 7:0.81 11:0.64 12:0.95 17:0.81 21:0.59 27:0.72 30:0.19 34:0.50 36:0.30 39:0.37 43:0.90 55:0.84 66:0.27 69:0.48 70:0.82 74:0.96 76:0.85 81:0.57 83:0.73 85:0.96 91:0.33 98:0.55 101:0.79 106:0.81 108:0.69 114:0.74 117:0.86 121:0.90 122:0.67 123:0.67 124:0.91 126:0.54 127:0.93 129:0.95 131:0.61 133:0.91 135:0.98 144:0.57 145:0.74 146:0.58 147:0.64 149:0.93 150:0.72 154:0.89 155:0.67 157:0.99 159:0.89 165:0.78 166:1.00 172:0.77 173:0.19 176:0.73 177:0.38 178:0.55 179:0.27 182:0.97 187:0.21 192:0.59 201:0.74 204:0.89 206:0.81 208:0.64 212:0.23 215:0.55 222:0.21 227:0.61 229:0.61 230:0.87 231:1.00 233:0.76 235:0.74 241:0.05 242:0.44 243:0.29 245:0.87 246:0.61 247:0.60 253:0.75 265:0.56 266:0.94 267:0.69 276:0.86 287:0.61 290:0.74 297:0.36 300:0.70\n1 1:0.74 11:0.64 12:0.95 17:0.64 20:0.99 21:0.47 27:0.72 30:0.21 34:0.30 36:0.83 37:0.68 39:0.37 43:0.92 55:0.71 66:0.19 69:0.41 70:0.96 74:0.97 78:0.87 81:0.64 83:0.74 85:0.90 91:0.12 98:0.31 100:0.73 101:0.65 108:0.93 111:0.85 114:0.80 122:0.67 123:0.93 124:0.98 126:0.54 127:1.00 129:0.89 131:0.61 133:0.99 135:0.90 144:0.57 146:0.61 147:0.67 149:0.88 150:0.77 152:0.92 154:0.91 155:0.67 157:0.84 159:0.99 165:0.80 166:1.00 169:0.72 172:0.92 173:0.06 176:0.73 177:0.38 178:0.55 179:0.12 182:0.97 186:0.87 187:0.39 192:0.59 201:0.74 202:0.50 212:0.30 215:0.63 216:0.26 222:0.21 227:0.61 229:0.61 231:1.00 235:0.60 241:0.03 242:0.80 243:0.11 245:0.94 246:0.61 247:0.60 253:0.77 259:0.21 261:0.88 265:0.33 266:1.00 267:0.36 276:0.97 287:0.61 290:0.80 297:0.36 300:0.99\n2 7:0.78 12:0.06 17:0.72 27:0.70 30:0.56 32:0.78 34:0.33 36:0.87 37:0.32 39:0.96 43:0.32 55:0.84 66:0.35 69:0.07 70:0.76 74:0.89 76:0.85 77:0.70 81:0.87 91:0.54 98:0.73 104:0.89 106:0.81 108:0.93 117:0.86 123:0.93 124:0.88 126:0.32 127:0.92 129:0.59 133:0.89 135:0.71 145:0.50 146:0.80 147:0.83 149:0.79 150:0.73 154:0.86 159:0.91 172:0.89 173:0.06 177:0.38 178:0.55 179:0.19 187:0.39 195:0.98 206:0.81 212:0.27 215:0.96 216:0.38 222:0.97 230:0.81 232:0.82 233:0.76 235:0.02 241:0.21 242:0.70 243:0.36 245:0.93 247:0.67 253:0.63 254:0.74 259:0.21 265:0.74 266:0.92 267:0.76 271:0.22 276:0.92 282:0.86 283:0.82 297:0.36 300:0.70\n1 1:0.74 7:0.81 9:0.80 11:0.57 12:0.06 17:0.47 21:0.13 27:0.72 30:0.28 34:0.93 36:0.48 37:0.55 39:0.96 43:0.83 60:0.87 66:0.79 69:0.65 70:0.83 74:0.90 81:0.78 83:0.85 85:0.88 91:0.61 96:0.75 98:0.75 101:0.79 104:0.80 106:0.81 108:0.49 114:0.92 117:0.86 120:0.63 121:0.90 122:0.51 123:0.47 124:0.38 126:0.54 127:0.37 129:0.05 133:0.39 135:0.54 140:0.45 145:0.97 146:0.78 147:0.82 149:0.81 150:0.86 151:0.70 153:0.69 154:0.80 155:0.67 158:0.92 159:0.43 162:0.86 164:0.62 165:0.88 172:0.61 173:0.66 176:0.73 177:0.38 179:0.62 187:0.21 192:0.59 201:0.74 202:0.46 204:0.89 206:0.81 208:0.64 212:0.27 215:0.84 216:0.16 220:0.74 222:0.97 230:0.87 232:0.84 233:0.76 235:0.22 241:0.24 242:0.40 243:0.80 245:0.53 247:0.47 248:0.66 253:0.82 255:0.79 256:0.45 259:0.21 260:0.64 265:0.75 266:0.47 267:0.52 268:0.55 271:0.22 276:0.51 279:0.86 283:0.82 285:0.62 290:0.92 297:0.36 300:0.55\n1 7:0.78 8:0.62 11:0.57 12:0.06 17:0.06 21:0.30 27:0.71 30:0.17 32:0.75 34:0.70 36:0.80 37:0.39 39:0.96 43:0.44 55:0.84 66:0.08 69:0.91 70:0.99 74:0.60 81:0.56 85:0.88 91:0.61 98:0.26 101:0.69 104:0.87 106:0.81 108:0.96 120:0.90 123:0.96 124:0.99 126:0.32 127:0.89 129:0.95 133:0.99 135:0.23 140:0.80 145:0.41 146:0.85 147:0.05 149:0.78 150:0.42 151:0.75 153:0.87 154:0.46 159:0.97 162:0.65 164:0.90 172:0.67 173:0.54 177:0.05 178:0.42 179:0.17 187:0.21 190:0.77 195:1.00 202:0.86 206:0.81 212:0.16 215:0.72 216:0.30 220:0.87 222:0.97 230:0.81 233:0.76 235:0.31 241:0.03 242:0.76 243:0.05 245:0.86 247:0.67 248:0.85 253:0.47 256:0.87 257:0.65 259:0.21 260:0.90 265:0.28 266:0.99 267:0.28 268:0.88 271:0.22 276:0.94 283:0.71 285:0.50 297:0.36 300:0.98\n1 1:0.74 7:0.78 8:0.71 9:0.80 12:0.06 17:0.53 21:0.05 27:0.64 30:0.20 34:0.53 36:0.74 37:0.32 39:0.96 41:0.82 43:0.44 55:0.92 66:0.07 69:0.97 70:0.95 74:0.59 81:0.83 83:0.79 91:0.54 96:0.77 98:0.24 108:0.10 114:0.95 120:0.65 123:0.94 124:0.98 126:0.54 127:0.92 129:0.81 133:0.97 135:0.78 140:0.45 146:0.38 147:0.44 149:0.72 150:0.90 151:0.77 153:0.48 154:0.17 155:0.67 159:0.95 162:0.86 163:0.94 164:0.57 165:0.90 172:0.45 173:0.83 176:0.73 177:0.05 179:0.30 187:0.21 192:0.59 201:0.74 202:0.36 208:0.64 212:0.16 215:0.91 216:0.13 220:0.62 222:0.97 230:0.81 233:0.69 235:0.12 241:0.21 242:0.73 243:0.24 245:0.77 247:0.60 248:0.71 253:0.80 254:0.74 255:0.79 256:0.45 257:0.65 259:0.21 260:0.66 265:0.14 266:0.98 267:0.84 268:0.46 271:0.22 276:0.85 283:0.71 285:0.62 290:0.95 297:0.36 300:0.94\n2 8:0.73 11:0.57 12:0.06 17:0.12 21:0.13 27:0.65 30:0.33 34:0.59 36:0.93 37:0.40 39:0.96 43:0.79 55:0.59 66:0.68 69:0.70 70:0.66 74:0.57 81:0.71 85:0.72 91:0.78 98:0.69 101:0.72 104:0.82 106:0.81 108:0.53 120:0.98 123:0.51 124:0.48 126:0.32 127:0.56 129:0.05 133:0.62 135:0.51 140:0.45 146:0.78 147:0.05 149:0.74 150:0.52 151:0.83 153:0.97 154:0.72 159:0.55 162:0.81 164:0.97 172:0.71 173:0.69 177:0.05 179:0.52 187:0.21 190:0.77 191:0.73 202:0.94 206:0.81 212:0.75 215:0.84 216:0.66 222:0.97 235:0.12 241:0.67 242:0.75 243:0.09 245:0.70 247:0.39 248:0.97 253:0.46 256:0.96 257:0.65 259:0.21 260:0.98 265:0.69 266:0.54 267:0.94 268:0.97 271:0.22 276:0.66 283:0.82 285:0.50 297:0.36 300:0.55\n1 7:0.78 8:0.65 11:0.57 12:0.06 17:0.16 21:0.13 27:0.71 30:0.42 32:0.75 34:0.71 36:0.83 37:0.27 39:0.96 43:0.48 55:0.71 66:0.16 69:0.08 70:0.85 74:0.60 81:0.71 85:0.72 91:0.70 98:0.47 101:0.65 104:0.97 106:0.81 108:0.07 120:0.74 123:0.07 124:0.94 126:0.32 127:0.95 129:0.93 133:0.93 135:0.24 140:0.45 145:0.52 146:0.91 147:0.93 149:0.81 150:0.52 151:0.66 153:0.48 154:0.60 159:0.91 162:0.71 164:0.69 172:0.75 173:0.07 177:0.38 179:0.21 187:0.87 190:0.77 195:0.97 202:0.60 206:0.81 212:0.40 215:0.84 216:0.37 220:0.74 222:0.97 230:0.81 233:0.69 235:0.12 241:0.03 242:0.75 243:0.37 245:0.90 247:0.60 248:0.67 253:0.48 256:0.58 259:0.21 260:0.75 265:0.49 266:0.94 267:0.85 268:0.63 271:0.22 276:0.91 283:0.82 285:0.50 297:0.36 300:0.84\n0 1:0.74 8:0.78 9:0.80 12:0.06 17:0.57 21:0.05 27:0.35 30:0.95 34:0.44 36:0.92 37:0.57 39:0.96 41:0.88 43:0.37 55:0.99 66:0.20 69:0.49 74:0.49 81:0.83 83:0.80 91:0.61 96:0.85 98:0.06 108:0.38 114:0.95 120:0.75 123:0.36 124:0.61 126:0.54 127:0.79 129:0.59 133:0.47 135:0.98 140:0.45 146:0.05 147:0.05 149:0.17 150:0.90 151:0.85 153:0.84 154:0.28 155:0.67 159:0.74 162:0.60 164:0.71 165:0.90 172:0.05 173:0.35 175:0.75 176:0.73 177:0.05 179:1.00 187:0.39 192:0.59 201:0.74 202:0.64 208:0.64 215:0.91 216:0.41 220:0.62 222:0.97 235:0.12 241:0.39 243:0.40 244:0.61 245:0.36 248:0.82 253:0.83 255:0.79 256:0.58 257:0.65 259:0.21 260:0.76 265:0.07 267:0.91 268:0.65 271:0.22 277:0.69 285:0.62 290:0.95 297:0.36 300:0.08\n0 1:0.74 8:0.96 9:0.80 12:0.06 17:0.30 21:0.30 27:0.27 30:0.76 34:0.71 36:0.89 37:0.86 39:0.96 43:0.38 55:0.45 66:0.64 69:0.15 70:0.15 74:0.65 81:0.65 91:0.70 96:0.80 98:0.44 108:0.12 114:0.86 117:0.86 120:0.61 122:0.57 123:0.12 126:0.54 127:0.14 129:0.05 135:0.69 140:0.80 146:0.28 147:0.35 149:0.14 150:0.70 151:0.60 153:0.84 154:0.88 155:0.67 158:0.84 159:0.12 162:0.52 164:0.71 172:0.16 173:0.48 176:0.73 177:0.38 179:0.80 187:0.39 190:0.77 191:0.96 192:0.59 201:0.74 202:0.78 208:0.64 212:0.95 215:0.72 216:0.45 220:0.74 222:0.97 232:0.85 235:0.42 241:0.65 242:0.82 243:0.69 247:0.12 248:0.62 253:0.81 254:0.80 255:0.79 256:0.77 259:0.21 260:0.62 265:0.46 266:0.12 267:0.73 268:0.74 271:0.22 276:0.15 285:0.62 290:0.86 297:0.36 300:0.13\n0 12:0.06 17:0.13 21:0.78 27:0.45 30:0.55 34:0.80 36:0.24 37:0.50 39:0.96 43:0.27 55:0.71 66:0.24 69:0.78 70:0.56 74:0.97 91:0.31 98:0.48 108:0.62 122:0.67 123:0.80 124:0.79 127:0.30 129:0.05 133:0.74 135:0.65 145:0.49 146:0.77 147:0.80 149:0.70 154:0.55 159:0.74 172:0.65 173:0.58 177:0.38 178:0.55 179:0.25 187:0.68 202:0.36 212:0.54 216:0.77 222:0.97 235:0.84 241:0.21 242:0.81 243:0.46 245:0.86 247:0.39 253:0.69 254:0.84 259:0.21 265:0.42 266:0.71 267:0.73 271:0.22 276:0.79 277:0.69 300:0.55\n1 1:0.74 11:0.57 12:0.06 17:0.34 21:0.59 27:0.41 30:0.26 32:0.78 34:0.91 36:0.86 37:0.72 39:0.96 43:0.89 55:0.71 66:0.15 69:0.53 70:0.87 74:0.88 77:0.70 81:0.53 83:0.73 85:0.80 91:0.38 98:0.45 101:0.72 108:0.85 114:0.74 123:0.85 124:0.86 126:0.54 127:0.64 129:0.93 133:0.84 135:0.65 145:0.87 146:0.68 147:0.73 149:0.78 150:0.70 154:0.87 155:0.67 159:0.82 165:0.78 172:0.59 173:0.30 176:0.73 177:0.38 178:0.55 179:0.30 187:0.39 192:0.59 195:0.93 201:0.74 212:0.37 215:0.55 216:0.94 222:0.97 235:0.74 241:0.27 242:0.63 243:0.31 245:0.88 247:0.67 253:0.71 259:0.21 265:0.47 266:0.94 267:0.95 271:0.22 276:0.83 282:0.86 290:0.74 297:0.36 300:0.70\n1 1:0.74 9:0.80 11:0.57 12:0.06 17:0.07 27:0.37 30:0.38 34:0.58 36:0.82 37:0.39 39:0.96 41:0.82 43:0.93 55:0.59 60:0.87 66:0.24 69:0.27 70:0.93 74:0.93 81:0.88 83:0.85 85:0.88 91:0.51 96:0.80 98:0.40 101:0.74 104:1.00 108:0.21 114:0.98 120:0.69 123:0.20 124:0.90 126:0.54 127:0.88 129:0.93 133:0.90 135:0.51 140:0.45 146:0.77 147:0.81 149:0.86 150:0.93 151:0.87 153:0.48 154:0.93 155:0.67 158:0.92 159:0.85 162:0.86 164:0.57 165:0.92 172:0.75 173:0.13 176:0.73 177:0.38 179:0.27 187:0.99 192:0.59 201:0.74 202:0.36 208:0.64 212:0.57 215:0.96 216:0.87 222:0.97 235:0.05 241:0.05 242:0.55 243:0.44 245:0.88 247:0.67 248:0.78 253:0.88 255:0.79 256:0.45 259:0.21 260:0.70 265:0.42 266:0.94 267:0.69 268:0.46 271:0.22 276:0.87 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.84\n0 12:0.06 17:0.40 21:0.78 27:0.45 30:0.62 34:0.83 36:0.23 37:0.50 39:0.96 43:0.24 55:0.71 66:0.68 69:0.84 70:0.47 74:0.91 91:0.23 98:0.60 108:0.70 122:0.67 123:0.68 124:0.45 127:0.23 129:0.05 133:0.39 135:0.63 145:0.50 146:0.88 147:0.90 149:0.55 154:0.55 159:0.59 172:0.71 173:0.72 177:0.38 178:0.55 179:0.30 187:0.68 212:0.39 216:0.77 222:0.97 235:1.00 241:0.10 242:0.80 243:0.72 245:0.79 247:0.39 253:0.64 254:0.84 259:0.21 265:0.61 266:0.54 267:0.36 271:0.22 276:0.66 300:0.55\n0 1:0.74 8:0.89 9:0.80 12:0.06 17:0.01 21:0.40 27:0.43 30:0.45 32:0.78 34:0.47 36:0.40 37:0.72 39:0.96 43:0.21 55:0.42 66:0.49 69:0.75 70:0.25 74:0.71 76:0.85 77:0.70 81:0.60 91:0.51 96:0.80 98:0.14 108:0.58 114:0.82 120:0.68 122:0.51 123:0.56 124:0.48 126:0.54 127:0.31 129:0.05 133:0.39 135:0.28 140:0.45 145:0.44 146:0.21 147:0.27 149:0.09 150:0.67 151:0.79 153:0.69 154:0.71 155:0.67 159:0.42 162:0.84 163:0.79 164:0.72 172:0.16 173:0.76 176:0.73 177:0.38 179:0.96 187:0.87 192:0.59 195:0.72 201:0.74 202:0.60 208:0.64 212:0.61 215:0.67 216:0.66 220:0.62 222:0.97 235:0.52 241:0.65 242:0.63 243:0.60 245:0.39 247:0.30 248:0.76 253:0.83 254:0.74 255:0.79 256:0.64 259:0.21 260:0.70 265:0.15 266:0.17 267:0.93 268:0.66 271:0.22 276:0.13 282:0.86 285:0.62 290:0.82 297:0.36 300:0.18\n2 1:0.74 9:0.80 11:0.57 12:0.06 17:0.40 21:0.47 27:0.64 30:0.32 32:0.77 34:0.52 36:0.49 37:0.45 39:0.96 43:0.65 55:0.59 66:0.48 69:0.87 70:0.98 74:0.78 77:0.89 81:0.56 85:0.80 91:0.09 96:0.83 98:0.50 101:0.71 108:0.80 114:0.80 120:0.72 123:0.79 124:0.83 126:0.54 127:0.56 129:0.81 133:0.86 135:0.44 140:0.45 145:0.89 146:0.32 147:0.39 149:0.63 150:0.65 151:0.77 153:0.48 154:0.59 155:0.67 158:0.86 159:0.86 162:0.64 164:0.73 172:0.73 173:0.69 176:0.73 177:0.38 179:0.39 187:0.98 192:0.59 195:0.96 201:0.74 202:0.65 208:0.64 212:0.52 215:0.63 216:0.87 220:0.74 222:0.97 235:0.60 241:0.01 242:0.58 243:0.25 245:0.76 247:0.67 248:0.80 253:0.85 255:0.79 256:0.64 259:0.21 260:0.73 265:0.52 266:0.89 267:0.59 268:0.66 271:0.22 276:0.73 279:0.86 282:0.85 283:0.67 285:0.62 290:0.80 297:0.36 300:0.94\n2 1:0.74 8:0.82 11:0.57 12:0.06 17:0.15 21:0.30 27:0.58 30:0.21 34:0.33 36:0.64 37:0.45 39:0.96 43:0.96 55:0.71 60:0.95 66:0.09 69:0.15 70:0.75 74:0.89 81:0.75 83:0.87 85:0.88 91:0.51 98:0.50 101:0.78 108:0.12 114:0.86 122:0.67 123:0.83 124:0.80 126:0.54 127:0.89 129:0.81 133:0.76 135:0.51 146:0.35 147:0.41 149:0.84 150:0.84 154:0.96 155:0.67 158:0.86 159:0.65 165:0.84 172:0.45 173:0.17 176:0.73 177:0.38 178:0.55 179:0.65 187:0.68 192:0.59 201:0.74 202:0.46 208:0.64 212:0.55 215:0.72 216:0.50 222:0.97 235:0.52 241:0.10 242:0.44 243:0.47 245:0.70 247:0.60 253:0.75 259:0.21 265:0.26 266:0.75 267:0.84 271:0.22 276:0.58 277:0.69 279:0.86 283:0.66 290:0.86 297:0.36 300:0.55\n1 8:0.65 9:0.80 12:0.06 17:0.26 21:0.40 25:0.88 27:0.56 30:0.45 34:0.28 36:0.71 37:0.35 39:0.96 41:0.90 43:0.30 55:0.52 66:0.64 69:0.82 70:0.50 74:0.48 81:0.49 83:0.77 91:0.84 96:0.84 98:0.54 104:0.78 108:0.67 120:0.93 122:0.43 123:0.65 124:0.42 126:0.32 127:0.24 129:0.05 133:0.39 135:0.34 140:0.92 146:0.59 147:0.05 149:0.21 150:0.39 151:0.83 153:0.92 154:0.60 155:0.67 159:0.33 162:0.79 164:0.93 172:0.32 173:0.87 177:0.05 179:0.79 191:0.75 192:0.59 202:0.88 208:0.64 212:0.23 215:0.67 216:0.44 220:0.74 222:0.97 235:0.42 241:0.79 242:0.55 243:0.21 245:0.43 247:0.39 248:0.82 253:0.79 254:0.88 255:0.79 256:0.92 257:0.65 259:0.21 260:0.93 265:0.56 266:0.38 267:0.23 268:0.91 271:0.22 276:0.29 283:0.71 285:0.62 297:0.36 300:0.33\n2 6:0.87 7:0.81 8:0.86 12:0.06 17:0.43 20:0.91 21:0.40 25:0.88 27:0.05 28:0.46 34:0.86 36:0.66 37:0.78 78:0.79 81:0.84 91:0.91 100:0.83 104:0.72 111:0.79 120:0.92 126:0.54 135:0.51 140:0.90 150:0.64 151:0.74 152:0.85 153:0.82 161:0.54 162:0.53 164:0.93 167:0.79 169:0.83 175:0.75 178:0.50 181:0.62 186:0.79 187:0.39 189:0.89 191:0.99 202:0.93 215:0.67 216:0.67 220:0.62 230:0.65 233:0.63 235:0.42 238:0.93 241:0.71 244:0.61 248:0.88 256:0.91 257:0.65 259:0.21 260:0.92 261:0.82 267:0.91 268:0.91 271:0.94 277:0.69 283:0.60 285:0.62 297:0.36\n1 7:0.81 8:0.98 12:0.06 17:0.07 20:0.74 21:0.05 25:0.88 27:0.08 28:0.46 30:0.91 32:0.80 37:0.99 43:0.21 55:0.96 66:0.27 69:0.91 70:0.13 78:0.99 81:0.91 91:0.98 98:0.18 100:0.81 104:0.57 108:0.88 111:1.00 120:0.99 123:0.88 124:0.72 126:0.54 127:0.21 129:0.81 133:0.67 140:0.45 145:0.50 146:0.05 147:0.05 149:0.18 150:0.82 151:0.91 152:0.74 153:1.00 154:0.14 159:0.41 161:0.54 162:0.70 163:0.98 164:0.99 167:0.94 169:1.00 172:0.10 173:0.93 177:0.05 179:0.91 181:0.62 186:0.75 191:0.99 195:0.81 202:0.99 212:0.61 215:0.91 216:0.66 230:0.87 233:0.76 235:0.05 238:0.99 241:0.90 242:0.82 243:0.29 245:0.38 247:0.12 248:0.99 256:0.99 260:0.99 261:0.74 265:0.20 266:0.17 268:0.99 271:0.94 276:0.21 283:0.82 285:0.62 297:0.36 300:0.13\n1 6:0.91 8:0.74 12:0.06 17:0.20 20:0.75 21:0.78 25:0.88 27:0.32 28:0.46 34:0.71 36:0.51 37:0.73 43:0.51 66:0.36 69:0.15 78:0.77 91:0.94 98:0.10 100:0.78 104:0.74 108:0.12 111:0.76 120:0.98 123:0.12 127:0.07 129:0.05 135:0.56 140:0.45 146:0.05 147:0.05 149:0.16 151:0.85 152:0.77 153:0.98 154:0.40 159:0.05 161:0.54 162:0.72 164:0.99 167:0.81 169:0.76 172:0.05 173:0.41 177:0.05 181:0.62 186:0.76 187:0.39 189:0.83 191:0.93 202:0.98 216:0.88 235:0.22 238:0.83 241:0.72 243:0.51 248:0.98 256:0.98 259:0.21 260:0.98 261:0.75 265:0.11 267:0.98 268:0.99 271:0.94 283:0.82 285:0.62\n1 6:0.94 7:0.81 8:0.89 12:0.06 17:0.67 20:0.78 21:0.74 25:0.88 27:0.34 28:0.46 30:0.55 32:0.80 34:0.39 36:0.73 37:0.99 43:0.48 55:0.45 66:0.46 69:0.42 70:0.52 78:0.74 81:0.64 91:0.42 98:0.29 100:0.77 104:0.58 108:0.32 111:0.73 123:0.31 124:0.76 126:0.54 127:0.82 129:0.89 133:0.78 135:0.20 140:0.80 145:0.69 146:0.43 147:0.50 149:0.60 150:0.47 152:0.77 153:0.48 154:0.36 159:0.67 161:0.54 162:0.58 164:0.57 167:0.78 169:0.75 172:0.45 173:0.33 177:0.05 178:0.42 179:0.76 181:0.62 186:0.75 187:0.39 189:0.95 195:0.83 202:0.53 212:0.40 215:0.46 216:0.47 220:1.00 230:0.87 233:0.76 235:0.88 238:0.93 241:0.70 242:0.82 243:0.59 245:0.58 247:0.12 256:0.45 259:0.21 261:0.74 265:0.31 266:0.63 267:0.65 268:0.46 271:0.94 276:0.48 285:0.62 297:0.36 300:0.43\n2 12:0.06 17:0.43 21:0.78 27:0.07 28:0.46 34:0.21 36:0.36 37:0.87 43:0.51 66:0.36 69:0.10 91:0.92 98:0.13 108:0.09 120:0.94 123:0.09 127:0.08 129:0.05 135:0.23 140:0.87 145:0.50 146:0.05 147:0.05 149:0.16 151:0.80 153:0.93 154:0.40 159:0.05 161:0.54 162:0.52 164:0.94 167:0.89 172:0.05 173:0.52 177:0.05 178:0.48 181:0.62 187:0.39 202:0.94 216:0.88 235:0.05 241:0.77 243:0.51 248:0.91 256:0.92 259:0.21 260:0.94 265:0.13 267:0.44 268:0.92 271:0.94 283:0.82 285:0.62\n1 8:0.95 12:0.06 17:0.57 21:0.78 25:0.88 27:0.34 28:0.46 34:0.58 36:0.22 37:0.91 78:0.78 91:0.96 104:0.73 111:0.78 120:0.93 135:0.70 140:0.80 151:0.77 153:0.88 161:0.54 162:0.56 164:0.96 167:0.94 169:0.82 175:0.75 178:0.42 181:0.62 191:0.97 202:0.95 216:0.66 220:0.87 241:0.89 244:0.61 248:0.89 256:0.95 257:0.65 259:0.21 260:0.93 267:0.76 268:0.95 271:0.94 277:0.69 285:0.62\n4 8:0.90 12:0.06 17:0.38 21:0.13 25:0.88 27:0.64 28:0.46 30:0.21 32:0.80 34:0.75 36:0.63 37:0.85 43:0.42 55:0.52 66:0.24 69:0.48 70:0.87 81:0.89 91:0.82 98:0.45 104:0.54 108:0.87 120:0.84 123:0.87 124:0.84 126:0.54 127:0.87 129:0.93 133:0.84 135:0.18 140:0.45 145:0.85 146:0.54 147:0.60 149:0.59 150:0.79 151:0.78 153:0.89 154:0.32 159:0.71 161:0.54 162:0.68 163:0.92 164:0.84 167:0.94 172:0.41 173:0.36 177:0.05 179:0.65 181:0.62 191:0.98 195:0.81 202:0.77 212:0.18 215:0.84 216:0.18 235:0.12 241:0.88 242:0.82 243:0.37 245:0.66 247:0.12 248:0.76 256:0.78 259:0.21 260:0.84 265:0.47 266:0.87 267:0.18 268:0.80 271:0.94 276:0.59 283:0.60 285:0.62 297:0.36 300:0.70\n2 6:0.93 8:0.97 12:0.06 17:0.38 20:0.84 21:0.30 25:0.88 27:0.28 28:0.46 30:0.68 34:0.23 36:0.30 37:0.50 43:0.52 55:0.52 66:0.71 69:0.10 70:0.52 78:0.75 81:0.86 91:0.99 98:0.79 100:0.78 104:0.74 108:0.56 111:0.74 120:0.98 123:0.54 124:0.42 126:0.54 127:0.94 129:0.59 133:0.47 135:0.30 140:0.80 146:0.18 147:0.23 149:0.59 150:0.69 151:0.83 152:0.80 153:0.96 154:0.41 159:0.34 161:0.54 162:0.57 164:0.99 167:0.92 169:0.76 172:0.57 173:0.32 177:0.05 178:0.42 179:0.77 181:0.62 186:0.75 189:0.94 191:0.97 202:0.98 212:0.81 215:0.72 216:0.89 220:0.62 235:0.31 238:0.88 241:0.83 242:0.82 243:0.21 245:0.60 247:0.12 248:0.97 256:0.99 259:0.21 260:0.98 261:0.75 265:0.79 266:0.38 267:0.59 268:0.99 271:0.94 276:0.47 285:0.62 297:0.36 300:0.43\n1 6:0.93 7:0.81 8:0.97 12:0.06 17:0.07 20:0.81 21:0.74 25:0.88 27:0.15 28:0.46 30:0.15 32:0.80 34:0.25 36:0.52 37:0.93 43:0.48 55:0.45 66:0.53 69:0.42 70:0.68 78:0.75 81:0.64 91:0.88 98:0.34 100:0.78 104:0.57 108:0.32 111:0.75 120:0.93 123:0.31 124:0.68 126:0.54 127:0.93 129:0.89 133:0.78 135:0.19 140:0.45 145:0.69 146:0.51 147:0.57 149:0.50 150:0.47 151:0.80 152:0.78 153:0.93 154:0.36 159:0.69 161:0.54 162:0.65 164:0.95 167:0.95 169:0.77 172:0.37 173:0.32 177:0.05 179:0.88 181:0.62 186:0.75 189:0.94 191:0.99 195:0.84 202:0.93 212:0.15 215:0.46 216:0.49 220:0.62 230:0.87 233:0.76 235:0.88 238:0.94 241:0.91 242:0.82 243:0.62 245:0.46 247:0.12 248:0.90 256:0.94 259:0.21 260:0.93 261:0.75 265:0.37 266:0.63 267:0.97 268:0.94 271:0.94 276:0.36 283:0.82 285:0.62 297:0.36 300:0.43\n2 6:0.91 7:0.81 8:0.81 12:0.06 17:0.02 20:0.87 21:0.05 25:0.88 27:0.30 28:0.46 30:0.30 32:0.80 34:0.20 36:0.58 37:0.32 43:0.47 55:0.71 66:0.51 69:0.37 70:0.60 78:0.75 81:0.91 91:0.98 98:0.76 100:0.80 104:0.79 108:0.67 111:0.75 120:0.98 123:0.65 124:0.52 126:0.54 127:0.75 129:0.59 133:0.47 135:0.37 140:0.45 145:0.38 146:0.49 147:0.56 149:0.51 150:0.82 151:0.83 152:0.82 153:0.96 154:0.35 159:0.48 161:0.54 162:0.52 163:0.81 164:0.99 167:0.94 169:0.77 172:0.41 173:0.41 177:0.05 179:0.82 181:0.62 186:0.76 189:0.92 191:0.95 195:0.64 202:0.99 212:0.23 215:0.91 216:0.65 220:0.62 230:0.65 233:0.63 235:0.05 238:0.94 241:0.90 242:0.82 243:0.39 245:0.63 247:0.12 248:0.97 256:0.99 259:0.21 260:0.98 261:0.78 265:0.76 266:0.71 267:0.96 268:0.99 271:0.94 276:0.44 283:0.60 285:0.62 297:0.36 300:0.43\n2 6:0.93 8:0.88 12:0.06 17:0.20 20:0.83 21:0.05 25:0.88 27:0.42 28:0.46 30:0.62 32:0.80 34:0.47 36:0.55 37:0.62 43:0.44 55:0.45 66:0.30 69:0.44 70:0.34 78:0.75 81:0.91 91:0.99 98:0.22 100:0.79 104:0.73 108:0.73 111:0.75 120:0.97 123:0.71 124:0.71 126:0.54 127:0.63 129:0.81 133:0.67 135:0.30 140:0.45 145:0.76 146:0.05 147:0.05 149:0.34 150:0.82 151:0.81 152:0.79 153:0.94 154:0.34 159:0.37 161:0.54 162:0.69 163:0.81 164:0.99 167:0.95 169:0.76 172:0.16 173:0.54 177:0.05 179:0.94 181:0.62 186:0.76 189:0.95 191:0.94 195:0.60 202:0.97 212:0.30 215:0.91 216:0.82 220:0.62 235:0.05 238:0.91 241:0.92 242:0.82 243:0.23 245:0.43 247:0.12 248:0.96 256:0.98 259:0.21 260:0.97 261:0.76 265:0.24 266:0.27 267:0.79 268:0.98 271:0.94 276:0.23 283:0.60 285:0.62 297:0.36 300:0.25\n2 6:0.97 8:0.91 12:0.06 17:0.55 20:0.75 21:0.05 25:0.88 27:0.64 28:0.46 30:0.62 34:0.23 36:0.36 37:0.77 43:0.37 55:0.92 66:0.30 69:0.59 70:0.34 78:0.77 81:0.91 91:0.87 98:0.27 100:0.79 104:0.57 108:0.45 111:0.77 120:0.87 123:0.61 124:0.61 126:0.54 127:0.15 129:0.59 133:0.47 135:0.30 140:0.45 146:0.38 147:0.44 149:0.37 150:0.82 151:0.74 152:0.74 153:0.84 154:0.28 159:0.28 161:0.54 162:0.66 163:0.93 164:0.90 167:0.95 169:0.79 172:0.16 173:0.47 177:0.05 179:0.59 181:0.62 186:0.76 189:0.98 191:0.98 202:0.85 212:0.61 215:0.91 216:0.38 220:0.62 235:0.05 238:0.95 241:0.96 242:0.82 243:0.48 245:0.47 247:0.12 248:0.81 256:0.86 259:0.21 260:0.87 261:0.74 265:0.26 266:0.23 267:0.28 268:0.87 271:0.94 276:0.28 283:0.82 285:0.62 297:0.36 300:0.25\n1 6:0.94 8:0.96 12:0.06 17:0.05 20:0.80 21:0.78 28:0.46 34:0.53 36:0.25 37:0.96 78:0.82 91:0.99 100:0.82 111:0.84 120:0.98 135:0.78 140:0.95 151:0.83 152:0.77 153:0.95 161:0.54 162:0.46 164:0.99 167:0.95 169:0.87 175:0.75 178:0.53 181:0.62 186:0.77 189:0.95 191:1.00 202:1.00 216:0.88 220:0.62 238:0.97 241:0.95 244:0.61 248:0.97 256:0.99 257:0.65 259:0.21 260:0.98 261:0.77 267:0.91 268:0.99 271:0.94 277:0.69 285:0.62\n4 6:0.99 8:0.99 12:0.06 17:0.11 20:0.96 21:0.05 25:0.88 28:0.46 30:0.45 32:0.80 34:0.31 36:0.56 37:0.98 43:0.46 55:0.52 66:0.11 69:0.39 70:0.86 78:0.97 81:0.91 91:0.98 98:0.24 100:0.99 104:0.58 108:0.89 111:0.98 120:1.00 123:0.29 124:0.77 126:0.54 127:0.90 129:0.89 133:0.78 135:0.21 140:0.45 145:0.85 146:0.38 147:0.45 149:0.44 150:0.82 151:0.93 152:0.92 153:1.00 154:0.35 159:0.73 161:0.54 162:0.53 164:1.00 167:0.95 169:0.99 172:0.37 173:0.27 177:0.05 179:0.81 181:0.62 186:0.98 189:0.99 191:1.00 195:0.83 202:1.00 212:0.49 215:0.91 216:0.90 235:0.05 238:1.00 241:0.95 242:0.82 243:0.31 245:0.55 247:0.12 248:1.00 256:1.00 259:0.21 260:1.00 261:0.99 265:0.25 266:0.63 267:0.84 268:1.00 271:0.94 276:0.41 283:0.82 285:0.62 297:0.36 300:0.70\n1 6:0.87 8:0.66 12:0.06 17:0.32 20:0.75 21:0.78 27:0.21 28:0.46 30:0.11 34:0.31 36:0.91 37:0.74 43:0.47 55:0.92 66:0.23 69:0.38 70:0.99 78:0.75 91:0.73 98:0.26 100:0.80 104:0.84 106:0.81 108:0.93 111:0.75 120:0.93 123:0.92 124:0.94 127:0.86 129:0.98 133:0.94 135:0.17 140:0.45 146:0.76 147:0.79 149:0.55 151:0.80 152:0.83 153:0.92 154:0.36 159:0.95 161:0.54 162:0.66 163:0.92 164:0.94 167:0.70 169:0.76 172:0.51 173:0.09 177:0.05 179:0.50 181:0.62 186:0.79 187:0.39 189:0.86 191:0.80 202:0.90 206:0.81 212:0.26 216:0.95 220:0.62 235:0.52 238:0.88 241:0.55 242:0.82 243:0.28 245:0.67 247:0.12 248:0.90 256:0.92 259:0.21 260:0.93 261:0.76 265:0.28 266:0.95 267:0.65 268:0.92 271:0.94 276:0.67 283:0.82 285:0.62 300:0.94\n1 6:0.98 7:0.81 8:0.98 12:0.06 17:0.05 20:0.75 21:0.74 25:0.88 27:0.11 28:0.46 30:0.55 32:0.80 34:0.21 36:0.96 37:0.98 43:0.43 55:0.98 66:0.10 69:0.51 70:0.71 78:0.77 81:0.64 91:0.93 98:0.23 100:0.91 104:0.57 108:0.94 111:0.78 120:0.98 123:0.92 124:0.92 126:0.54 127:0.96 129:0.97 132:0.97 133:0.92 135:0.34 140:0.45 145:0.52 146:0.05 147:0.05 149:0.37 150:0.47 151:0.90 152:0.74 153:0.99 154:0.33 159:0.87 161:0.54 162:0.64 163:0.99 164:0.99 167:0.93 169:0.81 172:0.27 173:0.24 177:0.05 179:0.77 181:0.62 186:0.81 189:0.99 191:1.00 195:0.95 202:0.98 212:0.29 215:0.46 216:0.55 230:0.65 233:0.63 235:0.88 238:0.96 241:0.86 242:0.82 243:0.13 245:0.51 247:0.12 248:0.97 256:0.98 260:0.98 261:0.75 265:0.17 266:0.75 267:0.76 268:0.98 271:0.94 276:0.51 283:0.82 285:0.62 297:0.36 300:0.55\n2 6:0.99 8:0.93 12:0.06 17:0.43 20:0.74 21:0.05 25:0.88 28:0.46 30:0.38 34:0.58 36:0.44 37:0.98 43:0.46 55:0.42 66:0.54 69:0.41 70:0.58 78:0.84 81:0.91 91:0.81 98:0.63 100:0.88 104:0.58 108:0.32 111:0.84 120:0.89 123:0.31 124:0.50 126:0.54 127:0.64 129:0.59 133:0.47 135:0.20 140:0.45 146:0.52 147:0.58 149:0.54 150:0.82 151:0.75 152:0.92 153:0.85 154:0.35 159:0.34 161:0.54 162:0.79 164:0.92 167:0.84 169:0.99 172:0.41 173:0.54 177:0.05 179:0.83 181:0.62 186:0.84 187:0.21 189:0.90 191:0.96 202:0.86 212:0.42 215:0.91 216:0.90 220:0.62 235:0.05 238:0.91 241:0.75 242:0.82 243:0.63 245:0.59 247:0.12 248:0.85 256:0.89 259:0.21 260:0.90 261:0.99 265:0.64 266:0.54 267:0.79 268:0.90 271:0.94 276:0.38 283:0.60 285:0.62 297:0.36 300:0.43\n1 7:0.81 12:0.06 17:0.66 21:0.74 25:0.88 27:0.15 28:0.46 30:0.55 32:0.80 34:0.29 36:0.75 37:0.93 43:0.48 55:0.45 66:0.46 69:0.42 70:0.52 81:0.64 91:0.49 98:0.29 104:0.57 108:0.32 123:0.31 124:0.76 126:0.54 127:0.82 129:0.89 133:0.78 135:0.21 145:0.69 146:0.43 147:0.50 149:0.60 150:0.47 154:0.36 159:0.67 161:0.54 167:0.78 172:0.45 173:0.33 177:0.05 178:0.55 179:0.76 181:0.62 187:0.39 191:0.84 195:0.83 202:0.55 212:0.40 215:0.46 216:0.49 230:0.87 233:0.76 235:0.88 241:0.70 242:0.82 243:0.59 245:0.58 247:0.12 259:0.21 265:0.31 266:0.63 267:0.44 271:0.94 276:0.48 297:0.36 300:0.43\n2 6:0.87 7:0.81 8:0.73 12:0.06 17:0.28 20:0.88 21:0.30 27:0.21 28:0.46 30:0.43 34:0.75 36:0.96 37:0.74 43:0.52 55:0.59 66:0.93 69:0.10 70:0.59 78:0.74 81:0.86 91:0.77 98:0.93 100:0.78 104:0.84 106:0.81 108:0.09 111:0.74 120:0.96 123:0.09 124:0.37 126:0.54 127:0.75 129:0.81 133:0.67 135:0.17 140:0.45 146:1.00 147:1.00 149:0.91 150:0.69 151:0.84 152:0.83 153:0.97 154:0.41 159:0.91 161:0.54 162:0.71 164:0.94 167:0.73 169:0.76 172:0.98 173:0.07 177:0.05 179:0.13 181:0.62 186:0.75 187:0.39 189:0.88 191:0.73 202:0.90 206:0.81 212:0.75 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.91 241:0.62 242:0.82 243:0.93 245:0.89 247:0.12 248:0.94 256:0.92 259:0.21 260:0.96 261:0.76 265:0.93 266:0.75 267:0.82 268:0.92 271:0.94 276:0.96 283:0.82 285:0.62 297:0.36 300:0.70\n2 6:0.97 8:0.94 12:0.06 17:0.30 20:0.91 21:0.54 25:0.88 27:0.16 28:0.46 30:0.38 32:0.80 34:0.66 36:0.30 37:0.85 43:0.52 55:0.92 66:0.29 69:0.17 70:0.78 78:0.74 81:0.79 91:0.96 98:0.31 100:0.79 104:0.78 108:0.14 111:0.74 120:0.95 123:0.13 124:0.83 126:0.54 127:0.79 129:0.93 133:0.84 135:0.88 140:0.80 145:0.82 146:0.49 147:0.55 149:0.49 150:0.59 151:0.80 152:0.91 153:0.92 154:0.41 159:0.71 161:0.54 162:0.58 164:0.99 167:0.77 169:0.77 172:0.27 173:0.15 177:0.05 178:0.42 179:0.84 181:0.62 186:0.75 187:0.39 189:0.98 191:0.98 195:0.84 202:0.98 212:0.28 215:0.58 216:0.81 220:0.62 235:0.60 238:0.97 241:0.69 242:0.82 243:0.48 245:0.49 247:0.12 248:0.93 256:0.98 259:0.21 260:0.95 261:0.79 265:0.33 266:0.63 267:1.00 268:0.98 271:0.94 276:0.39 283:0.60 285:0.62 297:0.36 300:0.55\n2 6:0.93 8:0.90 12:0.06 17:0.11 20:0.81 21:0.78 27:0.07 28:0.46 34:0.19 36:0.33 37:0.87 43:0.51 66:0.36 69:0.10 78:0.86 91:0.99 98:0.13 100:0.79 108:0.09 111:0.85 120:0.99 123:0.09 127:0.08 129:0.05 135:0.24 140:0.95 145:0.50 146:0.05 147:0.05 149:0.16 151:0.86 152:0.85 153:0.99 154:0.40 159:0.05 161:0.54 162:0.51 164:1.00 167:0.94 169:0.82 172:0.05 173:0.54 177:0.05 178:0.53 181:0.62 186:0.76 189:0.96 191:1.00 202:1.00 216:0.88 220:0.62 235:0.05 238:0.88 241:0.91 243:0.51 248:0.99 256:0.99 259:0.21 260:0.99 261:0.79 265:0.14 267:0.44 268:1.00 271:0.94 285:0.62\n1 6:0.94 7:0.81 8:0.82 12:0.06 17:0.59 20:0.76 21:0.74 25:0.88 27:0.34 28:0.46 30:0.55 32:0.80 34:0.36 36:0.76 37:0.99 43:0.48 55:0.45 66:0.52 69:0.42 70:0.52 78:0.74 81:0.64 91:0.46 98:0.34 100:0.77 104:0.58 108:0.32 111:0.73 123:0.31 124:0.71 126:0.54 127:0.78 129:0.89 133:0.78 135:0.39 145:0.69 146:0.51 147:0.57 149:0.61 150:0.47 152:0.77 154:0.36 159:0.69 161:0.54 167:0.82 169:0.75 172:0.48 173:0.31 177:0.05 178:0.55 179:0.75 181:0.62 186:0.75 187:0.39 189:0.89 195:0.85 202:0.61 212:0.40 215:0.46 216:0.47 230:0.87 233:0.76 235:0.88 238:0.94 241:0.73 242:0.82 243:0.61 245:0.56 247:0.12 259:0.21 261:0.74 265:0.36 266:0.71 267:0.36 271:0.94 276:0.47 297:0.36 300:0.43\n1 7:0.81 12:0.06 17:0.49 21:0.22 27:0.45 28:0.46 30:0.14 32:0.80 34:0.77 36:0.28 37:0.50 43:0.36 55:0.52 66:0.43 69:0.60 70:0.96 81:0.88 91:0.06 98:0.44 108:0.83 123:0.82 124:0.76 126:0.54 127:0.62 129:0.89 133:0.78 135:0.66 145:0.52 146:0.58 147:0.63 149:0.67 150:0.74 154:0.27 159:0.80 161:0.54 167:0.59 172:0.70 173:0.39 177:0.05 178:0.55 179:0.39 181:0.62 187:0.68 195:0.92 212:0.54 215:0.79 216:0.77 230:0.87 233:0.76 235:0.22 241:0.15 242:0.82 243:0.22 245:0.82 247:0.12 259:0.21 265:0.46 266:0.87 267:0.69 271:0.94 276:0.74 283:0.60 297:0.36 300:0.94\n2 6:0.89 8:0.84 12:0.06 17:0.02 20:0.85 21:0.13 25:0.88 27:0.26 28:0.46 30:0.56 34:0.33 36:0.50 37:0.54 43:0.47 55:0.71 66:0.67 69:0.38 70:0.53 78:0.75 81:0.89 91:0.98 98:0.61 100:0.79 104:0.73 108:0.30 111:0.75 120:0.97 123:0.28 124:0.43 126:0.54 127:0.32 129:0.59 133:0.47 135:0.32 140:0.45 146:0.76 147:0.80 149:0.54 150:0.79 151:0.83 152:0.81 153:0.96 154:0.35 159:0.52 161:0.54 162:0.60 164:0.99 167:0.95 169:0.77 172:0.48 173:0.30 177:0.05 179:0.70 181:0.62 186:0.76 189:0.91 191:0.95 202:0.98 212:0.23 215:0.84 216:0.73 220:0.62 235:0.12 238:0.92 241:0.92 242:0.82 243:0.72 245:0.56 247:0.12 248:0.95 256:0.98 259:0.21 260:0.97 261:0.77 265:0.62 266:0.54 267:0.95 268:0.98 271:0.94 276:0.41 283:0.60 285:0.62 297:0.36 300:0.43\n2 6:0.96 7:0.81 8:0.91 12:0.06 17:0.15 20:0.88 21:0.30 25:0.88 27:0.09 28:0.46 32:0.80 34:0.42 36:0.45 37:0.85 43:0.25 66:0.36 69:0.83 78:0.75 81:0.86 91:0.99 98:0.10 100:0.80 104:0.72 108:0.67 111:0.76 120:0.96 123:0.65 126:0.54 127:0.07 129:0.05 135:0.34 140:0.45 145:0.89 146:0.05 147:0.05 149:0.11 150:0.69 151:0.80 152:0.83 153:0.92 154:0.18 159:0.05 161:0.54 162:0.68 164:0.98 167:0.96 169:0.78 172:0.05 173:1.00 177:0.05 181:0.62 186:0.76 189:0.97 191:0.97 195:0.58 202:0.97 215:0.72 216:0.67 220:0.74 230:0.87 233:0.76 235:0.31 238:0.96 241:0.99 243:0.51 248:0.95 256:0.98 259:0.21 260:0.96 261:0.78 265:0.10 267:0.89 268:0.98 271:0.94 283:0.60 285:0.62 297:0.36\n1 1:0.74 11:0.57 12:0.69 17:0.49 21:0.68 27:0.45 28:0.73 30:0.45 32:0.75 34:0.83 36:0.17 37:0.50 43:0.81 55:0.92 60:0.87 66:0.36 69:0.71 70:0.50 74:0.56 81:0.48 83:0.85 85:0.72 91:0.25 98:0.30 101:0.71 108:0.54 114:0.70 123:0.52 124:0.76 126:0.54 127:0.41 129:0.05 133:0.74 135:0.85 145:0.50 146:0.46 147:0.52 149:0.53 150:0.66 154:0.76 155:0.67 158:0.87 159:0.61 161:0.57 163:0.75 165:0.69 167:0.47 172:0.21 173:0.63 176:0.73 177:0.38 178:0.55 179:0.89 181:0.51 187:0.68 192:0.59 195:0.82 201:0.74 208:0.64 212:0.23 215:0.49 216:0.77 222:0.25 235:0.88 241:0.18 242:0.73 243:0.51 245:0.42 247:0.35 253:0.57 259:0.21 265:0.32 266:0.38 267:0.59 271:0.97 276:0.30 279:0.86 283:0.71 290:0.70 297:0.36 300:0.33\n2 1:0.74 6:0.94 7:0.78 8:0.80 9:0.80 12:0.69 17:0.34 20:0.99 21:0.47 27:0.03 28:0.73 30:0.45 32:0.80 34:0.19 36:0.62 37:0.69 43:0.37 55:0.52 66:0.36 69:0.52 70:0.74 74:0.57 77:0.70 78:0.98 81:0.57 91:0.95 96:0.97 98:0.30 100:0.99 108:0.83 111:0.99 114:0.80 120:0.96 123:0.82 124:0.70 126:0.54 127:0.64 129:0.81 133:0.67 135:0.32 140:0.92 145:0.49 146:0.33 147:0.39 149:0.48 150:0.65 151:0.71 152:0.92 153:0.69 154:0.28 155:0.67 158:0.84 159:0.56 161:0.57 162:0.59 164:0.95 167:0.79 169:0.99 172:0.37 173:0.49 175:0.75 176:0.73 177:0.05 179:0.78 181:0.51 186:0.98 189:0.95 190:0.77 191:0.99 192:0.59 195:0.74 201:0.74 202:0.95 208:0.64 212:0.36 215:0.63 216:0.53 220:0.62 222:0.25 230:0.81 232:0.76 233:0.69 235:0.68 238:0.96 241:0.83 242:0.82 243:0.37 244:0.61 245:0.60 247:0.12 248:0.81 253:0.96 255:0.79 256:0.98 257:0.65 259:0.21 260:0.96 261:0.97 265:0.33 266:0.63 267:0.76 268:0.95 271:0.97 276:0.39 277:0.69 282:0.88 283:0.71 285:0.62 290:0.80 297:0.36 300:0.55\n3 6:0.89 7:0.78 8:0.70 9:0.80 11:0.57 12:0.69 17:0.89 20:0.87 21:0.54 27:0.68 28:0.73 30:0.60 32:0.75 34:0.19 36:0.68 37:0.64 41:0.82 43:0.60 55:0.45 66:0.99 69:0.43 70:0.50 74:0.36 78:0.95 81:0.68 83:0.75 85:0.72 91:0.83 96:0.79 98:0.99 100:0.95 101:0.71 104:0.58 108:0.33 111:0.94 120:0.94 123:0.32 126:0.32 127:0.90 129:0.05 135:0.37 140:0.98 145:0.70 146:0.95 147:0.96 149:0.92 150:0.49 151:0.82 152:0.82 153:0.46 154:0.49 155:0.67 159:0.62 161:0.57 162:0.80 164:0.92 167:0.78 169:0.93 172:0.97 173:0.37 177:0.38 179:0.18 181:0.51 186:0.94 189:0.91 191:0.86 192:0.59 195:0.77 202:0.86 208:0.64 212:0.93 215:0.58 216:0.19 220:0.62 222:0.25 230:0.81 233:0.69 235:0.88 238:0.90 241:0.79 242:0.82 243:0.99 247:0.39 248:0.74 253:0.68 255:0.79 256:0.91 259:0.21 260:0.94 261:0.90 265:0.99 266:0.47 267:1.00 268:0.90 271:0.97 276:0.93 283:0.71 285:0.62 297:0.36 300:0.70\n2 6:0.96 7:0.78 8:0.95 9:0.80 12:0.69 17:0.16 20:0.91 21:0.64 27:0.13 28:0.73 30:0.72 32:0.75 34:0.30 36:0.90 37:0.82 41:0.82 43:0.40 55:0.45 66:0.24 69:0.41 70:0.67 78:0.90 81:0.34 83:0.74 91:0.96 96:0.77 98:0.29 100:0.91 108:0.76 111:0.90 120:0.97 123:0.30 124:0.80 126:0.32 127:0.95 129:0.93 133:0.84 135:0.32 140:1.00 145:0.85 146:0.61 147:0.67 149:0.72 150:0.31 151:0.77 152:0.85 153:0.48 154:0.31 155:0.67 159:0.85 161:0.57 162:0.52 164:0.97 167:0.80 169:0.89 172:0.63 173:0.19 175:0.75 177:0.05 178:0.48 179:0.50 181:0.51 186:0.90 189:0.97 190:0.77 191:0.98 192:0.59 195:0.94 202:0.97 208:0.64 212:0.71 215:0.53 216:0.63 220:0.62 222:0.25 230:0.81 233:0.76 235:0.74 238:0.88 241:0.83 242:0.82 243:0.44 244:0.61 245:0.75 247:0.12 248:0.71 253:0.63 255:0.79 256:0.97 257:0.65 259:0.21 260:0.97 261:0.89 265:0.30 266:0.75 267:0.69 268:0.96 271:0.97 276:0.66 277:0.69 283:0.71 285:0.62 297:0.36 300:0.84\n1 6:0.83 7:0.78 8:0.71 12:0.69 17:0.75 20:0.85 21:0.59 27:0.18 28:0.73 30:0.95 34:0.31 36:0.39 37:0.37 43:0.37 55:0.84 66:0.54 69:0.53 74:0.44 78:0.88 81:0.28 91:0.94 96:0.72 98:0.35 100:0.86 108:0.41 111:0.86 114:0.64 120:0.76 123:0.39 126:0.32 127:0.12 129:0.05 135:0.24 140:0.45 145:0.47 146:0.32 147:0.38 149:0.21 150:0.27 151:0.62 152:0.80 153:0.45 154:0.28 159:0.13 161:0.57 162:0.50 164:0.72 167:0.78 169:0.84 172:0.10 173:0.66 176:0.56 177:0.38 179:0.87 181:0.51 186:0.88 189:0.85 190:0.77 191:0.97 202:0.86 216:0.35 220:0.97 222:0.25 230:0.81 233:0.69 235:0.74 238:0.84 241:0.80 243:0.63 244:0.61 248:0.69 253:0.55 256:0.91 259:0.21 260:0.77 261:0.83 265:0.37 267:0.88 268:0.79 271:0.97 283:0.71 285:0.62 290:0.64 300:0.08\n1 1:0.74 6:0.85 7:0.78 8:0.63 12:0.69 17:0.89 20:0.91 21:0.47 27:0.21 28:0.73 30:0.21 32:0.75 34:0.20 36:0.19 37:0.25 43:0.45 55:0.45 66:0.75 69:0.25 70:0.64 74:0.44 78:0.93 81:0.72 91:0.85 96:0.74 98:0.58 100:0.92 108:0.20 111:0.92 114:0.80 120:0.80 123:0.19 124:0.39 126:0.54 127:0.43 129:0.05 132:0.97 133:0.39 135:0.24 140:0.45 145:0.83 146:0.56 147:0.62 149:0.43 150:0.76 151:0.70 152:0.87 153:0.91 154:0.78 155:0.67 159:0.38 161:0.57 162:0.75 164:0.80 167:0.79 169:0.89 172:0.54 173:0.33 176:0.73 177:0.38 179:0.73 181:0.51 186:0.93 189:0.87 190:0.77 191:0.95 192:0.59 195:0.66 201:0.74 202:0.76 212:0.83 215:0.63 216:0.14 220:0.62 222:0.25 230:0.81 233:0.76 235:0.84 238:0.86 241:0.81 242:0.77 243:0.77 245:0.50 247:0.39 248:0.73 253:0.67 254:0.88 256:0.81 260:0.81 261:0.91 265:0.59 266:0.27 267:0.19 268:0.80 271:0.97 276:0.37 285:0.62 290:0.80 297:0.36 300:0.43\n2 8:0.62 12:0.69 17:0.67 21:0.64 27:0.45 28:0.73 30:0.76 34:0.83 36:0.18 37:0.50 43:0.74 55:0.42 66:0.77 69:0.70 70:0.53 74:0.49 81:0.34 91:0.17 98:0.59 108:0.53 123:0.51 124:0.41 126:0.32 127:0.44 129:0.05 133:0.39 135:0.76 145:0.49 146:0.77 147:0.81 149:0.88 150:0.31 154:0.65 159:0.62 161:0.57 167:0.48 172:0.89 173:0.62 177:0.38 178:0.55 179:0.24 181:0.51 187:0.68 212:0.86 215:0.53 216:0.77 222:0.25 235:0.74 241:0.21 242:0.81 243:0.79 245:0.90 247:0.47 253:0.41 259:0.21 265:0.60 266:0.75 267:0.52 271:0.97 276:0.80 297:0.36 300:0.70\n2 7:0.78 8:0.70 12:0.69 17:0.81 21:0.30 27:0.48 28:0.73 30:0.94 32:0.80 34:0.34 36:0.36 37:0.31 43:0.36 55:0.71 66:0.72 69:0.53 70:0.20 74:0.58 76:0.94 77:0.70 81:0.68 91:0.56 98:0.82 104:0.88 108:0.41 120:0.59 123:0.39 124:0.43 126:0.32 127:0.70 129:0.59 133:0.47 135:0.37 140:0.45 145:0.49 146:0.92 147:0.94 149:0.77 150:0.49 151:0.53 153:0.77 154:0.27 159:0.68 161:0.57 162:0.68 164:0.64 167:0.47 172:0.84 173:0.42 175:0.75 177:0.05 179:0.38 181:0.51 187:0.39 190:0.77 191:0.96 195:0.83 202:0.54 212:0.85 215:0.72 216:0.23 220:0.87 222:0.25 230:0.81 233:0.76 235:0.42 241:0.18 242:0.82 243:0.75 244:0.61 245:0.86 247:0.12 248:0.52 253:0.46 256:0.45 257:0.65 259:0.21 260:0.59 265:0.82 266:0.63 267:0.18 268:0.57 271:0.97 276:0.76 277:0.69 282:0.88 283:0.71 285:0.50 297:0.36 300:0.43\n2 6:0.93 7:0.78 8:0.88 12:0.69 17:0.13 20:0.87 21:0.30 27:0.09 28:0.73 30:0.31 32:0.75 34:0.18 36:0.49 37:0.54 43:0.45 55:0.59 66:0.20 69:0.17 70:0.82 78:0.95 81:0.77 91:0.97 98:0.62 100:0.95 108:0.92 111:0.94 120:0.98 123:0.92 124:0.91 126:0.32 127:0.99 129:0.97 133:0.92 135:0.34 140:0.45 145:0.91 146:0.33 147:0.39 149:0.93 150:0.57 151:0.78 152:0.82 153:0.78 154:0.34 159:0.97 161:0.57 162:0.57 164:0.98 167:0.77 169:0.93 172:0.98 173:0.06 175:0.75 177:0.05 179:0.09 181:0.51 186:0.95 189:0.94 190:0.77 191:0.98 195:1.00 202:0.97 212:0.69 215:0.72 216:0.57 220:0.62 222:0.25 230:0.81 233:0.69 235:0.60 238:0.90 241:0.79 242:0.82 243:0.05 244:0.61 245:1.00 247:0.12 248:0.97 253:0.20 256:0.99 257:0.65 259:0.21 260:0.98 261:0.90 265:0.63 266:0.91 267:0.98 268:0.97 271:0.97 276:0.99 277:0.69 283:0.71 285:0.50 297:0.36 300:0.94\n0 12:0.69 17:0.64 21:0.76 25:0.88 28:0.73 30:0.09 32:0.75 34:0.42 36:0.25 37:0.97 43:0.36 55:0.42 66:0.08 69:0.56 70:0.95 74:0.32 81:0.32 91:0.33 98:0.16 104:0.58 108:0.95 123:0.42 124:0.90 126:0.32 127:0.94 129:0.96 133:0.90 135:0.26 145:0.67 146:0.33 147:0.40 149:0.40 150:0.30 154:0.27 159:0.88 161:0.57 167:0.56 172:0.21 173:0.27 175:0.75 177:0.05 178:0.55 179:0.84 181:0.51 187:0.39 195:0.96 212:0.13 215:0.46 216:0.98 222:0.25 235:0.97 241:0.55 242:0.76 243:0.25 244:0.61 245:0.48 247:0.39 253:0.30 257:0.65 259:0.21 265:0.11 266:0.75 267:0.23 271:0.97 276:0.41 277:0.69 297:0.36 300:0.70\n2 6:0.82 7:0.78 8:0.69 9:0.80 12:0.69 17:0.83 20:0.80 21:0.30 27:0.48 28:0.73 30:0.95 32:0.80 34:0.44 36:0.28 37:0.31 43:0.36 55:0.71 66:0.72 69:0.53 70:0.19 74:0.58 76:0.94 77:0.70 78:0.90 81:0.68 91:0.65 96:0.72 98:0.82 100:0.91 104:0.88 108:0.41 111:0.89 120:0.74 123:0.39 124:0.43 126:0.32 127:0.61 129:0.59 133:0.47 135:0.70 140:0.94 145:0.49 146:0.91 147:0.92 149:0.78 150:0.49 151:0.60 152:0.78 153:0.48 154:0.27 155:0.67 159:0.63 161:0.57 162:0.83 164:0.81 167:0.51 169:0.89 172:0.84 173:0.44 175:0.75 177:0.05 179:0.36 181:0.51 186:0.90 187:0.39 189:0.85 190:0.77 191:0.97 192:0.59 195:0.81 202:0.71 208:0.64 212:0.92 215:0.72 216:0.23 220:0.87 222:0.25 230:0.81 233:0.76 235:0.42 238:0.90 241:0.39 242:0.82 243:0.75 244:0.61 245:0.86 247:0.12 248:0.58 253:0.53 255:0.79 256:0.82 257:0.65 259:0.21 260:0.75 261:0.83 265:0.82 266:0.38 267:0.18 268:0.77 271:0.97 276:0.77 277:0.69 282:0.88 283:0.71 285:0.62 297:0.36 300:0.33\n0 6:0.83 8:0.98 12:0.69 17:0.06 20:0.85 25:0.88 27:0.37 28:0.73 30:0.30 34:0.26 36:0.29 37:0.97 43:0.42 55:0.84 66:0.26 69:0.21 70:0.66 78:0.83 81:0.87 91:1.00 98:0.67 100:0.83 104:0.54 108:0.65 111:0.81 120:1.00 123:0.16 124:0.58 126:0.32 127:0.84 129:0.59 133:0.47 135:0.39 140:0.45 146:0.53 147:0.59 149:0.53 150:0.73 151:0.91 152:0.80 153:1.00 154:0.32 159:0.35 161:0.57 162:0.53 163:0.75 164:0.99 167:0.81 169:0.81 172:0.37 173:0.39 175:0.75 177:0.05 179:0.83 181:0.51 186:0.83 189:0.85 190:0.77 191:1.00 202:0.99 212:0.23 215:0.96 216:0.92 222:0.25 235:0.02 238:0.85 241:0.87 242:0.82 243:0.45 244:0.61 245:0.64 247:0.12 248:1.00 253:0.20 256:0.99 257:0.65 259:0.21 260:1.00 261:0.81 265:0.59 266:0.54 267:0.93 268:0.99 271:0.97 276:0.43 277:0.69 283:0.82 285:0.50 297:0.36 300:0.43\n2 1:0.74 6:0.85 7:0.78 8:0.63 12:0.69 17:0.89 20:0.91 21:0.47 27:0.21 28:0.73 30:0.21 32:0.75 34:0.20 36:0.19 37:0.25 43:0.45 55:0.45 66:0.75 69:0.25 70:0.64 74:0.44 78:0.93 81:0.72 91:0.85 96:0.74 98:0.58 100:0.92 108:0.20 111:0.92 114:0.80 120:0.80 123:0.19 124:0.39 126:0.54 127:0.43 129:0.05 132:0.97 133:0.39 135:0.24 140:0.45 145:0.83 146:0.56 147:0.62 149:0.43 150:0.76 151:0.70 152:0.87 153:0.91 154:0.78 155:0.67 159:0.38 161:0.57 162:0.75 164:0.80 167:0.79 169:0.89 172:0.54 173:0.33 176:0.73 177:0.38 179:0.73 181:0.51 186:0.93 189:0.87 190:0.77 191:0.95 192:0.59 195:0.66 201:0.74 202:0.76 212:0.83 215:0.63 216:0.14 220:0.62 222:0.25 230:0.81 233:0.76 235:0.84 238:0.86 241:0.81 242:0.77 243:0.77 245:0.50 247:0.39 248:0.73 253:0.67 254:0.88 256:0.81 260:0.81 261:0.91 265:0.59 266:0.27 267:0.19 268:0.80 271:0.97 276:0.37 285:0.62 290:0.80 297:0.36 300:0.43\n2 6:0.93 7:0.78 8:0.79 12:0.69 17:0.73 20:0.85 21:0.71 27:0.10 28:0.73 30:0.66 32:0.75 34:0.17 36:0.55 37:0.72 43:0.39 55:0.45 66:0.63 69:0.49 70:0.52 78:0.94 81:0.40 91:0.96 98:0.67 100:0.91 108:0.74 111:0.92 120:0.98 123:0.72 124:0.64 126:0.32 127:0.93 129:0.89 133:0.78 135:0.34 140:0.45 145:0.93 146:0.28 147:0.34 149:0.86 150:0.34 151:0.75 152:0.80 153:0.48 154:0.29 159:0.71 161:0.57 162:0.72 164:0.97 167:0.81 169:0.88 172:0.92 173:0.37 175:0.75 177:0.05 179:0.23 181:0.51 186:0.94 189:0.94 190:0.77 191:0.97 195:0.84 202:0.95 212:0.89 215:0.48 216:0.50 220:0.62 222:0.25 230:0.81 233:0.69 235:0.95 238:0.85 241:0.88 242:0.82 243:0.11 244:0.61 245:0.92 247:0.12 248:0.97 253:0.20 256:0.97 257:0.65 259:0.21 260:0.98 261:0.87 265:0.67 266:0.75 267:0.88 268:0.97 271:0.97 276:0.88 277:0.69 283:0.71 285:0.62 297:0.36 300:0.84\n3 6:0.79 7:0.78 8:0.58 12:0.69 17:0.89 20:0.79 21:0.78 27:0.57 28:0.73 30:0.38 32:0.75 34:0.33 36:0.33 37:0.31 43:0.42 55:0.59 66:0.64 69:0.29 70:0.45 74:0.46 78:0.93 91:0.84 98:0.48 100:0.84 104:0.58 108:0.22 111:0.90 123:0.22 124:0.44 127:0.94 129:0.59 133:0.47 135:0.39 145:0.52 146:0.56 147:0.62 149:0.53 152:0.77 154:0.32 158:0.85 159:0.57 161:0.57 167:0.81 169:0.82 172:0.45 173:0.29 175:0.75 177:0.05 178:0.55 179:0.86 181:0.51 186:0.93 189:0.81 191:0.79 195:0.71 202:0.60 212:0.57 216:0.04 222:0.25 230:0.81 233:0.69 235:0.42 238:0.82 241:0.89 242:0.82 243:0.69 244:0.61 245:0.55 247:0.12 253:0.39 257:0.65 259:0.21 261:0.82 265:0.50 266:0.47 267:0.19 271:0.97 276:0.27 277:0.69 283:0.71 300:0.33\n3 6:0.82 7:0.78 8:0.70 12:0.69 17:0.93 20:0.83 21:0.54 27:0.67 28:0.73 30:0.45 32:0.75 34:0.20 36:0.25 37:0.41 43:0.34 55:0.59 66:0.69 69:0.62 70:0.25 78:0.90 81:0.58 91:0.89 98:0.84 100:0.87 104:0.58 108:0.47 111:0.88 120:0.90 123:0.45 126:0.32 127:0.34 129:0.05 135:0.44 140:0.45 145:0.70 146:0.53 147:0.59 149:0.29 150:0.43 151:0.64 152:0.79 153:0.78 154:0.25 159:0.19 161:0.57 162:0.85 163:0.90 164:0.91 167:0.78 169:0.84 172:0.21 173:0.86 175:0.75 177:0.05 179:0.96 181:0.51 186:0.90 189:0.84 190:0.77 191:0.87 195:0.54 202:0.84 212:0.61 215:0.58 216:0.21 220:0.74 222:0.25 230:0.81 233:0.76 235:0.74 238:0.84 241:0.79 242:0.82 243:0.73 244:0.61 247:0.12 248:0.85 253:0.20 256:0.90 257:0.65 259:0.21 260:0.90 261:0.83 265:0.84 266:0.17 267:0.23 268:0.89 271:0.97 276:0.20 277:0.69 283:0.71 285:0.50 297:0.36 300:0.18\n1 1:0.74 8:0.58 9:0.80 12:0.69 17:0.90 21:0.30 27:0.72 28:0.73 30:0.76 32:0.74 34:0.37 36:0.80 37:0.24 43:0.34 55:0.59 66:0.77 69:0.55 70:0.29 74:0.61 77:0.70 81:0.73 91:0.85 96:0.84 98:0.84 108:0.42 114:0.86 120:0.77 123:0.41 126:0.54 127:0.34 129:0.05 135:0.49 140:0.90 145:0.52 146:0.51 147:0.57 149:0.26 150:0.77 151:0.58 153:0.72 154:0.74 155:0.67 159:0.18 161:0.57 162:0.84 163:0.90 164:0.76 167:0.79 172:0.37 173:0.83 176:0.73 177:0.38 179:0.87 181:0.51 190:0.77 192:0.59 195:0.53 201:0.74 202:0.67 208:0.64 212:0.52 215:0.72 216:0.05 220:0.74 222:0.25 235:0.60 241:0.82 242:0.55 243:0.79 247:0.39 248:0.57 253:0.83 254:0.88 255:0.79 256:0.71 259:0.21 260:0.78 265:0.84 266:0.27 267:0.23 268:0.74 271:0.97 276:0.31 282:0.83 283:0.71 285:0.62 290:0.86 297:0.36 300:0.25\n0 6:0.88 8:0.69 12:0.69 17:0.62 20:0.85 21:0.78 27:0.72 28:0.73 37:0.83 74:0.45 78:0.86 91:0.80 96:0.88 100:0.88 111:0.86 120:0.79 140:0.45 151:0.69 152:0.81 153:0.88 158:0.84 161:0.57 162:0.69 164:0.80 167:0.80 169:0.86 175:0.91 181:0.51 186:0.86 189:0.89 190:0.77 191:0.89 202:0.78 216:0.17 220:0.62 222:0.25 238:0.88 241:0.85 244:0.83 248:0.79 253:0.83 256:0.82 257:0.84 259:0.21 260:0.79 261:0.83 268:0.80 271:0.97 277:0.87 285:0.62\n3 7:0.78 8:0.79 12:0.69 17:0.40 21:0.59 27:0.04 28:0.73 30:0.30 32:0.75 34:0.20 36:0.60 37:0.62 43:0.39 55:0.45 66:0.12 69:0.45 70:0.75 81:0.53 91:0.89 98:0.43 104:0.58 108:0.69 120:0.94 123:0.77 124:0.64 126:0.32 127:0.88 129:0.81 133:0.67 135:0.44 140:0.45 145:0.82 146:0.05 147:0.05 149:0.46 150:0.40 151:0.74 154:0.30 159:0.51 161:0.57 162:0.60 164:0.93 167:0.82 172:0.41 173:0.47 175:0.75 177:0.05 179:0.83 181:0.51 190:0.77 191:0.95 195:0.68 202:0.91 212:0.39 215:0.55 216:0.34 220:0.62 222:0.25 230:0.81 233:0.69 235:0.80 241:0.93 242:0.82 243:0.15 244:0.61 245:0.55 247:0.12 248:0.91 253:0.20 256:0.93 257:0.65 259:0.21 260:0.94 265:0.41 266:0.63 267:0.79 268:0.91 271:0.97 276:0.40 277:0.69 283:0.71 285:0.50 297:0.36 300:0.55\n1 12:0.69 17:0.30 21:0.40 27:0.45 28:0.73 30:0.32 32:0.80 34:0.70 36:0.17 37:0.50 43:0.32 55:0.84 66:0.52 69:0.69 70:0.75 81:0.66 91:0.10 98:0.59 108:0.68 123:0.66 124:0.78 126:0.54 127:0.68 129:0.93 133:0.84 135:0.75 145:0.40 146:0.36 147:0.43 149:0.72 150:0.48 154:0.24 159:0.83 161:0.45 167:0.64 172:0.79 173:0.47 177:0.05 178:0.55 179:0.35 181:0.87 187:0.68 195:0.94 212:0.42 215:0.67 216:0.77 235:0.42 241:0.18 242:0.82 243:0.13 245:0.82 247:0.12 259:0.21 265:0.60 266:0.91 267:0.28 276:0.79 297:0.36 300:0.70\n0 6:0.84 8:0.67 12:0.69 17:0.12 20:0.85 21:0.74 27:0.08 28:0.73 30:0.71 32:0.80 34:0.26 36:0.28 37:0.59 43:0.46 55:0.71 66:0.82 69:0.48 70:0.52 78:0.75 81:0.47 91:0.99 98:0.89 100:0.77 108:0.37 111:0.74 120:0.98 123:0.35 126:0.54 127:0.44 129:0.05 135:0.54 140:0.45 145:0.63 146:0.71 147:0.75 149:0.53 150:0.38 151:0.84 152:0.87 153:0.97 154:0.35 159:0.28 161:0.45 162:0.61 164:0.98 167:0.97 169:0.75 172:0.48 173:0.64 177:0.05 179:0.81 181:0.87 186:0.76 189:0.84 191:0.97 195:0.59 202:0.98 212:0.61 215:0.46 216:0.52 235:0.88 238:0.87 241:0.86 242:0.82 243:0.83 247:0.12 248:0.97 256:0.99 259:0.21 260:0.98 261:0.77 265:0.89 266:0.38 267:0.88 268:0.98 276:0.39 283:0.82 285:0.62 297:0.36 300:0.43\n1 6:0.87 8:0.81 12:0.69 17:0.18 20:0.75 21:0.05 25:0.88 27:0.19 28:0.73 34:0.36 36:0.21 37:0.64 78:0.80 81:0.77 91:0.94 100:0.82 104:0.74 111:0.79 120:0.94 126:0.54 135:0.37 140:0.45 150:0.57 151:0.83 152:0.74 153:0.95 161:0.45 162:0.76 164:0.94 167:0.95 169:0.79 175:0.75 181:0.87 186:0.81 189:0.89 191:0.93 202:0.90 215:0.91 216:0.27 235:0.05 238:0.87 241:0.81 244:0.61 248:0.92 256:0.92 257:0.65 259:0.21 260:0.95 261:0.74 267:0.85 268:0.93 277:0.69 283:0.82 285:0.62 297:0.36\n2 6:0.81 7:0.81 8:0.61 12:0.69 17:0.09 20:0.98 21:0.30 27:0.21 28:0.73 30:0.56 34:0.62 36:0.88 37:0.74 43:0.52 55:0.71 66:0.15 69:0.10 70:0.61 78:0.76 81:0.69 91:0.91 98:0.57 100:0.78 104:0.84 106:0.81 108:0.98 111:0.75 120:0.98 123:0.90 124:0.91 126:0.54 127:0.90 129:0.97 133:0.92 135:0.44 140:0.45 146:0.97 147:0.98 149:0.91 150:0.50 151:0.86 152:0.90 153:0.99 154:0.41 159:0.97 161:0.45 162:0.66 164:0.97 167:0.83 169:0.76 172:0.96 173:0.05 177:0.05 179:0.10 181:0.87 186:0.76 187:0.39 189:0.83 191:0.89 202:0.96 206:0.81 212:0.54 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.86 241:0.71 242:0.82 243:0.23 245:0.99 247:0.12 248:0.97 256:0.96 259:0.21 260:0.98 261:0.78 265:0.54 266:0.80 267:0.97 268:0.97 276:0.99 283:0.82 285:0.62 297:0.36 300:0.70\n3 7:0.81 8:0.74 12:0.69 17:0.28 21:0.54 25:0.88 28:0.73 30:0.21 32:0.80 34:0.29 36:0.98 37:0.97 43:0.48 55:0.42 66:0.18 69:0.36 70:0.50 81:0.61 91:0.94 98:0.32 104:0.58 108:0.83 120:0.87 123:0.27 124:0.68 126:0.54 127:0.43 129:0.81 133:0.67 135:0.94 140:0.80 145:0.97 146:0.44 147:0.51 149:0.41 150:0.45 151:0.73 153:0.81 154:0.37 159:0.55 161:0.45 162:0.56 164:0.93 167:0.87 172:0.27 173:0.30 177:0.05 178:0.42 179:0.84 181:0.87 187:0.39 191:0.94 195:0.84 202:0.92 212:0.37 215:0.58 216:0.98 220:0.96 230:0.65 233:0.63 235:0.60 241:0.74 242:0.82 243:0.39 245:0.50 247:0.12 248:0.81 256:0.91 259:0.21 260:0.87 265:0.21 266:0.47 267:0.76 268:0.92 276:0.32 285:0.62 297:0.36 300:0.33\n1 6:0.80 7:0.81 8:0.59 12:0.69 17:0.15 20:0.76 27:0.13 28:0.73 30:0.11 32:0.80 34:0.21 36:0.44 37:0.31 43:0.38 55:0.71 66:0.19 69:0.57 70:0.88 78:0.80 81:0.79 91:0.72 98:0.42 100:0.79 104:0.96 106:0.81 108:0.44 111:0.78 120:0.95 123:0.42 124:0.96 126:0.54 127:0.87 129:0.99 133:0.97 135:0.97 140:0.45 145:0.79 146:0.90 147:0.92 149:0.77 150:0.59 151:0.84 152:0.75 153:0.97 154:0.28 159:0.92 161:0.45 162:0.79 164:0.92 167:0.72 169:0.77 172:0.74 173:0.22 177:0.05 179:0.25 181:0.87 186:0.80 187:0.87 189:0.82 191:0.79 195:0.98 202:0.85 206:0.81 212:0.21 215:0.96 216:0.81 230:0.87 233:0.76 235:0.02 238:0.83 241:0.52 242:0.82 243:0.40 245:0.83 247:0.12 248:0.93 256:0.89 259:0.21 260:0.95 261:0.75 265:0.44 266:0.96 267:0.65 268:0.89 276:0.88 283:0.82 285:0.62 297:0.36 300:0.70\n2 6:0.94 8:0.87 12:0.69 17:0.13 20:0.82 21:0.64 25:0.88 27:0.48 28:0.73 30:0.45 32:0.80 34:0.24 36:0.34 37:0.55 43:0.48 55:0.84 66:0.30 69:0.38 70:0.61 78:0.79 81:0.55 91:0.96 98:0.44 100:0.82 104:0.75 108:0.68 111:0.78 120:0.98 123:0.66 124:0.73 126:0.54 127:0.77 129:0.81 133:0.67 135:0.39 140:0.45 145:0.85 146:0.41 147:0.47 149:0.51 150:0.42 151:0.83 152:0.78 153:0.96 154:0.37 159:0.56 161:0.45 162:0.65 164:0.98 167:0.91 169:0.80 172:0.32 173:0.36 177:0.05 179:0.80 181:0.87 186:0.79 187:0.39 189:0.95 191:0.97 195:0.71 202:0.97 212:0.13 215:0.53 216:0.92 220:0.62 235:0.74 238:0.95 241:0.76 242:0.82 243:0.31 245:0.60 247:0.12 248:0.97 256:0.98 259:0.21 260:0.98 261:0.78 265:0.46 266:0.80 267:0.84 268:0.98 276:0.42 285:0.62 297:0.36 300:0.43\n0 6:0.99 8:0.91 12:0.69 17:0.40 20:0.75 21:0.64 25:0.88 28:0.73 30:0.21 32:0.80 34:0.25 36:0.24 37:0.97 43:0.40 55:0.42 66:0.27 69:0.55 70:0.67 78:0.87 81:0.70 91:0.95 98:0.23 100:0.73 104:0.58 108:0.42 111:0.84 120:0.97 123:0.41 124:0.70 126:0.54 127:0.94 129:0.81 133:0.67 135:0.37 140:0.80 145:0.61 146:0.57 147:0.62 149:0.35 150:0.52 151:0.81 152:0.97 153:0.94 154:0.31 159:0.89 161:0.45 162:0.59 164:0.96 167:0.78 169:1.00 172:0.21 173:0.25 177:0.05 178:0.42 179:0.90 181:0.87 186:0.87 187:0.21 191:0.79 195:0.97 202:0.94 212:0.16 215:0.53 216:0.98 235:0.80 241:0.67 242:0.82 243:0.46 245:0.50 247:0.12 248:0.95 256:0.95 259:0.21 260:0.97 261:1.00 265:0.25 266:0.54 267:0.95 268:0.95 276:0.27 283:0.82 285:0.62 297:0.36 300:0.43\n3 8:0.75 12:0.69 17:0.12 21:0.64 25:0.88 27:0.03 28:0.73 30:0.41 32:0.80 34:0.30 36:0.39 37:0.46 43:0.52 55:0.59 66:0.20 69:0.21 70:0.95 78:0.76 81:0.55 91:0.95 98:0.38 104:0.73 108:0.17 111:0.75 120:0.94 123:0.16 124:0.74 126:0.54 127:0.58 129:0.81 133:0.67 135:0.58 140:0.87 145:0.85 146:0.51 147:0.57 149:0.54 150:0.42 151:0.81 153:0.94 154:0.41 159:0.57 161:0.45 162:0.64 164:0.96 167:0.93 169:0.80 172:0.27 173:0.22 177:0.05 178:0.48 179:0.74 181:0.87 187:0.39 191:0.90 195:0.75 202:0.93 212:0.19 215:0.53 216:0.66 220:0.62 235:0.74 241:0.78 242:0.82 243:0.40 245:0.63 247:0.12 248:0.92 256:0.94 259:0.21 260:0.95 265:0.41 266:0.71 267:0.82 268:0.94 276:0.44 283:0.60 285:0.62 297:0.36 300:0.84\n3 6:1.00 8:0.86 12:0.69 17:0.13 20:0.79 21:0.64 25:0.88 28:0.73 30:0.45 32:0.80 34:0.24 36:0.36 37:0.97 43:0.48 55:0.84 66:0.30 69:0.38 70:0.61 78:0.78 81:0.55 91:0.96 98:0.44 100:0.81 104:0.58 108:0.68 111:0.78 120:0.98 123:0.66 124:0.73 126:0.54 127:0.77 129:0.81 133:0.67 135:0.32 140:0.45 145:0.85 146:0.41 147:0.47 149:0.51 150:0.42 151:0.84 152:0.95 153:0.97 154:0.37 159:0.56 161:0.45 162:0.64 164:0.99 167:0.90 169:0.98 172:0.32 173:0.36 177:0.05 179:0.80 181:0.87 186:0.79 187:0.39 189:0.92 191:0.94 195:0.71 202:0.98 212:0.13 215:0.53 216:0.98 220:0.62 235:0.74 238:0.93 241:0.76 242:0.82 243:0.31 245:0.60 247:0.12 248:0.97 256:0.98 259:0.21 260:0.98 261:1.00 265:0.46 266:0.80 267:0.84 268:0.98 276:0.42 285:0.62 297:0.36 300:0.43\n1 8:0.89 12:0.69 17:0.32 21:0.64 25:0.88 28:0.73 30:0.21 32:0.80 34:0.75 36:0.25 37:0.97 43:0.52 55:0.52 66:0.05 69:0.21 70:0.99 81:0.55 91:0.85 98:0.18 104:0.58 108:0.76 120:0.92 123:0.85 124:0.92 126:0.54 127:0.99 129:0.97 133:0.92 135:0.51 140:0.45 145:0.72 146:0.38 147:0.45 149:0.61 150:0.42 151:0.79 153:0.90 154:0.41 159:0.89 161:0.45 162:0.73 164:0.93 167:0.75 172:0.45 173:0.09 177:0.05 179:0.60 181:0.87 187:0.21 191:0.89 195:0.96 202:0.89 212:0.40 215:0.53 216:0.98 235:0.74 241:0.59 242:0.82 243:0.20 245:0.64 247:0.12 248:0.89 256:0.91 259:0.21 260:0.93 265:0.17 266:0.92 267:0.65 268:0.92 276:0.60 283:0.60 285:0.62 297:0.36 300:0.94\n1 12:0.69 17:0.20 21:0.59 25:0.88 27:0.19 28:0.73 30:0.15 32:0.80 34:0.53 36:0.23 37:0.38 43:0.52 55:0.59 66:0.24 69:0.19 70:0.84 81:0.58 91:0.76 98:0.35 104:0.72 108:0.84 120:0.61 123:0.15 124:0.69 126:0.54 127:0.58 129:0.81 133:0.67 135:0.87 140:0.92 145:0.79 146:0.48 147:0.54 149:0.45 150:0.43 151:0.54 153:0.48 154:0.41 159:0.60 161:0.45 162:0.46 164:0.69 167:0.89 172:0.27 173:0.19 177:0.05 178:0.51 179:0.84 181:0.87 187:0.39 195:0.79 202:0.85 212:0.30 215:0.55 216:0.87 220:0.82 235:0.68 241:0.75 242:0.82 243:0.44 245:0.53 247:0.12 248:0.54 256:0.58 259:0.21 260:0.61 265:0.22 266:0.54 267:0.92 268:0.62 276:0.30 285:0.62 297:0.36 300:0.55\n1 6:0.87 8:0.82 12:0.69 17:0.36 20:0.75 25:0.88 27:0.14 28:0.73 30:0.58 34:0.24 36:0.30 37:0.59 43:0.48 55:0.84 66:0.36 69:0.27 70:0.44 78:0.86 81:0.79 91:0.84 98:0.73 100:0.88 104:0.74 108:0.21 111:0.85 120:0.83 123:0.20 124:0.59 126:0.54 127:0.77 129:0.59 133:0.47 135:0.54 140:0.80 146:0.53 147:0.59 149:0.48 150:0.59 151:0.80 152:0.75 153:0.92 154:0.37 159:0.29 161:0.45 162:0.59 163:0.86 164:0.84 167:0.98 169:0.83 172:0.27 173:0.48 177:0.05 178:0.42 179:0.89 181:0.87 186:0.88 189:0.89 191:0.92 202:0.80 212:0.37 215:0.96 216:0.58 235:0.02 238:0.92 241:0.89 242:0.82 243:0.51 245:0.56 247:0.12 248:0.75 256:0.81 259:0.21 260:0.84 261:0.76 265:0.74 266:0.38 267:0.44 268:0.80 276:0.34 283:0.82 285:0.62 297:0.36 300:0.33\n4 6:1.00 8:0.93 12:0.69 17:0.09 20:0.76 25:0.88 28:0.73 30:0.41 34:0.24 36:0.35 37:0.97 43:0.52 55:0.59 66:0.86 69:0.05 70:0.42 78:0.85 81:0.79 91:0.98 98:0.85 100:0.90 104:0.58 108:0.05 111:0.86 120:0.97 123:0.05 126:0.54 127:0.36 129:0.05 135:0.34 140:0.87 146:0.76 147:0.80 149:0.60 150:0.59 151:0.83 152:0.95 153:0.96 154:0.41 159:0.32 161:0.45 162:0.52 164:0.97 167:0.93 169:0.99 172:0.59 173:0.17 177:0.05 178:0.48 179:0.67 181:0.87 186:0.85 187:0.39 189:0.99 191:0.99 202:0.98 212:0.42 215:0.96 216:0.98 220:0.62 235:0.02 238:0.96 241:0.78 242:0.82 243:0.86 247:0.12 248:0.95 256:0.97 259:0.21 260:0.97 261:1.00 265:0.85 266:0.54 267:0.76 268:0.97 276:0.49 283:0.60 285:0.62 297:0.36 300:0.33\n1 6:0.91 8:0.82 12:0.69 17:0.49 20:0.74 25:0.88 27:0.03 28:0.73 30:0.62 34:0.22 36:0.28 37:0.46 43:0.48 55:0.42 66:0.16 69:0.27 70:0.34 78:0.79 81:0.79 91:0.73 98:0.20 100:0.81 104:0.73 108:0.89 111:0.78 120:0.88 123:0.20 124:0.52 126:0.54 127:0.84 129:0.59 133:0.47 135:0.37 140:0.45 146:0.31 147:0.37 149:0.30 150:0.59 151:0.79 152:0.84 153:0.91 154:0.37 159:0.70 161:0.45 162:0.72 164:0.83 167:0.80 169:0.78 172:0.21 173:0.20 177:0.05 179:0.95 181:0.87 186:0.80 187:0.39 189:0.89 191:0.95 202:0.75 212:0.30 215:0.96 216:0.66 235:0.02 238:0.95 241:0.69 242:0.82 243:0.37 245:0.46 247:0.12 248:0.83 256:0.77 259:0.21 260:0.89 261:0.80 265:0.14 266:0.27 267:0.79 268:0.79 276:0.14 285:0.62 297:0.36 300:0.25\n4 6:1.00 8:0.98 12:0.69 17:0.06 20:0.74 25:0.88 27:0.37 28:0.73 30:0.30 34:0.26 36:0.29 37:0.97 43:0.49 55:0.84 66:0.26 69:0.21 70:0.66 78:0.93 81:0.79 91:1.00 98:0.67 100:0.99 104:0.54 108:0.65 111:0.95 120:0.99 123:0.16 124:0.58 126:0.54 127:0.84 129:0.59 133:0.47 135:0.39 140:0.45 146:0.53 147:0.59 149:0.54 150:0.59 151:0.91 152:0.73 153:1.00 154:0.38 159:0.35 161:0.45 162:0.53 163:0.75 164:0.99 167:0.98 169:0.95 172:0.37 173:0.39 177:0.05 179:0.83 181:0.87 186:1.00 189:1.00 191:1.00 202:0.99 212:0.23 215:0.96 216:0.92 235:0.02 238:0.99 241:0.87 242:0.82 243:0.45 245:0.64 247:0.12 248:0.99 256:0.99 259:0.21 260:1.00 261:0.76 265:0.59 266:0.54 267:0.93 268:0.99 276:0.43 283:0.82 285:0.62 297:0.36 300:0.43\n3 6:0.91 8:0.86 12:0.69 17:0.61 20:0.93 21:0.78 25:0.88 27:0.19 28:0.73 30:0.45 32:0.80 34:0.40 36:0.30 37:0.38 43:0.48 55:0.42 66:0.13 69:0.41 70:0.50 78:0.76 91:0.99 98:0.24 100:0.79 104:0.72 108:0.83 111:0.75 120:0.97 123:0.31 124:0.69 127:0.91 129:0.81 133:0.67 135:0.78 140:0.90 145:0.83 146:0.31 147:0.37 149:0.36 151:0.82 152:0.87 153:0.95 154:0.37 159:0.55 161:0.45 162:0.56 164:0.97 167:0.98 169:0.77 172:0.21 173:0.41 177:0.05 178:0.50 179:0.94 181:0.87 186:0.76 189:0.92 191:0.98 195:0.75 202:0.96 212:0.23 216:0.87 220:0.62 235:0.95 238:0.91 241:0.88 242:0.82 243:0.34 245:0.45 247:0.12 248:0.96 256:0.96 259:0.21 260:0.97 261:0.78 265:0.16 266:0.38 267:0.73 268:0.96 276:0.25 283:0.60 285:0.62 300:0.33\n1 6:0.81 7:0.81 8:0.91 12:0.69 17:0.43 20:0.73 21:0.68 25:0.88 27:0.68 28:0.73 30:0.21 32:0.80 34:0.19 36:0.27 43:0.52 55:0.42 66:0.36 69:0.23 70:0.37 78:0.80 81:0.52 91:0.99 98:0.12 100:0.81 104:0.73 108:0.18 111:0.79 120:0.88 123:0.18 124:0.67 126:0.54 127:0.99 129:0.81 133:0.67 135:0.51 140:0.94 145:0.85 146:0.22 147:0.27 149:0.32 150:0.40 151:0.74 152:0.73 153:0.84 154:0.41 159:0.82 161:0.45 162:0.48 164:0.92 167:0.98 169:0.78 172:0.16 173:0.13 177:0.05 178:0.53 179:0.97 181:0.87 186:0.81 189:0.84 191:0.95 195:0.92 202:0.95 212:0.42 215:0.49 216:0.55 220:0.62 230:0.65 233:0.63 235:0.80 238:0.80 241:0.89 242:0.82 243:0.51 245:0.40 247:0.12 248:0.83 256:0.89 259:0.21 260:0.89 261:0.74 265:0.12 266:0.23 267:0.85 268:0.89 276:0.16 283:0.60 285:0.62 297:0.36 300:0.25\n1 7:0.81 12:0.69 17:0.66 21:0.54 25:0.88 27:0.72 28:0.73 30:0.66 32:0.80 34:0.17 36:0.47 43:0.40 55:0.71 66:0.19 69:0.54 70:0.59 81:0.61 91:0.80 98:0.62 104:0.54 108:0.84 120:0.61 123:0.40 124:0.52 126:0.54 127:0.78 129:0.59 133:0.47 135:0.75 140:0.45 145:0.74 146:0.80 147:0.83 149:0.64 150:0.45 151:0.56 153:0.72 154:0.30 159:0.69 161:0.45 162:0.79 164:0.71 167:0.97 172:0.68 173:0.43 177:0.05 179:0.53 181:0.87 191:0.82 195:0.84 202:0.60 212:0.48 215:0.58 216:0.06 220:0.96 230:0.87 233:0.76 235:0.60 241:0.86 242:0.82 243:0.40 245:0.84 247:0.12 248:0.55 256:0.58 259:0.21 260:0.62 265:0.62 266:0.75 267:0.65 268:0.65 276:0.66 285:0.62 297:0.36 300:0.55\n1 7:0.81 12:0.69 17:0.36 21:0.30 27:0.45 28:0.73 30:0.66 34:0.83 36:0.18 37:0.50 43:0.36 55:0.71 66:0.54 69:0.61 70:0.41 81:0.69 91:0.14 98:0.67 108:0.46 123:0.44 124:0.52 126:0.54 127:0.51 129:0.59 133:0.47 135:0.92 145:0.39 146:0.86 147:0.88 149:0.69 150:0.50 154:0.27 159:0.67 161:0.45 167:0.67 172:0.70 173:0.48 177:0.05 178:0.55 179:0.45 181:0.87 187:0.68 212:0.74 215:0.72 216:0.77 230:0.87 233:0.76 235:0.31 241:0.30 242:0.82 243:0.62 245:0.86 247:0.12 259:0.21 265:0.68 266:0.75 267:0.23 276:0.67 297:0.36 300:0.43\n0 6:1.00 8:0.78 12:0.69 17:0.38 20:0.76 21:0.64 25:0.88 28:0.73 30:0.21 32:0.80 34:0.36 36:0.21 37:0.97 43:0.40 55:0.99 66:0.16 69:0.55 70:0.69 78:0.77 81:0.70 91:0.96 98:0.23 100:0.80 104:0.58 108:0.42 111:0.77 120:0.98 123:0.41 124:0.90 126:0.54 127:0.94 129:0.96 133:0.90 135:0.21 140:0.80 145:0.63 146:0.57 147:0.63 149:0.39 150:0.52 151:0.83 152:0.95 153:0.96 154:0.31 159:0.90 161:0.45 162:0.57 164:0.98 167:0.74 169:0.99 172:0.21 173:0.24 177:0.05 178:0.42 179:0.81 181:0.87 186:0.78 187:0.21 189:0.86 191:0.80 195:0.97 202:0.97 212:0.13 215:0.53 216:0.98 235:0.80 238:0.89 241:0.59 242:0.82 243:0.37 245:0.49 247:0.12 248:0.97 256:0.97 259:0.21 260:0.98 261:1.00 265:0.25 266:0.80 267:0.88 268:0.97 276:0.44 283:0.82 285:0.62 297:0.36 300:0.43\n1 6:0.87 8:0.78 12:0.69 17:0.70 20:0.80 25:0.88 27:0.40 28:0.73 30:0.62 34:0.22 36:0.30 37:0.36 43:0.48 55:0.42 66:0.16 69:0.27 70:0.34 78:0.74 81:0.79 91:0.96 98:0.36 100:0.77 104:0.74 108:0.69 111:0.74 120:0.90 123:0.20 124:0.52 126:0.54 127:0.80 129:0.59 133:0.47 135:0.65 140:0.80 146:0.31 147:0.37 149:0.37 150:0.59 151:0.80 152:0.77 153:0.92 154:0.37 159:0.33 161:0.45 162:0.54 164:0.91 167:0.95 169:0.75 172:0.21 173:0.45 177:0.05 178:0.42 179:0.95 181:0.87 186:0.75 189:0.89 191:0.95 202:0.90 212:0.30 215:0.96 216:0.79 220:0.62 235:0.02 238:0.90 241:0.81 242:0.82 243:0.37 245:0.46 247:0.12 248:0.86 256:0.88 259:0.21 260:0.90 261:0.75 265:0.21 266:0.27 267:0.73 268:0.88 276:0.17 285:0.62 297:0.36 300:0.25\n1 7:0.81 12:0.69 17:0.24 21:0.71 25:0.88 27:0.19 28:0.73 30:0.55 32:0.80 34:0.69 36:0.41 37:0.38 43:0.52 55:0.84 66:0.46 69:0.27 70:0.71 81:0.65 91:0.27 98:0.54 104:0.72 108:0.21 120:0.58 123:0.20 124:0.66 126:0.54 127:0.69 129:0.81 133:0.67 135:0.83 140:0.45 145:0.85 146:0.77 147:0.81 149:0.55 150:0.47 151:0.50 153:0.72 154:0.41 159:0.72 161:0.45 162:0.76 163:0.94 164:0.69 167:0.82 172:0.45 173:0.18 177:0.05 179:0.74 181:0.87 187:0.39 195:0.87 202:0.58 212:0.29 215:0.48 216:0.87 220:0.74 230:0.87 233:0.76 235:0.88 241:0.70 242:0.82 243:0.59 245:0.62 247:0.12 248:0.51 256:0.58 259:0.21 260:0.58 265:0.56 266:0.75 267:0.95 268:0.62 276:0.46 283:0.60 285:0.62 297:0.36 300:0.55\n1 6:0.92 8:0.88 12:0.69 17:0.38 20:0.88 25:0.88 27:0.06 28:0.73 30:0.76 34:0.22 36:0.49 37:0.87 43:0.48 55:0.84 66:0.80 69:0.27 70:0.28 78:0.75 81:0.79 91:0.88 98:0.89 100:0.79 104:0.72 108:0.21 111:0.75 120:0.90 123:0.20 126:0.54 127:0.43 129:0.05 135:0.32 140:0.45 146:0.64 147:0.69 149:0.49 150:0.59 151:0.82 152:0.83 153:0.94 154:0.37 159:0.24 161:0.45 162:0.71 163:0.86 164:0.91 167:0.88 169:0.76 172:0.45 173:0.51 177:0.05 179:0.84 181:0.87 186:0.76 187:0.39 189:0.93 191:0.96 202:0.86 212:0.37 215:0.96 216:0.31 220:0.62 235:0.02 238:0.92 241:0.75 242:0.82 243:0.82 247:0.12 248:0.86 256:0.87 259:0.21 260:0.91 261:0.77 265:0.89 266:0.38 267:0.36 268:0.88 276:0.37 283:0.82 285:0.62 297:0.36 300:0.25\n0 1:0.74 11:0.83 12:0.37 17:0.40 18:0.75 21:0.40 27:0.45 28:0.91 29:0.86 30:0.85 32:0.64 34:0.75 36:0.19 37:0.50 39:0.95 43:0.82 45:0.73 60:0.87 64:0.77 66:0.49 69:0.68 70:0.40 71:0.56 74:0.71 81:0.58 83:0.91 85:0.85 86:0.86 91:0.06 98:0.40 101:0.87 108:0.52 114:0.62 122:0.57 123:0.50 124:0.66 126:0.54 127:0.36 129:0.05 133:0.66 135:0.61 139:0.88 145:0.50 146:0.51 147:0.57 149:0.84 150:0.76 154:0.77 155:0.67 158:0.91 159:0.48 161:0.78 165:0.93 167:0.50 172:0.48 173:0.67 176:0.73 177:0.70 178:0.55 179:0.62 181:0.97 187:0.68 192:0.87 195:0.73 201:0.93 208:0.64 212:0.48 215:0.42 216:0.77 219:0.95 222:0.25 235:0.60 241:0.18 242:0.28 243:0.60 245:0.64 247:0.67 253:0.48 259:0.21 265:0.42 266:0.63 267:0.28 271:0.34 276:0.46 279:0.86 283:0.78 290:0.62 292:0.91 297:0.36 300:0.43\n3 1:0.74 6:0.96 7:0.81 8:0.91 9:0.80 11:0.92 12:0.37 17:0.43 18:0.97 20:0.97 21:0.30 27:0.21 28:0.91 29:0.86 30:0.72 31:0.97 34:0.58 36:0.75 37:0.74 39:0.95 41:0.93 43:0.97 45:0.98 60:0.87 64:0.77 66:0.12 69:0.15 70:0.59 71:0.56 74:0.96 78:0.87 79:0.97 81:0.64 83:0.91 85:0.95 86:0.99 91:0.51 96:0.94 97:0.89 98:0.55 100:0.94 101:0.97 104:0.84 106:0.81 108:0.94 111:0.90 114:0.65 117:0.86 120:0.86 121:0.90 122:0.80 123:0.61 124:0.81 126:0.54 127:0.69 129:0.89 133:0.78 135:0.24 137:0.97 139:0.99 140:0.45 146:0.34 147:0.40 149:0.97 150:0.79 151:0.92 152:0.91 153:0.88 154:0.97 155:0.67 158:0.92 159:0.88 161:0.78 162:0.68 164:0.83 165:0.93 167:0.53 169:0.92 172:0.89 173:0.08 176:0.73 177:0.70 179:0.14 181:0.97 186:0.87 187:0.39 189:0.97 192:0.87 196:0.99 201:0.93 202:0.79 204:0.89 206:0.81 208:0.64 212:0.68 215:0.44 216:0.95 219:0.95 220:0.87 222:0.25 230:0.87 232:0.89 233:0.76 235:0.52 238:0.95 241:0.32 242:0.27 243:0.19 245:0.98 247:0.93 248:0.86 253:0.96 255:0.95 256:0.81 259:0.21 260:0.85 261:0.94 265:0.51 266:0.80 267:0.23 268:0.81 271:0.34 276:0.95 279:0.86 281:0.91 283:0.82 284:0.96 285:0.62 290:0.65 292:0.95 297:0.36 300:0.94\n3 1:0.74 6:0.93 7:0.81 8:0.81 9:0.80 11:0.92 12:0.37 17:0.85 18:0.94 20:0.88 21:0.68 27:0.12 28:0.91 29:0.86 30:0.73 31:0.89 32:0.80 34:0.83 36:0.99 37:0.80 39:0.95 41:0.90 43:0.77 44:0.93 45:0.96 64:0.77 66:0.71 69:0.80 70:0.59 71:0.56 74:0.90 77:0.89 78:0.81 79:0.89 81:0.45 83:0.91 85:0.90 86:0.97 91:0.27 96:0.73 98:0.63 100:0.82 101:0.97 108:0.77 111:0.80 114:0.56 120:0.60 121:0.90 122:0.80 123:0.75 124:0.47 126:0.54 127:0.58 129:0.59 133:0.66 135:0.78 137:0.89 139:0.97 140:0.45 145:0.92 146:0.56 147:0.62 149:0.93 150:0.70 151:0.61 152:0.89 153:0.48 154:0.70 155:0.67 159:0.89 161:0.78 162:0.86 164:0.73 165:0.93 167:0.51 169:0.79 172:0.92 173:0.52 176:0.73 177:0.70 179:0.22 181:0.97 186:0.81 187:0.68 189:0.95 192:0.87 195:0.97 196:0.94 201:0.93 202:0.58 204:0.89 208:0.64 212:0.51 215:0.37 216:0.75 220:0.96 222:0.25 230:0.87 233:0.76 235:0.88 238:0.86 241:0.21 242:0.42 243:0.23 245:0.91 247:0.88 248:0.60 253:0.63 255:0.95 256:0.64 259:0.21 260:0.60 261:0.85 265:0.64 266:0.80 267:0.28 268:0.66 271:0.34 276:0.84 281:0.91 282:0.88 284:0.94 285:0.62 290:0.56 297:0.36 299:0.97 300:0.70\n2 1:0.69 6:0.93 8:0.84 9:0.80 11:0.83 12:0.37 17:0.67 18:0.93 20:0.98 21:0.22 27:0.18 28:0.91 29:0.86 30:0.56 31:0.95 34:0.25 36:0.89 37:0.63 39:0.95 41:0.94 43:0.76 45:0.97 66:0.23 69:0.83 70:0.67 71:0.56 74:0.87 78:0.88 79:0.95 81:0.57 83:0.91 85:0.97 86:0.97 91:0.90 96:0.86 97:0.89 98:0.57 99:0.99 100:0.92 101:0.97 104:0.58 108:0.87 111:0.89 114:0.67 120:0.80 122:0.57 123:0.86 124:0.96 126:0.44 127:0.98 129:0.99 133:0.96 135:0.76 137:0.95 139:0.96 140:0.80 146:0.42 147:0.44 149:0.94 150:0.59 151:0.87 152:0.91 153:0.48 154:0.68 155:0.67 158:0.78 159:0.94 161:0.78 162:0.70 164:0.83 165:0.70 167:0.84 169:0.90 172:0.92 173:0.48 176:0.66 177:0.05 179:0.13 181:0.97 186:0.88 189:0.94 192:0.87 196:0.98 201:0.68 202:0.79 208:0.64 212:0.42 215:0.51 216:0.18 220:0.82 222:0.25 235:0.52 238:0.92 241:0.85 242:0.22 243:0.06 245:0.96 247:0.90 248:0.80 253:0.88 255:0.95 256:0.81 257:0.84 259:0.21 260:0.78 261:0.94 265:0.59 266:0.94 267:0.52 268:0.82 271:0.34 276:0.96 279:0.82 283:0.78 284:0.97 285:0.62 290:0.67 297:1.00 300:0.84\n2 1:0.74 9:0.80 11:0.83 12:0.37 17:0.57 18:0.93 21:0.30 22:0.93 27:0.06 28:0.91 29:0.86 30:0.90 31:0.95 34:0.47 36:0.54 37:0.84 39:0.95 41:0.88 43:0.71 45:0.66 47:0.93 60:0.87 64:0.77 66:0.86 69:0.87 70:0.27 71:0.56 74:0.93 79:0.94 81:0.64 83:0.91 85:0.99 86:0.98 91:0.15 96:0.84 98:0.81 101:0.87 104:0.84 106:0.81 108:0.74 114:0.65 117:0.86 120:0.74 122:0.57 123:0.72 124:0.38 126:0.54 127:0.43 129:0.05 133:0.37 135:0.34 137:0.95 139:0.98 140:0.45 145:0.92 146:0.95 147:0.96 149:0.98 150:0.79 151:0.92 153:0.72 154:0.61 155:0.67 158:0.92 159:0.72 161:0.78 162:0.86 164:0.69 165:0.93 167:0.58 172:0.95 173:0.79 176:0.73 177:0.70 179:0.17 181:0.97 187:0.39 192:0.87 196:0.98 201:0.93 202:0.53 206:0.81 208:0.64 212:0.54 215:0.44 216:0.70 219:0.95 222:0.25 232:0.89 235:0.52 241:0.52 242:0.44 243:0.86 245:0.91 247:0.67 248:0.81 253:0.88 255:0.95 256:0.58 259:0.21 260:0.75 262:0.93 265:0.81 266:0.54 267:0.28 268:0.62 271:0.34 276:0.90 279:0.86 283:0.82 284:0.93 285:0.62 290:0.65 292:0.95 297:0.36 300:0.43\n3 1:0.74 6:0.96 7:0.81 8:0.83 9:0.80 11:0.92 12:0.37 17:0.47 18:0.97 20:0.78 21:0.30 22:0.93 27:0.21 28:0.91 29:0.86 30:0.73 31:0.99 34:0.68 36:0.69 37:0.74 39:0.95 41:0.95 43:0.97 45:0.98 47:0.93 60:0.87 64:0.77 66:0.16 69:0.15 70:0.58 71:0.56 74:0.96 78:0.90 79:0.99 81:0.64 83:0.91 85:0.96 86:0.99 91:0.65 96:0.96 97:0.94 98:0.54 100:0.95 101:0.97 104:0.84 106:0.81 108:0.95 111:0.92 114:0.65 117:0.86 120:0.91 121:0.90 122:0.80 123:0.87 124:0.90 126:0.54 127:0.76 129:0.95 133:0.90 135:0.18 137:0.99 139:0.99 140:0.45 146:0.32 147:0.38 149:0.97 150:0.79 151:0.98 152:0.91 153:0.94 154:0.97 155:0.67 158:0.92 159:0.90 161:0.78 162:0.70 164:0.85 165:0.93 167:0.47 169:0.92 172:0.89 173:0.08 176:0.73 177:0.70 179:0.14 181:0.97 186:0.90 187:0.39 189:0.94 191:0.73 192:0.87 196:1.00 201:0.93 202:0.82 204:0.89 206:0.81 208:0.64 212:0.59 215:0.44 216:0.95 219:0.95 222:0.25 230:0.87 232:0.89 233:0.76 235:0.52 238:0.94 241:0.02 242:0.31 243:0.16 245:0.97 247:0.93 248:0.93 253:0.98 255:0.95 256:0.84 259:0.21 260:0.90 261:0.94 262:0.93 265:0.50 266:0.84 267:0.17 268:0.85 271:0.34 276:0.96 279:0.86 281:0.91 283:0.82 284:0.98 285:0.62 290:0.65 292:0.95 297:0.36 300:0.84\n1 1:0.69 11:0.92 12:0.37 17:0.38 18:0.92 21:0.47 27:0.45 28:0.91 29:0.86 30:0.72 32:0.69 34:0.79 36:0.43 37:0.50 39:0.95 43:0.77 45:0.95 66:0.63 69:0.69 70:0.71 71:0.56 74:0.88 77:0.70 81:0.36 83:0.60 85:0.88 86:0.95 91:0.02 97:0.89 98:0.67 99:0.83 101:0.97 108:0.74 114:0.59 122:0.80 123:0.72 124:0.65 126:0.44 127:0.59 129:0.59 133:0.77 135:0.81 139:0.93 145:0.42 146:0.62 147:0.67 149:0.92 150:0.53 154:0.70 155:0.58 158:0.78 159:0.78 161:0.78 165:0.70 167:0.56 172:0.88 173:0.51 176:0.66 177:0.70 178:0.55 179:0.25 181:0.97 187:0.68 192:0.59 195:0.91 201:0.68 208:0.54 212:0.54 215:0.41 216:0.77 222:0.25 235:0.60 241:0.44 242:0.36 243:0.25 245:0.88 247:0.90 253:0.49 259:0.21 265:0.68 266:0.63 267:0.36 271:0.34 276:0.85 279:0.82 282:0.77 283:0.78 290:0.59 297:0.36 300:0.94\n4 1:0.69 6:0.92 7:0.72 8:0.81 9:0.80 11:0.92 12:0.37 17:0.57 18:0.81 20:0.99 27:0.17 28:0.91 29:0.86 30:0.53 31:0.99 32:0.69 34:0.52 36:0.92 37:0.69 39:0.95 41:0.96 43:0.82 45:0.88 66:0.54 69:0.12 70:0.56 71:0.56 74:0.80 76:0.85 77:0.70 78:0.92 79:0.99 81:0.75 83:0.91 85:0.85 86:0.89 91:0.80 96:0.97 98:0.77 99:0.83 100:0.97 101:0.97 104:0.58 108:0.10 111:0.95 114:0.95 120:0.95 123:0.10 124:0.52 126:0.44 127:0.55 129:0.59 133:0.46 135:0.24 137:0.99 138:0.98 139:0.85 140:0.80 145:0.82 146:0.88 147:0.90 149:0.90 150:0.71 151:0.97 152:0.91 153:0.93 154:0.77 155:0.67 159:0.62 161:0.78 162:0.77 164:0.90 165:0.70 167:0.85 169:0.95 172:0.79 173:0.15 176:0.66 177:0.70 179:0.35 181:0.97 186:0.91 189:0.93 191:0.80 192:0.87 195:0.81 196:0.98 201:0.68 202:0.86 204:0.85 208:0.64 212:0.55 215:0.96 216:0.29 222:0.25 230:0.75 232:0.77 233:0.76 235:0.05 238:0.96 241:0.89 242:0.33 243:0.63 245:0.91 247:0.84 248:0.95 253:0.98 255:0.95 256:0.89 259:0.21 260:0.94 261:0.97 265:0.77 266:0.75 267:0.17 268:0.89 271:0.34 276:0.78 282:0.77 284:0.98 285:0.62 290:0.95 297:0.36 300:0.55\n2 1:0.74 7:0.81 9:0.80 11:0.92 12:0.37 17:0.51 18:0.98 21:0.30 22:0.93 27:0.50 28:0.91 29:0.86 30:0.75 31:0.87 32:0.80 34:0.55 36:0.74 37:0.60 39:0.95 41:0.82 43:0.88 44:0.93 45:0.98 47:0.93 60:0.87 64:0.77 66:0.12 69:0.54 70:0.55 71:0.56 74:0.98 77:0.70 79:0.87 81:0.64 83:0.91 85:0.98 86:0.99 91:0.08 96:0.69 97:0.94 98:0.53 101:0.97 104:0.84 106:0.81 108:0.95 114:0.65 117:0.86 120:0.55 121:0.90 122:0.80 123:0.91 124:0.90 126:0.54 127:0.83 129:0.95 133:0.90 135:0.32 137:0.87 139:1.00 140:0.45 145:0.74 146:0.53 147:0.59 149:0.99 150:0.79 151:0.52 153:0.48 154:0.86 155:0.67 158:0.92 159:0.91 161:0.78 162:0.86 164:0.57 165:0.93 167:0.45 172:0.94 173:0.21 176:0.73 177:0.70 179:0.12 181:0.97 187:0.39 192:0.87 195:0.98 196:0.91 201:0.93 202:0.36 204:0.89 206:0.81 208:0.64 212:0.71 215:0.44 216:0.86 219:0.95 220:0.87 222:0.25 230:0.87 232:0.89 233:0.76 235:0.52 242:0.27 243:0.16 245:0.98 247:0.94 248:0.51 253:0.56 255:0.95 256:0.45 259:0.21 260:0.56 262:0.93 265:0.51 266:0.80 267:0.19 268:0.46 271:0.34 276:0.97 279:0.86 281:0.91 282:0.88 283:0.82 284:0.89 285:0.62 290:0.65 292:0.95 297:0.36 299:0.88 300:0.84\n0 1:0.74 6:0.89 7:0.81 8:0.67 9:0.80 11:0.92 12:0.37 17:0.76 18:0.97 20:0.75 21:0.05 22:0.93 27:0.27 28:0.91 29:0.86 30:0.90 31:0.95 32:0.80 34:0.24 36:0.68 37:0.35 39:0.95 41:0.88 43:0.95 44:0.93 45:0.91 47:0.93 60:1.00 64:0.77 66:0.43 69:0.19 70:0.30 71:0.56 74:0.98 77:0.70 78:0.83 79:0.95 81:0.85 83:0.91 85:0.99 86:0.99 91:0.27 96:0.85 98:0.76 100:0.83 101:0.97 104:0.79 106:0.81 108:0.82 111:0.81 114:0.89 117:0.86 120:0.75 121:0.99 122:0.57 123:0.81 124:0.71 126:0.54 127:0.88 129:0.81 133:0.67 135:0.65 137:0.95 139:1.00 140:0.45 145:0.70 146:0.89 147:0.91 149:0.99 150:0.91 151:0.87 152:0.74 153:0.48 154:0.95 155:0.67 158:0.92 159:0.84 161:0.78 162:0.86 164:0.69 165:0.93 167:0.48 169:0.83 172:0.95 173:0.11 176:0.73 177:0.70 179:0.14 181:0.97 186:0.83 187:0.21 192:0.87 195:0.93 196:0.98 201:0.93 202:0.53 204:0.89 206:0.81 208:0.64 212:0.58 215:0.78 216:0.70 219:0.95 220:0.62 222:0.25 230:0.87 232:0.85 233:0.76 235:0.22 241:0.10 242:0.36 243:0.31 245:0.99 247:0.91 248:0.83 253:0.90 255:0.95 256:0.58 259:0.21 260:0.76 261:0.77 262:0.93 265:0.76 266:0.54 267:0.18 268:0.62 271:0.34 276:0.96 279:0.86 281:0.91 282:0.88 283:0.82 284:0.93 285:0.62 290:0.89 292:0.95 297:0.36 299:0.88 300:0.70\n3 1:0.74 7:0.81 9:0.80 11:0.92 12:0.37 17:0.64 18:0.97 21:0.30 22:0.93 27:0.21 28:0.91 29:0.86 30:0.73 31:0.94 34:0.58 36:0.68 37:0.74 39:0.95 41:0.82 43:0.97 45:0.98 47:0.93 64:0.77 66:0.16 69:0.15 70:0.57 71:0.56 74:0.96 79:0.93 81:0.64 83:0.91 85:0.96 86:0.99 91:0.18 96:0.87 98:0.54 101:0.97 104:0.84 106:0.81 108:0.95 114:0.65 117:0.86 120:0.78 121:0.90 122:0.80 123:0.87 124:0.90 126:0.54 127:0.76 129:0.95 133:0.90 135:0.18 137:0.94 139:0.99 140:0.80 146:0.34 147:0.40 149:0.98 150:0.79 151:0.87 153:0.48 154:0.97 155:0.67 159:0.90 161:0.78 162:0.86 164:0.65 165:0.93 167:0.46 172:0.89 173:0.08 176:0.73 177:0.70 179:0.14 181:0.97 187:0.39 192:0.87 196:0.98 201:0.93 202:0.50 204:0.89 206:0.81 208:0.64 212:0.60 215:0.44 216:0.95 222:0.25 230:0.87 232:0.89 233:0.76 235:0.52 241:0.01 242:0.30 243:0.19 245:0.97 247:0.93 248:0.77 253:0.91 255:0.95 256:0.58 259:0.21 260:0.78 262:0.93 265:0.50 266:0.84 267:0.18 268:0.59 271:0.34 276:0.96 281:0.91 284:0.89 285:0.62 290:0.65 297:0.36 300:0.84\n3 1:0.74 6:0.93 7:0.81 8:0.86 9:0.80 11:0.92 12:0.37 17:0.81 18:0.94 20:0.88 21:0.68 27:0.12 28:0.91 29:0.86 30:0.73 31:0.98 32:0.80 34:0.67 36:0.96 37:0.80 39:0.95 41:0.94 43:0.78 44:0.93 45:0.96 60:0.95 64:0.77 66:0.71 69:0.79 70:0.59 71:0.56 74:0.92 77:0.89 78:0.77 79:0.98 81:0.45 83:0.91 85:0.90 86:0.97 91:0.42 96:0.93 97:0.97 98:0.63 100:0.80 101:0.97 108:0.76 111:0.77 114:0.56 120:0.88 121:0.90 122:0.80 123:0.75 124:0.47 126:0.54 127:0.60 129:0.59 133:0.66 135:0.61 137:0.98 139:0.98 140:0.45 145:0.92 146:0.56 147:0.62 149:0.94 150:0.70 151:0.97 152:0.89 153:0.90 154:0.71 155:0.67 158:0.92 159:0.89 161:0.78 162:0.84 164:0.84 165:0.93 167:0.53 169:0.79 172:0.92 173:0.50 176:0.73 177:0.70 179:0.22 181:0.97 186:0.78 187:0.87 189:0.95 191:0.73 192:0.87 195:0.97 196:0.99 201:0.93 202:0.74 204:0.89 208:0.64 212:0.51 215:0.37 216:0.75 219:0.95 222:0.25 230:0.87 233:0.76 235:0.88 238:0.88 241:0.32 242:0.42 243:0.23 245:0.91 247:0.88 248:0.92 253:0.96 255:0.95 256:0.79 259:0.21 260:0.88 261:0.85 265:0.64 266:0.80 267:0.23 268:0.80 271:0.34 276:0.83 279:0.86 281:0.91 282:0.88 283:0.82 284:0.97 285:0.62 290:0.56 292:0.95 297:0.36 299:0.97 300:0.70\n0 6:0.98 8:0.98 12:0.06 17:0.04 20:0.90 21:0.78 27:0.06 28:0.64 30:0.45 34:0.40 36:0.85 37:0.82 43:0.32 55:0.98 66:0.13 69:0.71 70:0.33 78:0.80 91:0.98 98:0.13 100:0.86 104:0.73 108:0.94 111:0.81 120:0.98 123:0.94 124:0.89 127:0.48 129:0.95 133:0.87 135:0.24 140:0.94 145:0.76 146:0.05 147:0.05 149:0.24 151:0.84 152:0.84 153:0.98 154:0.23 159:0.86 161:0.50 162:0.46 163:0.98 164:0.99 167:0.94 169:0.84 172:0.10 173:0.42 177:0.05 178:0.53 179:0.91 181:0.82 186:0.81 189:0.98 191:0.99 202:1.00 212:0.23 216:0.92 220:0.62 235:0.88 238:0.96 241:0.82 242:0.82 243:0.21 245:0.40 247:0.12 248:0.97 256:0.99 259:0.21 260:0.98 261:0.84 265:0.14 266:0.38 267:0.59 268:0.99 271:0.67 276:0.32 285:0.62 300:0.25\n1 6:0.99 8:1.00 12:0.06 17:0.02 20:0.75 21:0.76 27:0.12 28:0.64 30:0.91 32:0.80 34:0.34 36:0.86 37:0.80 43:0.19 55:0.71 66:0.49 69:0.94 70:0.13 78:0.84 81:0.69 91:0.99 98:0.19 100:0.93 104:0.58 108:0.92 111:0.88 120:0.98 123:0.91 124:0.48 126:0.54 127:0.18 129:0.59 133:0.47 135:0.44 140:0.80 145:0.92 146:0.05 147:0.05 149:0.14 150:0.50 151:0.84 152:0.74 153:0.98 154:0.13 159:0.44 161:0.50 162:0.59 163:0.97 164:0.99 167:0.98 169:0.91 172:0.16 173:0.95 177:0.05 178:0.42 179:0.86 181:0.82 186:0.84 189:0.99 191:0.95 195:0.90 202:0.99 212:0.61 215:0.46 216:0.75 220:0.74 235:0.95 238:0.97 241:0.96 242:0.82 243:0.29 245:0.39 247:0.12 248:0.97 256:0.99 259:0.21 260:0.98 261:0.76 265:0.21 266:0.17 267:0.82 268:0.99 271:0.67 276:0.15 283:0.82 285:0.62 297:0.36 300:0.13\n2 7:0.81 12:0.06 17:0.22 21:0.74 25:0.88 27:0.03 28:0.64 30:0.21 32:0.80 34:0.52 36:0.96 37:0.95 43:0.52 55:0.84 66:0.43 69:0.27 70:0.82 81:0.72 91:0.75 98:0.52 104:0.58 108:0.88 120:0.94 123:0.87 124:0.87 126:0.54 127:0.95 129:0.96 133:0.90 135:0.81 140:0.45 145:0.83 146:0.05 147:0.05 149:0.63 150:0.53 151:0.84 153:0.97 154:0.41 159:0.87 161:0.50 162:0.70 163:0.88 164:0.96 167:0.80 172:0.70 173:0.12 177:0.05 179:0.45 181:0.82 187:0.21 195:0.95 202:0.93 212:0.14 215:0.46 216:0.86 220:0.62 230:0.87 233:0.76 235:0.88 241:0.70 242:0.82 243:0.08 245:0.75 247:0.12 248:0.92 256:0.94 259:0.21 260:0.95 265:0.54 266:0.92 267:0.36 268:0.95 271:0.67 276:0.74 283:0.82 285:0.62 297:0.36 300:0.70\n4 6:0.96 7:0.81 8:0.93 12:0.06 17:0.01 20:0.98 21:0.74 25:0.88 27:0.03 28:0.64 30:0.17 32:0.80 34:0.28 36:0.90 37:0.95 43:0.52 55:0.71 66:0.34 69:0.27 70:0.98 78:0.94 81:0.72 91:0.99 98:0.37 100:1.00 104:0.58 108:0.78 111:0.99 120:1.00 123:0.77 124:0.77 126:0.54 127:0.99 129:0.89 133:0.78 135:0.82 140:0.45 145:0.83 146:0.05 147:0.05 149:0.45 150:0.53 151:0.91 152:0.99 153:1.00 154:0.41 159:0.79 161:0.50 162:0.68 163:0.88 164:1.00 167:0.98 169:0.99 172:0.37 173:0.16 177:0.05 179:0.80 181:0.82 186:0.94 189:0.97 191:0.98 195:0.90 202:0.99 212:0.19 215:0.46 216:0.86 230:0.87 233:0.76 235:0.88 238:0.99 241:0.94 242:0.82 243:0.13 245:0.57 247:0.12 248:0.99 256:0.99 259:0.21 260:1.00 261:1.00 265:0.39 266:0.80 267:0.91 268:1.00 271:0.67 276:0.42 283:0.82 285:0.62 297:0.36 300:0.84\n2 6:0.96 7:0.81 8:0.81 12:0.06 17:0.07 20:0.74 21:0.74 25:0.88 27:0.03 28:0.64 30:0.09 32:0.80 34:0.77 36:0.74 37:0.95 43:0.52 55:0.52 66:0.25 69:0.27 70:0.94 78:0.83 81:0.72 91:0.94 98:0.33 100:0.89 104:0.58 108:0.76 111:0.86 120:0.97 123:0.74 124:0.88 126:0.54 127:0.95 129:0.95 133:0.87 135:0.83 140:0.45 145:0.83 146:0.05 147:0.05 149:0.51 150:0.53 151:0.84 152:0.99 153:0.97 154:0.41 159:0.79 161:0.50 162:0.58 163:0.88 164:0.98 167:0.86 169:0.99 172:0.37 173:0.16 177:0.05 179:0.71 181:0.82 186:0.80 187:0.21 191:0.94 195:0.90 202:0.98 212:0.22 215:0.46 216:0.86 220:0.62 230:0.87 233:0.76 235:0.88 238:0.94 241:0.75 242:0.82 243:0.11 245:0.60 247:0.12 248:0.95 256:0.98 259:0.21 260:0.97 261:1.00 265:0.35 266:0.84 267:0.82 268:0.98 271:0.67 276:0.54 283:0.60 285:0.62 297:0.36 300:0.70\n1 8:0.72 12:0.06 17:0.36 21:0.76 27:0.45 28:0.64 30:0.62 34:0.66 36:0.46 37:0.50 43:0.32 55:0.84 66:0.52 69:0.71 70:0.64 81:0.69 91:0.04 98:0.61 108:0.54 123:0.52 124:0.65 126:0.54 127:0.38 129:0.81 133:0.67 135:0.87 145:0.45 146:0.88 147:0.90 149:0.65 150:0.50 154:0.23 159:0.72 161:0.50 167:0.69 172:0.65 173:0.54 177:0.05 178:0.55 179:0.45 181:0.82 187:0.68 212:0.19 215:0.46 216:0.77 235:0.95 241:0.46 242:0.82 243:0.62 245:0.76 247:0.12 259:0.21 265:0.62 266:0.84 267:0.28 271:0.67 276:0.66 283:0.60 297:0.36 300:0.55\n1 6:0.96 7:0.81 8:0.96 12:0.06 20:0.81 21:0.77 25:0.88 27:0.03 28:0.64 30:0.30 32:0.80 34:0.49 36:0.72 37:0.95 43:0.52 55:0.92 66:0.08 69:0.30 70:0.80 78:0.84 81:0.65 91:0.97 98:0.20 100:0.93 104:0.58 108:0.84 111:0.87 120:0.93 123:0.90 124:0.90 126:0.54 127:0.93 129:0.96 133:0.90 135:0.37 140:0.94 145:0.80 146:0.05 147:0.05 149:0.42 150:0.48 151:0.80 152:0.99 153:0.92 154:0.41 159:0.76 161:0.50 162:0.50 164:0.98 167:0.95 169:0.99 172:0.21 173:0.19 177:0.05 178:0.52 179:0.83 181:0.82 186:0.84 187:0.21 189:0.95 191:0.94 195:0.87 202:0.98 212:0.13 215:0.44 216:0.86 220:0.74 230:0.87 233:0.76 235:0.97 238:0.97 241:0.85 242:0.82 243:0.15 245:0.48 247:0.12 248:0.90 256:0.97 259:0.21 260:0.94 261:1.00 265:0.19 266:0.75 267:0.82 268:0.97 271:0.67 276:0.43 283:0.82 285:0.62 297:0.36 300:0.55\n0 6:0.92 7:0.81 8:0.95 12:0.06 17:0.28 20:0.95 21:0.74 27:0.13 28:0.64 30:0.62 32:0.80 34:0.22 36:0.96 37:0.67 43:0.23 55:0.99 66:0.30 69:0.88 70:0.34 78:0.76 81:0.72 91:0.95 98:0.14 100:0.81 104:0.58 108:0.93 111:0.76 120:0.90 123:0.93 124:0.71 126:0.54 127:0.44 129:0.81 133:0.67 135:0.63 140:0.94 145:0.82 146:0.19 147:0.24 149:0.22 150:0.53 151:0.76 152:0.88 153:0.87 154:0.16 159:0.77 161:0.50 162:0.51 163:0.90 164:0.94 167:0.96 169:0.79 172:0.16 173:0.78 177:0.05 178:0.53 179:0.93 181:0.82 186:0.77 189:0.93 191:0.93 195:0.93 202:0.95 212:0.30 215:0.46 216:0.61 230:0.87 233:0.76 235:0.88 238:0.94 241:0.86 242:0.82 243:0.37 245:0.43 247:0.12 248:0.85 256:0.92 259:0.21 260:0.90 261:0.81 265:0.15 266:0.27 267:0.98 268:0.92 271:0.67 276:0.24 283:0.60 285:0.62 297:0.36 300:0.25\n2 6:0.92 7:0.81 8:0.81 12:0.06 17:0.32 20:0.99 21:0.30 27:0.21 28:0.64 30:0.20 34:0.33 36:0.86 37:0.74 43:0.52 55:0.71 66:0.19 69:0.10 70:0.83 78:0.77 81:0.90 91:0.88 98:0.46 100:0.82 104:0.84 106:0.81 108:0.98 111:0.77 120:0.98 123:0.98 124:0.97 126:0.54 127:0.95 129:0.99 133:0.97 135:0.24 140:0.45 146:0.87 147:0.89 149:0.89 150:0.82 151:0.85 152:0.92 153:0.99 154:0.41 159:0.97 161:0.50 162:0.77 164:0.96 167:0.76 169:0.80 172:0.96 173:0.05 177:0.05 179:0.10 181:0.82 186:0.77 187:0.39 189:0.93 191:0.82 202:0.92 206:0.81 212:0.39 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.95 241:0.65 242:0.82 243:0.15 245:0.98 247:0.12 248:0.97 256:0.94 259:0.21 260:0.98 261:0.81 265:0.48 266:0.96 267:0.44 268:0.94 271:0.67 276:0.99 283:0.82 285:0.62 297:0.36 300:0.84\n1 12:0.06 17:0.28 21:0.71 27:0.72 28:0.64 30:0.21 32:0.80 34:0.37 36:0.77 43:0.52 55:0.45 66:0.36 69:0.25 70:0.37 81:0.75 91:0.75 98:0.16 104:0.58 108:0.84 120:0.80 123:0.83 124:0.67 126:0.54 127:0.94 129:0.81 133:0.67 135:0.19 140:0.95 145:0.77 146:0.05 147:0.05 149:0.29 150:0.56 151:0.71 153:0.72 154:0.41 159:0.59 161:0.50 162:0.48 163:0.88 164:0.90 167:0.98 172:0.16 173:0.26 177:0.05 178:0.53 179:0.97 181:0.82 195:0.74 202:0.94 212:0.42 215:0.48 216:0.08 220:0.62 235:0.84 241:0.95 242:0.82 243:0.26 245:0.40 247:0.12 248:0.72 256:0.87 259:0.21 260:0.81 265:0.18 266:0.23 267:0.18 268:0.87 271:0.67 276:0.17 283:0.60 285:0.62 297:0.36 300:0.25\n1 12:0.06 17:0.08 21:0.74 27:0.72 28:0.64 30:0.21 32:0.80 34:0.25 36:0.79 43:0.52 55:0.45 66:0.36 69:0.27 70:0.37 81:0.72 91:0.76 98:0.16 104:0.58 108:0.85 120:0.93 123:0.84 124:0.67 126:0.54 127:0.94 129:0.81 133:0.67 135:0.34 140:0.92 145:0.77 146:0.05 147:0.05 149:0.29 150:0.53 151:0.80 153:0.93 154:0.41 159:0.59 161:0.50 162:0.49 163:0.88 164:0.97 167:0.98 172:0.16 173:0.27 177:0.05 178:0.51 179:0.97 181:0.82 195:0.75 202:0.98 212:0.42 215:0.46 216:0.16 235:0.88 241:0.97 242:0.82 243:0.26 245:0.40 247:0.12 248:0.90 256:0.96 259:0.21 260:0.93 265:0.18 266:0.23 267:0.28 268:0.96 271:0.67 276:0.17 283:0.60 285:0.62 297:0.36 300:0.25\n2 6:0.96 8:0.92 12:0.06 17:0.06 20:0.84 21:0.76 25:0.88 27:0.03 28:0.64 30:0.21 32:0.80 34:0.56 36:0.58 37:0.95 43:0.52 55:0.71 66:0.24 69:0.29 70:0.92 78:0.77 81:0.69 91:0.94 98:0.33 100:0.82 104:0.58 108:0.78 111:0.77 120:0.94 123:0.77 124:0.84 126:0.54 127:0.96 129:0.93 133:0.84 135:0.66 140:0.80 145:0.91 146:0.05 147:0.05 149:0.45 150:0.50 151:0.79 152:0.99 153:0.91 154:0.41 159:0.65 161:0.50 162:0.52 163:0.88 164:0.96 167:0.93 169:0.99 172:0.27 173:0.25 177:0.05 178:0.42 179:0.81 181:0.82 186:0.77 187:0.21 189:0.93 191:0.94 195:0.80 202:0.96 212:0.22 215:0.46 216:0.86 235:0.95 238:0.95 241:0.79 242:0.82 243:0.14 245:0.53 247:0.12 248:0.92 256:0.95 259:0.21 260:0.94 261:1.00 265:0.36 266:0.71 267:0.76 268:0.95 271:0.67 276:0.45 283:0.82 285:0.62 297:0.36 300:0.70\n1 6:0.92 7:0.81 8:0.96 12:0.06 17:0.78 20:0.77 21:0.78 27:0.10 28:0.64 34:0.55 36:0.42 37:0.74 78:0.76 91:0.98 100:0.80 104:0.75 111:0.76 120:0.89 135:0.23 140:0.80 145:0.87 151:0.71 152:0.75 153:0.72 161:0.50 162:0.51 164:0.95 167:0.98 169:0.78 175:0.75 178:0.42 181:0.82 186:0.77 189:0.93 191:0.97 202:0.95 216:0.55 220:0.62 230:0.65 233:0.63 235:0.74 238:0.91 241:0.97 244:0.61 248:0.85 256:0.93 257:0.65 259:0.21 260:0.90 261:0.75 267:0.52 268:0.93 271:0.67 277:0.69 285:0.62\n2 8:0.73 12:0.06 17:0.34 21:0.74 25:0.88 27:0.03 28:0.64 30:0.10 34:0.40 36:0.37 37:0.95 43:0.52 55:0.71 66:0.45 69:0.27 70:0.94 81:0.72 91:0.82 98:0.48 104:0.58 108:0.76 120:0.94 123:0.74 124:0.80 126:0.54 127:0.87 129:0.93 133:0.84 135:0.60 140:0.80 146:0.05 147:0.05 149:0.52 150:0.53 151:0.81 153:0.94 154:0.41 159:0.79 161:0.50 162:0.64 163:0.81 164:0.95 167:0.87 172:0.48 173:0.16 177:0.05 178:0.42 179:0.72 181:0.82 187:0.21 191:0.89 202:0.93 212:0.23 215:0.46 216:0.86 235:0.88 241:0.75 242:0.82 243:0.12 245:0.58 247:0.12 248:0.91 256:0.94 259:0.21 260:0.94 265:0.49 266:0.84 267:0.52 268:0.94 271:0.67 276:0.52 283:0.82 285:0.62 297:0.36 300:0.70\n2 6:0.96 7:0.81 8:0.85 12:0.06 17:0.36 20:0.78 21:0.74 25:0.88 27:0.03 28:0.64 30:0.17 32:0.80 34:0.31 36:0.30 37:0.95 43:0.52 55:0.71 66:0.34 69:0.27 70:0.84 78:0.83 81:0.72 91:0.70 98:0.50 100:0.92 104:0.58 108:0.76 111:0.87 120:0.90 123:0.74 124:0.77 126:0.54 127:0.77 129:0.89 133:0.78 135:0.34 140:0.45 145:0.83 146:0.05 147:0.05 149:0.49 150:0.53 151:0.77 152:0.99 153:0.88 154:0.41 159:0.58 161:0.50 162:0.75 163:0.81 164:0.95 167:0.90 169:0.99 172:0.37 173:0.26 177:0.05 179:0.77 181:0.82 186:0.84 187:0.21 189:0.93 191:0.76 195:0.75 202:0.91 212:0.30 215:0.46 216:0.86 220:0.62 230:0.87 233:0.76 235:0.88 238:0.96 241:0.77 242:0.82 243:0.13 245:0.57 247:0.12 248:0.85 256:0.93 259:0.21 260:0.90 261:1.00 265:0.52 266:0.71 267:0.18 268:0.93 271:0.67 276:0.47 283:0.82 285:0.62 297:0.36 300:0.55\n1 12:0.06 17:0.24 21:0.30 27:0.45 28:0.64 30:0.68 34:0.68 36:0.17 37:0.50 43:0.32 55:0.59 66:0.31 69:0.68 70:0.37 81:0.90 91:0.17 98:0.25 108:0.68 123:0.65 124:0.84 126:0.54 127:0.34 129:0.93 133:0.84 135:0.86 145:0.45 146:0.23 147:0.29 149:0.51 150:0.82 154:0.24 159:0.66 161:0.50 167:0.65 172:0.37 173:0.54 177:0.05 178:0.55 179:0.63 181:0.82 187:0.68 212:0.40 215:0.72 216:0.77 235:0.31 241:0.27 242:0.82 243:0.21 245:0.56 247:0.12 259:0.21 265:0.28 266:0.54 267:0.52 271:0.67 276:0.49 283:0.60 297:0.36 300:0.33\n2 12:0.06 17:0.73 18:0.80 21:0.64 22:0.93 27:0.69 29:0.71 30:0.66 34:1.00 36:0.42 37:0.53 43:0.18 44:0.87 47:0.93 55:0.71 64:0.77 66:0.94 69:0.23 70:0.41 71:0.77 74:0.33 81:0.25 86:0.78 91:0.27 98:0.90 108:0.18 123:0.18 126:0.26 127:0.46 129:0.05 135:0.74 139:0.79 145:0.77 146:0.95 147:0.96 149:0.41 150:0.25 154:0.47 159:0.63 172:0.85 173:0.19 177:0.70 178:0.55 179:0.36 187:0.68 195:0.81 212:0.73 216:0.33 219:0.89 222:0.76 235:0.80 241:0.39 242:0.77 243:0.94 244:0.61 247:0.67 253:0.28 254:0.97 259:0.21 262:0.93 265:0.90 266:0.54 267:0.73 271:0.22 276:0.76 292:0.91 300:0.43\n0 12:0.06 17:0.72 18:0.85 21:0.13 22:0.93 27:0.72 29:0.71 30:0.58 37:0.65 43:0.14 44:0.87 47:0.93 48:0.91 55:0.52 64:0.77 66:0.80 69:0.60 70:0.60 71:0.77 74:0.51 81:0.68 86:0.89 91:0.64 98:0.86 104:0.97 106:0.81 108:0.46 122:0.67 123:0.44 126:0.44 127:0.37 129:0.05 139:0.88 145:0.70 146:0.61 147:0.66 149:0.09 150:0.47 154:0.70 159:0.23 172:0.45 173:0.81 177:0.70 178:0.55 179:0.82 187:0.68 192:0.51 195:0.60 201:0.68 206:0.81 212:0.71 215:0.61 216:0.29 222:0.76 235:0.22 241:0.07 242:0.16 243:0.82 247:0.60 253:0.36 254:0.96 262:0.93 265:0.86 266:0.27 271:0.22 276:0.32 281:0.91 283:0.82 297:0.36 300:0.43\n1 1:0.69 7:0.66 12:0.06 17:0.66 18:0.76 21:0.74 27:0.63 29:0.71 30:0.56 32:0.68 34:0.96 36:0.24 37:0.27 43:0.09 55:0.59 66:0.17 69:0.70 70:0.66 71:0.77 74:0.60 76:0.85 77:0.70 81:0.29 86:0.71 91:0.08 98:0.25 104:0.87 106:0.81 108:0.75 114:0.54 117:0.86 122:0.86 123:0.74 124:0.85 126:0.44 127:0.69 129:0.81 133:0.83 135:0.24 139:0.69 145:0.74 146:0.19 147:0.25 149:0.13 150:0.47 154:0.51 155:0.58 158:0.78 159:0.87 172:0.37 173:0.43 175:0.75 176:0.66 177:0.38 178:0.55 179:0.59 187:0.39 192:0.59 195:0.96 201:0.68 206:0.81 208:0.54 212:0.55 215:0.36 216:0.84 222:0.76 230:0.69 233:0.73 235:0.95 241:0.03 242:0.62 243:0.16 244:0.61 245:0.69 247:0.74 253:0.39 254:0.84 257:0.65 259:0.21 265:0.27 266:0.71 267:0.88 271:0.22 276:0.56 277:0.69 279:0.82 282:0.77 283:0.67 290:0.54 297:0.36 300:0.70\n1 12:0.06 17:0.95 18:0.98 21:0.54 22:0.93 27:0.51 29:0.71 30:0.38 34:0.90 36:0.34 37:0.60 43:0.14 44:0.87 47:0.93 48:0.91 55:0.52 64:0.77 66:0.49 69:0.58 70:0.75 71:0.77 74:0.30 81:0.25 86:0.96 91:0.33 98:0.91 108:0.44 122:0.86 123:0.43 124:0.58 126:0.26 127:0.90 129:0.05 133:0.37 135:0.68 139:0.96 145:0.56 146:0.99 147:0.99 149:0.40 150:0.25 154:0.50 159:0.88 172:0.93 173:0.30 177:0.70 178:0.55 179:0.18 187:0.39 195:0.96 212:0.52 216:0.53 219:0.89 222:0.76 235:0.60 241:0.27 242:0.59 243:0.60 244:0.61 245:0.99 247:0.76 253:0.26 254:0.74 259:0.21 262:0.93 265:0.91 266:0.63 267:0.82 271:0.22 276:0.93 281:0.89 292:0.91 300:0.55\n1 1:0.69 12:0.06 17:0.34 18:0.80 21:0.77 27:0.66 29:0.71 30:0.58 34:0.99 36:0.45 37:0.26 43:0.08 44:0.90 48:0.97 55:0.45 64:0.77 66:0.20 69:0.93 70:0.88 71:0.77 74:0.54 76:0.85 77:0.70 81:0.28 86:0.82 91:0.11 98:0.26 108:0.86 114:0.53 122:0.85 123:0.85 124:0.81 126:0.44 127:0.73 129:0.05 132:0.97 133:0.77 135:0.91 139:0.83 145:0.72 146:0.57 147:0.28 149:0.10 150:0.47 154:0.51 155:0.58 159:0.85 172:0.32 173:0.85 176:0.66 177:0.38 178:0.55 179:0.71 187:0.68 192:0.51 195:0.95 201:0.68 208:0.54 212:0.16 216:0.73 222:0.76 235:0.99 241:0.10 242:0.24 243:0.26 244:0.61 245:0.64 247:0.76 253:0.37 254:0.84 257:0.65 265:0.28 266:0.87 267:0.99 271:0.22 276:0.46 281:0.91 282:0.77 290:0.53 300:0.84\n1 12:0.06 17:0.84 18:0.98 21:0.54 27:0.34 29:0.71 30:0.65 34:0.68 36:0.44 37:0.41 43:0.15 44:0.87 55:0.52 64:0.77 66:0.94 69:0.77 70:0.48 71:0.77 74:0.33 81:0.25 86:0.98 91:0.18 98:0.83 108:0.60 122:0.86 123:0.58 124:0.36 126:0.26 127:0.52 129:0.05 133:0.37 135:0.63 139:0.98 145:0.45 146:0.86 147:0.05 149:0.28 150:0.25 154:0.52 159:0.51 172:0.94 173:0.78 177:0.05 178:0.55 179:0.21 187:0.95 195:0.70 212:0.94 216:0.28 219:0.89 222:0.76 235:0.60 241:0.18 242:0.51 243:0.06 245:0.73 247:0.76 253:0.27 254:0.88 257:0.84 259:0.21 265:0.83 266:0.23 267:0.52 271:0.22 276:0.88 292:0.95 300:0.55\n2 7:0.72 12:0.06 17:0.66 18:0.86 21:0.40 27:0.51 29:0.71 30:0.57 32:0.77 34:1.00 36:0.53 37:0.60 43:0.12 44:0.93 48:0.91 55:0.59 64:0.77 66:0.89 69:0.58 70:0.52 71:0.77 74:0.51 77:0.70 81:0.41 86:0.84 91:0.33 98:0.84 104:0.99 108:0.44 123:0.42 126:0.44 127:0.34 129:0.05 135:0.54 139:0.90 145:0.50 146:0.85 147:0.88 149:0.24 150:0.32 154:0.56 159:0.42 172:0.70 173:0.58 177:0.70 178:0.55 179:0.52 187:0.39 192:0.51 195:0.69 201:0.68 212:0.57 215:0.42 216:0.53 219:0.92 222:0.76 230:0.74 233:0.73 235:0.52 241:0.27 242:0.45 243:0.90 244:0.61 247:0.76 253:0.36 254:0.74 259:0.21 265:0.84 266:0.47 267:0.52 271:0.22 276:0.59 281:0.88 282:0.85 283:0.77 292:0.91 297:0.36 300:0.43\n1 12:0.06 17:0.98 18:0.87 21:0.22 22:0.93 27:0.57 29:0.71 30:0.42 34:0.94 36:0.24 37:0.32 43:0.17 47:0.93 48:0.91 55:0.52 64:0.77 66:0.83 69:0.87 70:0.52 71:0.77 74:0.35 81:0.36 86:0.89 91:0.37 98:0.70 108:0.75 122:0.65 123:0.74 124:0.39 126:0.26 127:0.62 129:0.05 133:0.59 135:0.66 139:0.86 145:0.50 146:0.80 147:0.05 149:0.12 150:0.32 154:0.48 159:0.59 172:0.81 173:0.89 177:0.05 178:0.55 179:0.44 187:0.87 212:0.91 216:0.29 222:0.76 235:0.22 241:0.01 242:0.41 243:0.08 245:0.63 247:0.74 253:0.29 254:0.93 257:0.84 259:0.21 262:0.93 265:0.70 266:0.38 267:0.85 271:0.22 276:0.70 281:0.91 300:0.43\n1 7:0.72 12:0.06 17:0.57 18:0.86 21:0.40 27:0.51 29:0.71 30:0.43 32:0.78 34:1.00 36:0.55 37:0.60 43:0.11 44:0.93 48:0.91 55:0.71 64:0.77 66:0.89 69:0.58 70:0.59 71:0.77 74:0.51 77:0.70 81:0.41 86:0.85 91:0.35 98:0.83 104:0.98 108:0.44 123:0.42 126:0.44 127:0.33 129:0.05 135:0.68 139:0.90 145:0.45 146:0.84 147:0.87 149:0.23 150:0.32 154:0.72 159:0.41 172:0.70 173:0.58 177:0.70 178:0.55 179:0.51 187:0.39 192:0.51 195:0.69 201:0.68 212:0.51 215:0.42 216:0.53 219:0.92 222:0.76 230:0.74 233:0.73 235:0.52 241:0.30 242:0.54 243:0.90 247:0.76 253:0.36 254:0.98 259:0.21 265:0.83 266:0.63 267:0.59 271:0.22 276:0.59 281:0.88 282:0.86 283:0.77 292:0.91 297:0.36 300:0.55\n1 1:0.69 7:0.66 11:0.64 12:0.06 17:0.91 18:0.75 21:0.74 27:0.64 29:0.71 30:0.14 32:0.69 34:1.00 36:0.33 37:0.33 43:0.66 45:0.77 66:0.25 69:0.57 70:0.91 71:0.77 74:0.64 76:0.85 77:0.70 81:0.32 83:0.60 86:0.71 91:0.08 98:0.20 99:0.83 101:0.52 104:0.92 106:0.81 108:0.44 114:0.54 117:0.86 122:0.86 123:0.42 124:0.84 126:0.44 127:0.47 129:0.59 133:0.82 135:0.95 139:0.68 145:0.50 146:0.39 147:0.45 149:0.53 150:0.51 154:0.56 155:0.58 158:0.78 159:0.78 165:0.70 172:0.32 173:0.35 175:0.75 176:0.66 177:0.38 178:0.55 179:0.69 187:0.87 192:0.59 195:0.93 201:0.68 206:0.81 208:0.54 212:0.18 215:0.36 216:0.39 222:0.76 230:0.69 233:0.76 235:0.97 241:0.02 242:0.54 243:0.45 244:0.61 245:0.57 247:0.60 253:0.40 257:0.65 259:0.21 265:0.21 266:0.84 267:0.36 271:0.22 276:0.46 277:0.69 282:0.77 283:0.66 290:0.54 297:0.36 300:0.70\n0 1:0.58 8:0.72 9:0.73 10:0.79 11:0.45 12:0.20 17:0.98 18:0.72 21:0.40 22:0.93 26:0.98 27:0.66 29:0.53 30:0.89 31:0.87 34:0.30 36:0.93 37:0.57 39:0.95 43:0.20 44:0.86 45:1.00 46:0.88 47:0.93 48:0.99 58:0.98 64:0.77 66:0.72 69:0.34 70:0.31 71:0.83 74:0.33 79:0.87 81:0.49 83:0.56 86:0.64 89:0.98 91:0.11 98:0.85 99:0.95 101:0.47 107:0.98 108:0.27 110:0.89 122:0.67 123:0.26 124:0.51 125:0.88 126:0.32 127:0.83 129:0.05 131:0.61 133:0.74 135:0.70 137:0.87 139:0.66 140:0.45 141:0.99 145:0.63 146:0.99 147:0.99 149:0.67 150:0.39 151:0.53 153:0.48 154:0.09 155:0.55 157:0.61 159:0.88 160:0.88 162:0.86 165:0.65 166:0.61 170:0.79 172:0.99 173:0.13 174:0.79 177:1.00 179:0.12 182:0.61 187:0.68 190:0.99 192:0.56 195:0.96 196:0.88 197:0.80 199:1.00 201:0.60 202:0.50 204:0.82 208:0.50 212:0.82 216:0.61 220:0.91 222:0.35 223:0.98 224:0.99 225:0.99 227:0.61 229:0.61 231:0.62 234:0.99 235:0.68 239:0.79 240:0.99 241:0.03 242:0.39 243:0.75 244:0.97 245:0.98 246:0.61 247:0.96 248:0.53 253:0.30 254:0.90 255:0.72 256:0.58 259:0.21 262:0.93 264:0.93 265:0.85 266:0.75 267:0.99 268:0.59 271:0.60 274:0.98 275:0.91 276:0.97 281:0.86 284:0.87 285:0.50 287:0.61 289:0.88 294:0.91 300:0.70\n0 10:0.82 11:0.53 12:0.20 17:0.30 18:0.77 21:0.47 26:0.94 27:0.40 29:0.53 30:0.15 34:0.76 36:0.51 37:0.72 39:0.95 43:0.09 45:0.85 46:0.94 58:0.93 66:0.92 69:0.67 70:0.78 71:0.83 74:0.29 81:0.26 86:0.64 89:0.97 91:0.33 98:0.92 101:0.64 107:0.94 108:0.51 110:0.89 122:0.97 123:0.49 125:0.88 126:0.22 127:0.55 129:0.05 131:0.61 135:0.74 139:0.61 141:0.91 144:0.57 146:0.91 147:0.93 149:0.11 150:0.28 154:0.09 157:0.79 159:0.52 160:0.88 166:0.80 170:0.79 172:0.79 173:0.68 174:0.93 177:1.00 178:0.55 179:0.49 182:0.73 187:0.68 197:0.93 199:0.94 212:0.69 216:0.66 222:0.35 223:0.92 224:0.93 225:0.96 227:0.61 229:0.61 231:0.82 234:0.91 235:0.52 236:0.91 239:0.81 240:0.95 241:0.51 242:0.14 243:0.92 244:0.98 246:0.61 247:0.96 253:0.26 254:0.97 259:0.21 264:0.93 265:0.92 266:0.54 267:0.79 271:0.60 274:0.91 275:0.96 276:0.68 287:0.61 289:0.88 294:0.93 300:0.55\n0 1:0.56 10:0.79 11:0.45 12:0.20 17:0.69 18:0.93 21:0.47 26:0.98 27:0.72 29:0.53 30:0.14 31:0.88 34:0.42 36:0.77 37:0.44 39:0.95 43:0.06 44:0.85 45:0.94 46:0.88 48:0.97 55:0.92 58:0.93 64:0.77 66:0.13 69:0.99 70:0.96 71:0.83 74:0.26 79:0.88 81:0.37 83:0.54 86:0.67 89:0.98 91:0.09 98:0.31 99:0.83 101:0.47 107:0.91 108:0.98 110:0.88 122:0.95 123:0.98 124:0.99 125:0.88 126:0.31 127:0.99 129:0.05 131:0.61 133:0.99 135:0.65 137:0.88 139:0.66 140:0.80 141:0.91 145:0.99 146:0.94 147:0.05 149:0.13 150:0.34 151:0.51 153:0.46 154:0.05 155:0.47 157:0.61 159:0.97 160:0.88 162:0.54 165:0.63 166:0.61 170:0.79 172:0.79 173:0.94 174:0.91 175:0.75 177:0.05 178:0.42 179:0.16 182:0.61 187:0.39 190:1.00 192:0.46 195:1.00 196:0.88 197:0.86 199:0.98 201:0.57 202:0.49 204:0.78 208:0.48 212:0.14 216:0.13 220:0.82 222:0.35 223:0.98 224:0.93 225:0.97 227:0.61 229:0.61 231:0.70 234:0.91 235:0.68 239:0.79 240:0.98 241:0.01 242:0.36 243:0.05 244:0.98 245:0.87 246:0.61 247:0.99 248:0.51 253:0.24 254:0.90 256:0.45 257:1.00 259:0.21 264:0.93 265:0.33 266:0.98 267:0.19 268:0.45 271:0.60 274:0.91 275:0.96 276:0.95 277:0.69 281:0.91 284:0.86 285:0.45 287:0.61 289:0.88 294:0.91 300:0.94\n0 8:0.77 10:0.82 11:0.51 12:0.20 17:0.59 18:0.98 21:0.59 22:0.93 26:0.96 27:0.67 29:0.53 30:0.66 31:0.86 34:0.77 36:0.25 37:0.35 39:0.95 43:0.09 44:0.85 45:0.91 46:0.88 47:0.93 48:0.97 58:0.93 64:0.77 66:0.78 69:0.85 70:0.39 71:0.83 74:0.28 79:0.86 81:0.24 86:0.83 89:0.99 91:0.53 98:0.75 101:0.52 107:0.95 108:0.71 110:0.89 122:0.95 123:0.69 124:0.41 125:0.88 126:0.22 127:0.53 129:0.05 131:0.61 133:0.39 135:0.63 137:0.86 139:0.79 140:0.45 141:0.91 144:0.57 145:0.41 146:0.80 147:0.64 149:0.12 150:0.26 151:0.47 153:0.48 154:0.12 157:0.88 159:0.51 160:0.88 162:0.62 166:0.61 170:0.79 172:0.95 173:0.88 174:0.86 177:0.88 179:0.18 182:0.78 187:0.21 190:1.00 195:0.71 196:0.88 197:0.88 199:0.95 202:0.50 212:0.93 216:0.34 219:0.87 220:0.97 222:0.35 223:0.96 224:0.93 225:0.97 227:0.61 229:0.61 231:0.78 234:0.91 235:0.68 239:0.82 240:0.98 241:0.60 242:0.23 243:0.19 244:0.97 245:0.95 246:0.61 247:0.94 248:0.47 253:0.25 254:0.84 256:0.45 257:0.97 259:0.21 262:0.93 264:0.93 265:0.75 266:0.38 267:0.28 268:0.46 271:0.60 274:0.91 275:0.99 276:0.91 281:0.91 284:0.87 285:0.45 287:0.61 289:0.88 292:0.88 294:0.94 300:0.55\n0 1:0.57 10:0.81 11:0.49 12:0.20 17:0.24 18:0.69 21:0.30 26:0.95 27:0.45 29:0.53 30:0.21 34:0.80 36:0.17 37:0.50 39:0.95 43:0.05 45:0.73 46:0.88 55:0.52 58:0.93 66:0.36 69:0.79 70:0.91 71:0.83 74:0.30 81:0.27 86:0.60 89:0.96 91:0.14 98:0.27 101:0.47 107:0.94 108:0.63 110:0.89 114:0.71 122:0.41 123:0.61 124:0.82 125:0.88 126:0.24 127:0.78 129:0.05 131:0.61 133:0.80 135:0.66 139:0.58 141:0.91 144:0.57 145:0.47 146:0.42 147:0.49 149:0.06 150:0.29 154:0.09 155:0.46 157:0.78 159:0.69 160:0.88 166:0.61 170:0.79 172:0.45 173:0.73 174:0.79 175:0.91 176:0.59 177:0.38 178:0.55 179:0.71 182:0.73 187:0.68 192:0.46 197:0.82 199:0.94 201:0.54 208:0.48 212:0.52 215:0.72 216:0.77 222:0.35 223:0.93 224:0.93 225:0.96 227:0.61 229:0.61 231:0.65 234:0.91 235:0.42 239:0.80 240:0.95 241:0.21 242:0.12 243:0.26 244:0.99 245:0.59 246:0.61 247:0.88 253:0.53 254:0.86 257:0.99 259:0.21 264:0.93 265:0.30 266:0.71 267:0.23 271:0.60 274:0.91 275:0.93 276:0.50 277:0.87 287:0.61 289:0.89 290:0.71 294:0.92 297:0.36 300:0.70\n0 1:0.56 10:0.79 11:0.45 12:0.20 17:0.40 18:0.80 21:0.71 26:0.98 29:0.53 30:0.54 34:0.37 36:0.28 37:0.97 39:0.95 43:0.13 45:0.91 46:0.88 58:0.93 66:0.13 69:0.94 70:0.70 71:0.83 74:0.25 81:0.38 83:0.56 86:0.63 89:0.98 91:0.31 98:0.36 99:0.95 101:0.47 107:0.89 108:0.82 110:0.88 122:0.67 123:0.87 124:0.88 125:0.88 126:0.31 127:0.31 129:0.05 131:0.61 133:0.86 135:0.60 139:0.61 141:0.91 145:0.65 146:0.82 147:0.22 149:0.21 150:0.33 154:0.08 155:0.46 157:0.61 159:0.84 160:0.88 165:0.65 166:0.61 170:0.79 172:0.45 173:0.81 174:0.79 175:0.91 177:0.70 178:0.55 179:0.33 182:0.61 187:0.21 192:0.44 197:0.80 199:0.96 201:0.54 202:0.67 208:0.50 212:0.30 216:0.98 222:0.35 223:0.98 224:0.93 225:0.97 227:0.61 229:0.61 231:0.62 234:0.91 235:0.95 239:0.78 240:0.95 241:0.61 242:0.24 243:0.17 244:0.98 245:0.75 246:0.61 247:0.86 253:0.23 254:0.93 257:0.99 259:0.21 264:0.93 265:0.23 266:0.94 267:0.76 271:0.60 274:0.91 275:0.91 276:0.70 277:0.87 287:0.61 289:0.88 294:0.91 300:0.55\n0 8:0.83 10:0.79 11:0.45 12:0.20 17:0.45 18:1.00 21:0.40 26:0.97 27:0.58 29:0.53 30:0.84 31:0.87 32:0.63 34:0.30 36:0.62 37:0.30 39:0.95 43:0.12 44:0.86 45:0.97 46:0.88 48:0.91 55:0.71 58:0.93 64:0.77 66:1.00 69:0.78 70:0.27 71:0.83 74:0.30 77:0.70 79:0.87 81:0.25 86:0.86 89:0.99 91:0.02 98:1.00 101:0.47 107:0.88 108:0.62 110:0.88 122:0.95 123:0.60 124:0.36 125:0.88 126:0.22 127:1.00 129:0.05 131:0.61 133:0.36 135:0.44 137:0.87 139:0.83 140:0.45 141:0.91 145:0.90 146:1.00 147:0.05 149:0.33 150:0.27 151:0.50 153:0.48 154:0.09 157:0.61 159:0.97 160:0.88 162:0.86 166:0.61 170:0.79 172:1.00 173:0.27 174:0.79 175:0.91 177:0.05 179:0.09 182:0.61 187:0.39 190:1.00 195:1.00 196:0.90 197:0.79 199:0.97 202:0.36 212:0.94 216:0.36 219:0.87 220:0.91 222:0.35 223:0.97 224:0.93 225:0.97 227:0.61 229:0.61 231:0.61 234:0.91 235:0.42 239:0.78 240:0.98 241:0.07 242:0.77 243:0.05 244:0.98 245:0.94 246:0.61 247:0.92 248:0.50 253:0.27 254:0.97 256:0.45 257:1.00 259:0.21 264:0.93 265:1.00 266:0.27 267:0.36 268:0.46 271:0.60 274:0.91 276:1.00 277:0.87 281:0.86 282:0.72 284:0.87 285:0.45 287:0.61 289:0.88 292:0.95 300:0.70\n1 10:0.81 11:0.53 12:0.20 17:0.15 18:0.70 21:0.59 26:0.97 27:0.09 29:0.53 30:0.45 34:0.79 36:0.83 37:0.95 39:0.95 43:0.09 45:0.93 46:0.88 48:0.91 56:0.97 58:0.93 66:0.11 69:0.92 70:0.81 71:0.83 74:0.27 81:0.25 83:0.54 86:0.61 89:0.97 91:0.12 98:0.40 101:0.64 107:0.92 108:0.84 110:0.88 122:0.86 123:0.49 124:0.92 125:0.88 126:0.22 127:0.76 129:0.05 131:0.61 133:0.91 135:0.92 139:0.60 141:0.91 144:0.57 145:0.45 146:0.59 147:0.76 149:0.18 150:0.26 154:0.07 155:0.47 157:0.82 159:0.80 160:0.88 166:0.77 170:0.79 172:0.59 173:0.87 174:0.88 175:0.91 177:0.88 178:0.55 179:0.37 182:0.75 187:0.87 192:0.45 195:0.91 197:0.86 199:0.97 202:0.36 204:0.78 208:0.48 212:0.42 216:0.74 222:0.35 223:0.97 224:0.93 225:0.96 227:0.61 229:0.61 231:0.79 234:0.91 235:0.68 239:0.81 240:0.95 241:0.21 242:0.17 243:0.31 244:0.99 245:0.79 246:0.61 247:0.98 253:0.24 257:0.97 259:0.21 264:0.93 265:0.33 266:0.87 267:0.28 271:0.60 274:0.91 275:0.97 276:0.78 277:0.98 281:0.91 287:0.61 289:0.88 294:0.93 300:0.84\n0 8:0.85 10:0.79 11:0.45 12:0.20 17:0.55 18:0.67 21:0.78 26:0.94 27:0.52 29:0.53 30:0.14 34:0.26 36:0.48 37:0.43 39:0.95 43:0.05 45:0.73 46:0.93 55:0.96 58:0.93 66:0.05 69:0.99 70:0.99 71:0.83 74:0.28 86:0.59 89:0.96 91:0.01 98:0.14 101:0.47 107:0.97 108:0.99 110:0.89 122:0.41 123:0.91 124:0.98 125:0.88 127:0.96 129:0.05 131:0.61 133:0.98 135:0.79 139:0.58 141:0.91 145:0.54 146:0.35 147:0.05 149:0.06 154:0.05 157:0.61 159:0.98 160:0.88 163:0.99 166:0.61 170:0.79 172:0.32 173:0.99 174:0.79 175:1.00 177:0.05 178:0.55 179:0.44 182:0.61 187:0.68 197:0.79 199:0.94 202:0.56 212:0.14 216:0.79 222:0.35 223:0.92 224:0.93 225:0.95 227:0.61 229:0.61 231:0.61 234:0.91 235:0.52 239:0.78 240:0.95 241:0.12 242:0.19 243:0.08 244:1.00 245:0.61 246:0.61 247:0.92 253:0.25 257:1.00 259:0.21 264:0.93 265:0.12 266:0.98 267:0.52 271:0.60 274:0.91 275:0.93 276:0.76 277:1.00 287:0.61 289:0.88 294:0.91 300:0.94\n0 8:0.63 10:0.79 11:0.45 12:0.20 17:0.30 18:0.90 21:0.78 26:0.94 27:0.37 29:0.53 30:0.17 34:0.37 36:0.82 37:0.94 39:0.95 43:0.05 45:0.77 46:0.88 55:0.71 58:0.93 66:0.09 69:0.85 70:0.90 71:0.83 74:0.30 86:0.67 89:0.97 91:0.08 98:0.33 101:0.47 107:0.96 108:0.99 110:0.89 122:0.99 123:0.99 124:0.99 125:0.88 127:0.97 129:0.59 131:0.83 133:0.99 135:0.56 139:0.64 140:0.45 141:0.91 143:0.99 146:0.91 147:0.38 149:0.13 151:0.60 153:0.48 154:0.05 157:0.61 159:0.98 160:0.88 162:0.86 166:0.61 170:0.79 172:0.93 173:0.31 174:0.90 175:0.97 177:0.70 179:0.10 182:0.61 187:0.39 190:1.00 197:0.86 199:0.94 202:0.36 212:0.48 216:0.28 220:0.62 222:0.35 223:0.92 224:0.93 225:0.96 227:0.86 229:0.61 231:0.75 234:0.91 235:0.12 239:0.79 240:0.95 241:0.05 242:0.51 243:0.06 244:0.97 245:0.98 246:0.61 247:1.00 248:0.58 253:0.27 254:0.86 256:0.45 257:0.99 259:0.21 264:0.93 265:0.35 266:0.98 267:0.87 268:0.46 271:0.60 274:0.91 275:1.00 276:0.99 277:0.95 285:0.45 287:0.61 289:0.88 294:0.94 300:0.98\n0 1:0.60 10:0.80 11:0.51 12:0.20 17:0.78 18:0.92 21:0.22 26:0.98 27:0.72 29:0.53 30:0.68 34:0.77 36:0.72 39:0.95 43:0.20 45:0.87 46:0.88 55:0.84 58:0.93 66:0.92 69:0.19 70:0.37 71:0.83 74:0.26 81:0.45 83:0.56 86:0.67 89:0.98 91:0.25 97:0.94 98:0.94 99:0.95 101:0.52 107:0.91 108:0.15 110:0.88 122:0.95 123:0.15 125:0.88 126:0.31 127:0.59 129:0.05 131:0.61 135:0.97 139:0.65 141:0.91 144:0.57 146:0.94 147:0.95 149:0.21 150:0.39 154:0.13 155:0.47 157:0.79 159:0.58 160:0.88 163:0.75 165:0.65 166:0.61 170:0.79 172:0.79 173:0.20 174:0.79 177:1.00 178:0.55 179:0.48 182:0.73 187:0.39 192:0.45 197:0.81 199:0.96 201:0.59 208:0.50 212:0.22 216:0.32 222:0.35 223:0.98 224:0.93 225:0.98 227:0.61 229:0.61 231:0.64 234:0.91 235:0.42 239:0.79 240:0.95 241:0.07 242:0.36 243:0.93 244:0.98 246:0.61 247:0.82 253:0.24 254:0.98 259:0.21 264:0.93 265:0.94 266:0.63 267:0.28 271:0.60 274:0.91 275:0.91 276:0.69 279:0.75 287:0.61 289:0.88 294:0.92 300:0.33\n0 1:0.58 10:0.79 11:0.48 12:0.20 17:0.98 18:0.62 21:0.47 26:0.98 27:0.72 29:0.53 30:0.89 34:0.39 36:0.18 39:0.95 43:0.12 45:0.99 46:0.88 48:0.91 58:0.93 66:0.80 69:0.40 70:0.24 71:0.83 74:0.31 81:0.41 83:0.56 86:0.61 89:0.98 91:0.72 98:0.90 99:0.95 101:0.52 107:0.94 108:0.31 110:0.89 122:0.67 123:0.30 124:0.40 125:0.88 126:0.31 127:0.88 129:0.05 131:0.61 133:0.36 135:0.21 139:0.60 141:0.91 145:0.85 146:0.97 147:0.97 149:0.53 150:0.36 154:0.09 155:0.48 157:0.61 159:0.76 160:0.88 165:0.65 166:0.61 170:0.79 172:0.95 173:0.25 174:0.79 177:1.00 178:0.55 179:0.20 182:0.61 192:0.46 195:0.88 197:0.80 199:0.99 201:0.57 204:0.78 208:0.50 212:0.88 222:0.35 223:0.98 224:0.93 225:0.97 227:0.61 229:0.61 231:0.63 234:0.91 235:0.68 239:0.79 240:0.95 241:0.77 242:0.36 243:0.82 244:0.97 245:0.95 246:0.61 247:0.92 253:0.28 254:0.74 259:0.21 264:0.93 265:0.90 266:0.54 267:0.85 271:0.60 274:0.91 275:0.91 276:0.91 281:0.91 287:0.61 289:0.88 294:0.91 300:0.70\n1 10:0.83 11:0.53 12:0.20 17:0.43 18:0.78 21:0.47 26:0.94 27:0.40 29:0.53 30:0.20 34:0.77 36:0.49 37:0.72 39:0.95 43:0.09 45:0.87 46:0.94 58:0.93 66:0.93 69:0.68 70:0.80 71:0.83 74:0.29 81:0.26 86:0.64 89:0.97 91:0.29 98:0.92 101:0.64 107:0.93 108:0.52 110:0.89 122:0.97 123:0.49 125:0.88 126:0.22 127:0.53 129:0.05 131:0.61 135:0.69 139:0.61 141:0.91 144:0.57 146:0.89 147:0.91 149:0.12 150:0.28 154:0.09 157:0.84 159:0.49 160:0.88 166:0.80 170:0.79 172:0.80 173:0.70 174:0.94 177:1.00 178:0.55 179:0.45 182:0.76 187:0.68 197:0.94 199:0.94 212:0.71 216:0.66 222:0.35 223:0.92 224:0.93 225:0.96 227:0.61 229:0.61 231:0.83 234:0.91 235:0.52 236:0.91 239:0.82 240:0.95 241:0.32 242:0.16 243:0.93 244:0.98 246:0.61 247:0.93 253:0.26 254:0.97 259:0.21 264:0.93 265:0.92 266:0.54 267:0.82 271:0.60 274:0.91 275:0.96 276:0.70 287:0.61 289:0.88 294:0.93 300:0.55\n0 8:0.64 10:0.79 11:0.42 12:0.20 17:0.73 18:0.99 21:0.64 22:0.93 26:0.97 27:0.38 29:0.53 30:0.36 31:0.94 34:0.40 36:0.99 37:0.41 39:0.95 43:0.06 45:0.91 46:0.88 47:0.93 48:0.91 55:0.71 58:0.93 64:0.77 66:0.26 69:0.98 70:0.81 71:0.83 74:0.25 79:0.94 81:0.25 86:0.75 89:0.97 91:0.12 98:0.66 101:0.45 107:0.90 108:0.90 110:0.88 122:0.95 123:0.89 124:0.90 125:0.88 126:0.22 127:0.99 129:0.05 131:0.61 133:0.89 135:0.84 137:0.94 139:0.73 140:0.45 141:0.91 145:0.45 146:0.93 147:0.91 149:0.18 150:0.27 151:0.70 153:0.72 154:0.05 157:0.61 159:0.94 160:0.88 162:0.76 166:0.61 170:0.79 172:0.92 173:0.93 174:0.79 175:0.99 177:0.70 179:0.14 182:0.61 187:0.68 190:1.00 196:0.92 197:0.80 199:0.97 202:0.58 212:0.41 216:0.50 219:0.87 222:0.35 223:0.97 224:0.93 225:0.96 227:0.61 229:0.61 231:0.62 234:0.91 235:0.80 239:0.78 240:0.98 241:0.35 242:0.74 243:0.18 244:0.99 245:0.98 246:0.61 247:0.97 248:0.65 253:0.22 254:0.88 256:0.58 257:0.99 259:0.21 262:0.93 264:0.93 265:0.67 266:0.89 267:0.69 268:0.62 271:0.60 274:0.91 275:0.91 276:0.96 277:0.99 281:0.91 284:0.92 285:0.45 287:0.61 289:0.88 292:0.95 294:0.91 300:0.94\n0 8:0.72 10:0.79 11:0.45 12:0.20 17:0.66 18:0.79 21:0.78 26:0.94 27:0.51 29:0.53 30:0.40 34:0.39 36:0.99 37:0.49 39:0.95 43:0.14 45:0.73 46:0.88 55:0.71 58:0.93 66:0.60 69:0.71 70:0.74 71:0.83 74:0.27 86:0.62 89:0.97 91:0.40 98:0.79 101:0.47 107:0.95 108:0.79 110:0.89 122:0.99 123:0.78 124:0.58 125:0.88 127:0.56 129:0.05 131:0.61 133:0.60 135:0.88 139:0.61 141:0.91 146:0.67 147:0.72 149:0.14 154:0.10 157:0.61 159:0.72 160:0.88 166:0.61 170:0.79 172:0.75 173:0.58 174:0.83 175:0.91 177:0.99 178:0.55 179:0.42 182:0.61 187:0.21 197:0.83 199:0.94 212:0.22 216:0.38 219:0.87 222:0.35 223:0.92 224:0.93 225:0.96 227:0.61 229:0.61 231:0.74 234:0.91 235:0.05 239:0.78 240:0.95 241:0.03 242:0.14 243:0.36 244:0.99 245:0.81 246:0.61 247:0.96 253:0.25 257:0.84 259:0.21 264:0.93 265:0.79 266:0.71 267:0.88 271:0.60 274:0.91 275:0.98 276:0.73 277:0.95 287:0.61 289:0.88 292:0.88 294:0.92 300:0.70\n0 10:0.80 11:0.51 12:0.20 17:0.69 18:0.92 21:0.78 26:0.96 27:1.00 29:0.53 30:0.70 34:0.79 36:0.91 37:0.53 39:0.95 43:0.09 44:0.86 45:0.83 46:0.88 48:0.97 55:0.84 58:0.93 66:0.91 69:0.30 70:0.39 71:0.83 74:0.26 83:0.54 86:0.66 89:0.97 91:0.20 98:0.96 101:0.52 107:0.91 108:0.24 110:0.88 122:0.95 123:0.23 125:0.88 127:0.70 129:0.05 131:0.61 135:0.96 139:0.66 141:0.91 144:0.57 145:0.85 146:0.92 147:0.94 149:0.16 154:0.07 155:0.47 157:0.79 159:0.55 160:0.88 163:0.90 166:0.61 170:0.79 172:0.75 173:0.29 174:0.79 177:1.00 178:0.55 179:0.57 182:0.73 187:0.87 192:0.45 195:0.76 197:0.83 199:0.95 204:0.78 208:0.48 212:0.29 216:0.28 222:0.35 223:0.96 224:0.93 225:0.96 227:0.61 229:0.61 231:0.64 234:0.91 235:0.02 239:0.80 240:0.95 241:0.03 242:0.38 243:0.91 244:0.99 246:0.61 247:0.86 253:0.24 259:0.21 264:0.93 265:0.96 266:0.54 267:0.73 271:0.60 274:0.91 275:0.91 276:0.64 281:0.91 287:0.61 289:0.88 294:0.92 300:0.33\n0 11:0.88 12:0.51 17:0.18 21:0.78 27:0.55 30:0.95 34:0.62 36:0.88 37:0.32 39:0.31 43:0.61 66:0.54 69:0.92 74:0.36 85:0.72 91:0.01 98:0.08 101:0.71 108:0.83 123:0.82 127:0.06 129:0.05 135:0.61 144:0.85 146:0.13 147:0.18 149:0.29 154:0.51 159:0.08 172:0.10 173:0.94 177:0.38 178:0.55 179:0.08 187:0.87 216:0.58 222:0.48 241:0.03 243:0.63 253:0.32 259:0.21 265:0.09 267:0.36 271:0.69 300:0.08\n1 11:0.88 12:0.51 17:0.45 21:0.78 27:0.17 30:0.91 34:0.63 36:0.70 37:0.84 39:0.31 43:0.78 66:0.69 69:0.78 70:0.13 74:0.51 85:0.80 91:0.02 98:0.15 101:0.75 108:0.61 122:0.43 123:0.59 127:0.09 129:0.05 135:0.37 144:0.85 146:0.22 147:0.28 149:0.61 154:0.71 159:0.10 172:0.21 173:0.79 177:0.38 178:0.55 179:0.12 187:0.95 212:0.61 216:0.45 222:0.48 235:0.22 241:0.21 242:0.63 243:0.73 247:0.30 253:0.42 259:0.21 265:0.16 266:0.17 267:0.36 271:0.69 276:0.17 300:0.13\n1 11:0.88 12:0.51 17:0.62 21:0.78 27:0.49 30:0.95 34:0.42 36:0.41 37:0.42 39:0.31 43:0.71 66:0.54 69:0.87 74:0.38 85:0.72 91:0.03 98:0.11 101:0.73 108:0.74 123:0.72 127:0.07 129:0.05 135:0.63 144:0.85 146:0.13 147:0.18 149:0.36 154:0.61 159:0.08 172:0.10 173:0.99 177:0.38 178:0.55 179:0.09 187:0.39 202:0.36 216:0.94 222:0.48 235:0.05 241:0.32 243:0.63 253:0.35 259:0.21 265:0.11 267:0.17 271:0.69 300:0.08\n0 1:0.74 7:0.81 11:0.88 12:0.51 17:0.94 21:0.71 27:0.72 30:0.95 39:0.31 43:0.95 66:0.54 69:0.34 74:0.58 81:0.53 83:0.73 85:0.72 91:0.72 98:0.39 101:0.78 108:0.27 114:0.68 121:0.90 123:0.26 126:0.54 127:0.13 129:0.05 144:0.85 145:0.58 146:0.13 147:0.18 149:0.53 150:0.67 154:0.95 155:0.67 159:0.08 165:0.69 172:0.10 173:1.00 176:0.73 177:0.38 178:0.55 179:0.76 192:0.59 201:0.74 204:0.89 208:0.64 215:0.48 216:0.04 222:0.48 230:0.87 233:0.76 235:0.88 241:0.78 243:0.63 253:0.57 265:0.41 271:0.69 290:0.68 297:0.36 300:0.08\n0 12:0.51 17:0.49 21:0.78 27:0.45 30:0.76 34:0.59 36:0.17 37:0.50 39:0.31 43:0.24 55:0.92 66:0.13 69:0.84 70:0.15 74:0.37 91:0.03 98:0.06 108:0.69 122:0.55 123:0.67 124:0.75 127:0.16 129:0.81 133:0.67 135:0.75 145:0.49 146:0.05 147:0.05 149:0.18 154:0.17 159:0.54 163:0.98 172:0.05 173:0.61 175:0.75 177:0.05 178:0.55 179:0.88 187:0.68 212:0.95 216:0.77 222:0.48 235:0.60 241:0.24 242:0.82 243:0.34 244:0.61 245:0.37 247:0.12 253:0.33 257:0.65 259:0.21 265:0.06 266:0.12 267:0.28 271:0.69 276:0.16 277:0.69 300:0.13\n0 11:0.82 12:0.51 17:0.94 21:0.78 30:0.62 34:0.74 36:0.30 37:0.97 39:0.31 43:0.59 55:0.52 66:0.33 69:0.93 70:0.54 74:0.93 91:0.02 98:0.25 108:0.97 122:0.67 123:0.97 124:0.96 127:0.66 129:0.81 133:0.96 135:0.47 144:0.85 145:0.94 146:0.30 147:0.05 149:0.70 154:0.48 159:0.95 172:0.92 173:0.63 177:0.05 178:0.55 179:0.14 187:0.68 212:0.84 216:0.94 222:0.48 235:0.52 241:0.10 242:0.80 243:0.05 245:0.92 247:0.55 253:0.66 257:0.65 259:0.21 265:0.27 266:0.97 267:0.36 271:0.69 276:0.95 300:0.94\n1 11:0.88 12:0.51 17:0.12 21:0.78 27:0.28 30:0.62 34:0.44 36:0.90 37:0.50 39:0.31 43:0.88 55:0.71 66:0.75 69:0.52 70:0.23 74:0.68 85:0.72 91:0.02 98:0.71 101:0.74 108:0.40 122:0.67 123:0.38 127:0.22 129:0.05 135:0.71 144:0.85 146:0.59 147:0.64 149:0.59 154:0.86 159:0.21 163:0.75 172:0.32 173:0.64 177:0.38 178:0.55 179:0.81 187:0.87 212:0.30 216:0.67 222:0.48 235:0.12 241:0.18 242:0.77 243:0.77 247:0.30 253:0.51 259:0.21 265:0.71 266:0.27 267:0.65 271:0.69 276:0.29 300:0.18\n1 11:0.88 12:0.51 17:0.72 21:0.78 27:0.72 30:0.68 39:0.31 43:0.92 66:0.32 69:0.34 70:0.43 74:0.65 85:0.80 91:0.31 98:0.20 101:0.77 108:0.27 122:0.43 123:0.69 124:0.61 127:0.47 129:0.59 133:0.47 144:0.85 145:0.83 146:0.19 147:0.24 149:0.71 154:0.91 159:0.35 172:0.21 173:0.44 177:0.38 178:0.55 179:0.88 187:0.21 212:0.61 216:0.05 222:0.48 235:0.22 241:0.43 242:0.45 243:0.49 245:0.54 247:0.39 253:0.50 265:0.15 266:0.27 271:0.69 276:0.15 300:0.33\n0 11:0.88 12:0.51 17:0.61 21:0.78 27:0.43 30:0.62 34:0.93 36:0.74 37:0.71 39:0.31 43:0.68 55:0.71 66:0.61 69:0.88 70:0.34 74:0.54 85:0.72 91:0.20 98:0.26 101:0.72 108:0.76 122:0.57 123:0.75 124:0.43 127:0.21 129:0.05 133:0.39 135:0.44 144:0.85 145:0.84 146:0.34 147:0.05 149:0.41 154:0.57 159:0.33 172:0.27 173:0.92 177:0.05 178:0.55 179:0.79 187:0.68 212:0.61 216:0.61 222:0.48 235:0.88 241:0.01 242:0.63 243:0.23 245:0.42 247:0.35 253:0.44 257:0.65 259:0.21 265:0.28 266:0.23 267:0.36 271:0.69 276:0.18 300:0.25\n0 12:0.06 17:0.43 21:0.78 27:0.45 30:0.95 34:0.81 36:0.20 37:0.50 43:0.27 55:0.84 66:0.54 69:0.79 91:0.18 98:0.24 108:0.63 123:0.61 127:0.11 129:0.05 135:0.81 145:0.50 146:0.34 147:0.40 149:0.18 154:0.20 159:0.13 172:0.10 173:0.78 177:0.05 178:0.55 179:0.69 187:0.68 216:0.77 235:0.95 241:0.12 243:0.63 259:0.21 265:0.26 267:0.44 300:0.08\n0 7:0.81 12:0.06 17:0.49 21:0.30 27:0.50 30:0.43 32:0.80 34:0.83 36:0.97 37:0.60 43:0.40 55:0.71 66:0.52 69:0.53 70:0.64 81:0.69 91:0.54 98:0.78 104:0.84 106:0.81 108:0.82 120:0.53 123:0.81 124:0.65 126:0.54 127:0.78 129:0.81 133:0.67 135:0.92 140:0.80 145:0.84 146:0.87 147:0.89 149:0.76 150:0.50 151:0.46 153:0.48 154:0.31 159:0.83 162:0.80 163:0.92 164:0.72 172:0.82 173:0.30 177:0.05 178:0.42 179:0.32 187:0.39 195:0.93 202:0.60 206:0.81 212:0.22 215:0.72 216:0.86 220:1.00 230:0.87 233:0.76 235:0.31 241:0.07 242:0.82 243:0.39 245:0.90 247:0.12 248:0.46 256:0.64 259:0.21 260:0.53 265:0.78 266:0.87 267:0.59 268:0.65 276:0.83 283:0.82 285:0.62 297:0.36 300:0.55\n1 8:0.77 12:0.06 17:0.02 20:0.89 21:0.40 25:0.88 27:0.68 30:0.21 34:0.70 36:0.50 37:0.36 43:0.44 55:0.84 66:0.30 69:0.47 70:0.69 78:0.74 81:0.66 91:0.71 98:0.52 100:0.78 104:0.58 108:0.69 111:0.74 120:0.84 123:0.35 124:0.60 126:0.54 127:0.53 129:0.59 133:0.47 135:0.18 140:0.80 145:0.85 146:0.48 147:0.54 149:0.55 150:0.48 151:0.71 152:0.85 153:0.72 154:0.33 159:0.38 162:0.51 164:0.88 169:0.76 172:0.37 173:0.56 177:0.05 178:0.42 179:0.76 186:0.75 202:0.88 212:0.36 215:0.67 216:0.49 220:0.91 235:0.42 241:0.89 242:0.82 243:0.48 245:0.67 247:0.12 248:0.76 256:0.84 259:0.21 260:0.84 261:0.77 265:0.52 266:0.63 267:0.18 268:0.85 276:0.43 283:0.82 285:0.62 297:0.36 300:0.43\n1 7:0.81 8:0.92 12:0.06 17:0.43 21:0.59 27:0.72 30:0.95 32:0.80 34:0.61 36:0.55 37:0.68 43:0.49 55:0.92 66:0.54 69:0.34 81:0.58 91:0.80 98:0.89 104:0.58 108:0.27 120:0.73 123:0.26 126:0.54 127:0.45 129:0.05 135:0.28 140:0.80 145:0.58 146:0.39 147:0.45 149:0.22 150:0.43 151:0.66 153:0.48 154:0.38 159:0.15 162:0.59 164:0.80 172:0.10 173:0.78 177:0.05 178:0.42 179:1.00 191:0.75 195:0.53 202:0.75 215:0.55 216:0.34 220:0.74 230:0.87 233:0.76 235:0.68 241:0.90 243:0.63 248:0.66 256:0.75 259:0.21 260:0.74 265:0.89 267:0.94 268:0.75 285:0.62 297:0.36 300:0.08\n0 12:0.06 17:0.49 21:0.78 27:0.45 30:0.76 34:0.50 36:0.46 37:0.50 43:0.26 55:0.71 66:0.52 69:0.82 70:0.29 91:0.20 98:0.40 108:0.67 123:0.65 124:0.50 127:0.18 129:0.59 133:0.47 135:0.85 145:0.47 146:0.58 147:0.64 149:0.33 154:0.18 159:0.34 163:0.86 172:0.27 173:0.78 177:0.05 178:0.55 179:0.67 187:0.68 212:0.23 216:0.77 235:0.74 241:0.27 242:0.82 243:0.61 245:0.48 247:0.12 259:0.21 265:0.42 266:0.38 267:0.65 276:0.31 300:0.25\n0 12:0.06 17:0.49 25:0.88 27:0.72 30:0.76 34:0.40 36:0.39 43:0.35 55:0.84 66:0.36 69:0.62 70:0.15 81:0.79 91:0.72 98:0.32 104:0.54 108:0.47 120:0.69 123:0.45 124:0.52 126:0.54 127:0.46 129:0.59 133:0.47 135:0.24 140:0.45 145:0.41 146:0.30 147:0.36 149:0.25 150:0.59 151:0.66 153:0.48 154:0.26 159:0.30 162:0.86 163:0.96 164:0.57 172:0.10 173:0.76 177:0.05 179:0.99 187:0.21 202:0.36 212:0.95 215:0.96 216:0.14 235:0.02 241:0.84 242:0.82 243:0.51 245:0.37 247:0.12 248:0.63 256:0.45 260:0.70 265:0.35 266:0.12 267:0.89 268:0.46 276:0.15 285:0.62 297:0.36 300:0.13\n0 6:0.84 7:0.81 8:0.79 12:0.06 17:0.62 20:0.80 21:0.30 25:0.88 27:0.72 30:0.45 32:0.80 34:0.44 36:0.41 37:0.82 43:0.34 55:0.52 66:0.27 69:0.65 70:0.25 78:0.81 81:0.82 91:0.78 98:0.26 100:0.87 104:0.54 108:0.50 111:0.82 120:0.61 123:0.48 124:0.61 126:0.54 127:0.31 129:0.59 133:0.47 135:0.34 140:0.45 145:0.74 146:0.23 147:0.29 149:0.30 150:0.61 151:0.54 152:0.79 153:0.48 154:0.25 159:0.21 162:0.76 163:0.81 164:0.80 169:0.85 172:0.10 173:0.87 177:0.05 179:0.96 186:0.81 189:0.85 191:0.85 195:0.57 202:0.71 212:0.61 215:0.72 216:0.30 220:0.87 230:0.87 233:0.76 235:0.42 238:0.96 241:0.85 242:0.82 243:0.46 245:0.40 247:0.12 248:0.55 256:0.75 259:0.21 260:0.62 261:0.81 265:0.28 266:0.17 267:0.52 268:0.76 276:0.16 285:0.62 297:0.36 300:0.18\n4 6:0.97 8:0.93 12:0.06 17:0.02 20:0.97 27:0.11 30:0.45 34:0.18 36:0.25 37:0.87 43:0.49 55:0.84 66:0.27 69:0.21 70:0.25 78:0.92 81:0.79 91:0.95 98:0.36 100:1.00 108:0.77 111:0.99 120:0.95 123:0.75 124:0.72 126:0.54 127:0.85 129:0.81 133:0.67 135:0.17 140:0.45 146:0.05 147:0.05 149:0.28 150:0.59 151:0.82 152:0.91 153:0.48 154:0.38 159:0.47 162:0.58 163:0.89 164:0.96 169:1.00 172:0.10 173:0.30 177:0.05 179:0.98 186:0.92 189:0.97 191:0.86 202:0.94 212:0.61 215:0.96 216:0.49 235:0.02 238:0.99 241:0.88 242:0.82 243:0.29 245:0.38 247:0.12 248:0.93 256:0.95 259:0.21 260:0.95 261:0.99 265:0.38 266:0.17 267:0.69 268:0.95 276:0.21 283:0.82 285:0.62 297:0.36 300:0.18\n1 12:0.06 17:0.84 20:0.82 21:0.05 25:0.88 27:0.72 30:0.68 34:0.45 36:0.46 43:0.49 55:0.71 66:0.79 69:0.23 70:0.31 78:0.72 81:0.77 91:0.81 98:0.84 100:0.73 104:0.58 108:0.18 111:0.72 120:0.61 123:0.18 126:0.54 127:0.35 129:0.05 135:0.70 140:0.45 146:0.62 147:0.68 149:0.47 150:0.57 151:0.56 152:0.78 153:0.77 154:0.38 159:0.23 162:0.68 164:0.64 169:0.72 172:0.41 173:0.46 177:0.05 179:0.84 186:0.73 202:0.54 212:0.42 215:0.91 216:0.10 220:0.62 235:0.05 241:0.84 242:0.82 243:0.80 247:0.12 248:0.55 256:0.45 259:0.21 260:0.62 261:0.73 265:0.84 266:0.27 267:0.73 268:0.57 276:0.35 283:0.60 285:0.62 297:0.36 300:0.25\n0 6:0.79 8:0.63 12:0.06 17:0.02 20:0.89 21:0.78 25:0.88 27:0.72 34:0.56 36:0.23 78:0.77 91:0.93 100:0.79 104:0.58 111:0.76 120:0.75 135:0.77 140:0.87 151:0.70 152:0.84 153:0.69 162:0.50 164:0.79 169:0.77 175:0.75 178:0.48 186:0.78 189:0.81 202:0.81 216:0.25 220:0.62 238:0.87 241:0.94 244:0.61 248:0.68 256:0.73 257:0.65 259:0.21 260:0.76 261:0.80 267:0.65 268:0.74 277:0.69 285:0.62\n0 6:0.84 7:0.81 8:0.66 12:0.06 17:0.09 20:0.96 21:0.30 27:0.21 30:0.38 34:0.64 36:0.87 37:0.74 43:0.52 55:0.59 66:0.63 69:0.10 70:0.55 78:0.86 81:0.69 91:0.71 98:0.77 100:0.94 104:0.84 106:0.81 108:0.67 111:0.89 120:0.88 123:0.65 124:0.48 126:0.54 127:0.45 129:0.59 133:0.47 135:0.19 140:0.45 146:0.54 147:0.60 149:0.63 150:0.50 151:0.80 152:0.95 153:0.93 154:0.41 159:0.61 162:0.58 164:0.83 169:0.90 172:0.63 173:0.13 177:0.05 179:0.56 186:0.87 187:0.39 189:0.86 202:0.79 206:0.81 212:0.18 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.95 241:0.62 242:0.82 243:0.32 245:0.75 247:0.12 248:0.82 256:0.77 259:0.21 260:0.88 261:0.92 265:0.77 266:0.75 267:0.88 268:0.79 276:0.60 283:0.82 285:0.62 297:0.36 300:0.43\n0 7:0.81 8:0.78 12:0.06 17:0.72 20:0.83 21:0.22 27:0.11 30:0.62 32:0.80 34:0.61 36:0.75 37:0.86 43:0.40 55:0.52 66:0.25 69:0.53 70:0.65 78:0.76 81:0.72 91:0.53 98:0.69 100:0.81 104:0.93 106:0.81 108:0.41 111:0.76 120:0.74 123:0.76 124:0.79 126:0.54 127:0.71 129:0.93 133:0.84 135:0.61 140:0.45 145:0.63 146:0.64 147:0.69 149:0.86 150:0.53 151:0.71 152:0.79 153:0.72 154:0.30 159:0.74 162:0.83 164:0.77 169:0.79 172:0.79 173:0.37 177:0.05 179:0.29 186:0.77 187:0.39 191:0.83 195:0.88 202:0.66 206:0.81 212:0.69 215:0.79 216:0.84 230:0.87 233:0.76 235:0.22 241:0.52 242:0.82 243:0.57 245:0.87 247:0.12 248:0.67 256:0.71 259:0.21 260:0.75 261:0.77 265:0.41 266:0.80 267:0.82 268:0.72 276:0.84 283:0.82 285:0.62 297:0.36 300:0.70\n1 6:0.96 7:0.81 8:0.86 12:0.06 17:0.38 20:0.83 21:0.54 27:0.40 30:0.62 34:0.19 36:0.77 37:0.81 43:0.28 55:0.96 66:0.20 69:0.77 70:0.54 78:0.81 81:0.61 91:0.73 98:0.27 100:0.89 104:0.58 108:0.88 111:0.83 120:0.81 123:0.87 124:0.85 126:0.54 127:0.37 129:0.93 133:0.84 135:0.42 140:0.87 145:0.44 146:0.43 147:0.50 149:0.40 150:0.45 151:0.71 152:0.79 153:0.48 154:0.21 159:0.65 162:0.51 163:0.98 164:0.84 169:0.86 172:0.21 173:0.66 177:0.05 178:0.48 179:0.76 186:0.82 189:0.97 191:0.73 202:0.85 212:0.28 215:0.58 216:0.33 220:0.96 230:0.87 233:0.76 235:0.60 238:0.96 241:0.79 242:0.82 243:0.34 245:0.49 247:0.12 248:0.73 256:0.80 259:0.21 260:0.81 261:0.82 265:0.30 266:0.63 267:1.00 268:0.80 276:0.42 285:0.62 297:0.36 300:0.43\n1 8:0.95 12:0.06 17:0.34 20:0.86 21:0.78 25:0.88 27:0.60 30:0.76 34:0.34 36:0.42 37:0.78 43:0.47 55:0.59 66:0.36 69:0.37 70:0.15 78:0.74 91:0.90 98:0.25 100:0.78 104:0.58 108:0.29 111:0.74 120:0.59 123:0.28 124:0.52 127:0.56 129:0.59 133:0.47 135:0.17 140:0.96 146:0.24 147:0.30 149:0.27 151:0.53 152:0.82 153:0.46 154:0.36 159:0.28 162:0.48 163:0.79 164:0.72 169:0.76 172:0.10 173:0.57 177:0.05 178:0.54 179:0.99 186:0.75 202:0.80 212:0.95 216:0.16 220:0.87 235:0.22 241:0.96 242:0.82 243:0.51 245:0.37 247:0.12 248:0.52 256:0.68 259:0.21 260:0.60 261:0.76 265:0.27 266:0.12 267:0.69 268:0.66 276:0.14 285:0.62 300:0.13\n1 8:0.70 12:0.06 17:0.03 20:0.95 21:0.78 25:0.88 27:0.63 30:0.95 34:0.53 36:1.00 37:0.32 43:0.46 55:0.96 66:0.13 69:0.44 78:0.74 91:0.81 98:0.08 100:0.78 104:0.58 108:0.34 111:0.74 120:0.94 123:0.32 124:0.75 127:0.34 129:0.81 133:0.67 135:0.37 140:0.87 146:0.05 147:0.05 149:0.24 151:0.80 152:0.90 153:0.92 154:0.35 159:0.38 162:0.55 163:0.97 164:0.94 169:0.76 172:0.05 173:0.46 177:0.05 178:0.48 179:0.98 186:0.75 202:0.93 212:0.95 216:0.62 235:0.52 238:0.89 241:0.88 242:0.82 243:0.34 245:0.37 247:0.12 248:0.91 256:0.92 259:0.21 260:0.94 261:0.77 265:0.08 266:0.12 267:0.65 268:0.92 276:0.19 283:0.82 285:0.62 300:0.08\n0 6:0.81 8:0.80 12:0.06 17:0.83 20:0.87 21:0.30 25:0.88 27:0.72 30:0.21 34:0.45 36:0.62 43:0.46 55:0.59 66:0.80 69:0.41 70:0.67 78:0.75 81:0.69 91:0.73 98:0.94 100:0.78 104:0.58 108:0.32 111:0.75 120:0.71 123:0.31 126:0.54 127:0.61 129:0.05 135:0.28 140:0.45 146:0.67 147:0.72 149:0.49 150:0.50 151:0.66 152:0.84 153:0.48 154:0.35 159:0.26 162:0.86 164:0.67 169:0.76 172:0.45 173:0.64 177:0.05 179:0.87 186:0.76 187:0.21 202:0.50 212:0.55 215:0.72 216:0.08 220:0.87 235:0.31 241:0.86 242:0.82 243:0.82 247:0.12 248:0.64 256:0.58 259:0.21 260:0.72 261:0.77 265:0.94 266:0.27 267:0.44 268:0.59 276:0.36 285:0.62 297:0.36 300:0.43\n2 6:0.87 8:0.76 12:0.06 17:0.28 20:0.79 21:0.78 27:0.21 30:0.62 34:0.80 36:0.92 37:0.74 43:0.39 55:0.92 66:0.23 69:0.56 70:0.65 78:0.87 91:0.46 98:0.27 100:0.90 108:0.91 111:0.87 120:0.76 123:0.90 124:0.88 127:0.51 129:0.95 133:0.87 135:0.58 140:0.80 146:0.45 147:0.52 149:0.47 151:0.66 152:0.92 153:0.48 154:0.30 159:0.77 162:0.48 163:0.94 164:0.70 169:0.90 172:0.32 173:0.35 177:0.05 178:0.42 179:0.68 186:0.87 187:0.39 189:1.00 202:0.77 212:0.27 216:0.95 235:0.52 238:0.90 241:0.32 242:0.82 243:0.27 245:0.56 247:0.12 248:0.69 256:0.64 259:0.21 260:0.77 261:0.91 265:0.29 266:0.84 267:0.44 268:0.63 276:0.52 283:0.82 285:0.62 300:0.55\n1 11:0.88 12:0.51 17:0.26 21:0.78 27:0.45 30:0.91 34:0.80 36:0.19 37:0.50 43:0.76 66:0.27 69:0.82 70:0.13 74:0.49 85:0.80 91:0.05 98:0.08 101:0.73 108:0.66 122:0.43 123:0.64 124:0.61 127:0.13 129:0.59 133:0.47 135:0.60 144:0.85 145:0.49 146:0.13 147:0.18 149:0.55 154:0.68 159:0.25 163:0.88 172:0.10 173:0.73 177:0.38 178:0.55 179:0.66 187:0.68 212:0.61 216:0.77 222:0.99 235:0.80 241:0.52 242:0.63 243:0.46 245:0.40 247:0.30 253:0.41 259:0.21 265:0.08 266:0.17 267:0.28 271:0.19 276:0.12 300:0.13\n1 8:0.61 11:0.88 12:0.51 17:0.03 20:0.95 21:0.54 27:0.55 30:0.45 32:0.72 34:0.86 36:0.27 37:0.32 43:0.80 55:0.84 66:0.67 69:0.41 70:0.57 74:0.43 78:0.97 81:0.49 85:0.72 91:0.35 98:0.75 100:0.73 101:0.72 104:0.93 106:0.81 108:0.31 111:0.94 123:0.30 124:0.47 126:0.32 127:0.49 129:0.05 133:0.62 135:0.81 144:0.85 145:0.69 146:0.82 147:0.85 149:0.67 150:0.39 152:0.88 154:0.74 159:0.53 163:0.75 169:0.72 172:0.57 173:0.37 177:0.38 178:0.55 179:0.67 186:0.97 187:0.87 195:0.72 206:0.81 212:0.16 215:0.58 216:0.62 222:0.99 235:0.60 241:0.01 242:0.78 243:0.72 245:0.57 247:0.39 253:0.37 259:0.21 261:0.92 265:0.75 266:0.63 267:0.52 271:0.19 276:0.52 283:0.71 297:0.36 300:0.43\n1 11:0.88 12:0.51 17:0.77 21:0.78 27:0.26 30:0.71 34:0.90 36:0.88 37:0.64 43:0.67 55:0.92 66:0.82 69:0.75 70:0.24 74:0.44 85:0.80 91:0.64 98:0.79 101:0.75 106:0.81 108:0.59 123:0.56 127:0.28 129:0.05 135:0.80 144:0.85 145:0.42 146:0.85 147:0.88 149:0.59 154:0.56 159:0.42 163:0.94 172:0.48 173:0.75 177:0.38 178:0.55 179:0.72 187:0.68 206:0.81 212:0.61 216:0.40 222:0.99 235:0.42 241:0.03 242:0.73 243:0.83 247:0.39 253:0.38 259:0.21 265:0.79 266:0.38 267:0.44 271:0.19 276:0.40 300:0.18\n1 11:0.88 12:0.51 17:0.84 21:0.78 27:0.43 30:0.85 34:0.58 36:0.88 37:0.42 43:0.77 66:0.89 69:0.79 70:0.27 74:0.77 85:0.95 91:0.60 98:0.80 101:0.84 104:0.99 106:0.81 108:0.63 122:0.43 123:0.60 127:0.28 129:0.05 135:0.65 144:0.85 145:0.42 146:0.88 147:0.90 149:0.88 154:0.70 159:0.47 163:0.81 172:0.70 173:0.77 177:0.38 178:0.55 179:0.47 187:0.68 206:0.81 212:0.57 216:0.41 222:0.99 235:0.42 241:0.03 242:0.63 243:0.90 247:0.30 253:0.56 259:0.21 265:0.80 266:0.47 267:0.36 271:0.19 276:0.58 300:0.25\n1 8:0.59 12:0.51 17:0.47 21:0.74 27:0.12 30:0.76 34:0.73 36:0.38 37:0.78 43:0.25 55:0.96 66:0.13 69:0.83 70:0.29 81:0.33 91:0.12 98:0.16 104:0.95 106:0.81 108:0.93 117:0.86 120:0.55 123:0.92 124:0.89 126:0.32 127:0.37 129:0.95 133:0.87 135:0.20 140:0.45 145:0.49 146:0.05 147:0.05 149:0.23 150:0.30 151:0.48 153:0.48 154:0.18 159:0.82 162:0.86 163:0.97 164:0.55 172:0.10 173:0.61 175:0.75 177:0.05 179:0.88 187:0.95 190:0.77 202:0.36 206:0.81 212:0.23 215:0.46 216:0.81 220:0.96 222:0.99 232:0.97 235:0.88 241:0.30 242:0.82 243:0.21 244:0.61 245:0.40 247:0.12 248:0.48 253:0.20 256:0.45 257:0.65 259:0.21 260:0.55 265:0.18 266:0.38 267:0.44 268:0.46 271:0.19 276:0.31 277:0.69 285:0.50 297:0.36 300:0.25\n1 1:0.74 11:0.88 12:0.51 17:0.51 21:0.22 27:0.57 30:0.95 34:0.47 36:0.35 37:0.31 43:0.96 60:0.87 66:0.54 69:0.15 74:0.58 81:0.82 83:0.85 85:0.72 91:0.20 98:0.15 101:0.76 104:0.98 108:0.12 114:0.90 123:0.12 126:0.54 127:0.09 129:0.05 135:0.58 144:0.85 145:0.38 146:0.13 147:0.18 149:0.53 150:0.89 154:0.96 155:0.67 158:0.87 159:0.08 165:0.86 172:0.10 173:0.57 176:0.73 177:0.38 178:0.55 179:0.16 187:0.95 192:0.59 201:0.74 208:0.64 215:0.79 216:0.90 222:0.99 235:0.31 241:0.12 243:0.63 253:0.69 259:0.21 265:0.16 267:0.23 271:0.19 279:0.86 283:0.71 290:0.90 297:0.36 300:0.08\n1 11:0.88 12:0.51 17:0.06 21:0.13 27:0.33 30:0.62 32:0.72 34:0.82 36:0.36 37:0.41 43:0.76 55:0.84 66:0.47 69:0.79 70:0.34 74:0.40 81:0.83 85:0.72 91:0.44 98:0.37 101:0.73 108:0.63 123:0.61 124:0.52 126:0.32 127:0.21 129:0.05 133:0.39 135:0.95 144:0.85 145:0.47 146:0.39 147:0.34 149:0.52 150:0.62 154:0.68 159:0.27 163:0.89 172:0.21 173:0.86 177:0.05 178:0.55 179:0.81 187:0.68 195:0.65 212:0.30 215:0.84 216:0.88 222:0.99 235:0.12 241:0.05 242:0.63 243:0.37 245:0.46 247:0.35 253:0.36 257:0.65 259:0.21 265:0.39 266:0.27 267:0.91 271:0.19 276:0.26 297:0.36 300:0.25\n2 11:0.88 12:0.51 17:0.22 21:0.78 27:0.33 30:0.76 34:1.00 36:0.43 37:0.69 43:0.85 66:0.64 69:0.61 70:0.29 74:0.61 85:0.85 91:0.15 98:0.56 101:0.79 108:0.47 122:0.43 123:0.45 124:0.42 127:0.29 129:0.05 133:0.39 135:0.51 144:0.85 145:0.61 146:0.54 147:0.60 149:0.75 154:0.82 159:0.31 163:0.81 172:0.32 173:0.68 177:0.38 178:0.55 179:0.84 187:0.68 212:0.52 216:0.76 222:0.99 235:0.52 241:0.27 242:0.73 243:0.69 245:0.43 247:0.30 253:0.48 259:0.21 265:0.58 266:0.23 267:0.65 271:0.19 276:0.28 300:0.25\n1 11:0.88 12:0.51 17:0.08 21:0.13 27:0.69 30:0.62 32:0.72 34:0.82 36:0.37 37:0.44 43:0.76 55:0.84 66:0.47 69:0.79 70:0.34 74:0.40 81:0.83 85:0.72 91:0.48 98:0.37 101:0.73 108:0.63 123:0.61 124:0.52 126:0.32 127:0.21 129:0.05 133:0.39 135:0.94 144:0.85 145:0.47 146:0.39 147:0.34 149:0.52 150:0.62 154:0.68 159:0.27 163:0.89 172:0.21 173:0.86 177:0.05 178:0.55 179:0.81 187:0.68 195:0.65 212:0.30 215:0.84 216:0.25 222:0.99 235:0.12 241:0.05 242:0.63 243:0.37 245:0.46 247:0.35 253:0.36 257:0.65 259:0.21 265:0.39 266:0.27 267:0.88 271:0.19 276:0.26 297:0.36 300:0.25\n2 11:0.88 12:0.51 17:0.82 21:0.78 27:1.00 30:0.76 34:0.50 36:0.60 37:0.40 43:0.82 60:0.87 66:0.72 69:0.68 70:0.22 74:0.63 83:0.83 85:0.80 91:0.31 98:0.17 101:0.75 108:0.52 122:0.41 123:0.50 127:0.10 129:0.05 135:0.20 144:0.85 145:0.82 146:0.24 147:0.30 149:0.65 154:0.77 155:0.67 158:0.87 159:0.11 172:0.27 173:0.71 177:0.38 178:0.55 179:0.13 187:0.39 192:0.59 208:0.64 212:0.78 216:0.10 222:0.99 235:0.52 241:0.61 242:0.45 243:0.75 247:0.35 253:0.49 259:0.21 265:0.19 266:0.17 267:0.23 271:0.19 276:0.23 279:0.86 283:0.71 300:0.18\n1 8:0.60 11:0.88 12:0.51 17:0.32 20:0.99 21:0.78 27:0.14 30:0.95 34:0.28 36:0.35 37:0.67 43:0.82 55:0.59 66:0.99 69:0.60 70:0.15 74:0.43 78:0.86 85:0.72 91:0.42 98:0.97 100:0.73 101:0.69 104:0.82 106:0.81 108:0.46 111:0.83 120:0.58 123:0.44 127:0.75 129:0.05 135:0.78 140:0.45 144:0.85 145:0.52 146:0.99 147:0.99 149:0.94 151:0.52 152:0.90 153:0.48 154:0.77 159:0.82 162:0.86 164:0.55 169:0.72 172:0.98 173:0.38 177:0.38 179:0.13 186:0.86 187:0.39 190:0.77 202:0.36 206:0.81 212:0.94 216:0.93 220:0.87 222:0.99 235:0.12 241:0.53 242:0.82 243:0.99 247:0.39 248:0.52 253:0.38 256:0.45 259:0.21 260:0.58 261:0.84 265:0.97 266:0.23 267:0.97 268:0.46 271:0.19 276:0.96 285:0.50 300:0.43\n1 11:0.88 12:0.51 17:0.40 21:0.78 27:0.43 30:0.76 34:0.88 36:0.19 37:0.35 43:0.21 66:0.20 69:0.98 70:0.22 74:0.32 85:0.80 91:0.01 98:0.05 101:0.64 108:0.97 122:0.41 123:0.97 124:0.73 127:0.11 129:0.59 133:0.64 135:0.76 144:0.85 145:0.44 146:0.13 147:0.05 149:0.19 154:0.14 159:0.46 163:0.88 172:0.10 173:0.86 177:0.05 178:0.55 179:0.23 187:0.95 212:0.42 216:0.82 222:0.99 235:0.42 242:0.45 243:0.26 245:0.40 247:0.35 253:0.29 257:0.65 259:0.21 265:0.05 266:0.23 267:0.36 271:0.19 276:0.18 300:0.18\n1 8:0.82 11:0.88 12:0.51 17:0.93 21:0.78 27:0.44 30:0.86 34:0.78 36:0.67 37:0.45 43:0.58 55:0.52 66:0.97 69:0.84 70:0.23 74:0.42 85:0.80 91:0.46 98:0.50 101:0.69 108:0.69 123:0.67 124:0.36 127:0.26 129:0.05 133:0.39 135:0.68 144:0.85 145:0.56 146:0.95 147:0.96 149:0.91 154:0.47 159:0.86 172:0.97 173:0.52 177:0.38 178:0.55 179:0.12 187:0.21 212:0.94 216:0.41 222:0.99 235:0.95 242:0.82 243:0.97 245:0.80 247:0.47 253:0.37 259:0.21 265:0.51 266:0.23 267:0.69 271:0.19 276:0.89 300:0.55\n2 11:0.88 12:0.51 17:0.05 21:0.13 27:0.33 30:0.62 32:0.72 34:0.76 36:0.36 37:0.41 43:0.76 55:0.84 66:0.47 69:0.79 70:0.34 74:0.40 81:0.83 85:0.72 91:0.44 98:0.37 101:0.73 108:0.63 123:0.61 124:0.52 126:0.32 127:0.21 129:0.05 133:0.39 135:0.95 144:0.85 145:0.47 146:0.40 147:0.34 149:0.52 150:0.62 154:0.67 159:0.27 163:0.89 172:0.21 173:0.86 177:0.05 178:0.55 179:0.81 187:0.68 195:0.65 212:0.30 215:0.84 216:0.88 222:0.99 235:0.12 241:0.12 242:0.63 243:0.37 245:0.46 247:0.35 253:0.36 257:0.65 259:0.21 265:0.39 266:0.27 267:0.91 271:0.19 276:0.26 297:0.36 300:0.25\n2 6:0.83 7:0.76 8:0.85 11:0.88 12:0.51 17:0.36 20:0.99 21:0.40 27:0.21 30:0.33 34:0.59 36:0.79 37:0.74 43:0.90 66:0.12 69:0.12 70:0.69 74:0.53 78:1.00 81:0.61 85:0.80 91:0.37 98:0.21 100:0.98 101:0.71 104:0.84 106:0.81 108:0.10 111:0.99 120:0.81 122:0.43 123:0.92 124:0.72 126:0.32 127:0.40 129:0.59 133:0.64 135:0.24 140:0.45 144:0.85 146:0.29 147:0.35 149:0.67 150:0.45 151:0.70 152:0.90 153:0.91 154:0.89 159:0.81 162:0.57 164:0.79 169:0.98 172:0.21 173:0.09 177:0.38 179:0.86 186:1.00 187:0.39 189:0.85 190:0.77 202:0.76 206:0.81 212:0.42 215:0.67 216:0.95 220:0.62 222:0.99 230:0.78 233:0.69 235:0.42 238:0.89 241:0.47 242:0.45 243:0.49 245:0.48 247:0.47 248:0.73 253:0.43 256:0.73 259:0.21 260:0.81 261:0.96 265:0.15 266:0.38 267:0.59 268:0.75 271:0.19 276:0.24 277:0.69 283:0.71 285:0.50 297:0.36 300:0.43\n2 6:0.96 8:0.85 9:0.80 11:0.57 12:0.69 17:0.03 20:0.99 21:0.78 27:0.59 28:0.66 30:0.89 32:0.80 34:0.53 36:0.57 37:0.31 39:0.79 41:0.98 43:0.76 55:0.92 60:0.95 66:0.61 69:0.76 70:0.15 74:0.77 77:0.70 78:0.88 83:0.89 85:0.80 91:0.81 96:0.97 98:0.73 100:0.92 101:0.78 108:0.60 111:0.88 120:0.93 122:0.57 123:0.57 124:0.43 127:0.48 129:0.05 133:0.39 135:0.61 140:0.45 145:0.91 146:0.58 147:0.05 149:0.61 151:0.98 152:0.92 153:0.93 154:0.67 155:0.67 158:0.87 159:0.30 161:0.82 162:0.52 163:0.81 164:0.92 167:0.99 169:0.89 172:0.27 173:0.91 177:0.05 179:0.93 181:0.56 186:0.88 189:0.97 191:0.85 192:0.59 195:0.58 202:0.92 208:0.64 212:0.30 216:0.52 222:0.48 235:0.60 238:0.93 241:0.94 242:0.63 243:0.23 245:0.42 247:0.35 248:0.97 253:0.97 255:0.79 256:0.90 257:0.65 259:0.21 260:0.94 261:0.90 265:0.73 266:0.27 267:0.79 268:0.90 276:0.27 279:0.86 282:0.88 283:0.71 285:0.62 299:0.88 300:0.13\n2 1:0.74 9:0.80 11:0.57 12:0.69 17:0.08 21:0.40 27:0.28 28:0.66 30:0.62 34:0.29 36:0.86 37:0.55 39:0.79 41:0.90 43:0.98 66:0.61 69:0.15 70:0.34 74:0.58 81:0.60 83:0.78 85:0.80 91:0.53 96:0.85 98:0.26 101:0.76 108:0.12 114:0.82 120:0.76 122:0.43 123:0.12 124:0.43 126:0.54 127:0.39 129:0.05 133:0.39 135:0.39 140:0.45 146:0.30 147:0.36 149:0.72 150:0.76 151:0.92 153:0.72 154:0.98 155:0.67 159:0.39 161:0.82 162:0.59 164:0.73 165:0.83 167:0.87 172:0.27 173:0.25 176:0.73 177:0.38 179:0.92 181:0.56 187:0.21 192:0.59 201:0.74 202:0.68 208:0.64 212:0.84 215:0.67 216:0.67 222:0.48 235:0.52 241:0.74 242:0.63 243:0.68 245:0.42 247:0.35 248:0.83 253:0.83 255:0.79 256:0.64 259:0.21 260:0.76 265:0.28 266:0.17 267:0.28 268:0.68 276:0.15 285:0.62 290:0.82 297:0.36 300:0.25\n2 1:0.74 6:0.96 8:0.92 9:0.80 11:0.57 12:0.69 17:0.02 20:0.80 21:0.13 27:0.28 28:0.66 30:0.76 34:0.28 36:0.41 37:0.55 39:0.79 41:0.90 43:0.83 66:0.36 69:0.65 70:0.22 74:0.50 78:0.81 81:0.75 83:0.81 85:0.80 91:0.42 96:0.89 98:0.29 100:0.87 101:0.75 108:0.80 111:0.82 114:0.92 120:0.89 122:0.41 123:0.79 124:0.57 126:0.54 127:0.50 129:0.59 133:0.47 135:0.56 140:0.80 146:0.13 147:0.18 149:0.59 150:0.84 151:0.93 152:0.98 153:0.78 154:0.80 155:0.67 159:0.48 161:0.82 162:0.59 163:0.89 164:0.87 165:0.88 167:0.76 169:0.99 172:0.16 173:0.66 176:0.73 177:0.38 179:0.96 181:0.56 186:0.82 187:0.39 192:0.59 201:0.74 202:0.84 208:0.64 212:0.42 215:0.84 216:0.67 220:0.74 222:0.48 235:0.22 241:0.63 242:0.45 243:0.40 245:0.43 247:0.35 248:0.88 253:0.87 255:0.79 256:0.84 259:0.21 260:0.89 261:0.98 265:0.31 266:0.23 267:0.44 268:0.84 276:0.15 283:0.82 285:0.62 290:0.92 297:0.36 300:0.18\n1 8:0.65 11:0.57 12:0.69 17:0.24 21:0.78 27:0.45 28:0.66 30:0.20 34:0.66 36:0.25 37:0.50 39:0.79 43:0.76 55:0.71 66:0.24 69:0.76 70:0.97 74:0.61 85:0.72 91:0.08 98:0.31 101:0.69 108:0.60 123:0.57 124:0.89 127:0.38 129:0.05 133:0.89 135:0.78 145:0.42 146:0.61 147:0.67 149:0.69 154:0.68 159:0.76 161:0.82 167:0.68 172:0.51 173:0.58 177:0.38 178:0.55 179:0.40 181:0.56 187:0.68 212:0.48 216:0.77 222:0.48 235:0.60 241:0.35 242:0.78 243:0.44 245:0.70 247:0.55 253:0.48 259:0.21 265:0.33 266:0.87 267:0.44 276:0.68 300:0.94\n2 1:0.74 6:0.96 7:0.81 8:0.86 9:0.80 11:0.57 12:0.69 17:0.32 20:0.99 21:0.30 27:0.21 28:0.66 30:0.17 34:0.34 36:0.84 37:0.74 39:0.79 41:0.92 43:0.98 55:0.71 60:0.95 66:0.35 69:0.12 70:0.90 74:0.88 78:0.87 81:0.65 83:0.82 85:0.91 91:0.62 96:0.92 98:0.62 100:0.89 101:0.77 104:0.84 106:0.81 108:0.10 111:0.86 114:0.86 117:0.86 120:0.85 121:0.90 123:0.10 124:0.82 126:0.54 127:0.64 129:0.89 133:0.83 135:0.30 140:0.45 146:0.91 147:0.92 149:0.85 150:0.79 151:0.96 152:1.00 153:0.86 154:0.98 155:0.67 158:0.92 159:0.81 161:0.82 162:0.73 164:0.80 165:0.84 167:0.63 169:0.84 172:0.75 173:0.09 176:0.73 177:0.38 179:0.32 181:0.56 186:0.87 187:0.39 189:0.99 192:0.59 201:0.74 202:0.72 204:0.89 206:0.81 208:0.64 212:0.42 215:0.72 216:0.95 222:0.48 230:0.87 232:0.91 233:0.76 235:0.42 238:0.91 241:0.12 242:0.57 243:0.51 245:0.85 247:0.60 248:0.91 253:0.93 255:0.79 256:0.73 259:0.21 260:0.86 261:0.89 265:0.63 266:0.84 267:0.87 268:0.76 276:0.81 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.70\n1 1:0.74 6:0.96 7:0.81 8:0.62 9:0.80 11:0.57 12:0.69 17:0.38 20:0.99 21:0.47 27:0.21 28:0.66 30:0.13 34:0.53 36:0.87 37:0.74 39:0.79 43:0.79 55:0.42 66:0.20 69:0.17 70:0.83 74:0.91 76:0.85 78:0.80 81:0.54 85:0.80 91:0.22 96:0.76 98:0.50 100:0.82 101:0.73 104:0.92 106:0.81 108:0.14 111:0.79 114:0.80 117:0.86 120:0.65 122:0.43 123:0.83 124:0.79 126:0.54 127:0.57 129:0.89 133:0.78 135:0.20 140:0.45 146:0.66 147:0.71 149:0.72 150:0.64 151:0.69 152:1.00 153:0.48 154:0.92 155:0.67 158:0.86 159:0.67 161:0.82 162:0.65 164:0.69 167:0.65 169:0.84 172:0.61 173:0.15 176:0.73 177:0.38 179:0.41 181:0.56 186:0.81 187:0.39 192:0.59 201:0.74 202:0.61 204:0.89 206:0.81 208:0.64 212:0.40 215:0.63 216:0.95 220:0.82 222:0.48 230:0.83 232:0.85 233:0.66 235:0.60 241:0.21 242:0.43 243:0.48 245:0.82 247:0.55 248:0.69 253:0.82 255:0.79 256:0.58 259:0.21 260:0.65 261:0.89 265:0.46 266:0.63 267:0.52 268:0.62 276:0.74 279:0.86 283:0.71 285:0.62 290:0.80 297:0.36 300:0.55\n3 1:0.74 6:0.96 8:0.93 9:0.80 11:0.57 12:0.69 20:0.98 21:0.05 27:0.28 28:0.66 30:0.58 34:0.44 36:0.60 37:0.55 39:0.79 41:1.00 43:0.83 60:0.95 66:0.18 69:0.65 70:0.60 74:0.64 78:0.97 81:0.81 83:0.90 85:0.85 91:0.97 96:0.99 98:0.17 100:1.00 101:0.72 108:0.95 111:1.00 114:0.95 120:0.98 122:0.41 123:0.95 124:0.82 126:0.54 127:0.83 129:0.81 133:0.76 135:0.42 138:0.99 140:0.45 146:0.13 147:0.18 149:0.58 150:0.88 151:1.00 152:0.98 153:0.99 154:0.80 155:0.67 158:0.92 159:0.87 161:0.82 162:0.65 163:0.90 164:0.98 165:0.90 167:0.98 169:0.99 172:0.16 173:0.38 176:0.73 177:0.38 179:0.89 181:0.56 186:0.96 189:0.97 191:0.89 192:0.59 201:0.74 202:0.96 208:0.64 212:0.37 215:0.91 216:0.67 222:0.48 235:0.12 238:0.98 241:0.90 242:0.16 243:0.29 245:0.48 247:0.60 248:0.99 253:0.99 255:0.79 256:0.97 259:0.21 260:0.98 261:0.98 265:0.18 266:0.47 267:0.92 268:0.97 276:0.32 279:0.86 283:0.82 285:0.62 290:0.95 297:0.36 300:0.43\n1 1:0.68 7:0.70 8:0.75 9:0.73 10:0.88 11:0.86 12:0.20 17:0.85 18:0.98 21:0.54 22:0.93 27:0.51 29:0.91 30:0.75 31:0.93 32:0.72 34:0.42 36:0.66 37:0.46 39:0.55 43:0.32 44:0.92 45:0.98 47:0.93 64:0.77 66:0.98 69:0.75 70:0.32 71:0.63 74:0.84 77:0.89 79:0.93 81:0.63 83:0.69 86:0.96 91:0.37 96:0.80 98:0.91 99:0.95 101:0.65 108:0.59 114:0.74 117:0.86 122:0.86 123:0.56 126:0.51 127:0.51 129:0.05 135:0.28 137:0.93 139:0.96 140:0.45 144:0.85 145:0.83 146:0.96 147:0.97 149:0.88 150:0.57 151:0.85 153:0.48 154:0.18 155:0.58 159:0.67 162:0.86 165:0.65 170:0.82 172:0.96 173:0.66 174:0.88 176:0.63 177:0.88 179:0.17 187:0.39 190:0.95 192:0.86 195:0.85 196:0.97 197:0.86 201:0.65 202:0.36 204:0.85 208:0.61 212:0.92 215:0.58 216:0.39 222:0.60 230:0.73 232:0.88 233:0.76 235:0.88 239:0.87 241:0.50 242:0.57 243:0.99 244:0.83 247:0.74 248:0.76 253:0.85 255:0.72 256:0.45 259:0.21 262:0.93 265:0.91 266:0.47 267:0.28 268:0.46 271:0.78 276:0.92 281:0.91 282:0.80 284:0.88 285:0.50 290:0.74 297:0.36 300:0.43\n2 1:0.66 10:0.84 11:0.84 12:0.20 17:0.15 18:0.69 21:0.30 22:0.93 27:0.38 29:0.91 30:0.33 32:0.67 34:0.64 36:0.17 37:0.66 39:0.55 43:0.30 44:0.88 45:0.73 47:0.93 64:0.77 66:0.45 69:0.85 70:0.36 71:0.63 74:0.44 77:0.89 81:0.63 83:0.56 86:0.69 91:0.54 98:0.16 99:0.83 101:0.47 108:0.71 114:0.82 117:0.86 122:0.85 123:0.69 124:0.66 126:0.51 127:0.24 129:0.05 133:0.60 135:0.96 139:0.72 144:0.85 145:0.47 146:0.23 147:0.18 149:0.20 150:0.56 154:0.23 155:0.51 158:0.72 159:0.37 165:0.65 170:0.82 172:0.27 173:0.87 174:0.79 175:0.75 176:0.63 177:0.38 178:0.55 179:0.75 187:0.87 192:0.51 195:0.72 197:0.82 201:0.64 208:0.61 212:0.42 215:0.72 216:0.66 222:0.60 232:0.86 235:0.60 239:0.83 241:0.18 242:0.19 243:0.32 244:0.83 245:0.47 247:0.55 253:0.58 254:0.88 257:0.84 259:0.21 262:0.93 265:0.17 266:0.38 267:0.28 271:0.78 276:0.28 277:0.69 282:0.75 290:0.82 297:0.36 300:0.25\n0 1:0.59 10:0.82 11:0.84 12:0.20 17:0.08 18:0.90 21:0.40 22:0.93 27:0.42 29:0.91 30:0.14 34:0.83 36:0.55 37:0.72 39:0.55 43:0.56 45:0.83 47:0.93 64:0.77 66:0.53 69:0.44 70:0.96 71:0.63 74:0.52 81:0.50 83:0.56 86:0.80 91:0.23 97:0.94 98:0.71 99:0.83 101:0.47 108:0.34 114:0.76 117:0.86 123:0.32 124:0.52 126:0.32 127:0.78 129:0.05 133:0.36 135:0.93 139:0.79 144:0.85 146:0.77 147:0.81 149:0.60 150:0.44 154:0.45 155:0.47 158:0.75 159:0.56 165:0.65 170:0.82 172:0.63 173:0.41 174:0.79 176:0.62 177:0.88 178:0.55 179:0.59 187:0.87 192:0.45 197:0.82 201:0.56 208:0.50 212:0.80 216:0.55 219:0.90 222:0.60 232:0.85 235:0.52 239:0.82 241:0.02 242:0.38 243:0.62 244:0.93 245:0.81 247:0.79 253:0.57 259:0.21 262:0.93 265:0.72 266:0.63 267:0.28 271:0.78 276:0.57 279:0.78 290:0.76 292:0.95 300:0.84\n1 1:0.66 10:0.84 11:0.84 12:0.20 17:0.20 18:0.72 21:0.30 22:0.93 27:0.38 29:0.91 30:0.58 32:0.67 34:0.75 36:0.17 37:0.66 39:0.55 43:0.31 44:0.88 45:0.77 47:0.93 64:0.77 66:0.61 69:0.85 70:0.44 71:0.63 74:0.48 77:0.89 81:0.63 83:0.56 86:0.71 91:0.37 98:0.26 99:0.83 101:0.47 108:0.71 114:0.82 117:0.86 122:0.86 123:0.69 124:0.47 126:0.51 127:0.16 129:0.05 133:0.43 135:0.93 139:0.73 144:0.85 145:0.47 146:0.38 147:0.18 149:0.28 150:0.56 154:0.23 155:0.51 158:0.72 159:0.26 165:0.65 170:0.82 172:0.37 173:0.83 174:0.79 175:0.75 176:0.63 177:0.38 178:0.55 179:0.44 187:0.87 192:0.51 195:0.78 197:0.82 201:0.64 208:0.61 212:0.37 215:0.72 216:0.66 222:0.60 232:0.86 235:0.60 239:0.83 241:0.02 242:0.40 243:0.29 244:0.83 245:0.52 247:0.55 253:0.59 254:0.88 257:0.84 259:0.21 262:0.93 265:0.28 266:0.47 267:0.44 271:0.78 276:0.27 277:0.69 282:0.75 290:0.82 297:0.36 300:0.33\n0 1:0.64 8:0.60 9:0.73 10:0.82 11:0.84 12:0.20 17:0.67 18:0.94 27:0.72 29:0.91 30:0.54 31:0.93 34:0.36 36:1.00 37:0.42 39:0.55 43:0.57 45:0.83 55:0.71 64:0.77 66:0.90 69:0.05 70:0.43 71:0.63 74:0.52 79:0.93 81:0.60 83:0.56 86:0.84 91:0.54 96:0.80 97:0.89 98:0.94 99:0.83 101:0.47 108:0.05 114:0.92 122:0.92 123:0.05 126:0.32 127:0.63 129:0.05 135:0.94 137:0.93 139:0.81 140:0.45 144:0.85 146:0.82 147:0.85 149:0.49 150:0.55 151:0.85 153:0.48 154:0.51 155:0.56 158:0.75 159:0.38 162:0.86 165:0.65 170:0.82 172:0.71 173:0.19 174:0.79 176:0.62 177:0.88 179:0.61 187:0.39 190:0.95 192:0.55 196:0.94 197:0.82 201:0.60 202:0.36 208:0.50 212:0.72 216:0.04 219:0.90 222:0.60 232:0.92 235:0.05 239:0.82 241:0.15 242:0.44 243:0.90 244:0.83 247:0.79 248:0.76 253:0.80 254:0.80 255:0.72 256:0.45 259:0.21 265:0.94 266:0.47 267:0.52 268:0.46 271:0.78 276:0.60 279:0.76 284:0.88 285:0.50 290:0.92 292:0.95 300:0.33\n0 1:0.60 8:0.66 9:0.72 10:0.84 11:0.84 12:0.20 17:0.47 18:0.98 21:0.59 22:0.93 27:0.38 29:0.91 30:0.70 31:0.90 32:0.66 34:0.75 36:0.28 37:0.66 39:0.55 43:0.31 44:0.88 45:0.98 47:0.93 64:0.77 66:0.68 69:0.77 70:0.72 71:0.63 74:0.75 77:0.70 79:0.90 81:0.53 83:0.56 86:0.92 91:0.33 96:0.74 97:0.89 98:0.76 99:0.83 101:0.47 108:0.60 114:0.71 117:0.86 122:0.91 123:0.57 124:0.46 126:0.51 127:0.58 129:0.05 133:0.45 135:0.98 137:0.90 139:0.91 140:0.45 144:0.85 145:0.52 146:0.96 147:0.96 149:0.84 150:0.45 151:0.65 153:0.48 154:0.16 155:0.56 158:0.75 159:0.80 162:0.86 165:0.65 170:0.82 172:0.94 173:0.59 174:0.86 176:0.63 177:0.88 179:0.18 187:0.39 190:0.95 192:0.56 195:0.92 196:0.94 197:0.86 201:0.59 202:0.36 208:0.61 212:0.71 215:0.55 216:0.66 219:0.90 220:0.74 222:0.60 232:0.86 235:0.80 239:0.83 241:0.02 242:0.54 243:0.72 244:0.83 245:0.97 247:0.88 248:0.63 253:0.72 255:0.71 256:0.45 259:0.21 262:0.93 265:0.76 266:0.80 267:0.59 268:0.46 271:0.78 276:0.92 279:0.76 282:0.75 284:0.88 285:0.50 290:0.71 292:0.95 297:0.36 300:0.84\n0 1:0.57 7:0.70 10:0.81 11:0.84 12:0.20 17:0.61 18:0.86 21:0.59 22:0.93 27:0.34 29:0.91 30:0.76 34:0.66 36:0.79 37:0.46 39:0.55 43:0.40 44:0.88 45:0.90 47:0.93 64:0.77 66:0.09 69:0.65 70:0.46 71:0.63 74:0.62 77:0.70 81:0.45 83:0.56 86:0.81 91:0.20 97:0.97 98:0.20 99:0.83 101:0.47 108:0.49 114:0.69 117:0.86 122:0.86 123:0.85 124:0.91 126:0.32 127:0.45 129:0.95 133:0.90 135:0.32 139:0.85 144:0.85 145:0.59 146:0.33 147:0.39 149:0.61 150:0.40 154:0.30 155:0.56 158:0.77 159:0.81 163:0.81 165:0.65 170:0.82 172:0.32 173:0.40 174:0.79 175:0.91 176:0.62 177:0.38 178:0.55 179:0.56 187:0.87 192:0.57 195:0.95 197:0.80 201:0.55 204:0.85 208:0.61 212:0.27 216:0.53 219:0.91 222:0.60 230:0.72 232:0.86 233:0.65 235:0.74 239:0.80 241:0.24 242:0.58 243:0.37 244:0.93 245:0.62 247:0.47 253:0.56 257:0.84 259:0.21 262:0.93 265:0.18 266:0.80 267:0.65 271:0.78 276:0.58 277:0.87 279:0.81 281:0.86 282:0.74 283:0.82 290:0.69 292:0.95 300:0.55\n0 1:0.63 8:0.77 9:0.73 10:0.83 11:0.84 12:0.20 17:0.83 18:0.93 21:0.05 27:0.55 29:0.91 30:0.72 31:0.95 34:0.20 36:0.94 37:0.44 39:0.55 43:0.48 44:0.88 45:0.94 64:0.77 66:0.45 69:0.54 70:0.39 71:0.63 74:0.65 77:0.70 79:0.95 81:0.57 83:0.56 86:0.87 91:0.25 96:0.85 98:0.68 99:0.83 101:0.47 108:0.41 114:0.89 122:0.91 123:0.40 124:0.84 126:0.32 127:0.69 129:0.59 133:0.87 135:0.95 137:0.95 139:0.86 140:0.45 144:0.85 145:0.65 146:0.92 147:0.93 149:0.74 150:0.53 151:0.85 153:0.48 154:0.37 155:0.56 159:0.80 162:0.86 163:0.81 165:0.65 170:0.82 172:0.73 173:0.33 174:0.83 175:0.75 176:0.62 177:0.70 179:0.40 187:0.39 190:0.95 191:0.80 192:0.56 195:0.91 196:0.96 197:0.84 201:0.59 202:0.50 204:0.83 208:0.50 212:0.30 216:0.37 222:0.60 232:0.87 235:0.12 239:0.82 241:0.12 242:0.54 243:0.58 244:0.93 245:0.77 247:0.76 248:0.82 253:0.84 255:0.72 256:0.58 257:0.65 259:0.21 265:0.68 266:0.84 267:0.44 268:0.59 271:0.78 276:0.76 277:0.69 281:0.91 282:0.74 284:0.92 285:0.50 290:0.89 300:0.33\n1 1:0.61 10:0.87 11:0.84 12:0.20 17:0.24 18:0.70 21:0.22 27:0.13 29:0.91 30:0.62 34:0.50 36:0.22 37:0.79 39:0.55 43:0.37 44:0.88 45:0.73 64:0.77 66:0.75 69:0.67 70:0.34 71:0.63 74:0.49 77:0.70 81:0.53 83:0.56 86:0.73 91:0.35 98:0.53 99:0.83 101:0.47 108:0.51 114:0.82 122:0.86 123:0.49 126:0.32 127:0.16 129:0.05 135:0.87 139:0.76 144:0.85 145:0.54 146:0.40 147:0.47 149:0.22 150:0.48 154:0.50 155:0.51 159:0.15 165:0.65 170:0.82 172:0.32 173:0.84 174:0.79 176:0.62 177:0.88 178:0.55 179:0.63 187:0.95 192:0.49 195:0.57 197:0.82 201:0.58 204:0.81 208:0.50 212:0.30 216:0.83 222:0.60 235:0.31 239:0.85 241:0.12 242:0.33 243:0.77 244:0.61 247:0.39 253:0.59 254:0.93 259:0.21 265:0.55 266:0.27 267:0.44 271:0.78 276:0.18 281:0.91 282:0.74 290:0.82 300:0.25\n1 8:0.66 12:0.20 17:0.51 18:0.62 21:0.78 27:0.25 29:0.98 30:0.72 34:0.47 36:0.97 37:0.56 39:0.86 43:0.12 55:0.52 66:0.61 69:0.84 70:0.56 74:0.41 86:0.67 91:0.10 98:0.31 108:0.84 123:0.83 124:0.55 127:0.21 129:0.59 133:0.64 135:0.91 139:0.65 146:0.23 147:0.05 149:0.21 154:0.46 159:0.59 172:0.65 173:0.69 175:0.75 177:0.05 178:0.55 179:0.31 187:0.95 212:0.75 216:0.87 222:0.84 235:0.05 241:0.07 242:0.72 243:0.10 244:0.61 245:0.70 247:0.60 253:0.32 254:0.74 257:0.84 259:0.21 265:0.33 266:0.63 267:0.52 276:0.53 277:0.69 300:0.70\n0 12:0.20 17:0.53 18:0.87 21:0.74 27:0.40 29:0.98 30:0.21 34:0.93 36:0.72 37:0.83 39:0.86 43:0.14 55:0.52 66:0.25 69:0.60 70:0.88 74:0.59 81:0.23 86:0.81 91:0.10 98:0.55 108:0.80 114:0.54 122:0.77 123:0.79 124:0.83 126:0.26 127:0.52 129:0.59 133:0.82 135:0.88 139:0.77 146:0.29 147:0.35 149:0.32 150:0.23 154:0.14 159:0.76 172:0.57 173:0.41 175:0.75 176:0.61 177:0.38 178:0.55 179:0.41 187:0.68 212:0.41 216:0.30 222:0.84 235:0.88 241:0.10 242:0.72 243:0.16 244:0.61 245:0.78 247:0.79 253:0.39 254:0.94 257:0.65 259:0.21 265:0.56 266:0.84 267:0.36 276:0.72 277:0.87 290:0.54 300:0.70\n2 8:0.79 12:0.20 17:0.30 18:0.66 21:0.78 27:0.48 29:0.98 30:0.11 34:0.76 36:0.74 37:0.47 39:0.86 43:0.12 55:0.59 66:0.09 69:1.00 70:0.98 74:0.48 86:0.67 91:0.02 98:0.18 108:0.96 123:0.96 124:0.99 127:0.86 129:0.05 133:0.99 135:0.37 139:0.65 146:0.63 147:0.63 149:0.35 154:0.10 159:0.99 172:0.75 173:0.96 177:0.05 178:0.55 179:0.15 187:0.95 212:0.26 216:0.74 222:0.84 235:0.68 241:0.03 242:0.55 243:0.16 244:0.61 245:0.87 247:0.94 253:0.34 254:0.92 257:0.84 259:0.21 265:0.20 266:1.00 267:0.23 276:0.95 277:0.87 300:0.94\n0 12:0.20 17:0.78 18:0.87 21:0.78 27:0.72 29:0.98 30:0.32 34:0.69 36:0.52 37:0.70 39:0.86 43:0.07 55:0.59 66:0.12 69:0.93 70:0.94 74:0.40 86:0.86 91:0.11 98:0.20 108:0.93 122:0.86 123:0.86 124:0.92 127:0.19 129:0.59 133:0.91 135:0.30 139:0.81 146:0.72 147:0.76 149:0.15 154:0.20 159:0.87 172:0.57 173:0.64 177:0.70 178:0.55 179:0.16 187:0.39 212:0.27 216:0.11 222:0.84 235:0.12 241:0.03 242:0.32 243:0.32 245:0.79 247:0.84 253:0.31 254:0.97 259:0.21 265:0.22 266:0.91 267:0.23 276:0.78 300:0.94\n0 12:0.20 17:0.49 18:0.89 21:0.78 27:0.40 29:0.98 30:0.33 34:0.94 36:0.61 37:0.83 39:0.86 43:0.14 55:0.52 66:0.13 69:0.60 70:0.86 74:0.33 86:0.82 91:0.14 98:0.25 108:0.66 122:0.86 123:0.89 124:0.85 127:0.50 129:0.05 133:0.82 135:0.92 139:0.79 146:0.29 147:0.35 149:0.24 154:0.10 159:0.71 172:0.27 173:0.44 175:0.75 177:0.38 178:0.55 179:0.70 187:0.68 212:0.18 216:0.30 222:0.84 235:0.84 241:0.10 242:0.54 243:0.28 244:0.83 245:0.58 247:0.74 253:0.28 257:0.65 259:0.21 265:0.17 266:0.75 267:0.44 276:0.47 277:0.87 300:0.70\n0 12:0.20 17:0.38 18:0.75 21:0.78 27:0.43 29:0.98 30:0.17 34:0.55 36:0.73 37:0.53 39:0.86 43:0.12 55:0.92 66:0.08 69:0.73 70:0.71 74:0.70 86:0.71 91:0.03 98:0.34 108:0.93 117:0.86 122:0.77 123:0.85 124:0.96 127:0.80 129:0.93 133:0.96 135:0.88 139:0.69 146:0.62 147:0.67 149:0.35 154:0.09 159:0.92 172:0.61 173:0.39 175:0.75 177:0.38 178:0.55 179:0.27 187:0.68 212:0.23 216:0.81 222:0.84 232:0.85 241:0.07 242:0.77 243:0.17 244:0.61 245:0.82 247:0.74 253:0.41 254:0.97 257:0.65 259:0.21 265:0.30 266:0.96 267:0.44 276:0.86 277:0.69 300:0.43\n0 12:0.20 17:0.26 18:0.65 21:0.78 27:0.67 29:0.98 30:0.76 34:1.00 36:0.43 37:0.23 39:0.86 43:0.13 55:0.84 66:0.64 69:0.68 70:0.15 74:0.32 86:0.65 91:0.23 98:0.57 104:0.87 106:0.81 108:0.52 122:0.83 123:0.50 127:0.17 129:0.05 135:0.51 139:0.63 146:0.54 147:0.60 149:0.10 154:0.10 159:0.19 163:0.94 172:0.16 173:0.77 177:0.70 178:0.55 179:0.91 187:0.39 206:0.81 212:0.95 216:0.42 222:0.84 235:0.68 241:0.41 242:0.82 243:0.69 244:0.83 247:0.12 253:0.27 259:0.21 265:0.58 266:0.12 267:0.44 276:0.18 283:0.78 300:0.13\n0 11:0.64 12:0.20 17:0.70 18:0.65 21:0.78 27:0.72 29:0.98 30:0.45 34:0.74 36:0.55 39:0.86 43:0.59 45:0.66 55:0.45 66:0.82 69:0.69 70:0.61 74:0.46 86:0.65 91:0.23 98:0.72 101:0.52 108:0.52 122:0.41 123:0.50 127:0.22 129:0.05 135:0.34 139:0.63 146:0.55 147:0.61 149:0.29 154:0.50 159:0.20 172:0.48 173:0.85 177:0.70 178:0.55 179:0.64 187:0.21 212:0.50 216:0.08 222:0.84 235:0.02 241:0.50 242:0.33 243:0.83 244:0.61 247:0.55 253:0.34 259:0.21 265:0.72 266:0.38 267:0.44 276:0.38 300:0.43\n1 12:0.20 17:0.75 18:0.85 21:0.78 27:0.72 29:0.98 30:0.28 34:0.31 36:0.74 39:0.86 43:0.16 55:0.52 66:0.87 69:0.36 70:0.54 74:0.60 86:0.90 91:0.76 98:0.91 108:0.28 122:0.80 123:0.27 127:0.51 129:0.05 135:0.18 139:0.85 146:0.80 147:0.83 149:0.15 154:0.61 159:0.36 172:0.63 173:0.46 177:0.70 178:0.55 179:0.68 187:0.21 212:0.55 216:0.01 222:0.84 235:0.05 241:0.77 242:0.40 243:0.88 247:0.67 253:0.38 254:0.99 259:0.21 265:0.91 266:0.54 267:0.36 276:0.52 300:0.43\n0 12:0.20 17:0.30 18:0.98 21:0.78 22:0.93 27:0.60 29:0.98 30:0.21 34:0.61 36:0.82 37:0.33 39:0.86 43:0.13 47:0.93 55:0.71 66:0.19 69:0.97 70:0.80 74:0.43 86:0.96 91:0.03 98:0.52 108:0.96 122:0.86 123:0.96 124:0.95 127:0.94 129:0.05 133:0.95 135:0.88 139:0.94 146:0.93 147:0.05 149:0.41 154:0.16 159:0.94 172:0.88 173:0.88 177:0.05 178:0.55 179:0.15 187:0.87 212:0.30 216:0.29 222:0.84 241:0.12 242:0.78 243:0.05 245:0.95 247:0.79 253:0.33 254:0.97 257:0.84 259:0.21 262:0.93 265:0.54 266:0.94 267:0.79 276:0.95 277:0.87 300:0.70\n0 12:0.20 17:0.49 18:0.87 21:0.74 27:0.40 29:0.98 30:0.21 34:0.92 36:0.73 37:0.83 39:0.86 43:0.14 55:0.52 66:0.25 69:0.60 70:0.88 74:0.59 81:0.23 86:0.81 91:0.09 98:0.55 108:0.80 114:0.54 122:0.77 123:0.79 124:0.83 126:0.26 127:0.52 129:0.59 133:0.82 135:0.88 139:0.77 146:0.29 147:0.35 149:0.32 150:0.23 154:0.14 159:0.76 172:0.57 173:0.41 175:0.75 176:0.61 177:0.38 178:0.55 179:0.41 187:0.68 212:0.41 216:0.30 222:0.84 235:0.88 241:0.10 242:0.72 243:0.16 244:0.61 245:0.78 247:0.79 253:0.39 254:0.94 257:0.65 259:0.21 265:0.56 266:0.84 267:0.36 276:0.72 277:0.87 290:0.54 300:0.70\n0 8:0.64 11:0.64 12:0.20 17:0.94 18:0.92 21:0.78 27:0.70 29:0.98 30:0.11 34:0.34 36:0.47 37:0.54 39:0.86 43:0.16 44:0.87 45:0.66 48:0.97 55:0.52 66:0.35 69:0.41 70:0.99 74:0.63 86:0.87 91:0.15 98:0.27 101:0.52 108:0.97 122:0.86 123:0.97 124:0.97 127:0.97 129:0.81 133:0.97 135:0.72 139:0.86 145:0.94 146:0.58 147:0.64 149:0.39 154:0.09 159:0.95 172:0.90 173:0.09 175:0.75 177:0.38 178:0.55 179:0.18 187:0.39 195:0.99 212:0.59 216:0.14 222:0.84 235:0.12 241:0.03 242:0.74 243:0.12 244:0.61 245:0.87 247:0.79 253:0.39 257:0.65 259:0.21 265:0.30 266:0.98 267:0.36 276:0.93 277:0.69 281:0.89 300:0.98\n0 7:0.66 12:0.20 17:0.36 18:0.69 21:0.64 27:0.42 29:0.98 30:0.76 32:0.64 34:0.95 36:0.81 37:0.47 39:0.86 43:0.17 55:0.92 66:0.25 69:0.39 70:0.21 74:0.34 81:0.26 86:0.71 91:0.15 98:0.45 104:0.99 106:0.81 108:0.30 123:0.58 124:0.71 126:0.26 127:0.29 129:0.05 133:0.59 135:0.71 139:0.68 145:0.49 146:0.39 147:0.45 149:0.14 150:0.25 154:0.49 159:0.39 163:0.94 172:0.16 173:0.39 177:0.70 178:0.55 179:0.85 187:0.99 195:0.70 206:0.81 212:0.52 215:0.38 216:0.66 222:0.84 230:0.69 233:0.73 235:0.74 241:0.01 242:0.24 243:0.45 244:0.61 245:0.45 247:0.47 253:0.28 254:0.96 259:0.21 265:0.34 266:0.27 267:0.59 276:0.32 277:0.87 297:0.36 300:0.18\n0 8:0.64 12:0.20 17:0.26 18:0.99 21:0.71 27:0.52 29:0.98 30:0.15 31:0.86 34:0.64 36:0.55 37:0.40 39:0.86 43:0.15 55:0.84 64:0.77 66:0.16 69:0.87 70:0.90 74:0.36 79:0.86 81:0.24 86:0.97 91:0.18 98:0.44 108:0.75 122:0.86 123:0.73 124:0.96 126:0.26 127:0.93 129:0.05 133:0.96 135:0.20 137:0.86 139:0.96 140:0.80 146:0.96 147:0.76 149:0.46 150:0.24 151:0.46 153:0.46 154:0.20 159:0.95 162:0.69 172:0.83 173:0.52 177:0.05 178:0.42 179:0.16 187:0.87 190:0.89 196:0.87 202:0.55 212:0.18 216:0.82 219:0.89 220:0.99 222:0.84 235:0.84 241:0.12 242:0.81 243:0.12 244:0.61 245:0.92 247:0.67 248:0.46 253:0.29 254:0.84 256:0.58 257:0.84 259:0.21 265:0.46 266:0.97 267:0.23 268:0.58 276:0.94 284:0.87 285:0.47 292:0.91 300:0.84\n1 12:0.20 17:0.72 18:0.81 21:0.78 27:0.72 29:0.98 30:0.45 34:0.50 36:0.84 39:0.86 43:0.16 55:0.52 66:0.85 69:0.36 70:0.57 74:0.58 86:0.89 91:0.77 98:0.89 108:0.28 122:0.80 123:0.27 127:0.44 129:0.05 135:0.26 139:0.84 146:0.73 147:0.77 149:0.13 154:0.65 159:0.29 172:0.57 173:0.51 177:0.70 178:0.55 179:0.73 202:0.36 212:0.69 216:0.01 222:0.84 235:0.05 241:0.83 242:0.22 243:0.86 247:0.74 253:0.38 254:0.99 259:0.21 265:0.89 266:0.38 267:0.44 276:0.46 300:0.43\n1 1:0.74 7:0.66 11:0.57 12:0.37 17:0.36 18:0.91 21:0.68 27:0.02 28:0.87 29:0.56 30:0.68 32:0.80 34:0.92 36:0.54 37:0.92 39:0.79 43:0.88 44:0.93 48:0.97 64:0.77 66:0.60 69:0.55 70:0.56 71:0.62 74:0.82 76:0.85 77:0.70 81:0.44 83:0.91 85:0.93 86:0.96 91:0.31 98:0.59 101:0.87 108:0.42 114:0.56 122:0.57 123:0.41 124:0.67 126:0.54 127:0.66 129:0.59 133:0.73 135:0.69 139:0.96 145:0.82 146:0.86 147:0.88 149:0.93 150:0.70 154:0.86 155:0.67 159:0.78 161:0.85 163:0.90 165:0.93 167:0.58 172:0.75 173:0.36 176:0.73 177:0.70 178:0.55 179:0.44 181:0.60 187:0.39 192:0.87 195:0.92 201:0.93 208:0.64 212:0.30 215:0.37 216:0.99 222:0.35 230:0.69 233:0.76 235:0.88 241:0.24 242:0.29 243:0.67 245:0.76 247:0.82 253:0.45 259:0.21 265:0.60 266:0.71 267:0.89 271:0.31 276:0.70 281:0.91 282:0.88 290:0.56 297:0.36 299:0.88 300:0.70\n4 6:0.84 8:0.84 9:0.80 12:0.37 17:0.51 18:0.96 20:0.88 21:0.30 22:0.93 27:0.72 28:0.87 29:0.56 30:0.11 31:0.99 34:0.92 36:0.49 39:0.79 41:0.95 43:0.17 47:0.93 55:0.52 64:0.77 66:0.61 69:0.30 70:0.76 71:0.62 78:0.91 79:1.00 81:0.33 83:0.91 86:0.92 91:0.79 96:0.92 98:0.77 100:0.95 108:0.60 111:0.91 120:0.86 122:0.86 123:0.57 124:0.66 126:0.26 127:0.74 129:0.89 133:0.78 135:0.30 137:0.99 139:0.89 140:0.97 146:0.24 147:0.30 149:0.33 150:0.30 151:0.91 152:0.95 153:0.97 154:0.12 155:0.67 159:0.68 161:0.85 162:0.74 164:0.78 167:0.75 169:0.94 172:0.68 173:0.22 175:0.91 177:0.05 179:0.55 181:0.60 186:0.93 187:0.21 189:0.95 191:0.84 192:0.87 196:0.99 202:0.92 208:0.64 212:0.30 216:0.32 222:0.35 235:0.31 238:0.91 241:0.69 242:0.82 243:0.19 244:0.83 245:0.69 247:0.12 248:0.92 253:0.89 255:0.95 256:0.96 257:0.84 260:0.87 261:0.94 262:0.93 265:0.77 266:0.75 267:0.91 268:0.95 271:0.31 276:0.66 277:0.87 284:0.99 285:0.62 300:0.55\n4 9:0.80 12:0.37 17:0.13 18:0.97 21:0.40 22:0.93 27:0.72 28:0.87 29:0.56 30:0.26 31:0.98 39:0.79 41:0.82 43:0.17 47:0.93 55:0.71 64:0.77 66:0.63 69:0.33 70:0.73 71:0.62 78:0.95 79:0.99 81:0.30 83:0.91 86:0.93 91:0.78 96:0.76 98:0.68 108:0.79 111:0.97 120:0.65 122:0.86 123:0.78 124:0.52 126:0.26 127:0.38 129:0.81 133:0.67 137:0.98 139:0.91 140:0.94 146:0.65 147:0.70 149:0.34 150:0.28 151:0.75 153:0.95 154:0.12 155:0.67 159:0.72 161:0.85 162:0.70 164:0.64 167:0.68 169:0.93 172:0.75 173:0.18 175:0.91 177:0.05 179:0.37 181:0.60 187:0.39 190:0.89 191:0.86 192:0.87 196:0.98 202:0.85 208:0.64 212:0.23 216:0.32 219:0.89 222:0.35 235:0.42 238:0.96 241:0.55 242:0.82 243:0.31 244:0.83 245:0.78 247:0.12 248:0.69 253:0.61 255:0.95 256:0.91 257:0.84 260:0.65 262:0.93 265:0.69 266:0.80 268:0.88 271:0.31 276:0.71 277:0.87 284:0.98 285:0.62 292:0.91 300:0.55\n2 1:0.74 6:0.80 7:0.81 8:0.60 11:0.57 12:0.37 17:0.51 18:0.90 20:0.88 21:0.59 22:0.93 27:0.72 28:0.87 29:0.56 30:0.76 32:0.80 34:0.92 36:0.25 39:0.79 43:0.89 44:0.93 47:0.93 60:0.99 64:0.77 66:0.79 69:0.52 70:0.37 71:0.62 74:0.83 77:0.70 78:0.87 81:0.47 83:0.91 85:0.88 86:0.93 91:0.11 98:0.68 100:0.88 101:0.87 104:0.89 106:0.81 108:0.40 111:0.85 114:0.58 117:0.86 121:0.90 122:0.57 123:0.38 124:0.38 126:0.54 127:0.32 129:0.05 133:0.37 135:0.39 139:0.96 145:0.85 146:0.70 147:0.74 149:0.89 150:0.71 152:0.93 154:0.87 155:0.67 158:0.91 159:0.38 161:0.85 165:0.93 167:0.58 169:0.80 172:0.63 173:0.54 176:0.73 177:0.70 178:0.55 179:0.57 181:0.60 186:0.90 187:0.87 192:0.87 195:0.68 201:0.93 202:0.50 204:0.89 206:0.81 208:0.64 212:0.59 215:0.39 216:0.28 219:0.95 222:0.35 230:0.87 232:0.92 233:0.76 235:0.80 238:0.83 241:0.21 242:0.37 243:0.80 245:0.54 247:0.55 253:0.46 261:0.89 262:0.93 265:0.68 266:0.38 267:0.73 271:0.31 276:0.51 279:0.86 281:0.91 282:0.88 283:0.78 290:0.58 292:0.91 297:0.36 299:0.88 300:0.43\n2 1:0.74 11:0.64 12:0.37 17:0.30 18:0.89 21:0.54 27:0.54 28:0.87 29:0.56 30:0.21 31:0.92 34:0.44 36:0.23 37:0.58 39:0.79 43:0.90 45:0.77 64:0.77 66:0.49 69:0.47 70:0.80 71:0.62 74:0.65 79:0.93 81:0.46 83:0.60 86:0.92 91:0.46 98:0.42 99:0.83 101:0.52 108:0.36 114:0.59 122:0.82 123:0.34 124:0.79 126:0.54 127:0.62 129:0.05 133:0.81 135:0.84 137:0.92 139:0.89 140:0.45 146:0.68 147:0.73 149:0.79 150:0.67 151:0.60 153:0.48 154:0.89 155:0.67 159:0.74 161:0.85 162:0.62 165:0.70 167:0.56 172:0.57 173:0.30 176:0.73 177:0.70 179:0.61 181:0.60 187:0.68 190:0.89 192:0.87 196:0.94 201:0.93 202:0.50 208:0.64 212:0.35 215:0.39 216:0.41 222:0.35 235:0.74 241:0.15 242:0.18 243:0.60 245:0.63 247:0.82 248:0.59 253:0.44 256:0.45 259:0.21 265:0.44 266:0.75 267:0.73 268:0.46 271:0.31 276:0.58 284:0.86 285:0.47 290:0.59 297:0.36 300:0.70\n1 1:0.74 7:0.66 11:0.83 12:0.37 17:0.24 18:0.91 21:0.13 27:0.02 28:0.87 29:0.56 30:0.53 34:0.83 36:0.22 37:0.92 39:0.79 43:0.89 45:0.66 48:0.91 60:0.95 64:0.77 66:0.72 69:0.50 70:0.66 71:0.62 74:0.85 76:0.85 81:0.75 83:0.91 85:0.94 86:0.96 91:0.11 98:0.68 101:0.87 108:0.56 114:0.79 122:0.57 123:0.53 124:0.49 126:0.54 127:0.68 129:0.81 133:0.78 135:0.89 139:0.96 145:0.77 146:0.17 147:0.22 149:0.92 150:0.84 154:0.87 155:0.67 158:0.91 159:0.82 161:0.85 165:0.93 167:0.67 172:0.87 173:0.27 176:0.73 177:0.70 178:0.55 179:0.32 181:0.60 187:0.39 192:0.87 201:0.93 202:0.50 208:0.64 212:0.54 215:0.61 216:0.99 219:0.95 222:0.35 230:0.69 233:0.76 235:0.31 241:0.53 242:0.23 243:0.12 245:0.80 247:0.90 253:0.57 259:0.21 265:0.69 266:0.87 267:0.91 271:0.31 276:0.80 279:0.86 281:0.91 283:0.78 290:0.79 292:0.91 297:0.36 300:0.94\n2 1:0.74 6:0.93 7:0.81 8:0.88 9:0.80 11:0.57 12:0.37 17:0.75 18:0.96 20:0.92 21:0.13 27:0.56 28:0.87 29:0.56 30:0.58 31:0.98 34:0.37 36:0.54 39:0.79 41:0.90 43:0.93 44:0.87 48:0.97 55:0.71 64:0.77 66:0.88 69:0.29 70:0.40 71:0.62 74:0.58 78:0.95 79:0.98 81:0.75 83:0.91 85:0.72 86:0.94 91:0.54 96:0.91 98:0.96 100:0.99 101:0.87 108:0.22 111:0.96 114:0.79 120:0.84 121:0.90 122:0.86 123:0.22 126:0.54 127:0.72 129:0.05 135:0.39 137:0.98 139:0.95 140:0.87 145:0.42 146:0.66 147:0.71 149:0.68 150:0.84 151:0.90 152:0.94 153:0.78 154:0.93 155:0.67 159:0.25 161:0.85 162:0.58 164:0.73 165:0.93 167:0.89 169:0.95 172:0.65 173:0.55 176:0.73 177:0.70 179:0.70 181:0.60 186:0.98 189:0.95 192:0.87 195:0.56 196:0.99 201:0.93 202:0.78 204:0.89 208:0.64 212:0.87 215:0.61 216:0.10 219:0.89 222:0.35 228:0.99 230:0.87 233:0.76 235:0.31 238:0.95 241:0.82 242:0.80 243:0.88 247:0.35 248:0.90 253:0.89 255:0.95 256:0.80 259:0.21 260:0.85 261:0.97 265:0.96 266:0.27 267:0.69 268:0.78 271:0.31 276:0.55 281:0.91 284:0.96 285:0.62 290:0.79 292:0.95 297:0.36 300:0.33\n2 1:0.74 9:0.80 11:0.57 12:0.37 17:0.62 18:0.67 20:0.83 21:0.68 22:0.93 27:0.36 28:0.87 29:0.56 30:0.95 31:0.89 34:0.98 36:0.32 37:0.64 39:0.79 41:0.82 43:0.89 47:0.93 64:0.77 66:0.64 69:0.51 71:0.62 74:0.45 78:0.85 79:0.89 81:0.44 83:0.91 85:0.72 86:0.76 91:0.33 96:0.73 98:0.12 100:0.87 101:0.87 104:0.97 106:0.81 108:0.39 111:0.84 114:0.56 117:0.86 120:0.60 122:0.57 123:0.38 126:0.54 127:0.08 129:0.05 135:0.58 137:0.89 139:0.73 140:0.45 145:0.67 146:0.17 147:0.22 149:0.62 150:0.70 151:0.63 152:0.79 153:0.69 154:0.88 155:0.67 159:0.09 161:0.85 162:0.86 163:0.90 164:0.62 165:0.93 167:0.68 169:0.85 172:0.16 173:0.61 176:0.73 177:0.70 179:0.09 181:0.60 186:0.85 187:0.87 192:0.87 196:0.90 201:0.93 202:0.46 206:0.81 208:0.64 212:0.95 215:0.37 216:0.74 220:0.74 222:0.35 232:0.98 235:0.88 241:0.56 242:0.82 243:0.69 247:0.12 248:0.61 253:0.51 255:0.95 256:0.45 259:0.21 260:0.61 261:0.81 262:0.93 265:0.13 266:0.12 267:0.52 268:0.55 271:0.31 276:0.19 284:0.90 285:0.62 290:0.56 297:0.36 300:0.08\n2 1:0.74 6:0.93 7:0.81 8:0.94 9:0.80 11:0.57 12:0.37 17:0.75 18:0.96 20:0.84 21:0.13 22:0.93 27:0.56 28:0.87 29:0.56 30:0.58 31:0.99 34:0.56 36:0.55 39:0.79 41:0.94 43:0.93 44:0.87 47:0.93 48:0.97 55:0.71 64:0.77 66:0.88 69:0.29 70:0.40 71:0.62 74:0.58 78:0.96 79:0.99 81:0.75 83:0.91 85:0.72 86:0.94 91:0.61 96:0.92 98:0.92 100:0.98 101:0.87 108:0.22 111:0.96 114:0.79 120:0.87 121:0.90 122:0.86 123:0.22 126:0.54 127:0.53 129:0.05 135:0.39 137:0.99 139:0.95 140:0.45 145:0.42 146:0.66 147:0.71 149:0.68 150:0.84 151:0.94 152:0.94 153:0.82 154:0.93 155:0.67 159:0.25 161:0.85 162:0.76 164:0.82 165:0.93 167:0.75 169:0.96 172:0.65 173:0.52 176:0.73 177:0.70 179:0.66 181:0.60 186:0.98 187:0.21 189:0.97 191:0.77 192:0.87 195:0.57 196:0.99 201:0.93 202:0.83 204:0.89 208:0.64 212:0.87 215:0.61 216:0.10 219:0.89 222:0.35 228:0.99 230:0.87 233:0.76 235:0.31 238:0.93 241:0.68 242:0.80 243:0.88 247:0.35 248:0.91 253:0.90 255:0.95 256:0.87 259:0.21 260:0.87 261:0.97 262:0.93 265:0.92 266:0.27 267:0.76 268:0.86 271:0.31 276:0.55 281:0.91 284:0.98 285:0.62 290:0.79 292:0.91 297:0.36 300:0.33\n4 6:0.84 8:0.67 9:0.80 12:0.37 17:0.38 18:0.96 20:0.87 21:0.30 22:0.93 27:0.72 28:0.87 29:0.56 30:0.11 31:1.00 34:0.93 36:0.49 39:0.79 41:0.96 43:0.17 47:0.93 55:0.52 64:0.77 66:0.61 69:0.30 70:0.76 71:0.62 78:0.95 79:1.00 81:0.33 83:0.91 86:0.92 91:0.69 96:0.95 98:0.77 100:0.98 108:0.60 111:0.96 120:0.90 122:0.86 123:0.57 124:0.66 126:0.26 127:0.74 129:0.89 133:0.78 135:0.28 137:1.00 139:0.90 140:0.95 146:0.24 147:0.30 149:0.33 150:0.30 151:0.94 152:0.95 153:0.97 154:0.12 155:0.67 159:0.68 161:0.85 162:0.74 164:0.84 167:0.69 169:0.94 172:0.68 173:0.22 175:0.91 177:0.05 179:0.55 181:0.60 186:0.97 187:0.39 189:0.83 191:0.82 192:0.87 196:1.00 202:0.93 208:0.64 212:0.30 216:0.32 219:0.89 222:0.35 235:0.31 238:0.96 241:0.58 242:0.82 243:0.19 244:0.83 245:0.69 247:0.12 248:0.95 253:0.92 255:0.95 256:0.97 257:0.84 260:0.91 261:0.94 262:0.93 265:0.77 266:0.75 267:0.44 268:0.95 271:0.31 276:0.66 277:0.87 284:0.99 285:0.62 292:0.95 300:0.55\n3 1:0.74 7:0.66 9:0.80 11:0.57 12:0.37 17:0.36 18:0.95 21:0.76 22:0.93 27:0.72 28:0.87 29:0.56 30:0.15 31:0.92 39:0.79 41:0.88 43:0.88 47:0.93 48:0.97 53:1.00 60:0.95 64:0.77 66:0.17 69:0.56 70:0.94 71:0.62 74:0.67 76:0.85 79:0.91 81:0.43 83:0.91 85:0.88 86:0.94 91:0.37 96:0.77 98:0.34 101:0.87 108:0.90 114:0.54 120:0.65 122:0.86 123:0.90 124:0.90 126:0.54 127:0.73 129:0.81 133:0.89 137:0.92 139:0.94 140:0.45 145:0.40 146:0.70 147:0.74 149:0.80 150:0.69 151:0.75 153:0.72 154:0.86 155:0.67 158:0.91 159:0.88 161:0.85 162:0.86 164:0.69 165:0.93 167:0.60 172:0.51 173:0.27 176:0.73 177:0.70 179:0.42 181:0.60 187:0.21 192:0.87 196:0.95 201:0.93 202:0.58 208:0.64 212:0.35 215:0.36 216:0.10 219:0.95 220:0.62 222:0.35 230:0.69 233:0.76 235:0.98 241:0.32 242:0.71 243:0.36 245:0.77 247:0.67 248:0.70 253:0.70 255:0.95 256:0.64 260:0.66 262:0.93 265:0.36 266:0.94 268:0.66 271:0.31 276:0.74 279:0.86 281:0.91 283:0.78 284:0.94 285:0.62 290:0.54 292:0.91 297:0.36 300:0.84\n1 1:0.74 11:0.57 12:0.37 17:0.90 18:0.88 21:0.22 22:0.93 27:0.72 28:0.87 29:0.56 30:0.88 34:0.79 36:0.28 39:0.79 43:0.93 47:0.93 60:0.95 64:0.77 66:0.85 69:0.33 70:0.29 71:0.62 74:0.70 81:0.67 83:0.91 85:0.85 86:0.93 91:0.37 98:0.63 101:0.87 104:0.95 106:0.81 108:0.26 114:0.71 117:0.86 122:0.57 123:0.25 126:0.54 127:0.18 129:0.05 135:0.34 139:0.93 146:0.63 147:0.68 149:0.86 150:0.80 154:0.93 155:0.67 158:0.92 159:0.23 161:0.85 165:0.93 167:0.53 172:0.57 173:0.37 176:0.73 177:0.70 178:0.55 179:0.43 181:0.60 187:0.87 192:0.87 201:0.93 206:0.81 208:0.64 212:0.69 215:0.51 216:0.05 219:0.95 222:0.35 232:0.96 235:0.42 241:0.03 242:0.38 243:0.86 247:0.47 253:0.53 262:0.93 265:0.64 266:0.38 267:0.44 271:0.31 276:0.43 279:0.86 283:0.82 290:0.71 292:0.95 297:0.36 300:0.33\n1 1:0.74 11:0.83 12:0.37 17:0.36 18:0.65 21:0.30 27:0.45 28:0.87 29:0.56 30:0.89 34:0.82 36:0.18 37:0.50 39:0.79 43:0.82 45:0.66 64:0.77 66:0.30 69:0.69 70:0.20 71:0.62 74:0.49 81:0.61 83:0.91 85:0.72 86:0.74 91:0.22 98:0.12 101:0.87 108:0.52 114:0.65 122:0.55 123:0.81 124:0.61 126:0.54 127:0.33 129:0.05 133:0.43 135:0.80 139:0.72 145:0.52 146:0.17 147:0.22 149:0.61 150:0.77 154:0.77 155:0.67 159:0.48 161:0.85 163:0.80 165:0.93 167:0.54 172:0.16 173:0.66 176:0.73 177:0.70 178:0.55 179:0.90 181:0.60 187:0.68 192:0.87 201:0.93 208:0.64 212:0.30 215:0.44 216:0.77 222:0.35 235:0.52 241:0.07 242:0.33 243:0.48 245:0.47 247:0.39 253:0.49 259:0.21 265:0.10 266:0.27 267:0.36 271:0.31 276:0.13 277:0.69 290:0.65 297:0.36 300:0.18\n2 1:0.74 6:0.93 8:0.58 9:0.80 11:0.57 12:0.37 17:0.06 18:0.79 20:0.84 21:0.22 27:0.56 28:0.87 29:0.56 30:0.76 31:0.86 34:0.21 36:0.51 39:0.79 43:0.94 64:0.77 66:0.72 69:0.25 70:0.22 71:0.62 74:0.47 78:0.92 79:0.86 81:0.67 83:0.91 85:0.72 86:0.87 91:0.56 96:0.68 98:0.67 100:0.86 101:0.87 108:0.20 111:0.90 114:0.71 120:0.55 122:0.57 123:0.19 126:0.54 127:0.20 129:0.05 135:0.42 137:0.86 139:0.83 140:0.45 146:0.39 147:0.45 149:0.64 150:0.80 151:0.50 152:0.94 153:0.48 154:0.94 155:0.67 159:0.15 161:0.85 162:0.86 164:0.57 165:0.93 167:0.60 169:0.96 172:0.27 173:0.56 176:0.73 177:0.70 179:0.83 181:0.60 186:0.94 187:0.21 192:0.87 196:0.89 201:0.93 202:0.36 208:0.64 212:0.78 215:0.51 216:0.10 220:0.91 222:0.35 228:0.99 235:0.42 241:0.30 242:0.45 243:0.75 247:0.35 248:0.49 253:0.52 255:0.95 256:0.45 259:0.21 260:0.55 261:0.97 265:0.67 266:0.17 267:0.23 268:0.46 271:0.31 276:0.17 284:0.89 285:0.62 290:0.71 297:0.36 300:0.18\n1 11:0.78 12:0.79 17:0.12 20:0.95 21:0.30 27:0.31 30:0.13 34:0.31 36:0.90 37:0.46 39:0.51 43:0.77 55:0.71 66:0.12 69:0.19 70:0.98 74:0.83 78:0.86 81:0.60 85:0.80 91:0.11 98:0.24 100:0.73 101:0.52 108:0.95 111:0.83 120:0.58 123:0.95 124:0.99 126:0.32 127:0.95 129:0.99 131:0.91 133:0.99 135:0.65 140:0.45 144:0.76 146:0.83 147:0.86 149:0.74 150:0.44 151:0.52 152:0.88 153:0.48 154:0.70 157:0.76 159:0.98 162:0.86 164:0.55 166:0.87 169:0.72 172:0.76 173:0.05 177:0.38 179:0.17 182:0.72 186:0.86 187:0.39 190:0.77 202:0.36 212:0.22 215:0.72 216:0.60 220:0.87 222:0.76 227:0.96 229:0.61 231:0.94 235:0.31 241:0.07 242:0.27 243:0.25 245:0.84 246:0.61 247:0.67 248:0.52 253:0.59 256:0.45 259:0.21 260:0.58 261:0.84 265:0.26 266:1.00 267:0.52 268:0.46 271:0.17 276:0.94 285:0.50 287:0.61 297:0.36 300:0.98\n2 6:0.85 8:0.75 9:0.80 12:0.79 17:0.15 20:0.91 21:0.78 27:0.32 30:0.56 34:0.24 36:0.91 37:0.42 39:0.51 41:0.82 43:0.27 55:0.96 66:0.19 69:0.78 70:0.42 74:0.63 78:0.94 83:0.76 91:0.72 96:0.80 98:0.23 100:0.92 108:0.83 111:0.92 120:0.69 122:0.67 123:0.82 124:0.90 127:0.37 129:0.05 131:0.98 133:0.89 135:0.79 140:0.92 144:0.76 146:0.36 147:0.43 149:0.40 151:0.87 152:0.85 153:0.48 154:0.19 155:0.67 157:0.61 159:0.73 162:0.49 163:0.93 164:0.57 166:0.61 169:0.90 172:0.21 173:0.62 177:0.38 178:0.51 179:0.73 182:0.96 186:0.93 187:0.39 189:0.86 192:0.59 202:0.66 208:0.64 212:0.23 216:0.55 222:0.76 227:0.99 229:0.98 231:0.95 235:0.22 238:0.86 241:0.37 242:0.63 243:0.33 244:0.61 245:0.48 246:0.61 247:0.39 248:0.78 253:0.79 255:0.79 256:0.45 259:0.21 260:0.70 261:0.90 265:0.25 266:0.71 267:0.88 268:0.46 271:0.17 276:0.44 277:0.69 285:0.62 287:0.99 300:0.33\n2 8:0.76 11:0.78 12:0.79 17:0.24 20:0.86 21:0.78 27:0.56 30:0.37 34:0.49 36:0.83 37:0.53 39:0.51 43:0.50 55:0.71 66:0.27 69:0.80 70:0.96 74:0.92 78:0.93 85:0.72 91:0.56 98:0.36 100:0.73 101:0.64 108:0.64 111:0.90 122:0.67 123:0.61 124:0.94 127:0.75 129:0.59 131:0.61 133:0.94 135:0.23 144:0.76 146:0.90 147:0.92 149:0.68 152:0.81 154:0.54 157:0.77 159:0.93 166:0.61 169:0.72 172:0.71 173:0.43 177:0.38 178:0.55 179:0.32 182:0.72 186:0.93 187:0.68 191:0.70 202:0.63 212:0.19 216:0.87 222:0.76 227:0.61 229:0.61 231:0.86 235:0.74 241:0.15 242:0.79 243:0.46 245:0.79 246:0.61 247:0.39 253:0.65 259:0.21 261:0.87 265:0.38 266:0.95 267:0.94 271:0.17 276:0.81 287:0.61 300:0.99\n1 11:0.78 12:0.79 17:0.26 21:0.78 27:0.45 30:0.33 34:0.76 36:0.67 37:0.50 39:0.51 43:0.70 66:0.79 69:0.84 70:0.36 74:0.63 85:0.80 91:0.22 98:0.47 101:0.73 108:0.69 122:0.57 123:0.67 127:0.14 129:0.05 131:0.61 135:0.70 144:0.76 145:0.41 146:0.69 147:0.74 149:0.58 154:0.60 157:0.89 159:0.27 166:0.61 172:0.41 173:0.78 177:0.38 178:0.55 179:0.43 182:0.78 187:0.68 212:0.42 216:0.77 222:0.76 227:0.61 229:0.61 231:0.84 235:0.52 241:0.12 242:0.45 243:0.80 246:0.61 247:0.47 253:0.49 259:0.21 265:0.48 266:0.38 267:0.36 271:0.17 276:0.32 287:0.61 300:0.25\n1 11:0.78 12:0.79 17:0.22 21:0.78 27:0.66 30:0.12 34:0.79 36:0.91 37:0.36 39:0.51 43:0.90 55:0.71 66:0.06 69:0.44 70:0.97 74:0.86 85:0.98 91:0.11 98:0.22 101:0.75 108:0.72 123:0.96 124:0.99 127:0.97 129:0.99 131:0.61 133:0.99 135:0.51 144:0.76 146:0.22 147:0.27 149:0.95 154:0.89 157:0.97 159:0.98 166:0.61 172:0.63 173:0.07 177:0.38 178:0.55 179:0.18 182:0.90 187:0.68 212:0.21 216:0.32 222:0.76 227:0.61 229:0.61 231:0.93 235:0.02 241:0.05 242:0.60 243:0.09 245:0.85 246:0.61 247:0.60 253:0.61 259:0.21 265:0.19 266:1.00 267:0.36 271:0.17 276:0.93 287:0.61 300:0.99\n2 1:0.74 8:0.66 11:0.78 12:0.79 17:0.06 27:0.63 30:0.11 34:0.77 36:0.53 37:0.32 39:0.51 43:0.98 66:0.23 69:0.05 70:0.68 74:0.86 81:0.95 83:0.80 85:0.85 91:0.25 98:0.70 101:0.80 108:0.05 114:0.98 122:0.67 123:0.57 124:0.56 126:0.54 127:0.61 129:0.59 131:0.61 133:0.47 135:0.77 144:0.76 146:0.40 147:0.47 149:0.81 150:0.98 154:0.98 155:0.67 157:0.95 159:0.34 165:0.92 166:0.97 172:0.48 173:0.21 176:0.73 177:0.38 178:0.55 179:0.70 182:0.96 187:0.39 192:0.59 201:0.74 212:0.71 215:0.96 216:0.46 222:0.76 227:0.61 229:0.61 231:0.95 235:0.05 241:0.12 242:0.51 243:0.60 245:0.71 246:0.99 247:0.60 253:0.79 259:0.21 265:0.50 266:0.27 267:0.65 271:0.17 276:0.51 283:0.82 287:0.61 290:0.98 297:0.36 300:0.43\n1 8:0.72 11:0.78 12:0.79 17:0.26 21:0.47 27:0.21 30:0.19 34:0.55 36:0.87 37:0.74 39:0.51 43:0.69 55:0.71 66:0.23 69:0.19 70:0.91 74:0.95 76:0.94 81:0.42 85:0.93 91:0.72 98:0.49 101:0.79 108:0.15 114:0.55 122:0.67 123:0.15 124:0.90 126:0.32 127:0.59 129:0.89 131:0.61 133:0.89 135:0.34 144:0.76 146:0.79 147:0.82 149:0.87 150:0.36 154:0.59 157:0.97 159:0.77 166:0.83 172:0.59 173:0.13 176:0.53 177:0.38 178:0.55 179:0.38 182:0.91 187:0.39 202:0.75 212:0.48 216:0.95 222:0.76 227:0.61 229:0.61 231:0.93 235:0.52 241:0.50 242:0.63 243:0.43 245:0.78 246:0.61 247:0.47 253:0.68 259:0.21 265:0.51 266:0.87 267:0.94 271:0.17 276:0.76 287:0.61 290:0.55 300:0.70\n1 11:0.78 12:0.79 17:0.47 21:0.30 27:0.28 30:0.17 34:0.94 36:0.74 37:0.72 39:0.51 43:0.58 55:0.71 66:0.68 69:0.91 70:0.97 74:0.93 77:0.70 81:0.55 85:0.93 91:0.42 98:0.55 101:0.77 108:0.83 114:0.55 117:0.86 122:0.67 123:0.82 124:0.64 126:0.32 127:0.50 129:0.05 131:0.61 133:0.82 135:0.71 144:0.76 145:0.70 146:0.89 147:0.58 149:0.81 150:0.41 154:0.47 157:0.97 158:0.82 159:0.82 166:0.83 172:0.84 173:0.82 176:0.53 177:0.05 178:0.55 179:0.32 182:0.90 187:0.68 195:0.94 212:0.55 216:0.54 222:0.76 227:0.61 229:0.61 231:0.93 232:0.99 235:0.31 241:0.30 242:0.72 243:0.13 245:0.77 246:0.61 247:0.60 253:0.66 257:0.65 259:0.21 265:0.57 266:0.84 267:0.65 271:0.17 276:0.78 282:0.81 287:0.61 290:0.55 300:0.94\n1 1:0.74 11:0.51 12:0.79 17:0.30 21:0.22 27:0.72 30:0.76 34:0.94 36:0.66 37:0.44 39:0.51 43:0.92 55:0.42 66:0.85 69:0.15 70:0.43 74:0.84 81:0.82 91:0.29 98:0.82 108:0.12 114:0.90 122:0.43 123:0.12 126:0.54 127:0.31 129:0.05 131:0.61 135:0.32 144:0.76 146:0.57 147:0.63 149:0.90 150:0.84 154:0.91 155:0.67 157:0.61 158:0.87 159:0.21 166:0.97 172:0.57 173:0.41 176:0.73 177:0.38 178:0.55 179:0.65 182:0.61 187:0.39 192:0.59 201:0.74 208:0.64 212:0.69 215:0.79 216:0.15 222:0.76 227:0.61 229:0.61 231:0.95 235:0.31 241:0.46 242:0.61 243:0.86 246:0.61 247:0.39 253:0.75 254:0.74 259:0.21 265:0.82 266:0.27 267:0.36 271:0.17 276:0.44 279:0.86 283:0.71 287:0.61 290:0.90 297:0.36 300:0.43\n2 6:0.83 8:0.67 11:0.78 12:0.79 17:0.20 20:0.85 27:0.63 30:0.60 32:0.72 34:0.62 36:0.62 37:0.32 39:0.51 43:0.84 55:0.71 66:0.20 69:0.05 70:0.56 74:0.81 78:0.99 81:0.90 85:0.80 91:0.18 98:0.65 100:0.98 101:0.78 108:0.05 111:0.98 122:0.67 123:0.59 124:0.55 126:0.32 127:0.60 129:0.59 131:0.61 133:0.47 135:0.51 144:0.76 145:0.49 146:0.46 147:0.53 149:0.72 150:0.80 152:0.83 154:0.83 157:0.91 159:0.34 166:0.87 169:0.96 172:0.45 173:0.19 177:0.38 178:0.55 179:0.75 182:0.81 186:0.99 187:0.68 189:0.85 195:0.57 212:0.72 215:0.96 216:0.46 222:0.76 227:0.61 229:0.61 231:0.94 235:0.02 238:0.87 241:0.60 242:0.45 243:0.60 245:0.68 246:0.61 247:0.60 253:0.58 259:0.21 261:0.94 265:0.57 266:0.38 267:0.52 271:0.17 276:0.47 283:0.82 287:0.61 297:0.36 300:0.43\n2 1:0.74 7:0.81 11:0.78 12:0.79 17:0.12 21:0.22 27:0.63 30:0.43 34:0.83 36:0.60 37:0.49 39:0.51 43:0.91 60:0.87 66:0.31 69:0.42 70:0.87 74:0.95 81:0.83 83:0.85 85:0.97 91:0.07 98:0.59 101:0.84 108:0.71 114:0.90 121:0.90 122:0.43 123:0.69 124:0.79 126:0.54 127:0.63 129:0.89 131:0.61 133:0.78 135:0.54 144:0.76 145:0.70 146:0.66 147:0.71 149:0.95 150:0.89 154:0.90 155:0.67 157:0.99 158:0.87 159:0.73 165:0.86 166:0.97 172:0.70 173:0.27 176:0.73 177:0.38 178:0.55 179:0.34 182:0.96 187:0.95 192:0.59 201:0.74 204:0.89 208:0.64 212:0.40 215:0.79 216:0.64 222:0.76 227:0.61 229:0.61 230:0.84 231:0.95 233:0.69 235:0.31 241:0.21 242:0.62 243:0.39 245:0.87 246:0.99 247:0.55 253:0.78 265:0.60 266:0.63 267:0.23 271:0.17 276:0.79 279:0.86 283:0.71 287:0.61 290:0.90 297:0.36 300:0.84\n2 1:0.74 6:0.83 7:0.81 11:0.51 12:0.79 17:0.36 20:0.89 21:0.47 27:0.21 30:0.62 34:0.53 36:0.51 37:0.74 39:0.51 43:0.30 55:0.42 66:0.75 69:0.19 70:0.34 74:0.79 76:0.85 78:0.88 81:0.67 91:0.22 98:0.70 100:0.73 104:0.91 106:0.81 108:0.15 111:0.86 114:0.80 117:0.86 122:0.43 123:0.15 126:0.54 127:0.21 129:0.05 131:0.61 135:0.21 144:0.76 146:0.53 147:0.59 149:0.19 150:0.72 152:0.92 154:0.92 155:0.67 157:0.61 158:0.86 159:0.19 166:0.97 169:0.92 172:0.32 173:0.40 176:0.73 177:0.38 178:0.55 179:0.81 182:0.61 186:0.88 187:0.39 192:0.59 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.61 215:0.63 216:0.95 222:0.76 227:0.61 229:0.61 230:0.83 231:0.95 232:0.96 233:0.66 235:0.60 241:0.35 242:0.33 243:0.77 246:0.61 247:0.39 253:0.69 254:0.74 259:0.21 261:0.92 265:0.71 266:0.23 267:0.44 271:0.17 276:0.22 279:0.86 283:0.67 287:0.61 290:0.80 297:0.36 300:0.25\n0 8:0.78 11:0.78 12:0.79 17:0.20 21:0.78 27:0.56 30:0.18 34:0.61 36:0.96 37:0.43 39:0.51 43:0.86 55:0.96 66:0.06 69:0.12 70:0.96 74:0.65 85:0.93 91:0.06 98:0.19 101:0.71 108:0.10 123:0.10 124:0.99 127:0.97 129:0.95 131:0.61 133:0.99 135:0.79 144:0.76 146:0.72 147:0.77 149:0.84 154:0.84 157:0.91 159:0.97 163:0.81 166:0.61 172:0.37 173:0.05 177:0.38 178:0.55 179:0.26 182:0.81 187:0.87 202:0.36 212:0.12 216:0.89 222:0.76 227:0.61 229:0.61 231:0.91 235:0.31 241:0.01 242:0.74 243:0.18 245:0.75 246:0.61 247:0.47 253:0.50 259:0.21 265:0.20 266:0.99 267:0.59 271:0.17 276:0.88 283:0.71 287:0.61 300:0.94\n2 8:0.69 11:0.78 12:0.79 17:0.30 21:0.47 27:0.21 30:0.17 34:0.42 36:0.94 37:0.74 39:0.51 43:0.69 55:0.71 66:0.25 69:0.19 70:0.91 74:0.96 76:0.85 81:0.42 85:0.93 91:0.70 96:0.75 98:0.50 101:0.79 108:0.15 114:0.55 117:0.86 122:0.67 123:0.15 124:0.90 126:0.32 127:0.59 129:0.89 131:0.88 133:0.89 135:0.26 140:0.45 144:0.76 146:0.79 147:0.82 149:0.87 150:0.36 151:0.59 153:0.69 154:0.59 157:0.97 158:0.82 159:0.77 162:0.86 166:0.83 172:0.61 173:0.13 176:0.53 177:0.38 179:0.37 182:0.91 187:0.39 190:0.77 202:0.46 212:0.47 216:0.95 220:0.74 222:0.76 227:0.95 229:0.61 231:0.93 232:0.91 235:0.52 241:0.12 242:0.63 243:0.44 245:0.78 246:0.61 247:0.47 248:0.57 253:0.79 256:0.45 259:0.21 265:0.51 266:0.87 267:0.92 268:0.55 271:0.17 276:0.77 285:0.50 287:0.61 290:0.55 300:0.70\n1 8:0.68 11:0.78 12:0.79 17:0.24 21:0.78 27:0.45 30:0.28 34:0.64 36:0.27 37:0.50 39:0.51 43:0.78 55:0.52 66:0.30 69:0.75 70:0.75 74:0.89 85:0.72 91:0.20 98:0.45 101:0.71 108:0.59 122:0.67 123:0.71 124:0.60 127:0.19 129:0.05 131:0.61 133:0.39 135:0.89 144:0.76 145:0.42 146:0.51 147:0.57 149:0.65 154:0.71 157:0.81 159:0.41 166:0.61 172:0.51 173:0.66 177:0.38 178:0.55 179:0.31 182:0.74 187:0.68 212:0.70 216:0.77 222:0.76 227:0.61 229:0.61 231:0.83 235:0.60 241:0.44 242:0.79 243:0.57 245:0.78 246:0.61 247:0.39 253:0.63 259:0.21 265:0.34 266:0.54 267:0.59 271:0.17 276:0.58 277:0.69 287:0.61 300:0.70\n1 8:0.73 11:0.78 12:0.79 17:0.28 21:0.47 27:0.21 30:0.19 34:0.44 36:0.88 37:0.74 39:0.51 43:0.69 55:0.71 66:0.23 69:0.19 70:0.91 74:0.96 76:0.85 81:0.42 85:0.93 91:0.58 98:0.49 101:0.79 108:0.15 114:0.55 117:0.86 122:0.67 123:0.15 124:0.90 126:0.32 127:0.58 129:0.89 131:0.61 133:0.89 135:0.30 144:0.76 146:0.78 147:0.82 149:0.87 150:0.36 154:0.59 157:0.97 158:0.82 159:0.77 166:0.83 172:0.59 173:0.13 176:0.53 177:0.38 178:0.55 179:0.38 182:0.91 187:0.39 212:0.48 216:0.95 222:0.76 227:0.61 229:0.61 231:0.93 232:0.91 235:0.52 241:0.07 242:0.63 243:0.43 245:0.78 246:0.61 247:0.47 253:0.68 259:0.21 265:0.51 266:0.87 267:0.94 271:0.17 276:0.76 287:0.61 290:0.55 300:0.70\n1 11:0.88 12:0.79 17:0.20 21:0.64 27:0.45 28:0.70 30:0.11 34:0.89 36:0.18 37:0.50 39:0.55 43:0.78 55:0.84 66:0.29 69:0.70 70:0.85 74:0.75 81:0.37 85:0.80 91:0.06 98:0.27 101:0.72 108:0.53 122:0.67 123:0.51 124:0.84 126:0.32 127:0.34 129:0.05 133:0.82 135:0.83 144:0.85 145:0.47 146:0.53 147:0.59 149:0.70 150:0.33 154:0.70 159:0.71 161:0.79 167:0.60 172:0.37 173:0.52 177:0.38 178:0.55 179:0.60 181:0.98 187:0.68 212:0.27 215:0.53 216:0.77 222:0.35 235:0.74 241:0.61 242:0.72 243:0.47 245:0.58 247:0.47 253:0.55 259:0.21 265:0.30 266:0.80 267:0.28 271:0.34 276:0.51 283:0.71 297:0.36 300:0.55\n2 1:0.74 6:0.93 7:0.81 8:0.87 9:0.80 11:0.88 12:0.79 17:0.12 20:0.87 21:0.13 27:0.13 28:0.70 30:0.67 32:0.80 34:0.78 36:0.43 37:0.79 39:0.55 41:0.94 43:0.81 60:0.97 66:0.89 69:0.70 70:0.43 74:0.91 77:0.70 78:0.79 81:0.88 83:0.89 85:0.94 91:0.48 96:0.94 98:0.75 100:0.85 101:0.85 108:0.53 111:0.80 114:0.92 120:0.89 121:0.90 122:0.43 123:0.51 126:0.54 127:0.24 129:0.05 135:0.80 140:0.45 144:0.85 145:0.54 146:0.70 147:0.75 149:0.91 150:0.93 151:0.96 152:0.90 153:0.87 154:0.76 155:0.67 158:0.92 159:0.28 161:0.79 162:0.81 164:0.83 165:0.88 167:0.56 169:0.82 172:0.70 173:0.78 176:0.73 177:0.38 179:0.41 181:0.98 186:0.79 187:0.68 189:0.95 191:0.76 192:0.59 195:0.63 201:0.74 202:0.74 204:0.89 208:0.64 212:0.70 215:0.84 216:0.83 222:0.35 230:0.87 233:0.76 235:0.22 238:0.94 241:0.51 242:0.54 243:0.90 247:0.55 248:0.94 253:0.96 255:0.79 256:0.77 259:0.21 260:0.89 261:0.88 265:0.75 266:0.38 267:0.59 268:0.79 271:0.34 276:0.58 279:0.86 282:0.88 283:0.82 285:0.62 290:0.92 297:0.36 299:0.88 300:0.33\n3 1:0.74 6:0.93 8:0.82 9:0.80 11:0.88 12:0.79 17:0.05 20:0.76 27:0.14 28:0.70 30:0.75 34:0.70 36:0.28 37:0.67 39:0.55 41:0.99 43:0.86 60:0.97 66:0.24 69:0.59 70:0.69 74:0.90 78:0.88 81:0.96 83:0.91 85:0.98 91:0.88 96:1.00 98:0.23 100:0.96 101:0.80 108:0.64 111:0.89 114:0.98 120:0.99 122:0.43 123:0.62 124:0.93 126:0.54 127:0.83 129:0.97 133:0.93 135:0.60 138:0.99 140:0.45 144:0.85 145:0.49 146:0.29 147:0.36 149:0.95 150:0.98 151:0.99 152:0.96 153:0.97 154:0.83 155:0.67 158:0.92 159:0.92 161:0.79 162:0.76 164:0.97 165:0.92 167:0.56 169:0.91 172:0.61 173:0.23 176:0.73 177:0.38 179:0.40 181:0.98 186:0.84 187:0.39 189:0.94 191:0.83 192:0.59 201:0.74 202:0.95 208:0.64 212:0.35 215:0.96 216:0.93 222:0.35 235:0.05 238:0.93 241:0.52 242:0.59 243:0.18 245:0.76 247:0.47 248:1.00 253:1.00 255:0.79 256:0.96 259:0.21 260:0.99 261:0.96 265:0.26 266:0.94 267:0.95 268:0.96 271:0.34 276:0.75 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.84\n3 1:0.74 7:0.81 11:0.88 12:0.79 17:0.66 21:0.30 27:0.21 28:0.70 30:0.44 34:0.63 36:0.92 37:0.74 39:0.55 43:0.98 66:0.16 69:0.12 70:0.75 74:0.95 81:0.80 83:0.75 85:0.97 91:0.10 98:0.44 101:0.81 108:0.95 114:0.86 121:0.90 122:0.57 123:0.78 124:0.84 126:0.54 127:0.68 129:0.81 133:0.83 135:0.30 144:0.85 146:0.63 147:0.68 149:0.95 150:0.87 154:0.98 155:0.67 159:0.89 161:0.79 165:0.84 167:0.47 172:0.67 173:0.08 176:0.73 177:0.38 178:0.55 179:0.31 181:0.98 187:0.68 192:0.59 201:0.74 202:0.36 204:0.89 208:0.64 212:0.35 215:0.72 216:0.95 222:0.35 230:0.87 233:0.76 235:0.42 241:0.10 242:0.45 243:0.34 245:0.87 247:0.47 253:0.77 259:0.21 265:0.34 266:0.87 267:0.52 271:0.34 276:0.78 290:0.86 297:0.36 300:0.84\n0 1:0.74 6:0.83 8:0.61 9:0.80 11:0.88 12:0.79 17:0.92 20:0.79 21:0.13 25:0.88 27:0.18 28:0.70 30:0.56 34:0.92 36:0.43 37:0.26 39:0.55 41:0.99 43:0.94 60:0.95 66:0.64 69:0.23 70:0.64 74:0.92 78:0.90 81:0.88 83:0.90 85:0.94 87:0.98 91:0.87 96:0.99 98:0.68 100:0.93 101:0.84 104:0.58 108:0.18 111:0.89 114:0.92 120:0.98 122:0.57 123:0.18 124:0.47 126:0.54 127:0.30 129:0.59 133:0.47 135:0.54 138:0.98 140:0.45 144:0.85 146:0.67 147:0.72 149:0.93 150:0.93 151:0.99 152:0.78 153:0.95 154:0.94 155:0.67 158:0.92 159:0.35 161:0.79 162:0.79 164:0.96 165:0.88 167:0.81 169:0.89 172:0.67 173:0.30 176:0.73 177:0.38 179:0.43 181:0.98 186:0.90 189:0.83 191:0.78 192:0.59 201:0.74 202:0.92 208:0.64 212:0.82 215:0.84 216:0.22 222:0.35 232:0.81 235:0.22 238:0.90 241:0.85 242:0.40 243:0.69 245:0.77 247:0.60 248:0.99 253:1.00 255:0.79 256:0.94 259:0.21 260:0.98 261:0.89 265:0.68 266:0.27 267:0.73 268:0.95 271:0.34 276:0.61 279:0.86 283:0.82 285:0.62 290:0.92 297:0.36 300:0.55\n3 1:0.74 6:0.87 7:0.81 8:0.73 9:0.80 11:0.88 12:0.79 17:0.51 20:0.75 21:0.68 25:0.88 27:0.72 28:0.70 30:0.33 32:0.80 34:0.19 36:0.93 39:0.55 41:0.99 43:0.75 60:0.97 66:0.12 69:0.83 70:0.62 74:0.82 76:0.94 77:0.89 78:0.86 81:0.65 83:0.90 85:0.91 87:0.98 91:0.77 96:0.99 98:0.34 100:0.91 101:0.78 104:0.58 108:0.86 111:0.85 114:0.70 120:0.97 121:1.00 122:0.43 123:0.86 124:0.91 126:0.54 127:0.98 129:0.95 133:0.90 135:0.58 138:0.99 140:0.45 144:0.85 145:0.79 146:0.13 147:0.59 149:0.77 150:0.75 151:0.99 152:0.74 153:0.96 154:0.66 155:0.67 158:0.92 159:0.83 161:0.79 162:0.83 163:0.86 164:0.94 165:0.69 167:0.80 169:0.84 172:0.27 173:0.70 176:0.73 177:0.05 179:0.64 181:0.98 186:0.89 189:0.88 191:0.82 192:0.59 195:0.93 201:0.74 202:0.89 204:0.89 208:0.64 212:0.13 215:0.49 216:0.24 222:0.35 230:0.87 232:0.81 233:0.76 235:0.95 238:0.88 241:0.82 242:0.24 243:0.22 245:0.64 247:0.60 248:0.99 253:0.99 255:0.79 256:0.92 257:0.65 259:0.21 260:0.97 261:0.77 265:0.36 266:0.89 267:0.84 268:0.93 271:0.34 276:0.61 279:0.86 282:0.88 283:0.82 285:0.62 290:0.70 297:0.36 299:0.97 300:0.43\n0 1:0.74 7:0.81 8:0.72 9:0.80 11:0.88 12:0.79 17:0.62 20:0.75 21:0.30 27:0.52 28:0.70 30:0.70 37:0.58 39:0.55 41:0.97 43:0.98 60:0.87 66:0.15 69:0.12 70:0.84 74:0.93 78:0.82 81:0.80 83:0.87 85:0.98 91:0.74 96:0.96 98:0.25 100:0.82 101:0.80 108:0.10 111:0.85 114:0.86 117:0.86 120:0.93 121:0.90 122:0.43 123:0.10 124:0.94 126:0.54 127:0.77 129:0.97 133:0.94 138:0.98 140:0.45 144:0.85 146:0.70 147:0.74 149:0.95 150:0.87 151:0.99 152:0.74 153:0.96 154:0.98 155:0.67 158:0.92 159:0.91 161:0.79 162:0.69 164:0.87 165:0.84 167:0.54 169:0.89 172:0.54 173:0.07 176:0.73 177:0.38 179:0.36 181:0.98 186:0.81 187:0.39 192:0.59 201:0.74 202:0.83 204:0.89 208:0.64 212:0.22 215:0.72 216:0.90 222:0.35 230:0.87 232:0.92 233:0.76 235:0.42 238:0.95 241:0.47 242:0.53 243:0.36 245:0.78 247:0.60 248:0.96 253:0.97 255:0.79 256:0.86 259:0.21 260:0.93 261:0.75 265:0.28 266:0.95 268:0.85 271:0.34 276:0.77 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.98\n2 1:0.74 7:0.81 8:0.70 9:0.80 11:0.88 12:0.79 17:0.18 21:0.13 27:0.03 28:0.70 30:0.62 32:0.80 34:0.96 36:0.62 37:0.92 39:0.55 41:0.82 43:0.90 60:0.87 66:0.30 69:0.44 70:0.59 74:0.98 77:0.70 81:0.88 83:0.86 85:0.98 91:0.22 96:0.74 98:0.69 101:0.86 104:0.84 106:0.81 108:0.34 114:0.92 117:0.86 120:0.62 121:0.90 122:0.43 123:0.75 124:0.58 126:0.54 127:0.43 129:0.59 133:0.47 135:0.92 140:0.45 144:0.85 145:0.59 146:0.78 147:0.81 149:0.99 150:0.93 151:0.69 153:0.48 154:0.89 155:0.67 158:0.92 159:0.65 161:0.79 162:0.62 164:0.57 165:0.88 167:0.49 172:0.82 173:0.30 176:0.73 177:0.38 179:0.24 181:0.98 187:0.68 192:0.59 195:0.85 201:0.74 202:0.50 204:0.89 206:0.81 208:0.64 212:0.57 215:0.84 216:0.79 220:0.74 222:0.35 230:0.87 232:0.91 233:0.76 235:0.22 241:0.21 242:0.51 243:0.58 245:0.95 247:0.60 248:0.65 253:0.83 255:0.79 256:0.45 259:0.21 260:0.63 265:0.57 266:0.38 267:0.36 268:0.46 271:0.34 276:0.84 279:0.86 282:0.88 283:0.82 285:0.62 290:0.92 297:0.36 299:0.88 300:0.55\n1 1:0.74 11:0.88 12:0.79 17:0.45 21:0.71 27:0.45 28:0.70 30:0.45 32:0.80 34:0.80 36:0.18 37:0.50 39:0.55 43:0.81 55:0.84 66:0.47 69:0.71 70:0.86 74:0.56 77:0.70 81:0.52 83:0.73 85:0.72 91:0.04 98:0.36 101:0.70 108:0.64 114:0.68 123:0.61 124:0.79 126:0.54 127:0.58 129:0.05 133:0.82 135:0.70 144:0.85 145:0.50 146:0.13 147:0.18 149:0.63 150:0.67 154:0.77 155:0.67 159:0.76 161:0.79 163:0.75 165:0.69 167:0.56 172:0.41 173:0.55 176:0.73 177:0.38 178:0.55 179:0.77 181:0.98 187:0.68 192:0.59 195:0.90 201:0.74 212:0.13 215:0.48 216:0.77 222:0.35 235:0.88 241:0.53 242:0.79 243:0.23 245:0.51 247:0.35 253:0.56 259:0.21 265:0.38 266:0.80 267:0.59 271:0.34 276:0.40 277:0.69 282:0.88 290:0.68 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.93 8:0.86 9:0.80 11:0.88 12:0.79 17:0.04 20:0.96 27:0.14 28:0.70 30:0.75 34:0.75 36:0.28 37:0.67 39:0.55 41:1.00 43:0.85 60:0.99 66:0.23 69:0.57 70:0.60 74:0.87 78:0.84 81:0.96 83:0.91 85:0.97 91:0.67 96:1.00 98:0.22 100:0.95 101:0.79 108:0.61 111:0.89 114:0.98 120:0.99 122:0.43 123:0.58 124:0.93 126:0.54 127:0.79 129:0.97 133:0.93 135:0.61 138:0.99 140:0.45 144:0.85 145:0.47 146:0.22 147:0.28 149:0.93 150:0.98 151:0.99 152:0.96 153:0.97 154:0.82 155:0.67 158:0.92 159:0.92 161:0.79 162:0.75 164:0.97 165:0.92 167:0.53 169:0.91 172:0.57 173:0.22 176:0.73 177:0.38 179:0.44 181:0.98 186:0.84 187:0.39 189:0.94 191:0.75 192:0.59 201:0.74 202:0.95 208:0.64 212:0.30 215:0.96 216:0.93 222:0.35 235:0.05 238:0.97 241:0.44 242:0.60 243:0.16 245:0.73 247:0.47 248:1.00 253:1.00 255:0.79 256:0.96 259:0.21 260:0.99 261:0.96 265:0.24 266:0.92 267:0.87 268:0.97 271:0.34 276:0.71 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.94\n2 1:0.74 6:0.93 7:0.81 8:0.85 9:0.80 11:0.88 12:0.79 17:0.28 20:0.99 21:0.30 27:0.21 28:0.70 30:0.42 34:0.80 36:0.94 37:0.74 39:0.55 41:0.99 43:0.98 60:0.98 66:0.20 69:0.12 70:0.81 74:0.97 78:0.82 81:0.80 83:0.90 85:0.97 91:0.78 96:0.98 98:0.58 100:0.93 101:0.82 108:0.78 111:0.87 114:0.86 117:0.86 120:0.96 121:0.90 122:0.57 123:0.77 124:0.75 126:0.54 127:0.69 129:0.81 133:0.67 135:0.26 138:0.99 140:0.45 144:0.85 146:0.83 147:0.85 149:0.95 150:0.87 151:0.98 152:0.91 153:0.94 154:0.98 155:0.67 158:0.92 159:0.86 161:0.79 162:0.79 164:0.93 165:0.84 167:0.50 169:0.91 172:0.68 173:0.08 176:0.73 177:0.38 179:0.29 181:0.98 186:0.82 187:0.39 189:0.94 192:0.59 201:0.74 202:0.89 204:0.89 208:0.64 212:0.51 215:0.72 216:0.95 222:0.35 230:0.87 232:0.92 233:0.76 235:0.42 238:0.97 241:0.30 242:0.44 243:0.40 245:0.93 247:0.47 248:0.99 253:0.99 255:0.79 256:0.92 259:0.21 260:0.97 261:0.95 265:0.59 266:0.80 267:0.36 268:0.92 271:0.34 276:0.81 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.84\n2 1:0.74 6:0.94 7:0.81 8:0.88 9:0.80 11:0.88 12:0.79 17:0.08 20:0.97 21:0.13 27:0.03 28:0.70 30:0.62 32:0.80 34:0.95 36:0.63 37:0.92 39:0.55 41:0.95 43:0.90 60:0.98 66:0.30 69:0.44 70:0.59 74:0.98 77:0.70 78:0.81 81:0.88 83:0.87 85:0.98 91:0.54 96:0.92 98:0.69 100:0.88 101:0.86 104:0.84 106:0.81 108:0.34 111:0.83 114:0.92 117:0.86 120:0.87 121:0.90 122:0.43 123:0.75 124:0.58 126:0.54 127:0.43 129:0.59 133:0.47 135:0.94 140:0.45 144:0.85 145:0.59 146:0.78 147:0.81 149:0.99 150:0.93 151:0.94 152:0.93 153:0.81 154:0.89 155:0.67 158:0.92 159:0.65 161:0.79 162:0.86 164:0.83 165:0.88 167:0.52 169:0.85 172:0.82 173:0.30 176:0.73 177:0.38 179:0.24 181:0.98 186:0.81 187:0.39 189:0.95 192:0.59 195:0.85 201:0.74 202:0.72 204:0.89 206:0.81 208:0.64 212:0.57 215:0.84 216:0.79 220:0.74 222:0.35 230:0.87 232:0.91 233:0.76 235:0.22 238:0.94 241:0.39 242:0.51 243:0.58 245:0.95 247:0.60 248:0.92 253:0.95 255:0.79 256:0.78 259:0.21 260:0.88 261:0.92 265:0.57 266:0.38 267:0.36 268:0.79 271:0.34 276:0.84 279:0.86 282:0.88 283:0.82 285:0.62 290:0.92 297:0.36 299:0.88 300:0.55\n2 1:0.74 8:0.61 9:0.80 11:0.88 12:0.79 17:0.07 20:0.77 21:0.22 27:0.17 28:0.70 30:0.76 34:0.71 36:0.52 37:0.97 39:0.55 41:0.97 43:0.76 60:0.98 66:0.36 69:0.81 70:0.37 74:0.71 78:0.72 81:0.89 83:0.89 85:0.88 91:0.31 96:0.95 98:0.24 100:0.73 101:0.78 104:0.90 106:0.81 108:0.65 111:0.72 114:0.90 117:0.86 120:0.91 122:0.57 123:0.63 124:0.70 126:0.54 127:0.19 129:0.81 133:0.67 135:0.94 140:0.45 144:0.85 146:0.36 147:0.42 149:0.73 150:0.94 151:0.96 152:0.82 153:0.86 154:0.68 155:0.67 158:0.92 159:0.35 161:0.79 162:0.86 163:0.81 164:0.84 165:0.90 167:0.68 169:0.79 172:0.27 173:0.78 176:0.73 177:0.38 179:0.60 181:0.98 186:0.73 187:0.87 192:0.59 201:0.74 202:0.72 206:0.81 208:0.64 212:0.37 215:0.79 216:0.71 222:0.35 232:0.94 235:0.52 241:0.69 242:0.58 243:0.51 245:0.50 247:0.39 248:0.95 253:0.95 255:0.79 256:0.84 259:0.21 260:0.92 261:0.82 265:0.26 266:0.38 267:0.36 268:0.80 271:0.34 276:0.32 279:0.86 283:0.82 285:0.62 290:0.90 297:0.36 300:0.33\n2 1:0.74 7:0.81 9:0.80 11:0.88 12:0.79 17:0.40 21:0.13 27:0.16 28:0.70 30:0.76 32:0.80 34:0.52 36:0.70 37:0.69 39:0.55 41:0.98 43:0.80 60:0.98 66:0.93 69:0.73 70:0.46 74:1.00 77:0.89 81:0.88 83:0.90 85:1.00 91:0.37 96:0.97 98:0.77 101:0.87 104:0.96 106:0.81 108:0.70 114:0.92 117:0.86 120:0.94 121:0.90 122:0.43 123:0.68 124:0.37 126:0.54 127:0.34 129:0.81 133:0.76 135:0.87 140:0.45 144:0.85 145:0.74 146:0.32 147:0.38 149:1.00 150:0.93 151:0.98 153:0.92 154:0.74 155:0.67 158:0.92 159:0.85 161:0.79 162:0.81 164:0.93 165:0.88 167:0.46 172:0.99 173:0.43 176:0.73 177:0.38 179:0.10 181:0.98 187:0.87 192:0.59 195:0.97 201:0.74 202:0.87 204:0.89 206:0.81 208:0.64 212:0.86 215:0.84 216:0.74 220:0.74 222:0.35 230:0.87 232:0.98 233:0.76 235:0.22 241:0.05 242:0.63 243:0.06 245:0.93 247:0.47 248:0.97 253:0.99 255:0.79 256:0.90 259:0.21 260:0.95 265:0.77 266:0.80 267:0.69 268:0.91 271:0.34 276:0.98 279:0.86 282:0.88 283:0.82 285:0.62 290:0.92 297:0.36 299:0.97 300:0.84\n2 1:0.74 7:0.81 11:0.88 12:0.79 17:0.53 21:0.30 27:0.21 28:0.70 30:0.43 34:0.76 36:0.92 37:0.74 39:0.55 43:0.98 66:0.20 69:0.12 70:0.80 74:0.97 81:0.80 83:0.75 85:0.98 91:0.08 98:0.57 101:0.82 104:0.91 106:0.81 108:0.10 114:0.86 117:0.86 121:0.90 122:0.57 123:0.77 124:0.75 126:0.54 127:0.65 129:0.81 133:0.67 135:0.34 144:0.85 146:0.83 147:0.86 149:0.96 150:0.87 154:0.98 155:0.67 159:0.86 161:0.79 165:0.84 167:0.49 172:0.70 173:0.08 176:0.73 177:0.38 178:0.55 179:0.27 181:0.98 187:0.39 192:0.59 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.54 215:0.72 216:0.95 222:0.35 230:0.87 232:0.95 233:0.76 235:0.42 241:0.24 242:0.45 243:0.43 245:0.93 247:0.47 253:0.78 259:0.21 265:0.44 266:0.80 267:0.36 271:0.34 276:0.82 290:0.86 297:0.36 300:0.84\n2 1:0.74 6:0.93 8:0.75 9:0.80 11:0.88 12:0.79 17:0.07 20:0.87 21:0.05 27:0.14 28:0.70 30:0.20 32:0.80 34:0.45 36:0.74 37:0.67 39:0.55 41:0.90 43:0.85 55:0.92 66:0.18 69:0.57 70:0.88 74:0.86 77:0.70 78:0.77 81:0.92 83:0.81 85:0.88 91:0.44 96:0.89 98:0.50 100:0.81 101:0.75 108:0.73 111:0.77 114:0.95 120:0.81 122:0.57 123:0.71 124:0.90 126:0.54 127:0.63 129:0.93 133:0.90 135:0.91 140:0.45 144:0.85 145:0.47 146:0.22 147:0.28 149:0.83 150:0.96 151:0.92 152:0.96 153:0.72 154:0.82 155:0.67 159:0.82 161:0.79 162:0.58 163:0.92 164:0.75 165:0.90 167:0.50 169:0.91 172:0.41 173:0.34 176:0.73 177:0.38 179:0.53 181:0.98 186:0.78 187:0.68 189:0.90 191:0.70 192:0.59 195:0.93 201:0.74 202:0.72 208:0.64 212:0.19 215:0.91 216:0.93 220:0.62 222:0.35 235:0.12 238:0.90 241:0.30 242:0.41 243:0.19 245:0.68 247:0.55 248:0.88 253:0.92 255:0.79 256:0.68 259:0.21 260:0.82 261:0.96 265:0.52 266:0.91 267:0.65 268:0.71 271:0.34 276:0.66 282:0.88 285:0.62 290:0.95 297:0.36 299:0.88 300:0.70\n2 1:0.74 7:0.81 8:0.88 9:0.80 11:0.88 12:0.79 17:0.62 21:0.05 27:0.15 28:0.70 30:0.76 32:0.80 34:0.73 36:0.88 37:0.88 39:0.55 41:0.90 43:0.74 60:0.97 66:0.43 69:0.85 70:0.41 74:0.97 77:0.70 81:0.92 83:0.85 85:1.00 91:0.11 96:0.89 98:0.65 101:0.85 108:0.70 114:0.95 120:0.82 121:0.90 122:0.57 123:0.68 124:0.85 126:0.54 127:0.59 129:0.95 133:0.87 135:0.83 140:0.45 144:0.85 145:0.40 146:0.98 147:0.98 149:0.98 150:0.96 151:0.87 153:0.48 154:0.64 155:0.67 158:0.92 159:0.91 161:0.79 162:0.81 163:0.81 164:0.73 165:0.90 167:0.49 172:0.91 173:0.56 176:0.73 177:0.38 179:0.16 181:0.98 187:0.68 192:0.59 195:0.98 201:0.74 202:0.62 204:0.89 208:0.64 212:0.48 215:0.91 216:0.80 220:0.62 222:0.35 230:0.84 232:0.88 233:0.69 235:0.12 241:0.21 242:0.63 243:0.57 245:0.95 247:0.39 248:0.88 253:0.93 255:0.79 256:0.64 259:0.21 260:0.82 265:0.66 266:0.71 267:0.44 268:0.67 271:0.34 276:0.93 279:0.86 282:0.88 283:0.82 285:0.62 290:0.95 297:0.36 299:0.88 300:0.55\n2 1:0.57 8:0.62 10:0.93 11:0.75 12:0.37 17:0.55 18:0.72 21:0.64 27:0.68 29:0.86 30:0.45 33:0.97 34:0.78 36:0.46 37:0.60 39:0.25 43:0.61 44:0.88 45:0.77 48:0.91 64:0.77 66:0.63 69:0.53 70:0.78 71:0.95 74:0.43 75:0.95 81:0.33 86:0.79 91:0.31 98:0.46 101:0.65 102:0.96 108:0.41 122:0.94 123:0.39 124:0.45 126:0.32 127:0.39 129:0.05 131:0.61 133:0.36 135:0.23 139:0.79 144:0.76 145:0.86 146:0.42 147:0.48 149:0.33 150:0.37 154:0.75 155:0.46 157:0.80 159:0.32 166:0.85 170:0.82 172:0.41 173:0.63 174:0.90 177:0.88 178:0.55 179:0.80 182:0.75 187:0.39 192:0.44 195:0.68 197:0.93 201:0.54 208:0.50 212:0.61 216:0.31 222:0.84 226:0.98 227:0.61 229:0.61 231:0.78 235:0.80 236:0.91 239:0.93 241:0.32 242:0.33 243:0.68 245:0.54 246:0.61 247:0.60 253:0.37 254:0.74 259:0.21 265:0.48 266:0.38 267:0.94 271:0.27 276:0.35 281:0.91 287:0.61 291:0.97 300:0.55\n1 10:0.95 11:0.75 12:0.37 17:0.78 18:0.82 21:0.74 27:0.65 29:0.86 30:0.76 34:0.68 36:0.80 37:0.57 39:0.25 43:0.61 44:0.85 45:0.81 48:0.97 64:0.77 66:0.80 69:0.36 70:0.28 71:0.95 74:0.45 75:0.95 81:0.25 86:0.88 91:0.17 98:0.81 101:0.65 108:0.28 122:0.65 123:0.27 126:0.24 127:0.30 129:0.05 131:0.61 135:0.24 139:0.84 144:0.76 145:0.52 146:0.39 147:0.45 149:0.29 150:0.26 154:0.84 157:0.83 159:0.15 166:0.74 170:0.82 172:0.45 173:0.75 174:0.86 177:0.88 178:0.55 179:0.77 182:0.75 187:0.21 193:0.95 195:0.55 197:0.90 212:0.82 216:0.29 222:0.84 226:0.98 227:0.61 229:0.61 231:0.73 235:0.88 239:0.94 241:0.41 242:0.16 243:0.82 246:0.61 247:0.60 253:0.38 254:0.80 259:0.21 265:0.81 266:0.23 267:0.52 271:0.27 276:0.27 281:0.86 287:0.61 300:0.25\n1 8:0.89 10:0.92 11:0.75 12:0.37 17:0.97 18:0.65 21:0.78 27:0.65 29:0.86 30:0.33 34:0.50 36:0.57 37:0.39 39:0.25 43:0.17 45:0.73 55:0.59 66:0.86 69:0.49 70:0.80 71:0.95 74:0.43 83:0.56 86:0.75 91:0.14 98:0.82 101:0.65 102:0.94 108:0.38 122:0.95 123:0.36 127:0.31 129:0.05 131:0.61 132:0.97 135:0.49 139:0.76 144:0.76 145:0.69 146:0.76 147:0.80 149:0.22 154:0.76 155:0.50 157:0.77 159:0.32 166:0.61 170:0.82 172:0.61 173:0.56 174:0.94 177:0.88 178:0.55 179:0.60 182:0.72 187:0.21 192:0.45 193:0.98 195:0.66 197:0.97 204:0.80 208:0.50 212:0.51 216:0.21 222:0.84 227:0.61 229:0.61 231:0.70 235:0.60 239:0.92 241:0.01 242:0.73 243:0.87 246:0.61 247:0.55 253:0.37 254:0.74 259:0.21 265:0.82 266:0.47 267:0.23 271:0.27 276:0.50 281:0.91 287:0.61 300:0.55\n2 10:0.90 11:0.75 12:0.37 17:0.64 18:0.65 21:0.78 27:0.72 29:0.86 30:0.76 34:0.85 36:0.95 39:0.25 43:0.83 45:0.73 48:0.97 66:0.72 69:0.60 70:0.22 71:0.95 74:0.44 86:0.75 91:0.17 98:0.22 101:0.65 108:0.46 122:0.65 123:0.44 127:0.11 129:0.05 131:0.61 135:0.54 139:0.73 144:0.76 145:0.72 146:0.20 147:0.26 149:0.66 154:0.79 157:0.77 159:0.10 166:0.61 170:0.82 172:0.27 173:0.86 174:0.79 177:0.88 178:0.55 179:0.18 182:0.72 187:0.21 197:0.84 212:0.78 216:0.09 222:0.84 227:0.61 229:0.61 231:0.63 235:0.68 239:0.89 241:0.57 242:0.45 243:0.75 246:0.61 247:0.35 253:0.37 254:0.80 259:0.21 265:0.24 266:0.17 267:0.87 271:0.27 276:0.26 281:0.91 287:0.61 300:0.18\n1 10:0.94 11:0.75 12:0.37 17:0.69 18:0.91 21:0.22 27:0.39 29:0.86 30:0.41 34:0.87 36:0.79 37:0.83 39:0.25 43:0.37 45:0.81 64:0.77 66:0.69 69:0.12 70:0.88 71:0.95 74:0.43 81:0.29 86:0.86 91:0.35 98:0.61 101:0.65 108:0.10 122:0.92 123:0.10 124:0.42 126:0.24 127:0.58 129:0.05 131:0.61 133:0.39 135:0.61 139:0.82 144:0.76 146:0.54 147:0.60 149:0.31 150:0.32 154:0.76 157:0.83 159:0.37 166:0.74 170:0.82 172:0.54 173:0.28 174:0.86 177:0.88 178:0.55 179:0.74 182:0.75 187:0.21 197:0.89 212:0.72 216:0.29 222:0.84 227:0.61 229:0.61 231:0.72 235:0.22 239:0.93 241:0.18 242:0.45 243:0.73 245:0.59 246:0.61 247:0.67 253:0.37 254:0.74 259:0.21 265:0.62 266:0.47 267:0.36 271:0.27 276:0.38 287:0.61 300:0.70\n4 1:0.61 8:0.82 9:0.75 10:0.96 11:0.75 12:0.37 17:0.38 18:0.80 21:0.13 23:0.99 27:0.53 29:0.86 30:0.66 31:0.95 34:0.74 36:0.58 37:0.85 39:0.25 43:0.63 45:0.83 48:0.91 62:0.99 64:0.77 66:0.85 69:0.15 70:0.53 71:0.95 74:0.55 75:0.99 79:0.95 81:0.66 83:0.69 86:0.88 91:0.82 96:0.82 97:0.97 98:0.93 99:0.83 101:0.65 102:0.94 104:0.87 108:0.12 120:0.78 122:0.76 123:0.12 126:0.51 127:0.58 128:0.98 129:0.05 131:0.90 135:0.28 137:0.95 139:0.88 140:0.90 144:0.76 145:0.38 146:0.47 147:0.53 149:0.32 150:0.58 151:0.68 153:0.46 154:0.74 155:0.65 157:0.85 158:0.85 159:0.17 162:0.70 164:0.78 165:0.65 166:0.86 168:0.98 170:0.82 172:0.57 173:0.58 174:0.88 177:0.88 179:0.77 182:0.82 190:0.89 192:0.98 193:0.95 195:0.53 196:0.96 197:0.91 201:0.63 202:0.71 205:0.98 208:0.64 212:0.83 215:0.84 216:0.16 219:0.95 220:0.74 222:0.84 226:0.98 227:0.94 229:0.90 231:0.79 235:0.31 236:0.95 239:0.96 241:0.84 242:0.22 243:0.86 246:0.92 247:0.60 248:0.66 253:0.78 254:0.84 255:0.78 256:0.73 259:0.21 260:0.78 265:0.93 266:0.27 267:0.23 268:0.74 271:0.27 276:0.45 279:0.81 281:0.91 283:0.66 284:0.95 285:0.62 287:0.94 292:0.95 297:0.36 300:0.43\n2 10:0.92 11:0.75 12:0.37 17:0.85 18:0.75 21:0.78 27:0.52 29:0.86 30:0.58 34:0.45 36:0.65 37:0.94 39:0.25 43:0.60 45:0.77 66:0.69 69:0.67 70:0.33 71:0.95 74:0.42 86:0.79 91:0.05 98:0.36 101:0.65 108:0.51 122:0.41 123:0.49 124:0.41 127:0.21 129:0.05 131:0.61 133:0.36 135:0.30 139:0.75 144:0.76 146:0.32 147:0.39 149:0.30 154:0.71 157:0.80 159:0.21 166:0.61 170:0.82 172:0.41 173:0.81 174:0.86 177:0.88 178:0.55 179:0.65 182:0.74 187:0.21 197:0.90 212:0.82 216:0.27 222:0.84 227:0.61 229:0.61 231:0.69 235:0.02 239:0.90 241:0.39 242:0.16 243:0.73 245:0.46 246:0.61 247:0.60 253:0.36 254:0.80 259:0.21 265:0.38 266:0.23 267:0.59 271:0.27 276:0.28 287:0.61 300:0.25\n1 10:0.94 11:0.75 12:0.37 17:0.64 18:0.88 21:0.78 27:0.39 29:0.86 30:0.45 34:0.88 36:0.71 37:0.83 39:0.25 43:0.33 45:0.81 66:0.68 69:0.62 70:0.69 71:0.95 74:0.42 86:0.85 91:0.20 98:0.58 101:0.65 108:0.47 122:0.92 123:0.45 124:0.43 127:0.47 129:0.05 131:0.61 133:0.39 135:0.47 139:0.80 144:0.76 146:0.54 147:0.60 149:0.28 154:0.72 157:0.83 159:0.38 166:0.61 170:0.82 172:0.51 173:0.70 174:0.86 177:0.88 178:0.55 179:0.74 182:0.75 187:0.21 197:0.88 212:0.58 216:0.29 222:0.84 227:0.61 229:0.61 231:0.71 235:1.00 239:0.92 241:0.18 242:0.38 243:0.72 245:0.58 246:0.61 247:0.67 253:0.36 254:0.74 259:0.21 265:0.59 266:0.54 267:0.36 271:0.27 276:0.36 287:0.61 300:0.55\n2 1:0.74 6:0.92 8:0.68 9:0.80 11:0.57 12:0.95 17:0.64 20:0.89 21:0.05 27:0.09 30:0.10 34:0.84 36:0.84 37:0.79 39:0.24 41:0.82 43:0.86 55:0.59 60:0.87 66:0.13 69:0.07 70:0.96 74:1.00 78:0.98 81:0.95 83:0.87 85:0.99 91:0.44 96:0.78 98:0.34 100:0.96 101:0.80 108:0.06 111:0.97 114:0.95 120:0.66 122:0.67 123:0.06 124:0.99 126:0.54 127:0.97 129:1.00 133:0.99 135:0.72 140:0.45 146:0.96 147:0.97 149:0.97 150:0.98 151:0.79 152:0.94 153:0.69 154:0.83 155:0.67 158:0.87 159:0.97 162:0.86 164:0.62 165:0.90 169:0.94 172:0.90 173:0.05 176:0.73 177:0.38 179:0.12 186:0.98 187:0.39 189:0.93 192:0.59 201:0.74 202:0.46 208:0.64 212:0.39 215:0.91 216:0.75 220:0.62 222:0.21 235:0.12 238:0.90 241:0.27 242:0.54 243:0.33 245:0.95 247:0.67 248:0.72 253:0.87 255:0.79 256:0.45 259:0.21 260:0.67 261:0.95 265:0.36 266:0.98 267:0.96 268:0.55 271:0.53 276:0.98 279:0.86 283:0.71 285:0.62 290:0.95 297:0.36 300:0.94\n2 1:0.74 11:0.57 12:0.95 17:0.32 21:0.30 27:0.45 30:0.08 34:0.68 36:0.21 37:0.50 39:0.24 43:0.71 55:0.42 66:0.10 69:0.69 70:0.99 74:0.82 81:0.82 85:0.72 91:0.40 98:0.34 101:0.71 108:0.71 114:0.86 122:0.67 123:0.79 124:0.67 126:0.54 127:0.26 129:0.59 133:0.64 135:0.85 145:0.50 146:0.24 147:0.30 149:0.45 150:0.84 154:0.75 155:0.67 158:0.86 159:0.51 172:0.45 173:0.59 176:0.73 177:0.38 178:0.55 179:0.54 187:0.68 192:0.59 201:0.74 208:0.64 212:0.40 215:0.72 216:0.77 222:0.21 235:0.42 241:0.24 242:0.43 243:0.28 245:0.63 247:0.60 253:0.73 259:0.21 265:0.32 266:0.63 267:0.44 271:0.53 276:0.48 277:0.69 279:0.86 283:0.67 290:0.86 297:0.36 300:0.84\n2 1:0.74 8:0.68 11:0.57 12:0.95 17:0.57 21:0.22 27:0.49 30:0.26 32:0.80 34:0.52 36:0.90 37:0.42 39:0.24 43:0.97 66:0.44 69:0.15 70:0.88 74:0.99 76:0.94 77:0.70 81:0.85 83:0.76 85:0.99 91:0.25 98:0.77 101:0.84 108:0.80 114:0.90 122:0.57 123:0.79 124:0.69 126:0.54 127:0.89 129:0.81 133:0.67 135:0.61 145:0.41 146:0.84 147:0.87 149:0.98 150:0.91 154:0.97 155:0.67 159:0.87 165:0.86 172:0.91 173:0.09 176:0.73 177:0.38 178:0.55 179:0.19 187:0.39 192:0.59 195:0.95 201:0.74 212:0.50 215:0.79 216:0.94 222:0.21 235:0.42 241:0.01 242:0.36 243:0.40 245:0.97 247:0.60 253:0.79 259:0.21 265:0.77 266:0.75 267:0.93 271:0.53 276:0.92 282:0.88 290:0.90 297:0.36 299:0.88 300:0.84\n1 8:0.87 11:0.57 12:0.95 17:0.13 20:0.87 21:0.71 27:0.11 30:0.32 34:0.40 36:0.88 37:0.80 39:0.24 43:0.34 55:0.84 66:0.09 69:0.96 70:0.78 74:1.00 76:1.00 78:0.90 81:0.35 85:0.72 91:0.79 96:0.96 98:0.38 100:0.73 101:0.52 108:0.93 111:0.87 114:0.61 117:0.86 122:0.67 123:0.97 124:0.98 126:0.32 127:0.93 129:0.89 133:0.98 135:0.39 140:0.45 146:0.97 147:0.31 149:0.89 150:0.31 151:0.80 152:0.82 153:0.93 154:0.16 158:0.85 159:0.98 162:0.71 169:0.72 172:0.90 173:0.69 176:0.56 177:0.05 179:0.11 186:0.90 187:0.68 190:0.77 191:0.80 202:0.87 212:0.29 216:0.81 222:0.21 235:0.88 241:0.05 242:0.81 243:0.06 245:0.97 247:0.67 248:0.88 253:0.97 256:0.88 257:0.65 259:0.21 261:0.85 265:0.36 266:0.97 267:0.95 268:0.89 271:0.53 276:0.98 285:0.50 290:0.61 300:0.94\n0 8:0.80 9:0.80 11:0.57 12:0.95 17:0.18 20:0.86 21:0.05 27:0.18 30:0.29 34:0.53 36:0.45 37:0.71 39:0.24 43:0.59 55:0.59 66:0.75 69:0.90 70:0.68 74:1.00 76:0.85 77:0.70 78:0.94 81:0.87 85:0.72 91:0.81 96:0.98 98:0.83 100:0.92 101:0.70 108:0.79 111:0.92 114:0.77 120:0.61 122:0.67 123:0.78 124:0.43 126:0.32 127:0.66 129:0.05 133:0.62 135:0.19 140:0.99 145:0.38 146:0.96 147:0.05 149:0.85 150:0.73 151:0.64 152:0.81 153:0.96 154:0.48 155:0.67 158:0.85 159:0.78 162:0.67 164:0.54 169:0.90 172:0.95 173:0.83 176:0.56 177:0.05 179:0.18 186:0.93 187:0.39 190:0.77 191:0.84 192:0.59 195:0.89 202:0.91 208:0.64 212:0.86 216:0.90 222:0.21 235:0.12 241:0.54 242:0.81 243:0.06 245:0.93 247:0.39 248:0.62 253:0.99 255:0.79 256:0.92 257:0.65 259:0.21 260:0.62 261:0.88 265:0.83 266:0.54 267:0.73 268:0.93 271:0.53 276:0.92 282:0.84 285:0.62 290:0.77 300:0.70\n1 7:0.81 8:0.89 11:0.57 12:0.95 17:0.36 21:0.05 27:0.29 30:0.13 32:0.77 34:0.44 36:0.93 37:0.70 39:0.24 43:0.73 55:0.71 66:0.79 69:0.48 70:0.92 74:0.98 76:0.99 77:0.96 81:0.87 85:0.85 91:0.57 96:0.86 98:0.81 101:0.76 108:0.37 114:0.77 121:0.90 122:0.67 123:0.35 124:0.39 126:0.32 127:0.54 129:0.05 133:0.39 135:0.95 140:0.45 145:0.89 146:0.90 147:0.92 149:0.81 150:0.73 151:0.70 153:0.69 154:0.75 155:0.67 158:0.85 159:0.61 162:0.81 172:0.82 173:0.39 176:0.56 177:0.38 179:0.40 187:0.39 190:0.77 192:0.59 195:0.80 202:0.58 204:0.89 208:0.64 212:0.60 216:0.41 220:0.62 222:0.21 230:0.84 233:0.69 235:0.12 241:0.39 242:0.73 243:0.80 245:0.78 247:0.55 248:0.69 253:0.91 256:0.58 259:0.21 265:0.81 266:0.80 267:0.79 268:0.64 271:0.53 276:0.73 282:0.85 285:0.50 290:0.77 300:0.70\n2 7:0.78 8:0.90 11:0.57 12:0.95 17:0.30 21:0.30 27:0.09 30:0.19 34:0.49 36:0.97 37:0.79 39:0.24 43:0.66 55:0.52 60:0.87 66:0.96 69:0.59 70:0.87 74:0.98 77:0.70 81:0.81 83:0.75 85:0.85 91:0.72 96:0.94 98:0.94 101:0.76 108:0.45 114:0.69 117:0.86 120:0.65 122:0.67 123:0.43 126:0.32 127:0.61 129:0.05 135:0.87 140:0.45 145:0.72 146:0.96 147:0.96 149:0.83 150:0.60 151:0.76 153:0.88 154:0.55 155:0.67 158:0.87 159:0.65 162:0.84 164:0.56 172:0.89 173:0.50 176:0.56 177:0.38 179:0.32 187:0.68 190:0.77 191:0.78 192:0.59 195:0.81 202:0.77 208:0.64 212:0.58 216:0.75 220:0.74 222:0.21 230:0.81 233:0.69 235:0.52 241:0.66 242:0.75 243:0.96 247:0.47 248:0.84 253:0.96 256:0.81 259:0.21 260:0.66 265:0.94 266:0.54 267:0.91 268:0.83 271:0.53 276:0.81 279:0.86 282:0.84 283:0.71 285:0.62 290:0.69 300:0.70\n2 6:0.99 8:0.82 9:0.80 11:0.57 12:0.95 17:0.18 20:0.89 21:0.22 27:0.06 30:0.42 34:0.64 36:0.62 37:0.85 39:0.24 41:0.82 43:0.66 55:0.52 66:0.61 69:0.76 70:0.84 74:0.99 76:0.85 77:0.70 78:0.95 81:0.75 83:0.74 85:0.85 91:0.57 96:0.78 98:0.74 100:0.94 101:0.73 108:0.59 111:0.93 114:0.72 117:0.86 120:0.65 122:0.67 123:0.57 124:0.57 126:0.32 127:0.49 129:0.05 133:0.62 135:0.39 140:0.80 145:0.45 146:0.96 147:0.96 149:0.87 150:0.55 151:0.77 152:0.83 153:0.48 154:0.55 155:0.67 158:0.84 159:0.80 162:0.86 164:0.57 169:0.92 172:0.93 173:0.57 176:0.56 177:0.38 179:0.17 186:0.95 187:0.68 189:1.00 191:0.81 192:0.59 195:0.93 202:0.50 208:0.64 212:0.73 216:0.87 220:0.82 222:0.21 235:0.31 238:0.89 241:0.64 242:0.79 243:0.68 245:0.96 247:0.60 248:0.71 253:0.86 255:0.79 256:0.58 259:0.21 260:0.66 261:0.91 265:0.74 266:0.75 267:0.93 268:0.59 271:0.53 276:0.91 282:0.84 285:0.62 290:0.72 300:0.84\n1 8:0.82 11:0.57 12:0.95 17:0.32 21:0.30 27:0.50 30:0.26 34:0.52 36:0.80 37:0.60 39:0.24 43:0.58 55:0.71 66:0.18 69:0.53 70:0.81 74:1.00 76:0.85 77:0.89 81:0.68 85:0.95 91:0.35 96:0.89 98:0.53 101:0.71 108:0.41 114:0.69 117:0.86 122:0.67 123:0.39 124:0.98 126:0.32 127:0.97 129:0.98 133:0.98 135:0.30 140:0.45 145:0.59 146:1.00 147:1.00 149:0.91 150:0.49 151:0.74 153:0.83 154:0.50 158:0.85 159:0.98 162:0.82 172:0.97 173:0.08 176:0.56 177:0.38 179:0.10 187:0.39 190:0.77 191:0.70 195:1.00 202:0.63 212:0.30 216:0.86 222:0.21 235:0.42 241:0.02 242:0.78 243:0.38 245:0.98 247:0.67 248:0.73 253:0.93 256:0.64 259:0.21 265:0.54 266:0.96 267:0.95 268:0.69 271:0.53 276:0.99 282:0.84 285:0.50 290:0.69 300:0.84\n2 1:0.74 7:0.81 9:0.80 11:0.57 12:0.95 17:0.43 21:0.40 27:0.09 30:0.38 32:0.80 34:0.77 36:0.92 37:0.79 39:0.24 41:0.82 43:0.79 60:0.87 66:0.95 69:0.60 70:0.85 74:0.97 77:0.89 81:0.85 83:0.83 85:0.96 91:0.51 96:0.73 98:0.94 101:0.85 106:0.81 108:0.45 114:0.82 117:0.86 120:0.60 121:0.99 122:0.43 123:0.44 126:0.54 127:0.61 129:0.05 135:0.73 140:0.45 145:0.76 146:0.95 147:0.96 149:0.94 150:0.90 151:0.63 153:0.48 154:0.73 155:0.67 158:0.87 159:0.63 162:0.86 164:0.57 165:0.81 172:0.88 173:0.52 176:0.73 177:0.38 179:0.34 187:0.87 192:0.59 195:0.79 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.74 215:0.67 216:0.75 220:0.82 222:0.21 230:0.87 233:0.76 235:0.60 241:0.46 242:0.27 243:0.96 247:0.67 248:0.60 253:0.80 255:0.79 256:0.45 259:0.21 260:0.60 265:0.94 266:0.54 267:0.69 268:0.46 271:0.53 276:0.80 279:0.86 282:0.88 283:0.71 285:0.62 290:0.82 297:0.36 299:0.97 300:0.70\n2 1:0.74 6:0.90 7:0.81 8:0.88 9:0.80 11:0.57 12:0.95 17:0.22 20:0.91 21:0.13 27:0.21 30:0.17 32:0.80 34:0.67 36:0.93 37:0.60 39:0.24 41:0.90 43:0.97 60:0.99 66:0.91 69:0.17 70:0.76 74:0.95 76:0.94 77:0.89 78:0.93 81:0.91 83:0.83 85:0.90 91:0.49 96:0.80 98:0.96 100:0.92 101:0.83 104:0.93 108:0.14 111:0.92 114:0.92 120:0.69 121:0.90 122:0.57 123:0.13 126:0.54 127:0.71 129:0.05 132:0.97 135:0.73 140:0.80 145:0.44 146:0.79 147:0.83 149:0.86 150:0.95 151:0.80 152:0.96 153:0.71 154:0.97 155:0.67 158:0.87 159:0.35 162:0.74 164:0.71 165:0.86 169:0.92 172:0.74 173:0.35 176:0.73 177:0.38 178:0.42 179:0.59 186:0.93 187:0.21 189:0.89 192:0.59 195:0.58 201:0.74 202:0.61 204:0.89 208:0.64 212:0.75 215:0.84 216:0.46 220:0.62 222:0.21 230:0.84 233:0.69 235:0.52 238:0.87 241:0.39 242:0.45 243:0.91 247:0.47 248:0.77 253:0.88 255:0.79 256:0.64 259:0.21 260:0.70 261:0.95 265:0.96 266:0.63 267:0.85 268:0.65 271:0.53 276:0.61 279:0.86 282:0.88 283:0.71 285:0.62 290:0.92 297:0.36 299:0.88 300:0.55\n1 8:0.79 11:0.57 12:0.95 17:0.53 20:0.87 27:0.59 30:0.21 34:0.40 36:0.92 37:0.52 39:0.24 43:0.79 55:0.84 66:0.06 69:0.05 70:0.95 74:1.00 78:0.93 81:0.92 85:0.98 91:0.42 96:0.74 98:0.26 100:0.94 101:0.74 108:0.05 111:0.92 114:0.80 122:0.67 123:0.96 124:0.99 126:0.32 127:1.00 129:0.99 133:0.99 135:0.44 140:0.45 146:0.96 147:0.97 149:0.94 150:0.85 151:0.58 152:0.82 153:0.48 154:0.72 159:0.99 162:0.62 169:0.92 172:0.89 173:0.05 176:0.56 177:0.38 179:0.10 186:0.92 187:0.87 190:0.77 202:0.50 212:0.19 216:0.59 220:0.74 222:0.21 235:0.05 241:0.05 242:0.76 243:0.24 245:0.97 247:0.67 248:0.56 253:0.82 256:0.45 259:0.21 261:0.89 265:0.28 266:0.98 267:0.76 268:0.46 271:0.53 276:0.99 277:0.69 285:0.50 290:0.80 300:0.94\n1 6:0.98 8:0.95 9:0.80 11:0.57 12:0.95 17:0.15 20:0.96 21:0.30 27:0.21 30:0.56 34:0.30 36:0.78 37:0.74 39:0.24 41:0.82 43:0.72 55:0.71 66:0.11 69:0.12 70:0.66 74:1.00 76:0.85 78:0.93 81:0.68 83:0.74 85:0.91 91:0.93 96:0.99 98:0.45 100:0.97 101:0.70 108:0.98 111:0.95 114:0.69 117:0.86 120:0.65 122:0.67 123:0.98 124:0.97 126:0.32 127:1.00 129:0.98 133:0.97 135:0.20 140:0.98 146:0.82 147:0.85 149:0.88 150:0.49 151:0.77 152:0.92 153:0.98 154:0.62 155:0.67 158:0.85 159:0.97 162:0.66 164:0.57 169:0.95 172:0.92 173:0.05 176:0.56 177:0.38 179:0.10 186:0.93 187:0.39 189:0.99 190:0.77 191:0.87 192:0.59 202:0.92 208:0.64 212:0.36 216:0.95 222:0.21 235:0.42 238:0.95 241:0.24 242:0.78 243:0.11 245:0.98 247:0.67 248:0.71 253:0.99 255:0.79 256:0.94 259:0.21 260:0.66 261:0.94 265:0.47 266:0.96 267:0.95 268:0.94 271:0.53 276:0.99 285:0.62 290:0.69 300:0.94\n1 8:0.83 11:0.57 12:0.95 17:0.32 21:0.47 27:0.21 30:0.43 34:0.44 36:0.79 37:0.74 39:0.24 43:0.82 55:0.84 66:0.17 69:0.21 70:0.83 74:0.99 76:0.97 81:0.56 85:0.96 91:0.48 96:0.79 98:0.57 101:0.74 108:0.98 114:0.66 117:0.86 122:0.67 123:0.98 124:0.97 126:0.32 127:0.98 129:0.95 133:0.97 135:0.24 140:0.45 146:0.82 147:0.85 149:0.93 150:0.42 151:0.61 153:0.86 154:0.77 158:0.84 159:0.96 162:0.58 172:0.91 173:0.06 176:0.56 177:0.38 179:0.12 187:0.39 190:0.77 191:0.70 202:0.72 212:0.21 216:0.95 220:0.74 222:0.21 235:0.60 241:0.43 242:0.76 243:0.21 245:0.96 247:0.67 248:0.62 253:0.86 256:0.68 259:0.21 265:0.58 266:0.98 267:0.84 268:0.72 271:0.53 276:0.97 285:0.50 290:0.66 300:0.94\n2 1:0.74 6:0.90 7:0.81 8:0.74 9:0.80 11:0.57 12:0.95 17:0.15 20:0.90 21:0.13 27:0.21 30:0.27 32:0.80 34:0.68 36:0.74 37:0.60 39:0.24 41:0.88 43:0.97 55:0.52 60:0.95 66:0.91 69:0.17 70:0.83 74:0.95 76:0.94 77:0.89 78:0.96 81:0.91 83:0.84 85:0.90 91:0.46 96:0.83 98:0.92 100:0.95 101:0.84 104:0.91 108:0.14 111:0.95 114:0.92 120:0.73 121:0.90 122:0.43 123:0.13 126:0.54 127:0.52 129:0.05 132:0.97 135:0.65 140:0.45 145:0.44 146:0.72 147:0.76 149:0.88 150:0.95 151:0.81 152:0.96 153:0.72 154:0.97 155:0.67 158:0.87 159:0.29 162:0.76 164:0.69 165:0.86 169:0.92 172:0.75 173:0.38 176:0.73 177:0.38 179:0.53 186:0.96 187:0.21 189:0.93 191:0.70 192:0.59 195:0.56 201:0.74 202:0.58 204:0.89 208:0.64 212:0.88 215:0.84 216:0.46 220:0.62 222:0.21 230:0.84 233:0.69 235:0.52 238:0.89 241:0.44 242:0.30 243:0.91 247:0.60 248:0.80 253:0.89 255:0.79 256:0.58 259:0.21 260:0.74 261:0.95 265:0.92 266:0.38 267:0.36 268:0.62 271:0.53 276:0.62 279:0.86 282:0.88 283:0.71 285:0.62 290:0.92 297:0.36 299:0.88 300:0.70\n0 8:0.86 11:0.57 12:0.95 17:0.59 21:0.74 27:0.45 30:0.26 34:0.66 36:0.39 37:0.50 39:0.24 43:0.65 55:0.59 66:0.61 69:0.71 70:0.86 74:0.98 77:0.70 81:0.33 85:0.80 91:0.29 98:0.63 101:0.71 108:0.54 114:0.61 122:0.67 123:0.52 124:0.71 126:0.32 127:0.37 129:0.05 133:0.82 135:0.85 145:0.52 146:0.92 147:0.94 149:0.76 150:0.30 154:0.54 158:0.84 159:0.77 172:0.82 173:0.49 176:0.56 177:0.38 178:0.55 179:0.28 187:0.68 195:0.94 212:0.30 216:0.77 222:0.21 235:0.95 241:0.30 242:0.78 243:0.68 245:0.79 247:0.39 253:0.71 259:0.21 265:0.64 266:0.75 267:0.89 271:0.53 276:0.79 282:0.84 290:0.61 300:0.84\n2 1:0.74 7:0.81 11:0.57 12:0.95 17:0.32 21:0.22 27:0.09 30:0.21 32:0.80 34:0.59 36:0.92 37:0.79 39:0.24 43:0.79 55:0.71 66:0.53 69:0.59 70:0.94 74:0.95 76:0.94 77:0.99 81:0.87 85:0.85 91:0.57 98:0.72 101:0.75 106:0.81 108:0.45 114:0.90 117:0.86 120:0.67 121:0.97 122:0.65 123:0.43 124:0.64 126:0.54 127:0.69 129:0.59 133:0.64 135:0.82 140:0.45 145:0.76 146:0.90 147:0.92 149:0.82 150:0.88 151:0.63 153:0.72 154:0.73 155:0.67 159:0.74 162:0.67 164:0.64 172:0.76 173:0.44 176:0.73 177:0.38 179:0.40 187:0.87 190:0.77 192:0.59 195:0.88 201:0.74 202:0.53 204:0.89 206:0.81 208:0.64 212:0.49 215:0.79 216:0.75 220:0.62 222:0.21 230:0.84 233:0.76 235:0.31 241:0.50 242:0.24 243:0.62 245:0.84 247:0.67 248:0.61 253:0.78 256:0.45 259:0.21 260:0.68 265:0.72 266:0.75 267:0.87 268:0.57 271:0.53 276:0.75 282:0.88 283:0.71 285:0.50 290:0.90 297:0.36 299:0.97 300:0.84\n0 8:0.78 10:0.79 12:0.69 17:0.99 18:0.57 21:0.78 27:0.72 29:0.62 30:0.28 34:0.37 36:0.44 39:0.58 43:0.05 55:0.45 66:0.07 69:0.98 70:0.75 71:0.67 74:0.25 86:0.57 91:0.14 98:0.13 108:0.98 122:0.98 123:0.98 124:0.91 127:0.43 129:0.59 131:0.61 133:0.91 135:0.32 139:0.56 145:0.40 146:0.17 147:0.05 149:0.06 154:0.06 157:0.61 159:0.96 166:0.61 170:0.90 172:0.37 173:0.86 174:0.93 175:0.99 177:0.05 178:0.55 179:0.65 182:0.61 187:0.95 197:0.82 202:0.61 212:0.37 216:0.18 222:0.21 227:0.61 229:0.61 231:0.68 235:0.22 239:0.79 241:0.41 242:0.51 243:0.12 244:0.97 245:0.52 246:0.61 247:0.76 253:0.23 254:0.74 257:0.99 264:0.96 265:0.10 266:0.80 267:0.99 271:0.17 275:0.94 276:0.51 277:0.98 287:0.61 294:0.91 300:0.55\n0 10:0.80 12:0.69 17:0.99 18:0.57 21:0.78 27:0.72 29:0.62 30:0.62 34:0.67 36:0.25 37:0.24 39:0.58 43:0.07 55:0.92 66:0.16 69:0.97 70:0.23 71:0.67 74:0.26 86:0.58 91:0.01 98:0.17 108:0.94 122:0.67 123:0.93 124:0.81 127:0.71 129:0.59 131:0.61 133:0.76 135:0.58 139:0.56 146:0.44 147:0.05 149:0.06 154:0.07 157:0.61 159:0.91 163:0.97 166:0.61 170:0.90 172:0.10 173:0.90 174:0.79 175:0.99 177:0.05 178:0.55 179:0.95 182:0.61 187:0.39 197:0.84 212:0.30 216:0.09 222:0.21 227:0.61 229:0.61 231:0.62 239:0.79 241:0.12 242:0.33 243:0.23 244:0.98 245:0.42 246:0.61 247:0.39 253:0.24 257:0.99 259:0.21 264:0.96 265:0.18 266:0.27 267:0.23 271:0.17 275:0.91 276:0.25 277:0.98 287:0.61 294:0.91 300:0.18\n0 8:0.59 10:0.80 11:0.54 12:0.69 17:0.96 18:0.58 21:0.78 27:1.00 29:0.62 30:0.38 34:0.86 36:0.48 39:0.58 43:0.05 45:0.66 55:0.99 66:0.13 69:0.98 70:0.63 71:0.67 74:0.24 86:0.58 98:0.05 101:0.45 108:0.97 122:0.95 123:0.97 124:0.93 127:0.68 129:0.05 131:0.61 133:0.92 135:0.44 139:0.57 144:0.76 146:0.19 147:0.25 149:0.05 154:0.07 157:0.75 159:1.00 163:1.00 166:0.61 170:0.90 172:0.16 173:0.60 174:0.79 175:0.97 177:0.70 178:0.55 179:0.83 182:0.71 187:0.21 197:0.79 212:0.28 216:0.01 222:0.21 227:0.61 229:0.61 231:0.61 239:0.80 241:0.12 242:0.60 243:0.34 244:0.93 245:0.45 246:0.61 247:0.55 253:0.22 254:0.84 257:0.93 259:0.21 264:0.96 265:0.05 266:0.47 267:0.84 271:0.17 275:0.91 276:0.41 277:0.95 287:0.61 294:0.92 300:0.43\n0 10:0.82 11:0.54 12:0.69 17:0.97 18:0.63 21:0.78 27:0.65 29:0.62 30:0.45 34:0.53 36:0.43 37:0.31 39:0.58 43:0.21 45:0.66 55:0.92 66:0.52 69:0.82 70:0.50 71:0.67 74:0.30 86:0.61 91:0.01 98:0.22 101:0.45 108:0.66 123:0.64 124:0.63 127:0.18 129:0.05 131:0.61 133:0.59 135:0.94 139:0.59 144:0.76 146:0.62 147:0.05 149:0.16 154:0.14 157:0.76 159:0.72 163:0.75 166:0.61 170:0.90 172:0.27 173:0.51 174:0.79 175:0.75 177:0.05 178:0.55 179:0.65 182:0.72 187:0.95 197:0.82 212:0.23 216:0.63 222:0.21 227:0.61 229:0.61 231:0.62 235:0.22 239:0.82 242:0.24 243:0.21 244:0.97 245:0.43 246:0.61 247:0.47 253:0.27 257:0.99 259:0.21 264:0.96 265:0.24 266:0.38 267:0.44 271:0.17 275:0.91 276:0.23 277:0.69 287:0.61 294:0.93 300:0.33\n0 10:0.81 11:0.54 12:0.69 17:0.96 18:0.58 21:0.78 27:0.72 29:0.62 30:0.11 34:0.94 36:0.38 39:0.58 43:0.05 45:0.66 66:0.30 69:0.97 70:0.54 71:0.67 74:0.26 86:0.59 91:0.14 98:0.09 101:0.45 108:0.95 122:0.76 123:0.95 124:0.78 127:0.19 129:0.05 131:0.61 133:0.73 135:0.37 139:0.57 144:0.76 146:0.20 147:0.05 149:0.05 154:0.08 157:0.76 159:0.67 163:0.90 166:0.61 170:0.90 172:0.16 173:0.97 174:0.79 175:0.97 177:0.05 178:0.55 179:0.75 182:0.72 187:0.21 197:0.79 212:0.30 216:0.06 222:0.21 227:0.61 229:0.61 231:0.63 235:0.60 239:0.80 241:0.07 242:0.33 243:0.23 244:0.93 245:0.40 246:0.61 247:0.39 253:0.24 254:0.88 257:0.99 264:0.96 265:0.10 266:0.27 267:0.17 271:0.17 275:0.91 276:0.26 277:0.95 287:0.61 294:0.92 300:0.33\n0 10:0.84 11:0.64 12:0.69 17:0.64 18:0.57 21:0.78 27:0.67 29:0.62 30:0.18 34:0.30 36:0.20 37:0.48 39:0.58 43:0.24 45:0.77 55:0.59 66:0.07 69:0.98 70:0.93 71:0.67 74:0.27 80:0.98 86:0.59 91:0.40 98:0.16 101:0.64 102:0.94 108:0.27 122:0.55 123:0.26 124:0.98 127:0.95 129:0.05 131:0.61 133:0.98 135:0.69 139:0.57 144:0.76 145:0.45 146:0.32 147:0.55 149:0.25 154:0.07 157:0.75 159:0.95 166:0.61 170:0.90 172:0.32 173:0.96 174:0.92 175:0.91 177:0.38 178:0.55 179:0.39 182:0.72 187:0.68 193:0.94 195:0.99 197:0.94 212:0.13 216:0.24 222:0.21 227:0.61 229:0.61 231:0.81 235:0.42 239:0.84 242:0.13 243:0.22 244:0.93 245:0.68 246:0.61 247:0.95 253:0.24 257:0.97 259:0.21 264:0.96 265:0.17 266:0.98 267:0.28 271:0.17 275:0.98 276:0.79 277:0.98 287:0.61 294:0.94 300:0.84\n0 10:0.79 12:0.69 17:0.99 18:0.60 21:0.78 27:0.71 29:0.62 30:0.68 34:0.73 36:0.28 39:0.58 43:0.06 55:0.96 66:0.12 69:0.94 70:0.43 71:0.67 74:0.27 86:0.60 91:0.01 98:0.17 108:0.89 122:0.85 123:0.93 124:0.86 127:0.19 129:0.59 131:0.61 133:0.82 135:0.71 139:0.58 146:0.17 147:0.05 149:0.06 154:0.09 157:0.61 159:0.66 163:0.98 166:0.61 170:0.90 172:0.10 173:0.86 174:0.83 175:0.99 177:0.05 178:0.55 179:0.65 182:0.61 187:0.39 197:0.82 212:0.42 216:0.14 222:0.21 227:0.61 229:0.61 231:0.64 239:0.79 241:0.05 242:0.19 243:0.19 244:0.97 245:0.44 246:0.61 247:0.55 253:0.24 254:0.74 257:0.99 259:0.21 264:0.96 265:0.07 266:0.38 267:0.36 271:0.17 275:0.91 276:0.33 277:0.98 287:0.61 294:0.91 300:0.33\n0 10:0.84 11:0.64 12:0.69 17:0.62 18:0.59 21:0.78 27:0.67 29:0.62 30:0.33 34:0.26 36:0.21 37:0.48 39:0.58 43:0.24 45:0.77 55:0.96 66:0.09 69:0.82 70:0.88 71:0.67 74:0.29 80:0.98 86:0.61 91:0.38 98:0.19 101:0.64 102:0.94 108:0.27 122:0.98 123:0.26 124:0.95 127:0.90 129:0.59 131:0.61 133:0.95 135:0.54 139:0.60 144:0.76 145:0.44 146:0.40 147:0.55 149:0.30 154:0.13 157:0.76 159:0.91 166:0.61 170:0.90 172:0.32 173:0.55 174:0.94 175:0.97 177:0.38 178:0.55 179:0.48 182:0.72 187:0.68 193:0.94 195:0.98 197:0.94 212:0.29 216:0.24 222:0.21 227:0.61 229:0.61 231:0.83 235:0.31 239:0.84 241:0.01 242:0.15 243:0.27 244:0.93 245:0.67 246:0.61 247:0.96 253:0.27 257:0.97 259:0.21 264:0.96 265:0.21 266:0.96 267:0.36 271:0.17 275:0.97 276:0.69 277:0.98 287:0.61 294:0.94 300:0.84\n1 1:0.57 11:0.48 12:0.69 17:0.67 18:0.64 21:0.30 27:0.30 29:0.62 30:0.90 34:0.42 36:0.35 37:0.71 39:0.58 43:0.32 45:0.73 55:0.59 56:0.97 66:0.69 69:0.66 70:0.19 71:0.67 74:0.33 81:0.48 86:0.65 91:0.48 98:0.33 101:0.52 108:0.50 123:0.48 124:0.41 126:0.32 127:0.19 129:0.05 131:0.61 133:0.37 135:0.69 139:0.63 144:0.76 146:0.40 147:0.46 149:0.29 150:0.47 154:0.23 155:0.46 157:0.61 159:0.27 166:0.93 170:0.90 172:0.41 173:0.68 175:0.97 177:0.70 178:0.55 179:0.59 182:0.61 187:0.39 192:0.47 201:0.59 208:0.49 212:0.82 215:0.72 216:0.35 222:0.21 227:0.61 229:0.61 231:0.88 235:0.52 236:0.92 241:0.07 242:0.72 243:0.73 244:0.93 245:0.46 246:0.61 247:0.39 253:0.29 257:0.93 259:0.21 264:0.96 265:0.35 266:0.23 267:0.52 271:0.17 276:0.29 277:0.95 287:0.61 297:0.36 300:0.18\n0 10:0.85 11:0.64 12:0.69 17:0.67 18:0.61 21:0.76 27:1.00 29:0.62 30:0.30 34:0.34 36:0.24 37:0.48 39:0.58 43:0.24 45:0.87 55:0.92 56:0.97 66:0.13 69:0.94 70:0.97 71:0.67 74:0.31 80:0.98 81:0.25 82:0.98 86:0.63 88:0.98 91:0.53 98:0.39 101:0.64 102:0.94 108:0.96 123:0.96 124:0.98 126:0.22 127:0.95 129:0.59 131:0.61 133:0.98 135:0.69 139:0.61 144:0.76 145:0.59 146:0.61 147:0.56 149:0.33 150:0.26 154:0.13 157:0.75 159:0.95 166:0.81 170:0.90 172:0.63 173:0.72 174:0.90 175:0.91 177:0.38 178:0.55 179:0.28 182:0.72 187:0.68 193:0.94 195:0.99 197:0.93 212:0.23 216:0.11 222:0.21 227:0.61 229:0.61 231:0.84 235:0.95 239:0.86 241:0.03 242:0.17 243:0.19 244:0.93 245:0.77 246:0.61 247:0.93 253:0.28 257:0.97 259:0.21 264:0.96 265:0.41 266:0.98 267:0.28 271:0.17 275:0.99 276:0.86 277:0.87 287:0.61 294:0.95 300:0.94\n0 8:0.71 10:0.79 12:0.69 17:0.96 18:0.57 21:0.78 27:0.65 29:0.62 30:0.45 34:0.74 36:0.78 37:0.49 39:0.58 43:0.05 55:1.00 66:0.09 69:1.00 70:0.47 71:0.67 74:0.26 86:0.57 91:0.03 98:0.05 108:0.99 122:0.43 123:0.99 124:0.92 127:0.30 129:0.59 131:0.61 133:0.91 135:0.54 139:0.56 146:0.13 147:0.05 149:0.05 154:0.05 157:0.61 159:0.99 163:1.00 166:0.61 170:0.90 172:0.10 173:0.86 174:0.79 175:0.99 177:0.05 178:0.55 179:0.75 182:0.61 187:0.39 197:0.79 202:0.46 212:0.30 216:0.02 222:0.21 227:0.61 229:0.61 231:0.61 235:0.42 239:0.78 241:0.05 242:0.14 243:0.17 244:0.97 245:0.44 246:0.61 247:0.67 253:0.23 257:0.99 259:0.21 264:0.96 265:0.05 266:0.54 267:0.69 271:0.17 275:0.93 276:0.39 277:0.98 287:0.61 294:0.91 300:0.33\n0 8:0.69 10:0.79 12:0.69 17:0.94 18:0.69 21:0.78 27:0.65 29:0.62 30:0.38 34:0.68 36:0.72 37:0.49 39:0.58 43:0.07 55:1.00 66:0.09 69:1.00 70:0.63 71:0.67 74:0.25 86:0.63 91:0.09 98:0.05 108:1.00 122:0.75 123:1.00 124:0.93 127:0.70 129:0.59 131:0.61 133:0.92 135:0.58 139:0.61 146:0.13 147:0.05 149:0.07 154:0.05 157:0.61 159:1.00 163:1.00 166:0.61 170:0.90 172:0.10 173:0.90 174:0.79 175:0.99 177:0.05 178:0.55 179:0.84 182:0.61 187:0.39 197:0.79 202:0.50 212:0.28 216:0.02 222:0.21 227:0.61 229:0.61 231:0.61 235:0.31 239:0.78 241:0.07 242:0.13 243:0.16 244:0.97 245:0.45 246:0.61 247:0.74 253:0.22 257:0.99 259:0.21 264:0.96 265:0.05 266:0.63 267:0.36 271:0.17 275:0.94 276:0.41 277:0.98 287:0.61 294:0.91 300:0.43\n1 7:0.81 12:0.37 17:0.89 20:0.97 21:0.13 27:0.06 32:0.80 34:0.89 36:0.36 37:0.60 43:0.28 66:0.36 69:0.77 78:0.83 81:0.97 91:0.25 98:0.06 100:0.85 104:0.79 106:0.81 108:0.60 111:0.83 123:0.57 126:0.54 127:0.05 129:0.05 135:0.94 145:0.38 146:0.05 147:0.05 149:0.12 150:0.96 152:0.89 154:0.21 159:0.05 169:0.83 172:0.05 173:0.58 177:0.05 178:0.55 186:0.84 187:0.68 195:0.93 206:0.81 215:0.84 216:0.85 230:0.65 233:0.63 235:0.12 241:0.32 243:0.51 259:0.21 261:0.94 265:0.06 267:0.84 297:0.36\n2 7:0.81 12:0.37 17:0.16 20:0.83 21:0.05 27:0.65 30:0.71 37:0.44 43:0.52 55:0.71 66:0.82 69:0.05 70:0.31 78:0.84 81:0.98 91:0.25 98:0.78 100:0.92 104:0.84 106:0.81 108:0.05 111:0.91 120:0.76 123:0.05 126:0.54 127:0.27 129:0.05 140:0.45 146:0.66 147:0.71 149:0.54 150:0.97 151:0.74 152:0.79 153:0.82 154:0.41 159:0.25 162:0.55 164:0.70 169:0.93 172:0.48 173:0.21 177:0.05 179:0.71 186:0.73 187:0.39 202:0.67 206:0.81 212:0.61 215:0.91 216:0.94 230:0.87 233:0.76 235:0.05 241:0.67 242:0.82 243:0.83 247:0.12 248:0.69 256:0.58 260:0.77 261:0.89 265:0.79 266:0.27 268:0.64 276:0.40 283:0.82 285:0.62 297:0.36 300:0.25\n0 12:0.37 17:0.72 20:0.84 21:0.78 25:0.88 27:0.72 30:0.33 43:0.52 55:0.59 66:0.61 69:0.35 70:0.49 78:0.83 91:0.72 98:0.77 100:0.73 104:0.73 108:0.59 111:0.81 120:0.79 123:0.57 124:0.51 127:0.92 129:0.81 133:0.67 140:0.45 146:0.05 147:0.05 149:0.48 151:0.66 152:0.80 153:0.48 154:0.41 159:0.34 162:0.70 163:0.75 164:0.72 169:0.72 172:0.37 173:0.52 177:0.05 179:0.91 186:0.86 202:0.63 212:0.19 216:0.06 235:0.12 241:0.97 242:0.82 243:0.18 245:0.45 247:0.12 248:0.72 256:0.64 260:0.80 261:0.89 265:0.77 266:0.47 268:0.65 276:0.33 285:0.62 300:0.33\n2 7:0.81 12:0.37 17:0.79 20:0.80 21:0.22 27:0.11 30:0.76 32:0.80 34:0.33 36:0.55 37:0.86 43:0.39 55:0.59 66:0.64 69:0.56 70:0.15 78:0.86 81:0.97 91:0.40 98:0.44 100:0.92 104:0.93 106:0.81 108:0.43 111:0.88 123:0.41 126:0.54 127:0.14 129:0.05 135:0.78 145:0.63 146:0.37 147:0.44 149:0.27 150:0.95 152:0.77 154:0.29 159:0.14 163:0.93 169:0.90 172:0.16 173:0.69 177:0.05 178:0.55 179:0.81 186:0.87 187:0.39 195:0.63 202:0.36 206:0.81 212:0.95 215:0.79 216:0.84 230:0.87 233:0.76 235:0.22 241:0.55 242:0.82 243:0.69 247:0.12 259:0.21 261:0.89 265:0.46 266:0.12 267:0.69 276:0.17 297:0.36 300:0.13\n1 12:0.37 17:0.02 21:0.05 27:0.72 30:0.95 34:0.86 36:0.77 37:0.32 43:0.50 55:0.92 66:0.54 69:0.12 81:0.98 91:0.44 98:0.77 104:0.96 108:0.10 123:0.10 126:0.54 127:0.25 129:0.05 135:0.89 146:0.46 147:0.52 149:0.22 150:0.97 154:0.39 159:0.17 172:0.10 173:0.45 177:0.05 178:0.55 179:0.99 187:0.68 215:0.91 216:0.14 235:0.05 241:0.15 243:0.63 259:0.21 265:0.77 267:0.89 297:0.36 300:0.08\n1 7:0.81 8:0.58 12:0.37 17:0.70 20:0.89 25:0.88 27:0.72 34:0.52 36:0.49 78:0.85 81:0.99 91:0.86 100:0.93 104:0.58 111:0.88 120:0.75 126:0.54 135:0.49 140:0.90 150:0.98 151:0.64 152:0.83 153:0.46 162:0.53 164:0.65 169:0.91 175:0.75 178:0.50 186:0.87 202:0.62 215:0.96 216:0.04 230:0.87 233:0.76 235:0.02 238:0.96 241:0.87 244:0.61 248:0.68 256:0.58 257:0.65 259:0.21 260:0.76 261:0.96 267:0.23 268:0.58 277:0.69 285:0.62 297:0.36\n2 12:0.37 17:0.32 21:0.47 27:0.43 30:0.76 34:0.95 36:0.39 37:0.67 43:0.43 55:0.92 66:0.64 69:0.49 70:0.29 81:0.93 91:0.17 98:0.69 108:0.66 123:0.64 124:0.42 126:0.54 127:0.37 129:0.59 133:0.47 135:0.47 145:0.67 146:0.05 147:0.05 149:0.37 150:0.87 154:0.32 159:0.46 163:0.75 172:0.32 173:0.47 177:0.05 178:0.55 179:0.88 187:0.95 212:0.23 215:0.63 216:0.60 235:0.52 241:0.41 242:0.82 243:0.21 245:0.43 247:0.12 259:0.21 265:0.69 266:0.38 267:0.28 276:0.31 283:0.60 297:0.36 300:0.25\n2 12:0.37 17:0.81 21:0.54 27:0.54 30:0.61 32:0.80 34:0.30 36:0.90 37:0.39 43:0.46 55:0.71 66:0.67 69:0.44 70:0.62 81:0.98 91:0.10 98:0.79 104:0.97 106:0.81 108:0.73 123:0.71 124:0.47 126:0.54 127:0.47 129:0.59 133:0.47 135:0.65 145:0.63 146:0.68 147:0.73 149:0.74 150:0.97 154:0.35 159:0.72 172:0.79 173:0.27 177:0.05 178:0.55 179:0.36 187:0.39 195:0.88 206:0.81 212:0.47 215:0.58 216:0.79 235:0.68 241:0.03 242:0.82 243:0.31 245:0.87 247:0.12 259:0.21 265:0.79 266:0.80 267:0.44 276:0.75 297:0.36 300:0.70\n1 7:0.81 12:0.37 17:0.18 20:0.83 21:0.13 27:0.63 30:0.38 37:0.58 43:0.52 55:0.84 66:0.93 69:0.07 70:0.57 78:0.72 81:0.97 91:0.33 98:0.91 100:0.73 108:0.06 111:0.72 120:0.85 123:0.06 126:0.54 127:0.51 129:0.05 140:0.45 146:0.94 147:0.95 149:0.73 150:0.96 151:0.71 152:0.79 153:0.72 154:0.41 159:0.60 162:0.86 163:0.75 164:0.80 169:0.72 172:0.81 173:0.12 177:0.05 179:0.44 186:0.73 187:0.39 202:0.66 212:0.30 215:0.84 216:0.91 220:0.62 230:0.65 233:0.63 235:0.12 241:0.37 242:0.82 243:0.93 247:0.12 248:0.77 256:0.73 260:0.85 261:0.73 265:0.91 266:0.54 268:0.75 276:0.71 283:0.82 285:0.62 297:0.36 300:0.43\n1 12:0.37 17:0.64 21:0.64 30:0.21 32:0.80 34:0.31 36:0.36 37:0.97 43:0.39 55:0.96 66:0.33 69:0.58 70:0.87 81:0.88 91:0.09 98:0.33 104:0.83 108:0.58 120:0.69 123:0.55 124:0.92 126:0.54 127:0.81 129:0.98 133:0.93 135:0.47 140:0.45 145:0.72 146:0.05 147:0.05 149:0.58 150:0.75 151:0.66 153:0.48 154:0.29 159:0.86 162:0.86 163:0.75 164:0.57 172:0.48 173:0.31 177:0.05 179:0.64 187:0.21 195:0.95 202:0.36 212:0.18 215:0.53 216:0.98 235:0.74 242:0.82 243:0.10 245:0.57 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 265:0.36 266:0.87 267:0.65 268:0.46 276:0.59 283:0.60 285:0.62 297:0.36 300:0.70\n1 12:0.37 17:0.77 25:0.88 27:0.72 78:0.87 81:0.99 91:0.85 104:0.86 111:0.90 120:0.80 126:0.54 140:0.45 150:0.98 151:0.66 153:0.48 162:0.81 164:0.79 169:0.93 175:0.75 202:0.69 215:0.96 216:0.16 220:0.82 235:0.02 241:0.89 244:0.61 248:0.72 256:0.73 257:0.65 260:0.81 268:0.74 277:0.69 285:0.62 297:0.36\n2 7:0.81 12:0.37 17:0.75 21:0.47 27:0.39 30:0.76 32:0.80 34:0.90 36:0.44 37:0.63 43:0.52 55:0.45 66:0.64 69:0.15 70:0.15 81:0.93 91:0.44 98:0.39 104:0.86 106:0.81 108:0.12 123:0.12 126:0.54 127:0.13 129:0.05 135:0.32 145:0.39 146:0.27 147:0.33 149:0.30 150:0.87 154:0.41 159:0.12 172:0.16 173:0.48 177:0.05 178:0.55 179:0.74 187:0.21 195:0.55 206:0.81 212:0.95 215:0.63 216:0.75 230:0.87 233:0.76 235:0.52 241:0.39 242:0.82 243:0.69 247:0.12 259:0.21 265:0.41 266:0.12 267:0.44 276:0.16 283:0.82 297:0.36 300:0.13\n2 12:0.37 17:0.01 20:0.80 27:0.43 34:0.42 36:0.29 37:0.41 43:0.52 66:0.36 69:0.05 78:0.72 81:0.99 91:0.20 98:0.12 100:0.73 104:0.96 106:0.81 108:0.05 111:0.72 123:0.05 126:0.54 127:0.08 129:0.05 135:0.74 146:0.05 147:0.05 149:0.16 150:0.98 152:0.77 154:0.41 159:0.05 169:0.72 172:0.05 173:0.39 177:0.05 178:0.55 186:0.73 187:0.68 206:0.81 215:0.96 216:0.55 235:0.02 241:0.35 243:0.51 259:0.21 261:0.73 265:0.13 267:0.52 283:0.82 297:0.36\n1 12:0.37 17:0.26 21:0.76 27:0.48 30:0.36 32:0.80 34:0.68 36:0.19 37:0.55 43:0.30 55:0.52 66:0.48 69:0.74 70:0.88 81:0.79 91:0.31 98:0.35 108:0.57 123:0.54 124:0.83 126:0.54 127:0.58 129:0.95 133:0.87 135:0.51 145:0.63 146:0.76 147:0.79 149:0.65 150:0.59 154:0.22 159:0.86 172:0.61 173:0.48 177:0.05 178:0.55 179:0.54 187:0.39 195:0.96 212:0.60 215:0.46 216:0.92 235:0.95 241:0.30 242:0.82 243:0.59 245:0.65 247:0.12 259:0.21 265:0.38 266:0.75 267:0.28 276:0.62 283:0.60 297:0.36 300:0.84\n0 12:0.37 17:0.18 21:0.30 27:0.32 30:0.87 34:0.96 36:0.39 37:0.54 43:0.44 55:0.84 66:0.45 69:0.47 70:0.15 81:0.95 91:0.06 98:0.64 108:0.36 123:0.34 124:0.67 126:0.54 127:0.36 129:0.81 133:0.67 135:0.21 146:0.77 147:0.81 149:0.45 150:0.93 154:0.33 159:0.52 163:0.94 172:0.32 173:0.39 177:0.05 178:0.55 179:0.78 187:0.68 212:0.95 215:0.72 216:0.85 235:0.31 241:0.24 242:0.82 243:0.58 245:0.52 247:0.12 259:0.21 265:0.65 266:0.12 267:0.28 276:0.41 283:0.60 297:0.36 300:0.13\n0 8:0.80 12:0.37 17:0.26 20:0.81 21:0.78 27:0.05 34:0.44 36:0.44 37:0.97 78:0.72 91:0.68 100:0.73 111:0.72 120:0.60 135:0.34 140:0.95 151:0.54 152:0.78 153:0.48 162:0.47 164:0.57 169:0.72 175:0.75 178:0.53 186:0.73 187:0.39 191:0.76 202:0.75 216:0.58 220:0.62 235:0.31 241:0.68 244:0.61 248:0.54 256:0.45 257:0.65 259:0.21 260:0.61 261:0.73 267:0.52 268:0.46 277:0.69 285:0.62\n2 7:0.81 12:0.37 17:0.45 20:0.80 21:0.30 27:0.50 30:0.95 32:0.80 34:0.37 36:0.91 37:0.60 43:0.50 55:0.92 66:0.36 69:0.21 78:0.72 81:0.95 91:0.44 98:0.43 100:0.73 104:0.84 106:0.81 108:0.17 111:0.72 120:0.69 123:0.16 124:0.52 126:0.54 127:0.22 129:0.59 133:0.47 135:0.78 140:0.45 145:0.69 146:0.39 147:0.46 149:0.27 150:0.93 151:0.66 152:0.77 153:0.48 154:0.39 159:0.24 162:0.86 163:0.86 164:0.57 169:0.72 172:0.10 173:0.34 177:0.05 179:0.96 186:0.73 187:0.39 195:0.60 202:0.36 206:0.81 212:0.95 215:0.72 216:0.86 230:0.87 233:0.76 235:0.31 241:0.27 242:0.82 243:0.51 245:0.37 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 261:0.73 265:0.45 266:0.12 267:0.52 268:0.46 276:0.18 283:0.82 285:0.62 297:0.36 300:0.08\n2 7:0.81 12:0.37 17:0.76 21:0.54 27:0.62 30:0.68 32:0.80 34:0.91 36:0.81 37:0.55 43:0.47 55:0.71 66:0.89 69:0.41 70:0.45 81:0.98 91:0.14 98:0.90 106:0.81 108:0.31 123:0.30 124:0.36 126:0.54 127:0.64 129:0.59 133:0.47 135:0.61 145:0.76 146:0.94 147:0.95 149:0.80 150:0.97 154:0.36 159:0.63 172:0.86 173:0.32 177:0.05 178:0.55 179:0.37 187:0.98 195:0.80 206:0.81 212:0.81 215:0.58 216:0.70 230:0.65 233:0.63 235:0.68 242:0.82 243:0.90 245:0.66 247:0.12 259:0.21 265:0.90 266:0.27 267:0.94 276:0.78 283:0.60 297:0.36 300:0.43\n2 7:0.81 8:0.98 12:0.37 17:0.95 21:0.77 27:0.72 28:0.66 32:0.80 34:0.36 36:0.55 37:0.99 81:0.80 91:0.92 104:0.54 126:0.54 135:0.30 145:1.00 150:0.60 161:0.61 167:0.82 175:0.75 178:0.55 181:0.91 191:0.86 195:0.61 202:0.36 215:0.43 216:0.06 230:0.65 233:0.63 235:0.98 241:0.87 244:0.61 257:0.65 259:0.21 267:0.65 271:0.55 277:0.69 297:0.99\n1 8:0.62 12:0.37 17:0.40 20:0.88 21:0.71 28:0.66 30:0.37 32:0.80 34:0.40 36:0.28 37:0.97 43:0.30 55:0.71 66:0.62 69:0.73 70:0.89 78:0.74 81:0.76 91:0.54 98:0.47 100:0.77 104:0.80 108:0.70 111:0.73 120:0.93 123:0.68 124:0.75 126:0.54 127:0.66 129:0.95 133:0.87 135:0.69 140:0.45 145:0.63 146:0.40 147:0.46 149:0.71 150:0.57 151:0.80 152:0.83 153:0.93 154:0.22 159:0.89 161:0.61 162:0.72 164:0.92 167:0.55 169:0.75 172:0.77 173:0.44 177:0.05 179:0.43 181:0.91 186:0.75 187:0.21 195:0.97 202:0.87 212:0.42 215:0.48 216:0.98 235:0.84 241:0.49 242:0.82 243:0.23 245:0.70 247:0.12 248:0.90 256:0.89 259:0.21 260:0.93 261:0.75 265:0.49 266:0.75 267:0.44 268:0.90 271:0.55 276:0.70 283:0.60 285:0.62 297:0.36 300:0.70\n3 8:0.88 12:0.37 17:0.57 20:0.76 21:0.22 27:0.72 28:0.66 30:0.21 34:0.19 36:0.25 37:0.86 43:0.44 55:0.45 66:0.54 69:0.45 70:0.37 78:0.76 81:0.92 91:0.87 98:0.33 100:0.80 104:0.54 108:0.35 111:0.76 120:0.77 123:0.33 124:0.45 126:0.54 127:0.83 129:0.59 133:0.47 135:0.54 140:0.45 145:0.70 146:0.41 147:0.48 149:0.35 150:0.86 151:0.72 152:0.75 153:0.78 154:0.34 159:0.57 161:0.61 162:0.72 163:0.75 164:0.79 167:0.85 169:0.78 172:0.21 173:0.42 177:0.05 179:0.97 181:0.91 186:0.77 202:0.71 212:0.42 215:0.79 216:0.21 220:0.62 235:0.22 241:0.97 242:0.82 243:0.63 245:0.40 247:0.12 248:0.69 256:0.71 259:0.21 260:0.78 261:0.75 265:0.36 266:0.23 267:0.44 268:0.74 271:0.55 276:0.15 283:0.82 285:0.62 297:0.36 300:0.25\n3 6:0.81 7:0.81 8:0.68 12:0.37 17:0.36 20:0.98 21:0.78 27:0.66 28:0.66 30:0.38 32:0.80 34:0.87 36:0.61 37:0.29 43:0.50 55:0.59 66:0.72 69:0.25 70:0.45 78:0.76 91:0.82 98:0.84 100:0.83 104:0.58 108:0.57 111:0.77 120:0.85 123:0.55 124:0.40 127:0.89 129:0.59 133:0.47 135:0.30 140:0.45 145:0.98 146:0.05 147:0.05 149:0.50 151:0.77 152:0.90 153:0.88 154:0.39 159:0.40 161:0.61 162:0.78 164:0.89 167:0.83 169:0.81 172:0.48 173:0.38 177:0.05 179:0.85 181:0.91 186:0.77 189:0.84 191:0.77 195:0.64 202:0.82 212:0.28 216:0.20 220:0.62 230:0.65 233:0.63 235:0.60 238:0.97 241:0.90 242:0.82 243:0.16 245:0.48 247:0.12 248:0.79 256:0.85 259:0.21 260:0.86 261:0.82 265:0.84 266:0.54 267:0.36 268:0.86 271:0.55 276:0.41 283:0.60 285:0.62 300:0.33\n1 12:0.37 17:0.36 21:0.30 27:0.45 28:0.66 30:0.68 34:0.71 36:0.30 37:0.50 43:0.33 55:0.71 66:0.68 69:0.68 70:0.43 81:0.91 91:0.22 98:0.53 108:0.52 123:0.49 124:0.41 126:0.54 127:0.37 129:0.59 133:0.47 135:0.69 145:0.52 146:0.64 147:0.69 149:0.42 150:0.83 154:0.24 159:0.48 161:0.61 163:0.75 167:0.49 172:0.37 173:0.67 177:0.05 178:0.55 179:0.85 181:0.91 187:0.68 212:0.42 215:0.72 216:0.77 235:0.31 241:0.21 242:0.82 243:0.72 245:0.45 247:0.12 259:0.21 265:0.55 266:0.27 267:0.28 271:0.55 276:0.28 297:0.36 300:0.33\n3 6:0.85 7:0.81 8:0.78 12:0.37 17:0.73 20:0.76 21:0.74 27:0.43 28:0.66 30:0.21 32:0.80 34:0.59 36:0.62 37:0.69 43:0.49 55:0.45 66:0.54 69:0.38 70:0.37 78:0.89 81:0.73 91:0.76 98:0.49 100:0.95 104:0.58 108:0.59 111:0.91 120:0.85 123:0.56 124:0.45 126:0.54 127:0.75 129:0.59 133:0.47 135:0.42 140:0.45 145:0.98 146:0.05 147:0.05 149:0.35 150:0.54 151:0.75 152:0.74 153:0.86 154:0.38 159:0.24 161:0.61 162:0.72 164:0.91 167:0.83 169:0.92 172:0.21 173:0.64 177:0.05 179:0.97 181:0.91 186:0.89 189:0.87 191:0.83 195:0.55 202:0.85 212:0.42 215:0.46 216:0.26 220:0.62 230:0.65 233:0.63 235:0.88 238:0.80 241:0.90 242:0.82 243:0.26 245:0.40 247:0.12 248:0.79 256:0.86 259:0.21 260:0.86 261:0.77 265:0.51 266:0.23 267:0.19 268:0.88 271:0.55 276:0.18 283:0.60 285:0.62 297:0.36 300:0.25\n3 6:0.98 8:0.96 12:0.37 17:0.15 20:0.96 21:0.13 27:0.05 28:0.66 30:0.76 32:0.80 34:0.37 36:0.86 37:0.96 43:0.32 55:0.59 66:0.36 69:0.68 70:0.15 78:0.90 81:0.94 91:0.97 98:0.21 100:0.99 108:0.64 111:0.98 120:0.95 123:0.62 124:0.52 126:0.54 127:0.28 129:0.59 133:0.47 135:0.78 140:0.45 145:0.70 146:0.05 147:0.05 149:0.24 150:0.89 151:0.83 152:0.89 153:0.95 154:0.24 159:0.20 161:0.61 162:0.58 163:0.93 164:0.99 167:0.84 169:1.00 172:0.10 173:0.88 177:0.05 179:0.98 181:0.91 186:0.90 189:0.99 191:0.96 195:0.56 202:0.98 212:0.95 215:0.84 216:0.55 220:0.62 235:0.12 238:1.00 241:0.97 242:0.82 243:0.34 245:0.37 247:0.12 248:0.92 256:0.98 259:0.21 260:0.95 261:0.99 265:0.23 266:0.12 267:0.69 268:0.98 271:0.55 276:0.14 283:0.60 285:0.62 297:0.36 300:0.13\n3 8:1.00 12:0.37 17:0.77 20:0.80 21:0.13 27:0.54 28:0.66 30:0.76 34:0.45 36:0.97 37:0.85 43:0.32 55:0.92 66:0.72 69:0.70 70:0.22 78:0.72 81:0.94 91:0.85 98:0.78 100:0.78 104:0.72 108:0.53 111:0.73 120:0.85 123:0.51 126:0.54 127:0.26 129:0.05 135:0.74 140:0.45 146:0.66 147:0.71 149:0.31 150:0.89 151:0.78 152:0.78 153:0.89 154:0.23 159:0.25 161:0.61 162:0.79 163:0.90 164:0.88 167:0.83 169:0.75 172:0.27 173:0.82 177:0.05 179:0.91 181:0.91 186:0.73 191:0.90 202:0.81 212:0.42 215:0.84 216:0.24 220:0.74 235:0.12 241:0.89 242:0.82 243:0.75 247:0.12 248:0.79 256:0.83 259:0.21 260:0.86 261:0.75 265:0.78 266:0.23 267:0.28 268:0.85 271:0.55 276:0.24 283:0.60 285:0.62 297:0.36 300:0.18\n1 7:0.81 8:0.85 12:0.37 17:0.57 20:0.76 27:0.20 28:0.66 30:0.94 32:0.80 34:0.24 36:0.41 37:0.73 43:0.43 55:0.71 66:0.64 69:0.45 70:0.20 78:0.72 81:0.96 91:0.29 98:0.81 100:0.73 104:0.88 106:0.81 108:0.68 111:0.72 123:0.66 124:0.47 126:0.54 127:0.52 129:0.59 133:0.47 135:0.71 145:0.39 146:0.46 147:0.53 149:0.76 150:0.94 152:0.75 154:0.33 159:0.65 161:0.61 167:0.54 169:0.72 172:0.80 173:0.34 177:0.05 178:0.55 179:0.36 181:0.91 186:0.73 187:0.68 195:0.82 206:0.81 212:0.86 215:0.96 216:0.72 230:0.87 233:0.76 235:0.02 241:0.44 242:0.82 243:0.32 245:0.88 247:0.12 259:0.21 261:0.73 265:0.81 266:0.63 267:0.23 271:0.55 276:0.77 283:0.82 297:0.36 300:0.43\n2 7:0.81 8:0.93 12:0.37 17:0.13 21:0.54 27:0.54 28:0.66 30:0.33 32:0.80 34:0.55 36:0.56 37:0.95 43:0.50 55:0.52 66:0.86 69:0.27 70:0.69 81:0.94 91:0.67 98:0.92 104:0.58 108:0.21 120:0.75 123:0.20 126:0.54 127:0.54 129:0.05 135:0.60 140:0.45 145:0.47 146:0.57 147:0.63 149:0.65 150:0.90 151:0.73 153:0.78 154:0.39 159:0.21 161:0.61 162:0.60 164:0.73 167:0.73 172:0.61 173:0.58 177:0.05 179:0.71 181:0.91 187:0.39 191:0.82 195:0.56 202:0.67 212:0.85 215:0.58 216:0.24 230:0.87 233:0.76 235:0.68 241:0.74 242:0.82 243:0.87 247:0.12 248:0.68 256:0.64 259:0.21 260:0.76 265:0.92 266:0.27 267:0.28 268:0.67 271:0.55 276:0.51 283:0.60 285:0.62 297:0.36 300:0.55\n2 7:0.81 12:0.37 17:0.49 20:0.81 21:0.22 27:0.64 28:0.66 30:0.54 32:0.80 34:0.92 36:0.90 37:0.55 43:0.49 55:0.71 66:0.88 69:0.27 70:0.42 78:0.74 81:0.92 91:0.74 98:0.98 100:0.79 104:0.58 108:0.21 111:0.74 120:0.73 123:0.20 126:0.54 127:0.80 129:0.05 135:0.77 140:0.45 145:0.84 146:0.85 147:0.88 149:0.62 150:0.86 151:0.66 152:0.82 153:0.48 154:0.38 159:0.42 161:0.61 162:0.74 164:0.67 167:0.83 169:0.75 172:0.67 173:0.37 177:0.05 179:0.69 181:0.91 186:0.75 187:0.21 195:0.67 202:0.56 212:0.61 215:0.79 216:0.21 230:0.87 233:0.76 235:0.22 241:0.91 242:0.82 243:0.89 247:0.12 248:0.66 256:0.58 259:0.21 260:0.74 261:0.76 265:0.98 266:0.54 267:0.59 268:0.59 271:0.55 276:0.56 285:0.62 297:0.36 300:0.33\n2 7:0.81 8:0.80 12:0.37 17:0.36 20:0.83 21:0.05 25:0.88 27:0.37 28:0.66 30:0.72 32:0.80 34:0.42 36:0.78 37:0.67 43:0.49 55:0.71 66:0.84 69:0.25 70:0.29 78:0.75 81:0.95 91:0.83 98:0.98 100:0.79 104:0.58 108:0.20 111:0.75 120:0.64 123:0.19 126:0.54 127:0.85 129:0.05 135:0.39 140:0.45 145:0.76 146:0.82 147:0.85 149:0.54 150:0.92 151:0.59 152:0.79 153:0.91 154:0.37 159:0.38 161:0.61 162:0.69 163:0.75 164:0.82 167:0.83 169:0.77 172:0.54 173:0.39 177:0.05 179:0.83 181:0.91 186:0.76 191:0.73 195:0.63 202:0.74 212:0.39 215:0.91 216:0.24 220:0.62 230:0.65 233:0.63 235:0.05 241:0.90 242:0.82 243:0.85 247:0.12 248:0.58 256:0.75 259:0.21 260:0.65 261:0.76 265:0.98 266:0.47 267:0.28 268:0.77 271:0.55 276:0.45 283:0.60 285:0.62 297:0.36 300:0.25\n3 6:0.94 7:0.81 8:0.94 12:0.37 17:0.20 20:0.99 21:0.05 27:0.16 28:0.66 30:0.91 32:0.80 34:0.64 36:0.73 37:0.90 43:0.42 55:0.59 66:0.69 69:0.47 70:0.13 78:0.78 81:0.95 91:0.98 98:0.44 100:0.90 104:0.58 108:0.36 111:0.83 120:0.97 123:0.35 126:0.54 127:0.14 129:0.05 135:0.34 140:0.45 145:0.47 146:0.32 147:0.39 149:0.33 150:0.92 151:0.83 152:0.91 153:0.96 154:0.32 159:0.13 161:0.61 162:0.80 164:0.96 167:0.84 169:0.87 172:0.21 173:0.68 177:0.05 179:0.69 181:0.91 186:0.78 189:0.95 191:0.88 195:0.65 202:0.93 212:0.61 215:0.91 216:0.48 220:0.62 230:0.65 233:0.63 235:0.05 238:0.98 241:0.93 242:0.82 243:0.73 247:0.12 248:0.95 256:0.95 259:0.21 260:0.97 261:0.88 265:0.46 266:0.17 267:0.79 268:0.95 271:0.55 276:0.23 283:0.82 285:0.62 297:0.36 300:0.13\n2 7:0.81 8:0.92 12:0.37 17:0.32 20:0.84 21:0.22 27:0.64 28:0.66 30:0.54 32:0.80 34:0.91 36:0.90 37:0.55 43:0.49 55:0.71 66:0.88 69:0.27 70:0.42 78:0.74 81:0.92 91:0.76 98:0.98 100:0.73 104:0.58 108:0.21 111:0.73 120:0.78 123:0.20 126:0.54 127:0.80 129:0.05 135:0.78 140:0.45 145:0.84 146:0.85 147:0.88 149:0.62 150:0.86 151:0.73 152:0.82 153:0.78 154:0.38 159:0.42 161:0.61 162:0.73 164:0.85 167:0.84 169:0.75 172:0.67 173:0.37 177:0.05 179:0.69 181:0.91 186:0.75 195:0.67 202:0.77 212:0.61 215:0.79 216:0.21 220:0.82 230:0.87 233:0.76 235:0.22 241:0.93 242:0.82 243:0.89 247:0.12 248:0.70 256:0.80 259:0.21 260:0.79 261:0.76 265:0.98 266:0.54 267:0.59 268:0.81 271:0.55 276:0.56 285:0.62 297:0.36 300:0.33\n2 8:0.85 12:0.37 17:0.84 21:0.05 27:1.00 28:0.66 30:0.76 32:0.80 34:0.59 36:0.57 37:0.31 43:0.46 55:0.59 66:0.64 69:0.41 70:0.15 81:0.95 91:0.93 98:0.74 104:0.58 108:0.31 120:0.79 123:0.30 126:0.54 127:0.24 129:0.05 135:0.49 140:0.45 145:0.63 146:0.35 147:0.42 149:0.28 150:0.92 151:0.74 153:0.82 154:0.35 159:0.14 161:0.61 162:0.80 163:0.75 164:0.82 167:0.84 172:0.16 173:0.78 177:0.05 179:0.97 181:0.91 195:0.53 202:0.73 212:0.95 215:0.91 216:0.18 220:0.62 235:0.05 241:0.95 242:0.82 243:0.69 247:0.12 248:0.72 256:0.75 259:0.21 260:0.80 265:0.75 266:0.12 267:0.44 268:0.78 271:0.55 276:0.17 285:0.62 297:0.36 300:0.13\n3 8:0.89 12:0.37 17:0.47 20:0.82 21:0.64 27:0.51 28:0.66 30:0.72 32:0.80 34:0.55 36:0.44 37:0.96 43:0.39 55:0.45 66:0.90 69:0.57 70:0.37 78:0.88 81:0.81 91:0.91 98:0.91 100:0.80 104:0.58 108:0.44 111:0.95 120:0.91 123:0.42 126:0.54 127:0.51 129:0.05 135:0.32 140:0.45 145:0.74 146:0.70 147:0.74 149:0.70 150:0.61 151:0.77 152:0.78 153:0.88 154:0.30 159:0.27 161:0.61 162:0.69 164:0.95 167:0.84 169:0.96 172:0.71 173:0.75 177:0.05 179:0.58 181:0.91 186:0.75 191:0.80 195:0.56 202:0.93 212:0.83 215:0.53 216:0.49 220:0.74 235:0.74 238:0.99 241:0.97 242:0.82 243:0.90 247:0.12 248:0.87 256:0.94 260:0.92 261:0.76 265:0.91 266:0.38 267:0.18 268:0.94 271:0.55 276:0.60 283:0.82 285:0.62 297:0.36 300:0.33\n1 12:0.37 17:0.16 21:0.40 27:0.45 28:0.66 30:0.45 32:0.80 34:0.75 36:0.18 37:0.50 43:0.32 55:0.92 66:0.13 69:0.69 70:0.33 81:0.89 91:0.14 98:0.21 108:0.52 123:0.82 124:0.82 126:0.54 127:0.21 129:0.89 133:0.78 135:0.78 145:0.40 146:0.34 147:0.40 149:0.35 150:0.79 154:0.24 159:0.53 161:0.61 163:0.89 167:0.53 172:0.10 173:0.52 177:0.05 178:0.55 179:0.75 181:0.91 187:0.68 195:0.90 212:0.23 215:0.67 216:0.77 235:0.42 241:0.41 242:0.82 243:0.34 245:0.43 247:0.12 259:0.21 265:0.20 266:0.38 267:0.36 271:0.55 276:0.32 283:0.60 297:0.36 300:0.25\n3 6:0.83 7:0.81 8:0.89 12:0.37 17:0.66 20:0.84 21:0.05 27:0.64 28:0.66 30:0.95 32:0.80 34:0.75 36:0.45 37:0.90 43:0.46 55:0.45 66:0.54 69:0.39 78:0.76 81:0.95 91:0.91 98:0.19 100:0.80 104:0.58 108:0.30 111:0.76 120:0.74 123:0.29 126:0.54 127:0.10 129:0.05 135:0.39 140:0.45 145:0.70 146:0.19 147:0.24 149:0.23 150:0.92 151:0.64 152:0.80 153:0.46 154:0.35 159:0.10 161:0.61 162:0.86 164:0.78 167:0.84 169:0.78 172:0.10 173:0.71 177:0.05 179:0.43 181:0.91 186:0.77 189:0.85 191:0.77 195:0.80 202:0.65 215:0.91 216:0.08 220:0.62 230:0.87 233:0.76 235:0.05 238:0.93 241:0.95 243:0.63 248:0.67 256:0.71 259:0.21 260:0.75 261:0.78 265:0.21 267:0.36 268:0.73 271:0.55 285:0.62 297:0.36 300:0.08\n2 6:0.96 7:0.81 8:0.93 12:0.37 17:0.43 20:0.99 21:0.64 27:0.54 28:0.66 30:0.61 32:0.80 34:0.49 36:0.48 37:0.95 43:0.50 55:0.59 66:0.89 69:0.32 70:0.48 78:0.77 81:0.81 91:0.87 98:0.96 100:0.83 104:0.58 108:0.25 111:0.82 120:0.82 123:0.24 126:0.54 127:0.71 129:0.05 135:0.66 140:0.45 145:0.52 146:0.61 147:0.66 149:0.71 150:0.61 151:0.75 152:0.90 153:0.85 154:0.39 159:0.22 161:0.61 162:0.76 164:0.91 167:0.83 169:0.87 172:0.68 173:0.61 177:0.05 179:0.66 181:0.91 186:0.76 189:0.97 191:0.85 195:0.56 202:0.86 212:0.95 215:0.53 216:0.24 220:0.82 230:0.87 233:0.76 235:0.74 238:0.99 241:0.91 242:0.82 243:0.89 247:0.12 248:0.74 256:0.89 259:0.21 260:0.82 261:0.82 265:0.96 266:0.12 267:0.17 268:0.89 271:0.55 276:0.58 283:0.60 285:0.62 297:0.36 300:0.43\n1 7:0.81 8:0.93 12:0.37 17:0.11 21:0.54 27:0.54 28:0.66 30:0.41 32:0.80 34:0.66 36:0.45 37:0.95 43:0.50 55:0.52 66:0.86 69:0.27 70:0.72 81:0.94 91:0.73 98:0.89 104:0.58 108:0.21 120:0.75 123:0.20 126:0.54 127:0.46 129:0.05 135:0.60 140:0.45 145:0.47 146:0.55 147:0.61 149:0.64 150:0.90 151:0.73 153:0.78 154:0.39 159:0.20 161:0.61 162:0.60 164:0.73 167:0.74 172:0.59 173:0.58 177:0.05 179:0.71 181:0.91 187:0.39 191:0.82 195:0.56 202:0.67 212:0.84 215:0.58 216:0.24 230:0.87 233:0.76 235:0.68 241:0.74 242:0.82 243:0.86 247:0.12 248:0.68 256:0.64 259:0.21 260:0.76 265:0.89 266:0.27 267:0.28 268:0.67 271:0.55 276:0.49 283:0.60 285:0.62 297:0.36 300:0.55\n2 6:0.85 8:0.75 12:0.37 17:0.51 20:0.85 21:0.68 25:0.88 27:0.28 28:0.66 30:0.62 34:0.63 36:0.46 37:0.92 43:0.47 55:0.71 66:0.75 69:0.43 70:0.34 78:0.74 81:0.79 91:0.76 98:0.94 100:0.77 104:0.58 108:0.33 111:0.74 123:0.32 126:0.54 127:0.60 129:0.05 135:0.32 146:0.64 147:0.69 149:0.40 150:0.59 152:0.89 154:0.36 159:0.24 161:0.61 163:0.81 167:0.84 169:0.75 172:0.32 173:0.67 177:0.05 178:0.55 179:0.94 181:0.91 186:0.75 187:0.21 212:0.61 215:0.49 216:0.38 235:0.80 241:0.93 242:0.82 243:0.77 247:0.12 259:0.21 261:0.77 265:0.94 266:0.17 267:0.36 271:0.55 276:0.29 297:0.36 300:0.25\n2 7:0.81 12:0.37 17:0.49 21:0.22 27:0.19 28:0.66 30:0.72 32:0.80 34:0.37 36:0.25 37:0.70 43:0.25 55:0.84 66:0.33 69:0.82 70:0.26 81:0.92 91:0.25 98:0.66 108:0.74 120:0.72 123:0.78 124:0.67 126:0.54 127:0.29 129:0.81 133:0.67 135:0.73 140:0.45 145:0.52 146:0.05 147:0.05 149:0.57 150:0.86 151:0.70 153:0.69 154:0.18 159:0.55 161:0.61 162:0.86 163:0.94 164:0.62 167:0.53 172:0.48 173:0.77 177:0.05 179:0.46 181:0.91 187:0.87 195:0.84 202:0.46 212:0.55 215:0.79 216:0.63 230:0.87 233:0.76 235:0.22 241:0.39 242:0.82 243:0.10 245:0.71 247:0.12 248:0.66 256:0.45 259:0.21 260:0.73 265:0.23 266:0.47 267:0.93 268:0.55 271:0.55 276:0.60 285:0.62 297:0.36 300:0.25\n1 8:0.94 12:0.37 17:0.55 21:0.78 27:0.21 28:0.66 30:0.33 34:0.39 36:0.90 37:0.74 43:0.43 55:0.71 66:0.13 69:0.48 70:0.74 78:0.72 91:0.53 98:0.39 108:0.94 111:0.72 120:0.78 123:0.94 124:0.96 127:0.79 129:0.99 133:0.96 135:0.28 140:0.45 146:0.50 147:0.57 149:0.84 151:0.59 153:0.45 154:0.33 159:0.95 161:0.61 162:0.68 164:0.87 167:0.51 169:0.82 172:0.84 173:0.11 177:0.05 179:0.14 181:0.91 187:0.39 191:0.80 202:0.81 212:0.35 216:0.95 220:0.62 235:0.42 241:0.30 242:0.82 243:0.11 245:0.94 247:0.12 248:0.71 256:0.84 259:0.21 260:0.79 265:0.41 266:0.97 267:0.82 268:0.84 271:0.55 276:0.96 283:0.82 285:0.62 300:0.84\n0 8:0.85 11:0.81 12:0.20 17:0.62 18:0.56 21:0.78 27:0.72 28:0.68 29:0.62 30:0.45 34:0.24 36:0.61 39:0.66 43:0.06 45:0.66 66:0.27 69:1.00 70:0.25 71:0.92 74:0.26 86:0.58 91:0.27 98:0.05 101:0.52 108:0.99 122:0.80 123:0.99 124:0.72 127:0.12 129:0.05 131:0.61 133:0.62 135:0.92 139:0.57 144:0.76 145:0.91 146:0.13 147:0.18 149:0.06 154:0.06 157:0.75 159:0.85 161:0.96 163:0.90 166:0.61 167:0.82 172:0.10 173:0.93 175:0.75 177:0.38 178:0.55 179:0.51 181:0.73 182:0.71 202:0.64 212:0.61 216:0.02 222:0.48 227:0.61 229:0.61 231:0.61 235:0.42 241:0.78 242:0.63 243:0.46 244:0.61 245:0.38 246:0.61 247:0.30 253:0.23 257:0.65 259:0.21 265:0.05 266:0.17 267:0.28 271:0.37 276:0.17 277:0.69 287:0.61 300:0.18\n0 11:0.81 12:0.20 17:0.34 18:0.59 21:0.78 27:0.34 28:0.68 29:0.62 30:0.21 34:0.66 36:0.77 37:0.46 39:0.66 43:0.26 45:0.66 66:0.20 69:0.86 70:0.37 71:0.92 74:0.32 86:0.63 91:0.07 98:0.19 101:0.52 108:0.72 122:0.41 123:0.70 124:0.73 127:0.21 129:0.59 131:0.61 133:0.64 135:0.71 139:0.62 144:0.76 145:0.63 146:0.33 147:0.40 149:0.20 154:0.18 157:0.76 159:0.50 161:0.96 163:0.97 166:0.61 167:0.54 172:0.10 173:0.77 175:0.75 177:0.38 178:0.55 179:0.85 181:0.73 182:0.72 187:0.87 212:0.42 216:0.53 222:0.48 227:0.61 229:0.61 231:0.62 235:0.22 241:0.30 242:0.45 243:0.40 244:0.61 245:0.40 246:0.61 247:0.35 253:0.27 257:0.65 259:0.21 265:0.20 266:0.23 267:0.28 271:0.37 276:0.23 277:0.69 287:0.61 300:0.25\n0 9:0.80 12:0.20 17:0.59 18:0.74 20:0.92 21:0.78 27:0.49 28:0.68 29:0.62 30:0.76 31:0.87 34:0.75 36:0.43 37:0.42 39:0.66 41:0.82 43:0.15 55:0.45 66:0.64 69:0.35 70:0.15 71:0.92 78:0.72 79:0.87 83:0.91 86:0.60 91:0.56 96:0.69 98:0.66 100:0.73 108:0.27 111:0.72 120:0.57 122:0.83 123:0.26 127:0.20 129:0.05 131:0.86 135:0.77 137:0.87 139:0.59 140:0.80 144:0.76 146:0.32 147:0.38 149:0.07 151:0.52 152:0.86 153:0.48 154:0.59 155:0.67 157:0.61 159:0.13 161:0.96 162:0.62 163:0.75 164:0.65 166:0.61 167:0.59 169:0.72 172:0.16 173:0.74 175:0.75 177:0.38 179:0.94 181:0.73 182:0.80 186:0.73 187:0.68 192:0.87 196:0.87 202:0.60 208:0.64 212:0.95 216:0.94 220:0.87 222:0.48 227:0.91 229:0.89 231:0.71 235:0.88 241:0.49 242:0.82 243:0.69 244:0.61 246:0.61 247:0.12 248:0.51 253:0.39 254:0.80 255:0.95 256:0.58 257:0.65 259:0.21 260:0.57 261:0.73 265:0.67 266:0.12 267:0.44 268:0.59 271:0.37 276:0.14 277:0.69 284:0.89 285:0.62 287:0.93 300:0.13\n0 11:0.81 12:0.20 17:0.40 18:0.85 20:0.90 21:0.78 27:0.04 28:0.68 29:0.62 30:0.71 34:0.66 36:0.44 37:0.96 39:0.66 43:0.65 45:0.77 55:0.59 66:0.33 69:0.67 70:0.29 71:0.92 74:0.49 78:0.82 86:0.79 91:0.37 98:0.35 100:0.88 101:0.52 108:0.51 111:0.83 120:0.69 122:0.86 123:0.49 124:0.61 127:0.21 129:0.59 131:0.61 133:0.47 135:0.79 139:0.76 140:0.80 144:0.76 146:0.37 147:0.44 149:0.57 151:0.60 152:0.96 153:0.48 154:0.54 157:0.82 159:0.27 161:0.96 162:0.62 164:0.53 166:0.61 167:0.62 169:0.86 172:0.27 173:0.73 175:0.75 177:0.38 178:0.42 179:0.62 181:0.73 182:0.75 186:0.82 187:0.95 190:0.89 202:0.50 212:0.50 216:0.65 222:0.48 227:0.61 229:0.61 231:0.66 235:0.22 241:0.54 242:0.53 243:0.50 244:0.61 245:0.60 246:0.61 247:0.47 248:0.59 253:0.34 256:0.45 257:0.65 259:0.21 260:0.66 261:0.90 265:0.37 266:0.47 267:0.59 268:0.46 271:0.37 276:0.34 277:0.69 285:0.47 287:0.61 300:0.25\n1 1:0.74 11:0.81 12:0.20 17:0.55 18:0.86 21:0.64 27:0.45 28:0.68 29:0.62 30:0.15 34:0.86 36:0.18 37:0.50 39:0.66 43:0.11 44:0.85 45:0.66 55:0.52 64:0.77 66:0.33 69:0.70 70:0.84 71:0.92 74:0.43 81:0.42 83:0.60 86:0.75 91:0.25 98:0.39 99:0.83 101:0.52 108:0.54 114:0.57 122:0.86 123:0.51 124:0.61 126:0.54 127:0.21 129:0.05 131:0.61 133:0.37 135:0.66 139:0.73 144:0.76 145:0.49 146:0.48 147:0.54 149:0.14 150:0.66 154:0.76 155:0.67 157:0.76 159:0.32 161:0.96 165:0.70 166:0.80 167:0.51 172:0.27 173:0.71 176:0.73 177:0.70 178:0.55 179:0.62 181:0.73 182:0.80 187:0.68 192:0.87 195:0.72 201:0.93 208:0.64 212:0.15 215:0.38 216:0.77 222:0.48 227:0.61 229:0.61 231:0.71 235:0.88 241:0.12 242:0.77 243:0.50 245:0.60 246:0.91 247:0.35 253:0.39 254:0.74 259:0.21 265:0.41 266:0.63 267:0.28 271:0.37 276:0.37 287:0.61 290:0.57 297:0.36 300:0.55\n2 6:0.90 8:0.80 9:0.76 11:0.81 12:0.20 17:0.55 18:0.89 20:0.96 21:0.13 27:0.53 28:0.68 29:0.62 30:0.37 31:0.92 34:0.26 36:0.98 37:0.39 39:0.66 43:0.59 45:0.66 55:0.92 66:0.43 69:0.45 70:0.90 71:0.92 74:0.44 78:0.96 79:0.92 81:0.49 83:0.60 86:0.76 91:0.15 96:0.79 98:0.51 100:0.98 101:0.52 108:0.64 111:0.98 120:0.57 122:0.86 123:0.62 124:0.82 126:0.26 127:0.67 129:0.59 131:0.86 133:0.82 135:0.96 137:0.92 139:0.73 140:0.45 144:0.76 146:0.43 147:0.49 149:0.37 150:0.38 151:0.70 152:0.89 153:0.72 154:0.49 155:0.58 157:0.76 159:0.73 161:0.96 162:0.64 163:0.81 164:0.53 166:0.61 167:0.51 169:0.98 172:0.48 173:0.30 175:0.75 177:0.38 179:0.67 181:0.73 182:0.81 186:0.96 187:0.87 189:0.91 190:0.77 192:0.51 196:0.91 202:0.65 208:0.54 212:0.22 215:0.61 216:0.68 220:0.62 222:0.48 227:0.92 229:0.89 231:0.72 235:0.22 238:0.96 241:0.12 242:0.53 243:0.25 244:0.61 245:0.60 246:0.61 247:0.60 248:0.72 253:0.65 255:0.74 256:0.64 257:0.65 259:0.21 260:0.56 261:0.96 265:0.53 266:0.80 267:0.52 268:0.66 271:0.37 276:0.55 277:0.69 284:0.92 285:0.62 287:0.93 297:0.36 300:0.70\n2 8:0.89 11:0.81 12:0.20 17:0.57 18:0.69 20:0.88 27:0.41 28:0.68 29:0.62 30:0.41 34:0.26 36:0.99 37:0.39 39:0.66 43:0.21 45:0.66 55:0.59 66:0.49 69:0.97 70:0.54 71:0.92 74:0.30 78:0.89 81:0.69 86:0.62 91:0.38 98:0.26 100:0.92 101:0.52 108:0.94 111:0.89 120:0.81 122:0.86 123:0.94 124:0.66 126:0.26 127:0.92 129:0.05 131:0.61 133:0.62 135:0.89 139:0.60 140:0.45 144:0.76 146:0.61 147:0.44 149:0.19 150:0.50 151:0.66 152:0.83 153:0.89 154:0.13 157:0.76 159:0.88 161:0.96 162:0.59 164:0.71 166:0.61 167:0.52 169:0.90 172:0.45 173:0.97 175:0.75 177:0.05 179:0.79 181:0.73 182:0.72 186:0.89 187:0.68 190:0.89 202:0.73 212:0.30 215:0.96 216:0.63 222:0.48 227:0.61 229:0.61 231:0.63 235:0.05 241:0.21 242:0.63 243:0.22 244:0.61 245:0.60 246:0.61 247:0.60 248:0.66 253:0.26 256:0.68 257:0.84 259:0.21 260:0.74 261:0.88 265:0.29 266:0.75 267:0.52 268:0.73 271:0.37 276:0.30 277:0.69 283:0.82 285:0.47 287:0.61 297:0.36 300:0.43\n1 1:0.74 8:0.66 11:0.78 12:0.20 17:0.51 18:0.75 21:0.59 27:0.45 28:0.68 29:0.62 30:0.21 34:0.75 36:0.19 37:0.50 39:0.66 43:0.81 44:0.85 64:0.77 66:0.54 69:0.70 70:0.37 71:0.92 74:0.43 81:0.47 83:0.91 85:0.72 86:0.75 91:0.27 98:0.14 101:0.87 108:0.54 114:0.58 122:0.57 123:0.51 124:0.45 126:0.54 127:0.18 129:0.05 131:0.61 133:0.37 135:0.85 139:0.72 144:0.76 145:0.47 146:0.21 147:0.27 149:0.57 150:0.71 154:0.76 155:0.67 157:0.76 159:0.29 161:0.96 165:0.93 166:0.80 167:0.52 172:0.21 173:0.69 176:0.73 177:0.70 178:0.55 179:0.80 181:0.73 182:0.80 187:0.68 192:0.87 195:0.73 201:0.93 208:0.64 212:0.42 215:0.39 216:0.77 222:0.48 227:0.61 229:0.61 231:0.71 235:0.84 241:0.21 242:0.45 243:0.63 245:0.40 246:0.91 247:0.35 253:0.40 259:0.21 265:0.15 266:0.23 267:0.36 271:0.37 276:0.14 287:0.61 290:0.58 297:0.36 300:0.25\n2 6:0.97 7:0.66 8:0.83 11:0.81 12:0.20 17:0.32 18:0.83 20:0.96 21:0.47 27:0.21 28:0.68 29:0.62 30:0.10 34:0.49 36:0.82 37:0.74 39:0.66 43:0.62 45:0.87 55:0.84 66:0.29 69:0.19 70:0.99 71:0.92 74:0.46 78:0.90 81:0.28 86:0.78 91:0.51 98:0.38 100:0.97 101:0.52 106:0.81 108:0.96 111:0.95 120:0.79 123:0.96 124:0.96 126:0.26 127:0.91 129:0.81 131:0.61 133:0.96 135:0.78 139:0.74 140:0.80 144:0.76 146:0.57 147:0.63 149:0.58 150:0.27 151:0.63 152:0.91 153:0.72 154:0.15 157:0.81 159:0.95 161:0.96 162:0.49 163:0.81 164:0.77 166:0.61 167:0.57 169:0.96 172:0.79 173:0.06 177:0.70 178:0.42 179:0.26 181:0.73 182:0.74 186:0.90 187:0.39 189:0.97 190:0.89 202:0.86 206:0.81 212:0.18 215:0.41 216:0.95 220:0.74 222:0.48 227:0.61 229:0.61 230:0.69 231:0.68 233:0.73 235:0.60 238:0.97 241:0.41 242:0.30 243:0.22 245:0.81 246:0.61 247:0.91 248:0.65 253:0.34 254:0.98 256:0.78 259:0.21 260:0.72 261:0.95 265:0.40 266:0.99 267:0.52 268:0.79 271:0.37 276:0.87 277:0.69 283:0.82 285:0.47 287:0.61 297:0.36 300:0.98\n0 7:0.66 8:0.86 11:0.81 12:0.20 17:0.89 18:0.73 20:0.90 21:0.47 27:0.64 28:0.68 29:0.62 30:0.45 32:0.79 34:0.91 36:0.57 37:0.35 39:0.66 43:0.66 44:0.93 45:0.66 48:0.91 55:0.45 66:0.77 69:0.52 70:0.33 71:0.92 74:0.57 77:0.70 78:0.82 81:0.28 86:0.76 91:0.23 98:0.58 100:0.73 101:0.52 106:0.81 108:0.40 111:0.80 122:0.43 123:0.38 126:0.26 127:0.17 129:0.05 131:0.61 135:0.98 139:0.82 144:0.76 145:0.89 146:0.34 147:0.41 149:0.32 150:0.27 152:0.84 154:0.84 157:0.77 159:0.14 161:0.96 166:0.61 167:0.51 169:0.72 172:0.37 173:0.79 177:0.70 178:0.55 179:0.62 181:0.73 182:0.74 186:0.82 187:0.39 195:0.54 206:0.81 212:0.87 215:0.41 216:0.08 222:0.48 227:0.61 229:0.61 230:0.69 231:0.64 233:0.76 235:0.60 241:0.12 242:0.24 243:0.79 246:0.61 247:0.47 253:0.38 254:0.80 259:0.21 261:0.82 265:0.59 266:0.17 267:0.59 271:0.37 276:0.31 281:0.91 282:0.87 283:0.78 287:0.61 297:0.36 300:0.25\n1 6:0.93 8:0.86 12:0.06 17:0.16 20:0.93 21:0.78 27:0.03 28:0.68 30:0.21 34:0.17 36:0.78 37:0.45 43:0.44 55:0.96 66:0.27 69:0.45 70:0.67 78:0.90 91:0.97 98:0.23 100:0.91 108:0.80 111:0.89 120:0.75 123:0.79 124:0.87 127:0.83 129:0.95 133:0.87 135:0.75 140:0.98 146:0.05 147:0.05 149:0.34 151:0.69 152:0.87 153:0.69 154:0.33 159:0.84 161:0.61 162:0.46 163:0.81 164:0.83 167:0.81 169:0.89 172:0.21 173:0.22 177:0.05 178:0.54 179:0.89 181:0.76 186:0.89 189:0.94 191:0.94 202:0.95 212:0.16 216:0.52 220:0.91 235:0.12 238:0.91 241:0.82 242:0.82 243:0.18 245:0.43 247:0.12 248:0.68 256:0.82 259:0.21 260:0.76 261:0.91 265:0.25 266:0.54 267:0.95 268:0.79 271:0.97 276:0.36 285:0.62 300:0.43\n1 8:0.74 12:0.06 17:0.06 27:0.69 28:0.68 30:0.60 34:0.30 36:0.99 37:0.26 43:0.52 55:0.71 66:0.72 69:0.05 70:0.62 78:1.00 81:0.87 91:0.85 98:0.87 104:0.94 108:0.05 111:0.99 120:0.75 123:0.05 124:0.43 126:0.54 127:0.92 129:0.59 133:0.47 135:0.85 140:0.45 146:0.95 147:0.96 149:0.75 150:0.74 151:0.71 153:0.72 154:0.41 159:0.72 161:0.61 162:0.55 164:0.78 167:0.48 169:0.91 172:0.82 173:0.08 177:0.05 179:0.43 181:0.76 187:0.68 191:0.70 202:0.75 212:0.37 215:0.96 216:0.42 235:0.02 238:0.80 241:0.12 242:0.82 243:0.75 245:0.85 247:0.12 248:0.68 256:0.75 259:0.21 260:0.76 265:0.87 266:0.63 267:0.91 268:0.73 271:0.97 276:0.76 283:0.60 285:0.62 297:0.36 300:0.55\n1 6:0.79 7:0.81 8:0.60 12:0.06 17:0.24 20:0.80 21:0.13 27:0.08 28:0.68 30:0.38 32:0.80 34:0.76 36:0.76 37:0.24 43:0.52 55:0.71 66:0.36 69:0.07 70:0.50 78:0.92 81:0.84 91:0.92 98:0.49 100:0.87 104:0.58 108:0.06 111:0.89 120:0.85 123:0.06 124:0.70 126:0.54 127:0.95 129:0.81 133:0.67 135:0.32 140:0.45 145:0.88 146:0.49 147:0.55 149:0.53 150:0.64 151:0.74 152:0.78 153:0.82 154:0.41 159:0.47 161:0.61 162:0.69 164:0.95 167:0.84 169:0.85 172:0.32 173:0.18 177:0.05 179:0.86 181:0.76 186:0.91 189:0.81 191:0.90 195:0.68 202:0.93 212:0.14 215:0.84 216:0.53 220:0.74 230:0.87 233:0.76 235:0.12 238:0.84 241:0.92 242:0.82 243:0.51 245:0.55 247:0.12 248:0.77 256:0.93 259:0.21 260:0.85 261:0.84 265:0.51 266:0.71 267:0.59 268:0.94 271:0.97 276:0.40 283:0.60 285:0.62 297:0.36 300:0.33\n2 6:0.82 7:0.81 8:0.61 12:0.06 17:0.04 20:0.95 21:0.30 27:0.21 28:0.68 30:0.11 34:0.74 36:0.85 37:0.74 43:0.52 55:0.71 66:0.32 69:0.10 70:0.88 78:0.89 81:0.80 91:0.94 98:0.47 100:0.90 104:0.84 106:0.81 108:0.94 111:0.88 120:0.96 123:0.93 124:0.93 126:0.54 127:0.77 129:0.98 133:0.94 135:0.18 140:0.45 146:0.72 147:0.76 149:0.73 150:0.59 151:0.85 152:0.92 153:0.98 154:0.41 159:0.91 161:0.61 162:0.58 164:0.96 167:0.63 169:0.87 172:0.82 173:0.07 177:0.05 179:0.24 181:0.76 186:0.89 187:0.39 189:0.84 191:0.94 202:0.94 206:0.81 212:0.40 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.87 241:0.62 242:0.82 243:0.19 245:0.86 247:0.12 248:0.95 256:0.94 259:0.21 260:0.97 261:0.91 265:0.48 266:0.95 267:0.94 268:0.95 271:0.97 276:0.88 283:0.82 285:0.62 297:0.36 300:0.84\n1 6:0.82 8:0.62 12:0.06 17:0.03 20:0.88 21:0.47 27:0.05 28:0.68 30:0.89 32:0.80 34:0.58 36:0.45 37:0.28 43:0.52 55:0.84 66:0.83 69:0.17 70:0.20 78:0.93 81:0.86 91:0.97 98:0.93 100:0.93 104:0.58 108:0.14 111:0.92 120:0.90 123:0.13 126:0.54 127:0.59 129:0.05 135:0.49 140:0.45 145:0.74 146:0.81 147:0.84 149:0.52 150:0.71 151:0.66 152:0.83 153:0.48 154:0.41 159:0.37 161:0.61 162:0.72 163:0.86 164:0.96 167:0.85 169:0.91 172:0.51 173:0.32 177:0.05 179:0.82 181:0.76 186:0.93 189:0.84 191:0.94 195:0.59 202:0.93 212:0.28 215:0.63 216:0.51 220:0.62 235:0.60 238:0.88 241:0.96 242:0.82 243:0.84 247:0.12 248:0.86 256:0.95 259:0.21 260:0.90 261:0.90 265:0.93 266:0.47 267:0.87 268:0.95 271:0.97 276:0.43 283:0.60 285:0.62 297:0.36 300:0.18\n1 8:0.58 12:0.06 17:0.16 21:0.13 27:0.45 28:0.68 30:0.28 32:0.80 34:0.80 36:0.17 37:0.50 43:0.32 55:0.59 66:0.72 69:0.68 70:0.75 81:0.84 91:0.54 98:0.61 108:0.51 123:0.49 124:0.41 126:0.54 127:0.31 129:0.59 133:0.47 135:0.84 145:0.47 146:0.85 147:0.87 149:0.56 150:0.64 154:0.24 159:0.63 161:0.61 163:0.75 167:0.50 172:0.59 173:0.54 177:0.05 178:0.55 179:0.58 181:0.76 187:0.68 195:0.88 212:0.27 215:0.84 216:0.77 235:0.12 241:0.27 242:0.82 243:0.75 245:0.61 247:0.12 259:0.21 265:0.62 266:0.63 267:0.73 271:0.97 276:0.50 297:0.36 300:0.55\n1 6:0.84 8:0.68 12:0.06 17:0.24 20:0.78 21:0.30 27:0.04 28:0.68 30:0.55 34:0.56 36:0.47 37:0.40 43:0.33 55:0.92 66:0.19 69:0.67 70:0.36 78:0.94 81:0.93 91:0.82 98:0.44 100:0.96 104:0.83 106:0.81 108:0.73 111:0.93 120:0.90 123:0.71 124:0.82 126:0.54 127:0.42 129:0.89 133:0.78 135:0.85 140:0.45 146:0.57 147:0.62 149:0.51 150:0.87 151:0.80 152:0.88 153:0.93 154:0.25 159:0.61 161:0.61 162:0.77 163:0.94 164:0.92 167:0.66 169:0.94 172:0.27 173:0.59 177:0.05 179:0.67 181:0.76 186:0.95 187:0.39 189:0.86 191:0.93 202:0.86 206:0.81 212:0.40 215:0.72 216:0.67 235:0.52 238:0.89 241:0.66 242:0.82 243:0.34 245:0.61 247:0.12 248:0.86 256:0.88 259:0.21 260:0.91 261:0.94 265:0.46 266:0.47 267:0.23 268:0.89 271:0.97 276:0.51 283:0.82 285:0.62 297:0.36 300:0.25\n1 6:0.81 7:0.81 8:0.60 12:0.06 17:0.03 20:0.95 21:0.78 27:0.06 28:0.68 30:0.11 34:0.52 36:0.95 37:0.29 43:0.46 66:0.75 69:0.42 70:0.54 78:0.89 91:0.95 98:0.78 100:0.88 104:0.58 108:0.32 111:0.87 120:0.84 123:0.31 127:0.27 129:0.05 135:0.44 140:0.95 145:0.50 146:0.46 147:0.52 149:0.42 151:0.71 152:0.88 153:0.77 154:0.35 159:0.17 161:0.61 162:0.47 164:0.86 167:0.82 169:0.85 172:0.32 173:0.71 177:0.05 178:0.53 179:0.87 181:0.76 186:0.89 189:0.83 191:0.92 202:0.95 212:0.61 216:0.56 220:0.62 230:0.87 233:0.76 235:0.22 238:0.85 241:0.84 242:0.82 243:0.77 247:0.12 248:0.76 256:0.86 259:0.21 260:0.85 261:0.90 265:0.78 266:0.23 267:0.95 268:0.83 271:0.97 276:0.26 285:0.62 300:0.33\n1 6:0.84 8:0.66 12:0.06 17:0.32 20:0.94 21:0.30 27:0.04 28:0.68 30:0.41 34:0.58 36:0.42 37:0.40 43:0.33 55:0.84 66:0.20 69:0.67 70:0.54 78:0.94 81:0.93 91:0.80 98:0.44 100:0.96 104:0.83 106:0.81 108:0.51 111:0.94 120:0.90 123:0.72 124:0.80 126:0.54 127:0.41 129:0.89 133:0.78 135:0.84 140:0.45 146:0.61 147:0.66 149:0.51 150:0.87 151:0.80 152:0.88 153:0.93 154:0.25 159:0.60 161:0.61 162:0.79 163:0.94 164:0.93 167:0.63 169:0.94 172:0.27 173:0.59 177:0.05 179:0.69 181:0.76 186:0.94 187:0.39 189:0.86 191:0.92 202:0.87 206:0.81 212:0.30 215:0.72 216:0.67 235:0.52 238:0.92 241:0.63 242:0.82 243:0.40 245:0.58 247:0.12 248:0.86 256:0.90 259:0.21 260:0.91 261:0.94 265:0.43 266:0.63 267:0.23 268:0.91 271:0.97 276:0.49 283:0.82 285:0.62 297:0.36 300:0.43\n1 7:0.81 8:0.66 12:0.06 17:0.26 21:0.78 27:0.06 28:0.68 30:0.21 34:0.88 36:0.92 37:0.85 43:0.27 55:0.71 66:0.35 69:0.80 70:0.87 78:0.98 91:0.79 98:0.51 104:0.79 106:0.81 108:0.90 111:0.96 120:0.61 123:0.90 124:0.87 127:0.55 129:0.96 133:0.90 135:0.92 140:0.90 145:0.47 146:0.05 147:0.05 149:0.67 151:0.56 153:0.71 154:0.20 159:0.81 161:0.61 162:0.47 164:0.63 167:0.71 169:0.84 172:0.71 173:0.62 177:0.05 178:0.50 179:0.35 181:0.76 187:0.68 191:0.86 202:0.73 206:0.81 212:0.50 216:0.87 220:0.62 230:0.87 233:0.76 235:0.88 241:0.71 242:0.82 243:0.07 245:0.78 247:0.12 248:0.55 256:0.45 259:0.21 260:0.62 265:0.53 266:0.87 267:0.89 268:0.57 271:0.97 276:0.78 285:0.62 300:0.70\n2 6:0.82 8:0.72 12:0.06 17:0.20 20:0.80 21:0.78 27:0.21 28:0.68 30:0.10 34:0.71 36:0.88 37:0.74 43:0.39 55:0.59 66:0.12 69:0.57 70:0.98 78:0.90 91:0.90 98:0.40 100:0.88 104:0.84 108:0.96 111:0.88 120:0.92 123:0.96 124:0.95 127:0.74 129:0.99 133:0.95 135:0.28 140:0.80 146:0.05 147:0.05 149:0.69 151:0.82 152:0.92 153:0.95 154:0.29 159:0.93 161:0.61 162:0.48 164:0.89 167:0.53 169:0.88 172:0.65 173:0.19 177:0.05 178:0.42 179:0.22 181:0.76 186:0.89 187:0.39 189:0.88 191:0.92 202:0.94 212:0.29 216:0.95 235:0.42 238:0.86 241:0.41 242:0.82 243:0.06 245:0.87 247:0.12 248:0.89 256:0.87 259:0.21 260:0.93 261:0.91 265:0.42 266:0.97 267:0.59 268:0.86 271:0.97 276:0.89 283:0.82 285:0.62 300:0.94\n1 8:0.59 12:0.06 17:0.16 21:0.30 27:0.45 28:0.68 30:0.76 34:0.80 36:0.19 37:0.50 43:0.32 55:0.71 66:0.75 69:0.68 70:0.57 81:0.80 91:0.42 98:0.57 108:0.52 123:0.50 124:0.41 126:0.54 127:0.36 129:0.81 133:0.67 135:0.87 145:0.50 146:0.81 147:0.84 149:0.60 150:0.59 154:0.24 159:0.64 161:0.61 167:0.51 172:0.65 173:0.56 177:0.05 178:0.55 179:0.55 181:0.76 187:0.68 212:0.77 215:0.72 216:0.77 235:0.31 241:0.32 242:0.82 243:0.77 245:0.55 247:0.12 259:0.21 265:0.58 266:0.54 267:0.44 271:0.97 276:0.54 283:0.60 297:0.36 300:0.70\n0 12:0.01 17:0.73 21:0.78 27:0.72 37:0.77 39:0.27 91:0.27 104:1.00 106:0.81 117:0.86 145:0.56 175:0.91 178:0.55 187:0.95 206:0.81 216:0.52 222:0.35 232:1.00 235:0.84 241:0.41 244:0.93 253:0.20 257:0.84 271:0.14 277:0.87\n0 8:0.82 12:0.01 17:0.85 21:0.78 27:0.31 30:0.37 37:0.77 39:0.27 43:0.15 55:0.92 66:0.24 69:0.74 70:0.46 74:0.71 91:0.38 98:0.48 108:0.57 122:0.67 123:0.55 124:0.93 127:0.49 129:0.59 133:0.92 145:0.74 146:0.85 147:0.05 149:0.32 154:0.15 158:0.74 159:0.83 163:0.94 172:0.57 173:0.51 177:0.05 178:0.55 179:0.39 187:0.87 191:0.76 202:0.36 212:0.27 216:0.43 222:0.35 232:0.71 235:0.80 241:0.18 242:0.79 243:0.08 244:0.61 245:0.72 247:0.39 253:0.42 254:0.96 257:0.65 259:0.21 265:0.49 266:0.80 271:0.14 276:0.74 300:0.33\n0 7:0.66 12:0.01 17:0.90 21:0.22 27:0.64 30:0.93 32:0.64 34:0.29 36:0.29 39:0.27 43:0.14 55:0.59 66:0.88 69:0.56 70:0.19 74:0.35 81:0.56 91:0.57 98:0.70 104:0.80 106:0.81 108:0.43 123:0.42 126:0.32 127:0.21 129:0.05 135:0.56 145:0.63 146:0.78 147:0.82 149:0.26 150:0.42 154:0.40 159:0.34 172:0.65 173:0.53 177:0.38 178:0.55 179:0.41 187:0.39 195:0.77 206:0.81 212:0.73 215:0.51 216:0.30 222:0.35 230:0.69 233:0.76 235:0.22 241:0.49 242:0.78 243:0.88 244:0.61 247:0.39 253:0.29 254:0.94 259:0.21 265:0.70 266:0.47 267:0.52 271:0.14 276:0.55 283:0.82 297:0.36 300:0.18\n0 7:0.66 8:0.93 12:0.01 17:0.78 21:0.78 27:0.18 34:0.53 36:0.43 37:0.84 39:0.27 74:0.34 77:0.89 91:0.64 135:0.54 145:0.90 175:0.91 178:0.55 187:0.21 191:0.73 195:0.57 202:0.64 216:0.35 222:0.35 230:0.69 233:0.73 235:0.12 241:0.78 244:0.93 253:0.28 257:0.84 259:0.21 267:0.28 271:0.14 277:0.87 282:0.73\n1 12:0.01 17:0.32 21:0.78 27:0.72 37:0.25 39:0.27 74:0.34 91:0.89 96:0.93 120:0.68 140:0.45 151:0.60 153:0.95 158:0.74 162:0.57 164:0.62 175:0.91 190:0.89 202:0.88 216:0.36 220:0.62 222:0.35 232:0.74 235:0.74 241:0.88 244:0.93 248:0.74 253:0.84 256:0.87 257:0.84 260:0.65 268:0.88 271:0.14 277:0.87 285:0.62\n0 12:0.01 17:0.34 21:0.78 27:0.72 30:0.95 34:0.36 36:0.90 39:0.27 43:0.13 55:0.92 66:0.54 69:0.67 74:0.33 91:0.06 98:0.13 108:0.51 123:0.49 127:0.08 129:0.05 135:0.54 146:0.43 147:0.50 149:0.09 154:0.10 159:0.16 172:0.10 173:0.16 177:0.38 178:0.55 179:0.17 187:0.39 216:0.11 222:0.35 232:0.79 235:0.88 241:0.07 243:0.63 244:0.83 253:0.28 259:0.21 265:0.14 267:0.23 271:0.14 300:0.08\n0 7:0.66 8:0.68 12:0.01 17:0.97 21:0.78 27:0.70 30:0.45 34:0.39 36:0.75 37:0.39 39:0.27 43:0.13 55:0.59 66:0.64 69:0.68 70:0.50 74:0.51 91:0.29 98:0.43 108:0.52 122:0.67 123:0.49 124:0.42 127:0.20 129:0.59 133:0.47 135:0.58 145:0.77 146:0.52 147:0.58 149:0.18 154:0.10 159:0.31 172:0.32 173:0.68 175:0.75 177:0.05 178:0.55 179:0.73 187:0.21 212:0.52 216:0.15 222:0.35 230:0.69 232:0.92 233:0.76 235:0.80 241:0.01 242:0.82 243:0.69 244:0.83 245:0.43 247:0.12 253:0.35 257:0.65 259:0.21 265:0.45 266:0.27 267:0.52 271:0.14 276:0.28 277:0.69 300:0.33\n1 12:0.01 17:0.92 21:0.78 27:0.68 34:0.45 36:0.34 39:0.27 91:0.04 104:0.99 106:0.81 117:0.86 135:0.39 145:0.70 175:0.91 178:0.55 187:0.39 206:0.81 216:0.31 222:0.35 232:0.96 235:0.68 241:0.39 244:0.93 253:0.20 257:0.84 259:0.21 267:0.52 271:0.14 277:0.87\n0 7:0.66 12:0.01 17:0.36 21:0.22 27:0.44 34:0.62 36:0.50 37:0.35 39:0.27 74:0.34 77:0.70 81:0.53 91:0.57 96:0.71 114:0.66 126:0.32 135:0.28 140:0.45 145:0.67 150:0.40 151:0.49 153:0.48 162:0.62 175:0.91 176:0.61 187:0.39 190:0.89 195:0.57 202:0.50 216:0.85 220:0.82 222:0.35 230:0.69 233:0.73 235:0.22 241:0.63 244:0.93 248:0.49 253:0.50 256:0.45 257:0.84 259:0.21 267:0.97 268:0.46 271:0.14 277:0.87 282:0.73 285:0.50 290:0.66\n0 12:0.01 17:0.18 21:0.68 27:0.48 30:0.42 34:0.31 36:0.21 37:0.55 39:0.27 43:0.14 55:0.92 66:0.45 69:0.59 70:0.75 74:0.63 77:0.96 81:0.24 91:0.23 98:0.47 108:0.58 114:0.55 120:0.63 122:0.67 123:0.55 124:0.75 126:0.32 127:0.40 129:0.89 133:0.78 135:0.68 140:0.45 145:0.77 146:0.05 147:0.05 149:0.25 150:0.24 151:0.55 153:0.48 154:0.10 159:0.72 162:0.86 163:0.81 164:0.53 172:0.48 173:0.40 175:0.75 176:0.61 177:0.05 179:0.62 187:0.39 190:0.89 195:0.90 202:0.36 212:0.23 216:0.92 220:0.62 222:0.35 235:0.80 241:0.55 242:0.82 243:0.12 244:0.83 245:0.60 247:0.12 248:0.54 253:0.41 256:0.45 257:0.65 259:0.21 260:0.61 265:0.48 266:0.75 267:0.69 268:0.46 271:0.14 276:0.53 277:0.69 282:0.73 285:0.50 290:0.55 300:0.55\n0 12:0.01 17:0.77 21:0.78 27:0.68 39:0.27 91:0.05 104:0.99 106:0.81 117:0.86 145:0.67 175:0.91 178:0.55 187:0.39 202:0.36 206:0.81 216:0.31 222:0.35 232:0.96 235:0.52 241:0.46 244:0.93 253:0.20 257:0.84 259:0.21 271:0.14 277:0.87\n1 12:0.01 17:0.85 21:0.78 27:0.68 39:0.27 91:0.05 104:0.99 106:0.81 117:0.86 145:0.67 175:0.91 178:0.55 187:0.39 206:0.81 216:0.31 222:0.35 232:0.96 235:0.52 241:0.35 244:0.93 253:0.20 257:0.84 259:0.21 271:0.14 277:0.87\n0 8:0.60 12:0.20 17:0.81 18:0.56 21:0.78 26:0.93 27:0.50 29:0.77 30:0.56 34:0.29 36:0.56 37:0.42 39:0.21 43:0.06 55:0.99 58:0.93 66:0.05 69:0.98 70:0.58 71:0.89 74:0.25 86:0.57 89:0.95 98:0.05 108:0.96 123:0.96 124:0.96 127:0.47 129:0.99 133:0.95 135:0.83 139:0.56 141:0.91 146:0.05 147:0.05 149:0.06 154:0.06 159:1.00 163:0.97 170:0.77 172:0.05 173:0.55 175:0.97 177:0.05 178:0.55 179:0.77 187:0.39 199:0.94 202:0.36 212:0.13 216:0.92 222:0.48 223:0.91 224:0.93 225:0.95 234:0.91 240:0.95 241:0.03 242:0.73 243:0.15 244:0.93 245:0.43 247:0.47 253:0.23 257:0.93 259:0.21 265:0.05 266:0.75 267:0.19 271:0.50 274:0.91 276:0.43 277:0.95 300:0.43\n0 8:0.80 10:0.83 12:0.20 17:0.83 18:0.57 21:0.78 26:0.94 27:0.69 29:0.77 30:0.45 34:0.45 36:0.30 37:0.63 39:0.21 43:0.07 55:0.99 58:0.93 66:0.07 69:0.95 70:0.61 71:0.89 74:0.25 86:0.58 89:0.96 91:0.01 98:0.12 108:0.90 123:0.90 124:0.94 127:0.60 129:0.05 133:0.94 135:0.78 139:0.56 141:0.91 145:0.52 146:0.43 147:0.50 149:0.08 154:0.06 159:0.98 163:0.99 170:0.77 172:0.10 173:0.56 174:0.90 175:0.91 177:0.38 178:0.55 179:0.77 187:0.21 197:0.81 199:0.94 212:0.22 216:0.32 222:0.48 223:0.91 224:0.93 225:0.96 234:0.91 235:0.42 239:0.82 240:0.95 241:0.01 242:0.22 243:0.23 244:0.93 245:0.47 247:0.76 253:0.23 257:0.84 259:0.21 265:0.12 266:0.75 267:0.28 271:0.50 274:0.91 276:0.46 277:0.87 300:0.43\n0 10:0.91 11:0.46 12:0.20 17:1.00 18:0.62 21:0.78 26:0.94 27:0.72 29:0.77 30:0.36 34:0.88 36:0.54 39:0.21 43:0.19 45:0.83 55:0.98 58:0.93 66:0.05 69:0.98 70:0.88 71:0.89 74:0.25 86:0.65 89:0.98 98:0.11 101:0.47 108:0.98 122:0.95 123:0.98 124:1.00 127:0.94 129:0.95 133:1.00 135:0.28 139:0.63 141:0.91 146:0.13 147:0.05 149:0.23 154:0.09 159:1.00 163:0.99 170:0.77 172:0.16 173:0.60 174:0.99 175:0.91 177:0.05 178:0.55 179:0.29 187:0.21 197:0.93 199:0.97 212:0.18 222:0.48 223:0.92 224:0.93 225:0.97 234:0.91 235:0.02 239:0.90 240:0.95 242:0.44 243:0.06 244:0.83 245:0.64 247:0.86 253:0.22 257:0.93 265:0.11 266:0.99 267:0.98 271:0.50 274:0.91 276:0.85 277:0.95 300:0.84\n0 10:0.83 12:0.20 17:0.84 18:0.61 21:0.78 26:0.94 27:0.58 29:0.77 30:0.76 34:0.61 36:0.41 37:0.32 39:0.21 43:0.31 55:0.92 58:0.93 66:0.18 69:0.88 70:0.37 71:0.89 74:0.26 86:0.63 89:0.96 91:0.10 98:0.29 108:0.81 123:0.89 124:0.73 127:0.22 129:0.59 133:0.64 135:0.58 139:0.61 141:0.91 145:0.69 146:0.13 147:0.18 149:0.25 154:0.23 159:0.63 163:0.81 170:0.77 172:0.21 173:0.77 174:0.79 175:0.91 177:0.38 178:0.55 179:0.68 187:0.21 197:0.81 199:0.94 202:0.36 212:0.37 216:0.69 222:0.48 223:0.91 224:0.93 225:0.95 234:0.91 235:0.31 239:0.82 240:0.95 242:0.40 243:0.29 244:0.83 245:0.51 247:0.55 253:0.24 257:0.84 259:0.21 265:0.23 266:0.47 267:0.98 271:0.50 274:0.91 276:0.32 277:0.87 300:0.33\n1 1:0.63 7:0.70 9:0.79 12:0.51 17:0.66 18:0.91 21:0.22 22:0.93 26:0.98 29:0.99 30:0.58 31:0.94 34:0.80 36:0.92 37:0.98 39:0.79 43:0.14 44:0.88 47:0.93 48:0.97 55:0.45 58:0.98 64:0.77 66:0.33 69:0.80 70:0.48 71:0.59 74:0.42 76:0.85 77:0.70 79:0.93 81:0.60 83:0.60 86:0.90 91:0.10 96:0.80 98:0.31 99:0.83 108:0.79 114:0.77 117:0.86 120:0.69 122:0.86 123:0.78 124:0.76 126:0.44 127:0.45 129:0.05 131:0.85 133:0.73 135:0.32 137:0.94 139:0.88 140:0.45 141:0.99 144:0.57 145:0.59 146:0.40 147:0.30 149:0.26 150:0.49 151:0.86 153:0.48 154:0.34 155:0.66 157:0.61 159:0.52 162:0.86 164:0.56 165:0.70 166:0.73 172:0.54 173:0.81 176:0.59 177:0.05 179:0.49 182:0.82 187:0.68 190:0.77 192:0.87 195:0.74 196:0.95 199:0.98 201:0.59 202:0.36 204:0.81 208:0.64 212:0.81 216:0.95 222:0.25 223:0.97 224:1.00 227:0.85 229:0.90 230:0.73 231:0.69 232:0.72 233:0.76 234:1.00 235:0.42 241:0.66 242:0.59 243:0.15 244:0.61 245:0.72 246:0.61 247:0.74 248:0.77 253:0.78 254:0.99 255:0.78 256:0.45 257:0.84 259:0.21 260:0.70 262:0.93 265:0.33 266:0.63 267:0.44 268:0.46 271:0.79 274:0.97 276:0.61 277:0.69 281:0.91 282:0.72 284:0.88 285:0.62 287:0.88 290:0.77 300:0.43\n2 1:0.69 11:0.82 12:0.51 17:0.85 18:0.89 21:0.30 22:0.93 26:0.97 27:0.54 29:0.99 30:0.45 34:0.85 36:0.30 37:0.73 39:0.79 43:0.89 44:0.92 45:0.66 47:0.93 48:0.91 55:0.52 58:0.93 64:0.77 66:0.61 69:0.50 70:0.80 71:0.59 74:0.59 76:0.97 77:0.89 81:0.79 83:0.60 85:0.80 86:0.95 91:0.20 97:0.89 98:0.60 99:0.95 101:0.97 108:0.67 114:0.86 117:0.86 122:0.82 123:0.65 124:0.50 126:0.54 127:0.57 129:0.59 131:0.61 133:0.46 135:0.37 139:0.95 141:0.91 144:0.57 145:0.79 146:0.24 147:0.30 149:0.77 150:0.66 154:0.88 155:0.57 157:0.81 158:0.73 159:0.37 165:0.93 166:0.78 172:0.59 173:0.60 176:0.73 177:0.70 178:0.55 179:0.63 182:0.81 187:0.87 192:0.54 195:0.61 199:0.98 201:0.67 204:0.83 208:0.64 212:0.81 215:0.72 216:0.67 219:0.94 222:0.25 223:0.97 224:0.93 227:0.61 229:0.61 231:0.68 232:0.99 234:0.91 235:0.74 241:0.39 242:0.21 243:0.34 245:0.74 246:0.86 247:0.74 253:0.63 259:0.21 262:0.93 265:0.61 266:0.47 267:0.28 271:0.79 274:0.91 276:0.47 279:0.77 281:0.86 282:0.73 287:0.61 290:0.86 292:0.88 297:0.36 300:0.70\n1 1:0.63 7:0.70 9:0.73 12:0.51 17:0.64 18:0.94 21:0.22 22:0.93 26:0.98 29:0.99 30:0.53 31:0.92 34:0.80 36:0.80 37:0.98 39:0.79 43:0.14 44:0.88 47:0.93 48:0.97 55:0.52 58:0.98 64:0.77 66:0.64 69:0.78 70:0.57 71:0.59 74:0.41 76:0.85 77:0.70 79:0.91 81:0.60 83:0.60 86:0.91 91:0.09 96:0.77 98:0.74 99:0.83 108:0.72 114:0.77 117:0.86 122:0.86 123:0.70 124:0.52 126:0.44 127:0.45 129:0.59 131:0.81 133:0.64 135:0.54 137:0.92 139:0.90 140:0.45 141:0.99 144:0.57 145:0.59 146:0.33 147:0.30 149:0.30 150:0.49 151:0.76 153:0.48 154:0.21 155:0.64 157:0.61 159:0.54 162:0.86 165:0.70 166:0.73 172:0.74 173:0.77 175:0.75 176:0.59 177:0.05 179:0.43 182:0.61 187:0.68 190:0.77 192:0.56 195:0.76 196:0.94 199:0.99 201:0.59 202:0.36 204:0.81 208:0.64 212:0.71 216:0.95 220:0.62 222:0.25 223:0.97 224:1.00 227:0.83 229:0.61 230:0.73 231:0.64 232:0.72 233:0.76 234:0.99 235:0.42 241:0.64 242:0.72 243:0.13 244:0.83 245:0.76 246:0.61 247:0.74 248:0.70 253:0.70 254:0.90 255:0.72 256:0.45 257:0.84 259:0.21 262:0.93 265:0.74 266:0.54 267:0.79 268:0.46 271:0.79 274:0.97 276:0.69 277:0.69 281:0.91 282:0.72 284:0.88 285:0.56 287:0.61 290:0.77 300:0.43\n0 12:0.51 17:0.36 18:0.74 21:0.78 26:0.97 27:0.45 29:0.99 30:0.33 34:0.70 36:0.20 37:0.50 39:0.79 43:0.13 55:0.84 58:0.93 64:0.77 66:0.12 69:0.88 70:0.69 71:0.59 74:0.26 81:0.25 86:0.71 91:0.04 98:0.16 108:0.76 122:0.41 123:0.52 124:0.81 126:0.26 127:0.41 129:0.05 131:0.61 133:0.74 135:0.85 139:0.68 141:0.91 145:0.50 146:0.26 147:0.40 149:0.12 150:0.27 154:0.18 157:0.61 159:0.80 163:0.80 166:0.61 172:0.16 173:0.74 175:0.75 177:0.05 178:0.55 179:0.86 182:0.61 187:0.68 199:0.95 212:0.19 216:0.77 222:0.25 223:0.97 224:0.93 227:0.61 229:0.61 231:0.62 234:0.91 235:0.99 241:0.49 242:0.19 243:0.32 244:0.83 245:0.46 246:0.61 247:0.55 253:0.24 254:0.92 257:0.84 259:0.21 265:0.14 266:0.47 267:0.73 271:0.79 274:0.91 276:0.29 277:0.87 287:0.61 300:0.43\n1 1:0.63 7:0.70 9:0.71 12:0.51 17:0.69 18:0.90 21:0.22 22:0.93 26:0.98 29:0.99 30:0.53 31:0.88 34:0.80 36:0.82 37:0.98 39:0.79 41:0.82 43:0.14 44:0.88 47:0.93 48:0.97 55:0.52 58:0.98 64:0.77 66:0.43 69:0.78 70:0.65 71:0.59 74:0.41 76:0.85 77:0.70 79:0.88 81:0.60 83:0.60 86:0.88 91:0.06 96:0.71 98:0.36 99:0.83 108:0.82 114:0.77 117:0.86 120:0.58 122:0.86 123:0.81 124:0.77 126:0.44 127:0.46 129:0.59 131:0.85 133:0.76 135:0.49 137:0.88 139:0.86 140:0.45 141:0.99 144:0.57 145:0.59 146:0.33 147:0.30 149:0.24 150:0.49 151:0.58 153:0.48 154:0.21 155:0.64 157:0.61 159:0.54 162:0.86 164:0.57 165:0.70 166:0.73 172:0.57 173:0.77 175:0.75 176:0.59 177:0.05 179:0.51 182:0.82 187:0.68 192:0.59 195:0.77 196:0.91 199:0.98 201:0.59 202:0.36 204:0.81 208:0.64 212:0.73 216:0.95 220:0.87 222:0.25 223:0.97 224:0.99 227:0.85 229:0.90 230:0.73 231:0.69 232:0.72 233:0.76 234:0.98 235:0.42 241:0.67 242:0.61 243:0.15 244:0.83 245:0.72 246:0.61 247:0.74 248:0.56 253:0.59 254:0.90 255:0.71 256:0.45 257:0.84 259:0.21 260:0.58 262:0.93 265:0.38 266:0.54 267:0.76 268:0.46 271:0.79 274:0.97 276:0.60 277:0.69 281:0.91 282:0.72 284:0.89 285:0.62 287:0.88 290:0.77 300:0.55\n0 12:0.51 17:0.83 18:0.93 21:0.68 26:0.97 27:0.52 29:0.99 30:0.89 34:0.55 36:0.26 37:0.43 39:0.79 43:0.14 44:0.88 48:1.00 55:0.59 58:0.93 64:0.77 66:0.60 69:0.67 70:0.33 71:0.59 74:0.30 77:0.70 81:0.35 86:0.90 91:0.14 98:0.54 108:0.51 122:0.86 123:0.49 124:0.50 126:0.26 127:0.21 129:0.59 131:0.61 133:0.47 135:0.70 139:0.90 141:0.91 145:0.82 146:0.71 147:0.76 149:0.26 150:0.39 154:0.17 157:0.61 159:0.40 166:0.61 172:0.57 173:0.60 175:0.75 177:0.38 178:0.55 179:0.39 182:0.61 187:0.39 195:0.81 199:0.99 212:0.80 216:0.79 219:0.90 222:0.25 223:0.97 224:0.93 227:0.61 229:0.61 231:0.62 234:0.91 235:0.88 241:0.07 242:0.76 243:0.67 244:0.83 245:0.73 246:0.61 247:0.55 253:0.27 254:0.97 257:0.65 259:0.21 265:0.55 266:0.47 267:0.17 271:0.79 274:0.91 276:0.54 277:0.69 281:0.86 282:0.72 287:0.61 292:0.88 300:0.43\n2 1:0.69 6:0.94 8:0.81 9:0.73 11:0.64 12:0.51 17:0.73 18:0.98 20:0.99 21:0.54 22:0.93 26:0.98 27:0.63 29:0.99 30:0.33 31:0.93 32:0.66 34:0.83 36:0.80 37:0.70 39:0.79 43:0.65 44:0.92 45:0.83 47:0.93 48:0.91 58:0.99 64:0.77 66:0.97 69:0.27 70:0.72 71:0.59 74:0.65 77:0.96 78:0.97 79:0.92 81:0.67 83:0.91 86:0.98 91:0.61 96:0.87 98:0.93 99:0.83 100:0.91 101:0.87 108:0.21 111:0.95 114:0.67 120:0.57 122:0.80 123:0.20 126:0.54 127:0.57 129:0.05 131:0.85 135:0.54 137:0.93 138:0.96 139:0.98 140:0.80 141:0.99 144:0.57 145:0.59 146:0.86 147:0.89 149:0.83 150:0.58 151:0.61 152:0.95 153:0.48 154:0.66 155:0.65 157:0.81 158:0.72 159:0.43 162:0.82 164:0.55 165:0.70 166:0.78 169:0.87 172:0.93 173:0.33 176:0.62 177:0.70 179:0.24 182:0.81 186:0.97 187:0.39 190:0.95 191:0.83 192:0.86 195:0.66 196:0.97 199:0.99 201:0.66 202:0.71 208:0.64 212:0.87 215:0.53 216:0.64 219:0.90 220:0.74 222:0.25 223:0.98 224:0.99 227:0.85 229:0.61 231:0.69 232:0.83 234:0.99 235:0.88 241:0.12 242:0.22 243:0.97 244:0.61 246:0.86 247:0.79 248:0.60 253:0.85 255:0.72 256:0.78 260:0.57 261:0.93 262:0.93 265:0.93 266:0.47 267:0.36 268:0.77 271:0.79 274:0.99 276:0.86 279:0.77 281:0.91 282:0.75 284:0.95 285:0.62 287:0.61 290:0.67 292:0.95 297:0.36 300:0.55\n2 7:0.70 12:0.51 17:0.70 18:0.84 21:0.78 26:0.97 27:0.59 29:0.99 30:0.66 34:0.92 36:0.41 37:1.00 39:0.79 43:0.31 55:0.59 58:0.93 66:0.97 69:0.58 70:0.57 71:0.59 74:0.38 76:0.94 83:0.60 86:0.82 91:0.18 98:0.98 108:0.44 117:0.86 123:0.43 127:0.80 129:0.05 131:0.61 135:0.39 139:0.78 141:0.91 144:0.57 145:0.83 146:0.96 147:0.97 149:0.50 154:0.47 155:0.51 157:0.61 159:0.67 166:0.61 172:0.93 173:0.49 177:0.70 178:0.55 179:0.26 182:0.61 187:0.68 192:0.48 199:0.96 204:0.81 208:0.54 212:0.77 216:0.48 222:0.25 223:0.96 224:0.93 227:0.61 229:0.61 230:0.73 231:0.65 232:0.78 233:0.76 234:0.91 235:0.80 241:0.10 242:0.75 243:0.97 244:0.83 246:0.61 247:0.76 253:0.33 265:0.98 266:0.63 267:0.23 271:0.79 274:0.91 276:0.87 287:0.61 300:0.70\n1 1:0.69 7:0.81 8:0.73 9:0.74 11:0.82 12:0.51 17:0.95 18:0.98 21:0.13 26:0.98 27:0.53 29:0.99 30:0.15 31:0.92 32:0.80 34:0.90 36:0.98 37:0.39 39:0.79 43:0.85 44:0.93 45:0.87 48:1.00 55:0.59 58:0.98 64:0.77 66:0.96 69:0.17 70:0.82 71:0.59 74:0.77 76:0.85 77:0.89 79:0.91 81:0.82 83:0.91 85:0.80 86:0.99 91:0.35 96:0.77 97:0.89 98:0.96 99:0.95 101:0.97 108:0.14 114:0.92 121:0.90 122:0.86 123:0.13 126:0.54 127:0.72 129:0.05 131:0.81 135:0.26 137:0.92 139:0.99 140:0.45 141:0.99 144:0.57 145:0.72 146:0.86 147:0.88 149:0.92 150:0.78 151:0.76 153:0.48 154:0.82 155:0.65 157:0.81 158:0.73 159:0.43 162:0.86 165:0.93 166:0.79 172:0.90 173:0.29 176:0.73 177:0.70 179:0.32 182:0.82 187:0.39 190:0.77 192:0.58 195:0.65 196:0.96 199:0.99 201:0.68 202:0.36 204:0.84 208:0.64 212:0.92 215:0.84 216:0.29 219:0.94 220:0.62 222:0.25 223:0.97 224:1.00 227:0.83 229:0.61 230:0.87 231:0.69 232:0.75 233:0.76 234:1.00 235:0.60 241:0.07 242:0.33 243:0.96 246:0.86 247:0.82 248:0.70 253:0.81 255:0.73 256:0.45 259:0.21 265:0.96 266:0.27 267:0.98 268:0.46 271:0.79 274:0.98 276:0.82 279:0.77 281:0.91 282:0.88 284:0.88 285:0.56 287:0.61 290:0.92 292:0.95 297:0.36 299:0.88 300:0.55\n2 1:0.66 6:0.82 7:0.64 8:0.65 9:0.71 11:0.50 12:0.51 17:0.47 18:0.77 20:0.93 21:0.40 26:0.98 27:0.49 29:0.99 30:0.44 31:0.88 32:0.71 34:0.89 36:0.62 37:0.27 39:0.79 43:0.63 44:0.92 45:0.92 48:0.91 55:0.71 58:0.98 64:0.77 66:0.72 69:0.23 70:0.63 71:0.59 74:0.82 76:0.85 77:0.70 78:1.00 79:0.87 81:0.65 83:0.60 86:0.83 91:0.66 96:0.70 97:0.89 98:0.92 99:0.83 100:0.94 101:0.52 104:0.97 106:0.81 108:0.73 111:0.98 114:0.82 117:0.86 120:0.57 122:0.77 123:0.71 124:0.44 126:0.54 127:0.95 129:0.59 131:0.85 133:0.46 135:0.70 137:0.88 139:0.87 140:0.45 141:0.99 144:0.57 145:0.76 146:0.73 147:0.77 149:0.74 150:0.56 151:0.55 152:0.86 153:0.69 154:0.66 155:0.58 157:0.89 158:0.81 159:0.85 162:0.86 164:0.62 165:0.70 166:0.79 169:0.92 172:0.97 173:0.12 176:0.70 177:0.70 179:0.16 182:0.82 186:0.99 187:0.39 189:0.84 190:0.77 192:0.57 195:0.94 196:0.90 199:0.97 201:0.63 202:0.46 206:0.81 208:0.64 212:0.81 215:0.67 216:0.33 219:0.94 220:0.91 222:0.25 223:0.97 224:0.99 227:0.85 229:0.90 230:0.65 231:0.69 232:0.72 233:0.76 234:0.98 235:0.60 238:0.84 241:0.37 242:0.70 243:0.27 244:0.61 245:0.98 246:0.86 247:0.92 248:0.54 253:0.69 254:0.80 255:0.70 256:0.45 259:0.21 260:0.57 261:0.95 265:0.92 266:0.54 267:0.28 268:0.55 271:0.79 274:0.97 276:0.95 279:0.79 281:0.91 282:0.79 283:0.66 284:0.90 285:0.62 287:0.88 290:0.82 292:0.87 297:0.36 300:0.70\n1 1:0.63 7:0.70 9:0.79 12:0.51 17:0.69 18:0.91 21:0.22 22:0.93 26:0.98 29:0.99 30:0.53 31:0.94 34:0.77 36:0.78 37:0.98 39:0.79 43:0.14 44:0.88 47:0.93 48:0.97 55:0.52 58:0.98 64:0.77 66:0.43 69:0.78 70:0.65 71:0.59 74:0.41 76:0.85 77:0.70 79:0.93 81:0.60 83:0.60 86:0.88 91:0.06 96:0.80 98:0.38 99:0.83 108:0.82 114:0.77 117:0.86 120:0.69 122:0.86 123:0.81 124:0.77 126:0.44 127:0.53 129:0.59 131:0.85 133:0.76 135:0.51 137:0.94 139:0.86 140:0.45 141:0.99 144:0.57 145:0.59 146:0.33 147:0.30 149:0.25 150:0.49 151:0.86 153:0.48 154:0.21 155:0.66 157:0.61 159:0.54 162:0.86 164:0.56 165:0.70 166:0.73 172:0.57 173:0.78 175:0.75 176:0.59 177:0.05 179:0.54 182:0.82 187:0.68 190:0.77 192:0.87 195:0.74 196:0.95 199:0.98 201:0.59 202:0.36 204:0.81 208:0.64 212:0.73 216:0.95 222:0.25 223:0.97 224:1.00 227:0.85 229:0.90 230:0.73 231:0.69 232:0.72 233:0.76 234:1.00 235:0.42 241:0.63 242:0.61 243:0.15 244:0.83 245:0.72 246:0.61 247:0.74 248:0.77 253:0.78 254:0.90 255:0.78 256:0.45 257:0.84 259:0.21 260:0.70 262:0.93 265:0.40 266:0.54 267:0.73 268:0.46 271:0.79 274:0.97 276:0.60 277:0.69 281:0.91 282:0.72 284:0.88 285:0.62 287:0.88 290:0.77 300:0.55\n0 11:0.42 12:0.51 17:0.49 18:0.60 21:0.78 26:0.94 27:0.45 29:0.99 30:0.11 34:0.86 36:0.19 37:0.50 39:0.79 43:0.08 55:0.45 58:0.93 66:0.16 69:0.86 70:0.54 71:0.59 74:0.33 86:0.62 91:0.17 98:0.18 108:0.73 122:0.51 123:0.77 124:0.81 127:0.22 129:0.59 131:0.61 133:0.76 135:0.95 139:0.61 141:0.91 144:0.57 145:0.49 146:0.19 147:0.24 149:0.08 154:0.23 157:0.61 159:0.64 163:0.89 166:0.61 172:0.10 173:0.71 175:0.75 177:0.38 178:0.55 179:0.81 182:0.61 187:0.68 199:0.94 212:0.30 216:0.77 222:0.25 223:0.92 224:0.93 227:0.61 229:0.61 231:0.62 234:0.91 235:0.84 241:0.21 242:0.33 243:0.37 244:0.83 245:0.42 246:0.61 247:0.39 253:0.29 254:0.84 257:0.65 259:0.21 265:0.09 266:0.27 267:0.65 271:0.79 274:0.91 276:0.25 277:0.69 287:0.61 300:0.33\n2 1:0.69 8:0.84 11:0.52 12:0.51 17:0.91 18:0.96 22:0.93 26:0.98 27:0.63 29:0.99 30:0.53 31:0.92 34:0.22 36:0.85 37:0.78 39:0.79 43:0.77 44:0.92 45:0.91 47:0.93 48:0.97 55:0.52 58:0.98 64:0.77 66:0.77 69:0.10 70:0.68 71:0.59 74:0.68 76:0.97 77:0.96 79:0.91 81:0.74 86:0.95 91:0.07 96:0.80 97:0.89 98:0.70 99:0.83 101:0.52 108:0.65 114:0.81 122:0.77 123:0.62 124:0.58 126:0.44 127:0.88 129:0.89 131:0.81 133:0.89 135:0.63 137:0.92 139:0.95 140:0.45 141:0.99 145:0.47 146:0.22 147:0.28 149:0.89 150:0.69 151:0.65 153:0.48 154:0.69 155:0.56 157:0.61 158:0.73 159:0.80 162:0.86 165:0.70 166:0.73 172:0.98 173:0.10 175:0.75 176:0.59 177:0.38 179:0.14 182:0.61 187:0.39 190:0.95 191:0.75 192:0.50 195:0.90 196:0.96 199:0.99 201:0.66 202:0.50 204:0.84 208:0.54 212:0.91 216:0.46 219:0.94 222:0.25 223:0.97 224:1.00 227:0.83 229:0.61 231:0.64 232:0.83 234:1.00 235:0.31 241:0.10 242:0.73 243:0.09 244:0.61 245:0.91 246:0.61 247:0.79 248:0.68 253:0.82 256:0.58 257:0.65 262:0.93 265:0.70 266:0.75 267:0.17 268:0.59 271:0.79 274:0.97 276:0.95 277:0.69 279:0.77 281:0.91 282:0.73 284:0.88 285:0.56 287:0.61 290:0.81 292:0.95 300:0.84\n2 1:0.60 8:0.69 9:0.70 11:0.64 12:0.51 17:0.76 18:0.84 20:0.93 21:0.71 26:0.98 27:0.08 29:0.99 30:0.38 31:0.87 34:1.00 36:0.57 37:0.32 39:0.79 43:0.73 44:0.92 45:0.85 55:0.45 58:0.98 64:0.77 66:0.93 69:0.42 70:0.74 71:0.59 74:0.74 76:0.94 77:0.99 78:0.96 79:0.86 81:0.51 86:0.91 91:0.20 96:0.69 97:0.89 98:0.93 99:0.83 100:0.73 101:0.87 108:0.32 111:0.92 114:0.63 117:0.86 122:0.75 123:0.31 126:0.44 127:0.59 129:0.05 131:0.81 135:0.72 137:0.87 139:0.93 140:0.45 141:0.99 144:0.57 145:0.95 146:0.84 147:0.87 149:0.43 150:0.40 151:0.50 152:0.96 153:0.48 154:0.64 155:0.56 157:0.85 158:0.73 159:0.40 162:0.86 165:0.70 166:0.73 169:0.72 172:0.81 173:0.49 176:0.59 177:0.70 179:0.46 182:0.76 186:0.95 187:0.39 190:0.77 192:0.49 195:0.63 196:0.90 199:0.97 201:0.57 202:0.36 204:0.84 208:0.54 212:0.70 216:0.66 219:0.94 220:0.96 222:0.25 223:0.97 224:0.98 227:0.83 229:0.61 231:0.67 232:0.72 234:0.98 235:0.97 241:0.65 242:0.16 243:0.93 246:0.61 247:0.84 248:0.50 253:0.57 254:0.88 255:0.69 256:0.45 259:0.21 261:0.92 265:0.93 266:0.54 267:0.59 268:0.46 271:0.79 274:0.97 276:0.70 279:0.77 281:0.86 282:0.73 284:0.88 285:0.56 287:0.61 290:0.63 292:0.88 300:0.55\n2 6:0.96 8:0.91 12:0.51 17:0.16 20:0.86 21:0.40 27:0.04 28:0.73 30:0.76 32:0.80 34:0.97 36:0.21 37:0.88 43:0.33 55:0.71 66:0.52 69:0.67 70:0.29 78:0.95 81:0.92 91:0.54 98:0.45 100:0.99 104:0.95 106:0.81 108:0.63 111:0.99 120:0.55 123:0.61 124:0.63 126:0.54 127:0.31 129:0.81 133:0.67 135:0.99 140:0.45 145:0.76 146:0.05 147:0.05 149:0.37 150:0.86 151:0.47 152:1.00 153:0.69 154:0.25 159:0.42 161:0.65 162:0.57 164:0.68 167:0.57 169:0.94 172:0.27 173:0.68 177:0.05 179:0.86 181:0.77 186:0.95 187:0.39 189:0.98 191:0.90 195:0.70 202:0.63 206:0.81 212:0.23 215:0.67 216:0.55 220:0.82 235:0.42 238:0.99 241:0.60 242:0.82 243:0.21 245:0.43 247:0.12 248:0.48 256:0.58 259:0.21 260:0.55 261:0.96 265:0.47 266:0.38 267:0.69 268:0.61 276:0.30 283:0.60 285:0.62 297:0.36 300:0.25\n1 6:0.79 8:0.58 12:0.51 17:0.13 20:0.86 21:0.47 27:0.62 28:0.73 30:0.21 34:0.56 36:0.87 37:0.26 43:0.52 55:0.71 66:0.20 69:0.15 70:0.70 78:0.80 81:0.91 91:0.40 98:0.32 100:0.78 104:0.88 106:0.81 108:0.80 111:0.78 120:0.89 123:0.79 124:0.90 126:0.54 127:0.83 129:0.96 133:0.90 135:0.24 140:0.45 146:0.05 147:0.05 149:0.54 150:0.83 151:0.76 152:0.81 153:0.87 154:0.41 159:0.78 161:0.65 162:0.85 163:0.90 164:0.85 167:0.52 169:0.76 172:0.32 173:0.12 177:0.05 179:0.72 181:0.77 186:0.80 187:0.39 189:0.81 202:0.75 206:0.81 212:0.16 215:0.63 216:0.75 235:0.52 238:0.82 241:0.50 242:0.82 243:0.12 245:0.56 247:0.12 248:0.85 256:0.81 259:0.21 260:0.90 261:0.80 265:0.34 266:0.89 267:0.88 268:0.81 276:0.54 283:0.82 285:0.62 297:0.36 300:0.43\n1 6:0.93 7:0.81 8:0.81 12:0.51 17:0.13 20:0.80 21:0.30 27:0.16 28:0.73 30:0.76 32:0.80 34:0.93 36:0.22 37:0.68 43:0.46 55:0.71 66:0.36 69:0.44 70:0.29 78:0.92 81:0.94 91:0.72 98:0.29 100:0.91 104:0.86 106:0.81 108:0.87 111:0.91 120:0.65 123:0.87 124:0.58 126:0.54 127:0.61 129:0.59 133:0.47 135:1.00 140:0.45 145:0.98 146:0.45 147:0.52 149:0.34 150:0.89 151:0.54 152:0.77 153:0.48 154:0.35 159:0.68 161:0.65 162:0.74 163:0.86 164:0.75 167:0.56 169:0.90 172:0.21 173:0.32 177:0.05 179:0.92 181:0.77 186:0.91 187:0.39 189:0.94 191:0.89 195:0.84 202:0.65 206:0.81 212:0.23 215:0.72 216:0.52 220:0.62 230:0.65 233:0.63 235:0.31 238:0.89 241:0.59 242:0.82 243:0.45 245:0.50 247:0.12 248:0.58 256:0.68 259:0.21 260:0.65 261:0.84 265:0.31 266:0.38 267:0.65 268:0.69 276:0.20 283:0.82 285:0.62 297:0.36 300:0.25\n1 6:0.94 7:0.81 8:0.85 12:0.51 17:0.84 20:0.80 21:0.22 27:0.11 28:0.73 30:0.33 32:0.80 34:0.83 36:0.66 37:0.86 43:0.40 55:0.84 66:0.51 69:0.53 70:0.73 78:0.82 81:0.95 91:0.58 98:0.81 100:0.90 104:0.93 106:0.81 108:0.76 111:0.84 120:0.76 123:0.75 124:0.64 126:0.54 127:0.79 129:0.81 133:0.67 135:0.56 140:0.45 145:0.63 146:0.67 147:0.71 149:0.72 150:0.92 151:0.73 152:0.77 153:0.80 154:0.30 159:0.69 161:0.65 162:0.78 164:0.71 167:0.52 169:0.87 172:0.71 173:0.42 177:0.05 179:0.47 181:0.77 186:0.82 187:0.39 189:0.95 191:0.86 195:0.84 202:0.61 206:0.81 212:0.35 215:0.79 216:0.84 230:0.87 233:0.76 235:0.22 238:0.94 241:0.49 242:0.82 243:0.40 245:0.81 247:0.12 248:0.68 256:0.58 259:0.21 260:0.77 261:0.80 265:0.81 266:0.63 267:0.79 268:0.65 276:0.73 283:0.82 285:0.62 297:0.36 300:0.55\n1 12:0.51 17:0.55 21:0.68 27:0.45 28:0.73 30:0.76 34:0.97 36:0.17 37:0.50 43:0.32 55:0.71 66:0.64 69:0.70 70:0.15 81:0.83 91:0.42 98:0.36 108:0.54 123:0.51 126:0.54 127:0.13 129:0.05 135:0.89 145:0.45 146:0.51 147:0.57 149:0.25 150:0.64 154:0.24 159:0.18 161:0.65 163:0.98 167:0.50 172:0.16 173:0.65 177:0.05 178:0.55 179:0.70 181:0.77 187:0.68 212:0.95 215:0.49 216:0.77 235:0.80 241:0.39 242:0.82 243:0.69 247:0.12 259:0.21 265:0.38 266:0.12 267:0.44 276:0.16 297:0.36 300:0.13\n2 6:0.94 8:0.83 12:0.51 17:0.78 20:0.85 21:0.68 27:0.18 28:0.73 30:0.76 34:0.86 36:0.55 37:0.42 43:0.51 55:0.84 66:0.85 69:0.29 70:0.27 78:0.96 81:0.83 91:0.80 98:0.99 100:0.97 104:0.58 108:0.22 111:0.96 120:0.79 123:0.22 126:0.54 127:0.90 129:0.05 135:0.75 140:0.45 145:0.45 146:0.86 147:0.88 149:0.56 150:0.64 151:0.66 152:0.81 153:0.48 154:0.40 159:0.42 161:0.65 162:0.73 163:0.81 164:0.80 167:0.80 169:0.96 172:0.57 173:0.39 177:0.05 179:0.81 181:0.77 186:0.96 189:0.95 191:0.91 202:0.72 212:0.22 215:0.49 216:0.09 220:0.62 235:0.80 238:0.95 241:0.95 242:0.82 243:0.86 247:0.12 248:0.72 256:0.75 259:0.21 260:0.80 261:0.92 265:0.99 266:0.54 267:0.69 268:0.76 276:0.47 283:0.82 285:0.62 297:0.36 300:0.25\n1 6:0.79 7:0.81 8:0.58 12:0.51 17:0.61 20:0.89 25:0.88 27:0.12 28:0.73 32:0.80 34:0.61 36:0.38 37:0.23 78:0.97 81:0.98 91:0.91 100:0.97 104:0.58 111:0.96 120:0.75 126:0.54 135:0.37 140:0.45 145:0.98 150:0.97 151:0.71 152:0.84 153:0.72 161:0.65 162:0.81 164:0.73 167:0.80 169:0.95 175:0.75 181:0.77 186:0.97 189:0.82 191:0.90 195:0.52 202:0.61 215:0.96 216:0.13 230:0.87 233:0.76 235:0.02 238:0.91 241:0.90 244:0.61 248:0.68 256:0.64 257:0.65 259:0.21 260:0.76 261:0.94 267:0.28 268:0.66 277:0.69 285:0.62 297:0.36\n1 6:0.89 7:0.81 8:0.74 12:0.51 17:0.77 20:0.75 21:0.30 27:0.43 28:0.73 30:0.27 32:0.80 34:0.97 36:0.33 37:0.47 43:0.44 55:0.71 66:0.35 69:0.45 70:0.78 78:0.99 81:0.94 91:0.27 98:0.44 100:0.97 104:0.91 106:0.81 108:0.64 111:0.97 123:0.62 124:0.78 126:0.54 127:0.44 129:0.89 133:0.78 135:0.97 145:0.67 146:0.40 147:0.47 149:0.66 150:0.89 152:0.74 154:0.34 159:0.79 161:0.65 163:0.81 167:0.46 169:0.94 172:0.54 173:0.23 177:0.05 178:0.55 179:0.51 181:0.77 186:1.00 187:0.39 189:0.91 191:0.73 195:0.93 206:0.81 212:0.16 215:0.72 216:0.24 230:0.87 233:0.76 235:0.31 238:0.94 241:0.12 242:0.82 243:0.33 245:0.72 247:0.12 259:0.21 261:0.79 265:0.46 266:0.89 267:0.65 276:0.61 283:0.82 297:0.36 300:0.55\n1 12:0.51 17:0.22 21:0.30 27:0.45 28:0.73 30:0.62 32:0.80 34:0.74 36:0.18 37:0.50 43:0.32 55:0.59 66:0.47 69:0.69 70:0.23 81:0.94 91:0.12 98:0.38 108:0.52 123:0.50 124:0.52 126:0.54 127:0.20 129:0.59 133:0.47 135:0.92 145:0.39 146:0.49 147:0.55 149:0.35 150:0.89 154:0.24 159:0.31 161:0.65 163:0.87 167:0.47 172:0.21 173:0.67 177:0.05 178:0.55 179:0.77 181:0.77 187:0.68 195:0.73 212:0.30 215:0.72 216:0.77 235:0.31 241:0.18 242:0.82 243:0.59 245:0.46 247:0.12 259:0.21 265:0.41 266:0.27 267:0.36 276:0.26 283:0.60 297:0.36 300:0.18\n2 6:0.85 7:0.81 8:0.71 12:0.51 17:0.26 20:0.88 21:0.54 27:0.04 28:0.73 30:0.33 32:0.80 34:0.81 36:0.57 37:0.68 43:0.26 55:0.59 66:0.20 69:0.81 70:0.36 78:0.82 81:0.89 91:0.29 98:0.39 100:0.88 104:0.94 106:0.81 108:0.76 111:0.83 120:0.81 123:0.64 124:0.56 126:0.54 127:0.23 129:0.59 133:0.47 135:0.66 140:0.45 145:0.67 146:0.43 147:0.50 149:0.36 150:0.79 151:0.74 152:0.84 153:0.82 154:0.19 159:0.31 161:0.65 162:0.73 163:0.75 164:0.79 167:0.62 169:0.85 172:0.27 173:0.87 177:0.05 179:0.74 181:0.77 186:0.83 187:0.39 189:0.87 191:0.81 195:0.71 202:0.70 206:0.81 212:0.19 215:0.58 216:0.80 230:0.87 233:0.76 235:0.60 238:0.91 241:0.66 242:0.82 243:0.40 245:0.53 247:0.12 248:0.73 256:0.71 259:0.21 260:0.82 261:0.85 265:0.40 266:0.47 267:0.69 268:0.74 276:0.34 283:0.82 285:0.62 297:0.36 300:0.25\n1 7:0.81 8:0.81 12:0.51 17:0.87 20:0.75 21:0.30 25:0.88 27:0.56 28:0.73 30:0.21 32:0.80 34:0.23 36:0.47 43:0.29 55:0.59 66:0.72 69:0.75 70:0.78 78:0.94 81:0.94 91:0.62 98:0.58 100:0.86 104:0.54 108:0.59 111:0.91 120:0.77 123:0.56 124:0.44 126:0.54 127:0.43 129:0.81 133:0.67 135:0.86 140:0.45 145:0.88 146:0.79 147:0.83 149:0.62 150:0.89 151:0.73 152:0.74 153:0.78 154:0.21 159:0.64 161:0.65 162:0.86 164:0.74 167:0.77 169:0.84 172:0.67 173:0.67 177:0.05 179:0.55 181:0.77 186:0.94 191:0.73 195:0.84 202:0.60 212:0.49 215:0.72 216:0.19 230:0.87 233:0.76 235:0.31 241:0.79 242:0.82 243:0.75 245:0.61 247:0.12 248:0.69 256:0.64 259:0.21 260:0.77 261:0.76 265:0.59 266:0.75 267:0.96 268:0.68 276:0.56 283:0.82 285:0.62 297:0.36 300:0.55\n1 6:0.98 7:0.81 8:0.96 12:0.51 17:0.76 20:0.87 21:0.64 27:0.17 28:0.73 30:0.60 32:0.80 34:0.68 36:0.31 37:0.97 43:0.36 55:0.71 66:0.77 69:0.63 70:0.66 78:0.94 81:0.85 91:0.82 98:0.78 100:0.96 104:0.58 108:0.48 111:0.94 123:0.46 124:0.40 126:0.54 127:0.64 129:0.81 133:0.67 135:0.54 140:0.45 145:0.96 146:0.85 147:0.88 149:0.66 150:0.68 152:0.82 153:0.48 154:0.27 159:0.57 161:0.65 162:0.86 164:0.67 167:0.79 169:0.94 172:0.70 173:0.59 177:0.05 179:0.60 181:0.77 186:0.93 189:0.99 191:0.87 195:0.79 202:0.50 212:0.48 215:0.53 216:0.07 220:0.99 230:0.87 233:0.76 235:0.74 238:0.94 241:0.88 242:0.82 243:0.79 245:0.57 247:0.12 256:0.58 259:0.21 261:0.92 265:0.78 266:0.47 267:0.59 268:0.59 276:0.61 283:0.60 285:0.62 297:0.36 300:0.70\n0 7:0.66 12:0.01 17:0.98 18:0.66 21:0.68 27:0.72 29:0.62 30:0.90 32:0.64 34:0.56 36:0.30 39:0.82 43:0.17 48:0.91 55:0.71 64:0.77 66:0.86 69:0.39 70:0.24 71:0.56 74:0.33 81:0.30 86:0.70 89:1.00 91:0.67 98:0.91 104:0.58 108:0.30 123:0.29 126:0.44 127:0.49 129:0.05 135:0.32 139:0.71 141:0.91 145:0.52 146:0.73 147:0.77 149:0.24 150:0.25 154:0.54 159:0.30 172:0.59 173:0.54 177:0.70 178:0.55 179:0.72 192:0.51 195:0.60 201:0.68 212:0.84 215:0.37 216:0.01 222:0.76 223:0.95 225:1.00 230:0.69 233:0.76 234:0.91 235:0.88 240:0.95 241:0.77 242:0.72 243:0.86 244:0.61 247:0.55 253:0.28 254:0.90 259:0.21 265:0.91 266:0.27 267:0.23 271:0.57 274:0.91 276:0.48 281:0.89 297:0.36 300:0.25\n0 12:0.01 17:0.66 21:0.78 25:0.88 27:0.34 29:0.62 30:0.15 34:0.58 36:0.66 37:0.74 39:0.82 43:0.18 55:0.59 66:0.27 69:0.19 70:0.97 71:0.56 74:0.44 89:0.99 91:0.01 98:0.15 104:0.58 108:0.83 123:0.82 124:0.91 127:0.97 129:0.81 133:0.91 135:0.58 141:0.91 146:0.47 147:0.53 149:0.19 154:0.46 159:0.95 172:0.41 173:0.06 175:0.75 177:0.38 178:0.55 179:0.70 187:0.95 212:0.48 216:0.72 222:0.76 223:0.93 225:0.97 234:0.91 235:0.52 240:0.95 241:0.05 242:0.51 243:0.29 244:0.61 245:0.56 247:0.60 253:0.33 254:0.80 257:0.65 259:0.21 265:0.17 266:0.75 267:0.23 271:0.57 274:0.91 276:0.55 277:0.69 300:0.84\n2 7:0.72 11:0.64 12:0.01 17:0.90 21:0.71 27:0.38 29:0.62 30:0.38 32:0.69 34:0.80 36:0.86 37:0.72 39:0.82 43:0.67 45:0.77 55:0.59 66:0.36 69:0.51 70:0.83 71:0.56 74:0.76 76:0.99 77:0.70 81:0.23 89:0.99 91:0.04 98:0.62 101:0.52 108:0.39 114:0.54 122:0.55 123:0.37 124:0.60 126:0.26 127:0.50 129:0.59 133:0.47 135:0.42 141:0.91 145:0.79 146:0.61 147:0.67 149:0.56 150:0.23 154:0.56 155:0.58 159:0.42 172:0.51 173:0.55 175:0.75 176:0.61 177:0.38 178:0.55 179:0.58 187:0.39 192:0.59 195:0.70 204:0.85 208:0.54 212:0.68 216:0.46 222:0.76 223:0.94 225:0.98 230:0.74 232:0.74 233:0.73 234:0.91 235:0.88 240:0.95 241:0.32 242:0.27 243:0.51 244:0.61 245:0.79 247:0.60 253:0.43 257:0.65 259:0.21 265:0.63 266:0.54 267:0.28 271:0.57 274:0.91 276:0.59 277:0.69 282:0.77 290:0.54 300:0.70\n0 8:0.85 12:0.01 17:0.78 21:0.30 27:0.51 29:0.62 30:0.33 34:0.47 36:0.53 37:0.55 39:0.82 43:0.18 55:0.92 66:0.54 69:0.15 70:0.69 71:0.56 74:0.56 76:0.98 77:0.96 81:0.33 89:0.97 91:0.89 96:0.76 98:0.61 108:0.12 114:0.63 122:0.77 123:0.12 124:0.48 126:0.26 127:0.89 129:0.05 133:0.39 135:0.68 140:0.45 141:0.91 145:0.72 146:0.44 147:0.51 149:0.22 150:0.30 151:0.57 153:0.72 154:0.12 159:0.31 162:0.67 172:0.32 173:0.38 175:0.75 176:0.61 177:0.38 179:0.92 190:0.89 195:0.59 202:0.53 212:0.42 216:0.08 220:0.62 222:0.76 223:0.92 225:0.96 232:0.79 234:0.91 235:0.42 240:0.95 241:0.95 242:0.45 243:0.63 244:0.83 245:0.50 247:0.47 248:0.55 253:0.59 256:0.45 257:0.65 259:0.21 265:0.62 266:0.38 267:0.44 268:0.57 271:0.57 274:0.91 276:0.33 277:0.69 282:0.73 285:0.47 290:0.63 300:0.43\n0 8:0.75 11:0.64 12:0.01 17:0.64 21:0.71 27:0.54 29:0.62 30:0.75 32:0.64 34:0.92 36:0.48 37:0.62 39:0.82 43:0.21 45:0.66 55:0.59 66:0.35 69:0.97 70:0.64 71:0.56 74:0.37 81:0.23 89:1.00 91:0.10 98:0.46 101:0.52 104:0.91 106:0.81 108:0.97 120:0.68 123:0.97 124:0.95 126:0.26 127:0.93 129:0.05 133:0.96 135:0.42 140:0.80 141:0.98 145:0.40 146:0.71 147:0.72 149:0.51 150:0.23 151:0.57 153:0.72 154:0.14 159:0.94 162:0.75 164:0.70 172:0.93 173:0.85 175:0.75 177:0.05 178:0.42 179:0.15 187:0.39 190:0.89 195:0.99 202:0.68 206:0.81 212:0.78 215:0.37 216:0.80 220:0.62 222:0.76 223:0.96 225:1.00 234:0.99 235:0.88 240:1.00 241:0.41 242:0.81 243:0.15 244:0.61 245:0.93 247:0.60 248:0.58 253:0.30 256:0.71 257:0.84 259:0.21 260:0.65 265:0.48 266:0.97 267:0.28 268:0.72 271:0.57 274:0.99 276:0.95 277:0.87 283:0.78 285:0.47 297:0.36 300:0.94\n2 11:0.64 12:0.01 17:0.45 18:0.65 21:0.05 27:0.39 29:0.62 30:0.91 34:0.71 36:0.99 37:0.86 39:0.82 43:0.64 45:0.66 55:0.84 66:0.69 69:0.36 70:0.13 71:0.56 74:0.40 81:0.39 86:0.68 89:0.96 91:0.25 98:0.80 101:0.52 108:0.28 114:0.81 122:0.55 123:0.27 126:0.26 127:0.29 129:0.05 135:0.23 139:0.66 141:0.91 146:0.49 147:0.55 149:0.34 150:0.34 154:0.53 159:0.18 163:0.86 172:0.21 173:0.65 176:0.61 177:0.70 178:0.55 179:0.95 187:0.39 212:0.61 216:0.19 222:0.76 223:0.92 225:0.96 232:0.76 234:0.91 235:0.05 240:0.95 241:0.59 242:0.63 243:0.73 244:0.61 247:0.30 253:0.56 259:0.21 265:0.80 266:0.17 267:0.79 271:0.57 274:0.91 276:0.20 290:0.81 300:0.13\n0 8:0.95 12:0.01 17:0.02 21:0.40 25:0.88 27:0.44 29:0.62 30:0.95 34:0.53 36:0.55 37:0.65 39:0.82 43:0.17 55:0.84 66:0.54 69:0.39 71:0.56 74:0.34 81:0.28 89:0.96 91:0.38 98:0.79 108:0.30 123:0.29 126:0.26 127:0.27 129:0.05 135:0.37 141:0.91 145:0.38 146:0.38 147:0.45 149:0.10 150:0.27 154:0.11 159:0.15 172:0.10 173:0.76 175:0.75 177:0.38 178:0.55 179:0.99 187:0.39 215:0.42 216:0.45 222:0.76 223:0.95 225:1.00 234:0.91 235:0.42 240:0.95 241:0.68 243:0.63 244:0.83 253:0.28 257:0.65 259:0.21 265:0.79 267:0.28 271:0.57 274:0.91 277:0.69 297:0.36 300:0.08\n0 11:0.64 12:0.01 17:0.09 18:0.80 21:0.78 27:0.27 29:0.62 30:0.27 34:0.26 36:0.96 37:0.74 39:0.82 43:0.69 45:0.81 55:0.71 66:0.13 69:0.46 70:0.79 71:0.56 74:0.74 86:0.88 89:0.99 91:0.07 98:0.53 101:0.52 108:0.35 122:0.80 123:0.70 124:0.64 127:0.53 129:0.59 133:0.61 135:0.66 139:0.84 141:0.91 146:0.63 147:0.68 149:0.49 154:0.78 159:0.57 172:0.63 173:0.40 177:0.70 178:0.55 179:0.54 187:0.95 202:0.36 212:0.73 216:0.63 222:0.76 223:0.93 225:0.97 234:0.91 235:0.12 240:0.95 241:0.55 242:0.16 243:0.62 245:0.74 247:0.88 253:0.42 254:0.84 259:0.21 265:0.52 266:0.71 267:0.59 271:0.57 274:0.91 276:0.62 300:0.55\n1 7:0.72 11:0.64 12:0.01 17:0.73 21:0.22 27:0.38 29:0.62 30:0.37 32:0.69 34:0.34 36:0.54 37:0.72 39:0.82 43:0.67 45:0.83 55:0.71 66:0.10 69:0.53 70:0.82 71:0.56 74:0.80 76:0.99 77:0.70 81:0.31 89:0.99 91:0.04 98:0.37 101:0.52 108:0.94 114:0.66 122:0.77 123:0.93 124:0.94 126:0.26 127:0.91 129:0.89 133:0.93 135:0.42 141:0.91 145:0.79 146:0.44 147:0.50 149:0.60 150:0.29 154:0.57 155:0.58 159:0.89 172:0.51 173:0.24 175:0.75 176:0.61 177:0.38 178:0.55 179:0.30 187:0.39 192:0.59 195:0.97 204:0.85 208:0.54 212:0.29 216:0.46 222:0.76 223:0.93 225:0.97 230:0.74 232:0.74 233:0.73 234:0.91 235:0.22 240:0.95 241:0.47 242:0.76 243:0.16 244:0.61 245:0.84 247:0.60 253:0.52 257:0.65 259:0.21 265:0.39 266:0.94 267:0.36 271:0.57 274:0.91 276:0.85 277:0.87 282:0.77 290:0.66 300:0.84\n2 11:0.64 12:0.01 17:0.09 18:0.79 21:0.78 27:0.27 29:0.62 30:0.27 34:0.24 36:0.95 37:0.74 39:0.82 43:0.69 45:0.81 55:0.71 66:0.13 69:0.52 70:0.79 71:0.56 74:0.74 86:0.87 89:0.99 91:0.07 98:0.53 101:0.52 108:0.40 122:0.80 123:0.70 124:0.64 127:0.54 129:0.59 133:0.61 135:0.51 139:0.83 141:0.91 146:0.63 147:0.68 149:0.48 154:0.76 159:0.57 172:0.63 173:0.46 177:0.70 178:0.55 179:0.54 187:0.39 212:0.73 216:0.63 222:0.76 223:0.93 225:0.97 234:0.91 235:0.12 240:0.95 241:0.65 242:0.16 243:0.62 245:0.74 247:0.88 253:0.42 254:0.84 259:0.21 265:0.52 266:0.71 267:0.59 271:0.57 274:0.91 276:0.62 300:0.55\n0 11:0.64 12:0.01 17:0.34 18:0.60 21:0.13 27:0.61 29:0.62 30:0.56 34:0.85 36:0.60 39:0.82 43:0.14 45:0.66 55:0.84 66:0.33 69:0.84 70:0.32 71:0.56 74:0.58 81:0.35 86:0.70 89:0.96 91:0.51 98:0.58 101:0.52 108:0.44 114:0.72 117:0.86 122:0.77 123:0.68 124:0.61 126:0.26 127:0.29 129:0.05 133:0.37 135:0.24 139:0.67 141:0.91 146:0.70 147:0.67 149:0.20 150:0.31 154:0.54 159:0.46 163:0.94 172:0.32 173:0.85 176:0.61 177:0.05 178:0.55 179:0.67 187:0.87 212:0.39 216:0.54 222:0.76 223:0.91 225:0.96 232:0.88 234:0.91 235:0.12 240:0.95 241:0.56 242:0.73 243:0.50 245:0.64 247:0.47 253:0.53 254:0.95 257:0.84 259:0.21 265:0.50 266:0.38 267:0.76 271:0.57 274:0.91 276:0.45 290:0.72 300:0.25\n1 8:0.96 9:0.76 12:0.01 17:0.32 21:0.13 27:0.26 29:0.62 30:0.45 34:0.55 36:0.74 37:0.85 39:0.82 43:0.16 55:0.59 66:0.69 69:0.45 70:0.25 71:0.56 74:0.49 81:0.35 89:0.95 91:0.99 96:0.94 98:0.72 108:0.35 114:0.72 120:0.68 122:0.77 123:0.34 126:0.26 127:0.22 129:0.05 135:0.24 140:0.97 141:0.98 146:0.41 147:0.48 149:0.14 150:0.31 151:0.61 153:0.80 154:0.11 155:0.58 158:0.74 159:0.15 162:0.74 163:0.81 164:0.78 172:0.21 173:0.74 175:0.91 176:0.61 177:0.05 179:0.92 190:0.89 191:0.94 192:0.59 202:0.92 208:0.54 212:0.61 216:0.53 220:0.74 222:0.76 223:0.96 225:1.00 234:0.97 235:0.12 240:1.00 241:0.98 242:0.82 243:0.73 244:0.83 247:0.12 248:0.72 253:0.87 255:0.74 256:0.94 257:0.84 259:0.21 260:0.67 265:0.72 266:0.17 267:0.52 268:0.95 271:0.57 274:0.99 276:0.21 277:0.87 285:0.56 290:0.72 300:0.18\n0 7:0.66 12:0.01 17:0.98 18:0.66 21:0.68 27:0.72 29:0.62 30:0.90 32:0.64 34:0.49 36:0.28 39:0.82 43:0.17 48:0.91 55:0.71 64:0.77 66:0.86 69:0.39 70:0.24 71:0.56 74:0.33 81:0.30 86:0.70 89:1.00 91:0.67 98:0.91 104:0.58 108:0.30 123:0.29 126:0.44 127:0.49 129:0.05 135:0.37 139:0.71 141:0.91 145:0.52 146:0.73 147:0.77 149:0.24 150:0.25 154:0.54 159:0.30 172:0.59 173:0.54 177:0.70 178:0.55 179:0.72 192:0.51 195:0.60 201:0.68 212:0.84 215:0.37 216:0.01 222:0.76 223:0.95 225:1.00 230:0.69 233:0.76 234:0.91 235:0.88 240:0.95 241:0.77 242:0.72 243:0.86 244:0.61 247:0.55 253:0.28 254:0.90 259:0.21 265:0.91 266:0.27 267:0.23 271:0.57 274:0.91 276:0.48 281:0.89 297:0.36 300:0.25\n0 8:0.78 12:0.01 17:0.06 21:0.40 25:0.88 27:0.44 29:0.62 30:0.76 34:0.34 36:0.68 37:0.65 39:0.82 43:0.17 55:0.92 66:0.36 69:0.39 70:0.22 71:0.56 74:0.44 81:0.28 89:0.96 91:0.60 98:0.27 108:0.53 122:0.77 123:0.51 124:0.67 126:0.26 127:0.66 129:0.81 133:0.67 135:0.34 141:0.91 145:0.38 146:0.05 147:0.05 149:0.16 150:0.27 154:0.11 159:0.26 163:0.75 172:0.16 173:0.61 175:0.91 177:0.05 178:0.55 179:0.96 187:0.39 202:0.46 212:0.42 215:0.42 216:0.45 222:0.76 223:0.95 225:1.00 234:0.91 235:0.42 240:0.95 241:0.73 242:0.75 243:0.26 244:0.83 245:0.40 247:0.30 253:0.33 257:0.84 259:0.21 265:0.29 266:0.23 267:0.23 271:0.57 274:0.91 276:0.23 277:0.87 297:0.36 300:0.18\n1 7:0.72 11:0.64 12:0.01 17:0.78 21:0.54 27:0.38 29:0.62 30:0.54 32:0.69 34:0.39 36:0.68 37:0.72 39:0.82 43:0.22 45:0.73 55:0.71 66:0.51 69:0.92 70:0.78 71:0.56 74:0.70 76:0.99 77:0.70 81:0.24 89:0.98 91:0.18 98:0.63 101:0.52 108:0.84 114:0.58 122:0.77 123:0.83 124:0.70 126:0.26 127:0.82 129:0.59 133:0.76 135:0.44 141:0.91 145:0.79 146:0.88 147:0.05 149:0.34 150:0.24 154:0.16 155:0.58 159:0.79 172:0.70 173:0.88 175:0.75 176:0.61 177:0.05 178:0.55 179:0.49 187:0.39 192:0.59 195:0.91 204:0.85 208:0.54 212:0.35 216:0.46 222:0.76 223:0.93 225:0.97 230:0.74 232:0.74 233:0.73 234:0.91 235:0.60 240:0.95 241:0.32 242:0.76 243:0.08 244:0.61 245:0.76 247:0.60 253:0.44 257:0.84 259:0.21 265:0.64 266:0.80 267:0.59 271:0.57 274:0.91 276:0.69 277:0.69 282:0.77 290:0.58 300:0.84\n0 1:0.58 9:0.71 10:0.88 12:0.79 17:0.62 18:0.66 21:0.47 23:0.95 27:0.57 29:0.77 30:0.33 31:0.89 34:0.82 36:0.31 37:0.54 39:0.46 43:0.08 46:0.88 55:0.84 62:0.96 64:0.77 66:0.54 69:0.32 70:0.49 71:0.84 74:0.29 79:0.89 81:0.47 83:0.56 86:0.66 91:0.22 98:0.53 107:0.89 108:0.25 110:0.90 122:0.95 123:0.24 124:0.55 125:0.88 126:0.51 127:0.53 128:0.96 129:0.05 133:0.59 135:0.65 137:0.89 139:0.64 140:0.45 146:0.59 147:0.64 149:0.09 150:0.45 151:0.61 153:0.48 154:0.35 155:0.54 159:0.49 160:0.88 162:0.86 168:0.96 170:0.77 172:0.32 173:0.33 174:0.89 175:0.75 177:0.70 179:0.89 187:0.39 190:0.98 192:0.49 196:0.88 197:0.93 201:0.60 202:0.36 205:0.95 208:0.50 212:0.19 215:0.63 216:0.44 220:0.82 222:0.35 235:0.74 236:0.92 239:0.87 241:0.61 242:0.45 243:0.63 244:0.93 245:0.45 247:0.47 248:0.59 253:0.26 254:0.84 255:0.70 256:0.45 257:0.65 259:0.21 265:0.54 266:0.47 267:0.69 268:0.46 271:0.50 276:0.33 277:0.69 284:0.88 285:0.50 289:0.92 297:0.36 300:0.33\n0 8:0.69 10:0.81 12:0.79 17:0.66 18:0.60 21:0.64 25:0.88 27:0.70 29:0.77 30:0.45 34:0.33 36:0.70 37:0.37 39:0.46 43:0.06 46:0.88 55:0.52 66:0.27 69:0.86 70:0.25 71:0.84 74:0.27 81:0.26 86:0.60 91:0.20 98:0.11 104:0.58 107:0.89 108:0.93 110:0.89 122:0.86 123:0.92 124:0.72 125:0.88 126:0.24 127:0.42 129:0.81 133:0.67 135:0.89 139:0.58 145:0.93 146:0.05 147:0.05 149:0.06 150:0.28 154:0.06 159:0.75 160:0.88 163:0.99 170:0.77 172:0.10 173:0.75 174:0.79 175:0.97 177:0.05 178:0.55 179:0.97 187:0.68 197:0.82 202:0.36 212:0.61 215:0.53 216:0.38 222:0.35 235:0.74 239:0.81 241:0.07 242:0.63 243:0.29 244:0.98 245:0.38 247:0.30 253:0.25 257:0.93 259:0.21 265:0.12 266:0.17 267:0.44 271:0.50 276:0.17 277:0.95 289:0.90 297:0.36 300:0.18\n2 1:0.68 7:0.65 10:0.85 11:0.51 12:0.79 17:0.61 18:0.85 21:0.30 27:0.60 29:0.77 30:0.38 32:0.64 34:0.85 36:0.50 37:0.83 39:0.46 43:0.08 45:0.66 46:0.88 55:0.42 64:0.77 66:0.77 69:0.40 70:0.78 71:0.84 74:0.46 81:0.71 86:0.77 91:0.44 98:0.87 99:0.83 101:0.47 102:0.94 107:0.95 108:0.31 110:0.96 114:0.82 120:0.69 122:0.75 123:0.30 124:0.40 125:0.88 126:0.54 127:0.71 129:0.59 132:0.97 133:0.46 135:0.28 139:0.73 140:0.45 145:0.41 146:0.89 147:0.91 149:0.09 150:0.61 151:0.65 153:0.48 154:0.30 155:0.52 159:0.55 160:0.88 162:0.86 163:0.75 164:0.55 165:0.65 170:0.77 172:0.76 173:0.38 174:0.79 175:0.75 176:0.70 177:0.70 179:0.52 187:0.39 190:0.99 192:0.51 193:0.95 195:0.75 197:0.81 201:0.67 202:0.36 208:0.64 212:0.29 215:0.67 216:0.20 222:0.35 230:0.68 233:0.76 235:0.88 236:0.95 239:0.87 241:0.65 242:0.38 243:0.79 244:0.61 245:0.74 247:0.67 248:0.62 253:0.58 254:0.74 256:0.45 257:0.65 260:0.69 265:0.87 266:0.54 267:0.28 268:0.46 271:0.50 276:0.67 277:0.69 283:0.82 285:0.46 289:0.95 290:0.82 297:0.36 300:0.84\n0 7:0.65 10:0.87 11:0.54 12:0.79 17:0.82 18:0.94 21:0.74 27:0.61 29:0.77 30:0.09 32:0.64 34:0.85 36:0.42 37:0.45 39:0.46 43:0.09 45:0.81 46:0.88 55:0.92 66:0.05 69:0.97 70:1.00 71:0.84 74:0.34 81:0.25 86:0.80 91:0.01 98:0.16 101:0.65 107:0.95 108:1.00 110:0.96 122:0.92 123:1.00 124:1.00 125:0.88 126:0.24 127:0.99 129:0.93 133:1.00 135:1.00 139:0.77 145:0.56 146:0.79 147:0.66 149:0.24 150:0.27 154:0.06 159:0.99 160:0.88 170:0.77 172:0.57 173:0.58 174:0.96 177:0.38 178:0.55 179:0.11 187:0.21 195:1.00 197:0.90 212:0.15 215:0.46 216:0.17 222:0.35 230:0.67 233:0.66 235:0.88 239:0.85 241:0.10 242:0.52 243:0.10 244:0.61 245:0.92 247:0.99 253:0.31 254:0.88 257:0.84 259:0.21 265:0.14 266:1.00 267:0.73 271:0.50 276:0.98 277:0.87 289:0.93 297:0.36 300:0.98\n2 1:0.63 7:0.65 10:0.85 11:0.51 12:0.79 17:0.75 18:0.73 21:0.30 23:0.95 27:0.60 29:0.77 30:0.09 32:0.64 34:0.85 36:0.95 37:0.83 39:0.46 43:0.08 45:0.66 46:0.88 55:0.42 62:0.95 64:0.77 66:0.19 69:0.91 70:0.95 71:0.84 74:0.35 81:0.59 86:0.70 91:0.46 98:0.39 99:0.83 101:0.47 102:0.94 107:0.93 108:0.74 110:0.94 114:0.84 123:0.72 124:0.82 125:0.88 126:0.51 127:0.70 128:0.95 129:0.05 132:0.97 133:0.73 135:0.61 139:0.67 140:0.45 145:0.41 146:0.19 147:0.38 149:0.11 150:0.51 151:0.50 153:0.48 154:0.35 155:0.49 159:0.52 160:0.88 162:0.86 163:0.81 165:0.65 168:0.95 170:0.77 172:0.21 173:0.99 174:0.79 175:0.75 176:0.70 177:0.05 179:0.81 187:0.39 190:0.99 192:0.46 193:0.95 195:0.73 197:0.81 201:0.62 202:0.36 205:0.95 208:0.61 212:0.23 216:0.20 220:0.91 222:0.35 230:0.68 233:0.76 235:0.74 236:0.95 239:0.87 241:0.67 242:0.42 243:0.33 244:0.61 245:0.55 247:0.67 248:0.50 253:0.59 254:0.74 256:0.45 257:0.93 265:0.41 266:0.54 267:0.52 268:0.46 271:0.50 276:0.42 277:0.87 285:0.46 289:0.94 290:0.84 300:0.70\n1 10:0.85 12:0.79 17:0.67 18:0.89 21:0.59 27:0.43 29:0.77 30:0.09 34:0.98 36:0.58 37:0.78 39:0.46 43:0.08 46:0.88 55:0.71 66:0.26 69:0.74 70:0.94 71:0.84 74:0.41 76:0.94 77:0.70 81:0.34 86:0.77 91:0.20 98:0.47 102:0.94 107:0.94 108:0.58 110:0.95 114:0.67 122:0.65 123:0.55 124:0.83 125:0.88 126:0.32 127:0.56 129:0.59 133:0.81 135:0.68 139:0.73 145:0.61 146:0.71 147:0.05 149:0.11 150:0.34 154:0.11 159:0.70 160:0.88 170:0.77 172:0.51 173:0.64 174:0.89 176:0.60 177:0.05 178:0.55 179:0.49 187:0.98 192:0.44 193:0.95 195:0.86 197:0.88 201:0.55 212:0.48 216:0.60 222:0.35 235:0.80 236:0.92 239:0.87 241:0.15 242:0.14 243:0.09 244:0.93 245:0.73 247:0.94 253:0.52 254:0.95 257:0.93 259:0.21 265:0.49 266:0.84 267:0.76 271:0.50 276:0.68 282:0.73 289:0.93 290:0.67 300:0.70\n0 1:0.59 10:0.88 12:0.79 17:0.57 18:0.67 21:0.30 23:0.95 27:0.57 29:0.77 30:0.33 34:0.83 36:0.33 37:0.54 39:0.46 43:0.56 46:0.88 62:0.96 64:0.77 66:0.12 69:0.30 70:0.36 71:0.84 74:0.29 81:0.51 83:0.56 86:0.66 91:0.20 98:0.28 107:0.89 108:0.24 110:0.90 120:0.62 122:0.95 123:0.54 124:0.78 125:0.88 126:0.51 127:0.61 128:0.96 129:0.05 133:0.73 135:0.66 139:0.64 140:0.45 146:0.31 147:0.37 149:0.33 150:0.49 151:0.65 153:0.48 154:0.45 155:0.47 159:0.50 160:0.88 162:0.86 164:0.55 168:0.96 170:0.77 172:0.21 173:0.31 174:0.89 175:0.75 177:0.70 179:0.90 187:0.39 190:0.98 192:0.50 197:0.93 201:0.62 202:0.36 205:0.95 208:0.50 212:0.19 215:0.72 216:0.44 220:0.74 222:0.35 235:0.60 236:0.92 239:0.87 241:0.60 242:0.45 243:0.49 244:0.93 245:0.45 247:0.47 248:0.63 253:0.26 255:0.70 256:0.45 257:0.65 259:0.21 260:0.62 265:0.26 266:0.47 267:0.36 268:0.46 271:0.50 276:0.33 277:0.95 285:0.50 289:0.92 297:0.36 300:0.25\n2 1:0.65 7:0.65 8:0.85 9:0.75 10:0.87 11:0.51 12:0.79 17:0.62 18:0.74 21:0.13 23:0.98 27:0.58 29:0.77 30:0.30 31:0.98 32:0.64 34:0.31 36:0.71 37:0.83 39:0.46 43:0.08 45:0.66 46:0.88 55:0.42 62:0.97 64:0.77 66:0.51 69:0.35 70:0.92 71:0.84 74:0.41 79:0.98 81:0.64 86:0.72 91:0.82 96:0.91 98:0.61 99:0.83 101:0.47 102:0.94 107:0.93 108:0.27 110:0.94 114:0.92 120:0.64 123:0.26 124:0.52 125:0.88 126:0.51 127:0.79 128:0.98 129:0.59 133:0.46 135:0.47 137:0.98 139:0.71 140:0.97 145:0.41 146:0.49 147:0.55 149:0.09 150:0.56 151:0.76 153:0.86 154:0.49 155:0.64 158:0.73 159:0.35 160:0.88 162:0.57 164:0.65 165:0.65 168:0.98 170:0.77 172:0.41 173:0.50 174:0.83 175:0.75 176:0.70 177:0.70 178:0.42 179:0.82 190:0.77 191:0.70 192:0.97 193:0.95 195:0.61 196:0.93 197:0.86 201:0.63 202:0.82 205:0.98 208:0.61 212:0.39 216:0.27 219:0.88 220:0.62 222:0.35 230:0.68 233:0.76 235:0.60 236:0.95 239:0.88 241:0.85 242:0.13 243:0.61 244:0.61 245:0.63 247:0.76 248:0.75 253:0.87 254:0.74 255:0.78 256:0.81 257:0.65 260:0.65 265:0.62 266:0.54 267:0.19 268:0.82 271:0.50 276:0.41 277:0.69 279:0.75 284:0.98 285:0.62 289:0.95 290:0.92 292:0.88 300:0.70\n0 8:0.72 10:0.81 12:0.79 17:0.73 18:0.78 21:0.78 22:0.93 27:0.43 29:0.77 30:0.68 34:0.82 36:0.29 37:0.84 39:0.46 43:0.08 46:0.88 47:0.93 55:0.71 66:0.79 69:0.56 70:0.43 71:0.84 74:0.30 86:0.70 91:0.44 98:0.77 107:0.91 108:0.43 110:0.92 122:0.75 123:0.41 125:0.88 127:0.26 129:0.05 135:0.47 139:0.68 146:0.68 147:0.73 149:0.09 154:0.15 159:0.26 160:0.88 163:0.81 170:0.77 172:0.41 173:0.66 174:0.79 177:0.88 178:0.55 179:0.77 187:0.39 197:0.82 212:0.42 216:0.29 219:0.88 222:0.35 235:0.22 239:0.81 241:0.18 242:0.19 243:0.80 244:0.93 247:0.55 253:0.27 254:0.99 259:0.21 262:0.93 265:0.77 266:0.38 267:0.19 271:0.50 276:0.34 289:0.90 292:0.88 300:0.33\n0 1:0.57 8:0.72 9:0.71 10:0.82 11:0.42 12:0.79 17:0.47 18:0.96 21:0.64 27:0.43 29:0.77 30:0.55 31:0.90 34:0.25 36:0.49 37:0.52 39:0.46 43:0.21 44:0.86 45:0.66 46:0.88 48:0.91 55:0.52 64:0.77 66:0.20 69:0.25 70:0.52 71:0.84 74:0.35 76:0.85 79:0.89 81:0.33 83:0.56 86:0.83 91:0.89 96:0.79 98:0.69 101:0.47 107:0.92 108:0.73 110:0.93 114:0.66 122:0.92 123:0.19 124:0.55 125:0.88 126:0.32 127:0.95 129:0.59 133:0.46 135:0.49 137:0.90 139:0.81 140:0.94 145:0.80 146:0.65 147:0.70 149:0.24 150:0.37 151:0.56 153:0.48 154:0.14 155:0.54 159:0.46 160:0.88 162:0.48 170:0.77 172:0.65 173:0.34 174:0.79 175:0.75 176:0.60 177:0.70 178:0.53 179:0.58 190:0.99 191:0.86 192:0.51 195:0.68 196:0.91 197:0.81 201:0.54 202:0.90 208:0.50 212:0.87 216:0.28 220:0.91 222:0.35 235:0.80 239:0.81 241:0.94 242:0.75 243:0.40 244:0.97 245:0.83 247:0.74 248:0.61 253:0.70 255:0.70 256:0.78 257:0.65 259:0.21 265:0.58 266:0.47 267:0.23 268:0.79 271:0.50 276:0.64 277:0.69 281:0.86 284:0.97 285:0.50 289:0.93 290:0.66 300:0.55\n1 1:0.59 7:0.66 10:0.84 12:0.79 17:0.69 18:0.96 21:0.64 22:0.93 27:0.39 29:0.77 30:0.21 31:0.87 32:0.64 33:0.97 34:0.52 36:0.35 37:0.67 39:0.46 43:0.06 44:0.88 46:0.88 47:0.93 48:0.97 64:0.77 66:0.12 69:0.90 70:0.97 71:0.84 74:0.57 76:0.85 77:0.89 79:0.87 81:0.42 86:0.87 91:0.07 98:0.27 102:0.95 104:1.00 106:0.81 107:0.96 108:0.98 110:0.97 114:0.64 117:0.86 122:0.82 123:0.84 124:0.97 125:0.88 126:0.51 127:0.86 129:0.81 133:0.97 135:0.99 137:0.87 139:0.85 140:0.45 145:0.84 146:0.49 147:0.23 149:0.10 150:0.44 151:0.50 153:0.48 154:0.16 155:0.53 159:0.95 160:0.88 162:0.86 170:0.77 172:0.90 173:0.57 174:0.92 176:0.60 177:0.70 179:0.14 187:0.21 190:0.99 192:0.56 193:0.95 195:0.99 196:0.90 197:0.85 201:0.57 202:0.36 204:0.82 206:0.81 208:0.61 212:0.68 215:0.49 216:0.89 219:0.88 220:0.91 222:0.35 230:0.68 233:0.65 235:0.88 239:0.87 241:0.02 242:0.33 243:0.07 244:0.83 245:0.93 247:0.96 248:0.50 253:0.52 254:0.86 256:0.45 257:0.65 259:0.21 262:0.93 265:0.26 266:0.98 267:0.36 268:0.46 271:0.50 276:0.95 281:0.86 282:0.73 284:0.87 285:0.46 289:0.95 290:0.64 291:0.97 292:0.88 297:0.36 300:0.98\n0 10:0.81 12:0.79 17:0.89 18:0.57 21:0.78 27:0.72 29:0.77 30:0.45 34:0.52 36:0.34 39:0.46 43:0.06 46:0.88 55:0.96 66:0.10 69:0.90 70:0.25 71:0.84 74:0.26 86:0.58 91:0.27 98:0.05 107:0.88 108:0.80 110:0.89 122:0.82 123:0.78 124:0.82 125:0.88 127:0.31 129:0.89 132:0.97 133:0.78 135:0.30 139:0.56 145:0.58 146:0.05 147:0.05 149:0.05 154:0.06 159:0.91 160:0.88 163:1.00 170:0.77 172:0.05 173:0.59 174:0.79 175:0.97 177:0.05 178:0.55 179:0.96 187:0.39 197:0.81 212:0.61 216:0.17 222:0.35 235:0.05 239:0.80 241:0.15 242:0.63 243:0.29 244:0.98 245:0.37 247:0.30 253:0.24 257:0.93 265:0.05 266:0.17 267:0.73 271:0.50 276:0.17 277:0.95 289:0.88 300:0.18\n0 8:0.93 9:0.70 12:0.79 17:0.49 21:0.59 27:0.53 29:0.77 31:0.87 34:0.90 36:0.37 37:0.88 39:0.46 46:0.88 71:0.84 79:0.87 81:0.27 91:0.76 96:0.73 107:0.88 110:0.88 120:0.57 125:0.88 126:0.24 135:0.34 137:0.87 138:0.97 140:0.92 145:0.40 150:0.30 151:0.57 153:0.48 155:0.54 160:0.88 162:0.49 164:0.55 170:0.77 175:0.99 178:0.51 187:0.21 190:0.99 191:0.77 192:0.57 193:0.95 202:0.72 208:0.61 216:0.18 220:0.87 222:0.35 235:0.74 236:0.91 239:0.82 241:0.78 244:0.99 248:0.56 253:0.50 255:0.69 256:0.58 257:0.97 259:0.21 260:0.57 267:0.23 268:0.59 271:0.50 277:0.98 284:0.88 285:0.60 286:0.99 289:0.95 298:0.99\n0 10:0.89 11:0.51 12:0.79 17:0.84 18:0.90 21:0.22 27:0.25 29:0.77 30:0.21 34:0.52 36:0.95 37:0.36 39:0.46 43:0.63 45:0.66 46:0.88 55:0.52 64:0.77 66:0.51 69:0.72 70:0.73 71:0.84 74:0.30 81:0.31 86:0.82 91:0.12 98:0.75 101:0.47 107:0.91 108:0.55 110:0.92 122:0.92 123:0.53 124:0.66 125:0.88 126:0.24 127:0.61 129:0.05 133:0.66 135:0.54 139:0.77 146:0.78 147:0.28 149:0.33 150:0.35 154:0.52 159:0.51 160:0.88 170:0.77 172:0.51 173:0.74 174:0.88 175:0.75 177:0.38 178:0.55 179:0.68 187:0.39 197:0.90 212:0.35 216:0.68 222:0.35 235:0.22 239:0.88 241:0.07 242:0.24 243:0.26 244:0.83 245:0.65 247:0.76 253:0.27 257:0.84 259:0.21 265:0.75 266:0.63 267:0.28 271:0.50 276:0.54 277:0.69 289:0.90 300:0.55\n2 1:0.65 7:0.66 9:0.74 10:0.84 12:0.79 17:0.67 18:0.96 21:0.47 22:0.93 27:0.39 29:0.77 30:0.28 31:0.91 32:0.64 33:0.97 34:0.59 36:0.30 37:0.67 39:0.46 43:0.07 44:0.86 46:0.88 47:0.93 48:0.97 55:0.42 64:0.77 66:0.27 69:0.92 70:0.90 71:0.84 74:0.59 75:0.96 76:0.85 77:0.89 79:0.91 81:0.59 86:0.87 91:0.22 96:0.77 98:0.37 104:1.00 106:0.81 107:0.97 108:0.95 110:0.97 114:0.72 117:0.86 120:0.65 122:0.82 123:0.95 124:0.94 125:0.88 126:0.54 127:0.74 129:0.81 133:0.94 135:0.98 137:0.91 138:0.96 139:0.85 140:0.80 145:0.90 146:0.65 147:0.25 149:0.10 150:0.55 151:0.72 153:0.46 154:0.15 155:0.64 158:0.74 159:0.89 160:0.88 162:0.80 164:0.67 170:0.77 172:0.89 173:0.77 174:0.90 176:0.62 177:0.70 178:0.42 179:0.16 187:0.21 190:0.95 191:0.73 192:0.97 193:0.95 195:0.97 196:0.93 197:0.85 201:0.64 202:0.56 204:0.82 206:0.81 208:0.64 212:0.77 215:0.58 216:0.89 219:0.90 220:0.62 222:0.35 226:0.95 230:0.68 233:0.65 235:0.84 236:0.92 239:0.87 241:0.12 242:0.36 243:0.09 244:0.83 245:0.93 247:0.94 248:0.76 253:0.72 254:0.96 255:0.73 256:0.64 257:0.65 259:0.21 260:0.65 262:0.93 265:0.39 266:0.91 267:0.69 268:0.62 271:0.50 276:0.94 279:0.82 281:0.91 282:0.73 283:0.66 284:0.92 285:0.60 286:0.99 289:0.95 290:0.72 291:0.97 292:0.87 297:0.36 298:0.99 300:0.94\n1 1:0.64 10:0.88 12:0.79 17:0.66 18:0.66 21:0.40 27:0.57 29:0.77 30:0.21 34:0.87 36:0.39 37:0.54 39:0.46 43:0.08 46:0.88 55:0.42 64:0.77 66:0.10 69:0.32 70:0.50 71:0.84 74:0.35 81:0.59 86:0.66 91:0.15 98:0.27 107:0.90 108:0.25 110:0.91 114:0.74 122:0.95 123:0.58 124:0.77 125:0.88 126:0.54 127:0.57 129:0.05 133:0.72 135:0.63 139:0.64 146:0.34 147:0.41 149:0.08 150:0.54 154:0.53 155:0.50 159:0.52 160:0.88 170:0.77 172:0.27 173:0.31 174:0.89 176:0.62 177:0.88 178:0.55 179:0.87 187:0.39 192:0.49 197:0.92 201:0.64 208:0.64 212:0.37 215:0.63 216:0.44 222:0.35 235:0.74 236:0.92 239:0.87 241:0.50 242:0.40 243:0.51 244:0.83 245:0.47 247:0.55 253:0.54 254:0.80 259:0.21 265:0.29 266:0.47 267:0.69 271:0.50 276:0.35 277:0.95 289:0.95 290:0.74 297:0.36 300:0.33\n2 1:0.68 7:0.65 9:0.71 10:0.85 11:0.51 12:0.79 17:0.61 18:0.83 21:0.30 27:0.60 29:0.77 30:0.11 31:0.88 32:0.64 34:0.76 36:0.86 37:0.83 39:0.46 43:0.08 45:0.66 46:0.88 55:0.42 64:0.77 66:0.49 69:0.84 70:0.93 71:0.84 74:0.37 79:0.88 81:0.71 86:0.75 91:0.44 96:0.71 98:0.66 99:0.83 101:0.47 102:0.94 107:0.94 108:0.31 110:0.95 114:0.82 120:0.58 122:0.92 123:0.30 124:0.56 125:0.88 126:0.54 127:0.70 129:0.05 132:0.97 133:0.45 135:0.81 137:0.88 138:0.96 139:0.72 140:0.80 145:0.41 146:0.59 147:0.67 149:0.11 150:0.61 151:0.61 153:0.48 154:0.46 155:0.58 159:0.42 160:0.88 162:0.54 164:0.55 165:0.65 170:0.77 172:0.48 173:0.93 174:0.79 176:0.70 177:0.70 178:0.42 179:0.72 187:0.39 190:0.95 192:0.86 193:0.95 195:0.67 196:0.89 197:0.81 201:0.67 202:0.56 208:0.64 212:0.37 215:0.67 216:0.20 220:0.82 222:0.35 230:0.68 233:0.76 235:0.88 236:0.95 239:0.87 241:0.66 242:0.16 243:0.60 244:0.61 245:0.71 247:0.84 248:0.59 253:0.60 254:0.74 255:0.70 256:0.45 257:0.65 260:0.58 265:0.66 266:0.54 267:0.28 268:0.46 271:0.50 276:0.51 277:0.69 284:0.88 285:0.60 286:0.99 289:0.95 290:0.82 297:0.36 298:0.99 300:0.70\n1 1:0.65 8:0.78 10:0.85 11:0.42 12:0.79 17:0.86 18:0.90 21:0.13 27:0.15 29:0.77 30:0.21 32:0.64 34:0.92 36:0.95 37:0.94 39:0.46 43:0.07 44:0.86 45:0.66 46:0.88 64:0.77 66:0.49 69:0.49 70:0.91 71:0.84 74:0.53 77:0.70 81:0.55 86:0.84 91:0.23 98:0.55 101:0.47 107:0.96 108:0.38 110:0.96 114:0.80 122:0.82 123:0.36 124:0.75 125:0.88 126:0.51 127:0.55 129:0.05 133:0.76 135:0.93 139:0.80 145:0.41 146:0.67 147:0.72 149:0.08 150:0.55 154:0.48 155:0.50 158:0.73 159:0.57 160:0.88 170:0.77 172:0.70 173:0.43 174:0.83 176:0.60 177:0.88 178:0.55 179:0.43 187:0.39 191:0.82 192:0.50 195:0.78 197:0.86 201:0.63 208:0.61 212:0.58 215:0.79 216:0.26 219:0.88 222:0.35 235:0.31 239:0.84 241:0.30 242:0.30 243:0.60 244:0.83 245:0.78 247:0.92 253:0.59 254:0.90 259:0.21 265:0.56 266:0.63 267:0.36 271:0.50 276:0.70 279:0.78 282:0.73 283:0.66 289:0.95 290:0.80 292:0.87 297:0.36 300:0.84\n1 1:0.59 7:0.66 10:0.84 12:0.79 17:0.62 18:0.95 21:0.64 22:0.93 27:0.39 29:0.77 30:0.21 32:0.64 33:0.97 34:0.58 36:0.25 37:0.67 39:0.46 43:0.06 44:0.88 46:0.88 47:0.93 48:0.91 64:0.77 66:0.11 69:0.91 70:0.98 71:0.84 74:0.56 76:0.85 77:0.89 81:0.40 86:0.86 91:0.10 98:0.26 102:0.95 104:1.00 106:0.81 107:0.96 108:0.98 110:0.97 114:0.64 117:0.86 122:0.82 123:0.84 124:0.97 125:0.88 126:0.51 127:0.92 129:0.81 133:0.97 135:0.99 139:0.84 145:0.80 146:0.26 147:0.23 149:0.09 150:0.42 154:0.16 155:0.54 159:0.96 160:0.88 170:0.77 172:0.90 173:0.58 174:0.92 176:0.60 177:0.70 178:0.55 179:0.15 187:0.21 192:0.56 193:0.95 195:0.99 197:0.85 201:0.58 202:0.36 204:0.82 206:0.81 208:0.61 212:0.68 215:0.49 216:0.89 222:0.35 230:0.68 233:0.65 235:0.84 239:0.87 241:0.10 242:0.33 243:0.07 244:0.83 245:0.92 247:0.97 253:0.52 254:0.86 257:0.65 259:0.21 262:0.93 265:0.27 266:0.98 267:0.28 271:0.50 276:0.95 281:0.86 282:0.73 289:0.95 290:0.64 291:0.97 297:0.36 300:0.98\n1 1:0.59 9:0.70 10:0.86 11:0.51 12:0.79 17:0.18 18:0.81 21:0.64 27:0.45 29:0.77 30:0.11 31:0.86 34:0.75 36:0.17 37:0.50 39:0.46 43:0.57 45:0.66 46:0.88 55:0.71 64:0.77 66:0.29 69:0.70 70:0.99 71:0.84 74:0.35 79:0.86 81:0.40 86:0.72 91:0.29 96:0.68 98:0.31 101:0.47 107:0.90 108:0.53 110:0.92 114:0.64 120:0.54 122:0.92 123:0.51 124:0.69 125:0.88 126:0.51 127:0.43 129:0.05 133:0.60 135:0.89 137:0.86 138:0.95 139:0.72 140:0.45 145:0.54 146:0.45 147:0.52 149:0.26 150:0.42 151:0.48 153:0.48 154:0.45 155:0.48 158:0.73 159:0.57 160:0.88 162:0.86 164:0.55 170:0.77 172:0.27 173:0.65 174:0.83 176:0.60 177:0.88 179:0.78 187:0.68 190:0.95 192:0.47 196:0.87 197:0.85 201:0.58 202:0.36 208:0.61 212:0.14 215:0.49 216:0.77 219:0.88 220:0.99 222:0.35 235:0.84 239:0.85 241:0.37 242:0.29 243:0.48 244:0.83 245:0.55 247:0.60 248:0.48 253:0.50 255:0.68 256:0.45 259:0.21 260:0.54 265:0.34 266:0.71 267:0.28 268:0.46 271:0.50 276:0.37 279:0.78 283:0.66 284:0.88 285:0.60 286:0.99 289:0.95 290:0.64 292:0.87 297:0.36 298:0.99 300:0.84\n2 1:0.67 7:0.66 10:0.87 12:0.79 17:0.81 18:0.96 21:0.47 27:0.33 29:0.77 30:0.27 32:0.64 34:0.77 36:0.25 37:0.79 39:0.46 43:0.07 44:0.86 46:0.88 48:0.98 55:0.42 64:1.00 66:0.26 69:0.93 70:0.92 71:0.84 74:0.56 76:0.85 77:0.89 81:0.66 86:0.88 91:0.14 98:0.36 107:0.97 108:0.95 110:0.97 114:0.72 122:0.82 123:0.95 124:0.94 125:0.88 126:0.54 127:0.73 129:0.81 133:0.95 135:0.95 139:0.85 145:0.97 146:0.65 147:0.30 149:0.10 150:0.61 154:0.15 155:0.54 159:0.89 160:0.88 170:0.77 172:0.89 173:0.79 174:0.92 176:0.62 177:0.38 178:0.55 179:0.15 187:0.39 192:0.56 193:0.95 195:0.97 197:0.88 201:0.66 204:0.80 208:0.64 212:0.75 215:0.58 216:0.27 222:0.35 230:0.68 233:0.65 235:0.84 236:0.92 239:0.86 241:0.01 242:0.36 243:0.06 244:0.83 245:0.93 247:0.95 253:0.55 254:0.96 257:0.84 259:0.21 265:0.38 266:0.91 267:0.79 271:0.50 276:0.94 281:0.91 282:0.73 289:0.95 290:0.72 297:0.99 300:0.94\n2 1:0.67 7:0.66 10:0.84 12:0.79 17:0.66 18:0.95 21:0.22 22:0.93 27:0.39 29:0.77 30:0.30 32:0.64 33:0.97 34:0.63 36:0.47 37:0.67 39:0.46 43:0.10 44:0.86 46:0.88 47:0.93 48:0.97 64:0.77 66:0.29 69:0.92 70:0.89 71:0.84 74:0.59 76:0.85 77:0.89 81:0.71 86:0.86 91:0.07 98:0.39 99:0.83 104:1.00 106:0.81 107:0.97 108:0.95 110:0.97 114:0.84 117:0.86 122:0.82 123:0.95 124:0.93 125:0.88 126:0.54 127:0.73 129:0.81 133:0.93 135:0.97 139:0.85 145:0.89 146:0.65 147:0.23 149:0.14 150:0.61 154:0.15 155:0.55 158:0.73 159:0.89 160:0.88 165:0.65 170:0.77 172:0.90 173:0.77 174:0.90 176:0.70 177:0.70 178:0.55 179:0.15 187:0.21 192:0.57 193:0.95 195:0.97 197:0.85 201:0.66 202:0.36 204:0.82 206:0.81 208:0.64 212:0.73 215:0.72 216:0.89 219:0.88 222:0.35 230:0.68 233:0.65 235:0.80 236:0.95 239:0.85 241:0.10 242:0.37 243:0.07 244:0.83 245:0.94 247:0.96 253:0.62 254:0.96 257:0.65 259:0.21 262:0.93 265:0.41 266:0.89 267:0.23 271:0.50 276:0.94 279:0.82 281:0.91 282:0.73 283:0.66 289:0.95 290:0.84 291:0.97 292:0.87 297:0.36 300:0.94\n1 1:0.65 9:0.72 10:0.85 11:0.42 12:0.79 17:0.85 18:0.90 21:0.13 27:0.15 29:0.77 30:0.21 31:0.89 32:0.64 34:0.83 36:0.96 37:0.94 39:0.46 43:0.07 44:0.86 45:0.66 46:0.88 64:0.77 66:0.49 69:0.49 70:0.91 71:0.84 74:0.53 77:0.70 79:0.89 81:0.55 86:0.84 91:0.20 96:0.72 98:0.55 101:0.47 107:0.96 108:0.38 110:0.96 114:0.80 120:0.59 122:0.82 123:0.36 124:0.75 125:0.88 126:0.51 127:0.55 129:0.05 133:0.76 135:0.93 137:0.89 138:0.95 139:0.80 140:0.45 145:0.41 146:0.67 147:0.72 149:0.08 150:0.55 151:0.65 153:0.48 154:0.48 155:0.58 158:0.73 159:0.57 160:0.88 162:0.86 164:0.55 170:0.77 172:0.70 173:0.43 174:0.83 176:0.60 177:0.88 179:0.43 187:0.39 190:0.95 192:0.87 195:0.78 196:0.91 197:0.86 201:0.63 202:0.36 208:0.61 212:0.58 215:0.79 216:0.26 219:0.88 220:0.74 222:0.35 235:0.31 239:0.84 241:0.27 242:0.30 243:0.60 244:0.83 245:0.78 247:0.92 248:0.63 253:0.63 254:0.90 255:0.71 256:0.45 259:0.21 260:0.60 265:0.56 266:0.63 267:0.52 268:0.46 271:0.50 276:0.70 279:0.78 282:0.73 283:0.66 284:0.88 285:0.60 286:0.99 289:0.95 290:0.80 292:0.87 297:0.36 298:0.99 300:0.84\n1 1:0.62 10:0.87 12:0.79 17:0.38 18:0.80 21:0.40 27:0.45 29:0.77 30:0.45 34:0.80 36:0.18 37:0.50 39:0.46 43:0.36 46:0.88 55:0.71 64:0.77 66:0.49 69:0.61 70:0.85 71:0.84 74:0.35 81:0.48 86:0.69 91:0.22 98:0.57 107:0.90 108:0.78 110:0.91 114:0.72 122:0.94 123:0.77 124:0.65 125:0.88 126:0.51 127:0.42 129:0.05 133:0.60 135:0.87 139:0.69 145:0.47 146:0.39 147:0.46 149:0.31 150:0.48 154:0.27 155:0.49 158:0.73 159:0.55 160:0.88 170:0.77 172:0.48 173:0.55 174:0.92 176:0.60 177:0.88 178:0.55 179:0.65 187:0.68 192:0.48 193:0.95 197:0.93 201:0.61 208:0.61 212:0.48 215:0.63 216:0.77 219:0.88 222:0.35 235:0.60 239:0.87 241:0.15 242:0.28 243:0.38 244:0.93 245:0.63 247:0.74 253:0.53 259:0.21 265:0.58 266:0.63 267:0.23 271:0.50 276:0.50 277:0.87 279:0.78 283:0.66 289:0.95 290:0.72 292:0.87 297:0.36 300:0.70\n0 10:0.96 12:0.79 17:0.85 18:0.92 21:0.47 27:0.43 29:0.77 30:0.40 34:0.82 36:0.25 37:0.78 39:0.46 43:0.07 46:0.88 55:0.71 66:0.60 69:0.73 70:0.71 71:0.84 74:0.42 75:0.95 81:0.33 86:0.82 91:0.15 98:0.81 102:0.94 107:0.96 108:0.56 110:0.96 122:0.94 123:0.54 124:0.51 125:0.88 126:0.24 127:0.72 129:0.05 133:0.39 135:0.71 139:0.77 145:0.74 146:0.98 147:0.99 149:0.20 150:0.36 154:0.16 159:0.86 160:0.88 170:0.77 172:0.94 173:0.49 174:0.99 177:0.88 178:0.55 179:0.17 187:1.00 193:0.95 195:0.95 197:0.98 212:0.57 216:0.60 222:0.35 226:0.96 235:0.74 236:0.91 239:0.95 241:0.05 242:0.13 243:0.67 244:0.83 245:0.98 247:0.96 253:0.36 254:0.84 259:0.21 265:0.81 266:0.80 267:0.28 271:0.50 276:0.93 289:0.94 300:0.84\n0 10:0.87 12:0.79 17:0.72 18:0.84 21:0.78 27:0.43 29:0.77 30:0.38 34:0.89 36:0.63 37:0.84 39:0.46 43:0.08 46:0.88 55:0.71 66:0.77 69:0.56 70:0.83 71:0.84 74:0.30 86:0.74 91:0.22 98:0.62 104:0.94 106:0.81 107:0.92 108:0.43 110:0.93 122:0.51 123:0.41 124:0.41 125:0.88 127:0.63 129:0.05 133:0.59 135:0.69 139:0.70 146:0.86 147:0.88 149:0.11 154:0.16 159:0.74 160:0.88 170:0.77 172:0.68 173:0.39 174:0.88 177:0.88 178:0.55 179:0.61 187:0.39 197:0.87 206:0.81 212:0.55 216:0.29 222:0.35 235:0.22 239:0.85 241:0.10 242:0.18 243:0.79 244:0.93 245:0.56 247:0.86 253:0.27 254:0.90 259:0.21 265:0.63 266:0.71 267:0.73 271:0.50 276:0.55 283:0.67 289:0.91 300:0.70\n0 10:0.93 12:0.79 17:0.73 18:0.93 21:0.54 27:0.57 29:0.77 30:0.30 33:0.97 34:0.71 36:0.92 37:0.54 39:0.46 43:0.08 46:0.88 55:0.84 66:0.36 69:0.73 70:0.80 71:0.84 74:0.27 75:0.95 81:0.28 86:0.82 91:0.05 98:0.61 107:0.91 108:0.56 110:0.93 122:0.92 123:0.54 124:0.85 125:0.88 126:0.24 127:0.88 129:0.81 133:0.86 135:0.87 139:0.77 146:0.91 147:0.37 149:0.18 150:0.30 154:0.17 159:0.84 160:0.88 170:0.77 172:0.76 173:0.52 174:0.97 175:0.75 177:0.38 178:0.55 179:0.35 187:0.68 197:0.97 212:0.30 216:0.44 222:0.35 226:0.98 235:0.68 236:0.91 239:0.92 241:0.21 242:0.15 243:0.10 244:0.93 245:0.83 247:0.84 253:0.24 254:0.92 257:0.84 259:0.21 265:0.62 266:0.80 267:0.28 271:0.50 276:0.81 277:0.69 289:0.90 291:0.97 300:0.70\n0 7:0.76 11:0.42 12:0.37 17:0.34 21:0.40 27:0.21 28:0.62 30:0.30 34:0.47 36:0.99 37:0.74 39:0.68 43:0.45 55:0.84 66:0.54 69:0.90 70:0.75 74:0.37 81:0.54 91:0.48 98:0.72 104:0.84 106:0.81 108:0.80 120:0.84 123:0.78 124:0.67 126:0.32 127:0.65 129:0.05 131:0.89 133:0.74 135:0.28 140:0.45 144:0.57 146:0.93 147:0.31 149:0.68 150:0.41 151:0.70 153:0.90 154:0.53 157:0.61 159:0.78 161:0.67 162:0.63 163:0.81 164:0.81 166:0.84 167:0.59 172:0.77 173:0.83 177:0.05 179:0.40 181:0.97 182:0.61 187:0.39 190:0.77 202:0.77 206:0.81 212:0.19 215:0.67 216:0.95 220:0.62 222:0.35 227:0.91 229:0.61 230:0.78 231:0.82 233:0.69 235:0.42 241:0.32 242:0.81 243:0.11 245:0.80 246:0.61 247:0.39 248:0.76 253:0.33 254:0.80 256:0.78 257:0.65 259:0.21 260:0.83 265:0.73 266:0.89 267:0.87 268:0.78 271:0.33 276:0.76 283:0.71 285:0.50 287:0.61 297:0.36 300:0.55\n0 1:0.74 9:0.80 12:0.37 17:0.40 21:0.47 27:0.68 28:0.62 30:0.45 32:0.72 34:0.26 36:0.71 37:0.35 39:0.68 43:0.31 55:0.59 66:0.27 69:0.67 70:0.25 81:0.65 91:0.12 96:0.69 98:0.18 108:0.51 114:0.80 120:0.55 123:0.66 124:0.61 126:0.54 127:0.14 129:0.59 131:0.96 133:0.47 135:0.54 140:0.45 144:0.57 145:0.56 146:0.24 147:0.30 149:0.27 150:0.71 151:0.51 153:0.48 154:0.23 155:0.67 157:0.61 159:0.27 161:0.67 162:0.86 163:0.89 164:0.55 166:0.94 167:0.63 172:0.10 173:0.52 175:0.75 176:0.73 177:0.05 179:0.67 181:0.97 182:0.61 187:0.39 192:0.59 195:0.91 201:0.74 202:0.36 208:0.64 212:0.61 215:0.63 216:0.63 220:0.96 222:0.35 227:0.96 229:0.61 231:0.90 232:0.98 235:0.60 241:0.47 242:0.82 243:0.46 244:0.61 245:0.40 246:0.61 247:0.12 248:0.50 253:0.61 255:0.79 256:0.45 257:0.65 259:0.21 260:0.55 265:0.15 266:0.17 267:0.28 268:0.46 271:0.33 276:0.18 277:0.69 285:0.62 287:0.61 290:0.80 297:0.36 300:0.18\n0 1:0.74 7:0.76 12:0.37 17:0.05 21:0.59 27:0.12 28:0.62 30:0.42 32:0.72 34:0.75 36:0.96 37:0.88 39:0.68 43:0.21 55:0.45 66:0.86 69:0.93 70:0.53 74:0.51 76:0.85 81:0.57 91:0.10 98:0.64 108:0.86 114:0.54 123:0.85 124:0.37 126:0.54 127:0.23 129:0.05 131:0.61 133:0.39 135:0.54 145:0.89 146:0.91 147:0.05 149:0.51 150:0.65 154:0.14 155:0.67 157:0.61 159:0.61 161:0.67 163:0.81 166:0.93 167:0.56 172:0.79 173:0.89 176:0.53 177:0.05 178:0.55 179:0.27 181:0.97 182:0.61 187:0.68 192:0.59 195:0.92 201:0.74 212:0.30 215:0.55 216:0.82 222:0.35 227:0.61 229:0.61 230:0.78 231:0.90 233:0.69 235:0.74 241:0.18 242:0.79 243:0.08 244:0.61 245:0.62 246:0.61 247:0.47 253:0.43 257:0.65 259:0.21 265:0.65 266:0.71 267:0.85 271:0.33 276:0.69 287:0.61 290:0.54 297:0.36 300:0.55\n0 7:0.76 12:0.37 21:0.13 27:0.38 28:0.62 30:0.67 32:0.72 34:0.56 36:0.99 37:0.59 39:0.68 43:0.35 55:0.84 66:0.51 69:0.55 70:0.39 74:0.42 81:0.76 91:0.65 98:0.76 108:0.81 120:0.92 123:0.80 124:0.56 126:0.32 127:0.64 129:0.05 131:0.89 133:0.39 135:0.96 140:0.45 145:0.79 146:0.82 147:0.85 149:0.62 150:0.56 151:0.70 153:0.69 154:0.26 157:0.61 159:0.74 161:0.67 162:0.79 163:0.92 164:0.88 166:0.84 167:0.54 172:0.65 173:0.39 177:0.38 179:0.52 181:0.97 182:0.61 187:0.87 190:0.77 195:0.89 202:0.82 212:0.23 215:0.84 216:0.93 220:0.62 222:0.35 227:0.91 229:0.61 230:0.79 231:0.84 233:0.76 235:0.12 241:0.12 242:0.79 243:0.44 244:0.61 245:0.84 246:0.61 247:0.47 248:0.88 253:0.37 256:0.86 259:0.21 260:0.92 265:0.76 266:0.75 267:0.96 268:0.86 271:0.33 276:0.68 277:0.69 283:0.82 285:0.50 287:0.61 297:0.36 300:0.33\n4 6:0.99 8:0.96 9:0.80 12:0.37 17:0.34 20:0.82 21:0.78 27:0.10 28:0.62 34:0.45 36:0.22 37:0.97 39:0.68 41:0.82 78:0.99 83:0.74 91:0.88 96:0.77 100:0.99 104:0.54 111:1.00 120:0.65 131:0.96 135:0.78 140:0.87 144:0.57 151:0.77 152:0.86 153:0.48 155:0.67 157:0.61 161:0.67 162:0.49 164:0.57 166:0.61 167:0.91 169:1.00 175:0.91 178:0.48 181:0.97 182:0.93 186:0.98 189:0.99 191:0.87 192:0.59 202:0.64 208:0.64 216:0.29 220:0.62 222:0.35 227:0.96 229:0.97 231:0.90 232:0.74 238:1.00 241:0.90 244:0.83 246:0.61 248:0.71 253:0.63 255:0.79 256:0.45 257:0.84 259:0.21 260:0.66 261:0.98 267:0.36 268:0.46 271:0.33 277:0.87 285:0.62 287:0.95\n1 1:0.74 7:0.81 11:0.64 12:0.37 17:0.28 21:0.71 27:0.35 28:0.62 30:0.76 32:0.80 34:0.97 36:0.30 37:0.62 39:0.68 43:0.83 60:0.87 66:0.36 69:0.66 70:0.29 74:0.80 77:0.70 81:0.50 83:0.85 85:0.85 91:0.40 98:0.12 101:0.74 108:0.50 114:0.68 121:0.90 122:0.43 123:0.48 124:0.69 126:0.54 127:0.15 129:0.59 131:0.61 133:0.64 135:0.47 144:0.57 145:0.49 146:0.22 147:0.28 149:0.75 150:0.66 154:0.80 155:0.67 157:0.88 158:0.87 159:0.34 161:0.67 165:0.69 166:0.93 167:0.62 172:0.21 173:0.48 176:0.73 177:0.38 178:0.55 179:0.49 181:0.97 182:0.93 187:0.87 192:0.59 195:0.91 201:0.74 204:0.89 208:0.64 212:0.23 215:0.48 216:0.62 222:0.35 227:0.61 229:0.61 230:0.87 231:0.89 233:0.76 235:0.88 241:0.43 242:0.73 243:0.51 245:0.45 246:0.93 247:0.30 253:0.65 259:0.21 265:0.13 266:0.38 267:0.95 271:0.33 276:0.25 279:0.86 282:0.88 283:0.71 287:0.61 290:0.68 297:0.36 299:0.88 300:0.25\n1 1:0.74 11:0.64 12:0.37 17:0.38 21:0.78 27:0.45 28:0.62 30:0.95 32:0.80 34:0.80 36:0.18 37:0.50 39:0.68 43:0.82 66:0.54 69:0.72 74:0.56 77:0.70 81:0.40 83:0.71 85:0.72 91:0.17 98:0.08 101:0.71 108:0.55 114:0.63 123:0.53 126:0.54 127:0.06 129:0.05 131:0.61 135:0.91 144:0.57 145:0.70 146:0.13 147:0.18 149:0.46 150:0.61 154:0.77 155:0.67 157:0.79 159:0.08 161:0.67 165:0.63 166:0.93 167:0.62 172:0.10 173:0.65 176:0.73 177:0.38 178:0.55 179:0.08 181:0.97 182:0.92 187:0.68 192:0.59 195:0.80 201:0.74 215:0.43 216:0.77 222:0.35 227:0.61 229:0.61 231:0.89 235:1.00 241:0.44 243:0.63 246:0.93 253:0.53 259:0.21 265:0.09 267:0.28 271:0.33 282:0.88 287:0.61 290:0.63 297:0.36 299:0.88 300:0.08\n0 12:0.37 17:0.49 21:0.78 27:0.45 28:0.62 30:0.91 34:0.79 36:0.17 37:0.50 39:0.68 43:0.26 55:0.59 66:0.69 69:0.79 70:0.13 74:0.52 91:0.20 98:0.21 108:0.63 122:0.51 123:0.61 127:0.10 129:0.05 131:0.61 135:0.89 145:0.47 146:0.32 147:0.39 149:0.26 154:0.19 157:0.61 159:0.13 161:0.67 166:0.61 167:0.56 172:0.21 173:0.75 177:0.38 178:0.55 179:0.24 181:0.97 182:0.61 187:0.68 212:0.61 216:0.77 222:0.35 227:0.61 229:0.61 231:0.69 235:0.74 241:0.21 242:0.63 243:0.73 244:0.61 246:0.61 247:0.30 253:0.43 259:0.21 265:0.23 266:0.17 267:0.52 271:0.33 276:0.23 287:0.61 300:0.13\n0 7:0.76 8:0.61 12:0.37 17:0.75 21:0.13 27:0.63 28:0.62 30:0.54 32:0.72 34:1.00 36:0.38 37:0.69 39:0.68 43:0.21 55:0.59 66:0.88 69:0.91 70:0.42 74:0.49 81:0.76 91:0.35 98:0.62 104:0.88 106:0.81 108:0.81 123:0.80 126:0.32 127:0.18 129:0.05 131:0.61 135:0.94 145:0.44 146:0.86 147:0.88 149:0.39 150:0.56 154:0.30 157:0.61 159:0.43 161:0.67 163:0.81 166:0.84 167:0.59 172:0.67 173:0.87 177:0.38 178:0.55 179:0.32 181:0.97 182:0.61 187:0.39 195:0.87 206:0.81 212:0.30 215:0.84 216:0.24 222:0.35 227:0.61 229:0.61 230:0.78 231:0.87 233:0.69 235:0.12 241:0.32 242:0.59 243:0.89 246:0.61 247:0.55 253:0.41 254:0.93 259:0.21 265:0.63 266:0.63 267:0.65 271:0.33 276:0.56 287:0.61 297:0.36 300:0.33\n0 12:0.37 17:0.84 21:0.59 27:0.72 28:0.62 30:0.68 39:0.68 43:0.24 55:0.96 66:0.32 69:0.93 70:0.31 74:0.46 81:0.33 91:0.65 96:0.77 98:0.33 108:0.85 114:0.54 120:0.69 123:0.84 124:0.83 126:0.32 127:0.41 129:0.05 131:0.96 133:0.82 140:0.45 146:0.63 147:0.05 149:0.26 150:0.30 151:0.66 153:0.48 154:0.17 157:0.61 158:0.82 159:0.74 161:0.67 162:0.82 163:0.94 164:0.55 166:0.77 167:0.86 172:0.21 173:0.88 176:0.53 177:0.05 179:0.86 181:0.97 182:0.61 190:0.77 202:0.58 212:0.19 216:0.04 220:0.74 222:0.35 227:0.96 229:0.61 231:0.90 232:0.74 235:0.68 241:0.78 242:0.63 243:0.19 244:0.61 245:0.43 246:0.61 247:0.39 248:0.68 253:0.61 256:0.64 257:0.65 259:0.21 260:0.69 265:0.36 266:0.47 268:0.64 271:0.33 276:0.34 285:0.62 287:0.61 290:0.54 300:0.25\n0 7:0.76 12:0.37 17:0.59 21:0.22 27:0.34 28:0.62 30:0.45 32:0.72 34:0.86 36:0.65 37:0.46 39:0.68 43:0.32 55:0.59 66:0.75 69:0.64 70:0.43 74:0.37 81:0.68 91:0.07 98:0.59 104:0.86 106:0.81 108:0.49 123:0.47 124:0.39 126:0.32 127:0.22 129:0.05 131:0.61 133:0.39 135:0.91 145:0.59 146:0.71 147:0.75 149:0.48 150:0.49 154:0.62 157:0.61 159:0.38 161:0.67 163:0.90 166:0.84 167:0.58 172:0.54 173:0.60 177:0.38 178:0.55 179:0.54 181:0.97 182:0.61 187:0.87 195:0.75 206:0.81 212:0.36 215:0.79 216:0.53 222:0.35 227:0.61 229:0.61 230:0.78 231:0.82 233:0.69 235:0.22 241:0.30 242:0.77 243:0.77 245:0.50 246:0.61 247:0.39 253:0.34 254:0.96 259:0.21 265:0.60 266:0.54 267:0.23 271:0.33 276:0.46 287:0.61 297:0.36 300:0.33\n1 1:0.74 6:0.79 9:0.80 11:0.64 12:0.37 17:0.51 20:0.81 21:0.05 27:0.38 28:0.62 30:0.30 32:0.72 34:0.29 36:0.73 37:0.63 39:0.68 41:0.82 43:0.83 55:0.92 66:0.62 69:0.65 70:0.82 74:0.48 78:0.80 81:0.90 83:0.79 85:0.72 91:0.11 96:0.77 98:0.81 100:0.80 101:0.69 104:0.88 106:0.81 108:0.75 111:0.79 114:0.95 117:0.86 120:0.65 123:0.73 124:0.55 126:0.54 127:0.61 129:0.59 131:0.96 133:0.64 135:0.61 140:0.45 144:0.57 145:0.41 146:0.70 147:0.74 149:0.76 150:0.95 151:0.77 152:0.82 153:0.48 154:0.78 155:0.67 157:0.78 159:0.82 161:0.67 162:0.86 164:0.57 165:0.90 166:0.94 167:0.49 169:0.78 172:0.84 173:0.42 176:0.73 177:0.38 179:0.31 181:0.97 182:0.94 186:0.81 187:0.68 192:0.59 195:0.93 201:0.74 202:0.36 206:0.81 208:0.64 212:0.47 215:0.91 216:0.72 220:0.62 222:0.35 227:0.96 229:0.97 231:0.91 232:0.82 235:0.12 242:0.80 243:0.32 245:0.87 246:0.94 247:0.55 248:0.71 253:0.79 255:0.79 256:0.45 259:0.21 260:0.66 261:0.81 265:0.81 266:0.75 267:0.95 268:0.46 271:0.33 276:0.82 285:0.62 287:0.95 290:0.95 297:0.36 300:0.84\n0 7:0.76 12:0.37 17:0.95 20:0.89 21:0.76 27:0.63 28:0.62 30:0.62 34:0.99 36:0.43 37:0.28 39:0.68 43:0.18 55:0.96 66:0.30 69:0.94 70:0.34 74:0.50 77:0.96 78:0.72 81:0.29 91:0.25 98:0.22 100:0.73 104:0.93 106:0.81 108:0.91 111:0.72 120:0.55 122:0.41 123:0.90 124:0.71 126:0.32 127:0.18 129:0.81 131:0.89 133:0.67 135:0.82 140:0.45 145:1.00 146:0.23 147:0.29 149:0.19 150:0.28 151:0.48 152:0.83 153:0.48 154:0.12 157:0.61 159:0.47 161:0.67 162:0.86 163:0.87 164:0.55 166:0.84 167:0.52 169:0.72 172:0.16 173:0.93 175:0.75 177:0.05 179:0.73 181:0.97 182:0.61 186:0.73 187:0.21 190:0.77 195:0.91 202:0.36 206:0.81 212:0.30 215:0.46 216:0.28 220:0.96 222:0.35 227:0.91 229:0.61 230:0.79 231:0.88 233:0.76 235:0.95 241:0.05 242:0.33 243:0.37 244:0.61 245:0.43 246:0.61 247:0.39 248:0.48 253:0.42 256:0.45 257:0.65 259:0.21 260:0.55 261:0.73 265:0.24 266:0.27 267:0.95 268:0.46 271:0.33 276:0.27 277:0.69 282:0.81 283:0.71 285:0.50 287:0.61 297:0.36 300:0.25\n1 12:0.37 17:0.53 21:0.05 27:0.58 28:0.62 30:0.54 34:0.18 36:0.46 37:0.35 39:0.68 43:0.34 55:0.59 66:0.95 69:0.59 70:0.57 74:0.66 81:0.84 91:0.12 98:0.95 104:0.80 106:0.81 108:0.45 123:0.43 126:0.32 127:0.64 129:0.05 131:0.61 135:0.66 146:0.95 147:0.96 149:0.75 150:0.64 154:0.61 157:0.61 158:0.82 159:0.63 161:0.67 166:0.84 167:0.57 172:0.88 173:0.51 177:0.38 178:0.55 179:0.35 181:0.97 182:0.61 187:0.21 206:0.81 212:0.70 215:0.91 216:0.86 222:0.35 227:0.61 229:0.61 231:0.87 235:0.05 241:0.24 242:0.80 243:0.95 246:0.61 247:0.47 253:0.50 254:0.96 259:0.21 265:0.95 266:0.38 267:0.36 271:0.33 276:0.80 283:0.82 287:0.61 297:0.36 300:0.55\n0 11:0.42 12:0.37 17:0.75 21:0.30 27:0.58 28:0.62 30:0.67 32:0.77 34:0.19 36:0.98 37:0.35 39:0.68 43:0.32 55:0.71 66:0.51 69:0.39 70:0.47 74:0.60 77:0.70 81:0.60 91:0.06 98:0.70 108:0.30 120:0.58 123:0.29 124:0.55 126:0.32 127:0.67 129:0.59 131:0.89 133:0.47 135:0.32 140:0.45 144:0.57 145:0.77 146:0.72 147:0.76 149:0.58 150:0.45 151:0.52 153:0.48 154:0.81 157:0.61 159:0.49 161:0.67 162:0.86 164:0.55 166:0.84 167:0.54 172:0.57 173:0.41 177:0.38 179:0.64 181:0.97 182:0.61 187:0.95 190:0.77 195:0.66 202:0.36 212:0.61 215:0.72 216:0.85 220:0.87 222:0.35 227:0.91 229:0.61 231:0.87 232:0.80 235:0.31 241:0.12 242:0.79 243:0.61 245:0.77 246:0.61 247:0.39 248:0.52 253:0.47 254:0.84 256:0.45 259:0.21 260:0.58 265:0.71 266:0.38 267:0.91 268:0.46 271:0.33 276:0.59 282:0.85 285:0.50 287:0.61 297:0.36 300:0.43\n0 12:0.37 17:0.20 20:0.77 21:0.30 27:0.15 28:0.62 30:0.76 34:0.39 36:0.70 37:0.56 39:0.68 43:0.39 55:0.92 66:0.64 69:0.43 70:0.21 74:0.42 78:0.72 81:0.60 91:0.64 98:0.81 100:0.73 104:0.91 106:0.81 108:0.54 111:0.72 120:0.63 123:0.52 124:0.42 126:0.32 127:0.53 129:0.59 131:0.89 133:0.47 135:0.90 140:0.45 146:0.05 147:0.05 149:0.38 150:0.45 151:0.59 152:0.75 153:0.72 154:0.29 157:0.61 159:0.36 161:0.67 162:0.67 163:0.94 164:0.63 166:0.84 167:0.68 169:0.72 172:0.32 173:0.52 175:0.75 177:0.05 179:0.91 181:0.97 182:0.61 186:0.73 187:0.68 190:0.77 202:0.53 206:0.81 212:0.52 215:0.72 216:0.86 220:0.74 222:0.35 227:0.91 229:0.61 231:0.83 235:0.31 241:0.57 242:0.78 243:0.21 244:0.61 245:0.43 246:0.61 247:0.30 248:0.57 253:0.37 256:0.45 257:0.65 259:0.21 260:0.64 261:0.73 265:0.81 266:0.27 267:0.52 268:0.57 271:0.33 276:0.32 277:0.69 285:0.50 287:0.61 297:0.36 300:0.18\n2 1:0.74 7:0.72 8:0.73 9:0.80 11:0.57 12:0.69 17:0.70 21:0.68 27:0.40 28:0.78 30:0.45 32:0.69 34:0.88 36:0.53 37:0.54 39:0.50 43:0.63 60:0.99 66:0.07 69:0.73 70:0.81 74:0.77 76:0.85 77:0.89 81:0.42 83:0.91 85:0.96 91:0.37 96:0.79 98:0.25 101:0.87 104:0.94 106:0.81 108:0.89 114:0.55 117:0.86 120:0.78 121:0.90 122:0.57 123:0.86 124:0.93 126:0.54 127:0.60 129:0.96 133:0.93 135:0.88 140:0.80 145:0.76 146:0.13 147:0.18 149:0.76 150:0.71 151:0.70 153:0.86 154:0.53 155:0.67 158:0.78 159:0.78 161:0.90 162:0.86 164:0.82 165:0.93 167:0.67 172:0.54 173:0.55 176:0.66 177:0.38 179:0.36 181:0.48 187:0.21 190:0.77 192:0.59 195:0.92 201:0.74 202:0.75 204:0.89 206:0.81 208:0.64 212:0.56 215:0.37 216:0.80 220:0.62 222:0.60 230:0.74 232:0.96 233:0.73 235:0.95 241:0.47 242:0.43 243:0.11 244:0.61 245:0.76 247:0.67 248:0.70 253:0.76 255:0.79 256:0.81 259:0.21 260:0.72 265:0.24 266:0.84 267:0.96 268:0.83 271:0.18 276:0.77 279:0.86 282:0.77 283:0.78 285:0.62 290:0.55 297:0.36 299:0.97 300:0.70\n1 9:0.80 11:0.57 12:0.69 17:0.47 21:0.78 27:0.27 28:0.78 30:0.41 34:0.89 36:0.91 37:0.83 39:0.50 41:0.82 43:0.63 55:0.92 60:0.87 66:0.86 69:0.71 70:0.57 74:0.60 83:0.91 85:0.85 91:0.18 96:0.70 98:0.84 101:0.87 108:0.54 120:0.57 123:0.52 127:0.34 129:0.05 135:0.68 140:0.45 146:0.85 147:0.88 149:0.58 151:0.53 153:0.46 154:0.53 155:0.67 158:0.78 159:0.42 161:0.90 162:0.62 164:0.53 167:0.67 172:0.59 173:0.73 177:0.38 179:0.65 181:0.48 187:0.95 190:0.77 191:0.73 192:0.59 202:0.49 208:0.64 212:0.30 216:0.66 220:0.82 222:0.60 235:0.31 241:0.46 242:0.45 243:0.86 244:0.61 247:0.55 248:0.52 253:0.43 255:0.79 256:0.45 259:0.21 260:0.57 265:0.84 266:0.63 267:0.36 268:0.45 271:0.18 276:0.48 279:0.86 283:0.78 285:0.62 300:0.43\n3 1:0.74 6:0.97 8:0.89 9:0.80 12:0.69 17:0.64 20:0.87 21:0.68 27:0.09 28:0.78 30:0.89 32:0.64 34:0.88 36:0.67 37:0.89 39:0.50 41:0.88 43:0.18 55:0.59 66:0.47 69:0.27 70:0.20 78:0.80 81:0.35 83:0.91 91:0.58 96:0.68 98:0.31 100:0.86 104:0.58 108:0.74 111:0.81 114:0.55 120:0.78 123:0.72 124:0.65 126:0.54 127:0.64 129:0.81 133:0.67 135:0.58 140:0.96 145:0.61 146:0.05 147:0.05 149:0.15 150:0.62 151:0.48 152:0.98 153:0.72 154:0.12 155:0.67 159:0.41 161:0.90 162:0.54 164:0.70 167:0.82 169:0.97 172:0.21 173:0.36 175:0.75 176:0.66 177:0.05 178:0.42 179:0.94 181:0.48 186:0.81 187:0.21 190:0.89 191:0.83 192:0.59 195:0.63 201:0.74 202:0.74 208:0.64 212:0.30 215:0.37 216:0.52 222:0.60 235:0.84 241:0.74 242:0.82 243:0.23 244:0.83 245:0.42 247:0.12 248:0.48 253:0.38 255:0.79 256:0.71 257:0.65 259:0.21 260:0.70 261:0.98 265:0.33 266:0.27 267:0.23 268:0.71 271:0.18 276:0.24 277:0.69 285:0.62 290:0.55 297:0.36 300:0.18\n2 1:0.74 8:0.86 9:0.80 11:0.57 12:0.69 17:0.83 20:0.88 21:0.22 27:0.07 28:0.78 30:0.17 34:0.70 36:0.57 37:0.88 39:0.50 41:0.88 43:0.62 55:0.96 60:0.95 66:0.13 69:0.74 70:0.95 74:0.45 78:0.80 81:0.70 83:0.91 85:0.80 91:0.14 96:0.72 98:0.18 100:0.73 101:0.87 108:0.72 111:0.78 114:0.67 120:0.81 123:0.70 124:0.97 126:0.54 127:0.42 129:0.59 133:0.96 135:0.98 140:0.80 146:0.13 147:0.18 149:0.39 150:0.83 151:0.59 152:0.83 153:0.69 154:0.52 155:0.67 158:0.78 159:0.95 161:0.90 162:0.86 163:0.81 164:0.71 165:0.93 167:0.66 169:0.72 172:0.37 173:0.25 176:0.66 177:0.38 179:0.46 181:0.48 186:0.80 187:0.68 190:0.89 191:0.70 192:0.59 201:0.74 202:0.62 208:0.64 212:0.12 215:0.51 216:0.81 222:0.60 235:0.31 241:0.44 242:0.78 243:0.14 244:0.61 245:0.58 247:0.39 248:0.58 253:0.54 255:0.79 256:0.81 259:0.21 260:0.75 261:0.81 265:0.19 266:0.96 267:0.36 268:0.70 271:0.18 276:0.66 277:0.69 279:0.86 283:0.82 285:0.62 290:0.67 297:0.36 300:0.84\n0 7:0.66 9:0.80 12:0.69 17:0.64 21:0.68 27:0.26 28:0.78 30:0.54 32:0.68 34:0.96 36:0.97 37:0.87 39:0.50 43:0.14 55:0.71 66:0.63 69:0.25 70:0.71 74:0.70 77:0.89 81:0.24 91:0.38 96:0.71 98:0.81 104:0.96 106:0.81 108:0.61 117:0.86 120:0.65 122:0.67 123:0.59 124:0.47 126:0.32 127:0.64 129:0.59 133:0.47 135:0.81 140:0.92 145:0.95 146:0.36 147:0.43 149:0.21 150:0.24 151:0.48 153:0.71 154:0.60 155:0.67 158:0.74 159:0.48 161:0.90 162:0.60 164:0.66 167:0.82 172:0.59 173:0.30 177:0.38 179:0.67 181:0.48 187:0.39 190:0.89 192:0.59 195:0.68 202:0.70 206:0.81 208:0.64 212:0.41 215:0.37 216:0.53 220:0.82 222:0.60 230:0.69 232:0.76 233:0.73 235:0.80 241:0.74 242:0.44 243:0.31 244:0.61 245:0.71 247:0.60 248:0.48 253:0.46 254:0.80 255:0.79 256:0.68 259:0.21 260:0.62 265:0.81 266:0.54 267:0.36 268:0.70 271:0.18 276:0.55 282:0.77 283:0.78 285:0.62 297:0.36 300:0.55\n1 1:0.74 6:0.98 7:0.72 8:0.78 11:0.57 12:0.69 17:0.49 20:0.87 21:0.68 27:0.27 28:0.78 30:0.13 32:0.64 34:0.74 36:0.96 37:0.56 39:0.50 43:0.65 55:0.84 60:0.97 66:0.69 69:0.59 70:0.89 74:0.74 78:0.92 81:0.37 83:0.91 85:0.91 91:0.22 98:0.78 100:0.91 101:0.87 104:0.98 108:0.45 111:0.90 114:0.55 121:0.90 122:0.43 123:0.43 124:0.46 126:0.54 127:0.63 129:0.59 133:0.64 135:0.85 145:0.86 146:0.89 147:0.91 149:0.69 150:0.63 152:0.82 154:0.56 155:0.67 158:0.78 159:0.65 161:0.90 163:0.81 167:0.52 169:0.89 172:0.79 173:0.50 176:0.66 177:0.38 178:0.55 179:0.43 181:0.48 186:0.91 187:0.87 189:0.99 192:0.59 195:0.80 201:0.74 202:0.36 204:0.89 208:0.64 212:0.37 215:0.37 216:0.44 222:0.60 230:0.74 233:0.73 235:0.95 238:0.91 242:0.33 243:0.73 244:0.61 245:0.76 247:0.60 253:0.43 259:0.21 261:0.90 265:0.78 266:0.63 267:0.36 271:0.18 276:0.72 279:0.86 283:0.78 290:0.55 297:0.36 300:0.70\n1 12:0.69 17:0.47 21:0.47 27:0.45 28:0.78 30:0.60 34:0.78 36:0.21 37:0.50 39:0.50 43:0.13 55:0.92 66:0.44 69:0.80 70:0.44 74:0.35 81:0.30 91:0.17 98:0.42 108:0.64 123:0.62 124:0.67 126:0.32 127:0.24 129:0.05 133:0.62 135:0.88 145:0.52 146:0.66 147:0.05 149:0.20 150:0.28 154:0.46 159:0.52 161:0.90 163:0.75 167:0.65 172:0.41 173:0.72 177:0.05 178:0.55 179:0.55 181:0.48 187:0.68 212:0.19 215:0.41 216:0.77 222:0.60 235:0.52 241:0.39 242:0.77 243:0.13 244:0.61 245:0.60 247:0.39 253:0.29 254:0.86 257:0.65 259:0.21 265:0.44 266:0.63 267:0.28 271:0.18 276:0.49 297:0.36 300:0.33\n2 1:0.74 8:0.92 9:0.80 12:0.69 17:0.67 21:0.68 27:0.09 28:0.78 30:0.62 32:0.64 34:0.82 36:0.94 37:0.89 39:0.50 43:0.18 55:0.59 66:0.61 69:0.27 70:0.23 81:0.35 91:0.62 96:0.67 98:0.36 104:0.58 108:0.77 114:0.55 120:0.53 123:0.75 124:0.43 126:0.54 127:0.61 129:0.59 133:0.47 135:0.54 140:0.93 145:0.61 146:0.05 147:0.05 149:0.14 150:0.62 151:0.46 153:0.48 154:0.12 155:0.67 159:0.47 161:0.90 162:0.47 164:0.54 167:0.83 172:0.27 173:0.31 175:0.75 176:0.66 177:0.05 178:0.52 179:0.94 181:0.48 187:0.21 190:0.77 191:0.75 192:0.59 195:0.67 201:0.74 202:0.76 208:0.64 212:0.61 215:0.37 216:0.52 220:0.99 222:0.60 235:0.84 241:0.74 242:0.82 243:0.23 244:0.83 245:0.42 247:0.12 248:0.46 253:0.37 255:0.79 256:0.45 257:0.65 259:0.21 260:0.53 265:0.38 266:0.23 267:0.87 268:0.46 271:0.18 276:0.17 277:0.69 285:0.62 290:0.55 297:0.36 300:0.18\n2 7:0.72 8:0.73 11:0.57 12:0.69 17:0.90 20:0.90 21:0.64 27:0.30 28:0.78 30:0.36 32:0.69 34:0.97 36:0.90 37:0.84 39:0.50 43:0.23 55:0.71 66:0.30 69:0.84 70:0.73 74:0.58 77:0.70 78:0.83 81:0.25 85:0.72 91:0.17 98:0.52 100:0.86 101:0.87 104:0.86 106:0.81 108:0.70 111:0.82 117:0.86 121:0.97 123:0.68 124:0.89 126:0.32 127:0.72 129:0.81 133:0.89 135:0.65 145:0.98 146:0.82 147:0.65 149:0.37 150:0.25 152:0.85 154:0.45 155:0.67 159:0.79 161:0.90 167:0.60 169:0.83 172:0.59 173:0.73 177:0.05 178:0.55 179:0.47 181:0.48 186:0.83 187:0.39 192:0.59 195:0.91 204:0.89 206:0.81 208:0.64 212:0.19 215:0.38 216:0.32 222:0.60 230:0.75 232:0.91 233:0.76 235:0.74 241:0.21 242:0.75 243:0.28 244:0.61 245:0.72 247:0.60 253:0.38 257:0.65 259:0.21 261:0.86 265:0.53 266:0.84 267:0.28 271:0.18 276:0.71 282:0.77 297:0.36 300:0.70\n2 9:0.80 11:0.57 12:0.69 17:0.69 21:0.30 27:0.08 28:0.78 30:0.45 34:0.80 36:0.97 37:0.85 39:0.50 43:0.58 55:0.96 66:0.30 69:0.83 70:0.61 74:0.55 81:0.36 85:0.80 91:0.63 96:0.78 98:0.36 101:0.87 108:0.68 114:0.63 120:0.67 123:0.66 124:0.87 126:0.32 127:0.74 129:0.05 133:0.87 135:0.77 140:0.87 145:0.77 146:0.53 147:0.44 149:0.43 150:0.32 151:0.60 153:0.46 154:0.47 155:0.67 159:0.67 161:0.90 162:0.63 163:0.93 164:0.78 167:0.80 172:0.32 173:0.80 176:0.61 177:0.05 178:0.42 179:0.79 181:0.48 187:0.39 190:0.77 192:0.59 202:0.78 208:0.64 212:0.22 216:0.67 220:0.82 222:0.60 235:0.31 241:0.72 242:0.22 243:0.31 244:0.61 245:0.50 247:0.60 248:0.68 253:0.64 255:0.79 256:0.81 257:0.65 259:0.21 260:0.65 265:0.38 266:0.75 267:0.73 268:0.79 271:0.18 276:0.46 285:0.62 290:0.63 300:0.43\n2 7:0.66 8:0.83 9:0.80 12:0.69 17:0.49 20:0.96 21:0.40 27:0.21 28:0.78 30:0.37 34:0.52 36:0.97 37:0.74 39:0.50 43:0.18 55:0.84 60:0.95 66:0.51 69:0.15 70:0.70 74:0.60 78:0.83 81:0.34 83:0.91 91:0.62 96:0.78 98:0.73 100:0.85 104:0.89 106:0.81 108:0.12 111:0.83 120:0.87 123:0.12 124:0.56 126:0.32 127:0.47 129:0.05 133:0.39 135:0.24 140:0.96 146:0.92 147:0.94 149:0.32 150:0.31 151:0.64 152:0.92 153:0.82 154:0.46 155:0.67 158:0.78 159:0.73 161:0.90 162:0.78 164:0.85 167:0.61 169:0.83 172:0.73 173:0.12 177:0.38 179:0.38 181:0.48 186:0.83 187:0.39 190:0.89 191:0.73 192:0.59 202:0.83 206:0.81 208:0.64 212:0.22 215:0.42 216:0.95 220:0.62 222:0.60 230:0.69 233:0.73 235:0.42 241:0.24 242:0.70 243:0.61 244:0.61 245:0.89 247:0.60 248:0.68 253:0.64 254:0.74 255:0.79 256:0.85 259:0.21 260:0.81 261:0.87 265:0.73 266:0.80 267:0.84 268:0.87 271:0.18 276:0.74 279:0.86 283:0.82 285:0.62 297:0.36 300:0.70\n3 1:0.74 8:0.84 9:0.80 12:0.69 17:0.93 21:0.68 27:0.09 28:0.78 30:0.58 32:0.64 34:0.87 36:0.68 37:0.89 39:0.50 43:0.18 55:0.71 66:0.80 69:0.27 70:0.33 81:0.35 91:0.66 96:0.72 98:0.91 104:0.58 108:0.21 114:0.55 120:0.75 123:0.20 126:0.54 127:0.51 129:0.05 135:0.58 140:0.45 145:0.80 146:0.76 147:0.80 149:0.21 150:0.62 151:0.56 153:0.48 154:0.12 155:0.67 159:0.32 161:0.90 162:0.84 163:0.81 164:0.81 167:0.81 172:0.45 173:0.42 175:0.75 176:0.66 177:0.05 179:0.86 181:0.48 187:0.21 190:0.89 191:0.70 192:0.59 195:0.59 201:0.74 202:0.75 208:0.64 212:0.55 215:0.37 216:0.52 220:0.99 222:0.60 235:0.84 241:0.73 242:0.82 243:0.82 244:0.83 247:0.12 248:0.58 253:0.47 255:0.79 256:0.79 257:0.65 259:0.21 260:0.68 265:0.91 266:0.27 267:0.96 268:0.82 271:0.18 276:0.37 277:0.69 285:0.62 290:0.55 297:0.36 300:0.25\n2 7:0.72 8:0.83 11:0.57 12:0.69 17:0.62 20:0.88 21:0.30 27:0.12 28:0.78 30:0.32 32:0.64 34:0.69 36:0.97 37:0.85 39:0.50 43:0.65 55:0.84 66:0.45 69:0.59 70:0.88 74:0.45 78:0.81 81:0.39 85:0.72 91:0.48 98:0.63 100:0.88 101:0.87 104:0.84 106:0.81 108:0.67 111:0.83 117:0.86 120:0.77 121:0.90 123:0.64 124:0.66 126:0.32 127:0.52 129:0.05 133:0.62 135:0.95 140:0.45 145:0.59 146:0.44 147:0.51 149:0.43 150:0.34 151:0.64 152:0.83 153:0.82 154:0.54 155:0.67 159:0.60 161:0.90 162:0.82 164:0.66 167:0.68 169:0.86 172:0.51 173:0.51 177:0.38 179:0.62 181:0.48 186:0.82 187:0.39 190:0.89 191:0.70 192:0.59 195:0.79 202:0.63 204:0.89 206:0.81 208:0.64 212:0.30 215:0.44 216:0.66 222:0.60 230:0.75 232:0.82 233:0.76 235:0.31 241:0.50 242:0.79 243:0.43 244:0.61 245:0.68 247:0.39 248:0.62 253:0.33 256:0.64 259:0.21 260:0.69 261:0.85 265:0.64 266:0.71 267:0.59 268:0.69 271:0.18 276:0.55 277:0.69 283:0.82 285:0.50 297:0.36 300:0.70\n0 7:0.66 12:0.69 17:0.67 21:0.68 27:0.26 28:0.78 30:0.30 32:0.68 34:0.93 36:0.80 37:0.87 39:0.50 43:0.11 55:0.59 66:0.77 69:0.85 70:0.65 74:0.62 77:0.96 81:0.24 91:0.37 96:0.67 98:0.79 104:0.86 106:0.81 108:0.71 122:0.43 123:0.69 124:0.39 126:0.32 127:0.37 129:0.05 133:0.39 135:0.79 140:0.45 145:0.97 146:0.86 147:0.30 149:0.18 150:0.24 151:0.46 153:0.48 154:0.29 158:0.74 159:0.50 161:0.90 162:0.86 167:0.74 172:0.71 173:0.86 177:0.05 179:0.49 181:0.48 187:0.39 190:0.89 195:0.75 202:0.36 206:0.81 212:0.42 215:0.37 216:0.53 220:0.99 222:0.60 230:0.69 232:0.76 233:0.73 235:0.80 241:0.64 242:0.32 243:0.16 244:0.61 245:0.67 247:0.67 248:0.46 253:0.39 254:0.80 256:0.45 257:0.65 259:0.21 265:0.79 266:0.63 267:0.52 268:0.46 271:0.18 276:0.63 282:0.77 285:0.50 297:0.36 300:0.43\n1 11:0.57 12:0.69 17:0.64 21:0.78 27:0.45 28:0.78 30:0.45 34:0.85 36:0.27 37:0.50 39:0.50 43:0.61 66:0.27 69:0.77 70:0.25 74:0.37 85:0.72 91:0.04 98:0.07 101:0.87 108:0.61 122:0.51 123:0.58 124:0.72 127:0.35 129:0.05 133:0.62 135:0.78 145:0.50 146:0.13 147:0.18 149:0.30 154:0.50 159:0.74 161:0.90 163:0.90 167:0.72 172:0.10 173:0.60 177:0.38 178:0.55 179:0.96 181:0.48 187:0.68 212:0.61 216:0.77 222:0.60 235:0.68 241:0.61 242:0.63 243:0.46 244:0.61 245:0.38 247:0.30 253:0.30 259:0.21 265:0.07 266:0.17 267:0.28 271:0.18 276:0.19 300:0.18\n3 1:0.74 8:0.75 9:0.80 12:0.69 17:0.70 21:0.68 27:0.09 28:0.78 30:0.76 32:0.64 34:0.92 36:0.79 37:0.89 39:0.50 43:0.18 55:0.59 66:0.54 69:0.27 70:0.22 81:0.35 91:0.67 96:0.67 98:0.56 104:0.58 108:0.65 114:0.55 120:0.53 123:0.63 124:0.45 126:0.54 127:0.51 129:0.59 133:0.47 135:0.44 140:0.87 145:0.61 146:0.05 147:0.05 149:0.14 150:0.62 151:0.46 153:0.48 154:0.12 155:0.67 159:0.36 161:0.90 162:0.50 163:0.89 164:0.54 167:0.78 172:0.21 173:0.39 175:0.75 176:0.66 177:0.05 178:0.48 179:0.96 181:0.48 187:0.21 190:0.77 191:0.70 192:0.59 195:0.61 201:0.74 202:0.63 208:0.64 212:0.42 215:0.37 216:0.52 220:0.97 222:0.60 235:0.84 241:0.71 242:0.82 243:0.26 244:0.83 245:0.40 247:0.12 248:0.46 253:0.37 255:0.79 256:0.45 257:0.65 259:0.21 260:0.53 265:0.57 266:0.23 267:0.23 268:0.46 271:0.18 276:0.21 277:0.69 285:0.62 290:0.55 297:0.36 300:0.18\n1 6:0.84 8:0.61 9:0.80 12:0.69 17:0.69 20:0.99 21:0.47 27:0.20 28:0.78 30:0.21 34:0.64 36:1.00 37:0.48 39:0.50 41:0.88 43:0.18 55:0.92 66:0.85 69:0.27 70:0.69 74:0.45 78:0.87 81:0.30 83:0.91 91:0.79 96:0.79 98:0.87 100:0.85 104:0.84 106:0.81 108:0.21 111:0.85 120:0.92 123:0.20 126:0.32 127:0.39 129:0.05 135:0.66 140:0.93 146:0.83 147:0.86 149:0.20 150:0.28 151:0.64 152:0.90 153:0.90 154:0.53 155:0.67 159:0.39 161:0.90 162:0.85 163:0.81 164:0.89 167:0.81 169:0.83 172:0.57 173:0.33 177:0.38 179:0.71 181:0.48 186:0.87 187:0.21 189:0.86 190:0.89 191:0.84 192:0.59 202:0.86 206:0.81 208:0.64 212:0.36 215:0.41 216:0.44 222:0.60 235:0.52 238:0.87 241:0.73 242:0.52 243:0.86 244:0.61 247:0.47 248:0.72 253:0.65 254:0.74 255:0.79 256:0.90 259:0.21 260:0.88 261:0.89 265:0.87 266:0.47 267:0.88 268:0.91 271:0.18 276:0.46 283:0.78 285:0.62 297:0.36 300:0.43\n4 1:0.74 6:0.97 7:0.66 8:0.97 9:0.80 12:0.69 17:0.73 20:0.99 21:0.40 27:0.09 28:0.78 30:0.91 32:0.68 34:0.67 36:0.53 37:0.89 39:0.50 41:0.97 43:0.18 55:0.59 60:0.87 66:0.69 69:0.17 70:0.13 74:0.46 77:0.70 78:0.95 81:0.51 83:0.91 91:0.95 96:0.94 98:0.86 100:0.99 104:0.58 108:0.14 111:0.99 114:0.61 120:0.96 123:0.13 126:0.54 127:0.37 129:0.05 135:0.44 140:0.90 145:0.77 146:0.38 147:0.45 149:0.15 150:0.68 151:0.91 152:0.98 153:0.96 154:0.12 155:0.67 158:0.78 159:0.15 161:0.90 162:0.75 163:0.81 164:0.94 167:0.95 169:0.97 172:0.21 173:0.64 175:0.75 176:0.66 177:0.05 179:0.96 181:0.48 186:0.94 189:0.98 190:0.77 191:0.93 192:0.59 195:0.53 201:0.74 202:0.93 208:0.64 212:0.61 215:0.42 216:0.52 222:0.60 230:0.69 233:0.73 235:0.52 238:0.99 241:0.96 242:0.82 243:0.73 244:0.83 247:0.12 248:0.91 253:0.88 255:0.79 256:0.95 257:0.65 259:0.21 260:0.94 261:0.98 265:0.86 266:0.17 267:0.84 268:0.95 271:0.18 276:0.22 277:0.69 279:0.86 282:0.77 283:0.82 285:0.62 290:0.61 297:0.36 300:0.13\n0 8:0.79 9:0.80 12:0.69 17:0.03 20:0.80 21:0.22 27:0.26 28:0.78 30:0.76 34:0.75 36:0.61 37:0.87 39:0.50 43:0.10 55:0.59 66:0.77 69:0.81 70:0.21 74:0.42 78:0.72 81:0.42 91:0.61 96:0.68 98:0.70 100:0.89 104:0.86 106:0.81 108:0.65 111:0.81 114:0.66 120:0.55 122:0.51 123:0.63 126:0.32 127:0.21 129:0.05 135:0.65 140:0.45 146:0.65 147:0.70 149:0.11 150:0.35 151:0.48 152:0.85 153:0.48 154:0.25 155:0.67 159:0.25 161:0.90 162:0.86 164:0.54 167:0.74 169:0.80 172:0.37 173:0.90 176:0.61 177:0.38 179:0.75 181:0.48 186:0.73 187:0.39 190:0.77 192:0.59 202:0.36 206:0.81 208:0.64 212:0.23 216:0.53 220:0.91 222:0.60 232:0.76 235:0.22 241:0.64 242:0.55 243:0.79 244:0.61 247:0.39 248:0.48 253:0.49 254:0.95 255:0.79 256:0.45 259:0.21 260:0.54 261:0.80 265:0.70 266:0.38 267:0.44 268:0.46 271:0.18 276:0.31 285:0.62 290:0.66 300:0.18\n2 7:0.66 8:0.83 9:0.80 12:0.69 17:0.53 20:0.96 21:0.40 27:0.21 28:0.78 30:0.17 34:0.63 36:0.96 37:0.74 39:0.50 43:0.18 55:0.59 60:0.95 66:0.45 69:0.71 70:0.80 74:0.60 78:0.83 81:0.34 83:0.91 91:0.64 96:0.78 98:0.68 100:0.85 104:0.89 106:0.81 108:0.54 111:0.83 120:0.87 123:0.52 124:0.67 126:0.32 127:0.47 129:0.05 133:0.62 135:0.19 140:0.96 146:0.89 147:0.34 149:0.30 150:0.31 151:0.64 152:0.92 153:0.82 154:0.46 155:0.67 158:0.78 159:0.71 161:0.90 162:0.78 164:0.85 167:0.69 169:0.83 172:0.67 173:0.58 177:0.05 179:0.41 181:0.48 186:0.83 187:0.39 190:0.89 191:0.73 192:0.59 202:0.83 206:0.81 208:0.64 212:0.23 215:0.42 216:0.95 220:0.62 222:0.60 230:0.69 233:0.73 235:0.42 241:0.53 242:0.62 243:0.17 244:0.61 245:0.82 247:0.60 248:0.68 253:0.65 254:0.74 255:0.79 256:0.85 257:0.65 259:0.21 260:0.81 261:0.87 265:0.69 266:0.75 267:0.79 268:0.87 271:0.18 276:0.72 279:0.86 283:0.82 285:0.62 297:0.36 300:0.70\n1 1:0.57 7:0.70 9:0.70 11:0.50 12:0.51 17:0.47 18:0.72 21:0.68 27:0.72 29:0.62 30:0.73 34:0.49 36:0.37 39:0.63 43:0.64 44:0.88 45:0.85 66:0.86 69:0.51 70:0.47 71:0.70 74:0.67 81:0.53 83:0.60 86:0.74 91:0.12 96:0.69 97:0.89 98:0.46 99:0.83 101:0.52 104:0.99 106:0.81 108:0.39 114:0.67 117:0.86 120:0.55 122:0.51 123:0.37 126:0.44 127:0.14 129:0.05 131:1.00 135:0.47 139:0.74 140:0.87 144:0.57 145:0.79 146:0.52 147:0.58 149:0.67 150:0.44 151:0.50 153:0.46 154:0.59 155:0.55 157:0.99 158:0.76 159:0.19 162:0.48 164:0.53 165:0.70 166:0.99 172:0.59 173:0.51 176:0.63 177:0.70 178:0.48 179:0.24 182:0.98 187:0.95 190:0.89 192:0.55 195:0.71 201:0.55 202:0.60 204:0.84 206:0.81 208:0.54 212:0.78 215:0.49 216:0.10 220:0.93 222:0.25 227:0.61 229:0.98 230:0.73 231:0.99 232:1.00 233:0.66 235:0.84 241:0.18 242:0.45 243:0.86 244:0.61 246:0.61 247:0.55 248:0.50 253:0.57 254:0.84 255:0.69 256:0.45 259:0.21 260:0.55 265:0.48 266:0.27 267:0.28 268:0.45 276:0.47 279:0.77 283:0.67 285:0.56 287:0.61 290:0.67 297:0.36 300:0.43\n1 1:0.57 9:0.72 11:0.50 12:0.51 17:0.22 18:0.68 21:0.68 27:0.49 29:0.62 30:0.75 32:0.67 34:0.58 36:0.23 37:0.38 39:0.63 43:0.62 45:0.93 66:0.35 69:0.62 70:0.54 71:0.70 74:0.73 77:0.96 81:0.53 83:0.60 86:0.67 91:0.64 96:0.76 97:0.99 98:0.51 99:0.83 101:0.52 104:0.84 106:0.81 108:0.47 114:0.67 117:0.86 120:0.65 122:0.51 123:0.45 124:0.77 126:0.44 127:0.43 129:0.59 131:1.00 133:0.77 135:0.81 139:0.65 140:0.45 144:0.57 145:1.00 146:0.75 147:0.79 149:0.81 150:0.44 151:0.66 153:0.48 154:0.51 155:0.57 157:0.99 158:0.76 159:0.66 162:0.75 164:0.80 165:0.70 166:0.99 172:0.61 173:0.48 176:0.63 177:0.70 179:0.42 182:0.99 187:0.87 190:0.89 192:0.57 195:0.85 201:0.55 202:0.72 206:0.81 208:0.54 212:0.52 215:0.49 216:0.88 220:0.91 222:0.25 227:0.61 229:1.00 231:0.99 232:0.91 235:0.84 241:0.52 242:0.55 243:0.51 244:0.83 245:0.77 246:0.61 247:0.47 248:0.69 253:0.77 255:0.71 256:0.77 260:0.65 265:0.53 266:0.84 267:0.76 268:0.76 276:0.68 279:0.82 282:0.75 283:0.67 285:0.56 287:0.61 290:0.67 297:0.36 300:0.55\n0 11:0.42 12:0.51 17:0.43 18:0.62 21:0.78 27:0.45 29:0.62 30:0.76 34:0.89 36:0.17 37:0.50 39:0.63 43:0.63 55:0.42 66:0.64 69:0.79 70:0.15 71:0.70 74:0.37 86:0.69 91:0.06 98:0.13 108:0.63 122:0.57 123:0.61 127:0.08 129:0.05 131:0.61 135:0.51 139:0.66 144:0.57 145:0.45 146:0.19 147:0.25 149:0.39 154:0.53 157:0.61 159:0.10 163:0.97 166:0.61 172:0.16 173:0.81 177:0.70 178:0.55 179:0.10 182:0.61 187:0.68 212:0.95 216:0.77 222:0.25 227:0.61 229:0.61 231:0.78 235:1.00 241:0.01 242:0.82 243:0.69 244:0.61 246:0.61 247:0.12 253:0.33 254:0.84 259:0.21 265:0.13 266:0.12 267:0.23 276:0.19 287:0.61 300:0.13\n1 1:0.58 11:0.64 12:0.51 17:0.79 18:0.71 21:0.77 22:0.93 27:0.66 29:0.62 30:0.76 34:0.79 36:0.63 37:0.49 39:0.63 43:0.67 47:0.93 64:0.77 66:0.54 69:0.73 70:0.15 71:0.70 74:0.38 81:0.67 83:0.91 85:0.72 86:0.72 91:0.17 98:0.37 101:0.87 104:1.00 106:0.81 108:0.56 114:0.63 117:0.86 122:0.57 123:0.53 124:0.45 126:0.54 127:0.18 129:0.05 131:0.61 133:0.37 135:0.63 139:0.70 144:0.57 146:0.41 147:0.48 149:0.43 150:0.46 154:0.56 155:0.47 157:0.85 159:0.24 163:0.75 165:0.93 166:0.99 172:0.21 173:0.77 176:0.70 177:0.70 178:0.55 179:0.79 182:0.97 187:0.87 192:0.45 201:0.57 206:0.81 208:0.64 212:0.42 215:0.44 216:0.35 222:0.25 227:0.61 229:0.61 231:0.99 232:1.00 235:0.99 241:0.30 242:0.45 243:0.63 244:0.61 245:0.40 246:0.61 247:0.35 253:0.48 259:0.21 262:0.93 265:0.39 266:0.23 267:0.65 276:0.22 287:0.61 290:0.63 297:0.36 300:0.13\n1 1:0.60 7:0.70 11:0.50 12:0.51 17:0.47 18:0.65 21:0.54 27:0.65 29:0.62 30:0.76 32:0.67 34:0.85 36:0.92 37:0.39 39:0.63 43:0.63 45:0.89 66:0.13 69:0.53 70:0.47 71:0.70 74:0.66 77:0.70 81:0.57 83:0.60 86:0.65 91:0.25 97:0.94 98:0.32 99:0.83 101:0.52 104:0.87 106:0.81 108:0.89 114:0.74 117:0.86 122:0.51 123:0.39 124:0.77 126:0.44 127:0.70 129:0.05 131:0.61 132:0.97 133:0.77 135:0.99 139:0.63 144:0.57 145:0.56 146:0.50 147:0.56 149:0.67 150:0.48 154:0.53 155:0.53 157:0.99 158:0.76 159:0.70 165:0.70 166:0.99 172:0.48 173:0.41 176:0.63 177:0.70 178:0.55 179:0.66 182:0.97 187:0.39 192:0.50 195:0.83 201:0.57 202:0.36 204:0.82 206:0.81 208:0.54 212:0.54 215:0.58 216:0.54 222:0.25 227:0.61 229:0.61 230:0.73 231:0.99 232:0.92 233:0.66 235:0.68 241:0.12 242:0.57 243:0.34 244:0.83 245:0.65 246:0.61 247:0.47 253:0.59 259:0.21 265:0.21 266:0.80 267:0.44 276:0.48 279:0.79 282:0.75 283:0.67 287:0.61 290:0.74 297:0.36 300:0.55\n1 1:0.67 9:0.72 11:0.50 12:0.51 17:0.47 18:0.69 21:0.40 22:0.93 27:0.20 29:0.62 30:0.62 34:0.52 36:0.51 37:0.47 39:0.63 43:0.62 45:0.81 47:0.93 64:0.77 66:0.36 69:0.27 70:0.69 71:0.70 74:0.59 81:0.74 83:0.60 86:0.74 91:0.04 96:0.74 97:0.89 98:0.24 99:0.83 101:0.52 104:0.97 106:0.81 108:0.21 114:0.82 117:0.86 120:0.62 122:0.51 123:0.20 124:0.68 126:0.54 127:0.37 129:0.05 131:1.00 133:0.60 135:0.78 139:0.77 140:0.45 144:0.57 146:0.34 147:0.41 149:0.49 150:0.67 151:0.66 153:0.48 154:0.64 155:0.58 157:0.98 158:0.81 159:0.53 162:0.86 164:0.56 165:0.70 166:0.99 172:0.32 173:0.23 176:0.70 177:0.70 179:0.76 182:0.98 187:0.68 190:0.89 192:0.57 201:0.66 202:0.36 206:0.81 208:0.64 212:0.42 215:0.67 216:0.73 219:0.94 220:0.74 222:0.25 227:0.61 229:0.99 231:0.99 232:0.98 235:0.68 241:0.07 242:0.45 243:0.51 244:0.61 245:0.54 246:0.61 247:0.55 248:0.63 253:0.69 254:0.86 255:0.71 256:0.45 259:0.21 260:0.63 262:0.93 265:0.26 266:0.54 267:0.28 268:0.46 276:0.34 279:0.81 283:0.65 285:0.56 287:0.61 290:0.82 292:0.86 297:0.36 300:0.55\n1 1:0.66 7:0.64 11:0.50 12:0.51 17:0.36 18:0.70 21:0.40 27:0.19 29:0.62 30:0.87 32:0.71 34:0.62 36:0.26 37:0.38 39:0.63 43:0.10 44:0.92 45:0.66 48:0.91 55:0.71 64:0.77 66:0.64 69:0.71 70:0.29 71:0.70 74:0.54 76:0.94 77:0.70 81:0.68 83:0.60 86:0.74 91:0.15 98:0.59 99:0.83 101:0.52 108:0.66 114:0.82 122:0.77 123:0.64 124:0.45 126:0.54 127:0.23 129:0.59 131:0.61 133:0.46 135:0.91 139:0.79 144:0.57 145:0.50 146:0.18 147:0.23 149:0.17 150:0.59 154:0.59 155:0.50 157:0.61 159:0.36 165:0.70 166:0.99 172:0.54 173:0.70 176:0.70 177:0.70 178:0.55 179:0.49 182:0.61 187:0.39 192:0.48 195:0.76 201:0.63 208:0.64 212:0.59 215:0.67 216:0.87 222:0.25 227:0.61 229:0.61 230:0.65 231:0.99 233:0.76 235:0.60 241:0.54 242:0.54 243:0.28 244:0.61 245:0.64 246:0.61 247:0.74 253:0.59 254:0.74 259:0.21 265:0.60 266:0.38 267:0.36 276:0.49 281:0.91 282:0.80 287:0.61 290:0.82 297:0.36 300:0.33\n1 11:0.50 12:0.51 17:0.57 18:0.74 21:0.13 27:0.32 29:0.62 30:0.33 34:0.58 36:0.86 37:0.48 39:0.63 43:0.61 45:0.73 64:0.77 66:0.45 69:0.79 70:0.49 71:0.70 74:0.48 81:0.30 83:0.60 86:0.71 91:0.18 97:0.89 98:0.27 101:0.52 104:0.90 106:0.81 108:0.63 117:0.86 122:0.86 123:0.60 124:0.66 126:0.26 127:0.71 129:0.05 131:0.61 133:0.60 135:0.80 139:0.68 144:0.57 146:0.52 147:0.18 149:0.43 150:0.33 154:0.50 157:0.91 158:0.76 159:0.79 163:0.92 166:0.61 172:0.27 173:0.65 177:0.38 178:0.55 179:0.91 182:0.81 187:0.39 206:0.81 208:0.54 212:0.42 216:0.58 222:0.25 227:0.61 229:0.61 231:0.87 232:0.94 235:0.12 241:0.01 242:0.45 243:0.32 244:0.83 245:0.47 246:0.61 247:0.47 253:0.39 257:0.65 259:0.21 265:0.30 266:0.38 267:0.52 276:0.21 279:0.77 283:0.67 287:0.61 300:0.33\n1 1:0.64 8:0.78 9:0.76 11:0.50 12:0.51 17:0.08 21:0.13 27:0.41 29:0.62 30:0.91 31:0.92 32:0.67 34:0.50 36:0.80 37:0.34 39:0.63 43:0.66 45:0.73 66:0.27 69:0.19 70:0.13 71:0.70 74:0.53 77:0.70 79:0.91 81:0.67 83:0.60 91:0.94 96:0.98 97:0.97 98:0.12 99:0.83 101:0.52 104:0.58 108:0.15 114:0.88 120:0.96 122:0.51 123:0.15 124:0.61 126:0.44 127:0.80 129:0.59 131:1.00 133:0.47 135:0.63 137:0.92 140:0.45 144:0.57 145:0.74 146:0.13 147:0.18 149:0.43 150:0.60 151:0.92 153:0.48 154:0.55 155:0.58 157:0.95 158:0.76 159:0.28 162:0.65 163:0.79 164:0.96 165:0.70 166:0.99 172:0.10 173:0.45 175:0.75 176:0.63 177:0.38 179:0.98 182:1.00 190:0.89 192:0.58 195:0.56 201:0.60 202:0.94 208:0.54 212:0.61 215:0.84 216:0.30 220:0.74 222:0.25 227:0.61 229:1.00 231:0.99 232:0.79 235:0.22 241:0.86 242:0.63 243:0.46 244:0.83 245:0.40 246:0.61 247:0.30 248:0.98 253:0.97 255:0.74 256:0.94 257:0.65 260:0.96 265:0.13 266:0.17 267:0.73 268:0.95 276:0.12 277:0.69 279:0.81 282:0.75 283:0.67 284:0.88 285:0.62 287:0.61 290:0.88 297:0.36 300:0.13\n2 1:0.69 11:0.64 12:0.51 17:0.81 18:0.74 21:0.05 27:0.09 29:0.62 30:0.95 34:0.78 36:0.53 37:0.73 39:0.63 43:0.76 64:0.77 66:0.75 69:0.45 70:0.13 71:0.70 74:0.50 81:0.81 83:0.91 85:0.80 86:0.79 91:0.06 98:0.34 101:0.87 108:0.35 114:0.95 122:0.57 123:0.33 126:0.54 127:0.12 129:0.05 131:0.61 135:0.77 139:0.76 144:0.57 146:0.25 147:0.31 149:0.68 150:0.76 154:0.67 155:0.53 157:0.95 159:0.11 165:0.93 166:0.99 172:0.32 173:0.73 176:0.70 177:0.70 178:0.55 179:0.35 182:0.98 187:0.39 192:0.50 201:0.66 208:0.64 212:0.84 215:0.91 216:0.92 222:0.25 227:0.61 229:0.61 231:0.99 235:0.22 241:0.07 242:0.63 243:0.77 244:0.61 246:0.61 247:0.35 253:0.65 259:0.21 265:0.37 266:0.17 267:0.97 276:0.20 287:0.61 290:0.95 297:0.36 300:0.13\n1 1:0.56 8:0.89 9:0.75 11:0.50 12:0.51 17:0.22 18:0.58 21:0.76 29:0.62 30:0.75 32:0.67 34:0.53 36:0.23 37:0.97 39:0.63 43:0.58 45:0.93 66:0.33 69:0.75 70:0.61 71:0.70 74:0.69 77:0.96 81:0.50 83:0.60 86:0.60 91:0.93 96:0.97 97:0.99 98:0.25 99:0.83 101:0.52 104:0.82 108:0.80 114:0.63 120:0.94 122:0.75 123:0.79 124:0.87 126:0.44 127:0.48 129:0.93 131:1.00 133:0.87 135:0.23 139:0.59 140:0.45 144:0.57 145:0.91 146:0.37 147:0.44 149:0.76 150:0.40 151:0.90 153:0.89 154:0.47 155:0.58 157:0.99 158:0.76 159:0.82 162:0.59 164:0.95 165:0.70 166:0.99 172:0.59 173:0.53 175:0.75 176:0.63 177:0.38 179:0.44 182:1.00 187:0.21 190:0.89 191:0.76 192:0.58 195:0.94 201:0.54 202:0.94 208:0.54 212:0.37 215:0.46 216:0.98 220:0.74 222:0.25 227:0.61 229:1.00 231:0.99 232:0.88 235:0.97 241:0.21 242:0.58 243:0.29 244:0.83 245:0.72 246:0.61 247:0.60 248:0.97 253:0.97 255:0.74 256:0.94 257:0.65 259:0.21 260:0.94 265:0.28 266:0.87 267:0.59 268:0.94 276:0.66 277:0.69 279:0.82 282:0.75 283:0.67 285:0.56 287:0.61 290:0.63 297:0.36 300:0.70\n0 12:0.51 17:0.38 18:0.69 21:0.54 27:0.45 29:0.62 30:0.76 34:0.63 36:0.17 37:0.50 39:0.63 43:0.13 55:0.99 64:0.77 66:0.13 69:0.70 70:0.15 71:0.70 81:0.26 86:0.67 91:0.06 98:0.06 108:0.53 122:0.86 123:0.51 124:0.75 126:0.26 127:0.60 129:0.81 131:0.61 133:0.67 135:0.89 139:0.65 145:0.52 146:0.05 147:0.05 149:0.08 150:0.29 154:0.10 157:0.61 159:0.85 163:0.97 166:0.61 172:0.05 173:0.45 175:0.91 177:0.05 178:0.55 179:0.99 182:0.61 187:0.68 212:0.95 216:0.77 222:0.25 227:0.61 229:0.61 231:0.61 235:0.60 241:0.21 242:0.82 243:0.34 244:0.93 245:0.37 246:0.61 247:0.12 253:0.20 257:0.84 259:0.21 265:0.06 266:0.12 267:0.59 276:0.17 277:0.87 287:0.61 300:0.13\n1 1:0.56 9:0.74 11:0.50 12:0.51 17:0.28 18:0.58 21:0.76 27:0.48 29:0.62 30:0.75 32:0.67 34:0.29 36:0.28 37:0.55 39:0.63 43:0.58 45:0.93 66:0.33 69:0.75 70:0.61 71:0.70 74:0.69 77:0.96 81:0.50 83:0.60 86:0.60 91:0.42 96:0.83 97:1.00 98:0.25 99:0.83 101:0.52 108:0.80 114:0.63 120:0.73 122:0.75 123:0.79 124:0.87 126:0.44 127:0.48 129:0.93 131:1.00 133:0.87 135:0.30 139:0.59 140:0.45 144:0.57 145:0.91 146:0.37 147:0.44 149:0.76 150:0.40 151:0.74 153:0.45 154:0.47 155:0.58 157:0.99 158:0.76 159:0.82 162:0.57 164:0.75 165:0.70 166:0.99 172:0.59 173:0.53 175:0.75 176:0.63 177:0.38 179:0.44 182:0.99 187:0.39 190:0.89 192:0.58 195:0.94 201:0.54 202:0.70 208:0.54 212:0.37 215:0.46 216:0.92 220:0.74 222:0.25 227:0.61 229:0.99 231:0.99 235:0.97 241:0.46 242:0.58 243:0.29 244:0.83 245:0.72 246:0.61 247:0.60 248:0.80 253:0.83 255:0.73 256:0.71 257:0.65 259:0.21 260:0.73 265:0.28 266:0.87 267:0.28 268:0.69 276:0.66 277:0.69 279:0.82 282:0.75 283:0.67 285:0.56 287:0.61 290:0.63 297:0.36 300:0.70\n1 1:0.60 8:0.73 9:0.73 10:0.82 11:0.45 12:0.51 17:0.61 18:0.86 21:0.13 27:0.13 29:0.56 30:0.21 31:0.98 34:0.24 36:0.89 37:0.69 39:0.42 43:0.48 44:0.88 45:0.92 55:0.71 64:0.77 66:0.35 69:0.95 70:0.86 71:0.94 74:0.82 76:0.85 77:0.70 79:0.98 81:0.46 83:0.54 86:0.81 89:0.96 91:0.62 96:0.93 97:0.98 98:0.67 99:0.83 101:0.46 108:0.90 114:0.85 122:0.90 123:0.90 124:0.88 126:0.31 127:0.91 129:0.59 133:0.89 135:0.63 137:0.98 139:0.81 140:0.45 141:0.91 145:0.56 146:0.98 147:0.35 149:0.63 150:0.43 151:0.91 153:0.72 154:0.16 155:0.54 158:0.75 159:0.91 162:0.78 165:0.63 170:0.77 172:0.92 173:0.85 174:0.88 175:0.75 176:0.62 177:0.38 179:0.17 187:0.21 190:0.95 191:0.82 192:0.56 195:0.98 196:0.97 197:0.81 201:0.57 202:0.79 208:0.49 212:0.52 216:0.37 219:0.90 220:0.74 222:0.84 223:0.92 225:0.96 232:0.72 234:0.91 235:0.22 239:0.81 240:0.95 241:0.53 242:0.58 243:0.15 244:0.61 245:0.95 247:0.98 248:0.92 253:0.94 254:0.92 255:0.72 256:0.82 257:0.93 259:0.21 264:0.95 265:0.68 266:0.80 267:0.59 268:0.84 271:0.80 274:0.91 275:0.96 276:0.94 277:0.69 279:0.79 282:0.74 284:0.98 285:0.49 290:0.85 292:0.88 294:0.95 300:0.70\n1 1:0.56 8:0.88 9:0.70 10:0.89 11:0.45 12:0.51 17:0.32 18:0.93 21:0.74 27:0.38 29:0.56 30:0.15 31:0.90 34:0.19 36:0.60 37:0.57 39:0.42 43:0.46 45:0.88 55:0.71 64:0.77 66:0.27 69:0.61 70:0.97 71:0.94 74:0.67 77:0.70 79:0.89 81:0.36 82:0.98 83:0.54 86:0.87 88:0.99 89:0.97 91:0.31 96:0.72 97:0.89 98:0.53 99:0.83 101:0.46 102:0.95 108:0.47 114:0.63 122:0.90 123:0.45 124:0.94 126:0.31 127:0.75 129:0.05 133:0.94 135:0.83 137:0.90 139:0.84 140:0.45 141:0.91 145:0.91 146:0.95 147:0.96 149:0.49 150:0.33 151:0.57 153:0.48 154:0.21 155:0.51 158:0.75 159:0.91 162:0.61 165:0.63 170:0.77 172:0.84 173:0.26 174:0.91 176:0.62 177:0.96 179:0.20 187:0.87 190:0.98 192:0.50 195:0.98 196:0.92 197:0.90 201:0.53 202:0.74 208:0.49 212:0.23 216:0.80 219:0.90 220:0.99 222:0.84 223:0.92 225:0.96 234:0.91 235:0.95 239:0.89 240:0.95 241:0.35 242:0.18 243:0.46 244:0.83 245:0.89 247:0.99 248:0.57 253:0.58 254:0.84 255:0.69 256:0.73 259:0.21 264:0.95 265:0.55 266:0.96 267:0.69 268:0.75 271:0.80 274:0.91 275:0.97 276:0.91 279:0.75 282:0.74 284:0.96 285:0.49 290:0.63 292:0.88 294:0.96 300:0.84\n1 1:0.56 10:0.85 11:0.45 12:0.51 17:0.47 18:0.75 21:0.77 27:0.45 29:0.56 30:0.17 34:0.95 36:0.19 37:0.50 39:0.42 43:0.09 45:0.66 55:0.92 64:0.77 66:0.24 69:0.71 70:0.91 71:0.94 74:0.55 81:0.40 83:0.54 86:0.73 89:0.96 91:0.15 98:0.40 99:0.83 101:0.46 108:0.54 114:0.62 122:0.90 123:0.51 124:0.88 126:0.43 127:0.50 129:0.05 133:0.85 135:0.87 139:0.70 141:0.91 145:0.49 146:0.68 147:0.73 149:0.16 150:0.36 154:0.46 155:0.46 159:0.74 163:0.81 165:0.63 170:0.77 172:0.48 173:0.55 174:0.79 176:0.63 177:0.96 178:0.55 179:0.49 187:0.68 192:0.45 197:0.82 201:0.54 208:0.54 212:0.19 215:0.43 216:0.77 222:0.84 223:0.91 225:0.95 234:0.91 235:1.00 239:0.83 240:0.95 241:0.55 242:0.39 243:0.44 244:0.83 245:0.70 247:0.79 253:0.50 254:0.86 259:0.21 264:0.95 265:0.42 266:0.89 267:0.76 271:0.80 274:0.91 275:0.91 276:0.67 290:0.62 294:0.94 297:0.36 300:0.70\n1 1:0.56 10:0.83 12:0.51 17:0.99 18:0.97 21:0.74 27:0.72 29:0.56 30:0.42 34:0.24 36:0.67 39:0.42 43:0.11 44:0.86 48:1.00 55:0.71 64:0.77 66:0.67 69:0.34 70:0.74 71:0.94 80:0.99 81:0.42 83:0.54 86:0.91 89:0.96 91:0.72 98:0.81 99:0.83 104:0.58 108:0.27 114:0.64 122:0.95 123:0.26 124:0.45 126:0.43 127:0.96 129:0.59 133:0.47 135:0.63 139:0.89 141:0.91 145:0.67 146:0.87 147:0.89 149:0.30 150:0.38 154:0.19 155:0.46 159:0.61 165:0.63 170:0.77 172:0.75 173:0.31 174:0.83 175:0.97 176:0.63 177:0.38 178:0.55 179:0.53 192:0.44 195:0.78 197:0.83 201:0.53 208:0.54 212:0.71 215:0.46 222:0.84 223:0.91 225:0.96 232:0.78 234:0.91 235:0.98 239:0.82 240:0.95 241:0.77 242:0.75 243:0.72 244:0.93 245:0.82 247:0.67 253:0.49 254:0.88 257:0.93 259:0.21 264:0.95 265:0.81 266:0.75 267:0.65 271:0.80 274:0.91 276:0.70 277:0.95 281:0.86 290:0.64 294:0.94 297:0.36 300:0.55\n1 1:0.63 2:0.99 9:0.70 10:0.91 11:0.45 12:0.51 17:0.89 18:0.94 21:0.47 23:0.98 27:0.60 29:0.56 30:0.32 31:0.87 32:0.64 33:0.97 34:0.86 36:0.68 37:0.55 39:0.42 43:0.26 45:0.83 55:0.45 56:0.97 62:0.96 64:0.77 66:0.52 69:0.29 70:0.95 71:0.94 74:0.70 75:0.98 79:0.87 81:0.57 83:0.54 86:0.91 89:0.96 91:0.44 96:0.72 97:0.89 98:0.72 99:0.83 101:0.46 108:0.22 114:0.78 117:0.86 122:0.95 123:0.22 124:0.72 126:0.53 127:0.79 128:0.95 129:0.05 133:0.73 135:0.90 137:0.87 139:0.90 140:0.90 141:0.97 143:0.99 145:0.76 146:0.87 147:0.89 149:0.35 150:0.48 151:0.52 153:0.48 154:0.67 155:0.54 158:0.81 159:0.69 162:0.86 165:0.63 168:0.95 170:0.77 172:0.79 173:0.22 174:0.86 176:0.70 177:0.96 179:0.37 187:0.21 190:0.95 192:0.56 195:0.82 196:0.90 197:0.89 201:0.62 202:0.60 204:0.79 205:0.98 208:0.64 212:0.61 216:0.32 219:0.94 220:0.99 222:0.84 223:0.93 225:0.97 226:0.95 232:0.87 234:0.97 235:0.74 236:0.95 239:0.92 240:0.99 241:0.03 242:0.44 243:0.61 244:0.61 245:0.84 247:0.97 248:0.51 253:0.66 254:0.80 255:0.70 256:0.68 259:0.21 264:0.95 265:0.73 266:0.84 267:0.28 268:0.69 271:0.80 274:0.98 275:0.93 276:0.78 279:0.79 281:0.91 284:0.88 285:0.61 290:0.78 291:0.97 292:0.87 294:0.98 295:0.98 300:0.84\n0 7:0.66 8:0.88 10:0.88 12:0.51 17:0.20 18:0.90 21:0.74 27:0.11 29:0.56 30:0.10 31:0.87 34:0.82 36:1.00 37:0.67 39:0.42 43:0.10 44:0.88 55:0.45 64:0.77 66:0.46 69:0.62 70:0.73 71:0.94 74:0.55 76:0.94 77:0.70 79:0.87 81:0.24 86:0.82 89:0.97 91:0.22 98:0.77 102:0.95 108:0.71 122:0.91 123:0.69 124:0.67 126:0.23 127:0.65 129:0.59 133:0.67 135:0.97 137:0.87 139:0.81 140:0.87 141:0.91 145:0.86 146:0.57 147:0.63 149:0.22 150:0.25 151:0.48 153:0.46 154:0.19 158:0.73 159:0.72 162:0.59 163:0.75 170:0.77 172:0.68 173:0.48 174:0.88 175:0.75 177:0.88 178:0.48 179:0.45 187:0.68 190:0.98 195:0.87 196:0.89 197:0.87 202:0.68 212:0.23 216:0.92 219:0.88 220:0.99 222:0.84 223:0.92 225:0.96 230:0.68 233:0.76 234:0.91 235:0.88 239:0.87 240:0.95 241:0.37 242:0.13 243:0.40 244:0.83 245:0.83 247:0.96 248:0.48 253:0.44 254:0.97 256:0.68 257:0.65 259:0.21 264:0.95 265:0.78 266:0.80 267:0.95 268:0.68 271:0.80 274:0.91 275:0.93 276:0.72 277:0.69 282:0.73 284:0.94 285:0.45 292:0.88 294:0.95 300:0.55\n0 8:0.83 9:0.72 12:0.51 17:0.24 18:0.80 21:0.78 23:0.97 27:0.45 29:0.56 30:0.17 31:0.96 34:0.17 36:0.99 37:0.39 39:0.42 43:0.07 55:0.71 66:0.13 69:0.94 70:0.97 71:0.94 74:0.26 79:0.96 83:0.54 86:0.72 89:0.95 91:0.80 96:0.83 98:0.21 108:0.96 120:0.72 122:0.95 123:0.95 124:0.93 127:0.53 128:0.96 129:0.81 133:0.92 135:0.58 137:0.96 139:0.69 140:0.97 141:0.97 145:0.87 146:0.48 147:0.25 149:0.10 151:0.85 153:0.48 154:0.10 155:0.53 159:0.93 162:0.47 163:0.88 164:0.77 168:0.96 170:0.77 172:0.32 173:0.74 175:0.97 177:0.05 178:0.54 179:0.55 187:0.21 190:0.95 191:0.83 192:0.86 196:0.91 202:0.94 205:0.97 208:0.49 212:0.13 216:0.84 220:0.99 222:0.84 223:0.92 225:0.96 234:0.97 235:0.12 240:0.98 241:0.57 242:0.40 243:0.16 244:0.93 245:0.61 247:0.79 248:0.80 253:0.76 254:0.74 255:0.71 256:0.89 257:0.97 259:0.21 260:0.70 264:0.95 265:0.23 266:0.95 267:0.96 268:0.85 271:0.80 274:0.98 275:0.91 276:0.61 277:0.95 284:0.98 285:0.61 294:0.92 300:0.84\n0 10:0.88 11:0.45 12:0.51 17:0.30 18:0.89 21:0.78 27:0.12 29:0.56 30:0.32 32:0.69 34:0.87 36:0.83 37:0.81 39:0.42 43:0.26 44:0.92 45:0.73 55:0.71 66:0.89 69:0.72 70:0.77 71:0.94 74:0.48 77:0.70 86:0.87 89:0.96 91:0.23 98:0.69 101:0.46 102:0.97 108:0.55 122:0.91 123:0.53 127:0.21 129:0.05 135:0.75 139:0.85 141:0.91 145:0.74 146:0.75 147:0.79 149:0.24 154:0.52 159:0.31 170:0.77 172:0.68 173:0.73 174:0.83 175:0.75 177:0.88 178:0.55 179:0.36 187:0.98 195:0.71 197:0.86 202:0.46 212:0.59 216:0.90 222:0.84 223:0.92 225:0.96 234:0.91 235:0.84 239:0.90 240:0.95 241:0.30 242:0.14 243:0.89 244:0.61 247:0.84 253:0.39 254:0.93 257:0.65 259:0.21 264:0.95 265:0.69 266:0.38 267:0.79 271:0.80 274:0.91 276:0.57 277:0.69 282:0.77 300:0.55\n0 8:0.81 10:0.97 11:0.45 12:0.51 17:0.05 18:0.78 21:0.78 23:0.97 27:0.53 29:0.56 30:0.42 34:0.40 36:1.00 37:0.47 39:0.42 43:0.49 44:0.86 45:0.66 48:0.91 55:0.71 62:0.96 66:0.98 69:0.36 70:0.73 71:0.94 74:0.82 75:0.96 86:0.76 89:0.98 91:0.42 96:0.82 98:0.96 101:0.46 108:0.28 117:0.86 122:0.90 123:0.27 127:0.72 128:0.95 129:0.05 135:0.75 139:0.76 140:0.45 141:0.97 145:0.54 146:0.99 147:0.99 149:0.60 151:0.51 153:0.48 154:0.47 158:0.75 159:0.82 162:0.60 168:0.95 170:0.77 172:0.96 173:0.18 174:0.97 175:0.75 177:0.88 179:0.18 187:0.68 190:0.98 192:0.46 195:0.93 197:0.98 202:0.68 205:0.95 212:0.72 216:0.42 220:0.96 222:0.84 223:0.93 225:0.97 226:0.96 232:0.87 234:0.97 235:0.12 239:0.96 240:0.98 241:0.50 242:0.38 243:0.99 244:0.83 247:0.94 248:0.51 253:0.84 254:0.93 255:0.69 256:0.64 257:0.65 259:0.21 264:0.95 265:0.96 266:0.54 267:0.52 268:0.68 271:0.80 274:0.97 276:0.92 277:0.69 281:0.86 285:0.49 300:0.70\n1 7:0.66 8:0.74 10:0.87 11:0.45 12:0.51 17:0.83 18:0.95 21:0.78 22:0.93 27:0.24 29:0.56 30:0.41 31:0.87 34:0.95 36:1.00 37:0.72 39:0.42 43:0.11 44:0.88 45:0.66 47:0.93 48:0.97 55:0.71 66:0.27 69:0.93 70:0.67 71:0.94 74:0.57 76:0.94 77:0.70 79:0.86 86:0.87 89:0.97 91:0.38 96:0.74 98:0.62 101:0.46 108:0.35 122:0.95 123:0.33 124:0.78 127:0.93 129:0.59 133:0.74 135:0.95 137:0.87 139:0.85 140:0.45 141:0.91 145:0.91 146:0.79 147:0.93 149:0.31 151:0.57 153:0.48 154:0.17 159:0.85 162:0.74 170:0.77 172:0.76 173:0.86 174:0.93 175:0.75 177:0.70 179:0.28 187:0.39 190:0.98 191:0.85 195:0.94 196:0.89 197:0.89 202:0.56 212:0.49 216:0.45 220:0.74 222:0.84 223:0.92 225:0.96 230:0.68 233:0.66 234:0.91 235:0.80 239:0.86 240:0.95 241:0.24 242:0.22 243:0.46 244:0.83 245:0.92 247:0.99 248:0.56 253:0.58 254:0.99 256:0.58 257:0.84 259:0.21 262:0.93 264:0.95 265:0.63 266:0.84 267:0.73 268:0.59 271:0.80 274:0.91 275:0.93 276:0.86 277:0.87 281:0.86 282:0.73 284:0.88 285:0.49 294:0.93 300:0.70\n1 1:0.61 7:0.66 9:0.70 10:0.87 11:0.45 12:0.51 17:0.79 18:0.78 21:0.64 27:0.13 29:0.56 30:0.21 32:0.64 34:0.49 36:0.97 37:0.69 39:0.42 43:0.48 45:0.83 55:0.45 64:0.77 66:0.25 69:0.78 70:0.87 71:0.94 74:0.74 76:0.85 77:0.70 81:0.48 83:0.54 86:0.79 89:0.96 91:0.27 96:0.69 98:0.67 99:0.83 101:0.46 104:1.00 106:0.81 108:0.76 114:0.69 117:0.86 120:0.55 122:0.90 123:0.75 124:0.74 126:0.43 127:0.55 129:0.05 133:0.65 135:0.21 139:0.73 140:0.45 141:0.91 145:0.63 146:0.50 147:0.35 149:0.39 150:0.43 151:0.50 153:0.48 154:0.30 155:0.49 158:0.74 159:0.57 162:0.86 164:0.55 165:0.63 170:0.77 172:0.57 173:0.77 174:0.83 175:0.75 176:0.63 177:0.38 179:0.41 187:0.87 190:0.95 192:0.49 193:0.96 195:0.79 197:0.84 201:0.58 202:0.36 206:0.81 208:0.54 212:0.71 215:0.53 216:0.37 220:0.96 222:0.84 223:0.91 225:0.96 230:0.68 232:0.72 233:0.76 234:0.91 235:0.88 239:0.87 240:0.95 241:0.03 242:0.39 243:0.36 244:0.61 245:0.85 247:0.86 248:0.50 253:0.59 254:1.00 255:0.68 256:0.45 257:0.93 259:0.21 260:0.55 264:0.95 265:0.68 266:0.63 267:0.36 268:0.46 271:0.80 274:0.91 276:0.72 277:0.87 279:0.75 282:0.73 283:0.65 285:0.49 290:0.69 297:0.36 300:0.70\n1 1:0.56 10:0.95 11:0.45 12:0.51 17:0.66 18:0.75 21:0.68 27:0.53 29:0.56 30:0.18 34:0.39 36:1.00 37:0.45 39:0.42 43:0.35 45:0.73 55:0.52 64:0.77 66:0.68 69:0.52 70:0.99 71:0.94 74:0.73 75:0.96 76:0.85 81:0.35 86:0.69 89:0.97 91:0.20 98:0.62 101:0.46 108:0.40 114:0.67 122:0.90 123:0.38 124:0.64 126:0.43 127:0.78 129:0.05 133:0.80 135:0.81 139:0.67 141:0.91 145:0.41 146:0.89 147:0.91 149:0.46 150:0.37 154:0.53 155:0.46 158:0.74 159:0.80 170:0.77 172:0.84 173:0.32 174:0.93 176:0.63 177:0.96 178:0.55 179:0.37 187:0.68 192:0.45 197:0.95 201:0.55 202:0.36 208:0.54 212:0.68 216:0.59 222:0.84 223:0.92 225:0.97 226:0.95 234:0.91 235:0.88 236:0.94 239:0.94 240:0.95 241:0.10 242:0.19 243:0.72 244:0.61 245:0.76 247:0.96 253:0.58 254:0.94 259:0.21 264:0.95 265:0.63 266:0.80 267:0.59 271:0.80 274:0.91 275:0.91 276:0.78 290:0.67 294:0.95 300:0.94\n0 1:0.58 2:0.99 9:0.70 10:0.85 11:0.45 12:0.51 17:0.62 18:0.93 21:0.30 22:0.93 27:0.72 29:0.56 30:0.37 31:0.88 34:0.36 36:0.84 39:0.42 43:0.23 45:0.77 47:0.93 55:0.71 56:0.97 64:0.77 66:0.48 69:0.88 70:0.87 71:0.94 74:0.60 79:0.88 81:0.53 83:0.54 86:0.87 89:0.96 91:0.27 96:0.71 97:0.89 98:0.79 99:0.83 101:0.46 108:0.76 114:0.82 117:0.86 122:0.95 123:0.75 124:0.58 126:0.43 127:0.77 129:0.05 133:0.45 135:0.85 137:0.88 139:0.85 140:0.45 141:0.91 143:0.98 146:0.91 147:0.83 149:0.34 150:0.45 151:0.57 153:0.48 154:0.51 155:0.51 158:0.76 159:0.69 162:0.54 165:0.63 170:0.77 172:0.76 173:0.86 174:0.83 176:0.63 177:0.88 179:0.38 187:0.87 190:0.89 192:0.55 196:0.91 197:0.85 201:0.61 202:0.56 208:0.49 212:0.50 216:0.10 219:0.91 220:0.87 222:0.84 223:0.91 225:0.96 232:0.97 234:0.91 235:0.52 239:0.84 240:0.95 241:0.10 242:0.21 243:0.46 244:0.83 245:0.92 247:0.96 248:0.56 253:0.63 254:0.84 255:0.70 256:0.45 257:0.65 259:0.21 262:0.93 264:0.95 265:0.79 266:0.63 267:0.52 268:0.46 271:0.80 274:0.91 275:0.95 276:0.78 279:0.75 284:0.88 285:0.55 290:0.82 292:0.86 294:0.97 295:0.98 300:0.70\n1 1:0.62 8:0.69 9:0.72 10:0.84 11:0.45 12:0.51 17:0.88 18:0.95 22:0.93 27:0.60 29:0.56 30:0.32 31:0.93 34:0.85 36:0.98 37:0.31 39:0.42 43:0.32 45:0.92 47:0.93 64:0.77 66:0.96 69:0.52 70:0.68 71:0.94 74:0.71 79:0.93 81:0.50 83:0.54 86:0.93 89:0.96 91:0.57 96:0.80 97:0.89 98:0.93 99:0.83 101:0.46 108:0.40 114:0.92 117:0.86 122:0.91 123:0.39 126:0.31 127:0.56 129:0.05 135:0.83 137:0.93 139:0.90 140:0.45 141:0.91 146:0.90 147:0.92 149:0.62 150:0.47 151:0.85 153:0.48 154:0.20 155:0.54 158:0.75 159:0.50 162:0.86 165:0.63 170:0.77 172:0.89 173:0.52 174:0.79 176:0.62 177:0.96 179:0.31 187:0.21 190:0.95 192:0.56 196:0.96 197:0.80 201:0.59 202:0.36 208:0.49 212:0.85 216:0.14 219:0.90 222:0.84 223:0.91 225:0.95 232:0.83 234:0.91 235:0.05 239:0.82 240:0.95 241:0.07 242:0.24 243:0.96 244:0.61 247:0.92 248:0.76 253:0.83 254:0.99 255:0.71 256:0.45 259:0.21 262:0.93 264:0.95 265:0.93 266:0.47 267:0.28 268:0.46 271:0.80 274:0.91 275:0.93 276:0.81 279:0.75 284:0.88 285:0.49 290:0.92 292:0.88 294:0.95 300:0.55\n2 1:0.59 10:0.90 11:0.49 12:0.51 17:0.67 18:0.93 21:0.54 27:0.69 29:0.56 30:0.18 32:0.66 34:0.73 36:0.90 37:0.44 39:0.42 43:0.10 45:0.77 55:0.45 64:0.77 66:0.68 69:0.50 70:0.87 71:0.94 74:0.60 77:0.89 81:0.47 83:0.54 86:0.87 89:0.96 91:0.20 98:0.77 99:0.83 101:0.52 102:0.96 108:0.39 114:0.74 122:0.95 123:0.37 124:0.45 126:0.43 127:0.51 129:0.05 133:0.36 135:0.83 139:0.83 141:0.91 145:0.96 146:0.77 147:0.81 149:0.20 150:0.42 154:0.59 155:0.47 159:0.45 165:0.63 170:0.77 172:0.76 173:0.52 174:0.83 175:0.75 176:0.63 177:0.88 178:0.55 179:0.44 187:0.39 192:0.47 195:0.68 197:0.87 201:0.59 208:0.54 212:0.60 215:0.58 216:0.32 222:0.84 223:0.92 225:0.96 234:0.91 235:0.74 239:0.90 240:0.95 241:0.05 242:0.27 243:0.72 244:0.61 245:0.83 247:0.90 253:0.57 254:0.84 257:0.65 259:0.21 264:0.95 265:0.77 266:0.63 267:0.44 271:0.80 274:0.91 276:0.69 277:0.69 282:0.75 290:0.74 297:0.36 300:0.70\n1 7:0.66 10:0.91 12:0.51 17:0.49 18:0.69 21:0.68 27:0.08 29:0.56 30:0.32 32:0.65 34:0.80 36:0.92 37:0.70 39:0.42 43:0.26 55:0.59 66:0.81 69:0.80 70:0.79 71:0.94 74:0.43 81:0.35 82:0.98 86:0.66 88:0.98 89:0.97 91:0.06 98:0.78 108:0.64 114:0.67 122:0.97 123:0.62 124:0.38 126:0.43 127:0.42 129:0.05 133:0.38 135:0.73 139:0.64 141:0.91 145:0.49 146:0.88 147:0.44 149:0.21 150:0.35 154:0.26 159:0.57 170:0.77 172:0.79 173:0.77 174:0.90 176:0.63 177:0.38 178:0.55 179:0.42 187:0.39 192:0.44 195:0.79 197:0.90 201:0.54 208:0.49 212:0.52 215:0.49 216:0.58 222:0.84 223:0.92 225:0.97 230:0.68 233:0.76 234:0.91 235:0.88 236:0.94 239:0.89 240:0.95 241:0.07 242:0.13 243:0.13 244:0.83 245:0.71 247:0.95 253:0.51 254:0.92 257:0.93 259:0.21 264:0.95 265:0.78 266:0.75 267:0.95 271:0.80 274:0.91 275:0.94 276:0.69 290:0.67 294:0.96 297:0.36 300:0.70\n1 8:0.85 9:0.72 10:0.86 11:0.45 12:0.51 17:0.81 18:0.95 21:0.13 27:0.13 29:0.56 30:0.21 31:0.93 34:0.58 36:0.98 37:0.69 39:0.42 43:0.56 45:0.87 55:0.45 66:0.98 69:0.36 70:0.80 71:0.94 74:0.88 76:0.85 77:0.70 79:0.92 80:0.99 81:0.32 82:0.98 83:0.54 86:0.92 88:0.99 89:0.96 91:0.65 96:0.85 98:0.97 101:0.46 108:0.28 114:0.82 122:0.90 123:0.27 126:0.23 127:0.74 129:0.05 135:0.63 137:0.93 139:0.88 140:0.87 141:0.91 145:0.70 146:0.96 147:0.97 149:0.61 150:0.35 151:0.75 153:0.48 154:0.17 155:0.54 158:0.73 159:0.65 162:0.84 170:0.77 172:0.96 173:0.28 174:0.86 176:0.60 177:0.96 179:0.19 187:0.21 190:0.95 191:0.75 192:0.56 195:0.81 196:0.95 197:0.86 202:0.67 208:0.49 212:0.91 216:0.37 220:0.74 222:0.84 223:0.92 225:0.96 232:0.72 234:0.91 235:0.12 239:0.85 240:0.95 241:0.39 242:0.45 243:0.98 244:0.83 247:0.94 248:0.72 253:0.88 254:0.97 255:0.71 256:0.71 259:0.21 264:0.95 265:0.97 266:0.47 267:0.52 268:0.73 271:0.80 274:0.91 275:0.93 276:0.91 282:0.73 284:0.94 285:0.49 290:0.82 294:0.96 300:0.70\n1 1:0.62 8:0.76 10:0.85 11:0.45 12:0.51 17:0.91 18:0.95 22:0.93 27:0.47 29:0.56 30:0.12 34:0.52 36:0.92 37:0.66 39:0.42 43:0.57 44:0.88 45:0.83 47:0.93 48:0.99 55:0.52 64:0.77 66:0.75 69:0.07 70:0.90 71:0.94 74:0.67 77:0.70 80:0.99 81:0.50 83:0.54 86:0.91 89:0.96 91:0.35 97:0.89 98:0.83 99:0.83 101:0.46 108:0.06 114:0.92 117:0.86 122:0.94 123:0.06 124:0.41 126:0.31 127:0.63 129:0.05 133:0.43 135:0.89 139:0.90 141:0.91 145:0.49 146:0.90 147:0.92 149:0.65 150:0.47 154:0.46 155:0.49 158:0.74 159:0.61 165:0.63 170:0.77 172:0.84 173:0.12 174:0.83 176:0.62 177:0.96 178:0.55 179:0.38 187:0.21 192:0.48 195:0.79 197:0.84 201:0.59 204:0.78 208:0.49 212:0.68 216:0.26 219:0.90 222:0.84 223:0.91 225:0.96 232:0.85 234:0.91 235:0.05 239:0.84 240:0.95 241:0.10 242:0.13 243:0.77 244:0.83 245:0.84 247:0.96 253:0.67 259:0.21 262:0.93 264:0.95 265:0.83 266:0.75 267:0.99 271:0.80 274:0.91 275:0.94 276:0.77 279:0.75 281:0.91 282:0.74 290:0.92 292:0.86 294:0.96 300:0.84\n0 8:0.93 10:0.88 11:0.45 12:0.51 17:0.94 18:0.95 21:0.78 27:0.13 29:0.56 30:0.38 34:0.44 36:0.94 37:0.69 39:0.42 43:0.56 44:0.88 45:0.85 48:0.91 55:0.45 66:0.63 69:0.36 70:0.92 71:0.94 74:0.83 76:0.85 77:0.70 86:0.92 89:0.97 91:0.65 98:0.78 101:0.46 108:0.28 122:0.90 123:0.27 124:0.52 127:0.80 129:0.05 133:0.60 135:0.76 139:0.90 141:0.91 145:0.67 146:0.93 147:0.95 149:0.57 154:0.17 155:0.49 159:0.75 170:0.77 172:0.92 173:0.23 174:0.91 177:0.96 178:0.55 179:0.22 187:0.21 191:0.70 192:0.48 193:0.95 195:0.88 197:0.89 202:0.64 204:0.79 208:0.49 212:0.82 216:0.37 222:0.84 223:0.92 225:0.96 232:0.72 234:0.91 235:0.12 239:0.88 240:0.95 241:0.21 242:0.21 243:0.69 244:0.83 245:0.94 247:0.98 253:0.57 254:0.90 259:0.21 264:0.95 265:0.78 266:0.71 267:0.36 271:0.80 274:0.91 275:0.94 276:0.89 281:0.86 282:0.74 294:0.94 300:0.84\n1 1:0.74 8:0.81 11:0.57 12:0.37 17:0.51 20:0.78 21:0.05 27:0.36 28:0.78 30:0.45 34:0.86 36:0.81 37:0.93 39:0.31 43:0.95 60:0.87 66:0.68 69:0.15 70:0.57 74:0.85 78:0.96 81:0.92 83:0.88 85:0.88 91:0.31 98:0.73 100:0.91 101:0.82 108:0.12 111:0.93 114:0.95 117:0.86 122:0.43 123:0.12 124:0.43 126:0.54 127:0.58 129:0.59 133:0.47 135:0.63 146:0.60 147:0.66 149:0.86 150:0.96 152:0.76 154:0.95 155:0.67 158:0.92 159:0.33 161:0.82 165:0.90 167:0.55 169:0.89 172:0.51 173:0.33 176:0.73 177:0.38 178:0.55 179:0.77 181:0.53 186:0.96 187:0.21 192:0.59 201:0.74 208:0.64 212:0.83 215:0.91 216:0.18 222:0.48 232:0.91 235:0.12 241:0.44 242:0.38 243:0.72 245:0.58 247:0.60 253:0.77 259:0.21 261:0.81 265:0.73 266:0.27 267:0.23 271:0.42 276:0.42 279:0.86 283:0.82 290:0.95 297:0.36 300:0.43\n1 7:0.81 11:0.57 12:0.37 17:0.64 21:0.78 27:0.33 28:0.78 30:0.38 34:0.63 36:0.93 37:0.81 39:0.31 43:0.78 55:0.71 66:0.45 69:0.79 70:0.59 74:0.92 85:0.80 91:0.33 98:0.61 101:0.72 108:0.84 121:0.90 122:0.67 123:0.83 124:0.76 127:0.36 129:0.05 133:0.74 135:0.34 145:0.54 146:0.54 147:0.60 149:0.74 154:0.70 155:0.67 159:0.76 161:0.82 163:0.81 167:0.47 172:0.63 173:0.60 177:0.38 178:0.55 179:0.41 181:0.53 187:0.68 192:0.59 204:0.89 208:0.64 212:0.14 216:0.84 222:0.48 230:0.87 233:0.76 235:0.74 241:0.07 242:0.80 243:0.31 245:0.75 247:0.39 253:0.65 259:0.21 265:0.62 266:0.87 267:0.52 271:0.42 276:0.68 277:0.69 300:0.55\n2 1:0.74 6:0.87 7:0.81 8:0.68 11:0.57 12:0.37 17:0.53 20:0.87 21:0.22 27:0.42 28:0.78 30:0.75 32:0.80 34:0.42 36:0.18 37:0.39 39:0.31 43:0.86 60:0.95 66:0.48 69:0.59 70:0.52 74:0.96 77:0.89 78:0.94 81:0.90 83:0.89 85:0.98 91:0.10 98:0.68 100:0.89 101:0.87 104:0.98 106:0.81 108:0.45 111:0.91 114:0.90 117:0.86 121:1.00 122:0.43 123:0.43 124:0.57 126:0.54 127:0.47 129:0.59 133:0.47 135:0.96 145:0.47 146:0.73 147:0.77 149:0.98 150:0.94 152:0.82 154:0.83 155:0.67 158:0.92 159:0.47 161:0.82 165:0.90 167:0.47 169:0.87 172:0.75 173:0.60 176:0.73 177:0.38 178:0.55 179:0.34 181:0.53 186:0.93 187:0.87 189:0.89 192:0.59 195:0.73 201:0.74 204:0.89 206:0.81 208:0.64 212:0.78 215:0.79 216:0.43 222:0.48 230:0.87 232:0.99 233:0.76 235:0.52 238:0.83 241:0.03 242:0.62 243:0.60 245:0.91 247:0.47 253:0.78 259:0.21 261:0.88 265:0.69 266:0.54 267:0.19 271:0.42 276:0.75 279:0.86 282:0.88 283:0.82 290:0.90 297:0.36 299:0.97 300:0.70\n1 1:0.74 6:0.89 7:0.81 8:0.74 9:0.80 11:0.57 12:0.37 17:0.16 20:0.88 21:0.71 27:0.03 28:0.78 30:0.62 34:0.97 36:0.70 37:0.92 39:0.31 41:0.88 43:0.77 60:0.87 66:0.75 69:0.80 70:0.34 74:0.76 78:0.93 81:0.61 83:0.83 85:0.80 91:0.38 96:0.72 98:0.39 100:0.91 101:0.76 108:0.64 111:0.91 114:0.68 120:0.59 121:0.90 122:0.43 123:0.61 126:0.54 127:0.13 129:0.05 135:0.65 140:0.45 145:0.54 146:0.43 147:0.49 149:0.62 150:0.74 151:0.58 152:0.93 153:0.48 154:0.70 155:0.67 158:0.87 159:0.16 161:0.82 162:0.64 164:0.71 165:0.78 167:0.51 169:0.88 172:0.32 173:0.85 176:0.73 177:0.38 179:0.43 181:0.53 186:0.93 187:0.68 189:0.90 191:0.75 192:0.59 201:0.74 202:0.63 204:0.89 208:0.64 212:0.30 215:0.48 216:0.79 220:0.93 222:0.48 230:0.87 233:0.76 235:0.97 238:0.84 241:0.27 242:0.33 243:0.77 247:0.39 248:0.58 253:0.68 255:0.79 256:0.58 259:0.21 260:0.60 261:0.91 265:0.41 266:0.27 267:0.76 268:0.64 271:0.42 276:0.27 279:0.86 283:0.71 285:0.62 290:0.68 297:0.36 300:0.25\n2 1:0.74 6:0.83 8:0.71 11:0.57 12:0.37 20:0.91 27:0.14 28:0.78 30:0.86 34:0.90 36:0.18 37:0.67 39:0.31 43:0.86 60:0.87 66:0.15 69:0.57 70:0.32 74:0.81 78:0.97 81:0.96 83:0.86 85:0.93 91:0.33 98:0.38 100:0.98 101:0.83 108:0.74 111:0.98 114:0.98 122:0.43 123:0.57 124:0.74 126:0.54 127:0.30 129:0.81 133:0.67 135:0.88 145:0.58 146:0.22 147:0.28 149:0.88 150:0.98 152:0.98 154:0.84 155:0.67 158:0.92 159:0.37 161:0.82 165:0.92 167:0.49 169:0.96 172:0.32 173:0.59 176:0.73 177:0.38 178:0.55 179:0.62 181:0.53 186:0.97 187:0.39 189:0.88 192:0.59 201:0.74 202:0.36 208:0.64 212:0.42 215:0.96 216:0.93 222:0.48 235:0.05 238:0.94 241:0.15 242:0.63 243:0.36 245:0.63 247:0.30 253:0.78 259:0.21 261:0.97 265:0.20 266:0.63 267:0.44 271:0.42 276:0.43 279:0.86 283:0.82 290:0.98 297:0.36 300:0.33\n1 1:0.74 7:0.81 9:0.80 11:0.57 12:0.37 17:0.79 21:0.74 27:0.39 28:0.78 30:0.76 32:0.80 34:0.66 36:0.32 37:0.49 39:0.31 41:0.88 43:0.90 60:0.87 66:0.77 69:0.49 70:0.40 74:0.95 77:0.70 81:0.50 83:0.83 85:0.98 91:0.23 96:0.70 98:0.76 101:0.85 104:0.90 106:0.81 108:0.38 114:0.67 120:0.56 121:0.97 122:0.43 123:0.36 124:0.41 126:0.54 127:0.41 129:0.59 133:0.47 135:0.37 140:0.45 145:0.88 146:0.92 147:0.94 149:0.96 150:0.66 151:0.51 153:0.72 154:0.89 155:0.67 158:0.87 159:0.67 161:0.82 162:0.86 163:0.81 164:0.70 165:0.65 167:0.48 172:0.82 173:0.33 176:0.73 177:0.38 179:0.34 181:0.53 187:0.39 192:0.59 195:0.87 201:0.74 202:0.55 204:0.89 206:0.81 208:0.64 212:0.47 215:0.46 216:0.29 220:0.96 222:0.48 230:0.87 233:0.76 235:0.95 241:0.10 242:0.63 243:0.79 245:0.81 247:0.39 248:0.52 253:0.73 255:0.79 256:0.58 259:0.21 260:0.57 265:0.77 266:0.63 267:0.94 268:0.63 271:0.42 276:0.74 279:0.86 282:0.88 283:0.71 285:0.62 290:0.67 297:0.36 299:0.88 300:0.70\n1 11:0.57 12:0.37 17:0.36 21:0.78 27:0.45 28:0.78 30:0.21 34:0.74 36:0.18 37:0.50 39:0.31 43:0.78 66:0.54 69:0.80 70:0.37 74:0.55 85:0.72 91:0.23 98:0.28 101:0.71 108:0.63 122:0.51 123:0.61 124:0.45 127:0.16 129:0.05 133:0.39 135:0.58 145:0.52 146:0.39 147:0.45 149:0.46 154:0.70 159:0.27 161:0.82 163:0.75 167:0.50 172:0.21 173:0.77 177:0.38 178:0.55 179:0.73 181:0.53 187:0.68 212:0.42 216:0.77 222:0.48 235:0.95 241:0.21 242:0.45 243:0.63 245:0.40 247:0.35 253:0.45 259:0.21 265:0.30 266:0.23 267:0.28 271:0.42 276:0.21 300:0.25\n1 1:0.74 7:0.81 11:0.57 12:0.37 17:0.02 20:0.80 21:0.30 27:0.11 28:0.78 30:0.89 34:0.82 36:0.62 37:0.79 39:0.31 43:0.87 66:0.75 69:0.56 70:0.20 74:0.70 78:0.88 81:0.80 83:0.75 85:0.85 91:0.31 98:0.51 100:0.85 101:0.79 104:0.89 106:0.81 108:0.43 111:0.86 114:0.86 117:0.86 121:0.90 122:0.43 123:0.41 126:0.54 127:0.15 129:0.05 135:0.21 145:0.52 146:0.46 147:0.52 149:0.76 150:0.87 152:0.77 154:0.85 155:0.67 159:0.17 161:0.82 165:0.84 167:0.49 169:0.83 172:0.32 173:0.66 176:0.73 177:0.38 178:0.55 179:0.60 181:0.53 186:0.88 187:0.39 192:0.59 201:0.74 204:0.89 206:0.81 208:0.64 212:0.30 215:0.72 216:0.85 222:0.48 230:0.87 232:0.92 233:0.76 235:0.42 241:0.18 242:0.63 243:0.77 247:0.30 253:0.70 259:0.21 261:0.80 265:0.53 266:0.27 267:0.65 271:0.42 276:0.21 290:0.86 297:0.36 300:0.18\n0 1:0.74 7:0.78 11:0.57 12:0.37 17:0.67 27:0.55 28:0.78 30:0.76 34:0.21 36:0.94 37:0.23 39:0.31 43:0.92 66:0.64 69:0.45 70:0.15 74:0.46 81:0.96 83:0.80 85:0.72 91:0.44 98:0.63 101:0.76 104:0.76 108:0.35 114:0.98 120:0.65 122:0.43 123:0.33 126:0.54 127:0.18 129:0.05 135:0.83 140:0.45 145:0.88 146:0.30 147:0.37 149:0.55 150:0.98 151:0.61 153:0.48 154:0.91 155:0.67 159:0.13 161:0.82 162:0.86 163:0.92 164:0.56 165:0.92 167:0.54 172:0.16 173:0.82 176:0.73 177:0.38 179:0.93 181:0.53 187:0.21 190:0.77 192:0.59 201:0.74 202:0.36 212:0.95 215:0.96 216:0.49 220:0.62 222:0.48 230:0.81 232:0.82 233:0.76 235:0.60 241:0.39 242:0.82 243:0.69 247:0.12 248:0.59 253:0.73 256:0.45 259:0.21 260:0.66 265:0.64 266:0.12 267:0.17 268:0.46 271:0.42 276:0.13 285:0.50 290:0.98 297:0.36 300:0.13\n1 1:0.74 11:0.57 12:0.37 17:0.62 21:0.71 27:0.45 28:0.78 30:0.45 32:0.80 34:0.87 36:0.20 37:0.50 39:0.31 43:0.81 66:0.69 69:0.71 70:0.25 74:0.56 77:0.70 81:0.52 83:0.73 85:0.72 91:0.12 98:0.46 101:0.72 108:0.54 114:0.68 122:0.43 123:0.52 126:0.54 127:0.14 129:0.05 135:0.75 145:0.58 146:0.55 147:0.61 149:0.51 150:0.67 154:0.77 155:0.67 159:0.20 161:0.82 163:0.86 165:0.69 167:0.48 172:0.21 173:0.71 176:0.73 177:0.38 178:0.55 179:0.72 181:0.53 187:0.68 192:0.59 195:0.72 201:0.74 212:0.61 215:0.48 216:0.77 222:0.48 235:0.88 241:0.12 242:0.63 243:0.73 247:0.30 253:0.56 259:0.21 265:0.48 266:0.17 267:0.28 271:0.42 276:0.20 282:0.88 290:0.68 297:0.36 299:0.88 300:0.18\n0 1:0.74 6:0.79 7:0.78 8:0.57 9:0.80 11:0.57 12:0.37 17:0.40 20:0.96 27:0.55 28:0.78 30:0.76 34:0.22 36:0.95 37:0.23 39:0.31 41:0.92 43:0.92 60:0.87 66:0.64 69:0.45 70:0.15 74:0.58 78:0.94 81:0.96 83:0.88 85:0.72 91:0.56 96:0.78 98:0.63 100:0.85 101:0.76 104:0.76 108:0.35 111:0.91 114:0.98 120:0.67 122:0.43 123:0.33 126:0.54 127:0.18 129:0.05 135:0.84 140:0.45 145:0.88 146:0.30 147:0.37 149:0.55 150:0.98 151:0.69 152:0.89 153:0.45 154:0.91 155:0.67 158:0.92 159:0.13 161:0.82 162:0.66 163:0.92 164:0.69 165:0.92 167:0.64 169:0.82 172:0.16 173:0.82 176:0.73 177:0.38 179:0.93 181:0.53 186:0.94 187:0.21 189:0.81 192:0.59 201:0.74 202:0.61 208:0.64 212:0.95 215:0.96 216:0.49 220:0.82 222:0.48 230:0.81 232:0.82 233:0.76 235:0.60 238:0.81 241:0.64 242:0.82 243:0.69 247:0.12 248:0.72 253:0.81 255:0.79 256:0.73 259:0.21 260:0.68 261:0.91 265:0.64 266:0.12 267:0.17 268:0.63 271:0.42 276:0.13 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.13\n1 1:0.74 6:0.79 8:0.58 9:0.80 11:0.57 12:0.37 17:0.30 20:0.93 21:0.22 27:0.32 28:0.78 30:0.87 34:0.55 36:0.41 37:0.26 39:0.31 41:0.82 43:0.85 60:0.97 66:0.63 69:0.60 70:0.27 74:0.77 78:0.97 81:0.84 83:0.87 85:0.90 91:0.62 96:0.80 98:0.67 100:0.86 101:0.82 104:0.83 108:0.46 111:0.94 114:0.90 120:0.69 122:0.43 123:0.44 124:0.45 126:0.54 127:0.33 129:0.59 133:0.47 135:0.91 140:0.45 145:0.54 146:0.63 147:0.68 149:0.84 150:0.90 151:0.87 152:0.86 153:0.48 154:0.83 155:0.67 158:0.92 159:0.33 161:0.82 162:0.86 163:0.81 164:0.57 165:0.86 167:0.49 169:0.83 172:0.41 173:0.67 176:0.73 177:0.38 179:0.76 181:0.53 186:0.97 187:0.39 189:0.81 192:0.59 201:0.74 202:0.36 208:0.64 212:0.30 215:0.79 216:0.25 222:0.48 232:0.88 235:0.31 238:0.81 241:0.18 242:0.63 243:0.68 245:0.54 247:0.30 248:0.78 253:0.84 255:0.79 256:0.45 259:0.21 260:0.70 261:0.92 265:0.68 266:0.54 267:0.69 268:0.46 271:0.42 276:0.36 279:0.86 283:0.82 285:0.62 290:0.90 297:0.36 300:0.25\n2 1:0.74 6:0.83 8:0.61 9:0.80 11:0.57 12:0.37 17:0.04 20:0.98 21:0.05 27:0.14 28:0.78 30:0.76 32:0.80 34:0.80 36:0.30 37:0.67 39:0.31 41:0.82 43:0.86 66:0.36 69:0.57 70:0.28 74:0.74 77:0.70 78:0.99 81:0.92 83:0.80 85:0.88 91:0.42 96:0.80 98:0.51 100:0.97 101:0.80 108:0.60 111:0.97 114:0.95 120:0.69 122:0.43 123:0.58 124:0.59 126:0.54 127:0.23 129:0.59 133:0.47 135:0.87 140:0.45 145:0.47 146:0.22 147:0.28 149:0.81 150:0.96 151:0.87 152:0.98 153:0.48 154:0.84 155:0.67 159:0.29 161:0.82 162:0.86 163:0.81 164:0.57 165:0.90 167:0.49 169:0.96 172:0.27 173:0.62 176:0.73 177:0.38 179:0.69 181:0.53 186:0.98 187:0.68 189:0.84 192:0.59 195:0.65 201:0.74 202:0.36 208:0.64 212:0.37 215:0.91 216:0.93 222:0.48 235:0.12 238:0.87 241:0.15 242:0.72 243:0.46 245:0.56 247:0.30 248:0.78 253:0.84 255:0.79 256:0.45 259:0.21 260:0.70 261:0.97 265:0.52 266:0.38 267:0.52 268:0.46 271:0.42 276:0.33 282:0.88 285:0.62 290:0.95 297:0.36 299:0.88 300:0.25\n2 6:1.00 8:0.98 12:0.06 17:0.01 20:0.99 21:0.78 27:0.01 28:0.49 34:0.28 36:0.57 37:0.96 43:0.21 66:0.36 69:0.93 78:0.91 91:0.99 98:0.07 100:0.99 108:0.85 111:0.98 120:0.92 123:0.84 127:0.06 129:0.05 135:0.28 140:0.98 145:0.74 146:0.05 147:0.05 149:0.08 151:0.83 152:0.93 153:0.95 154:0.14 159:0.05 161:0.71 162:0.45 164:0.92 167:0.92 169:0.98 172:0.05 173:0.99 177:0.05 178:0.54 181:0.63 186:0.91 189:1.00 191:0.99 202:1.00 216:0.94 235:0.68 238:1.00 241:0.96 243:0.51 248:0.89 256:0.95 259:0.21 260:0.93 261:0.97 265:0.07 267:0.84 268:0.90 271:0.28 285:0.62\n2 8:0.67 12:0.06 17:0.30 20:0.82 21:0.78 25:0.88 27:0.53 28:0.49 34:0.59 36:0.50 37:0.33 78:0.74 91:0.88 100:0.78 104:0.58 111:0.74 120:0.74 135:0.28 140:0.94 151:0.66 152:0.79 153:0.48 161:0.71 162:0.47 164:0.75 167:0.92 169:0.76 175:0.75 178:0.53 181:0.63 186:0.75 191:0.95 202:0.85 216:0.23 220:0.91 235:0.02 241:0.95 244:0.61 248:0.67 256:0.68 257:0.65 259:0.21 260:0.75 261:0.75 267:0.23 268:0.69 271:0.28 277:0.69 285:0.62\n3 6:0.88 8:0.93 12:0.06 17:0.07 20:0.99 21:0.54 25:0.88 27:0.40 28:0.49 30:0.15 34:0.47 36:0.77 37:0.74 43:0.47 66:0.16 69:0.39 70:0.68 78:0.74 81:0.91 91:0.90 98:0.63 100:0.79 104:0.58 108:0.63 111:0.74 120:0.80 123:0.29 124:0.51 126:0.54 127:0.78 129:0.59 133:0.47 135:0.26 140:0.93 146:0.47 147:0.53 149:0.49 150:0.83 151:0.74 152:0.94 153:0.83 154:0.36 159:0.31 161:0.71 162:0.48 164:0.89 167:0.92 169:0.77 172:0.37 173:0.57 177:0.05 178:0.52 179:0.87 181:0.63 186:0.75 189:0.94 191:0.84 202:0.94 212:0.30 215:0.58 216:0.59 220:0.96 235:0.60 238:0.97 241:0.96 242:0.82 243:0.37 245:0.57 247:0.12 248:0.72 256:0.86 259:0.21 260:0.81 261:0.78 265:0.60 266:0.54 267:0.28 268:0.86 271:0.28 276:0.37 283:0.60 285:0.62 297:0.36 300:0.43\n1 6:0.99 8:0.98 12:0.06 17:0.28 20:0.78 21:0.78 27:0.32 28:0.49 34:0.68 36:0.29 37:0.95 78:0.76 91:0.92 100:0.86 104:0.58 111:0.79 120:0.69 135:0.80 140:0.97 151:0.66 152:0.76 153:0.48 161:0.71 162:0.46 164:0.57 167:0.92 169:0.83 175:0.75 178:0.54 181:0.63 186:0.77 189:0.99 191:0.94 202:0.79 216:0.23 238:0.99 241:0.94 244:0.61 248:0.63 256:0.45 257:0.65 259:0.21 260:0.70 261:0.77 267:0.44 268:0.46 271:0.28 277:0.69 283:0.60 285:0.62\n2 6:1.00 8:0.91 12:0.06 17:0.30 20:0.99 21:0.78 25:0.88 27:0.10 28:0.49 34:0.26 36:0.72 37:0.97 43:0.33 66:0.36 69:0.67 78:0.78 91:0.73 98:0.09 100:0.86 104:0.58 108:0.51 111:0.80 120:0.75 123:0.49 127:0.07 129:0.05 135:0.18 140:0.94 145:0.45 146:0.05 147:0.05 149:0.13 151:0.71 152:1.00 153:0.72 154:0.25 159:0.05 161:0.71 162:0.47 164:0.76 167:0.73 169:0.95 172:0.05 173:0.80 177:0.05 178:0.53 181:0.63 186:0.79 187:0.68 189:0.98 191:0.93 202:0.85 216:0.67 235:0.42 238:0.97 241:0.65 243:0.51 248:0.68 256:0.68 259:0.21 260:0.76 261:0.96 265:0.10 267:0.44 268:0.70 271:0.28 285:0.62\n1 12:0.06 17:0.59 21:0.54 27:0.45 28:0.49 30:0.62 34:0.94 36:0.19 37:0.50 43:0.32 55:0.71 66:0.54 69:0.69 70:0.54 81:0.91 91:0.09 98:0.52 108:0.53 123:0.51 124:0.50 126:0.54 127:0.22 129:0.59 133:0.47 135:0.80 145:0.50 146:0.72 147:0.76 149:0.47 150:0.83 154:0.24 159:0.43 161:0.71 167:0.56 172:0.41 173:0.61 177:0.05 178:0.55 179:0.59 181:0.63 187:0.68 212:0.14 215:0.58 216:0.77 235:0.60 241:0.15 242:0.82 243:0.63 245:0.59 247:0.12 259:0.21 265:0.54 266:0.71 267:0.28 271:0.28 276:0.41 297:0.36 300:0.43\n1 6:1.00 8:0.99 12:0.06 17:0.02 20:0.99 21:0.78 25:0.88 27:0.10 28:0.49 34:0.24 36:0.37 37:0.97 43:0.52 66:0.36 69:0.12 78:0.90 91:0.97 98:0.10 100:0.98 104:0.58 108:0.10 111:0.97 120:0.82 123:0.10 127:0.07 129:0.05 135:0.37 140:0.93 146:0.05 147:0.05 149:0.16 151:0.79 152:1.00 153:0.91 154:0.41 159:0.05 161:0.71 162:0.48 164:0.91 167:0.92 169:0.95 172:0.05 173:0.35 177:0.05 178:0.52 181:0.63 186:0.90 189:1.00 191:0.96 202:0.95 216:0.67 220:0.82 235:0.42 238:1.00 241:0.93 243:0.51 248:0.74 256:0.89 259:0.21 260:0.83 261:0.96 265:0.10 267:0.73 268:0.89 271:0.28 283:0.82 285:0.62\n1 6:0.81 8:0.61 12:0.06 17:0.11 20:0.92 21:0.54 27:0.11 28:0.49 30:0.30 32:0.80 34:0.90 36:0.39 37:0.89 43:0.26 55:0.96 66:0.33 69:0.82 70:0.66 78:0.74 81:0.91 91:0.40 98:0.33 100:0.79 104:0.84 106:0.81 108:0.83 111:0.74 120:0.87 123:0.83 124:0.83 126:0.54 127:0.32 129:0.93 133:0.84 135:0.86 140:0.45 145:0.77 146:0.20 147:0.25 149:0.41 150:0.83 151:0.79 152:0.89 153:0.90 154:0.19 159:0.61 161:0.71 162:0.61 163:0.81 164:0.81 167:0.65 169:0.77 172:0.32 173:0.74 177:0.05 179:0.70 181:0.63 186:0.75 187:0.39 189:0.83 191:0.80 195:0.87 202:0.75 206:0.81 212:0.23 215:0.58 216:0.90 235:0.60 238:0.94 241:0.50 242:0.82 243:0.25 245:0.51 247:0.12 248:0.81 256:0.75 259:0.21 260:0.87 261:0.78 265:0.35 266:0.63 267:0.69 268:0.76 271:0.28 276:0.43 283:0.82 285:0.62 297:0.36 300:0.43\n1 6:0.99 8:0.95 12:0.06 17:0.28 20:0.83 21:0.78 27:0.40 28:0.49 30:0.15 34:0.22 36:0.98 37:0.79 43:0.47 55:0.52 66:0.33 69:0.35 70:0.68 78:0.75 91:0.87 98:0.30 100:0.84 104:0.58 108:0.58 111:0.78 120:0.77 123:0.56 124:0.77 127:0.27 129:0.89 133:0.78 135:0.84 140:0.95 146:0.05 147:0.05 149:0.45 151:0.72 152:0.80 153:0.78 154:0.36 159:0.49 161:0.71 162:0.46 163:0.97 164:0.75 167:0.91 169:0.81 172:0.27 173:0.27 177:0.05 178:0.53 179:0.71 181:0.63 186:0.76 189:1.00 191:0.91 202:0.91 212:0.30 216:0.45 235:0.22 238:0.99 241:0.89 242:0.82 243:0.17 245:0.49 247:0.12 248:0.69 256:0.73 259:0.21 260:0.78 261:0.79 265:0.32 266:0.54 267:0.65 268:0.69 271:0.28 276:0.38 285:0.62 300:0.43\n1 7:0.81 8:0.79 12:0.06 17:0.30 20:0.85 21:0.64 27:0.16 28:0.49 30:0.60 32:0.80 34:0.80 36:0.35 37:0.85 43:0.28 55:0.84 66:0.77 69:0.78 70:0.53 78:0.74 81:0.88 91:0.14 98:0.76 100:0.77 104:0.98 106:0.81 108:0.71 111:0.73 120:0.69 123:0.69 124:0.39 126:0.54 127:0.31 129:0.59 133:0.47 135:0.72 140:0.80 145:0.91 146:0.05 147:0.05 149:0.46 150:0.75 151:0.66 152:0.81 153:0.48 154:0.20 159:0.55 161:0.71 162:0.62 163:0.86 164:0.57 167:0.62 169:0.75 172:0.57 173:0.72 177:0.05 178:0.42 179:0.63 181:0.63 186:0.75 187:0.68 195:0.84 202:0.50 206:0.81 212:0.30 215:0.53 216:0.81 230:0.87 233:0.76 235:0.74 241:0.39 242:0.82 243:0.13 245:0.51 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 261:0.75 265:0.76 266:0.63 267:0.28 268:0.46 271:0.28 276:0.49 283:0.82 285:0.62 297:0.36 300:0.43\n1 6:0.88 12:0.06 17:0.18 20:0.75 21:0.59 25:0.88 27:0.40 28:0.49 30:0.45 34:0.80 36:0.87 37:0.74 43:0.47 55:0.59 66:0.24 69:0.40 70:0.61 78:0.72 81:0.89 91:0.22 98:0.45 100:0.73 104:0.58 108:0.65 111:0.72 120:0.69 123:0.30 124:0.57 126:0.54 127:0.58 129:0.59 133:0.47 135:0.80 140:0.80 146:0.35 147:0.41 149:0.51 150:0.79 151:0.66 152:0.94 153:0.48 154:0.36 159:0.29 161:0.71 162:0.62 164:0.57 167:0.65 169:0.77 172:0.32 173:0.57 177:0.05 178:0.42 179:0.84 181:0.63 186:0.73 187:0.39 202:0.50 212:0.61 215:0.55 216:0.59 235:0.68 241:0.47 242:0.82 243:0.44 245:0.59 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 261:0.78 265:0.42 266:0.38 267:0.28 268:0.46 271:0.28 276:0.32 285:0.62 297:0.36 300:0.43\n1 12:0.06 17:0.67 21:0.78 27:0.45 28:0.49 30:0.45 32:0.80 34:0.95 36:0.20 37:0.50 43:0.32 55:0.59 66:0.36 69:0.72 70:0.33 81:0.72 91:0.29 98:0.33 108:0.69 123:0.67 124:0.58 126:0.54 127:0.17 129:0.59 133:0.47 135:0.60 145:0.54 146:0.29 147:0.35 149:0.38 150:0.53 154:0.24 159:0.30 161:0.71 163:0.79 167:0.56 172:0.21 173:0.68 177:0.05 178:0.55 179:0.64 181:0.63 187:0.68 195:0.77 212:0.23 215:0.43 216:0.77 235:1.00 241:0.15 242:0.82 243:0.45 245:0.50 247:0.12 259:0.21 265:0.36 266:0.38 267:0.52 271:0.28 276:0.29 297:0.36 300:0.25\n1 6:0.81 8:0.65 12:0.06 17:0.13 20:0.83 21:0.54 27:0.11 28:0.49 30:0.30 32:0.80 34:0.86 36:0.36 37:0.89 43:0.26 55:0.96 66:0.33 69:0.82 70:0.66 78:0.74 81:0.91 91:0.37 98:0.33 100:0.80 104:0.84 106:0.81 108:0.83 111:0.75 120:0.81 123:0.83 124:0.83 126:0.54 127:0.32 129:0.93 133:0.84 135:0.85 140:0.45 145:0.77 146:0.20 147:0.25 149:0.41 150:0.83 151:0.72 152:0.89 153:0.77 154:0.19 159:0.61 161:0.71 162:0.86 163:0.81 164:0.72 167:0.61 169:0.77 172:0.32 173:0.74 177:0.05 179:0.70 181:0.63 186:0.75 187:0.39 189:0.83 191:0.87 195:0.87 202:0.57 206:0.81 212:0.23 215:0.58 216:0.90 235:0.60 238:0.97 241:0.37 242:0.82 243:0.25 245:0.51 247:0.12 248:0.73 256:0.64 259:0.21 260:0.81 261:0.78 265:0.35 266:0.63 267:0.65 268:0.66 271:0.28 276:0.43 283:0.82 285:0.62 297:0.36 300:0.43\n1 8:0.99 12:0.06 17:0.69 20:0.82 21:0.59 27:0.49 28:0.49 30:0.61 32:0.80 34:0.52 36:0.56 37:0.94 43:0.44 55:0.59 66:0.89 69:0.48 70:0.42 78:0.74 81:0.89 91:0.74 98:0.95 100:0.78 104:0.58 108:0.37 111:0.74 120:0.74 123:0.35 126:0.54 127:0.64 129:0.05 135:0.30 140:0.45 145:0.98 146:0.71 147:0.75 149:0.68 150:0.79 151:0.66 152:0.79 153:0.48 154:0.34 159:0.28 161:0.71 162:0.75 164:0.84 167:0.92 169:0.75 172:0.68 173:0.67 177:0.05 179:0.65 181:0.63 186:0.75 195:0.57 202:0.76 212:0.85 215:0.55 216:0.24 220:0.62 235:0.68 241:0.92 242:0.82 243:0.89 247:0.12 248:0.67 256:0.79 259:0.21 260:0.75 261:0.75 265:0.95 266:0.27 267:0.52 268:0.80 271:0.28 276:0.58 285:0.62 297:0.36 300:0.33\n1 12:0.06 17:0.36 21:0.05 25:0.88 27:0.40 28:0.49 30:0.21 34:0.58 36:0.45 37:0.74 43:0.47 66:0.36 69:0.33 70:0.67 81:0.98 91:0.31 98:0.42 104:0.58 108:0.26 123:0.25 124:0.59 126:0.54 127:0.54 129:0.59 133:0.47 135:0.26 146:0.31 147:0.37 149:0.51 150:0.97 154:0.36 159:0.25 161:0.71 167:0.73 172:0.27 173:0.56 177:0.05 178:0.55 179:0.86 181:0.63 187:0.21 212:0.71 215:0.91 216:0.59 235:0.05 241:0.66 242:0.82 243:0.51 245:0.56 247:0.12 259:0.21 265:0.44 266:0.27 267:0.28 271:0.28 276:0.28 297:0.36 300:0.43\n2 12:0.06 17:0.28 21:0.22 25:0.88 27:0.40 28:0.49 30:0.21 34:0.50 36:0.81 37:0.74 43:0.47 55:0.59 66:0.16 69:0.35 70:0.92 81:0.96 91:0.15 98:0.25 104:0.58 108:0.85 123:0.26 124:0.78 126:0.54 127:0.89 129:0.89 133:0.78 135:0.28 146:0.35 147:0.41 149:0.49 150:0.94 154:0.36 159:0.62 161:0.71 167:0.72 172:0.32 173:0.30 177:0.05 178:0.55 179:0.81 181:0.63 187:0.21 202:0.62 212:0.49 215:0.79 216:0.59 235:0.22 241:0.64 242:0.82 243:0.37 245:0.56 247:0.12 259:0.21 265:0.25 266:0.47 267:0.23 271:0.28 276:0.40 297:0.36 300:0.70\n1 7:0.81 8:0.74 12:0.06 17:0.34 21:0.78 25:0.88 27:0.10 28:0.49 34:0.40 36:0.96 37:0.97 43:0.22 66:0.36 69:0.90 78:0.79 91:0.33 98:0.08 104:0.58 108:0.79 111:0.77 120:0.69 123:0.78 127:0.06 129:0.05 135:0.20 140:0.96 146:0.05 147:0.05 149:0.09 151:0.66 153:0.48 154:0.15 159:0.05 161:0.71 162:0.46 164:0.57 167:0.59 169:0.84 172:0.05 173:0.96 177:0.05 178:0.53 181:0.63 187:0.39 191:0.88 202:0.77 216:0.67 230:0.87 233:0.76 235:0.31 241:0.30 243:0.51 248:0.63 256:0.45 259:0.21 260:0.70 265:0.08 267:0.82 268:0.46 271:0.28 285:0.62\n2 7:0.78 8:0.70 11:0.57 12:0.69 17:0.34 21:0.13 27:0.48 28:0.70 30:0.11 34:0.23 36:0.93 37:0.47 39:0.76 43:0.28 55:0.71 66:0.11 69:0.33 70:0.94 74:0.98 76:1.00 77:0.89 81:0.70 85:0.72 91:0.56 98:0.36 101:0.64 104:0.95 106:0.81 108:0.95 117:0.86 122:0.67 123:0.95 124:0.96 126:0.32 127:0.95 129:0.97 133:0.96 135:0.74 145:0.61 146:0.63 147:0.68 149:0.72 150:0.50 154:0.88 159:0.93 161:0.88 167:0.45 172:0.73 173:0.10 177:0.38 178:0.55 179:0.18 181:0.45 187:0.87 195:0.98 206:0.81 212:0.42 215:0.84 216:0.74 222:0.84 230:0.81 232:0.86 233:0.76 235:0.12 241:0.05 242:0.58 243:0.19 245:0.91 247:0.67 253:0.70 259:0.21 265:0.38 266:0.96 267:0.59 271:0.34 276:0.93 282:0.84 297:0.36 300:0.94\n2 1:0.74 7:0.81 12:0.69 17:0.28 21:0.40 27:0.21 28:0.70 30:0.15 34:0.55 36:0.58 37:0.74 39:0.76 43:0.37 55:0.59 66:0.64 69:0.15 70:0.84 74:0.97 76:0.94 81:0.65 91:0.17 98:0.86 108:0.12 114:0.82 117:0.86 123:0.12 124:0.64 126:0.54 127:0.81 129:0.89 133:0.78 135:0.18 146:0.99 147:0.99 149:0.70 150:0.71 154:0.92 155:0.67 159:0.91 161:0.88 167:0.47 172:0.96 173:0.07 176:0.73 177:0.38 178:0.55 179:0.15 181:0.45 187:0.39 192:0.59 201:0.74 204:0.89 208:0.64 212:0.54 215:0.67 216:0.95 222:0.84 230:0.84 232:0.85 233:0.69 235:0.52 241:0.21 242:0.22 243:0.69 245:0.96 247:0.67 253:0.77 254:0.74 259:0.21 265:0.86 266:0.80 267:0.52 271:0.34 276:0.95 290:0.82 297:0.36 300:0.70\n1 1:0.74 7:0.81 11:0.57 12:0.69 17:0.72 21:0.71 27:0.72 28:0.70 30:0.38 32:0.80 34:0.49 36:0.98 39:0.76 43:0.78 55:0.84 60:0.87 66:0.80 69:0.80 70:0.64 74:0.89 77:0.70 81:0.48 83:0.82 85:0.72 91:0.18 98:0.85 101:0.70 108:0.63 114:0.68 121:0.90 123:0.61 124:0.42 126:0.54 127:0.70 129:0.05 133:0.74 135:0.93 145:0.41 146:0.97 147:0.05 149:0.72 150:0.65 154:0.70 155:0.67 158:0.87 159:0.79 161:0.88 165:0.69 167:0.45 172:0.87 173:0.66 176:0.73 177:0.05 178:0.55 179:0.35 181:0.45 187:0.95 192:0.59 195:0.92 201:0.74 202:0.36 204:0.89 208:0.64 212:0.26 215:0.48 216:0.16 222:0.84 230:0.87 233:0.76 235:0.88 241:0.10 242:0.43 243:0.07 245:0.71 247:0.67 253:0.69 257:0.65 259:0.21 265:0.85 266:0.75 267:0.89 271:0.34 276:0.80 279:0.86 282:0.88 283:0.71 290:0.68 297:0.36 299:0.88 300:0.70\n3 1:0.74 6:0.99 7:0.81 8:0.96 9:0.80 12:0.69 17:0.20 20:0.98 21:0.40 27:0.21 28:0.70 30:0.15 34:0.34 36:0.57 37:0.74 39:0.76 43:0.38 55:0.59 66:0.33 69:0.15 70:0.86 74:0.97 76:0.94 78:0.98 81:0.65 91:0.44 96:0.87 98:0.68 100:0.99 104:0.94 106:0.81 108:0.12 111:0.99 114:0.82 117:0.86 120:0.87 123:0.12 124:0.82 126:0.54 127:0.83 129:0.93 133:0.84 135:0.17 140:0.45 146:0.98 147:0.98 149:0.70 150:0.71 151:0.83 152:0.98 153:0.72 154:0.92 155:0.67 158:0.87 159:0.91 161:0.88 162:0.61 164:0.80 167:0.47 169:0.98 172:0.91 173:0.07 176:0.73 177:0.38 179:0.16 181:0.45 186:0.98 187:0.39 189:0.99 190:0.77 192:0.59 201:0.74 202:0.76 204:0.89 206:0.81 208:0.64 212:0.54 215:0.67 216:0.95 220:0.62 222:0.84 230:0.84 232:0.85 233:0.69 235:0.52 238:0.96 241:0.21 242:0.27 243:0.50 245:0.97 247:0.67 248:0.79 253:0.91 254:0.74 255:0.79 256:0.78 259:0.21 260:0.87 261:0.97 265:0.68 266:0.87 267:0.65 268:0.77 271:0.34 276:0.95 279:0.86 283:0.82 285:0.62 290:0.82 297:0.36 300:0.70\n0 12:0.69 17:0.30 21:0.30 27:0.45 28:0.70 30:0.42 34:0.63 36:0.36 37:0.50 39:0.76 43:0.30 55:0.59 66:0.78 69:0.68 70:0.46 74:0.98 81:0.46 91:0.11 98:0.81 108:0.52 114:0.69 122:0.67 123:0.50 124:0.40 126:0.32 127:0.59 129:0.05 133:0.39 135:0.83 145:0.50 146:0.96 147:0.97 149:0.73 150:0.37 154:0.45 158:0.84 159:0.78 161:0.88 167:0.47 172:0.88 173:0.51 176:0.56 177:0.38 178:0.55 179:0.31 181:0.45 187:0.68 212:0.55 216:0.77 222:0.84 235:0.31 241:0.27 242:0.80 243:0.80 245:0.86 247:0.39 253:0.74 254:0.94 259:0.21 265:0.81 266:0.80 267:0.28 271:0.34 276:0.80 290:0.69 300:0.43\n2 1:0.74 7:0.78 11:0.57 12:0.69 17:0.62 21:0.30 27:0.49 28:0.70 30:0.61 32:0.80 34:0.92 36:0.91 37:0.53 39:0.76 43:0.92 55:0.71 66:0.89 69:0.37 70:0.51 74:0.92 76:0.85 77:0.70 81:0.73 83:0.75 85:0.85 91:0.12 98:0.95 101:0.80 104:0.90 106:0.81 108:0.29 114:0.86 117:0.86 122:0.67 123:0.28 126:0.54 127:0.64 129:0.05 135:0.42 145:0.42 146:0.78 147:0.82 149:0.81 150:0.83 154:0.92 155:0.67 158:0.85 159:0.34 161:0.88 165:0.84 167:0.46 172:0.68 173:0.50 176:0.73 177:0.38 178:0.55 179:0.65 181:0.45 187:0.68 192:0.59 195:0.59 201:0.74 206:0.81 212:0.77 215:0.72 216:0.71 222:0.84 230:0.81 232:0.97 233:0.76 235:0.42 241:0.15 242:0.51 243:0.89 247:0.67 253:0.76 259:0.21 265:0.95 266:0.38 267:0.59 271:0.34 276:0.58 282:0.88 283:0.82 290:0.86 297:0.36 299:0.88 300:0.43\n0 7:0.78 11:0.57 12:0.69 17:0.24 21:0.54 27:0.21 28:0.70 30:0.21 34:0.45 36:0.50 37:0.74 39:0.76 43:0.48 55:0.59 66:0.43 69:0.23 70:0.86 74:0.95 81:0.38 85:0.72 91:0.37 98:0.66 101:0.68 104:0.97 106:0.81 108:0.18 120:0.59 123:0.18 124:0.85 126:0.32 127:0.78 129:0.93 133:0.87 135:0.17 140:0.45 146:0.96 147:0.96 149:0.71 150:0.33 151:0.52 153:0.48 154:0.86 159:0.87 161:0.88 162:0.86 164:0.66 167:0.46 172:0.89 173:0.10 177:0.38 179:0.19 181:0.45 187:0.39 190:0.77 202:0.50 206:0.81 212:0.49 215:0.58 216:0.95 220:0.96 222:0.84 230:0.81 233:0.69 235:0.60 241:0.15 242:0.23 243:0.57 245:0.93 247:0.67 248:0.52 253:0.67 256:0.58 259:0.21 260:0.59 265:0.66 266:0.75 267:0.69 268:0.59 271:0.34 276:0.92 285:0.50 297:0.36 300:0.84\n0 6:0.92 7:0.78 8:0.70 12:0.69 17:0.45 20:0.94 21:0.05 27:0.48 28:0.70 30:0.15 34:0.24 36:0.92 37:0.47 39:0.76 43:0.33 55:0.84 66:0.13 69:0.32 70:0.89 74:0.84 76:1.00 77:0.89 78:0.89 81:0.79 91:0.23 98:0.40 100:0.84 104:0.95 106:0.81 108:0.25 111:0.86 117:0.86 123:0.89 124:0.90 126:0.32 127:0.79 129:0.81 133:0.89 135:0.76 145:0.61 146:0.43 147:0.50 149:0.45 150:0.58 152:0.97 154:0.88 159:0.81 161:0.88 163:0.81 167:0.45 169:0.86 172:0.37 173:0.17 177:0.38 178:0.55 179:0.53 181:0.45 186:0.89 187:0.87 195:0.92 206:0.81 212:0.18 215:0.91 216:0.74 222:0.84 230:0.81 232:0.86 233:0.76 235:0.05 241:0.07 242:0.71 243:0.33 245:0.70 247:0.60 253:0.60 254:0.74 259:0.21 261:0.92 265:0.24 266:0.94 267:0.59 271:0.34 276:0.68 282:0.84 297:0.36 300:0.70\n0 12:0.69 17:0.32 21:0.47 27:0.45 28:0.70 30:0.26 32:0.75 34:0.89 36:0.20 37:0.50 39:0.76 43:0.30 55:0.52 66:0.33 69:0.84 70:0.91 74:0.37 81:0.42 91:0.12 98:0.41 108:0.69 123:0.67 124:0.84 126:0.32 127:0.52 129:0.05 133:0.82 135:0.72 145:0.41 146:0.68 147:0.43 149:0.64 150:0.35 154:0.52 159:0.73 161:0.88 167:0.50 172:0.61 173:0.74 177:0.05 178:0.55 179:0.43 181:0.45 187:0.68 195:0.88 212:0.52 215:0.63 216:0.77 222:0.84 235:0.52 241:0.44 242:0.81 243:0.17 245:0.77 247:0.39 253:0.33 254:0.92 257:0.65 259:0.21 265:0.43 266:0.89 267:0.28 271:0.34 276:0.71 283:0.71 297:0.36 300:0.84\n0 1:0.74 6:0.80 7:0.78 8:0.60 11:0.57 12:0.69 17:0.45 20:0.93 21:0.22 27:0.71 28:0.70 30:0.17 32:0.80 34:0.52 36:0.64 37:0.54 39:0.76 43:0.72 55:0.59 60:0.87 66:0.60 69:0.87 70:0.88 74:0.94 76:0.85 77:0.89 78:0.92 81:0.81 83:0.81 85:0.80 87:0.98 91:0.08 98:0.66 100:0.87 101:0.71 104:0.83 106:0.81 108:0.74 111:0.90 114:0.90 122:0.57 123:0.72 124:0.77 126:0.54 127:0.72 129:0.59 133:0.86 135:0.78 145:0.65 146:0.95 147:0.41 149:0.72 150:0.87 152:0.86 154:0.62 155:0.67 158:0.86 159:0.86 161:0.88 165:0.86 167:0.46 169:0.84 172:0.85 173:0.70 176:0.73 177:0.05 178:0.55 179:0.31 181:0.45 186:0.92 187:0.21 189:0.82 192:0.59 195:0.95 201:0.74 206:0.81 208:0.64 212:0.35 215:0.79 216:0.15 222:0.84 230:0.81 232:0.70 233:0.76 235:0.42 238:0.82 241:0.15 242:0.21 243:0.09 245:0.81 247:0.67 253:0.78 257:0.65 259:0.21 261:0.89 265:0.67 266:0.91 267:0.73 271:0.34 276:0.83 279:0.86 282:0.88 283:0.82 290:0.90 297:0.36 299:0.88 300:0.84\n0 1:0.74 6:0.91 7:0.78 8:0.80 11:0.57 12:0.69 17:0.83 20:0.93 21:0.13 27:0.59 28:0.70 30:0.21 32:0.80 34:0.78 36:0.29 37:0.77 39:0.76 43:0.94 55:0.59 66:0.27 69:0.25 70:0.67 74:0.86 76:0.85 77:0.70 78:0.97 81:0.83 83:0.77 85:0.72 91:0.63 98:0.42 100:0.93 101:0.73 108:0.20 111:0.94 114:0.92 120:0.85 122:0.67 123:0.70 124:0.59 126:0.54 127:0.59 129:0.59 133:0.47 135:0.37 140:0.45 145:0.39 146:0.35 147:0.41 149:0.65 150:0.89 151:0.71 152:0.86 153:0.77 154:0.94 155:0.67 159:0.41 161:0.88 162:0.86 164:0.74 165:0.88 167:0.47 169:0.91 172:0.27 173:0.34 176:0.73 177:0.38 179:0.87 181:0.45 186:0.96 187:0.39 189:0.92 190:0.77 192:0.59 195:0.63 201:0.74 202:0.60 212:0.55 215:0.84 216:0.25 222:0.84 230:0.81 233:0.76 235:0.22 238:0.86 241:0.24 242:0.58 243:0.51 245:0.56 247:0.39 248:0.76 253:0.76 256:0.68 259:0.21 260:0.85 261:0.92 265:0.36 266:0.38 267:0.36 268:0.68 271:0.34 276:0.28 282:0.88 283:0.82 285:0.50 290:0.92 297:0.36 299:0.88 300:0.43\n0 7:0.78 11:0.57 12:0.69 17:0.36 21:0.78 27:0.48 28:0.70 30:0.45 34:0.36 36:0.96 37:0.47 39:0.76 43:0.60 55:0.71 66:0.25 69:0.37 70:0.77 74:0.99 85:0.96 91:0.01 98:0.59 101:0.73 104:0.96 106:0.81 108:0.92 122:0.67 123:0.92 124:0.96 127:0.97 129:0.98 133:0.96 135:0.89 145:0.61 146:0.39 147:0.45 149:0.87 154:0.85 159:0.98 161:0.88 167:0.45 172:0.99 173:0.07 177:0.38 178:0.55 179:0.09 181:0.45 187:0.95 206:0.81 212:0.60 216:0.74 222:0.84 230:0.81 233:0.76 235:0.22 241:0.02 242:0.19 243:0.05 245:0.99 247:0.67 253:0.71 259:0.21 265:0.60 266:0.95 267:0.36 271:0.34 276:0.99 300:0.94\n1 1:0.74 6:0.92 7:0.78 8:0.73 12:0.69 17:0.11 20:0.82 21:0.05 27:0.48 28:0.70 30:0.55 34:0.19 36:0.98 37:0.47 39:0.76 43:0.33 55:0.71 66:0.97 69:0.37 70:0.56 74:0.80 76:1.00 77:0.89 78:0.98 81:0.88 83:0.79 91:0.27 96:0.70 98:0.98 100:0.94 104:0.95 106:0.81 108:0.29 111:0.95 114:0.95 117:0.86 123:0.28 126:0.54 127:0.79 129:0.05 135:0.47 140:0.45 145:0.61 146:0.98 147:0.98 149:0.76 150:0.93 151:0.50 152:0.97 153:0.48 154:0.88 155:0.67 159:0.76 161:0.88 162:0.86 165:0.90 167:0.47 169:0.86 172:0.92 173:0.23 176:0.73 177:0.38 179:0.29 181:0.45 186:0.97 187:0.87 190:0.77 192:0.59 195:0.89 201:0.74 202:0.36 206:0.81 212:0.39 215:0.91 216:0.74 220:0.91 222:0.84 230:0.81 232:0.86 233:0.76 235:0.12 241:0.21 242:0.79 243:0.97 247:0.60 248:0.50 253:0.77 254:0.74 256:0.45 259:0.21 261:0.92 265:0.98 266:0.54 267:0.92 268:0.46 271:0.34 276:0.85 282:0.84 285:0.50 290:0.95 297:0.36 300:0.70\n2 8:0.88 11:0.57 12:0.69 17:0.16 20:0.92 21:0.22 27:0.57 28:0.70 30:0.38 32:0.77 34:0.33 36:0.84 37:0.54 39:0.76 43:0.80 55:0.59 60:0.87 66:0.45 69:0.70 70:0.65 74:0.89 77:0.89 78:0.90 81:0.52 83:0.80 85:0.72 91:0.27 98:0.72 100:0.84 101:0.71 104:0.93 106:0.81 108:0.70 111:0.87 114:0.72 117:0.86 120:0.69 123:0.68 124:0.76 126:0.32 127:0.72 129:0.81 133:0.76 135:0.66 140:0.45 145:0.56 146:0.26 147:0.05 149:0.67 150:0.40 151:0.66 152:0.86 153:0.48 154:0.75 155:0.67 158:0.87 159:0.71 161:0.88 162:0.86 164:0.56 167:0.45 169:0.82 172:0.63 173:0.60 176:0.56 177:0.05 179:0.52 181:0.45 186:0.90 187:0.68 190:0.77 192:0.59 195:0.84 202:0.36 206:0.81 208:0.64 212:0.51 216:0.70 222:0.84 232:0.97 235:0.22 241:0.01 242:0.38 243:0.09 245:0.75 247:0.67 248:0.63 253:0.70 256:0.45 257:0.65 259:0.21 260:0.70 261:0.88 265:0.73 266:0.80 267:0.28 268:0.46 271:0.34 276:0.68 279:0.86 282:0.85 283:0.82 285:0.50 290:0.72 300:0.55\n2 1:0.74 6:0.92 8:0.89 9:0.80 11:0.57 12:0.69 17:0.38 20:0.93 21:0.05 27:0.48 28:0.70 30:0.76 34:0.26 36:0.62 37:0.47 39:0.76 41:0.88 43:0.85 55:0.45 60:0.95 66:0.72 69:0.33 70:0.22 74:0.84 76:1.00 77:0.89 78:0.93 81:0.88 83:0.82 85:0.72 91:0.69 96:0.80 98:0.53 100:0.90 101:0.75 104:0.95 106:0.81 108:0.26 111:0.91 114:0.95 117:0.86 120:0.82 122:0.57 123:0.25 126:0.54 127:0.16 129:0.05 135:0.60 140:0.45 145:0.61 146:0.36 147:0.43 149:0.55 150:0.93 151:0.83 152:0.97 153:0.48 154:0.82 155:0.67 158:0.92 159:0.14 161:0.88 162:0.83 163:0.75 164:0.76 165:0.90 167:0.51 169:0.86 172:0.27 173:0.55 176:0.73 177:0.38 179:0.70 181:0.45 186:0.92 187:0.87 189:0.97 190:0.77 192:0.59 195:0.58 201:0.74 202:0.64 206:0.81 208:0.64 212:0.42 215:0.91 216:0.74 220:0.62 222:0.84 232:0.86 235:0.12 238:0.85 241:0.47 242:0.45 243:0.75 247:0.35 248:0.76 253:0.85 255:0.79 256:0.68 259:0.21 260:0.83 261:0.92 265:0.54 266:0.23 267:0.76 268:0.70 271:0.34 276:0.17 279:0.86 282:0.84 283:0.82 285:0.62 290:0.95 297:0.36 300:0.18\n0 1:0.74 11:0.57 12:0.69 17:0.22 20:0.95 21:0.68 27:0.18 28:0.70 30:0.27 34:0.36 36:0.73 37:0.45 39:0.76 43:0.80 55:0.71 66:0.08 69:0.34 70:0.87 74:0.99 78:0.78 81:0.48 85:0.97 91:0.10 98:0.36 100:0.73 101:0.72 108:0.99 111:0.77 114:0.70 120:0.69 122:0.57 123:0.99 124:0.98 126:0.54 127:1.00 129:1.00 133:0.98 135:0.34 140:0.45 146:0.96 147:0.96 149:0.93 150:0.62 151:0.66 152:0.91 153:0.48 154:0.87 155:0.67 159:0.99 161:0.88 162:0.86 164:0.56 167:0.45 169:0.72 172:0.95 173:0.06 176:0.73 177:0.38 179:0.09 181:0.45 186:0.79 187:0.87 190:0.77 192:0.59 201:0.74 202:0.36 212:0.47 215:0.49 216:0.83 222:0.84 235:0.84 241:0.05 242:0.22 243:0.19 245:0.99 247:0.67 248:0.63 253:0.76 256:0.45 259:0.21 260:0.70 261:0.80 265:0.39 266:0.98 267:0.65 268:0.46 271:0.34 276:1.00 285:0.50 290:0.70 297:0.36 300:0.94\n0 6:0.99 7:0.78 8:0.91 9:0.80 11:0.57 12:0.69 17:0.03 20:0.98 21:0.30 27:0.21 28:0.70 30:0.16 34:0.45 36:0.67 37:0.74 39:0.76 41:0.82 43:0.45 55:0.71 66:0.10 69:0.85 70:0.87 74:0.56 78:0.93 81:0.54 83:0.76 85:0.72 91:0.93 96:0.80 98:0.33 100:0.89 101:0.52 104:0.84 106:0.81 108:0.97 111:0.91 120:0.99 123:0.97 124:0.99 126:0.32 127:1.00 129:0.81 133:0.99 135:0.44 140:1.00 146:0.89 147:0.48 149:0.80 150:0.41 151:0.87 152:0.98 153:0.99 154:0.47 155:0.67 159:0.97 161:0.88 162:0.60 164:0.97 167:0.55 169:0.98 172:0.84 173:0.35 177:0.05 179:0.13 181:0.45 186:0.93 187:0.39 189:0.94 191:0.85 192:0.59 202:0.96 206:0.81 208:0.64 212:0.16 215:0.72 216:0.95 222:0.84 230:0.81 233:0.76 235:0.31 238:0.85 241:0.57 242:0.79 243:0.08 245:0.93 247:0.60 248:0.78 253:0.77 255:0.79 256:0.96 257:0.65 259:0.21 260:0.99 261:0.97 265:0.35 266:0.98 267:0.85 268:0.97 271:0.34 276:0.97 283:0.82 285:0.62 297:0.36 300:0.94\n2 8:0.75 12:0.51 17:0.81 21:0.40 27:0.72 28:0.47 30:0.89 32:0.80 34:0.56 36:0.54 37:0.32 43:0.31 66:0.47 69:0.72 70:0.20 81:0.92 91:0.88 98:0.22 104:0.58 108:0.71 120:0.89 123:0.69 124:0.52 126:0.54 127:0.28 129:0.59 133:0.47 135:0.58 140:0.45 145:0.77 146:0.13 147:0.18 149:0.34 150:0.85 151:0.80 153:0.93 154:0.22 159:0.26 161:0.89 162:0.86 164:0.84 167:0.83 172:0.21 173:0.85 177:0.05 179:0.87 181:0.98 195:0.59 202:0.72 212:0.30 215:0.67 216:0.26 235:0.52 241:0.91 242:0.82 243:0.37 245:0.46 247:0.12 248:0.85 256:0.78 259:0.21 260:0.90 265:0.24 266:0.27 267:0.52 268:0.80 271:0.64 276:0.15 285:0.62 297:0.36 300:0.18\n3 8:0.84 12:0.51 17:0.26 21:0.22 25:0.88 27:0.26 28:0.47 34:0.21 36:0.45 37:0.79 43:0.52 66:0.36 69:0.10 78:0.88 81:0.87 91:0.98 98:0.22 104:0.58 108:0.09 111:0.93 120:0.98 123:0.09 126:0.54 127:0.11 129:0.05 135:0.30 140:0.45 146:0.05 147:0.05 149:0.16 150:0.73 151:0.85 153:0.98 154:0.41 159:0.05 161:0.89 162:0.78 164:0.98 167:0.85 169:0.94 172:0.05 173:0.87 177:0.05 181:0.98 191:0.93 202:0.96 215:0.79 216:0.69 235:0.22 238:0.97 241:1.00 243:0.51 248:0.98 256:0.97 259:0.21 260:0.98 265:0.24 267:0.73 268:0.98 271:0.64 283:0.82 285:0.62 297:0.36\n1 7:0.81 8:0.76 12:0.51 17:0.51 21:0.40 27:0.50 28:0.47 30:0.26 32:0.80 34:0.31 36:0.79 37:0.60 43:0.40 55:0.84 66:0.05 69:0.54 70:0.64 81:0.83 91:0.06 98:0.26 104:0.91 106:0.81 108:0.98 120:0.80 123:0.96 124:0.99 126:0.54 127:0.99 129:1.00 133:0.99 135:0.60 140:0.45 145:0.70 146:0.85 147:0.88 149:0.85 150:0.63 151:0.73 153:0.80 154:0.30 159:0.99 161:0.89 162:0.77 164:0.84 167:0.46 172:0.86 173:0.08 177:0.05 179:0.10 181:0.98 187:0.39 191:0.73 195:1.00 202:0.76 206:0.81 212:0.23 215:0.67 216:0.86 220:0.62 230:0.65 233:0.63 235:0.42 241:0.03 242:0.82 243:0.09 245:0.97 247:0.12 248:0.73 256:0.80 259:0.21 260:0.81 265:0.25 266:0.98 267:0.23 268:0.81 271:0.64 276:0.99 283:0.82 285:0.62 297:0.36 300:0.84\n2 8:0.83 12:0.51 17:0.18 20:0.86 21:0.47 25:0.88 27:0.38 28:0.47 30:0.68 32:0.80 34:0.55 36:0.85 37:0.64 43:0.41 55:0.71 66:0.79 69:0.53 70:0.31 78:0.76 81:0.81 91:0.85 98:0.85 100:0.79 104:0.58 108:0.41 111:0.76 120:0.88 123:0.39 126:0.54 127:0.36 129:0.05 135:0.21 140:0.45 145:0.41 146:0.50 147:0.56 149:0.48 150:0.61 151:0.83 152:0.81 153:0.96 154:0.31 159:0.18 161:0.89 162:0.83 164:0.93 167:0.83 169:0.77 172:0.41 173:0.82 177:0.05 179:0.85 181:0.98 186:0.77 191:0.90 195:0.58 202:0.87 212:0.89 215:0.63 216:0.35 235:0.52 241:0.91 242:0.82 243:0.80 247:0.12 248:0.83 256:0.90 259:0.21 260:0.89 261:0.78 265:0.85 266:0.17 267:0.23 268:0.91 271:0.64 276:0.35 283:0.60 285:0.62 297:0.36 300:0.25\n2 8:0.86 12:0.51 17:0.07 21:0.30 27:0.50 28:0.47 30:0.76 34:0.17 36:0.92 37:0.31 43:0.36 55:0.52 66:0.72 69:0.61 70:0.15 78:0.79 81:0.85 91:0.97 98:0.79 104:0.73 108:0.46 111:0.79 120:0.92 123:0.45 126:0.54 127:0.27 129:0.05 135:0.37 140:0.80 146:0.45 147:0.52 149:0.36 150:0.68 151:0.78 153:0.90 154:0.27 159:0.16 161:0.89 162:0.77 163:0.86 164:0.98 167:0.85 169:0.82 172:0.27 173:0.88 177:0.05 178:0.42 179:0.91 181:0.98 191:0.87 202:0.95 212:0.42 215:0.72 216:0.61 220:0.74 235:0.31 241:0.98 242:0.82 243:0.75 247:0.12 248:0.88 256:0.96 259:0.21 260:0.92 265:0.79 266:0.23 267:0.44 268:0.97 271:0.64 276:0.24 283:0.60 285:0.62 297:0.36 300:0.13\n1 12:0.51 17:0.45 21:0.54 27:0.45 28:0.47 30:0.66 34:0.50 36:0.59 37:0.50 43:0.32 55:0.71 66:0.54 69:0.69 70:0.31 81:0.79 91:0.05 98:0.65 108:0.86 123:0.85 124:0.64 126:0.54 127:0.39 129:0.81 133:0.67 135:0.73 145:0.44 146:0.56 147:0.62 149:0.64 150:0.58 154:0.24 159:0.78 161:0.89 163:0.93 167:0.50 172:0.75 173:0.48 177:0.05 178:0.55 179:0.35 181:0.98 187:0.68 212:0.22 215:0.58 216:0.77 235:0.60 241:0.27 242:0.82 243:0.19 245:0.82 247:0.12 259:0.21 265:0.66 266:0.80 267:0.28 271:0.64 276:0.74 297:0.36 300:0.33\n0 6:0.90 8:0.72 12:0.51 17:0.59 20:0.81 21:0.22 25:0.88 27:0.26 28:0.47 34:0.55 36:0.66 37:0.79 78:0.82 81:0.87 91:0.82 100:0.88 104:0.58 111:0.83 120:0.88 126:0.54 135:0.47 140:0.45 150:0.73 151:0.74 152:0.84 153:0.84 161:0.89 162:0.86 164:0.85 167:0.80 169:0.89 175:0.75 181:0.98 186:0.82 187:0.21 189:0.88 202:0.74 215:0.79 216:0.69 235:0.22 238:0.94 241:0.82 244:0.61 248:0.84 256:0.80 257:0.65 259:0.21 260:0.89 261:0.89 267:0.18 268:0.81 271:0.64 277:0.69 285:0.62 297:0.36\n0 6:0.90 8:0.92 12:0.51 17:0.32 20:0.87 21:0.22 25:0.88 27:0.26 28:0.47 34:0.68 36:0.68 37:0.79 78:0.84 81:0.87 91:0.93 100:0.91 104:0.58 111:0.86 120:0.96 126:0.54 135:0.56 140:0.45 150:0.73 151:0.82 152:0.84 153:0.95 161:0.89 162:0.77 164:0.95 167:0.78 169:0.94 175:0.75 181:0.98 186:0.85 187:0.87 189:0.92 191:0.83 202:0.92 215:0.79 216:0.69 235:0.22 238:0.95 241:0.77 244:0.61 248:0.95 256:0.93 257:0.65 259:0.21 260:0.96 261:0.89 267:0.52 268:0.94 271:0.64 277:0.69 283:0.60 285:0.62 297:0.36\n2 6:0.95 8:0.88 12:0.51 17:0.20 20:0.95 21:0.78 27:0.16 28:0.47 34:0.58 36:0.26 37:0.85 78:0.91 91:0.97 100:0.99 104:0.58 111:0.98 120:0.97 135:0.77 140:0.45 151:0.84 152:0.93 153:0.97 161:0.89 162:0.80 164:0.97 167:0.82 169:0.98 175:0.75 181:0.98 186:0.91 189:0.96 191:0.84 202:0.94 216:0.55 238:0.99 241:0.86 244:0.61 248:0.96 256:0.95 257:0.65 259:0.21 260:0.98 261:0.98 267:0.87 268:0.96 271:0.64 277:0.69 285:0.62\n2 6:0.96 8:0.92 12:0.51 17:0.34 20:0.92 21:0.78 27:0.18 28:0.47 34:0.56 36:0.43 37:0.87 78:0.85 91:0.99 100:0.99 104:0.58 111:0.97 120:0.88 135:0.28 140:0.80 145:0.42 151:0.66 152:0.86 153:0.48 161:0.89 162:0.50 164:0.90 167:0.84 169:0.99 175:0.75 178:0.42 181:0.98 186:0.85 189:0.97 191:0.91 202:0.91 216:0.43 220:0.62 235:0.05 238:1.00 241:0.97 244:0.61 248:0.82 256:0.88 257:0.65 259:0.21 260:0.88 261:0.98 267:0.36 268:0.88 271:0.64 277:0.69 285:0.62\n1 6:0.90 8:0.91 12:0.51 17:0.38 20:0.76 21:0.22 25:0.88 27:0.26 28:0.47 34:0.44 36:0.49 37:0.79 43:0.52 66:0.36 69:0.10 78:0.89 81:0.87 91:0.90 98:0.15 100:0.98 104:0.58 106:0.81 108:0.09 111:0.96 120:0.98 123:0.09 126:0.54 127:0.09 129:0.05 135:0.42 140:0.45 146:0.05 147:0.05 149:0.16 150:0.73 151:0.84 152:0.84 153:0.98 154:0.41 159:0.05 161:0.89 162:0.79 164:0.97 167:0.82 169:0.89 172:0.05 173:0.68 177:0.05 181:0.98 186:0.89 187:0.68 189:0.92 191:0.91 202:0.95 206:0.81 215:0.79 216:0.69 235:0.22 238:0.99 241:0.87 243:0.51 248:0.97 256:0.96 259:0.21 260:0.98 261:0.89 265:0.16 267:0.85 268:0.97 271:0.64 283:0.82 285:0.62 297:0.36\n1 12:0.51 17:0.53 21:0.22 27:0.45 28:0.47 30:0.45 34:0.39 36:0.67 37:0.50 43:0.32 55:0.71 66:0.34 69:0.68 70:0.31 81:0.87 91:0.11 98:0.57 108:0.52 123:0.49 124:0.71 126:0.54 127:0.31 129:0.81 133:0.67 135:0.88 145:0.45 146:0.81 147:0.84 149:0.52 150:0.73 154:0.24 159:0.62 161:0.89 163:0.94 167:0.49 172:0.41 173:0.55 177:0.05 178:0.55 179:0.58 181:0.98 187:0.68 212:0.37 215:0.79 216:0.77 235:0.22 241:0.21 242:0.82 243:0.51 245:0.66 247:0.12 259:0.21 265:0.59 266:0.71 267:0.28 271:0.64 276:0.53 297:0.36 300:0.25\n2 7:0.81 8:0.78 12:0.51 17:0.38 21:0.47 27:0.21 28:0.47 30:0.10 34:0.67 36:0.86 37:0.74 43:0.52 55:0.52 66:0.30 69:0.15 70:0.87 78:0.76 81:0.81 91:0.23 98:0.60 104:0.84 106:0.81 108:0.87 111:0.75 120:0.84 123:0.86 124:0.89 126:0.54 127:0.78 129:0.96 133:0.90 135:0.17 140:0.45 146:0.45 147:0.52 149:0.76 150:0.61 151:0.80 153:0.92 154:0.41 159:0.88 161:0.89 162:0.70 164:0.83 167:0.52 169:0.84 172:0.78 173:0.08 177:0.05 179:0.27 181:0.98 187:0.39 202:0.76 206:0.81 212:0.30 215:0.63 216:0.95 230:0.87 233:0.76 235:0.52 241:0.39 242:0.82 243:0.15 245:0.87 247:0.12 248:0.77 256:0.77 259:0.21 260:0.85 265:0.61 266:0.91 267:0.88 268:0.79 271:0.64 276:0.86 283:0.82 285:0.62 297:0.36 300:0.84\n0 8:0.74 12:0.51 17:0.18 21:0.40 25:0.88 27:0.13 28:0.47 34:0.40 36:0.55 37:0.65 81:0.83 91:0.85 104:0.73 120:0.80 126:0.54 135:0.54 140:0.80 150:0.63 151:0.66 153:0.48 161:0.89 162:0.57 164:0.88 167:0.82 175:0.75 178:0.42 181:0.98 191:0.88 202:0.85 215:0.67 216:0.14 220:0.62 235:0.42 241:0.85 244:0.61 248:0.72 256:0.85 257:0.65 259:0.21 260:0.80 267:0.91 268:0.85 271:0.64 277:0.69 285:0.62 297:0.36\n2 6:0.91 7:0.81 8:0.88 12:0.51 17:0.30 20:0.96 21:0.40 27:0.21 28:0.47 30:0.45 34:0.34 36:0.63 37:0.74 43:0.52 55:0.71 66:0.07 69:0.15 70:0.66 78:0.77 81:0.83 91:0.89 98:0.33 100:0.88 104:0.91 106:0.81 108:0.99 111:0.80 120:0.93 123:0.95 124:0.98 126:0.54 127:0.98 129:1.00 133:0.98 135:0.47 140:0.45 146:0.25 147:0.31 149:0.85 150:0.63 151:0.79 152:0.96 153:0.90 154:0.41 159:0.98 161:0.89 162:0.64 164:0.96 167:0.51 169:0.83 172:0.94 173:0.05 177:0.05 179:0.10 181:0.98 186:0.78 187:0.39 189:0.93 191:0.84 202:0.94 206:0.81 212:0.41 215:0.67 216:0.95 220:0.62 230:0.65 233:0.63 235:0.42 238:0.98 241:0.35 242:0.82 243:0.05 245:0.98 247:0.12 248:0.89 256:0.94 259:0.21 260:0.93 261:0.88 265:0.32 266:0.97 267:0.69 268:0.95 271:0.64 276:0.99 283:0.82 285:0.62 297:0.36 300:0.94\n2 6:0.88 7:0.81 8:0.84 12:0.51 17:0.07 20:0.95 21:0.30 27:0.28 28:0.47 30:0.41 32:0.80 34:0.21 36:0.33 37:0.62 43:0.47 55:0.84 66:0.10 69:0.39 70:0.36 78:0.75 81:0.85 91:0.84 98:0.38 100:0.82 104:0.58 108:0.71 111:0.76 120:0.91 123:0.81 124:0.86 126:0.54 127:0.88 129:0.93 133:0.84 135:0.18 140:0.45 145:0.77 146:0.30 147:0.36 149:0.53 150:0.68 151:0.83 152:0.88 153:0.96 154:0.36 159:0.57 161:0.89 162:0.79 163:0.94 164:0.94 167:0.83 169:0.79 172:0.27 173:0.37 177:0.05 179:0.79 181:0.98 186:0.76 189:0.89 191:0.91 195:0.74 202:0.89 212:0.54 215:0.72 216:0.40 230:0.87 233:0.76 235:0.31 238:0.97 241:0.89 242:0.82 243:0.22 245:0.56 247:0.12 248:0.87 256:0.91 259:0.21 260:0.91 261:0.82 265:0.31 266:0.47 267:0.73 268:0.92 271:0.64 276:0.49 283:0.82 285:0.62 297:0.36 300:0.25\n1 1:0.66 10:0.96 11:0.64 12:0.69 17:0.32 18:0.89 21:0.22 22:0.93 26:0.98 27:0.56 29:0.77 30:0.76 33:0.97 34:0.87 36:0.24 37:0.60 39:0.78 43:0.62 44:0.92 45:0.98 47:0.93 56:0.97 58:0.93 64:0.77 66:0.53 69:0.83 70:0.53 71:0.81 74:0.61 77:0.89 81:0.73 82:0.99 83:0.69 86:0.83 88:0.99 89:0.99 91:0.10 97:0.89 98:0.79 99:0.99 101:0.97 102:0.97 108:0.68 114:0.88 117:0.86 122:0.98 123:0.66 124:0.66 126:0.54 127:0.58 129:0.05 131:0.61 133:0.62 135:0.66 139:0.83 141:0.91 144:0.57 145:0.70 146:0.92 147:0.60 149:0.66 150:0.54 154:0.24 155:0.50 157:0.94 158:0.73 159:0.69 165:0.88 166:0.88 170:0.79 172:0.92 173:0.77 174:0.97 176:0.70 177:0.96 178:0.55 179:0.18 182:0.89 187:0.95 192:0.51 195:0.84 197:0.97 199:0.98 201:0.66 208:0.64 212:0.69 216:0.76 219:0.88 222:0.90 223:0.98 224:0.93 225:0.98 227:0.61 229:0.61 231:0.82 234:0.91 235:0.68 236:0.95 239:0.95 240:0.95 241:0.15 242:0.14 243:0.23 244:0.61 245:0.96 246:0.92 247:0.98 253:0.63 254:0.90 257:0.65 259:0.21 262:0.93 264:0.98 265:0.79 266:0.38 267:0.36 274:0.91 275:0.99 276:0.92 279:0.74 282:0.80 287:0.61 290:0.88 291:0.97 292:0.95 294:0.99 300:0.70\n1 1:0.68 10:0.98 11:0.55 12:0.69 17:0.75 18:0.90 21:0.40 22:0.93 26:0.98 27:0.40 29:0.77 30:0.89 32:0.80 34:0.74 36:0.43 37:0.54 39:0.78 43:0.59 44:0.93 45:0.99 47:0.93 56:0.97 58:0.93 64:0.77 66:0.99 69:0.68 70:0.33 71:0.81 74:0.66 77:0.89 81:0.76 82:0.99 83:0.72 86:0.87 88:0.99 89:0.99 91:0.07 98:0.91 99:1.00 101:0.70 102:0.98 104:0.94 106:0.81 108:0.52 114:0.78 117:0.86 122:0.99 123:0.50 126:0.54 127:0.50 129:0.05 131:0.61 135:0.73 139:0.87 141:0.91 144:0.57 145:0.76 146:0.97 147:0.97 149:0.81 150:0.63 154:0.50 155:0.52 157:0.94 159:0.68 165:0.79 166:0.88 170:0.79 172:0.99 173:0.57 174:0.99 176:0.63 177:0.99 178:0.55 179:0.12 182:0.90 187:0.21 192:0.58 195:0.85 197:0.99 199:0.99 201:0.67 206:0.81 208:0.64 212:0.91 215:0.67 216:0.80 222:0.90 223:0.98 224:0.93 225:0.97 227:0.61 229:0.61 231:0.81 232:0.96 234:0.91 235:0.88 236:0.94 239:0.98 240:0.95 241:0.07 242:0.27 243:0.99 244:0.61 246:0.93 247:0.96 253:0.61 259:0.21 262:0.93 264:0.98 265:0.91 266:0.27 267:0.52 274:0.91 275:1.00 276:0.96 282:0.88 287:0.61 290:0.78 294:1.00 297:0.36 299:0.88 300:0.70\n1 1:0.58 10:0.95 11:0.55 12:0.69 17:0.36 18:0.69 21:0.22 26:0.98 27:0.42 29:0.77 30:0.89 33:0.97 34:0.30 36:0.32 37:0.66 39:0.78 43:0.27 45:0.96 56:0.97 58:0.93 66:0.77 69:0.10 70:0.36 71:0.81 74:0.37 80:0.98 81:0.38 82:0.98 83:0.54 86:0.70 88:0.99 89:0.98 91:0.31 98:0.75 99:0.83 101:0.70 102:0.94 108:0.09 122:0.98 123:0.09 124:0.40 126:0.26 127:0.41 129:0.05 131:0.61 133:0.37 135:0.80 139:0.67 141:0.91 144:0.57 145:0.63 146:0.76 147:0.80 149:0.57 150:0.37 154:0.53 155:0.50 157:0.79 159:0.43 165:0.63 166:0.61 170:0.79 172:0.83 173:0.20 174:0.95 177:0.99 178:0.55 179:0.34 182:0.73 187:0.95 192:0.47 193:0.95 195:0.69 197:0.97 199:0.98 201:0.55 204:0.80 208:0.49 212:0.82 216:0.52 222:0.90 223:0.98 224:0.93 225:0.97 227:0.61 229:0.61 231:0.66 234:0.91 235:0.31 236:0.91 239:0.94 240:0.95 241:0.18 242:0.24 243:0.79 244:0.61 245:0.82 246:0.61 247:0.84 253:0.33 254:0.80 259:0.21 264:0.98 265:0.75 266:0.63 267:0.44 274:0.91 275:0.98 276:0.73 287:0.61 291:0.97 294:0.98 300:0.55\n0 1:0.61 10:0.96 11:0.64 12:0.69 17:0.91 18:0.99 21:0.22 22:0.93 26:0.98 27:0.69 29:0.77 30:0.26 34:0.99 36:0.86 37:0.85 39:0.78 43:0.25 44:0.85 45:0.97 47:0.93 55:0.52 56:0.97 58:0.93 64:1.00 66:0.27 69:0.79 70:0.78 71:0.81 74:0.34 80:0.99 81:0.64 82:0.98 83:0.60 86:0.72 88:0.98 89:0.98 91:0.06 98:0.64 99:0.99 101:0.87 102:0.95 104:0.97 106:0.81 108:0.63 122:0.95 123:0.86 124:0.72 126:0.54 127:0.58 129:0.81 131:0.61 133:0.67 135:0.93 139:0.70 141:0.91 144:0.57 145:0.89 146:0.91 147:0.93 149:0.55 150:0.53 154:0.17 155:0.53 157:0.77 159:0.82 165:0.69 166:0.80 170:0.79 172:0.93 173:0.60 174:0.98 175:0.75 177:0.96 178:0.55 179:0.12 182:0.72 187:0.39 192:0.51 193:0.95 195:0.94 197:0.98 199:0.99 201:0.61 204:0.82 206:0.81 208:0.61 212:0.87 215:0.63 216:0.47 219:0.87 222:0.90 223:0.98 224:0.93 225:0.98 227:0.61 229:0.61 231:0.80 234:0.91 235:0.88 236:0.92 239:0.95 240:0.95 241:0.62 242:0.39 243:0.48 244:0.93 245:0.99 246:0.61 247:0.99 253:0.30 257:0.65 259:0.21 262:0.93 264:0.98 265:0.61 266:0.71 267:0.36 274:0.91 275:0.99 276:0.96 277:0.69 283:0.66 287:0.61 292:0.87 294:0.98 297:0.36 300:0.70\n0 8:0.91 9:0.71 10:0.95 11:0.46 12:0.69 17:0.61 18:0.84 21:0.30 23:0.98 26:0.98 27:0.66 29:0.77 30:0.75 31:0.94 34:0.73 36:0.97 37:0.96 39:0.78 43:0.17 45:0.93 58:0.99 62:0.97 64:0.77 66:0.95 69:0.15 70:0.48 71:0.81 74:0.26 79:0.94 81:0.28 83:0.60 86:0.65 89:0.99 91:0.82 98:0.97 101:0.52 108:0.12 122:0.98 123:0.12 126:0.22 127:0.74 128:0.96 129:0.05 131:0.86 135:0.76 137:0.94 139:0.63 140:0.45 141:0.99 143:0.99 146:0.81 147:0.84 149:0.14 150:0.31 151:0.57 153:0.48 154:0.28 155:0.55 157:0.61 159:0.37 162:0.69 166:0.80 168:0.96 170:0.79 172:0.86 173:0.31 174:0.94 177:0.99 179:0.39 182:0.61 190:0.99 191:0.87 192:0.56 196:0.88 197:0.96 199:0.97 202:0.72 205:0.98 208:0.54 212:0.80 216:0.24 220:0.91 222:0.90 223:0.98 224:0.98 225:0.97 227:0.89 229:0.61 231:0.75 234:0.97 235:0.31 239:0.92 240:0.95 241:0.80 242:0.18 243:0.95 244:0.93 246:0.61 247:0.91 248:0.60 253:0.23 254:0.80 255:0.70 256:0.73 259:0.21 264:0.98 265:0.97 266:0.27 267:0.19 268:0.75 274:0.98 275:0.97 276:0.77 284:0.96 285:0.50 287:0.61 294:0.98 300:0.55\n0 1:0.60 8:0.98 9:0.70 10:0.98 11:0.64 12:0.69 17:0.93 18:0.98 21:0.40 23:0.95 26:0.98 27:0.69 29:0.77 30:0.42 33:0.97 34:0.31 36:0.67 37:0.85 39:0.78 43:0.27 45:0.99 55:0.52 56:0.97 58:0.98 62:0.97 66:0.19 69:0.41 70:0.65 71:0.81 74:0.33 75:0.95 81:0.50 82:0.98 83:0.60 86:0.72 88:0.99 89:0.99 91:0.03 97:0.89 98:0.69 99:0.95 101:0.87 102:0.94 108:0.76 122:0.95 123:0.89 124:0.74 126:0.32 127:0.91 128:0.95 129:0.81 131:0.61 133:0.67 135:0.19 139:0.69 140:0.45 141:0.99 143:0.98 144:0.57 145:0.82 146:0.69 147:0.74 149:0.72 150:0.41 151:0.53 153:0.48 154:0.27 155:0.52 157:0.77 159:0.83 162:0.86 165:0.69 166:0.61 168:0.95 170:0.79 172:0.93 173:0.21 174:0.99 175:0.75 177:0.96 179:0.13 182:0.72 187:0.21 190:0.98 191:0.86 192:0.49 195:0.92 197:0.99 199:0.99 201:0.59 202:0.36 205:0.95 208:0.54 212:0.90 216:0.47 220:0.91 222:0.90 223:0.98 224:0.99 225:0.99 226:0.96 227:0.61 229:0.61 231:0.80 234:0.98 235:0.60 236:0.92 239:0.97 240:0.99 241:0.47 242:0.29 243:0.40 244:0.83 245:0.99 246:0.61 247:0.99 248:0.53 253:0.29 254:0.92 255:0.69 256:0.45 257:0.65 259:0.21 264:0.98 265:0.64 266:0.75 267:0.59 268:0.46 274:0.97 275:0.99 276:0.97 277:0.69 279:0.74 285:0.50 287:0.61 291:0.97 294:0.99 295:0.98 300:0.84\n0 10:0.92 11:0.55 12:0.69 17:0.90 18:0.99 21:0.22 22:0.93 26:0.98 27:0.69 29:0.77 30:0.33 34:0.97 36:0.87 37:0.85 39:0.78 43:0.22 45:0.94 47:0.93 55:0.52 58:0.93 64:0.77 66:0.32 69:0.79 70:0.79 71:0.81 74:0.34 81:0.51 86:0.72 89:0.98 91:0.07 98:0.66 101:0.70 104:0.97 106:0.81 108:0.63 122:0.95 123:0.86 124:0.67 126:0.32 127:0.56 129:0.59 131:0.61 133:0.66 135:0.69 139:0.69 141:0.91 144:0.57 145:0.69 146:0.91 147:0.93 149:0.53 150:0.48 154:0.14 157:0.77 159:0.81 166:0.79 170:0.79 172:0.93 173:0.61 174:0.97 175:0.75 177:0.96 178:0.55 179:0.13 182:0.72 187:0.39 192:0.47 195:0.93 197:0.97 199:0.97 201:0.60 202:0.36 206:0.81 212:0.87 215:0.79 216:0.47 219:0.87 222:0.90 223:0.98 224:0.93 225:0.98 227:0.61 229:0.61 231:0.80 234:0.91 235:0.52 239:0.91 240:0.95 241:0.55 242:0.44 243:0.51 244:0.93 245:0.98 246:0.61 247:0.99 253:0.30 257:0.65 259:0.21 262:0.93 264:0.98 265:0.63 266:0.71 267:0.28 274:0.91 275:0.98 276:0.95 277:0.69 283:0.67 287:0.61 292:0.88 294:0.96 297:0.36 300:0.70\n0 1:0.60 8:0.79 9:0.71 10:0.93 11:0.64 12:0.69 17:0.86 18:0.99 21:0.22 23:0.95 26:0.98 27:0.69 29:0.77 30:0.43 33:0.97 34:0.97 36:0.77 37:0.85 39:0.78 43:0.25 45:0.95 55:0.52 56:0.97 58:0.98 62:0.96 66:0.30 69:0.79 70:0.77 71:0.81 74:0.34 75:0.95 81:0.53 82:0.98 83:0.60 86:0.71 88:0.99 89:0.98 91:0.17 97:0.89 98:0.63 99:0.95 101:0.87 102:0.94 108:0.63 122:0.95 123:0.86 124:0.74 126:0.32 127:0.54 128:0.95 129:0.59 131:0.61 133:0.74 135:0.95 139:0.68 140:0.80 141:0.99 143:0.98 144:0.57 145:0.70 146:0.91 147:0.92 149:0.53 150:0.44 151:0.57 153:0.48 154:0.14 155:0.54 157:0.77 159:0.82 162:0.51 165:0.69 166:0.61 168:0.95 170:0.79 172:0.93 173:0.60 174:0.97 175:0.75 177:0.96 178:0.42 179:0.13 182:0.72 187:0.39 190:0.98 192:0.50 195:0.94 197:0.98 199:0.98 201:0.59 202:0.60 205:0.95 208:0.54 212:0.86 216:0.47 220:0.87 222:0.90 223:0.98 224:0.98 225:0.99 226:0.96 227:0.61 229:0.61 231:0.80 234:0.97 235:0.52 236:0.92 239:0.92 240:0.99 241:0.57 242:0.44 243:0.57 244:0.93 245:0.97 246:0.61 247:0.99 248:0.56 253:0.30 255:0.70 256:0.45 257:0.65 259:0.21 264:0.98 265:0.60 266:0.80 267:0.59 268:0.46 274:0.97 275:0.98 276:0.95 277:0.69 279:0.74 285:0.50 287:0.61 291:0.97 294:0.97 295:0.98 300:0.84\n0 10:0.92 11:0.55 12:0.69 17:0.89 18:0.99 21:0.22 26:0.98 27:0.69 29:0.77 30:0.43 32:0.63 34:0.97 36:0.79 37:0.85 39:0.78 43:0.20 45:0.93 55:0.52 58:0.93 66:0.29 69:0.79 70:0.78 71:0.81 74:0.34 81:0.41 86:0.71 89:0.98 91:0.03 98:0.63 101:0.70 104:0.99 106:0.81 108:0.63 122:0.95 123:0.86 124:0.69 126:0.26 127:0.62 129:0.59 131:0.61 133:0.66 135:0.89 139:0.68 141:0.91 144:0.57 145:0.97 146:0.91 147:0.92 149:0.42 150:0.43 154:0.14 157:0.77 159:0.83 166:0.61 170:0.79 172:0.93 173:0.60 174:0.97 175:0.75 177:0.96 178:0.55 179:0.14 182:0.72 187:0.39 192:0.44 195:0.94 197:0.97 199:0.97 201:0.54 206:0.81 212:0.86 215:0.67 216:0.47 222:0.90 223:0.97 224:0.93 225:0.98 227:0.61 229:0.61 231:0.80 234:0.91 235:0.68 239:0.90 240:0.95 241:0.37 242:0.43 243:0.51 244:0.93 245:0.98 246:0.61 247:0.99 253:0.30 257:0.65 259:0.21 264:0.98 265:0.60 266:0.71 267:0.59 274:0.91 275:0.98 276:0.95 277:0.69 283:0.67 287:0.61 294:0.96 297:0.99 300:0.70\n1 1:0.67 10:0.98 11:0.64 12:0.69 17:0.61 18:0.91 21:0.22 22:0.93 26:0.98 27:0.56 29:0.77 30:0.87 32:0.80 33:0.97 34:0.64 36:0.35 37:0.60 39:0.78 43:0.74 44:0.93 45:0.99 47:0.93 56:0.97 58:0.93 64:0.77 66:0.75 69:0.81 70:0.41 71:0.81 74:0.70 77:0.89 81:0.82 82:0.99 83:0.72 86:0.89 88:0.99 89:0.99 91:0.06 97:0.94 98:0.82 101:0.97 102:0.98 104:0.90 106:0.81 108:0.66 114:0.90 117:0.86 122:0.99 123:0.64 124:0.42 126:0.54 127:0.51 129:0.05 131:0.61 133:0.45 135:0.18 139:0.89 141:0.91 144:0.57 145:0.74 146:0.89 147:0.42 149:0.77 150:0.62 154:0.65 155:0.51 157:0.95 158:0.73 159:0.58 165:0.93 166:0.88 170:0.79 172:0.96 173:0.80 174:0.98 176:0.73 177:0.96 178:0.55 179:0.15 182:0.89 187:0.39 192:0.57 195:0.76 197:0.98 199:0.99 201:0.67 206:0.81 208:0.64 212:0.92 215:0.79 216:0.76 219:0.88 222:0.90 223:0.98 224:0.93 225:0.98 227:0.61 229:0.61 231:0.81 232:0.94 234:0.91 235:0.74 236:0.97 239:0.98 240:0.95 241:0.30 242:0.18 243:0.23 244:0.61 245:0.97 246:0.92 247:0.97 253:0.67 257:0.65 259:0.21 262:0.93 264:0.98 265:0.82 266:0.54 267:0.73 274:0.91 275:0.99 276:0.93 279:0.77 282:0.88 283:0.67 287:0.61 290:0.90 291:0.97 292:0.88 294:0.99 297:0.36 299:0.88 300:0.84\n1 1:0.65 10:0.97 11:0.82 12:0.69 17:0.53 18:0.91 21:0.40 22:0.93 26:0.98 27:0.56 29:0.77 30:0.87 32:0.72 33:0.97 34:0.95 36:0.20 37:0.60 39:0.78 43:0.70 44:0.92 45:0.98 47:0.93 56:0.97 58:0.93 64:0.77 66:0.98 69:0.58 70:0.37 71:0.81 74:0.69 77:0.70 81:0.78 82:0.99 83:0.91 85:0.72 86:0.91 88:0.99 89:0.98 91:0.15 98:0.87 99:0.99 101:1.00 102:0.97 104:0.91 106:0.81 108:0.44 114:0.82 117:0.86 122:0.99 123:0.42 126:0.54 127:0.40 129:0.05 131:0.61 135:0.68 139:0.89 141:0.91 144:0.57 145:0.72 146:0.87 147:0.89 149:0.77 150:0.59 154:0.60 155:0.50 157:0.95 159:0.45 165:0.88 166:0.88 170:0.79 172:0.94 173:0.58 174:0.96 176:0.70 177:0.99 178:0.55 179:0.19 182:0.89 187:0.21 192:0.55 195:0.68 197:0.97 199:0.98 201:0.66 206:0.81 208:0.64 212:0.88 215:0.67 216:0.76 222:0.90 223:0.98 224:0.93 225:0.98 227:0.61 229:0.61 231:0.81 232:0.95 234:0.91 235:0.80 236:0.95 239:0.96 240:0.95 241:0.18 242:0.16 243:0.98 246:0.92 247:0.94 253:0.63 259:0.21 262:0.93 264:0.98 265:0.87 266:0.27 267:0.36 274:0.91 275:0.98 276:0.88 282:0.80 287:0.61 290:0.82 291:0.97 294:0.99 297:0.36 300:0.70\n0 1:0.60 8:0.92 9:0.71 10:0.92 11:0.55 12:0.69 17:0.92 18:0.98 21:0.54 23:0.98 26:0.98 27:0.69 29:0.77 30:0.37 31:0.90 34:0.24 36:0.99 37:0.85 39:0.78 43:0.22 45:0.95 55:0.52 56:0.97 58:0.99 62:0.96 66:0.26 69:0.45 70:0.87 71:0.81 74:0.34 79:0.89 81:0.50 83:0.60 86:0.71 89:0.99 91:0.70 96:0.73 98:0.60 99:0.95 101:0.70 108:0.72 122:0.95 123:0.88 124:0.82 126:0.32 127:0.95 128:0.96 129:0.81 131:0.92 133:0.83 135:0.61 137:0.90 139:0.68 140:0.80 141:0.99 143:0.99 144:0.57 145:0.79 146:0.54 147:0.60 149:0.49 150:0.41 151:0.64 153:0.72 154:0.13 155:0.55 157:0.76 159:0.87 162:0.73 165:0.69 166:0.61 168:0.96 170:0.79 172:0.93 173:0.20 174:0.98 175:0.75 177:0.96 179:0.14 182:0.72 190:0.99 191:0.85 192:0.51 195:0.95 196:0.89 197:0.97 199:0.98 201:0.59 202:0.83 205:0.98 208:0.54 212:0.83 216:0.47 220:0.82 222:0.90 223:0.98 224:0.98 225:0.99 227:0.93 229:0.61 231:0.82 234:0.97 235:0.80 236:0.92 239:0.90 240:0.99 241:0.82 242:0.39 243:0.12 244:0.93 245:0.98 246:0.61 247:1.00 248:0.62 253:0.48 255:0.70 256:0.87 257:0.65 259:0.21 264:0.98 265:0.57 266:0.92 267:0.73 268:0.86 274:0.98 275:0.98 276:0.96 277:0.69 284:0.93 285:0.61 287:0.61 294:0.96 300:0.84\n2 6:0.96 7:0.81 8:0.85 11:0.57 12:0.51 17:0.79 20:0.78 21:0.47 27:0.06 28:0.99 30:0.33 34:0.39 36:0.49 37:0.86 39:0.39 43:0.80 55:0.45 66:0.06 69:0.62 70:0.94 74:0.92 76:0.99 77:0.70 78:0.96 81:0.47 85:0.80 91:0.46 96:0.78 98:0.26 100:0.93 101:0.72 108:0.47 111:0.94 114:0.66 117:0.86 121:0.90 122:0.67 123:0.66 124:0.85 126:0.32 127:0.50 129:0.81 133:0.83 135:0.94 140:0.45 145:0.59 146:0.45 147:0.52 149:0.67 150:0.38 151:0.61 152:0.76 153:0.48 154:0.74 155:0.67 158:0.85 159:0.78 161:0.88 162:0.86 167:0.68 169:0.91 172:0.45 173:0.41 176:0.56 177:0.38 179:0.50 181:0.47 186:0.95 187:0.87 189:0.97 190:0.77 191:0.82 192:0.59 195:0.93 202:0.54 204:0.89 208:0.64 212:0.50 216:0.76 220:0.93 222:0.48 230:0.87 232:0.91 233:0.76 235:0.52 238:0.86 241:0.68 242:0.41 243:0.40 245:0.72 247:0.60 248:0.60 253:0.83 256:0.58 259:0.21 261:0.82 265:0.25 266:0.92 267:0.82 268:0.63 276:0.62 277:0.69 282:0.84 285:0.50 290:0.66 300:0.84\n1 1:0.74 7:0.78 8:0.58 11:0.57 12:0.51 17:0.49 21:0.40 27:0.37 28:0.99 30:0.28 32:0.80 34:0.99 36:0.26 37:0.28 39:0.39 43:0.98 60:0.87 66:0.67 69:0.15 70:0.74 74:0.92 76:0.94 77:0.70 81:0.82 83:0.83 85:0.88 91:0.46 98:0.76 101:0.81 104:0.58 108:0.12 114:0.82 123:0.12 124:0.45 126:0.54 127:0.59 129:0.05 133:0.39 135:0.58 145:0.76 146:0.67 147:0.72 149:0.89 150:0.88 154:0.98 155:0.67 158:0.87 159:0.37 161:0.88 165:0.83 167:0.56 172:0.63 173:0.30 176:0.73 177:0.38 178:0.55 179:0.62 181:0.47 187:0.21 192:0.59 195:0.62 201:0.74 208:0.64 212:0.75 215:0.67 216:0.22 222:0.48 230:0.81 232:0.79 233:0.76 235:0.52 241:0.47 242:0.45 243:0.72 245:0.72 247:0.60 253:0.75 259:0.21 265:0.76 266:0.47 267:0.52 276:0.56 279:0.86 282:0.88 283:0.71 290:0.82 297:0.36 299:0.88 300:0.55\n1 7:0.81 8:0.59 9:0.80 11:0.57 12:0.51 17:0.79 21:0.78 27:0.37 28:0.99 30:0.33 34:0.75 36:0.27 37:0.36 39:0.39 41:0.82 43:0.89 66:0.46 69:0.49 70:0.55 74:0.85 83:0.76 85:0.88 91:0.46 96:0.80 98:0.62 101:0.78 104:0.58 108:0.72 120:0.69 121:0.90 122:0.67 123:0.70 124:0.57 127:0.37 129:0.59 133:0.47 135:0.42 140:0.45 145:0.72 146:0.24 147:0.30 149:0.79 151:0.87 153:0.48 154:0.87 155:0.67 159:0.51 161:0.88 162:0.86 164:0.57 167:0.54 172:0.45 173:0.44 177:0.38 179:0.65 181:0.47 187:0.21 192:0.59 202:0.36 204:0.89 208:0.64 212:0.40 216:0.15 222:0.48 230:0.83 232:0.79 233:0.66 235:0.31 241:0.39 242:0.31 243:0.45 245:0.70 247:0.60 248:0.78 253:0.84 255:0.79 256:0.45 259:0.21 260:0.70 265:0.63 266:0.63 267:0.36 268:0.46 276:0.44 285:0.62 300:0.43\n1 11:0.57 12:0.51 17:0.20 21:0.64 27:0.45 28:0.99 30:0.58 32:0.75 34:0.79 36:0.17 37:0.50 39:0.39 43:0.77 55:0.84 66:0.36 69:0.80 70:0.60 74:0.49 81:0.45 85:0.72 91:0.09 98:0.27 101:0.70 108:0.64 123:0.61 124:0.77 126:0.32 127:0.55 129:0.05 133:0.74 135:0.88 145:0.45 146:0.48 147:0.05 149:0.54 150:0.37 154:0.69 159:0.73 161:0.88 163:0.92 167:0.63 172:0.27 173:0.69 177:0.05 178:0.55 179:0.87 181:0.47 187:0.68 195:0.87 212:0.37 215:0.53 216:0.77 222:0.48 235:0.74 241:0.61 242:0.40 243:0.18 245:0.47 247:0.47 253:0.41 257:0.65 259:0.21 265:0.30 266:0.47 267:0.44 276:0.32 283:0.71 297:0.36 300:0.43\n2 1:0.74 7:0.81 11:0.57 12:0.51 17:0.55 21:0.30 27:0.37 28:0.99 30:0.30 32:0.80 34:0.95 36:0.29 37:0.28 39:0.39 43:0.98 60:0.95 66:0.17 69:0.12 70:0.87 74:0.94 77:0.70 81:0.86 83:0.84 85:0.90 91:0.38 98:0.49 101:0.81 104:0.58 106:0.81 108:0.10 114:0.86 117:0.86 121:0.90 123:0.64 124:0.70 126:0.54 127:0.74 129:0.59 133:0.64 135:0.61 145:0.72 146:0.44 147:0.51 149:0.90 150:0.91 154:0.98 155:0.67 158:0.92 159:0.50 161:0.88 165:0.84 167:0.54 172:0.54 173:0.22 176:0.73 177:0.38 178:0.55 179:0.60 181:0.47 187:0.21 192:0.59 195:0.69 201:0.74 204:0.89 206:0.81 208:0.64 212:0.51 215:0.72 216:0.22 222:0.48 230:0.87 232:0.79 233:0.76 235:0.42 241:0.39 242:0.24 243:0.51 245:0.75 247:0.67 253:0.77 259:0.21 265:0.42 266:0.71 267:0.36 276:0.60 279:0.86 282:0.88 283:0.82 290:0.86 297:0.36 299:0.88 300:0.70\n3 1:0.74 6:0.88 7:0.81 8:0.74 9:0.80 11:0.57 12:0.51 17:0.85 20:0.83 21:0.30 27:0.33 28:0.99 30:0.55 32:0.75 34:0.83 36:0.19 37:0.57 39:0.39 41:0.88 43:0.77 55:0.59 60:0.87 66:0.35 69:0.54 70:0.78 74:0.95 78:0.96 81:0.86 83:0.83 85:0.90 91:0.57 96:0.82 98:0.33 100:0.90 101:0.77 104:0.96 106:0.81 108:0.42 111:0.93 114:0.86 120:0.72 121:0.90 122:0.67 123:0.40 124:0.81 126:0.54 127:0.42 129:0.81 133:0.83 135:0.89 140:0.45 145:0.58 146:0.61 147:0.66 149:0.80 150:0.91 151:0.87 152:0.79 153:0.48 154:0.70 155:0.67 158:0.92 159:0.74 161:0.88 162:0.86 164:0.67 165:0.84 167:0.58 169:0.87 172:0.57 173:0.35 176:0.73 177:0.38 179:0.47 181:0.47 186:0.96 187:0.39 189:0.90 192:0.59 195:0.90 201:0.74 202:0.50 204:0.89 206:0.81 208:0.64 212:0.69 215:0.72 216:0.31 220:0.87 222:0.48 230:0.87 233:0.76 235:0.42 238:0.83 241:0.52 242:0.53 243:0.51 245:0.70 247:0.60 248:0.79 253:0.88 255:0.79 256:0.58 259:0.21 260:0.73 261:0.85 265:0.35 266:0.75 267:0.36 268:0.59 276:0.62 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.70\n1 1:0.74 6:0.91 7:0.81 8:0.84 9:0.80 11:0.57 12:0.51 17:0.93 20:0.82 21:0.22 27:0.63 28:0.99 30:0.27 32:0.80 34:0.64 36:0.24 37:0.88 39:0.39 41:0.92 43:0.85 55:0.52 60:0.97 66:0.69 69:0.63 70:0.89 74:0.96 77:0.89 78:0.97 81:0.94 83:0.89 85:0.94 91:0.75 96:0.73 98:0.64 100:0.84 101:0.83 104:0.58 108:0.79 111:0.94 114:0.69 120:0.61 121:0.90 122:0.67 123:0.77 124:0.47 126:0.54 127:0.76 129:0.81 133:0.67 135:0.54 138:0.96 140:0.80 145:0.74 146:0.13 147:0.18 149:0.88 150:0.97 151:0.64 152:0.79 153:0.72 154:0.81 155:0.67 158:0.87 159:0.66 161:0.88 162:0.63 164:0.68 165:0.88 167:0.81 169:0.82 172:0.84 173:0.55 176:0.56 177:0.38 178:0.42 179:0.37 181:0.47 186:0.97 189:0.92 192:0.59 195:0.81 201:0.74 202:0.62 204:0.89 208:0.64 212:0.85 215:0.72 216:0.13 220:0.82 222:0.48 230:0.84 232:0.79 233:0.69 235:0.68 238:0.81 241:0.81 242:0.60 243:0.10 245:0.82 247:0.60 248:0.66 253:0.79 255:0.79 256:0.58 259:0.21 260:0.61 261:0.86 265:0.65 266:0.71 267:0.89 268:0.62 276:0.74 279:0.86 282:0.88 283:0.71 285:0.62 286:0.99 290:0.69 297:0.36 298:0.99 299:0.88 300:0.84\n2 1:0.74 7:0.81 8:0.88 11:0.57 12:0.51 17:0.85 21:0.22 27:0.63 28:0.99 30:0.21 32:0.80 34:0.96 36:0.34 37:0.88 39:0.39 43:0.33 66:0.45 69:0.91 70:0.88 74:0.93 77:1.00 81:0.96 83:0.79 85:0.96 91:0.10 98:0.40 101:0.80 104:0.58 106:0.81 108:0.92 114:0.90 117:0.86 121:0.99 122:0.57 123:0.92 124:0.80 126:0.54 127:0.70 129:0.59 133:0.82 135:0.89 145:0.67 146:0.56 147:0.05 149:0.84 150:0.98 154:0.24 155:0.67 159:0.87 161:0.88 165:0.91 167:0.46 172:0.82 173:0.76 176:0.73 177:0.05 178:0.55 179:0.28 181:0.47 187:0.39 192:0.59 195:0.96 201:0.74 204:0.89 206:0.81 208:0.64 212:0.71 215:0.79 216:0.13 222:0.48 230:0.87 232:0.79 233:0.76 235:0.80 241:0.02 242:0.29 243:0.06 245:0.87 247:0.67 253:0.77 257:0.65 259:0.21 265:0.42 266:0.87 267:0.23 276:0.82 282:0.88 290:0.90 297:0.36 299:1.00 300:0.84\n2 1:0.74 6:0.86 7:0.81 8:0.63 9:0.80 11:0.57 12:0.51 17:0.90 20:0.84 21:0.54 27:0.55 28:0.99 30:0.31 32:0.80 34:0.80 36:0.28 39:0.39 41:0.90 43:0.92 66:0.47 69:0.19 70:0.84 74:0.92 76:0.85 77:0.96 78:0.96 81:0.73 83:0.78 85:0.95 91:0.78 96:0.85 98:0.72 100:0.92 101:0.84 104:0.58 108:0.79 111:0.93 114:0.77 120:0.82 121:0.90 123:0.77 124:0.67 126:0.54 127:0.97 129:0.81 133:0.67 135:0.34 140:0.80 145:0.83 146:0.27 147:0.33 149:0.92 150:0.81 151:0.87 152:0.80 153:0.48 154:0.91 155:0.67 159:0.64 161:0.88 162:0.80 164:0.80 165:0.79 167:0.84 169:0.89 172:0.75 173:0.20 176:0.73 177:0.38 179:0.41 181:0.47 186:0.95 189:0.88 192:0.59 195:0.79 201:0.74 202:0.71 204:0.89 208:0.64 212:0.49 215:0.58 216:0.09 220:0.74 222:0.48 230:0.87 232:0.79 233:0.76 235:0.68 238:0.84 241:0.88 242:0.27 243:0.21 245:0.87 247:0.67 248:0.83 253:0.89 255:0.79 256:0.73 259:0.21 260:0.82 261:0.87 265:0.72 266:0.54 267:0.52 268:0.76 276:0.77 282:0.88 283:0.71 285:0.62 290:0.77 297:0.36 299:0.97 300:0.70\n2 1:0.74 11:0.57 12:0.51 17:0.93 21:0.54 27:0.72 28:0.99 30:0.36 32:0.80 34:0.29 36:0.22 39:0.39 43:0.90 55:0.59 60:0.87 66:0.67 69:0.47 70:0.78 74:0.88 77:0.70 81:0.73 83:0.82 85:0.80 87:0.98 91:0.06 98:0.71 101:0.75 104:0.94 106:0.81 108:0.65 114:0.77 117:0.86 123:0.63 124:0.45 126:0.54 127:0.38 129:0.59 133:0.47 135:0.30 145:0.52 146:0.26 147:0.32 149:0.79 150:0.81 154:0.89 155:0.67 158:0.92 159:0.46 161:0.88 165:0.79 167:0.55 172:0.70 173:0.44 176:0.73 177:0.38 178:0.55 179:0.46 181:0.47 187:0.21 192:0.59 195:0.70 201:0.74 206:0.81 208:0.64 212:0.71 215:0.58 216:0.17 222:0.48 232:0.77 235:0.68 241:0.43 242:0.71 243:0.29 245:0.78 247:0.60 253:0.72 259:0.21 265:0.71 266:0.54 267:0.28 276:0.63 279:0.86 282:0.88 283:0.82 290:0.77 297:0.36 299:0.88 300:0.70\n2 1:0.74 7:0.81 11:0.57 12:0.51 17:0.82 27:0.09 28:0.99 30:0.42 32:0.80 34:0.90 36:0.75 37:0.84 39:0.39 43:0.95 55:0.84 60:0.87 66:0.62 69:0.12 70:0.56 74:0.84 77:0.89 81:0.99 83:0.88 85:0.88 91:0.58 98:0.62 101:0.78 104:0.88 106:0.81 108:0.10 114:0.98 117:0.86 121:0.90 123:0.10 124:0.52 126:0.54 127:0.57 129:0.59 133:0.64 135:0.71 145:0.72 146:0.75 147:0.79 149:0.83 150:1.00 154:0.95 155:0.67 158:0.92 159:0.60 161:0.88 163:0.75 165:0.92 167:0.57 172:0.57 173:0.16 176:0.73 177:0.38 178:0.55 179:0.68 181:0.47 187:0.21 192:0.59 195:0.76 201:0.74 204:0.89 206:0.81 208:0.64 212:0.23 215:0.96 216:0.45 222:0.48 230:0.87 232:0.92 233:0.76 235:0.05 241:0.49 242:0.45 243:0.68 245:0.61 247:0.67 253:0.78 259:0.21 265:0.63 266:0.71 267:0.82 276:0.50 279:0.86 282:0.88 283:0.82 290:0.98 297:0.36 299:0.97 300:0.43\n3 1:0.74 6:0.87 7:0.81 8:0.77 9:0.80 11:0.57 12:0.51 17:0.79 20:0.98 21:0.64 27:0.37 28:0.99 30:0.43 32:0.80 34:0.83 36:0.29 37:0.36 39:0.39 41:0.90 43:0.89 60:0.87 66:0.23 69:0.52 70:0.73 74:0.98 77:0.70 78:0.98 81:0.70 83:0.81 85:0.96 91:0.85 96:0.88 98:0.71 100:0.97 101:0.85 104:0.58 108:0.40 111:0.97 114:0.72 120:0.79 121:0.90 122:0.57 123:0.69 124:0.55 126:0.54 127:0.47 129:0.59 133:0.47 135:0.61 140:0.45 145:0.72 146:0.61 147:0.66 149:0.96 150:0.75 151:0.97 152:0.96 153:0.88 154:0.87 155:0.67 158:0.92 159:0.52 161:0.88 162:0.73 164:0.81 167:0.83 169:0.94 172:0.76 173:0.49 176:0.73 177:0.38 179:0.35 181:0.47 186:0.98 189:0.90 191:0.76 192:0.59 195:0.72 201:0.74 202:0.74 204:0.89 208:0.64 212:0.77 215:0.53 216:0.15 222:0.48 230:0.83 232:0.79 233:0.66 235:0.84 238:0.89 241:0.85 242:0.28 243:0.61 245:0.90 247:0.60 248:0.86 253:0.92 255:0.79 256:0.75 259:0.21 260:0.80 261:0.95 265:0.52 266:0.54 267:0.65 268:0.78 276:0.75 279:0.86 282:0.88 283:0.82 285:0.62 290:0.72 297:0.36 299:0.88 300:0.55\n0 12:0.51 17:0.18 21:0.78 27:0.45 28:0.99 30:0.09 34:0.87 36:0.17 37:0.50 39:0.39 43:0.30 55:0.45 66:0.44 69:0.83 70:0.99 74:0.80 77:0.70 91:0.37 98:0.21 108:0.68 122:0.57 123:0.66 124:0.76 127:0.51 129:0.05 133:0.74 135:0.90 145:0.52 146:0.38 147:0.40 149:0.25 154:0.64 159:0.74 161:0.88 167:0.52 172:0.37 173:0.72 177:0.05 178:0.55 179:0.78 181:0.47 187:0.68 195:0.89 212:0.52 216:0.77 222:0.48 235:0.52 241:0.30 242:0.42 243:0.25 245:0.52 247:0.47 253:0.57 254:0.74 257:0.65 259:0.21 265:0.23 266:0.54 267:0.52 276:0.39 282:0.84 300:0.84\n3 1:0.74 6:0.86 7:0.81 8:0.71 9:0.80 11:0.57 12:0.51 17:0.95 20:0.87 21:0.30 27:0.34 28:0.99 30:0.28 32:0.80 34:0.75 36:0.33 37:0.38 39:0.39 41:0.90 43:0.78 60:0.87 66:0.36 69:0.77 70:0.88 74:0.85 77:0.98 78:0.98 81:0.89 83:0.86 85:0.94 91:0.33 96:0.85 98:0.32 100:0.95 101:0.77 104:0.87 108:0.89 111:0.96 114:0.68 120:0.76 121:0.90 123:0.88 124:0.92 126:0.54 127:0.69 129:0.89 133:0.93 135:0.58 138:0.96 140:0.45 145:0.98 146:0.13 147:0.18 149:0.82 150:0.93 151:0.94 152:0.82 153:0.80 154:0.71 155:0.67 158:0.92 159:0.88 161:0.88 162:0.86 164:0.74 165:0.83 167:0.55 169:0.93 172:0.70 173:0.51 176:0.56 177:0.38 179:0.40 181:0.47 186:0.98 187:0.21 189:0.88 191:0.73 192:0.59 195:0.97 201:0.74 202:0.60 204:0.89 208:0.64 212:0.51 215:0.67 216:0.40 222:0.48 230:0.87 232:0.91 233:0.76 235:0.52 238:0.84 241:0.43 242:0.57 243:0.11 245:0.71 247:0.60 248:0.84 253:0.87 255:0.79 256:0.64 259:0.21 260:0.77 261:0.91 265:0.35 266:0.95 267:0.76 268:0.68 276:0.75 279:0.86 282:0.88 283:0.82 285:0.62 290:0.68 297:0.36 299:1.00 300:0.84\n1 1:0.74 6:0.86 7:0.81 8:0.69 9:0.80 11:0.57 12:0.51 17:0.93 20:0.98 21:0.40 27:0.37 28:0.99 30:0.19 32:0.80 34:0.86 36:0.40 37:0.28 39:0.39 41:0.93 43:0.98 60:0.87 66:0.35 69:0.17 70:0.85 74:0.99 76:0.85 77:0.70 78:0.97 81:0.84 83:0.87 85:0.95 91:0.80 96:0.91 98:0.81 100:0.93 101:0.84 104:0.58 108:0.14 111:0.95 114:0.82 120:0.85 121:0.99 122:0.67 123:0.70 124:0.61 126:0.54 127:0.79 129:0.59 133:0.47 135:0.68 140:0.45 145:0.54 146:0.69 147:0.74 149:0.95 150:0.89 151:0.97 152:0.94 153:0.90 154:0.98 155:0.67 158:0.92 159:0.65 161:0.88 162:0.82 164:0.81 165:0.81 167:0.83 169:0.90 172:0.75 173:0.18 176:0.73 177:0.38 179:0.34 181:0.47 186:0.97 189:0.89 192:0.59 195:0.78 201:0.74 202:0.71 204:0.89 208:0.64 212:0.61 215:0.67 216:0.22 222:0.48 230:0.87 232:0.79 233:0.76 235:0.60 238:0.83 241:0.84 242:0.55 243:0.51 245:0.94 247:0.47 248:0.91 253:0.95 255:0.79 256:0.73 259:0.21 260:0.86 261:0.93 265:0.55 266:0.54 267:0.87 268:0.76 276:0.81 279:0.86 282:0.88 283:0.82 285:0.62 290:0.82 297:0.36 299:0.88 300:0.55\n2 6:0.85 8:0.75 12:0.06 17:0.15 20:0.78 21:0.13 28:0.87 30:0.68 34:0.37 36:0.34 37:0.99 43:0.31 55:0.59 66:0.32 69:0.71 70:0.31 78:0.77 81:0.96 91:0.87 98:0.49 100:0.78 104:0.86 106:0.81 108:0.54 111:0.76 120:0.94 123:0.68 124:0.61 126:0.54 127:0.35 129:0.59 132:0.97 133:0.47 135:0.24 140:0.45 145:0.44 146:0.40 147:0.47 149:0.41 150:0.95 151:0.75 152:0.84 153:0.86 154:0.23 159:0.32 161:0.50 162:0.72 163:0.75 164:0.96 167:0.92 169:0.76 172:0.21 173:0.81 177:0.05 179:0.85 181:0.66 186:0.78 187:0.39 189:0.90 191:0.91 202:0.92 206:0.81 212:0.42 215:0.84 216:1.00 220:0.62 235:0.12 238:0.86 241:0.77 242:0.82 243:0.49 245:0.54 247:0.12 248:0.91 256:0.93 259:0.21 260:0.94 261:0.77 265:0.46 266:0.27 267:0.36 268:0.95 271:0.59 276:0.33 283:0.60 285:0.62 297:0.36 300:0.25\n2 6:0.85 8:0.72 12:0.06 17:0.16 20:0.82 21:0.13 28:0.87 30:0.68 34:0.37 36:0.35 37:0.99 43:0.31 55:0.59 66:0.32 69:0.71 70:0.31 78:0.75 81:0.96 91:0.93 98:0.49 100:0.78 104:0.86 106:0.81 108:0.54 111:0.75 120:0.94 123:0.68 124:0.61 126:0.54 127:0.35 129:0.59 132:0.97 133:0.47 135:0.26 140:0.45 145:0.44 146:0.34 147:0.41 149:0.41 150:0.95 151:0.75 152:0.84 153:0.86 154:0.23 159:0.32 161:0.50 162:0.72 163:0.97 164:0.96 167:0.92 169:0.76 172:0.21 173:0.81 177:0.05 179:0.85 181:0.66 186:0.76 187:0.39 189:0.89 191:0.87 202:0.92 206:0.81 212:0.42 215:0.84 216:1.00 220:0.62 235:0.12 238:0.87 241:0.77 242:0.82 243:0.49 245:0.54 247:0.12 248:0.91 256:0.93 259:0.21 260:0.94 261:0.77 265:0.38 266:0.38 267:0.69 268:0.95 271:0.59 276:0.32 283:0.60 285:0.62 297:0.36 300:0.25\n1 6:0.88 7:0.81 8:0.72 12:0.06 17:0.79 20:0.85 21:0.47 27:0.04 28:0.87 30:0.58 32:0.80 34:0.52 36:0.98 37:0.42 43:0.51 55:0.71 66:0.93 69:0.21 70:0.46 78:0.79 81:0.91 91:0.89 98:1.00 100:0.81 104:0.58 108:0.17 111:0.78 120:0.95 123:0.16 126:0.54 127:0.95 129:0.05 135:0.39 140:0.45 145:0.74 146:0.93 147:0.95 149:0.76 150:0.84 151:0.83 152:0.80 153:0.96 154:0.40 159:0.57 161:0.50 162:0.77 164:0.97 167:0.97 169:0.79 172:0.82 173:0.24 177:0.05 179:0.49 181:0.66 186:0.79 189:0.89 191:0.93 195:0.73 202:0.95 212:0.58 215:0.63 216:0.29 230:0.87 233:0.76 235:0.52 238:0.89 241:0.83 242:0.82 243:0.94 247:0.12 248:0.93 256:0.95 259:0.21 260:0.95 261:0.79 265:1.00 266:0.54 267:0.82 268:0.97 271:0.59 276:0.73 283:0.82 285:0.62 297:0.36 300:0.43\n1 6:0.97 8:0.96 12:0.06 17:0.03 20:0.78 21:0.13 25:0.88 27:0.30 28:0.87 30:0.21 34:0.28 36:0.72 37:0.85 43:0.37 55:0.52 66:0.69 69:0.60 70:0.50 78:0.90 81:0.96 91:0.95 98:0.39 100:0.88 104:0.57 108:0.91 111:0.94 120:0.98 123:0.90 124:0.41 126:0.54 127:0.87 129:0.59 132:0.97 133:0.47 135:0.42 140:0.45 145:0.47 146:0.05 147:0.05 149:0.28 150:0.95 151:0.85 152:0.76 153:0.98 154:0.28 159:0.78 161:0.50 162:0.68 163:0.81 164:0.98 167:0.99 169:0.95 172:0.41 173:0.43 177:0.05 179:0.89 181:0.66 186:0.81 189:0.98 191:0.98 202:0.96 212:0.16 215:0.84 216:0.88 235:0.12 238:0.99 241:0.92 242:0.82 243:0.18 245:0.46 247:0.12 248:0.97 256:0.97 259:0.21 260:0.98 261:0.78 265:0.41 266:0.54 267:0.89 268:0.97 271:0.59 276:0.21 283:0.60 285:0.62 297:0.36 300:0.33\n2 6:0.81 7:0.81 8:0.67 12:0.06 17:0.38 20:0.77 21:0.47 27:0.21 28:0.87 30:0.52 34:0.37 36:0.81 37:0.74 43:0.51 55:0.71 66:0.53 69:0.19 70:0.59 78:0.74 81:0.91 91:0.38 98:0.78 100:0.77 104:0.93 106:0.81 108:0.15 111:0.74 120:0.80 123:0.15 124:0.65 126:0.54 127:0.76 129:0.81 133:0.67 135:0.34 140:0.45 146:0.98 147:0.98 149:0.83 150:0.84 151:0.72 152:0.92 153:0.77 154:0.40 159:0.87 161:0.50 162:0.78 164:0.86 167:0.64 169:0.77 172:0.90 173:0.10 177:0.05 179:0.22 181:0.66 186:0.75 187:0.39 189:0.84 191:0.70 202:0.78 206:0.81 212:0.42 215:0.63 216:0.95 220:0.93 230:0.65 233:0.63 235:0.52 238:0.85 241:0.15 242:0.82 243:0.62 245:0.95 247:0.12 248:0.73 256:0.81 259:0.21 260:0.81 261:0.81 265:0.78 266:0.87 267:0.94 268:0.83 271:0.59 276:0.90 283:0.60 285:0.62 297:0.36 300:0.84\n2 7:0.81 12:0.06 17:0.55 21:0.05 27:0.18 28:0.87 30:0.38 32:0.80 34:0.40 36:0.68 37:0.49 43:0.47 55:0.59 66:0.98 69:0.34 70:0.62 81:0.97 91:0.37 98:0.97 104:0.79 106:0.81 108:0.27 120:0.79 123:0.26 126:0.54 127:0.74 129:0.05 135:0.19 140:0.45 145:0.77 146:0.97 147:0.98 149:0.89 150:0.96 151:0.74 153:0.83 154:0.36 159:0.72 161:0.50 162:0.83 164:0.76 167:0.70 172:0.96 173:0.23 177:0.05 179:0.19 181:0.66 187:0.21 195:0.84 202:0.64 206:0.81 212:0.84 215:0.91 216:0.63 230:0.87 233:0.76 235:0.05 241:0.41 242:0.82 243:0.98 247:0.12 248:0.71 256:0.68 259:0.21 260:0.80 265:0.97 266:0.54 267:0.73 268:0.70 271:0.59 276:0.92 283:0.82 285:0.62 297:0.36 300:0.55\n1 7:0.81 12:0.06 17:0.40 21:0.13 27:0.45 28:0.87 30:0.33 32:0.80 34:0.83 36:0.22 37:0.50 43:0.36 55:0.59 66:0.20 69:0.60 70:0.88 81:0.96 91:0.12 98:0.51 108:0.46 123:0.44 124:0.84 126:0.54 127:0.52 129:0.93 133:0.84 135:0.82 145:0.50 146:0.80 147:0.83 149:0.64 150:0.95 154:0.27 159:0.75 161:0.50 167:0.62 172:0.48 173:0.41 177:0.05 178:0.55 179:0.46 181:0.66 187:0.68 195:0.90 212:0.35 215:0.84 216:0.77 230:0.87 233:0.76 235:0.12 241:0.07 242:0.82 243:0.40 245:0.75 247:0.12 259:0.21 265:0.52 266:0.89 267:0.59 271:0.59 276:0.68 297:0.36 300:0.70\n1 7:0.81 12:0.06 17:0.45 21:0.22 27:0.45 28:0.87 30:0.38 32:0.80 34:0.79 36:0.21 37:0.50 43:0.36 55:0.59 66:0.46 69:0.60 70:0.62 81:0.95 91:0.11 98:0.76 108:0.46 123:0.44 124:0.58 126:0.54 127:0.45 129:0.59 133:0.47 135:0.84 145:0.47 146:0.91 147:0.93 149:0.68 150:0.93 154:0.27 159:0.67 161:0.50 167:0.65 172:0.67 173:0.46 177:0.05 178:0.55 179:0.42 181:0.66 187:0.68 195:0.86 212:0.26 215:0.79 216:0.77 230:0.87 233:0.76 235:0.22 241:0.18 242:0.82 243:0.59 245:0.87 247:0.12 259:0.21 265:0.76 266:0.80 267:0.59 271:0.59 276:0.71 297:0.36 300:0.55\n2 6:0.80 8:0.58 12:0.06 17:0.13 20:0.92 21:0.13 25:0.88 27:0.01 28:0.87 34:0.37 36:0.36 37:0.23 43:0.51 66:0.36 69:0.12 78:0.83 81:0.96 91:0.95 98:0.16 100:0.86 104:0.57 108:0.10 111:0.82 120:0.99 123:0.10 126:0.54 127:0.09 129:0.05 135:0.39 140:0.45 146:0.05 147:0.05 149:0.16 150:0.95 151:0.84 152:0.93 153:0.97 154:0.40 159:0.05 161:0.50 162:0.75 164:0.99 167:0.99 169:0.81 172:0.05 173:0.71 177:0.05 181:0.66 186:0.85 189:0.82 191:0.95 202:0.97 215:0.84 216:0.68 220:0.74 235:0.12 238:0.89 241:0.92 243:0.51 248:0.98 256:0.98 259:0.21 260:0.99 261:0.87 265:0.17 267:0.79 268:0.98 271:0.59 283:0.82 285:0.62 297:0.36\n4 6:0.99 8:0.99 12:0.06 17:0.05 20:0.97 21:0.13 25:0.88 27:0.02 28:0.87 30:0.33 34:0.40 36:0.34 37:0.92 43:0.37 55:0.52 66:0.68 69:0.60 70:0.69 78:0.97 81:0.96 91:1.00 98:0.44 100:0.99 104:0.58 108:0.87 111:0.98 120:1.00 123:0.86 124:0.41 126:0.54 127:0.81 129:0.59 133:0.47 135:0.47 140:0.45 145:0.47 146:0.05 147:0.05 149:0.29 150:0.95 151:0.93 152:0.96 153:1.00 154:0.28 159:0.68 161:0.50 162:0.57 163:0.75 164:1.00 167:0.99 169:0.97 172:0.37 173:0.50 177:0.05 179:0.91 181:0.66 186:0.98 189:1.00 191:1.00 202:1.00 212:0.19 215:0.84 216:0.99 235:0.12 238:0.99 241:0.91 242:0.82 243:0.19 245:0.45 247:0.12 248:1.00 256:1.00 259:0.21 260:1.00 261:0.99 265:0.46 266:0.47 267:0.91 268:1.00 271:0.59 276:0.21 283:0.82 285:0.62 297:0.36 300:0.43\n2 6:0.80 8:0.61 12:0.06 17:0.51 20:0.81 21:0.13 25:0.88 27:0.01 28:0.87 34:0.33 36:0.22 37:0.23 78:0.78 81:0.96 91:0.78 100:0.81 104:0.57 111:0.78 120:0.59 126:0.54 135:0.51 140:0.45 150:0.95 151:0.51 152:0.93 153:0.83 161:0.50 162:0.85 164:0.79 167:0.85 169:0.81 175:0.75 181:0.66 186:0.79 187:0.39 189:0.84 191:0.82 202:0.67 215:0.84 216:0.68 220:0.87 235:0.12 238:0.92 241:0.73 244:0.61 248:0.52 256:0.71 257:0.65 259:0.21 260:0.59 261:0.87 267:0.88 268:0.74 271:0.59 277:0.69 285:0.62 297:0.36\n3 6:0.83 7:0.81 8:0.65 12:0.06 17:0.45 20:0.81 21:0.54 27:0.50 28:0.87 30:0.21 32:0.80 34:0.42 36:0.77 37:0.60 43:0.51 55:0.71 66:0.18 69:0.21 70:0.70 78:0.74 81:0.90 91:0.14 98:0.56 100:0.77 104:0.84 106:0.81 108:0.84 111:0.74 120:0.88 123:0.84 124:0.95 126:0.54 127:0.98 129:0.99 133:0.95 135:0.51 140:0.45 145:0.80 146:0.61 147:0.67 149:0.90 150:0.80 151:0.79 152:0.78 153:0.90 154:0.40 159:0.97 161:0.50 162:0.86 164:0.88 167:0.63 169:0.75 172:0.95 173:0.06 177:0.05 179:0.10 181:0.66 186:0.75 187:0.39 189:0.85 195:1.00 202:0.79 206:0.81 212:0.42 215:0.58 216:0.86 220:0.87 230:0.87 233:0.76 235:0.60 238:0.86 241:0.12 242:0.82 243:0.07 245:0.99 247:0.12 248:0.83 256:0.85 259:0.21 260:0.89 261:0.75 265:0.57 266:0.92 267:0.28 268:0.85 271:0.59 276:0.99 283:0.82 285:0.62 297:0.36 300:0.70\n3 6:0.99 8:0.95 12:0.06 17:0.43 20:0.81 21:0.13 25:0.88 27:0.02 28:0.87 30:0.15 34:0.25 36:0.29 37:0.92 43:0.36 55:0.59 66:0.45 69:0.60 70:0.84 78:0.85 81:0.96 91:0.96 98:0.27 100:0.93 104:0.58 108:0.91 111:0.88 120:0.98 123:0.91 124:0.75 126:0.54 127:0.80 129:0.89 133:0.78 135:0.63 140:0.80 145:0.47 146:0.05 147:0.05 149:0.33 150:0.95 151:0.82 152:0.96 153:0.95 154:0.27 159:0.77 161:0.50 162:0.60 163:0.75 164:0.98 167:0.83 169:0.99 172:0.32 173:0.43 177:0.05 178:0.42 179:0.87 181:0.66 186:0.86 187:0.39 189:0.98 191:0.99 202:0.97 212:0.15 215:0.84 216:0.99 235:0.12 238:0.96 241:0.71 242:0.82 243:0.17 245:0.48 247:0.12 248:0.98 256:0.97 259:0.21 260:0.98 261:0.99 265:0.29 266:0.63 267:0.97 268:0.97 271:0.59 276:0.33 285:0.62 297:0.36 300:0.55\n3 6:0.81 7:0.81 8:0.60 12:0.06 17:0.11 20:0.93 21:0.30 27:0.21 28:0.87 30:0.55 34:0.45 36:0.82 37:0.74 43:0.52 55:0.71 66:0.52 69:0.10 70:0.62 78:0.78 81:0.94 91:0.88 98:0.75 100:0.80 104:0.84 106:0.81 108:0.96 111:0.77 120:0.98 123:0.96 124:0.84 126:0.54 127:0.87 129:0.96 133:0.90 135:0.17 140:0.45 146:0.65 147:0.70 149:0.88 150:0.90 151:0.86 152:0.92 153:0.99 154:0.41 159:0.96 161:0.50 162:0.66 164:0.97 167:0.82 169:0.77 172:0.98 173:0.05 177:0.05 179:0.11 181:0.66 186:0.79 187:0.39 189:0.83 191:0.91 202:0.96 206:0.81 212:0.51 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.87 241:0.70 242:0.82 243:0.08 245:0.99 247:0.12 248:0.97 256:0.96 259:0.21 260:0.98 261:0.81 265:0.75 266:0.94 267:0.44 268:0.97 271:0.59 276:0.98 283:0.82 285:0.62 297:0.36 300:0.84\n1 7:0.81 8:0.90 12:0.95 17:0.90 21:0.78 27:0.72 34:0.23 36:0.66 91:0.85 135:0.20 145:1.00 175:0.75 178:0.55 202:0.36 216:0.02 230:0.87 233:0.76 235:0.12 241:0.86 244:0.61 257:0.65 259:0.21 267:0.23 277:0.69\n1 12:0.95 17:0.87 21:0.76 27:0.72 30:0.95 34:0.87 36:0.46 37:0.47 43:0.43 55:0.92 66:0.20 69:0.52 81:0.44 91:0.20 98:0.06 106:0.81 108:0.40 123:0.39 124:0.61 126:0.54 127:0.11 129:0.59 133:0.47 135:0.78 146:0.05 147:0.05 149:0.21 150:0.36 154:0.32 159:0.17 172:0.05 173:0.34 177:0.05 178:0.55 179:0.75 187:0.39 206:0.81 215:0.46 216:0.10 235:0.95 241:0.21 243:0.40 245:0.36 259:0.21 265:0.06 267:0.65 297:0.36 300:0.08\n0 7:0.81 12:0.95 17:0.85 21:0.78 27:0.72 34:0.36 36:0.76 91:0.85 135:0.30 145:1.00 175:0.75 178:0.55 187:0.21 216:0.02 230:0.87 233:0.76 235:0.12 241:0.79 244:0.61 257:0.65 259:0.21 267:0.23 277:0.69\n2 12:0.95 17:0.91 21:0.78 27:0.60 34:0.20 36:0.30 37:0.81 43:0.34 66:0.36 69:0.64 91:0.17 98:0.08 106:0.81 108:0.49 123:0.47 127:0.06 129:0.05 135:0.81 146:0.05 147:0.05 149:0.13 154:0.26 159:0.05 172:0.05 173:0.72 177:0.05 178:0.55 187:0.39 206:0.81 216:0.20 235:0.12 241:0.01 243:0.51 259:0.21 265:0.09 267:0.19 283:0.82\n1 12:0.95 17:0.49 21:0.78 27:0.50 30:0.94 34:0.91 36:0.55 37:0.60 43:0.39 55:0.59 66:0.72 69:0.56 70:0.13 91:0.29 98:0.39 108:0.43 123:0.41 127:0.13 129:0.05 135:0.75 145:0.67 146:0.34 147:0.41 149:0.37 154:0.29 159:0.14 172:0.27 173:0.69 177:0.05 178:0.55 179:0.52 187:0.39 212:0.78 216:0.86 235:0.31 241:0.01 242:0.82 243:0.75 247:0.12 259:0.21 265:0.41 266:0.17 267:0.59 276:0.26 300:0.13\n1 8:0.73 12:0.95 17:0.55 21:0.78 27:0.72 34:0.26 36:0.62 37:0.47 43:0.27 66:0.36 69:0.80 91:0.66 98:0.06 108:0.64 123:0.61 127:0.05 129:0.05 135:0.44 146:0.05 147:0.05 149:0.11 154:0.19 159:0.05 172:0.05 173:0.69 177:0.05 178:0.55 187:0.21 191:0.84 216:0.10 235:0.22 241:0.77 243:0.51 259:0.21 265:0.06 267:0.79\n2 12:0.95 17:0.36 21:0.77 27:0.45 32:0.80 34:0.83 36:0.19 37:0.50 43:0.32 66:0.36 69:0.71 81:0.41 91:0.07 98:0.06 108:0.54 123:0.52 126:0.54 127:0.05 129:0.05 135:0.82 145:0.54 146:0.05 147:0.05 149:0.13 150:0.35 154:0.24 159:0.05 172:0.05 173:0.50 177:0.05 178:0.55 187:0.68 195:0.93 215:0.44 216:0.77 235:0.97 241:0.10 243:0.51 259:0.21 265:0.06 267:0.98 297:0.36\n1 12:0.95 17:0.32 21:0.78 27:0.70 30:0.71 34:0.59 36:0.21 37:0.38 43:0.24 55:0.52 66:0.82 69:0.85 70:0.29 91:0.14 98:0.46 108:0.71 123:0.69 127:0.14 129:0.05 135:0.32 146:0.53 147:0.59 149:0.41 154:0.17 159:0.19 172:0.48 173:0.90 177:0.05 178:0.55 179:0.34 187:0.39 212:0.84 216:0.45 235:0.42 241:0.32 242:0.82 243:0.83 247:0.12 259:0.21 265:0.48 266:0.23 267:0.23 276:0.40 300:0.25\n1 12:0.95 17:0.62 21:0.78 27:0.72 30:0.76 34:0.53 36:0.29 37:0.47 43:0.29 55:0.59 66:0.54 69:0.75 70:0.22 91:0.31 98:0.30 108:0.58 123:0.56 124:0.45 127:0.35 129:0.59 133:0.47 135:0.26 146:0.44 147:0.50 149:0.30 154:0.21 159:0.53 163:0.81 172:0.21 173:0.71 177:0.05 178:0.55 179:0.94 187:0.39 212:0.42 216:0.10 235:0.42 241:0.27 242:0.82 243:0.63 245:0.40 247:0.12 259:0.21 265:0.32 266:0.23 267:0.52 276:0.16 300:0.18\n1 12:0.95 17:0.90 21:0.13 27:0.72 30:0.62 34:0.40 36:0.17 37:0.90 43:0.35 55:0.96 66:0.16 69:0.64 70:0.34 81:0.74 91:0.12 98:0.17 106:0.81 108:0.81 123:0.80 124:0.81 126:0.54 127:0.22 129:0.89 133:0.78 135:0.65 146:0.05 147:0.05 149:0.29 150:0.55 154:0.26 159:0.61 163:0.96 172:0.10 173:0.41 177:0.05 178:0.55 179:0.81 187:0.68 206:0.81 212:0.30 215:0.84 216:0.06 235:0.12 241:0.01 242:0.82 243:0.23 245:0.42 247:0.12 259:0.21 265:0.18 266:0.27 267:0.28 276:0.28 283:0.60 297:0.36 300:0.25\n1 7:0.81 12:0.95 17:0.81 21:0.40 27:1.00 30:0.89 32:0.80 37:0.26 43:0.25 55:0.71 66:0.75 69:0.83 70:0.20 81:0.66 91:0.17 98:0.41 106:0.81 108:0.67 123:0.65 126:0.54 127:0.13 129:0.05 145:0.84 146:0.56 147:0.62 149:0.31 150:0.48 154:0.18 159:0.20 172:0.32 173:0.81 177:0.05 178:0.55 179:0.47 187:0.39 195:0.79 206:0.81 212:0.61 215:0.67 216:0.41 230:0.87 233:0.76 235:0.42 241:0.18 242:0.82 243:0.77 247:0.12 265:0.43 266:0.23 276:0.28 283:0.82 297:0.36 300:0.18\n1 12:0.95 17:0.57 21:0.40 27:0.72 30:0.95 34:0.95 36:0.35 37:0.47 43:0.46 55:0.84 66:0.54 69:0.43 81:0.66 91:0.20 98:0.42 108:0.33 123:0.32 126:0.54 127:0.14 129:0.05 135:0.26 146:0.36 147:0.43 149:0.22 150:0.48 154:0.35 159:0.14 172:0.10 173:0.56 177:0.05 178:0.55 179:0.93 187:0.39 215:0.67 216:0.10 235:0.42 241:0.35 243:0.63 259:0.21 265:0.44 267:0.44 297:0.36 300:0.08\n0 12:0.95 17:0.64 21:0.78 27:0.72 30:0.89 34:0.18 36:0.31 43:0.34 55:0.84 66:0.47 69:0.66 70:0.20 91:0.60 98:0.20 108:0.96 123:0.96 124:0.65 127:0.87 129:0.81 133:0.67 135:0.77 146:0.05 147:0.05 149:0.18 154:0.25 159:0.92 163:0.94 172:0.21 173:0.30 177:0.05 178:0.55 179:0.95 202:0.50 212:0.30 216:0.01 235:0.22 241:0.78 242:0.82 243:0.23 245:0.42 247:0.12 259:0.21 265:0.22 266:0.27 267:0.36 276:0.16 300:0.18\n1 8:0.75 12:0.95 17:0.22 21:0.78 27:0.49 30:0.62 34:0.49 36:0.37 37:0.38 43:0.24 55:0.84 66:0.75 69:0.85 70:0.34 91:0.35 98:0.40 108:0.72 123:0.70 127:0.13 129:0.05 135:0.61 145:0.98 146:0.66 147:0.71 149:0.29 154:0.17 159:0.25 163:0.75 172:0.32 173:0.78 177:0.05 178:0.55 179:0.46 187:0.39 191:0.75 202:0.58 212:0.30 216:0.88 235:0.52 241:0.24 242:0.82 243:0.77 247:0.12 265:0.42 266:0.27 267:0.85 276:0.29 300:0.25\n3 6:0.97 8:0.97 12:0.06 17:0.70 20:0.81 21:0.47 27:0.43 28:0.48 30:0.60 34:0.34 36:0.32 37:0.96 43:0.52 55:0.59 66:0.49 69:0.17 70:0.56 78:0.74 81:0.94 91:0.88 98:0.54 100:0.78 104:0.73 108:0.84 111:0.74 120:0.80 123:0.84 124:0.55 126:0.54 127:0.98 129:0.59 133:0.47 135:0.42 140:0.45 146:0.54 147:0.60 149:0.51 150:0.89 151:0.77 152:0.78 153:0.88 154:0.41 159:0.67 161:0.74 162:0.83 164:0.89 167:0.98 169:0.76 172:0.45 173:0.17 177:0.05 179:0.80 181:0.64 186:0.75 189:0.97 191:0.78 202:0.81 212:0.42 215:0.63 216:0.23 220:0.93 235:0.60 238:0.92 241:0.97 242:0.82 243:0.40 245:0.68 247:0.12 248:0.72 256:0.85 259:0.21 260:0.81 261:0.76 265:0.55 266:0.63 267:0.18 268:0.86 271:0.61 276:0.39 283:0.60 285:0.62 297:0.36 300:0.43\n2 6:0.98 8:0.94 12:0.06 17:0.15 20:0.83 21:0.13 25:0.88 27:0.04 28:0.48 30:0.91 34:0.55 36:0.70 37:0.98 43:0.48 55:0.52 66:0.69 69:0.33 70:0.13 78:0.81 81:0.92 91:0.95 98:0.59 100:0.91 104:0.58 108:0.26 111:0.85 120:0.95 123:0.25 126:0.54 127:0.17 129:0.05 135:0.49 140:0.45 146:0.30 147:0.36 149:0.35 150:0.85 151:0.84 152:0.93 153:0.98 154:0.36 159:0.13 161:0.74 162:0.76 164:0.96 167:0.86 169:0.98 172:0.21 173:0.70 177:0.05 179:0.84 181:0.64 186:0.81 187:0.68 189:0.97 191:0.91 202:0.92 212:0.95 215:0.84 216:0.81 235:0.12 238:0.97 241:0.75 242:0.82 243:0.73 247:0.12 248:0.93 256:0.94 259:0.21 260:0.95 261:0.98 265:0.60 266:0.12 267:0.52 268:0.94 271:0.61 276:0.21 283:0.60 285:0.62 297:0.36 300:0.13\n3 6:0.97 8:0.97 12:0.06 17:0.47 20:0.92 21:0.13 27:0.33 28:0.48 30:0.38 32:0.80 34:0.61 36:0.40 37:0.84 43:0.39 55:0.52 66:0.83 69:0.55 70:0.45 78:0.76 81:0.92 91:0.95 98:0.90 100:0.81 104:0.74 108:0.43 111:0.76 120:0.90 123:0.41 126:0.54 127:0.48 129:0.05 135:0.58 140:0.45 145:0.61 146:0.74 147:0.78 149:0.52 150:0.85 151:0.80 152:0.86 153:0.92 154:0.29 159:0.30 161:0.74 162:0.82 163:0.90 164:0.94 167:0.97 169:0.79 172:0.51 173:0.70 177:0.05 179:0.80 181:0.64 186:0.77 189:0.98 191:0.90 195:0.56 202:0.89 212:0.28 215:0.84 216:0.42 220:0.74 235:0.12 238:0.95 241:0.93 242:0.82 243:0.84 247:0.12 248:0.86 256:0.92 259:0.21 260:0.90 261:0.82 265:0.90 266:0.54 267:0.17 268:0.92 271:0.61 276:0.42 283:0.60 285:0.62 297:0.36 300:0.33\n2 6:0.92 8:0.91 12:0.06 20:0.90 21:0.22 27:0.42 28:0.48 30:0.45 32:0.80 34:0.34 36:0.72 37:0.53 43:0.47 55:0.84 66:0.85 69:0.35 70:0.46 78:0.74 81:0.91 91:0.98 98:0.94 100:0.78 104:0.58 108:0.27 111:0.74 120:0.94 123:0.26 126:0.54 127:0.63 129:0.05 135:0.20 140:0.80 145:0.40 146:0.85 147:0.88 149:0.56 150:0.82 151:0.82 152:0.84 153:0.95 154:0.36 159:0.42 161:0.74 162:0.52 163:0.94 164:0.96 167:0.97 169:0.77 172:0.57 173:0.42 177:0.05 178:0.42 179:0.78 181:0.64 186:0.75 189:0.93 191:0.88 195:0.62 202:0.96 212:0.58 215:0.79 216:0.66 220:0.82 235:0.22 238:0.95 241:0.93 242:0.82 243:0.86 247:0.12 248:0.92 256:0.95 259:0.21 260:0.95 261:0.78 265:0.94 266:0.47 267:0.44 268:0.95 271:0.61 276:0.47 283:0.82 285:0.62 297:0.36 300:0.33\n0 12:0.06 17:0.12 21:0.22 25:0.88 27:0.12 28:0.48 30:0.45 34:0.79 36:0.68 37:0.98 43:0.44 55:0.42 66:0.69 69:0.45 70:0.25 81:0.91 91:0.73 98:0.84 104:0.58 108:0.35 120:0.83 123:0.34 126:0.54 127:0.33 129:0.05 135:0.75 140:0.87 146:0.42 147:0.48 149:0.33 150:0.82 151:0.71 153:0.72 154:0.33 159:0.16 161:0.74 162:0.53 163:0.75 164:0.81 167:0.85 172:0.21 173:0.81 177:0.05 178:0.48 179:0.96 181:0.64 187:0.39 191:0.93 202:0.79 212:0.61 215:0.79 216:0.58 235:0.22 241:0.74 242:0.82 243:0.73 247:0.12 248:0.75 256:0.77 259:0.21 260:0.84 265:0.84 266:0.17 267:0.87 268:0.76 271:0.61 276:0.20 285:0.62 297:0.36 300:0.18\n4 6:0.97 8:0.94 12:0.06 17:0.49 20:0.78 21:0.13 27:0.33 28:0.48 30:0.56 32:0.80 34:0.49 36:0.42 37:0.84 43:0.34 55:0.52 66:0.44 69:0.65 70:0.42 78:0.76 81:0.92 91:0.86 98:0.46 100:0.80 104:0.74 108:0.49 111:0.76 120:0.84 123:0.47 124:0.58 126:0.54 127:0.53 129:0.59 133:0.47 135:0.54 140:0.45 145:0.61 146:0.48 147:0.55 149:0.51 150:0.85 151:0.73 152:0.86 153:0.81 154:0.26 159:0.44 161:0.74 162:0.86 164:0.84 167:0.97 169:0.79 172:0.37 173:0.69 177:0.05 179:0.78 181:0.64 186:0.77 187:0.21 189:0.96 191:0.92 195:0.64 202:0.72 212:0.23 215:0.84 216:0.42 220:0.74 235:0.12 238:0.93 241:0.95 242:0.82 243:0.57 245:0.64 247:0.12 248:0.77 256:0.80 259:0.21 260:0.85 261:0.82 265:0.47 266:0.63 267:0.19 268:0.80 271:0.61 276:0.38 283:0.60 285:0.62 297:0.36 300:0.33\n3 6:0.96 8:0.97 12:0.06 17:0.07 20:0.99 21:0.22 25:0.88 27:0.12 28:0.48 30:0.45 34:0.66 36:0.66 37:0.98 43:0.44 55:0.42 66:0.69 69:0.45 70:0.25 78:0.76 81:0.91 91:0.97 98:0.85 100:0.82 104:0.58 108:0.35 111:0.77 120:0.94 123:0.34 126:0.54 127:0.36 129:0.05 135:0.63 140:0.87 146:0.42 147:0.48 149:0.33 150:0.82 151:0.82 152:0.90 153:0.95 154:0.33 159:0.16 161:0.74 162:0.56 163:0.75 164:0.96 167:0.96 169:0.79 172:0.21 173:0.82 177:0.05 178:0.48 179:0.96 181:0.64 186:0.77 189:0.97 191:0.89 202:0.95 212:0.61 215:0.79 216:0.58 235:0.22 238:0.95 241:0.90 242:0.82 243:0.73 247:0.12 248:0.91 256:0.95 259:0.21 260:0.94 261:0.83 265:0.85 266:0.17 267:0.94 268:0.95 271:0.61 276:0.20 283:0.60 285:0.62 297:0.36 300:0.18\n2 6:0.94 8:0.95 12:0.06 17:0.02 20:0.85 21:0.68 27:0.12 28:0.48 30:0.91 34:0.67 36:0.76 37:0.88 43:0.41 55:0.84 66:0.69 69:0.54 70:0.13 78:0.74 81:0.76 91:0.98 98:0.80 100:0.79 108:0.41 111:0.74 120:0.94 123:0.40 126:0.54 127:0.29 129:0.05 135:0.73 140:0.80 146:0.44 147:0.50 149:0.32 150:0.56 151:0.81 152:0.81 153:0.94 154:0.31 159:0.16 161:0.74 162:0.51 163:0.93 164:0.96 167:0.97 169:0.77 172:0.21 173:0.84 177:0.05 178:0.42 179:0.95 181:0.64 186:0.75 189:0.95 191:0.91 202:0.96 212:0.61 215:0.49 216:0.74 220:0.82 235:0.80 238:0.96 241:0.95 242:0.82 243:0.73 247:0.12 248:0.91 256:0.95 259:0.21 260:0.94 261:0.77 265:0.80 266:0.17 267:0.84 268:0.95 271:0.61 276:0.21 283:0.82 285:0.62 297:0.36 300:0.13\n1 12:0.06 17:0.32 21:0.59 27:0.45 28:0.48 30:0.21 34:0.93 36:0.21 37:0.50 43:0.32 55:0.59 66:0.68 69:0.69 70:0.73 81:0.81 91:0.29 98:0.59 108:0.53 123:0.50 124:0.51 126:0.54 127:0.49 129:0.89 133:0.78 135:0.65 145:0.50 146:0.81 147:0.84 149:0.56 150:0.61 154:0.24 159:0.68 161:0.74 167:0.59 172:0.59 173:0.58 177:0.05 178:0.55 179:0.65 181:0.64 187:0.68 212:0.23 215:0.55 216:0.77 235:0.68 241:0.07 242:0.82 243:0.72 245:0.53 247:0.12 259:0.21 265:0.60 266:0.71 267:0.89 271:0.61 276:0.53 297:0.36 300:0.55\n4 6:0.98 7:0.81 8:0.96 12:0.06 17:0.26 20:0.98 21:0.40 25:0.88 27:0.04 28:0.48 30:0.58 32:0.80 34:0.40 36:0.83 37:0.98 43:0.52 55:0.59 66:0.88 69:0.12 70:0.42 78:0.87 81:0.87 91:0.99 98:0.98 100:0.99 104:0.58 108:0.10 111:0.96 120:0.99 123:0.10 126:0.54 127:0.85 129:0.05 135:0.30 140:0.45 145:0.80 146:0.82 147:0.85 149:0.64 150:0.74 151:0.90 152:0.93 153:0.99 154:0.41 159:0.38 161:0.74 162:0.69 164:0.99 167:0.95 169:0.97 172:0.65 173:0.30 177:0.05 179:0.72 181:0.64 186:0.89 189:0.99 191:0.97 195:0.60 202:0.99 212:0.35 215:0.67 216:0.81 230:0.87 233:0.76 235:0.42 238:0.99 241:0.86 242:0.82 243:0.88 247:0.12 248:0.98 256:0.99 259:0.21 260:0.99 261:0.98 265:0.98 266:0.38 267:0.97 268:0.99 271:0.61 276:0.54 283:0.82 285:0.62 297:0.36 300:0.33\n3 6:0.95 7:0.81 8:0.96 12:0.06 17:0.32 20:0.96 21:0.78 27:0.11 28:0.48 30:0.91 32:0.80 34:0.75 36:0.61 37:0.98 43:0.48 55:0.84 66:0.69 69:0.41 70:0.13 78:0.80 91:0.96 98:0.87 100:0.88 108:0.31 111:0.82 120:0.93 123:0.30 127:0.40 129:0.05 135:0.39 140:0.80 145:0.76 146:0.43 147:0.49 149:0.34 151:0.82 152:0.90 153:0.95 154:0.37 159:0.16 161:0.74 162:0.66 163:0.75 164:0.96 167:0.98 169:0.86 172:0.21 173:0.78 177:0.05 178:0.42 179:0.97 181:0.64 186:0.80 189:0.96 191:0.93 195:0.53 202:0.94 212:0.61 216:0.57 230:0.87 233:0.76 235:0.84 238:0.96 241:0.98 242:0.82 243:0.73 247:0.12 248:0.90 256:0.95 259:0.21 260:0.93 261:0.88 265:0.87 266:0.17 267:0.79 268:0.96 271:0.61 276:0.22 283:0.82 285:0.62 300:0.13\n0 8:0.94 12:0.06 17:0.38 21:0.78 27:0.37 28:0.48 34:0.50 36:0.21 37:0.57 78:0.91 91:0.91 111:0.98 120:0.93 135:0.83 140:0.45 151:0.78 153:0.88 161:0.74 162:0.67 164:0.92 167:0.97 169:0.97 175:0.75 181:0.64 191:0.88 202:0.88 216:0.17 238:0.99 241:0.96 244:0.61 248:0.90 256:0.91 257:0.65 259:0.21 260:0.93 267:0.65 268:0.90 271:0.61 277:0.69 285:0.62\n1 12:0.06 17:0.24 21:0.78 27:0.45 28:0.48 30:0.40 34:0.63 36:0.21 37:0.50 43:0.29 55:0.52 66:0.35 69:0.75 70:0.70 91:0.14 98:0.31 108:0.70 123:0.68 124:0.77 127:0.19 129:0.89 133:0.78 135:0.78 145:0.42 146:0.27 147:0.33 149:0.64 154:0.21 159:0.55 161:0.74 167:0.67 172:0.54 173:0.56 177:0.05 178:0.55 179:0.26 181:0.64 187:0.68 212:0.42 216:0.77 235:0.60 241:0.39 242:0.82 243:0.29 245:0.72 247:0.12 259:0.21 265:0.33 266:0.80 267:0.69 271:0.61 276:0.63 300:0.55\n2 6:0.96 8:0.95 12:0.06 17:0.22 20:0.88 21:0.78 27:0.20 28:0.48 34:0.47 36:0.27 37:0.85 78:0.75 91:0.92 100:0.80 104:0.58 111:0.76 120:0.85 135:0.88 140:0.45 151:0.80 152:0.86 153:0.92 161:0.74 162:0.79 164:0.95 167:0.97 169:0.78 175:0.75 181:0.64 186:0.76 189:0.96 191:0.89 202:0.90 216:0.53 220:0.99 238:0.95 241:0.93 244:0.61 248:0.77 256:0.93 257:0.65 259:0.21 260:0.85 261:0.81 267:0.65 268:0.94 271:0.61 277:0.69 283:0.60 285:0.62\n2 6:0.90 8:0.92 12:0.06 17:0.13 20:0.78 21:0.78 27:0.36 28:0.48 30:0.56 34:0.30 36:0.99 37:0.41 43:0.52 55:0.84 66:0.44 69:0.08 70:0.53 78:0.75 91:0.82 98:0.72 100:0.79 104:0.54 108:0.77 111:0.75 120:0.94 123:0.75 124:0.58 127:0.98 129:0.59 133:0.47 135:0.32 140:0.80 145:0.47 146:0.49 147:0.55 149:0.50 151:0.80 152:0.76 153:0.93 154:0.41 159:0.61 161:0.74 162:0.56 163:0.92 164:0.94 167:0.96 169:0.77 172:0.37 173:0.15 177:0.05 178:0.42 179:0.84 181:0.64 186:0.76 189:0.91 191:0.87 202:0.92 212:0.23 216:0.56 220:0.82 235:0.22 238:0.88 241:0.88 242:0.82 243:0.45 245:0.64 247:0.12 248:0.91 256:0.92 259:0.21 260:0.94 261:0.75 265:0.72 266:0.71 267:0.44 268:0.92 271:0.61 276:0.42 283:0.82 285:0.62 300:0.43\n4 6:0.98 7:0.81 8:0.95 12:0.06 17:0.36 20:0.76 21:0.40 25:0.88 27:0.04 28:0.48 30:0.58 32:0.80 34:0.67 36:0.86 37:0.98 43:0.52 55:0.59 66:0.88 69:0.12 70:0.42 78:0.81 81:0.87 91:0.90 98:0.94 100:0.91 104:0.58 108:0.10 111:0.84 120:0.95 123:0.10 126:0.54 127:0.63 129:0.05 135:0.42 140:0.45 145:0.80 146:0.82 147:0.85 149:0.64 150:0.74 151:0.84 152:0.93 153:0.97 154:0.41 159:0.38 161:0.74 162:0.73 164:0.96 167:0.83 169:0.98 172:0.65 173:0.28 177:0.05 179:0.69 181:0.64 186:0.82 187:0.95 189:0.99 191:0.92 195:0.62 202:0.93 212:0.35 215:0.67 216:0.81 230:0.87 233:0.76 235:0.42 238:0.96 241:0.73 242:0.82 243:0.88 247:0.12 248:0.93 256:0.94 259:0.21 260:0.95 261:0.98 265:0.94 266:0.38 267:0.95 268:0.95 271:0.61 276:0.54 285:0.62 297:0.36 300:0.33\n4 6:0.89 8:0.92 12:0.06 17:0.83 20:0.81 21:0.22 25:0.88 27:0.51 28:0.48 30:0.66 34:0.36 36:0.44 37:1.00 43:0.49 55:0.59 66:0.85 69:0.23 70:0.29 78:0.75 81:0.91 91:0.82 98:0.98 100:0.79 104:0.58 108:0.18 111:0.75 120:0.86 123:0.18 126:0.54 127:0.83 129:0.05 135:0.69 140:0.45 146:0.72 147:0.76 149:0.58 150:0.82 151:0.71 152:0.78 153:0.72 154:0.38 159:0.29 161:0.74 162:0.83 164:0.88 167:0.97 169:0.76 172:0.57 173:0.47 177:0.05 179:0.80 181:0.64 186:0.76 189:0.90 202:0.79 212:0.58 215:0.79 216:0.23 220:0.82 235:0.22 238:0.93 241:0.93 242:0.82 243:0.86 247:0.12 248:0.80 256:0.83 259:0.21 260:0.86 261:0.76 265:0.98 266:0.27 267:0.28 268:0.84 271:0.61 276:0.47 285:0.62 297:0.36 300:0.25\n1 8:0.62 12:0.06 17:0.07 20:0.74 21:0.78 27:0.44 28:0.48 34:0.55 36:0.62 37:0.32 78:0.75 91:0.92 100:0.73 104:0.82 111:0.75 120:0.97 135:0.47 140:0.45 151:0.85 152:0.74 153:0.98 161:0.74 162:0.59 164:0.99 167:0.71 169:0.76 175:0.75 181:0.64 186:0.73 187:0.39 191:0.78 202:0.99 216:0.94 220:0.62 235:0.74 241:0.53 244:0.61 248:0.96 256:0.99 257:0.65 259:0.21 260:0.98 261:0.73 267:0.73 268:0.99 271:0.61 277:0.69 283:0.82 285:0.62\n2 6:0.96 7:0.81 8:0.96 12:0.06 17:0.55 20:0.85 21:0.64 27:0.20 28:0.48 30:0.57 34:0.80 36:0.59 37:0.85 43:0.52 55:0.52 66:0.26 69:0.21 70:0.53 78:0.75 81:0.79 91:0.77 98:0.67 100:0.80 104:0.58 108:0.83 111:0.76 120:0.90 123:0.16 124:0.71 126:0.54 127:0.77 129:0.81 133:0.67 135:0.51 140:0.45 145:0.72 146:0.81 147:0.84 149:0.68 150:0.58 151:0.80 152:0.86 153:0.93 154:0.41 159:0.65 161:0.74 162:0.79 164:0.93 167:0.82 169:0.78 172:0.57 173:0.19 177:0.05 179:0.53 181:0.64 186:0.76 187:0.21 189:0.97 191:0.93 202:0.87 212:0.29 215:0.53 216:0.53 220:0.82 230:0.87 233:0.76 235:0.74 238:0.95 241:0.72 242:0.82 243:0.45 245:0.80 247:0.12 248:0.85 256:0.90 259:0.21 260:0.90 261:0.81 265:0.56 266:0.75 267:0.94 268:0.91 271:0.61 276:0.68 285:0.62 297:0.36 300:0.43\n3 6:0.98 8:0.95 12:0.20 17:0.34 20:0.81 21:0.74 25:0.88 27:0.13 28:0.78 30:0.21 32:0.80 34:0.52 36:0.93 37:0.82 43:0.52 55:0.52 66:0.27 69:0.27 70:0.73 78:0.81 81:0.77 91:0.78 98:0.75 100:0.90 104:0.58 108:0.81 111:0.83 120:0.79 123:0.20 124:0.58 126:0.54 127:0.78 129:0.59 133:0.47 135:0.81 140:0.45 145:0.97 146:0.85 147:0.88 149:0.76 150:0.57 151:0.75 152:1.00 153:0.86 154:0.41 159:0.63 161:0.69 162:0.84 164:0.81 167:0.82 169:0.96 172:0.73 173:0.24 177:0.05 179:0.43 181:0.72 186:0.81 187:0.21 189:0.98 195:0.80 202:0.69 212:0.58 215:0.46 216:0.87 235:0.88 238:0.97 241:0.75 242:0.82 243:0.46 245:0.90 247:0.12 248:0.71 256:0.73 259:0.21 260:0.79 261:0.98 265:0.62 266:0.80 267:0.65 268:0.76 271:0.50 276:0.75 285:0.62 297:0.36 300:0.55\n1 8:0.82 12:0.20 17:0.66 21:0.40 27:0.26 28:0.78 30:0.33 32:0.80 34:0.71 36:0.62 37:0.91 43:0.52 55:0.52 66:0.36 69:0.12 70:0.61 81:0.92 91:0.65 98:0.66 104:0.73 108:0.63 120:0.73 123:0.61 124:0.60 126:0.54 127:0.58 129:0.59 133:0.47 135:0.54 140:0.87 145:0.52 146:0.47 147:0.53 149:0.62 150:0.85 151:0.66 153:0.48 154:0.41 159:0.37 161:0.69 162:0.61 164:0.75 167:0.78 172:0.41 173:0.28 177:0.05 178:0.48 179:0.72 181:0.72 187:0.21 191:0.75 195:0.64 202:0.68 212:0.59 215:0.67 216:0.45 220:0.82 235:0.42 241:0.72 242:0.82 243:0.49 245:0.71 247:0.12 248:0.66 256:0.68 259:0.21 260:0.74 265:0.66 266:0.63 267:0.65 268:0.69 271:0.50 276:0.48 285:0.62 297:0.36 300:0.43\n3 6:0.96 7:0.81 8:0.92 12:0.20 17:0.47 20:0.99 21:0.30 27:0.21 28:0.78 30:0.27 34:0.66 36:0.87 37:0.74 43:0.52 55:0.71 66:0.44 69:0.10 70:0.80 78:0.79 81:0.93 91:0.80 98:0.75 100:0.85 104:0.84 106:0.81 108:0.87 111:0.80 120:0.92 123:0.86 124:0.67 126:0.54 127:0.66 129:0.81 133:0.67 135:0.20 140:0.45 146:0.92 147:0.93 149:0.85 150:0.88 151:0.82 152:0.90 153:0.95 154:0.41 159:0.84 161:0.69 162:0.61 164:0.90 167:0.72 169:0.82 172:0.89 173:0.08 177:0.05 179:0.19 181:0.72 186:0.79 187:0.39 189:0.97 191:0.70 202:0.86 206:0.81 212:0.60 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.94 241:0.62 242:0.82 243:0.45 245:0.96 247:0.12 248:0.88 256:0.89 259:0.21 260:0.92 261:0.85 265:0.75 266:0.63 267:0.44 268:0.88 271:0.50 276:0.91 283:0.82 285:0.62 297:0.36 300:0.70\n4 6:0.98 8:0.97 12:0.20 17:0.06 20:0.99 21:0.74 25:0.88 27:0.13 28:0.78 30:0.21 32:0.80 34:0.50 36:0.74 37:0.82 43:0.47 55:0.59 66:0.33 69:0.46 70:0.81 78:0.92 81:0.77 91:1.00 98:0.56 100:0.99 104:0.58 108:0.81 111:0.98 120:0.99 123:0.80 124:0.78 126:0.54 127:0.90 129:0.89 133:0.78 135:0.32 140:0.45 145:0.97 146:0.25 147:0.31 149:0.67 150:0.57 151:0.91 152:1.00 153:1.00 154:0.35 159:0.59 161:0.69 162:0.69 164:0.99 167:0.94 169:0.96 172:0.54 173:0.42 177:0.05 179:0.59 181:0.72 186:0.91 189:0.99 191:0.97 195:0.76 202:0.99 212:0.40 215:0.46 216:0.87 235:0.88 238:0.99 241:0.98 242:0.82 243:0.29 245:0.73 247:0.12 248:0.98 256:0.99 259:0.21 260:0.99 261:0.98 265:0.57 266:0.63 267:0.79 268:0.99 271:0.50 276:0.64 283:0.82 285:0.62 297:0.36 300:0.55\n2 6:0.98 8:0.93 12:0.20 17:0.11 20:0.75 21:0.68 25:0.88 27:0.13 28:0.78 30:0.45 34:0.47 36:0.73 37:0.82 43:0.52 55:0.52 66:0.61 69:0.23 70:0.58 78:0.72 81:0.82 91:0.94 98:0.71 100:0.85 104:0.58 108:0.66 111:0.76 120:0.91 123:0.63 124:0.50 126:0.54 127:0.70 129:0.59 133:0.47 135:0.60 140:0.45 145:0.84 146:0.24 147:0.30 149:0.65 150:0.62 151:0.83 152:1.00 153:0.96 154:0.41 159:0.42 161:0.69 162:0.74 164:0.97 167:0.84 169:0.96 172:0.59 173:0.33 177:0.05 179:0.66 181:0.72 186:0.73 187:0.39 191:0.86 202:0.94 212:0.54 215:0.49 216:0.87 235:0.80 241:0.76 242:0.82 243:0.34 245:0.74 247:0.12 248:0.87 256:0.95 259:0.21 260:0.91 261:0.98 265:0.71 266:0.71 267:0.79 268:0.96 271:0.50 276:0.51 283:0.60 285:0.62 297:0.36 300:0.43\n0 12:0.20 17:0.53 21:0.59 27:0.45 28:0.78 30:0.11 32:0.80 34:0.91 36:0.18 37:0.50 43:0.32 55:0.59 66:0.30 69:0.70 70:0.54 81:0.87 91:0.27 98:0.30 108:0.53 123:0.51 124:0.61 126:0.54 127:0.21 129:0.59 133:0.47 135:0.75 145:0.44 146:0.48 147:0.54 149:0.33 150:0.72 154:0.24 159:0.44 161:0.69 163:0.88 167:0.68 172:0.16 173:0.60 177:0.05 178:0.55 179:0.80 181:0.72 187:0.68 195:0.83 212:0.30 215:0.55 216:0.77 235:0.68 241:0.53 242:0.82 243:0.48 245:0.47 247:0.12 259:0.21 265:0.32 266:0.27 267:0.28 271:0.50 276:0.25 283:0.60 297:0.36 300:0.33\n2 6:1.00 8:1.00 12:0.20 17:0.59 20:0.82 21:0.74 25:0.88 27:0.05 28:0.78 30:0.45 32:0.80 34:0.21 36:0.55 43:0.52 55:0.45 66:0.36 69:0.27 70:0.53 78:0.79 81:0.77 91:0.89 98:0.75 100:0.89 104:0.73 108:0.67 111:0.82 120:0.84 123:0.64 124:0.60 126:0.54 127:0.95 129:0.59 133:0.47 135:0.54 140:0.90 145:0.92 146:0.51 147:0.57 149:0.68 150:0.57 151:0.76 152:0.78 153:0.87 154:0.41 159:0.44 161:0.69 162:0.59 164:0.92 167:0.94 169:0.87 172:0.48 173:0.36 177:0.05 178:0.50 179:0.69 181:0.72 186:0.80 189:1.00 191:0.95 195:0.65 202:0.89 212:0.68 215:0.46 216:0.16 220:0.62 235:0.88 238:0.98 241:0.99 242:0.82 243:0.50 245:0.77 247:0.12 248:0.76 256:0.88 259:0.21 260:0.84 261:0.82 265:0.75 266:0.63 267:0.92 268:0.90 271:0.50 276:0.55 283:0.60 285:0.62 297:0.36 300:0.43\n3 6:0.96 7:0.81 8:0.97 12:0.20 17:0.12 20:0.85 21:0.78 25:0.88 27:0.44 28:0.78 30:0.45 32:0.80 34:0.55 36:0.63 43:0.47 55:0.45 66:0.43 69:0.46 70:0.57 78:0.77 91:0.88 98:0.39 100:0.82 104:0.76 108:0.86 111:0.77 120:0.94 123:0.85 124:0.66 127:0.93 129:0.81 133:0.67 135:0.65 140:0.45 145:0.85 146:0.27 147:0.33 149:0.56 151:0.83 152:0.81 153:0.96 154:0.35 159:0.67 161:0.69 162:0.55 164:0.99 167:0.92 169:0.80 172:0.45 173:0.37 177:0.05 179:0.75 181:0.72 186:0.77 189:0.97 191:0.92 195:0.81 202:0.98 212:0.55 216:0.49 220:0.62 230:0.65 233:0.63 235:0.88 238:0.96 241:0.92 242:0.82 243:0.43 245:0.64 247:0.12 248:0.91 256:0.98 259:0.21 260:0.94 261:0.80 265:0.41 266:0.63 267:0.44 268:0.98 271:0.50 276:0.39 283:0.60 285:0.62 300:0.55\n2 6:0.98 8:0.97 12:0.20 17:0.11 20:0.75 21:0.68 25:0.88 27:0.13 28:0.78 30:0.45 34:0.47 36:0.73 37:0.82 43:0.52 55:0.52 66:0.61 69:0.23 70:0.58 78:0.72 81:0.82 91:0.87 98:0.71 100:0.82 104:0.58 108:0.66 111:0.76 120:0.91 123:0.63 124:0.50 126:0.54 127:0.70 129:0.59 133:0.47 135:0.60 140:0.45 145:0.84 146:0.24 147:0.30 149:0.65 150:0.62 151:0.83 152:1.00 153:0.96 154:0.41 159:0.42 161:0.69 162:0.74 164:0.97 167:0.84 169:0.96 172:0.59 173:0.33 177:0.05 179:0.66 181:0.72 186:0.73 187:0.39 191:0.75 202:0.94 212:0.54 215:0.49 216:0.87 235:0.80 241:0.76 242:0.82 243:0.34 245:0.74 247:0.12 248:0.87 256:0.95 259:0.21 260:0.91 261:0.98 265:0.71 266:0.71 267:0.28 268:0.96 271:0.50 276:0.51 283:0.60 285:0.62 297:0.36 300:0.43\n1 12:0.20 17:0.64 21:0.54 27:0.45 28:0.78 30:0.76 34:0.80 36:0.17 37:0.50 43:0.32 55:0.92 66:0.36 69:0.69 70:0.15 81:0.89 91:0.35 98:0.34 108:0.53 123:0.50 124:0.52 126:0.54 127:0.19 129:0.59 133:0.47 135:0.56 145:0.52 146:0.46 147:0.52 149:0.23 150:0.77 154:0.24 159:0.32 161:0.69 163:0.96 167:0.56 172:0.10 173:0.66 177:0.05 178:0.55 179:0.94 181:0.72 187:0.68 212:0.95 215:0.58 216:0.77 235:0.60 241:0.12 242:0.82 243:0.51 245:0.37 247:0.12 259:0.21 265:0.36 266:0.12 267:0.28 271:0.50 276:0.18 297:0.36 300:0.13\n3 6:1.00 7:0.81 8:1.00 12:0.20 17:0.11 20:0.99 21:0.13 27:0.07 28:0.78 30:0.45 32:0.80 34:0.67 36:0.82 37:0.84 43:0.47 55:0.45 66:0.33 69:0.37 70:0.42 78:0.83 81:0.96 91:0.96 98:0.55 100:0.93 104:0.58 108:0.68 111:0.88 120:0.94 123:0.66 124:0.71 126:0.54 127:0.88 129:0.81 133:0.67 135:0.30 140:0.45 145:0.86 146:0.19 147:0.25 149:0.47 150:0.93 151:0.81 152:0.95 153:0.94 154:0.36 159:0.51 161:0.69 162:0.58 164:0.97 167:0.92 169:0.89 172:0.27 173:0.39 177:0.05 179:0.87 181:0.72 186:0.84 189:1.00 191:0.94 195:0.70 202:0.96 212:0.15 215:0.84 216:0.63 220:0.74 230:0.87 233:0.76 235:0.12 238:0.98 241:0.91 242:0.82 243:0.37 245:0.53 247:0.12 248:0.92 256:0.95 259:0.21 260:0.95 261:0.92 265:0.56 266:0.63 267:0.99 268:0.96 271:0.50 276:0.36 283:0.60 285:0.62 297:0.36 300:0.33\n1 12:0.20 17:0.18 21:0.78 25:0.88 27:0.13 28:0.78 30:0.21 34:0.37 36:0.92 37:0.82 43:0.52 55:0.52 66:0.63 69:0.05 70:0.80 91:0.58 98:0.80 104:0.58 108:0.05 120:0.80 123:0.05 124:0.52 127:0.86 129:0.81 133:0.67 135:0.34 140:0.45 146:0.87 147:0.90 149:0.75 151:0.74 153:0.83 154:0.41 159:0.62 161:0.69 162:0.85 164:0.82 167:0.86 172:0.73 173:0.10 177:0.05 179:0.53 181:0.72 187:0.21 202:0.70 212:0.54 216:0.87 235:0.02 241:0.77 242:0.82 243:0.69 245:0.75 247:0.12 248:0.72 256:0.77 259:0.21 260:0.81 265:0.80 266:0.80 267:0.44 268:0.78 271:0.50 276:0.68 283:0.60 285:0.62 300:0.55\n1 12:0.06 17:0.38 21:0.54 25:0.88 27:0.28 30:0.41 32:0.75 34:0.93 36:0.88 37:0.85 39:0.71 43:0.41 55:0.59 66:0.63 69:0.37 70:0.47 74:0.59 81:0.56 89:0.97 91:0.17 98:0.82 104:0.58 108:0.29 120:0.62 123:0.28 124:0.46 126:0.32 127:0.84 129:0.05 133:0.39 135:0.68 140:0.45 141:0.91 145:0.59 146:0.76 147:0.80 149:0.45 150:0.42 151:0.58 153:0.48 154:0.69 159:0.44 162:0.86 164:0.56 172:0.51 173:0.44 177:0.38 179:0.78 187:0.68 190:0.77 195:0.61 202:0.36 212:0.42 215:0.58 216:0.39 220:0.74 222:0.21 223:0.92 225:0.96 234:0.91 235:0.68 240:0.95 241:0.37 242:0.58 243:0.69 245:0.63 247:0.47 248:0.56 253:0.47 254:0.95 256:0.45 259:0.21 260:0.63 265:0.82 266:0.54 267:0.36 268:0.46 271:0.26 274:0.91 276:0.48 283:0.71 285:0.50 297:0.36 300:0.33\n2 1:0.74 12:0.06 17:0.91 21:0.30 27:0.72 30:0.45 34:0.36 36:0.79 39:0.71 43:0.36 55:0.45 66:0.53 69:0.29 70:0.61 74:0.74 81:0.75 89:0.98 91:0.72 98:0.58 104:0.58 108:0.64 114:0.86 122:0.51 123:0.61 124:0.51 126:0.54 127:0.84 129:0.59 133:0.47 135:0.47 141:0.91 146:0.30 147:0.37 149:0.19 150:0.78 154:0.87 155:0.67 159:0.32 172:0.37 173:0.47 176:0.73 177:0.38 178:0.55 179:0.87 192:0.59 201:0.74 202:0.36 212:0.50 215:0.72 216:0.08 222:0.21 223:0.94 225:0.98 234:0.91 235:0.42 240:0.95 241:0.86 242:0.33 243:0.37 245:0.57 247:0.55 253:0.71 254:0.80 259:0.21 265:0.60 266:0.47 267:0.28 271:0.26 274:0.91 276:0.34 290:0.86 297:0.36 300:0.43\n1 1:0.74 8:0.70 12:0.06 17:0.57 21:0.54 27:0.59 30:0.76 32:0.75 34:0.99 36:0.33 37:0.42 39:0.71 43:0.79 55:0.45 66:0.64 69:0.27 70:0.15 74:0.55 77:0.70 81:0.60 89:0.96 91:0.31 98:0.23 104:0.99 106:0.81 108:0.21 114:0.77 122:0.41 123:0.20 126:0.54 127:0.11 129:0.05 135:0.51 141:0.91 145:0.82 146:0.24 147:0.30 149:0.43 150:0.67 154:0.72 155:0.67 159:0.11 172:0.16 173:0.46 176:0.73 177:0.38 178:0.55 179:0.41 187:0.39 192:0.59 195:0.60 201:0.74 206:0.81 212:0.95 215:0.58 216:0.18 222:0.21 223:0.94 225:0.98 234:0.91 235:0.68 240:0.95 241:0.41 242:0.82 243:0.69 247:0.12 253:0.61 254:0.95 259:0.21 265:0.26 266:0.12 267:0.59 271:0.26 274:0.91 276:0.17 282:0.83 283:0.71 290:0.77 297:0.36 300:0.13\n1 8:0.97 12:0.06 17:0.55 21:0.40 25:0.88 27:0.72 30:0.66 32:0.75 34:0.49 36:0.81 37:1.00 39:0.71 43:0.40 55:0.59 66:0.67 69:0.38 70:0.57 74:0.39 81:0.67 89:0.96 91:0.66 98:0.78 104:0.76 108:0.30 120:0.76 123:0.28 124:0.48 126:0.32 127:0.92 129:0.05 133:0.62 135:0.76 140:0.45 141:0.91 145:0.42 146:0.82 147:0.85 149:0.68 150:0.49 151:0.64 153:0.46 154:0.62 159:0.57 162:0.78 164:0.77 172:0.70 173:0.37 177:0.38 179:0.59 190:0.77 191:0.87 195:0.69 202:0.67 212:0.48 215:0.67 216:0.17 220:0.91 222:0.21 223:0.91 225:0.96 234:0.91 235:0.52 240:0.95 241:0.96 242:0.80 243:0.72 245:0.70 247:0.39 248:0.68 253:0.35 254:0.80 256:0.71 260:0.77 265:0.78 266:0.71 267:0.65 268:0.72 271:0.26 274:0.91 276:0.64 283:0.82 285:0.50 297:0.36 300:0.55\n1 12:0.06 17:0.32 21:0.78 27:0.45 30:0.95 34:0.85 36:0.17 37:0.50 39:0.71 43:0.28 55:0.84 66:0.54 69:0.74 74:0.42 89:0.96 91:0.37 98:0.19 108:0.57 123:0.55 127:0.10 129:0.05 135:0.82 141:0.91 145:0.50 146:0.32 147:0.38 149:0.18 154:0.21 159:0.13 172:0.10 173:0.65 177:0.38 178:0.55 179:0.50 187:0.68 216:0.77 222:0.21 223:0.91 225:0.96 234:0.91 235:0.74 240:0.95 241:0.21 243:0.63 244:0.61 253:0.37 259:0.21 265:0.21 267:0.65 271:0.26 274:0.91 300:0.08\n0 7:0.78 9:0.80 12:0.06 17:0.67 21:0.74 27:0.25 30:0.33 34:0.99 36:0.39 37:0.74 39:0.71 43:0.35 55:0.59 66:0.54 69:0.37 70:0.36 74:0.71 81:0.30 89:0.98 91:0.40 96:0.69 98:0.39 104:0.89 106:0.81 108:0.29 120:0.55 122:0.41 123:0.28 124:0.55 126:0.32 127:0.56 129:0.05 133:0.62 135:0.56 140:0.45 141:0.97 145:0.45 146:0.43 147:0.49 149:0.37 150:0.28 151:0.51 153:0.48 154:0.70 155:0.67 158:0.84 159:0.46 162:0.86 164:0.57 172:0.32 173:0.39 177:0.38 179:0.89 187:0.68 192:0.59 202:0.36 206:0.81 208:0.64 212:0.78 215:0.46 216:0.66 220:0.96 222:0.21 223:0.94 225:0.98 230:0.81 233:0.76 234:0.98 235:0.88 240:0.99 241:0.24 242:0.19 243:0.63 245:0.45 247:0.55 248:0.50 253:0.54 254:0.96 255:0.79 256:0.45 259:0.21 260:0.55 265:0.41 266:0.23 267:0.59 268:0.46 271:0.26 274:0.97 276:0.31 279:0.86 283:0.71 285:0.62 297:0.36 300:0.25\n2 8:0.77 12:0.06 17:0.95 21:0.54 27:0.60 30:0.40 34:0.92 36:0.71 37:0.55 39:0.71 43:0.34 55:0.45 66:0.27 69:0.17 70:0.59 74:0.95 81:0.35 89:0.99 91:0.51 96:0.76 98:0.66 104:0.58 108:0.14 114:0.65 117:0.86 122:0.67 123:0.66 124:0.58 126:0.32 127:0.72 129:0.59 133:0.47 135:0.39 140:0.45 141:0.97 146:0.56 147:0.62 149:0.50 150:0.31 151:0.59 153:0.72 154:0.86 158:0.84 159:0.43 162:0.79 172:0.59 173:0.29 176:0.56 177:0.38 179:0.58 187:0.21 190:0.77 202:0.64 212:0.86 216:0.26 220:0.96 222:0.21 223:0.94 225:0.99 232:0.83 234:0.98 235:0.60 240:0.99 241:0.18 242:0.52 243:0.58 245:0.82 247:0.39 248:0.58 253:0.81 254:0.80 256:0.64 259:0.21 265:0.61 266:0.47 267:0.76 268:0.69 271:0.26 274:0.98 276:0.62 285:0.50 290:0.65 300:0.55\n0 12:0.06 17:0.64 21:0.68 27:0.64 30:0.38 34:0.96 36:0.17 37:0.97 39:0.71 43:0.31 55:0.59 66:0.83 69:0.68 70:0.50 74:0.79 77:0.70 81:0.30 89:0.98 91:0.48 98:0.71 104:0.99 106:0.81 108:0.51 114:0.62 117:0.86 122:0.57 123:0.49 126:0.32 127:0.22 129:0.05 135:0.98 141:0.91 145:0.47 146:0.81 147:0.84 149:0.31 150:0.28 154:0.59 159:0.36 163:0.81 172:0.51 173:0.65 176:0.56 177:0.38 178:0.55 179:0.59 187:0.95 195:0.75 206:0.81 212:0.42 216:0.57 222:0.21 223:0.94 225:0.98 234:0.91 235:0.80 240:0.95 241:0.44 242:0.60 243:0.84 247:0.39 253:0.61 254:0.92 259:0.21 265:0.71 266:0.38 267:0.76 271:0.26 274:0.91 276:0.41 282:0.84 290:0.62 300:0.33\n0 12:0.06 17:0.75 21:0.54 27:0.72 30:0.45 34:0.42 36:0.57 39:0.71 43:0.43 55:0.71 66:0.82 69:0.29 70:0.61 74:0.57 76:0.85 81:0.55 89:0.96 91:0.75 98:0.96 104:0.58 108:0.22 114:0.77 123:0.22 126:0.54 127:0.69 129:0.05 135:0.51 141:0.91 145:0.88 146:0.65 147:0.70 149:0.52 150:0.58 154:0.33 159:0.25 172:0.48 173:0.55 176:0.73 177:0.38 178:0.55 179:0.86 202:0.36 212:0.61 215:0.58 216:0.03 222:0.21 223:0.94 225:0.98 234:0.91 235:0.68 240:0.95 241:0.87 242:0.80 243:0.83 244:0.61 247:0.30 253:0.61 259:0.21 265:0.96 266:0.38 267:0.36 271:0.26 274:0.91 276:0.39 290:0.77 297:0.36 300:0.43\n1 1:0.74 7:0.78 12:0.06 17:0.49 21:0.22 27:0.43 30:0.68 32:0.74 34:0.45 36:0.24 37:0.71 39:0.71 43:0.27 55:0.45 66:0.79 69:0.77 70:0.31 74:0.75 77:0.70 81:0.80 89:0.98 91:0.42 98:0.55 104:0.83 106:0.81 108:0.60 114:0.90 117:0.86 122:0.41 123:0.58 126:0.54 127:0.16 129:0.05 135:0.20 141:0.91 145:0.50 146:0.49 147:0.56 149:0.11 150:0.83 154:0.66 155:0.67 158:0.86 159:0.18 172:0.41 173:0.87 176:0.73 177:0.38 178:0.55 179:0.53 187:0.39 192:0.59 195:0.60 201:0.74 206:0.81 208:0.64 212:0.78 215:0.79 216:0.51 222:0.21 223:0.94 225:0.98 230:0.81 233:0.76 234:0.91 235:0.31 240:0.95 241:0.32 242:0.19 243:0.80 247:0.55 253:0.72 254:0.74 259:0.21 265:0.57 266:0.23 267:0.84 271:0.26 274:0.91 276:0.32 279:0.86 282:0.83 283:0.71 290:0.90 297:0.36 300:0.25\n2 8:0.84 12:0.06 17:0.11 21:0.13 27:0.37 30:0.68 34:0.92 36:0.83 37:0.58 39:0.71 43:0.42 55:0.59 66:0.79 69:0.21 70:0.31 74:0.39 81:0.76 89:0.96 91:0.38 98:0.90 104:0.78 106:0.81 108:0.17 120:0.59 123:0.16 126:0.32 127:0.48 129:0.05 135:0.26 140:0.80 141:0.91 146:0.65 147:0.70 149:0.39 150:0.56 151:0.51 153:0.46 154:0.56 159:0.24 162:0.66 164:0.65 172:0.41 173:0.47 177:0.38 178:0.42 179:0.88 187:0.21 190:0.77 202:0.56 206:0.81 212:0.42 215:0.84 216:0.45 220:0.87 222:0.21 223:0.91 225:0.96 234:0.91 235:0.12 240:0.95 241:0.65 242:0.75 243:0.80 247:0.35 248:0.52 253:0.35 254:0.97 256:0.58 259:0.21 260:0.59 265:0.90 266:0.27 267:0.69 268:0.58 271:0.26 274:0.91 276:0.34 285:0.50 297:0.36 300:0.25\n2 12:0.06 17:0.90 21:0.54 27:0.72 30:0.45 34:0.49 36:0.55 39:0.71 43:0.43 55:0.71 66:0.82 69:0.29 70:0.61 74:0.57 76:0.85 81:0.55 89:0.96 91:0.71 98:0.96 104:0.54 108:0.22 114:0.77 123:0.22 126:0.54 127:0.69 129:0.05 135:0.51 141:0.91 145:0.88 146:0.65 147:0.70 149:0.52 150:0.58 154:0.33 159:0.25 172:0.48 173:0.55 176:0.73 177:0.38 178:0.55 179:0.86 187:0.21 212:0.61 215:0.58 216:0.04 222:0.21 223:0.94 225:0.98 234:0.91 235:0.68 240:0.95 241:0.78 242:0.80 243:0.83 244:0.61 247:0.30 253:0.61 259:0.21 265:0.96 266:0.38 267:0.23 271:0.26 274:0.91 276:0.39 290:0.77 297:0.36 300:0.43\n1 12:0.06 17:0.77 21:0.13 25:0.88 27:0.72 30:0.74 34:0.83 36:0.59 37:0.23 39:0.71 43:0.45 55:0.52 66:0.67 69:0.07 70:0.59 74:0.54 81:0.76 89:0.97 91:0.62 98:0.53 104:0.58 108:0.82 123:0.81 124:0.49 126:0.32 127:0.57 129:0.05 133:0.62 135:0.19 141:0.91 146:0.40 147:0.47 149:0.54 150:0.56 154:0.34 159:0.65 172:0.63 173:0.11 177:0.38 178:0.55 179:0.62 202:0.55 212:0.28 215:0.84 216:0.20 222:0.21 223:0.92 225:0.96 234:0.91 235:0.12 240:0.95 241:0.80 242:0.79 243:0.23 244:0.61 245:0.64 247:0.39 253:0.44 259:0.21 265:0.54 266:0.63 267:0.76 271:0.26 274:0.91 276:0.54 277:0.69 297:0.36 300:0.70\n0 8:0.70 12:0.06 17:0.43 21:0.78 27:0.25 30:0.62 34:0.90 36:0.37 37:0.74 39:0.71 43:0.27 55:0.71 66:0.16 69:0.90 70:0.23 74:0.57 89:0.98 91:0.46 98:0.20 104:0.89 106:0.81 108:0.68 122:0.67 123:0.66 124:0.81 127:0.29 129:0.05 133:0.74 135:0.42 141:0.91 145:0.54 146:0.27 147:0.05 149:0.30 154:0.20 159:0.41 163:0.98 172:0.10 173:0.96 177:0.05 178:0.55 179:0.88 187:0.68 191:0.86 202:0.36 206:0.81 212:0.61 216:0.66 222:0.21 223:0.92 225:0.96 234:0.91 235:0.88 240:0.95 241:0.18 242:0.63 243:0.23 244:0.61 245:0.42 247:0.35 253:0.46 257:0.65 259:0.21 265:0.22 266:0.23 267:0.65 271:0.26 274:0.91 276:0.29 277:0.69 283:0.82 300:0.18\n2 1:0.74 12:0.06 17:0.95 21:0.30 27:0.72 30:0.45 34:0.40 36:0.80 39:0.71 43:0.36 55:0.45 66:0.53 69:0.29 70:0.61 74:0.74 81:0.75 89:0.98 91:0.71 98:0.58 104:0.58 108:0.64 114:0.86 122:0.51 123:0.61 124:0.51 126:0.54 127:0.84 129:0.59 133:0.47 135:0.47 141:0.91 146:0.30 147:0.37 149:0.19 150:0.78 154:0.87 155:0.67 159:0.32 172:0.37 173:0.47 176:0.73 177:0.38 178:0.55 179:0.87 187:0.21 192:0.59 201:0.74 212:0.50 215:0.72 216:0.08 222:0.21 223:0.94 225:0.98 234:0.91 235:0.42 240:0.95 241:0.77 242:0.33 243:0.37 245:0.57 247:0.55 253:0.71 254:0.80 259:0.21 265:0.60 266:0.47 267:0.36 271:0.26 274:0.91 276:0.34 290:0.86 297:0.36 300:0.43\n1 12:0.06 17:0.53 21:0.59 25:0.88 27:0.28 30:0.21 32:0.77 34:0.78 36:0.81 37:0.85 39:0.71 43:0.41 55:0.71 66:0.11 69:0.39 70:0.64 74:0.70 77:0.70 81:0.58 89:0.97 91:0.11 98:0.57 104:0.58 108:0.30 114:0.74 123:0.61 124:0.73 126:0.54 127:0.68 129:0.05 133:0.62 135:0.82 141:0.91 145:0.87 146:0.40 147:0.47 149:0.42 150:0.59 154:0.75 158:0.84 159:0.45 172:0.32 173:0.43 176:0.73 177:0.38 178:0.55 179:0.78 187:0.68 195:0.64 202:0.36 208:0.64 212:0.58 215:0.55 216:0.39 222:0.21 223:0.94 225:0.98 234:0.91 235:0.80 240:0.95 241:0.21 242:0.74 243:0.48 245:0.60 247:0.47 253:0.64 254:0.84 259:0.21 265:0.41 266:0.54 267:0.65 271:0.26 274:0.91 276:0.45 277:0.69 282:0.85 283:0.65 290:0.74 297:0.36 300:0.43\n2 1:0.74 12:0.06 17:0.30 21:0.40 25:0.88 27:0.27 30:0.30 32:0.74 34:0.94 36:0.62 37:0.90 39:0.71 43:0.88 55:0.71 66:0.60 69:0.41 70:0.80 74:0.80 77:0.89 81:0.70 89:0.98 91:0.23 98:0.65 104:0.58 108:0.31 114:0.82 122:0.43 123:0.30 124:0.55 126:0.54 127:0.70 129:0.05 132:0.97 133:0.62 135:0.91 141:0.91 145:0.59 146:0.57 147:0.63 149:0.66 150:0.75 154:0.86 155:0.67 158:0.84 159:0.39 172:0.45 173:0.50 176:0.73 177:0.38 178:0.55 179:0.81 187:0.68 192:0.59 195:0.59 201:0.74 212:0.52 215:0.67 216:0.75 222:0.21 223:0.94 225:0.98 234:0.91 235:0.52 240:0.95 241:0.35 242:0.24 243:0.67 245:0.53 247:0.67 253:0.71 265:0.66 266:0.47 267:0.59 271:0.26 274:0.91 276:0.42 282:0.82 290:0.82 297:0.36 300:0.55\n2 12:0.06 17:0.75 21:0.54 27:0.72 30:0.45 34:0.42 36:0.57 39:0.71 43:0.43 55:0.71 66:0.82 69:0.29 70:0.61 74:0.57 76:0.85 81:0.55 89:0.96 91:0.75 98:0.96 104:0.58 108:0.22 114:0.77 123:0.22 126:0.54 127:0.69 129:0.05 135:0.51 141:0.91 145:0.88 146:0.65 147:0.70 149:0.52 150:0.58 154:0.33 159:0.25 172:0.48 173:0.55 176:0.73 177:0.38 178:0.55 179:0.86 202:0.36 212:0.61 215:0.58 216:0.03 222:0.21 223:0.94 225:0.98 234:0.91 235:0.68 240:0.95 241:0.87 242:0.80 243:0.83 244:0.61 247:0.30 253:0.61 259:0.21 265:0.96 266:0.38 267:0.36 271:0.26 274:0.91 276:0.39 290:0.77 297:0.36 300:0.43\n1 8:0.96 12:0.06 17:0.70 21:0.05 25:0.88 27:0.71 30:0.41 32:0.75 34:0.93 36:0.77 37:0.89 39:0.71 43:0.41 55:0.59 66:0.68 69:0.29 70:0.65 74:0.38 81:0.84 89:0.96 91:0.67 98:0.85 104:0.58 108:0.22 120:0.85 123:0.22 124:0.45 126:0.32 127:0.91 129:0.05 133:0.39 135:0.60 140:0.45 141:0.91 145:0.92 146:0.87 147:0.90 149:0.69 150:0.64 151:0.70 153:0.71 154:0.57 159:0.57 162:0.82 164:0.84 172:0.73 173:0.29 177:0.38 179:0.56 190:0.77 191:0.84 195:0.70 202:0.75 212:0.71 215:0.91 216:0.25 220:0.62 222:0.21 223:0.91 225:0.96 234:0.91 235:0.05 240:0.95 241:0.89 242:0.80 243:0.72 245:0.79 247:0.39 248:0.79 253:0.34 254:0.80 256:0.80 260:0.86 265:0.85 266:0.63 267:0.23 268:0.80 271:0.26 274:0.91 276:0.66 283:0.82 285:0.50 297:0.36 300:0.55\n2 8:0.91 12:0.06 17:0.57 21:0.30 25:0.88 27:0.28 30:0.55 32:0.75 34:0.45 36:0.45 37:0.85 39:0.71 43:0.41 55:0.71 66:0.52 69:0.33 70:0.45 74:0.41 81:0.61 89:0.96 91:0.77 98:0.66 104:0.58 108:0.69 120:0.91 123:0.67 124:0.52 126:0.32 127:0.61 129:0.05 133:0.39 135:0.78 140:0.45 141:0.91 145:0.47 146:0.63 147:0.68 149:0.56 150:0.45 151:0.75 153:0.86 154:0.31 159:0.45 162:0.79 164:0.90 172:0.48 173:0.38 177:0.38 179:0.73 187:0.21 190:0.77 191:0.86 195:0.64 202:0.83 212:0.59 215:0.72 216:0.39 220:0.87 222:0.21 223:0.91 225:0.96 234:0.91 235:0.31 240:0.95 241:0.75 242:0.78 243:0.40 244:0.61 245:0.69 247:0.39 248:0.86 253:0.36 256:0.87 259:0.21 260:0.91 265:0.67 266:0.47 267:0.59 268:0.87 271:0.26 274:0.91 276:0.51 277:0.69 283:0.71 285:0.50 297:0.36 300:0.33\n1 12:0.06 17:0.36 21:0.78 27:0.45 30:0.95 34:0.75 36:0.17 37:0.50 39:0.71 43:0.24 55:0.71 66:0.54 69:0.84 74:0.39 89:0.96 91:0.27 98:0.17 108:0.69 123:0.67 127:0.10 129:0.05 135:0.83 141:0.91 145:0.47 146:0.27 147:0.33 149:0.16 154:0.17 159:0.12 172:0.10 173:0.79 177:0.38 178:0.55 179:0.36 187:0.68 216:0.77 222:0.21 223:0.91 225:0.96 234:0.91 235:0.31 240:0.95 241:0.44 243:0.63 244:0.61 253:0.35 259:0.21 265:0.18 267:0.44 271:0.26 274:0.91 300:0.08\n1 7:0.78 12:0.06 17:0.97 21:0.54 27:0.72 30:0.87 32:0.75 34:0.75 36:0.42 39:0.71 43:0.36 55:0.71 66:0.86 69:0.96 70:0.33 74:0.74 81:0.56 89:0.99 91:0.56 98:0.69 104:0.80 106:0.81 108:0.93 120:0.69 122:0.57 123:0.93 124:0.38 126:0.32 127:0.74 129:0.05 133:0.62 135:0.84 140:0.45 141:0.91 145:0.52 146:0.98 147:0.05 149:0.43 150:0.42 151:0.66 153:0.48 154:0.17 159:0.90 162:0.86 164:0.56 172:0.91 173:0.91 177:0.05 179:0.28 187:0.21 190:0.77 195:0.97 202:0.36 206:0.81 212:0.76 215:0.58 216:0.40 222:0.21 223:0.94 225:0.98 230:0.81 233:0.76 234:0.91 235:0.68 240:0.95 241:0.12 242:0.30 243:0.06 245:0.76 247:0.67 248:0.63 253:0.55 254:0.92 256:0.45 257:0.65 259:0.21 260:0.70 265:0.69 266:0.80 267:0.28 268:0.46 271:0.26 274:0.91 276:0.80 283:0.82 285:0.50 297:0.36 300:0.70\n2 8:0.77 12:0.06 17:0.85 21:0.40 27:0.60 30:0.44 34:0.66 36:0.91 37:0.55 39:0.71 43:0.45 55:0.71 66:0.92 69:0.15 70:0.57 74:0.95 81:0.54 89:0.99 91:0.78 96:0.85 98:1.00 104:0.58 108:0.12 114:0.68 120:0.69 122:0.67 123:0.12 126:0.32 127:0.96 129:0.05 135:0.51 140:0.80 141:0.97 146:0.89 147:0.91 149:0.65 150:0.41 151:0.66 153:0.48 154:0.61 159:0.48 162:0.56 164:0.56 172:0.77 173:0.25 176:0.56 177:0.38 178:0.42 179:0.58 190:0.77 191:0.82 202:0.83 212:0.69 216:0.26 220:0.91 222:0.21 223:0.94 225:0.99 234:0.98 235:0.52 240:0.99 241:0.86 242:0.72 243:0.92 247:0.47 248:0.73 253:0.89 254:0.80 256:0.81 259:0.21 260:0.70 265:1.00 266:0.54 267:0.23 268:0.83 271:0.26 274:0.99 276:0.66 285:0.62 290:0.68 300:0.43\n3 1:0.74 9:0.80 11:0.64 12:0.69 17:0.79 21:0.30 27:0.17 28:0.78 30:0.56 32:0.80 34:0.67 36:0.67 37:0.80 39:0.86 41:0.82 43:0.78 46:0.98 66:0.33 69:0.23 70:0.66 74:0.78 77:0.70 81:0.70 83:0.76 85:0.94 91:0.58 96:0.70 98:0.66 101:0.83 104:0.58 107:0.96 108:0.78 110:0.96 114:0.86 120:0.57 122:0.43 123:0.18 124:0.60 125:0.98 126:0.54 127:0.67 129:0.59 131:0.87 133:0.47 135:0.24 140:0.45 144:0.57 145:0.52 146:0.75 147:0.79 149:0.88 150:0.81 151:0.54 153:0.48 154:0.71 155:0.67 157:0.89 159:0.57 160:0.96 161:0.45 162:0.86 163:0.81 164:0.57 165:0.84 166:0.81 167:0.76 172:0.54 173:0.24 176:0.73 177:0.38 179:0.59 181:0.94 182:0.83 187:0.39 192:0.59 195:0.74 201:0.74 202:0.36 208:0.64 212:0.30 215:0.72 216:0.22 220:0.91 222:0.60 227:0.88 229:0.91 231:0.72 232:0.79 235:0.42 241:0.59 242:0.54 243:0.50 245:0.81 246:0.88 247:0.47 248:0.54 253:0.73 255:0.79 256:0.45 259:0.21 260:0.57 265:0.60 266:0.75 267:0.96 268:0.46 271:0.72 276:0.61 282:0.88 285:0.62 287:0.90 289:0.94 290:0.86 297:0.36 299:0.88 300:0.55\n2 1:0.74 9:0.80 11:0.64 12:0.69 17:0.26 21:0.30 25:0.88 27:0.06 28:0.78 30:0.73 32:0.80 34:0.83 36:0.70 37:0.95 39:0.86 41:0.82 43:0.85 46:0.99 66:0.86 69:0.60 70:0.29 74:0.81 77:0.89 81:0.70 83:0.76 85:0.91 91:0.53 96:0.72 98:0.83 101:0.84 104:0.58 107:0.95 108:0.46 110:0.95 114:0.86 120:0.72 122:0.43 123:0.44 125:0.98 126:0.54 127:0.32 129:0.05 131:0.87 135:0.60 140:0.45 144:0.57 145:0.52 146:0.69 147:0.74 149:0.88 150:0.81 151:0.60 153:0.48 154:0.83 155:0.67 157:0.88 159:0.27 160:0.96 161:0.45 162:0.86 163:0.81 164:0.68 165:0.84 166:0.81 167:0.87 172:0.59 173:0.73 176:0.73 177:0.38 179:0.64 181:0.94 182:0.83 187:0.39 190:0.77 192:0.59 195:0.57 201:0.74 202:0.53 208:0.64 212:0.54 215:0.72 216:0.58 220:0.87 222:0.60 227:0.88 229:0.91 231:0.72 235:0.42 241:0.73 242:0.63 243:0.86 246:0.88 247:0.35 248:0.58 253:0.76 255:0.79 256:0.58 259:0.21 260:0.70 265:0.83 266:0.27 267:0.44 268:0.62 271:0.72 276:0.48 282:0.88 285:0.62 287:0.90 289:0.95 290:0.86 297:0.36 299:0.88 300:0.25\n2 1:0.74 9:0.80 11:0.64 12:0.69 17:0.67 21:0.22 27:0.17 28:0.78 30:0.43 32:0.80 34:0.45 36:0.72 37:0.80 39:0.86 41:0.82 43:0.79 46:0.98 66:0.89 69:0.46 70:0.71 74:0.78 77:0.70 81:0.75 83:0.77 85:0.91 91:0.57 96:0.73 98:0.90 101:0.83 104:0.58 107:0.96 108:0.35 110:0.96 114:0.90 120:0.61 122:0.43 123:0.34 125:0.99 126:0.54 127:0.46 129:0.05 131:0.87 135:0.54 140:0.45 144:0.57 145:0.84 146:0.82 147:0.85 149:0.88 150:0.84 151:0.63 153:0.69 154:0.73 155:0.67 157:0.88 159:0.38 160:0.96 161:0.45 162:0.86 163:0.81 164:0.62 165:0.86 166:0.81 167:0.76 172:0.70 173:0.53 176:0.73 177:0.38 179:0.58 181:0.94 182:0.84 187:0.39 192:0.59 195:0.65 201:0.74 202:0.46 208:0.64 212:0.42 215:0.79 216:0.22 220:0.82 222:0.60 227:0.88 229:0.91 231:0.72 232:0.79 235:0.31 241:0.61 242:0.45 243:0.90 246:0.88 247:0.47 248:0.61 253:0.77 255:0.79 256:0.45 259:0.21 260:0.61 265:0.90 266:0.38 267:0.73 268:0.55 271:0.72 276:0.58 282:0.88 285:0.62 287:0.90 289:0.94 290:0.90 297:0.36 299:0.88 300:0.55\n3 9:0.80 11:0.64 12:0.69 17:0.72 21:0.78 25:0.88 27:0.06 28:0.78 30:0.76 32:0.80 34:0.58 36:0.49 37:0.95 39:0.86 41:0.93 43:0.86 46:0.98 55:0.71 66:0.77 69:0.47 70:0.21 74:0.65 77:0.70 83:0.80 85:0.80 91:0.72 96:0.90 98:0.73 101:0.79 104:0.58 107:0.93 108:0.36 110:0.94 120:0.86 122:0.43 123:0.35 125:0.97 127:0.23 129:0.05 131:0.87 135:0.26 140:0.80 144:0.57 145:0.63 146:0.43 147:0.49 149:0.72 151:0.94 153:0.82 154:0.83 155:0.67 157:0.82 159:0.16 160:0.98 161:0.45 162:0.67 164:0.81 166:0.61 167:0.90 172:0.37 173:0.75 177:0.38 178:0.42 179:0.78 181:0.94 182:0.84 187:0.39 192:0.59 195:0.54 202:0.74 208:0.64 212:0.87 216:0.58 222:0.60 227:0.88 229:0.91 231:0.72 235:0.52 241:0.75 242:0.55 243:0.79 246:0.61 247:0.39 248:0.89 253:0.88 255:0.79 256:0.77 259:0.21 260:0.86 265:0.73 266:0.17 267:0.23 268:0.76 271:0.72 276:0.31 282:0.88 285:0.62 287:0.90 289:0.95 299:0.88 300:0.18\n0 1:0.74 7:0.81 8:0.61 9:0.80 11:0.64 12:0.69 17:0.08 20:0.75 21:0.13 25:0.88 27:0.72 28:0.78 30:0.91 34:0.40 36:0.71 37:0.23 39:0.86 41:0.94 43:0.98 46:1.00 60:0.87 66:0.69 69:0.08 70:0.13 74:0.73 78:0.89 81:0.80 83:0.88 85:0.80 87:0.98 91:0.78 96:0.91 98:0.88 100:0.85 101:0.81 104:0.58 107:0.92 108:0.07 110:0.92 111:0.89 114:0.92 120:0.85 121:0.90 122:0.43 123:0.07 125:0.99 126:0.54 127:0.41 129:0.05 131:0.87 132:0.97 135:0.58 140:0.45 144:0.57 145:0.49 146:0.32 147:0.38 149:0.70 150:0.87 151:0.96 152:0.74 153:0.86 154:0.98 155:0.67 157:0.82 158:0.92 159:0.13 160:0.98 161:0.45 162:0.83 163:0.75 164:0.82 165:0.88 166:0.81 167:1.00 169:0.89 172:0.21 173:0.66 176:0.73 177:0.38 179:0.97 181:0.94 182:0.84 186:0.80 192:0.59 201:0.74 202:0.71 204:0.89 208:0.64 212:0.61 215:0.84 216:0.27 220:0.82 222:0.60 227:0.88 229:0.91 230:0.84 231:0.72 232:0.80 233:0.69 235:0.22 238:0.88 241:0.92 242:0.63 243:0.73 246:0.88 247:0.30 248:0.91 253:0.92 255:0.79 256:0.73 260:0.86 261:0.74 265:0.88 266:0.17 267:0.91 268:0.77 271:0.72 276:0.14 279:0.86 283:0.82 285:0.62 287:0.90 289:0.95 290:0.92 297:0.36 300:0.13\n3 1:0.74 12:0.69 17:0.89 21:0.22 27:0.17 28:0.78 30:0.45 34:0.25 36:0.62 37:0.80 39:0.86 43:0.43 46:0.88 55:0.45 66:0.69 69:0.23 70:0.25 74:0.75 76:0.85 77:0.70 81:0.73 91:0.33 98:0.36 104:0.58 107:0.89 108:0.18 110:0.89 114:0.90 117:0.86 122:0.67 123:0.18 125:0.88 126:0.54 127:0.13 129:0.05 131:0.61 135:0.34 144:0.57 145:0.58 146:0.38 147:0.45 149:0.33 150:0.77 154:0.32 155:0.67 157:0.61 159:0.15 160:0.88 161:0.45 163:0.75 166:0.81 167:0.70 172:0.21 173:0.31 175:0.75 176:0.73 177:0.05 178:0.55 179:0.56 181:0.94 182:0.61 187:0.39 192:0.59 195:0.67 201:0.74 212:0.61 215:0.79 216:0.22 222:0.60 227:0.61 229:0.61 231:0.72 232:0.79 235:0.31 241:0.35 242:0.82 243:0.73 244:0.61 246:0.61 247:0.12 253:0.72 257:0.65 259:0.21 265:0.38 266:0.17 267:0.59 271:0.72 276:0.21 277:0.69 282:0.81 287:0.61 289:0.94 290:0.90 297:0.36 300:0.18\n3 1:0.74 9:0.80 11:0.64 12:0.69 17:0.82 21:0.13 27:0.17 28:0.78 30:0.56 32:0.80 34:0.70 36:0.93 37:0.80 39:0.86 41:0.90 43:0.80 46:0.98 55:0.71 66:0.91 69:0.45 70:0.70 74:0.79 77:0.70 81:0.80 83:0.79 85:0.90 91:0.61 96:0.79 98:0.92 101:0.82 104:0.58 107:0.96 108:0.35 110:0.96 114:0.92 120:0.68 123:0.34 125:0.99 126:0.54 127:0.53 129:0.05 131:0.87 135:0.76 140:0.45 144:0.57 145:0.44 146:0.86 147:0.88 149:0.85 150:0.87 151:0.73 153:0.78 154:0.73 155:0.67 157:0.87 159:0.43 160:0.98 161:0.45 162:0.86 164:0.73 165:0.88 166:0.81 167:0.78 172:0.74 173:0.49 176:0.73 177:0.38 179:0.55 181:0.94 182:0.84 187:0.39 192:0.59 195:0.65 201:0.74 202:0.59 208:0.64 212:0.71 215:0.84 216:0.22 220:0.74 222:0.60 227:0.88 229:0.91 231:0.72 232:0.79 235:0.22 241:0.65 242:0.40 243:0.91 246:0.88 247:0.60 248:0.75 253:0.84 255:0.79 256:0.64 259:0.21 260:0.69 265:0.92 266:0.38 267:0.69 268:0.67 271:0.72 276:0.62 282:0.88 285:0.62 287:0.90 289:0.95 290:0.92 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.82 7:0.81 8:0.68 9:0.80 11:0.64 12:0.69 17:0.59 20:0.88 21:0.47 27:0.21 28:0.78 30:0.30 34:0.62 36:0.80 37:0.74 39:0.86 41:0.82 43:0.98 46:0.97 55:0.71 60:0.87 66:0.94 69:0.17 70:0.74 74:0.89 78:0.75 81:0.61 83:0.83 85:0.93 91:0.48 96:0.70 98:0.88 100:0.78 101:0.81 104:0.84 106:0.81 107:0.96 108:0.14 110:0.96 111:0.74 114:0.80 117:0.86 120:0.56 121:0.90 122:0.43 123:0.13 125:0.98 126:0.54 127:0.41 129:0.05 131:0.87 135:0.20 140:0.45 144:0.57 146:0.93 147:0.94 149:0.91 150:0.76 151:0.53 152:0.83 153:0.77 154:0.98 155:0.67 157:0.88 158:0.87 159:0.57 160:0.96 161:0.45 162:0.68 164:0.64 165:0.80 166:0.81 167:0.64 169:0.75 172:0.83 173:0.17 176:0.73 177:0.38 179:0.37 181:0.94 182:0.83 186:0.76 187:0.39 189:0.84 192:0.59 201:0.74 202:0.54 204:0.89 206:0.81 208:0.64 212:0.54 215:0.63 216:0.95 220:0.93 222:0.60 227:0.88 229:0.91 230:0.84 231:0.72 232:0.91 233:0.69 235:0.60 238:0.87 241:0.10 242:0.39 243:0.94 246:0.88 247:0.60 248:0.52 253:0.74 255:0.79 256:0.45 259:0.21 260:0.57 261:0.76 265:0.88 266:0.63 267:0.88 268:0.57 271:0.72 276:0.73 279:0.86 283:0.71 285:0.62 287:0.90 289:0.94 290:0.80 297:0.36 300:0.70\n2 1:0.74 9:0.80 11:0.64 12:0.69 17:0.09 21:0.30 25:0.88 27:0.06 28:0.78 30:0.45 32:0.80 34:0.96 36:0.48 37:0.95 39:0.86 41:0.88 43:0.90 46:0.97 66:0.36 69:0.23 70:0.33 74:0.64 77:0.89 81:0.70 83:0.78 85:0.80 91:0.54 96:0.82 98:0.37 101:0.79 104:0.58 107:0.93 108:0.57 110:0.94 114:0.86 120:0.72 122:0.43 123:0.55 124:0.58 125:0.99 126:0.54 127:0.40 129:0.59 131:0.87 133:0.47 135:0.30 140:0.45 144:0.57 145:0.52 146:0.26 147:0.32 149:0.71 150:0.81 151:0.87 153:0.48 154:0.89 155:0.67 157:0.82 159:0.23 160:0.97 161:0.45 162:0.86 164:0.67 165:0.84 166:0.81 167:0.83 172:0.21 173:0.48 176:0.73 177:0.38 179:0.89 181:0.94 182:0.84 187:0.39 192:0.59 195:0.54 201:0.74 202:0.50 208:0.64 212:0.52 215:0.72 216:0.58 222:0.60 227:0.88 229:0.91 231:0.72 235:0.42 241:0.70 242:0.55 243:0.45 245:0.50 246:0.88 247:0.39 248:0.79 253:0.82 255:0.79 256:0.58 259:0.21 260:0.73 265:0.39 266:0.27 267:0.44 268:0.59 271:0.72 276:0.25 282:0.88 285:0.62 287:0.90 289:0.95 290:0.86 297:0.36 299:0.88 300:0.25\n1 11:0.64 12:0.69 17:0.36 21:0.78 27:0.45 28:0.78 30:0.76 34:0.77 36:0.19 37:0.50 39:0.86 43:0.79 46:0.97 55:0.59 66:0.72 69:0.76 70:0.28 74:0.76 85:0.93 91:0.27 98:0.41 101:0.81 107:0.95 108:0.59 110:0.96 122:0.43 123:0.56 124:0.42 125:0.88 127:0.39 129:0.05 131:0.61 133:0.39 135:0.51 144:0.57 145:0.38 146:0.60 147:0.66 149:0.88 154:0.72 157:0.88 159:0.60 160:0.88 161:0.45 166:0.61 167:0.70 172:0.67 173:0.69 177:0.38 178:0.55 179:0.53 181:0.94 182:0.78 187:0.68 212:0.87 216:0.77 222:0.60 227:0.61 229:0.61 231:0.69 235:0.52 241:0.35 242:0.52 243:0.75 245:0.70 246:0.61 247:0.47 253:0.56 259:0.21 265:0.43 266:0.38 267:0.19 271:0.72 276:0.39 287:0.61 289:0.93 300:0.33\n0 1:0.74 11:0.42 12:0.69 17:0.67 21:0.13 27:0.72 28:0.78 30:0.40 34:0.59 36:0.68 39:0.86 43:0.43 46:0.88 55:0.45 66:0.25 69:0.21 70:0.83 74:0.93 81:0.82 83:0.77 87:0.98 91:0.25 98:0.30 107:0.96 108:0.17 110:0.96 114:0.92 122:0.67 123:0.16 124:0.84 125:0.88 126:0.54 127:0.78 129:0.89 131:0.61 133:0.83 135:0.79 144:0.57 146:0.55 147:0.61 149:0.58 150:0.88 154:0.84 155:0.67 157:0.61 159:0.78 160:0.88 161:0.45 165:0.88 166:0.81 167:0.77 172:0.59 173:0.14 176:0.73 177:0.38 178:0.55 179:0.43 181:0.94 182:0.83 187:0.39 192:0.59 201:0.74 212:0.76 215:0.84 222:0.60 227:0.61 229:0.61 231:0.72 232:0.70 235:0.31 241:0.63 242:0.36 243:0.44 245:0.81 246:0.88 247:0.67 253:0.78 254:0.74 265:0.33 266:0.71 267:0.79 271:0.72 276:0.71 287:0.61 289:0.94 290:0.92 297:0.36 300:0.84\n2 1:0.74 11:0.64 12:0.69 17:0.90 21:0.40 27:0.17 28:0.78 30:0.68 32:0.80 34:0.75 36:0.58 37:0.80 39:0.86 43:0.84 46:0.99 55:0.59 66:0.86 69:0.35 70:0.31 74:0.73 77:0.70 81:0.65 83:0.75 85:0.88 91:0.33 98:0.91 101:0.83 104:0.58 107:0.95 108:0.27 110:0.95 114:0.82 123:0.26 125:0.88 126:0.54 127:0.50 129:0.05 131:0.61 135:0.30 144:0.57 145:0.44 146:0.65 147:0.70 149:0.84 150:0.78 154:0.81 155:0.67 157:0.86 159:0.25 160:0.88 161:0.45 165:0.83 166:0.81 167:0.71 172:0.61 173:0.58 176:0.73 177:0.38 178:0.55 179:0.70 181:0.94 182:0.83 187:0.39 192:0.59 195:0.54 201:0.74 212:0.69 215:0.67 216:0.22 222:0.60 227:0.61 229:0.61 231:0.72 232:0.79 235:0.52 241:0.39 242:0.54 243:0.87 246:0.88 247:0.47 253:0.69 259:0.21 265:0.91 266:0.27 267:0.82 271:0.72 276:0.51 282:0.88 283:0.71 287:0.61 289:0.94 290:0.82 297:0.36 299:0.88 300:0.25\n1 1:0.74 6:0.84 8:0.70 9:0.80 11:0.64 12:0.69 17:0.73 20:0.87 21:0.05 27:0.72 28:0.78 30:0.70 34:0.28 36:0.81 37:0.23 39:0.86 41:0.88 43:0.94 46:0.99 66:0.62 69:0.21 70:0.48 74:0.84 76:0.85 78:0.74 81:0.85 83:0.80 85:0.93 91:0.80 96:0.80 98:0.66 100:0.77 101:0.84 104:0.58 107:0.96 108:0.68 110:0.95 111:0.73 114:0.95 120:0.69 122:0.57 123:0.66 124:0.52 125:1.00 126:0.54 127:0.79 129:0.81 131:0.87 133:0.67 135:0.49 140:0.45 144:0.57 146:0.13 147:0.18 149:0.87 150:0.91 151:0.82 152:0.82 153:0.77 154:0.94 155:0.67 157:0.89 159:0.43 160:0.97 161:0.45 162:0.86 164:0.69 165:0.90 166:0.81 167:0.98 169:0.75 172:0.57 173:0.32 176:0.73 177:0.38 179:0.71 181:0.94 182:0.84 186:0.75 189:0.86 192:0.59 201:0.74 202:0.54 208:0.64 212:0.35 215:0.91 216:0.10 220:0.62 222:0.60 227:0.88 229:0.91 231:0.72 232:0.79 235:0.12 238:0.83 241:0.83 242:0.55 243:0.19 245:0.61 246:0.88 247:0.39 248:0.77 253:0.86 255:0.79 256:0.58 259:0.21 260:0.70 261:0.75 265:0.67 266:0.63 267:0.69 268:0.63 271:0.72 276:0.51 285:0.62 287:0.90 289:0.95 290:0.95 297:0.36 300:0.43\n4 1:0.74 6:0.99 7:0.81 8:0.98 9:0.80 12:0.69 17:0.13 20:0.99 21:0.30 25:0.88 27:0.06 28:0.78 30:0.11 32:0.80 34:0.33 36:0.47 37:0.95 39:0.86 41:0.99 43:0.43 46:0.88 55:0.45 60:0.87 66:0.47 69:0.23 70:0.54 74:0.67 76:0.85 77:0.89 78:0.92 81:0.70 83:0.90 91:0.98 96:0.98 98:0.52 100:1.00 104:0.58 107:0.90 108:0.18 110:0.91 111:1.00 114:0.86 120:0.98 121:0.90 123:0.18 124:0.52 125:0.98 126:0.54 127:0.65 129:0.59 131:0.87 133:0.47 135:0.54 138:0.98 140:0.45 144:0.57 145:0.88 146:0.42 147:0.49 149:0.38 150:0.81 151:0.99 152:0.99 153:0.97 154:0.33 155:0.67 157:0.61 158:0.87 159:0.33 160:1.00 161:0.45 162:0.78 163:0.75 164:0.96 165:0.84 166:0.81 167:1.00 169:0.99 172:0.21 173:0.40 175:0.75 176:0.73 177:0.05 179:0.94 181:0.94 182:0.84 186:0.92 189:0.99 191:0.97 192:0.59 195:0.63 201:0.74 202:0.94 204:0.89 208:0.64 212:0.30 215:0.72 216:0.58 220:0.74 222:0.60 227:0.88 229:0.91 230:0.87 231:0.72 233:0.76 235:0.42 238:1.00 241:0.93 242:0.82 243:0.59 244:0.61 245:0.46 246:0.88 247:0.12 248:0.99 253:0.98 255:0.79 256:0.95 257:0.65 259:0.21 260:0.98 261:0.99 265:0.53 266:0.27 267:0.82 268:0.96 271:0.72 276:0.22 277:0.69 279:0.86 282:0.88 283:0.71 285:0.62 287:0.90 289:0.95 290:0.86 297:0.36 299:0.88 300:0.33\n3 1:0.74 12:0.69 17:0.79 21:0.30 27:0.17 28:0.78 30:0.95 32:0.80 34:0.52 36:0.59 37:0.80 39:0.86 43:0.42 46:0.88 55:0.84 66:0.54 69:0.27 74:0.47 77:0.70 81:0.70 83:0.75 91:0.42 98:0.55 104:0.58 107:0.89 108:0.21 110:0.90 114:0.86 123:0.20 125:0.88 126:0.54 127:0.16 129:0.05 131:0.61 135:0.19 144:0.57 145:0.52 146:0.33 147:0.40 149:0.22 150:0.81 154:0.32 155:0.67 157:0.61 159:0.13 160:0.88 161:0.45 165:0.84 166:0.81 167:0.71 172:0.10 173:0.57 175:0.75 176:0.73 177:0.05 178:0.55 179:0.97 181:0.94 182:0.83 187:0.39 192:0.59 195:0.54 201:0.74 215:0.72 216:0.22 222:0.60 227:0.61 229:0.61 231:0.71 232:0.79 235:0.42 241:0.43 243:0.63 244:0.61 246:0.88 253:0.65 257:0.65 259:0.21 265:0.57 267:0.65 271:0.72 277:0.69 282:0.88 287:0.61 289:0.94 290:0.86 297:0.36 299:0.88 300:0.08\n1 11:0.64 12:0.69 17:0.47 21:0.78 27:0.45 28:0.78 30:0.19 34:0.90 36:0.19 37:0.50 39:0.86 43:0.78 46:0.95 66:0.53 69:0.78 70:0.86 74:0.83 85:0.88 91:0.11 98:0.41 101:0.78 107:0.95 108:0.61 110:0.95 122:0.67 123:0.59 124:0.64 125:0.88 127:0.38 129:0.05 131:0.61 133:0.62 135:0.68 144:0.57 145:0.56 146:0.59 147:0.05 149:0.79 154:0.70 157:0.85 159:0.57 160:0.88 161:0.45 166:0.61 167:0.65 172:0.54 173:0.73 177:0.05 178:0.55 179:0.59 181:0.94 182:0.76 187:0.68 212:0.50 216:0.77 222:0.60 227:0.61 229:0.61 231:0.67 235:0.98 241:0.12 242:0.44 243:0.11 245:0.65 246:0.61 247:0.47 253:0.59 257:0.65 259:0.21 265:0.44 266:0.71 267:0.44 271:0.72 276:0.49 287:0.61 289:0.92 300:0.70\n2 1:0.74 11:0.64 12:0.69 17:0.40 21:0.30 27:0.17 28:0.78 30:0.45 32:0.80 34:0.96 36:0.47 37:0.80 39:0.86 43:0.90 46:0.97 66:0.36 69:0.23 70:0.33 74:0.64 77:0.89 81:0.70 83:0.75 85:0.80 91:0.38 98:0.37 101:0.79 104:0.58 107:0.93 108:0.57 110:0.94 114:0.86 122:0.43 123:0.54 124:0.58 125:0.88 126:0.54 127:0.38 129:0.59 131:0.61 133:0.47 135:0.23 144:0.57 145:0.52 146:0.26 147:0.32 149:0.71 150:0.81 154:0.89 155:0.67 157:0.82 159:0.23 160:0.88 161:0.45 165:0.84 166:0.81 167:0.74 172:0.21 173:0.48 176:0.73 177:0.38 178:0.55 179:0.89 181:0.94 182:0.83 187:0.39 192:0.59 195:0.54 201:0.74 212:0.52 215:0.72 216:0.22 222:0.60 227:0.61 229:0.61 231:0.72 232:0.79 235:0.42 241:0.55 242:0.55 243:0.45 245:0.50 246:0.88 247:0.39 253:0.68 259:0.21 265:0.39 266:0.27 267:0.28 271:0.72 276:0.25 282:0.88 287:0.61 289:0.94 290:0.86 297:0.36 299:0.88 300:0.25\n2 12:0.69 17:0.51 21:0.13 27:0.17 28:0.78 30:0.33 32:0.80 34:0.34 36:0.34 37:0.80 39:0.86 43:0.43 46:0.88 55:0.59 66:0.54 69:0.17 70:0.69 74:0.47 77:0.70 81:0.67 91:0.35 98:0.67 104:0.58 107:0.90 108:0.14 110:0.91 120:0.62 123:0.13 124:0.48 125:0.88 126:0.32 127:0.49 129:0.59 131:0.82 133:0.47 135:0.24 140:0.45 144:0.57 145:0.54 146:0.60 147:0.65 149:0.44 150:0.48 151:0.58 153:0.48 154:0.33 157:0.61 159:0.36 160:0.88 161:0.45 162:0.86 163:0.81 164:0.55 166:0.75 167:0.78 172:0.32 173:0.31 175:0.75 177:0.05 179:0.88 181:0.94 182:0.73 187:0.39 190:0.77 195:0.60 202:0.36 212:0.42 215:0.84 216:0.22 220:0.74 222:0.60 227:0.85 229:0.61 231:0.67 232:0.79 235:0.12 241:0.65 242:0.82 243:0.63 244:0.61 245:0.50 246:0.61 247:0.12 248:0.56 253:0.40 256:0.45 257:0.65 259:0.21 260:0.62 265:0.68 266:0.38 267:0.36 268:0.46 271:0.72 276:0.31 277:0.69 282:0.88 285:0.50 287:0.61 289:0.92 297:0.36 299:0.88 300:0.43\n1 12:0.51 17:0.26 18:0.78 21:0.78 27:0.72 29:0.62 30:0.19 34:0.66 36:0.70 37:0.36 39:0.71 43:0.09 55:0.92 66:0.15 69:0.37 70:0.90 71:0.56 74:0.28 86:0.73 91:0.18 98:0.21 108:0.29 123:0.28 124:0.93 127:0.81 129:0.59 133:0.92 135:0.81 139:0.70 146:0.55 147:0.61 149:0.11 154:0.29 159:0.91 163:0.75 170:0.99 172:0.27 173:0.12 175:0.91 177:0.38 178:0.55 179:0.70 187:0.68 202:0.36 212:0.15 216:0.30 222:0.35 235:0.12 241:0.10 242:0.33 243:0.36 244:0.93 245:0.55 247:0.76 253:0.25 254:0.80 257:0.84 259:0.21 265:0.22 266:0.91 267:0.23 271:0.61 276:0.55 277:0.87 300:0.70\n0 10:0.92 12:0.51 17:0.20 18:0.68 21:0.78 27:0.68 29:0.62 30:0.30 34:0.61 36:0.69 37:0.63 39:0.71 43:0.09 55:0.92 66:0.07 69:0.56 70:0.63 71:0.56 74:0.30 86:0.64 91:0.48 98:0.21 108:0.43 122:0.95 123:0.94 124:0.94 127:0.71 129:0.93 133:0.93 135:0.58 139:0.63 146:0.49 147:0.55 149:0.17 154:0.17 159:0.89 163:0.94 170:0.99 172:0.27 173:0.24 174:0.95 175:0.91 177:0.38 178:0.55 179:0.59 187:0.98 197:0.95 212:0.23 216:0.68 222:0.35 235:0.12 239:0.90 241:0.07 242:0.40 243:0.31 244:0.93 245:0.60 247:0.88 253:0.27 254:0.96 257:0.84 259:0.21 265:0.21 266:0.94 267:0.65 271:0.61 276:0.59 277:0.87 300:0.43\n0 10:0.89 12:0.51 17:0.22 18:0.69 21:0.78 27:0.36 29:0.62 30:0.16 34:0.62 36:0.93 37:0.31 39:0.71 43:0.07 55:0.92 66:0.07 69:0.99 70:0.99 71:0.56 86:0.66 91:0.06 98:0.21 108:0.99 122:0.95 123:0.99 124:0.99 127:0.72 129:0.93 133:0.99 135:0.70 139:0.64 146:0.62 147:0.05 149:0.13 154:0.06 159:0.98 170:0.99 172:0.54 173:0.91 174:0.99 175:0.91 177:0.05 178:0.55 179:0.20 187:0.68 197:0.92 212:0.12 216:0.70 222:0.35 239:0.88 241:0.01 242:0.55 243:0.06 244:0.93 245:0.81 247:0.74 253:0.20 254:0.74 257:0.93 259:0.21 265:0.23 266:1.00 267:0.97 271:0.61 276:0.91 277:0.87 300:0.94\n0 8:0.61 10:0.80 12:0.51 17:0.38 18:0.57 21:0.78 27:0.27 29:0.62 30:0.20 34:0.80 36:0.61 37:0.64 39:0.71 43:0.09 55:0.99 66:0.07 69:0.73 70:0.90 71:0.56 74:0.28 86:0.58 91:0.15 98:0.13 108:1.00 123:0.54 124:0.95 127:0.63 129:0.99 133:0.95 135:0.76 139:0.57 146:0.55 147:0.61 149:0.11 154:0.08 159:0.98 170:0.99 172:0.32 173:0.15 174:0.90 175:0.97 177:0.05 178:0.55 179:0.59 187:0.68 197:0.80 202:0.50 212:0.18 216:0.75 222:0.35 235:0.12 239:0.80 241:0.18 242:0.51 243:0.22 244:0.97 245:0.56 247:0.76 253:0.25 257:0.93 259:0.21 265:0.11 266:0.95 267:0.44 271:0.61 276:0.60 277:0.95 300:0.70\n0 10:0.84 12:0.51 17:0.59 18:0.57 21:0.78 27:0.55 29:0.62 30:0.28 34:0.28 36:0.44 37:0.31 39:0.71 43:0.17 55:0.71 66:0.32 69:0.95 70:0.99 71:0.56 74:0.32 86:0.57 91:0.02 98:0.25 108:0.91 123:0.90 124:0.98 127:0.66 129:0.59 133:0.98 135:0.26 139:0.56 146:0.91 147:0.05 149:0.31 154:0.11 159:0.97 170:0.99 172:0.83 173:0.64 174:0.89 175:0.91 177:0.05 178:0.55 179:0.22 187:0.68 197:0.84 212:0.37 216:0.60 222:0.35 235:0.02 239:0.84 241:0.46 242:0.77 243:0.06 244:0.93 245:0.77 247:0.88 253:0.29 257:0.93 259:0.21 265:0.27 266:0.98 267:0.23 271:0.61 276:0.89 277:0.87 300:0.98\n0 10:0.82 12:0.51 17:0.32 18:0.82 21:0.47 27:0.69 29:0.62 30:0.68 34:0.87 36:0.20 37:0.34 39:0.71 43:0.11 55:0.84 64:0.77 66:0.45 69:0.86 70:0.21 71:0.56 74:0.29 81:0.31 86:0.72 91:0.33 98:0.62 108:0.18 122:0.92 123:0.18 124:0.56 126:0.24 127:0.51 129:0.05 133:0.43 135:0.60 139:0.70 146:0.55 147:0.70 149:0.16 150:0.35 154:0.09 159:0.46 163:0.94 170:0.99 172:0.27 173:0.92 174:0.79 175:0.75 177:0.38 178:0.55 179:0.89 187:0.39 197:0.82 212:0.42 216:0.49 222:0.35 235:0.52 239:0.81 241:0.01 242:0.63 243:0.58 244:0.97 245:0.53 247:0.39 253:0.27 257:0.84 259:0.21 265:0.63 266:0.38 267:0.28 271:0.61 276:0.35 277:0.87 300:0.18\n1 12:0.51 17:0.26 18:0.83 21:0.78 27:0.72 29:0.62 30:0.40 34:0.55 36:0.81 37:0.36 39:0.71 43:0.11 55:0.96 66:0.13 69:0.74 70:0.76 71:0.56 74:0.28 86:0.75 91:0.33 98:0.26 108:0.91 122:0.92 123:0.91 124:0.95 127:0.61 129:0.81 133:0.95 135:0.83 139:0.72 146:0.28 147:0.05 149:0.16 154:0.20 159:0.88 163:0.88 170:0.99 172:0.32 173:0.46 175:0.91 177:0.05 178:0.55 179:0.56 187:0.68 202:0.46 212:0.16 216:0.30 222:0.35 235:0.22 241:0.12 242:0.45 243:0.10 244:0.93 245:0.58 247:0.79 253:0.25 254:0.80 257:0.93 259:0.21 265:0.28 266:0.94 267:0.36 271:0.61 276:0.64 277:0.87 300:0.70\n0 10:0.90 12:0.51 17:0.24 18:0.70 21:0.78 27:0.36 29:0.62 30:0.09 34:0.64 36:0.95 37:0.31 39:0.71 43:0.07 55:0.84 66:0.06 69:0.99 70:0.97 71:0.56 86:0.67 91:0.03 98:0.18 108:1.00 122:0.95 123:0.98 124:0.99 127:0.79 129:0.99 133:0.99 135:0.63 139:0.65 146:0.39 147:0.05 149:0.15 154:0.06 159:0.98 163:0.75 170:0.99 172:0.51 173:0.87 174:0.99 175:0.91 177:0.05 178:0.55 179:0.16 187:0.68 197:0.94 212:0.12 216:0.70 222:0.35 239:0.89 241:0.01 242:0.57 243:0.05 244:0.93 245:0.87 247:0.82 253:0.20 254:0.84 257:0.93 259:0.21 265:0.17 266:1.00 267:0.97 271:0.61 276:0.94 277:0.87 300:0.94\n1 12:0.51 17:0.22 18:0.56 21:0.78 25:0.88 27:0.38 29:0.62 30:0.17 34:0.33 36:0.79 37:0.66 39:0.71 43:0.08 55:0.92 66:0.05 69:0.81 70:0.98 71:0.56 74:0.26 86:0.57 98:0.16 104:0.58 108:0.98 123:0.98 124:1.00 127:0.98 129:1.00 133:1.00 135:0.71 139:0.55 146:0.05 147:0.05 149:0.21 154:0.07 159:1.00 163:0.92 170:0.99 172:0.54 173:0.13 175:0.97 177:0.05 178:0.55 179:0.14 187:0.95 202:0.56 212:0.12 216:0.88 222:0.35 235:0.88 241:0.07 242:0.82 243:0.05 244:0.97 245:0.85 247:0.67 253:0.23 257:0.93 259:0.21 265:0.17 266:1.00 267:0.59 271:0.61 276:0.96 277:0.95 300:0.99\n1 12:0.51 17:0.09 18:0.78 21:0.78 27:0.56 29:0.62 30:0.09 34:0.53 36:0.76 37:0.39 39:0.71 43:0.09 55:0.71 66:0.15 69:0.37 70:0.94 71:0.56 74:0.28 86:0.73 91:0.17 98:0.21 108:0.29 123:0.28 124:0.93 127:0.83 129:0.59 133:0.92 135:0.86 139:0.70 146:0.55 147:0.61 149:0.11 154:0.29 159:0.91 163:0.75 170:0.99 172:0.27 173:0.12 175:0.91 177:0.38 178:0.55 179:0.70 187:0.87 212:0.15 216:0.61 222:0.35 235:0.12 241:0.05 242:0.33 243:0.36 244:0.93 245:0.55 247:0.76 253:0.25 254:0.80 257:0.84 259:0.21 265:0.22 266:0.87 267:0.52 271:0.61 276:0.55 277:0.87 300:0.70\n1 8:0.74 10:0.88 12:0.51 17:0.15 18:0.57 21:0.54 27:0.60 29:0.62 30:0.21 34:0.75 36:0.75 37:0.42 39:0.71 43:0.22 55:0.71 66:0.11 69:0.91 70:0.83 71:0.56 74:0.31 81:0.26 86:0.58 91:0.04 98:0.33 104:0.99 106:0.81 108:0.93 123:0.93 124:0.99 126:0.24 127:0.97 129:0.96 133:0.99 135:0.65 139:0.57 146:0.59 147:0.40 149:0.40 150:0.28 154:0.15 159:0.98 163:0.94 170:0.99 172:0.85 173:0.41 174:0.93 175:0.91 177:0.05 178:0.55 179:0.13 187:0.95 197:0.89 206:0.81 212:0.15 215:0.58 216:0.59 222:0.35 235:0.60 239:0.86 241:0.07 242:0.79 243:0.06 244:0.93 245:0.91 247:0.91 253:0.28 257:0.93 259:0.21 265:0.35 266:0.99 267:0.36 271:0.61 276:0.97 277:0.87 297:0.36 300:0.98\n0 12:0.51 17:0.18 18:0.84 21:0.78 27:0.50 29:0.62 30:0.14 34:0.62 36:0.75 37:0.66 39:0.71 43:0.11 55:0.71 66:0.13 69:0.34 70:0.84 71:0.56 74:0.28 86:0.75 91:0.27 98:0.26 108:0.27 122:0.92 123:0.91 124:0.95 127:0.59 129:0.81 133:0.94 135:0.87 139:0.72 146:0.61 147:0.66 149:0.17 154:0.20 159:0.88 170:0.99 172:0.32 173:0.12 175:0.91 177:0.38 178:0.55 179:0.55 187:0.87 212:0.13 216:0.51 222:0.35 235:0.22 241:0.07 242:0.45 243:0.33 244:0.93 245:0.59 247:0.79 253:0.25 254:0.80 257:0.84 259:0.21 265:0.27 266:0.92 267:0.52 271:0.61 276:0.64 277:0.87 300:0.70\n1 10:0.80 12:0.51 17:0.43 18:0.56 21:0.13 27:0.66 29:0.62 30:0.16 34:0.37 36:0.72 37:0.55 39:0.71 43:0.11 55:0.84 66:0.08 69:1.00 70:0.91 71:0.56 74:0.26 81:0.28 86:0.57 91:0.04 98:0.25 108:0.96 120:0.65 123:0.96 124:1.00 126:0.24 127:1.00 129:0.93 133:1.00 135:0.44 139:0.56 140:0.45 146:0.94 147:0.51 149:0.47 150:0.31 151:0.58 153:0.69 154:0.05 159:0.99 162:0.86 164:0.66 170:0.99 172:0.93 173:0.91 174:0.88 175:0.91 177:0.05 179:0.09 187:0.99 190:0.98 197:0.79 202:0.50 212:0.27 215:0.84 216:0.68 220:0.74 222:0.35 235:0.12 239:0.79 241:0.21 242:0.81 243:0.05 244:0.93 245:0.97 247:0.82 248:0.58 253:0.24 254:0.80 256:0.58 257:0.93 259:0.21 260:0.65 265:0.27 266:0.99 267:0.84 268:0.59 271:0.61 276:0.99 277:0.95 285:0.46 297:0.36 300:0.98\n1 12:0.51 17:0.12 18:0.83 21:0.78 27:0.25 29:0.62 30:0.40 34:0.49 36:0.87 37:0.65 39:0.71 43:0.11 55:0.96 66:0.13 69:0.74 70:0.76 71:0.56 74:0.28 86:0.75 91:0.25 98:0.26 108:0.91 122:0.92 123:0.91 124:0.95 127:0.61 129:0.81 133:0.95 135:0.88 139:0.72 146:0.28 147:0.05 149:0.16 154:0.20 159:0.88 163:0.88 170:0.99 172:0.32 173:0.46 175:0.91 177:0.05 178:0.55 179:0.56 187:0.68 212:0.16 216:0.66 222:0.35 235:0.22 241:0.05 242:0.45 243:0.10 244:0.93 245:0.58 247:0.79 253:0.25 254:0.80 257:0.93 259:0.21 265:0.28 266:0.94 267:0.52 271:0.61 276:0.64 277:0.87 300:0.70\n1 10:0.79 12:0.51 17:0.49 18:0.57 21:0.78 25:0.88 27:0.67 29:0.62 30:0.11 34:0.19 36:0.64 37:0.27 39:0.71 43:0.11 55:0.42 66:0.16 69:0.41 70:0.54 71:0.56 74:0.25 86:0.58 91:0.01 98:0.05 104:0.75 108:0.31 123:0.30 124:0.86 127:0.99 129:0.93 133:0.84 135:0.51 139:0.57 146:0.17 147:0.22 149:0.09 154:0.09 159:1.00 163:0.80 170:0.99 172:0.10 173:0.05 174:0.79 175:0.97 177:0.05 178:0.55 179:0.96 187:0.39 197:0.79 202:0.56 212:0.30 216:0.75 222:0.35 235:0.22 239:0.79 241:0.07 242:0.33 243:0.37 244:0.97 245:0.40 247:0.39 253:0.22 257:0.93 259:0.21 265:0.05 266:0.27 267:0.19 271:0.61 276:0.24 277:0.95 300:0.33\n1 10:0.95 12:0.51 17:0.11 18:0.61 21:0.78 27:0.62 29:0.62 30:0.17 34:0.87 36:0.66 37:0.35 39:0.71 43:0.41 55:0.59 66:0.08 69:0.36 70:0.93 71:0.56 74:0.25 86:0.62 91:0.08 98:0.29 108:0.94 123:0.94 124:0.98 127:0.99 129:0.05 133:0.99 135:0.68 139:0.60 146:0.95 147:0.96 149:0.67 154:0.31 159:0.98 170:0.99 172:0.90 173:0.06 174:0.99 175:0.75 177:0.70 178:0.55 179:0.10 187:0.95 197:0.97 212:0.55 216:0.66 222:0.35 235:0.31 239:0.94 241:0.07 242:0.70 243:0.23 244:0.93 245:0.98 247:0.86 253:0.23 257:0.65 259:0.21 265:0.31 266:0.98 267:0.44 271:0.61 276:0.99 277:0.87 300:0.98\n1 12:1.00 17:0.59 21:0.78 27:0.45 28:0.49 34:0.73 36:0.18 37:0.50 43:0.29 66:0.36 69:0.77 91:0.23 98:0.07 108:0.60 123:0.57 127:0.06 129:0.05 135:0.82 145:0.52 146:0.05 147:0.05 149:0.12 154:0.21 159:0.05 161:0.59 167:0.61 172:0.05 173:0.72 177:0.05 178:0.55 181:0.52 187:0.68 216:0.77 235:0.95 241:0.32 243:0.51 259:0.21 265:0.07 267:0.23\n2 6:0.81 8:0.74 12:1.00 17:0.62 20:0.75 21:0.78 27:0.28 28:0.49 30:0.21 32:0.80 34:0.52 36:0.69 37:0.41 43:0.39 55:0.71 66:0.20 69:0.56 70:0.37 78:0.83 91:0.22 98:0.18 100:0.89 108:0.43 111:0.84 123:0.41 124:0.81 127:0.50 129:0.89 133:0.78 135:0.94 145:0.82 146:0.27 147:0.33 149:0.32 152:0.93 154:0.29 159:0.56 161:0.59 163:0.89 167:0.50 169:0.80 172:0.10 173:0.51 177:0.05 178:0.55 179:0.96 181:0.52 186:0.83 187:0.39 195:0.74 212:0.42 216:0.67 235:0.12 242:0.82 243:0.40 245:0.39 247:0.12 259:0.21 261:0.85 265:0.20 266:0.23 267:0.79 276:0.24 300:0.25\n1 6:0.83 8:0.63 12:1.00 17:0.70 20:0.87 21:0.22 27:0.66 28:0.49 30:0.18 34:0.58 36:0.41 37:0.56 43:0.48 55:0.96 66:0.08 69:0.33 70:0.81 78:0.82 81:0.84 91:0.18 98:0.21 100:0.80 106:0.81 108:0.89 111:0.81 120:0.54 123:0.88 124:0.97 126:0.54 127:0.95 129:0.99 133:0.97 135:0.69 140:0.45 146:0.29 147:0.35 149:0.50 150:0.64 151:0.47 152:0.85 153:0.48 154:0.37 159:0.93 161:0.59 162:0.86 163:0.99 164:0.57 167:0.56 169:0.78 172:0.27 173:0.09 177:0.05 179:0.51 181:0.52 186:0.83 187:0.68 189:0.84 202:0.36 206:0.81 212:0.16 215:0.79 216:0.07 220:0.82 235:0.31 238:0.84 241:0.12 242:0.82 243:0.13 245:0.61 247:0.12 248:0.47 256:0.45 259:0.21 260:0.54 261:0.82 265:0.23 266:0.95 267:0.17 268:0.46 276:0.71 283:0.60 285:0.62 297:0.36 300:0.55\n0 6:0.80 8:0.59 12:1.00 17:0.99 20:0.86 21:0.13 25:0.88 27:0.20 28:0.49 34:0.44 36:0.59 37:0.23 78:0.92 81:0.74 91:0.87 100:0.92 111:0.91 126:0.54 135:0.23 150:0.55 152:0.81 161:0.59 167:0.91 169:0.90 175:0.75 178:0.55 181:0.52 186:0.92 189:0.82 215:0.84 235:0.12 238:0.88 241:0.83 244:0.61 257:0.65 259:0.21 261:0.88 267:0.28 277:0.69 297:0.36\n1 6:0.81 8:0.62 12:1.00 17:0.73 20:0.93 21:0.13 27:0.28 28:0.49 30:0.45 32:0.80 34:0.22 36:0.18 37:0.41 43:0.44 55:0.99 66:0.25 69:0.45 70:0.50 78:0.84 81:0.74 91:0.03 98:0.13 100:0.83 108:0.35 111:0.83 123:0.34 124:0.84 126:0.54 127:0.89 129:0.93 133:0.84 135:0.91 145:0.80 146:0.31 147:0.37 149:0.34 150:0.55 152:0.93 154:0.33 159:0.93 161:0.59 163:0.79 167:0.53 169:0.80 172:0.16 173:0.13 177:0.05 178:0.55 179:0.94 181:0.52 186:0.84 187:0.39 189:0.83 191:0.84 195:0.98 202:0.36 212:0.23 215:0.84 216:0.67 235:0.12 238:0.85 241:0.02 242:0.82 243:0.45 245:0.42 247:0.12 259:0.21 261:0.85 265:0.14 266:0.38 267:0.73 276:0.29 297:0.36 300:0.33\n3 6:0.96 8:0.93 12:1.00 17:0.78 20:0.99 21:0.78 25:0.88 27:0.07 28:0.49 34:0.36 36:0.39 37:0.95 78:0.91 91:0.92 100:0.98 111:0.97 120:0.62 135:0.44 140:0.90 151:0.56 152:0.99 153:0.78 161:0.59 162:0.46 164:0.65 167:0.93 169:0.99 175:0.75 178:0.50 181:0.52 186:0.91 189:0.96 191:0.91 202:0.84 216:0.26 220:0.62 235:0.12 238:0.98 241:0.95 244:0.61 248:0.55 256:0.45 257:0.65 259:0.21 260:0.62 261:0.98 267:0.44 268:0.58 277:0.69 285:0.62\n1 6:0.83 12:1.00 17:0.66 20:0.80 21:0.30 27:0.66 28:0.49 30:0.76 34:0.95 36:0.75 37:0.56 43:0.51 55:0.45 66:0.36 69:0.17 70:0.15 78:0.75 81:0.82 91:0.29 98:0.15 100:0.73 106:0.81 108:0.14 111:0.74 123:0.13 124:0.52 126:0.54 127:0.27 129:0.59 133:0.47 135:0.24 146:0.18 147:0.23 149:0.29 150:0.61 152:0.85 154:0.40 159:0.19 161:0.59 163:0.75 167:0.53 169:0.78 172:0.10 173:0.43 177:0.05 178:0.55 179:0.97 181:0.52 186:0.76 187:0.68 206:0.81 212:0.95 215:0.72 216:0.07 235:0.42 241:0.03 242:0.82 243:0.51 245:0.37 247:0.12 259:0.21 261:0.82 265:0.16 266:0.12 267:0.82 276:0.13 297:0.36 300:0.13\n1 8:0.64 12:1.00 17:0.75 20:0.83 21:0.30 27:0.34 28:0.49 30:0.68 32:0.80 34:0.69 36:0.68 37:0.28 43:0.40 55:0.92 66:0.32 69:0.54 70:0.43 78:0.76 81:0.69 91:0.42 98:0.38 100:0.73 106:0.81 108:0.41 111:0.75 123:0.39 124:0.78 126:0.54 127:0.24 129:0.89 133:0.78 135:0.70 145:0.90 146:0.59 147:0.64 149:0.41 150:0.50 152:0.79 154:0.30 159:0.48 161:0.59 163:0.86 167:0.55 169:0.72 172:0.21 173:0.41 177:0.05 178:0.55 179:0.75 181:0.52 186:0.77 187:0.21 191:0.73 195:0.82 206:0.81 212:0.19 215:0.72 216:0.94 235:0.31 241:0.07 242:0.82 243:0.49 245:0.45 247:0.12 259:0.21 261:0.76 265:0.41 266:0.47 267:0.69 276:0.35 297:0.36 300:0.33\n1 6:0.81 12:1.00 17:0.84 20:0.86 21:0.13 27:0.28 28:0.49 30:0.91 34:0.34 36:0.51 37:0.41 43:0.43 55:0.59 66:0.77 69:0.46 70:0.19 78:0.74 81:0.74 91:0.15 98:0.77 100:0.73 106:0.81 108:0.35 111:0.74 123:0.34 126:0.54 127:0.25 129:0.05 135:0.86 146:0.53 147:0.59 149:0.44 150:0.55 152:0.93 154:0.33 159:0.19 161:0.59 163:0.90 167:0.51 169:0.80 172:0.37 173:0.68 177:0.05 178:0.55 179:0.81 181:0.52 186:0.75 187:0.68 206:0.81 212:0.52 215:0.84 216:0.67 235:0.12 241:0.01 242:0.82 243:0.79 247:0.12 259:0.21 261:0.85 265:0.77 266:0.27 267:0.76 276:0.32 283:0.82 297:0.36 300:0.18\n2 7:0.81 12:0.20 17:0.36 21:0.54 27:0.20 28:0.92 30:0.45 34:0.75 36:0.37 37:0.81 43:0.37 55:0.52 66:0.25 69:0.61 70:0.50 81:0.89 91:0.48 98:0.18 108:0.62 120:0.79 123:0.87 124:0.71 126:0.54 127:0.47 129:0.81 133:0.67 135:0.54 140:0.80 145:0.61 146:0.05 147:0.05 149:0.34 150:0.78 151:0.76 153:0.87 154:0.28 159:0.66 161:0.57 162:0.48 163:0.80 164:0.83 167:0.82 172:0.16 173:0.49 177:0.05 178:0.42 179:0.90 181:0.57 187:0.68 202:0.88 212:0.23 215:0.58 216:0.84 230:0.87 233:0.76 235:0.68 241:0.72 242:0.82 243:0.21 245:0.45 247:0.12 248:0.72 256:0.77 259:0.21 260:0.80 265:0.15 266:0.38 267:0.23 268:0.78 271:0.32 276:0.21 283:0.60 285:0.62 297:0.36 300:0.33\n1 12:0.20 17:0.26 21:0.71 27:0.45 28:0.92 30:0.62 34:0.85 36:0.30 37:0.50 43:0.32 55:0.92 66:0.16 69:0.70 70:0.34 81:0.80 91:0.14 98:0.14 108:0.87 123:0.86 124:0.86 126:0.54 127:0.45 129:0.93 133:0.84 135:0.77 145:0.52 146:0.05 147:0.05 149:0.30 150:0.60 154:0.24 159:0.60 161:0.57 163:0.94 167:0.62 172:0.10 173:0.63 177:0.05 178:0.55 179:0.93 181:0.57 187:0.68 212:0.30 215:0.48 216:0.77 235:0.84 241:0.18 242:0.82 243:0.23 245:0.40 247:0.12 259:0.21 265:0.15 266:0.27 267:0.59 271:0.32 276:0.28 283:0.60 297:0.36 300:0.25\n2 6:0.83 8:0.76 12:0.20 17:0.81 20:0.82 21:0.13 25:0.88 27:0.68 28:0.92 30:0.45 34:0.31 36:0.52 37:0.41 43:0.46 55:0.45 66:0.35 69:0.42 70:0.49 78:0.74 81:0.96 91:0.86 98:0.69 100:0.77 104:0.76 108:0.32 111:0.74 120:0.85 123:0.62 124:0.61 126:0.54 127:0.73 129:0.59 133:0.47 135:0.23 140:0.80 146:0.45 147:0.51 149:0.71 150:0.94 151:0.79 152:0.79 153:0.90 154:0.35 159:0.36 161:0.57 162:0.64 164:0.88 167:0.94 169:0.75 172:0.51 173:0.54 177:0.05 178:0.42 179:0.61 181:0.57 186:0.75 189:0.85 191:0.89 202:0.84 212:0.81 215:0.84 216:0.56 220:0.74 235:0.12 238:0.87 241:0.83 242:0.82 243:0.51 245:0.80 247:0.12 248:0.79 256:0.83 259:0.21 260:0.86 261:0.75 265:0.55 266:0.27 267:0.23 268:0.85 271:0.32 276:0.59 283:0.60 285:0.62 297:0.36 300:0.43\n1 7:0.81 12:0.20 17:0.40 21:0.54 27:0.20 28:0.92 30:0.45 34:0.89 36:0.36 37:0.81 43:0.38 55:0.59 66:0.25 69:0.60 70:0.50 81:0.89 91:0.12 98:0.18 108:0.66 123:0.88 124:0.71 126:0.54 127:0.51 129:0.81 133:0.67 135:0.49 145:0.61 146:0.05 147:0.05 149:0.33 150:0.78 154:0.28 159:0.68 161:0.57 163:0.80 167:0.78 172:0.16 173:0.47 177:0.05 178:0.55 179:0.91 181:0.57 187:0.68 212:0.23 215:0.58 216:0.84 230:0.87 233:0.76 235:0.68 241:0.69 242:0.82 243:0.21 245:0.45 247:0.12 259:0.21 265:0.15 266:0.38 267:0.28 271:0.32 276:0.22 283:0.60 297:0.36 300:0.33\n2 6:0.99 8:0.84 12:0.20 17:0.08 20:0.75 21:0.54 25:0.88 27:0.03 28:0.92 30:0.66 32:0.80 34:0.92 36:0.49 37:0.96 43:0.40 55:0.71 66:0.75 69:0.54 70:0.64 78:0.85 81:0.89 91:0.61 98:0.75 100:0.92 104:0.58 108:0.68 111:0.87 120:0.96 123:0.66 124:0.39 126:0.54 127:0.62 129:0.59 133:0.47 135:0.60 140:0.45 145:0.54 146:0.05 147:0.05 149:0.48 150:0.78 151:0.79 152:0.99 153:0.91 154:0.30 159:0.48 161:0.57 162:0.53 164:0.95 167:0.74 169:0.99 172:0.54 173:0.57 177:0.05 179:0.78 181:0.57 186:0.88 187:0.21 189:0.93 191:0.87 195:0.68 202:0.95 212:0.22 215:0.58 216:0.89 235:0.60 238:0.95 241:0.62 242:0.82 243:0.14 245:0.50 247:0.12 248:0.94 256:0.95 259:0.21 260:0.96 261:1.00 265:0.76 266:0.63 267:0.19 268:0.94 271:0.32 276:0.43 283:0.82 285:0.62 297:0.36 300:0.55\n2 8:0.85 12:0.20 17:0.61 21:0.54 25:0.88 27:0.03 28:0.92 30:0.15 32:0.80 34:0.92 36:0.41 37:0.96 43:0.22 55:0.42 66:0.33 69:0.90 70:0.68 81:0.89 91:0.78 98:0.24 104:0.58 108:0.88 120:0.87 123:0.88 124:0.71 126:0.54 127:0.23 129:0.81 133:0.67 135:0.42 140:0.45 145:0.54 146:0.19 147:0.24 149:0.31 150:0.78 151:0.79 153:0.90 154:0.15 159:0.47 161:0.57 162:0.77 164:0.89 167:0.76 172:0.27 173:0.90 177:0.05 179:0.65 181:0.57 187:0.21 191:0.83 195:0.83 202:0.82 212:0.30 215:0.58 216:0.89 220:0.87 235:0.60 241:0.65 242:0.82 243:0.28 245:0.53 247:0.12 248:0.82 256:0.86 259:0.21 260:0.88 265:0.26 266:0.54 267:0.84 268:0.86 271:0.32 276:0.36 283:0.60 285:0.62 297:0.36 300:0.43\n2 12:0.20 17:0.08 21:0.40 25:0.88 27:0.03 28:0.92 30:0.15 32:0.80 34:0.19 36:0.67 37:0.96 43:0.50 55:0.42 66:0.33 69:0.23 70:0.84 81:0.92 91:0.63 98:0.21 104:0.58 106:0.81 108:0.94 120:0.87 123:0.94 124:0.87 126:0.54 127:0.93 129:0.95 133:0.87 135:0.49 140:0.45 145:0.54 146:0.05 147:0.05 149:0.29 150:0.86 151:0.77 153:0.88 154:0.39 159:0.85 161:0.57 162:0.48 164:0.89 167:0.78 172:0.27 173:0.12 177:0.05 179:0.88 181:0.57 187:0.39 195:0.94 202:0.92 206:0.81 212:0.15 215:0.67 216:0.89 220:0.91 235:0.42 241:0.69 242:0.82 243:0.17 245:0.45 247:0.12 248:0.82 256:0.90 259:0.21 260:0.88 265:0.23 266:0.63 267:0.36 268:0.86 271:0.32 276:0.37 283:0.60 285:0.62 297:0.36 300:0.55\n3 6:0.80 8:0.59 12:0.20 17:0.47 20:0.83 21:0.13 25:0.88 27:0.39 28:0.92 34:0.50 36:0.61 78:0.76 81:0.96 91:0.88 100:0.78 104:0.73 111:0.75 120:0.89 126:0.54 135:0.30 140:0.45 150:0.94 151:0.80 152:0.79 153:0.93 161:0.57 162:0.69 164:0.89 167:0.82 169:0.76 175:0.75 181:0.57 186:0.76 187:0.68 189:0.82 191:0.76 202:0.84 215:0.84 216:0.16 235:0.12 238:0.87 241:0.72 244:0.61 248:0.85 256:0.86 257:0.65 259:0.21 260:0.90 261:0.76 267:0.28 268:0.87 271:0.32 277:0.69 283:0.82 285:0.62 297:0.36\n2 6:0.80 8:0.76 12:0.20 17:0.30 20:0.75 21:0.78 25:0.88 27:0.72 28:0.92 30:0.62 34:0.52 36:0.56 37:0.65 43:0.34 55:0.45 66:0.75 69:0.65 70:0.23 78:0.75 91:0.84 98:0.82 100:0.73 104:0.77 108:0.49 111:0.74 120:0.84 123:0.47 127:0.31 129:0.05 135:0.21 140:0.87 146:0.60 147:0.66 149:0.37 151:0.73 152:0.81 153:0.78 154:0.25 159:0.22 161:0.57 162:0.52 163:0.86 164:0.79 167:0.95 169:0.75 172:0.32 173:0.84 177:0.05 178:0.48 179:0.89 181:0.57 186:0.73 191:0.89 202:0.79 212:0.30 216:0.53 235:0.05 241:0.84 242:0.82 243:0.77 247:0.12 248:0.76 256:0.73 259:0.21 260:0.85 261:0.75 265:0.82 266:0.27 267:0.36 268:0.74 271:0.32 276:0.26 283:0.60 285:0.62 300:0.18\n3 6:0.99 8:0.97 12:0.20 17:0.02 20:0.98 21:0.54 25:0.88 27:0.03 28:0.92 30:0.44 32:0.80 34:0.39 36:0.53 37:0.96 43:0.22 55:0.71 66:0.54 69:0.90 70:0.90 78:0.97 81:0.89 91:0.98 98:0.59 100:1.00 104:0.58 108:0.91 111:1.00 120:0.99 123:0.91 124:0.68 126:0.54 127:0.38 129:0.89 133:0.78 135:0.32 140:0.45 145:0.65 146:0.19 147:0.24 149:0.45 150:0.78 151:0.91 152:0.99 153:1.00 154:0.15 159:0.75 161:0.57 162:0.66 164:0.99 167:0.97 169:0.99 172:0.67 173:0.82 177:0.05 179:0.45 181:0.57 186:0.97 189:0.99 191:0.98 195:0.93 202:0.99 212:0.30 215:0.58 216:0.89 235:0.60 238:1.00 241:0.96 242:0.82 243:0.15 245:0.70 247:0.12 248:0.99 256:0.99 259:0.21 260:0.99 261:1.00 265:0.60 266:0.87 267:0.91 268:0.99 271:0.32 276:0.64 283:0.82 285:0.62 297:0.36 300:0.84\n1 6:0.99 8:0.75 12:0.20 17:0.02 20:0.86 21:0.30 25:0.88 27:0.03 28:0.92 30:0.75 32:0.80 34:0.79 36:0.88 37:0.96 43:0.25 55:0.71 66:0.68 69:0.84 70:0.47 78:0.82 81:0.93 91:0.71 98:0.66 100:0.82 104:0.58 108:0.86 111:0.85 120:0.92 123:0.85 124:0.44 126:0.54 127:0.43 129:0.59 133:0.47 135:0.47 140:0.90 145:0.69 146:0.52 147:0.58 149:0.49 150:0.89 151:0.81 152:0.99 153:0.94 154:0.18 159:0.69 161:0.57 162:0.47 164:0.94 167:0.90 169:0.99 172:0.67 173:0.75 177:0.05 178:0.50 179:0.54 181:0.57 186:0.79 187:0.39 189:0.86 191:0.88 195:0.89 202:0.98 212:0.39 215:0.72 216:0.89 220:0.87 235:0.31 238:0.97 241:0.77 242:0.82 243:0.27 245:0.74 247:0.12 248:0.89 256:0.91 259:0.21 260:0.93 261:1.00 265:0.67 266:0.75 267:0.44 268:0.92 271:0.32 276:0.58 283:0.82 285:0.62 297:0.36 300:0.55\n3 6:0.83 7:0.81 8:0.65 12:0.20 17:0.18 20:0.97 21:0.30 27:0.21 28:0.92 30:0.45 34:0.73 36:0.77 37:0.74 43:0.52 55:0.71 66:0.42 69:0.10 70:0.62 78:0.75 81:0.93 91:0.37 98:0.60 100:0.77 104:0.84 106:0.81 108:0.09 111:0.74 120:0.81 123:0.09 124:0.86 126:0.54 127:0.68 129:0.95 133:0.87 135:0.44 140:0.45 146:0.91 147:0.93 149:0.79 150:0.89 151:0.76 152:0.90 153:0.87 154:0.41 159:0.84 161:0.57 162:0.64 164:0.78 167:0.63 169:0.75 172:0.78 173:0.09 177:0.05 179:0.31 181:0.57 186:0.75 187:0.39 189:0.85 202:0.71 206:0.81 212:0.35 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.86 241:0.21 242:0.82 243:0.57 245:0.85 247:0.12 248:0.73 256:0.68 259:0.21 260:0.82 261:0.77 265:0.61 266:0.89 267:0.85 268:0.72 271:0.32 276:0.83 283:0.82 285:0.62 297:0.36 300:0.55\n1 12:0.20 17:0.61 21:0.05 25:0.88 27:0.68 28:0.92 30:0.66 32:0.80 34:0.30 36:0.75 37:0.41 43:0.52 55:0.71 66:0.93 69:0.07 70:0.32 81:0.97 91:0.17 98:0.98 104:0.76 106:0.81 108:0.06 123:0.06 126:0.54 127:0.81 129:0.05 135:0.30 145:0.65 146:0.87 147:0.89 149:0.76 150:0.95 154:0.41 159:0.44 161:0.57 167:0.68 172:0.80 173:0.19 177:0.05 178:0.55 179:0.51 181:0.57 187:0.39 191:0.89 195:0.65 202:0.36 206:0.81 212:0.94 215:0.91 216:0.56 235:0.05 241:0.43 242:0.82 243:0.93 247:0.12 259:0.21 265:0.98 266:0.17 267:0.44 271:0.32 276:0.70 297:0.36 300:0.33\n2 6:0.90 8:0.73 12:0.20 17:0.13 20:0.93 21:0.54 25:0.88 27:0.42 28:0.92 30:0.33 32:0.80 34:0.30 36:0.90 37:0.53 43:0.36 55:0.71 66:0.45 69:0.62 70:0.69 78:0.74 81:0.89 91:0.67 98:0.14 100:0.77 104:0.79 108:0.97 111:0.74 120:0.87 123:0.97 124:0.66 126:0.54 127:0.94 129:0.81 133:0.67 135:0.60 140:0.45 145:0.84 146:0.05 147:0.05 149:0.24 150:0.78 151:0.75 152:0.86 153:0.86 154:0.27 159:0.93 161:0.57 162:0.51 164:0.92 167:0.94 169:0.75 172:0.27 173:0.25 177:0.05 179:0.92 181:0.57 186:0.75 189:0.91 191:0.79 195:0.98 202:0.93 212:0.42 215:0.58 216:0.53 220:0.96 235:0.60 238:0.87 241:0.82 242:0.82 243:0.19 245:0.47 247:0.12 248:0.81 256:0.92 259:0.21 260:0.87 261:0.76 265:0.15 266:0.38 267:0.96 268:0.90 271:0.32 276:0.21 285:0.62 297:0.36 300:0.43\n1 12:0.20 17:0.43 21:0.78 27:0.45 28:0.92 30:0.45 34:0.83 36:0.47 37:0.50 43:0.29 55:0.92 66:0.53 69:0.77 70:0.47 91:0.10 98:0.55 108:0.68 123:0.66 124:0.63 127:0.36 129:0.81 133:0.67 135:0.30 145:0.49 146:0.05 147:0.05 149:0.40 154:0.21 159:0.56 161:0.57 163:0.75 167:0.64 172:0.37 173:0.71 177:0.05 178:0.55 179:0.79 181:0.57 187:0.68 212:0.15 216:0.77 235:0.84 241:0.27 242:0.82 243:0.17 245:0.50 247:0.12 259:0.21 265:0.57 266:0.63 267:0.91 271:0.32 276:0.37 300:0.33\n1 7:0.81 12:0.20 17:0.36 21:0.54 27:0.20 28:0.92 30:0.45 34:0.89 36:0.39 37:0.81 43:0.36 55:0.59 66:0.25 69:0.63 70:0.50 81:0.89 91:0.10 98:0.18 108:0.66 123:0.88 124:0.71 126:0.54 127:0.50 129:0.81 133:0.67 135:0.49 145:0.61 146:0.05 147:0.05 149:0.33 150:0.78 154:0.27 159:0.67 161:0.57 163:0.80 167:0.78 172:0.16 173:0.51 177:0.05 178:0.55 179:0.91 181:0.57 187:0.68 212:0.23 215:0.58 216:0.84 230:0.87 233:0.76 235:0.68 241:0.69 242:0.82 243:0.21 245:0.45 247:0.12 259:0.21 265:0.15 266:0.38 267:0.28 271:0.32 276:0.22 297:0.36 300:0.33\n1 8:0.74 12:0.20 17:0.34 21:0.30 25:0.88 27:0.03 28:0.92 30:0.76 32:0.80 34:0.67 36:0.86 37:0.96 43:0.25 55:0.71 66:0.69 69:0.83 70:0.44 78:0.96 81:0.93 91:0.40 98:0.69 104:0.58 108:0.86 111:1.00 120:0.82 123:0.85 124:0.44 126:0.54 127:0.47 129:0.59 133:0.47 135:0.60 140:0.45 145:0.69 146:0.52 147:0.58 149:0.50 150:0.89 151:0.74 153:0.84 154:0.18 159:0.71 161:0.57 162:0.66 164:0.80 167:0.86 169:0.99 172:0.68 173:0.74 177:0.05 179:0.53 181:0.57 187:0.21 195:0.89 202:0.74 212:0.30 215:0.72 216:0.89 220:0.87 235:0.31 238:0.99 241:0.75 242:0.82 243:0.26 245:0.75 247:0.12 248:0.74 256:0.73 259:0.21 260:0.83 265:0.69 266:0.80 267:0.76 268:0.76 271:0.32 276:0.60 285:0.62 297:0.36 300:0.55\n1 12:0.20 17:0.55 21:0.13 25:0.88 27:0.72 28:0.92 30:0.40 32:0.80 34:0.68 36:0.84 43:0.21 55:0.71 66:0.25 69:0.92 70:0.88 81:0.96 91:0.22 98:0.36 104:0.72 108:0.84 123:0.84 124:0.84 126:0.54 127:0.39 129:0.93 133:0.84 135:0.61 145:0.61 146:0.78 147:0.81 149:0.51 150:0.94 154:0.14 159:0.83 161:0.57 167:0.67 172:0.57 173:0.81 177:0.05 178:0.55 179:0.36 181:0.57 187:0.21 191:0.70 195:0.96 212:0.22 215:0.84 216:0.48 235:0.12 241:0.37 242:0.82 243:0.44 245:0.79 247:0.12 259:0.21 265:0.39 266:0.94 267:0.65 271:0.32 276:0.72 297:0.36 300:0.84\n2 12:0.20 17:0.36 21:0.64 25:0.88 27:0.03 28:0.92 30:0.72 32:0.80 34:0.56 36:0.63 37:0.96 43:0.40 55:0.92 66:0.74 69:0.55 70:0.37 81:0.85 91:0.84 98:0.81 104:0.58 106:0.81 108:0.68 120:0.96 123:0.66 124:0.39 126:0.54 127:0.64 129:0.59 133:0.47 135:0.56 140:0.80 145:0.65 146:0.05 147:0.05 149:0.44 150:0.67 151:0.73 153:0.78 154:0.30 159:0.56 161:0.57 162:0.72 163:0.94 164:0.94 167:0.77 172:0.51 173:0.52 177:0.05 178:0.42 179:0.80 181:0.57 187:0.39 195:0.75 202:0.90 206:0.81 212:0.39 215:0.53 216:0.89 220:0.96 235:0.74 241:0.67 242:0.82 243:0.15 245:0.49 247:0.12 248:0.94 256:0.92 259:0.21 260:0.96 265:0.81 266:0.63 267:0.28 268:0.93 271:0.32 276:0.43 283:0.82 285:0.62 297:0.36 300:0.33\n1 12:0.20 17:0.47 21:0.78 25:0.88 27:0.72 28:0.92 30:0.62 34:0.70 36:0.57 37:0.65 43:0.34 55:0.45 66:0.75 69:0.65 70:0.23 91:0.68 98:0.78 104:0.77 108:0.49 120:0.84 123:0.47 127:0.27 129:0.05 135:0.24 140:0.45 146:0.60 147:0.66 149:0.37 151:0.73 153:0.78 154:0.25 159:0.22 161:0.57 162:0.53 163:0.86 164:0.79 167:0.78 172:0.32 173:0.82 177:0.05 179:0.87 181:0.57 187:0.39 202:0.78 212:0.30 216:0.53 220:0.97 235:0.05 241:0.68 242:0.82 243:0.77 247:0.12 248:0.76 256:0.73 259:0.21 260:0.84 265:0.78 266:0.27 267:0.65 268:0.74 271:0.32 276:0.26 285:0.62 300:0.18\n2 7:0.81 12:0.20 17:0.36 21:0.40 27:0.20 28:0.92 30:0.21 34:0.92 36:0.39 37:0.81 43:0.35 55:0.59 66:0.20 69:0.63 70:0.37 81:0.92 91:0.29 98:0.13 108:0.48 123:0.46 124:0.81 126:0.54 127:0.31 129:0.89 133:0.78 135:0.65 146:0.22 147:0.27 149:0.31 150:0.86 154:0.26 159:0.53 161:0.57 163:0.87 167:0.77 172:0.10 173:0.55 177:0.05 178:0.55 179:0.93 181:0.57 187:0.68 191:0.81 212:0.42 215:0.67 216:0.84 230:0.87 233:0.76 235:0.42 241:0.67 242:0.82 243:0.40 245:0.39 247:0.12 259:0.21 265:0.14 266:0.23 267:0.23 271:0.32 276:0.24 297:0.36 300:0.25\n1 6:0.93 7:0.81 8:0.88 12:0.20 17:0.26 20:0.83 21:0.59 25:0.88 27:0.71 28:0.92 30:0.11 32:0.80 34:0.31 36:0.34 37:0.42 43:0.36 55:0.42 66:0.61 69:0.62 70:0.54 78:0.74 81:0.87 91:0.80 98:0.36 100:0.77 104:0.73 108:0.87 111:0.74 120:0.72 123:0.86 124:0.43 126:0.54 127:0.74 129:0.59 133:0.47 135:0.51 140:0.80 145:0.61 146:0.05 147:0.05 149:0.26 150:0.73 151:0.66 152:0.79 153:0.48 154:0.27 159:0.66 161:0.57 162:0.73 164:0.86 167:0.96 169:0.75 172:0.27 173:0.54 177:0.05 178:0.42 179:0.95 181:0.57 186:0.75 189:0.94 191:0.78 195:0.80 202:0.80 212:0.30 215:0.55 216:0.54 220:0.87 230:0.87 233:0.76 235:0.68 238:0.89 241:0.89 242:0.82 243:0.23 245:0.42 247:0.12 248:0.65 256:0.86 259:0.21 260:0.73 261:0.75 265:0.38 266:0.27 267:0.28 268:0.83 271:0.32 276:0.17 283:0.60 285:0.62 297:0.36 300:0.33\n1 6:0.89 8:0.75 12:0.20 17:0.45 20:0.81 21:0.13 27:0.29 28:0.92 30:0.38 34:0.59 36:0.60 37:0.92 43:0.45 55:0.59 66:0.48 69:0.44 70:0.50 78:0.74 81:0.96 91:0.61 98:0.59 100:0.77 104:0.78 106:0.81 108:0.34 111:0.74 120:0.83 123:0.32 124:0.56 126:0.54 127:0.29 129:0.59 133:0.47 135:0.47 140:0.45 146:0.62 147:0.67 149:0.52 150:0.94 151:0.72 152:0.78 153:0.77 154:0.34 159:0.37 161:0.57 162:0.86 163:0.75 164:0.72 167:0.77 169:0.75 172:0.37 173:0.45 177:0.05 179:0.70 181:0.57 186:0.75 187:0.21 189:0.90 202:0.58 206:0.81 212:0.28 215:0.84 216:0.93 235:0.12 238:0.91 241:0.68 242:0.82 243:0.60 245:0.61 247:0.12 248:0.75 256:0.64 259:0.21 260:0.84 261:0.75 265:0.60 266:0.54 267:0.82 268:0.66 271:0.32 276:0.42 285:0.62 297:0.36 300:0.33\n1 1:0.68 8:0.77 9:0.76 10:0.99 11:0.83 12:0.86 17:0.69 18:0.94 23:0.98 27:0.60 29:0.91 30:0.75 31:0.96 34:0.30 36:0.95 37:0.49 39:0.82 43:0.62 45:0.99 56:0.97 62:0.99 64:0.77 66:0.63 69:0.54 70:0.58 71:0.59 74:0.76 75:0.95 79:0.95 81:0.73 83:0.72 85:0.72 86:0.94 91:0.57 96:0.86 97:0.89 98:0.79 99:0.99 101:1.00 108:0.42 114:0.95 117:0.86 122:0.91 123:0.40 124:0.55 126:0.53 127:0.84 128:0.98 129:0.05 131:0.89 133:0.67 135:0.61 137:0.96 139:0.91 140:0.45 143:0.99 144:0.57 146:0.97 147:0.98 149:0.95 150:0.58 151:0.93 153:0.78 154:0.51 155:0.65 157:0.98 159:0.84 162:0.84 165:0.86 166:0.84 168:0.98 170:0.82 172:0.97 173:0.31 174:0.99 176:0.63 177:0.96 179:0.14 182:0.94 187:0.68 190:0.89 191:0.73 192:0.87 196:0.97 197:0.99 201:0.67 202:0.62 205:0.97 208:0.64 212:0.77 216:0.60 220:0.82 222:0.35 226:0.98 227:0.88 229:0.97 231:0.76 232:0.92 235:0.22 236:0.94 239:0.98 241:0.30 242:0.18 243:0.69 245:0.98 246:0.89 247:0.99 248:0.83 253:0.88 255:0.79 256:0.64 259:0.21 264:0.95 265:0.79 266:0.63 267:0.82 268:0.68 271:0.29 275:0.99 276:0.96 279:0.75 284:0.95 285:0.61 287:0.91 290:0.95 294:0.99 295:0.99 300:0.70\n1 1:0.68 8:0.73 9:0.75 10:0.95 11:0.54 12:0.86 17:0.91 18:0.81 23:0.96 27:0.33 29:0.91 30:0.84 31:0.94 33:0.97 34:0.94 36:1.00 37:0.45 39:0.82 43:0.63 45:0.96 56:0.97 62:0.98 64:0.77 66:0.96 69:0.51 70:0.36 71:0.59 74:0.57 75:0.97 76:0.85 79:0.94 80:0.99 81:0.73 82:0.98 83:0.72 86:0.80 88:0.99 91:0.58 96:0.83 97:0.97 98:0.91 99:0.99 101:0.87 108:0.39 114:0.95 122:0.99 123:0.37 126:0.53 127:0.52 128:0.98 129:0.05 131:0.88 135:0.73 137:0.94 139:0.81 140:0.45 143:0.99 144:0.57 145:0.47 146:0.91 147:0.92 149:0.82 150:0.58 151:0.90 153:0.69 154:0.53 155:0.65 157:0.97 158:0.77 159:0.51 162:0.86 165:0.86 166:0.84 168:0.98 170:0.82 172:0.90 173:0.48 174:0.96 175:0.75 176:0.63 177:0.88 179:0.29 182:0.94 187:0.21 190:0.89 192:0.87 193:0.96 195:0.72 196:0.94 197:0.97 201:0.67 202:0.46 204:0.81 205:0.95 208:0.64 212:0.80 216:0.35 219:0.91 222:0.35 226:0.98 227:0.88 229:0.97 231:0.76 235:0.22 236:0.94 239:0.95 241:0.12 242:0.14 243:0.96 244:0.83 246:0.89 247:0.88 248:0.79 253:0.82 255:0.78 256:0.45 257:0.65 259:0.21 264:0.95 265:0.91 266:0.54 267:0.69 268:0.55 271:0.29 275:0.99 276:0.82 277:0.69 279:0.79 281:0.91 284:0.90 285:0.61 287:0.91 290:0.95 291:0.97 292:0.95 294:0.99 295:0.99 300:0.43\n1 1:0.66 9:0.72 10:0.94 11:0.54 12:0.86 17:0.78 18:0.82 21:0.22 22:0.93 23:0.95 27:0.55 29:0.91 30:0.84 31:0.89 33:0.97 34:0.97 36:0.71 37:0.58 39:0.82 43:0.58 44:0.88 45:0.97 47:0.93 56:0.97 62:0.97 64:0.77 66:0.16 69:0.75 70:0.48 71:0.59 74:0.65 75:0.97 77:0.70 79:0.89 80:0.98 81:0.69 82:0.99 83:0.72 86:0.84 88:0.99 91:0.27 96:0.72 97:0.97 98:0.67 99:0.99 101:0.69 102:0.96 108:0.82 114:0.85 117:0.86 122:0.99 123:0.56 124:0.51 126:0.53 127:0.52 128:0.96 129:0.05 131:0.88 133:0.45 135:0.90 137:0.89 139:0.86 140:0.45 143:0.99 144:0.57 145:0.44 146:0.82 147:0.85 149:0.78 150:0.52 151:0.61 153:0.48 154:0.47 155:0.64 157:0.97 158:0.76 159:0.63 162:0.86 165:0.86 166:0.83 168:0.96 170:0.82 172:0.87 173:0.70 174:0.94 176:0.63 177:0.96 179:0.25 182:0.94 187:0.39 190:0.89 192:0.86 195:0.80 196:0.92 197:0.93 201:0.65 202:0.36 204:0.79 205:0.95 208:0.64 212:0.73 216:0.70 219:0.91 220:0.82 222:0.35 226:0.96 227:0.88 229:0.97 231:0.76 232:0.88 235:0.52 236:0.94 239:0.95 241:0.37 242:0.27 243:0.37 244:0.61 245:0.95 246:0.89 247:0.84 248:0.59 253:0.68 254:0.94 255:0.72 256:0.45 259:0.21 262:0.93 264:0.95 265:0.65 266:0.63 267:0.73 268:0.46 271:0.29 275:0.99 276:0.85 279:0.79 281:0.91 282:0.75 284:0.88 285:0.61 287:0.91 290:0.85 291:0.97 292:0.88 294:0.99 295:0.98 300:0.55\n1 10:0.94 11:0.54 12:0.86 17:0.89 18:0.81 21:0.78 27:0.72 29:0.91 30:0.61 34:0.97 36:0.89 37:0.23 39:0.82 43:0.66 44:0.88 45:0.92 48:0.91 66:0.53 69:0.10 70:0.79 71:0.59 74:0.62 76:0.85 77:0.70 80:1.00 82:0.99 83:0.72 86:0.82 88:0.99 91:0.17 98:0.46 101:0.87 102:0.96 108:0.09 122:0.91 123:0.09 124:0.65 127:0.78 129:0.05 131:0.61 133:0.65 135:0.74 139:0.84 144:0.57 145:0.59 146:0.60 147:0.66 149:0.75 154:0.55 155:0.54 157:0.92 159:0.63 166:0.61 170:0.82 172:0.71 173:0.15 174:0.94 175:0.75 177:0.88 178:0.55 179:0.48 182:0.85 187:0.21 192:0.56 193:0.98 195:0.78 197:0.96 204:0.84 208:0.64 212:0.76 216:0.26 222:0.35 227:0.61 229:0.61 231:0.72 232:0.72 235:0.31 239:0.95 241:0.35 242:0.15 243:0.62 244:0.83 245:0.81 246:0.61 247:0.91 253:0.47 257:0.65 259:0.21 264:0.95 265:0.48 266:0.71 267:0.65 271:0.29 275:0.97 276:0.68 277:0.69 281:0.91 282:0.75 287:0.61 294:0.99 300:0.84\n1 10:0.94 11:0.54 12:0.86 17:0.53 18:0.84 21:0.78 27:0.72 29:0.91 30:0.91 34:0.89 36:0.56 37:0.23 39:0.82 43:0.66 44:0.88 45:0.93 48:0.91 66:0.19 69:0.12 70:0.28 71:0.59 74:0.66 75:0.97 76:0.85 77:0.70 80:1.00 82:0.99 83:0.72 86:0.83 88:0.99 91:0.22 97:0.97 98:0.56 101:0.87 102:0.96 108:0.10 122:0.91 123:0.56 124:0.52 127:0.48 129:0.59 131:0.61 133:0.47 135:0.44 139:0.87 144:0.57 145:0.59 146:0.38 147:0.45 149:0.82 154:0.55 155:0.54 157:0.95 158:0.76 159:0.28 166:0.61 170:0.82 172:0.63 173:0.35 174:0.89 175:0.75 177:0.88 178:0.55 179:0.52 182:0.87 187:0.21 192:0.56 193:0.98 195:0.58 197:0.94 204:0.84 208:0.64 212:0.88 216:0.26 219:0.91 222:0.35 226:0.96 227:0.61 229:0.61 231:0.72 232:0.72 235:0.42 239:0.96 241:0.39 242:0.22 243:0.62 244:0.83 245:0.81 246:0.61 247:0.79 253:0.49 257:0.65 259:0.21 264:0.95 265:0.52 266:0.38 267:0.59 271:0.29 275:0.97 276:0.59 277:0.69 279:0.79 281:0.91 282:0.75 287:0.61 292:0.88 294:0.99 295:0.98 300:0.43\n1 1:0.65 10:0.92 11:0.54 12:0.86 17:0.84 18:0.73 21:0.05 27:0.72 29:0.91 30:0.76 34:0.90 36:0.63 37:0.23 39:0.82 43:0.66 44:0.88 45:0.85 48:0.91 56:0.97 64:0.77 66:0.85 69:0.12 70:0.28 71:0.59 74:0.54 76:0.85 77:0.70 80:1.00 81:0.69 82:0.99 83:0.72 86:0.75 88:0.99 91:0.40 98:0.82 99:0.95 101:0.87 102:0.96 108:0.10 114:0.95 122:0.91 123:0.10 126:0.53 127:0.32 129:0.05 131:0.61 135:0.44 139:0.79 144:0.57 145:0.59 146:0.50 147:0.56 149:0.49 150:0.55 154:0.55 155:0.56 157:0.92 159:0.18 165:0.70 166:0.76 170:0.82 172:0.57 173:0.46 174:0.86 175:0.75 176:0.70 177:0.88 178:0.55 179:0.66 182:0.84 187:0.21 192:0.86 193:0.98 195:0.55 197:0.91 201:0.66 204:0.84 208:0.64 212:0.92 215:0.91 216:0.26 222:0.35 227:0.61 229:0.61 231:0.73 232:0.72 235:0.42 239:0.93 241:0.37 242:0.22 243:0.86 244:0.83 246:0.61 247:0.67 253:0.66 257:0.65 259:0.21 264:0.95 265:0.82 266:0.17 267:0.28 271:0.29 275:0.96 276:0.42 277:0.69 281:0.91 282:0.75 287:0.61 290:0.95 294:0.99 297:0.36 300:0.25\n1 1:0.57 7:0.69 8:0.76 9:0.70 10:0.95 11:0.64 12:0.86 17:0.75 18:0.64 21:0.68 23:0.96 27:0.48 29:0.91 30:0.28 34:0.89 36:0.94 37:0.45 39:0.82 43:0.21 45:0.99 56:0.97 62:0.96 66:0.47 69:0.83 70:0.94 71:0.59 74:0.69 75:0.98 77:0.70 80:0.99 81:0.57 82:0.98 83:0.54 86:0.67 88:0.98 91:0.07 96:0.69 97:1.00 98:0.73 99:0.95 101:0.96 102:0.95 108:0.91 114:0.69 120:0.56 122:0.93 123:0.90 124:0.81 126:0.53 127:0.58 128:0.95 129:0.81 131:0.88 133:0.84 135:0.91 139:0.65 140:0.45 143:0.98 144:0.57 145:0.96 146:0.78 147:0.82 149:0.44 150:0.39 151:0.52 153:0.48 154:0.52 155:0.54 157:0.98 158:0.81 159:0.92 162:0.86 164:0.56 165:0.70 166:0.83 168:0.95 170:0.82 172:0.97 173:0.50 174:0.99 175:0.75 176:0.70 177:0.88 179:0.12 182:0.94 187:0.68 190:0.77 192:0.57 193:0.95 195:0.99 197:0.99 201:0.59 202:0.36 204:0.83 205:0.95 208:0.54 212:0.69 215:0.49 216:0.74 220:0.93 222:0.35 226:0.95 227:0.88 229:0.97 230:0.71 231:0.76 233:0.66 235:0.97 236:0.95 239:0.96 241:0.12 242:0.14 243:0.19 244:0.61 245:0.98 246:0.89 247:0.99 248:0.51 253:0.58 254:0.74 255:0.69 256:0.45 257:0.65 259:0.21 260:0.56 264:0.95 265:0.73 266:0.89 267:0.73 268:0.46 271:0.29 275:0.99 276:0.97 277:0.69 279:0.82 282:0.74 283:0.66 285:0.61 287:0.91 290:0.69 294:0.99 295:0.98 297:0.36 300:0.94\n1 1:0.66 9:0.75 10:0.98 11:0.54 12:0.86 17:0.92 18:0.97 21:0.22 22:0.93 23:0.95 27:0.42 29:0.91 30:0.89 31:0.93 33:0.97 34:0.96 36:0.67 37:0.47 39:0.82 43:0.65 44:0.88 45:1.00 47:0.93 56:0.97 62:0.99 64:0.77 66:0.45 69:0.82 70:0.40 71:0.59 74:0.88 75:0.97 77:0.70 79:0.93 80:1.00 81:0.69 82:0.99 83:0.72 86:0.97 88:0.99 91:0.22 96:0.80 97:0.97 98:0.71 99:0.99 101:0.87 102:0.96 108:0.66 114:0.85 117:0.86 122:0.91 123:0.64 124:0.77 126:0.53 127:0.82 128:0.98 129:0.59 131:0.88 133:0.78 135:0.91 137:0.93 139:0.97 140:0.45 143:0.99 144:0.57 145:0.42 146:0.92 147:0.64 149:0.95 150:0.52 151:0.85 153:0.48 154:0.37 155:0.65 157:0.98 158:0.77 159:0.79 162:0.86 165:0.86 166:0.83 168:0.98 170:0.82 172:0.96 173:0.69 174:0.99 176:0.63 177:0.88 179:0.13 182:0.94 187:0.95 190:0.89 192:0.87 193:0.98 195:0.90 196:0.97 197:0.99 201:0.65 202:0.36 204:0.85 205:0.95 208:0.64 212:0.87 216:0.72 219:0.91 222:0.35 226:0.98 227:0.88 229:0.97 231:0.76 235:0.52 236:0.94 239:0.99 241:0.03 242:0.21 243:0.21 244:0.61 245:0.98 246:0.89 247:0.98 248:0.76 253:0.87 254:0.80 255:0.78 256:0.45 257:0.65 259:0.21 262:0.93 264:0.95 265:0.71 266:0.47 267:0.82 268:0.46 271:0.29 275:0.99 276:0.96 279:0.79 281:0.91 282:0.75 284:0.88 285:0.61 287:0.91 290:0.85 291:0.97 292:0.95 294:1.00 295:0.99 300:0.70\n1 8:0.77 10:0.94 11:0.54 12:0.86 17:0.78 18:0.83 21:0.78 27:0.50 29:0.91 30:0.85 34:0.79 36:0.90 37:0.30 39:0.82 43:0.64 44:0.88 45:0.96 66:0.24 69:0.76 70:0.49 71:0.59 74:0.64 75:0.97 77:0.70 82:0.99 83:0.72 86:0.85 88:0.99 91:0.15 97:0.97 98:0.27 101:0.69 102:0.96 108:0.79 122:0.91 123:0.77 124:0.91 127:0.66 129:0.05 131:0.61 133:0.91 135:0.42 139:0.85 144:0.57 145:0.50 146:0.27 147:0.26 149:0.73 154:0.51 157:0.94 158:0.77 159:0.80 166:0.61 170:0.82 172:0.63 173:0.59 174:0.95 177:0.88 178:0.55 179:0.36 182:0.86 187:0.39 195:0.91 197:0.95 208:0.64 212:0.60 216:0.36 219:0.91 222:0.35 226:0.98 227:0.61 229:0.61 231:0.73 235:0.42 239:0.95 241:0.07 242:0.24 243:0.20 244:0.61 245:0.78 246:0.61 247:0.90 253:0.48 254:0.92 257:0.65 259:0.21 264:0.95 265:0.29 266:0.80 267:0.65 271:0.29 275:0.98 276:0.77 277:0.69 279:0.79 282:0.75 287:0.61 292:0.95 294:0.99 295:0.99 300:0.70\n1 1:0.65 8:0.58 10:0.98 11:0.54 12:0.86 17:0.40 18:0.93 21:0.05 27:0.72 29:0.91 30:0.90 34:0.67 36:0.89 37:0.23 39:0.82 43:0.66 44:0.88 45:0.98 48:0.97 56:0.97 64:0.77 66:0.64 69:0.51 70:0.28 71:0.59 74:0.75 76:0.94 77:0.96 80:1.00 81:0.69 82:0.99 83:0.72 86:0.92 88:0.99 91:0.72 98:0.77 99:0.95 101:0.87 102:0.96 108:0.39 114:0.95 122:0.91 123:0.38 124:0.48 126:0.53 127:0.56 129:0.59 131:0.61 133:0.47 135:0.24 139:0.92 144:0.57 145:0.98 146:0.69 147:0.74 149:0.92 150:0.55 154:0.55 155:0.55 157:0.97 159:0.38 165:0.70 166:0.76 170:0.82 172:0.87 173:0.60 174:0.95 175:0.75 176:0.70 177:0.88 178:0.55 179:0.25 182:0.92 192:0.85 193:0.98 195:0.70 197:0.98 201:0.66 202:0.74 204:0.83 208:0.64 212:0.93 215:0.91 216:0.26 222:0.35 227:0.61 229:0.61 231:0.74 232:0.72 235:0.95 239:0.98 241:0.86 242:0.24 243:0.69 244:0.83 245:0.93 246:0.61 247:0.82 253:0.70 257:0.65 259:0.21 264:0.95 265:0.77 266:0.27 267:0.19 271:0.29 275:0.99 276:0.83 277:0.69 281:0.91 282:0.75 287:0.61 290:0.95 294:1.00 297:0.36 300:0.43\n1 1:0.60 9:0.73 10:0.97 11:0.54 12:0.86 17:0.81 18:0.96 21:0.64 22:0.93 23:0.95 27:0.52 29:0.91 30:0.88 31:0.90 33:0.97 34:0.99 36:0.76 37:0.60 39:0.82 43:0.64 44:0.88 45:0.99 47:0.93 56:0.97 62:0.98 64:0.77 66:0.54 69:0.48 70:0.45 71:0.59 74:0.85 75:0.97 77:0.96 79:0.90 81:0.63 82:0.99 83:0.72 86:0.96 88:0.98 91:0.25 96:0.74 97:0.97 98:0.69 99:0.99 101:0.87 102:0.96 108:0.37 114:0.69 117:0.86 122:0.91 123:0.35 124:0.70 126:0.53 127:0.77 128:0.96 129:0.05 131:0.88 133:0.74 135:0.95 137:0.90 139:0.95 140:0.45 143:0.99 144:0.57 145:0.87 146:0.86 147:0.88 149:0.91 150:0.45 151:0.66 153:0.48 154:0.57 155:0.64 157:0.97 158:0.77 159:0.70 162:0.62 165:0.86 166:0.83 168:0.96 170:0.82 172:0.94 173:0.35 174:0.98 176:0.63 177:0.96 179:0.17 182:0.94 187:0.21 190:0.89 192:0.87 195:0.82 196:0.94 197:0.99 201:0.60 202:0.50 205:0.95 208:0.64 212:0.84 216:0.48 219:0.91 220:0.74 222:0.35 226:0.98 227:0.88 229:0.97 231:0.76 232:0.81 235:0.95 236:0.94 239:0.98 241:0.02 242:0.21 243:0.63 244:0.61 245:0.96 246:0.89 247:0.98 248:0.63 251:1.00 253:0.77 254:0.80 255:0.73 256:0.45 259:0.21 262:0.93 264:0.95 265:0.69 266:0.71 267:0.92 268:0.46 271:0.29 275:0.99 276:0.93 279:0.79 282:0.75 284:0.88 285:0.61 287:0.91 290:0.69 291:0.97 292:0.95 294:0.99 295:0.99 300:0.84\n1 6:0.89 7:0.81 8:0.84 12:0.37 17:0.67 20:0.90 21:0.13 27:0.43 28:0.62 30:0.66 32:0.80 34:0.58 36:0.27 37:0.98 43:0.35 55:0.99 66:0.07 69:0.63 70:0.36 78:0.81 81:0.99 91:0.29 98:0.06 100:0.81 106:0.81 108:0.48 111:0.79 120:0.76 123:0.46 124:0.95 126:0.54 127:0.99 129:0.99 133:0.95 135:0.77 140:0.45 145:0.59 146:0.22 147:0.28 149:0.27 150:0.99 151:0.73 152:0.91 153:0.80 154:0.26 159:0.99 161:0.60 162:0.79 163:0.90 164:0.71 167:0.64 169:0.78 172:0.10 173:0.09 177:0.05 179:0.82 181:0.84 186:0.81 187:0.87 189:0.91 191:0.84 195:1.00 202:0.60 206:0.81 212:0.13 215:0.84 216:0.64 230:0.87 233:0.76 235:0.22 238:0.89 241:0.43 242:0.82 243:0.23 245:0.46 247:0.12 248:0.68 256:0.58 259:0.21 260:0.77 261:0.82 265:0.06 266:0.80 267:0.69 268:0.65 271:0.23 276:0.47 283:0.82 285:0.62 297:0.36 300:0.33\n1 6:0.79 8:0.58 12:0.37 17:0.73 20:0.92 25:0.88 27:0.12 28:0.62 30:0.94 34:0.39 36:0.36 37:0.23 43:0.48 55:0.59 66:0.69 69:0.30 70:0.18 78:0.85 81:1.00 91:0.84 98:0.70 100:0.84 104:0.58 108:0.62 111:0.84 120:0.83 123:0.59 124:0.41 126:0.54 127:0.80 129:0.59 133:0.47 135:0.49 140:0.45 146:0.05 147:0.05 149:0.44 150:1.00 151:0.79 152:0.86 153:0.90 154:0.37 159:0.35 161:0.60 162:0.79 164:0.85 167:0.93 169:0.83 172:0.41 173:0.46 177:0.05 179:0.89 181:0.84 186:0.84 189:0.81 191:0.80 202:0.77 212:0.71 215:0.96 216:0.34 235:0.05 238:0.88 241:0.97 242:0.82 243:0.18 245:0.46 247:0.12 248:0.75 256:0.79 259:0.21 260:0.84 261:0.86 265:0.71 266:0.27 267:0.23 268:0.81 271:0.23 276:0.32 283:0.60 285:0.62 297:0.36 300:0.18\n2 8:0.93 12:0.37 17:0.92 20:0.75 21:0.30 27:0.56 28:0.62 30:0.76 34:0.45 36:0.86 37:0.97 43:0.41 55:0.92 66:0.36 69:0.53 70:0.15 78:0.79 81:0.98 91:0.85 98:0.58 100:0.73 108:0.41 111:0.77 120:0.62 123:0.39 124:0.52 126:0.54 127:0.52 129:0.59 133:0.47 135:0.37 140:0.45 146:0.40 147:0.46 149:0.26 150:0.97 151:0.56 152:0.74 153:0.78 154:0.31 159:0.26 161:0.60 162:0.81 163:0.96 164:0.73 167:0.90 169:0.72 172:0.10 173:0.73 177:0.05 179:0.99 181:0.84 186:0.79 191:0.79 202:0.62 212:0.95 215:0.72 216:0.07 220:0.62 235:0.42 241:0.83 242:0.82 243:0.51 245:0.37 247:0.12 248:0.56 256:0.64 259:0.21 260:0.62 261:0.74 265:0.59 266:0.12 267:0.65 268:0.67 271:0.23 276:0.18 285:0.62 297:0.36 300:0.13\n3 6:0.84 7:0.81 8:0.68 12:0.37 17:0.28 20:0.80 21:0.30 27:0.21 28:0.62 30:0.14 34:0.69 36:0.91 37:0.74 43:0.52 55:0.96 66:0.11 69:0.10 70:0.97 78:0.80 81:0.98 91:0.51 98:0.22 100:0.82 104:0.84 106:0.81 108:0.99 111:0.79 120:0.81 123:0.98 124:0.97 126:0.54 127:0.92 129:1.00 133:0.97 135:0.39 140:0.45 146:0.05 147:0.05 149:0.48 150:0.97 151:0.78 152:0.93 153:0.89 154:0.41 159:0.96 161:0.60 162:0.56 164:0.81 167:0.56 169:0.78 172:0.51 173:0.05 177:0.05 179:0.39 181:0.84 186:0.80 187:0.39 189:0.84 191:0.76 202:0.78 206:0.81 212:0.23 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.89 241:0.12 242:0.82 243:0.07 245:0.68 247:0.12 248:0.73 256:0.73 259:0.21 260:0.82 261:0.82 265:0.16 266:0.98 267:0.84 268:0.76 271:0.23 276:0.76 283:0.82 285:0.62 297:0.36 300:0.94\n2 6:0.89 7:0.81 8:0.63 12:0.37 17:0.30 20:0.86 21:0.22 27:0.43 28:0.62 30:0.21 32:0.80 34:0.20 36:0.62 37:0.98 43:0.35 55:0.45 66:0.36 69:0.63 70:0.37 78:0.75 81:0.98 91:0.62 98:0.30 100:0.78 106:0.81 108:0.82 111:0.74 120:0.71 123:0.81 124:0.57 126:0.54 127:0.43 129:0.59 133:0.47 135:0.99 140:0.45 145:0.65 146:0.22 147:0.28 149:0.29 150:0.98 151:0.66 152:0.91 153:0.48 154:0.26 159:0.53 161:0.60 162:0.86 163:0.90 164:0.73 167:0.58 169:0.78 172:0.16 173:0.59 177:0.05 179:0.95 181:0.84 186:0.76 187:0.87 189:0.85 195:0.78 202:0.58 206:0.81 212:0.42 215:0.79 216:0.64 220:0.82 230:0.87 233:0.76 235:0.31 238:0.84 241:0.21 242:0.82 243:0.40 245:0.43 247:0.12 248:0.64 256:0.64 259:0.21 260:0.72 261:0.83 265:0.32 266:0.23 267:0.76 268:0.66 271:0.23 276:0.16 283:0.82 285:0.62 297:0.36 300:0.25\n3 6:0.94 8:0.89 12:0.37 17:0.84 20:0.96 27:0.08 28:0.62 34:0.63 36:0.51 37:0.85 78:0.91 81:1.00 91:0.84 100:0.95 111:0.92 120:0.95 126:0.54 135:0.47 140:0.45 150:1.00 151:0.78 152:0.96 153:0.89 161:0.60 162:0.59 164:0.91 167:0.76 169:0.90 175:0.75 181:0.84 186:0.91 187:0.39 189:0.96 191:0.95 202:0.88 215:0.96 216:0.27 235:0.02 238:0.97 241:0.69 244:0.61 248:0.92 256:0.89 257:0.65 259:0.21 260:0.95 261:0.93 267:0.18 268:0.89 271:0.23 277:0.69 283:0.82 285:0.62 297:0.36\n2 6:0.97 8:0.82 12:0.37 17:0.30 20:0.93 21:0.78 27:0.05 28:0.62 30:0.76 34:0.77 36:0.85 37:0.94 43:0.30 55:0.59 66:0.64 69:0.72 70:0.15 78:0.77 91:0.68 98:0.53 100:0.80 108:0.56 111:0.77 120:0.83 123:0.53 127:0.16 129:0.05 135:0.49 140:0.87 146:0.44 147:0.51 149:0.24 151:0.71 152:0.96 153:0.72 154:0.22 159:0.16 161:0.60 162:0.56 163:0.98 164:0.73 167:0.64 169:0.98 172:0.16 173:0.85 177:0.05 178:0.48 179:0.88 181:0.84 186:0.78 187:0.21 189:0.93 191:0.92 202:0.69 212:0.95 216:0.64 235:0.02 238:0.93 241:0.44 242:0.82 243:0.69 247:0.12 248:0.75 256:0.64 259:0.21 260:0.84 261:0.98 265:0.55 266:0.12 267:0.91 268:0.66 271:0.23 276:0.16 285:0.62 300:0.13\n3 6:0.89 8:0.78 12:0.37 17:0.30 20:0.83 27:0.09 28:0.62 30:0.28 34:0.78 36:0.40 37:0.82 43:0.35 55:0.84 66:0.23 69:0.62 70:0.47 78:0.80 81:1.00 91:0.38 98:0.53 100:0.83 104:0.91 106:0.81 108:0.47 111:0.80 120:0.80 123:0.45 124:0.85 126:0.54 127:0.54 129:0.93 133:0.84 135:0.98 140:0.45 145:0.61 146:0.76 147:0.79 149:0.51 150:1.00 151:0.71 152:0.79 153:0.72 154:0.26 159:0.68 161:0.60 162:0.86 163:0.96 164:0.73 167:0.67 169:0.81 172:0.32 173:0.50 177:0.05 179:0.69 181:0.84 186:0.80 187:0.39 189:0.91 191:0.76 202:0.58 206:0.81 212:0.16 215:0.96 216:0.94 235:0.02 238:0.93 241:0.51 242:0.82 243:0.43 245:0.59 247:0.12 248:0.72 256:0.64 259:0.21 260:0.81 261:0.79 265:0.55 266:0.80 267:0.52 268:0.66 271:0.23 276:0.53 283:0.82 285:0.62 297:0.36 300:0.33\n2 6:0.97 8:0.92 12:0.37 17:0.30 20:0.79 27:0.05 28:0.62 30:0.95 34:0.73 36:0.87 37:0.94 43:0.30 55:0.92 66:0.20 69:0.72 78:0.85 81:1.00 91:0.56 98:0.09 100:0.92 108:0.56 111:0.87 123:0.53 124:0.61 126:0.54 127:0.17 129:0.59 133:0.47 135:0.60 146:0.05 147:0.05 149:0.19 150:1.00 152:0.98 154:0.22 159:0.17 161:0.60 167:0.58 169:0.98 172:0.05 173:0.85 177:0.05 178:0.55 179:0.97 181:0.84 186:0.85 187:0.21 189:0.96 191:0.98 202:0.36 215:0.96 216:0.64 235:0.02 238:0.97 241:0.21 243:0.40 245:0.36 259:0.21 261:0.98 265:0.10 267:0.84 271:0.23 283:0.82 297:0.36 300:0.08\n3 6:0.95 8:0.89 12:0.37 17:0.82 20:0.82 27:0.08 28:0.62 34:0.63 36:0.51 37:0.85 78:0.84 81:1.00 91:0.76 100:0.92 111:0.86 120:0.88 126:0.54 135:0.44 140:0.45 150:1.00 151:0.74 152:0.97 153:0.84 161:0.60 162:0.53 164:0.84 167:0.74 169:0.88 175:0.75 181:0.84 186:0.85 187:0.68 189:0.96 191:0.98 202:0.83 215:0.96 216:0.27 235:0.02 238:0.97 241:0.67 244:0.61 248:0.83 256:0.79 257:0.65 259:0.21 260:0.89 261:0.92 267:0.19 268:0.80 271:0.23 277:0.69 285:0.62 297:0.36\n1 12:0.37 17:0.55 21:0.64 27:0.45 28:0.62 30:0.45 34:0.90 36:0.23 37:0.50 43:0.32 55:0.52 66:0.49 69:0.70 70:0.25 81:0.98 91:0.11 98:0.34 108:0.53 123:0.51 124:0.48 126:0.54 127:0.32 129:0.59 133:0.47 135:0.60 145:0.50 146:0.44 147:0.50 149:0.28 150:0.97 154:0.24 159:0.45 161:0.60 163:0.87 167:0.55 172:0.16 173:0.69 177:0.05 178:0.55 179:0.96 181:0.84 187:0.68 212:0.61 215:0.53 216:0.77 235:0.88 241:0.10 242:0.82 243:0.60 245:0.39 247:0.12 259:0.21 265:0.36 266:0.17 267:0.36 271:0.23 276:0.16 297:0.36 300:0.18\n1 6:0.84 7:0.81 8:0.65 12:0.37 17:0.18 20:0.95 21:0.30 27:0.21 28:0.62 30:0.91 34:0.66 36:0.61 37:0.74 43:0.52 55:0.59 66:0.69 69:0.12 70:0.13 78:0.78 81:0.98 91:0.51 98:0.39 100:0.81 106:0.81 108:0.10 111:0.78 120:0.75 123:0.10 126:0.54 127:0.13 129:0.05 135:0.28 140:0.45 146:0.32 147:0.38 149:0.35 150:0.97 151:0.73 152:0.93 153:0.78 154:0.41 159:0.13 161:0.60 162:0.60 164:0.74 167:0.67 169:0.78 172:0.21 173:0.35 177:0.05 179:0.62 181:0.84 186:0.79 187:0.39 189:0.86 191:0.76 202:0.68 206:0.81 212:0.95 215:0.72 216:0.95 230:0.87 233:0.76 235:0.42 238:0.89 241:0.52 242:0.82 243:0.73 247:0.12 248:0.68 256:0.64 259:0.21 260:0.76 261:0.82 265:0.41 266:0.12 267:0.97 268:0.68 271:0.23 276:0.23 283:0.82 285:0.62 297:0.36 300:0.13\n2 6:0.82 7:0.81 8:0.64 12:0.37 17:0.30 20:0.89 27:0.34 28:0.62 30:0.40 32:0.80 34:0.70 36:0.90 37:0.36 43:0.39 55:0.71 66:0.59 69:0.54 70:0.76 78:0.78 81:1.00 91:0.42 98:0.35 100:0.79 104:0.80 106:0.81 108:0.94 111:0.77 120:0.78 123:0.94 124:0.67 126:0.54 127:0.51 129:0.89 133:0.78 135:0.98 140:0.45 145:1.00 146:0.38 147:0.45 149:0.43 150:1.00 151:0.74 152:0.84 153:0.83 154:0.30 159:0.87 161:0.60 162:0.82 164:0.74 167:0.55 169:0.77 172:0.65 173:0.24 177:0.05 179:0.53 181:0.84 186:0.79 187:0.21 189:0.84 191:0.70 195:0.97 202:0.63 206:0.81 212:0.49 215:0.96 216:0.84 230:0.87 233:0.76 235:0.05 238:0.86 241:0.07 242:0.82 243:0.15 245:0.67 247:0.12 248:0.70 256:0.64 259:0.21 260:0.79 261:0.80 265:0.37 266:0.80 267:0.95 268:0.68 271:0.23 276:0.53 283:0.82 285:0.62 297:0.36 300:0.70\n4 6:0.97 8:0.95 12:0.37 17:0.03 20:0.97 27:0.05 28:0.62 30:0.76 34:0.23 36:0.94 37:0.94 43:0.30 55:0.71 66:0.20 69:0.73 70:0.22 78:0.99 81:1.00 91:0.97 98:0.20 100:0.99 108:0.80 111:0.99 120:0.99 123:0.79 124:0.73 126:0.54 127:0.54 129:0.81 133:0.67 135:0.37 140:0.45 146:0.05 147:0.05 149:0.25 150:1.00 151:0.86 152:0.96 153:0.99 154:0.22 159:0.57 161:0.60 162:0.53 163:0.88 164:0.98 167:0.91 169:0.98 172:0.10 173:0.70 177:0.05 179:0.96 181:0.84 186:0.98 189:0.98 191:0.99 202:0.98 212:0.42 215:0.96 216:0.64 235:0.02 238:0.99 241:0.84 242:0.82 243:0.26 245:0.40 247:0.12 248:0.98 256:0.98 259:0.21 260:0.99 261:0.98 265:0.22 266:0.23 267:0.97 268:0.97 271:0.23 276:0.23 283:0.82 285:0.62 297:0.36 300:0.18\n1 8:0.73 12:0.37 17:0.47 27:0.05 28:0.62 34:0.52 36:0.86 37:0.94 43:0.31 66:0.36 69:0.71 81:1.00 91:0.58 98:0.09 108:0.54 120:0.78 123:0.52 126:0.54 127:0.06 129:0.05 135:0.42 140:0.45 146:0.05 147:0.05 149:0.13 150:1.00 151:0.66 153:0.48 154:0.23 159:0.05 161:0.60 162:0.74 164:0.67 167:0.61 172:0.05 173:0.81 177:0.05 181:0.84 187:0.21 191:0.99 202:0.56 215:0.96 216:0.64 235:0.02 241:0.35 243:0.51 248:0.70 256:0.58 259:0.21 260:0.79 265:0.09 267:0.89 268:0.59 271:0.23 285:0.62 297:0.36\n1 1:0.74 11:0.85 12:0.06 17:0.57 18:0.96 21:0.54 27:0.45 28:0.70 29:0.94 30:0.15 34:0.89 36:0.21 37:0.50 39:0.86 43:0.82 45:0.85 46:0.93 48:0.91 64:0.77 66:0.48 69:0.61 70:0.94 71:0.93 74:0.44 81:0.49 83:0.91 85:0.72 86:0.75 91:0.18 98:0.47 101:0.97 107:0.91 108:0.85 110:0.91 114:0.59 122:0.86 123:0.84 124:0.76 125:0.88 126:0.54 127:0.49 129:0.05 131:0.61 133:0.73 135:0.90 139:0.73 144:0.57 145:0.50 146:0.58 147:0.63 149:0.75 150:0.72 154:0.77 155:0.67 157:0.83 159:0.65 160:0.88 161:0.74 165:0.93 166:0.91 167:0.66 172:0.73 173:0.50 176:0.73 177:0.70 178:0.55 179:0.37 181:0.84 182:0.97 187:0.68 192:0.87 201:0.93 208:0.64 212:0.67 215:0.39 216:0.77 222:0.35 227:0.61 229:0.61 231:0.86 235:0.74 241:0.37 242:0.70 243:0.28 245:0.81 246:0.96 247:0.60 253:0.42 259:0.21 265:0.49 266:0.87 267:0.28 271:0.39 276:0.75 277:0.69 281:0.91 287:0.61 289:0.93 290:0.59 297:0.36 300:0.70\n1 6:0.91 8:0.93 9:0.80 11:0.75 12:0.06 17:0.75 18:0.86 20:0.98 21:0.78 27:0.19 28:0.70 29:0.94 30:0.41 31:0.97 34:0.74 36:0.65 37:0.95 39:0.86 41:0.93 43:0.12 45:0.66 46:0.88 55:0.42 66:0.86 69:0.58 70:0.60 71:0.93 74:0.52 78:0.82 79:0.98 83:0.91 86:0.82 91:0.87 96:0.94 98:0.86 100:0.86 101:0.52 104:0.58 107:0.92 108:0.45 110:0.93 111:0.82 120:0.93 122:0.57 123:0.43 125:0.97 127:0.37 129:0.05 131:0.95 135:0.23 137:0.97 138:0.97 139:0.78 140:0.95 144:0.57 146:0.62 147:0.67 149:0.06 151:0.87 152:0.93 153:0.92 154:0.78 155:0.67 157:0.61 159:0.23 160:0.98 161:0.74 162:0.77 164:0.82 166:0.61 167:0.96 169:0.83 172:0.59 173:0.79 177:0.70 179:0.67 181:0.84 182:0.99 186:0.82 189:0.92 191:0.87 192:0.87 196:0.95 202:0.84 208:0.64 212:0.54 216:0.38 220:0.62 222:0.35 227:0.94 229:0.99 231:0.87 232:0.76 235:0.05 238:0.91 241:0.94 242:0.19 243:0.86 246:0.61 247:0.74 248:0.89 253:0.87 254:0.80 255:0.95 256:0.86 259:0.21 260:0.85 261:0.88 265:0.86 266:0.27 267:0.65 268:0.87 271:0.39 276:0.47 284:0.97 285:0.62 287:0.97 289:0.93 300:0.43\n1 6:0.96 8:0.91 9:0.80 12:0.06 17:0.32 20:0.92 21:0.78 27:0.15 28:0.70 29:0.94 31:0.98 34:0.64 36:0.27 37:0.94 39:0.86 41:0.95 46:0.88 60:0.87 71:0.93 74:0.47 78:0.86 79:0.99 83:0.91 91:0.93 96:0.93 100:0.93 104:0.58 107:0.88 110:0.88 111:0.88 120:0.93 125:0.96 131:0.95 135:0.80 137:0.98 138:0.98 139:0.74 140:0.94 144:0.57 151:0.94 152:0.94 153:0.89 155:0.67 157:0.61 158:0.92 160:0.99 161:0.74 162:0.78 164:0.86 166:0.61 167:0.96 169:0.92 175:0.97 181:0.84 182:0.99 186:0.86 189:0.96 191:0.95 192:0.87 196:0.94 202:0.87 208:0.64 216:0.47 219:0.95 220:0.87 222:0.35 227:0.94 229:0.99 231:0.87 238:0.94 241:0.94 244:0.93 246:0.61 248:0.93 253:0.89 255:0.95 256:0.90 257:0.93 259:0.21 260:0.88 261:0.95 267:0.36 268:0.91 271:0.39 277:0.95 279:0.86 283:0.82 284:0.98 285:0.62 287:0.97 289:0.93 292:0.95\n1 9:0.80 12:0.06 17:0.64 21:0.78 25:0.88 27:0.72 28:0.70 29:0.94 31:0.91 34:0.53 36:0.25 37:0.73 39:0.86 41:0.82 46:0.88 71:0.93 74:0.28 79:0.94 83:0.91 87:0.98 91:0.80 96:0.82 97:0.89 104:0.79 107:0.88 110:0.88 120:0.59 125:0.98 131:0.95 135:0.82 137:0.91 139:0.58 140:0.80 144:0.57 151:0.61 153:0.48 155:0.67 157:0.61 158:0.72 160:0.96 161:0.74 162:0.86 164:0.57 166:0.61 167:0.94 175:0.97 181:0.84 182:0.98 190:0.77 191:0.76 192:0.87 196:0.87 202:0.50 208:0.64 216:0.20 219:0.87 222:0.35 227:0.94 228:0.99 229:0.99 231:0.87 232:0.70 241:0.85 244:0.93 246:0.61 248:0.59 253:0.56 255:0.95 256:0.58 257:0.93 259:0.21 260:0.60 267:0.59 268:0.59 271:0.39 277:0.95 279:0.82 284:0.91 285:0.62 287:0.97 289:0.93 292:0.95\n1 1:0.74 6:1.00 7:0.81 8:0.89 9:0.80 11:0.85 12:0.06 17:0.77 18:0.98 20:0.80 21:0.22 22:0.93 27:0.49 28:0.70 29:0.94 30:0.14 31:0.98 32:0.80 34:0.28 36:0.33 37:0.68 39:0.86 41:0.94 43:0.86 44:0.93 45:0.85 46:0.93 47:0.93 55:0.71 60:0.87 64:0.77 66:0.09 69:0.56 70:0.97 71:0.93 74:0.81 77:0.70 78:0.78 79:0.98 81:0.66 83:0.91 85:0.90 86:0.92 91:0.18 96:0.91 98:0.36 100:0.84 101:0.97 104:0.94 106:0.81 107:0.94 108:0.85 110:0.95 111:0.79 114:0.71 117:0.86 120:0.84 121:0.90 123:0.84 124:0.98 125:0.98 126:0.54 127:0.85 129:0.99 131:0.95 133:0.98 135:0.93 137:0.98 138:0.97 139:0.96 140:0.45 144:0.57 145:0.42 146:0.60 147:0.65 149:0.88 150:0.80 151:0.94 152:0.77 153:0.82 154:0.83 155:0.67 157:0.90 158:0.92 159:0.97 160:0.98 161:0.74 162:0.85 164:0.83 165:0.93 166:0.91 167:0.56 169:0.82 172:0.87 173:0.10 176:0.73 177:0.70 179:0.11 181:0.84 182:0.99 186:0.79 187:0.39 189:1.00 192:0.87 195:1.00 196:0.99 201:0.93 202:0.74 204:0.89 206:0.81 208:0.64 212:0.30 215:0.51 216:0.67 219:0.95 220:0.82 222:0.35 227:0.94 229:1.00 230:0.87 231:0.87 232:0.95 233:0.76 235:0.42 238:0.96 241:0.02 242:0.33 243:0.19 245:0.97 246:0.96 247:0.94 248:0.91 253:0.92 255:0.95 256:0.80 259:0.21 260:0.85 261:0.79 262:0.93 265:0.38 266:0.96 267:0.88 268:0.81 271:0.39 276:0.98 279:0.86 281:0.91 282:0.88 283:0.82 284:0.97 285:0.62 287:0.97 289:0.93 290:0.71 292:0.95 297:0.36 299:0.88 300:0.94\n2 1:0.74 9:0.80 11:0.64 12:0.06 17:0.67 18:0.79 21:0.05 22:0.93 25:0.88 27:0.72 28:0.70 29:0.94 30:0.45 31:0.91 34:0.90 36:0.81 39:0.86 41:0.82 43:0.72 45:0.66 46:0.88 47:0.93 64:0.77 66:0.69 69:0.10 70:0.25 71:0.93 74:0.28 79:0.90 81:0.81 83:0.91 86:0.59 91:0.25 96:0.75 98:0.79 101:0.52 104:0.58 107:0.89 108:0.09 110:0.89 114:0.89 120:0.74 122:0.82 123:0.09 125:0.99 126:0.54 127:0.28 129:0.05 131:0.95 135:0.79 137:0.91 139:0.58 140:0.80 144:0.57 146:0.48 147:0.54 149:0.38 150:0.88 151:0.72 153:0.48 154:0.62 155:0.67 157:0.61 159:0.17 160:0.96 161:0.74 162:0.86 164:0.62 165:0.93 166:0.91 167:0.78 172:0.21 173:0.43 175:0.75 176:0.73 177:0.38 179:0.95 181:0.84 182:0.98 187:0.87 190:0.89 192:0.87 196:0.87 201:0.93 202:0.50 208:0.64 212:0.61 215:0.78 216:0.39 222:0.35 227:0.94 229:0.99 231:0.87 235:0.22 241:0.69 242:0.63 243:0.73 244:0.61 246:0.96 247:0.30 248:0.67 253:0.69 255:0.95 256:0.58 257:0.65 259:0.21 260:0.65 262:0.93 265:0.79 266:0.17 267:0.28 268:0.59 271:0.39 276:0.16 277:0.69 284:0.89 285:0.62 287:0.97 289:0.93 290:0.89 297:0.36 300:0.18\n1 1:0.69 6:0.93 8:0.84 9:0.80 11:0.75 12:0.06 17:0.84 18:0.99 20:0.75 21:0.59 22:0.93 25:0.88 27:0.11 28:0.70 29:0.94 30:0.45 31:0.98 32:0.80 34:0.87 36:0.60 37:0.86 39:0.86 41:0.94 43:0.65 44:0.93 45:0.90 46:0.88 47:0.93 48:0.98 55:0.45 64:0.77 66:0.97 69:0.27 70:0.78 71:0.93 74:0.55 77:0.96 78:0.88 79:0.98 81:0.42 83:0.91 86:0.82 91:0.62 96:0.94 97:0.89 98:0.98 99:0.83 100:0.73 101:0.52 104:0.58 107:0.94 108:0.21 110:0.95 111:0.88 114:0.56 117:0.86 120:0.90 122:0.86 123:0.20 125:0.97 126:0.54 127:0.79 129:0.05 131:0.95 135:0.24 137:0.98 138:0.97 139:0.85 140:0.90 144:0.57 145:0.77 146:0.92 147:0.93 149:0.79 150:0.59 151:0.96 152:0.91 153:0.88 154:0.77 155:0.67 157:0.61 158:0.72 159:0.53 160:0.99 161:0.74 162:0.86 164:0.83 165:0.70 166:0.91 167:0.76 169:0.96 172:0.92 173:0.29 176:0.55 177:0.70 179:0.28 181:0.84 182:0.99 186:0.83 187:0.21 191:0.95 192:0.87 195:0.69 196:0.97 201:0.74 202:0.83 204:0.85 208:0.64 212:0.83 215:0.39 216:0.75 219:0.87 220:0.62 222:0.35 227:0.94 229:0.99 231:0.87 232:0.80 235:0.88 241:0.67 242:0.30 243:0.97 246:0.61 247:0.90 248:0.92 253:0.90 254:0.86 255:0.95 256:0.87 259:0.21 260:0.86 261:0.97 262:0.93 265:0.98 266:0.27 267:0.73 268:0.89 271:0.39 276:0.85 279:0.82 281:0.88 282:0.88 284:0.98 285:0.62 287:0.97 289:0.93 290:0.56 292:0.95 297:0.36 300:0.70\n1 1:0.69 6:0.93 8:0.90 9:0.80 11:0.75 12:0.06 17:0.15 18:0.94 20:0.98 21:0.59 25:0.88 27:0.11 28:0.70 29:0.94 30:0.17 31:0.99 32:0.63 34:0.73 36:0.49 37:0.86 39:0.86 41:0.94 43:0.64 44:0.85 45:0.81 46:0.88 48:0.98 55:0.71 64:0.77 66:0.45 69:0.27 70:0.93 71:0.93 74:0.39 77:0.70 78:0.91 79:1.00 81:0.42 83:0.91 86:0.72 91:0.98 96:0.95 98:0.73 99:0.83 100:0.98 101:0.52 104:0.58 107:0.94 108:0.21 110:0.95 111:0.96 114:0.56 120:0.99 122:0.86 123:0.20 124:0.59 125:0.96 126:0.54 127:0.97 129:0.59 131:0.95 133:0.46 135:0.37 137:0.99 138:1.00 139:0.70 140:0.94 144:0.57 145:0.83 146:0.73 147:0.77 149:0.57 150:0.59 151:0.93 152:0.91 153:0.99 154:0.78 155:0.67 157:0.61 159:0.50 160:0.98 161:0.74 162:0.73 164:0.93 165:0.70 166:0.91 167:0.96 169:0.96 172:0.67 173:0.32 176:0.55 177:0.70 179:0.50 181:0.84 182:0.96 186:0.91 189:0.94 191:0.95 192:0.87 195:0.66 196:0.93 201:0.74 202:0.98 204:0.85 208:0.64 212:0.71 215:0.39 216:0.75 219:0.86 222:0.35 227:0.94 229:0.98 231:0.87 235:0.88 238:0.97 241:0.93 242:0.24 243:0.58 245:0.88 246:0.61 247:0.88 248:0.92 253:0.89 254:0.86 255:0.95 256:0.99 259:0.21 260:0.92 261:0.97 265:0.73 266:0.63 267:0.82 268:0.99 271:0.39 276:0.71 281:0.89 282:0.70 283:0.82 284:0.99 285:0.62 287:0.96 289:0.93 290:0.56 292:0.95 297:0.36 300:0.70\n1 6:0.99 8:0.96 9:0.80 12:0.06 17:0.73 20:0.99 21:0.78 27:0.47 28:0.83 30:0.11 34:0.21 36:0.49 37:0.91 39:0.69 41:0.90 43:0.20 66:0.29 69:0.39 70:0.84 74:0.49 78:0.82 83:0.80 91:0.84 96:0.91 98:0.24 100:0.93 104:0.58 108:0.86 111:0.86 120:0.94 123:0.86 124:0.72 127:0.63 129:0.59 133:0.64 135:0.18 140:0.96 145:0.79 146:0.23 147:0.29 149:0.19 151:0.93 152:0.91 153:0.78 154:0.82 155:0.67 159:0.69 161:0.71 162:0.56 164:0.91 167:0.97 169:0.91 172:0.27 173:0.27 177:0.38 178:0.52 179:0.83 181:0.71 186:0.82 189:0.99 191:0.91 192:0.59 202:0.89 208:0.64 212:0.57 216:0.36 220:0.62 222:0.95 235:0.97 238:0.98 241:0.91 242:0.71 243:0.40 245:0.56 247:0.39 248:0.90 253:0.87 254:0.86 255:0.79 256:0.89 259:0.21 260:0.94 261:0.90 265:0.26 266:0.47 267:0.73 268:0.89 271:0.40 276:0.25 283:0.82 285:0.62 300:0.55\n2 6:0.99 8:0.98 9:0.80 12:0.06 17:0.01 20:0.97 21:0.59 25:0.88 27:0.08 28:0.83 30:0.09 32:0.75 34:0.33 36:0.86 37:0.87 39:0.69 41:0.82 43:0.38 55:0.52 66:0.24 69:0.33 70:0.98 74:0.48 78:0.84 81:0.44 83:0.73 91:0.99 96:0.75 98:0.34 100:0.93 104:0.58 108:0.94 111:0.87 120:1.00 123:0.94 124:0.90 126:0.32 127:0.99 129:0.59 133:0.89 135:0.54 140:1.00 145:0.69 146:0.49 147:0.55 149:0.44 150:0.36 151:0.63 152:0.91 153:1.00 154:0.82 155:0.67 159:0.86 161:0.71 162:0.60 164:0.99 167:0.96 169:0.91 172:0.45 173:0.15 177:0.38 179:0.61 181:0.71 186:0.84 189:0.99 191:0.98 192:0.59 195:0.94 202:0.99 208:0.64 212:0.29 215:0.55 216:0.83 222:0.95 235:0.68 238:0.97 241:0.89 242:0.79 243:0.33 245:0.65 247:0.39 248:0.65 253:0.58 254:0.86 255:0.79 256:0.99 259:0.21 260:1.00 261:0.91 265:0.36 266:0.91 267:1.00 268:0.99 271:0.40 276:0.62 283:0.82 285:0.62 297:0.36 300:0.84\n3 6:0.98 8:0.96 9:0.80 12:0.06 17:0.82 20:0.97 21:0.59 27:0.11 28:0.83 30:0.62 34:0.42 36:0.35 37:0.94 39:0.69 41:0.95 43:0.28 55:0.52 66:0.30 69:0.33 70:0.34 74:0.66 78:0.93 81:0.33 83:0.85 91:0.92 96:0.97 98:0.14 100:0.99 104:0.58 108:0.85 111:0.98 114:0.64 120:0.94 122:0.51 123:0.85 124:0.71 126:0.32 127:0.89 129:0.59 133:0.64 135:0.42 140:0.80 146:0.20 147:0.25 149:0.12 150:0.30 151:0.99 152:0.98 153:0.98 154:0.80 155:0.67 158:0.85 159:0.61 161:0.71 162:0.64 163:0.79 164:0.87 167:0.94 169:0.97 172:0.16 173:0.29 176:0.56 177:0.38 179:0.95 181:0.71 186:0.93 189:0.99 191:0.92 192:0.59 202:0.88 208:0.64 212:0.30 216:0.37 222:0.95 232:0.75 235:0.68 238:0.99 241:0.82 242:0.33 243:0.37 245:0.43 247:0.39 248:0.95 253:0.97 254:0.80 255:0.79 256:0.88 259:0.21 260:0.94 261:0.98 265:0.15 266:0.27 267:0.92 268:0.90 271:0.40 276:0.20 285:0.62 290:0.64 300:0.25\n1 12:0.06 17:0.45 21:0.78 27:0.45 28:0.83 30:0.76 34:0.83 36:0.18 37:0.50 39:0.69 43:0.76 66:0.64 69:0.82 70:0.15 74:0.50 91:0.14 98:0.10 108:0.66 122:0.57 123:0.64 127:0.07 129:0.05 135:0.90 145:0.47 146:0.18 147:0.23 149:0.41 154:0.68 159:0.09 161:0.71 163:0.97 167:0.68 172:0.16 173:0.75 177:0.38 178:0.55 179:0.08 181:0.71 187:0.68 212:0.95 216:0.77 222:0.95 235:0.98 241:0.43 242:0.82 243:0.69 247:0.12 253:0.41 259:0.21 265:0.10 266:0.12 267:0.28 271:0.40 276:0.18 300:0.13\n2 1:0.74 6:0.98 8:0.95 9:0.80 12:0.06 17:0.85 20:0.82 21:0.05 27:0.11 28:0.83 30:0.68 34:0.74 36:0.29 37:0.94 39:0.69 41:0.88 43:0.35 55:0.45 66:0.32 69:0.15 70:0.31 74:0.81 76:0.85 77:0.70 78:0.86 81:0.93 83:0.81 91:0.49 96:0.87 98:0.34 100:0.95 104:0.58 108:0.12 111:0.91 114:0.95 120:0.78 122:0.67 123:0.12 124:0.70 126:0.54 127:0.59 129:0.59 133:0.64 135:0.39 140:0.45 145:0.41 146:0.35 147:0.42 149:0.25 150:0.96 151:0.90 152:0.99 153:0.69 154:0.88 155:0.67 159:0.41 161:0.71 162:0.74 163:0.75 164:0.71 165:0.90 167:0.73 169:0.97 172:0.21 173:0.27 176:0.73 177:0.38 179:0.90 181:0.71 186:0.86 187:0.21 189:0.98 192:0.59 195:0.63 201:0.74 202:0.61 208:0.64 212:0.19 215:0.91 216:0.37 220:0.62 222:0.95 232:0.75 235:0.12 238:0.98 241:0.58 242:0.45 243:0.49 245:0.48 247:0.47 248:0.85 253:0.89 254:0.80 255:0.79 256:0.58 259:0.21 260:0.79 261:0.98 265:0.37 266:0.47 267:0.98 268:0.64 271:0.40 276:0.30 282:0.84 285:0.62 290:0.95 297:0.36 300:0.25\n2 1:0.74 12:0.06 17:0.87 25:0.88 27:0.61 28:0.83 30:0.76 34:0.17 36:0.91 37:0.31 39:0.69 43:0.30 55:0.52 66:0.36 69:0.21 70:0.22 74:0.48 81:0.96 83:0.80 87:0.98 91:0.20 98:0.12 104:0.78 106:0.81 108:0.92 114:0.98 117:0.86 122:0.43 123:0.92 124:0.57 126:0.54 127:0.90 129:0.59 133:0.47 135:0.34 146:0.20 147:0.25 149:0.19 150:0.98 154:0.80 155:0.67 159:0.80 161:0.71 163:0.80 165:0.92 167:0.57 172:0.16 173:0.13 176:0.73 177:0.38 178:0.55 179:0.97 181:0.71 187:0.68 192:0.59 201:0.74 206:0.81 212:0.42 215:0.96 216:0.17 222:0.95 232:0.70 235:0.05 241:0.02 242:0.45 243:0.40 245:0.43 247:0.35 253:0.73 254:0.80 259:0.21 265:0.13 266:0.23 267:0.28 271:0.40 276:0.12 290:0.98 297:0.36 300:0.18\n1 12:0.06 17:0.43 21:0.40 25:0.88 27:0.08 28:0.83 30:0.45 34:0.66 36:0.34 37:0.87 39:0.69 43:0.23 55:0.71 66:0.53 69:0.21 70:0.74 74:0.56 81:0.42 91:0.17 98:0.60 104:0.58 108:0.74 114:0.68 117:0.86 123:0.72 124:0.52 126:0.32 127:0.75 129:0.59 133:0.47 135:0.60 146:0.22 147:0.27 149:0.30 150:0.36 154:0.88 159:0.50 161:0.71 167:0.66 172:0.45 173:0.27 176:0.56 177:0.38 178:0.55 179:0.79 181:0.71 187:0.95 191:0.76 212:0.58 216:0.83 222:0.95 232:0.84 235:0.42 241:0.32 242:0.52 243:0.37 245:0.64 247:0.39 253:0.56 254:0.80 259:0.21 265:0.61 266:0.54 267:0.98 271:0.40 276:0.36 290:0.68 300:0.55\n1 12:0.06 17:0.59 21:0.78 27:0.45 28:0.83 30:0.76 34:0.89 36:0.20 37:0.50 39:0.69 43:0.77 66:0.64 69:0.80 70:0.15 74:0.41 91:0.15 98:0.11 108:0.63 122:0.55 123:0.61 127:0.08 129:0.05 135:0.61 145:0.50 146:0.18 147:0.23 149:0.27 154:0.69 159:0.09 161:0.71 163:0.97 167:0.60 172:0.16 173:0.82 177:0.38 178:0.55 179:0.09 181:0.71 187:0.68 212:0.95 216:0.77 222:0.95 235:0.99 241:0.10 242:0.82 243:0.69 247:0.12 253:0.36 259:0.21 265:0.12 266:0.12 267:0.23 271:0.40 276:0.18 300:0.13\n1 6:0.98 8:0.97 9:0.80 12:0.06 17:0.24 20:0.97 21:0.78 27:0.10 28:0.83 34:0.56 36:0.26 37:0.92 39:0.69 41:0.90 78:0.85 83:0.80 91:0.95 96:0.86 100:0.96 104:0.58 111:0.92 120:0.94 135:0.80 140:0.97 151:0.86 152:0.93 153:0.84 155:0.67 161:0.71 162:0.55 164:0.90 167:0.97 169:0.94 175:0.91 178:0.48 181:0.71 186:0.86 189:0.99 191:0.95 192:0.59 202:0.88 208:0.64 216:0.41 220:0.62 222:0.95 238:0.98 241:0.93 244:0.83 248:0.84 253:0.80 255:0.79 256:0.86 257:0.84 259:0.21 260:0.94 261:0.94 267:0.85 268:0.87 271:0.40 277:0.87 285:0.62\n1 1:0.74 6:0.98 8:0.86 9:0.80 12:0.06 17:0.61 20:0.92 21:0.13 27:0.11 28:0.83 30:0.21 34:0.36 36:0.56 37:0.94 39:0.69 41:0.82 43:0.30 66:0.61 69:0.17 70:0.50 74:0.70 76:0.85 77:0.70 78:0.85 81:0.89 83:0.78 91:0.44 96:0.75 98:0.67 100:0.93 104:0.58 108:0.53 111:0.88 114:0.92 120:0.63 123:0.51 124:0.47 126:0.54 127:0.42 129:0.59 133:0.47 135:0.39 140:0.45 145:0.42 146:0.18 147:0.23 149:0.29 150:0.94 151:0.72 152:0.99 153:0.72 154:0.88 155:0.67 159:0.27 161:0.71 162:0.65 163:0.81 164:0.64 165:0.88 167:0.72 169:0.97 172:0.37 173:0.38 176:0.73 177:0.38 179:0.84 181:0.71 186:0.85 187:0.21 189:0.94 192:0.59 195:0.57 201:0.74 202:0.55 208:0.64 212:0.55 215:0.84 216:0.37 220:0.74 222:0.95 232:0.75 235:0.22 238:0.96 241:0.54 242:0.58 243:0.29 245:0.52 247:0.39 248:0.67 253:0.79 254:0.80 255:0.79 256:0.45 259:0.21 260:0.64 261:0.98 265:0.67 266:0.27 267:0.82 268:0.57 271:0.40 276:0.33 282:0.84 285:0.62 290:0.92 297:0.36 300:0.33\n0 11:0.57 12:0.51 17:0.34 21:0.78 27:0.45 28:0.99 30:0.45 34:0.84 36:0.17 37:0.50 39:0.79 43:0.78 66:0.49 69:0.78 70:0.25 74:0.46 85:0.72 91:0.27 98:0.19 101:0.71 108:0.62 122:0.43 123:0.59 124:0.48 127:0.40 129:0.05 133:0.39 135:0.73 145:0.52 146:0.29 147:0.35 149:0.46 154:0.70 159:0.59 161:0.84 163:0.80 167:0.55 172:0.16 173:0.73 177:0.38 178:0.55 179:0.97 181:0.56 187:0.68 212:0.61 216:0.77 222:0.60 235:0.31 241:0.37 242:0.63 243:0.60 245:0.39 247:0.30 253:0.39 259:0.21 265:0.20 266:0.17 267:0.44 271:0.20 276:0.13 300:0.18\n1 1:0.74 6:0.90 7:0.78 8:0.68 9:0.80 11:0.57 12:0.51 17:0.84 20:0.86 25:0.88 27:0.51 28:0.99 30:0.30 32:0.75 34:0.49 36:0.99 37:0.69 39:0.79 41:0.82 43:0.98 66:0.91 69:0.05 70:0.76 74:0.76 78:0.88 81:0.96 83:0.81 85:0.91 91:0.73 96:0.83 98:0.96 100:0.88 101:0.83 104:0.58 106:0.81 108:0.05 111:0.86 114:0.98 120:0.81 122:0.43 123:0.05 126:0.54 127:0.72 129:0.05 135:0.89 140:0.80 145:0.47 146:0.83 147:0.86 149:0.89 150:0.98 151:0.90 152:0.93 153:0.77 154:0.98 155:0.67 159:0.39 161:0.84 162:0.86 164:0.70 165:0.92 167:0.51 169:0.87 172:0.74 173:0.19 176:0.73 177:0.38 179:0.59 181:0.56 186:0.88 187:0.68 189:0.90 192:0.59 195:0.63 201:0.74 202:0.55 206:0.81 208:0.64 212:0.60 215:0.96 216:0.28 222:0.60 230:0.81 233:0.76 235:0.05 238:0.86 241:0.18 242:0.40 243:0.91 247:0.39 248:0.80 253:0.86 255:0.79 256:0.58 259:0.21 260:0.81 261:0.90 265:0.96 266:0.38 267:0.59 268:0.64 271:0.20 276:0.62 285:0.62 290:0.98 297:0.36 300:0.55\n1 1:0.74 6:0.97 7:0.78 8:0.86 9:0.80 12:0.51 17:0.16 20:0.92 21:0.30 27:0.28 28:0.99 30:0.29 32:0.75 34:0.56 36:0.92 37:0.62 39:0.79 43:0.39 55:0.59 66:0.95 69:0.15 70:0.66 74:0.52 78:0.91 81:0.86 83:0.75 91:0.62 96:0.74 98:0.94 100:0.93 104:0.95 106:0.81 108:0.12 111:0.91 114:0.86 120:0.85 123:0.12 126:0.54 127:0.60 129:0.05 135:0.51 140:0.94 145:0.61 146:0.92 147:0.93 149:0.77 150:0.91 151:0.69 152:0.97 153:0.72 154:0.88 155:0.67 159:0.53 161:0.84 162:0.81 164:0.80 165:0.84 167:0.57 169:0.96 172:0.87 173:0.20 176:0.73 177:0.38 179:0.36 181:0.56 186:0.91 187:0.68 189:0.96 190:0.77 192:0.59 195:0.73 201:0.74 202:0.70 206:0.81 208:0.64 212:0.84 215:0.72 216:0.50 220:0.62 222:0.60 230:0.81 233:0.76 235:0.52 238:0.91 241:0.46 242:0.80 243:0.95 247:0.39 248:0.65 253:0.72 254:0.74 255:0.79 256:0.75 259:0.21 260:0.85 261:0.97 265:0.94 266:0.54 267:0.52 268:0.76 271:0.20 276:0.78 283:0.71 285:0.62 290:0.86 297:0.36 300:0.55\n3 1:0.74 6:0.94 7:0.81 8:0.87 9:0.80 11:0.57 12:0.51 17:0.55 20:0.91 21:0.30 27:0.36 28:0.99 30:0.09 32:0.80 34:0.82 36:0.87 37:0.71 39:0.79 41:0.82 43:0.98 55:0.59 66:0.52 69:0.12 70:0.92 74:0.86 76:0.85 77:0.70 78:0.89 81:0.80 83:0.76 85:0.91 91:0.51 96:0.82 98:0.77 100:0.88 101:0.78 104:0.84 106:0.81 108:0.60 111:0.88 114:0.86 117:0.86 120:0.79 121:0.90 123:0.58 124:0.70 126:0.54 127:0.60 129:0.59 133:0.76 135:0.60 140:0.87 145:0.40 146:0.44 147:0.50 149:0.90 150:0.87 151:0.58 152:0.85 153:0.48 154:0.98 155:0.67 158:0.86 159:0.76 161:0.84 162:0.86 164:0.71 165:0.84 167:0.49 169:0.87 172:0.76 173:0.11 176:0.73 177:0.38 179:0.38 181:0.56 186:0.89 187:0.21 189:0.95 190:0.77 191:0.70 192:0.59 195:0.89 201:0.74 202:0.60 204:0.89 206:0.81 208:0.64 212:0.54 215:0.72 216:0.44 222:0.60 230:0.87 232:0.90 233:0.76 235:0.42 238:0.88 241:0.10 242:0.74 243:0.37 245:0.81 247:0.47 248:0.57 253:0.86 255:0.79 256:0.68 259:0.21 260:0.79 261:0.88 265:0.77 266:0.75 267:0.89 268:0.69 271:0.20 276:0.76 279:0.86 282:0.88 283:0.82 285:0.62 290:0.86 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.95 7:0.81 8:0.81 9:0.80 11:0.57 12:0.51 17:0.95 20:0.88 21:0.68 27:0.55 28:0.99 30:0.21 32:0.80 34:0.61 36:0.98 37:0.66 39:0.79 41:0.90 43:0.98 60:0.87 66:0.99 69:0.25 70:0.87 74:0.98 77:0.70 78:0.90 81:0.55 83:0.86 85:0.99 91:0.46 96:0.86 98:0.99 100:0.91 101:0.86 104:0.58 106:0.81 108:0.20 111:0.90 114:0.70 117:0.86 120:0.82 121:0.90 123:0.19 126:0.54 127:0.90 129:0.05 135:0.96 140:0.45 145:0.96 146:0.99 147:0.99 149:0.99 150:0.69 151:0.95 152:0.84 153:0.84 154:0.98 155:0.67 158:0.92 159:0.83 161:0.84 162:0.86 164:0.78 165:0.70 167:0.51 169:0.89 172:0.98 173:0.13 176:0.73 177:0.38 179:0.15 181:0.56 186:0.90 187:0.21 189:0.96 192:0.59 195:0.93 201:0.74 202:0.65 204:0.89 206:0.81 208:0.64 212:0.74 215:0.49 216:0.36 222:0.60 230:0.87 232:0.88 233:0.76 235:0.84 238:0.88 241:0.18 242:0.50 243:0.99 247:0.60 248:0.84 253:0.90 255:0.79 256:0.71 259:0.21 260:0.82 261:0.89 265:0.99 266:0.63 267:0.73 268:0.73 271:0.20 276:0.95 279:0.86 282:0.88 283:0.82 285:0.62 290:0.70 297:0.36 299:0.88 300:0.70\n1 1:0.74 6:0.90 7:0.81 8:0.77 9:0.80 11:0.57 12:0.51 17:0.73 20:0.92 21:0.22 25:0.88 27:0.51 28:0.99 30:0.26 32:0.75 34:0.39 36:0.97 37:0.69 39:0.79 41:0.94 43:0.84 55:0.45 66:0.45 69:0.15 70:0.89 74:0.72 78:0.88 81:0.91 83:0.82 85:0.85 91:0.82 96:0.92 98:0.70 100:0.90 101:0.79 104:0.58 108:0.12 111:0.88 114:0.90 120:0.93 121:0.90 123:0.12 124:0.59 126:0.54 127:0.91 129:0.59 133:0.47 135:0.79 138:0.98 140:0.87 145:0.49 146:0.65 147:0.70 149:0.83 150:0.95 151:0.97 152:0.93 153:0.96 154:0.81 155:0.67 159:0.45 161:0.84 162:0.86 164:0.92 165:0.84 167:0.82 169:0.87 172:0.67 173:0.27 176:0.73 177:0.38 179:0.50 181:0.56 186:0.89 189:0.92 192:0.59 195:0.63 201:0.74 202:0.84 204:0.89 208:0.64 212:0.71 215:0.79 216:0.28 222:0.60 230:0.87 233:0.76 235:0.52 238:0.88 241:0.79 242:0.74 243:0.58 245:0.88 247:0.39 248:0.93 253:0.92 255:0.79 256:0.89 259:0.21 260:0.94 261:0.90 265:0.70 266:0.47 267:0.69 268:0.90 271:0.20 276:0.71 283:0.71 285:0.62 290:0.90 297:0.36 300:0.70\n2 1:0.74 7:0.81 11:0.57 12:0.51 17:0.98 21:0.30 25:0.88 27:0.62 28:0.99 30:0.38 32:0.80 34:0.36 36:0.94 37:0.78 39:0.79 43:0.79 55:0.59 66:0.92 69:0.53 70:0.86 74:0.83 76:0.85 77:0.70 81:0.80 83:0.75 85:0.85 91:0.72 98:0.95 101:0.78 104:0.73 108:0.41 114:0.86 121:0.90 123:0.39 126:0.54 127:0.66 129:0.05 135:0.51 145:0.88 146:0.89 147:0.91 149:0.80 150:0.87 154:0.73 155:0.67 159:0.48 161:0.84 165:0.84 167:0.79 172:0.79 173:0.55 176:0.73 177:0.38 178:0.55 179:0.51 181:0.56 187:0.21 192:0.59 195:0.69 201:0.74 202:0.36 204:0.89 208:0.64 212:0.61 215:0.72 216:0.11 222:0.60 230:0.87 233:0.76 235:0.42 241:0.77 242:0.71 243:0.92 247:0.60 253:0.73 259:0.21 265:0.95 266:0.54 267:0.52 271:0.20 276:0.68 282:0.88 290:0.86 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.97 7:0.81 8:0.95 9:0.80 11:0.57 12:0.51 17:0.16 20:0.85 27:0.28 28:0.99 30:0.57 32:0.80 34:0.37 36:0.96 37:0.62 39:0.79 41:0.88 43:0.98 55:0.52 66:0.97 69:0.05 70:0.66 74:0.85 76:0.94 77:0.89 78:0.96 81:0.96 83:0.82 85:0.93 91:0.76 96:0.91 98:0.94 100:0.98 101:0.83 104:0.82 106:0.81 108:0.05 111:0.97 114:0.98 120:0.93 121:0.90 123:0.05 126:0.54 127:0.60 129:0.05 135:0.60 140:0.80 145:0.89 146:0.90 147:0.92 149:0.94 150:0.98 151:0.95 152:0.97 153:0.93 154:0.98 155:0.67 159:0.50 161:0.84 162:0.80 164:0.89 165:0.92 167:0.71 169:0.96 172:0.93 173:0.14 176:0.73 177:0.38 179:0.24 181:0.56 186:0.96 187:0.21 189:0.99 192:0.59 195:0.72 201:0.74 202:0.82 204:0.89 206:0.81 208:0.64 212:0.90 215:0.96 216:0.50 222:0.60 230:0.87 233:0.76 235:0.05 238:0.96 241:0.69 242:0.75 243:0.97 247:0.39 248:0.90 253:0.93 255:0.79 256:0.85 259:0.21 260:0.93 261:0.97 265:0.94 266:0.27 267:0.36 268:0.86 271:0.20 276:0.87 282:0.88 283:0.82 285:0.62 290:0.98 297:0.36 299:0.88 300:0.55\n2 6:0.94 7:0.78 8:0.81 9:0.80 11:0.57 12:0.51 17:0.26 20:0.99 21:0.30 27:0.21 28:0.99 30:0.33 34:0.34 36:0.84 37:0.74 39:0.79 41:0.82 43:0.75 55:0.52 66:0.92 69:0.10 70:0.76 74:0.69 76:0.97 78:0.88 81:0.70 83:0.76 85:0.80 91:0.63 96:0.80 98:0.86 100:0.92 101:0.76 104:0.84 106:0.81 108:0.09 111:0.88 120:0.89 123:0.09 126:0.32 127:0.37 129:0.05 135:0.19 140:0.93 146:0.82 147:0.85 149:0.75 150:0.50 151:0.87 152:0.90 153:0.90 154:0.65 155:0.67 159:0.38 161:0.84 162:0.82 164:0.82 167:0.62 169:0.89 172:0.77 173:0.21 177:0.38 179:0.44 181:0.56 186:0.88 187:0.39 189:0.95 192:0.59 202:0.73 206:0.81 208:0.64 212:0.61 215:0.72 216:0.95 222:0.60 230:0.81 233:0.76 235:0.31 238:0.91 241:0.57 242:0.72 243:0.92 247:0.39 248:0.78 253:0.80 255:0.79 256:0.77 259:0.21 260:0.89 261:0.90 265:0.86 266:0.38 267:0.79 268:0.78 271:0.20 276:0.66 283:0.82 285:0.62 297:0.36 300:0.55\n2 6:0.91 8:0.80 9:0.80 12:0.51 17:0.47 20:0.97 21:0.78 27:0.54 28:0.99 30:0.76 34:0.75 36:0.84 37:0.58 39:0.79 41:0.92 43:0.27 55:0.42 60:0.87 66:0.64 69:0.75 70:0.15 74:0.55 78:0.93 83:0.79 91:0.74 96:0.85 98:0.50 100:0.95 104:0.58 108:0.59 111:0.93 120:0.79 122:0.55 123:0.56 127:0.15 129:0.05 135:0.63 140:0.87 146:0.33 147:0.40 149:0.23 151:0.87 152:0.93 153:0.48 154:0.20 155:0.67 158:0.92 159:0.13 161:0.84 162:0.69 163:0.98 164:0.78 167:0.86 169:0.92 172:0.16 173:0.96 177:0.38 178:0.42 179:0.86 181:0.56 186:0.93 189:0.92 192:0.59 202:0.71 208:0.64 212:0.95 216:0.17 220:0.82 222:0.60 232:0.78 235:0.31 238:0.92 241:0.89 242:0.82 243:0.69 244:0.61 247:0.12 248:0.83 253:0.81 255:0.79 256:0.73 259:0.21 260:0.80 261:0.93 265:0.51 266:0.12 267:0.88 268:0.73 271:0.20 276:0.13 279:0.86 283:0.82 285:0.62 300:0.13\n1 1:0.74 7:0.81 12:0.69 17:0.47 21:0.59 27:0.70 28:0.66 32:0.75 34:0.50 36:0.99 37:0.43 39:0.50 43:0.22 66:0.36 69:0.89 74:0.47 81:0.65 83:0.73 91:0.11 98:0.08 104:0.58 108:0.78 114:0.74 121:0.90 123:0.76 126:0.54 127:0.06 129:0.05 135:0.73 145:0.59 146:0.05 147:0.05 149:0.09 150:0.76 154:0.15 155:0.67 159:0.05 161:0.86 165:0.70 167:0.65 172:0.05 173:0.98 175:0.75 176:0.73 177:0.05 178:0.55 181:0.59 187:0.39 192:0.59 195:0.67 201:0.74 204:0.89 208:0.64 215:0.55 216:0.27 222:0.76 230:0.87 233:0.76 235:0.84 241:0.44 243:0.51 244:0.61 253:0.58 257:0.65 259:0.21 265:0.09 267:0.44 271:0.66 277:0.69 290:0.74 297:0.36\n3 1:0.74 7:0.81 8:0.89 12:0.69 17:0.55 20:0.79 21:0.54 27:0.21 28:0.66 30:0.10 34:0.85 36:0.51 37:0.74 39:0.50 43:0.35 55:0.42 66:0.23 69:0.23 70:0.93 74:0.97 76:0.94 78:0.83 81:0.59 91:0.05 98:0.38 100:0.89 104:0.97 106:0.81 108:0.93 111:0.84 114:0.77 117:0.86 122:0.67 123:0.93 124:0.91 126:0.54 127:0.72 129:0.89 133:0.91 135:0.24 146:0.52 147:0.58 149:0.59 150:0.66 152:0.93 154:0.91 155:0.67 158:0.86 159:0.86 161:0.86 167:0.52 169:0.82 172:0.61 173:0.11 176:0.73 177:0.38 178:0.55 179:0.37 181:0.59 186:0.84 187:0.39 192:0.59 201:0.74 202:0.50 204:0.89 206:0.81 208:0.64 212:0.49 215:0.58 216:0.95 222:0.76 230:0.83 232:0.91 233:0.76 235:0.68 241:0.01 242:0.55 243:0.34 245:0.78 247:0.67 253:0.76 254:0.74 259:0.21 261:0.86 265:0.40 266:0.87 267:0.23 271:0.66 276:0.78 279:0.86 283:0.82 290:0.77 297:0.36 300:0.84\n1 1:0.74 6:0.92 8:0.86 9:0.80 11:0.57 12:0.69 17:0.82 20:0.94 21:0.30 27:0.52 28:0.66 30:0.54 32:0.80 34:0.56 36:0.75 37:0.69 39:0.50 41:0.88 43:0.98 55:0.52 60:0.87 66:0.90 69:0.12 70:0.72 74:0.93 77:0.70 78:0.93 81:0.75 83:0.81 85:0.90 91:0.38 96:0.91 98:0.94 100:0.99 101:0.84 104:0.95 106:0.81 108:0.10 111:0.99 114:0.86 117:0.86 120:0.84 122:0.43 123:0.10 126:0.54 127:0.60 129:0.05 135:0.18 140:0.45 145:0.47 146:0.73 147:0.77 149:0.87 150:0.84 151:0.96 152:0.87 153:0.87 154:0.98 155:0.67 158:0.92 159:0.30 161:0.86 162:0.85 164:0.77 165:0.84 167:0.58 169:1.00 172:0.71 173:0.35 176:0.73 177:0.38 179:0.60 181:0.59 186:0.93 187:0.68 189:0.94 192:0.59 195:0.56 201:0.74 202:0.69 206:0.81 208:0.64 212:0.80 215:0.72 216:0.38 222:0.76 232:0.97 235:0.42 238:0.98 241:0.18 242:0.37 243:0.90 247:0.60 248:0.86 253:0.93 255:0.79 256:0.73 259:0.21 260:0.85 261:0.97 265:0.94 266:0.54 267:0.59 268:0.76 271:0.66 276:0.58 279:0.86 282:0.88 283:0.82 285:0.62 290:0.86 297:0.36 299:0.88 300:0.70\n3 1:0.74 6:0.95 7:0.81 8:0.79 12:0.69 17:0.55 20:0.83 21:0.13 27:0.51 28:0.66 30:0.45 32:0.78 34:0.87 36:0.26 37:0.68 39:0.50 43:0.21 55:0.42 66:0.27 69:0.48 70:0.25 74:0.75 76:0.85 77:0.70 78:0.85 81:0.84 91:0.37 98:0.10 100:0.90 104:0.87 106:0.81 108:0.37 111:0.86 114:0.92 117:0.86 121:0.90 122:0.41 123:0.35 124:0.72 126:0.54 127:0.49 129:0.05 133:0.62 135:0.42 145:0.86 146:0.17 147:0.22 149:0.12 150:0.85 152:0.82 154:0.85 155:0.67 158:0.87 159:0.60 161:0.86 163:0.90 167:0.67 169:0.90 172:0.10 173:0.39 176:0.73 177:0.38 178:0.55 179:0.97 181:0.59 186:0.85 187:0.68 192:0.59 195:0.78 201:0.74 204:0.89 206:0.81 208:0.64 212:0.61 215:0.84 216:0.40 222:0.76 230:0.87 232:0.82 233:0.76 235:0.22 241:0.50 242:0.63 243:0.46 245:0.38 247:0.30 253:0.74 254:0.74 259:0.21 261:0.86 265:0.10 266:0.17 267:0.19 271:0.66 276:0.18 279:0.86 282:0.86 283:0.71 290:0.92 297:0.36 300:0.18\n0 12:0.69 17:0.32 21:0.71 27:0.45 28:0.66 30:0.38 34:0.77 36:0.22 37:0.50 39:0.50 43:0.27 55:0.59 66:0.20 69:0.71 70:0.78 74:0.60 77:0.70 81:0.29 91:0.10 98:0.35 108:0.86 123:0.52 124:0.72 126:0.32 127:0.42 129:0.05 133:0.62 135:0.81 145:0.44 146:0.52 147:0.58 149:0.34 150:0.27 154:0.65 159:0.59 161:0.86 167:0.59 172:0.27 173:0.64 177:0.38 178:0.55 179:0.78 181:0.59 187:0.68 195:0.80 212:0.28 215:0.48 216:0.77 222:0.76 235:0.84 241:0.21 242:0.75 243:0.40 245:0.56 247:0.39 253:0.48 254:0.94 259:0.21 265:0.24 266:0.63 267:0.89 271:0.66 276:0.38 282:0.84 283:0.71 297:0.36 300:0.55\n2 1:0.74 7:0.81 8:0.73 11:0.57 12:0.69 17:0.88 20:0.81 21:0.30 27:0.32 28:0.66 30:0.14 32:0.80 34:0.89 36:0.63 37:0.86 39:0.50 43:0.98 55:0.84 60:0.95 66:0.60 69:0.19 70:0.94 74:0.84 76:0.97 77:0.89 78:0.81 81:0.83 83:0.84 85:0.80 91:0.20 98:0.61 100:0.73 101:0.75 104:0.90 106:0.81 108:0.71 111:0.79 114:0.86 117:0.86 121:0.90 123:0.69 124:0.65 126:0.54 127:0.82 129:0.59 133:0.76 135:0.49 145:0.47 146:0.13 147:0.18 149:0.70 150:0.89 152:0.78 154:0.98 155:0.67 158:0.92 159:0.54 161:0.86 165:0.83 167:0.52 169:0.72 172:0.51 173:0.24 176:0.73 177:0.38 178:0.55 179:0.76 181:0.59 186:0.81 187:0.39 192:0.59 195:0.73 201:0.74 204:0.89 206:0.81 208:0.64 212:0.51 215:0.72 216:0.29 222:0.76 230:0.87 232:0.84 233:0.76 235:0.68 241:0.01 242:0.31 243:0.21 245:0.54 247:0.67 253:0.74 259:0.21 261:0.79 265:0.62 266:0.54 267:0.23 271:0.66 276:0.48 279:0.86 282:0.86 283:0.82 290:0.86 297:0.36 299:0.88 300:0.70\n1 1:0.74 7:0.81 12:0.69 17:0.73 20:0.80 21:0.59 27:0.72 28:0.66 30:0.33 32:0.75 34:0.26 36:0.95 39:0.50 43:0.39 55:0.71 66:0.54 69:0.90 70:0.69 74:0.64 78:0.72 81:0.65 83:0.73 91:0.65 98:0.57 100:0.73 104:0.74 108:0.79 111:0.72 114:0.74 121:0.90 122:0.41 123:0.78 124:0.55 126:0.54 127:0.80 129:0.05 133:0.62 135:0.23 145:0.59 146:0.65 147:0.05 149:0.34 150:0.76 152:0.77 154:0.29 155:0.67 159:0.56 161:0.86 165:0.70 167:0.92 169:0.72 172:0.32 173:0.95 176:0.73 177:0.05 178:0.55 179:0.91 181:0.59 186:0.73 192:0.59 195:0.73 201:0.74 204:0.89 208:0.64 212:0.19 215:0.55 216:0.02 222:0.76 230:0.87 233:0.76 235:0.84 241:0.87 242:0.19 243:0.19 244:0.61 245:0.45 247:0.55 253:0.62 257:0.65 259:0.21 261:0.73 265:0.58 266:0.47 267:0.69 271:0.66 276:0.31 290:0.74 297:0.36 300:0.43\n1 1:0.74 7:0.81 12:0.69 17:0.61 21:0.59 27:0.70 28:0.66 32:0.75 34:0.26 36:0.98 37:0.43 39:0.50 43:0.21 66:0.36 69:0.91 74:0.47 81:0.65 83:0.73 91:0.37 98:0.08 104:0.58 108:0.81 114:0.74 121:0.90 123:0.80 126:0.54 127:0.06 129:0.05 135:0.75 145:0.59 146:0.05 147:0.05 149:0.08 150:0.76 154:0.14 155:0.67 159:0.05 161:0.86 165:0.70 167:0.70 172:0.05 173:0.99 175:0.75 176:0.73 177:0.05 178:0.55 181:0.59 187:0.39 192:0.59 195:0.71 201:0.74 204:0.89 208:0.64 215:0.55 216:0.27 222:0.76 230:0.87 233:0.76 235:0.84 241:0.58 243:0.51 244:0.61 253:0.58 257:0.65 259:0.21 265:0.08 267:0.36 271:0.66 277:0.69 290:0.74 297:0.36\n2 1:0.74 6:0.93 8:0.85 12:0.69 17:0.51 20:0.84 21:0.05 27:0.62 28:0.66 30:0.33 34:0.70 36:0.49 37:0.50 39:0.50 43:0.79 55:0.42 66:0.79 69:0.74 70:0.49 74:0.74 77:0.89 78:0.87 81:0.88 91:0.44 98:0.30 100:0.95 108:0.57 111:0.91 114:0.95 122:0.57 123:0.55 126:0.54 127:0.12 129:0.05 135:0.44 145:0.85 146:0.35 147:0.42 149:0.61 150:0.90 152:0.80 154:0.72 155:0.67 159:0.14 161:0.86 167:0.62 169:0.93 172:0.41 173:0.79 176:0.73 177:0.38 178:0.55 179:0.22 181:0.59 186:0.87 187:0.39 189:0.94 192:0.59 195:0.69 201:0.74 212:0.89 215:0.91 216:0.19 222:0.76 235:0.12 238:0.96 241:0.35 242:0.63 243:0.80 247:0.39 253:0.75 254:0.74 259:0.21 261:0.87 265:0.32 266:0.17 267:0.23 271:0.66 276:0.34 282:0.84 283:0.82 290:0.95 297:0.36 300:0.33\n1 1:0.74 6:0.87 7:0.81 8:0.73 9:0.80 12:0.69 17:0.51 20:0.91 21:0.47 27:0.21 28:0.66 30:0.72 34:0.77 36:0.77 37:0.74 39:0.50 43:0.33 55:0.42 66:0.33 69:0.19 70:0.56 74:0.87 76:0.85 78:0.79 81:0.63 91:0.40 96:0.78 98:0.68 100:0.82 104:0.93 106:0.81 108:0.15 111:0.79 114:0.80 117:0.86 120:0.66 122:0.43 123:0.15 124:0.73 126:0.54 127:0.49 129:0.81 133:0.67 135:0.26 140:0.45 146:0.78 147:0.82 149:0.24 150:0.69 151:0.73 152:0.94 153:0.78 154:0.92 155:0.67 158:0.86 159:0.55 161:0.86 162:0.57 164:0.74 167:0.62 169:0.82 172:0.51 173:0.20 176:0.73 177:0.38 179:0.54 181:0.59 186:0.80 187:0.39 192:0.59 201:0.74 202:0.69 204:0.89 206:0.81 208:0.64 212:0.37 215:0.63 216:0.95 220:0.74 222:0.76 230:0.83 232:0.98 233:0.76 235:0.60 241:0.32 242:0.40 243:0.50 245:0.76 247:0.60 248:0.72 253:0.83 254:0.74 255:0.79 256:0.64 259:0.21 260:0.67 261:0.86 265:0.68 266:0.75 267:0.44 268:0.68 271:0.66 276:0.61 279:0.86 283:0.67 285:0.62 290:0.80 297:0.36 300:0.55\n2 1:0.74 6:0.87 7:0.81 8:0.82 11:0.57 12:0.69 17:0.66 20:0.92 21:0.22 25:0.88 27:0.62 28:0.66 30:0.30 32:0.80 34:0.64 36:0.45 37:0.55 39:0.50 43:0.98 66:0.33 69:0.15 70:0.60 74:0.86 76:0.85 77:0.89 78:0.86 81:0.86 83:0.75 85:0.85 91:0.20 98:0.62 100:0.91 101:0.80 104:0.58 108:0.12 111:0.86 114:0.90 117:0.86 121:0.90 122:0.41 123:0.62 124:0.61 126:0.54 127:0.75 129:0.59 133:0.47 135:0.60 145:0.50 146:0.26 147:0.32 149:0.74 150:0.91 152:0.86 154:0.98 155:0.67 158:0.85 159:0.36 161:0.86 165:0.84 167:0.65 169:0.88 172:0.32 173:0.33 176:0.73 177:0.38 178:0.55 179:0.82 181:0.59 186:0.86 187:0.39 189:0.88 192:0.59 195:0.58 201:0.74 204:0.89 208:0.64 212:0.61 215:0.79 216:0.18 222:0.76 230:0.87 232:0.95 233:0.76 235:0.52 238:0.92 241:0.44 242:0.24 243:0.50 245:0.64 247:0.60 253:0.75 259:0.21 261:0.88 265:0.28 266:0.47 267:0.59 271:0.66 276:0.35 282:0.88 283:0.82 290:0.90 297:0.36 299:0.88 300:0.43\n3 6:0.86 8:0.80 9:0.80 12:0.69 17:0.53 20:0.96 21:0.13 27:0.34 28:0.66 30:0.58 34:0.53 36:0.64 37:0.62 39:0.50 41:0.82 43:0.19 55:0.42 66:0.27 69:0.21 70:0.44 74:0.62 78:0.83 81:0.71 83:0.74 91:0.11 96:0.89 98:0.30 100:0.89 108:0.17 111:0.84 114:0.74 117:0.86 120:0.80 122:0.43 123:0.16 124:0.80 126:0.32 127:0.75 129:0.81 133:0.76 135:0.69 138:0.97 140:0.87 146:0.45 147:0.51 149:0.07 150:0.52 151:0.87 152:0.89 153:0.48 154:0.77 155:0.67 159:0.67 161:0.86 162:0.68 163:0.88 164:0.78 167:0.62 169:0.86 172:0.21 173:0.18 176:0.56 177:0.38 178:0.48 179:0.89 181:0.59 186:0.83 187:0.68 189:0.88 192:0.59 202:0.73 208:0.64 212:0.37 216:0.79 220:0.62 222:0.76 232:0.82 235:0.12 238:0.91 241:0.35 242:0.58 243:0.46 245:0.48 247:0.39 248:0.87 253:0.87 254:0.74 255:0.79 256:0.75 259:0.21 260:0.81 261:0.87 265:0.32 266:0.38 267:0.17 268:0.75 271:0.66 276:0.35 283:0.82 285:0.62 290:0.74 300:0.33\n0 11:0.57 12:0.69 17:0.32 21:0.13 27:0.45 28:0.66 30:0.30 32:0.75 34:0.52 36:0.17 37:0.50 39:0.50 43:0.76 55:0.84 66:0.25 69:0.68 70:0.88 74:0.50 81:0.65 85:0.72 91:0.09 98:0.43 101:0.69 108:0.83 123:0.82 124:0.84 126:0.32 127:0.61 129:0.05 133:0.82 135:0.76 145:0.49 146:0.54 147:0.60 149:0.64 150:0.47 154:0.68 159:0.80 161:0.86 163:0.93 167:0.60 172:0.45 173:0.49 177:0.38 178:0.55 179:0.57 181:0.59 187:0.68 195:0.92 212:0.16 215:0.84 216:0.77 222:0.76 235:0.12 241:0.24 242:0.79 243:0.34 245:0.69 247:0.47 253:0.41 259:0.21 265:0.45 266:0.91 267:0.36 271:0.66 276:0.61 277:0.69 283:0.82 297:0.36 300:0.70\n1 7:0.81 8:0.92 9:0.80 12:0.69 17:0.43 20:0.91 21:0.78 27:0.29 28:0.66 34:0.52 36:0.51 37:0.89 39:0.50 41:0.82 74:0.47 78:0.82 83:0.73 91:0.94 96:0.89 100:0.87 111:0.82 120:0.76 121:0.90 135:0.23 138:0.99 140:0.98 145:0.99 151:0.69 152:0.85 153:0.72 155:0.67 161:0.86 162:0.47 164:0.81 167:0.92 169:0.85 175:0.91 178:0.54 181:0.59 186:0.82 190:0.77 191:0.82 192:0.59 202:0.93 204:0.89 208:0.64 216:0.39 222:0.76 230:0.87 233:0.76 235:0.12 241:0.86 244:0.83 248:0.79 253:0.85 255:0.79 256:0.81 257:0.84 259:0.21 260:0.77 261:0.85 267:0.44 268:0.80 271:0.66 277:0.87 285:0.62\n2 1:0.74 6:0.87 7:0.81 8:0.77 11:0.57 12:0.69 17:0.55 20:0.88 21:0.47 27:0.21 28:0.66 30:0.16 34:0.85 36:0.53 37:0.74 39:0.50 43:0.86 55:0.42 66:0.95 69:0.19 70:0.81 74:0.96 76:0.85 78:0.82 81:0.63 85:0.80 91:0.14 98:0.90 100:0.83 101:0.75 104:0.97 106:0.81 108:0.15 111:0.81 114:0.80 117:0.86 122:0.57 123:0.15 126:0.54 127:0.47 129:0.05 135:0.17 146:0.90 147:0.92 149:0.89 150:0.69 152:0.94 154:0.92 155:0.67 158:0.87 159:0.50 161:0.86 167:0.56 169:0.82 172:0.87 173:0.23 176:0.73 177:0.38 178:0.55 179:0.33 181:0.59 186:0.82 187:0.39 192:0.59 201:0.74 204:0.89 206:0.81 208:0.64 212:0.71 215:0.63 216:0.95 222:0.76 230:0.83 232:0.91 233:0.66 235:0.60 241:0.10 242:0.36 243:0.95 247:0.60 253:0.76 259:0.21 261:0.86 265:0.90 266:0.38 267:0.76 271:0.66 276:0.77 279:0.86 283:0.71 290:0.80 297:0.36 300:0.70\n3 1:0.74 6:0.95 7:0.81 8:0.92 12:0.69 17:0.69 20:0.84 21:0.13 27:0.51 28:0.66 30:0.45 32:0.78 34:0.85 36:0.25 37:0.68 39:0.50 43:0.21 55:0.42 66:0.27 69:0.48 70:0.25 74:0.75 76:0.85 77:0.70 78:0.81 81:0.84 91:0.37 98:0.10 100:0.94 104:0.87 106:0.81 108:0.37 111:0.87 114:0.92 117:0.86 121:0.90 122:0.41 123:0.35 124:0.72 126:0.54 127:0.49 129:0.05 133:0.62 135:0.47 145:0.86 146:0.17 147:0.22 149:0.12 150:0.85 152:0.82 154:0.85 155:0.67 158:0.87 159:0.60 161:0.86 163:0.90 167:0.67 169:0.90 172:0.10 173:0.39 176:0.73 177:0.38 178:0.55 179:0.97 181:0.59 186:0.82 187:0.39 192:0.59 195:0.78 201:0.74 204:0.89 206:0.81 208:0.64 212:0.61 215:0.84 216:0.40 222:0.76 230:0.87 232:0.82 233:0.76 235:0.22 241:0.51 242:0.63 243:0.46 245:0.38 247:0.30 253:0.74 254:0.74 259:0.21 261:0.87 265:0.10 266:0.17 267:0.19 271:0.66 276:0.18 279:0.86 282:0.86 283:0.71 290:0.92 297:0.36 300:0.18\n2 1:0.74 6:0.97 7:0.81 8:0.84 9:0.80 11:0.87 12:0.51 17:0.15 18:0.98 20:0.99 21:0.30 22:0.93 27:0.21 28:0.73 29:0.62 30:0.42 31:0.99 34:0.44 36:0.84 37:0.74 39:0.67 41:0.95 43:0.97 45:0.93 47:0.93 60:0.98 64:0.77 66:0.43 69:0.15 70:0.82 71:0.73 74:0.85 78:0.85 79:0.99 81:0.59 83:0.91 85:0.90 86:0.96 91:0.73 96:0.96 97:0.89 98:0.58 100:0.91 101:0.97 104:0.84 106:0.81 108:0.12 111:0.86 114:0.65 117:0.86 120:0.92 121:0.90 122:0.85 123:0.12 124:0.79 126:0.54 127:0.81 129:0.59 131:0.93 133:0.81 135:0.44 137:0.99 139:0.97 140:0.45 144:0.76 146:0.88 147:0.90 149:0.95 150:0.76 151:0.99 152:0.99 153:0.95 154:0.97 155:0.67 157:0.98 158:0.92 159:0.82 161:0.71 162:0.61 164:0.86 165:0.93 166:0.89 167:0.73 169:0.86 172:0.87 173:0.10 176:0.73 177:0.70 179:0.22 181:0.73 182:0.99 186:0.85 187:0.39 189:0.98 192:0.87 196:0.99 201:0.93 202:0.88 204:0.89 206:0.81 208:0.64 212:0.61 215:0.44 216:0.95 219:0.95 222:0.90 227:0.96 229:0.99 230:0.87 231:0.85 232:0.90 233:0.76 235:0.52 238:0.94 241:0.51 242:0.19 243:0.57 245:0.93 246:0.99 247:0.90 248:0.94 253:0.96 255:0.95 256:0.88 259:0.21 260:0.90 261:0.89 262:0.93 265:0.59 266:0.87 267:0.52 268:0.89 271:0.69 276:0.90 279:0.86 281:0.91 283:0.82 284:0.98 285:0.62 287:0.99 290:0.65 292:0.95 297:0.36 300:0.84\n3 1:0.74 6:0.91 9:0.80 11:0.87 12:0.51 17:0.02 18:0.96 20:0.84 21:0.05 27:0.52 28:0.73 29:0.62 30:0.56 31:0.96 34:0.66 36:0.76 37:0.45 39:0.67 41:0.90 43:0.96 45:0.77 64:0.77 66:0.94 69:0.10 70:0.62 71:0.73 74:0.77 78:0.80 79:0.95 81:0.79 83:0.91 85:0.88 86:0.97 91:0.54 96:0.86 98:0.98 100:0.84 101:0.97 108:0.09 111:0.80 114:0.89 120:0.78 122:0.57 123:0.09 126:0.54 127:0.85 129:0.05 131:0.93 135:0.42 137:0.96 139:0.96 140:0.45 144:0.76 146:0.81 147:0.84 149:0.90 150:0.87 151:0.93 152:0.96 153:0.78 154:0.96 155:0.67 157:0.98 159:0.37 161:0.71 162:0.72 164:0.73 165:0.93 166:0.90 167:0.74 169:0.92 172:0.83 173:0.28 176:0.73 177:0.70 179:0.47 181:0.73 182:0.99 186:0.81 187:0.87 192:0.87 196:0.98 201:0.93 202:0.64 208:0.64 212:0.73 215:0.78 216:0.46 222:0.90 227:0.96 229:0.99 231:0.84 235:0.22 241:0.56 242:0.18 243:0.94 246:0.99 247:0.86 248:0.85 253:0.88 255:0.95 256:0.64 259:0.21 260:0.78 261:0.94 265:0.98 266:0.47 267:0.44 268:0.67 271:0.69 276:0.72 284:0.94 285:0.62 287:0.99 290:0.89 297:0.36 300:0.55\n4 1:0.74 6:0.91 8:0.77 9:0.80 11:0.87 12:0.51 17:0.04 18:0.95 20:0.99 21:0.05 27:0.52 28:0.73 29:0.62 30:0.66 31:0.99 34:0.36 36:0.55 37:0.45 39:0.67 41:0.98 43:0.81 45:0.73 60:0.95 64:0.77 66:0.93 69:0.23 70:0.49 71:0.73 74:0.75 78:0.92 79:0.99 81:0.79 83:0.91 85:0.90 86:0.91 91:0.90 96:0.97 98:0.92 100:0.96 101:0.97 108:0.18 111:0.93 114:0.89 120:0.95 122:0.57 123:0.18 126:0.54 127:0.53 129:0.05 131:0.93 135:0.28 137:0.99 139:0.92 140:0.45 144:0.76 146:0.85 147:0.88 149:0.91 150:0.87 151:0.99 152:0.96 153:0.95 154:0.76 155:0.67 157:0.99 158:0.92 159:0.42 161:0.71 162:0.80 164:0.92 165:0.93 166:0.90 167:1.00 169:0.92 172:0.80 173:0.32 176:0.73 177:0.70 179:0.45 181:0.73 182:0.99 186:0.92 189:0.93 191:0.89 192:0.87 196:0.99 201:0.93 202:0.90 208:0.64 212:0.77 215:0.78 216:0.46 219:0.95 220:0.62 222:0.90 227:0.96 229:1.00 231:0.85 235:0.22 238:0.94 241:0.95 242:0.22 243:0.93 246:0.99 247:0.76 248:0.97 253:0.97 255:0.95 256:0.92 259:0.21 260:0.94 261:0.94 265:0.92 266:0.27 267:0.52 268:0.93 271:0.69 276:0.69 279:0.86 283:0.82 284:0.99 285:0.62 287:0.99 290:0.89 292:0.95 297:0.36 300:0.43\n2 1:0.74 6:0.99 8:0.88 9:0.80 11:0.78 12:0.51 17:0.16 18:0.64 20:0.80 21:0.30 27:0.17 28:0.73 29:0.62 30:0.62 31:0.87 34:0.55 36:0.77 37:1.00 39:0.67 41:0.82 43:0.80 64:0.77 66:0.75 69:0.41 70:0.34 71:0.73 74:0.42 78:0.85 79:0.87 81:0.59 83:0.91 85:0.72 86:0.74 91:0.70 96:0.70 98:0.81 100:0.91 101:0.87 108:0.31 111:0.86 114:0.65 120:0.56 123:0.30 126:0.54 127:0.30 129:0.05 131:0.93 135:0.51 137:0.87 139:0.71 140:0.45 144:0.76 146:0.56 147:0.62 149:0.57 150:0.76 151:0.53 152:0.92 153:0.78 154:0.74 155:0.67 157:0.87 159:0.20 161:0.71 162:0.53 164:0.65 165:0.93 166:0.89 167:0.79 169:1.00 172:0.32 173:0.63 176:0.73 177:0.70 179:0.89 181:0.73 182:0.98 186:0.85 187:0.21 191:0.80 192:0.87 196:0.88 201:0.93 202:0.62 208:0.64 212:0.30 215:0.44 216:0.48 220:0.87 222:0.90 227:0.96 229:0.98 231:0.84 235:0.52 241:0.67 242:0.33 243:0.77 246:0.99 247:0.39 248:0.52 253:0.50 255:0.95 256:0.45 259:0.21 260:0.57 261:0.98 265:0.81 266:0.27 267:0.36 268:0.58 271:0.69 276:0.25 284:0.91 285:0.62 287:0.99 290:0.65 297:0.36 300:0.25\n2 1:0.74 6:0.97 7:0.81 8:0.86 9:0.80 11:0.87 12:0.51 17:0.12 18:0.88 20:0.98 21:0.40 22:0.93 27:0.21 28:0.73 29:0.62 30:0.72 31:0.96 34:0.50 36:0.61 37:0.74 39:0.67 41:0.92 43:0.97 45:0.66 47:0.93 48:0.91 60:0.87 64:0.77 66:0.77 69:0.17 70:0.50 71:0.73 74:0.82 78:0.79 79:0.96 81:0.54 83:0.91 85:0.91 86:0.93 91:0.44 96:0.87 98:0.80 100:0.81 101:0.97 104:0.84 106:0.81 108:0.61 111:0.78 114:0.62 117:0.86 120:0.77 121:0.99 122:0.57 123:0.59 124:0.40 126:0.54 127:0.56 129:0.59 131:0.93 133:0.46 135:0.17 137:0.96 139:0.95 140:0.45 144:0.76 146:0.17 147:0.22 149:0.92 150:0.74 151:0.82 152:0.99 153:0.46 154:0.97 155:0.67 157:0.99 158:0.91 159:0.49 161:0.71 162:0.68 164:0.76 165:0.93 166:0.89 167:0.72 169:0.86 172:0.78 173:0.23 176:0.73 177:0.70 179:0.46 181:0.73 182:0.99 186:0.80 187:0.39 192:0.87 196:0.98 201:0.93 202:0.76 204:0.89 206:0.81 208:0.64 212:0.82 215:0.42 216:0.95 219:0.95 220:0.62 222:0.90 227:0.96 229:0.99 230:0.87 231:0.84 232:0.90 233:0.76 235:0.60 241:0.46 242:0.33 243:0.18 245:0.76 246:0.99 247:0.74 248:0.84 253:0.88 255:0.95 256:0.79 259:0.21 260:0.78 261:0.89 262:0.93 265:0.80 266:0.63 267:0.85 268:0.79 271:0.69 276:0.67 279:0.86 281:0.91 283:0.78 284:0.96 285:0.62 287:0.99 290:0.62 292:0.91 297:0.36 300:0.55\n2 1:0.74 8:0.84 9:0.80 11:0.78 12:0.51 17:0.15 18:0.64 20:0.86 21:0.30 25:0.88 27:0.16 28:0.73 29:0.62 30:0.76 31:0.87 34:0.49 36:0.39 37:1.00 39:0.67 41:0.82 43:0.79 64:0.77 66:0.54 69:0.75 70:0.22 71:0.73 74:0.42 78:0.81 79:0.87 81:0.59 83:0.91 85:0.72 86:0.73 91:0.69 96:0.69 98:0.23 100:0.87 101:0.87 104:0.75 108:0.58 111:0.82 114:0.65 120:0.55 122:0.41 123:0.56 124:0.45 126:0.54 127:0.32 129:0.05 131:0.93 133:0.37 135:0.34 137:0.87 139:0.71 140:0.45 144:0.76 146:0.22 147:0.05 149:0.56 150:0.76 151:0.52 152:0.81 153:0.48 154:0.73 155:0.67 157:0.87 159:0.21 161:0.71 162:0.86 164:0.57 165:0.93 166:0.89 167:0.72 169:0.85 172:0.21 173:0.94 176:0.73 177:0.05 179:0.93 181:0.73 182:0.98 186:0.81 187:0.39 191:0.86 192:0.87 196:0.88 201:0.93 202:0.36 208:0.64 212:0.42 215:0.44 216:0.22 220:0.87 222:0.90 227:0.96 229:0.99 231:0.84 235:0.52 241:0.46 242:0.45 243:0.26 245:0.40 246:0.99 247:0.35 248:0.51 253:0.50 255:0.95 256:0.45 257:0.84 259:0.21 260:0.56 261:0.82 265:0.25 266:0.23 267:0.59 268:0.46 271:0.69 276:0.15 284:0.89 285:0.62 287:0.99 290:0.65 297:0.36 300:0.18\n2 1:0.74 8:0.79 9:0.80 11:0.92 12:0.51 17:0.47 18:0.98 20:0.96 21:0.71 27:0.68 28:0.73 29:0.62 30:0.42 31:0.95 34:0.70 36:0.95 37:0.47 39:0.67 41:0.94 43:0.91 45:0.88 60:0.87 64:0.77 66:0.20 69:0.45 70:0.86 71:0.73 74:0.84 78:0.76 79:0.95 81:0.44 83:0.91 85:0.98 86:0.96 91:0.40 96:0.84 98:0.43 100:0.73 101:0.97 104:0.88 106:0.81 108:0.80 111:0.75 114:0.55 120:0.81 122:0.57 123:0.78 124:0.95 126:0.54 127:0.98 129:0.98 131:0.93 133:0.95 135:0.66 137:0.95 139:0.96 140:0.80 144:0.76 146:0.17 147:0.22 149:0.96 150:0.69 151:0.92 152:0.89 153:0.72 154:0.91 155:0.67 157:0.99 158:0.91 159:0.95 161:0.71 162:0.60 164:0.76 165:0.93 166:0.89 167:0.67 169:0.72 172:0.90 173:0.11 176:0.73 177:0.70 178:0.42 179:0.14 181:0.73 182:0.99 186:0.77 187:0.39 192:0.87 196:0.97 201:0.93 202:0.74 206:0.81 208:0.64 212:0.48 215:0.37 216:0.29 219:0.95 222:0.90 227:0.96 229:0.99 231:0.84 235:0.95 241:0.24 242:0.16 243:0.07 245:0.96 246:0.99 247:0.93 248:0.82 253:0.87 255:0.95 256:0.79 259:0.21 260:0.76 261:0.78 265:0.45 266:0.96 267:0.52 268:0.75 271:0.69 276:0.96 279:0.86 283:0.78 284:0.95 285:0.62 287:0.99 290:0.55 292:0.91 297:0.36 300:0.94\n1 1:0.74 11:0.78 12:0.51 17:0.30 18:0.65 21:0.54 27:0.45 28:0.73 29:0.62 30:0.91 34:0.89 36:0.18 37:0.50 39:0.67 43:0.82 64:0.77 66:0.69 69:0.70 70:0.13 71:0.73 74:0.43 81:0.48 83:0.91 85:0.72 86:0.74 91:0.20 98:0.34 101:0.87 108:0.53 114:0.59 122:0.57 123:0.51 126:0.54 127:0.12 129:0.05 131:0.61 135:0.26 139:0.72 144:0.76 145:0.52 146:0.42 147:0.49 149:0.58 150:0.72 154:0.77 155:0.67 157:0.85 159:0.16 161:0.71 163:0.75 165:0.93 166:0.89 167:0.65 172:0.21 173:0.70 176:0.73 177:0.70 178:0.55 179:0.54 181:0.73 182:0.97 187:0.68 192:0.87 201:0.93 208:0.64 212:0.61 215:0.39 216:0.77 222:0.90 227:0.61 229:0.61 231:0.83 235:0.74 241:0.12 242:0.63 243:0.73 246:0.99 247:0.30 253:0.42 259:0.21 265:0.36 266:0.17 267:0.23 271:0.69 276:0.13 287:0.61 290:0.59 297:0.36 300:0.13\n1 1:0.74 11:0.78 12:0.51 17:0.24 18:0.83 21:0.54 27:0.45 28:0.73 29:0.62 30:0.44 34:0.86 36:0.18 37:0.50 39:0.67 43:0.82 55:0.71 64:0.77 66:0.10 69:0.69 70:0.82 71:0.73 74:0.43 81:0.48 83:0.91 85:0.72 86:0.75 91:0.18 98:0.25 101:0.87 108:0.53 114:0.59 123:0.88 124:0.90 126:0.54 127:0.38 129:0.05 131:0.61 133:0.89 135:0.85 139:0.72 144:0.76 145:0.49 146:0.39 147:0.46 149:0.73 150:0.72 154:0.77 155:0.67 157:0.82 159:0.73 161:0.71 165:0.93 166:0.89 167:0.71 172:0.48 173:0.51 176:0.73 177:0.70 178:0.55 179:0.45 181:0.73 182:0.97 187:0.68 192:0.87 201:0.93 208:0.64 212:0.50 215:0.39 216:0.77 222:0.90 227:0.61 229:0.61 231:0.83 235:0.74 241:0.44 242:0.45 243:0.44 245:0.67 246:0.99 247:0.74 253:0.42 259:0.21 265:0.23 266:0.87 267:0.52 271:0.69 276:0.65 277:0.69 287:0.61 290:0.59 297:0.36 300:0.70\n2 9:0.80 11:0.87 12:0.51 17:0.30 18:0.94 20:0.87 21:0.30 27:0.55 28:0.73 29:0.62 30:0.17 31:0.93 32:0.80 34:0.36 36:0.93 37:0.34 39:0.67 41:0.82 43:0.74 44:0.93 45:0.66 55:0.71 60:0.87 64:0.77 66:0.30 69:0.83 70:0.92 71:0.73 74:0.73 77:0.70 78:0.76 79:0.94 81:0.30 83:0.91 85:0.90 86:0.89 91:0.15 96:0.79 98:0.45 100:0.73 101:0.97 108:0.89 111:0.75 120:0.67 122:0.85 123:0.74 124:0.76 126:0.26 127:0.29 129:0.81 131:0.93 133:0.74 135:0.92 137:0.93 139:0.92 140:0.80 144:0.76 145:0.91 146:0.31 147:0.38 149:0.81 150:0.28 151:0.82 152:0.82 153:0.46 154:0.65 155:0.67 157:0.97 158:0.92 159:0.81 161:0.71 162:0.77 164:0.54 166:0.74 167:0.67 169:0.72 172:0.75 173:0.59 177:0.70 179:0.20 181:0.73 182:0.98 186:0.77 187:0.68 192:0.87 195:0.97 196:0.96 202:0.55 208:0.64 212:0.58 216:0.72 219:0.95 220:0.62 222:0.90 227:0.96 229:0.99 231:0.84 235:0.31 241:0.24 242:0.21 243:0.17 245:0.89 246:0.61 247:0.90 248:0.74 253:0.79 255:0.95 256:0.58 259:0.21 260:0.68 261:0.77 265:0.38 266:0.63 267:0.36 268:0.58 271:0.69 276:0.82 279:0.86 282:0.88 283:0.82 284:0.87 285:0.62 287:0.99 292:0.95 299:0.88 300:0.94\n3 1:0.74 6:0.99 7:0.63 8:0.99 9:0.80 12:0.51 17:0.13 20:0.95 21:0.30 27:0.17 28:0.73 29:0.62 30:0.11 31:0.99 32:0.80 34:0.62 36:0.73 37:1.00 39:0.67 41:0.98 43:0.14 44:0.93 48:0.91 55:0.45 60:0.87 64:0.77 66:0.61 69:0.63 70:0.54 71:0.73 74:0.59 76:0.85 77:0.70 78:0.96 79:0.99 81:0.59 83:0.91 91:0.92 96:0.97 97:0.99 98:0.54 100:1.00 108:0.48 111:0.99 114:0.65 120:0.92 123:0.46 124:0.43 126:0.54 127:0.48 129:0.59 131:0.93 133:0.47 135:0.42 137:0.99 139:0.82 140:0.87 144:0.76 145:0.72 146:0.48 147:0.54 149:0.17 150:0.76 151:0.96 152:0.92 153:0.92 154:0.10 155:0.67 157:0.61 158:0.91 159:0.35 161:0.71 162:0.72 164:0.91 165:0.93 166:0.89 167:1.00 169:1.00 172:0.27 173:0.73 175:0.91 176:0.73 177:0.05 179:0.93 181:0.73 182:0.99 186:0.95 189:0.99 191:0.91 192:0.87 195:0.65 196:0.98 201:0.93 202:0.91 204:0.85 208:0.64 212:0.30 215:0.44 216:0.48 219:0.95 220:0.62 222:0.90 227:0.96 229:1.00 230:0.63 231:0.85 233:0.73 235:0.52 238:0.99 241:0.95 242:0.82 243:0.68 244:0.83 245:0.42 246:0.99 247:0.12 248:0.95 253:0.94 255:0.95 256:0.92 257:0.84 259:0.21 260:0.91 261:0.98 265:0.55 266:0.27 267:0.44 268:0.93 271:0.69 276:0.23 277:0.87 279:0.86 281:0.91 282:0.88 283:0.78 284:0.99 285:0.62 287:0.99 290:0.65 292:0.95 297:0.36 299:0.88 300:0.33\n1 12:0.92 17:0.43 21:0.40 27:0.45 28:0.56 30:0.45 32:0.80 34:0.87 36:0.19 37:0.50 43:0.32 55:0.59 66:0.69 69:0.69 70:0.25 81:0.95 91:0.11 98:0.39 108:0.53 123:0.50 126:0.54 127:0.13 129:0.05 135:0.75 145:0.47 146:0.48 147:0.54 149:0.30 150:0.91 154:0.24 159:0.17 161:0.65 163:0.81 167:0.64 172:0.21 173:0.70 177:0.05 178:0.55 179:0.62 181:0.53 187:0.68 195:0.72 212:0.61 215:0.67 216:0.77 235:0.42 241:0.18 242:0.82 243:0.73 247:0.12 259:0.21 265:0.41 266:0.17 267:0.23 271:0.43 276:0.20 297:0.36 300:0.18\n1 12:0.92 17:0.38 21:0.30 27:0.45 28:0.56 30:0.33 32:0.80 34:0.86 36:0.17 37:0.50 43:0.32 55:0.71 66:0.68 69:0.69 70:0.69 81:0.96 91:0.18 98:0.48 108:0.52 123:0.50 124:0.41 126:0.54 127:0.19 129:0.59 133:0.47 135:0.72 145:0.49 146:0.68 147:0.73 149:0.41 150:0.93 154:0.24 159:0.37 161:0.65 167:0.62 172:0.37 173:0.60 177:0.05 178:0.55 179:0.64 181:0.53 187:0.68 195:0.82 212:0.19 215:0.72 216:0.77 235:0.31 241:0.12 242:0.82 243:0.72 245:0.45 247:0.12 259:0.21 265:0.50 266:0.47 267:0.36 271:0.43 276:0.33 283:0.60 297:0.36 300:0.43\n1 6:0.93 7:0.81 8:0.89 12:0.92 17:0.06 20:0.93 25:0.88 27:0.12 28:0.56 30:0.76 32:0.80 34:0.61 36:0.29 37:0.82 43:0.40 55:0.71 66:0.72 69:0.53 70:0.22 78:0.87 81:0.99 91:0.72 98:0.83 100:0.94 104:0.72 108:0.41 111:0.90 120:0.81 123:0.39 126:0.54 127:0.32 129:0.05 135:0.23 140:0.45 145:0.65 146:0.51 147:0.57 149:0.36 150:0.98 151:0.73 152:0.92 153:0.80 154:0.30 159:0.18 161:0.65 162:0.78 163:0.81 164:0.70 167:0.91 169:0.92 172:0.27 173:0.79 177:0.05 179:0.93 181:0.53 186:0.87 187:0.39 189:0.95 191:0.77 195:0.56 202:0.59 212:0.42 215:0.96 216:0.45 230:0.87 233:0.76 235:0.02 238:0.96 241:0.77 242:0.82 243:0.75 247:0.12 248:0.73 256:0.58 259:0.21 260:0.81 261:0.92 265:0.83 266:0.23 267:0.18 268:0.64 271:0.43 276:0.26 285:0.62 297:0.36 300:0.18\n0 12:0.92 17:0.81 25:0.88 27:0.07 28:0.56 34:0.83 36:0.39 37:0.91 81:0.99 91:0.37 104:0.58 120:0.75 126:0.54 135:0.72 140:0.45 150:0.98 151:0.71 153:0.72 161:0.65 162:0.86 164:0.69 167:0.77 175:0.75 181:0.53 187:0.39 202:0.53 215:0.96 216:0.69 235:0.02 241:0.66 244:0.61 248:0.68 256:0.58 257:0.65 259:0.21 260:0.76 267:0.44 268:0.62 271:0.43 277:0.69 285:0.62 297:0.36\n0 6:0.88 7:0.81 8:0.73 12:0.92 17:0.24 20:0.93 21:0.30 27:0.21 28:0.56 30:0.33 34:0.61 36:0.69 37:0.74 43:0.52 55:0.52 66:0.79 69:0.10 70:0.36 78:0.77 81:0.96 91:0.63 98:0.74 100:0.81 104:0.84 106:0.81 108:0.09 111:0.77 120:0.85 123:0.09 126:0.54 127:0.23 129:0.05 135:0.26 140:0.45 146:0.56 147:0.62 149:0.50 150:0.93 151:0.80 152:0.99 153:0.92 154:0.41 159:0.20 161:0.65 162:0.56 164:0.80 167:0.80 169:0.78 172:0.41 173:0.32 177:0.05 179:0.74 181:0.53 186:0.78 187:0.39 189:0.89 202:0.77 206:0.81 212:0.89 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.90 241:0.70 242:0.82 243:0.80 247:0.12 248:0.79 256:0.73 259:0.21 260:0.86 261:0.82 265:0.74 266:0.17 267:0.28 268:0.76 271:0.43 276:0.33 283:0.82 285:0.62 297:0.36 300:0.25\n2 7:0.81 12:0.92 17:0.59 21:0.40 27:0.21 28:0.56 30:0.52 34:0.67 36:0.77 37:0.74 43:0.52 55:0.71 66:0.45 69:0.15 70:0.74 81:0.95 91:0.11 98:0.67 104:0.89 106:0.81 108:0.74 120:0.71 123:0.73 124:0.79 126:0.54 127:0.67 129:0.93 133:0.84 135:0.18 140:0.45 146:0.52 147:0.58 149:0.79 150:0.91 151:0.66 153:0.48 154:0.41 159:0.88 161:0.65 162:0.78 163:0.81 164:0.70 167:0.63 172:0.85 173:0.08 177:0.05 179:0.24 181:0.53 187:0.39 202:0.59 206:0.81 212:0.30 215:0.67 216:0.95 220:0.74 230:0.65 233:0.63 235:0.42 241:0.15 242:0.82 243:0.14 245:0.90 247:0.12 248:0.65 256:0.58 259:0.21 260:0.72 265:0.67 266:0.75 267:0.52 268:0.64 271:0.43 276:0.88 283:0.82 285:0.62 297:0.36 300:0.84\n1 6:0.90 7:0.81 8:0.80 12:0.92 17:0.45 20:0.99 21:0.05 27:0.19 28:0.56 30:0.21 32:0.80 34:0.80 36:0.74 37:0.82 43:0.37 55:0.84 66:0.36 69:0.59 70:0.67 78:0.76 81:0.98 91:0.68 98:0.47 100:0.80 104:0.97 106:0.81 108:0.75 111:0.76 120:0.79 123:0.73 124:0.70 126:0.54 127:0.39 129:0.81 133:0.67 135:0.69 140:0.45 145:0.88 146:0.46 147:0.52 149:0.41 150:0.98 151:0.74 152:0.90 153:0.82 154:0.28 159:0.45 161:0.65 162:0.80 163:0.75 164:0.78 167:0.74 169:0.78 172:0.27 173:0.59 177:0.05 179:0.83 181:0.53 186:0.77 187:0.87 189:0.92 191:0.70 195:0.69 202:0.68 206:0.81 212:0.16 215:0.91 216:0.59 230:0.87 233:0.76 235:0.05 238:0.91 241:0.59 242:0.82 243:0.29 245:0.50 247:0.12 248:0.71 256:0.71 259:0.21 260:0.80 261:0.80 265:0.48 266:0.54 267:0.52 268:0.73 271:0.43 276:0.37 283:0.82 285:0.62 297:0.36 300:0.43\n2 7:0.81 8:0.85 12:0.92 17:0.53 21:0.05 25:0.88 27:0.07 28:0.56 30:0.62 32:0.80 34:0.68 36:0.81 37:0.91 43:0.49 55:0.71 66:0.79 69:0.25 70:0.41 81:0.98 91:0.72 98:0.83 104:0.58 108:0.20 120:0.73 123:0.19 124:0.38 126:0.54 127:0.51 129:0.59 133:0.47 135:0.72 140:0.45 145:0.65 146:0.80 147:0.83 149:0.64 150:0.98 151:0.66 153:0.48 154:0.37 159:0.43 161:0.65 162:0.64 164:0.76 167:0.73 172:0.61 173:0.32 177:0.05 179:0.68 181:0.53 187:0.39 191:0.85 195:0.69 202:0.69 212:0.55 215:0.91 216:0.69 220:0.87 230:0.87 233:0.76 235:0.05 241:0.56 242:0.82 243:0.80 245:0.53 247:0.12 248:0.66 256:0.68 259:0.21 260:0.74 265:0.83 266:0.47 267:0.59 268:0.70 271:0.43 276:0.53 283:0.60 285:0.62 297:0.36 300:0.33\n2 6:0.93 8:0.90 12:0.92 17:0.32 20:0.99 21:0.05 27:0.31 28:0.56 34:0.24 36:0.65 37:0.85 78:0.79 81:0.98 91:0.92 100:0.84 104:0.58 111:0.79 120:0.85 126:0.54 135:0.44 140:0.45 150:0.98 151:0.79 152:0.92 153:0.90 161:0.65 162:0.60 164:0.82 167:0.99 169:0.81 175:0.75 181:0.53 186:0.80 189:0.95 191:0.95 202:0.77 215:0.91 216:0.25 235:0.05 238:0.92 241:0.97 244:0.61 248:0.77 256:0.88 257:0.65 259:0.21 260:0.85 261:0.84 267:0.84 268:0.78 271:0.43 277:0.69 285:0.62 297:0.36\n1 6:0.96 7:0.81 8:0.91 12:0.92 17:0.45 20:0.93 21:0.05 25:0.88 27:0.07 28:0.56 30:0.68 32:0.80 34:0.69 36:0.83 37:0.91 43:0.48 55:0.71 66:0.77 69:0.29 70:0.37 78:0.84 81:0.98 91:0.80 98:0.83 100:0.93 104:0.58 108:0.22 111:0.87 120:0.82 123:0.22 124:0.38 126:0.54 127:0.49 129:0.59 133:0.47 135:0.65 140:0.45 145:0.65 146:0.80 147:0.83 149:0.62 150:0.98 151:0.78 152:0.97 153:0.89 154:0.37 159:0.42 161:0.65 162:0.54 164:0.83 167:0.77 169:0.98 172:0.59 173:0.34 177:0.05 179:0.70 181:0.53 186:0.85 187:0.21 189:0.96 191:0.92 195:0.69 202:0.81 212:0.51 215:0.91 216:0.69 230:0.87 233:0.76 235:0.05 238:0.96 241:0.65 242:0.82 243:0.79 245:0.52 247:0.12 248:0.74 256:0.80 259:0.21 260:0.82 261:0.98 265:0.83 266:0.47 267:0.52 268:0.78 271:0.43 276:0.51 285:0.62 297:0.36 300:0.33\n2 6:0.88 7:0.81 8:0.78 12:0.92 17:0.62 20:0.81 21:0.47 27:0.21 28:0.56 30:0.52 34:0.66 36:0.77 37:0.74 43:0.52 55:0.71 66:0.43 69:0.17 70:0.70 78:0.76 81:0.93 91:0.06 98:0.62 100:0.78 104:0.89 106:0.81 108:0.74 111:0.75 120:0.77 123:0.73 124:0.84 126:0.54 127:0.65 129:0.95 133:0.87 135:0.17 140:0.45 146:0.52 147:0.58 149:0.78 150:0.88 151:0.74 152:0.99 153:0.83 154:0.41 159:0.88 161:0.65 162:0.61 163:0.81 164:0.71 167:0.59 169:0.78 172:0.84 173:0.09 177:0.05 179:0.24 181:0.53 186:0.77 187:0.39 189:0.93 202:0.64 206:0.81 212:0.30 215:0.63 216:0.95 230:0.65 233:0.63 235:0.52 238:0.89 241:0.03 242:0.82 243:0.15 245:0.88 247:0.12 248:0.69 256:0.58 259:0.21 260:0.77 261:0.82 265:0.63 266:0.75 267:0.28 268:0.64 271:0.43 276:0.87 283:0.82 285:0.62 297:0.36 300:0.84\n1 8:0.87 12:0.92 17:0.04 21:0.05 25:0.88 27:0.07 28:0.56 30:0.95 34:0.90 36:0.71 37:0.91 43:0.47 55:0.96 66:0.20 69:0.38 81:0.98 91:0.73 98:0.10 104:0.58 108:0.30 120:0.73 123:0.28 124:0.61 126:0.54 127:0.33 129:0.59 133:0.47 135:0.58 140:0.45 146:0.05 147:0.05 149:0.21 150:0.98 151:0.66 153:0.48 154:0.35 159:0.25 161:0.65 162:0.82 164:0.74 167:0.82 172:0.05 173:0.55 177:0.05 179:1.00 181:0.53 187:0.68 191:0.89 202:0.62 215:0.91 216:0.69 220:0.93 235:0.05 241:0.71 243:0.40 245:0.36 248:0.66 256:0.64 259:0.21 260:0.74 265:0.10 267:0.69 268:0.68 271:0.43 285:0.62 297:0.36 300:0.08\n2 7:0.81 8:0.79 12:0.92 17:0.18 25:0.88 27:0.12 28:0.56 30:0.76 32:0.80 34:0.59 36:0.28 37:0.82 43:0.33 55:0.71 66:0.36 69:0.67 70:0.22 81:0.99 91:0.58 98:0.36 104:0.72 108:0.68 120:0.69 123:0.66 124:0.57 126:0.54 127:0.31 129:0.59 133:0.47 135:0.54 140:0.45 145:0.65 146:0.26 147:0.32 149:0.32 150:0.98 151:0.66 153:0.48 154:0.24 159:0.27 161:0.65 162:0.62 163:0.88 164:0.57 167:0.77 172:0.16 173:0.80 177:0.05 179:0.93 181:0.53 187:0.68 191:0.73 195:0.62 202:0.50 212:0.42 215:0.96 216:0.45 230:0.87 233:0.76 235:0.02 241:0.66 242:0.82 243:0.40 245:0.43 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 265:0.38 266:0.23 267:0.59 268:0.46 271:0.43 276:0.21 285:0.62 297:0.36 300:0.18\n0 8:0.84 12:0.92 17:0.61 21:0.05 27:0.40 28:0.56 34:0.45 36:0.30 37:0.85 81:0.98 91:0.67 104:0.54 120:0.73 126:0.54 135:0.61 140:0.45 150:0.98 151:0.69 153:0.69 161:0.65 162:0.64 164:0.68 167:0.85 175:0.75 181:0.53 187:0.39 191:0.78 202:0.61 215:0.91 216:0.19 235:0.05 241:0.73 244:0.61 248:0.66 256:0.68 257:0.65 259:0.21 260:0.74 267:0.59 268:0.62 271:0.43 277:0.69 285:0.62 297:0.36\n4 6:0.96 8:0.92 12:0.92 17:0.11 20:0.98 21:0.78 25:0.88 27:0.07 28:0.56 34:0.64 36:0.27 37:0.91 78:0.93 91:0.98 100:0.99 104:0.58 111:0.99 120:0.97 135:0.75 140:0.45 151:0.86 152:0.97 153:0.99 161:0.65 162:0.56 164:0.97 167:0.98 169:0.98 175:0.75 181:0.53 186:0.93 189:0.97 191:0.93 202:0.96 216:0.69 238:0.99 241:0.94 244:0.61 248:0.96 256:0.96 257:0.65 259:0.21 260:0.97 261:0.98 267:0.84 268:0.96 271:0.43 277:0.69 283:0.82 285:0.62\n1 1:0.74 6:0.82 8:0.64 9:0.80 11:0.91 12:0.51 17:0.26 18:0.90 20:0.79 21:0.40 22:0.93 27:0.25 28:0.76 29:0.56 30:0.17 31:0.88 34:0.42 36:0.38 37:0.34 39:0.25 43:0.67 45:0.81 47:0.93 55:0.84 64:0.77 66:0.11 69:0.55 70:0.91 71:0.97 74:0.60 78:0.88 79:0.88 81:0.57 83:0.60 86:0.89 91:0.25 96:0.71 98:0.30 99:0.83 100:0.89 101:0.52 104:0.99 106:0.81 108:0.42 111:0.87 114:0.62 117:0.86 120:0.57 122:0.86 123:0.89 124:0.77 126:0.54 127:0.46 129:0.59 133:0.74 135:0.90 137:0.88 139:0.86 140:0.80 144:0.85 146:0.60 147:0.65 149:0.53 150:0.73 151:0.56 152:0.78 153:0.48 154:0.83 155:0.67 159:0.78 161:0.78 162:0.54 164:0.57 165:0.70 167:0.45 169:0.88 172:0.54 173:0.33 176:0.73 177:0.70 178:0.42 179:0.53 181:0.96 186:0.88 187:0.95 189:0.86 192:0.87 196:0.91 201:0.93 202:0.56 206:0.81 208:0.64 212:0.42 215:0.42 216:0.40 220:0.82 222:0.60 232:1.00 235:0.60 238:0.88 241:0.05 242:0.54 243:0.51 245:0.71 247:0.67 248:0.55 253:0.51 254:0.74 255:0.95 256:0.45 259:0.21 260:0.58 261:0.86 262:0.93 265:0.32 266:0.87 267:0.73 268:0.46 271:0.52 276:0.59 277:0.69 284:0.89 285:0.62 290:0.62 297:0.36 300:0.84\n2 1:0.69 7:0.72 8:0.63 9:0.76 11:0.91 12:0.51 17:0.84 21:0.64 27:0.72 28:0.76 29:0.56 30:0.21 32:0.69 34:0.96 36:0.89 37:0.80 39:0.25 43:0.70 45:0.81 48:0.91 66:0.12 69:0.43 70:0.91 71:0.97 74:0.66 76:0.85 77:0.70 81:0.34 83:0.60 91:0.51 96:0.72 98:0.41 99:0.83 101:0.52 104:0.83 106:0.81 108:0.33 114:0.56 117:0.86 120:0.59 122:0.51 123:0.81 124:0.71 126:0.44 127:0.61 129:0.05 133:0.74 135:0.70 139:0.64 140:0.45 144:0.85 145:0.50 146:0.50 147:0.56 149:0.70 150:0.52 151:0.53 153:0.48 154:0.60 155:0.58 159:0.58 161:0.78 162:0.86 164:0.68 165:0.70 167:0.47 172:0.51 173:0.37 175:0.75 176:0.66 177:0.38 179:0.68 181:0.96 187:0.39 190:0.77 192:0.59 195:0.80 201:0.68 202:0.56 204:0.85 206:0.81 208:0.54 212:0.42 215:0.38 216:0.09 220:0.99 222:0.60 230:0.75 232:0.89 233:0.76 235:0.80 241:0.18 242:0.37 243:0.61 244:0.61 245:0.60 247:0.60 248:0.56 253:0.50 255:0.74 256:0.64 257:0.65 259:0.21 260:0.58 265:0.40 266:0.75 267:0.52 268:0.65 271:0.52 276:0.52 277:0.87 281:0.91 282:0.77 285:0.56 290:0.56 297:0.36 300:0.70\n2 1:0.74 9:0.80 11:0.91 12:0.51 17:0.64 18:0.69 21:0.05 22:0.93 27:0.21 28:0.76 29:0.56 30:0.60 31:0.91 32:0.69 34:0.50 36:0.71 37:0.60 39:0.25 43:0.10 45:0.77 47:0.93 55:0.71 64:0.77 66:0.86 69:0.78 70:0.44 71:0.97 74:0.69 77:0.70 79:0.90 81:0.86 83:0.60 86:0.79 91:0.37 96:0.75 97:0.94 98:0.64 99:0.83 101:0.52 104:0.98 106:0.81 108:0.62 114:0.89 117:0.86 120:0.63 122:0.82 123:0.59 126:0.54 127:0.19 129:0.05 135:0.94 137:0.91 139:0.83 140:0.45 144:0.85 145:0.83 146:0.69 147:0.73 149:0.14 150:0.90 151:0.72 153:0.48 154:0.70 155:0.67 158:0.91 159:0.27 161:0.78 162:0.86 164:0.57 165:0.70 167:0.46 172:0.59 173:0.81 176:0.73 177:0.70 179:0.41 181:0.96 187:0.68 192:0.87 195:0.70 196:0.93 201:0.93 202:0.36 206:0.81 208:0.64 212:0.54 215:0.78 216:0.62 219:0.95 220:0.62 222:0.60 232:0.99 235:0.22 241:0.12 242:0.19 243:0.86 247:0.79 248:0.67 253:0.75 254:0.74 255:0.95 256:0.45 259:0.21 260:0.64 262:0.93 265:0.64 266:0.38 267:0.93 268:0.46 271:0.52 276:0.49 279:0.86 282:0.77 283:0.78 284:0.89 285:0.62 290:0.89 292:0.91 297:0.36 300:0.33\n0 11:0.91 12:0.51 17:0.43 18:0.74 21:0.40 27:0.45 28:0.76 29:0.56 30:0.21 32:0.69 34:0.58 36:0.17 37:0.50 39:0.25 43:0.11 45:0.66 64:0.77 66:0.54 69:0.69 70:0.37 71:0.97 74:0.50 77:0.70 81:0.26 86:0.79 91:0.18 98:0.32 101:0.52 108:0.52 122:0.57 123:0.50 124:0.45 126:0.26 127:0.19 129:0.05 133:0.37 135:0.83 139:0.75 144:0.85 145:0.49 146:0.43 147:0.50 149:0.08 150:0.25 154:0.71 159:0.32 161:0.78 163:0.75 167:0.51 172:0.21 173:0.66 177:0.70 178:0.55 179:0.82 181:0.96 187:0.68 195:0.75 212:0.42 216:0.77 222:0.60 235:0.42 241:0.41 242:0.45 243:0.63 245:0.40 247:0.35 253:0.35 254:0.94 259:0.21 265:0.34 266:0.23 267:0.36 271:0.52 276:0.20 282:0.77 300:0.25\n2 7:0.72 8:0.70 9:0.76 11:0.91 12:0.51 17:0.59 20:0.75 21:0.78 27:0.12 28:0.76 29:0.56 30:0.21 32:0.69 34:0.25 36:0.26 37:0.29 39:0.25 43:0.40 45:0.73 55:0.59 66:0.85 69:0.81 70:0.64 71:0.97 74:0.53 76:0.85 77:0.70 78:0.82 83:0.60 91:0.77 96:0.98 98:0.78 100:0.91 101:0.52 104:0.58 108:0.65 111:0.85 120:0.95 123:0.63 127:0.27 129:0.05 135:0.20 138:0.99 140:0.45 144:0.85 145:0.74 146:0.76 147:0.80 149:0.39 151:0.90 152:0.74 153:0.83 154:0.30 155:0.58 159:0.32 161:0.78 162:0.71 164:0.90 167:0.79 169:0.89 172:0.57 173:0.87 175:0.75 177:0.38 179:0.61 181:0.96 186:0.83 190:0.77 191:0.77 192:0.59 195:0.67 202:0.88 204:0.85 208:0.54 212:0.36 216:0.15 220:0.62 222:0.60 230:0.75 232:0.78 233:0.76 235:0.05 241:0.85 242:0.71 243:0.86 244:0.61 247:0.47 248:0.97 253:0.95 255:0.74 256:0.90 257:0.65 259:0.21 260:0.94 261:0.76 265:0.78 266:0.38 267:0.44 268:0.90 271:0.52 276:0.46 277:0.69 282:0.77 285:0.56 300:0.43\n2 6:0.87 11:0.91 12:0.51 17:0.18 18:0.87 20:0.76 21:0.78 27:0.19 28:0.76 29:0.56 30:0.40 31:0.90 34:0.61 36:0.29 37:0.73 39:0.25 43:0.56 45:0.77 55:0.71 66:0.91 69:0.73 70:0.57 71:0.97 74:0.55 78:0.95 79:0.90 83:0.60 86:0.85 91:0.08 97:0.89 98:0.85 100:0.93 101:0.52 108:0.56 111:0.93 120:0.62 122:0.86 123:0.53 127:0.35 129:0.05 135:0.84 137:0.90 139:0.84 140:0.45 144:0.85 146:0.93 147:0.95 149:0.45 151:0.59 152:0.75 153:0.48 154:0.66 155:0.58 158:0.79 159:0.58 161:0.78 162:0.86 163:0.90 164:0.53 167:0.49 169:0.91 172:0.75 173:0.65 177:0.70 179:0.46 181:0.96 186:0.94 187:0.68 189:0.88 190:0.77 192:0.59 196:0.92 202:0.50 208:0.54 212:0.29 216:0.63 219:0.92 220:0.74 222:0.60 235:0.05 238:0.90 241:0.35 242:0.38 243:0.91 247:0.84 248:0.61 253:0.37 254:0.80 255:0.74 256:0.58 259:0.21 260:0.58 261:0.80 265:0.85 266:0.71 267:0.84 268:0.59 271:0.52 276:0.64 279:0.82 283:0.82 284:0.91 285:0.56 292:0.91 300:0.43\n2 1:0.69 6:0.86 7:0.72 8:0.83 9:0.76 11:0.91 12:0.51 17:0.49 18:0.61 20:0.98 21:0.30 27:0.21 28:0.76 29:0.56 30:0.43 34:0.69 36:0.72 37:0.74 39:0.25 43:0.72 45:0.94 66:0.15 69:0.85 70:0.81 71:0.97 74:0.80 78:0.78 81:0.54 83:0.60 86:0.67 91:0.73 96:0.96 97:0.97 98:0.65 99:0.83 100:0.81 101:0.52 104:0.84 106:0.81 108:0.91 111:0.77 114:0.63 117:0.86 120:0.94 122:0.77 123:0.69 124:0.72 126:0.44 127:0.56 129:0.59 133:0.66 135:0.18 139:0.65 140:0.45 144:0.85 146:0.92 147:0.74 149:0.85 150:0.58 151:0.96 152:0.90 153:0.94 154:0.22 155:0.58 158:0.79 159:0.80 161:0.78 162:0.60 164:0.87 165:0.70 167:0.49 169:0.79 172:0.79 173:0.71 176:0.66 177:0.38 179:0.26 181:0.96 186:0.79 187:0.39 189:0.87 190:0.77 191:0.81 192:0.59 201:0.68 202:0.86 204:0.85 206:0.81 208:0.54 212:0.60 215:0.44 216:0.95 222:0.60 230:0.75 232:0.90 233:0.76 235:0.42 238:0.87 241:0.35 242:0.40 243:0.33 245:0.93 247:0.74 248:0.95 253:0.96 254:0.96 255:0.74 256:0.86 257:0.65 259:0.21 260:0.91 261:0.83 265:0.41 266:0.80 267:0.23 268:0.87 271:0.52 276:0.84 279:0.82 283:0.82 285:0.56 290:0.63 297:0.36 300:0.84\n2 1:0.74 6:0.84 8:0.66 9:0.80 11:0.91 12:0.51 17:0.67 18:0.71 20:0.99 21:0.22 22:0.93 27:0.21 28:0.76 29:0.56 30:0.66 31:0.90 32:0.69 34:0.61 36:0.36 37:0.60 39:0.25 43:0.56 45:0.83 47:0.93 60:0.87 64:0.77 66:0.47 69:0.78 70:0.64 71:0.97 74:0.72 77:0.70 78:0.92 79:0.89 81:0.71 83:0.91 86:0.83 91:0.57 96:0.73 97:0.94 98:0.45 99:0.83 100:0.97 101:0.52 104:1.00 106:0.81 108:0.73 111:0.95 114:0.71 120:0.61 122:0.51 123:0.71 124:0.56 126:0.54 127:0.21 129:0.59 133:0.46 135:0.96 137:0.90 139:0.85 140:0.45 144:0.85 145:0.93 146:0.24 147:0.30 149:0.36 150:0.80 151:0.58 152:0.99 153:0.78 154:0.69 155:0.67 158:0.91 159:0.33 161:0.78 162:0.86 164:0.73 165:0.70 167:0.46 169:0.94 172:0.41 173:0.78 176:0.73 177:0.70 179:0.50 181:0.96 186:0.92 187:0.68 189:0.86 192:0.87 195:0.74 196:0.92 201:0.93 202:0.59 206:0.81 208:0.64 212:0.36 215:0.51 216:0.62 219:0.95 220:0.82 222:0.60 235:0.42 238:0.96 241:0.07 242:0.38 243:0.44 245:0.66 247:0.55 248:0.61 253:0.63 254:0.84 255:0.95 256:0.64 259:0.21 260:0.61 261:0.97 262:0.93 265:0.46 266:0.63 267:0.84 268:0.67 271:0.52 276:0.40 279:0.86 282:0.77 283:0.78 284:0.94 285:0.62 290:0.71 292:0.91 297:0.36 300:0.55\n1 7:0.72 8:0.70 9:0.76 11:0.91 12:0.51 17:0.66 20:0.75 21:0.78 27:0.12 28:0.76 29:0.56 30:0.38 32:0.69 34:0.21 36:0.41 37:0.29 39:0.25 43:0.62 45:0.83 55:0.92 66:0.24 69:0.70 70:0.70 71:0.97 74:0.60 76:0.85 77:0.70 78:0.82 83:0.60 91:0.73 96:0.98 98:0.67 100:0.91 101:0.52 104:0.58 108:0.84 111:0.85 120:0.95 123:0.64 124:0.78 127:0.81 129:0.81 133:0.76 135:0.28 138:0.99 140:0.45 144:0.85 145:0.74 146:0.29 147:0.05 149:0.61 151:0.90 152:0.74 153:0.83 154:0.52 155:0.58 159:0.62 161:0.78 162:0.72 164:0.90 167:0.79 169:0.89 172:0.45 173:0.67 175:0.75 177:0.05 179:0.64 181:0.96 186:0.83 190:0.77 191:0.77 192:0.59 195:0.78 202:0.87 204:0.85 208:0.54 212:0.18 216:0.15 220:0.62 222:0.60 230:0.75 232:0.78 233:0.76 235:0.05 241:0.84 242:0.18 243:0.10 244:0.61 245:0.68 247:0.67 248:0.97 253:0.96 255:0.74 256:0.90 257:0.84 259:0.21 260:0.94 261:0.76 265:0.44 266:0.80 267:0.65 268:0.90 271:0.52 276:0.60 277:0.69 282:0.77 285:0.56 300:0.55\n2 1:0.69 6:0.87 7:0.72 8:0.81 9:0.76 11:0.91 12:0.51 17:0.49 20:0.78 21:0.05 27:0.18 28:0.76 29:0.56 30:0.75 32:0.69 34:0.61 36:0.81 37:0.96 39:0.25 43:0.70 44:0.87 45:0.97 48:0.91 66:0.05 69:0.44 70:0.43 71:0.97 74:0.89 77:0.70 78:0.86 81:0.82 83:0.60 91:0.51 96:0.90 97:0.89 98:0.46 99:0.83 100:0.86 101:0.52 104:0.82 106:0.81 108:0.80 111:0.85 114:0.85 117:0.86 120:0.83 122:0.51 123:0.64 124:0.49 126:0.44 127:0.70 129:0.81 133:0.67 135:0.42 139:0.68 140:0.45 144:0.85 145:0.93 146:0.43 147:0.50 149:0.93 150:0.79 151:0.90 152:0.76 153:0.83 154:0.59 155:0.58 158:0.79 159:0.55 161:0.78 162:0.84 164:0.76 165:0.70 167:0.52 169:0.84 172:0.89 173:0.42 175:0.75 176:0.66 177:0.38 179:0.27 181:0.96 186:0.86 187:0.21 189:0.91 190:0.77 191:0.70 192:0.59 195:0.76 201:0.68 202:0.68 204:0.85 206:0.81 208:0.54 212:0.87 215:0.78 216:0.50 222:0.60 230:0.75 232:0.88 233:0.76 235:0.12 238:0.84 241:0.47 242:0.62 243:0.22 244:0.61 245:0.89 247:0.47 248:0.87 253:0.91 255:0.74 256:0.71 257:0.65 259:0.21 260:0.80 261:0.81 265:0.46 266:0.84 267:0.44 268:0.74 271:0.52 276:0.83 277:0.69 279:0.82 281:0.89 282:0.77 283:0.82 285:0.56 290:0.85 297:0.36 300:0.70\n0 1:0.74 11:0.91 12:0.51 17:0.36 18:0.76 21:0.59 27:0.45 28:0.76 29:0.56 30:0.33 32:0.80 34:0.81 36:0.17 37:0.50 39:0.25 43:0.32 44:0.93 45:0.73 64:0.77 66:0.45 69:0.69 70:0.69 71:0.97 74:0.67 77:0.70 81:0.45 83:0.60 86:0.79 91:0.17 97:0.89 98:0.30 99:0.83 101:0.52 108:0.53 114:0.58 122:0.41 123:0.51 124:0.66 126:0.54 127:0.34 129:0.05 133:0.60 135:0.86 139:0.88 144:0.85 145:0.47 146:0.39 147:0.46 149:0.24 150:0.67 154:0.76 155:0.67 158:0.91 159:0.47 161:0.78 163:0.75 165:0.70 167:0.46 172:0.27 173:0.68 176:0.73 177:0.70 178:0.55 179:0.84 181:0.96 187:0.68 192:0.87 195:0.73 201:0.93 208:0.64 212:0.19 215:0.39 216:0.77 219:0.95 222:0.60 235:0.80 241:0.12 242:0.19 243:0.58 245:0.47 247:0.55 253:0.43 254:0.74 259:0.21 265:0.32 266:0.47 267:0.28 271:0.52 276:0.30 279:0.86 282:0.88 283:0.77 290:0.58 292:0.91 297:0.36 300:0.43\n2 1:0.69 6:0.84 8:0.77 9:0.76 11:0.91 12:0.51 17:0.03 18:0.60 20:0.94 21:0.05 27:0.14 28:0.76 29:0.56 30:0.41 32:0.69 34:0.37 36:0.25 37:0.67 39:0.25 43:0.67 45:0.81 66:0.49 69:0.57 70:0.45 71:0.97 74:0.58 77:0.70 78:0.81 81:0.82 83:0.60 86:0.62 91:0.44 96:0.79 98:0.36 99:0.83 100:0.84 101:0.52 108:0.61 111:0.81 114:0.85 120:0.68 122:0.51 123:0.59 124:0.66 126:0.44 127:0.18 129:0.81 133:0.67 135:0.95 139:0.60 140:0.45 144:0.85 145:0.47 146:0.22 147:0.28 149:0.64 150:0.79 151:0.70 152:0.96 153:0.72 154:0.57 155:0.58 159:0.48 161:0.78 162:0.55 164:0.65 165:0.70 167:0.47 169:0.82 172:0.45 173:0.37 175:0.75 176:0.66 177:0.38 179:0.39 181:0.96 186:0.82 187:0.68 189:0.86 190:0.77 192:0.59 195:0.91 201:0.68 202:0.65 208:0.54 212:0.19 215:0.78 216:0.93 220:0.62 222:0.60 235:0.12 238:0.88 241:0.18 242:0.33 243:0.29 244:0.61 245:0.60 247:0.55 248:0.72 253:0.75 255:0.74 256:0.58 257:0.65 259:0.21 260:0.67 261:0.90 265:0.38 266:0.54 267:0.36 268:0.62 271:0.52 276:0.48 277:0.69 282:0.77 285:0.56 290:0.85 297:0.36 300:0.33\n1 1:0.69 6:0.89 7:0.72 8:0.81 9:0.76 11:0.91 12:0.51 17:0.91 18:0.70 20:0.94 21:0.30 27:0.35 28:0.76 29:0.56 30:0.75 32:0.69 34:0.39 36:0.47 37:0.55 39:0.25 43:0.72 45:0.98 66:0.77 69:0.80 70:0.41 71:0.97 74:0.92 77:0.70 78:0.85 81:0.54 83:0.60 86:0.79 91:0.67 96:0.76 97:0.89 98:0.76 99:0.83 100:0.87 101:0.52 104:0.91 108:0.77 111:0.85 114:0.63 120:0.64 122:0.51 123:0.75 124:0.42 126:0.44 127:0.81 129:0.59 133:0.66 135:0.37 138:0.96 139:0.75 140:0.45 144:0.85 145:0.41 146:0.37 147:0.18 149:0.94 150:0.58 151:0.81 152:0.88 153:0.48 154:0.65 155:0.58 158:0.79 159:0.66 161:0.78 162:0.81 164:0.68 165:0.70 167:0.47 169:0.85 172:0.93 173:0.77 176:0.66 177:0.38 179:0.23 181:0.96 186:0.85 187:0.39 189:0.90 190:0.77 192:0.59 195:0.79 201:0.68 202:0.61 204:0.85 208:0.54 212:0.92 215:0.44 216:0.52 220:0.87 222:0.60 230:0.74 232:0.93 233:0.73 235:0.42 238:0.88 241:0.15 242:0.60 243:0.08 245:0.89 247:0.60 248:0.74 253:0.71 254:0.80 255:0.74 256:0.64 257:0.65 259:0.21 260:0.62 261:0.90 265:0.76 266:0.54 267:0.36 268:0.66 271:0.52 276:0.88 279:0.82 282:0.77 283:0.82 285:0.56 290:0.63 297:0.36 300:0.70\n1 1:0.74 7:0.72 8:0.77 9:0.76 11:0.91 12:0.51 17:0.85 18:0.76 21:0.71 27:0.27 28:0.76 29:0.56 30:0.74 32:0.79 34:0.75 36:0.47 37:0.40 39:0.25 43:0.59 44:0.93 45:0.93 48:0.97 64:0.77 66:0.93 69:0.73 70:0.63 71:0.97 74:0.84 77:0.70 81:0.41 83:0.60 86:0.83 91:0.64 96:0.72 97:0.89 98:0.65 99:0.83 101:0.52 104:0.86 106:0.81 108:0.56 114:0.55 117:0.86 120:0.59 122:0.51 123:0.54 126:0.54 127:0.19 129:0.05 135:0.86 139:0.87 140:0.45 144:0.85 145:0.93 146:0.82 147:0.85 149:0.85 150:0.65 151:0.59 153:0.48 154:0.73 155:0.67 158:0.79 159:0.38 161:0.78 162:0.86 164:0.54 165:0.70 167:0.45 172:0.82 173:0.66 176:0.73 177:0.70 179:0.20 181:0.96 187:0.68 190:0.77 192:0.87 195:0.84 201:0.93 202:0.36 204:0.85 206:0.81 208:0.64 212:0.72 215:0.37 216:0.40 220:0.74 222:0.60 230:0.74 232:0.91 233:0.73 235:0.97 241:0.01 242:0.58 243:0.94 247:0.60 248:0.58 253:0.56 254:0.80 255:0.74 256:0.45 259:0.21 260:0.59 265:0.66 266:0.38 267:0.28 268:0.46 271:0.52 276:0.71 279:0.82 281:0.89 282:0.87 283:0.82 285:0.56 290:0.55 297:0.36 300:0.70\n1 1:0.69 6:0.87 7:0.72 8:0.81 9:0.76 11:0.91 12:0.51 17:0.57 20:0.78 21:0.05 27:0.18 28:0.76 29:0.56 30:0.74 32:0.69 34:0.49 36:0.87 37:0.96 39:0.25 43:0.70 44:0.87 45:0.98 48:0.91 66:0.72 69:0.44 70:0.41 71:0.97 74:0.91 77:0.70 78:0.86 81:0.82 83:0.60 91:0.54 96:0.90 97:0.89 98:0.63 99:0.83 100:0.86 101:0.52 104:0.82 106:0.81 108:0.78 111:0.85 114:0.85 117:0.86 120:0.83 122:0.51 123:0.77 124:0.45 126:0.44 127:0.73 129:0.81 133:0.67 135:0.61 139:0.68 140:0.45 144:0.85 145:0.93 146:0.43 147:0.50 149:0.95 150:0.79 151:0.90 152:0.76 153:0.83 154:0.59 155:0.58 158:0.79 159:0.58 161:0.78 162:0.84 164:0.76 165:0.70 167:0.50 169:0.84 172:0.93 173:0.40 175:0.75 176:0.66 177:0.38 179:0.22 181:0.96 186:0.86 187:0.21 189:0.91 190:0.77 191:0.70 192:0.59 195:0.77 201:0.68 202:0.68 204:0.85 206:0.81 208:0.54 212:0.88 215:0.78 216:0.50 222:0.60 230:0.75 232:0.88 233:0.76 235:0.12 238:0.84 241:0.39 242:0.62 243:0.19 244:0.61 245:0.91 247:0.47 248:0.87 253:0.91 255:0.74 256:0.71 257:0.65 259:0.21 260:0.80 261:0.81 265:0.64 266:0.80 267:0.52 268:0.74 271:0.52 276:0.88 277:0.69 279:0.82 281:0.89 282:0.77 283:0.82 285:0.56 290:0.85 297:0.36 300:0.70\n2 1:0.69 6:0.84 8:0.84 9:0.76 11:0.91 12:0.51 17:0.02 20:0.75 27:0.14 28:0.76 29:0.56 30:0.76 32:0.69 34:0.85 36:0.23 37:0.67 39:0.25 43:0.67 45:0.88 66:0.32 69:0.57 70:0.58 71:0.97 74:0.66 77:0.70 78:0.72 81:0.88 83:0.60 91:0.65 96:0.99 97:0.98 98:0.22 99:0.83 100:0.73 101:0.52 108:0.89 111:0.72 114:0.95 120:0.97 122:0.51 123:0.89 124:0.79 126:0.44 127:0.53 129:0.89 133:0.78 135:0.85 138:0.99 140:0.45 144:0.85 145:0.80 146:0.22 147:0.28 149:0.70 150:0.87 151:0.97 152:0.96 153:0.97 154:0.57 155:0.58 158:0.79 159:0.71 161:0.78 162:0.66 164:0.94 165:0.70 167:0.47 169:0.82 172:0.41 173:0.41 175:0.75 176:0.66 177:0.38 179:0.67 181:0.96 186:0.73 187:0.39 190:0.77 192:0.59 195:0.87 201:0.68 202:0.93 208:0.54 212:0.42 215:0.96 216:0.93 222:0.60 235:0.05 241:0.15 242:0.62 243:0.26 244:0.61 245:0.63 247:0.35 248:0.99 253:0.98 255:0.74 256:0.93 257:0.65 259:0.21 260:0.97 261:0.90 265:0.24 266:0.75 267:0.19 268:0.94 271:0.52 276:0.42 277:0.69 279:0.82 282:0.77 283:0.82 285:0.56 290:0.95 297:0.36 300:0.70\n1 7:0.72 11:0.91 12:0.51 17:0.81 18:0.60 21:0.78 27:0.72 28:0.76 29:0.56 30:0.33 32:0.69 34:0.33 36:0.79 37:0.29 39:0.25 43:0.68 45:0.85 66:0.43 69:0.57 70:0.77 71:0.97 74:0.63 76:0.85 77:0.70 86:0.62 91:0.22 98:0.51 101:0.52 104:0.54 108:0.87 122:0.51 123:0.86 124:0.76 127:0.67 129:0.89 133:0.78 135:0.44 139:0.60 144:0.85 145:0.74 146:0.13 147:0.18 149:0.66 154:0.57 155:0.58 159:0.71 161:0.78 167:0.45 172:0.54 173:0.44 175:0.75 177:0.38 178:0.55 179:0.60 181:0.96 187:0.39 192:0.59 195:0.86 202:0.36 204:0.85 208:0.54 212:0.18 216:0.13 222:0.60 230:0.75 232:0.74 233:0.76 235:0.22 241:0.05 242:0.24 243:0.16 244:0.61 245:0.69 247:0.76 253:0.40 257:0.65 259:0.21 265:0.53 266:0.84 267:0.91 271:0.52 276:0.59 277:0.69 282:0.77 300:0.55\n1 1:0.74 7:0.72 11:0.91 12:0.51 17:0.88 18:0.67 21:0.71 27:0.16 28:0.76 29:0.56 30:0.76 32:0.77 34:0.80 36:0.63 37:0.27 39:0.25 43:0.68 44:0.93 45:0.81 48:0.91 60:0.87 64:0.77 66:0.80 69:0.29 70:0.28 71:0.97 74:0.80 77:0.89 81:0.41 83:0.91 86:0.77 91:0.66 97:0.89 98:0.55 99:0.83 101:0.52 104:0.97 106:0.81 108:0.22 114:0.55 117:0.86 122:0.51 123:0.22 126:0.54 127:0.16 129:0.05 135:0.60 139:0.88 144:0.85 145:0.74 146:0.45 147:0.51 149:0.49 150:0.65 154:0.94 155:0.67 158:0.91 159:0.16 161:0.78 165:0.70 167:0.46 172:0.45 173:0.44 176:0.73 177:0.70 178:0.55 179:0.48 181:0.96 187:0.87 192:0.87 195:0.63 201:0.93 204:0.85 206:0.81 208:0.64 212:0.55 215:0.37 216:0.30 219:0.95 222:0.60 230:0.75 232:0.98 233:0.76 235:0.95 241:0.10 242:0.40 243:0.82 247:0.47 253:0.44 254:0.74 259:0.21 265:0.56 266:0.27 267:0.59 271:0.52 276:0.33 279:0.86 281:0.91 282:0.85 283:0.78 290:0.55 292:0.91 297:0.36 300:0.25\n2 1:0.69 6:0.86 7:0.81 8:0.62 9:0.76 11:0.92 12:0.51 17:0.82 18:0.61 20:0.77 27:0.34 28:0.76 29:0.56 30:0.70 32:0.69 34:0.29 36:0.73 37:0.36 39:0.25 43:0.69 45:0.99 66:0.99 69:0.45 70:0.67 71:0.97 74:0.96 76:0.85 77:0.89 78:0.88 81:0.88 83:0.60 85:0.80 86:0.70 91:0.38 96:0.80 97:0.89 98:0.90 99:0.83 100:0.91 101:0.87 104:0.80 106:0.81 108:0.35 111:0.88 114:0.95 117:0.86 120:0.69 121:0.90 122:0.51 123:0.34 126:0.44 127:0.47 129:0.05 135:0.97 139:0.79 140:0.45 144:0.85 145:0.91 146:0.98 147:0.98 149:0.97 150:0.87 151:0.81 152:0.75 153:0.48 154:0.45 155:0.67 158:0.79 159:0.76 161:0.78 162:0.86 164:0.54 165:0.70 167:0.45 169:0.88 172:0.98 173:0.26 176:0.66 177:0.70 179:0.13 181:0.96 186:0.88 187:0.21 189:0.88 190:0.77 192:0.87 195:0.92 201:0.68 202:0.36 204:0.89 206:0.81 208:0.64 212:0.83 215:0.96 216:0.84 222:0.60 230:0.87 232:0.86 233:0.76 235:0.05 238:0.87 241:0.01 242:0.53 243:0.99 247:0.76 248:0.73 253:0.86 255:0.74 256:0.45 259:0.21 260:0.68 261:0.80 265:0.90 266:0.63 267:0.23 268:0.46 271:0.52 276:0.95 279:0.82 281:0.91 282:0.77 283:0.82 285:0.56 290:0.95 297:0.36 300:0.70\n1 1:0.74 6:0.82 8:0.61 9:0.76 11:0.91 12:0.51 17:0.32 18:0.96 20:0.79 21:0.40 22:0.93 27:0.25 28:0.76 29:0.56 30:0.12 34:0.52 36:0.40 37:0.34 39:0.25 43:0.67 45:0.81 47:0.93 55:0.84 64:0.77 66:0.13 69:0.55 70:0.94 71:0.97 74:0.64 78:0.92 81:0.57 83:0.60 86:0.93 91:0.25 96:0.80 97:0.89 98:0.39 99:0.83 100:0.91 101:0.52 104:0.99 106:0.81 108:0.42 111:0.90 114:0.62 117:0.86 120:0.69 122:0.86 123:0.88 124:0.85 126:0.54 127:0.45 129:0.81 133:0.81 135:0.79 139:0.93 140:0.45 144:0.85 146:0.72 147:0.77 149:0.52 150:0.73 151:0.81 152:0.78 153:0.48 154:0.83 155:0.67 158:0.87 159:0.79 161:0.78 162:0.86 164:0.54 165:0.70 167:0.45 169:0.88 172:0.59 173:0.32 176:0.73 177:0.70 179:0.33 181:0.96 186:0.92 187:0.95 189:0.83 190:0.77 192:0.87 201:0.93 202:0.36 206:0.81 208:0.64 212:0.18 215:0.42 216:0.40 219:0.95 222:0.60 232:1.00 235:0.60 238:0.86 241:0.05 242:0.74 243:0.43 245:0.83 247:0.76 248:0.73 253:0.76 254:0.80 255:0.74 256:0.45 259:0.21 260:0.68 261:0.86 262:0.93 265:0.40 266:0.89 267:0.52 268:0.46 271:0.52 276:0.77 279:0.86 283:0.71 285:0.56 290:0.62 292:0.91 297:0.36 300:0.84\n2 1:0.69 7:0.72 8:0.67 9:0.76 11:0.91 12:0.51 17:0.67 18:0.61 21:0.30 27:0.50 28:0.76 29:0.56 30:0.60 32:0.69 34:0.69 36:0.88 37:0.60 39:0.25 43:0.72 45:0.97 66:0.17 69:0.94 70:0.75 71:0.97 74:0.87 77:0.70 81:0.54 83:0.60 86:0.66 91:0.14 96:0.69 97:0.94 98:0.57 99:0.83 101:0.52 104:0.84 106:0.81 108:0.92 114:0.63 117:0.86 120:0.55 122:0.75 123:0.13 124:0.76 126:0.44 127:0.64 129:0.59 133:0.74 135:0.85 139:0.64 140:0.45 144:0.85 145:0.70 146:0.68 147:0.92 149:0.90 150:0.58 151:0.51 153:0.48 154:0.20 155:0.58 158:0.79 159:0.84 161:0.78 162:0.62 164:0.54 165:0.70 167:0.45 172:0.90 173:0.88 176:0.66 177:0.38 179:0.19 181:0.96 187:0.39 190:0.77 192:0.59 195:0.94 201:0.68 202:0.50 204:0.85 206:0.81 208:0.54 212:0.71 215:0.44 216:0.86 220:0.87 222:0.60 230:0.75 232:0.90 233:0.76 235:0.42 241:0.01 242:0.45 243:0.38 245:0.95 247:0.79 248:0.50 253:0.53 254:0.97 255:0.74 256:0.45 257:0.65 259:0.21 260:0.55 265:0.50 266:0.80 267:0.69 268:0.46 271:0.52 276:0.91 277:0.69 279:0.82 282:0.77 283:0.82 285:0.56 290:0.63 297:0.36 300:0.84\n1 1:0.69 8:0.71 9:0.76 11:0.91 12:0.51 17:0.85 18:0.68 20:0.76 21:0.05 27:0.11 28:0.76 29:0.56 30:0.76 34:0.18 36:0.33 37:0.68 39:0.25 43:0.59 45:0.91 66:0.20 69:0.80 70:0.39 71:0.97 74:0.67 78:0.89 81:0.82 83:0.60 86:0.66 91:0.60 96:0.93 97:0.89 98:0.27 99:0.83 100:0.92 101:0.52 108:0.84 111:0.89 114:0.85 120:0.88 122:0.51 123:0.62 124:0.65 126:0.44 127:0.53 129:0.59 133:0.64 135:0.63 139:0.64 140:0.45 144:0.85 146:0.39 147:0.05 149:0.77 150:0.79 151:0.94 152:0.74 153:0.89 154:0.49 155:0.58 158:0.79 159:0.59 161:0.78 162:0.84 164:0.80 165:0.70 167:0.59 169:0.90 172:0.59 173:0.78 175:0.75 176:0.66 177:0.05 179:0.55 181:0.96 186:0.89 187:0.39 190:0.77 191:0.77 192:0.59 201:0.68 202:0.73 208:0.54 212:0.78 215:0.78 216:0.47 222:0.60 235:0.12 241:0.62 242:0.62 243:0.10 244:0.61 245:0.73 247:0.35 248:0.91 253:0.91 255:0.74 256:0.77 257:0.84 259:0.21 260:0.86 261:0.77 265:0.21 266:0.47 267:0.44 268:0.79 271:0.52 276:0.51 277:0.69 279:0.82 283:0.82 285:0.56 290:0.85 297:0.36 300:0.55\n1 1:0.74 7:0.81 11:0.78 12:0.86 17:0.87 27:0.13 28:0.89 30:0.70 32:0.80 34:0.36 36:0.79 37:0.85 39:0.86 43:0.96 66:0.99 69:0.08 70:0.36 74:0.98 77:0.96 81:0.96 83:0.80 85:0.99 91:0.09 98:1.00 101:0.87 104:0.57 108:0.07 114:0.98 121:1.00 122:0.43 123:0.07 126:0.54 127:0.96 129:0.05 131:0.61 135:0.44 144:0.76 145:0.98 146:0.99 147:0.99 149:0.99 150:0.98 154:0.96 155:0.67 157:0.95 159:0.84 161:0.63 163:0.81 165:0.92 166:0.93 167:0.57 172:0.97 173:0.08 176:0.73 177:0.38 178:0.55 179:0.19 181:0.50 182:0.86 187:0.39 192:0.59 195:0.93 201:0.74 204:0.89 208:0.64 212:0.48 215:0.96 216:0.31 222:0.25 227:0.61 229:0.61 230:0.87 231:0.89 232:0.80 233:0.76 235:0.05 241:0.02 242:0.54 243:0.99 246:0.94 247:0.60 253:0.81 259:0.21 265:1.00 266:0.38 267:0.23 271:0.44 276:0.93 282:0.88 287:0.61 290:0.98 297:0.36 299:0.97 300:0.43\n1 1:0.74 6:0.92 7:0.81 8:0.84 9:0.80 11:0.78 12:0.86 17:0.43 20:0.99 27:0.13 28:0.89 30:0.71 32:0.80 34:0.36 36:0.40 37:0.85 39:0.86 41:0.82 43:0.96 55:0.59 66:0.69 69:0.08 70:0.64 74:0.76 77:0.96 78:0.83 81:0.96 83:0.82 85:0.85 91:0.83 96:0.89 98:0.81 100:0.91 101:0.81 104:0.57 108:0.07 111:0.85 114:0.98 120:0.80 121:1.00 123:0.07 124:0.43 126:0.54 127:0.89 129:0.59 131:0.96 133:0.47 135:0.20 140:0.80 144:0.76 145:0.98 146:0.63 147:0.68 149:0.82 150:0.98 151:0.97 152:0.95 153:0.90 154:0.96 155:0.67 157:0.86 159:0.33 161:0.63 162:0.52 164:0.72 165:0.92 166:0.93 167:0.94 169:0.87 172:0.63 173:0.30 176:0.73 177:0.38 178:0.42 179:0.69 181:0.50 182:0.87 186:0.83 189:0.94 191:0.84 192:0.59 195:0.59 201:0.74 202:0.75 204:0.89 208:0.64 212:0.77 215:0.96 216:0.31 222:0.25 227:0.97 229:0.92 230:0.87 231:0.89 232:0.80 233:0.76 235:0.05 238:0.96 241:0.83 242:0.74 243:0.73 245:0.68 246:0.94 247:0.39 248:0.86 253:0.90 255:0.79 256:0.64 259:0.21 260:0.81 261:0.90 265:0.81 266:0.27 267:0.76 268:0.70 271:0.44 276:0.56 282:0.88 283:0.71 285:0.62 287:0.95 290:0.98 297:0.36 299:0.97 300:0.70\n1 1:0.74 6:0.80 7:0.81 8:0.59 9:0.80 11:0.78 12:0.86 17:0.75 20:0.93 21:0.05 27:0.40 28:0.89 30:0.41 32:0.80 34:0.37 36:0.72 37:0.23 39:0.86 41:0.82 43:0.84 60:0.95 66:0.69 69:0.33 70:0.57 74:0.84 77:0.89 78:0.76 81:0.93 83:0.87 85:0.88 91:0.71 96:0.79 98:0.72 100:0.78 101:0.80 104:0.74 108:0.26 111:0.75 114:0.95 120:0.68 121:0.99 122:0.43 123:0.25 124:0.42 126:0.54 127:0.54 129:0.59 131:0.95 133:0.47 135:0.54 140:0.45 144:0.76 145:0.97 146:0.72 147:0.76 149:0.83 150:0.96 151:0.83 152:0.90 153:0.78 154:0.81 155:0.67 157:0.87 158:0.92 159:0.45 161:0.63 162:0.57 164:0.65 165:0.90 166:0.93 167:0.96 169:0.76 172:0.54 173:0.36 176:0.73 177:0.38 179:0.73 181:0.50 182:0.87 186:0.77 189:0.83 192:0.59 195:0.67 201:0.74 202:0.59 204:0.89 208:0.64 212:0.30 215:0.91 216:0.11 220:0.62 222:0.25 227:0.97 229:0.92 230:0.84 231:0.89 233:0.69 235:0.12 238:0.85 241:0.86 242:0.45 243:0.73 245:0.59 246:0.94 247:0.47 248:0.75 253:0.85 255:0.79 256:0.45 259:0.21 260:0.69 261:0.80 265:0.72 266:0.54 267:0.18 268:0.58 271:0.44 276:0.46 279:0.86 282:0.88 283:0.82 285:0.62 287:0.95 290:0.95 297:0.36 299:0.97 300:0.43\n2 1:0.74 11:0.78 12:0.86 17:0.79 21:0.05 27:0.28 28:0.89 30:0.62 34:0.86 36:0.42 37:0.67 39:0.86 43:0.85 66:0.83 69:0.61 70:0.40 74:0.66 81:0.93 83:0.79 85:0.88 91:0.58 98:0.77 101:0.83 104:0.77 108:0.47 114:0.95 122:0.43 123:0.45 126:0.54 127:0.26 129:0.05 131:0.61 135:0.21 144:0.76 146:0.53 147:0.59 149:0.81 150:0.96 154:0.82 155:0.67 157:0.88 159:0.19 161:0.63 165:0.90 166:0.93 167:0.72 172:0.51 173:0.82 176:0.73 177:0.38 178:0.55 179:0.66 181:0.50 182:0.86 187:0.21 192:0.59 201:0.74 202:0.36 212:0.78 215:0.91 216:0.06 222:0.25 227:0.61 229:0.61 231:0.89 232:0.84 235:0.12 241:0.54 242:0.45 243:0.84 246:0.94 247:0.47 253:0.74 259:0.21 265:0.77 266:0.27 267:0.19 271:0.44 276:0.34 283:0.71 287:0.61 290:0.95 297:0.36 300:0.33\n2 1:0.74 7:0.81 11:0.78 12:0.86 17:0.83 21:0.30 27:0.50 28:0.89 30:0.16 32:0.80 34:0.75 36:0.79 37:0.60 39:0.86 43:0.86 60:0.95 66:0.35 69:0.57 70:0.95 74:0.97 77:0.89 81:0.80 83:0.81 85:0.99 91:0.06 98:0.55 101:0.84 104:0.84 106:0.81 108:0.94 114:0.86 117:0.86 121:0.90 122:0.67 123:0.94 124:0.87 126:0.54 127:0.86 129:0.95 131:0.61 133:0.87 135:0.21 144:0.76 145:0.70 146:0.85 147:0.88 149:0.97 150:0.87 154:0.84 155:0.67 157:0.94 158:0.92 159:0.91 161:0.63 165:0.84 166:0.93 167:0.54 172:0.95 173:0.24 176:0.73 177:0.38 178:0.55 179:0.13 181:0.50 182:0.86 187:0.39 192:0.59 195:0.97 201:0.74 204:0.89 206:0.81 208:0.64 212:0.68 215:0.72 216:0.86 222:0.25 227:0.61 229:0.61 230:0.87 231:0.89 232:0.92 233:0.76 235:0.42 242:0.43 243:0.22 245:0.98 246:0.94 247:0.67 253:0.78 259:0.21 265:0.57 266:0.80 267:0.28 271:0.44 276:0.96 279:0.86 282:0.88 283:0.82 287:0.61 290:0.86 297:0.36 299:0.97 300:0.84\n1 1:0.74 11:0.78 12:0.86 17:0.61 21:0.13 27:0.45 28:0.89 30:0.21 32:0.80 34:0.75 36:0.20 37:0.50 39:0.86 43:0.82 55:0.92 60:0.87 66:0.11 69:0.60 70:0.69 74:0.86 76:0.85 77:0.70 81:0.89 83:0.87 85:0.80 91:0.08 98:0.40 101:0.74 108:0.45 114:0.92 122:0.67 123:0.78 124:0.84 126:0.54 127:0.43 129:0.05 131:0.61 133:0.82 135:0.89 144:0.76 145:0.50 146:0.35 147:0.42 149:0.72 150:0.94 154:0.78 155:0.67 157:0.81 158:0.92 159:0.58 161:0.63 163:0.90 165:0.88 166:0.93 167:0.63 172:0.27 173:0.52 176:0.73 177:0.38 178:0.55 179:0.73 181:0.50 182:0.86 187:0.68 192:0.59 195:0.79 201:0.74 208:0.64 212:0.22 215:0.84 216:0.77 222:0.25 227:0.61 229:0.61 231:0.89 235:0.22 241:0.21 242:0.61 243:0.44 245:0.53 246:0.94 247:0.39 253:0.76 259:0.21 265:0.26 266:0.71 267:0.28 271:0.44 276:0.46 277:0.69 279:0.86 282:0.88 283:0.82 287:0.61 290:0.92 297:0.36 299:0.88 300:0.43\n1 1:0.74 6:0.96 8:0.91 9:0.80 11:0.78 12:0.86 17:0.88 20:0.76 21:0.54 27:0.67 28:0.89 30:0.20 34:0.20 36:0.22 37:0.72 39:0.86 41:0.90 43:0.92 55:0.84 60:0.95 66:0.06 69:0.41 70:0.86 74:0.84 78:0.82 81:0.66 83:0.83 85:0.99 91:0.05 96:0.74 98:0.23 100:0.82 101:0.75 104:0.97 106:0.81 108:0.98 111:0.81 114:0.77 117:0.86 120:0.68 123:0.92 124:1.00 126:0.54 127:0.97 129:1.00 131:0.96 133:1.00 135:0.69 140:0.45 144:0.76 146:0.37 147:0.44 149:0.92 150:0.78 151:0.60 152:0.75 153:0.46 154:0.91 155:0.67 157:0.89 158:0.87 159:0.99 161:0.63 162:0.86 163:0.94 164:0.74 165:0.79 166:0.93 167:0.59 169:0.80 172:0.71 173:0.06 176:0.73 177:0.38 179:0.12 181:0.50 182:0.87 186:0.83 187:0.68 189:0.97 190:0.77 192:0.59 201:0.74 202:0.59 206:0.81 208:0.64 212:0.13 215:0.58 216:0.14 220:0.96 222:0.25 227:0.97 229:0.93 231:0.89 232:0.98 235:0.68 238:1.00 241:0.07 242:0.63 243:0.08 245:0.91 246:0.94 247:0.67 248:0.62 253:0.77 255:0.79 256:0.68 259:0.21 260:0.69 261:0.75 265:0.20 266:1.00 267:0.82 268:0.68 271:0.44 276:0.97 279:0.86 283:0.82 285:0.62 287:0.96 290:0.77 297:0.36 300:0.84\n1 1:0.74 11:0.78 12:0.86 17:0.55 20:0.74 21:0.22 27:0.45 28:0.89 30:0.66 32:0.72 34:0.80 36:0.20 37:0.50 39:0.86 43:0.82 55:0.92 60:0.87 66:0.53 69:0.60 70:0.42 74:0.81 76:0.85 78:0.84 81:0.85 83:0.87 85:0.80 91:0.10 98:0.58 100:0.73 101:0.74 108:0.46 111:0.82 114:0.90 122:0.43 123:0.44 124:0.52 126:0.54 127:0.35 129:0.05 131:0.61 133:0.39 135:0.89 144:0.76 145:0.47 146:0.70 147:0.75 149:0.68 150:0.90 152:0.74 154:0.78 155:0.67 157:0.82 158:0.87 159:0.50 161:0.63 163:0.75 165:0.86 166:0.93 167:0.61 169:0.72 172:0.45 173:0.55 176:0.73 177:0.38 178:0.55 179:0.69 181:0.50 182:0.86 186:0.85 187:0.68 192:0.59 195:0.76 201:0.74 208:0.64 212:0.22 215:0.79 216:0.77 222:0.25 227:0.61 229:0.61 231:0.89 235:0.31 241:0.12 242:0.38 243:0.62 245:0.64 246:0.94 247:0.55 253:0.74 259:0.21 261:0.75 265:0.59 266:0.54 267:0.28 271:0.44 276:0.47 279:0.86 283:0.71 287:0.61 290:0.90 297:0.36 300:0.33\n1 1:0.74 7:0.81 11:0.78 12:0.86 17:0.88 27:0.13 28:0.89 30:0.66 32:0.80 34:0.31 36:0.89 37:0.85 39:0.86 43:0.96 66:0.31 69:0.08 70:0.52 74:0.97 77:0.96 81:0.96 83:0.80 85:0.99 91:0.14 98:0.69 101:0.86 104:0.57 108:0.58 114:0.98 121:1.00 122:0.57 123:0.88 124:0.67 126:0.54 127:0.90 129:0.81 131:0.61 133:0.67 135:0.56 144:0.76 145:0.98 146:0.25 147:0.31 149:0.98 150:0.98 154:0.96 155:0.67 157:0.94 159:0.83 161:0.63 163:0.81 165:0.92 166:0.93 167:0.58 172:0.86 173:0.09 176:0.73 177:0.38 178:0.55 179:0.23 181:0.50 182:0.86 187:0.39 192:0.59 195:0.93 201:0.74 204:0.89 208:0.64 212:0.39 215:0.96 216:0.31 222:0.25 227:0.61 229:0.61 230:0.87 231:0.89 232:0.80 233:0.76 235:0.05 241:0.03 242:0.50 243:0.11 245:0.95 246:0.94 247:0.60 253:0.80 259:0.21 265:0.69 266:0.71 267:0.59 271:0.44 276:0.90 282:0.88 287:0.61 290:0.98 297:0.36 299:0.97 300:0.55\n1 1:0.74 6:0.80 7:0.81 8:0.59 9:0.80 11:0.78 12:0.86 17:0.99 20:0.81 27:0.72 28:0.89 30:0.71 32:0.80 34:0.23 36:0.74 39:0.86 41:0.88 43:0.78 60:0.87 66:0.82 69:0.78 70:0.31 74:0.83 77:0.70 78:0.78 81:0.94 83:0.88 85:0.88 91:0.79 96:0.87 98:0.67 100:0.79 101:0.80 104:0.58 108:0.61 111:0.77 114:0.98 120:0.78 121:0.90 122:0.43 123:0.59 126:0.54 127:0.20 129:0.05 131:0.96 135:0.30 140:0.45 144:0.76 145:0.38 146:0.67 147:0.72 149:0.78 150:0.97 151:0.93 152:0.78 153:0.77 154:0.71 155:0.67 157:0.87 158:0.87 159:0.26 161:0.63 162:0.86 164:0.69 165:0.91 166:0.93 167:0.91 169:0.77 172:0.48 173:0.84 176:0.73 177:0.38 179:0.58 181:0.50 182:0.87 186:0.79 189:0.82 192:0.59 195:0.64 201:0.74 202:0.54 204:0.89 208:0.64 212:0.61 215:0.96 216:0.06 222:0.25 227:0.97 229:0.93 230:0.87 231:0.89 232:0.81 233:0.76 235:0.22 238:0.84 241:0.78 242:0.33 243:0.83 246:0.94 247:0.55 248:0.85 253:0.89 255:0.79 256:0.58 259:0.21 260:0.79 261:0.78 265:0.68 266:0.38 267:0.18 268:0.63 271:0.44 276:0.35 279:0.86 282:0.88 283:0.71 285:0.62 287:0.96 290:0.98 297:0.99 299:0.88 300:0.25\n1 1:0.74 6:0.92 8:0.65 11:0.78 12:0.86 17:0.93 20:0.81 21:0.64 27:0.13 28:0.89 30:0.38 34:0.71 36:0.68 37:0.85 39:0.86 43:0.92 66:0.45 69:0.44 70:0.65 74:0.86 78:0.77 81:0.67 83:0.73 85:0.94 91:0.02 98:0.72 100:0.79 101:0.83 104:0.57 108:0.76 111:0.76 114:0.72 122:0.43 123:0.75 124:0.67 126:0.54 127:0.75 129:0.81 131:0.61 133:0.67 135:0.60 144:0.76 146:0.62 147:0.67 149:0.91 150:0.77 152:0.95 154:0.91 155:0.67 157:0.91 159:0.60 161:0.63 163:0.81 165:0.70 166:0.92 167:0.60 169:0.86 172:0.63 173:0.38 176:0.73 177:0.38 178:0.55 179:0.53 181:0.50 182:0.85 186:0.78 187:0.39 189:0.85 192:0.59 201:0.74 212:0.40 215:0.53 216:0.31 222:0.25 227:0.61 229:0.61 231:0.88 232:0.80 235:0.88 238:0.88 241:0.10 242:0.24 243:0.40 245:0.79 246:0.94 247:0.67 253:0.69 259:0.21 261:0.90 265:0.72 266:0.54 267:0.36 271:0.44 276:0.68 287:0.61 290:0.72 297:0.36 300:0.55\n1 1:0.74 6:0.98 7:0.81 8:0.92 9:0.80 11:0.78 12:0.86 17:0.61 20:0.93 21:0.54 27:0.05 28:0.89 30:0.68 32:0.80 34:0.74 36:0.36 37:0.96 39:0.86 41:0.93 43:0.96 66:0.17 69:0.23 70:0.65 74:0.98 77:0.89 78:0.88 81:0.66 83:0.81 85:1.00 91:0.56 96:0.93 98:0.39 100:0.96 101:0.85 104:0.58 108:0.64 111:0.92 114:0.77 120:0.87 121:1.00 122:0.43 123:0.62 124:0.97 126:0.54 127:1.00 129:0.99 131:0.96 133:0.97 135:0.86 140:0.45 144:0.76 145:0.98 146:0.49 147:0.55 149:0.99 150:0.78 151:0.98 152:0.99 153:0.92 154:0.96 155:0.67 157:0.94 159:0.96 161:0.63 162:0.65 164:0.83 165:0.79 166:0.93 167:0.72 169:0.97 172:0.90 173:0.06 176:0.73 177:0.38 179:0.13 181:0.50 182:0.87 186:0.88 187:0.21 189:0.97 191:0.87 192:0.59 195:0.99 201:0.74 202:0.80 204:0.89 208:0.64 212:0.39 215:0.58 216:0.58 222:0.25 227:0.97 229:0.93 230:0.87 231:0.89 232:0.81 233:0.76 235:0.68 238:0.97 241:0.54 242:0.57 243:0.10 245:0.96 246:0.94 247:0.60 248:0.91 253:0.96 255:0.79 256:0.80 259:0.21 260:0.88 261:0.99 265:0.42 266:0.95 267:0.36 268:0.82 271:0.44 276:0.97 282:0.88 285:0.62 287:0.96 290:0.77 297:0.36 299:0.97 300:0.84\n2 1:0.74 6:0.90 7:0.81 8:0.78 9:0.80 11:0.78 12:0.86 17:0.67 20:0.99 21:0.30 27:0.21 28:0.89 30:0.14 34:0.80 36:0.76 37:0.74 39:0.86 41:0.95 43:0.98 60:0.97 66:0.13 69:0.12 70:0.96 74:0.96 76:0.85 78:0.78 81:0.80 83:0.88 85:0.99 91:0.37 96:0.94 98:0.63 100:0.81 101:0.83 104:0.84 106:0.81 108:0.94 111:0.77 114:0.86 117:0.86 120:0.88 121:0.90 122:0.67 123:0.77 124:0.77 126:0.54 127:0.76 129:0.89 131:0.96 133:0.78 135:0.17 140:0.45 144:0.76 146:0.82 147:0.85 149:0.97 150:0.87 151:0.98 152:0.92 153:0.92 154:0.98 155:0.67 157:0.93 158:0.92 159:0.89 161:0.63 162:0.70 164:0.84 165:0.84 166:0.93 167:0.65 169:0.79 172:0.93 173:0.08 176:0.73 177:0.38 179:0.15 181:0.50 182:0.87 186:0.78 187:0.39 189:0.91 191:0.78 192:0.59 201:0.74 202:0.78 204:0.89 206:0.81 208:0.64 212:0.60 215:0.72 216:0.95 222:0.25 227:0.97 229:0.93 230:0.87 231:0.89 232:0.92 233:0.76 235:0.42 238:0.90 241:0.30 242:0.44 243:0.23 245:0.98 246:0.94 247:0.67 248:0.93 253:0.96 255:0.79 256:0.78 259:0.21 260:0.89 261:0.82 265:0.56 266:0.80 267:0.36 268:0.81 271:0.44 276:0.95 279:0.86 283:0.82 285:0.62 287:0.96 290:0.86 297:0.36 300:0.84\n4 1:0.74 6:0.98 8:0.98 9:0.80 11:0.78 12:0.86 17:0.69 20:0.99 21:0.64 27:0.05 28:0.89 30:0.45 32:0.80 34:0.71 36:0.59 37:0.96 39:0.86 41:0.99 43:0.96 60:0.98 66:0.07 69:0.27 70:0.69 74:0.80 77:0.96 78:0.94 81:0.59 83:0.90 85:0.88 91:0.98 96:0.99 98:0.38 100:0.99 101:0.79 104:0.58 108:0.72 111:0.98 114:0.72 120:0.98 122:0.43 123:0.76 124:0.81 126:0.54 127:0.96 129:0.89 131:0.96 133:0.78 135:0.49 138:0.99 140:0.45 144:0.76 145:0.98 146:0.19 147:0.24 149:0.77 150:0.72 151:1.00 152:0.99 153:0.99 154:0.96 155:0.67 157:0.87 158:0.92 159:0.57 161:0.63 162:0.65 164:0.96 165:0.70 166:0.92 167:0.97 169:0.97 172:0.27 173:0.28 176:0.73 177:0.38 179:0.82 181:0.50 182:0.87 186:0.94 189:0.99 191:0.97 192:0.59 195:0.72 201:0.74 202:0.95 208:0.64 212:0.36 215:0.53 216:0.58 222:0.25 227:0.97 229:0.93 231:0.89 232:0.81 235:0.80 238:0.99 241:0.93 242:0.38 243:0.31 245:0.57 246:0.94 247:0.60 248:0.99 253:0.99 255:0.79 256:0.95 259:0.21 260:0.98 261:0.99 265:0.19 266:0.71 267:0.98 268:0.96 271:0.44 276:0.41 279:0.86 282:0.88 283:0.82 285:0.62 287:0.96 290:0.72 297:0.36 299:0.97 300:0.55\n3 1:0.74 6:0.98 8:0.97 9:0.80 11:0.78 12:0.86 17:0.59 20:0.81 27:0.05 28:0.89 30:0.66 34:0.90 36:0.27 37:0.96 39:0.86 41:0.90 43:0.96 66:0.30 69:0.08 70:0.76 74:0.63 78:0.89 81:0.96 83:0.82 85:0.90 91:0.44 96:0.89 98:0.32 100:0.97 101:0.80 104:0.58 108:0.83 111:0.94 114:0.98 120:0.82 122:0.43 123:0.82 124:0.73 126:0.54 127:0.85 129:0.81 131:0.96 133:0.67 135:0.37 140:0.80 144:0.76 146:0.19 147:0.24 149:0.78 150:0.98 151:0.92 152:0.99 153:0.72 154:0.96 155:0.67 157:0.88 159:0.60 161:0.63 162:0.60 164:0.75 165:0.92 166:0.93 167:0.79 169:0.97 172:0.32 173:0.15 176:0.73 177:0.38 178:0.42 179:0.81 181:0.50 182:0.87 186:0.89 187:0.68 189:0.99 191:0.91 192:0.59 201:0.74 202:0.70 208:0.64 212:0.36 215:0.96 216:0.58 222:0.25 227:0.97 229:0.93 231:0.89 232:0.81 235:0.05 238:0.98 241:0.69 242:0.52 243:0.31 245:0.60 246:0.94 247:0.47 248:0.88 253:0.89 255:0.79 256:0.68 259:0.21 260:0.83 261:0.99 265:0.34 266:0.71 267:0.18 268:0.70 271:0.44 276:0.34 285:0.62 287:0.96 290:0.98 297:0.36 300:0.70\n0 7:0.81 8:0.97 9:0.80 11:0.78 12:0.86 17:0.70 21:0.78 27:0.05 28:0.89 30:0.33 32:0.72 34:0.94 36:0.51 37:0.96 39:0.86 41:0.88 43:0.96 66:0.45 69:0.12 70:0.49 74:0.66 78:0.94 83:0.77 85:0.80 91:0.57 96:0.84 98:0.55 101:0.77 104:0.58 108:0.71 111:0.96 120:0.74 121:0.90 122:0.41 123:0.69 124:0.56 127:0.76 129:0.59 131:0.96 133:0.47 135:0.49 140:0.45 144:0.76 145:1.00 146:0.19 147:0.24 149:0.66 151:0.87 153:0.48 154:0.96 155:0.67 157:0.82 159:0.43 161:0.63 162:0.74 164:0.67 166:0.61 167:0.77 169:0.99 172:0.27 173:0.25 177:0.38 179:0.91 181:0.50 182:0.87 187:0.21 192:0.59 195:0.66 202:0.56 204:0.89 208:0.64 212:0.42 216:0.58 222:0.25 227:0.97 229:0.93 230:0.87 231:0.89 232:0.81 233:0.76 235:0.22 241:0.67 242:0.45 243:0.40 245:0.53 246:0.61 247:0.35 248:0.81 253:0.81 255:0.79 256:0.58 259:0.21 260:0.74 265:0.56 266:0.38 267:0.28 268:0.59 271:0.44 276:0.25 285:0.62 287:0.96 300:0.33\n0 17:0.53 21:0.78 27:0.72 28:0.83 91:0.93 120:0.75 140:0.99 151:0.73 153:0.80 161:0.99 162:0.45 164:0.65 167:0.67 175:0.75 178:0.55 181:0.98 187:0.39 202:0.98 216:0.09 235:0.05 241:0.64 244:0.61 248:0.68 256:0.58 257:0.65 260:0.76 268:0.58 277:0.69 285:0.62\n0 17:0.92 20:0.80 21:0.78 27:0.62 28:0.83 34:0.99 36:0.37 37:0.27 43:0.32 66:0.36 69:0.70 78:0.72 91:0.10 98:0.08 100:0.73 108:0.53 111:0.72 123:0.51 127:0.06 129:0.05 135:0.21 145:0.44 146:0.05 147:0.05 149:0.13 152:0.77 154:0.23 159:0.05 161:0.99 167:0.53 169:0.72 172:0.05 173:0.75 177:0.05 178:0.55 181:0.98 186:0.73 187:0.21 216:0.60 235:0.05 241:0.24 243:0.51 259:0.21 261:0.73 265:0.08 267:0.59\n1 17:0.24 20:0.76 21:0.22 27:0.17 28:0.83 30:0.45 34:0.86 36:0.96 37:0.58 43:0.51 55:0.59 66:0.27 69:0.15 70:0.25 78:0.84 81:0.72 91:0.04 98:0.12 100:0.73 108:0.12 111:0.81 123:0.12 124:0.72 126:0.54 127:0.85 129:0.81 133:0.67 135:1.00 146:0.24 147:0.30 149:0.28 150:0.53 152:0.76 154:0.40 159:0.84 161:0.99 163:0.79 167:0.52 169:0.85 172:0.10 173:0.10 177:0.05 178:0.55 179:0.98 181:0.98 186:0.84 187:0.68 202:0.36 212:0.61 215:0.79 216:0.90 235:0.31 241:0.18 242:0.82 243:0.46 245:0.38 247:0.12 259:0.21 261:0.80 265:0.13 266:0.17 267:0.52 276:0.16 297:0.36 300:0.18\n0 8:0.79 17:0.26 20:0.78 21:0.78 27:0.40 28:0.83 32:0.80 34:0.40 36:0.18 37:0.90 43:0.33 66:0.36 69:0.67 78:0.72 91:0.14 98:0.07 100:0.73 108:0.51 111:0.72 123:0.49 127:0.06 129:0.05 135:0.56 145:0.88 146:0.05 147:0.05 149:0.13 152:0.76 154:0.24 159:0.05 161:0.99 167:0.52 169:0.72 172:0.05 173:0.64 177:0.05 178:0.55 181:0.98 186:0.73 187:0.68 195:0.80 216:0.65 235:0.05 241:0.18 243:0.51 259:0.21 261:0.73 265:0.07 267:0.28\n0 17:0.57 21:0.78 27:0.25 28:0.83 34:0.70 36:0.29 91:0.78 120:0.73 135:0.63 140:1.00 151:0.70 153:0.71 161:0.99 162:0.45 164:0.63 167:0.67 175:0.75 178:0.55 181:0.98 187:0.68 202:0.99 216:0.14 241:0.63 244:0.61 248:0.66 256:0.58 257:0.65 259:0.21 260:0.74 267:0.94 268:0.57 277:0.69 285:0.62\n0 6:0.78 7:0.81 8:0.59 17:0.24 20:0.81 21:0.30 27:0.24 28:0.83 30:0.95 32:0.80 34:0.95 36:0.70 37:0.90 43:0.42 55:0.92 66:0.20 69:0.50 78:0.85 81:0.69 91:0.48 98:0.10 100:0.85 108:0.39 111:0.83 120:0.63 123:0.37 124:0.61 126:0.54 127:0.23 129:0.59 133:0.47 135:0.79 140:0.45 145:0.42 146:0.05 147:0.05 149:0.21 150:0.50 151:0.54 152:0.78 153:0.48 154:0.32 159:0.18 161:0.99 162:0.61 164:0.76 167:0.62 169:0.83 172:0.05 173:0.72 177:0.05 179:0.99 181:0.98 186:0.85 187:0.21 189:0.81 191:0.77 195:0.57 202:0.70 215:0.72 216:0.74 220:0.87 230:0.65 233:0.63 235:0.42 238:0.89 241:0.56 243:0.40 245:0.36 248:0.57 256:0.68 259:0.21 260:0.64 261:0.83 265:0.11 267:0.44 268:0.70 283:0.60 285:0.62 297:0.36 300:0.08\n0 17:0.85 21:0.78 27:0.64 28:0.83 34:0.68 36:0.42 37:0.35 91:0.14 120:0.86 135:0.49 140:0.45 151:0.74 153:0.83 161:0.99 162:0.86 164:0.76 167:0.54 175:0.75 181:0.98 187:0.68 202:0.62 216:0.12 241:0.30 244:0.61 248:0.80 256:0.68 257:0.65 259:0.21 260:0.87 267:0.69 268:0.71 277:0.69 285:0.62\n0 17:0.24 21:0.78 27:0.72 28:0.83 34:0.82 36:0.37 37:0.33 91:0.92 120:0.72 135:0.34 140:1.00 151:0.69 153:0.69 161:0.99 162:0.45 164:0.62 167:0.54 175:0.75 178:0.55 181:0.98 187:0.68 202:0.98 216:0.19 235:0.68 241:0.30 244:0.61 248:0.65 256:0.58 257:0.65 259:0.21 260:0.73 267:0.87 268:0.55 277:0.69 285:0.62\n2 17:0.62 21:0.30 27:0.72 28:0.83 30:0.73 34:0.56 36:0.62 37:0.57 43:0.46 55:0.92 66:0.69 69:0.41 70:0.22 81:0.69 91:0.18 98:0.77 106:0.81 108:0.32 123:0.31 124:0.42 126:0.54 127:0.38 129:0.59 133:0.47 135:0.74 146:0.89 147:0.91 149:0.55 150:0.50 154:0.35 159:0.57 161:0.99 163:0.94 167:0.49 172:0.54 173:0.32 177:0.05 178:0.55 179:0.68 181:0.98 187:0.39 206:0.81 212:0.72 215:0.72 216:0.32 235:0.31 241:0.05 242:0.82 243:0.73 245:0.59 247:0.12 259:0.21 265:0.77 266:0.38 267:0.36 276:0.50 297:0.36 300:0.18\n0 6:0.79 8:0.61 17:0.88 20:0.76 21:0.22 27:0.63 28:0.83 30:0.95 34:0.78 36:0.37 37:0.54 43:0.48 55:0.99 66:0.20 69:0.35 78:0.93 81:0.72 91:0.37 98:0.07 100:0.94 108:0.27 111:0.92 123:0.26 124:0.61 126:0.54 127:0.24 129:0.59 133:0.47 135:0.74 146:0.05 147:0.05 149:0.19 150:0.53 152:0.76 154:0.36 159:0.49 161:0.99 167:0.56 169:0.91 172:0.05 173:0.25 177:0.05 178:0.55 179:0.99 181:0.98 186:0.92 187:0.21 202:0.36 215:0.79 216:0.13 235:0.31 241:0.39 243:0.40 245:0.36 259:0.21 261:0.83 265:0.07 267:0.97 283:0.60 297:0.36 300:0.08\n2 17:0.51 21:0.64 27:0.45 28:0.83 30:0.76 34:0.89 36:0.32 37:0.50 43:0.32 55:0.96 66:0.20 69:0.70 70:0.22 81:0.55 91:0.03 98:0.25 108:0.65 123:0.63 124:0.73 126:0.54 127:0.22 129:0.81 133:0.67 135:0.69 145:0.52 146:0.05 147:0.05 149:0.30 150:0.42 154:0.24 159:0.39 161:0.99 163:0.96 167:0.52 172:0.10 173:0.66 177:0.05 178:0.55 179:0.87 181:0.98 187:0.68 212:0.42 215:0.53 216:0.77 235:0.80 241:0.18 242:0.82 243:0.26 245:0.40 247:0.12 259:0.21 265:0.27 266:0.23 267:0.76 276:0.24 297:0.36 300:0.18\n1 6:0.79 7:0.81 8:0.58 17:0.97 20:0.83 21:0.22 27:0.58 28:0.83 32:0.80 34:0.36 36:0.33 37:0.23 78:0.99 81:0.72 91:0.85 100:0.99 111:0.99 126:0.54 135:0.39 145:0.91 150:0.53 152:0.79 161:0.99 167:0.85 169:0.99 175:0.75 178:0.55 181:0.98 186:0.99 189:0.81 195:0.73 202:0.36 215:0.79 216:0.01 230:0.87 233:0.76 235:0.31 238:0.97 241:0.83 244:0.61 257:0.65 259:0.21 261:0.94 267:0.23 277:0.69 297:0.36\n0 17:0.15 20:0.78 21:0.22 27:0.17 28:0.83 30:0.45 34:0.52 36:0.99 37:0.58 43:0.51 55:0.59 66:0.27 69:0.15 70:0.25 78:0.86 81:0.72 91:0.04 98:0.13 100:0.87 108:0.12 111:0.85 120:0.54 123:0.12 124:0.72 126:0.54 127:0.88 129:0.81 133:0.67 135:0.99 140:0.45 146:0.24 147:0.30 149:0.28 150:0.53 151:0.47 152:0.76 153:0.48 154:0.40 159:0.83 161:0.99 162:0.52 163:0.79 164:0.57 167:0.57 169:0.83 172:0.10 173:0.10 177:0.05 179:0.98 181:0.98 186:0.87 187:0.68 202:0.58 212:0.61 215:0.79 216:0.90 220:0.82 235:0.31 241:0.41 242:0.82 243:0.46 245:0.38 247:0.12 248:0.47 256:0.45 259:0.21 260:0.54 261:0.81 265:0.13 266:0.17 267:0.84 268:0.46 276:0.16 285:0.62 297:0.36 300:0.18\n0 6:0.79 8:0.65 17:0.76 20:0.78 21:0.40 27:0.63 28:0.83 30:0.62 34:0.75 36:0.48 37:0.54 43:0.47 55:0.98 66:0.16 69:0.39 70:0.34 78:0.81 81:0.66 91:0.48 98:0.11 100:0.93 108:0.88 111:0.86 120:0.53 123:0.87 124:0.86 126:0.54 127:0.24 129:0.93 133:0.84 135:0.66 140:0.45 146:0.05 147:0.05 149:0.27 150:0.48 151:0.46 152:0.76 153:0.48 154:0.36 159:0.77 161:0.99 162:0.65 163:0.89 164:0.69 167:0.59 169:0.91 172:0.10 173:0.14 177:0.05 179:0.85 181:0.98 186:0.81 187:0.21 202:0.61 212:0.30 215:0.67 216:0.13 220:0.91 235:0.52 241:0.49 242:0.82 243:0.23 245:0.40 247:0.12 248:0.46 256:0.58 259:0.21 260:0.53 261:0.83 265:0.12 266:0.27 267:0.76 268:0.62 276:0.28 283:0.60 285:0.62 297:0.36 300:0.25\n1 6:0.78 17:0.88 20:0.87 21:0.13 27:0.44 28:0.83 30:0.45 32:0.80 34:0.24 36:0.21 37:0.28 43:0.52 55:0.59 66:0.82 69:0.07 70:0.42 78:0.80 81:0.74 91:0.61 98:0.83 100:0.79 106:0.81 108:0.06 111:0.79 120:0.57 123:0.06 126:0.54 127:0.32 129:0.05 135:0.66 140:0.45 145:0.84 146:0.73 147:0.77 149:0.50 150:0.55 151:0.50 152:0.86 153:0.77 154:0.41 159:0.30 161:0.99 162:0.86 163:0.81 164:0.72 167:0.53 169:0.79 172:0.48 173:0.21 177:0.05 179:0.76 181:0.98 186:0.81 187:0.39 189:0.81 195:0.59 202:0.57 206:0.81 212:0.30 215:0.84 216:0.91 220:0.74 235:0.12 238:0.82 241:0.24 242:0.82 243:0.83 247:0.12 248:0.51 256:0.64 259:0.21 260:0.58 261:0.85 265:0.83 266:0.47 267:0.44 268:0.66 276:0.40 283:0.60 285:0.62 297:0.36 300:0.33\n0 17:0.38 20:0.76 21:0.47 27:0.48 28:0.83 30:0.66 34:0.23 36:0.25 37:0.39 43:0.41 55:0.92 66:0.13 69:0.53 70:0.33 78:0.72 81:0.63 91:0.25 98:0.28 100:0.94 108:0.87 111:0.87 120:0.53 123:0.86 124:0.95 126:0.54 127:0.79 129:0.99 133:0.95 135:0.88 140:0.45 146:0.50 147:0.56 149:0.54 150:0.46 151:0.45 152:0.75 153:0.48 154:0.31 159:0.88 161:0.99 162:0.86 163:0.92 164:0.57 167:0.52 169:0.92 172:0.32 173:0.25 177:0.05 179:0.61 181:0.98 186:0.73 187:0.95 202:0.36 212:0.23 215:0.63 216:0.51 220:0.93 235:0.60 241:0.18 242:0.82 243:0.21 245:0.57 247:0.12 248:0.45 256:0.45 259:0.21 260:0.53 261:0.78 265:0.30 266:0.75 267:0.65 268:0.46 276:0.63 285:0.62 297:0.36 300:0.33\n1 17:0.08 20:0.76 21:0.30 27:0.52 28:0.83 30:0.91 34:0.47 36:0.58 37:0.34 43:0.32 55:0.92 66:0.49 69:0.70 70:0.13 78:0.87 81:0.69 91:0.33 98:0.58 100:0.92 108:0.53 111:0.86 120:0.73 123:0.51 124:0.48 126:0.54 127:0.28 129:0.59 133:0.47 135:0.20 140:0.45 146:0.48 147:0.54 149:0.29 150:0.50 151:0.66 152:0.75 153:0.48 154:0.23 159:0.25 161:0.99 162:0.86 163:0.86 164:0.73 167:0.64 169:0.87 172:0.16 173:0.83 177:0.05 179:0.95 181:0.98 186:0.73 187:0.39 202:0.59 212:0.61 215:0.72 216:0.81 220:0.62 235:0.31 241:0.59 242:0.82 243:0.60 245:0.39 247:0.12 248:0.66 256:0.64 259:0.21 260:0.74 261:0.76 265:0.59 266:0.17 267:0.79 268:0.68 276:0.21 283:0.60 285:0.62 297:0.36 300:0.13\n1 7:0.81 12:0.51 17:0.38 20:0.77 21:0.40 27:0.72 28:0.96 30:0.58 32:0.80 34:0.85 36:0.81 43:0.52 55:0.52 66:0.69 69:0.12 70:0.44 78:0.74 81:0.78 91:0.79 98:0.74 100:0.73 104:0.58 108:0.10 111:0.73 120:0.62 123:0.10 124:0.41 126:0.54 127:0.59 129:0.59 133:0.47 135:0.32 140:0.45 145:0.93 146:0.56 147:0.62 149:0.52 150:0.58 151:0.56 152:0.75 153:0.78 154:0.41 159:0.30 161:0.55 162:0.86 164:0.84 167:0.93 169:0.72 172:0.41 173:0.34 177:0.05 179:0.87 181:0.57 186:0.75 195:0.61 202:0.73 212:0.55 215:0.67 216:0.17 220:0.74 230:0.65 233:0.63 235:0.42 241:0.87 242:0.82 243:0.73 245:0.46 247:0.12 248:0.56 256:0.81 259:0.21 260:0.63 261:0.74 265:0.74 266:0.27 267:0.19 268:0.80 271:0.82 276:0.35 283:0.60 285:0.62 297:0.36 300:0.33\n1 6:0.98 7:0.81 8:0.97 12:0.51 17:0.03 20:0.92 21:0.68 25:0.88 27:0.13 28:0.96 30:0.21 34:0.44 36:0.33 37:0.46 43:0.48 55:0.59 66:0.30 69:0.41 70:0.64 78:0.83 81:0.63 91:1.00 98:0.19 100:0.84 104:0.58 108:0.74 111:0.90 120:0.99 123:0.72 124:0.78 126:0.54 127:0.97 129:0.89 132:0.97 133:0.78 135:0.42 140:0.45 145:0.77 146:0.27 147:0.33 149:0.45 150:0.46 151:0.91 152:0.86 153:1.00 154:0.36 159:0.82 161:0.55 162:0.71 164:1.00 167:0.94 169:0.93 172:0.32 173:0.22 177:0.05 179:0.82 181:0.57 186:0.77 189:0.99 191:0.98 202:0.99 212:0.49 215:0.49 216:0.93 230:0.87 233:0.76 235:0.80 238:0.99 241:0.95 242:0.82 243:0.23 245:0.56 247:0.12 248:0.99 256:1.00 260:0.99 261:0.82 265:0.21 266:0.54 267:0.97 268:1.00 271:0.82 276:0.40 283:0.60 285:0.62 297:0.36 300:0.43\n1 6:0.87 7:0.81 8:0.74 12:0.51 17:0.12 20:0.97 21:0.40 27:0.21 28:0.96 30:0.30 34:0.34 36:0.76 37:0.74 43:0.52 55:0.84 66:0.10 69:0.12 70:0.85 78:0.75 81:0.78 91:0.74 98:0.42 100:0.78 104:0.84 106:0.81 108:0.81 111:0.74 120:0.90 123:0.80 124:0.95 126:0.54 127:0.83 129:0.99 133:0.95 135:0.17 140:0.45 146:0.75 147:0.79 149:0.82 150:0.58 151:0.80 152:0.98 153:0.93 154:0.41 159:0.94 161:0.55 162:0.59 164:0.93 167:0.71 169:0.76 172:0.71 173:0.06 177:0.05 179:0.17 181:0.57 186:0.75 187:0.39 189:0.88 191:0.80 202:0.91 206:0.81 212:0.29 215:0.67 216:0.95 220:0.62 230:0.65 233:0.63 235:0.42 238:0.92 241:0.58 242:0.82 243:0.22 245:0.92 247:0.12 248:0.86 256:0.91 259:0.21 260:0.91 261:0.79 265:0.44 266:0.96 267:0.28 268:0.92 271:0.82 276:0.93 283:0.82 285:0.62 297:0.36 300:0.84\n1 7:0.81 12:0.51 17:0.36 21:0.77 25:0.88 27:0.37 28:0.96 30:0.21 32:0.80 34:0.66 36:0.46 37:0.31 43:0.41 55:0.59 66:0.49 69:0.55 70:0.67 81:0.52 91:0.64 98:0.21 104:0.58 108:0.92 120:0.72 123:0.92 124:0.64 126:0.54 127:0.81 129:0.81 133:0.67 135:0.54 140:0.80 145:0.67 146:0.05 147:0.05 149:0.33 150:0.40 151:0.58 153:0.86 154:0.31 159:0.80 161:0.55 162:0.72 164:0.89 167:0.76 172:0.32 173:0.36 177:0.05 178:0.42 179:0.89 181:0.57 187:0.68 195:0.90 202:0.83 212:0.55 215:0.44 216:0.86 220:1.00 230:0.65 233:0.63 235:0.97 241:0.69 242:0.82 243:0.18 245:0.48 247:0.12 248:0.65 256:0.86 259:0.21 260:0.73 265:0.23 266:0.38 267:0.65 268:0.87 271:0.82 276:0.21 285:0.62 297:0.36 300:0.43\n1 12:0.51 17:0.57 21:0.22 27:0.45 28:0.96 30:0.62 32:0.80 34:0.70 36:0.31 37:0.50 43:0.32 55:0.52 66:0.75 69:0.68 70:0.34 81:0.83 91:0.14 98:0.51 108:0.52 123:0.50 126:0.54 127:0.15 129:0.05 135:0.69 145:0.41 146:0.62 147:0.67 149:0.37 150:0.62 154:0.24 159:0.23 161:0.55 163:0.75 167:0.58 172:0.32 173:0.67 177:0.05 178:0.55 179:0.60 181:0.57 187:0.68 195:0.73 212:0.30 215:0.79 216:0.77 235:0.22 241:0.15 242:0.82 243:0.77 247:0.12 259:0.21 265:0.52 266:0.27 267:0.23 271:0.82 276:0.27 283:0.60 297:0.36 300:0.25\n1 8:0.94 12:0.51 17:0.88 21:0.71 27:0.59 28:0.96 30:0.62 32:0.80 34:0.81 36:0.66 37:0.48 43:0.34 55:0.84 66:0.75 69:0.66 70:0.34 81:0.60 91:0.78 98:0.74 104:0.58 108:0.50 120:0.64 123:0.48 126:0.54 127:0.24 129:0.05 135:0.47 140:0.45 145:0.97 146:0.55 147:0.61 149:0.39 150:0.45 151:0.56 153:0.78 154:0.25 159:0.20 161:0.55 162:0.79 163:0.75 164:0.89 167:0.94 172:0.32 173:0.84 177:0.05 179:0.84 181:0.57 191:0.75 195:0.56 202:0.81 212:0.30 215:0.48 216:0.23 220:0.82 235:0.84 241:0.93 242:0.82 243:0.77 247:0.12 248:0.58 256:0.85 259:0.21 260:0.65 265:0.74 266:0.27 267:0.23 268:0.86 271:0.82 276:0.29 283:0.60 285:0.62 297:0.36 300:0.25\n2 6:0.87 7:0.81 8:0.79 12:0.51 17:0.40 20:0.98 21:0.40 27:0.21 28:0.96 30:0.36 34:0.89 36:0.85 37:0.74 43:0.52 55:0.71 66:0.11 69:0.12 70:0.78 78:0.74 81:0.78 91:0.76 98:0.42 100:0.78 104:0.84 106:0.81 108:0.96 111:0.74 120:0.93 123:0.96 124:0.96 126:0.54 127:0.76 129:0.99 133:0.96 135:0.21 140:0.45 146:0.30 147:0.37 149:0.81 150:0.58 151:0.81 152:0.98 153:0.94 154:0.41 159:0.94 161:0.55 162:0.69 164:0.95 167:0.71 169:0.76 172:0.73 173:0.06 177:0.05 179:0.17 181:0.57 186:0.75 187:0.39 189:0.89 191:0.85 202:0.91 206:0.81 212:0.27 215:0.67 216:0.95 220:0.62 230:0.65 233:0.63 235:0.42 238:0.92 241:0.57 242:0.82 243:0.08 245:0.92 247:0.12 248:0.90 256:0.93 259:0.21 260:0.93 261:0.79 265:0.44 266:0.95 267:0.69 268:0.93 271:0.82 276:0.93 283:0.82 285:0.62 297:0.36 300:0.70\n1 6:0.87 8:0.81 12:0.51 17:0.34 20:0.73 21:0.78 27:0.21 28:0.96 30:0.33 34:0.56 36:0.86 37:0.74 43:0.46 55:0.84 66:0.36 69:0.41 70:0.91 78:0.74 91:0.72 98:0.36 100:0.86 104:0.84 108:0.96 111:0.73 120:0.92 123:0.96 124:0.94 127:0.55 129:0.99 133:0.95 135:0.21 140:0.80 146:0.19 147:0.24 149:0.51 151:0.82 152:0.98 153:0.95 154:0.35 159:0.92 161:0.55 162:0.49 163:0.86 164:0.88 167:0.58 169:0.76 172:0.61 173:0.11 177:0.05 178:0.42 179:0.47 181:0.57 186:0.85 187:0.39 191:0.70 202:0.91 212:0.14 216:0.95 235:0.31 238:0.88 241:0.15 242:0.82 243:0.13 245:0.61 247:0.12 248:0.89 256:0.85 259:0.21 260:0.92 261:0.79 265:0.39 266:0.92 267:0.73 268:0.85 271:0.82 276:0.69 283:0.82 285:0.62 300:0.84\n1 6:0.89 7:0.81 8:0.91 12:0.51 17:0.24 20:0.91 21:0.74 25:0.88 27:0.37 28:0.96 30:0.45 32:0.80 34:0.50 36:0.63 37:0.31 43:0.46 55:0.84 66:0.36 69:0.48 70:0.50 78:0.75 81:0.57 91:1.00 98:0.19 100:0.79 104:0.58 108:0.93 111:0.76 120:0.97 123:0.92 124:0.69 126:0.54 127:0.96 129:0.81 133:0.67 135:0.44 140:0.45 145:0.61 146:0.31 147:0.38 149:0.29 150:0.43 151:0.85 152:0.87 153:0.98 154:0.35 159:0.81 161:0.55 162:0.74 163:0.90 164:0.99 167:0.93 169:0.78 172:0.21 173:0.28 177:0.05 179:0.94 181:0.57 186:0.76 189:0.90 191:0.95 195:0.90 202:0.98 212:0.23 215:0.46 216:0.86 220:0.62 230:0.65 233:0.63 235:0.88 238:0.96 241:0.90 242:0.82 243:0.34 245:0.45 247:0.12 248:0.96 256:0.99 259:0.21 260:0.97 261:0.78 265:0.20 266:0.38 267:0.89 268:0.99 271:0.82 276:0.22 283:0.60 285:0.62 297:0.36 300:0.33\n2 6:0.92 8:0.89 12:0.51 17:0.12 20:0.87 21:0.78 25:0.88 27:0.47 28:0.96 34:0.62 36:0.24 37:0.90 78:0.91 91:0.97 100:0.99 104:0.58 111:0.98 120:0.97 135:0.87 140:0.45 151:0.84 152:0.82 153:0.97 161:0.55 162:0.69 164:0.99 167:0.93 169:1.00 175:0.75 181:0.57 186:0.91 189:0.93 191:0.89 202:0.98 216:0.68 220:0.74 238:0.98 241:0.90 244:0.61 248:0.96 256:0.99 257:0.65 259:0.21 260:0.97 261:0.95 267:0.91 268:0.99 271:0.82 277:0.69 283:0.60 285:0.62\n1 6:0.83 7:0.81 8:0.91 12:0.51 17:0.16 20:0.78 21:0.68 25:0.88 27:0.41 28:0.96 30:0.66 34:0.89 36:0.84 37:0.84 43:0.32 55:0.71 66:0.47 69:0.71 70:0.40 78:0.75 81:0.63 91:0.92 98:0.61 100:0.79 104:0.81 108:0.73 111:0.74 120:0.96 123:0.71 124:0.56 126:0.54 127:0.43 129:0.59 133:0.47 135:0.65 140:0.45 145:0.77 146:0.55 147:0.61 149:0.51 150:0.46 151:0.83 152:0.80 153:0.97 154:0.23 159:0.40 161:0.55 162:0.79 164:0.98 167:0.68 169:0.76 172:0.41 173:0.77 177:0.05 179:0.73 181:0.57 186:0.75 187:0.68 189:0.89 191:0.91 202:0.96 212:0.49 215:0.49 216:0.68 220:0.62 230:0.65 233:0.63 235:0.80 238:0.92 241:0.50 242:0.82 243:0.44 245:0.66 247:0.12 248:0.94 256:0.97 259:0.21 260:0.96 261:0.76 265:0.62 266:0.63 267:0.91 268:0.98 271:0.82 276:0.46 283:0.82 285:0.62 297:0.36 300:0.33\n1 12:0.51 17:0.45 21:0.77 25:0.88 27:0.07 28:0.96 30:0.66 34:0.87 36:0.67 37:0.63 43:0.46 55:0.84 66:0.30 69:0.50 70:0.53 81:0.52 91:0.97 98:0.31 104:0.58 108:0.76 120:0.97 123:0.75 124:0.73 126:0.54 127:0.42 129:0.81 133:0.67 135:0.71 140:0.45 145:0.72 146:0.50 147:0.56 149:0.48 150:0.40 151:0.84 153:0.97 154:0.35 159:0.79 161:0.55 162:0.65 163:0.75 164:0.99 167:0.75 172:0.32 173:0.26 177:0.05 179:0.73 181:0.57 187:0.68 202:0.98 212:0.13 215:0.44 216:0.95 220:0.62 235:0.97 241:0.67 242:0.82 243:0.37 245:0.60 247:0.12 248:0.96 256:0.99 259:0.21 260:0.98 265:0.34 266:0.80 267:0.87 268:0.99 271:0.82 276:0.39 283:0.82 285:0.62 297:0.36 300:0.43\n0 6:0.89 7:0.81 8:0.96 12:0.51 17:0.16 20:0.75 21:0.74 25:0.88 27:0.25 28:0.96 30:0.37 37:0.30 43:0.43 55:0.71 66:0.19 69:0.52 70:0.70 78:0.97 81:0.57 91:0.98 98:0.26 100:0.82 104:0.58 108:0.73 111:1.00 120:0.99 123:0.92 124:0.68 126:0.54 127:0.94 129:0.81 133:0.67 140:0.45 145:0.89 146:0.26 147:0.32 149:0.53 150:0.43 151:0.91 152:0.74 153:1.00 154:0.33 159:0.82 161:0.55 162:0.66 164:1.00 167:0.93 169:0.99 172:0.48 173:0.31 177:0.05 179:0.71 181:0.57 186:0.78 189:0.91 191:0.96 202:0.99 212:0.71 215:0.46 216:0.92 220:0.74 230:0.87 233:0.76 235:0.88 238:1.00 241:0.87 242:0.82 243:0.19 245:0.68 247:0.12 248:0.99 256:1.00 260:0.99 261:0.74 265:0.25 266:0.63 268:0.99 271:0.82 276:0.41 283:0.82 285:0.62 297:0.36 300:0.55\n1 12:0.51 17:0.59 21:0.74 25:0.88 27:0.07 28:0.96 30:0.71 34:0.96 36:0.40 37:0.63 43:0.46 55:0.71 66:0.24 69:0.47 70:0.40 81:0.57 91:0.81 98:0.25 104:0.58 108:0.90 120:0.81 123:0.89 124:0.85 126:0.54 127:0.91 129:0.93 133:0.84 135:0.87 140:0.80 145:0.77 146:0.26 147:0.32 149:0.37 150:0.43 151:0.75 153:0.84 154:0.35 159:0.73 161:0.55 162:0.60 163:0.81 164:0.91 167:0.75 172:0.21 173:0.34 177:0.05 178:0.42 179:0.88 181:0.57 187:0.68 202:0.88 212:0.15 215:0.46 216:0.95 220:0.74 235:0.88 241:0.66 242:0.82 243:0.28 245:0.48 247:0.12 248:0.73 256:0.89 259:0.21 260:0.82 265:0.27 266:0.63 267:0.44 268:0.89 271:0.82 276:0.37 283:0.82 285:0.62 297:0.36 300:0.33\n1 7:0.81 12:0.51 17:0.43 21:0.78 25:0.88 27:0.47 28:0.96 30:0.17 32:0.80 34:0.68 36:0.88 37:0.90 43:0.43 55:0.45 66:0.23 69:0.46 70:0.70 91:0.72 98:0.72 104:0.58 108:0.91 120:0.76 123:0.77 124:0.74 127:0.89 129:0.81 133:0.67 135:0.92 140:0.80 145:0.93 146:0.80 147:0.83 149:0.84 151:0.57 153:0.83 154:0.33 159:0.82 161:0.55 162:0.57 164:0.92 167:0.75 172:0.81 173:0.25 177:0.05 178:0.42 179:0.24 181:0.57 187:0.21 195:0.92 202:0.90 212:0.58 216:0.68 220:0.82 230:0.65 233:0.63 235:0.12 241:0.66 242:0.82 243:0.34 245:0.96 247:0.12 248:0.68 256:0.89 259:0.21 260:0.76 265:0.51 266:0.84 267:0.73 268:0.90 271:0.82 276:0.89 283:0.60 285:0.62 300:0.55\n1 12:0.51 17:0.57 21:0.22 25:0.88 27:0.37 28:0.96 30:0.62 34:0.45 36:0.54 37:0.31 43:0.41 55:0.71 66:0.61 69:0.52 70:0.34 81:0.83 91:0.22 98:0.22 104:0.58 108:0.89 120:0.54 123:0.89 124:0.43 126:0.54 127:0.75 129:0.59 133:0.47 135:0.88 140:0.80 146:0.05 147:0.05 149:0.25 150:0.62 151:0.47 153:0.48 154:0.31 159:0.72 161:0.55 162:0.53 164:0.57 167:0.67 172:0.27 173:0.38 177:0.05 178:0.42 179:0.95 181:0.57 187:0.68 202:0.57 212:0.61 215:0.79 216:0.86 220:0.82 235:0.22 241:0.49 242:0.82 243:0.23 245:0.42 247:0.12 248:0.47 256:0.45 259:0.21 260:0.54 265:0.24 266:0.23 267:0.79 268:0.46 271:0.82 276:0.14 285:0.62 297:0.36 300:0.25\n1 6:0.97 7:0.81 8:0.97 12:0.51 17:0.24 20:0.75 21:0.76 25:0.88 27:0.18 28:0.96 30:0.21 32:0.80 37:0.37 43:0.47 55:0.71 66:0.20 69:0.45 70:0.91 78:0.78 81:0.54 91:1.00 98:0.30 100:0.86 104:0.58 108:0.75 111:0.81 120:0.99 123:0.73 124:0.85 126:0.54 127:0.95 129:0.93 133:0.84 140:0.45 145:0.76 146:0.27 147:0.33 149:0.49 150:0.41 151:0.91 152:0.74 153:1.00 154:0.36 159:0.76 161:0.55 162:0.69 164:1.00 167:0.94 169:0.86 172:0.32 173:0.30 177:0.05 179:0.73 181:0.57 186:0.77 189:0.98 191:0.96 195:0.86 202:0.99 212:0.23 215:0.46 216:0.94 230:0.65 233:0.63 235:0.95 238:1.00 241:0.91 242:0.82 243:0.19 245:0.60 247:0.12 248:0.99 256:1.00 260:0.99 261:0.74 265:0.32 266:0.71 268:1.00 271:0.82 276:0.50 283:0.82 285:0.62 297:0.36 300:0.70\n2 12:0.51 17:0.24 21:0.74 25:0.88 27:0.07 28:0.96 30:0.53 34:0.90 36:0.67 37:0.63 43:0.46 55:0.71 66:0.34 69:0.49 70:0.63 81:0.57 91:0.95 98:0.37 104:0.58 108:0.71 120:0.96 123:0.69 124:0.89 126:0.54 127:0.89 129:0.96 133:0.90 135:0.82 140:0.80 145:0.59 146:0.54 147:0.60 149:0.65 150:0.43 151:0.84 153:0.97 154:0.35 159:0.86 161:0.55 162:0.63 164:0.98 167:0.79 172:0.57 173:0.24 177:0.05 178:0.42 179:0.56 181:0.57 187:0.68 202:0.97 212:0.19 215:0.46 216:0.95 220:0.62 235:0.88 241:0.72 242:0.82 243:0.28 245:0.67 247:0.12 248:0.95 256:1.00 259:0.21 260:0.96 265:0.39 266:0.92 267:0.94 268:0.98 271:0.82 276:0.65 283:0.60 285:0.62 297:0.36 300:0.55\n4 6:0.99 7:0.81 8:0.98 12:0.51 17:0.05 20:0.98 21:0.68 25:0.88 27:0.07 28:0.96 30:0.38 34:0.53 36:0.35 37:0.63 43:0.46 55:0.71 66:0.13 69:0.48 70:0.83 78:0.90 81:0.63 91:1.00 98:0.44 100:1.00 104:0.58 108:0.78 111:0.97 120:1.00 123:0.89 124:0.82 126:0.54 127:0.94 129:0.93 133:0.84 135:0.56 140:0.45 145:0.89 146:0.35 147:0.42 149:0.64 150:0.46 151:0.91 152:0.99 153:1.00 154:0.35 159:0.77 161:0.55 162:0.64 164:1.00 167:0.94 169:0.96 172:0.61 173:0.32 177:0.05 179:0.55 181:0.57 186:0.96 189:0.99 191:0.99 202:1.00 212:0.48 215:0.49 216:0.95 220:0.62 230:0.87 233:0.76 235:0.80 238:1.00 241:0.94 242:0.82 243:0.19 245:0.72 247:0.12 248:1.00 256:1.00 259:0.21 260:1.00 261:1.00 265:0.40 266:0.89 267:0.82 268:1.00 271:0.82 276:0.66 283:0.82 285:0.62 297:0.36 300:0.70\n1 6:0.83 8:0.93 12:0.51 17:0.28 20:0.76 21:0.22 25:0.88 27:0.41 28:0.96 30:0.36 34:0.79 36:0.62 37:0.84 43:0.34 55:0.71 66:0.91 69:0.65 70:0.44 78:0.75 81:0.83 91:0.84 98:0.95 100:0.77 104:0.81 108:0.50 111:0.74 120:0.96 123:0.48 126:0.54 127:0.64 129:0.05 135:0.65 140:0.45 146:0.92 147:0.93 149:0.67 150:0.62 151:0.81 152:0.80 153:0.94 154:0.25 159:0.53 161:0.55 162:0.77 164:0.97 167:0.91 169:0.76 172:0.76 173:0.66 177:0.05 179:0.55 181:0.57 186:0.75 191:0.91 202:0.94 212:0.48 215:0.79 216:0.68 220:0.62 235:0.22 238:0.84 241:0.82 242:0.82 243:0.92 247:0.12 248:0.94 256:0.96 259:0.21 260:0.96 261:0.76 265:0.95 266:0.47 267:0.65 268:0.96 271:0.82 276:0.65 283:0.60 285:0.62 297:0.36 300:0.33\n1 12:0.51 17:0.76 21:0.40 25:0.88 27:0.37 28:0.96 30:0.62 34:0.52 36:0.48 37:0.31 43:0.41 55:0.71 66:0.61 69:0.52 70:0.34 81:0.78 91:0.09 98:0.24 104:0.58 108:0.87 123:0.86 124:0.43 126:0.54 127:0.77 129:0.59 133:0.47 135:0.81 146:0.05 147:0.05 149:0.26 150:0.58 154:0.31 159:0.65 161:0.55 167:0.56 172:0.27 173:0.43 177:0.05 178:0.55 179:0.95 181:0.57 187:0.68 212:0.61 215:0.67 216:0.86 235:0.42 241:0.07 242:0.82 243:0.23 245:0.42 247:0.12 259:0.21 265:0.26 266:0.23 267:0.69 271:0.82 276:0.15 297:0.36 300:0.25\n1 12:0.51 17:0.72 21:0.54 27:0.45 28:0.96 30:0.66 32:0.80 34:0.90 36:0.18 37:0.50 43:0.32 55:0.59 66:0.91 69:0.69 70:0.41 81:0.72 91:0.15 98:0.78 108:0.53 123:0.51 126:0.54 127:0.27 129:0.05 135:0.87 145:0.50 146:0.90 147:0.92 149:0.66 150:0.54 154:0.24 159:0.51 161:0.55 167:0.59 172:0.76 173:0.61 177:0.05 178:0.55 179:0.37 181:0.57 187:0.68 195:0.82 212:0.52 215:0.58 216:0.77 235:0.60 241:0.18 242:0.82 243:0.92 247:0.12 259:0.21 265:0.78 266:0.54 267:0.79 271:0.82 276:0.65 297:0.36 300:0.43\n1 6:0.84 7:0.81 8:0.65 12:0.51 17:0.69 20:0.79 21:0.74 27:0.55 28:0.96 34:0.50 36:0.79 37:0.86 43:0.26 66:0.36 69:0.82 78:0.74 81:0.57 91:0.81 98:0.09 100:0.77 104:0.76 106:0.81 108:0.67 111:0.73 120:0.71 123:0.65 126:0.54 127:0.07 129:0.05 135:0.68 140:0.45 145:0.91 146:0.05 147:0.05 149:0.11 150:0.43 151:0.66 152:0.77 153:0.48 154:0.18 159:0.05 161:0.55 162:0.86 164:0.76 167:0.77 169:0.75 172:0.05 173:0.96 177:0.05 181:0.57 186:0.75 187:0.21 189:0.86 202:0.62 206:0.81 215:0.46 216:0.41 220:0.99 230:0.87 233:0.76 235:0.88 238:0.90 241:0.70 243:0.51 248:0.64 256:0.68 259:0.21 260:0.72 261:0.74 265:0.10 267:0.18 268:0.70 271:0.82 283:0.82 285:0.62 297:0.36\n1 1:0.74 11:0.57 12:0.79 17:0.55 21:0.13 27:0.45 28:0.80 30:0.86 34:0.75 36:0.27 37:0.50 39:0.79 43:0.82 46:0.96 66:0.33 69:0.68 70:0.32 74:0.71 81:0.75 83:0.77 85:0.91 91:0.11 98:0.34 101:0.80 107:0.94 108:0.51 110:0.92 114:0.92 122:0.43 123:0.49 124:0.61 125:0.88 126:0.54 127:0.18 129:0.59 133:0.47 135:0.90 145:0.50 146:0.52 147:0.58 149:0.84 150:0.85 154:0.78 155:0.67 159:0.34 160:0.88 161:0.66 163:0.81 165:0.88 167:0.65 172:0.32 173:0.59 176:0.73 177:0.38 178:0.55 179:0.43 181:0.52 187:0.68 192:0.59 201:0.74 212:0.39 215:0.84 216:0.77 222:0.76 235:0.22 241:0.18 242:0.63 243:0.50 245:0.64 247:0.30 253:0.73 259:0.21 265:0.36 266:0.54 267:0.44 271:0.95 276:0.41 289:0.92 290:0.92 297:0.36 300:0.33\n2 8:0.90 9:0.80 11:0.57 12:0.79 17:0.02 21:0.76 27:0.05 28:0.80 30:0.85 32:0.80 34:0.93 36:0.80 37:0.98 39:0.79 41:0.96 43:0.91 46:0.99 66:0.60 69:0.48 70:0.57 74:0.87 77:0.70 78:0.72 81:0.25 83:0.80 85:0.95 91:0.78 96:0.91 98:0.61 101:0.86 104:0.72 107:0.95 108:0.70 110:0.94 111:0.77 120:0.84 122:0.43 123:0.68 124:0.50 125:0.97 126:0.32 127:0.67 129:0.59 133:0.47 135:0.34 140:0.87 145:0.76 146:0.52 147:0.58 149:0.93 150:0.25 151:0.95 153:0.83 154:0.90 155:0.67 159:0.42 160:0.99 161:0.66 162:0.60 164:0.85 167:0.89 169:0.90 172:0.63 173:0.55 177:0.38 178:0.48 179:0.60 181:0.52 187:0.39 192:0.59 195:0.63 202:0.81 208:0.64 212:0.58 215:0.46 216:0.70 222:0.76 232:0.81 235:0.95 241:0.75 242:0.63 243:0.36 245:0.78 247:0.30 248:0.91 253:0.93 255:0.79 256:0.81 259:0.21 260:0.85 265:0.62 266:0.54 267:0.87 268:0.82 271:0.95 276:0.58 282:0.88 285:0.62 289:0.92 297:0.36 299:0.88 300:0.84\n3 6:0.98 8:0.95 9:0.80 11:0.57 12:0.79 17:0.01 20:0.81 21:0.76 27:0.05 28:0.80 30:0.86 32:0.80 34:0.77 36:0.77 37:0.98 39:0.79 41:0.94 43:0.87 46:1.00 66:0.86 69:0.57 70:0.46 74:0.84 77:0.70 78:0.77 81:0.25 83:0.80 85:0.93 91:0.68 96:0.90 98:0.76 100:0.83 101:0.86 104:0.72 107:0.95 108:0.44 110:0.93 111:0.78 120:0.84 122:0.43 123:0.42 125:0.99 126:0.32 127:0.25 129:0.05 135:0.68 140:0.45 145:0.76 146:0.52 147:0.58 149:0.91 150:0.25 151:0.95 152:0.93 153:0.84 154:0.86 155:0.67 159:0.18 160:0.99 161:0.66 162:0.82 164:0.81 167:0.88 169:0.94 172:0.59 173:0.79 177:0.38 179:0.56 181:0.52 186:0.78 187:0.68 189:0.98 192:0.59 195:0.55 202:0.70 208:0.64 212:0.84 215:0.46 216:0.70 222:0.76 232:0.81 235:0.95 238:0.96 241:0.74 242:0.63 243:0.86 247:0.30 248:0.90 253:0.92 255:0.79 256:0.75 259:0.21 260:0.84 261:0.94 265:0.76 266:0.27 267:0.85 268:0.76 271:0.95 276:0.41 282:0.88 285:0.62 289:0.92 297:0.36 299:0.88 300:0.55\n2 1:0.74 9:0.80 11:0.57 12:0.79 17:0.16 21:0.13 27:0.50 28:0.80 30:0.76 34:0.94 36:0.94 37:0.69 39:0.79 41:0.97 43:0.90 46:1.00 60:0.97 66:0.71 69:0.44 70:0.46 74:0.93 81:0.75 83:0.88 85:0.97 91:0.60 96:0.94 98:0.81 101:0.87 104:0.72 107:0.96 108:0.61 110:0.94 114:0.92 120:0.90 122:0.43 123:0.59 124:0.44 125:0.99 126:0.54 127:0.58 129:0.59 133:0.47 135:0.34 140:0.45 146:0.32 147:0.38 149:0.97 150:0.85 151:0.97 153:0.89 154:0.89 155:0.67 158:0.87 159:0.47 160:0.99 161:0.66 162:0.73 164:0.87 165:0.88 167:0.86 172:0.79 173:0.46 176:0.73 177:0.38 179:0.41 181:0.52 187:0.39 192:0.59 201:0.74 202:0.81 208:0.64 212:0.69 215:0.84 216:0.52 222:0.76 232:0.81 235:0.22 241:0.73 242:0.63 243:0.26 245:0.84 247:0.39 248:0.94 253:0.96 255:0.79 256:0.83 259:0.21 260:0.90 265:0.81 266:0.63 267:0.84 268:0.84 271:0.95 276:0.72 279:0.86 283:0.71 285:0.62 289:0.92 290:0.92 297:0.36 300:0.70\n1 1:0.74 6:0.98 8:0.88 9:0.80 11:0.57 12:0.79 17:0.08 20:0.82 21:0.22 27:0.02 28:0.80 30:0.85 34:0.63 36:0.74 37:0.96 39:0.79 41:1.00 43:0.89 46:0.99 66:0.72 69:0.49 70:0.54 74:0.78 78:0.76 81:0.70 83:0.90 85:0.94 91:0.97 96:0.98 98:0.55 100:0.80 101:0.85 104:0.58 107:0.95 108:0.67 110:0.93 111:0.76 114:0.90 120:0.96 122:0.43 123:0.65 124:0.41 125:0.96 126:0.54 127:0.48 129:0.59 133:0.47 135:0.30 140:0.80 146:0.13 147:0.18 149:0.89 150:0.82 151:0.99 152:1.00 153:0.97 154:0.88 155:0.67 159:0.35 160:1.00 161:0.66 162:0.58 164:0.97 165:0.86 167:0.87 169:0.96 172:0.59 173:0.58 176:0.73 177:0.38 178:0.42 179:0.67 181:0.52 186:0.76 187:0.39 189:0.93 191:0.83 192:0.59 201:0.74 202:0.96 208:0.64 212:0.77 215:0.79 216:0.87 222:0.76 232:0.80 235:0.31 238:0.94 241:0.73 242:0.63 243:0.20 245:0.61 247:0.30 248:0.99 253:0.99 255:0.79 256:0.96 259:0.21 260:0.97 261:0.98 265:0.56 266:0.47 267:0.88 268:0.97 271:0.95 276:0.39 285:0.62 289:0.92 290:0.90 297:0.36 300:0.70\n1 1:0.74 6:0.94 8:0.94 9:0.80 11:0.57 12:0.79 17:0.05 20:0.81 21:0.13 27:0.50 28:0.80 30:0.76 34:0.88 36:0.93 37:0.69 39:0.79 41:0.97 43:0.90 46:1.00 60:0.87 66:0.71 69:0.44 70:0.46 74:0.93 78:0.74 81:0.75 83:0.87 85:0.97 91:0.77 96:0.92 98:0.84 100:0.78 101:0.87 104:0.72 107:0.96 108:0.61 110:0.94 111:0.74 114:0.92 120:0.86 122:0.43 123:0.59 124:0.44 125:0.98 126:0.54 127:0.81 129:0.59 133:0.47 135:0.26 140:0.45 146:0.32 147:0.38 149:0.97 150:0.85 151:0.87 152:0.83 153:0.48 154:0.89 155:0.67 158:0.87 159:0.47 160:0.99 161:0.66 162:0.80 164:0.88 165:0.88 167:1.00 169:0.76 172:0.79 173:0.48 176:0.73 177:0.38 179:0.45 181:0.52 186:0.75 189:0.96 192:0.59 201:0.74 202:0.81 208:0.64 212:0.69 215:0.84 216:0.52 220:0.74 222:0.76 232:0.81 235:0.22 238:0.94 241:0.95 242:0.63 243:0.26 245:0.84 247:0.39 248:0.92 253:0.95 255:0.79 256:0.84 259:0.21 260:0.87 261:0.77 265:0.84 266:0.63 267:0.85 268:0.86 271:0.95 276:0.72 279:0.86 283:0.71 285:0.62 289:0.92 290:0.92 297:0.36 300:0.70\n2 1:0.74 6:0.98 7:0.81 8:0.98 9:0.80 11:0.57 12:0.79 17:0.13 20:0.76 21:0.47 27:0.02 28:0.80 30:0.86 34:0.42 36:0.45 37:0.96 39:0.79 41:0.97 43:0.98 46:1.00 66:0.86 69:0.17 70:0.46 74:0.86 76:0.85 78:0.88 81:0.57 83:0.87 85:0.93 91:0.79 96:0.96 98:0.83 100:0.98 101:0.86 104:0.58 107:0.95 108:0.14 110:0.93 111:0.96 114:0.80 120:0.92 121:0.90 122:0.43 123:0.13 125:0.99 126:0.54 127:0.32 129:0.05 135:0.37 140:0.45 146:0.50 147:0.56 149:0.92 150:0.74 151:0.98 152:1.00 153:0.91 154:0.98 155:0.67 159:0.18 160:0.99 161:0.66 162:0.81 164:0.88 165:0.80 167:0.97 169:0.96 172:0.59 173:0.50 176:0.73 177:0.38 179:0.64 181:0.52 186:0.88 187:0.21 189:0.99 191:0.82 192:0.59 201:0.74 202:0.80 204:0.89 208:0.64 212:0.84 215:0.63 216:0.87 222:0.76 230:0.84 232:0.80 233:0.69 235:0.60 238:0.99 241:0.82 242:0.63 243:0.86 247:0.30 248:0.96 253:0.97 255:0.79 256:0.85 259:0.21 260:0.93 261:0.98 265:0.83 266:0.27 267:0.95 268:0.85 271:0.95 276:0.42 285:0.62 289:0.92 290:0.80 297:0.36 300:0.55\n2 1:0.74 8:0.97 9:0.80 11:0.57 12:0.79 17:0.03 21:0.68 27:0.02 28:0.80 30:0.85 34:0.73 36:0.86 37:0.96 39:0.79 41:0.90 43:0.87 46:0.99 66:0.72 69:0.58 70:0.54 74:0.77 81:0.47 83:0.78 85:0.94 91:0.74 96:0.84 98:0.55 101:0.85 104:0.58 107:0.95 108:0.68 110:0.93 114:0.70 120:0.75 122:0.43 123:0.66 124:0.41 125:0.98 126:0.54 127:0.47 129:0.59 133:0.47 135:0.54 140:0.45 146:0.13 147:0.18 149:0.88 150:0.65 151:0.93 153:0.77 154:0.85 155:0.67 159:0.35 160:0.98 161:0.66 162:0.86 164:0.74 165:0.70 167:0.83 172:0.59 173:0.69 176:0.73 177:0.38 179:0.67 181:0.52 187:0.21 191:0.91 192:0.59 201:0.74 202:0.60 208:0.64 212:0.77 215:0.49 216:0.87 220:0.99 222:0.76 232:0.80 235:0.84 241:0.71 242:0.63 243:0.20 245:0.61 247:0.30 248:0.82 253:0.85 255:0.79 256:0.64 259:0.21 260:0.76 265:0.56 266:0.47 267:0.84 268:0.69 271:0.95 276:0.39 285:0.62 289:0.92 290:0.70 297:0.36 300:0.70\n2 1:0.74 6:0.92 7:0.81 8:0.80 9:0.80 11:0.57 12:0.79 17:0.55 20:0.77 21:0.30 27:0.21 28:0.80 30:0.74 34:0.53 36:0.82 37:0.74 39:0.79 41:0.90 43:0.98 46:0.99 60:0.95 66:0.16 69:0.12 70:0.55 74:0.99 78:0.74 81:0.65 83:0.88 85:1.00 91:0.04 96:0.85 98:0.54 100:0.77 101:0.87 104:0.84 106:0.81 107:0.97 108:0.96 110:0.95 111:0.73 114:0.86 117:0.86 120:0.75 121:0.90 122:0.57 123:0.87 124:0.95 125:0.99 126:0.54 127:0.88 129:0.99 133:0.96 135:0.44 140:0.45 146:0.53 147:0.59 149:1.00 150:0.79 151:0.82 152:0.91 153:0.46 154:0.98 155:0.67 158:0.92 159:0.95 160:0.98 161:0.66 162:0.81 164:0.73 165:0.84 167:0.64 169:0.77 172:0.96 173:0.06 176:0.73 177:0.38 179:0.10 181:0.52 186:0.75 187:0.39 192:0.59 201:0.74 202:0.61 204:0.89 206:0.81 208:0.64 212:0.56 215:0.72 216:0.95 220:0.87 222:0.76 230:0.87 232:0.91 233:0.76 235:0.42 241:0.15 242:0.60 243:0.09 245:0.99 247:0.67 248:0.83 253:0.90 255:0.79 256:0.64 259:0.21 260:0.76 261:0.79 265:0.51 266:0.87 267:0.52 268:0.67 271:0.95 276:0.99 279:0.86 283:0.82 285:0.62 289:0.92 290:0.86 297:0.36 300:0.84\n1 8:0.97 9:0.80 12:0.79 17:0.08 21:0.78 27:0.28 28:0.80 34:0.56 36:0.22 37:0.94 39:0.79 41:0.92 46:0.88 78:0.79 83:0.78 91:0.81 96:0.87 104:0.54 107:0.88 110:0.88 111:0.86 120:0.80 125:0.98 132:0.97 135:0.75 140:0.45 151:0.93 153:0.78 155:0.67 160:0.98 161:0.66 162:0.81 164:0.78 167:0.98 169:0.91 175:0.91 181:0.52 191:0.86 192:0.59 202:0.67 208:0.64 216:0.18 222:0.76 232:0.76 238:0.98 241:0.87 244:0.83 248:0.85 253:0.81 255:0.79 256:0.71 257:0.84 259:0.21 260:0.81 267:0.65 268:0.73 271:0.95 277:0.87 285:0.62 289:0.92\n1 1:0.74 8:0.88 9:0.80 11:0.57 12:0.79 17:0.04 27:0.02 28:0.80 30:0.86 34:0.63 36:0.66 37:0.96 39:0.79 41:0.94 43:0.76 46:0.99 66:0.84 69:0.82 70:0.40 74:0.71 78:0.80 81:0.86 83:0.83 85:0.91 91:0.77 96:0.92 98:0.39 101:0.84 104:0.58 107:0.94 108:0.66 110:0.93 111:0.79 114:0.98 120:0.86 122:0.43 123:0.64 125:1.00 126:0.54 127:0.13 129:0.05 135:0.60 140:0.45 146:0.34 147:0.41 149:0.84 150:0.92 151:0.93 153:0.78 154:0.67 155:0.67 159:0.14 160:0.99 161:0.66 162:0.85 164:0.81 165:0.92 167:0.85 169:0.92 172:0.54 173:0.95 176:0.73 177:0.38 179:0.22 181:0.52 187:0.21 192:0.59 201:0.74 202:0.69 208:0.64 212:0.92 215:0.96 216:0.87 222:0.76 232:0.80 235:0.05 241:0.73 242:0.63 243:0.85 247:0.30 248:0.91 253:0.92 255:0.79 256:0.75 259:0.21 260:0.86 265:0.41 266:0.17 267:0.59 268:0.76 271:0.95 276:0.42 285:0.62 289:0.92 290:0.98 297:0.36 300:0.43\n3 1:0.74 6:0.92 7:0.81 8:0.80 9:0.80 11:0.57 12:0.79 17:0.36 20:0.98 21:0.30 27:0.21 28:0.80 30:0.74 34:0.58 36:0.84 37:0.74 39:0.79 41:0.99 43:0.98 46:0.99 60:1.00 66:0.16 69:0.12 70:0.55 74:0.99 78:0.75 81:0.65 83:0.90 85:1.00 91:0.73 96:0.98 98:0.54 100:0.79 101:0.87 104:0.84 106:0.81 107:0.97 108:0.96 110:0.95 111:0.75 114:0.86 117:0.86 120:0.96 121:0.90 122:0.57 123:0.87 124:0.95 125:0.99 126:0.54 127:0.87 129:0.99 133:0.96 135:0.39 140:0.45 146:0.51 147:0.57 149:1.00 150:0.79 151:0.99 152:0.91 153:0.97 154:0.98 155:0.67 158:0.92 159:0.95 160:1.00 161:0.66 162:0.68 164:0.93 165:0.84 167:0.71 169:0.77 172:0.96 173:0.06 176:0.73 177:0.38 179:0.10 181:0.52 186:0.76 187:0.39 189:0.93 191:0.75 192:0.59 201:0.74 202:0.90 204:0.89 206:0.81 208:0.64 212:0.55 215:0.72 216:0.95 222:0.76 230:0.87 232:0.91 233:0.76 235:0.42 238:0.94 241:0.46 242:0.60 243:0.08 245:0.99 247:0.67 248:0.98 253:0.99 255:0.79 256:0.91 259:0.21 260:0.96 261:0.79 265:0.51 266:0.87 267:0.36 268:0.92 271:0.95 276:0.99 279:0.86 283:0.82 285:0.62 289:0.92 290:0.86 297:0.36 300:0.84\n2 6:0.97 8:0.98 9:0.80 12:0.79 17:0.01 20:0.79 21:0.78 27:0.14 28:0.80 34:0.68 36:0.28 37:1.00 39:0.79 41:0.95 46:0.88 78:0.75 83:0.80 91:0.85 96:0.90 100:0.80 104:0.72 107:0.88 110:0.88 111:0.75 120:0.83 125:0.97 135:0.81 140:0.80 151:0.96 152:0.76 153:0.85 155:0.67 160:0.99 161:0.66 162:0.55 164:0.81 167:0.98 169:0.78 175:0.91 178:0.42 181:0.52 186:0.76 189:0.98 191:0.92 192:0.59 202:0.78 208:0.64 216:0.41 222:0.76 232:0.81 238:0.95 241:0.85 244:0.83 248:0.89 253:0.85 255:0.79 256:0.77 257:0.84 259:0.21 260:0.83 261:0.76 267:0.52 268:0.77 271:0.95 277:0.87 285:0.62 289:0.92\n2 1:0.74 8:0.95 9:0.80 11:0.57 12:0.79 17:0.78 27:0.72 28:0.80 30:0.91 34:0.36 36:0.40 37:0.87 39:0.79 41:0.82 43:0.89 46:0.99 66:0.69 69:0.58 70:0.13 74:0.56 81:0.83 83:0.81 85:0.80 91:0.88 96:0.84 98:0.52 101:0.81 107:0.92 108:0.44 110:0.91 114:0.98 120:0.75 122:0.43 123:0.43 125:0.99 126:0.54 127:0.16 129:0.05 135:0.51 140:0.45 145:0.96 146:0.26 147:0.32 149:0.69 150:0.90 151:0.93 153:0.77 154:0.88 155:0.67 159:0.11 160:0.96 161:0.66 162:0.68 164:0.64 165:0.92 167:1.00 172:0.21 173:0.95 176:0.73 177:0.38 179:0.77 181:0.52 192:0.59 201:0.74 202:0.54 208:0.64 212:0.61 215:0.96 216:0.07 222:0.76 235:0.22 241:0.99 242:0.63 243:0.73 247:0.30 248:0.82 253:0.84 255:0.79 256:0.45 259:0.21 260:0.75 265:0.54 266:0.17 267:0.59 268:0.57 271:0.95 276:0.15 285:0.62 289:0.92 290:0.98 297:1.00 300:0.13\n3 1:0.74 6:0.98 7:0.81 8:0.97 9:0.80 11:0.57 12:0.79 17:0.15 20:0.97 21:0.13 27:0.02 28:0.80 30:0.86 34:0.25 36:0.49 37:0.96 39:0.79 41:0.98 43:0.98 46:1.00 66:0.86 69:0.08 70:0.46 74:0.86 78:0.87 81:0.75 83:0.89 85:0.93 91:0.87 96:0.97 98:0.82 100:0.97 101:0.86 104:0.58 107:0.95 108:0.07 110:0.93 111:0.94 114:0.92 120:0.93 121:0.90 122:0.43 123:0.07 125:0.99 126:0.54 127:0.31 129:0.05 135:0.30 140:0.45 146:0.50 147:0.56 149:0.92 150:0.85 151:0.98 152:1.00 153:0.92 154:0.98 155:0.67 159:0.18 160:0.99 161:0.66 162:0.75 164:0.91 165:0.88 167:0.96 169:0.96 172:0.59 173:0.41 176:0.73 177:0.38 179:0.63 181:0.52 186:0.87 187:0.21 189:0.99 191:0.81 192:0.59 201:0.74 202:0.85 204:0.89 208:0.64 212:0.84 215:0.84 216:0.87 222:0.76 230:0.84 232:0.80 233:0.69 235:0.22 238:0.99 241:0.81 242:0.63 243:0.86 247:0.30 248:0.97 253:0.97 255:0.79 256:0.87 259:0.21 260:0.94 261:0.98 265:0.82 266:0.27 267:0.44 268:0.88 271:0.95 276:0.42 285:0.62 289:0.92 290:0.92 297:0.36 300:0.55\n1 1:0.74 11:0.57 12:0.79 17:0.47 21:0.13 27:0.45 28:0.80 30:0.58 32:0.80 34:0.77 36:0.19 37:0.50 39:0.79 43:0.82 46:0.97 66:0.67 69:0.68 70:0.67 74:0.89 77:0.70 81:0.75 83:0.77 85:0.94 91:0.18 98:0.48 101:0.82 107:0.95 108:0.51 110:0.94 114:0.92 122:0.43 123:0.49 124:0.48 125:0.88 126:0.54 127:0.46 129:0.59 133:0.64 135:0.86 145:0.50 146:0.66 147:0.71 149:0.89 150:0.85 154:0.78 155:0.67 159:0.61 160:0.88 161:0.66 165:0.88 167:0.65 172:0.70 173:0.61 176:0.73 177:0.38 178:0.55 179:0.50 181:0.52 187:0.68 192:0.59 195:0.80 201:0.74 212:0.60 215:0.84 216:0.77 222:0.76 235:0.22 241:0.18 242:0.70 243:0.72 245:0.70 247:0.30 253:0.77 259:0.21 265:0.50 266:0.63 267:0.19 271:0.95 276:0.59 282:0.88 289:0.92 290:0.92 297:0.36 299:0.88 300:0.55\n0 1:0.66 8:0.77 9:0.75 11:0.45 12:0.79 17:0.62 18:0.96 27:0.71 29:0.77 30:0.57 31:0.99 34:0.28 36:0.97 37:0.40 39:0.95 43:0.56 44:0.88 45:0.90 46:0.88 48:0.98 55:0.71 64:0.77 66:0.46 69:0.88 70:0.62 71:0.66 74:0.66 77:0.70 79:0.99 81:0.62 83:0.60 86:0.92 91:0.87 96:0.95 97:0.97 98:0.66 99:0.83 101:0.52 107:0.91 108:0.75 110:0.92 114:0.92 122:0.85 123:0.74 124:0.65 125:0.88 126:0.44 127:0.89 129:0.05 133:0.60 135:0.30 137:0.99 139:0.91 140:0.80 145:0.65 146:0.77 147:0.75 149:0.67 150:0.54 151:0.98 153:0.94 154:0.16 155:0.58 158:0.75 159:0.62 160:0.88 162:0.63 165:0.70 172:0.75 173:0.90 176:0.62 177:0.38 178:0.42 179:0.40 190:0.95 191:0.76 192:0.51 195:0.76 196:0.99 201:0.62 202:0.87 204:0.81 208:0.54 212:0.72 216:0.39 219:0.90 222:0.25 232:0.72 235:0.05 241:0.80 242:0.33 243:0.46 244:0.83 245:0.87 247:0.86 248:0.95 253:0.95 254:0.96 255:0.74 256:0.90 257:0.65 259:0.21 265:0.67 266:0.75 267:0.87 268:0.88 271:0.95 276:0.78 279:0.81 281:0.91 282:0.74 284:0.99 285:0.56 289:0.90 290:0.92 292:0.95 300:0.55\n1 8:0.89 11:0.45 12:0.79 17:0.24 18:1.00 21:0.71 22:0.93 27:0.21 29:0.77 30:0.28 31:0.98 34:0.29 36:0.75 37:0.74 39:0.95 43:0.11 45:0.66 46:0.88 47:0.93 48:0.91 55:0.71 64:0.77 66:0.10 69:0.27 70:0.82 71:0.66 74:0.49 79:0.98 81:0.27 86:0.98 91:0.60 98:0.39 101:0.52 107:0.92 108:0.99 110:0.92 120:0.77 122:0.86 123:0.99 124:0.98 125:0.88 126:0.26 127:0.99 129:0.99 133:0.98 135:0.26 137:0.98 139:0.97 140:0.96 146:0.87 147:0.89 149:0.52 150:0.29 151:0.80 153:0.48 154:0.08 159:0.98 160:0.88 162:0.60 164:0.72 172:0.95 173:0.06 177:0.70 178:0.48 179:0.09 187:0.39 190:0.98 191:0.70 192:0.50 196:0.99 202:0.90 212:0.52 216:0.95 219:0.90 220:0.62 222:0.25 235:0.84 241:0.57 242:0.71 243:0.11 244:0.83 245:0.99 247:0.97 248:0.73 253:0.40 254:0.97 255:0.71 256:0.91 259:0.21 260:0.77 262:0.93 265:0.41 266:0.96 267:0.18 268:0.91 271:0.95 276:0.99 281:0.86 283:0.67 284:0.99 285:0.56 289:0.90 292:0.88 300:0.94\n0 7:0.69 8:0.65 11:0.45 12:0.79 17:0.45 18:0.99 21:0.22 22:0.93 27:0.66 29:0.77 30:0.13 31:0.91 34:0.40 36:0.93 37:0.54 39:0.95 43:0.22 45:0.95 46:0.88 47:0.93 48:0.91 55:0.71 64:0.77 66:0.42 69:0.74 70:0.93 71:0.66 74:0.58 79:0.90 81:0.43 86:0.96 91:0.20 98:0.72 101:0.52 104:0.83 106:0.81 107:0.92 108:0.57 110:0.93 120:0.63 122:0.85 123:0.54 124:0.86 125:0.88 126:0.44 127:0.90 129:0.93 133:0.87 135:0.60 137:0.91 139:0.95 140:0.45 146:0.99 147:0.37 149:0.66 150:0.42 151:0.70 153:0.72 154:0.14 159:0.93 160:0.88 162:0.65 164:0.63 172:0.96 173:0.37 177:0.38 179:0.13 187:0.21 190:0.95 192:0.51 196:0.95 201:0.60 202:0.55 206:0.81 212:0.47 215:0.79 216:0.45 219:0.90 220:0.74 222:0.25 230:0.69 233:0.66 235:0.31 242:0.18 243:0.07 244:0.83 245:0.98 247:0.95 248:0.66 253:0.45 255:0.71 256:0.45 257:0.65 259:0.21 260:0.64 262:0.93 265:0.72 266:0.80 267:0.44 268:0.57 271:0.95 276:0.97 281:0.86 283:0.66 284:0.91 285:0.56 289:0.90 292:0.88 297:0.36 300:0.84\n0 1:0.67 12:0.79 17:0.57 18:0.86 21:0.22 22:0.93 27:0.47 29:0.77 30:0.65 31:0.92 32:0.66 34:0.64 36:0.28 37:0.66 39:0.95 43:0.60 44:0.88 46:0.88 47:0.93 64:0.77 66:0.29 69:0.61 70:0.66 71:0.66 74:0.73 76:0.85 77:0.70 79:0.91 81:0.55 83:0.60 86:0.85 91:0.18 98:0.75 104:0.94 107:0.92 108:0.47 110:0.92 114:0.85 120:0.65 122:0.51 123:0.80 124:0.67 125:0.88 126:0.54 127:0.73 129:0.81 133:0.67 135:0.90 137:0.92 139:0.83 140:0.45 145:0.79 146:0.66 147:0.71 149:0.70 150:0.56 151:0.75 153:0.48 154:0.50 155:0.52 158:0.75 159:0.70 160:0.88 162:0.86 164:0.55 172:0.73 173:0.50 176:0.63 177:0.70 179:0.37 187:0.68 190:0.95 192:0.55 195:0.86 196:0.93 201:0.65 202:0.36 208:0.64 212:0.59 215:0.79 216:0.82 220:0.62 222:0.25 232:0.91 235:0.42 241:0.12 242:0.21 243:0.51 244:0.83 245:0.88 247:0.79 248:0.70 253:0.65 255:0.72 256:0.45 259:0.21 260:0.66 262:0.93 265:0.46 266:0.80 267:0.44 268:0.46 271:0.95 276:0.78 279:0.77 282:0.75 283:0.82 284:0.88 285:0.56 289:0.90 290:0.85 297:0.36 300:0.70\n0 1:0.63 8:0.87 9:0.75 12:0.79 17:0.01 18:0.67 21:0.22 27:0.56 29:0.77 30:0.60 34:0.75 36:0.66 37:0.58 39:0.95 43:0.57 46:0.88 66:0.10 69:0.12 70:0.79 71:0.66 74:0.44 81:0.35 86:0.64 91:0.93 96:0.98 98:0.20 107:0.89 108:0.10 110:0.89 114:0.76 120:0.96 122:0.75 123:0.60 124:0.85 125:0.88 126:0.44 127:0.94 129:0.05 133:0.83 135:0.20 138:0.95 139:0.62 140:0.45 146:0.30 147:0.36 149:0.48 150:0.39 151:0.96 153:0.84 154:0.45 155:0.58 158:0.73 159:0.86 160:0.88 162:0.61 164:0.97 172:0.27 173:0.09 176:0.60 177:0.70 179:0.79 187:0.68 190:0.95 191:0.92 192:0.58 201:0.59 202:0.96 208:0.54 212:0.30 215:0.72 216:0.79 220:0.62 222:0.25 235:0.31 241:0.79 242:0.33 243:0.40 244:0.93 245:0.56 247:0.67 248:0.99 253:0.96 255:0.73 256:0.97 259:0.21 260:0.95 265:0.16 266:0.71 267:0.44 268:0.97 271:0.95 276:0.38 277:0.69 279:0.79 283:0.66 285:0.56 286:0.99 289:0.88 290:0.76 297:0.36 300:0.70\n0 7:0.66 8:0.88 9:0.75 11:0.45 12:0.79 17:0.32 18:0.91 21:0.78 27:0.67 29:0.77 30:0.44 31:0.94 32:0.67 34:0.77 36:0.64 37:0.54 39:0.95 43:0.21 44:0.88 45:0.66 46:0.88 48:0.91 55:0.92 66:0.32 69:0.96 70:0.77 71:0.66 74:0.49 76:0.85 77:0.70 79:0.94 86:0.82 91:0.66 96:0.86 98:0.61 101:0.52 107:0.90 108:0.72 110:0.91 120:0.79 122:0.86 123:0.71 124:0.87 125:0.88 127:0.96 129:0.05 133:0.86 135:0.18 137:0.94 139:0.82 140:0.96 145:0.52 146:0.48 147:0.46 149:0.25 151:0.76 153:0.48 154:0.13 155:0.65 159:0.80 160:0.88 162:0.77 163:0.94 164:0.85 172:0.54 173:0.99 177:0.38 179:0.58 190:0.77 191:0.73 192:0.87 195:0.90 196:0.94 202:0.79 208:0.64 212:0.19 216:0.39 220:0.82 222:0.25 230:0.68 233:0.66 235:0.22 241:0.85 242:0.58 243:0.15 244:0.83 245:0.69 247:0.74 248:0.71 253:0.81 254:0.80 255:0.78 256:0.84 257:0.65 259:0.21 260:0.79 265:0.62 266:0.84 267:0.23 268:0.84 271:0.95 276:0.66 277:0.69 281:0.91 282:0.75 284:0.97 285:0.62 289:0.90 300:0.70\n0 1:0.61 7:0.66 11:0.75 12:0.79 17:0.38 18:0.96 21:0.64 27:0.26 29:0.77 30:0.32 32:0.66 34:0.99 36:0.32 37:0.68 39:0.95 43:0.75 44:0.88 45:0.77 46:0.94 48:0.91 55:0.45 64:0.77 66:0.93 69:0.61 70:0.64 71:0.66 74:0.60 77:0.70 81:0.61 83:0.60 85:0.72 86:0.95 91:0.29 97:0.89 98:0.85 99:0.83 101:0.97 107:0.91 108:0.47 110:0.92 114:0.69 122:0.86 123:0.45 125:0.88 126:0.54 127:0.35 129:0.05 135:0.93 139:0.94 145:0.54 146:0.78 147:0.82 149:0.62 150:0.49 154:0.66 155:0.54 158:0.74 159:0.34 160:0.88 165:0.70 172:0.80 173:0.69 176:0.63 177:0.70 178:0.55 179:0.38 187:0.68 192:0.49 195:0.63 201:0.60 204:0.84 208:0.64 212:0.88 215:0.53 216:0.69 219:0.90 222:0.25 230:0.68 233:0.66 235:0.88 241:0.07 242:0.28 243:0.93 247:0.79 253:0.55 259:0.21 265:0.85 266:0.27 267:0.65 271:0.95 276:0.69 279:0.79 281:0.86 282:0.75 289:0.90 290:0.69 292:0.87 297:0.36 300:0.55\n2 1:0.66 8:0.96 9:0.75 12:0.79 17:0.69 18:0.89 21:0.30 27:0.72 29:0.77 30:0.76 31:0.92 34:0.29 36:0.96 39:0.95 43:0.10 46:0.88 55:0.71 64:0.77 66:0.47 69:0.89 70:0.43 71:0.66 74:0.34 79:0.91 81:0.53 86:0.80 91:0.71 96:0.78 98:0.65 107:0.89 108:0.62 110:0.90 114:0.82 120:0.68 122:0.86 123:0.60 124:0.67 125:0.88 126:0.54 127:0.48 129:0.05 133:0.60 135:0.69 137:0.92 139:0.76 140:0.90 146:0.19 147:0.28 149:0.17 150:0.52 151:0.69 153:0.46 154:0.20 155:0.65 159:0.43 160:0.88 162:0.85 164:0.75 172:0.41 173:0.98 176:0.63 177:0.05 179:0.74 190:0.77 192:0.87 196:0.92 201:0.64 202:0.63 208:0.64 212:0.22 215:0.72 216:0.04 220:0.82 222:0.25 235:0.52 241:0.86 242:0.61 243:0.23 244:0.83 245:0.58 247:0.60 248:0.64 253:0.73 254:0.80 255:0.74 256:0.71 257:0.84 259:0.21 260:0.68 265:0.65 266:0.75 267:0.19 268:0.70 271:0.95 276:0.46 277:0.69 284:0.95 285:0.62 289:0.90 290:0.82 297:0.36 300:0.43\n2 1:0.66 9:0.74 12:0.79 17:0.75 18:0.89 21:0.30 27:0.72 29:0.77 30:0.76 31:0.90 34:0.31 36:0.96 39:0.95 43:0.10 46:0.88 55:0.71 64:0.77 66:0.47 69:0.89 70:0.43 71:0.66 74:0.34 79:0.89 81:0.53 86:0.80 91:0.69 96:0.76 98:0.65 107:0.89 108:0.62 110:0.90 114:0.82 120:0.65 122:0.86 123:0.60 124:0.67 125:0.88 126:0.54 127:0.48 129:0.05 133:0.60 135:0.69 137:0.90 139:0.76 140:0.80 146:0.19 147:0.28 149:0.17 150:0.52 151:0.69 153:0.46 154:0.20 155:0.65 159:0.43 160:0.88 162:0.82 164:0.67 172:0.41 173:0.98 176:0.63 177:0.05 179:0.74 187:0.21 190:0.77 192:0.86 196:0.90 201:0.64 202:0.56 208:0.64 212:0.22 215:0.72 216:0.04 220:0.82 222:0.25 235:0.52 241:0.83 242:0.61 243:0.23 244:0.83 245:0.58 247:0.60 248:0.64 253:0.70 254:0.80 255:0.73 256:0.64 257:0.84 259:0.21 260:0.65 265:0.65 266:0.75 267:0.19 268:0.61 271:0.95 276:0.46 277:0.69 284:0.91 285:0.62 289:0.90 290:0.82 297:0.36 300:0.43\n0 1:0.59 7:0.66 8:0.65 9:0.71 11:0.75 12:0.79 17:0.40 18:0.99 21:0.59 27:0.31 29:0.77 30:0.28 31:0.88 34:0.59 36:0.87 37:0.42 39:0.95 43:0.56 44:0.88 45:0.95 46:0.93 55:0.71 64:0.77 66:0.48 69:0.33 70:0.85 71:0.66 74:0.69 77:0.70 79:0.88 81:0.51 83:0.60 85:0.72 86:0.96 91:0.23 96:0.71 98:0.77 99:0.83 101:0.97 107:0.92 108:0.94 110:0.93 114:0.69 122:0.86 123:0.94 124:0.86 125:0.88 126:0.44 127:0.96 129:0.89 133:0.90 135:0.69 137:0.88 139:0.95 140:0.45 145:0.45 146:0.88 147:0.90 149:0.71 150:0.41 151:0.57 153:0.48 154:0.14 155:0.56 159:0.93 160:0.88 162:0.86 165:0.70 172:0.96 173:0.09 176:0.62 177:0.70 179:0.14 187:0.39 190:0.95 192:0.49 195:0.98 196:0.92 201:0.56 202:0.36 204:0.81 208:0.54 212:0.57 216:0.87 220:0.87 222:0.25 230:0.68 233:0.66 235:0.74 241:0.07 242:0.19 243:0.32 245:0.97 247:0.93 248:0.56 253:0.61 255:0.69 256:0.45 259:0.21 265:0.77 266:0.92 267:0.36 268:0.46 271:0.95 276:0.96 281:0.86 282:0.74 284:0.88 285:0.56 289:0.90 290:0.69 300:0.84\n0 11:0.54 12:0.79 17:0.30 18:0.69 21:0.59 27:0.45 29:0.77 30:0.45 34:0.71 36:0.51 37:0.50 39:0.95 43:0.60 45:0.66 46:0.88 55:0.84 66:0.64 69:0.47 70:0.59 71:0.66 74:0.59 77:0.70 81:0.24 86:0.65 91:0.04 98:0.72 101:0.52 107:0.90 108:0.36 110:0.90 114:0.67 122:0.77 123:0.34 124:0.46 125:0.88 126:0.26 127:0.61 129:0.05 133:0.37 135:0.60 139:0.63 145:0.44 146:0.84 147:0.87 149:0.36 150:0.26 154:0.49 158:0.73 159:0.63 160:0.88 163:0.75 172:0.61 173:0.38 176:0.60 177:0.70 178:0.55 179:0.64 187:0.68 195:0.79 212:0.21 216:0.77 222:0.25 235:0.68 241:0.24 242:0.70 243:0.69 244:0.61 245:0.71 247:0.67 253:0.54 259:0.21 265:0.72 266:0.75 267:0.23 271:0.95 276:0.55 282:0.73 289:0.88 290:0.67 300:0.55\n0 1:0.56 11:0.54 12:0.79 17:0.38 18:0.63 21:0.76 27:0.45 29:0.77 30:0.09 32:0.64 34:0.92 36:0.18 37:0.50 39:0.95 43:0.70 45:0.73 46:0.88 55:0.59 66:0.11 69:0.85 70:0.93 71:0.66 74:0.60 81:0.46 86:0.67 91:0.14 98:0.25 99:0.83 101:0.52 107:0.90 108:0.56 110:0.90 114:0.64 122:0.77 123:0.69 124:0.94 125:0.88 126:0.44 127:0.78 129:0.05 133:0.93 135:0.77 139:0.64 145:0.47 146:0.49 147:0.05 149:0.54 150:0.33 154:0.59 155:0.46 159:0.82 160:0.88 165:0.70 172:0.32 173:0.72 176:0.70 177:0.05 178:0.55 179:0.53 187:0.68 192:0.44 195:0.92 201:0.54 208:0.54 212:0.23 215:0.46 216:0.77 222:0.25 235:0.99 241:0.53 242:0.58 243:0.09 244:0.61 245:0.65 247:0.74 253:0.53 257:0.84 259:0.21 265:0.21 266:0.91 267:0.36 271:0.95 276:0.68 289:0.89 290:0.64 297:0.36 300:0.70\n0 1:0.66 7:0.66 11:0.75 12:0.79 17:0.13 18:0.85 21:0.30 27:0.31 29:0.77 30:0.21 32:0.80 34:0.82 36:0.71 37:0.42 39:0.95 43:0.94 44:0.93 45:0.73 46:0.95 48:0.91 55:0.52 64:0.77 66:0.90 69:0.23 70:0.70 71:0.66 74:0.68 76:0.85 77:0.70 81:0.72 83:0.60 85:0.72 86:0.86 91:0.27 97:0.89 98:0.97 101:0.97 104:0.82 107:0.91 108:0.18 110:0.91 114:0.86 120:0.56 123:0.18 125:0.88 126:0.54 127:0.77 129:0.05 135:0.24 139:0.89 140:0.45 145:0.44 146:0.75 147:0.79 149:0.68 150:0.53 151:0.49 153:0.48 154:0.94 155:0.51 158:0.75 159:0.31 160:0.88 162:0.86 164:0.55 165:0.93 172:0.71 173:0.43 176:0.73 177:0.70 179:0.63 187:0.39 190:0.98 192:0.48 195:0.57 201:0.64 202:0.36 208:0.64 212:0.80 215:0.72 216:0.87 219:0.90 220:0.93 222:0.25 230:0.68 233:0.76 235:0.68 241:0.41 242:0.37 243:0.90 247:0.82 248:0.48 253:0.65 256:0.45 259:0.21 260:0.56 265:0.97 266:0.38 267:0.36 268:0.46 271:0.95 276:0.59 279:0.77 281:0.91 282:0.88 285:0.47 289:0.90 290:0.86 292:0.88 297:0.36 299:0.88 300:0.43\n0 8:0.97 11:0.54 12:0.79 17:0.55 18:0.92 21:0.54 27:0.72 29:0.77 30:0.21 31:0.87 34:0.91 36:0.30 37:0.92 39:0.95 43:0.11 44:0.86 45:0.66 46:0.88 48:0.91 55:0.59 64:0.77 66:0.68 69:0.38 70:0.64 71:0.66 74:0.40 79:0.86 81:0.30 86:0.86 91:0.81 98:0.71 101:0.52 107:0.89 108:0.30 110:0.90 122:0.86 123:0.28 124:0.43 125:0.88 126:0.26 127:0.65 129:0.05 133:0.37 135:0.42 137:0.87 139:0.84 140:0.45 145:0.45 146:0.69 147:0.74 149:0.19 150:0.33 151:0.48 153:0.48 154:0.66 159:0.45 160:0.88 162:0.54 172:0.51 173:0.42 177:0.70 179:0.78 190:0.98 191:0.80 195:0.66 196:0.89 202:0.56 212:0.49 216:0.10 220:0.96 222:0.25 235:0.60 241:0.86 242:0.74 243:0.72 245:0.58 247:0.47 248:0.48 253:0.35 254:0.84 256:0.45 259:0.21 265:0.71 266:0.54 267:0.28 268:0.46 271:0.95 276:0.42 281:0.91 284:0.88 285:0.47 289:0.89 300:0.43\n1 8:0.62 12:0.79 17:0.67 18:0.87 21:0.22 27:0.72 29:0.77 30:0.68 31:0.95 34:0.66 36:0.91 37:0.28 39:0.95 43:0.44 44:0.86 46:0.88 48:1.00 64:0.77 66:0.86 69:0.56 70:0.48 71:0.66 74:0.34 79:0.94 81:0.52 86:0.86 91:0.84 98:0.87 104:0.57 107:0.90 108:0.43 110:0.91 120:0.74 122:0.83 123:0.42 125:0.88 126:0.44 127:0.40 129:0.05 135:0.63 137:0.95 139:0.83 140:0.80 145:0.58 146:0.56 147:0.62 149:0.41 150:0.49 151:0.80 153:0.72 154:0.45 159:0.20 160:0.88 162:0.59 164:0.71 172:0.61 173:0.81 177:0.70 178:0.42 179:0.66 190:0.95 192:0.51 195:0.55 196:0.95 201:0.62 202:0.66 212:0.81 215:0.79 216:0.15 220:0.62 222:0.25 235:0.42 241:0.89 242:0.54 243:0.87 244:0.83 247:0.60 248:0.81 253:0.31 254:0.84 255:0.73 256:0.64 259:0.21 260:0.75 265:0.87 266:0.27 267:0.23 268:0.66 271:0.95 276:0.47 281:0.91 284:0.94 285:0.56 289:0.90 297:0.36 300:0.43\n0 1:0.65 8:0.66 9:0.75 11:0.45 12:0.79 17:0.32 18:0.98 21:0.05 27:0.17 29:0.77 30:0.26 31:0.97 34:0.42 36:0.93 37:0.59 39:0.95 43:0.28 45:0.96 46:0.88 64:0.77 66:0.68 69:0.93 70:0.75 71:0.66 74:0.65 79:0.96 81:0.60 83:0.60 86:0.94 91:0.58 96:0.89 97:0.94 98:0.75 99:0.83 101:0.52 107:0.92 108:0.86 110:0.92 114:0.89 122:0.85 123:0.85 124:0.50 125:0.88 126:0.44 127:0.75 129:0.05 133:0.60 135:0.69 137:0.97 139:0.93 140:0.45 146:0.94 147:0.05 149:0.72 150:0.51 151:0.92 153:0.77 154:0.20 155:0.58 158:0.75 159:0.80 160:0.88 162:0.86 165:0.70 172:0.95 173:0.90 176:0.62 177:0.05 179:0.18 187:0.21 190:0.95 192:0.51 196:0.98 201:0.61 202:0.60 208:0.54 212:0.84 216:0.79 219:0.90 220:0.62 222:0.25 232:0.80 235:0.12 241:0.71 242:0.39 243:0.05 244:0.93 245:0.95 247:0.90 248:0.88 253:0.88 255:0.73 256:0.64 257:0.84 259:0.21 265:0.75 266:0.75 267:0.84 268:0.69 271:0.95 276:0.92 279:0.79 284:0.95 285:0.56 289:0.90 290:0.89 292:0.88 300:0.70\n0 11:0.45 12:0.79 17:0.32 18:0.88 21:0.22 22:0.93 27:0.38 29:0.77 30:0.11 34:0.67 36:0.68 37:0.50 39:0.95 43:0.21 45:0.73 46:0.88 47:0.93 48:0.91 55:0.71 64:0.77 66:0.26 69:0.51 70:0.96 71:0.66 74:0.49 81:0.43 86:0.80 91:0.07 98:0.31 101:0.52 104:0.73 107:0.91 108:0.76 110:0.91 122:0.85 123:0.74 124:0.92 125:0.88 126:0.44 127:0.50 129:0.93 133:0.93 135:0.60 139:0.79 146:0.22 147:0.27 149:0.27 150:0.42 154:0.20 159:0.85 160:0.88 163:0.81 172:0.59 173:0.23 175:0.75 177:0.38 178:0.55 179:0.38 187:0.39 192:0.45 201:0.60 212:0.18 215:0.79 216:0.30 219:0.88 222:0.25 232:0.84 235:0.31 241:0.21 242:0.21 243:0.12 244:0.93 245:0.72 247:0.91 253:0.40 257:0.65 259:0.21 262:0.93 265:0.34 266:0.94 267:0.36 271:0.95 276:0.74 277:0.69 281:0.86 289:0.90 292:0.88 297:0.36 300:0.84\n1 1:0.60 7:0.75 9:0.71 11:0.54 12:0.79 17:0.22 18:0.87 21:0.68 22:0.93 27:0.07 29:0.77 30:0.30 31:0.88 32:0.74 34:0.98 36:0.23 37:0.63 39:0.95 43:0.11 44:0.93 45:0.73 46:0.88 47:0.93 48:0.97 55:0.84 64:0.77 66:0.18 69:0.38 70:0.92 71:0.66 74:0.75 77:0.70 79:0.87 81:0.57 86:0.85 91:0.22 96:0.70 97:0.89 98:0.45 99:0.83 101:0.52 104:0.79 106:0.81 107:0.92 108:0.92 110:0.92 114:0.70 120:0.63 122:0.86 123:0.92 124:0.88 125:0.88 126:0.54 127:0.82 129:0.81 133:0.87 135:1.00 137:0.88 139:0.89 140:0.45 145:0.61 146:0.69 147:0.74 149:0.24 150:0.43 151:0.52 153:0.48 154:0.62 155:0.58 158:0.83 159:0.85 160:0.88 162:0.70 163:0.90 164:0.71 165:0.70 172:0.59 173:0.17 176:0.73 177:0.70 179:0.37 187:0.68 190:0.98 192:0.56 195:0.94 196:0.91 201:0.57 202:0.63 204:0.81 206:0.81 208:0.64 212:0.16 215:0.49 216:0.95 219:0.95 220:0.93 222:0.25 230:0.77 233:0.66 235:0.97 241:0.01 242:0.27 243:0.27 245:0.83 247:0.90 248:0.53 253:0.62 254:0.90 255:0.69 256:0.64 259:0.21 260:0.63 262:0.93 265:0.47 266:0.94 267:0.69 268:0.65 271:0.95 276:0.80 277:0.69 279:0.79 281:0.86 282:0.82 283:0.67 284:0.92 285:0.62 289:0.90 290:0.70 292:0.86 297:0.36 300:0.84\n1 1:0.62 8:0.61 9:0.74 11:0.54 12:0.79 17:0.02 18:0.86 21:0.30 27:0.05 29:0.77 30:0.45 31:0.87 32:0.72 34:0.64 36:0.82 37:0.79 39:0.95 43:0.74 45:0.66 46:0.88 55:0.92 66:0.29 69:0.61 70:0.57 71:0.66 74:0.58 77:0.70 79:0.87 81:0.51 86:0.77 91:0.22 96:0.82 97:0.89 98:0.55 99:0.83 101:0.52 107:0.90 108:0.77 110:0.91 114:0.84 120:0.76 122:0.75 123:0.76 124:0.84 125:0.88 126:0.44 127:0.35 129:0.59 133:0.81 135:0.72 137:0.87 139:0.73 140:0.45 145:0.42 146:0.34 147:0.41 149:0.32 150:0.39 151:0.76 153:0.48 154:0.64 155:0.58 158:0.81 159:0.65 160:0.88 162:0.60 163:0.92 164:0.77 165:0.70 172:0.37 173:0.45 176:0.70 177:0.70 179:0.61 187:0.87 190:0.77 192:0.58 195:0.89 196:0.88 201:0.59 202:0.75 208:0.54 212:0.37 215:0.72 216:0.90 220:0.74 222:0.25 232:0.71 235:0.60 241:0.32 242:0.28 243:0.33 245:0.58 247:0.74 248:0.79 253:0.81 254:0.97 255:0.72 256:0.75 259:0.21 260:0.77 265:0.56 266:0.63 267:0.59 268:0.75 271:0.95 276:0.53 279:0.77 282:0.80 283:0.67 284:0.88 285:0.62 289:0.90 290:0.84 297:0.36 300:0.43\n0 1:0.66 11:0.75 12:0.79 17:0.55 18:0.93 21:0.40 27:0.25 29:0.77 30:0.17 34:0.76 36:0.97 37:0.54 39:0.95 43:0.56 45:0.85 46:0.93 55:0.84 64:0.77 66:0.49 69:0.65 70:0.92 71:0.66 74:0.52 81:0.51 85:0.72 86:0.90 91:0.03 98:0.73 101:0.97 107:0.92 108:0.87 110:0.92 114:0.78 122:0.82 123:0.86 124:0.64 125:0.88 126:0.54 127:0.75 129:0.59 133:0.61 135:0.54 139:0.85 145:0.45 146:0.93 147:0.94 149:0.54 150:0.50 154:0.45 155:0.50 159:0.83 160:0.88 172:0.86 173:0.43 176:0.63 177:0.70 178:0.55 179:0.25 187:0.68 192:0.48 201:0.63 208:0.64 212:0.29 215:0.67 216:0.86 222:0.25 232:0.82 235:0.60 241:0.12 242:0.14 243:0.45 245:0.93 247:0.95 253:0.58 259:0.21 265:0.73 266:0.80 267:0.44 271:0.95 276:0.87 289:0.90 290:0.78 297:0.36 300:0.84\n0 1:0.63 8:0.89 9:0.75 12:0.79 17:0.02 18:0.67 21:0.22 27:0.56 29:0.77 30:0.60 34:0.75 36:0.66 37:0.58 39:0.95 43:0.57 46:0.88 66:0.10 69:0.12 70:0.79 71:0.66 74:0.44 81:0.35 86:0.64 91:0.89 96:0.96 98:0.20 107:0.89 108:0.10 110:0.89 114:0.76 120:0.93 122:0.75 123:0.60 124:0.85 125:0.88 126:0.44 127:0.94 129:0.05 133:0.83 135:0.26 138:0.95 139:0.62 140:0.45 146:0.30 147:0.36 149:0.48 150:0.39 151:0.94 153:0.78 154:0.45 155:0.58 158:0.73 159:0.86 160:0.88 162:0.63 164:0.96 172:0.27 173:0.09 176:0.60 177:0.70 179:0.79 187:0.39 190:0.95 191:0.95 192:0.58 201:0.59 202:0.94 208:0.54 212:0.30 215:0.72 216:0.79 220:0.74 222:0.25 235:0.31 241:0.78 242:0.33 243:0.40 244:0.93 245:0.56 247:0.67 248:0.98 253:0.94 255:0.73 256:0.95 259:0.21 260:0.93 265:0.16 266:0.71 267:0.36 268:0.95 271:0.95 276:0.38 277:0.69 279:0.79 283:0.66 285:0.56 286:0.99 289:0.88 290:0.76 297:0.36 298:0.99 300:0.70\n0 8:0.84 12:0.79 17:0.94 18:0.71 21:0.78 27:0.47 29:0.77 30:0.15 31:0.92 34:0.24 36:0.75 37:0.77 39:0.95 43:0.11 46:0.88 48:0.91 55:0.84 66:0.16 69:0.90 70:0.94 71:0.66 74:0.64 79:0.91 86:0.69 91:0.87 98:0.54 107:0.90 108:0.29 110:0.90 122:0.77 123:0.84 124:0.77 125:0.88 127:0.90 129:0.05 133:0.74 135:0.79 137:0.92 139:0.69 140:0.96 145:0.74 146:0.54 147:0.72 149:0.24 151:0.60 153:0.48 154:0.21 159:0.67 160:0.88 162:0.46 172:0.59 173:0.91 177:0.38 178:0.54 179:0.55 190:0.98 191:0.88 196:0.90 202:0.78 212:0.51 216:0.10 220:0.62 222:0.25 235:0.68 241:0.82 242:0.72 243:0.51 244:0.93 245:0.76 247:0.67 248:0.59 253:0.48 254:0.74 256:0.45 257:0.65 259:0.21 265:0.52 266:0.75 267:0.23 268:0.46 271:0.95 276:0.68 277:0.69 281:0.86 284:0.88 285:0.47 289:0.89 300:0.70\n3 6:0.95 8:0.89 9:0.80 12:0.79 17:0.01 20:0.96 21:0.40 27:0.13 28:0.53 30:0.21 34:0.42 36:0.70 37:0.64 39:0.42 41:0.82 43:0.36 55:0.45 66:0.61 69:0.54 70:0.67 74:0.84 78:0.91 81:0.52 83:0.77 91:0.86 96:0.97 98:0.39 100:0.94 108:0.42 111:0.91 114:0.68 117:0.86 120:0.74 122:0.67 123:0.40 124:0.51 126:0.32 127:0.64 129:0.05 133:0.62 135:0.34 140:0.96 146:0.47 147:0.54 149:0.39 150:0.40 151:0.92 152:0.98 153:0.90 154:0.75 155:0.67 158:0.84 159:0.54 161:0.71 162:0.61 163:0.90 164:0.64 167:0.85 169:0.96 172:0.37 173:0.52 176:0.56 177:0.38 179:0.88 181:0.81 186:0.91 187:0.68 189:0.97 191:0.81 192:0.59 202:0.91 208:0.64 212:0.37 216:0.92 220:0.91 222:0.95 232:0.88 235:0.42 238:0.91 241:0.76 242:0.72 243:0.67 245:0.45 247:0.39 248:0.81 253:0.97 254:0.84 255:0.79 256:0.92 259:0.21 260:0.75 261:0.97 265:0.41 266:0.47 267:0.19 268:0.92 276:0.32 285:0.62 290:0.68 300:0.43\n1 1:0.74 12:0.79 17:0.47 21:0.59 27:0.45 28:0.53 30:0.45 32:0.78 34:0.85 36:0.17 37:0.50 39:0.42 43:0.27 55:0.59 66:0.33 69:0.69 70:0.61 74:0.67 77:0.70 81:0.53 91:0.07 98:0.30 108:0.53 114:0.74 123:0.50 124:0.61 126:0.54 127:0.55 129:0.05 133:0.39 135:0.58 145:0.45 146:0.55 147:0.61 149:0.29 150:0.63 154:0.75 155:0.67 159:0.76 161:0.71 167:0.66 172:0.27 173:0.53 176:0.73 177:0.38 178:0.55 179:0.84 181:0.81 187:0.68 192:0.59 195:0.90 201:0.74 212:0.30 215:0.55 216:0.77 222:0.95 235:0.74 241:0.49 242:0.63 243:0.50 245:0.60 247:0.47 253:0.63 254:0.74 259:0.21 265:0.32 266:0.54 267:0.28 276:0.21 282:0.86 290:0.74 297:0.36 300:0.43\n2 1:0.74 6:0.82 8:0.73 9:0.80 12:0.79 20:0.76 21:0.22 27:0.19 28:0.53 30:0.95 34:0.42 36:0.91 37:0.56 39:0.42 41:0.95 43:0.61 55:0.59 66:0.54 69:0.85 74:0.51 78:0.83 81:0.73 83:0.81 91:0.81 96:0.98 98:0.19 100:0.73 108:0.72 111:0.81 114:0.69 117:0.86 120:0.93 123:0.70 126:0.54 127:0.10 129:0.05 135:0.63 138:0.98 140:0.45 145:0.96 146:0.23 147:0.29 149:0.29 150:0.77 151:0.95 152:0.98 153:0.84 154:0.50 155:0.67 158:0.86 159:0.11 161:0.71 162:0.83 164:0.94 167:0.77 169:0.80 172:0.10 173:0.97 176:0.56 177:0.38 179:0.47 181:0.81 186:0.83 187:0.87 191:0.80 192:0.59 201:0.74 202:0.91 208:0.64 215:0.72 216:0.92 220:0.74 222:0.95 232:0.85 235:0.31 241:0.71 243:0.63 248:0.96 253:0.97 254:0.97 255:0.79 256:0.94 259:0.21 260:0.94 261:0.89 265:0.21 267:0.23 268:0.94 279:0.86 283:0.66 285:0.62 290:0.69 297:0.36 300:0.08\n2 6:0.95 8:0.88 9:0.80 12:0.79 20:0.98 21:0.40 27:0.13 28:0.53 30:0.58 34:0.75 36:0.62 37:0.64 39:0.42 41:0.97 43:0.36 55:0.45 60:0.87 66:0.69 69:0.54 70:0.60 74:0.88 77:0.70 78:0.97 81:0.52 83:0.83 91:0.91 96:0.99 98:0.56 100:0.98 108:0.42 111:0.98 114:0.68 117:0.86 120:0.91 122:0.67 123:0.40 124:0.41 126:0.32 127:0.41 129:0.05 133:0.39 135:0.37 140:0.96 145:0.63 146:0.50 147:0.56 149:0.41 150:0.40 151:0.98 152:0.98 153:0.97 154:0.75 155:0.67 158:0.87 159:0.33 161:0.71 162:0.65 164:0.88 167:0.85 169:0.96 172:0.41 173:0.64 176:0.56 177:0.38 179:0.84 181:0.81 186:0.96 187:0.39 189:0.96 191:0.88 192:0.59 195:0.64 202:0.98 208:0.64 212:0.37 216:0.92 220:0.91 222:0.95 232:0.88 235:0.42 238:0.95 241:0.76 242:0.72 243:0.73 245:0.46 247:0.39 248:0.94 253:1.00 254:0.84 255:0.79 256:0.99 259:0.21 260:0.92 261:0.97 265:0.57 266:0.38 267:0.59 268:0.99 276:0.30 279:0.86 282:0.84 283:0.71 285:0.62 290:0.68 300:0.43\n2 1:0.74 11:0.57 12:0.79 17:0.51 21:0.40 27:0.45 28:0.53 30:0.68 34:0.80 36:0.18 37:0.50 39:0.42 43:0.82 55:0.59 66:0.77 69:0.69 70:0.43 74:0.81 77:0.70 81:0.67 83:0.75 85:0.88 91:0.07 98:0.47 101:0.79 108:0.52 114:0.82 122:0.43 123:0.50 124:0.38 126:0.54 127:0.33 129:0.05 133:0.39 135:0.51 145:0.49 146:0.56 147:0.62 149:0.81 150:0.79 154:0.77 155:0.67 159:0.43 161:0.71 165:0.83 167:0.57 172:0.59 173:0.69 176:0.73 177:0.38 178:0.55 179:0.62 181:0.81 187:0.68 192:0.59 195:0.72 201:0.74 212:0.75 215:0.67 216:0.77 222:0.95 235:0.52 241:0.15 242:0.43 243:0.79 245:0.52 247:0.60 253:0.71 259:0.21 265:0.49 266:0.38 267:0.28 276:0.37 282:0.84 290:0.82 297:0.36 300:0.43\n2 9:0.80 11:0.57 12:0.79 17:0.45 21:0.68 27:0.21 28:0.53 30:0.45 34:0.45 36:0.50 37:0.74 39:0.42 41:0.82 43:0.91 55:0.71 60:0.87 66:0.16 69:0.27 70:0.66 74:0.92 76:0.94 78:0.95 81:0.33 83:0.83 85:0.72 91:0.09 96:0.80 98:0.22 101:0.68 104:0.84 106:0.81 108:0.21 111:0.99 114:0.62 117:0.86 120:0.69 122:0.67 123:0.20 124:0.91 126:0.32 127:0.66 129:0.59 133:0.89 135:0.30 140:0.45 146:0.49 147:0.56 149:0.70 150:0.30 151:0.87 153:0.48 154:0.91 155:0.67 158:0.92 159:0.85 161:0.71 162:0.86 164:0.57 167:0.63 169:0.97 172:0.37 173:0.12 176:0.56 177:0.38 179:0.55 181:0.81 187:0.39 192:0.59 202:0.36 206:0.81 208:0.64 212:0.27 216:0.95 222:0.95 232:0.91 235:0.80 238:0.98 241:0.39 242:0.74 243:0.36 245:0.67 247:0.39 248:0.78 253:0.86 255:0.79 256:0.45 259:0.21 260:0.70 265:0.24 266:0.80 267:0.19 268:0.46 276:0.56 279:0.86 283:0.82 285:0.62 290:0.62 300:0.55\n2 1:0.74 7:0.81 8:0.95 9:0.80 12:0.79 17:0.11 21:0.68 27:0.10 28:0.53 30:0.94 34:0.70 36:0.68 37:0.81 39:0.42 41:0.93 43:0.34 55:0.92 60:0.87 66:0.36 69:0.61 70:0.13 74:0.78 76:0.97 77:0.89 81:0.56 83:0.82 91:0.75 96:0.93 98:0.62 108:0.46 114:0.70 117:0.86 120:0.80 121:0.90 122:0.51 123:0.45 124:0.67 126:0.54 127:0.44 129:0.05 133:0.62 135:0.24 140:0.80 145:0.76 146:0.62 147:0.67 149:0.31 150:0.69 151:0.96 153:0.86 154:0.25 155:0.67 158:0.92 159:0.40 161:0.71 162:0.82 163:0.94 164:0.79 165:0.69 167:0.89 172:0.16 173:0.66 176:0.73 177:0.38 179:0.95 181:0.81 187:0.21 191:0.76 192:0.59 195:0.67 201:0.74 202:0.77 204:0.89 208:0.64 212:0.78 215:0.49 216:0.76 220:0.62 222:0.95 230:0.87 232:0.83 233:0.76 235:0.88 241:0.79 242:0.45 243:0.51 244:0.61 245:0.40 247:0.35 248:0.87 253:0.94 255:0.79 256:0.81 259:0.21 260:0.81 265:0.63 266:0.17 267:0.36 268:0.83 276:0.27 279:0.86 282:0.84 283:0.82 285:0.62 290:0.70 297:0.36 300:0.13\n3 1:0.74 7:0.78 8:0.78 9:0.80 12:0.79 17:0.45 21:0.40 27:0.38 28:0.53 30:0.95 32:0.74 34:0.74 36:0.90 39:0.42 41:0.94 43:0.60 55:0.59 66:0.54 69:0.85 74:0.68 76:0.94 77:0.70 78:0.82 81:0.64 83:0.80 91:0.79 96:0.94 98:0.19 104:0.89 108:0.71 111:0.80 114:0.82 120:0.89 123:0.69 126:0.54 127:0.10 129:0.05 135:0.23 140:0.80 145:0.69 146:0.24 147:0.30 149:0.28 150:0.70 151:0.96 153:0.86 154:0.49 155:0.67 158:0.84 159:0.11 161:0.71 162:0.57 164:0.90 167:0.77 169:0.80 172:0.10 173:0.95 176:0.73 177:0.38 179:0.48 181:0.81 187:0.39 191:0.86 192:0.59 195:0.64 201:0.74 202:0.89 208:0.64 215:0.67 216:0.50 220:0.91 222:0.95 230:0.81 233:0.69 235:0.52 241:0.71 243:0.63 248:0.91 253:0.93 254:0.98 255:0.79 256:0.88 259:0.21 260:0.90 265:0.21 267:0.18 268:0.89 282:0.83 283:0.71 285:0.62 290:0.82 297:0.36 300:0.08\n2 1:0.74 6:0.82 8:0.63 9:0.80 11:0.57 12:0.79 17:0.22 20:0.80 21:0.13 27:0.35 28:0.53 30:0.72 34:0.75 36:0.89 37:0.31 39:0.42 41:0.90 43:0.81 66:0.44 69:0.70 70:0.40 74:0.72 78:0.84 81:0.82 83:0.81 85:0.90 91:0.29 96:0.91 98:0.51 100:0.86 101:0.83 104:0.58 108:0.53 111:0.83 114:0.92 120:0.81 122:0.43 123:0.51 124:0.58 126:0.54 127:0.34 129:0.59 133:0.47 135:0.39 140:0.45 146:0.45 147:0.52 149:0.82 150:0.89 151:0.97 152:0.98 153:0.88 154:0.76 155:0.67 159:0.31 161:0.71 162:0.85 163:0.75 164:0.75 165:0.88 167:0.74 169:0.92 172:0.37 173:0.80 176:0.73 177:0.38 179:0.71 181:0.81 186:0.84 187:0.21 189:0.85 192:0.59 201:0.74 202:0.69 208:0.64 212:0.39 215:0.84 216:0.57 222:0.95 232:0.80 235:0.22 238:0.86 241:0.67 242:0.42 243:0.57 245:0.64 247:0.55 248:0.88 253:0.91 255:0.79 256:0.73 259:0.21 260:0.82 261:0.95 265:0.52 266:0.27 267:0.28 268:0.76 276:0.41 285:0.62 290:0.92 297:0.36 300:0.33\n3 6:0.92 8:0.77 9:0.80 12:0.79 17:0.01 20:0.98 21:0.78 27:0.31 28:0.53 34:0.61 36:0.28 37:0.58 39:0.42 41:0.96 78:0.92 83:0.82 91:0.96 96:0.96 100:0.93 104:0.58 111:0.91 120:0.95 135:0.89 140:0.90 151:0.99 152:0.90 153:0.95 155:0.67 161:0.71 162:0.70 164:0.95 167:0.92 169:0.90 175:0.91 181:0.81 186:0.92 189:0.93 191:0.84 192:0.59 202:0.93 208:0.64 216:0.54 220:0.62 222:0.95 238:0.89 241:0.88 244:0.83 248:0.94 253:0.93 255:0.79 256:0.94 257:0.84 259:0.21 260:0.95 261:0.92 267:0.52 268:0.95 277:0.87 285:0.62\n2 6:0.96 8:0.95 9:0.80 11:0.57 12:0.79 17:0.32 20:0.80 21:0.68 27:0.21 28:0.53 30:0.45 34:0.44 36:0.48 37:0.74 39:0.42 41:0.82 43:0.91 55:0.71 60:0.87 66:0.16 69:0.27 70:0.66 74:0.92 76:0.94 78:0.92 81:0.33 83:0.82 85:0.72 91:0.33 96:0.86 98:0.22 100:0.95 101:0.68 104:0.84 106:0.81 108:0.21 111:0.95 114:0.62 117:0.86 120:0.69 122:0.67 123:0.20 124:0.91 126:0.32 127:0.66 129:0.59 133:0.89 135:0.24 140:0.80 146:0.49 147:0.56 149:0.70 150:0.30 151:0.87 152:0.84 153:0.48 154:0.91 155:0.67 158:0.92 159:0.85 161:0.71 162:0.72 164:0.57 167:0.71 169:0.93 172:0.37 173:0.12 176:0.56 177:0.38 178:0.42 179:0.55 181:0.81 186:0.91 187:0.39 189:1.00 191:0.70 192:0.59 202:0.68 206:0.81 208:0.64 212:0.27 216:0.95 222:0.95 232:0.91 235:0.80 238:0.95 241:0.61 242:0.74 243:0.36 245:0.67 247:0.39 248:0.78 253:0.89 255:0.79 256:0.71 259:0.21 260:0.70 261:0.89 265:0.24 266:0.80 267:0.59 268:0.71 276:0.56 279:0.86 283:0.82 285:0.62 290:0.62 300:0.55\n2 1:0.74 6:0.82 8:0.63 9:0.80 11:0.57 12:0.79 20:0.98 21:0.13 27:0.35 28:0.53 30:0.72 34:0.53 36:0.86 37:0.31 39:0.42 41:1.00 43:0.81 60:1.00 66:0.90 69:0.70 70:0.41 74:0.87 78:0.96 81:0.82 83:0.90 85:0.94 91:0.94 96:0.99 98:0.85 100:0.96 101:0.85 104:0.58 108:0.53 111:0.96 114:0.92 120:0.98 122:0.43 123:0.51 126:0.54 127:0.35 129:0.05 135:0.28 138:0.99 140:0.45 146:0.75 147:0.79 149:0.92 150:0.89 151:1.00 152:0.98 153:0.98 154:0.76 155:0.67 158:0.92 159:0.32 161:0.71 162:0.79 164:0.98 165:0.88 167:0.92 169:0.92 172:0.71 173:0.80 176:0.73 177:0.38 179:0.51 181:0.81 186:0.96 189:0.84 191:0.88 192:0.59 201:0.74 202:0.96 208:0.64 212:0.83 215:0.84 216:0.57 220:0.74 222:0.95 232:0.80 235:0.22 238:0.91 241:0.91 242:0.62 243:0.90 247:0.39 248:0.99 253:1.00 255:0.79 256:0.97 259:0.21 260:0.98 261:0.95 265:0.85 266:0.27 267:0.79 268:0.98 276:0.59 279:0.86 283:0.82 285:0.62 290:0.92 297:0.36 300:0.43\n2 1:0.74 8:0.64 9:0.80 11:0.57 12:0.79 17:0.04 21:0.13 27:0.35 28:0.53 30:0.87 34:0.47 36:0.97 37:0.31 39:0.42 41:0.97 43:0.81 66:0.54 69:0.70 70:0.20 74:0.66 81:0.82 83:0.83 85:0.88 91:0.81 96:0.95 98:0.19 101:0.79 104:0.58 108:0.53 114:0.92 120:0.88 122:0.43 123:0.51 124:0.48 126:0.54 127:0.15 129:0.59 133:0.47 135:0.58 140:0.45 146:0.27 147:0.33 149:0.80 150:0.89 151:0.94 153:0.82 154:0.76 155:0.67 159:0.22 161:0.71 162:0.59 164:0.88 165:0.88 167:0.74 172:0.32 173:0.68 176:0.73 177:0.38 179:0.45 181:0.81 187:0.21 191:0.82 192:0.59 201:0.74 202:0.87 208:0.64 212:0.61 215:0.84 216:0.57 220:0.74 222:0.95 232:0.80 235:0.22 241:0.67 242:0.63 243:0.63 245:0.50 247:0.30 248:0.93 253:0.94 255:0.79 256:0.86 259:0.21 260:0.89 265:0.21 266:0.27 267:0.65 268:0.87 276:0.21 285:0.62 290:0.92 297:0.36 300:0.18\n1 1:0.74 6:0.82 8:0.61 9:0.80 11:0.57 12:0.79 17:0.18 20:0.93 21:0.13 27:0.35 28:0.53 30:0.73 34:0.71 36:0.59 37:0.31 39:0.42 41:0.97 43:0.81 60:0.87 66:0.92 69:0.70 70:0.39 74:0.92 78:0.86 81:0.82 83:0.88 85:0.96 91:0.65 96:0.96 98:0.85 100:0.84 101:0.86 104:0.58 108:0.53 111:0.84 114:0.92 120:0.91 122:0.57 123:0.51 126:0.54 127:0.35 129:0.05 135:0.30 138:0.98 140:0.45 146:0.75 147:0.79 149:0.95 150:0.89 151:0.96 152:0.98 153:0.87 154:0.76 155:0.67 158:0.92 159:0.31 161:0.71 162:0.76 164:0.90 165:0.88 167:0.77 169:0.92 172:0.78 173:0.80 176:0.73 177:0.38 179:0.41 181:0.81 186:0.86 187:0.21 189:0.83 192:0.59 201:0.74 202:0.85 208:0.64 212:0.82 215:0.84 216:0.57 220:0.74 222:0.95 232:0.80 235:0.22 238:0.83 241:0.71 242:0.60 243:0.92 247:0.47 248:0.95 253:0.97 255:0.79 256:0.88 259:0.21 260:0.91 261:0.95 265:0.85 266:0.27 267:0.19 268:0.89 276:0.67 279:0.86 283:0.82 285:0.62 290:0.92 297:0.36 300:0.43\n3 1:0.74 6:0.87 7:0.81 8:0.85 9:0.80 12:0.79 17:0.08 20:0.79 21:0.71 27:0.10 28:0.53 30:0.95 34:0.70 36:0.75 37:0.81 39:0.42 41:0.96 43:0.30 55:0.92 60:0.98 66:0.27 69:0.69 74:0.72 76:0.97 77:0.89 78:0.87 81:0.53 83:0.82 91:0.75 96:0.94 98:0.45 100:0.83 108:0.53 111:0.85 114:0.68 120:0.85 121:0.90 123:0.50 124:0.72 126:0.54 127:0.35 129:0.05 133:0.62 135:0.47 140:0.45 145:0.76 146:0.44 147:0.50 149:0.26 150:0.67 151:0.96 152:0.77 153:0.86 154:0.22 155:0.67 158:0.92 159:0.34 161:0.71 162:0.81 163:0.94 164:0.86 165:0.69 167:0.88 169:0.80 172:0.10 173:0.78 176:0.73 177:0.38 179:0.96 181:0.81 186:0.88 187:0.39 189:0.89 191:0.85 192:0.59 195:0.65 201:0.74 202:0.82 204:0.89 208:0.64 212:0.95 215:0.48 216:0.76 222:0.95 230:0.87 233:0.76 235:0.95 238:0.82 241:0.78 242:0.63 243:0.46 244:0.61 245:0.38 247:0.30 248:0.90 253:0.94 255:0.79 256:0.86 259:0.21 260:0.86 261:0.81 265:0.47 266:0.12 267:0.52 268:0.87 276:0.23 279:0.86 282:0.84 283:0.82 285:0.62 290:0.68 297:0.36 300:0.08\n2 6:0.90 7:0.78 8:0.77 9:0.80 11:0.57 12:0.79 17:0.08 20:0.80 21:0.30 27:0.27 28:0.53 30:0.76 34:0.47 36:0.64 37:0.32 39:0.42 41:0.96 43:0.75 55:0.59 66:0.64 69:0.83 70:0.37 74:0.92 76:0.85 77:0.70 78:0.82 81:0.58 83:0.83 85:0.80 91:0.80 96:0.99 98:0.51 100:0.83 101:0.77 108:0.68 111:0.81 114:0.69 120:0.91 122:0.67 123:0.66 124:0.45 126:0.32 127:0.60 129:0.05 133:0.39 135:0.30 140:0.95 145:0.45 146:0.45 147:0.30 149:0.67 150:0.43 151:0.97 152:0.86 153:0.97 154:0.66 155:0.67 158:0.85 159:0.38 161:0.71 162:0.70 164:0.89 167:0.75 169:0.77 172:0.54 173:0.94 176:0.56 177:0.05 179:0.73 181:0.81 186:0.83 187:0.39 189:0.93 192:0.59 195:0.61 202:0.95 208:0.64 212:0.85 216:0.70 222:0.95 230:0.81 233:0.69 235:0.31 238:0.86 241:0.68 242:0.61 243:0.28 245:0.64 247:0.39 248:0.95 253:0.99 255:0.79 256:0.96 257:0.65 259:0.21 260:0.92 261:0.82 265:0.52 266:0.27 267:0.23 268:0.96 276:0.37 282:0.84 285:0.62 290:0.69 300:0.33\n3 8:0.93 9:0.80 11:0.57 12:0.79 17:0.12 21:0.68 27:0.21 28:0.53 30:0.44 34:0.30 36:0.55 37:0.74 39:0.42 41:0.90 43:0.44 55:0.52 66:0.92 69:0.80 70:0.41 74:0.99 76:0.98 81:0.33 83:0.77 85:1.00 91:0.74 96:0.96 98:0.80 101:0.85 108:0.94 114:0.62 117:0.86 120:0.76 122:0.57 123:0.94 124:0.37 126:0.32 127:0.98 129:0.59 133:0.76 135:0.17 140:0.98 146:0.25 147:0.34 149:0.93 150:0.30 151:0.87 153:0.85 154:0.19 155:0.67 158:0.85 159:0.93 161:0.71 162:0.56 164:0.72 167:0.84 172:0.99 173:0.45 176:0.56 177:0.05 178:0.42 179:0.11 181:0.81 187:0.39 191:0.88 192:0.59 202:0.92 208:0.64 212:0.94 216:0.95 220:0.93 222:0.95 232:0.91 235:0.80 241:0.76 242:0.45 243:0.06 245:0.93 247:0.60 248:0.81 253:0.98 255:0.79 256:0.92 257:0.65 259:0.21 260:0.77 265:0.81 266:0.71 267:0.98 268:0.92 276:0.98 285:0.62 290:0.62 300:0.70\n1 1:0.67 7:0.75 11:0.55 12:0.37 17:0.79 18:0.65 21:0.54 27:0.61 29:0.94 30:0.58 32:0.74 34:0.97 36:0.63 37:0.30 39:0.47 43:0.76 44:0.93 45:0.83 55:0.84 66:0.26 69:0.44 70:0.54 71:0.61 74:0.72 77:0.89 81:0.59 86:0.65 91:0.07 97:0.89 98:0.22 99:0.95 101:0.52 108:0.34 114:0.76 122:0.51 123:0.33 124:0.84 126:0.44 127:0.45 129:0.59 131:0.61 133:0.82 135:0.56 139:0.74 144:0.57 145:0.98 146:0.63 147:0.68 149:0.65 150:0.49 154:0.67 155:0.56 157:0.96 158:0.82 159:0.90 163:0.86 165:0.70 166:0.95 172:0.37 173:0.13 176:0.70 177:0.70 178:0.55 179:0.64 182:0.98 187:0.21 192:0.56 195:0.98 201:0.62 204:0.85 208:0.54 212:0.16 215:0.58 216:0.37 222:0.35 227:0.61 229:0.61 230:0.77 231:0.93 233:0.76 235:0.88 241:0.21 242:0.24 243:0.46 244:0.61 245:0.60 246:0.85 247:0.60 253:0.61 259:0.21 265:0.24 266:0.84 267:0.19 271:0.24 276:0.46 279:0.77 282:0.82 283:0.82 287:0.61 290:0.76 297:0.36 300:0.55\n0 1:0.61 9:0.71 11:0.46 12:0.37 17:0.72 18:0.75 21:0.40 22:0.93 27:0.72 29:0.94 30:0.33 31:0.88 34:0.37 36:0.63 39:0.47 43:0.66 45:0.73 47:0.93 64:0.77 66:0.12 69:0.17 70:0.69 71:0.61 74:0.35 79:0.88 81:0.59 83:0.60 86:0.75 91:0.27 96:0.71 97:0.89 98:0.11 99:0.83 101:0.52 108:0.14 114:0.70 117:0.86 122:0.80 123:0.98 124:0.78 126:0.44 127:0.79 129:0.59 131:0.92 133:0.76 135:0.32 137:0.88 139:0.80 140:0.45 146:0.25 147:0.31 149:0.48 150:0.51 151:0.57 153:0.48 154:0.56 155:0.56 157:0.61 158:0.73 159:0.96 162:0.86 165:0.70 166:0.87 172:0.21 173:0.06 175:0.75 176:0.59 177:0.38 179:0.91 182:0.61 187:0.39 190:0.89 192:0.49 196:0.90 201:0.58 202:0.36 204:0.82 208:0.54 212:0.42 216:0.06 219:0.91 220:0.87 222:0.35 227:0.83 229:0.61 231:0.86 232:0.85 235:0.52 241:0.01 242:0.45 243:0.49 244:0.83 245:0.45 246:0.61 247:0.47 248:0.56 253:0.55 255:0.69 256:0.45 257:0.65 259:0.21 262:0.93 265:0.09 266:0.38 267:0.59 268:0.46 271:0.24 276:0.28 277:0.69 279:0.77 281:0.86 284:0.88 285:0.56 287:0.61 290:0.70 292:0.88 300:0.43\n1 8:0.60 11:0.46 12:0.37 17:0.57 18:0.80 21:0.22 27:0.45 29:0.94 30:0.45 34:0.55 36:0.38 37:0.50 39:0.47 43:0.57 45:0.66 55:0.92 64:0.77 66:0.36 69:0.68 70:0.33 71:0.61 74:0.28 81:0.37 86:0.77 91:0.09 98:0.28 101:0.52 108:0.52 122:0.75 123:0.50 124:0.76 126:0.26 127:0.21 129:0.05 131:0.61 133:0.74 135:0.61 139:0.73 145:0.50 146:0.46 147:0.52 149:0.30 150:0.41 154:0.46 157:0.61 159:0.46 163:0.81 166:0.61 172:0.21 173:0.58 175:0.75 177:0.38 178:0.55 179:0.76 182:0.61 187:0.68 212:0.23 216:0.77 222:0.35 227:0.61 229:0.61 231:0.66 235:0.22 241:0.24 242:0.24 243:0.51 244:0.83 245:0.42 246:0.61 247:0.47 253:0.26 257:0.65 259:0.21 265:0.30 266:0.38 267:0.65 271:0.24 276:0.31 277:0.69 287:0.61 300:0.25\n0 1:0.57 8:0.58 12:0.37 17:0.36 18:0.74 21:0.71 22:0.93 27:0.13 29:0.94 30:0.76 34:0.91 36:0.90 37:0.98 39:0.47 43:0.14 47:0.93 55:0.42 64:0.77 66:0.72 69:0.32 70:0.15 71:0.61 74:0.33 81:0.35 86:0.75 91:0.10 98:0.52 108:0.25 114:0.63 122:0.80 123:0.24 126:0.44 127:0.16 129:0.05 131:0.61 135:0.76 139:0.76 145:0.83 146:0.43 147:0.49 149:0.07 150:0.40 154:0.54 155:0.46 157:0.61 158:0.73 159:0.16 163:0.75 166:0.87 172:0.27 173:0.46 176:0.59 177:0.70 178:0.55 179:0.69 182:0.61 187:0.39 192:0.44 201:0.55 202:0.36 208:0.54 212:0.42 216:0.38 219:0.91 222:0.35 227:0.61 229:0.61 231:0.86 235:0.88 241:0.12 242:0.45 243:0.75 244:0.83 246:0.61 247:0.35 253:0.47 254:0.74 259:0.21 262:0.93 265:0.54 266:0.23 267:0.36 271:0.24 276:0.23 279:0.77 287:0.61 290:0.63 292:0.87 300:0.13\n1 8:0.74 12:0.37 17:0.59 18:0.85 21:0.78 22:0.93 27:0.31 29:0.94 30:0.17 34:0.53 36:0.96 37:0.64 39:0.47 43:0.12 44:0.88 47:0.93 48:0.91 55:0.45 66:0.34 69:0.78 70:0.68 71:0.61 74:0.32 76:0.85 77:0.70 86:0.81 91:0.37 98:0.37 108:0.61 122:0.82 123:0.59 124:0.77 127:0.40 129:0.81 131:0.61 133:0.76 135:0.96 139:0.81 145:0.99 146:0.63 147:0.68 149:0.18 154:0.26 157:0.61 159:0.69 163:0.75 166:0.61 172:0.37 173:0.65 175:0.75 177:0.38 178:0.55 179:0.69 182:0.61 187:0.68 195:0.90 202:0.65 212:0.19 216:0.43 222:0.35 227:0.61 229:0.61 231:0.80 235:0.84 241:0.15 242:0.19 243:0.50 244:0.83 245:0.57 246:0.61 247:0.67 253:0.29 254:0.84 257:0.65 259:0.21 262:0.93 265:0.39 266:0.47 267:0.84 271:0.24 276:0.46 277:0.69 281:0.86 282:0.72 287:0.61 300:0.43\n1 7:0.64 11:0.55 12:0.37 17:0.69 18:0.65 21:0.68 27:0.61 29:0.94 30:0.41 32:0.63 34:0.95 36:0.61 37:0.30 39:0.47 43:0.75 45:0.81 55:0.42 66:0.15 69:0.78 70:0.88 71:0.61 74:0.51 81:0.28 86:0.65 91:0.03 98:0.14 101:0.52 108:0.61 122:0.41 123:0.59 124:0.86 126:0.26 127:0.84 129:0.59 131:0.61 133:0.82 135:0.58 139:0.63 144:0.57 145:0.92 146:0.30 147:0.30 149:0.61 150:0.30 154:0.66 157:0.96 159:0.89 166:0.78 172:0.21 173:0.52 177:0.38 178:0.55 179:0.78 182:0.88 187:0.21 195:0.96 212:0.19 215:0.49 216:0.37 222:0.35 227:0.61 229:0.61 230:0.64 231:0.85 233:0.66 235:0.84 241:0.07 242:0.33 243:0.29 244:0.61 245:0.56 246:0.61 247:0.67 253:0.41 257:0.65 259:0.21 265:0.15 266:0.80 267:0.28 271:0.24 276:0.36 283:0.67 287:0.61 297:0.36 300:0.70\n0 8:0.66 12:0.37 17:0.28 18:0.87 21:0.40 22:0.93 27:0.21 29:0.94 30:0.15 31:0.98 34:0.59 36:0.83 37:0.74 39:0.47 43:0.20 47:0.93 48:0.91 55:0.71 64:0.77 66:0.10 69:0.98 70:0.81 71:0.61 74:0.25 79:0.98 81:0.34 86:0.82 91:0.65 98:0.19 108:0.62 122:0.86 123:0.59 124:0.95 126:0.26 127:0.80 129:0.05 131:0.61 133:0.94 135:0.17 137:0.98 139:0.82 140:0.45 146:0.30 147:0.05 149:0.22 150:0.38 151:0.70 153:0.46 154:0.13 157:0.61 159:0.89 162:0.61 163:0.79 166:0.61 172:0.21 173:0.99 175:0.75 177:0.05 179:0.68 182:0.61 187:0.39 190:0.95 191:0.76 196:0.97 202:0.84 212:0.12 216:0.95 219:0.90 220:0.62 222:0.35 227:0.61 229:0.61 231:0.68 235:0.42 241:0.15 242:0.70 243:0.11 244:0.93 245:0.54 246:0.61 247:0.74 248:0.84 253:0.23 256:0.85 257:0.84 259:0.21 262:0.93 265:0.20 266:0.94 267:0.87 268:0.85 271:0.24 276:0.57 277:0.87 281:0.86 284:0.98 285:0.47 287:0.61 292:0.95 300:0.55\n0 8:0.71 12:0.37 17:0.43 18:0.88 21:0.13 27:0.61 29:0.94 30:0.38 32:0.63 34:0.95 36:0.52 37:0.35 39:0.47 43:0.15 48:0.98 55:0.71 64:0.77 66:0.36 69:0.61 70:0.63 71:0.61 74:0.29 81:0.38 86:0.83 91:0.57 98:0.36 108:0.46 122:0.86 123:0.45 124:0.77 126:0.26 127:0.29 129:0.05 131:0.61 133:0.73 135:0.34 139:0.81 145:0.69 146:0.50 147:0.56 149:0.20 150:0.43 154:0.47 157:0.61 159:0.47 166:0.61 172:0.32 173:0.55 177:0.70 178:0.55 179:0.70 182:0.61 187:0.39 195:0.80 212:0.28 216:0.10 222:0.35 227:0.61 228:0.99 229:0.61 231:0.71 235:0.12 241:0.15 242:0.71 243:0.51 244:0.83 245:0.51 246:0.61 247:0.47 253:0.26 254:0.84 259:0.21 265:0.38 266:0.63 267:0.65 271:0.24 276:0.41 281:0.91 287:0.61 300:0.43\n0 8:0.63 11:0.55 12:0.37 17:0.28 18:0.80 21:0.59 22:0.93 27:0.41 29:0.94 30:0.21 31:0.86 34:0.80 36:0.53 37:0.44 39:0.47 43:0.59 45:0.66 47:0.93 48:0.91 55:0.84 64:0.77 66:0.10 69:0.86 70:0.67 71:0.61 74:0.35 79:0.86 81:0.30 86:0.75 91:0.49 98:0.25 101:0.52 108:0.72 122:0.86 123:0.85 124:0.86 126:0.26 127:0.76 129:0.05 131:0.61 133:0.81 135:0.80 137:0.86 139:0.78 140:0.45 144:0.57 145:0.59 146:0.35 147:0.05 149:0.32 150:0.33 151:0.47 153:0.48 154:0.48 157:0.82 159:0.79 162:0.86 163:0.96 166:0.61 172:0.16 173:0.76 177:0.05 179:0.89 182:0.75 187:0.68 190:0.95 196:0.88 202:0.36 212:0.37 216:0.75 219:0.90 220:0.97 222:0.35 227:0.61 229:0.61 231:0.66 235:0.68 241:0.01 242:0.58 243:0.18 244:0.61 245:0.46 246:0.61 247:0.47 248:0.47 253:0.32 256:0.45 257:0.84 259:0.21 262:0.93 265:0.21 266:0.47 267:0.69 268:0.46 271:0.24 276:0.36 277:0.87 281:0.91 284:0.88 285:0.47 287:0.61 292:0.88 300:0.43\n1 1:0.57 11:0.46 12:0.37 17:0.86 18:0.73 21:0.68 27:0.61 29:0.94 30:0.15 34:0.55 36:0.99 37:0.53 39:0.47 43:0.21 45:0.66 55:0.71 64:0.77 66:0.08 69:0.90 70:0.76 71:0.61 74:0.32 81:0.36 86:0.73 91:0.49 98:0.19 101:0.52 108:0.80 114:0.63 122:0.77 123:0.86 124:0.93 126:0.44 127:0.30 129:0.05 131:0.61 133:0.92 135:0.93 139:0.74 145:0.61 146:0.49 147:0.55 149:0.19 150:0.41 154:0.17 155:0.47 157:0.61 158:0.73 159:0.85 163:0.87 166:0.87 172:0.21 173:0.69 176:0.59 177:0.70 178:0.55 179:0.51 182:0.61 187:0.21 192:0.44 201:0.55 208:0.54 212:0.14 216:0.26 219:0.91 222:0.35 227:0.61 229:0.61 231:0.84 235:0.84 241:0.10 242:0.21 243:0.29 244:0.83 245:0.56 246:0.61 247:0.79 253:0.48 259:0.21 265:0.20 266:0.89 267:0.44 271:0.24 276:0.57 277:0.87 279:0.77 287:0.61 290:0.63 292:0.86 300:0.55\n1 11:0.46 12:0.37 17:0.91 18:0.85 21:0.54 27:0.72 29:0.94 30:0.09 31:0.89 32:0.63 34:0.31 36:0.96 39:0.47 43:0.58 45:0.66 48:0.91 55:0.59 64:0.77 66:0.67 69:0.32 70:0.95 71:0.61 74:0.34 77:0.70 79:0.88 81:0.31 83:0.60 86:0.83 91:0.18 98:0.53 101:0.52 108:0.25 122:0.83 123:0.24 124:0.46 126:0.26 127:0.46 129:0.05 131:0.61 133:0.59 135:0.56 137:0.89 139:0.84 140:0.45 145:0.72 146:0.61 147:0.67 149:0.32 150:0.35 151:0.52 153:0.69 154:0.47 155:0.51 157:0.61 159:0.49 162:0.86 166:0.61 172:0.48 173:0.31 177:0.70 179:0.76 182:0.61 187:0.87 190:0.95 192:0.46 195:0.74 196:0.91 202:0.46 204:0.81 208:0.54 212:0.52 216:0.09 219:0.90 220:0.87 222:0.35 227:0.61 229:0.61 231:0.85 235:0.60 242:0.24 243:0.72 244:0.83 245:0.49 246:0.61 247:0.60 248:0.52 253:0.31 256:0.45 259:0.21 265:0.54 266:0.47 267:0.69 268:0.55 271:0.24 276:0.39 281:0.91 282:0.71 284:0.90 285:0.47 287:0.61 292:0.88 300:0.70\n0 8:0.66 12:0.37 17:0.55 18:0.96 21:0.30 22:0.93 27:0.50 29:0.94 30:0.26 31:0.97 34:0.42 36:0.77 37:0.60 39:0.47 43:0.20 44:0.88 47:0.93 48:0.91 55:0.84 64:0.77 66:0.07 69:0.95 70:0.89 71:0.61 74:0.26 79:0.96 81:0.35 86:0.92 91:0.29 98:0.28 108:0.97 122:0.86 123:0.95 124:0.97 126:0.26 127:0.86 129:0.59 131:0.61 133:0.97 135:0.69 137:0.97 139:0.92 140:0.80 145:0.70 146:0.45 147:0.77 149:0.34 150:0.39 151:0.71 153:0.78 154:0.08 157:0.61 159:0.93 162:0.69 166:0.61 172:0.67 173:0.80 175:0.75 177:0.05 178:0.42 179:0.27 182:0.61 187:0.39 190:0.95 195:0.99 196:0.98 202:0.66 212:0.21 216:0.86 219:0.90 222:0.35 227:0.61 229:0.61 231:0.65 235:0.31 241:0.07 242:0.79 243:0.17 244:0.83 245:0.79 246:0.61 247:0.60 248:0.72 253:0.23 254:0.88 256:0.64 257:0.84 259:0.21 262:0.93 265:0.28 266:0.96 267:0.44 268:0.68 271:0.24 276:0.87 277:0.87 281:0.91 284:0.95 285:0.47 287:0.61 292:0.95 300:0.70\n0 12:0.37 17:0.55 18:0.57 21:0.78 27:0.71 29:0.94 30:0.21 34:0.61 36:0.73 37:0.29 39:0.47 43:0.06 55:0.96 66:0.07 69:0.96 70:0.64 71:0.61 74:0.26 86:0.59 91:0.02 98:0.09 108:0.98 123:0.98 124:0.96 127:0.25 129:0.99 131:0.61 133:0.95 135:0.60 139:0.57 145:0.76 146:0.05 147:0.05 149:0.07 154:0.06 157:0.61 159:0.97 163:0.98 166:0.61 172:0.10 173:0.61 175:0.91 177:0.05 178:0.55 179:0.59 182:0.61 187:0.21 202:0.50 212:0.22 216:0.31 222:0.35 227:0.61 229:0.61 231:0.65 235:0.80 241:0.27 242:0.38 243:0.14 244:0.93 245:0.45 246:0.61 247:0.67 253:0.23 257:0.84 259:0.21 265:0.10 266:0.71 267:0.44 271:0.24 276:0.45 277:0.87 287:0.61 300:0.43\n0 8:0.66 12:0.37 17:0.40 18:0.83 21:0.13 27:0.61 29:0.94 30:0.76 34:0.95 36:0.54 37:0.35 39:0.47 43:0.15 44:0.88 48:0.99 55:0.92 64:0.77 66:0.36 69:0.61 70:0.21 71:0.61 74:0.29 81:0.38 86:0.79 91:0.54 98:0.43 108:0.46 122:0.43 123:0.45 124:0.68 126:0.26 127:0.28 129:0.05 131:0.61 133:0.60 135:0.75 139:0.80 145:0.80 146:0.56 147:0.62 149:0.17 150:0.43 154:0.47 157:0.61 159:0.44 166:0.61 172:0.27 173:0.56 177:0.70 178:0.55 179:0.76 182:0.61 187:0.39 195:0.77 212:0.16 216:0.10 222:0.35 227:0.61 228:0.99 229:0.61 231:0.70 235:0.12 241:0.27 242:0.16 243:0.51 244:0.83 245:0.50 246:0.61 247:0.60 253:0.26 254:0.84 259:0.21 265:0.45 266:0.54 267:0.65 271:0.24 276:0.37 281:0.91 287:0.61 300:0.18\n1 7:0.76 11:0.42 12:0.86 17:0.51 21:0.54 27:0.19 28:0.96 30:0.42 32:0.72 34:0.55 36:0.64 37:0.67 39:0.70 43:0.34 55:0.84 66:0.51 69:0.60 70:0.70 74:0.74 77:0.70 81:0.47 91:0.44 98:0.43 104:0.96 106:0.81 108:0.46 120:0.84 122:0.41 123:0.44 124:0.66 126:0.32 127:0.60 129:0.05 131:0.97 133:0.62 135:0.95 140:0.45 144:0.57 145:0.69 146:0.66 147:0.71 149:0.41 150:0.37 151:0.66 153:0.48 154:0.68 157:0.61 159:0.71 161:0.53 162:0.81 164:0.72 166:0.94 167:0.50 172:0.51 173:0.46 177:0.38 179:0.68 181:0.86 182:0.61 187:0.68 190:0.77 195:0.86 202:0.62 206:0.81 212:0.23 215:0.58 216:0.63 222:0.48 227:0.61 229:0.61 230:0.78 231:0.97 233:0.69 235:0.60 241:0.21 242:0.15 243:0.61 245:0.65 246:0.61 247:0.67 248:0.76 253:0.54 254:0.74 256:0.68 259:0.21 260:0.83 265:0.45 266:0.75 267:0.73 268:0.67 271:0.13 276:0.47 282:0.81 285:0.50 287:0.61 297:0.36 300:0.55\n1 6:0.92 7:0.76 8:0.94 11:0.42 12:0.86 17:0.53 20:0.91 21:0.54 27:0.19 28:0.96 30:0.42 32:0.72 34:0.59 36:0.62 37:0.67 39:0.70 43:0.34 55:0.84 66:0.51 69:0.60 70:0.70 74:0.74 77:0.70 78:0.82 81:0.47 91:0.72 98:0.43 100:0.73 104:0.96 106:0.81 108:0.46 111:0.80 120:0.95 122:0.41 123:0.44 124:0.66 126:0.32 127:0.60 129:0.05 131:0.97 133:0.62 135:0.95 140:0.45 144:0.57 145:0.69 146:0.66 147:0.71 149:0.41 150:0.37 151:0.78 152:0.93 153:0.89 154:0.68 157:0.61 159:0.71 161:0.53 162:0.67 164:0.91 166:0.94 167:0.54 169:0.84 172:0.51 173:0.46 177:0.38 179:0.68 181:0.86 182:0.61 186:0.82 187:0.68 190:0.77 195:0.86 202:0.87 206:0.81 212:0.23 215:0.58 216:0.63 220:0.62 222:0.48 227:0.61 229:0.61 230:0.78 231:0.97 233:0.69 235:0.60 241:0.43 242:0.15 243:0.61 245:0.65 246:0.61 247:0.67 248:0.92 253:0.54 254:0.74 256:0.88 259:0.21 260:0.94 261:0.90 265:0.45 266:0.75 267:0.65 268:0.89 271:0.13 276:0.47 282:0.81 283:0.82 285:0.50 287:0.61 297:0.36 300:0.55\n2 6:0.94 8:0.89 11:0.64 12:0.86 17:0.34 20:0.92 21:0.68 27:0.33 28:0.96 30:0.33 34:0.20 36:0.29 37:0.64 39:0.70 43:0.38 55:0.98 66:0.08 69:0.98 70:0.97 74:0.51 78:0.95 81:0.36 85:0.72 91:0.53 98:0.14 100:0.90 101:0.47 104:0.93 106:0.81 108:0.38 111:0.92 120:0.86 122:0.67 123:0.37 124:0.98 126:0.32 127:0.81 129:0.05 131:0.97 133:0.98 135:0.97 140:0.45 144:0.57 145:0.88 146:0.24 147:0.67 149:0.56 150:0.32 151:0.74 152:0.86 153:0.83 154:0.14 157:0.75 159:0.98 161:0.53 162:0.84 163:0.99 164:0.78 166:0.94 167:0.48 169:0.88 172:0.32 173:0.82 177:0.05 179:0.40 181:0.86 182:0.72 186:0.94 187:0.87 189:0.95 190:0.77 202:0.67 206:0.81 212:0.12 215:0.49 216:0.55 222:0.48 227:0.61 229:0.61 231:0.97 235:0.80 238:0.87 241:0.12 242:0.62 243:0.24 245:0.63 246:0.61 247:0.55 248:0.80 253:0.42 256:0.73 257:0.65 259:0.21 260:0.86 261:0.91 265:0.15 266:0.99 267:0.99 268:0.74 271:0.13 276:0.77 277:0.69 283:0.82 285:0.50 287:0.61 297:0.36 300:0.98\n1 1:0.74 11:0.42 12:0.86 17:0.43 21:0.59 27:0.45 28:0.96 30:0.76 32:0.72 34:0.91 36:0.25 37:0.50 39:0.70 43:0.80 55:0.42 66:0.64 69:0.70 70:0.15 74:0.43 81:0.59 91:0.31 98:0.15 108:0.53 114:0.74 122:0.55 123:0.51 126:0.54 127:0.09 129:0.05 131:0.61 135:0.19 144:0.57 145:0.45 146:0.22 147:0.27 149:0.45 150:0.66 154:0.75 155:0.67 157:0.61 159:0.10 161:0.53 163:0.97 166:0.98 167:0.49 172:0.16 173:0.71 176:0.73 177:0.38 178:0.55 179:0.14 181:0.86 182:0.61 187:0.68 192:0.59 195:0.72 201:0.74 212:0.95 215:0.55 216:0.77 222:0.48 227:0.61 229:0.61 231:0.98 235:0.74 241:0.15 242:0.82 243:0.69 246:0.61 247:0.12 253:0.58 254:0.74 259:0.21 265:0.16 266:0.12 267:0.69 271:0.13 276:0.16 287:0.61 290:0.74 297:0.36 300:0.13\n2 1:0.74 6:0.96 7:0.81 8:0.93 9:0.80 11:0.64 12:0.86 17:0.38 20:0.96 21:0.13 27:0.68 28:0.96 30:0.10 32:0.80 34:0.23 36:0.31 37:0.82 39:0.70 41:0.88 43:0.87 60:0.95 66:0.23 69:0.54 70:1.00 74:0.97 76:0.94 77:0.96 78:0.99 81:0.88 83:0.88 85:0.97 91:0.42 96:0.84 98:0.26 100:0.99 101:0.76 104:0.77 106:0.81 108:0.41 111:1.00 114:0.92 117:0.86 120:0.80 121:0.90 122:0.43 123:0.39 124:0.97 126:0.54 127:0.77 129:0.98 131:0.99 133:0.98 135:0.65 140:0.45 144:0.57 145:0.63 146:0.85 147:0.87 149:0.96 150:0.93 151:0.87 152:0.98 153:0.48 154:0.86 155:0.67 157:0.99 158:0.92 159:0.95 161:0.53 162:0.83 164:0.72 165:0.88 166:0.99 167:0.55 169:0.98 172:0.81 173:0.12 176:0.73 177:0.38 179:0.20 181:0.86 182:0.99 186:0.99 187:0.21 189:0.97 192:0.59 195:0.99 201:0.74 202:0.63 204:0.89 206:0.81 208:0.64 212:0.29 215:0.84 216:0.50 220:0.74 222:0.48 227:0.61 229:0.99 230:0.87 231:0.98 232:0.85 233:0.76 235:0.22 238:0.97 241:0.44 242:0.22 243:0.43 245:0.85 246:0.61 247:0.67 248:0.82 253:0.90 255:0.79 256:0.68 259:0.21 260:0.80 261:0.98 265:0.28 266:0.99 267:0.65 268:0.70 271:0.13 276:0.91 279:0.86 282:0.88 283:0.82 285:0.62 287:0.61 290:0.92 297:0.36 299:0.99 300:0.98\n2 6:0.96 7:0.76 8:0.92 11:0.64 12:0.86 17:0.66 20:0.92 21:0.22 27:0.68 28:0.96 30:0.40 32:0.80 34:0.26 36:0.33 37:0.82 39:0.70 43:0.80 55:0.71 66:0.49 69:0.54 70:0.92 74:0.83 77:0.70 78:0.98 81:0.73 85:0.93 91:0.44 98:0.57 100:0.95 101:0.74 104:0.77 106:0.81 108:0.41 111:0.96 120:0.69 123:0.39 124:0.92 126:0.32 127:0.64 129:0.93 131:0.97 133:0.94 135:0.85 140:0.45 144:0.57 145:0.72 146:0.97 147:0.97 149:0.90 150:0.54 151:0.63 152:0.98 153:0.72 154:0.74 157:0.98 159:0.91 161:0.53 162:0.86 164:0.72 166:0.94 167:0.46 169:0.98 172:0.89 173:0.19 177:0.38 179:0.20 181:0.86 182:0.94 186:0.98 187:0.21 189:0.94 190:0.77 195:0.98 202:0.59 206:0.81 212:0.56 215:0.79 216:0.50 220:0.62 222:0.48 227:0.61 229:0.61 230:0.79 231:0.98 233:0.76 235:0.22 238:0.89 241:0.03 242:0.71 243:0.60 245:0.85 246:0.61 247:0.67 248:0.63 253:0.59 256:0.64 259:0.21 260:0.69 261:0.98 265:0.58 266:0.95 267:0.52 268:0.68 271:0.13 276:0.90 282:0.88 283:0.71 285:0.50 287:0.61 297:0.36 299:0.88 300:0.84\n1 1:0.74 9:0.80 11:0.42 12:0.86 17:0.34 21:0.30 27:0.05 28:0.96 30:0.62 34:0.81 36:0.51 37:0.91 39:0.70 43:0.28 55:0.92 66:0.23 69:0.69 70:0.53 74:0.78 81:0.78 91:0.49 96:0.71 98:0.48 104:0.97 106:0.81 108:0.83 114:0.86 117:0.86 120:0.58 122:0.67 123:0.82 124:0.80 126:0.54 127:0.67 129:0.59 131:0.99 133:0.76 135:0.74 140:0.45 144:0.57 146:0.32 147:0.39 149:0.34 150:0.80 151:0.58 153:0.48 154:0.75 155:0.67 157:0.61 158:0.87 159:0.75 161:0.53 162:0.62 163:0.92 164:0.57 166:0.99 167:0.46 172:0.32 173:0.55 176:0.73 177:0.38 179:0.72 181:0.86 182:0.61 187:0.87 192:0.59 201:0.74 202:0.50 206:0.81 208:0.64 212:0.37 215:0.72 216:0.62 220:0.87 222:0.48 227:0.61 229:0.61 231:0.98 232:0.99 235:0.42 241:0.02 242:0.78 243:0.27 245:0.62 246:0.61 247:0.39 248:0.57 253:0.74 254:0.74 255:0.79 256:0.45 259:0.21 260:0.59 265:0.50 266:0.63 267:0.82 268:0.46 271:0.13 276:0.49 277:0.69 279:0.86 283:0.71 285:0.62 287:0.61 290:0.86 297:0.36 300:0.43\n1 6:0.96 7:0.76 8:0.70 11:0.64 12:0.86 17:0.55 20:0.84 21:0.40 27:0.68 28:0.96 30:0.21 32:0.72 34:0.24 36:0.61 37:0.82 39:0.70 43:0.73 55:0.52 66:0.53 69:0.54 70:0.96 74:0.66 78:0.88 81:0.59 85:0.85 91:0.44 98:0.50 100:0.73 101:0.73 104:0.77 106:0.81 108:0.42 111:0.85 120:0.65 123:0.40 124:0.84 126:0.32 127:0.46 129:0.89 131:0.97 133:0.89 135:0.80 140:0.45 144:0.57 145:0.77 146:0.86 147:0.88 149:0.78 150:0.44 151:0.61 152:0.98 153:0.48 154:0.67 157:0.95 159:0.81 161:0.53 162:0.86 164:0.55 166:0.94 167:0.47 169:0.97 172:0.80 173:0.29 177:0.38 179:0.30 181:0.86 182:0.85 186:0.88 187:0.21 190:0.77 195:0.95 202:0.36 206:0.81 212:0.69 215:0.67 216:0.50 220:0.62 222:0.48 227:0.61 229:0.61 230:0.79 231:0.97 233:0.76 235:0.42 241:0.05 242:0.73 243:0.62 245:0.78 246:0.61 247:0.55 248:0.59 253:0.51 256:0.45 259:0.21 260:0.65 261:0.98 265:0.51 266:0.84 267:0.59 268:0.46 271:0.13 276:0.80 283:0.82 285:0.50 287:0.61 297:0.36 300:0.94\n1 1:0.74 6:0.95 7:0.81 8:0.88 9:0.80 11:0.64 12:0.86 17:0.09 20:0.82 21:0.71 27:0.19 28:0.96 30:0.42 32:0.80 34:0.69 36:0.28 37:0.67 39:0.70 41:0.82 43:0.86 55:0.52 60:0.87 66:0.36 69:0.61 70:0.62 74:0.82 77:0.70 78:0.98 81:0.52 83:0.84 85:0.80 91:0.53 96:0.70 98:0.32 100:0.92 101:0.72 108:0.61 111:0.95 114:0.68 120:0.56 121:0.90 123:0.58 124:0.86 126:0.54 127:0.52 129:0.81 131:0.99 133:0.86 135:0.18 140:0.45 144:0.57 145:0.76 146:0.13 147:0.18 149:0.73 150:0.67 151:0.52 152:0.94 153:0.48 154:0.83 155:0.67 157:0.91 158:0.87 159:0.75 161:0.53 162:0.62 164:0.57 165:0.69 166:0.98 167:0.48 169:0.86 172:0.45 173:0.43 176:0.73 177:0.38 179:0.66 181:0.86 182:0.98 186:0.98 187:0.87 192:0.59 195:0.91 201:0.74 202:0.50 204:0.89 208:0.64 212:0.35 215:0.48 216:0.63 220:0.93 222:0.48 227:0.61 229:0.98 230:0.87 231:0.98 233:0.76 235:0.88 241:0.12 242:0.37 243:0.19 245:0.56 246:0.61 247:0.55 248:0.52 253:0.67 255:0.79 256:0.45 259:0.21 260:0.56 261:0.91 265:0.34 266:0.84 267:0.97 268:0.46 271:0.13 276:0.52 279:0.86 282:0.88 283:0.71 285:0.62 287:0.61 290:0.68 297:0.36 299:0.88 300:0.43\n0 12:0.86 17:0.51 21:0.78 27:0.45 28:0.96 30:0.95 34:0.75 36:0.36 37:0.50 39:0.70 43:0.71 55:0.59 66:0.54 69:0.71 74:0.37 91:0.09 98:0.16 108:0.54 123:0.52 127:0.09 129:0.05 131:0.61 135:0.24 145:0.49 146:0.23 147:0.29 149:0.35 154:0.61 157:0.61 159:0.11 161:0.53 166:0.61 167:0.62 172:0.10 173:0.73 177:0.38 178:0.55 179:0.33 181:0.86 182:0.61 187:0.68 216:0.77 222:0.48 227:0.61 229:0.61 231:0.74 235:0.31 241:0.61 243:0.63 246:0.61 253:0.34 254:0.97 259:0.21 265:0.18 267:0.89 271:0.13 287:0.61 300:0.08\n1 1:0.74 7:0.81 9:0.80 11:0.64 12:0.86 17:0.08 21:0.30 27:0.19 28:0.96 30:0.72 32:0.80 34:0.61 36:0.30 37:0.67 39:0.70 41:0.90 43:0.86 55:0.84 60:0.95 66:0.26 69:0.59 70:0.48 74:0.84 77:0.70 81:0.79 83:0.87 85:0.72 91:0.49 96:0.72 98:0.38 101:0.71 108:0.45 114:0.86 120:0.59 121:0.90 122:0.67 123:0.43 124:0.80 126:0.54 127:0.46 129:0.81 131:0.99 133:0.76 135:0.42 140:0.45 144:0.57 145:0.59 146:0.58 147:0.64 149:0.63 150:0.86 151:0.58 153:0.48 154:0.83 155:0.67 157:0.83 158:0.87 159:0.64 161:0.53 162:0.86 163:0.94 164:0.72 165:0.84 166:0.99 167:0.47 172:0.27 173:0.48 176:0.73 177:0.38 179:0.76 181:0.86 182:0.99 187:0.87 192:0.59 195:0.84 201:0.74 202:0.56 204:0.89 208:0.64 212:0.39 215:0.72 216:0.63 220:0.87 222:0.48 227:0.61 229:0.99 230:0.84 231:0.98 233:0.69 235:0.42 241:0.05 242:0.42 243:0.45 245:0.54 246:0.61 247:0.60 248:0.57 253:0.76 255:0.79 256:0.64 259:0.21 260:0.59 265:0.40 266:0.47 267:0.59 268:0.65 271:0.13 276:0.43 279:0.86 282:0.88 283:0.71 285:0.62 287:0.61 290:0.86 297:0.36 299:0.88 300:0.43\n1 1:0.74 11:0.42 12:0.86 17:0.45 21:0.30 27:0.05 28:0.96 30:0.62 34:0.88 36:0.49 37:0.91 39:0.70 43:0.28 55:0.92 66:0.23 69:0.69 70:0.53 74:0.73 81:0.78 91:0.35 98:0.48 104:0.97 106:0.81 108:0.83 114:0.86 117:0.86 122:0.67 123:0.82 124:0.80 126:0.54 127:0.67 129:0.59 131:0.61 133:0.76 135:0.74 144:0.57 146:0.32 147:0.39 149:0.34 150:0.80 154:0.75 155:0.67 157:0.61 159:0.75 161:0.53 163:0.92 166:0.99 167:0.46 172:0.32 173:0.55 176:0.73 177:0.38 178:0.55 179:0.72 181:0.86 182:0.61 187:0.98 192:0.59 201:0.74 206:0.81 212:0.37 215:0.72 216:0.62 222:0.48 227:0.61 229:0.61 231:0.98 232:0.99 235:0.42 241:0.03 242:0.78 243:0.27 245:0.62 246:0.61 247:0.39 253:0.70 254:0.74 259:0.21 265:0.50 266:0.63 267:0.73 271:0.13 276:0.49 277:0.69 287:0.61 290:0.86 297:0.36 300:0.43\n0 1:0.69 7:0.72 11:0.91 12:0.06 17:0.96 18:0.67 21:0.68 27:0.72 29:0.53 30:0.40 32:0.69 34:0.84 36:0.39 39:0.44 43:0.72 44:0.90 45:0.66 55:0.45 66:0.36 69:0.30 70:0.55 71:0.83 74:0.53 77:0.70 81:0.34 83:0.60 86:0.70 91:0.08 98:0.35 99:0.83 101:0.52 104:0.94 106:0.81 108:0.24 114:0.55 123:0.23 124:0.78 126:0.44 127:0.85 129:0.05 133:0.73 135:0.24 139:0.74 144:0.85 145:0.88 146:0.45 147:0.51 149:0.67 150:0.52 154:0.62 155:0.58 159:0.59 165:0.70 172:0.75 173:0.28 176:0.66 177:0.70 178:0.55 179:0.36 187:0.87 192:0.59 195:0.74 201:0.68 204:0.85 206:0.81 208:0.54 212:0.87 215:0.37 216:0.05 222:0.76 230:0.74 233:0.73 235:0.97 241:0.10 242:0.80 243:0.51 244:0.61 245:0.87 247:0.55 253:0.39 259:0.21 265:0.37 266:0.27 267:0.19 271:0.62 276:0.76 282:0.77 283:0.78 290:0.55 297:0.36 300:0.55\n2 8:0.87 11:0.93 12:0.06 17:0.47 18:1.00 21:0.78 27:0.62 29:0.53 30:0.95 34:0.29 36:0.37 37:0.59 39:0.44 43:0.62 45:0.85 55:0.52 66:0.98 69:0.66 70:0.13 71:0.83 74:0.44 86:0.99 91:0.08 98:0.85 101:0.87 108:0.50 122:0.86 123:0.48 127:0.36 129:0.05 135:0.30 139:0.99 144:0.85 145:0.40 146:0.84 147:0.87 149:0.72 154:0.73 159:0.40 172:0.95 173:0.70 177:0.70 178:0.55 179:0.17 187:0.39 212:0.94 216:0.67 222:0.76 235:0.22 241:0.39 242:0.78 243:0.98 247:0.76 253:0.33 254:0.80 259:0.21 265:0.85 266:0.17 267:0.59 271:0.62 276:0.90 300:0.25\n1 11:0.91 12:0.06 17:0.77 18:0.80 21:0.78 27:0.42 29:0.53 30:0.30 34:0.94 36:0.51 37:0.78 39:0.44 43:0.41 45:0.73 55:0.71 66:0.84 69:0.89 70:0.48 71:0.83 74:0.39 86:0.78 91:0.03 98:0.71 101:0.52 108:0.77 122:0.86 123:0.76 127:0.22 129:0.05 135:0.58 139:0.74 144:0.85 146:0.81 147:0.84 149:0.27 154:0.47 159:0.37 163:0.75 172:0.54 173:0.91 177:0.70 178:0.55 179:0.56 187:0.99 212:0.23 216:0.30 222:0.76 235:0.84 241:0.12 242:0.55 243:0.85 247:0.47 253:0.31 254:0.93 259:0.21 265:0.71 266:0.63 267:0.69 271:0.62 276:0.45 300:0.33\n0 12:0.06 17:1.00 18:0.59 21:0.78 27:0.72 29:0.53 30:0.21 34:0.94 36:0.47 37:0.67 39:0.44 43:0.07 55:0.84 66:0.20 69:0.94 70:0.37 71:0.83 74:0.25 86:0.61 91:0.23 98:0.12 108:0.88 122:0.75 123:0.87 124:0.81 127:0.26 129:0.05 133:0.74 135:0.42 139:0.59 145:0.77 146:0.37 147:0.44 149:0.07 154:0.07 159:0.94 163:0.97 172:0.10 173:0.60 175:0.75 177:0.38 178:0.55 179:0.91 187:0.68 212:0.42 216:0.16 222:0.76 235:0.52 242:0.45 243:0.40 244:0.83 245:0.39 247:0.35 253:0.22 257:0.65 259:0.21 265:0.12 266:0.23 267:0.28 271:0.62 276:0.24 277:0.69 300:0.25\n2 11:0.88 12:0.06 17:0.34 18:0.76 21:0.78 27:0.71 29:0.53 30:0.71 34:0.50 36:0.93 37:0.59 39:0.44 43:0.24 55:0.45 66:0.89 69:0.97 70:0.41 71:0.83 74:0.31 85:0.72 86:0.81 91:0.42 98:0.25 101:0.87 108:0.95 122:0.86 123:0.95 127:0.11 129:0.05 135:0.60 139:0.77 144:0.85 146:0.57 147:0.63 149:0.23 154:0.17 159:0.21 172:0.68 173:0.99 177:0.70 178:0.55 179:0.10 187:0.39 212:0.85 216:0.42 222:0.76 235:0.22 241:0.24 242:0.78 243:0.89 247:0.47 253:0.27 259:0.21 265:0.27 266:0.38 267:0.28 271:0.62 276:0.54 300:0.43\n1 11:0.91 12:0.06 17:0.84 21:0.71 27:0.58 29:0.53 30:0.40 34:0.47 36:0.42 37:0.69 39:0.44 43:0.52 44:0.87 45:0.66 55:0.71 64:0.77 66:0.35 69:0.79 70:0.58 71:0.83 74:0.35 81:0.23 91:0.06 98:0.60 101:0.52 104:0.91 106:0.81 108:0.73 117:0.86 123:0.71 124:0.76 126:0.26 127:0.59 129:0.59 133:0.76 135:0.44 139:0.64 144:0.85 145:0.63 146:0.32 147:0.38 149:0.44 150:0.23 154:0.45 159:0.88 172:0.84 173:0.52 175:0.75 177:0.38 178:0.55 179:0.21 187:0.68 195:0.97 206:0.81 212:0.23 216:0.18 222:0.76 232:0.95 235:0.84 241:0.10 242:0.76 243:0.10 244:0.61 245:0.93 247:0.47 253:0.29 257:0.65 259:0.21 265:0.61 266:0.91 267:0.17 271:0.62 276:0.89 277:0.69 300:0.84\n1 11:0.91 12:0.06 17:0.28 18:0.62 21:0.13 27:0.58 29:0.53 30:0.91 34:0.86 36:0.49 37:0.43 39:0.44 43:0.72 45:0.73 66:0.36 69:0.84 70:0.13 71:0.83 74:0.49 81:0.41 86:0.72 91:0.08 98:0.19 101:0.52 108:0.69 122:0.82 123:0.67 124:0.57 126:0.26 127:0.58 129:0.05 133:0.43 135:0.63 139:0.69 144:0.85 146:0.22 147:0.18 149:0.36 150:0.35 154:0.65 159:0.33 163:0.97 172:0.16 173:0.97 177:0.38 178:0.55 179:0.19 187:0.87 212:0.95 215:0.61 216:0.50 222:0.76 235:0.22 241:0.47 242:0.82 243:0.40 245:0.43 247:0.12 253:0.35 254:0.93 257:0.65 259:0.21 265:0.21 266:0.12 267:0.44 271:0.62 276:0.17 297:0.36 300:0.13\n2 1:0.74 7:0.72 11:0.92 12:0.06 17:0.20 18:0.73 21:0.68 22:0.93 27:0.62 29:0.53 30:0.72 32:0.69 34:0.97 36:0.52 37:0.59 39:0.44 43:0.89 45:0.66 47:0.93 48:0.91 60:0.87 64:0.77 66:0.67 69:0.52 70:0.60 71:0.83 74:0.76 77:0.70 81:0.44 83:0.91 85:0.80 86:0.84 91:0.42 98:0.58 101:0.87 106:0.81 108:0.40 114:0.56 117:0.86 122:0.57 123:0.38 124:0.43 126:0.54 127:0.35 129:0.05 133:0.37 135:0.49 139:0.87 144:0.85 145:0.80 146:0.48 147:0.54 149:0.77 150:0.70 154:0.88 155:0.67 158:0.91 159:0.28 165:0.93 172:0.48 173:0.65 176:0.73 177:0.70 178:0.55 179:0.71 187:0.95 192:0.87 195:0.62 201:0.93 204:0.85 206:0.81 208:0.64 212:0.52 215:0.37 216:0.67 219:0.95 222:0.76 230:0.74 233:0.73 235:0.88 241:0.63 242:0.24 243:0.72 245:0.56 247:0.74 253:0.44 259:0.21 262:0.93 265:0.59 266:0.47 267:0.28 271:0.62 276:0.37 279:0.86 281:0.91 282:0.77 283:0.78 290:0.56 292:0.91 297:0.36 300:0.55\n1 1:0.69 7:0.72 11:0.91 12:0.06 17:0.32 21:0.71 22:0.93 27:0.62 29:0.53 30:0.56 32:0.69 34:0.95 36:0.73 37:0.59 39:0.44 43:0.69 45:0.81 47:0.93 66:0.12 69:0.57 70:0.53 71:0.83 74:0.68 77:0.70 81:0.32 83:0.60 91:0.15 97:0.89 98:0.27 99:0.83 101:0.52 106:0.81 108:0.44 114:0.54 117:0.86 122:0.75 123:0.79 124:0.74 126:0.44 127:0.55 129:0.59 133:0.64 135:0.32 144:0.85 145:0.67 146:0.27 147:0.33 149:0.66 150:0.51 154:0.58 155:0.58 158:0.78 159:0.49 165:0.70 172:0.27 173:0.57 175:0.75 176:0.66 177:0.38 178:0.55 179:0.79 187:0.95 192:0.59 195:0.73 201:0.68 204:0.85 206:0.81 208:0.54 212:0.23 215:0.37 216:0.67 222:0.76 230:0.74 233:0.73 235:0.88 241:0.27 242:0.42 243:0.45 244:0.61 245:0.59 247:0.47 253:0.42 257:0.65 259:0.21 262:0.93 265:0.22 266:0.63 267:0.91 271:0.62 276:0.36 277:0.87 279:0.82 282:0.77 283:0.78 290:0.54 297:0.36 300:0.43\n1 11:0.91 12:0.06 17:0.49 18:0.62 21:0.13 27:0.58 29:0.53 30:0.91 34:0.53 36:0.56 37:0.43 39:0.44 43:0.72 45:0.73 66:0.36 69:0.86 70:0.13 71:0.83 74:0.48 81:0.54 86:0.72 91:0.04 98:0.18 101:0.52 108:0.72 122:0.82 123:0.70 124:0.57 126:0.26 127:0.59 129:0.05 133:0.43 135:0.58 139:0.69 144:0.85 146:0.22 147:0.18 149:0.36 150:0.41 154:0.63 159:0.37 163:0.97 172:0.16 173:0.98 177:0.38 178:0.55 179:0.17 187:0.68 212:0.95 215:0.61 216:0.50 222:0.76 232:0.85 235:0.12 241:0.46 242:0.82 243:0.40 245:0.43 247:0.12 253:0.34 254:0.93 257:0.65 259:0.21 265:0.19 266:0.12 267:0.23 271:0.62 276:0.17 297:0.99 300:0.13\n1 11:0.91 12:0.06 17:0.01 18:0.75 21:0.78 27:0.67 29:0.53 30:0.45 34:0.34 36:0.57 37:0.41 39:0.44 43:0.64 45:0.73 66:0.52 69:0.44 70:0.50 71:0.83 74:0.43 86:0.71 91:0.38 98:0.59 101:0.52 108:0.34 122:0.51 123:0.32 124:0.50 127:0.41 129:0.05 133:0.37 135:0.54 139:0.69 144:0.85 145:0.84 146:0.49 147:0.55 149:0.48 154:0.54 159:0.30 172:0.27 173:0.57 177:0.70 178:0.55 179:0.89 187:0.68 202:0.46 212:0.23 216:0.44 222:0.76 235:0.31 241:0.41 242:0.24 243:0.61 244:0.61 245:0.48 247:0.47 253:0.33 259:0.21 265:0.60 266:0.38 267:0.44 271:0.62 276:0.28 300:0.33\n0 11:0.91 12:0.06 17:0.76 18:0.63 21:0.13 27:0.60 29:0.53 30:0.17 34:0.37 36:0.64 37:0.49 39:0.44 43:0.18 45:0.73 55:0.59 66:0.07 69:0.98 70:0.95 71:0.83 74:0.48 81:0.44 83:0.60 86:0.65 91:0.11 96:0.68 97:0.89 98:0.26 101:0.52 108:0.85 114:0.63 117:0.86 122:0.77 123:0.84 124:0.97 126:0.26 127:0.91 129:0.05 133:0.97 135:0.24 139:0.63 140:0.45 144:0.85 146:0.61 147:0.38 149:0.41 150:0.36 151:0.47 153:0.48 154:0.16 155:0.58 158:0.78 159:0.94 162:0.86 172:0.54 173:0.95 176:0.55 177:0.05 179:0.20 187:0.68 190:0.89 192:0.59 202:0.36 208:0.54 212:0.39 216:0.21 220:0.91 222:0.76 232:0.91 235:0.12 241:0.01 242:0.71 243:0.08 244:0.61 245:0.88 247:0.92 248:0.47 253:0.47 256:0.45 257:0.84 259:0.21 265:0.28 266:0.96 267:0.52 268:0.46 271:0.62 276:0.92 277:0.69 279:0.82 283:0.78 285:0.47 290:0.63 300:0.94\n0 8:0.78 12:0.06 17:0.96 18:0.61 21:0.78 27:0.42 29:0.53 30:0.45 34:0.42 36:0.30 37:0.35 39:0.44 43:0.05 55:0.52 66:0.09 69:0.98 70:0.61 71:0.83 74:0.25 86:0.63 91:0.35 98:0.07 108:0.96 122:0.86 123:0.97 124:0.89 127:0.21 129:0.95 133:0.87 135:0.26 139:0.61 145:0.70 146:0.17 147:0.22 149:0.07 154:0.05 159:0.92 163:0.81 172:0.10 173:0.85 175:0.91 177:0.05 178:0.55 179:0.62 191:0.78 202:0.69 212:0.15 216:0.10 222:0.76 235:0.05 241:0.85 242:0.63 243:0.28 244:0.83 245:0.47 247:0.47 253:0.22 257:0.84 259:0.21 265:0.06 266:0.63 267:0.23 271:0.62 276:0.36 277:0.87 300:0.43\n1 11:0.91 12:0.06 17:0.02 18:0.65 21:0.13 27:0.58 29:0.53 30:0.91 34:0.52 36:0.57 37:0.43 39:0.44 43:0.72 45:0.73 66:0.36 69:0.66 70:0.13 71:0.83 74:0.51 81:0.54 86:0.76 91:0.05 98:0.33 101:0.52 108:0.50 122:0.82 123:0.48 124:0.57 126:0.26 127:0.77 129:0.05 133:0.43 135:0.73 139:0.72 144:0.85 146:0.22 147:0.18 149:0.36 150:0.41 154:0.77 159:0.17 163:0.90 172:0.16 173:0.99 177:0.38 178:0.55 179:0.52 187:0.39 212:0.95 215:0.61 216:0.50 222:0.76 232:0.85 235:0.12 241:0.57 242:0.82 243:0.40 245:0.43 247:0.12 253:0.35 254:0.93 257:0.65 259:0.21 265:0.36 266:0.12 267:0.28 271:0.62 276:0.17 283:0.78 297:0.99 300:0.13\n1 8:0.69 12:0.06 17:0.75 20:0.91 21:0.78 27:0.41 29:0.86 34:0.42 36:0.45 37:0.66 39:0.70 71:0.59 74:0.41 78:0.97 83:0.69 91:0.44 97:0.99 100:0.73 104:0.86 111:0.94 135:0.77 139:0.70 144:0.85 152:0.86 158:0.82 169:0.72 170:0.87 175:0.99 178:0.55 186:0.97 187:0.21 208:0.61 216:0.34 219:0.94 222:0.48 232:0.88 235:0.22 241:0.32 244:0.97 253:0.36 257:0.97 259:0.21 261:0.89 267:0.36 271:0.52 277:0.98 279:0.81 283:0.82 292:0.95\n3 1:0.67 8:0.59 10:0.89 11:0.87 12:0.06 17:0.05 18:0.79 27:0.14 29:0.86 30:0.91 34:0.78 36:0.18 37:0.67 39:0.70 43:0.74 45:0.91 64:0.77 66:0.35 69:0.76 70:0.24 71:0.59 74:0.65 81:0.76 83:0.69 86:0.86 91:0.40 97:0.94 98:0.18 99:0.95 101:0.65 108:0.77 114:0.97 122:0.65 123:0.76 124:0.72 126:0.51 127:0.34 129:0.05 133:0.67 135:0.94 139:0.86 144:0.85 145:0.58 146:0.20 147:0.28 149:0.73 150:0.68 154:0.67 155:0.52 158:0.82 159:0.42 165:0.81 170:0.87 172:0.45 173:0.79 174:0.79 176:0.70 177:0.70 178:0.55 179:0.56 187:0.39 192:0.51 197:0.83 201:0.65 208:0.61 212:0.71 215:0.96 216:0.93 219:0.94 222:0.48 235:0.12 239:0.87 241:0.10 242:0.44 243:0.36 245:0.69 247:0.67 253:0.70 254:0.86 257:0.65 259:0.21 265:0.20 266:0.54 267:0.36 271:0.52 276:0.41 277:0.69 279:0.78 283:0.82 290:0.97 292:0.95 297:0.36 300:0.33\n0 11:0.87 12:0.06 17:0.38 18:0.80 21:0.54 27:0.27 29:0.86 30:0.94 34:0.90 36:0.57 37:0.46 39:0.70 43:0.77 45:0.88 66:0.60 69:0.27 70:0.19 71:0.59 74:0.64 81:0.26 83:0.69 86:0.86 91:0.18 97:0.94 98:0.35 101:0.65 108:0.57 122:0.65 123:0.55 124:0.48 126:0.24 127:0.26 129:0.59 133:0.46 135:0.65 139:0.86 144:0.85 146:0.17 147:0.22 149:0.81 150:0.28 154:0.69 158:0.82 159:0.24 170:0.87 172:0.45 173:0.42 175:0.75 177:0.70 178:0.55 179:0.63 187:0.39 208:0.61 212:0.81 216:0.70 219:0.94 222:0.48 235:0.60 236:0.92 241:0.30 242:0.55 243:0.33 244:0.61 245:0.60 247:0.35 253:0.48 257:0.65 259:0.21 265:0.37 266:0.27 267:0.76 271:0.52 276:0.29 277:0.69 279:0.78 283:0.82 292:0.95 300:0.18\n0 1:0.67 8:0.58 10:0.89 11:0.87 12:0.06 17:0.06 18:0.79 27:0.33 29:0.86 30:0.91 34:0.83 36:0.18 37:0.41 39:0.70 43:0.74 45:0.91 64:0.77 66:0.35 69:0.76 70:0.24 71:0.59 74:0.65 81:0.76 83:0.69 86:0.86 91:0.42 97:0.94 98:0.18 99:0.95 101:0.65 108:0.77 114:0.97 122:0.65 123:0.76 124:0.72 126:0.51 127:0.34 129:0.05 133:0.67 135:0.96 139:0.86 144:0.85 145:0.58 146:0.20 147:0.28 149:0.73 150:0.68 154:0.67 155:0.52 158:0.82 159:0.42 165:0.81 170:0.87 172:0.45 173:0.79 174:0.79 176:0.70 177:0.70 178:0.55 179:0.56 187:0.39 192:0.51 197:0.83 201:0.65 208:0.61 212:0.71 215:0.96 216:0.88 219:0.94 222:0.48 235:0.12 239:0.87 241:0.10 242:0.44 243:0.36 245:0.69 247:0.67 253:0.70 254:0.86 257:0.65 259:0.21 265:0.20 266:0.54 267:0.52 271:0.52 276:0.41 277:0.69 279:0.78 283:0.82 290:0.97 292:0.95 297:0.36 300:0.33\n0 11:0.87 12:0.06 17:0.82 18:0.94 21:0.78 22:0.93 27:0.27 29:0.86 30:0.93 34:0.25 36:0.44 37:0.46 39:0.70 43:0.42 45:0.99 47:0.93 66:0.99 69:0.92 70:0.19 71:0.59 74:0.84 86:0.97 91:0.03 98:0.84 101:0.65 102:0.95 104:1.00 106:0.81 108:0.83 117:0.86 122:0.65 123:0.82 127:0.33 129:0.05 135:0.58 139:0.95 144:0.85 145:0.83 146:0.98 147:0.99 149:0.96 154:0.32 159:0.77 170:0.87 172:0.98 173:0.82 175:0.75 177:0.70 178:0.55 179:0.12 187:0.39 195:0.95 206:0.81 212:0.71 216:0.70 222:0.48 232:1.00 235:0.05 239:0.84 241:0.15 242:0.50 243:0.99 244:0.61 247:0.35 253:0.57 257:0.65 259:0.21 262:0.93 265:0.84 266:0.38 267:0.28 271:0.52 276:0.94 277:0.69 300:0.18\n0 7:0.75 8:0.61 10:0.82 11:0.87 12:0.06 17:0.40 18:0.70 21:0.78 27:0.21 29:0.86 30:0.90 34:0.58 36:0.88 37:0.74 39:0.70 43:0.75 45:0.83 66:0.36 69:0.56 70:0.19 71:0.59 74:0.56 83:0.69 86:0.76 91:0.35 98:0.34 101:0.65 108:0.73 122:0.65 123:0.71 124:0.68 127:0.29 129:0.59 133:0.61 135:0.19 139:0.79 144:0.85 146:0.17 147:0.22 149:0.65 154:0.65 155:0.54 159:0.48 163:0.75 170:0.87 172:0.27 173:0.49 174:0.79 175:0.75 177:0.70 178:0.55 179:0.77 187:0.39 192:0.56 197:0.81 202:0.58 204:0.83 208:0.61 212:0.16 216:0.95 222:0.48 230:0.77 233:0.76 235:0.42 239:0.82 241:0.44 242:0.40 243:0.39 244:0.61 245:0.50 247:0.39 253:0.44 257:0.65 259:0.21 265:0.36 266:0.54 267:0.76 271:0.52 276:0.31 277:0.69 281:0.91 300:0.18\n0 1:0.67 6:0.79 8:0.59 10:0.89 11:0.87 12:0.06 17:0.01 18:0.79 20:0.90 27:0.15 29:0.86 30:0.91 34:0.83 36:0.18 37:0.58 39:0.70 43:0.74 45:0.91 64:0.77 66:0.35 69:0.76 70:0.24 71:0.59 74:0.65 78:1.00 81:0.76 83:0.69 86:0.86 91:0.42 97:0.94 98:0.18 99:0.95 100:0.97 101:0.65 108:0.77 111:0.98 114:0.97 122:0.65 123:0.76 124:0.72 126:0.51 127:0.34 129:0.05 132:0.97 133:0.67 135:0.95 139:0.86 144:0.85 145:0.58 146:0.20 147:0.28 149:0.73 150:0.68 152:0.84 154:0.67 155:0.52 158:0.82 159:0.42 165:0.81 169:0.95 170:0.87 172:0.45 173:0.79 174:0.79 176:0.70 177:0.70 178:0.55 179:0.56 186:0.99 187:0.39 189:0.81 192:0.51 197:0.83 201:0.65 208:0.61 212:0.71 215:0.96 216:0.68 219:0.94 222:0.48 235:0.12 238:0.84 239:0.87 241:0.10 242:0.44 243:0.36 245:0.69 247:0.67 253:0.70 254:0.86 257:0.65 259:0.21 261:0.93 265:0.20 266:0.54 267:0.44 271:0.52 276:0.41 277:0.69 279:0.78 283:0.82 290:0.97 292:0.95 297:0.36 300:0.33\n1 1:0.61 10:0.92 11:0.87 12:0.06 17:0.38 18:0.84 21:0.54 27:0.02 29:0.86 30:0.66 32:0.72 34:0.75 36:0.43 37:0.92 39:0.70 43:0.75 44:0.92 45:0.92 64:0.77 66:0.36 69:0.44 70:0.72 71:0.59 74:0.71 77:0.70 81:0.63 83:0.69 86:0.89 91:0.06 98:0.53 99:0.95 101:0.65 108:0.34 114:0.76 122:0.95 123:0.32 124:0.70 126:0.51 127:0.42 129:0.05 133:0.60 135:0.61 139:0.89 144:0.85 145:0.49 146:0.75 147:0.79 149:0.88 150:0.50 154:0.66 155:0.48 159:0.64 165:0.81 170:0.87 172:0.65 173:0.30 174:0.94 176:0.70 177:0.88 178:0.55 179:0.38 187:0.39 192:0.47 195:0.84 197:0.94 201:0.60 208:0.61 212:0.48 215:0.58 216:0.99 222:0.48 235:0.74 239:0.91 241:0.32 242:0.41 243:0.51 244:0.61 245:0.84 247:0.79 253:0.61 259:0.21 265:0.55 266:0.71 267:0.44 271:0.52 276:0.70 282:0.80 290:0.76 297:0.36 300:0.84\n1 1:0.65 10:0.89 11:0.87 12:0.06 17:0.02 18:0.76 21:0.22 27:0.33 29:0.86 30:0.91 32:0.72 34:0.52 36:0.30 37:0.41 39:0.70 43:0.74 44:0.92 45:0.85 64:0.77 66:0.45 69:0.79 70:0.21 71:0.59 74:0.61 77:0.70 81:0.70 83:0.69 86:0.84 91:0.31 98:0.22 99:0.95 101:0.65 108:0.44 114:0.88 122:0.65 123:0.43 124:0.57 126:0.51 127:0.15 129:0.05 133:0.45 135:0.94 139:0.84 144:0.85 145:0.49 146:0.22 147:0.37 149:0.66 150:0.58 154:0.59 155:0.50 159:0.23 163:0.90 165:0.81 170:0.87 172:0.32 173:0.78 174:0.79 176:0.70 177:0.70 178:0.55 179:0.36 187:0.68 192:0.49 195:0.76 197:0.82 201:0.63 208:0.61 212:0.50 215:0.79 216:0.88 222:0.48 235:0.42 239:0.86 241:0.05 242:0.53 243:0.58 245:0.59 247:0.55 253:0.63 254:0.94 257:0.65 259:0.21 265:0.24 266:0.27 267:0.36 271:0.52 276:0.29 277:0.69 282:0.80 290:0.88 297:0.36 300:0.25\n0 1:0.65 8:0.58 10:0.89 11:0.87 12:0.06 18:0.70 21:0.22 27:0.14 29:0.86 30:0.90 32:0.72 34:0.75 36:0.19 37:0.67 39:0.70 43:0.74 44:0.92 45:0.83 64:0.77 66:0.36 69:0.77 70:0.19 71:0.59 74:0.56 77:0.70 81:0.70 83:0.69 86:0.80 91:0.27 98:0.17 99:0.95 101:0.65 108:0.44 114:0.88 122:0.65 123:0.43 124:0.59 126:0.51 127:0.16 129:0.05 133:0.45 135:0.90 139:0.80 144:0.85 145:0.49 146:0.22 147:0.28 149:0.48 150:0.58 154:0.61 155:0.50 159:0.20 165:0.81 170:0.87 172:0.27 173:0.83 174:0.79 176:0.70 177:0.70 178:0.55 179:0.47 187:0.68 192:0.49 195:0.65 197:0.82 201:0.63 208:0.61 212:0.55 215:0.79 216:0.93 222:0.48 235:0.42 239:0.87 241:0.02 242:0.40 243:0.51 245:0.56 247:0.55 253:0.63 254:0.94 257:0.65 259:0.21 265:0.18 266:0.27 267:0.36 271:0.52 276:0.23 277:0.69 282:0.80 290:0.88 297:0.36 300:0.18\n1 11:0.87 12:0.06 17:0.32 18:0.77 21:0.54 27:0.27 29:0.86 30:0.91 34:0.96 36:0.43 37:0.46 39:0.70 43:0.77 45:0.85 66:0.82 69:0.25 70:0.13 71:0.59 74:0.55 81:0.26 86:0.83 91:0.22 98:0.72 101:0.65 108:0.20 122:0.65 123:0.19 126:0.24 127:0.22 129:0.05 135:0.47 139:0.79 144:0.85 146:0.59 147:0.65 149:0.76 150:0.28 154:0.69 159:0.22 163:0.75 170:0.87 172:0.48 173:0.41 175:0.75 177:0.70 178:0.55 179:0.64 187:0.39 212:0.30 216:0.70 222:0.48 235:0.60 236:0.92 241:0.32 242:0.53 243:0.83 244:0.61 247:0.55 253:0.43 257:0.65 259:0.21 265:0.72 266:0.47 267:0.94 271:0.52 276:0.36 277:0.69 300:0.13\n0 10:0.83 11:0.87 12:0.06 17:0.02 18:0.61 21:0.78 27:0.14 29:0.86 30:0.76 34:0.78 36:0.20 37:0.67 39:0.70 43:0.60 45:0.73 66:0.54 69:0.86 70:0.22 71:0.59 74:0.36 86:0.67 91:0.37 98:0.35 101:0.65 108:0.73 122:0.65 123:0.71 124:0.45 127:0.18 129:0.05 133:0.37 135:0.97 139:0.66 144:0.85 145:0.74 146:0.41 147:0.05 149:0.37 154:0.49 159:0.25 163:0.75 170:0.87 172:0.21 173:0.91 174:0.79 175:0.75 177:0.05 178:0.55 179:0.79 187:0.39 197:0.83 212:0.42 216:0.93 222:0.48 235:0.60 239:0.83 241:0.05 242:0.45 243:0.26 244:0.61 245:0.40 247:0.35 253:0.32 257:0.93 259:0.21 265:0.37 266:0.23 267:0.44 271:0.52 276:0.21 277:0.69 300:0.18\n0 11:0.87 12:0.06 17:0.59 18:0.88 21:0.54 27:0.27 29:0.86 30:0.90 34:0.75 36:0.49 37:0.46 39:0.70 43:0.76 45:0.96 66:0.71 69:0.43 70:0.21 71:0.59 74:0.72 81:0.26 86:0.92 91:0.18 98:0.43 101:0.65 108:0.75 122:0.65 123:0.74 124:0.46 126:0.24 127:0.44 129:0.59 133:0.61 135:0.69 139:0.90 144:0.85 146:0.42 147:0.49 149:0.91 150:0.28 154:0.67 159:0.46 170:0.87 172:0.80 173:0.42 175:0.75 177:0.70 178:0.55 179:0.36 187:0.39 212:0.88 216:0.70 222:0.48 235:0.60 236:0.92 241:0.30 242:0.45 243:0.23 244:0.61 245:0.77 247:0.67 253:0.51 257:0.65 259:0.21 265:0.45 266:0.54 267:0.79 271:0.52 276:0.70 277:0.69 300:0.33\n0 11:0.87 12:0.06 17:0.55 18:0.89 21:0.54 27:0.27 29:0.86 30:0.91 34:0.75 36:0.49 37:0.46 39:0.70 43:0.76 45:0.96 66:0.77 69:0.43 70:0.19 71:0.59 74:0.78 81:0.26 83:0.69 86:0.93 91:0.15 97:0.94 98:0.49 101:0.65 108:0.73 122:0.65 123:0.71 124:0.41 126:0.24 127:0.45 129:0.59 133:0.46 135:0.61 139:0.93 144:0.85 146:0.21 147:0.27 149:0.92 150:0.28 154:0.67 158:0.82 159:0.44 170:0.87 172:0.82 173:0.45 175:0.75 177:0.70 178:0.55 179:0.36 187:0.39 208:0.61 212:0.91 216:0.70 219:0.94 222:0.48 235:0.60 236:0.92 241:0.27 242:0.50 243:0.19 244:0.61 245:0.81 247:0.39 253:0.54 257:0.65 259:0.21 265:0.50 266:0.38 267:0.59 271:0.52 276:0.58 277:0.69 279:0.78 283:0.82 292:0.95 300:0.25\n0 1:0.65 7:0.75 8:0.58 9:0.75 11:0.87 12:0.06 17:0.64 18:0.72 21:0.22 22:0.93 27:0.09 29:0.86 30:0.94 31:0.94 32:0.72 34:0.92 36:0.54 37:0.44 39:0.70 43:0.64 44:0.92 45:0.87 47:0.93 64:0.77 66:0.83 69:0.81 70:0.19 71:0.59 74:0.64 77:0.89 79:0.93 81:0.70 83:0.69 86:0.78 91:0.37 96:0.80 98:0.62 99:0.95 101:0.65 104:0.99 106:0.81 108:0.65 114:0.88 117:0.86 120:0.69 122:0.65 123:0.63 126:0.51 127:0.18 129:0.05 135:0.97 137:0.94 139:0.84 140:0.45 144:0.85 145:0.69 146:0.62 147:0.67 149:0.66 150:0.58 151:0.86 153:0.48 154:0.54 155:0.64 159:0.23 162:0.86 164:0.56 165:0.81 170:0.87 172:0.51 173:0.88 175:0.75 176:0.70 177:0.70 179:0.49 187:0.39 190:0.77 192:0.98 195:0.66 196:0.95 201:0.63 202:0.36 204:0.83 206:0.81 208:0.61 212:0.28 215:0.79 216:0.40 222:0.48 230:0.77 232:0.99 233:0.66 235:0.42 241:0.37 242:0.45 243:0.84 244:0.61 247:0.35 248:0.77 253:0.82 255:0.77 256:0.45 257:0.65 259:0.21 260:0.70 262:0.93 265:0.63 266:0.38 267:0.79 268:0.46 271:0.52 276:0.34 277:0.69 281:0.86 282:0.80 284:0.88 285:0.60 290:0.88 297:0.36 300:0.18\n0 11:0.87 12:0.06 17:0.43 18:0.72 21:0.54 27:0.27 29:0.86 30:0.95 34:0.83 36:0.57 37:0.46 39:0.70 43:0.76 45:0.81 66:0.30 69:0.39 70:0.13 71:0.59 74:0.48 81:0.26 86:0.78 91:0.27 98:0.12 101:0.65 108:0.30 122:0.65 123:0.29 124:0.61 126:0.24 127:0.31 129:0.59 133:0.46 135:0.63 139:0.74 144:0.85 146:0.17 147:0.22 149:0.64 150:0.28 154:0.68 159:0.29 170:0.87 172:0.16 173:0.49 175:0.75 177:0.70 178:0.55 179:0.89 187:0.39 212:0.30 216:0.70 222:0.48 235:0.60 236:0.92 241:0.44 242:0.63 243:0.48 244:0.61 245:0.47 247:0.35 253:0.39 257:0.65 259:0.21 265:0.13 266:0.27 267:0.59 271:0.52 276:0.13 277:0.69 300:0.13\n1 1:0.65 7:0.75 8:0.58 9:0.75 11:0.87 12:0.06 17:0.45 18:0.73 21:0.22 22:0.93 27:0.09 29:0.86 30:0.94 31:0.94 32:0.72 34:0.94 36:0.57 37:0.44 39:0.70 43:0.65 44:0.92 45:0.87 47:0.93 64:0.77 66:0.83 69:0.81 70:0.19 71:0.59 74:0.64 77:0.89 79:0.93 81:0.70 83:0.69 86:0.79 91:0.42 96:0.80 98:0.62 99:0.95 101:0.65 104:0.99 106:0.81 108:0.65 114:0.88 117:0.86 120:0.69 122:0.65 123:0.62 126:0.51 127:0.18 129:0.05 135:0.96 137:0.94 139:0.84 140:0.45 144:0.85 145:0.69 146:0.62 147:0.67 149:0.66 150:0.58 151:0.86 153:0.48 154:0.55 155:0.64 159:0.23 162:0.86 164:0.56 165:0.81 170:0.87 172:0.51 173:0.87 175:0.75 176:0.70 177:0.70 179:0.49 187:0.39 190:0.77 192:0.98 195:0.66 196:0.95 201:0.63 202:0.36 204:0.83 206:0.81 208:0.61 212:0.28 215:0.79 216:0.40 222:0.48 230:0.77 232:0.99 233:0.66 235:0.42 241:0.35 242:0.45 243:0.84 244:0.61 247:0.35 248:0.77 253:0.82 255:0.77 256:0.45 257:0.65 259:0.21 260:0.70 262:0.93 265:0.63 266:0.38 267:0.85 268:0.46 271:0.52 276:0.34 277:0.69 281:0.86 282:0.80 284:0.88 285:0.60 290:0.88 297:0.36 300:0.18\n0 1:0.57 12:0.06 17:0.95 21:0.76 22:0.93 27:0.71 29:0.86 34:0.47 36:0.81 37:0.23 39:0.70 47:0.93 64:0.77 71:0.59 81:0.58 83:0.69 91:0.15 99:0.95 104:0.96 106:0.81 114:0.64 117:0.86 126:0.51 135:0.39 144:0.85 145:0.79 150:0.42 155:0.46 165:0.81 170:0.87 175:0.99 176:0.70 178:0.55 187:0.39 192:0.45 193:0.97 201:0.56 206:0.81 208:0.61 215:0.46 216:0.25 222:0.48 232:0.96 235:0.98 239:0.84 241:0.41 244:0.97 253:0.49 257:0.97 259:0.21 262:0.93 267:0.44 271:0.52 277:0.98 290:0.64 297:0.36\n1 1:0.67 10:0.89 11:0.87 12:0.06 17:0.03 18:0.76 21:0.05 27:0.14 29:0.86 30:0.91 32:0.72 34:0.33 36:0.34 37:0.67 39:0.70 43:0.74 44:0.92 45:0.85 64:0.77 66:0.45 69:0.79 70:0.21 71:0.59 74:0.61 77:0.70 81:0.74 83:0.69 86:0.84 91:0.25 98:0.20 99:0.95 101:0.65 108:0.44 114:0.95 122:0.65 123:0.42 124:0.57 126:0.51 127:0.14 129:0.05 133:0.45 135:0.78 139:0.84 144:0.85 145:0.49 146:0.22 147:0.37 149:0.66 150:0.64 154:0.62 155:0.51 159:0.22 165:0.81 170:0.87 172:0.32 173:0.74 174:0.79 176:0.70 177:0.70 178:0.55 179:0.30 187:0.68 192:0.51 195:0.81 197:0.82 201:0.64 208:0.61 212:0.61 215:0.91 216:0.93 222:0.48 235:0.22 239:0.87 241:0.01 242:0.53 243:0.58 245:0.59 247:0.55 253:0.67 254:0.92 257:0.65 259:0.21 265:0.21 266:0.27 267:0.87 271:0.52 276:0.28 277:0.69 282:0.80 290:0.95 297:0.36 300:0.25\n0 11:0.87 12:0.06 17:0.40 18:0.82 21:0.54 27:0.27 29:0.86 30:0.94 34:0.87 36:0.55 37:0.46 39:0.70 43:0.77 45:0.90 66:0.64 69:0.27 70:0.19 71:0.59 74:0.67 81:0.26 83:0.69 86:0.87 91:0.25 97:0.94 98:0.40 101:0.65 108:0.62 122:0.65 123:0.60 124:0.45 126:0.24 127:0.31 129:0.59 133:0.46 135:0.68 139:0.87 144:0.85 146:0.17 147:0.22 149:0.83 150:0.28 154:0.69 158:0.82 159:0.29 170:0.87 172:0.54 173:0.39 175:0.75 177:0.70 178:0.55 179:0.60 187:0.39 208:0.61 212:0.85 216:0.70 219:0.94 222:0.48 235:0.60 236:0.92 241:0.24 242:0.54 243:0.28 244:0.61 245:0.64 247:0.35 253:0.49 257:0.65 259:0.21 265:0.42 266:0.27 267:0.59 271:0.52 276:0.34 277:0.69 279:0.78 283:0.82 292:0.95 300:0.25\n2 1:0.74 7:0.81 11:0.88 12:0.20 17:0.57 21:0.22 27:0.72 30:0.45 34:0.58 36:0.97 39:0.53 43:0.97 46:0.96 66:0.36 69:0.12 70:0.33 74:0.75 76:0.85 81:0.80 83:0.76 85:0.80 91:0.75 98:0.59 101:0.78 104:0.72 107:0.96 108:0.10 110:0.96 114:0.90 121:0.90 122:0.51 123:0.10 124:0.69 125:0.88 126:0.54 127:0.84 129:0.59 133:0.64 135:0.89 144:0.85 145:0.74 146:0.49 147:0.55 149:0.70 150:0.87 154:0.97 155:0.67 159:0.37 160:0.88 163:0.75 165:0.86 172:0.21 173:0.30 176:0.73 177:0.38 178:0.55 179:0.93 187:0.21 192:0.59 201:0.74 204:0.89 208:0.64 212:0.23 215:0.79 216:0.04 222:0.84 230:0.84 232:0.77 233:0.69 235:0.31 241:0.77 242:0.55 243:0.51 245:0.45 247:0.39 253:0.72 259:0.21 265:0.60 266:0.38 267:0.23 271:0.62 276:0.30 289:0.97 290:0.90 297:0.36 300:0.25\n3 9:0.80 12:0.20 17:0.53 21:0.78 27:0.72 34:0.37 36:0.67 39:0.53 41:0.82 46:0.88 60:0.87 74:0.47 83:0.86 91:0.88 96:0.86 104:0.58 107:0.88 110:0.88 120:0.77 125:0.97 135:0.47 140:0.45 144:0.85 151:0.95 153:0.83 155:0.67 158:0.92 160:0.96 162:0.55 164:0.65 175:0.91 192:0.59 202:0.62 208:0.64 216:0.13 222:0.84 232:0.76 235:0.05 241:0.91 244:0.83 248:0.84 253:0.81 255:0.79 256:0.45 257:0.84 259:0.21 260:0.77 267:0.36 268:0.58 271:0.62 277:0.87 279:0.86 283:0.82 285:0.62 289:0.97\n1 11:0.88 12:0.20 17:0.32 21:0.78 27:0.45 30:0.76 34:0.83 36:0.18 37:0.50 39:0.53 43:0.75 46:0.94 66:0.64 69:0.83 70:0.15 74:0.47 85:0.72 91:0.07 98:0.25 101:0.71 107:0.92 108:0.68 110:0.92 122:0.51 123:0.66 125:0.88 127:0.11 129:0.05 135:0.72 144:0.85 145:0.49 146:0.34 147:0.41 149:0.41 154:0.66 159:0.14 160:0.88 163:0.98 172:0.16 173:0.84 177:0.38 178:0.55 179:0.46 187:0.68 212:0.95 216:0.77 222:0.84 235:0.84 241:0.21 242:0.82 243:0.69 247:0.12 253:0.40 259:0.21 265:0.27 266:0.12 267:0.36 271:0.62 276:0.13 289:0.90 300:0.13\n2 1:0.74 7:0.81 9:0.80 11:0.88 12:0.20 17:0.16 21:0.30 27:0.21 30:0.68 34:0.52 36:0.81 37:0.74 39:0.53 41:0.82 43:0.98 46:0.94 60:0.87 66:0.54 69:0.12 70:0.43 74:0.79 81:0.75 83:0.84 85:0.85 91:0.22 96:0.77 98:0.20 101:0.73 104:0.84 106:0.81 107:0.95 108:0.10 110:0.95 114:0.86 117:0.86 120:0.65 121:0.90 122:0.43 123:0.10 124:0.55 125:0.98 126:0.54 127:0.50 129:0.05 133:0.62 135:0.42 140:0.87 144:0.85 146:0.41 147:0.47 149:0.80 150:0.84 151:0.77 153:0.48 154:0.98 155:0.67 158:0.92 159:0.82 160:0.96 162:0.54 164:0.57 165:0.84 172:0.32 173:0.09 176:0.73 177:0.38 178:0.48 179:0.88 187:0.39 192:0.59 201:0.74 202:0.56 204:0.89 206:0.81 208:0.64 212:0.42 215:0.72 216:0.95 220:0.62 222:0.84 230:0.87 232:0.88 233:0.76 235:0.42 241:0.21 242:0.63 243:0.63 245:0.45 247:0.30 248:0.71 253:0.81 255:0.79 256:0.45 259:0.21 260:0.66 265:0.21 266:0.38 267:0.44 268:0.46 271:0.62 276:0.20 279:0.86 283:0.82 285:0.62 289:0.97 290:0.86 297:0.36 300:0.33\n2 1:0.74 11:0.88 12:0.20 17:0.82 21:0.05 27:0.72 30:0.76 34:0.67 36:0.33 39:0.53 43:0.98 46:0.97 66:0.64 69:0.07 70:0.15 74:0.55 81:0.89 83:0.79 85:0.72 91:0.76 98:0.44 101:0.76 107:0.93 108:0.06 110:0.93 114:0.95 120:0.65 122:0.51 123:0.06 125:0.88 126:0.54 127:0.14 129:0.05 135:0.51 140:0.80 144:0.85 146:0.26 147:0.32 149:0.56 150:0.94 151:0.61 153:0.48 154:0.98 155:0.67 159:0.11 160:0.88 162:0.62 164:0.55 165:0.90 172:0.16 173:0.46 176:0.73 177:0.38 178:0.42 179:0.80 190:0.77 192:0.59 201:0.74 202:0.50 212:0.95 215:0.91 216:0.03 220:0.62 222:0.84 235:0.12 241:0.86 242:0.82 243:0.69 247:0.12 248:0.59 253:0.72 256:0.45 259:0.21 260:0.65 265:0.46 266:0.12 267:0.17 268:0.46 271:0.62 276:0.14 285:0.50 289:0.97 290:0.95 297:0.36 300:0.13\n1 1:0.74 7:0.81 9:0.80 11:0.88 12:0.20 17:0.34 20:0.99 21:0.54 27:0.30 30:0.91 32:0.80 34:0.92 36:0.96 37:0.29 39:0.53 41:0.92 43:0.87 46:0.95 66:0.27 69:0.55 70:0.13 74:0.70 77:0.70 78:0.90 81:0.61 83:0.82 85:0.80 91:0.61 96:0.93 98:0.09 100:0.94 101:0.75 107:0.93 108:0.43 110:0.94 111:0.91 114:0.77 117:0.86 120:0.88 121:0.90 122:0.43 123:0.41 124:0.61 125:0.99 126:0.54 127:0.25 129:0.59 133:0.47 135:0.93 140:0.45 144:0.85 145:0.50 146:0.13 147:0.18 149:0.62 150:0.75 151:0.98 152:0.91 153:0.92 154:0.86 155:0.67 159:0.37 160:0.98 162:0.69 163:0.88 164:0.79 165:0.79 169:0.92 172:0.10 173:0.54 176:0.73 177:0.38 179:0.93 186:0.90 187:0.68 192:0.59 195:0.72 201:0.74 202:0.71 204:0.89 208:0.64 212:0.61 215:0.58 216:0.63 222:0.84 230:0.87 232:0.88 233:0.76 235:0.68 241:0.57 242:0.63 243:0.46 245:0.40 247:0.30 248:0.93 253:0.93 255:0.79 256:0.68 259:0.21 260:0.89 261:0.94 265:0.10 266:0.17 267:0.44 268:0.74 271:0.62 276:0.12 282:0.88 285:0.62 289:0.97 290:0.77 297:0.36 299:0.88 300:0.13\n1 1:0.74 11:0.88 12:0.20 17:0.13 21:0.22 27:0.72 30:0.76 34:0.94 36:0.86 39:0.53 43:0.90 46:0.95 66:0.36 69:0.45 70:0.15 74:0.52 81:0.80 83:0.76 85:0.72 91:0.54 98:0.12 101:0.74 104:0.72 107:0.92 108:0.35 110:0.93 114:0.90 122:0.51 123:0.34 124:0.52 125:0.88 126:0.54 127:0.28 129:0.05 133:0.39 135:0.37 144:0.85 146:0.13 147:0.18 149:0.54 150:0.87 154:0.89 155:0.67 159:0.23 160:0.88 163:0.93 165:0.86 172:0.10 173:0.63 176:0.73 177:0.38 178:0.55 179:0.98 187:0.21 192:0.59 201:0.74 212:0.95 215:0.79 216:0.04 222:0.84 232:0.77 235:0.31 241:0.50 242:0.82 243:0.51 245:0.37 247:0.12 253:0.68 259:0.21 265:0.12 266:0.12 267:0.23 271:0.62 276:0.12 289:0.97 290:0.90 297:0.36 300:0.13\n2 1:0.74 7:0.81 8:0.70 9:0.80 11:0.88 12:0.20 17:0.43 20:0.91 21:0.22 27:0.71 30:0.45 34:0.45 36:0.98 37:0.32 39:0.53 41:0.96 43:0.97 46:0.96 66:0.36 69:0.12 70:0.33 74:0.75 76:0.85 78:0.91 81:0.80 83:0.82 85:0.80 91:0.82 96:0.95 98:0.59 100:0.73 101:0.78 104:0.76 107:0.96 108:0.10 110:0.96 111:0.88 114:0.90 120:0.88 121:0.90 122:0.51 123:0.10 124:0.69 125:0.98 126:0.54 127:0.84 129:0.59 133:0.64 135:0.90 140:0.45 144:0.85 145:0.74 146:0.49 147:0.55 149:0.70 150:0.87 151:0.91 152:0.95 153:0.48 154:0.97 155:0.67 159:0.37 160:0.99 162:0.81 163:0.75 164:0.86 165:0.86 169:0.72 172:0.21 173:0.30 176:0.73 177:0.38 179:0.93 186:0.91 190:0.77 192:0.59 201:0.74 202:0.80 204:0.89 208:0.64 212:0.23 215:0.79 216:0.14 220:0.62 222:0.84 230:0.84 232:0.81 233:0.69 235:0.31 241:0.96 242:0.55 243:0.51 245:0.45 247:0.39 248:0.93 253:0.95 255:0.79 256:0.85 259:0.21 260:0.89 261:0.92 265:0.60 266:0.38 267:0.36 268:0.85 271:0.62 276:0.30 285:0.62 289:0.97 290:0.90 297:0.36 300:0.25\n0 9:0.80 12:0.20 17:0.73 21:0.05 27:0.72 34:0.30 36:0.64 39:0.53 41:0.82 46:0.88 81:0.78 83:0.76 91:0.80 96:0.80 107:0.88 110:0.88 114:0.56 120:0.69 125:1.00 126:0.32 135:0.24 140:0.45 144:0.85 150:0.58 151:0.87 153:0.48 155:0.67 160:0.96 162:0.86 164:0.57 175:0.91 176:0.53 192:0.59 202:0.36 208:0.64 216:0.02 222:0.84 232:0.74 235:0.05 241:1.00 244:0.83 248:0.78 253:0.74 255:0.79 256:0.45 257:0.84 259:0.21 260:0.70 267:0.28 268:0.46 271:0.62 277:0.87 285:0.62 289:0.97 290:0.56\n2 1:0.74 9:0.80 11:0.88 12:0.20 17:0.81 20:0.88 21:0.30 27:0.40 30:0.45 34:0.34 36:0.90 37:0.69 39:0.53 41:0.82 43:0.79 46:0.95 55:0.84 60:0.87 66:0.61 69:0.75 70:0.72 74:0.85 78:0.72 81:0.75 83:0.86 85:0.85 91:0.31 96:0.80 98:0.81 100:0.95 101:0.76 104:0.98 107:0.97 108:0.71 110:0.97 111:0.88 114:0.86 117:0.86 120:0.69 122:0.67 123:0.69 124:0.50 125:1.00 126:0.54 127:0.45 129:0.59 133:0.47 135:0.66 140:0.45 144:0.85 145:0.79 146:0.26 147:0.32 149:0.74 150:0.84 151:0.87 152:0.83 153:0.48 154:0.73 155:0.67 158:0.92 159:0.58 160:0.96 162:0.86 163:0.92 164:0.57 165:0.84 169:0.93 172:0.59 173:0.70 176:0.73 177:0.38 179:0.60 186:0.73 187:0.87 192:0.59 201:0.74 202:0.36 208:0.64 212:0.30 215:0.72 216:0.30 222:0.84 232:0.96 235:0.42 241:0.07 242:0.57 243:0.34 245:0.74 247:0.39 248:0.78 253:0.85 255:0.79 256:0.45 259:0.21 260:0.70 261:0.90 265:0.81 266:0.75 267:0.84 268:0.46 271:0.62 276:0.57 279:0.86 283:0.82 285:0.62 289:0.97 290:0.86 297:0.36 300:0.55\n1 1:0.74 11:0.88 12:0.20 17:0.72 21:0.13 27:0.72 30:0.91 34:0.61 36:0.57 39:0.53 43:0.84 46:0.97 55:0.71 66:0.69 69:0.63 70:0.13 74:0.44 81:0.84 83:0.77 85:0.72 91:0.78 98:0.59 101:0.76 107:0.94 108:0.48 110:0.93 114:0.92 122:0.43 123:0.46 125:0.88 126:0.54 127:0.17 129:0.05 135:0.28 144:0.85 146:0.32 147:0.38 149:0.54 150:0.90 154:0.81 155:0.67 159:0.13 160:0.88 165:0.88 172:0.21 173:0.91 176:0.73 177:0.38 178:0.55 179:0.84 187:0.21 192:0.59 201:0.74 212:0.61 215:0.84 222:0.84 232:0.77 235:0.22 241:0.77 242:0.63 243:0.73 247:0.30 253:0.69 259:0.21 265:0.60 266:0.17 267:0.23 271:0.62 276:0.21 289:0.97 290:0.92 297:0.36 300:0.13\n0 1:0.74 11:0.88 12:0.20 17:0.70 21:0.71 30:0.56 32:0.80 34:0.61 36:0.25 37:0.97 39:0.53 43:0.80 46:0.97 60:0.87 66:0.35 69:0.74 70:0.71 74:0.88 77:0.70 81:0.49 83:0.86 85:0.96 91:0.25 98:0.49 101:0.82 104:0.82 107:0.99 108:0.78 110:0.98 114:0.68 122:0.43 123:0.76 124:0.77 125:0.88 126:0.54 127:0.55 129:0.81 133:0.76 135:0.61 144:0.85 145:0.65 146:0.58 147:0.64 149:0.93 150:0.66 154:0.74 155:0.67 158:0.87 159:0.75 160:0.88 165:0.69 172:0.65 173:0.59 176:0.73 177:0.38 178:0.55 179:0.41 187:0.21 192:0.59 195:0.89 201:0.74 208:0.64 212:0.27 215:0.48 216:0.98 222:0.84 232:0.87 235:0.88 241:0.07 242:0.53 243:0.40 245:0.80 247:0.47 253:0.69 259:0.21 265:0.50 266:0.92 267:0.28 271:0.62 276:0.72 279:0.86 282:0.88 283:0.71 289:0.97 290:0.68 297:0.36 299:0.88 300:0.70\n1 1:0.74 11:0.88 12:0.20 17:0.03 21:0.22 27:0.72 30:0.76 34:0.97 36:0.88 39:0.53 43:0.85 46:0.95 66:0.36 69:0.62 70:0.15 74:0.51 81:0.80 83:0.76 85:0.72 91:0.54 98:0.12 101:0.74 104:0.72 107:0.92 108:0.47 110:0.93 114:0.90 122:0.51 123:0.46 124:0.52 125:0.88 126:0.54 127:0.24 129:0.05 133:0.39 135:0.42 144:0.85 146:0.13 147:0.18 149:0.50 150:0.87 154:0.81 155:0.67 159:0.21 160:0.88 163:0.93 165:0.86 172:0.10 173:0.79 176:0.73 177:0.38 178:0.55 179:0.97 187:0.21 192:0.59 201:0.74 212:0.95 215:0.79 216:0.04 222:0.84 232:0.77 235:0.31 241:0.50 242:0.82 243:0.51 245:0.37 247:0.12 253:0.67 259:0.21 265:0.12 266:0.12 267:0.28 271:0.62 276:0.12 289:0.97 290:0.90 297:0.36 300:0.13\n1 11:0.88 12:0.20 17:0.32 21:0.78 27:0.45 30:0.95 34:0.62 36:0.17 37:0.50 39:0.53 43:0.78 46:0.93 66:0.54 69:0.78 74:0.41 85:0.72 91:0.06 98:0.07 101:0.70 107:0.90 108:0.61 110:0.90 123:0.59 125:0.88 127:0.06 129:0.05 135:0.85 144:0.85 145:0.50 146:0.13 147:0.18 149:0.42 154:0.71 159:0.08 160:0.88 172:0.10 173:0.65 177:0.38 178:0.55 179:0.08 187:0.68 216:0.77 222:0.84 235:0.22 241:0.27 243:0.63 253:0.37 259:0.21 265:0.08 267:0.36 271:0.62 289:0.89 300:0.08\n1 1:0.74 11:0.88 12:0.20 17:0.06 21:0.22 27:0.72 30:0.45 34:0.96 36:0.55 39:0.53 43:0.97 46:0.97 66:0.52 69:0.12 70:0.33 74:0.69 81:0.80 83:0.76 85:0.80 91:0.67 98:0.57 101:0.79 104:0.72 107:0.96 108:0.52 110:0.96 114:0.90 122:0.67 123:0.50 124:0.50 125:0.88 126:0.54 127:0.40 129:0.59 133:0.47 135:0.30 144:0.85 146:0.13 147:0.18 149:0.71 150:0.87 154:0.97 155:0.67 159:0.23 160:0.88 163:0.75 165:0.86 172:0.27 173:0.39 176:0.73 177:0.38 178:0.55 179:0.89 187:0.21 192:0.59 201:0.74 212:0.52 215:0.79 216:0.04 222:0.84 232:0.77 235:0.31 241:0.47 242:0.55 243:0.34 245:0.48 247:0.39 253:0.71 259:0.21 265:0.58 266:0.27 267:0.82 271:0.62 276:0.27 289:0.97 290:0.90 297:0.36 300:0.25\n2 1:0.74 7:0.81 11:0.64 12:0.79 17:0.51 21:0.40 26:0.99 27:0.21 28:0.80 30:0.38 34:0.40 36:0.87 37:0.74 39:0.85 43:0.97 58:0.93 66:0.63 69:0.17 70:0.65 74:0.89 81:0.73 83:0.75 85:0.91 91:0.14 98:0.70 101:0.82 108:0.14 114:0.82 117:0.86 121:0.90 122:0.43 123:0.13 124:0.48 126:0.54 127:0.33 129:0.59 131:0.61 133:0.47 135:0.18 141:0.91 144:0.57 146:0.71 147:0.76 149:0.90 150:0.83 154:0.97 155:0.67 157:0.92 159:0.39 161:0.61 165:0.83 166:0.93 167:0.67 172:0.63 173:0.24 176:0.73 177:0.38 178:0.55 179:0.50 181:0.60 182:0.89 187:0.39 192:0.59 199:0.97 201:0.74 202:0.36 204:0.89 208:0.64 212:0.55 215:0.67 216:0.95 222:0.35 223:0.99 224:0.93 227:0.61 229:0.61 230:0.84 231:0.89 232:0.91 233:0.76 234:0.91 235:0.52 241:0.21 242:0.37 243:0.68 245:0.75 246:0.94 247:0.67 253:0.74 259:0.21 265:0.70 266:0.47 267:0.28 271:0.27 274:0.91 276:0.59 287:0.61 290:0.82 297:0.36 300:0.55\n3 1:0.74 6:0.98 8:0.85 9:0.80 11:0.64 12:0.79 17:0.67 20:0.82 21:0.13 26:0.99 27:0.16 28:0.80 30:0.09 34:0.23 36:0.94 37:0.84 39:0.85 41:0.93 43:0.31 55:0.52 58:0.99 66:0.12 69:0.99 70:0.85 74:0.60 78:0.83 81:0.87 83:0.81 85:0.72 91:0.58 96:0.90 98:0.09 100:0.90 101:0.64 104:0.58 108:0.50 111:0.85 114:0.92 120:0.83 122:0.57 123:0.48 124:0.93 126:0.54 127:0.88 129:0.05 131:0.96 133:0.93 135:0.63 140:0.80 141:1.00 144:0.57 145:0.74 146:0.13 147:0.29 149:0.33 150:0.92 151:0.96 152:0.97 153:0.85 154:0.11 155:0.67 157:0.75 159:0.95 161:0.61 162:0.64 163:0.80 164:0.79 165:0.88 166:0.93 167:0.78 169:0.99 172:0.16 173:1.00 176:0.73 177:0.05 178:0.42 179:0.83 181:0.60 182:0.90 186:0.84 187:0.21 189:0.94 192:0.59 199:0.96 201:0.74 202:0.72 208:0.64 212:0.13 215:0.84 216:0.53 222:0.35 223:0.99 224:0.99 227:0.96 229:0.95 231:0.89 232:0.80 234:0.99 235:0.22 238:0.94 241:0.64 242:0.42 243:0.33 245:0.46 246:0.94 247:0.47 248:0.90 253:0.89 255:0.79 256:0.71 257:0.65 259:0.21 260:0.84 261:0.99 265:0.09 266:0.75 267:0.59 268:0.74 271:0.27 274:0.99 276:0.43 277:0.69 285:0.62 287:0.95 290:0.92 297:0.36 300:0.55\n2 1:0.74 9:0.80 11:0.64 12:0.79 17:0.24 21:0.13 26:0.99 27:0.20 28:0.80 30:0.33 32:0.80 34:0.36 36:0.46 37:0.77 39:0.85 41:0.82 43:0.62 58:0.98 60:0.95 66:0.20 69:0.91 70:0.49 74:0.74 77:0.70 81:0.87 83:0.85 85:0.80 91:0.42 96:0.80 98:0.21 101:0.74 104:0.79 108:0.67 114:0.92 120:0.69 122:0.41 123:0.65 124:0.81 126:0.54 127:0.33 129:0.59 131:0.95 133:0.76 135:0.58 140:0.80 141:1.00 144:0.57 145:0.52 146:0.13 147:0.36 149:0.52 150:0.92 151:0.87 153:0.48 154:0.52 155:0.67 157:0.83 158:0.87 159:0.48 161:0.61 162:0.53 163:0.79 164:0.57 165:0.88 166:0.93 167:0.74 172:0.16 173:0.96 176:0.73 177:0.05 178:0.42 179:0.83 181:0.60 182:0.90 187:0.39 192:0.59 195:0.74 199:0.96 201:0.74 202:0.57 208:0.64 212:0.19 215:0.84 216:0.83 222:0.35 223:0.99 224:1.00 227:0.96 229:0.95 231:0.89 232:0.86 234:0.99 235:0.22 241:0.53 242:0.19 243:0.40 245:0.46 246:0.94 247:0.55 248:0.78 253:0.84 255:0.79 256:0.45 257:0.65 259:0.21 260:0.70 265:0.23 266:0.47 267:0.76 268:0.46 271:0.27 274:0.97 276:0.32 277:0.69 279:0.86 282:0.88 283:0.71 285:0.62 287:0.95 290:0.92 297:0.36 299:0.88 300:0.33\n1 1:0.74 6:0.96 8:0.93 9:0.80 11:0.64 12:0.79 17:0.91 20:0.98 21:0.05 26:0.99 27:0.54 28:0.80 30:0.45 34:0.55 36:0.54 37:0.88 39:0.85 41:0.82 43:0.58 58:0.98 66:0.49 69:0.94 70:0.25 74:0.50 78:0.84 81:0.91 83:0.79 85:0.72 91:0.66 96:0.84 98:0.23 100:0.92 101:0.71 104:0.54 108:0.87 111:0.86 114:0.95 120:0.66 122:0.51 123:0.86 124:0.48 126:0.54 127:0.88 129:0.05 131:0.95 133:0.39 135:0.32 140:0.80 141:1.00 144:0.57 146:0.34 147:0.05 149:0.34 150:0.96 151:0.79 152:0.92 153:0.77 154:0.47 155:0.67 157:0.78 159:0.67 161:0.61 162:0.86 163:0.90 164:0.62 165:0.90 166:0.93 167:0.99 169:0.89 172:0.16 173:0.99 176:0.73 177:0.05 179:0.98 181:0.60 182:0.90 186:0.84 189:0.97 192:0.59 199:0.95 201:0.74 202:0.55 208:0.64 212:0.61 215:0.91 216:0.12 220:0.62 222:0.35 223:0.99 224:0.99 227:0.96 229:0.95 231:0.89 232:0.76 234:0.99 235:0.12 238:0.97 241:0.89 242:0.63 243:0.29 245:0.39 246:0.94 247:0.30 248:0.72 253:0.83 255:0.79 256:0.58 257:0.65 259:0.21 260:0.67 261:0.89 265:0.25 266:0.17 267:0.73 268:0.64 271:0.27 274:0.97 276:0.14 285:0.62 287:0.95 290:0.95 297:0.36 300:0.18\n3 1:0.74 6:0.81 7:0.81 8:0.59 9:0.80 11:0.64 12:0.79 17:0.24 20:0.85 21:0.40 26:0.99 27:0.21 28:0.80 30:0.45 34:0.62 36:0.92 37:0.74 39:0.85 41:0.88 43:0.97 58:0.98 60:0.95 66:0.90 69:0.17 70:0.53 74:0.92 78:0.77 81:0.73 83:0.85 85:0.93 91:0.27 96:0.82 98:0.85 100:0.79 101:0.84 104:0.84 106:0.81 108:0.14 111:0.76 114:0.82 117:0.86 120:0.72 121:0.90 122:0.43 123:0.13 126:0.54 127:0.36 129:0.05 131:0.96 135:0.18 140:0.45 141:1.00 144:0.57 146:0.82 147:0.85 149:0.93 150:0.83 151:0.87 152:0.90 153:0.48 154:0.97 155:0.67 157:0.93 158:0.92 159:0.38 161:0.61 162:0.86 164:0.69 165:0.83 166:0.93 167:0.68 169:0.76 172:0.73 173:0.26 176:0.73 177:0.38 179:0.50 181:0.60 182:0.90 186:0.78 187:0.39 192:0.59 199:0.98 201:0.74 202:0.53 204:0.89 206:0.81 208:0.64 212:0.58 215:0.67 216:0.95 220:0.91 222:0.35 223:0.99 224:0.99 227:0.96 229:0.95 230:0.84 231:0.89 232:0.91 233:0.76 234:0.99 235:0.52 241:0.30 242:0.51 243:0.91 246:0.94 247:0.67 248:0.79 253:0.87 255:0.79 256:0.58 259:0.21 260:0.72 261:0.79 265:0.85 266:0.47 267:0.69 268:0.62 271:0.27 274:0.98 276:0.61 279:0.86 283:0.82 285:0.62 287:0.95 290:0.82 297:0.36 300:0.43\n2 1:0.74 9:0.80 11:0.64 12:0.79 17:0.30 21:0.13 26:0.99 27:0.20 28:0.80 30:0.33 32:0.80 34:0.37 36:0.44 37:0.77 39:0.85 41:0.82 43:0.62 58:0.98 60:0.87 66:0.20 69:0.91 70:0.49 74:0.74 77:0.70 81:0.87 83:0.86 85:0.80 91:0.53 96:0.75 98:0.21 101:0.74 104:0.79 108:0.67 114:0.92 120:0.63 122:0.41 123:0.65 124:0.81 126:0.54 127:0.33 129:0.59 131:0.95 133:0.76 135:0.54 140:0.45 141:1.00 144:0.57 145:0.52 146:0.13 147:0.36 149:0.52 150:0.92 151:0.70 153:0.69 154:0.52 155:0.67 157:0.83 158:0.87 159:0.48 161:0.61 162:0.86 163:0.79 164:0.62 165:0.88 166:0.93 167:0.74 172:0.16 173:0.96 176:0.73 177:0.05 179:0.83 181:0.60 182:0.90 187:0.21 192:0.59 195:0.74 199:0.96 201:0.74 202:0.46 208:0.64 212:0.19 215:0.84 216:0.83 220:0.74 222:0.35 223:0.99 224:1.00 227:0.96 229:0.95 231:0.89 232:0.86 234:0.99 235:0.22 241:0.53 242:0.19 243:0.40 245:0.46 246:0.94 247:0.55 248:0.66 253:0.79 255:0.79 256:0.45 257:0.65 259:0.21 260:0.64 265:0.23 266:0.47 267:0.76 268:0.55 271:0.27 274:0.97 276:0.32 277:0.69 279:0.86 282:0.88 283:0.71 285:0.62 287:0.95 290:0.92 297:0.36 299:0.88 300:0.33\n1 1:0.74 11:0.64 12:0.79 17:0.30 21:0.13 26:0.99 27:0.20 28:0.80 30:0.38 32:0.80 34:0.42 36:0.46 37:0.77 39:0.85 43:0.62 55:0.52 58:0.93 60:0.95 66:0.20 69:0.92 70:0.45 74:0.74 77:0.70 81:0.87 83:0.84 85:0.80 91:0.48 98:0.19 101:0.74 104:0.79 108:0.78 114:0.92 123:0.77 124:0.81 126:0.54 127:0.34 129:0.59 131:0.61 133:0.76 135:0.44 141:0.91 144:0.57 145:0.52 146:0.13 147:0.33 149:0.56 150:0.92 154:0.52 155:0.67 157:0.83 158:0.87 159:0.49 161:0.61 163:0.88 165:0.88 166:0.93 167:0.70 172:0.21 173:0.96 176:0.73 177:0.05 178:0.55 179:0.74 181:0.60 182:0.90 187:0.39 192:0.59 195:0.74 199:0.97 201:0.74 202:0.50 208:0.64 212:0.42 215:0.84 216:0.83 222:0.35 223:0.99 224:0.93 227:0.61 229:0.61 231:0.89 232:0.86 234:0.91 235:0.22 241:0.39 242:0.45 243:0.34 245:0.53 246:0.94 247:0.60 253:0.73 257:0.65 259:0.21 265:0.21 266:0.38 267:0.76 271:0.27 274:0.91 276:0.38 277:0.69 279:0.86 282:0.88 283:0.71 287:0.61 290:0.92 297:0.36 299:0.88 300:0.33\n1 1:0.74 11:0.64 12:0.79 17:0.61 21:0.22 26:0.99 27:0.72 28:0.80 30:0.71 34:0.23 36:0.46 39:0.85 43:0.69 58:0.93 66:0.16 69:0.88 70:0.29 74:0.54 81:0.83 83:0.76 85:0.88 91:0.09 98:0.18 101:0.76 104:0.54 108:0.84 114:0.90 122:0.43 123:0.83 124:0.86 126:0.54 127:0.23 129:0.89 131:0.61 133:0.83 135:0.21 141:0.91 144:0.57 145:0.61 146:0.13 147:0.18 149:0.64 150:0.89 154:0.58 155:0.67 157:0.88 159:0.53 161:0.61 163:0.92 165:0.86 166:0.93 167:0.64 172:0.16 173:0.83 176:0.73 177:0.38 178:0.55 179:0.65 181:0.60 182:0.89 187:0.39 192:0.59 199:0.96 201:0.74 212:0.30 215:0.79 216:0.06 222:0.35 223:0.99 224:0.93 227:0.61 229:0.61 231:0.89 232:0.76 234:0.91 235:0.31 241:0.10 242:0.53 243:0.28 245:0.48 246:0.94 247:0.47 253:0.68 259:0.21 265:0.20 266:0.54 267:0.69 271:0.27 274:0.91 276:0.37 287:0.61 290:0.90 297:0.36 300:0.25\n1 1:0.74 11:0.64 12:0.79 17:0.59 21:0.22 26:0.99 27:0.72 28:0.80 30:0.62 34:0.23 36:0.51 39:0.85 43:0.69 55:0.96 58:0.93 66:0.16 69:0.88 70:0.34 74:0.38 81:0.83 83:0.76 85:0.72 91:0.08 98:0.17 101:0.70 104:0.54 108:0.77 114:0.90 123:0.84 124:0.81 126:0.54 127:0.28 129:0.05 131:0.61 133:0.74 135:0.17 141:0.91 144:0.57 145:0.61 146:0.13 147:0.18 149:0.40 150:0.89 154:0.58 155:0.67 157:0.77 159:0.60 161:0.61 163:0.98 165:0.86 166:0.93 167:0.64 172:0.10 173:0.83 176:0.73 177:0.38 178:0.55 179:0.88 181:0.60 182:0.89 187:0.39 192:0.59 199:0.96 201:0.74 212:0.61 215:0.79 216:0.06 222:0.35 223:0.99 224:0.93 227:0.61 229:0.61 231:0.89 232:0.76 234:0.91 235:0.31 241:0.10 242:0.63 243:0.37 245:0.42 246:0.94 247:0.35 253:0.67 259:0.21 265:0.08 266:0.23 267:0.84 271:0.27 274:0.91 276:0.27 277:0.69 287:0.61 290:0.90 297:0.36 300:0.25\n1 1:0.74 9:0.80 11:0.64 12:0.79 17:0.26 21:0.22 26:0.99 27:0.70 28:0.80 30:0.11 34:0.45 36:0.84 37:0.28 39:0.85 41:0.82 43:0.71 58:0.98 66:0.30 69:0.40 70:0.54 74:0.50 81:0.83 83:0.78 85:0.72 91:0.25 96:0.80 98:0.26 101:0.73 108:0.31 114:0.90 120:0.69 123:0.30 124:0.61 126:0.54 127:0.48 129:0.59 131:0.95 133:0.47 135:0.56 140:0.45 141:1.00 144:0.57 146:0.29 147:0.35 149:0.47 150:0.89 151:0.87 153:0.48 154:0.61 155:0.67 157:0.79 159:0.39 161:0.61 162:0.86 164:0.57 165:0.86 166:0.93 167:0.70 172:0.16 173:0.47 176:0.73 177:0.38 179:0.93 181:0.60 182:0.90 187:0.21 192:0.59 199:0.96 201:0.74 202:0.36 208:0.64 212:0.30 215:0.79 216:0.41 222:0.35 223:0.99 224:1.00 227:0.96 229:0.95 231:0.89 234:1.00 235:0.31 241:0.37 242:0.33 243:0.48 245:0.47 246:0.94 247:0.39 248:0.78 253:0.81 255:0.79 256:0.45 259:0.21 260:0.70 265:0.28 266:0.27 267:0.91 268:0.46 271:0.27 274:0.97 276:0.16 285:0.62 287:0.95 290:0.90 297:0.36 300:0.33\n2 1:0.74 6:0.98 8:0.89 9:0.80 11:0.64 12:0.79 17:0.20 20:0.91 21:0.05 26:0.99 27:0.16 28:0.80 30:0.14 34:0.25 36:0.93 37:0.84 39:0.85 41:0.92 43:0.90 55:0.92 58:0.99 66:0.59 69:0.45 70:0.94 74:0.81 78:0.89 81:0.91 83:0.81 85:0.88 91:0.35 96:0.88 98:0.54 100:0.95 101:0.75 104:0.58 108:0.35 111:0.92 114:0.95 120:0.80 122:0.51 123:0.34 124:0.67 126:0.54 127:0.76 129:0.81 131:0.96 133:0.76 135:0.90 140:0.80 141:1.00 144:0.57 145:0.74 146:0.86 147:0.89 149:0.79 150:0.96 151:0.87 152:0.97 153:0.48 154:0.89 155:0.67 157:0.87 159:0.83 161:0.61 162:0.83 163:0.81 164:0.77 165:0.90 166:0.93 167:0.74 169:0.99 172:0.65 173:0.24 176:0.73 177:0.38 178:0.42 179:0.58 181:0.60 182:0.90 186:0.89 187:0.68 189:0.96 192:0.59 199:0.98 201:0.74 202:0.66 208:0.64 212:0.22 215:0.91 216:0.53 220:0.62 222:0.35 223:0.99 224:0.99 227:0.96 229:0.95 231:0.89 232:0.80 234:0.99 235:0.12 238:0.96 241:0.55 242:0.30 243:0.67 245:0.68 246:0.94 247:0.60 248:0.87 253:0.90 255:0.79 256:0.71 259:0.21 260:0.81 261:0.99 265:0.56 266:0.80 267:0.69 268:0.72 271:0.27 274:0.99 276:0.56 285:0.62 287:0.95 290:0.95 297:0.36 300:0.84\n0 12:0.79 17:0.34 21:0.78 26:0.98 27:0.45 28:0.80 30:0.21 32:0.72 34:0.82 36:0.23 37:0.50 39:0.85 43:0.30 55:0.52 58:0.93 66:0.36 69:0.71 70:0.50 74:0.59 91:0.10 98:0.41 108:0.54 122:0.57 123:0.52 124:0.59 127:0.24 129:0.59 131:0.61 133:0.47 135:0.47 141:0.91 145:0.45 146:0.57 147:0.63 149:0.32 154:0.50 157:0.61 159:0.43 161:0.61 163:0.98 166:0.61 167:0.73 172:0.27 173:0.65 177:0.38 178:0.55 179:0.71 181:0.60 182:0.61 187:0.68 195:0.79 199:0.95 202:0.36 212:0.37 216:0.77 222:0.35 223:0.97 224:0.93 227:0.61 229:0.61 231:0.80 234:0.91 235:0.68 241:0.50 242:0.58 243:0.51 245:0.56 246:0.61 247:0.39 253:0.47 254:0.92 259:0.21 265:0.43 266:0.47 267:0.28 271:0.27 274:0.91 276:0.35 287:0.61 300:0.33\n1 1:0.74 6:0.86 8:0.74 9:0.80 11:0.64 12:0.79 17:0.22 20:0.88 21:0.47 26:0.99 27:0.06 28:0.80 30:0.21 32:0.80 34:0.45 36:0.71 37:0.82 39:0.85 41:0.90 43:0.75 58:0.99 60:0.97 66:0.54 69:0.83 70:0.37 74:0.66 77:0.70 78:0.83 81:0.77 83:0.82 85:0.72 91:0.42 96:0.78 98:0.24 100:0.83 101:0.72 108:0.67 111:0.82 114:0.80 120:0.67 123:0.65 124:0.45 126:0.54 127:0.17 129:0.05 131:0.96 133:0.39 135:0.68 140:0.45 141:1.00 144:0.57 145:0.44 146:0.31 147:0.05 149:0.45 150:0.84 151:0.79 152:0.89 153:0.69 154:0.65 155:0.67 157:0.79 158:0.92 159:0.24 161:0.61 162:0.86 164:0.75 165:0.80 166:0.93 167:0.73 169:0.80 172:0.21 173:0.87 176:0.73 177:0.05 179:0.76 181:0.60 182:0.90 186:0.83 187:0.39 189:0.89 191:0.83 192:0.59 195:0.68 199:0.98 201:0.74 202:0.61 208:0.64 212:0.42 215:0.63 216:0.92 220:0.93 222:0.35 223:0.99 224:1.00 227:0.96 229:0.95 231:0.89 234:0.99 235:0.68 238:0.87 241:0.50 242:0.45 243:0.26 245:0.40 246:0.94 247:0.35 248:0.73 253:0.79 255:0.79 256:0.64 257:0.65 259:0.21 260:0.68 261:0.85 265:0.26 266:0.23 267:0.44 268:0.69 271:0.27 274:0.99 276:0.18 279:0.86 282:0.88 283:0.82 285:0.62 287:0.95 290:0.80 297:0.36 299:0.88 300:0.25\n4 1:0.74 6:0.98 8:0.97 9:0.80 11:0.64 12:0.79 17:0.13 20:0.99 21:0.05 26:0.99 27:0.16 28:0.80 30:0.21 34:0.20 36:0.76 37:0.84 39:0.85 41:0.99 43:0.43 58:1.00 60:0.99 66:0.16 69:0.15 70:0.64 74:0.71 78:0.97 81:0.91 83:0.90 85:0.85 91:0.94 96:0.99 98:0.21 100:1.00 101:0.73 104:0.58 108:0.12 111:1.00 114:0.95 120:0.97 122:0.51 123:0.12 124:0.85 126:0.54 127:0.93 129:0.81 131:0.96 133:0.83 135:0.28 138:0.99 140:0.45 141:1.00 144:0.57 145:0.74 146:0.41 147:0.47 149:0.58 150:0.96 151:0.99 152:0.97 153:0.97 154:0.27 155:0.67 157:0.85 158:0.92 159:0.83 161:0.61 162:0.80 163:0.79 164:0.96 165:0.90 166:0.93 167:1.00 169:0.99 172:0.21 173:0.10 176:0.73 177:0.38 179:0.81 181:0.60 182:0.90 186:0.97 189:0.99 191:0.93 192:0.59 199:1.00 201:0.74 202:0.92 208:0.64 212:0.22 215:0.91 216:0.53 220:0.62 222:0.35 223:0.99 224:0.99 227:0.96 229:0.95 231:0.89 232:0.80 234:0.99 235:0.12 238:0.99 241:0.93 242:0.22 243:0.37 245:0.54 246:0.94 247:0.67 248:0.99 253:0.99 255:0.79 256:0.95 259:0.21 260:0.97 261:0.99 265:0.23 266:0.75 267:0.93 268:0.95 271:0.27 274:1.00 276:0.38 279:0.86 283:0.82 285:0.62 287:0.95 290:0.95 297:0.36 300:0.43\n0 1:0.74 6:0.94 8:0.88 9:0.80 11:0.64 12:0.79 17:0.20 20:0.88 21:0.05 26:0.99 27:0.16 28:0.80 30:0.21 34:0.76 36:0.59 37:0.80 39:0.85 41:0.82 43:0.75 58:0.99 66:0.54 69:0.73 70:0.37 74:0.49 78:0.77 81:0.94 83:0.79 85:0.72 91:0.57 96:0.79 98:0.65 100:0.83 101:0.74 104:0.92 106:0.81 108:0.57 111:0.78 114:0.95 120:0.77 122:0.41 123:0.54 124:0.45 126:0.54 127:0.40 129:0.05 131:0.96 133:0.39 135:0.54 140:0.45 141:1.00 144:0.57 146:0.54 147:0.05 149:0.49 150:0.97 151:0.81 152:0.94 153:0.48 154:0.66 155:0.67 157:0.79 159:0.30 161:0.61 162:0.86 163:0.89 164:0.68 165:0.90 166:0.93 167:0.68 169:0.79 172:0.21 173:0.87 176:0.73 177:0.05 179:0.94 181:0.60 182:0.90 186:0.78 187:0.39 189:0.97 190:0.77 192:0.59 199:0.97 201:0.74 202:0.53 206:0.81 208:0.64 212:0.42 215:0.91 216:0.45 220:0.62 222:0.35 223:0.99 224:1.00 227:0.96 229:0.95 231:0.89 234:1.00 235:0.22 238:0.95 241:0.27 242:0.45 243:0.26 245:0.40 246:0.94 247:0.35 248:0.73 253:0.80 255:0.79 256:0.58 257:0.65 259:0.21 260:0.77 261:0.81 265:0.66 266:0.23 267:0.19 268:0.62 271:0.27 274:0.98 276:0.24 283:0.82 285:0.62 287:0.95 290:0.95 297:0.36 300:0.25\n0 1:0.74 11:0.64 12:0.79 17:0.64 21:0.78 26:0.99 27:0.45 28:0.80 30:0.95 34:0.74 36:0.18 37:0.50 39:0.85 43:0.82 58:0.93 66:0.54 69:0.71 74:0.43 81:0.41 83:0.71 85:0.72 91:0.09 98:0.09 101:0.72 108:0.54 114:0.63 123:0.52 126:0.54 127:0.07 129:0.05 131:0.61 135:0.82 141:0.91 144:0.57 145:0.50 146:0.13 147:0.18 149:0.46 150:0.61 154:0.77 155:0.67 157:0.78 159:0.08 161:0.61 165:0.63 166:0.92 167:0.67 172:0.10 173:0.70 176:0.73 177:0.38 178:0.55 179:0.08 181:0.60 182:0.88 187:0.68 192:0.59 199:0.94 201:0.74 215:0.43 216:0.77 222:0.35 223:0.99 224:0.93 227:0.61 229:0.61 231:0.87 234:0.91 235:1.00 241:0.21 243:0.63 246:0.93 253:0.50 259:0.21 265:0.09 267:0.28 271:0.27 274:0.91 287:0.61 290:0.63 297:0.36 300:0.08\n2 1:0.74 8:0.94 9:0.80 11:0.64 12:0.79 17:0.12 21:0.13 26:0.99 27:0.16 28:0.80 30:0.33 34:0.23 36:0.75 37:0.84 39:0.85 41:0.90 43:0.78 58:0.99 66:0.32 69:0.79 70:0.49 74:0.71 81:0.87 83:0.80 85:0.80 91:0.51 96:0.86 98:0.22 101:0.75 104:0.58 108:0.42 114:0.92 120:0.78 122:0.57 123:0.40 124:0.72 126:0.54 127:0.43 129:0.59 131:0.96 133:0.64 135:0.18 140:0.80 141:1.00 144:0.57 145:0.74 146:0.13 147:0.36 149:0.63 150:0.92 151:0.87 153:0.48 154:0.70 155:0.67 157:0.83 159:0.48 161:0.61 162:0.60 163:0.88 164:0.73 165:0.88 166:0.93 167:0.79 172:0.21 173:0.80 176:0.73 177:0.05 178:0.42 179:0.87 181:0.60 182:0.90 187:0.21 192:0.59 199:0.96 201:0.74 202:0.68 208:0.64 212:0.42 215:0.84 216:0.53 220:0.62 222:0.35 223:0.99 224:0.99 227:0.96 229:0.95 231:0.89 232:0.80 234:0.99 235:0.22 241:0.67 242:0.45 243:0.49 245:0.48 246:0.94 247:0.39 248:0.85 253:0.87 255:0.79 256:0.64 257:0.65 259:0.21 260:0.78 265:0.24 266:0.38 267:0.79 268:0.68 271:0.27 274:0.98 276:0.26 277:0.69 285:0.62 287:0.95 290:0.92 297:0.36 300:0.33\n0 6:0.95 8:0.88 9:0.80 12:0.06 17:0.11 20:0.98 21:0.78 25:0.88 27:0.25 28:0.68 30:0.76 34:0.22 36:0.57 37:0.74 39:0.33 41:0.88 43:0.24 55:0.52 66:0.72 69:0.85 70:0.22 74:0.39 78:0.95 83:0.77 91:0.95 96:0.88 98:0.34 100:0.98 104:0.80 108:0.71 111:0.97 120:0.98 123:0.69 127:0.12 129:0.05 135:0.20 140:1.00 145:0.38 146:0.31 147:0.38 149:0.27 151:0.90 152:0.92 153:0.91 154:0.16 155:0.67 159:0.13 161:0.60 162:0.46 164:0.98 167:0.88 169:0.97 172:0.27 173:0.98 177:0.38 178:0.51 179:0.42 181:0.93 186:0.95 189:0.96 191:0.92 192:0.59 202:1.00 208:0.64 212:0.78 216:0.50 220:0.74 222:0.35 235:0.12 238:0.97 241:0.86 242:0.75 243:0.75 244:0.61 247:0.30 248:0.86 253:0.82 255:0.79 256:0.97 259:0.21 260:0.98 261:0.97 265:0.36 266:0.17 267:0.65 268:0.97 271:0.90 276:0.24 285:0.62 300:0.18\n1 1:0.74 6:0.90 8:0.81 9:0.80 11:0.57 12:0.06 17:0.57 20:0.88 21:0.40 27:0.34 28:0.68 30:0.17 32:0.80 34:0.44 36:0.94 37:0.57 39:0.33 41:0.88 43:0.86 60:0.87 66:0.72 69:0.58 70:0.78 74:0.91 77:0.96 78:0.83 81:0.71 83:0.85 85:0.91 91:0.51 96:0.74 98:0.82 100:0.88 101:0.81 104:0.91 106:0.81 108:0.60 111:0.83 114:0.82 117:0.86 120:0.62 122:0.41 123:0.57 124:0.43 126:0.54 127:0.44 129:0.59 133:0.47 135:0.94 140:0.45 145:0.92 146:0.27 147:0.33 149:0.86 150:0.81 151:0.64 152:0.83 153:0.77 154:0.83 155:0.67 158:0.87 159:0.51 161:0.60 162:0.86 164:0.70 165:0.81 167:0.59 169:0.86 172:0.74 173:0.54 176:0.73 177:0.38 179:0.46 181:0.93 186:0.83 187:0.21 189:0.91 192:0.59 195:0.72 201:0.74 202:0.55 206:0.81 208:0.64 212:0.57 215:0.67 216:0.76 220:0.82 222:0.35 235:0.60 238:0.92 241:0.39 242:0.19 243:0.23 245:0.77 247:0.60 248:0.63 253:0.80 255:0.79 256:0.58 259:0.21 260:0.62 261:0.85 265:0.82 266:0.54 267:0.98 268:0.64 271:0.90 276:0.67 279:0.86 282:0.88 283:0.71 285:0.62 290:0.82 297:0.36 299:0.97 300:0.55\n2 1:0.74 7:0.81 11:0.57 12:0.06 17:0.89 21:0.22 27:0.28 28:0.68 30:0.27 34:0.85 36:0.93 39:0.33 43:0.98 55:0.52 60:0.87 66:0.51 69:0.12 70:0.89 74:0.94 76:0.85 81:0.80 83:0.81 85:0.94 91:0.48 98:0.64 101:0.81 104:0.93 106:0.81 108:0.10 114:0.90 117:0.86 121:0.90 123:0.10 124:0.65 126:0.54 127:0.86 129:0.81 133:0.67 135:0.24 146:0.85 147:0.88 149:0.92 150:0.87 154:0.98 155:0.67 158:0.92 159:0.74 161:0.60 165:0.86 167:0.48 172:0.79 173:0.12 176:0.73 177:0.38 178:0.55 179:0.36 181:0.93 187:0.21 192:0.59 201:0.74 204:0.89 206:0.81 208:0.64 212:0.60 215:0.79 216:0.24 222:0.35 230:0.87 233:0.76 235:0.42 242:0.29 243:0.61 245:0.89 247:0.67 253:0.78 259:0.21 265:0.65 266:0.87 267:0.52 271:0.90 276:0.79 279:0.86 283:0.82 290:0.90 297:0.36 300:0.70\n0 6:0.97 8:0.95 9:0.80 12:0.06 17:0.28 20:0.98 21:0.78 27:0.16 28:0.68 34:0.21 36:0.40 37:0.54 39:0.33 41:0.88 43:0.35 66:0.36 69:0.54 74:0.56 78:0.94 83:0.78 91:0.90 96:0.94 98:0.07 100:0.97 108:0.42 111:0.96 120:0.88 123:0.40 127:0.05 129:0.05 135:0.21 140:0.97 145:0.49 146:0.05 147:0.05 149:0.14 151:0.90 152:0.90 153:0.86 154:0.26 155:0.67 158:0.85 159:0.05 161:0.60 162:0.52 164:0.85 167:0.89 169:0.96 172:0.05 173:0.45 175:0.75 177:0.05 178:0.50 181:0.93 186:0.94 189:0.98 191:0.97 192:0.59 202:0.89 208:0.64 216:0.41 220:0.62 222:0.35 235:0.05 238:0.97 241:0.88 243:0.51 244:0.61 248:0.87 253:0.92 255:0.79 256:0.86 257:0.65 259:0.21 260:0.89 261:0.95 265:0.07 267:0.94 268:0.86 271:0.90 277:0.69 285:0.62\n1 11:0.57 12:0.06 17:0.13 21:0.22 25:0.88 27:0.36 28:0.68 30:0.38 34:0.98 36:0.80 37:0.78 39:0.33 43:0.82 55:0.71 66:0.93 69:0.67 70:0.61 74:0.71 81:0.55 85:0.72 91:0.38 98:0.92 101:0.72 104:0.72 108:0.51 123:0.49 126:0.32 127:0.53 129:0.05 135:0.84 146:0.91 147:0.93 149:0.70 150:0.42 154:0.78 159:0.52 161:0.60 167:0.56 172:0.81 173:0.68 177:0.38 178:0.55 179:0.44 181:0.93 187:0.87 212:0.73 215:0.79 216:0.66 222:0.35 235:0.22 241:0.27 242:0.73 243:0.93 247:0.60 253:0.53 259:0.21 265:0.92 266:0.38 267:0.73 271:0.90 276:0.71 297:0.36 300:0.55\n0 6:0.82 8:0.62 9:0.80 12:0.06 17:0.13 20:0.91 21:0.78 27:0.43 28:0.68 30:0.13 34:0.42 36:0.67 37:0.45 39:0.33 41:0.82 43:0.38 55:0.71 66:0.10 69:0.45 70:0.94 74:0.42 78:0.76 83:0.76 91:0.60 96:0.80 98:0.27 100:0.78 104:0.58 108:0.96 111:0.75 120:0.69 123:0.96 124:0.94 127:0.89 129:0.05 133:0.94 135:0.84 140:0.94 146:0.35 147:0.42 149:0.55 151:0.87 152:0.92 153:0.48 154:0.69 155:0.67 159:0.90 161:0.60 162:0.48 164:0.57 167:0.57 169:0.77 172:0.32 173:0.16 177:0.38 178:0.52 179:0.52 181:0.93 186:0.77 187:0.21 189:0.83 192:0.59 202:0.68 208:0.64 212:0.12 216:0.37 222:0.35 235:0.05 238:0.85 241:0.32 242:0.81 243:0.25 245:0.67 247:0.39 248:0.78 253:0.74 254:0.94 255:0.79 256:0.45 259:0.21 260:0.70 261:0.80 265:0.29 266:0.96 267:0.91 268:0.46 271:0.90 276:0.69 277:0.69 285:0.62 300:0.84\n2 1:0.74 6:0.82 8:0.63 9:0.80 12:0.06 17:0.13 20:0.96 21:0.22 25:0.88 27:0.36 28:0.68 30:0.41 34:0.56 36:0.47 37:0.78 39:0.33 43:0.41 55:0.52 66:0.86 69:0.35 70:0.57 74:0.55 78:0.80 81:0.79 91:0.68 96:0.75 98:0.92 100:0.81 104:0.72 108:0.27 111:0.79 114:0.90 117:0.86 120:0.63 123:0.26 126:0.54 127:0.54 129:0.05 135:0.61 140:0.45 146:0.72 147:0.76 149:0.58 150:0.81 151:0.64 152:0.92 153:0.77 154:0.31 155:0.67 158:0.85 159:0.29 161:0.60 162:0.86 164:0.70 167:0.71 169:0.78 172:0.59 173:0.53 176:0.73 177:0.38 179:0.73 181:0.93 186:0.80 187:0.87 189:0.84 192:0.59 201:0.74 202:0.55 208:0.64 212:0.78 215:0.79 216:0.66 220:0.82 222:0.35 235:0.42 238:0.84 241:0.65 242:0.77 243:0.86 244:0.61 247:0.39 248:0.67 253:0.76 255:0.79 256:0.58 259:0.21 260:0.64 261:0.83 265:0.92 266:0.38 267:0.36 268:0.64 271:0.90 276:0.48 285:0.62 290:0.90 297:0.36 300:0.43\n2 11:0.57 12:0.06 17:0.30 21:0.22 25:0.88 27:0.36 28:0.68 30:0.42 34:0.96 36:0.75 37:0.78 39:0.33 43:0.83 55:0.71 66:0.93 69:0.43 70:0.64 74:0.71 81:0.55 85:0.72 91:0.56 98:0.96 101:0.72 104:0.72 108:0.33 120:0.61 123:0.32 126:0.32 127:0.71 129:0.05 135:0.86 140:0.45 146:0.92 147:0.94 149:0.73 150:0.42 151:0.55 153:0.69 154:0.79 159:0.55 161:0.60 162:0.86 164:0.62 167:0.68 172:0.82 173:0.40 177:0.38 179:0.46 181:0.93 187:0.68 190:0.77 202:0.46 212:0.70 215:0.79 216:0.66 220:0.82 222:0.35 235:0.22 241:0.59 242:0.73 243:0.94 247:0.60 248:0.54 253:0.53 256:0.45 259:0.21 260:0.61 265:0.96 266:0.38 267:0.85 268:0.55 271:0.90 276:0.72 285:0.50 297:0.36 300:0.55\n1 1:0.74 6:0.84 7:0.81 8:0.63 9:0.80 11:0.57 12:0.06 17:0.51 20:0.82 21:0.40 27:0.59 28:0.68 30:0.09 32:0.80 34:0.67 36:0.21 37:0.56 39:0.33 41:0.92 43:0.95 60:0.98 66:0.18 69:0.32 70:1.00 74:0.88 77:0.89 78:0.78 81:0.78 83:0.87 85:0.90 91:0.37 96:0.74 98:0.18 100:0.82 101:0.72 108:0.25 111:0.78 114:0.82 120:0.62 121:0.90 123:0.24 124:0.95 126:0.54 127:0.75 129:0.89 133:0.94 135:0.90 140:0.45 145:0.49 146:0.53 147:0.59 149:0.84 150:0.86 151:0.64 152:0.78 153:0.77 154:0.95 155:0.67 158:0.92 159:0.93 161:0.60 162:0.86 164:0.69 165:0.86 167:0.54 169:0.80 172:0.45 173:0.09 176:0.73 177:0.38 179:0.51 181:0.93 186:0.79 187:0.39 189:0.86 192:0.59 195:0.98 201:0.74 202:0.54 204:0.89 208:0.64 212:0.22 215:0.67 216:0.37 220:0.82 222:0.35 230:0.87 233:0.76 235:0.80 238:0.86 241:0.18 242:0.42 243:0.39 245:0.64 247:0.60 248:0.62 253:0.79 255:0.79 256:0.58 259:0.21 260:0.62 261:0.78 265:0.20 266:0.91 267:0.23 268:0.63 271:0.90 276:0.66 279:0.86 282:0.88 283:0.82 285:0.62 290:0.82 297:0.36 299:0.97 300:0.99\n0 11:0.57 12:0.06 17:0.43 21:0.59 27:0.45 28:0.68 30:0.58 32:0.75 34:0.86 36:0.18 37:0.50 39:0.33 43:0.75 55:0.59 66:0.80 69:0.70 70:0.44 74:0.40 81:0.33 85:0.72 91:0.15 98:0.49 101:0.72 108:0.53 123:0.51 126:0.32 127:0.15 129:0.05 135:0.76 145:0.52 146:0.60 147:0.66 149:0.56 150:0.30 154:0.67 159:0.22 161:0.60 163:0.81 167:0.54 172:0.45 173:0.68 177:0.38 178:0.55 179:0.42 181:0.93 187:0.68 195:0.73 212:0.37 215:0.55 216:0.77 222:0.35 235:0.68 241:0.15 242:0.76 243:0.82 247:0.35 253:0.36 259:0.21 265:0.51 266:0.38 267:0.36 271:0.90 276:0.36 297:0.36 300:0.33\n1 1:0.74 6:0.83 8:0.65 9:0.80 12:0.06 17:0.06 20:0.90 21:0.13 25:0.88 27:0.31 28:0.68 30:0.41 34:0.77 36:0.65 37:0.81 39:0.33 43:0.27 55:0.59 66:0.86 69:0.53 70:0.60 74:0.62 78:0.83 81:0.83 91:0.71 96:0.82 98:0.90 100:0.84 104:0.54 108:0.41 111:0.82 114:0.92 117:0.86 120:0.66 123:0.39 126:0.54 127:0.46 129:0.05 135:0.42 140:0.45 146:0.75 147:0.79 149:0.44 150:0.85 151:0.74 152:0.85 153:0.48 154:0.76 155:0.67 158:0.84 159:0.31 161:0.60 162:0.83 164:0.72 167:0.71 169:0.82 172:0.59 173:0.66 176:0.73 177:0.38 179:0.71 181:0.93 186:0.83 187:0.68 189:0.85 190:0.77 191:0.70 192:0.59 201:0.74 202:0.63 208:0.64 212:0.30 215:0.84 216:0.68 220:0.87 222:0.35 232:0.93 235:0.31 238:0.86 241:0.65 242:0.77 243:0.86 247:0.39 248:0.71 253:0.83 254:0.86 255:0.79 256:0.64 259:0.21 260:0.67 261:0.84 265:0.90 266:0.38 267:0.65 268:0.69 271:0.90 276:0.48 285:0.62 290:0.92 297:0.36 300:0.43\n0 1:0.74 11:0.57 12:0.06 17:0.61 21:0.78 27:0.45 28:0.68 30:0.33 34:0.76 36:0.18 37:0.50 39:0.33 43:0.81 55:0.71 66:0.45 69:0.72 70:0.69 74:0.64 81:0.41 83:0.71 85:0.72 91:0.14 98:0.35 101:0.71 108:0.55 114:0.63 122:0.51 123:0.53 124:0.66 126:0.54 127:0.41 129:0.05 133:0.62 135:0.73 145:0.49 146:0.52 147:0.58 149:0.56 150:0.61 154:0.76 155:0.67 159:0.59 161:0.60 163:0.79 165:0.63 167:0.54 172:0.27 173:0.66 176:0.73 177:0.38 178:0.55 179:0.87 181:0.93 187:0.68 192:0.59 201:0.74 212:0.19 215:0.43 216:0.77 222:0.35 235:1.00 241:0.18 242:0.45 243:0.58 245:0.47 247:0.47 253:0.55 259:0.21 265:0.37 266:0.47 267:0.87 271:0.90 276:0.31 290:0.63 297:0.36 300:0.43\n3 6:0.95 8:0.71 9:0.80 12:0.06 17:0.45 20:0.85 21:0.78 25:0.88 27:0.25 28:0.68 30:0.76 34:0.28 36:0.55 37:0.74 39:0.33 41:0.82 43:0.24 55:0.52 66:0.72 69:0.85 70:0.22 74:0.39 78:0.95 83:0.76 91:0.92 96:0.80 98:0.31 100:0.98 104:0.80 108:0.71 111:0.96 120:0.91 123:0.69 127:0.12 129:0.05 135:0.30 140:0.98 145:0.38 146:0.31 147:0.38 149:0.27 151:0.87 152:0.82 153:0.72 154:0.16 155:0.67 159:0.13 161:0.60 162:0.66 164:0.91 167:0.82 169:0.97 172:0.27 173:0.96 177:0.38 178:0.52 179:0.38 181:0.93 186:0.94 187:0.21 191:0.93 192:0.59 202:0.87 208:0.64 212:0.78 216:0.50 220:0.74 222:0.35 235:0.12 241:0.77 242:0.75 243:0.75 244:0.61 247:0.30 248:0.78 253:0.74 255:0.79 256:0.89 259:0.21 260:0.91 261:0.95 265:0.34 266:0.17 267:0.69 268:0.89 271:0.90 276:0.24 283:0.71 285:0.62 300:0.18\n1 6:0.86 7:0.78 8:0.82 9:0.80 12:0.06 17:0.45 20:0.96 21:0.78 25:0.88 27:0.08 28:0.68 30:0.62 34:0.40 36:0.51 37:0.68 39:0.33 43:0.43 55:0.52 66:0.87 69:0.17 70:0.53 74:0.54 76:0.94 78:0.84 91:0.57 96:0.77 98:0.92 100:0.86 104:0.72 108:0.14 111:0.83 120:0.76 123:0.13 127:0.54 129:0.05 135:0.51 140:0.90 146:0.72 147:0.76 149:0.64 151:0.77 152:0.95 153:0.48 154:0.33 155:0.67 159:0.29 161:0.60 162:0.53 164:0.67 167:0.68 169:0.83 172:0.63 173:0.38 177:0.38 178:0.48 179:0.69 181:0.93 186:0.84 187:0.39 189:0.88 190:0.77 191:0.70 192:0.59 202:0.66 208:0.64 212:0.82 216:0.48 222:0.35 230:0.81 233:0.69 235:0.22 238:0.87 241:0.60 242:0.78 243:0.88 244:0.61 247:0.39 248:0.71 253:0.67 255:0.79 256:0.58 259:0.21 260:0.76 261:0.88 265:0.92 266:0.38 267:0.52 268:0.59 271:0.90 276:0.52 285:0.62 300:0.43\n2 6:0.95 8:0.84 12:0.06 17:0.61 20:0.79 21:0.30 25:0.88 27:0.25 28:0.68 30:0.62 34:0.64 36:0.49 37:0.74 39:0.33 43:0.25 55:0.59 66:0.75 69:0.82 70:0.34 74:0.48 78:0.87 81:0.60 91:0.82 98:0.56 100:0.92 104:0.80 108:0.66 111:0.88 120:0.65 123:0.64 126:0.32 127:0.17 129:0.05 135:0.49 140:0.45 146:0.50 147:0.56 149:0.24 150:0.44 151:0.54 152:0.93 153:0.88 154:0.53 159:0.18 161:0.60 162:0.85 164:0.80 167:0.69 169:0.97 172:0.32 173:0.92 177:0.38 179:0.66 181:0.93 186:0.87 187:0.21 189:0.92 190:0.77 191:0.83 202:0.68 212:0.61 215:0.72 216:0.50 220:0.87 222:0.35 235:0.42 238:0.92 241:0.63 242:0.63 243:0.77 247:0.35 248:0.59 253:0.40 254:0.94 256:0.71 259:0.21 260:0.66 261:0.97 265:0.57 266:0.23 267:0.73 268:0.75 271:0.90 276:0.24 283:0.66 285:0.50 297:0.36 300:0.25\n1 1:0.74 6:0.91 7:0.81 8:0.86 9:0.80 11:0.57 12:0.86 17:0.75 18:0.94 20:0.96 21:0.54 27:0.52 28:0.56 29:0.62 30:0.58 31:0.97 32:0.80 34:0.62 36:0.93 37:0.56 39:0.99 41:0.96 43:0.92 44:0.93 48:0.91 60:0.98 64:0.77 66:0.96 69:0.42 70:0.71 71:0.89 74:0.90 77:0.70 78:0.89 79:0.97 81:0.50 83:0.91 85:0.94 86:0.98 91:0.76 96:0.91 98:0.99 100:0.89 101:0.87 108:0.32 111:0.87 114:0.59 120:0.87 121:0.90 122:0.57 123:0.31 126:0.54 127:0.86 129:0.05 135:0.24 137:0.97 139:0.99 140:0.87 145:0.79 146:0.91 147:0.92 149:0.96 150:0.72 151:0.98 152:0.96 153:0.92 154:0.91 155:0.67 158:0.92 159:0.51 161:0.69 162:0.52 164:0.89 165:0.93 167:0.93 169:0.84 172:0.90 173:0.44 176:0.73 177:0.70 178:0.48 179:0.33 181:0.48 186:0.88 189:0.93 191:0.94 192:0.87 195:0.69 196:0.99 201:0.93 202:0.90 204:0.89 208:0.64 212:0.60 215:0.39 216:0.50 219:0.95 222:0.25 230:0.87 233:0.76 235:0.84 238:0.86 241:0.81 242:0.22 243:0.96 247:0.79 248:0.90 253:0.94 255:0.95 256:0.85 259:0.21 260:0.86 261:0.91 265:0.99 266:0.38 267:0.88 268:0.87 271:0.66 276:0.82 279:0.86 281:0.91 282:0.88 283:0.82 284:0.98 285:0.62 290:0.59 292:0.95 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.92 7:0.81 8:0.92 9:0.80 11:0.57 12:0.86 17:0.61 18:0.77 20:0.98 21:0.64 27:0.44 28:0.56 29:0.62 30:0.71 31:1.00 32:0.69 34:0.67 36:0.63 37:0.78 39:0.99 41:0.99 43:0.95 44:0.90 48:0.99 55:0.45 60:0.87 64:0.77 66:0.72 69:0.30 70:0.33 71:0.89 74:0.67 78:0.89 79:1.00 81:0.44 83:0.91 85:0.72 86:0.83 91:0.94 96:0.98 98:0.64 100:0.88 101:0.87 108:0.76 111:0.88 114:0.57 120:0.96 121:0.90 123:0.75 124:0.45 126:0.54 127:0.63 129:0.05 133:0.59 135:0.19 137:1.00 139:0.91 140:0.80 145:0.80 146:0.50 147:0.57 149:0.74 150:0.70 151:1.00 152:0.90 153:0.98 154:0.95 155:0.67 158:0.92 159:0.57 161:0.69 162:0.64 164:0.96 165:0.93 167:0.96 169:0.86 172:0.91 173:0.28 176:0.73 177:0.70 178:0.42 179:0.25 181:0.48 186:0.89 189:0.93 191:0.97 192:0.87 195:0.77 196:1.00 201:0.93 202:0.96 204:0.89 208:0.64 212:0.93 215:0.38 216:0.56 219:0.95 222:0.25 230:0.87 233:0.76 235:0.84 238:0.85 241:0.91 242:0.80 243:0.23 245:0.88 247:0.55 248:0.98 253:0.97 255:0.95 256:0.96 259:0.21 260:0.96 261:0.91 265:0.65 266:0.47 267:0.89 268:0.96 271:0.66 276:0.85 277:0.87 279:0.86 281:0.91 283:0.82 284:1.00 285:0.62 290:0.57 292:0.95 297:0.36 300:0.70\n1 1:0.74 6:0.81 7:0.81 8:0.60 9:0.80 11:0.57 12:0.86 17:0.69 18:0.76 20:0.80 21:0.13 27:0.44 28:0.56 29:0.62 30:0.62 31:0.96 32:0.80 34:0.40 36:0.76 37:0.25 39:0.99 41:0.90 43:0.80 44:0.93 48:0.91 60:0.97 64:0.77 66:0.83 69:0.19 70:0.43 71:0.89 74:0.76 77:0.70 78:0.82 79:0.96 81:0.73 83:0.91 85:0.80 86:0.84 91:0.76 96:0.87 98:0.98 100:0.79 101:0.87 108:0.15 111:0.81 114:0.79 120:0.79 121:0.90 122:0.57 123:0.15 126:0.54 127:0.85 129:0.05 135:0.60 137:0.96 139:0.93 140:0.45 145:0.67 146:0.71 147:0.76 149:0.73 150:0.83 151:0.95 152:0.77 153:0.85 154:0.75 155:0.67 158:0.91 159:0.28 161:0.69 162:0.79 163:0.81 164:0.77 165:0.93 167:0.94 169:0.79 172:0.51 173:0.44 176:0.73 177:0.70 179:0.85 181:0.48 186:0.82 189:0.83 192:0.87 195:0.59 196:0.98 201:0.93 202:0.67 204:0.89 208:0.64 212:0.28 215:0.61 216:0.22 219:0.95 222:0.25 230:0.86 233:0.73 235:0.42 238:0.82 241:0.84 242:0.29 243:0.84 247:0.67 248:0.85 253:0.88 255:0.95 256:0.68 259:0.21 260:0.79 261:0.79 265:0.98 266:0.54 267:0.36 268:0.72 271:0.66 276:0.41 279:0.86 281:0.89 282:0.88 283:0.78 284:0.96 285:0.62 290:0.79 292:0.91 297:0.36 299:0.88 300:0.33\n2 1:0.74 6:0.91 7:0.66 8:0.90 9:0.80 11:0.57 12:0.86 17:0.86 18:0.69 20:0.94 21:0.13 27:0.10 28:0.56 29:0.62 30:0.95 31:0.99 32:0.80 34:0.53 36:0.50 37:0.88 39:0.99 41:0.97 43:0.83 44:0.93 48:0.91 55:0.45 60:0.87 64:0.77 66:0.90 69:0.40 70:0.13 71:0.89 74:0.65 77:0.70 78:0.87 79:0.99 81:0.67 83:0.91 85:0.72 86:0.77 91:0.97 96:0.96 98:0.79 100:0.86 101:0.87 108:0.73 111:0.86 114:0.79 120:0.94 123:0.71 124:0.37 126:0.54 127:0.77 129:0.05 133:0.43 135:0.20 137:0.99 139:0.88 140:0.87 145:0.59 146:0.41 147:0.47 149:0.80 150:0.80 151:0.99 152:0.87 153:0.99 154:0.79 155:0.67 158:0.91 159:0.61 161:0.69 162:0.51 164:0.91 165:0.93 167:0.97 169:0.84 172:0.98 173:0.34 176:0.73 177:0.70 179:0.15 181:0.48 186:0.87 189:0.92 191:0.96 192:0.87 195:0.80 196:0.99 201:0.93 202:0.92 208:0.64 212:0.93 215:0.61 216:0.47 219:0.95 222:0.25 230:0.69 233:0.76 235:0.31 238:0.84 241:0.95 242:0.82 243:0.09 245:0.94 247:0.60 248:0.95 253:0.95 255:0.95 256:0.88 259:0.21 260:0.94 261:0.89 265:0.79 266:0.54 267:0.52 268:0.90 271:0.66 276:0.94 277:0.69 279:0.86 281:0.89 282:0.88 283:0.82 284:0.99 285:0.62 290:0.79 292:0.91 297:0.36 299:0.88 300:0.55\n1 1:0.74 11:0.57 12:0.86 17:0.47 18:0.76 21:0.59 27:0.45 28:0.56 29:0.62 30:0.62 32:0.80 34:0.84 36:0.27 37:0.50 39:0.99 43:0.81 44:0.93 60:0.87 64:0.77 66:0.13 69:0.70 70:0.62 71:0.89 74:0.71 77:0.70 81:0.45 83:0.91 85:0.85 86:0.84 91:0.07 98:0.35 101:0.87 108:0.82 114:0.58 123:0.51 124:0.48 126:0.54 127:0.35 129:0.59 133:0.46 135:0.83 139:0.90 145:0.47 146:0.47 147:0.54 149:0.75 150:0.70 154:0.77 155:0.67 158:0.91 159:0.49 161:0.69 165:0.93 167:0.64 172:0.54 173:0.67 176:0.73 177:0.70 178:0.55 179:0.61 181:0.48 187:0.68 192:0.87 195:0.75 201:0.93 208:0.64 212:0.77 215:0.39 216:0.77 219:0.95 222:0.25 235:0.80 241:0.27 242:0.51 243:0.33 245:0.68 247:0.67 253:0.44 259:0.21 265:0.26 266:0.38 267:0.52 271:0.66 276:0.35 279:0.86 282:0.88 283:0.78 290:0.58 292:0.91 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.96 7:0.66 8:0.93 9:0.80 12:0.86 17:0.47 18:0.70 20:0.98 21:0.64 25:0.88 27:0.15 28:0.56 29:0.62 30:0.95 31:0.98 32:0.80 34:0.61 36:0.60 37:0.87 39:0.99 41:0.97 43:0.14 44:0.93 48:0.98 55:0.45 64:0.77 66:0.98 69:0.48 70:0.13 71:0.89 74:0.47 77:0.70 78:0.94 79:0.98 81:0.45 83:0.91 86:0.72 91:0.99 96:0.91 98:0.94 100:0.98 104:0.58 108:0.37 111:0.96 114:0.57 120:0.98 123:0.35 126:0.54 127:0.63 129:0.05 135:0.23 137:0.98 139:0.84 140:0.95 145:0.76 146:0.83 147:0.86 149:0.68 150:0.70 151:0.98 152:0.93 153:0.98 154:0.57 155:0.67 159:0.39 161:0.69 162:0.68 164:0.97 165:0.93 167:0.98 169:0.95 172:0.95 173:0.56 175:0.75 176:0.73 177:0.38 179:0.19 181:0.48 186:0.94 189:0.97 191:0.97 192:0.87 195:0.65 196:0.98 201:0.93 202:0.97 208:0.64 212:0.93 215:0.38 216:0.73 219:0.92 220:0.62 222:0.25 230:0.69 233:0.76 235:0.88 238:0.95 241:0.99 242:0.82 243:0.98 244:0.61 247:0.39 248:0.91 253:0.88 254:0.84 255:0.95 256:0.97 257:0.65 259:0.21 260:0.97 261:0.96 265:0.94 266:0.47 267:0.82 268:0.98 271:0.66 276:0.91 277:0.69 281:0.91 282:0.88 283:0.78 284:0.99 285:0.62 290:0.57 292:0.87 297:0.36 299:0.88 300:0.18\n1 1:0.74 6:0.96 7:0.81 8:0.65 9:0.80 12:0.86 17:0.87 20:0.82 21:0.59 25:0.88 27:0.15 28:0.56 29:0.62 31:0.87 32:0.64 34:0.58 36:0.70 37:0.87 39:0.99 41:0.82 64:0.77 71:0.89 74:0.47 78:0.78 79:0.86 81:0.48 83:0.91 91:0.68 96:0.69 100:0.79 104:0.58 111:0.77 114:0.58 120:0.84 121:0.90 126:0.54 135:0.32 137:0.87 139:0.74 140:0.90 145:0.50 150:0.71 151:0.50 152:0.93 153:0.87 155:0.67 161:0.69 162:0.70 164:0.73 165:0.93 167:0.87 169:0.95 175:0.97 176:0.73 181:0.48 186:0.79 187:0.21 189:0.84 190:0.89 191:0.82 192:0.87 195:0.53 196:0.88 201:0.93 202:0.71 204:0.89 208:0.64 215:0.39 216:0.73 222:0.25 230:0.87 233:0.76 235:0.88 238:0.84 241:0.75 244:0.93 248:0.50 253:0.42 255:0.95 256:0.71 257:0.93 259:0.21 260:0.77 261:0.96 267:0.65 268:0.74 271:0.66 277:0.95 281:0.91 283:0.82 284:0.91 285:0.62 290:0.58 297:0.36\n2 1:0.74 7:0.81 9:0.80 11:0.57 12:0.86 17:0.90 18:0.77 21:0.64 27:0.44 28:0.56 29:0.62 30:0.71 31:0.97 32:0.69 34:0.68 36:0.64 37:0.78 39:0.99 41:0.88 43:0.95 44:0.90 48:0.99 55:0.45 60:0.87 64:0.77 66:0.72 69:0.30 70:0.33 71:0.89 74:0.67 79:0.97 81:0.44 83:0.91 85:0.72 86:0.83 91:0.38 96:0.86 98:0.63 101:0.87 108:0.76 114:0.57 120:0.87 121:0.90 123:0.75 124:0.45 126:0.54 127:0.56 129:0.05 133:0.59 135:0.34 137:0.97 139:0.91 140:0.90 145:0.80 146:0.50 147:0.57 149:0.74 150:0.70 151:0.94 153:0.90 154:0.95 155:0.67 158:0.92 159:0.57 161:0.69 162:0.64 164:0.77 165:0.93 167:0.79 172:0.91 173:0.27 176:0.73 177:0.70 179:0.24 181:0.48 187:0.39 192:0.87 195:0.78 196:0.98 201:0.93 202:0.75 204:0.89 208:0.64 212:0.93 215:0.38 216:0.56 219:0.95 222:0.25 230:0.87 233:0.76 235:0.84 241:0.70 242:0.80 243:0.23 245:0.88 247:0.55 248:0.85 253:0.85 255:0.95 256:0.75 259:0.21 260:0.85 265:0.64 266:0.47 267:0.69 268:0.77 271:0.66 276:0.85 277:0.87 279:0.86 281:0.91 283:0.82 284:0.95 285:0.62 290:0.57 292:0.95 297:0.36 300:0.70\n2 1:0.74 11:0.57 12:0.86 17:0.45 18:0.83 21:0.13 27:0.45 28:0.56 29:0.62 30:0.19 34:0.85 36:0.17 37:0.50 39:0.99 43:0.82 44:0.87 60:0.87 64:0.77 66:0.30 69:0.68 70:0.90 71:0.89 74:0.60 81:0.67 83:0.91 85:0.80 86:0.90 91:0.10 98:0.20 101:0.87 108:0.84 114:0.79 123:0.83 124:0.83 126:0.54 127:0.39 129:0.59 133:0.81 135:0.60 139:0.91 145:0.50 146:0.24 147:0.30 149:0.68 150:0.80 154:0.77 155:0.67 158:0.92 159:0.54 161:0.69 165:0.93 167:0.64 172:0.41 173:0.64 176:0.73 177:0.70 178:0.55 179:0.59 181:0.48 187:0.68 192:0.87 195:0.77 201:0.93 208:0.64 212:0.57 215:0.61 216:0.77 219:0.95 222:0.25 235:0.31 241:0.30 242:0.23 243:0.36 245:0.61 247:0.76 253:0.56 259:0.21 265:0.22 266:0.71 267:0.28 271:0.66 276:0.53 279:0.86 283:0.82 290:0.79 292:0.95 297:0.36 300:0.70\n1 1:0.74 7:0.81 8:0.82 9:0.80 12:0.86 17:0.88 21:0.64 25:0.88 27:0.15 28:0.56 29:0.62 31:0.86 32:0.64 34:0.52 36:0.54 37:0.87 39:0.99 41:0.88 64:0.77 71:0.89 74:0.47 79:0.86 81:0.45 83:0.91 91:0.78 96:0.68 104:0.58 114:0.57 120:0.84 121:0.90 126:0.54 135:0.34 137:0.86 139:0.74 140:0.87 145:0.54 150:0.70 151:0.47 153:0.90 155:0.67 161:0.69 162:0.64 164:0.75 165:0.93 167:0.86 175:0.97 176:0.73 181:0.48 187:0.21 190:0.89 191:0.80 192:0.87 195:0.53 196:0.87 201:0.93 202:0.72 204:0.89 208:0.64 215:0.38 216:0.73 222:0.25 230:0.87 233:0.76 235:0.88 241:0.75 244:0.93 248:0.47 253:0.40 255:0.95 256:0.71 257:0.93 259:0.21 260:0.77 267:0.23 268:0.74 271:0.66 277:0.95 281:0.91 284:0.93 285:0.62 290:0.57 297:0.36\n1 1:0.74 6:0.95 7:0.81 8:0.90 9:0.80 11:0.57 12:0.86 17:0.64 18:0.91 20:0.92 21:0.64 22:0.93 27:0.30 28:0.56 29:0.62 30:0.45 31:0.98 32:0.80 34:0.77 36:0.42 37:0.80 39:0.99 41:0.96 43:0.83 44:0.93 47:0.93 48:0.98 55:0.71 60:0.95 64:0.77 66:0.54 69:0.67 70:0.64 71:0.89 74:0.75 77:0.70 78:0.90 79:0.97 81:0.44 83:0.91 85:0.80 86:0.93 91:0.87 96:0.91 98:0.57 100:0.94 101:0.87 104:0.83 106:0.81 108:0.78 111:0.91 114:0.57 117:0.86 120:0.84 121:0.97 122:0.65 123:0.76 124:0.52 126:0.54 127:0.38 129:0.59 133:0.46 135:0.49 137:0.98 139:0.96 140:0.80 145:0.85 146:0.60 147:0.66 149:0.72 150:0.70 151:1.00 152:0.86 153:0.98 154:0.79 155:0.67 158:0.92 159:0.53 161:0.69 162:0.52 164:0.87 165:0.93 167:0.76 169:0.92 172:0.74 173:0.63 176:0.73 177:0.70 178:0.42 179:0.36 181:0.48 186:0.90 187:0.21 189:0.96 191:0.88 192:0.87 195:0.79 196:0.99 201:0.93 202:0.87 204:0.89 206:0.81 208:0.64 212:0.78 215:0.38 216:0.74 219:0.95 222:0.25 230:0.87 233:0.76 235:0.84 238:0.92 241:0.65 242:0.29 243:0.40 245:0.88 247:0.76 248:0.90 253:0.91 255:0.95 256:0.81 259:0.21 260:0.85 261:0.92 262:0.93 265:0.59 266:0.71 267:0.36 268:0.84 271:0.66 276:0.71 279:0.86 281:0.91 282:0.88 283:0.82 284:0.98 285:0.62 290:0.57 292:0.95 297:0.36 299:0.88 300:0.55\n0 1:0.74 6:0.96 7:0.81 8:0.92 9:0.80 12:0.86 17:0.85 20:0.74 21:0.64 25:0.88 27:0.15 28:0.56 29:0.62 31:0.91 32:0.64 34:0.55 36:0.81 37:0.87 39:0.99 41:0.88 64:0.77 71:0.89 74:0.47 78:0.87 79:0.91 81:0.45 83:0.91 91:0.61 96:0.76 100:0.89 104:0.58 111:0.86 114:0.57 120:0.79 121:0.90 126:0.54 135:0.30 137:0.91 139:0.74 140:0.87 145:0.54 150:0.70 151:0.72 152:0.93 153:0.82 155:0.67 161:0.69 162:0.76 164:0.74 165:0.93 167:0.91 169:0.95 175:0.97 176:0.73 181:0.48 186:0.87 187:0.21 190:0.89 192:0.87 195:0.53 196:0.91 201:0.93 202:0.68 204:0.89 208:0.64 215:0.38 216:0.73 222:0.25 230:0.87 233:0.76 235:0.88 241:0.78 244:0.93 248:0.68 253:0.60 255:0.95 256:0.68 257:0.93 259:0.21 260:0.74 261:0.96 267:0.19 268:0.72 271:0.66 277:0.95 281:0.91 284:0.93 285:0.62 290:0.57 297:0.36\n2 1:0.74 6:0.95 7:0.81 8:0.93 9:0.80 11:0.57 12:0.86 17:0.55 18:0.60 20:0.98 27:0.19 28:0.56 29:0.62 30:0.95 31:0.99 34:0.64 36:0.58 37:0.84 39:0.99 41:0.98 43:0.66 48:0.91 55:0.45 60:0.95 64:0.77 66:0.92 69:0.81 70:0.13 71:0.89 74:0.62 78:0.92 79:0.99 81:0.81 83:0.91 85:0.72 86:0.69 91:0.97 96:0.95 98:0.80 100:0.94 101:0.87 108:0.65 111:0.92 114:0.98 120:0.95 121:0.90 123:0.63 124:0.36 126:0.54 127:0.82 129:0.05 133:0.37 135:0.18 137:0.99 139:0.85 140:0.90 145:0.67 146:0.78 147:0.50 149:0.70 150:0.88 151:0.98 152:0.90 153:0.93 154:0.55 155:0.67 158:0.92 159:0.48 161:0.69 162:0.51 164:0.95 165:0.93 167:0.96 169:0.91 172:0.95 173:0.88 176:0.73 177:0.05 178:0.50 179:0.22 181:0.48 186:0.92 189:0.96 191:0.97 192:0.87 196:0.98 201:0.93 202:0.96 204:0.89 208:0.64 212:0.93 215:0.96 216:0.59 219:0.95 220:0.82 222:0.25 230:0.87 233:0.76 235:0.12 238:0.90 241:0.91 242:0.82 243:0.08 245:0.83 247:0.35 248:0.95 253:0.95 255:0.95 256:0.95 257:0.84 259:0.21 260:0.94 261:0.93 265:0.80 266:0.54 267:0.52 268:0.95 271:0.66 276:0.88 279:0.86 281:0.91 283:0.82 284:0.99 285:0.62 290:0.98 292:0.95 297:0.36 300:0.55\n2 1:0.74 6:0.90 7:0.81 8:0.88 9:0.80 11:0.57 12:0.86 17:0.28 18:0.86 20:0.98 21:0.22 27:0.29 28:0.56 29:0.62 30:0.41 31:1.00 32:0.68 34:0.80 36:0.73 37:0.63 39:0.99 41:0.99 43:0.76 44:0.90 48:0.98 55:0.59 60:0.87 64:0.77 66:0.54 69:0.77 70:0.51 71:0.89 74:0.64 78:0.92 79:1.00 81:0.65 83:0.91 85:0.72 86:0.90 91:0.98 96:0.96 98:0.69 100:0.94 101:0.87 108:0.61 111:0.92 114:0.71 120:0.95 121:0.90 122:0.43 123:0.58 124:0.50 126:0.54 127:0.54 129:0.05 133:0.43 135:0.20 137:1.00 139:0.94 140:0.45 145:0.79 146:0.56 147:0.37 149:0.54 150:0.79 151:1.00 152:0.90 153:0.99 154:0.68 155:0.67 158:0.87 159:0.32 161:0.69 162:0.56 164:0.93 165:0.93 167:0.95 169:0.92 172:0.48 173:0.91 176:0.73 177:0.38 179:0.73 181:0.48 186:0.92 189:0.92 191:0.97 192:0.87 195:0.59 196:1.00 201:0.93 202:0.97 204:0.89 208:0.64 212:0.72 215:0.51 216:0.64 219:0.95 222:0.25 228:0.99 230:0.87 233:0.76 235:0.52 238:0.90 241:0.89 242:0.19 243:0.36 245:0.66 247:0.74 248:0.96 253:0.96 255:0.95 256:1.00 257:0.65 259:0.21 260:0.94 261:0.94 265:0.70 266:0.27 267:0.28 268:0.97 271:0.66 276:0.45 279:0.86 281:0.91 283:0.82 284:1.00 285:0.62 290:0.71 292:0.95 297:0.36 300:0.33\n1 1:0.74 6:0.81 7:0.81 8:0.94 9:0.80 12:0.86 17:0.49 20:0.76 21:0.05 27:0.56 28:0.56 29:0.62 30:0.95 31:0.95 32:0.80 34:0.84 36:0.73 37:0.84 39:0.99 41:0.88 43:0.10 44:0.93 48:0.98 55:0.45 64:0.77 66:0.54 69:0.81 71:0.89 74:0.59 77:0.70 78:0.85 79:0.94 81:0.80 83:0.91 91:0.88 96:0.83 98:0.15 100:0.81 104:0.76 108:0.66 111:0.83 114:0.89 120:0.82 121:0.90 123:0.63 126:0.54 127:0.09 129:0.05 135:0.28 137:0.95 139:0.82 140:0.45 145:0.65 146:0.19 147:0.24 149:0.08 150:0.87 151:0.82 152:0.75 153:0.72 154:0.09 155:0.67 159:0.10 161:0.69 162:0.72 164:0.77 165:0.93 167:0.97 169:0.79 172:0.10 173:0.96 175:0.91 176:0.73 177:0.05 179:0.22 181:0.48 186:0.85 189:0.83 190:0.89 191:0.86 192:0.87 195:0.58 196:0.94 201:0.93 202:0.72 204:0.89 208:0.64 215:0.78 216:0.13 220:0.62 222:0.25 230:0.87 233:0.76 235:0.31 238:0.82 241:0.95 243:0.63 244:0.83 248:0.80 253:0.82 255:0.95 256:0.73 257:0.84 259:0.21 260:0.80 261:0.76 265:0.16 267:0.36 268:0.75 271:0.66 277:0.87 281:0.91 282:0.88 284:0.94 285:0.62 290:0.89 297:0.36 299:0.88 300:0.08\n2 1:0.60 6:0.80 7:0.75 8:0.60 9:0.80 10:0.95 11:0.46 12:0.86 17:0.82 18:0.97 20:0.92 21:0.54 23:1.00 25:0.88 26:0.95 27:0.43 28:0.76 29:0.86 30:0.62 31:1.00 32:0.67 34:0.78 36:0.81 37:0.26 39:0.99 41:0.90 43:0.66 44:0.88 45:0.83 48:1.00 58:1.00 62:1.00 64:0.77 66:0.61 69:0.27 70:0.66 71:0.92 74:0.41 75:0.98 78:0.96 79:1.00 81:0.60 83:0.91 86:0.97 89:0.98 91:0.85 96:0.96 97:0.99 98:0.80 99:0.83 100:0.92 101:0.47 108:0.21 111:0.93 120:0.97 122:0.91 123:0.20 124:0.50 126:0.51 127:0.94 128:1.00 129:0.59 133:0.46 135:0.19 137:1.00 139:0.98 140:0.96 141:0.98 145:0.94 146:0.72 147:0.76 149:0.82 150:0.49 151:0.96 152:0.92 153:0.93 154:0.65 155:0.67 159:0.43 161:0.90 162:0.86 164:0.96 165:0.65 167:0.81 168:1.00 169:0.88 170:0.77 172:0.80 173:0.37 174:0.89 175:0.75 177:0.70 179:0.41 181:0.50 186:0.96 189:0.82 191:0.73 192:0.99 193:0.99 195:0.64 196:1.00 197:0.92 199:1.00 201:0.64 202:0.91 204:0.82 205:0.99 208:0.64 212:0.84 215:0.58 216:0.29 219:0.94 220:0.62 222:0.21 223:0.95 224:0.99 225:0.99 226:0.98 228:0.99 230:0.77 233:0.76 234:0.99 235:0.88 236:0.95 238:0.84 239:0.96 240:0.99 241:0.82 242:0.27 243:0.68 244:0.61 245:0.90 247:0.84 248:0.91 253:0.93 255:1.00 256:0.93 257:0.65 259:0.21 260:0.97 261:0.93 265:0.80 266:0.47 267:0.17 268:0.95 271:0.66 274:1.00 276:0.76 277:0.69 279:0.81 281:0.91 283:0.82 284:1.00 285:0.62 292:0.95 297:0.36 300:0.70\n2 1:0.66 6:0.84 8:0.67 10:0.97 11:0.75 12:0.86 17:0.64 18:0.92 20:0.89 21:0.47 22:0.93 26:0.95 27:0.42 28:0.76 29:0.86 30:0.74 32:0.80 33:0.97 34:0.31 36:0.34 37:0.63 39:0.99 43:0.77 44:0.93 45:0.91 47:0.93 58:0.93 64:0.77 66:0.82 69:0.80 70:0.33 71:0.92 74:0.54 77:0.70 78:0.82 81:0.74 83:0.91 85:0.72 86:0.95 89:0.99 91:0.12 98:0.69 100:0.80 101:0.96 102:0.98 104:0.90 106:0.81 108:0.63 111:0.80 114:0.80 122:0.93 123:0.61 124:0.38 126:0.54 127:0.26 129:0.05 133:0.39 135:0.20 139:0.94 141:0.91 145:0.59 146:0.79 147:0.18 149:0.84 150:0.54 152:0.84 154:0.69 155:0.51 159:0.43 161:0.90 165:0.93 167:0.53 169:0.77 170:0.77 172:0.79 173:0.79 174:0.94 176:0.73 177:0.38 178:0.55 179:0.30 181:0.50 186:0.82 187:0.87 189:0.86 192:0.50 195:0.74 197:0.96 199:0.98 201:0.66 206:0.81 208:0.64 212:0.83 215:0.63 216:0.68 219:0.91 222:0.21 223:0.94 224:0.93 225:0.98 234:0.91 235:0.80 236:0.97 238:0.82 239:0.97 240:0.95 241:0.37 242:0.44 243:0.13 245:0.71 247:0.76 253:0.59 257:0.84 259:0.21 261:0.82 262:0.93 265:0.69 266:0.38 267:0.23 271:0.66 274:0.91 276:0.70 282:0.88 283:0.82 290:0.80 291:0.97 292:0.95 297:0.36 299:0.88 300:0.33\n2 1:0.64 7:0.69 9:0.71 10:0.99 11:0.46 12:0.86 17:0.53 18:0.97 21:0.30 26:0.95 27:0.51 28:0.76 29:0.86 30:0.73 31:0.88 32:0.80 34:0.36 36:0.35 37:0.72 39:0.99 43:0.63 44:0.93 45:0.95 48:0.97 55:0.59 58:0.98 64:0.77 66:0.74 69:0.15 70:0.45 71:0.92 74:0.47 77:0.70 79:0.88 81:0.62 83:0.69 86:0.98 89:0.99 91:0.22 96:0.71 98:0.80 99:0.95 101:0.47 102:0.98 108:0.12 114:0.84 120:0.58 122:0.76 123:0.12 124:0.43 126:0.51 127:0.63 129:0.05 133:0.37 135:0.82 137:0.88 139:0.97 140:0.45 141:0.98 145:0.61 146:0.91 147:0.93 149:0.46 150:0.47 151:0.58 153:0.48 154:0.48 155:0.57 159:0.67 161:0.90 162:0.86 164:0.56 165:0.81 167:0.58 170:0.77 172:0.93 173:0.15 174:0.96 175:0.75 176:0.70 177:0.70 179:0.21 181:0.50 187:0.39 190:0.77 192:0.86 195:0.83 196:0.93 197:0.97 199:0.99 201:0.62 202:0.36 208:0.61 212:0.89 215:0.72 216:0.59 220:0.87 222:0.21 223:0.95 224:0.99 225:0.98 228:0.99 230:0.71 233:0.76 234:0.98 235:0.52 239:0.99 240:0.95 241:0.54 242:0.31 243:0.77 244:0.61 245:0.95 247:0.86 248:0.56 253:0.62 254:0.92 255:0.70 256:0.45 257:0.65 259:0.21 260:0.58 265:0.80 266:0.54 267:0.44 268:0.46 271:0.66 274:0.97 276:0.89 277:0.69 281:0.91 282:0.88 284:0.88 285:0.60 290:0.84 297:0.36 299:0.88 300:0.70\n2 6:0.97 7:0.75 8:0.90 9:0.72 10:0.96 11:0.57 12:0.86 17:0.75 18:0.89 20:0.82 22:0.93 26:0.95 27:0.19 28:0.76 29:0.86 30:0.73 31:0.97 32:0.67 33:0.97 34:0.59 36:0.47 37:0.84 39:0.99 43:0.73 44:0.88 45:0.93 47:0.93 48:0.98 58:0.99 64:0.77 66:0.61 69:0.40 70:0.40 71:0.92 74:0.56 75:0.97 78:0.90 79:0.97 81:0.46 83:0.91 86:0.91 89:0.99 91:0.42 96:0.73 97:0.97 98:0.76 100:0.93 101:0.87 104:0.86 106:0.81 108:0.74 111:0.90 120:0.81 122:0.93 123:0.72 124:0.58 126:0.32 127:0.80 129:0.05 133:0.65 135:0.68 137:0.97 139:0.93 140:0.95 141:0.98 145:0.54 146:0.37 147:0.44 149:0.76 150:0.46 151:0.63 152:0.78 153:0.83 154:0.66 155:0.64 158:0.81 159:0.76 161:0.90 162:0.75 163:0.81 164:0.74 167:0.54 169:0.91 170:0.77 172:0.77 173:0.25 174:0.95 177:0.88 179:0.44 181:0.50 186:0.90 187:0.68 189:0.98 190:0.77 191:0.73 192:0.87 193:0.99 195:0.88 196:0.98 197:0.95 199:0.99 201:0.60 202:0.65 204:0.83 206:0.81 208:0.64 212:0.48 215:0.96 216:0.59 219:0.94 222:0.21 223:0.95 224:1.00 225:0.97 226:0.98 230:0.77 233:0.76 234:1.00 235:0.05 238:0.93 239:0.97 240:0.95 241:0.43 242:0.41 243:0.29 244:0.61 245:0.82 247:0.82 248:0.61 253:0.54 255:0.73 256:0.80 259:0.21 260:0.82 261:0.84 262:0.93 265:0.76 266:0.71 267:0.52 268:0.69 271:0.66 274:0.99 276:0.73 277:0.69 279:0.80 281:0.91 283:0.82 284:0.95 285:0.60 291:0.97 292:0.95 297:0.36 300:0.55\n2 1:0.59 7:0.75 8:0.89 9:0.70 10:0.95 11:0.52 12:0.86 17:0.85 18:0.89 21:0.40 22:0.93 23:0.96 26:0.95 27:0.35 28:0.76 29:0.86 30:0.75 31:0.88 32:0.72 33:0.97 34:0.23 36:0.29 37:0.79 39:0.99 43:0.32 44:0.92 45:0.92 47:0.93 48:0.98 55:0.45 58:0.98 62:0.96 64:0.77 66:0.91 69:0.88 70:0.41 71:0.92 74:0.54 77:0.70 79:0.87 81:0.54 83:0.69 86:0.89 89:0.99 91:0.38 98:0.77 101:0.65 104:0.78 106:0.81 108:0.77 120:0.57 123:0.75 124:0.37 126:0.51 127:0.38 128:0.95 129:0.05 133:0.39 135:0.51 137:0.88 139:0.92 140:0.45 141:0.98 145:0.77 146:0.88 147:0.23 149:0.74 150:0.50 151:0.54 153:0.48 154:0.25 155:0.55 159:0.55 161:0.90 162:0.86 164:0.56 167:0.52 168:0.95 170:0.77 172:0.94 173:0.89 174:0.94 177:0.38 179:0.19 181:0.50 187:0.39 190:0.77 192:0.58 193:0.96 195:0.80 196:0.91 197:0.94 199:0.99 201:0.65 202:0.36 204:0.81 205:0.95 206:0.81 208:0.64 212:0.91 215:0.67 216:0.70 219:0.91 220:0.91 222:0.21 223:0.95 224:0.99 225:0.99 230:0.77 233:0.66 234:0.99 235:0.74 236:0.95 239:0.94 240:0.99 241:0.32 242:0.63 243:0.08 244:0.61 245:0.82 247:0.91 248:0.53 253:0.43 254:0.80 255:0.70 256:0.45 257:0.84 259:0.21 260:0.57 262:0.93 265:0.77 266:0.54 267:0.79 268:0.46 271:0.66 274:0.98 276:0.87 281:0.86 282:0.80 283:0.67 284:0.88 285:0.60 291:0.97 292:0.88 297:0.36 300:0.70\n2 1:0.69 6:0.83 7:0.81 8:0.69 9:0.80 11:0.52 12:0.86 17:0.89 18:0.96 20:0.81 22:0.93 23:0.96 26:0.95 27:0.61 28:0.76 29:0.86 30:0.85 31:0.94 32:0.72 34:0.64 36:0.55 37:0.43 39:0.99 41:0.82 43:0.73 44:0.92 45:0.95 47:0.93 48:0.98 58:0.99 62:0.97 64:0.77 66:0.97 69:0.21 70:0.41 71:0.92 74:0.82 77:0.70 78:0.91 79:0.93 81:0.86 83:0.91 86:0.98 89:0.95 91:0.46 96:0.80 97:0.94 98:0.97 99:0.95 100:0.89 101:0.65 104:0.91 106:0.81 108:0.17 111:0.89 114:0.98 120:0.69 121:0.90 122:0.65 123:0.16 126:0.54 127:0.75 128:0.98 129:0.05 135:0.42 137:0.94 139:0.98 140:0.45 141:0.98 145:0.89 146:0.91 147:0.93 149:0.94 150:0.83 151:0.86 152:0.79 153:0.48 154:0.63 155:0.67 158:0.82 159:0.53 161:0.90 162:0.86 164:0.57 165:0.93 167:0.56 168:0.98 169:0.86 170:0.77 172:0.92 173:0.26 175:0.75 176:0.73 177:0.70 179:0.28 181:0.50 186:0.91 187:0.39 189:0.84 192:0.99 193:1.00 195:0.71 196:0.97 199:0.99 201:0.74 202:0.36 204:0.85 205:0.95 206:0.81 208:0.64 212:0.78 215:0.96 216:0.30 219:0.94 222:0.21 223:0.95 224:1.00 225:0.98 230:0.87 233:0.76 234:1.00 235:0.68 236:0.97 238:0.84 239:0.90 240:0.99 241:0.49 242:0.18 243:0.97 244:0.61 247:0.84 248:0.77 253:0.86 255:1.00 256:0.45 257:0.65 259:0.21 260:0.70 261:0.84 262:0.93 265:0.97 266:0.38 267:0.28 268:0.46 271:0.66 274:0.98 276:0.85 277:0.69 279:0.78 281:0.91 282:0.80 283:0.82 284:0.89 285:0.62 290:0.98 292:0.95 297:0.36 300:0.43\n1 1:0.63 7:0.81 8:0.83 9:0.73 10:0.90 11:0.46 12:0.86 17:0.90 18:0.92 23:0.96 26:0.95 27:0.68 28:0.76 29:0.86 30:0.11 31:0.94 32:0.71 34:0.45 36:0.77 37:0.87 39:0.99 43:0.59 44:0.92 45:0.66 48:0.99 55:0.84 58:0.98 62:0.98 64:0.77 66:0.16 69:0.73 70:0.97 71:0.92 74:0.47 79:0.94 81:0.66 83:0.91 86:0.92 89:0.97 91:0.23 98:0.48 99:0.83 101:0.47 102:0.97 104:0.81 106:0.81 108:0.56 120:0.72 121:0.90 122:0.92 123:0.72 124:0.89 126:0.51 127:0.53 128:0.98 129:0.05 133:0.89 135:0.85 137:0.94 139:0.94 140:0.45 141:0.98 145:0.94 146:0.50 147:0.05 149:0.38 150:0.57 151:0.90 153:0.69 154:0.49 155:0.63 159:0.78 161:0.90 162:0.86 164:0.62 165:0.65 167:0.50 168:0.98 170:0.77 172:0.48 173:0.55 174:0.86 175:0.75 177:0.05 179:0.44 181:0.50 187:0.21 190:0.77 192:0.87 193:1.00 195:0.92 196:0.97 197:0.88 199:0.99 201:0.65 202:0.46 204:0.84 205:0.95 206:0.81 208:0.64 212:0.26 215:0.96 216:0.04 219:0.91 222:0.21 223:0.95 224:1.00 225:0.99 228:0.99 230:0.87 233:0.76 234:1.00 235:0.12 236:0.95 239:0.94 240:0.99 241:0.24 242:0.32 243:0.08 244:0.61 245:0.71 247:0.82 248:0.80 251:1.00 253:0.39 254:0.95 255:0.78 256:0.45 257:0.93 259:0.21 260:0.73 265:0.28 266:0.94 267:0.28 268:0.55 271:0.66 274:0.97 276:0.71 277:0.87 281:0.91 283:0.82 284:0.90 285:0.60 292:0.95 297:0.36 300:0.84\n1 7:0.70 8:0.80 9:0.72 10:0.96 11:0.52 12:0.86 17:0.79 18:0.85 21:0.59 23:0.99 26:0.95 27:0.66 28:0.76 29:0.86 30:0.19 31:0.98 32:0.67 34:0.40 36:0.62 37:0.45 39:0.99 43:0.34 44:0.88 45:0.81 58:1.00 62:0.98 66:0.35 69:0.86 70:0.97 71:0.92 74:0.44 75:0.97 79:0.98 81:0.33 83:0.56 86:0.88 89:0.99 91:0.84 96:0.80 98:0.66 101:0.65 108:0.85 120:0.92 122:0.75 123:0.84 124:0.76 126:0.32 127:0.96 128:0.98 129:0.59 133:0.74 135:0.42 137:0.98 139:0.87 140:0.99 141:0.98 145:0.99 146:0.74 147:0.47 149:0.47 150:0.33 151:0.53 153:0.82 154:0.18 155:0.56 159:0.73 161:0.90 162:0.70 164:0.93 167:0.83 168:0.98 170:0.77 172:0.77 173:0.81 174:0.95 177:0.70 179:0.34 181:0.50 190:0.89 191:0.88 192:0.58 193:0.97 195:0.87 196:0.98 197:0.96 199:0.99 201:0.55 202:0.90 204:0.79 205:0.99 208:0.61 212:0.55 215:0.55 216:0.21 219:0.91 220:0.62 222:0.21 223:0.95 224:0.98 225:0.99 226:0.96 230:0.73 233:0.66 234:0.97 235:0.74 236:0.94 239:0.96 240:0.99 241:0.88 242:0.13 243:0.20 245:0.88 247:0.97 248:0.52 253:0.74 254:0.99 255:0.73 256:0.91 257:0.65 259:0.21 260:0.92 265:0.66 266:0.75 267:0.93 268:0.92 271:0.66 274:0.99 276:0.82 283:0.67 284:0.99 285:0.62 292:0.88 297:0.36 300:0.84\n3 1:0.69 6:0.94 7:0.70 8:0.80 9:0.71 10:0.99 11:0.75 12:0.86 17:0.81 18:0.96 20:0.84 21:0.22 22:0.93 23:0.96 26:0.95 27:0.52 28:0.76 29:0.86 30:0.54 31:0.89 32:0.80 33:0.97 34:0.53 36:0.64 37:0.56 39:0.99 43:0.93 44:0.93 45:0.97 47:0.93 48:0.97 58:0.98 62:0.98 64:0.77 66:0.15 69:0.35 70:0.75 71:0.92 74:0.58 77:0.70 78:0.97 79:0.89 81:0.84 83:0.91 85:0.72 86:0.97 89:0.99 91:0.18 98:0.58 99:0.83 100:0.96 101:0.96 102:0.98 106:0.81 108:0.94 111:0.96 114:0.90 120:0.59 122:0.93 123:0.85 124:0.90 126:0.54 127:0.96 128:0.96 129:0.05 133:0.90 135:0.32 137:0.89 139:0.97 140:0.45 141:0.98 145:0.80 146:0.22 147:0.28 149:0.88 150:0.67 151:0.61 152:0.87 153:0.48 154:0.93 155:0.57 159:0.88 161:0.90 162:0.86 163:0.81 164:0.56 165:1.00 167:0.47 168:0.96 169:0.95 170:0.77 172:0.82 173:0.14 174:0.98 176:0.73 177:0.88 179:0.20 181:0.50 186:0.97 187:0.21 189:0.93 190:0.77 192:0.86 195:0.96 196:0.94 197:0.97 199:0.99 201:0.68 202:0.36 205:0.95 206:0.81 208:0.64 212:0.30 215:0.79 216:0.50 219:0.91 220:0.82 222:0.21 223:0.95 224:0.99 225:0.99 230:0.73 233:0.76 234:0.99 235:0.74 236:0.97 238:0.88 239:0.99 240:0.99 241:0.07 242:0.29 243:0.15 245:0.93 247:0.94 248:0.59 253:0.64 255:0.71 256:0.45 259:0.21 260:0.60 261:0.95 262:0.93 265:0.56 266:0.87 267:0.23 268:0.46 271:0.66 274:0.97 276:0.92 277:0.69 281:0.91 282:0.88 283:0.67 284:0.88 285:0.60 290:0.90 291:0.97 292:0.88 297:0.36 299:0.88 300:0.84\n2 7:0.75 8:0.95 10:0.96 11:0.57 12:0.86 17:0.85 18:0.91 21:0.54 23:0.95 26:0.95 27:0.54 28:0.76 29:0.86 30:0.54 31:0.98 32:0.71 34:0.34 36:0.49 37:0.95 39:0.99 43:0.71 44:0.92 45:0.94 48:0.91 58:0.99 62:0.98 64:0.77 66:0.43 69:0.46 70:0.77 71:0.92 74:0.75 79:0.98 81:0.51 83:0.91 86:0.95 89:0.99 91:0.62 98:0.72 101:0.87 102:0.97 108:0.35 120:0.88 123:0.34 124:0.60 126:0.51 127:0.78 128:0.96 129:0.59 133:0.47 135:0.26 137:0.98 139:0.95 140:0.45 141:0.98 145:0.82 146:0.77 147:0.81 149:0.85 150:0.47 151:0.95 153:0.85 154:0.50 155:0.55 159:0.55 161:0.90 162:0.70 164:0.85 167:0.79 168:0.96 170:0.77 172:0.86 173:0.44 174:0.93 177:0.88 179:0.23 181:0.50 190:0.89 191:0.86 192:0.86 193:0.99 195:0.72 196:0.99 197:0.93 199:0.98 201:0.62 202:0.80 204:0.84 205:0.95 208:0.64 212:0.87 215:0.58 216:0.24 220:0.62 222:0.21 223:0.95 224:0.98 225:0.98 230:0.77 233:0.76 234:0.98 235:0.88 236:0.95 239:0.96 240:0.99 241:0.79 242:0.16 243:0.57 245:0.97 247:0.97 248:0.91 253:0.53 254:0.84 255:0.73 256:0.81 259:0.21 260:0.88 265:0.72 266:0.54 267:0.18 268:0.83 271:0.66 274:0.99 276:0.89 281:0.91 284:0.97 285:0.60 297:0.36 300:0.70\n0 1:0.64 6:0.80 7:0.75 8:0.60 9:0.80 10:0.95 11:0.82 12:0.86 17:0.86 18:0.97 20:0.88 21:0.40 23:1.00 26:0.95 27:0.55 28:0.76 29:0.86 30:0.74 31:1.00 32:0.72 34:0.59 36:0.88 37:0.25 39:0.99 41:0.94 43:0.68 44:0.92 45:0.89 48:0.97 58:1.00 60:0.87 62:1.00 64:0.77 66:0.48 69:0.45 70:0.53 71:0.92 74:0.66 75:0.99 78:0.93 79:1.00 81:0.68 83:0.91 85:0.72 86:0.98 89:0.98 91:0.88 96:0.96 97:0.99 98:0.75 99:0.83 100:0.89 101:0.96 102:0.97 108:0.35 111:0.91 120:0.97 122:0.91 123:0.34 124:0.58 126:0.51 127:0.78 128:1.00 129:0.59 133:0.47 135:0.30 137:1.00 139:0.98 140:0.80 141:0.98 145:0.77 146:0.78 147:0.81 149:0.92 150:0.58 151:0.99 152:0.82 153:0.96 154:0.56 155:0.67 158:0.92 159:0.53 161:0.90 162:0.86 164:0.96 165:0.65 167:0.81 168:1.00 169:0.87 170:0.77 172:0.83 173:0.45 174:0.89 177:0.88 179:0.29 181:0.50 186:0.93 189:0.83 191:0.70 192:0.99 193:0.99 195:0.70 196:1.00 197:0.90 199:1.00 201:0.67 202:0.91 204:0.84 205:1.00 208:0.64 212:0.89 215:0.67 216:0.21 219:0.95 222:0.21 223:0.95 224:0.99 225:0.99 226:0.98 230:0.77 233:0.76 234:0.99 235:0.88 236:0.95 238:0.83 239:0.98 240:0.99 241:0.81 242:0.22 243:0.59 245:0.95 247:0.90 248:0.95 253:0.96 255:1.00 256:0.93 259:0.21 260:0.98 261:0.89 265:0.75 266:0.54 267:0.96 268:0.95 271:0.66 274:1.00 276:0.84 279:0.82 281:0.91 283:0.82 284:1.00 285:0.62 292:0.95 297:0.36 300:0.84\n3 1:0.57 6:0.94 7:0.70 8:0.87 9:0.73 10:0.98 11:0.52 12:0.86 17:0.88 18:0.96 20:0.81 21:0.59 22:0.93 23:0.96 26:0.95 27:0.44 28:0.76 29:0.86 30:0.19 31:0.96 32:0.71 34:0.44 36:0.52 37:0.78 39:0.99 43:0.25 44:0.92 45:0.94 47:0.93 48:0.99 58:0.99 62:0.99 64:0.77 66:0.11 69:0.33 70:0.97 71:0.92 74:0.51 75:0.98 78:0.89 79:0.96 81:0.47 83:0.56 86:0.97 89:0.99 91:0.42 97:0.89 98:0.50 100:0.91 101:0.65 102:0.97 104:0.86 106:0.81 108:0.62 111:0.89 120:0.71 122:0.93 123:0.90 124:0.89 126:0.51 127:0.84 128:0.98 129:0.59 133:0.89 135:0.78 137:0.96 139:0.97 140:0.90 141:0.98 145:0.91 146:0.45 147:0.52 149:0.62 150:0.44 151:0.86 152:0.83 153:0.48 154:0.86 155:0.55 159:0.86 161:0.90 162:0.86 164:0.73 167:0.57 168:0.98 169:0.87 170:0.77 172:0.80 173:0.14 174:0.96 177:0.88 179:0.25 181:0.50 186:0.89 187:0.68 189:0.97 190:0.77 191:0.80 192:0.58 193:0.98 195:0.95 196:0.98 197:0.95 199:0.99 201:0.62 202:0.62 204:0.79 205:0.95 206:0.81 208:0.50 212:0.49 215:0.55 216:0.56 219:0.94 220:0.96 222:0.21 223:0.95 224:0.99 225:0.98 226:0.98 230:0.72 233:0.66 234:0.99 235:0.88 236:0.95 238:0.90 239:0.98 240:0.99 241:0.51 242:0.19 243:0.16 245:0.89 247:0.95 248:0.77 253:0.41 254:0.80 255:0.74 256:0.68 259:0.21 260:0.72 261:0.87 262:0.93 265:0.38 266:0.80 267:0.65 268:0.70 271:0.66 274:0.98 276:0.87 277:0.69 279:0.76 281:0.86 283:0.82 284:0.95 285:0.60 292:0.95 297:0.36 300:0.94\n0 1:0.68 10:0.94 11:0.75 12:0.86 17:0.40 18:0.88 21:0.13 26:0.95 27:0.45 28:0.76 29:0.86 30:0.60 34:0.75 36:0.20 37:0.50 39:0.99 43:0.82 45:0.83 48:0.91 58:0.93 60:0.87 64:0.77 66:0.60 69:0.61 70:0.71 71:0.92 74:0.56 75:0.99 81:0.77 83:0.91 85:0.72 86:0.90 89:0.98 91:0.09 98:0.60 101:0.96 108:0.78 114:0.92 122:0.93 123:0.77 124:0.50 126:0.54 127:0.46 129:0.05 133:0.45 135:0.66 139:0.91 141:0.91 145:0.50 146:0.37 147:0.44 149:0.75 150:0.59 154:0.77 155:0.52 158:0.92 159:0.57 161:0.90 165:0.93 167:0.49 170:0.77 172:0.63 173:0.55 174:0.91 176:0.73 177:0.88 178:0.55 179:0.55 181:0.50 187:0.68 192:0.54 197:0.91 199:0.97 201:0.67 208:0.64 212:0.58 215:0.84 216:0.77 219:0.95 222:0.21 223:0.95 224:0.93 225:0.98 226:0.98 234:0.91 235:0.42 236:0.97 239:0.95 240:0.95 241:0.15 242:0.17 243:0.36 245:0.78 247:0.84 253:0.66 259:0.21 265:0.61 266:0.75 267:0.23 271:0.66 274:0.91 276:0.54 277:0.69 279:0.80 281:0.91 283:0.82 290:0.92 292:0.95 297:0.36 300:0.70\n2 1:0.67 6:0.88 8:0.74 9:0.73 10:0.97 11:0.57 12:0.86 17:0.34 18:0.92 20:0.93 21:0.22 22:0.93 23:0.97 26:0.95 27:0.56 28:0.76 29:0.86 30:0.28 31:0.94 32:0.80 33:0.97 34:0.80 36:0.22 37:0.60 39:0.99 41:0.82 43:0.75 44:0.93 45:0.94 47:0.93 58:0.98 62:0.97 64:0.77 66:0.54 69:0.57 70:0.89 71:0.92 74:0.56 77:0.70 78:0.90 79:0.94 81:0.76 83:0.91 86:0.94 89:0.99 91:0.14 96:0.73 98:0.70 100:0.91 101:0.87 102:0.98 104:0.96 106:0.81 108:0.86 111:0.90 114:0.90 120:0.73 122:0.93 123:0.85 124:0.71 126:0.54 127:0.72 128:0.96 129:0.59 133:0.74 135:0.60 137:0.94 139:0.93 140:0.45 141:0.98 145:0.65 146:0.44 147:0.50 149:0.67 150:0.57 151:0.63 152:0.87 153:0.48 154:0.19 155:0.65 159:0.81 161:0.90 162:0.86 164:0.68 165:0.93 167:0.57 168:0.96 169:0.89 170:0.77 172:0.87 173:0.35 174:0.96 176:0.73 177:0.88 179:0.25 181:0.50 186:0.90 187:0.87 189:0.89 190:0.89 191:0.70 192:0.98 195:0.92 196:0.97 197:0.94 199:0.99 201:0.66 202:0.53 205:0.95 206:0.81 208:0.64 212:0.42 215:0.79 216:0.76 220:0.82 222:0.21 223:0.95 224:0.99 225:0.99 234:0.99 235:0.52 236:0.97 238:0.87 239:0.97 240:0.99 241:0.52 242:0.19 243:0.23 245:0.91 247:0.95 248:0.61 253:0.70 254:0.97 255:0.74 256:0.58 259:0.21 260:0.73 261:0.90 262:0.93 265:0.71 266:0.80 267:0.44 268:0.62 271:0.66 274:0.98 276:0.86 282:0.88 283:0.82 284:0.93 285:0.62 290:0.90 291:0.97 297:0.36 299:0.88 300:0.84\n2 1:0.64 6:0.96 7:0.75 8:0.90 9:0.73 10:0.98 11:0.52 12:0.86 17:0.66 18:0.97 20:0.85 21:0.22 22:0.93 23:0.97 26:0.95 27:0.35 28:0.76 29:0.86 30:0.21 31:0.91 32:0.75 33:0.97 34:0.22 36:0.63 37:0.79 39:0.99 43:0.62 44:0.93 45:0.98 47:0.93 48:0.98 58:0.99 62:0.98 64:0.77 66:0.48 69:0.98 70:0.83 71:0.92 74:0.55 77:0.70 78:0.94 79:0.91 81:0.67 83:0.91 86:0.98 89:0.99 91:0.27 96:0.72 98:0.79 99:0.83 100:0.91 101:0.65 102:0.98 104:0.78 106:0.81 108:0.90 111:0.92 120:0.65 123:0.89 124:0.83 126:0.51 127:0.72 128:0.96 129:0.05 133:0.87 135:0.61 137:0.91 139:0.98 140:0.45 141:0.98 145:0.67 146:0.71 147:0.33 149:0.81 150:0.57 151:0.63 152:0.81 153:0.72 154:0.50 155:0.65 159:0.92 161:0.90 162:0.86 164:0.72 165:0.65 167:0.46 168:0.96 169:0.89 170:0.77 172:0.97 173:0.98 174:0.99 177:0.70 179:0.12 181:0.50 186:0.94 187:0.39 189:0.97 190:0.77 192:0.98 193:0.99 195:0.98 196:0.96 197:0.97 199:1.00 201:0.67 202:0.58 204:0.83 205:0.97 206:0.81 208:0.64 212:0.48 215:0.79 216:0.70 219:0.91 220:0.82 222:0.21 223:0.95 224:0.99 225:0.99 230:0.77 233:0.76 234:0.99 235:0.60 236:0.95 238:0.85 239:0.98 240:0.99 241:0.02 242:0.21 243:0.08 244:0.61 245:0.98 247:0.95 248:0.69 253:0.53 254:0.74 255:0.77 256:0.64 257:0.65 259:0.21 260:0.65 261:0.88 262:0.93 265:0.79 266:0.87 267:0.18 268:0.66 271:0.66 274:0.99 276:0.97 277:0.69 281:0.91 282:0.83 283:0.82 284:0.94 285:0.62 291:0.97 292:0.95 297:0.36 300:0.84\n1 1:0.69 7:0.75 8:0.92 9:0.76 10:0.94 11:0.57 12:0.86 17:0.92 18:0.96 20:0.80 21:0.13 22:0.93 26:0.95 27:0.54 28:0.76 29:0.86 30:0.72 31:0.98 32:0.80 34:0.88 36:0.60 37:0.95 39:0.99 43:0.74 44:0.93 45:0.89 47:0.93 48:1.00 58:0.99 64:0.77 66:0.97 69:0.27 70:0.56 71:0.92 74:0.70 77:0.70 78:0.83 79:0.97 81:0.86 83:0.91 86:0.98 89:0.98 91:0.25 96:0.79 98:0.95 99:0.99 100:0.87 101:0.87 102:0.98 104:0.98 106:0.81 108:0.21 111:0.83 114:0.92 120:0.84 122:0.75 123:0.20 126:0.54 127:0.67 129:0.05 135:0.51 137:0.98 139:0.98 140:0.80 141:0.98 145:0.86 146:0.89 147:0.91 149:0.87 150:0.81 151:0.82 152:0.77 153:0.78 154:0.55 155:0.65 159:0.48 161:0.90 162:0.77 164:0.78 165:0.93 167:0.52 169:0.85 170:0.77 172:0.92 173:0.31 174:0.89 176:0.73 177:0.88 179:0.26 181:0.50 186:0.83 187:0.39 190:0.89 192:0.98 193:0.99 195:0.69 196:0.99 197:0.88 199:0.99 201:0.68 202:0.69 204:0.83 206:0.81 208:0.64 212:0.87 215:0.84 216:0.24 219:0.91 220:0.87 222:0.21 223:0.95 224:1.00 225:0.98 230:0.77 233:0.76 234:1.00 235:0.88 236:0.97 239:0.96 240:0.95 241:0.32 242:0.23 243:0.97 247:0.93 248:0.74 253:0.82 254:0.84 255:0.78 256:0.71 259:0.21 260:0.85 261:0.80 262:0.93 265:0.95 266:0.27 267:0.93 268:0.73 271:0.66 274:0.99 276:0.85 281:0.91 282:0.88 283:0.82 284:0.96 285:0.60 290:0.92 292:0.95 297:0.36 300:0.70\n1 1:0.57 7:0.69 9:0.70 12:0.86 17:0.77 21:0.64 22:0.93 23:0.96 25:0.88 26:0.95 27:0.15 28:0.76 29:0.86 31:0.87 32:0.71 33:0.97 34:0.58 36:0.85 37:0.87 39:0.99 44:0.92 47:0.93 48:0.91 58:0.98 62:0.95 64:0.77 71:0.92 79:0.87 81:0.42 89:0.95 91:0.37 102:0.97 104:0.58 120:0.77 126:0.51 128:0.95 135:0.34 137:0.87 139:0.73 140:0.87 141:0.98 145:0.77 150:0.40 151:0.52 153:0.48 155:0.50 161:0.90 162:0.86 164:0.72 167:0.73 168:0.95 170:0.77 175:0.99 181:0.50 187:0.39 190:0.95 192:0.50 193:0.96 195:0.53 196:0.88 199:0.96 201:0.59 202:0.58 205:0.95 208:0.50 215:0.53 216:0.73 220:0.62 222:0.21 223:0.95 224:0.98 225:0.98 230:0.71 233:0.66 234:0.98 235:0.88 236:0.95 239:0.89 240:0.99 241:0.73 244:0.97 248:0.51 253:0.20 255:0.69 256:0.64 257:0.97 259:0.21 260:0.77 262:0.93 267:0.19 268:0.66 271:0.66 274:0.97 277:0.98 281:0.86 284:0.88 285:0.60 291:0.97 297:0.36\n1 1:0.68 8:0.60 10:0.93 11:0.82 12:0.86 17:0.34 18:0.90 21:0.13 26:0.95 27:0.45 28:0.76 29:0.86 30:0.61 32:0.67 34:0.75 36:0.19 37:0.50 39:0.99 43:0.82 45:0.85 48:0.91 58:0.93 60:0.87 64:0.77 66:0.51 69:0.61 70:0.65 71:0.92 74:0.74 75:0.99 77:0.70 81:0.77 83:0.91 85:0.80 86:0.93 89:0.98 91:0.06 98:0.67 101:0.96 108:0.78 114:0.92 122:0.65 123:0.77 124:0.66 126:0.54 127:0.48 129:0.59 133:0.64 135:0.85 139:0.93 141:0.91 145:0.52 146:0.40 147:0.46 149:0.81 150:0.59 154:0.77 155:0.52 158:0.92 159:0.61 161:0.90 165:0.93 167:0.49 170:0.77 172:0.74 173:0.52 174:0.89 176:0.73 177:0.88 178:0.55 179:0.37 181:0.50 187:0.68 192:0.54 195:0.81 197:0.89 199:0.98 201:0.67 208:0.64 212:0.60 215:0.84 216:0.77 219:0.95 222:0.21 223:0.95 224:0.93 225:0.98 226:0.98 234:0.91 235:0.42 236:0.97 239:0.95 240:0.95 241:0.18 242:0.14 243:0.36 245:0.85 247:0.93 253:0.70 259:0.21 265:0.68 266:0.80 267:0.19 271:0.66 274:0.91 276:0.74 279:0.80 281:0.91 282:0.75 283:0.82 290:0.92 292:0.95 297:0.36 300:0.70\n1 1:0.66 6:0.91 7:0.69 8:0.82 9:0.74 10:0.92 11:0.46 12:0.86 17:0.51 18:0.93 20:0.93 21:0.13 22:0.93 23:0.97 26:0.95 27:0.31 28:0.76 29:0.86 30:0.45 31:0.91 32:0.80 33:0.97 34:0.56 36:0.50 37:0.55 39:0.99 41:0.88 43:0.22 44:0.93 45:0.95 47:0.93 48:0.91 58:0.98 62:0.97 64:0.77 66:0.42 69:0.95 70:0.79 71:0.92 74:0.47 77:0.96 78:0.89 79:0.90 81:0.64 83:0.91 86:0.91 89:0.99 91:0.06 96:0.75 98:0.59 99:0.95 100:0.91 101:0.47 102:0.98 104:0.92 106:0.81 108:0.94 111:0.89 114:0.92 120:0.74 122:0.93 123:0.94 124:0.86 126:0.51 127:0.81 128:0.96 129:0.81 133:0.86 135:0.92 137:0.91 139:0.93 140:0.80 141:0.98 145:0.92 146:0.69 147:0.63 149:0.60 150:0.50 151:0.69 152:0.86 153:0.48 154:0.16 155:0.65 159:0.90 161:0.90 162:0.86 163:0.81 164:0.71 165:0.81 167:0.51 168:0.96 169:0.89 170:0.77 172:0.79 173:0.84 174:0.96 175:0.75 176:0.70 177:0.38 179:0.30 181:0.50 186:0.89 187:0.39 189:0.92 190:0.95 192:0.98 195:0.97 196:0.94 197:0.91 199:0.99 201:0.63 202:0.56 205:0.97 206:0.81 208:0.64 212:0.39 215:0.84 216:0.85 219:0.91 222:0.21 223:0.95 224:0.99 225:0.99 230:0.71 233:0.76 234:0.98 235:0.31 238:0.88 239:0.94 240:0.99 241:0.27 242:0.42 243:0.19 244:0.61 245:0.86 247:0.90 248:0.66 253:0.71 254:0.90 255:0.74 256:0.64 257:0.84 259:0.21 260:0.74 261:0.90 262:0.93 265:0.60 266:0.94 267:0.28 268:0.65 271:0.66 274:0.98 276:0.84 277:0.69 281:0.91 282:0.88 283:0.82 284:0.92 285:0.62 290:0.92 291:0.97 292:0.95 297:0.36 299:0.88 300:0.94\n3 1:0.69 7:0.75 9:0.79 10:0.99 11:0.75 12:0.86 17:0.82 18:0.96 22:0.93 23:0.96 25:0.88 26:0.95 27:0.69 28:0.76 29:0.86 30:0.84 31:0.95 32:0.67 34:0.19 36:0.42 37:0.58 39:0.99 41:0.82 43:0.78 44:0.88 45:0.96 47:0.93 48:0.97 58:0.98 60:0.87 62:0.99 64:0.77 66:0.97 69:0.73 70:0.41 71:0.92 74:0.61 75:0.99 79:0.94 81:0.80 83:0.91 85:0.72 86:0.97 89:0.99 91:0.37 96:0.83 98:0.87 101:0.96 104:0.54 108:0.57 114:0.98 120:0.72 122:0.93 123:0.54 126:0.54 127:0.39 128:0.98 129:0.05 135:0.37 137:0.95 139:0.97 140:0.45 141:0.98 145:0.56 146:0.88 147:0.90 149:0.93 150:0.63 151:0.90 153:0.69 154:0.70 155:0.66 158:0.92 159:0.47 161:0.90 162:0.86 164:0.62 165:0.93 167:0.52 168:0.98 170:0.77 172:0.91 173:0.74 174:0.97 176:0.73 177:0.88 179:0.23 181:0.50 187:0.39 192:0.99 195:0.72 196:0.97 197:0.99 199:0.99 201:0.68 202:0.46 204:0.83 205:0.95 208:0.64 212:0.69 215:0.96 216:0.03 219:0.95 222:0.21 223:0.95 224:1.00 225:0.99 226:0.98 230:0.77 233:0.76 234:0.99 235:0.22 236:0.97 239:0.99 240:0.99 241:0.35 242:0.60 243:0.97 247:0.60 248:0.80 253:0.83 255:0.94 256:0.45 259:0.21 260:0.73 262:0.93 265:0.87 266:0.38 267:0.28 268:0.55 271:0.66 274:0.97 276:0.84 279:0.80 281:0.91 283:0.82 284:0.90 285:0.62 290:0.98 292:0.95 297:0.36 300:0.43\n3 1:0.57 6:0.95 7:0.75 8:0.82 9:0.70 10:0.99 11:0.75 12:0.86 17:0.82 18:0.97 20:0.79 21:0.59 22:0.93 23:0.97 26:0.95 27:0.44 28:0.76 29:0.86 30:0.66 31:0.87 32:0.71 34:0.40 36:0.50 37:0.78 39:0.99 43:0.92 44:0.92 45:0.97 47:0.93 48:0.98 58:0.98 62:0.97 64:0.77 66:0.46 69:0.33 70:0.62 71:0.92 74:0.52 78:0.87 79:0.87 81:0.56 83:0.69 85:0.72 86:0.99 89:0.99 91:0.20 98:0.86 99:0.83 100:0.91 101:0.96 102:0.97 104:0.86 106:0.81 108:0.80 111:0.87 120:0.56 122:0.93 123:0.79 124:0.67 126:0.51 127:0.80 128:0.95 129:0.05 133:0.67 135:0.87 137:0.87 139:0.98 140:0.45 141:0.98 145:0.86 146:0.46 147:0.52 149:0.89 150:0.45 151:0.53 152:0.81 153:0.72 154:0.92 155:0.54 159:0.85 161:0.90 162:0.67 164:0.64 165:0.65 167:0.56 168:0.95 169:0.87 170:0.77 172:0.88 173:0.15 174:0.98 177:0.88 179:0.22 181:0.50 186:0.87 187:0.95 190:0.77 191:0.79 192:0.57 193:0.99 195:0.94 196:0.91 197:0.97 199:0.99 201:0.61 202:0.53 204:0.82 205:0.95 206:0.81 208:0.61 212:0.37 215:0.55 216:0.56 219:0.90 220:0.93 222:0.21 223:0.95 224:0.99 225:0.99 230:0.77 233:0.76 234:0.99 235:0.88 236:0.95 239:0.99 240:0.99 241:0.50 242:0.33 243:0.18 245:0.96 247:0.93 248:0.52 253:0.42 255:0.70 256:0.45 259:0.21 260:0.56 261:0.86 262:0.93 265:0.86 266:0.54 267:0.44 268:0.57 271:0.66 274:0.98 276:0.90 277:0.69 281:0.91 284:0.91 285:0.60 292:0.95 297:0.36 300:0.70\n2 1:0.69 7:0.70 8:0.81 9:0.72 10:0.99 11:0.82 12:0.86 17:0.75 18:0.99 21:0.30 22:0.93 23:0.98 26:0.95 27:0.52 28:0.76 29:0.86 30:0.44 31:0.95 32:0.80 33:0.97 34:0.91 36:0.76 37:0.56 39:0.99 43:0.78 44:0.93 45:0.97 47:0.93 48:0.99 58:0.99 62:0.98 64:0.77 66:0.19 69:0.40 70:0.74 71:0.92 74:0.79 75:0.98 77:0.70 79:0.95 81:0.81 83:0.91 85:0.80 86:0.99 89:0.99 91:0.20 97:0.98 98:0.65 99:0.99 101:0.96 102:0.98 104:0.93 106:0.81 108:0.94 114:0.86 120:0.75 123:0.86 124:0.79 126:0.54 127:0.97 128:0.97 129:0.81 133:0.78 135:0.30 137:0.95 139:0.99 140:0.45 141:0.98 145:0.70 146:0.80 147:0.83 149:0.95 150:0.65 151:0.74 153:0.48 154:0.71 155:0.58 158:0.82 159:0.87 161:0.90 162:0.82 164:0.73 165:0.93 167:0.49 168:0.97 170:0.77 172:0.92 173:0.17 174:0.97 176:0.73 177:0.88 179:0.13 181:0.50 187:0.39 190:0.89 192:0.86 195:0.95 196:0.98 197:0.97 199:1.00 201:0.68 202:0.62 205:0.97 206:0.81 208:0.64 212:0.85 215:0.72 216:0.50 219:0.94 220:0.74 222:0.21 223:0.95 224:0.99 225:0.99 226:0.98 230:0.73 233:0.76 234:0.99 235:0.84 236:0.97 239:0.99 240:0.99 241:0.18 242:0.23 243:0.38 245:0.99 247:0.98 248:0.69 253:0.68 255:0.74 256:0.64 259:0.21 260:0.76 262:0.93 265:0.43 266:0.87 267:0.76 268:0.68 271:0.66 274:0.98 276:0.96 279:0.81 281:0.91 282:0.88 283:0.82 284:0.95 285:0.60 290:0.86 291:0.97 292:0.95 297:0.36 299:0.88 300:0.94\n1 1:0.74 11:0.64 12:0.20 17:0.95 21:0.22 27:0.72 30:0.94 34:0.34 36:0.32 39:0.55 43:0.96 55:0.45 60:0.87 66:0.79 69:0.17 70:0.24 74:0.99 81:0.90 83:0.87 85:0.88 91:0.20 98:0.64 101:0.79 104:0.97 106:0.81 108:0.66 114:0.90 117:0.86 122:0.67 123:0.64 124:0.41 126:0.54 127:0.66 129:0.59 131:0.61 133:0.64 135:0.63 144:0.57 146:0.39 147:0.45 149:0.94 150:0.94 154:0.96 155:0.67 157:0.98 158:0.92 159:0.57 165:0.86 166:1.00 172:0.94 173:0.20 176:0.73 177:0.38 178:0.55 179:0.21 182:0.98 187:0.39 192:0.59 201:0.74 206:0.81 208:0.64 212:0.92 215:0.79 216:0.07 222:0.84 227:0.61 229:0.61 231:1.00 232:0.87 235:0.31 241:0.03 242:0.80 243:0.17 245:0.89 246:0.61 247:0.47 253:0.79 259:0.21 265:0.65 266:0.54 267:0.19 276:0.87 279:0.86 283:0.82 287:0.61 290:0.90 297:0.36 300:0.70\n1 11:0.64 12:0.20 17:0.22 21:0.78 27:0.25 30:0.28 34:0.64 36:0.91 37:0.44 39:0.55 43:0.32 55:0.71 66:0.72 69:0.94 70:0.89 74:0.50 85:0.85 91:0.02 98:0.40 101:0.72 108:0.92 122:0.43 123:0.92 124:0.41 127:0.21 129:0.59 131:0.61 133:0.47 135:0.80 144:0.57 146:0.18 147:0.23 149:0.45 154:0.45 157:0.94 159:0.65 166:0.61 172:0.59 173:0.87 177:0.38 178:0.55 179:0.43 182:0.85 187:0.39 202:0.50 212:0.55 216:0.81 222:0.84 227:0.61 229:0.61 231:0.99 235:0.05 241:0.07 242:0.40 243:0.20 245:0.61 246:0.61 247:0.60 253:0.42 259:0.21 265:0.42 266:0.63 267:0.28 276:0.42 287:0.61 300:0.70\n1 7:0.76 11:0.64 12:0.20 17:0.76 21:0.22 27:0.67 30:0.15 32:0.72 34:0.88 36:0.53 37:0.32 39:0.55 43:0.75 55:0.71 66:0.89 69:0.59 70:0.80 74:0.54 81:0.84 85:0.80 91:0.23 98:0.84 101:0.76 104:0.93 106:0.81 108:0.45 123:0.43 126:0.32 127:0.34 129:0.05 131:0.61 132:0.97 135:0.49 144:0.57 145:0.40 146:0.81 147:0.84 149:0.73 150:0.65 154:0.66 157:0.94 159:0.36 166:0.99 172:0.68 173:0.64 177:0.38 178:0.55 179:0.53 182:0.85 187:0.39 195:0.66 206:0.81 212:0.54 215:0.79 216:0.44 222:0.84 227:0.61 229:0.61 230:0.78 231:0.99 233:0.69 235:0.22 242:0.72 243:0.89 246:0.61 247:0.47 253:0.44 259:0.21 265:0.84 266:0.38 267:0.59 276:0.57 287:0.61 297:0.36 300:0.55\n1 12:0.20 17:0.84 21:0.78 27:0.72 30:0.95 34:0.21 36:0.22 39:0.55 43:0.24 55:0.99 66:0.20 69:0.84 74:0.39 91:0.20 98:0.06 104:0.58 108:0.70 120:0.69 123:0.68 124:0.61 127:0.53 129:0.59 131:0.99 133:0.47 135:0.60 140:0.45 146:0.05 147:0.05 149:0.12 151:0.66 153:0.48 154:0.17 157:0.61 159:0.84 162:0.86 164:0.55 166:0.61 172:0.05 173:0.65 175:0.75 177:0.05 179:1.00 182:0.61 190:0.77 202:0.36 216:0.03 222:0.84 227:0.61 229:0.61 231:0.99 235:0.12 241:0.79 243:0.40 244:0.61 245:0.36 246:0.61 248:0.63 253:0.35 256:0.45 257:0.65 259:0.21 260:0.69 265:0.06 267:0.52 268:0.46 277:0.69 283:0.82 285:0.50 287:0.61 300:0.08\n1 11:0.64 12:0.20 17:0.40 21:0.78 27:0.72 30:0.17 34:0.53 36:0.87 37:0.41 39:0.55 43:0.76 55:0.71 66:0.13 69:0.72 70:0.78 74:0.85 85:0.72 91:0.25 98:0.34 101:0.70 108:0.55 122:0.67 123:0.52 124:0.89 127:0.61 129:0.05 131:0.61 133:0.87 135:0.51 144:0.57 146:0.59 147:0.65 149:0.66 154:0.67 157:0.83 159:0.75 163:0.93 166:0.61 172:0.32 173:0.57 177:0.38 178:0.55 179:0.57 182:0.75 187:0.39 212:0.16 216:0.33 222:0.84 227:0.61 229:0.61 231:0.93 232:0.93 235:0.68 241:0.30 242:0.80 243:0.34 245:0.67 246:0.61 247:0.39 253:0.61 259:0.21 265:0.36 266:0.89 267:0.44 276:0.62 287:0.61 300:0.55\n1 1:0.74 7:0.81 11:0.64 12:0.20 17:0.59 21:0.13 27:0.68 30:0.62 34:0.58 36:0.59 37:0.81 39:0.55 43:0.78 55:0.59 60:0.87 66:0.75 69:0.77 70:0.34 74:0.71 81:0.93 83:0.87 85:0.72 91:0.54 98:0.44 101:0.74 108:0.61 114:0.92 121:0.90 122:0.43 123:0.58 126:0.54 127:0.14 129:0.05 131:0.61 135:0.80 144:0.57 145:0.83 146:0.34 147:0.41 149:0.48 150:0.97 154:0.71 155:0.67 157:0.87 158:0.92 159:0.14 165:0.88 166:1.00 172:0.32 173:0.93 176:0.73 177:0.38 178:0.55 179:0.50 182:0.98 187:0.68 192:0.59 201:0.74 204:0.89 208:0.64 212:0.84 215:0.84 216:0.21 222:0.84 227:0.61 229:0.61 230:0.87 231:1.00 233:0.76 235:0.22 241:0.51 242:0.33 243:0.77 246:0.61 247:0.39 253:0.73 259:0.21 265:0.46 266:0.17 267:0.76 276:0.28 279:0.86 283:0.82 287:0.61 290:0.92 297:0.36 300:0.25\n1 8:0.79 11:0.64 12:0.20 17:0.32 21:0.78 27:0.70 30:0.53 34:0.49 36:0.97 37:0.79 39:0.55 43:0.31 55:0.71 66:0.33 69:0.98 70:0.73 74:0.98 85:0.72 91:0.51 98:0.73 101:0.65 108:0.91 122:0.67 123:0.90 124:0.83 127:0.83 129:0.05 131:0.61 133:0.82 135:0.21 144:0.57 145:0.88 146:0.66 147:0.93 149:0.83 154:0.16 157:0.79 159:0.90 166:0.61 172:0.89 173:0.98 177:0.05 178:0.55 179:0.18 182:0.74 187:0.21 202:0.53 212:0.56 216:0.27 222:0.84 227:0.61 229:0.61 231:0.98 232:0.85 235:0.22 241:0.59 242:0.81 243:0.36 245:0.96 246:0.61 247:0.47 253:0.70 257:0.65 259:0.21 265:0.73 266:0.80 267:0.73 276:0.93 277:0.69 287:0.61 300:0.84\n1 11:0.64 12:0.20 17:0.08 21:0.78 27:0.70 30:0.41 34:0.30 36:0.50 37:0.79 39:0.55 43:0.98 55:0.71 66:0.86 69:0.05 70:0.60 74:0.85 85:0.72 91:0.15 98:0.88 101:0.74 108:0.05 122:0.67 123:0.05 127:0.42 129:0.05 131:0.61 135:0.78 144:0.57 146:0.69 147:0.74 149:0.70 154:0.98 157:0.87 159:0.27 166:0.61 172:0.59 173:0.24 177:0.38 178:0.55 179:0.70 182:0.77 187:0.87 212:0.72 216:0.27 222:0.84 227:0.61 229:0.61 231:0.98 235:0.05 241:0.24 242:0.63 243:0.86 246:0.61 247:0.47 253:0.60 259:0.21 265:0.88 266:0.27 267:0.36 276:0.49 287:0.61 300:0.43\n2 11:0.64 12:0.20 17:0.73 21:0.40 27:0.62 30:0.11 34:0.55 36:0.66 37:0.73 39:0.55 43:0.88 66:0.83 69:0.12 70:0.69 74:0.56 81:0.72 85:0.72 91:0.38 98:0.51 101:0.72 104:0.80 108:0.10 123:0.10 126:0.32 127:0.15 129:0.05 131:0.61 135:0.77 144:0.57 145:0.98 146:0.55 147:0.61 149:0.63 150:0.52 154:0.86 157:0.85 159:0.20 166:0.99 172:0.51 173:0.22 177:0.38 178:0.55 179:0.36 182:0.76 187:0.21 212:0.86 215:0.67 216:0.10 222:0.84 227:0.61 229:0.61 231:0.99 235:0.42 241:0.12 242:0.45 243:0.84 246:0.61 247:0.39 253:0.46 259:0.21 265:0.52 266:0.23 267:0.44 276:0.41 283:0.71 287:0.61 297:0.36 300:0.43\n3 1:0.69 7:0.72 8:0.67 11:0.64 12:0.86 17:0.97 18:0.71 27:0.72 29:0.71 30:0.17 32:0.69 34:0.80 36:0.61 37:0.81 39:0.84 43:0.72 45:0.73 55:0.71 66:0.91 69:0.05 70:0.79 71:0.89 74:0.82 76:0.85 77:0.89 81:0.89 83:0.91 86:0.78 91:0.62 97:0.89 98:0.97 99:0.83 101:0.52 104:0.58 108:0.05 114:0.95 122:0.77 123:0.05 126:0.44 127:0.79 129:0.05 135:0.51 139:0.77 145:0.65 146:0.80 147:0.83 149:0.48 150:0.88 154:0.65 155:0.67 158:0.74 159:0.36 165:0.70 172:0.74 173:0.21 176:0.66 177:0.70 178:0.55 179:0.60 187:0.21 192:0.87 195:0.58 201:0.68 204:0.85 208:0.64 212:0.55 215:0.96 216:0.05 219:0.89 222:0.48 230:0.75 232:0.81 233:0.76 235:0.05 241:0.07 242:0.73 243:0.91 247:0.60 253:0.65 254:0.88 259:0.21 265:0.97 266:0.27 267:0.87 276:0.62 279:0.82 282:0.77 290:0.95 292:0.91 297:0.36 300:0.55\n1 1:0.69 8:0.69 9:0.76 11:0.64 12:0.86 17:0.26 18:0.64 21:0.22 27:0.20 29:0.71 30:0.11 34:0.67 36:0.24 37:0.65 39:0.84 43:0.80 45:0.66 66:0.43 69:0.67 70:0.99 71:0.89 74:0.70 81:0.54 86:0.74 91:0.53 96:0.69 98:0.29 101:0.52 104:0.95 106:0.81 108:0.51 114:0.63 117:0.86 120:0.55 122:0.55 123:0.49 124:0.89 126:0.44 127:0.66 129:0.05 133:0.91 135:0.99 138:0.96 139:0.71 140:0.80 145:0.59 146:0.63 147:0.68 149:0.67 150:0.56 151:0.53 153:0.48 154:0.75 155:0.58 158:0.74 159:0.84 162:0.62 164:0.53 172:0.59 173:0.43 176:0.61 177:0.70 178:0.42 179:0.54 187:0.68 190:0.77 191:0.73 192:0.59 201:0.68 202:0.50 206:0.81 208:0.54 212:0.39 215:0.44 216:0.70 220:0.82 222:0.48 232:0.92 235:0.31 241:0.32 242:0.19 243:0.57 245:0.63 247:0.79 248:0.53 253:0.49 255:0.74 256:0.45 259:0.21 260:0.55 265:0.31 266:0.91 267:0.79 268:0.46 276:0.65 279:0.82 283:0.77 285:0.56 286:0.99 290:0.63 297:0.36 298:0.99 300:0.94\n1 8:0.83 12:0.86 17:0.43 18:0.66 21:0.05 25:0.88 27:0.36 29:0.71 30:0.38 34:0.22 36:0.50 37:0.57 39:0.84 43:0.15 55:0.71 66:0.54 69:0.78 70:0.78 71:0.89 74:0.41 76:0.85 77:0.70 81:0.77 86:0.65 91:0.80 98:0.61 104:0.54 108:0.62 120:0.75 123:0.59 124:0.58 126:0.26 127:0.50 129:0.05 133:0.62 135:0.68 139:0.64 140:0.45 145:0.74 146:0.60 147:0.05 149:0.21 150:0.56 151:0.59 153:0.85 154:0.11 159:0.42 162:0.71 164:0.71 172:0.41 173:0.85 175:0.75 177:0.05 179:0.80 190:0.89 191:0.83 195:0.65 202:0.70 212:0.28 215:0.78 216:0.18 220:0.62 222:0.48 235:0.05 241:0.82 242:0.60 243:0.16 244:0.83 245:0.51 247:0.55 248:0.61 253:0.32 256:0.68 257:0.84 259:0.21 260:0.68 265:0.62 266:0.47 267:0.44 268:0.73 276:0.40 277:0.69 282:0.73 283:0.78 285:0.47 297:0.36 300:0.55\n1 1:0.69 11:0.64 12:0.86 17:0.36 18:0.83 21:0.13 27:0.45 29:0.71 30:0.28 34:0.79 36:0.18 37:0.50 39:0.84 43:0.65 44:0.90 45:0.66 55:0.59 64:0.77 66:0.30 69:0.68 70:0.96 71:0.89 74:0.70 77:0.70 81:0.52 83:0.60 86:0.83 91:0.09 97:0.89 98:0.31 99:0.83 101:0.52 108:0.51 114:0.75 122:0.77 123:0.49 124:0.79 126:0.44 127:0.45 129:0.81 133:0.76 135:0.75 139:0.85 145:0.42 146:0.50 147:0.56 149:0.38 150:0.58 154:0.54 155:0.58 158:0.79 159:0.64 165:0.70 172:0.45 173:0.58 175:0.75 176:0.66 177:0.38 178:0.55 179:0.58 187:0.68 192:0.51 195:0.83 201:0.68 208:0.54 212:0.42 216:0.77 219:0.92 222:0.48 235:0.22 241:0.18 242:0.45 243:0.48 244:0.61 245:0.68 247:0.76 253:0.55 257:0.65 259:0.21 265:0.34 266:0.80 267:0.92 276:0.55 277:0.69 279:0.82 282:0.77 290:0.75 292:0.95 300:0.84\n1 1:0.74 7:0.66 8:0.81 9:0.80 11:0.64 12:0.86 17:0.72 18:0.93 21:0.22 27:0.52 29:0.71 30:0.76 31:0.87 32:0.69 34:0.86 36:0.41 37:0.55 39:0.84 43:0.76 44:0.90 45:0.66 48:0.91 64:0.77 66:0.62 69:0.81 70:0.58 71:0.89 74:0.87 76:0.85 77:0.89 79:0.87 81:0.63 86:0.95 91:0.25 96:0.69 98:0.68 101:0.52 108:0.65 114:0.63 120:0.55 122:0.76 123:0.63 124:0.56 126:0.54 127:0.34 129:0.81 133:0.67 135:0.90 137:0.87 138:0.95 139:0.95 140:0.45 145:0.77 146:0.92 147:0.94 149:0.96 150:0.73 151:0.56 153:0.48 154:0.68 155:0.67 158:0.78 159:0.72 162:0.86 164:0.54 172:0.90 173:0.66 176:0.66 177:0.70 179:0.18 187:0.21 192:0.87 195:0.91 196:0.90 201:0.93 202:0.36 204:0.85 208:0.64 212:0.52 215:0.44 216:0.46 219:0.92 220:0.82 222:0.48 230:0.68 233:0.73 235:0.42 241:0.01 242:0.32 243:0.68 245:0.93 247:0.90 248:0.55 253:0.53 255:0.95 256:0.45 259:0.21 260:0.55 265:0.69 266:0.38 267:0.44 268:0.46 276:0.87 279:0.86 281:0.89 282:0.86 283:0.77 284:0.87 285:0.62 286:0.99 290:0.63 292:0.91 297:0.36 298:0.99 300:0.70\n0 12:0.86 17:0.64 21:0.78 27:0.72 29:0.71 30:0.76 34:0.17 36:0.32 37:0.26 39:0.84 43:0.13 44:0.87 55:0.99 66:0.13 69:0.65 70:0.15 71:0.89 74:0.34 91:0.65 98:0.05 108:0.50 122:0.77 123:0.48 124:0.75 127:0.53 129:0.81 133:0.67 135:0.76 139:0.64 145:0.84 146:0.05 147:0.05 149:0.08 154:0.10 159:0.93 163:0.97 172:0.05 173:0.25 175:0.91 177:0.05 178:0.55 179:0.99 195:0.99 202:0.66 212:0.95 216:0.07 222:0.48 235:0.12 241:0.85 242:0.82 243:0.34 244:0.83 245:0.37 247:0.12 253:0.28 257:0.84 259:0.21 265:0.05 266:0.12 267:0.98 276:0.18 277:0.87 300:0.13\n2 11:0.85 12:0.86 17:0.18 18:0.91 21:0.47 22:0.93 27:0.41 29:0.71 30:0.15 32:0.68 34:0.53 36:0.30 37:0.44 39:0.84 43:0.60 44:0.90 45:0.81 47:0.93 48:0.91 55:0.92 64:0.77 66:0.35 69:0.53 70:0.97 71:0.89 74:0.59 76:0.85 81:0.25 86:0.90 91:0.38 98:0.58 101:0.87 104:0.99 108:0.72 122:0.86 123:0.70 124:0.83 126:0.26 127:0.70 129:0.59 133:0.84 135:0.82 139:0.90 145:0.89 146:0.26 147:0.32 149:0.52 150:0.25 154:0.74 159:0.78 172:0.59 173:0.34 177:0.70 178:0.55 179:0.52 187:0.68 195:0.90 212:0.40 216:0.75 219:0.89 222:0.48 235:0.52 241:0.05 242:0.24 243:0.23 245:0.73 247:0.82 253:0.38 254:0.96 259:0.21 262:0.93 265:0.59 266:0.89 267:0.92 276:0.67 277:0.69 281:0.91 292:0.91 300:0.84\n0 11:0.64 12:0.86 17:0.75 18:0.80 21:0.13 27:0.63 29:0.71 30:0.10 32:0.78 34:0.71 36:0.31 37:0.32 39:0.84 43:0.13 44:0.93 45:0.66 55:0.52 66:0.16 69:0.69 70:0.97 71:0.89 74:0.70 77:0.89 81:0.66 86:0.82 91:0.23 98:0.41 101:0.52 104:0.83 108:0.52 122:0.86 123:0.85 124:0.87 126:0.26 127:0.62 129:0.59 133:0.86 135:0.88 139:0.84 145:0.80 146:0.65 147:0.70 149:0.22 150:0.48 154:0.67 159:0.74 172:0.51 173:0.55 177:0.70 178:0.55 179:0.45 187:0.39 195:0.87 212:0.30 215:0.61 216:0.56 222:0.48 235:0.12 241:0.18 242:0.24 243:0.40 245:0.75 247:0.84 253:0.41 254:0.95 259:0.21 265:0.41 266:0.84 267:0.59 276:0.71 282:0.86 283:0.78 297:0.36 300:0.84\n1 1:0.74 8:0.69 9:0.80 12:0.86 17:0.62 18:0.75 21:0.59 22:0.93 27:0.28 29:0.71 30:0.56 31:0.86 34:0.95 36:0.26 37:0.41 39:0.84 43:0.14 47:0.93 55:0.96 64:0.77 66:0.08 69:0.51 70:0.71 71:0.89 74:0.60 79:0.86 81:0.42 86:0.80 91:0.40 96:0.68 98:0.23 104:0.94 106:0.81 108:0.39 114:0.58 117:0.86 120:0.54 122:0.77 123:0.65 124:0.85 126:0.54 127:0.58 129:0.05 133:0.81 135:0.99 137:0.86 139:0.83 140:0.45 145:0.85 146:0.27 147:0.33 149:0.16 150:0.63 151:0.47 153:0.48 154:0.83 155:0.67 158:0.86 159:0.67 162:0.78 164:0.70 172:0.21 173:0.39 176:0.73 177:0.70 179:0.79 187:0.39 192:0.87 196:0.88 201:0.93 202:0.59 206:0.81 208:0.64 212:0.13 215:0.39 216:0.67 219:0.95 220:0.97 222:0.48 232:0.98 235:0.80 241:0.01 242:0.24 243:0.39 245:0.52 247:0.74 248:0.47 253:0.42 254:0.86 255:0.95 256:0.58 259:0.21 260:0.54 262:0.93 265:0.18 266:0.75 267:0.59 268:0.64 276:0.43 277:0.87 279:0.86 283:0.77 284:0.93 285:0.62 290:0.58 292:0.87 297:0.36 300:0.55\n1 1:0.74 9:0.80 11:0.64 12:0.86 17:0.49 18:0.69 21:0.13 22:0.93 27:0.20 29:0.71 30:0.62 31:0.91 34:0.56 36:0.41 37:0.65 39:0.84 43:0.79 45:0.66 47:0.93 64:0.77 66:0.47 69:0.66 70:0.34 71:0.89 74:0.57 79:0.91 81:0.80 83:0.60 86:0.77 91:0.68 96:0.76 97:0.94 98:0.33 99:0.83 101:0.52 104:0.93 106:0.81 108:0.50 114:0.79 117:0.86 120:0.64 122:0.80 123:0.48 124:0.52 126:0.54 127:0.23 129:0.05 133:0.43 135:0.75 137:0.91 139:0.82 140:0.45 145:0.47 146:0.39 147:0.46 149:0.56 150:0.86 151:0.74 153:0.69 154:0.73 155:0.67 158:0.91 159:0.33 162:0.86 163:0.79 164:0.62 165:0.70 172:0.21 173:0.68 176:0.73 177:0.70 179:0.83 187:0.68 192:0.87 196:0.93 201:0.93 202:0.46 206:0.81 208:0.64 212:0.30 215:0.61 216:0.70 219:0.95 220:0.62 222:0.48 232:0.96 235:0.31 241:0.47 242:0.63 243:0.59 245:0.46 247:0.35 248:0.69 253:0.71 255:0.95 256:0.45 259:0.21 260:0.65 262:0.93 265:0.35 266:0.27 267:0.65 268:0.55 276:0.21 279:0.86 283:0.82 284:0.90 285:0.62 290:0.79 292:0.91 297:0.36 300:0.25\n2 7:0.66 11:0.64 12:0.86 17:0.96 18:0.83 21:0.22 27:0.53 29:0.71 30:0.62 32:0.68 34:0.81 36:0.52 37:0.25 39:0.84 43:0.58 45:0.73 48:0.91 55:0.59 64:0.77 66:0.92 69:0.12 70:0.58 71:0.89 74:0.69 76:0.99 77:0.70 81:0.63 86:0.92 91:0.56 98:0.98 101:0.52 104:0.89 106:0.81 108:0.10 123:0.10 126:0.44 127:0.81 129:0.05 135:0.47 139:0.90 145:0.49 146:0.76 147:0.80 149:0.37 150:0.44 154:0.83 155:0.58 159:0.32 172:0.77 173:0.35 177:0.70 178:0.55 179:0.56 187:0.39 192:0.59 195:0.60 201:0.68 204:0.85 206:0.81 208:0.54 212:0.91 215:0.51 216:0.18 222:0.48 230:0.69 232:0.74 233:0.76 235:0.31 241:0.05 242:0.58 243:0.92 247:0.79 253:0.41 254:0.95 259:0.21 265:0.98 266:0.27 267:0.52 276:0.66 281:0.91 282:0.77 283:0.82 297:0.36 300:0.55\n1 1:0.74 7:0.81 8:0.58 11:0.64 12:0.86 17:0.73 18:0.90 21:0.22 22:0.93 27:0.51 29:0.71 30:0.53 32:0.80 34:0.75 36:0.62 37:0.35 39:0.84 43:0.40 44:0.93 45:0.89 47:0.93 64:0.77 66:0.33 69:0.55 70:0.83 71:0.89 74:0.91 77:0.70 81:0.72 83:0.60 86:0.97 91:0.37 97:0.94 98:0.65 99:0.83 101:0.52 104:0.92 106:0.81 108:0.42 114:0.71 117:0.86 122:0.80 123:0.68 124:0.60 126:0.54 127:0.37 129:0.59 133:0.46 135:0.94 139:0.98 145:0.42 146:0.51 147:0.57 149:0.35 150:0.81 154:0.84 155:0.67 158:0.91 159:0.48 165:0.70 172:0.68 173:0.52 176:0.73 177:0.70 178:0.55 179:0.33 187:0.21 192:0.87 195:0.74 201:0.93 204:0.89 206:0.81 208:0.64 212:0.77 215:0.51 216:0.39 219:0.95 222:0.48 230:0.86 232:0.97 233:0.73 235:0.42 241:0.01 242:0.27 243:0.57 245:0.90 247:0.90 253:0.55 254:0.74 259:0.21 262:0.93 265:0.42 266:0.75 267:0.94 276:0.72 279:0.86 281:0.89 282:0.88 283:0.77 290:0.71 292:0.91 297:0.36 300:0.84\n1 7:0.66 12:0.86 17:0.66 18:0.79 21:0.05 27:0.72 29:0.71 30:0.27 31:0.88 32:0.75 34:0.97 36:0.65 39:0.84 43:0.14 44:0.93 55:0.42 64:0.77 66:0.43 69:0.08 70:0.73 71:0.89 74:0.72 76:0.97 77:0.70 79:0.88 81:0.82 86:0.86 87:0.98 91:0.65 98:0.39 104:0.88 106:0.81 108:0.07 120:0.57 123:0.07 124:0.90 126:0.44 127:0.91 129:0.59 133:0.91 135:0.74 137:0.88 139:0.87 140:0.45 145:0.59 146:0.71 147:0.75 149:0.20 150:0.60 151:0.53 153:0.48 154:0.78 159:0.82 162:0.86 164:0.54 172:0.61 173:0.09 177:0.70 179:0.55 187:0.21 190:0.77 192:0.51 195:0.92 196:0.90 201:0.68 202:0.36 206:0.81 212:0.55 215:0.78 216:0.07 220:0.82 222:0.48 228:0.99 230:0.69 232:0.77 233:0.73 235:0.12 241:0.07 242:0.14 243:0.57 245:0.65 247:0.86 248:0.53 253:0.42 254:0.80 255:0.74 256:0.45 259:0.21 260:0.57 265:0.41 266:0.84 267:0.88 268:0.46 276:0.67 282:0.84 283:0.78 284:0.87 285:0.56 297:0.36 300:0.55\n2 7:0.72 11:0.64 12:0.86 17:0.97 18:0.63 21:0.05 27:0.72 29:0.71 30:0.41 32:0.69 34:0.44 36:0.84 37:0.81 39:0.84 43:0.18 45:0.66 55:0.52 66:0.86 69:0.05 70:0.65 71:0.89 74:0.69 76:0.85 77:0.89 81:0.77 86:0.68 91:0.85 98:0.99 101:0.52 104:0.58 108:0.05 122:0.55 123:0.05 126:0.26 127:0.87 129:0.05 135:0.44 139:0.66 145:0.65 146:0.64 147:0.69 149:0.19 150:0.56 154:0.70 155:0.58 159:0.24 172:0.59 173:0.34 177:0.70 178:0.55 179:0.78 187:0.21 192:0.59 195:0.53 204:0.85 208:0.54 212:0.61 215:0.78 216:0.05 222:0.48 230:0.74 232:0.81 233:0.73 235:0.05 241:0.75 242:0.19 243:0.86 247:0.74 253:0.41 254:0.88 259:0.21 265:0.99 266:0.27 267:0.93 276:0.48 282:0.77 297:0.36 300:0.43\n1 1:0.74 9:0.80 11:0.64 12:0.86 17:0.47 18:0.68 21:0.13 22:0.93 27:0.20 29:0.71 30:0.62 31:0.91 34:0.71 36:0.33 37:0.65 39:0.84 43:0.78 45:0.66 47:0.93 64:0.77 66:0.47 69:0.71 70:0.34 71:0.89 74:0.57 79:0.91 81:0.80 83:0.60 86:0.76 91:0.66 96:0.76 97:0.94 98:0.33 99:0.83 101:0.52 104:0.93 106:0.81 108:0.54 114:0.79 117:0.86 120:0.64 122:0.80 123:0.52 124:0.52 126:0.54 127:0.23 129:0.05 133:0.43 135:0.74 137:0.91 139:0.81 140:0.45 145:0.47 146:0.39 147:0.46 149:0.54 150:0.86 151:0.74 153:0.69 154:0.71 155:0.67 158:0.91 159:0.33 162:0.86 163:0.79 164:0.62 165:0.70 172:0.21 173:0.73 176:0.73 177:0.70 179:0.83 187:0.68 192:0.87 196:0.92 201:0.93 202:0.46 206:0.81 208:0.64 212:0.30 215:0.61 216:0.70 219:0.95 220:0.62 222:0.48 232:0.96 235:0.31 241:0.50 242:0.63 243:0.59 245:0.46 247:0.35 248:0.69 253:0.70 255:0.95 256:0.45 259:0.21 260:0.65 262:0.93 265:0.35 266:0.27 267:0.84 268:0.55 276:0.21 279:0.86 283:0.82 284:0.90 285:0.62 290:0.79 292:0.91 297:0.36 300:0.25\n2 1:0.69 7:0.66 8:0.73 9:0.76 11:0.64 12:0.86 17:0.53 18:0.80 22:0.93 27:0.17 29:0.71 30:0.28 31:0.90 34:0.71 36:0.67 37:0.55 39:0.84 43:0.58 45:0.81 47:0.93 64:0.77 66:0.61 69:0.84 70:0.83 71:0.89 74:0.68 77:0.70 79:0.90 81:0.69 83:0.60 86:0.84 91:0.40 96:0.78 97:0.89 98:0.31 99:0.83 101:0.52 108:0.69 114:0.95 117:0.86 122:0.80 123:0.67 124:0.55 126:0.44 127:0.24 129:0.05 133:0.60 135:0.98 137:0.90 139:0.83 140:0.80 145:0.72 146:0.53 147:0.59 149:0.46 150:0.65 151:0.65 153:0.48 154:0.60 155:0.58 158:0.79 159:0.54 162:0.86 165:0.70 172:0.54 173:0.76 176:0.66 177:0.70 179:0.50 187:0.68 190:0.77 191:0.70 192:0.51 195:0.88 196:0.92 201:0.68 202:0.53 208:0.54 212:0.61 216:0.71 219:0.92 220:0.74 222:0.48 230:0.69 232:0.92 233:0.73 235:0.05 241:0.56 242:0.28 243:0.68 245:0.60 247:0.76 248:0.63 253:0.75 254:0.93 255:0.74 256:0.58 259:0.21 262:0.93 265:0.33 266:0.63 267:0.69 268:0.62 276:0.45 279:0.82 282:0.73 284:0.87 285:0.56 290:0.95 292:0.95 300:0.70\n1 7:0.72 8:0.83 11:0.64 12:0.86 17:0.92 18:0.72 21:0.05 27:0.72 29:0.71 30:0.21 34:0.36 36:0.43 39:0.84 43:0.59 45:0.73 48:0.97 55:0.84 66:0.93 69:0.08 70:0.88 71:0.89 74:0.68 81:0.77 86:0.83 91:0.80 98:0.92 101:0.52 104:0.58 108:0.07 120:0.74 123:0.07 126:0.26 127:0.55 129:0.05 135:0.54 139:0.83 140:0.45 146:0.92 147:0.93 149:0.45 150:0.56 151:0.60 153:0.48 154:0.92 155:0.58 159:0.53 162:0.86 164:0.56 172:0.82 173:0.15 177:0.70 179:0.42 190:0.89 192:0.59 202:0.50 204:0.85 208:0.54 212:0.60 215:0.78 216:0.02 220:0.62 222:0.48 230:0.75 233:0.76 235:0.05 241:0.79 242:0.72 243:0.94 247:0.79 248:0.61 253:0.41 254:0.74 256:0.58 259:0.21 260:0.68 265:0.92 266:0.63 267:0.84 268:0.59 276:0.72 281:0.91 283:0.78 285:0.47 297:0.36 300:0.70\n3 7:0.72 8:0.73 9:0.76 11:0.64 12:0.86 17:0.91 18:0.63 21:0.05 27:0.72 29:0.71 30:0.41 32:0.69 34:0.50 36:0.83 37:0.81 39:0.84 43:0.18 45:0.66 55:0.52 66:0.86 69:0.05 70:0.65 71:0.89 74:0.73 76:0.85 77:0.89 81:0.77 83:0.60 86:0.68 91:0.90 96:0.84 97:0.89 98:0.99 101:0.52 104:0.58 108:0.05 120:0.78 122:0.55 123:0.05 126:0.26 127:0.87 129:0.05 135:0.42 139:0.66 140:0.80 145:0.65 146:0.64 147:0.69 149:0.19 150:0.56 151:0.85 153:0.77 154:0.70 155:0.58 158:0.79 159:0.24 162:0.70 164:0.65 172:0.59 173:0.34 177:0.70 179:0.78 190:0.77 192:0.59 195:0.53 202:0.62 204:0.85 208:0.54 212:0.61 215:0.78 216:0.05 220:0.62 222:0.48 230:0.74 232:0.81 233:0.73 235:0.05 241:0.80 242:0.19 243:0.86 247:0.74 248:0.76 253:0.81 254:0.88 255:0.74 256:0.58 259:0.21 260:0.74 265:0.99 266:0.27 267:0.96 268:0.65 276:0.48 279:0.82 282:0.77 283:0.82 285:0.56 297:0.36 300:0.43\n1 1:0.69 7:0.72 8:0.68 9:0.76 11:0.64 12:0.86 17:0.88 18:0.73 21:0.22 27:0.49 29:0.71 30:0.73 32:0.69 34:0.63 36:0.73 37:0.38 39:0.84 43:0.65 45:0.81 55:0.52 66:0.91 69:0.10 70:0.39 71:0.89 74:0.87 76:0.97 77:0.99 81:0.62 86:0.79 91:0.46 96:0.71 98:0.85 101:0.52 108:0.09 114:0.67 117:0.86 120:0.57 122:0.75 123:0.09 126:0.44 127:0.36 129:0.05 135:0.49 139:0.79 140:0.45 145:0.92 146:0.66 147:0.71 149:0.66 150:0.59 151:0.53 153:0.48 154:0.77 155:0.67 158:0.78 159:0.25 162:0.86 164:0.54 172:0.76 173:0.32 176:0.66 177:0.70 179:0.45 187:0.21 190:0.77 192:0.87 195:0.57 201:0.68 202:0.36 204:0.85 208:0.64 212:0.95 215:0.51 216:0.30 219:0.92 220:0.82 222:0.48 230:0.74 232:0.84 233:0.73 235:0.31 241:0.01 242:0.28 243:0.92 247:0.84 248:0.53 253:0.57 254:0.93 255:0.74 256:0.45 259:0.21 260:0.57 265:0.85 266:0.12 267:0.28 268:0.46 276:0.65 279:0.82 282:0.77 285:0.56 290:0.67 292:0.91 297:0.36 300:0.33\n2 7:0.72 8:0.83 11:0.64 12:0.86 17:0.92 18:0.72 21:0.05 27:0.72 29:0.71 30:0.21 34:0.36 36:0.43 39:0.84 43:0.59 45:0.73 48:0.97 55:0.84 66:0.93 69:0.08 70:0.88 71:0.89 74:0.68 81:0.77 86:0.83 91:0.80 98:0.92 101:0.52 104:0.58 108:0.07 120:0.74 123:0.07 126:0.26 127:0.55 129:0.05 135:0.54 139:0.83 140:0.45 146:0.92 147:0.93 149:0.45 150:0.56 151:0.60 153:0.48 154:0.92 155:0.58 159:0.53 162:0.86 164:0.56 172:0.82 173:0.15 177:0.70 179:0.42 190:0.89 192:0.59 202:0.50 204:0.85 208:0.54 212:0.60 215:0.78 216:0.02 220:0.62 222:0.48 230:0.75 233:0.76 235:0.05 241:0.79 242:0.72 243:0.94 247:0.79 248:0.61 253:0.41 254:0.74 256:0.58 259:0.21 260:0.68 265:0.92 266:0.63 267:0.84 268:0.59 276:0.72 281:0.91 285:0.47 297:0.36 300:0.70\n2 1:0.74 11:0.64 12:0.86 17:0.18 18:0.76 21:0.30 27:0.45 29:0.71 30:0.30 34:0.91 36:0.21 37:0.50 39:0.84 43:0.20 45:0.73 55:0.59 64:0.77 66:0.33 69:0.68 70:0.92 71:0.89 74:0.52 81:0.64 83:0.60 86:0.83 91:0.11 98:0.15 99:0.83 101:0.52 108:0.52 114:0.65 122:0.55 123:0.50 124:0.77 126:0.54 127:0.69 129:0.59 133:0.73 135:0.87 139:0.79 145:0.49 146:0.31 147:0.38 149:0.11 150:0.77 154:0.76 155:0.67 159:0.86 165:0.70 172:0.32 173:0.43 176:0.73 177:0.70 178:0.55 179:0.81 187:0.68 192:0.87 201:0.93 208:0.64 212:0.52 215:0.44 216:0.77 222:0.48 235:0.52 241:0.27 242:0.13 243:0.50 245:0.53 247:0.76 253:0.49 254:0.80 259:0.21 265:0.16 266:0.54 267:0.84 276:0.34 290:0.65 297:0.36 300:0.70\n2 1:0.74 6:0.95 8:0.90 9:0.80 11:0.51 12:0.37 17:0.16 20:0.83 21:0.22 25:0.88 27:0.07 28:0.85 30:0.17 34:0.95 36:0.88 37:0.90 39:0.27 41:0.96 43:0.35 55:0.71 66:0.43 69:0.10 70:0.81 74:0.94 77:0.70 78:0.89 81:0.84 83:0.81 91:0.77 96:0.98 98:0.68 100:0.95 104:0.73 108:0.09 111:0.92 114:0.90 117:0.86 120:0.97 122:0.67 123:0.09 124:0.71 126:0.54 127:0.86 129:0.59 131:0.98 133:0.64 135:0.81 138:1.00 140:0.80 144:0.76 145:0.38 146:0.83 147:0.86 149:0.65 150:0.86 151:0.92 152:0.91 153:0.91 154:0.77 155:0.67 157:0.61 159:0.68 161:0.68 162:0.66 164:0.97 166:0.97 167:0.79 169:0.96 172:0.68 173:0.13 176:0.73 177:0.38 178:0.42 179:0.45 181:0.76 182:0.94 186:0.89 187:0.98 189:0.97 191:0.83 192:0.59 195:0.80 201:0.74 202:0.96 208:0.64 212:0.51 215:0.79 216:0.92 220:0.82 222:0.60 227:0.98 229:0.97 231:0.96 232:0.94 235:0.31 238:0.95 241:0.73 242:0.73 243:0.57 245:0.85 246:0.61 247:0.67 248:0.95 253:0.99 254:0.74 255:0.79 256:0.96 259:0.21 260:0.97 261:0.96 265:0.68 266:0.75 267:0.36 268:0.97 271:0.77 276:0.74 282:0.81 285:0.62 287:0.97 290:0.90 297:0.36 300:0.70\n2 1:0.74 6:0.94 7:0.81 8:0.89 9:0.80 11:0.78 12:0.37 17:0.22 20:0.97 21:0.59 27:0.08 28:0.85 30:0.31 32:0.80 34:0.55 36:0.96 37:0.90 39:0.27 41:0.99 43:0.83 55:0.59 60:0.95 66:0.34 69:0.67 70:0.76 74:1.00 76:0.98 77:0.98 78:0.83 81:0.77 83:0.89 85:0.99 91:0.89 96:0.99 98:0.72 100:0.87 101:0.84 104:0.78 106:0.81 108:0.94 111:0.83 114:0.74 117:0.86 120:0.95 121:0.90 122:0.67 123:0.94 124:0.72 126:0.54 127:0.83 129:0.81 131:0.98 133:0.67 135:1.00 140:0.87 144:0.76 145:0.85 146:0.92 147:0.93 149:0.98 150:0.83 151:0.99 152:0.89 153:0.98 154:0.79 155:0.67 157:0.98 158:0.92 159:0.91 161:0.68 162:0.80 164:0.93 165:0.70 166:0.97 167:0.73 169:0.85 172:0.97 173:0.33 176:0.73 177:0.38 179:0.11 181:0.76 182:0.95 186:0.83 187:0.21 189:0.95 191:0.87 192:0.59 195:0.98 201:0.74 202:0.93 204:0.89 206:0.81 208:0.64 212:0.79 215:0.55 216:0.85 220:0.62 222:0.60 227:0.98 229:0.97 230:0.87 231:0.96 232:0.84 233:0.76 235:0.88 238:0.91 241:0.65 242:0.43 243:0.28 245:1.00 246:0.96 247:0.60 248:0.97 253:1.00 255:0.79 256:0.96 259:0.21 260:0.95 261:0.88 265:0.72 266:0.54 267:0.85 268:0.96 271:0.77 276:0.98 279:0.86 282:0.88 283:0.82 285:0.62 287:0.98 290:0.74 297:0.36 299:0.88 300:0.70\n4 1:0.74 6:0.97 8:0.93 9:0.80 11:0.51 12:0.37 17:0.01 20:0.82 25:0.88 27:0.07 28:0.85 30:0.68 34:0.18 36:0.68 37:0.88 39:0.27 41:1.00 43:0.39 55:0.59 66:0.67 69:0.05 70:0.54 74:0.96 76:0.85 77:0.89 78:0.93 81:0.96 83:0.91 91:0.98 96:1.00 98:0.80 100:0.99 104:0.58 108:0.63 111:0.97 114:0.98 117:0.86 120:1.00 122:0.67 123:0.61 124:0.46 126:0.54 127:0.84 129:0.59 131:0.98 133:0.47 135:0.47 138:0.99 140:0.80 144:0.76 145:0.96 146:0.53 147:0.59 149:0.67 150:0.99 151:1.00 152:0.94 153:1.00 154:0.75 155:0.67 157:0.61 158:0.86 159:0.48 161:0.68 162:0.65 164:1.00 165:0.92 166:0.97 167:0.84 169:0.96 172:0.78 173:0.16 176:0.73 177:0.38 179:0.47 181:0.76 182:0.95 186:0.92 187:0.21 189:0.99 191:0.97 192:0.59 195:0.72 201:0.74 202:1.00 208:0.64 212:0.84 215:0.96 216:0.99 222:0.60 227:0.98 229:0.97 231:0.96 232:0.82 235:0.05 238:0.98 241:0.76 242:0.72 243:0.29 245:0.85 246:0.97 247:0.55 248:1.00 253:1.00 254:0.84 255:0.79 256:1.00 259:0.21 260:1.00 261:0.97 265:0.80 266:0.38 267:0.76 268:1.00 271:0.77 276:0.73 279:0.86 282:0.81 283:0.67 285:0.62 287:0.98 290:0.98 297:0.36 300:0.55\n1 1:0.74 8:0.64 11:0.78 12:0.37 17:0.53 20:0.74 21:0.13 27:0.45 28:0.85 30:0.17 32:0.80 34:0.71 36:0.27 37:0.50 39:0.27 43:0.82 55:0.84 60:0.87 66:0.20 69:0.68 70:0.90 74:0.90 77:0.70 78:0.85 81:0.89 83:0.85 85:0.80 91:0.11 98:0.40 100:0.88 101:0.72 108:0.52 111:0.85 114:0.92 122:0.67 123:0.50 124:0.85 126:0.54 127:0.59 129:0.93 131:0.61 133:0.84 135:0.90 144:0.76 145:0.49 146:0.68 147:0.73 149:0.77 150:0.94 152:0.74 154:0.77 155:0.67 157:0.85 158:0.92 159:0.76 161:0.68 165:0.88 166:0.97 167:0.66 169:0.85 172:0.51 173:0.53 176:0.73 177:0.38 178:0.55 179:0.45 181:0.76 182:0.94 186:0.86 187:0.68 192:0.59 195:0.89 201:0.74 208:0.64 212:0.30 215:0.84 216:0.77 222:0.60 227:0.61 229:0.61 231:0.95 235:0.22 241:0.47 242:0.55 243:0.40 245:0.78 246:0.97 247:0.67 253:0.78 259:0.21 261:0.75 265:0.42 266:0.87 267:0.36 271:0.77 276:0.70 279:0.86 282:0.88 283:0.82 287:0.61 290:0.92 297:0.36 299:0.88 300:0.84\n2 6:0.90 8:0.85 9:0.80 11:0.51 12:0.37 17:0.08 20:0.78 21:0.05 27:0.37 28:0.85 30:0.20 34:0.18 36:0.78 37:0.48 39:0.27 41:0.88 43:0.23 55:0.84 60:0.87 66:0.29 69:0.85 70:0.90 74:0.93 78:0.82 81:0.88 83:0.78 91:0.65 96:0.99 98:0.57 100:0.84 108:0.94 111:0.81 114:0.56 117:0.86 120:0.76 122:0.67 123:0.94 124:0.91 126:0.32 127:0.57 129:0.96 131:0.98 133:0.91 135:0.99 140:0.99 144:0.76 146:0.77 147:0.81 149:0.59 150:0.76 151:0.82 152:0.87 153:0.97 154:0.54 155:0.67 157:0.61 158:0.92 159:0.88 161:0.68 162:0.71 164:0.70 166:0.91 167:0.68 169:0.84 172:0.80 173:0.63 176:0.53 177:0.38 179:0.22 181:0.76 182:0.94 186:0.83 187:0.39 189:0.91 191:0.70 192:0.59 202:0.91 208:0.64 212:0.30 216:0.82 222:0.60 227:0.98 229:0.97 231:0.95 232:0.83 235:0.05 238:0.88 241:0.54 242:0.50 243:0.31 245:0.89 246:0.61 247:0.60 248:0.83 253:0.99 255:0.79 256:0.93 259:0.21 260:0.77 261:0.88 265:0.58 266:0.92 267:0.65 268:0.93 271:0.77 276:0.88 279:0.86 283:0.82 285:0.62 287:0.97 290:0.56 300:0.84\n2 6:0.95 7:0.76 8:0.87 9:0.80 11:0.78 12:0.37 17:0.09 20:0.96 21:0.30 27:0.21 28:0.85 30:0.27 34:0.37 36:0.84 37:0.74 39:0.27 41:0.98 43:0.45 55:0.59 60:0.95 66:0.35 69:0.10 70:0.81 74:0.99 76:0.85 78:0.79 81:0.67 83:0.89 85:0.97 91:0.92 96:1.00 98:0.59 100:0.84 101:0.74 108:0.98 111:0.79 114:0.55 117:0.86 120:0.94 122:0.67 123:0.98 124:0.92 126:0.32 127:0.99 129:0.97 131:0.98 133:0.94 135:0.23 138:1.00 140:0.90 144:0.76 146:0.45 147:0.51 149:0.84 150:0.49 151:0.98 152:0.89 153:0.99 154:0.77 155:0.67 157:0.95 158:0.92 159:0.97 161:0.68 162:0.66 164:0.90 166:0.90 167:0.82 169:0.81 172:0.99 173:0.05 176:0.53 177:0.38 179:0.09 181:0.76 182:0.95 186:0.80 187:0.39 189:0.96 191:0.87 192:0.59 202:0.96 208:0.64 212:0.73 216:0.95 222:0.60 227:0.98 229:0.97 230:0.78 231:0.96 232:0.85 233:0.69 235:0.31 238:0.91 241:0.75 242:0.33 243:0.06 245:1.00 246:0.61 247:0.67 248:0.97 253:1.00 255:0.79 256:0.97 259:0.21 260:0.95 261:0.85 265:0.60 266:0.94 267:0.69 268:0.97 271:0.77 276:0.99 279:0.86 283:0.82 285:0.62 287:0.98 290:0.55 300:0.84\n1 11:0.78 12:0.37 17:0.34 21:0.54 27:0.45 28:0.85 30:0.20 34:0.89 36:0.18 37:0.50 39:0.27 43:0.79 55:0.59 66:0.35 69:0.69 70:0.88 74:0.90 77:0.70 81:0.48 85:0.85 91:0.25 96:0.69 98:0.52 101:0.76 108:0.52 114:0.54 122:0.67 123:0.50 124:0.78 126:0.32 127:0.42 129:0.89 131:0.94 133:0.78 135:0.79 140:0.45 144:0.76 145:0.42 146:0.69 147:0.73 149:0.77 150:0.38 151:0.48 153:0.48 154:0.73 157:0.91 158:0.82 159:0.57 161:0.68 162:0.86 166:0.90 167:0.58 172:0.57 173:0.63 176:0.53 177:0.38 179:0.47 181:0.76 182:0.80 187:0.68 190:0.77 195:0.79 202:0.36 212:0.61 216:0.77 220:0.96 222:0.60 227:0.96 229:0.61 231:0.94 235:0.60 241:0.18 242:0.41 243:0.51 245:0.74 246:0.61 247:0.60 248:0.48 253:0.65 256:0.45 259:0.21 265:0.54 266:0.54 267:0.28 268:0.46 271:0.77 276:0.65 282:0.81 285:0.50 287:0.61 290:0.54 300:0.70\n2 1:0.74 6:0.94 7:0.76 8:0.92 9:0.80 12:0.37 17:0.03 20:0.84 21:0.68 27:0.06 28:0.85 30:0.58 32:0.77 34:0.93 36:0.92 37:0.92 39:0.27 41:0.96 43:0.29 55:0.71 66:0.88 69:0.72 70:0.39 74:0.90 76:0.94 77:0.70 78:0.86 81:0.53 83:0.80 91:0.93 96:0.99 98:0.90 100:0.91 108:0.55 111:0.87 114:0.54 117:0.86 120:0.88 122:0.67 123:0.52 126:0.54 127:0.46 129:0.05 131:0.98 135:0.81 140:0.95 144:0.76 145:0.63 146:0.92 147:0.94 149:0.53 150:0.63 151:0.94 152:0.88 153:0.95 154:0.22 155:0.67 157:0.61 158:0.83 159:0.54 161:0.68 162:0.57 163:0.92 164:0.93 166:0.97 167:0.79 169:0.88 172:0.65 173:0.69 175:0.75 176:0.53 177:0.05 178:0.42 179:0.64 181:0.76 182:0.94 186:0.86 187:0.68 189:0.97 191:0.95 192:0.59 195:0.77 201:0.74 202:0.97 208:0.64 212:0.23 215:0.49 216:0.75 222:0.60 227:0.98 229:0.97 230:0.79 231:0.96 232:0.98 233:0.76 235:0.84 238:0.93 241:0.72 242:0.82 243:0.88 244:0.61 246:0.61 247:0.12 248:0.91 253:0.99 255:0.79 256:0.97 257:0.65 259:0.21 260:0.88 261:0.90 265:0.90 266:0.63 267:0.28 268:0.97 271:0.77 276:0.55 277:0.69 282:0.85 283:0.82 285:0.62 287:0.97 290:0.54 297:0.36 300:0.33\n3 1:0.74 6:0.97 8:0.86 9:0.80 12:0.37 20:0.77 21:0.05 25:0.88 27:0.07 28:0.85 30:0.45 34:0.28 36:0.92 37:0.88 39:0.27 41:1.00 43:0.39 55:0.59 60:0.98 66:0.29 69:0.07 70:0.59 74:0.95 76:0.85 77:0.89 78:0.88 81:0.93 83:0.90 91:0.92 96:1.00 98:0.73 100:0.89 104:0.58 108:0.78 111:0.87 114:0.95 117:0.86 120:0.99 122:0.67 123:0.06 124:0.58 126:0.54 127:0.82 129:0.59 131:0.98 133:0.47 135:0.49 138:1.00 140:0.80 144:0.76 145:0.96 146:0.79 147:0.82 149:0.69 150:0.96 151:0.98 152:0.94 153:0.98 154:0.75 155:0.67 157:0.61 158:0.87 159:0.57 161:0.68 162:0.56 164:0.98 165:0.90 166:0.97 167:0.76 169:0.96 172:0.67 173:0.14 176:0.73 177:0.38 179:0.50 181:0.76 182:0.95 186:0.83 187:0.68 189:0.96 191:0.89 192:0.59 195:0.76 201:0.74 202:0.99 208:0.64 212:0.83 215:0.91 216:0.99 222:0.60 227:0.98 229:0.97 231:0.96 232:0.82 235:0.12 238:0.90 241:0.69 242:0.74 243:0.47 245:0.87 246:0.97 247:0.55 248:1.00 253:1.00 254:0.93 255:0.79 256:0.99 259:0.21 260:0.99 261:0.97 265:0.62 266:0.63 267:0.52 268:0.99 271:0.77 276:0.70 279:0.86 282:0.81 283:0.82 285:0.62 287:0.98 290:0.95 297:0.36 300:0.55\n1 1:0.74 8:0.64 11:0.57 12:0.51 17:0.36 20:0.81 21:0.59 27:0.45 28:0.73 30:0.28 34:0.83 36:0.17 37:0.50 39:0.38 43:0.82 66:0.51 69:0.70 70:0.79 74:0.79 78:0.90 81:0.67 83:0.73 85:0.90 91:0.25 98:0.45 100:0.73 101:0.79 108:0.53 111:0.87 114:0.74 122:0.43 123:0.51 124:0.65 126:0.54 127:0.38 129:0.59 133:0.64 135:0.87 145:0.49 146:0.63 147:0.68 149:0.81 150:0.78 152:0.78 154:0.77 155:0.67 159:0.57 161:0.78 165:0.78 167:0.54 169:0.72 172:0.57 173:0.63 176:0.73 177:0.38 178:0.55 179:0.55 181:0.97 186:0.90 187:0.68 192:0.59 201:0.74 212:0.61 215:0.55 216:0.77 222:0.48 235:0.74 241:0.39 242:0.39 243:0.61 245:0.69 247:0.67 253:0.67 259:0.21 261:0.84 265:0.47 266:0.75 267:0.28 271:0.11 276:0.56 290:0.74 297:0.36 300:0.55\n1 1:0.74 9:0.80 11:0.57 12:0.51 17:0.57 20:0.79 21:0.71 28:0.73 30:0.85 32:0.80 34:0.28 36:0.28 37:0.97 39:0.38 41:0.82 43:0.80 60:0.87 66:0.69 69:0.73 70:0.44 74:0.90 77:0.70 78:0.72 81:0.57 83:0.85 85:0.96 91:0.37 96:0.80 98:0.39 100:0.73 101:0.81 104:0.80 108:0.57 111:0.72 114:0.68 120:0.69 122:0.43 123:0.54 124:0.46 126:0.54 127:0.25 129:0.81 133:0.67 135:0.66 140:0.80 145:0.63 146:0.73 147:0.77 149:0.93 150:0.70 151:0.87 152:0.82 153:0.48 154:0.74 155:0.67 158:0.87 159:0.65 161:0.78 162:0.51 164:0.57 165:0.69 167:0.57 169:0.79 172:0.70 173:0.54 176:0.73 177:0.38 178:0.42 179:0.35 181:0.97 186:0.73 187:0.21 192:0.59 195:0.93 201:0.74 202:0.59 208:0.64 212:0.42 215:0.48 216:0.98 222:0.48 232:0.85 235:0.88 241:0.50 242:0.63 243:0.73 245:0.67 247:0.30 248:0.78 253:0.86 255:0.79 256:0.45 259:0.21 260:0.70 261:0.81 265:0.42 266:0.63 267:0.73 268:0.46 271:0.11 276:0.53 279:0.86 282:0.88 283:0.71 285:0.62 290:0.68 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.93 7:0.81 8:0.85 9:0.80 11:0.57 12:0.51 17:0.55 20:0.98 21:0.30 27:0.21 28:0.73 30:0.45 34:0.42 36:0.95 37:0.74 39:0.38 41:0.96 43:0.98 55:0.71 60:0.97 66:0.63 69:0.12 70:0.64 74:0.98 76:0.85 78:0.93 81:0.85 83:0.88 85:0.97 91:0.70 96:0.96 98:0.82 100:0.99 101:0.82 104:0.84 106:0.81 108:0.84 111:0.98 114:0.86 117:0.86 120:0.92 121:0.90 122:0.57 123:0.83 124:0.49 126:0.54 127:0.68 129:0.59 133:0.47 135:0.23 140:0.45 146:0.91 147:0.93 149:0.93 150:0.91 151:0.98 152:0.92 153:0.92 154:0.98 155:0.67 158:0.92 159:0.85 161:0.78 162:0.71 164:0.86 165:0.84 167:0.54 169:0.98 172:0.94 173:0.09 176:0.73 177:0.38 179:0.18 181:0.97 186:0.93 187:0.39 189:0.94 192:0.59 201:0.74 202:0.80 204:0.89 206:0.81 208:0.64 212:0.58 215:0.72 216:0.95 222:0.48 230:0.87 232:0.90 233:0.76 235:0.42 238:0.97 241:0.39 242:0.36 243:0.34 245:0.98 247:0.67 248:0.96 253:0.97 255:0.79 256:0.83 259:0.21 260:0.93 261:0.97 265:0.82 266:0.63 267:0.88 268:0.83 271:0.11 276:0.92 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.70\n2 1:0.74 7:0.81 9:0.80 11:0.57 12:0.51 17:0.83 21:0.64 27:0.72 28:0.73 30:0.13 32:0.80 34:0.22 36:0.68 39:0.38 41:0.93 43:0.98 55:0.59 60:0.99 66:0.97 69:0.27 70:0.86 74:0.90 77:0.89 81:0.74 83:0.82 85:0.95 91:0.72 96:0.82 98:1.00 101:0.83 104:0.54 108:0.21 114:0.72 120:0.72 121:0.99 123:0.20 126:0.54 127:0.95 129:0.05 135:0.30 140:0.45 145:0.65 146:0.98 147:0.98 149:0.93 150:0.82 151:0.77 153:0.48 154:0.98 155:0.67 158:0.87 159:0.75 161:0.78 162:0.78 164:0.77 165:0.80 167:0.81 172:0.93 173:0.18 176:0.73 177:0.38 179:0.27 181:0.97 192:0.59 195:0.86 201:0.74 202:0.67 204:0.89 208:0.64 212:0.60 215:0.53 216:0.08 220:0.62 222:0.48 230:0.87 232:0.74 233:0.76 235:0.88 241:0.81 242:0.70 243:0.97 247:0.47 248:0.80 253:0.86 255:0.79 256:0.71 259:0.21 260:0.73 265:1.00 266:0.54 267:0.94 268:0.71 271:0.11 276:0.87 279:0.86 282:0.88 283:0.82 285:0.62 290:0.72 297:0.36 299:0.97 300:0.70\n1 1:0.74 6:0.83 8:0.64 9:0.80 11:0.57 12:0.51 17:0.62 20:0.96 27:0.44 28:0.73 30:0.85 34:0.39 36:0.84 37:0.41 39:0.38 41:0.88 43:0.98 55:0.71 66:0.87 69:0.05 70:0.28 74:0.75 78:0.92 81:0.99 83:0.81 85:0.80 91:0.68 96:0.88 98:0.92 100:0.94 101:0.78 104:0.92 106:0.81 108:0.05 111:0.91 114:0.98 120:0.78 122:0.43 123:0.05 126:0.54 127:0.55 129:0.05 135:0.69 140:0.45 146:0.77 147:0.81 149:0.75 150:0.99 151:0.91 152:0.89 153:0.71 154:0.98 155:0.67 159:0.33 161:0.78 162:0.86 164:0.66 165:0.92 167:0.55 169:0.92 172:0.63 173:0.21 176:0.73 177:0.38 179:0.69 181:0.97 186:0.92 187:0.68 189:0.85 192:0.59 201:0.74 202:0.56 206:0.81 208:0.64 212:0.71 215:0.96 216:0.93 222:0.48 235:0.05 238:0.90 241:0.43 242:0.40 243:0.88 247:0.60 248:0.85 253:0.90 255:0.79 256:0.64 259:0.21 260:0.79 261:0.93 265:0.92 266:0.27 267:0.44 268:0.65 271:0.11 276:0.53 285:0.62 290:0.98 297:0.36 300:0.25\n1 1:0.74 6:0.87 8:0.60 9:0.80 11:0.57 12:0.51 17:0.01 20:0.89 21:0.05 27:0.14 28:0.73 30:0.76 32:0.80 34:0.82 36:0.35 37:0.67 39:0.38 41:0.88 43:0.86 60:0.95 66:0.64 69:0.59 70:0.21 74:0.76 77:0.70 78:0.87 81:0.96 83:0.88 85:0.85 91:0.54 96:0.88 98:0.55 100:0.83 101:0.79 108:0.45 111:0.85 114:0.95 120:0.80 122:0.43 123:0.43 124:0.42 126:0.54 127:0.25 129:0.05 133:0.39 135:0.98 140:0.45 145:0.49 146:0.53 147:0.59 149:0.75 150:0.98 151:0.92 152:0.95 153:0.72 154:0.83 155:0.67 158:0.92 159:0.28 161:0.78 162:0.86 163:0.92 164:0.69 165:0.90 167:0.51 169:0.88 172:0.32 173:0.66 176:0.73 177:0.38 179:0.81 181:0.97 186:0.88 187:0.39 189:0.82 192:0.59 195:0.62 201:0.74 202:0.53 208:0.64 212:0.73 215:0.91 216:0.93 222:0.48 235:0.12 238:0.83 241:0.24 242:0.73 243:0.69 245:0.43 247:0.30 248:0.87 253:0.89 255:0.79 256:0.58 259:0.21 260:0.80 261:0.93 265:0.56 266:0.17 267:0.44 268:0.62 271:0.11 276:0.28 279:0.86 282:0.88 283:0.82 285:0.62 290:0.95 297:0.36 299:0.88 300:0.18\n1 11:0.57 12:0.51 17:0.53 21:0.77 27:0.45 28:0.73 30:0.30 32:0.75 34:0.77 36:0.26 37:0.50 39:0.38 43:0.79 66:0.15 69:0.71 70:0.94 74:0.72 81:0.37 85:0.94 91:0.06 98:0.32 101:0.78 108:0.90 123:0.83 124:0.90 126:0.32 127:0.62 129:0.93 133:0.90 135:0.78 145:0.58 146:0.49 147:0.55 149:0.83 150:0.33 154:0.72 159:0.84 161:0.78 163:0.81 167:0.60 172:0.48 173:0.47 177:0.38 178:0.55 179:0.43 181:0.97 187:0.68 195:0.95 212:0.18 215:0.44 216:0.77 222:0.48 235:0.98 241:0.57 242:0.33 243:0.29 245:0.75 247:0.67 253:0.53 259:0.21 265:0.30 266:0.87 267:0.65 271:0.11 276:0.72 297:0.36 300:0.84\n1 1:0.74 6:0.97 7:0.78 8:0.93 9:0.80 11:0.57 12:0.51 17:0.11 20:0.95 21:0.13 27:0.02 28:0.73 30:0.65 32:0.80 34:0.28 36:0.30 37:0.92 39:0.38 41:0.90 43:0.82 60:0.87 66:0.67 69:0.67 70:0.44 74:0.88 76:0.85 77:0.70 78:0.84 81:0.93 83:0.86 85:0.97 91:0.44 96:0.88 98:0.60 100:0.88 101:0.84 108:0.86 111:0.84 114:0.92 120:0.80 122:0.43 123:0.86 124:0.50 126:0.54 127:0.49 129:0.59 133:0.64 135:0.85 140:0.80 145:0.67 146:0.13 147:0.18 149:0.89 150:0.96 151:0.87 152:0.89 153:0.48 154:0.78 155:0.67 158:0.87 159:0.74 161:0.78 162:0.52 164:0.74 165:0.88 167:0.68 169:0.86 172:0.80 173:0.52 176:0.73 177:0.38 178:0.42 179:0.36 181:0.97 186:0.84 187:0.39 189:0.97 192:0.59 195:0.90 201:0.74 202:0.73 208:0.64 212:0.54 215:0.84 216:0.99 220:0.62 222:0.48 230:0.81 233:0.76 235:0.22 238:0.90 241:0.68 242:0.52 243:0.11 245:0.81 247:0.60 248:0.87 253:0.91 255:0.79 256:0.64 259:0.21 260:0.81 261:0.88 265:0.61 266:0.87 267:0.82 268:0.68 271:0.11 276:0.74 279:0.86 282:0.88 283:0.71 285:0.62 290:0.92 297:0.36 299:0.88 300:0.55\n2 6:0.88 8:0.89 9:0.80 11:0.57 12:0.51 17:0.05 20:0.97 21:0.78 27:0.14 28:0.73 30:0.87 34:0.75 36:0.31 37:0.67 39:0.38 41:0.92 43:0.59 60:0.87 66:0.54 69:0.93 70:0.20 74:0.60 78:0.88 83:0.82 85:0.88 91:0.40 96:0.91 98:0.14 100:0.92 101:0.74 108:0.87 111:0.89 120:0.89 122:0.43 123:0.86 124:0.48 127:0.13 129:0.59 133:0.47 135:0.78 140:0.87 145:0.77 146:0.28 147:0.35 149:0.57 151:0.96 152:0.95 153:0.87 154:0.47 155:0.67 158:0.92 159:0.28 161:0.78 162:0.48 164:0.80 167:0.55 169:0.88 172:0.32 173:0.87 177:0.38 178:0.48 179:0.28 181:0.97 186:0.88 187:0.39 189:0.93 192:0.59 202:0.87 208:0.64 212:0.61 216:0.93 222:0.48 235:0.05 238:0.91 241:0.46 242:0.63 243:0.63 245:0.50 247:0.30 248:0.91 253:0.89 255:0.79 256:0.75 259:0.21 260:0.89 261:0.93 265:0.16 266:0.27 267:0.28 268:0.76 271:0.11 276:0.18 279:0.86 283:0.82 285:0.62 300:0.18\n1 1:0.74 7:0.81 11:0.57 12:0.51 17:0.75 21:0.59 27:0.57 28:0.73 30:0.84 32:0.80 34:0.55 36:0.42 37:0.61 39:0.38 43:0.86 66:0.97 69:0.59 70:0.26 74:0.99 77:0.70 81:0.67 83:0.73 85:1.00 91:0.08 98:0.88 101:0.87 104:0.80 106:0.81 108:0.73 114:0.74 117:0.86 121:0.90 122:0.43 123:0.72 124:0.36 126:0.54 127:0.62 129:0.59 133:0.47 135:0.74 145:0.74 146:0.13 147:0.18 149:1.00 150:0.78 154:0.84 155:0.67 159:0.85 161:0.78 165:0.78 167:0.51 172:0.99 173:0.32 176:0.73 177:0.38 178:0.55 179:0.12 181:0.97 187:0.21 192:0.59 195:0.95 201:0.74 204:0.89 206:0.81 208:0.64 212:0.94 215:0.55 216:0.86 222:0.48 230:0.87 232:0.86 233:0.76 235:0.74 241:0.24 242:0.63 243:0.06 245:0.91 247:0.30 253:0.76 265:0.88 266:0.54 267:0.44 271:0.11 276:0.97 282:0.88 290:0.74 297:0.36 299:0.88 300:0.33\n1 1:0.74 9:0.80 11:0.57 12:0.51 17:0.73 20:0.82 21:0.74 28:0.73 30:0.76 32:0.80 34:0.66 36:0.32 37:0.97 39:0.38 41:0.88 43:0.80 60:0.87 66:0.36 69:0.74 70:0.62 74:0.89 77:0.70 78:0.82 81:0.54 83:0.85 85:0.96 91:0.37 96:0.88 98:0.35 100:0.73 101:0.81 104:0.86 108:0.57 111:0.80 114:0.67 120:0.80 122:0.43 123:0.54 124:0.82 126:0.54 127:0.59 129:0.89 133:0.83 135:0.42 140:0.45 145:0.69 146:0.73 147:0.77 149:0.92 150:0.67 151:0.93 152:0.82 153:0.78 154:0.74 155:0.67 158:0.87 159:0.85 161:0.78 162:0.78 163:0.81 164:0.70 165:0.65 167:0.52 169:0.79 172:0.59 173:0.49 176:0.73 177:0.38 179:0.51 181:0.97 186:0.82 187:0.21 192:0.59 195:0.95 201:0.74 202:0.59 208:0.64 212:0.23 215:0.46 216:0.98 222:0.48 232:0.90 235:0.95 241:0.32 242:0.63 243:0.51 245:0.71 247:0.39 248:0.87 253:0.91 255:0.79 256:0.58 259:0.21 260:0.81 261:0.81 265:0.37 266:0.84 267:0.36 268:0.64 271:0.11 276:0.62 279:0.86 282:0.88 283:0.71 285:0.62 290:0.67 297:0.36 299:0.88 300:0.84\n2 1:0.74 11:0.57 12:0.51 17:0.47 21:0.64 28:0.73 30:0.75 32:0.80 34:0.50 36:0.25 37:0.97 39:0.38 43:0.80 60:0.87 66:0.35 69:0.75 70:0.59 74:0.91 77:0.96 81:0.63 83:0.86 85:0.96 91:0.22 98:0.27 101:0.82 104:0.80 108:0.58 114:0.72 122:0.43 123:0.55 124:0.86 126:0.54 127:0.68 129:0.89 133:0.87 135:0.54 145:0.74 146:0.52 147:0.05 149:0.94 150:0.75 154:0.73 155:0.67 158:0.87 159:0.79 161:0.78 165:0.70 167:0.47 172:0.59 173:0.59 176:0.73 177:0.05 178:0.55 179:0.51 181:0.97 187:0.21 192:0.59 195:0.90 201:0.74 208:0.64 212:0.59 215:0.53 216:0.98 222:0.48 232:0.85 235:0.80 241:0.03 242:0.63 243:0.09 245:0.70 247:0.35 253:0.71 257:0.65 259:0.21 265:0.29 266:0.71 267:0.73 271:0.11 276:0.62 279:0.86 282:0.88 283:0.71 290:0.72 297:0.36 299:0.99 300:0.70\n2 1:0.74 9:0.80 11:0.57 12:0.51 17:0.28 21:0.64 27:0.48 28:0.73 30:0.60 32:0.80 34:0.53 36:0.30 37:0.55 39:0.38 41:0.88 43:0.80 60:0.98 66:0.71 69:0.75 70:0.74 74:0.91 77:0.96 81:0.63 83:0.84 85:0.97 91:0.20 96:0.87 98:0.52 101:0.82 108:0.58 114:0.72 120:0.78 122:0.43 123:0.55 124:0.51 126:0.54 127:0.35 129:0.81 133:0.76 135:0.42 140:0.45 145:0.79 146:0.88 147:0.05 149:0.95 150:0.75 151:0.87 153:0.48 154:0.73 155:0.67 158:0.92 159:0.78 161:0.78 162:0.86 164:0.67 165:0.70 167:0.60 172:0.82 173:0.53 176:0.73 177:0.05 179:0.30 181:0.97 187:0.39 192:0.59 195:0.94 201:0.74 202:0.50 208:0.64 212:0.47 215:0.53 216:0.92 222:0.48 235:0.80 241:0.57 242:0.55 243:0.07 245:0.76 247:0.47 248:0.86 253:0.90 255:0.79 256:0.58 257:0.65 259:0.21 260:0.79 265:0.53 266:0.87 267:0.92 268:0.59 271:0.11 276:0.74 279:0.86 282:0.88 283:0.82 285:0.62 290:0.72 297:0.36 299:0.99 300:0.84\n1 6:0.79 8:0.58 9:0.80 12:0.51 17:0.53 20:0.91 21:0.78 27:0.72 28:0.73 34:0.49 36:0.24 39:0.38 41:0.82 78:0.87 83:0.77 91:0.89 96:0.84 100:0.82 104:0.58 111:0.84 120:0.74 135:0.61 140:0.45 151:0.92 152:0.85 153:0.72 155:0.67 161:0.78 162:0.67 164:0.64 167:0.84 169:0.79 175:0.91 181:0.97 186:0.86 189:0.81 192:0.59 202:0.53 208:0.64 216:0.05 222:0.48 232:0.78 238:0.82 241:0.91 244:0.83 248:0.81 253:0.77 255:0.79 256:0.45 257:0.84 259:0.21 260:0.75 261:0.87 267:0.52 268:0.57 271:0.11 277:0.87 285:0.62\n2 1:0.74 7:0.81 8:0.82 9:0.80 11:0.57 12:0.51 17:0.49 20:0.81 21:0.40 27:0.72 28:0.73 30:0.45 32:0.80 34:0.96 36:0.73 37:0.55 39:0.38 41:0.82 43:0.83 55:0.71 60:0.87 66:0.75 69:0.66 70:0.79 74:0.97 77:0.70 78:0.90 81:0.81 83:0.83 85:0.94 91:0.33 96:0.80 98:0.81 100:0.88 101:0.80 104:0.83 106:0.81 108:0.50 111:0.89 114:0.82 117:0.86 120:0.69 121:0.90 122:0.67 123:0.48 124:0.43 126:0.54 127:0.59 129:0.81 133:0.67 135:0.78 140:0.45 145:0.79 146:0.96 147:0.97 149:0.89 150:0.87 151:0.87 152:0.78 153:0.48 154:0.79 155:0.67 158:0.92 159:0.77 161:0.78 162:0.86 164:0.57 165:0.83 167:0.51 169:0.86 172:0.86 173:0.49 176:0.73 177:0.38 179:0.33 181:0.97 186:0.90 187:0.39 192:0.59 195:0.91 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.39 215:0.67 216:0.09 222:0.48 230:0.87 232:0.89 233:0.76 235:0.52 241:0.27 242:0.54 243:0.77 245:0.81 247:0.60 248:0.78 253:0.88 255:0.79 256:0.45 259:0.21 260:0.70 261:0.84 265:0.81 266:0.80 267:0.85 268:0.46 271:0.11 276:0.80 279:0.86 282:0.88 283:0.82 285:0.62 290:0.82 297:0.36 299:0.88 300:0.84\n2 9:0.80 11:0.57 12:0.51 17:0.05 21:0.78 27:0.14 28:0.73 30:0.87 34:0.66 36:0.41 37:0.67 39:0.38 41:0.92 43:0.58 60:0.87 66:0.45 69:0.94 70:0.27 74:0.61 78:0.86 83:0.82 85:0.90 91:0.73 96:0.91 98:0.14 101:0.75 108:0.88 111:0.89 120:0.89 122:0.43 123:0.87 124:0.67 127:0.22 129:0.81 133:0.67 135:0.70 140:0.80 145:0.77 146:0.28 147:0.35 149:0.60 151:0.96 153:0.87 154:0.46 155:0.67 158:0.92 159:0.66 161:0.78 162:0.48 164:0.80 167:0.53 169:0.91 172:0.32 173:0.87 177:0.38 178:0.42 179:0.63 181:0.97 187:0.39 191:0.75 192:0.59 202:0.87 208:0.64 212:0.50 216:0.93 222:0.48 235:0.05 241:0.35 242:0.63 243:0.58 245:0.52 247:0.30 248:0.91 253:0.89 255:0.79 256:0.75 259:0.21 260:0.89 265:0.15 266:0.47 267:0.28 268:0.76 271:0.11 276:0.27 279:0.86 283:0.82 285:0.62 300:0.25\n1 1:0.74 9:0.80 11:0.57 12:0.51 17:0.01 20:0.95 21:0.05 27:0.63 28:0.73 30:0.72 34:0.68 36:0.50 37:0.28 39:0.38 41:0.90 43:0.87 66:0.84 69:0.55 70:0.48 74:0.72 78:0.79 81:0.96 83:0.81 85:0.90 91:0.44 96:0.88 98:0.82 100:0.80 101:0.83 108:0.42 111:0.78 114:0.95 120:0.81 122:0.43 123:0.41 126:0.54 127:0.31 129:0.05 135:0.58 140:0.45 145:0.49 146:0.69 147:0.74 149:0.85 150:0.98 151:0.87 152:0.88 153:0.48 154:0.85 155:0.67 159:0.27 161:0.78 162:0.86 164:0.72 165:0.90 167:0.52 169:0.77 172:0.54 173:0.68 176:0.73 177:0.38 179:0.69 181:0.97 186:0.80 187:0.87 192:0.59 201:0.74 202:0.56 208:0.64 212:0.39 215:0.91 216:0.59 222:0.48 235:0.12 241:0.30 242:0.55 243:0.85 247:0.47 248:0.88 253:0.89 255:0.79 256:0.64 259:0.21 260:0.81 261:0.83 265:0.82 266:0.27 267:0.44 268:0.65 271:0.11 276:0.39 285:0.62 290:0.95 297:0.36 300:0.43\n2 8:0.98 9:0.80 12:0.20 17:0.08 21:0.78 27:0.42 34:0.45 36:0.26 37:0.86 39:0.96 41:0.98 60:0.87 74:0.46 83:0.88 91:0.92 96:0.94 104:0.76 120:0.90 135:0.71 140:0.45 151:0.94 153:0.96 155:0.67 158:0.87 162:0.79 164:0.90 175:0.91 192:0.59 202:0.83 208:0.64 216:0.38 220:0.62 222:0.35 232:0.81 241:0.90 244:0.83 248:0.94 253:0.91 255:0.79 256:0.87 257:0.84 260:0.90 267:0.28 268:0.88 271:0.36 277:0.87 279:0.86 283:0.71 285:0.62\n1 1:0.74 7:0.81 8:0.60 9:0.80 12:0.20 17:0.26 21:0.47 27:0.21 30:0.38 34:0.44 36:0.89 37:0.74 39:0.96 43:0.32 55:0.71 66:0.63 69:0.19 70:0.73 74:0.92 76:0.85 81:0.56 91:0.42 96:0.77 98:0.80 104:0.97 106:0.81 108:0.15 114:0.80 117:0.86 120:0.69 123:0.15 124:0.48 126:0.54 127:0.58 129:0.59 133:0.47 135:0.23 140:0.45 146:0.92 147:0.93 149:0.59 150:0.64 151:0.75 153:0.48 154:0.92 155:0.67 158:0.86 159:0.67 162:0.59 164:0.71 172:0.83 173:0.16 176:0.73 177:0.38 179:0.33 187:0.39 190:0.77 192:0.59 201:0.74 202:0.65 204:0.89 206:0.81 208:0.64 212:0.77 215:0.63 216:0.95 220:0.74 222:0.35 230:0.83 232:0.91 233:0.66 235:0.60 241:0.10 242:0.36 243:0.69 245:0.91 247:0.60 248:0.69 253:0.83 254:0.74 255:0.79 256:0.58 259:0.21 260:0.70 265:0.80 266:0.71 267:0.82 268:0.65 271:0.36 276:0.80 279:0.86 283:0.71 285:0.62 290:0.80 297:0.36 300:0.70\n2 1:0.74 7:0.81 11:0.57 12:0.20 17:0.61 21:0.40 27:0.34 30:0.53 34:0.67 36:0.93 37:0.42 39:0.96 43:0.59 66:0.74 69:0.94 70:0.50 74:0.89 76:0.97 77:0.96 81:0.46 83:0.72 85:0.94 91:0.46 98:0.58 101:0.80 104:0.58 108:0.88 114:0.68 121:0.90 122:0.57 123:0.87 124:0.42 126:0.54 127:0.77 129:0.05 133:0.62 135:0.72 145:0.86 146:0.82 147:0.05 149:0.78 150:0.63 154:0.47 155:0.67 159:0.75 165:0.63 172:0.73 173:0.95 176:0.73 177:0.05 178:0.55 179:0.56 187:0.39 192:0.59 195:0.90 201:0.74 204:0.89 208:0.64 212:0.54 215:0.46 216:0.38 222:0.35 230:0.84 232:0.82 233:0.69 235:0.99 241:0.41 242:0.52 243:0.09 245:0.64 247:0.47 253:0.69 257:0.65 259:0.21 265:0.59 266:0.63 267:0.79 271:0.36 276:0.52 282:0.84 290:0.68 297:0.36 300:0.43\n1 1:0.74 9:0.80 12:0.20 17:0.38 21:0.05 27:0.35 30:0.52 34:0.18 36:0.79 37:0.24 39:0.96 43:0.45 55:0.71 66:0.34 69:0.07 70:0.64 74:0.58 81:0.82 91:0.11 96:0.85 98:0.44 104:0.58 108:0.96 114:0.95 117:0.86 120:0.65 123:0.96 124:0.92 126:0.54 127:0.96 129:0.59 133:0.93 135:0.39 140:0.45 146:0.25 147:0.31 149:0.58 150:0.84 151:0.77 153:0.48 154:0.15 155:0.67 158:0.84 159:0.94 162:0.80 164:0.57 172:0.82 173:0.06 176:0.73 177:0.38 179:0.26 187:0.21 192:0.59 201:0.74 202:0.60 208:0.64 212:0.49 215:0.91 216:0.55 220:0.62 222:0.35 232:0.83 235:0.12 241:0.41 242:0.81 243:0.08 245:0.85 247:0.39 248:0.71 253:0.84 254:0.80 255:0.79 256:0.64 259:0.21 260:0.66 265:0.46 266:0.96 267:0.52 268:0.65 271:0.36 276:0.87 277:0.69 285:0.62 290:0.95 297:0.36 300:0.84\n2 1:0.74 7:0.78 9:0.80 12:0.20 17:0.28 21:0.22 27:0.64 30:0.73 32:0.75 34:0.66 36:0.67 37:0.37 39:0.96 43:0.41 55:0.71 66:0.97 69:0.33 70:0.39 74:0.88 81:0.70 87:0.98 91:0.20 96:0.78 98:0.99 104:0.72 108:0.26 114:0.90 120:0.60 123:0.25 126:0.54 127:0.92 129:0.05 135:0.21 140:0.45 145:0.93 146:0.99 147:0.99 149:0.83 150:0.75 151:0.62 153:0.48 154:0.31 155:0.67 158:0.85 159:0.82 162:0.86 164:0.57 172:0.93 173:0.17 176:0.73 177:0.38 179:0.26 187:0.21 190:0.77 192:0.59 195:0.92 201:0.74 202:0.50 208:0.64 212:0.48 215:0.79 216:0.21 220:0.82 222:0.35 230:0.81 232:0.70 233:0.69 235:0.31 241:0.37 242:0.80 243:0.97 244:0.61 247:0.39 248:0.60 253:0.84 255:0.79 256:0.58 259:0.21 260:0.60 265:0.99 266:0.63 267:0.85 268:0.59 271:0.36 276:0.88 285:0.62 290:0.90 297:0.36 300:0.55\n2 8:0.63 9:0.80 12:0.20 17:0.02 21:0.78 25:0.88 27:0.72 30:0.76 34:0.24 36:0.96 37:0.28 39:0.96 41:0.88 43:0.45 55:0.71 66:0.83 69:0.10 70:0.29 83:0.78 91:0.86 96:0.87 98:0.97 104:0.58 108:0.09 120:0.92 123:0.09 127:0.76 129:0.05 132:0.97 135:0.54 140:0.98 145:0.70 146:0.68 147:0.73 149:0.54 151:0.87 153:0.92 154:0.34 155:0.67 159:0.27 162:0.60 164:0.90 172:0.51 173:0.38 175:0.75 177:0.05 178:0.48 179:0.84 192:0.59 202:0.86 208:0.64 212:0.57 216:0.41 222:0.35 235:0.31 241:0.90 242:0.82 243:0.84 244:0.61 247:0.12 248:0.86 253:0.82 255:0.79 256:0.87 257:0.65 260:0.93 265:0.97 266:0.38 267:0.96 268:0.87 271:0.36 276:0.43 277:0.69 285:0.62 300:0.25\n2 8:0.76 9:0.80 12:0.20 17:0.47 21:0.78 27:1.00 30:0.45 34:0.20 36:0.94 37:0.33 39:0.96 41:0.95 43:0.44 55:0.45 66:0.27 69:0.05 70:0.25 74:0.77 76:0.94 77:0.70 83:0.80 91:0.88 96:0.93 98:0.26 104:0.58 108:0.05 120:0.85 122:0.67 123:0.05 124:0.61 127:0.33 129:0.59 133:0.47 135:0.76 140:0.87 145:0.61 146:0.32 147:0.38 149:0.28 151:0.91 153:0.90 154:0.34 155:0.67 159:0.40 162:0.49 163:0.87 164:0.82 172:0.10 173:0.14 175:0.75 177:0.05 178:0.48 179:0.96 191:0.81 192:0.59 195:0.70 202:0.90 208:0.64 212:0.61 216:0.43 220:0.62 222:0.35 232:0.76 235:0.02 241:0.80 242:0.82 243:0.46 244:0.61 245:0.40 247:0.12 248:0.91 253:0.94 255:0.79 256:0.84 257:0.65 259:0.21 260:0.85 265:0.28 266:0.17 267:0.87 268:0.83 271:0.36 276:0.15 277:0.69 282:0.84 285:0.62 300:0.18\n0 12:0.20 17:0.38 21:0.77 27:0.45 30:0.56 34:0.78 36:0.18 37:0.50 39:0.96 43:0.34 55:0.84 66:0.33 69:0.62 70:0.42 74:0.83 77:0.70 81:0.24 91:0.10 98:0.43 108:0.47 114:0.60 122:0.67 123:0.45 124:0.78 126:0.32 127:0.47 129:0.05 133:0.74 135:0.76 145:0.61 146:0.67 147:0.72 149:0.39 150:0.24 154:0.60 159:0.69 163:0.94 172:0.32 173:0.47 176:0.56 177:0.38 178:0.55 179:0.77 187:0.68 195:0.87 212:0.39 216:0.77 222:0.35 235:0.97 241:0.53 242:0.76 243:0.50 245:0.53 247:0.39 253:0.62 254:0.93 259:0.21 265:0.44 266:0.63 267:0.44 271:0.36 276:0.44 282:0.84 290:0.60 300:0.33\n1 8:0.86 9:0.80 12:0.20 17:0.20 21:0.30 27:0.37 30:0.76 34:0.20 36:1.00 37:0.44 39:0.96 41:0.82 43:0.44 55:0.84 66:0.25 69:0.15 70:0.29 74:0.78 81:0.31 83:0.76 91:0.44 96:0.96 98:0.28 104:0.58 108:0.12 114:0.69 117:0.86 120:0.69 122:0.67 123:0.12 124:0.71 126:0.32 127:0.65 129:0.81 133:0.67 135:0.90 140:0.98 145:0.44 146:0.41 147:0.47 149:0.35 150:0.29 151:0.87 153:0.89 154:0.33 155:0.67 158:0.85 159:0.63 162:0.67 163:0.86 164:0.57 172:0.16 173:0.16 175:0.75 176:0.56 177:0.05 179:0.92 187:0.68 191:0.82 192:0.59 202:0.87 208:0.64 212:0.23 216:0.67 222:0.35 232:0.88 235:0.31 241:0.56 242:0.82 243:0.45 244:0.61 245:0.45 247:0.12 248:0.78 253:0.96 255:0.79 256:0.89 257:0.65 259:0.21 260:0.70 265:0.30 266:0.38 267:0.23 268:0.89 271:0.36 276:0.24 277:0.69 285:0.62 290:0.69 300:0.25\n2 1:0.74 7:0.81 11:0.57 12:0.20 17:0.49 21:0.74 27:0.64 30:0.67 34:0.39 36:0.73 37:0.64 39:0.96 43:0.83 66:0.92 69:0.37 70:0.29 74:0.93 76:0.94 81:0.44 83:0.72 85:0.95 91:0.23 96:0.84 98:0.96 101:0.86 104:0.95 108:0.29 114:0.67 117:0.86 121:0.90 122:0.43 123:0.28 126:0.54 127:0.70 129:0.05 135:0.68 140:0.45 146:0.88 147:0.90 149:0.94 150:0.63 151:0.71 153:0.77 154:0.79 155:0.67 158:0.85 159:0.45 162:0.68 163:0.81 165:0.65 172:0.78 173:0.42 176:0.73 177:0.38 179:0.53 187:0.68 190:0.77 192:0.59 201:0.74 202:0.54 204:0.89 208:0.64 212:0.42 215:0.46 216:0.62 222:0.35 230:0.84 232:0.79 233:0.69 235:0.97 241:0.50 242:0.55 243:0.92 247:0.55 248:0.67 253:0.88 256:0.45 259:0.21 265:0.96 266:0.54 267:0.23 268:0.57 271:0.36 276:0.67 285:0.50 290:0.67 297:0.36 300:0.33\n1 1:0.74 7:0.81 11:0.57 12:0.20 17:0.69 21:0.76 27:0.64 30:0.66 34:0.80 36:0.90 37:0.64 39:0.96 43:0.85 66:0.91 69:0.34 70:0.36 74:0.94 76:0.94 81:0.43 83:0.72 85:0.95 91:0.33 98:0.91 101:0.85 108:0.27 114:0.66 121:0.90 122:0.57 123:0.26 126:0.54 127:0.51 129:0.05 135:0.73 146:0.85 147:0.88 149:0.93 150:0.63 154:0.82 155:0.67 159:0.42 163:0.81 165:0.65 172:0.76 173:0.39 176:0.73 177:0.38 178:0.55 179:0.52 187:0.87 192:0.59 201:0.74 204:0.89 208:0.64 212:0.56 215:0.46 216:0.62 222:0.35 230:0.84 232:0.79 233:0.69 235:0.98 241:0.37 242:0.59 243:0.92 247:0.39 253:0.71 259:0.21 265:0.91 266:0.27 267:0.96 271:0.36 276:0.65 290:0.66 297:0.36 300:0.43\n2 9:0.80 11:0.57 12:0.20 17:0.01 21:0.78 27:0.37 30:0.86 34:0.93 36:0.86 37:0.42 39:0.96 41:0.88 43:0.98 66:0.84 69:0.05 70:0.28 74:0.79 83:0.77 85:0.91 91:0.20 96:0.85 98:0.86 101:0.84 108:0.05 120:0.76 122:0.43 123:0.05 127:0.38 129:0.05 135:0.34 140:0.45 146:0.68 147:0.72 149:0.89 151:0.93 153:0.77 154:0.98 155:0.67 159:0.26 162:0.86 164:0.69 172:0.54 173:0.21 177:0.38 179:0.73 187:0.21 192:0.59 202:0.54 208:0.64 212:0.39 216:0.35 222:0.35 232:0.82 235:0.02 241:0.39 242:0.63 243:0.85 247:0.30 248:0.83 253:0.85 255:0.79 256:0.58 259:0.21 260:0.76 265:0.86 266:0.38 267:0.65 268:0.63 271:0.36 276:0.42 285:0.62 300:0.25\n2 8:0.86 9:0.80 12:0.20 17:0.64 21:0.05 27:0.34 30:0.45 34:0.18 36:0.63 37:0.42 39:0.96 41:0.82 43:0.41 55:0.98 66:0.13 69:0.30 70:0.50 74:0.84 76:0.85 77:0.89 81:0.42 83:0.76 91:0.74 96:0.97 98:0.18 104:0.58 108:0.24 114:0.77 120:0.69 122:0.67 123:0.23 124:0.86 126:0.32 127:0.90 129:0.93 133:0.84 135:0.21 140:0.98 145:0.70 146:0.32 147:0.38 149:0.33 150:0.35 151:0.87 153:0.48 154:0.31 155:0.67 158:0.84 159:0.78 162:0.76 163:0.87 164:0.57 172:0.10 173:0.18 175:0.75 176:0.56 177:0.05 179:0.94 191:0.89 192:0.59 195:0.88 202:0.85 208:0.64 212:0.23 216:0.38 220:0.62 222:0.35 232:0.82 235:0.05 241:0.77 242:0.82 243:0.34 244:0.61 245:0.42 247:0.12 248:0.78 253:0.97 255:0.79 256:0.89 257:0.65 259:0.21 260:0.70 265:0.20 266:0.38 267:0.65 268:0.89 271:0.36 276:0.30 277:0.69 282:0.84 285:0.62 290:0.77 300:0.33\n2 1:0.74 7:0.81 8:0.97 9:0.80 11:0.57 12:0.20 17:0.16 21:0.74 27:0.64 30:0.58 34:0.62 36:0.89 37:0.64 39:0.96 41:0.98 43:0.59 60:0.95 66:0.68 69:0.93 70:0.52 74:0.82 76:0.94 81:0.44 83:0.88 85:0.91 91:0.57 96:0.94 98:0.54 101:0.79 104:0.95 108:0.87 114:0.67 120:0.90 121:0.90 122:0.43 123:0.86 124:0.47 126:0.54 127:0.66 129:0.05 133:0.62 135:0.95 140:0.45 146:0.77 147:0.41 149:0.72 150:0.63 151:0.94 153:0.96 154:0.47 155:0.67 158:0.87 159:0.72 162:0.75 164:0.90 165:0.65 172:0.59 173:0.95 176:0.73 177:0.05 179:0.69 187:0.39 191:0.81 192:0.59 201:0.74 202:0.84 204:0.89 208:0.64 212:0.23 215:0.46 216:0.62 220:0.62 222:0.35 230:0.84 232:0.79 233:0.69 235:0.97 241:0.74 242:0.45 243:0.19 245:0.58 247:0.60 248:0.94 253:0.95 255:0.79 256:0.87 257:0.65 259:0.21 260:0.90 265:0.55 266:0.71 267:0.52 268:0.88 271:0.36 276:0.45 279:0.86 283:0.71 285:0.62 290:0.67 297:0.36 300:0.43\n0 12:0.20 17:0.11 21:0.78 27:0.45 30:0.41 34:0.70 36:0.18 37:0.50 39:0.96 43:0.34 55:0.71 66:0.34 69:0.80 70:0.77 74:0.80 91:0.15 98:0.32 108:0.64 122:0.67 123:0.62 124:0.83 127:0.63 129:0.05 133:0.82 135:0.68 145:0.45 146:0.69 147:0.05 149:0.45 154:0.25 159:0.85 163:0.90 172:0.37 173:0.59 177:0.05 178:0.55 179:0.76 187:0.68 212:0.19 216:0.77 222:0.35 235:0.68 241:0.68 242:0.79 243:0.13 244:0.61 245:0.54 247:0.35 253:0.58 257:0.65 259:0.21 265:0.35 266:0.80 267:0.28 271:0.36 276:0.44 300:0.55\n1 8:0.74 9:0.80 12:0.20 17:0.04 21:0.74 27:0.38 30:0.21 34:0.30 36:0.92 37:0.54 39:0.96 41:0.82 43:0.40 55:0.71 66:0.36 69:0.78 70:0.67 74:0.89 76:0.85 77:0.70 81:0.24 83:0.76 91:0.92 96:0.89 98:0.31 104:0.58 108:0.62 114:0.61 120:0.83 122:0.67 123:0.59 124:0.68 126:0.32 127:0.22 129:0.05 133:0.62 135:0.18 140:0.99 145:0.84 146:0.45 147:0.47 149:0.45 150:0.24 151:0.87 153:0.48 154:0.30 155:0.67 158:0.84 159:0.40 162:0.46 164:0.77 172:0.27 173:0.74 176:0.56 177:0.05 178:0.54 179:0.67 191:0.87 192:0.59 195:0.80 202:0.96 208:0.64 212:0.16 216:0.50 220:0.91 222:0.35 235:0.88 241:0.83 242:0.76 243:0.39 244:0.61 245:0.50 247:0.35 248:0.78 253:0.91 255:0.79 256:0.82 257:0.65 259:0.21 260:0.84 265:0.33 266:0.54 267:0.79 268:0.82 271:0.36 276:0.36 282:0.84 285:0.62 290:0.61 300:0.43\n1 1:0.74 6:0.79 8:0.58 9:0.80 11:0.87 12:0.98 17:0.70 18:0.82 20:0.83 22:0.93 27:0.53 28:0.91 29:0.77 30:0.70 31:0.97 34:0.88 36:0.35 37:0.27 39:0.53 41:0.92 43:0.83 45:0.94 47:0.93 60:0.95 64:0.77 66:0.93 69:0.41 70:0.54 71:0.73 74:0.84 78:0.96 79:0.97 81:0.83 83:0.91 85:0.90 86:0.92 91:0.65 96:0.91 97:0.94 98:0.91 100:0.84 101:0.87 104:0.94 106:0.81 108:0.31 111:0.93 114:0.98 117:0.86 120:0.84 122:0.75 123:0.30 124:0.36 126:0.54 127:0.76 129:0.05 131:0.89 133:0.37 135:0.32 137:0.97 139:0.92 140:0.45 144:0.76 146:0.93 147:0.94 149:0.96 150:0.89 151:0.95 152:0.79 153:0.83 154:0.79 155:0.67 157:0.89 158:0.92 159:0.61 161:0.73 162:0.86 164:0.77 165:0.93 166:0.84 167:0.47 169:0.82 172:0.92 173:0.35 176:0.73 177:0.70 179:0.27 181:0.49 182:0.88 186:0.96 187:0.95 189:0.82 192:0.87 196:0.98 201:0.93 202:0.66 206:0.81 208:0.64 212:0.86 215:0.96 216:0.29 219:0.95 222:0.48 227:0.95 229:0.93 231:0.77 232:0.77 235:0.12 238:0.81 241:0.24 242:0.36 243:0.93 245:0.71 246:0.96 247:0.82 248:0.89 253:0.93 255:0.95 256:0.73 259:0.21 260:0.84 261:0.85 262:0.93 265:0.91 266:0.63 267:0.79 268:0.74 276:0.85 279:0.86 283:0.82 284:0.95 285:0.62 287:0.97 290:0.98 292:0.95 297:0.36 300:0.55\n1 1:0.69 6:0.79 7:0.72 8:0.59 9:0.80 11:0.64 12:0.98 17:0.85 18:0.69 20:0.77 21:0.22 27:0.35 28:0.91 29:0.77 30:0.13 31:0.98 32:0.69 34:0.97 36:0.61 37:0.27 39:0.53 41:0.90 43:0.72 45:0.83 55:0.52 66:0.35 69:0.10 70:0.97 71:0.73 74:0.37 76:0.85 77:0.70 78:1.00 79:0.97 81:0.48 83:0.91 86:0.59 91:0.81 96:0.96 97:0.94 98:0.64 99:0.83 100:0.94 101:0.52 104:0.83 106:0.81 108:0.09 111:0.98 114:0.62 117:0.86 120:0.93 122:0.77 123:0.09 124:0.67 126:0.44 127:0.62 129:0.05 131:0.89 133:0.60 135:0.63 137:0.98 138:0.97 139:0.57 140:0.80 144:0.76 145:0.56 146:0.72 147:0.76 149:0.75 150:0.57 151:0.97 152:0.75 153:0.94 154:0.62 155:0.67 157:0.61 158:0.72 159:0.53 161:0.73 162:0.80 164:0.85 165:0.70 166:0.77 167:0.52 169:0.91 172:0.61 173:0.17 176:0.55 177:0.70 179:0.47 181:0.49 182:0.88 186:0.99 187:0.21 189:0.82 191:0.73 192:0.87 195:0.72 196:0.87 201:0.68 202:0.79 204:0.85 206:0.81 208:0.64 212:0.74 215:0.51 216:0.46 222:0.48 227:0.95 229:0.93 230:0.75 231:0.77 232:0.93 233:0.76 235:0.31 238:0.81 241:0.47 242:0.62 243:0.51 244:0.61 245:0.81 246:0.61 247:0.79 248:0.91 253:0.89 255:0.95 256:0.83 259:0.21 260:0.92 261:0.80 265:0.65 266:0.75 267:0.69 268:0.84 276:0.66 279:0.82 282:0.71 283:0.82 284:0.95 285:0.62 287:0.97 290:0.62 297:0.36 300:0.84\n3 8:0.61 9:0.80 11:0.87 12:0.98 17:0.26 18:0.83 27:0.18 28:0.91 29:0.77 30:0.68 31:0.98 34:0.42 36:0.79 37:0.64 39:0.53 41:0.93 43:0.97 45:0.66 64:0.77 66:0.79 69:0.05 70:0.31 71:0.73 74:0.58 79:0.98 81:0.63 83:0.91 85:0.72 86:0.86 91:0.64 96:0.91 98:0.61 101:0.87 108:0.05 120:0.88 122:0.57 123:0.05 126:0.44 127:0.18 129:0.05 131:0.89 135:0.39 137:0.98 139:0.82 140:0.45 144:0.76 146:0.41 147:0.48 149:0.65 150:0.44 151:0.98 153:0.92 154:0.97 155:0.67 157:0.79 159:0.15 161:0.73 162:0.76 164:0.82 166:0.73 167:0.52 172:0.41 173:0.28 177:0.70 179:0.60 181:0.49 182:0.88 187:0.39 191:0.76 192:0.87 196:0.96 201:0.68 202:0.79 208:0.64 212:0.78 215:0.96 216:0.53 222:0.48 227:0.95 229:0.93 231:0.77 235:0.05 241:0.50 242:0.45 243:0.80 246:0.61 247:0.39 248:0.89 253:0.88 255:0.95 256:0.81 259:0.21 260:0.87 265:0.62 266:0.23 267:0.44 268:0.83 276:0.24 284:0.97 285:0.62 287:0.97 297:0.36 300:0.25\n2 1:0.74 8:0.67 9:0.80 11:0.92 12:0.98 17:0.94 18:0.96 21:0.40 25:0.88 27:0.72 28:0.91 29:0.77 30:0.73 31:0.96 34:0.28 36:0.34 39:0.53 41:0.93 43:0.97 45:0.98 60:0.97 64:0.77 66:0.16 69:0.17 70:0.63 71:0.73 74:0.94 79:0.96 81:0.53 83:0.91 85:0.99 86:0.99 87:0.98 91:0.62 96:0.94 98:0.54 101:0.97 104:0.54 108:0.80 114:0.62 120:0.89 122:0.57 123:0.79 124:0.89 126:0.54 127:0.98 129:0.95 131:0.89 133:0.87 135:0.30 137:0.96 139:0.99 140:0.80 144:0.76 146:0.60 147:0.65 149:0.99 150:0.74 151:0.87 153:0.86 154:0.97 155:0.67 157:0.94 158:0.91 159:0.90 161:0.73 162:0.86 164:0.82 165:0.93 166:0.84 167:0.75 172:0.90 173:0.08 176:0.73 177:0.70 179:0.12 181:0.49 182:0.88 192:0.87 196:0.99 201:0.93 202:0.72 208:0.64 212:0.75 215:0.42 216:0.06 219:0.95 222:0.48 227:0.95 228:0.99 229:0.93 231:0.77 232:0.82 235:0.60 241:0.77 242:0.18 243:0.18 245:0.99 246:0.96 247:0.95 248:0.86 253:0.93 255:0.95 256:0.79 259:0.21 260:0.88 265:0.55 266:0.80 267:0.96 268:0.79 276:0.97 279:0.86 283:0.78 284:0.96 285:0.62 287:0.97 290:0.62 292:0.91 297:0.36 300:0.84\n3 1:0.74 6:0.86 7:0.81 8:0.74 9:0.80 11:0.92 12:0.98 17:0.92 18:0.98 20:0.83 21:0.22 22:0.93 27:0.33 28:0.91 29:0.77 30:0.73 31:0.95 32:0.80 34:0.63 36:0.88 37:0.57 39:0.53 41:0.92 43:0.85 44:0.93 45:0.95 47:0.93 48:0.91 60:0.87 64:0.77 66:0.90 69:0.23 70:0.47 71:0.73 74:0.96 76:0.97 77:0.89 78:0.99 79:0.95 81:0.70 83:0.91 85:0.90 86:0.99 91:0.78 96:0.85 98:0.69 100:0.96 101:0.97 104:0.87 106:0.81 108:0.18 111:0.98 114:0.71 117:0.86 120:0.75 121:0.90 122:0.80 123:0.18 124:0.37 126:0.54 127:0.84 129:0.05 131:0.89 133:0.43 135:0.69 137:0.95 139:0.99 140:0.45 144:0.76 145:0.67 146:0.86 147:0.88 149:0.97 150:0.82 151:0.87 152:0.79 153:0.48 154:0.82 155:0.67 157:0.94 158:0.92 159:0.71 161:0.73 162:0.85 164:0.76 165:0.93 166:0.84 167:0.50 169:0.94 172:0.93 173:0.18 176:0.73 177:0.70 179:0.26 181:0.49 182:0.88 186:0.99 187:0.21 189:0.88 191:0.78 192:0.87 195:0.84 196:0.98 201:0.93 202:0.67 204:0.89 206:0.81 208:0.64 212:0.89 215:0.51 216:0.17 219:0.95 220:0.82 222:0.48 227:0.95 229:0.93 230:0.87 231:0.77 232:0.76 233:0.76 235:0.60 238:0.85 241:0.39 242:0.37 243:0.91 245:0.81 246:0.96 247:0.86 248:0.83 253:0.90 255:0.95 256:0.73 259:0.21 260:0.76 261:0.88 262:0.93 265:0.69 266:0.54 267:0.99 268:0.74 276:0.79 279:0.86 281:0.91 282:0.88 283:0.82 284:0.95 285:0.62 287:0.97 290:0.71 292:0.95 297:0.36 299:0.88 300:0.55\n1 1:0.74 11:0.81 12:0.98 17:0.28 18:0.77 21:0.22 27:0.45 28:0.91 29:0.77 30:0.21 34:0.80 36:0.23 37:0.50 39:0.53 43:0.60 45:0.73 64:0.77 66:0.36 69:0.68 70:0.86 71:0.73 74:0.62 81:0.60 83:0.60 86:0.79 91:0.20 97:0.89 98:0.26 99:0.83 101:0.52 108:0.64 114:0.71 122:0.57 123:0.61 124:0.68 126:0.54 127:0.24 129:0.05 131:0.61 133:0.60 135:0.65 139:0.83 144:0.76 145:0.50 146:0.18 147:0.23 149:0.29 150:0.75 154:0.76 155:0.67 157:0.82 158:0.91 159:0.45 161:0.73 163:0.75 165:0.70 166:0.84 167:0.46 172:0.27 173:0.61 176:0.73 177:0.70 178:0.55 179:0.71 181:0.49 182:0.87 187:0.68 192:0.87 201:0.93 208:0.64 212:0.37 215:0.51 216:0.77 219:0.95 222:0.48 227:0.61 229:0.61 231:0.76 235:0.42 241:0.15 242:0.16 243:0.39 245:0.50 246:0.96 247:0.60 253:0.52 254:0.74 259:0.21 265:0.28 266:0.38 267:0.36 276:0.30 277:0.69 279:0.86 283:0.78 287:0.61 290:0.71 292:0.91 297:0.36 300:0.55\n0 6:0.80 8:0.59 9:0.80 11:0.87 12:0.98 17:0.79 18:0.68 20:0.95 21:0.47 27:0.40 28:0.91 29:0.77 30:0.17 31:0.97 34:0.98 36:0.69 37:0.38 39:0.53 41:0.90 43:0.70 45:0.91 66:0.45 69:0.43 70:0.91 71:0.73 74:0.52 78:0.94 79:0.97 81:0.24 83:0.91 85:0.72 86:0.78 91:0.60 96:0.94 97:0.94 98:0.72 100:0.82 101:0.87 108:0.33 111:0.91 120:0.89 122:0.77 123:0.32 124:0.77 126:0.26 127:0.86 129:0.05 131:0.89 133:0.74 135:0.92 137:0.97 139:0.74 140:0.87 144:0.76 146:0.91 147:0.93 149:0.84 150:0.24 151:0.92 152:0.89 153:0.78 154:0.63 155:0.67 157:0.77 158:0.72 159:0.77 161:0.73 162:0.86 164:0.82 166:0.61 167:0.45 169:0.80 172:0.85 173:0.27 177:0.70 179:0.26 181:0.49 182:0.88 186:0.94 187:0.68 189:0.82 192:0.87 196:0.94 202:0.76 208:0.64 212:0.57 215:0.41 216:0.31 220:0.62 222:0.48 227:0.95 229:0.93 231:0.77 235:0.52 238:0.81 241:0.03 242:0.43 243:0.58 245:0.92 246:0.61 247:0.84 248:0.89 253:0.87 255:0.95 256:0.83 259:0.21 260:0.88 261:0.89 265:0.72 266:0.63 267:0.96 268:0.83 276:0.87 279:0.82 283:0.82 284:0.95 285:0.62 287:0.97 297:0.36 300:0.70\n2 8:0.75 9:0.76 11:0.81 12:0.98 17:0.43 18:0.81 22:0.93 27:0.50 28:0.91 29:0.77 30:0.15 31:0.92 34:0.55 36:0.99 37:0.45 39:0.53 43:0.68 45:0.66 47:0.93 55:0.59 64:0.77 66:0.33 69:0.30 70:0.96 71:0.73 74:0.48 76:0.85 79:0.96 81:0.46 83:0.60 86:0.72 91:0.72 96:0.86 97:0.89 98:0.20 101:0.52 108:0.93 122:0.85 123:0.93 124:0.69 126:0.26 127:0.90 129:0.59 131:0.89 133:0.64 135:0.78 137:0.92 139:0.75 140:0.80 144:0.76 145:0.63 146:0.32 147:0.39 149:0.36 150:0.37 151:0.70 153:0.78 154:0.57 155:0.58 157:0.76 158:0.79 159:0.83 161:0.73 162:0.79 166:0.73 167:0.48 172:0.27 173:0.15 175:0.75 177:0.38 179:0.88 181:0.49 182:0.87 187:0.39 190:0.89 191:0.89 192:0.51 196:0.92 202:0.72 208:0.54 212:0.30 216:0.29 219:0.92 222:0.48 227:0.95 229:0.93 231:0.77 235:0.02 241:0.30 242:0.53 243:0.44 244:0.61 245:0.53 246:0.61 247:0.47 248:0.69 253:0.64 255:0.74 256:0.77 257:0.65 259:0.21 262:0.93 265:0.22 266:0.54 267:0.76 268:0.77 276:0.32 277:0.69 279:0.82 284:0.93 285:0.56 287:0.97 292:0.95 300:0.70\n2 1:0.74 6:0.80 8:0.59 9:0.80 11:0.87 12:0.98 17:0.67 18:0.88 20:0.93 21:0.05 22:0.93 27:0.40 28:0.91 29:0.77 30:0.15 31:0.93 34:0.81 36:0.55 37:0.28 39:0.53 43:0.78 45:0.73 47:0.93 64:0.77 66:0.27 69:0.49 70:0.97 71:0.73 74:0.72 78:0.98 79:0.95 81:0.75 83:0.60 85:0.72 86:0.91 87:0.98 91:0.53 96:0.85 97:0.94 98:0.64 99:0.83 100:0.84 101:0.97 104:0.93 106:0.81 108:0.38 111:0.95 114:0.89 117:0.86 120:0.76 122:0.77 123:0.78 124:0.58 126:0.54 127:0.70 129:0.59 131:0.89 133:0.46 135:0.78 137:0.93 139:0.92 140:0.80 144:0.76 146:0.66 147:0.71 149:0.59 150:0.83 151:0.79 152:0.96 153:0.82 154:0.74 155:0.67 157:0.85 158:0.91 159:0.60 161:0.73 162:0.86 164:0.81 165:0.70 166:0.84 167:0.45 169:0.85 172:0.73 173:0.43 176:0.73 177:0.70 179:0.41 181:0.49 182:0.88 186:0.98 187:0.95 189:0.82 192:0.87 196:0.96 201:0.93 202:0.74 206:0.81 208:0.64 212:0.67 215:0.78 216:0.29 219:0.95 220:0.74 222:0.48 227:0.95 229:0.93 231:0.77 232:0.75 235:0.22 238:0.81 241:0.07 242:0.40 243:0.59 245:0.90 246:0.96 247:0.88 248:0.74 253:0.82 255:0.95 256:0.81 259:0.21 260:0.75 261:0.94 262:0.93 265:0.55 266:0.63 267:0.82 268:0.82 276:0.72 279:0.86 283:0.78 284:0.95 285:0.62 287:0.97 290:0.89 292:0.91 297:0.36 300:0.84\n3 6:0.82 8:0.61 9:0.80 11:0.87 12:0.98 17:0.20 18:0.83 20:0.96 27:0.18 28:0.91 29:0.77 30:0.68 31:0.98 34:0.47 36:0.83 37:0.64 39:0.53 41:0.94 43:0.97 45:0.66 60:0.87 64:0.77 66:0.79 69:0.05 70:0.31 71:0.73 74:0.67 78:1.00 79:0.99 81:0.63 83:0.91 85:0.72 86:0.86 91:0.67 96:0.94 98:0.61 100:0.98 101:0.87 108:0.05 111:0.99 120:0.91 122:0.57 123:0.05 126:0.44 127:0.18 129:0.05 131:0.89 135:0.39 137:0.98 139:0.87 140:0.45 144:0.76 146:0.41 147:0.48 149:0.65 150:0.44 151:0.98 152:0.89 153:0.92 154:0.97 155:0.67 157:0.79 158:0.92 159:0.15 161:0.73 162:0.78 164:0.85 166:0.73 167:0.56 169:0.97 172:0.41 173:0.28 177:0.70 179:0.60 181:0.49 182:0.88 186:1.00 187:0.39 189:0.84 191:0.86 192:0.87 196:0.98 201:0.68 202:0.82 208:0.64 212:0.78 215:0.96 216:0.53 219:0.95 222:0.48 227:0.95 229:0.93 231:0.77 235:0.05 238:0.86 241:0.58 242:0.45 243:0.80 246:0.61 247:0.39 248:0.90 253:0.92 255:0.95 256:0.86 259:0.21 260:0.90 261:0.95 265:0.62 266:0.23 267:0.59 268:0.87 276:0.24 279:0.86 283:0.82 284:0.97 285:0.62 287:0.97 292:0.95 297:0.36 300:0.25\n1 1:0.74 7:0.81 11:0.92 12:0.98 17:0.85 18:0.92 21:0.05 22:0.93 27:0.35 28:0.91 29:0.77 30:0.54 32:0.69 34:0.97 36:0.52 37:0.27 39:0.53 43:0.97 45:0.88 47:0.93 64:0.77 66:0.43 69:0.08 70:0.89 71:0.73 74:0.90 76:0.85 77:0.70 81:0.76 83:0.91 85:0.90 86:0.97 91:0.62 98:0.62 101:0.97 104:0.83 106:0.81 108:0.07 114:0.89 117:0.86 121:0.90 122:0.77 123:0.07 124:0.70 126:0.54 127:0.87 129:0.81 131:0.61 133:0.67 135:0.65 139:0.97 144:0.76 145:0.69 146:0.77 147:0.80 149:0.94 150:0.85 154:0.97 155:0.67 157:0.93 159:0.66 161:0.73 165:0.93 166:0.84 167:0.48 172:0.79 173:0.13 176:0.73 177:0.70 178:0.55 179:0.31 181:0.49 182:0.87 187:0.21 192:0.87 195:0.79 201:0.93 204:0.89 206:0.81 208:0.64 212:0.86 215:0.78 216:0.46 222:0.48 227:0.61 229:0.61 230:0.87 231:0.76 232:0.96 233:0.76 235:0.22 241:0.27 242:0.30 243:0.57 245:0.92 246:0.96 247:0.86 253:0.62 259:0.21 262:0.93 265:0.62 266:0.71 267:0.82 276:0.82 281:0.91 282:0.71 287:0.61 290:0.89 297:0.36 300:0.94\n3 1:0.69 6:0.87 7:0.72 8:0.69 9:0.76 11:0.92 12:0.98 17:0.72 18:0.85 20:0.91 21:0.05 27:0.54 28:0.91 29:0.77 30:0.28 32:0.80 34:0.99 36:0.47 37:0.86 39:0.53 43:0.79 44:0.93 45:0.91 60:0.87 66:0.16 69:0.30 70:0.92 71:0.73 74:0.88 76:0.94 77:0.70 78:0.99 81:0.64 83:0.91 85:0.88 86:0.94 91:0.61 96:0.77 97:0.94 98:0.49 99:0.83 100:0.90 101:0.97 104:0.86 106:0.81 108:0.93 111:0.96 114:0.70 117:0.86 120:0.65 122:0.77 123:0.23 124:0.88 126:0.44 127:0.97 129:0.81 131:0.84 133:0.86 135:0.95 139:0.95 140:0.45 144:0.76 145:0.41 146:0.83 147:0.86 149:0.91 150:0.62 151:0.65 152:0.85 153:0.48 154:0.73 155:0.67 157:0.88 158:0.92 159:0.84 161:0.73 162:0.86 164:0.64 165:0.70 166:0.77 167:0.47 169:0.87 172:0.79 173:0.14 176:0.55 177:0.70 179:0.21 181:0.49 182:0.79 186:0.99 187:0.21 189:0.89 190:0.77 192:0.87 195:0.93 201:0.68 202:0.50 204:0.85 206:0.81 208:0.64 212:0.80 215:0.78 216:0.12 219:0.95 220:0.74 222:0.48 227:0.91 229:0.61 230:0.75 231:0.75 232:0.94 233:0.76 235:0.12 238:0.81 241:0.21 242:0.71 243:0.37 245:0.94 246:0.61 247:0.88 248:0.67 253:0.61 255:0.74 256:0.58 259:0.21 260:0.64 261:0.91 265:0.29 266:0.80 267:0.85 268:0.59 276:0.90 279:0.86 282:0.88 283:0.82 285:0.56 287:0.61 290:0.70 292:0.95 297:0.36 299:0.88 300:0.94\n2 1:0.74 6:0.80 8:0.59 9:0.80 11:0.87 12:0.98 17:0.73 18:0.88 20:0.95 22:0.93 27:0.40 28:0.91 29:0.77 30:0.53 31:0.96 34:0.88 36:0.55 37:0.28 39:0.53 41:0.88 43:0.80 45:0.83 47:0.93 60:0.95 64:0.77 66:0.23 69:0.49 70:0.77 71:0.73 74:0.73 78:0.99 79:0.96 81:0.83 83:0.91 85:0.80 86:0.89 87:0.98 91:0.57 96:0.93 97:0.89 98:0.65 100:0.89 101:0.87 104:0.93 106:0.81 108:0.38 111:0.97 114:0.98 117:0.86 120:0.86 122:0.77 123:0.76 124:0.67 126:0.54 127:0.66 129:0.81 131:0.89 133:0.67 135:0.81 137:0.96 139:0.90 140:0.80 144:0.76 146:0.63 147:0.68 149:0.82 150:0.89 151:0.93 152:0.96 153:0.78 154:0.75 155:0.67 157:0.82 158:0.92 159:0.57 161:0.73 162:0.85 164:0.82 165:0.93 166:0.84 167:0.46 169:0.85 172:0.73 173:0.44 176:0.73 177:0.70 179:0.39 181:0.49 182:0.88 186:0.99 187:0.95 189:0.83 192:0.87 196:0.97 201:0.93 202:0.76 206:0.81 208:0.64 212:0.73 215:0.96 216:0.29 219:0.95 220:0.62 222:0.48 227:0.95 229:0.93 231:0.77 232:0.75 235:0.12 238:0.81 241:0.12 242:0.32 243:0.58 245:0.86 246:0.96 247:0.86 248:0.83 253:0.89 255:0.95 256:0.83 259:0.21 260:0.84 261:0.94 262:0.93 265:0.53 266:0.71 267:0.93 268:0.83 276:0.75 279:0.86 283:0.82 284:0.94 285:0.62 287:0.97 290:0.98 292:0.95 297:0.36 300:0.70\n2 1:0.74 11:0.81 12:0.98 17:0.32 18:0.80 21:0.30 27:0.45 28:0.91 29:0.77 30:0.11 32:0.69 34:0.84 36:0.17 37:0.50 39:0.53 43:0.12 45:0.73 64:0.77 66:0.48 69:0.69 70:0.95 71:0.73 74:0.54 77:0.70 81:0.55 83:0.60 86:0.83 91:0.07 98:0.20 99:0.83 101:0.52 108:0.52 114:0.65 122:0.57 123:0.50 124:0.74 126:0.54 127:0.25 129:0.05 131:0.61 133:0.73 135:0.77 139:0.79 144:0.76 145:0.49 146:0.35 147:0.42 149:0.08 150:0.71 154:0.76 155:0.67 157:0.61 159:0.57 161:0.73 165:0.70 166:0.84 167:0.47 172:0.37 173:0.55 176:0.73 177:0.70 178:0.55 179:0.66 181:0.49 182:0.61 187:0.68 192:0.87 195:0.87 201:0.93 208:0.64 212:0.42 215:0.44 216:0.77 222:0.48 227:0.61 229:0.61 231:0.76 235:0.52 241:0.24 242:0.29 243:0.60 245:0.49 246:0.61 247:0.67 253:0.49 254:0.74 259:0.21 265:0.22 266:0.54 267:0.69 276:0.37 282:0.71 287:0.61 290:0.65 297:0.36 300:0.70\n2 1:0.74 6:0.82 8:0.64 9:0.80 11:0.92 12:0.98 17:0.98 18:0.83 20:0.80 21:0.54 27:0.53 28:0.91 29:0.77 30:0.36 31:0.86 32:0.78 34:0.98 36:0.51 37:0.36 39:0.53 43:0.77 44:0.93 45:0.98 60:0.87 64:0.77 66:0.99 69:0.32 70:0.70 71:0.73 74:0.88 77:0.96 78:0.97 79:0.86 81:0.44 83:0.91 85:0.80 86:0.88 91:0.51 96:0.68 97:1.00 98:0.98 99:0.83 100:0.90 101:0.97 104:0.94 106:0.81 108:0.25 111:0.94 114:0.59 117:0.86 120:0.55 122:0.77 123:0.24 126:0.54 127:0.82 129:0.05 131:0.89 135:0.88 137:0.86 139:0.92 140:0.45 144:0.76 145:0.67 146:0.96 147:0.97 149:0.96 150:0.66 151:0.50 152:0.77 153:0.48 154:0.80 155:0.67 157:0.87 158:0.92 159:0.68 161:0.73 162:0.86 164:0.57 165:0.70 166:0.84 167:0.46 169:0.88 172:0.98 173:0.24 176:0.73 177:0.70 179:0.15 181:0.49 182:0.77 186:0.97 187:0.39 189:0.84 191:0.70 192:0.87 195:0.80 196:0.89 201:0.93 202:0.36 206:0.81 208:0.64 212:0.91 215:0.39 216:0.09 219:0.95 220:0.91 222:0.48 227:0.95 229:0.61 231:0.77 232:0.79 235:0.74 238:0.81 241:0.10 242:0.38 243:0.99 246:0.61 247:0.92 248:0.49 253:0.49 255:0.95 256:0.45 259:0.21 260:0.55 261:0.83 265:0.98 266:0.27 267:0.89 268:0.46 276:0.95 279:0.86 282:0.86 283:0.82 284:0.89 285:0.62 287:0.61 290:0.59 292:0.95 297:0.36 300:0.70\n1 12:0.20 17:0.22 21:0.64 27:0.45 28:0.48 30:0.33 34:0.86 36:0.17 37:0.50 39:0.39 43:0.30 55:0.96 66:0.32 69:0.80 70:0.69 74:0.59 81:0.32 91:0.18 98:0.20 108:0.63 122:0.43 123:0.61 124:0.83 126:0.32 127:0.36 129:0.05 133:0.82 135:0.86 145:0.52 146:0.32 147:0.05 149:0.26 150:0.30 154:0.65 159:0.58 161:0.54 167:0.60 172:0.21 173:0.74 177:0.05 178:0.55 179:0.85 181:0.73 187:0.68 212:0.19 215:0.53 216:0.77 222:0.25 235:0.74 241:0.12 242:0.45 243:0.19 245:0.43 247:0.39 253:0.47 254:0.84 257:0.65 259:0.21 265:0.22 266:0.47 267:0.73 271:0.74 276:0.33 283:0.71 297:0.36 300:0.43\n3 6:0.92 8:0.88 9:0.80 12:0.20 17:0.49 20:0.99 25:0.88 27:0.26 28:0.48 30:0.76 34:0.34 36:0.53 37:0.60 39:0.39 41:0.88 43:0.42 55:0.52 66:0.80 69:0.21 70:0.21 74:0.87 78:0.89 81:0.80 83:0.76 91:0.72 96:0.97 98:0.92 100:0.93 104:0.58 108:0.17 111:0.90 114:0.80 117:0.86 120:0.87 122:0.67 123:0.16 126:0.32 127:0.54 129:0.05 135:0.61 138:0.98 140:0.95 146:0.48 147:0.54 149:0.51 150:0.60 151:0.77 152:0.99 153:0.95 154:0.32 155:0.67 159:0.17 161:0.54 162:0.84 164:0.87 167:0.87 169:0.88 172:0.45 173:0.62 175:0.75 176:0.56 177:0.05 179:0.86 181:0.73 186:0.89 187:0.21 189:0.96 190:0.77 191:0.93 192:0.59 202:0.85 208:0.64 212:0.95 216:0.83 222:0.25 232:0.81 235:0.12 238:0.94 241:0.76 242:0.82 243:0.82 244:0.61 247:0.12 248:0.85 253:0.98 255:0.79 256:0.89 257:0.65 259:0.21 260:0.87 261:0.92 265:0.92 266:0.12 267:0.44 268:0.90 271:0.74 276:0.37 277:0.69 283:0.71 285:0.62 290:0.80 300:0.18\n1 12:0.20 17:0.34 21:0.47 27:0.45 28:0.48 30:0.20 34:0.77 36:0.21 37:0.50 39:0.39 43:0.30 55:0.52 66:0.83 69:0.68 70:0.84 74:0.69 81:0.39 91:0.11 98:0.64 108:0.52 123:0.50 124:0.37 126:0.32 127:0.34 129:0.05 133:0.39 135:0.72 145:0.47 146:0.82 147:0.85 149:0.54 150:0.34 154:0.63 159:0.57 161:0.54 167:0.59 172:0.71 173:0.60 177:0.38 178:0.55 179:0.48 181:0.73 187:0.68 212:0.77 215:0.63 216:0.77 222:0.25 235:0.52 241:0.10 242:0.63 243:0.84 245:0.57 247:0.55 253:0.52 254:0.88 259:0.21 265:0.65 266:0.54 267:0.19 271:0.74 276:0.56 283:0.71 297:0.36 300:0.70\n2 7:0.78 12:0.20 17:0.34 21:0.30 25:0.88 27:0.26 28:0.48 30:0.36 32:0.75 34:0.47 36:0.80 37:0.60 39:0.39 43:0.45 55:0.71 66:0.71 69:0.77 70:0.48 74:0.51 76:0.85 81:0.51 91:0.74 98:0.84 104:0.58 108:0.60 123:0.57 124:0.43 126:0.32 127:0.65 129:0.05 133:0.39 135:0.49 145:0.58 146:0.87 147:0.49 149:0.68 150:0.40 154:0.34 159:0.54 161:0.54 167:0.92 172:0.71 173:0.78 177:0.05 178:0.55 179:0.55 181:0.73 187:0.21 195:0.75 212:0.27 215:0.72 216:0.83 222:0.25 230:0.81 233:0.76 235:0.31 241:0.80 242:0.82 243:0.25 244:0.61 245:0.76 247:0.30 253:0.42 257:0.65 259:0.21 265:0.84 266:0.54 267:0.65 271:0.74 276:0.65 297:0.36 300:0.33\n0 8:0.98 12:0.20 17:0.08 20:0.85 21:0.54 25:0.88 27:0.07 28:0.48 30:0.62 34:0.52 36:0.49 37:0.95 39:0.39 43:0.38 55:0.71 66:0.83 69:0.47 70:0.43 74:0.50 78:0.76 81:0.36 91:0.93 98:0.87 100:0.77 104:0.76 108:0.36 111:0.75 120:0.95 123:0.35 126:0.32 127:0.40 129:0.05 135:0.37 140:0.45 146:0.65 147:0.70 149:0.49 150:0.32 151:0.75 152:0.80 153:0.86 154:0.63 159:0.24 161:0.54 162:0.68 164:0.96 167:0.97 169:0.75 172:0.51 173:0.67 177:0.38 179:0.77 181:0.73 186:0.77 190:0.77 191:0.97 202:0.94 212:0.70 215:0.58 216:0.54 220:0.82 222:0.25 235:0.60 241:0.96 242:0.78 243:0.84 247:0.35 248:0.93 253:0.41 254:0.92 256:0.95 259:0.21 260:0.95 261:0.76 265:0.87 266:0.27 267:0.69 268:0.96 271:0.74 276:0.42 283:0.71 285:0.50 297:0.36 300:0.33\n1 12:0.20 17:0.34 25:0.88 27:0.25 28:0.48 30:0.45 34:0.62 36:0.95 37:0.88 39:0.39 43:0.40 55:0.59 66:0.87 69:0.05 70:0.40 74:0.46 81:0.90 91:0.20 96:0.80 98:0.82 104:0.76 108:0.05 114:0.80 123:0.05 126:0.32 127:0.32 129:0.05 135:0.39 140:0.45 146:0.80 147:0.83 149:0.54 150:0.80 151:0.66 153:0.48 154:0.92 159:0.36 161:0.54 162:0.86 167:0.70 172:0.63 173:0.14 176:0.56 177:0.38 179:0.58 181:0.73 187:0.39 190:0.77 202:0.36 212:0.37 216:0.50 222:0.25 235:0.02 241:0.51 242:0.81 243:0.88 247:0.30 248:0.63 253:0.79 254:0.74 256:0.45 259:0.21 265:0.82 266:0.38 267:0.44 268:0.46 271:0.74 276:0.52 285:0.50 290:0.80 300:0.33\n0 8:0.92 12:0.20 17:0.40 21:0.78 25:0.88 27:0.72 28:0.48 30:0.89 34:0.21 36:0.63 37:0.38 39:0.39 43:0.43 55:0.71 66:0.47 69:0.15 70:0.20 74:0.75 91:0.70 96:0.74 98:0.42 104:0.75 108:0.59 120:0.60 122:0.67 123:0.57 124:0.52 127:0.27 129:0.59 133:0.47 135:0.56 140:0.80 146:0.27 147:0.33 149:0.38 151:0.58 153:0.48 154:0.33 159:0.28 161:0.54 162:0.59 163:0.79 164:0.56 167:0.96 172:0.21 173:0.28 175:0.75 177:0.05 178:0.42 179:0.87 181:0.73 190:0.77 191:0.85 202:0.62 212:0.30 216:0.56 220:0.74 222:0.25 235:0.12 241:0.94 242:0.82 243:0.37 244:0.61 245:0.46 247:0.12 248:0.58 253:0.69 256:0.58 257:0.65 259:0.21 260:0.60 265:0.44 266:0.27 267:0.59 268:0.59 271:0.74 276:0.26 277:0.69 285:0.62 300:0.18\n0 11:0.57 12:0.20 17:0.02 21:0.68 25:0.88 27:0.47 28:0.48 30:0.58 34:0.55 36:0.55 37:0.55 39:0.39 43:0.77 66:0.61 69:0.79 70:0.44 74:0.62 81:0.31 85:0.72 91:0.48 98:0.48 101:0.74 104:0.74 108:0.63 120:0.71 123:0.60 124:0.47 126:0.32 127:0.52 129:0.05 133:0.39 135:0.68 140:0.45 146:0.37 147:0.18 149:0.61 150:0.29 151:0.66 153:0.48 154:0.69 159:0.28 161:0.54 162:0.59 164:0.70 167:0.80 172:0.37 173:0.95 177:0.05 179:0.86 181:0.73 187:0.39 190:0.77 202:0.64 212:0.55 215:0.49 216:0.50 220:0.99 222:0.25 235:0.80 241:0.71 242:0.40 243:0.29 245:0.52 247:0.47 248:0.63 253:0.48 256:0.58 257:0.65 259:0.21 260:0.70 265:0.50 266:0.38 267:0.36 268:0.64 271:0.74 276:0.25 283:0.71 285:0.50 297:0.36 300:0.33\n0 6:0.88 8:0.75 9:0.80 12:0.20 17:0.26 20:0.88 21:0.78 25:0.88 27:0.03 28:0.48 34:0.58 36:0.28 37:0.70 39:0.39 41:0.95 78:1.00 83:0.82 91:0.94 96:0.99 100:0.99 104:0.74 111:1.00 120:0.96 135:0.72 138:0.98 140:0.95 151:0.95 152:0.92 153:0.97 155:0.67 161:0.54 162:0.80 164:0.96 167:0.96 169:0.98 175:0.91 181:0.73 186:1.00 189:0.90 191:0.98 192:0.59 202:0.95 208:0.64 216:0.67 222:0.25 238:0.99 241:0.94 244:0.83 248:0.96 253:0.98 255:0.79 256:0.97 257:0.84 259:0.21 260:0.97 261:0.99 267:0.91 268:0.97 271:0.74 277:0.87 285:0.62\n2 11:0.57 12:0.20 17:0.34 21:0.13 25:0.88 27:0.26 28:0.48 30:0.26 34:0.39 36:0.98 37:0.60 39:0.39 43:0.64 55:0.59 66:0.61 69:0.07 70:0.87 74:0.97 81:0.66 85:0.72 91:0.44 98:0.82 101:0.71 104:0.58 108:0.06 117:0.86 120:0.63 122:0.65 123:0.06 124:0.50 126:0.32 127:0.85 129:0.59 133:0.47 135:0.76 140:0.45 146:0.92 147:0.94 149:0.64 150:0.48 151:0.59 153:0.69 154:0.82 159:0.70 161:0.54 162:0.86 164:0.62 167:0.64 172:0.88 173:0.11 177:0.38 179:0.27 181:0.73 187:0.87 190:0.77 191:0.75 202:0.46 212:0.77 215:0.84 216:0.83 220:0.74 222:0.25 232:0.81 235:0.12 241:0.30 242:0.22 243:0.68 245:0.95 247:0.67 248:0.57 253:0.69 256:0.45 259:0.21 260:0.64 265:0.82 266:0.75 267:0.73 268:0.55 271:0.74 276:0.86 285:0.50 297:0.36 300:0.84\n2 6:0.92 7:0.78 8:0.85 9:0.80 12:0.20 20:0.91 21:0.30 25:0.88 27:0.26 28:0.48 30:0.33 32:0.75 34:0.39 36:0.79 37:0.60 39:0.39 43:0.42 55:0.59 66:0.36 69:0.25 70:0.58 74:0.67 76:0.85 78:0.83 81:0.51 91:0.97 96:0.80 98:0.73 100:0.83 104:0.58 108:0.72 111:0.82 120:1.00 123:0.70 124:0.60 126:0.32 127:0.94 129:0.05 133:0.39 135:0.18 140:1.00 145:0.58 146:0.65 147:0.70 149:0.73 150:0.40 151:0.49 152:0.99 153:0.99 154:0.32 155:0.67 159:0.53 161:0.54 162:0.74 164:1.00 167:0.97 169:0.89 172:0.61 173:0.29 177:0.38 179:0.54 181:0.73 186:0.83 189:0.91 190:0.77 191:0.97 192:0.59 195:0.69 202:0.99 208:0.64 212:0.60 215:0.72 216:0.83 222:0.25 230:0.81 233:0.69 235:0.31 238:0.87 241:0.98 242:0.79 243:0.50 244:0.61 245:0.86 247:0.55 248:0.49 253:0.79 255:0.79 256:0.99 259:0.21 260:1.00 261:0.92 265:0.73 266:0.54 267:0.92 268:1.00 271:0.74 276:0.68 277:0.69 283:0.71 285:0.62 297:0.36 300:0.43\n2 7:0.78 8:0.74 11:0.57 12:0.20 17:0.16 21:0.40 25:0.88 27:0.61 28:0.48 30:0.45 32:0.75 34:0.20 36:0.25 37:0.79 39:0.39 43:0.98 55:0.84 66:0.72 69:0.12 70:0.61 74:0.70 81:0.45 85:0.72 91:0.80 98:0.79 101:0.74 104:0.78 108:0.10 120:0.89 122:0.55 123:0.10 124:0.40 126:0.32 127:0.78 129:0.05 133:0.39 135:0.23 140:0.80 145:0.45 146:0.59 147:0.65 149:0.67 150:0.37 151:0.69 153:0.69 154:0.98 159:0.30 161:0.54 162:0.68 164:0.92 167:0.96 172:0.45 173:0.36 177:0.38 178:0.42 179:0.87 181:0.73 190:0.77 191:0.80 195:0.56 202:0.89 212:0.30 215:0.67 216:0.37 220:0.82 222:0.25 230:0.81 233:0.69 235:0.42 241:0.93 242:0.33 243:0.75 245:0.47 247:0.60 248:0.85 253:0.53 256:0.90 259:0.21 260:0.90 265:0.79 266:0.47 267:0.19 268:0.91 271:0.74 276:0.38 283:0.71 285:0.50 297:0.36 300:0.43\n1 8:0.64 12:0.20 17:0.32 25:0.88 27:0.25 28:0.48 30:0.58 34:0.75 36:0.81 37:0.88 39:0.39 43:0.40 55:0.45 66:0.80 69:0.05 70:0.33 74:0.55 81:0.90 91:0.48 98:0.67 104:0.76 108:0.05 114:0.80 123:0.05 126:0.32 127:0.20 129:0.05 135:0.44 146:0.55 147:0.61 149:0.36 150:0.80 154:0.92 159:0.20 161:0.54 167:0.68 172:0.45 173:0.19 176:0.56 177:0.38 178:0.55 179:0.62 181:0.73 187:0.39 212:0.71 216:0.50 222:0.25 235:0.02 241:0.46 242:0.76 243:0.82 247:0.35 253:0.62 254:0.74 259:0.21 265:0.68 266:0.27 267:0.44 271:0.74 276:0.34 290:0.80 300:0.25\n1 1:0.66 10:0.91 11:0.64 12:0.20 17:0.45 18:0.76 21:0.30 27:0.45 28:0.92 29:0.91 30:0.56 34:0.56 36:0.21 37:0.50 39:0.44 43:0.58 45:0.81 64:0.77 66:0.44 69:0.69 70:0.71 71:0.74 74:0.48 81:0.73 83:0.69 86:0.78 91:0.18 98:0.44 99:0.95 101:0.65 108:0.52 114:0.86 122:0.65 123:0.50 124:0.67 126:0.54 127:0.36 129:0.05 131:0.61 133:0.60 135:0.81 139:0.74 144:0.76 145:0.50 146:0.55 147:0.61 149:0.28 150:0.59 154:0.75 155:0.51 157:0.98 159:0.48 161:0.57 165:0.81 166:0.89 167:0.68 170:0.77 172:0.37 173:0.68 174:0.83 176:0.73 177:0.88 178:0.55 179:0.72 181:0.62 182:1.00 187:0.68 192:0.50 197:0.85 201:0.65 208:0.64 212:0.23 215:0.72 216:0.77 222:0.35 227:0.61 229:0.61 231:0.83 235:0.60 236:0.97 239:0.89 241:0.39 242:0.24 243:0.57 245:0.56 246:0.97 247:0.74 253:0.61 254:0.74 259:0.21 265:0.46 266:0.71 267:0.28 271:0.74 276:0.40 287:0.61 290:0.86 297:0.36 300:0.55\n2 7:0.70 10:0.97 11:0.75 12:0.20 17:0.57 18:0.92 21:0.78 27:0.72 28:0.92 29:0.91 30:0.45 32:0.77 34:0.86 36:0.54 37:0.71 39:0.44 43:0.63 44:0.93 45:1.00 66:0.07 69:0.25 70:0.90 71:0.74 74:0.96 75:0.95 77:0.89 83:0.56 86:0.93 91:0.02 97:0.94 98:0.34 101:0.87 102:0.98 108:0.99 122:0.55 123:0.87 124:0.98 127:0.98 129:0.98 131:0.61 133:0.98 135:0.87 139:0.91 144:0.76 145:0.74 146:0.78 147:0.81 149:0.89 154:0.79 155:0.51 157:1.00 158:0.81 159:0.97 161:0.57 166:0.61 167:0.67 170:0.77 172:0.92 173:0.06 174:0.97 177:0.88 178:0.55 179:0.09 181:0.62 182:1.00 187:0.21 192:0.51 195:1.00 197:0.93 204:0.81 208:0.61 212:0.55 216:0.06 219:0.88 222:0.35 226:0.96 227:0.61 229:0.61 230:0.73 231:0.82 233:0.76 235:0.74 239:0.97 241:0.32 242:0.21 243:0.20 245:0.99 246:0.61 247:1.00 253:0.64 254:0.86 259:0.21 265:0.36 266:0.97 267:0.69 271:0.74 276:0.99 277:0.69 279:0.79 282:0.85 283:0.82 287:0.61 292:0.86 300:0.94\n1 1:0.62 6:0.85 8:0.69 9:0.71 10:0.87 11:0.64 12:0.20 17:0.22 18:0.77 20:0.88 21:0.59 23:0.95 27:0.19 28:0.92 29:0.91 30:0.09 32:0.63 33:0.97 34:0.80 36:0.97 37:0.78 39:0.44 43:0.57 45:0.85 62:0.96 64:0.77 66:0.43 69:0.29 70:0.98 71:0.74 74:0.56 78:0.79 81:0.62 83:0.56 86:0.69 91:0.11 96:0.74 98:0.57 99:0.83 100:0.81 101:0.65 102:0.94 104:0.58 108:0.22 111:0.78 114:0.74 120:0.62 123:0.22 124:0.77 126:0.54 127:0.88 128:0.96 129:0.59 131:0.89 133:0.73 135:0.79 139:0.66 140:0.45 144:0.76 145:0.52 146:0.71 147:0.75 149:0.42 150:0.52 151:0.66 152:0.83 153:0.48 154:0.71 155:0.56 157:0.98 159:0.64 161:0.57 162:0.86 164:0.56 165:0.65 166:0.89 167:0.67 168:0.96 169:0.79 170:0.77 172:0.67 173:0.25 174:0.89 176:0.73 177:0.88 179:0.47 181:0.62 182:0.96 186:0.80 187:0.68 189:0.87 190:0.77 192:0.86 193:0.95 195:0.77 197:0.92 201:0.61 202:0.36 205:0.95 208:0.64 212:0.59 215:0.55 216:0.65 220:0.74 222:0.35 227:0.87 229:0.96 231:0.84 232:0.98 235:0.88 236:0.91 238:0.86 239:0.87 241:0.32 242:0.29 243:0.57 245:0.80 246:0.87 247:0.93 248:0.63 253:0.66 254:0.86 255:0.72 256:0.45 259:0.21 260:0.63 261:0.81 265:0.58 266:0.75 267:0.87 268:0.46 271:0.74 276:0.72 285:0.60 287:0.89 290:0.74 291:0.97 297:0.36 300:0.84\n3 1:0.64 6:0.95 7:0.70 8:0.85 9:0.74 10:0.89 11:0.50 12:0.20 17:0.61 18:0.83 20:0.88 21:0.54 23:0.98 27:0.08 28:0.92 29:0.91 30:0.61 32:0.67 34:0.53 36:0.36 37:0.81 39:0.44 43:0.74 45:0.98 62:0.97 66:0.99 69:0.38 70:0.64 71:0.74 74:0.93 75:0.95 77:0.96 78:0.87 81:0.51 83:0.56 86:0.68 91:0.63 96:0.91 97:1.00 98:0.99 99:0.95 100:0.90 101:0.47 104:0.87 106:0.81 108:0.30 111:0.87 114:0.69 117:0.86 120:0.84 122:0.55 123:0.28 126:0.32 127:0.93 128:0.98 129:0.05 131:0.89 135:0.86 138:0.96 139:0.66 140:0.80 144:0.57 145:0.65 146:0.99 147:0.99 149:0.94 150:0.46 151:0.58 152:0.86 153:0.93 154:0.66 155:0.56 157:0.98 158:0.81 159:0.80 161:0.57 162:0.82 164:0.82 165:0.65 166:0.80 167:0.62 168:0.98 169:0.86 170:0.77 172:0.97 173:0.21 174:0.95 176:0.62 177:0.88 179:0.17 181:0.62 182:0.93 186:0.87 187:0.68 189:0.96 190:0.89 191:0.79 192:0.86 195:0.90 197:0.95 201:0.60 202:0.74 204:0.81 205:0.98 206:0.81 208:0.50 212:0.77 215:0.55 216:0.79 222:0.35 226:0.96 227:0.87 229:0.97 230:0.73 231:0.83 232:0.90 233:0.76 235:0.80 238:0.90 239:0.88 241:0.12 242:0.28 243:0.99 244:0.61 246:0.87 247:0.97 248:0.59 253:0.94 255:0.73 256:0.78 259:0.21 260:0.84 261:0.88 265:0.99 266:0.54 267:0.98 268:0.80 271:0.74 276:0.94 279:0.82 282:0.75 283:0.82 285:0.60 287:0.89 290:0.69 297:0.36 300:0.70\n2 1:0.60 6:0.95 7:0.75 8:0.81 9:0.70 10:0.90 11:0.50 12:0.20 17:0.51 18:0.90 20:0.85 21:0.30 23:0.95 27:0.08 28:0.92 29:0.91 30:0.62 32:0.72 34:0.31 36:0.72 37:0.81 39:0.44 43:0.75 45:0.99 62:0.96 66:0.99 69:0.34 70:0.63 71:0.74 74:0.94 77:0.70 78:0.83 81:0.59 83:0.56 86:0.73 91:0.06 96:0.71 98:0.99 99:0.83 100:0.84 101:0.47 102:0.94 104:0.87 106:0.81 108:0.27 111:0.82 114:0.84 117:0.86 120:0.58 122:0.55 123:0.26 126:0.51 127:0.92 128:0.95 129:0.05 131:0.89 135:0.89 139:0.70 140:0.45 144:0.57 145:0.45 146:0.99 147:1.00 149:0.94 150:0.48 151:0.58 152:0.86 153:0.48 154:0.20 155:0.53 157:0.98 159:0.88 161:0.57 162:0.86 164:0.56 165:0.65 166:0.84 167:0.62 168:0.95 169:0.86 170:0.77 172:0.99 173:0.14 174:0.97 176:0.70 177:0.88 179:0.14 181:0.62 182:0.93 186:0.83 187:0.87 189:0.94 190:0.77 192:0.58 193:0.95 195:0.95 197:0.96 201:0.62 202:0.36 204:0.81 205:0.95 206:0.81 208:0.50 212:0.67 215:0.72 216:0.79 220:0.87 222:0.35 227:0.87 229:0.96 230:0.77 231:0.83 232:0.90 233:0.66 235:0.52 236:0.91 238:0.88 239:0.90 241:0.12 242:0.18 243:0.99 246:0.87 247:0.97 248:0.56 253:0.76 254:1.00 255:0.70 256:0.45 259:0.21 260:0.58 261:0.88 265:0.99 266:0.54 267:0.44 268:0.46 271:0.74 276:0.96 282:0.80 285:0.60 287:0.89 290:0.84 297:0.36 300:0.70\n3 1:0.60 7:0.70 8:0.86 9:0.75 10:0.92 11:0.64 12:0.20 17:0.20 18:0.80 20:0.80 21:0.30 27:0.21 28:0.92 29:0.91 30:0.61 34:0.66 36:0.89 37:0.74 39:0.44 43:0.66 45:0.96 66:0.46 69:0.12 70:0.81 71:0.74 74:0.82 78:0.79 81:0.50 83:0.56 86:0.80 91:0.70 96:0.95 97:0.89 98:0.71 99:0.83 100:0.81 101:0.65 104:0.84 106:0.81 108:0.10 111:0.78 114:0.82 117:0.86 120:0.91 122:0.55 123:0.10 124:0.67 126:0.32 127:0.64 129:0.59 131:0.86 133:0.64 135:0.21 139:0.75 140:0.45 144:0.76 146:0.90 147:0.92 149:0.83 150:0.45 151:0.97 152:0.77 153:0.90 154:0.63 155:0.56 157:1.00 158:0.77 159:0.73 161:0.57 162:0.72 164:0.87 165:0.65 166:0.80 167:0.73 169:0.79 170:0.77 172:0.83 173:0.12 174:0.89 176:0.63 177:0.88 179:0.26 181:0.62 182:0.98 186:0.79 187:0.39 190:0.89 191:0.79 192:0.59 197:0.90 201:0.57 202:0.80 204:0.80 206:0.81 208:0.50 212:0.78 215:0.72 216:0.95 222:0.35 227:0.85 229:0.97 230:0.73 231:0.81 232:0.88 233:0.76 235:0.42 239:0.90 241:0.56 242:0.39 243:0.58 245:0.93 246:0.87 247:0.96 248:0.95 253:0.96 254:0.93 255:0.73 256:0.82 259:0.21 260:0.91 261:0.77 265:0.72 266:0.75 267:0.82 268:0.83 271:0.74 276:0.84 279:0.76 283:0.82 285:0.50 287:0.89 290:0.82 297:0.36 300:0.84\n2 1:0.67 6:0.93 7:0.75 8:0.76 9:0.74 10:0.88 11:0.50 12:0.20 17:0.20 20:0.88 21:0.30 23:0.97 27:0.13 28:0.92 29:0.91 30:0.27 31:0.89 32:0.72 34:0.81 36:0.28 37:0.62 39:0.44 43:0.73 45:0.85 62:0.97 66:0.26 69:0.59 70:0.92 71:0.74 74:0.75 75:0.95 77:0.89 78:0.82 79:0.89 81:0.68 83:0.56 91:0.35 96:0.88 97:0.97 98:0.24 99:0.95 100:0.85 101:0.47 102:0.94 104:0.78 106:0.81 108:0.45 111:0.82 114:0.84 117:0.86 120:0.79 122:0.95 123:0.64 124:0.78 126:0.51 127:0.93 128:0.97 129:0.59 131:0.93 133:0.73 135:0.92 137:0.89 139:0.58 140:0.80 144:0.57 145:0.77 146:0.34 147:0.41 149:0.60 150:0.58 151:0.76 152:0.85 153:0.82 154:0.63 155:0.56 157:0.90 158:0.81 159:0.93 161:0.57 162:0.83 164:0.73 165:0.65 166:0.84 167:0.71 168:0.97 169:0.83 170:0.77 172:0.51 173:0.22 174:0.94 175:0.75 176:0.70 177:0.70 179:0.55 181:0.62 182:0.93 186:0.82 187:0.68 189:0.95 190:0.89 191:0.90 192:0.87 193:0.95 195:0.98 196:0.87 197:0.94 201:0.67 202:0.64 204:0.84 205:0.97 206:0.81 208:0.50 212:0.69 215:0.72 216:0.70 219:0.87 222:0.35 226:0.96 227:0.91 229:0.97 230:0.77 231:0.84 232:0.83 233:0.66 235:0.74 236:0.91 238:0.89 239:0.89 241:0.47 242:0.24 243:0.45 244:0.61 245:0.76 246:0.87 247:0.82 248:0.72 251:1.00 253:0.89 255:0.77 256:0.68 257:0.65 259:0.21 260:0.80 261:0.85 265:0.15 266:0.75 267:0.69 268:0.70 271:0.74 276:0.38 277:0.69 279:0.79 282:0.80 283:0.82 284:0.87 285:0.62 287:0.89 290:0.84 292:0.88 297:0.36 300:0.84\n1 1:0.61 6:0.86 8:0.72 9:0.74 10:0.90 11:0.83 12:0.20 17:0.73 18:0.79 20:0.88 21:0.13 23:0.95 27:0.25 28:0.92 29:0.91 30:0.66 34:0.22 36:0.38 37:0.87 39:0.44 43:0.61 45:0.98 62:0.96 66:0.30 69:0.12 70:0.70 71:0.74 74:0.86 78:0.79 81:0.62 83:0.56 85:0.72 86:0.74 91:0.53 96:0.87 97:0.97 98:0.57 99:0.83 100:0.80 101:0.96 104:0.80 106:0.81 108:0.81 111:0.78 114:0.92 117:0.86 120:0.78 122:0.55 123:0.80 124:0.78 126:0.51 127:0.78 128:0.96 129:0.81 131:0.89 133:0.74 135:0.98 139:0.71 140:0.80 144:0.76 146:0.87 147:0.89 149:0.91 150:0.53 151:0.68 152:0.84 153:0.78 154:0.51 155:0.56 157:1.00 158:0.77 159:0.83 161:0.57 162:0.86 164:0.73 165:0.65 166:0.84 167:0.66 168:0.96 169:0.78 170:0.77 172:0.86 173:0.09 174:0.94 176:0.70 177:0.88 179:0.19 181:0.62 182:0.97 186:0.80 187:0.21 189:0.88 190:0.89 191:0.70 192:0.86 197:0.95 201:0.63 202:0.59 205:0.95 206:0.81 208:0.50 212:0.59 215:0.84 216:0.44 222:0.35 227:0.87 229:0.97 231:0.83 232:0.85 235:0.31 236:0.91 238:0.84 239:0.88 241:0.30 242:0.32 243:0.39 245:0.96 246:0.87 247:0.97 248:0.64 253:0.90 255:0.73 256:0.64 259:0.21 260:0.79 261:0.81 265:0.58 266:0.75 267:0.91 268:0.67 271:0.74 276:0.92 279:0.81 283:0.82 285:0.60 287:0.89 290:0.92 297:0.36 300:0.84\n2 1:0.62 6:0.93 7:0.75 8:0.86 9:0.74 10:0.86 11:0.50 12:0.20 17:0.24 18:0.69 20:0.83 21:0.05 23:0.99 27:0.18 28:0.92 29:0.91 30:0.73 32:0.72 34:0.64 36:0.23 37:0.46 39:0.44 43:0.76 45:0.96 62:0.97 66:0.18 69:0.19 70:0.68 71:0.74 74:0.85 77:0.89 78:0.84 81:0.65 83:0.56 86:0.62 91:0.64 96:0.93 97:0.89 98:0.54 99:0.83 100:0.87 101:0.47 102:0.94 104:0.77 106:0.81 108:0.88 111:0.83 114:0.95 117:0.86 120:0.88 122:0.82 123:0.69 124:0.83 126:0.51 127:0.84 128:0.99 129:0.59 131:0.89 133:0.81 135:0.96 139:0.60 140:0.80 144:0.57 145:0.77 146:0.65 147:0.70 149:0.89 150:0.56 151:0.84 152:0.79 153:0.72 154:0.18 155:0.56 157:0.97 158:0.77 159:0.76 161:0.57 162:0.86 164:0.82 165:0.65 166:0.84 167:0.68 168:0.99 169:0.84 170:0.77 172:0.75 173:0.14 174:0.90 176:0.70 177:0.88 179:0.29 181:0.62 182:0.93 186:0.84 187:0.87 189:0.94 190:0.89 191:0.70 192:0.87 193:0.95 195:0.87 197:0.91 201:0.64 202:0.76 204:0.84 205:0.99 206:0.81 208:0.50 212:0.61 215:0.91 216:0.75 220:0.62 222:0.35 227:0.87 229:0.97 230:0.77 231:0.81 232:0.83 233:0.66 235:0.22 236:0.91 238:0.88 239:0.87 241:0.37 242:0.41 243:0.31 245:0.90 246:0.87 247:0.91 248:0.85 251:1.00 253:0.95 254:0.99 255:0.78 256:0.87 259:0.21 260:0.89 261:0.82 265:0.49 266:0.80 267:0.59 268:0.84 271:0.74 276:0.85 277:0.87 279:0.76 282:0.80 283:0.82 285:0.60 287:0.89 290:0.95 297:0.36 300:0.84\n1 1:0.65 10:0.80 11:0.50 12:0.20 17:0.20 18:0.71 21:0.22 27:0.45 28:0.92 29:0.91 30:0.60 32:0.71 34:0.75 36:0.20 37:0.50 39:0.44 43:0.57 44:0.86 45:0.83 64:0.77 66:0.54 69:0.68 70:0.67 71:0.74 74:0.67 77:0.70 81:0.62 83:0.56 86:0.64 91:0.14 97:0.89 98:0.33 99:0.83 101:0.47 108:0.52 114:0.88 122:0.55 123:0.50 124:0.67 126:0.51 127:0.43 129:0.05 131:0.61 133:0.73 135:0.68 139:0.67 144:0.57 145:0.47 146:0.50 147:0.57 149:0.45 150:0.55 154:0.61 155:0.50 157:0.93 158:0.81 159:0.62 161:0.57 165:0.65 166:0.86 167:0.69 170:0.77 172:0.48 173:0.60 174:0.79 175:0.75 176:0.70 177:0.70 178:0.55 179:0.70 181:0.62 182:0.93 187:0.68 192:0.49 195:0.82 197:0.82 201:0.63 208:0.61 212:0.42 215:0.79 216:0.77 219:0.88 222:0.35 227:0.61 229:0.61 231:0.80 235:0.42 239:0.80 241:0.41 242:0.19 243:0.63 244:0.61 245:0.53 246:0.87 247:0.67 253:0.65 254:0.74 257:0.65 259:0.21 265:0.35 266:0.63 267:0.23 271:0.74 276:0.43 277:0.69 279:0.78 282:0.80 283:0.67 287:0.61 290:0.88 292:0.88 297:0.36 300:0.55\n4 1:0.62 6:0.97 7:0.70 8:0.95 9:0.80 10:0.86 11:0.50 12:0.20 17:0.06 18:0.87 20:0.95 21:0.13 23:0.99 27:0.07 28:0.92 29:0.91 30:0.44 31:1.00 33:0.97 34:0.44 36:0.43 37:0.93 39:0.44 41:0.82 43:0.57 45:0.94 62:0.97 66:0.17 69:0.21 70:0.92 71:0.74 74:0.68 78:0.96 79:1.00 81:0.54 83:0.91 86:0.67 91:0.80 96:0.99 97:1.00 98:0.35 99:0.83 100:1.00 101:0.47 104:0.92 106:0.81 108:0.89 111:0.99 114:0.88 117:0.86 120:0.97 122:0.55 123:0.16 124:0.87 126:0.32 127:0.98 128:1.00 129:0.59 131:0.93 133:0.87 135:0.58 137:1.00 138:0.99 139:0.67 140:0.97 144:0.76 145:0.98 146:0.78 147:0.81 149:0.72 150:0.48 151:0.91 152:0.97 153:0.97 154:0.64 155:0.67 157:0.96 158:0.82 159:0.89 161:0.57 162:0.78 164:0.95 165:0.65 166:0.80 167:0.79 168:1.00 169:0.99 170:0.77 172:0.70 173:0.09 174:0.92 176:0.63 177:0.88 179:0.33 181:0.62 182:1.00 186:0.95 187:0.68 189:0.98 191:0.94 192:0.99 196:0.93 197:0.96 201:0.58 202:0.92 204:0.80 205:0.99 206:0.81 208:0.64 212:0.57 215:0.84 216:0.61 219:0.88 222:0.35 227:0.91 229:1.00 230:0.73 231:0.84 232:0.94 233:0.76 235:0.22 238:0.99 239:0.85 241:0.68 242:0.28 243:0.38 245:0.86 246:0.87 247:0.92 248:0.94 253:0.99 254:0.97 255:1.00 256:0.95 259:0.21 260:0.97 261:0.98 265:0.25 266:0.92 267:0.28 268:0.95 271:0.74 276:0.81 279:0.82 283:0.82 284:0.99 285:0.62 287:0.98 290:0.88 291:0.97 292:0.95 297:0.36 300:0.94\n1 1:0.58 7:0.75 10:0.84 11:0.50 12:0.20 17:0.43 18:0.78 21:0.47 27:0.34 28:0.92 29:0.91 30:0.73 32:0.67 33:0.97 34:0.63 36:0.41 37:0.46 39:0.44 43:0.61 45:1.00 66:0.95 69:0.19 70:0.42 71:0.74 74:0.98 76:0.85 77:0.70 81:0.47 83:0.56 86:0.68 91:0.03 98:0.92 99:0.83 101:0.47 104:0.82 106:0.81 108:0.15 114:0.76 117:0.86 122:0.55 123:0.15 124:0.37 126:0.32 127:0.94 129:0.05 131:0.61 133:0.72 135:0.24 139:0.65 144:0.57 145:0.54 146:0.99 147:0.99 149:0.98 150:0.42 154:0.22 155:0.52 157:0.98 159:0.88 161:0.57 165:0.65 166:0.80 167:0.63 170:0.77 172:0.99 173:0.09 174:0.92 176:0.63 177:0.88 178:0.55 179:0.11 181:0.62 182:0.93 187:0.98 192:0.56 193:0.95 195:0.96 197:0.92 201:0.55 204:0.82 206:0.81 208:0.50 212:0.92 215:0.63 216:0.53 222:0.35 227:0.61 229:0.61 230:0.77 231:0.81 232:0.87 233:0.66 235:0.60 239:0.85 241:0.15 242:0.57 243:0.95 244:0.61 245:0.91 246:0.87 247:0.82 253:0.72 254:0.74 259:0.21 265:0.92 266:0.71 267:0.88 271:0.74 276:0.98 282:0.75 287:0.61 290:0.76 291:0.97 297:0.36 300:0.84\n2 6:0.97 7:0.70 8:0.86 9:0.73 10:0.86 11:0.50 12:0.20 17:0.20 18:0.87 20:0.90 21:0.30 23:0.95 27:0.07 28:0.92 29:0.91 30:0.13 31:0.93 33:0.97 34:0.59 36:0.78 37:0.93 39:0.44 43:0.57 45:0.81 55:0.84 62:0.97 66:0.43 69:0.23 70:0.97 71:0.74 74:0.56 78:0.87 79:0.93 81:0.28 83:0.69 86:0.67 91:0.23 97:0.94 98:0.52 100:0.92 101:0.47 104:0.92 106:0.81 108:0.18 111:0.88 117:0.86 122:0.92 123:0.18 124:0.77 126:0.24 127:0.85 128:0.98 129:0.59 131:0.82 133:0.74 135:0.86 137:0.93 139:0.71 140:0.45 144:0.76 146:0.78 147:0.81 149:0.48 150:0.30 151:0.85 152:0.97 153:0.48 154:0.64 155:0.57 157:0.91 158:0.77 159:0.77 161:0.57 162:0.86 166:0.72 167:0.70 168:0.98 169:0.99 170:0.77 172:0.63 173:0.15 174:0.93 177:0.88 179:0.51 181:0.62 182:1.00 186:0.87 187:0.68 189:0.94 190:0.89 191:0.86 192:0.56 193:0.98 196:0.91 197:0.96 202:0.36 204:0.83 205:0.95 206:0.81 208:0.61 212:0.48 216:0.61 222:0.35 227:0.85 229:0.92 230:0.73 231:0.77 232:0.94 233:0.76 235:0.31 236:0.91 238:0.93 239:0.88 241:0.46 242:0.33 243:0.57 245:0.77 246:0.61 247:0.90 248:0.77 253:0.44 254:0.97 255:0.72 256:0.45 259:0.21 261:0.98 265:0.54 266:0.84 267:0.69 268:0.46 271:0.74 276:0.67 279:0.78 281:0.91 283:0.82 284:0.88 285:0.50 287:0.92 291:0.97 300:0.84\n1 8:0.72 11:0.75 12:0.37 17:0.34 18:0.92 21:0.30 27:0.20 29:0.56 30:0.32 34:0.45 36:0.93 37:0.58 39:0.39 43:0.16 45:0.66 55:0.52 66:0.35 69:0.78 70:0.84 71:0.65 74:0.42 77:0.89 81:0.34 86:0.73 91:0.56 96:0.70 98:0.59 101:0.52 108:0.61 114:0.59 122:0.86 123:0.59 124:0.68 126:0.26 127:0.46 129:0.59 131:0.88 133:0.61 135:0.89 139:0.70 140:0.45 144:0.57 145:0.74 146:0.78 147:0.38 149:0.29 150:0.30 151:0.48 153:0.71 154:0.62 157:0.61 158:0.71 159:0.63 162:0.67 166:0.82 172:0.67 173:0.72 176:0.55 177:0.05 179:0.36 182:0.61 187:0.68 190:0.89 195:0.81 202:0.60 212:0.76 216:0.68 220:0.87 222:0.76 227:0.92 229:0.61 231:0.90 235:0.31 241:0.35 242:0.44 243:0.15 245:0.85 246:0.61 247:0.86 248:0.48 253:0.43 254:0.90 256:0.58 257:0.84 259:0.21 265:0.60 266:0.87 267:0.79 268:0.62 271:0.37 276:0.75 282:0.71 285:0.47 287:0.61 290:0.59 300:0.84\n1 11:0.42 12:0.37 17:0.28 18:0.62 21:0.78 27:0.45 29:0.56 30:0.76 34:0.75 36:0.18 37:0.50 39:0.39 43:0.10 55:0.84 66:0.54 69:0.81 70:0.22 71:0.65 74:0.35 86:0.67 91:0.22 98:0.25 108:0.65 122:0.75 123:0.63 124:0.45 127:0.15 129:0.05 131:0.61 133:0.37 135:0.90 139:0.65 144:0.57 145:0.49 146:0.43 147:0.49 149:0.09 154:0.46 157:0.61 159:0.29 163:0.87 166:0.61 172:0.21 173:0.72 177:0.70 178:0.55 179:0.63 182:0.61 187:0.68 212:0.42 216:0.77 222:0.76 227:0.61 229:0.61 231:0.71 235:0.31 241:0.43 242:0.45 243:0.63 244:0.61 245:0.40 246:0.61 247:0.35 253:0.29 254:0.80 259:0.21 265:0.27 266:0.23 267:0.89 271:0.37 276:0.21 287:0.61 300:0.18\n0 8:0.74 11:0.75 12:0.37 17:0.92 18:0.97 21:0.22 22:0.93 27:0.50 29:0.56 30:0.28 31:0.89 34:0.94 36:0.25 37:0.37 39:0.39 43:0.49 44:0.90 45:0.88 47:0.93 48:0.99 55:0.45 64:0.77 66:0.67 69:0.97 70:0.93 71:0.65 74:0.71 77:0.89 79:0.93 81:0.36 86:0.91 91:0.40 98:0.47 101:0.52 108:0.74 122:0.86 123:0.72 124:0.71 126:0.26 127:0.80 129:0.05 131:0.86 133:0.86 135:0.69 137:0.89 139:0.91 140:0.45 144:0.57 145:0.61 146:0.28 147:0.33 149:0.70 150:0.32 151:0.60 153:0.48 154:0.38 155:0.58 157:0.93 159:0.83 162:0.86 166:0.80 172:0.87 173:0.99 177:0.38 179:0.31 182:0.86 187:0.21 190:0.89 192:0.51 195:0.93 196:0.92 202:0.53 204:0.85 208:0.54 212:0.82 216:0.40 219:0.87 220:0.96 222:0.76 227:0.90 229:0.61 231:0.90 235:0.22 241:0.64 242:0.28 243:0.09 244:0.61 245:0.79 246:0.61 247:0.82 248:0.59 253:0.41 256:0.58 257:0.65 259:0.21 262:0.93 265:0.49 266:0.89 267:0.23 268:0.62 271:0.37 276:0.80 277:0.69 281:0.91 282:0.77 284:0.86 285:0.47 287:0.61 292:0.95 300:0.94\n0 8:0.65 11:0.64 12:0.37 17:0.55 18:0.95 21:0.78 27:0.57 29:0.56 30:0.53 34:0.80 36:0.63 37:0.60 39:0.39 43:0.56 45:0.66 55:0.59 66:0.74 69:0.75 70:0.81 71:0.65 74:0.30 86:0.65 91:0.48 96:0.85 98:0.73 101:0.52 108:0.59 122:0.86 123:0.56 124:0.44 127:0.48 129:0.05 131:0.88 133:0.59 135:0.81 139:0.63 140:0.45 146:0.89 147:0.91 149:0.40 151:0.60 153:0.48 154:0.52 157:0.61 159:0.65 162:0.52 166:0.61 172:0.81 173:0.67 177:0.70 179:0.38 182:0.61 187:0.68 190:0.89 191:0.81 202:0.78 212:0.71 216:0.58 220:0.87 222:0.76 227:0.92 229:0.61 231:0.90 232:0.92 235:0.05 241:0.37 242:0.45 243:0.77 245:0.75 246:0.61 247:0.88 248:0.62 253:0.51 254:0.94 256:0.71 259:0.21 265:0.73 266:0.63 267:0.92 268:0.74 271:0.37 276:0.74 285:0.47 287:0.61 300:0.84\n2 11:0.75 12:0.37 17:0.77 18:0.84 21:0.22 27:0.34 29:0.56 30:0.60 34:0.74 36:0.44 37:0.64 39:0.39 43:0.59 45:0.91 64:0.77 66:0.74 69:0.78 70:0.68 71:0.65 74:0.43 81:0.36 86:0.72 91:0.27 98:0.49 101:0.52 108:0.62 122:0.75 123:0.60 124:0.43 126:0.26 127:0.41 129:0.05 131:0.61 133:0.59 135:0.66 139:0.70 144:0.57 146:0.59 147:0.05 149:0.76 150:0.32 154:0.65 157:0.61 159:0.50 166:0.80 172:0.77 173:0.78 177:0.05 178:0.55 179:0.41 182:0.61 187:0.68 212:0.88 216:0.32 219:0.87 222:0.76 227:0.61 229:0.61 231:0.89 235:0.22 241:0.39 242:0.45 243:0.08 245:0.70 246:0.61 247:0.76 253:0.33 254:0.74 257:0.84 259:0.21 265:0.50 266:0.47 267:0.76 271:0.37 276:0.67 287:0.61 292:0.91 300:0.84\n1 12:0.37 17:0.43 18:0.68 21:0.54 27:0.45 29:0.56 30:0.21 34:0.93 36:0.27 37:0.50 39:0.39 43:0.13 55:0.52 66:0.18 69:0.70 70:0.67 71:0.65 74:0.29 81:0.26 86:0.58 91:0.15 98:0.35 108:0.53 114:0.56 122:0.77 123:0.51 124:0.75 126:0.26 127:0.37 129:0.59 131:0.61 133:0.64 135:0.65 139:0.57 145:0.40 146:0.48 147:0.55 149:0.18 150:0.25 154:0.10 157:0.61 158:0.71 159:0.53 163:0.92 166:0.82 172:0.16 173:0.65 175:0.75 176:0.55 177:0.38 178:0.55 179:0.82 182:0.61 187:0.68 212:0.37 216:0.77 222:0.76 227:0.61 229:0.61 231:0.83 235:0.60 241:0.39 242:0.40 243:0.39 244:0.83 245:0.52 246:0.61 247:0.55 253:0.38 257:0.65 259:0.21 265:0.37 266:0.47 267:0.52 271:0.37 276:0.32 277:0.69 287:0.61 290:0.56 300:0.43\n2 1:0.74 11:0.75 12:0.37 17:0.85 18:0.82 21:0.76 27:0.58 29:0.56 30:0.38 34:1.00 36:0.40 37:0.58 39:0.39 43:0.68 45:0.77 64:0.77 66:0.48 69:0.54 70:0.92 71:0.65 74:0.39 81:0.40 83:0.60 86:0.71 91:0.18 98:0.43 99:0.83 101:0.52 108:0.41 114:0.54 122:0.82 123:0.40 124:0.65 126:0.54 127:0.53 129:0.59 131:0.61 133:0.61 135:0.80 139:0.69 144:0.57 146:0.41 147:0.48 149:0.36 150:0.65 154:0.74 155:0.67 157:0.61 159:0.39 163:0.75 165:0.70 166:0.94 172:0.37 173:0.61 176:0.73 177:0.70 178:0.55 179:0.81 182:0.61 187:0.39 192:0.87 201:0.93 208:0.64 212:0.28 215:0.36 216:0.68 222:0.76 227:0.61 229:0.61 231:0.90 235:0.98 241:0.12 242:0.29 243:0.60 245:0.53 246:0.61 247:0.60 253:0.34 254:0.80 259:0.21 265:0.45 266:0.54 267:0.87 271:0.37 276:0.36 287:0.61 290:0.54 297:0.36 300:0.70\n0 1:0.69 8:0.65 9:0.76 11:0.75 12:0.37 17:0.93 18:0.97 21:0.22 22:0.93 27:0.50 29:0.56 30:0.40 31:0.95 34:0.71 36:0.19 37:0.37 39:0.39 43:0.56 44:0.90 45:0.96 47:0.93 64:0.77 66:0.77 69:0.97 70:0.77 71:0.65 74:0.87 77:0.70 79:0.96 81:0.56 83:0.60 86:0.97 91:0.29 96:0.87 97:0.89 98:0.65 99:0.83 101:0.52 108:0.74 114:0.67 117:0.86 122:0.80 123:0.72 124:0.51 126:0.44 127:0.85 129:0.05 131:0.96 133:0.86 135:0.72 137:0.95 139:0.97 140:0.45 144:0.57 145:0.67 146:0.28 147:0.33 149:0.88 150:0.59 151:0.81 153:0.48 154:0.44 155:0.58 157:0.97 158:0.79 159:0.87 162:0.86 165:0.70 166:0.94 172:0.95 173:0.99 176:0.66 177:0.38 179:0.19 182:0.92 187:0.21 190:0.77 192:0.51 195:0.95 196:0.98 201:0.68 202:0.50 204:0.85 208:0.54 212:0.88 216:0.40 219:0.92 222:0.76 227:0.97 229:0.96 231:0.91 232:0.83 235:0.31 241:0.65 242:0.45 243:0.07 244:0.61 245:0.86 246:0.95 247:0.84 248:0.82 253:0.87 255:0.74 256:0.58 257:0.65 259:0.21 262:0.93 265:0.66 266:0.89 267:0.23 268:0.59 271:0.37 276:0.91 277:0.69 279:0.82 281:0.91 282:0.77 284:0.91 285:0.56 287:0.96 290:0.67 292:0.95 300:0.94\n2 1:0.74 11:0.75 12:0.37 17:0.77 18:0.84 21:0.54 27:0.34 29:0.56 30:0.11 34:0.99 36:0.27 37:0.64 39:0.39 43:0.15 45:0.73 64:0.77 66:0.13 69:0.79 70:0.69 71:0.65 74:0.48 81:0.47 83:0.60 86:0.79 91:0.11 98:0.48 99:0.83 101:0.52 108:0.62 114:0.59 122:0.57 123:0.68 124:0.80 126:0.54 127:0.62 129:0.59 131:0.61 133:0.73 135:0.44 139:0.75 144:0.57 146:0.22 147:0.05 149:0.11 150:0.67 154:0.69 155:0.67 157:0.61 159:0.48 163:0.96 165:0.70 166:0.94 172:0.21 173:0.83 176:0.73 177:0.05 178:0.55 179:0.83 182:0.61 187:0.68 192:0.87 201:0.93 208:0.64 212:0.28 215:0.39 216:0.32 222:0.76 227:0.61 229:0.61 231:0.90 235:0.74 241:0.39 242:0.29 243:0.16 245:0.52 246:0.61 247:0.47 253:0.42 254:0.74 257:0.84 259:0.21 265:0.18 266:0.54 267:0.73 271:0.37 276:0.40 277:0.87 287:0.61 290:0.59 297:0.36 300:0.43\n2 11:0.75 12:0.37 17:0.78 18:0.84 21:0.22 27:0.34 29:0.56 30:0.53 34:0.73 36:0.41 37:0.64 39:0.39 43:0.58 45:0.90 64:0.77 66:0.74 69:0.78 70:0.62 71:0.65 74:0.43 81:0.36 86:0.72 91:0.29 98:0.51 101:0.52 108:0.62 122:0.75 123:0.59 124:0.43 126:0.26 127:0.41 129:0.05 131:0.61 133:0.59 135:0.66 139:0.70 144:0.57 146:0.62 147:0.05 149:0.74 150:0.32 154:0.65 157:0.61 159:0.50 166:0.80 172:0.77 173:0.78 177:0.05 178:0.55 179:0.41 182:0.61 187:0.68 212:0.88 216:0.32 219:0.87 222:0.76 227:0.61 229:0.61 231:0.89 235:0.22 241:0.39 242:0.40 243:0.08 245:0.70 246:0.61 247:0.84 253:0.32 254:0.74 257:0.84 259:0.21 265:0.53 266:0.47 267:0.76 271:0.37 276:0.68 287:0.61 292:0.91 300:0.84\n1 8:0.67 11:0.64 12:0.37 17:0.47 18:0.95 21:0.78 27:0.57 29:0.56 30:0.53 34:0.80 36:0.61 37:0.60 39:0.39 43:0.56 45:0.66 55:0.59 66:0.74 69:0.75 70:0.81 71:0.65 74:0.30 86:0.65 91:0.58 96:0.78 98:0.73 101:0.52 108:0.59 122:0.86 123:0.56 124:0.44 127:0.48 129:0.05 131:0.88 133:0.59 135:0.77 139:0.63 140:0.45 146:0.89 147:0.91 149:0.40 151:0.55 153:0.48 154:0.52 157:0.61 159:0.65 162:0.61 166:0.61 172:0.81 173:0.67 177:0.70 179:0.38 182:0.61 187:0.68 190:0.89 191:0.84 202:0.78 212:0.71 216:0.58 220:0.91 222:0.76 227:0.92 229:0.61 231:0.90 232:0.92 235:0.05 241:0.46 242:0.45 243:0.77 245:0.75 246:0.61 247:0.88 248:0.57 253:0.45 254:0.94 256:0.77 259:0.21 265:0.73 266:0.63 267:0.92 268:0.79 271:0.37 276:0.74 285:0.47 287:0.61 300:0.84\n0 1:0.69 8:0.72 9:0.76 11:0.75 12:0.37 17:0.88 18:0.97 21:0.22 22:0.93 27:0.50 29:0.56 30:0.40 31:0.96 34:0.66 36:0.20 37:0.37 39:0.39 43:0.56 44:0.90 45:0.96 47:0.93 64:0.77 66:0.77 69:0.97 70:0.77 71:0.65 74:0.87 77:0.70 79:0.96 81:0.56 83:0.60 86:0.97 91:0.38 96:0.89 97:0.97 98:0.65 99:0.83 101:0.52 108:0.74 114:0.67 117:0.86 122:0.80 123:0.72 124:0.51 126:0.44 127:0.85 129:0.05 131:0.97 133:0.86 135:0.73 137:0.96 139:0.97 140:0.45 144:0.57 145:0.67 146:0.28 147:0.33 149:0.88 150:0.59 151:0.89 153:0.78 154:0.44 155:0.58 157:0.97 158:0.79 159:0.87 162:0.83 165:0.70 166:0.94 172:0.95 173:0.99 176:0.66 177:0.38 179:0.19 182:0.92 187:0.21 190:0.77 192:0.51 195:0.95 196:0.98 201:0.68 202:0.65 204:0.85 208:0.54 212:0.88 216:0.40 219:0.92 222:0.76 227:0.97 229:0.96 231:0.91 232:0.83 235:0.31 241:0.67 242:0.45 243:0.07 244:0.61 245:0.86 246:0.95 247:0.84 248:0.85 253:0.89 255:0.74 256:0.68 257:0.65 259:0.21 262:0.93 265:0.66 266:0.89 267:0.23 268:0.71 271:0.37 276:0.91 277:0.69 279:0.82 281:0.91 282:0.77 284:0.94 285:0.56 287:0.96 290:0.67 292:0.95 300:0.94\n0 1:0.69 11:0.75 12:0.37 17:0.96 18:0.92 21:0.59 22:0.93 27:0.50 29:0.56 30:0.15 34:0.90 36:0.20 37:0.37 39:0.39 43:0.38 44:0.90 45:0.77 47:0.93 55:0.42 64:0.77 66:0.59 69:0.97 70:0.91 71:0.65 74:0.71 77:0.70 81:0.34 83:0.60 86:0.89 91:0.29 98:0.43 99:0.83 101:0.52 108:0.82 114:0.57 117:0.86 122:0.85 123:0.81 124:0.78 126:0.44 127:0.87 129:0.05 131:0.61 133:0.87 135:0.51 139:0.89 144:0.57 145:0.47 146:0.28 147:0.35 149:0.39 150:0.52 154:0.28 155:0.58 157:0.85 159:0.85 165:0.70 166:0.94 172:0.82 173:1.00 176:0.66 177:0.38 178:0.55 179:0.37 182:0.91 187:0.39 192:0.51 195:0.94 201:0.68 204:0.85 208:0.54 212:0.78 216:0.40 222:0.76 227:0.61 229:0.61 231:0.90 232:0.94 235:0.74 241:0.57 242:0.45 243:0.13 244:0.61 245:0.79 246:0.94 247:0.82 253:0.44 257:0.65 259:0.21 262:0.93 265:0.45 266:0.91 267:0.52 271:0.37 276:0.77 277:0.69 281:0.91 282:0.77 287:0.61 290:0.57 300:0.94\n1 8:0.77 11:0.75 12:0.37 17:0.73 18:0.80 21:0.78 27:0.53 29:0.56 30:0.37 34:0.69 36:0.19 37:0.31 39:0.39 43:0.59 45:0.66 55:0.45 66:0.68 69:0.73 70:0.76 71:0.65 74:0.59 86:0.81 91:0.71 98:0.52 101:0.52 108:0.56 120:0.69 122:0.77 123:0.54 124:0.43 127:0.32 129:0.59 131:0.61 133:0.47 135:0.71 139:0.77 140:0.80 144:0.57 145:0.67 146:0.53 147:0.59 149:0.30 151:0.60 153:0.48 154:0.51 157:0.79 159:0.36 162:0.51 164:0.53 166:0.61 172:0.61 173:0.79 175:0.75 177:0.38 178:0.42 179:0.54 182:0.74 187:0.39 190:0.89 191:0.75 202:0.60 212:0.75 216:0.35 222:0.76 227:0.61 229:0.61 231:0.86 235:0.31 241:0.59 242:0.53 243:0.72 244:0.61 245:0.68 246:0.61 247:0.47 248:0.59 253:0.38 256:0.45 257:0.65 259:0.21 260:0.66 265:0.54 266:0.54 267:0.23 268:0.46 271:0.37 276:0.53 277:0.69 285:0.47 287:0.61 300:0.55\n1 1:0.69 8:0.66 9:0.76 11:0.75 12:0.37 17:0.95 18:0.89 22:0.93 27:0.57 29:0.56 30:0.21 31:0.93 34:0.90 36:0.22 37:0.43 39:0.39 43:0.26 44:0.90 45:0.88 47:0.93 48:0.97 55:0.59 64:0.77 66:0.86 69:0.93 70:0.63 71:0.65 74:0.74 77:0.70 79:0.93 81:0.83 83:0.60 86:0.89 91:0.27 96:0.80 97:0.94 98:0.67 99:0.83 101:0.52 108:0.86 114:0.95 117:0.86 122:0.80 123:0.86 124:0.37 126:0.44 127:0.61 129:0.05 131:0.96 133:0.62 135:0.37 137:0.93 139:0.91 140:0.45 144:0.57 145:0.54 146:0.89 147:0.05 149:0.62 150:0.80 151:0.81 153:0.48 154:0.19 155:0.58 157:0.94 158:0.79 159:0.75 162:0.62 165:0.70 166:0.94 172:0.88 173:0.92 175:0.75 176:0.66 177:0.05 179:0.33 182:0.92 187:0.39 190:0.77 192:0.51 195:0.89 196:0.95 201:0.68 202:0.50 204:0.85 208:0.54 212:0.87 216:0.15 219:0.92 222:0.76 227:0.97 229:0.96 231:0.91 232:0.85 235:0.05 241:0.30 242:0.52 243:0.07 244:0.61 245:0.67 246:0.95 247:0.67 248:0.73 253:0.81 255:0.74 256:0.45 257:0.84 259:0.21 262:0.93 265:0.67 266:0.54 267:0.79 268:0.46 271:0.37 276:0.77 277:0.69 279:0.82 281:0.91 282:0.77 284:0.87 285:0.56 287:0.96 290:0.95 292:0.95 300:0.55\n4 1:0.74 7:0.81 11:0.64 12:0.79 17:0.88 20:0.88 27:0.72 28:0.56 30:0.95 32:0.80 34:0.56 36:0.32 39:0.80 43:0.87 46:0.97 66:0.54 69:0.56 74:0.66 76:0.94 77:0.89 78:0.79 81:0.97 83:0.80 85:0.72 91:0.79 98:0.14 100:0.81 101:0.76 104:0.58 107:0.91 108:0.43 110:0.94 111:0.78 114:0.98 121:0.99 123:0.41 125:0.88 126:0.54 127:0.09 129:0.05 131:0.61 135:0.20 144:0.57 145:0.92 146:0.13 147:0.18 149:0.49 150:0.99 152:0.82 154:0.85 155:0.67 157:0.81 159:0.08 160:0.88 161:0.68 165:0.92 166:0.97 167:0.94 169:0.79 172:0.10 173:0.85 176:0.73 177:0.38 178:0.55 179:0.14 181:0.60 182:0.94 186:0.80 192:0.59 195:0.55 201:0.74 204:0.89 208:0.64 215:0.96 222:0.35 227:0.61 229:0.61 230:0.87 231:0.95 232:0.80 233:0.76 235:0.05 241:0.80 243:0.63 246:0.94 253:0.75 261:0.80 265:0.15 267:0.69 282:0.88 287:0.61 289:0.99 290:0.98 297:0.36 299:0.88 300:0.08\n0 12:0.79 17:0.51 21:0.78 27:0.45 28:0.56 30:0.95 34:0.89 36:0.21 37:0.50 39:0.80 43:0.26 46:0.88 55:0.71 66:0.54 69:0.80 74:0.38 91:0.15 98:0.19 107:0.90 108:0.64 110:0.93 123:0.61 125:0.88 127:0.10 129:0.05 131:0.61 135:0.66 145:0.42 146:0.27 147:0.33 149:0.17 154:0.18 157:0.61 159:0.12 160:0.88 161:0.68 166:0.61 167:0.60 172:0.10 173:0.80 177:0.38 178:0.55 179:0.46 181:0.60 182:0.61 187:0.68 216:0.77 222:0.35 227:0.61 229:0.61 231:0.69 235:0.60 241:0.05 243:0.63 244:0.61 246:0.61 253:0.34 259:0.21 265:0.20 267:0.79 287:0.61 289:0.90 300:0.08\n1 1:0.74 11:0.64 12:0.79 17:0.79 27:0.72 28:0.56 30:0.76 34:0.49 36:0.49 37:0.36 39:0.80 43:0.93 46:1.00 60:0.95 66:0.77 69:0.25 70:0.21 74:0.77 81:0.97 83:0.89 85:0.85 91:0.48 98:0.39 101:0.83 107:0.96 108:0.20 110:0.98 114:0.98 122:0.43 123:0.19 125:0.88 126:0.54 127:0.13 129:0.05 131:0.61 135:0.56 144:0.57 146:0.24 147:0.30 149:0.80 150:0.99 154:0.93 155:0.67 157:0.92 158:0.92 159:0.11 160:0.88 161:0.68 165:0.92 166:0.97 167:0.65 172:0.37 173:0.65 176:0.73 177:0.38 178:0.55 179:0.36 181:0.60 182:0.94 187:0.68 192:0.59 201:0.74 208:0.64 212:0.95 215:0.96 216:0.14 222:0.35 227:0.61 229:0.61 231:0.95 235:0.05 241:0.24 242:0.55 243:0.79 246:0.94 247:0.35 253:0.77 259:0.21 265:0.41 266:0.12 267:0.28 276:0.31 279:0.86 283:0.82 287:0.61 289:0.99 290:0.98 297:0.36 300:0.18\n2 7:0.81 11:0.64 12:0.79 17:0.85 20:0.87 21:0.05 27:0.72 28:0.56 30:0.38 32:0.80 34:0.62 36:0.74 39:0.80 43:0.82 46:0.99 66:0.67 69:0.51 70:0.71 74:0.87 76:0.94 77:0.89 78:0.79 81:0.91 85:0.91 91:0.73 98:0.74 100:0.81 101:0.84 104:0.58 107:0.99 108:0.64 110:1.00 111:0.78 121:0.99 122:0.43 123:0.61 124:0.45 125:0.88 126:0.32 127:0.66 129:0.59 131:0.61 133:0.47 135:0.17 144:0.57 145:0.92 146:0.39 147:0.45 149:0.84 150:0.82 152:0.82 154:0.78 155:0.67 157:0.96 159:0.38 160:0.88 161:0.68 166:0.93 167:0.93 169:0.79 172:0.65 173:0.62 177:0.38 178:0.55 179:0.62 181:0.60 182:0.88 186:0.80 192:0.59 195:0.63 204:0.89 208:0.64 212:0.80 215:0.91 222:0.35 227:0.61 229:0.61 230:0.87 231:0.95 233:0.76 235:0.05 241:0.79 242:0.27 243:0.28 245:0.73 246:0.61 247:0.67 253:0.62 259:0.21 261:0.80 265:0.74 266:0.38 267:0.91 276:0.58 282:0.88 287:0.61 289:0.99 297:0.36 299:0.88 300:0.55\n1 7:0.81 11:0.64 12:0.79 17:0.85 20:0.87 21:0.05 27:0.72 28:0.56 30:0.38 32:0.80 34:0.62 36:0.74 39:0.80 43:0.82 46:0.99 66:0.67 69:0.51 70:0.71 74:0.87 76:0.94 77:0.89 78:0.79 81:0.91 85:0.91 91:0.73 98:0.74 100:0.81 101:0.84 104:0.58 107:0.99 108:0.64 110:1.00 111:0.78 121:0.99 122:0.43 123:0.61 124:0.45 125:0.88 126:0.32 127:0.66 129:0.59 131:0.61 133:0.47 135:0.17 144:0.57 145:0.92 146:0.39 147:0.45 149:0.84 150:0.82 152:0.82 154:0.78 155:0.67 157:0.96 159:0.38 160:0.88 161:0.68 166:0.93 167:0.93 169:0.79 172:0.65 173:0.62 177:0.38 178:0.55 179:0.62 181:0.60 182:0.88 186:0.80 192:0.59 195:0.63 204:0.89 208:0.64 212:0.80 215:0.91 222:0.35 227:0.61 229:0.61 230:0.87 231:0.95 233:0.76 235:0.05 241:0.79 242:0.27 243:0.28 245:0.73 246:0.61 247:0.67 253:0.62 259:0.21 261:0.80 265:0.74 266:0.38 267:0.91 276:0.58 282:0.88 287:0.61 289:0.99 297:0.36 299:0.88 300:0.55\n1 1:0.74 9:0.80 11:0.64 12:0.79 17:0.08 20:0.90 21:0.71 27:0.14 28:0.56 30:0.62 34:0.33 36:0.99 37:0.68 39:0.80 41:0.82 43:0.84 46:0.96 66:0.83 69:0.65 70:0.32 74:0.76 78:0.72 81:0.53 83:0.76 85:0.88 91:0.04 96:0.79 98:0.61 100:0.73 101:0.80 107:0.97 108:0.50 110:0.99 111:0.72 114:0.68 120:0.67 122:0.57 123:0.48 125:0.99 126:0.54 127:0.18 129:0.05 131:0.98 135:0.58 140:0.45 144:0.57 146:0.67 147:0.72 149:0.81 150:0.68 151:0.82 152:0.85 153:0.46 154:0.80 155:0.67 157:0.93 159:0.25 160:0.96 161:0.68 162:0.62 164:0.54 165:0.69 166:0.97 167:0.64 169:0.72 172:0.51 173:0.67 176:0.73 177:0.38 179:0.48 181:0.60 182:0.94 186:0.73 187:0.95 192:0.59 201:0.74 202:0.49 208:0.64 212:0.28 215:0.48 216:0.86 222:0.35 227:0.98 229:0.97 231:0.95 235:0.88 241:0.21 242:0.45 243:0.84 246:0.94 247:0.47 248:0.74 253:0.81 255:0.79 256:0.45 259:0.21 260:0.68 261:0.73 265:0.62 266:0.47 267:0.59 268:0.45 276:0.39 285:0.62 287:0.96 289:0.99 290:0.68 297:0.36 300:0.25\n1 1:0.74 7:0.81 11:0.64 12:0.79 17:0.43 20:0.85 21:0.40 27:0.31 28:0.56 30:0.91 32:0.80 34:0.93 36:0.31 37:0.55 39:0.80 43:0.79 46:0.95 60:0.87 66:0.69 69:0.75 70:0.13 74:0.76 77:0.70 78:0.78 81:0.76 83:0.87 85:0.80 91:0.14 98:0.17 100:0.82 101:0.76 104:0.95 106:0.81 107:0.94 108:0.58 110:0.97 111:0.78 114:0.82 117:0.86 121:0.90 122:0.43 123:0.56 125:0.88 126:0.54 127:0.10 129:0.05 131:0.61 135:0.87 144:0.57 145:0.63 146:0.22 147:0.28 149:0.62 150:0.84 152:0.83 154:0.73 155:0.67 157:0.87 158:0.92 159:0.10 160:0.88 161:0.68 165:0.83 166:0.97 167:0.66 169:0.79 172:0.21 173:0.82 176:0.73 177:0.38 178:0.55 179:0.14 181:0.60 182:0.93 186:0.79 187:0.39 192:0.59 195:0.67 201:0.74 204:0.89 206:0.81 208:0.64 212:0.61 215:0.67 216:0.85 222:0.35 227:0.61 229:0.61 230:0.87 231:0.95 232:0.97 233:0.76 235:0.52 241:0.27 242:0.63 243:0.73 246:0.94 247:0.30 253:0.70 259:0.21 261:0.80 265:0.18 266:0.17 267:0.28 276:0.17 279:0.86 282:0.88 283:0.82 287:0.61 289:0.99 290:0.82 297:0.36 299:0.88 300:0.13\n1 1:0.74 11:0.64 12:0.79 17:0.75 20:0.89 21:0.13 27:0.71 28:0.56 30:0.62 34:0.92 36:0.62 37:0.57 39:0.80 43:0.92 46:0.98 66:0.83 69:0.38 70:0.43 74:0.71 78:0.75 81:0.89 83:0.77 85:0.88 91:0.33 98:0.85 100:0.73 101:0.82 104:0.82 106:0.81 107:0.97 108:0.30 110:0.99 111:0.74 114:0.92 117:0.86 122:0.43 123:0.28 125:0.88 126:0.54 127:0.35 129:0.05 131:0.61 135:0.74 144:0.57 145:0.58 146:0.71 147:0.76 149:0.85 150:0.94 152:0.84 154:0.91 155:0.67 157:0.93 159:0.28 160:0.88 161:0.68 165:0.88 166:0.97 167:0.69 169:0.72 172:0.51 173:0.51 176:0.73 177:0.38 178:0.55 179:0.75 181:0.60 182:0.93 186:0.76 187:0.21 192:0.59 201:0.74 206:0.81 212:0.57 215:0.84 216:0.22 222:0.35 227:0.61 229:0.61 231:0.95 232:0.90 235:0.22 241:0.41 242:0.60 243:0.84 246:0.94 247:0.39 253:0.73 259:0.21 261:0.77 265:0.85 266:0.47 267:0.36 276:0.40 287:0.61 289:0.99 290:0.92 297:0.36 300:0.33\n0 12:0.79 17:0.38 21:0.78 27:0.45 28:0.56 30:0.44 34:0.78 36:0.18 37:0.50 39:0.80 43:0.28 46:0.88 55:0.71 66:0.51 69:0.75 70:0.73 74:0.88 91:0.06 98:0.60 107:0.94 108:0.87 110:0.95 122:0.67 123:0.86 124:0.74 125:0.88 127:0.42 129:0.05 131:0.61 133:0.74 135:0.82 145:0.44 146:0.50 147:0.57 149:0.58 154:0.64 157:0.61 159:0.78 160:0.88 161:0.68 163:0.75 166:0.61 167:0.73 172:0.70 173:0.56 177:0.38 178:0.55 179:0.39 181:0.60 182:0.61 187:0.68 212:0.23 216:0.77 222:0.35 227:0.61 229:0.61 231:0.75 235:0.68 241:0.56 242:0.81 243:0.31 245:0.77 246:0.61 247:0.39 253:0.62 254:0.88 259:0.21 265:0.61 266:0.87 267:0.84 276:0.71 277:0.69 287:0.61 289:0.92 300:0.70\n1 7:0.76 8:0.85 11:0.64 12:0.79 17:0.93 21:0.30 27:0.58 28:0.56 30:0.44 34:0.24 36:0.98 37:0.71 39:0.80 43:0.84 46:0.96 55:0.71 66:0.94 69:0.54 70:0.55 74:0.98 76:0.94 77:0.89 81:0.44 85:0.85 91:0.49 96:0.72 98:0.89 101:0.79 107:0.97 108:0.41 110:0.99 114:0.55 122:0.67 123:0.39 125:0.88 126:0.32 127:0.43 129:0.05 131:0.82 135:0.84 140:0.45 144:0.57 145:0.84 146:0.84 147:0.87 149:0.86 150:0.36 151:0.53 153:0.77 154:0.80 157:0.91 158:0.82 159:0.40 160:0.88 161:0.68 162:0.68 166:0.75 167:0.67 172:0.84 173:0.58 176:0.53 177:0.38 179:0.37 181:0.60 182:0.80 187:0.39 190:0.77 195:0.68 202:0.54 212:0.91 216:0.28 220:0.87 222:0.35 227:0.86 229:0.61 230:0.79 231:0.88 232:0.92 233:0.76 235:0.31 241:0.32 242:0.77 243:0.94 246:0.61 247:0.39 248:0.52 253:0.75 256:0.45 259:0.21 265:0.89 266:0.27 267:0.52 268:0.57 276:0.74 282:0.81 285:0.50 287:0.61 289:0.97 290:0.55 300:0.43\n4 1:0.74 7:0.81 8:0.83 11:0.64 12:0.79 17:0.89 20:0.85 27:0.72 28:0.56 30:0.95 32:0.80 34:0.56 36:0.32 39:0.80 43:0.87 46:0.97 66:0.54 69:0.56 74:0.66 76:0.94 77:0.89 78:0.82 81:0.97 83:0.80 85:0.72 91:0.79 98:0.14 100:0.87 101:0.76 104:0.58 107:0.91 108:0.43 110:0.94 111:0.82 114:0.98 121:0.99 123:0.41 125:0.88 126:0.54 127:0.09 129:0.05 131:0.61 135:0.20 144:0.57 145:0.92 146:0.13 147:0.18 149:0.49 150:0.99 152:0.81 154:0.85 155:0.67 157:0.81 159:0.08 160:0.88 161:0.68 165:0.92 166:0.97 167:0.96 169:0.85 172:0.10 173:0.85 176:0.73 177:0.38 178:0.55 179:0.14 181:0.60 182:0.94 186:0.82 192:0.59 195:0.55 201:0.74 204:0.89 208:0.64 215:0.96 222:0.35 227:0.61 229:0.61 230:0.87 231:0.95 232:0.80 233:0.76 235:0.05 241:0.85 243:0.63 246:0.94 253:0.75 261:0.82 265:0.15 267:0.69 282:0.88 287:0.61 289:0.99 290:0.98 297:0.36 299:0.88 300:0.08\n1 1:0.74 11:0.64 12:0.79 17:0.43 21:0.54 27:0.56 28:0.56 30:0.73 32:0.80 34:0.93 36:0.24 37:0.60 39:0.80 43:0.86 46:0.97 60:0.87 66:0.63 69:0.60 70:0.47 74:0.87 77:0.70 81:0.67 83:0.86 85:0.91 91:0.12 98:0.61 101:0.82 104:0.91 106:0.81 107:0.98 108:0.46 110:0.99 114:0.77 117:0.86 122:0.57 123:0.44 124:0.46 125:0.88 126:0.54 127:0.30 129:0.59 131:0.61 133:0.47 135:0.66 144:0.57 145:0.69 146:0.67 147:0.72 149:0.88 150:0.78 154:0.83 155:0.67 157:0.95 158:0.92 159:0.39 160:0.88 161:0.68 165:0.79 166:0.97 167:0.63 172:0.51 173:0.60 176:0.73 177:0.38 178:0.55 179:0.62 181:0.60 182:0.93 187:0.21 192:0.59 195:0.68 201:0.74 206:0.81 208:0.64 212:0.30 215:0.58 216:0.76 222:0.35 227:0.61 229:0.61 231:0.95 232:0.95 235:0.68 241:0.15 242:0.58 243:0.69 245:0.63 246:0.94 247:0.39 253:0.71 259:0.21 265:0.62 266:0.75 267:0.28 276:0.45 279:0.86 282:0.88 283:0.82 287:0.61 289:0.99 290:0.77 297:0.36 299:0.88 300:0.43\n1 1:0.74 11:0.64 12:0.79 17:0.57 21:0.30 27:0.20 28:0.56 30:0.86 34:0.83 36:0.40 37:0.94 39:0.80 43:0.77 46:0.95 66:0.33 69:0.79 70:0.32 74:0.62 81:0.81 83:0.75 85:0.91 91:0.27 98:0.19 101:0.77 104:0.58 107:0.97 108:0.83 110:0.99 114:0.86 122:0.43 123:0.82 124:0.78 125:0.88 126:0.54 127:0.22 129:0.89 131:0.61 133:0.78 135:0.73 144:0.57 146:0.13 147:0.18 149:0.75 150:0.87 154:0.69 155:0.67 157:0.94 159:0.59 160:0.88 161:0.68 163:0.81 165:0.84 166:0.97 167:0.57 172:0.32 173:0.64 176:0.73 177:0.38 178:0.55 179:0.56 181:0.60 182:0.93 187:0.39 192:0.59 201:0.74 212:0.39 215:0.72 216:0.29 222:0.35 227:0.61 229:0.61 231:0.95 232:0.80 235:0.42 241:0.01 242:0.63 243:0.25 245:0.54 246:0.94 247:0.30 253:0.67 259:0.21 265:0.21 266:0.54 267:0.52 276:0.36 287:0.61 289:0.99 290:0.86 297:0.36 300:0.33\n4 1:0.74 6:0.97 7:0.81 8:0.96 9:0.80 11:0.64 12:0.79 17:0.45 20:0.99 27:0.20 28:0.56 30:0.95 32:0.80 34:0.59 36:0.33 37:0.94 39:0.80 41:0.96 43:0.87 46:0.97 66:0.54 69:0.54 74:0.66 76:0.94 77:0.89 78:0.97 81:0.97 83:0.89 85:0.72 91:0.91 96:0.97 98:0.14 100:1.00 101:0.76 104:0.58 107:0.91 108:0.41 110:0.94 111:1.00 114:0.98 120:0.93 121:0.99 123:0.40 125:0.99 126:0.54 127:0.09 129:0.05 131:0.98 135:0.20 140:0.45 144:0.57 145:0.92 146:0.13 147:0.18 149:0.49 150:0.99 151:0.99 152:0.91 153:0.95 154:0.85 155:0.67 157:0.81 159:0.08 160:0.99 161:0.68 162:0.78 164:0.87 165:0.92 166:0.97 167:0.98 169:1.00 172:0.10 173:0.84 176:0.73 177:0.38 179:0.14 181:0.60 182:0.94 186:0.96 189:0.98 191:0.93 192:0.59 195:0.55 201:0.74 202:0.79 204:0.89 208:0.64 215:0.96 216:0.29 222:0.35 227:0.98 229:0.97 230:0.87 231:0.95 232:0.80 233:0.76 235:0.05 238:1.00 241:0.94 243:0.63 246:0.94 248:0.97 253:0.96 255:0.79 256:0.81 259:0.21 260:0.94 261:1.00 265:0.15 267:0.59 268:0.84 282:0.88 285:0.62 287:0.96 289:0.99 290:0.98 297:0.36 299:0.88 300:0.08\n2 1:0.74 6:0.89 8:0.76 11:0.75 12:0.79 17:0.22 18:0.65 20:0.84 21:0.54 27:0.45 28:0.60 29:0.77 30:0.72 32:0.80 34:0.91 36:0.17 37:0.50 39:0.60 43:0.14 44:0.93 45:0.66 46:0.93 55:0.84 64:0.77 66:0.26 69:0.62 70:0.48 71:0.99 74:0.66 76:0.85 77:0.70 78:0.84 81:0.46 83:0.60 86:0.74 91:0.17 97:0.89 98:0.53 99:0.83 100:0.86 101:0.52 107:0.97 108:0.47 110:0.99 111:0.83 114:0.59 122:0.55 123:0.79 124:0.58 125:0.88 126:0.54 127:0.44 129:0.05 131:0.61 133:0.43 135:0.94 139:0.86 144:0.57 145:0.45 146:0.65 147:0.70 149:0.18 150:0.67 152:0.81 154:0.76 155:0.67 157:0.81 158:0.91 159:0.58 160:0.88 161:0.68 163:0.94 165:0.70 166:0.98 167:0.66 169:0.83 172:0.37 173:0.54 176:0.73 177:0.70 178:0.55 179:0.76 181:0.80 182:0.95 186:0.84 187:0.68 189:0.93 192:0.87 195:0.79 201:0.93 208:0.64 212:0.23 215:0.39 216:0.77 219:0.95 222:0.95 227:0.61 229:0.61 231:0.96 235:0.74 238:0.89 241:0.41 242:0.24 243:0.57 245:0.64 246:0.85 247:0.67 253:0.44 254:0.74 259:0.21 261:0.84 265:0.51 266:0.71 267:0.52 271:0.24 276:0.42 277:0.69 279:0.86 282:0.88 283:0.77 287:0.61 289:0.99 290:0.59 292:0.91 297:0.36 300:0.43\n1 1:0.74 7:0.64 9:0.80 11:0.85 12:0.79 17:0.98 18:0.88 21:0.22 27:0.70 28:0.60 29:0.77 30:0.38 31:0.88 32:0.80 34:0.59 36:0.99 37:0.65 39:0.60 41:0.82 43:0.68 44:0.93 45:0.87 46:0.97 48:0.91 60:0.87 64:0.77 66:0.64 69:0.25 70:0.94 71:0.99 74:0.86 76:0.85 77:0.89 79:0.88 81:0.67 83:0.91 85:0.72 86:0.92 91:0.42 96:0.71 98:0.68 101:0.87 104:0.90 106:0.81 107:0.99 108:0.20 110:0.99 114:0.71 120:0.57 122:0.57 123:0.19 124:0.51 125:0.99 126:0.54 127:0.53 129:0.59 131:0.99 133:0.61 135:0.78 137:0.88 139:0.95 140:0.45 144:0.57 145:0.96 146:0.86 147:0.89 149:0.72 150:0.80 151:0.56 153:0.48 154:0.89 155:0.67 157:0.97 158:0.92 159:0.68 160:0.96 161:0.68 162:0.86 164:0.57 165:0.93 166:0.98 167:0.56 172:0.75 173:0.18 176:0.73 177:0.70 179:0.44 181:0.80 182:0.96 187:0.21 192:0.87 195:0.84 196:0.92 201:0.93 202:0.36 206:0.81 208:0.64 212:0.70 215:0.51 216:0.18 219:0.95 220:0.82 222:0.95 227:0.88 229:0.98 230:0.64 231:0.96 233:0.73 235:0.42 241:0.05 242:0.16 243:0.69 245:0.77 246:0.85 247:0.88 248:0.55 253:0.59 255:0.95 256:0.45 259:0.21 260:0.58 265:0.68 266:0.80 267:0.79 268:0.46 271:0.24 276:0.67 279:0.86 281:0.88 282:0.88 283:0.82 284:0.89 285:0.62 287:0.88 289:0.99 290:0.71 292:0.95 297:0.36 300:0.94\n0 9:0.76 11:0.64 12:0.79 17:0.88 18:0.93 21:0.59 22:0.93 27:0.40 28:0.60 29:0.77 30:0.71 34:0.61 36:0.49 37:0.57 39:0.60 43:0.60 44:0.87 45:0.73 46:0.88 47:0.93 48:0.99 55:0.45 64:0.77 66:0.98 69:0.41 70:0.37 71:0.99 74:0.53 77:0.70 81:0.23 83:0.60 86:0.95 91:0.25 96:0.83 97:0.89 98:0.95 101:0.52 104:0.95 107:0.91 108:0.32 110:0.93 120:0.72 122:0.77 123:0.31 125:1.00 126:0.26 127:0.64 129:0.05 131:0.99 135:0.32 139:0.93 140:0.45 144:0.57 145:0.88 146:0.91 147:0.92 149:0.60 150:0.23 151:0.83 153:0.69 154:0.57 155:0.58 157:0.61 158:0.79 159:0.51 160:0.96 161:0.68 162:0.86 164:0.55 166:0.61 167:0.62 172:0.95 173:0.41 175:0.75 177:0.38 179:0.21 181:0.80 182:0.96 187:0.95 190:0.77 191:0.75 192:0.59 195:0.71 202:0.46 208:0.54 212:0.93 216:0.55 222:0.95 227:0.88 229:0.98 231:0.96 232:0.97 235:0.68 241:0.27 242:0.74 243:0.98 244:0.61 246:0.61 247:0.67 248:0.75 253:0.73 255:0.74 256:0.45 257:0.65 259:0.21 260:0.69 262:0.93 265:0.95 266:0.38 267:0.28 268:0.55 271:0.24 276:0.90 277:0.69 279:0.82 281:0.89 282:0.71 283:0.82 285:0.56 287:0.88 289:0.99 300:0.55\n1 11:0.75 12:0.79 17:0.57 18:0.85 21:0.74 28:0.60 29:0.77 30:0.17 32:0.62 34:0.36 36:0.18 37:0.97 39:0.60 43:0.59 45:0.85 46:0.94 48:0.91 55:0.71 66:0.69 69:0.59 70:0.94 71:0.99 74:0.49 81:0.23 86:0.84 91:0.08 98:0.74 101:0.52 104:0.80 106:0.81 107:0.99 108:0.45 110:0.99 123:0.43 124:0.76 125:0.88 126:0.26 127:0.82 129:0.59 131:0.61 133:0.91 135:0.32 139:0.82 144:0.57 145:0.63 146:0.98 147:0.98 149:0.66 150:0.23 154:0.48 157:0.95 159:0.89 160:0.88 161:0.68 166:0.90 167:0.49 172:0.92 173:0.29 177:0.70 178:0.55 179:0.24 181:0.80 182:0.86 187:0.39 195:0.96 206:0.81 212:0.54 215:0.36 216:0.98 222:0.95 227:0.61 229:0.61 231:0.94 232:0.87 235:0.88 242:0.50 243:0.72 244:0.61 245:0.81 246:0.61 247:0.86 253:0.34 259:0.21 265:0.74 266:0.95 267:0.36 271:0.24 276:0.88 281:0.89 287:0.61 289:0.98 297:0.36 300:0.84\n1 1:0.69 7:0.72 8:0.64 9:0.76 11:0.75 12:0.79 17:0.95 18:0.80 20:0.89 27:0.57 28:0.60 29:0.77 30:0.70 32:0.69 34:0.64 36:0.79 37:0.60 39:0.60 43:0.71 45:0.95 46:0.99 48:0.91 66:0.84 69:0.32 70:0.58 71:0.99 74:0.92 77:0.96 78:0.78 81:0.84 83:0.60 86:0.88 91:0.37 96:0.84 97:0.89 98:0.71 99:0.83 100:0.79 101:0.52 104:0.95 106:0.81 107:0.99 108:0.25 110:1.00 111:0.77 114:0.95 117:0.86 120:0.74 122:0.75 123:0.24 124:0.38 125:0.99 126:0.44 127:0.80 129:0.59 131:0.99 133:0.46 135:0.75 139:0.85 140:0.45 144:0.57 145:0.86 146:0.90 147:0.92 149:0.91 150:0.82 151:0.84 152:0.84 153:0.72 154:0.70 155:0.58 157:0.99 158:0.79 159:0.75 160:0.96 161:0.68 162:0.67 164:0.55 165:0.70 166:0.98 167:0.55 169:0.77 172:0.88 173:0.20 176:0.66 177:0.70 179:0.34 181:0.80 182:0.96 186:0.79 187:0.39 190:0.77 191:0.75 192:0.59 195:0.87 201:0.68 202:0.53 204:0.85 206:0.81 208:0.54 212:0.73 215:0.96 216:0.56 222:0.95 227:0.88 229:0.98 230:0.75 231:0.96 232:0.97 233:0.76 235:0.05 241:0.03 242:0.50 243:0.85 245:0.82 246:0.85 247:0.74 248:0.76 253:0.86 254:0.88 255:0.74 256:0.45 259:0.21 260:0.69 261:0.80 265:0.71 266:0.54 267:0.69 268:0.57 271:0.24 276:0.75 279:0.82 281:0.91 282:0.77 283:0.82 285:0.56 287:0.88 289:0.99 290:0.95 297:0.36 300:0.70\n1 1:0.69 7:0.72 9:0.76 11:0.85 12:0.79 17:0.36 18:0.70 21:0.47 27:0.19 28:0.60 29:0.77 30:0.58 32:0.69 34:0.52 36:0.28 37:0.38 39:0.60 43:0.71 45:0.98 46:0.99 48:0.91 66:0.99 69:0.35 70:0.58 71:0.99 74:0.90 76:0.94 77:0.89 81:0.38 83:0.60 85:0.72 86:0.81 91:0.27 96:0.86 97:0.89 98:0.96 99:0.83 101:0.87 107:1.00 108:0.27 110:1.00 114:0.59 120:0.77 122:0.51 123:0.26 125:0.97 126:0.44 127:0.68 129:0.05 131:0.99 135:0.95 139:0.79 140:0.45 144:0.57 145:0.59 146:0.99 147:0.99 149:0.93 150:0.54 151:0.90 153:0.83 154:0.70 155:0.58 157:0.99 158:0.78 159:0.80 160:0.97 161:0.68 162:0.82 164:0.71 165:0.70 166:0.98 167:0.81 172:0.96 173:0.18 176:0.66 177:0.70 179:0.18 181:0.80 182:0.96 187:0.39 190:0.77 192:0.59 195:0.93 201:0.68 202:0.63 204:0.85 208:0.54 212:0.54 215:0.41 216:0.87 222:0.95 227:0.88 229:0.98 230:0.74 231:0.96 233:0.76 235:0.60 241:0.73 242:0.45 243:0.99 246:0.85 247:0.84 248:0.81 253:0.87 255:0.74 256:0.64 259:0.21 260:0.74 265:0.96 266:0.54 267:0.59 268:0.69 271:0.24 276:0.92 279:0.82 281:0.91 282:0.77 283:0.78 285:0.56 287:0.88 289:0.99 290:0.59 297:0.36 300:0.70\n1 1:0.74 11:0.64 12:0.79 17:0.51 18:0.73 21:0.64 27:0.45 28:0.60 29:0.77 30:0.62 34:0.83 36:0.25 37:0.50 39:0.60 43:0.81 46:0.94 60:0.87 64:0.77 66:0.16 69:0.70 70:0.23 71:0.99 74:0.56 81:0.45 83:0.91 85:0.72 86:0.78 91:0.15 98:0.34 101:0.87 107:0.92 108:0.54 110:0.94 114:0.57 122:0.57 123:0.77 124:0.71 125:0.88 126:0.54 127:0.31 129:0.05 131:0.61 133:0.60 135:0.34 139:0.82 144:0.57 145:0.47 146:0.17 147:0.22 149:0.58 150:0.70 154:0.77 155:0.67 157:0.81 158:0.91 159:0.44 160:0.88 161:0.68 163:0.79 165:0.93 166:0.97 167:0.66 172:0.16 173:0.69 176:0.73 177:0.70 178:0.55 179:0.89 181:0.80 182:0.95 187:0.68 192:0.87 201:0.93 208:0.64 212:0.30 215:0.38 216:0.77 219:0.95 222:0.95 227:0.61 229:0.61 231:0.96 235:0.84 241:0.41 242:0.33 243:0.48 245:0.43 246:0.85 247:0.39 253:0.41 259:0.21 265:0.11 266:0.27 267:0.28 271:0.24 276:0.25 277:0.69 279:0.86 283:0.78 287:0.61 289:0.99 290:0.57 292:0.91 297:0.36 300:0.18\n2 6:0.87 7:0.64 8:0.77 11:0.75 12:0.79 17:0.89 18:0.80 20:0.87 21:0.30 22:0.93 27:0.56 28:0.60 29:0.77 30:0.33 34:0.91 36:0.55 37:0.69 39:0.60 43:0.58 45:0.81 46:0.96 47:0.93 48:0.91 60:0.95 64:0.77 66:0.60 69:0.83 70:0.89 71:0.99 74:0.61 78:0.80 81:0.42 83:0.91 86:0.79 91:0.42 97:0.89 98:0.52 100:0.81 101:0.52 104:0.89 106:0.81 107:0.97 108:0.68 110:0.99 111:0.79 120:0.64 122:0.51 123:0.66 124:0.65 125:0.88 126:0.44 127:0.76 129:0.05 131:0.94 133:0.73 135:0.54 139:0.86 140:0.45 144:0.57 146:0.65 147:0.05 149:0.50 150:0.33 151:0.56 152:0.82 153:0.69 154:0.57 155:0.67 157:0.95 158:0.92 159:0.61 160:0.88 161:0.68 162:0.86 164:0.52 166:0.91 167:0.65 169:0.79 172:0.51 173:0.83 177:0.05 179:0.75 181:0.80 182:0.86 186:0.81 187:0.39 189:0.89 190:0.89 191:0.70 192:0.87 201:0.68 202:0.46 206:0.81 208:0.64 212:0.18 215:0.44 216:0.48 219:0.95 220:0.62 222:0.95 227:0.85 229:0.61 230:0.64 231:0.94 233:0.73 235:0.42 238:0.85 241:0.39 242:0.18 243:0.13 245:0.54 246:0.61 247:0.74 248:0.55 253:0.39 254:0.95 256:0.45 257:0.84 259:0.21 260:0.58 261:0.81 262:0.93 265:0.54 266:0.71 267:0.52 268:0.55 271:0.24 276:0.48 279:0.86 281:0.88 283:0.82 285:0.47 287:0.61 289:0.98 292:0.95 297:0.36 300:0.70\n1 1:0.74 7:0.81 9:0.76 11:0.85 12:0.79 17:0.98 18:0.79 21:0.47 22:0.93 27:0.64 28:0.60 29:0.77 30:0.75 32:0.69 34:0.39 36:0.56 37:0.65 39:0.60 43:0.86 45:0.92 46:0.99 47:0.93 48:0.91 64:0.77 66:0.20 69:0.60 70:0.56 71:0.99 74:0.83 76:0.85 77:0.70 81:0.52 83:0.91 85:0.72 86:0.87 91:0.35 96:0.80 98:0.49 101:0.87 104:0.98 106:0.81 107:0.99 108:0.80 110:1.00 114:0.60 117:0.86 120:0.69 122:0.51 123:0.44 124:0.69 125:1.00 126:0.54 127:0.62 129:0.59 131:0.99 133:0.66 135:0.39 139:0.88 140:0.45 144:0.57 145:0.88 146:0.53 147:0.59 149:0.88 150:0.74 151:0.81 153:0.48 154:0.83 155:0.67 157:0.98 159:0.48 160:0.96 161:0.68 162:0.86 164:0.54 165:0.93 166:0.98 167:0.67 172:0.65 173:0.62 176:0.73 177:0.70 179:0.45 181:0.80 182:0.96 187:0.87 190:0.77 192:0.87 195:0.67 201:0.93 202:0.36 204:0.89 206:0.81 208:0.64 212:0.71 215:0.41 216:0.44 222:0.95 227:0.88 229:0.98 230:0.86 231:0.96 232:0.99 233:0.73 235:0.74 241:0.46 242:0.55 243:0.40 245:0.83 246:0.85 247:0.60 248:0.73 253:0.81 255:0.74 256:0.45 259:0.21 260:0.68 262:0.93 265:0.30 266:0.63 267:0.59 268:0.46 271:0.24 276:0.68 281:0.89 282:0.77 285:0.56 287:0.88 289:0.99 290:0.60 297:0.36 300:0.70\n1 1:0.69 7:0.72 8:0.95 9:0.76 11:0.75 12:0.79 17:0.49 20:0.76 21:0.30 27:0.47 28:0.60 29:0.77 30:0.66 31:0.90 32:0.69 34:0.36 36:0.31 37:0.26 39:0.60 43:0.71 45:0.83 46:0.99 66:0.85 69:0.32 70:0.40 71:0.99 74:0.71 77:0.89 78:0.72 79:0.90 81:0.50 83:0.60 91:0.58 96:0.72 97:0.89 98:0.90 99:0.83 100:0.73 101:0.52 104:0.84 107:0.99 108:0.25 110:0.99 111:0.72 114:0.63 120:0.67 122:0.75 123:0.24 125:0.97 126:0.44 127:0.48 129:0.05 131:0.99 135:0.47 137:0.90 140:0.87 144:0.57 145:0.74 146:0.71 147:0.75 149:0.72 150:0.57 151:0.64 152:0.75 153:0.48 154:0.61 155:0.58 157:0.97 158:0.79 159:0.28 160:0.96 161:0.68 162:0.65 164:0.54 165:0.70 166:0.98 167:0.72 169:0.72 172:0.57 173:0.50 175:0.75 176:0.66 177:0.38 178:0.42 179:0.74 181:0.80 182:0.96 186:0.73 187:0.21 190:0.77 191:0.78 192:0.59 195:0.58 201:0.68 202:0.62 204:0.85 208:0.54 212:0.58 215:0.44 216:0.93 220:0.62 222:0.95 227:0.88 229:0.98 230:0.74 231:0.96 233:0.73 235:0.42 241:0.61 242:0.52 243:0.86 244:0.61 246:0.85 247:0.39 248:0.63 253:0.54 255:0.79 256:0.64 257:0.65 259:0.21 260:0.61 261:0.73 265:0.90 266:0.27 267:0.76 268:0.63 271:0.24 276:0.44 277:0.69 279:0.82 282:0.77 283:0.82 284:0.86 285:0.62 287:0.88 289:0.99 290:0.63 297:0.36 300:0.33\n4 1:0.69 6:0.96 7:0.72 8:0.93 9:0.80 11:0.75 12:0.79 17:0.36 20:0.88 21:0.71 27:0.12 28:0.60 29:0.77 30:0.76 31:0.95 32:0.69 34:0.69 36:0.55 37:0.95 39:0.60 41:0.82 43:0.68 45:0.95 46:1.00 66:0.67 69:0.58 70:0.29 71:0.99 74:0.86 77:0.70 78:0.94 79:0.94 81:0.32 83:0.91 91:0.78 96:0.93 97:0.94 98:0.57 99:0.83 100:0.99 101:0.52 104:0.58 107:0.99 108:0.69 110:1.00 111:0.98 114:0.54 120:0.91 122:0.51 123:0.67 124:0.50 125:0.96 126:0.44 127:0.63 129:0.81 131:0.99 133:0.67 135:0.34 137:0.95 140:0.99 144:0.57 145:0.82 146:0.23 147:0.29 149:0.91 150:0.51 151:0.87 152:0.93 153:0.94 154:0.58 155:0.67 157:0.99 158:0.78 159:0.36 160:0.99 161:0.68 162:0.50 164:0.86 165:0.70 166:0.97 167:0.94 169:0.97 172:0.79 173:0.70 175:0.75 176:0.66 177:0.38 178:0.50 179:0.40 181:0.80 182:0.96 186:0.94 189:0.97 191:0.95 192:0.87 195:0.62 201:0.68 202:0.92 204:0.85 208:0.64 212:0.89 215:0.37 216:0.24 222:0.95 227:0.88 229:0.98 230:0.75 231:0.96 232:0.80 233:0.76 235:0.88 238:0.98 241:0.89 242:0.63 243:0.25 244:0.61 245:0.80 246:0.85 247:0.39 248:0.77 253:0.93 255:0.95 256:0.87 257:0.65 259:0.21 260:0.86 261:0.97 265:0.58 266:0.38 267:0.28 268:0.88 271:0.24 276:0.70 277:0.69 279:0.82 282:0.77 283:0.82 284:0.93 285:0.62 287:0.88 289:0.99 290:0.54 297:0.36 300:0.33\n2 7:0.72 12:0.79 17:0.73 18:0.82 21:0.22 27:0.54 28:0.60 29:0.77 30:0.58 32:0.69 34:0.89 36:0.54 37:0.27 39:0.60 43:0.15 46:0.88 55:0.59 66:0.80 69:0.52 70:0.33 71:0.99 74:0.48 77:0.89 81:0.57 86:0.76 91:0.53 98:0.87 104:0.58 107:0.93 108:0.40 110:0.95 122:0.86 123:0.38 125:0.88 126:0.26 127:0.39 129:0.05 131:0.61 135:0.61 139:0.73 144:0.57 145:0.95 146:0.77 147:0.80 149:0.21 150:0.42 154:0.11 155:0.58 157:0.61 159:0.33 160:0.88 161:0.68 163:0.81 166:0.91 167:0.66 172:0.45 173:0.61 175:0.75 177:0.38 178:0.55 179:0.83 181:0.80 182:0.81 187:0.39 192:0.59 195:0.63 204:0.85 208:0.54 212:0.37 215:0.51 216:0.13 222:0.95 227:0.61 229:0.61 230:0.75 231:0.93 233:0.76 235:0.31 241:0.43 242:0.58 243:0.82 244:0.83 246:0.61 247:0.47 253:0.34 257:0.65 259:0.21 265:0.87 266:0.38 267:0.28 271:0.24 276:0.37 277:0.69 282:0.77 287:0.61 289:0.98 297:0.36 300:0.25\n4 6:0.79 7:0.63 8:0.58 12:0.79 17:0.47 18:0.80 20:0.89 21:0.74 27:0.54 28:0.60 29:0.77 30:0.21 32:0.62 34:0.58 36:0.31 37:0.27 39:0.60 43:0.16 46:0.88 55:0.45 66:0.80 69:0.52 70:0.50 71:0.99 78:0.92 81:0.23 86:0.81 91:0.88 98:0.91 100:0.92 104:0.58 107:0.93 108:0.40 110:0.96 111:0.91 120:0.66 122:0.65 123:0.38 125:0.88 126:0.26 127:0.51 129:0.05 131:0.94 135:0.51 139:0.77 140:0.45 145:0.82 146:0.69 147:0.74 149:0.11 150:0.23 151:0.57 152:0.84 153:0.78 154:0.56 157:0.61 159:0.27 160:0.88 161:0.68 162:0.51 163:0.75 164:0.53 166:0.90 167:0.95 169:0.89 172:0.45 173:0.70 175:0.75 177:0.38 179:0.86 181:0.80 182:0.61 186:0.92 189:0.81 190:0.89 191:0.81 195:0.59 202:0.72 212:0.37 215:0.36 216:0.13 220:0.62 222:0.95 227:0.85 229:0.61 230:0.63 231:0.87 233:0.73 235:0.88 238:0.88 241:0.93 242:0.40 243:0.82 244:0.61 246:0.61 247:0.47 248:0.57 253:0.20 254:0.74 256:0.64 257:0.65 259:0.21 260:0.58 261:0.91 265:0.91 266:0.38 267:0.28 268:0.65 271:0.24 276:0.35 277:0.69 283:0.78 285:0.47 287:0.61 289:0.95 297:0.36 300:0.33\n1 1:0.74 6:0.84 8:0.67 11:0.75 12:0.79 17:0.89 18:0.89 20:0.99 21:0.13 22:0.93 27:0.54 28:0.60 29:0.77 30:0.45 32:0.69 34:0.81 36:0.56 37:0.65 39:0.60 43:0.67 44:0.87 45:0.87 46:0.99 47:0.93 64:0.77 66:0.90 69:0.29 70:0.62 71:0.99 74:0.82 77:0.89 78:0.88 81:0.74 83:0.91 86:0.94 91:0.37 97:0.89 98:0.91 100:0.90 101:0.52 104:0.99 106:0.81 107:0.99 108:0.22 110:0.99 111:0.87 114:0.79 117:0.86 122:0.57 123:0.22 125:0.88 126:0.54 127:0.49 129:0.05 131:0.61 135:0.65 139:0.91 144:0.57 145:0.82 146:0.76 147:0.80 149:0.50 150:0.84 152:0.91 154:0.85 155:0.67 157:0.98 158:0.79 159:0.32 160:0.88 161:0.68 165:0.93 166:0.98 167:0.58 169:0.87 172:0.73 173:0.43 176:0.73 177:0.70 178:0.55 179:0.56 181:0.80 182:0.95 186:0.88 187:0.68 189:0.86 192:0.87 195:0.57 201:0.93 206:0.81 208:0.64 212:0.84 215:0.61 216:0.62 222:0.95 227:0.61 229:0.61 231:0.96 235:0.31 238:0.88 241:0.12 242:0.24 243:0.91 246:0.85 247:0.67 253:0.57 254:0.74 259:0.21 261:0.90 262:0.93 265:0.91 266:0.27 267:0.44 271:0.24 276:0.60 279:0.82 282:0.77 283:0.82 287:0.61 289:0.99 290:0.79 297:0.36 300:0.55\n2 1:0.74 9:0.76 11:0.85 12:0.79 17:0.90 18:0.77 21:0.13 27:0.72 28:0.60 29:0.77 30:0.89 34:0.85 36:0.57 39:0.60 43:0.92 45:0.87 46:1.00 64:0.77 66:0.91 69:0.38 70:0.22 71:0.99 74:0.79 81:0.74 83:0.91 85:0.85 86:0.88 91:0.89 96:0.75 98:0.95 101:0.87 104:0.75 107:0.99 108:0.30 110:0.99 114:0.79 120:0.63 122:0.51 123:0.28 125:1.00 126:0.54 127:0.68 129:0.05 131:0.99 135:0.47 139:0.85 140:0.45 144:0.57 146:0.72 147:0.76 149:0.93 150:0.84 151:0.65 153:0.48 154:0.91 155:0.67 157:0.98 159:0.29 160:0.96 161:0.68 162:0.86 164:0.54 165:0.93 166:0.98 167:0.91 172:0.74 173:0.58 176:0.73 177:0.70 179:0.59 181:0.80 182:0.96 190:0.77 192:0.87 201:0.93 202:0.36 208:0.64 212:0.82 215:0.61 220:0.62 222:0.95 227:0.88 229:0.98 231:0.96 235:0.31 241:0.80 242:0.45 243:0.91 246:0.85 247:0.47 248:0.63 253:0.72 255:0.74 256:0.45 259:0.21 260:0.63 265:0.95 266:0.27 267:0.23 268:0.46 271:0.24 276:0.62 285:0.56 287:0.88 289:0.99 290:0.79 297:0.36 300:0.25\n2 9:0.76 11:0.75 12:0.79 17:0.30 18:0.84 21:0.74 27:0.48 28:0.60 29:0.77 30:0.14 32:0.62 34:0.21 36:0.20 37:0.55 39:0.60 43:0.59 45:0.85 46:0.94 48:0.91 55:0.71 66:0.68 69:0.59 70:0.94 71:0.99 74:0.54 81:0.23 83:0.60 86:0.84 91:0.35 96:0.86 97:0.97 98:0.74 101:0.52 107:0.99 108:0.45 110:0.99 120:0.79 123:0.43 124:0.76 125:0.97 126:0.26 127:0.81 129:0.59 131:0.99 133:0.91 135:0.34 139:0.81 140:0.45 144:0.57 145:0.63 146:0.98 147:0.98 149:0.66 150:0.23 151:0.90 153:0.83 154:0.48 155:0.58 157:0.95 158:0.78 159:0.89 160:0.98 161:0.68 162:0.76 164:0.73 166:0.90 167:0.69 172:0.91 173:0.29 177:0.70 179:0.25 181:0.80 182:0.96 187:0.39 190:0.77 192:0.59 195:0.96 202:0.68 208:0.54 212:0.54 215:0.36 216:0.92 222:0.95 227:0.88 229:0.98 231:0.96 235:0.88 241:0.52 242:0.54 243:0.72 244:0.61 245:0.81 246:0.61 247:0.86 248:0.81 253:0.79 255:0.74 256:0.71 259:0.21 260:0.74 265:0.74 266:0.95 267:0.76 268:0.73 271:0.24 276:0.88 279:0.82 281:0.89 283:0.82 285:0.56 287:0.88 289:0.99 297:0.36 300:0.84\n2 7:0.63 12:0.79 17:0.70 18:0.66 21:0.30 27:0.54 28:0.60 29:0.77 30:0.76 32:0.69 34:0.79 36:0.44 37:0.27 39:0.60 43:0.16 46:0.88 55:0.71 66:0.36 69:0.41 70:0.15 71:0.99 74:0.39 77:0.89 81:0.36 86:0.65 91:0.46 98:0.27 104:0.58 107:0.91 108:0.32 110:0.93 122:0.65 123:0.31 124:0.52 125:0.88 126:0.26 127:0.42 129:0.05 131:0.61 133:0.39 135:0.42 139:0.64 144:0.57 145:0.76 146:0.27 147:0.33 149:0.11 150:0.32 154:0.11 157:0.61 159:0.30 160:0.88 161:0.68 163:0.79 166:0.91 167:0.72 172:0.10 173:0.54 175:0.75 177:0.38 178:0.55 179:0.99 181:0.80 182:0.81 187:0.39 195:0.61 212:0.95 215:0.44 216:0.13 222:0.95 227:0.61 229:0.61 230:0.63 231:0.93 233:0.73 235:0.31 241:0.59 242:0.82 243:0.51 244:0.83 245:0.37 246:0.61 247:0.12 253:0.31 257:0.65 259:0.21 265:0.29 266:0.12 267:0.36 271:0.24 276:0.14 277:0.69 282:0.77 287:0.61 289:0.98 297:0.36 300:0.13\n2 7:0.81 8:0.68 12:0.79 17:0.94 18:0.80 20:0.80 21:0.54 22:0.93 27:0.64 28:0.60 29:0.77 30:0.66 32:0.62 34:0.58 36:0.54 37:0.65 39:0.60 43:0.13 46:0.88 47:0.93 48:0.91 55:0.45 60:0.95 64:0.77 66:0.25 69:0.60 70:0.61 71:0.99 74:0.58 76:0.85 78:0.81 81:0.33 83:0.91 86:0.80 91:0.35 96:0.75 97:0.94 98:0.49 100:0.84 104:0.98 106:0.81 107:0.95 108:0.80 110:0.97 111:0.81 117:0.86 123:0.44 124:0.69 125:0.88 126:0.44 127:0.63 129:0.59 131:0.86 133:0.64 135:0.39 139:0.88 140:0.45 144:0.57 145:0.88 146:0.53 147:0.59 149:0.24 150:0.27 151:0.55 152:0.78 153:0.48 154:0.57 155:0.67 157:0.61 158:0.91 159:0.48 160:0.88 161:0.68 162:0.86 166:0.91 167:0.61 169:0.83 172:0.45 173:0.62 175:0.75 177:0.38 179:0.67 181:0.80 182:0.61 186:0.82 187:0.68 190:0.89 192:0.87 195:0.67 201:0.68 202:0.36 204:0.89 206:0.81 208:0.64 212:0.57 215:0.39 216:0.44 219:0.95 220:0.62 222:0.95 227:0.83 229:0.61 230:0.86 231:0.96 232:0.99 233:0.73 235:0.74 241:0.24 242:0.76 243:0.44 244:0.61 245:0.68 246:0.61 247:0.55 248:0.54 253:0.45 254:0.74 256:0.45 257:0.65 259:0.21 261:0.80 262:0.93 265:0.30 266:0.75 267:0.59 268:0.46 271:0.24 276:0.53 277:0.69 279:0.86 281:0.88 283:0.82 285:0.47 287:0.61 289:0.99 292:0.91 297:0.36 300:0.55\n1 8:0.94 12:0.37 17:0.96 18:0.65 21:0.54 22:0.93 27:0.04 29:0.71 30:0.62 31:0.96 34:0.42 36:0.60 37:0.96 39:0.58 43:0.17 47:0.93 55:0.84 66:0.72 69:0.30 70:0.47 71:0.80 74:0.51 79:0.96 81:0.25 86:0.76 91:0.78 98:0.84 104:0.80 106:0.81 108:0.24 114:0.58 120:0.81 123:0.23 124:0.41 126:0.26 127:0.76 129:0.05 133:0.37 135:0.81 137:0.96 139:0.77 140:0.45 146:0.83 147:0.86 149:0.24 150:0.25 151:0.90 153:0.83 154:0.78 159:0.50 162:0.64 163:0.86 164:0.66 172:0.59 173:0.33 176:0.61 177:0.70 179:0.73 187:0.39 190:0.77 192:0.51 196:0.94 202:0.63 206:0.81 212:0.27 216:0.31 219:0.92 222:0.35 235:0.60 241:0.37 242:0.72 243:0.75 245:0.61 247:0.60 248:0.85 253:0.41 254:0.95 255:0.74 256:0.58 259:0.21 260:0.78 262:0.93 265:0.84 266:0.63 267:0.44 268:0.64 271:0.79 276:0.52 283:0.82 284:0.92 285:0.56 290:0.58 292:0.95 300:0.43\n1 7:0.72 8:0.90 12:0.37 17:0.49 21:0.30 27:0.01 29:0.71 31:0.88 32:0.69 34:0.64 36:0.79 37:0.93 39:0.58 43:0.12 44:0.90 48:0.91 64:0.77 66:0.36 69:0.75 71:0.80 74:0.42 76:0.85 77:0.70 79:0.88 81:0.39 91:0.93 98:0.10 108:0.59 120:0.59 123:0.56 126:0.44 127:0.07 129:0.05 135:0.86 137:0.88 139:0.79 140:0.45 145:0.70 146:0.05 147:0.05 149:0.06 150:0.31 151:0.56 153:0.78 154:0.09 159:0.05 162:0.78 164:0.65 172:0.05 173:0.95 175:0.91 177:0.05 187:0.21 190:0.77 191:0.93 192:0.51 195:0.61 196:0.90 201:0.68 202:0.59 215:0.44 216:0.51 219:0.92 220:0.82 222:0.35 230:0.74 233:0.73 235:0.42 241:0.76 243:0.51 244:0.83 248:0.56 253:0.32 255:0.74 256:0.58 257:0.84 259:0.21 260:0.58 265:0.11 267:0.65 268:0.64 271:0.79 277:0.87 281:0.89 282:0.73 283:0.78 284:0.92 285:0.56 292:0.91 297:0.36\n1 7:0.72 12:0.37 17:0.59 21:0.30 22:0.93 27:0.33 29:0.71 32:0.64 37:0.60 39:0.58 47:0.93 48:0.91 71:0.80 74:0.39 81:0.35 91:0.58 104:0.77 126:0.26 139:0.68 145:0.45 150:0.32 155:0.58 175:0.97 178:0.55 187:0.39 192:0.59 195:0.77 204:0.85 208:0.54 215:0.44 216:0.24 222:0.35 230:0.75 233:0.76 235:0.42 241:0.65 244:0.93 253:0.31 257:0.93 262:0.93 271:0.79 277:0.95 281:0.91 297:0.36\n1 1:0.69 7:0.72 9:0.76 11:0.64 12:0.37 17:0.97 21:0.59 27:0.72 29:0.71 30:0.59 32:0.69 34:0.17 36:0.37 39:0.58 43:0.38 45:0.77 55:0.45 66:0.98 69:0.32 70:0.42 71:0.80 74:0.91 76:0.94 77:0.98 81:0.36 83:0.60 91:0.92 96:0.77 98:0.99 99:0.83 101:0.52 104:0.58 108:0.25 114:0.56 120:0.65 123:0.24 126:0.44 127:0.93 129:0.05 135:0.23 138:0.96 140:0.45 145:0.84 146:0.95 147:0.96 149:0.48 150:0.53 151:0.71 153:0.77 154:0.58 155:0.58 158:0.78 159:0.61 162:0.86 164:0.65 165:0.70 172:0.96 173:0.29 175:0.75 176:0.61 177:0.38 179:0.21 190:0.77 192:0.59 195:0.76 201:0.68 202:0.54 204:0.85 208:0.54 212:0.89 215:0.38 216:0.02 220:0.62 222:0.35 230:0.75 232:0.79 233:0.76 235:0.97 241:0.79 242:0.54 243:0.98 244:0.61 247:0.55 248:0.67 253:0.76 255:0.74 256:0.58 257:0.65 259:0.21 260:0.64 265:0.99 266:0.54 267:0.18 268:0.63 271:0.79 276:0.91 277:0.69 279:0.82 282:0.77 283:0.78 285:0.56 290:0.56 297:0.36 300:0.55\n1 7:0.72 12:0.37 17:0.51 21:0.30 27:0.33 29:0.71 30:0.76 32:0.64 34:0.21 36:0.43 37:0.60 39:0.58 43:0.16 48:0.91 55:0.84 66:0.36 69:0.47 70:0.15 71:0.80 74:0.39 81:0.35 91:0.81 96:0.73 98:0.24 104:0.77 108:0.36 120:0.68 123:0.34 124:0.52 126:0.26 127:0.23 129:0.59 133:0.47 135:0.30 139:0.68 140:0.80 145:0.45 146:0.32 147:0.38 149:0.11 150:0.32 151:0.53 153:0.46 154:0.11 155:0.58 159:0.34 162:0.77 163:0.96 164:0.71 172:0.10 173:0.44 175:0.91 177:0.05 178:0.42 179:0.96 187:0.39 190:0.89 192:0.59 195:0.76 202:0.70 204:0.85 208:0.54 212:0.95 215:0.44 216:0.24 220:0.74 222:0.35 230:0.75 233:0.76 235:0.42 241:0.70 242:0.82 243:0.51 244:0.83 245:0.37 247:0.12 248:0.59 253:0.45 256:0.81 257:0.84 260:0.65 265:0.26 266:0.12 267:0.69 268:0.74 271:0.79 276:0.15 277:0.87 281:0.91 285:0.56 297:0.36 300:0.13\n2 1:0.69 7:0.72 8:0.58 9:0.76 11:0.64 12:0.37 17:0.89 18:0.79 21:0.30 27:0.39 29:0.71 30:0.56 32:0.69 34:0.40 36:0.64 37:0.23 39:0.58 43:0.80 45:0.66 66:0.84 69:0.25 70:0.71 71:0.80 74:0.64 77:0.89 81:0.63 83:0.60 86:0.86 91:0.96 96:0.75 98:0.86 99:0.95 101:0.52 104:0.58 108:0.20 114:0.63 120:0.63 123:0.19 126:0.44 127:0.37 129:0.05 135:0.23 139:0.82 140:0.45 145:0.65 146:0.65 147:0.70 149:0.70 150:0.61 151:0.65 153:0.48 154:0.75 155:0.58 159:0.25 162:0.86 164:0.54 165:0.70 172:0.54 173:0.46 176:0.66 177:0.70 179:0.73 190:0.77 192:0.59 195:0.59 201:0.68 202:0.36 204:0.85 208:0.54 212:0.61 215:0.44 216:0.02 220:0.62 222:0.35 230:0.75 232:0.77 233:0.76 235:0.80 241:0.98 242:0.24 243:0.85 247:0.74 248:0.63 253:0.62 255:0.74 256:0.45 259:0.21 260:0.63 265:0.86 266:0.27 267:0.93 268:0.46 271:0.79 276:0.40 282:0.77 285:0.56 290:0.63 297:0.36 300:0.55\n2 7:0.66 8:0.90 9:0.76 11:0.64 12:0.37 17:0.95 21:0.30 27:0.52 29:0.71 30:0.36 32:0.64 34:0.19 36:0.62 37:0.88 39:0.58 43:0.24 45:0.77 55:0.52 66:0.78 69:0.86 70:0.85 71:0.80 74:0.55 81:0.30 83:0.60 91:0.92 96:0.76 97:0.89 98:0.48 101:0.52 104:0.58 108:0.89 120:0.83 122:0.51 123:0.89 124:0.41 126:0.26 127:0.43 129:0.59 133:0.64 135:0.30 140:0.87 145:0.56 146:0.40 147:0.46 149:0.35 150:0.28 151:0.65 153:0.78 154:0.17 155:0.58 158:0.78 159:0.69 162:0.73 164:0.84 172:0.79 173:0.78 175:0.75 177:0.38 178:0.42 179:0.40 190:0.77 191:0.93 192:0.59 195:0.88 202:0.83 208:0.54 212:0.87 215:0.44 216:0.09 220:0.93 222:0.35 230:0.69 232:0.80 233:0.73 235:0.31 241:0.85 242:0.37 243:0.13 244:0.61 245:0.67 247:0.60 248:0.65 253:0.58 255:0.74 256:0.84 257:0.65 259:0.21 260:0.77 265:0.49 266:0.54 267:0.59 268:0.86 271:0.79 276:0.64 277:0.69 279:0.82 283:0.78 285:0.56 297:0.36 300:0.84\n1 1:0.69 7:0.66 8:0.97 11:0.64 12:0.37 17:0.83 18:0.79 21:0.74 25:0.88 27:0.71 29:0.71 30:0.21 32:0.64 34:0.42 36:0.39 37:0.71 39:0.58 43:0.23 45:0.81 55:0.59 66:0.49 69:0.82 70:0.95 71:0.80 74:0.57 81:0.32 83:0.60 86:0.73 87:0.98 91:0.90 98:0.49 99:0.83 101:0.52 104:0.76 108:0.90 114:0.54 123:0.89 124:0.78 126:0.44 127:0.93 129:0.05 133:0.83 135:0.49 139:0.71 145:0.94 146:0.71 147:0.31 149:0.46 150:0.51 154:0.16 155:0.58 159:0.84 165:0.70 172:0.85 173:0.66 176:0.66 177:0.38 178:0.55 179:0.29 187:0.21 192:0.59 195:0.93 201:0.68 208:0.54 212:0.69 215:0.36 216:0.07 222:0.35 230:0.69 232:0.82 233:0.73 235:0.95 241:0.75 242:0.38 243:0.08 244:0.61 245:0.88 247:0.90 253:0.39 257:0.65 259:0.21 265:0.51 266:0.89 267:0.79 271:0.79 276:0.85 277:0.69 290:0.54 297:0.36 300:0.94\n2 7:0.72 8:0.72 12:0.37 17:0.64 21:0.54 27:0.34 29:0.71 30:0.76 32:0.64 34:0.26 36:0.51 37:0.36 39:0.58 43:0.17 48:0.91 55:0.92 66:0.36 69:0.47 70:0.22 71:0.80 81:0.25 91:0.95 98:0.51 108:0.67 120:0.64 123:0.65 124:0.57 126:0.26 127:0.37 129:0.59 133:0.47 135:0.47 139:0.68 140:0.80 145:0.69 146:0.40 147:0.46 149:0.15 150:0.25 151:0.55 153:0.48 154:0.11 159:0.36 162:0.53 163:0.96 164:0.56 172:0.16 173:0.53 175:0.91 177:0.05 178:0.42 179:0.94 190:0.89 191:0.84 192:0.51 195:0.67 202:0.66 212:0.42 215:0.39 216:0.21 220:0.99 222:0.35 230:0.74 233:0.73 235:0.74 241:0.97 242:0.82 243:0.40 244:0.83 245:0.43 247:0.12 248:0.54 253:0.20 256:0.58 257:0.84 259:0.21 260:0.61 265:0.53 266:0.23 267:0.59 268:0.59 271:0.79 276:0.25 277:0.87 281:0.89 285:0.47 297:0.99 300:0.18\n1 7:0.66 9:0.76 12:0.37 17:0.94 21:0.40 27:0.72 29:0.71 30:0.94 32:0.68 34:0.90 36:0.58 37:0.23 39:0.58 43:0.18 44:0.90 48:0.97 55:0.71 66:0.79 69:0.21 70:0.19 71:0.80 74:0.46 76:0.94 77:0.70 81:0.28 83:0.60 91:0.77 96:0.80 98:0.85 104:0.58 108:0.17 120:0.69 123:0.16 126:0.26 127:0.36 129:0.05 135:0.18 139:0.71 140:0.45 145:0.80 146:0.52 147:0.58 149:0.22 150:0.27 151:0.81 153:0.48 154:0.12 155:0.58 159:0.19 162:0.86 164:0.54 172:0.41 173:0.53 175:0.75 177:0.38 179:0.84 187:0.21 190:0.77 191:0.70 192:0.59 195:0.55 202:0.36 208:0.54 212:0.95 215:0.42 216:0.08 222:0.35 230:0.69 232:0.77 233:0.76 235:0.42 241:0.47 242:0.75 243:0.80 244:0.83 247:0.35 248:0.73 253:0.69 255:0.74 256:0.45 257:0.65 259:0.21 260:0.68 265:0.85 266:0.12 267:0.23 268:0.46 271:0.79 276:0.36 277:0.69 281:0.89 282:0.77 285:0.56 297:0.36 300:0.18\n1 1:0.69 7:0.66 8:0.80 9:0.76 11:0.64 12:0.37 17:0.59 21:0.40 27:0.02 29:0.71 30:0.62 34:0.50 36:0.37 37:0.99 39:0.58 43:0.65 45:0.66 55:0.45 66:0.77 69:0.17 70:0.56 71:0.80 74:0.93 76:0.98 77:0.70 81:0.34 83:0.60 91:0.85 96:0.87 97:0.89 98:0.77 101:0.52 104:0.86 106:0.81 108:0.14 114:0.59 120:0.81 122:0.77 123:0.13 124:0.42 126:0.44 127:0.94 129:0.05 133:0.62 135:0.65 138:0.96 140:0.45 145:0.54 146:0.86 147:0.89 149:0.63 150:0.49 151:0.91 153:0.84 154:0.55 155:0.58 158:0.79 159:0.65 162:0.84 164:0.73 172:0.91 173:0.18 175:0.75 176:0.61 177:0.38 179:0.29 187:0.39 190:0.77 191:0.91 192:0.59 195:0.79 201:0.68 202:0.67 206:0.81 208:0.54 212:0.87 215:0.41 216:0.47 222:0.35 230:0.69 233:0.76 235:0.52 241:0.12 242:0.77 243:0.79 244:0.61 245:0.85 247:0.60 248:0.82 253:0.89 255:0.74 256:0.71 257:0.65 260:0.77 265:0.77 266:0.63 267:0.65 268:0.74 271:0.79 276:0.85 277:0.69 279:0.82 282:0.73 283:0.82 285:0.56 290:0.59 297:0.36 300:0.84\n1 1:0.69 7:0.72 9:0.76 11:0.64 12:0.37 17:0.95 18:0.59 21:0.59 27:0.72 29:0.71 30:0.37 32:0.69 34:0.25 36:0.87 39:0.58 43:0.26 45:0.88 55:0.52 66:0.99 69:0.32 70:0.75 71:0.80 74:0.74 76:0.97 77:0.96 81:0.35 83:0.60 86:0.64 91:0.92 96:0.86 97:0.97 98:1.00 99:0.83 101:0.52 104:0.72 108:0.25 114:0.57 120:0.77 123:0.24 126:0.44 127:0.98 129:0.05 135:0.23 139:0.62 140:0.45 145:0.63 146:0.99 147:0.99 149:0.73 150:0.53 151:0.85 153:0.77 154:0.45 155:0.58 158:0.79 159:0.81 162:0.86 164:0.66 165:0.70 172:0.98 173:0.17 176:0.66 177:0.70 179:0.15 190:0.77 192:0.59 195:0.91 201:0.68 202:0.55 204:0.85 208:0.54 212:0.86 215:0.39 216:0.08 222:0.35 230:0.75 232:0.78 233:0.76 235:0.84 241:0.77 242:0.74 243:0.99 244:0.61 247:0.79 248:0.81 253:0.83 255:0.74 256:0.58 259:0.21 260:0.74 265:1.00 266:0.54 267:0.85 268:0.64 271:0.79 276:0.95 279:0.82 282:0.77 283:0.82 285:0.56 290:0.57 297:0.36 300:0.70\n0 11:0.64 12:0.37 17:0.20 18:0.87 21:0.78 27:0.45 29:0.71 30:0.10 34:0.87 36:0.21 37:0.50 39:0.58 43:0.61 45:0.73 55:0.71 66:0.54 69:0.84 70:0.98 71:0.80 74:0.72 86:0.91 91:0.15 98:0.52 101:0.52 108:0.69 123:0.67 124:0.85 127:0.63 129:0.05 133:0.91 135:0.54 139:0.88 145:0.52 146:0.89 147:0.38 149:0.47 154:0.62 159:0.85 172:0.84 173:0.65 177:0.38 178:0.55 179:0.29 187:0.68 212:0.56 216:0.77 222:0.35 235:0.68 241:0.32 242:0.18 243:0.12 245:0.79 247:0.95 253:0.42 254:0.74 257:0.65 259:0.21 265:0.54 266:0.95 267:0.52 271:0.79 276:0.83 300:0.84\n2 1:0.69 7:0.72 8:0.58 9:0.76 11:0.64 12:0.37 17:0.85 18:0.69 21:0.30 27:0.54 29:0.71 30:0.45 32:0.69 34:0.44 36:0.63 37:0.30 39:0.58 43:0.72 45:0.73 66:0.33 69:0.76 70:0.61 71:0.80 74:0.65 77:0.89 81:0.63 83:0.60 86:0.75 91:0.94 96:0.75 98:0.52 99:0.95 101:0.52 104:0.58 108:0.18 114:0.63 120:0.63 122:0.51 123:0.18 124:0.61 126:0.44 127:0.41 129:0.05 133:0.43 135:0.18 139:0.71 140:0.45 145:0.65 146:0.37 147:0.47 149:0.59 150:0.61 151:0.65 153:0.48 154:0.65 155:0.58 159:0.27 162:0.86 163:0.81 164:0.54 165:0.70 172:0.27 173:0.92 176:0.66 177:0.38 179:0.80 190:0.77 191:0.84 192:0.59 195:0.60 201:0.68 202:0.36 204:0.85 208:0.54 212:0.50 215:0.44 216:0.02 220:0.62 222:0.35 230:0.75 232:0.77 233:0.76 235:0.80 241:0.91 242:0.33 243:0.50 245:0.60 247:0.60 248:0.63 253:0.63 254:0.97 255:0.74 256:0.45 257:0.65 259:0.21 260:0.63 265:0.54 266:0.38 267:0.94 268:0.46 271:0.79 276:0.36 277:0.69 282:0.77 285:0.56 290:0.63 297:0.36 300:0.43\n2 1:0.69 7:0.72 8:0.84 9:0.76 11:0.64 12:0.37 17:0.96 21:0.59 27:0.72 29:0.71 30:0.62 32:0.68 34:0.21 36:0.34 39:0.58 43:0.67 45:0.83 48:0.91 55:0.52 66:0.96 69:0.41 70:0.51 71:0.80 74:0.69 77:0.70 81:0.31 91:0.94 96:0.75 98:0.94 101:0.52 104:0.75 108:0.31 114:0.56 120:0.63 123:0.30 126:0.44 127:0.62 129:0.05 135:0.24 138:0.95 139:0.68 140:0.45 145:0.54 146:0.85 147:0.87 149:0.76 150:0.48 151:0.73 153:0.80 154:0.56 155:0.58 158:0.74 159:0.41 162:0.78 164:0.66 172:0.90 173:0.47 175:0.75 176:0.61 177:0.38 179:0.30 190:0.77 191:0.80 192:0.59 195:0.67 201:0.68 202:0.63 204:0.85 208:0.54 212:0.91 215:0.38 216:0.03 220:0.62 222:0.35 230:0.75 232:0.72 233:0.76 235:0.80 241:0.84 242:0.75 243:0.96 244:0.61 247:0.67 248:0.73 253:0.57 255:0.74 256:0.64 257:0.65 260:0.61 265:0.94 266:0.27 267:0.44 268:0.68 271:0.79 276:0.83 277:0.69 279:0.82 281:0.91 282:0.77 283:0.78 285:0.56 286:0.99 290:0.56 297:0.36 298:0.99 300:0.55\n0 8:0.84 9:0.80 12:0.37 17:0.69 18:0.62 21:0.13 27:0.06 29:0.71 30:0.38 31:0.93 34:0.23 36:0.72 37:0.72 39:0.58 43:0.18 55:0.59 66:0.26 69:0.83 70:0.90 71:0.80 74:0.76 76:0.97 77:0.89 79:0.94 81:0.40 83:0.60 86:0.67 91:0.97 96:1.00 98:0.41 108:0.67 114:0.72 120:0.87 122:0.77 123:0.65 124:0.90 126:0.26 127:0.98 129:0.05 133:0.89 135:0.32 137:0.93 138:0.99 139:0.65 140:0.94 145:0.72 146:0.73 147:0.67 149:0.36 150:0.34 151:0.94 153:0.99 154:0.47 155:0.67 158:0.74 159:0.83 162:0.78 164:0.81 172:0.63 173:0.68 176:0.61 177:0.38 179:0.42 190:0.77 191:0.96 192:0.87 195:0.93 196:0.89 202:0.98 208:0.64 212:0.60 216:0.54 222:0.35 235:0.12 241:0.94 242:0.72 243:0.21 244:0.61 245:0.79 247:0.76 248:0.92 253:0.99 254:0.74 255:0.79 256:0.98 257:0.65 259:0.21 260:0.84 265:0.43 266:0.92 267:0.85 268:0.99 271:0.79 276:0.77 282:0.73 284:0.98 285:0.62 290:0.72 300:0.84\n1 7:0.72 8:0.60 11:0.64 12:0.37 17:0.97 18:0.72 21:0.78 22:0.93 27:0.49 29:0.71 30:0.62 32:0.80 34:0.78 36:0.53 37:0.23 39:0.58 43:0.61 44:0.93 45:0.73 47:0.93 66:0.54 69:0.05 70:0.54 71:0.80 74:0.75 77:0.70 86:0.81 91:0.83 98:0.37 101:0.52 104:0.58 106:0.81 108:0.05 120:0.53 122:0.51 123:0.05 124:0.50 127:0.40 129:0.05 133:0.43 135:0.51 139:0.84 140:0.45 145:0.47 146:0.29 147:0.35 149:0.29 151:0.46 153:0.48 154:0.88 155:0.58 159:0.24 162:0.86 164:0.53 172:0.41 173:0.17 177:0.70 179:0.77 187:0.39 190:0.89 192:0.59 195:0.58 202:0.36 204:0.85 206:0.81 208:0.54 212:0.78 216:0.18 220:0.99 222:0.35 230:0.75 232:0.77 233:0.76 241:0.49 242:0.29 243:0.63 245:0.59 247:0.67 248:0.46 253:0.43 254:0.86 256:0.45 259:0.21 260:0.53 262:0.93 265:0.40 266:0.27 267:0.65 268:0.46 271:0.79 276:0.26 282:0.88 285:0.47 300:0.43\n2 1:0.69 7:0.72 9:0.76 11:0.64 12:0.37 17:0.99 18:0.70 21:0.05 27:0.72 29:0.71 30:0.21 32:0.80 34:0.23 36:0.69 37:0.55 39:0.58 43:0.60 44:0.93 45:0.95 55:0.45 66:0.99 69:0.08 70:0.64 71:0.80 74:0.96 77:0.89 81:0.68 83:0.60 86:0.80 91:0.92 96:0.89 98:1.00 99:0.83 101:0.52 104:0.54 108:0.07 114:0.85 120:0.82 123:0.07 126:0.44 127:0.96 129:0.05 135:0.18 139:0.84 140:0.45 145:0.74 146:0.92 147:0.93 149:0.87 150:0.64 151:0.90 153:0.83 154:0.74 155:0.58 159:0.54 162:0.79 164:0.69 165:0.70 172:0.98 173:0.17 176:0.66 177:0.70 179:0.16 190:0.77 191:0.76 192:0.59 195:0.68 201:0.68 202:0.63 204:0.85 208:0.54 212:0.94 215:0.78 216:0.04 222:0.35 230:0.75 232:0.74 233:0.76 235:0.12 241:0.93 242:0.41 243:0.99 247:0.79 248:0.85 253:0.91 254:0.74 255:0.74 256:0.64 259:0.21 260:0.79 265:1.00 266:0.38 267:0.76 268:0.68 271:0.79 276:0.95 282:0.88 285:0.56 290:0.85 297:0.36 300:0.55\n0 8:0.67 12:0.37 17:0.26 21:0.30 27:0.01 29:0.71 31:0.89 34:0.67 36:0.84 37:1.00 39:0.58 71:0.80 79:0.88 81:0.31 91:0.57 114:0.63 120:0.59 126:0.26 135:0.51 137:0.89 140:0.45 150:0.29 151:0.59 153:0.48 162:0.62 164:0.54 175:0.97 176:0.61 187:0.39 190:0.77 192:0.51 202:0.50 216:0.53 220:0.74 222:0.35 232:0.75 235:0.31 241:0.69 244:0.93 248:0.58 253:0.46 255:0.74 256:0.45 257:0.93 259:0.21 260:0.59 267:0.52 268:0.46 271:0.79 277:0.95 284:0.87 285:0.56 290:0.63\n0 9:0.80 11:0.64 12:0.37 17:0.72 18:0.63 21:0.71 27:0.51 29:0.71 30:0.61 31:0.93 34:0.71 36:0.32 37:0.46 39:0.58 43:0.63 45:0.90 55:0.42 66:0.94 69:0.60 70:0.42 71:0.80 74:0.89 79:0.92 81:0.23 83:0.60 86:0.73 91:0.89 96:0.92 98:0.72 101:0.52 108:0.46 120:0.85 122:0.51 123:0.44 126:0.26 127:0.23 129:0.05 135:0.30 137:0.93 139:0.70 140:0.97 145:0.80 146:0.64 147:0.69 149:0.72 150:0.23 151:0.65 153:0.69 154:0.71 155:0.67 159:0.24 162:0.81 164:0.86 172:0.85 173:0.70 177:0.70 179:0.22 187:0.68 192:0.87 196:0.91 202:0.80 208:0.64 212:0.93 215:0.37 216:0.42 220:0.62 222:0.35 235:0.84 241:0.41 242:0.58 243:0.94 247:0.67 248:0.75 253:0.93 254:0.74 255:0.95 256:0.89 259:0.21 260:0.83 265:0.73 266:0.23 267:0.73 268:0.85 271:0.79 276:0.73 283:0.78 284:0.93 285:0.62 297:0.36 300:0.55\n1 1:0.69 7:0.72 8:0.89 9:0.76 11:0.64 12:0.37 17:0.90 21:0.40 27:0.72 29:0.71 30:0.90 32:0.64 34:0.19 36:0.39 37:0.93 39:0.58 43:0.55 45:0.73 55:0.45 66:0.74 69:0.41 70:0.31 71:0.80 74:0.65 81:0.40 91:0.92 96:0.69 98:0.75 101:0.52 104:0.54 108:0.32 114:0.61 120:0.64 123:0.31 124:0.45 126:0.44 127:0.81 129:0.59 133:0.64 135:0.47 140:0.45 145:0.94 146:0.95 147:0.96 149:0.79 150:0.52 151:0.50 153:0.48 154:0.44 155:0.58 159:0.81 162:0.78 164:0.65 172:0.98 173:0.22 175:0.75 176:0.66 177:0.38 179:0.13 190:0.89 191:0.82 192:0.59 195:0.92 201:0.68 202:0.59 204:0.85 208:0.54 212:0.91 215:0.42 216:0.02 220:0.91 222:0.35 230:0.75 233:0.76 235:0.60 241:0.94 242:0.78 243:0.77 244:0.61 245:0.98 247:0.67 248:0.49 253:0.47 255:0.74 256:0.58 257:0.65 259:0.21 260:0.62 265:0.75 266:0.80 267:0.69 268:0.64 271:0.79 276:0.96 277:0.69 283:0.78 285:0.56 290:0.61 297:0.36 300:0.94\n0 11:0.64 12:0.79 17:0.55 18:0.73 21:0.78 27:0.45 29:0.52 30:0.28 34:0.77 36:0.18 37:0.50 39:0.51 43:0.62 45:0.73 55:0.59 66:0.54 69:0.72 70:0.87 71:0.86 74:0.42 81:0.25 86:0.83 91:0.17 98:0.51 101:0.87 108:0.55 114:0.60 122:0.80 123:0.53 124:0.63 126:0.26 127:0.36 129:0.05 131:0.61 133:0.60 135:0.72 139:0.76 144:0.57 145:0.45 146:0.66 147:0.71 149:0.23 150:0.26 154:0.51 157:0.84 159:0.52 166:0.86 172:0.59 173:0.68 176:0.59 177:0.70 178:0.55 179:0.54 182:0.76 187:0.68 212:0.61 216:0.77 222:0.76 227:0.61 229:0.61 231:0.94 235:1.00 241:0.24 242:0.19 243:0.63 245:0.68 246:0.61 247:0.79 253:0.44 254:0.98 259:0.21 265:0.53 266:0.54 267:0.28 271:0.36 276:0.54 287:0.61 290:0.60 300:0.70\n0 12:0.79 17:0.89 18:0.60 21:0.78 27:0.72 29:0.52 30:0.21 34:0.34 36:0.99 39:0.51 43:0.08 55:0.59 66:0.54 69:0.90 70:0.37 71:0.86 86:0.62 91:0.74 98:0.24 108:0.84 123:0.83 124:0.45 127:0.15 129:0.59 131:0.61 133:0.47 135:0.88 139:0.61 146:0.05 147:0.05 149:0.10 154:0.08 157:0.61 159:0.28 163:0.90 166:0.61 172:0.21 173:0.89 175:0.91 177:0.05 178:0.55 179:0.66 182:0.61 212:0.42 216:0.07 222:0.76 227:0.61 229:0.61 231:0.67 235:0.12 241:0.79 242:0.75 243:0.26 244:0.93 245:0.40 246:0.61 247:0.30 253:0.20 257:0.84 259:0.21 265:0.26 266:0.23 267:0.44 271:0.36 276:0.21 277:0.87 287:0.61 300:0.25\n0 8:0.62 11:0.64 12:0.79 17:0.03 18:1.00 21:0.30 27:0.66 29:0.52 30:0.20 31:0.88 34:0.64 36:0.59 37:0.33 39:0.51 43:0.66 45:0.83 64:0.77 66:0.05 69:0.88 70:0.97 71:0.86 74:0.40 79:0.88 81:0.38 86:1.00 91:0.23 98:0.23 101:0.87 108:1.00 120:0.58 122:0.86 123:0.96 124:0.99 126:0.44 127:1.00 129:0.99 131:0.88 133:0.99 135:0.54 137:0.88 139:1.00 140:0.45 144:0.57 146:0.94 147:0.84 149:0.70 150:0.37 151:0.57 153:0.48 154:0.45 157:0.75 159:0.99 162:0.86 164:0.55 166:0.83 172:0.92 173:0.29 177:0.38 179:0.09 182:0.71 187:0.87 190:0.89 192:0.49 196:0.93 201:0.59 202:0.36 212:0.54 215:0.72 216:0.52 219:0.91 220:0.87 222:0.76 227:0.61 229:0.61 231:0.93 235:0.42 241:0.56 242:0.62 243:0.10 245:0.99 246:0.61 247:0.97 248:0.56 253:0.35 254:0.84 255:0.69 256:0.45 257:0.65 259:0.21 260:0.58 265:0.25 266:0.98 267:0.59 268:0.46 271:0.36 276:1.00 277:0.69 283:0.67 284:0.88 285:0.56 287:0.61 292:0.88 297:0.36 300:0.98\n0 1:0.66 11:0.42 12:0.79 17:0.34 18:0.82 21:0.30 27:0.64 29:0.52 30:0.10 34:0.73 36:0.56 37:0.37 39:0.51 43:0.14 55:0.42 64:0.77 66:0.88 69:0.38 70:0.81 71:0.86 74:0.50 81:0.56 86:0.84 91:0.18 98:0.78 108:0.30 114:0.84 123:0.28 126:0.54 127:0.27 129:0.05 131:0.61 135:0.73 139:0.83 144:0.57 146:0.78 147:0.82 149:0.17 150:0.54 154:0.65 155:0.51 157:0.61 158:0.81 159:0.34 166:0.97 172:0.65 173:0.40 176:0.70 177:0.70 178:0.55 179:0.51 182:0.61 187:0.39 192:0.48 201:0.64 202:0.36 208:0.64 212:0.59 215:0.72 216:0.61 219:0.94 222:0.76 227:0.61 229:0.61 231:0.95 235:0.52 241:0.66 242:0.37 243:0.88 244:0.61 246:0.61 247:0.67 253:0.60 254:0.80 259:0.21 265:0.78 266:0.38 267:0.76 271:0.36 276:0.53 279:0.80 283:0.66 287:0.61 290:0.84 292:0.87 297:0.36 300:0.55\n0 11:0.64 12:0.79 17:0.18 18:0.89 21:0.78 27:0.72 29:0.52 30:0.33 34:0.97 36:0.97 39:0.51 43:0.26 45:0.87 55:0.71 66:0.72 69:0.84 70:0.91 71:0.86 74:0.48 86:0.91 91:0.27 98:0.75 101:0.87 108:0.84 123:0.83 124:0.50 127:0.48 129:0.59 131:0.61 133:0.74 135:0.88 139:0.87 144:0.57 146:0.65 147:0.70 149:0.43 154:0.46 157:0.97 159:0.80 166:0.61 172:0.93 173:0.68 177:0.70 178:0.55 179:0.19 182:0.90 187:0.68 212:0.71 216:0.29 222:0.76 227:0.61 229:0.61 231:0.93 235:0.88 241:0.01 242:0.27 243:0.19 245:0.89 246:0.61 247:0.94 253:0.39 254:0.86 259:0.21 265:0.75 266:0.71 267:0.73 271:0.36 276:0.89 287:0.61 300:0.70\n0 1:0.64 11:0.55 12:0.79 17:0.28 18:0.73 21:0.47 27:0.45 29:0.52 30:0.08 34:0.91 36:0.20 37:0.50 39:0.51 43:0.13 45:0.66 55:0.42 64:0.77 66:0.16 69:0.69 70:0.95 71:0.86 74:0.43 81:0.62 86:0.79 91:0.09 98:0.16 99:0.83 101:0.52 108:0.53 114:0.80 122:0.82 123:0.51 124:0.91 126:0.54 127:0.60 129:0.05 131:0.61 133:0.89 135:0.92 139:0.76 144:0.57 145:0.47 146:0.30 147:0.36 149:0.12 150:0.49 154:0.75 155:0.50 157:0.61 159:0.79 165:0.70 166:0.97 172:0.21 173:0.52 176:0.73 177:0.70 178:0.55 179:0.77 182:0.61 187:0.68 192:0.47 201:0.62 208:0.64 212:0.13 215:0.63 216:0.77 222:0.76 227:0.61 229:0.61 231:0.95 235:0.74 241:0.15 242:0.22 243:0.37 245:0.50 246:0.61 247:0.76 253:0.58 254:0.74 259:0.21 265:0.18 266:0.80 267:0.52 271:0.36 276:0.44 287:0.61 290:0.80 297:0.36 300:0.70\n0 12:0.79 17:0.51 18:0.96 21:0.77 27:0.52 29:0.52 30:0.61 34:0.40 36:0.42 37:0.56 39:0.51 43:0.13 48:0.91 55:0.71 64:0.77 66:0.95 69:0.72 70:0.47 71:0.86 74:0.29 81:0.23 86:0.94 91:0.15 98:0.85 108:0.56 122:0.86 123:0.53 126:0.26 127:0.35 129:0.05 131:0.61 135:0.66 139:0.93 146:0.98 147:0.99 149:0.31 150:0.24 154:0.25 157:0.61 159:0.77 166:0.61 172:0.87 173:0.50 177:0.70 178:0.55 179:0.28 182:0.61 187:0.21 212:0.21 216:0.48 219:0.90 222:0.76 227:0.61 229:0.61 231:0.80 235:0.97 241:0.24 242:0.72 243:0.95 244:0.83 246:0.61 247:0.74 253:0.27 254:0.80 259:0.21 265:0.85 266:0.71 267:0.52 271:0.36 276:0.79 281:0.86 287:0.61 292:0.88 300:0.43\n0 1:0.62 7:0.64 8:0.62 9:0.71 11:0.42 12:0.79 17:0.57 18:0.61 21:0.30 27:0.70 29:0.52 30:0.84 32:0.67 34:0.31 36:0.86 37:0.45 39:0.51 43:0.16 55:0.52 66:0.54 69:0.32 70:0.52 71:0.86 74:0.53 77:0.70 81:0.44 86:0.63 91:0.62 96:0.71 98:0.50 108:0.66 114:0.82 117:0.86 120:0.58 122:0.77 123:0.64 124:0.69 126:0.44 127:0.52 129:0.59 131:0.98 133:0.76 135:0.78 139:0.61 140:0.80 144:0.57 145:0.44 146:0.53 147:0.59 149:0.42 150:0.48 151:0.57 153:0.48 154:0.51 155:0.55 157:0.61 159:0.72 162:0.58 164:0.56 166:0.97 172:0.78 173:0.19 175:0.75 176:0.63 177:0.38 178:0.42 179:0.35 182:0.61 187:0.87 190:0.89 192:0.55 195:0.88 201:0.59 202:0.53 208:0.54 212:0.78 215:0.72 216:0.36 220:0.87 222:0.76 227:0.61 229:0.61 230:0.64 231:0.95 232:0.93 233:0.66 235:0.42 241:0.03 242:0.76 243:0.29 244:0.83 245:0.81 246:0.61 247:0.74 248:0.56 253:0.62 254:0.80 255:0.69 256:0.45 257:0.65 259:0.21 260:0.58 265:0.52 266:0.80 267:0.73 268:0.46 271:0.36 276:0.74 277:0.87 282:0.75 285:0.56 287:0.61 290:0.82 297:0.36 300:0.84\n0 7:0.64 8:0.80 12:0.79 17:0.92 18:0.91 21:0.22 27:0.72 29:0.52 30:0.55 31:0.89 32:0.63 34:0.34 36:0.46 37:0.93 39:0.51 43:0.20 44:0.88 48:0.97 55:0.59 64:0.77 66:0.52 69:0.08 70:0.60 71:0.86 74:0.31 79:0.89 81:0.26 86:0.87 91:0.60 98:0.53 108:0.07 122:0.86 123:0.07 124:0.65 126:0.26 127:0.74 129:0.05 131:0.61 133:0.62 135:0.44 137:0.89 139:0.88 140:0.45 145:0.54 146:0.66 147:0.71 149:0.26 150:0.29 151:0.53 153:0.48 154:0.29 157:0.61 159:0.61 162:0.86 166:0.61 172:0.48 173:0.14 175:0.75 177:0.38 179:0.75 182:0.61 187:0.39 190:0.95 191:0.82 195:0.79 196:0.92 202:0.36 212:0.29 216:0.15 219:0.90 220:0.82 222:0.76 227:0.61 228:0.99 229:0.61 230:0.65 231:0.81 233:0.76 235:0.22 241:0.37 242:0.54 243:0.61 244:0.83 245:0.61 246:0.61 247:0.60 248:0.53 253:0.28 254:0.95 256:0.45 257:0.65 259:0.21 265:0.54 266:0.71 267:0.28 268:0.46 271:0.36 276:0.45 277:0.69 281:0.91 284:0.88 285:0.47 287:0.61 292:0.88 300:0.55\n0 8:0.63 11:0.55 12:0.79 17:0.05 18:0.88 21:0.54 27:0.66 29:0.52 30:0.19 34:0.89 36:0.79 37:0.33 39:0.51 43:0.33 45:0.66 55:0.59 66:0.27 69:0.95 70:0.91 71:0.86 74:0.35 81:0.28 86:0.86 91:0.31 98:0.45 101:0.52 108:0.84 120:0.55 122:0.85 123:0.83 124:0.89 126:0.26 127:0.66 129:0.05 131:0.88 133:0.89 135:0.51 139:0.81 140:0.45 144:0.57 146:0.58 147:0.50 149:0.38 150:0.31 151:0.48 153:0.48 154:0.25 157:0.61 159:0.80 162:0.86 164:0.55 166:0.83 172:0.63 173:0.94 177:0.05 179:0.39 182:0.61 187:0.87 190:0.95 202:0.36 212:0.42 215:0.58 216:0.52 220:0.96 222:0.76 227:0.61 229:0.61 231:0.94 235:0.60 241:0.15 242:0.13 243:0.18 244:0.61 245:0.77 246:0.61 247:0.95 248:0.48 253:0.31 256:0.45 257:0.84 259:0.21 260:0.55 265:0.47 266:0.87 267:0.52 268:0.46 271:0.36 276:0.76 277:0.69 283:0.67 285:0.47 287:0.61 297:0.36 300:0.84\n0 7:0.64 8:0.62 12:0.79 17:0.09 18:0.97 21:0.71 22:0.93 27:0.56 29:0.52 30:0.26 34:0.90 36:0.70 37:0.53 39:0.51 43:0.11 47:0.93 48:0.91 55:0.52 64:0.77 66:0.67 69:0.32 70:0.87 71:0.86 81:0.32 86:0.97 91:0.44 98:0.70 104:0.99 106:0.81 108:0.60 122:0.43 123:0.58 124:0.63 126:0.44 127:0.78 129:0.81 131:0.61 133:0.76 135:0.47 139:0.96 146:0.40 147:0.46 149:0.31 150:0.29 154:0.54 157:0.61 159:0.89 166:0.82 172:0.94 173:0.11 175:0.75 177:0.38 178:0.55 179:0.19 182:0.61 187:0.68 192:0.44 201:0.55 206:0.81 212:0.74 215:0.48 216:0.87 219:0.91 222:0.76 227:0.61 229:0.61 230:0.64 231:0.74 233:0.66 235:0.88 241:0.07 242:0.17 243:0.19 244:0.83 245:0.93 246:0.61 247:0.67 253:0.20 254:0.74 257:0.65 259:0.21 262:0.93 265:0.71 266:0.89 267:0.79 271:0.36 276:0.91 277:0.69 281:0.86 283:0.66 287:0.61 292:0.87 297:0.36 300:0.84\n0 1:0.58 11:0.50 12:0.79 17:0.36 18:0.85 21:0.64 27:0.69 29:0.52 30:0.33 34:0.79 36:0.23 37:0.38 39:0.51 43:0.33 45:0.66 55:0.42 66:0.36 69:0.63 70:0.69 71:0.86 74:0.36 77:0.89 81:0.36 86:0.83 91:0.07 98:0.50 101:0.52 108:0.76 114:0.63 117:0.86 122:0.86 123:0.74 124:0.60 126:0.44 127:0.44 129:0.59 131:0.61 133:0.47 135:0.63 139:0.79 144:0.57 145:0.65 146:0.48 147:0.55 149:0.29 150:0.40 154:0.48 155:0.47 157:0.85 158:0.72 159:0.46 166:0.97 172:0.41 173:0.64 175:0.75 176:0.59 177:0.38 178:0.55 179:0.68 182:0.76 187:0.98 192:0.45 195:0.68 201:0.55 208:0.54 212:0.29 215:0.53 216:0.68 222:0.76 227:0.61 229:0.61 231:0.95 232:0.98 235:0.80 241:0.02 242:0.43 243:0.49 244:0.83 245:0.71 246:0.61 247:0.74 253:0.48 257:0.65 259:0.21 265:0.51 266:0.54 267:0.76 271:0.36 276:0.44 277:0.69 282:0.72 287:0.61 290:0.63 297:0.36 300:0.55\n2 1:0.64 9:0.71 11:0.42 12:0.79 17:0.38 18:0.84 21:0.13 27:0.72 29:0.52 30:0.13 34:0.45 36:0.97 37:0.25 39:0.51 43:0.59 55:0.71 66:0.45 69:0.66 70:0.97 71:0.86 74:0.48 81:0.47 86:0.84 91:0.73 96:0.72 98:0.47 104:0.95 106:0.81 108:0.50 114:0.82 117:0.86 120:0.59 123:0.48 124:0.89 126:0.44 127:0.65 129:0.81 131:0.98 133:0.91 135:0.94 138:0.95 139:0.79 140:0.45 144:0.57 146:0.83 147:0.86 149:0.51 150:0.50 151:0.66 153:0.48 154:0.60 155:0.57 157:0.61 159:0.83 162:0.86 164:0.55 166:0.97 172:0.70 173:0.44 176:0.62 177:0.70 179:0.43 182:0.61 187:0.21 190:0.89 192:0.56 201:0.60 202:0.36 206:0.81 208:0.54 212:0.40 215:0.79 216:0.11 220:0.74 222:0.76 227:0.61 229:0.61 231:0.95 232:0.91 235:0.22 241:0.21 242:0.14 243:0.58 244:0.61 245:0.70 246:0.61 247:0.92 248:0.63 253:0.63 254:0.80 255:0.70 256:0.45 259:0.21 260:0.60 265:0.49 266:0.94 267:0.76 268:0.46 271:0.36 276:0.73 285:0.56 286:0.99 287:0.61 290:0.82 297:0.36 298:0.99 300:0.84\n0 1:0.65 11:0.42 12:0.79 17:0.82 18:0.78 21:0.47 27:0.54 29:0.52 30:0.87 34:0.93 36:0.49 37:0.60 39:0.51 43:0.75 55:0.42 64:0.77 66:0.32 69:0.32 70:0.37 71:0.86 74:0.55 81:0.51 86:0.85 91:0.01 98:0.13 108:0.25 114:0.78 122:0.76 123:0.99 124:0.60 126:0.54 127:0.94 129:0.59 131:0.61 133:0.46 135:0.85 139:0.80 144:0.57 146:0.39 147:0.45 149:0.69 150:0.50 154:0.66 155:0.50 157:0.61 159:0.97 166:0.97 172:0.45 173:0.06 176:0.70 177:0.70 178:0.55 179:0.73 182:0.61 187:0.68 192:0.47 201:0.62 208:0.64 212:0.52 215:0.63 216:0.64 222:0.76 227:0.61 229:0.61 231:0.95 235:0.68 241:0.01 242:0.45 243:0.51 244:0.61 245:0.74 246:0.61 247:0.47 253:0.58 254:0.80 259:0.21 265:0.13 266:0.54 267:0.44 271:0.36 276:0.14 287:0.61 290:0.78 297:0.36 300:0.43\n0 1:0.69 7:0.72 8:0.71 9:0.80 11:0.64 12:0.37 17:0.30 18:0.84 20:0.90 21:0.40 27:0.21 29:0.98 30:0.68 31:0.90 34:0.71 36:0.96 37:0.74 39:0.42 43:0.72 45:0.95 66:0.25 69:0.15 70:0.75 71:0.65 74:0.85 78:0.91 79:0.89 81:0.42 83:0.60 86:0.78 91:0.65 96:0.95 97:0.98 98:0.39 99:0.83 100:0.73 101:0.52 104:0.84 106:0.81 108:0.85 111:0.88 114:0.61 117:0.86 120:0.91 122:0.51 123:0.85 124:0.87 126:0.44 127:0.63 129:0.59 133:0.87 135:0.24 137:0.90 139:0.75 140:0.98 146:0.55 147:0.61 149:0.91 150:0.55 151:0.63 152:0.84 153:0.69 154:0.62 155:0.67 158:0.79 159:0.75 162:0.71 164:0.89 165:0.70 169:0.72 172:0.68 173:0.12 176:0.66 177:0.70 179:0.31 186:0.91 187:0.39 190:0.77 192:0.87 196:0.90 201:0.68 202:0.86 204:0.85 206:0.81 208:0.64 212:0.60 215:0.42 216:0.95 220:0.62 222:0.48 230:0.75 232:0.89 233:0.76 235:0.52 241:0.52 242:0.53 243:0.38 244:0.61 245:0.85 247:0.76 248:0.61 253:0.95 255:0.95 256:0.89 259:0.21 260:0.89 261:0.87 265:0.42 266:0.75 267:0.36 268:0.89 271:0.38 276:0.81 277:0.69 279:0.82 283:0.82 284:0.86 285:0.62 290:0.61 297:0.36 300:0.84\n1 1:0.69 7:0.72 8:0.87 9:0.76 11:0.64 12:0.37 17:0.67 18:0.69 21:0.64 27:0.32 29:0.98 30:0.68 32:0.69 34:0.62 36:0.88 37:0.62 39:0.42 43:0.67 45:0.92 66:0.36 69:0.63 70:0.56 71:0.65 74:0.80 77:0.89 81:0.35 83:0.60 86:0.67 91:0.57 96:0.92 97:0.94 98:0.61 99:0.95 101:0.52 104:0.92 106:0.81 108:0.69 114:0.56 117:0.86 120:0.86 122:0.51 123:0.67 124:0.70 126:0.44 127:0.49 129:0.59 133:0.66 135:0.89 139:0.65 140:0.45 145:0.86 146:0.49 147:0.56 149:0.84 150:0.53 151:0.94 153:0.90 154:0.57 155:0.58 158:0.79 159:0.53 162:0.86 164:0.74 165:0.70 172:0.61 173:0.60 176:0.66 177:0.70 179:0.45 187:0.87 190:0.77 191:0.70 192:0.59 195:0.75 201:0.68 202:0.64 204:0.85 206:0.81 208:0.54 212:0.42 215:0.38 216:0.69 222:0.48 230:0.75 232:0.94 233:0.76 235:0.88 241:0.59 242:0.57 243:0.40 244:0.61 245:0.81 247:0.60 248:0.89 253:0.91 255:0.74 256:0.68 259:0.21 260:0.83 265:0.62 266:0.71 267:0.73 268:0.72 271:0.38 276:0.68 279:0.82 282:0.77 283:0.82 285:0.56 290:0.56 297:0.36 300:0.55\n1 1:0.69 11:0.64 12:0.37 17:0.16 18:0.78 22:0.93 27:0.72 29:0.98 30:0.71 34:0.84 36:0.67 39:0.42 43:0.70 45:0.73 47:0.93 55:0.71 66:0.82 69:0.38 70:0.24 71:0.65 74:0.50 81:0.84 83:0.60 86:0.81 91:0.54 98:0.89 99:0.83 101:0.52 104:0.80 106:0.81 108:0.30 114:0.95 117:0.86 123:0.28 126:0.44 127:0.44 129:0.05 135:0.37 139:0.78 146:0.56 147:0.62 149:0.40 150:0.81 154:0.72 155:0.58 159:0.20 165:0.70 172:0.48 173:0.66 176:0.66 177:0.70 178:0.55 179:0.81 187:0.39 192:0.59 201:0.68 206:0.81 208:0.54 212:0.95 215:0.96 216:0.17 219:0.89 222:0.48 232:0.85 235:0.05 241:0.24 242:0.14 243:0.83 247:0.67 253:0.63 254:0.97 259:0.21 262:0.93 265:0.89 266:0.12 267:0.28 271:0.38 276:0.40 290:0.95 292:0.95 297:0.36 300:0.18\n1 1:0.69 6:0.87 8:0.75 9:0.80 11:0.64 12:0.37 17:0.18 20:0.89 21:0.22 27:0.09 29:0.98 30:0.89 31:0.88 34:0.74 36:0.84 37:0.91 39:0.42 43:0.67 45:0.77 66:0.75 69:0.61 70:0.20 71:0.65 74:0.55 78:0.98 79:0.88 81:0.58 83:0.60 91:0.78 96:0.91 97:0.89 98:0.75 99:0.83 100:0.89 101:0.52 104:0.58 108:0.46 111:0.95 114:0.67 120:0.86 122:0.51 123:0.44 126:0.44 127:0.24 129:0.05 132:0.97 135:0.58 137:0.88 140:0.97 145:0.38 146:0.44 147:0.51 149:0.59 150:0.60 151:0.56 152:0.94 153:0.69 154:0.57 155:0.67 158:0.78 159:0.16 162:0.59 164:0.82 165:0.70 169:0.93 172:0.32 173:0.86 175:0.75 176:0.66 177:0.38 179:0.84 186:0.98 187:0.68 189:0.83 190:0.77 191:0.73 192:0.87 201:0.68 202:0.81 208:0.64 212:0.30 215:0.51 216:0.66 220:0.62 222:0.48 232:0.77 235:0.31 238:0.82 241:0.76 242:0.63 243:0.77 244:0.61 247:0.30 248:0.55 253:0.86 255:0.95 256:0.82 257:0.65 260:0.83 261:0.94 265:0.75 266:0.27 267:0.19 268:0.81 271:0.38 276:0.20 277:0.69 279:0.82 283:0.78 284:0.86 285:0.62 290:0.67 297:0.36 300:0.18\n2 1:0.69 11:0.64 12:0.37 17:0.82 18:0.87 21:0.22 27:0.53 29:0.98 30:0.74 32:0.69 34:0.21 36:0.49 37:0.58 39:0.42 43:0.72 45:0.99 66:0.99 69:0.10 70:0.39 71:0.65 74:0.99 77:0.89 81:0.58 83:0.60 86:0.95 91:0.12 97:0.89 98:0.96 99:0.83 101:0.52 108:0.09 114:0.67 122:0.51 123:0.09 126:0.44 127:0.72 129:0.05 135:0.56 139:0.93 145:0.69 146:0.97 147:0.98 149:0.99 150:0.60 154:0.65 155:0.58 158:0.79 159:0.71 165:0.70 172:0.99 173:0.12 176:0.66 177:0.70 178:0.55 179:0.12 187:0.39 192:0.59 195:0.84 201:0.68 208:0.54 212:0.94 215:0.51 216:0.17 222:0.48 235:0.31 241:0.56 242:0.54 243:0.99 247:0.47 253:0.55 254:0.80 259:0.21 265:0.96 266:0.27 267:0.17 271:0.38 276:0.97 279:0.82 282:0.77 283:0.82 290:0.67 297:0.36 300:0.43\n0 11:0.64 12:0.37 17:0.51 18:0.63 21:0.78 27:0.45 29:0.98 30:0.73 34:0.82 36:0.25 37:0.50 39:0.42 43:0.60 45:0.85 66:0.20 69:0.74 70:0.44 71:0.65 74:0.56 86:0.74 91:0.09 98:0.32 101:0.52 108:0.82 122:0.51 123:0.55 124:0.55 127:0.35 129:0.05 133:0.43 135:0.81 139:0.70 145:0.47 146:0.41 147:0.48 149:0.56 154:0.70 159:0.47 172:0.45 173:0.73 177:0.70 178:0.55 179:0.66 187:0.68 212:0.61 216:0.77 222:0.48 235:0.95 241:0.44 242:0.58 243:0.40 245:0.68 247:0.47 253:0.37 254:0.94 259:0.21 265:0.26 266:0.47 267:0.95 271:0.38 276:0.31 300:0.43\n0 1:0.69 11:0.64 12:0.37 17:0.43 18:0.70 21:0.71 27:0.45 29:0.98 30:0.74 32:0.69 34:0.83 36:0.20 37:0.50 39:0.42 43:0.64 45:0.87 66:0.49 69:0.70 70:0.52 71:0.65 74:0.65 77:0.70 81:0.32 83:0.60 86:0.75 91:0.18 98:0.39 99:0.83 101:0.52 108:0.53 114:0.54 122:0.51 123:0.51 124:0.66 126:0.44 127:0.40 129:0.05 133:0.66 135:0.78 139:0.72 145:0.47 146:0.57 147:0.63 149:0.67 150:0.51 154:0.66 155:0.58 159:0.58 163:0.81 165:0.70 172:0.48 173:0.63 176:0.66 177:0.70 178:0.55 179:0.64 187:0.68 192:0.59 195:0.80 201:0.68 208:0.54 212:0.27 215:0.37 216:0.77 222:0.48 235:0.88 241:0.21 242:0.40 243:0.60 245:0.64 247:0.47 253:0.41 254:0.84 259:0.21 265:0.42 266:0.75 267:0.19 271:0.38 276:0.46 282:0.77 290:0.54 297:0.36 300:0.55\n1 1:0.74 6:0.79 7:0.66 8:0.58 9:0.80 11:0.64 12:0.37 17:0.34 18:0.88 20:0.88 21:0.22 22:0.93 27:0.40 29:0.98 30:0.21 31:0.88 32:0.80 34:0.85 36:0.68 37:0.36 39:0.42 43:0.13 44:0.93 45:0.66 47:0.93 48:0.91 55:0.71 64:0.77 66:0.80 69:0.17 70:0.86 71:0.65 74:0.61 76:0.85 77:0.70 78:0.97 79:0.88 81:0.79 83:0.60 86:0.90 91:0.33 96:0.71 98:0.89 99:0.95 100:0.94 101:0.52 104:0.58 108:0.14 111:0.95 114:0.71 120:0.58 122:0.86 123:0.13 126:0.54 127:0.44 129:0.05 132:0.97 135:0.75 137:0.88 139:0.92 140:0.45 145:0.65 146:0.63 147:0.68 149:0.15 150:0.85 151:0.54 152:0.93 153:0.46 154:0.94 155:0.67 159:0.24 162:0.86 164:0.65 165:0.70 169:0.93 172:0.45 173:0.44 176:0.73 177:0.70 179:0.84 186:0.97 187:0.39 192:0.87 195:0.57 196:0.92 201:0.93 202:0.49 208:0.64 212:0.37 215:0.51 216:0.37 219:0.89 220:0.82 222:0.48 230:0.69 232:0.77 233:0.76 235:0.60 241:0.44 242:0.76 243:0.82 247:0.35 248:0.56 253:0.56 254:0.74 255:0.95 256:0.58 260:0.58 261:0.95 262:0.93 265:0.89 266:0.27 267:0.44 268:0.58 271:0.38 276:0.35 281:0.91 282:0.88 284:0.91 285:0.62 290:0.71 292:0.91 297:0.36 300:0.55\n1 1:0.69 7:0.72 8:0.83 9:0.76 11:0.64 12:0.37 17:0.61 18:0.69 21:0.30 27:0.19 29:0.98 30:0.75 32:0.78 34:0.24 36:1.00 37:0.73 39:0.42 43:0.69 44:0.93 45:0.98 48:0.91 66:0.23 69:0.50 70:0.43 71:0.65 74:0.93 77:0.70 81:0.50 83:0.60 86:0.81 91:0.33 96:0.76 97:0.94 98:0.65 99:0.83 101:0.52 104:0.80 108:0.82 114:0.63 120:0.64 122:0.51 123:0.37 124:0.55 126:0.44 127:0.69 129:0.05 133:0.43 135:0.99 139:0.85 140:0.45 145:0.63 146:0.80 147:0.83 149:0.94 150:0.57 151:0.64 153:0.46 154:0.73 155:0.58 158:0.78 159:0.64 162:0.73 164:0.68 165:0.70 172:0.89 173:0.42 176:0.66 177:0.70 179:0.23 187:0.68 190:0.77 192:0.59 195:0.79 201:0.68 202:0.63 204:0.85 208:0.54 212:0.89 215:0.44 216:0.81 220:0.87 222:0.48 230:0.74 232:0.85 233:0.73 235:0.42 241:0.55 242:0.61 243:0.43 245:0.97 247:0.60 248:0.66 253:0.76 254:0.86 255:0.74 256:0.64 259:0.21 260:0.64 265:0.62 266:0.54 267:0.87 268:0.66 271:0.38 276:0.87 279:0.82 281:0.91 282:0.86 283:0.78 285:0.56 290:0.63 297:0.36 300:0.70\n1 1:0.74 6:0.79 7:0.66 8:0.57 11:0.64 12:0.37 17:0.04 18:0.86 20:0.87 21:0.22 22:0.93 27:0.40 29:0.98 30:0.45 32:0.79 34:0.50 36:0.66 37:0.36 39:0.42 43:0.12 44:0.93 45:0.73 47:0.93 48:0.91 55:0.52 64:0.77 66:0.63 69:0.17 70:0.61 71:0.65 74:0.68 76:0.85 77:0.70 78:0.98 81:0.79 83:0.60 86:0.94 91:0.35 98:0.37 99:0.95 100:0.94 101:0.52 104:0.58 108:0.14 111:0.96 114:0.71 122:0.57 123:0.13 124:0.49 126:0.54 127:0.51 129:0.05 132:0.97 133:0.59 135:0.76 139:0.94 145:0.65 146:0.35 147:0.42 149:0.08 150:0.85 152:0.93 154:0.94 155:0.67 159:0.36 165:0.70 169:0.93 172:0.41 173:0.31 176:0.73 177:0.70 178:0.55 179:0.83 186:0.98 187:0.39 192:0.87 195:0.63 201:0.93 208:0.64 212:0.84 215:0.51 216:0.37 219:0.89 222:0.48 230:0.69 232:0.77 233:0.76 235:0.60 241:0.21 242:0.33 243:0.68 245:0.47 247:0.47 253:0.53 254:0.74 261:0.95 262:0.93 265:0.39 266:0.23 267:0.65 271:0.38 276:0.33 281:0.91 282:0.87 290:0.71 292:0.91 297:0.36 300:0.43\n1 1:0.74 7:0.81 11:0.83 12:0.37 17:0.88 18:0.89 20:0.85 21:0.30 22:0.93 27:0.62 29:0.98 30:0.75 32:0.80 34:0.97 36:0.90 37:0.59 39:0.42 43:0.95 44:0.93 45:0.94 47:0.93 64:0.77 66:0.96 69:0.27 70:0.52 71:0.65 74:0.93 77:0.89 78:0.96 81:0.72 83:0.91 85:0.88 86:0.95 91:0.20 97:0.89 98:0.92 99:0.83 100:0.92 101:0.87 104:0.83 106:0.81 108:0.21 111:0.94 114:0.65 117:0.86 121:0.97 122:0.51 123:0.20 126:0.54 127:0.54 129:0.05 135:0.93 139:0.96 145:0.88 146:0.93 147:0.94 149:0.96 150:0.83 152:0.81 154:0.95 155:0.67 158:0.79 159:0.57 165:0.93 169:0.89 172:0.91 173:0.25 176:0.73 177:0.70 178:0.55 179:0.28 186:0.96 187:0.95 192:0.87 195:0.76 201:0.93 204:0.89 206:0.81 208:0.64 212:0.74 215:0.44 216:0.31 222:0.48 230:0.87 232:0.88 233:0.76 235:0.68 241:0.30 242:0.41 243:0.96 247:0.82 253:0.53 259:0.21 261:0.88 262:0.93 265:0.92 266:0.38 267:0.44 271:0.38 276:0.83 279:0.82 281:0.91 282:0.88 283:0.82 290:0.65 297:0.36 299:0.88 300:0.55\n1 1:0.74 7:0.81 11:0.83 12:0.37 17:0.30 18:0.89 21:0.13 27:0.32 29:0.98 30:0.54 32:0.80 34:0.44 36:0.53 37:0.80 39:0.42 43:0.94 44:0.93 45:0.81 48:0.97 60:0.87 64:0.77 66:0.88 69:0.27 70:0.48 71:0.65 74:0.85 77:0.70 81:0.80 83:0.91 85:0.72 86:0.97 91:0.05 97:0.89 98:0.55 101:0.87 108:0.21 114:0.79 121:0.90 122:0.57 123:0.20 126:0.54 127:0.16 129:0.05 135:0.98 139:0.98 145:0.76 146:0.59 147:0.64 149:0.70 150:0.87 154:0.94 155:0.67 158:0.92 159:0.21 165:0.93 172:0.67 173:0.31 176:0.73 177:0.70 178:0.55 179:0.26 187:0.39 192:0.87 195:0.67 201:0.93 204:0.89 208:0.64 212:0.80 215:0.61 216:0.86 219:0.95 222:0.48 230:0.87 233:0.76 235:0.31 241:0.05 242:0.33 243:0.89 247:0.55 253:0.57 259:0.21 265:0.57 266:0.38 267:0.94 271:0.38 276:0.54 279:0.86 281:0.91 282:0.88 283:0.82 290:0.79 292:0.95 297:0.36 299:0.88 300:0.33\n0 6:0.78 11:0.83 12:0.37 17:0.89 18:0.85 20:0.94 21:0.78 22:0.93 27:0.30 29:0.98 30:0.68 34:0.99 36:0.32 37:0.65 39:0.42 43:0.86 45:0.73 47:0.93 60:0.87 66:0.52 69:0.54 70:0.52 71:0.65 74:0.71 78:0.97 83:0.91 85:0.80 86:0.90 91:0.12 98:0.44 100:0.90 101:0.87 104:0.81 106:0.81 108:0.41 111:0.94 117:0.86 122:0.86 123:0.40 124:0.52 127:0.42 129:0.59 133:0.46 135:0.99 139:0.91 146:0.51 147:0.57 149:0.78 152:0.91 154:0.83 155:0.67 158:0.91 159:0.46 169:0.87 172:0.48 173:0.54 177:0.70 178:0.55 179:0.67 186:0.97 187:0.39 189:0.81 192:0.87 206:0.81 208:0.64 212:0.40 216:0.61 219:0.95 222:0.48 232:0.87 238:0.82 241:0.59 242:0.31 243:0.61 245:0.69 247:0.60 253:0.42 259:0.21 261:0.93 262:0.93 265:0.46 266:0.63 267:0.59 271:0.38 276:0.42 279:0.86 283:0.78 292:0.91 300:0.43\n2 1:0.74 6:0.91 7:0.81 8:0.79 11:0.83 12:0.37 17:0.75 18:0.87 20:0.86 21:0.59 27:0.32 29:0.98 30:0.76 32:0.80 34:0.91 36:0.90 37:0.62 39:0.42 43:0.82 44:0.93 45:0.93 64:0.77 66:0.96 69:0.63 70:0.37 71:0.65 74:0.94 77:0.89 78:0.97 81:0.51 83:0.91 85:0.90 86:0.94 91:0.25 97:0.89 98:0.90 99:0.83 100:0.96 101:0.87 104:0.92 106:0.81 108:0.48 111:0.96 114:0.58 117:0.86 121:0.97 122:0.51 123:0.46 126:0.54 127:0.46 129:0.05 135:0.94 139:0.96 145:0.85 146:0.87 147:0.89 149:0.95 150:0.73 152:0.87 154:0.78 155:0.67 158:0.79 159:0.44 165:0.93 169:0.92 172:0.89 173:0.66 176:0.73 177:0.70 178:0.55 179:0.28 186:0.96 187:0.95 192:0.87 195:0.69 201:0.93 204:0.89 206:0.81 208:0.64 212:0.78 215:0.39 216:0.69 219:0.89 222:0.48 230:0.87 232:0.94 233:0.76 235:0.88 241:0.46 242:0.36 243:0.96 247:0.60 253:0.49 259:0.21 261:0.92 265:0.90 266:0.27 267:0.65 271:0.38 276:0.81 279:0.82 281:0.91 282:0.88 283:0.82 290:0.58 292:0.95 297:0.36 299:0.97 300:0.33\n2 1:0.69 7:0.72 9:0.76 11:0.64 12:0.37 17:0.28 18:0.80 21:0.47 27:0.52 29:0.98 30:0.74 34:0.31 36:0.57 37:0.56 39:0.42 43:0.64 45:0.99 66:0.99 69:0.70 70:0.46 71:0.65 74:0.95 81:0.38 83:0.60 86:0.91 91:0.14 96:0.88 98:0.83 99:0.83 101:0.52 104:0.98 108:0.54 114:0.59 120:0.80 122:0.51 123:0.51 126:0.44 127:0.32 129:0.05 135:0.34 139:0.88 140:0.45 146:0.97 147:0.98 149:0.93 150:0.54 151:0.85 153:0.77 154:0.65 155:0.58 159:0.72 162:0.86 164:0.65 165:0.70 172:0.97 173:0.51 176:0.66 177:0.70 179:0.13 187:0.21 190:0.77 192:0.59 201:0.68 202:0.54 204:0.85 208:0.54 212:0.58 215:0.41 216:0.48 222:0.48 230:0.75 232:0.99 233:0.76 235:0.60 241:0.32 242:0.54 243:0.99 247:0.60 248:0.84 253:0.90 254:0.74 255:0.74 256:0.58 259:0.21 260:0.77 265:0.83 266:0.47 267:0.79 268:0.63 271:0.38 276:0.93 285:0.56 290:0.59 297:0.36 300:0.55\n2 1:0.74 7:0.81 11:0.64 12:0.37 17:0.47 21:0.54 22:0.93 27:0.02 29:0.98 30:0.89 32:0.69 34:0.84 36:0.49 37:0.99 39:0.42 43:0.64 45:0.77 47:0.93 48:0.97 64:0.77 66:0.75 69:0.70 70:0.20 71:0.65 74:0.69 77:0.70 81:0.51 83:0.91 91:0.64 97:0.89 98:0.30 101:0.52 104:0.95 106:0.81 108:0.53 114:0.59 117:0.86 121:0.97 122:0.51 123:0.51 126:0.54 127:0.12 129:0.05 135:0.86 139:0.74 145:0.54 146:0.26 147:0.32 149:0.57 150:0.73 154:0.54 155:0.67 158:0.79 159:0.11 165:0.93 172:0.32 173:0.90 175:0.75 176:0.73 177:0.38 178:0.55 179:0.29 187:0.68 192:0.87 195:0.55 201:0.93 204:0.89 206:0.81 208:0.64 212:0.84 215:0.39 216:0.85 222:0.48 230:0.86 232:0.96 233:0.73 235:0.74 241:0.47 242:0.63 243:0.77 244:0.61 247:0.30 253:0.45 257:0.65 259:0.21 262:0.93 265:0.33 266:0.17 267:0.52 271:0.38 276:0.25 277:0.69 279:0.82 281:0.89 282:0.77 283:0.82 290:0.59 297:0.36 300:0.18\n1 1:0.69 7:0.72 9:0.80 11:0.64 12:0.37 17:0.59 20:0.89 21:0.47 27:0.31 29:0.98 30:0.85 31:0.94 32:0.69 34:0.75 36:0.88 37:0.55 39:0.42 41:0.82 43:0.70 45:0.91 66:0.51 69:0.47 70:0.41 71:0.65 74:0.73 77:0.89 78:0.92 79:0.93 81:0.38 83:0.91 91:0.22 96:0.80 98:0.35 99:0.83 100:0.89 101:0.52 104:0.97 106:0.81 108:0.83 111:0.90 114:0.59 117:0.86 120:0.69 122:0.51 123:0.82 124:0.65 126:0.44 127:0.53 129:0.81 133:0.67 135:0.99 137:0.94 140:0.45 145:0.95 146:0.33 147:0.39 149:0.80 150:0.54 151:0.87 152:0.93 153:0.48 154:0.59 155:0.67 159:0.59 162:0.86 164:0.57 165:0.70 169:0.83 172:0.59 173:0.39 175:0.75 176:0.66 177:0.38 179:0.57 186:0.92 187:0.87 192:0.87 195:0.77 201:0.68 202:0.36 204:0.85 206:0.81 208:0.64 212:0.61 215:0.41 216:0.64 222:0.48 230:0.74 232:0.98 233:0.73 235:0.60 241:0.27 242:0.63 243:0.36 244:0.61 245:0.72 247:0.30 248:0.77 253:0.82 255:0.95 256:0.45 257:0.65 259:0.21 260:0.70 261:0.90 265:0.37 266:0.63 267:0.52 268:0.46 271:0.38 276:0.53 277:0.69 282:0.77 284:0.89 285:0.62 290:0.59 297:0.36 300:0.43\n1 1:0.74 6:0.81 7:0.81 8:0.64 12:0.06 17:0.93 20:0.81 27:0.72 28:0.64 29:0.71 32:0.80 34:0.40 36:0.78 37:0.56 39:0.94 44:0.93 64:1.00 71:0.91 74:0.59 77:0.89 78:0.84 81:0.91 83:0.91 91:0.86 100:0.85 104:0.54 111:0.83 114:0.98 121:0.97 126:0.54 135:0.32 139:0.82 145:0.45 150:0.95 152:0.78 155:0.67 161:0.73 165:0.93 167:0.86 169:0.83 175:0.97 176:0.73 178:0.55 181:0.78 186:0.84 189:0.83 191:0.88 192:0.87 195:0.52 201:0.93 204:0.89 208:0.64 215:0.96 222:0.21 230:0.87 233:0.76 235:0.12 238:0.87 241:0.80 244:0.93 253:0.66 257:0.93 259:0.21 261:0.81 267:0.19 277:0.95 281:0.91 282:0.88 290:0.98 297:0.99 299:0.97\n4 6:0.98 7:0.66 8:0.95 9:0.76 12:0.06 17:0.20 18:0.85 20:0.79 21:0.54 22:0.93 27:0.06 28:0.64 29:0.71 30:0.41 31:0.94 32:0.68 34:0.76 36:0.36 37:0.92 39:0.94 43:0.17 44:0.90 47:0.93 48:0.91 55:0.71 64:0.77 66:0.86 69:0.37 70:0.60 71:0.91 74:0.32 78:0.90 79:0.95 81:0.32 83:0.60 86:0.79 91:0.81 96:0.84 98:0.93 100:0.98 108:0.29 111:0.96 117:0.86 120:0.76 123:0.28 126:0.44 127:0.58 129:0.05 135:0.37 137:0.94 139:0.81 140:0.80 145:0.72 146:0.81 147:0.84 149:0.26 150:0.26 151:0.86 152:0.97 153:0.78 154:0.11 155:0.58 159:0.37 161:0.73 162:0.69 164:0.77 167:0.84 169:0.97 172:0.59 173:0.47 177:0.70 178:0.42 179:0.74 181:0.78 186:0.90 187:0.68 189:1.00 190:0.77 191:0.94 192:0.59 195:0.62 196:0.94 201:0.68 202:0.83 208:0.54 212:0.54 215:0.39 216:0.75 220:0.96 222:0.21 230:0.69 233:0.73 235:0.68 238:0.98 241:0.78 242:0.33 243:0.86 244:0.83 247:0.67 248:0.77 253:0.73 255:0.79 256:0.85 259:0.21 260:0.68 261:0.98 262:0.93 265:0.93 266:0.47 267:0.23 268:0.85 276:0.49 281:0.89 284:0.97 285:0.62 297:0.36 300:0.43\n1 1:0.74 7:0.66 9:0.76 12:0.06 17:0.32 18:0.89 21:0.71 22:0.93 27:0.06 28:0.64 29:0.71 30:0.21 31:0.93 32:0.79 34:1.00 36:0.26 37:0.92 39:0.94 43:0.17 44:0.93 47:0.93 48:0.91 55:0.71 64:0.77 66:0.45 69:0.41 70:0.87 71:0.91 74:0.60 76:0.85 77:0.70 79:0.93 81:0.38 83:0.60 86:0.88 91:0.20 96:0.80 98:0.63 108:0.76 114:0.55 117:0.86 123:0.75 124:0.58 126:0.54 127:0.83 129:0.05 133:0.43 135:0.70 137:0.93 139:0.90 140:0.45 145:0.59 146:0.65 147:0.70 149:0.22 150:0.62 151:0.81 153:0.48 154:0.48 155:0.67 159:0.53 161:0.73 162:0.86 167:0.70 172:0.54 173:0.41 176:0.73 177:0.70 179:0.64 181:0.78 187:0.68 190:0.77 192:0.87 195:0.72 196:0.95 201:0.93 202:0.36 204:0.85 208:0.64 212:0.49 215:0.37 216:0.75 222:0.21 230:0.69 233:0.76 235:0.95 241:0.65 242:0.18 243:0.47 244:0.61 245:0.79 247:0.82 248:0.73 253:0.73 254:0.80 255:0.74 256:0.45 259:0.21 262:0.93 265:0.64 266:0.71 267:0.52 268:0.46 276:0.58 277:0.69 281:0.88 282:0.87 284:0.87 285:0.56 290:0.55 297:0.36 300:0.70\n1 6:0.95 7:0.66 8:0.97 12:0.06 17:0.16 18:0.79 20:0.84 21:0.54 27:0.05 28:0.64 29:0.71 30:0.21 31:0.94 34:0.45 36:0.65 37:0.94 39:0.94 43:0.16 44:0.87 48:0.91 55:0.52 64:0.77 66:0.16 69:0.46 70:0.82 71:0.91 78:0.83 79:0.95 81:0.32 86:0.74 91:0.93 96:0.68 98:0.42 100:0.88 108:0.75 111:0.84 120:0.96 123:0.34 124:0.70 126:0.44 127:0.79 129:0.05 133:0.62 135:0.18 137:0.94 139:0.77 140:0.97 145:0.59 146:0.40 147:0.46 149:0.25 150:0.26 151:0.81 152:0.80 153:0.48 154:0.11 159:0.41 161:0.73 162:0.56 164:0.92 167:0.89 169:0.86 172:0.37 173:0.55 175:0.75 177:0.38 179:0.80 181:0.78 186:0.83 189:0.96 190:0.77 191:0.98 192:0.51 195:0.65 196:0.93 201:0.68 202:0.94 212:0.49 215:0.39 216:0.55 222:0.21 230:0.69 233:0.76 235:0.68 238:0.93 241:0.96 242:0.61 243:0.37 244:0.83 245:0.60 247:0.55 248:0.79 253:0.32 255:0.74 256:0.93 257:0.65 259:0.21 260:0.94 261:0.83 265:0.30 266:0.63 267:0.73 268:0.94 276:0.43 277:0.69 281:0.89 284:0.94 285:0.62 297:0.36 300:0.55\n2 7:0.66 8:0.97 12:0.06 17:0.24 18:0.92 21:0.64 27:0.04 28:0.64 29:0.71 30:0.45 31:0.90 34:0.83 36:0.42 37:0.94 39:0.94 43:0.13 48:0.91 55:0.71 64:0.77 66:0.93 69:0.55 70:0.63 71:0.91 74:0.45 79:0.91 81:0.31 86:0.92 91:0.27 98:0.94 108:0.42 120:0.64 123:0.40 126:0.44 127:0.63 129:0.05 135:0.39 137:0.90 139:0.89 140:0.45 146:0.87 147:0.89 149:0.25 150:0.25 151:0.48 153:0.48 154:0.51 158:0.74 159:0.45 161:0.73 162:0.78 164:0.71 167:0.79 172:0.81 173:0.59 177:0.70 179:0.47 181:0.78 187:0.68 190:0.89 191:0.94 192:0.51 196:0.93 201:0.68 202:0.68 212:0.80 215:0.38 216:0.87 220:0.93 222:0.21 230:0.69 233:0.73 235:0.84 241:0.75 242:0.21 243:0.93 247:0.84 248:0.48 253:0.34 254:0.99 255:0.74 256:0.71 259:0.21 260:0.62 265:0.94 266:0.38 267:0.36 268:0.73 276:0.71 281:0.89 283:0.78 284:0.92 285:0.56 297:0.36 300:0.55\n1 1:0.74 11:0.64 12:0.06 17:0.36 18:0.89 21:0.40 27:0.45 28:0.64 29:0.71 30:0.09 34:0.89 36:0.17 37:0.50 39:0.94 43:0.63 45:0.81 64:0.77 66:0.53 69:0.69 70:0.99 71:0.91 74:0.68 81:0.51 83:0.60 86:0.89 91:0.29 97:0.89 98:0.52 99:0.83 101:0.52 108:0.52 114:0.62 122:0.86 123:0.50 124:0.64 126:0.54 127:0.51 129:0.05 133:0.60 135:0.89 139:0.90 145:0.47 146:0.73 147:0.77 149:0.56 150:0.69 154:0.76 155:0.67 158:0.91 159:0.66 161:0.73 165:0.70 167:0.55 172:0.63 173:0.59 176:0.73 177:0.70 178:0.55 179:0.53 181:0.78 187:0.68 192:0.87 201:0.93 208:0.64 212:0.29 215:0.42 216:0.77 219:0.95 222:0.21 235:0.60 241:0.24 242:0.30 243:0.62 245:0.74 247:0.88 253:0.48 254:0.74 259:0.21 265:0.53 266:0.80 267:0.44 276:0.61 279:0.86 283:0.77 290:0.62 292:0.91 297:0.36 300:0.94\n3 6:0.96 8:0.93 12:0.06 17:0.38 18:0.70 20:0.82 21:0.68 22:0.93 27:0.06 28:0.64 29:0.71 30:0.62 31:0.91 32:0.64 34:0.71 36:0.63 37:0.92 39:0.94 43:0.15 47:0.93 48:0.97 55:0.52 64:0.77 66:0.64 69:0.57 70:0.40 71:0.91 78:0.86 79:0.92 81:0.29 86:0.68 91:0.82 96:0.72 98:0.51 100:0.91 108:0.68 111:0.86 120:0.83 123:0.66 124:0.44 126:0.44 127:0.46 129:0.59 133:0.47 135:0.65 137:0.91 139:0.73 140:0.80 145:0.69 146:0.28 147:0.34 149:0.21 150:0.24 151:0.53 152:0.97 153:0.48 154:0.11 159:0.34 161:0.73 162:0.59 164:0.79 167:0.83 169:0.96 172:0.45 173:0.68 175:0.75 177:0.38 178:0.42 179:0.79 181:0.78 186:0.86 187:0.68 189:0.98 190:0.89 191:0.95 192:0.51 195:0.62 196:0.90 201:0.68 202:0.85 212:0.78 215:0.37 216:0.75 219:0.89 220:0.87 222:0.21 235:0.84 238:0.94 241:0.77 242:0.60 243:0.26 244:0.83 245:0.55 247:0.39 248:0.55 253:0.45 255:0.74 256:0.84 257:0.65 259:0.21 260:0.77 261:0.98 262:0.93 265:0.53 266:0.27 267:0.19 268:0.85 276:0.34 277:0.69 281:0.89 284:0.97 285:0.62 292:0.91 297:0.36 300:0.33\n4 6:0.98 7:0.66 8:0.93 9:0.80 12:0.06 17:0.24 18:0.85 20:0.94 21:0.54 22:0.93 27:0.06 28:0.64 29:0.71 30:0.41 31:0.98 32:0.68 34:0.78 36:0.35 37:0.92 39:0.94 41:0.88 43:0.17 44:0.90 47:0.93 48:0.91 55:0.71 64:0.77 66:0.86 69:0.37 70:0.60 71:0.91 74:0.38 78:0.94 79:0.98 81:0.32 83:0.91 86:0.79 91:0.84 96:0.94 98:0.93 100:0.99 108:0.29 111:0.98 117:0.86 120:0.87 123:0.28 126:0.44 127:0.58 129:0.05 135:0.37 137:0.98 139:0.81 140:0.96 145:0.72 146:0.81 147:0.84 149:0.26 150:0.26 151:0.87 152:0.95 153:0.83 154:0.11 155:0.67 158:0.75 159:0.37 161:0.73 162:0.59 164:0.86 167:0.80 169:0.97 172:0.59 173:0.47 177:0.70 178:0.42 179:0.75 181:0.78 186:0.94 187:0.39 189:0.98 191:0.93 192:0.87 195:0.62 196:0.97 201:0.68 202:0.89 208:0.64 212:0.54 215:0.39 216:0.75 220:0.74 222:0.21 230:0.69 233:0.73 235:0.68 238:0.98 241:0.76 242:0.33 243:0.86 244:0.83 247:0.67 248:0.88 253:0.89 255:0.95 256:0.89 259:0.21 260:0.86 261:0.98 262:0.93 265:0.93 266:0.47 267:0.18 268:0.90 276:0.49 281:0.89 284:0.98 285:0.62 297:0.36 300:0.43\n2 1:0.74 6:0.84 7:0.81 8:0.68 9:0.80 11:0.83 12:0.06 17:0.82 18:0.96 20:0.92 21:0.22 27:0.29 28:0.64 29:0.71 30:0.15 31:0.90 32:0.80 34:0.67 36:0.57 37:0.69 39:0.94 41:0.90 43:0.89 44:0.93 45:0.66 48:0.91 64:0.77 66:0.29 69:0.51 70:0.92 71:0.91 74:0.85 76:0.85 77:0.70 78:0.88 79:0.89 81:0.67 83:0.91 85:0.90 86:0.99 91:0.70 96:0.73 98:0.62 100:0.91 101:0.97 108:0.78 111:0.88 114:0.71 120:0.61 121:0.90 122:0.57 123:0.56 124:0.70 126:0.54 127:0.66 129:0.81 133:0.67 135:0.89 137:0.90 139:0.99 140:0.45 145:0.80 146:0.29 147:0.35 149:0.90 150:0.80 151:0.59 152:0.87 153:0.83 154:0.87 155:0.67 159:0.54 161:0.73 162:0.86 164:0.74 165:0.93 167:0.56 169:0.88 172:0.75 173:0.48 176:0.73 177:0.70 179:0.31 181:0.78 186:0.88 187:0.87 189:0.86 191:0.73 192:0.87 195:0.75 196:0.95 201:0.93 202:0.62 204:0.89 208:0.64 212:0.85 215:0.51 216:0.61 220:0.82 222:0.21 230:0.87 233:0.76 235:0.52 238:0.91 241:0.30 242:0.16 243:0.20 245:0.91 247:0.88 248:0.61 253:0.68 255:0.95 256:0.68 259:0.21 260:0.61 261:0.91 265:0.60 266:0.54 267:0.73 268:0.71 276:0.82 281:0.91 282:0.88 283:0.78 284:0.95 285:0.62 290:0.71 297:0.36 299:0.88 300:0.70\n1 6:0.82 7:0.66 8:0.73 12:0.06 17:0.43 18:0.83 20:0.85 21:0.47 27:0.15 28:0.64 29:0.71 30:0.62 31:0.93 32:0.69 34:0.44 36:0.64 37:0.79 39:0.94 43:0.17 44:0.90 48:0.97 55:0.59 64:0.77 66:0.61 69:0.37 70:0.47 71:0.91 78:0.85 79:0.94 81:0.37 86:0.83 91:0.90 98:0.79 100:0.87 108:0.29 111:0.84 120:0.85 123:0.28 124:0.48 126:0.44 127:0.76 129:0.05 133:0.39 135:0.49 137:0.93 139:0.84 140:0.80 145:0.74 146:0.61 147:0.66 149:0.24 150:0.30 151:0.65 152:0.81 153:0.48 154:0.51 159:0.31 161:0.73 162:0.59 164:0.86 167:0.89 169:0.85 172:0.54 173:0.55 175:0.75 177:0.38 178:0.42 179:0.73 181:0.78 186:0.85 189:0.84 190:0.89 191:0.91 192:0.51 195:0.58 196:0.94 201:0.68 202:0.86 212:0.71 215:0.41 216:0.33 220:0.93 222:0.21 230:0.69 233:0.76 235:0.68 238:0.89 241:0.94 242:0.40 243:0.68 244:0.61 245:0.68 247:0.60 248:0.75 253:0.20 254:0.80 255:0.74 256:0.86 257:0.65 259:0.21 260:0.80 261:0.85 265:0.79 266:0.27 267:0.88 268:0.86 276:0.51 277:0.69 281:0.91 284:0.97 285:0.56 297:0.36 300:0.43\n1 6:0.98 7:0.66 8:0.88 12:0.06 17:0.82 18:0.85 20:0.79 21:0.54 22:0.93 27:0.06 28:0.64 29:0.71 30:0.45 31:0.87 32:0.68 34:0.83 36:0.61 37:0.92 39:0.94 43:0.15 44:0.90 47:0.93 48:0.97 55:0.92 64:0.77 66:0.97 69:0.55 70:0.43 71:0.91 74:0.67 78:0.91 79:0.87 81:0.32 86:0.85 91:0.78 96:0.71 98:0.99 100:0.98 108:0.42 111:0.96 120:0.55 122:0.77 123:0.41 126:0.44 127:0.91 129:0.05 135:0.66 137:0.87 139:0.85 140:0.45 145:0.54 146:0.99 147:1.00 149:0.30 150:0.26 151:0.50 152:0.95 153:0.46 154:0.29 158:0.74 159:0.87 161:0.73 162:0.55 163:0.94 164:0.70 167:0.74 169:0.97 172:0.91 173:0.28 177:0.70 179:0.32 181:0.78 186:0.91 187:0.68 189:0.97 190:0.89 191:0.92 192:0.51 195:0.96 196:0.89 201:0.68 202:0.77 212:0.35 215:0.39 216:0.75 220:0.91 222:0.21 230:0.69 233:0.76 235:0.68 238:0.98 241:0.70 242:0.30 243:0.97 244:0.61 247:0.92 248:0.50 253:0.45 254:0.93 255:0.74 256:0.73 259:0.21 260:0.55 261:0.98 262:0.93 265:0.99 266:0.54 267:0.69 268:0.74 276:0.84 281:0.89 284:0.93 285:0.62 297:0.36 300:0.33\n1 1:0.74 11:0.57 12:0.06 17:0.45 18:0.83 21:0.13 27:0.45 28:0.64 29:0.71 30:0.58 34:0.95 36:0.20 37:0.50 39:0.94 43:0.82 60:0.87 64:0.77 66:0.20 69:0.68 70:0.79 71:0.91 74:0.72 81:0.70 83:0.91 85:0.85 86:0.88 91:0.29 98:0.40 101:0.87 108:0.52 114:0.79 122:0.57 123:0.85 124:0.79 126:0.54 127:0.44 129:0.59 133:0.74 135:0.87 139:0.89 145:0.41 146:0.40 147:0.46 149:0.81 150:0.82 154:0.77 155:0.67 158:0.92 159:0.65 161:0.73 163:0.90 165:0.93 167:0.60 172:0.37 173:0.58 176:0.73 177:0.70 178:0.55 179:0.64 181:0.78 187:0.68 192:0.87 201:0.93 208:0.64 212:0.23 215:0.61 216:0.77 219:0.95 222:0.21 235:0.31 241:0.46 242:0.24 243:0.46 245:0.63 247:0.79 253:0.56 259:0.21 265:0.26 266:0.80 267:0.59 276:0.50 277:0.69 279:0.86 283:0.82 290:0.79 292:0.95 297:0.36 300:0.70\n1 1:0.74 6:0.89 8:0.78 9:0.80 11:0.83 12:0.06 17:0.81 18:0.98 20:0.91 21:0.40 27:0.49 28:0.64 29:0.71 30:0.15 31:0.96 32:0.68 34:0.18 36:0.26 37:0.72 39:0.94 41:0.94 43:0.78 44:0.90 45:0.95 55:0.71 60:0.87 64:0.77 66:0.13 69:0.77 70:0.92 71:0.91 74:0.87 78:0.83 79:0.96 81:0.53 83:0.91 85:0.95 86:0.99 91:0.61 96:0.87 97:0.94 98:0.45 100:0.84 101:0.97 104:0.86 108:0.60 111:0.82 114:0.62 120:0.81 122:0.86 123:0.58 124:0.97 126:0.54 127:0.97 129:0.99 133:0.97 135:1.00 137:0.96 139:0.99 140:0.45 145:0.69 146:0.99 147:0.05 149:0.90 150:0.74 151:0.94 152:0.85 153:0.82 154:0.71 155:0.67 158:0.92 159:0.97 161:0.73 162:0.73 164:0.81 165:0.93 167:0.57 169:0.82 172:0.95 173:0.25 176:0.73 177:0.05 179:0.10 181:0.78 186:0.83 187:0.21 189:0.90 191:0.70 192:0.87 195:1.00 196:0.99 201:0.93 202:0.77 208:0.64 212:0.48 215:0.42 216:0.21 219:0.95 220:0.91 222:0.21 235:0.60 238:0.88 241:0.32 242:0.18 243:0.05 245:0.99 247:0.97 248:0.85 253:0.90 255:0.95 256:0.80 257:0.84 259:0.21 260:0.80 261:0.86 265:0.47 266:0.95 267:0.85 268:0.81 276:0.99 279:0.86 283:0.82 284:0.97 285:0.62 290:0.62 292:0.95 297:0.36 300:0.94\n1 6:0.89 8:0.96 9:0.76 12:0.06 17:0.22 20:0.90 21:0.78 27:0.06 28:0.64 29:0.71 31:0.93 34:0.59 36:0.26 37:0.93 39:0.94 71:0.91 74:0.38 78:0.78 79:0.94 91:0.91 96:0.76 100:0.82 111:0.78 120:0.92 135:0.78 137:0.93 140:0.80 151:0.76 152:0.88 153:0.48 155:0.58 158:0.78 161:0.73 162:0.59 164:0.90 167:0.88 169:0.79 175:0.97 181:0.78 186:0.78 189:0.92 190:0.77 191:0.94 192:0.59 202:0.91 208:0.54 216:0.59 222:0.21 238:0.92 241:0.87 244:0.93 248:0.75 253:0.51 255:0.79 256:0.92 257:0.93 259:0.21 260:0.88 261:0.83 267:0.88 268:0.91 277:0.95 279:0.82 283:0.78 284:0.97 285:0.62\n1 6:0.98 8:0.98 12:0.06 17:0.16 18:0.68 20:0.76 21:0.64 22:0.93 27:0.06 28:0.64 29:0.71 30:0.21 31:0.91 32:0.68 34:0.89 36:0.38 37:0.92 39:0.94 43:0.15 44:0.90 47:0.93 48:0.97 55:0.52 64:0.77 66:0.69 69:0.82 70:0.67 71:0.91 78:0.90 79:0.92 81:0.30 86:0.70 91:0.90 98:0.54 100:0.95 108:0.67 111:0.92 120:0.95 123:0.65 124:0.41 126:0.44 127:0.43 129:0.05 133:0.39 135:0.32 137:0.91 139:0.76 140:0.94 145:0.76 146:0.48 147:0.05 149:0.16 150:0.24 151:0.59 152:0.97 153:0.48 154:0.30 159:0.34 161:0.73 162:0.55 164:0.91 167:0.84 169:0.97 172:0.41 173:0.93 175:0.75 177:0.05 178:0.48 179:0.84 181:0.78 186:0.90 187:0.68 190:0.89 191:0.97 192:0.51 195:0.61 196:0.91 201:0.68 202:0.95 212:0.37 215:0.38 216:0.75 222:0.21 235:0.80 241:0.78 242:0.58 243:0.18 244:0.61 245:0.46 247:0.39 248:0.58 253:0.20 254:0.97 255:0.74 256:0.94 257:0.84 259:0.21 260:0.91 261:0.98 262:0.93 265:0.55 266:0.47 267:0.23 268:0.94 276:0.29 277:0.69 281:0.89 283:0.78 284:0.98 285:0.56 297:0.36 300:0.43\n1 7:0.70 9:0.74 12:0.06 17:0.36 18:0.77 21:0.05 23:0.96 27:0.28 29:0.71 30:0.61 31:0.90 32:0.65 34:0.80 36:0.48 37:0.91 39:0.95 43:0.65 48:0.91 55:0.52 66:0.78 69:0.25 70:0.66 79:0.90 81:0.34 86:0.78 91:0.49 96:0.74 98:0.83 108:0.52 120:0.68 123:0.50 124:0.39 126:0.24 127:0.61 128:0.96 129:0.59 133:0.47 135:0.30 137:0.90 138:0.96 139:0.78 140:0.80 145:0.83 146:0.13 147:0.18 149:0.61 150:0.38 151:0.77 153:0.48 154:0.55 155:0.65 159:0.38 162:0.86 164:0.66 168:0.96 170:0.99 172:0.73 173:0.37 175:0.91 177:0.38 179:0.56 187:0.39 192:0.98 195:0.63 196:0.91 202:0.50 205:0.95 208:0.64 212:0.69 215:0.91 216:0.41 220:0.62 222:0.60 230:0.73 233:0.66 235:0.05 241:0.70 242:0.76 243:0.15 244:0.83 245:0.67 247:0.47 248:0.70 253:0.54 255:0.74 256:0.58 257:0.84 259:0.21 260:0.68 265:0.83 266:0.47 267:0.96 268:0.59 276:0.63 277:0.87 281:0.86 284:0.88 285:0.62 297:0.36 298:0.99 300:0.55\n1 1:0.69 8:0.60 9:0.75 10:0.95 12:0.06 17:0.09 18:0.74 23:0.96 27:0.42 29:0.71 30:0.27 31:0.92 34:0.69 36:0.27 37:0.60 39:0.95 43:0.78 62:0.98 64:0.77 66:0.32 69:0.77 70:0.76 74:0.48 79:0.91 81:0.69 86:0.80 91:0.23 96:0.77 98:0.27 108:0.60 114:0.95 120:0.65 122:0.95 123:0.58 124:0.91 126:0.54 127:0.45 128:0.97 129:0.05 133:0.90 135:0.88 137:0.92 138:0.95 139:0.77 140:0.45 146:0.52 147:0.58 149:0.66 150:0.64 151:0.86 153:0.48 154:0.71 155:0.65 159:0.75 162:0.86 164:0.56 168:0.97 170:0.99 172:0.51 173:0.62 174:0.94 176:0.70 177:0.88 179:0.51 187:0.39 192:0.98 196:0.92 197:0.94 201:0.67 202:0.36 205:0.95 208:0.64 212:0.16 215:0.91 216:0.56 222:0.60 235:0.22 236:0.95 239:0.94 241:0.01 242:0.22 243:0.49 245:0.62 247:0.86 248:0.77 253:0.76 255:0.78 256:0.45 259:0.21 260:0.66 265:0.30 266:0.87 267:0.89 268:0.46 276:0.63 284:0.88 285:0.62 286:0.99 290:0.95 297:0.36 298:0.99 300:0.55\n1 1:0.67 8:0.77 10:0.95 11:0.46 12:0.06 17:0.53 18:0.96 21:0.47 27:0.45 29:0.71 30:0.43 32:0.80 34:0.87 36:0.24 37:0.50 39:0.95 43:0.82 44:0.93 45:0.66 48:0.91 64:0.77 66:0.77 69:0.23 70:0.64 74:0.70 75:0.99 77:0.70 81:0.65 83:0.56 86:0.96 91:0.10 97:0.89 98:0.90 99:0.83 101:0.47 102:0.98 108:0.18 114:0.80 122:0.92 123:0.18 124:0.41 126:0.54 127:0.80 129:0.05 133:0.36 135:0.54 139:0.97 145:0.47 146:0.92 147:0.94 149:0.82 150:0.55 154:0.77 155:0.52 158:0.86 159:0.61 165:0.65 170:0.99 172:0.82 173:0.23 174:0.89 176:0.73 177:0.88 178:0.55 179:0.44 187:0.68 192:0.50 195:0.75 197:0.91 201:0.66 208:0.64 212:0.71 215:0.63 216:0.77 219:0.95 222:0.60 226:0.96 228:0.99 235:0.80 236:0.97 239:0.97 241:0.27 242:0.31 243:0.79 245:0.81 247:0.94 253:0.63 259:0.21 265:0.90 266:0.63 267:0.44 276:0.74 279:0.80 281:0.91 282:0.88 283:0.67 290:0.80 292:0.88 297:0.36 300:0.55\n0 10:0.82 12:0.06 17:0.94 18:0.64 21:0.78 27:0.72 29:0.71 30:0.58 34:0.55 36:0.67 39:0.95 43:0.09 55:0.92 66:0.49 69:0.55 70:0.44 74:0.48 86:0.72 91:0.60 98:0.58 108:0.75 122:0.83 123:0.73 124:0.52 127:0.32 129:0.05 133:0.43 135:0.85 139:0.68 145:0.50 146:0.21 147:0.27 149:0.12 154:0.58 159:0.54 163:0.79 170:0.99 172:0.32 173:0.46 174:0.79 175:0.75 177:0.70 178:0.55 179:0.79 197:0.81 202:0.36 212:0.16 216:0.07 222:0.60 235:0.80 239:0.82 241:0.79 242:0.58 243:0.39 244:0.61 245:0.55 247:0.47 253:0.40 254:0.92 257:0.65 259:0.21 265:0.59 266:0.54 267:0.82 276:0.33 277:0.87 300:0.33\n1 1:0.65 7:0.75 8:0.63 9:0.73 10:0.92 12:0.06 17:0.40 18:0.83 21:0.40 22:0.93 23:0.99 27:0.48 29:0.71 30:0.62 31:0.91 32:0.71 33:0.97 34:0.63 36:0.67 37:0.57 39:0.95 43:0.86 44:0.92 47:0.93 48:0.97 62:0.98 64:0.77 66:0.52 69:0.58 70:0.62 74:0.69 75:0.98 76:0.94 77:0.70 79:0.91 81:0.57 86:0.86 91:0.58 96:0.79 98:0.48 102:0.97 106:0.81 108:0.44 114:0.78 117:0.86 120:0.56 123:0.43 124:0.65 126:0.54 127:0.52 128:0.97 129:0.05 133:0.65 135:0.93 137:0.91 138:0.95 139:0.90 140:0.45 145:0.47 146:0.69 147:0.74 149:0.85 150:0.52 151:0.56 153:0.48 154:0.83 155:0.65 158:0.81 159:0.66 162:0.86 164:0.65 168:0.97 170:0.99 172:0.65 173:0.46 174:0.86 176:0.70 177:0.88 179:0.50 187:0.39 190:0.77 192:0.98 193:0.99 195:0.83 196:0.94 197:0.89 201:0.64 202:0.69 204:0.85 205:0.99 206:0.81 208:0.64 212:0.26 215:0.63 216:0.76 219:0.94 220:0.91 222:0.60 226:0.95 230:0.77 232:0.99 233:0.65 235:0.68 236:0.95 239:0.96 241:0.10 242:0.19 243:0.62 245:0.76 247:0.90 248:0.55 253:0.81 255:0.73 256:0.78 259:0.21 260:0.57 262:0.93 265:0.50 266:0.87 267:0.73 268:0.77 276:0.63 279:0.82 281:0.86 282:0.80 283:0.66 284:0.96 285:0.62 286:0.99 290:0.78 291:0.97 292:0.87 297:0.36 298:0.99 300:0.70\n1 1:0.68 8:0.98 9:0.75 10:0.97 12:0.06 17:0.36 18:0.92 21:0.22 23:0.99 27:0.27 29:0.71 30:0.53 31:0.95 34:0.86 36:0.48 37:0.98 39:0.95 43:0.75 62:0.99 64:0.77 66:0.93 69:0.15 70:0.55 74:0.69 75:0.97 79:0.95 81:0.52 86:0.94 91:0.64 96:0.93 98:0.97 108:0.12 114:0.82 122:0.92 123:0.12 126:0.51 127:0.78 128:0.99 129:0.05 135:0.56 137:0.95 138:0.95 139:0.90 140:0.45 146:0.86 147:0.89 149:0.79 150:0.51 151:0.91 153:0.85 154:0.70 155:0.64 158:0.76 159:0.43 162:0.84 168:0.99 170:0.99 172:0.82 173:0.27 174:0.92 176:0.63 177:0.88 179:0.47 187:0.21 190:0.77 191:0.91 192:0.58 196:0.96 197:0.94 201:0.64 202:0.74 205:0.99 208:0.61 212:0.72 216:0.29 220:0.82 222:0.60 226:0.96 228:0.99 232:0.70 235:0.52 236:0.94 239:0.95 241:0.74 242:0.24 243:0.94 247:0.88 248:0.84 253:0.93 254:0.97 255:0.78 256:0.79 259:0.21 265:0.97 266:0.47 267:0.59 268:0.80 276:0.72 284:0.96 285:0.60 286:0.99 290:0.82 298:0.99 300:0.43\n3 8:0.86 10:0.99 12:0.06 17:0.18 18:0.94 21:0.30 23:0.95 27:0.15 29:0.71 30:0.87 34:0.75 36:0.60 37:0.78 39:0.95 43:0.88 62:0.97 66:0.25 69:0.12 70:0.44 74:0.83 75:0.97 81:0.38 86:0.96 91:0.48 96:0.71 98:0.58 108:0.71 114:0.82 122:0.94 123:0.69 124:0.74 126:0.32 127:0.76 128:0.95 129:0.81 133:0.67 135:0.42 139:0.94 140:0.45 146:0.54 147:0.60 149:0.96 150:0.40 151:0.57 153:0.48 154:0.87 158:0.76 159:0.63 162:0.86 168:0.95 170:0.99 172:0.77 173:0.16 174:0.96 176:0.63 177:0.88 179:0.24 187:0.87 190:0.89 191:0.80 192:0.47 197:0.97 201:0.57 202:0.36 205:0.95 212:0.80 216:0.91 220:0.87 222:0.60 226:0.96 228:0.99 235:0.42 236:0.94 239:0.99 241:0.52 242:0.19 243:0.43 245:0.95 247:0.86 248:0.56 253:0.71 255:0.69 256:0.45 259:0.21 265:0.59 266:0.63 267:0.59 268:0.46 276:0.87 285:0.50 290:0.82 300:0.84\n1 1:0.65 10:0.98 11:0.57 12:0.06 17:0.67 18:0.94 21:0.54 27:0.45 29:0.71 30:0.58 32:0.80 34:0.88 36:0.20 37:0.50 39:0.95 43:0.82 44:0.93 48:0.91 60:0.87 64:0.77 66:0.75 69:0.25 70:0.63 74:0.79 75:0.99 77:0.70 81:0.74 83:0.91 85:0.88 86:0.96 91:0.15 98:0.90 101:0.87 102:0.98 108:0.20 114:0.77 122:0.92 123:0.19 124:0.41 126:0.54 127:0.81 129:0.05 133:0.36 135:0.83 139:0.97 145:0.44 146:0.90 147:0.92 149:0.92 150:0.55 154:0.77 155:0.50 158:0.86 159:0.56 165:0.93 170:0.99 172:0.79 173:0.27 174:0.92 176:0.73 177:0.88 178:0.55 179:0.47 187:0.68 192:0.49 195:0.71 197:0.94 201:0.64 208:0.64 212:0.58 215:0.58 216:0.77 219:0.95 222:0.60 226:0.96 228:0.99 235:0.84 236:0.97 239:0.99 241:0.10 242:0.19 243:0.77 245:0.80 247:0.93 253:0.64 259:0.21 265:0.90 266:0.63 267:0.28 276:0.72 279:0.80 281:0.91 282:0.88 283:0.67 290:0.77 292:0.88 297:0.36 299:0.88 300:0.55\n1 7:0.70 9:0.74 12:0.06 17:0.40 18:0.77 21:0.05 23:0.96 27:0.28 29:0.71 30:0.71 31:0.90 32:0.67 34:0.78 36:0.37 37:0.91 39:0.95 43:0.65 44:0.88 48:0.91 55:0.52 66:0.75 69:0.25 70:0.47 79:0.90 81:0.34 86:0.78 91:0.49 96:0.74 98:0.83 108:0.53 120:0.68 123:0.50 124:0.40 126:0.24 127:0.67 128:0.96 129:0.59 133:0.47 135:0.21 137:0.90 138:0.96 139:0.81 140:0.80 145:0.84 146:0.13 147:0.18 149:0.59 150:0.38 151:0.77 153:0.72 154:0.55 155:0.65 159:0.35 162:0.76 164:0.68 168:0.96 170:0.99 172:0.65 173:0.40 175:0.91 177:0.38 179:0.65 187:0.39 192:0.98 195:0.61 196:0.92 202:0.58 205:0.95 208:0.64 212:0.54 215:0.91 216:0.41 220:0.62 222:0.60 230:0.73 233:0.66 235:0.05 241:0.62 242:0.72 243:0.18 244:0.83 245:0.64 247:0.47 248:0.70 253:0.54 255:0.74 256:0.58 257:0.84 259:0.21 260:0.69 265:0.83 266:0.47 267:0.52 268:0.62 276:0.55 277:0.87 281:0.86 284:0.88 285:0.62 297:0.36 298:0.99 300:0.43\n0 7:0.69 8:0.97 9:0.70 12:0.06 17:0.08 21:0.59 27:0.04 29:0.71 30:0.21 31:1.00 34:0.39 36:0.68 37:0.94 39:0.95 43:0.18 55:0.52 66:0.16 69:0.46 70:0.77 74:0.42 79:1.00 81:0.27 83:0.56 91:0.98 96:0.93 98:0.67 108:0.71 120:1.00 123:0.34 124:0.52 126:0.24 127:0.80 129:0.59 133:0.47 135:0.18 137:1.00 138:1.00 139:0.64 140:1.00 145:0.59 146:0.60 147:0.65 149:0.25 150:0.30 151:0.56 153:0.48 154:0.12 155:0.53 159:0.41 162:0.55 164:0.99 170:0.99 172:0.45 173:0.55 175:0.91 177:0.38 179:0.80 190:0.89 191:0.99 192:0.57 196:0.92 202:1.00 208:0.61 212:0.49 215:0.55 216:0.87 219:0.90 222:0.60 230:0.71 233:0.76 235:0.68 241:0.93 242:0.61 243:0.37 244:0.93 245:0.64 247:0.55 248:0.55 253:0.89 255:0.70 256:0.99 257:0.84 259:0.21 260:1.00 265:0.58 266:0.63 267:0.79 268:0.99 276:0.44 277:0.87 283:0.82 284:1.00 285:0.60 292:0.88 297:0.36 298:0.99 300:0.55\n2 1:0.68 8:0.70 9:0.76 10:0.97 12:0.06 17:0.57 18:0.92 21:0.05 23:0.97 27:0.15 29:0.71 30:0.76 31:0.93 34:0.53 36:0.28 37:0.78 39:0.95 43:0.88 62:0.98 64:0.77 66:0.92 69:0.10 70:0.41 74:0.65 79:0.92 81:0.68 86:0.94 91:0.51 96:0.79 98:0.92 108:0.09 114:0.95 120:0.67 122:0.75 123:0.09 126:0.54 127:0.55 128:0.97 129:0.05 135:0.42 137:0.93 139:0.92 140:0.45 146:0.67 147:0.71 149:0.90 150:0.63 151:0.82 153:0.77 154:0.87 155:0.66 159:0.25 162:0.68 164:0.64 168:0.97 170:0.99 172:0.79 173:0.37 174:0.89 176:0.73 177:0.88 179:0.47 187:0.95 191:0.88 192:0.99 196:0.95 197:0.93 201:0.67 202:0.54 205:0.95 208:0.64 212:0.86 215:0.91 216:0.91 220:0.62 222:0.60 228:0.99 235:0.31 236:0.97 239:0.95 241:0.59 242:0.13 243:0.93 247:0.90 248:0.74 253:0.81 255:0.79 256:0.45 259:0.21 260:0.68 265:0.92 266:0.27 267:0.97 268:0.57 276:0.67 284:0.91 285:0.62 290:0.95 297:0.36 300:0.43\n0 8:0.95 9:0.71 12:0.06 17:0.20 21:0.78 23:0.97 27:0.18 29:0.71 31:0.96 34:0.61 36:0.18 37:0.86 39:0.95 79:0.96 91:0.84 96:0.72 120:0.76 128:0.96 135:0.86 137:0.96 138:0.97 139:0.67 140:0.94 151:0.64 153:0.78 155:0.57 162:0.85 164:0.73 168:0.96 170:0.99 175:0.99 190:0.89 191:0.96 192:0.87 196:0.90 202:0.68 205:0.97 208:0.61 216:0.20 219:0.91 220:0.62 222:0.60 228:0.99 241:0.86 244:0.97 248:0.62 253:0.48 255:0.73 256:0.75 257:0.97 259:0.21 260:0.76 267:0.59 268:0.75 277:0.98 283:0.67 284:0.96 285:0.62 292:0.88 298:0.99\n4 1:0.66 8:0.68 9:0.70 10:0.88 12:0.06 17:0.55 18:0.79 21:0.22 22:0.93 23:0.98 27:0.28 29:0.71 30:0.62 31:0.87 33:0.97 34:0.28 36:0.70 37:0.91 39:0.95 43:0.91 47:0.93 62:0.95 64:0.77 66:0.83 69:0.15 70:0.43 74:0.40 79:0.87 81:0.61 86:0.82 91:0.62 96:0.69 98:0.74 108:0.12 114:0.84 117:0.86 120:0.55 122:0.75 123:0.12 126:0.54 127:0.24 128:0.95 129:0.05 135:0.54 137:0.87 138:0.95 139:0.78 140:0.45 146:0.36 147:0.42 149:0.75 150:0.57 151:0.50 153:0.48 154:0.91 155:0.54 159:0.14 162:0.86 164:0.70 168:0.95 170:0.99 172:0.51 173:0.57 174:0.79 176:0.70 177:0.88 179:0.62 187:0.87 192:0.56 196:0.88 197:0.85 201:0.66 202:0.55 205:0.98 208:0.64 212:0.95 215:0.72 216:0.41 220:0.96 222:0.60 232:0.93 235:0.52 236:0.95 239:0.87 241:0.55 242:0.29 243:0.84 247:0.67 248:0.52 253:0.60 255:0.69 256:0.64 259:0.21 260:0.55 262:0.93 265:0.74 266:0.12 267:0.59 268:0.63 276:0.40 284:0.93 285:0.62 286:0.99 290:0.84 291:0.97 297:0.36 298:0.99 300:0.33\n4 1:0.68 10:0.97 12:0.06 17:0.51 18:0.92 21:0.05 27:0.15 29:0.71 30:0.76 34:0.73 36:0.28 37:0.78 39:0.95 43:0.88 64:0.77 66:0.92 69:0.10 70:0.41 74:0.70 75:0.98 81:0.68 86:0.94 91:0.29 98:0.92 108:0.09 114:0.95 122:0.75 123:0.09 126:0.54 127:0.55 129:0.05 135:0.42 139:0.93 146:0.67 147:0.71 149:0.90 150:0.63 154:0.87 155:0.53 158:0.81 159:0.25 170:0.99 172:0.79 173:0.37 174:0.89 176:0.73 177:0.88 178:0.55 179:0.47 187:0.87 191:0.77 192:0.55 197:0.93 201:0.67 208:0.64 212:0.86 215:0.91 216:0.91 219:0.94 222:0.60 226:0.96 228:0.99 235:0.31 236:0.97 239:0.96 241:0.30 242:0.13 243:0.93 247:0.90 253:0.70 259:0.21 265:0.92 266:0.27 267:0.44 276:0.67 279:0.81 283:0.67 290:0.95 292:0.88 297:0.36 300:0.43\n0 1:0.74 11:0.64 12:0.79 17:0.81 18:0.83 21:0.05 26:0.98 27:0.72 28:0.47 29:0.91 30:0.87 32:0.80 34:0.62 36:0.42 39:0.88 43:0.92 44:0.93 58:0.93 64:0.77 66:0.79 69:0.36 70:0.27 71:0.56 74:0.66 77:0.89 81:0.82 83:0.91 85:0.80 86:0.91 91:0.82 98:0.62 101:0.87 104:0.54 108:0.28 114:0.89 122:0.57 123:0.27 126:0.54 127:0.18 129:0.05 131:0.61 135:0.34 139:0.91 141:0.91 144:0.57 145:0.56 146:0.32 147:0.39 149:0.79 150:0.88 154:0.91 155:0.67 157:0.80 159:0.13 161:0.68 165:0.93 166:0.78 167:0.89 172:0.41 173:0.71 176:0.73 177:0.70 178:0.55 179:0.61 181:0.60 182:0.79 187:0.21 192:0.87 195:0.53 199:0.95 201:0.93 208:0.64 212:0.95 215:0.78 222:0.35 223:0.98 224:0.93 227:0.61 229:0.61 231:0.68 232:0.76 234:0.91 235:0.22 241:0.75 242:0.45 243:0.80 246:0.89 247:0.39 253:0.60 259:0.21 265:0.63 266:0.12 267:0.18 271:0.63 274:0.91 276:0.30 282:0.88 287:0.61 290:0.89 297:0.36 299:0.88 300:0.25\n4 1:0.74 6:0.99 8:0.99 9:0.80 11:0.64 12:0.79 17:0.38 18:0.92 20:0.93 21:0.13 26:0.98 27:0.19 28:0.47 29:0.91 30:0.91 31:0.98 34:0.31 36:0.40 37:0.96 39:0.88 41:0.95 43:0.94 58:0.99 60:0.87 64:0.77 66:0.71 69:0.25 70:0.27 71:0.56 74:0.88 78:0.92 79:0.98 81:0.75 83:0.91 85:0.95 86:0.97 91:0.88 96:0.93 98:0.84 100:1.00 101:0.87 104:0.58 108:0.54 111:1.00 114:0.79 120:0.87 122:0.57 123:0.52 124:0.46 126:0.54 127:0.93 129:0.81 131:0.85 133:0.67 135:0.32 137:0.98 139:0.97 140:0.45 141:0.99 144:0.57 146:0.17 147:0.22 149:0.97 150:0.84 151:0.98 152:0.99 153:0.93 154:0.94 155:0.67 157:0.87 158:0.92 159:0.52 161:0.68 162:0.81 164:0.84 165:0.93 166:0.78 167:1.00 169:1.00 172:0.79 173:0.30 176:0.73 177:0.70 179:0.47 181:0.60 182:0.80 186:0.92 189:1.00 191:0.90 192:0.87 196:0.99 199:0.98 201:0.93 202:0.78 208:0.64 212:0.72 215:0.61 216:0.34 219:0.95 222:0.35 223:0.98 224:0.99 227:0.88 229:0.89 231:0.68 232:0.80 234:0.99 235:0.31 238:1.00 241:0.94 242:0.45 243:0.16 245:0.77 246:0.89 247:0.55 248:0.92 253:0.95 255:0.95 256:0.81 259:0.21 260:0.88 261:1.00 265:0.84 266:0.54 267:0.19 268:0.83 271:0.63 274:0.99 276:0.72 279:0.86 283:0.82 284:0.98 285:0.62 287:0.91 290:0.79 292:0.95 297:0.36 300:0.33\n0 1:0.74 11:0.64 12:0.79 17:0.84 18:0.83 20:0.90 21:0.05 26:0.98 27:0.72 28:0.47 29:0.91 30:0.87 32:0.80 34:0.62 36:0.42 39:0.88 43:0.92 44:0.93 58:0.93 64:0.77 66:0.79 69:0.36 70:0.27 71:0.56 74:0.66 77:0.89 78:0.76 81:0.82 83:0.91 85:0.80 86:0.91 91:0.82 98:0.62 100:0.73 101:0.87 104:0.54 108:0.28 111:0.75 114:0.89 122:0.57 123:0.27 126:0.54 127:0.18 129:0.05 131:0.61 135:0.34 139:0.91 141:0.91 144:0.57 145:0.56 146:0.32 147:0.39 149:0.79 150:0.88 152:0.84 154:0.91 155:0.67 157:0.80 159:0.13 161:0.68 165:0.93 166:0.78 167:0.94 169:0.72 172:0.41 173:0.71 176:0.73 177:0.70 178:0.55 179:0.61 181:0.60 182:0.79 186:0.77 192:0.87 195:0.53 199:0.95 201:0.93 208:0.64 212:0.95 215:0.78 222:0.35 223:0.98 224:0.93 227:0.61 229:0.61 231:0.68 232:0.76 234:0.91 235:0.22 241:0.78 242:0.45 243:0.80 246:0.89 247:0.39 253:0.60 259:0.21 261:0.78 265:0.63 266:0.12 267:0.18 271:0.63 274:0.91 276:0.30 282:0.88 287:0.61 290:0.89 297:0.36 299:0.88 300:0.25\n2 1:0.74 7:0.81 8:0.65 11:0.85 12:0.79 17:0.61 18:0.86 20:0.92 21:0.30 22:0.93 26:0.98 27:0.31 28:0.47 29:0.91 30:0.45 32:0.80 34:0.97 36:0.27 37:0.55 39:0.88 43:0.79 44:0.93 45:0.66 47:0.93 48:0.99 58:0.93 60:0.87 64:0.77 66:0.87 69:0.60 70:0.61 71:0.56 74:0.80 77:0.96 78:0.77 81:0.66 83:0.91 85:0.80 86:0.87 91:0.08 98:0.75 99:0.83 100:0.78 101:0.87 104:0.95 106:0.81 108:0.46 111:0.76 114:0.65 117:0.86 121:0.90 122:0.86 123:0.44 126:0.54 127:0.24 129:0.05 131:0.61 135:0.85 139:0.94 141:0.91 144:0.57 145:0.70 146:0.76 147:0.79 149:0.74 150:0.80 152:0.87 154:0.73 155:0.67 157:0.81 158:0.92 159:0.32 161:0.68 165:0.93 166:0.78 167:0.67 169:0.75 172:0.63 173:0.62 176:0.73 177:0.70 178:0.55 179:0.49 181:0.60 182:0.80 186:0.78 187:0.39 192:0.87 195:0.70 199:0.97 201:0.93 204:0.89 206:0.81 208:0.64 212:0.55 215:0.44 216:0.85 219:0.95 222:0.35 223:0.98 224:0.93 227:0.61 229:0.61 230:0.87 231:0.68 232:0.97 233:0.76 234:0.91 235:0.68 241:0.24 242:0.40 243:0.88 246:0.89 247:0.60 253:0.51 259:0.21 261:0.80 262:0.93 265:0.75 266:0.47 267:0.28 271:0.63 274:0.91 276:0.50 279:0.86 281:0.91 282:0.88 283:0.82 287:0.61 290:0.65 292:0.95 297:0.36 299:0.88 300:0.43\n1 1:0.74 8:0.96 9:0.80 11:0.64 12:0.79 17:0.55 18:0.71 20:0.85 21:0.22 26:0.98 27:0.72 28:0.47 29:0.91 30:0.95 31:0.91 34:0.56 36:0.30 37:0.86 39:0.88 41:0.95 43:0.83 58:0.99 64:0.77 66:0.75 69:0.66 70:0.13 71:0.56 74:0.53 78:0.76 79:0.91 81:0.67 83:0.91 85:0.80 86:0.82 91:0.91 96:0.76 98:0.71 100:0.79 101:0.87 108:0.50 111:0.75 114:0.71 120:0.65 122:0.57 123:0.48 126:0.54 127:0.22 129:0.05 131:0.85 135:0.37 137:0.91 139:0.79 140:0.45 141:0.99 144:0.57 146:0.41 147:0.48 149:0.74 150:0.80 151:0.61 152:0.80 153:0.48 154:0.79 155:0.67 157:0.80 159:0.15 161:0.68 162:0.82 163:0.90 164:0.80 165:0.93 166:0.78 167:1.00 169:0.77 172:0.32 173:0.91 176:0.73 177:0.70 179:0.81 181:0.60 182:0.80 186:0.77 192:0.87 196:0.92 199:0.97 201:0.93 202:0.70 208:0.64 212:0.61 215:0.51 216:0.14 220:0.91 222:0.35 223:0.98 224:0.99 227:0.88 229:0.89 231:0.68 234:0.98 235:0.42 241:0.94 242:0.63 243:0.77 246:0.89 247:0.35 248:0.69 253:0.68 255:0.95 256:0.77 259:0.21 260:0.65 261:0.77 265:0.71 266:0.23 267:0.44 268:0.76 271:0.63 274:0.99 276:0.14 284:0.97 285:0.62 287:0.91 290:0.71 297:0.36 300:0.13\n1 6:0.78 7:0.64 8:0.58 9:0.80 12:0.79 17:0.88 18:0.84 20:0.96 21:0.78 26:0.98 27:0.52 28:0.47 29:0.91 30:0.87 31:0.97 32:0.63 34:0.68 36:0.54 37:0.23 39:0.88 41:0.82 43:0.72 44:0.90 48:0.91 58:0.98 66:0.82 69:0.25 70:0.27 71:0.56 78:0.81 79:0.97 83:0.91 86:0.86 91:0.70 96:0.75 98:0.92 100:0.81 104:0.58 108:0.20 111:0.79 120:0.85 122:0.65 123:0.19 127:0.55 129:0.05 131:0.85 135:0.42 137:0.97 139:0.88 140:0.93 141:0.99 144:0.57 145:0.74 146:0.65 147:0.70 149:0.73 151:0.72 152:0.89 153:0.81 154:0.62 155:0.67 157:0.61 159:0.24 161:0.68 162:0.79 163:0.81 164:0.70 166:0.61 167:0.98 169:0.79 172:0.48 173:0.51 175:0.75 177:0.38 179:0.84 181:0.60 182:0.79 186:0.81 189:0.81 190:0.77 191:0.78 192:0.87 195:0.56 196:0.97 199:0.94 202:0.74 208:0.64 212:0.50 216:0.23 220:0.74 222:0.35 223:0.98 224:0.98 227:0.88 229:0.88 230:0.64 231:0.68 233:0.73 234:0.97 235:0.84 238:0.86 241:0.86 242:0.63 243:0.83 244:0.61 246:0.61 247:0.30 248:0.67 253:0.58 255:0.95 256:0.77 257:0.65 259:0.21 260:0.70 261:0.83 265:0.92 266:0.38 267:0.89 268:0.79 271:0.63 274:0.97 276:0.37 277:0.69 281:0.89 284:0.97 285:0.62 287:0.91 300:0.25\n2 1:0.74 7:0.72 11:0.92 12:0.79 17:0.75 18:0.83 20:0.78 21:0.30 22:0.93 26:0.98 27:0.31 28:0.47 29:0.91 30:0.43 32:0.80 34:0.56 36:0.47 37:0.55 39:0.88 43:0.60 44:0.93 45:0.95 47:0.93 48:0.91 58:0.93 64:0.77 66:0.34 69:0.61 70:0.88 71:0.56 74:0.82 77:0.96 78:0.72 81:0.59 83:0.60 85:0.72 86:0.89 91:0.03 98:0.55 99:0.83 100:0.73 101:0.97 104:0.82 106:0.81 108:0.94 111:0.72 114:0.65 117:0.86 122:0.57 123:0.94 124:0.83 126:0.54 127:0.87 129:0.89 131:0.61 133:0.83 135:0.96 139:0.91 141:0.91 144:0.57 145:0.96 146:0.56 147:0.62 149:0.62 150:0.74 152:0.87 154:0.72 155:0.67 157:0.87 159:0.88 161:0.68 165:0.70 166:0.78 167:0.65 169:0.75 172:0.82 173:0.31 176:0.73 177:0.70 178:0.55 179:0.26 181:0.60 182:0.79 186:0.73 187:0.39 192:0.87 195:0.96 199:0.98 201:0.93 204:0.85 206:0.81 208:0.64 212:0.23 215:0.44 216:0.85 219:0.89 222:0.35 223:0.98 224:0.93 227:0.61 229:0.61 230:0.75 231:0.68 232:0.90 233:0.76 234:0.91 235:0.52 241:0.15 242:0.21 243:0.27 245:0.91 246:0.89 247:0.91 253:0.51 259:0.21 261:0.80 262:0.93 265:0.56 266:0.92 267:0.19 271:0.63 274:0.91 276:0.86 281:0.89 282:0.88 287:0.61 290:0.65 292:0.91 297:0.36 299:0.88 300:0.94\n1 1:0.74 8:0.80 9:0.80 11:0.64 12:0.79 17:0.20 18:0.88 21:0.40 26:0.98 27:0.19 28:0.47 29:0.91 30:0.94 31:0.94 34:0.87 36:0.75 37:0.96 39:0.88 41:0.88 43:0.94 58:0.98 64:0.77 66:0.69 69:0.32 70:0.19 71:0.56 74:0.78 79:0.94 81:0.56 83:0.91 85:0.91 86:0.96 91:0.57 96:0.82 98:0.68 101:0.87 104:0.58 108:0.25 114:0.62 120:0.73 122:0.57 123:0.24 124:0.43 126:0.54 127:0.51 129:0.59 131:0.85 133:0.46 135:0.49 137:0.94 139:0.95 140:0.45 141:0.99 144:0.57 146:0.55 147:0.61 149:0.95 150:0.75 151:0.87 153:0.48 154:0.94 155:0.67 157:0.85 159:0.32 161:0.68 162:0.86 164:0.68 165:0.93 166:0.78 167:0.75 172:0.63 173:0.46 176:0.73 177:0.70 179:0.62 181:0.60 182:0.80 187:0.68 192:0.87 196:0.97 199:0.96 201:0.93 202:0.58 208:0.64 212:0.59 215:0.42 216:0.34 220:0.82 222:0.35 223:0.98 224:0.98 227:0.88 229:0.89 231:0.68 232:0.80 234:0.98 235:0.60 241:0.59 242:0.51 243:0.73 245:0.68 246:0.89 247:0.47 248:0.79 253:0.83 255:0.95 256:0.68 259:0.21 260:0.73 265:0.68 266:0.54 267:0.19 268:0.67 271:0.63 274:0.98 276:0.50 284:0.94 285:0.62 287:0.91 290:0.62 297:0.36 300:0.25\n0 1:0.74 11:0.75 12:0.79 17:0.34 18:0.62 20:0.92 21:0.13 26:0.98 27:0.13 28:0.47 29:0.91 30:0.21 34:0.74 36:0.69 37:0.26 39:0.88 43:0.47 45:0.66 55:0.59 58:0.93 64:0.77 66:0.88 69:0.45 70:0.73 71:0.56 74:0.41 78:0.74 81:0.77 83:0.91 86:0.67 91:0.35 98:0.93 100:0.78 101:0.52 104:0.76 108:0.35 111:0.74 114:0.79 122:0.77 123:0.34 126:0.54 127:0.57 129:0.05 131:0.61 135:0.30 139:0.65 141:0.91 144:0.57 146:0.84 147:0.87 149:0.35 150:0.85 152:0.86 154:0.46 155:0.67 157:0.76 159:0.40 161:0.68 165:0.93 166:0.78 167:0.69 169:0.76 172:0.65 173:0.52 176:0.73 177:0.70 178:0.55 179:0.67 181:0.60 182:0.79 186:0.75 187:0.21 192:0.87 199:0.94 201:0.93 208:0.64 212:0.35 215:0.61 216:0.28 222:0.35 223:0.98 224:0.93 227:0.61 229:0.61 231:0.68 232:0.72 234:0.91 235:0.42 241:0.37 242:0.75 243:0.88 244:0.61 246:0.89 247:0.55 253:0.55 259:0.21 261:0.76 265:0.93 266:0.54 267:0.28 271:0.63 274:0.91 276:0.54 287:0.61 290:0.79 297:0.36 300:0.55\n1 1:0.74 8:0.92 11:0.64 12:0.79 17:0.34 18:0.89 21:0.22 26:0.98 27:0.72 28:0.47 29:0.91 30:0.93 34:0.82 36:0.73 37:0.86 39:0.88 43:0.88 58:0.93 64:0.77 66:0.20 69:0.51 70:0.28 71:0.56 74:0.83 81:0.67 83:0.91 85:0.96 86:0.96 91:0.40 98:0.36 101:0.87 108:0.39 114:0.71 122:0.57 123:0.38 124:0.85 126:0.54 127:0.79 129:0.93 131:0.61 133:0.84 135:0.34 139:0.95 141:0.91 144:0.57 146:0.56 147:0.62 149:0.96 150:0.80 154:0.87 155:0.67 157:0.87 159:0.71 161:0.68 165:0.93 166:0.78 167:0.70 172:0.54 173:0.39 176:0.73 177:0.70 178:0.55 179:0.44 181:0.60 182:0.79 187:0.21 192:0.87 199:0.97 201:0.93 208:0.64 212:0.35 215:0.51 216:0.14 222:0.35 223:0.98 224:0.93 227:0.61 229:0.61 231:0.68 234:0.91 235:0.42 241:0.41 242:0.51 243:0.40 245:0.80 246:0.89 247:0.35 253:0.54 259:0.21 265:0.38 266:0.54 267:0.23 271:0.63 274:0.91 276:0.72 287:0.61 290:0.71 297:0.36 300:0.55\n4 1:0.74 6:0.99 8:1.00 9:0.80 11:0.64 12:0.79 17:0.20 18:0.92 20:0.80 21:0.13 26:0.98 27:0.19 28:0.47 29:0.91 30:0.91 31:0.98 34:0.37 36:0.42 37:0.96 39:0.88 41:0.95 43:0.94 58:0.99 60:0.87 64:0.77 66:0.71 69:0.25 70:0.27 71:0.56 74:0.88 78:0.93 79:0.98 81:0.75 83:0.91 85:0.95 86:0.97 91:0.83 96:0.93 98:0.81 100:1.00 101:0.87 104:0.58 108:0.54 111:1.00 114:0.79 120:0.89 122:0.57 123:0.52 124:0.46 126:0.54 127:0.67 129:0.81 131:0.85 133:0.67 135:0.44 137:0.98 139:0.97 140:0.45 141:0.99 144:0.57 146:0.17 147:0.22 149:0.97 150:0.84 151:0.98 152:0.99 153:0.92 154:0.94 155:0.67 157:0.87 158:0.92 159:0.52 161:0.68 162:0.83 164:0.83 165:0.93 166:0.78 167:0.88 169:1.00 172:0.79 173:0.28 176:0.73 177:0.70 179:0.43 181:0.60 182:0.80 186:0.93 187:0.21 189:1.00 191:0.89 192:0.87 196:0.99 199:0.98 201:0.93 202:0.74 208:0.64 212:0.72 215:0.61 216:0.34 219:0.95 222:0.35 223:0.98 224:0.99 227:0.88 229:0.89 231:0.68 232:0.80 234:0.99 235:0.31 238:1.00 241:0.74 242:0.45 243:0.16 245:0.77 246:0.89 247:0.55 248:0.93 253:0.95 255:0.95 256:0.80 259:0.21 260:0.89 261:1.00 265:0.81 266:0.54 267:0.19 268:0.80 271:0.63 274:0.99 276:0.72 279:0.86 283:0.82 284:0.97 285:0.62 287:0.91 290:0.79 292:0.95 297:0.36 300:0.33\n0 11:0.75 12:0.79 17:0.34 18:0.63 21:0.78 26:0.94 27:0.45 28:0.47 29:0.91 30:0.76 34:0.86 36:0.21 37:0.50 39:0.88 43:0.62 45:0.66 58:0.93 66:0.64 69:0.76 70:0.15 71:0.56 74:0.36 86:0.64 91:0.20 98:0.22 101:0.52 108:0.59 122:0.57 123:0.57 127:0.11 129:0.05 131:0.61 135:0.70 139:0.62 141:0.91 144:0.57 145:0.44 146:0.42 147:0.48 149:0.30 154:0.51 157:0.76 159:0.16 161:0.68 163:0.98 166:0.61 167:0.65 172:0.16 173:0.61 177:0.70 178:0.55 179:0.38 181:0.60 182:0.72 187:0.68 199:0.94 212:0.95 216:0.77 222:0.35 223:0.92 224:0.93 227:0.61 229:0.61 231:0.61 234:0.91 235:0.68 241:0.18 242:0.82 243:0.69 244:0.61 246:0.61 247:0.12 253:0.29 259:0.21 265:0.24 266:0.12 267:0.59 271:0.63 274:0.91 276:0.12 287:0.61 300:0.13\n0 6:0.93 8:0.60 9:0.80 12:0.79 17:0.53 20:0.78 21:0.78 26:0.98 27:0.51 28:0.47 29:0.91 31:0.96 34:0.40 36:0.39 37:0.94 39:0.88 41:0.90 58:0.99 71:0.56 78:0.78 79:0.96 83:0.91 91:0.67 96:0.85 100:0.73 111:0.77 120:0.75 131:0.85 135:0.47 137:0.96 140:0.97 141:0.99 144:0.57 151:0.87 152:0.89 153:0.48 155:0.67 157:0.61 161:0.68 162:0.50 164:0.72 166:0.61 167:0.85 169:0.81 175:0.97 178:0.53 181:0.60 182:0.80 186:0.79 187:0.39 191:0.92 192:0.87 199:0.95 202:0.81 208:0.64 216:0.43 220:0.62 222:0.35 223:0.98 224:0.98 227:0.88 229:0.89 231:0.68 234:0.97 241:0.72 244:0.93 246:0.61 248:0.83 253:0.79 255:0.95 256:0.73 257:0.93 259:0.21 260:0.76 261:0.82 267:0.44 268:0.73 271:0.63 274:0.98 277:0.95 284:0.95 285:0.62 287:0.91\n2 1:0.74 6:0.99 8:0.94 9:0.80 11:0.85 12:0.79 17:0.06 18:0.82 20:0.81 21:0.13 26:0.98 27:0.19 28:0.47 29:0.91 30:0.91 31:0.95 34:0.74 36:0.56 37:0.96 39:0.88 41:0.82 43:0.96 45:0.66 58:0.98 64:0.77 66:0.19 69:0.12 70:0.24 71:0.56 74:0.75 78:0.83 79:0.94 81:0.75 83:0.91 85:0.90 86:0.92 91:0.72 96:0.80 98:0.25 100:0.95 101:0.87 104:0.58 108:0.54 111:0.90 114:0.79 120:0.69 122:0.57 123:0.63 124:0.81 126:0.54 127:0.69 129:0.89 131:0.84 133:0.78 135:0.47 137:0.95 139:0.89 140:0.45 141:0.99 144:0.57 146:0.17 147:0.22 149:0.90 150:0.84 151:0.87 152:0.99 153:0.48 154:0.96 155:0.67 157:0.85 159:0.39 161:0.68 162:0.62 164:0.57 165:0.93 166:0.78 167:0.76 169:1.00 172:0.32 173:0.28 176:0.73 177:0.70 179:0.68 181:0.60 182:0.80 186:0.83 187:0.21 189:0.99 191:0.75 192:0.87 196:0.96 199:0.96 201:0.93 202:0.60 208:0.64 212:0.57 215:0.61 216:0.34 222:0.35 223:0.98 224:0.99 227:0.88 229:0.88 231:0.68 232:0.80 234:0.98 235:0.31 238:0.98 241:0.63 242:0.44 243:0.25 245:0.66 246:0.89 247:0.55 248:0.77 253:0.83 255:0.95 256:0.58 259:0.21 260:0.70 261:1.00 265:0.24 266:0.27 267:0.28 268:0.59 271:0.63 274:0.97 276:0.51 284:0.91 285:0.62 287:0.91 290:0.79 297:0.36 300:0.33\n1 1:0.74 8:0.59 11:0.64 12:0.79 17:0.11 18:0.79 21:0.13 26:0.98 27:0.19 28:0.47 29:0.91 30:0.86 34:0.42 36:0.56 37:0.96 39:0.88 43:0.96 58:0.93 64:0.77 66:0.26 69:0.12 70:0.19 71:0.56 74:0.55 81:0.75 83:0.91 85:0.85 86:0.86 91:0.58 98:0.50 101:0.87 104:0.58 108:0.10 114:0.79 122:0.57 123:0.10 124:0.74 126:0.54 127:0.91 129:0.81 131:0.61 133:0.67 135:0.70 139:0.82 141:0.91 144:0.57 146:0.63 147:0.68 149:0.77 150:0.84 154:0.96 155:0.67 157:0.81 159:0.63 161:0.68 163:0.75 165:0.93 166:0.78 167:0.72 172:0.27 173:0.17 176:0.73 177:0.70 178:0.55 179:0.83 181:0.60 182:0.79 187:0.21 192:0.87 199:0.95 201:0.93 202:0.36 208:0.64 212:0.23 215:0.61 216:0.34 222:0.35 223:0.98 224:0.93 227:0.61 229:0.61 231:0.68 232:0.80 234:0.91 235:0.31 241:0.47 242:0.42 243:0.45 245:0.59 246:0.89 247:0.60 253:0.56 259:0.21 265:0.52 266:0.63 267:0.91 271:0.63 274:0.91 276:0.38 287:0.61 290:0.79 297:0.36 300:0.18\n0 1:0.74 7:0.81 9:0.80 11:0.64 12:0.79 17:0.59 18:0.91 21:0.40 22:0.93 26:0.98 27:0.68 28:0.47 29:0.91 30:0.68 31:0.86 32:0.80 34:0.76 36:0.35 37:0.37 39:0.88 41:0.82 43:0.91 44:0.93 47:0.93 58:0.98 60:0.87 64:0.77 66:0.86 69:0.44 70:0.41 71:0.56 74:0.81 77:0.89 79:0.86 81:0.56 83:0.91 85:0.85 86:0.92 91:0.38 96:0.68 98:0.80 101:0.87 104:0.95 106:0.81 108:0.34 114:0.62 117:0.86 120:0.55 121:0.97 122:0.86 123:0.33 126:0.54 127:0.29 129:0.05 131:0.84 135:0.74 137:0.86 139:0.96 140:0.45 141:0.99 144:0.57 145:0.70 146:0.61 147:0.67 149:0.85 150:0.75 151:0.50 153:0.48 154:0.90 155:0.67 157:0.82 158:0.91 159:0.23 161:0.68 162:0.86 164:0.57 165:0.93 166:0.78 167:0.65 172:0.61 173:0.61 176:0.73 177:0.70 179:0.58 181:0.60 182:0.80 187:0.39 192:0.87 195:0.58 196:0.90 199:0.97 201:0.93 202:0.36 204:0.89 206:0.81 208:0.64 212:0.59 215:0.42 216:0.40 219:0.95 220:0.91 222:0.35 223:0.98 224:0.99 227:0.88 229:0.88 230:0.86 231:0.68 232:0.97 233:0.73 234:0.98 235:0.60 241:0.15 242:0.54 243:0.87 246:0.89 247:0.55 248:0.49 253:0.50 255:0.95 256:0.45 259:0.21 260:0.55 262:0.93 265:0.80 266:0.27 267:0.23 268:0.46 271:0.63 274:0.97 276:0.48 279:0.86 281:0.89 282:0.88 283:0.78 284:0.89 285:0.62 287:0.91 290:0.62 292:0.91 297:0.36 299:0.97 300:0.33\n2 1:0.74 6:0.82 8:0.67 9:0.80 11:0.78 12:0.37 17:0.64 20:0.86 21:0.05 27:0.71 28:0.56 30:0.89 32:0.80 34:0.37 36:0.60 37:0.65 39:0.79 41:0.90 43:0.79 46:0.97 60:0.87 66:0.47 69:0.75 70:0.20 74:0.72 77:0.70 78:0.75 81:0.91 83:0.87 85:0.85 91:0.87 96:0.83 98:0.49 100:0.78 101:0.80 104:0.58 107:0.97 108:0.70 110:0.97 111:0.74 114:0.95 120:0.73 122:0.43 123:0.68 124:0.52 125:0.98 126:0.54 127:0.30 129:0.59 131:0.95 133:0.47 135:0.89 140:0.45 144:0.76 145:0.69 146:0.13 147:0.18 149:0.68 150:0.96 151:0.85 152:0.87 153:0.84 154:0.72 155:0.67 157:0.86 158:0.87 159:0.28 160:0.98 161:0.45 162:0.60 163:0.81 164:0.73 165:0.90 166:0.91 167:0.95 169:0.75 172:0.21 173:0.87 176:0.73 177:0.38 179:0.89 181:0.96 182:0.87 186:0.76 189:0.84 191:0.80 192:0.59 195:0.58 201:0.74 202:0.67 208:0.64 212:0.30 215:0.91 216:0.21 220:0.62 222:0.60 227:0.98 229:0.93 231:0.87 232:0.77 235:0.12 238:0.86 241:0.83 242:0.63 243:0.37 245:0.46 246:0.97 247:0.30 248:0.80 253:0.85 255:0.79 256:0.64 259:0.21 260:0.74 261:0.77 265:0.50 266:0.27 267:0.59 268:0.67 271:0.35 276:0.23 279:0.86 282:0.88 283:0.71 285:0.62 287:0.98 289:0.98 290:0.95 297:0.36 299:0.88 300:0.18\n4 1:0.74 6:0.98 8:0.97 9:0.80 11:0.78 12:0.37 17:0.12 20:0.99 27:0.07 28:0.56 30:0.70 34:0.52 36:0.46 37:0.99 39:0.79 41:0.99 43:0.95 46:0.99 60:0.95 66:0.88 69:0.15 70:0.39 74:0.87 78:0.89 81:0.95 83:0.90 85:0.93 91:0.98 96:0.99 98:0.98 100:0.99 101:0.85 104:0.58 107:0.99 108:0.12 110:0.99 111:0.98 114:0.98 120:0.97 122:0.57 123:0.12 125:0.98 126:0.54 127:0.86 129:0.05 131:0.95 135:0.47 138:0.99 140:0.45 144:0.76 146:0.76 147:0.80 149:0.91 150:0.98 151:1.00 152:0.99 153:0.98 154:0.95 155:0.67 157:0.91 158:0.92 159:0.32 160:1.00 161:0.45 162:0.73 164:0.96 165:0.92 166:0.91 167:0.97 169:0.99 172:0.65 173:0.37 176:0.73 177:0.38 179:0.72 181:0.96 182:0.88 186:0.89 189:0.99 191:0.96 192:0.59 201:0.74 202:0.93 208:0.64 212:0.35 215:0.96 216:0.59 222:0.60 227:0.98 229:0.93 231:0.87 232:0.77 235:0.05 238:0.99 241:0.90 242:0.62 243:0.88 246:0.97 247:0.39 248:0.99 253:0.99 255:0.79 256:0.94 259:0.21 260:0.97 261:1.00 265:0.98 266:0.38 267:0.79 268:0.95 271:0.35 276:0.52 279:0.86 283:0.82 285:0.62 287:0.98 289:0.99 290:0.98 297:0.36 300:0.33\n2 1:0.74 6:0.84 8:0.88 9:0.80 11:0.78 12:0.37 17:0.45 20:0.85 21:0.05 27:0.50 28:0.56 30:0.61 34:0.39 36:0.62 37:0.37 39:0.79 41:0.90 43:0.84 46:1.00 60:0.87 66:0.89 69:0.55 70:0.63 74:0.88 78:0.75 81:0.91 83:0.86 85:0.93 91:0.83 96:0.85 98:0.87 100:0.78 101:0.85 104:0.58 107:1.00 108:0.42 110:0.99 111:0.74 114:0.95 120:0.76 122:0.43 123:0.40 125:0.99 126:0.54 127:0.40 129:0.05 131:0.95 135:0.37 140:0.45 144:0.76 146:0.63 147:0.68 149:0.91 150:0.96 151:0.89 152:0.95 153:0.87 154:0.81 155:0.67 157:0.91 158:0.87 159:0.23 160:0.98 161:0.45 162:0.68 164:0.75 165:0.90 166:0.91 167:0.95 169:0.77 172:0.68 173:0.76 176:0.73 177:0.38 179:0.58 181:0.96 182:0.87 186:0.76 192:0.59 201:0.74 202:0.67 208:0.64 212:0.91 215:0.91 216:0.21 220:0.62 222:0.60 227:0.98 229:0.93 231:0.87 232:0.77 235:0.12 241:0.84 242:0.57 243:0.89 246:0.97 247:0.47 248:0.83 253:0.89 255:0.79 256:0.64 259:0.21 260:0.77 261:0.81 265:0.87 266:0.23 267:0.28 268:0.69 271:0.35 276:0.56 279:0.86 283:0.71 285:0.62 287:0.98 289:0.99 290:0.95 297:0.36 300:0.55\n2 1:0.74 6:0.84 8:0.70 9:0.80 11:0.78 12:0.37 17:0.66 20:0.90 21:0.05 27:0.50 28:0.56 30:0.61 34:0.44 36:0.62 37:0.37 39:0.79 41:0.82 43:0.84 46:1.00 66:0.89 69:0.55 70:0.63 74:0.86 78:0.76 81:0.91 83:0.79 85:0.93 91:0.80 96:0.78 98:0.87 100:0.79 101:0.85 104:0.58 107:1.00 108:0.42 110:0.99 111:0.76 114:0.95 120:0.66 122:0.43 123:0.40 125:1.00 126:0.54 127:0.40 129:0.05 131:0.94 135:0.37 140:0.45 144:0.76 146:0.63 147:0.68 149:0.91 150:0.96 151:0.79 152:0.95 153:0.69 154:0.81 155:0.67 157:0.91 159:0.23 160:0.96 161:0.45 162:0.86 164:0.62 165:0.90 166:0.91 167:0.93 169:0.77 172:0.68 173:0.76 176:0.73 177:0.38 179:0.58 181:0.96 182:0.87 186:0.77 187:0.21 189:0.88 192:0.59 201:0.74 202:0.46 208:0.64 212:0.91 215:0.91 216:0.21 220:0.62 222:0.60 227:0.98 229:0.93 231:0.87 232:0.77 235:0.12 238:0.89 241:0.80 242:0.57 243:0.89 246:0.97 247:0.47 248:0.72 253:0.84 255:0.79 256:0.45 259:0.21 260:0.67 261:0.81 265:0.87 266:0.23 267:0.44 268:0.55 271:0.35 276:0.56 285:0.62 287:0.98 289:0.98 290:0.95 297:0.36 300:0.55\n0 1:0.74 9:0.80 11:0.78 12:0.37 17:0.40 21:0.64 27:0.45 28:0.56 30:0.58 32:0.80 34:0.68 36:0.19 37:0.50 39:0.79 41:0.82 43:0.82 46:0.95 60:0.87 66:0.18 69:0.70 70:0.60 74:0.78 77:0.70 81:0.57 83:0.83 85:0.85 91:0.23 96:0.68 98:0.19 101:0.77 107:0.98 108:0.53 110:0.98 114:0.72 120:0.54 122:0.43 123:0.81 124:0.73 125:0.97 126:0.54 127:0.36 129:0.81 131:0.94 133:0.67 135:0.63 140:0.45 144:0.76 145:0.50 146:0.23 147:0.29 149:0.75 150:0.72 151:0.49 153:0.48 154:0.77 155:0.67 157:0.85 158:0.87 159:0.48 160:0.96 161:0.45 162:0.86 163:0.88 164:0.57 165:0.70 166:0.91 167:0.67 172:0.21 173:0.68 176:0.73 177:0.38 179:0.82 181:0.96 182:0.87 187:0.68 192:0.59 195:0.73 201:0.74 202:0.36 208:0.64 212:0.37 215:0.53 216:0.77 220:0.97 222:0.60 227:0.98 229:0.93 231:0.87 235:0.80 241:0.35 242:0.58 243:0.46 245:0.51 246:0.97 247:0.35 248:0.49 253:0.66 255:0.79 256:0.45 259:0.21 260:0.55 265:0.17 266:0.47 267:0.36 268:0.46 271:0.35 276:0.28 279:0.86 282:0.88 283:0.71 285:0.62 287:0.98 289:0.98 290:0.72 297:0.36 299:0.88 300:0.43\n2 1:0.74 7:0.81 8:0.84 9:0.80 11:0.78 12:0.37 17:0.62 20:0.75 21:0.30 27:0.50 28:0.56 30:0.45 32:0.80 34:0.64 36:0.68 37:0.60 39:0.79 41:0.88 43:0.88 46:0.98 60:0.95 66:0.36 69:0.53 70:0.72 74:0.97 77:0.89 78:0.83 81:0.78 83:0.84 85:0.99 91:0.20 96:0.76 98:0.66 100:0.86 101:0.84 104:0.84 106:0.81 107:1.00 108:0.95 110:0.99 111:0.83 114:0.86 117:0.86 120:0.64 121:0.90 122:0.43 123:0.94 124:0.90 125:0.99 126:0.54 127:0.87 129:0.95 131:0.94 133:0.91 135:0.42 140:0.45 144:0.76 145:0.65 146:0.85 147:0.88 149:0.98 150:0.86 151:0.72 152:0.74 153:0.72 154:0.86 155:0.67 157:0.94 158:0.92 159:0.92 160:0.97 161:0.45 162:0.86 164:0.69 165:0.84 166:0.91 167:0.55 169:0.84 172:0.93 173:0.18 176:0.73 177:0.38 179:0.16 181:0.96 182:0.87 186:0.83 187:0.39 192:0.59 195:0.98 201:0.74 202:0.53 204:0.89 206:0.81 208:0.64 212:0.55 215:0.72 216:0.86 220:0.74 222:0.60 227:0.98 229:0.93 230:0.87 231:0.87 232:0.89 233:0.76 235:0.42 241:0.01 242:0.51 243:0.32 245:0.95 246:0.97 247:0.67 248:0.69 253:0.84 255:0.79 256:0.58 259:0.21 260:0.65 261:0.75 265:0.66 266:0.91 267:0.44 268:0.62 271:0.35 276:0.95 279:0.86 282:0.88 283:0.82 285:0.62 287:0.98 289:0.98 290:0.86 297:0.36 299:0.97 300:0.70\n0 1:0.74 9:0.80 11:0.78 12:0.37 17:0.22 27:0.32 28:0.56 30:0.95 32:0.80 34:0.66 36:0.52 37:0.67 39:0.79 41:0.88 43:0.90 46:0.99 66:0.54 69:0.44 74:0.58 77:0.70 81:0.95 83:0.81 85:0.72 91:0.63 96:0.82 98:0.19 101:0.77 104:0.80 106:0.81 107:0.93 108:0.34 110:0.93 114:0.98 120:0.71 123:0.33 125:0.99 126:0.54 127:0.10 129:0.05 131:0.94 135:0.37 140:0.45 144:0.76 145:0.39 146:0.13 147:0.18 149:0.51 150:0.98 151:0.87 153:0.48 154:0.89 155:0.67 157:0.79 159:0.08 160:0.97 161:0.45 162:0.86 164:0.67 165:0.92 166:0.91 167:0.75 172:0.10 173:0.91 176:0.73 177:0.38 179:0.28 181:0.96 182:0.87 187:0.39 192:0.59 195:0.53 201:0.74 202:0.50 206:0.81 208:0.64 215:0.96 216:0.47 222:0.60 227:0.98 229:0.93 231:0.87 235:0.05 241:0.63 243:0.63 246:0.97 248:0.79 253:0.83 255:0.79 256:0.58 259:0.21 260:0.72 265:0.21 267:0.91 268:0.59 271:0.35 282:0.88 285:0.62 287:0.98 289:0.98 290:0.98 297:0.36 299:0.88 300:0.08\n3 1:0.74 6:0.98 8:0.98 9:0.80 11:0.78 12:0.37 17:0.67 20:0.81 27:0.07 28:0.56 30:0.66 34:0.74 36:0.40 37:0.99 39:0.79 41:0.98 43:0.87 46:0.98 60:0.87 66:0.36 69:0.44 70:0.53 74:0.83 78:0.88 81:0.95 83:0.89 85:0.90 91:0.90 96:0.96 98:0.62 100:0.98 101:0.83 104:0.58 107:0.99 108:0.65 110:0.98 111:0.96 114:0.98 120:0.94 122:0.57 123:0.63 124:0.60 125:0.99 126:0.54 127:0.66 129:0.59 131:0.95 133:0.47 135:0.47 140:0.45 144:0.76 146:0.45 147:0.51 149:0.84 150:0.98 151:0.99 152:0.99 153:0.97 154:0.85 155:0.67 157:0.90 158:0.92 159:0.35 160:0.99 161:0.45 162:0.80 164:0.91 165:0.92 166:0.91 167:0.90 169:0.99 172:0.37 173:0.56 176:0.73 177:0.38 179:0.78 181:0.96 182:0.88 186:0.88 187:0.39 189:0.99 191:0.94 192:0.59 201:0.74 202:0.85 208:0.64 212:0.22 215:0.96 216:0.59 222:0.60 227:0.98 229:0.93 231:0.87 232:0.77 235:0.05 238:0.99 241:0.77 242:0.61 243:0.48 245:0.67 246:0.97 247:0.39 248:0.96 253:0.97 255:0.79 256:0.88 259:0.21 260:0.94 261:1.00 265:0.63 266:0.54 267:0.19 268:0.89 271:0.35 276:0.43 279:0.86 283:0.82 285:0.62 287:0.98 289:0.99 290:0.98 297:0.36 300:0.43\n2 6:0.78 8:0.58 9:0.80 12:0.37 17:0.09 20:0.86 21:0.05 25:0.88 27:0.51 28:0.56 30:0.95 34:0.80 36:0.92 37:0.23 39:0.79 41:0.82 43:0.45 46:0.88 55:0.71 66:0.77 69:0.05 70:0.13 78:0.75 81:0.88 83:0.77 91:0.83 96:0.84 98:0.96 100:0.77 104:0.58 107:0.95 108:0.05 110:0.96 111:0.74 120:0.89 123:0.05 125:0.96 126:0.32 127:0.69 129:0.05 131:0.94 135:0.34 140:0.93 144:0.76 146:0.61 147:0.66 149:0.43 150:0.74 151:0.92 152:0.81 153:0.85 154:0.34 155:0.67 157:0.61 159:0.22 160:0.96 161:0.45 162:0.73 164:0.85 166:0.84 167:0.97 169:0.75 172:0.37 173:0.35 175:0.75 177:0.05 179:0.93 181:0.96 182:0.87 186:0.76 189:0.81 191:0.92 192:0.59 202:0.78 208:0.64 212:0.52 215:0.91 216:0.23 220:0.62 222:0.60 227:0.98 229:0.93 231:0.87 235:0.05 238:0.83 241:0.92 242:0.82 243:0.79 244:0.61 246:0.61 247:0.12 248:0.81 253:0.77 255:0.79 256:0.79 257:0.65 259:0.21 260:0.89 261:0.77 265:0.96 266:0.27 267:0.82 268:0.82 271:0.35 276:0.33 277:0.69 283:0.71 285:0.62 287:0.98 289:0.98 297:0.36 300:0.13\n2 1:0.74 6:0.82 8:0.66 9:0.80 11:0.78 12:0.37 17:0.88 20:0.88 21:0.05 27:0.71 28:0.56 30:0.89 32:0.80 34:0.47 36:0.51 37:0.65 39:0.79 41:0.82 43:0.79 46:0.97 66:0.47 69:0.76 70:0.20 74:0.65 77:0.70 78:0.74 81:0.91 83:0.79 85:0.85 91:0.83 96:0.77 98:0.48 100:0.78 101:0.80 104:0.58 107:0.97 108:0.70 110:0.97 111:0.74 114:0.95 120:0.65 122:0.43 123:0.69 124:0.52 125:1.00 126:0.54 127:0.29 129:0.59 131:0.94 133:0.47 135:0.90 140:0.45 144:0.76 145:0.69 146:0.13 147:0.18 149:0.68 150:0.96 151:0.77 152:0.87 153:0.48 154:0.72 155:0.67 157:0.86 159:0.28 160:0.96 161:0.45 162:0.86 163:0.81 164:0.57 165:0.90 166:0.91 167:0.92 169:0.75 172:0.21 173:0.87 176:0.73 177:0.38 179:0.88 181:0.96 182:0.87 186:0.75 187:0.21 192:0.59 195:0.58 201:0.74 202:0.36 208:0.64 212:0.30 215:0.91 216:0.21 220:0.62 222:0.60 227:0.98 229:0.93 231:0.87 232:0.77 235:0.12 241:0.79 242:0.63 243:0.37 245:0.46 246:0.97 247:0.30 248:0.71 253:0.80 255:0.79 256:0.45 259:0.21 260:0.66 261:0.77 265:0.50 266:0.27 267:0.65 268:0.46 271:0.35 276:0.23 282:0.88 285:0.62 287:0.98 289:0.98 290:0.95 297:0.36 299:0.88 300:0.18\n1 1:0.74 6:0.87 7:0.81 8:0.78 9:0.80 11:0.78 12:0.37 17:0.45 20:0.83 21:0.30 27:0.12 28:0.56 30:0.33 34:0.82 36:0.39 37:0.81 39:0.79 41:0.93 43:0.59 46:0.95 55:0.59 60:0.87 66:0.44 69:0.93 70:0.64 74:0.86 78:0.75 81:0.78 83:0.88 85:0.91 91:0.33 96:0.92 98:0.43 100:0.78 101:0.77 107:0.99 108:0.89 110:0.98 111:0.75 114:0.86 120:0.86 121:0.90 122:0.67 123:0.89 124:0.81 125:1.00 126:0.54 127:0.51 129:0.81 131:0.95 133:0.83 135:0.70 140:0.45 144:0.76 146:0.27 147:0.05 149:0.71 150:0.86 151:0.92 152:0.96 153:0.72 154:0.48 155:0.67 157:0.88 158:0.92 159:0.79 160:0.98 161:0.45 162:0.86 164:0.78 165:0.84 166:0.91 167:0.66 169:0.75 172:0.63 173:0.88 176:0.73 177:0.05 179:0.46 181:0.96 182:0.87 186:0.76 187:0.98 192:0.59 201:0.74 202:0.64 204:0.89 208:0.64 212:0.60 215:0.72 216:0.90 220:0.87 222:0.60 227:0.98 229:0.93 230:0.87 231:0.87 233:0.76 235:0.42 241:0.32 242:0.63 243:0.09 245:0.73 246:0.97 247:0.47 248:0.92 253:0.93 255:0.79 256:0.71 257:0.65 259:0.21 260:0.86 261:0.78 265:0.45 266:0.75 267:0.91 268:0.73 271:0.35 276:0.65 279:0.86 283:0.82 285:0.62 287:0.98 289:0.99 290:0.86 297:0.36 300:0.55\n2 1:0.74 6:0.84 7:0.81 8:0.68 9:0.80 11:0.78 12:0.37 17:0.36 20:0.99 21:0.30 27:0.21 28:0.56 30:0.73 34:0.66 36:0.89 37:0.74 39:0.79 41:0.92 43:0.98 46:0.99 60:0.95 66:0.94 69:0.12 70:0.42 74:0.94 78:0.77 81:0.78 83:0.88 85:0.97 91:0.58 96:0.91 98:0.88 100:0.80 101:0.85 104:0.84 106:0.81 107:1.00 108:0.10 110:0.99 111:0.76 114:0.86 117:0.86 120:0.84 121:0.90 122:0.43 123:0.10 125:0.99 126:0.54 127:0.41 129:0.05 131:0.95 135:0.17 140:0.45 144:0.76 146:0.93 147:0.95 149:0.97 150:0.86 151:0.96 152:0.90 153:0.86 154:0.98 155:0.67 157:0.94 158:0.92 159:0.57 160:0.98 161:0.45 162:0.71 164:0.78 165:0.84 166:0.91 167:0.66 169:0.78 172:0.84 173:0.15 176:0.73 177:0.38 179:0.35 181:0.96 182:0.87 186:0.77 187:0.39 189:0.86 192:0.59 201:0.74 202:0.69 204:0.89 206:0.81 208:0.64 212:0.48 215:0.72 216:0.95 222:0.60 227:0.98 229:0.93 230:0.87 231:0.87 232:0.89 233:0.76 235:0.42 238:0.89 241:0.32 242:0.60 243:0.94 246:0.97 247:0.47 248:0.90 253:0.93 255:0.79 256:0.68 259:0.21 260:0.84 261:0.81 265:0.88 266:0.54 267:0.88 268:0.73 271:0.35 276:0.74 279:0.86 283:0.82 285:0.62 287:0.98 289:0.99 290:0.86 297:0.36 300:0.43\n1 11:0.57 12:0.20 17:0.59 21:0.78 27:0.45 28:0.98 30:0.08 34:0.80 36:0.17 37:0.50 39:0.61 43:0.75 55:0.42 66:0.36 69:0.83 70:0.74 74:0.46 85:0.72 91:0.33 98:0.22 101:0.71 108:0.86 123:0.85 124:0.69 127:0.29 129:0.05 133:0.62 135:0.94 145:0.52 146:0.17 147:0.22 149:0.46 154:0.66 159:0.51 161:0.90 163:0.89 167:0.62 172:0.21 173:0.80 177:0.38 178:0.55 179:0.85 181:0.67 187:0.68 212:0.23 216:0.77 222:0.60 235:1.00 241:0.41 242:0.55 243:0.34 245:0.45 247:0.39 253:0.40 259:0.21 265:0.24 266:0.38 267:0.28 271:0.16 276:0.27 277:0.69 300:0.43\n1 1:0.74 6:0.80 7:0.81 8:0.85 9:0.80 11:0.57 12:0.20 17:0.94 20:0.89 21:0.54 27:0.72 28:0.98 30:0.76 32:0.80 34:0.58 36:0.68 37:0.85 39:0.61 41:0.92 43:0.94 55:0.42 66:0.53 69:0.32 70:0.43 74:0.87 77:0.89 78:0.89 81:0.75 83:0.77 85:0.91 91:0.87 96:0.79 98:0.71 100:0.83 101:0.84 104:0.75 108:0.54 111:0.86 114:0.77 120:0.74 121:0.97 122:0.57 123:0.52 124:0.52 126:0.54 127:0.40 129:0.59 133:0.47 135:0.28 140:0.45 145:0.54 146:0.22 147:0.28 149:0.88 150:0.83 151:0.77 152:0.83 153:0.48 154:0.94 155:0.67 159:0.30 161:0.90 162:0.86 164:0.75 165:0.81 167:0.90 169:0.80 172:0.45 173:0.45 176:0.73 177:0.38 179:0.71 181:0.67 186:0.89 189:0.83 192:0.59 195:0.62 201:0.74 202:0.60 204:0.89 208:0.64 212:0.49 215:0.58 216:0.02 220:0.97 222:0.60 230:0.87 232:0.83 233:0.76 235:0.88 238:0.81 241:0.85 242:0.61 243:0.37 245:0.64 247:0.39 248:0.75 253:0.84 255:0.79 256:0.68 259:0.21 260:0.75 261:0.85 265:0.71 266:0.38 267:0.44 268:0.69 271:0.16 276:0.43 282:0.88 285:0.62 290:0.77 297:0.36 299:0.97 300:0.43\n1 6:0.86 7:0.81 8:0.91 9:0.80 12:0.20 17:0.16 20:0.88 21:0.78 27:0.31 28:0.98 32:0.75 34:0.42 36:0.43 37:0.68 39:0.61 74:0.47 78:0.96 91:0.90 96:0.83 100:0.89 104:0.58 111:0.94 120:0.89 121:0.90 135:0.30 140:0.98 145:0.86 151:0.77 152:0.82 153:0.95 155:0.67 161:0.90 162:0.66 164:0.91 167:0.91 169:0.87 175:0.91 181:0.67 186:0.96 189:0.88 191:0.83 192:0.59 195:0.53 202:0.87 204:0.89 208:0.64 216:0.30 220:0.62 222:0.60 230:0.87 233:0.76 235:0.22 238:0.82 241:0.88 244:0.83 248:0.71 253:0.77 255:0.79 256:0.88 257:0.84 259:0.21 260:0.89 261:0.89 267:0.23 268:0.89 271:0.16 277:0.87 283:0.71 285:0.62\n1 1:0.74 7:0.78 8:0.80 12:0.20 17:0.38 20:0.84 21:0.74 27:0.38 28:0.98 30:0.76 32:0.75 34:0.40 36:0.36 37:0.47 39:0.61 43:0.30 55:0.59 60:0.87 66:0.47 69:0.87 70:0.28 74:0.79 76:0.85 77:0.70 78:0.88 81:0.47 83:0.83 91:0.17 96:0.68 98:0.52 100:0.82 108:0.75 111:0.85 114:0.61 117:0.86 123:0.73 124:0.74 126:0.54 127:0.34 129:0.05 133:0.74 135:0.68 140:0.45 145:0.88 146:0.73 147:0.05 149:0.43 150:0.61 151:0.47 152:0.80 153:0.48 154:0.22 155:0.67 158:0.92 159:0.58 161:0.90 162:0.86 167:0.52 169:0.80 172:0.41 173:0.84 176:0.56 177:0.05 179:0.68 181:0.67 186:0.88 187:0.21 190:0.77 192:0.59 195:0.84 201:0.74 202:0.36 208:0.64 212:0.22 215:0.46 216:0.90 220:0.99 222:0.60 230:0.81 232:0.96 233:0.69 235:0.97 241:0.02 242:0.74 243:0.14 244:0.61 245:0.53 247:0.39 248:0.47 253:0.60 256:0.45 257:0.65 259:0.21 261:0.82 265:0.54 266:0.75 267:0.96 268:0.46 271:0.16 276:0.46 279:0.86 282:0.83 283:0.82 285:0.50 290:0.61 297:0.36 300:0.25\n3 1:0.74 6:0.91 7:0.78 8:0.93 9:0.80 12:0.20 17:0.85 20:0.98 21:0.30 27:0.55 28:0.98 30:0.45 32:0.77 34:0.62 36:0.76 37:0.52 39:0.61 41:0.90 43:0.31 55:0.71 66:0.49 69:0.66 70:0.25 74:0.63 77:0.70 78:0.97 81:0.84 83:0.75 91:0.94 96:0.85 98:0.37 100:0.95 104:0.58 108:0.50 111:0.95 114:0.86 120:0.91 122:0.55 123:0.48 124:0.48 126:0.54 127:0.51 129:0.05 133:0.39 135:0.37 140:0.93 145:0.54 146:0.37 147:0.44 149:0.28 150:0.89 151:0.77 152:0.95 153:0.48 154:0.23 155:0.67 159:0.39 161:0.90 162:0.74 163:0.87 164:0.90 165:0.83 167:0.91 169:0.92 172:0.16 173:0.75 176:0.73 177:0.38 179:0.97 181:0.67 186:0.96 189:0.94 190:0.77 191:0.88 192:0.59 195:0.65 201:0.74 202:0.85 208:0.64 212:0.61 215:0.72 216:0.27 220:0.62 222:0.60 230:0.81 233:0.69 235:0.68 238:0.87 241:0.89 242:0.63 243:0.60 244:0.61 245:0.39 247:0.30 248:0.81 253:0.84 255:0.79 256:0.87 259:0.21 260:0.92 261:0.94 265:0.39 266:0.17 267:0.82 268:0.88 271:0.16 276:0.16 282:0.85 283:0.71 285:0.62 290:0.86 297:0.36 300:0.18\n3 1:0.74 7:0.81 11:0.57 12:0.20 17:0.88 21:0.40 27:0.70 28:0.98 30:0.45 32:0.75 34:0.25 36:0.41 37:0.58 39:0.61 43:0.62 55:0.42 66:0.27 69:0.91 70:0.25 74:0.52 76:0.85 81:0.77 83:0.75 85:0.72 91:0.75 98:0.22 101:0.72 104:0.73 108:0.55 114:0.82 121:0.90 123:0.53 124:0.61 126:0.54 127:0.51 129:0.05 133:0.39 135:0.54 145:0.54 146:0.17 147:0.35 149:0.38 150:0.85 154:0.51 155:0.67 159:0.48 161:0.90 163:0.88 165:0.83 167:0.84 172:0.10 173:1.00 176:0.73 177:0.05 178:0.55 179:0.97 181:0.67 187:0.21 192:0.59 195:0.72 201:0.74 204:0.89 208:0.64 212:0.61 215:0.67 216:0.10 222:0.60 230:0.87 232:0.82 233:0.76 235:0.52 241:0.76 242:0.63 243:0.46 245:0.40 247:0.30 253:0.64 257:0.65 259:0.21 265:0.25 266:0.17 267:0.23 271:0.16 276:0.14 277:0.69 290:0.82 297:0.36 300:0.18\n2 1:0.74 6:0.87 8:0.75 11:0.57 12:0.20 17:0.77 20:0.85 21:0.22 27:0.36 28:0.98 30:0.15 34:0.63 36:0.39 37:0.56 39:0.61 43:0.73 55:0.52 66:0.24 69:0.85 70:0.96 74:0.62 76:0.85 78:0.96 81:0.84 83:0.76 85:0.72 91:0.29 98:0.14 100:0.89 101:0.69 108:0.72 111:0.94 114:0.90 122:0.43 123:0.94 124:0.78 126:0.54 127:0.70 129:0.59 133:0.76 135:0.78 145:0.42 146:0.22 147:0.05 149:0.47 150:0.89 152:0.97 154:0.63 155:0.67 159:0.83 161:0.90 165:0.86 167:0.54 169:0.95 172:0.21 173:0.71 176:0.73 177:0.05 178:0.55 179:0.86 181:0.67 186:0.96 187:0.39 189:0.87 191:0.70 192:0.59 201:0.74 212:0.30 215:0.79 216:0.37 222:0.60 232:0.80 235:0.42 238:0.82 241:0.07 242:0.33 243:0.17 245:0.49 247:0.55 253:0.69 257:0.65 259:0.21 261:0.97 265:0.12 266:0.54 267:0.18 271:0.16 276:0.24 290:0.90 297:0.36 300:0.70\n2 1:0.74 6:0.87 8:0.75 11:0.57 12:0.20 17:0.81 20:0.85 21:0.22 27:0.36 28:0.98 30:0.15 34:0.63 36:0.44 37:0.56 39:0.61 43:0.73 55:0.52 66:0.24 69:0.85 70:0.96 74:0.62 76:0.85 78:0.96 81:0.84 83:0.76 85:0.72 91:0.31 98:0.14 100:0.89 101:0.69 108:0.72 111:0.94 114:0.90 122:0.43 123:0.94 124:0.78 126:0.54 127:0.69 129:0.59 133:0.76 135:0.82 145:0.42 146:0.22 147:0.05 149:0.46 150:0.89 152:0.97 154:0.63 155:0.67 159:0.84 161:0.90 165:0.86 167:0.54 169:0.95 172:0.21 173:0.70 176:0.73 177:0.05 178:0.55 179:0.86 181:0.67 186:0.96 187:0.39 189:0.87 191:0.70 192:0.59 201:0.74 212:0.30 215:0.79 216:0.37 222:0.60 232:0.80 235:0.42 238:0.82 241:0.07 242:0.33 243:0.17 245:0.49 247:0.55 253:0.69 257:0.65 259:0.21 261:0.97 265:0.12 266:0.54 267:0.18 271:0.16 276:0.24 290:0.90 297:0.36 300:0.70\n3 1:0.74 6:0.89 7:0.81 8:0.81 9:0.80 11:0.57 12:0.20 17:0.83 20:0.90 21:0.40 27:0.70 28:0.98 30:0.45 32:0.75 34:0.20 36:0.44 37:0.58 39:0.61 41:0.82 43:0.62 55:0.42 66:0.27 69:0.91 70:0.25 74:0.52 76:0.85 78:0.97 81:0.77 83:0.77 85:0.72 91:0.76 96:0.77 98:0.23 100:0.90 101:0.72 104:0.73 108:0.55 111:0.94 114:0.82 120:0.65 121:0.90 123:0.53 124:0.61 126:0.54 127:0.51 129:0.05 133:0.39 135:0.51 140:0.45 145:0.54 146:0.17 147:0.35 149:0.38 150:0.85 151:0.77 152:0.84 153:0.48 154:0.52 155:0.67 159:0.47 161:0.90 162:0.86 163:0.88 164:0.57 165:0.83 167:0.90 169:0.88 172:0.10 173:1.00 176:0.73 177:0.05 179:0.97 181:0.67 186:0.96 189:0.91 192:0.59 195:0.72 201:0.74 202:0.36 204:0.89 208:0.64 212:0.61 215:0.67 216:0.10 220:0.62 222:0.60 230:0.87 232:0.82 233:0.76 235:0.52 238:0.82 241:0.84 242:0.63 243:0.46 245:0.40 247:0.30 248:0.71 253:0.76 255:0.79 256:0.45 257:0.65 259:0.21 260:0.66 261:0.91 265:0.25 266:0.17 267:0.23 268:0.46 271:0.16 276:0.14 277:0.69 283:0.71 285:0.62 290:0.82 297:0.36 300:0.18\n3 1:0.74 6:0.83 7:0.81 8:0.70 9:0.80 11:0.57 12:0.20 17:0.90 20:0.97 21:0.05 27:0.63 28:0.98 30:0.88 32:0.80 34:0.36 36:0.49 37:0.45 39:0.61 41:0.97 43:0.61 55:0.92 60:0.87 66:0.24 69:0.75 70:0.29 74:0.87 76:0.85 77:0.89 78:0.98 81:0.91 83:0.88 85:0.72 91:0.91 96:0.96 98:0.67 100:0.95 101:0.72 108:0.80 111:0.96 114:0.95 120:0.93 121:0.90 122:0.67 123:0.56 124:0.67 126:0.54 127:0.80 129:0.59 133:0.64 135:0.66 140:0.80 145:0.72 146:0.73 147:0.05 149:0.51 150:0.95 151:0.98 152:0.95 153:0.91 154:0.54 155:0.67 158:0.87 159:0.55 161:0.90 162:0.64 163:0.81 164:0.89 165:0.90 167:0.91 169:0.91 172:0.37 173:0.77 176:0.73 177:0.05 178:0.42 179:0.80 181:0.67 186:0.98 189:0.85 191:0.83 192:0.59 195:0.71 201:0.74 202:0.84 204:0.89 208:0.64 212:0.22 215:0.91 216:0.28 220:0.62 222:0.60 230:0.87 232:0.80 233:0.76 235:0.22 238:0.85 241:0.89 242:0.38 243:0.14 245:0.59 247:0.60 248:0.96 253:0.97 255:0.79 256:0.85 257:0.65 259:0.21 260:0.93 261:0.95 265:0.56 266:0.54 267:0.65 268:0.86 271:0.16 276:0.47 279:0.86 282:0.88 283:0.71 285:0.62 290:0.95 297:0.36 299:0.88 300:0.33\n2 1:0.74 6:0.87 7:0.81 8:0.70 9:0.80 11:0.57 12:0.20 17:0.90 20:0.95 21:0.05 27:0.36 28:0.98 30:0.33 32:0.80 34:0.87 36:0.64 37:0.56 39:0.61 41:0.96 43:0.77 55:0.42 60:0.95 66:0.60 69:0.75 70:0.58 74:0.85 77:0.89 78:0.99 81:0.91 83:0.89 85:0.85 91:0.86 96:0.95 98:0.55 100:0.97 101:0.77 104:0.58 108:0.58 111:0.97 114:0.95 120:0.91 121:0.97 122:0.41 123:0.56 124:0.50 126:0.54 127:0.50 129:0.59 133:0.47 135:0.49 140:0.45 145:0.52 146:0.66 147:0.71 149:0.69 150:0.95 151:0.98 152:0.95 153:0.92 154:0.69 155:0.67 158:0.92 159:0.54 161:0.90 162:0.64 164:0.87 165:0.90 167:0.90 169:0.93 172:0.51 173:0.74 176:0.73 177:0.38 179:0.70 181:0.67 186:0.99 189:0.89 191:0.78 192:0.59 195:0.76 201:0.74 202:0.82 204:0.89 208:0.64 212:0.69 215:0.91 216:0.37 222:0.60 230:0.87 232:0.80 233:0.76 235:0.22 238:0.87 241:0.86 242:0.31 243:0.67 245:0.67 247:0.60 248:0.95 253:0.96 255:0.79 256:0.83 259:0.21 260:0.91 261:0.95 265:0.56 266:0.54 267:0.69 268:0.84 271:0.16 276:0.40 279:0.86 282:0.88 283:0.82 285:0.62 290:0.95 297:0.36 299:0.88 300:0.43\n2 1:0.74 6:0.79 8:0.62 9:0.80 11:0.57 12:0.20 17:0.38 20:0.86 21:0.13 27:0.72 28:0.98 30:0.89 34:0.61 36:0.81 37:0.56 39:0.61 41:0.90 43:0.94 55:0.42 66:0.75 69:0.12 70:0.15 74:0.64 78:0.95 81:0.88 83:0.79 85:0.85 91:0.88 96:0.82 98:0.85 100:0.83 101:0.82 108:0.10 111:0.91 114:0.92 120:0.72 122:0.43 123:0.10 126:0.54 127:0.36 129:0.05 135:0.60 140:0.45 146:0.49 147:0.55 149:0.78 150:0.93 151:0.77 152:0.81 153:0.48 154:0.94 155:0.67 159:0.18 161:0.90 162:0.86 163:0.81 164:0.72 165:0.88 167:0.92 169:0.81 172:0.32 173:0.49 176:0.73 177:0.38 179:0.91 181:0.67 186:0.94 189:0.81 192:0.59 201:0.74 202:0.56 208:0.64 212:0.61 215:0.84 216:0.07 220:0.62 222:0.60 235:0.31 238:0.81 241:0.93 242:0.63 243:0.77 247:0.30 248:0.79 253:0.83 255:0.79 256:0.64 259:0.21 260:0.73 261:0.87 265:0.85 266:0.23 267:0.19 268:0.65 271:0.16 276:0.25 285:0.62 290:0.92 297:0.36 300:0.13\n2 7:0.78 8:0.91 9:0.80 11:0.57 12:0.20 17:0.90 21:0.78 27:0.54 28:0.98 30:0.76 34:0.91 36:0.54 37:0.66 39:0.61 43:0.94 55:0.71 60:0.87 66:0.16 69:0.21 70:0.36 74:0.80 83:0.78 85:0.72 91:0.48 96:0.75 98:0.26 101:0.70 104:0.81 108:0.69 120:0.77 122:0.67 123:0.67 124:0.82 127:0.27 129:0.81 133:0.76 135:0.84 140:0.90 145:0.91 146:0.17 147:0.22 149:0.64 151:0.69 153:0.83 154:0.94 155:0.67 158:0.92 159:0.65 161:0.90 162:0.54 163:0.90 164:0.74 167:0.64 172:0.21 173:0.13 177:0.38 179:0.62 181:0.67 187:0.21 190:0.77 191:0.87 192:0.59 202:0.74 208:0.64 212:0.36 216:0.28 220:0.62 222:0.60 230:0.81 233:0.69 235:0.52 241:0.47 242:0.61 243:0.23 245:0.57 247:0.47 248:0.64 253:0.74 255:0.79 256:0.68 259:0.21 260:0.78 265:0.28 266:0.47 267:0.89 268:0.71 271:0.16 276:0.44 279:0.86 283:0.82 285:0.62 300:0.33\n2 6:0.87 7:0.78 8:0.66 11:0.57 12:0.20 17:0.97 20:0.81 21:0.59 27:0.36 28:0.98 30:0.15 32:0.80 34:0.90 36:0.55 37:0.56 39:0.61 43:0.28 55:0.92 66:0.16 69:0.99 70:0.96 74:0.55 77:0.70 78:0.85 81:0.43 85:0.72 91:0.23 98:0.19 100:0.85 101:0.64 104:0.58 108:0.98 111:0.84 122:0.41 123:0.56 124:0.84 126:0.32 127:0.89 129:0.05 133:0.82 135:0.49 145:0.59 146:0.28 147:0.63 149:0.30 150:0.36 152:0.97 154:0.13 159:0.94 161:0.90 167:0.52 169:0.94 172:0.21 173:1.00 177:0.05 178:0.55 179:0.87 181:0.67 186:0.85 187:0.39 195:0.99 212:0.15 215:0.55 216:0.37 222:0.60 230:0.81 232:0.80 233:0.69 235:0.74 241:0.02 242:0.33 243:0.37 245:0.47 247:0.55 253:0.44 257:0.65 259:0.21 261:0.96 265:0.12 266:0.63 267:0.91 271:0.16 276:0.31 277:0.69 282:0.88 297:0.36 299:0.88 300:0.70\n2 11:0.57 12:0.20 17:0.89 21:0.22 27:0.63 28:0.98 30:0.38 32:0.80 34:0.93 36:0.36 37:0.45 39:0.61 43:0.63 55:0.42 66:0.09 69:0.91 70:0.63 74:0.76 77:0.89 81:0.73 85:0.85 91:0.67 98:0.25 101:0.78 104:0.58 106:0.81 108:0.81 122:0.43 123:0.54 124:0.74 126:0.32 127:0.62 129:0.05 133:0.74 135:0.58 145:0.69 146:0.31 147:0.05 149:0.65 150:0.54 154:0.53 159:0.51 161:0.90 167:0.57 172:0.37 173:0.98 177:0.05 178:0.55 179:0.82 181:0.67 187:0.21 195:0.69 202:0.36 206:0.81 212:0.57 215:0.79 216:0.28 222:0.60 232:0.80 235:0.31 241:0.21 242:0.29 243:0.16 245:0.49 247:0.60 253:0.55 257:0.65 259:0.21 265:0.27 266:0.47 267:0.52 271:0.16 276:0.39 277:0.69 282:0.88 283:0.71 297:0.36 299:0.88 300:0.43\n2 1:0.74 6:0.83 7:0.81 8:0.70 9:0.80 11:0.57 12:0.20 17:0.90 20:0.97 21:0.05 27:0.63 28:0.98 30:0.88 32:0.80 34:0.36 36:0.49 37:0.45 39:0.61 41:0.97 43:0.61 55:0.92 60:0.87 66:0.24 69:0.75 70:0.29 74:0.87 76:0.85 77:0.89 78:0.98 81:0.91 83:0.88 85:0.72 91:0.91 96:0.96 98:0.67 100:0.95 101:0.72 108:0.80 111:0.96 114:0.95 120:0.93 121:0.90 122:0.67 123:0.56 124:0.67 126:0.54 127:0.80 129:0.59 133:0.64 135:0.66 140:0.80 145:0.72 146:0.73 147:0.05 149:0.51 150:0.95 151:0.98 152:0.95 153:0.91 154:0.54 155:0.67 158:0.87 159:0.55 161:0.90 162:0.64 163:0.81 164:0.89 165:0.90 167:0.91 169:0.91 172:0.37 173:0.77 176:0.73 177:0.05 178:0.42 179:0.80 181:0.67 186:0.98 189:0.85 191:0.83 192:0.59 195:0.71 201:0.74 202:0.84 204:0.89 208:0.64 212:0.22 215:0.91 216:0.28 220:0.62 222:0.60 230:0.87 232:0.80 233:0.76 235:0.22 238:0.85 241:0.89 242:0.38 243:0.14 245:0.59 247:0.60 248:0.96 253:0.97 255:0.79 256:0.85 257:0.65 259:0.21 260:0.93 261:0.95 265:0.56 266:0.54 267:0.65 268:0.86 271:0.16 276:0.47 279:0.86 282:0.88 283:0.71 285:0.62 290:0.95 297:0.36 299:0.88 300:0.33\n3 7:0.78 8:0.91 9:0.80 11:0.57 12:0.20 17:0.88 21:0.78 27:0.54 28:0.98 30:0.73 34:0.91 36:0.59 37:0.66 39:0.61 43:0.94 55:0.71 60:0.87 66:0.15 69:0.21 70:0.37 74:0.84 83:0.78 85:0.72 91:0.48 96:0.75 98:0.26 101:0.70 104:0.81 108:0.69 120:0.77 122:0.67 123:0.67 124:0.82 127:0.27 129:0.81 133:0.76 135:0.84 140:0.90 145:0.91 146:0.31 147:0.38 149:0.66 151:0.69 153:0.83 154:0.94 155:0.67 158:0.92 159:0.65 161:0.90 162:0.54 163:0.90 164:0.74 167:0.67 172:0.21 173:0.13 177:0.38 179:0.58 181:0.67 187:0.21 190:0.77 191:0.87 192:0.59 202:0.74 208:0.64 212:0.30 216:0.28 220:0.62 222:0.60 230:0.81 233:0.69 235:0.52 241:0.54 242:0.63 243:0.29 245:0.59 247:0.47 248:0.64 253:0.76 255:0.79 256:0.68 259:0.21 260:0.78 265:0.28 266:0.63 267:0.91 268:0.71 271:0.16 276:0.47 279:0.86 283:0.82 285:0.62 300:0.33\n2 6:0.82 7:0.81 8:0.61 12:0.20 17:0.43 20:0.87 21:0.30 27:0.21 28:0.78 30:0.30 34:0.58 36:0.98 37:0.74 43:0.52 55:0.52 66:0.44 69:0.12 70:0.60 78:0.74 81:0.95 91:0.57 98:0.44 100:0.77 106:0.81 108:0.60 111:0.74 120:0.77 123:0.57 124:0.58 126:0.54 127:0.27 129:0.59 133:0.47 135:0.20 140:0.45 146:0.42 147:0.48 149:0.57 150:0.92 151:0.74 152:0.82 153:0.84 154:0.41 159:0.29 161:0.54 162:0.69 164:0.79 167:0.72 169:0.75 172:0.37 173:0.25 177:0.05 179:0.64 181:0.52 186:0.75 187:0.39 189:0.84 202:0.71 206:0.81 212:0.73 215:0.72 216:0.95 220:0.87 230:0.87 233:0.76 235:0.42 238:0.85 241:0.52 242:0.82 243:0.45 245:0.64 247:0.12 248:0.69 256:0.68 259:0.21 260:0.78 261:0.76 265:0.46 266:0.38 267:0.85 268:0.74 271:0.61 276:0.43 283:0.82 285:0.62 297:0.36 300:0.43\n1 6:0.90 7:0.81 8:0.89 12:0.20 17:0.75 20:0.94 21:0.71 25:0.88 27:0.06 28:0.78 30:0.95 32:0.80 34:0.53 36:0.80 37:0.95 43:0.37 55:0.84 66:0.54 69:0.61 78:0.82 81:0.83 91:0.93 98:0.54 100:0.86 104:0.58 108:0.46 111:0.85 120:0.96 123:0.45 126:0.54 127:0.16 129:0.05 135:0.26 140:0.45 145:0.89 146:0.33 147:0.39 149:0.21 150:0.63 151:0.83 152:0.88 153:0.95 154:0.28 159:0.13 161:0.54 162:0.60 164:0.95 167:0.97 169:0.90 172:0.10 173:0.86 177:0.05 179:0.97 181:0.52 186:0.81 189:0.91 191:0.95 195:0.58 202:0.93 215:0.48 216:0.52 220:0.62 230:0.87 233:0.76 235:0.84 238:0.97 241:0.86 243:0.63 248:0.94 256:0.93 260:0.96 261:0.84 265:0.55 267:0.76 268:0.94 271:0.61 283:0.60 285:0.62 297:0.36 300:0.08\n1 12:0.20 17:0.64 21:0.30 25:0.88 27:0.05 28:0.78 34:0.67 36:0.41 37:0.96 81:0.95 91:0.62 104:0.58 126:0.54 132:0.97 135:0.49 150:0.92 161:0.54 167:0.74 175:0.75 178:0.55 181:0.52 187:0.39 215:0.72 216:0.64 235:0.42 241:0.61 244:0.61 257:0.65 267:0.93 271:0.61 277:0.69 297:0.36\n2 6:0.81 8:0.82 12:0.20 17:0.55 20:0.86 21:0.22 25:0.88 27:0.16 28:0.78 30:0.76 34:0.56 36:0.74 37:0.95 43:0.48 55:0.52 66:0.64 69:0.34 70:0.15 78:0.77 81:0.96 91:0.88 98:0.83 100:0.80 104:0.75 108:0.27 111:0.77 120:0.62 123:0.26 126:0.54 127:0.33 129:0.05 135:0.51 140:0.45 146:0.30 147:0.36 149:0.29 150:0.94 151:0.56 152:0.81 153:0.72 154:0.36 159:0.13 161:0.54 162:0.85 164:0.81 167:0.98 169:0.78 172:0.16 173:0.86 177:0.05 179:0.98 181:0.52 186:0.78 189:0.83 191:0.89 202:0.70 212:0.95 215:0.79 216:0.32 220:0.87 235:0.22 238:0.90 241:0.92 242:0.82 243:0.69 247:0.12 248:0.56 256:0.73 259:0.21 260:0.63 261:0.79 265:0.83 266:0.12 267:0.36 268:0.77 271:0.61 276:0.16 283:0.60 285:0.62 297:0.36 300:0.13\n1 6:0.84 7:0.81 8:0.89 12:0.20 17:0.96 20:0.80 21:0.76 27:0.24 28:0.78 30:0.42 32:0.80 34:0.50 36:0.83 37:0.68 43:0.47 55:0.84 66:0.88 69:0.47 70:0.48 78:0.76 81:0.78 91:0.66 98:0.95 100:0.78 104:0.58 108:0.36 111:0.75 120:0.73 123:0.34 126:0.54 127:0.67 129:0.05 135:0.47 140:0.80 145:0.63 146:0.83 147:0.86 149:0.62 150:0.58 151:0.66 152:0.80 153:0.48 154:0.35 159:0.39 161:0.54 162:0.49 163:0.93 164:0.67 167:0.97 169:0.77 172:0.65 173:0.56 177:0.05 178:0.42 179:0.69 181:0.52 186:0.77 189:0.88 191:0.90 195:0.64 202:0.73 212:0.35 215:0.46 216:0.10 230:0.87 233:0.76 235:0.97 238:0.87 241:0.89 242:0.82 243:0.88 247:0.12 248:0.66 256:0.58 259:0.21 260:0.74 261:0.77 265:0.95 266:0.47 267:0.84 268:0.59 271:0.61 276:0.55 285:0.62 297:0.36 300:0.33\n4 8:0.85 12:0.20 17:0.83 21:0.22 25:0.88 27:0.63 28:0.78 30:0.68 32:0.80 34:0.40 36:0.53 37:0.83 43:0.41 55:0.84 66:0.79 69:0.51 70:0.31 81:0.96 91:0.66 98:0.94 104:0.76 108:0.39 120:0.73 123:0.38 126:0.54 127:0.60 129:0.05 135:0.32 140:0.45 145:0.93 146:0.78 147:0.82 149:0.42 150:0.94 151:0.66 153:0.48 154:0.31 159:0.34 161:0.54 162:0.80 163:0.94 164:0.79 167:0.97 172:0.41 173:0.64 177:0.05 179:0.90 181:0.52 191:0.80 195:0.60 202:0.69 212:0.61 215:0.79 216:0.21 220:0.99 235:0.22 241:0.88 242:0.82 243:0.80 247:0.12 248:0.66 256:0.73 259:0.21 260:0.74 265:0.94 266:0.27 267:0.73 268:0.74 271:0.61 276:0.35 285:0.62 297:0.36 300:0.25\n3 6:0.99 8:0.97 12:0.20 17:0.53 20:0.89 21:0.22 25:0.88 27:0.02 28:0.78 30:0.68 32:0.80 34:0.49 36:0.64 37:0.98 43:0.41 55:0.84 66:0.79 69:0.51 70:0.31 78:0.89 81:0.96 91:0.68 98:0.88 100:0.96 104:0.58 108:0.39 111:0.93 120:0.89 123:0.38 126:0.54 127:0.43 129:0.05 135:0.58 140:0.45 145:0.93 146:0.78 147:0.82 149:0.42 150:0.94 151:0.71 152:1.00 153:0.72 154:0.31 159:0.34 161:0.54 162:0.81 163:0.94 164:0.88 167:0.84 169:0.98 172:0.41 173:0.61 177:0.05 179:0.87 181:0.52 186:0.89 187:0.68 189:0.99 191:0.96 195:0.63 202:0.81 212:0.61 215:0.79 216:0.73 220:0.99 235:0.22 238:0.98 241:0.72 242:0.82 243:0.80 247:0.12 248:0.84 256:0.85 259:0.21 260:0.89 261:0.99 265:0.88 266:0.27 267:0.69 268:0.85 271:0.61 276:0.35 283:0.60 285:0.62 297:0.36 300:0.25\n1 6:0.96 8:0.95 12:0.20 17:0.24 20:0.98 21:0.68 25:0.88 27:0.05 28:0.78 30:0.11 34:0.52 36:0.92 37:0.96 43:0.52 55:0.45 66:0.49 69:0.25 70:0.82 78:0.92 81:0.85 91:0.97 98:0.60 100:0.91 104:0.58 108:0.80 111:0.96 120:0.98 123:0.79 124:0.74 126:0.54 127:0.86 129:0.89 132:0.97 133:0.78 135:0.82 140:0.45 145:0.86 146:0.45 147:0.51 149:0.54 150:0.68 151:0.86 152:0.93 153:0.99 154:0.41 159:0.60 161:0.54 162:0.73 164:0.98 167:0.99 169:0.96 172:0.48 173:0.25 177:0.05 179:0.74 181:0.52 186:0.85 189:0.97 191:0.98 202:0.97 212:0.48 215:0.49 216:0.64 235:0.84 238:0.99 241:0.98 242:0.82 243:0.27 245:0.59 247:0.12 248:0.98 256:0.98 260:0.98 261:0.89 265:0.61 266:0.71 267:0.97 268:0.98 271:0.61 276:0.52 283:0.82 285:0.62 297:0.36 300:0.55\n1 6:0.87 7:0.81 8:0.86 12:0.20 17:0.40 20:0.94 21:0.77 25:0.88 27:0.12 28:0.78 30:0.76 32:0.80 34:0.31 36:0.94 37:0.87 43:0.26 55:0.52 66:0.72 69:0.82 70:0.22 78:0.79 81:0.75 91:0.87 98:0.66 100:0.82 104:0.58 108:0.66 111:0.78 120:0.93 123:0.64 126:0.54 127:0.20 129:0.05 135:0.51 140:0.45 145:0.86 146:0.56 147:0.62 149:0.29 150:0.56 151:0.80 152:0.92 153:0.92 154:0.19 159:0.20 161:0.54 162:0.81 163:0.75 164:0.94 167:0.98 169:0.79 172:0.27 173:0.94 177:0.05 179:0.83 181:0.52 186:0.79 189:0.89 191:0.96 195:0.65 202:0.88 212:0.42 215:0.44 216:0.24 230:0.87 233:0.76 235:0.98 238:0.90 241:0.91 242:0.82 243:0.75 247:0.12 248:0.90 256:0.91 260:0.93 261:0.82 265:0.67 266:0.23 267:0.98 268:0.92 271:0.61 276:0.23 283:0.82 285:0.62 297:0.36 300:0.18\n2 6:0.97 8:0.95 12:0.20 17:0.59 20:0.83 21:0.68 27:0.34 28:0.78 30:0.45 34:0.29 36:0.29 43:0.21 55:0.45 66:0.49 69:0.93 70:0.25 78:0.78 81:0.85 91:0.82 98:0.16 100:0.81 104:0.58 108:0.90 111:0.78 120:0.83 123:0.89 124:0.48 126:0.54 127:0.17 129:0.59 133:0.47 135:0.42 140:0.94 145:0.65 146:0.05 147:0.05 149:0.16 150:0.68 151:0.66 152:0.80 153:0.48 154:0.13 159:0.35 161:0.54 162:0.47 163:0.97 164:0.90 167:0.97 169:0.79 172:0.16 173:0.95 177:0.05 178:0.53 179:0.84 181:0.52 186:0.79 189:0.98 191:0.89 202:0.95 212:0.61 215:0.49 216:0.35 220:0.99 235:0.80 238:0.92 241:0.86 242:0.82 243:0.29 245:0.39 247:0.12 248:0.75 256:0.86 259:0.21 260:0.83 261:0.78 265:0.17 266:0.17 267:0.59 268:0.87 271:0.61 276:0.14 283:0.60 285:0.62 297:0.36 300:0.18\n1 6:0.93 7:0.81 8:0.97 12:0.20 17:0.59 20:0.82 21:0.68 25:0.88 27:0.28 28:0.78 30:0.68 32:0.80 37:0.80 43:0.22 55:0.71 66:0.68 69:0.90 70:0.31 78:0.76 81:0.85 91:0.95 98:0.44 100:0.78 104:0.58 108:0.86 111:0.76 120:0.97 123:0.86 124:0.41 126:0.54 127:0.25 129:0.59 133:0.47 140:0.45 145:0.79 146:0.05 147:0.05 149:0.27 150:0.68 151:0.85 152:0.78 153:0.98 154:0.15 159:0.47 161:0.54 162:0.74 164:0.97 167:0.98 169:0.79 172:0.37 173:0.90 177:0.05 179:0.77 181:0.52 186:0.75 189:0.94 191:0.93 195:0.84 202:0.94 212:0.19 215:0.49 216:0.52 230:0.87 233:0.76 235:0.84 238:0.93 241:0.93 242:0.82 243:0.19 245:0.45 247:0.12 248:0.96 256:0.96 260:0.97 261:0.75 265:0.46 266:0.47 268:0.96 271:0.61 276:0.28 283:0.82 285:0.62 297:0.36 300:0.25\n3 6:0.99 8:0.97 12:0.20 17:0.34 20:0.75 21:0.22 25:0.88 27:0.02 28:0.78 30:0.68 32:0.80 34:0.52 36:0.63 37:0.98 43:0.41 55:0.84 66:0.79 69:0.51 70:0.31 78:0.80 81:0.96 91:0.70 98:0.88 100:0.92 104:0.58 108:0.39 111:0.79 120:0.81 123:0.38 126:0.54 127:0.43 129:0.05 135:0.44 140:0.45 145:0.93 146:0.78 147:0.82 149:0.42 150:0.94 151:0.71 152:1.00 153:0.72 154:0.31 159:0.34 161:0.54 162:0.64 163:0.94 164:0.86 167:0.83 169:0.97 172:0.41 173:0.61 177:0.05 179:0.87 181:0.52 186:0.84 187:0.39 189:0.99 191:0.94 195:0.63 202:0.81 212:0.61 215:0.79 216:0.73 220:0.99 235:0.22 238:0.90 241:0.72 242:0.82 243:0.80 247:0.12 248:0.73 256:0.81 259:0.21 260:0.82 261:0.99 265:0.88 266:0.27 267:0.44 268:0.83 271:0.61 276:0.35 283:0.60 285:0.62 297:0.36 300:0.25\n4 6:0.99 8:0.98 12:0.20 17:0.16 20:0.96 21:0.22 25:0.88 27:0.02 28:0.78 30:0.45 32:0.80 34:0.50 36:0.71 37:0.98 43:0.41 55:0.84 66:0.77 69:0.50 70:0.33 78:0.95 81:0.96 91:0.98 98:0.92 100:0.99 104:0.58 108:0.39 111:0.98 120:0.99 123:0.37 126:0.54 127:0.55 129:0.05 135:0.30 140:0.45 145:0.93 146:0.72 147:0.77 149:0.41 150:0.94 151:0.89 152:1.00 153:0.99 154:0.31 159:0.29 161:0.54 162:0.53 163:0.94 164:0.99 167:0.98 169:0.97 172:0.37 173:0.67 177:0.05 179:0.92 181:0.52 186:0.96 189:1.00 191:0.99 195:0.58 202:0.99 212:0.52 215:0.79 216:0.73 220:0.62 235:0.22 238:0.99 241:0.92 242:0.82 243:0.79 247:0.12 248:0.98 256:0.98 259:0.21 260:0.99 261:0.99 265:0.92 266:0.27 267:0.91 268:0.98 271:0.61 276:0.31 283:0.82 285:0.62 297:0.36 300:0.25\n1 12:0.20 17:0.24 21:0.54 27:0.45 28:0.78 30:0.91 32:0.80 34:0.73 36:0.17 37:0.50 43:0.32 55:0.84 66:0.69 69:0.70 70:0.13 81:0.91 91:0.17 98:0.39 108:0.53 123:0.51 126:0.54 127:0.13 129:0.05 135:0.97 145:0.42 146:0.51 147:0.57 149:0.29 150:0.83 154:0.24 159:0.18 161:0.54 163:0.92 167:0.68 172:0.21 173:0.67 177:0.05 178:0.55 179:0.61 181:0.52 187:0.68 195:0.75 212:0.61 215:0.58 216:0.77 235:0.60 241:0.39 242:0.82 243:0.73 247:0.12 259:0.21 265:0.41 266:0.17 267:0.95 271:0.61 276:0.23 283:0.60 297:0.36 300:0.13\n1 6:0.89 7:0.81 8:0.94 12:0.20 17:0.55 20:0.93 21:0.71 25:0.88 27:0.18 28:0.78 30:0.76 32:0.80 34:0.80 36:0.88 37:0.74 43:0.32 55:0.84 66:0.36 69:0.71 70:0.22 78:0.76 81:0.83 91:0.94 98:0.37 100:0.79 104:0.58 108:0.69 111:0.76 120:0.93 123:0.67 124:0.57 126:0.54 127:0.30 129:0.59 133:0.47 135:0.26 140:0.45 145:0.76 146:0.32 147:0.38 149:0.31 150:0.63 151:0.79 152:0.91 153:0.91 154:0.23 159:0.26 161:0.54 162:0.81 163:0.96 164:0.93 167:0.98 169:0.78 172:0.16 173:0.84 177:0.05 179:0.92 181:0.52 186:0.76 189:0.94 191:0.94 195:0.59 202:0.87 212:0.42 215:0.48 216:0.36 220:0.62 230:0.65 233:0.63 235:0.84 238:0.94 241:0.92 242:0.82 243:0.40 245:0.43 247:0.12 248:0.90 256:0.90 260:0.93 261:0.78 265:0.39 266:0.23 267:0.97 268:0.91 271:0.61 276:0.23 283:0.82 285:0.62 297:0.36 300:0.18\n1 7:0.81 12:0.20 17:0.85 21:0.68 27:0.31 28:0.78 30:0.76 32:0.80 34:0.50 36:0.82 37:0.83 43:0.25 55:0.59 66:0.36 69:0.83 70:0.15 81:0.85 91:0.78 98:0.19 104:0.89 106:0.81 108:0.76 120:0.83 123:0.74 124:0.52 126:0.54 127:0.18 129:0.59 133:0.47 135:0.93 140:0.45 145:0.93 146:0.05 147:0.05 149:0.20 150:0.68 151:0.70 153:0.71 154:0.18 159:0.23 161:0.54 162:0.73 163:0.98 164:0.84 167:0.91 172:0.10 173:0.90 177:0.05 179:0.93 181:0.52 187:0.39 195:0.65 202:0.76 206:0.81 212:0.95 215:0.49 216:0.59 220:0.97 230:0.65 233:0.63 235:0.84 241:0.77 242:0.82 243:0.34 245:0.37 247:0.12 248:0.75 256:0.80 260:0.84 265:0.21 266:0.12 267:0.87 268:0.80 271:0.61 276:0.14 285:0.62 297:0.36 300:0.13\n1 6:0.84 7:0.81 8:0.79 12:0.20 17:0.79 20:0.80 21:0.77 27:0.24 28:0.78 32:0.80 34:0.31 36:0.65 37:0.68 43:0.17 66:0.36 69:0.95 78:0.74 81:0.75 91:0.38 98:0.07 100:0.77 104:0.58 108:0.90 111:0.74 120:0.60 123:0.89 126:0.54 127:0.05 129:0.05 135:0.34 140:0.92 145:0.65 146:0.05 147:0.05 149:0.07 150:0.56 151:0.54 152:0.80 153:0.48 154:0.11 159:0.05 161:0.54 162:0.48 164:0.57 167:0.83 169:0.77 172:0.05 173:1.00 177:0.05 178:0.51 181:0.52 186:0.75 187:0.68 189:0.89 191:0.86 195:0.86 202:0.69 215:0.44 216:0.10 220:0.62 230:0.65 233:0.63 235:0.98 238:0.87 241:0.72 243:0.51 248:0.54 256:0.45 259:0.21 260:0.61 261:0.77 265:0.07 267:0.52 268:0.46 271:0.61 285:0.62 297:0.36\n2 6:0.99 8:0.86 12:0.20 17:0.57 20:0.73 21:0.22 25:0.88 27:0.02 28:0.78 30:0.68 32:0.80 34:0.42 36:0.64 37:0.98 43:0.41 55:0.84 66:0.79 69:0.51 70:0.31 78:0.84 81:0.96 91:0.31 98:0.88 100:0.73 104:0.58 108:0.39 111:0.82 120:0.69 123:0.38 126:0.54 127:0.43 129:0.05 135:0.61 140:0.45 145:0.93 146:0.78 147:0.82 149:0.42 150:0.94 151:0.66 152:1.00 153:0.48 154:0.31 159:0.34 161:0.54 162:0.54 163:0.94 164:0.57 167:0.73 169:0.98 172:0.41 173:0.61 177:0.05 179:0.87 181:0.52 186:0.84 187:0.87 195:0.63 202:0.56 212:0.61 215:0.79 216:0.73 235:0.22 241:0.57 242:0.82 243:0.80 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 261:0.99 265:0.88 266:0.27 267:0.82 268:0.46 271:0.61 276:0.35 285:0.62 297:0.36 300:0.25\n3 6:0.99 8:0.99 12:0.20 17:0.38 20:0.75 21:0.22 25:0.88 27:0.02 28:0.78 30:0.68 32:0.80 34:0.55 36:0.76 37:0.98 43:0.37 55:0.84 66:0.79 69:0.60 70:0.31 78:0.90 81:0.96 91:0.29 98:0.88 100:0.97 104:0.58 108:0.46 111:0.94 120:0.72 123:0.44 126:0.54 127:0.43 129:0.05 135:0.78 140:0.45 145:0.93 146:0.78 147:0.82 149:0.41 150:0.94 151:0.70 152:1.00 153:0.69 154:0.28 159:0.34 161:0.54 162:0.86 163:0.94 164:0.62 167:0.78 169:0.98 172:0.41 173:0.70 177:0.05 179:0.87 181:0.52 186:0.90 187:0.68 189:0.99 191:0.86 195:0.63 202:0.46 212:0.61 215:0.79 216:0.73 235:0.22 238:0.98 241:0.67 242:0.82 243:0.80 247:0.12 248:0.66 256:0.45 259:0.21 260:0.73 261:0.99 265:0.88 266:0.27 267:0.97 268:0.55 271:0.61 276:0.35 285:0.62 297:0.36 300:0.25\n1 1:0.69 11:0.92 12:0.37 17:0.70 18:0.87 21:0.47 27:0.54 29:0.62 30:0.57 32:0.80 34:0.66 36:0.75 37:0.61 39:0.37 43:0.81 44:0.93 45:0.96 66:0.98 69:0.53 70:0.77 71:0.70 74:0.85 77:0.89 81:0.38 83:0.60 85:0.80 86:0.95 91:0.38 97:0.89 98:0.91 99:0.83 101:0.97 104:0.96 106:0.81 108:0.41 114:0.57 117:0.86 122:0.75 123:0.39 126:0.44 127:0.50 129:0.05 131:0.61 135:0.69 139:0.95 144:0.76 145:0.89 146:0.97 147:0.98 149:0.91 150:0.54 154:0.76 155:0.58 157:0.95 158:0.72 159:0.70 165:0.70 166:0.82 172:0.95 173:0.38 176:0.55 177:0.70 178:0.55 179:0.20 182:0.86 187:0.39 192:0.59 195:0.86 201:0.68 206:0.81 208:0.54 212:0.60 215:0.41 216:0.65 222:0.48 227:0.61 229:0.61 231:0.88 232:0.97 235:0.60 241:0.12 242:0.28 243:0.98 246:0.61 247:0.88 253:0.47 259:0.21 265:0.91 266:0.54 267:0.99 271:0.14 276:0.89 279:0.82 282:0.88 283:0.78 287:0.61 290:0.57 297:0.36 299:0.88 300:0.70\n2 1:0.69 8:0.77 11:0.87 12:0.37 17:0.28 18:0.85 21:0.13 27:0.45 29:0.62 30:0.73 32:0.80 34:0.75 36:0.17 37:0.50 39:0.37 43:0.81 44:0.93 45:0.83 64:0.77 66:0.08 69:0.69 70:0.62 71:0.70 74:0.78 77:0.70 81:0.65 83:0.60 85:0.85 86:0.88 91:0.29 97:0.89 98:0.35 99:0.83 101:0.97 108:0.52 114:0.75 122:0.80 123:0.80 124:0.85 126:0.44 127:0.49 129:0.59 131:0.61 133:0.84 135:0.90 139:0.91 144:0.76 145:0.47 146:0.54 147:0.60 149:0.82 150:0.62 154:0.76 155:0.58 157:0.93 158:0.79 159:0.73 165:0.70 166:0.94 172:0.45 173:0.54 176:0.66 177:0.70 178:0.55 179:0.51 182:0.90 187:0.68 192:0.51 195:0.88 201:0.68 208:0.54 212:0.27 216:0.77 219:0.92 222:0.48 227:0.61 229:0.61 231:0.90 235:0.22 241:0.21 242:0.28 243:0.43 245:0.71 246:0.95 247:0.76 253:0.55 259:0.21 265:0.33 266:0.91 267:0.52 271:0.14 276:0.63 277:0.69 279:0.82 282:0.88 287:0.61 290:0.75 292:0.95 299:0.88 300:0.70\n2 1:0.74 11:0.87 12:0.37 17:0.26 18:0.81 21:0.40 27:0.45 29:0.62 30:0.86 32:0.80 34:0.75 36:0.18 37:0.50 39:0.37 43:0.82 44:0.93 45:0.77 60:0.87 64:0.77 66:0.54 69:0.69 70:0.46 71:0.70 74:0.76 77:0.70 81:0.58 83:0.91 85:0.80 86:0.88 91:0.22 98:0.36 101:0.97 108:0.52 114:0.62 122:0.80 123:0.50 124:0.50 126:0.54 127:0.17 129:0.05 131:0.61 133:0.43 135:0.93 139:0.92 144:0.76 145:0.50 146:0.55 147:0.61 149:0.82 150:0.76 154:0.77 155:0.67 157:0.91 158:0.91 159:0.33 165:0.93 166:0.93 172:0.48 173:0.61 176:0.73 177:0.70 178:0.55 179:0.36 182:0.90 187:0.68 192:0.87 195:0.82 201:0.93 208:0.64 212:0.42 215:0.42 216:0.77 219:0.95 222:0.48 227:0.61 229:0.61 231:0.90 235:0.60 241:0.41 242:0.33 243:0.63 245:0.66 246:0.95 247:0.67 253:0.49 259:0.21 265:0.38 266:0.63 267:0.82 271:0.14 276:0.43 279:0.86 282:0.88 283:0.78 287:0.61 290:0.62 292:0.91 297:0.36 299:0.88 300:0.55\n1 8:0.83 9:0.76 11:0.81 12:0.37 17:0.72 18:0.80 21:0.78 22:0.93 27:0.21 29:0.62 30:0.15 31:0.95 34:0.56 36:0.81 37:0.74 39:0.37 43:0.71 45:0.90 47:0.93 66:0.13 69:0.89 70:0.98 71:0.70 74:0.64 79:0.96 83:0.60 86:0.84 91:0.60 96:0.87 97:0.89 98:0.27 101:0.52 108:0.77 117:0.86 122:0.77 123:0.76 124:0.95 127:0.72 129:0.05 131:0.96 133:0.94 135:0.68 137:0.95 139:0.84 140:0.45 144:0.76 146:0.69 147:0.54 149:0.66 151:0.90 153:0.83 154:0.55 155:0.58 157:0.93 158:0.79 159:0.90 162:0.82 166:0.61 172:0.51 173:0.68 177:0.38 179:0.35 182:0.91 187:0.39 190:0.77 192:0.51 196:0.95 202:0.62 208:0.54 212:0.26 216:0.95 219:0.92 222:0.48 227:0.97 229:0.95 231:0.90 232:0.85 235:0.31 241:0.50 242:0.59 243:0.24 245:0.77 246:0.61 247:0.67 248:0.82 253:0.82 254:0.80 255:0.74 256:0.64 257:0.65 259:0.21 262:0.93 265:0.29 266:0.95 267:0.99 268:0.68 271:0.14 276:0.80 279:0.82 284:0.93 285:0.56 287:0.96 292:0.95 300:0.84\n2 1:0.74 7:0.81 9:0.76 11:0.81 12:0.37 17:0.93 18:0.88 21:0.59 22:0.93 27:0.72 29:0.62 30:0.60 31:0.93 32:0.75 34:0.90 36:0.32 37:0.37 39:0.37 43:0.65 44:0.93 45:0.88 47:0.93 64:0.77 66:0.90 69:0.23 70:0.74 71:0.70 74:0.86 77:0.98 79:0.93 81:0.45 83:0.60 86:0.94 91:0.61 96:0.80 97:0.89 98:0.98 99:0.83 101:0.52 108:0.18 114:0.58 117:0.86 121:0.90 122:0.80 123:0.18 126:0.54 127:0.81 129:0.05 131:0.96 135:0.70 137:0.93 139:0.96 140:0.45 144:0.76 145:0.76 146:0.86 147:0.89 149:0.64 150:0.67 151:0.81 153:0.48 154:0.94 155:0.67 157:0.94 158:0.79 159:0.44 162:0.86 165:0.70 166:0.93 172:0.73 173:0.33 176:0.73 177:0.70 179:0.62 182:0.91 187:0.21 190:0.77 192:0.87 195:0.63 196:0.96 201:0.93 202:0.36 204:0.89 208:0.64 212:0.52 215:0.39 216:0.10 219:0.92 222:0.48 227:0.97 229:0.95 230:0.87 231:0.90 232:0.92 233:0.76 235:0.80 241:0.21 242:0.42 243:0.91 246:0.95 247:0.76 248:0.73 253:0.82 254:0.74 255:0.74 256:0.45 259:0.21 262:0.93 265:0.98 266:0.63 267:0.76 268:0.46 271:0.14 276:0.60 279:0.82 281:0.91 282:0.84 284:0.87 285:0.56 287:0.96 290:0.58 292:0.95 297:0.36 300:0.70\n1 1:0.74 7:0.66 8:0.63 11:0.87 12:0.37 17:0.95 18:0.87 21:0.59 22:0.93 27:0.68 29:0.62 30:0.29 32:0.80 34:0.58 36:0.87 37:0.28 39:0.37 43:0.75 44:0.93 45:0.89 47:0.93 60:0.95 64:0.77 66:0.90 69:0.29 70:0.81 71:0.70 74:0.83 76:0.94 77:0.96 81:0.49 83:0.91 85:0.72 86:0.91 87:0.98 91:0.44 98:0.91 101:0.97 104:0.97 106:0.81 108:0.22 114:0.56 117:0.86 122:0.77 123:0.22 124:0.36 126:0.54 127:0.79 129:0.05 131:0.61 133:0.37 135:0.79 139:0.95 144:0.76 145:0.49 146:0.92 147:0.93 149:0.82 150:0.72 154:0.66 155:0.67 157:0.95 158:0.91 159:0.58 165:0.93 166:0.93 172:0.87 173:0.27 176:0.66 177:0.70 178:0.55 179:0.38 182:0.90 187:0.39 192:0.87 195:0.74 201:0.93 204:0.85 206:0.81 208:0.64 212:0.61 215:0.38 216:0.10 219:0.95 222:0.48 227:0.61 229:0.61 230:0.69 231:0.90 232:0.72 233:0.76 235:0.95 241:0.02 242:0.51 243:0.90 245:0.66 246:0.95 247:0.67 253:0.46 259:0.21 262:0.93 265:0.91 266:0.38 267:0.92 271:0.14 276:0.78 279:0.86 281:0.91 282:0.88 283:0.78 287:0.61 290:0.56 292:0.91 297:0.36 299:0.88 300:0.55\n1 1:0.74 8:0.77 11:0.87 12:0.37 17:0.77 18:0.93 21:0.22 22:0.93 27:0.37 29:0.62 30:0.84 32:0.80 34:0.84 36:0.95 37:0.70 39:0.37 43:0.95 44:0.93 45:0.83 47:0.93 60:0.87 64:0.77 66:0.86 69:0.19 70:0.40 71:0.70 74:0.92 77:0.70 81:0.71 83:0.91 85:0.94 86:0.97 91:0.54 98:0.86 101:0.97 104:0.89 106:0.81 108:0.15 114:0.71 117:0.86 122:0.57 123:0.15 124:0.37 126:0.54 127:0.57 129:0.05 131:0.61 133:0.43 135:0.89 139:0.98 144:0.76 145:0.49 146:0.88 147:0.90 149:0.96 150:0.82 154:0.95 155:0.67 157:0.96 158:0.91 159:0.52 165:0.93 166:0.94 172:0.86 173:0.23 176:0.73 177:0.70 178:0.55 179:0.35 182:0.90 187:0.21 192:0.87 195:0.72 201:0.93 204:0.85 206:0.81 208:0.64 212:0.81 215:0.51 216:0.65 219:0.95 222:0.48 227:0.61 229:0.61 231:0.90 232:0.92 235:0.42 241:0.10 242:0.24 243:0.86 245:0.75 246:0.95 247:0.79 253:0.55 259:0.21 262:0.93 265:0.86 266:0.47 267:0.95 271:0.14 276:0.77 279:0.86 281:0.91 282:0.88 283:0.78 287:0.61 290:0.71 292:0.91 297:0.36 299:0.88 300:0.43\n1 8:0.61 9:0.80 12:0.37 17:0.90 18:0.57 21:0.78 27:0.55 29:0.62 30:0.21 31:0.96 32:0.64 34:0.96 36:0.85 37:0.46 39:0.37 41:0.82 43:0.17 55:0.92 66:0.18 69:0.97 70:0.86 71:0.70 74:0.27 79:0.96 83:0.91 86:0.57 91:0.71 96:0.89 98:0.18 108:0.95 120:0.73 123:0.94 124:0.88 127:0.98 129:0.59 131:0.96 133:0.86 135:0.90 137:0.96 139:0.55 140:0.95 144:0.76 145:0.80 146:0.47 147:0.05 149:0.12 151:0.91 153:0.72 154:0.10 155:0.67 157:0.61 159:0.92 162:0.80 163:0.87 164:0.64 166:0.61 172:0.16 173:0.93 175:0.75 177:0.05 178:0.48 179:0.90 182:0.91 187:0.21 192:0.87 195:0.98 196:0.87 202:0.75 208:0.64 212:0.37 216:0.14 220:0.74 222:0.48 227:0.97 229:0.95 231:0.90 235:0.52 241:0.32 242:0.16 243:0.18 244:0.61 245:0.45 246:0.61 247:0.60 248:0.81 253:0.82 254:0.90 255:0.95 256:0.77 257:0.84 259:0.21 260:0.74 265:0.19 266:0.47 267:0.69 268:0.80 271:0.14 276:0.33 277:0.69 284:0.95 285:0.62 287:0.96 300:0.55\n2 1:0.74 8:0.75 11:0.87 12:0.37 17:0.49 18:0.87 21:0.47 27:0.34 29:0.62 30:0.62 32:0.80 34:0.40 36:0.36 37:0.57 39:0.37 43:0.86 44:0.93 45:0.88 64:0.77 66:0.09 69:0.60 70:0.57 71:0.70 74:0.79 77:0.70 81:0.53 83:0.91 85:0.88 86:0.93 91:0.44 98:0.37 101:0.97 108:0.62 114:0.60 122:0.80 123:0.91 124:0.93 126:0.54 127:0.69 129:0.81 131:0.61 133:0.93 135:0.70 139:0.93 144:0.76 145:0.87 146:0.23 147:0.29 149:0.91 150:0.74 154:0.83 155:0.67 157:0.95 159:0.81 165:0.93 166:0.93 172:0.41 173:0.38 176:0.73 177:0.70 178:0.55 179:0.38 182:0.90 187:0.21 192:0.87 195:0.92 201:0.93 202:0.36 208:0.64 212:0.21 215:0.41 216:0.76 222:0.48 227:0.61 229:0.61 231:0.90 235:0.68 241:0.37 242:0.31 243:0.23 245:0.77 246:0.95 247:0.76 253:0.48 259:0.21 265:0.32 266:0.91 267:0.59 271:0.14 276:0.77 277:0.69 282:0.88 287:0.61 290:0.60 297:0.36 299:0.88 300:0.55\n2 1:0.69 8:0.80 9:0.76 11:0.81 12:0.37 17:0.95 18:0.95 21:0.05 27:0.72 29:0.62 30:0.70 31:0.95 34:0.20 36:0.45 37:0.73 39:0.37 43:0.71 45:0.95 64:0.77 66:0.95 69:0.33 70:0.57 71:0.70 74:0.87 79:0.95 81:0.75 83:0.60 86:0.97 87:0.98 91:0.86 96:0.86 97:0.94 98:0.94 99:0.83 101:0.52 108:0.26 114:0.85 122:0.80 123:0.25 126:0.44 127:0.62 129:0.05 131:0.96 135:0.76 137:0.95 139:0.96 140:0.45 144:0.76 146:0.92 147:0.94 149:0.90 150:0.70 151:0.90 153:0.80 154:0.54 155:0.58 157:0.96 158:0.79 159:0.54 162:0.78 165:0.70 166:0.94 172:0.88 173:0.31 176:0.66 177:0.70 179:0.34 182:0.91 190:0.77 192:0.51 196:0.97 201:0.68 202:0.59 208:0.54 212:0.55 216:0.04 219:0.92 222:0.48 227:0.97 228:0.99 229:0.95 231:0.90 232:0.72 235:0.12 241:0.84 242:0.55 243:0.96 246:0.95 247:0.67 248:0.80 253:0.87 254:0.84 255:0.74 256:0.58 259:0.21 265:0.94 266:0.38 267:0.76 268:0.64 271:0.14 276:0.80 279:0.82 284:0.92 285:0.56 287:0.96 290:0.85 292:0.95 300:0.55\n2 1:0.69 7:0.81 8:0.71 9:0.76 11:0.87 12:0.37 17:0.87 18:0.97 21:0.40 22:0.93 27:0.31 29:0.62 30:0.67 31:0.86 34:0.59 36:0.79 37:0.77 39:0.37 43:0.70 44:0.90 45:0.96 47:0.93 48:0.91 64:0.77 66:0.67 69:0.80 70:0.64 71:0.70 74:0.91 76:0.85 77:0.70 79:0.86 81:0.42 83:0.60 85:0.72 86:0.97 91:0.75 96:0.68 97:0.97 98:0.88 99:0.83 101:0.97 108:0.64 114:0.61 117:0.86 121:0.90 122:0.80 123:0.62 124:0.47 126:0.44 127:0.71 129:0.05 131:0.96 133:0.43 135:0.89 137:0.86 139:0.98 140:0.80 144:0.76 145:0.49 146:0.94 147:0.55 149:0.94 150:0.55 151:0.49 153:0.48 154:0.53 155:0.67 157:0.96 158:0.79 159:0.68 162:0.62 165:0.70 166:0.93 172:0.89 173:0.75 176:0.66 177:0.38 178:0.42 179:0.26 182:0.91 187:0.21 190:0.77 191:0.70 192:0.87 195:0.84 196:0.90 201:0.68 202:0.50 204:0.89 208:0.64 212:0.60 216:0.31 219:0.92 220:0.91 222:0.48 227:0.97 229:0.95 230:0.87 231:0.90 232:0.93 233:0.76 235:0.52 241:0.03 242:0.50 243:0.31 245:0.94 246:0.95 247:0.84 248:0.48 253:0.51 255:0.74 256:0.45 257:0.65 259:0.21 262:0.93 265:0.88 266:0.54 267:0.79 268:0.46 271:0.14 276:0.86 279:0.82 281:0.91 282:0.77 284:0.87 285:0.56 287:0.96 290:0.61 292:0.95 300:0.55\n2 1:0.74 8:0.61 9:0.80 11:0.87 12:0.37 17:0.40 18:0.81 21:0.30 22:0.93 27:0.34 29:0.62 30:0.74 31:0.95 32:0.80 34:0.64 36:0.71 37:0.57 39:0.37 41:0.90 43:0.86 44:0.93 45:0.77 47:0.93 60:0.95 64:0.77 66:0.26 69:0.59 70:0.41 71:0.70 74:0.77 77:0.70 79:0.94 81:0.64 83:0.91 85:0.85 86:0.89 91:0.53 96:0.83 98:0.42 101:0.97 104:0.84 106:0.81 108:0.74 114:0.65 117:0.86 120:0.73 122:0.80 123:0.73 124:0.81 126:0.54 127:0.40 129:0.81 131:0.96 133:0.78 135:0.99 137:0.95 139:0.93 140:0.45 144:0.76 145:0.89 146:0.17 147:0.22 149:0.84 150:0.79 151:0.87 153:0.48 154:0.83 155:0.67 157:0.92 158:0.92 159:0.60 162:0.81 163:0.75 164:0.73 165:0.93 166:0.93 172:0.41 173:0.48 176:0.73 177:0.70 179:0.56 182:0.91 187:0.21 192:0.87 195:0.81 196:0.97 201:0.93 202:0.61 206:0.81 208:0.64 212:0.28 215:0.44 216:0.76 219:0.95 220:0.74 222:0.48 227:0.97 229:0.95 231:0.90 232:0.89 235:0.52 241:0.32 242:0.29 243:0.23 245:0.68 246:0.95 247:0.67 248:0.80 253:0.84 255:0.95 256:0.64 259:0.21 260:0.74 262:0.93 265:0.44 266:0.80 267:0.69 268:0.66 271:0.14 276:0.57 277:0.69 279:0.86 282:0.88 283:0.82 284:0.94 285:0.62 287:0.96 290:0.65 292:0.95 297:0.36 299:0.88 300:0.43\n1 1:0.74 11:0.87 12:0.37 17:0.59 18:0.84 21:0.47 27:0.34 29:0.62 30:0.75 32:0.80 34:0.63 36:0.62 37:0.57 39:0.37 43:0.86 44:0.93 45:0.73 64:0.77 66:0.31 69:0.60 70:0.47 71:0.70 74:0.76 77:0.70 81:0.53 83:0.91 85:0.88 86:0.92 91:0.38 98:0.44 101:0.97 108:0.62 114:0.60 122:0.57 123:0.60 124:0.73 126:0.54 127:0.53 129:0.81 131:0.61 133:0.67 135:0.87 139:0.92 144:0.76 145:0.87 146:0.23 147:0.29 149:0.89 150:0.74 154:0.83 155:0.67 157:0.92 159:0.63 165:0.93 166:0.93 172:0.48 173:0.51 176:0.73 177:0.70 178:0.55 179:0.57 182:0.90 187:0.21 192:0.87 195:0.79 201:0.93 208:0.64 212:0.23 215:0.41 216:0.76 222:0.48 227:0.61 229:0.61 231:0.90 235:0.68 241:0.27 242:0.33 243:0.36 245:0.75 246:0.95 247:0.76 253:0.47 259:0.21 265:0.46 266:0.75 267:0.85 271:0.14 276:0.55 282:0.88 287:0.61 290:0.60 297:0.36 299:0.88 300:0.55\n2 1:0.74 7:0.81 8:0.59 9:0.80 11:0.87 12:0.37 17:0.89 18:0.96 21:0.47 22:0.93 27:0.58 29:0.62 30:0.76 31:0.86 34:0.99 36:0.41 37:0.42 39:0.37 41:0.82 43:0.64 44:0.90 45:0.96 47:0.93 64:0.77 66:0.97 69:0.78 70:0.53 71:0.70 74:0.93 77:0.99 79:0.86 81:0.60 83:0.91 85:0.85 86:0.98 91:0.37 96:0.68 97:0.89 98:0.75 99:0.83 101:0.97 108:0.61 114:0.60 117:0.86 120:0.54 121:0.90 122:0.80 123:0.59 126:0.54 127:0.24 129:0.05 131:0.96 135:0.86 137:0.86 139:0.98 140:0.45 144:0.76 145:0.80 146:0.87 147:0.89 149:0.89 150:0.76 151:0.48 153:0.48 154:0.54 155:0.67 157:0.97 158:0.79 159:0.44 162:0.86 164:0.57 165:1.00 166:0.93 172:0.92 173:0.74 176:0.73 177:0.70 179:0.16 182:0.91 187:0.21 192:0.87 195:0.79 196:0.89 201:0.93 202:0.36 204:0.89 208:0.64 212:0.87 215:0.41 216:0.23 219:0.92 220:0.93 222:0.48 227:0.97 229:0.95 230:0.87 231:0.90 232:0.91 233:0.76 235:0.80 241:0.03 242:0.50 243:0.97 246:0.95 247:0.76 248:0.48 253:0.50 255:0.95 256:0.45 259:0.21 260:0.54 262:0.93 265:0.75 266:0.47 267:0.69 268:0.46 271:0.14 276:0.85 279:0.82 281:0.91 282:0.77 284:0.89 285:0.62 287:0.96 290:0.60 292:0.95 297:0.36 300:0.70\n1 1:0.74 11:0.87 12:0.37 17:0.36 18:0.89 21:0.47 27:0.34 29:0.62 30:0.60 32:0.80 34:0.80 36:0.31 37:0.57 39:0.37 43:0.86 44:0.93 45:0.87 64:0.77 66:0.10 69:0.60 70:0.70 71:0.70 74:0.80 77:0.70 81:0.53 83:0.91 85:0.90 86:0.94 91:0.35 98:0.43 101:0.97 108:0.92 114:0.60 122:0.80 123:0.88 124:0.91 126:0.54 127:0.71 129:0.89 131:0.61 133:0.90 135:0.91 139:0.94 144:0.76 145:0.87 146:0.23 147:0.29 149:0.91 150:0.74 154:0.83 155:0.67 157:0.95 159:0.81 165:0.93 166:0.93 172:0.51 173:0.38 176:0.73 177:0.70 178:0.55 179:0.35 182:0.90 187:0.21 192:0.87 195:0.92 201:0.93 208:0.64 212:0.47 215:0.41 216:0.76 222:0.48 227:0.61 229:0.61 231:0.90 235:0.68 241:0.27 242:0.22 243:0.22 245:0.82 246:0.95 247:0.84 253:0.48 259:0.21 265:0.30 266:0.92 267:0.82 271:0.14 276:0.80 282:0.88 287:0.61 290:0.60 297:0.36 299:0.88 300:0.70\n2 1:0.74 8:0.60 11:0.87 12:0.37 17:0.66 18:0.85 21:0.40 22:0.93 27:0.34 29:0.62 30:0.55 32:0.80 34:0.49 36:0.87 37:0.57 39:0.37 43:0.83 44:0.93 45:0.83 47:0.93 64:0.77 66:0.61 69:0.59 70:0.80 71:0.70 74:0.84 77:0.89 81:0.56 83:0.60 85:0.80 86:0.94 91:0.23 97:0.89 98:0.74 99:0.83 101:0.97 104:0.88 106:0.81 108:0.45 114:0.62 117:0.86 122:0.57 123:0.43 124:0.50 126:0.54 127:0.43 129:0.59 131:0.61 133:0.46 135:0.99 139:0.95 144:0.76 145:0.86 146:0.77 147:0.81 149:0.74 150:0.72 154:0.82 155:0.67 157:0.94 158:0.91 159:0.46 165:0.70 166:0.93 172:0.68 173:0.60 176:0.73 177:0.70 178:0.55 179:0.47 182:0.90 187:0.21 192:0.87 195:0.68 201:0.93 206:0.81 208:0.64 212:0.50 215:0.42 216:0.76 219:0.95 222:0.48 227:0.61 229:0.61 231:0.90 232:0.95 235:0.60 241:0.27 242:0.27 243:0.68 245:0.81 246:0.95 247:0.82 253:0.50 259:0.21 262:0.93 265:0.74 266:0.47 267:0.98 271:0.14 276:0.65 279:0.86 282:0.88 283:0.77 287:0.61 290:0.62 292:0.91 297:0.36 300:0.70\n0 7:0.81 12:0.20 17:0.34 18:0.62 21:0.22 26:0.96 27:0.67 29:0.62 30:0.91 32:0.75 34:0.40 36:1.00 37:0.84 39:0.37 43:0.15 44:0.93 48:0.97 55:0.84 58:0.93 66:0.60 69:0.79 70:0.28 71:0.97 74:0.57 77:0.70 81:0.48 86:0.63 91:0.68 98:0.64 104:0.58 108:0.63 120:0.59 121:0.90 123:0.60 124:0.55 126:0.26 127:0.54 129:0.05 133:0.62 135:0.34 139:0.82 140:0.45 141:0.91 145:0.70 146:0.69 147:0.44 149:0.23 150:0.38 151:0.51 153:0.48 154:0.11 155:0.67 159:0.50 162:0.86 163:0.94 164:0.53 172:0.45 173:0.82 175:0.75 177:0.05 179:0.79 187:0.21 190:0.89 192:0.87 195:0.73 199:0.94 202:0.36 204:0.89 208:0.64 212:0.39 215:0.51 216:0.15 220:0.74 222:0.76 223:0.95 224:0.93 230:0.87 233:0.76 234:0.91 235:0.22 241:0.83 242:0.76 243:0.25 244:0.83 245:0.53 247:0.39 248:0.51 253:0.38 256:0.45 257:0.84 259:0.21 260:0.58 265:0.65 266:0.38 267:0.82 268:0.46 271:0.21 274:0.91 276:0.44 277:0.69 281:0.91 282:0.83 285:0.47 297:0.36 300:0.33\n1 1:0.74 7:0.66 11:0.64 12:0.20 17:0.67 18:0.79 21:0.22 26:0.99 27:0.49 29:0.62 30:0.38 32:0.75 34:0.95 36:0.21 37:0.72 39:0.37 43:0.59 44:0.93 45:0.77 58:0.93 64:0.77 66:0.83 69:0.77 70:0.50 71:0.97 74:0.66 77:0.70 81:0.73 83:0.91 86:0.86 91:0.42 98:0.43 101:0.52 108:0.60 114:0.71 122:0.57 123:0.58 126:0.54 127:0.14 129:0.05 135:0.87 139:0.89 141:0.91 145:0.67 146:0.54 147:0.60 149:0.29 150:0.83 154:0.66 155:0.67 159:0.19 165:0.93 172:0.51 173:0.77 176:0.73 177:0.70 178:0.55 179:0.28 187:0.39 192:0.87 195:0.74 199:0.96 201:0.93 204:0.85 208:0.64 212:0.70 215:0.51 216:0.62 222:0.76 223:0.99 224:0.93 230:0.69 233:0.76 234:0.91 235:0.42 241:0.35 242:0.29 243:0.84 247:0.67 253:0.53 254:0.92 259:0.21 265:0.45 266:0.38 267:0.52 271:0.21 274:0.91 276:0.41 281:0.91 282:0.84 290:0.71 297:0.36 300:0.33\n2 1:0.69 7:0.72 11:0.64 12:0.20 17:0.15 18:0.75 21:0.22 26:0.99 27:0.39 29:0.62 30:0.28 32:0.69 34:0.29 36:0.26 37:0.89 39:0.37 43:0.79 45:0.66 55:0.45 58:0.93 66:0.87 69:0.60 70:0.70 71:0.97 74:0.60 76:0.85 77:0.70 81:0.62 86:0.84 91:0.49 98:0.69 101:0.52 104:0.79 108:0.45 114:0.67 123:0.44 126:0.44 127:0.21 129:0.05 135:0.44 139:0.80 141:0.91 145:0.56 146:0.52 147:0.58 149:0.57 150:0.59 154:0.73 155:0.58 159:0.19 172:0.63 173:0.76 176:0.66 177:0.70 178:0.55 179:0.42 187:0.39 192:0.59 195:0.58 199:0.94 201:0.68 204:0.85 208:0.54 212:0.93 215:0.51 216:0.82 222:0.76 223:0.99 224:0.93 230:0.74 233:0.73 234:0.91 235:0.31 241:0.44 242:0.28 243:0.88 247:0.74 253:0.51 259:0.21 265:0.69 266:0.17 267:0.44 271:0.21 274:0.91 276:0.51 282:0.77 290:0.67 297:0.36 300:0.43\n3 7:0.81 8:0.89 12:0.20 17:0.11 18:0.62 21:0.22 26:0.96 27:0.67 29:0.62 30:0.91 32:0.75 34:0.33 36:1.00 37:0.84 39:0.37 43:0.16 44:0.93 48:0.97 55:0.84 58:0.93 66:0.60 69:0.77 70:0.28 71:0.97 74:0.57 77:0.70 81:0.48 86:0.63 91:0.74 98:0.65 104:0.58 108:0.61 120:0.64 121:0.90 123:0.58 124:0.55 126:0.26 127:0.57 129:0.05 133:0.62 135:0.37 139:0.82 140:0.45 141:0.91 145:0.70 146:0.69 147:0.44 149:0.23 150:0.38 151:0.53 153:0.82 154:0.11 155:0.67 159:0.49 162:0.54 163:0.86 164:0.71 172:0.45 173:0.80 175:0.75 177:0.05 179:0.79 190:0.89 192:0.87 195:0.72 199:0.94 202:0.76 204:0.89 208:0.64 212:0.39 215:0.51 216:0.15 220:0.82 222:0.76 223:0.95 224:0.93 230:0.87 233:0.76 234:0.91 235:0.22 241:0.89 242:0.76 243:0.25 244:0.83 245:0.53 247:0.39 248:0.55 253:0.38 256:0.71 257:0.84 259:0.21 260:0.62 265:0.65 266:0.38 267:0.79 268:0.74 271:0.21 274:0.91 276:0.44 277:0.69 281:0.91 282:0.83 285:0.47 297:0.36 300:0.33\n2 1:0.74 11:0.64 12:0.20 17:0.34 18:0.79 21:0.30 26:0.99 27:0.47 29:0.62 30:0.76 32:0.79 34:0.74 36:0.41 37:0.29 39:0.37 43:0.76 44:0.93 45:0.83 58:0.93 64:0.77 66:0.30 69:0.52 70:0.53 71:0.97 74:0.71 77:0.70 81:0.64 83:0.60 86:0.89 91:0.25 98:0.23 99:0.83 101:0.52 104:0.91 108:0.62 114:0.65 122:0.57 123:0.60 124:0.73 126:0.54 127:0.62 129:0.59 133:0.66 135:0.37 139:0.89 141:0.91 145:0.44 146:0.19 147:0.24 149:0.61 150:0.76 154:0.84 155:0.67 159:0.53 165:0.70 172:0.32 173:0.50 176:0.73 177:0.70 178:0.55 179:0.78 187:0.68 192:0.87 195:0.71 199:0.96 201:0.93 208:0.64 212:0.49 215:0.44 216:0.73 222:0.76 223:0.99 224:0.93 234:0.91 235:0.52 241:0.01 242:0.38 243:0.31 245:0.60 247:0.47 253:0.50 259:0.21 265:0.25 266:0.38 267:0.36 271:0.21 274:0.91 276:0.34 282:0.87 290:0.65 297:0.36 300:0.55\n4 1:0.74 6:1.00 8:0.96 9:0.80 11:0.64 12:0.20 17:0.30 18:0.73 20:0.99 21:0.59 26:1.00 27:1.00 29:0.62 30:0.33 31:0.97 34:0.49 36:0.88 37:0.73 39:0.37 43:0.74 45:0.66 58:1.00 64:0.77 66:0.32 69:0.85 70:0.49 71:0.97 74:0.39 78:0.96 79:0.97 81:0.45 83:0.60 86:0.80 91:0.82 96:0.91 98:0.55 99:0.83 100:1.00 101:0.52 104:0.58 108:0.41 111:1.00 114:0.58 120:0.78 123:0.39 124:0.61 126:0.54 127:0.36 129:0.05 133:0.43 135:0.58 137:0.97 139:0.77 140:0.45 141:1.00 146:0.22 147:0.57 149:0.51 150:0.67 151:0.94 152:0.99 153:0.82 154:0.64 155:0.67 159:0.33 162:0.81 164:0.86 165:0.70 169:1.00 172:0.21 173:0.96 176:0.73 177:0.38 179:0.85 186:0.96 189:1.00 192:0.87 196:0.94 199:0.98 201:0.93 202:0.80 208:0.64 212:0.19 215:0.39 216:0.16 222:0.76 223:1.00 224:0.99 234:0.98 235:0.80 238:1.00 241:0.89 242:0.19 243:0.49 245:0.54 247:0.55 248:0.85 253:0.86 255:0.95 256:0.85 257:0.65 259:0.21 260:0.79 261:1.00 265:0.57 266:0.47 267:0.91 268:0.85 271:0.21 274:0.99 276:0.29 277:0.69 284:0.98 285:0.62 290:0.58 297:0.36 300:0.33\n0 8:0.99 11:0.64 12:0.20 17:0.04 18:0.70 21:0.13 26:0.95 27:0.47 29:0.62 30:0.76 34:0.36 36:0.83 37:0.64 39:0.37 43:0.60 45:0.66 55:0.71 58:0.93 66:0.77 69:0.63 70:0.29 71:0.97 74:0.36 81:0.58 86:0.73 91:0.88 98:0.76 101:0.52 104:0.76 108:0.48 120:0.64 123:0.46 126:0.26 127:0.25 129:0.05 135:0.47 139:0.70 140:0.45 141:0.91 146:0.57 147:0.63 149:0.33 150:0.43 151:0.53 153:0.83 154:0.49 159:0.21 162:0.80 164:0.82 172:0.37 173:0.80 177:0.70 179:0.81 190:0.89 199:0.94 202:0.79 212:0.73 215:0.61 216:0.31 220:0.91 222:0.76 223:0.94 224:0.93 234:0.91 235:0.12 241:0.90 242:0.24 243:0.79 244:0.61 247:0.47 248:0.55 253:0.29 256:0.84 259:0.21 260:0.62 265:0.76 266:0.23 267:0.28 268:0.84 271:0.21 274:0.91 276:0.29 283:0.78 285:0.47 297:0.36 300:0.25\n0 11:0.64 12:0.20 17:0.64 18:0.96 21:0.78 26:0.99 27:0.67 29:0.62 30:0.13 34:0.47 36:0.47 37:0.84 39:0.37 43:0.06 45:0.93 58:0.93 66:0.12 69:0.08 70:0.88 71:0.97 74:0.81 86:0.99 91:0.18 98:0.39 101:0.52 104:0.58 108:0.90 122:0.57 123:0.90 124:0.94 127:0.85 129:0.98 133:0.94 135:0.19 139:0.98 141:0.91 146:0.22 147:0.27 149:0.11 154:0.91 159:0.85 172:0.61 173:0.08 177:0.70 178:0.55 179:0.26 187:0.21 199:0.97 212:0.47 216:0.15 222:0.76 223:0.99 224:0.93 234:0.91 235:0.05 241:0.21 242:0.23 243:0.12 245:0.86 247:0.76 253:0.44 254:0.80 259:0.21 265:0.41 266:0.71 267:0.23 271:0.21 274:0.91 276:0.87 300:0.70\n1 6:1.00 9:0.80 11:0.64 12:0.20 17:0.32 18:0.70 20:0.91 21:0.40 26:1.00 27:1.00 29:0.62 30:0.71 31:0.89 34:0.83 36:0.81 37:0.73 39:0.37 43:0.80 45:0.73 58:0.98 66:0.82 69:0.74 70:0.24 71:0.97 74:0.52 78:0.72 79:0.88 81:0.34 83:0.60 86:0.81 91:0.44 96:0.72 98:0.65 100:0.96 101:0.52 104:0.58 108:0.57 111:0.90 120:0.59 123:0.54 126:0.26 127:0.19 129:0.05 135:0.47 137:0.89 139:0.78 140:0.45 141:1.00 146:0.65 147:0.70 149:0.73 150:0.31 151:0.56 152:0.99 153:0.48 154:0.74 155:0.67 159:0.24 162:0.86 164:0.67 169:1.00 172:0.48 173:0.80 177:0.70 179:0.56 186:0.73 187:0.21 192:0.87 196:0.90 199:0.95 202:0.50 208:0.64 212:0.50 215:0.42 216:0.16 220:0.82 222:0.76 223:1.00 224:0.99 234:0.99 235:0.42 241:0.39 242:0.53 243:0.83 247:0.47 248:0.58 253:0.48 255:0.95 256:0.58 259:0.21 260:0.59 261:1.00 265:0.66 266:0.38 267:0.59 268:0.59 271:0.21 274:0.98 276:0.38 284:0.92 285:0.62 297:0.36 300:0.18\n1 1:0.74 7:0.66 11:0.64 12:0.20 17:0.66 18:0.69 20:0.91 21:0.40 26:0.99 27:0.59 29:0.62 30:0.21 32:0.80 34:0.77 36:0.34 37:0.62 39:0.37 43:0.11 44:0.93 45:0.73 58:0.93 64:0.77 66:0.80 69:0.78 70:0.50 71:0.97 74:0.65 77:0.70 78:0.72 81:0.57 83:0.60 86:0.80 91:0.37 98:0.38 99:0.83 100:0.73 101:0.52 108:0.61 111:0.72 114:0.62 123:0.59 126:0.54 127:0.13 129:0.05 135:0.89 139:0.86 141:0.91 145:0.52 146:0.38 147:0.45 149:0.08 150:0.73 152:0.85 154:0.67 155:0.67 159:0.15 165:0.70 169:0.72 172:0.45 173:0.86 176:0.73 177:0.70 178:0.55 179:0.28 186:0.73 187:0.39 192:0.87 195:0.64 199:0.95 201:0.93 204:0.85 208:0.64 212:0.90 215:0.42 216:0.50 222:0.76 223:0.99 224:0.93 230:0.69 233:0.73 234:0.91 235:0.60 241:0.60 242:0.40 243:0.82 247:0.47 253:0.47 254:0.90 259:0.21 261:0.73 265:0.41 266:0.17 267:0.44 271:0.21 274:0.91 276:0.37 281:0.91 282:0.88 290:0.62 297:0.36 300:0.33\n3 11:0.64 12:0.20 17:0.47 18:0.82 21:0.22 26:0.98 27:1.00 29:0.62 30:0.72 34:0.73 36:0.81 37:0.73 39:0.37 43:0.93 45:0.83 58:0.93 66:0.49 69:0.27 70:0.53 71:0.97 74:0.71 81:0.48 86:0.92 91:0.35 98:0.58 101:0.52 104:0.58 108:0.21 122:0.80 123:0.20 124:0.56 126:0.26 127:0.33 129:0.59 133:0.46 135:0.65 139:0.89 141:0.91 146:0.68 147:0.73 149:0.89 150:0.38 154:0.93 159:0.46 172:0.57 173:0.26 177:0.70 178:0.55 179:0.49 187:0.21 199:0.95 212:0.60 215:0.51 216:0.16 222:0.76 223:0.98 224:0.93 234:0.91 235:0.22 241:0.27 242:0.37 243:0.60 245:0.79 247:0.55 253:0.41 259:0.21 265:0.59 266:0.54 267:0.69 271:0.21 274:0.91 276:0.56 297:0.36 300:0.55\n1 1:0.69 7:0.63 11:0.75 12:0.20 17:0.36 18:0.64 21:0.13 27:0.45 28:0.96 29:0.71 30:0.10 34:0.74 36:0.17 37:0.50 39:0.90 43:0.64 45:0.73 55:0.71 66:0.43 69:0.60 70:0.92 71:0.77 74:0.52 81:0.51 83:0.60 86:0.74 91:0.18 98:0.45 99:0.83 101:0.52 108:0.86 114:0.75 123:0.85 124:0.80 126:0.44 127:0.50 129:0.05 131:0.61 133:0.81 135:0.86 139:0.71 144:0.57 145:0.49 146:0.53 147:0.59 149:0.32 150:0.57 154:0.74 155:0.58 157:0.82 159:0.67 161:0.86 165:0.70 166:0.79 167:0.53 172:0.54 173:0.47 176:0.66 177:0.70 178:0.55 179:0.56 181:0.80 182:0.88 187:0.68 192:0.59 201:0.68 208:0.54 212:0.39 215:0.61 216:0.77 222:0.97 227:0.61 229:0.61 230:0.63 231:0.69 233:0.73 235:0.22 241:0.18 242:0.76 243:0.39 245:0.64 246:0.86 247:0.60 253:0.54 254:0.84 259:0.21 265:0.47 266:0.80 267:0.52 271:0.94 276:0.60 277:0.87 287:0.61 290:0.75 297:0.36 300:0.70\n2 1:0.74 11:0.75 12:0.20 17:0.66 18:0.65 21:0.47 27:0.07 28:0.96 29:0.71 30:0.15 32:0.68 34:0.56 36:0.32 37:0.88 39:0.90 43:0.28 44:0.90 45:0.66 55:0.59 64:0.77 66:0.20 69:0.69 70:0.95 71:0.77 74:0.45 77:0.70 81:0.47 83:0.60 86:0.66 91:0.46 96:0.80 98:0.53 99:0.83 101:0.52 104:0.92 106:0.81 108:0.84 114:0.60 117:0.86 123:0.50 124:0.84 126:0.54 127:0.63 129:0.59 131:0.81 133:0.81 135:0.73 139:0.72 140:0.45 144:0.57 145:0.58 146:0.81 147:0.84 149:0.36 150:0.67 151:0.60 153:0.48 154:0.47 155:0.67 157:0.77 158:0.72 159:0.76 161:0.86 162:0.86 165:0.70 166:0.79 167:0.56 172:0.61 173:0.54 176:0.73 177:0.70 179:0.36 181:0.80 182:0.88 187:0.68 190:0.89 192:0.87 195:0.89 201:0.93 202:0.36 206:0.81 208:0.64 212:0.29 215:0.41 216:0.58 222:0.97 227:0.82 229:0.61 231:0.69 232:0.94 235:0.68 241:0.32 242:0.61 243:0.40 244:0.61 245:0.83 246:0.86 247:0.76 248:0.59 253:0.51 256:0.45 259:0.21 265:0.45 266:0.91 267:0.36 268:0.46 271:0.94 276:0.78 282:0.77 285:0.47 287:0.61 290:0.60 297:0.36 300:0.84\n1 1:0.69 7:0.63 11:0.64 12:0.20 17:0.43 18:0.74 21:0.64 27:0.45 28:0.96 29:0.71 30:0.53 34:0.59 36:0.18 37:0.50 39:0.90 43:0.64 45:0.66 55:0.59 64:0.77 66:0.46 69:0.62 70:0.72 71:0.77 74:0.30 77:0.70 81:0.32 83:0.60 86:0.81 91:0.17 98:0.56 99:0.83 101:0.52 108:0.77 114:0.55 123:0.75 124:0.58 126:0.44 127:0.39 129:0.05 131:0.61 133:0.37 135:0.88 139:0.76 145:0.45 146:0.68 147:0.73 149:0.41 150:0.51 154:0.59 155:0.58 157:0.61 159:0.51 161:0.86 165:0.70 166:0.73 167:0.54 172:0.59 173:0.57 176:0.55 177:0.70 178:0.55 179:0.48 181:0.80 182:0.61 187:0.68 192:0.51 195:0.75 201:0.68 208:0.54 212:0.58 216:0.77 222:0.97 227:0.61 229:0.61 230:0.63 231:0.68 233:0.73 235:0.80 241:0.21 242:0.72 243:0.46 245:0.82 246:0.61 247:0.76 253:0.36 254:0.99 259:0.21 265:0.57 266:0.71 267:0.28 271:0.94 276:0.63 277:0.87 282:0.71 287:0.61 290:0.55 300:0.70\n1 8:0.92 9:0.76 12:0.20 17:0.22 21:0.78 27:0.32 28:0.96 29:0.71 31:0.86 34:0.63 36:0.27 37:0.71 39:0.90 71:0.77 79:0.86 91:0.95 96:0.76 104:0.78 120:0.84 131:0.85 135:0.76 137:0.86 140:0.98 144:0.57 151:0.51 153:0.72 155:0.58 157:0.61 161:0.86 162:0.59 164:0.82 166:0.61 167:0.89 175:0.97 181:0.80 182:0.61 190:0.89 191:0.90 192:0.59 202:0.92 208:0.54 216:0.46 220:0.74 222:0.97 227:0.85 229:0.61 231:0.69 241:0.93 244:0.93 246:0.61 248:0.52 253:0.44 255:0.79 256:0.93 257:0.93 259:0.21 260:0.65 267:0.89 268:0.93 271:0.94 277:0.95 283:0.78 284:0.87 285:0.62 287:0.61\n2 1:0.74 7:0.81 9:0.80 11:0.64 12:0.20 17:0.79 18:0.87 21:0.40 22:0.93 27:0.72 28:0.96 29:0.71 30:0.28 31:0.95 32:0.80 34:0.68 36:0.67 39:0.90 41:0.82 43:0.86 44:0.93 47:0.93 60:0.87 64:0.77 66:0.96 69:0.59 70:0.62 71:0.77 74:0.88 77:0.89 79:0.95 81:0.58 83:0.91 85:0.91 86:0.95 91:0.82 96:0.85 98:0.92 101:0.87 104:0.75 106:0.81 108:0.45 114:0.62 117:0.86 120:0.76 121:0.90 123:0.43 126:0.54 127:0.54 129:0.05 131:0.85 135:0.86 137:0.95 139:0.97 140:0.45 144:0.57 145:0.98 146:0.89 147:0.91 149:0.93 150:0.76 151:0.94 153:0.80 154:0.83 155:0.67 157:0.91 158:0.92 159:0.49 161:0.86 162:0.70 164:0.65 165:0.93 166:0.79 167:0.54 172:0.88 173:0.60 176:0.73 177:0.70 179:0.32 181:0.80 182:0.89 187:0.39 192:0.87 195:0.72 196:0.98 201:0.93 202:0.55 204:0.89 206:0.81 208:0.64 212:0.91 215:0.42 216:0.09 219:0.95 222:0.97 227:0.84 229:0.94 230:0.87 231:0.69 232:0.85 233:0.76 235:0.80 241:0.24 242:0.38 243:0.96 246:0.86 247:0.90 248:0.83 253:0.88 255:0.95 256:0.45 259:0.21 260:0.77 262:0.93 265:0.92 266:0.38 267:0.92 268:0.58 271:0.94 276:0.80 279:0.86 281:0.91 282:0.88 283:0.82 284:0.91 285:0.62 287:0.88 290:0.62 292:0.95 297:0.36 299:0.88 300:0.55\n2 6:0.86 8:0.73 12:0.20 17:0.70 18:0.77 20:0.86 21:0.05 27:0.33 28:0.96 29:0.71 30:0.21 31:0.93 32:0.62 34:0.98 36:0.41 37:0.48 39:0.90 43:0.13 55:0.45 64:0.77 66:0.85 69:0.55 70:0.59 71:0.77 78:0.91 79:0.94 81:0.64 86:0.78 91:0.84 98:0.82 100:0.91 104:0.91 108:0.43 111:0.90 120:0.71 123:0.41 126:0.44 127:0.32 129:0.05 131:0.81 135:0.37 137:0.93 139:0.79 140:0.80 145:0.44 146:0.64 147:0.69 149:0.17 150:0.44 151:0.70 152:0.81 153:0.72 154:0.56 157:0.61 159:0.24 161:0.86 162:0.77 164:0.54 166:0.74 167:0.72 169:0.89 172:0.57 173:0.72 175:0.75 177:0.38 179:0.66 181:0.80 182:0.61 186:0.91 187:0.39 189:0.88 190:0.77 191:0.84 192:0.51 195:0.56 196:0.93 201:0.68 202:0.72 212:0.49 215:0.78 216:0.29 219:0.92 220:0.74 222:0.97 227:0.83 229:0.61 231:0.63 235:0.12 238:0.86 241:0.68 242:0.71 243:0.86 244:0.61 246:0.61 247:0.47 248:0.72 253:0.20 254:0.80 255:0.74 256:0.77 257:0.65 259:0.21 260:0.61 261:0.87 265:0.82 266:0.27 267:0.82 268:0.77 271:0.94 276:0.43 277:0.69 283:0.78 284:0.94 285:0.56 287:0.61 292:0.91 297:0.36 300:0.43\n2 8:0.89 9:0.80 11:0.75 12:0.20 17:0.30 18:0.63 21:0.13 27:0.16 28:0.96 29:0.71 30:0.14 31:0.91 32:0.62 34:0.75 36:0.52 37:0.80 39:0.90 43:0.26 45:0.66 55:0.45 66:0.61 69:0.67 70:0.82 71:0.77 74:0.49 76:1.00 78:0.92 79:0.91 81:0.33 83:0.91 86:0.73 91:0.88 96:0.92 98:0.75 101:0.52 104:0.58 108:0.72 111:0.89 114:0.63 117:0.86 120:0.79 123:0.70 124:0.50 126:0.26 127:0.38 129:0.05 131:0.85 133:0.43 135:0.87 137:0.91 139:0.70 140:0.98 144:0.57 145:0.56 146:0.54 147:0.60 149:0.39 150:0.30 151:0.72 153:0.69 154:0.64 155:0.67 157:0.77 158:0.78 159:0.61 161:0.86 162:0.68 164:0.83 166:0.73 167:0.74 169:0.87 172:0.81 173:0.58 176:0.55 177:0.70 179:0.29 181:0.80 182:0.88 187:0.21 190:0.89 191:0.90 192:0.87 195:0.84 196:0.90 202:0.90 208:0.64 212:0.75 216:0.72 220:0.62 222:0.97 227:0.85 229:0.93 231:0.70 232:0.93 235:0.12 241:0.71 242:0.76 243:0.37 245:0.91 246:0.61 247:0.60 248:0.67 253:0.78 254:0.98 255:0.95 256:0.91 259:0.21 260:0.69 265:0.76 266:0.54 267:0.44 268:0.92 271:0.94 276:0.79 277:0.69 279:0.82 283:0.78 284:0.91 285:0.62 287:0.88 290:0.63 300:0.70\n2 1:0.69 8:0.66 9:0.76 11:0.86 12:0.20 17:0.62 18:0.93 20:0.83 21:0.64 22:0.93 27:0.68 28:0.96 29:0.71 30:0.41 31:0.86 34:0.87 36:0.47 37:0.56 39:0.90 43:0.52 45:0.83 47:0.93 55:0.59 64:0.77 66:0.95 69:0.30 70:0.73 71:0.77 74:0.37 78:0.90 79:0.86 81:0.30 83:0.60 86:0.97 91:0.65 96:0.67 97:0.89 98:0.88 100:0.89 101:0.87 104:0.58 108:0.24 111:0.88 114:0.55 117:0.86 122:0.82 123:0.23 126:0.44 127:0.42 129:0.05 131:0.81 135:0.92 137:0.86 139:0.96 140:0.45 144:0.57 146:0.88 147:0.90 149:0.35 150:0.47 151:0.46 152:0.79 153:0.48 154:0.74 155:0.58 157:0.78 158:0.72 159:0.46 161:0.86 162:0.86 166:0.73 167:0.54 169:0.86 172:0.86 173:0.31 176:0.55 177:0.70 179:0.32 181:0.80 182:0.73 186:0.90 187:0.87 190:0.77 192:0.51 196:0.88 201:0.68 202:0.36 208:0.54 212:0.85 216:0.13 219:0.92 220:0.97 222:0.97 227:0.82 229:0.61 231:0.69 232:0.98 235:0.80 241:0.24 242:0.15 243:0.95 246:0.61 247:0.92 248:0.46 253:0.36 254:0.92 255:0.74 256:0.45 259:0.21 261:0.84 262:0.93 265:0.88 266:0.27 267:0.79 268:0.46 271:0.94 276:0.77 279:0.82 284:0.87 285:0.56 287:0.61 290:0.55 292:0.91 300:0.55\n2 8:0.77 9:0.76 11:0.75 12:0.20 17:0.09 18:0.68 21:0.47 22:0.93 27:0.16 28:0.96 29:0.71 30:0.10 31:0.95 34:0.79 36:0.28 37:0.80 39:0.90 43:0.21 44:0.87 45:0.77 47:0.93 55:0.45 64:0.77 66:0.15 69:0.54 70:0.96 71:0.77 74:0.37 76:0.85 79:0.97 81:0.26 83:0.60 86:0.77 91:0.74 96:0.77 98:0.29 101:0.52 104:0.58 108:0.94 120:0.57 123:0.40 124:0.88 126:0.26 127:0.65 129:0.05 131:0.85 133:0.86 135:0.95 137:0.95 139:0.78 140:0.98 144:0.57 145:0.42 146:0.64 147:0.69 149:0.43 150:0.26 151:0.58 153:0.77 154:0.64 155:0.58 157:0.83 159:0.85 161:0.86 162:0.54 164:0.53 166:0.61 167:0.62 172:0.63 173:0.27 177:0.70 178:0.42 179:0.32 181:0.80 182:0.75 187:0.21 190:0.89 191:0.86 192:0.51 195:0.95 196:0.94 202:0.88 208:0.54 212:0.72 216:0.72 219:0.89 220:0.91 222:0.97 227:0.84 229:0.61 231:0.69 235:0.52 241:0.51 242:0.73 243:0.36 245:0.85 246:0.61 247:0.76 248:0.57 253:0.44 254:0.98 255:0.74 256:0.86 259:0.21 260:0.54 262:0.93 265:0.23 266:0.87 267:0.99 268:0.86 271:0.94 276:0.78 283:0.78 284:0.97 285:0.62 287:0.61 292:0.91 300:0.94\n2 1:0.74 7:0.63 8:0.60 11:0.75 12:0.20 17:0.94 18:0.68 20:0.86 21:0.22 27:0.57 28:0.96 29:0.71 30:0.09 32:0.78 34:0.91 36:0.73 37:0.64 39:0.90 43:0.63 44:0.93 45:0.66 48:0.91 55:0.45 64:0.77 66:0.26 69:0.54 70:0.91 71:0.77 74:0.57 76:0.85 77:0.70 78:0.91 81:0.58 86:0.71 91:0.69 98:0.69 100:0.84 101:0.52 104:0.82 108:0.41 111:0.88 114:0.71 123:0.64 124:0.71 126:0.54 127:0.63 129:0.59 131:0.61 133:0.64 135:0.65 139:0.81 144:0.57 145:0.52 146:0.45 147:0.52 149:0.48 150:0.70 152:0.81 154:0.53 155:0.67 157:0.78 158:0.78 159:0.51 161:0.86 166:0.79 167:0.49 169:0.82 172:0.57 173:0.54 175:0.75 176:0.73 177:0.38 178:0.55 179:0.50 181:0.80 182:0.73 186:0.90 187:0.39 192:0.87 195:0.73 201:0.93 208:0.64 212:0.61 215:0.51 216:0.33 222:0.97 227:0.61 229:0.61 230:0.64 231:0.69 233:0.76 235:0.42 241:0.03 242:0.77 243:0.50 244:0.61 245:0.80 246:0.61 247:0.60 253:0.52 257:0.65 259:0.21 261:0.85 265:0.41 266:0.54 267:0.79 271:0.94 276:0.67 277:0.69 279:0.82 281:0.91 282:0.86 283:0.71 287:0.61 290:0.71 297:0.36 300:0.70\n3 1:0.74 6:0.93 8:0.82 9:0.80 11:0.75 12:0.20 17:0.16 20:0.94 21:0.40 22:0.93 27:0.42 28:0.96 29:0.71 30:0.70 31:0.87 34:0.78 36:0.65 37:0.60 39:0.90 41:0.82 43:0.66 45:0.77 47:0.93 55:0.52 64:0.77 66:0.93 69:0.33 70:0.46 71:0.77 74:0.53 78:0.96 79:0.86 81:0.52 83:0.91 91:0.63 96:0.82 97:0.99 98:0.93 100:0.95 101:0.52 104:0.58 106:0.81 108:0.26 111:0.95 114:0.62 120:0.74 123:0.25 126:0.54 127:0.58 129:0.05 131:0.85 132:0.97 135:0.96 137:0.87 139:0.68 140:0.45 144:0.57 146:0.89 147:0.91 149:0.64 150:0.74 151:0.50 152:0.88 153:0.48 154:0.55 155:0.67 157:0.86 158:0.79 159:0.47 161:0.86 162:0.81 164:0.69 165:0.93 166:0.79 167:0.64 169:0.93 172:0.82 173:0.35 175:0.75 176:0.73 177:0.38 179:0.43 181:0.80 182:0.89 186:0.95 187:0.87 189:0.94 190:0.77 192:0.87 196:0.87 201:0.93 202:0.62 206:0.81 208:0.64 212:0.60 215:0.42 216:0.60 219:0.92 220:0.91 222:0.97 227:0.85 229:0.94 231:0.69 235:0.60 238:0.88 241:0.57 242:0.73 243:0.94 244:0.61 246:0.86 247:0.39 248:0.50 253:0.72 255:0.95 256:0.64 257:0.65 260:0.68 261:0.93 262:0.93 265:0.93 266:0.54 267:0.96 268:0.67 271:0.94 276:0.72 277:0.69 279:0.86 283:0.82 284:0.91 285:0.62 287:0.88 290:0.62 292:0.95 297:0.36 300:0.43\n2 1:0.74 6:0.86 7:0.63 8:0.67 11:0.92 12:0.20 17:0.78 18:0.97 20:0.91 22:0.93 27:0.33 28:0.96 29:0.71 30:0.84 32:0.80 34:0.66 36:0.91 37:0.61 39:0.90 43:0.88 44:0.93 45:0.87 47:0.93 48:0.91 60:0.87 64:0.77 66:0.62 69:0.19 70:0.45 71:0.77 74:0.96 76:0.85 77:0.96 78:0.96 81:0.83 83:0.91 85:0.98 86:0.99 91:0.46 97:0.89 98:0.71 100:0.90 101:0.97 104:0.58 106:0.81 108:0.78 111:0.94 114:0.98 117:0.86 122:0.57 123:0.77 124:0.50 126:0.54 127:0.74 129:0.59 131:0.61 132:0.97 133:0.46 135:0.30 139:0.99 144:0.57 145:0.90 146:0.64 147:0.69 149:0.99 150:0.89 152:0.85 154:0.87 155:0.67 157:0.95 158:0.92 159:0.65 161:0.86 165:0.93 166:0.79 167:0.49 169:0.92 172:0.95 173:0.18 176:0.73 177:0.70 178:0.55 179:0.17 181:0.80 182:0.88 186:0.91 187:0.21 189:0.88 191:0.70 192:0.87 195:0.81 201:0.93 206:0.81 208:0.64 212:0.91 215:0.96 216:0.46 219:0.95 222:0.97 227:0.61 229:0.61 230:0.64 231:0.69 232:0.88 233:0.76 235:0.12 238:0.87 241:0.02 242:0.29 243:0.37 245:0.98 246:0.86 247:0.92 253:0.69 261:0.89 262:0.93 265:0.72 266:0.71 267:0.44 271:0.94 276:0.92 279:0.86 281:0.91 282:0.88 283:0.82 287:0.61 290:0.98 292:0.95 297:0.36 299:0.99 300:0.70\n1 7:0.63 8:0.82 11:0.42 12:0.20 17:0.75 18:0.65 21:0.59 27:0.37 28:0.96 29:0.71 30:0.71 32:0.62 34:0.37 36:0.53 37:0.60 39:0.90 43:0.18 55:0.52 66:0.98 69:0.29 70:0.48 71:0.77 74:0.37 81:0.26 86:0.70 91:0.80 98:0.98 104:0.78 108:0.22 120:0.76 123:0.22 126:0.26 127:0.82 129:0.05 131:0.81 135:0.98 139:0.67 140:0.45 144:0.57 145:0.72 146:0.96 147:0.97 149:0.52 150:0.25 151:0.57 153:0.72 154:0.54 157:0.61 159:0.66 161:0.86 162:0.86 164:0.62 166:0.74 167:0.61 172:0.94 173:0.23 177:0.70 179:0.24 181:0.80 182:0.61 187:0.21 190:0.89 191:0.73 195:0.79 202:0.70 212:0.83 215:0.39 216:0.42 220:0.97 222:0.97 227:0.83 229:0.61 230:0.63 231:0.65 233:0.73 235:0.80 241:0.49 242:0.81 243:0.98 244:0.61 246:0.61 247:0.55 248:0.62 253:0.30 254:0.74 256:0.77 259:0.21 260:0.61 265:0.98 266:0.47 267:0.79 268:0.78 271:0.94 276:0.89 283:0.78 285:0.47 287:0.61 297:0.36 300:0.55\n2 1:0.69 8:0.68 11:0.42 12:0.20 17:0.82 18:0.65 21:0.54 27:0.37 28:0.96 29:0.71 30:0.38 32:0.68 34:0.66 36:0.85 37:0.60 39:0.90 43:0.18 55:0.59 66:0.53 69:0.25 70:0.74 71:0.77 74:0.51 76:0.97 77:0.89 81:0.31 86:0.69 91:0.71 96:0.76 98:0.71 104:0.78 108:0.20 114:0.56 117:0.86 123:0.19 124:0.73 126:0.44 127:0.82 129:0.05 131:0.81 133:0.73 135:0.94 139:0.67 140:0.45 144:0.57 145:0.74 146:0.90 147:0.92 149:0.40 150:0.48 151:0.55 153:0.48 154:0.58 155:0.58 157:0.61 158:0.71 159:0.75 161:0.86 162:0.74 166:0.79 167:0.52 172:0.82 173:0.17 176:0.55 177:0.70 179:0.33 181:0.80 182:0.61 187:0.68 190:0.89 191:0.73 192:0.59 195:0.87 201:0.68 202:0.56 208:0.54 212:0.48 215:0.39 216:0.42 220:0.62 222:0.97 227:0.82 229:0.61 231:0.69 232:0.98 235:0.68 241:0.12 242:0.78 243:0.62 244:0.61 245:0.87 246:0.61 247:0.74 248:0.54 253:0.45 254:0.74 256:0.58 259:0.21 265:0.72 266:0.75 267:0.89 268:0.59 271:0.94 276:0.82 282:0.77 283:0.78 285:0.47 287:0.61 290:0.56 297:0.36 300:0.70\n2 6:0.97 8:0.93 9:0.76 11:0.75 12:0.20 17:0.15 18:0.81 20:0.93 21:0.78 27:0.16 28:0.96 29:0.71 30:0.21 31:0.93 32:0.79 34:0.82 36:0.45 37:0.80 39:0.90 43:0.56 44:0.93 45:0.73 55:0.52 66:0.31 69:0.70 70:0.86 71:0.77 74:0.56 76:0.94 77:0.70 78:0.97 79:0.95 83:0.60 86:0.81 91:0.68 96:0.82 98:0.56 100:0.99 101:0.52 104:0.58 108:0.87 111:0.98 120:0.71 123:0.87 124:0.78 127:0.48 129:0.59 131:0.85 133:0.74 135:0.98 137:0.93 139:0.84 140:0.95 144:0.57 145:0.49 146:0.54 147:0.60 149:0.47 151:0.81 152:0.98 153:0.48 154:0.64 155:0.58 157:0.81 158:0.71 159:0.74 161:0.86 162:0.53 164:0.54 166:0.61 167:0.60 169:0.96 172:0.75 173:0.53 177:0.70 178:0.50 179:0.26 181:0.80 182:0.76 186:0.96 187:0.21 189:0.98 190:0.77 191:0.83 192:0.51 195:0.90 196:0.94 202:0.81 208:0.54 212:0.68 216:0.72 220:0.62 222:0.97 227:0.85 229:0.61 231:0.69 235:0.84 238:0.96 241:0.47 242:0.52 243:0.31 245:0.90 246:0.61 247:0.88 248:0.74 253:0.53 254:0.98 255:0.74 256:0.79 259:0.21 260:0.60 261:0.97 265:0.57 266:0.80 267:0.99 268:0.78 271:0.94 276:0.83 277:0.69 282:0.87 283:0.78 284:0.92 285:0.62 287:0.61 300:0.84\n1 7:0.72 8:0.91 9:0.76 11:0.75 12:0.20 17:0.34 18:0.81 21:0.78 27:0.16 28:0.96 29:0.71 30:0.45 34:0.56 36:0.29 37:0.80 39:0.90 43:0.25 45:0.77 55:0.52 66:0.74 69:0.66 70:0.56 71:0.77 74:0.62 76:0.94 83:0.60 86:0.85 91:0.74 96:0.94 97:0.98 98:0.85 101:0.52 104:0.58 106:0.81 108:0.79 120:0.86 123:0.77 124:0.45 127:0.60 129:0.81 131:0.85 133:0.67 135:0.86 139:0.81 140:0.80 144:0.57 145:0.38 146:0.54 147:0.60 149:0.58 151:0.84 153:0.87 154:0.65 155:0.58 157:0.83 158:0.79 159:0.84 161:0.86 162:0.60 164:0.79 166:0.61 167:0.67 172:0.97 173:0.42 177:0.70 179:0.14 181:0.80 182:0.89 187:0.21 190:0.77 191:0.76 192:0.59 202:0.84 204:0.85 206:0.81 208:0.54 212:0.87 216:0.72 222:0.97 227:0.85 229:0.94 230:0.74 231:0.70 233:0.73 235:0.05 241:0.62 242:0.54 243:0.17 245:0.97 246:0.61 247:0.95 248:0.88 253:0.87 254:0.93 255:0.74 256:0.84 259:0.21 260:0.82 265:0.85 266:0.63 267:0.98 268:0.84 271:0.94 276:0.95 279:0.82 283:0.82 285:0.56 287:0.88 300:0.70\n2 6:0.98 8:0.88 11:0.75 12:0.20 17:0.09 18:0.82 20:0.85 21:0.47 22:0.93 27:0.16 28:0.96 29:0.71 30:0.20 31:0.92 32:0.62 34:0.91 36:0.49 37:0.80 39:0.90 43:0.22 45:0.77 47:0.93 55:0.52 64:0.77 66:0.36 69:0.69 70:0.93 71:0.77 74:0.48 76:0.85 78:0.94 79:0.94 81:0.26 86:0.86 91:0.65 96:0.76 98:0.60 100:0.98 101:0.52 104:0.58 108:0.89 111:0.97 120:0.66 123:0.88 124:0.78 126:0.26 127:0.52 129:0.89 131:0.85 133:0.78 135:0.98 137:0.92 139:0.83 140:0.96 144:0.57 145:0.56 146:0.54 147:0.60 149:0.35 150:0.26 151:0.65 152:0.98 153:0.46 154:0.64 157:0.84 159:0.79 161:0.86 162:0.60 164:0.53 166:0.61 167:0.55 169:0.97 172:0.77 173:0.50 177:0.70 178:0.48 179:0.28 181:0.80 182:0.76 186:0.94 187:0.21 189:0.97 190:0.89 191:0.87 192:0.51 195:0.93 196:0.93 202:0.78 212:0.73 216:0.72 219:0.89 220:0.91 222:0.97 227:0.84 229:0.61 231:0.69 235:0.52 238:0.95 241:0.30 242:0.57 243:0.33 245:0.89 246:0.61 247:0.91 248:0.67 253:0.44 254:0.88 255:0.74 256:0.80 259:0.21 260:0.59 261:0.97 262:0.93 265:0.61 266:0.87 267:1.00 268:0.78 271:0.94 276:0.81 284:0.95 285:0.62 287:0.61 292:0.91 300:0.94\n2 1:0.69 7:0.63 8:0.79 9:0.76 11:0.75 12:0.20 17:0.78 18:0.62 20:0.83 21:0.47 27:0.39 28:0.96 29:0.71 30:0.21 32:0.69 34:0.61 36:0.61 37:0.48 39:0.90 43:0.66 45:0.66 48:0.91 55:0.45 66:0.63 69:0.51 70:0.79 71:0.77 74:0.55 76:0.85 77:0.70 78:0.93 81:0.34 83:0.60 86:0.72 91:0.72 96:0.76 98:0.71 99:0.83 100:0.86 101:0.52 104:0.75 108:0.39 111:0.91 114:0.58 117:0.86 120:0.54 123:0.37 124:0.48 126:0.44 127:0.55 129:0.05 131:0.85 133:0.43 135:0.73 138:0.95 139:0.72 140:0.45 144:0.57 145:0.50 146:0.72 147:0.77 149:0.41 150:0.52 151:0.48 152:0.79 153:0.48 154:0.65 155:0.58 157:0.78 158:0.71 159:0.46 161:0.86 162:0.86 164:0.53 165:0.70 166:0.79 167:0.58 169:0.86 172:0.73 173:0.53 176:0.61 177:0.70 179:0.47 181:0.80 182:0.89 186:0.93 187:0.21 190:0.89 191:0.70 192:0.59 195:0.69 201:0.68 202:0.58 208:0.54 212:0.73 215:0.39 216:0.35 220:0.93 222:0.97 227:0.84 229:0.94 230:0.64 231:0.69 232:0.83 233:0.76 235:0.68 241:0.41 242:0.45 243:0.69 245:0.83 246:0.86 247:0.76 248:0.48 253:0.47 254:0.74 255:0.74 256:0.64 259:0.21 260:0.53 261:0.85 265:0.71 266:0.63 267:0.79 268:0.66 271:0.94 276:0.66 281:0.91 282:0.77 285:0.56 286:0.99 287:0.88 290:0.58 297:0.36 298:0.99 300:0.70\n2 6:0.93 7:0.81 12:0.20 17:0.34 20:0.98 21:0.40 27:0.21 28:0.76 30:0.20 34:0.42 36:0.88 37:0.74 43:0.52 55:0.59 66:0.25 69:0.15 70:0.82 78:0.76 81:0.95 91:0.54 98:0.62 100:0.78 104:0.89 106:0.81 108:0.72 111:0.75 120:0.74 123:0.70 124:0.89 126:0.54 127:0.74 129:0.96 133:0.90 135:0.34 140:0.45 146:0.71 147:0.76 149:0.78 150:0.92 151:0.59 152:0.99 153:0.91 154:0.41 159:0.88 161:0.64 162:0.65 164:0.85 167:0.68 169:0.77 172:0.78 173:0.08 177:0.05 179:0.23 181:0.84 186:0.76 187:0.39 202:0.80 206:0.81 212:0.27 215:0.67 216:0.95 220:0.62 230:0.65 233:0.63 235:0.42 241:0.43 242:0.82 243:0.18 245:0.90 247:0.12 248:0.67 256:0.81 259:0.21 260:0.75 261:0.82 265:0.63 266:0.89 267:0.44 268:0.81 271:0.18 276:0.88 283:0.60 285:0.62 297:0.36 300:0.70\n2 6:0.93 7:0.81 12:0.20 17:0.43 20:0.84 21:0.40 27:0.21 28:0.76 30:0.43 34:0.68 36:0.94 37:0.74 43:0.52 55:0.71 66:0.24 69:0.12 70:0.68 78:0.79 81:0.95 91:0.20 98:0.58 100:0.81 104:0.84 106:0.81 108:0.88 111:0.78 120:0.78 123:0.87 124:0.90 126:0.54 127:0.83 129:0.96 133:0.90 135:0.32 140:0.45 146:0.81 147:0.84 149:0.87 150:0.92 151:0.74 152:0.99 153:0.83 154:0.41 159:0.92 161:0.64 162:0.77 164:0.76 167:0.68 169:0.78 172:0.87 173:0.07 177:0.05 179:0.16 181:0.84 186:0.80 187:0.39 202:0.66 206:0.81 212:0.56 215:0.67 216:0.95 230:0.65 233:0.63 235:0.42 241:0.43 242:0.82 243:0.26 245:0.96 247:0.12 248:0.70 256:0.68 259:0.21 260:0.79 261:0.82 265:0.59 266:0.92 267:0.82 268:0.70 271:0.18 276:0.94 283:0.82 285:0.62 297:0.36 300:0.84\n3 6:1.00 8:1.00 12:0.20 17:0.24 20:0.99 21:0.78 27:0.16 28:0.76 30:0.33 34:0.39 36:0.50 37:0.98 43:0.42 55:0.84 66:0.45 69:0.52 70:0.36 78:0.94 91:0.95 98:0.62 100:0.98 108:0.62 111:0.98 120:0.80 123:0.60 124:0.66 127:0.43 129:0.81 133:0.67 135:0.26 140:0.92 145:0.87 146:0.05 147:0.05 149:0.39 151:0.76 152:0.91 153:0.87 154:0.32 159:0.50 161:0.64 162:0.48 163:0.94 164:0.86 167:0.95 169:0.98 172:0.27 173:0.49 177:0.05 178:0.51 179:0.87 181:0.84 186:0.94 189:1.00 191:0.92 202:0.92 212:0.42 216:0.60 235:0.88 238:1.00 241:0.85 242:0.82 243:0.19 245:0.47 247:0.12 248:0.72 256:0.83 259:0.21 260:0.81 261:0.97 265:0.63 266:0.38 267:0.73 268:0.83 271:0.18 276:0.35 283:0.82 285:0.62 300:0.25\n3 6:0.98 7:0.81 8:0.97 12:0.20 17:0.12 20:0.99 21:0.47 25:0.88 27:0.28 28:0.76 30:0.91 32:0.80 34:0.21 36:0.64 37:0.79 43:0.36 55:0.71 66:0.69 69:0.61 70:0.13 78:0.92 81:0.94 91:0.98 98:0.60 100:0.98 104:0.58 108:0.47 111:0.98 120:0.97 123:0.45 126:0.54 127:0.18 129:0.05 135:0.32 140:0.45 145:0.49 146:0.38 147:0.45 149:0.32 150:0.90 151:0.84 152:0.99 153:0.98 154:0.27 159:0.15 161:0.64 162:0.79 164:0.98 167:0.96 169:0.97 172:0.21 173:0.84 177:0.05 179:0.85 181:0.84 186:0.91 189:0.99 191:0.92 195:0.57 202:0.96 212:0.61 215:0.63 216:0.60 220:0.62 230:0.87 233:0.76 235:0.52 238:0.99 241:0.92 242:0.82 243:0.73 247:0.12 248:0.96 256:0.97 259:0.21 260:0.97 261:0.97 265:0.61 266:0.17 267:0.82 268:0.97 271:0.18 276:0.22 283:0.82 285:0.62 297:0.36 300:0.13\n2 6:0.93 7:0.81 8:0.77 12:0.20 17:0.32 20:0.91 21:0.40 27:0.21 28:0.76 30:0.45 34:0.68 36:0.97 37:0.74 43:0.52 55:0.71 66:0.24 69:0.12 70:0.68 78:0.78 81:0.95 91:0.37 98:0.58 100:0.80 104:0.84 106:0.81 108:0.88 111:0.77 120:0.83 123:0.87 124:0.90 126:0.54 127:0.83 129:0.96 133:0.90 135:0.32 140:0.45 146:0.80 147:0.84 149:0.87 150:0.92 151:0.73 152:0.99 153:0.78 154:0.41 159:0.92 161:0.64 162:0.69 164:0.83 167:0.64 169:0.77 172:0.87 173:0.07 177:0.05 179:0.16 181:0.84 186:0.78 187:0.39 202:0.76 206:0.81 212:0.56 215:0.67 216:0.95 220:0.62 230:0.65 233:0.63 235:0.42 238:0.90 241:0.30 242:0.82 243:0.25 245:0.96 247:0.12 248:0.75 256:0.77 259:0.21 260:0.83 261:0.82 265:0.59 266:0.92 267:0.73 268:0.79 271:0.18 276:0.94 283:0.82 285:0.62 297:0.36 300:0.84\n1 12:0.20 17:0.45 21:0.78 27:0.45 28:0.76 30:0.45 34:0.81 36:0.20 37:0.50 43:0.27 55:0.59 66:0.49 69:0.79 70:0.25 91:0.35 98:0.30 108:0.63 123:0.61 124:0.48 127:0.23 129:0.59 133:0.47 135:0.78 145:0.47 146:0.46 147:0.53 149:0.25 154:0.20 159:0.45 161:0.64 163:0.87 167:0.61 172:0.16 173:0.73 177:0.05 178:0.55 179:0.92 181:0.84 187:0.68 212:0.61 216:0.77 235:0.80 241:0.15 242:0.82 243:0.60 245:0.39 247:0.12 259:0.21 265:0.32 266:0.17 267:0.44 271:0.18 276:0.17 300:0.18\n0 8:0.89 12:0.20 17:0.53 20:0.99 21:0.13 25:0.88 27:0.47 28:0.76 34:0.61 36:0.19 37:0.65 43:0.51 66:0.36 69:0.10 78:0.77 81:0.98 91:0.89 98:0.13 100:0.79 104:0.58 108:0.09 111:0.77 120:0.85 123:0.09 126:0.54 127:0.08 129:0.05 135:0.18 140:0.45 146:0.05 147:0.05 149:0.16 150:0.97 151:0.71 152:0.91 153:0.76 154:0.40 159:0.05 161:0.64 162:0.72 164:0.91 167:0.95 169:0.79 172:0.05 173:0.56 177:0.05 181:0.84 186:0.77 191:0.73 202:0.85 215:0.84 216:0.27 220:0.62 235:0.12 238:0.95 241:0.88 243:0.51 248:0.77 256:0.88 259:0.21 260:0.85 261:0.80 265:0.14 267:0.76 268:0.88 271:0.18 283:0.82 285:0.62 297:0.36\n2 6:0.98 7:0.81 8:0.77 12:0.20 17:0.07 20:0.81 21:0.13 25:0.88 27:0.28 28:0.76 30:0.28 34:0.33 36:0.80 37:0.79 43:0.52 55:0.98 66:0.09 69:0.15 70:0.75 78:0.89 81:0.98 91:0.93 98:0.18 100:0.97 104:0.58 108:0.50 111:0.94 120:0.95 123:0.78 124:0.93 126:0.54 127:0.94 129:0.98 133:0.93 135:0.90 140:0.45 145:0.72 146:0.05 147:0.05 149:0.50 150:0.97 151:0.80 152:0.99 153:0.93 154:0.41 159:0.90 161:0.64 162:0.68 163:0.79 164:0.98 167:0.78 169:0.97 172:0.16 173:0.08 177:0.05 179:0.74 181:0.84 186:0.89 187:0.21 189:0.99 191:0.91 202:0.97 212:0.12 215:0.84 216:0.60 220:0.74 230:0.65 233:0.63 235:0.22 238:0.98 241:0.69 242:0.82 243:0.12 245:0.53 247:0.12 248:0.93 256:0.97 259:0.21 260:0.95 261:0.97 265:0.14 266:0.89 267:0.92 268:0.98 271:0.18 276:0.51 283:0.82 285:0.62 297:0.36 300:0.55\n2 12:0.20 17:0.81 21:0.78 27:0.70 28:0.76 30:0.45 34:0.45 36:0.45 37:0.54 43:0.28 55:0.71 66:0.25 69:0.77 70:0.50 91:0.69 98:0.27 108:0.60 123:0.58 124:0.74 127:0.27 129:0.81 133:0.67 135:0.47 145:0.87 146:0.36 147:0.43 149:0.35 154:0.20 159:0.42 161:0.64 163:0.86 167:0.95 172:0.16 173:0.76 177:0.05 178:0.55 179:0.83 181:0.84 202:0.56 212:0.23 216:0.21 241:0.87 242:0.82 243:0.45 245:0.46 247:0.12 259:0.21 265:0.29 266:0.38 267:0.28 271:0.18 276:0.29 283:0.60 300:0.33\n1 6:0.99 8:0.97 12:0.20 17:0.49 20:0.99 21:0.78 27:0.67 28:0.76 30:0.71 34:0.52 36:0.92 37:0.38 43:0.52 55:0.84 66:0.72 69:0.05 70:0.40 78:0.77 91:0.82 98:0.33 100:0.84 108:0.05 111:0.78 120:0.88 123:0.05 124:0.40 127:0.97 129:0.59 133:0.47 135:0.60 140:0.80 145:0.41 146:0.65 147:0.70 149:0.53 151:0.73 152:0.91 153:0.80 154:0.41 159:0.84 161:0.64 162:0.56 164:0.93 167:0.94 169:0.81 172:0.45 173:0.07 177:0.05 178:0.42 179:0.88 181:0.84 186:0.77 189:1.00 191:0.87 202:0.91 212:0.30 216:0.47 220:0.62 235:0.05 238:0.95 241:0.83 242:0.82 243:0.75 245:0.47 247:0.12 248:0.82 256:0.91 259:0.21 260:0.88 261:0.82 265:0.35 266:0.47 267:0.28 268:0.91 271:0.18 276:0.18 283:0.60 285:0.62 300:0.33\n0 12:0.20 17:0.32 21:0.78 27:0.45 28:0.76 30:0.95 34:0.71 36:0.19 37:0.50 43:0.25 55:0.84 66:0.54 69:0.83 91:0.12 98:0.20 108:0.68 123:0.66 127:0.10 129:0.05 135:0.76 145:0.49 146:0.31 147:0.37 149:0.17 154:0.18 159:0.13 161:0.64 167:0.60 172:0.10 173:0.78 177:0.05 178:0.55 179:0.51 181:0.84 187:0.68 216:0.77 235:0.74 241:0.12 243:0.63 259:0.21 265:0.21 267:0.44 271:0.18 300:0.08\n1 12:0.51 17:0.69 18:0.88 21:0.30 27:0.58 29:0.62 30:0.14 32:0.63 34:0.83 36:0.24 37:0.34 39:0.55 43:0.12 44:0.90 55:0.92 64:0.77 66:0.43 69:0.12 70:0.90 71:0.92 81:0.42 86:0.87 91:0.20 98:0.53 108:0.10 123:0.10 124:0.75 126:0.44 127:0.69 129:0.05 131:0.61 133:0.74 135:0.96 139:0.86 145:0.58 146:0.78 147:0.82 149:0.25 150:0.33 154:0.59 157:0.61 159:0.75 166:0.86 172:0.57 173:0.11 175:0.75 177:0.38 178:0.55 179:0.57 182:0.61 187:0.68 192:0.51 195:0.88 201:0.68 212:0.29 215:0.44 216:0.46 222:0.35 227:0.61 229:0.61 231:0.78 235:0.42 242:0.52 243:0.57 244:0.61 245:0.70 246:0.61 247:0.60 253:0.20 254:0.84 257:0.65 259:0.21 265:0.54 266:0.80 267:0.92 271:0.63 276:0.63 277:0.69 287:0.61 297:0.36 300:0.70\n0 7:0.63 8:0.59 12:0.51 17:0.47 18:0.66 21:0.22 27:0.31 29:0.62 30:0.45 31:0.90 32:0.63 34:0.49 36:0.74 37:0.54 39:0.55 43:0.16 44:0.90 48:0.91 55:0.59 66:0.64 69:0.10 70:0.33 71:0.92 74:0.27 79:0.90 81:0.37 86:0.70 91:0.70 98:0.74 104:0.95 108:0.09 120:0.65 122:0.41 123:0.09 124:0.42 126:0.26 127:0.73 129:0.05 131:0.90 133:0.37 135:0.63 137:0.90 139:0.76 140:0.80 145:0.54 146:0.57 147:0.62 149:0.16 150:0.32 151:0.65 153:0.48 154:0.54 157:0.61 159:0.31 162:0.64 164:0.53 166:0.86 172:0.32 173:0.32 177:0.70 179:0.93 182:0.61 187:0.39 190:0.77 191:0.88 192:0.51 195:0.56 196:0.91 202:0.69 212:0.52 215:0.51 216:0.60 220:0.82 222:0.35 227:0.82 229:0.61 230:0.63 231:0.90 233:0.73 235:0.22 241:0.62 242:0.24 243:0.69 244:0.61 245:0.43 246:0.61 247:0.47 248:0.63 253:0.24 254:0.95 255:0.74 256:0.68 259:0.21 260:0.59 265:0.74 266:0.27 267:0.36 268:0.70 271:0.63 276:0.29 281:0.89 283:0.82 284:0.87 285:0.56 287:0.61 297:0.36 300:0.25\n0 7:0.72 8:0.65 11:0.75 12:0.51 17:0.22 21:0.40 27:0.48 29:0.62 30:0.67 32:0.69 34:0.34 36:0.84 37:0.35 39:0.55 43:0.68 45:0.73 55:0.52 66:0.95 69:0.32 70:0.44 71:0.92 74:0.57 77:0.70 81:0.29 91:0.53 98:0.97 101:0.52 108:0.25 120:0.61 123:0.24 126:0.26 127:0.74 129:0.05 131:0.90 135:0.47 140:0.45 144:0.57 145:0.97 146:0.88 147:0.90 149:0.65 150:0.28 151:0.51 153:0.48 154:0.57 155:0.58 157:0.92 159:0.46 162:0.81 164:0.53 166:0.86 172:0.86 173:0.37 175:0.75 177:0.38 179:0.40 182:0.87 187:0.68 190:0.89 192:0.59 195:0.68 202:0.61 204:0.85 208:0.54 212:0.81 215:0.42 216:0.76 220:0.91 222:0.35 227:0.82 229:0.61 230:0.75 231:0.92 233:0.76 235:0.42 241:0.58 242:0.79 243:0.95 244:0.61 246:0.61 247:0.39 248:0.52 253:0.38 256:0.64 257:0.65 259:0.21 260:0.56 265:0.97 266:0.38 267:0.44 268:0.66 271:0.63 276:0.76 277:0.69 282:0.77 283:0.78 285:0.47 287:0.61 297:0.36 300:0.55\n0 8:0.88 9:0.76 12:0.51 17:0.43 18:0.61 21:0.78 27:0.60 29:0.62 30:0.76 34:0.17 36:0.42 37:0.77 39:0.55 43:0.10 55:0.96 66:0.13 69:0.49 70:0.21 71:0.92 74:0.35 86:0.63 91:0.80 96:0.82 98:0.26 104:0.75 108:0.38 120:0.68 122:0.55 123:0.80 124:0.82 127:0.35 129:0.81 131:0.98 133:0.76 135:0.18 138:0.95 139:0.61 140:0.45 144:0.57 146:0.20 147:0.26 149:0.11 151:0.94 153:0.91 154:0.54 155:0.58 157:0.61 158:0.74 159:0.53 162:0.55 163:0.89 164:0.65 166:0.61 172:0.10 173:0.41 175:0.75 177:0.38 179:0.88 182:0.61 190:0.77 191:0.89 192:0.59 202:0.72 208:0.54 212:0.23 216:0.22 222:0.35 227:0.83 229:0.61 231:0.95 232:0.72 235:0.52 241:0.91 242:0.24 243:0.34 244:0.61 245:0.43 246:0.61 247:0.47 248:0.84 253:0.60 254:0.90 255:0.74 256:0.64 257:0.65 259:0.21 260:0.65 265:0.13 266:0.38 267:0.65 268:0.69 271:0.63 276:0.31 277:0.69 279:0.82 283:0.78 285:0.56 286:0.99 287:0.61 298:0.99 300:0.18\n0 12:0.51 17:0.45 18:0.58 21:0.78 27:0.34 29:0.62 30:0.45 34:0.62 36:0.82 37:0.46 39:0.55 43:0.11 55:0.84 66:0.27 69:0.96 70:0.25 71:0.92 86:0.60 91:0.03 98:0.15 108:0.92 122:0.65 123:0.92 124:0.72 127:0.25 129:0.05 131:0.61 133:0.62 135:0.44 139:0.59 145:0.63 146:0.37 147:0.05 149:0.08 154:0.09 157:0.61 159:0.82 163:0.99 166:0.61 172:0.10 173:0.87 175:0.75 177:0.05 178:0.55 179:0.93 182:0.61 187:0.87 212:0.61 216:0.53 222:0.35 227:0.61 229:0.61 231:0.65 235:0.22 241:0.24 242:0.63 243:0.29 244:0.83 245:0.38 246:0.61 247:0.30 253:0.20 257:0.84 259:0.21 265:0.17 266:0.17 267:0.52 271:0.63 276:0.17 277:0.69 287:0.61 300:0.18\n1 12:0.51 17:0.09 18:0.64 21:0.13 27:0.14 29:0.62 30:0.76 34:0.82 36:0.33 37:0.85 39:0.55 43:0.62 64:0.77 66:0.64 69:0.74 70:0.15 71:0.92 81:0.59 86:0.68 91:0.27 98:0.32 108:0.57 122:0.65 123:0.54 126:0.44 127:0.12 129:0.05 131:0.61 135:0.73 139:0.73 145:0.38 146:0.32 147:0.38 149:0.31 150:0.42 154:0.52 157:0.61 159:0.13 163:0.98 166:0.86 172:0.16 173:0.84 175:0.75 177:0.38 178:0.55 179:0.64 182:0.61 187:0.68 192:0.51 201:0.68 212:0.95 215:0.61 216:0.71 219:0.92 222:0.35 227:0.61 229:0.61 231:0.78 235:0.22 241:0.24 242:0.82 243:0.69 244:0.61 246:0.61 247:0.12 253:0.20 257:0.65 259:0.21 265:0.34 266:0.12 267:0.36 271:0.63 276:0.13 277:0.69 283:0.82 287:0.61 292:0.95 297:0.36 300:0.13\n1 1:0.74 7:0.64 12:0.51 17:0.87 18:0.69 21:0.40 27:0.36 29:0.62 30:0.62 34:0.81 36:0.84 37:0.36 39:0.55 43:0.09 48:0.91 55:0.42 64:0.77 66:0.47 69:0.83 70:0.34 71:0.92 74:0.28 81:0.51 86:0.72 91:0.62 98:0.19 108:0.68 114:0.62 122:0.65 123:0.66 124:0.52 126:0.54 127:0.16 129:0.05 131:0.61 133:0.39 135:0.70 139:0.79 144:0.57 145:0.69 146:0.25 147:0.31 149:0.07 150:0.66 154:0.46 155:0.67 157:0.61 158:0.71 159:0.20 166:0.97 172:0.21 173:0.89 175:0.75 176:0.73 177:0.38 178:0.55 179:0.62 182:0.61 187:0.21 192:0.87 201:0.93 208:0.64 212:0.30 215:0.42 216:0.39 219:0.92 222:0.35 227:0.61 229:0.61 230:0.64 231:0.95 232:0.79 233:0.73 235:0.60 241:0.02 242:0.33 243:0.59 244:0.61 245:0.46 246:0.61 247:0.39 253:0.46 254:0.74 257:0.65 259:0.21 265:0.20 266:0.27 267:0.36 271:0.63 276:0.18 277:0.69 281:0.88 283:0.77 287:0.61 290:0.62 292:0.91 297:0.36 300:0.25\n1 11:0.64 12:0.51 17:0.30 18:0.69 21:0.78 27:0.45 29:0.62 30:0.21 32:0.62 34:0.75 36:0.17 37:0.50 39:0.55 43:0.61 45:0.66 66:0.36 69:0.70 70:0.37 71:0.92 74:0.27 86:0.70 91:0.22 98:0.25 101:0.52 108:0.53 122:0.57 123:0.51 124:0.57 127:0.16 129:0.05 131:0.61 133:0.43 135:0.92 139:0.68 145:0.41 146:0.39 147:0.46 149:0.31 154:0.50 157:0.61 159:0.30 163:0.88 166:0.61 172:0.16 173:0.62 177:0.70 178:0.55 179:0.71 182:0.61 187:0.68 195:0.82 212:0.42 216:0.77 222:0.35 227:0.61 229:0.61 231:0.77 235:0.22 241:0.43 242:0.45 243:0.51 244:0.61 245:0.43 246:0.61 247:0.35 253:0.24 259:0.21 265:0.28 266:0.23 267:0.36 271:0.63 276:0.22 287:0.61 300:0.25\n1 7:0.64 8:0.91 11:0.42 12:0.51 17:0.07 18:0.82 21:0.59 27:0.29 29:0.62 30:0.76 31:0.86 32:0.63 34:0.80 36:0.38 37:0.41 39:0.55 43:0.68 44:0.90 48:0.91 55:0.42 64:0.77 66:0.30 69:0.80 70:0.53 71:0.92 74:0.41 79:0.86 81:0.31 86:0.86 91:0.57 98:0.37 108:0.44 120:0.53 122:0.65 123:0.43 124:0.71 126:0.44 127:0.43 129:0.05 131:0.90 133:0.66 135:0.93 137:0.86 139:0.90 140:0.45 144:0.57 145:0.80 146:0.24 147:0.48 149:0.63 150:0.25 151:0.46 153:0.48 154:0.67 157:0.61 159:0.43 162:0.86 164:0.53 166:0.85 172:0.32 173:0.85 177:0.38 179:0.73 182:0.61 187:0.87 190:0.77 192:0.51 195:0.67 196:0.87 201:0.68 202:0.36 212:0.36 215:0.39 216:0.63 219:0.92 220:0.97 222:0.35 227:0.82 229:0.61 230:0.64 231:0.87 233:0.73 235:0.74 241:0.03 242:0.38 243:0.48 245:0.60 246:0.61 247:0.67 248:0.46 253:0.32 254:0.84 255:0.74 256:0.45 257:0.65 259:0.21 260:0.53 265:0.39 266:0.54 267:0.59 268:0.46 271:0.63 276:0.38 277:0.69 281:0.88 283:0.77 284:0.87 285:0.56 287:0.61 292:0.91 297:0.36 300:0.55\n1 12:0.51 17:0.34 18:0.79 21:0.40 27:0.45 29:0.62 30:0.45 34:0.71 36:0.17 37:0.50 39:0.55 43:0.08 55:0.59 64:0.77 66:0.52 69:0.69 70:0.50 71:0.92 74:0.28 77:0.70 81:0.27 86:0.81 91:0.27 98:0.23 108:0.52 122:0.75 123:0.50 124:0.63 126:0.26 127:0.26 129:0.05 131:0.61 133:0.59 135:0.82 139:0.77 145:0.52 146:0.35 147:0.42 149:0.07 150:0.26 154:0.51 157:0.61 159:0.49 166:0.61 172:0.27 173:0.61 177:0.70 178:0.55 179:0.82 182:0.61 187:0.68 195:0.82 212:0.52 216:0.77 222:0.35 227:0.61 229:0.61 231:0.73 235:0.42 241:0.47 242:0.24 243:0.61 244:0.61 245:0.43 246:0.61 247:0.47 253:0.24 254:0.74 259:0.21 265:0.25 266:0.27 267:0.52 271:0.63 276:0.26 282:0.71 287:0.61 300:0.33\n0 9:0.76 12:0.51 17:0.81 18:0.63 21:0.78 27:0.60 29:0.62 30:0.91 34:0.39 36:0.55 37:0.77 39:0.55 43:0.10 55:0.96 66:0.27 69:0.47 70:0.13 71:0.92 74:0.26 86:0.64 91:0.40 96:0.75 98:0.14 104:0.75 108:0.36 120:0.63 122:0.57 123:0.35 124:0.72 127:0.25 129:0.05 131:0.98 133:0.62 135:0.19 138:0.95 139:0.62 140:0.45 144:0.57 146:0.20 147:0.26 149:0.08 151:0.81 153:0.48 154:0.54 155:0.58 157:0.61 159:0.35 162:0.86 163:0.89 164:0.53 166:0.61 172:0.10 173:0.47 175:0.75 177:0.38 179:0.94 182:0.61 187:0.21 190:0.77 191:0.73 192:0.59 202:0.36 208:0.54 212:0.61 216:0.22 222:0.35 227:0.83 229:0.61 231:0.95 232:0.72 235:0.12 241:0.52 242:0.63 243:0.46 244:0.61 245:0.38 246:0.61 247:0.30 248:0.73 253:0.51 254:0.90 255:0.74 256:0.45 257:0.65 259:0.21 260:0.61 265:0.15 266:0.17 267:0.36 268:0.46 271:0.63 276:0.21 277:0.69 285:0.56 286:0.99 287:0.61 298:0.99 300:0.13\n1 7:0.64 12:0.51 17:0.73 18:0.69 21:0.22 22:0.93 27:0.39 29:0.62 30:0.76 34:0.61 36:0.25 37:0.27 39:0.55 43:0.60 44:0.87 47:0.93 48:0.91 64:0.77 66:0.64 69:0.80 70:0.15 71:0.92 81:0.50 86:0.73 91:0.79 98:0.17 104:0.89 106:0.81 108:0.64 122:0.75 123:0.61 126:0.44 127:0.10 129:0.05 131:0.61 135:0.94 139:0.78 145:0.67 146:0.21 147:0.26 149:0.27 150:0.37 154:0.49 157:0.61 159:0.10 163:0.97 166:0.86 172:0.16 173:0.93 175:0.75 177:0.38 178:0.55 179:0.20 182:0.61 187:0.39 192:0.51 195:0.60 201:0.68 202:0.50 206:0.81 212:0.95 215:0.51 216:0.30 222:0.35 227:0.61 229:0.61 230:0.64 231:0.78 233:0.73 235:0.31 241:0.41 242:0.82 243:0.69 244:0.61 246:0.61 247:0.12 253:0.20 257:0.65 259:0.21 262:0.93 265:0.19 266:0.12 267:0.44 271:0.63 276:0.15 277:0.69 281:0.89 287:0.61 297:0.36 300:0.13\n1 1:0.74 7:0.64 8:0.61 9:0.80 12:0.51 17:0.04 18:0.81 21:0.47 27:0.29 29:0.62 30:0.38 31:0.89 34:0.82 36:0.53 37:0.41 39:0.55 43:0.10 48:0.97 55:0.42 64:0.77 66:0.64 69:0.78 70:0.63 71:0.92 74:0.48 76:0.85 79:0.89 81:0.47 86:0.84 91:0.64 96:0.68 98:0.36 108:0.61 114:0.60 120:0.59 122:0.65 123:0.59 124:0.44 126:0.54 127:0.18 129:0.05 131:0.98 133:0.43 135:0.39 137:0.89 139:0.88 140:0.45 144:0.57 145:0.54 146:0.42 147:0.22 149:0.10 150:0.64 151:0.48 153:0.48 154:0.67 155:0.67 157:0.61 158:0.86 159:0.25 162:0.86 164:0.63 166:0.97 172:0.45 173:0.81 176:0.73 177:0.38 179:0.48 182:0.61 187:0.39 190:0.77 192:0.87 196:0.92 201:0.93 202:0.50 208:0.64 212:0.57 215:0.41 216:0.63 219:0.95 220:0.93 222:0.35 227:0.83 229:0.61 230:0.64 231:0.95 232:0.95 233:0.66 235:0.68 241:0.24 242:0.29 243:0.26 245:0.55 246:0.61 247:0.60 248:0.48 253:0.44 254:0.88 255:0.95 256:0.58 257:0.65 259:0.21 260:0.56 265:0.38 266:0.38 267:0.59 268:0.59 271:0.63 276:0.35 279:0.86 281:0.89 283:0.67 284:0.92 285:0.62 287:0.61 290:0.60 292:0.91 297:0.36 300:0.43\n3 1:0.58 6:0.96 8:0.91 9:0.76 11:0.42 12:0.51 17:0.12 20:0.94 21:0.64 27:0.41 28:0.78 29:0.94 30:0.89 32:0.67 34:0.44 36:0.72 37:0.39 39:0.33 43:0.28 66:0.16 69:0.90 70:0.20 71:0.65 74:0.50 77:0.70 78:0.76 81:0.37 83:0.60 91:0.91 96:0.99 98:0.08 100:0.83 104:0.73 108:0.81 111:0.78 114:0.69 120:0.97 122:0.51 123:0.79 124:0.75 126:0.44 127:0.22 129:0.81 131:0.99 133:0.67 135:0.78 140:0.45 144:0.57 145:0.79 146:0.13 147:0.18 149:0.32 150:0.44 151:0.97 152:0.88 153:0.94 154:0.20 155:0.58 157:0.61 158:0.76 159:0.43 161:0.45 162:0.71 163:0.88 164:0.95 166:0.99 167:1.00 169:0.81 172:0.10 173:0.91 175:0.75 176:0.63 177:0.38 179:0.81 181:0.95 182:0.99 186:0.77 189:0.97 190:0.77 191:0.81 192:0.59 195:0.84 201:0.55 202:0.93 208:0.54 212:0.61 215:0.53 216:0.69 220:0.62 222:0.48 227:0.99 229:0.99 231:0.98 232:0.82 235:0.80 238:0.96 241:0.93 242:0.63 243:0.37 244:0.83 245:0.43 246:0.61 247:0.30 248:0.95 253:0.98 255:0.74 256:0.94 257:0.65 259:0.21 260:0.97 261:0.83 265:0.08 266:0.23 267:0.52 268:0.95 271:0.75 276:0.23 277:0.69 279:0.77 282:0.75 283:0.67 285:0.56 287:0.98 290:0.69 297:0.36 300:0.18\n1 1:0.56 11:0.55 12:0.51 17:0.67 18:0.76 21:0.76 27:0.45 28:0.78 29:0.94 30:0.60 32:0.72 34:0.86 36:0.28 37:0.50 39:0.33 43:0.71 45:0.73 66:0.53 69:0.87 70:0.64 71:0.65 74:0.78 77:0.70 81:0.49 86:0.82 91:0.08 98:0.26 99:0.83 101:0.52 108:0.75 114:0.64 122:0.51 123:0.73 124:0.77 126:0.44 127:0.29 129:0.05 131:0.61 133:0.84 135:0.73 139:0.78 144:0.57 145:0.56 146:0.43 147:0.22 149:0.74 150:0.38 154:0.61 155:0.46 157:0.92 159:0.57 161:0.45 165:0.70 166:0.99 167:0.65 172:0.74 173:0.82 176:0.70 177:0.38 178:0.55 179:0.29 181:0.95 182:0.97 187:0.68 192:0.44 195:0.86 201:0.54 208:0.54 212:0.81 215:0.46 216:0.77 222:0.48 227:0.61 229:0.61 231:0.98 235:0.98 241:0.15 242:0.43 243:0.12 244:0.61 245:0.76 246:0.98 247:0.60 253:0.58 257:0.65 259:0.21 265:0.28 266:0.63 267:0.23 271:0.75 276:0.70 282:0.80 287:0.61 290:0.64 297:0.36 300:0.55\n4 1:0.58 6:0.97 8:0.95 9:0.79 11:0.42 12:0.51 17:0.02 18:0.61 20:0.96 21:0.64 27:0.03 28:0.78 29:0.94 30:0.76 31:1.00 34:0.82 36:0.91 37:0.94 39:0.33 41:0.97 43:0.25 44:0.88 66:0.20 69:0.92 70:0.22 71:0.65 74:0.45 78:0.90 79:1.00 81:0.37 83:0.91 86:0.63 91:1.00 96:1.00 97:0.89 98:0.09 100:0.98 104:0.58 108:0.84 111:0.97 114:0.69 120:1.00 122:0.51 123:0.83 124:0.73 126:0.44 127:0.25 129:0.59 131:0.99 133:0.64 135:0.65 137:1.00 138:1.00 139:0.67 140:0.98 144:0.57 145:0.82 146:0.13 147:0.05 149:0.26 150:0.44 151:0.99 152:1.00 153:1.00 154:0.18 155:0.66 157:0.61 158:0.82 159:0.44 161:0.45 162:0.57 163:0.88 164:1.00 166:0.99 167:1.00 169:0.96 172:0.10 173:0.96 175:0.75 176:0.63 177:0.05 179:0.90 181:0.95 182:0.99 186:0.90 189:0.98 191:0.98 192:0.87 195:0.81 196:0.95 201:0.55 202:1.00 208:0.64 212:0.42 215:0.53 216:0.84 222:0.48 227:0.99 229:0.99 231:0.98 232:0.81 235:0.80 238:0.99 241:0.98 242:0.45 243:0.26 244:0.83 245:0.40 246:0.61 247:0.35 248:0.97 253:1.00 255:0.78 256:1.00 257:0.84 259:0.21 260:1.00 261:0.98 265:0.09 266:0.23 267:0.59 268:1.00 271:0.75 276:0.21 277:0.69 279:0.82 283:0.82 284:1.00 285:0.62 287:0.98 290:0.69 297:0.36 300:0.18\n4 1:0.61 6:0.96 8:0.88 9:0.80 11:0.42 12:0.51 17:0.51 20:0.81 21:0.68 27:0.63 28:0.78 29:0.94 30:0.91 31:0.96 34:0.66 36:0.84 37:0.48 39:0.33 43:0.60 64:0.77 66:0.69 69:0.68 70:0.13 71:0.65 74:0.41 78:0.75 79:0.95 81:0.49 83:0.91 91:0.79 96:0.96 98:0.21 100:0.80 104:0.72 108:0.52 111:0.75 114:0.69 120:0.93 122:0.51 123:0.49 126:0.54 127:0.11 129:0.05 131:0.99 135:0.51 137:0.96 140:0.97 144:0.57 146:0.29 147:0.35 149:0.42 150:0.50 151:0.66 152:0.79 153:0.85 154:0.50 155:0.66 157:0.61 159:0.12 161:0.45 162:0.83 164:0.90 166:0.99 167:1.00 169:0.78 172:0.21 173:0.68 175:0.75 176:0.70 177:0.38 179:0.24 181:0.95 182:0.99 186:0.76 189:0.97 190:0.77 191:0.75 192:0.87 201:0.60 202:0.82 208:0.64 212:0.61 215:0.49 216:0.54 222:0.48 227:0.99 229:0.99 231:0.98 232:0.82 235:0.88 238:0.95 241:0.94 242:0.63 243:0.73 244:0.83 246:0.61 247:0.30 248:0.66 253:0.94 255:0.79 256:0.86 257:0.65 259:0.21 260:0.93 261:0.77 265:0.23 266:0.17 267:0.73 268:0.87 271:0.75 276:0.14 277:0.69 284:0.97 285:0.62 287:0.99 290:0.69 297:0.36 300:0.13\n3 1:0.63 6:0.98 8:0.95 9:0.79 11:0.42 12:0.51 17:0.47 20:0.95 21:0.22 27:0.07 28:0.78 29:0.94 30:0.95 31:0.95 34:0.52 36:0.54 37:0.95 39:0.33 43:0.63 66:0.54 69:0.54 71:0.65 74:0.43 78:0.85 79:0.94 81:0.52 83:0.91 91:0.88 96:0.97 98:0.17 100:0.95 104:0.78 108:0.42 111:0.90 114:0.85 120:0.94 123:0.40 126:0.44 127:0.10 129:0.05 131:0.99 135:0.39 137:0.95 140:0.94 144:0.57 146:0.13 147:0.18 149:0.30 150:0.56 151:0.95 152:0.92 153:0.92 154:0.52 155:0.66 157:0.61 158:0.76 159:0.08 161:0.45 162:0.64 164:0.92 166:0.99 167:0.99 169:0.93 172:0.10 173:0.93 175:0.75 176:0.63 177:0.38 178:0.42 179:0.21 181:0.95 182:0.99 186:0.85 189:0.98 190:0.77 191:0.87 192:0.87 201:0.60 202:0.89 208:0.64 215:0.79 216:0.63 222:0.48 227:0.99 229:0.99 231:0.98 232:0.85 235:0.31 238:0.97 241:0.85 243:0.63 244:0.83 246:0.61 248:0.92 253:0.95 255:0.78 256:0.89 257:0.65 259:0.21 260:0.94 261:0.93 265:0.18 267:0.69 268:0.90 271:0.75 277:0.69 279:0.77 283:0.67 284:0.93 285:0.62 287:0.99 290:0.85 297:0.36 300:0.08\n4 1:0.58 9:0.79 11:0.42 12:0.51 17:0.45 18:0.61 21:0.64 27:0.03 28:0.78 29:0.94 30:0.76 31:0.95 34:0.89 36:0.58 37:0.94 39:0.33 41:0.82 43:0.25 44:0.88 66:0.20 69:0.93 70:0.22 71:0.65 74:0.34 79:0.94 81:0.37 83:0.91 86:0.63 91:0.88 96:0.98 98:0.08 104:0.58 108:0.85 114:0.69 120:0.96 122:0.51 123:0.84 124:0.73 126:0.44 127:0.27 129:0.59 131:0.99 133:0.64 135:0.65 137:0.95 139:0.67 140:0.98 144:0.57 145:0.82 146:0.13 147:0.05 149:0.25 150:0.44 151:0.63 153:0.95 154:0.17 155:0.66 157:0.61 159:0.49 161:0.45 162:0.78 163:0.88 164:0.92 166:0.99 167:0.96 172:0.10 173:0.96 175:0.75 176:0.63 177:0.05 179:0.91 181:0.95 182:0.99 187:0.39 192:0.87 195:0.83 196:0.90 201:0.55 202:0.87 208:0.64 212:0.42 215:0.53 216:0.84 222:0.48 227:0.99 229:0.99 231:0.98 232:0.81 235:0.80 241:0.79 242:0.45 243:0.26 244:0.83 245:0.40 246:0.61 247:0.35 248:0.61 253:0.96 255:0.78 256:0.90 257:0.84 259:0.21 260:0.96 265:0.09 266:0.23 267:0.79 268:0.90 271:0.75 276:0.20 277:0.69 284:0.91 285:0.62 287:0.99 290:0.69 297:0.36 300:0.18\n1 1:0.56 8:0.69 11:0.55 12:0.51 17:0.40 21:0.76 27:0.45 28:0.78 29:0.94 30:0.26 32:0.67 34:0.75 36:0.17 37:0.50 39:0.33 43:0.68 45:0.90 55:0.42 66:0.27 69:0.70 70:0.91 71:0.65 74:0.75 77:0.70 81:0.34 83:0.60 91:0.07 98:0.51 101:0.52 108:0.54 114:0.63 122:0.51 123:0.51 124:0.87 126:0.44 127:0.66 129:0.95 131:0.61 133:0.87 135:0.86 144:0.57 145:0.56 146:0.86 147:0.88 149:0.85 150:0.40 154:0.58 155:0.46 157:0.99 159:0.84 161:0.45 163:0.81 166:0.99 167:0.73 172:0.63 173:0.48 175:0.75 176:0.63 177:0.38 178:0.55 179:0.38 181:0.95 182:0.96 187:0.68 192:0.44 195:0.94 201:0.54 208:0.54 212:0.30 215:0.46 216:0.77 222:0.48 227:0.61 229:0.61 231:0.98 235:0.97 241:0.51 242:0.60 243:0.46 244:0.61 245:0.80 246:0.61 247:0.47 253:0.57 257:0.65 259:0.21 265:0.52 266:0.84 267:0.28 271:0.75 276:0.76 277:0.69 282:0.75 287:0.61 290:0.63 297:0.36 300:0.84\n3 1:0.62 7:0.70 9:0.75 11:0.50 12:0.51 17:0.43 18:0.83 21:0.30 27:0.21 28:0.78 29:0.94 30:0.73 34:0.58 36:0.83 37:0.74 39:0.33 43:0.66 45:0.77 66:0.35 69:0.12 70:0.64 71:0.65 74:0.89 76:0.85 81:0.49 83:0.60 86:0.88 91:0.27 96:0.88 98:0.60 101:0.52 104:0.84 106:0.81 108:0.91 114:0.82 120:0.80 122:0.51 123:0.91 124:0.78 126:0.44 127:0.69 129:0.81 131:0.99 133:0.78 135:0.47 139:0.82 140:0.80 144:0.57 146:0.69 147:0.73 149:0.92 150:0.54 151:0.90 153:0.69 154:0.49 155:0.58 157:0.61 159:0.85 161:0.45 162:0.86 164:0.74 166:0.99 167:0.69 172:0.92 173:0.09 176:0.63 177:0.70 179:0.15 181:0.95 182:0.98 187:0.39 190:0.77 192:0.58 201:0.59 202:0.60 204:0.82 206:0.81 208:0.54 212:0.69 215:0.72 216:0.95 222:0.48 227:0.99 229:0.98 230:0.73 231:0.98 233:0.76 235:0.42 241:0.32 242:0.53 243:0.21 244:0.61 245:0.98 246:0.61 247:0.84 248:0.79 253:0.91 255:0.73 256:0.68 259:0.21 260:0.81 265:0.61 266:0.71 267:0.59 268:0.68 271:0.75 276:0.95 285:0.56 287:0.98 290:0.82 297:0.36 300:0.84\n3 1:0.63 9:0.80 11:0.42 12:0.51 17:0.40 21:0.22 27:0.07 28:0.78 29:0.94 30:0.95 31:0.98 34:0.40 36:0.55 37:0.95 39:0.33 41:0.82 43:0.63 66:0.54 69:0.54 71:0.65 74:0.36 79:0.98 81:0.52 83:0.91 91:0.58 96:0.98 98:0.15 104:0.78 108:0.42 114:0.85 120:0.96 123:0.40 126:0.44 127:0.09 129:0.05 131:0.99 135:0.49 137:0.98 140:0.96 144:0.57 146:0.13 147:0.18 149:0.30 150:0.56 151:0.91 153:0.94 154:0.52 155:0.67 157:0.61 159:0.08 161:0.45 162:0.69 164:0.94 166:0.99 167:0.87 172:0.10 173:0.88 175:0.75 176:0.63 177:0.38 179:0.16 181:0.95 182:0.99 187:0.39 192:0.87 201:0.60 202:0.91 208:0.64 215:0.79 216:0.63 222:0.48 227:0.99 229:0.99 231:0.98 232:0.85 235:0.31 241:0.73 243:0.63 244:0.83 246:0.61 248:0.81 253:0.97 255:0.94 256:0.92 257:0.65 259:0.21 260:0.96 265:0.16 267:0.19 268:0.93 271:0.75 277:0.69 284:0.96 285:0.62 287:0.99 290:0.85 297:0.36 300:0.08\n1 1:0.63 6:0.98 8:0.88 9:0.79 11:0.42 12:0.51 17:0.06 20:0.80 21:0.22 27:0.07 28:0.78 29:0.94 30:0.87 31:0.95 34:0.95 36:0.21 37:0.95 39:0.33 41:0.82 43:0.65 66:0.32 69:0.41 70:0.27 71:0.65 74:0.51 78:0.78 79:0.94 81:0.52 83:0.91 91:0.53 96:0.90 98:0.54 100:0.84 104:0.78 108:0.31 111:0.79 114:0.85 120:0.83 122:0.51 123:0.30 124:0.61 126:0.44 127:0.63 129:0.59 131:0.99 133:0.47 135:0.63 137:0.95 140:0.87 144:0.57 146:0.37 147:0.43 149:0.60 150:0.56 151:0.91 152:0.92 153:0.72 154:0.54 155:0.66 157:0.61 159:0.26 161:0.45 162:0.72 163:0.81 164:0.79 166:0.99 167:0.81 169:0.92 172:0.21 173:0.63 175:0.75 176:0.63 177:0.38 178:0.42 179:0.90 181:0.95 182:0.99 186:0.79 187:0.39 189:0.94 192:0.87 201:0.60 202:0.71 208:0.64 212:0.42 215:0.79 216:0.63 222:0.48 227:0.99 229:0.99 231:0.98 232:0.85 235:0.31 238:0.94 241:0.68 242:0.63 243:0.49 244:0.83 245:0.54 246:0.61 247:0.30 248:0.81 253:0.87 255:0.79 256:0.73 257:0.65 259:0.21 260:0.84 261:0.93 265:0.56 266:0.38 267:0.36 268:0.74 271:0.75 276:0.29 277:0.69 284:0.91 285:0.62 287:0.99 290:0.85 297:0.36 300:0.25\n3 1:0.62 6:0.87 7:0.70 8:0.74 9:0.79 11:0.64 12:0.51 17:0.34 18:0.83 20:0.83 21:0.30 27:0.21 28:0.78 29:0.94 30:0.72 31:0.94 34:0.69 36:0.87 37:0.74 39:0.33 43:0.76 45:0.81 66:0.35 69:0.12 70:0.66 71:0.65 74:0.91 76:0.85 78:0.74 79:0.93 81:0.49 83:0.91 86:0.88 91:0.64 96:0.95 97:0.94 98:0.60 100:0.78 101:0.87 104:0.84 106:0.81 108:0.91 111:0.74 114:0.82 117:0.86 120:0.91 122:0.51 123:0.91 124:0.79 126:0.44 127:0.69 129:0.81 131:0.99 133:0.78 135:0.32 137:0.94 139:0.82 140:0.45 144:0.57 146:0.69 147:0.73 149:0.93 150:0.54 151:0.98 152:0.79 153:0.93 154:0.68 155:0.66 157:0.81 158:0.82 159:0.85 161:0.45 162:0.85 164:0.86 166:0.99 167:0.71 169:0.76 172:0.92 173:0.09 176:0.63 177:0.70 179:0.15 181:0.95 182:0.99 186:0.75 187:0.39 189:0.88 190:0.77 191:0.70 192:0.87 196:0.94 201:0.59 202:0.76 204:0.82 206:0.81 208:0.64 212:0.69 215:0.72 216:0.95 222:0.48 227:0.99 229:1.00 230:0.73 231:0.98 232:0.92 233:0.76 235:0.42 238:0.91 241:0.41 242:0.54 243:0.21 244:0.61 245:0.98 246:0.61 247:0.82 248:0.94 253:0.97 255:0.79 256:0.82 259:0.21 260:0.92 261:0.76 265:0.61 266:0.71 267:0.52 268:0.83 271:0.75 276:0.95 279:0.81 283:0.82 284:0.88 285:0.62 287:0.99 290:0.82 297:0.36 300:0.84\n3 1:0.59 6:0.97 8:0.92 9:0.79 11:0.42 12:0.51 17:0.32 20:0.78 21:0.59 22:0.93 27:0.03 28:0.78 29:0.94 30:0.95 31:0.95 32:0.67 34:0.81 36:0.83 37:0.94 39:0.33 41:0.82 43:0.21 47:0.93 48:0.91 60:0.87 66:0.54 69:0.95 71:0.65 74:0.53 77:0.70 78:0.86 79:0.95 81:0.39 83:0.91 91:0.84 96:0.97 98:0.08 100:0.95 104:0.58 108:0.91 111:0.91 114:0.71 120:0.94 123:0.90 126:0.44 127:0.06 129:0.05 131:0.99 135:0.32 137:0.95 139:0.77 140:0.98 144:0.57 145:0.80 146:0.13 147:0.18 149:0.13 150:0.45 151:0.86 152:1.00 153:0.91 154:0.14 155:0.66 157:0.61 158:0.92 159:0.08 161:0.45 162:0.76 164:0.92 166:0.99 167:0.88 169:0.96 172:0.10 173:0.99 175:0.75 176:0.63 177:0.38 178:0.42 179:0.08 181:0.95 182:0.99 186:0.86 187:0.21 189:0.97 191:0.95 192:0.87 195:0.89 196:0.93 201:0.56 202:0.86 208:0.64 215:0.55 216:0.84 219:0.95 220:0.62 222:0.48 227:0.99 229:0.99 231:0.98 232:0.81 235:0.74 238:0.97 241:0.74 243:0.63 244:0.83 246:0.61 248:0.77 253:0.95 255:0.79 256:0.88 257:0.65 259:0.21 260:0.94 261:0.98 262:0.93 265:0.08 267:0.69 268:0.90 271:0.75 277:0.69 279:0.80 281:0.91 282:0.75 283:0.82 284:0.92 285:0.62 287:0.99 290:0.71 292:0.95 297:0.36 300:0.08\n3 1:0.69 6:0.97 8:0.93 9:0.76 12:0.51 17:0.04 20:0.95 21:0.13 27:0.03 28:0.78 29:0.94 32:0.67 34:0.59 36:1.00 37:0.94 39:0.33 71:0.65 74:0.44 77:0.70 78:0.78 81:0.69 83:0.60 91:0.80 96:0.98 100:0.85 104:0.58 111:0.79 114:0.88 120:0.96 126:0.44 131:0.99 135:0.98 140:0.94 144:0.57 145:0.40 150:0.77 151:0.96 152:1.00 153:0.89 155:0.58 157:0.61 158:0.76 161:0.45 162:0.65 164:0.94 166:0.99 167:0.85 169:0.95 175:0.97 176:0.63 178:0.50 181:0.95 182:0.99 186:0.78 187:0.39 189:0.97 190:0.77 191:0.80 192:0.59 195:0.72 201:0.66 202:0.92 208:0.54 215:0.84 216:0.84 220:0.62 222:0.48 227:0.99 229:1.00 231:0.98 232:0.81 235:0.42 238:0.95 241:0.72 244:0.97 246:0.61 248:0.95 253:0.97 255:0.74 256:0.92 257:0.93 259:0.21 260:0.96 261:0.98 267:0.84 268:0.93 271:0.75 277:0.95 279:0.79 282:0.75 283:0.67 285:0.56 287:0.99 290:0.88 297:0.36\n3 1:0.62 6:0.97 8:0.93 9:0.76 11:0.42 12:0.51 17:0.07 20:0.94 21:0.30 27:0.03 28:0.78 29:0.94 30:0.95 32:0.67 34:0.61 36:0.61 37:0.94 39:0.33 43:0.23 66:0.54 69:0.94 71:0.65 74:0.39 77:0.89 78:0.84 81:0.49 83:0.60 91:0.86 96:0.97 98:0.08 100:0.95 104:0.58 108:0.88 111:0.89 114:0.82 120:0.95 123:0.88 126:0.44 127:0.06 129:0.05 131:0.99 135:0.61 140:0.87 144:0.57 145:0.70 146:0.13 147:0.18 149:0.15 150:0.54 151:0.97 152:1.00 153:0.92 154:0.16 155:0.58 157:0.61 159:0.08 161:0.45 162:0.77 164:0.94 166:0.99 167:0.87 169:0.95 172:0.10 173:0.99 175:0.75 176:0.63 177:0.38 178:0.42 179:0.08 181:0.95 182:0.99 186:0.85 187:0.39 189:0.98 190:0.77 191:0.89 192:0.58 195:0.84 201:0.59 202:0.89 208:0.54 215:0.72 216:0.84 222:0.48 227:0.99 229:1.00 231:0.98 232:0.81 235:0.42 238:0.97 241:0.73 243:0.63 244:0.83 246:0.61 248:0.94 253:0.96 255:0.74 256:0.92 257:0.65 259:0.21 260:0.95 261:0.98 265:0.08 267:0.89 268:0.92 271:0.75 277:0.69 282:0.75 285:0.56 287:0.99 290:0.82 297:0.36 300:0.08\n2 1:0.74 11:0.91 12:0.37 17:0.49 18:0.89 21:0.47 22:0.93 26:0.99 27:0.56 29:0.86 30:0.33 32:0.80 34:0.55 36:0.19 37:0.60 39:0.75 43:0.65 44:0.93 45:0.95 46:0.99 47:0.93 58:0.93 64:0.77 66:0.67 69:0.57 70:0.86 71:0.62 74:0.90 77:0.70 81:0.54 83:0.91 86:0.93 91:0.11 97:0.89 98:0.84 101:0.52 104:0.91 106:0.81 107:0.99 108:0.44 110:0.99 114:0.60 117:0.86 122:0.75 123:0.42 124:0.47 125:0.88 126:0.54 127:0.58 129:0.59 133:0.46 135:0.89 139:0.93 141:0.91 144:0.85 145:0.69 146:0.92 147:0.94 149:0.85 150:0.74 154:0.77 155:0.67 158:0.79 159:0.64 160:0.88 165:0.93 172:0.90 173:0.48 176:0.73 177:0.70 178:0.55 179:0.24 187:0.21 192:0.87 195:0.79 199:0.98 201:0.93 206:0.81 208:0.64 212:0.82 215:0.41 216:0.76 222:0.76 223:0.99 224:0.93 232:0.94 234:0.91 235:0.68 241:0.10 242:0.36 243:0.71 245:0.95 247:0.88 253:0.49 254:0.74 259:0.21 262:0.93 265:0.84 266:0.38 267:0.28 271:0.16 274:0.91 276:0.87 279:0.82 282:0.88 283:0.82 289:0.98 290:0.60 297:0.36 299:0.88 300:0.70\n1 1:0.69 11:0.91 12:0.37 17:0.15 18:0.94 21:0.40 22:0.93 26:0.99 27:0.56 29:0.86 30:0.19 34:0.88 36:0.25 37:0.60 39:0.75 43:0.56 44:0.90 45:0.85 46:0.96 47:0.93 55:0.52 58:0.93 64:0.77 66:0.54 69:0.83 70:0.81 71:0.62 74:0.64 77:0.89 81:0.39 86:0.96 91:0.10 98:0.78 101:0.52 107:0.98 108:0.68 110:0.98 114:0.58 117:0.86 122:0.77 123:0.66 124:0.65 125:0.88 126:0.44 127:0.54 129:0.05 133:0.60 135:0.42 139:0.95 141:0.91 144:0.85 145:0.65 146:0.92 147:0.55 149:0.39 150:0.51 154:0.61 155:0.58 158:0.72 159:0.68 160:0.88 172:0.87 173:0.77 176:0.55 177:0.38 178:0.55 179:0.23 187:0.95 192:0.51 195:0.84 199:0.99 201:0.68 208:0.54 212:0.71 216:0.76 222:0.76 223:0.99 224:0.93 232:0.98 234:0.91 235:0.52 241:0.46 242:0.21 243:0.28 245:0.93 247:0.88 253:0.44 254:0.84 257:0.65 259:0.21 262:0.93 265:0.78 266:0.80 267:0.36 271:0.16 274:0.91 276:0.87 282:0.71 289:0.96 290:0.58 300:0.84\n2 1:0.74 7:0.72 11:0.91 12:0.37 17:0.53 18:0.68 21:0.40 26:0.99 27:0.49 29:0.86 30:0.41 32:0.80 34:0.67 36:0.25 37:0.65 39:0.75 43:0.60 44:0.93 45:0.81 46:0.96 48:0.91 58:0.93 64:0.77 66:0.86 69:0.72 70:0.36 71:0.62 74:0.68 77:0.70 81:0.57 83:0.60 86:0.74 91:0.40 98:0.66 99:0.83 101:0.52 107:0.97 108:0.55 110:0.98 114:0.62 122:0.75 123:0.53 125:0.88 126:0.54 127:0.19 129:0.05 135:0.95 139:0.82 141:0.91 144:0.85 145:0.52 146:0.75 147:0.79 149:0.53 150:0.72 154:0.67 155:0.67 159:0.31 160:0.88 165:0.70 172:0.59 173:0.71 176:0.73 177:0.70 178:0.55 179:0.44 187:0.39 192:0.87 195:0.74 199:0.95 201:0.93 204:0.85 208:0.64 212:0.42 215:0.42 216:0.61 222:0.76 223:0.99 224:0.93 230:0.74 233:0.73 234:0.91 235:0.60 241:0.62 242:0.33 243:0.86 247:0.67 253:0.48 254:0.92 259:0.21 265:0.67 266:0.38 267:0.44 271:0.16 274:0.91 276:0.48 281:0.91 282:0.88 289:0.98 290:0.62 297:0.36 300:0.25\n4 1:0.74 8:0.74 9:0.80 11:0.91 12:0.37 17:0.90 18:0.86 21:0.30 26:0.99 27:0.72 29:0.86 30:0.21 31:0.87 32:0.78 34:0.67 36:0.63 37:0.92 39:0.75 43:0.67 44:0.93 45:0.83 46:1.00 48:0.91 58:0.98 64:0.77 66:0.90 69:0.15 70:0.62 71:0.62 74:0.78 76:1.00 77:0.96 79:0.87 81:0.63 83:0.60 86:0.94 91:0.86 96:0.82 98:0.95 99:0.83 101:0.52 104:0.58 107:0.98 108:0.12 110:0.98 114:0.65 120:0.71 122:0.57 123:0.12 125:0.99 126:0.54 127:0.64 129:0.05 135:0.39 137:0.87 139:0.94 140:0.45 141:0.99 144:0.85 145:0.86 146:0.61 147:0.67 149:0.33 150:0.76 151:0.53 153:0.48 154:0.87 155:0.67 159:0.23 160:0.97 162:0.78 164:0.68 165:0.70 172:0.71 173:0.47 176:0.73 177:0.70 179:0.61 190:0.77 192:0.87 195:0.56 196:0.91 199:0.96 201:0.93 202:0.59 204:0.85 208:0.64 212:0.89 215:0.44 216:0.03 220:0.87 222:0.76 223:0.99 224:0.98 232:0.77 234:0.98 235:0.52 241:0.88 242:0.27 243:0.90 247:0.76 248:0.52 253:0.81 254:0.88 255:0.95 256:0.58 259:0.21 260:0.68 265:0.95 266:0.27 267:0.36 268:0.64 271:0.16 274:0.97 276:0.60 281:0.89 282:0.86 284:0.91 285:0.62 289:0.98 290:0.65 297:0.36 300:0.43\n1 1:0.74 7:0.72 11:0.91 12:0.37 17:0.55 18:0.63 21:0.30 26:0.99 27:0.31 29:0.86 30:0.33 32:0.79 34:0.97 36:0.32 37:0.55 39:0.75 43:0.62 44:0.93 45:0.73 46:0.95 58:0.93 64:0.77 66:0.20 69:0.75 70:0.49 71:0.62 74:0.68 76:0.94 77:0.70 81:0.65 83:0.91 86:0.73 91:0.10 97:0.89 98:0.35 101:0.52 104:0.95 106:0.81 107:0.95 108:0.58 110:0.96 114:0.65 117:0.86 122:0.51 123:0.66 124:0.56 125:0.88 126:0.54 127:0.18 129:0.05 133:0.37 135:0.86 139:0.80 141:0.91 144:0.85 145:0.67 146:0.25 147:0.31 149:0.32 150:0.79 154:0.68 155:0.67 158:0.79 159:0.24 160:0.88 165:0.93 172:0.27 173:0.80 176:0.73 177:0.70 178:0.55 179:0.60 187:0.39 192:0.87 195:0.69 199:0.95 201:0.93 204:0.85 206:0.81 208:0.64 212:0.42 215:0.44 216:0.85 222:0.76 223:0.99 224:0.93 230:0.75 232:0.96 233:0.76 234:0.91 235:0.52 241:0.30 242:0.19 243:0.58 245:0.53 247:0.55 253:0.50 254:0.92 259:0.21 265:0.21 266:0.38 267:0.28 271:0.16 274:0.91 276:0.30 277:0.87 279:0.82 282:0.87 283:0.82 289:0.98 290:0.65 297:0.36 300:0.33\n2 1:0.74 7:0.72 9:0.80 11:0.93 12:0.37 17:0.72 18:0.98 21:0.54 26:0.99 27:0.53 29:0.86 30:0.87 31:0.86 34:0.88 36:0.31 37:0.85 39:0.75 43:0.66 44:0.90 45:0.94 46:0.94 48:0.99 55:0.59 58:0.98 64:0.77 66:0.69 69:0.57 70:0.37 71:0.62 74:0.64 76:0.99 77:1.00 79:0.86 81:0.52 83:0.60 85:0.80 86:0.99 91:0.15 96:0.68 98:0.76 99:0.83 101:0.97 107:0.97 108:0.79 110:0.97 114:0.59 120:0.55 122:0.85 123:0.78 124:0.49 125:0.97 126:0.54 127:0.59 129:0.59 133:0.61 135:0.88 137:0.86 139:0.98 140:0.45 141:0.99 144:0.85 145:0.97 146:0.51 147:0.57 149:0.85 150:0.70 151:0.50 153:0.48 154:0.70 155:0.67 159:0.71 160:0.96 162:0.86 164:0.57 165:0.70 172:0.95 173:0.43 176:0.73 177:0.70 179:0.16 187:0.68 192:0.87 195:0.86 196:0.90 199:1.00 201:0.93 202:0.36 204:0.89 208:0.64 212:0.93 215:0.39 216:0.41 220:0.91 222:0.76 223:0.99 224:0.98 230:0.75 232:0.79 233:0.76 234:0.98 235:0.88 241:0.18 242:0.30 243:0.16 245:0.96 247:0.84 248:0.49 253:0.45 255:0.95 256:0.45 259:0.21 260:0.55 265:0.76 266:0.38 267:0.87 268:0.46 271:0.16 274:0.97 276:0.93 281:0.88 282:0.71 284:0.89 285:0.62 289:0.98 290:0.59 297:0.36 300:0.70\n1 1:0.74 11:0.91 12:0.37 17:0.49 18:0.90 21:0.47 22:0.93 26:0.99 27:0.56 29:0.86 30:0.17 32:0.80 34:0.61 36:0.18 37:0.60 39:0.75 43:0.65 44:0.93 45:0.90 46:0.98 47:0.93 55:0.45 58:0.93 64:0.77 66:0.48 69:0.67 70:0.90 71:0.62 74:0.83 77:0.70 81:0.54 83:0.91 86:0.93 91:0.07 97:0.89 98:0.75 101:0.52 104:0.91 106:0.81 107:0.99 108:0.51 110:0.99 114:0.60 117:0.86 122:0.86 123:0.49 124:0.58 125:0.88 126:0.54 127:0.42 129:0.59 133:0.46 135:0.86 139:0.93 141:0.91 144:0.85 145:0.69 146:0.84 147:0.87 149:0.66 150:0.74 154:0.70 155:0.67 158:0.79 159:0.53 160:0.88 165:0.93 172:0.79 173:0.64 176:0.73 177:0.70 178:0.55 179:0.27 187:0.39 192:0.87 195:0.74 199:0.98 201:0.93 206:0.81 208:0.64 212:0.80 215:0.41 216:0.76 222:0.76 223:0.99 224:0.93 232:0.94 234:0.91 235:0.68 241:0.01 242:0.21 243:0.59 245:0.94 247:0.88 253:0.48 254:0.74 259:0.21 262:0.93 265:0.76 266:0.38 267:0.28 271:0.16 274:0.91 276:0.81 279:0.82 282:0.88 283:0.82 289:0.98 290:0.60 297:0.36 299:0.88 300:0.70\n1 1:0.74 11:0.91 12:0.37 17:0.55 18:0.92 21:0.47 22:0.93 26:0.99 27:0.56 29:0.86 30:0.43 32:0.80 34:0.93 36:0.17 37:0.60 39:0.75 43:0.67 44:0.93 45:0.83 46:0.97 47:0.93 55:0.45 58:0.93 64:0.77 66:0.95 69:0.64 70:0.81 71:0.62 74:0.76 77:0.70 81:0.54 83:0.91 86:0.94 91:0.08 97:0.89 98:0.86 101:0.52 104:0.91 106:0.81 107:0.98 108:0.49 110:0.98 114:0.60 117:0.86 122:0.77 123:0.47 125:0.88 126:0.54 127:0.38 129:0.05 135:0.60 139:0.94 141:0.91 144:0.85 145:0.69 146:0.88 147:0.90 149:0.55 150:0.74 154:0.71 155:0.67 158:0.79 159:0.46 160:0.88 165:0.93 172:0.88 173:0.64 176:0.73 177:0.70 178:0.55 179:0.28 187:0.39 192:0.87 195:0.70 199:0.98 201:0.93 206:0.81 208:0.64 212:0.77 215:0.41 216:0.76 222:0.76 223:0.99 224:0.93 232:0.94 234:0.91 235:0.68 242:0.27 243:0.96 247:0.90 253:0.47 254:0.74 259:0.21 262:0.93 265:0.86 266:0.38 267:0.28 271:0.16 274:0.91 276:0.79 279:0.82 282:0.88 283:0.82 289:0.98 290:0.60 297:0.36 299:0.88 300:0.70\n1 1:0.74 7:0.72 11:0.91 12:0.37 17:0.61 18:0.67 21:0.22 22:0.93 26:0.99 27:0.67 29:0.86 30:0.53 32:0.80 34:0.75 36:0.25 37:0.44 39:0.75 43:0.61 44:0.93 45:0.90 46:0.98 47:0.93 48:0.91 58:0.93 64:0.77 66:0.93 69:0.73 70:0.59 71:0.62 74:0.77 77:0.96 81:0.72 83:0.91 86:0.77 91:0.27 98:0.81 101:0.52 104:0.99 106:0.81 107:0.99 108:0.56 110:0.99 114:0.71 117:0.86 122:0.75 123:0.54 125:0.88 126:0.54 127:0.30 129:0.05 135:0.96 139:0.83 141:0.91 144:0.85 145:0.76 146:0.87 147:0.89 149:0.73 150:0.83 154:0.64 155:0.67 159:0.44 160:0.88 165:0.93 172:0.80 173:0.72 176:0.73 177:0.70 178:0.55 179:0.34 187:0.95 192:0.87 195:0.74 199:0.96 201:0.93 202:0.36 204:0.85 206:0.81 208:0.64 212:0.69 215:0.51 216:0.56 222:0.76 223:0.99 224:0.93 230:0.75 232:0.99 233:0.76 234:0.91 235:0.42 241:0.18 242:0.45 243:0.93 247:0.67 253:0.53 254:0.90 259:0.21 262:0.93 265:0.81 266:0.47 267:0.36 271:0.16 274:0.91 276:0.69 281:0.91 282:0.88 289:0.98 290:0.71 297:0.36 300:0.43\n2 6:0.93 7:0.66 8:0.75 12:0.20 17:0.72 18:0.99 20:0.81 27:0.34 28:0.56 29:0.71 30:0.17 31:0.96 32:0.69 34:0.49 36:0.51 37:0.71 39:0.30 43:0.72 44:0.90 48:0.91 55:0.52 64:0.77 66:0.97 69:0.07 70:0.81 71:0.75 74:0.50 78:0.96 79:0.97 81:0.74 86:0.99 91:0.44 98:0.96 100:0.91 106:0.81 108:0.06 111:0.94 120:0.85 123:0.06 126:0.44 127:0.72 129:0.05 135:0.32 137:0.96 139:0.99 140:0.45 145:0.40 146:0.90 147:0.92 149:0.82 150:0.52 151:0.85 152:0.98 153:0.77 154:0.64 159:0.49 161:0.76 162:0.86 164:0.70 167:0.56 169:0.97 172:0.93 173:0.16 177:0.70 179:0.26 181:0.76 186:0.95 187:0.39 189:0.92 190:0.77 191:0.70 192:0.51 195:0.66 196:0.98 201:0.68 202:0.60 206:0.81 212:0.90 215:0.96 216:0.55 219:0.92 222:0.35 230:0.69 233:0.76 235:0.05 238:0.88 241:0.07 242:0.30 243:0.97 247:0.84 248:0.85 253:0.35 254:0.74 255:0.74 256:0.68 259:0.21 260:0.81 261:0.97 265:0.96 266:0.27 267:0.36 268:0.69 276:0.86 281:0.91 283:0.82 284:0.92 285:0.56 292:0.95 297:0.36 300:0.70\n2 1:0.74 7:0.81 9:0.76 11:0.83 12:0.20 17:0.91 18:0.99 22:0.93 27:0.19 28:0.56 29:0.71 30:0.33 31:0.95 32:0.80 34:0.87 36:0.34 37:0.93 39:0.30 43:0.79 44:0.93 45:0.81 47:0.93 48:0.98 55:0.45 64:0.77 66:0.83 69:0.73 70:0.64 71:0.75 74:0.91 76:0.85 77:0.96 79:0.96 81:0.89 83:0.91 85:0.80 86:0.99 91:0.56 96:0.87 97:0.94 98:0.90 101:0.97 106:0.81 108:0.56 114:0.98 117:0.86 121:0.90 122:0.86 123:0.54 124:0.39 126:0.54 127:0.74 129:0.05 133:0.43 135:0.88 137:0.95 139:0.99 140:0.45 145:0.76 146:0.93 147:0.39 149:0.84 150:0.94 151:0.81 153:0.48 154:0.72 155:0.67 158:0.79 159:0.63 161:0.76 162:0.86 165:0.93 167:0.53 172:0.95 173:0.69 176:0.73 177:0.38 179:0.19 181:0.76 187:0.21 190:0.77 192:0.87 195:0.79 196:0.98 201:0.93 202:0.50 204:0.89 206:0.81 208:0.64 212:0.93 215:0.96 216:0.61 219:0.92 222:0.35 230:0.87 232:0.84 233:0.76 235:0.12 241:0.01 242:0.70 243:0.15 245:0.94 247:0.91 248:0.82 253:0.89 255:0.74 256:0.58 257:0.65 259:0.21 262:0.93 265:0.90 266:0.27 267:0.85 268:0.59 276:0.91 279:0.82 281:0.91 282:0.88 284:0.91 285:0.56 290:0.98 292:0.95 297:0.36 299:0.88 300:0.55\n2 6:0.82 7:0.72 8:0.70 12:0.20 17:0.90 18:0.99 20:0.92 22:0.93 27:0.19 28:0.56 29:0.71 30:0.68 31:0.98 32:0.69 34:0.78 36:0.29 37:0.93 39:0.30 43:0.72 44:0.90 47:0.93 48:0.91 55:0.45 64:0.77 66:0.77 69:0.75 70:0.52 71:0.75 74:0.39 78:0.96 79:0.99 81:0.74 86:0.99 91:0.68 98:0.82 100:0.93 106:0.81 108:0.58 111:0.94 120:0.91 122:0.86 123:0.56 124:0.41 126:0.44 127:0.74 129:0.05 133:0.43 135:0.95 137:0.98 139:0.99 140:0.45 145:0.40 146:0.76 147:0.39 149:0.72 150:0.52 151:0.91 152:0.88 153:0.84 154:0.61 159:0.43 161:0.76 162:0.86 164:0.79 167:0.61 169:0.90 172:0.91 173:0.84 177:0.38 179:0.28 181:0.76 186:0.96 187:0.21 189:0.84 190:0.77 192:0.51 195:0.62 196:0.99 201:0.68 202:0.70 206:0.81 212:0.94 215:0.96 216:0.61 219:0.92 222:0.35 230:0.75 233:0.76 235:0.05 238:0.86 241:0.30 242:0.75 243:0.20 245:0.91 247:0.76 248:0.93 253:0.31 254:0.88 255:0.74 256:0.80 257:0.65 259:0.21 260:0.89 261:0.92 262:0.93 265:0.82 266:0.27 267:0.59 268:0.79 276:0.85 281:0.91 283:0.82 284:0.96 285:0.56 292:0.95 297:0.36 300:0.55\n1 6:0.80 7:0.72 8:0.74 12:0.20 17:0.75 18:0.99 20:0.85 22:0.93 27:0.29 28:0.56 29:0.71 30:0.66 31:0.94 32:0.69 34:0.49 36:0.22 37:0.70 39:0.30 43:0.72 44:0.90 47:0.93 48:0.98 55:0.52 64:0.77 66:0.72 69:0.05 70:0.62 71:0.75 78:0.92 79:0.95 81:0.74 86:0.98 91:0.33 98:0.80 100:0.83 106:0.81 108:0.05 111:0.90 120:0.77 122:0.86 123:0.05 124:0.43 126:0.44 127:0.91 129:0.59 133:0.47 135:0.89 137:0.94 139:0.98 140:0.80 145:0.70 146:0.77 147:0.81 149:0.81 150:0.52 151:0.80 152:0.81 153:0.48 154:0.62 159:0.49 161:0.76 162:0.78 164:0.65 167:0.67 169:0.80 172:0.87 173:0.16 175:0.75 177:0.38 179:0.35 181:0.76 186:0.92 187:0.68 189:0.82 190:0.77 191:0.70 192:0.51 195:0.65 196:0.98 201:0.68 202:0.59 206:0.81 212:0.88 215:0.96 216:0.42 219:0.92 220:0.74 222:0.35 230:0.75 233:0.76 235:0.05 238:0.82 241:0.49 242:0.73 243:0.75 244:0.61 245:0.90 247:0.67 248:0.80 253:0.20 255:0.74 256:0.64 257:0.65 259:0.21 260:0.74 261:0.86 262:0.93 265:0.80 266:0.47 267:0.36 268:0.64 276:0.81 277:0.69 281:0.91 283:0.82 284:0.90 285:0.56 292:0.95 297:0.36 300:0.70\n0 1:0.69 7:0.72 9:0.76 11:0.64 12:0.20 17:0.45 21:0.47 27:0.18 28:0.56 29:0.71 30:0.11 32:0.79 34:0.76 36:0.34 37:0.85 39:0.30 43:0.62 44:0.93 45:0.66 48:0.91 55:0.59 66:0.54 69:0.69 70:0.95 71:0.75 74:0.66 76:0.85 77:0.89 81:0.37 83:0.60 91:0.35 96:0.88 97:0.98 98:0.45 99:0.83 101:0.52 106:0.81 108:0.84 114:0.59 117:0.86 120:0.81 122:0.51 123:0.83 124:0.50 126:0.44 127:0.46 129:0.59 133:0.47 135:0.87 138:0.95 139:0.77 140:0.45 145:0.74 146:0.35 147:0.42 149:0.32 150:0.53 151:0.91 153:0.84 154:0.51 155:0.58 158:0.79 159:0.61 161:0.76 162:0.86 163:0.81 164:0.73 165:0.70 167:0.68 172:0.41 173:0.62 175:0.75 176:0.66 177:0.38 179:0.79 181:0.76 187:0.87 190:0.77 192:0.59 195:0.82 201:0.68 202:0.67 204:0.85 206:0.81 208:0.54 212:0.28 215:0.41 216:0.82 222:0.35 230:0.75 232:0.98 233:0.76 235:0.60 241:0.52 242:0.29 243:0.34 244:0.61 245:0.59 247:0.60 248:0.92 253:0.82 255:0.74 256:0.73 257:0.65 259:0.21 260:0.74 265:0.46 266:0.54 267:0.99 268:0.75 276:0.31 277:0.69 279:0.82 281:0.91 282:0.87 283:0.82 285:0.56 286:0.99 290:0.59 297:0.36 298:0.99 300:0.70\n2 7:0.72 8:0.83 11:0.64 12:0.20 17:0.98 18:1.00 20:0.83 22:0.93 27:0.29 28:0.56 29:0.71 30:0.73 31:0.97 32:0.69 34:0.23 36:0.41 37:0.88 39:0.30 43:0.72 44:0.90 45:0.77 47:0.93 48:0.91 55:0.52 64:0.77 66:0.99 69:0.05 70:0.33 71:0.75 74:0.52 78:0.91 79:0.97 81:0.74 86:1.00 91:0.49 98:0.96 100:0.73 101:0.52 106:0.81 108:0.05 111:0.88 120:0.86 122:0.86 123:0.05 126:0.44 127:0.69 129:0.05 135:0.42 137:0.97 139:1.00 140:0.45 145:0.38 146:0.90 147:0.92 149:0.84 150:0.52 151:0.84 152:0.79 153:0.72 154:0.59 159:0.49 161:0.76 162:0.86 164:0.71 167:0.57 169:0.72 172:0.97 173:0.14 177:0.70 179:0.17 181:0.76 186:0.91 187:0.39 190:0.77 191:0.82 192:0.51 195:0.67 196:0.99 201:0.68 202:0.61 206:0.81 212:0.94 215:0.96 216:0.61 219:0.92 222:0.35 230:0.75 233:0.76 235:0.05 241:0.12 242:0.75 243:0.99 247:0.79 248:0.89 253:0.36 254:0.99 255:0.74 256:0.68 259:0.21 260:0.83 261:0.84 262:0.93 265:0.96 266:0.27 267:0.28 268:0.70 276:0.93 281:0.91 283:0.82 284:0.94 285:0.56 292:0.95 297:0.36 300:0.55\n2 6:0.92 8:0.91 9:0.76 11:0.64 12:0.20 17:0.20 20:0.79 21:0.13 27:0.02 28:0.56 29:0.71 30:0.85 34:0.30 36:0.32 37:0.92 39:0.30 43:0.25 45:0.77 55:0.71 66:0.63 69:0.93 70:0.39 71:0.75 74:0.65 76:0.85 77:0.70 78:0.92 81:0.51 83:0.60 91:0.76 96:0.96 98:0.55 100:0.91 101:0.52 108:0.86 111:0.90 114:0.72 120:0.79 122:0.77 123:0.85 124:0.51 126:0.26 127:0.51 129:0.05 133:0.62 135:0.76 140:0.97 145:0.38 146:0.80 147:0.05 149:0.41 150:0.39 151:0.81 152:0.93 153:0.87 154:0.18 155:0.58 158:0.74 159:0.70 161:0.76 162:0.60 164:0.72 167:0.82 169:0.91 172:0.70 173:0.93 175:0.75 176:0.61 177:0.05 179:0.50 181:0.76 186:0.92 187:0.39 190:0.77 191:0.82 192:0.59 195:0.86 202:0.86 208:0.54 212:0.72 216:0.99 222:0.35 235:0.12 241:0.74 242:0.61 243:0.09 244:0.61 245:0.72 247:0.60 248:0.82 253:0.92 255:0.74 256:0.87 257:0.84 259:0.21 260:0.76 261:0.93 265:0.57 266:0.80 267:0.52 268:0.87 276:0.62 277:0.69 282:0.73 285:0.56 290:0.72 300:0.43\n2 1:0.74 6:0.92 7:0.66 8:0.74 9:0.76 11:0.92 12:0.20 17:0.61 18:0.99 20:0.83 21:0.13 22:0.93 27:0.26 28:0.56 29:0.71 30:0.60 31:0.93 32:0.80 37:0.86 39:0.30 43:0.97 44:0.93 45:0.81 47:0.93 48:0.97 55:0.45 64:0.77 66:0.36 69:0.10 70:0.64 71:0.75 74:0.90 76:0.85 77:0.70 78:0.99 79:0.93 81:0.77 83:0.91 85:0.80 86:0.99 91:0.38 96:0.80 97:0.89 98:0.79 100:0.98 101:0.97 106:0.81 108:0.78 111:0.98 114:0.79 117:0.86 122:0.86 123:0.76 124:0.61 126:0.54 127:0.86 129:0.59 133:0.46 137:0.93 139:0.99 140:0.45 145:0.69 146:0.77 147:0.81 149:0.84 150:0.85 151:0.81 152:0.87 153:0.48 154:0.97 155:0.67 158:0.79 159:0.70 161:0.76 162:0.86 165:0.93 167:0.59 169:0.94 172:0.88 173:0.13 176:0.73 177:0.70 179:0.20 181:0.76 186:0.98 187:0.87 189:0.92 190:0.77 192:0.87 195:0.83 196:0.97 201:0.93 202:0.36 206:0.81 208:0.64 212:0.91 215:0.61 216:0.57 219:0.92 222:0.35 230:0.69 232:0.95 233:0.76 235:0.31 238:0.94 241:0.18 242:0.61 243:0.51 245:0.98 247:0.91 248:0.73 253:0.84 255:0.74 256:0.45 261:0.93 262:0.93 265:0.79 266:0.54 268:0.46 276:0.91 279:0.82 281:0.91 282:0.88 284:0.87 285:0.56 290:0.79 292:0.95 297:0.36 299:0.88 300:0.84\n2 7:0.72 11:0.64 12:0.20 17:0.75 18:1.00 22:0.93 27:0.31 28:0.56 29:0.71 30:0.76 31:0.93 32:0.77 34:0.66 36:0.23 37:0.81 39:0.30 43:0.72 44:0.93 45:0.66 47:0.93 48:0.97 55:0.52 64:0.77 66:0.92 69:0.67 70:0.41 71:0.75 74:0.55 77:0.70 79:0.94 81:0.74 86:1.00 91:0.69 98:0.90 101:0.52 106:0.81 108:0.51 120:0.72 122:0.86 123:0.49 124:0.36 126:0.44 127:0.69 129:0.05 133:0.43 135:0.89 137:0.93 139:1.00 140:0.45 145:0.61 146:0.91 147:0.25 149:0.83 150:0.52 151:0.83 153:0.69 154:0.54 159:0.57 161:0.76 162:0.86 164:0.55 167:0.56 172:0.97 173:0.66 177:0.38 179:0.16 181:0.76 187:0.68 190:0.77 192:0.51 195:0.74 196:0.97 201:0.68 202:0.46 206:0.81 212:0.94 215:0.96 216:0.59 219:0.92 222:0.35 230:0.75 233:0.76 235:0.05 241:0.07 242:0.73 243:0.08 245:0.90 247:0.86 248:0.75 253:0.37 254:0.80 255:0.74 256:0.45 257:0.65 259:0.21 260:0.69 262:0.93 265:0.90 266:0.27 267:0.36 268:0.55 276:0.94 281:0.91 282:0.85 283:0.82 284:0.87 285:0.56 292:0.95 297:0.36 300:0.55\n2 1:0.74 11:0.64 12:0.20 17:0.96 18:0.96 21:0.64 22:0.93 27:0.70 28:0.56 29:0.71 30:0.55 34:0.80 36:0.27 37:0.49 39:0.30 43:0.41 45:0.77 47:0.93 55:0.52 60:0.97 64:0.77 66:0.97 69:0.36 70:0.62 71:0.75 74:0.86 81:0.39 83:0.91 86:0.97 91:0.53 97:0.94 98:0.87 101:0.52 106:0.81 108:0.28 114:0.55 117:0.86 122:0.77 123:0.27 126:0.54 127:0.39 129:0.05 135:0.88 139:0.97 146:0.93 147:0.95 149:0.43 150:0.62 154:0.62 155:0.67 158:0.92 159:0.58 161:0.76 167:0.52 172:0.92 173:0.27 176:0.66 177:0.70 178:0.55 179:0.23 181:0.76 187:0.39 192:0.87 201:0.93 206:0.81 208:0.64 212:0.89 215:0.37 216:0.13 219:0.95 222:0.35 232:0.93 235:0.84 241:0.01 242:0.41 243:0.97 247:0.93 253:0.46 254:0.84 259:0.21 262:0.93 265:0.87 266:0.27 267:0.28 276:0.85 279:0.86 283:0.82 290:0.55 292:0.95 297:0.36 300:0.70\n2 6:0.93 7:0.66 8:0.86 11:0.64 12:0.20 17:0.53 18:0.99 20:0.98 21:0.59 27:0.34 28:0.56 29:0.71 30:0.38 31:0.90 32:0.80 34:0.85 36:0.36 37:0.71 39:0.30 43:0.69 44:0.93 45:0.73 48:0.91 55:0.59 64:0.77 66:0.67 69:0.25 70:0.74 71:0.75 74:0.96 76:0.85 77:0.70 78:0.98 79:0.91 81:0.36 86:1.00 91:0.40 96:0.67 98:0.86 100:0.99 101:0.52 106:0.81 108:0.58 111:0.98 114:0.58 120:0.53 122:0.67 123:0.55 124:0.52 126:0.54 127:0.89 129:0.81 133:0.67 135:0.47 137:0.90 139:1.00 140:0.45 145:0.61 146:0.32 147:0.38 149:0.68 150:0.46 151:0.47 152:0.97 153:0.48 154:0.84 158:0.85 159:0.80 161:0.76 162:0.86 164:0.57 167:0.59 169:0.97 172:0.97 173:0.15 176:0.73 177:0.70 179:0.14 181:0.76 186:0.97 187:0.68 189:0.95 190:0.89 191:0.73 192:0.51 195:0.91 196:0.95 201:0.68 202:0.50 206:0.81 208:0.64 212:0.92 215:0.39 216:0.55 219:0.95 220:0.97 222:0.35 230:0.69 233:0.76 235:0.80 238:0.96 241:0.18 242:0.18 243:0.17 245:0.98 247:0.93 248:0.46 253:0.49 254:0.84 255:0.74 256:0.58 259:0.21 260:0.53 261:0.97 265:0.86 266:0.54 267:0.19 268:0.59 276:0.96 281:0.91 282:0.88 283:0.66 284:0.91 285:0.62 290:0.58 292:0.87 297:0.36 300:0.84\n2 6:0.92 7:0.66 8:0.81 11:0.64 12:0.20 17:0.86 18:0.99 20:0.89 21:0.13 22:0.93 27:0.26 28:0.56 29:0.71 30:0.62 31:0.96 32:0.69 34:0.29 36:0.35 37:0.86 39:0.30 43:0.72 44:0.90 45:0.66 47:0.93 48:0.97 55:0.45 64:0.77 66:0.97 69:0.08 70:0.45 71:0.75 74:0.47 78:0.94 79:0.97 81:0.56 86:0.99 91:0.62 98:0.94 100:0.94 101:0.52 106:0.81 108:0.07 111:0.93 120:0.83 122:0.86 123:0.07 126:0.44 127:0.62 129:0.05 135:0.65 137:0.96 139:0.99 140:0.45 145:0.45 146:0.78 147:0.82 149:0.88 150:0.40 151:0.85 152:0.87 153:0.77 154:0.68 159:0.34 161:0.76 162:0.86 164:0.71 167:0.59 169:0.94 172:0.92 173:0.26 177:0.70 179:0.27 181:0.76 186:0.93 187:0.68 189:0.94 190:0.77 192:0.51 195:0.61 196:0.99 201:0.68 202:0.60 206:0.81 212:0.92 215:0.61 216:0.57 219:0.92 222:0.35 230:0.69 233:0.76 235:0.22 238:0.89 241:0.18 242:0.50 243:0.97 247:0.79 248:0.86 253:0.34 254:0.84 255:0.74 256:0.68 260:0.80 261:0.93 262:0.93 265:0.94 266:0.27 267:0.59 268:0.68 276:0.84 281:0.91 283:0.82 284:0.94 285:0.56 292:0.95 297:0.36 300:0.55\n3 6:0.81 8:0.64 9:0.76 12:0.20 17:0.45 18:0.85 20:0.95 21:0.30 25:0.88 27:0.59 28:0.56 29:0.71 30:0.62 34:0.17 36:0.30 39:0.30 43:0.18 55:0.71 66:0.87 69:0.23 70:0.47 71:0.75 74:0.44 78:0.93 81:0.27 83:0.60 86:0.81 91:0.65 96:0.95 98:0.98 100:0.93 108:0.18 111:0.92 120:0.94 123:0.18 126:0.26 127:0.85 129:0.05 135:0.65 139:0.78 140:0.99 146:0.89 147:0.91 149:0.25 150:0.26 151:0.81 152:0.93 153:0.86 154:0.56 155:0.58 159:0.48 161:0.76 162:0.50 164:0.92 167:0.91 169:0.90 172:0.63 173:0.31 177:0.70 178:0.50 179:0.74 181:0.76 186:0.93 189:0.83 190:0.77 191:0.77 192:0.59 202:0.97 208:0.54 212:0.27 215:0.44 216:0.12 220:0.74 222:0.35 235:0.31 238:0.88 241:0.82 242:0.16 243:0.88 244:0.61 247:0.79 248:0.74 253:0.89 254:0.80 255:0.74 256:0.95 259:0.21 260:0.91 261:0.92 265:0.98 266:0.63 267:0.97 268:0.95 276:0.53 285:0.56 297:0.36 300:0.43\n2 1:0.74 12:0.20 17:0.26 18:0.88 21:0.54 27:0.45 28:0.56 29:0.71 30:0.45 34:0.89 36:0.21 37:0.50 39:0.30 43:0.14 48:0.91 55:0.71 64:0.77 66:0.46 69:0.62 70:0.51 71:0.75 74:0.69 81:0.44 86:0.87 91:0.25 98:0.62 108:0.47 114:0.59 122:0.77 123:0.45 124:0.58 126:0.54 127:0.39 129:0.05 133:0.43 135:0.74 139:0.89 145:0.38 146:0.73 147:0.77 149:0.26 150:0.63 154:0.74 155:0.67 158:0.87 159:0.51 161:0.76 167:0.55 172:0.57 173:0.57 176:0.73 177:0.70 178:0.55 179:0.51 181:0.76 187:0.68 192:0.87 201:0.93 208:0.64 212:0.48 215:0.39 216:0.77 219:0.95 222:0.35 235:0.74 241:0.05 242:0.42 243:0.59 245:0.80 247:0.74 253:0.45 254:0.80 259:0.21 265:0.62 266:0.71 267:0.79 276:0.61 279:0.86 281:0.91 283:0.71 290:0.59 292:0.91 297:0.36 300:0.43\n2 1:0.74 7:0.72 8:0.84 11:0.92 12:0.20 17:0.91 18:1.00 22:0.93 27:0.31 28:0.56 29:0.71 30:0.57 32:0.80 34:0.66 36:0.37 37:0.81 39:0.30 43:0.97 44:0.93 45:0.89 47:0.93 48:0.91 55:0.52 64:0.77 66:0.92 69:0.07 70:0.64 71:0.75 74:0.92 77:0.89 81:0.89 83:0.60 85:0.85 86:1.00 91:0.49 97:0.89 98:0.94 99:0.83 101:0.97 106:0.81 108:0.51 114:0.98 117:0.86 122:0.86 123:0.49 124:0.37 126:0.54 127:0.85 129:0.59 133:0.46 135:0.89 139:1.00 145:0.79 146:0.20 147:0.26 149:0.93 150:0.93 154:0.97 155:0.67 158:0.79 159:0.70 161:0.76 165:0.70 167:0.56 172:0.98 173:0.11 176:0.73 177:0.70 178:0.55 179:0.14 181:0.76 187:0.87 192:0.87 195:0.81 201:0.93 204:0.85 206:0.81 208:0.64 212:0.92 215:0.96 216:0.59 219:0.92 222:0.35 230:0.75 232:0.96 233:0.76 235:0.12 241:0.07 242:0.70 243:0.08 245:0.93 247:0.98 253:0.68 259:0.21 262:0.93 265:0.94 266:0.27 267:0.36 276:0.96 279:0.82 281:0.91 282:0.88 290:0.98 292:0.95 297:0.36 299:0.88 300:0.70\n2 1:0.74 9:0.80 11:0.57 12:0.20 17:0.34 18:0.89 21:0.22 27:0.45 28:0.56 29:0.71 30:0.72 31:0.88 32:0.79 34:0.89 36:0.20 37:0.50 39:0.30 41:0.82 43:0.82 44:0.93 48:0.91 55:0.71 60:0.87 64:0.77 66:0.35 69:0.61 70:0.54 71:0.75 74:0.85 77:0.70 79:0.88 81:0.69 83:0.91 85:0.72 86:0.90 91:0.17 96:0.71 98:0.62 101:0.87 108:0.79 114:0.71 120:0.57 122:0.77 123:0.77 124:0.72 126:0.54 127:0.59 129:0.05 133:0.66 135:0.81 137:0.88 139:0.93 140:0.45 145:0.50 146:0.74 147:0.78 149:0.67 150:0.81 151:0.56 153:0.48 154:0.77 155:0.67 158:0.91 159:0.72 161:0.76 162:0.86 164:0.57 165:0.93 167:0.59 172:0.73 173:0.46 176:0.73 177:0.70 179:0.33 181:0.76 187:0.68 192:0.87 195:0.87 196:0.91 201:0.93 202:0.36 208:0.64 212:0.76 215:0.51 216:0.77 219:0.95 220:0.82 222:0.35 235:0.42 241:0.21 242:0.70 243:0.39 245:0.90 247:0.84 248:0.55 253:0.58 255:0.95 256:0.45 259:0.21 260:0.58 265:0.63 266:0.71 267:0.73 268:0.46 276:0.80 277:0.69 279:0.86 281:0.91 282:0.87 283:0.78 284:0.89 285:0.62 290:0.71 292:0.91 297:0.36 300:0.84\n1 1:0.66 9:0.79 11:0.82 12:0.06 17:0.20 18:0.78 21:0.40 27:0.11 28:1.00 29:0.77 30:0.88 31:0.95 32:0.72 34:0.93 36:0.44 37:0.89 39:0.63 43:0.76 44:0.92 45:0.83 64:0.77 66:0.16 69:0.82 70:0.33 71:0.85 74:0.64 77:0.70 79:0.95 81:0.65 83:0.91 85:0.72 86:0.85 91:0.58 96:0.85 98:0.18 99:0.83 101:0.87 108:0.80 114:0.82 120:0.76 122:0.57 123:0.79 124:0.86 126:0.54 127:0.31 129:0.93 131:0.85 133:0.84 135:0.85 137:0.95 139:0.85 140:0.87 144:0.76 145:0.77 146:0.18 147:0.23 149:0.79 150:0.56 151:0.86 153:0.48 154:0.67 155:0.66 157:0.82 159:0.59 161:0.57 162:0.50 164:0.66 165:0.70 166:0.79 167:0.67 172:0.32 173:0.74 176:0.70 177:0.70 178:0.48 179:0.49 181:0.55 182:0.78 187:0.39 190:0.77 192:0.87 195:0.87 196:0.95 201:0.63 202:0.70 208:0.64 212:0.37 215:0.67 216:0.90 220:0.62 222:0.35 227:0.92 229:0.87 231:0.69 235:0.60 241:0.44 242:0.45 243:0.23 245:0.66 246:0.91 247:0.35 248:0.83 253:0.84 255:0.79 256:0.58 259:0.21 260:0.76 265:0.19 266:0.54 267:0.73 268:0.59 271:0.78 276:0.55 282:0.80 284:0.92 285:0.62 287:0.93 290:0.82 297:0.36 300:0.43\n2 1:0.66 7:0.64 8:0.58 9:0.75 11:0.78 12:0.06 17:0.16 18:0.83 20:0.74 21:0.30 22:0.93 27:0.18 28:1.00 29:0.77 30:0.45 31:0.92 32:0.80 34:0.63 36:0.29 37:0.46 39:0.63 41:0.88 43:0.92 44:0.93 47:0.93 60:0.87 64:0.77 66:0.10 69:0.37 70:0.48 71:0.85 74:0.81 77:0.70 78:0.75 79:0.92 81:0.74 83:0.60 85:0.91 86:0.92 91:0.35 96:0.78 98:0.18 100:0.73 101:0.87 104:0.89 106:0.81 108:0.83 111:0.74 114:0.86 117:0.86 120:0.66 122:0.57 123:0.68 124:0.86 126:0.54 127:0.56 129:0.93 131:0.85 133:0.84 135:0.98 137:0.92 139:0.95 140:0.45 144:0.76 145:0.76 146:0.18 147:0.23 149:0.89 150:0.56 151:0.77 152:0.74 153:0.48 154:0.92 155:0.65 157:0.82 158:0.92 159:0.65 161:0.57 162:0.86 164:0.67 165:0.93 166:0.79 167:0.55 169:0.77 172:0.32 173:0.27 176:0.73 177:0.70 179:0.63 181:0.55 182:0.78 186:0.76 187:0.95 192:0.87 195:0.82 196:0.96 201:0.64 202:0.50 204:0.82 206:0.81 208:0.64 212:0.39 215:0.72 216:0.75 219:0.95 220:0.62 222:0.35 227:0.92 229:0.88 230:0.64 231:0.69 232:0.91 233:0.66 235:0.60 241:0.03 242:0.51 243:0.24 245:0.64 246:0.91 247:0.47 248:0.71 253:0.82 255:0.77 256:0.58 259:0.21 260:0.67 261:0.74 262:0.93 265:0.20 266:0.54 267:0.59 268:0.59 271:0.78 276:0.53 279:0.80 281:0.86 282:0.88 283:0.82 284:0.92 285:0.62 287:0.93 290:0.86 292:0.95 297:0.36 299:0.88 300:0.43\n0 11:0.82 12:0.06 17:0.30 18:0.75 21:0.30 27:0.45 28:1.00 29:0.77 30:0.27 34:0.81 36:0.21 37:0.50 39:0.63 43:0.75 45:0.73 66:0.62 69:0.68 70:0.91 71:0.85 74:0.64 81:0.30 85:0.88 86:0.86 91:0.20 98:0.58 101:0.87 108:0.52 123:0.50 124:0.64 126:0.26 127:0.46 129:0.05 131:0.61 133:0.73 135:0.93 139:0.83 144:0.76 145:0.47 146:0.78 147:0.82 149:0.85 150:0.33 154:0.66 157:0.82 159:0.64 161:0.57 166:0.73 167:0.70 172:0.67 173:0.59 177:0.70 178:0.55 179:0.51 181:0.55 182:0.75 187:0.68 212:0.42 215:0.72 216:0.77 222:0.35 227:0.61 229:0.61 231:0.67 235:0.31 241:0.55 242:0.30 243:0.68 245:0.66 246:0.61 247:0.67 253:0.48 259:0.21 265:0.59 266:0.80 267:0.36 271:0.78 276:0.62 283:0.67 287:0.61 297:0.36 300:0.70\n1 1:0.69 7:0.64 9:0.79 11:0.56 12:0.06 17:0.97 18:0.67 21:0.05 27:0.08 28:1.00 29:0.77 30:0.55 31:0.94 32:0.80 34:0.66 36:0.40 37:0.69 39:0.63 43:0.23 44:0.93 45:0.83 64:0.77 66:0.18 69:0.96 70:0.72 71:0.85 74:0.57 76:0.85 77:0.70 79:0.93 81:0.72 83:0.91 86:0.72 91:0.31 96:0.80 98:0.34 99:0.83 101:0.52 104:0.58 108:0.65 114:0.95 120:0.69 122:0.77 123:0.62 124:0.88 126:0.54 127:0.67 129:0.81 131:0.85 133:0.86 135:0.73 137:0.94 139:0.84 140:0.45 144:0.76 145:0.40 146:0.28 147:0.74 149:0.53 150:0.64 151:0.86 153:0.48 154:0.15 155:0.66 157:0.81 159:0.84 161:0.57 162:0.86 164:0.56 165:0.70 166:0.79 167:0.76 172:0.45 173:0.97 176:0.70 177:0.38 179:0.50 181:0.55 182:0.78 187:0.39 190:0.77 192:0.87 195:0.94 196:0.94 201:0.66 202:0.36 204:0.81 208:0.64 212:0.39 215:0.91 216:0.08 222:0.35 227:0.92 229:0.87 230:0.65 231:0.69 232:0.75 233:0.76 235:0.22 241:0.67 242:0.53 243:0.39 244:0.61 245:0.73 246:0.92 247:0.74 248:0.77 253:0.81 255:0.78 256:0.45 257:0.65 259:0.21 260:0.70 265:0.36 266:0.71 267:0.44 268:0.46 271:0.78 276:0.63 277:0.69 281:0.91 282:0.88 284:0.88 285:0.62 287:0.93 290:0.95 297:0.36 299:0.88 300:0.70\n3 1:0.66 7:0.75 9:0.80 11:0.82 12:0.06 17:0.36 18:0.92 21:0.30 22:0.93 27:0.21 28:1.00 29:0.77 30:0.87 31:0.98 34:0.49 36:0.86 37:0.74 39:0.63 41:0.90 43:0.83 45:0.87 47:0.93 48:0.91 64:0.77 66:0.45 69:0.15 70:0.46 71:0.85 74:0.81 79:0.98 81:0.66 83:0.91 85:0.72 86:0.95 91:0.56 96:0.94 97:0.98 98:0.47 99:0.83 101:0.87 104:0.84 106:0.81 108:0.64 114:0.84 117:0.86 120:0.89 122:0.57 123:0.62 124:0.58 126:0.54 127:0.24 129:0.59 131:0.85 133:0.46 135:0.18 137:0.98 139:0.95 140:0.96 144:0.76 146:0.49 147:0.55 149:0.92 150:0.58 151:0.86 153:0.92 154:0.79 155:0.67 157:0.84 158:0.82 159:0.38 161:0.57 162:0.64 164:0.84 165:0.70 166:0.79 167:0.71 172:0.63 173:0.19 176:0.70 177:0.70 179:0.30 181:0.55 182:0.78 187:0.39 192:0.87 196:0.99 201:0.64 202:0.80 204:0.84 206:0.81 208:0.64 212:0.69 215:0.72 216:0.95 219:0.94 222:0.35 227:0.92 229:0.88 230:0.77 231:0.69 232:0.88 233:0.76 235:0.52 241:0.57 242:0.43 243:0.48 245:0.85 246:0.92 247:0.55 248:0.86 253:0.95 255:0.95 256:0.81 259:0.21 260:0.89 262:0.93 265:0.49 266:0.27 267:0.65 268:0.81 271:0.78 276:0.65 279:0.82 281:0.91 283:0.82 284:0.97 285:0.62 287:0.94 290:0.84 292:0.95 297:0.36 300:0.70\n2 1:0.69 6:0.84 7:0.64 8:0.72 9:0.80 11:0.56 12:0.06 17:0.97 18:0.59 20:0.94 21:0.05 27:0.08 28:1.00 29:0.77 30:0.21 31:0.98 32:0.80 34:0.22 36:0.32 37:0.69 39:0.63 41:0.82 43:0.22 44:0.93 45:0.66 55:0.59 64:0.77 66:0.36 69:0.96 70:0.88 71:0.85 74:0.53 76:0.85 77:0.70 78:0.76 79:0.98 81:0.72 83:0.91 86:0.65 91:0.85 96:0.92 98:0.37 99:0.83 100:0.79 101:0.52 104:0.58 108:0.65 111:0.75 114:0.95 120:0.86 122:0.77 123:0.62 124:0.77 126:0.54 127:0.66 129:0.05 131:0.85 133:0.73 135:0.56 137:0.98 139:0.81 140:0.45 144:0.76 145:0.40 146:0.43 147:0.74 149:0.29 150:0.64 151:0.93 152:0.94 153:0.78 154:0.15 155:0.67 157:0.75 159:0.81 161:0.57 162:0.78 164:0.81 165:0.70 166:0.79 167:0.96 169:0.83 172:0.45 173:0.99 176:0.70 177:0.38 179:0.69 181:0.55 182:0.78 186:0.76 189:0.87 191:0.81 192:0.87 195:0.93 196:0.96 201:0.66 202:0.71 204:0.81 208:0.64 212:0.35 215:0.91 216:0.08 222:0.35 227:0.92 229:0.88 230:0.65 231:0.69 232:0.75 233:0.76 235:0.22 238:0.91 241:0.98 242:0.75 243:0.51 244:0.61 245:0.62 246:0.92 247:0.55 248:0.83 253:0.90 255:0.94 256:0.75 257:0.65 259:0.21 260:0.86 261:0.86 265:0.39 266:0.80 267:0.44 268:0.76 271:0.78 276:0.47 277:0.69 281:0.91 282:0.88 284:0.97 285:0.62 287:0.94 290:0.95 297:0.36 299:0.88 300:0.70\n1 1:0.66 11:0.78 12:0.06 17:0.40 18:0.71 21:0.30 27:0.45 28:1.00 29:0.77 30:0.62 34:0.85 36:0.20 37:0.50 39:0.63 43:0.82 60:0.87 64:0.77 66:0.75 69:0.69 70:0.23 71:0.85 74:0.63 81:0.74 83:0.60 85:0.80 86:0.82 91:0.14 98:0.19 101:0.87 108:0.52 114:0.86 122:0.57 123:0.50 126:0.54 127:0.10 129:0.05 131:0.61 135:0.80 139:0.85 144:0.76 145:0.49 146:0.27 147:0.33 149:0.75 150:0.56 154:0.77 155:0.51 157:0.78 158:0.86 159:0.12 161:0.57 165:0.93 166:0.79 167:0.58 172:0.32 173:0.69 176:0.73 177:0.70 178:0.55 179:0.14 181:0.55 182:0.77 187:0.68 192:0.48 201:0.64 208:0.64 212:0.84 215:0.72 216:0.77 219:0.95 222:0.35 227:0.61 229:0.61 231:0.68 235:0.60 241:0.12 242:0.63 243:0.77 246:0.91 247:0.35 253:0.64 259:0.21 265:0.21 266:0.17 267:0.28 271:0.78 276:0.22 279:0.80 283:0.67 287:0.61 290:0.86 292:0.88 297:0.36 300:0.18\n2 1:0.66 6:0.96 8:0.97 9:0.79 12:0.06 17:0.64 20:0.77 21:0.30 27:0.16 28:1.00 29:0.77 31:0.94 34:0.85 36:0.51 37:0.91 39:0.63 64:0.77 71:0.85 74:0.41 78:0.74 79:0.93 81:0.74 83:0.91 91:0.37 96:0.80 97:0.89 100:0.78 104:0.98 111:0.74 114:0.86 120:0.69 126:0.54 131:0.85 135:0.60 137:0.94 139:0.70 140:0.45 144:0.76 150:0.56 151:0.86 152:0.75 153:0.48 155:0.66 157:0.61 158:0.82 161:0.57 162:0.86 164:0.56 165:0.93 166:0.79 167:0.74 169:0.75 175:0.97 176:0.73 181:0.55 182:0.78 186:0.75 187:0.95 189:0.97 190:0.77 192:0.87 196:0.91 201:0.64 202:0.36 208:0.64 215:0.72 216:0.44 219:0.94 222:0.35 227:0.92 229:0.87 231:0.69 232:0.98 235:0.60 238:0.91 241:0.64 244:0.97 246:0.91 248:0.77 253:0.79 255:0.78 256:0.45 257:0.93 259:0.21 260:0.70 261:0.74 267:0.36 268:0.46 271:0.78 277:0.95 279:0.80 283:0.82 284:0.88 285:0.62 287:0.93 290:0.86 292:0.95 297:0.36\n1 1:0.64 6:0.89 7:0.75 8:0.76 9:0.70 11:0.82 12:0.06 17:0.38 18:0.73 20:0.75 21:0.54 27:0.16 28:1.00 29:0.77 30:0.91 31:0.87 32:0.72 34:0.75 36:0.33 37:0.85 39:0.63 43:0.62 44:0.92 45:0.77 48:0.99 64:0.77 66:0.33 69:0.85 70:0.22 71:0.85 74:0.63 77:0.89 78:0.76 79:0.86 81:0.62 83:0.91 85:0.72 86:0.80 91:0.27 96:0.69 98:0.17 99:0.83 100:0.73 101:0.87 108:0.79 111:0.75 114:0.76 120:0.55 122:0.57 123:0.78 124:0.72 126:0.54 127:0.20 129:0.81 131:0.85 133:0.67 135:0.88 137:0.87 139:0.85 140:0.90 144:0.76 145:0.91 146:0.17 147:0.22 149:0.70 150:0.52 151:0.50 152:0.81 153:0.48 154:0.50 155:0.64 157:0.81 159:0.40 161:0.57 162:0.49 164:0.56 165:0.70 166:0.79 167:0.70 169:0.75 172:0.32 173:0.81 176:0.70 177:0.70 178:0.50 179:0.52 181:0.55 182:0.78 186:0.77 187:0.68 190:0.77 191:0.70 192:0.58 195:0.84 196:0.89 201:0.62 202:0.65 204:0.85 208:0.64 212:0.39 215:0.58 216:0.81 220:0.96 222:0.35 227:0.92 229:0.87 230:0.77 231:0.69 233:0.66 235:0.74 241:0.53 242:0.55 243:0.33 245:0.58 246:0.91 247:0.35 248:0.50 253:0.59 255:0.69 256:0.45 259:0.21 260:0.55 261:0.75 265:0.18 266:0.27 267:0.36 268:0.46 271:0.78 276:0.35 281:0.86 282:0.80 284:0.88 285:0.62 287:0.93 290:0.76 297:0.36 300:0.25\n1 1:0.68 7:0.81 11:0.56 12:0.06 17:0.47 18:0.97 21:0.13 27:0.03 28:1.00 29:0.77 30:0.93 32:0.72 34:0.96 36:0.93 37:0.98 39:0.63 43:0.74 44:0.92 45:0.97 64:0.77 66:0.51 69:0.61 70:0.29 71:0.85 74:0.94 77:0.70 81:0.70 83:0.91 86:0.98 91:0.38 97:0.94 98:0.74 99:0.83 101:0.52 104:0.93 108:0.73 114:0.92 121:1.00 122:0.57 123:0.72 124:0.56 126:0.54 127:0.54 129:0.59 131:0.61 133:0.46 135:0.73 139:0.99 144:0.76 145:0.45 146:0.62 147:0.67 149:0.98 150:0.61 154:0.64 155:0.65 157:0.87 158:0.82 159:0.57 161:0.57 165:0.70 166:0.79 167:0.65 172:0.89 173:0.57 176:0.70 177:0.70 178:0.55 179:0.20 181:0.55 182:0.78 187:0.95 192:0.86 195:0.77 201:0.66 204:0.85 208:0.64 212:0.82 215:0.84 216:0.80 219:0.94 222:0.35 227:0.61 229:0.61 230:0.87 231:0.69 232:0.93 233:0.76 235:0.31 241:0.39 242:0.50 243:0.45 244:0.61 245:0.97 246:0.92 247:0.35 253:0.74 259:0.21 265:0.75 266:0.54 267:0.52 271:0.78 276:0.89 279:0.81 281:0.91 282:0.80 283:0.82 287:0.61 290:0.92 292:0.95 297:0.36 300:0.70\n0 1:0.60 11:0.82 12:0.06 17:0.84 18:0.97 21:0.71 22:0.93 27:0.57 28:1.00 29:0.77 30:0.08 32:0.80 34:0.68 36:0.57 37:0.38 39:0.63 43:0.90 44:0.93 45:0.83 47:0.93 60:0.95 64:0.77 66:0.62 69:0.44 70:0.97 71:0.85 74:0.95 77:0.96 81:0.67 83:0.60 85:0.93 86:0.98 91:0.11 98:0.90 101:0.87 104:0.79 106:0.81 108:0.73 114:0.68 117:0.86 122:0.77 123:0.71 124:0.50 126:0.54 127:0.73 129:0.59 131:0.61 133:0.46 135:0.89 139:0.99 144:0.76 145:0.97 146:0.68 147:0.73 149:0.96 150:0.45 154:0.89 155:0.48 157:0.84 158:0.92 159:0.86 161:0.57 165:0.93 166:0.78 167:0.54 172:0.96 173:0.19 176:0.73 177:0.70 178:0.55 179:0.15 181:0.55 182:0.77 187:0.39 191:0.85 192:0.45 195:0.95 201:0.59 206:0.81 208:0.64 212:0.73 215:0.48 216:0.72 219:0.95 222:0.35 227:0.61 229:0.61 231:0.69 232:0.84 235:0.97 241:0.01 242:0.17 243:0.37 245:0.99 246:0.91 247:0.97 253:0.68 259:0.21 262:0.93 265:0.90 266:0.75 267:0.82 271:0.78 276:0.95 279:0.81 282:0.88 283:0.82 287:0.61 290:0.68 292:0.95 297:0.36 299:0.88 300:0.84\n4 1:0.68 6:0.97 7:0.64 8:0.97 9:0.80 11:0.56 12:0.06 17:0.75 18:0.61 20:0.89 21:0.13 27:0.01 28:1.00 29:0.77 30:0.10 31:1.00 32:0.80 34:0.28 36:0.39 37:0.96 39:0.63 41:0.99 43:0.21 44:0.93 45:0.66 55:0.59 60:0.97 64:0.77 66:0.27 69:0.98 70:0.99 71:0.85 74:0.63 76:0.85 77:0.70 78:0.92 79:1.00 81:0.70 83:0.91 86:0.65 91:1.00 96:1.00 97:0.99 98:0.29 99:0.83 100:0.99 101:0.52 104:0.58 108:0.76 111:0.99 114:0.92 120:0.99 122:0.77 123:0.75 124:0.92 126:0.54 127:0.99 129:0.05 131:0.85 133:0.92 135:0.49 137:1.00 138:0.99 139:0.87 140:0.87 144:0.76 145:0.40 146:0.25 147:0.05 149:0.31 150:0.61 151:1.00 152:0.96 153:0.99 154:0.13 155:0.67 157:0.75 158:0.92 159:0.89 161:0.57 162:0.71 164:0.98 165:0.70 166:0.79 167:0.96 169:0.98 172:0.51 173:1.00 176:0.70 177:0.05 178:0.42 179:0.57 181:0.55 182:0.78 186:0.92 189:0.99 191:0.98 192:0.87 195:0.96 196:1.00 201:0.66 202:0.97 204:0.81 208:0.64 212:0.42 215:0.84 216:0.68 219:0.95 222:0.35 227:0.92 229:0.88 230:0.65 231:0.69 232:0.75 233:0.76 235:0.31 238:0.99 241:0.99 242:0.75 243:0.09 244:0.61 245:0.64 246:0.92 247:0.74 248:1.00 253:1.00 255:0.95 256:0.98 257:0.84 259:0.21 260:0.99 261:0.98 265:0.31 266:0.92 267:0.69 268:0.98 271:0.78 276:0.64 277:0.87 279:0.86 281:0.91 282:0.88 283:0.82 284:1.00 285:0.62 287:0.94 290:0.92 292:0.95 297:0.36 299:0.88 300:0.94\n3 1:0.66 6:0.97 7:0.64 8:0.93 9:0.80 11:0.56 12:0.06 17:0.28 18:0.80 20:0.94 21:0.30 27:0.01 28:1.00 29:0.77 30:0.62 31:1.00 32:0.80 34:0.78 36:0.39 37:0.96 39:0.63 41:0.98 43:0.70 44:0.93 45:0.66 64:0.77 66:0.61 69:0.70 70:0.34 71:0.85 74:0.54 76:0.85 77:0.70 78:0.92 79:1.00 81:0.66 83:0.91 86:0.82 91:0.98 96:0.99 98:0.35 99:0.83 100:0.98 101:0.52 104:0.58 108:0.54 111:0.97 114:0.84 120:0.97 122:0.57 123:0.51 124:0.43 126:0.54 127:0.41 129:0.05 131:0.85 133:0.37 135:0.54 137:1.00 138:0.99 139:0.87 140:0.87 144:0.76 145:0.40 146:0.25 147:0.05 149:0.46 150:0.58 151:0.99 152:0.96 153:0.97 154:0.60 155:0.67 157:0.76 159:0.19 161:0.57 162:0.67 164:0.95 165:0.70 166:0.79 167:0.89 169:0.98 172:0.27 173:0.95 176:0.70 177:0.05 178:0.42 179:0.92 181:0.55 182:0.78 186:0.92 187:0.39 189:0.97 191:0.92 192:0.87 195:0.55 196:1.00 201:0.64 202:0.92 204:0.81 208:0.64 212:0.61 215:0.72 216:0.68 222:0.35 227:0.92 229:0.88 230:0.65 231:0.69 232:0.75 233:0.76 235:0.52 238:0.98 241:0.77 242:0.33 243:0.23 244:0.61 245:0.42 246:0.92 247:0.39 248:0.97 253:0.98 255:0.95 256:0.94 257:0.84 259:0.21 260:0.97 261:0.98 265:0.37 266:0.23 267:0.52 268:0.94 271:0.78 276:0.17 281:0.91 282:0.88 284:1.00 285:0.62 287:0.94 290:0.84 297:0.36 299:0.88 300:0.25\n1 1:0.69 6:0.84 7:0.64 8:0.65 9:0.80 11:0.56 12:0.06 17:0.43 18:0.71 20:0.84 27:0.08 28:1.00 29:0.77 30:0.91 31:0.97 32:0.80 34:0.59 36:0.49 37:0.69 39:0.63 41:0.82 43:0.74 44:0.93 45:0.66 64:0.77 66:0.69 69:0.56 70:0.13 71:0.85 74:0.55 76:0.85 77:0.70 78:0.88 79:0.96 81:0.74 83:0.91 86:0.79 91:0.80 96:0.89 98:0.35 99:0.83 100:0.92 101:0.52 104:0.58 108:0.43 111:0.89 114:0.97 120:0.81 122:0.57 123:0.41 126:0.54 127:0.13 129:0.05 131:0.85 135:0.73 137:0.97 139:0.86 140:0.80 144:0.76 145:0.40 146:0.23 147:0.29 149:0.48 150:0.68 151:0.90 152:0.94 153:0.77 154:0.65 155:0.66 157:0.76 159:0.11 161:0.57 162:0.86 164:0.70 165:0.70 166:0.79 167:0.81 169:0.83 172:0.21 173:0.89 176:0.70 177:0.70 179:0.53 181:0.55 182:0.78 186:0.88 187:0.21 189:0.86 191:0.76 192:0.87 195:0.54 196:0.97 201:0.67 202:0.55 204:0.81 208:0.64 212:0.61 215:0.96 216:0.08 222:0.35 227:0.92 229:0.88 230:0.65 231:0.69 232:0.75 233:0.76 235:0.12 238:0.93 241:0.73 242:0.63 243:0.73 244:0.61 246:0.92 247:0.30 248:0.80 253:0.87 255:0.94 256:0.58 259:0.21 260:0.81 261:0.86 265:0.38 266:0.17 267:0.28 268:0.64 271:0.78 276:0.16 281:0.91 282:0.88 284:0.93 285:0.62 287:0.93 290:0.97 297:0.36 299:0.88 300:0.13\n2 1:0.66 7:0.64 9:0.80 11:0.56 12:0.06 17:0.34 18:0.83 21:0.30 27:0.01 28:1.00 29:0.77 30:0.76 31:0.99 32:0.80 34:0.83 36:0.40 37:0.96 39:0.63 41:0.95 43:0.73 44:0.93 45:0.73 60:0.97 64:0.77 66:0.80 69:0.60 70:0.28 71:0.85 74:0.68 76:0.85 77:0.70 79:0.99 81:0.66 83:0.91 86:0.85 91:0.86 96:0.96 97:0.94 98:0.74 99:0.83 101:0.52 104:0.58 108:0.46 114:0.84 120:0.93 122:0.57 123:0.44 126:0.54 127:0.23 129:0.05 131:0.85 135:0.51 137:0.99 139:0.92 140:0.87 144:0.76 145:0.40 146:0.50 147:0.56 149:0.64 150:0.58 151:0.97 153:0.90 154:0.62 155:0.67 157:0.79 158:0.86 159:0.18 161:0.57 162:0.69 163:0.81 164:0.88 165:0.70 166:0.79 167:0.89 172:0.45 173:0.81 176:0.70 177:0.70 178:0.42 179:0.70 181:0.55 182:0.78 187:0.39 192:0.87 195:0.57 196:0.99 201:0.64 202:0.82 204:0.81 208:0.64 212:0.37 215:0.72 216:0.68 219:0.95 222:0.35 227:0.92 229:0.88 230:0.65 231:0.69 232:0.75 233:0.76 235:0.52 241:0.77 242:0.40 243:0.82 244:0.61 246:0.92 247:0.39 248:0.93 253:0.96 255:0.95 256:0.85 259:0.21 260:0.93 265:0.74 266:0.38 267:0.23 268:0.85 271:0.78 276:0.33 279:0.82 281:0.91 282:0.88 283:0.82 284:0.98 285:0.62 287:0.94 290:0.84 292:0.95 297:0.36 299:0.88 300:0.25\n1 12:0.79 17:0.99 21:0.05 25:0.88 27:0.72 28:0.85 30:0.58 34:0.37 36:0.48 43:0.52 55:0.45 66:0.91 69:0.29 70:0.46 81:1.00 91:0.60 98:0.90 104:0.58 108:0.22 123:0.22 126:0.54 127:0.48 129:0.05 135:0.23 146:0.61 147:0.67 149:0.78 150:1.00 154:0.41 159:0.23 161:0.49 167:0.87 172:0.76 173:0.55 177:0.05 178:0.55 179:0.50 181:0.84 212:0.91 215:0.91 216:0.02 235:0.68 241:0.83 242:0.82 243:0.92 247:0.12 259:0.21 265:0.90 266:0.27 267:0.36 271:0.18 276:0.65 297:0.99 300:0.43\n1 6:0.87 7:0.81 8:0.79 12:0.79 17:0.53 20:0.76 21:0.78 27:0.27 28:0.85 32:0.80 34:0.50 36:0.91 37:0.90 78:0.85 91:0.90 100:0.86 111:0.84 120:0.97 135:0.30 140:0.45 145:0.80 151:0.83 152:0.75 153:0.96 161:0.49 162:0.65 164:0.95 167:0.84 169:0.83 175:0.75 181:0.84 186:0.86 187:0.21 189:0.88 191:0.90 195:0.54 202:0.92 216:0.29 230:0.87 233:0.76 235:0.74 238:0.87 241:0.78 244:0.61 248:0.95 256:0.93 257:0.65 259:0.21 260:0.97 261:0.76 267:0.52 268:0.94 271:0.18 277:0.69 285:0.62\n1 12:0.79 17:0.47 21:0.78 27:0.45 28:0.85 30:0.62 32:0.80 34:0.90 36:0.39 37:0.50 43:0.32 55:0.92 66:0.47 69:0.71 70:0.34 81:0.82 91:0.10 98:0.59 108:0.54 123:0.52 124:0.52 126:0.54 127:0.35 129:0.59 133:0.47 135:0.42 145:0.63 146:0.69 147:0.74 149:0.32 150:0.61 154:0.24 159:0.47 161:0.49 163:0.94 167:0.55 172:0.21 173:0.70 177:0.05 178:0.55 179:0.91 181:0.84 187:0.68 195:0.73 212:0.30 215:0.43 216:0.77 235:1.00 241:0.21 242:0.82 243:0.59 245:0.46 247:0.12 259:0.21 265:0.60 266:0.27 267:0.23 271:0.18 276:0.27 297:0.36 300:0.25\n2 7:0.81 8:0.62 12:0.79 17:0.26 20:0.79 21:0.30 27:0.21 28:0.85 30:0.53 34:0.52 36:0.99 37:0.74 43:0.52 55:0.59 66:0.32 69:0.10 70:0.60 78:0.84 81:0.99 91:0.44 98:0.55 100:0.73 104:0.84 106:0.81 108:0.58 111:0.82 120:0.83 123:0.55 124:0.79 126:0.54 127:0.51 129:0.89 133:0.78 135:0.56 140:0.45 146:0.36 147:0.42 149:0.66 150:0.98 151:0.71 152:0.79 153:0.72 154:0.41 159:0.67 161:0.49 162:0.86 164:0.75 167:0.56 169:0.72 172:0.51 173:0.12 177:0.05 179:0.53 181:0.84 186:0.84 187:0.39 202:0.61 206:0.81 212:0.16 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 241:0.27 242:0.82 243:0.25 245:0.73 247:0.12 248:0.75 256:0.68 259:0.21 260:0.84 261:0.81 265:0.57 266:0.89 267:0.88 268:0.70 271:0.18 276:0.63 283:0.82 285:0.62 297:0.36 300:0.43\n2 6:0.84 7:0.81 8:0.65 12:0.79 17:0.12 20:0.87 21:0.30 27:0.21 28:0.85 30:0.30 34:0.55 36:0.99 37:0.74 43:0.52 55:0.59 66:0.33 69:0.10 70:0.65 78:0.80 81:0.99 91:0.71 98:0.55 100:0.81 104:0.84 106:0.81 108:0.57 111:0.79 120:0.95 123:0.55 124:0.79 126:0.54 127:0.50 129:0.89 133:0.78 135:0.42 140:0.45 146:0.34 147:0.41 149:0.65 150:0.98 151:0.83 152:0.82 153:0.96 154:0.41 159:0.67 161:0.49 162:0.71 163:0.75 164:0.92 167:0.58 169:0.79 172:0.51 173:0.12 177:0.05 179:0.54 181:0.84 186:0.80 187:0.39 189:0.86 191:0.70 202:0.87 206:0.81 212:0.16 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.85 241:0.37 242:0.82 243:0.21 245:0.71 247:0.12 248:0.93 256:0.88 259:0.21 260:0.95 261:0.80 265:0.57 266:0.89 267:0.84 268:0.90 271:0.18 276:0.62 283:0.82 285:0.62 297:0.36 300:0.43\n2 7:0.81 12:0.79 17:0.08 21:0.78 27:0.08 28:0.85 32:0.80 34:0.89 36:0.64 37:0.87 91:0.63 120:0.97 135:0.51 140:0.45 145:0.80 151:0.83 153:0.96 161:0.49 162:0.66 164:0.95 167:0.83 175:0.75 181:0.84 187:0.21 195:0.57 202:0.93 216:0.67 230:0.87 233:0.76 235:0.74 241:0.77 244:0.61 248:0.95 256:0.94 257:0.65 259:0.21 260:0.97 267:0.23 268:0.94 271:0.18 277:0.69 283:0.60 285:0.62\n1 12:0.79 17:0.34 21:0.47 27:0.45 28:0.85 30:0.11 32:0.80 34:0.86 36:0.32 37:0.50 43:0.32 55:0.45 66:0.13 69:0.69 70:0.84 81:0.97 91:0.09 98:0.26 108:0.83 123:0.63 124:0.79 126:0.54 127:0.40 129:0.89 133:0.78 135:0.70 145:0.47 146:0.22 147:0.27 149:0.44 150:0.96 154:0.24 159:0.52 161:0.49 167:0.54 172:0.27 173:0.66 177:0.05 178:0.55 179:0.77 181:0.84 187:0.68 195:0.75 212:0.28 215:0.63 216:0.77 235:0.52 241:0.18 242:0.82 243:0.26 245:0.52 247:0.12 259:0.21 265:0.20 266:0.63 267:0.36 271:0.18 276:0.38 283:0.60 297:0.36 300:0.55\n0 6:0.97 8:0.94 12:0.79 17:0.28 20:0.94 21:0.30 27:0.04 28:0.85 30:0.95 32:0.80 34:0.64 36:0.63 37:0.91 43:0.50 55:0.52 66:0.54 69:0.21 78:0.89 81:0.99 91:0.56 98:0.33 100:0.95 108:0.17 111:0.92 120:0.63 123:0.16 126:0.54 127:0.12 129:0.05 135:0.39 140:0.45 145:0.74 146:0.19 147:0.25 149:0.24 150:0.98 151:0.54 152:0.95 153:0.48 154:0.39 159:0.10 161:0.49 162:0.69 164:0.75 167:0.88 169:0.97 172:0.10 173:0.77 177:0.05 179:0.82 181:0.84 186:0.89 187:0.39 189:0.97 191:0.99 195:0.52 202:0.67 215:0.72 216:0.73 220:0.87 235:0.31 238:0.97 241:0.86 243:0.63 248:0.57 256:0.68 259:0.21 260:0.64 261:0.97 265:0.35 267:0.69 268:0.70 271:0.18 285:0.62 297:0.36 300:0.08\n3 6:0.89 7:0.81 8:0.84 12:0.79 17:0.15 20:0.87 21:0.47 27:0.09 28:0.85 30:0.89 32:0.80 34:0.55 36:0.78 37:0.85 43:0.47 55:0.59 66:0.75 69:0.40 70:0.20 78:0.85 81:0.97 91:0.82 98:0.42 100:0.87 104:0.80 108:0.31 111:0.84 120:0.88 123:0.30 126:0.54 127:0.14 129:0.05 135:0.54 140:0.45 145:0.88 146:0.39 147:0.45 149:0.43 150:0.96 151:0.75 152:0.86 153:0.85 154:0.36 159:0.15 161:0.49 162:0.68 164:0.90 167:0.81 169:0.90 172:0.32 173:0.50 177:0.05 179:0.48 181:0.84 186:0.85 187:0.68 189:0.90 191:0.96 195:0.63 202:0.85 212:0.95 215:0.63 216:0.67 220:0.93 230:0.87 233:0.76 235:0.52 238:0.90 241:0.76 242:0.82 243:0.77 247:0.12 248:0.83 256:0.88 259:0.21 260:0.88 261:0.90 265:0.44 266:0.12 267:0.98 268:0.87 271:0.18 276:0.29 283:0.60 285:0.62 297:0.36 300:0.18\n2 6:0.89 7:0.81 8:0.77 12:0.79 17:0.40 20:0.75 21:0.40 27:0.09 28:0.85 30:0.45 32:0.80 34:0.61 36:0.87 37:0.85 43:0.48 55:0.52 66:0.69 69:0.35 70:0.25 78:0.89 81:0.98 91:0.65 98:0.36 100:0.92 104:0.80 106:0.81 108:0.27 111:0.89 120:0.95 123:0.26 126:0.54 127:0.13 129:0.05 135:0.51 140:0.45 145:0.79 146:0.32 147:0.39 149:0.34 150:0.97 151:0.80 152:0.86 153:0.93 154:0.37 159:0.13 161:0.49 162:0.69 164:0.91 167:0.83 169:0.90 172:0.21 173:0.49 177:0.05 179:0.56 181:0.84 186:0.89 187:0.39 189:0.93 191:0.70 195:0.61 202:0.87 206:0.81 212:0.95 215:0.67 216:0.67 230:0.87 233:0.76 235:0.42 238:0.92 241:0.77 242:0.82 243:0.73 247:0.12 248:0.92 256:0.89 259:0.21 260:0.95 261:0.90 265:0.38 266:0.12 267:0.94 268:0.89 271:0.18 276:0.21 283:0.82 285:0.62 297:0.36 300:0.18\n1 8:0.76 12:0.79 17:0.40 21:0.78 27:0.04 28:0.85 30:0.76 34:0.64 36:0.39 37:0.91 43:0.31 55:0.71 66:0.36 69:0.71 70:0.15 91:0.78 98:0.16 108:0.80 123:0.78 124:0.52 127:0.19 129:0.59 133:0.47 135:0.94 145:0.69 146:0.05 147:0.05 149:0.20 154:0.23 159:0.43 161:0.49 163:0.98 167:0.77 172:0.10 173:0.60 177:0.05 178:0.55 179:0.94 181:0.84 187:0.21 191:0.97 202:0.80 212:0.95 216:0.73 235:0.31 241:0.73 242:0.82 243:0.34 245:0.37 247:0.12 259:0.21 265:0.17 266:0.12 267:0.94 271:0.18 276:0.14 300:0.13\n2 6:0.89 7:0.81 8:0.76 12:0.79 17:0.32 20:0.87 21:0.40 27:0.09 28:0.85 30:0.45 32:0.80 34:0.63 36:0.86 37:0.85 43:0.48 55:0.52 66:0.69 69:0.34 70:0.25 78:0.91 81:0.98 91:0.88 98:0.36 100:0.94 104:0.78 106:0.81 108:0.27 111:0.92 120:0.96 123:0.26 126:0.54 127:0.13 129:0.05 135:0.32 140:0.45 145:0.79 146:0.32 147:0.39 149:0.34 150:0.97 151:0.83 152:0.86 153:0.97 154:0.37 159:0.13 161:0.49 162:0.61 164:0.94 167:0.83 169:0.90 172:0.21 173:0.48 177:0.05 179:0.56 181:0.84 186:0.91 187:0.21 189:0.90 195:0.60 202:0.92 206:0.81 212:0.95 215:0.67 216:0.67 230:0.87 233:0.76 235:0.42 238:0.92 241:0.77 242:0.82 243:0.73 247:0.12 248:0.94 256:0.93 259:0.21 260:0.96 261:0.90 265:0.38 266:0.12 267:0.94 268:0.93 271:0.18 276:0.21 283:0.82 285:0.62 297:0.36 300:0.18\n2 6:0.97 8:0.94 12:0.79 17:0.03 20:0.85 21:0.30 27:0.04 28:0.85 30:0.33 32:0.80 34:0.94 36:0.24 37:0.88 43:0.33 55:0.71 66:0.54 69:0.67 70:0.36 78:0.94 81:0.99 91:0.79 98:0.63 100:0.99 104:0.95 108:0.66 111:0.98 120:0.89 123:0.63 124:0.55 126:0.54 127:0.45 129:0.81 133:0.67 135:0.99 140:0.45 145:0.72 146:0.05 147:0.05 149:0.39 150:0.98 151:0.75 152:1.00 153:0.86 154:0.25 159:0.44 161:0.49 162:0.66 163:0.86 164:0.89 167:0.77 169:0.91 172:0.32 173:0.71 177:0.05 179:0.87 181:0.84 186:0.94 187:0.39 189:0.99 191:0.97 195:0.66 202:0.84 212:0.42 215:0.72 216:0.55 220:0.87 235:0.31 238:0.98 241:0.74 242:0.82 243:0.19 245:0.45 247:0.12 248:0.84 256:0.85 259:0.21 260:0.89 261:0.94 265:0.64 266:0.38 267:0.97 268:0.86 271:0.18 276:0.34 283:0.82 285:0.62 297:0.36 300:0.25\n2 6:0.79 7:0.81 8:0.71 12:0.79 17:0.75 20:0.74 21:0.30 27:0.38 28:0.85 30:0.15 32:0.80 34:0.98 36:0.54 37:0.48 43:0.41 55:0.59 66:0.24 69:0.52 70:0.68 78:0.81 81:0.99 91:0.75 98:0.43 100:0.84 104:0.86 106:0.81 108:0.65 111:0.80 120:0.95 123:0.63 124:0.73 126:0.54 127:0.35 129:0.81 132:0.97 133:0.67 135:0.85 140:0.45 145:0.58 146:0.33 147:0.40 149:0.45 150:0.98 151:0.80 152:0.74 153:0.93 154:0.31 159:0.43 161:0.49 162:0.73 163:0.90 164:0.90 167:0.62 169:0.80 172:0.21 173:0.51 177:0.05 179:0.78 181:0.84 186:0.88 187:0.39 191:0.77 195:0.73 202:0.84 206:0.81 212:0.30 215:0.72 216:0.53 230:0.87 233:0.76 235:0.31 238:0.84 241:0.49 242:0.82 243:0.28 245:0.54 247:0.12 248:0.92 256:0.86 260:0.95 261:0.75 265:0.45 266:0.54 267:0.97 268:0.88 271:0.18 276:0.39 283:0.82 285:0.62 297:0.36 300:0.43\n2 6:0.97 8:0.94 12:0.79 17:0.26 20:0.94 21:0.30 27:0.04 28:0.85 30:0.95 32:0.80 34:0.44 36:0.62 37:0.91 43:0.50 55:0.52 66:0.54 69:0.21 78:0.89 81:0.99 91:0.57 98:0.33 100:0.95 108:0.17 111:0.92 120:0.63 123:0.16 126:0.54 127:0.12 129:0.05 135:0.39 140:0.45 145:0.74 146:0.19 147:0.25 149:0.24 150:0.98 151:0.54 152:0.95 153:0.48 154:0.39 159:0.10 161:0.49 162:0.69 164:0.75 167:0.88 169:0.97 172:0.10 173:0.77 177:0.05 179:0.82 181:0.84 186:0.89 187:0.39 189:0.97 191:0.99 195:0.52 202:0.67 215:0.72 216:0.73 220:0.87 235:0.31 238:0.97 241:0.86 243:0.63 248:0.57 256:0.68 259:0.21 260:0.64 261:0.97 265:0.35 267:0.73 268:0.70 271:0.18 285:0.62 297:0.36 300:0.08\n2 6:0.96 8:0.92 12:0.79 17:0.05 20:0.85 21:0.78 27:0.08 28:0.85 34:0.55 36:0.24 37:0.87 78:0.88 91:0.99 100:0.91 111:0.88 120:0.95 135:0.91 140:0.93 151:0.83 152:0.86 153:0.96 161:0.49 162:0.46 164:0.92 167:0.90 169:0.94 175:0.75 178:0.52 181:0.84 186:0.88 189:0.91 191:0.98 202:0.98 216:0.67 238:0.91 241:0.97 244:0.61 248:0.93 256:0.90 257:0.65 259:0.21 260:0.95 261:0.94 267:0.89 268:0.90 271:0.18 277:0.69 285:0.62\n1 10:0.92 11:0.52 12:0.37 17:0.75 18:0.94 21:0.78 27:0.37 29:0.53 30:0.33 37:0.83 39:0.94 43:0.56 45:0.90 66:0.68 69:0.72 70:0.92 71:0.92 74:0.61 86:0.95 91:0.54 98:0.78 101:0.65 104:0.80 108:0.56 122:0.91 123:0.53 124:0.45 127:0.52 129:0.05 133:0.45 139:0.92 146:0.84 147:0.87 149:0.48 154:0.51 159:0.54 170:0.90 172:0.79 173:0.71 174:0.86 177:0.88 178:0.55 179:0.39 187:0.21 197:0.86 202:0.36 212:0.73 216:0.46 222:0.21 235:0.05 239:0.89 241:0.41 242:0.21 243:0.72 245:0.86 247:0.90 253:0.46 254:0.99 259:0.21 265:0.78 266:0.80 271:0.41 276:0.73 300:0.84\n1 8:0.96 10:0.81 11:0.57 12:0.37 17:0.93 18:1.00 21:0.78 27:0.37 29:0.53 30:0.09 37:0.33 39:0.94 43:0.60 45:0.99 55:0.59 66:0.06 69:0.99 70:0.99 71:0.92 74:0.60 86:0.99 91:0.31 98:0.22 101:0.96 108:1.00 122:0.92 123:0.93 124:1.00 127:0.97 129:0.98 133:1.00 139:0.99 145:0.45 146:0.32 147:0.46 149:0.81 154:0.06 159:1.00 170:0.90 172:0.92 173:0.76 174:0.88 175:0.75 177:0.38 178:0.55 179:0.09 187:0.21 191:0.90 197:0.79 202:0.77 212:0.39 216:0.69 222:0.21 235:0.22 239:0.80 241:0.62 242:0.63 243:0.05 244:0.61 245:0.99 247:0.96 253:0.46 257:0.84 259:0.21 265:0.24 266:0.99 271:0.41 276:1.00 277:0.87 300:0.98\n0 8:0.62 10:0.84 11:0.46 12:0.37 17:0.32 18:0.92 21:0.78 27:0.21 29:0.53 30:0.09 34:0.63 36:0.67 37:0.74 39:0.94 43:0.43 45:0.81 55:0.45 66:0.09 69:0.81 70:0.98 71:0.92 74:0.41 86:0.90 91:0.31 98:0.31 101:0.47 108:0.85 122:0.92 123:0.89 124:0.87 127:0.31 129:0.59 133:0.86 135:0.24 139:0.86 146:0.46 147:0.05 149:0.46 154:0.32 159:0.72 170:0.90 172:0.54 173:0.65 174:0.79 175:0.75 177:0.05 178:0.55 179:0.36 187:0.39 197:0.83 202:0.66 212:0.50 216:0.95 222:0.21 235:0.74 239:0.83 241:0.12 242:0.60 243:0.09 244:0.83 245:0.72 247:0.74 253:0.35 257:0.93 259:0.21 265:0.26 266:0.75 267:0.87 271:0.41 276:0.68 277:0.87 300:0.84\n0 8:0.86 9:0.72 10:0.89 11:0.46 12:0.37 17:0.76 18:0.84 21:0.78 27:0.72 29:0.53 30:0.41 31:0.91 34:0.94 36:0.99 39:0.94 43:0.66 45:0.81 66:0.07 69:0.81 70:0.95 71:0.92 74:0.57 79:0.90 83:0.56 86:0.86 91:0.38 96:0.75 97:0.97 98:0.22 101:0.47 108:0.15 122:0.91 123:0.71 124:0.83 127:0.77 129:0.05 133:0.81 135:0.63 137:0.91 139:0.84 140:0.80 145:0.40 146:0.22 147:0.34 149:0.59 151:0.62 153:0.46 154:0.46 155:0.55 158:0.76 159:0.61 162:0.57 170:0.90 172:0.37 173:0.80 174:0.88 175:0.75 177:0.38 178:0.42 179:0.77 187:0.39 190:0.89 192:0.55 196:0.92 197:0.88 202:0.56 208:0.50 212:0.54 216:0.23 219:0.91 220:0.74 222:0.21 235:0.12 239:0.88 241:0.32 242:0.19 243:0.50 244:0.61 245:0.54 247:0.79 248:0.65 253:0.60 254:0.95 255:0.71 256:0.58 257:0.84 259:0.21 265:0.21 266:0.63 267:0.19 268:0.55 271:0.41 276:0.46 277:0.87 279:0.79 284:0.90 285:0.50 292:0.88 300:0.84\n1 7:0.69 8:0.90 12:0.37 17:0.13 21:0.78 23:0.98 27:0.26 29:0.53 30:0.76 31:0.90 32:0.65 34:0.30 36:0.61 37:0.92 39:0.94 43:0.16 55:0.52 66:0.36 69:0.53 70:0.15 71:0.92 79:0.90 91:0.92 98:0.20 104:0.58 108:0.62 120:0.85 123:0.59 124:0.52 127:0.44 128:0.98 129:0.59 133:0.47 135:0.42 137:0.90 140:0.93 145:0.87 146:0.05 147:0.05 149:0.11 151:0.76 153:0.48 154:0.11 159:0.22 162:0.55 163:0.96 164:0.80 168:0.98 170:0.90 172:0.10 173:0.77 175:0.97 177:0.05 178:0.42 179:0.99 190:0.95 191:0.95 192:0.49 195:0.60 202:0.79 205:0.98 212:0.95 216:0.25 220:0.62 222:0.21 230:0.71 233:0.76 235:0.02 241:0.94 242:0.82 243:0.34 244:0.93 245:0.37 247:0.12 248:0.83 253:0.20 255:0.72 256:0.80 257:0.93 259:0.21 260:0.86 265:0.22 266:0.12 267:0.52 268:0.77 271:0.41 276:0.13 277:0.95 284:0.88 285:0.60 300:0.13\n1 7:0.69 10:0.90 12:0.37 17:0.32 18:0.66 21:0.30 27:0.20 29:0.53 30:0.45 32:0.65 34:0.79 36:0.19 37:0.60 39:0.94 43:0.08 55:0.71 66:0.33 69:0.48 70:0.72 71:0.92 75:0.97 81:0.39 86:0.69 91:0.20 98:0.42 108:0.81 123:0.80 124:0.78 126:0.32 127:0.60 129:0.81 133:0.76 135:0.85 139:0.66 145:0.65 146:0.45 147:0.52 149:0.12 150:0.41 154:0.52 159:0.74 170:0.90 172:0.45 173:0.32 174:0.86 175:0.91 177:0.38 178:0.55 179:0.64 187:0.39 192:0.44 195:0.87 197:0.89 201:0.57 212:0.21 215:0.72 216:0.84 222:0.21 226:0.95 230:0.71 233:0.76 235:0.42 236:0.94 239:0.91 241:0.44 242:0.41 243:0.29 244:0.83 245:0.66 247:0.76 253:0.20 254:0.74 257:0.84 259:0.21 265:0.44 266:0.75 267:0.36 271:0.41 276:0.54 277:0.87 283:0.66 297:0.36 300:0.55\n0 8:0.77 10:0.99 11:0.52 12:0.37 17:0.75 18:0.90 21:0.13 23:0.97 27:0.20 29:0.53 30:0.67 33:0.97 34:0.58 36:0.30 37:0.60 39:0.94 43:0.73 45:0.92 55:0.71 62:0.99 66:0.96 69:0.45 70:0.41 71:0.92 74:0.67 75:0.96 81:0.33 86:0.94 91:0.38 98:0.90 101:0.87 108:0.35 122:0.95 123:0.34 126:0.24 127:0.47 128:0.98 129:0.05 135:0.78 139:0.91 140:0.45 145:0.58 146:0.94 147:0.95 149:0.88 150:0.36 151:0.69 153:0.69 154:0.63 159:0.59 162:0.86 168:0.98 170:0.90 172:0.90 173:0.37 174:0.98 177:0.88 179:0.27 187:0.39 190:0.95 197:0.99 202:0.50 205:0.97 212:0.86 216:0.84 222:0.21 226:0.98 235:0.12 236:0.92 239:0.99 241:0.21 242:0.19 243:0.96 244:0.61 247:0.91 248:0.69 253:0.49 256:0.58 259:0.21 265:0.90 266:0.38 267:0.69 268:0.59 271:0.41 276:0.83 285:0.46 291:0.97 300:0.43\n0 8:0.77 10:0.99 11:0.52 12:0.37 17:0.72 18:0.91 21:0.13 23:0.97 27:0.20 29:0.53 30:0.73 33:0.97 34:0.68 36:0.32 37:0.60 39:0.94 43:0.73 45:0.92 55:0.71 62:0.99 66:0.96 69:0.45 70:0.33 71:0.92 74:0.69 75:0.96 81:0.33 86:0.94 91:0.46 98:0.88 101:0.87 108:0.35 122:0.95 123:0.34 126:0.24 127:0.43 128:0.98 129:0.05 135:0.70 139:0.92 140:0.45 145:0.59 146:0.94 147:0.95 149:0.89 150:0.36 151:0.69 153:0.69 154:0.63 159:0.60 162:0.86 168:0.98 170:0.90 172:0.91 173:0.35 174:0.98 175:0.75 177:0.70 179:0.25 187:0.39 190:0.95 197:0.99 202:0.50 205:0.97 212:0.83 216:0.84 222:0.21 226:0.98 235:0.12 236:0.92 239:0.99 241:0.21 242:0.31 243:0.96 244:0.61 247:0.86 248:0.69 253:0.50 256:0.58 257:0.65 259:0.21 265:0.88 266:0.38 267:0.69 268:0.59 271:0.41 276:0.83 277:0.69 285:0.46 291:0.97 300:0.43\n0 10:0.90 11:0.46 12:0.37 17:0.66 18:0.93 21:0.78 27:0.72 29:0.53 30:0.32 34:0.47 36:0.90 39:0.94 43:0.64 45:0.83 66:0.89 69:0.43 70:0.63 71:0.92 74:0.56 86:0.93 91:0.80 98:0.88 101:0.47 108:0.33 122:0.92 123:0.32 127:0.42 129:0.05 135:0.39 139:0.90 146:0.65 147:0.70 149:0.63 154:0.59 159:0.25 170:0.90 172:0.68 173:0.63 174:0.79 177:0.88 178:0.55 179:0.58 191:0.80 197:0.82 202:0.50 212:0.77 216:0.05 222:0.21 235:0.12 239:0.87 241:0.85 242:0.31 243:0.89 247:0.76 253:0.44 254:0.99 259:0.21 265:0.88 266:0.27 267:0.28 271:0.41 276:0.57 300:0.43\n1 10:0.89 11:0.52 12:0.37 17:0.66 18:0.92 21:0.47 27:0.72 29:0.53 30:0.32 39:0.94 43:0.63 45:0.83 66:0.89 69:0.21 70:0.51 71:0.92 74:0.47 81:0.29 86:0.92 91:0.67 98:0.98 101:0.87 104:0.58 108:0.17 120:0.64 122:0.91 123:0.16 126:0.24 127:0.82 129:0.05 139:0.88 140:0.45 146:0.79 147:0.82 149:0.66 150:0.32 151:0.59 153:0.72 154:0.52 159:0.35 162:0.58 164:0.68 170:0.90 172:0.68 173:0.39 174:0.83 177:0.88 179:0.68 190:0.95 197:0.86 202:0.64 212:0.59 215:0.63 216:0.07 220:0.74 222:0.21 235:0.52 239:0.88 241:0.93 242:0.21 243:0.89 244:0.61 247:0.82 248:0.58 253:0.39 256:0.58 260:0.65 265:0.98 266:0.54 268:0.62 271:0.41 276:0.57 285:0.46 297:0.36 300:0.33\n1 1:0.61 10:0.88 11:0.46 12:0.37 17:0.24 18:0.91 21:0.54 27:0.02 29:0.53 30:0.21 34:0.49 36:0.36 37:0.92 39:0.94 43:0.25 44:0.88 45:0.88 64:0.77 66:0.34 69:0.68 70:0.87 71:0.92 74:0.58 77:0.70 81:0.51 83:0.56 86:0.92 91:0.17 98:0.35 99:0.83 101:0.47 108:0.84 114:0.76 122:0.92 123:0.83 124:0.78 126:0.51 127:0.45 129:0.81 133:0.78 135:0.92 139:0.90 145:0.45 146:0.20 147:0.26 149:0.42 150:0.42 154:0.56 155:0.48 159:0.66 165:0.65 170:0.90 172:0.63 173:0.57 174:0.83 175:0.75 176:0.70 177:0.70 178:0.55 179:0.40 187:0.39 192:0.46 193:0.97 195:0.85 197:0.85 201:0.60 202:0.36 208:0.61 212:0.60 216:0.99 222:0.21 235:0.74 236:0.95 239:0.89 241:0.53 242:0.30 243:0.17 244:0.61 245:0.80 247:0.79 253:0.57 254:0.80 257:0.65 259:0.21 265:0.37 266:0.54 267:0.79 271:0.41 276:0.67 277:0.87 282:0.75 290:0.76 300:0.70\n0 10:0.94 11:0.52 12:0.37 17:0.78 18:0.93 21:0.22 27:0.70 29:0.53 30:0.15 34:0.52 36:0.17 37:0.27 39:0.94 43:0.77 45:0.81 66:0.75 69:0.10 70:0.89 71:0.92 74:0.51 81:0.32 86:0.95 91:0.17 98:0.80 101:0.65 104:0.93 106:0.81 108:0.09 120:0.66 122:0.92 123:0.09 124:0.40 126:0.24 127:0.72 129:0.05 133:0.36 135:0.49 139:0.91 140:0.45 146:0.82 147:0.85 149:0.64 150:0.35 151:0.62 153:0.69 154:0.70 159:0.52 162:0.86 164:0.62 170:0.90 172:0.65 173:0.18 174:0.83 177:0.88 179:0.66 187:0.68 190:0.95 197:0.88 202:0.46 206:0.81 212:0.59 215:0.79 216:0.11 220:0.62 222:0.21 235:0.22 239:0.91 241:0.32 242:0.70 243:0.77 245:0.64 247:0.67 248:0.60 253:0.41 254:0.97 256:0.45 259:0.21 260:0.67 265:0.80 266:0.54 267:0.28 268:0.55 271:0.41 276:0.55 283:0.67 285:0.46 297:0.36 300:0.70\n0 1:0.69 9:0.75 10:0.90 11:0.52 12:0.37 17:0.76 18:0.95 21:0.05 22:0.93 23:0.97 27:0.61 29:0.53 30:0.62 31:0.93 33:0.97 37:0.44 39:0.94 43:0.74 45:0.89 47:0.93 62:0.97 64:0.77 66:0.63 69:0.35 70:0.64 71:0.92 74:0.63 75:0.98 79:0.92 81:0.68 83:0.69 86:0.94 91:0.44 96:0.79 97:0.98 98:0.67 99:0.95 101:0.65 108:0.27 114:0.95 117:0.86 122:0.91 123:0.26 124:0.64 126:0.51 127:0.47 128:0.97 129:0.05 133:0.74 137:0.93 139:0.94 140:0.45 145:0.74 146:0.87 147:0.89 149:0.80 150:0.56 151:0.83 153:0.78 154:0.64 155:0.64 158:0.81 159:0.68 162:0.57 163:0.81 165:0.81 168:0.97 170:0.90 172:0.73 173:0.23 174:0.86 176:0.70 177:0.88 179:0.45 187:0.68 190:0.77 192:0.58 196:0.96 197:0.87 201:0.66 202:0.59 205:0.95 208:0.61 212:0.28 216:0.60 219:0.94 220:0.62 222:0.21 226:0.96 235:0.31 236:0.95 239:0.92 241:0.03 242:0.23 243:0.69 244:0.61 245:0.71 247:0.86 248:0.74 253:0.81 255:0.78 256:0.45 259:0.21 262:0.93 265:0.67 266:0.80 268:0.58 271:0.41 276:0.68 279:0.82 284:0.91 285:0.60 290:0.95 291:0.97 292:0.88 300:0.70\n0 1:0.61 9:0.79 12:0.37 17:0.94 21:0.64 23:0.96 27:0.67 29:0.53 31:0.95 34:0.50 36:0.60 37:0.53 39:0.94 41:0.82 60:0.95 62:0.97 64:0.77 71:0.92 74:0.47 75:0.99 79:0.94 81:0.70 83:0.91 91:0.51 96:0.83 114:0.72 120:0.72 126:0.54 128:0.98 135:0.51 137:0.95 139:0.74 140:0.45 145:0.56 150:0.48 151:0.90 153:0.69 155:0.66 158:0.92 162:0.86 164:0.62 165:0.93 168:0.98 170:0.90 175:0.99 176:0.73 187:0.39 192:0.99 196:0.92 201:0.61 202:0.46 205:0.95 208:0.64 215:0.53 216:0.29 219:0.95 222:0.21 226:0.98 235:0.88 236:0.97 239:0.90 241:0.46 244:0.97 248:0.80 253:0.79 255:0.94 256:0.45 257:0.97 260:0.73 267:0.28 268:0.55 271:0.41 277:0.98 279:0.82 283:0.82 284:0.90 285:0.62 290:0.72 292:0.95 297:0.36\n0 10:0.92 11:0.46 12:0.37 17:0.51 18:0.74 21:0.78 27:0.45 29:0.53 30:0.60 34:0.89 36:0.18 37:0.50 39:0.94 43:0.36 45:0.83 66:0.10 69:0.74 70:0.41 71:0.92 86:0.79 91:0.17 98:0.16 101:0.47 108:0.57 122:0.76 123:0.85 124:0.86 127:0.31 129:0.89 133:0.84 135:0.95 139:0.75 145:0.50 146:0.22 147:0.28 149:0.35 154:0.50 159:0.65 163:0.79 170:0.90 172:0.16 173:0.60 174:0.89 175:0.75 177:0.70 178:0.55 179:0.63 187:0.68 197:0.89 212:0.42 216:0.77 222:0.21 235:0.84 239:0.90 241:0.05 242:0.45 243:0.29 244:0.61 245:0.56 247:0.47 253:0.20 254:0.94 257:0.65 259:0.21 265:0.13 266:0.23 267:0.59 271:0.41 276:0.46 277:0.69 300:0.33\n1 1:0.67 10:0.99 11:0.52 12:0.37 17:0.86 18:1.00 21:0.40 22:0.93 27:0.72 29:0.53 30:0.57 33:0.97 37:0.83 39:0.94 43:0.70 44:0.92 45:0.99 47:0.93 64:0.77 66:0.99 69:0.52 70:0.73 71:0.92 74:0.90 75:0.98 77:0.70 81:0.62 83:0.69 86:1.00 91:0.37 97:0.98 98:0.87 99:0.95 101:0.65 102:0.97 108:0.40 114:0.82 117:0.86 122:0.91 123:0.38 126:0.51 127:0.39 129:0.05 139:1.00 145:0.74 146:0.98 147:0.98 149:0.96 150:0.48 154:0.74 155:0.51 158:0.81 159:0.75 165:0.81 170:0.90 172:0.98 173:0.30 174:0.97 176:0.70 177:0.88 178:0.55 179:0.12 187:0.39 192:0.48 195:0.93 197:0.97 201:0.63 208:0.61 212:0.87 216:0.30 219:0.94 222:0.21 226:0.96 235:0.68 236:0.95 239:0.99 241:0.03 242:0.29 243:0.99 247:0.94 253:0.70 254:0.90 262:0.93 265:0.87 266:0.54 271:0.41 276:0.95 279:0.82 282:0.80 290:0.82 291:0.97 292:0.88 300:0.70\n1 7:0.69 8:0.83 9:0.73 12:0.37 17:0.15 20:0.94 21:0.22 23:0.96 27:0.02 29:0.53 30:0.76 31:0.92 32:0.65 34:0.34 36:0.36 37:0.92 39:0.94 43:0.13 55:0.59 66:0.36 69:0.68 70:0.15 71:0.92 78:0.84 79:0.91 81:0.32 83:0.69 91:0.71 96:0.77 98:0.15 100:0.89 108:0.86 111:0.85 120:0.89 123:0.86 124:0.67 126:0.24 127:0.26 128:0.97 129:0.81 133:0.67 135:0.66 137:0.92 140:0.97 145:0.39 146:0.05 147:0.05 149:0.11 150:0.35 151:0.76 152:0.94 153:0.78 154:0.10 155:0.64 159:0.60 162:0.66 163:0.97 164:0.86 168:0.97 169:0.85 170:0.90 172:0.16 173:0.53 175:0.97 177:0.05 178:0.42 179:0.90 186:0.84 187:0.39 190:0.95 191:0.84 192:0.57 195:0.89 202:0.81 205:0.95 208:0.61 212:0.42 215:0.79 216:0.99 220:0.74 222:0.21 230:0.71 233:0.76 235:0.22 241:0.75 242:0.82 243:0.26 244:0.93 245:0.40 247:0.12 248:0.70 253:0.62 255:0.73 256:0.82 257:0.93 259:0.21 260:0.89 261:0.88 265:0.16 266:0.23 267:0.36 268:0.83 271:0.41 276:0.22 277:0.95 283:0.67 284:0.88 285:0.62 297:0.36 300:0.13\n0 10:0.91 11:0.52 12:0.37 17:0.57 18:0.90 21:0.78 27:0.28 29:0.53 30:0.56 34:0.36 36:0.17 37:0.50 39:0.94 43:0.60 45:0.88 66:0.91 69:0.61 70:0.82 71:0.92 74:0.60 86:0.93 91:0.12 98:0.84 101:0.65 108:0.46 122:0.91 123:0.44 127:0.34 129:0.05 135:0.47 139:0.89 146:0.81 147:0.84 149:0.66 154:0.61 159:0.37 170:0.90 172:0.74 173:0.65 174:0.86 177:0.88 178:0.55 179:0.47 187:0.39 197:0.88 212:0.75 216:0.89 222:0.21 235:0.31 239:0.89 241:0.10 242:0.24 243:0.91 247:0.82 253:0.46 254:0.99 259:0.21 265:0.84 266:0.54 267:0.44 271:0.41 276:0.61 300:0.70\n0 1:0.63 10:0.92 11:0.52 12:0.37 17:0.79 18:0.88 21:0.40 27:0.69 29:0.53 30:0.76 32:0.72 34:0.94 36:0.83 37:0.29 39:0.94 43:0.76 44:0.92 45:0.83 64:0.77 66:0.46 69:0.37 70:0.42 71:0.92 74:0.67 77:0.70 81:0.61 83:0.69 86:0.92 91:0.25 98:0.56 99:0.95 101:0.65 108:0.58 114:0.82 122:0.89 123:0.56 124:0.57 126:0.51 127:0.31 129:0.59 133:0.46 135:0.44 139:0.92 145:0.86 146:0.24 147:0.30 149:0.79 150:0.46 154:0.68 155:0.54 159:0.29 165:0.81 170:0.90 172:0.45 173:0.47 174:0.83 175:0.75 176:0.70 177:0.70 178:0.55 179:0.60 187:0.39 192:0.51 193:0.99 195:0.63 197:0.89 201:0.61 204:0.83 208:0.61 212:0.81 216:0.59 222:0.21 235:0.60 236:0.95 239:0.93 241:0.18 242:0.18 243:0.45 244:0.61 245:0.70 247:0.67 253:0.62 257:0.65 259:0.21 265:0.57 266:0.38 267:0.44 271:0.41 276:0.43 277:0.69 281:0.86 282:0.80 290:0.82 300:0.43\n0 1:0.68 9:0.79 10:0.89 11:0.57 12:0.37 17:0.75 18:0.65 21:0.13 23:0.96 27:0.67 29:0.53 30:0.95 31:0.94 34:0.59 36:0.58 37:0.53 39:0.94 41:0.82 43:0.81 60:0.95 62:0.98 64:0.77 66:0.69 69:0.71 71:0.92 74:0.56 75:0.99 79:0.93 81:0.78 83:0.91 85:0.72 86:0.74 91:0.54 96:0.80 98:0.14 101:0.87 108:0.54 114:0.92 120:0.69 122:0.65 123:0.51 126:0.54 127:0.09 128:0.98 129:0.05 135:0.94 137:0.94 139:0.81 140:0.45 145:0.70 146:0.18 147:0.23 149:0.64 150:0.60 151:0.86 153:0.48 154:0.76 155:0.66 158:0.92 159:0.09 162:0.86 164:0.57 165:0.93 168:0.98 170:0.90 172:0.21 173:0.84 174:0.79 176:0.73 177:0.88 179:0.10 187:0.39 192:0.99 196:0.94 197:0.84 201:0.67 202:0.36 205:0.95 208:0.64 212:0.61 215:0.84 216:0.29 219:0.95 222:0.21 226:0.98 235:0.42 236:0.97 239:0.93 241:0.62 242:0.63 243:0.73 247:0.30 248:0.77 253:0.81 255:0.94 256:0.45 260:0.70 265:0.14 266:0.17 267:0.52 268:0.46 271:0.41 276:0.23 279:0.82 283:0.82 284:0.89 285:0.62 290:0.92 292:0.95 297:0.36 300:0.08\n0 10:0.86 11:0.52 12:0.37 17:0.45 18:0.74 21:0.78 27:0.45 29:0.53 30:0.45 34:0.75 36:0.18 37:0.50 39:0.94 43:0.60 45:0.73 66:0.77 69:0.81 70:0.33 71:0.92 74:0.36 86:0.81 91:0.25 98:0.25 101:0.65 108:0.66 122:0.75 123:0.63 127:0.11 129:0.05 135:0.83 139:0.76 145:0.47 146:0.35 147:0.42 149:0.42 154:0.49 159:0.14 170:0.90 172:0.37 173:0.81 174:0.79 177:0.88 178:0.55 179:0.19 187:0.68 197:0.82 212:0.87 216:0.77 222:0.21 235:0.42 239:0.85 241:0.21 242:0.24 243:0.79 244:0.61 247:0.47 253:0.32 254:0.84 259:0.21 265:0.27 266:0.17 267:0.28 271:0.41 276:0.29 300:0.25\n0 1:0.63 9:0.71 10:0.94 11:0.52 12:0.37 17:0.87 18:0.98 21:0.40 22:0.93 23:0.97 27:0.70 29:0.53 30:0.40 31:0.88 32:0.71 33:0.97 37:0.32 39:0.94 43:0.73 44:0.92 45:0.93 47:0.93 62:0.96 64:0.77 66:0.59 69:0.63 70:0.89 71:0.92 74:0.69 75:0.98 79:0.88 81:0.61 83:0.69 86:0.98 91:0.38 96:0.71 97:0.99 98:0.70 99:0.95 101:0.87 102:0.97 108:0.48 114:0.82 117:0.86 122:0.92 123:0.46 124:0.67 126:0.51 127:0.56 128:0.95 129:0.05 133:0.74 137:0.88 139:0.97 140:0.45 145:0.77 146:0.91 147:0.93 149:0.82 150:0.46 151:0.56 153:0.77 154:0.33 155:0.56 158:0.81 159:0.75 162:0.68 165:0.81 168:0.95 170:0.90 172:0.85 173:0.45 174:0.89 176:0.70 177:0.88 179:0.28 187:0.68 190:0.77 192:0.55 195:0.89 196:0.92 197:0.90 201:0.61 202:0.54 205:0.95 208:0.61 212:0.48 216:0.45 219:0.94 220:0.91 222:0.21 226:0.96 235:0.60 236:0.95 239:0.95 241:0.03 242:0.43 243:0.67 245:0.87 247:0.84 248:0.55 253:0.65 254:0.98 255:0.70 256:0.45 259:0.21 262:0.93 265:0.70 266:0.80 268:0.57 271:0.41 276:0.83 279:0.81 284:0.91 285:0.60 290:0.82 291:0.97 292:0.88 300:0.84\n0 1:0.58 7:0.70 8:0.99 9:0.70 10:0.88 11:0.52 12:0.37 17:0.73 18:0.90 21:0.71 27:0.72 29:0.53 30:0.61 31:0.86 32:0.72 39:0.94 43:0.59 44:0.92 45:0.87 48:0.91 64:0.77 66:0.89 69:0.76 70:0.60 71:0.92 74:0.60 76:0.85 77:0.70 79:0.86 81:0.47 83:0.56 86:0.89 91:0.76 96:0.68 98:0.82 99:0.83 101:0.65 108:0.59 114:0.67 120:0.54 122:0.91 123:0.57 126:0.51 127:0.31 129:0.05 137:0.86 139:0.90 140:0.45 145:0.83 146:0.80 147:0.83 149:0.67 150:0.39 151:0.49 153:0.48 154:0.48 155:0.49 159:0.36 162:0.57 164:0.56 165:0.65 170:0.90 172:0.68 173:0.82 174:0.83 175:0.75 176:0.70 177:0.70 179:0.51 190:0.77 191:0.77 192:0.50 195:0.66 196:0.89 197:0.85 201:0.57 202:0.55 208:0.61 212:0.39 215:0.48 216:0.03 220:0.97 222:0.21 230:0.73 233:0.66 235:0.95 239:0.88 241:0.85 242:0.21 243:0.89 244:0.61 247:0.60 248:0.49 253:0.54 255:0.69 256:0.45 257:0.65 259:0.21 260:0.55 265:0.82 266:0.47 268:0.46 271:0.41 276:0.56 277:0.69 281:0.86 282:0.80 284:0.88 285:0.60 290:0.67 297:0.36 300:0.55\n1 6:0.96 7:0.69 8:0.88 9:0.75 10:0.89 12:0.37 17:0.61 20:0.91 21:0.05 23:0.99 27:0.26 29:0.53 30:0.76 31:0.95 32:0.67 37:0.82 39:0.94 41:0.82 43:0.64 55:0.42 62:0.99 66:0.72 69:0.41 70:0.22 71:0.92 75:0.97 78:0.98 79:0.94 81:0.48 83:0.91 91:0.88 96:0.84 98:0.65 100:0.99 102:0.96 104:0.58 108:0.31 111:0.99 120:0.89 122:0.51 123:0.30 126:0.32 127:0.19 128:0.99 129:0.05 137:0.95 140:0.93 145:0.98 146:0.41 147:0.48 149:0.45 150:0.47 151:0.91 152:0.85 153:0.72 154:0.54 155:0.66 159:0.16 162:0.59 164:0.86 168:0.99 169:1.00 170:0.90 172:0.27 173:0.65 174:0.83 175:0.91 177:0.38 179:0.82 186:0.98 189:0.97 191:0.89 192:0.98 195:0.66 197:0.88 201:0.59 202:0.84 205:1.00 208:0.64 212:0.42 215:0.91 216:0.16 220:0.62 222:0.21 226:0.96 230:0.71 233:0.76 235:0.12 236:0.94 238:0.99 239:0.92 241:0.93 242:0.45 243:0.75 244:0.83 247:0.35 248:0.81 253:0.77 254:0.74 255:0.79 256:0.88 257:0.84 260:0.89 261:0.98 265:0.66 266:0.23 268:0.85 271:0.41 276:0.17 277:0.87 283:0.67 284:0.91 285:0.62 297:0.36 300:0.18\n0 1:0.69 7:0.81 9:0.79 10:0.98 11:0.81 12:0.37 17:0.98 18:0.97 21:0.30 23:0.96 27:0.72 29:0.53 30:0.84 31:0.94 32:0.80 34:0.49 36:0.74 39:0.94 41:0.82 43:0.73 44:0.93 45:0.92 48:0.91 62:0.99 64:0.77 66:0.96 69:0.27 70:0.40 71:0.92 74:0.84 75:0.98 77:0.70 79:0.93 81:0.88 83:0.91 85:0.88 86:0.98 91:0.54 96:0.80 97:0.94 98:0.95 99:0.99 101:1.00 102:0.98 108:0.21 114:0.86 120:0.69 121:0.90 122:0.89 123:0.20 126:0.54 127:0.68 128:0.98 129:0.05 135:0.80 137:0.94 139:0.98 140:0.80 145:0.91 146:0.87 147:0.90 149:0.95 150:0.67 151:0.86 153:0.48 154:0.63 155:0.66 158:0.81 159:0.45 162:0.62 164:0.57 165:1.00 168:0.98 170:0.90 172:0.89 173:0.33 174:0.94 176:0.73 177:0.88 178:0.42 179:0.33 187:0.21 192:0.99 193:1.00 195:0.66 196:0.97 197:0.97 201:0.68 202:0.50 204:0.85 205:0.95 208:0.64 212:0.82 215:0.72 216:0.19 219:0.94 222:0.21 226:0.96 230:0.87 233:0.76 235:0.88 236:0.97 239:0.99 241:0.27 242:0.21 243:0.96 247:0.84 248:0.77 253:0.86 255:0.94 256:0.45 260:0.70 265:0.95 266:0.38 267:0.69 268:0.46 271:0.41 276:0.81 279:0.78 281:0.91 282:0.88 284:0.89 285:0.62 290:0.86 292:0.88 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.91 7:0.81 8:0.83 9:0.80 11:0.88 12:0.06 17:0.57 20:0.98 21:0.30 27:0.05 28:0.66 30:0.56 32:0.80 34:0.77 36:0.94 37:0.94 39:0.47 41:0.92 43:0.87 60:0.87 66:0.09 69:0.55 70:0.85 74:0.88 77:0.70 78:0.95 81:0.74 83:0.87 85:0.93 91:0.11 96:0.87 98:0.19 100:0.97 101:0.76 108:0.94 111:0.96 114:0.86 120:0.79 121:1.00 122:0.57 123:0.71 124:0.92 126:0.54 127:0.44 129:0.93 133:0.91 135:0.72 140:0.45 144:0.85 145:0.79 146:0.25 147:0.31 149:0.85 150:0.84 151:0.95 152:0.97 153:0.84 154:0.85 155:0.67 158:0.92 159:0.87 161:0.84 162:0.71 164:0.76 165:0.84 167:0.53 169:0.94 172:0.27 173:0.24 176:0.73 177:0.38 179:0.52 181:0.64 186:0.95 187:0.68 189:0.93 192:0.59 195:0.97 201:0.74 202:0.67 204:0.89 208:0.64 212:0.16 215:0.72 216:0.82 222:0.60 230:0.87 233:0.76 235:0.42 238:0.94 241:0.55 242:0.40 243:0.26 245:0.63 247:0.47 248:0.86 253:0.90 255:0.79 256:0.68 259:0.21 260:0.80 261:0.95 265:0.15 266:0.92 267:0.52 268:0.70 271:0.62 276:0.60 279:0.86 282:0.88 283:0.82 285:0.62 290:0.86 297:0.36 299:0.88 300:0.84\n1 8:0.84 11:0.88 12:0.06 17:0.30 21:0.78 27:0.45 28:0.66 30:0.33 34:0.90 36:0.18 37:0.50 39:0.47 43:0.78 66:0.20 69:0.79 70:0.36 74:0.62 85:0.80 91:0.33 98:0.25 101:0.72 108:0.63 122:0.51 123:0.83 124:0.74 127:0.22 129:0.59 133:0.64 135:0.86 144:0.85 145:0.49 146:0.28 147:0.34 149:0.62 154:0.70 159:0.52 161:0.84 163:0.75 167:0.50 172:0.16 173:0.68 177:0.38 178:0.55 179:0.71 181:0.64 187:0.68 212:0.19 216:0.77 222:0.60 235:0.95 241:0.44 242:0.45 243:0.40 245:0.49 247:0.39 253:0.49 259:0.21 265:0.17 266:0.47 267:0.44 271:0.62 276:0.28 277:0.69 300:0.25\n2 1:0.74 6:0.91 7:0.81 9:0.80 11:0.88 12:0.06 17:0.34 20:0.84 21:0.22 27:0.05 28:0.66 30:0.94 32:0.80 34:0.78 36:0.87 37:0.94 39:0.47 41:0.90 43:0.87 60:0.87 66:0.36 69:0.55 70:0.13 74:0.75 77:0.70 78:0.80 81:0.80 83:0.87 85:0.80 91:0.05 96:0.90 98:0.08 100:0.83 101:0.72 108:0.90 111:0.79 114:0.90 120:0.82 121:1.00 122:0.43 123:0.89 124:0.57 126:0.54 127:0.31 129:0.59 133:0.47 135:0.58 140:0.45 144:0.85 145:0.79 146:0.13 147:0.18 149:0.59 150:0.87 151:0.87 152:0.97 153:0.48 154:0.85 155:0.67 158:0.92 159:0.72 161:0.84 162:0.86 163:0.90 164:0.72 165:0.86 167:0.53 169:0.94 172:0.16 173:0.32 176:0.73 177:0.38 179:0.93 181:0.64 186:0.80 187:0.99 192:0.59 195:0.93 201:0.74 202:0.56 204:0.89 208:0.64 212:0.42 215:0.79 216:0.82 222:0.60 230:0.87 233:0.76 235:0.31 241:0.54 242:0.75 243:0.40 245:0.43 247:0.30 248:0.89 253:0.90 255:0.79 256:0.64 259:0.21 260:0.83 261:0.95 265:0.08 266:0.23 267:0.23 268:0.65 271:0.62 276:0.12 279:0.86 282:0.88 283:0.82 285:0.62 290:0.90 297:0.36 299:0.88 300:0.13\n2 1:0.74 6:0.88 7:0.81 8:0.77 9:0.80 11:0.88 12:0.06 17:0.22 20:0.99 21:0.13 27:0.11 28:0.66 30:0.68 32:0.80 34:0.44 36:0.85 37:0.80 39:0.47 41:0.94 43:0.90 60:0.97 66:0.32 69:0.46 70:0.43 74:0.81 77:0.70 78:0.92 81:0.84 83:0.83 85:0.85 91:0.31 96:0.92 98:0.22 100:0.95 101:0.75 108:0.69 111:0.93 114:0.92 120:0.86 121:0.99 122:0.43 123:0.67 124:0.72 126:0.54 127:0.21 129:0.81 133:0.67 135:0.26 138:0.96 140:0.45 144:0.85 145:0.50 146:0.13 147:0.18 149:0.71 150:0.90 151:0.97 152:0.92 153:0.89 154:0.89 155:0.67 158:0.92 159:0.45 161:0.84 162:0.83 163:0.88 164:0.82 165:0.88 167:0.52 169:0.93 172:0.21 173:0.33 176:0.73 177:0.38 179:0.70 181:0.64 186:0.92 187:0.87 189:0.89 191:0.73 192:0.59 195:0.85 201:0.74 202:0.72 204:0.89 208:0.64 212:0.42 215:0.84 216:0.86 222:0.60 230:0.87 233:0.76 235:0.22 238:0.92 241:0.52 242:0.63 243:0.32 245:0.48 247:0.30 248:0.92 253:0.93 255:0.79 256:0.78 259:0.21 260:0.87 261:0.93 265:0.24 266:0.27 267:0.91 268:0.78 271:0.62 276:0.29 279:0.86 282:0.88 283:0.82 285:0.62 290:0.92 297:0.36 299:0.88 300:0.33\n1 1:0.74 7:0.81 9:0.80 11:0.88 12:0.06 17:0.47 27:0.14 28:0.66 30:0.56 32:0.80 34:0.26 36:0.82 37:0.86 39:0.47 41:0.88 43:0.63 60:0.87 66:0.88 69:0.91 70:0.48 74:0.90 76:0.85 77:0.70 81:0.93 83:0.88 85:0.96 91:0.09 96:0.84 98:0.76 101:0.83 108:0.82 114:0.98 120:0.74 121:0.97 122:0.57 123:0.81 124:0.36 126:0.54 127:0.42 129:0.05 133:0.39 135:0.68 140:0.45 144:0.85 145:0.50 146:0.94 147:0.05 149:0.87 150:0.97 151:0.87 153:0.48 154:0.52 155:0.67 158:0.92 159:0.70 161:0.84 162:0.86 164:0.67 165:0.92 167:0.51 172:0.84 173:0.88 176:0.73 177:0.05 179:0.35 181:0.64 187:0.87 192:0.59 195:0.89 201:0.74 202:0.50 204:0.89 208:0.64 212:0.47 215:0.96 216:0.54 220:0.74 222:0.60 230:0.87 233:0.76 235:0.05 241:0.47 242:0.50 243:0.08 245:0.64 247:0.55 248:0.81 253:0.88 255:0.79 256:0.58 257:0.65 259:0.21 260:0.74 265:0.77 266:0.63 267:0.44 268:0.59 271:0.62 276:0.73 279:0.86 282:0.88 283:0.82 285:0.62 290:0.98 297:0.36 299:0.88 300:0.43\n3 6:0.79 8:0.58 9:0.80 12:0.06 17:0.49 20:0.87 21:0.78 27:0.72 28:0.66 34:0.19 36:0.54 37:0.23 39:0.47 41:0.96 43:0.41 60:0.87 66:0.36 69:0.27 74:0.55 78:0.89 83:0.88 91:0.72 96:0.96 98:0.06 100:0.87 104:0.58 108:0.21 111:0.87 120:0.92 123:0.20 127:0.05 129:0.05 135:0.28 140:0.45 144:0.85 146:0.05 147:0.05 149:0.15 151:0.98 152:0.82 153:0.93 154:0.31 155:0.67 158:0.92 159:0.05 161:0.84 162:0.69 164:0.87 167:0.77 169:0.85 172:0.05 173:0.17 175:0.75 177:0.05 181:0.64 186:0.89 189:0.81 191:0.73 192:0.59 202:0.83 208:0.64 216:0.31 222:0.60 232:0.75 235:0.05 238:0.87 241:0.85 243:0.51 244:0.61 248:0.96 253:0.95 255:0.79 256:0.85 257:0.65 259:0.21 260:0.93 261:0.86 265:0.06 267:0.79 268:0.86 271:0.62 277:0.69 279:0.86 283:0.82 285:0.62\n0 1:0.74 11:0.88 12:0.06 17:0.53 21:0.78 27:0.45 28:0.66 30:0.45 32:0.80 34:0.79 36:0.20 37:0.50 39:0.47 43:0.81 66:0.27 69:0.72 70:0.25 74:0.61 77:0.70 81:0.41 83:0.71 85:0.72 91:0.10 98:0.15 101:0.71 108:0.55 114:0.63 122:0.51 123:0.83 124:0.61 126:0.54 127:0.36 129:0.05 133:0.39 135:0.47 144:0.85 145:0.63 146:0.13 147:0.18 149:0.48 150:0.61 154:0.76 155:0.67 159:0.52 161:0.84 163:0.90 165:0.63 167:0.50 172:0.10 173:0.68 176:0.73 177:0.38 178:0.55 179:0.96 181:0.64 187:0.68 192:0.59 195:0.77 201:0.74 212:0.61 215:0.43 216:0.77 222:0.60 235:1.00 241:0.46 242:0.63 243:0.46 245:0.40 247:0.30 253:0.54 259:0.21 265:0.09 266:0.17 267:0.19 271:0.62 276:0.13 277:0.69 282:0.88 290:0.63 297:0.36 299:0.88 300:0.18\n1 1:0.74 7:0.81 9:0.80 11:0.88 12:0.06 17:0.28 21:0.22 27:0.05 28:0.66 30:0.94 32:0.80 34:0.73 36:0.83 37:0.94 39:0.47 41:0.82 43:0.87 60:0.87 66:0.36 69:0.55 70:0.13 74:0.75 77:0.70 81:0.80 83:0.85 85:0.80 91:0.03 96:0.80 98:0.08 101:0.72 108:0.90 114:0.90 120:0.69 121:1.00 122:0.43 123:0.89 124:0.57 126:0.54 127:0.31 129:0.59 133:0.47 135:0.56 140:0.45 144:0.85 145:0.79 146:0.13 147:0.18 149:0.59 150:0.87 151:0.87 153:0.48 154:0.85 155:0.67 158:0.92 159:0.72 161:0.84 162:0.86 163:0.90 164:0.57 165:0.86 167:0.51 172:0.16 173:0.32 176:0.73 177:0.38 179:0.93 181:0.64 187:0.99 192:0.59 195:0.93 201:0.74 202:0.36 204:0.89 208:0.64 212:0.42 215:0.79 216:0.82 222:0.60 230:0.87 233:0.76 235:0.31 241:0.49 242:0.75 243:0.40 245:0.43 247:0.30 248:0.78 253:0.84 255:0.79 256:0.45 259:0.21 260:0.70 265:0.08 266:0.23 267:0.23 268:0.46 271:0.62 276:0.12 279:0.86 282:0.88 283:0.82 285:0.62 290:0.90 297:0.36 299:0.88 300:0.13\n2 1:0.74 7:0.76 9:0.80 12:0.06 17:0.49 20:0.96 21:0.13 27:0.72 28:0.66 32:0.80 34:0.26 36:0.71 39:0.47 41:0.94 74:0.55 76:0.85 77:0.70 78:0.80 81:0.84 83:0.83 91:0.91 96:0.94 100:0.83 111:0.80 114:0.92 120:0.89 126:0.54 135:0.37 140:0.45 144:0.85 145:0.50 150:0.90 151:0.96 152:0.89 153:0.87 155:0.67 161:0.84 162:0.82 164:0.81 165:0.88 167:0.79 169:0.81 175:0.91 176:0.73 181:0.64 186:0.81 192:0.59 195:0.53 201:0.74 202:0.71 208:0.64 215:0.84 216:0.14 222:0.60 230:0.79 232:0.74 233:0.76 235:0.22 241:0.94 244:0.83 248:0.94 253:0.92 255:0.79 256:0.75 257:0.84 259:0.21 260:0.89 261:0.83 267:0.28 268:0.77 271:0.62 277:0.87 282:0.88 285:0.62 290:0.92 297:0.36 299:0.88\n1 1:0.74 11:0.88 12:0.51 17:0.26 21:0.40 27:0.45 28:0.91 30:0.31 34:0.68 36:0.17 37:0.50 39:0.75 43:0.82 55:0.71 60:0.87 66:0.10 69:0.69 70:0.81 74:0.91 81:0.71 83:0.84 85:0.93 91:0.04 98:0.32 101:0.76 108:0.82 114:0.82 122:0.67 123:0.63 124:0.93 126:0.54 127:0.71 129:0.96 133:0.93 135:0.78 144:0.85 145:0.49 146:0.13 147:0.18 149:0.83 150:0.81 154:0.77 155:0.67 158:0.87 159:0.88 161:0.77 163:0.81 165:0.83 167:0.52 172:0.54 173:0.40 176:0.73 177:0.38 178:0.55 179:0.38 181:0.80 187:0.68 192:0.59 201:0.74 208:0.64 212:0.18 215:0.67 216:0.77 222:0.25 235:0.52 241:0.27 242:0.61 243:0.11 245:0.76 247:0.60 253:0.75 259:0.21 265:0.34 266:0.94 267:0.65 271:0.32 276:0.77 279:0.86 283:0.71 290:0.82 297:0.36 300:0.70\n3 1:0.74 7:0.81 11:0.88 12:0.51 17:0.51 21:0.30 27:0.21 28:0.91 30:0.62 34:0.66 36:0.59 37:0.74 39:0.75 43:0.98 66:0.12 69:0.12 70:0.72 74:0.99 81:0.76 83:0.75 85:0.99 91:0.05 98:0.55 101:0.86 108:0.93 114:0.86 121:0.97 122:0.57 123:0.82 124:0.82 126:0.54 127:0.64 129:0.89 133:0.83 135:0.18 144:0.85 146:0.72 147:0.77 149:0.99 150:0.84 154:0.98 155:0.67 159:0.86 161:0.77 165:0.84 167:0.57 172:0.92 173:0.08 176:0.73 177:0.38 178:0.55 179:0.15 181:0.80 187:0.68 192:0.59 201:0.74 202:0.46 204:0.89 208:0.64 212:0.77 215:0.72 216:0.95 222:0.25 230:0.87 233:0.76 235:0.42 241:0.44 242:0.52 243:0.28 245:0.97 247:0.67 253:0.78 259:0.21 265:0.48 266:0.87 267:0.59 271:0.32 276:0.94 290:0.86 297:0.36 300:0.94\n3 1:0.74 8:0.67 9:0.80 11:0.88 12:0.51 17:0.02 27:0.33 28:0.91 30:0.61 34:0.33 36:0.32 37:0.41 39:0.75 41:0.92 43:0.86 66:0.09 69:0.57 70:0.75 74:0.89 81:0.94 83:0.83 85:0.98 91:0.49 96:0.93 98:0.21 101:0.83 104:0.84 106:0.81 108:0.78 114:0.98 117:0.86 120:0.87 122:0.43 123:0.94 124:0.94 126:0.54 127:0.75 129:0.97 133:0.94 135:0.89 138:0.96 140:0.45 144:0.85 145:0.82 146:0.29 147:0.36 149:0.95 150:0.97 151:0.98 153:0.91 154:0.84 155:0.67 159:0.86 161:0.77 162:0.73 164:0.79 165:0.92 167:0.64 172:0.61 173:0.30 176:0.73 177:0.38 179:0.33 181:0.80 187:0.39 192:0.59 201:0.74 202:0.71 206:0.81 208:0.64 212:0.52 215:0.96 216:0.88 222:0.25 232:0.83 235:0.05 241:0.61 242:0.51 243:0.15 245:0.80 247:0.67 248:0.93 253:0.95 255:0.79 256:0.71 259:0.21 260:0.88 265:0.19 266:0.92 267:0.59 268:0.74 271:0.32 276:0.80 285:0.62 290:0.98 297:0.36 300:0.84\n2 6:0.97 8:0.95 9:0.80 12:0.51 17:0.38 20:0.89 21:0.78 27:0.05 28:0.91 34:0.85 36:0.58 37:0.81 39:0.75 41:0.97 60:0.95 74:0.46 78:0.85 83:0.88 91:0.67 96:0.92 100:0.95 111:0.90 120:0.86 135:0.70 138:0.98 140:0.45 144:0.85 151:0.93 152:0.84 153:0.77 155:0.67 158:0.87 161:0.77 162:0.67 164:0.87 167:0.64 169:0.93 175:0.91 181:0.80 186:0.85 187:0.98 189:0.98 192:0.59 202:0.81 208:0.64 216:0.94 220:0.99 222:0.25 232:0.97 235:0.42 238:0.97 241:0.60 244:0.83 248:0.92 253:0.88 255:0.79 256:0.83 257:0.84 259:0.21 260:0.86 261:0.94 267:0.23 268:0.83 271:0.32 277:0.87 279:0.86 283:0.71 285:0.62\n2 6:0.83 8:0.63 9:0.80 11:0.88 12:0.51 17:0.08 20:0.80 21:0.78 27:0.31 28:0.91 30:0.95 34:0.25 36:0.85 37:0.30 39:0.75 41:0.97 43:0.86 66:0.54 69:0.59 74:0.44 78:0.79 83:0.83 85:0.72 91:0.92 96:0.94 98:0.16 100:0.83 101:0.76 104:0.58 108:0.45 111:0.79 120:0.91 123:0.43 127:0.09 129:0.05 135:0.20 140:0.45 144:0.85 146:0.13 147:0.18 149:0.49 151:0.96 152:0.77 153:0.86 154:0.83 155:0.67 159:0.08 161:0.77 162:0.65 164:0.89 167:0.83 169:0.81 172:0.10 173:0.93 177:0.38 179:0.18 181:0.80 186:0.79 189:0.85 191:0.81 192:0.59 202:0.85 208:0.64 216:0.19 220:0.74 222:0.25 232:0.78 235:0.22 238:0.92 241:0.82 243:0.63 248:0.94 253:0.92 255:0.79 256:0.86 259:0.21 260:0.91 261:0.81 265:0.17 267:0.23 268:0.86 271:0.32 285:0.62 300:0.08\n1 1:0.74 6:0.95 8:0.86 9:0.80 11:0.88 12:0.51 17:0.45 20:0.74 21:0.59 27:0.06 28:0.91 30:0.38 32:0.80 34:0.75 36:0.75 37:0.82 39:0.75 41:0.95 43:0.76 55:0.71 60:0.97 66:0.13 69:0.81 70:0.80 74:0.94 77:0.96 78:0.99 81:0.58 83:0.86 85:0.94 91:0.48 96:0.87 98:0.38 100:0.96 101:0.79 108:0.90 111:0.98 114:0.74 120:0.78 122:0.67 123:0.77 124:0.88 126:0.54 127:0.38 129:0.93 133:0.87 135:0.77 140:0.45 144:0.85 145:0.90 146:0.36 147:0.43 149:0.86 150:0.73 151:0.87 152:0.74 153:0.48 154:0.67 155:0.67 158:0.87 159:0.79 161:0.77 162:0.81 164:0.85 165:0.78 167:0.57 169:0.92 172:0.61 173:0.61 176:0.73 177:0.38 179:0.26 181:0.80 186:0.99 187:0.39 189:0.96 192:0.59 195:0.94 201:0.74 202:0.78 208:0.64 212:0.37 215:0.55 216:0.92 220:0.91 222:0.25 235:0.74 238:0.80 241:0.44 242:0.55 243:0.21 245:0.85 247:0.47 248:0.86 253:0.91 255:0.79 256:0.81 259:0.21 260:0.79 261:0.78 265:0.38 266:0.80 267:0.52 268:0.83 271:0.32 276:0.81 279:0.86 282:0.88 283:0.71 285:0.62 290:0.74 297:0.36 299:0.88 300:0.70\n3 1:0.74 6:0.96 7:0.81 8:0.93 9:0.80 11:0.88 12:0.51 17:0.22 20:0.98 21:0.30 27:0.21 28:0.91 30:0.60 34:0.66 36:0.70 37:0.74 39:0.75 41:0.99 43:0.98 60:0.87 66:0.10 69:0.12 70:0.68 74:0.99 78:0.85 81:0.76 83:0.90 85:0.99 91:0.81 96:0.98 98:0.56 100:0.95 101:0.86 104:0.84 106:0.81 108:0.93 111:0.91 114:0.86 117:0.86 120:0.96 121:0.90 122:0.57 123:0.82 124:0.71 126:0.54 127:0.61 129:0.81 133:0.67 135:0.17 140:0.45 144:0.85 146:0.90 147:0.92 149:0.99 150:0.84 151:0.99 152:0.97 153:0.97 154:0.98 155:0.67 158:0.92 159:0.85 161:0.77 162:0.64 164:0.94 165:0.84 167:0.61 169:0.91 172:0.91 173:0.08 176:0.73 177:0.38 179:0.16 181:0.80 186:0.85 187:0.39 189:0.97 191:0.75 192:0.59 201:0.74 202:0.91 204:0.89 206:0.81 208:0.64 212:0.77 215:0.72 216:0.95 222:0.25 230:0.87 232:0.90 233:0.76 235:0.42 238:0.97 241:0.56 242:0.51 243:0.38 245:0.98 247:0.67 248:0.99 253:0.99 255:0.79 256:0.93 259:0.21 260:0.96 261:0.96 265:0.48 266:0.80 267:0.59 268:0.92 271:0.32 276:0.93 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.84\n3 1:0.74 6:0.93 8:0.86 9:0.80 11:0.88 12:0.51 17:0.01 20:0.98 27:0.14 28:0.91 30:0.65 34:0.67 36:0.29 37:0.67 39:0.75 41:0.99 43:0.86 60:0.98 66:0.06 69:0.57 70:0.74 74:0.93 78:0.85 81:0.94 83:0.90 85:0.98 91:0.63 96:0.99 98:0.25 100:0.95 101:0.83 108:0.78 111:0.90 114:0.98 120:0.98 122:0.43 123:0.86 124:0.93 126:0.54 127:0.74 129:0.96 133:0.93 135:0.85 138:0.99 140:0.45 144:0.85 145:0.82 146:0.22 147:0.28 149:0.96 150:0.97 151:1.00 152:0.98 153:0.98 154:0.84 155:0.67 158:0.92 159:0.86 161:0.77 162:0.66 164:0.96 165:0.92 167:0.56 169:0.90 172:0.61 173:0.30 176:0.73 177:0.38 179:0.31 181:0.80 186:0.85 187:0.39 189:0.94 192:0.59 201:0.74 202:0.94 208:0.64 212:0.50 215:0.96 216:0.93 222:0.25 235:0.05 238:0.97 241:0.41 242:0.53 243:0.15 245:0.83 247:0.67 248:0.99 253:1.00 255:0.79 256:0.94 259:0.21 260:0.98 261:0.96 265:0.19 266:0.92 267:0.28 268:0.95 271:0.32 276:0.81 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.84\n3 1:0.74 6:0.93 8:0.76 9:0.80 11:0.88 12:0.51 20:0.76 27:0.14 28:0.91 30:0.62 34:0.53 36:0.34 37:0.67 39:0.75 41:0.99 43:0.86 60:0.95 66:0.06 69:0.59 70:0.76 74:0.91 78:0.91 81:0.94 83:0.90 85:0.98 91:0.90 96:0.99 98:0.27 100:0.90 101:0.83 108:0.78 111:0.95 114:0.98 120:0.98 122:0.43 123:0.62 124:0.93 126:0.54 127:0.75 129:0.96 133:0.93 135:0.83 138:0.99 140:0.45 144:0.85 145:0.82 146:0.29 147:0.36 149:0.95 150:0.97 151:1.00 152:0.98 153:0.98 154:0.83 155:0.67 158:0.92 159:0.86 161:0.77 162:0.68 164:0.96 165:0.92 167:0.57 169:0.90 172:0.61 173:0.31 176:0.73 177:0.38 179:0.32 181:0.80 186:0.79 187:0.39 189:0.92 191:0.79 192:0.59 201:0.74 202:0.94 208:0.64 212:0.51 215:0.96 216:0.93 222:0.25 235:0.05 238:0.97 241:0.46 242:0.52 243:0.15 245:0.82 247:0.67 248:0.99 253:0.99 255:0.79 256:0.94 259:0.21 260:0.98 261:0.96 265:0.19 266:0.94 267:0.36 268:0.95 271:0.32 276:0.81 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.84\n1 1:0.74 11:0.88 12:0.51 17:0.30 21:0.54 27:0.45 28:0.91 30:0.21 32:0.80 34:0.75 36:0.17 37:0.50 39:0.75 43:0.82 60:0.87 66:0.51 69:0.70 70:0.83 74:0.93 77:0.70 81:0.62 83:0.86 85:0.95 91:0.06 98:0.63 101:0.78 108:0.53 114:0.77 122:0.67 123:0.51 124:0.87 126:0.54 127:0.70 129:0.93 133:0.91 135:0.72 144:0.85 145:0.44 146:0.95 147:0.96 149:0.90 150:0.76 154:0.77 155:0.67 158:0.87 159:0.88 161:0.77 165:0.79 167:0.58 172:0.77 173:0.41 176:0.73 177:0.38 178:0.55 179:0.38 181:0.80 187:0.68 192:0.59 195:0.96 201:0.74 208:0.64 212:0.15 215:0.58 216:0.77 222:0.25 235:0.68 241:0.50 242:0.45 243:0.61 245:0.73 247:0.67 253:0.74 259:0.21 265:0.63 266:0.94 267:0.44 271:0.32 276:0.77 279:0.86 282:0.88 283:0.71 290:0.77 297:0.36 299:0.88 300:0.70\n1 1:0.74 8:0.66 9:0.80 11:0.88 12:0.51 17:0.04 21:0.22 27:0.14 28:0.91 30:0.71 32:0.80 34:0.63 36:0.30 37:0.67 39:0.75 41:0.98 43:0.86 60:0.99 66:0.52 69:0.58 70:0.66 74:0.86 77:0.70 78:0.80 81:0.81 83:0.88 85:0.96 91:0.77 96:0.95 98:0.53 101:0.83 108:0.86 111:0.79 114:0.90 120:0.91 122:0.43 123:0.85 124:0.73 126:0.54 127:0.47 129:0.89 133:0.78 135:0.98 140:0.45 144:0.85 145:0.94 146:0.13 147:0.18 149:0.89 150:0.87 151:0.91 153:0.72 154:0.84 155:0.67 158:0.92 159:0.71 161:0.77 162:0.72 164:0.91 165:0.86 167:0.58 169:0.95 172:0.67 173:0.42 176:0.73 177:0.38 179:0.46 181:0.80 187:0.39 191:0.75 192:0.59 195:0.88 201:0.74 202:0.85 208:0.64 212:0.36 215:0.79 216:0.93 220:0.74 222:0.25 235:0.31 238:0.86 241:0.47 242:0.61 243:0.14 245:0.74 247:0.39 248:0.95 253:0.96 255:0.79 256:0.89 259:0.21 260:0.91 265:0.54 266:0.71 267:0.87 268:0.88 271:0.32 276:0.66 279:0.86 282:0.88 283:0.82 285:0.62 290:0.90 297:0.36 299:0.88 300:0.84\n2 1:0.74 6:0.93 7:0.81 8:0.86 9:0.80 11:0.88 12:0.51 17:0.26 20:0.97 21:0.30 27:0.25 28:0.91 30:0.75 32:0.80 34:0.31 36:0.90 37:0.43 39:0.75 41:0.97 43:0.83 60:0.87 66:0.60 69:0.65 70:0.59 74:0.90 77:0.89 78:0.78 81:0.76 83:0.89 85:0.97 91:0.40 96:0.94 98:0.32 100:0.83 101:0.83 104:0.93 106:0.81 108:0.90 111:0.79 114:0.86 117:0.86 120:0.90 121:0.99 122:0.43 123:0.90 124:0.58 126:0.54 127:0.44 129:0.81 133:0.67 135:0.93 140:0.45 144:0.85 145:0.72 146:0.54 147:0.60 149:0.90 150:0.84 151:0.96 152:0.90 153:0.85 154:0.80 155:0.67 158:0.92 159:0.75 161:0.77 162:0.85 164:0.89 165:0.84 167:0.55 169:0.81 172:0.74 173:0.46 176:0.73 177:0.38 179:0.40 181:0.80 186:0.79 187:0.39 189:0.94 192:0.59 195:0.92 201:0.74 202:0.80 204:0.89 206:0.81 208:0.64 212:0.73 215:0.72 216:0.80 220:0.74 222:0.25 230:0.87 232:0.95 233:0.76 235:0.42 238:0.92 241:0.39 242:0.59 243:0.31 245:0.79 247:0.55 248:0.94 253:0.96 255:0.79 256:0.83 259:0.21 260:0.90 261:0.87 265:0.35 266:0.71 267:0.65 268:0.86 271:0.32 276:0.61 279:0.86 282:0.88 283:0.82 285:0.62 290:0.86 297:0.36 299:0.97 300:0.84\n2 1:0.74 7:0.81 9:0.80 11:0.88 12:0.51 17:0.06 21:0.13 27:0.13 28:0.91 30:0.86 32:0.80 34:0.44 36:0.44 37:0.79 39:0.75 41:0.97 43:0.81 60:0.87 66:0.84 69:0.70 70:0.28 74:0.86 77:0.70 81:0.85 83:0.89 85:0.91 91:0.75 96:0.95 98:0.63 101:0.83 108:0.53 114:0.92 120:0.90 121:0.90 122:0.43 123:0.51 126:0.54 127:0.19 129:0.05 135:0.89 140:0.45 144:0.85 145:0.54 146:0.60 147:0.65 149:0.86 150:0.91 151:0.93 153:0.78 154:0.76 155:0.67 158:0.92 159:0.22 161:0.77 162:0.83 164:0.89 165:0.88 167:0.72 172:0.54 173:0.78 176:0.73 177:0.38 179:0.47 181:0.80 187:0.39 192:0.59 195:0.63 201:0.74 202:0.81 204:0.89 208:0.64 212:0.52 215:0.84 216:0.83 220:0.74 222:0.25 230:0.87 233:0.76 235:0.22 241:0.70 242:0.63 243:0.85 247:0.30 248:0.95 253:0.96 255:0.79 256:0.84 259:0.21 260:0.91 265:0.64 266:0.38 267:0.52 268:0.87 271:0.32 276:0.41 279:0.86 282:0.88 283:0.82 285:0.62 290:0.92 297:0.36 299:0.88 300:0.25\n2 1:0.74 6:0.93 7:0.72 8:0.77 11:0.93 12:0.51 17:0.32 18:0.86 20:0.80 21:0.59 22:0.93 27:0.41 28:0.73 29:0.71 30:0.76 31:0.86 32:0.80 34:0.97 36:0.29 37:0.44 39:0.75 43:0.88 44:0.93 45:0.93 47:0.93 48:0.91 60:0.95 64:0.77 66:0.80 69:0.54 70:0.58 71:0.65 74:0.91 77:0.89 78:0.84 79:0.86 81:0.47 83:0.91 85:0.91 86:0.94 91:0.42 98:0.83 100:0.83 101:0.97 104:0.96 106:0.81 108:0.42 111:0.83 114:0.58 120:0.53 122:0.75 123:0.40 124:0.40 126:0.54 127:0.65 129:0.05 133:0.43 135:0.78 137:0.86 139:0.96 140:0.80 144:0.85 145:0.82 146:0.93 147:0.94 149:0.95 150:0.71 151:0.47 152:0.85 153:0.48 154:0.86 155:0.67 158:0.91 159:0.69 161:0.63 162:0.58 164:0.53 165:0.93 167:0.45 169:0.86 172:0.90 173:0.42 176:0.73 177:0.70 178:0.42 179:0.29 181:0.82 186:0.84 187:0.68 189:0.91 190:0.77 192:0.87 195:0.83 196:0.88 201:0.93 202:0.53 204:0.85 206:0.81 208:0.64 212:0.71 215:0.39 216:0.75 219:0.95 220:0.96 222:0.25 230:0.75 232:0.98 233:0.76 235:0.80 238:0.83 242:0.30 243:0.82 245:0.88 247:0.86 248:0.47 253:0.48 255:0.74 256:0.45 259:0.21 260:0.53 261:0.88 262:0.93 265:0.83 266:0.80 267:0.95 268:0.46 271:0.32 276:0.82 279:0.86 281:0.91 282:0.88 283:0.78 284:0.87 285:0.56 290:0.58 292:0.91 297:0.36 299:0.88 300:0.84\n1 1:0.74 6:0.94 7:0.72 8:0.92 9:0.80 11:0.92 12:0.51 17:0.40 18:0.78 20:0.78 21:0.30 22:0.93 27:0.48 28:0.73 29:0.71 30:0.60 31:0.87 32:0.69 34:0.80 36:0.81 37:0.72 39:0.75 41:0.82 43:0.85 45:0.81 47:0.93 48:0.91 60:0.87 64:0.77 66:0.72 69:0.62 70:0.48 71:0.65 74:0.81 77:0.70 78:0.96 79:0.87 81:0.61 83:0.91 85:0.85 86:0.87 91:0.27 96:0.69 98:0.75 100:0.98 101:0.87 104:0.89 106:0.81 108:0.59 111:0.98 114:0.65 117:0.86 120:0.55 122:0.77 123:0.57 124:0.44 126:0.54 127:0.54 129:0.59 133:0.61 135:0.60 137:0.87 139:0.90 140:0.45 144:0.85 145:0.90 146:0.17 147:0.22 149:0.88 150:0.78 151:0.52 152:0.87 153:0.48 154:0.82 155:0.67 158:0.91 159:0.52 161:0.63 162:0.86 164:0.57 165:0.93 167:0.53 169:0.94 172:0.74 173:0.61 176:0.73 177:0.70 179:0.49 181:0.82 186:0.96 187:0.39 189:0.96 192:0.87 195:0.71 196:0.90 201:0.93 202:0.36 204:0.85 206:0.81 208:0.64 212:0.60 215:0.44 216:0.69 219:0.95 220:0.87 222:0.25 230:0.75 232:0.93 233:0.76 235:0.52 238:0.96 241:0.37 242:0.32 243:0.19 245:0.68 247:0.67 248:0.51 253:0.53 255:0.95 256:0.45 259:0.21 260:0.56 261:0.94 262:0.93 265:0.75 266:0.47 267:0.36 268:0.46 271:0.32 276:0.65 279:0.86 281:0.89 282:0.77 283:0.78 284:0.89 285:0.62 290:0.65 292:0.91 297:0.36 300:0.43\n0 1:0.69 6:0.93 8:0.84 9:0.80 11:0.91 12:0.51 17:0.16 18:0.71 20:0.77 21:0.68 27:0.05 28:0.73 29:0.71 30:0.33 31:0.93 32:0.69 34:0.42 36:0.71 37:0.93 39:0.75 41:0.82 43:0.26 45:0.88 55:0.84 66:0.90 69:0.93 70:0.86 71:0.65 74:0.61 77:0.70 78:0.84 79:0.92 81:0.32 83:0.91 86:0.74 91:0.66 96:0.94 97:0.97 98:0.78 99:0.83 100:0.84 101:0.52 108:0.87 111:0.83 114:0.55 120:0.90 122:0.77 123:0.86 124:0.36 126:0.44 127:0.50 129:0.05 133:0.37 135:0.76 137:0.93 139:0.71 140:0.98 144:0.85 145:0.50 146:0.97 147:0.05 149:0.55 150:0.51 151:0.82 152:0.76 153:0.86 154:0.44 155:0.67 158:0.78 159:0.80 161:0.63 162:0.59 164:0.89 165:0.70 167:0.59 169:0.82 172:0.87 173:0.88 176:0.66 177:0.05 178:0.42 179:0.33 181:0.82 186:0.84 187:0.68 189:0.94 192:0.87 195:0.93 196:0.91 201:0.68 202:0.89 208:0.64 212:0.49 215:0.37 216:0.84 220:0.99 222:0.25 232:0.96 235:0.84 238:0.86 241:0.53 242:0.38 243:0.07 245:0.67 247:0.86 248:0.75 253:0.91 254:0.92 255:0.95 256:0.90 257:0.84 259:0.21 260:0.87 261:0.78 265:0.79 266:0.75 267:0.44 268:0.90 271:0.32 276:0.77 279:0.82 282:0.77 283:0.78 284:0.92 285:0.62 290:0.55 297:0.36 300:0.84\n2 1:0.74 6:0.93 7:0.72 8:0.87 11:0.92 12:0.51 17:0.22 18:0.94 20:0.76 21:0.54 22:0.93 27:0.41 28:0.73 29:0.71 30:0.66 32:0.74 34:0.62 36:0.30 37:0.44 39:0.75 43:0.88 44:0.93 45:0.95 47:0.93 64:0.77 66:0.33 69:0.54 70:0.72 71:0.65 74:0.95 77:0.70 78:0.82 81:0.49 83:0.91 85:0.95 86:0.98 91:0.37 98:0.52 100:0.73 101:0.87 104:0.96 106:0.81 108:0.41 111:0.80 114:0.59 122:0.51 123:0.40 124:0.87 126:0.54 127:0.74 129:0.89 133:0.87 135:0.72 139:0.98 144:0.85 145:0.83 146:0.88 147:0.90 149:0.98 150:0.72 152:0.85 154:0.86 155:0.67 159:0.85 161:0.63 165:0.93 167:0.48 169:0.86 172:0.89 173:0.28 176:0.73 177:0.70 178:0.55 179:0.18 181:0.82 186:0.83 187:0.87 192:0.87 195:0.95 201:0.93 202:0.50 204:0.85 206:0.81 208:0.64 212:0.68 215:0.39 216:0.75 222:0.25 230:0.75 232:0.98 233:0.76 235:0.74 241:0.07 242:0.19 243:0.50 245:0.95 247:0.92 253:0.50 259:0.21 261:0.88 262:0.93 265:0.53 266:0.80 267:0.44 271:0.32 276:0.92 282:0.83 290:0.59 297:0.36 300:0.84\n2 1:0.74 6:0.98 7:0.72 8:0.98 9:0.80 11:0.92 12:0.51 17:0.20 18:0.68 20:0.83 21:0.40 27:0.03 28:0.73 29:0.71 30:0.45 31:0.96 34:0.93 36:0.61 37:0.92 39:0.75 41:0.92 43:0.78 45:0.77 64:0.77 66:0.43 69:0.78 70:0.56 71:0.65 74:0.59 78:0.95 79:0.95 81:0.62 83:0.91 85:0.72 86:0.76 91:0.25 96:0.93 98:0.43 99:0.83 100:0.98 101:0.87 108:0.62 111:0.97 114:0.62 120:0.87 122:0.77 123:0.59 124:0.69 126:0.54 127:0.29 129:0.05 133:0.66 135:0.79 137:0.96 139:0.73 140:0.45 144:0.85 145:0.56 146:0.64 147:0.69 149:0.70 150:0.78 151:0.87 152:0.87 153:0.72 154:0.71 155:0.67 159:0.54 161:0.63 162:0.68 164:0.83 165:0.93 167:0.62 169:0.97 172:0.45 173:0.71 176:0.73 177:0.70 179:0.56 181:0.82 186:0.95 187:0.87 189:0.99 192:0.87 196:0.92 201:0.93 202:0.78 204:0.85 208:0.64 212:0.37 215:0.42 216:0.79 220:0.74 222:0.25 230:0.75 233:0.76 235:0.74 238:0.95 241:0.59 242:0.28 243:0.57 245:0.65 247:0.79 248:0.84 253:0.90 255:0.95 256:0.80 259:0.21 260:0.86 261:0.96 265:0.45 266:0.71 267:0.69 268:0.81 271:0.32 276:0.51 284:0.96 285:0.62 290:0.62 297:0.36 300:0.43\n1 1:0.74 6:0.94 7:0.72 8:0.89 9:0.80 11:0.92 12:0.51 17:0.28 18:0.77 20:0.88 21:0.30 22:0.93 27:0.48 28:0.73 29:0.71 30:0.60 31:0.90 32:0.69 34:0.82 36:0.84 37:0.72 39:0.75 41:0.88 43:0.83 45:0.81 47:0.93 48:0.91 60:0.87 64:0.77 66:0.72 69:0.67 70:0.48 71:0.65 74:0.80 77:0.70 78:0.91 79:0.89 81:0.61 83:0.91 85:0.85 86:0.87 91:0.51 96:0.74 98:0.75 100:0.97 101:0.87 104:0.84 106:0.81 108:0.62 111:0.94 114:0.65 117:0.86 120:0.61 122:0.77 123:0.59 124:0.44 126:0.54 127:0.54 129:0.59 133:0.61 135:0.60 137:0.90 139:0.89 140:0.45 144:0.85 145:0.90 146:0.17 147:0.22 149:0.87 150:0.78 151:0.63 152:0.87 153:0.72 154:0.79 155:0.67 158:0.91 159:0.52 161:0.63 162:0.60 164:0.71 165:0.93 167:0.62 169:0.94 172:0.74 173:0.67 176:0.73 177:0.70 179:0.49 181:0.82 186:0.91 187:0.39 189:0.95 192:0.87 195:0.71 196:0.93 201:0.93 202:0.65 204:0.85 206:0.81 208:0.64 212:0.60 215:0.44 216:0.69 219:0.95 220:0.87 222:0.25 230:0.75 232:0.90 233:0.76 235:0.52 238:0.96 241:0.59 242:0.32 243:0.19 245:0.68 247:0.67 248:0.62 253:0.66 255:0.95 256:0.58 259:0.21 260:0.62 261:0.94 262:0.93 265:0.75 266:0.47 267:0.44 268:0.65 271:0.32 276:0.65 279:0.86 281:0.89 282:0.77 283:0.78 284:0.94 285:0.62 290:0.65 292:0.91 297:0.36 300:0.43\n2 1:0.74 6:0.98 7:0.72 8:0.98 9:0.80 11:0.92 12:0.51 17:0.06 18:0.68 20:0.85 21:0.40 27:0.03 28:0.73 29:0.71 30:0.45 31:0.97 34:0.93 36:0.71 37:0.92 39:0.75 41:0.94 43:0.78 45:0.77 60:0.95 64:0.77 66:0.43 69:0.79 70:0.56 71:0.65 74:0.67 78:0.96 79:0.97 81:0.62 83:0.91 85:0.72 86:0.76 91:0.69 96:0.92 97:0.89 98:0.43 99:0.83 100:0.98 101:0.87 108:0.63 111:0.98 114:0.62 120:0.86 122:0.77 123:0.60 124:0.69 126:0.54 127:0.29 129:0.05 133:0.66 135:0.69 137:0.97 139:0.81 140:0.80 144:0.85 145:0.56 146:0.64 147:0.69 149:0.69 150:0.78 151:0.94 152:0.87 153:0.81 154:0.70 155:0.67 158:0.91 159:0.54 161:0.63 162:0.53 164:0.86 165:0.93 167:0.57 169:0.97 172:0.45 173:0.72 176:0.73 177:0.70 178:0.42 179:0.56 181:0.82 186:0.96 187:0.68 189:0.99 192:0.87 196:0.96 201:0.93 202:0.87 204:0.85 208:0.64 212:0.37 215:0.42 216:0.79 219:0.95 220:0.74 222:0.25 230:0.75 233:0.76 235:0.74 238:0.96 241:0.50 242:0.28 243:0.57 245:0.65 247:0.79 248:0.89 253:0.91 255:0.95 256:0.84 259:0.21 260:0.86 261:0.96 265:0.45 266:0.71 267:0.82 268:0.85 271:0.32 276:0.51 279:0.86 283:0.78 284:0.97 285:0.62 290:0.62 292:0.91 297:0.36 300:0.43\n1 1:0.74 11:0.92 12:0.51 17:0.45 18:0.65 21:0.22 27:0.45 28:0.73 29:0.71 30:0.71 34:0.80 36:0.17 37:0.50 39:0.75 43:0.82 45:0.73 60:0.87 64:0.77 66:0.45 69:0.68 70:0.29 71:0.65 74:0.61 81:0.68 83:0.91 85:0.72 86:0.74 91:0.11 98:0.33 101:0.87 108:0.52 114:0.71 122:0.51 123:0.50 124:0.57 126:0.54 127:0.43 129:0.05 133:0.43 135:0.71 139:0.81 144:0.85 145:0.40 146:0.48 147:0.55 149:0.68 150:0.81 154:0.77 155:0.67 158:0.91 159:0.58 161:0.63 163:0.81 165:0.93 167:0.54 172:0.32 173:0.63 176:0.73 177:0.70 178:0.55 179:0.81 181:0.82 187:0.68 192:0.87 201:0.93 208:0.64 212:0.30 215:0.51 216:0.77 219:0.95 222:0.25 235:0.42 241:0.41 242:0.14 243:0.58 245:0.59 247:0.67 253:0.52 259:0.21 265:0.36 266:0.54 267:0.28 271:0.32 276:0.25 279:0.86 283:0.78 290:0.71 292:0.91 297:0.36 300:0.25\n2 1:0.74 9:0.80 11:0.92 12:0.51 17:0.13 18:0.77 21:0.22 22:0.93 27:0.16 28:0.73 29:0.71 30:0.62 31:0.90 32:0.80 34:0.92 36:0.76 37:0.53 39:0.75 41:0.82 43:0.84 44:0.93 45:0.73 47:0.93 64:0.77 66:0.90 69:0.64 70:0.53 71:0.65 74:0.75 76:0.85 77:0.70 79:0.90 81:0.68 83:0.91 85:0.85 86:0.88 91:0.07 96:0.74 98:0.74 101:0.87 104:0.98 106:0.81 108:0.49 114:0.71 117:0.86 120:0.62 122:0.57 123:0.47 126:0.54 127:0.23 129:0.05 135:0.71 137:0.90 139:0.89 140:0.45 144:0.85 145:0.63 146:0.82 147:0.85 149:0.87 150:0.81 151:0.69 153:0.46 154:0.80 155:0.67 159:0.37 161:0.63 162:0.62 164:0.54 165:0.93 167:0.49 172:0.71 173:0.62 176:0.73 177:0.70 179:0.38 181:0.82 187:0.99 192:0.87 195:0.75 196:0.93 201:0.93 202:0.49 206:0.81 208:0.64 212:0.49 215:0.51 216:0.90 220:0.62 222:0.25 232:0.99 235:0.42 241:0.15 242:0.18 243:0.90 247:0.76 248:0.64 253:0.69 255:0.95 256:0.45 259:0.21 260:0.63 262:0.93 265:0.74 266:0.54 267:0.44 268:0.45 271:0.32 276:0.59 282:0.88 284:0.87 285:0.62 290:0.71 297:0.36 299:0.88 300:0.43\n3 1:0.74 6:0.91 7:0.81 8:0.82 11:0.93 12:0.51 17:0.05 18:0.75 20:0.80 21:0.30 22:0.93 27:0.08 28:0.73 29:0.71 30:0.45 32:0.78 34:0.49 36:0.94 37:0.82 39:0.75 43:0.78 44:0.93 45:0.92 47:0.93 64:0.77 66:0.95 69:0.46 70:0.63 71:0.65 74:0.88 77:0.70 78:0.89 81:0.60 83:0.60 85:0.72 86:0.85 91:0.04 97:0.89 98:0.70 99:0.95 100:0.90 101:0.97 104:0.82 106:0.81 108:0.35 111:0.88 114:0.61 117:0.86 121:0.90 122:0.51 123:0.34 126:0.54 127:0.21 129:0.05 135:0.70 139:0.93 144:0.85 145:0.72 146:0.91 147:0.92 149:0.86 150:0.75 152:0.77 154:0.87 155:0.67 158:0.91 159:0.51 161:0.63 165:0.70 167:0.51 169:0.88 172:0.88 173:0.29 176:0.66 177:0.70 178:0.55 179:0.18 181:0.82 186:0.89 187:0.21 189:0.92 192:0.87 195:0.89 201:0.93 202:0.46 204:0.89 206:0.81 208:0.64 212:0.75 215:0.42 216:0.75 219:0.95 222:0.25 230:0.87 232:0.88 233:0.76 235:0.68 238:0.89 241:0.24 242:0.28 243:0.95 247:0.86 253:0.50 259:0.21 261:0.83 262:0.93 265:0.71 266:0.54 267:0.28 271:0.32 276:0.79 279:0.86 281:0.91 282:0.86 283:0.77 290:0.61 292:0.91 297:0.36 300:0.55\n2 1:0.69 6:0.95 7:0.63 8:0.96 9:0.76 11:0.92 12:0.51 17:0.40 18:0.67 20:0.74 21:0.30 27:0.02 28:0.73 29:0.71 30:0.73 32:0.69 34:0.58 36:0.32 37:0.92 39:0.75 43:0.69 45:0.98 66:0.34 69:0.91 70:0.49 71:0.65 74:0.89 76:0.85 77:0.96 78:0.87 81:0.46 83:0.60 85:0.80 86:0.77 91:0.35 96:0.72 98:0.48 99:0.83 100:0.98 101:0.87 108:0.87 111:0.96 114:0.63 120:0.59 122:0.75 123:0.86 124:0.82 126:0.44 127:0.71 129:0.81 133:0.82 135:0.76 139:0.74 140:0.45 144:0.85 145:0.56 146:0.17 147:0.86 149:0.94 150:0.56 151:0.55 152:0.78 153:0.72 154:0.52 155:0.58 159:0.85 161:0.63 162:0.73 164:0.70 165:0.70 167:0.54 169:0.83 172:0.86 173:0.81 176:0.66 177:0.38 179:0.20 181:0.82 186:0.87 187:0.39 190:0.77 192:0.59 195:0.95 201:0.68 202:0.64 208:0.54 212:0.76 215:0.44 216:0.99 220:0.82 222:0.25 230:0.64 233:0.76 235:0.42 241:0.39 242:0.54 243:0.44 245:0.93 247:0.67 248:0.58 253:0.61 255:0.74 256:0.64 257:0.65 259:0.21 260:0.59 261:0.82 265:0.50 266:0.80 267:0.36 268:0.68 271:0.32 276:0.89 282:0.77 285:0.56 290:0.63 297:0.36 300:0.94\n2 1:0.69 6:0.98 7:0.72 8:0.92 9:0.76 11:0.93 12:0.51 17:0.24 18:0.60 20:0.84 21:0.54 27:0.03 28:0.73 29:0.71 30:0.45 34:0.95 36:0.61 37:0.92 39:0.75 43:0.60 45:0.83 55:0.71 66:0.91 69:0.79 70:0.47 71:0.65 74:0.62 78:0.94 81:0.38 83:0.60 86:0.65 91:0.69 96:0.90 97:0.99 98:0.78 99:0.95 100:0.97 101:0.87 108:0.63 111:0.96 114:0.58 120:0.83 122:0.77 123:0.61 126:0.44 127:0.27 129:0.05 135:0.86 139:0.67 140:0.90 144:0.85 145:0.61 146:0.92 147:0.93 149:0.66 150:0.54 151:0.81 152:0.87 153:0.48 154:0.49 155:0.58 158:0.78 159:0.54 161:0.63 162:0.52 164:0.82 165:0.70 167:0.49 169:0.97 172:0.76 173:0.71 176:0.66 177:0.70 178:0.50 179:0.37 181:0.82 186:0.94 187:0.68 189:0.97 190:0.77 192:0.59 201:0.68 202:0.85 204:0.85 208:0.54 212:0.27 215:0.39 216:0.79 219:0.89 220:0.87 222:0.25 230:0.75 233:0.76 235:0.80 238:0.95 241:0.15 242:0.70 243:0.92 244:0.61 247:0.67 248:0.87 253:0.86 255:0.74 256:0.80 259:0.21 260:0.81 261:0.96 265:0.78 266:0.71 267:0.59 268:0.81 271:0.32 276:0.65 279:0.82 283:0.78 285:0.56 290:0.58 292:0.91 297:0.36 300:0.43\n2 1:0.74 7:0.72 8:0.95 11:0.92 12:0.51 17:0.69 18:0.88 21:0.47 22:0.93 27:0.44 28:0.73 29:0.71 30:0.41 32:0.69 34:0.95 36:0.66 37:0.54 39:0.75 43:0.92 45:0.87 47:0.93 48:0.91 60:0.87 64:0.77 66:0.07 69:0.41 70:0.98 71:0.65 74:0.77 77:0.89 81:0.52 83:0.91 85:0.85 86:0.92 91:0.14 98:0.19 101:0.87 104:0.97 106:0.81 108:0.32 114:0.60 117:0.86 122:0.86 123:0.73 124:0.96 126:0.54 127:0.95 129:0.89 133:0.96 135:0.80 139:0.92 144:0.85 145:0.96 146:0.70 147:0.75 149:0.82 150:0.74 154:0.91 155:0.67 158:0.91 159:0.96 161:0.63 165:0.93 167:0.48 172:0.63 173:0.08 176:0.73 177:0.70 178:0.55 179:0.35 181:0.82 187:0.68 192:0.87 195:0.99 201:0.93 204:0.85 206:0.81 208:0.64 212:0.26 215:0.41 216:0.33 219:0.95 222:0.25 230:0.75 232:0.98 233:0.76 235:0.68 241:0.07 242:0.19 243:0.40 245:0.75 247:0.86 253:0.47 259:0.21 262:0.93 265:0.21 266:0.99 267:0.69 271:0.32 276:0.81 277:0.69 279:0.86 281:0.89 282:0.77 283:0.78 290:0.60 292:0.91 297:0.36 300:0.99\n1 1:0.74 6:0.88 7:0.81 8:0.75 11:0.92 12:0.51 17:0.67 18:0.80 20:0.90 21:0.47 22:0.93 27:0.51 28:0.73 29:0.71 30:0.45 31:0.86 32:0.69 34:0.84 36:0.26 37:0.71 39:0.75 43:0.79 45:0.88 47:0.93 60:0.95 64:0.77 66:0.15 69:0.75 70:0.88 71:0.65 74:0.84 77:0.70 78:0.92 79:0.86 81:0.52 83:0.91 85:0.80 86:0.90 91:0.29 98:0.51 100:0.92 101:0.87 104:0.82 106:0.81 108:0.59 111:0.91 114:0.60 117:0.86 121:0.97 122:0.77 123:0.86 124:0.73 126:0.54 127:0.56 129:0.05 133:0.74 135:0.34 137:0.86 139:0.93 140:0.45 144:0.85 145:0.50 146:0.74 147:0.78 149:0.82 150:0.74 151:0.47 152:0.84 153:0.72 154:0.73 155:0.67 158:0.91 159:0.74 161:0.63 162:0.56 165:0.93 167:0.50 169:0.90 172:0.74 173:0.62 176:0.73 177:0.70 179:0.39 181:0.82 186:0.92 187:0.21 189:0.90 190:0.89 192:0.87 195:0.89 196:0.88 201:0.93 202:0.58 204:0.89 206:0.81 208:0.64 212:0.60 215:0.41 216:0.20 219:0.95 220:0.93 222:0.25 230:0.87 232:0.88 233:0.76 235:0.68 238:0.88 241:0.18 242:0.21 243:0.61 245:0.80 247:0.82 248:0.47 253:0.48 256:0.45 259:0.21 261:0.91 262:0.93 265:0.48 266:0.89 267:0.28 268:0.57 271:0.32 276:0.74 277:0.69 279:0.86 281:0.91 282:0.77 283:0.78 284:0.86 285:0.47 290:0.60 292:0.91 297:0.36 300:0.94\n1 1:0.74 7:0.72 9:0.80 11:0.93 12:0.51 17:0.76 18:0.85 21:0.30 22:0.93 27:0.43 28:0.73 29:0.71 30:0.84 31:0.95 32:0.80 34:0.75 36:0.87 39:0.75 41:0.88 43:0.88 44:0.93 45:0.88 47:0.93 48:0.91 60:0.95 64:0.77 66:0.68 69:0.54 70:0.56 71:0.65 74:0.90 77:0.89 78:0.88 79:0.95 81:0.61 83:0.91 85:0.88 86:0.95 91:0.42 96:0.85 98:0.56 101:0.97 104:0.93 106:0.81 108:0.41 111:0.86 114:0.65 117:0.86 120:0.76 122:0.57 123:0.40 124:0.48 126:0.54 127:0.57 129:0.81 133:0.67 135:0.61 137:0.95 139:0.96 140:0.45 144:0.85 145:0.77 146:0.69 147:0.74 149:0.89 150:0.78 151:0.94 153:0.80 154:0.86 155:0.67 158:0.92 159:0.57 161:0.63 162:0.78 164:0.70 165:0.93 167:0.45 169:0.72 172:0.77 173:0.49 176:0.73 177:0.70 179:0.44 181:0.82 187:0.87 192:0.87 195:0.77 196:0.98 201:0.93 202:0.59 204:0.85 206:0.81 208:0.64 212:0.71 215:0.44 216:0.21 219:0.95 222:0.25 230:0.75 232:0.95 233:0.76 235:0.52 242:0.24 243:0.72 245:0.76 247:0.74 248:0.83 253:0.89 255:0.95 256:0.58 259:0.21 260:0.77 262:0.93 265:0.58 266:0.54 267:0.44 268:0.64 271:0.32 276:0.66 279:0.86 281:0.91 282:0.88 283:0.82 284:0.93 285:0.62 290:0.65 292:0.95 297:0.36 299:0.88 300:0.84\n3 1:0.69 6:0.95 8:0.96 9:0.80 11:0.92 12:0.51 17:0.04 18:0.66 20:0.82 21:0.22 27:0.06 28:0.73 29:0.71 30:0.41 31:0.91 32:0.80 34:0.59 36:0.98 37:0.85 39:0.75 41:0.88 43:0.73 44:0.93 45:0.92 66:0.54 69:0.66 70:0.85 71:0.65 74:0.82 77:0.89 78:0.91 79:0.92 81:0.58 83:0.91 85:0.72 86:0.72 91:0.75 96:0.95 97:0.99 98:0.42 99:0.95 100:0.93 101:0.87 104:0.96 106:0.81 108:0.50 111:0.90 114:0.63 117:0.86 120:0.92 122:0.51 123:0.48 124:0.76 126:0.44 127:0.60 129:0.59 133:0.81 135:0.90 137:0.91 138:0.96 139:0.79 140:0.98 144:0.85 145:0.56 146:0.81 147:0.84 149:0.87 150:0.60 151:0.52 152:0.80 153:0.89 154:0.62 155:0.67 158:0.79 159:0.85 161:0.63 162:0.58 164:0.90 165:0.70 167:0.60 169:0.93 172:0.83 173:0.41 176:0.61 177:0.70 179:0.30 181:0.82 186:0.90 187:0.39 189:0.97 190:0.77 192:0.87 195:0.95 196:0.91 201:0.68 202:0.91 206:0.81 208:0.64 212:0.68 215:0.44 216:0.88 220:0.82 222:0.25 232:0.98 235:0.52 238:0.90 241:0.55 242:0.33 243:0.63 245:0.83 247:0.79 248:0.53 253:0.95 255:0.95 256:0.91 259:0.21 260:0.89 261:0.90 265:0.44 266:0.84 267:0.69 268:0.91 271:0.32 276:0.80 279:0.82 282:0.88 283:0.82 284:0.94 285:0.62 290:0.63 297:0.36 300:0.84\n2 1:0.69 6:0.96 7:0.72 8:0.93 9:0.76 11:0.91 12:0.51 17:0.22 18:0.75 20:0.87 21:0.30 27:0.21 28:0.73 29:0.71 30:0.55 31:0.88 34:0.66 36:0.70 37:0.74 39:0.75 43:0.72 45:0.98 66:0.10 69:0.12 70:0.70 71:0.65 74:0.89 78:0.85 79:0.88 81:0.46 83:0.60 86:0.72 91:0.81 96:0.98 97:0.89 98:0.59 99:0.83 100:0.88 101:0.52 104:0.84 106:0.81 108:0.93 111:0.85 114:0.63 117:0.86 120:0.96 122:0.75 123:0.82 124:0.71 126:0.44 127:0.65 129:0.81 133:0.67 135:0.17 137:0.88 139:0.70 140:0.45 144:0.85 146:0.90 147:0.92 149:0.94 150:0.56 151:0.97 152:0.82 153:0.97 154:0.62 155:0.58 158:0.79 159:0.86 161:0.63 162:0.64 164:0.92 165:0.70 167:0.60 169:0.86 172:0.92 173:0.08 176:0.66 177:0.70 179:0.16 181:0.82 186:0.85 187:0.39 189:0.97 190:0.77 191:0.75 192:0.59 196:0.88 201:0.68 202:0.91 204:0.85 206:0.81 208:0.54 212:0.75 215:0.44 216:0.95 222:0.25 230:0.75 232:0.90 233:0.76 235:0.42 238:0.89 241:0.56 242:0.45 243:0.38 244:0.61 245:0.98 247:0.90 248:0.98 253:0.98 255:0.74 256:0.93 259:0.21 260:0.95 261:0.86 265:0.50 266:0.80 267:0.59 268:0.92 271:0.32 276:0.94 279:0.82 283:0.82 284:0.86 285:0.62 290:0.63 297:0.36 300:0.84\n2 1:0.69 7:0.72 11:0.91 12:0.51 17:0.51 18:0.74 21:0.30 27:0.21 28:0.73 29:0.71 30:0.58 34:0.66 36:0.59 37:0.74 39:0.75 43:0.72 45:0.98 66:0.12 69:0.12 70:0.72 71:0.65 74:0.89 81:0.46 83:0.60 86:0.71 91:0.05 98:0.58 99:0.83 101:0.52 108:0.93 114:0.63 122:0.75 123:0.82 124:0.77 126:0.44 127:0.68 129:0.81 133:0.78 135:0.18 139:0.69 144:0.85 146:0.91 147:0.92 149:0.95 150:0.56 154:0.62 155:0.58 159:0.86 161:0.63 165:0.70 167:0.55 172:0.92 173:0.08 176:0.66 177:0.70 178:0.55 179:0.15 181:0.82 187:0.68 192:0.59 201:0.68 202:0.46 204:0.85 208:0.54 212:0.75 215:0.44 216:0.95 222:0.25 230:0.75 233:0.76 235:0.42 241:0.44 242:0.50 243:0.34 244:0.61 245:0.97 247:0.92 253:0.52 259:0.21 265:0.51 266:0.84 267:0.59 271:0.32 276:0.95 290:0.63 297:0.36 300:0.84\n1 1:0.74 7:0.63 9:0.80 11:0.92 12:0.51 17:0.38 18:0.82 21:0.30 27:0.02 28:0.73 29:0.71 30:0.85 31:0.87 32:0.79 34:0.40 36:0.39 37:0.92 39:0.75 41:0.82 43:0.88 44:0.93 45:0.95 48:0.91 64:0.77 66:0.54 69:0.52 70:0.33 71:0.65 74:0.86 76:0.85 77:0.70 79:0.87 81:0.61 83:0.91 85:0.85 86:0.92 91:0.29 96:0.74 98:0.48 101:0.87 108:0.86 114:0.65 120:0.61 122:0.51 123:0.85 124:0.70 126:0.54 127:0.64 129:0.59 133:0.77 135:0.76 137:0.87 139:0.93 140:0.80 144:0.85 145:0.65 146:0.54 147:0.60 149:0.91 150:0.78 151:0.52 153:0.72 154:0.86 155:0.67 159:0.85 161:0.63 162:0.86 164:0.66 165:0.93 167:0.52 172:0.84 173:0.27 176:0.73 177:0.70 179:0.30 181:0.82 187:0.39 190:0.77 192:0.87 195:0.95 196:0.90 201:0.93 202:0.53 208:0.64 212:0.71 215:0.44 216:0.99 220:0.74 222:0.25 230:0.64 233:0.76 235:0.52 241:0.32 242:0.53 243:0.32 245:0.87 247:0.60 248:0.51 253:0.64 255:0.95 256:0.58 259:0.21 260:0.60 265:0.50 266:0.80 267:0.97 268:0.62 271:0.32 276:0.80 281:0.91 282:0.87 284:0.89 285:0.62 290:0.65 297:0.36 300:0.55\n1 1:0.69 8:0.87 11:0.93 12:0.51 17:0.34 18:0.85 21:0.64 27:0.60 28:0.73 29:0.71 30:0.57 32:0.69 34:0.33 36:0.21 37:0.78 39:0.75 43:0.67 45:0.99 66:0.12 69:0.64 70:0.75 71:0.65 74:0.89 77:0.70 81:0.33 83:0.60 86:0.89 91:0.08 97:0.89 98:0.34 99:0.83 101:0.87 108:0.49 114:0.56 122:0.75 123:0.47 124:0.96 126:0.44 127:0.78 129:0.96 133:0.96 135:0.81 139:0.85 144:0.85 145:0.50 146:0.85 147:0.87 149:0.91 150:0.52 154:0.66 155:0.58 158:0.78 159:0.92 161:0.63 165:0.70 167:0.47 172:0.79 173:0.28 176:0.66 177:0.70 178:0.55 179:0.15 181:0.82 187:0.68 192:0.59 195:0.98 201:0.68 208:0.54 212:0.42 215:0.38 216:0.30 222:0.25 235:0.80 241:0.03 242:0.31 243:0.31 245:0.94 247:0.88 253:0.47 254:0.74 259:0.21 265:0.36 266:0.87 267:0.52 271:0.32 276:0.95 279:0.82 282:0.77 283:0.78 290:0.56 297:0.36 300:0.84\n1 1:0.69 11:0.93 12:0.51 17:0.32 18:0.79 21:0.30 27:0.45 28:0.73 29:0.71 30:0.61 32:0.69 34:0.66 36:0.17 37:0.50 39:0.75 43:0.75 45:0.93 66:0.23 69:0.68 70:0.70 71:0.65 74:0.78 77:0.70 81:0.46 83:0.60 85:0.72 86:0.85 91:0.10 97:0.89 98:0.34 99:0.83 101:0.97 108:0.52 114:0.63 122:0.51 123:0.50 124:0.89 126:0.44 127:0.34 129:0.81 133:0.89 135:0.71 139:0.81 144:0.85 145:0.49 146:0.70 147:0.74 149:0.86 150:0.56 154:0.66 155:0.58 158:0.78 159:0.77 161:0.63 165:0.70 167:0.56 172:0.63 173:0.45 176:0.66 177:0.70 178:0.55 179:0.26 181:0.82 187:0.68 192:0.59 195:0.94 201:0.68 208:0.54 212:0.42 215:0.44 216:0.77 222:0.25 235:0.42 241:0.46 242:0.31 243:0.43 245:0.81 247:0.90 253:0.50 259:0.21 265:0.36 266:0.89 267:0.36 271:0.32 276:0.79 279:0.82 282:0.77 283:0.78 290:0.63 297:0.36 300:0.55\n2 1:0.69 7:0.72 8:0.89 9:0.76 11:0.91 12:0.51 17:0.40 18:0.75 21:0.30 27:0.21 28:0.73 29:0.71 30:0.55 34:0.70 36:0.63 37:0.74 39:0.75 43:0.72 45:0.98 66:0.10 69:0.12 70:0.70 71:0.65 74:0.88 81:0.46 83:0.60 86:0.72 91:0.07 96:0.69 98:0.59 99:0.83 101:0.52 108:0.93 114:0.63 120:0.55 122:0.75 123:0.82 124:0.71 126:0.44 127:0.66 129:0.81 133:0.67 135:0.18 139:0.70 140:0.45 144:0.85 146:0.90 147:0.92 149:0.94 150:0.56 151:0.51 153:0.48 154:0.62 155:0.58 159:0.86 161:0.63 162:0.62 164:0.54 165:0.70 167:0.54 172:0.92 173:0.08 176:0.66 177:0.70 179:0.16 181:0.82 187:0.68 190:0.77 192:0.59 201:0.68 202:0.50 204:0.85 208:0.54 212:0.75 215:0.44 216:0.95 220:0.87 222:0.25 230:0.75 233:0.76 235:0.42 241:0.41 242:0.45 243:0.38 244:0.61 245:0.98 247:0.90 248:0.50 253:0.53 255:0.74 256:0.45 259:0.21 260:0.55 265:0.50 266:0.80 267:0.69 268:0.46 271:0.32 276:0.94 285:0.56 290:0.63 297:0.36 300:0.84\n2 1:0.74 6:0.96 7:0.81 8:0.93 9:0.80 11:0.57 12:0.51 17:0.22 20:0.98 21:0.30 27:0.21 28:0.91 30:0.60 34:0.66 36:0.70 37:0.74 39:0.75 41:0.99 43:0.98 60:0.87 66:0.10 69:0.12 70:0.68 74:0.99 78:0.85 81:0.65 83:0.90 85:0.99 91:0.81 96:0.98 98:0.56 100:0.95 101:0.86 104:0.84 106:0.81 108:0.93 111:0.91 114:0.86 117:0.86 120:0.96 121:0.90 122:0.57 123:0.82 124:0.71 126:0.54 127:0.61 129:0.81 133:0.67 135:0.17 140:0.45 146:0.90 147:0.92 149:0.99 150:0.79 151:0.99 152:0.97 153:0.97 154:0.98 155:0.67 158:0.92 159:0.85 161:0.77 162:0.64 164:0.94 165:0.84 167:0.61 169:0.91 172:0.91 173:0.08 176:0.73 177:0.38 179:0.16 181:0.80 186:0.85 187:0.39 189:0.97 191:0.75 192:0.59 201:0.74 202:0.91 204:0.89 206:0.81 208:0.64 212:0.77 215:0.72 216:0.95 222:0.25 230:0.87 232:0.90 233:0.76 235:0.42 238:0.97 241:0.56 242:0.51 243:0.38 245:0.98 247:0.67 248:0.99 253:0.99 255:0.79 256:0.93 259:0.21 260:0.96 261:0.96 265:0.48 266:0.80 267:0.59 268:0.92 276:0.93 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.84\n3 1:0.74 6:0.93 8:0.76 9:0.80 11:0.57 12:0.51 20:0.76 27:0.14 28:0.91 30:0.62 34:0.53 36:0.34 37:0.67 39:0.75 41:0.99 43:0.86 60:0.95 66:0.06 69:0.59 70:0.76 74:0.92 78:0.91 81:0.87 83:0.90 85:0.98 91:0.90 96:0.99 98:0.27 100:0.90 101:0.83 108:0.78 111:0.95 114:0.98 120:0.98 122:0.43 123:0.62 124:0.93 126:0.54 127:0.75 129:0.96 133:0.93 135:0.83 138:0.99 140:0.45 145:0.82 146:0.29 147:0.36 149:0.95 150:0.92 151:1.00 152:0.98 153:0.98 154:0.83 155:0.67 158:0.92 159:0.86 161:0.77 162:0.68 164:0.96 165:0.92 167:0.57 169:0.90 172:0.61 173:0.31 176:0.73 177:0.38 179:0.32 181:0.80 186:0.79 187:0.39 189:0.92 191:0.79 192:0.59 201:0.74 202:0.94 208:0.64 212:0.51 215:0.96 216:0.93 222:0.25 235:0.05 238:0.97 241:0.46 242:0.52 243:0.15 245:0.82 247:0.67 248:0.99 253:0.99 255:0.79 256:0.94 259:0.21 260:0.98 261:0.96 265:0.19 266:0.94 267:0.36 268:0.95 276:0.81 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.84\n0 6:0.84 8:0.92 9:0.80 12:0.51 17:0.01 20:0.80 21:0.78 27:0.05 28:0.91 34:0.19 36:0.67 37:0.94 39:0.75 41:0.98 78:0.75 83:0.84 91:0.99 96:0.95 100:0.80 111:0.75 120:0.91 135:0.30 140:0.99 151:0.97 152:0.77 153:0.90 155:0.67 161:0.77 162:0.45 164:0.89 167:0.86 169:0.81 175:0.91 178:0.55 181:0.80 186:0.75 189:0.90 191:0.98 192:0.59 202:0.99 208:0.64 216:0.82 222:0.25 235:0.12 238:0.95 241:0.92 244:0.83 248:0.95 253:0.93 255:0.79 256:0.88 257:0.84 259:0.21 260:0.92 261:0.80 267:0.79 268:0.86 277:0.87 285:0.62\n1 1:0.74 11:0.57 12:0.51 17:0.30 21:0.54 27:0.45 28:0.91 30:0.21 32:0.80 34:0.75 36:0.17 37:0.50 39:0.75 43:0.82 60:0.87 66:0.51 69:0.70 70:0.83 74:0.94 77:0.70 81:0.54 83:0.86 85:0.95 91:0.06 98:0.63 101:0.78 108:0.53 114:0.77 122:0.67 123:0.51 124:0.87 126:0.54 127:0.70 129:0.93 133:0.91 135:0.72 145:0.44 146:0.95 147:0.96 149:0.90 150:0.71 154:0.77 155:0.67 158:0.87 159:0.88 161:0.77 165:0.79 167:0.58 172:0.77 173:0.41 176:0.73 177:0.38 178:0.55 179:0.38 181:0.80 187:0.68 192:0.59 195:0.96 201:0.74 208:0.64 212:0.15 215:0.58 216:0.77 222:0.25 235:0.68 241:0.50 242:0.45 243:0.61 245:0.73 247:0.67 253:0.75 259:0.21 265:0.63 266:0.94 267:0.44 276:0.77 279:0.86 282:0.88 283:0.71 290:0.77 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.97 7:0.78 8:0.94 9:0.80 11:0.57 12:0.51 17:0.15 20:0.75 21:0.30 27:0.02 28:0.91 30:0.72 32:0.80 34:0.47 36:0.19 37:0.92 39:0.75 41:0.97 43:0.89 60:0.87 66:0.67 69:0.51 70:0.47 74:0.94 76:0.85 77:0.70 78:0.89 81:0.65 83:0.87 85:0.97 91:0.86 96:0.94 98:0.60 100:0.96 101:0.83 108:0.39 111:0.91 114:0.86 120:0.88 122:0.43 123:0.37 124:0.47 126:0.54 127:0.46 129:0.59 133:0.47 135:0.66 140:0.45 145:0.42 146:0.86 147:0.88 149:0.95 150:0.79 151:0.96 152:0.75 153:0.86 154:0.87 155:0.67 158:0.87 159:0.73 161:0.77 162:0.60 164:0.90 165:0.84 167:0.74 169:0.90 172:0.76 173:0.33 176:0.73 177:0.38 179:0.41 181:0.80 186:0.90 187:0.39 189:1.00 191:0.87 192:0.59 195:0.89 201:0.74 202:0.87 208:0.64 212:0.49 215:0.72 216:0.99 220:0.87 222:0.25 230:0.81 233:0.76 235:0.42 238:0.96 241:0.72 242:0.55 243:0.71 245:0.84 247:0.60 248:0.93 253:0.96 255:0.79 256:0.87 259:0.21 260:0.88 261:0.79 265:0.61 266:0.80 267:0.28 268:0.88 276:0.66 279:0.86 282:0.88 283:0.71 285:0.62 290:0.86 297:0.36 299:0.88 300:0.55\n3 1:0.74 7:0.81 11:0.57 12:0.51 17:0.51 21:0.30 27:0.21 28:0.91 30:0.62 34:0.66 36:0.59 37:0.74 39:0.75 43:0.98 66:0.12 69:0.12 70:0.72 74:0.99 81:0.65 83:0.75 85:0.99 91:0.05 98:0.55 101:0.86 108:0.93 114:0.86 121:0.97 122:0.57 123:0.82 124:0.82 126:0.54 127:0.64 129:0.89 133:0.83 135:0.18 146:0.72 147:0.77 149:0.99 150:0.79 154:0.98 155:0.67 159:0.86 161:0.77 165:0.84 167:0.57 172:0.92 173:0.08 176:0.73 177:0.38 178:0.55 179:0.15 181:0.80 187:0.68 192:0.59 201:0.74 202:0.46 204:0.89 208:0.64 212:0.77 215:0.72 216:0.95 222:0.25 230:0.87 233:0.76 235:0.42 241:0.44 242:0.52 243:0.28 245:0.97 247:0.67 253:0.78 259:0.21 265:0.48 266:0.87 267:0.59 276:0.94 290:0.86 297:0.36 300:0.94\n3 1:0.74 8:0.66 9:0.80 11:0.57 12:0.51 17:0.04 21:0.22 27:0.14 28:0.91 30:0.71 32:0.80 34:0.63 36:0.30 37:0.67 39:0.75 41:0.98 43:0.86 60:0.99 66:0.52 69:0.58 70:0.66 74:0.86 77:0.70 78:0.80 81:0.70 83:0.88 85:0.96 91:0.77 96:0.95 98:0.53 101:0.83 108:0.86 111:0.79 114:0.90 120:0.91 122:0.43 123:0.85 124:0.73 126:0.54 127:0.47 129:0.89 133:0.78 135:0.98 140:0.45 145:0.94 146:0.13 147:0.18 149:0.89 150:0.82 151:0.91 153:0.72 154:0.84 155:0.67 158:0.92 159:0.71 161:0.77 162:0.72 164:0.91 165:0.86 167:0.58 169:0.95 172:0.67 173:0.42 176:0.73 177:0.38 179:0.46 181:0.80 187:0.39 191:0.75 192:0.59 195:0.88 201:0.74 202:0.85 208:0.64 212:0.36 215:0.79 216:0.93 220:0.74 222:0.25 235:0.31 238:0.86 241:0.47 242:0.61 243:0.14 245:0.74 247:0.39 248:0.95 253:0.96 255:0.79 256:0.89 259:0.21 260:0.91 265:0.54 266:0.71 267:0.87 268:0.88 276:0.66 279:0.86 282:0.88 283:0.82 285:0.62 290:0.90 297:0.36 299:0.88 300:0.84\n0 1:0.74 6:0.98 8:0.84 9:0.80 11:0.57 12:0.51 17:0.16 20:0.74 21:0.68 27:0.05 28:0.91 30:0.54 32:0.80 34:0.42 36:0.71 37:0.93 39:0.75 41:0.98 43:0.59 55:0.84 60:0.97 66:0.94 69:0.93 70:0.66 74:0.88 77:0.70 78:0.78 81:0.47 83:0.89 85:0.94 91:0.66 96:0.95 98:0.76 100:0.87 101:0.79 108:0.87 111:0.79 114:0.70 120:0.91 122:0.67 123:0.86 126:0.54 127:0.25 129:0.05 135:0.76 140:0.80 145:0.50 146:0.96 147:0.97 149:0.77 150:0.65 151:0.96 152:0.73 153:0.86 154:0.48 155:0.67 158:0.87 159:0.67 161:0.77 162:0.59 164:0.92 165:0.70 167:0.60 169:0.89 172:0.85 173:0.88 176:0.73 177:0.38 178:0.42 179:0.24 181:0.80 186:0.82 187:0.68 192:0.59 195:0.93 201:0.74 202:0.89 208:0.64 212:0.37 215:0.49 216:0.84 220:0.99 222:0.25 232:0.96 235:0.84 241:0.53 242:0.45 243:0.95 247:0.67 248:0.95 253:0.96 255:0.79 256:0.89 259:0.21 260:0.92 261:0.75 265:0.76 266:0.71 267:0.44 268:0.90 276:0.76 279:0.86 282:0.88 283:0.71 285:0.62 290:0.70 297:0.36 299:0.88 300:0.70\n2 1:0.74 7:0.81 9:0.80 11:0.57 12:0.51 17:0.06 21:0.13 27:0.13 28:0.91 30:0.86 32:0.80 34:0.44 36:0.44 37:0.79 39:0.75 41:0.97 43:0.81 60:0.87 66:0.84 69:0.70 70:0.28 74:0.86 77:0.70 81:0.76 83:0.89 85:0.91 91:0.75 96:0.95 98:0.63 101:0.83 108:0.53 114:0.92 120:0.90 121:0.90 122:0.43 123:0.51 126:0.54 127:0.19 129:0.05 135:0.89 140:0.45 145:0.54 146:0.60 147:0.65 149:0.86 150:0.85 151:0.93 153:0.78 154:0.76 155:0.67 158:0.92 159:0.22 161:0.77 162:0.83 164:0.89 165:0.88 167:0.72 172:0.54 173:0.78 176:0.73 177:0.38 179:0.47 181:0.80 187:0.39 192:0.59 195:0.63 201:0.74 202:0.81 204:0.89 208:0.64 212:0.52 215:0.84 216:0.83 220:0.74 222:0.25 230:0.87 233:0.76 235:0.22 241:0.70 242:0.63 243:0.85 247:0.30 248:0.95 253:0.96 255:0.79 256:0.84 259:0.21 260:0.91 265:0.64 266:0.38 267:0.52 268:0.87 276:0.41 279:0.86 282:0.88 283:0.82 285:0.62 290:0.92 297:0.36 299:0.88 300:0.25\n2 6:0.83 8:0.63 9:0.80 11:0.57 12:0.51 17:0.08 20:0.80 21:0.78 27:0.31 28:0.91 30:0.95 34:0.25 36:0.85 37:0.30 39:0.75 41:0.97 43:0.86 66:0.54 69:0.59 74:0.44 78:0.79 83:0.83 85:0.72 91:0.92 96:0.94 98:0.16 100:0.83 101:0.76 104:0.58 108:0.45 111:0.79 120:0.91 123:0.43 127:0.09 129:0.05 135:0.20 140:0.45 146:0.13 147:0.18 149:0.49 151:0.96 152:0.77 153:0.86 154:0.83 155:0.67 159:0.08 161:0.77 162:0.65 164:0.89 167:0.83 169:0.81 172:0.10 173:0.93 177:0.38 179:0.18 181:0.80 186:0.79 189:0.85 191:0.81 192:0.59 202:0.85 208:0.64 216:0.19 220:0.74 222:0.25 232:0.78 235:0.22 238:0.92 241:0.82 243:0.63 248:0.94 253:0.92 255:0.79 256:0.86 259:0.21 260:0.91 261:0.81 265:0.17 267:0.23 268:0.86 285:0.62 300:0.08\n2 1:0.74 6:0.93 8:0.83 9:0.80 11:0.57 12:0.51 17:0.12 20:0.78 21:0.05 27:0.14 28:0.91 30:0.53 32:0.80 34:0.26 36:0.54 37:0.67 39:0.75 41:0.88 43:0.86 66:0.15 69:0.59 70:0.59 74:0.97 77:0.70 78:0.85 81:0.81 83:0.81 85:0.99 91:0.08 96:0.86 98:0.45 100:0.92 101:0.84 108:0.96 111:0.87 114:0.95 120:0.77 122:0.57 123:0.95 124:0.96 126:0.54 127:0.83 129:0.99 133:0.97 135:0.83 140:0.45 145:0.47 146:0.22 147:0.28 149:0.97 150:0.88 151:0.92 152:0.98 153:0.72 154:0.83 155:0.67 159:0.93 161:0.77 162:0.76 164:0.69 165:0.90 167:0.47 169:0.90 172:0.82 173:0.20 176:0.73 177:0.38 179:0.16 181:0.80 186:0.85 187:0.68 189:0.91 192:0.59 195:0.99 201:0.74 202:0.58 208:0.64 212:0.41 215:0.91 216:0.93 222:0.25 235:0.12 238:0.95 241:0.01 242:0.44 243:0.08 245:0.92 247:0.60 248:0.85 253:0.91 255:0.79 256:0.58 259:0.21 260:0.78 261:0.96 265:0.47 266:0.92 267:0.28 268:0.62 276:0.95 282:0.88 285:0.62 290:0.95 297:0.36 299:0.88 300:0.55\n2 1:0.74 6:0.99 8:0.96 9:0.80 11:0.57 12:0.51 17:0.04 20:0.79 21:0.22 27:0.06 28:0.91 30:0.40 32:0.80 34:0.59 36:0.98 37:0.85 39:0.75 41:0.99 43:0.83 60:0.99 66:0.60 69:0.66 70:0.80 74:0.97 77:0.89 78:0.85 81:0.75 83:0.89 85:0.97 91:0.75 96:0.96 98:0.42 100:0.92 101:0.81 104:0.96 106:0.81 108:0.50 111:0.87 114:0.69 117:0.86 120:0.93 122:0.57 123:0.48 124:0.67 126:0.54 127:0.56 129:0.81 133:0.76 135:0.90 138:0.96 140:0.45 145:0.56 146:0.81 147:0.84 149:0.96 150:0.84 151:0.97 152:0.77 153:0.89 154:0.79 155:0.67 158:0.92 159:0.84 161:0.77 162:0.57 164:0.93 165:0.88 167:0.61 169:0.90 172:0.82 173:0.41 176:0.56 177:0.38 179:0.31 181:0.80 186:0.85 187:0.39 189:0.99 192:0.59 195:0.95 201:0.74 202:0.91 206:0.81 208:0.64 212:0.68 215:0.72 216:0.88 220:0.82 222:0.25 232:0.98 235:0.52 238:0.94 241:0.55 242:0.44 243:0.67 245:0.84 247:0.60 248:0.96 253:0.98 255:0.79 256:0.91 259:0.21 260:0.93 261:0.85 265:0.44 266:0.75 267:0.69 268:0.91 276:0.74 279:0.86 282:0.88 283:0.82 285:0.62 290:0.69 297:0.36 299:0.97 300:0.70\n2 1:0.74 6:0.93 8:0.86 9:0.80 11:0.57 12:0.51 17:0.01 20:0.98 27:0.14 28:0.91 30:0.65 34:0.67 36:0.29 37:0.67 39:0.75 41:0.99 43:0.86 60:0.98 66:0.06 69:0.57 70:0.74 74:0.93 78:0.85 81:0.87 83:0.90 85:0.98 91:0.63 96:0.99 98:0.25 100:0.95 101:0.83 108:0.78 111:0.90 114:0.98 120:0.98 122:0.43 123:0.86 124:0.93 126:0.54 127:0.74 129:0.96 133:0.93 135:0.85 138:0.99 140:0.45 145:0.82 146:0.22 147:0.28 149:0.96 150:0.92 151:1.00 152:0.98 153:0.98 154:0.84 155:0.67 158:0.92 159:0.86 161:0.77 162:0.66 164:0.96 165:0.92 167:0.56 169:0.90 172:0.61 173:0.30 176:0.73 177:0.38 179:0.31 181:0.80 186:0.85 187:0.39 189:0.94 192:0.59 201:0.74 202:0.94 208:0.64 212:0.50 215:0.96 216:0.93 222:0.25 235:0.05 238:0.97 241:0.41 242:0.53 243:0.15 245:0.83 247:0.67 248:0.99 253:1.00 255:0.79 256:0.94 259:0.21 260:0.98 261:0.96 265:0.19 266:0.92 267:0.28 268:0.95 276:0.81 279:0.86 283:0.82 285:0.62 290:0.98 297:0.36 300:0.84\n2 1:0.74 6:0.92 7:0.81 8:0.80 9:0.80 11:0.57 12:0.51 17:0.47 20:0.91 21:0.30 27:0.50 28:0.91 30:0.52 32:0.80 34:0.44 36:0.66 37:0.60 39:0.75 41:0.92 43:0.88 60:0.87 66:0.07 69:0.53 70:0.85 74:0.99 77:0.96 78:0.77 81:0.65 83:0.82 85:1.00 91:0.18 96:0.84 98:0.37 100:0.81 101:0.85 104:0.84 106:0.81 108:0.97 111:0.77 114:0.86 117:0.86 120:0.75 121:0.90 122:0.57 123:0.96 124:0.96 126:0.54 127:0.90 129:0.98 133:0.96 135:0.69 140:0.45 145:0.76 146:0.59 147:0.65 149:0.98 150:0.79 151:0.92 152:0.85 153:0.72 154:0.86 155:0.67 158:0.92 159:0.94 161:0.77 162:0.75 164:0.76 165:0.84 167:0.46 169:0.79 172:0.91 173:0.16 176:0.73 177:0.38 179:0.12 181:0.80 186:0.78 187:0.39 189:0.93 192:0.59 195:0.99 201:0.74 202:0.67 204:0.89 206:0.81 208:0.64 212:0.60 215:0.72 216:0.86 220:0.87 222:0.25 230:0.87 232:0.90 233:0.76 235:0.42 238:0.91 242:0.43 243:0.13 245:0.96 247:0.67 248:0.82 253:0.90 255:0.79 256:0.68 259:0.21 260:0.76 261:0.84 265:0.31 266:0.92 267:0.52 268:0.71 276:0.97 279:0.86 282:0.88 283:0.82 285:0.62 290:0.86 297:0.36 299:0.97 300:0.94\n1 1:0.74 6:0.94 7:0.81 8:0.65 9:0.80 11:0.57 12:0.51 17:0.26 20:0.77 21:0.30 27:0.11 28:0.91 30:0.74 34:0.53 36:0.86 37:0.79 39:0.75 41:0.88 43:0.87 60:0.97 66:0.43 69:0.56 70:0.42 74:0.95 78:0.78 81:0.65 83:0.86 85:0.99 91:0.20 96:0.87 98:0.52 100:0.82 101:0.86 104:0.89 106:0.81 108:0.79 111:0.78 114:0.86 117:0.86 120:0.78 121:0.90 122:0.57 123:0.77 124:0.82 126:0.54 127:0.55 129:0.93 133:0.84 135:0.60 140:0.45 145:0.52 146:0.13 147:0.18 149:0.97 150:0.79 151:0.93 152:0.75 153:0.77 154:0.85 155:0.67 158:0.92 159:0.76 161:0.77 162:0.86 164:0.70 165:0.84 167:0.51 169:0.80 172:0.79 173:0.37 176:0.73 177:0.38 179:0.27 181:0.80 186:0.79 187:0.39 189:0.94 192:0.59 201:0.74 202:0.55 204:0.89 206:0.81 208:0.64 212:0.55 215:0.72 216:0.85 222:0.25 230:0.87 232:0.93 233:0.76 235:0.42 238:0.88 241:0.18 242:0.61 243:0.09 245:0.87 247:0.39 248:0.85 253:0.91 255:0.79 256:0.58 259:0.21 260:0.79 261:0.77 265:0.53 266:0.71 267:0.52 268:0.64 276:0.83 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.43\n1 1:0.74 11:0.57 12:0.51 17:0.26 21:0.40 27:0.45 28:0.91 30:0.31 34:0.68 36:0.17 37:0.50 39:0.75 43:0.82 55:0.71 60:0.87 66:0.10 69:0.69 70:0.81 74:0.93 81:0.61 83:0.84 85:0.93 91:0.04 98:0.32 101:0.76 108:0.82 114:0.82 122:0.67 123:0.63 124:0.93 126:0.54 127:0.71 129:0.96 133:0.93 135:0.78 145:0.49 146:0.13 147:0.18 149:0.83 150:0.76 154:0.77 155:0.67 158:0.87 159:0.88 161:0.77 163:0.81 165:0.83 167:0.52 172:0.54 173:0.40 176:0.73 177:0.38 178:0.55 179:0.38 181:0.80 187:0.68 192:0.59 201:0.74 208:0.64 212:0.18 215:0.67 216:0.77 222:0.25 235:0.52 241:0.27 242:0.61 243:0.11 245:0.76 247:0.60 253:0.76 259:0.21 265:0.34 266:0.94 267:0.65 276:0.77 279:0.86 283:0.71 290:0.82 297:0.36 300:0.70\n1 1:0.57 2:1.00 8:0.91 9:0.72 10:0.97 11:0.54 12:0.20 17:0.34 18:0.78 21:0.54 23:0.97 27:0.35 29:0.77 30:0.55 34:0.61 36:0.64 37:0.59 39:0.98 43:0.27 44:0.88 45:0.89 46:0.88 56:0.97 62:0.98 66:0.83 69:0.55 70:0.75 71:0.73 74:0.51 75:0.95 77:0.70 80:0.98 81:0.33 82:0.99 83:0.60 86:0.75 88:0.98 91:0.58 98:0.83 101:0.69 102:0.96 107:0.92 108:0.42 110:0.89 122:0.99 123:0.40 124:0.39 125:0.88 126:0.31 127:0.66 128:0.97 129:0.05 133:0.45 135:0.97 138:0.96 139:0.77 140:0.80 143:0.99 145:0.92 146:0.93 147:0.95 149:0.67 150:0.37 151:0.85 153:0.48 154:0.26 155:0.57 159:0.69 160:0.88 162:0.86 168:0.97 170:0.82 172:0.93 173:0.43 174:0.98 175:0.75 177:0.88 179:0.23 187:0.87 190:0.98 192:0.56 193:0.97 195:0.83 197:0.99 201:0.54 202:0.50 204:0.83 205:0.97 208:0.64 212:0.78 216:0.45 220:0.74 222:0.25 226:0.96 235:0.74 236:0.91 239:0.96 241:0.12 242:0.27 243:0.84 244:0.83 245:0.90 247:0.92 248:0.76 253:0.41 254:0.84 255:0.70 256:0.58 257:0.65 259:0.21 264:0.93 265:0.83 266:0.75 267:0.97 268:0.59 271:0.90 275:0.99 276:0.88 277:0.69 279:0.77 281:0.91 282:0.73 285:0.49 289:0.88 294:0.99 295:0.98 298:0.99 300:0.84\n1 7:0.66 8:0.90 10:0.99 11:0.54 12:0.20 17:0.57 18:0.94 21:0.40 23:0.98 27:0.28 29:0.77 30:0.56 32:0.67 33:0.97 34:0.29 36:0.98 37:0.86 39:0.98 43:0.60 44:0.88 45:0.98 46:0.88 62:0.99 66:0.63 69:0.81 70:0.78 71:0.73 74:0.68 75:0.95 77:0.70 81:0.32 86:0.91 91:0.27 98:0.76 101:0.87 102:0.96 107:0.95 108:0.65 110:0.90 120:0.59 122:0.91 123:0.63 124:0.65 125:0.88 126:0.31 127:0.74 128:0.98 129:0.59 133:0.76 135:1.00 139:0.89 140:0.45 145:0.74 146:0.97 147:0.61 149:0.80 150:0.33 151:0.56 153:0.48 154:0.20 159:0.84 160:0.88 162:0.61 164:0.71 168:0.98 170:0.82 172:0.96 173:0.63 174:0.99 177:0.88 179:0.15 187:0.68 190:0.99 191:0.70 192:0.49 193:0.96 195:0.95 197:0.99 201:0.55 202:0.72 205:0.98 212:0.81 215:0.67 216:0.61 220:0.91 222:0.25 226:0.98 230:0.68 233:0.76 235:0.52 236:0.92 239:0.98 241:0.35 242:0.15 243:0.21 244:0.61 245:0.97 247:0.99 248:0.57 253:0.50 254:0.84 255:0.69 256:0.71 257:0.65 259:0.21 260:0.59 264:0.93 265:0.76 266:0.80 267:0.96 268:0.73 271:0.90 275:0.98 276:0.95 282:0.75 283:0.82 285:0.49 289:0.89 291:0.97 294:0.96 297:0.36 300:0.94\n1 1:0.57 10:0.96 11:0.54 12:0.20 17:0.61 18:0.91 21:0.71 27:0.11 29:0.77 30:0.55 33:0.97 34:0.96 36:0.99 37:0.84 39:0.98 43:0.44 45:0.99 46:0.88 64:0.77 66:0.94 69:0.90 70:0.69 71:0.73 74:0.61 81:0.50 83:0.60 86:0.89 91:0.20 98:0.88 99:0.95 101:0.69 107:0.94 108:0.81 110:0.90 114:0.64 122:0.91 123:0.79 124:0.36 125:0.88 126:0.43 127:0.83 129:0.05 133:0.38 135:0.82 139:0.84 146:0.99 147:0.41 149:0.73 150:0.38 154:0.33 155:0.46 159:0.86 160:0.88 165:0.70 170:0.82 172:0.98 173:0.79 174:0.98 176:0.62 177:0.38 178:0.55 179:0.14 187:0.87 192:0.45 197:0.97 201:0.56 202:0.36 208:0.54 212:0.73 216:0.65 222:0.25 235:0.95 236:0.92 239:0.94 241:0.39 242:0.14 243:0.07 244:0.61 245:0.92 247:0.98 253:0.53 257:0.93 259:0.21 264:0.93 265:0.88 266:0.75 267:0.91 271:0.90 275:0.99 276:0.95 289:0.89 290:0.64 291:0.97 294:0.98 300:0.84\n1 10:0.98 11:0.48 12:0.20 17:0.64 18:0.89 21:0.78 27:0.10 29:0.77 30:0.19 32:0.64 33:0.97 34:0.56 36:0.95 37:0.81 39:0.98 43:0.26 45:0.93 46:0.88 55:0.59 66:0.74 69:0.19 70:0.91 71:0.73 74:0.59 75:0.96 83:0.60 86:0.82 91:0.46 97:0.94 98:0.82 101:0.52 102:0.94 107:0.93 108:0.15 110:0.90 120:0.57 122:0.98 123:0.15 124:0.47 125:0.88 127:0.90 129:0.05 133:0.72 135:0.99 139:0.82 140:0.87 145:0.63 146:0.95 147:0.96 149:0.64 151:0.50 153:0.48 154:0.14 155:0.52 158:0.75 159:0.77 160:0.88 162:0.54 164:0.55 170:0.82 172:0.93 173:0.14 174:0.99 177:0.96 178:0.48 179:0.23 187:0.99 190:0.99 191:0.77 192:0.51 193:0.97 195:0.89 197:0.99 202:0.56 204:0.81 208:0.54 212:0.78 216:0.80 219:0.90 220:0.91 222:0.25 226:0.98 235:0.52 239:0.97 241:0.21 242:0.45 243:0.77 244:0.83 245:0.88 247:0.91 248:0.50 253:0.45 254:0.97 256:0.45 259:0.21 260:0.57 264:0.93 265:0.82 266:0.54 267:1.00 268:0.46 271:0.90 275:0.95 276:0.89 279:0.77 281:0.91 285:0.45 289:0.89 291:0.97 292:0.95 294:0.94 300:0.84\n1 1:0.59 2:1.00 9:0.71 10:0.97 11:0.48 12:0.20 17:0.32 18:0.91 21:0.13 23:0.98 27:0.30 29:0.77 30:0.57 33:0.97 34:0.31 36:0.99 37:0.53 39:0.98 43:0.21 44:0.86 45:0.96 46:0.88 56:0.97 62:0.98 66:0.26 69:0.62 70:0.83 71:0.73 74:0.61 75:0.95 77:0.70 80:0.98 81:0.37 83:0.54 86:0.87 91:0.31 98:0.57 101:0.52 107:0.94 108:0.83 110:0.90 122:0.97 123:0.82 124:0.84 125:0.88 126:0.31 127:0.61 128:0.96 129:0.81 133:0.83 135:0.95 138:0.95 139:0.84 140:0.45 143:0.99 145:0.58 146:0.51 147:0.57 149:0.47 150:0.41 151:0.71 153:0.77 154:0.46 155:0.55 159:0.80 160:0.88 162:0.86 168:0.96 170:0.82 172:0.84 173:0.41 174:0.98 177:0.96 179:0.18 187:0.98 190:0.98 192:0.51 193:0.95 195:0.92 197:0.98 201:0.57 202:0.57 204:0.78 205:0.98 208:0.54 212:0.74 216:0.88 220:0.74 222:0.25 226:0.96 235:0.22 236:0.91 239:0.96 241:0.18 242:0.15 243:0.27 244:0.83 245:0.95 247:0.99 248:0.73 253:0.46 254:0.80 255:0.70 256:0.64 259:0.21 264:0.93 265:0.58 266:0.75 267:0.98 268:0.66 271:0.90 275:0.98 276:0.91 279:0.79 281:0.91 282:0.73 285:0.49 286:0.99 289:0.89 291:0.97 294:0.97 295:0.98 298:0.99 300:0.84\n1 2:0.99 9:0.71 10:0.92 11:0.48 12:0.20 17:0.30 18:0.70 21:0.78 23:0.97 27:0.11 29:0.77 30:0.30 33:0.97 34:0.97 36:0.72 37:0.84 39:0.98 43:0.22 45:0.85 46:0.88 55:0.71 62:0.97 66:0.53 69:0.91 70:0.81 71:0.73 74:0.36 86:0.69 91:0.67 98:0.62 101:0.52 107:0.91 108:0.81 110:0.89 120:0.64 122:0.98 123:0.80 124:0.64 125:0.88 127:0.79 128:0.97 129:0.05 133:0.60 135:0.97 138:0.98 139:0.66 140:0.98 143:0.99 146:0.88 147:0.41 149:0.26 151:0.81 153:0.46 154:0.16 155:0.53 159:0.79 160:0.88 162:0.46 164:0.54 168:0.97 170:0.82 172:0.76 173:0.85 174:0.97 177:0.05 178:0.54 179:0.42 187:0.68 190:0.95 192:0.56 197:0.96 202:0.82 205:0.97 208:0.49 212:0.54 216:0.65 220:0.93 222:0.25 235:0.22 239:0.91 241:0.66 242:0.29 243:0.11 244:0.83 245:0.84 247:0.96 248:0.73 253:0.32 254:0.88 255:0.72 256:0.58 257:0.97 259:0.21 260:0.64 264:0.93 265:0.63 266:0.80 267:0.69 268:0.58 271:0.90 275:0.96 276:0.74 285:0.55 286:0.99 289:0.88 291:0.97 294:0.96 295:0.98 298:0.99 300:0.70\n1 1:0.65 8:0.85 10:0.96 11:0.48 12:0.20 17:0.57 18:0.91 21:0.22 27:0.45 29:0.77 30:0.71 34:0.68 36:0.38 37:0.50 39:0.98 43:0.29 45:0.97 46:0.88 56:0.97 64:0.77 66:0.81 69:0.69 70:0.64 71:0.73 74:0.57 81:0.59 82:0.98 83:0.54 86:0.87 88:0.98 91:0.17 98:0.81 99:0.83 101:0.69 102:0.94 107:0.94 108:0.52 110:0.90 114:0.80 122:0.91 123:0.50 124:0.39 125:0.88 126:0.53 127:0.52 129:0.05 133:0.36 135:0.81 139:0.83 145:0.49 146:0.95 147:0.96 149:0.74 150:0.49 154:0.48 155:0.50 159:0.72 160:0.88 165:0.63 170:0.82 172:0.93 173:0.55 174:0.98 176:0.62 177:0.96 178:0.55 179:0.21 187:0.68 192:0.49 195:0.87 197:0.98 201:0.64 208:0.64 212:0.78 216:0.77 222:0.25 235:0.52 236:0.92 239:0.95 241:0.18 242:0.21 243:0.83 244:0.83 245:0.91 247:0.98 253:0.59 254:0.74 259:0.21 264:0.93 265:0.81 266:0.71 267:0.44 271:0.90 275:0.97 276:0.87 289:0.89 290:0.80 294:0.97 300:0.84\n1 1:0.68 2:0.99 10:0.99 11:0.54 12:0.20 17:0.77 18:0.85 21:0.13 22:0.93 27:0.28 29:0.77 30:0.38 33:0.97 34:0.88 36:0.90 37:0.86 39:0.98 43:0.24 44:0.88 45:0.93 46:0.88 47:0.93 56:0.97 64:0.77 66:0.62 69:0.45 70:0.87 71:0.73 74:0.61 75:0.96 77:0.70 80:0.99 81:0.65 82:0.98 83:0.60 86:0.83 88:0.98 91:0.25 97:0.89 98:0.67 99:0.83 101:0.69 102:0.95 107:0.94 108:0.35 110:0.90 114:0.76 117:0.86 122:0.98 123:0.34 124:0.65 125:0.88 126:0.53 127:0.82 129:0.05 133:0.73 135:0.98 139:0.84 145:0.63 146:0.87 147:0.89 149:0.34 150:0.57 154:0.55 155:0.57 158:0.75 159:0.74 160:0.88 165:0.63 170:0.82 172:0.94 173:0.31 174:0.99 176:0.60 177:0.96 178:0.55 179:0.19 187:0.39 192:0.57 193:0.96 195:0.86 197:0.99 201:0.67 204:0.84 208:0.64 212:0.89 216:0.61 219:0.90 222:0.25 226:0.95 235:0.60 236:0.92 239:0.98 241:0.02 242:0.13 243:0.68 244:0.61 245:0.94 247:0.98 253:0.59 254:0.80 259:0.21 262:0.93 264:0.93 265:0.68 266:0.71 267:0.89 271:0.90 275:0.99 276:0.92 279:0.79 281:0.86 282:0.73 289:0.89 290:0.76 291:0.97 292:0.87 294:0.99 295:0.98 300:0.94\n1 1:0.59 2:0.99 9:0.71 10:0.97 11:0.48 12:0.20 17:0.32 18:0.91 21:0.13 23:0.95 27:0.30 29:0.77 30:0.57 33:0.97 34:0.28 36:0.99 37:0.53 39:0.98 43:0.21 44:0.86 45:0.96 46:0.88 56:0.97 62:0.97 66:0.26 69:0.63 70:0.83 71:0.73 74:0.60 75:0.95 77:0.70 80:0.98 81:0.37 83:0.54 86:0.87 91:0.22 98:0.57 101:0.52 107:0.94 108:0.83 110:0.90 122:0.97 123:0.82 124:0.84 125:0.88 126:0.31 127:0.61 128:0.96 129:0.81 133:0.83 135:0.95 138:0.95 139:0.84 140:0.45 143:0.99 145:0.58 146:0.51 147:0.57 149:0.47 150:0.41 151:0.65 153:0.48 154:0.46 155:0.54 159:0.80 160:0.88 162:0.86 168:0.96 170:0.82 172:0.84 173:0.42 174:0.98 177:0.96 179:0.18 187:0.95 190:0.98 192:0.50 193:0.95 195:0.92 197:0.98 201:0.57 202:0.36 204:0.78 205:0.95 208:0.54 212:0.74 216:0.88 220:0.74 222:0.25 226:0.95 235:0.22 236:0.91 239:0.96 241:0.07 242:0.15 243:0.27 244:0.83 245:0.95 247:0.99 248:0.63 253:0.46 254:0.80 255:0.69 256:0.45 259:0.21 264:0.93 265:0.58 266:0.75 267:0.98 268:0.46 271:0.90 275:0.98 276:0.91 279:0.75 281:0.91 282:0.73 285:0.49 286:0.99 289:0.89 291:0.97 294:0.97 295:0.98 298:0.99 300:0.84\n1 1:0.69 10:0.99 11:0.64 12:0.20 17:0.32 18:0.91 27:0.51 29:0.77 30:0.84 32:0.80 34:0.66 36:0.70 37:0.70 39:0.98 43:0.79 44:0.93 45:0.66 46:0.97 56:0.97 60:0.87 64:0.77 66:0.46 69:0.72 70:0.45 71:0.73 74:0.89 75:0.99 77:0.70 81:0.81 82:0.99 83:0.72 85:0.97 86:0.97 88:0.99 91:0.06 98:0.71 101:0.96 102:0.98 107:0.95 108:0.75 110:0.90 114:0.98 122:0.67 123:0.74 124:0.76 125:0.88 126:0.54 127:0.62 129:0.81 133:0.74 135:0.98 139:0.97 145:0.97 146:0.62 147:0.05 149:0.99 150:0.62 154:0.72 155:0.53 158:0.92 159:0.79 160:0.88 165:0.93 170:0.82 172:0.91 173:0.54 174:0.97 176:0.73 177:0.05 178:0.55 179:0.18 187:0.68 192:0.57 195:0.92 197:0.97 201:0.68 208:0.64 212:0.61 215:0.96 216:0.55 219:0.95 222:0.25 226:0.98 235:0.42 236:0.97 239:0.99 241:0.03 242:0.19 243:0.06 245:0.96 247:0.96 253:0.76 257:0.97 264:0.93 265:0.72 266:0.75 267:0.65 271:0.90 275:0.99 276:0.92 279:0.80 282:0.88 283:0.82 289:0.89 290:0.98 292:0.95 294:1.00 295:0.99 297:0.36 299:0.88 300:0.84\n1 1:0.58 7:0.65 10:0.97 11:0.54 12:0.20 17:0.73 18:0.74 21:0.30 27:0.28 29:0.77 30:0.30 33:0.97 34:0.85 36:0.98 37:0.86 39:0.98 43:0.26 45:0.87 46:0.88 56:0.97 66:0.77 69:0.45 70:0.96 71:0.73 74:0.41 80:0.98 81:0.40 82:0.98 86:0.74 88:0.98 91:0.22 98:0.85 101:0.69 102:0.94 104:0.94 106:0.81 107:0.93 108:0.35 110:0.90 122:0.85 123:0.33 124:0.43 125:0.88 126:0.43 127:0.85 129:0.05 133:0.59 135:0.99 139:0.70 145:0.70 146:0.97 147:0.98 149:0.41 150:0.40 154:0.55 155:0.47 159:0.81 160:0.88 170:0.82 172:0.94 173:0.25 174:0.98 177:0.96 178:0.55 179:0.21 187:0.39 192:0.46 195:0.91 197:0.98 201:0.60 206:0.81 208:0.49 212:0.75 215:0.67 216:0.61 222:0.25 230:0.67 233:0.66 235:0.52 236:0.92 239:0.95 241:0.01 242:0.13 243:0.79 244:0.61 245:0.92 247:0.98 253:0.36 254:0.80 259:0.21 264:0.93 265:0.85 266:0.84 267:0.59 271:0.90 275:0.99 276:0.91 283:0.67 289:0.88 291:0.97 294:0.99 297:0.36 300:0.94\n1 8:0.74 10:0.97 11:0.54 12:0.20 17:0.85 18:0.82 21:0.54 27:0.52 29:0.77 30:0.53 33:0.97 34:0.93 36:0.64 37:0.64 39:0.98 43:0.46 45:0.91 46:0.88 56:0.97 66:0.88 69:0.56 70:0.79 71:0.73 74:0.51 75:0.96 80:0.98 81:0.26 83:0.60 86:0.81 91:0.22 97:0.89 98:0.71 101:0.87 102:0.94 107:0.92 108:0.43 110:0.90 122:0.97 123:0.42 124:0.37 125:0.88 126:0.23 127:0.54 129:0.05 133:0.36 135:0.98 139:0.78 145:0.50 146:0.82 147:0.85 149:0.50 150:0.28 154:0.44 155:0.54 159:0.59 160:0.88 170:0.82 172:0.84 173:0.50 174:0.96 177:0.96 178:0.55 179:0.39 187:0.68 192:0.55 193:0.97 195:0.77 197:0.97 204:0.83 208:0.64 212:0.85 216:0.38 222:0.25 226:0.96 235:0.60 239:0.96 241:0.07 242:0.17 243:0.89 244:0.83 245:0.64 247:0.92 253:0.41 254:0.86 259:0.21 264:0.93 265:0.71 266:0.38 267:0.99 271:0.90 275:0.96 276:0.68 279:0.75 281:0.91 289:0.88 291:0.97 294:0.98 295:0.98 300:0.84\n1 1:0.66 9:0.71 10:0.97 11:0.48 12:0.20 17:0.55 18:0.80 21:0.13 23:0.98 27:0.10 29:0.77 30:0.21 33:0.97 34:0.75 36:0.90 37:0.81 39:0.98 43:0.28 45:0.89 46:0.88 56:0.97 62:0.97 66:0.89 69:0.17 70:0.94 71:0.73 74:0.45 75:0.95 80:0.98 81:0.46 83:0.54 86:0.78 91:0.49 98:0.88 101:0.52 102:0.94 107:0.92 108:0.14 110:0.89 122:0.98 123:0.13 124:0.36 125:0.88 126:0.31 127:0.79 128:0.96 129:0.05 133:0.36 135:0.99 138:0.97 139:0.73 140:0.90 143:0.98 145:0.45 146:0.90 147:0.92 149:0.44 150:0.50 151:0.57 153:0.48 154:0.46 155:0.53 159:0.59 160:0.88 162:0.58 168:0.96 170:0.82 172:0.85 173:0.20 174:0.97 177:0.96 178:0.48 179:0.42 187:1.00 190:0.99 192:0.47 193:0.95 195:0.76 197:0.98 201:0.62 202:0.67 205:0.98 208:0.49 212:0.75 216:0.80 220:0.82 222:0.25 226:0.96 235:0.42 236:0.91 239:0.95 241:0.44 242:0.29 243:0.89 244:0.83 245:0.65 247:0.93 248:0.57 253:0.38 254:0.80 255:0.69 256:0.64 259:0.21 264:0.93 265:0.88 266:0.47 267:1.00 268:0.65 271:0.90 275:0.95 276:0.75 285:0.49 289:0.88 291:0.97 294:0.96 300:0.84\n1 1:0.64 7:0.70 10:0.95 11:0.51 12:0.20 17:0.61 18:0.82 21:0.40 22:0.93 27:0.30 29:0.77 30:0.66 33:0.97 34:0.34 36:0.36 37:0.62 39:0.98 43:0.63 45:0.94 46:0.93 47:0.93 48:0.91 64:0.77 66:0.27 69:0.81 70:0.87 71:0.73 74:0.60 75:0.97 81:0.66 83:0.72 86:0.81 91:0.18 97:0.97 98:0.39 99:0.99 101:0.96 102:0.94 104:0.80 106:0.81 107:0.93 108:0.65 110:0.90 114:0.78 117:0.86 122:0.91 123:0.62 124:0.89 125:0.88 126:0.53 127:0.36 129:0.81 133:0.89 135:0.96 139:0.83 145:0.82 146:0.79 147:0.25 149:0.66 150:0.48 154:0.35 155:0.53 158:0.77 159:0.81 160:0.88 165:0.86 170:0.82 172:0.67 173:0.58 174:0.95 176:0.63 177:0.88 178:0.55 179:0.27 187:0.68 192:0.58 193:0.98 195:0.96 197:0.95 201:0.63 204:0.81 206:0.81 208:0.64 212:0.40 215:0.67 216:0.44 219:0.91 222:0.25 226:0.98 230:0.73 233:0.76 235:0.68 236:0.94 239:0.96 242:0.19 243:0.19 244:0.61 245:0.81 247:0.96 253:0.59 254:0.84 257:0.65 259:0.21 262:0.93 264:0.93 265:0.41 266:0.84 267:0.23 271:0.90 275:0.97 276:0.79 279:0.79 281:0.91 283:0.82 289:0.89 290:0.78 291:0.97 292:0.95 294:0.96 297:0.36 300:0.94\n1 1:0.56 2:0.99 10:0.96 11:0.57 12:0.20 17:0.38 18:0.74 21:0.64 27:0.45 29:0.77 30:0.41 34:0.91 36:0.18 37:0.50 39:0.98 43:0.43 45:0.89 46:0.93 56:0.97 66:0.19 69:0.70 70:0.92 71:0.73 74:0.40 75:0.95 81:0.30 86:0.77 91:0.23 98:0.58 101:1.00 107:0.91 108:0.53 110:0.89 122:0.99 123:0.82 124:0.83 125:0.88 126:0.31 127:0.59 129:0.05 133:0.81 135:0.93 139:0.72 145:0.50 146:0.73 147:0.78 149:0.54 150:0.33 154:0.33 155:0.46 159:0.76 160:0.88 170:0.82 172:0.75 173:0.53 174:0.98 177:0.96 178:0.55 179:0.29 187:0.68 192:0.44 197:0.98 201:0.54 208:0.49 212:0.67 216:0.77 222:0.25 226:0.95 235:0.80 236:0.91 239:0.94 241:0.53 242:0.21 243:0.49 244:0.83 245:0.87 247:0.94 253:0.35 259:0.21 264:0.93 265:0.46 266:0.87 267:0.65 271:0.90 275:0.98 276:0.83 277:0.95 279:0.75 289:0.88 294:0.98 295:0.98 300:0.84\n1 1:0.69 9:0.73 10:0.95 11:0.54 12:0.20 17:0.95 18:0.69 21:0.13 23:0.95 27:0.36 29:0.77 30:0.26 31:0.89 34:0.98 36:0.60 37:0.92 39:0.98 43:0.22 44:0.88 45:0.89 46:0.88 56:0.97 62:0.97 64:0.77 66:0.71 69:0.88 70:0.78 71:0.73 74:0.49 77:0.70 79:0.89 80:0.98 81:0.74 82:0.99 83:0.60 86:0.71 88:0.98 91:0.29 96:0.72 98:0.71 99:0.99 101:0.69 102:0.96 107:0.91 108:0.77 110:0.89 114:0.85 122:0.98 123:0.75 124:0.46 125:0.88 126:0.53 127:0.81 128:0.96 129:0.05 133:0.59 135:0.60 137:0.89 138:0.95 139:0.75 140:0.45 143:0.99 145:0.77 146:0.81 147:0.30 149:0.32 150:0.59 151:0.66 153:0.48 154:0.40 155:0.64 159:0.61 160:0.88 162:0.86 165:0.86 168:0.96 170:0.82 172:0.80 173:0.91 174:0.97 176:0.63 177:0.05 179:0.44 187:0.39 190:0.77 192:0.87 193:0.97 195:0.76 196:0.90 197:0.98 201:0.67 202:0.36 204:0.83 205:0.95 208:0.64 212:0.68 216:0.25 220:0.74 222:0.25 235:0.68 236:0.94 239:0.95 241:0.44 242:0.54 243:0.12 245:0.77 247:0.82 248:0.63 253:0.64 254:0.97 255:0.73 256:0.45 257:0.97 259:0.21 264:0.93 265:0.72 266:0.75 267:0.44 268:0.46 271:0.90 275:0.93 276:0.73 281:0.91 282:0.75 284:0.88 285:0.61 286:0.99 289:0.89 290:0.85 294:0.96 298:0.99 300:0.70\n1 1:0.63 9:0.71 10:0.97 11:0.48 12:0.20 17:0.53 18:0.91 21:0.40 23:0.95 27:0.10 29:0.77 30:0.66 31:0.88 33:0.97 34:0.58 36:0.88 37:0.81 39:0.98 43:0.56 44:0.88 45:0.95 46:0.88 62:0.97 64:0.77 66:0.49 69:0.87 70:0.60 71:0.73 74:0.65 75:0.96 77:0.70 79:0.87 81:0.58 83:0.60 86:0.86 91:0.14 96:0.70 97:0.97 98:0.68 99:0.95 101:0.52 102:0.95 107:0.94 108:0.75 110:0.90 114:0.76 122:0.91 123:0.73 124:0.64 125:0.88 126:0.43 127:0.86 128:0.95 129:0.05 133:0.60 135:0.97 137:0.88 139:0.86 140:0.45 145:0.74 146:0.82 147:0.69 149:0.73 150:0.47 151:0.53 153:0.48 154:0.17 155:0.55 158:0.75 159:0.66 160:0.88 162:0.86 165:0.70 168:0.95 170:0.82 172:0.82 173:0.87 174:0.97 176:0.62 177:0.70 179:0.32 187:1.00 190:0.95 192:0.57 193:0.97 195:0.81 196:0.90 197:0.98 201:0.62 202:0.36 204:0.81 205:0.95 208:0.54 212:0.78 216:0.80 219:0.90 220:0.91 222:0.25 226:0.98 235:0.68 236:0.92 239:0.97 241:0.37 242:0.24 243:0.44 244:0.83 245:0.91 247:0.91 248:0.53 253:0.61 254:0.80 255:0.70 256:0.45 257:0.84 259:0.21 264:0.93 265:0.68 266:0.71 267:1.00 268:0.46 271:0.90 275:0.91 276:0.82 279:0.79 281:0.91 282:0.74 284:0.88 285:0.55 289:0.89 290:0.76 291:0.97 292:0.95 294:0.92 300:0.55\n1 1:0.66 8:0.85 10:0.94 11:0.42 12:0.20 17:0.69 18:0.67 20:0.95 21:0.40 27:0.07 29:0.77 30:0.08 33:0.97 34:0.80 36:0.68 37:0.94 39:0.98 43:0.08 45:0.66 46:0.88 56:0.97 64:0.77 66:0.69 69:0.23 70:0.88 71:0.73 74:0.41 75:0.95 78:0.98 80:0.98 81:0.60 83:0.60 86:0.69 91:0.44 98:0.69 99:0.83 100:0.73 101:0.46 102:0.94 107:0.89 108:0.18 110:0.89 111:0.95 114:0.78 122:0.98 123:0.18 124:0.42 125:0.88 126:0.53 127:0.64 129:0.05 133:0.36 135:0.84 139:0.70 145:0.61 146:0.46 147:0.52 149:0.09 150:0.51 152:0.88 154:0.54 155:0.54 159:0.26 160:0.88 165:0.63 169:0.72 170:0.82 172:0.54 173:0.49 174:0.93 176:0.63 177:0.96 178:0.55 179:0.75 186:0.98 187:0.21 192:0.55 193:0.97 195:0.56 197:0.97 201:0.65 204:0.81 208:0.64 212:0.89 216:0.50 222:0.25 226:0.96 235:0.74 236:0.94 239:0.94 241:0.52 242:0.58 243:0.73 244:0.83 245:0.59 247:0.67 253:0.57 254:0.74 259:0.21 261:0.91 264:0.93 265:0.69 266:0.23 267:0.59 271:0.90 275:0.91 276:0.42 281:0.91 289:0.89 290:0.78 291:0.97 294:0.95 300:0.55\n2 1:0.74 6:0.98 8:0.97 9:0.80 11:0.57 12:0.20 17:0.91 20:0.79 27:0.01 28:0.99 30:0.76 34:0.92 36:0.80 37:0.97 39:0.86 41:0.82 43:0.69 46:0.98 66:0.54 69:0.88 70:0.62 74:0.80 78:0.84 81:0.83 83:0.81 85:0.97 91:0.61 96:0.83 98:0.33 100:0.95 101:0.85 104:0.58 107:0.98 108:0.88 110:0.92 111:0.90 114:0.98 120:0.72 122:0.57 123:0.88 124:0.76 125:1.00 126:0.54 127:0.30 129:0.89 133:0.83 135:0.34 140:0.45 146:0.13 147:0.18 149:0.89 150:0.89 151:0.90 152:1.00 153:0.69 154:0.59 155:0.67 159:0.55 160:0.96 161:0.55 162:0.86 164:0.62 165:0.92 167:0.89 169:0.99 172:0.73 173:0.86 176:0.73 177:0.38 179:0.31 181:0.48 186:0.84 187:0.21 189:0.99 192:0.59 201:0.74 202:0.46 208:0.64 212:0.67 215:0.96 216:0.85 222:0.25 232:0.76 235:0.05 238:0.98 241:0.77 242:0.63 243:0.12 245:0.74 247:0.39 248:0.80 253:0.86 255:0.79 256:0.45 259:0.21 260:0.73 261:0.99 265:0.35 266:0.71 267:0.99 268:0.55 271:0.90 276:0.70 285:0.62 289:0.90 290:0.98 297:0.36 300:0.84\n1 1:0.74 11:0.57 12:0.20 17:0.86 27:0.01 28:0.99 30:0.76 34:0.94 36:0.80 37:0.97 39:0.86 43:0.68 46:0.99 66:0.54 69:0.89 70:0.58 74:0.82 81:0.83 83:0.80 85:0.97 91:0.42 98:0.36 101:0.85 104:0.58 107:0.98 108:0.87 110:0.92 114:0.98 122:0.57 123:0.86 124:0.69 125:0.88 126:0.54 127:0.27 129:0.89 133:0.78 135:0.32 146:0.13 147:0.18 149:0.91 150:0.89 154:0.57 155:0.67 159:0.49 160:0.88 161:0.55 165:0.92 167:0.80 172:0.75 173:0.89 176:0.73 177:0.38 178:0.55 179:0.27 181:0.48 187:0.21 192:0.59 201:0.74 212:0.69 215:0.96 216:0.85 222:0.25 232:0.76 235:0.05 241:0.70 242:0.63 243:0.12 245:0.78 247:0.39 253:0.78 259:0.21 265:0.38 266:0.47 267:0.65 271:0.90 276:0.72 289:0.90 290:0.98 297:0.36 300:0.70\n4 1:0.74 6:0.98 8:0.98 9:0.80 11:0.57 12:0.20 17:0.30 20:0.97 27:0.01 28:0.99 30:0.76 32:0.80 34:0.96 36:0.65 37:0.97 39:0.86 41:1.00 43:0.65 46:0.98 60:0.99 66:0.68 69:0.90 70:0.62 74:0.84 77:0.89 78:0.94 81:0.83 83:0.91 85:0.96 91:1.00 96:1.00 98:0.35 100:1.00 101:0.84 104:0.58 107:0.98 108:0.87 110:0.92 111:0.99 114:0.98 120:1.00 122:0.57 123:0.87 124:0.47 125:0.97 126:0.54 127:0.24 129:0.59 133:0.64 135:0.32 138:0.99 140:0.45 145:0.86 146:0.45 147:0.51 149:0.86 150:0.89 151:1.00 152:1.00 153:1.00 154:0.55 155:0.67 158:0.92 159:0.46 160:1.00 161:0.55 162:0.59 164:0.99 165:0.92 167:0.98 169:0.99 172:0.73 173:0.91 176:0.73 177:0.38 179:0.31 181:0.48 186:0.94 189:0.99 191:0.99 192:0.59 195:0.80 201:0.74 202:0.99 208:0.64 212:0.77 215:0.96 216:0.85 222:0.25 232:0.76 235:0.05 238:1.00 241:0.99 242:0.63 243:0.23 245:0.71 247:0.39 248:1.00 253:1.00 255:0.79 256:0.99 259:0.21 260:1.00 261:0.99 265:0.37 266:0.63 267:0.87 268:0.99 271:0.90 276:0.62 279:0.86 282:0.88 283:0.82 285:0.62 289:0.90 290:0.98 297:0.36 299:0.88 300:0.84\n1 1:0.74 6:0.83 8:0.70 9:0.80 11:0.57 12:0.20 17:0.45 20:0.80 21:0.22 27:0.54 28:0.99 30:0.73 34:0.37 36:0.27 37:0.49 39:0.86 41:1.00 43:0.86 46:0.96 60:0.97 66:0.05 69:0.58 70:0.66 74:0.93 78:0.74 81:0.66 83:0.90 85:1.00 91:0.63 96:0.99 98:0.15 100:0.77 101:0.80 104:0.93 106:0.81 107:0.98 108:1.00 110:0.92 111:0.74 114:0.90 117:0.86 120:0.97 122:0.43 123:0.43 124:1.00 125:0.97 126:0.54 127:0.99 129:1.00 133:1.00 135:0.28 138:1.00 140:0.45 145:0.39 146:0.75 147:0.79 149:0.97 150:0.80 151:0.99 152:0.77 153:0.95 154:0.83 155:0.67 158:0.92 159:0.99 160:1.00 161:0.55 162:0.60 163:0.81 164:0.97 165:0.86 167:0.72 169:0.75 172:0.57 173:0.08 176:0.73 177:0.38 179:0.12 181:0.48 186:0.75 187:0.87 189:0.85 191:0.80 192:0.59 201:0.74 202:0.96 206:0.81 208:0.64 212:0.21 215:0.79 216:0.50 222:0.25 232:0.94 235:0.31 238:0.84 241:0.56 242:0.59 243:0.12 245:0.90 247:0.60 248:0.99 253:0.99 255:0.79 256:0.97 259:0.21 260:0.97 261:0.75 265:0.14 266:0.99 267:1.00 268:0.97 271:0.90 276:0.97 279:0.86 283:0.82 285:0.62 289:0.90 290:0.90 297:0.36 300:0.98\n1 6:0.98 8:0.90 9:0.80 11:0.57 12:0.20 17:0.88 20:0.74 21:0.78 27:0.01 28:0.99 30:0.76 34:0.97 36:0.50 37:0.97 39:0.86 41:0.82 43:0.69 46:0.98 66:0.74 69:0.88 70:0.62 74:0.76 78:0.79 83:0.76 85:0.96 91:0.49 96:0.80 98:0.38 100:0.84 101:0.84 104:0.58 107:0.98 108:0.84 110:0.92 111:0.80 120:0.69 122:0.57 123:0.84 124:0.42 125:0.99 127:0.24 129:0.59 133:0.64 135:0.81 140:0.80 146:0.13 147:0.18 149:0.86 151:0.87 152:1.00 153:0.48 154:0.59 155:0.67 159:0.41 160:0.96 161:0.55 162:0.53 164:0.57 167:0.89 169:0.99 172:0.73 173:0.89 177:0.38 178:0.42 179:0.33 181:0.48 186:0.80 187:0.21 189:0.99 191:0.90 192:0.59 202:0.58 208:0.64 212:0.81 216:0.85 222:0.25 232:0.76 235:0.05 238:0.92 241:0.77 242:0.63 243:0.15 245:0.64 247:0.39 248:0.78 253:0.82 255:0.79 256:0.45 259:0.21 260:0.70 261:0.99 265:0.40 266:0.54 267:0.65 268:0.46 271:0.90 276:0.58 285:0.62 289:0.90 300:0.84\n1 1:0.74 6:0.95 7:0.81 8:0.95 9:0.80 11:0.57 12:0.20 17:0.94 20:0.82 21:0.05 27:0.08 28:0.99 30:0.87 32:0.80 34:0.53 36:0.35 37:0.93 39:0.86 41:0.93 43:0.93 46:0.95 66:0.24 69:0.29 70:0.32 74:0.72 76:0.85 77:0.89 78:0.74 81:0.77 83:0.82 85:0.90 91:0.51 96:0.92 98:0.18 100:0.79 101:0.77 104:0.58 107:0.96 108:0.92 110:0.90 111:0.75 114:0.95 120:0.87 121:0.97 122:0.43 123:0.92 124:0.73 125:1.00 126:0.54 127:0.89 129:0.81 133:0.67 135:0.68 140:0.45 145:0.87 146:0.13 147:0.18 149:0.68 150:0.86 151:0.96 152:0.92 153:0.86 154:0.93 155:0.67 159:0.81 160:0.98 161:0.55 162:0.70 163:0.81 164:0.79 165:0.90 167:0.86 169:0.80 172:0.21 173:0.15 176:0.73 177:0.38 179:0.87 181:0.48 186:0.75 187:0.39 189:0.98 191:0.75 192:0.59 195:0.92 201:0.74 202:0.72 204:0.89 208:0.64 212:0.30 215:0.91 216:0.62 220:0.62 222:0.25 230:0.87 232:0.76 233:0.76 235:0.12 238:0.97 241:0.75 242:0.63 243:0.28 245:0.54 247:0.30 248:0.92 253:0.92 255:0.79 256:0.71 260:0.87 261:0.81 265:0.19 266:0.54 267:0.98 268:0.75 271:0.90 276:0.19 282:0.88 285:0.62 289:0.90 290:0.95 297:0.36 299:0.88 300:0.33\n2 1:0.74 6:0.86 7:0.81 8:0.70 9:0.80 11:0.57 12:0.20 17:0.75 20:0.98 21:0.30 27:0.21 28:0.99 30:0.76 34:0.79 36:0.91 37:0.74 39:0.86 41:0.99 43:0.98 46:1.00 60:0.99 66:0.31 69:0.12 70:0.44 74:0.99 78:0.75 81:0.61 83:0.90 85:1.00 91:0.75 96:0.98 98:0.66 100:0.78 101:0.87 104:0.84 106:0.81 107:0.99 108:0.94 110:0.93 111:0.74 114:0.86 117:0.86 120:0.96 121:0.90 122:0.57 123:0.94 124:0.77 125:0.99 126:0.54 127:0.73 129:0.89 133:0.78 135:0.19 140:0.45 146:0.84 147:0.86 149:1.00 150:0.77 151:0.99 152:0.90 153:0.97 154:0.98 155:0.67 158:0.92 159:0.92 160:1.00 161:0.55 162:0.65 164:0.93 165:0.84 167:0.71 169:0.76 172:0.97 173:0.07 176:0.73 177:0.38 179:0.11 181:0.48 186:0.76 187:0.39 189:0.88 191:0.80 192:0.59 201:0.74 202:0.90 204:0.89 206:0.81 208:0.64 212:0.74 215:0.72 216:0.95 222:0.25 230:0.87 232:0.88 233:0.76 235:0.42 238:0.91 241:0.51 242:0.63 243:0.20 245:0.99 247:0.55 248:0.99 253:0.99 255:0.79 256:0.91 259:0.21 260:0.96 261:0.78 265:0.66 266:0.75 267:0.59 268:0.91 271:0.90 276:0.98 279:0.86 283:0.82 285:0.62 289:0.90 290:0.86 297:0.36 300:0.94\n1 1:0.74 6:0.95 7:0.81 8:0.95 9:0.80 11:0.57 12:0.20 17:0.90 20:0.92 21:0.05 27:0.08 28:0.99 30:0.76 32:0.80 34:0.28 36:0.41 37:0.93 39:0.86 41:0.99 43:0.93 46:0.94 60:0.99 66:0.36 69:0.29 70:0.29 74:0.76 76:0.85 77:0.89 78:0.77 81:0.77 83:0.90 85:0.85 91:0.97 96:0.99 98:0.16 100:0.82 101:0.74 104:0.58 107:0.94 108:0.93 110:0.90 111:0.82 114:0.95 120:0.97 121:0.97 122:0.43 123:0.92 124:0.69 125:0.97 126:0.54 127:0.96 129:0.59 133:0.64 135:0.37 140:0.45 145:0.87 146:0.13 147:0.18 149:0.62 150:0.86 151:1.00 152:0.92 153:0.98 154:0.93 155:0.67 158:0.92 159:0.81 160:1.00 161:0.55 162:0.58 164:0.95 165:0.90 167:0.98 169:0.86 172:0.21 173:0.16 176:0.73 177:0.38 179:0.94 181:0.48 186:0.76 189:0.96 191:0.96 192:0.59 195:0.92 201:0.74 202:0.93 204:0.89 208:0.64 212:0.23 215:0.91 216:0.62 222:0.25 230:0.87 232:0.76 233:0.76 235:0.12 238:0.99 241:0.97 242:0.55 243:0.34 245:0.45 247:0.39 248:0.99 253:0.99 255:0.79 256:0.93 260:0.97 261:0.81 265:0.17 266:0.38 267:0.97 268:0.93 271:0.90 276:0.16 279:0.86 282:0.88 283:0.82 285:0.62 289:0.90 290:0.95 297:0.36 299:0.88 300:0.25\n1 1:0.74 6:0.80 8:0.59 9:0.80 11:0.57 12:0.20 17:0.88 20:0.86 27:0.06 28:0.99 30:0.95 34:0.18 36:0.59 37:0.84 39:0.86 41:0.88 43:0.78 46:0.96 66:0.54 69:0.77 74:0.41 78:0.83 81:0.83 83:0.82 85:0.72 91:0.90 96:0.88 98:0.13 100:0.85 101:0.75 104:0.58 107:0.91 108:0.61 110:0.89 111:0.82 114:0.98 120:0.81 123:0.58 125:1.00 126:0.54 127:0.08 129:0.05 135:0.37 140:0.45 146:0.13 147:0.18 149:0.42 150:0.89 151:0.94 152:0.82 153:0.80 154:0.71 155:0.67 159:0.08 160:0.97 161:0.55 162:0.78 164:0.70 165:0.92 167:0.97 169:0.83 172:0.10 173:1.00 176:0.73 177:0.38 179:0.12 181:0.48 186:0.83 189:0.82 191:0.78 192:0.59 201:0.74 202:0.59 208:0.64 215:0.96 216:0.03 222:0.25 232:0.76 235:0.05 238:0.90 241:0.94 243:0.63 248:0.88 253:0.86 255:0.79 256:0.58 259:0.21 260:0.81 261:0.83 265:0.14 267:0.92 268:0.64 271:0.90 285:0.62 289:0.90 290:0.98 297:0.36 300:0.08\n1 1:0.74 11:0.57 12:0.20 17:0.51 21:0.22 27:0.45 28:0.99 30:0.17 34:0.92 36:0.18 37:0.50 39:0.86 43:0.82 46:0.94 55:0.59 66:0.69 69:0.69 70:0.80 74:0.82 81:0.66 83:0.76 85:0.80 91:0.08 98:0.52 101:0.73 107:0.97 108:0.52 110:0.91 114:0.90 122:0.67 123:0.50 124:0.42 125:0.88 126:0.54 127:0.29 129:0.59 133:0.47 135:0.71 145:0.47 146:0.72 147:0.76 149:0.74 150:0.80 154:0.77 155:0.67 159:0.53 160:0.88 161:0.55 165:0.86 167:0.62 172:0.54 173:0.61 176:0.73 177:0.38 178:0.55 179:0.61 181:0.48 187:0.68 192:0.59 201:0.74 212:0.30 215:0.79 216:0.77 222:0.25 235:0.31 241:0.15 242:0.58 243:0.73 245:0.59 247:0.47 253:0.74 259:0.21 265:0.54 266:0.63 267:0.59 271:0.90 276:0.44 289:0.90 290:0.90 297:0.36 300:0.55\n2 1:0.74 6:0.85 7:0.81 8:0.69 9:0.80 11:0.57 12:0.20 17:0.95 20:0.79 27:0.33 28:0.99 30:0.85 32:0.80 34:0.58 36:0.56 39:0.86 41:0.96 43:0.93 46:1.00 60:0.87 66:0.75 69:0.25 70:0.27 74:0.92 77:0.70 78:0.77 81:0.83 83:0.89 85:0.95 91:0.87 96:0.95 98:0.76 100:0.80 101:0.86 104:0.58 107:0.98 108:0.57 110:0.92 111:0.77 114:0.98 120:0.90 121:0.99 122:0.43 123:0.54 124:0.40 125:1.00 126:0.54 127:0.76 129:0.59 133:0.47 135:0.39 140:0.45 145:0.95 146:0.13 147:0.18 149:0.93 150:0.89 151:0.98 152:0.77 153:0.91 154:0.93 155:0.67 158:0.87 159:0.32 160:0.99 161:0.55 162:0.82 164:0.85 165:0.92 167:0.97 169:0.78 172:0.67 173:0.44 176:0.73 177:0.38 179:0.65 181:0.48 186:0.78 189:0.87 191:0.70 192:0.59 195:0.60 201:0.74 202:0.76 204:0.89 208:0.64 212:0.89 215:0.96 216:0.35 222:0.25 230:0.87 232:0.76 233:0.76 235:0.05 238:0.90 241:0.90 242:0.63 243:0.18 245:0.64 247:0.30 248:0.95 253:0.96 255:0.79 256:0.81 259:0.21 260:0.91 261:0.76 265:0.76 266:0.27 267:1.00 268:0.81 271:0.90 276:0.54 279:0.86 282:0.88 283:0.71 285:0.62 289:0.90 290:0.98 297:0.36 299:0.88 300:0.25\n3 1:0.74 6:0.86 7:0.81 9:0.80 11:0.57 12:0.20 17:0.83 20:0.74 21:0.30 27:0.21 28:0.99 30:0.76 34:0.66 36:0.88 37:0.74 39:0.86 41:0.90 43:0.98 46:1.00 66:0.26 69:0.12 70:0.46 74:1.00 78:0.72 81:0.61 83:0.78 85:1.00 91:0.12 96:0.83 98:0.62 100:0.73 101:0.87 104:0.84 107:0.99 108:0.95 110:0.93 111:0.72 114:0.86 120:0.73 121:0.97 122:0.57 123:0.95 124:0.87 125:0.98 126:0.54 127:0.76 129:0.95 133:0.87 135:0.23 140:0.45 146:0.83 147:0.85 149:1.00 150:0.77 151:0.87 152:0.90 153:0.48 154:0.98 155:0.67 159:0.93 160:0.98 161:0.55 162:0.59 164:0.73 165:0.84 167:0.67 169:0.76 172:0.97 173:0.07 176:0.73 177:0.38 179:0.10 181:0.48 186:0.73 187:0.39 192:0.59 201:0.74 202:0.67 204:0.89 208:0.64 212:0.77 215:0.72 216:0.95 220:0.87 222:0.25 230:0.87 232:0.88 233:0.76 235:0.42 241:0.37 242:0.63 243:0.19 245:0.99 247:0.39 248:0.81 253:0.90 255:0.79 256:0.64 259:0.21 260:0.74 261:0.78 265:0.63 266:0.75 267:0.96 268:0.66 271:0.90 276:0.98 285:0.62 289:0.90 290:0.86 297:0.36 300:0.84\n2 1:0.74 6:0.89 7:0.81 8:0.81 9:0.80 11:0.57 12:0.20 17:0.97 20:0.82 21:0.05 27:0.07 28:0.99 30:0.45 32:0.80 34:0.19 36:0.55 37:0.78 39:0.86 41:0.88 43:0.74 46:0.93 66:0.27 69:0.85 70:0.25 74:0.63 77:0.70 78:0.84 81:0.77 83:0.80 85:0.72 91:0.88 96:0.84 98:0.09 100:0.89 101:0.71 104:0.58 107:0.92 108:0.71 110:0.89 111:0.85 114:0.95 120:0.90 121:0.90 122:0.43 123:0.69 124:0.72 125:0.96 126:0.54 127:0.33 129:0.05 133:0.62 135:0.82 140:0.90 145:0.69 146:0.13 147:0.18 149:0.41 150:0.86 151:0.85 152:0.81 153:0.45 154:0.64 155:0.67 159:0.49 160:0.97 161:0.55 162:0.63 163:0.89 164:0.91 165:0.90 167:0.96 169:0.86 172:0.10 173:0.85 176:0.73 177:0.38 179:0.96 181:0.48 186:0.84 189:0.92 191:0.94 192:0.59 195:0.76 201:0.74 202:0.87 204:0.89 208:0.64 212:0.61 215:0.91 216:0.25 220:0.62 222:0.25 230:0.87 232:0.76 233:0.76 235:0.12 238:0.93 241:0.87 242:0.63 243:0.46 245:0.38 247:0.30 248:0.82 253:0.84 255:0.79 256:0.88 259:0.21 260:0.91 261:0.83 265:0.09 266:0.17 267:1.00 268:0.88 271:0.90 276:0.18 282:0.88 283:0.71 285:0.62 289:0.90 290:0.95 297:0.36 299:0.88 300:0.18\n3 1:0.74 7:0.81 11:0.57 12:0.20 17:0.87 21:0.30 27:0.21 28:0.99 30:0.76 34:0.68 36:0.77 37:0.74 39:0.86 43:0.98 46:1.00 66:0.27 69:0.12 70:0.47 74:1.00 81:0.61 83:0.75 85:1.00 91:0.08 98:0.62 101:0.87 104:0.84 106:0.81 107:0.99 108:0.96 110:0.93 114:0.86 121:0.90 122:0.57 123:0.96 124:0.89 125:0.88 126:0.54 127:0.75 129:0.96 133:0.90 135:0.23 146:0.27 147:0.33 149:1.00 150:0.77 154:0.98 155:0.67 159:0.93 160:0.88 161:0.55 165:0.84 167:0.55 172:0.97 173:0.06 176:0.73 177:0.38 178:0.55 179:0.10 181:0.48 187:0.39 192:0.59 201:0.74 204:0.89 206:0.81 208:0.64 212:0.78 215:0.72 216:0.95 222:0.25 230:0.87 232:0.88 233:0.76 235:0.42 241:0.01 242:0.63 243:0.06 245:0.99 247:0.55 253:0.79 259:0.21 265:0.63 266:0.75 267:0.52 271:0.90 276:0.99 283:0.71 289:0.90 290:0.86 297:0.36 300:0.84\n3 1:0.74 7:0.81 9:0.80 11:0.57 12:0.20 17:0.84 21:0.30 27:0.21 28:0.99 30:0.76 34:0.66 36:0.87 37:0.74 39:0.86 41:0.88 43:0.98 46:1.00 66:0.26 69:0.12 70:0.46 74:1.00 81:0.61 83:0.77 85:1.00 91:0.11 96:0.75 98:0.62 101:0.87 104:0.84 106:0.81 107:0.99 108:0.95 110:0.93 114:0.86 117:0.86 120:0.63 121:0.97 122:0.57 123:0.95 124:0.87 125:0.98 126:0.54 127:0.76 129:0.95 133:0.87 135:0.23 140:0.45 146:0.83 147:0.86 149:1.00 150:0.77 151:0.69 153:0.48 154:0.98 155:0.67 159:0.93 160:0.97 161:0.55 162:0.62 164:0.67 165:0.84 167:0.66 172:0.97 173:0.07 176:0.73 177:0.38 179:0.10 181:0.48 187:0.39 192:0.59 201:0.74 202:0.60 204:0.89 206:0.81 208:0.64 212:0.77 215:0.72 216:0.95 220:0.87 222:0.25 230:0.87 232:0.88 233:0.76 235:0.42 241:0.35 242:0.63 243:0.19 245:0.99 247:0.39 248:0.67 253:0.84 255:0.79 256:0.58 259:0.21 260:0.64 265:0.63 266:0.75 267:0.97 268:0.59 271:0.90 276:0.98 285:0.62 289:0.90 290:0.86 297:0.36 300:0.84\n1 1:0.74 8:0.84 11:0.57 12:0.20 17:0.43 21:0.13 27:0.45 28:0.99 30:0.72 32:0.80 34:0.50 36:0.20 37:0.50 39:0.86 43:0.82 46:0.98 60:0.87 66:0.27 69:0.69 70:0.70 74:0.91 77:0.70 81:0.71 83:0.85 85:0.97 91:0.09 98:0.33 101:0.83 107:0.98 108:0.52 110:0.92 114:0.92 122:0.43 123:0.50 124:0.84 125:0.88 126:0.54 127:0.52 129:0.93 133:0.84 135:0.92 145:0.49 146:0.60 147:0.65 149:0.94 150:0.83 154:0.77 155:0.67 158:0.92 159:0.74 160:0.88 161:0.55 163:0.81 165:0.88 167:0.64 172:0.57 173:0.54 176:0.73 177:0.38 178:0.55 179:0.43 181:0.48 187:0.68 192:0.59 195:0.89 201:0.74 208:0.64 212:0.30 215:0.84 216:0.77 222:0.25 235:0.22 241:0.27 242:0.62 243:0.46 245:0.77 247:0.39 253:0.78 259:0.21 265:0.36 266:0.80 267:0.36 271:0.90 276:0.70 279:0.86 282:0.88 283:0.82 289:0.90 290:0.92 297:0.36 299:0.88 300:0.84\n2 1:0.74 7:0.81 8:0.83 9:0.80 11:0.57 12:0.20 17:0.84 21:0.30 27:0.21 28:0.99 30:0.76 34:0.64 36:0.76 37:0.74 39:0.86 41:0.82 43:0.98 46:1.00 66:0.27 69:0.12 70:0.47 74:1.00 81:0.61 83:0.76 85:1.00 91:0.15 96:0.72 98:0.62 101:0.87 107:0.99 108:0.96 110:0.93 114:0.86 120:0.59 121:0.90 122:0.57 123:0.96 124:0.89 125:0.98 126:0.54 127:0.75 129:0.96 133:0.90 135:0.24 140:0.80 146:0.27 147:0.33 149:1.00 150:0.77 151:0.60 153:0.72 154:0.98 155:0.67 159:0.93 160:0.96 161:0.55 162:0.54 164:0.64 165:0.84 167:0.63 172:0.97 173:0.06 176:0.73 177:0.38 178:0.42 179:0.10 181:0.48 187:0.39 192:0.59 201:0.74 202:0.60 204:0.89 208:0.64 212:0.78 215:0.72 216:0.95 220:0.87 222:0.25 230:0.87 233:0.76 235:0.42 241:0.21 242:0.63 243:0.06 245:0.99 247:0.39 248:0.58 253:0.81 255:0.79 256:0.45 259:0.21 260:0.59 265:0.63 266:0.75 267:0.65 268:0.57 271:0.90 276:0.99 285:0.62 289:0.90 290:0.86 297:0.36 300:0.84\n1 9:0.80 11:0.57 12:0.20 17:0.69 21:0.78 27:0.01 28:0.99 30:0.75 34:0.95 36:0.73 37:0.97 39:0.86 41:0.99 43:0.69 46:0.98 60:0.95 66:0.72 69:0.88 70:0.63 74:0.80 83:0.90 85:0.96 91:0.85 96:0.97 98:0.38 101:0.84 104:0.58 107:0.98 108:0.85 110:0.92 120:0.95 122:0.43 123:0.84 124:0.45 125:0.97 127:0.25 129:0.59 133:0.64 135:0.65 140:0.45 146:0.19 147:0.24 149:0.86 151:0.99 153:0.97 154:0.59 155:0.67 158:0.92 159:0.43 160:1.00 161:0.55 162:0.64 164:0.94 167:0.90 172:0.73 173:0.89 177:0.38 179:0.34 181:0.48 187:0.68 192:0.59 202:0.91 208:0.64 212:0.78 216:0.85 222:0.25 232:0.76 235:0.05 241:0.77 242:0.63 243:0.19 245:0.68 247:0.30 248:0.97 253:0.98 255:0.79 256:0.92 259:0.21 260:0.95 265:0.40 266:0.63 267:0.65 268:0.92 271:0.90 276:0.58 279:0.86 283:0.82 285:0.62 289:0.90 300:0.84\n1 1:0.74 9:0.80 11:0.57 12:0.20 17:0.77 21:0.30 27:0.09 28:0.99 30:0.85 34:0.99 36:0.75 37:0.66 39:0.86 41:0.97 43:0.61 46:0.98 60:0.87 66:0.88 69:0.92 70:0.27 74:0.74 81:0.61 83:0.89 85:0.94 91:0.68 96:0.96 98:0.34 101:0.83 104:0.58 107:0.98 108:0.84 110:0.91 114:0.86 120:0.92 122:0.43 123:0.83 125:0.99 126:0.54 127:0.12 129:0.05 135:0.61 140:0.45 145:0.52 146:0.46 147:0.53 149:0.81 150:0.77 151:0.97 153:0.90 154:0.50 155:0.67 158:0.92 159:0.17 160:0.99 161:0.55 162:0.65 164:0.87 165:0.84 167:0.92 172:0.67 173:0.98 176:0.73 177:0.38 179:0.14 181:0.48 187:0.98 192:0.59 201:0.74 202:0.82 208:0.64 212:0.93 215:0.72 216:0.51 222:0.25 232:0.76 235:0.42 241:0.79 242:0.63 243:0.89 247:0.30 248:0.96 253:0.95 255:0.79 256:0.83 259:0.21 260:0.92 265:0.37 266:0.17 267:0.98 268:0.84 271:0.90 276:0.55 279:0.86 283:0.82 285:0.62 289:0.90 290:0.86 297:0.36 300:0.25\n2 9:0.80 11:0.57 12:0.20 17:0.84 21:0.78 27:0.01 28:0.99 30:0.76 32:0.80 34:0.96 36:0.63 37:0.97 39:0.86 41:0.95 43:0.68 46:0.98 66:0.75 69:0.89 70:0.60 74:0.84 76:0.85 77:0.70 83:0.82 85:0.96 91:0.80 96:0.94 98:0.37 101:0.85 104:0.58 107:0.98 108:0.86 110:0.92 120:0.89 122:0.57 123:0.85 124:0.42 125:0.99 127:0.25 129:0.59 133:0.64 135:0.89 140:0.45 145:0.56 146:0.13 147:0.18 149:0.87 151:0.93 153:0.78 154:0.58 155:0.67 159:0.46 160:0.99 161:0.55 162:0.65 164:0.84 167:0.83 172:0.75 173:0.89 177:0.38 179:0.33 181:0.48 187:0.68 192:0.59 195:0.81 202:0.78 208:0.64 212:0.82 216:0.85 220:0.62 222:0.25 232:0.76 235:0.05 241:0.72 242:0.63 243:0.14 245:0.65 247:0.39 248:0.94 253:0.95 255:0.79 256:0.78 259:0.21 260:0.90 265:0.39 266:0.54 267:0.85 268:0.80 271:0.90 276:0.58 282:0.88 285:0.62 289:0.90 299:0.88 300:0.84\n1 1:0.74 7:0.66 11:0.64 12:0.06 17:0.77 18:0.93 22:0.93 27:0.65 28:0.73 29:0.91 30:0.32 31:0.86 32:0.80 34:0.97 36:0.17 37:0.43 39:0.52 43:0.78 44:0.93 46:0.96 47:0.93 48:0.91 55:0.59 60:0.95 64:0.77 66:0.94 69:0.40 70:0.91 71:0.95 74:0.76 77:0.70 79:0.86 81:0.83 83:0.91 85:0.85 86:0.89 91:0.42 98:0.96 99:0.83 101:0.87 106:0.81 107:0.94 108:0.31 110:1.00 114:0.85 117:0.86 120:0.63 122:0.57 123:0.30 125:0.88 126:0.54 127:0.70 129:0.05 131:0.81 135:0.96 137:0.86 139:0.92 140:0.45 144:0.57 145:0.96 146:0.91 147:0.93 149:0.80 150:0.89 151:0.55 153:0.48 154:0.70 155:0.67 157:0.87 158:0.92 159:0.52 160:0.88 161:0.51 162:0.76 164:0.53 165:0.93 166:0.86 167:0.64 172:0.85 173:0.39 176:0.66 177:0.70 179:0.41 181:0.91 182:0.89 187:0.39 190:0.89 192:0.87 195:0.71 196:0.88 201:0.93 202:0.58 206:0.81 208:0.64 212:0.84 215:0.78 216:0.35 219:0.95 220:0.91 222:0.60 227:0.82 228:0.99 229:0.61 230:0.69 231:0.79 232:0.95 233:0.76 235:0.52 241:0.21 242:0.14 243:0.94 246:0.85 247:0.90 248:0.55 253:0.59 256:0.58 259:0.21 260:0.61 262:0.93 265:0.96 266:0.54 267:0.73 268:0.62 276:0.75 279:0.86 281:0.91 282:0.88 283:0.82 284:0.86 285:0.56 287:0.61 289:0.99 290:0.85 292:0.95 297:0.36 299:0.88 300:0.70\n0 1:0.74 11:0.75 12:0.06 17:0.32 18:0.78 21:0.64 27:0.45 28:0.73 29:0.91 30:0.38 32:0.80 34:0.66 36:0.17 37:0.50 39:0.52 43:0.08 44:0.93 45:0.66 46:0.88 55:0.45 64:0.77 66:0.36 69:0.71 70:0.63 71:0.95 74:0.60 77:0.89 81:0.42 83:0.60 86:0.79 91:0.29 98:0.21 99:0.83 101:0.52 107:0.90 108:0.84 110:0.96 114:0.57 122:0.82 123:0.83 124:0.68 125:0.88 126:0.54 127:0.42 129:0.05 131:0.61 133:0.60 135:0.66 139:0.83 144:0.57 145:0.54 146:0.21 147:0.26 149:0.08 150:0.66 154:0.75 155:0.67 157:0.78 159:0.55 160:0.88 161:0.51 165:0.70 166:0.85 167:0.69 172:0.32 173:0.66 176:0.73 177:0.70 178:0.55 179:0.78 181:0.91 182:0.89 187:0.68 192:0.87 195:0.77 201:0.93 208:0.64 212:0.57 215:0.38 216:0.77 222:0.60 227:0.61 229:0.61 231:0.78 235:0.95 241:0.43 242:0.29 243:0.40 245:0.54 246:0.85 247:0.55 253:0.41 254:0.74 259:0.21 265:0.23 266:0.38 267:0.44 276:0.33 277:0.69 282:0.88 287:0.61 289:0.99 290:0.57 297:0.36 300:0.43\n2 7:0.66 8:0.79 9:0.80 12:0.06 17:0.28 18:0.64 21:0.13 27:0.25 28:0.73 29:0.91 30:0.74 31:0.92 32:0.64 34:0.59 36:0.59 37:0.70 39:0.52 43:0.15 46:0.88 55:0.71 66:0.29 69:0.89 70:0.31 71:0.95 74:0.29 77:0.70 79:0.94 81:0.31 83:0.91 86:0.58 91:0.90 96:0.91 98:0.55 106:0.81 107:0.92 108:0.77 110:0.99 120:0.91 123:0.76 124:0.78 125:0.88 126:0.26 127:0.52 129:0.05 131:0.90 133:0.74 135:0.28 137:0.92 139:0.56 140:0.99 144:0.57 145:0.76 146:0.74 147:0.59 149:0.25 150:0.29 151:0.68 153:0.81 154:0.18 155:0.67 157:0.61 159:0.64 160:0.88 161:0.51 162:0.56 163:0.88 164:0.90 166:0.61 167:0.86 172:0.37 173:0.87 175:0.75 177:0.05 179:0.68 181:0.91 182:0.87 187:0.21 190:0.77 191:0.88 192:0.87 195:0.85 196:0.87 202:0.92 206:0.81 208:0.64 212:0.16 215:0.61 216:0.53 220:0.82 222:0.60 227:0.84 229:0.93 230:0.69 231:0.79 232:0.94 233:0.76 235:0.22 241:0.73 242:0.40 243:0.43 244:0.61 245:0.61 246:0.61 247:0.67 248:0.68 253:0.72 254:0.90 255:0.95 256:0.91 257:0.84 260:0.88 265:0.56 266:0.87 267:0.59 268:0.92 276:0.52 277:0.69 282:0.71 283:0.78 284:0.92 285:0.62 287:0.87 289:0.99 297:0.36 300:0.25\n2 1:0.74 9:0.80 11:0.92 12:0.06 17:0.88 18:0.93 21:0.68 22:0.93 27:0.57 28:0.73 29:0.91 30:0.33 31:0.91 32:0.80 34:0.93 36:0.21 37:0.38 39:0.52 43:0.70 44:0.93 45:0.89 46:0.94 47:0.93 55:0.52 64:0.77 66:0.48 69:0.44 70:0.92 71:0.95 74:0.83 77:0.89 79:0.91 81:0.41 83:0.60 85:0.85 86:0.92 91:0.18 96:0.76 97:0.89 98:0.74 99:0.83 101:0.97 106:0.81 107:0.94 108:0.68 110:1.00 114:0.56 117:0.86 120:0.64 122:0.75 123:0.66 124:0.78 125:0.88 126:0.54 127:0.82 129:0.59 131:0.90 133:0.81 135:0.95 137:0.91 139:0.94 140:0.45 144:0.57 145:0.97 146:0.47 147:0.54 149:0.86 150:0.65 151:0.72 153:0.48 154:0.80 155:0.67 157:0.89 158:0.91 159:0.82 160:0.88 161:0.51 162:0.86 164:0.67 165:0.70 166:0.85 167:0.61 172:0.91 173:0.23 176:0.73 177:0.70 179:0.20 181:0.91 182:0.90 187:0.39 192:0.87 195:0.93 196:0.95 201:0.93 202:0.50 206:0.81 208:0.64 212:0.75 215:0.37 216:0.72 219:0.95 220:0.96 222:0.60 227:0.84 229:0.95 231:0.79 232:0.92 235:0.95 241:0.07 242:0.13 243:0.39 245:0.93 246:0.85 247:0.97 248:0.67 253:0.73 255:0.95 256:0.58 259:0.21 260:0.65 262:0.93 265:0.74 266:0.89 267:0.99 268:0.59 276:0.91 279:0.86 282:0.88 283:0.78 284:0.92 285:0.62 287:0.87 289:0.99 290:0.56 292:0.91 297:0.36 299:0.88 300:0.84\n0 1:0.74 11:0.75 12:0.06 17:0.36 18:0.81 21:0.22 27:0.45 28:0.73 29:0.91 30:0.33 34:0.80 36:0.20 37:0.50 39:0.52 43:0.12 45:0.66 46:0.88 55:0.71 64:0.77 66:0.32 69:0.68 70:0.69 71:0.95 74:0.43 81:0.60 83:0.60 86:0.75 91:0.17 98:0.28 99:0.83 101:0.52 107:0.89 108:0.52 110:0.95 114:0.71 122:0.86 123:0.50 124:0.61 125:0.88 126:0.54 127:0.31 129:0.05 131:0.61 133:0.37 135:0.24 139:0.72 144:0.57 145:0.47 146:0.34 147:0.41 149:0.11 150:0.75 154:0.76 155:0.67 157:0.79 159:0.40 160:0.88 161:0.51 165:0.70 166:0.86 167:0.63 172:0.21 173:0.70 176:0.73 177:0.70 178:0.55 179:0.82 181:0.91 182:0.89 187:0.68 192:0.87 201:0.93 208:0.64 212:0.19 215:0.51 216:0.77 222:0.60 227:0.61 229:0.61 231:0.78 235:0.52 241:0.15 242:0.75 243:0.49 245:0.54 246:0.85 247:0.35 253:0.52 254:0.74 259:0.21 265:0.30 266:0.47 267:0.36 276:0.24 287:0.61 289:0.99 290:0.71 297:0.36 300:0.43\n1 7:0.72 11:0.85 12:0.06 17:0.78 18:0.98 21:0.13 27:0.64 28:0.73 29:0.91 30:0.38 34:0.26 36:0.37 37:0.27 39:0.52 43:0.63 44:0.85 45:0.77 46:0.94 48:0.98 55:0.45 64:0.77 66:0.45 69:0.07 70:0.87 71:0.95 74:0.70 76:0.85 81:0.34 85:0.80 86:0.91 91:0.33 98:0.71 101:0.97 106:0.81 107:0.94 108:0.86 110:1.00 117:0.86 122:0.86 123:0.86 124:0.78 125:0.88 126:0.26 127:0.93 129:0.81 131:0.61 133:0.81 135:0.63 139:0.88 144:0.57 145:0.52 146:0.37 147:0.43 149:0.66 150:0.31 154:0.85 155:0.58 157:0.90 158:0.72 159:0.79 160:0.88 161:0.51 166:0.73 167:0.55 172:0.88 173:0.09 177:0.70 178:0.55 179:0.23 181:0.91 182:0.79 187:0.68 192:0.59 195:0.90 204:0.85 206:0.81 208:0.54 212:0.82 216:0.42 219:0.87 222:0.60 227:0.61 229:0.61 230:0.74 231:0.76 232:0.99 233:0.73 235:0.12 242:0.70 243:0.15 245:0.92 246:0.61 247:0.79 253:0.41 259:0.21 265:0.72 266:0.80 267:0.36 276:0.89 279:0.82 281:0.91 283:0.78 287:0.61 289:0.99 292:0.91 300:0.84\n2 6:0.99 7:0.66 8:0.95 9:0.80 11:0.85 12:0.06 17:0.13 18:0.70 20:0.98 21:0.71 27:0.17 28:0.73 29:0.91 30:0.21 31:0.99 32:0.68 34:0.28 36:0.64 37:0.55 39:0.52 41:0.92 43:0.59 45:0.73 46:0.93 66:0.47 69:0.76 70:0.92 71:0.95 74:0.62 76:0.85 77:0.70 78:0.91 79:0.99 81:0.23 83:0.91 85:0.72 86:0.81 91:0.99 96:0.99 97:0.89 98:0.26 100:0.99 101:0.97 107:0.92 108:0.85 110:0.99 111:0.99 120:0.99 122:0.57 123:0.85 124:0.67 125:0.96 126:0.26 127:0.81 129:0.59 131:0.90 133:0.61 135:0.65 137:0.99 138:1.00 139:0.84 140:0.95 144:0.57 145:0.65 146:0.19 147:0.30 149:0.38 150:0.23 151:0.97 152:0.97 153:0.96 154:0.71 155:0.67 157:0.87 158:0.91 159:0.63 160:0.98 161:0.51 162:0.69 164:0.98 166:0.61 167:0.99 169:0.98 172:0.41 173:0.74 177:0.05 179:0.80 181:0.91 182:0.90 186:0.91 189:0.99 191:0.95 192:0.87 195:0.80 196:0.98 202:0.98 208:0.64 212:0.58 215:0.37 216:0.71 219:0.95 220:0.74 222:0.60 227:0.84 229:0.94 230:0.69 231:0.79 233:0.73 235:0.88 238:0.99 241:0.95 242:0.38 243:0.23 245:0.58 246:0.61 247:0.47 248:0.95 253:0.96 255:0.95 256:0.98 257:0.84 259:0.21 260:0.98 261:0.98 265:0.28 266:0.54 267:0.85 268:0.99 276:0.31 279:0.86 282:0.71 283:0.78 284:0.99 285:0.62 287:0.87 289:0.99 292:0.91 297:0.36 300:0.70\n1 1:0.74 7:0.72 8:0.65 9:0.80 11:0.64 12:0.06 17:0.66 18:0.96 20:0.81 21:0.54 27:0.40 28:0.73 29:0.91 30:0.15 31:0.87 32:0.80 34:0.99 36:0.32 37:0.31 39:0.52 41:0.82 43:0.96 44:0.93 46:0.96 55:0.59 60:0.87 64:0.77 66:0.94 69:0.27 70:0.79 71:0.95 74:0.78 76:0.94 77:0.96 78:0.85 79:0.87 81:0.48 83:0.91 85:0.88 86:0.90 91:0.40 96:0.69 98:0.99 100:0.73 101:0.87 107:0.93 108:0.21 110:1.00 111:0.82 114:0.59 120:0.55 122:0.86 123:0.20 125:0.98 126:0.54 127:0.89 129:0.05 131:0.90 135:0.39 137:0.87 139:0.93 140:0.45 144:0.57 145:0.84 146:0.92 147:0.94 149:0.87 150:0.71 151:0.52 152:0.77 153:0.48 154:0.96 155:0.67 157:0.90 158:0.92 159:0.54 160:0.96 161:0.51 162:0.86 164:0.57 165:0.93 166:0.85 167:0.75 169:0.72 172:0.85 173:0.29 176:0.73 177:0.70 179:0.44 181:0.91 182:0.90 186:0.85 187:0.21 192:0.87 195:0.71 196:0.90 201:0.93 202:0.36 204:0.85 208:0.64 212:0.71 215:0.39 216:0.24 219:0.95 220:0.87 222:0.60 227:0.84 229:0.95 230:0.74 231:0.79 233:0.76 235:0.88 241:0.62 242:0.16 243:0.94 246:0.85 247:0.91 248:0.51 253:0.49 255:0.95 256:0.45 259:0.21 260:0.56 261:0.80 265:0.99 266:0.63 267:0.65 268:0.46 276:0.75 279:0.86 282:0.88 283:0.82 284:0.89 285:0.62 287:0.87 289:0.99 290:0.59 292:0.95 297:0.36 299:0.99 300:0.55\n1 1:0.74 7:0.81 11:0.75 12:0.06 17:0.78 18:0.98 21:0.59 27:0.61 28:0.73 29:0.91 30:0.21 32:0.64 34:0.99 36:0.17 37:0.42 39:0.52 43:0.24 44:0.85 45:0.93 46:0.88 48:0.91 55:0.71 64:0.77 66:0.71 69:0.35 70:0.76 71:0.95 74:0.83 81:0.42 83:0.60 86:0.96 91:0.40 98:0.76 99:0.83 101:0.52 106:0.81 107:0.94 108:0.75 110:1.00 114:0.58 122:0.86 123:0.73 124:0.44 125:0.88 126:0.54 127:0.43 129:0.59 131:0.61 133:0.46 135:1.00 139:0.96 144:0.57 145:0.92 146:0.76 147:0.80 149:0.37 150:0.66 154:0.70 155:0.67 157:0.95 159:0.73 160:0.88 161:0.51 165:0.70 166:0.86 167:0.63 172:0.93 173:0.20 176:0.73 177:0.70 178:0.55 179:0.17 181:0.91 182:0.89 187:0.39 192:0.87 195:0.91 201:0.93 204:0.89 206:0.81 208:0.64 212:0.80 215:0.39 216:0.24 222:0.60 227:0.61 229:0.61 230:0.86 231:0.78 232:0.99 233:0.73 235:0.84 241:0.15 242:0.23 243:0.28 245:0.96 246:0.85 247:0.93 253:0.46 254:0.74 259:0.21 265:0.76 266:0.63 267:0.65 276:0.90 281:0.91 283:0.78 287:0.61 289:0.99 290:0.58 297:0.36 300:0.70\n1 1:0.74 7:0.81 9:0.80 11:0.85 12:0.06 17:0.73 18:0.98 21:0.54 22:0.93 25:0.88 27:0.63 28:0.73 29:0.91 30:0.17 31:0.95 32:0.80 34:0.97 36:0.24 39:0.52 41:0.82 43:0.74 44:0.93 45:0.95 46:0.95 47:0.93 48:0.91 60:0.87 64:0.77 66:0.68 69:0.23 70:0.92 71:0.95 74:0.95 77:0.89 79:0.94 81:0.47 83:0.91 85:0.94 86:0.99 91:0.25 96:0.84 98:0.86 101:0.97 106:0.81 107:0.94 108:0.62 110:1.00 114:0.59 120:0.74 121:0.97 122:0.57 123:0.59 124:0.56 125:0.98 126:0.54 127:0.90 129:0.89 131:0.90 133:0.78 135:0.99 137:0.95 139:0.99 140:0.45 144:0.57 145:0.99 146:0.29 147:0.35 149:0.90 150:0.71 151:0.86 153:0.48 154:0.86 155:0.67 157:0.96 158:0.92 159:0.87 160:0.96 161:0.51 162:0.86 164:0.67 165:0.93 166:0.86 167:0.67 172:0.97 173:0.11 176:0.73 177:0.70 179:0.15 181:0.91 182:0.90 187:0.98 192:0.87 195:0.95 196:0.98 201:0.93 202:0.50 204:0.89 206:0.81 208:0.64 212:0.69 215:0.39 216:0.15 219:0.95 222:0.60 227:0.84 229:0.95 230:0.87 231:0.79 232:0.83 233:0.76 235:0.80 241:0.32 242:0.31 243:0.09 245:0.96 246:0.85 247:0.90 248:0.82 253:0.89 255:0.95 256:0.58 259:0.21 260:0.75 262:0.93 265:0.86 266:0.75 267:0.87 268:0.59 276:0.95 279:0.86 281:0.91 282:0.88 283:0.82 284:0.92 285:0.62 287:0.87 289:0.99 290:0.59 292:0.95 297:0.36 300:0.84\n1 9:0.80 12:0.06 17:0.15 18:0.79 21:0.54 27:0.72 28:0.73 29:0.91 30:0.76 31:0.97 34:0.40 36:0.71 39:0.52 43:0.16 46:0.88 55:0.84 64:0.77 66:0.36 69:0.85 70:0.15 71:0.95 79:0.99 81:0.24 83:0.60 86:0.60 91:0.98 96:0.88 98:0.52 107:0.89 108:0.70 110:0.93 120:0.82 122:0.86 123:0.68 124:0.67 125:0.88 126:0.26 127:0.58 129:0.05 131:0.90 133:0.62 135:0.75 137:0.97 139:0.59 140:0.98 144:0.57 145:0.39 146:0.49 147:0.05 149:0.14 150:0.24 151:0.72 153:0.48 154:0.11 155:0.67 157:0.61 159:0.39 160:0.88 161:0.51 162:0.59 163:0.97 164:0.84 166:0.73 167:0.99 172:0.16 173:0.95 175:0.75 177:0.05 179:0.96 181:0.91 182:0.61 190:0.89 192:0.87 196:0.87 202:0.94 208:0.64 212:0.42 216:0.52 219:0.87 220:0.62 222:0.60 227:0.84 229:0.61 231:0.79 235:0.60 241:0.96 242:0.75 243:0.26 244:0.83 245:0.40 246:0.61 247:0.30 248:0.84 253:0.81 255:0.95 256:0.94 257:0.84 259:0.21 260:0.81 265:0.53 266:0.23 267:0.73 268:0.94 276:0.26 277:0.69 283:0.78 284:0.98 285:0.62 287:0.61 289:0.99 292:0.91 300:0.13\n2 8:0.92 9:0.80 12:0.06 17:0.15 20:0.82 21:0.78 27:0.51 28:0.73 29:0.91 31:0.95 34:0.61 36:0.32 37:0.97 39:0.52 41:0.82 46:0.88 71:0.95 78:0.87 79:0.94 83:0.91 91:0.93 96:0.92 100:0.96 107:0.88 110:0.88 111:0.92 120:0.91 125:0.96 131:0.90 135:0.82 137:0.95 140:0.98 144:0.57 151:0.86 152:0.78 153:0.82 155:0.67 157:0.61 160:0.96 161:0.51 162:0.72 164:0.89 166:0.61 167:0.99 169:0.94 175:0.97 181:0.91 182:0.89 186:0.87 191:0.80 192:0.87 202:0.88 208:0.64 216:0.33 220:0.74 222:0.60 227:0.84 229:0.94 231:0.79 241:0.95 244:0.93 246:0.61 248:0.80 253:0.80 255:0.95 256:0.89 257:0.93 260:0.89 261:0.86 267:0.65 268:0.90 277:0.95 284:0.93 285:0.62 287:0.87 289:0.99\n2 1:0.74 7:0.81 11:0.85 12:0.06 17:0.66 18:0.98 21:0.47 22:0.93 27:0.34 28:0.73 29:0.91 30:0.15 32:0.80 34:0.98 36:0.23 37:0.66 39:0.52 43:0.74 44:0.93 45:0.95 46:0.95 47:0.93 48:0.91 64:0.77 66:0.69 69:0.23 70:0.93 71:0.95 74:0.93 77:0.89 81:0.51 83:0.91 85:0.94 86:0.99 91:0.23 98:0.87 101:0.97 107:0.94 108:0.62 110:1.00 114:0.60 121:0.97 122:0.57 123:0.60 124:0.49 125:0.88 126:0.54 127:0.93 129:0.81 131:0.61 133:0.67 135:0.99 139:0.99 144:0.57 145:0.99 146:0.29 147:0.35 149:0.89 150:0.73 154:0.86 155:0.67 157:0.96 159:0.87 160:0.88 161:0.51 165:0.93 166:0.86 167:0.68 172:0.97 173:0.11 176:0.73 177:0.70 178:0.55 179:0.15 181:0.91 182:0.89 187:0.98 192:0.87 195:0.95 201:0.93 204:0.89 208:0.64 212:0.70 215:0.41 216:0.46 222:0.60 227:0.61 229:0.61 230:0.87 231:0.79 233:0.76 235:0.80 241:0.37 242:0.29 243:0.09 245:0.97 246:0.85 247:0.90 253:0.50 259:0.21 262:0.93 265:0.87 266:0.75 267:0.69 276:0.95 281:0.91 282:0.88 283:0.78 287:0.61 289:0.99 290:0.60 297:0.36 300:0.84\n1 8:0.90 9:0.80 11:0.85 12:0.06 17:0.13 18:0.65 21:0.40 27:0.17 28:0.73 29:0.91 30:0.11 31:0.96 34:0.56 36:0.55 37:0.55 39:0.52 41:0.82 43:0.51 45:0.73 46:0.93 55:0.84 66:0.44 69:0.94 70:0.97 71:0.95 74:0.47 76:0.99 77:0.98 79:0.96 81:0.34 83:0.91 85:0.72 86:0.75 91:0.90 96:0.95 98:0.64 101:0.97 107:0.93 108:0.67 110:0.99 114:0.58 120:0.94 122:0.77 123:0.65 124:0.82 125:0.96 126:0.26 127:0.77 129:0.59 131:0.90 133:0.82 135:0.94 137:0.96 139:0.72 140:0.97 144:0.57 145:0.88 146:0.19 147:0.37 149:0.43 150:0.30 151:0.93 153:0.89 154:0.46 155:0.67 157:0.86 158:0.72 159:0.72 160:0.96 161:0.51 162:0.75 164:0.94 166:0.78 167:0.88 172:0.65 173:0.97 176:0.55 177:0.05 179:0.49 181:0.91 182:0.90 187:0.21 191:0.88 192:0.87 195:0.87 196:0.92 202:0.94 208:0.64 212:0.37 216:0.71 220:0.74 222:0.60 227:0.84 229:0.94 231:0.79 232:0.80 235:0.52 241:0.75 242:0.60 243:0.13 245:0.75 246:0.61 247:0.76 248:0.85 253:0.85 255:0.95 256:0.95 257:0.84 259:0.21 260:0.91 265:0.65 266:0.89 267:0.96 268:0.96 276:0.70 277:0.69 282:0.71 283:0.78 284:0.95 285:0.62 287:0.87 289:0.99 290:0.58 300:0.84\n0 6:0.86 7:0.81 8:0.91 9:0.80 12:0.06 17:0.59 18:0.66 20:0.98 21:0.13 27:0.13 28:0.48 29:0.97 30:0.91 31:0.95 34:0.22 36:0.47 37:0.91 39:0.67 41:0.82 43:0.16 46:0.88 55:0.59 66:0.69 69:0.33 70:0.13 71:0.85 74:0.57 76:1.00 78:0.88 79:0.95 81:0.38 83:0.91 86:0.70 91:0.97 96:0.94 98:0.79 100:0.95 107:0.89 108:0.26 110:0.89 111:0.91 114:0.72 120:0.86 121:0.90 122:0.77 123:0.25 125:0.96 126:0.26 127:0.28 129:0.05 135:0.18 137:0.95 138:0.98 139:0.78 140:0.98 146:0.28 147:0.35 149:0.10 150:0.33 151:0.87 152:0.90 153:0.78 154:0.54 155:0.67 159:0.12 160:0.96 161:0.84 162:0.74 164:0.84 167:0.92 169:0.93 172:0.21 173:0.85 175:0.75 176:0.61 177:0.38 179:0.94 181:0.74 186:0.88 189:0.88 191:0.94 192:0.87 196:0.94 202:0.91 204:0.89 208:0.64 212:0.95 216:0.48 220:0.74 222:0.48 230:0.87 233:0.76 235:0.12 238:0.95 241:0.94 242:0.63 243:0.73 244:0.61 247:0.30 248:0.77 253:0.90 254:0.93 255:0.95 256:0.93 257:0.65 259:0.21 260:0.83 261:0.94 265:0.79 266:0.12 267:0.96 268:0.94 271:0.26 276:0.23 277:0.69 281:0.91 284:0.93 285:0.62 289:0.95 290:0.72 300:0.13\n3 6:0.88 8:0.76 9:0.76 11:0.64 12:0.06 17:0.18 20:0.86 21:0.40 25:0.88 27:0.41 28:0.48 29:0.97 30:0.56 34:0.56 36:0.59 37:0.63 39:0.67 43:0.65 45:0.73 46:0.88 55:0.52 66:0.84 69:0.15 70:0.46 71:0.85 74:0.50 78:0.84 81:0.32 83:0.60 91:0.85 96:0.76 98:0.93 100:0.91 101:0.52 104:0.58 107:0.93 108:0.12 110:0.94 111:0.86 120:0.72 122:0.41 123:0.12 125:0.88 126:0.26 127:0.57 129:0.05 135:0.47 140:0.87 146:0.58 147:0.64 149:0.51 150:0.29 151:0.65 152:0.82 153:0.46 154:0.54 155:0.58 159:0.21 160:0.88 161:0.84 162:0.83 164:0.70 167:0.91 169:0.89 172:0.54 173:0.48 175:0.75 177:0.38 178:0.42 179:0.79 181:0.74 186:0.84 187:0.21 189:0.89 190:0.89 191:0.84 192:0.59 202:0.64 208:0.54 212:0.81 215:0.42 216:0.24 220:0.91 222:0.48 235:0.42 238:0.95 241:0.89 242:0.42 243:0.85 244:0.61 247:0.55 248:0.66 253:0.57 255:0.74 256:0.68 257:0.65 259:0.21 260:0.68 261:0.88 265:0.93 266:0.27 267:0.28 268:0.70 271:0.26 276:0.43 277:0.69 285:0.56 289:0.93 297:0.36 300:0.33\n1 1:0.74 11:0.83 12:0.06 17:0.16 18:0.77 21:0.40 27:0.45 28:0.48 29:0.97 30:0.45 34:0.79 36:0.18 37:0.50 39:0.67 43:0.82 45:0.77 46:0.93 64:0.77 66:0.18 69:0.69 70:0.87 71:0.85 74:0.66 81:0.56 83:0.91 85:0.80 86:0.87 91:0.22 98:0.27 101:0.97 107:0.94 108:0.52 110:0.94 114:0.62 122:0.57 123:0.50 124:0.85 125:0.88 126:0.54 127:0.57 129:0.59 133:0.82 135:0.92 139:0.83 145:0.50 146:0.52 147:0.58 149:0.71 150:0.75 154:0.77 155:0.67 159:0.78 160:0.88 161:0.84 165:0.93 167:0.63 172:0.37 173:0.51 176:0.73 177:0.70 178:0.55 179:0.58 181:0.74 187:0.68 192:0.87 201:0.93 208:0.64 212:0.48 215:0.42 216:0.77 222:0.48 235:0.60 241:0.43 242:0.17 243:0.39 245:0.68 247:0.79 253:0.48 259:0.21 265:0.29 266:0.80 267:0.65 271:0.26 276:0.58 289:0.94 290:0.62 297:0.36 300:0.70\n1 1:0.74 6:0.82 7:0.66 8:0.60 11:0.64 12:0.06 17:0.32 18:0.86 20:0.86 21:0.40 22:0.93 27:0.62 28:0.48 29:0.97 30:0.36 32:0.68 34:0.39 36:0.85 37:0.35 39:0.67 43:0.66 44:0.93 45:0.83 46:0.88 47:0.93 48:0.91 55:0.52 64:0.77 66:0.54 69:0.23 70:0.69 71:0.85 74:0.89 76:0.85 77:0.89 78:0.78 81:0.54 83:0.60 86:0.93 91:0.11 98:0.33 99:0.83 100:0.80 101:0.52 104:0.98 106:0.81 107:0.94 108:0.18 110:0.94 111:0.77 114:0.62 117:0.86 122:0.77 123:0.18 124:0.63 125:0.88 126:0.54 127:0.21 129:0.05 133:0.60 135:0.79 139:0.93 145:0.84 146:0.49 147:0.55 149:0.51 150:0.71 152:0.84 154:0.89 155:0.67 159:0.41 160:0.88 161:0.84 165:0.70 167:0.61 169:0.79 172:0.65 173:0.19 176:0.73 177:0.70 178:0.55 179:0.30 181:0.74 186:0.78 187:0.39 192:0.87 195:0.81 201:0.93 206:0.81 208:0.64 212:0.88 215:0.42 216:0.40 222:0.48 230:0.69 232:0.70 233:0.76 235:0.60 238:0.87 241:0.35 242:0.50 243:0.63 245:0.74 247:0.74 253:0.51 254:0.86 259:0.21 261:0.82 262:0.93 265:0.35 266:0.38 267:0.36 271:0.26 276:0.60 281:0.91 282:0.77 289:0.94 290:0.62 297:0.36 300:0.55\n0 11:0.64 12:0.06 17:0.51 18:0.63 21:0.78 27:0.45 28:0.48 29:0.97 30:0.76 34:0.63 36:0.19 37:0.50 39:0.67 43:0.78 45:0.66 46:0.88 66:0.64 69:0.77 70:0.15 71:0.85 74:0.42 86:0.73 91:0.06 98:0.11 101:0.52 107:0.89 108:0.61 110:0.90 122:0.57 123:0.58 125:0.88 127:0.07 129:0.05 135:0.61 139:0.70 145:0.42 146:0.18 147:0.23 149:0.53 154:0.71 159:0.09 160:0.88 161:0.84 163:0.97 167:0.55 172:0.16 173:0.78 177:0.70 178:0.55 179:0.09 181:0.74 187:0.68 212:0.95 216:0.77 222:0.48 235:0.97 241:0.12 242:0.82 243:0.69 247:0.12 253:0.32 254:0.74 259:0.21 265:0.12 266:0.12 267:0.23 271:0.26 276:0.18 289:0.88 300:0.13\n1 1:0.74 7:0.66 9:0.80 11:0.64 12:0.06 17:0.22 18:0.83 21:0.30 22:0.93 27:0.62 28:0.48 29:0.97 30:0.27 31:0.87 32:0.74 34:0.28 36:0.81 37:0.35 39:0.67 43:0.42 44:0.93 45:0.81 46:0.88 47:0.93 48:0.91 55:0.52 64:0.77 66:0.53 69:0.21 70:0.83 71:0.85 74:0.91 76:0.85 77:0.70 79:0.87 81:0.59 83:0.60 86:0.92 91:0.08 96:0.69 97:0.89 98:0.41 99:0.83 101:0.52 104:0.81 106:0.81 107:0.95 108:0.17 110:0.95 114:0.65 117:0.86 120:0.56 122:0.77 123:0.16 124:0.64 125:0.88 126:0.54 127:0.23 129:0.05 133:0.60 135:0.73 137:0.87 139:0.94 140:0.45 145:0.79 146:0.59 147:0.65 149:0.26 150:0.74 151:0.52 153:0.69 154:0.88 155:0.67 158:0.86 159:0.44 160:0.88 161:0.84 162:0.86 164:0.62 165:0.70 167:0.61 172:0.63 173:0.18 176:0.73 177:0.70 179:0.33 181:0.74 187:0.39 192:0.87 195:0.81 196:0.91 201:0.93 202:0.46 206:0.81 208:0.64 212:0.86 215:0.44 216:0.40 219:0.95 220:0.87 222:0.48 230:0.69 232:0.70 233:0.76 235:0.52 241:0.35 242:0.45 243:0.62 245:0.73 247:0.79 248:0.52 253:0.55 254:0.86 255:0.95 256:0.45 259:0.21 260:0.56 262:0.93 265:0.43 266:0.47 267:0.52 268:0.55 271:0.26 276:0.61 279:0.86 281:0.91 282:0.83 283:0.67 284:0.90 285:0.62 289:0.94 290:0.65 292:0.87 297:0.36 300:0.70\n1 7:0.66 11:0.64 12:0.06 17:0.73 18:0.64 20:0.76 21:0.40 27:0.42 28:0.48 29:0.97 30:0.21 32:0.78 34:0.83 36:0.27 37:0.62 39:0.67 43:0.63 44:0.93 45:0.66 46:0.88 66:0.72 69:0.73 70:0.37 71:0.85 74:0.51 77:0.70 78:0.72 81:0.32 86:0.68 91:0.44 98:0.58 100:0.73 101:0.52 107:0.91 108:0.56 110:0.91 111:0.72 120:0.55 123:0.53 125:0.88 126:0.26 127:0.17 129:0.05 135:0.88 139:0.77 140:0.45 145:0.69 146:0.58 147:0.64 149:0.33 150:0.29 151:0.48 152:0.75 153:0.48 154:0.52 159:0.21 160:0.88 161:0.84 162:0.86 163:0.81 164:0.53 167:0.61 169:0.72 172:0.27 173:0.79 177:0.70 179:0.75 181:0.74 186:0.73 187:0.39 190:0.89 195:0.66 202:0.36 212:0.42 215:0.42 216:0.49 220:0.87 222:0.48 230:0.69 233:0.76 235:0.42 241:0.35 242:0.45 243:0.75 244:0.61 247:0.35 248:0.48 253:0.36 256:0.45 259:0.21 260:0.55 261:0.73 265:0.59 266:0.23 267:0.65 268:0.46 271:0.26 276:0.23 282:0.86 285:0.47 289:0.92 297:0.36 300:0.25\n1 6:0.90 8:0.88 9:0.76 12:0.06 17:0.82 20:0.93 21:0.59 27:0.56 28:0.48 29:0.97 30:0.95 34:0.33 36:0.70 37:0.24 39:0.67 43:0.18 44:0.90 46:0.88 55:0.92 66:0.20 69:0.21 71:0.85 74:0.53 76:0.94 77:0.70 78:0.80 81:0.24 83:0.60 91:0.91 96:0.82 98:0.12 100:0.87 104:0.58 107:0.88 108:0.17 110:0.88 111:0.81 114:0.57 120:0.79 123:0.16 124:0.61 125:0.88 126:0.26 127:0.49 129:0.59 133:0.47 135:0.42 139:0.75 140:0.92 145:0.63 146:0.05 147:0.05 149:0.09 150:0.24 151:0.65 152:0.86 153:0.72 154:0.12 155:0.67 159:0.19 160:0.88 161:0.84 162:0.85 164:0.71 167:0.92 169:0.84 172:0.05 173:0.56 175:0.91 176:0.61 177:0.05 179:1.00 181:0.74 186:0.80 189:0.92 190:0.89 191:0.75 192:0.87 195:0.55 202:0.70 204:0.85 208:0.64 216:0.11 222:0.48 235:0.68 238:0.95 241:0.97 243:0.40 244:0.83 245:0.36 248:0.63 253:0.68 255:0.74 256:0.77 257:0.84 259:0.21 260:0.73 261:0.86 265:0.12 267:0.23 268:0.77 271:0.26 277:0.87 281:0.91 282:0.77 285:0.56 289:0.93 290:0.57 300:0.08\n4 8:0.83 9:0.76 12:0.06 17:0.24 21:0.78 27:0.08 28:0.48 29:0.97 34:0.61 36:0.28 37:0.82 39:0.67 46:0.88 71:0.85 83:0.60 91:0.95 96:0.94 107:0.88 110:0.88 120:0.82 125:0.88 135:0.83 138:0.99 140:0.96 151:0.70 153:0.48 155:0.58 160:0.88 161:0.84 162:0.74 164:0.81 167:0.92 175:0.97 181:0.74 190:0.89 191:0.90 192:0.59 202:0.90 208:0.54 216:0.43 220:0.62 222:0.48 232:0.78 241:0.94 244:0.93 248:0.79 253:0.87 255:0.74 256:0.92 257:0.93 259:0.21 260:0.77 267:0.52 268:0.93 271:0.26 277:0.95 285:0.56 289:0.93\n2 6:0.89 8:0.72 11:0.64 12:0.06 17:0.26 18:0.84 20:0.88 21:0.78 27:0.21 28:0.48 29:0.97 30:0.14 34:0.75 36:0.83 37:0.74 39:0.67 43:0.57 45:0.85 46:0.88 66:0.92 69:0.64 70:0.80 71:0.85 74:0.88 76:0.94 78:0.80 86:0.93 91:0.51 98:0.77 100:0.85 101:0.52 107:0.96 108:0.49 110:0.96 111:0.80 120:0.74 122:0.57 123:0.46 125:0.88 127:0.26 129:0.05 135:0.17 139:0.92 140:0.45 146:0.75 147:0.79 149:0.28 151:0.63 152:0.83 153:0.72 154:0.77 155:0.58 159:0.31 160:0.88 161:0.84 162:0.52 164:0.53 167:0.62 169:0.83 172:0.79 173:0.69 177:0.70 179:0.31 181:0.74 186:0.80 187:0.39 189:0.90 190:0.89 192:0.51 202:0.62 204:0.85 208:0.54 212:0.90 216:0.95 222:0.48 235:0.52 238:0.92 241:0.41 242:0.23 243:0.93 247:0.86 248:0.61 253:0.46 254:0.74 256:0.45 259:0.21 260:0.67 261:0.84 265:0.77 266:0.27 267:0.76 268:0.57 271:0.26 276:0.69 281:0.91 285:0.47 289:0.94 300:0.55\n2 1:0.69 6:0.94 8:0.97 9:0.80 11:0.64 12:0.06 17:0.01 18:0.70 20:0.91 21:0.13 27:0.06 28:0.48 29:0.97 30:0.45 31:1.00 34:0.40 36:0.67 37:0.96 39:0.67 41:0.82 43:0.57 44:0.90 45:0.66 46:0.88 64:0.77 66:0.27 69:0.51 70:0.25 71:0.85 74:0.59 76:0.85 77:0.96 78:0.92 79:1.00 81:0.54 83:0.91 86:0.70 91:1.00 96:1.00 97:1.00 98:0.36 99:0.83 100:0.98 101:0.52 107:0.89 108:0.39 110:0.89 111:0.96 114:0.75 120:0.78 122:0.80 123:0.37 124:0.61 125:0.96 126:0.44 127:0.63 129:0.59 133:0.47 135:0.28 137:1.00 138:0.99 139:0.82 140:1.00 145:0.63 146:0.31 147:0.37 149:0.28 150:0.58 151:0.87 152:0.85 153:0.99 154:0.46 155:0.67 158:0.79 159:0.31 160:0.96 161:0.84 162:0.75 163:0.96 164:0.65 165:0.70 167:0.93 169:0.97 172:0.10 173:0.67 175:0.75 176:0.66 177:0.38 179:0.98 181:0.74 186:0.91 189:0.95 191:0.96 192:0.87 195:0.59 196:1.00 201:0.68 202:0.97 204:0.85 208:0.64 212:0.61 216:0.68 219:0.92 222:0.48 235:0.22 238:0.97 241:1.00 242:0.63 243:0.46 244:0.61 245:0.40 247:0.30 248:0.77 253:0.99 255:0.95 256:0.98 257:0.65 259:0.21 260:0.76 261:0.96 265:0.38 266:0.17 267:0.69 268:0.98 271:0.26 276:0.16 277:0.69 279:0.82 281:0.91 282:0.77 284:1.00 285:0.62 289:0.94 290:0.75 292:0.95 300:0.18\n2 6:0.87 8:0.93 12:0.79 17:0.03 20:0.76 21:0.13 27:0.25 28:0.46 30:0.21 34:0.75 36:0.99 37:0.86 43:0.39 55:0.59 66:0.20 69:0.55 70:0.37 78:1.00 81:0.94 91:0.95 98:0.22 100:0.94 104:0.74 108:0.42 111:0.99 120:0.87 123:0.57 124:0.73 126:0.54 127:0.56 129:0.81 133:0.67 135:0.63 140:0.45 146:0.22 147:0.27 149:0.34 150:0.89 151:0.62 152:0.75 153:0.98 154:0.30 159:0.43 161:0.80 162:0.51 163:0.81 164:0.94 167:0.86 169:0.91 172:0.10 173:0.59 177:0.05 179:0.96 181:0.81 186:1.00 189:0.89 191:0.87 202:0.95 212:0.42 215:0.84 216:0.50 220:0.62 235:0.12 238:0.80 241:0.98 242:0.82 243:0.40 245:0.40 247:0.12 248:0.82 256:0.91 259:0.21 260:0.88 261:0.81 265:0.17 266:0.23 267:0.69 268:0.92 271:0.40 276:0.21 283:0.60 285:0.62 297:0.36 300:0.25\n2 6:0.91 8:0.95 12:0.79 17:0.11 20:0.97 21:0.78 27:0.08 28:0.46 34:0.56 36:0.52 37:0.93 78:0.93 91:0.97 100:0.95 111:0.93 120:0.87 135:0.47 140:0.87 151:0.71 152:0.89 153:0.72 161:0.80 162:0.47 164:0.93 167:0.86 169:0.92 175:0.75 178:0.48 181:0.81 186:0.93 189:0.92 191:0.93 202:0.98 216:0.70 220:0.62 235:0.31 238:0.90 241:0.95 244:0.61 248:0.82 256:0.91 257:0.65 259:0.21 260:0.88 261:0.94 267:0.65 268:0.92 271:0.40 277:0.69 283:0.60 285:0.62\n2 6:0.87 7:0.81 8:0.86 12:0.79 17:0.12 20:0.97 21:0.54 27:0.14 28:0.46 32:0.80 34:0.28 36:0.47 37:0.80 78:0.94 81:0.86 91:0.98 100:0.96 104:0.73 111:0.94 120:0.92 126:0.54 135:0.37 140:0.45 145:0.54 150:0.70 151:0.75 152:0.90 153:0.84 161:0.80 162:0.51 164:0.97 167:0.86 169:0.94 175:0.75 181:0.81 186:0.94 189:0.89 191:0.90 195:0.53 202:0.97 215:0.58 216:0.59 220:0.62 230:0.87 233:0.76 235:0.60 238:0.92 241:0.95 244:0.61 248:0.89 256:0.95 257:0.65 259:0.21 260:0.93 261:0.95 267:0.73 268:0.96 271:0.40 277:0.69 283:0.60 285:0.62 297:0.36\n2 6:0.89 7:0.81 8:0.91 12:0.79 17:0.11 20:0.97 21:0.30 25:0.88 27:0.11 28:0.46 32:0.80 34:0.39 36:0.57 37:0.90 43:0.28 66:0.36 69:0.77 78:0.93 81:0.91 91:0.95 98:0.11 100:0.93 104:0.76 108:0.60 111:0.92 120:0.89 123:0.58 126:0.54 127:0.07 129:0.05 135:0.39 140:0.80 145:0.72 146:0.05 147:0.05 149:0.12 150:0.83 151:0.62 152:0.89 153:0.98 154:0.21 159:0.05 161:0.80 162:0.49 164:0.96 167:0.85 169:0.91 172:0.05 173:1.00 177:0.05 178:0.42 181:0.81 186:0.93 189:0.90 191:0.90 195:0.57 202:0.98 215:0.72 216:0.66 220:0.62 230:0.87 233:0.76 235:0.31 238:0.89 241:0.89 243:0.51 248:0.84 256:0.95 260:0.89 261:0.93 265:0.12 267:0.59 268:0.96 271:0.40 283:0.60 285:0.62 297:0.36\n2 6:0.92 7:0.81 8:0.83 12:0.79 17:0.02 20:0.95 21:0.78 27:0.34 28:0.46 34:0.26 36:0.42 37:0.46 78:0.89 91:0.87 100:0.94 111:0.90 120:0.59 135:0.51 140:0.92 145:0.85 151:0.51 152:0.88 153:0.88 161:0.80 162:0.47 164:0.79 167:0.83 169:0.92 175:0.75 178:0.51 181:0.81 186:0.89 189:0.93 191:0.70 202:0.91 216:0.40 220:0.74 230:0.65 233:0.63 235:0.12 238:0.93 241:0.84 244:0.61 248:0.52 256:0.71 257:0.65 259:0.21 260:0.59 261:0.92 267:1.00 268:0.74 271:0.40 277:0.69 285:0.62\n1 6:0.88 8:0.86 12:0.79 17:0.03 20:0.92 21:0.78 27:0.17 28:0.46 34:0.20 36:0.35 37:0.65 78:0.91 91:0.99 100:0.90 111:0.89 120:0.88 135:0.51 140:0.80 151:0.80 152:0.86 153:0.93 161:0.80 162:0.48 164:0.93 167:0.85 169:0.88 175:0.75 178:0.42 181:0.81 186:0.90 189:0.89 191:0.91 202:0.96 216:0.56 220:0.62 238:0.88 241:0.90 244:0.61 248:0.84 256:0.90 257:0.65 259:0.21 260:0.89 261:0.91 267:0.76 268:0.91 271:0.40 277:0.69 283:0.60 285:0.62\n2 6:0.87 7:0.81 8:0.90 12:0.79 17:0.45 20:0.78 21:0.74 27:0.34 28:0.46 30:0.33 32:0.80 34:0.34 36:0.65 37:0.83 43:0.33 55:0.52 66:0.35 69:0.68 70:0.92 78:0.97 81:0.73 91:0.84 98:0.59 100:0.94 104:0.58 108:0.71 111:0.95 120:0.75 123:0.69 124:0.70 126:0.54 127:0.44 129:0.81 133:0.67 135:0.54 140:0.45 145:0.79 146:0.29 147:0.36 149:0.65 150:0.54 151:0.59 152:0.76 153:0.91 154:0.25 159:0.66 161:0.80 162:0.66 164:0.87 167:0.85 169:0.92 172:0.51 173:0.57 177:0.05 179:0.54 181:0.81 186:0.97 189:0.88 191:0.83 195:0.87 202:0.81 212:0.39 215:0.46 216:0.27 220:0.62 230:0.87 233:0.76 235:0.88 238:0.89 241:0.92 242:0.82 243:0.43 245:0.74 247:0.12 248:0.68 256:0.81 259:0.21 260:0.76 261:0.84 265:0.60 266:0.75 267:1.00 268:0.83 271:0.40 276:0.59 285:0.62 297:0.36 300:0.84\n2 6:0.94 8:0.83 12:0.79 17:0.28 20:0.94 21:0.78 27:0.21 28:0.46 30:0.09 34:0.37 36:0.64 37:0.74 43:0.36 55:0.59 66:0.05 69:0.61 70:0.99 78:0.80 91:0.90 98:0.18 100:0.85 108:0.89 111:0.81 120:0.94 123:0.96 124:0.99 127:0.76 129:1.00 133:0.99 135:0.30 140:0.80 146:0.05 147:0.05 149:0.67 151:0.83 152:0.91 153:0.96 154:0.27 159:0.96 161:0.80 162:0.47 164:0.88 167:0.64 169:0.84 172:0.51 173:0.15 177:0.05 178:0.42 179:0.21 181:0.81 186:0.81 187:0.39 189:0.96 191:0.79 202:0.94 212:0.23 216:0.95 235:0.31 238:0.92 241:0.62 242:0.82 243:0.06 245:0.81 247:0.12 248:0.91 256:0.84 259:0.21 260:0.94 261:0.85 265:0.16 266:0.98 267:0.69 268:0.85 271:0.40 276:0.91 283:0.82 285:0.62 300:0.94\n1 12:0.79 17:0.55 21:0.59 27:0.45 28:0.46 30:0.45 32:0.80 34:0.92 36:0.25 37:0.50 43:0.32 55:0.59 66:0.49 69:0.70 70:0.25 81:0.84 91:0.20 98:0.30 108:0.53 123:0.51 124:0.48 126:0.54 127:0.33 129:0.59 133:0.47 135:0.78 145:0.45 146:0.38 147:0.45 149:0.28 150:0.65 154:0.24 159:0.44 161:0.80 163:0.87 167:0.48 172:0.16 173:0.70 177:0.05 178:0.55 179:0.96 181:0.81 187:0.68 195:0.72 212:0.61 215:0.55 216:0.77 235:0.68 241:0.07 242:0.82 243:0.60 245:0.39 247:0.12 259:0.21 265:0.32 266:0.17 267:0.36 271:0.40 276:0.16 297:0.36 300:0.18\n2 1:0.69 6:0.91 8:0.81 9:0.79 11:0.78 12:0.06 17:0.40 18:0.84 20:0.91 27:0.06 28:0.57 29:0.62 30:0.33 31:0.96 34:0.58 36:0.69 37:0.68 39:0.37 41:0.94 43:0.86 45:0.73 64:0.77 66:0.71 69:0.10 70:0.89 71:0.80 74:0.62 78:0.97 79:0.96 81:0.80 83:0.60 85:0.80 86:0.91 91:0.63 96:0.88 98:0.23 100:0.99 101:0.87 104:0.73 108:0.09 111:0.99 114:0.98 120:0.80 122:0.57 123:0.09 124:0.43 126:0.54 127:0.66 129:0.05 131:0.87 133:0.59 135:0.88 137:0.96 139:0.88 140:0.45 144:0.57 146:0.38 147:0.44 149:0.78 150:0.68 151:0.94 152:0.91 153:0.80 154:0.84 155:0.66 157:0.81 159:0.71 161:0.62 162:0.67 164:0.80 165:0.93 166:0.82 167:0.84 169:1.00 172:0.57 173:0.12 176:0.73 177:0.70 179:0.74 181:0.54 182:0.79 186:0.96 187:0.39 189:0.92 191:0.84 192:0.87 196:0.97 201:0.67 202:0.75 208:0.64 212:0.89 215:0.96 216:0.17 220:0.74 222:0.25 227:0.92 229:0.88 231:0.73 232:0.77 235:0.22 238:0.98 241:0.74 242:0.31 243:0.75 245:0.52 246:0.89 247:0.76 248:0.87 253:0.87 255:0.78 256:0.82 259:0.21 260:0.80 261:0.97 265:0.25 266:0.23 267:0.19 268:0.77 271:0.93 276:0.31 284:0.96 285:0.62 287:0.91 290:0.98 297:0.36 300:0.70\n1 1:0.69 6:0.79 7:0.81 8:0.60 9:0.79 11:0.78 12:0.06 17:0.75 18:0.94 20:0.75 21:0.47 27:0.40 28:0.57 29:0.62 30:0.60 31:0.95 32:0.80 34:0.25 36:0.56 37:0.25 39:0.37 41:0.82 43:0.86 44:0.93 45:0.92 60:0.87 64:0.77 66:0.53 69:0.39 70:0.68 71:0.80 74:0.97 77:0.96 78:0.88 79:0.94 81:0.76 83:0.60 85:0.98 86:0.99 91:0.69 96:0.83 98:0.77 99:0.83 100:0.86 101:0.87 104:0.90 108:0.80 111:0.85 114:0.80 120:0.72 121:0.90 122:0.57 123:0.78 124:0.55 126:0.54 127:0.76 129:0.59 131:0.87 133:0.46 135:0.87 137:0.95 139:0.99 140:0.45 144:0.57 145:0.83 146:0.79 147:0.82 149:0.99 150:0.60 151:0.90 152:0.74 153:0.69 154:0.83 155:0.66 157:0.88 158:0.92 159:0.72 161:0.62 162:0.86 164:0.62 165:0.93 166:0.81 167:0.64 169:0.78 172:0.92 173:0.27 176:0.73 177:0.70 179:0.19 181:0.54 182:0.79 186:0.97 187:0.39 189:0.82 192:0.87 195:0.85 196:0.98 201:0.66 202:0.46 204:0.85 208:0.64 212:0.73 215:0.63 216:0.41 219:0.95 222:0.25 227:0.92 229:0.88 230:0.87 231:0.73 232:0.91 233:0.76 235:0.84 238:0.81 241:0.32 242:0.32 243:0.43 245:0.98 246:0.89 247:0.74 248:0.80 253:0.89 255:0.78 256:0.45 259:0.21 260:0.73 261:0.76 265:0.77 266:0.71 267:0.44 268:0.55 271:0.93 276:0.91 279:0.80 281:0.91 282:0.88 283:0.82 284:0.90 285:0.62 287:0.91 290:0.80 292:0.95 297:0.36 299:0.97 300:0.84\n4 1:0.65 6:0.91 7:0.70 8:0.82 9:0.80 11:0.50 12:0.06 17:0.70 20:0.97 21:0.40 27:0.06 28:0.57 29:0.62 30:0.95 31:0.98 32:0.67 34:0.23 36:0.30 37:0.73 39:0.37 41:0.95 43:0.27 45:0.66 66:0.54 69:0.91 71:0.80 74:0.48 77:0.70 78:0.94 79:0.98 81:0.59 83:0.60 91:0.92 96:0.94 98:0.10 99:0.83 100:0.98 101:0.52 104:0.58 108:0.82 111:0.97 114:0.78 120:0.89 123:0.81 126:0.44 127:0.07 129:0.05 131:0.87 135:0.42 137:0.98 140:0.45 144:0.57 145:0.52 146:0.13 147:0.18 149:0.18 150:0.51 151:0.96 152:0.90 153:0.86 154:0.19 155:0.67 157:0.76 159:0.08 161:0.62 162:0.59 164:0.83 165:0.70 166:0.82 167:0.94 169:0.98 172:0.10 173:1.00 175:0.75 176:0.63 177:0.38 179:0.09 181:0.54 182:0.79 186:0.94 189:0.92 191:0.96 192:0.87 195:0.67 201:0.61 202:0.79 204:0.84 208:0.64 215:0.67 216:0.26 222:0.25 227:0.92 229:0.88 230:0.73 231:0.73 232:0.75 233:0.76 235:0.60 238:0.97 241:0.85 243:0.63 244:0.83 246:0.89 248:0.94 253:0.92 255:0.95 256:0.79 257:0.65 259:0.21 260:0.89 261:0.96 265:0.10 267:0.52 268:0.80 271:0.93 277:0.69 282:0.75 284:0.97 285:0.62 287:0.91 290:0.78 297:0.36 300:0.08\n1 1:0.66 6:0.81 7:0.81 8:0.60 11:0.78 12:0.06 17:0.97 18:0.89 20:0.77 21:0.30 22:0.93 27:0.16 28:0.57 29:0.62 30:0.13 32:0.80 34:0.68 36:0.39 37:0.44 39:0.37 43:0.74 44:0.93 45:0.85 47:0.93 60:0.95 64:0.77 66:0.07 69:0.85 70:0.98 71:0.80 74:0.89 77:0.70 78:0.82 81:0.74 83:0.60 85:0.96 86:0.96 91:0.76 98:0.46 100:0.73 101:0.87 104:0.86 106:0.81 108:0.85 111:0.80 114:0.86 117:0.86 121:0.90 123:0.93 124:0.91 126:0.54 127:0.79 129:0.93 131:0.61 133:0.90 135:0.98 139:0.97 144:0.57 145:0.59 146:0.30 147:0.52 149:0.95 150:0.57 152:0.75 154:0.64 155:0.56 157:0.86 158:0.92 159:0.86 161:0.62 165:0.93 166:0.82 167:0.55 169:0.72 172:0.68 173:0.67 176:0.73 177:0.05 178:0.55 179:0.19 181:0.54 182:0.78 186:0.82 187:0.21 189:0.83 192:0.55 195:0.95 201:0.64 204:0.83 206:0.81 208:0.64 212:0.67 215:0.72 216:0.28 219:0.95 222:0.25 227:0.61 229:0.61 230:0.87 231:0.73 232:0.88 233:0.76 235:0.60 238:0.81 241:0.02 242:0.29 243:0.13 245:0.94 246:0.89 247:0.90 253:0.71 257:0.84 259:0.21 261:0.76 262:0.93 265:0.34 266:0.84 267:0.44 271:0.93 276:0.91 277:0.69 279:0.81 281:0.91 282:0.88 283:0.82 287:0.61 290:0.86 292:0.95 297:0.36 299:0.88 300:0.84\n1 1:0.63 6:0.91 7:0.70 8:0.80 9:0.79 11:0.50 12:0.06 17:0.95 18:0.73 20:0.78 21:0.59 27:0.16 28:0.57 29:0.62 30:0.21 31:0.94 32:0.63 34:0.45 36:0.49 37:0.72 39:0.37 41:0.82 43:0.56 44:0.92 45:0.81 64:0.77 66:0.20 69:0.44 70:0.91 71:0.80 74:0.55 76:0.94 77:0.70 78:0.88 79:0.93 81:0.61 83:0.60 86:0.77 91:0.82 96:0.80 98:0.48 99:0.83 100:0.86 101:0.52 104:0.58 108:0.82 111:0.86 114:0.73 120:0.69 122:0.51 123:0.81 124:0.82 126:0.54 127:0.46 129:0.81 131:0.87 133:0.78 135:0.32 137:0.94 139:0.77 140:0.45 144:0.57 145:0.77 146:0.19 147:0.25 149:0.42 150:0.49 151:0.86 152:0.87 153:0.48 154:0.65 155:0.66 157:0.81 159:0.63 161:0.62 162:0.86 163:0.79 164:0.57 165:0.70 166:0.81 167:0.72 169:0.82 172:0.32 173:0.33 176:0.70 177:0.70 179:0.65 181:0.54 182:0.78 186:0.88 187:0.39 189:0.92 192:0.87 195:0.83 196:0.93 201:0.61 202:0.36 204:0.83 208:0.64 212:0.16 215:0.55 216:0.30 222:0.25 227:0.92 229:0.88 230:0.73 231:0.73 232:0.75 233:0.66 235:0.80 238:0.86 241:0.59 242:0.15 243:0.26 244:0.61 245:0.64 246:0.89 247:0.79 248:0.77 253:0.79 254:0.84 255:0.78 256:0.45 259:0.21 260:0.70 261:0.87 265:0.50 266:0.84 267:0.28 268:0.46 271:0.93 276:0.53 282:0.72 284:0.89 285:0.62 287:0.91 290:0.73 297:0.36 300:0.70\n1 1:0.69 7:0.70 11:0.78 12:0.06 17:0.90 18:0.90 21:0.22 22:0.93 27:0.15 28:0.57 29:0.62 30:0.45 32:0.80 34:0.31 36:0.40 37:0.87 39:0.37 43:0.94 44:0.93 45:0.99 47:0.93 48:0.91 60:0.87 64:0.77 66:0.51 69:0.19 70:0.79 71:0.80 74:0.98 77:0.89 81:0.81 83:0.60 85:0.95 86:0.96 91:0.51 98:0.77 99:0.83 101:0.87 104:0.58 108:0.87 114:0.90 122:0.51 123:0.87 124:0.64 126:0.54 127:0.93 129:0.59 131:0.61 133:0.66 135:0.26 139:0.97 144:0.57 145:0.45 146:0.92 147:0.94 149:0.99 150:0.71 154:0.94 155:0.57 157:0.88 158:0.92 159:0.84 161:0.62 165:0.93 166:0.82 167:0.55 172:0.98 173:0.11 176:0.73 177:0.70 178:0.55 179:0.11 181:0.54 182:0.78 187:0.21 191:0.78 192:0.56 195:0.94 201:0.68 204:0.83 208:0.64 212:0.91 215:0.79 216:0.13 219:0.95 222:0.25 227:0.61 229:0.61 230:0.73 231:0.73 232:0.75 233:0.76 235:0.68 241:0.02 242:0.28 243:0.43 245:0.99 246:0.89 247:0.86 253:0.76 259:0.21 262:0.93 265:0.77 266:0.54 267:0.52 271:0.93 276:0.98 279:0.80 281:0.86 282:0.88 283:0.82 287:0.61 290:0.90 292:0.95 297:0.36 299:0.88 300:0.70\n2 1:0.69 12:0.06 17:0.16 18:0.67 20:0.74 25:0.88 27:0.61 28:0.57 29:0.62 34:0.96 36:0.63 37:0.78 39:0.37 43:0.19 64:0.77 66:0.36 69:0.35 71:0.80 78:0.85 81:0.80 83:0.60 86:0.66 87:0.98 91:0.85 98:0.13 100:0.73 104:0.54 108:0.27 111:0.82 114:0.98 123:0.26 126:0.54 127:0.08 129:0.05 131:0.61 135:0.42 139:0.64 144:0.57 146:0.05 147:0.05 149:0.07 150:0.68 152:0.74 154:0.12 155:0.54 157:0.61 159:0.05 161:0.62 165:0.93 166:0.82 167:0.66 169:0.72 172:0.05 173:0.72 175:0.91 176:0.73 177:0.05 178:0.55 181:0.54 182:0.78 186:0.85 187:0.21 192:0.50 201:0.67 208:0.64 215:0.96 216:0.24 222:0.25 227:0.61 229:0.61 231:0.73 232:0.76 235:0.22 241:0.41 243:0.51 244:0.93 246:0.89 253:0.69 257:0.84 259:0.21 261:0.74 265:0.13 267:0.44 271:0.93 277:0.87 287:0.61 290:0.98 297:0.36\n2 1:0.69 6:0.91 8:0.83 11:0.78 12:0.06 17:0.64 18:0.84 20:0.79 27:0.06 28:0.57 29:0.62 30:0.33 34:0.62 36:0.70 37:0.68 39:0.37 43:0.86 45:0.73 64:0.77 66:0.71 69:0.10 70:0.89 71:0.80 74:0.62 78:0.97 81:0.80 83:0.60 85:0.80 86:0.91 91:0.53 98:0.23 100:0.99 101:0.87 104:0.73 108:0.09 111:0.99 114:0.98 122:0.57 123:0.09 124:0.43 126:0.54 127:0.66 129:0.05 131:0.61 133:0.59 135:0.88 139:0.88 144:0.57 146:0.38 147:0.44 149:0.78 150:0.68 152:0.92 154:0.84 155:0.54 157:0.81 159:0.71 161:0.62 165:0.93 166:0.82 167:0.72 169:1.00 172:0.57 173:0.12 176:0.73 177:0.70 178:0.55 179:0.74 181:0.54 182:0.78 186:0.98 187:0.39 189:0.93 192:0.50 201:0.67 208:0.64 212:0.89 215:0.96 216:0.17 222:0.25 227:0.61 229:0.61 231:0.73 232:0.77 235:0.22 238:0.97 241:0.57 242:0.31 243:0.75 245:0.52 246:0.89 247:0.76 253:0.71 259:0.21 261:0.97 265:0.25 266:0.23 267:0.36 271:0.93 276:0.31 287:0.61 290:0.98 297:0.36 300:0.70\n3 1:0.69 6:0.86 8:0.68 9:0.79 11:0.78 12:0.06 17:0.96 18:0.82 20:0.91 27:0.16 28:0.57 29:0.62 30:0.41 31:0.96 34:0.26 36:0.43 37:0.24 39:0.37 41:0.88 43:0.86 45:0.73 64:0.77 66:0.54 69:0.41 70:0.77 71:0.80 74:0.61 78:0.88 79:0.95 81:0.80 83:0.60 85:0.80 86:0.87 91:0.94 96:0.86 98:0.63 100:0.88 101:0.87 104:0.58 108:0.32 111:0.87 114:0.98 120:0.77 122:0.57 123:0.31 124:0.50 126:0.54 127:0.66 129:0.05 131:0.87 133:0.43 135:0.28 137:0.96 139:0.84 140:0.45 144:0.57 146:0.44 147:0.50 149:0.82 150:0.68 151:0.93 152:0.85 153:0.77 154:0.83 155:0.66 157:0.82 159:0.27 161:0.62 162:0.86 164:0.70 165:0.93 166:0.82 167:0.94 169:0.86 172:0.48 173:0.62 176:0.73 177:0.70 179:0.76 181:0.54 182:0.79 186:0.88 189:0.87 191:0.79 192:0.87 196:0.95 201:0.67 202:0.55 208:0.64 212:0.84 215:0.96 216:0.02 222:0.25 227:0.92 229:0.88 231:0.73 232:0.75 235:0.22 238:0.86 241:0.86 242:0.19 243:0.63 245:0.66 246:0.89 247:0.74 248:0.84 253:0.85 255:0.79 256:0.58 259:0.21 260:0.77 261:0.87 265:0.64 266:0.27 267:0.84 268:0.64 271:0.93 276:0.39 284:0.93 285:0.62 287:0.91 290:0.98 297:0.36 300:0.55\n2 1:0.69 8:0.70 9:0.76 11:0.78 12:0.06 17:0.49 18:0.84 27:0.06 28:0.57 29:0.62 30:0.33 31:0.94 34:0.58 36:0.69 37:0.68 39:0.37 41:0.82 43:0.86 45:0.73 64:0.77 66:0.71 69:0.10 70:0.89 71:0.80 74:0.62 79:0.94 81:0.80 83:0.60 85:0.80 86:0.91 91:0.56 96:0.82 98:0.23 101:0.87 104:0.73 108:0.09 114:0.98 120:0.72 122:0.57 123:0.09 124:0.43 126:0.54 127:0.66 129:0.05 131:0.87 133:0.59 135:0.87 137:0.94 139:0.88 140:0.45 144:0.57 146:0.38 147:0.44 149:0.78 150:0.68 151:0.90 153:0.69 154:0.84 155:0.66 157:0.81 159:0.71 161:0.62 162:0.49 164:0.65 165:0.93 166:0.82 167:0.85 172:0.57 173:0.12 176:0.73 177:0.70 179:0.74 181:0.54 182:0.78 187:0.39 191:0.87 192:0.87 196:0.95 201:0.67 202:0.71 208:0.64 212:0.89 215:0.96 216:0.17 222:0.25 227:0.91 229:0.87 231:0.73 232:0.77 235:0.22 241:0.75 242:0.31 243:0.75 245:0.52 246:0.89 247:0.76 248:0.80 253:0.83 255:0.78 256:0.75 259:0.21 260:0.73 265:0.25 266:0.23 267:0.23 268:0.58 271:0.93 276:0.31 284:0.90 285:0.62 287:0.91 290:0.98 297:0.36 300:0.70\n2 1:0.69 7:0.81 8:0.85 9:0.75 11:0.50 12:0.06 17:0.90 18:0.73 21:0.30 27:0.16 28:0.57 29:0.62 30:0.30 32:0.80 34:0.67 36:0.55 37:0.72 39:0.37 43:0.60 44:0.92 45:0.77 64:0.77 66:0.84 69:0.43 70:0.48 71:0.80 74:0.69 76:0.94 77:0.98 78:0.85 81:0.81 83:0.60 86:0.75 91:0.84 96:0.86 98:0.75 99:0.95 101:0.52 104:0.58 108:0.33 111:0.83 114:0.82 120:0.78 121:0.90 122:0.51 123:0.32 126:0.54 127:0.25 129:0.05 131:0.87 135:0.37 139:0.85 140:0.45 144:0.57 145:0.79 146:0.44 147:0.50 149:0.46 150:0.73 151:0.81 153:0.77 154:0.66 155:0.65 157:0.81 159:0.16 161:0.62 162:0.61 164:0.73 165:0.93 166:0.81 167:0.86 169:0.84 172:0.54 173:0.72 176:0.70 177:0.70 179:0.61 181:0.54 182:0.79 187:0.39 190:0.89 192:0.86 195:0.54 201:0.68 202:0.67 204:0.85 208:0.64 212:0.92 215:0.67 216:0.30 220:0.62 222:0.25 227:0.92 229:0.88 230:0.87 231:0.73 232:0.75 233:0.76 235:0.84 241:0.76 242:0.24 243:0.85 244:0.61 246:0.89 247:0.74 248:0.85 253:0.86 254:0.80 255:0.73 256:0.68 259:0.21 260:0.78 265:0.76 266:0.17 267:0.52 268:0.68 271:0.93 276:0.44 281:0.91 282:0.88 285:0.56 287:0.91 290:0.82 297:0.36 299:0.88 300:0.33\n2 1:0.69 9:0.79 12:0.06 17:0.64 27:0.16 28:0.57 29:0.62 31:0.94 34:0.67 36:0.67 37:0.31 39:0.37 41:0.82 60:0.87 64:0.77 71:0.80 74:0.46 79:0.93 81:0.80 83:0.60 91:0.62 96:0.80 104:0.73 114:0.98 120:0.69 126:0.54 131:0.87 135:0.32 137:0.94 139:0.74 140:0.45 144:0.57 150:0.68 151:0.86 153:0.48 155:0.66 157:0.61 158:0.86 161:0.62 162:0.50 164:0.57 165:0.93 166:0.82 167:0.75 175:0.97 176:0.73 181:0.54 182:0.78 187:0.68 192:0.87 196:0.92 201:0.67 202:0.62 208:0.64 215:0.96 216:0.30 219:0.95 222:0.25 227:0.92 229:0.88 231:0.73 232:0.77 235:0.22 241:0.65 244:0.97 246:0.89 248:0.77 253:0.81 255:0.78 256:0.45 257:0.93 259:0.21 260:0.70 267:0.23 268:0.46 271:0.93 277:0.95 279:0.80 283:0.67 284:0.89 285:0.62 287:0.91 290:0.98 292:0.88 297:0.36\n1 1:0.69 6:0.91 7:0.70 8:0.77 9:0.76 11:0.50 12:0.06 17:0.88 18:0.73 20:0.82 21:0.54 27:0.16 28:0.57 29:0.62 30:0.30 31:0.90 32:0.71 34:0.55 36:0.49 37:0.72 39:0.37 43:0.60 44:0.92 45:0.77 64:0.77 66:0.84 69:0.45 70:0.48 71:0.80 74:0.65 76:0.94 77:0.96 78:0.87 79:0.89 81:0.76 83:0.60 86:0.75 91:0.92 96:0.80 97:0.89 98:0.84 99:0.99 100:0.84 101:0.52 104:0.58 108:0.35 111:0.85 114:0.76 120:0.68 122:0.51 123:0.34 126:0.54 127:0.34 129:0.05 131:0.87 135:0.26 137:0.90 139:0.78 140:0.80 144:0.57 145:0.87 146:0.44 147:0.50 149:0.46 150:0.70 151:0.59 152:0.87 153:0.72 154:0.66 155:0.66 157:0.81 158:0.76 159:0.16 161:0.62 162:0.70 164:0.76 165:0.70 166:0.81 167:0.94 169:0.82 172:0.54 173:0.79 176:0.70 177:0.70 179:0.70 181:0.54 182:0.79 186:0.87 189:0.88 190:0.89 191:0.93 192:0.87 195:0.55 196:0.91 201:0.68 202:0.68 204:0.82 208:0.64 212:0.92 215:0.58 216:0.30 220:0.62 222:0.25 227:0.92 229:0.88 230:0.73 231:0.73 232:0.75 233:0.76 235:0.98 238:0.84 241:0.87 242:0.24 243:0.85 244:0.61 246:0.89 247:0.74 248:0.61 253:0.80 254:0.80 255:0.78 256:0.68 259:0.21 260:0.69 261:0.87 265:0.84 266:0.17 267:0.44 268:0.70 271:0.93 276:0.44 279:0.77 282:0.79 283:0.67 284:0.93 285:0.62 287:0.91 290:0.76 297:0.36 300:0.33\n1 1:0.65 6:0.86 7:0.70 8:0.94 9:0.76 12:0.06 17:0.49 20:0.79 21:0.40 27:0.06 28:0.57 29:0.62 34:0.22 36:0.41 37:0.81 39:0.37 71:0.80 74:0.44 78:0.82 81:0.59 83:0.60 91:0.96 96:0.96 97:0.99 99:0.83 100:0.79 104:0.58 111:0.80 114:0.78 120:0.91 126:0.44 131:0.87 135:0.18 140:0.45 144:0.57 150:0.51 151:0.99 152:0.77 153:0.97 155:0.58 157:0.61 158:0.77 161:0.62 162:0.57 164:0.88 165:0.70 166:0.82 167:0.96 169:0.77 175:0.97 176:0.63 181:0.54 182:0.79 186:0.83 189:0.87 190:0.89 191:0.97 192:0.58 201:0.61 202:0.88 204:0.85 208:0.54 215:0.67 216:0.17 222:0.25 227:0.92 229:0.88 230:0.73 231:0.73 232:0.75 233:0.66 235:0.60 238:0.82 241:0.93 244:0.97 246:0.89 248:0.95 253:0.94 255:0.74 256:0.86 257:0.93 259:0.21 260:0.91 261:0.78 267:0.76 268:0.87 271:0.93 277:0.95 279:0.82 283:0.82 285:0.56 287:0.91 290:0.78 297:0.36\n2 1:0.69 6:0.91 8:0.81 9:0.80 11:0.78 12:0.06 17:0.47 18:0.84 20:0.84 27:0.06 28:0.57 29:0.62 30:0.33 31:0.98 34:0.44 36:0.68 37:0.68 39:0.37 41:0.92 43:0.86 45:0.73 64:0.77 66:0.71 69:0.10 70:0.89 71:0.80 74:0.62 78:0.97 79:0.97 81:0.80 83:0.60 85:0.80 86:0.91 91:0.80 96:0.91 98:0.23 100:0.99 101:0.87 104:0.73 108:0.09 111:0.99 114:0.98 120:0.84 122:0.57 123:0.09 124:0.43 126:0.54 127:0.66 129:0.05 131:0.87 133:0.59 135:0.86 137:0.98 139:0.88 140:0.45 144:0.57 146:0.38 147:0.44 149:0.78 150:0.68 151:0.98 152:0.91 153:0.92 154:0.84 155:0.66 157:0.81 159:0.71 161:0.62 162:0.61 164:0.79 165:0.93 166:0.82 167:0.88 169:1.00 172:0.57 173:0.12 176:0.73 177:0.70 179:0.74 181:0.54 182:0.79 186:0.97 187:0.21 189:0.92 191:0.91 192:0.87 196:0.98 201:0.67 202:0.75 208:0.64 212:0.89 215:0.96 216:0.17 222:0.25 227:0.92 229:0.88 231:0.73 232:0.77 235:0.22 238:0.98 241:0.76 242:0.31 243:0.75 245:0.52 246:0.89 247:0.76 248:0.90 253:0.90 255:0.94 256:0.77 259:0.21 260:0.85 261:0.97 265:0.25 266:0.23 267:0.19 268:0.76 271:0.93 276:0.31 284:0.97 285:0.62 287:0.91 290:0.98 297:0.36 300:0.70\n1 1:0.69 6:0.94 7:0.70 8:0.75 9:0.79 11:0.78 12:0.06 17:0.96 18:0.86 20:0.75 27:0.72 28:0.57 29:0.62 30:0.11 31:0.96 32:0.71 34:0.17 36:0.33 37:0.45 39:0.37 41:0.88 43:0.96 44:0.92 45:0.81 48:0.91 60:0.95 64:0.77 66:0.93 69:0.08 70:0.92 71:0.80 74:0.80 76:0.85 77:0.89 78:0.89 79:0.95 81:0.80 83:0.60 85:0.80 86:0.92 91:0.86 96:0.86 98:1.00 100:0.93 101:0.87 104:0.54 108:0.07 111:0.87 114:0.98 120:0.78 122:0.82 123:0.07 126:0.54 127:0.97 129:0.05 131:0.87 135:0.30 137:0.96 139:0.94 140:0.45 144:0.57 145:0.92 146:0.89 147:0.91 149:0.77 150:0.68 151:0.90 152:0.74 153:0.69 154:0.96 155:0.66 157:0.83 158:0.92 159:0.48 161:0.62 162:0.86 164:0.66 165:0.93 166:0.82 167:0.91 169:0.81 172:0.81 173:0.20 176:0.73 177:0.70 179:0.52 181:0.54 182:0.79 186:0.98 189:0.95 191:0.73 192:0.87 195:0.67 196:0.98 201:0.67 202:0.50 204:0.82 208:0.64 212:0.68 215:0.96 216:0.05 219:0.95 222:0.25 227:0.92 229:0.88 230:0.73 231:0.73 232:0.71 233:0.76 235:0.22 238:0.84 241:0.79 242:0.16 243:0.93 246:0.89 247:0.84 248:0.85 253:0.90 255:0.94 256:0.58 259:0.21 260:0.78 261:0.76 265:1.00 266:0.54 267:0.44 268:0.59 271:0.93 276:0.70 279:0.82 281:0.91 282:0.80 283:0.82 284:0.92 285:0.62 287:0.91 290:0.98 292:0.95 297:0.36 300:0.70\n1 8:0.98 9:0.80 12:0.69 17:0.24 21:0.78 27:0.64 28:0.66 34:0.68 36:0.30 37:0.72 39:0.85 41:0.94 83:0.79 91:0.88 96:0.89 104:0.78 120:0.83 131:0.97 135:0.78 140:0.45 144:0.57 151:0.91 153:0.90 155:0.67 157:0.61 161:0.90 162:0.72 164:0.84 166:0.61 167:0.84 175:0.91 181:0.55 182:0.94 192:0.59 202:0.77 208:0.64 216:0.32 220:0.62 222:0.84 227:0.96 229:0.97 231:0.91 232:0.84 241:0.85 244:0.83 246:0.61 248:0.88 253:0.84 255:0.79 256:0.79 257:0.84 259:0.21 260:0.84 267:0.44 268:0.81 271:0.51 277:0.87 285:0.62 287:0.95\n1 1:0.74 6:0.86 8:0.88 9:0.80 11:0.42 12:0.69 17:0.43 20:0.84 21:0.05 27:0.64 28:0.66 30:0.68 34:0.44 36:0.58 37:0.72 39:0.85 41:0.82 43:0.37 55:0.52 66:0.54 69:0.15 70:0.31 74:0.49 78:0.88 81:0.91 83:0.80 91:0.48 96:0.79 98:0.62 100:0.83 104:0.78 108:0.12 111:0.86 114:0.95 120:0.77 123:0.12 124:0.48 126:0.54 127:0.69 129:0.59 131:0.96 133:0.47 135:0.49 140:0.45 144:0.57 146:0.51 147:0.57 149:0.27 150:0.95 151:0.81 152:0.84 153:0.48 154:0.75 155:0.67 157:0.61 159:0.35 161:0.90 162:0.86 164:0.68 165:0.90 166:0.94 167:0.53 169:0.80 172:0.32 173:0.33 176:0.73 177:0.38 179:0.90 181:0.55 182:0.94 186:0.88 187:0.21 190:0.77 192:0.59 201:0.74 202:0.53 208:0.64 212:0.61 215:0.91 216:0.32 220:0.62 222:0.84 227:0.95 229:0.97 231:0.91 232:0.84 235:0.12 241:0.30 242:0.63 243:0.63 245:0.50 246:0.93 247:0.39 248:0.73 253:0.80 254:0.86 255:0.79 256:0.58 259:0.21 260:0.77 261:0.86 265:0.63 266:0.27 267:0.52 268:0.62 271:0.51 276:0.28 283:0.71 285:0.62 287:0.95 290:0.95 297:0.36 300:0.25\n2 1:0.74 6:0.88 7:0.81 8:0.74 9:0.80 11:0.64 12:0.69 17:0.75 20:0.98 21:0.30 27:0.15 28:0.66 30:0.21 32:0.80 34:0.17 36:0.39 37:0.63 39:0.85 41:0.92 43:0.89 55:0.71 60:0.87 66:0.20 69:0.17 70:0.92 74:0.87 77:0.89 78:0.96 81:0.83 83:0.81 85:0.96 91:0.72 96:0.79 98:0.56 100:0.95 101:0.79 104:0.58 108:0.14 111:0.95 114:0.86 120:0.84 121:0.97 123:0.95 124:0.80 126:0.54 127:1.00 129:0.81 131:0.97 133:0.76 135:0.49 140:0.80 144:0.57 145:0.52 146:0.93 147:0.94 149:0.94 150:0.89 151:0.70 152:0.90 153:0.78 154:0.88 155:0.67 157:0.96 158:0.92 159:0.91 161:0.90 162:0.72 164:0.80 165:0.84 166:0.94 167:0.81 169:0.93 172:0.89 173:0.08 176:0.73 177:0.38 179:0.16 181:0.55 182:0.94 186:0.96 189:0.89 190:0.77 191:0.75 192:0.59 195:0.97 201:0.74 202:0.73 204:0.89 208:0.64 212:0.70 215:0.72 216:0.09 220:0.62 222:0.84 227:0.96 229:0.97 230:0.87 231:0.91 233:0.76 235:0.52 238:0.90 241:0.79 242:0.76 243:0.44 245:0.98 246:0.93 247:0.47 248:0.74 253:0.84 255:0.79 256:0.75 259:0.21 260:0.84 261:0.94 265:0.54 266:0.89 267:0.82 268:0.76 271:0.51 276:0.95 279:0.86 282:0.88 283:0.82 285:0.62 287:0.95 290:0.86 297:0.36 299:0.88 300:0.94\n1 6:0.96 7:0.81 8:0.75 9:0.80 12:0.69 17:0.02 20:0.89 21:0.30 27:0.16 28:0.66 30:0.21 34:0.76 36:0.93 37:0.84 39:0.85 43:0.26 55:0.84 66:0.36 69:0.12 70:0.67 74:0.67 78:0.90 81:0.41 91:0.51 96:0.77 98:0.63 100:0.87 108:0.74 111:0.88 114:0.55 120:0.71 121:0.90 123:0.73 124:0.68 126:0.32 127:0.85 129:0.05 131:0.96 133:0.62 135:0.83 140:0.80 144:0.57 146:0.25 147:0.31 149:0.28 150:0.35 151:0.77 152:0.95 153:0.48 154:0.75 155:0.67 157:0.61 158:0.82 159:0.51 161:0.90 162:0.62 164:0.76 166:0.74 167:0.60 169:0.97 172:0.27 173:0.21 176:0.53 177:0.38 178:0.42 179:0.89 181:0.55 182:0.61 186:0.90 187:0.68 189:0.91 191:0.82 192:0.59 202:0.70 204:0.89 208:0.64 212:0.16 216:0.54 220:0.62 222:0.84 227:0.95 229:0.61 230:0.87 231:0.91 233:0.76 235:0.31 238:0.86 241:0.53 242:0.72 243:0.39 245:0.50 246:0.61 247:0.39 248:0.71 253:0.72 254:0.92 255:0.79 256:0.71 259:0.21 260:0.70 261:0.97 265:0.63 266:0.54 267:0.19 268:0.71 271:0.51 276:0.36 277:0.69 285:0.62 287:0.61 290:0.55 300:0.43\n2 1:0.74 6:0.87 7:0.76 8:0.83 9:0.80 11:0.64 12:0.69 17:0.20 20:0.97 21:0.13 27:0.38 28:0.66 30:0.21 32:0.80 34:0.21 36:0.63 37:0.88 39:0.85 41:0.98 43:0.97 55:0.71 60:0.97 66:0.61 69:0.10 70:0.64 74:0.77 76:0.85 77:0.70 78:0.92 81:0.86 83:0.85 85:0.80 91:0.86 96:0.94 98:0.56 100:0.94 101:0.74 104:0.76 108:0.09 111:0.92 114:0.92 120:0.95 123:0.09 124:0.47 126:0.54 127:0.94 129:0.59 131:0.97 133:0.47 135:0.20 140:0.45 144:0.57 145:0.44 146:0.68 147:0.73 149:0.70 150:0.92 151:0.84 152:0.90 153:0.77 154:0.97 155:0.67 157:0.86 158:0.87 159:0.63 161:0.90 162:0.60 163:0.75 164:0.95 165:0.88 166:0.94 167:0.86 169:0.92 172:0.48 173:0.15 176:0.73 177:0.38 179:0.81 181:0.55 182:0.94 186:0.92 189:0.89 190:0.77 191:0.83 192:0.59 195:0.78 201:0.74 202:0.93 208:0.64 212:0.36 215:0.84 216:0.14 220:0.74 222:0.84 227:0.96 229:0.97 230:0.79 231:0.91 233:0.76 235:0.22 238:0.90 241:0.91 242:0.61 243:0.68 245:0.62 246:0.93 247:0.39 248:0.94 253:0.95 255:0.79 256:0.94 259:0.21 260:0.95 261:0.92 265:0.57 266:0.47 267:0.76 268:0.94 271:0.51 276:0.33 279:0.86 282:0.88 283:0.71 285:0.62 287:0.95 290:0.92 297:0.36 299:0.88 300:0.43\n0 11:0.64 12:0.69 17:0.26 21:0.54 27:0.45 28:0.66 30:0.11 34:0.75 36:0.17 37:0.50 39:0.85 43:0.78 55:0.84 66:0.20 69:0.69 70:0.95 74:0.41 81:0.47 85:0.72 91:0.23 98:0.29 101:0.71 108:0.53 123:0.51 124:0.85 126:0.32 127:0.43 129:0.05 131:0.61 133:0.82 135:0.88 144:0.57 145:0.38 146:0.47 147:0.53 149:0.58 150:0.37 154:0.70 157:0.79 159:0.65 161:0.90 163:0.88 166:0.88 167:0.56 172:0.21 173:0.59 177:0.38 178:0.55 179:0.78 181:0.55 182:0.73 187:0.68 212:0.28 215:0.58 216:0.77 222:0.84 227:0.61 229:0.61 231:0.85 235:0.60 241:0.43 242:0.75 243:0.40 245:0.49 246:0.61 247:0.39 253:0.36 259:0.21 265:0.31 266:0.63 267:0.36 271:0.51 276:0.41 283:0.71 287:0.61 297:0.36 300:0.70\n2 1:0.74 7:0.76 9:0.80 11:0.64 12:0.69 17:0.85 21:0.13 27:0.72 28:0.66 30:0.17 32:0.80 34:0.45 36:0.53 39:0.85 41:0.82 43:0.92 55:0.71 60:0.87 66:0.25 69:0.10 70:0.90 74:0.88 77:0.89 81:0.86 83:0.83 85:0.94 91:0.73 96:0.73 98:0.75 101:0.82 104:0.75 108:0.09 114:0.92 120:0.72 123:0.73 124:0.68 126:0.54 127:0.95 129:0.81 131:0.96 133:0.67 135:0.32 140:0.80 144:0.57 145:0.69 146:0.66 147:0.71 149:0.93 150:0.92 151:0.63 153:0.71 154:0.92 155:0.67 157:0.96 158:0.87 159:0.69 161:0.90 162:0.72 164:0.71 165:0.88 166:0.94 167:0.82 172:0.79 173:0.13 176:0.73 177:0.38 179:0.33 181:0.55 182:0.94 190:0.77 192:0.59 195:0.82 201:0.74 202:0.62 208:0.64 212:0.76 215:0.84 216:0.05 220:0.62 222:0.84 227:0.95 229:0.97 230:0.79 231:0.91 233:0.76 235:0.22 241:0.80 242:0.59 243:0.57 245:0.91 246:0.93 247:0.60 248:0.60 253:0.80 255:0.79 256:0.64 259:0.21 260:0.72 265:0.49 266:0.80 267:0.79 268:0.65 271:0.51 276:0.82 279:0.86 282:0.88 283:0.71 285:0.62 287:0.95 290:0.92 297:0.36 299:0.88 300:0.84\n1 1:0.74 7:0.81 9:0.80 11:0.64 12:0.69 17:0.99 27:0.68 28:0.66 30:0.31 32:0.80 34:0.61 36:0.90 37:0.63 39:0.85 41:0.88 43:0.98 55:0.52 60:0.87 66:0.98 69:0.05 70:0.71 74:0.98 77:0.70 81:0.95 83:0.86 85:0.96 91:0.70 96:0.86 98:0.99 101:0.86 104:0.57 106:0.81 108:0.05 114:0.98 117:0.86 120:0.78 121:0.90 122:0.43 123:0.05 126:0.54 127:0.92 129:0.05 131:0.96 135:0.84 140:0.45 144:0.57 145:0.47 146:0.89 147:0.91 149:0.96 150:0.98 151:0.90 153:0.69 154:0.98 155:0.67 157:0.97 158:0.92 159:0.49 161:0.90 162:0.86 164:0.66 165:0.92 166:0.94 167:0.49 172:0.94 173:0.16 176:0.73 177:0.38 179:0.24 181:0.55 182:0.94 187:0.21 191:0.76 192:0.59 195:0.64 201:0.74 202:0.50 204:0.89 206:0.81 208:0.64 212:0.92 215:0.96 216:0.10 222:0.84 227:0.95 229:0.97 230:0.87 231:0.91 232:0.86 233:0.76 235:0.05 241:0.10 242:0.41 243:0.98 246:0.93 247:0.60 248:0.85 253:0.92 255:0.79 256:0.58 259:0.21 260:0.78 265:0.99 266:0.27 267:0.97 268:0.59 271:0.51 276:0.89 279:0.86 282:0.88 283:0.82 285:0.62 287:0.95 290:0.98 297:0.36 299:0.88 300:0.55\n1 1:0.74 6:0.95 7:0.76 8:0.84 9:0.80 11:0.64 12:0.69 17:0.94 20:0.88 21:0.13 27:0.63 28:0.66 30:0.15 32:0.80 34:0.50 36:0.66 37:0.80 39:0.85 41:0.82 43:0.93 55:0.45 66:0.95 69:0.10 70:0.88 74:0.86 77:0.89 78:0.88 81:0.86 83:0.78 85:0.91 91:0.65 96:0.74 98:0.99 100:0.84 101:0.82 104:0.58 108:0.09 111:0.86 114:0.92 120:0.62 123:0.09 126:0.54 127:0.92 129:0.05 131:0.96 135:0.30 140:0.45 144:0.57 145:0.69 146:0.92 147:0.94 149:0.93 150:0.92 151:0.69 152:0.83 153:0.48 154:0.92 155:0.67 157:0.95 159:0.54 161:0.90 162:0.86 164:0.57 165:0.88 166:0.94 167:0.81 169:0.82 172:0.87 173:0.19 176:0.73 177:0.38 179:0.40 181:0.55 182:0.94 186:0.88 187:0.21 189:0.95 192:0.59 195:0.71 201:0.74 202:0.36 208:0.64 212:0.73 215:0.84 216:0.02 220:0.74 222:0.84 227:0.95 229:0.97 230:0.79 231:0.91 233:0.76 235:0.22 238:0.83 241:0.78 242:0.61 243:0.95 246:0.93 247:0.60 248:0.65 253:0.81 255:0.79 256:0.45 259:0.21 260:0.63 261:0.86 265:0.99 266:0.63 267:0.17 268:0.46 271:0.51 276:0.78 282:0.88 283:0.71 285:0.62 287:0.95 290:0.92 297:0.36 299:0.88 300:0.70\n1 1:0.74 7:0.81 8:0.60 11:0.64 12:0.69 17:0.84 21:0.22 27:0.72 28:0.66 30:0.14 32:0.80 34:0.45 36:0.96 39:0.85 43:0.94 55:0.52 66:0.53 69:0.25 70:0.86 74:0.85 77:0.70 81:0.82 83:0.76 85:0.85 91:0.66 98:0.71 101:0.75 104:0.79 108:0.20 114:0.90 121:0.90 123:0.19 124:0.72 126:0.54 127:0.98 129:0.59 131:0.61 133:0.76 135:0.72 144:0.57 145:0.69 146:0.89 147:0.91 149:0.86 150:0.88 154:0.94 155:0.67 157:0.89 159:0.76 161:0.90 165:0.86 166:0.94 167:0.76 172:0.83 173:0.17 176:0.73 177:0.38 178:0.55 179:0.34 181:0.55 182:0.94 187:0.21 192:0.59 195:0.88 201:0.74 204:0.89 208:0.64 212:0.60 215:0.79 216:0.08 222:0.84 227:0.61 229:0.61 230:0.87 231:0.91 233:0.76 235:0.31 241:0.75 242:0.74 243:0.62 245:0.87 246:0.93 247:0.60 253:0.75 259:0.21 265:0.71 266:0.89 267:0.84 271:0.51 276:0.83 282:0.88 287:0.61 290:0.90 297:0.36 299:0.88 300:0.70\n1 1:0.74 9:0.80 11:0.64 12:0.69 17:0.45 21:0.13 27:0.38 28:0.66 30:0.74 34:0.39 36:0.83 37:0.88 39:0.85 41:0.88 43:0.97 55:0.84 66:0.35 69:0.10 70:0.55 74:0.60 81:0.86 83:0.78 85:0.80 91:0.54 96:0.78 98:0.59 101:0.74 104:0.76 108:0.83 114:0.92 120:0.66 123:0.82 124:0.67 126:0.54 127:0.81 129:0.59 131:0.96 133:0.64 135:0.58 140:0.45 144:0.57 146:0.50 147:0.57 149:0.69 150:0.92 151:0.69 153:0.48 154:0.97 155:0.67 157:0.86 159:0.66 161:0.90 162:0.86 163:0.94 164:0.67 165:0.88 166:0.94 167:0.62 172:0.45 173:0.14 176:0.73 177:0.38 179:0.70 181:0.55 182:0.94 187:0.39 192:0.59 201:0.74 202:0.50 208:0.64 212:0.30 215:0.84 216:0.14 220:0.74 222:0.84 227:0.95 229:0.97 231:0.91 235:0.22 241:0.58 242:0.59 243:0.48 245:0.67 246:0.93 247:0.39 248:0.71 253:0.79 255:0.79 256:0.58 259:0.21 260:0.67 265:0.60 266:0.71 267:0.76 268:0.59 271:0.51 276:0.52 285:0.62 287:0.95 290:0.92 297:0.36 300:0.55\n0 1:0.74 6:0.82 7:0.76 8:0.61 9:0.80 11:0.64 12:0.69 17:0.32 20:0.90 21:0.05 27:0.50 28:0.66 30:0.54 32:0.80 34:0.52 36:0.95 37:0.42 39:0.85 41:0.88 43:0.97 60:0.95 66:0.83 69:0.60 70:0.51 74:0.93 76:0.94 77:0.98 78:0.92 81:0.85 83:0.88 85:0.93 91:0.65 96:0.83 98:0.89 100:0.83 101:0.85 104:0.82 108:0.46 111:0.89 114:0.95 120:0.79 122:0.57 123:0.44 124:0.37 126:0.54 127:0.58 129:0.05 131:0.97 133:0.39 135:0.49 140:0.45 144:0.57 145:0.56 146:0.74 147:0.05 149:0.91 150:0.91 151:0.83 152:0.93 153:0.48 154:0.97 155:0.67 157:0.96 158:0.87 159:0.33 161:0.90 162:0.77 164:0.75 165:0.88 166:0.94 167:0.54 169:0.81 172:0.71 173:0.74 176:0.73 177:0.05 179:0.56 181:0.55 182:0.94 186:0.92 187:0.21 189:0.82 190:0.77 192:0.59 195:0.71 201:0.74 202:0.65 208:0.64 212:0.80 215:0.91 216:0.92 220:0.74 222:0.84 227:0.95 229:0.97 230:0.79 231:0.91 233:0.76 235:0.52 238:0.82 241:0.37 242:0.37 243:0.10 245:0.57 246:0.93 247:0.55 248:0.81 253:0.89 255:0.79 256:0.64 257:0.65 259:0.21 260:0.80 261:0.90 265:0.89 266:0.27 267:0.52 268:0.69 271:0.51 276:0.60 279:0.86 282:0.88 283:0.71 285:0.62 287:0.95 290:0.95 297:0.99 299:0.97 300:0.43\n1 1:0.74 7:0.81 8:0.80 9:0.80 11:0.64 12:0.69 17:0.76 20:0.86 21:0.22 27:0.72 28:0.66 30:0.14 32:0.80 34:0.33 36:0.96 39:0.85 41:0.88 43:0.94 55:0.52 66:0.53 69:0.25 70:0.86 74:0.85 77:0.70 78:0.87 81:0.82 83:0.78 85:0.85 91:0.69 96:0.77 98:0.71 100:0.86 101:0.75 104:0.79 108:0.20 111:0.85 114:0.90 120:0.65 121:0.90 123:0.19 124:0.72 126:0.54 127:0.98 129:0.59 131:0.96 133:0.76 135:0.74 140:0.45 144:0.57 145:0.69 146:0.89 147:0.91 149:0.86 150:0.88 151:0.69 152:0.81 153:0.48 154:0.94 155:0.67 157:0.89 159:0.76 161:0.90 162:0.78 164:0.70 165:0.86 166:0.94 167:0.83 169:0.84 172:0.83 173:0.17 176:0.73 177:0.38 179:0.34 181:0.55 182:0.94 186:0.87 192:0.59 195:0.88 201:0.74 202:0.59 204:0.89 208:0.64 212:0.60 215:0.79 216:0.08 220:0.82 222:0.84 227:0.95 229:0.97 230:0.87 231:0.91 233:0.76 235:0.31 241:0.82 242:0.74 243:0.62 245:0.87 246:0.93 247:0.60 248:0.70 253:0.82 255:0.79 256:0.58 259:0.21 260:0.66 261:0.84 265:0.71 266:0.89 267:0.84 268:0.64 271:0.51 276:0.83 282:0.88 285:0.62 287:0.95 290:0.90 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.82 7:0.81 8:0.65 9:0.80 11:0.64 12:0.69 17:0.69 20:0.82 21:0.30 27:0.41 28:0.66 30:0.09 34:0.59 36:0.57 37:0.63 39:0.85 41:0.82 43:0.89 55:0.59 60:0.87 66:0.13 69:0.17 70:0.94 74:0.82 78:0.94 81:0.83 83:0.84 85:0.96 91:0.20 96:0.80 98:0.39 100:0.85 101:0.78 104:0.54 106:0.81 108:0.97 111:0.91 114:0.86 117:0.86 120:0.69 121:0.90 123:0.94 124:0.95 126:0.54 127:0.98 129:0.93 131:0.96 133:0.96 135:0.32 140:0.80 144:0.57 146:0.63 147:0.68 149:0.92 150:0.89 151:0.87 152:0.79 153:0.48 154:0.88 155:0.67 157:0.96 158:0.92 159:0.93 161:0.90 162:0.62 164:0.57 165:0.84 166:0.94 167:0.46 169:0.82 172:0.86 173:0.07 176:0.73 177:0.38 178:0.42 179:0.16 181:0.55 182:0.94 186:0.94 187:0.39 189:0.84 192:0.59 201:0.74 202:0.50 204:0.89 206:0.81 208:0.64 212:0.57 215:0.72 216:0.12 222:0.84 227:0.95 229:0.97 230:0.87 231:0.91 232:0.94 233:0.76 235:0.52 238:0.84 241:0.01 242:0.75 243:0.15 245:0.93 246:0.93 247:0.47 248:0.78 253:0.85 255:0.79 256:0.45 259:0.21 260:0.70 261:0.85 265:0.34 266:0.92 267:0.79 268:0.46 271:0.51 276:0.95 279:0.86 283:0.82 285:0.62 287:0.95 290:0.86 297:0.36 300:0.94\n2 1:0.74 8:0.91 9:0.80 11:0.64 12:0.69 17:0.59 20:0.79 21:0.22 27:0.49 28:0.66 30:0.30 34:0.58 36:0.93 37:0.42 39:0.85 41:0.88 43:0.96 55:0.84 60:0.87 66:0.24 69:0.15 70:0.80 74:0.70 78:0.93 81:0.82 83:0.83 85:0.80 91:0.65 96:0.79 98:0.56 100:0.89 101:0.77 104:0.89 108:0.73 111:0.91 114:0.90 120:0.67 123:0.43 124:0.71 126:0.54 127:0.81 129:0.81 131:0.96 133:0.67 135:0.74 140:0.45 144:0.57 146:0.13 147:0.18 149:0.72 150:0.88 151:0.73 152:0.81 153:0.77 154:0.96 155:0.67 157:0.87 158:0.87 159:0.43 161:0.90 162:0.86 164:0.70 165:0.86 166:0.94 167:0.53 169:0.80 172:0.32 173:0.27 176:0.73 177:0.38 179:0.79 181:0.55 182:0.94 186:0.93 187:0.21 192:0.59 201:0.74 202:0.55 208:0.64 212:0.14 215:0.79 216:0.94 220:0.74 222:0.84 227:0.95 229:0.97 231:0.91 235:0.31 241:0.30 242:0.78 243:0.23 245:0.60 246:0.93 247:0.35 248:0.73 253:0.81 255:0.79 256:0.58 259:0.21 260:0.68 261:0.84 265:0.51 266:0.71 267:0.36 268:0.64 271:0.51 276:0.41 279:0.86 283:0.71 285:0.62 287:0.95 290:0.90 297:0.36 300:0.55\n2 6:0.96 7:0.81 8:0.87 9:0.80 12:0.69 17:0.09 20:0.98 21:0.22 27:0.16 28:0.66 30:0.76 34:0.20 36:0.87 37:0.84 39:0.85 41:0.97 43:0.31 55:0.84 66:0.36 69:0.80 70:0.15 74:0.62 78:0.97 81:0.73 83:0.84 91:0.98 96:0.97 98:0.27 100:0.99 108:0.64 111:0.98 120:0.98 121:0.90 122:0.43 123:0.61 124:0.52 126:0.32 127:0.19 129:0.05 131:0.97 133:0.39 135:0.74 138:0.99 140:0.92 144:0.57 146:0.30 147:0.05 149:0.23 150:0.54 151:0.97 152:0.95 153:0.96 154:0.23 155:0.67 157:0.61 158:0.86 159:0.23 161:0.90 162:0.69 163:0.96 164:0.98 166:0.88 167:0.87 169:0.97 172:0.10 173:0.88 177:0.05 179:0.94 181:0.55 182:0.94 186:0.97 189:0.97 191:0.93 192:0.59 202:0.96 204:0.89 208:0.64 212:0.95 215:0.79 216:0.54 220:0.82 222:0.84 227:0.96 229:0.97 230:0.87 231:0.91 233:0.76 235:0.22 238:0.97 241:0.97 242:0.82 243:0.34 244:0.61 245:0.37 246:0.61 247:0.12 248:0.97 253:0.96 255:0.79 256:0.97 257:0.65 259:0.21 260:0.98 261:0.97 265:0.29 266:0.12 267:0.85 268:0.97 271:0.51 276:0.16 279:0.86 283:0.71 285:0.62 287:0.95 297:0.36 300:0.13\n1 7:0.81 8:0.75 9:0.80 11:0.64 12:0.69 17:0.59 21:0.05 27:0.34 28:0.66 30:0.14 32:0.72 34:0.50 36:0.35 37:0.36 39:0.85 41:0.82 43:0.56 55:0.45 66:0.16 69:0.94 70:0.93 74:0.61 81:0.87 83:0.76 85:0.91 91:0.35 96:0.80 98:0.52 101:0.73 104:0.80 108:0.97 120:0.83 121:0.90 123:0.91 124:0.92 126:0.32 127:0.70 129:0.89 131:0.97 133:0.92 135:0.87 140:0.87 144:0.57 145:1.00 146:0.60 147:0.87 149:0.88 150:0.72 151:0.87 153:0.48 154:0.45 155:0.67 157:0.90 159:0.93 161:0.90 162:0.73 164:0.77 166:0.88 167:0.54 172:0.92 173:0.75 177:0.05 179:0.12 181:0.55 182:0.94 187:0.21 192:0.59 195:0.99 202:0.69 204:0.89 208:0.64 212:0.78 215:0.91 216:0.84 220:0.62 222:0.84 227:0.95 229:0.97 230:0.87 231:0.91 233:0.76 235:0.05 241:0.37 242:0.80 243:0.23 245:0.97 246:0.61 247:0.47 248:0.78 253:0.79 255:0.79 256:0.71 257:0.65 259:0.21 260:0.83 265:0.30 266:0.92 267:0.91 268:0.72 271:0.51 276:0.97 283:0.82 285:0.62 287:0.95 297:0.36 300:0.94\n2 1:0.74 7:0.81 8:0.73 9:0.80 11:0.64 12:0.69 17:0.98 20:0.84 27:0.11 28:0.66 30:0.31 32:0.80 34:0.63 36:0.90 37:0.63 39:0.85 41:0.88 43:0.98 55:0.52 60:0.87 66:0.98 69:0.05 70:0.71 74:0.98 77:0.70 78:0.90 81:0.95 83:0.82 85:0.96 91:0.64 96:0.88 98:0.99 100:0.83 101:0.86 104:0.74 106:0.81 108:0.05 111:0.87 114:0.98 117:0.86 120:0.80 121:0.90 122:0.43 123:0.05 126:0.54 127:0.92 129:0.05 131:0.96 135:0.84 140:0.45 144:0.57 145:0.47 146:0.89 147:0.91 149:0.96 150:0.98 151:0.91 152:0.80 153:0.71 154:0.98 155:0.67 157:0.97 158:0.92 159:0.49 161:0.90 162:0.86 164:0.69 165:0.92 166:0.94 167:0.47 169:0.81 172:0.94 173:0.16 176:0.73 177:0.38 179:0.24 181:0.55 182:0.94 186:0.90 187:0.21 191:0.73 192:0.59 195:0.64 201:0.74 202:0.54 204:0.89 206:0.81 208:0.64 212:0.92 215:0.96 216:0.09 222:0.84 227:0.95 229:0.97 230:0.87 231:0.91 232:0.88 233:0.76 235:0.05 241:0.03 242:0.41 243:0.98 246:0.93 247:0.60 248:0.87 253:0.92 255:0.79 256:0.58 259:0.21 260:0.81 261:0.84 265:0.99 266:0.27 267:0.23 268:0.63 271:0.51 276:0.89 279:0.86 282:0.88 283:0.82 285:0.62 287:0.95 290:0.98 297:0.36 299:0.88 300:0.55\n1 11:0.64 12:0.69 17:0.26 21:0.76 27:0.45 28:0.66 30:0.28 34:0.68 36:0.23 37:0.50 39:0.85 43:0.69 55:0.71 66:0.43 69:0.88 70:0.75 74:0.65 81:0.30 85:0.85 91:0.23 98:0.39 101:0.74 108:0.86 122:0.51 123:0.86 124:0.75 126:0.32 127:0.32 129:0.59 131:0.61 133:0.76 135:0.93 144:0.57 145:0.49 146:0.41 147:0.05 149:0.63 150:0.28 154:0.59 157:0.89 159:0.67 161:0.90 166:0.88 167:0.51 172:0.45 173:0.81 177:0.05 178:0.55 179:0.59 181:0.55 182:0.78 187:0.68 212:0.48 215:0.46 216:0.77 222:0.84 227:0.61 229:0.61 231:0.89 235:0.95 241:0.18 242:0.40 243:0.12 245:0.60 246:0.61 247:0.55 253:0.50 257:0.65 259:0.21 265:0.41 266:0.71 267:0.65 271:0.51 276:0.50 287:0.61 297:0.36 300:0.55\n0 8:0.86 10:0.90 11:0.45 12:0.69 17:0.01 18:0.69 21:0.78 27:0.28 29:0.56 30:0.15 34:0.80 36:0.73 37:0.46 39:0.76 43:0.09 45:0.73 66:0.82 69:0.55 70:0.68 71:1.00 74:0.29 86:0.74 91:0.66 98:0.82 101:0.47 108:0.43 122:0.57 123:0.41 127:0.31 129:0.05 131:0.61 135:0.49 139:0.68 145:0.45 146:0.73 147:0.77 149:0.10 154:0.45 157:0.61 159:0.29 166:0.61 170:0.82 172:0.48 173:0.66 174:0.86 177:0.88 178:0.55 179:0.75 182:0.61 187:0.87 191:0.91 197:0.88 202:0.95 212:0.50 216:0.64 222:0.35 227:0.61 229:0.61 231:0.68 235:0.84 239:0.88 241:0.71 242:0.14 243:0.83 244:0.83 246:0.61 247:0.67 253:0.26 254:0.94 259:0.21 265:0.82 266:0.47 267:0.76 271:0.64 276:0.37 287:0.61 300:0.43\n0 10:0.89 11:0.56 12:0.69 17:0.28 18:0.63 21:0.78 27:0.45 29:0.56 30:0.91 34:0.50 36:0.17 37:0.50 39:0.76 43:0.78 45:0.73 55:0.42 66:0.69 69:0.76 70:0.13 71:1.00 74:0.41 86:0.73 91:0.04 98:0.10 101:0.65 108:0.59 122:0.65 123:0.57 127:0.07 129:0.05 131:0.61 135:0.73 139:0.70 144:0.57 145:0.41 146:0.19 147:0.25 149:0.61 154:0.70 157:0.61 159:0.10 166:0.61 170:0.82 172:0.21 173:0.62 174:0.79 177:0.88 178:0.55 179:0.08 182:0.61 187:0.68 197:0.83 212:0.61 216:0.77 222:0.35 227:0.61 229:0.61 231:0.62 235:0.52 239:0.88 241:0.15 242:0.63 243:0.73 246:0.61 247:0.30 253:0.36 254:0.74 259:0.21 265:0.11 266:0.17 267:0.28 271:0.64 276:0.23 287:0.61 300:0.13\n0 1:0.56 9:0.70 10:0.90 11:0.45 12:0.69 17:0.16 18:0.79 21:0.71 23:0.95 27:0.44 29:0.56 30:0.37 31:0.87 34:0.30 36:1.00 37:0.53 39:0.76 43:0.57 45:0.83 62:0.96 64:0.77 66:0.43 69:0.30 70:0.44 71:1.00 74:0.32 75:0.96 79:0.87 81:0.38 83:0.56 86:0.75 91:0.22 97:0.89 98:0.45 99:0.83 101:0.47 108:0.24 122:0.93 123:0.23 124:0.59 126:0.32 127:0.51 128:0.95 129:0.05 131:0.61 133:0.45 135:1.00 137:0.87 139:0.75 140:0.87 145:0.38 146:0.60 147:0.65 149:0.47 150:0.33 151:0.52 153:0.48 154:0.15 155:0.49 157:0.61 159:0.58 162:0.53 163:0.81 165:0.65 166:0.61 168:0.95 170:0.82 172:0.48 173:0.25 174:0.89 177:0.88 178:0.48 179:0.64 182:0.61 187:0.39 190:0.95 192:0.45 196:0.88 197:0.91 201:0.54 202:0.58 205:0.95 208:0.50 212:0.22 216:0.50 219:0.90 220:0.93 222:0.35 226:0.96 227:0.61 229:0.61 231:0.67 235:0.88 236:0.92 239:0.90 241:0.21 242:0.33 243:0.57 244:0.83 245:0.75 246:0.61 247:0.74 248:0.51 253:0.29 254:0.94 255:0.69 256:0.45 259:0.21 265:0.47 266:0.75 267:0.44 268:0.46 271:0.64 276:0.46 279:0.75 284:0.88 285:0.50 287:0.61 292:0.88 300:0.33\n0 10:0.90 11:0.45 12:0.69 17:0.06 18:0.78 21:0.40 27:0.32 29:0.56 30:0.60 34:0.55 36:0.70 37:0.64 39:0.76 43:0.30 45:0.83 66:0.34 69:0.37 70:0.46 71:1.00 74:0.29 81:0.28 86:0.74 91:0.10 98:0.44 101:0.47 104:0.98 106:0.81 108:0.29 122:0.94 123:0.28 124:0.70 126:0.24 127:0.28 129:0.05 131:0.61 133:0.62 135:0.90 139:0.71 146:0.63 147:0.68 149:0.47 150:0.30 154:0.22 157:0.61 159:0.50 163:0.81 166:0.76 170:0.82 172:0.37 173:0.28 174:0.90 177:0.88 178:0.55 179:0.60 182:0.61 187:0.95 197:0.91 206:0.81 212:0.19 215:0.67 216:0.55 222:0.35 227:0.61 229:0.61 231:0.73 235:0.42 239:0.89 241:0.12 242:0.45 243:0.50 244:0.93 245:0.62 246:0.61 247:0.60 253:0.26 259:0.21 265:0.46 266:0.75 267:0.79 271:0.64 276:0.46 287:0.61 297:0.36 300:0.43\n0 10:0.93 11:0.53 12:0.69 17:0.81 18:0.75 21:0.78 27:0.24 29:0.56 30:0.54 32:0.65 34:0.90 36:0.51 37:0.65 39:0.76 43:0.29 45:0.87 66:0.82 69:0.79 70:0.57 71:1.00 74:0.50 77:0.89 86:0.80 91:0.33 98:0.73 101:0.65 108:0.63 122:0.65 123:0.60 124:0.37 127:0.44 129:0.05 131:0.61 133:0.36 135:0.77 139:0.75 144:0.57 145:0.77 146:0.74 147:0.05 149:0.23 154:0.49 157:0.90 159:0.44 166:0.61 170:0.82 172:0.70 173:0.84 174:0.89 177:0.05 178:0.55 179:0.56 182:0.82 187:0.39 195:0.66 197:0.91 212:0.72 216:0.76 222:0.35 227:0.61 229:0.61 231:0.75 235:0.12 239:0.91 241:0.05 242:0.18 243:0.10 244:0.61 245:0.56 246:0.61 247:0.74 253:0.41 254:0.90 257:0.93 259:0.21 265:0.73 266:0.47 267:0.52 271:0.64 276:0.56 282:0.74 287:0.61 300:0.43\n0 8:0.94 9:0.71 10:0.86 12:0.69 17:0.59 21:0.59 23:0.99 27:0.72 29:0.56 30:0.40 31:0.89 34:0.18 36:0.27 37:0.78 39:0.76 43:0.10 55:0.92 62:0.96 66:0.08 69:0.21 70:0.88 71:1.00 74:0.33 75:0.95 76:0.85 77:0.70 79:0.89 81:0.32 83:0.56 91:0.44 96:0.69 98:0.22 108:0.93 114:0.64 122:0.83 123:0.93 124:0.95 126:0.32 127:0.98 128:0.98 129:0.05 131:0.83 133:0.94 135:0.30 137:0.89 140:0.90 145:0.44 146:0.39 147:0.46 149:0.13 150:0.31 151:0.61 153:0.90 154:0.21 155:0.53 157:0.61 159:0.93 162:0.63 163:0.98 166:0.75 168:0.98 170:0.82 172:0.21 173:0.08 174:0.88 175:0.75 176:0.59 177:0.70 179:0.61 182:0.61 190:0.98 191:0.77 192:0.48 195:0.98 197:0.85 201:0.55 202:0.77 205:0.99 208:0.50 212:0.16 216:0.11 220:0.74 222:0.35 226:0.96 227:0.82 229:0.61 231:0.70 235:0.74 236:0.92 239:0.86 241:0.80 242:0.57 243:0.21 244:0.93 245:0.60 246:0.61 247:0.67 248:0.60 253:0.49 254:0.94 255:0.69 256:0.79 257:0.65 259:0.21 265:0.24 266:0.94 267:0.94 268:0.78 271:0.64 276:0.62 277:0.87 282:0.71 284:0.88 285:0.60 287:0.61 290:0.64 300:0.84\n1 8:0.69 11:0.49 12:0.69 17:0.36 21:0.78 27:0.25 29:0.56 30:0.60 34:0.94 36:0.55 37:0.41 39:0.76 43:0.26 45:0.83 66:0.44 69:0.85 70:0.44 71:1.00 74:0.43 76:0.94 91:0.46 96:0.80 98:0.20 101:0.47 108:0.70 122:0.82 123:0.68 124:0.67 127:0.22 129:0.59 131:0.83 133:0.64 135:0.63 140:0.95 144:0.57 145:0.41 146:0.36 147:0.42 149:0.42 151:0.65 153:0.48 154:0.18 157:0.92 158:0.72 159:0.54 162:0.47 166:0.61 170:0.82 172:0.41 173:0.74 175:0.91 177:0.38 178:0.53 179:0.50 182:0.81 187:0.39 190:0.98 191:0.75 202:0.72 212:0.72 216:0.81 222:0.35 227:0.82 229:0.61 231:0.75 232:0.91 235:0.52 241:0.41 242:0.45 243:0.57 244:0.93 245:0.60 246:0.61 247:0.47 248:0.62 253:0.72 256:0.45 257:0.84 259:0.21 265:0.21 266:0.27 267:0.23 268:0.46 271:0.64 276:0.41 277:0.87 285:0.46 287:0.61 300:0.33\n0 1:0.56 10:0.86 11:0.49 12:0.69 17:0.28 18:0.66 21:0.76 27:0.45 29:0.56 30:0.21 32:0.64 34:0.83 36:0.20 37:0.50 39:0.76 43:0.19 45:0.73 55:0.92 64:0.77 66:0.07 69:0.71 70:0.96 71:1.00 74:0.42 75:0.97 77:0.70 81:0.45 83:0.56 86:0.69 91:0.10 97:0.89 98:0.22 99:0.83 101:0.47 108:0.54 114:0.61 122:0.83 123:0.85 124:0.90 126:0.51 127:0.56 129:0.05 131:0.61 133:0.88 135:0.83 139:0.70 144:0.57 145:0.50 146:0.41 147:0.48 149:0.19 150:0.37 154:0.45 155:0.46 157:0.61 158:0.73 159:0.79 165:0.65 166:0.75 170:0.82 172:0.37 173:0.52 174:0.83 176:0.59 177:0.88 178:0.55 179:0.59 182:0.61 187:0.68 192:0.44 195:0.92 197:0.84 201:0.53 208:0.61 212:0.18 216:0.77 219:0.91 222:0.35 226:0.95 227:0.61 229:0.61 231:0.74 235:0.98 236:0.94 239:0.87 241:0.51 242:0.58 243:0.40 244:0.61 245:0.62 246:0.61 247:0.74 253:0.46 254:0.99 259:0.21 265:0.23 266:0.91 267:0.28 271:0.64 276:0.58 277:0.87 279:0.75 282:0.73 287:0.61 290:0.61 292:0.86 300:0.84\n0 10:0.85 11:0.45 12:0.69 17:0.89 18:0.62 21:0.13 27:0.72 29:0.56 30:0.56 34:0.36 36:0.79 37:0.24 39:0.76 43:0.10 45:0.66 55:0.84 66:0.84 69:0.58 70:0.58 71:1.00 74:0.33 81:0.30 86:0.66 91:0.83 96:0.74 98:0.90 101:0.47 108:0.45 114:0.74 122:0.83 123:0.43 126:0.24 127:0.48 129:0.05 131:0.83 132:0.97 135:0.44 139:0.63 140:0.80 145:0.89 146:0.74 147:0.78 149:0.12 150:0.33 151:0.57 153:0.48 154:0.28 157:0.61 159:0.31 162:0.62 163:0.75 166:0.75 170:0.82 172:0.54 173:0.72 174:0.79 176:0.56 177:0.88 178:0.42 179:0.77 182:0.61 190:0.98 197:0.82 202:0.50 212:0.39 216:0.04 220:0.74 222:0.35 227:0.82 229:0.61 231:0.70 232:0.74 235:0.12 239:0.84 241:0.92 242:0.42 243:0.85 244:0.83 246:0.61 247:0.67 248:0.56 253:0.61 254:0.84 256:0.45 265:0.90 266:0.47 267:0.28 268:0.46 271:0.64 276:0.45 285:0.46 287:0.61 290:0.74 300:0.43\n0 1:0.59 10:0.87 11:0.53 12:0.69 17:0.66 18:0.62 21:0.40 27:0.53 29:0.56 30:0.85 32:0.65 34:0.90 36:0.52 37:0.31 39:0.76 43:0.56 45:0.92 66:0.92 69:0.32 70:0.36 71:1.00 74:0.67 77:0.89 81:0.46 83:0.56 86:0.70 91:0.46 98:0.90 99:0.83 101:0.65 108:0.25 114:0.76 122:0.55 123:0.24 126:0.32 127:0.46 129:0.05 131:0.61 135:0.68 139:0.66 144:0.57 145:0.67 146:0.70 147:0.75 149:0.75 150:0.40 154:0.52 155:0.47 157:0.97 159:0.28 165:0.65 166:0.87 170:0.82 172:0.77 173:0.50 174:0.79 176:0.62 177:0.88 178:0.55 179:0.48 182:0.93 187:0.39 192:0.46 195:0.57 197:0.82 201:0.56 202:0.36 208:0.50 212:0.84 215:0.67 216:0.28 222:0.35 227:0.61 229:0.61 231:0.80 235:0.52 239:0.85 241:0.05 242:0.58 243:0.92 244:0.61 246:0.84 247:0.55 253:0.60 254:0.93 259:0.21 265:0.90 266:0.27 267:0.28 271:0.64 276:0.65 282:0.74 287:0.61 290:0.76 297:0.36 300:0.33\n0 10:0.83 11:0.45 12:0.69 17:0.51 18:0.61 21:0.78 27:0.72 29:0.56 30:0.38 34:0.22 36:0.38 39:0.76 43:0.20 45:0.73 55:0.92 66:0.29 69:0.94 70:0.78 71:1.00 74:0.27 86:0.63 91:0.68 98:0.25 101:0.47 108:0.94 122:0.83 123:0.94 124:0.84 127:0.23 129:0.81 131:0.61 133:0.83 135:0.85 139:0.61 146:0.13 147:0.18 149:0.17 154:0.13 157:0.61 159:0.78 163:0.75 166:0.61 170:0.82 172:0.27 173:0.82 174:0.83 175:0.91 177:0.38 178:0.55 179:0.62 182:0.61 197:0.81 202:0.36 212:0.14 216:0.06 222:0.35 227:0.61 229:0.61 231:0.64 235:0.22 239:0.82 241:0.81 242:0.45 243:0.26 244:0.93 245:0.49 246:0.61 247:0.60 253:0.25 257:0.84 259:0.21 265:0.27 266:0.71 267:0.19 271:0.64 276:0.38 277:0.87 287:0.61 300:0.55\n0 8:0.81 9:0.71 11:0.42 12:0.69 17:0.49 21:0.78 27:0.30 29:0.56 30:0.89 34:0.69 36:0.63 37:0.57 39:0.76 43:0.08 55:0.59 66:0.80 69:0.75 70:0.25 71:1.00 74:0.48 76:0.85 77:0.70 83:0.56 91:0.42 96:0.73 97:0.89 98:0.67 108:0.68 120:0.59 122:0.83 123:0.66 124:0.39 127:0.30 129:0.59 131:0.91 133:0.47 135:0.20 140:0.94 144:0.57 145:0.50 146:0.17 147:0.22 149:0.22 151:0.61 153:0.48 154:0.22 155:0.54 157:0.61 158:0.75 159:0.37 162:0.51 164:0.55 166:0.61 170:0.82 172:0.77 173:0.79 175:0.91 177:0.38 178:0.50 179:0.36 182:0.93 187:0.39 190:0.95 191:0.70 192:0.56 195:0.70 202:0.69 208:0.50 212:0.91 216:0.40 220:0.91 222:0.35 227:0.82 229:0.96 231:0.80 235:0.31 241:0.27 242:0.80 243:0.14 244:0.93 245:0.70 246:0.61 247:0.39 248:0.59 253:0.52 254:0.74 255:0.70 256:0.58 257:0.84 259:0.21 260:0.60 265:0.68 266:0.27 267:0.19 268:0.59 271:0.64 276:0.66 277:0.87 279:0.75 282:0.71 283:0.67 285:0.50 287:0.87 300:0.33\n0 10:0.80 12:0.69 17:0.45 21:0.78 27:0.34 29:0.56 30:0.21 34:0.58 36:0.41 37:0.46 39:0.76 43:0.09 55:0.84 66:0.20 69:0.66 70:0.37 71:1.00 74:0.25 91:0.01 98:0.15 104:0.99 106:0.81 108:0.50 122:0.41 123:0.48 124:0.81 127:0.52 129:0.89 131:0.61 133:0.78 135:0.34 145:0.54 146:0.31 147:0.38 149:0.09 154:0.08 157:0.61 159:0.84 163:0.96 166:0.61 170:0.82 172:0.10 173:0.40 174:0.79 175:0.97 177:0.05 178:0.55 179:0.96 182:0.61 187:0.98 197:0.80 206:0.81 212:0.42 216:0.53 222:0.35 227:0.61 229:0.61 231:0.64 235:0.60 239:0.80 241:0.10 242:0.45 243:0.40 244:0.97 245:0.39 246:0.61 247:0.35 253:0.23 257:0.93 259:0.21 265:0.16 266:0.23 267:0.59 271:0.64 276:0.23 277:0.95 287:0.61 300:0.25\n0 7:0.64 10:0.81 11:0.45 12:0.69 17:0.75 18:0.58 21:0.76 27:0.39 29:0.56 30:0.56 32:0.62 34:0.75 36:0.32 37:0.67 39:0.76 43:0.14 45:0.66 55:0.71 66:0.10 69:0.95 70:0.83 71:1.00 74:0.40 76:0.85 77:0.70 81:0.24 86:0.60 91:0.09 98:0.30 101:0.47 108:0.77 117:0.86 122:0.83 123:0.89 124:0.93 126:0.24 127:0.72 129:0.05 131:0.61 133:0.92 135:0.96 139:0.59 145:0.82 146:0.78 147:0.54 149:0.33 150:0.26 154:0.10 157:0.61 159:0.91 166:0.76 170:0.82 172:0.63 173:0.83 174:0.79 177:0.05 178:0.55 179:0.33 182:0.61 187:0.21 195:0.98 197:0.80 212:0.56 215:0.46 216:0.89 222:0.35 227:0.61 229:0.61 230:0.64 231:0.79 232:1.00 233:0.66 235:0.95 239:0.81 241:0.02 242:0.81 243:0.28 244:0.93 245:0.80 246:0.61 247:0.55 253:0.35 257:0.93 259:0.21 265:0.30 266:0.96 267:0.19 271:0.64 276:0.80 282:0.71 287:0.61 297:0.36 300:0.94\n0 7:0.64 8:0.63 11:0.49 12:0.69 17:0.77 21:0.30 27:0.52 29:0.56 30:0.32 32:0.62 34:0.56 36:0.90 37:0.62 39:0.76 43:0.34 45:0.66 55:0.84 66:0.12 69:0.70 70:0.79 71:1.00 74:0.41 81:0.28 91:0.54 98:0.43 101:0.47 104:0.87 106:0.81 108:0.80 120:0.62 123:0.79 124:0.96 126:0.24 127:0.86 129:0.93 131:0.83 133:0.96 135:0.86 140:0.45 144:0.57 145:0.44 146:0.73 147:0.77 149:0.37 150:0.31 151:0.53 153:0.48 154:0.25 157:0.76 159:0.93 162:0.83 164:0.74 166:0.76 170:0.82 172:0.70 173:0.33 175:0.91 177:0.38 179:0.21 182:0.72 187:0.39 190:0.98 191:0.79 195:0.98 202:0.64 206:0.81 212:0.14 215:0.72 216:0.15 220:0.97 222:0.35 227:0.82 229:0.61 230:0.64 231:0.79 233:0.76 235:0.31 241:0.15 242:0.45 243:0.31 244:0.93 245:0.88 246:0.61 247:0.67 248:0.55 253:0.35 256:0.68 257:0.84 259:0.21 260:0.62 265:0.45 266:0.95 267:0.36 268:0.70 271:0.64 276:0.91 277:0.87 283:0.67 285:0.46 287:0.61 297:0.36 300:0.70\n0 8:0.98 10:0.84 12:0.69 17:0.91 21:0.64 27:0.40 29:0.56 30:0.91 34:0.62 36:0.51 37:0.90 39:0.76 43:0.10 55:0.84 66:0.69 69:0.55 70:0.13 71:1.00 74:0.30 77:0.70 81:0.25 91:0.83 96:0.74 98:0.71 108:0.43 114:0.63 122:0.85 123:0.41 126:0.24 127:0.22 129:0.05 131:0.83 135:0.17 140:0.45 145:0.70 146:0.53 147:0.59 149:0.08 150:0.27 151:0.56 153:0.78 154:0.18 157:0.61 159:0.19 162:0.76 163:0.93 166:0.75 170:0.82 172:0.21 173:0.73 174:0.79 175:0.75 176:0.56 177:0.70 179:0.91 182:0.61 190:0.98 191:0.80 195:0.60 197:0.82 202:0.64 212:0.61 216:0.09 220:0.82 222:0.35 227:0.82 229:0.61 231:0.70 232:0.75 235:0.74 239:0.83 241:0.89 242:0.63 243:0.73 244:0.93 246:0.61 247:0.30 248:0.55 253:0.55 254:0.90 256:0.64 257:0.65 259:0.21 265:0.71 266:0.17 267:0.44 268:0.68 271:0.64 276:0.21 277:0.69 282:0.71 285:0.46 287:0.61 290:0.63 300:0.13\n0 10:0.82 11:0.45 12:0.69 17:0.88 18:0.59 21:0.78 27:0.69 29:0.56 30:0.45 34:0.98 36:0.24 37:0.45 39:0.76 43:0.20 45:0.66 66:0.49 69:0.95 70:0.25 71:1.00 74:0.25 86:0.61 91:0.10 98:0.26 101:0.47 108:0.89 122:0.76 123:0.89 124:0.48 127:0.24 129:0.05 131:0.61 133:0.37 135:0.34 139:0.59 145:0.80 146:0.45 147:0.05 149:0.12 154:0.13 157:0.61 159:0.55 163:0.99 166:0.61 170:0.82 172:0.16 173:0.96 174:0.79 175:0.75 177:0.05 178:0.55 179:0.93 182:0.61 187:0.21 197:0.80 212:0.61 216:0.18 222:0.35 227:0.61 229:0.61 231:0.62 235:0.88 239:0.81 241:0.21 242:0.63 243:0.29 244:0.93 245:0.39 246:0.61 247:0.30 253:0.23 257:0.93 259:0.21 265:0.28 266:0.17 267:0.28 271:0.64 276:0.15 277:0.69 287:0.61 300:0.18\n0 8:0.88 10:0.85 11:0.53 12:0.69 17:0.51 18:0.62 21:0.78 27:0.36 29:0.56 30:0.38 34:0.56 36:0.85 37:0.74 39:0.76 43:0.47 45:0.73 55:0.52 66:0.83 69:0.57 70:0.63 71:1.00 74:0.41 77:0.70 86:0.66 91:0.63 98:0.68 101:0.65 108:0.44 122:0.83 123:0.42 127:0.20 129:0.05 131:0.61 135:0.91 139:0.64 144:0.57 145:0.92 146:0.60 147:0.65 149:0.26 154:0.35 157:0.80 159:0.22 166:0.61 170:0.82 172:0.51 173:0.67 174:0.79 177:0.88 178:0.55 179:0.56 182:0.74 187:0.39 195:0.64 197:0.82 202:0.71 212:0.70 216:0.46 222:0.35 227:0.61 229:0.61 231:0.68 235:0.80 239:0.84 241:0.32 242:0.71 243:0.84 244:0.83 246:0.61 247:0.47 253:0.36 254:0.86 259:0.21 265:0.69 266:0.27 267:0.19 271:0.64 276:0.38 282:0.71 287:0.61 300:0.43\n0 10:0.97 11:0.45 12:0.69 17:0.67 18:0.89 21:0.59 27:0.49 29:0.56 30:0.38 33:0.97 34:0.20 36:0.58 37:0.66 39:0.76 43:0.22 44:0.88 45:0.97 66:0.45 69:0.89 70:0.82 71:1.00 74:0.35 75:0.96 77:0.70 81:0.32 86:0.85 91:0.11 98:0.60 101:0.47 102:0.96 108:0.78 114:0.64 117:0.86 122:0.94 123:0.77 124:0.84 126:0.32 127:0.54 129:0.89 131:0.61 133:0.87 135:0.75 139:0.84 145:0.80 146:0.96 147:0.97 149:0.65 150:0.31 154:0.20 157:0.61 158:0.72 159:0.89 166:0.75 170:0.82 172:0.90 173:0.69 174:0.99 175:0.75 176:0.59 177:0.70 178:0.55 179:0.18 182:0.61 187:0.39 192:0.44 195:0.97 197:0.98 201:0.55 212:0.48 216:0.43 222:0.35 226:0.95 227:0.61 229:0.61 231:0.68 232:0.94 235:0.74 236:0.92 239:0.97 241:0.12 242:0.29 243:0.58 244:0.83 245:0.93 246:0.61 247:0.92 253:0.49 254:0.80 257:0.65 259:0.21 265:0.61 266:0.92 267:0.44 271:0.64 276:0.91 277:0.69 282:0.72 287:0.61 290:0.64 291:0.97 300:0.94\n0 12:0.86 17:0.64 21:0.78 27:0.72 34:0.59 36:0.36 37:0.34 43:0.24 66:0.36 69:0.86 91:0.54 98:0.09 108:0.73 123:0.71 127:0.06 129:0.05 135:0.76 145:0.87 146:0.05 147:0.05 149:0.10 154:0.17 159:0.05 172:0.05 173:0.96 177:0.05 178:0.55 187:0.68 216:0.16 235:0.84 241:0.27 243:0.51 259:0.21 265:0.09 267:0.52\n1 12:0.86 17:0.38 21:0.78 27:0.25 30:0.58 34:0.44 36:0.21 37:0.90 43:0.46 55:0.98 66:0.18 69:0.44 70:0.44 91:0.42 98:0.11 106:0.81 108:0.34 123:0.32 124:0.90 127:0.37 129:0.96 133:0.90 135:0.37 145:0.42 146:0.22 147:0.28 149:0.37 154:0.35 159:0.83 163:0.99 172:0.16 173:0.17 177:0.05 178:0.55 179:0.82 187:0.21 206:0.81 212:0.37 216:0.13 235:0.22 241:0.30 242:0.82 243:0.39 245:0.43 247:0.12 259:0.21 265:0.11 266:0.47 267:0.28 276:0.37 300:0.33\n1 12:0.86 17:0.49 21:0.78 27:0.25 30:0.45 34:0.25 36:0.21 37:0.90 43:0.24 55:0.92 66:0.16 69:0.86 70:0.42 91:0.56 98:0.27 108:0.80 123:0.94 124:0.88 127:0.52 129:0.95 133:0.87 135:0.20 145:0.42 146:0.05 147:0.05 149:0.30 154:0.17 159:0.83 163:0.89 172:0.16 173:0.70 177:0.05 178:0.55 179:0.83 187:0.21 212:0.15 216:0.13 235:0.22 241:0.37 242:0.82 243:0.17 245:0.46 247:0.12 259:0.21 265:0.23 266:0.63 267:0.73 276:0.39 300:0.33\n1 12:0.86 17:0.22 21:0.78 27:0.21 30:0.76 34:0.49 36:0.28 37:0.81 43:0.43 55:0.84 66:0.36 69:0.47 70:0.15 91:0.40 98:0.25 106:0.81 108:0.70 123:0.68 124:0.52 127:0.23 129:0.59 133:0.47 135:0.84 145:0.92 146:0.05 147:0.05 149:0.24 154:0.33 159:0.34 163:0.96 172:0.10 173:0.44 177:0.05 178:0.55 179:0.96 187:0.68 206:0.81 212:0.95 216:0.45 235:0.22 241:0.15 242:0.82 243:0.34 245:0.37 247:0.12 259:0.21 265:0.27 266:0.12 267:0.59 276:0.15 300:0.13\n0 12:0.86 17:0.22 21:0.78 27:0.02 30:0.76 34:0.73 36:0.27 37:0.92 43:0.36 55:0.96 66:0.13 69:0.62 70:0.15 91:0.51 98:0.07 108:0.47 123:0.46 124:0.75 127:0.40 129:0.81 133:0.67 135:0.68 145:0.87 146:0.05 147:0.05 149:0.23 154:0.27 159:0.54 163:0.97 172:0.05 173:0.56 177:0.05 178:0.55 179:0.99 187:0.39 202:0.49 212:0.95 216:0.99 235:0.42 241:0.62 242:0.82 243:0.34 245:0.37 247:0.12 259:0.21 265:0.07 266:0.12 267:0.65 276:0.17 300:0.13\n0 12:0.86 17:0.69 21:0.78 27:0.71 34:0.62 36:0.33 37:0.32 43:0.24 66:0.36 69:0.86 91:0.66 98:0.09 108:0.72 123:0.71 127:0.06 129:0.05 135:0.74 145:0.65 146:0.05 147:0.05 149:0.10 154:0.17 159:0.05 172:0.05 173:0.96 177:0.05 178:0.55 187:0.68 216:0.10 235:0.95 241:0.32 243:0.51 259:0.21 265:0.09 267:0.44\n0 12:0.86 17:0.32 21:0.78 27:0.21 30:0.95 34:0.49 36:0.37 37:0.81 43:0.24 55:0.84 66:0.54 69:0.85 91:0.38 98:0.27 108:0.71 123:0.69 127:0.11 129:0.05 135:0.86 145:0.92 146:0.36 147:0.42 149:0.16 154:0.17 159:0.14 172:0.10 173:0.87 177:0.05 178:0.55 179:0.76 187:0.39 216:0.45 235:0.22 241:0.35 243:0.63 259:0.21 265:0.29 267:0.69 300:0.08\n0 12:0.86 17:0.34 21:0.78 27:0.21 34:0.23 36:0.24 37:0.81 43:0.22 66:0.36 69:0.90 91:0.27 98:0.07 108:0.79 123:0.78 127:0.06 129:0.05 135:0.83 145:0.92 146:0.05 147:0.05 149:0.09 154:0.15 159:0.05 172:0.05 173:0.93 177:0.05 178:0.55 187:0.39 216:0.45 235:0.22 241:0.39 243:0.51 259:0.21 265:0.07 267:0.28\n0 8:0.91 12:0.86 17:0.49 21:0.78 27:0.72 34:0.24 36:0.36 43:0.22 66:0.36 69:0.89 91:0.72 98:0.06 108:0.79 123:0.77 127:0.05 129:0.05 135:0.88 145:0.98 146:0.05 147:0.05 149:0.09 154:0.15 159:0.05 172:0.05 173:0.85 177:0.05 178:0.55 202:0.50 216:0.04 235:0.31 241:0.94 243:0.51 259:0.21 265:0.07 267:0.28\n0 12:0.86 17:0.61 21:0.78 27:0.25 30:0.85 34:0.37 36:0.19 37:0.90 43:0.26 55:0.92 66:0.09 69:0.82 70:0.28 91:0.38 98:0.23 108:0.66 123:0.82 124:0.95 127:0.42 129:0.99 133:0.95 135:0.24 145:0.42 146:0.52 147:0.58 149:0.41 154:0.18 159:0.85 163:0.96 172:0.16 173:0.58 177:0.05 178:0.55 179:0.65 187:0.21 212:0.37 216:0.13 235:0.22 241:0.35 242:0.82 243:0.27 245:0.50 247:0.12 259:0.21 265:0.24 266:0.38 267:0.52 276:0.53 300:0.25\n1 12:0.86 17:0.59 21:0.78 27:0.21 30:0.95 34:0.76 36:0.29 37:0.81 43:0.29 55:0.59 66:0.54 69:0.76 91:0.49 98:0.23 108:0.59 123:0.57 127:0.11 129:0.05 135:0.79 145:0.92 146:0.23 147:0.29 149:0.19 154:0.21 159:0.11 172:0.10 173:0.92 177:0.05 178:0.55 179:0.64 187:0.39 216:0.45 235:0.97 241:0.27 243:0.63 259:0.21 265:0.25 267:0.44 300:0.08\n2 1:0.74 6:0.88 7:0.81 8:0.76 9:0.80 11:0.92 12:0.37 17:0.43 18:0.94 20:0.98 21:0.30 22:0.93 27:0.21 28:0.76 29:0.86 30:0.70 31:0.95 34:0.49 36:0.74 37:0.74 39:0.56 41:0.82 43:0.97 45:0.83 47:0.93 60:0.87 64:0.77 66:0.95 69:0.15 70:0.50 71:0.63 74:0.92 76:0.85 78:0.88 79:0.94 81:0.61 83:0.91 85:0.91 86:0.98 91:0.33 96:0.84 98:0.82 100:0.92 101:0.87 104:0.84 106:0.81 108:0.12 111:0.89 114:0.65 117:0.86 120:0.74 121:0.90 122:0.80 123:0.12 126:0.54 127:0.31 129:0.05 135:0.51 137:0.95 139:0.98 140:0.45 144:0.85 146:0.82 147:0.85 149:0.95 150:0.77 151:0.92 152:0.90 153:0.72 154:0.97 155:0.67 158:0.92 159:0.38 161:0.76 162:0.67 164:0.64 165:0.93 167:0.67 169:0.90 172:0.86 173:0.23 176:0.73 177:0.70 179:0.27 181:0.74 186:0.88 187:0.39 189:0.90 192:0.87 196:0.98 201:0.93 202:0.53 204:0.89 206:0.81 208:0.64 212:0.89 215:0.44 216:0.95 219:0.95 222:0.60 230:0.87 232:0.89 233:0.76 235:0.52 238:0.91 241:0.24 242:0.32 243:0.95 247:0.82 248:0.81 253:0.88 255:0.95 256:0.45 259:0.21 260:0.75 261:0.91 262:0.93 265:0.82 266:0.27 267:0.52 268:0.57 271:0.60 276:0.77 279:0.86 281:0.91 283:0.82 284:0.91 285:0.62 290:0.65 292:0.95 297:0.36 300:0.55\n3 1:0.74 6:0.98 7:0.81 8:0.96 9:0.80 11:0.92 12:0.37 17:0.05 18:0.91 20:0.98 21:0.22 27:0.18 28:0.76 29:0.86 30:0.70 31:0.99 32:0.80 34:0.88 36:0.92 37:0.85 39:0.56 41:0.97 43:0.95 44:0.93 45:0.77 48:0.97 60:0.99 64:0.77 66:0.92 69:0.19 70:0.48 71:0.63 74:0.88 77:0.70 78:0.95 79:0.99 81:0.67 83:0.91 85:0.88 86:0.96 91:0.84 96:0.95 98:0.94 100:0.99 101:0.87 104:0.58 108:0.15 111:0.99 114:0.71 120:0.90 121:0.90 122:0.57 123:0.15 126:0.54 127:0.62 129:0.05 135:0.72 137:0.99 139:0.97 140:0.45 144:0.85 145:0.42 146:0.82 147:0.85 149:0.91 150:0.80 151:0.99 152:0.96 153:0.94 154:0.95 155:0.67 158:0.92 159:0.38 161:0.76 162:0.81 164:0.90 165:0.93 167:0.91 169:0.98 172:0.77 173:0.33 176:0.73 177:0.70 179:0.53 181:0.74 186:0.94 187:0.21 189:0.98 191:0.78 192:0.87 195:0.62 196:1.00 201:0.93 202:0.84 204:0.89 208:0.64 212:0.61 215:0.51 216:0.72 219:0.95 222:0.60 230:0.87 232:0.77 233:0.76 235:0.42 238:0.98 241:0.76 242:0.27 243:0.92 247:0.79 248:0.94 253:0.96 255:0.95 256:0.89 259:0.21 260:0.90 261:0.98 265:0.94 266:0.54 267:0.23 268:0.89 271:0.60 276:0.65 279:0.86 281:0.91 282:0.88 283:0.82 284:0.99 285:0.62 290:0.71 292:0.95 297:0.36 299:0.88 300:0.43\n2 1:0.74 9:0.80 11:0.92 12:0.37 17:0.15 18:0.85 20:0.83 21:0.54 27:0.25 28:0.76 29:0.86 30:0.66 31:0.94 34:0.61 36:0.88 37:0.77 39:0.56 41:0.82 43:0.89 45:0.85 60:0.87 64:0.77 66:0.26 69:0.52 70:0.52 71:0.63 74:0.82 78:0.78 79:0.93 81:0.49 83:0.91 85:0.85 86:0.93 91:0.05 96:0.80 98:0.56 100:0.73 101:0.87 108:0.75 111:0.77 114:0.59 120:0.69 122:0.57 123:0.73 124:0.74 126:0.54 127:0.41 129:0.81 133:0.67 135:0.83 137:0.94 139:0.93 140:0.45 144:0.85 146:0.31 147:0.37 149:0.89 150:0.72 151:0.87 152:0.80 153:0.48 154:0.87 155:0.67 158:0.91 159:0.50 161:0.76 162:0.86 164:0.57 165:0.93 167:0.71 169:0.72 172:0.54 173:0.49 176:0.73 177:0.70 179:0.41 181:0.74 186:0.79 187:0.68 192:0.87 196:0.96 201:0.93 202:0.36 208:0.64 212:0.69 215:0.39 216:0.72 219:0.95 222:0.60 232:0.91 235:0.74 241:0.44 242:0.22 243:0.36 245:0.83 247:0.82 248:0.77 253:0.84 255:0.95 256:0.45 259:0.21 260:0.70 261:0.79 265:0.58 266:0.47 267:0.44 268:0.46 271:0.60 276:0.69 279:0.86 283:0.78 284:0.89 285:0.62 290:0.59 292:0.91 297:0.36 300:0.43\n1 1:0.74 11:0.92 12:0.37 17:0.32 18:0.73 21:0.59 27:0.45 28:0.76 29:0.86 30:0.87 32:0.69 34:0.79 36:0.21 37:0.50 39:0.56 43:0.81 45:0.85 64:0.77 66:0.49 69:0.70 70:0.48 71:0.63 74:0.71 77:0.70 81:0.47 83:0.91 85:0.80 86:0.82 91:0.09 98:0.45 101:0.87 108:0.53 114:0.58 122:0.51 123:0.51 124:0.56 126:0.54 127:0.34 129:0.59 133:0.46 135:0.66 139:0.78 144:0.85 145:0.50 146:0.58 147:0.64 149:0.81 150:0.71 154:0.77 155:0.67 159:0.49 161:0.76 165:0.93 167:0.64 172:0.54 173:0.67 176:0.73 177:0.70 178:0.55 179:0.54 181:0.74 187:0.68 192:0.87 195:0.75 201:0.93 208:0.64 212:0.59 215:0.39 216:0.77 222:0.60 235:0.80 241:0.12 242:0.41 243:0.60 245:0.76 247:0.60 253:0.44 259:0.21 265:0.47 266:0.63 267:0.28 271:0.60 276:0.44 282:0.77 290:0.58 297:0.36 300:0.70\n1 1:0.69 11:0.92 12:0.37 17:0.47 18:0.73 21:0.74 27:0.45 28:0.76 29:0.86 30:0.75 32:0.69 34:0.70 36:0.45 37:0.50 39:0.56 43:0.79 45:0.92 66:0.69 69:0.70 70:0.58 71:0.63 74:0.79 77:0.70 81:0.32 83:0.60 85:0.80 86:0.84 91:0.05 98:0.72 99:0.83 101:0.87 108:0.54 114:0.54 122:0.75 123:0.51 124:0.44 126:0.44 127:0.44 129:0.05 133:0.43 135:0.83 139:0.81 144:0.85 145:0.54 146:0.88 147:0.90 149:0.89 150:0.51 154:0.72 155:0.58 159:0.63 161:0.76 165:0.70 167:0.66 172:0.79 173:0.61 176:0.66 177:0.70 178:0.55 179:0.38 181:0.74 187:0.68 192:0.59 195:0.83 201:0.68 208:0.54 212:0.57 215:0.36 216:0.77 222:0.60 235:0.95 241:0.21 242:0.44 243:0.73 245:0.84 247:0.76 253:0.44 259:0.21 265:0.72 266:0.71 267:0.19 271:0.60 276:0.69 282:0.77 290:0.54 297:0.36 300:0.70\n1 1:0.74 6:0.87 8:0.72 9:0.80 11:0.93 12:0.37 17:0.18 18:0.82 20:0.91 21:0.30 27:0.06 28:0.76 29:0.86 30:0.42 31:0.95 32:0.78 34:0.68 36:0.99 37:0.82 39:0.56 41:0.93 43:0.74 44:0.93 45:0.85 60:0.87 64:0.77 66:0.49 69:0.83 70:0.77 71:0.63 74:0.77 77:0.70 78:0.84 79:0.94 81:0.61 83:0.91 85:0.80 86:0.91 91:0.25 96:0.88 98:0.61 100:0.88 101:0.97 108:0.84 111:0.84 114:0.65 120:0.79 122:0.75 123:0.83 124:0.57 126:0.54 127:0.30 129:0.59 133:0.46 135:0.89 137:0.95 139:0.94 140:0.45 144:0.85 145:0.88 146:0.41 147:0.48 149:0.65 150:0.77 151:0.80 152:0.91 153:0.48 154:0.65 155:0.67 158:0.91 159:0.67 161:0.76 162:0.69 164:0.80 165:0.93 167:0.72 169:0.85 172:0.70 173:0.70 176:0.73 177:0.70 179:0.32 181:0.74 186:0.85 187:0.39 189:0.88 190:0.77 192:0.87 195:0.90 196:0.97 201:0.93 202:0.74 208:0.64 212:0.60 215:0.44 216:0.92 219:0.95 220:0.62 222:0.60 235:0.52 238:0.89 241:0.49 242:0.15 243:0.45 245:0.88 247:0.88 248:0.80 253:0.87 255:0.95 256:0.75 259:0.21 260:0.78 261:0.87 265:0.62 266:0.71 267:0.59 268:0.76 271:0.60 276:0.69 279:0.86 282:0.86 283:0.78 284:0.96 285:0.62 290:0.65 292:0.91 297:0.36 300:0.70\n2 6:0.98 7:0.81 8:0.98 9:0.80 11:0.92 12:0.37 17:0.28 18:0.90 20:0.83 21:0.78 27:0.18 28:0.76 29:0.86 30:0.66 31:0.95 34:0.86 36:0.74 37:0.85 39:0.56 41:0.90 43:0.86 45:0.88 48:0.97 66:0.94 69:0.27 70:0.56 71:0.63 74:0.78 78:0.92 79:0.95 83:0.91 85:0.85 86:0.94 91:0.46 96:0.84 98:0.97 100:0.97 101:0.87 104:0.58 108:0.21 111:0.95 120:0.77 121:0.90 122:0.75 123:0.20 127:0.77 129:0.05 135:0.68 137:0.95 139:0.93 140:0.87 144:0.85 145:0.39 146:0.93 147:0.94 149:0.88 151:0.87 152:0.96 153:0.48 154:0.83 155:0.67 159:0.56 161:0.76 162:0.62 164:0.72 167:0.77 169:0.98 172:0.84 173:0.27 177:0.70 178:0.48 179:0.45 181:0.74 186:0.92 187:0.21 189:1.00 192:0.87 196:0.97 202:0.68 204:0.89 208:0.64 212:0.42 216:0.72 222:0.60 230:0.87 232:0.77 233:0.76 235:0.12 238:0.96 241:0.63 242:0.28 243:0.94 247:0.79 248:0.82 253:0.85 255:0.95 256:0.68 259:0.21 260:0.76 261:0.98 265:0.97 266:0.63 267:0.76 268:0.69 271:0.60 276:0.74 281:0.91 284:0.94 285:0.62 300:0.55\n1 1:0.69 7:0.72 8:0.91 9:0.76 11:0.93 12:0.37 17:0.20 18:0.64 21:0.30 27:0.21 28:0.76 29:0.86 30:0.21 34:0.21 36:0.56 37:0.74 39:0.56 43:0.72 45:0.99 55:0.71 66:0.54 69:0.97 70:0.81 71:0.63 74:0.88 81:0.46 83:0.60 85:0.80 86:0.70 91:0.75 96:0.98 97:0.99 98:0.79 99:0.83 101:0.97 104:0.84 106:0.81 108:0.96 114:0.63 117:0.86 120:0.96 122:0.77 123:0.96 124:0.86 126:0.44 127:0.83 129:0.59 133:0.91 135:0.17 138:0.99 139:0.68 140:0.45 144:0.85 146:0.90 147:0.88 149:0.94 150:0.56 151:0.96 153:0.95 154:0.14 155:0.58 158:0.79 159:0.96 161:0.76 162:0.67 164:0.92 165:0.70 167:0.72 172:0.99 173:0.80 176:0.66 177:0.38 179:0.10 181:0.74 187:0.39 190:0.77 191:0.80 192:0.59 201:0.68 202:0.91 204:0.85 206:0.81 208:0.54 212:0.58 215:0.44 216:0.95 222:0.60 230:0.75 232:0.89 233:0.76 235:0.42 241:0.47 242:0.54 243:0.16 245:0.99 247:0.90 248:0.98 253:0.99 255:0.74 256:0.93 257:0.65 259:0.21 260:0.95 265:0.79 266:0.94 267:0.23 268:0.93 271:0.60 276:0.99 279:0.82 283:0.82 285:0.56 290:0.63 297:0.36 300:0.84\n2 1:0.69 6:0.98 7:0.72 8:0.93 9:0.80 11:0.91 12:0.37 17:0.01 20:0.89 21:0.22 27:0.18 28:0.76 29:0.86 30:0.76 31:0.97 32:0.69 34:0.50 36:0.35 37:0.85 39:0.56 41:0.90 43:0.70 45:0.81 66:0.80 69:0.45 70:0.37 71:0.63 74:0.69 77:0.70 78:0.89 79:0.96 81:0.53 83:0.91 91:0.99 96:1.00 97:0.98 98:0.77 99:0.83 100:0.94 101:0.52 104:0.58 108:0.35 111:0.91 114:0.67 120:0.99 122:0.75 123:0.34 126:0.44 127:0.26 129:0.05 135:0.44 137:0.97 138:0.99 140:0.98 144:0.85 145:0.41 146:0.48 147:0.54 149:0.67 150:0.58 151:0.95 152:0.96 153:0.99 154:0.59 155:0.67 158:0.78 159:0.17 161:0.76 162:0.66 164:0.98 165:0.70 167:1.00 169:0.98 172:0.45 173:0.72 175:0.75 176:0.66 177:0.38 179:0.73 181:0.74 186:0.88 189:0.94 191:0.92 192:0.87 195:0.54 201:0.68 202:0.98 204:0.85 208:0.64 212:0.55 215:0.51 216:0.72 222:0.60 230:0.75 232:0.77 233:0.76 235:0.31 238:0.94 241:0.98 242:0.58 243:0.82 244:0.61 247:0.39 248:0.87 253:0.99 255:0.95 256:0.99 257:0.65 259:0.21 260:0.99 261:0.98 265:0.77 266:0.27 267:0.79 268:0.99 271:0.60 276:0.32 277:0.69 279:0.82 282:0.77 283:0.78 284:0.93 285:0.62 290:0.67 297:0.36 300:0.33\n1 1:0.69 7:0.72 8:0.84 9:0.76 11:0.93 12:0.37 17:0.30 18:0.85 21:0.30 27:0.50 28:0.76 29:0.86 30:0.21 32:0.69 34:0.53 36:0.79 37:0.60 39:0.56 43:0.69 45:1.00 66:0.34 69:0.23 70:0.85 71:0.63 74:0.93 77:0.70 81:0.46 83:0.60 85:0.80 86:0.92 91:0.04 96:0.87 97:0.99 98:0.68 99:0.83 101:0.97 104:0.84 106:0.81 108:0.98 114:0.63 117:0.86 120:0.78 122:0.77 123:0.98 124:0.95 126:0.44 127:0.98 129:0.97 133:0.96 135:0.26 139:0.89 140:0.45 144:0.85 145:0.67 146:0.71 147:0.75 149:0.90 150:0.56 151:0.84 153:0.71 154:0.78 155:0.58 158:0.79 159:0.98 161:0.76 162:0.78 164:0.74 165:0.70 167:0.63 172:0.99 173:0.06 176:0.66 177:0.70 179:0.09 181:0.74 187:0.39 190:0.77 191:0.83 192:0.59 195:1.00 201:0.68 202:0.67 204:0.85 206:0.81 208:0.54 212:0.55 215:0.44 216:0.86 220:0.62 222:0.60 230:0.75 232:0.89 233:0.76 235:0.42 241:0.10 242:0.50 243:0.08 245:0.99 247:0.94 248:0.82 253:0.88 255:0.74 256:0.71 259:0.21 260:0.75 265:0.69 266:0.94 267:0.28 268:0.72 271:0.60 276:0.99 279:0.82 282:0.77 283:0.82 285:0.56 290:0.63 297:0.36 300:0.84\n2 1:0.74 6:0.95 8:0.88 9:0.80 11:0.92 12:0.37 17:0.73 18:0.94 20:0.92 21:0.30 22:0.93 27:0.44 28:0.76 29:0.86 30:0.43 31:0.95 34:0.29 36:0.80 37:0.45 39:0.56 41:0.88 43:0.96 45:0.93 47:0.93 60:0.95 64:0.77 66:0.36 69:0.19 70:0.85 71:0.63 74:0.86 78:0.87 79:0.94 81:0.61 83:0.91 85:0.93 86:0.97 91:0.22 96:0.84 98:0.63 100:0.90 101:0.87 104:0.88 106:0.81 108:0.92 111:0.87 114:0.65 117:0.86 120:0.74 122:0.57 123:0.92 124:0.83 126:0.54 127:0.85 129:0.93 133:0.84 135:0.82 137:0.95 139:0.96 140:0.45 144:0.85 146:0.32 147:0.39 149:0.93 150:0.77 151:0.92 152:0.86 153:0.72 154:0.96 155:0.67 158:0.92 159:0.86 161:0.76 162:0.55 164:0.70 165:0.93 167:0.66 169:0.88 172:0.89 173:0.10 176:0.73 177:0.70 179:0.19 181:0.74 186:0.87 187:0.21 189:0.96 191:0.70 192:0.87 196:0.97 201:0.93 202:0.67 206:0.81 208:0.64 212:0.57 215:0.44 216:0.39 219:0.95 222:0.60 232:0.91 235:0.52 238:0.91 241:0.21 242:0.16 243:0.13 245:0.95 247:0.96 248:0.81 253:0.87 255:0.95 256:0.58 259:0.21 260:0.75 261:0.89 262:0.93 265:0.64 266:0.84 267:0.82 268:0.64 271:0.60 276:0.92 279:0.86 283:0.82 284:0.93 285:0.62 290:0.65 292:0.95 297:0.36 300:0.94\n3 1:0.64 6:0.96 7:0.81 8:0.92 9:0.80 11:0.75 12:0.37 17:0.03 18:0.75 20:0.98 21:0.47 26:0.99 27:0.17 28:0.91 29:0.91 30:0.54 31:1.00 32:0.80 34:0.86 36:0.76 37:0.62 39:0.29 41:0.99 43:0.80 44:0.93 45:0.81 58:1.00 60:0.99 64:0.77 66:0.88 69:0.73 70:0.56 71:0.57 74:0.83 77:0.70 78:0.98 79:1.00 81:0.76 83:0.91 85:0.80 86:0.82 91:0.89 96:0.99 97:0.98 98:0.79 100:0.99 101:0.87 108:0.56 111:0.99 114:0.80 120:0.98 121:0.90 122:0.75 123:0.53 126:0.54 127:0.27 129:0.05 135:0.28 137:1.00 138:0.99 139:0.92 140:0.45 141:1.00 145:0.44 146:0.73 147:0.77 149:0.78 150:0.60 151:0.99 152:0.94 153:0.96 154:0.74 155:0.67 158:0.92 159:0.29 161:0.87 162:0.78 164:0.97 165:0.93 167:0.84 169:0.99 172:0.67 173:0.81 176:0.73 177:0.70 179:0.49 181:0.55 186:0.98 187:0.21 189:0.97 191:0.80 192:0.87 195:0.62 196:1.00 199:1.00 201:0.62 202:0.94 204:0.84 208:0.64 212:0.75 215:0.63 216:0.92 219:0.95 220:0.74 222:0.60 223:0.99 224:0.98 230:0.87 233:0.76 234:0.98 235:0.80 238:0.96 241:0.78 242:0.33 243:0.89 247:0.74 248:0.99 253:0.99 255:0.95 256:0.96 259:0.21 260:0.98 261:0.97 265:0.79 266:0.54 267:0.19 268:0.96 271:0.38 274:1.00 276:0.54 279:0.86 281:0.91 282:0.88 283:0.82 284:1.00 285:0.62 290:0.80 292:0.95 297:0.36 299:0.88 300:0.43\n0 11:0.57 12:0.37 17:0.47 18:0.65 21:0.64 26:0.95 27:0.45 28:0.91 29:0.91 30:0.70 34:0.50 36:0.39 37:0.50 39:0.29 43:0.66 55:0.71 58:0.93 66:0.19 69:0.70 70:0.62 71:0.57 74:0.82 77:0.70 81:0.30 85:0.80 86:0.74 91:0.03 98:0.46 101:0.87 108:0.88 114:0.66 122:0.77 123:0.51 124:0.87 126:0.26 127:0.48 129:0.59 133:0.85 135:0.86 139:0.72 141:0.91 145:0.49 146:0.88 147:0.90 149:0.66 150:0.33 154:0.56 158:0.73 159:0.86 161:0.87 167:0.56 172:0.75 173:0.41 176:0.60 177:0.70 178:0.55 179:0.20 181:0.55 187:0.68 195:0.97 199:0.94 212:0.71 216:0.77 222:0.60 223:0.93 224:0.93 234:0.91 235:0.74 241:0.30 242:0.80 243:0.40 245:0.91 247:0.60 253:0.61 259:0.21 265:0.41 266:0.89 267:0.36 271:0.38 274:0.91 276:0.89 282:0.73 290:0.66 300:0.84\n0 11:0.57 12:0.37 17:0.66 18:0.63 21:0.78 26:0.94 27:0.45 28:0.91 29:0.91 30:0.45 34:0.83 36:0.29 37:0.50 39:0.29 43:0.76 58:0.93 66:0.69 69:0.82 70:0.25 71:0.57 74:0.49 85:0.72 86:0.72 91:0.11 98:0.15 101:0.87 108:0.67 122:0.57 123:0.65 127:0.09 129:0.05 135:0.88 139:0.70 141:0.91 145:0.67 146:0.22 147:0.28 149:0.50 154:0.67 159:0.10 161:0.87 167:0.57 172:0.21 173:0.83 177:0.70 178:0.55 179:0.12 181:0.55 187:0.68 199:0.94 212:0.61 216:0.77 222:0.60 223:0.93 224:0.93 234:0.91 235:0.98 241:0.35 242:0.63 243:0.73 247:0.30 253:0.40 259:0.21 265:0.16 266:0.17 267:0.28 271:0.38 274:0.91 276:0.20 300:0.18\n2 1:0.66 6:0.90 7:0.81 8:0.80 9:0.79 11:0.57 12:0.37 17:0.57 18:0.87 20:0.93 21:0.30 26:0.99 27:0.35 28:0.91 29:0.91 30:0.45 31:0.95 32:0.80 34:0.52 36:0.43 37:0.43 39:0.29 41:0.92 43:0.95 44:0.93 55:0.45 58:0.99 60:0.95 64:0.77 66:0.74 69:0.19 70:0.69 71:0.57 74:0.90 77:0.89 78:0.96 79:0.95 81:0.79 83:0.60 85:0.93 86:0.96 91:0.62 96:0.87 98:0.81 100:0.96 101:0.87 104:0.54 108:0.15 111:0.95 114:0.86 120:0.78 121:0.90 122:0.57 123:0.15 124:0.41 126:0.54 127:0.79 129:0.05 133:0.37 135:0.23 137:0.95 139:0.97 140:0.45 141:1.00 145:0.69 146:0.75 147:0.79 149:0.95 150:0.67 151:0.86 152:0.86 153:0.48 154:0.95 155:0.66 158:0.86 159:0.43 161:0.87 162:0.85 164:0.77 165:0.93 167:0.86 169:0.94 172:0.73 173:0.31 176:0.73 177:0.70 179:0.57 181:0.55 186:0.96 189:0.92 192:0.87 195:0.62 196:0.98 199:0.98 201:0.64 202:0.65 204:0.84 208:0.64 212:0.60 215:0.72 216:0.05 219:0.95 220:0.87 222:0.60 223:0.99 224:0.98 230:0.87 232:0.74 233:0.76 234:0.98 235:0.68 238:0.90 241:0.80 242:0.43 243:0.77 245:0.73 247:0.67 248:0.82 253:0.91 255:0.79 256:0.71 259:0.21 260:0.79 261:0.93 265:0.81 266:0.54 267:0.18 268:0.72 271:0.38 274:0.98 276:0.62 279:0.81 281:0.91 282:0.88 283:0.67 284:0.95 285:0.62 290:0.86 292:0.88 297:0.36 299:0.97 300:0.70\n1 1:0.69 7:0.81 9:0.74 11:0.75 12:0.37 17:0.47 18:0.97 21:0.30 22:0.93 26:0.99 27:0.39 28:0.91 29:0.91 30:0.53 31:0.90 32:0.80 34:0.93 36:0.59 37:0.67 39:0.29 41:0.82 43:0.88 44:0.93 45:0.92 47:0.93 58:0.98 60:0.99 64:0.77 66:0.51 69:0.54 70:0.62 71:0.57 74:0.98 77:0.89 79:0.90 81:0.85 83:0.60 85:0.99 86:0.99 91:0.10 96:0.74 98:0.73 101:0.87 104:0.95 106:0.81 108:0.80 114:0.86 117:0.86 120:0.62 121:0.99 122:0.57 123:0.79 124:0.74 126:0.54 127:0.76 129:0.89 133:0.78 135:0.77 137:0.90 139:1.00 140:0.45 141:1.00 145:0.87 146:0.75 147:0.79 149:1.00 150:0.85 151:0.68 153:0.48 154:0.86 155:0.65 158:0.86 159:0.82 161:0.87 162:0.86 164:0.57 165:0.93 167:0.51 172:0.96 173:0.32 176:0.73 177:0.70 179:0.14 181:0.55 187:0.21 192:0.87 195:0.93 196:0.95 199:0.99 201:0.67 202:0.36 204:0.85 206:0.81 208:0.64 212:0.86 215:0.72 216:0.89 219:0.95 220:0.74 222:0.60 223:0.99 224:0.99 230:0.87 232:0.96 233:0.76 234:0.98 235:0.95 241:0.07 242:0.37 243:0.31 245:0.98 247:0.82 248:0.64 253:0.82 255:0.73 256:0.45 259:0.21 260:0.63 262:0.93 265:0.73 266:0.54 267:0.59 268:0.46 271:0.38 274:0.97 276:0.95 279:0.82 281:0.91 282:0.88 283:0.67 284:0.89 285:0.62 290:0.86 292:0.88 297:0.36 299:0.97 300:0.84\n2 1:0.66 9:0.79 11:0.82 12:0.37 17:0.43 18:0.94 21:0.54 22:0.93 26:0.99 27:0.49 28:0.91 29:0.91 30:0.40 31:0.95 32:0.80 34:0.90 36:0.98 37:0.69 39:0.29 41:0.88 43:0.87 44:0.93 45:0.85 47:0.93 55:0.45 58:0.98 60:0.87 64:0.77 66:0.48 69:0.32 70:0.72 71:0.57 74:0.84 77:0.89 79:0.94 81:0.78 83:0.60 85:0.90 86:0.93 91:0.49 96:0.83 98:0.68 101:0.97 104:0.96 106:0.81 108:0.80 114:0.77 117:0.86 120:0.73 122:0.57 123:0.79 124:0.65 126:0.54 127:0.85 129:0.59 133:0.61 135:0.60 137:0.95 139:0.95 140:0.45 141:1.00 145:0.91 146:0.57 147:0.63 149:0.85 150:0.62 151:0.86 153:0.48 154:0.84 155:0.66 158:0.92 159:0.64 161:0.87 162:0.86 164:0.67 165:0.93 167:0.60 172:0.77 173:0.26 176:0.73 177:0.70 179:0.38 181:0.55 187:0.39 192:0.87 195:0.76 196:0.97 199:0.98 201:0.64 202:0.50 206:0.81 208:0.64 212:0.85 215:0.58 216:0.47 219:0.95 222:0.60 223:0.99 224:0.99 232:0.97 234:0.99 235:0.88 241:0.44 242:0.16 243:0.45 245:0.87 247:0.91 248:0.81 253:0.87 255:0.78 256:0.58 259:0.21 260:0.74 262:0.93 265:0.68 266:0.71 267:0.36 268:0.59 271:0.38 274:0.98 276:0.77 279:0.80 282:0.88 283:0.82 284:0.92 285:0.62 290:0.77 292:0.95 297:0.36 299:0.88 300:0.84\n2 1:0.64 7:0.81 9:0.79 11:0.82 12:0.37 17:0.26 18:0.96 21:0.47 22:0.93 26:0.99 27:0.21 28:0.91 29:0.91 30:0.21 31:0.94 34:0.73 36:0.83 37:0.74 39:0.29 41:0.82 43:0.95 45:0.92 47:0.93 58:0.98 60:0.87 64:0.77 66:0.85 69:0.23 70:0.88 71:0.57 74:0.95 79:0.93 81:0.76 83:0.60 85:0.98 86:0.98 91:0.22 96:0.87 97:0.94 98:0.89 101:0.97 104:0.84 106:0.81 108:0.18 114:0.80 117:0.86 120:0.78 121:0.90 122:0.57 123:0.18 124:0.39 126:0.54 127:0.74 129:0.59 133:0.61 135:0.44 137:0.94 139:0.98 140:0.80 141:1.00 146:0.99 147:0.99 149:0.97 150:0.60 151:0.86 153:0.48 154:0.95 155:0.66 158:0.92 159:0.87 161:0.87 162:0.86 164:0.66 165:0.93 167:0.57 172:0.97 173:0.10 176:0.73 177:0.70 179:0.15 181:0.55 187:0.39 192:0.87 196:0.97 199:0.99 201:0.62 202:0.50 204:0.84 206:0.81 208:0.64 212:0.67 215:0.63 216:0.95 219:0.95 222:0.60 223:0.99 224:0.99 230:0.87 232:0.89 233:0.76 234:0.98 235:0.80 241:0.35 242:0.24 243:0.86 245:0.92 247:0.93 248:0.77 253:0.92 255:0.79 256:0.58 259:0.21 260:0.79 262:0.93 265:0.89 266:0.75 267:0.84 268:0.59 271:0.38 274:0.97 276:0.95 279:0.82 281:0.91 283:0.82 284:0.89 285:0.62 290:0.80 292:0.95 297:0.36 300:0.84\n2 1:0.68 6:0.92 7:0.81 8:0.76 9:0.79 11:0.75 12:0.37 17:0.66 18:0.94 20:0.87 21:0.13 26:0.99 27:0.72 28:0.91 29:0.91 30:0.31 31:0.94 32:0.80 34:0.79 36:0.84 39:0.29 41:0.82 43:0.95 44:0.93 45:0.73 58:0.98 60:0.87 64:0.77 66:0.47 69:0.15 70:0.85 71:0.57 74:0.94 77:0.89 78:0.92 79:0.93 81:0.82 83:0.60 85:0.95 86:0.98 91:0.44 96:0.80 98:0.64 100:0.88 101:0.87 104:0.58 108:0.12 111:0.90 114:0.92 120:0.69 121:0.90 122:0.57 123:0.12 124:0.75 126:0.54 127:0.88 129:0.81 133:0.74 135:0.58 137:0.94 139:0.98 140:0.45 141:1.00 145:0.69 146:0.82 147:0.85 149:0.97 150:0.78 151:0.86 152:0.82 153:0.48 154:0.95 155:0.66 158:0.92 159:0.71 161:0.87 162:0.86 164:0.57 165:0.93 167:0.85 169:0.86 172:0.80 173:0.15 176:0.73 177:0.70 179:0.33 181:0.55 186:0.92 189:0.93 192:0.87 195:0.82 196:0.98 199:0.98 201:0.65 202:0.36 204:0.84 208:0.64 212:0.58 215:0.84 216:0.04 219:0.95 222:0.60 223:0.99 224:0.99 230:0.87 232:0.77 233:0.76 234:0.99 235:0.52 238:0.83 241:0.79 242:0.32 243:0.59 245:0.88 247:0.88 248:0.77 253:0.88 255:0.78 256:0.45 259:0.21 260:0.70 261:0.87 265:0.65 266:0.54 267:0.23 268:0.46 271:0.38 274:0.97 276:0.82 279:0.80 281:0.91 282:0.88 283:0.82 284:0.89 285:0.62 290:0.92 292:0.95 297:0.36 299:0.97 300:0.70\n0 1:0.67 6:0.87 7:0.81 8:0.74 9:0.80 11:0.75 12:0.37 17:0.57 18:0.80 20:0.98 21:0.22 22:0.93 26:0.99 27:0.37 28:0.91 29:0.91 30:0.26 31:0.98 32:0.80 34:0.45 36:0.98 37:0.62 39:0.29 41:0.94 43:0.89 44:0.93 45:0.89 47:0.93 48:0.91 58:0.99 60:0.97 64:0.77 66:0.96 69:0.47 70:0.77 71:0.57 74:0.87 77:0.70 78:0.92 79:0.98 81:0.81 83:0.91 85:0.85 86:0.88 91:0.54 96:0.95 97:0.89 98:0.97 100:0.89 101:0.87 104:0.94 106:0.81 108:0.36 111:0.90 114:0.90 117:0.86 120:0.90 121:0.90 122:0.75 123:0.34 126:0.54 127:0.76 129:0.05 135:0.56 137:0.98 139:0.94 140:0.45 141:1.00 145:0.45 146:0.96 147:0.97 149:0.83 150:0.73 151:0.95 152:0.90 153:0.85 154:0.88 155:0.67 158:0.92 159:0.65 161:0.87 162:0.77 164:0.85 165:0.93 167:0.59 169:0.86 172:0.89 173:0.38 176:0.73 177:0.70 179:0.34 181:0.55 186:0.92 187:0.68 189:0.89 192:0.87 195:0.80 196:0.99 199:0.98 201:0.64 202:0.79 204:0.84 206:0.81 208:0.64 212:0.71 215:0.79 216:0.58 219:0.95 220:0.74 222:0.60 223:0.99 224:0.99 230:0.87 232:0.96 233:0.76 234:0.98 235:0.60 238:0.84 241:0.39 242:0.24 243:0.96 247:0.90 248:0.91 253:0.96 255:0.95 256:0.82 259:0.21 260:0.90 261:0.90 262:0.93 265:0.97 266:0.63 267:0.23 268:0.83 271:0.38 274:0.99 276:0.81 279:0.82 281:0.91 282:0.88 283:0.82 284:0.98 285:0.62 290:0.90 292:0.95 297:0.36 299:0.88 300:0.55\n2 1:0.64 6:0.91 7:0.81 8:0.74 9:0.80 11:0.82 12:0.37 17:0.18 18:0.95 20:0.98 21:0.47 22:0.93 26:0.99 27:0.21 28:0.91 29:0.91 30:0.21 31:0.98 34:0.75 36:0.87 37:0.74 39:0.29 41:0.94 43:0.95 45:0.92 47:0.93 58:0.99 60:0.98 64:0.77 66:0.85 69:0.23 70:0.89 71:0.57 74:0.94 78:0.92 79:0.98 81:0.76 83:0.60 85:0.97 86:0.98 91:0.46 96:0.93 97:0.89 98:0.89 100:0.92 101:0.97 104:0.84 106:0.81 108:0.18 111:0.91 114:0.80 117:0.86 120:0.89 121:0.97 122:0.57 123:0.18 124:0.39 126:0.54 127:0.73 129:0.59 133:0.61 135:0.47 137:0.98 139:0.98 140:0.45 141:1.00 146:0.99 147:0.99 149:0.96 150:0.60 151:0.96 152:0.90 153:0.88 154:0.95 155:0.67 158:0.92 159:0.87 161:0.87 162:0.70 164:0.85 165:0.93 167:0.57 169:0.90 172:0.97 173:0.10 176:0.73 177:0.70 179:0.15 181:0.55 186:0.92 187:0.39 189:0.92 192:0.87 196:0.99 199:0.99 201:0.62 202:0.78 204:0.85 206:0.81 208:0.64 212:0.67 215:0.63 216:0.95 219:0.95 220:0.74 222:0.60 223:0.99 224:0.99 230:0.87 232:0.89 233:0.76 234:0.98 235:0.80 238:0.87 241:0.32 242:0.24 243:0.86 245:0.92 247:0.93 248:0.92 253:0.96 255:0.94 256:0.79 259:0.21 260:0.89 261:0.91 262:0.93 265:0.89 266:0.75 267:0.88 268:0.81 271:0.38 274:0.99 276:0.94 279:0.82 281:0.91 283:0.82 284:0.97 285:0.62 290:0.80 292:0.95 297:0.36 300:0.84\n2 1:0.69 6:0.90 8:0.68 9:0.71 11:0.75 12:0.37 17:0.22 18:0.97 20:0.86 26:0.99 27:0.70 28:0.91 29:0.91 30:0.19 34:0.47 36:0.97 37:0.32 39:0.29 43:0.85 45:0.95 58:0.93 60:0.87 64:0.77 66:0.54 69:0.61 70:0.93 71:0.57 74:0.90 78:0.87 81:0.85 83:0.60 85:0.95 86:0.97 91:0.31 96:0.72 98:0.76 100:0.86 101:0.87 104:0.90 106:0.81 108:0.79 111:0.86 114:0.98 117:0.86 120:0.59 122:0.57 123:0.78 124:0.83 126:0.54 127:0.72 129:0.81 133:0.89 135:0.73 139:0.97 140:0.45 141:0.91 146:0.77 147:0.80 149:0.96 150:0.86 151:0.57 152:0.81 153:0.48 154:0.81 155:0.58 158:0.92 159:0.91 161:0.87 162:0.76 164:0.68 165:0.93 167:0.57 169:0.84 172:0.96 173:0.25 176:0.73 177:0.70 179:0.14 181:0.55 186:0.87 187:0.39 189:0.91 190:0.95 192:0.57 199:0.99 201:0.67 202:0.58 206:0.81 208:0.64 212:0.51 215:0.96 216:0.35 219:0.95 220:0.91 222:0.60 223:0.99 224:0.93 232:0.93 234:0.91 235:0.31 238:0.82 241:0.35 242:0.19 243:0.31 245:0.95 247:0.91 248:0.58 253:0.79 255:0.70 256:0.58 259:0.21 260:0.59 261:0.84 265:0.76 266:0.94 267:0.28 268:0.62 271:0.38 274:0.91 276:0.95 279:0.80 283:0.82 285:0.56 290:0.98 292:0.95 297:0.36 300:0.84\n1 1:0.64 7:0.81 11:0.82 12:0.37 17:0.51 18:0.96 21:0.47 22:0.93 26:0.99 27:0.50 28:0.91 29:0.91 30:0.21 32:0.80 34:0.80 36:0.88 37:0.60 39:0.29 43:0.95 44:0.93 45:0.93 47:0.93 58:0.93 60:0.95 64:0.77 66:0.72 69:0.27 70:0.89 71:0.57 74:0.96 77:0.70 81:0.76 83:0.60 85:0.98 86:0.98 91:0.07 97:0.89 98:0.88 101:0.97 104:0.84 106:0.81 108:0.21 114:0.80 117:0.86 121:0.90 122:0.57 123:0.20 124:0.46 126:0.54 127:0.88 129:0.59 133:0.61 135:0.61 139:0.99 141:0.91 145:0.70 146:0.99 147:0.99 149:0.98 150:0.60 154:0.95 155:0.57 158:0.92 159:0.89 161:0.87 165:0.93 167:0.50 172:0.98 173:0.10 176:0.73 177:0.70 178:0.55 179:0.14 181:0.55 187:0.39 192:0.56 195:0.97 199:0.99 201:0.62 204:0.84 206:0.81 208:0.64 212:0.60 215:0.63 216:0.86 219:0.95 222:0.60 223:0.99 224:0.93 230:0.87 232:0.89 233:0.76 234:0.91 235:0.80 241:0.03 242:0.24 243:0.75 245:0.98 247:0.93 253:0.72 259:0.21 262:0.93 265:0.88 266:0.80 267:0.52 271:0.38 274:0.91 276:0.96 279:0.82 281:0.91 282:0.88 283:0.82 290:0.80 292:0.95 297:0.36 299:0.88 300:0.84\n2 1:0.66 6:0.92 7:0.69 8:0.83 9:0.80 11:0.82 12:0.37 17:0.55 18:0.95 20:0.96 21:0.30 26:0.99 27:0.47 28:0.91 29:0.91 30:0.21 31:0.97 32:0.80 34:0.59 36:1.00 37:0.49 39:0.29 41:0.95 43:0.76 44:0.93 45:0.81 48:0.91 55:0.45 58:0.99 60:0.99 64:0.77 66:0.82 69:0.81 70:0.85 71:0.57 74:0.89 77:0.70 78:0.88 79:0.97 81:0.79 83:0.60 85:0.95 86:0.97 91:0.44 96:0.90 97:0.94 98:0.69 100:0.84 101:0.97 104:0.95 106:0.81 108:0.65 111:0.85 114:0.86 120:0.83 122:0.57 123:0.63 124:0.39 126:0.54 127:0.24 129:0.05 133:0.37 135:0.90 137:0.97 139:0.98 140:0.45 141:1.00 145:0.59 146:0.95 147:0.28 149:0.93 150:0.67 151:0.94 152:0.89 153:0.82 154:0.68 155:0.66 158:0.92 159:0.68 161:0.87 162:0.79 164:0.84 165:0.93 167:0.57 169:0.82 172:0.92 173:0.63 176:0.73 177:0.05 179:0.15 181:0.55 186:0.88 187:0.87 189:0.93 192:0.87 195:0.94 196:0.99 199:0.99 201:0.64 202:0.75 204:0.82 206:0.81 208:0.64 212:0.70 215:0.72 216:0.66 219:0.95 222:0.60 223:0.99 224:0.98 230:0.71 233:0.66 234:0.98 235:0.68 238:0.83 241:0.35 242:0.24 243:0.15 245:0.89 247:0.94 248:0.89 253:0.93 255:0.94 256:0.79 257:0.84 259:0.21 260:0.84 261:0.87 265:0.70 266:0.75 267:0.73 268:0.80 271:0.38 274:0.99 276:0.86 279:0.82 281:0.86 282:0.88 283:0.82 284:0.97 285:0.62 290:0.86 292:0.95 297:0.36 299:0.88 300:0.84\n1 1:0.62 6:0.86 8:0.71 9:0.75 10:0.97 11:0.86 12:0.92 17:0.69 18:0.92 20:0.87 21:0.47 22:0.93 23:0.99 27:0.30 28:0.96 29:0.86 30:0.52 31:0.95 33:0.97 34:0.37 36:0.18 37:0.71 39:0.55 41:0.82 43:0.76 44:0.88 45:0.98 47:0.93 48:0.91 62:0.99 64:0.77 66:0.45 69:0.95 70:0.81 71:0.81 74:0.86 75:0.98 76:0.85 78:0.99 79:0.94 81:0.61 83:0.91 85:0.80 86:0.92 91:0.11 96:0.84 97:0.98 98:0.56 99:0.95 100:0.98 101:1.00 102:0.96 104:0.58 108:0.93 111:0.98 114:0.78 117:0.86 120:0.79 122:0.82 123:0.93 124:0.87 126:0.51 127:0.96 128:0.98 129:0.59 131:0.84 133:0.89 135:0.71 137:0.95 139:0.92 140:0.97 144:0.76 145:0.67 146:0.88 147:0.80 149:0.89 150:0.47 151:0.77 152:0.86 153:0.89 154:0.20 155:0.66 157:0.86 158:0.81 159:0.89 161:0.60 162:0.55 164:0.75 165:0.81 166:0.77 167:0.45 168:0.98 169:0.95 170:0.82 172:0.95 173:0.88 174:0.97 176:0.70 177:0.70 178:0.42 179:0.15 181:0.66 182:0.80 186:0.99 187:0.87 189:0.88 192:0.98 195:0.96 196:0.97 197:0.96 201:0.60 202:0.81 205:0.98 208:0.64 212:0.77 216:0.29 219:0.94 220:0.62 222:0.35 226:0.98 227:0.91 229:0.89 231:0.67 232:0.95 235:0.68 236:0.95 238:0.92 239:0.97 242:0.15 243:0.22 245:0.96 246:0.93 247:0.99 248:0.70 253:0.88 255:0.78 256:0.80 257:0.65 259:0.21 260:0.79 261:0.94 262:0.93 265:0.57 266:0.89 267:0.23 268:0.79 271:0.16 276:0.96 279:0.81 281:0.91 283:0.82 284:0.97 285:0.62 287:0.95 290:0.78 291:0.97 292:0.95 300:0.84\n2 1:0.67 6:0.85 8:0.64 9:0.76 10:0.93 11:0.84 12:0.92 17:0.30 18:0.83 20:0.88 21:0.22 22:0.93 23:0.97 27:0.35 28:0.96 29:0.86 30:0.33 31:0.94 33:0.97 34:0.58 36:0.43 37:0.48 39:0.55 41:0.88 43:0.85 45:0.89 47:0.93 60:0.95 62:0.98 64:0.77 66:0.45 69:0.62 70:0.96 71:0.81 74:0.78 75:0.99 78:0.90 79:0.94 81:0.79 83:0.91 85:0.72 86:0.84 91:0.17 96:0.82 98:0.35 100:0.88 101:0.96 104:0.94 106:0.81 108:0.47 111:0.88 114:0.90 117:0.86 120:0.68 123:0.45 124:0.93 126:0.54 127:0.85 128:0.97 129:0.05 131:0.84 133:0.95 135:0.93 137:0.94 139:0.85 140:0.87 144:0.76 146:0.84 147:0.86 149:0.79 150:0.62 151:0.81 152:0.95 153:0.77 154:0.81 155:0.66 157:0.76 158:0.86 159:0.91 161:0.60 162:0.52 164:0.69 165:0.93 166:0.77 167:0.46 168:0.97 169:0.85 170:0.82 172:0.75 173:0.27 174:0.86 176:0.73 177:0.88 178:0.48 179:0.39 181:0.66 182:0.80 186:0.90 187:0.87 189:0.85 192:0.99 196:0.95 197:0.89 201:0.66 202:0.72 205:0.97 206:0.81 208:0.64 212:0.39 215:0.79 216:0.64 219:0.95 220:0.62 222:0.35 226:0.96 227:0.91 229:0.89 231:0.67 232:0.97 235:0.52 236:0.97 238:0.83 239:0.95 241:0.03 242:0.14 243:0.58 245:0.71 246:0.94 247:0.96 248:0.75 253:0.85 255:0.79 256:0.64 259:0.21 260:0.69 261:0.90 262:0.93 265:0.37 266:0.97 267:0.69 268:0.67 271:0.16 276:0.78 279:0.81 283:0.67 284:0.94 285:0.62 287:0.95 290:0.90 291:0.97 292:0.88 297:0.36 300:0.94\n2 1:0.64 6:0.87 8:0.74 9:0.75 10:0.94 11:0.84 12:0.92 17:0.45 18:0.80 20:0.95 21:0.54 22:0.93 23:0.99 27:0.35 28:0.96 29:0.86 30:0.15 31:0.92 33:0.97 34:0.36 36:0.33 37:0.49 39:0.55 41:0.93 43:0.84 45:0.88 47:0.93 60:0.95 62:0.98 64:0.77 66:0.35 69:0.63 70:0.97 71:0.81 74:0.80 75:0.99 78:0.97 79:0.91 81:0.74 83:0.91 85:0.72 86:0.84 91:0.51 96:0.77 98:0.30 100:0.96 101:0.96 104:0.90 106:0.81 108:0.48 111:0.95 114:0.77 117:0.86 120:0.65 122:0.55 123:0.46 124:0.93 126:0.54 127:0.84 128:0.97 129:0.05 131:0.84 133:0.94 135:0.89 137:0.92 139:0.85 140:0.80 144:0.76 146:0.79 147:0.83 149:0.84 150:0.55 151:0.66 152:0.96 153:0.87 154:0.81 155:0.65 157:0.76 158:0.86 159:0.92 161:0.60 162:0.55 164:0.80 165:0.93 166:0.77 167:0.48 168:0.97 169:0.94 170:0.82 172:0.78 173:0.27 174:0.88 176:0.73 177:0.88 178:0.42 179:0.30 181:0.66 182:0.80 186:0.96 187:0.87 189:0.90 191:0.70 192:0.98 196:0.94 197:0.88 201:0.63 202:0.77 205:0.98 206:0.81 208:0.64 212:0.37 215:0.58 216:0.84 219:0.95 220:0.93 222:0.35 226:0.96 227:0.91 229:0.89 231:0.67 232:0.95 235:0.80 236:0.97 238:0.89 239:0.94 241:0.12 242:0.13 243:0.51 245:0.79 246:0.93 247:0.97 248:0.71 253:0.81 255:0.78 256:0.71 259:0.21 260:0.66 261:0.96 262:0.93 265:0.32 266:0.96 267:0.73 268:0.75 271:0.16 276:0.83 279:0.81 283:0.67 284:0.97 285:0.62 287:0.95 290:0.77 291:0.97 292:0.88 297:0.36 300:0.98\n2 1:0.68 6:0.87 8:0.71 9:0.79 10:0.95 11:0.84 12:0.92 17:0.45 18:0.82 20:0.88 21:0.13 22:0.93 23:0.98 27:0.35 28:0.96 29:0.86 30:0.32 31:0.96 33:0.97 34:0.29 36:0.34 37:0.49 39:0.55 41:0.90 43:0.84 45:0.92 47:0.93 60:0.87 62:0.99 64:0.77 66:0.12 69:0.63 70:0.92 71:0.81 74:0.78 75:0.99 78:0.98 79:0.95 81:0.80 83:0.91 85:0.72 86:0.86 91:0.54 96:0.85 98:0.31 100:0.97 101:0.96 104:0.90 106:0.81 108:0.48 111:0.97 114:0.92 117:0.86 120:0.76 122:0.55 123:0.91 124:0.96 126:0.54 127:0.84 128:0.98 129:0.59 131:0.84 133:0.96 135:0.89 137:0.96 139:0.87 140:0.87 144:0.76 146:0.69 147:0.74 149:0.79 150:0.66 151:0.83 152:0.96 153:0.78 154:0.81 155:0.66 157:0.82 158:0.86 159:0.93 161:0.60 162:0.56 164:0.74 165:0.93 166:0.77 167:0.46 168:0.98 169:0.94 170:0.82 172:0.73 173:0.24 174:0.92 176:0.73 177:0.88 178:0.48 179:0.29 181:0.66 182:0.80 186:0.98 187:0.87 189:0.89 192:0.99 196:0.96 197:0.91 201:0.67 202:0.70 205:0.98 206:0.81 208:0.64 212:0.41 215:0.84 216:0.84 219:0.95 220:0.62 222:0.35 226:0.96 227:0.91 229:0.89 231:0.67 232:0.95 235:0.42 236:0.97 238:0.91 239:0.95 241:0.03 242:0.16 243:0.44 245:0.79 246:0.94 247:0.97 248:0.83 253:0.88 255:0.95 256:0.64 259:0.21 260:0.77 261:0.96 262:0.93 265:0.25 266:0.96 267:0.59 268:0.68 271:0.16 276:0.84 279:0.80 283:0.67 284:0.95 285:0.62 287:0.95 290:0.92 291:0.97 292:0.88 297:0.36 300:0.94\n1 1:0.65 6:0.87 7:0.70 8:0.73 9:0.73 10:0.95 11:0.84 12:0.92 17:0.49 18:0.78 20:0.85 21:0.40 22:0.93 23:0.96 27:0.51 28:0.96 29:0.86 30:0.72 31:0.90 32:0.67 33:0.97 34:0.80 36:0.76 37:0.37 39:0.55 41:0.82 43:0.90 45:0.91 47:0.93 60:0.87 62:0.97 64:0.77 66:0.33 69:0.45 70:0.62 71:0.81 74:0.80 75:0.99 77:0.70 78:0.90 79:0.89 81:0.76 83:0.91 85:0.72 86:0.86 91:0.14 96:0.73 97:0.89 98:0.54 100:0.83 101:0.96 104:0.80 106:0.81 108:0.35 111:0.87 114:0.82 117:0.86 120:0.61 122:0.55 123:0.34 124:0.77 126:0.54 127:0.46 128:0.96 129:0.59 131:0.84 133:0.73 135:0.95 137:0.90 139:0.87 140:0.80 144:0.76 145:0.83 146:0.74 147:0.78 149:0.86 150:0.58 151:0.63 152:0.81 153:0.69 154:0.89 155:0.65 157:0.82 158:0.86 159:0.64 161:0.60 162:0.59 164:0.62 165:0.93 166:0.77 167:0.45 168:0.96 169:0.81 170:0.82 172:0.63 173:0.33 174:0.89 176:0.73 177:0.88 178:0.42 179:0.39 181:0.66 182:0.80 186:0.90 187:0.21 189:0.89 192:0.98 195:0.84 196:0.92 197:0.91 201:0.65 202:0.55 204:0.80 205:0.95 206:0.81 208:0.64 212:0.54 215:0.67 216:0.49 219:0.95 220:0.82 222:0.35 226:0.96 227:0.91 229:0.88 230:0.73 231:0.67 232:0.89 233:0.76 235:0.68 236:0.97 238:0.82 239:0.96 242:0.14 243:0.50 245:0.80 246:0.93 247:0.86 248:0.61 253:0.74 255:0.73 256:0.45 259:0.21 260:0.61 261:0.84 262:0.93 265:0.55 266:0.63 267:0.44 268:0.55 271:0.16 276:0.72 279:0.81 282:0.75 283:0.67 284:0.90 285:0.62 287:0.95 290:0.82 291:0.97 292:0.88 297:0.36 300:0.84\n1 1:0.64 10:0.91 11:0.75 12:0.92 17:0.30 18:0.70 21:0.54 27:0.45 28:0.96 29:0.86 30:0.61 34:0.83 36:0.23 37:0.50 39:0.55 43:0.58 45:0.87 64:0.77 66:0.64 69:0.70 70:0.53 71:0.81 74:0.67 75:0.99 81:0.69 83:0.69 86:0.78 91:0.14 97:0.94 98:0.65 99:0.95 101:0.65 108:0.53 114:0.77 122:0.55 123:0.51 124:0.46 126:0.54 127:0.40 129:0.05 131:0.61 133:0.39 135:0.86 139:0.81 144:0.76 145:0.44 146:0.78 147:0.81 149:0.59 150:0.54 154:0.73 155:0.49 157:0.79 158:0.84 159:0.54 161:0.60 165:0.81 166:0.77 167:0.48 170:0.82 172:0.61 173:0.66 174:0.83 176:0.73 177:0.88 178:0.55 179:0.58 181:0.66 182:0.79 187:0.68 192:0.48 197:0.86 201:0.63 208:0.64 212:0.30 215:0.58 216:0.77 219:0.95 222:0.35 226:0.95 227:0.61 229:0.61 231:0.67 235:0.80 236:0.97 239:0.93 241:0.15 242:0.14 243:0.69 245:0.71 246:0.93 247:0.79 253:0.61 254:0.80 259:0.21 265:0.66 266:0.71 267:0.28 271:0.16 276:0.55 279:0.79 283:0.66 287:0.61 290:0.77 292:0.87 297:0.36 300:0.43\n2 1:0.65 6:0.85 8:0.72 9:0.74 10:0.94 11:0.84 12:0.92 17:0.43 18:0.75 20:0.95 21:0.40 22:0.93 23:0.98 27:0.35 28:0.96 29:0.86 30:0.43 31:0.91 33:0.97 34:0.44 36:0.68 37:0.48 39:0.55 41:0.92 43:0.85 45:0.90 47:0.93 60:0.95 62:0.98 64:0.77 66:0.46 69:0.62 70:0.87 71:0.81 74:0.81 75:0.99 78:0.90 79:0.91 81:0.76 83:0.91 85:0.72 86:0.84 91:0.37 96:0.76 98:0.41 100:0.87 101:0.96 104:0.94 106:0.81 108:0.47 111:0.88 114:0.82 117:0.86 120:0.64 122:0.83 123:0.46 124:0.86 126:0.54 127:0.77 128:0.97 129:0.05 131:0.84 133:0.88 135:0.92 137:0.91 139:0.85 140:0.87 144:0.76 146:0.82 147:0.85 149:0.85 150:0.58 151:0.64 152:0.95 153:0.78 154:0.81 155:0.65 157:0.77 158:0.86 159:0.87 161:0.60 162:0.50 164:0.75 165:0.93 166:0.77 167:0.45 168:0.97 169:0.85 170:0.82 172:0.77 173:0.34 174:0.83 176:0.73 177:0.88 178:0.48 179:0.36 181:0.66 182:0.80 186:0.90 187:0.87 189:0.88 192:0.98 196:0.93 197:0.87 201:0.65 202:0.77 205:0.98 206:0.81 208:0.64 212:0.55 215:0.67 216:0.64 219:0.95 220:0.91 222:0.35 226:0.96 227:0.91 229:0.89 231:0.67 232:0.97 235:0.68 236:0.97 238:0.83 239:0.94 241:0.01 242:0.19 243:0.59 245:0.79 246:0.93 247:0.93 248:0.68 253:0.80 255:0.77 256:0.68 259:0.21 260:0.65 261:0.90 262:0.93 265:0.43 266:0.91 267:0.65 268:0.70 271:0.16 276:0.77 279:0.81 283:0.67 284:0.95 285:0.62 287:0.95 290:0.82 291:0.97 292:0.88 297:0.36 300:0.94\n1 1:0.67 7:0.70 10:1.00 11:0.86 12:0.92 17:0.40 18:0.95 21:0.22 22:0.93 27:0.41 28:0.96 29:0.86 30:0.85 32:0.80 33:0.97 34:0.83 36:0.18 37:0.44 39:0.55 43:0.82 44:0.93 45:0.96 47:0.93 64:0.77 66:0.88 69:0.50 70:0.48 71:0.81 74:0.97 77:0.70 81:0.75 83:0.69 85:0.95 86:0.99 91:0.12 98:0.83 99:0.95 101:1.00 102:0.98 104:0.96 106:0.81 108:0.38 114:0.90 117:0.86 122:0.93 123:0.37 124:0.37 126:0.54 127:0.74 129:0.05 131:0.61 133:0.45 135:0.87 139:0.99 144:0.76 145:0.42 146:0.95 147:0.96 149:0.98 150:0.61 154:0.85 155:0.54 157:0.88 159:0.74 161:0.60 165:0.81 166:0.77 167:0.48 170:0.82 172:0.97 173:0.34 174:0.96 176:0.73 177:0.88 178:0.55 179:0.17 181:0.66 182:0.79 187:0.87 192:0.56 195:0.86 197:0.98 201:0.66 202:0.36 204:0.81 206:0.81 208:0.64 212:0.85 215:0.79 216:0.75 222:0.35 227:0.61 229:0.61 230:0.73 231:0.67 232:0.98 233:0.66 235:0.52 236:0.97 239:1.00 241:0.15 242:0.17 243:0.89 245:0.93 246:0.94 247:0.92 253:0.75 259:0.21 262:0.93 265:0.83 266:0.54 267:0.44 271:0.16 276:0.93 282:0.88 287:0.61 290:0.90 291:0.97 297:0.36 299:0.88 300:0.70\n2 1:0.65 6:0.89 7:0.69 8:0.75 9:0.73 10:0.92 11:0.75 12:0.92 17:0.32 18:0.75 20:0.96 21:0.40 22:0.93 23:0.98 27:0.26 28:0.96 29:0.86 30:0.17 31:0.90 32:0.74 33:0.97 34:0.64 36:0.33 37:0.70 39:0.55 43:0.23 44:0.93 45:0.93 47:0.93 55:0.71 62:0.97 64:0.77 66:0.33 69:0.93 70:0.85 71:0.81 74:0.72 75:0.99 76:0.85 77:0.70 78:0.98 79:0.89 81:0.72 83:0.69 86:0.77 91:0.33 96:0.74 97:0.98 98:0.82 99:0.95 100:0.96 101:0.65 102:0.98 104:0.79 106:0.81 108:0.93 111:0.96 114:0.82 117:0.86 120:0.61 123:0.92 124:0.83 126:0.54 127:0.98 128:0.96 129:0.59 131:0.84 133:0.81 135:0.85 137:0.90 139:0.88 140:0.45 144:0.76 145:0.54 146:0.94 147:0.73 149:0.71 150:0.57 151:0.62 152:0.96 153:0.48 154:0.27 155:0.65 157:0.82 158:0.85 159:0.94 161:0.60 162:0.66 164:0.73 165:0.81 166:0.77 167:0.48 168:0.96 169:0.92 170:0.82 172:0.96 173:0.71 174:0.99 176:0.73 177:0.05 179:0.12 181:0.66 182:0.80 186:0.98 187:0.21 189:0.90 192:0.98 193:0.98 195:0.99 196:0.93 197:0.96 201:0.65 202:0.65 204:0.80 205:0.98 206:0.81 208:0.64 212:0.61 215:0.67 216:0.52 219:0.95 220:0.91 222:0.35 226:0.95 227:0.91 229:0.89 230:0.71 231:0.67 232:0.88 233:0.76 235:0.68 236:0.97 238:0.87 239:0.96 241:0.15 242:0.54 243:0.07 245:0.99 246:0.93 247:0.99 248:0.62 253:0.73 254:0.74 255:0.73 256:0.64 257:0.93 259:0.21 260:0.62 261:0.95 262:0.93 265:0.82 266:0.80 267:0.98 268:0.67 271:0.16 276:0.97 279:0.81 281:0.91 282:0.83 283:0.66 284:0.94 285:0.62 287:0.95 290:0.82 291:0.97 292:0.87 297:0.36 300:0.84\n1 1:0.61 10:0.89 11:0.75 12:0.92 17:0.45 18:0.67 21:0.68 27:0.45 28:0.96 29:0.86 30:0.17 32:0.74 34:0.96 36:0.18 37:0.50 39:0.55 43:0.12 44:0.93 45:0.73 55:0.52 64:0.77 66:0.49 69:0.70 70:0.80 71:0.81 74:0.55 77:0.70 81:0.65 83:0.69 86:0.75 91:0.09 98:0.61 99:0.95 101:0.65 102:0.98 108:0.74 114:0.70 123:0.72 124:0.55 126:0.54 127:0.33 129:0.05 131:0.61 133:0.45 135:0.74 139:0.79 144:0.76 145:0.52 146:0.41 147:0.47 149:0.11 150:0.49 154:0.68 155:0.48 157:0.76 159:0.46 161:0.60 165:0.81 166:0.77 167:0.48 170:0.82 172:0.45 173:0.69 174:0.79 176:0.73 177:0.88 178:0.55 179:0.65 181:0.66 182:0.79 187:0.68 192:0.46 195:0.73 197:0.83 201:0.57 208:0.64 212:0.30 215:0.49 216:0.77 222:0.35 227:0.61 229:0.61 231:0.67 235:0.95 236:0.97 239:0.92 241:0.15 242:0.33 243:0.40 245:0.68 246:0.93 247:0.76 253:0.55 254:0.90 259:0.21 265:0.62 266:0.63 267:0.23 271:0.16 276:0.46 277:0.69 282:0.82 287:0.61 290:0.70 297:0.36 300:0.55\n2 7:0.69 8:0.70 10:0.87 11:0.75 12:0.92 17:0.55 18:0.61 21:0.40 27:0.26 28:0.96 29:0.86 30:0.19 32:0.71 34:0.64 36:0.37 37:0.70 39:0.55 43:0.23 45:0.91 55:0.45 66:0.33 69:0.93 70:0.85 71:0.81 74:0.64 77:0.70 81:0.33 86:0.67 91:0.44 98:0.66 101:0.65 102:0.94 104:0.91 106:0.81 108:0.85 120:0.58 123:0.84 124:0.90 126:0.24 127:0.97 129:0.59 131:0.61 133:0.91 135:0.71 139:0.65 140:0.96 144:0.76 145:0.58 146:0.98 147:0.73 149:0.71 150:0.36 151:0.51 153:0.45 154:0.24 157:0.76 159:0.92 161:0.60 162:0.47 164:0.64 166:0.61 167:0.50 170:0.82 172:0.95 173:0.76 174:0.96 177:0.38 178:0.54 179:0.13 181:0.66 182:0.72 187:0.21 190:0.95 195:0.98 197:0.91 202:0.77 206:0.81 212:0.77 215:0.67 216:0.52 220:0.93 222:0.35 227:0.61 229:0.61 230:0.71 231:0.63 233:0.76 235:0.42 239:0.87 241:0.24 242:0.72 243:0.10 245:0.97 246:0.61 247:0.98 248:0.51 253:0.48 254:0.80 256:0.58 257:0.84 259:0.21 260:0.58 265:0.67 266:0.80 267:0.98 268:0.57 271:0.16 276:0.97 282:0.79 283:0.67 285:0.46 287:0.61 297:0.36 300:0.84\n1 1:0.68 7:0.70 9:0.73 10:0.99 11:0.86 12:0.92 17:0.51 18:0.92 21:0.13 22:0.93 27:0.24 28:0.96 29:0.86 30:0.45 32:0.80 33:0.97 34:0.83 36:0.40 37:0.47 39:0.55 43:0.85 44:0.93 45:0.96 47:0.93 60:0.87 64:0.77 66:0.34 69:0.15 70:0.74 71:0.81 74:0.91 75:0.99 77:0.70 81:0.80 83:0.91 85:0.85 86:0.97 91:0.06 96:0.80 98:0.72 101:0.96 102:0.98 104:0.91 106:0.81 108:0.12 114:0.92 117:0.86 120:0.69 123:0.75 124:0.67 126:0.54 127:0.84 129:0.59 131:0.61 133:0.64 135:0.96 139:0.97 140:0.45 144:0.76 145:0.42 146:0.77 147:0.81 149:0.95 150:0.66 151:0.85 153:0.48 154:0.81 155:0.63 157:0.86 158:0.86 159:0.73 161:0.60 162:0.86 164:0.56 165:0.93 166:0.77 167:0.46 170:0.82 172:0.90 173:0.14 174:0.93 176:0.73 177:0.88 179:0.17 181:0.66 182:0.79 187:0.68 190:0.89 192:0.86 193:0.98 195:0.84 197:0.95 201:0.67 202:0.36 204:0.83 206:0.81 208:0.64 212:0.87 215:0.84 216:0.14 219:0.95 222:0.35 226:0.96 227:0.61 229:0.61 230:0.73 231:0.67 232:0.99 233:0.76 235:0.42 236:0.97 239:0.99 241:0.05 242:0.52 243:0.50 245:0.97 246:0.94 247:0.94 248:0.77 253:0.88 255:0.72 256:0.45 259:0.21 260:0.70 262:0.93 265:0.56 266:0.84 267:0.18 268:0.46 271:0.16 276:0.93 279:0.80 281:0.91 282:0.88 283:0.67 285:0.50 287:0.61 290:0.92 291:0.97 292:0.88 297:0.36 299:0.88 300:0.70\n1 1:0.67 7:0.69 8:0.76 9:0.72 10:1.00 11:0.86 12:0.92 17:0.36 18:0.95 20:0.75 21:0.22 22:0.93 23:0.96 27:0.41 28:0.96 29:0.86 30:0.86 31:0.89 32:0.77 33:0.97 34:0.74 36:0.39 37:0.44 39:0.55 43:0.81 44:0.93 45:0.97 47:0.93 48:0.91 60:0.87 62:0.98 64:0.77 66:0.92 69:0.52 70:0.49 71:0.81 74:0.98 75:0.99 76:0.85 77:0.89 78:0.95 79:0.89 81:0.75 83:0.91 85:0.95 86:0.99 91:0.29 96:0.72 97:0.98 98:0.83 99:0.95 100:0.73 101:1.00 102:0.98 104:0.96 106:0.81 108:0.40 111:0.92 114:0.90 117:0.86 120:0.59 122:0.89 123:0.38 124:0.37 126:0.54 127:0.59 128:0.96 129:0.05 131:0.84 133:0.45 135:0.70 137:0.89 139:0.99 140:0.45 144:0.76 145:0.69 146:0.94 147:0.95 149:0.98 150:0.61 151:0.62 152:0.74 153:0.48 154:0.84 155:0.65 157:0.88 158:0.86 159:0.69 161:0.60 162:0.86 164:0.57 165:0.81 166:0.77 167:0.46 168:0.96 169:0.72 170:0.82 172:0.97 173:0.39 174:0.98 176:0.73 177:0.88 179:0.16 181:0.66 182:0.80 186:0.95 187:0.68 192:0.98 193:0.95 195:0.85 196:0.94 197:0.99 201:0.66 202:0.36 205:0.95 206:0.81 208:0.64 212:0.87 215:0.79 216:0.75 219:0.95 220:0.82 222:0.35 226:0.96 227:0.91 229:0.88 230:0.71 231:0.67 232:0.98 233:0.76 235:0.52 236:0.97 239:1.00 241:0.02 242:0.19 243:0.92 245:0.90 246:0.94 247:0.96 248:0.60 253:0.80 255:0.72 256:0.45 259:0.21 260:0.60 261:0.76 262:0.93 265:0.83 266:0.54 267:0.91 268:0.46 271:0.16 276:0.93 279:0.82 281:0.91 282:0.85 283:0.67 284:0.89 285:0.62 287:0.95 290:0.90 291:0.97 292:0.88 297:0.36 300:0.84\n2 1:0.60 6:0.89 7:0.69 8:0.79 9:0.74 10:0.85 11:0.46 12:0.92 17:0.59 18:0.61 20:0.77 21:0.30 27:0.26 28:0.96 29:0.86 30:0.08 32:0.67 34:0.42 36:0.32 37:0.70 39:0.55 43:0.23 45:0.97 55:0.71 66:0.23 69:0.93 70:0.95 71:0.81 74:0.76 76:0.85 77:0.70 78:0.93 81:0.53 83:0.56 86:0.60 91:0.38 96:0.88 97:0.94 98:0.49 99:0.83 100:0.91 101:0.47 104:0.79 106:0.81 108:0.85 111:0.91 114:0.82 117:0.86 120:0.78 123:0.84 124:0.96 126:0.32 127:0.99 129:0.59 131:0.61 133:0.96 135:0.54 139:0.58 140:0.45 145:0.44 146:0.98 147:0.73 149:0.81 150:0.48 151:0.93 152:0.96 153:0.78 154:0.15 155:0.56 157:0.61 158:0.76 159:0.96 161:0.60 162:0.70 164:0.78 165:0.65 166:0.61 167:0.50 169:0.92 170:0.82 172:0.96 173:0.64 174:0.99 176:0.63 177:0.05 179:0.11 181:0.66 182:0.61 186:0.93 187:0.21 189:0.91 190:0.89 192:0.58 195:0.99 197:0.92 201:0.57 202:0.73 206:0.81 208:0.50 212:0.60 215:0.72 216:0.52 222:0.35 227:0.61 229:0.61 230:0.71 231:0.64 232:0.88 233:0.76 235:0.42 238:0.86 239:0.84 241:0.30 242:0.45 243:0.07 244:0.61 245:0.98 246:0.61 247:0.99 248:0.85 253:0.90 254:0.88 255:0.72 256:0.75 257:0.93 259:0.21 260:0.78 261:0.95 265:0.50 266:0.94 267:0.69 268:0.76 271:0.16 276:0.98 279:0.78 282:0.75 283:0.67 285:0.50 287:0.61 290:0.82 297:0.36 300:0.94\n2 6:0.80 7:0.81 8:0.59 12:0.37 17:0.64 20:0.94 21:0.68 25:0.88 27:0.25 28:0.76 30:0.62 32:0.80 34:0.34 36:0.45 37:0.23 43:0.33 55:0.59 66:0.47 69:0.69 70:0.34 78:0.77 81:0.88 91:0.92 98:0.31 100:0.78 104:0.58 108:0.70 111:0.76 120:0.85 123:0.68 124:0.52 126:0.54 127:0.38 129:0.59 133:0.47 135:0.54 140:0.45 145:0.76 146:0.19 147:0.24 149:0.35 150:0.75 151:0.73 152:0.95 153:0.78 154:0.24 159:0.28 161:0.50 162:0.66 164:0.87 167:0.99 169:0.76 172:0.21 173:0.84 177:0.05 179:0.91 181:0.63 186:0.77 189:0.82 191:0.82 195:0.62 202:0.81 212:0.30 215:0.49 216:0.07 220:0.82 230:0.87 233:0.76 235:0.80 238:0.84 241:0.93 242:0.82 243:0.37 245:0.46 247:0.12 248:0.79 256:0.81 259:0.21 260:0.86 261:0.80 265:0.33 266:0.27 267:0.52 268:0.83 271:0.71 276:0.17 283:0.60 285:0.62 297:0.36 300:0.25\n1 6:0.85 8:0.78 12:0.37 17:0.62 20:0.76 21:0.05 27:0.55 28:0.76 30:0.60 34:0.52 36:0.83 37:0.59 43:0.42 55:0.84 66:0.34 69:0.48 70:0.41 78:0.76 81:0.99 91:0.63 98:0.76 100:0.79 108:0.84 111:0.76 120:0.93 123:0.83 124:0.68 126:0.54 127:0.81 129:0.81 133:0.67 135:0.61 140:0.45 146:0.87 147:0.89 149:0.75 150:0.98 151:0.79 152:0.75 153:0.90 154:0.32 159:0.78 161:0.50 162:0.86 163:0.75 164:0.86 167:0.66 169:0.77 172:0.68 173:0.30 177:0.05 179:0.40 181:0.63 186:0.77 187:0.68 189:0.87 202:0.75 212:0.22 215:0.91 216:0.34 235:0.05 238:0.90 241:0.27 242:0.82 243:0.49 245:0.87 247:0.12 248:0.90 256:0.79 259:0.21 260:0.93 261:0.75 265:0.76 266:0.63 267:0.91 268:0.82 271:0.71 276:0.78 285:0.62 297:0.36 300:0.55\n1 12:0.37 17:0.78 25:0.88 27:0.72 28:0.76 30:0.95 34:0.18 36:0.36 43:0.29 55:0.98 66:0.20 69:0.75 81:0.99 91:0.81 98:0.09 104:0.54 108:0.58 123:0.56 124:0.61 126:0.54 127:0.33 129:0.59 133:0.47 135:0.56 145:0.69 146:0.05 147:0.05 149:0.17 150:0.99 154:0.21 159:0.30 161:0.50 167:0.95 172:0.05 173:0.86 177:0.05 178:0.55 179:1.00 181:0.63 215:0.96 235:0.05 241:0.80 243:0.40 245:0.36 259:0.21 265:0.09 267:0.44 271:0.71 297:0.36 300:0.08\n0 12:0.37 17:0.47 21:0.59 27:0.45 28:0.76 34:0.85 36:0.22 37:0.50 43:0.32 66:0.36 69:0.70 81:0.91 91:0.20 98:0.06 108:0.53 123:0.51 126:0.54 127:0.05 129:0.05 135:0.58 145:0.50 146:0.05 147:0.05 149:0.13 150:0.83 154:0.23 159:0.05 161:0.50 167:0.72 172:0.05 173:0.51 177:0.05 178:0.55 181:0.63 187:0.68 215:0.55 216:0.77 235:0.68 241:0.51 243:0.51 259:0.21 265:0.06 267:0.73 271:0.71 283:0.60 297:0.36\n2 6:0.98 8:0.94 12:0.37 17:0.20 20:0.75 21:0.13 25:0.88 27:0.03 28:0.76 30:0.95 34:0.31 36:0.30 37:0.95 43:0.27 55:0.99 66:0.20 69:0.79 78:0.94 81:0.98 91:0.86 98:0.07 100:0.96 104:0.58 108:0.62 111:0.95 120:0.89 123:0.60 124:0.61 126:0.54 127:0.41 129:0.59 133:0.47 135:0.42 140:0.87 145:0.76 146:0.05 147:0.05 149:0.15 150:0.97 151:0.75 152:1.00 153:0.84 154:0.20 159:0.53 161:0.50 162:0.69 164:0.85 167:0.86 169:0.96 172:0.05 173:0.77 177:0.05 178:0.48 179:1.00 181:0.63 186:0.93 187:0.21 189:0.98 191:0.98 202:0.79 215:0.84 216:0.65 220:0.74 235:0.12 238:0.97 241:0.74 243:0.40 245:0.36 248:0.84 256:0.80 259:0.21 260:0.89 261:1.00 265:0.07 267:0.69 268:0.82 271:0.71 283:0.60 285:0.62 297:0.36 300:0.08\n0 12:0.37 17:0.22 21:0.68 27:0.45 28:0.76 30:0.21 32:0.80 34:0.76 36:0.19 37:0.50 43:0.32 55:0.92 66:0.10 69:0.70 70:0.67 81:0.88 91:0.10 98:0.21 108:0.53 123:0.90 124:0.86 126:0.54 127:0.37 129:0.93 133:0.84 135:0.65 145:0.49 146:0.36 147:0.43 149:0.38 150:0.75 154:0.24 159:0.73 161:0.50 163:0.86 167:0.70 172:0.16 173:0.52 177:0.05 178:0.55 179:0.82 181:0.63 187:0.68 195:0.91 212:0.16 215:0.49 216:0.77 235:0.84 241:0.44 242:0.82 243:0.39 245:0.46 247:0.12 259:0.21 265:0.21 266:0.54 267:0.28 271:0.71 276:0.36 297:0.36 300:0.43\n3 12:0.37 17:0.47 21:0.13 25:0.88 27:0.03 28:0.76 30:0.95 34:0.29 36:0.26 37:0.95 43:0.25 55:0.99 66:0.20 69:0.83 81:0.98 91:0.46 98:0.07 104:0.58 106:0.81 108:0.68 120:0.57 123:0.66 124:0.61 126:0.54 127:0.33 129:0.59 133:0.47 135:0.76 140:0.80 145:0.76 146:0.05 147:0.05 149:0.14 150:0.97 151:0.49 153:0.48 154:0.18 159:0.53 161:0.50 162:0.62 164:0.67 167:0.88 172:0.05 173:0.81 177:0.05 178:0.42 179:1.00 181:0.63 187:0.39 202:0.60 206:0.81 215:0.84 216:0.65 220:0.74 235:0.12 241:0.75 243:0.40 245:0.36 248:0.50 256:0.58 259:0.21 260:0.58 265:0.07 267:0.89 268:0.59 271:0.71 285:0.62 297:0.36 300:0.08\n2 6:0.98 8:0.66 12:0.37 17:0.32 20:0.74 21:0.13 25:0.88 27:0.03 28:0.76 30:0.45 34:0.29 36:0.28 37:0.95 43:0.31 55:0.52 66:0.27 69:0.70 70:0.25 78:0.89 81:0.98 91:0.48 98:0.07 100:0.91 104:0.58 108:0.92 111:0.88 120:0.95 123:0.92 124:0.72 126:0.54 127:0.93 129:0.81 133:0.67 135:0.94 140:0.45 145:0.84 146:0.05 147:0.05 149:0.18 150:0.97 151:0.80 152:1.00 153:0.93 154:0.23 159:0.96 161:0.50 162:0.85 163:0.97 164:0.90 167:0.69 169:0.96 172:0.10 173:0.22 177:0.05 179:0.98 181:0.63 186:0.85 187:0.21 189:0.87 191:0.84 202:0.81 212:0.61 215:0.84 216:0.65 235:0.12 238:0.87 241:0.41 242:0.82 243:0.29 245:0.38 247:0.12 248:0.92 256:0.86 259:0.21 260:0.95 261:1.00 265:0.07 266:0.17 267:0.91 268:0.87 271:0.71 276:0.17 285:0.62 297:0.36 300:0.18\n2 7:0.81 8:0.80 12:0.37 17:0.78 20:0.75 21:0.30 27:0.43 28:0.76 30:0.68 32:0.80 34:0.64 36:0.47 37:0.63 43:0.51 55:0.52 66:0.77 69:0.19 70:0.61 78:0.78 81:0.97 91:0.51 98:0.75 100:0.80 106:0.81 108:0.58 111:0.77 120:0.69 123:0.56 124:0.38 126:0.54 127:0.45 129:0.59 133:0.47 135:0.58 140:0.45 145:0.65 146:0.05 147:0.05 149:0.59 150:0.95 151:0.66 152:0.74 153:0.48 154:0.40 159:0.41 161:0.50 162:0.86 164:0.57 167:0.64 169:0.78 172:0.59 173:0.28 177:0.05 179:0.68 181:0.63 186:0.79 187:0.21 195:0.67 202:0.36 206:0.81 212:0.69 215:0.72 216:0.69 230:0.87 233:0.76 235:0.42 241:0.18 242:0.82 243:0.13 245:0.52 247:0.12 248:0.63 256:0.45 259:0.21 260:0.70 261:0.74 265:0.75 266:0.47 267:0.23 268:0.46 271:0.71 276:0.48 283:0.60 285:0.62 297:0.36 300:0.55\n2 6:0.81 7:0.81 8:0.61 12:0.37 17:0.45 20:0.90 21:0.30 27:0.21 28:0.76 30:0.58 34:0.47 36:0.67 37:0.74 43:0.52 55:0.84 66:0.36 69:0.10 70:0.33 78:0.76 81:0.97 91:0.63 98:0.57 100:0.78 104:0.84 106:0.81 108:0.09 111:0.75 120:0.82 123:0.09 124:0.59 126:0.54 127:0.32 129:0.59 133:0.47 135:0.19 140:0.45 146:0.61 147:0.66 149:0.47 150:0.95 151:0.78 152:0.87 153:0.89 154:0.41 159:0.39 161:0.50 162:0.83 163:0.86 164:0.82 167:0.75 169:0.76 172:0.27 173:0.20 177:0.05 179:0.80 181:0.63 186:0.77 187:0.39 189:0.83 191:0.76 202:0.71 206:0.81 212:0.37 215:0.72 216:0.95 230:0.87 233:0.76 235:0.31 238:0.85 241:0.61 242:0.82 243:0.51 245:0.56 247:0.12 248:0.74 256:0.78 259:0.21 260:0.83 261:0.78 265:0.59 266:0.38 267:0.89 268:0.77 271:0.71 276:0.37 283:0.82 285:0.62 297:0.36 300:0.25\n2 6:0.85 8:0.72 12:0.37 17:0.47 20:0.88 21:0.74 28:0.76 30:0.19 32:0.80 34:0.44 36:0.36 37:0.97 43:0.31 55:0.59 66:0.20 69:0.72 70:0.87 78:0.76 81:0.83 91:0.56 98:0.31 100:0.79 104:0.80 108:0.78 111:0.75 120:0.76 123:0.76 124:0.93 126:0.54 127:0.63 129:0.98 133:0.94 135:0.88 140:0.45 145:0.67 146:0.68 147:0.73 149:0.65 150:0.64 151:0.73 152:0.91 153:0.78 154:0.23 159:0.90 161:0.50 162:0.71 163:0.75 164:0.81 167:0.63 169:0.76 172:0.54 173:0.39 177:0.05 179:0.42 181:0.63 186:0.77 187:0.21 189:0.88 191:0.73 195:0.98 202:0.73 212:0.15 215:0.46 216:0.98 220:0.96 235:0.95 238:0.89 241:0.15 242:0.82 243:0.29 245:0.70 247:0.12 248:0.68 256:0.77 259:0.21 260:0.77 261:0.79 265:0.33 266:0.97 267:0.18 268:0.76 271:0.71 276:0.73 283:0.82 285:0.62 297:0.36 300:0.70\n3 6:0.98 8:0.97 12:0.37 17:0.36 20:0.97 21:0.13 25:0.88 27:0.03 28:0.76 30:0.45 34:0.29 36:0.73 37:0.95 43:0.51 55:0.71 66:0.27 69:0.10 70:0.25 78:0.99 81:0.98 91:0.99 98:0.21 100:0.99 104:0.58 108:0.09 111:1.00 120:0.98 123:0.09 124:0.72 126:0.54 127:0.65 129:0.81 133:0.67 135:0.82 140:0.45 145:0.76 146:0.28 147:0.34 149:0.29 150:0.97 151:0.85 152:1.00 153:0.98 154:0.40 159:0.50 161:0.50 162:0.61 163:0.79 164:0.97 167:0.99 169:0.96 172:0.10 173:0.19 177:0.05 179:0.98 181:0.63 186:0.99 189:0.99 191:1.00 202:0.96 212:0.61 215:0.84 216:0.65 220:0.62 235:0.12 238:1.00 241:0.93 242:0.82 243:0.46 245:0.38 247:0.12 248:0.97 256:0.98 259:0.21 260:0.98 261:1.00 265:0.23 266:0.17 267:0.95 268:0.97 271:0.71 276:0.20 283:0.82 285:0.62 297:0.36 300:0.18\n4 12:0.37 17:0.88 21:0.13 27:0.53 28:0.76 30:0.21 34:0.53 36:0.38 37:0.90 43:0.51 55:0.71 66:0.16 69:0.62 70:0.37 81:0.98 91:0.37 98:0.35 104:0.95 106:0.81 108:0.53 123:0.82 124:0.81 126:0.54 127:0.65 129:0.89 133:0.78 135:0.96 145:0.76 146:0.05 147:0.05 149:0.36 150:0.97 154:0.40 159:0.56 161:0.50 163:0.89 167:0.85 172:0.10 173:0.60 177:0.05 178:0.55 179:0.96 181:0.63 187:0.39 202:0.36 206:0.81 212:0.42 215:0.84 216:0.27 235:0.12 241:0.73 242:0.82 243:0.23 245:0.42 247:0.12 259:0.21 265:0.21 266:0.23 267:0.82 271:0.71 276:0.24 297:0.36 300:0.25\n2 6:0.81 8:0.60 12:0.37 17:0.93 20:0.84 21:0.59 25:0.88 27:0.72 28:0.76 30:0.76 32:0.80 34:0.39 36:0.36 43:0.49 55:0.52 66:0.64 69:0.37 70:0.15 78:0.74 81:0.98 91:0.65 98:0.65 100:0.77 104:0.54 108:0.29 111:0.74 120:0.68 123:0.28 126:0.54 127:0.19 129:0.05 135:0.69 140:0.45 145:0.54 146:0.29 147:0.35 149:0.29 150:0.97 151:0.64 152:0.80 153:0.46 154:0.37 159:0.12 161:0.50 162:0.80 164:0.79 167:0.97 169:0.75 172:0.16 173:0.79 177:0.05 179:0.94 181:0.63 186:0.75 189:0.83 195:0.53 202:0.68 212:0.95 215:0.55 216:0.04 220:0.62 235:0.80 238:0.83 241:0.86 242:0.82 243:0.69 247:0.12 248:0.63 256:0.73 259:0.21 260:0.70 261:0.75 265:0.66 266:0.12 267:0.28 268:0.74 271:0.71 276:0.16 285:0.62 297:0.36 300:0.13\n0 12:0.69 17:0.53 21:0.78 27:0.45 28:0.87 30:0.75 34:0.84 36:0.22 37:0.50 39:0.49 43:0.26 55:0.52 66:0.67 69:0.79 70:0.22 74:0.57 91:0.10 98:0.28 108:0.62 123:0.60 124:0.46 127:0.32 129:0.59 133:0.47 135:0.79 145:0.47 146:0.40 147:0.47 149:0.70 154:0.19 159:0.51 161:0.60 167:0.65 172:0.73 173:0.75 175:0.75 177:0.05 178:0.55 179:0.38 181:0.81 187:0.68 212:0.89 216:0.77 222:0.21 235:0.84 241:0.18 242:0.78 243:0.71 244:0.61 245:0.81 247:0.39 253:0.46 257:0.65 259:0.21 265:0.30 266:0.27 267:0.28 276:0.39 277:0.69 300:0.25\n2 1:0.74 7:0.78 8:0.75 9:0.80 12:0.69 17:0.36 21:0.30 25:0.88 27:0.17 28:0.87 30:0.15 32:0.77 34:0.56 36:0.21 37:0.88 39:0.49 43:0.38 55:0.71 66:0.82 69:0.48 70:0.68 74:0.83 76:0.94 77:0.89 81:0.68 91:0.51 96:0.71 98:0.91 104:0.54 106:0.81 108:0.37 114:0.86 117:0.86 120:0.58 123:0.35 126:0.54 127:0.51 129:0.05 135:0.94 140:0.80 145:0.77 146:0.76 147:0.80 149:0.49 150:0.73 151:0.58 153:0.48 154:0.28 155:0.67 158:0.84 159:0.32 161:0.60 162:0.62 163:0.81 164:0.57 167:0.69 172:0.48 173:0.61 176:0.73 177:0.38 178:0.42 179:0.83 181:0.81 187:0.68 192:0.59 195:0.63 201:0.74 202:0.50 206:0.81 208:0.64 212:0.30 215:0.72 216:0.65 220:0.87 222:0.21 230:0.81 232:0.93 233:0.76 235:0.42 241:0.37 242:0.33 243:0.83 244:0.61 247:0.47 248:0.57 253:0.75 255:0.79 256:0.45 259:0.21 260:0.59 265:0.91 266:0.47 267:0.44 268:0.46 276:0.40 282:0.85 283:0.71 285:0.62 290:0.86 297:0.36 300:0.43\n0 1:0.74 6:0.79 8:0.59 12:0.69 17:0.40 20:0.85 21:0.71 27:0.45 28:0.87 30:0.42 34:0.98 36:0.17 37:0.50 39:0.49 43:0.33 55:0.59 66:0.26 69:0.63 70:0.81 74:0.89 76:0.85 78:0.81 81:0.44 91:0.17 98:0.50 100:0.82 108:0.81 111:0.80 114:0.68 122:0.67 123:0.46 124:0.58 126:0.54 127:0.38 129:0.05 133:0.39 135:0.88 145:0.52 146:0.67 147:0.72 149:0.49 150:0.61 152:0.82 154:0.72 155:0.67 158:0.85 159:0.55 161:0.60 167:0.71 169:0.79 172:0.48 173:0.55 176:0.73 177:0.38 178:0.55 179:0.61 181:0.81 186:0.81 187:0.68 189:0.81 192:0.59 201:0.74 208:0.64 212:0.52 215:0.48 216:0.77 222:0.21 235:0.88 238:0.86 241:0.44 242:0.73 243:0.46 245:0.74 247:0.55 253:0.69 254:0.84 259:0.21 261:0.81 265:0.43 266:0.71 267:0.65 276:0.49 279:0.86 283:0.66 290:0.68 297:0.36 300:0.70\n2 7:0.78 8:0.70 12:0.69 17:0.73 21:0.59 25:0.88 27:0.17 28:0.87 30:0.95 32:0.77 34:0.55 36:0.37 37:0.88 39:0.49 43:0.27 55:0.92 66:0.54 69:0.78 74:0.63 76:0.85 77:0.70 81:0.29 91:0.69 98:0.56 104:0.54 108:0.61 120:0.72 123:0.59 126:0.32 127:0.17 129:0.05 135:0.65 140:0.87 145:0.82 146:0.46 147:0.52 149:0.17 150:0.27 151:0.66 153:0.48 154:0.19 159:0.17 161:0.60 162:0.59 164:0.77 167:0.81 172:0.10 173:0.91 177:0.38 178:0.48 179:0.97 181:0.81 187:0.21 190:0.77 191:0.88 195:0.63 202:0.72 215:0.55 216:0.65 220:0.91 222:0.21 230:0.81 233:0.76 235:0.68 241:0.69 243:0.63 244:0.61 248:0.65 253:0.49 256:0.71 259:0.21 260:0.72 265:0.57 267:0.44 268:0.72 282:0.85 285:0.50 297:0.36 300:0.08\n1 1:0.74 6:0.81 8:0.60 12:0.69 17:0.64 20:0.99 21:0.47 28:0.87 30:0.43 32:0.77 34:0.29 36:0.24 37:0.97 39:0.49 43:0.36 55:0.71 66:0.18 69:0.54 70:0.82 74:0.86 77:0.70 78:0.82 81:0.66 87:0.98 91:0.51 96:0.90 98:0.60 100:0.84 104:0.80 108:0.88 111:0.81 114:0.80 123:0.88 124:0.85 126:0.54 127:0.85 129:0.89 133:0.83 135:0.34 140:0.45 145:0.58 146:0.69 147:0.73 149:0.69 150:0.72 151:0.64 152:0.99 153:0.46 154:0.71 155:0.67 159:0.79 161:0.60 162:0.86 167:0.64 169:0.80 172:0.59 173:0.35 176:0.73 177:0.38 179:0.37 181:0.81 186:0.82 187:0.21 189:0.82 190:0.77 191:0.91 192:0.59 195:0.90 201:0.74 202:0.59 212:0.50 215:0.63 216:0.98 220:0.62 222:0.21 232:0.72 235:0.68 238:0.88 241:0.12 242:0.55 243:0.37 245:0.85 247:0.60 248:0.75 253:0.92 254:0.80 256:0.79 259:0.21 261:0.86 265:0.61 266:0.80 267:0.79 268:0.68 276:0.80 282:0.85 283:0.71 285:0.50 290:0.80 297:0.36 300:0.70\n0 8:0.82 12:0.69 17:0.38 21:0.59 28:0.87 30:0.87 34:0.49 36:0.25 37:0.97 39:0.49 43:0.36 55:0.52 66:0.08 69:0.55 70:0.46 74:0.90 77:0.70 81:0.46 87:0.98 91:0.87 96:0.97 98:0.22 108:0.84 114:0.64 122:0.67 123:0.40 124:0.84 126:0.32 127:0.92 129:0.93 133:0.84 135:0.80 140:0.45 145:0.63 146:0.56 147:0.62 149:0.56 150:0.37 151:0.79 153:0.91 154:0.27 158:0.84 159:0.91 161:0.60 162:0.66 167:0.74 172:0.51 173:0.22 175:0.75 176:0.56 177:0.05 179:0.61 181:0.81 187:0.21 190:0.77 191:0.92 195:0.97 202:0.89 212:0.54 216:0.98 222:0.21 232:0.72 235:0.74 241:0.57 242:0.77 243:0.25 244:0.61 245:0.69 247:0.55 248:0.92 253:0.98 256:0.91 257:0.65 259:0.21 265:0.23 266:0.87 267:0.73 268:0.91 276:0.49 277:0.69 282:0.84 285:0.50 290:0.64 300:0.70\n0 7:0.78 12:0.69 17:0.97 25:0.88 27:0.72 28:0.87 30:0.55 32:0.75 34:0.17 36:0.27 39:0.49 43:0.44 55:0.71 66:0.86 69:0.07 70:0.52 74:0.55 76:0.85 81:0.67 91:0.76 98:0.96 104:0.54 108:0.06 120:0.65 123:0.06 126:0.32 127:0.72 129:0.05 135:0.24 140:0.45 145:0.40 146:0.75 147:0.79 149:0.62 150:0.48 151:0.61 153:0.48 154:0.33 159:0.31 161:0.60 162:0.86 164:0.56 167:0.97 172:0.61 173:0.27 177:0.38 179:0.74 181:0.81 190:0.77 195:0.57 202:0.36 212:0.81 215:0.96 216:0.02 220:0.62 222:0.21 230:0.81 233:0.76 235:0.02 241:0.82 242:0.78 243:0.87 244:0.61 247:0.39 248:0.59 253:0.45 256:0.45 259:0.21 260:0.66 265:0.96 266:0.27 267:0.52 268:0.46 276:0.50 285:0.50 297:0.36 300:0.43\n3 1:0.74 12:0.69 17:0.36 21:0.47 27:0.48 28:0.87 30:0.38 32:0.77 34:0.20 36:0.25 37:0.55 39:0.49 43:0.45 55:0.71 66:0.25 69:0.19 70:0.83 74:0.88 77:0.70 81:0.66 87:0.98 91:0.31 98:0.65 108:0.89 114:0.80 120:0.69 123:0.88 124:0.74 126:0.54 127:0.88 129:0.81 133:0.67 135:0.47 140:0.45 145:0.58 146:0.74 147:0.78 149:0.69 150:0.72 151:0.66 153:0.48 154:0.70 155:0.67 159:0.81 161:0.60 162:0.86 164:0.56 167:0.73 172:0.67 173:0.12 176:0.73 177:0.38 179:0.35 181:0.81 187:0.39 190:0.77 192:0.59 195:0.90 201:0.74 202:0.36 212:0.42 215:0.63 216:0.92 222:0.21 232:0.76 235:0.68 241:0.53 242:0.55 243:0.39 245:0.91 247:0.67 248:0.63 253:0.73 254:0.80 256:0.45 259:0.21 260:0.70 265:0.66 266:0.80 267:0.65 268:0.46 276:0.81 282:0.85 283:0.82 285:0.50 290:0.80 297:0.36 300:0.70\n2 6:0.98 7:0.78 8:0.92 12:0.69 17:0.16 20:0.85 21:0.64 25:0.88 27:0.17 28:0.87 30:0.45 32:0.77 34:0.39 36:0.33 37:0.88 39:0.49 43:0.33 55:0.45 66:0.69 69:0.63 70:0.25 74:0.66 76:0.85 77:0.70 78:0.95 81:0.28 91:0.97 96:0.97 98:0.64 100:0.99 104:0.54 108:0.48 111:0.99 120:0.98 123:0.46 126:0.32 127:0.19 129:0.05 135:0.54 140:0.80 145:0.83 146:0.36 147:0.42 149:0.30 150:0.27 151:0.83 152:0.93 153:0.96 154:0.24 158:0.84 159:0.14 161:0.60 162:0.52 163:0.81 164:0.98 167:0.99 169:0.96 172:0.21 173:0.90 175:0.75 177:0.05 178:0.42 179:0.87 181:0.81 186:0.95 189:0.99 190:0.77 191:0.98 195:0.55 202:0.98 212:0.61 215:0.53 216:0.65 220:0.74 222:0.21 230:0.81 233:0.76 235:0.74 238:0.99 241:0.89 242:0.82 243:0.73 244:0.61 247:0.12 248:0.98 253:0.97 256:0.99 257:0.65 259:0.21 260:0.98 261:0.96 265:0.65 266:0.17 267:0.82 268:0.98 276:0.20 277:0.69 282:0.85 283:0.82 285:0.62 297:0.36 300:0.18\n0 1:0.74 6:0.81 8:0.61 12:0.69 17:0.57 20:0.80 21:0.68 28:0.87 30:0.17 32:0.77 34:0.61 36:0.21 37:0.97 39:0.49 43:0.36 55:0.52 66:0.92 69:0.56 70:0.85 74:0.86 77:0.70 78:0.77 81:0.52 87:0.98 91:0.42 98:0.95 100:0.81 104:0.80 108:0.43 111:0.77 114:0.70 123:0.41 126:0.54 127:0.66 129:0.05 135:0.74 145:0.59 146:0.92 147:0.93 149:0.57 150:0.63 152:0.99 154:0.69 155:0.67 159:0.54 161:0.60 167:0.62 169:0.80 172:0.78 173:0.54 176:0.73 177:0.38 178:0.55 179:0.52 181:0.81 186:0.78 187:0.21 192:0.59 195:0.71 201:0.74 212:0.49 215:0.49 216:0.98 222:0.21 232:0.72 235:0.88 241:0.07 242:0.45 243:0.92 247:0.67 253:0.68 254:0.84 259:0.21 261:0.86 265:0.95 266:0.63 267:0.36 276:0.67 282:0.85 283:0.71 290:0.70 297:0.36 300:0.55\n1 1:0.74 6:0.84 8:0.65 9:0.80 12:0.69 17:0.09 20:0.96 21:0.40 27:0.13 28:0.87 30:0.30 32:0.75 34:0.26 36:0.59 37:0.31 39:0.49 43:0.34 55:0.71 66:0.44 69:0.59 70:0.92 74:0.84 76:0.94 77:0.70 78:0.85 81:0.63 91:0.42 96:0.72 98:0.38 100:0.87 104:0.87 106:0.81 108:0.45 111:0.85 114:0.82 120:0.74 123:0.43 124:0.74 126:0.54 127:0.86 129:0.05 133:0.74 135:0.97 140:0.45 145:0.82 146:0.78 147:0.81 149:0.49 150:0.69 151:0.56 152:0.89 153:0.72 154:0.73 155:0.67 158:0.84 159:0.87 161:0.60 162:0.64 164:0.73 167:0.64 169:0.85 172:0.57 173:0.31 176:0.73 177:0.38 179:0.61 181:0.81 186:0.85 187:0.87 189:0.86 190:0.77 191:0.73 192:0.59 195:0.95 201:0.74 202:0.66 206:0.81 208:0.64 212:0.60 215:0.67 216:0.81 220:0.91 222:0.21 235:0.52 238:0.89 241:0.12 242:0.45 243:0.58 245:0.69 247:0.60 248:0.57 253:0.75 254:0.86 255:0.79 256:0.64 259:0.21 260:0.75 261:0.88 265:0.40 266:0.75 267:0.73 268:0.68 276:0.52 279:0.86 282:0.84 283:0.82 285:0.62 290:0.82 297:0.36 300:0.84\n2 6:0.98 7:0.78 8:0.92 12:0.69 17:0.45 20:0.90 21:0.59 25:0.88 27:0.17 28:0.87 30:0.95 32:0.77 34:0.37 36:0.23 37:0.88 39:0.49 43:0.38 55:0.84 66:0.64 69:0.50 74:0.65 76:0.85 77:0.70 78:0.85 81:0.29 91:0.90 98:0.74 100:0.93 104:0.54 106:0.81 108:0.38 111:0.88 120:0.93 122:0.43 123:0.37 126:0.32 127:0.23 129:0.05 135:0.32 140:0.80 145:0.82 146:0.43 147:0.49 149:0.26 150:0.27 151:0.73 152:0.93 153:0.81 154:0.28 159:0.16 161:0.60 162:0.60 163:0.94 164:0.89 167:0.78 169:0.96 172:0.16 173:0.77 177:0.38 178:0.42 179:0.97 181:0.81 186:0.85 187:0.21 189:0.96 190:0.77 191:0.92 195:0.57 202:0.85 206:0.81 212:0.95 215:0.55 216:0.65 220:0.97 222:0.21 230:0.81 233:0.76 235:0.68 238:0.96 241:0.66 242:0.82 243:0.69 244:0.61 247:0.12 248:0.90 253:0.50 256:0.87 259:0.21 260:0.93 261:0.96 265:0.74 266:0.12 267:0.23 268:0.86 276:0.19 282:0.85 283:0.82 285:0.50 297:0.36 300:0.08\n0 1:0.74 11:0.57 12:0.69 17:0.73 21:0.59 27:0.38 28:0.87 30:0.71 34:0.86 36:0.50 37:0.95 39:0.49 43:0.80 55:0.71 66:0.32 69:0.73 70:0.58 74:0.74 81:0.58 83:0.73 85:0.85 91:0.12 98:0.62 101:0.74 108:0.56 114:0.74 123:0.83 124:0.67 126:0.54 127:0.45 129:0.59 133:0.64 135:0.74 146:0.86 147:0.89 149:0.80 150:0.72 154:0.75 155:0.67 159:0.72 161:0.60 165:0.70 167:0.64 172:0.73 173:0.58 176:0.73 177:0.38 178:0.55 179:0.31 181:0.81 187:0.68 192:0.59 201:0.74 212:0.30 215:0.55 216:0.71 222:0.21 235:0.84 241:0.15 242:0.62 243:0.51 245:0.88 247:0.47 253:0.65 259:0.21 265:0.62 266:0.63 267:0.87 276:0.79 290:0.74 297:0.36 300:0.55\n1 6:0.82 7:0.81 8:0.62 12:0.06 17:0.38 20:0.95 21:0.78 27:0.08 28:0.68 34:0.61 36:0.55 37:0.40 78:0.91 91:0.86 100:0.87 111:0.89 135:0.68 145:0.99 152:0.88 161:0.71 167:0.52 169:0.85 175:0.75 178:0.55 181:0.54 186:0.91 187:0.39 189:0.84 191:0.78 202:0.79 216:0.24 230:0.87 233:0.76 235:0.52 238:0.82 241:0.41 244:0.61 257:0.65 261:0.88 267:0.59 271:0.51 277:0.69\n2 6:1.00 8:0.96 12:0.06 17:0.94 20:0.74 21:0.78 27:0.04 28:0.68 34:0.40 36:0.56 37:0.96 43:0.42 66:0.36 69:0.52 78:1.00 91:0.67 98:0.08 100:0.99 104:0.82 106:0.81 108:0.40 111:1.00 120:0.72 123:0.38 127:0.06 129:0.05 135:0.89 140:0.45 146:0.05 147:0.05 149:0.15 151:0.70 152:0.75 153:0.69 154:0.32 159:0.05 161:0.71 162:0.86 164:0.62 167:0.54 169:0.98 172:0.05 173:0.51 177:0.05 181:0.54 186:1.00 187:0.39 189:1.00 191:0.85 202:0.46 206:0.81 216:0.31 235:0.60 238:0.80 241:0.49 243:0.51 248:0.66 256:0.45 259:0.21 260:0.73 261:0.80 265:0.08 267:0.28 268:0.55 271:0.51 283:0.82 285:0.62\n2 6:0.93 8:0.85 12:0.06 17:0.83 20:0.76 21:0.59 27:0.54 28:0.68 30:0.45 32:0.80 34:0.49 36:0.39 37:0.58 43:0.51 55:0.45 66:0.77 69:0.27 70:0.33 78:1.00 81:0.93 91:0.93 98:0.94 100:0.88 104:0.57 108:0.21 111:0.99 120:0.74 123:0.20 126:0.54 127:0.61 129:0.05 135:0.30 140:0.87 145:0.54 146:0.50 147:0.57 149:0.46 150:0.89 151:0.70 152:0.74 153:0.71 154:0.40 159:0.18 161:0.71 162:0.69 163:0.81 164:0.82 167:0.80 169:0.86 172:0.37 173:0.65 177:0.05 178:0.48 179:0.92 181:0.54 186:1.00 189:0.94 191:0.82 195:0.53 202:0.75 212:0.52 215:0.55 216:0.07 220:0.96 235:0.74 238:0.81 241:0.84 242:0.82 243:0.79 247:0.12 248:0.67 256:0.77 259:0.21 260:0.75 261:0.78 265:0.94 266:0.27 267:0.18 268:0.78 271:0.51 276:0.29 283:0.82 285:0.62 297:0.36 300:0.25\n1 6:0.82 7:0.81 8:0.63 12:0.06 17:0.30 20:0.95 21:0.78 27:0.06 28:0.68 34:0.92 36:0.59 37:0.34 78:0.98 91:0.80 100:0.92 111:0.95 120:0.53 135:0.37 140:0.87 145:0.52 151:0.46 152:0.88 153:0.46 161:0.71 162:0.51 164:0.70 167:0.67 169:0.90 175:0.75 178:0.48 181:0.54 186:0.98 187:0.21 189:0.84 191:0.73 202:0.71 216:0.10 220:0.96 230:0.87 233:0.76 235:0.84 238:0.83 241:0.69 244:0.61 248:0.46 256:0.64 257:0.65 259:0.21 260:0.53 261:0.92 267:0.44 268:0.63 271:0.51 277:0.69 283:0.60 285:0.62\n2 6:0.88 8:0.80 12:0.06 17:0.40 20:0.81 21:0.78 27:0.21 28:0.68 30:0.21 34:0.67 36:0.97 37:0.74 43:0.48 55:0.52 66:0.54 69:0.34 70:0.37 78:0.88 91:0.71 98:0.19 100:0.88 104:0.84 106:0.81 108:0.27 111:0.87 120:0.93 123:0.26 124:0.45 127:0.38 129:0.59 133:0.47 135:0.20 140:0.45 146:0.42 147:0.49 149:0.35 151:0.79 152:0.78 153:0.90 154:0.37 159:0.82 161:0.71 162:0.65 164:0.89 167:0.49 169:0.88 172:0.21 173:0.13 177:0.05 179:0.94 181:0.54 186:0.88 187:0.39 189:0.91 191:0.76 202:0.84 206:0.81 212:0.42 216:0.95 235:0.31 238:0.87 241:0.27 242:0.82 243:0.63 245:0.40 247:0.12 248:0.90 256:0.85 259:0.21 260:0.93 261:0.81 265:0.21 266:0.23 267:0.65 268:0.86 271:0.51 276:0.14 283:0.82 285:0.62 300:0.25\n2 6:0.90 8:0.84 12:0.06 17:0.36 20:0.96 21:0.78 27:0.07 28:0.68 34:0.25 36:0.23 37:0.78 78:0.96 91:0.93 100:0.93 111:0.94 120:0.61 135:0.92 140:0.87 151:0.56 152:0.94 153:0.72 161:0.71 162:0.46 164:0.64 167:0.83 169:0.89 175:0.75 178:0.48 181:0.54 186:0.96 189:0.92 191:0.94 202:0.80 216:0.37 220:0.62 235:0.42 238:0.84 241:0.99 244:0.61 248:0.55 256:0.45 257:0.65 259:0.21 260:0.62 261:0.92 267:0.85 268:0.57 271:0.51 277:0.69 285:0.62\n1 12:0.06 17:0.55 21:0.59 27:0.45 28:0.68 30:0.91 32:0.80 34:0.94 36:0.18 37:0.50 43:0.32 55:0.92 66:0.69 69:0.70 70:0.13 81:0.85 91:0.27 98:0.53 108:0.53 123:0.51 126:0.54 127:0.16 129:0.05 135:0.66 145:0.49 146:0.59 147:0.64 149:0.29 150:0.67 154:0.24 159:0.21 161:0.71 163:0.86 167:0.46 172:0.21 173:0.72 177:0.05 178:0.55 179:0.79 181:0.54 187:0.68 195:0.70 212:0.61 215:0.55 216:0.77 235:0.74 241:0.07 242:0.82 243:0.73 247:0.12 259:0.21 265:0.54 266:0.17 267:0.73 271:0.51 276:0.22 297:0.36 300:0.13\n1 8:0.85 12:0.06 17:0.28 21:0.76 27:0.45 28:0.68 30:0.21 32:0.80 34:0.63 36:0.18 37:0.50 43:0.32 55:0.59 66:0.36 69:0.71 70:0.37 81:0.71 91:0.17 98:0.19 108:0.94 123:0.94 124:0.67 126:0.54 127:0.32 129:0.81 133:0.67 135:0.83 145:0.54 146:0.05 147:0.05 149:0.21 150:0.53 154:0.24 159:0.84 161:0.71 163:0.99 167:0.48 172:0.16 173:0.39 177:0.05 178:0.55 179:0.93 181:0.54 187:0.68 195:0.97 212:0.42 215:0.46 216:0.77 235:0.97 241:0.18 242:0.82 243:0.26 245:0.40 247:0.12 259:0.21 265:0.21 266:0.23 267:0.36 271:0.51 276:0.21 297:0.36 300:0.25\n2 7:0.81 8:0.84 12:0.06 17:0.86 21:0.78 25:0.88 27:0.72 28:0.68 30:0.27 32:0.80 34:0.22 36:0.32 37:0.71 43:0.52 55:0.59 66:0.35 69:0.07 70:0.71 78:0.95 91:0.62 98:0.71 104:0.58 108:0.61 111:0.92 120:0.63 123:0.59 124:0.71 127:0.73 129:0.81 133:0.67 135:0.28 140:0.45 145:0.49 146:0.35 147:0.42 149:0.71 151:0.56 153:0.77 154:0.41 159:0.58 161:0.71 162:0.77 164:0.69 167:0.56 169:0.82 172:0.59 173:0.13 177:0.05 179:0.52 181:0.54 187:0.21 191:0.82 195:0.76 202:0.58 212:0.55 216:0.07 220:0.62 230:0.87 233:0.76 235:0.05 238:0.81 241:0.55 242:0.82 243:0.27 245:0.80 247:0.12 248:0.58 256:0.58 259:0.21 260:0.64 265:0.72 266:0.54 267:0.69 268:0.63 271:0.51 276:0.68 283:0.60 285:0.62 300:0.55\n2 6:0.87 8:0.77 12:0.06 17:0.28 20:0.77 21:0.78 27:0.21 28:0.68 30:0.21 34:0.67 36:0.96 37:0.74 43:0.48 55:0.52 66:0.54 69:0.34 70:0.37 78:0.91 91:0.65 98:0.19 100:0.93 106:0.81 108:0.27 111:0.90 120:0.85 123:0.26 124:0.45 127:0.38 129:0.59 133:0.47 135:0.24 140:0.80 146:0.42 147:0.49 149:0.35 151:0.73 152:0.76 153:0.81 154:0.37 159:0.82 161:0.71 162:0.52 164:0.79 167:0.47 169:0.90 172:0.21 173:0.13 177:0.05 178:0.42 179:0.94 181:0.54 186:0.94 187:0.39 189:0.89 191:0.70 202:0.79 206:0.81 212:0.42 216:0.95 235:0.31 238:0.87 241:0.15 242:0.82 243:0.63 245:0.40 247:0.12 248:0.79 256:0.75 259:0.21 260:0.86 261:0.81 265:0.21 266:0.23 267:0.69 268:0.74 271:0.51 276:0.14 283:0.82 285:0.62 300:0.25\n2 6:0.89 8:0.81 12:0.06 17:0.28 20:0.75 21:0.78 27:0.07 28:0.68 34:0.36 36:0.28 37:0.78 43:0.23 66:0.36 69:0.87 78:0.99 91:0.96 98:0.07 100:0.91 104:0.76 108:0.74 111:0.97 123:0.73 127:0.05 129:0.05 135:0.47 140:0.96 145:0.76 146:0.05 147:0.05 149:0.10 152:0.94 153:0.81 154:0.16 159:0.05 161:0.71 162:0.46 164:0.65 167:0.76 169:0.89 172:0.05 173:0.85 177:0.05 178:0.53 181:0.54 186:0.99 187:0.39 189:0.85 202:0.85 216:0.37 220:0.97 235:0.52 238:0.90 241:0.77 243:0.51 256:0.45 259:0.21 261:0.92 265:0.07 267:0.28 268:0.58 271:0.51 285:0.62\n2 6:0.89 8:0.77 12:0.06 17:0.72 20:0.95 21:0.78 25:0.88 27:0.04 28:0.68 34:0.42 36:0.21 37:0.66 78:0.99 91:0.90 100:0.97 104:0.76 111:0.98 120:0.63 135:0.75 140:0.45 151:0.56 152:0.88 153:0.77 161:0.71 162:0.86 164:0.69 167:0.81 169:0.95 175:0.75 181:0.54 186:0.99 189:0.90 191:0.75 202:0.54 216:0.04 220:0.62 238:0.88 241:0.87 244:0.61 248:0.58 256:0.58 257:0.65 260:0.64 261:0.94 267:0.52 268:0.63 271:0.51 277:0.69 285:0.62\n2 6:0.89 8:0.86 12:0.06 17:0.82 20:0.74 21:0.47 27:0.53 28:0.68 30:0.21 34:0.83 36:0.37 37:0.87 43:0.44 55:0.45 66:0.72 69:0.47 70:0.37 78:0.98 81:0.89 91:0.90 98:0.76 100:0.90 104:0.58 108:0.36 111:0.95 120:0.63 123:0.34 126:0.54 127:0.25 129:0.05 135:0.30 140:0.45 146:0.58 147:0.63 149:0.37 150:0.77 151:0.56 152:0.74 153:0.72 154:0.34 159:0.21 161:0.71 162:0.86 163:0.75 164:0.69 167:0.82 169:0.87 172:0.27 173:0.64 177:0.05 179:0.90 181:0.54 186:1.00 189:0.91 191:0.82 202:0.53 212:0.42 215:0.63 216:0.02 220:0.62 235:0.52 238:0.81 241:0.94 242:0.82 243:0.75 247:0.12 248:0.57 256:0.58 259:0.21 260:0.64 261:0.76 265:0.76 266:0.23 267:0.44 268:0.62 271:0.51 276:0.23 283:0.60 285:0.62 297:0.36 300:0.25\n2 12:0.06 17:0.61 21:0.30 27:0.12 28:0.68 30:0.38 34:0.33 36:0.21 37:0.66 43:0.36 55:0.92 66:0.20 69:0.61 70:0.50 81:0.92 91:0.91 98:0.37 108:0.72 120:0.94 123:0.70 124:0.85 126:0.54 127:0.63 129:0.93 133:0.84 135:0.21 140:0.80 145:0.86 146:0.05 147:0.05 149:0.44 150:0.85 151:0.74 153:0.83 154:0.27 159:0.59 161:0.71 162:0.67 163:0.94 164:0.94 167:0.69 172:0.21 173:0.57 177:0.05 178:0.42 179:0.83 181:0.54 187:0.87 202:0.91 212:0.28 215:0.72 216:0.39 235:0.31 241:0.71 242:0.82 243:0.16 245:0.49 247:0.12 248:0.91 256:0.92 259:0.21 260:0.94 265:0.40 266:0.63 267:0.44 268:0.92 271:0.51 276:0.42 285:0.62 297:0.36 300:0.33\n2 6:0.94 7:0.81 8:0.85 12:0.06 17:0.84 20:0.78 21:0.22 27:0.11 28:0.68 30:0.45 32:0.80 34:0.47 36:0.69 37:0.84 43:0.52 55:0.71 66:0.26 69:0.17 70:0.64 78:0.99 81:0.99 91:0.89 98:0.57 100:0.93 104:0.78 106:0.81 108:0.71 111:0.97 120:0.82 123:0.69 124:0.83 126:0.54 127:0.75 129:0.93 133:0.84 135:0.81 140:0.45 145:0.84 146:0.05 147:0.05 149:0.68 150:0.99 151:0.75 152:0.76 153:0.84 154:0.41 159:0.81 161:0.71 162:0.69 163:0.75 164:0.75 167:0.53 169:0.93 172:0.61 173:0.11 177:0.05 179:0.41 181:0.54 186:0.99 187:0.21 189:0.95 191:0.89 195:0.92 202:0.67 206:0.81 212:0.23 215:0.79 216:0.45 230:0.87 233:0.76 235:0.60 238:0.84 241:0.47 242:0.82 243:0.08 245:0.81 247:0.12 248:0.74 256:0.68 259:0.21 260:0.82 261:0.83 265:0.58 266:0.87 267:0.95 268:0.70 271:0.51 276:0.76 283:0.82 285:0.62 297:0.36 300:0.55\n2 6:1.00 8:0.94 12:0.06 17:0.91 20:0.76 21:0.78 27:0.04 28:0.68 34:0.50 36:0.54 37:0.96 43:0.42 66:0.36 69:0.52 78:1.00 91:0.79 98:0.08 100:0.98 104:0.80 106:0.81 108:0.40 111:0.99 120:0.77 123:0.38 127:0.06 129:0.05 135:0.89 140:0.45 146:0.05 147:0.05 149:0.15 151:0.74 152:0.74 153:0.83 154:0.32 159:0.05 161:0.71 162:0.53 164:0.65 167:0.54 169:0.98 172:0.05 173:0.51 177:0.05 181:0.54 186:1.00 187:0.39 189:1.00 191:0.96 202:0.64 206:0.81 216:0.31 235:0.60 238:0.96 241:0.50 243:0.51 248:0.69 256:0.45 259:0.21 260:0.77 261:0.79 265:0.08 267:0.69 268:0.58 271:0.51 283:0.82 285:0.62\n0 12:0.99 17:0.83 21:0.78 27:0.64 34:0.70 36:0.41 37:0.69 43:0.30 66:0.36 69:0.75 91:0.35 98:0.10 108:0.58 123:0.56 127:0.07 129:0.05 135:0.18 146:0.05 147:0.05 149:0.12 154:0.22 159:0.05 172:0.05 173:0.92 177:0.05 178:0.55 187:0.68 202:0.36 216:0.46 235:0.97 241:0.59 243:0.51 259:0.21 265:0.10 267:0.28\n2 12:0.99 17:0.26 21:0.78 25:0.88 27:0.72 34:0.56 36:0.84 43:0.29 66:0.36 69:0.75 91:0.23 98:0.09 108:0.58 123:0.55 127:0.06 129:0.05 135:0.49 146:0.05 147:0.05 149:0.12 154:0.22 159:0.05 172:0.05 173:0.83 177:0.05 178:0.55 187:0.21 216:0.05 235:0.52 241:0.30 243:0.51 259:0.21 265:0.09 267:0.23\n1 12:0.99 17:0.66 21:0.78 25:0.88 27:0.72 30:0.85 34:0.67 36:0.93 37:0.94 43:0.39 55:0.52 66:0.87 69:0.58 70:0.15 91:0.06 98:0.82 108:0.44 123:0.42 127:0.30 129:0.05 132:0.97 135:0.56 146:0.49 147:0.55 149:0.66 154:0.30 159:0.17 172:0.63 173:0.85 177:0.05 178:0.55 179:0.57 187:0.39 212:0.93 216:0.16 235:0.95 241:0.15 242:0.82 243:0.88 247:0.12 265:0.82 266:0.17 267:0.73 276:0.54 300:0.13\n3 12:0.99 17:0.78 21:0.78 25:0.88 27:0.72 34:0.52 36:0.71 37:0.94 91:0.35 120:0.56 132:0.97 135:0.18 140:0.80 145:0.52 151:0.49 153:0.48 162:0.62 164:0.57 175:0.75 178:0.42 202:0.50 216:0.08 220:0.74 235:0.95 241:0.79 244:0.61 248:0.49 256:0.45 257:0.65 260:0.56 267:0.28 268:0.46 277:0.69 285:0.62\n1 12:0.99 17:0.67 21:0.78 25:0.88 27:0.72 30:0.86 34:0.58 36:0.71 37:0.94 43:0.48 55:0.52 66:0.84 69:0.41 70:0.15 91:0.08 98:0.86 108:0.32 123:0.31 127:0.38 129:0.05 132:0.97 135:0.30 146:0.52 147:0.58 149:0.60 154:0.37 159:0.19 172:0.54 173:0.70 177:0.05 178:0.55 179:0.73 187:0.39 212:0.95 216:0.16 235:0.95 241:0.32 242:0.82 243:0.85 247:0.12 265:0.86 266:0.12 267:0.65 276:0.45 300:0.13\n0 12:0.99 17:0.57 21:0.78 25:0.88 27:0.72 30:0.56 34:0.33 36:0.37 37:0.94 43:0.35 55:0.92 66:0.33 69:0.65 70:0.46 91:0.15 98:0.60 108:0.49 123:0.47 124:0.72 127:0.56 129:0.81 132:0.97 133:0.67 135:0.66 146:0.74 147:0.78 149:0.47 154:0.26 159:0.59 163:0.79 172:0.32 173:0.59 177:0.05 178:0.55 179:0.79 187:0.39 212:0.13 216:0.16 235:0.60 241:0.30 242:0.82 243:0.50 245:0.58 247:0.12 265:0.61 266:0.75 267:0.44 276:0.44 300:0.33\n0 1:0.69 8:0.59 9:0.76 11:0.75 12:0.20 17:0.43 18:0.84 21:0.05 22:0.93 27:0.72 29:0.77 30:0.66 31:0.92 34:0.63 36:0.97 37:0.72 39:0.74 43:0.70 45:0.83 47:0.93 64:0.77 66:0.68 69:0.35 70:0.40 71:0.91 74:0.60 79:0.92 81:0.64 83:0.60 86:0.83 91:0.61 96:0.79 97:0.89 98:0.57 99:0.83 101:0.52 108:0.27 114:0.85 122:0.80 123:0.26 124:0.43 126:0.44 127:0.84 129:0.59 131:0.88 133:0.47 135:0.65 137:0.92 139:0.83 140:0.80 144:0.57 146:0.78 147:0.82 149:0.67 150:0.62 151:0.70 153:0.72 154:0.60 155:0.58 157:0.87 158:0.79 159:0.73 162:0.57 163:0.92 165:0.70 166:0.82 172:0.51 173:0.24 175:0.75 176:0.66 177:0.38 178:0.42 179:0.80 182:0.86 187:0.21 190:0.77 192:0.51 196:0.93 201:0.68 202:0.64 208:0.54 212:0.36 216:0.26 219:0.92 220:0.62 222:0.76 227:0.87 229:0.92 231:0.74 235:0.12 241:0.55 242:0.38 243:0.72 244:0.61 245:0.58 246:0.86 247:0.55 248:0.72 253:0.76 255:0.74 256:0.58 257:0.65 259:0.21 262:0.93 265:0.58 266:0.63 267:0.65 268:0.62 271:0.65 276:0.33 277:0.69 279:0.82 284:0.92 285:0.56 287:0.89 290:0.85 292:0.95 300:0.33\n0 1:0.69 8:0.68 9:0.76 11:0.75 12:0.20 17:0.18 18:0.94 21:0.05 27:0.04 29:0.77 30:0.61 31:0.91 34:0.61 36:0.85 37:0.98 39:0.74 43:0.56 45:0.95 64:0.77 66:0.80 69:0.86 70:0.74 71:0.91 74:0.83 79:0.92 81:0.64 83:0.60 86:0.94 91:0.72 96:0.78 97:0.94 98:0.70 99:0.83 101:0.52 108:0.72 114:0.85 122:0.80 123:0.70 124:0.40 126:0.44 127:0.32 129:0.81 131:0.88 133:0.67 135:0.30 137:0.91 139:0.94 140:0.45 144:0.57 146:0.90 147:0.92 149:0.87 150:0.62 151:0.74 153:0.83 154:0.45 155:0.58 157:0.93 158:0.79 159:0.64 162:0.68 165:0.70 166:0.82 172:0.90 173:0.78 175:0.75 176:0.66 177:0.38 179:0.21 182:0.86 187:0.68 190:0.77 191:0.73 192:0.51 196:0.95 201:0.68 202:0.62 204:0.85 208:0.54 212:0.78 216:0.74 219:0.92 220:0.62 222:0.76 227:0.87 229:0.92 231:0.74 235:0.12 241:0.35 242:0.57 243:0.82 244:0.61 245:0.81 246:0.86 247:0.60 248:0.69 253:0.80 255:0.74 256:0.58 257:0.65 259:0.21 265:0.71 266:0.75 267:0.76 268:0.64 271:0.65 276:0.83 277:0.69 279:0.82 281:0.91 284:0.92 285:0.56 287:0.89 290:0.85 292:0.95 300:0.84\n0 8:0.68 12:0.20 17:0.32 18:0.57 21:0.78 27:0.72 29:0.77 30:0.95 34:0.85 36:0.66 37:0.90 39:0.74 43:0.07 55:1.00 66:0.13 69:0.93 71:0.91 74:0.24 86:0.57 91:0.56 98:0.05 108:0.86 122:0.67 123:0.85 124:0.75 127:0.61 129:0.81 131:0.61 133:0.67 135:0.47 139:0.55 145:0.69 146:0.05 147:0.05 149:0.06 154:0.07 157:0.61 159:0.95 163:1.00 166:0.61 172:0.05 173:0.63 175:0.91 177:0.05 178:0.55 179:0.99 182:0.61 191:0.73 202:0.79 212:0.95 216:0.13 222:0.76 227:0.61 229:0.61 231:0.61 235:0.42 241:0.80 242:0.82 243:0.34 244:0.83 245:0.37 246:0.61 247:0.12 253:0.20 257:0.84 259:0.21 265:0.05 266:0.12 267:0.65 271:0.65 276:0.19 277:0.87 287:0.61 300:0.08\n0 12:0.20 17:0.36 18:0.62 21:0.78 27:0.34 29:0.77 30:0.15 34:0.67 36:0.92 37:0.46 39:0.74 43:0.10 55:0.84 66:0.24 69:0.80 70:0.68 71:0.91 74:0.28 86:0.58 91:0.08 98:0.24 108:0.94 122:0.77 123:0.94 124:0.88 127:0.55 129:0.95 131:0.61 133:0.87 135:0.88 139:0.56 145:0.63 146:0.05 147:0.05 149:0.12 154:0.09 157:0.61 159:0.86 163:0.90 166:0.61 172:0.21 173:0.56 175:0.91 177:0.05 178:0.55 179:0.84 182:0.61 187:0.87 212:0.15 216:0.53 222:0.76 227:0.61 229:0.61 231:0.63 235:0.22 241:0.10 242:0.73 243:0.17 244:0.83 245:0.46 246:0.61 247:0.39 253:0.24 257:0.84 259:0.21 265:0.27 266:0.63 267:0.23 271:0.65 276:0.38 277:0.87 287:0.61 300:0.43\n0 7:0.66 8:0.79 11:0.75 12:0.20 17:0.55 18:0.85 21:0.54 27:0.13 29:0.77 30:0.32 32:0.64 34:0.80 36:0.80 37:0.83 39:0.74 43:0.69 45:0.83 55:0.52 66:0.35 69:0.81 70:0.84 71:0.91 74:0.62 81:0.25 86:0.83 91:0.54 98:0.44 101:0.52 104:0.86 106:0.81 108:0.65 120:0.65 122:0.80 123:0.63 124:0.82 126:0.26 127:0.39 129:0.05 131:0.61 133:0.81 135:0.61 139:0.80 140:0.45 144:0.57 145:0.50 146:0.76 147:0.54 149:0.69 150:0.25 151:0.55 153:0.48 154:0.58 157:0.86 159:0.74 162:0.84 164:0.70 166:0.61 172:0.61 173:0.66 177:0.38 179:0.40 182:0.77 187:0.39 190:0.89 195:0.92 202:0.65 206:0.81 212:0.52 215:0.39 216:0.65 220:0.62 222:0.76 227:0.61 229:0.61 230:0.69 231:0.70 233:0.73 235:0.60 241:0.63 242:0.22 243:0.38 244:0.61 245:0.74 246:0.61 247:0.79 248:0.56 253:0.39 256:0.71 257:0.65 259:0.21 260:0.62 265:0.46 266:0.80 267:0.96 268:0.71 271:0.65 276:0.68 283:0.78 285:0.47 287:0.61 297:0.36 300:0.70\n0 1:0.69 11:0.75 12:0.20 17:0.55 18:0.69 21:0.59 27:0.45 29:0.77 30:0.76 34:0.85 36:0.17 37:0.50 39:0.74 43:0.64 45:0.73 64:0.77 66:0.36 69:0.70 70:0.22 71:0.91 74:0.49 81:0.33 83:0.60 86:0.72 91:0.18 97:0.89 98:0.27 99:0.83 101:0.52 108:0.53 114:0.57 122:0.57 123:0.51 124:0.57 126:0.44 127:0.36 129:0.05 131:0.61 133:0.43 135:0.77 139:0.75 144:0.57 145:0.42 146:0.39 147:0.45 149:0.40 150:0.52 154:0.54 155:0.58 157:0.81 158:0.78 159:0.52 163:0.88 165:0.70 166:0.82 172:0.16 173:0.66 176:0.66 177:0.70 178:0.55 179:0.94 182:0.85 187:0.68 192:0.51 201:0.68 208:0.54 212:0.42 216:0.77 219:0.92 222:0.76 227:0.61 229:0.61 231:0.73 235:0.74 241:0.37 242:0.45 243:0.51 244:0.61 245:0.43 246:0.86 247:0.35 253:0.40 259:0.21 265:0.30 266:0.23 267:0.44 271:0.65 276:0.15 279:0.82 287:0.61 290:0.57 292:0.91 300:0.18\n0 12:0.20 17:0.47 18:0.96 21:0.78 27:0.52 29:0.77 30:0.93 34:0.83 36:0.27 37:0.43 39:0.74 43:0.14 55:0.42 66:0.88 69:0.61 70:0.19 71:0.91 74:0.26 86:0.66 91:0.10 98:0.30 108:0.95 122:0.86 123:0.95 124:0.38 127:0.73 129:0.89 131:0.61 133:0.78 135:0.82 139:0.64 145:0.67 146:0.05 147:0.05 149:0.35 154:0.10 157:0.61 159:0.89 166:0.61 172:0.97 173:0.29 175:0.91 177:0.05 178:0.55 179:0.17 182:0.61 187:0.68 202:0.50 212:0.93 216:0.79 222:0.76 227:0.61 229:0.61 231:0.67 235:0.74 241:0.15 242:0.82 243:0.05 244:0.83 245:0.84 246:0.61 247:0.55 253:0.23 257:0.84 259:0.21 265:0.32 266:0.47 267:0.44 271:0.65 276:0.90 277:0.87 287:0.61 300:0.55\n0 1:0.69 8:0.83 11:0.75 12:0.20 17:0.28 18:0.77 21:0.30 27:0.04 29:0.77 30:0.29 34:0.68 36:0.58 37:0.98 39:0.74 43:0.56 45:0.83 55:0.52 64:0.77 66:0.11 69:0.86 70:0.76 71:0.91 74:0.63 81:0.42 83:0.60 86:0.79 91:0.48 97:0.94 98:0.35 99:0.83 101:0.52 108:0.72 114:0.63 122:0.77 123:0.81 124:0.74 126:0.44 127:0.30 129:0.59 131:0.61 133:0.64 135:0.37 139:0.83 144:0.57 146:0.46 147:0.52 149:0.61 150:0.55 154:0.45 155:0.58 157:0.88 158:0.78 159:0.54 165:0.70 166:0.82 172:0.51 173:0.83 175:0.75 176:0.66 177:0.38 178:0.55 179:0.38 182:0.85 187:0.68 192:0.51 201:0.68 204:0.85 208:0.54 212:0.68 216:0.74 219:0.92 222:0.76 227:0.61 229:0.61 231:0.73 235:0.42 241:0.30 242:0.70 243:0.46 244:0.61 245:0.80 246:0.86 247:0.47 253:0.49 257:0.65 259:0.21 265:0.32 266:0.80 267:0.59 271:0.65 276:0.64 277:0.69 279:0.82 281:0.89 287:0.61 290:0.63 292:0.91 300:0.55\n0 7:0.66 8:0.83 11:0.75 12:0.20 17:0.61 18:0.85 21:0.54 27:0.13 29:0.77 30:0.26 32:0.64 34:0.79 36:0.79 37:0.83 39:0.74 43:0.69 45:0.83 55:0.52 66:0.33 69:0.81 70:0.87 71:0.91 74:0.62 81:0.25 86:0.83 91:0.46 98:0.44 101:0.52 104:0.89 106:0.81 108:0.65 120:0.59 123:0.63 124:0.83 126:0.26 127:0.43 129:0.05 131:0.61 133:0.81 135:0.54 139:0.80 140:0.45 144:0.57 145:0.50 146:0.76 147:0.54 149:0.69 150:0.25 151:0.51 153:0.48 154:0.58 157:0.87 159:0.75 162:0.86 164:0.65 166:0.61 172:0.61 173:0.67 177:0.38 179:0.40 182:0.77 187:0.39 190:0.89 191:0.75 195:0.92 202:0.58 206:0.81 212:0.52 215:0.39 216:0.65 220:0.96 222:0.76 227:0.61 229:0.61 230:0.69 231:0.70 233:0.73 235:0.60 241:0.32 242:0.19 243:0.37 244:0.61 245:0.76 246:0.61 247:0.79 248:0.51 253:0.39 256:0.64 257:0.65 259:0.21 260:0.58 265:0.46 266:0.87 267:0.97 268:0.66 271:0.65 276:0.71 283:0.78 285:0.47 287:0.61 297:0.36 300:0.70\n0 7:0.66 8:0.85 11:0.75 12:0.20 17:0.73 18:0.85 21:0.54 27:0.13 29:0.77 30:0.19 32:0.64 34:0.81 36:0.84 37:0.83 39:0.74 43:0.69 45:0.83 55:0.52 66:0.30 69:0.81 70:0.72 71:0.91 74:0.62 81:0.25 86:0.83 91:0.22 98:0.48 101:0.52 104:0.83 106:0.81 108:0.65 123:0.63 124:0.80 126:0.26 127:0.41 129:0.05 131:0.61 133:0.74 135:0.49 139:0.80 144:0.57 145:0.50 146:0.76 147:0.54 149:0.71 150:0.25 154:0.58 157:0.87 159:0.71 166:0.61 172:0.65 173:0.69 177:0.38 178:0.55 179:0.33 182:0.77 187:0.39 191:0.75 195:0.90 206:0.81 212:0.54 215:0.39 216:0.65 222:0.76 227:0.61 229:0.61 230:0.69 231:0.70 233:0.73 235:0.60 241:0.41 242:0.38 243:0.32 244:0.61 245:0.84 246:0.61 247:0.79 253:0.39 257:0.65 259:0.21 265:0.49 266:0.80 267:0.94 271:0.65 276:0.76 283:0.78 287:0.61 297:0.36 300:0.55\n0 1:0.69 7:0.66 8:0.75 11:0.75 12:0.20 17:0.02 18:0.81 21:0.05 22:0.93 27:0.37 29:0.77 30:0.71 34:0.87 36:0.62 37:0.98 39:0.74 43:0.70 45:0.81 47:0.93 64:0.77 66:0.45 69:0.37 70:0.40 71:0.91 74:0.60 81:0.64 83:0.60 86:0.84 91:0.27 97:0.94 98:0.54 99:0.83 101:0.52 108:0.58 114:0.85 117:0.86 122:0.80 123:0.55 124:0.57 126:0.44 127:0.27 129:0.59 131:0.61 133:0.47 135:0.23 139:0.83 144:0.57 145:0.45 146:0.20 147:0.25 149:0.67 150:0.62 154:0.60 155:0.58 157:0.87 158:0.79 159:0.29 165:0.70 166:0.82 172:0.32 173:0.44 175:0.75 176:0.66 177:0.38 178:0.55 179:0.71 182:0.85 187:0.68 192:0.51 201:0.68 208:0.54 212:0.30 216:0.52 219:0.92 222:0.76 227:0.61 229:0.61 230:0.69 231:0.73 232:0.87 233:0.76 235:0.12 241:0.27 242:0.63 243:0.44 244:0.61 245:0.59 246:0.86 247:0.35 253:0.58 257:0.65 259:0.21 262:0.93 265:0.56 266:0.47 267:0.82 271:0.65 276:0.35 277:0.69 279:0.82 287:0.61 290:0.85 292:0.95 300:0.33\n1 8:0.78 11:0.75 12:0.20 17:0.95 18:0.98 21:0.30 22:0.93 27:0.71 29:0.77 30:0.30 31:0.86 34:0.73 36:0.89 37:0.65 39:0.74 43:0.68 44:0.85 45:0.81 47:0.93 48:0.98 55:0.52 64:0.77 66:0.84 69:0.12 70:0.90 71:0.91 74:0.51 79:0.87 81:0.30 86:0.86 91:0.70 98:0.88 101:0.52 108:0.10 122:0.86 123:0.10 124:0.38 126:0.26 127:0.59 129:0.05 131:0.82 133:0.37 135:0.42 137:0.86 139:0.83 140:0.80 144:0.57 145:0.70 146:0.91 147:0.93 149:0.67 150:0.28 151:0.48 153:0.69 154:0.58 157:0.86 159:0.58 162:0.59 166:0.74 172:0.84 173:0.17 177:0.70 178:0.42 179:0.39 182:0.77 187:0.21 190:0.89 191:0.70 195:0.78 196:0.88 202:0.55 212:0.57 216:0.29 219:0.87 220:0.87 222:0.76 227:0.83 229:0.61 231:0.71 235:0.31 241:0.03 242:0.58 243:0.85 244:0.61 245:0.74 246:0.61 247:0.79 248:0.48 253:0.35 256:0.45 259:0.21 262:0.93 265:0.88 266:0.63 267:0.79 268:0.55 271:0.65 276:0.76 281:0.89 284:0.86 285:0.47 287:0.61 292:0.91 300:0.70\n1 7:0.66 8:0.80 11:0.75 12:0.20 17:0.70 18:0.80 21:0.59 27:0.13 29:0.77 30:0.21 32:0.64 34:0.77 36:0.87 37:0.83 39:0.74 43:0.62 45:0.81 55:0.52 66:0.19 69:0.60 70:0.75 71:0.91 74:0.55 81:0.24 86:0.81 91:0.51 98:0.54 101:0.52 104:0.87 106:0.81 108:0.46 120:0.58 123:0.75 124:0.52 126:0.26 127:0.30 129:0.05 131:0.61 133:0.43 135:0.54 139:0.77 140:0.45 144:0.57 145:0.52 146:0.74 147:0.78 149:0.64 150:0.24 151:0.49 153:0.48 154:0.51 157:0.86 159:0.55 162:0.86 164:0.68 166:0.61 172:0.65 173:0.48 177:0.70 179:0.40 182:0.76 187:0.39 190:0.89 195:0.85 202:0.62 206:0.81 212:0.52 215:0.39 216:0.65 220:0.97 222:0.76 227:0.61 229:0.61 230:0.69 231:0.69 233:0.73 235:0.68 241:0.62 242:0.28 243:0.63 244:0.61 245:0.82 246:0.61 247:0.76 248:0.50 253:0.37 256:0.71 259:0.21 260:0.57 265:0.55 266:0.75 267:0.96 268:0.70 271:0.65 276:0.65 277:0.69 283:0.78 285:0.47 287:0.61 297:0.36 300:0.55\n1 9:0.76 11:0.75 12:0.20 17:0.73 18:0.91 21:0.64 22:0.93 27:0.27 29:0.77 30:0.27 31:0.89 32:0.64 34:0.88 36:0.99 37:0.87 39:0.74 43:0.70 45:0.85 47:0.93 55:0.71 66:0.92 69:0.41 70:0.66 71:0.91 74:0.60 79:0.88 81:0.24 83:0.60 86:0.87 91:0.54 96:0.72 98:0.96 101:0.52 108:0.32 117:0.86 120:0.53 122:0.80 123:0.31 126:0.26 127:0.70 129:0.05 131:0.87 135:0.79 137:0.89 139:0.83 140:0.80 144:0.57 145:0.93 146:0.93 147:0.95 149:0.75 150:0.24 151:0.59 153:0.48 154:0.60 155:0.58 157:0.89 159:0.57 162:0.86 164:0.54 166:0.61 172:0.79 173:0.37 177:0.70 179:0.52 182:0.86 187:0.39 190:0.77 192:0.51 195:0.76 196:0.91 202:0.54 208:0.54 212:0.29 215:0.38 216:0.43 220:0.99 222:0.76 227:0.86 229:0.92 231:0.73 232:0.92 235:0.74 241:0.65 242:0.24 243:0.92 244:0.61 246:0.61 247:0.76 248:0.58 253:0.50 255:0.74 256:0.58 259:0.21 260:0.53 262:0.93 265:0.96 266:0.54 267:0.98 268:0.63 271:0.65 276:0.68 284:0.87 285:0.62 287:0.89 297:0.36 300:0.43\n0 7:0.66 8:0.86 11:0.75 12:0.20 17:0.61 18:0.85 21:0.54 27:0.13 29:0.77 30:0.21 32:0.64 34:0.84 36:0.62 37:0.83 39:0.74 43:0.69 45:0.83 55:0.52 66:0.12 69:0.81 70:0.77 71:0.91 74:0.62 81:0.25 86:0.83 91:0.40 98:0.44 101:0.52 104:0.86 106:0.81 108:0.65 120:0.54 123:0.85 124:0.80 126:0.26 127:0.32 129:0.05 131:0.61 133:0.74 135:0.49 139:0.80 140:0.45 144:0.57 145:0.50 146:0.75 147:0.54 149:0.70 150:0.25 151:0.46 153:0.48 154:0.58 157:0.86 159:0.72 162:0.86 164:0.53 166:0.61 172:0.63 173:0.66 177:0.38 179:0.29 182:0.77 187:0.39 190:0.89 195:0.93 202:0.36 206:0.81 212:0.51 215:0.39 216:0.65 220:0.93 222:0.76 227:0.61 229:0.61 230:0.69 231:0.70 233:0.73 235:0.60 241:0.57 242:0.39 243:0.33 244:0.61 245:0.84 246:0.61 247:0.79 248:0.46 253:0.39 256:0.45 257:0.65 259:0.21 260:0.54 265:0.44 266:0.75 267:0.98 268:0.46 271:0.65 276:0.76 277:0.87 283:0.78 285:0.47 287:0.61 297:0.36 300:0.55\n0 8:0.64 12:0.20 17:0.83 18:0.66 21:0.78 27:0.72 29:0.77 30:0.76 34:0.59 36:0.98 39:0.74 43:0.17 55:0.71 66:0.54 69:0.88 70:0.22 71:0.91 74:0.25 86:0.58 91:0.65 98:0.40 108:0.76 122:0.57 123:0.74 124:0.45 127:0.78 129:0.05 131:0.61 133:0.37 135:0.74 139:0.57 145:0.80 146:0.41 147:0.05 149:0.10 154:0.22 157:0.61 159:0.45 163:0.86 166:0.61 172:0.21 173:0.97 177:0.05 178:0.55 179:0.97 182:0.61 202:0.67 212:0.42 216:0.10 222:0.76 227:0.61 229:0.61 231:0.63 235:0.60 241:0.81 242:0.45 243:0.26 244:0.61 245:0.40 246:0.61 247:0.35 253:0.23 254:0.95 257:0.84 259:0.21 265:0.42 266:0.23 267:0.79 271:0.65 276:0.17 287:0.61 300:0.18\n0 1:0.69 8:0.76 11:0.75 12:0.20 17:0.15 18:0.67 21:0.22 27:0.04 29:0.77 30:0.45 34:0.70 36:0.65 37:0.98 39:0.74 43:0.56 45:0.73 64:0.77 66:0.77 69:0.86 70:0.50 71:0.91 74:0.40 76:0.94 81:0.48 83:0.60 86:0.70 91:0.48 98:0.60 99:0.83 101:0.52 108:0.72 114:0.67 122:0.80 123:0.70 126:0.44 127:0.17 129:0.05 131:0.61 135:0.47 139:0.68 144:0.57 146:0.63 147:0.68 149:0.38 150:0.57 154:0.45 155:0.58 157:0.82 158:0.71 159:0.23 165:0.70 166:0.82 172:0.37 173:0.92 175:0.75 176:0.66 177:0.38 178:0.55 179:0.64 182:0.85 187:0.87 192:0.51 201:0.68 208:0.54 212:0.23 216:0.74 222:0.76 227:0.61 229:0.61 231:0.73 232:0.94 235:0.31 241:0.60 242:0.55 243:0.79 244:0.61 246:0.86 247:0.39 253:0.50 257:0.65 259:0.21 265:0.61 266:0.38 267:0.91 271:0.65 276:0.29 277:0.69 287:0.61 290:0.67 300:0.33\n1 1:0.69 11:0.75 12:0.20 17:0.59 18:0.88 21:0.59 22:0.93 27:0.39 29:0.77 30:0.44 34:0.19 36:0.42 37:0.62 39:0.74 43:0.58 45:0.83 47:0.93 66:0.54 69:0.83 70:0.89 71:0.91 74:0.54 81:0.30 86:0.88 91:0.51 98:0.56 101:0.52 108:0.67 114:0.54 122:0.67 123:0.65 124:0.68 126:0.44 127:0.36 129:0.05 131:0.61 133:0.74 135:0.70 139:0.85 144:0.57 145:0.85 146:0.86 147:0.05 149:0.58 150:0.47 154:0.59 155:0.58 157:0.86 159:0.73 166:0.74 172:0.70 173:0.69 176:0.55 177:0.05 178:0.55 179:0.40 182:0.77 187:0.39 192:0.59 201:0.68 208:0.54 212:0.35 215:0.38 216:0.15 219:0.87 222:0.76 227:0.61 229:0.61 231:0.72 235:0.74 241:0.64 242:0.13 243:0.09 245:0.73 246:0.61 247:0.88 253:0.38 254:0.74 257:0.84 259:0.21 262:0.93 265:0.57 266:0.87 267:0.97 271:0.65 276:0.66 287:0.61 290:0.54 292:0.95 297:0.36 300:0.84\n0 1:0.69 11:0.75 12:0.20 17:0.92 18:0.78 22:0.93 27:0.65 29:0.77 30:0.45 34:0.39 36:0.75 37:0.31 39:0.74 43:0.71 45:0.77 47:0.93 48:0.91 64:0.77 66:0.82 69:0.21 70:0.61 71:0.91 74:0.63 76:1.00 77:0.96 81:0.73 83:0.60 86:0.81 91:0.12 97:0.89 98:0.82 99:0.83 101:0.52 108:0.17 114:0.95 117:0.86 122:0.77 123:0.16 126:0.44 127:0.31 129:0.05 131:0.61 132:0.97 135:0.66 139:0.82 144:0.57 145:0.87 146:0.58 147:0.63 149:0.62 150:0.69 154:0.61 155:0.58 157:0.85 158:0.79 159:0.21 165:0.70 166:0.82 172:0.48 173:0.46 176:0.66 177:0.70 178:0.55 179:0.75 182:0.86 187:0.21 192:0.51 195:0.55 201:0.68 204:0.85 208:0.54 212:0.61 216:0.67 219:0.92 222:0.76 227:0.61 229:0.61 231:0.73 232:0.81 235:0.05 241:0.07 242:0.33 243:0.83 244:0.61 246:0.86 247:0.55 253:0.64 259:0.21 262:0.93 265:0.82 266:0.27 267:0.52 271:0.65 276:0.37 279:0.82 281:0.86 282:0.71 287:0.61 290:0.95 292:0.95 300:0.43\n1 7:0.66 8:0.84 11:0.75 12:0.20 17:0.85 18:0.80 21:0.47 27:0.13 29:0.77 30:0.14 32:0.64 34:0.80 36:0.88 37:0.83 39:0.74 43:0.62 45:0.77 55:0.52 66:0.53 69:0.59 70:0.80 71:0.91 74:0.51 81:0.27 86:0.77 91:0.51 98:0.52 101:0.52 104:0.78 106:0.81 108:0.45 120:0.67 123:0.43 124:0.52 126:0.26 127:0.27 129:0.05 131:0.61 133:0.43 135:0.54 139:0.74 140:0.45 144:0.57 145:0.45 146:0.74 147:0.78 149:0.58 150:0.26 151:0.55 153:0.48 154:0.51 157:0.84 159:0.55 162:0.78 164:0.70 166:0.61 172:0.63 173:0.46 177:0.70 179:0.39 182:0.75 187:0.21 190:0.89 191:0.70 195:0.85 202:0.67 206:0.81 212:0.61 215:0.41 216:0.65 220:0.74 222:0.76 227:0.61 229:0.61 230:0.69 231:0.69 233:0.73 235:0.52 241:0.59 242:0.30 243:0.62 244:0.61 245:0.81 246:0.61 247:0.76 248:0.57 253:0.36 256:0.71 259:0.21 260:0.64 265:0.53 266:0.75 267:0.85 268:0.72 271:0.65 276:0.64 283:0.78 285:0.47 287:0.61 297:0.36 300:0.55\n1 7:0.72 8:0.79 11:0.75 12:0.20 17:0.95 18:0.94 21:0.22 22:0.93 27:0.71 29:0.77 30:0.14 31:0.88 32:0.68 34:0.73 36:0.95 37:0.65 39:0.74 43:0.70 44:0.85 45:0.66 47:0.93 48:0.97 55:0.42 64:0.77 66:0.53 69:0.10 70:0.99 71:0.91 74:0.43 79:0.90 81:0.33 86:0.82 91:0.48 98:0.38 101:0.52 108:0.09 120:0.63 122:0.86 123:0.09 124:0.80 126:0.26 127:0.69 129:0.05 131:0.82 133:0.86 135:0.32 137:0.88 139:0.79 140:0.45 144:0.57 145:0.69 146:0.59 147:0.65 149:0.51 150:0.30 151:0.64 153:0.46 154:0.74 157:0.77 159:0.71 162:0.86 164:0.57 166:0.74 172:0.63 173:0.12 177:0.70 179:0.57 182:0.72 187:0.21 190:0.77 191:0.70 192:0.51 195:0.85 196:0.89 202:0.49 212:0.69 216:0.29 219:0.87 220:0.87 222:0.76 227:0.83 229:0.61 230:0.75 231:0.69 233:0.76 235:0.22 241:0.10 242:0.22 243:0.62 245:0.62 246:0.61 247:0.84 248:0.62 253:0.33 254:0.97 255:0.74 256:0.58 259:0.21 260:0.62 262:0.93 265:0.40 266:0.71 267:0.52 268:0.58 271:0.65 276:0.61 281:0.91 284:0.86 285:0.56 287:0.61 292:0.91 300:0.94\n0 1:0.69 7:0.63 12:0.20 17:0.72 18:0.60 21:0.59 27:0.28 29:0.62 30:0.21 32:0.62 34:0.47 36:0.91 37:0.47 39:0.54 43:0.17 55:0.96 66:0.16 69:0.41 70:0.79 71:0.68 74:0.27 77:0.70 81:0.31 86:0.62 91:0.08 98:0.27 108:0.32 114:0.57 123:0.31 124:0.92 126:0.44 127:0.92 129:0.05 133:0.91 135:0.95 139:0.60 144:0.85 145:0.90 146:0.62 147:0.67 149:0.18 150:0.48 154:0.47 155:0.58 159:0.87 163:0.98 172:0.27 173:0.17 175:0.75 176:0.66 177:0.38 178:0.55 179:0.73 187:0.39 192:0.59 195:0.96 201:0.68 208:0.54 212:0.16 215:0.39 216:0.44 222:0.76 230:0.63 233:0.73 235:0.74 241:0.18 242:0.75 243:0.37 244:0.61 245:0.55 247:0.55 253:0.39 254:0.97 257:0.65 259:0.21 265:0.29 266:0.89 267:0.65 271:0.65 276:0.54 277:0.69 282:0.71 290:0.57 297:0.36 300:0.55\n0 8:0.92 11:0.92 12:0.20 17:0.59 18:0.60 21:0.78 27:0.58 29:0.62 30:0.74 34:0.34 36:0.94 37:0.47 39:0.54 43:0.13 45:0.83 66:0.20 69:0.99 70:0.39 71:0.68 74:0.31 85:0.80 86:0.66 91:0.04 98:0.14 101:0.97 108:0.98 122:0.41 123:0.98 124:0.74 127:0.12 129:0.81 133:0.67 135:0.88 139:0.64 144:0.85 146:0.41 147:0.48 149:0.25 154:0.10 159:0.62 172:0.41 173:0.98 177:0.70 178:0.55 179:0.13 187:0.39 202:0.46 212:0.70 216:0.68 222:0.76 235:0.68 241:0.18 242:0.19 243:0.45 245:0.73 247:0.55 253:0.26 259:0.21 265:0.14 266:0.63 267:0.28 271:0.65 276:0.52 300:0.43\n0 11:0.92 12:0.20 17:0.53 18:0.72 21:0.78 27:0.72 29:0.62 30:0.21 34:0.70 36:0.51 39:0.54 43:0.78 45:0.66 66:0.47 69:0.44 70:0.77 71:0.68 74:0.41 85:0.72 86:0.79 91:0.06 98:0.38 101:0.97 104:0.79 108:0.34 123:0.32 124:0.74 127:0.66 129:0.05 133:0.73 135:0.54 139:0.76 144:0.85 146:0.68 147:0.72 149:0.62 154:0.70 159:0.78 172:0.41 173:0.25 177:0.70 178:0.55 179:0.78 187:0.21 212:0.36 216:0.12 222:0.76 235:0.60 241:0.44 242:0.38 243:0.59 245:0.53 247:0.74 253:0.32 259:0.21 265:0.40 266:0.71 267:0.59 271:0.65 276:0.43 300:0.55\n0 1:0.69 7:0.63 12:0.20 17:0.66 18:0.69 21:0.64 27:0.31 29:0.62 30:0.33 32:0.62 34:0.59 36:0.92 37:0.91 39:0.54 43:0.15 55:0.52 66:0.60 69:0.54 70:0.74 71:0.68 74:0.30 81:0.30 86:0.75 91:0.35 98:0.62 104:0.58 106:0.81 108:0.41 114:0.56 123:0.39 124:0.58 126:0.44 127:0.62 129:0.05 133:0.59 135:0.98 139:0.71 144:0.85 145:0.79 146:0.72 147:0.76 149:0.20 150:0.47 154:0.64 155:0.58 159:0.56 172:0.63 173:0.50 176:0.66 177:0.70 178:0.55 179:0.59 187:0.39 192:0.59 195:0.77 201:0.68 206:0.81 208:0.54 212:0.58 215:0.38 216:0.46 222:0.76 230:0.63 233:0.73 235:0.80 241:0.10 242:0.42 243:0.67 245:0.70 247:0.82 253:0.38 254:0.97 265:0.63 266:0.63 267:0.87 271:0.65 276:0.58 290:0.56 297:0.36 300:0.55\n2 1:0.69 11:0.92 12:0.20 17:0.47 18:0.86 21:0.68 27:0.53 29:0.62 30:0.57 34:0.61 36:0.95 37:0.32 39:0.54 43:0.70 45:0.88 64:0.77 66:0.23 69:0.62 70:0.64 71:0.68 74:0.41 81:0.32 83:0.60 85:0.72 86:0.92 91:0.11 98:0.51 99:0.83 101:0.97 108:0.74 114:0.54 122:0.57 123:0.45 124:0.79 126:0.44 127:0.58 129:0.81 132:0.97 133:0.78 135:0.61 139:0.88 144:0.85 145:0.69 146:0.68 147:0.72 149:0.75 150:0.51 154:0.70 155:0.58 159:0.62 165:0.70 172:0.51 173:0.55 176:0.55 177:0.70 178:0.55 179:0.49 187:0.21 192:0.51 201:0.68 208:0.54 212:0.36 216:0.75 222:0.76 235:0.84 241:0.44 242:0.31 243:0.43 245:0.77 247:0.60 253:0.35 265:0.35 266:0.71 267:0.99 271:0.65 276:0.67 290:0.54 300:0.55\n1 11:0.88 12:0.20 17:0.12 18:0.63 21:0.78 27:0.33 29:0.62 30:0.95 34:0.87 36:0.68 37:0.47 39:0.54 43:0.77 66:0.64 69:0.80 71:0.68 74:0.41 85:0.72 86:0.72 91:0.49 98:0.12 101:0.87 108:0.64 122:0.57 123:0.61 127:0.08 129:0.05 135:0.70 139:0.70 144:0.85 145:0.93 146:0.17 147:0.22 149:0.52 154:0.69 159:0.09 163:0.97 172:0.16 173:0.90 177:0.70 178:0.55 179:0.09 187:0.68 202:0.36 212:0.95 216:0.51 222:0.76 235:0.42 241:0.05 242:0.82 243:0.69 247:0.12 253:0.32 259:0.21 265:0.13 266:0.12 267:0.65 271:0.65 276:0.19 300:0.08\n1 11:0.64 12:0.20 17:0.82 18:0.82 21:0.78 22:0.93 27:0.72 29:0.62 30:0.71 34:0.92 36:0.86 39:0.54 43:0.71 45:0.81 47:0.93 66:0.24 69:0.79 70:0.40 71:0.68 74:0.32 83:0.60 86:0.84 91:0.17 97:0.89 98:0.54 101:0.52 104:0.79 108:0.31 117:0.86 122:0.80 123:0.60 124:0.57 127:0.43 129:0.05 133:0.43 135:0.63 139:0.84 145:0.99 146:0.44 147:0.30 149:0.68 154:0.60 155:0.58 158:0.72 159:0.30 172:0.32 173:0.92 177:0.38 178:0.55 179:0.81 187:0.39 192:0.51 208:0.54 212:0.61 216:0.15 219:0.92 222:0.76 232:0.85 235:0.68 241:0.18 242:0.33 243:0.58 244:0.61 245:0.59 247:0.55 253:0.27 257:0.65 259:0.21 262:0.93 265:0.24 266:0.38 267:0.19 271:0.65 276:0.31 279:0.82 292:0.95 300:0.33\n1 1:0.69 8:0.83 9:0.76 11:0.64 12:0.20 17:0.47 18:0.93 21:0.30 22:0.93 27:0.21 29:0.62 30:0.73 31:0.95 34:0.49 36:0.70 37:0.74 39:0.54 43:0.72 45:0.94 47:0.93 64:0.77 66:0.71 69:0.76 70:0.54 71:0.68 74:0.36 79:0.96 81:0.43 83:0.60 86:0.95 91:0.17 96:0.87 97:0.89 98:0.69 99:0.83 101:0.52 108:0.59 114:0.60 117:0.86 122:0.80 123:0.57 124:0.46 126:0.44 127:0.44 129:0.05 133:0.66 135:0.21 137:0.95 139:0.95 140:0.45 146:0.88 147:0.31 149:0.87 150:0.56 151:0.91 153:0.84 154:0.50 155:0.58 158:0.72 159:0.67 162:0.73 165:0.70 172:0.80 173:0.66 176:0.55 177:0.38 179:0.36 187:0.39 190:0.77 192:0.51 196:0.97 201:0.68 202:0.64 204:0.85 208:0.54 212:0.59 216:0.95 219:0.92 222:0.76 232:0.85 235:0.42 241:0.50 242:0.54 243:0.19 245:0.77 247:0.67 248:0.83 253:0.59 254:0.95 255:0.74 256:0.64 257:0.65 259:0.21 262:0.93 265:0.70 266:0.63 267:0.36 268:0.68 271:0.65 276:0.72 279:0.82 281:0.91 284:0.94 285:0.56 290:0.60 292:0.95 300:0.70\n0 12:0.20 17:0.32 18:0.70 21:0.78 27:0.45 29:0.62 30:0.45 34:0.71 36:0.17 37:0.50 39:0.54 43:0.11 55:0.59 66:0.49 69:0.77 70:0.25 71:0.68 74:0.27 86:0.71 91:0.22 98:0.16 108:0.60 122:0.80 123:0.58 124:0.48 127:0.13 129:0.05 133:0.39 135:0.44 139:0.68 145:0.42 146:0.31 147:0.38 149:0.08 154:0.46 159:0.29 163:0.79 172:0.16 173:0.55 175:0.75 177:0.38 178:0.55 179:0.57 187:0.68 212:0.61 216:0.77 222:0.76 235:0.80 241:0.61 242:0.63 243:0.60 244:0.61 245:0.39 247:0.30 253:0.24 254:0.95 257:0.65 259:0.21 265:0.17 266:0.17 267:0.36 271:0.65 276:0.16 277:0.69 300:0.18\n0 8:0.85 12:0.20 17:0.62 18:0.56 21:0.78 27:0.72 29:0.62 30:0.76 34:0.24 36:0.61 39:0.54 43:0.06 55:1.00 66:0.13 69:0.98 70:0.15 71:0.68 74:0.24 86:0.57 91:0.27 98:0.05 108:0.96 122:0.57 123:0.96 124:0.75 127:0.40 129:0.81 133:0.67 135:0.92 139:0.56 145:0.91 146:0.05 147:0.05 149:0.05 154:0.06 159:0.99 163:1.00 172:0.05 173:0.66 175:0.91 177:0.05 178:0.55 179:0.99 202:0.64 212:0.95 216:0.02 222:0.76 235:0.42 241:0.78 242:0.82 243:0.34 244:0.83 245:0.37 247:0.12 253:0.20 257:0.84 259:0.21 265:0.05 266:0.12 267:0.28 271:0.65 276:0.19 277:0.87 300:0.13\n2 1:0.69 9:0.76 11:0.64 12:0.20 17:0.30 18:0.75 21:0.54 27:0.66 29:0.62 30:0.62 31:0.96 34:0.94 36:0.77 37:0.53 39:0.54 43:0.72 45:0.73 64:0.77 66:0.47 69:0.19 70:0.34 71:0.68 74:0.30 79:0.96 81:0.35 83:0.60 86:0.78 91:0.60 96:0.88 97:0.94 98:0.23 99:0.83 101:0.52 108:0.15 114:0.57 122:0.80 123:0.15 124:0.52 126:0.44 127:0.46 129:0.05 132:0.97 133:0.39 135:0.77 137:0.96 139:0.77 140:0.45 146:0.22 147:0.28 149:0.54 150:0.52 151:0.84 153:0.72 154:0.62 155:0.58 158:0.71 159:0.24 162:0.86 165:0.70 172:0.21 173:0.45 175:0.75 176:0.55 177:0.38 179:0.93 187:0.39 190:0.77 192:0.51 196:0.93 201:0.68 202:0.58 208:0.54 212:0.61 216:0.21 219:0.89 222:0.76 232:0.89 235:0.68 241:0.61 242:0.33 243:0.59 244:0.61 245:0.46 247:0.39 248:0.84 253:0.59 255:0.74 256:0.64 257:0.65 265:0.25 266:0.23 267:0.23 268:0.66 271:0.65 276:0.15 277:0.69 279:0.82 284:0.93 285:0.56 290:0.57 292:0.91 300:0.25\n2 7:0.63 8:0.71 11:0.64 12:0.20 17:0.61 18:0.79 21:0.78 27:0.70 29:0.62 30:0.60 34:0.36 36:1.00 37:0.40 39:0.54 43:0.65 45:0.88 66:0.27 69:0.42 70:0.65 71:0.68 74:0.31 83:0.60 86:0.82 91:0.15 97:0.89 98:0.39 101:0.52 104:0.78 108:0.86 122:0.57 123:0.85 124:0.84 127:0.51 129:0.81 133:0.82 135:0.99 139:0.82 146:0.40 147:0.46 149:0.62 154:0.22 155:0.58 158:0.72 159:0.77 163:0.81 172:0.45 173:0.23 177:0.70 178:0.55 179:0.56 187:0.39 192:0.51 208:0.54 212:0.30 216:0.32 219:0.92 222:0.76 230:0.63 232:0.87 233:0.73 241:0.18 242:0.33 243:0.22 245:0.67 247:0.60 253:0.26 254:0.97 259:0.21 265:0.41 266:0.84 267:0.87 271:0.65 276:0.60 279:0.82 292:0.95 300:0.55\n0 1:0.69 7:0.63 12:0.20 17:0.86 18:0.68 21:0.71 27:0.66 29:0.62 30:0.21 32:0.69 34:0.62 36:0.93 37:0.90 39:0.54 43:0.14 55:0.52 66:0.60 69:0.62 70:0.85 71:0.68 74:0.40 76:0.97 77:0.89 81:0.29 86:0.74 91:0.40 98:0.66 104:0.58 106:0.81 108:0.47 114:0.53 123:0.46 124:0.58 126:0.44 127:0.67 129:0.05 133:0.59 135:0.96 139:0.70 144:0.85 145:0.74 146:0.75 147:0.79 149:0.29 150:0.47 154:0.60 155:0.58 159:0.57 172:0.67 173:0.60 176:0.55 177:0.70 178:0.55 179:0.55 187:0.39 192:0.59 195:0.75 201:0.68 206:0.81 208:0.54 212:0.52 215:0.37 216:0.28 222:0.76 230:0.63 233:0.73 235:0.88 241:0.10 242:0.59 243:0.67 245:0.73 247:0.84 253:0.34 254:0.97 265:0.67 266:0.63 267:0.59 271:0.65 276:0.62 282:0.77 290:0.53 297:0.36 300:0.55\n0 12:0.20 17:0.57 18:0.59 21:0.78 27:0.34 29:0.62 30:0.76 34:0.58 36:0.73 37:0.46 39:0.54 43:0.12 55:0.99 66:0.13 69:0.71 70:0.15 71:0.68 74:0.26 86:0.61 91:0.14 98:0.05 108:0.54 122:0.80 123:0.52 124:0.75 127:0.71 129:0.81 133:0.67 135:0.42 139:0.59 145:0.59 146:0.05 147:0.05 149:0.08 154:0.10 159:0.92 163:0.99 172:0.05 173:0.34 175:0.91 177:0.05 178:0.55 179:0.99 187:0.87 212:0.95 216:0.53 222:0.76 235:0.74 241:0.44 242:0.82 243:0.34 244:0.83 245:0.37 247:0.12 253:0.23 257:0.84 259:0.21 265:0.05 266:0.12 267:0.23 271:0.65 276:0.17 277:0.87 300:0.13\n1 11:0.91 12:0.20 17:0.06 18:0.77 21:0.47 27:0.10 29:0.62 30:0.60 34:0.71 36:0.97 37:0.86 39:0.54 43:0.57 45:0.83 66:0.44 69:0.81 70:0.53 71:0.68 74:0.39 81:0.26 86:0.84 91:0.12 98:0.42 101:0.52 108:0.65 120:0.53 122:0.57 123:0.63 124:0.58 126:0.26 127:0.20 129:0.59 133:0.46 135:0.74 139:0.80 140:0.80 144:0.85 145:0.70 146:0.57 147:0.63 149:0.46 150:0.25 151:0.46 153:0.48 154:0.64 159:0.36 162:0.54 164:0.52 172:0.41 173:0.79 177:0.70 178:0.42 179:0.46 187:0.87 190:0.89 202:0.56 212:0.30 215:0.41 216:0.81 220:0.97 222:0.76 235:0.52 241:0.43 242:0.33 243:0.57 245:0.68 247:0.60 248:0.46 253:0.31 254:0.74 256:0.45 259:0.21 260:0.53 265:0.44 266:0.47 267:0.73 268:0.46 271:0.65 276:0.46 285:0.47 297:0.36 300:0.43\n0 8:0.86 12:0.20 17:0.77 18:0.57 21:0.78 27:0.72 29:0.62 30:0.62 34:0.50 36:0.68 37:0.77 39:0.54 43:0.06 55:0.96 66:0.07 69:0.97 70:0.23 71:0.68 74:0.25 86:0.59 91:0.93 98:0.05 108:0.94 122:0.55 123:0.94 124:0.89 127:0.24 129:0.95 133:0.87 135:0.61 139:0.57 145:0.82 146:0.05 147:0.05 149:0.06 154:0.06 159:0.82 163:0.99 172:0.05 173:0.91 175:0.91 177:0.05 178:0.55 179:0.84 202:0.75 212:0.61 216:0.06 222:0.76 235:0.60 241:0.81 242:0.33 243:0.23 244:0.83 245:0.39 247:0.39 253:0.23 257:0.84 259:0.21 265:0.06 266:0.23 267:0.87 271:0.65 276:0.29 277:0.87 300:0.18\n1 1:0.74 6:0.95 7:0.81 8:0.93 9:0.80 11:0.75 12:0.51 17:0.09 18:0.96 20:0.95 21:0.68 26:0.95 27:0.12 28:0.80 29:0.56 30:0.15 31:0.98 34:0.25 36:0.70 37:0.88 39:0.80 41:0.98 43:0.37 45:0.94 46:0.97 58:1.00 64:0.77 66:0.17 69:0.54 70:0.90 71:0.74 74:0.57 78:0.80 79:0.99 81:0.44 83:0.91 86:0.81 91:0.92 96:0.96 98:0.61 100:0.83 101:0.52 104:0.58 107:1.00 108:0.90 110:0.98 111:0.80 114:0.56 120:0.92 121:0.90 122:0.85 123:0.78 124:0.82 125:0.97 126:0.54 127:0.90 129:0.81 131:0.94 133:0.84 135:0.21 137:0.98 139:0.84 140:0.90 141:0.97 144:0.57 146:0.82 147:0.85 149:0.61 150:0.70 151:0.87 152:0.88 153:0.88 154:0.78 155:0.67 157:0.61 159:0.84 160:1.00 161:0.54 162:0.60 164:0.91 165:0.93 166:0.90 167:0.94 169:0.81 172:0.85 173:0.30 176:0.73 177:0.70 179:0.23 181:0.91 182:0.99 186:0.81 189:0.96 191:0.94 192:0.87 196:0.98 199:1.00 201:0.93 202:0.95 204:0.89 208:0.64 212:0.52 215:0.37 216:0.41 220:0.74 222:0.25 223:0.94 224:0.98 227:0.94 229:0.99 230:0.86 231:0.87 233:0.73 234:0.97 235:0.88 238:0.91 241:0.82 242:0.14 243:0.28 245:0.93 246:0.97 247:0.95 248:0.92 253:0.92 254:0.84 255:0.95 256:0.96 259:0.21 260:0.88 261:0.85 265:0.54 266:0.80 267:0.94 268:0.96 271:0.80 274:1.00 276:0.90 281:0.89 283:0.78 284:0.99 285:0.62 287:0.98 289:0.97 290:0.56 297:0.36 300:0.70\n1 1:0.74 11:0.92 12:0.51 17:0.38 18:0.93 21:0.54 26:0.95 27:0.45 28:0.80 29:0.56 30:0.53 34:0.80 36:0.21 37:0.50 39:0.80 43:0.82 45:0.92 46:0.97 58:0.93 64:0.77 66:0.20 69:0.70 70:0.86 71:0.74 74:0.63 81:0.54 83:0.91 85:0.90 86:0.89 91:0.12 98:0.51 99:0.83 101:0.97 107:1.00 108:0.79 110:0.98 114:0.59 122:0.57 123:0.77 124:0.85 125:0.88 126:0.54 127:0.57 129:0.89 131:0.61 133:0.84 135:0.74 139:0.85 141:0.91 144:0.57 145:0.47 146:0.74 147:0.78 149:0.85 150:0.73 154:0.77 155:0.67 157:0.98 159:0.79 160:0.88 161:0.54 165:1.00 166:0.91 167:0.73 172:0.73 173:0.51 176:0.73 177:0.70 178:0.55 179:0.24 181:0.91 182:0.97 187:0.68 192:0.87 199:0.97 201:0.93 208:0.64 212:0.67 215:0.39 216:0.77 222:0.25 223:0.94 224:0.93 227:0.61 229:0.61 231:0.86 234:0.91 235:0.84 241:0.59 242:0.15 243:0.40 245:0.91 246:0.97 247:0.92 253:0.44 259:0.21 265:0.53 266:0.87 267:0.79 271:0.80 274:0.91 276:0.86 287:0.61 289:0.96 290:0.59 297:0.36 300:0.84\n2 1:0.74 6:0.93 7:0.81 8:0.86 9:0.80 11:0.85 12:0.51 17:0.12 18:0.99 20:0.75 21:0.05 25:0.88 26:0.95 27:0.16 28:0.80 29:0.56 30:0.42 31:1.00 32:0.80 34:0.30 36:0.98 37:0.53 39:0.80 41:0.99 43:0.69 44:0.93 45:0.98 46:0.99 58:1.00 60:0.87 64:0.77 66:0.91 69:0.53 70:0.60 71:0.74 74:0.76 77:0.89 78:0.93 79:1.00 81:0.84 83:0.91 85:0.72 86:0.83 91:0.82 96:0.99 97:1.00 98:0.96 99:0.83 100:0.96 101:0.97 104:0.58 107:1.00 108:0.41 110:0.98 111:0.92 114:0.75 120:0.97 121:0.90 122:0.85 123:0.39 124:0.37 125:0.97 126:0.54 127:0.90 129:0.05 131:0.94 133:0.37 135:0.85 137:1.00 138:0.96 139:0.93 140:0.87 141:0.97 144:0.57 145:0.69 146:0.99 147:0.99 149:0.94 150:0.89 151:0.98 152:0.89 153:0.95 154:0.54 155:0.67 157:0.81 158:0.92 159:0.85 160:1.00 161:0.54 162:0.75 164:0.96 165:1.00 166:0.91 167:0.82 169:0.90 172:0.98 173:0.29 176:0.66 177:0.70 179:0.14 181:0.91 182:0.99 186:0.87 187:0.68 189:0.99 191:0.96 192:0.87 195:0.94 196:1.00 199:1.00 201:0.93 202:0.96 204:0.89 208:0.64 212:0.82 215:0.61 216:0.90 219:0.95 220:0.62 222:0.25 223:0.94 224:0.98 227:0.94 229:0.99 230:0.86 231:0.87 232:0.91 233:0.73 234:0.98 235:0.52 238:0.90 241:0.72 242:0.31 243:0.92 245:0.95 246:0.97 247:0.91 248:0.98 253:0.98 255:0.95 256:0.98 259:0.21 260:0.95 261:0.92 265:0.96 266:0.80 267:0.88 268:0.97 271:0.80 274:1.00 276:0.96 279:0.86 281:0.89 282:0.88 283:0.82 284:1.00 285:0.62 287:0.98 289:0.97 290:0.75 292:0.95 297:0.36 299:0.88 300:0.55\n1 1:0.74 7:0.63 11:0.92 12:0.51 17:0.66 18:0.96 21:0.54 26:0.95 27:0.45 28:0.80 29:0.56 30:0.62 34:0.67 36:0.63 37:0.50 39:0.80 43:0.82 45:0.96 46:0.99 58:0.93 60:0.87 64:0.77 66:0.35 69:0.62 70:0.62 71:0.74 74:0.73 81:0.48 83:0.91 85:0.88 86:0.92 91:0.04 98:0.65 101:0.97 107:1.00 108:0.81 110:0.98 114:0.59 122:0.85 123:0.80 124:0.71 125:0.88 126:0.54 127:0.61 129:0.81 131:0.61 133:0.67 135:0.88 139:0.92 141:0.91 144:0.57 145:0.50 146:0.84 147:0.87 149:0.92 150:0.72 154:0.77 155:0.67 157:0.97 158:0.91 159:0.78 160:0.88 161:0.54 165:0.93 166:0.91 167:0.62 172:0.86 173:0.43 176:0.73 177:0.70 178:0.55 179:0.20 181:0.91 182:0.97 187:0.68 192:0.87 199:0.98 201:0.93 208:0.64 212:0.55 215:0.39 216:0.77 219:0.95 222:0.25 223:0.94 224:0.93 227:0.61 229:0.61 230:0.63 231:0.86 233:0.76 234:0.91 235:0.74 241:0.18 242:0.30 243:0.40 245:0.96 246:0.97 247:0.90 253:0.45 259:0.21 265:0.66 266:0.54 267:0.19 271:0.80 274:0.91 276:0.90 279:0.86 283:0.78 287:0.61 289:0.97 290:0.59 292:0.91 297:0.36 300:0.70\n3 1:0.74 6:0.92 8:0.87 9:0.80 11:0.85 12:0.51 17:0.55 18:0.96 20:0.97 21:0.47 26:0.95 27:0.12 28:0.80 29:0.56 30:0.87 31:0.99 32:0.80 34:0.96 36:0.35 37:0.78 39:0.80 41:0.99 43:0.77 44:0.93 45:0.90 46:0.99 58:1.00 60:0.99 64:0.77 66:0.45 69:0.80 70:0.44 71:0.74 74:0.89 77:0.70 78:0.78 79:0.99 81:0.51 83:0.91 85:0.97 86:0.97 91:0.78 96:0.97 97:0.89 98:0.42 100:0.81 101:0.97 107:1.00 108:0.84 110:0.98 111:0.77 114:0.60 120:0.95 122:0.57 123:0.83 124:0.76 125:0.98 126:0.54 127:0.40 129:0.89 131:0.94 133:0.78 135:0.23 137:0.99 139:0.98 140:0.45 141:0.97 144:0.57 145:0.56 146:0.44 147:0.50 149:0.97 150:0.73 151:0.99 152:0.90 153:0.97 154:0.69 155:0.67 157:0.99 158:0.92 159:0.68 160:1.00 161:0.54 162:0.77 164:0.92 165:0.93 166:0.91 167:0.77 169:0.79 172:0.87 173:0.70 176:0.73 177:0.70 179:0.18 181:0.91 182:0.99 186:0.78 187:0.68 189:0.93 191:0.93 192:0.87 195:0.87 196:1.00 199:1.00 201:0.93 202:0.90 208:0.64 212:0.85 215:0.41 216:0.81 219:0.95 222:0.25 223:0.94 224:0.99 227:0.94 229:1.00 231:0.87 234:0.98 235:0.68 238:0.89 241:0.66 242:0.27 243:0.22 245:0.93 246:0.97 247:0.86 248:0.96 253:0.98 255:0.95 256:0.93 259:0.21 260:0.93 261:0.83 265:0.44 266:0.71 267:0.84 268:0.93 271:0.80 274:1.00 276:0.88 279:0.86 282:0.88 283:0.82 284:0.99 285:0.62 287:0.98 289:0.97 290:0.60 292:0.95 297:0.36 299:0.88 300:0.84\n3 1:0.69 8:0.86 9:0.80 11:0.64 12:0.51 17:0.03 18:0.96 21:0.30 25:0.88 26:0.95 27:0.09 28:0.80 29:0.56 30:0.74 31:0.93 34:0.53 36:0.86 37:0.84 39:0.80 41:0.92 43:0.70 45:0.96 46:0.99 58:0.99 64:0.77 66:0.34 69:0.46 70:0.53 71:0.74 74:0.37 79:0.97 81:0.45 83:0.91 86:0.69 91:0.51 96:0.90 97:0.94 98:0.56 99:0.83 101:0.52 104:0.54 107:1.00 108:0.79 110:0.98 114:0.60 120:0.65 122:0.85 123:0.77 124:0.69 125:0.99 126:0.44 127:0.47 129:0.81 131:0.94 133:0.67 135:0.47 137:0.93 139:0.67 140:0.93 141:0.97 144:0.57 146:0.26 147:0.32 149:0.92 150:0.56 151:0.69 153:0.81 154:0.59 155:0.67 157:0.61 158:0.72 159:0.57 160:0.99 161:0.54 162:0.79 164:0.74 165:0.70 166:0.84 167:0.87 172:0.74 173:0.39 175:0.75 176:0.55 177:0.38 178:0.42 179:0.29 181:0.91 182:0.99 187:0.68 190:0.77 191:0.89 192:0.87 196:0.90 199:0.96 201:0.68 202:0.76 208:0.64 212:0.77 216:0.67 219:0.87 220:0.62 222:0.25 223:0.94 224:0.98 227:0.94 229:0.99 231:0.87 232:0.75 234:0.97 235:0.42 241:0.75 242:0.61 243:0.19 244:0.61 245:0.90 246:0.61 247:0.47 248:0.69 253:0.73 255:0.95 256:0.79 257:0.65 259:0.21 260:0.65 265:0.57 266:0.54 267:0.18 268:0.80 271:0.80 274:0.98 276:0.79 277:0.69 279:0.82 284:0.96 285:0.62 287:0.98 289:0.97 290:0.60 292:0.95 300:0.55\n3 1:0.74 6:0.95 7:0.81 8:0.89 9:0.80 11:0.85 12:0.51 17:0.40 18:0.94 20:0.97 21:0.54 26:0.95 27:0.11 28:0.80 29:0.56 30:0.75 31:0.99 32:0.80 34:0.52 36:0.88 37:0.80 39:0.80 41:0.98 43:0.89 44:0.93 45:0.95 46:0.98 58:1.00 60:0.97 64:0.77 66:0.43 69:0.50 70:0.63 71:0.74 74:0.83 77:0.70 78:0.80 79:1.00 81:0.48 83:0.91 85:0.93 86:0.91 91:0.92 96:0.98 97:0.97 98:0.50 100:0.85 101:0.97 107:1.00 108:0.81 110:0.98 111:0.81 114:0.59 120:0.95 121:0.99 122:0.85 123:0.80 124:0.91 125:0.98 126:0.54 127:0.86 129:0.95 131:0.94 133:0.93 135:0.39 137:0.99 139:0.95 140:0.45 141:0.97 144:0.57 145:0.56 146:0.17 147:0.22 149:0.92 150:0.72 151:0.99 152:0.89 153:0.97 154:0.88 155:0.67 157:0.98 158:0.92 159:0.87 160:1.00 161:0.54 162:0.76 164:0.93 165:0.93 166:0.91 167:0.77 169:0.83 172:0.85 173:0.24 176:0.73 177:0.70 179:0.24 181:0.91 182:0.99 186:0.81 187:0.68 189:0.96 191:0.92 192:0.87 195:0.95 196:1.00 199:1.00 201:0.93 202:0.92 204:0.89 208:0.64 212:0.39 215:0.39 216:0.86 219:0.95 222:0.25 223:0.94 224:0.98 227:0.94 229:1.00 230:0.87 231:0.87 233:0.76 234:0.98 235:0.74 238:0.94 241:0.68 242:0.38 243:0.10 245:0.87 246:0.97 247:0.76 248:0.97 253:0.98 255:0.95 256:0.94 259:0.21 260:0.94 261:0.86 265:0.52 266:0.84 267:0.76 268:0.94 271:0.80 274:1.00 276:0.88 279:0.86 281:0.91 282:0.88 283:0.82 284:0.99 285:0.62 287:0.98 289:0.97 290:0.59 292:0.95 297:0.36 299:0.88 300:0.84\n4 1:0.74 6:0.98 8:0.95 9:0.80 11:0.64 12:0.51 17:0.04 18:0.98 20:0.85 21:0.59 25:0.88 26:0.95 27:0.09 28:0.80 29:0.56 30:0.74 31:1.00 34:0.63 36:0.81 37:0.84 39:0.80 41:1.00 43:0.70 45:0.98 46:0.99 58:1.00 60:0.97 64:0.77 66:0.23 69:0.92 70:0.59 71:0.74 74:0.53 78:0.93 79:1.00 81:0.46 83:0.91 86:0.71 91:0.95 96:1.00 97:0.98 98:0.59 100:0.99 101:0.52 104:0.54 107:1.00 108:0.91 110:0.98 111:0.98 114:0.58 120:0.99 122:0.85 123:0.82 124:0.79 125:0.97 126:0.54 127:0.71 129:0.05 131:0.94 133:0.77 135:0.60 137:1.00 138:1.00 139:0.79 140:0.45 141:0.97 144:0.57 146:0.91 147:0.30 149:0.95 150:0.71 151:1.00 152:0.81 153:0.99 154:0.59 155:0.67 157:0.61 158:0.92 159:0.84 160:1.00 161:0.54 162:0.65 164:0.98 165:0.93 166:0.91 167:0.97 169:1.00 172:0.87 173:0.83 176:0.73 177:0.38 179:0.18 181:0.91 182:0.99 186:0.93 187:0.39 189:0.99 191:0.98 192:0.87 196:1.00 199:1.00 201:0.93 202:0.99 208:0.64 212:0.72 215:0.39 216:0.67 219:0.95 222:0.25 223:0.94 224:0.98 227:0.94 229:1.00 231:0.87 232:0.75 234:0.97 235:0.80 238:0.99 241:0.92 242:0.60 243:0.11 244:0.61 245:0.96 246:0.97 247:0.67 248:1.00 253:0.99 255:0.95 256:0.99 257:0.65 259:0.21 260:0.99 261:0.95 265:0.56 266:0.71 267:0.65 268:0.99 271:0.80 274:1.00 276:0.92 279:0.86 283:0.82 284:1.00 285:0.62 287:0.98 289:0.97 290:0.58 292:0.95 297:0.36 300:0.84\n3 1:0.74 6:0.97 7:0.81 8:0.88 9:0.80 11:0.92 12:0.51 17:0.49 18:0.99 20:0.97 21:0.30 22:0.93 26:0.95 27:0.21 28:0.80 29:0.56 30:0.68 31:1.00 34:0.34 36:0.74 37:0.74 39:0.80 41:0.99 43:0.97 45:1.00 46:0.99 47:0.93 58:1.00 60:0.95 64:0.77 66:0.09 69:0.15 70:0.66 71:0.74 74:0.88 78:0.77 79:1.00 81:0.59 83:0.91 85:0.99 86:0.96 91:0.80 96:0.99 97:0.97 98:0.39 100:0.86 101:0.97 104:0.84 106:0.81 107:1.00 108:0.98 110:0.98 111:0.80 114:0.65 117:0.86 120:0.96 121:0.90 122:0.80 123:0.98 124:0.99 125:0.98 126:0.54 127:0.97 129:1.00 131:0.94 133:0.99 135:0.18 137:1.00 139:0.97 140:0.45 141:0.97 144:0.57 146:0.54 147:0.60 149:0.98 150:0.77 151:1.00 152:0.90 153:0.98 154:0.97 155:0.67 157:0.99 158:0.92 159:0.98 160:1.00 161:0.54 162:0.70 164:0.93 165:0.93 166:0.91 167:0.77 169:0.84 172:0.97 173:0.05 176:0.73 177:0.70 179:0.09 181:0.91 182:1.00 186:0.78 187:0.39 189:0.97 191:0.76 192:0.87 196:1.00 199:1.00 201:0.93 202:0.92 204:0.89 206:0.81 208:0.64 212:0.57 215:0.44 216:0.95 219:0.95 222:0.25 223:0.94 224:0.99 227:0.94 229:1.00 230:0.87 231:0.87 232:0.90 233:0.76 234:0.98 235:0.52 238:0.97 241:0.66 242:0.33 243:0.07 245:0.99 246:0.97 247:0.96 248:0.98 253:0.99 255:0.95 256:0.94 259:0.21 260:0.96 261:0.85 262:0.93 265:0.41 266:0.95 267:0.59 268:0.94 271:0.80 274:1.00 276:1.00 279:0.86 281:0.91 283:0.82 284:0.99 285:0.62 287:0.98 289:0.97 290:0.65 292:0.95 297:0.36 300:0.94\n4 6:0.98 8:0.97 9:0.80 12:0.51 17:0.01 20:0.90 21:0.78 26:0.95 27:0.04 28:0.80 29:0.56 31:1.00 34:0.77 36:0.26 37:0.96 39:0.80 41:1.00 46:0.88 58:1.00 60:0.87 71:0.74 74:0.47 78:0.93 79:1.00 83:0.91 91:0.99 96:1.00 97:0.89 100:0.99 107:0.88 110:0.88 111:0.99 120:0.98 125:0.98 131:0.94 135:0.86 137:1.00 138:1.00 139:0.74 140:0.45 141:0.97 144:0.57 151:1.00 152:0.84 153:0.99 155:0.67 157:0.61 158:0.92 160:1.00 161:0.54 162:0.65 164:0.97 166:0.61 167:0.97 169:1.00 175:0.97 181:0.91 182:0.99 186:0.93 189:0.99 191:0.97 192:0.87 196:0.99 199:1.00 202:0.98 208:0.64 216:0.60 219:0.95 222:0.25 223:0.94 224:0.98 227:0.94 229:1.00 231:0.87 232:0.72 234:0.97 238:0.99 241:0.95 244:0.93 246:0.61 248:0.99 253:0.99 255:0.95 256:0.98 257:0.93 259:0.21 260:0.98 261:0.97 267:0.91 268:0.98 271:0.80 274:1.00 277:0.95 279:0.86 283:0.82 284:1.00 285:0.62 287:0.98 289:0.97 292:0.95\n4 1:0.74 6:0.94 8:0.93 9:0.80 11:0.85 12:0.51 17:0.15 18:0.99 20:0.77 21:0.59 26:0.95 27:0.55 28:0.80 29:0.56 30:0.75 31:0.99 34:0.76 36:0.83 37:0.84 39:0.80 41:0.97 43:0.70 45:0.99 46:1.00 58:1.00 64:0.77 66:0.44 69:0.90 70:0.59 71:0.74 74:0.52 78:0.84 79:0.99 81:0.46 83:0.91 85:0.72 86:0.82 91:0.73 96:0.97 98:0.75 100:0.90 101:0.97 107:1.00 108:0.79 110:0.98 111:0.85 114:0.58 120:0.93 122:0.85 123:0.78 124:0.77 125:0.98 126:0.54 127:0.73 129:0.59 131:0.94 133:0.77 135:0.54 137:0.99 139:0.78 140:0.45 141:0.97 144:0.57 146:0.97 147:0.32 149:0.97 150:0.71 151:0.99 152:0.75 153:0.95 154:0.55 155:0.67 157:0.81 159:0.86 160:1.00 161:0.54 162:0.80 164:0.89 165:0.93 166:0.91 167:0.87 169:0.88 172:0.94 173:0.76 176:0.73 177:0.38 179:0.15 181:0.91 182:0.99 186:0.83 187:0.95 189:0.95 191:0.82 192:0.87 196:0.97 199:0.99 201:0.93 202:0.88 208:0.64 212:0.70 215:0.39 216:0.47 222:0.25 223:0.94 224:0.98 227:0.94 229:1.00 231:0.87 232:0.70 234:0.98 235:0.80 238:0.95 241:0.75 242:0.60 243:0.09 245:0.98 246:0.97 247:0.67 248:0.95 253:0.94 255:0.95 256:0.91 257:0.65 259:0.21 260:0.92 261:0.78 265:0.75 266:0.71 267:0.73 268:0.92 271:0.80 274:1.00 276:0.95 284:0.99 285:0.62 287:0.98 289:0.97 290:0.58 297:0.36 300:0.84\n3 1:0.74 7:0.81 11:0.85 12:0.51 17:0.53 18:0.82 21:0.30 26:0.95 27:0.04 28:0.80 29:0.56 30:0.75 32:0.80 34:0.71 36:0.36 37:0.99 39:0.80 43:0.59 44:0.93 45:0.88 46:0.96 58:0.93 64:0.77 66:0.54 69:0.93 70:0.67 71:0.74 74:0.70 77:0.70 81:0.59 83:0.91 85:0.93 86:0.82 91:0.11 98:0.47 101:0.97 107:0.99 108:0.94 110:0.98 114:0.65 121:0.99 122:0.57 123:0.94 124:0.76 125:0.88 126:0.54 127:0.36 129:0.81 131:0.61 133:0.82 135:0.81 139:0.89 141:0.91 144:0.57 145:0.49 146:0.54 147:0.60 149:0.75 150:0.77 154:0.49 155:0.67 157:0.98 159:0.83 160:0.88 161:0.54 165:0.93 166:0.91 167:0.65 172:0.81 173:0.81 176:0.73 177:0.70 178:0.55 179:0.26 181:0.91 182:0.97 187:0.87 192:0.87 195:0.96 199:0.98 201:0.93 204:0.89 208:0.64 212:0.59 215:0.44 216:0.57 222:0.25 223:0.94 224:0.93 227:0.61 229:0.61 230:0.87 231:0.86 233:0.76 234:0.91 235:0.52 241:0.32 242:0.24 243:0.28 245:0.82 246:0.97 247:0.82 253:0.50 259:0.21 265:0.49 266:0.91 267:0.52 271:0.80 274:0.91 276:0.78 281:0.91 282:0.88 287:0.61 289:0.96 290:0.65 297:0.36 299:0.88 300:0.84\n2 1:0.74 9:0.80 11:0.64 12:0.69 17:0.96 21:0.05 27:0.72 30:0.38 34:0.50 36:0.81 37:0.28 39:0.31 41:0.82 43:0.82 55:0.42 66:0.83 69:0.23 70:0.58 74:0.75 81:0.95 83:0.79 85:0.72 91:0.85 96:0.78 98:0.82 101:0.76 104:0.57 108:0.18 114:0.95 120:0.66 122:0.43 123:0.18 126:0.54 127:0.31 129:0.05 131:1.00 135:0.30 140:0.45 144:0.57 146:0.48 147:0.55 149:0.50 150:0.97 151:0.79 153:0.69 154:0.86 155:0.67 157:0.87 159:0.17 162:0.86 164:0.62 165:0.90 166:0.99 172:0.51 173:0.57 176:0.73 177:0.38 179:0.72 182:0.99 192:0.59 201:0.74 202:0.46 208:0.64 212:0.95 215:0.91 216:0.17 220:0.62 222:0.76 227:0.61 229:0.99 231:0.99 235:0.12 241:0.85 242:0.45 243:0.84 246:0.61 247:0.47 248:0.72 253:0.82 255:0.79 256:0.45 259:0.21 260:0.67 265:0.82 266:0.12 267:0.19 268:0.55 271:0.26 276:0.41 285:0.62 287:0.61 290:0.95 297:0.36 300:0.43\n3 1:0.74 7:0.81 8:0.66 12:0.69 17:0.85 21:0.13 27:0.72 30:0.76 32:0.78 34:0.49 36:0.78 37:0.26 39:0.31 43:0.33 55:0.59 66:0.72 69:0.62 70:0.15 74:0.62 76:0.94 77:0.98 81:0.90 91:0.88 98:0.76 104:0.58 108:0.47 114:0.92 122:0.41 123:0.45 126:0.54 127:0.25 129:0.05 131:0.61 135:0.39 144:0.57 145:0.97 146:0.43 147:0.50 149:0.25 150:0.92 154:0.60 155:0.67 157:0.61 159:0.16 166:0.99 172:0.27 173:0.89 176:0.73 177:0.38 178:0.55 179:0.90 182:0.61 192:0.59 195:0.55 201:0.74 202:0.50 204:0.89 208:0.64 212:0.78 215:0.84 216:0.04 222:0.76 227:0.61 229:0.61 230:0.83 231:0.99 232:0.85 233:0.69 235:0.22 241:0.83 242:0.45 243:0.75 246:0.61 247:0.35 253:0.71 254:0.98 259:0.21 265:0.76 266:0.17 267:0.18 271:0.26 276:0.26 282:0.86 287:0.61 290:0.92 297:0.36 300:0.13\n2 11:0.42 12:0.69 17:0.53 21:0.77 27:0.45 30:0.42 34:0.87 36:0.18 37:0.50 39:0.31 43:0.30 55:0.92 66:0.26 69:0.72 70:0.72 74:0.73 81:0.28 91:0.15 98:0.47 108:0.55 114:0.53 122:0.67 123:0.79 124:0.67 126:0.32 127:0.29 129:0.05 131:0.61 133:0.62 135:0.71 144:0.57 145:0.50 146:0.71 147:0.76 149:0.47 150:0.27 154:0.69 157:0.61 159:0.62 163:0.86 166:0.93 172:0.45 173:0.58 176:0.53 177:0.38 178:0.55 179:0.54 182:0.61 187:0.68 212:0.23 216:0.77 222:0.76 227:0.61 229:0.61 231:0.98 235:0.98 241:0.24 242:0.55 243:0.51 245:0.66 246:0.61 247:0.67 253:0.54 254:0.74 259:0.21 265:0.46 266:0.80 267:0.23 271:0.26 276:0.54 277:0.69 287:0.61 290:0.53 300:0.55\n2 1:0.74 11:0.64 12:0.69 17:0.91 21:0.05 27:0.72 30:0.11 34:0.66 36:0.85 37:0.28 39:0.31 43:0.79 66:0.75 69:0.19 70:0.54 74:0.59 81:0.95 83:0.79 85:0.72 91:0.53 98:0.85 101:0.75 104:0.74 108:0.15 114:0.95 120:0.65 122:0.41 123:0.15 126:0.54 127:0.35 129:0.05 131:0.96 135:0.60 140:0.45 144:0.57 146:0.60 147:0.65 149:0.43 150:0.97 151:0.61 153:0.48 154:0.84 155:0.67 157:0.87 159:0.22 162:0.86 163:0.81 164:0.55 165:0.90 166:0.99 172:0.32 173:0.45 176:0.73 177:0.38 179:0.91 182:0.98 187:0.21 190:0.77 192:0.59 201:0.74 202:0.36 212:0.61 215:0.91 216:0.15 220:0.62 222:0.76 227:0.61 229:0.61 231:0.99 235:0.12 241:0.27 242:0.33 243:0.77 246:0.61 247:0.39 248:0.59 253:0.72 256:0.45 259:0.21 260:0.65 265:0.85 266:0.23 267:0.28 268:0.46 271:0.26 276:0.26 285:0.50 287:0.61 290:0.95 297:0.36 300:0.33\n2 1:0.74 7:0.76 8:0.61 11:0.42 12:0.69 17:0.66 21:0.13 27:0.72 30:0.95 32:0.78 34:0.81 36:0.72 37:0.26 39:0.31 43:0.86 55:0.52 66:0.54 69:0.10 74:0.64 76:0.94 77:0.98 81:0.90 91:0.81 98:0.46 104:0.58 108:0.09 114:0.92 123:0.09 126:0.54 127:0.14 129:0.05 131:0.61 135:0.21 144:0.57 145:0.89 146:0.19 147:0.25 149:0.49 150:0.92 154:0.83 155:0.67 157:0.61 159:0.10 166:0.99 172:0.10 173:0.79 176:0.73 177:0.38 178:0.55 179:0.93 182:0.61 187:0.21 192:0.59 195:0.53 201:0.74 215:0.84 216:0.04 222:0.76 227:0.61 229:0.61 230:0.78 231:0.99 232:0.85 233:0.69 235:0.22 241:0.76 243:0.63 246:0.61 253:0.71 254:0.86 259:0.21 265:0.48 267:0.19 271:0.26 282:0.86 287:0.61 290:0.92 297:0.36 300:0.08\n3 1:0.74 7:0.81 8:0.86 9:0.80 11:0.42 12:0.69 17:0.64 21:0.64 27:0.58 30:0.62 32:0.78 34:0.66 36:0.91 37:0.47 39:0.31 43:0.36 55:0.45 66:0.83 69:0.25 70:0.69 74:0.71 76:0.94 77:0.70 81:0.65 91:0.81 96:0.71 98:0.97 104:0.58 108:0.20 114:0.72 120:0.83 123:0.19 126:0.54 127:0.77 129:0.05 131:1.00 135:0.47 140:0.92 144:0.57 145:0.88 146:0.67 147:0.72 149:0.24 150:0.70 151:0.54 153:0.89 154:0.84 155:0.67 157:0.61 159:0.26 162:0.77 164:0.83 166:0.99 172:0.51 173:0.52 176:0.73 177:0.38 179:0.84 182:0.61 190:0.77 191:0.83 192:0.59 195:0.57 201:0.74 202:0.75 204:0.89 208:0.64 212:0.57 215:0.53 216:0.28 220:0.74 222:0.76 227:0.61 229:0.61 230:0.83 231:0.99 233:0.69 235:0.84 241:0.89 242:0.60 243:0.84 246:0.61 247:0.39 248:0.55 253:0.65 254:0.80 255:0.79 256:0.78 259:0.21 260:0.83 265:0.97 266:0.27 267:0.52 268:0.80 271:0.26 276:0.38 282:0.86 283:0.71 285:0.62 287:0.61 290:0.72 297:0.36 300:0.55\n1 1:0.74 7:0.76 11:0.42 12:0.69 17:0.51 21:0.47 27:0.58 30:0.76 32:0.78 34:0.73 36:0.69 37:0.47 39:0.31 43:0.34 55:0.45 66:0.72 69:0.49 70:0.22 74:0.64 76:0.85 77:0.70 81:0.78 91:0.49 98:0.63 104:0.58 108:0.38 114:0.80 122:0.41 123:0.36 126:0.54 127:0.18 129:0.05 131:0.61 135:0.54 144:0.57 145:0.88 146:0.31 147:0.37 149:0.13 150:0.80 154:0.83 155:0.67 157:0.61 159:0.13 166:0.99 172:0.27 173:0.84 176:0.73 177:0.38 178:0.55 179:0.79 182:0.61 187:0.21 192:0.59 195:0.53 201:0.74 212:0.78 215:0.63 216:0.28 222:0.76 227:0.61 229:0.61 230:0.78 231:0.99 233:0.69 235:0.68 241:0.44 242:0.45 243:0.75 246:0.61 247:0.35 253:0.64 254:0.80 259:0.21 265:0.63 266:0.17 267:0.23 271:0.26 276:0.19 282:0.86 287:0.61 290:0.80 297:0.36 300:0.18\n2 1:0.74 7:0.81 9:0.80 11:0.42 12:0.69 17:0.53 21:0.64 27:0.58 30:0.21 32:0.78 34:0.76 36:0.91 37:0.47 39:0.31 43:0.44 55:0.45 66:0.80 69:0.30 70:0.67 74:0.65 76:0.94 77:0.70 81:0.65 91:0.58 96:0.73 98:0.86 104:0.58 108:0.24 114:0.72 120:0.67 123:0.23 126:0.54 127:0.38 129:0.05 131:1.00 135:0.51 140:0.45 144:0.57 145:0.88 146:0.53 147:0.59 149:0.33 150:0.70 151:0.62 153:0.48 154:0.75 155:0.67 157:0.61 159:0.19 162:0.86 164:0.66 166:0.99 172:0.45 173:0.61 176:0.73 177:0.38 179:0.82 182:0.61 187:0.21 190:0.77 192:0.59 195:0.55 201:0.74 202:0.50 204:0.89 208:0.64 212:0.71 215:0.53 216:0.28 220:0.82 222:0.76 227:0.61 229:0.61 230:0.83 231:0.99 233:0.69 235:0.84 241:0.53 242:0.72 243:0.82 246:0.61 247:0.39 248:0.60 253:0.66 254:0.80 255:0.79 256:0.58 259:0.21 260:0.67 265:0.86 266:0.27 267:0.59 268:0.59 271:0.26 276:0.36 282:0.86 285:0.62 287:0.61 290:0.72 297:0.36 300:0.43\n2 7:0.76 8:0.73 9:0.80 11:0.64 12:0.69 17:0.79 21:0.71 27:0.26 30:0.33 32:0.78 34:0.89 36:0.96 37:0.94 39:0.31 41:0.82 43:0.84 55:0.45 66:0.20 69:0.65 70:0.49 74:0.68 77:0.98 81:0.38 83:0.72 85:0.72 91:0.68 96:0.71 98:0.44 101:0.73 104:0.76 108:0.49 120:0.58 123:0.74 124:0.56 126:0.32 127:0.55 129:0.05 131:1.00 133:0.39 135:0.24 140:0.80 144:0.57 145:1.00 146:0.41 147:0.48 149:0.56 150:0.34 151:0.58 153:0.48 154:0.80 155:0.67 157:0.86 159:0.42 162:0.62 164:0.57 166:0.94 172:0.27 173:0.72 177:0.38 178:0.42 179:0.89 182:0.98 187:0.39 191:0.84 192:0.59 195:0.83 202:0.50 208:0.64 212:0.19 215:0.48 216:0.29 220:0.87 222:0.76 227:0.61 229:0.99 230:0.78 231:0.99 233:0.69 235:0.95 241:0.75 242:0.19 243:0.58 245:0.53 246:0.61 247:0.55 248:0.57 253:0.56 255:0.79 256:0.45 259:0.21 260:0.59 265:0.43 266:0.47 267:0.65 268:0.46 271:0.26 276:0.28 277:0.69 282:0.86 285:0.62 287:0.61 297:1.00 300:0.33\n2 7:0.76 8:0.87 11:0.42 12:0.69 17:0.78 21:0.71 27:0.26 30:0.30 32:0.78 34:0.88 36:0.80 37:0.94 39:0.31 43:0.33 55:0.59 66:0.64 69:0.49 70:0.83 74:0.84 77:0.70 81:0.40 91:0.37 98:0.78 104:0.76 108:0.60 122:0.55 123:0.58 124:0.47 126:0.32 127:0.46 129:0.59 131:0.61 133:0.47 135:0.30 144:0.57 145:0.80 146:0.34 147:0.41 149:0.45 150:0.34 154:0.84 157:0.61 159:0.44 166:0.93 172:0.67 173:0.51 177:0.38 178:0.55 179:0.53 182:0.61 187:0.21 195:0.70 202:0.36 212:0.55 215:0.48 216:0.29 222:0.76 227:0.61 229:0.61 230:0.78 231:0.99 233:0.69 235:0.88 241:0.39 242:0.24 243:0.31 245:0.77 246:0.61 247:0.67 253:0.60 254:0.74 259:0.21 265:0.78 266:0.54 267:0.44 271:0.26 276:0.62 282:0.86 287:0.61 297:0.36 300:0.55\n3 1:0.74 7:0.76 8:0.61 11:0.42 12:0.69 17:0.66 21:0.13 27:0.72 30:0.95 32:0.78 34:0.81 36:0.72 37:0.26 39:0.31 43:0.86 55:0.52 66:0.54 69:0.10 74:0.64 76:0.94 77:0.98 81:0.90 91:0.81 98:0.46 104:0.58 108:0.09 114:0.92 123:0.09 126:0.54 127:0.14 129:0.05 131:0.61 135:0.21 144:0.57 145:0.89 146:0.19 147:0.25 149:0.49 150:0.92 154:0.83 155:0.67 157:0.61 159:0.10 166:0.99 172:0.10 173:0.79 176:0.73 177:0.38 178:0.55 179:0.93 182:0.61 187:0.21 192:0.59 195:0.53 201:0.74 215:0.84 216:0.04 222:0.76 227:0.61 229:0.61 230:0.78 231:0.99 232:0.85 233:0.69 235:0.22 241:0.76 243:0.63 246:0.61 253:0.71 254:0.86 259:0.21 265:0.48 267:0.19 271:0.26 282:0.86 287:0.61 290:0.92 297:0.36 300:0.08\n1 1:0.74 7:0.81 8:0.58 9:0.80 11:0.42 12:0.69 17:0.75 21:0.74 27:0.58 30:0.62 32:0.78 34:0.62 36:0.90 37:0.47 39:0.31 43:0.21 55:0.45 66:0.75 69:0.91 70:0.34 74:0.68 76:0.98 77:0.89 81:0.55 91:0.57 96:0.69 98:0.26 104:0.58 108:0.81 114:0.67 120:0.66 123:0.80 126:0.54 127:0.11 129:0.05 131:1.00 135:0.65 140:0.45 144:0.57 145:0.84 146:0.32 147:0.39 149:0.08 150:0.64 151:0.50 153:0.48 154:0.52 155:0.67 157:0.61 158:0.82 159:0.13 162:0.86 164:0.75 166:0.99 172:0.32 173:0.98 176:0.73 177:0.38 179:0.23 182:0.61 187:0.21 190:0.77 192:0.59 195:0.72 201:0.74 202:0.61 204:0.89 208:0.64 212:0.84 215:0.46 216:0.28 220:0.97 222:0.76 227:0.61 229:0.61 230:0.84 231:0.99 233:0.69 235:0.97 241:0.27 242:0.33 243:0.77 246:0.61 247:0.39 248:0.51 253:0.59 254:0.80 255:0.79 256:0.68 259:0.21 260:0.66 265:0.28 266:0.17 267:0.82 268:0.70 271:0.26 276:0.24 282:0.86 283:0.71 285:0.62 287:0.61 290:0.67 297:0.36 300:0.25\n2 1:0.74 7:0.76 8:0.60 9:0.80 11:0.42 12:0.69 17:0.82 21:0.05 27:0.72 30:0.58 32:0.78 34:0.47 36:0.77 37:0.25 39:0.31 43:0.70 55:0.42 66:0.80 69:0.87 70:0.33 74:0.70 76:0.97 77:0.96 81:0.94 91:0.56 96:0.84 98:0.39 104:0.58 108:0.74 114:0.95 120:0.74 122:0.43 123:0.72 126:0.54 127:0.13 129:0.05 131:1.00 135:0.44 140:0.45 144:0.57 145:0.98 146:0.41 147:0.48 149:0.62 150:0.96 151:0.82 153:0.77 154:0.60 155:0.67 157:0.61 159:0.15 162:0.86 164:0.70 166:0.99 172:0.45 173:0.95 176:0.73 177:0.38 179:0.29 182:0.61 187:0.21 192:0.59 195:0.65 201:0.74 202:0.55 208:0.64 212:0.90 215:0.91 216:0.09 220:0.62 222:0.76 227:0.61 229:0.61 230:0.78 231:0.99 232:0.83 233:0.69 235:0.12 241:0.39 242:0.40 243:0.82 246:0.61 247:0.55 248:0.81 253:0.85 254:0.74 255:0.79 256:0.58 259:0.21 260:0.75 265:0.41 266:0.17 267:0.44 268:0.64 271:0.26 276:0.34 282:0.86 285:0.62 287:0.61 290:0.95 297:0.36 300:0.25\n3 1:0.74 9:0.80 11:0.64 12:0.69 17:0.96 21:0.05 27:0.72 30:0.38 34:0.50 36:0.81 37:0.28 39:0.31 41:0.82 43:0.82 55:0.42 66:0.83 69:0.23 70:0.58 74:0.75 81:0.95 83:0.79 85:0.72 91:0.85 96:0.78 98:0.82 101:0.76 104:0.57 108:0.18 114:0.95 120:0.66 122:0.43 123:0.18 126:0.54 127:0.31 129:0.05 131:1.00 135:0.30 140:0.45 144:0.57 146:0.48 147:0.55 149:0.50 150:0.97 151:0.79 153:0.69 154:0.86 155:0.67 157:0.87 159:0.17 162:0.86 164:0.62 165:0.90 166:0.99 172:0.51 173:0.57 176:0.73 177:0.38 179:0.72 182:0.99 192:0.59 201:0.74 202:0.46 208:0.64 212:0.95 215:0.91 216:0.17 220:0.62 222:0.76 227:0.61 229:0.99 231:0.99 235:0.12 241:0.85 242:0.45 243:0.84 246:0.61 247:0.47 248:0.72 253:0.82 255:0.79 256:0.45 259:0.21 260:0.67 265:0.82 266:0.12 267:0.19 268:0.55 271:0.26 276:0.41 285:0.62 287:0.61 290:0.95 297:0.36 300:0.43\n3 1:0.74 7:0.76 8:0.63 9:0.80 11:0.42 12:0.69 17:0.81 21:0.05 27:0.72 30:0.33 32:0.78 34:0.52 36:0.73 37:0.25 39:0.31 43:0.80 55:0.42 66:0.79 69:0.54 70:0.49 74:0.77 76:0.97 77:0.96 81:0.94 91:0.80 96:0.83 98:0.71 104:0.58 108:0.42 114:0.95 120:0.71 122:0.41 123:0.40 126:0.54 127:0.22 129:0.05 131:1.00 135:0.28 140:0.80 144:0.57 145:0.98 146:0.41 147:0.48 149:0.64 150:0.96 151:0.77 153:0.48 154:0.76 155:0.67 157:0.61 159:0.16 162:0.81 164:0.67 166:0.99 172:0.41 173:0.81 176:0.73 177:0.38 179:0.72 182:0.61 191:0.75 192:0.59 195:0.53 201:0.74 202:0.62 208:0.64 212:0.42 215:0.91 216:0.09 220:0.87 222:0.76 227:0.61 229:0.61 230:0.78 231:0.99 232:0.83 233:0.69 235:0.12 241:0.88 242:0.19 243:0.80 246:0.61 247:0.55 248:0.79 253:0.85 254:0.74 255:0.79 256:0.64 259:0.21 260:0.72 265:0.72 266:0.27 267:0.28 268:0.67 271:0.26 276:0.29 282:0.86 285:0.62 287:0.61 290:0.95 297:0.36 300:0.33\n2 1:0.74 11:0.64 12:0.69 17:0.93 21:0.05 27:0.72 30:0.38 34:0.50 36:0.78 37:0.28 39:0.31 43:0.82 55:0.42 66:0.83 69:0.23 70:0.58 74:0.75 81:0.95 83:0.79 85:0.72 91:0.80 98:0.82 101:0.76 104:0.74 108:0.18 114:0.95 122:0.43 123:0.18 126:0.54 127:0.31 129:0.05 131:0.61 135:0.26 144:0.57 146:0.48 147:0.55 149:0.50 150:0.97 154:0.86 155:0.67 157:0.87 159:0.17 165:0.90 166:0.99 172:0.51 173:0.57 176:0.73 177:0.38 178:0.55 179:0.72 182:0.98 187:0.21 192:0.59 201:0.74 212:0.95 215:0.91 216:0.15 222:0.76 227:0.61 229:0.61 231:0.99 235:0.12 241:0.75 242:0.45 243:0.84 246:0.61 247:0.47 253:0.75 259:0.21 265:0.82 266:0.12 267:0.19 271:0.26 276:0.41 287:0.61 290:0.95 297:0.36 300:0.43\n2 1:0.74 6:0.94 7:0.76 8:0.85 11:0.64 12:0.37 17:0.89 20:0.76 21:0.13 27:0.58 28:0.93 30:0.68 32:0.80 34:0.76 36:0.37 37:0.55 39:0.29 43:0.90 60:0.87 66:0.19 69:0.45 70:0.48 74:0.96 76:0.85 77:0.70 78:0.99 81:0.89 83:0.84 85:0.97 91:0.51 98:0.50 100:0.90 101:0.84 104:0.83 106:0.81 108:0.35 111:0.97 114:0.92 117:0.86 122:0.43 123:0.72 124:0.77 126:0.54 127:0.34 129:0.81 131:0.61 133:0.76 135:0.49 144:0.57 145:0.56 146:0.73 147:0.77 149:0.97 150:0.94 152:0.77 154:0.89 155:0.67 157:0.95 158:0.92 159:0.68 161:0.78 163:0.81 165:0.88 166:0.95 167:0.52 169:0.84 172:0.70 173:0.27 176:0.73 177:0.38 178:0.55 179:0.28 181:0.76 182:0.89 186:0.99 187:0.21 189:0.95 191:0.87 192:0.59 195:0.91 201:0.74 206:0.81 208:0.64 212:0.40 215:0.84 216:0.17 222:0.76 227:0.61 229:0.61 230:0.79 231:0.92 232:0.88 233:0.76 235:0.22 238:0.81 241:0.24 242:0.54 243:0.51 245:0.84 246:0.99 247:0.60 253:0.79 259:0.21 261:0.82 265:0.45 266:0.38 267:0.52 271:0.36 276:0.77 279:0.86 282:0.88 283:0.82 287:0.61 290:0.92 297:0.36 299:0.88 300:0.43\n1 1:0.74 7:0.81 8:0.59 9:0.80 11:0.64 12:0.37 17:0.69 21:0.13 27:0.41 28:0.93 30:0.84 32:0.80 34:0.95 36:0.42 37:0.35 39:0.29 41:0.93 43:0.89 60:0.99 66:0.35 69:0.47 70:0.49 74:0.94 77:0.70 81:0.89 83:0.87 85:0.97 91:0.23 96:0.92 98:0.42 101:0.85 104:0.98 106:0.81 108:0.36 114:0.92 117:0.86 120:0.85 121:0.90 122:0.43 123:0.35 124:0.83 126:0.54 127:0.82 129:0.93 131:0.97 133:0.84 135:0.81 140:0.45 144:0.57 145:0.79 146:0.64 147:0.69 149:0.96 150:0.94 151:0.93 153:0.78 154:0.88 155:0.67 157:0.95 158:0.92 159:0.73 161:0.78 162:0.86 164:0.78 165:0.88 166:0.95 167:0.51 172:0.63 173:0.34 176:0.73 177:0.38 179:0.49 181:0.76 182:0.90 187:0.99 192:0.59 195:0.87 201:0.74 202:0.66 204:0.89 206:0.81 208:0.64 212:0.49 215:0.84 216:0.75 222:0.76 227:0.99 229:0.95 230:0.84 231:0.92 232:0.99 233:0.69 235:0.22 241:0.21 242:0.63 243:0.51 245:0.76 246:0.99 247:0.30 248:0.91 253:0.95 255:0.79 256:0.73 259:0.21 260:0.86 265:0.44 266:0.71 267:0.52 268:0.75 271:0.36 276:0.68 279:0.86 282:0.88 283:0.82 285:0.62 287:0.99 290:0.92 297:0.36 299:0.88 300:0.70\n1 1:0.74 11:0.64 12:0.37 17:0.78 21:0.22 27:0.45 28:0.93 30:0.75 32:0.80 34:0.74 36:0.19 37:0.50 39:0.29 43:0.82 66:0.84 69:0.68 70:0.47 74:0.99 77:0.70 81:0.85 83:0.76 85:0.99 91:0.07 98:0.75 101:0.87 108:0.52 114:0.90 122:0.43 123:0.50 124:0.38 126:0.54 127:0.44 129:0.59 131:0.61 133:0.47 135:0.63 144:0.57 145:0.49 146:0.89 147:0.91 149:0.99 150:0.91 154:0.77 155:0.67 157:0.96 159:0.62 161:0.78 165:0.86 166:0.95 167:0.49 172:0.95 173:0.60 176:0.73 177:0.38 178:0.55 179:0.17 181:0.76 182:0.89 187:0.68 192:0.59 195:0.82 201:0.74 212:0.91 215:0.79 216:0.77 222:0.76 227:0.61 229:0.61 231:0.92 235:0.31 241:0.10 242:0.60 243:0.85 245:0.93 246:0.99 247:0.55 253:0.79 259:0.21 265:0.76 266:0.54 267:0.19 271:0.36 276:0.90 282:0.88 287:0.61 290:0.90 297:0.36 299:0.88 300:0.84\n1 6:0.87 7:0.81 8:0.79 11:0.64 12:0.37 17:0.97 20:0.78 21:0.78 27:0.72 28:0.93 30:0.95 34:0.39 36:0.68 39:0.29 43:0.86 66:0.54 69:0.60 74:0.57 76:0.94 78:0.92 85:0.72 91:0.75 98:0.17 100:0.89 101:0.77 104:0.54 108:0.45 111:0.90 121:0.90 123:0.44 127:0.10 129:0.05 131:0.61 135:0.30 144:0.57 145:0.70 146:0.13 147:0.18 149:0.49 152:0.76 154:0.83 155:0.67 157:0.80 159:0.08 161:0.78 166:0.61 167:0.77 169:0.86 172:0.10 173:0.98 177:0.38 178:0.55 179:0.23 181:0.76 182:0.74 186:0.91 187:0.21 189:0.89 192:0.59 204:0.89 208:0.64 222:0.76 227:0.61 229:0.61 230:0.87 231:0.69 232:0.74 233:0.76 235:0.42 238:0.84 241:0.76 243:0.63 246:0.61 253:0.46 259:0.21 261:0.80 265:0.19 267:0.28 271:0.36 287:0.61 300:0.08\n2 1:0.74 6:0.89 7:0.81 8:0.75 9:0.80 11:0.64 12:0.37 17:0.38 20:0.98 21:0.30 27:0.21 28:0.93 30:0.70 34:0.55 36:0.88 37:0.74 39:0.29 41:0.96 43:0.98 60:0.97 66:0.61 69:0.12 70:0.57 74:0.99 78:0.89 81:0.81 83:0.84 85:0.99 91:0.60 96:0.95 98:0.81 100:0.93 101:0.86 104:0.84 106:0.81 108:0.70 111:0.90 114:0.86 117:0.86 120:0.90 121:0.90 122:0.57 123:0.68 124:0.66 126:0.54 127:0.64 129:0.89 131:0.97 133:0.78 135:0.18 140:0.45 144:0.57 146:0.48 147:0.54 149:0.99 150:0.87 151:0.98 152:0.98 153:0.91 154:0.98 155:0.67 157:0.96 158:0.92 159:0.84 161:0.78 162:0.65 164:0.85 165:0.84 166:0.95 167:0.50 169:0.89 172:0.94 173:0.09 176:0.73 177:0.38 179:0.17 181:0.76 182:0.90 186:0.89 187:0.39 189:0.92 191:0.70 192:0.59 201:0.74 202:0.81 204:0.89 206:0.81 208:0.64 212:0.58 215:0.72 216:0.95 222:0.76 227:0.99 229:0.95 230:0.87 231:0.92 232:0.89 233:0.76 235:0.42 238:0.91 241:0.18 242:0.58 243:0.21 245:0.95 246:0.99 247:0.60 248:0.94 253:0.97 255:0.79 256:0.83 259:0.21 260:0.90 261:0.92 265:0.81 266:0.54 267:0.85 268:0.83 271:0.36 276:0.93 279:0.86 283:0.82 285:0.62 287:0.99 290:0.86 297:0.36 300:0.70\n2 1:0.74 6:0.89 8:0.69 9:0.80 11:0.64 12:0.37 17:0.78 20:0.79 21:0.05 27:0.19 28:0.93 30:0.62 34:0.19 36:0.31 37:0.64 39:0.29 41:0.82 43:0.79 66:0.61 69:0.75 70:0.23 74:0.62 78:0.91 81:0.93 83:0.79 85:0.80 91:0.85 96:0.74 98:0.66 100:0.73 101:0.78 104:0.58 108:0.59 111:0.88 114:0.95 120:0.62 122:0.57 123:0.56 124:0.43 126:0.54 127:0.37 129:0.05 131:0.97 133:0.39 135:0.73 140:0.45 144:0.57 145:0.44 146:0.55 147:0.05 149:0.63 150:0.97 151:0.69 152:0.98 153:0.48 154:0.72 155:0.67 157:0.84 159:0.29 161:0.78 162:0.86 163:0.93 164:0.57 165:0.90 166:0.95 167:0.60 169:0.95 172:0.27 173:0.88 176:0.73 177:0.05 179:0.91 181:0.76 182:0.89 186:0.91 187:0.21 191:0.82 192:0.59 201:0.74 202:0.36 208:0.64 212:0.61 215:0.91 216:0.17 220:0.74 222:0.76 227:0.99 229:0.94 231:0.92 232:0.77 235:0.12 241:0.54 242:0.63 243:0.23 245:0.42 246:0.99 247:0.35 248:0.65 253:0.78 255:0.79 256:0.45 257:0.65 259:0.21 260:0.63 261:0.97 265:0.67 266:0.23 267:0.23 268:0.46 271:0.36 276:0.27 285:0.62 287:0.99 290:0.95 297:0.36 300:0.18\n2 1:0.74 6:0.82 8:0.61 9:0.80 11:0.64 12:0.37 17:0.49 20:0.98 27:0.53 28:0.93 30:0.40 34:0.24 36:0.90 37:0.37 39:0.29 41:0.88 43:0.98 60:0.87 66:0.60 69:0.05 70:0.93 74:0.92 78:0.93 81:0.97 83:0.87 85:0.96 91:0.68 96:0.86 98:0.65 100:0.85 101:0.82 104:0.81 108:0.72 111:0.90 114:0.98 120:0.77 122:0.57 123:0.70 124:0.74 126:0.54 127:0.91 129:0.89 131:0.97 133:0.83 135:0.89 140:0.45 144:0.57 146:0.19 147:0.25 149:0.94 150:0.99 151:0.94 152:0.90 153:0.80 154:0.98 155:0.67 157:0.94 158:0.87 159:0.82 161:0.78 162:0.64 164:0.70 165:0.92 166:0.95 167:0.54 169:0.83 172:0.81 173:0.08 176:0.73 177:0.38 179:0.38 181:0.76 182:0.90 186:0.92 187:0.21 189:0.84 192:0.59 201:0.74 202:0.63 208:0.64 212:0.51 215:0.96 216:0.21 222:0.76 227:0.99 229:0.94 231:0.92 232:0.86 235:0.05 238:0.82 241:0.35 242:0.40 243:0.17 245:0.80 246:0.99 247:0.67 248:0.84 253:0.90 255:0.79 256:0.58 259:0.21 260:0.77 261:0.92 265:0.66 266:0.87 267:0.52 268:0.64 271:0.36 276:0.77 279:0.86 283:0.71 285:0.62 287:0.99 290:0.98 297:0.36 300:0.94\n2 1:0.74 6:0.93 7:0.81 8:0.79 9:0.80 11:0.64 12:0.37 17:0.95 20:0.78 21:0.13 27:0.58 28:0.93 30:0.66 32:0.80 34:0.67 36:0.29 37:0.72 39:0.29 41:0.92 43:0.91 60:0.87 66:0.93 69:0.44 70:0.47 74:0.96 76:0.94 77:1.00 78:0.98 81:0.93 83:0.87 85:0.96 91:0.72 96:0.75 98:0.82 100:0.89 101:0.86 104:0.87 108:0.34 111:0.95 114:0.72 120:0.63 121:0.99 122:0.57 123:0.33 126:0.54 127:0.31 129:0.05 131:0.97 135:0.42 138:0.95 140:0.45 144:0.57 145:0.85 146:0.79 147:0.82 149:0.96 150:0.97 151:0.69 152:0.76 153:0.48 154:0.90 155:0.67 157:0.95 158:0.92 159:0.35 161:0.78 162:0.86 164:0.67 165:0.91 166:0.95 167:0.55 169:0.87 172:0.80 173:0.48 176:0.56 177:0.38 179:0.35 181:0.76 182:0.90 186:0.97 187:0.21 189:0.94 191:0.75 192:0.59 195:0.65 201:0.74 202:0.50 204:0.89 208:0.64 212:0.80 215:0.79 216:0.14 220:0.74 222:0.76 227:0.99 229:0.95 230:0.84 231:0.92 232:0.90 233:0.69 235:0.60 238:0.82 241:0.41 242:0.55 243:0.93 246:0.99 247:0.47 248:0.69 253:0.81 255:0.79 256:0.58 259:0.21 260:0.64 261:0.84 265:0.82 266:0.27 267:0.82 268:0.59 271:0.36 276:0.69 279:0.86 282:0.88 283:0.82 285:0.62 286:0.99 287:0.99 290:0.72 297:0.36 299:0.99 300:0.43\n2 1:0.74 6:0.93 7:0.81 8:0.89 9:0.80 11:0.64 12:0.37 17:0.85 20:0.98 21:0.05 27:0.19 28:0.93 30:0.72 32:0.80 34:0.33 36:0.63 37:0.64 39:0.29 41:0.96 43:0.94 60:0.87 66:0.84 69:0.21 70:0.48 74:0.91 76:0.85 77:0.96 78:0.97 81:0.93 83:0.89 85:0.90 91:0.88 96:0.93 98:0.91 100:0.98 101:0.85 104:0.58 108:0.17 111:0.97 114:0.95 120:0.88 121:0.97 122:0.57 123:0.16 126:0.54 127:0.51 129:0.05 131:0.97 135:0.39 140:0.45 144:0.57 145:0.79 146:0.41 147:0.48 149:0.88 150:0.97 151:0.93 152:0.98 153:0.78 154:0.94 155:0.67 157:0.92 158:0.87 159:0.15 161:0.78 162:0.72 164:0.85 165:0.90 166:0.95 167:0.83 169:0.95 172:0.54 173:0.68 176:0.73 177:0.38 179:0.78 181:0.76 182:0.90 186:0.96 189:0.96 191:0.86 192:0.59 195:0.54 201:0.74 202:0.78 204:0.89 208:0.64 212:0.87 215:0.91 216:0.17 220:0.62 222:0.76 227:0.99 229:0.95 230:0.87 231:0.92 232:0.77 233:0.76 235:0.12 238:0.95 241:0.83 242:0.55 243:0.85 246:0.99 247:0.39 248:0.93 253:0.95 255:0.79 256:0.81 259:0.21 260:0.89 261:0.97 265:0.91 266:0.23 267:0.19 268:0.81 271:0.36 276:0.41 279:0.86 282:0.88 283:0.71 285:0.62 287:0.99 290:0.95 297:0.36 299:0.97 300:0.43\n2 1:0.74 6:0.93 8:0.64 11:0.64 12:0.37 17:0.79 20:0.93 21:0.05 27:0.19 28:0.93 30:0.33 34:0.96 36:0.20 37:0.64 39:0.29 43:0.98 66:0.68 69:0.07 70:0.88 74:0.88 78:0.89 81:0.93 83:0.79 85:0.91 91:0.40 98:0.78 100:0.89 101:0.82 104:0.58 108:0.06 111:0.88 114:0.95 122:0.57 123:0.06 124:0.44 126:0.54 127:0.66 129:0.59 131:0.61 133:0.47 135:0.83 144:0.57 146:0.81 147:0.84 149:0.88 150:0.97 152:0.98 154:0.98 155:0.67 157:0.92 159:0.51 161:0.78 165:0.90 166:0.95 167:0.50 169:0.95 172:0.67 173:0.15 176:0.73 177:0.38 178:0.55 179:0.60 181:0.76 182:0.89 186:0.89 187:0.39 189:0.85 192:0.59 201:0.74 212:0.52 215:0.91 216:0.17 222:0.76 227:0.61 229:0.61 231:0.92 232:0.77 235:0.12 238:0.85 241:0.15 242:0.24 243:0.72 245:0.74 246:0.99 247:0.60 253:0.78 259:0.21 261:0.97 265:0.78 266:0.71 267:0.52 271:0.36 276:0.60 287:0.61 290:0.95 297:0.36 300:0.70\n1 1:0.74 6:0.83 8:0.65 11:0.64 12:0.37 17:0.38 20:0.81 21:0.22 27:0.45 28:0.93 30:0.67 34:0.62 36:0.19 37:0.50 39:0.29 43:0.82 66:0.35 69:0.68 70:0.70 74:0.76 78:0.83 81:0.85 83:0.76 85:0.94 91:0.17 98:0.53 100:0.81 101:0.82 108:0.52 111:0.81 114:0.90 122:0.43 123:0.50 124:0.69 126:0.54 127:0.42 129:0.81 131:0.61 133:0.67 135:0.70 144:0.57 145:0.47 146:0.70 147:0.74 149:0.87 150:0.91 152:0.80 154:0.77 155:0.67 157:0.93 159:0.57 161:0.78 165:0.86 166:0.95 167:0.51 169:0.82 172:0.48 173:0.63 176:0.73 177:0.38 178:0.55 179:0.57 181:0.76 182:0.89 186:0.84 187:0.68 189:0.84 192:0.59 201:0.74 212:0.57 215:0.79 216:0.77 222:0.76 227:0.61 229:0.61 231:0.92 235:0.31 238:0.83 241:0.21 242:0.60 243:0.51 245:0.71 246:0.99 247:0.47 253:0.72 259:0.21 261:0.85 265:0.55 266:0.71 267:0.28 271:0.36 276:0.54 287:0.61 290:0.90 297:0.36 300:0.70\n1 1:0.74 6:0.87 7:0.66 8:0.85 9:0.80 11:0.64 12:0.37 17:0.88 18:0.96 20:0.77 21:0.59 27:0.42 28:0.51 29:0.62 30:0.86 31:0.95 32:0.78 34:0.17 36:0.50 37:0.92 39:0.29 43:0.30 44:0.93 45:0.88 48:0.91 55:0.45 64:0.77 66:0.99 69:0.44 70:0.44 71:0.95 74:0.98 76:0.94 77:0.89 78:0.88 79:0.96 81:0.47 83:0.60 86:0.97 91:0.80 96:0.90 98:1.00 99:0.83 100:0.85 101:0.52 108:0.34 111:0.86 114:0.58 120:0.59 122:0.77 123:0.32 126:0.54 127:0.95 129:0.05 135:0.66 137:0.95 139:0.97 140:0.80 145:0.74 146:0.99 147:0.99 149:0.80 150:0.67 151:0.57 152:0.76 153:0.82 154:0.50 155:0.67 158:0.74 159:0.80 161:0.64 162:0.81 164:0.75 165:0.70 167:0.84 169:0.83 172:0.99 173:0.25 176:0.73 177:0.70 179:0.13 181:0.49 186:0.88 189:0.89 190:0.77 191:0.94 192:0.87 195:0.90 196:0.98 201:0.93 202:0.79 208:0.64 212:0.91 215:0.39 216:0.13 220:0.62 222:0.21 230:0.69 232:0.72 233:0.76 235:0.98 238:0.88 241:0.82 242:0.70 243:1.00 247:0.97 248:0.58 253:0.92 254:0.80 255:0.95 256:0.83 260:0.60 261:0.80 265:1.00 266:0.54 267:0.91 268:0.84 271:0.53 276:0.97 281:0.91 282:0.86 284:0.96 285:0.62 290:0.58 297:0.36 300:0.70\n2 7:0.72 8:0.79 9:0.76 11:0.83 12:0.37 17:0.89 18:0.98 21:0.13 27:0.44 28:0.51 29:0.62 30:0.43 31:0.96 32:0.69 34:0.18 36:0.43 39:0.29 43:0.95 44:0.90 45:0.92 48:0.91 55:0.45 64:0.77 66:0.99 69:0.23 70:0.56 71:0.95 74:0.85 78:0.83 79:0.97 81:0.75 83:0.60 85:0.88 86:0.99 91:0.67 96:0.74 98:1.00 101:0.87 104:0.75 108:0.18 111:0.83 120:0.83 123:0.18 126:0.44 127:0.96 129:0.05 135:0.30 137:0.96 139:0.99 140:0.45 145:0.95 146:0.95 147:0.96 149:0.96 150:0.54 151:0.84 153:0.72 154:0.95 155:0.67 159:0.63 161:0.64 162:0.86 164:0.80 167:0.83 169:0.85 172:0.98 173:0.23 177:0.70 179:0.14 181:0.49 190:0.77 191:0.84 192:0.87 195:0.77 196:0.99 201:0.68 202:0.74 204:0.85 208:0.64 212:0.94 215:0.61 216:0.10 219:0.92 220:0.82 222:0.21 230:0.75 233:0.76 235:0.42 241:0.80 242:0.51 243:0.99 247:0.94 248:0.85 253:0.60 255:0.79 256:0.81 259:0.21 260:0.80 265:1.00 266:0.47 267:0.89 268:0.81 271:0.53 276:0.96 281:0.91 283:0.82 284:0.96 285:0.62 292:0.95 297:0.36 300:0.55\n2 1:0.74 6:0.87 7:0.72 8:0.75 9:0.80 11:0.64 12:0.37 17:0.85 18:1.00 20:0.76 21:0.22 27:0.39 28:0.51 29:0.62 30:0.57 31:0.99 32:0.77 34:0.17 36:0.42 37:0.55 39:0.29 41:0.95 43:0.69 44:0.93 45:0.93 48:0.99 55:0.45 64:0.77 66:0.99 69:0.23 70:0.53 71:0.95 74:0.97 77:0.70 78:0.90 79:1.00 81:0.75 83:0.91 86:1.00 91:0.88 96:0.98 97:1.00 98:1.00 99:0.83 100:0.85 101:0.52 108:0.18 111:0.88 114:0.71 120:0.80 122:0.86 123:0.18 126:0.54 127:0.95 129:0.05 135:0.56 137:0.99 138:0.98 139:1.00 140:0.87 145:0.63 146:0.92 147:0.94 149:0.86 150:0.83 151:0.86 152:0.75 153:0.97 154:0.88 155:0.67 158:0.79 159:0.55 161:0.64 162:0.83 164:0.84 165:0.70 167:0.83 169:0.87 172:0.97 173:0.27 176:0.73 177:0.70 179:0.17 181:0.49 186:0.87 189:0.87 191:0.95 192:0.87 195:0.72 196:1.00 201:0.93 202:0.88 204:0.85 208:0.64 212:0.94 215:0.51 216:0.27 219:0.92 222:0.21 230:0.75 232:0.77 233:0.76 235:0.80 238:0.90 241:0.80 242:0.45 243:0.99 247:0.95 248:0.88 253:0.99 255:0.95 256:0.91 259:0.21 260:0.81 261:0.77 265:1.00 266:0.27 267:0.98 268:0.92 271:0.53 276:0.94 279:0.82 281:0.91 282:0.85 284:0.99 285:0.62 290:0.71 292:0.95 297:0.36 300:0.55\n1 1:0.74 7:0.72 8:0.92 11:0.64 12:0.37 17:0.98 18:0.97 21:0.30 22:0.93 27:0.36 28:0.51 29:0.62 30:0.58 32:0.69 34:0.28 36:0.75 37:0.73 39:0.29 43:0.57 44:0.90 45:0.66 47:0.93 48:0.98 55:0.52 64:0.77 66:0.98 69:0.25 70:0.52 71:0.95 74:0.87 76:0.94 81:0.67 86:0.98 91:0.56 98:0.99 101:0.52 104:0.91 106:0.81 108:0.20 114:0.65 120:0.72 123:0.19 126:0.54 127:0.91 129:0.05 135:0.54 139:0.98 140:0.45 145:0.42 146:0.89 147:0.91 149:0.55 150:0.76 151:0.62 153:0.69 154:0.89 155:0.67 159:0.48 161:0.64 162:0.55 164:0.53 167:0.53 172:0.94 173:0.32 176:0.73 177:0.70 179:0.25 181:0.49 187:0.21 190:0.89 191:0.85 192:0.87 195:0.69 201:0.93 202:0.58 204:0.85 206:0.81 208:0.64 212:0.92 215:0.44 216:0.18 222:0.21 230:0.75 232:0.76 233:0.76 235:0.68 241:0.27 242:0.33 243:0.98 247:0.94 248:0.60 253:0.52 254:0.84 256:0.45 259:0.21 260:0.67 262:0.93 265:0.99 266:0.27 267:0.73 268:0.55 271:0.53 276:0.88 281:0.91 283:0.82 285:0.47 290:0.65 297:0.36 300:0.55\n1 1:0.74 6:0.94 7:0.72 8:0.81 9:0.76 11:0.64 12:0.37 17:0.94 18:0.98 20:0.76 21:0.30 22:0.93 27:0.36 28:0.51 29:0.62 30:0.36 31:0.92 34:0.18 36:0.51 37:0.73 39:0.29 43:0.59 44:0.90 45:0.73 47:0.93 48:0.91 55:0.42 64:0.77 66:0.97 69:0.23 70:0.68 71:0.95 74:0.90 76:0.85 77:0.70 78:0.88 79:0.92 81:0.61 83:0.60 86:0.99 91:0.72 96:0.79 97:0.89 98:0.97 100:0.88 101:0.52 104:0.97 106:0.81 108:0.18 111:0.87 114:0.65 117:0.86 120:0.72 122:0.86 123:0.18 126:0.54 127:0.76 129:0.05 135:0.54 137:0.92 139:0.99 140:0.80 145:0.47 146:0.88 147:0.90 149:0.48 150:0.72 151:0.76 152:0.75 153:0.69 154:0.89 155:0.67 158:0.79 159:0.47 161:0.64 162:0.86 164:0.53 167:0.54 169:0.88 172:0.91 173:0.31 176:0.73 177:0.70 179:0.30 181:0.49 186:0.88 187:0.68 189:0.94 190:0.77 191:0.70 192:0.87 195:0.68 196:0.97 201:0.93 202:0.50 206:0.81 208:0.64 212:0.88 215:0.44 216:0.18 219:0.92 222:0.21 230:0.75 232:0.76 233:0.76 235:0.60 238:0.91 241:0.32 242:0.39 243:0.97 247:0.94 248:0.70 253:0.81 254:0.74 255:0.74 256:0.58 259:0.21 260:0.67 261:0.77 262:0.93 265:0.97 266:0.54 267:0.99 268:0.59 271:0.53 276:0.84 279:0.82 281:0.91 282:0.77 283:0.82 284:0.86 285:0.62 290:0.65 292:0.95 297:0.36 300:0.55\n0 1:0.74 6:0.94 7:0.72 8:0.88 9:0.80 11:0.64 12:0.37 17:0.78 18:0.98 20:0.76 21:0.30 27:0.36 28:0.51 29:0.62 30:0.43 31:0.99 34:0.18 36:0.73 37:0.73 39:0.29 41:0.82 43:0.55 44:0.90 45:0.66 48:0.91 55:0.45 64:0.77 66:0.97 69:0.23 70:0.77 71:0.95 74:0.90 76:0.85 77:0.70 78:0.87 79:0.99 81:0.61 83:0.91 86:0.99 91:0.85 96:0.96 97:0.99 98:1.00 100:0.88 101:0.52 108:0.18 111:0.86 114:0.65 120:0.80 122:0.86 123:0.18 126:0.54 127:0.95 129:0.05 135:0.58 137:0.99 139:0.99 140:0.80 145:0.47 146:0.91 147:0.92 149:0.48 150:0.72 151:0.72 152:0.75 153:0.93 154:0.89 155:0.67 158:0.87 159:0.51 161:0.64 162:0.84 164:0.79 167:0.82 169:0.87 172:0.93 173:0.29 176:0.73 177:0.70 179:0.27 181:0.49 186:0.87 189:0.92 190:0.77 191:0.95 192:0.87 195:0.70 196:1.00 201:0.93 202:0.84 208:0.64 212:0.89 215:0.44 216:0.18 219:0.95 222:0.21 230:0.75 232:0.76 233:0.76 235:0.60 238:0.91 241:0.79 242:0.50 243:0.97 247:0.90 248:0.75 253:0.97 254:0.84 255:0.95 256:0.88 259:0.21 260:0.78 261:0.77 265:1.00 266:0.38 267:0.97 268:0.89 271:0.53 276:0.87 279:0.86 281:0.91 282:0.77 283:0.82 284:0.99 285:0.62 290:0.65 292:0.95 297:0.36 300:0.70\n1 1:0.74 6:0.90 7:0.72 8:0.80 11:0.64 12:0.37 17:0.96 18:0.98 20:0.80 21:0.64 27:0.21 28:0.51 29:0.62 30:0.21 32:0.78 34:0.56 36:0.48 37:0.88 39:0.29 43:0.67 44:0.93 45:0.83 48:1.00 55:0.42 64:0.77 66:0.96 69:0.38 70:0.64 71:0.95 74:0.87 76:0.85 77:0.89 78:0.91 81:0.45 83:0.60 86:0.99 91:0.40 98:0.93 99:0.83 100:0.89 101:0.52 104:0.94 106:0.81 108:0.30 111:0.89 114:0.57 120:0.69 123:0.28 126:0.54 127:0.58 129:0.05 132:0.97 135:0.42 139:0.99 140:0.45 145:0.69 146:0.77 147:0.80 149:0.70 150:0.67 151:0.60 152:0.85 153:0.48 154:0.88 155:0.67 159:0.33 161:0.64 162:0.86 164:0.53 165:0.70 167:0.56 169:0.86 172:0.88 173:0.52 176:0.73 177:0.70 179:0.32 181:0.49 186:0.91 187:0.68 189:0.91 190:0.89 191:0.87 192:0.87 195:0.60 201:0.93 202:0.36 204:0.85 206:0.81 208:0.64 212:0.93 215:0.38 216:0.16 222:0.21 230:0.75 232:0.77 233:0.76 235:1.00 238:0.90 241:0.41 242:0.16 243:0.96 247:0.92 248:0.59 253:0.47 254:0.84 256:0.45 260:0.66 261:0.89 265:0.93 266:0.27 267:0.82 268:0.46 271:0.53 276:0.80 281:0.91 282:0.86 283:0.82 285:0.47 290:0.57 297:0.36 300:0.55\n1 1:0.74 6:0.90 7:0.72 8:0.80 9:0.80 11:0.92 12:0.37 17:0.86 18:0.99 20:0.96 21:0.30 27:0.10 28:0.51 29:0.62 30:0.53 31:0.99 34:0.24 36:0.87 37:0.32 39:0.29 41:0.88 43:0.74 44:0.90 45:0.95 48:0.98 55:0.45 64:0.77 66:0.99 69:0.36 70:0.69 71:0.95 74:0.98 76:0.94 77:0.70 78:0.94 79:0.99 81:0.73 83:0.91 85:0.72 86:1.00 91:0.82 96:0.96 97:0.89 98:1.00 99:0.83 100:0.94 101:0.97 108:0.28 111:0.93 114:0.65 120:0.88 123:0.27 126:0.54 127:0.95 129:0.05 135:0.54 137:0.99 139:1.00 140:0.80 145:0.74 146:0.94 147:0.95 149:0.88 150:0.81 151:0.80 152:0.93 153:0.89 154:0.89 155:0.67 158:0.87 159:0.59 161:0.64 162:0.83 164:0.84 165:0.70 167:0.83 169:0.92 172:0.96 173:0.34 176:0.73 177:0.70 179:0.19 181:0.49 186:0.94 189:0.92 191:0.92 192:0.87 195:0.75 196:1.00 201:0.93 202:0.86 204:0.85 208:0.64 212:0.88 215:0.44 216:0.19 219:0.95 220:0.62 222:0.21 230:0.75 232:0.72 233:0.76 235:0.95 238:0.94 241:0.80 242:0.14 243:0.99 247:0.97 248:0.83 253:0.97 255:0.95 256:0.90 259:0.21 260:0.86 261:0.94 265:1.00 266:0.27 267:0.97 268:0.90 271:0.53 276:0.92 279:0.86 281:0.91 282:0.77 283:0.82 284:0.99 285:0.62 290:0.65 292:0.95 297:0.36 300:0.70\n1 1:0.69 6:0.85 7:0.66 8:0.69 9:0.80 11:0.64 12:0.37 17:0.83 18:0.98 20:0.80 21:0.54 27:0.39 28:0.51 29:0.62 30:0.13 31:0.98 34:0.17 36:0.73 37:0.84 39:0.29 43:0.63 44:0.90 45:0.87 48:0.91 55:0.45 64:0.77 66:0.97 69:0.35 70:0.74 71:0.95 74:0.87 76:0.94 77:0.70 78:0.87 79:0.98 81:0.33 83:0.60 86:0.98 91:0.88 96:0.87 97:0.89 98:0.99 100:0.86 101:0.52 108:0.27 111:0.86 114:0.58 120:0.84 122:0.86 123:0.26 126:0.44 127:0.93 129:0.05 135:0.24 137:0.98 139:0.98 140:0.95 145:0.59 146:0.93 147:0.94 149:0.67 150:0.48 151:0.68 152:0.77 153:0.88 154:0.55 155:0.67 158:0.79 159:0.56 161:0.64 162:0.80 164:0.73 167:0.84 169:0.83 172:0.93 173:0.35 176:0.66 177:0.70 179:0.27 181:0.49 186:0.87 189:0.87 190:0.77 191:0.88 192:0.87 195:0.72 196:0.99 201:0.68 202:0.74 208:0.64 212:0.93 216:0.12 219:0.92 222:0.21 230:0.69 233:0.76 235:0.74 238:0.86 241:0.82 242:0.23 243:0.97 247:0.93 248:0.71 253:0.88 254:0.80 255:0.95 256:0.79 259:0.21 260:0.82 261:0.81 265:0.99 266:0.38 267:0.91 268:0.80 271:0.53 276:0.87 279:0.82 281:0.89 282:0.77 283:0.82 284:0.97 285:0.62 290:0.58 292:0.95 300:0.55\n0 1:0.74 11:0.83 12:0.37 17:0.40 18:0.91 21:0.59 27:0.45 28:0.51 29:0.62 30:0.21 32:0.80 34:0.74 36:0.22 37:0.50 39:0.29 43:0.81 44:0.93 45:0.73 48:0.91 55:0.84 64:0.77 66:0.33 69:0.61 70:0.95 71:0.95 74:0.62 77:0.70 81:0.48 83:0.91 85:0.72 86:0.89 91:0.14 98:0.55 101:0.97 108:0.74 114:0.58 122:0.86 123:0.45 124:0.60 126:0.54 127:0.36 129:0.59 133:0.46 135:0.75 139:0.91 145:0.49 146:0.66 147:0.71 149:0.71 150:0.71 154:0.76 155:0.67 159:0.47 161:0.64 163:0.81 165:0.93 167:0.52 172:0.51 173:0.58 176:0.73 177:0.70 178:0.55 179:0.51 181:0.49 187:0.68 192:0.87 195:0.73 201:0.93 208:0.64 212:0.27 215:0.39 216:0.77 222:0.21 235:0.84 241:0.24 242:0.52 243:0.50 245:0.79 247:0.79 253:0.42 259:0.21 265:0.56 266:0.75 267:0.89 271:0.53 276:0.59 281:0.89 282:0.88 290:0.58 297:0.36 299:0.88 300:0.84\n0 1:0.74 7:0.72 8:0.88 9:0.80 11:0.83 12:0.37 17:0.91 18:1.00 21:0.22 22:0.93 27:0.10 28:0.51 29:0.62 30:0.36 31:0.94 32:0.80 34:0.33 36:0.55 37:0.63 39:0.29 41:0.82 43:0.71 44:0.93 45:0.85 47:0.93 48:0.97 55:0.45 64:0.77 66:0.99 69:0.38 70:0.59 71:0.95 74:0.96 76:0.85 77:0.70 79:0.94 81:0.87 83:0.91 85:0.72 86:1.00 91:0.61 96:0.84 97:0.89 98:0.96 99:0.83 101:0.97 104:0.75 106:0.81 108:0.30 114:0.71 117:0.86 120:0.63 122:0.77 123:0.28 126:0.54 127:0.72 129:0.05 135:0.73 137:0.94 139:1.00 140:0.80 145:0.47 146:0.90 147:0.91 149:0.83 150:0.92 151:0.72 153:0.48 154:0.85 155:0.67 158:0.79 159:0.49 161:0.64 162:0.86 164:0.57 165:1.00 167:0.55 172:0.97 173:0.40 176:0.73 177:0.70 179:0.17 181:0.49 187:0.68 190:0.77 191:0.83 192:0.87 195:0.69 196:0.98 201:0.93 202:0.50 204:0.85 206:0.81 208:0.64 212:0.93 215:0.51 216:0.19 219:0.92 222:0.21 230:0.74 232:0.81 233:0.73 235:0.97 241:0.39 242:0.22 243:0.99 247:0.93 248:0.67 253:0.88 255:0.95 256:0.58 259:0.21 260:0.64 262:0.93 265:0.96 266:0.27 267:0.69 268:0.59 271:0.53 276:0.93 279:0.82 281:0.91 282:0.88 284:0.92 285:0.62 290:0.71 292:0.95 297:0.36 300:0.55\n1 1:0.74 6:0.95 7:0.72 8:0.92 9:0.80 11:0.92 12:0.37 17:0.91 18:0.97 20:0.96 21:0.30 22:0.93 27:0.04 28:0.51 29:0.62 30:0.16 31:0.96 32:0.69 34:0.36 36:0.53 37:0.73 39:0.29 43:0.77 44:0.90 45:0.92 47:0.93 48:0.99 55:0.45 64:0.77 66:0.98 69:0.33 70:0.77 71:0.95 74:0.93 77:0.70 78:0.98 79:0.97 81:0.61 83:0.60 85:0.88 86:0.99 91:0.56 96:0.70 98:0.96 100:0.98 101:0.97 104:0.92 106:0.81 108:0.26 111:0.98 114:0.65 120:0.82 123:0.25 126:0.54 127:0.72 129:0.05 135:0.79 137:0.96 138:0.96 139:0.99 140:0.80 145:0.70 146:0.93 147:0.95 149:0.89 150:0.72 151:0.53 152:0.97 153:0.80 154:0.80 155:0.67 159:0.58 161:0.64 162:0.86 164:0.75 167:0.53 169:0.96 172:0.96 173:0.30 176:0.73 177:0.70 179:0.18 181:0.49 186:0.97 187:0.68 189:0.97 190:0.77 191:0.95 192:0.87 195:0.74 196:0.99 201:0.93 202:0.63 204:0.85 206:0.81 208:0.64 212:0.92 215:0.44 216:0.24 219:0.92 222:0.21 230:0.75 232:0.78 233:0.76 235:0.60 238:0.97 241:0.30 242:0.39 243:0.99 247:0.97 248:0.54 253:0.56 255:0.95 256:0.73 259:0.21 260:0.79 261:0.97 262:0.93 265:0.96 266:0.27 267:0.97 268:0.72 271:0.53 276:0.92 281:0.91 282:0.77 283:0.82 284:0.95 285:0.62 290:0.65 292:0.95 297:0.36 300:0.55\n2 1:0.74 7:0.72 11:0.64 12:0.37 17:0.95 18:0.86 22:0.93 27:0.34 28:0.51 29:0.62 30:0.67 32:0.69 34:0.40 36:0.21 39:0.29 43:0.61 44:0.93 45:0.73 47:0.93 48:0.91 55:0.52 64:0.77 66:0.96 69:0.10 70:0.39 71:0.95 74:0.83 76:1.00 77:0.89 81:0.87 83:0.60 86:0.93 91:0.35 98:0.94 99:0.83 101:0.52 104:0.94 106:0.81 108:0.09 114:0.85 117:0.86 123:0.09 126:0.54 127:0.63 129:0.05 132:0.97 135:0.93 139:0.94 145:0.82 146:0.82 147:0.85 149:0.55 150:0.91 154:0.79 155:0.67 159:0.38 161:0.64 165:0.70 167:0.57 172:0.88 173:0.26 176:0.66 177:0.70 178:0.55 179:0.33 181:0.49 187:0.39 191:0.76 192:0.87 195:0.64 201:0.93 204:0.89 206:0.81 208:0.64 212:0.88 215:0.78 216:0.05 222:0.21 230:0.75 232:0.70 233:0.76 235:0.31 241:0.44 242:0.52 243:0.96 247:0.91 253:0.59 254:0.95 259:0.21 262:0.93 265:0.94 266:0.27 267:0.36 271:0.53 276:0.79 281:0.91 282:0.83 283:0.82 290:0.85 297:0.36 300:0.43\n2 1:0.74 7:0.72 8:0.92 11:0.64 12:0.37 17:0.99 18:0.98 21:0.30 22:0.93 27:0.36 28:0.51 29:0.62 30:0.36 32:0.69 34:0.22 36:0.75 37:0.73 39:0.29 43:0.57 44:0.90 45:0.77 47:0.93 48:0.98 55:0.45 64:0.77 66:0.98 69:0.25 70:0.61 71:0.95 74:0.88 76:0.94 81:0.67 86:1.00 91:0.48 98:0.98 101:0.52 104:0.91 106:0.81 108:0.20 114:0.65 120:0.72 122:0.86 123:0.19 126:0.54 127:0.85 129:0.05 135:0.49 139:1.00 140:0.45 145:0.42 146:0.91 147:0.92 149:0.67 150:0.76 151:0.62 153:0.69 154:0.89 155:0.67 159:0.51 161:0.64 162:0.55 164:0.53 167:0.52 172:0.96 173:0.30 176:0.73 177:0.70 179:0.20 181:0.49 187:0.21 190:0.89 191:0.85 192:0.87 195:0.71 201:0.93 202:0.58 204:0.85 206:0.81 208:0.64 212:0.93 215:0.44 216:0.18 222:0.21 230:0.75 232:0.76 233:0.76 235:0.68 241:0.24 242:0.30 243:0.98 247:0.94 248:0.60 253:0.52 254:0.74 256:0.45 259:0.21 260:0.67 262:0.93 265:0.98 266:0.27 267:0.65 268:0.55 271:0.53 276:0.92 281:0.91 283:0.82 285:0.47 290:0.65 297:0.36 300:0.55\n1 6:0.81 7:0.81 8:0.62 9:0.80 11:0.83 12:0.37 17:0.84 18:0.99 20:0.86 22:0.93 27:0.34 28:0.51 29:0.62 30:0.12 31:0.98 32:0.64 34:0.55 36:0.67 37:0.36 39:0.29 41:0.82 43:0.68 45:0.77 47:0.93 48:1.00 55:0.52 64:0.77 66:0.30 69:0.30 70:0.87 71:0.95 74:0.70 77:0.70 78:0.88 79:0.98 81:0.80 83:0.91 85:0.90 86:0.99 91:0.54 96:0.83 98:0.68 100:0.90 101:0.97 104:0.80 106:0.81 108:0.88 111:0.88 120:0.87 121:0.90 123:0.87 124:0.77 126:0.44 127:0.71 129:0.81 133:0.74 135:0.94 137:0.98 139:0.99 140:0.92 145:1.00 146:0.92 147:0.93 149:0.91 150:0.58 151:0.91 152:0.83 153:0.84 154:0.57 155:0.67 159:0.90 161:0.64 162:0.86 164:0.81 167:0.50 169:0.86 172:0.98 173:0.10 177:0.70 179:0.10 181:0.49 186:0.88 187:0.21 189:0.83 191:0.84 192:0.87 195:0.97 196:0.99 201:0.68 202:0.73 204:0.89 206:0.81 208:0.64 212:0.89 215:0.96 216:0.84 219:0.92 220:0.87 222:0.21 230:0.87 233:0.76 235:0.05 238:0.90 241:0.15 242:0.45 243:0.28 245:1.00 247:0.95 248:0.81 253:0.82 255:0.95 256:0.79 259:0.21 260:0.85 261:0.86 262:0.93 265:0.69 266:0.84 267:0.98 268:0.81 271:0.53 276:0.99 281:0.91 282:0.73 283:0.82 284:0.96 285:0.62 292:0.95 297:0.36 300:0.94\n1 1:0.74 6:0.90 7:0.72 8:0.80 9:0.80 11:0.85 12:0.37 17:0.95 18:0.98 20:0.79 21:0.05 22:0.93 27:0.10 28:0.51 29:0.62 30:0.45 31:0.98 34:0.34 36:0.36 37:0.32 39:0.29 41:0.88 43:0.69 44:0.90 45:0.93 47:0.93 48:0.98 55:0.45 64:0.77 66:0.98 69:0.25 70:0.59 71:0.95 74:0.96 76:0.94 77:0.70 78:0.86 79:0.97 81:0.86 83:0.91 86:0.99 91:0.56 96:0.87 98:0.97 100:0.86 101:0.87 104:0.94 106:0.81 108:0.20 111:0.85 114:0.89 120:0.86 123:0.19 126:0.54 127:0.73 129:0.05 135:0.39 137:0.98 139:0.99 140:0.80 145:0.74 146:0.88 147:0.90 149:0.87 150:0.89 151:0.86 152:0.93 153:0.80 154:0.89 155:0.67 159:0.46 161:0.64 162:0.86 164:0.76 167:0.60 169:0.92 172:0.96 173:0.32 176:0.73 177:0.70 179:0.20 181:0.49 186:0.86 187:0.68 189:0.88 191:0.78 192:0.87 195:0.68 196:0.99 201:0.93 202:0.65 204:0.85 206:0.81 208:0.64 212:0.93 215:0.78 216:0.19 219:0.92 222:0.21 230:0.75 232:0.72 233:0.76 235:0.42 238:0.88 241:0.52 242:0.23 243:0.98 247:0.97 248:0.86 253:0.92 254:0.74 255:0.95 256:0.83 259:0.21 260:0.85 261:0.94 262:0.93 265:0.97 266:0.27 267:0.94 268:0.74 271:0.53 276:0.91 281:0.91 282:0.77 283:0.82 284:0.95 285:0.62 290:0.89 292:0.95 297:0.36 300:0.55\n1 1:0.69 7:0.66 8:0.82 11:0.64 12:0.37 17:0.96 18:0.95 21:0.40 27:0.47 28:0.51 29:0.62 30:0.56 31:0.93 32:0.78 34:0.44 36:0.81 37:0.84 39:0.29 43:0.57 44:0.93 45:0.73 48:0.91 55:0.45 64:0.77 66:0.97 69:0.32 70:0.66 71:0.95 74:0.85 76:0.94 77:0.70 79:0.93 81:0.54 86:0.97 91:0.64 98:0.97 101:0.52 104:0.86 106:0.81 108:0.25 114:0.62 120:0.74 123:0.24 126:0.54 127:0.73 129:0.05 135:0.54 137:0.93 139:0.98 140:0.80 145:0.61 146:0.88 147:0.90 149:0.60 150:0.60 151:0.81 153:0.48 154:0.68 155:0.58 159:0.46 161:0.64 162:0.86 164:0.63 167:0.55 172:0.92 173:0.37 176:0.73 177:0.70 179:0.27 181:0.49 187:0.21 190:0.77 191:0.70 192:0.59 195:0.68 196:0.97 201:0.74 202:0.50 206:0.81 208:0.64 212:0.92 215:0.42 216:0.13 219:0.92 220:0.62 222:0.21 230:0.69 233:0.76 235:0.74 241:0.39 242:0.28 243:0.97 247:0.92 248:0.73 253:0.50 254:0.90 255:0.74 256:0.58 259:0.21 260:0.69 265:0.97 266:0.27 267:0.36 268:0.59 271:0.53 276:0.86 281:0.89 282:0.86 283:0.82 284:0.87 285:0.56 290:0.62 292:0.95 297:0.36 300:0.55\n0 1:0.69 8:0.58 11:0.64 12:0.37 17:0.40 18:0.94 21:0.13 27:0.45 28:0.51 29:0.62 30:0.17 34:0.69 36:0.22 37:0.50 39:0.29 43:0.64 44:0.90 45:0.77 48:0.91 55:0.84 64:0.77 66:0.47 69:0.59 70:0.89 71:0.95 74:0.59 77:0.70 81:0.62 83:0.60 86:0.91 91:0.18 98:0.70 99:0.83 101:0.52 108:0.45 114:0.75 122:0.86 123:0.43 124:0.58 126:0.44 127:0.43 129:0.05 133:0.43 135:0.92 139:0.91 145:0.50 146:0.83 147:0.86 149:0.58 150:0.61 154:0.61 155:0.58 159:0.58 161:0.64 165:0.70 167:0.51 172:0.63 173:0.51 176:0.66 177:0.70 178:0.55 179:0.46 181:0.49 187:0.68 192:0.51 195:0.79 201:0.68 208:0.54 212:0.30 216:0.77 222:0.21 235:0.31 241:0.18 242:0.60 243:0.59 245:0.84 247:0.84 253:0.54 254:0.98 259:0.21 265:0.70 266:0.75 267:0.44 271:0.53 276:0.67 281:0.89 282:0.77 290:0.75 300:0.70\n1 1:0.74 6:0.87 7:0.66 8:0.73 11:0.64 12:0.37 17:0.95 18:0.91 20:0.77 21:0.59 27:0.42 28:0.51 29:0.62 30:0.88 31:0.93 32:0.78 34:0.20 36:0.46 37:0.92 39:0.29 43:0.30 44:0.93 45:0.85 48:0.91 55:0.45 64:0.77 66:0.99 69:0.47 70:0.39 71:0.95 74:0.96 76:0.94 77:0.89 78:0.88 79:0.93 81:0.49 83:0.60 86:0.96 91:0.33 98:0.97 99:0.83 100:0.86 101:0.52 104:0.91 106:0.81 108:0.36 111:0.86 114:0.58 120:0.69 122:0.77 123:0.35 126:0.54 127:0.74 129:0.05 135:0.44 137:0.93 139:0.96 140:0.45 145:0.74 146:0.95 147:0.96 149:0.77 150:0.68 151:0.81 152:0.76 153:0.48 154:0.50 155:0.67 159:0.62 161:0.64 162:0.86 164:0.54 165:0.70 167:0.52 169:0.83 172:0.98 173:0.40 176:0.73 177:0.70 179:0.15 181:0.49 186:0.88 187:0.68 189:0.88 190:0.77 192:0.87 195:0.78 196:0.96 201:0.93 202:0.36 206:0.81 208:0.64 212:0.91 215:0.39 216:0.13 219:0.92 222:0.21 230:0.69 232:0.72 233:0.76 235:0.99 238:0.87 241:0.21 242:0.73 243:0.99 247:0.93 248:0.73 253:0.49 254:0.80 255:0.74 256:0.45 260:0.68 261:0.80 265:0.97 266:0.38 267:0.73 268:0.46 271:0.53 276:0.95 281:0.91 282:0.86 283:0.82 284:0.87 285:0.56 290:0.58 292:0.95 297:0.36 300:0.70\n1 1:0.74 6:0.82 8:0.64 9:0.80 11:0.92 12:0.37 17:0.95 18:0.99 20:0.80 21:0.30 27:0.53 28:0.51 29:0.62 30:0.53 31:0.96 34:0.18 36:0.36 37:0.67 39:0.29 43:0.70 44:0.90 45:0.98 48:0.98 55:0.52 64:0.77 66:0.99 69:0.43 70:0.57 71:0.95 74:0.99 76:0.85 77:0.70 78:0.92 79:0.96 81:0.76 83:0.91 85:0.80 86:1.00 91:0.73 96:0.89 97:0.94 98:1.00 99:0.99 100:0.90 101:0.97 108:0.33 111:0.90 114:0.65 120:0.59 122:0.80 123:0.32 126:0.54 127:0.95 129:0.05 135:0.60 137:0.96 139:1.00 140:0.45 145:0.49 146:0.97 147:0.98 149:0.97 150:0.85 151:0.56 152:0.77 153:0.86 154:0.67 155:0.67 158:0.79 159:0.73 161:0.64 162:0.84 164:0.78 165:0.93 167:0.81 169:0.87 172:0.98 173:0.31 176:0.73 177:0.70 179:0.14 181:0.49 186:0.92 189:0.84 190:0.77 191:0.87 192:0.87 195:0.84 196:0.98 201:0.93 202:0.75 204:0.85 208:0.64 212:0.86 215:0.44 216:0.08 219:0.92 220:0.91 222:0.21 232:0.77 235:0.98 238:0.88 241:0.78 242:0.23 243:0.99 247:0.94 248:0.58 253:0.91 255:0.95 256:0.78 259:0.21 260:0.59 261:0.83 265:1.00 266:0.38 267:0.97 268:0.81 271:0.53 276:0.96 279:0.82 281:0.89 282:0.77 284:0.97 285:0.62 290:0.65 292:0.95 297:0.36 300:0.70\n1 6:0.90 7:0.66 8:0.90 12:0.37 17:0.08 20:0.88 21:0.30 25:0.88 27:0.05 28:0.51 29:0.62 30:0.91 31:0.95 34:0.31 36:0.82 37:0.92 39:0.29 43:0.18 44:0.87 55:0.59 66:0.69 69:0.33 70:0.13 71:0.95 78:0.88 79:0.96 81:0.65 91:0.97 98:0.86 100:0.92 104:0.58 108:0.26 111:0.89 120:0.99 123:0.25 126:0.26 127:0.38 129:0.05 135:0.21 137:0.95 139:0.64 140:1.00 145:0.89 146:0.45 147:0.51 149:0.15 150:0.47 151:0.81 152:0.83 153:0.99 154:0.12 159:0.16 161:0.64 162:0.67 163:0.81 164:0.97 167:0.85 169:0.90 172:0.21 173:0.69 175:0.91 177:0.05 179:0.97 181:0.49 186:0.88 189:0.91 190:0.77 191:0.98 192:0.51 195:0.64 196:0.89 202:0.97 212:0.61 215:0.44 216:0.51 222:0.21 230:0.69 233:0.76 235:0.42 238:0.92 241:0.88 242:0.82 243:0.73 244:0.83 247:0.12 248:0.76 253:0.20 255:0.74 256:0.98 257:0.84 259:0.21 260:0.98 261:0.88 265:0.86 266:0.17 267:0.93 268:0.98 271:0.53 276:0.20 277:0.87 283:0.82 284:0.96 285:0.56 297:1.00 300:0.13\n3 1:0.74 6:0.90 7:0.72 8:0.84 9:0.80 11:0.83 12:0.37 17:0.90 18:1.00 20:0.77 21:0.22 27:0.10 28:0.51 29:0.62 30:0.40 31:0.99 32:0.69 34:0.17 36:0.47 37:0.63 39:0.29 41:0.95 43:0.71 44:0.90 45:0.81 48:0.97 55:0.45 64:0.77 66:0.99 69:0.35 70:0.62 71:0.95 74:0.91 76:0.85 78:0.90 79:0.99 81:0.84 83:0.91 85:0.72 86:1.00 91:0.89 96:0.94 98:0.99 100:0.86 101:0.97 104:0.75 108:0.27 111:0.90 114:0.71 120:0.94 122:0.86 123:0.26 126:0.54 127:0.89 129:0.05 135:0.71 137:0.99 138:0.96 139:1.00 140:0.80 145:0.52 146:0.89 147:0.91 149:0.78 150:0.90 151:0.86 152:0.75 153:0.95 154:0.85 155:0.67 159:0.47 161:0.64 162:0.82 164:0.88 165:0.93 167:0.83 169:0.90 172:0.96 173:0.40 176:0.73 177:0.70 179:0.19 181:0.49 186:0.86 189:0.92 191:0.95 192:0.87 195:0.66 196:1.00 201:0.93 202:0.83 208:0.64 212:0.93 215:0.51 216:0.19 219:0.92 222:0.21 230:0.74 232:0.81 233:0.73 235:0.84 238:0.92 241:0.81 242:0.21 243:0.99 247:0.96 248:0.92 253:0.96 255:0.95 256:0.87 259:0.21 260:0.93 261:0.78 265:0.99 266:0.27 267:0.93 268:0.88 271:0.53 276:0.92 281:0.89 283:0.82 284:0.99 285:0.62 290:0.71 292:0.95 297:0.36 300:0.55\n1 1:0.74 6:0.95 8:0.86 9:0.80 11:0.92 12:0.37 17:0.89 18:0.97 20:0.93 21:0.30 22:0.93 27:0.04 28:0.51 29:0.62 30:0.28 31:0.97 32:0.80 34:0.59 36:0.82 37:0.73 39:0.29 41:0.88 43:0.80 44:0.93 45:0.89 47:0.93 48:0.98 60:0.87 64:0.77 66:0.32 69:0.37 70:0.74 71:0.95 74:0.94 76:0.85 77:0.89 78:0.93 79:0.96 81:0.66 83:0.91 85:0.91 86:0.99 91:0.38 96:0.88 98:0.68 99:0.83 100:0.94 101:0.97 104:0.95 106:0.81 108:0.71 111:0.92 114:0.61 117:0.86 120:0.80 122:0.80 123:0.28 124:0.60 126:0.54 127:0.61 129:0.59 133:0.46 135:0.87 137:0.97 139:0.99 140:0.45 145:0.91 146:0.67 147:0.72 149:0.94 150:0.79 151:0.93 152:0.97 153:0.77 154:0.82 155:0.67 158:0.92 159:0.44 161:0.64 162:0.86 164:0.69 165:1.00 167:0.52 169:0.96 172:0.82 173:0.42 176:0.66 177:0.70 179:0.27 181:0.49 186:0.93 187:0.68 189:0.94 191:0.91 192:0.87 195:0.66 196:0.99 201:0.93 202:0.54 204:0.85 206:0.81 208:0.64 212:0.89 215:0.42 216:0.24 219:0.95 222:0.21 235:0.84 238:0.94 241:0.24 242:0.19 243:0.49 245:0.95 247:0.96 248:0.87 253:0.92 255:0.95 256:0.58 259:0.21 260:0.81 261:0.97 262:0.93 265:0.60 266:0.27 267:0.84 268:0.63 271:0.53 276:0.84 279:0.86 281:0.91 282:0.88 283:0.82 284:0.93 285:0.62 290:0.61 292:0.95 297:0.36 299:0.88 300:0.70\n1 1:0.74 6:0.79 8:0.58 9:0.80 11:0.57 12:0.37 17:0.32 18:0.82 20:0.77 21:0.05 22:0.93 27:0.30 28:0.51 29:0.62 30:0.38 31:0.95 32:0.80 34:0.36 36:0.88 37:0.31 39:0.29 41:0.82 43:0.77 44:0.93 47:0.93 64:0.77 66:0.64 69:0.80 70:0.63 71:0.95 74:0.62 77:0.89 78:0.83 79:0.94 81:0.86 83:0.91 85:0.80 86:0.87 91:0.56 96:0.83 98:0.26 100:0.80 101:0.87 104:0.90 106:0.81 108:0.64 111:0.81 114:0.89 117:0.86 120:0.72 122:0.57 123:0.62 124:0.44 126:0.54 127:0.17 129:0.05 133:0.37 135:0.58 137:0.95 139:0.89 140:0.45 145:0.91 146:0.33 147:0.24 149:0.71 150:0.91 151:0.90 152:0.75 153:0.69 154:0.69 155:0.67 159:0.23 161:0.64 162:0.86 164:0.62 165:0.93 167:0.50 169:0.79 172:0.45 173:0.83 176:0.73 177:0.05 179:0.42 181:0.49 186:0.83 187:0.39 189:0.81 192:0.87 195:0.71 196:0.96 201:0.93 202:0.46 206:0.81 208:0.64 212:0.78 215:0.78 216:0.89 222:0.21 235:0.31 238:0.83 241:0.15 242:0.29 243:0.26 245:0.55 247:0.55 248:0.80 253:0.82 255:0.95 256:0.45 257:0.84 259:0.21 260:0.73 261:0.76 262:0.93 265:0.28 266:0.27 267:0.95 268:0.55 271:0.53 276:0.30 282:0.88 284:0.90 285:0.62 290:0.89 297:0.36 299:0.88 300:0.43\n2 1:0.74 11:0.64 12:0.37 17:0.45 21:0.54 27:0.28 30:0.62 32:0.80 34:0.56 36:0.23 37:0.58 39:0.39 43:0.79 66:0.36 69:0.77 70:0.28 74:0.78 76:0.85 77:0.89 81:0.70 83:0.74 85:0.88 91:0.29 98:0.50 101:0.79 104:0.93 106:0.81 108:0.60 114:0.77 117:0.86 122:0.43 123:0.58 124:0.60 126:0.54 127:0.27 129:0.59 131:0.61 133:0.47 135:0.94 144:0.57 145:0.65 146:0.61 147:0.66 149:0.75 150:0.80 154:0.72 155:0.67 157:0.96 159:0.42 163:0.81 165:0.79 166:0.97 172:0.32 173:0.77 176:0.73 177:0.38 178:0.55 179:0.68 182:0.96 187:0.39 192:0.59 195:0.74 201:0.74 206:0.81 212:0.57 215:0.58 216:0.90 222:0.76 227:0.61 229:0.61 231:0.96 232:0.95 235:0.74 241:0.18 242:0.45 243:0.51 245:0.62 246:0.88 247:0.47 253:0.68 265:0.52 266:0.23 267:0.44 271:0.38 276:0.41 282:0.88 287:0.61 290:0.77 297:0.36 299:0.88 300:0.25\n2 1:0.74 7:0.78 9:0.80 11:0.42 12:0.37 17:0.69 21:0.22 27:0.59 30:0.20 34:0.66 36:0.28 37:0.86 39:0.39 43:0.94 55:0.52 66:0.63 69:0.25 70:0.94 74:0.80 76:0.98 81:0.80 91:0.46 96:0.75 98:0.57 104:0.84 106:0.81 108:0.70 114:0.69 117:0.86 120:0.63 123:0.68 124:0.51 126:0.54 127:0.36 129:0.59 131:0.99 133:0.64 135:0.18 138:0.95 140:0.45 144:0.57 146:0.29 147:0.35 149:0.77 150:0.82 151:0.77 153:0.48 154:0.94 155:0.67 157:0.61 158:0.84 159:0.46 162:0.86 164:0.66 166:0.97 172:0.65 173:0.26 176:0.56 177:0.38 179:0.50 182:0.61 187:0.21 192:0.59 201:0.74 202:0.50 204:0.89 206:0.81 208:0.64 212:0.81 215:0.72 216:0.49 220:0.82 222:0.76 227:0.92 229:0.61 230:0.81 231:0.96 232:0.82 233:0.69 235:0.31 241:0.12 242:0.51 243:0.27 245:0.67 246:0.61 247:0.60 248:0.73 253:0.77 255:0.79 256:0.58 259:0.21 260:0.64 265:0.58 266:0.54 267:0.94 268:0.59 271:0.38 276:0.58 279:0.86 283:0.82 285:0.62 286:0.99 287:0.61 290:0.69 297:0.36 298:0.99 300:0.84\n0 11:0.64 12:0.37 17:0.32 21:0.78 27:0.45 30:0.41 34:0.81 36:0.18 37:0.50 39:0.39 43:0.75 55:0.45 66:0.49 69:0.78 70:0.84 74:0.78 85:0.72 91:0.06 98:0.27 101:0.70 108:0.61 122:0.67 123:0.59 124:0.65 127:0.47 129:0.05 131:0.61 133:0.62 135:0.66 144:0.57 145:0.52 146:0.48 147:0.54 149:0.52 154:0.66 157:0.81 159:0.71 166:0.61 172:0.45 173:0.66 177:0.38 178:0.55 179:0.72 182:0.74 187:0.68 212:0.54 216:0.77 222:0.76 227:0.61 229:0.61 231:0.85 235:0.52 241:0.21 242:0.77 243:0.60 245:0.59 246:0.61 247:0.39 253:0.57 259:0.21 265:0.30 266:0.63 267:0.79 271:0.38 276:0.40 287:0.61 300:0.70\n1 1:0.74 7:0.76 8:0.91 11:0.64 12:0.37 17:0.62 20:0.93 21:0.40 27:0.15 30:0.11 32:0.77 34:0.73 36:0.35 37:0.83 39:0.39 43:0.80 55:0.45 66:0.61 69:0.40 70:0.72 74:0.80 76:0.85 77:0.70 78:0.72 81:0.71 85:0.72 91:0.53 98:0.50 100:0.73 101:0.72 104:0.96 106:0.81 108:0.31 111:0.72 114:0.82 117:0.86 122:0.43 123:0.30 124:0.64 126:0.54 127:0.69 129:0.05 131:0.61 132:0.97 133:0.74 135:0.99 144:0.57 145:0.50 146:0.59 147:0.65 149:0.69 150:0.76 152:0.93 154:0.85 155:0.67 157:0.82 159:0.55 166:0.97 169:0.72 172:0.54 173:0.37 176:0.73 177:0.38 178:0.55 179:0.72 182:0.75 186:0.73 187:0.87 191:0.73 192:0.59 195:0.72 201:0.74 206:0.81 212:0.61 215:0.67 216:0.62 222:0.76 227:0.61 229:0.61 230:0.79 231:0.96 232:0.91 233:0.76 235:0.52 241:0.01 242:0.51 243:0.68 245:0.55 246:0.61 247:0.47 253:0.71 261:0.73 265:0.52 266:0.63 267:0.28 271:0.38 276:0.51 282:0.85 283:0.82 287:0.61 290:0.82 297:0.36 300:0.43\n2 1:0.74 6:0.97 7:0.76 8:0.93 9:0.80 11:0.42 12:0.37 17:0.38 20:0.95 21:0.05 27:0.02 30:0.91 34:0.44 36:0.21 37:0.92 39:0.39 41:0.92 43:0.82 55:0.71 66:0.69 69:0.67 70:0.22 74:0.82 76:0.85 78:0.92 81:0.90 83:0.80 91:0.70 96:0.97 98:0.58 100:0.98 108:0.87 111:0.97 114:0.74 120:0.94 122:0.67 123:0.86 124:0.46 126:0.54 127:0.52 129:0.59 131:0.99 133:0.64 135:0.81 138:0.96 140:0.80 144:0.57 145:0.89 146:0.13 147:0.18 149:0.70 150:0.92 151:0.94 152:1.00 153:0.86 154:0.78 155:0.67 157:0.61 158:0.84 159:0.74 162:0.77 164:0.90 166:0.98 169:0.96 172:0.70 173:0.52 176:0.56 177:0.38 179:0.53 182:0.96 186:0.92 187:0.39 189:0.98 191:0.80 192:0.59 201:0.74 202:0.85 208:0.64 212:0.69 215:0.84 216:0.99 222:0.76 227:0.92 229:0.98 230:0.79 231:0.96 233:0.76 235:0.12 238:0.98 241:0.74 242:0.63 243:0.15 245:0.67 246:0.61 247:0.67 248:0.98 253:0.97 255:0.79 256:0.88 259:0.21 260:0.94 261:0.97 265:0.59 266:0.75 267:0.65 268:0.89 271:0.38 276:0.59 279:0.86 283:0.71 285:0.62 287:0.90 290:0.74 297:0.36 300:0.25\n2 1:0.74 7:0.81 9:0.80 11:0.64 12:0.37 17:0.57 20:0.92 21:0.30 27:0.34 30:0.09 32:0.72 34:0.62 36:0.35 37:0.36 39:0.39 43:0.68 66:0.36 69:0.55 70:0.95 74:0.98 77:0.70 78:0.72 81:0.77 85:0.85 91:0.42 96:0.71 98:0.64 100:0.73 101:0.73 104:0.80 106:0.81 108:0.43 111:0.72 114:0.86 117:0.86 120:0.58 121:0.90 122:0.57 123:0.41 124:0.68 126:0.54 127:0.39 129:0.81 131:0.99 133:0.67 135:0.97 140:0.45 144:0.57 145:0.96 146:0.94 147:0.95 149:0.86 150:0.80 151:0.58 152:0.86 153:0.48 154:0.76 155:0.67 157:0.91 158:0.85 159:0.80 162:0.86 164:0.57 166:0.97 169:0.72 172:0.87 173:0.30 176:0.73 177:0.38 179:0.16 182:0.81 186:0.73 187:0.21 192:0.59 195:0.95 201:0.74 202:0.36 204:0.89 206:0.81 208:0.64 212:0.71 215:0.72 216:0.84 220:0.87 222:0.76 227:0.92 229:0.61 230:0.87 231:0.96 232:0.85 233:0.76 235:0.42 241:0.07 242:0.39 243:0.51 245:0.96 246:0.61 247:0.67 248:0.56 253:0.80 255:0.79 256:0.45 259:0.21 260:0.59 261:0.73 265:0.65 266:0.80 267:0.69 268:0.46 271:0.38 276:0.90 279:0.86 282:0.81 283:0.66 285:0.62 287:0.61 290:0.86 297:0.36 300:0.84\n1 11:0.42 12:0.37 17:0.55 21:0.47 27:0.45 30:0.93 34:0.75 36:0.30 37:0.50 39:0.39 43:0.30 55:0.59 66:0.83 69:0.70 70:0.24 74:0.99 77:0.70 81:0.47 91:0.07 98:0.77 108:0.53 114:0.55 122:0.67 123:0.51 124:0.39 126:0.32 127:0.51 129:0.05 131:0.61 133:0.62 135:0.88 144:0.57 145:0.50 146:0.94 147:0.95 149:0.83 150:0.38 154:0.55 157:0.61 158:0.82 159:0.74 166:0.87 172:0.93 173:0.54 176:0.53 177:0.38 178:0.55 179:0.22 182:0.61 187:0.68 195:0.89 212:0.92 216:0.77 222:0.76 227:0.61 229:0.61 231:0.88 235:0.52 241:0.12 242:0.82 243:0.84 245:0.83 246:0.61 247:0.39 253:0.71 254:0.80 259:0.21 265:0.77 266:0.63 267:0.28 271:0.38 276:0.87 282:0.81 287:0.61 290:0.55 300:0.55\n1 1:0.74 6:0.97 7:0.76 8:0.95 9:0.80 11:0.64 12:0.37 17:0.28 20:0.93 21:0.05 27:0.02 30:0.91 34:0.34 36:0.28 37:0.92 39:0.39 41:0.90 43:0.82 55:0.71 66:0.77 69:0.67 70:0.21 74:0.83 76:0.85 78:0.91 81:0.90 83:0.81 85:0.85 91:0.76 96:0.95 98:0.54 100:0.97 101:0.74 108:0.90 111:0.94 114:0.74 120:0.94 122:0.57 123:0.90 124:0.41 126:0.54 127:0.60 129:0.59 131:0.99 133:0.64 135:0.90 138:0.96 140:0.80 144:0.57 145:0.45 146:0.13 147:0.18 149:0.78 150:0.92 151:0.96 152:1.00 153:0.88 154:0.78 155:0.67 157:0.92 158:0.84 159:0.79 162:0.78 164:0.88 166:0.98 169:0.96 172:0.79 173:0.49 176:0.56 177:0.38 179:0.46 182:0.96 186:0.91 187:0.39 192:0.59 201:0.74 202:0.81 208:0.64 212:0.87 215:0.84 216:0.99 222:0.76 227:0.92 229:0.98 230:0.79 231:0.96 233:0.76 235:0.12 241:0.67 242:0.39 243:0.13 245:0.67 246:0.61 247:0.47 248:0.96 253:0.95 255:0.79 256:0.85 259:0.21 260:0.94 261:0.97 265:0.55 266:0.54 267:0.65 268:0.86 271:0.38 276:0.62 279:0.86 283:0.71 285:0.62 287:0.90 290:0.74 297:0.36 300:0.33\n1 1:0.74 7:0.76 8:0.84 11:0.42 12:0.37 17:0.93 20:0.89 21:0.05 27:0.36 30:0.30 32:0.77 34:0.62 36:0.22 37:0.79 39:0.39 43:0.67 55:0.84 66:0.54 69:0.07 70:0.95 74:0.86 76:0.85 77:0.70 78:0.72 81:0.90 91:0.57 98:0.74 100:0.96 104:0.93 106:0.81 108:0.06 111:0.91 114:0.74 117:0.86 120:0.82 122:0.43 123:0.06 124:0.52 126:0.54 127:0.80 129:0.59 131:0.89 133:0.47 135:0.99 140:0.45 144:0.57 145:0.41 146:0.80 147:0.83 149:0.48 150:0.92 151:0.66 152:0.83 153:0.48 154:0.90 155:0.67 157:0.61 159:0.56 162:0.86 164:0.72 166:0.98 169:0.95 172:0.63 173:0.14 176:0.56 177:0.38 179:0.61 182:0.61 186:0.73 187:0.87 190:0.77 192:0.59 195:0.72 201:0.74 202:0.59 206:0.81 212:0.37 215:0.84 216:0.62 220:0.62 222:0.76 227:0.86 229:0.61 230:0.79 231:0.96 232:0.97 233:0.76 235:0.12 241:0.10 242:0.32 243:0.63 245:0.79 246:0.61 247:0.60 248:0.73 253:0.70 256:0.64 259:0.21 260:0.81 261:0.91 265:0.75 266:0.75 267:0.65 268:0.67 271:0.38 276:0.61 282:0.85 283:0.82 285:0.50 287:0.61 290:0.74 297:0.36 300:0.84\n1 1:0.74 7:0.76 8:0.88 9:0.80 11:0.42 12:0.37 17:0.95 21:0.05 27:0.36 30:0.62 32:0.77 34:0.79 36:0.31 37:0.81 39:0.39 43:0.85 55:0.84 66:0.47 69:0.59 70:0.23 74:0.66 76:0.85 77:0.70 81:0.90 91:0.66 96:0.74 98:0.70 104:0.91 106:0.81 108:0.59 114:0.74 117:0.86 120:0.80 123:0.57 124:0.52 126:0.54 127:0.35 129:0.59 131:0.99 133:0.47 135:0.84 138:0.95 140:0.45 144:0.57 145:0.40 146:0.13 147:0.18 149:0.57 150:0.92 151:0.77 153:0.48 154:0.83 155:0.67 157:0.61 159:0.31 162:0.80 163:0.94 164:0.71 166:0.98 172:0.21 173:0.69 176:0.56 177:0.38 179:0.91 182:0.61 187:0.68 190:0.77 192:0.59 195:0.61 201:0.74 202:0.60 206:0.81 208:0.64 212:0.61 215:0.84 216:0.64 220:0.62 222:0.76 227:0.92 229:0.61 230:0.79 231:0.96 232:0.85 233:0.76 235:0.12 241:0.03 242:0.63 243:0.37 245:0.46 246:0.61 247:0.35 248:0.71 253:0.72 255:0.79 256:0.64 259:0.21 260:0.80 265:0.70 266:0.23 267:0.69 268:0.65 271:0.38 276:0.28 282:0.85 283:0.82 285:0.62 286:0.99 287:0.61 290:0.74 297:0.36 298:0.99 300:0.18\n2 1:0.74 8:0.82 9:0.80 11:0.42 12:0.37 17:0.28 21:0.40 27:0.49 30:0.42 32:0.75 34:0.31 36:0.21 37:0.38 39:0.39 41:0.82 43:0.85 60:0.87 66:0.26 69:0.60 70:0.76 74:0.90 77:0.98 81:0.69 83:0.76 91:0.63 96:0.95 98:0.30 104:0.90 106:0.81 108:0.86 114:0.66 117:0.86 120:0.92 122:0.43 123:0.44 124:0.74 126:0.54 127:0.43 129:0.59 131:0.99 133:0.76 135:0.85 138:0.95 140:0.45 144:0.57 145:0.99 146:0.48 147:0.54 149:0.90 150:0.74 151:0.97 153:0.90 154:0.82 155:0.67 157:0.61 158:0.84 159:0.63 162:0.83 164:0.89 166:0.97 172:0.63 173:0.48 176:0.56 177:0.38 179:0.42 182:0.96 187:0.87 192:0.59 195:0.82 201:0.74 202:0.81 206:0.81 208:0.64 212:0.84 215:0.63 216:0.88 222:0.76 227:0.92 229:0.98 231:0.96 232:0.83 235:0.52 241:0.44 242:0.33 243:0.46 245:0.76 246:0.61 247:0.67 248:0.97 253:0.97 255:0.79 256:0.86 260:0.92 265:0.32 266:0.63 267:0.69 268:0.86 271:0.38 276:0.65 279:0.86 282:0.83 283:0.82 285:0.62 286:0.99 287:0.90 290:0.66 297:0.36 300:0.70\n1 8:0.89 12:0.37 17:0.49 21:0.78 27:0.21 30:0.30 34:0.29 36:0.74 37:0.74 39:0.39 43:0.38 55:0.92 66:0.06 69:0.92 70:0.79 74:0.84 91:0.80 96:0.96 98:0.21 108:0.88 120:0.67 122:0.67 123:0.98 124:0.98 127:0.87 129:0.05 131:0.98 133:0.97 135:0.54 140:0.90 146:0.59 147:0.05 149:0.55 151:0.66 153:0.48 154:0.28 157:0.61 159:0.95 162:0.52 163:0.94 164:0.54 166:0.61 172:0.27 173:0.64 177:0.05 178:0.50 179:0.37 182:0.61 187:0.39 190:0.77 191:0.73 202:0.91 212:0.16 216:0.95 220:0.62 222:0.76 227:0.92 229:0.61 231:0.96 235:0.31 241:0.15 242:0.80 243:0.07 244:0.61 245:0.70 246:0.61 247:0.39 248:0.89 253:0.96 256:0.89 257:0.65 259:0.21 260:0.68 265:0.20 266:0.98 267:0.44 268:0.88 271:0.38 276:0.80 277:0.69 283:0.82 285:0.62 287:0.61 300:0.70\n1 1:0.74 11:0.88 12:0.37 17:0.40 21:0.54 27:0.45 28:0.78 30:0.87 32:0.80 34:0.79 36:0.17 37:0.50 39:0.72 43:0.82 66:0.24 69:0.70 70:0.27 74:0.73 77:0.70 81:0.58 83:0.74 85:0.90 91:0.31 98:0.27 101:0.80 108:0.53 114:0.77 122:0.43 123:0.75 124:0.73 126:0.54 127:0.23 129:0.81 133:0.67 135:0.73 144:0.85 145:0.44 146:0.38 147:0.45 149:0.80 150:0.74 154:0.77 155:0.67 159:0.40 161:0.88 163:0.81 165:0.79 167:0.47 172:0.21 173:0.65 176:0.73 177:0.38 178:0.55 179:0.65 181:0.89 187:0.68 192:0.59 195:0.77 201:0.74 212:0.50 215:0.58 216:0.77 222:0.48 235:0.68 241:0.12 242:0.63 243:0.44 245:0.54 247:0.30 253:0.66 259:0.21 265:0.29 266:0.38 267:0.19 271:0.53 276:0.36 282:0.88 290:0.77 297:0.36 299:0.88 300:0.25\n3 1:0.74 6:0.85 8:0.92 9:0.80 11:0.88 12:0.37 17:0.59 20:0.81 21:0.68 28:0.78 30:0.55 32:0.80 34:0.45 36:0.22 37:0.97 39:0.72 41:0.82 43:0.80 60:0.95 66:0.35 69:0.59 70:0.85 74:0.94 77:0.70 78:0.86 81:0.50 83:0.87 85:0.98 91:0.33 96:0.80 98:0.46 100:0.86 101:0.83 104:0.80 108:0.78 111:0.85 114:0.70 120:0.69 122:0.43 123:0.77 124:0.87 126:0.54 127:0.76 129:0.81 133:0.89 135:0.51 140:0.45 144:0.85 145:0.59 146:0.78 147:0.81 149:0.96 150:0.67 151:0.87 152:0.84 153:0.48 154:0.74 155:0.67 158:0.92 159:0.86 161:0.88 162:0.86 164:0.57 165:0.70 167:0.45 169:0.82 172:0.76 173:0.32 176:0.73 177:0.38 179:0.32 181:0.89 186:0.86 187:0.21 192:0.59 195:0.95 201:0.74 202:0.36 208:0.64 212:0.51 215:0.49 216:0.98 222:0.48 232:0.85 235:0.84 242:0.52 243:0.43 245:0.82 247:0.60 248:0.78 253:0.87 255:0.79 256:0.45 259:0.21 260:0.70 261:0.84 265:0.48 266:0.89 267:0.73 268:0.46 271:0.53 276:0.81 279:0.86 282:0.88 283:0.82 285:0.62 290:0.70 297:0.36 299:0.88 300:0.94\n2 1:0.74 11:0.88 12:0.37 17:0.38 21:0.59 27:0.45 28:0.78 30:0.76 34:0.74 36:0.19 37:0.50 39:0.72 43:0.82 66:0.72 69:0.70 70:0.22 74:0.52 81:0.55 83:0.73 85:0.80 91:0.11 98:0.44 101:0.74 108:0.53 114:0.74 122:0.43 123:0.51 126:0.54 127:0.14 129:0.05 135:0.88 144:0.85 145:0.52 146:0.56 147:0.62 149:0.65 150:0.71 154:0.77 155:0.67 159:0.20 161:0.88 163:0.92 165:0.78 167:0.49 172:0.27 173:0.67 176:0.73 177:0.38 178:0.55 179:0.58 181:0.89 187:0.68 192:0.59 201:0.74 212:0.78 215:0.55 216:0.77 222:0.48 235:0.74 241:0.24 242:0.75 243:0.75 247:0.30 253:0.59 259:0.21 265:0.46 266:0.17 267:0.36 271:0.53 276:0.22 290:0.74 297:0.36 300:0.18\n3 1:0.74 9:0.80 11:0.88 12:0.37 17:0.02 21:0.05 27:0.33 28:0.78 30:0.74 34:0.86 36:0.26 37:0.41 39:0.72 41:0.82 43:0.86 60:0.87 66:0.35 69:0.57 70:0.53 74:0.87 77:0.89 81:0.86 83:0.86 85:0.94 91:0.37 96:0.80 98:0.28 101:0.82 108:0.86 114:0.95 120:0.69 122:0.57 123:0.85 124:0.71 126:0.54 127:0.51 129:0.81 133:0.67 135:0.60 140:0.45 144:0.85 145:0.84 146:0.30 147:0.37 149:0.89 150:0.92 151:0.87 153:0.48 154:0.84 155:0.67 158:0.92 159:0.64 161:0.88 162:0.86 164:0.57 165:0.90 167:0.50 172:0.48 173:0.47 176:0.73 177:0.38 179:0.60 181:0.89 187:0.39 192:0.59 195:0.82 201:0.74 202:0.36 208:0.64 212:0.51 215:0.91 216:0.88 222:0.48 235:0.12 241:0.27 242:0.60 243:0.37 245:0.72 247:0.47 248:0.78 253:0.86 255:0.79 256:0.45 259:0.21 260:0.70 265:0.31 266:0.75 267:0.36 268:0.46 271:0.53 276:0.46 279:0.86 282:0.81 283:0.82 285:0.62 290:0.95 297:0.36 300:0.55\n0 1:0.74 8:0.60 9:0.80 11:0.88 12:0.37 17:0.12 20:0.92 21:0.22 27:0.64 28:0.78 30:0.32 34:0.34 36:0.55 37:0.45 39:0.72 41:0.99 43:0.93 55:0.92 60:1.00 66:0.06 69:0.32 70:0.86 74:0.66 78:0.83 81:0.76 83:0.90 85:0.80 91:0.76 96:0.98 98:0.16 100:0.78 101:0.68 104:0.79 106:0.81 108:0.25 111:0.82 114:0.90 117:0.86 120:0.96 123:0.97 124:0.96 126:0.54 127:0.95 129:0.05 133:0.96 135:0.30 140:0.45 144:0.85 145:0.41 146:0.22 147:0.27 149:0.73 150:0.85 151:0.99 152:0.92 153:0.95 154:0.93 155:0.67 158:0.92 159:0.94 161:0.88 162:0.65 164:0.95 165:0.86 167:0.65 169:0.79 172:0.21 173:0.08 176:0.73 177:0.38 179:0.69 181:0.89 186:0.79 187:0.21 192:0.59 201:0.74 202:0.92 206:0.81 208:0.64 212:0.14 215:0.79 216:0.87 222:0.48 232:0.85 235:0.31 238:0.83 241:0.66 242:0.78 243:0.29 245:0.52 247:0.39 248:0.98 253:0.98 255:0.79 256:0.94 259:0.21 260:0.96 261:0.81 265:0.09 266:0.89 267:0.97 268:0.93 271:0.53 276:0.56 277:0.69 279:0.86 283:0.82 285:0.62 290:0.90 297:0.36 300:0.70\n0 1:0.74 6:0.79 7:0.81 8:0.60 9:0.80 11:0.88 12:0.37 17:0.20 20:0.92 21:0.22 27:0.57 28:0.78 30:0.45 32:0.80 34:0.86 36:0.40 37:0.23 39:0.72 41:0.98 43:0.75 60:0.99 66:0.82 69:0.82 70:0.42 74:0.77 77:0.70 78:0.91 81:0.76 83:0.83 85:0.85 91:0.89 96:0.93 98:0.70 100:0.90 101:0.79 104:0.58 108:0.67 111:0.90 114:0.90 120:0.88 121:0.90 122:0.43 123:0.65 126:0.54 127:0.21 129:0.05 135:0.34 140:0.45 144:0.85 145:0.88 146:0.64 147:0.69 149:0.68 150:0.85 151:0.98 152:0.86 153:0.93 154:0.66 155:0.67 158:0.92 159:0.24 161:0.88 162:0.60 164:0.89 165:0.86 167:0.83 169:0.87 172:0.48 173:0.92 176:0.73 177:0.38 179:0.62 181:0.89 186:0.89 189:0.82 191:0.78 192:0.59 195:0.64 201:0.74 202:0.86 204:0.89 208:0.64 212:0.61 215:0.79 216:0.28 222:0.48 230:0.87 232:0.77 233:0.76 235:0.31 238:0.85 241:0.91 242:0.53 243:0.83 247:0.47 248:0.93 253:0.94 255:0.79 256:0.88 259:0.21 260:0.89 261:0.90 265:0.70 266:0.38 267:0.92 268:0.87 271:0.53 276:0.36 279:0.86 282:0.88 283:0.82 285:0.62 290:0.90 297:0.36 299:0.88 300:0.33\n2 1:0.74 7:0.81 8:0.78 9:0.80 11:0.88 12:0.37 17:0.06 21:0.40 27:0.64 28:0.78 30:0.95 32:0.80 34:0.47 36:0.87 37:0.70 39:0.72 41:0.98 43:0.96 60:0.95 66:0.54 69:0.21 74:0.74 77:0.70 78:0.96 81:0.66 83:0.90 85:0.72 91:0.88 96:0.97 98:0.23 101:0.77 104:0.58 108:0.17 111:0.94 114:0.82 120:0.94 121:0.90 123:0.16 126:0.54 127:0.11 129:0.05 132:0.97 135:0.42 140:0.45 144:0.85 145:0.61 146:0.13 147:0.18 149:0.53 150:0.79 151:0.93 153:0.78 154:0.96 155:0.67 158:0.87 159:0.08 161:0.88 162:0.76 164:0.92 165:0.83 167:0.83 169:0.91 172:0.10 173:0.84 176:0.73 177:0.38 179:0.42 181:0.89 191:0.75 192:0.59 195:0.53 201:0.74 202:0.86 204:0.89 208:0.64 215:0.67 216:0.19 220:0.87 222:0.48 230:0.87 232:0.77 233:0.76 235:0.52 238:0.86 241:0.90 243:0.63 248:0.97 253:0.97 255:0.79 256:0.89 259:0.21 260:0.94 265:0.25 267:0.69 268:0.89 271:0.53 279:0.86 282:0.88 283:0.71 285:0.62 290:0.82 297:0.36 299:0.88 300:0.08\n2 1:0.74 6:0.86 7:0.81 8:0.78 9:0.80 11:0.88 12:0.37 17:0.26 20:0.85 21:0.30 27:0.57 28:0.78 30:0.62 32:0.80 34:0.55 36:0.98 37:0.31 39:0.72 41:0.99 43:0.98 55:0.71 60:0.97 66:0.44 69:0.12 70:0.66 74:0.88 77:0.70 78:0.93 81:0.71 83:0.90 85:0.90 91:0.58 96:0.97 98:0.72 100:0.90 101:0.80 108:0.73 111:0.92 114:0.86 120:0.94 121:0.90 123:0.71 124:0.60 126:0.54 127:0.67 129:0.59 133:0.47 135:0.90 138:0.98 140:0.45 144:0.85 145:0.58 146:0.73 147:0.77 149:0.85 150:0.82 151:0.98 152:0.89 153:0.91 154:0.98 155:0.67 158:0.92 159:0.57 161:0.88 162:0.73 164:0.93 165:0.84 167:0.64 169:0.87 172:0.65 173:0.18 176:0.73 177:0.38 179:0.47 181:0.89 186:0.89 187:0.21 189:0.91 191:0.77 192:0.59 195:0.73 201:0.74 202:0.89 204:0.89 208:0.64 212:0.58 215:0.72 216:0.90 220:0.87 222:0.48 230:0.87 233:0.76 235:0.42 238:0.89 241:0.64 242:0.57 243:0.49 245:0.87 247:0.60 248:0.97 253:0.98 255:0.79 256:0.91 259:0.21 260:0.95 261:0.89 265:0.72 266:0.47 267:0.73 268:0.91 271:0.53 276:0.71 279:0.86 282:0.88 283:0.82 285:0.62 290:0.86 297:0.36 299:0.88 300:0.70\n2 1:0.74 6:0.98 7:0.81 8:0.95 9:0.80 11:0.88 12:0.37 17:0.43 20:0.97 21:0.30 27:0.21 28:0.78 30:0.36 34:0.69 36:0.79 37:0.74 39:0.72 41:0.98 43:0.98 55:0.71 60:0.97 66:0.20 69:0.12 70:0.83 74:0.99 78:0.94 81:0.71 83:0.90 85:0.99 91:0.76 96:0.98 98:0.62 100:0.99 101:0.79 104:0.84 106:0.81 108:0.95 111:0.98 114:0.86 117:0.86 120:0.96 121:0.90 122:0.67 123:0.94 124:0.93 126:0.54 127:0.71 129:0.97 133:0.93 135:0.26 140:0.45 144:0.85 146:0.35 147:0.42 149:0.95 150:0.82 151:0.99 152:0.95 153:0.96 154:0.98 155:0.67 158:0.92 159:0.96 161:0.88 162:0.67 164:0.92 165:0.84 167:0.49 169:0.97 172:0.95 173:0.06 176:0.73 177:0.38 179:0.11 181:0.89 186:0.93 187:0.39 189:0.99 191:0.73 192:0.59 201:0.74 202:0.89 204:0.89 206:0.81 208:0.64 212:0.48 215:0.72 216:0.95 222:0.48 230:0.87 232:0.89 233:0.76 235:0.42 238:0.98 241:0.24 242:0.70 243:0.11 245:0.98 247:0.60 248:0.98 253:0.99 255:0.79 256:0.91 259:0.21 260:0.96 261:0.97 265:0.63 266:0.89 267:0.89 268:0.90 271:0.53 276:0.98 279:0.86 283:0.82 285:0.62 290:0.86 297:0.36 300:0.94\n2 1:0.74 6:0.93 8:0.86 9:0.80 11:0.88 12:0.37 17:0.36 20:0.97 21:0.40 27:0.39 28:0.78 30:0.10 34:0.44 36:1.00 37:0.57 39:0.72 41:0.98 43:0.98 55:0.92 60:0.87 66:0.20 69:0.15 70:0.88 74:0.82 78:0.93 81:0.66 83:0.89 85:0.94 91:0.78 96:0.97 98:0.52 100:0.94 101:0.78 108:0.83 111:0.92 114:0.82 120:0.94 123:0.82 124:0.92 126:0.54 127:0.93 129:0.96 133:0.91 135:0.92 140:0.45 144:0.85 146:0.57 147:0.63 149:0.86 150:0.79 151:0.97 152:0.89 153:0.90 154:0.98 155:0.67 158:0.92 159:0.86 161:0.88 162:0.79 164:0.91 165:0.83 167:0.56 169:0.91 172:0.67 173:0.09 176:0.73 177:0.38 179:0.33 181:0.89 186:0.92 187:0.39 189:0.94 192:0.59 201:0.74 202:0.85 208:0.64 212:0.18 215:0.67 216:0.26 220:0.74 222:0.48 232:0.95 235:0.52 238:0.90 241:0.51 242:0.41 243:0.17 245:0.83 247:0.60 248:0.97 253:0.97 255:0.79 256:0.88 259:0.21 260:0.95 261:0.93 265:0.54 266:0.91 267:0.23 268:0.89 271:0.53 276:0.83 279:0.86 283:0.82 285:0.62 290:0.82 297:0.36 300:0.70\n"
  },
  {
    "path": "examples/xendcg/rank.train.query",
    "content": "1\n13\n5\n8\n19\n12\n18\n5\n14\n13\n8\n9\n16\n11\n21\n14\n21\n9\n14\n11\n20\n18\n13\n20\n22\n22\n13\n17\n10\n13\n12\n13\n13\n23\n18\n13\n20\n12\n22\n14\n13\n23\n13\n14\n14\n5\n13\n15\n14\n14\n16\n16\n15\n21\n22\n10\n22\n18\n25\n16\n12\n12\n15\n15\n25\n13\n9\n12\n8\n16\n25\n19\n24\n12\n16\n10\n16\n9\n17\n15\n7\n9\n15\n14\n16\n17\n8\n17\n12\n18\n23\n10\n12\n12\n4\n14\n12\n15\n27\n16\n20\n13\n19\n13\n17\n17\n16\n12\n15\n14\n14\n19\n12\n23\n18\n16\n9\n23\n11\n15\n8\n10\n10\n16\n11\n15\n22\n16\n17\n23\n16\n22\n17\n14\n12\n14\n20\n15\n17\n15\n15\n22\n9\n21\n9\n17\n16\n15\n13\n13\n15\n14\n18\n21\n14\n17\n15\n14\n16\n12\n17\n19\n16\n11\n18\n11\n13\n14\n9\n16\n15\n16\n25\n9\n13\n22\n16\n18\n20\n14\n11\n9\n16\n19\n19\n11\n11\n13\n14\n14\n13\n16\n6\n21\n16\n12\n16\n11\n24\n12\n10\n"
  },
  {
    "path": "examples/xendcg/train.conf",
    "content": "# task type, support train and predict\ntask = train\n\n# boosting type, support gbdt for now, alias: boosting, boost\nboosting_type = gbdt\n\n# application type, support following application\n# regression , regression task\n# binary , binary classification task\n# lambdarank , LambdaRank task\n# alias: application, app\nobjective = rank_xendcg\n\n# eval metrics, support multi metric, delimited by ',' , support following metrics\n# l1\n# l2 , default metric for regression\n# ndcg , default metric for lambdarank\n# auc\n# binary_logloss , default metric for binary\n# binary_error\nmetric = ndcg\n\n# evaluation position for ndcg metric, alias : ndcg_at\nndcg_eval_at = 1,3,5\n\n# frequency for metric output\nmetric_freq = 1\n\n# true if need output metric for training data, alias: tranining_metric, train_metric\nis_training_metric = true\n\n# column in data to use as label\nlabel_column = 0\n\n# number of bins for feature bucket, 255 is a recommend setting, it can save memories, and also has good accuracy.\nmax_bin = 255\n\n# training data\n# if existing weight file, should name to \"rank.train.weight\"\n# if existing query file, should name to \"rank.train.query\"\n# alias: train_data, train\ndata = rank.train\n\n# validation data, support multi validation data, separated by ','\n# if existing weight file, should name to \"rank.test.weight\"\n# if existing query file, should name to \"rank.test.query\"\n# alias: valid, test, test_data,\nvalid_data = rank.test\n\n# number of trees(iterations), alias: num_tree, num_iteration, num_iterations, num_round, num_rounds\nnum_trees = 100\n\n# shrinkage rate , alias: shrinkage_rate\nlearning_rate = 0.1\n\n# number of leaves for one tree, alias: num_leaf\nnum_leaves = 31\n\n# type of tree learner, support following types:\n# serial , single machine version\n# feature , use feature parallel to train\n# data , use data parallel to train\n# voting , use voting based parallel to train\n# alias: tree\ntree_learner = serial\n\n# Set num_threads and objective_seed for stable unit-tests. Comment out otherwise.\nnum_threads = 1\nobjective_seed = 1025\n\n# feature sub-sample, will random select 80% feature to train on each iteration\n# alias: sub_feature\nfeature_fraction = 1.0\n\n# Support bagging (data sub-sample), will perform bagging every 5 iterations\nbagging_freq = 1\n\n# Bagging fraction, will random select 80% data on bagging\n# alias: sub_row\nbagging_fraction = 0.9\n\n# minimal number data for one leaf, use this to deal with over-fit\n# alias : min_data_per_leaf, min_data\nmin_data_in_leaf = 50\n\n# minimal sum Hessians for one leaf, use this to deal with over-fit\nmin_sum_hessian_in_leaf = 5.0\n\n# save memory and faster speed for sparse feature, alias: is_sparse\nis_enable_sparse = true\n\n# when data is bigger than memory size, set this to true. otherwise set false will have faster speed\n# alias: two_round_loading, two_round\nuse_two_round_loading = false\n\n# true if need to save data to binary file and application will auto load data from binary file next time\n# alias: is_save_binary, save_binary\nis_save_binary_file = false\n\n# output model file\noutput_model = LightGBM_model.txt\n\n# support continuous train from trained gbdt model\n# input_model= trained_model.txt\n\n# output prediction file for predict task\n# output_result= prediction.txt\n\n\n# number of machines in distributed training, alias: num_machine\nnum_machines = 1\n\n# local listening port in distributed training, alias: local_port\nlocal_listen_port = 12400\n\n# machines list file for distributed training, alias: mlist\nmachine_list_file = mlist.txt\n"
  },
  {
    "path": "include/LightGBM/application.h",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_APPLICATION_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_APPLICATION_H_\n\n#include <LightGBM/config.h>\n#include <LightGBM/meta.h>\n\n#include <memory>\n#include <vector>\n\nnamespace LightGBM {\n\nclass DatasetLoader;\nclass Dataset;\nclass Boosting;\nclass ObjectiveFunction;\nclass Metric;\n\n/*!\n* \\brief The main entrance of LightGBM. this application has two tasks:\n*        Train and Predict.\n*        Train task will train a new model\n*        Predict task will predict the scores of test data using existing model,\n*        and save the score to disk.\n*/\nclass Application {\n public:\n  Application(int argc, char** argv);\n\n  /*! \\brief Destructor */\n  ~Application();\n\n  /*! \\brief To call this function to run application*/\n  inline void Run();\n\n private:\n  /*! \\brief Load parameters from command line and config file*/\n  void LoadParameters(int argc, char** argv);\n\n  /*! \\brief Load data, including training data and validation data*/\n  void LoadData();\n\n  /*! \\brief Initialization before training*/\n  void InitTrain();\n\n  /*! \\brief Main Training logic */\n  void Train();\n\n  /*! \\brief Initializations before prediction */\n  void InitPredict();\n\n  /*! \\brief Main predicting logic */\n  void Predict();\n\n  /*! \\brief Main Convert model logic */\n  void ConvertModel();\n\n  /*! \\brief All configs */\n  Config config_;\n  /*! \\brief Training data */\n  std::unique_ptr<Dataset> train_data_;\n  /*! \\brief Validation data */\n  std::vector<std::unique_ptr<Dataset>> valid_datas_;\n  /*! \\brief Metric for training data */\n  std::vector<std::unique_ptr<Metric>> train_metric_;\n  /*! \\brief Metrics for validation data */\n  std::vector<std::vector<std::unique_ptr<Metric>>> valid_metrics_;\n  /*! \\brief Boosting object */\n  std::unique_ptr<Boosting> boosting_;\n  /*! \\brief Training objective function */\n  std::unique_ptr<ObjectiveFunction> objective_fun_;\n};\n\n\ninline void Application::Run() {\n  if (config_.task == TaskType::kPredict || config_.task == TaskType::KRefitTree) {\n    InitPredict();\n    Predict();\n  } else if (config_.task == TaskType::kConvertModel) {\n    ConvertModel();\n  } else {\n    InitTrain();\n    Train();\n  }\n}\n\n}  // namespace LightGBM\n\n#endif   // LIGHTGBM_INCLUDE_LIGHTGBM_APPLICATION_H_\n"
  },
  {
    "path": "include/LightGBM/arrow.h",
    "content": "/*!\n * Copyright (c) 2023-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2023-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n *\n * Author: Oliver Borchert\n */\n\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_ARROW_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_ARROW_H_\n\n#ifdef __cplusplus\n#include <algorithm>\n#include <cstdint>\n#include <functional>\n#include <iterator>\n#include <limits>\n#include <memory>\n#include <utility>\n#include <vector>\n#include <stdexcept>\n#endif\n\n/* -------------------------------------- C DATA INTERFACE ------------------------------------- */\n// The C data interface is taken from\n// https://arrow.apache.org/docs/format/CDataInterface.html#structure-definitions\n// and is available under Apache License 2.0 (https://www.apache.org/licenses/LICENSE-2.0).\n\n#ifdef __cplusplus\nextern \"C\" {\n#endif\n\n#define ARROW_FLAG_DICTIONARY_ORDERED 1\n#define ARROW_FLAG_NULLABLE 2\n#define ARROW_FLAG_MAP_KEYS_SORTED 4\n\nstruct ArrowSchema {\n  // Array type description\n  const char* format;\n  const char* name;\n  const char* metadata;\n  int64_t flags;\n  int64_t n_children;\n  struct ArrowSchema** children;\n  struct ArrowSchema* dictionary;\n\n  // Release callback\n  void (*release)(struct ArrowSchema*);\n  // Opaque producer-specific data\n  void* private_data;\n};\n\nstruct ArrowArray {\n  // Array data description\n  int64_t length;\n  int64_t null_count;\n  int64_t offset;\n  int64_t n_buffers;\n  int64_t n_children;\n  const void** buffers;\n  struct ArrowArray** children;\n  struct ArrowArray* dictionary;\n\n  // Release callback\n  void (*release)(struct ArrowArray*);\n  // Opaque producer-specific data\n  void* private_data;\n};\n\n#ifdef __cplusplus\n}\n#endif\n\n/* --------------------------------------------------------------------------------------------- */\n/*                                         CHUNKED ARRAY                                         */\n/* --------------------------------------------------------------------------------------------- */\n\n#ifdef __cplusplus\nnamespace LightGBM {\n\n/**\n * @brief Arrow array-like container for a list of Arrow arrays.\n */\nclass ArrowChunkedArray {\n  /* List of length `n` for `n` chunks containing the individual Arrow arrays. */\n  std::vector<const ArrowArray*> chunks_;\n  /* Schema for all chunks. */\n  const ArrowSchema* schema_;\n  /* List of length `n + 1` for `n` chunks containing the offsets for each chunk. */\n  std::vector<int64_t> chunk_offsets_;\n  /* Indicator whether this chunked array needs to call the arrays' release callbacks.\n     NOTE: This is MUST only be set to `true` if this chunked array is not part of a\n           `ArrowTable` as children arrays may not be released by the consumer (see below). */\n  const bool releases_arrow_;\n\n  inline void construct_chunk_offsets() {\n    chunk_offsets_.reserve(chunks_.size() + 1);\n    chunk_offsets_.emplace_back(0);\n    for (size_t k = 0; k < chunks_.size(); ++k) {\n      chunk_offsets_.emplace_back(chunks_[k]->length + chunk_offsets_.back());\n    }\n  }\n\n public:\n  /**\n   * @brief Construct a new Arrow Chunked Array object.\n   *\n   * @param chunks A list with the chunks.\n   * @param schema The schema for all chunks.\n   */\n  inline ArrowChunkedArray(std::vector<const ArrowArray*> chunks, const ArrowSchema* schema)\n      : releases_arrow_(false) {\n    chunks_ = chunks;\n    schema_ = schema;\n    construct_chunk_offsets();\n  }\n\n  /**\n   * @brief Construct a new Arrow Chunked Array object.\n   *\n   * @param n_chunks The number of chunks.\n   * @param chunks A C-style array containing the chunks.\n   * @param schema The schema for all chunks.\n   */\n  inline ArrowChunkedArray(int64_t n_chunks, const struct ArrowArray* chunks,\n                           const struct ArrowSchema* schema)\n      : releases_arrow_(true) {\n    chunks_.reserve(n_chunks);\n    for (int64_t k = 0; k < n_chunks; ++k) {\n      if (chunks[k].length == 0) continue;\n      chunks_.push_back(&chunks[k]);\n    }\n    schema_ = schema;\n    construct_chunk_offsets();\n  }\n\n  ~ArrowChunkedArray() {\n    if (!releases_arrow_) {\n      return;\n    }\n    for (size_t i = 0; i < chunks_.size(); ++i) {\n      auto chunk = chunks_[i];\n      if (chunk->release) {\n        chunk->release(const_cast<ArrowArray*>(chunk));\n      }\n    }\n    if (schema_->release) {\n      schema_->release(const_cast<ArrowSchema*>(schema_));\n    }\n  }\n\n  /**\n   * @brief Get the length of the chunked array.\n   * This method returns the cumulative length of all chunks.\n   * Complexity: O(1)\n   *\n   * @return int64_t The number of elements in the chunked array.\n   */\n  inline int64_t get_length() const { return chunk_offsets_.back(); }\n\n  /* ----------------------------------------- ITERATOR ---------------------------------------- */\n  template <typename T>\n  class Iterator {\n    using getter_fn = std::function<T(const ArrowArray*, int64_t)>;\n\n    /* Reference to the chunked array that this iterator iterates over. */\n    const ArrowChunkedArray& array_;\n    /* Function to fetch the value at a certain index from a single chunk. */\n    getter_fn get_;\n    /* The chunk the iterator currently points to. */\n    int64_t ptr_chunk_;\n    /* The index inside the current chunk that the iterator points to. */\n    int64_t ptr_offset_;\n\n   public:\n    using iterator_category = std::random_access_iterator_tag;\n    using difference_type = int64_t;\n    using value_type = T;\n    using pointer = value_type*;\n    using reference = value_type&;\n\n    /**\n     * @brief Construct a new Iterator object.\n     *\n     * @param array Reference to the chunked array to iterator over.\n     * @param get Function to fetch the value at a certain index from a single chunk.\n     * @param ptr_chunk The index of the chunk to whose first index the iterator points to.\n     */\n    Iterator(const ArrowChunkedArray& array, getter_fn get, int64_t ptr_chunk);\n\n    T operator*() const;\n    template <typename I>\n    T operator[](I idx) const;\n\n    Iterator<T>& operator++();\n    Iterator<T>& operator--();\n    Iterator<T>& operator+=(int64_t c);\n\n    template <typename V>\n    friend bool operator==(const Iterator<V>& a, const Iterator<V>& b);\n    template <typename V>\n    friend bool operator!=(const Iterator<V>& a, const Iterator<V>& b);\n    template <typename V>\n    friend int64_t operator-(const Iterator<V>& a, const Iterator<V>& b);\n  };\n\n  /**\n   * @brief Obtain an iterator to the beginning of the chunked array.\n   *\n   * @tparam T The value type of the iterator. May be any primitive type.\n   * @return Iterator<T> The iterator.\n   */\n  template <typename T>\n  inline Iterator<T> begin() const;\n\n  /**\n   * @brief Obtain an iterator to the beginning of the chunked array.\n   *\n   * @tparam T The value type of the iterator. May be any primitive type.\n   * @return Iterator<T> The iterator.\n   */\n  template <typename T>\n  inline Iterator<T> end() const;\n\n  template <typename V>\n  friend int64_t operator-(const Iterator<V>& a, const Iterator<V>& b);\n};\n\n/**\n * @brief Arrow container for a list of chunked arrays.\n */\nclass ArrowTable {\n  std::vector<ArrowChunkedArray> columns_;\n  const int64_t n_chunks_;\n  const ArrowArray* chunks_ptr_;\n  const ArrowSchema* schema_ptr_;\n\n public:\n  /**\n   * @brief Construct a new Arrow Table object.\n   *\n   * @param n_chunks The number of chunks.\n   * @param chunks A C-style array containing the chunks.\n   * @param schema The schema for all chunks.\n   */\n  inline ArrowTable(int64_t n_chunks, const ArrowArray* chunks, const ArrowSchema* schema)\n      : n_chunks_(n_chunks), chunks_ptr_(chunks), schema_ptr_(schema) {\n    columns_.reserve(schema->n_children);\n    for (int64_t j = 0; j < schema->n_children; ++j) {\n      std::vector<const ArrowArray*> children_chunks;\n      children_chunks.reserve(n_chunks);\n      for (int64_t k = 0; k < n_chunks; ++k) {\n        if (chunks[k].length == 0) continue;\n        children_chunks.push_back(chunks[k].children[j]);\n      }\n      columns_.emplace_back(children_chunks, schema->children[j]);\n    }\n  }\n\n  ~ArrowTable() {\n    // As consumer of the Arrow array, the Arrow table must release all Arrow arrays it receives\n    // as well as the schema. As per the specification, children arrays are released by the\n    // producer. See:\n    // https://arrow.apache.org/docs/format/CDataInterface.html#release-callback-semantics-for-consumers\n    for (int64_t i = 0; i < n_chunks_; ++i) {\n      auto chunk = &chunks_ptr_[i];\n      if (chunk->release) {\n        chunk->release(const_cast<ArrowArray*>(chunk));\n      }\n    }\n    if (schema_ptr_->release) {\n      schema_ptr_->release(const_cast<ArrowSchema*>(schema_ptr_));\n    }\n  }\n\n  /**\n   * @brief Get the number of rows in the table.\n   *\n   * @return int64_t The number of rows.\n   */\n  inline int64_t get_num_rows() const { return columns_.front().get_length(); }\n\n  /**\n   * @brief Get the number of columns of this table.\n   *\n   * @return int64_t The column count.\n   */\n  inline int64_t get_num_columns() const { return columns_.size(); }\n\n  /**\n   * @brief Get the column at a particular index.\n   *\n   * @param idx The index of the column, must me in the range `[0, num_columns)`.\n   * @return const ArrowChunkedArray& The chunked array for the child at the provided index.\n   */\n  inline const ArrowChunkedArray& get_column(size_t idx) const { return this->columns_[idx]; }\n};\n\n}  // namespace LightGBM\n\n#include \"arrow.tpp\"\n#endif /* __cplusplus */\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_ARROW_H_\n"
  },
  {
    "path": "include/LightGBM/arrow.tpp",
    "content": "#include <LightGBM/arrow.h>\n\n#ifndef ARROW_TPP_\n#define ARROW_TPP_\n\nnamespace LightGBM {\n\n/**\n * @brief Obtain a function to access an index from an Arrow array.\n *\n * @tparam T The return type of the function, must be a primitive type.\n * @param dtype The Arrow format string describing the datatype of the Arrow array.\n * @return std::function<T(const ArrowArray*, size_t)> The index accessor function.\n */\ntemplate <typename T>\nstd::function<T(const ArrowArray*, size_t)> get_index_accessor(const char* dtype);\n\n/* ---------------------------------- ITERATOR INITIALIZATION ---------------------------------- */\n\ntemplate <typename T>\ninline ArrowChunkedArray::Iterator<T> ArrowChunkedArray::begin() const {\n  return ArrowChunkedArray::Iterator<T>(*this, get_index_accessor<T>(schema_->format), 0);\n}\n\ntemplate <typename T>\ninline ArrowChunkedArray::Iterator<T> ArrowChunkedArray::end() const {\n  return ArrowChunkedArray::Iterator<T>(*this, get_index_accessor<T>(schema_->format),\n                                        chunk_offsets_.size() - 1);\n}\n\n/* ---------------------------------- ITERATOR IMPLEMENTATION ---------------------------------- */\n\ntemplate <typename T>\nArrowChunkedArray::Iterator<T>::Iterator(const ArrowChunkedArray& array, getter_fn get,\n                                         int64_t ptr_chunk)\n    : array_(array), get_(get), ptr_chunk_(ptr_chunk) {\n  this->ptr_offset_ = 0;\n}\n\ntemplate <typename T>\nT ArrowChunkedArray::Iterator<T>::operator*() const {\n  auto chunk = array_.chunks_[ptr_chunk_];\n  return get_(chunk, ptr_offset_);\n}\n\ntemplate <typename T>\ntemplate <typename I>\nT ArrowChunkedArray::Iterator<T>::operator[](I idx) const {\n  auto it = std::lower_bound(array_.chunk_offsets_.begin(), array_.chunk_offsets_.end(), idx,\n                             [](int64_t a, int64_t b) { return a <= b; });\n\n  auto chunk_idx = std::distance(array_.chunk_offsets_.begin() + 1, it);\n  auto chunk = array_.chunks_[chunk_idx];\n\n  auto ptr_offset = static_cast<int64_t>(idx) - array_.chunk_offsets_[chunk_idx];\n  return get_(chunk, ptr_offset);\n}\n\ntemplate <typename T>\nArrowChunkedArray::Iterator<T>& ArrowChunkedArray::Iterator<T>::operator++() {\n  if (ptr_offset_ + 1 >= array_.chunks_[ptr_chunk_]->length) {\n    ptr_offset_ = 0;\n    ptr_chunk_++;\n  } else {\n    ptr_offset_++;\n  }\n  return *this;\n}\n\ntemplate <typename T>\nArrowChunkedArray::Iterator<T>& ArrowChunkedArray::Iterator<T>::operator--() {\n  if (ptr_offset_ == 0) {\n    ptr_chunk_--;\n    ptr_offset_ = array_.chunks_[ptr_chunk_]->length - 1;\n  } else {\n    ptr_chunk_--;\n  }\n  return *this;\n}\n\ntemplate <typename T>\nArrowChunkedArray::Iterator<T>& ArrowChunkedArray::Iterator<T>::operator+=(int64_t c) {\n  while (ptr_offset_ + c >= array_.chunks_[ptr_chunk_]->length) {\n    c -= array_.chunks_[ptr_chunk_]->length - ptr_offset_;\n    ptr_offset_ = 0;\n    ptr_chunk_++;\n  }\n  ptr_offset_ += c;\n  return *this;\n}\n\ntemplate <typename T>\nbool operator==(const ArrowChunkedArray::Iterator<T>& a, const ArrowChunkedArray::Iterator<T>& b) {\n  return a.ptr_chunk_ == b.ptr_chunk_ && a.ptr_offset_ == b.ptr_offset_;\n}\n\ntemplate <typename T>\nbool operator!=(const ArrowChunkedArray::Iterator<T>& a, const ArrowChunkedArray::Iterator<T>& b) {\n  return a.ptr_chunk_ != b.ptr_chunk_ || a.ptr_offset_ != b.ptr_offset_;\n}\n\ntemplate <typename T>\nint64_t operator-(const ArrowChunkedArray::Iterator<T>& a,\n                  const ArrowChunkedArray::Iterator<T>& b) {\n  auto full_offset_a = a.array_.chunk_offsets_[a.ptr_chunk_] + a.ptr_offset_;\n  auto full_offset_b = b.array_.chunk_offsets_[b.ptr_chunk_] + b.ptr_offset_;\n  return full_offset_a - full_offset_b;\n}\n\n/* --------------------------------------- INDEX ACCESSOR -------------------------------------- */\n\n/**\n * @brief The value of \"no value\" for a primitive type.\n *\n * @tparam T The type for which the missing value is defined.\n * @return T The missing value.\n */\ntemplate <typename T>\ninline T arrow_primitive_missing_value() {\n  return 0;\n}\n\ntemplate <>\ninline double arrow_primitive_missing_value() {\n  return std::numeric_limits<double>::quiet_NaN();\n}\n\ntemplate <>\ninline float arrow_primitive_missing_value() {\n  return std::numeric_limits<float>::quiet_NaN();\n}\n\ntemplate <typename T, typename V>\nstruct ArrayIndexAccessor {\n  V operator()(const ArrowArray* array, size_t idx) {\n    auto buffer_idx = idx + array->offset;\n\n    // For primitive types, buffer at idx 0 provides validity, buffer at idx 1 data, see:\n    // https://arrow.apache.org/docs/format/Columnar.html#buffer-listing-for-each-layout\n    auto validity = static_cast<const char*>(array->buffers[0]);\n\n    // Take return value from data buffer conditional on the validity of the index:\n    //  - The structure of validity bitmasks is taken from here:\n    //    https://arrow.apache.org/docs/format/Columnar.html#validity-bitmaps\n    //  - If the bitmask is NULL, all indices are valid\n    if (validity == nullptr || (validity[buffer_idx / 8] & (1 << (buffer_idx % 8)))) {\n      // In case the index is valid, we take it from the data buffer\n      auto data = static_cast<const T*>(array->buffers[1]);\n      return static_cast<V>(data[buffer_idx]);\n    }\n\n    // In case the index is not valid, we return a default value\n    return arrow_primitive_missing_value<V>();\n  }\n};\n\ntemplate <typename V>\nstruct ArrayIndexAccessor<bool, V> {\n  V operator()(const ArrowArray* array, size_t idx) {\n    // Custom implementation for booleans as values are bit-packed:\n    // https://arrow.apache.org/docs/cpp/api/datatype.html#_CPPv4N5arrow4Type4type4BOOLE\n    auto buffer_idx = idx + array->offset;\n    auto validity = static_cast<const char*>(array->buffers[0]);\n    if (validity == nullptr || (validity[buffer_idx / 8] & (1 << (buffer_idx % 8)))) {\n      // In case the index is valid, we have to take the appropriate bit from the buffer\n      auto data = static_cast<const char*>(array->buffers[1]);\n      auto value = (data[buffer_idx / 8] & (1 << (buffer_idx % 8))) >> (buffer_idx % 8);\n      return static_cast<V>(value);\n    }\n    return arrow_primitive_missing_value<V>();\n  }\n};\n\ntemplate <typename T>\nstd::function<T(const ArrowArray*, size_t)> get_index_accessor(const char* dtype) {\n  // Mapping obtained from:\n  // https://arrow.apache.org/docs/format/CDataInterface.html#data-type-description-format-strings\n  switch (dtype[0]) {\n    case 'c':\n      return ArrayIndexAccessor<int8_t, T>();\n    case 'C':\n      return ArrayIndexAccessor<uint8_t, T>();\n    case 's':\n      return ArrayIndexAccessor<int16_t, T>();\n    case 'S':\n      return ArrayIndexAccessor<uint16_t, T>();\n    case 'i':\n      return ArrayIndexAccessor<int32_t, T>();\n    case 'I':\n      return ArrayIndexAccessor<uint32_t, T>();\n    case 'l':\n      return ArrayIndexAccessor<int64_t, T>();\n    case 'L':\n      return ArrayIndexAccessor<uint64_t, T>();\n    case 'f':\n      return ArrayIndexAccessor<float, T>();\n    case 'g':\n      return ArrayIndexAccessor<double, T>();\n    case 'b':\n      return ArrayIndexAccessor<bool, T>();\n    default:\n      throw std::invalid_argument(\"unsupported Arrow datatype\");\n  }\n}\n\n}  // namespace LightGBM\n\n#endif\n"
  },
  {
    "path": "include/LightGBM/bin.h",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_BIN_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_BIN_H_\n\n#include <LightGBM/meta.h>\n#include <LightGBM/utils/common.h>\n#include <LightGBM/utils/file_io.h>\n\n#include <cstdint>\n#include <limits>\n#include <string>\n#include <functional>\n#include <sstream>\n#include <unordered_map>\n#include <vector>\n\nnamespace LightGBM {\n\nenum BinType {\n  NumericalBin,\n  CategoricalBin\n};\n\nenum MissingType {\n  None,\n  Zero,\n  NaN\n};\n\ntypedef double hist_t;\ntypedef int32_t int_hist_t;\ntypedef uint64_t hist_cnt_t;\n// check at compile time\nstatic_assert(sizeof(hist_t) == sizeof(hist_cnt_t), \"Histogram entry size is not correct\");\n\nconst size_t kHistEntrySize = 2 * sizeof(hist_t);\nconst size_t kInt32HistEntrySize = 2 * sizeof(int_hist_t);\nconst size_t kInt16HistEntrySize = 2 * sizeof(int16_t);\nconst int kHistOffset = 2;\nconst double kSparseThreshold = 0.7;\n\n#define GET_GRAD(hist, i) hist[(i) << 1]\n#define GET_HESS(hist, i) hist[((i) << 1) + 1]\n\ninline static void HistogramSumReducer(const char* src, char* dst, int type_size, comm_size_t len) {\n  comm_size_t used_size = 0;\n  const hist_t* p1;\n  hist_t* p2;\n  while (used_size < len) {\n    // convert\n    p1 = reinterpret_cast<const hist_t*>(src);\n    p2 = reinterpret_cast<hist_t*>(dst);\n    *p2 += *p1;\n    src += type_size;\n    dst += type_size;\n    used_size += type_size;\n  }\n}\n\ninline static void Int32HistogramSumReducer(const char* src, char* dst, int type_size, comm_size_t len) {\n  const int64_t* src_ptr = reinterpret_cast<const int64_t*>(src);\n  int64_t* dst_ptr = reinterpret_cast<int64_t*>(dst);\n  const comm_size_t steps = (len + (type_size * 2) - 1) / (type_size * 2);\n  #pragma omp parallel for schedule(static) num_threads(OMP_NUM_THREADS())\n  for (comm_size_t i = 0; i < steps; ++i) {\n    dst_ptr[i] += src_ptr[i];\n  }\n}\n\ninline static void Int16HistogramSumReducer(const char* src, char* dst, int type_size, comm_size_t len) {\n  const int32_t* src_ptr = reinterpret_cast<const int32_t*>(src);\n  int32_t* dst_ptr = reinterpret_cast<int32_t*>(dst);\n  const comm_size_t steps = (len + (type_size * 2) - 1) / (type_size * 2);\n  #pragma omp parallel for schedule(static) num_threads(OMP_NUM_THREADS())\n  for (comm_size_t i = 0; i < steps; ++i) {\n    dst_ptr[i] += src_ptr[i];\n  }\n}\n\n/*! \\brief This class used to convert feature values into bin,\n*          and store some meta information for bin*/\nclass BinMapper {\n public:\n  BinMapper();\n  BinMapper(const BinMapper& other);\n  explicit BinMapper(const void* memory);\n  ~BinMapper();\n\n  bool CheckAlign(const BinMapper& other) const {\n    if (num_bin_ != other.num_bin_) {\n      return false;\n    }\n    if (missing_type_ != other.missing_type_) {\n      return false;\n    }\n    if (bin_type_ == BinType::NumericalBin) {\n      for (int i = 0; i < num_bin_; ++i) {\n        if (bin_upper_bound_[i] != other.bin_upper_bound_[i]) {\n          return false;\n        }\n      }\n    } else {\n      for (int i = 0; i < num_bin_; i++) {\n        if (bin_2_categorical_[i] != other.bin_2_categorical_[i]) {\n          return false;\n        }\n      }\n    }\n    return true;\n  }\n\n  /*! \\brief Get number of bins */\n  inline int num_bin() const { return num_bin_; }\n\n  /*! \\brief Missing Type */\n  inline MissingType missing_type() const { return missing_type_; }\n\n  /*! \\brief True if bin is trivial (contains only one bin) */\n  inline bool is_trivial() const { return is_trivial_; }\n\n  /*! \\brief Sparsity of this bin ( num_zero_bins / num_data ) */\n  inline double sparse_rate() const { return sparse_rate_; }\n\n  /*!\n  * \\brief Save binary data to file\n  * \\param file File want to write\n  */\n  void SaveBinaryToFile(BinaryWriter* writer) const;\n\n  /*!\n  * \\brief Mapping bin into feature value\n  * \\param bin\n  * \\return Feature value of this bin\n  */\n  inline double BinToValue(uint32_t bin) const {\n    if (bin_type_ == BinType::NumericalBin) {\n      return bin_upper_bound_[bin];\n    } else {\n      return bin_2_categorical_[bin];\n    }\n  }\n\n  /*!\n  * \\brief Maximum categorical value\n  * \\return Maximum categorical value for categorical features, 0 for numerical features\n  */\n  inline int MaxCatValue() const {\n    if (bin_2_categorical_.size() == 0) {\n      return 0;\n    }\n    int max_cat_value = bin_2_categorical_[0];\n    for (size_t i = 1; i < bin_2_categorical_.size(); ++i) {\n      if (bin_2_categorical_[i] > max_cat_value) {\n        max_cat_value = bin_2_categorical_[i];\n      }\n    }\n    return max_cat_value;\n  }\n\n  /*!\n  * \\brief Get sizes in byte of this object\n  */\n  size_t SizesInByte() const;\n\n  /*!\n  * \\brief Mapping feature value into bin\n  * \\param value\n  * \\return bin for this feature value\n  */\n  inline uint32_t ValueToBin(double value) const;\n\n  /*!\n  * \\brief Get the default bin when value is 0\n  * \\return default bin\n  */\n  inline uint32_t GetDefaultBin() const {\n    return default_bin_;\n  }\n\n  inline uint32_t GetMostFreqBin() const {\n    return most_freq_bin_;\n  }\n\n  /*!\n  * \\brief Construct feature value to bin mapper according feature values\n  * \\param values (Sampled) values of this feature, Note: not include zero.\n  * \\param num_values number of values.\n  * \\param total_sample_cnt number of total sample count, equal with values.size() + num_zeros\n  * \\param max_bin The maximal number of bin\n  * \\param min_data_in_bin min number of data in one bin\n  * \\param min_split_data\n  * \\param pre_filter\n  * \\param bin_type Type of this bin\n  * \\param use_missing True to enable missing value handle\n  * \\param zero_as_missing True to use zero as missing value\n  * \\param forced_upper_bounds Vector of split points that must be used (if this has size less than max_bin, remaining splits are found by the algorithm)\n  */\n  void FindBin(double* values, int num_values, size_t total_sample_cnt, int max_bin, int min_data_in_bin, int min_split_data, bool pre_filter, BinType bin_type,\n               bool use_missing, bool zero_as_missing, const std::vector<double>& forced_upper_bounds);\n\n  /*!\n  * \\brief Serializing this object to buffer\n  * \\param buffer The destination\n  */\n  void CopyTo(char* buffer) const;\n\n  /*!\n  * \\brief Deserializing this object from buffer\n  * \\param buffer The source\n  */\n  void CopyFrom(const char* buffer);\n\n  /*!\n  * \\brief Get bin types\n  */\n  inline BinType bin_type() const { return bin_type_; }\n\n  /*!\n  * \\brief Get bin info\n  */\n  inline std::string bin_info_string() const {\n    if (bin_type_ == BinType::CategoricalBin) {\n      return Common::Join(bin_2_categorical_, \":\");\n    } else {\n      std::stringstream str_buf;\n      str_buf << std::setprecision(std::numeric_limits<double>::digits10 + 2);\n      str_buf << '[' << min_val_ << ':' << max_val_ << ']';\n      return str_buf.str();\n    }\n  }\n\n private:\n  /*! \\brief Number of bins */\n  int num_bin_;\n  MissingType missing_type_;\n  /*! \\brief Store upper bound for each bin */\n  std::vector<double> bin_upper_bound_;\n  /*! \\brief True if this feature is trivial */\n  bool is_trivial_;\n  /*! \\brief Sparse rate of this bins( num_bin0/num_data ) */\n  double sparse_rate_;\n  /*! \\brief Type of this bin */\n  BinType bin_type_;\n  /*! \\brief Mapper from categorical to bin */\n  std::unordered_map<int, unsigned int> categorical_2_bin_;\n  /*! \\brief Mapper from bin to categorical */\n  std::vector<int> bin_2_categorical_;\n  /*! \\brief minimal feature value */\n  double min_val_;\n  /*! \\brief maximum feature value */\n  double max_val_;\n  /*! \\brief bin value of feature value 0 */\n  uint32_t default_bin_;\n\n  uint32_t most_freq_bin_;\n};\n\n/*! \\brief Iterator for one bin column */\nclass BinIterator {\n public:\n  /*!\n  * \\brief Get bin data on specific row index\n  * \\param idx Index of this data\n  * \\return Bin data\n  */\n  virtual uint32_t Get(data_size_t idx) = 0;\n  virtual uint32_t RawGet(data_size_t idx) = 0;\n  virtual void Reset(data_size_t idx) = 0;\n  virtual ~BinIterator() = default;\n};\n\n/*!\n* \\brief Interface for bin data. This class will store bin data for one feature.\n*        unlike OrderedBin, this class will store data by original order.\n*        Note that it may cause cache misses when construct histogram,\n*        but it doesn't need to re-order operation, So it will be faster than OrderedBin for dense feature\n*/\nclass Bin {\n public:\n  /*! \\brief virtual destructor */\n  virtual ~Bin() {}\n  /*!\n  * \\brief Initialize for pushing.  By default, no action needed.\n  * \\param num_thread The number of external threads that will be calling the push APIs\n  * \\param omp_max_threads The maximum number of OpenMP threads to allocate for\n  */\n  virtual void InitStreaming(uint32_t /*num_thread*/, int32_t /*omp_max_threads*/) { }\n  /*!\n  * \\brief Push one record\n  * \\param tid Thread id\n  * \\param idx Index of record\n  * \\param value bin value of record\n  */\n  virtual void Push(int tid, data_size_t idx, uint32_t value) = 0;\n\n  virtual void CopySubrow(const Bin* full_bin, const data_size_t* used_indices, data_size_t num_used_indices) = 0;\n  /*!\n  * \\brief Get bin iterator of this bin for specific feature\n  * \\param min_bin min_bin of current used feature\n  * \\param max_bin max_bin of current used feature\n  * \\param most_freq_bin\n  * \\return Iterator of this bin\n  */\n  virtual BinIterator* GetIterator(uint32_t min_bin, uint32_t max_bin, uint32_t most_freq_bin) const = 0;\n\n  /*!\n  * \\brief Save binary data to file\n  * \\param file File want to write\n  */\n  virtual void SaveBinaryToFile(BinaryWriter* writer) const = 0;\n\n  /*!\n  * \\brief Load from memory\n  * \\param memory\n  * \\param local_used_indices\n  */\n  virtual void LoadFromMemory(const void* memory,\n    const std::vector<data_size_t>& local_used_indices) = 0;\n\n  /*!\n  * \\brief Get sizes in byte of this object\n  */\n  virtual size_t SizesInByte() const = 0;\n\n  /*! \\brief Number of all data */\n  virtual data_size_t num_data() const = 0;\n\n  /*! \\brief Get data pointer */\n  virtual void* get_data() = 0;\n\n  virtual void ReSize(data_size_t num_data) = 0;\n\n  /*!\n  * \\brief Construct histogram of this feature,\n  *        Note: We use ordered_gradients and ordered_hessians to improve cache hit chance\n  *        The naive solution is using gradients[data_indices[i]] for data_indices[i] to get gradients,\n           which is not cache friendly, since the access of memory is not continuous.\n  *        ordered_gradients and ordered_hessians are preprocessed, and they are re-ordered by data_indices.\n  *        Ordered_gradients[i] is aligned with data_indices[i]'s gradients (same for ordered_hessians).\n  * \\param data_indices Used data indices in current leaf\n  * \\param start start index in data_indices\n  * \\param end end index in data_indices\n  * \\param ordered_gradients Pointer to gradients, the data_indices[i]-th data's gradient is ordered_gradients[i]\n  * \\param ordered_hessians Pointer to hessians, the data_indices[i]-th data's hessian is ordered_hessians[i]\n  * \\param out Output Result\n  */\n  virtual void ConstructHistogram(\n    const data_size_t* data_indices, data_size_t start, data_size_t end,\n    const score_t* ordered_gradients, const score_t* ordered_hessians,\n    hist_t* out) const = 0;\n\n  virtual void ConstructHistogram(data_size_t start, data_size_t end,\n    const score_t* ordered_gradients, const score_t* ordered_hessians,\n    hist_t* out) const = 0;\n\n  virtual void ConstructHistogramInt8(\n    const data_size_t* data_indices, data_size_t start, data_size_t end,\n    const score_t* ordered_gradients, const score_t* ordered_hessians,\n    hist_t* out) const = 0;\n\n  virtual void ConstructHistogramInt8(data_size_t start, data_size_t end,\n    const score_t* ordered_gradients, const score_t* ordered_hessians,\n    hist_t* out) const = 0;\n\n  virtual void ConstructHistogramInt16(\n    const data_size_t* data_indices, data_size_t start, data_size_t end,\n    const score_t* ordered_gradients, const score_t* ordered_hessians,\n    hist_t* out) const = 0;\n\n  virtual void ConstructHistogramInt16(data_size_t start, data_size_t end,\n    const score_t* ordered_gradients, const score_t* ordered_hessians,\n    hist_t* out) const = 0;\n\n  virtual void ConstructHistogramInt32(\n    const data_size_t* data_indices, data_size_t start, data_size_t end,\n    const score_t* ordered_gradients, const score_t* ordered_hessians,\n    hist_t* out) const = 0;\n\n  virtual void ConstructHistogramInt32(data_size_t start, data_size_t end,\n    const score_t* ordered_gradients, const score_t* ordered_hessians,\n    hist_t* out) const = 0;\n\n  /*!\n  * \\brief Construct histogram of this feature,\n  *        Note: We use ordered_gradients and ordered_hessians to improve cache hit chance\n  *        The naive solution is using gradients[data_indices[i]] for data_indices[i] to get gradients,\n  which is not cache friendly, since the access of memory is not continuous.\n  *        ordered_gradients and ordered_hessians are preprocessed, and they are re-ordered by data_indices.\n  *        Ordered_gradients[i] is aligned with data_indices[i]'s gradients (same for ordered_hessians).\n  * \\param data_indices Used data indices in current leaf\n  * \\param start start index in data_indices\n  * \\param end end index in data_indices\n  * \\param ordered_gradients Pointer to gradients, the data_indices[i]-th data's gradient is ordered_gradients[i]\n  * \\param out Output Result\n  */\n  virtual void ConstructHistogram(const data_size_t* data_indices, data_size_t start, data_size_t end,\n                                  const score_t* ordered_gradients, hist_t* out) const = 0;\n\n  virtual void ConstructHistogram(data_size_t start, data_size_t end,\n                                  const score_t* ordered_gradients, hist_t* out) const = 0;\n\n  virtual void ConstructHistogramInt8(const data_size_t* data_indices, data_size_t start, data_size_t end,\n                                       const score_t* ordered_gradients, hist_t* out) const = 0;\n\n  virtual void ConstructHistogramInt8(data_size_t start, data_size_t end,\n                                       const score_t* ordered_gradients, hist_t* out) const = 0;\n\n  virtual void ConstructHistogramInt16(const data_size_t* data_indices, data_size_t start, data_size_t end,\n                                       const score_t* ordered_gradients, hist_t* out) const = 0;\n\n  virtual void ConstructHistogramInt16(data_size_t start, data_size_t end,\n                                       const score_t* ordered_gradients, hist_t* out) const = 0;\n\n  virtual void ConstructHistogramInt32(const data_size_t* data_indices, data_size_t start, data_size_t end,\n                                       const score_t* ordered_gradients, hist_t* out) const = 0;\n\n  virtual void ConstructHistogramInt32(data_size_t start, data_size_t end,\n                                       const score_t* ordered_gradients, hist_t* out) const = 0;\n\n  virtual data_size_t Split(uint32_t min_bin, uint32_t max_bin,\n                            uint32_t default_bin, uint32_t most_freq_bin,\n                            MissingType missing_type, bool default_left,\n                            uint32_t threshold, const data_size_t* data_indices,\n                            data_size_t cnt,\n                            data_size_t* lte_indices,\n                            data_size_t* gt_indices) const = 0;\n\n  virtual data_size_t SplitCategorical(\n      uint32_t min_bin, uint32_t max_bin, uint32_t most_freq_bin,\n      const uint32_t* threshold, int num_threshold,\n      const data_size_t* data_indices, data_size_t cnt,\n      data_size_t* lte_indices, data_size_t* gt_indices) const = 0;\n\n  virtual data_size_t Split(uint32_t max_bin, uint32_t default_bin,\n                            uint32_t most_freq_bin, MissingType missing_type,\n                            bool default_left, uint32_t threshold,\n                            const data_size_t* data_indices, data_size_t cnt,\n                            data_size_t* lte_indices,\n                            data_size_t* gt_indices) const = 0;\n\n  virtual data_size_t SplitCategorical(\n      uint32_t max_bin, uint32_t most_freq_bin, const uint32_t* threshold,\n      int num_threshold, const data_size_t* data_indices, data_size_t cnt,\n      data_size_t* lte_indices, data_size_t* gt_indices) const = 0;\n\n  /*!\n  * \\brief After pushed all feature data, call this could have better refactor for bin data\n  */\n  virtual void FinishLoad() = 0;\n\n  /*!\n  * \\brief Create object for bin data of one feature, used for dense feature\n  * \\param num_data Total number of data\n  * \\param num_bin Number of bin\n  * \\return The bin data object\n  */\n  static Bin* CreateDenseBin(data_size_t num_data, int num_bin);\n\n  /*!\n  * \\brief Create object for bin data of one feature, used for sparse feature\n  * \\param num_data Total number of data\n  * \\param num_bin Number of bin\n  * \\return The bin data object\n  */\n  static Bin* CreateSparseBin(data_size_t num_data, int num_bin);\n\n  /*!\n  * \\brief Deep copy the bin\n  */\n  virtual Bin* Clone() = 0;\n\n  virtual const void* GetColWiseData(uint8_t* bit_type, bool* is_sparse, std::vector<BinIterator*>* bin_iterator, const int num_threads) const = 0;\n\n  virtual const void* GetColWiseData(uint8_t* bit_type, bool* is_sparse, BinIterator** bin_iterator) const = 0;\n};\n\n\nclass MultiValBin {\n public:\n  virtual ~MultiValBin() {}\n\n  virtual data_size_t num_data() const = 0;\n\n  virtual int32_t num_bin() const = 0;\n\n  virtual double num_element_per_row() const = 0;\n\n  virtual const std::vector<uint32_t>& offsets() const = 0;\n\n  virtual void PushOneRow(int tid, data_size_t idx, const std::vector<uint32_t>& values) = 0;\n\n  virtual void CopySubrow(const MultiValBin* full_bin,\n                          const data_size_t* used_indices,\n                          data_size_t num_used_indices) = 0;\n\n  virtual MultiValBin* CreateLike(data_size_t num_data, int num_bin,\n                                  int num_feature,\n                                  double estimate_element_per_row,\n                                  const std::vector<uint32_t>& offsets) const = 0;\n\n  virtual void CopySubcol(const MultiValBin* full_bin,\n                          const std::vector<int>& used_feature_index,\n                          const std::vector<uint32_t>& lower,\n                          const std::vector<uint32_t>& upper,\n                          const std::vector<uint32_t>& delta) = 0;\n\n  virtual void ReSize(data_size_t num_data, int num_bin, int num_feature,\n                      double estimate_element_per_row, const std::vector<uint32_t>& offsets) = 0;\n\n  virtual void CopySubrowAndSubcol(\n      const MultiValBin* full_bin, const data_size_t* used_indices,\n      data_size_t num_used_indices, const std::vector<int>& used_feature_index,\n      const std::vector<uint32_t>& lower, const std::vector<uint32_t>& upper,\n      const std::vector<uint32_t>& delta) = 0;\n\n  virtual void ConstructHistogram(const data_size_t* data_indices,\n                                  data_size_t start, data_size_t end,\n                                  const score_t* gradients,\n                                  const score_t* hessians,\n                                  hist_t* out) const = 0;\n\n  virtual void ConstructHistogram(data_size_t start, data_size_t end,\n                                  const score_t* gradients,\n                                  const score_t* hessians,\n                                  hist_t* out) const = 0;\n\n  virtual void ConstructHistogramOrdered(const data_size_t* data_indices,\n                                         data_size_t start, data_size_t end,\n                                         const score_t* ordered_gradients,\n                                         const score_t* ordered_hessians,\n                                         hist_t* out) const = 0;\n\n  virtual void ConstructHistogramInt32(const data_size_t* data_indices,\n                                       data_size_t start, data_size_t end,\n                                       const score_t* gradients,\n                                       const score_t* hessians,\n                                       hist_t* out) const = 0;\n\n  virtual void ConstructHistogramInt32(data_size_t start, data_size_t end,\n                                       const score_t* gradients,\n                                       const score_t* hessians,\n                                       hist_t* out) const = 0;\n\n  virtual void ConstructHistogramOrderedInt32(const data_size_t* data_indices,\n                                              data_size_t start, data_size_t end,\n                                              const score_t* ordered_gradients,\n                                              const score_t* ordered_hessians,\n                                              hist_t* out) const = 0;\n\n  virtual void ConstructHistogramInt16(const data_size_t* data_indices,\n                                       data_size_t start, data_size_t end,\n                                       const score_t* gradients,\n                                       const score_t* hessians,\n                                       hist_t* out) const = 0;\n\n  virtual void ConstructHistogramInt16(data_size_t start, data_size_t end,\n                                       const score_t* gradients,\n                                       const score_t* hessians,\n                                       hist_t* out) const = 0;\n\n  virtual void ConstructHistogramOrderedInt16(const data_size_t* data_indices,\n                                              data_size_t start, data_size_t end,\n                                              const score_t* ordered_gradients,\n                                              const score_t* ordered_hessians,\n                                              hist_t* out) const = 0;\n\n  virtual void ConstructHistogramInt8(const data_size_t* data_indices,\n                                      data_size_t start, data_size_t end,\n                                      const score_t* gradients,\n                                      const score_t* hessians,\n                                      hist_t* out) const = 0;\n\n  virtual void ConstructHistogramInt8(data_size_t start, data_size_t end,\n                                      const score_t* gradients,\n                                      const score_t* hessians,\n                                      hist_t* out) const = 0;\n\n  virtual void ConstructHistogramOrderedInt8(const data_size_t* data_indices,\n                                             data_size_t start, data_size_t end,\n                                             const score_t* ordered_gradients,\n                                             const score_t* ordered_hessians,\n                                             hist_t* out) const = 0;\n\n  virtual void FinishLoad() = 0;\n\n  virtual bool IsSparse() = 0;\n\n  static MultiValBin* CreateMultiValBin(data_size_t num_data, int num_bin,\n                                        int num_feature, double sparse_rate, const std::vector<uint32_t>& offsets);\n\n  static MultiValBin* CreateMultiValDenseBin(data_size_t num_data, int num_bin,\n                                             int num_feature, const std::vector<uint32_t>& offsets);\n\n  static MultiValBin* CreateMultiValSparseBin(data_size_t num_data, int num_bin, double estimate_element_per_row);\n\n  static constexpr double multi_val_bin_sparse_threshold = 0.25f;\n\n  virtual MultiValBin* Clone() = 0;\n\n  #ifdef USE_CUDA\n  virtual const void* GetRowWiseData(uint8_t* bit_type,\n    size_t* total_size,\n    bool* is_sparse,\n    const void** out_data_ptr,\n    uint8_t* data_ptr_bit_type) const = 0;\n  #endif  // USE_CUDA\n};\n\ninline uint32_t BinMapper::ValueToBin(double value) const {\n  if (std::isnan(value)) {\n    if (bin_type_ == BinType::CategoricalBin) {\n      return 0;\n    } else if (missing_type_ == MissingType::NaN) {\n      return num_bin_ - 1;\n    } else {\n      value = 0.0f;\n    }\n  }\n  if (bin_type_ == BinType::NumericalBin) {\n    // binary search to find bin\n    int l = 0;\n    int r = num_bin_ - 1;\n    if (missing_type_ == MissingType::NaN) {\n      r -= 1;\n    }\n    while (l < r) {\n      int m = (r + l - 1) / 2;\n      if (value <= bin_upper_bound_[m]) {\n        r = m;\n      } else {\n        l = m + 1;\n      }\n    }\n    return l;\n  } else {\n    int int_value = static_cast<int>(value);\n    // convert negative value to NaN bin\n    if (int_value < 0) {\n      return 0;\n    }\n    if (categorical_2_bin_.count(int_value)) {\n      return categorical_2_bin_.at(int_value);\n    } else {\n      return 0;\n    }\n  }\n}\n\n}  // namespace LightGBM\n\n#endif   // LIGHTGBM_INCLUDE_LIGHTGBM_BIN_H_\n"
  },
  {
    "path": "include/LightGBM/boosting.h",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_BOOSTING_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_BOOSTING_H_\n\n#include <LightGBM/config.h>\n#include <LightGBM/meta.h>\n\n#include <string>\n#include <map>\n#include <unordered_map>\n#include <vector>\n\nnamespace LightGBM {\n\n/*! \\brief forward declaration */\nclass Dataset;\nclass ObjectiveFunction;\nclass Metric;\nstruct PredictionEarlyStopInstance;\n\n/*!\n* \\brief The interface for Boosting\n*/\nclass LIGHTGBM_EXPORT Boosting {\n public:\n  /*! \\brief virtual destructor */\n  virtual ~Boosting() {}\n\n  /*!\n  * \\brief Initialization logic\n  * \\param config Configs for boosting\n  * \\param train_data Training data\n  * \\param objective_function Training objective function\n  * \\param training_metrics Training metric\n  */\n  virtual void Init(\n    const Config* config,\n    const Dataset* train_data,\n    const ObjectiveFunction* objective_function,\n    const std::vector<const Metric*>& training_metrics) = 0;\n\n  /*!\n  * \\brief Merge model from other boosting object\n  Will insert to the front of current boosting object\n  * \\param other\n  */\n  virtual void MergeFrom(const Boosting* other) = 0;\n\n  /*!\n  * \\brief Shuffle Existing Models\n  */\n  virtual void ShuffleModels(int start_iter, int end_iter) = 0;\n\n  virtual void ResetTrainingData(const Dataset* train_data, const ObjectiveFunction* objective_function,\n                                 const std::vector<const Metric*>& training_metrics) = 0;\n\n  virtual void ResetConfig(const Config* config) = 0;\n\n\n\n  /*!\n  * \\brief Add a validation data\n  * \\param valid_data Validation data\n  * \\param valid_metrics Metric for validation data\n  */\n  virtual void AddValidDataset(const Dataset* valid_data,\n                               const std::vector<const Metric*>& valid_metrics) = 0;\n\n  virtual void Train(int snapshot_freq, const std::string& model_output_path) = 0;\n\n  /*!\n  * \\brief Update the tree output by new training data\n  */\n  virtual void RefitTree(const int* tree_leaf_prediction, const size_t nrow, const size_t ncol) = 0;\n\n  /*!\n  * \\brief Training logic\n  * \\param gradients nullptr for using default objective, otherwise use self-defined boosting\n  * \\param hessians nullptr for using default objective, otherwise use self-defined boosting\n  * \\return True if cannot train anymore\n  */\n  virtual bool TrainOneIter(const score_t* gradients, const score_t* hessians) = 0;\n\n  /*!\n  * \\brief Rollback one iteration\n  */\n  virtual void RollbackOneIter() = 0;\n\n  /*!\n  * \\brief return current iteration\n  */\n  virtual int GetCurrentIteration() const = 0;\n\n  /*!\n  * \\brief Get evaluation result at data_idx data\n  * \\param data_idx 0: training data, 1: 1st validation data\n  * \\return evaluation result\n  */\n  virtual std::vector<double> GetEvalAt(int data_idx) const = 0;\n\n  /*!\n  * \\brief Get current training score\n  * \\param out_len length of returned score\n  * \\return training score\n  */\n  virtual const double* GetTrainingScore(int64_t* out_len) = 0;\n\n  /*!\n  * \\brief Get prediction result at data_idx data\n  * \\param data_idx 0: training data, 1: 1st validation data\n  * \\return out_len length of returned score\n  */\n  virtual int64_t GetNumPredictAt(int data_idx) const = 0;\n\n  /*!\n  * \\brief Get prediction result at data_idx data\n  * \\param data_idx 0: training data, 1: 1st validation data\n  * \\param result used to store prediction result, should allocate memory before call this function\n  * \\param out_len length of returned score\n  */\n  virtual void GetPredictAt(int data_idx, double* result, int64_t* out_len) = 0;\n\n  virtual int NumPredictOneRow(int start_iteration, int num_iteration, bool is_pred_leaf, bool is_pred_contrib) const = 0;\n\n  /*!\n  * \\brief Prediction for one record, not sigmoid transform\n  * \\param feature_values Feature value on this record\n  * \\param output Prediction result for this record\n  * \\param early_stop Early stopping instance. If nullptr, no early stopping is applied and all models are evaluated.\n  */\n  virtual void PredictRaw(const double* features, double* output,\n                          const PredictionEarlyStopInstance* early_stop) const = 0;\n\n  virtual void PredictRawByMap(const std::unordered_map<int, double>& features, double* output,\n                               const PredictionEarlyStopInstance* early_stop) const = 0;\n\n\n  /*!\n  * \\brief Prediction for one record, sigmoid transformation will be used if needed\n  * \\param feature_values Feature value on this record\n  * \\param output Prediction result for this record\n  * \\param early_stop Early stopping instance. If nullptr, no early stopping is applied and all models are evaluated.\n  */\n  virtual void Predict(const double* features, double* output,\n                       const PredictionEarlyStopInstance* early_stop) const = 0;\n\n  virtual void PredictByMap(const std::unordered_map<int, double>& features, double* output,\n                            const PredictionEarlyStopInstance* early_stop) const = 0;\n\n\n  /*!\n  * \\brief Prediction for one record with leaf index\n  * \\param feature_values Feature value on this record\n  * \\param output Prediction result for this record\n  */\n  virtual void PredictLeafIndex(\n    const double* features, double* output) const = 0;\n\n  virtual void PredictLeafIndexByMap(\n    const std::unordered_map<int, double>& features, double* output) const = 0;\n\n  /*!\n  * \\brief Feature contributions for the model's prediction of one record\n  * \\param feature_values Feature value on this record\n  * \\param output Prediction result for this record\n  */\n  virtual void PredictContrib(const double* features, double* output) const = 0;\n\n  virtual void PredictContribByMap(const std::unordered_map<int, double>& features,\n                                   std::vector<std::unordered_map<int, double>>* output) const = 0;\n\n  /*!\n  * \\brief Dump model to json format string\n  * \\param start_iteration The model will be saved start from\n  * \\param num_iteration Number of iterations that want to dump, -1 means dump all\n  * \\param feature_importance_type Type of feature importance, 0: split, 1: gain\n  * \\return Json format string of model\n  */\n  virtual std::string DumpModel(int start_iteration, int num_iteration, int feature_importance_type) const = 0;\n\n  /*!\n  * \\brief Translate model to if-else statement\n  * \\param num_iteration Number of iterations that want to translate, -1 means translate all\n  * \\return if-else format codes of model\n  */\n  virtual std::string ModelToIfElse(int num_iteration) const = 0;\n\n  /*!\n  * \\brief Translate model to if-else statement\n  * \\param num_iteration Number of iterations that want to translate, -1 means translate all\n  * \\param filename Filename that want to save to\n  * \\return is_finish Is training finished or not\n  */\n  virtual bool SaveModelToIfElse(int num_iteration, const char* filename) const = 0;\n\n  /*!\n  * \\brief Save model to file\n  * \\param start_iteration The model will be saved start from\n  * \\param num_iterations Number of model that want to save, -1 means save all\n  * \\param feature_importance_type Type of feature importance, 0: split, 1: gain\n  * \\param filename Filename that want to save to\n  * \\return true if succeeded\n  */\n  virtual bool SaveModelToFile(int start_iteration, int num_iterations, int feature_importance_type, const char* filename) const = 0;\n\n  /*!\n  * \\brief Save model to string\n  * \\param start_iteration The model will be saved start from\n  * \\param num_iterations Number of model that want to save, -1 means save all\n  * \\param feature_importance_type Type of feature importance, 0: split, 1: gain\n  * \\return Non-empty string if succeeded\n  */\n  virtual std::string SaveModelToString(int start_iteration, int num_iterations, int feature_importance_type) const = 0;\n\n  /*!\n  * \\brief Restore from a serialized string\n  * \\param buffer The content of model\n  * \\param len The length of buffer\n  * \\return true if succeeded\n  */\n  virtual bool LoadModelFromString(const char* buffer, size_t len) = 0;\n\n  /*!\n  * \\brief Calculate feature importances\n  * \\param num_iteration Number of model that want to use for feature importance, -1 means use all\n  * \\param importance_type: 0 for split, 1 for gain\n  * \\return vector of feature_importance\n  */\n  virtual std::vector<double> FeatureImportance(int num_iteration, int importance_type) const = 0;\n\n  /*!\n  * \\brief Calculate upper bound value\n  * \\return max possible value\n  */\n  virtual double GetUpperBoundValue() const = 0;\n\n  /*!\n  * \\brief Calculate lower bound value\n  * \\return min possible value\n  */\n  virtual double GetLowerBoundValue() const = 0;\n\n  /*!\n  * \\brief Get max feature index of this model\n  * \\return Max feature index of this model\n  */\n  virtual int MaxFeatureIdx() const = 0;\n\n  /*!\n  * \\brief Get feature names of this model\n  * \\return Feature names of this model\n  */\n  virtual std::vector<std::string> FeatureNames() const = 0;\n\n  /*!\n  * \\brief Get index of label column\n  * \\return index of label column\n  */\n  virtual int LabelIdx() const = 0;\n\n  /*!\n  * \\brief Get number of weak sub-models\n  * \\return Number of weak sub-models\n  */\n  virtual int NumberOfTotalModel() const = 0;\n\n  /*!\n  * \\brief Get number of models per iteration\n  * \\return Number of models per iteration\n  */\n  virtual int NumModelPerIteration() const = 0;\n\n  /*!\n  * \\brief Get number of classes\n  * \\return Number of classes\n  */\n  virtual int NumberOfClasses() const = 0;\n\n  /*! \\brief The prediction should be accurate or not. True will disable early stopping for prediction. */\n  virtual bool NeedAccuratePrediction() const = 0;\n\n  /*!\n  * \\brief Initial work for the prediction\n  * \\param start_iteration Start index of the iteration to predict\n  * \\param num_iteration number of used iteration\n  * \\param is_pred_contrib\n  */\n  virtual void InitPredict(int start_iteration, int num_iteration, bool is_pred_contrib) = 0;\n\n  /*!\n  * \\brief Name of submodel\n  */\n  virtual const char* SubModelName() const = 0;\n\n  Boosting() = default;\n  /*! \\brief Disable copy */\n  Boosting& operator=(const Boosting&) = delete;\n  /*! \\brief Disable copy */\n  Boosting(const Boosting&) = delete;\n\n  static bool LoadFileToBoosting(Boosting* boosting, const char* filename);\n\n  /*!\n  * \\brief Create boosting object\n  * \\param type Type of boosting\n  * \\param format Format of model\n  * \\param config config for boosting\n  * \\param filename name of model file, if existing will continue to train from this model\n  * \\param device_type type of device, can be cpu, gpu or cuda\n  * \\param num_gpu number of GPUs to use\n  * \\return The boosting object\n  */\n  static Boosting* CreateBoosting(const std::string& type, const char* filename, const std::string& device_type, const int num_gpu);\n\n  virtual std::string GetLoadedParam() const = 0;\n\n  virtual bool IsLinear() const { return false; }\n\n  virtual std::string ParserConfigStr() const = 0;\n};\n\nclass GBDTBase : public Boosting {\n public:\n  virtual double GetLeafValue(int tree_idx, int leaf_idx) const = 0;\n  virtual void SetLeafValue(int tree_idx, int leaf_idx, double val) = 0;\n};\n\n}  // namespace LightGBM\n\n#endif   // LIGHTGBM_INCLUDE_LIGHTGBM_BOOSTING_H_\n"
  },
  {
    "path": "include/LightGBM/c_api.h",
    "content": "/*!\n * \\file c_api.h\n * \\copyright Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n *            Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n *            Licensed under the MIT License. See LICENSE file in the project root for license information.\n * \\note\n * To avoid type conversion on large data, the most of our exposed interface supports both float32 and float64,\n * except the following:\n * 1. gradient and Hessian;\n * 2. current score for training and validation data.\n * .\n * The reason is that they are called frequently, and the type conversion on them may be time-cost.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_C_API_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_C_API_H_\n\n#include <LightGBM/arrow.h>\n#include <LightGBM/export.h>\n\n#ifdef __cplusplus\n#include <cstdint>\n#include <cstdio>\n#include <cstring>\n#else\n#include <stdint.h>\n#include <stdio.h>\n#include <string.h>\n#endif\n\n\ntypedef void* DatasetHandle;  /*!< \\brief Handle of dataset. */\ntypedef void* BoosterHandle;  /*!< \\brief Handle of booster. */\ntypedef void* FastConfigHandle; /*!< \\brief Handle of FastConfig. */\ntypedef void* ByteBufferHandle; /*!< \\brief Handle of ByteBuffer. */\n\n#define C_API_DTYPE_FLOAT32 (0)  /*!< \\brief float32 (single precision float). */\n#define C_API_DTYPE_FLOAT64 (1)  /*!< \\brief float64 (double precision float). */\n#define C_API_DTYPE_INT32   (2)  /*!< \\brief int32. */\n#define C_API_DTYPE_INT64   (3)  /*!< \\brief int64. */\n\n#define C_API_PREDICT_NORMAL     (0)  /*!< \\brief Normal prediction, with transform (if needed). */\n#define C_API_PREDICT_RAW_SCORE  (1)  /*!< \\brief Predict raw score. */\n#define C_API_PREDICT_LEAF_INDEX (2)  /*!< \\brief Predict leaf index. */\n#define C_API_PREDICT_CONTRIB    (3)  /*!< \\brief Predict feature contributions (SHAP values). */\n\n#define C_API_MATRIX_TYPE_CSR (0)  /*!< \\brief CSR sparse matrix type. */\n#define C_API_MATRIX_TYPE_CSC (1)  /*!< \\brief CSC sparse matrix type. */\n\n#define C_API_FEATURE_IMPORTANCE_SPLIT (0)  /*!< \\brief Split type of feature importance. */\n#define C_API_FEATURE_IMPORTANCE_GAIN  (1)  /*!< \\brief Gain type of feature importance. */\n\n/*!\n * \\brief Get string message of the last error.\n * \\return Error information\n */\nLIGHTGBM_C_EXPORT const char* LGBM_GetLastError();\n\n/*!\n * \\brief Dump all parameter names with their aliases to JSON.\n * \\param buffer_len String buffer length, if ``buffer_len < out_len``, you should re-allocate buffer\n * \\param[out] out_len Actual output length\n * \\param[out] out_str JSON format string of parameters, should pre-allocate memory\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DumpParamAliases(int64_t buffer_len,\n                                            int64_t* out_len,\n                                            char* out_str);\n\n/*!\n * \\brief Register a callback function for log redirecting.\n * \\param callback The callback function to register\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_RegisterLogCallback(void (*callback)(const char*));\n\n/*!\n * \\brief Get number of samples based on parameters and total number of rows of data.\n * \\param num_total_row Number of total rows\n * \\param parameters Additional parameters, namely, ``bin_construct_sample_cnt`` is used to calculate returned value\n * \\param[out] out Number of samples. This value is used to pre-allocate memory to hold sample indices when calling ``LGBM_SampleIndices``\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_GetSampleCount(int32_t num_total_row,\n                                          const char* parameters,\n                                          int* out);\n\n/*!\n * \\brief Create sample indices for total number of rows.\n * \\note\n * You should pre-allocate memory for ``out``, you can get its length by ``LGBM_GetSampleCount``.\n * \\param num_total_row Number of total rows\n * \\param parameters Additional parameters, namely, ``bin_construct_sample_cnt`` and ``data_random_seed`` are used to produce the output\n * \\param[out] out Created indices, type is int32_t\n * \\param[out] out_len Number of indices\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_SampleIndices(int32_t num_total_row,\n                                         const char* parameters,\n                                         void* out,\n                                         int32_t* out_len);\n\n/*!\n * \\brief Get a ByteBuffer value at an index.\n * \\param handle Handle of byte buffer to be read\n * \\param index Index of value to return\n * \\param[out] out_val Byte value at index to return\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_ByteBufferGetAt(ByteBufferHandle handle, int32_t index, uint8_t* out_val);\n\n/*!\n * \\brief Free space for byte buffer.\n * \\param handle Handle of byte buffer to be freed\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_ByteBufferFree(ByteBufferHandle handle);\n\n/* --- start Dataset interface */\n\n/*!\n * \\brief Load dataset from file (like LightGBM CLI version does).\n * \\param filename The name of the file\n * \\param parameters Additional parameters\n * \\param reference Used to align bin mapper with other dataset, nullptr means isn't used\n * \\param[out] out A loaded dataset\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetCreateFromFile(const char* filename,\n                                                 const char* parameters,\n                                                 const DatasetHandle reference,\n                                                 DatasetHandle* out);\n\n/*!\n * \\brief Allocate the space for dataset and bucket feature bins according to sampled data.\n * \\param sample_data Sampled data, grouped by the column\n * \\param sample_indices Indices of sampled data\n * \\param ncol Number of columns\n * \\param num_per_col Size of each sampling column\n * \\param num_sample_row Number of sampled rows\n * \\param num_local_row Total number of rows local to machine\n * \\param num_dist_row Number of total distributed rows\n * \\param parameters Additional parameters\n * \\param[out] out Created dataset\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetCreateFromSampledColumn(double** sample_data,\n                                                          int** sample_indices,\n                                                          int32_t ncol,\n                                                          const int* num_per_col,\n                                                          int32_t num_sample_row,\n                                                          int32_t num_local_row,\n                                                          int64_t num_dist_row,\n                                                          const char* parameters,\n                                                          DatasetHandle* out);\n\n/*!\n * \\brief Allocate the space for dataset and bucket feature bins according to reference dataset.\n * \\param reference Used to align bin mapper with other dataset\n * \\param num_total_row Number of total rows\n * \\param[out] out Created dataset\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetCreateByReference(const DatasetHandle reference,\n                                                    int64_t num_total_row,\n                                                    DatasetHandle* out);\n\n/*!\n * \\brief Initialize the Dataset for streaming.\n * \\param dataset Handle of dataset\n * \\param has_weights Whether the dataset has Metadata weights\n * \\param has_init_scores Whether the dataset has Metadata initial scores\n * \\param has_queries Whether the dataset has Metadata queries/groups\n * \\param nclasses Number of initial score classes\n * \\param nthreads Number of external threads that will use the PushRows APIs\n * \\param omp_max_threads Maximum number of OpenMP threads (-1 for default)\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetInitStreaming(DatasetHandle dataset,\n                                                int32_t has_weights,\n                                                int32_t has_init_scores,\n                                                int32_t has_queries,\n                                                int32_t nclasses,\n                                                int32_t nthreads,\n                                                int32_t omp_max_threads);\n\n/*!\n * \\brief Allocate the space for dataset and bucket feature bins according to serialized reference dataset.\n * \\param ref_buffer A binary representation of the dataset schema (feature groups, bins, etc.)\n * \\param ref_buffer_size The size of the reference array in bytes\n * \\param num_row Number of total rows the dataset will contain\n * \\param num_classes Number of classes (will be used only in case of multiclass and specifying initial scores)\n * \\param parameters Additional parameters\n * \\param[out] out Created dataset\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetCreateFromSerializedReference(const void* ref_buffer,\n                                                                int32_t ref_buffer_size,\n                                                                int64_t num_row,\n                                                                int32_t num_classes,\n                                                                const char* parameters,\n                                                                DatasetHandle* out);\n\n/*!\n * \\brief Push data to existing dataset, if ``nrow + start_row == num_total_row``, will call ``dataset->FinishLoad``.\n * \\param dataset Handle of dataset\n * \\param data Pointer to the data space\n * \\param data_type Type of ``data`` pointer, can be ``C_API_DTYPE_FLOAT32`` or ``C_API_DTYPE_FLOAT64``\n * \\param nrow Number of rows\n * \\param ncol Number of columns\n * \\param start_row Row start index\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetPushRows(DatasetHandle dataset,\n                                           const void* data,\n                                           int data_type,\n                                           int32_t nrow,\n                                           int32_t ncol,\n                                           int32_t start_row);\n\n/*!\n * \\brief Push data to existing dataset.\n *        The general flow for a streaming scenario is:\n *        1. create Dataset \"schema\" (e.g. ``LGBM_DatasetCreateFromSampledColumn``)\n *        2. init them for thread-safe streaming (``LGBM_DatasetInitStreaming``)\n *        3. push data (``LGBM_DatasetPushRowsWithMetadata`` or ``LGBM_DatasetPushRowsByCSRWithMetadata``)\n *        4. call ``LGBM_DatasetMarkFinished``\n * \\param dataset Handle of dataset\n * \\param data Pointer to the data space\n * \\param data_type Type of ``data`` pointer, can be ``C_API_DTYPE_FLOAT32`` or ``C_API_DTYPE_FLOAT64``\n * \\param nrow Number of rows\n * \\param ncol Number of feature columns\n * \\param start_row Row start index, i.e., the index at which to start inserting data\n * \\param label Pointer to array with nrow labels\n * \\param weight Optional pointer to array with nrow weights\n * \\param init_score Optional pointer to array with nrow*nclasses initial scores, in column format\n * \\param query Optional pointer to array with nrow query values\n * \\param tid The id of the calling thread, from 0...N-1 threads\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetPushRowsWithMetadata(DatasetHandle dataset,\n                                                       const void* data,\n                                                       int data_type,\n                                                       int32_t nrow,\n                                                       int32_t ncol,\n                                                       int32_t start_row,\n                                                       const float* label,\n                                                       const float* weight,\n                                                       const double* init_score,\n                                                       const int32_t* query,\n                                                       int32_t tid);\n\n/*!\n * \\brief Push data to existing dataset, if ``nrow + start_row == num_total_row``, will call ``dataset->FinishLoad``.\n * \\param dataset Handle of dataset\n * \\param indptr Pointer to row headers\n * \\param indptr_type Type of ``indptr``, can be ``C_API_DTYPE_INT32`` or ``C_API_DTYPE_INT64``\n * \\param indices Pointer to column indices\n * \\param data Pointer to the data space\n * \\param data_type Type of ``data`` pointer, can be ``C_API_DTYPE_FLOAT32`` or ``C_API_DTYPE_FLOAT64``\n * \\param nindptr Number of rows in the matrix + 1\n * \\param nelem Number of nonzero elements in the matrix\n * \\param num_col Number of columns\n * \\param start_row Row start index\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetPushRowsByCSR(DatasetHandle dataset,\n                                                const void* indptr,\n                                                int indptr_type,\n                                                const int32_t* indices,\n                                                const void* data,\n                                                int data_type,\n                                                int64_t nindptr,\n                                                int64_t nelem,\n                                                int64_t num_col,\n                                                int64_t start_row);\n\n/*!\n * \\brief Push CSR data to existing dataset. (See ``LGBM_DatasetPushRowsWithMetadata`` for more details.)\n * \\param dataset Handle of dataset\n * \\param indptr Pointer to row headers\n * \\param indptr_type Type of ``indptr``, can be ``C_API_DTYPE_INT32`` or ``C_API_DTYPE_INT64``\n * \\param indices Pointer to column indices\n * \\param data Pointer to the data space\n * \\param data_type Type of ``data`` pointer, can be ``C_API_DTYPE_FLOAT32`` or ``C_API_DTYPE_FLOAT64``\n * \\param nindptr Number of rows in the matrix + 1\n * \\param nelem Number of nonzero elements in the matrix\n * \\param start_row Row start index\n * \\param label Pointer to array with nindptr-1 labels\n * \\param weight Optional pointer to array with nindptr-1 weights\n * \\param init_score Optional pointer to array with (nindptr-1)*nclasses initial scores, in column format\n * \\param query Optional pointer to array with nindptr-1 query values\n * \\param tid The id of the calling thread, from 0...N-1 threads\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetPushRowsByCSRWithMetadata(DatasetHandle dataset,\n                                                            const void* indptr,\n                                                            int indptr_type,\n                                                            const int32_t* indices,\n                                                            const void* data,\n                                                            int data_type,\n                                                            int64_t nindptr,\n                                                            int64_t nelem,\n                                                            int64_t start_row,\n                                                            const float* label,\n                                                            const float* weight,\n                                                            const double* init_score,\n                                                            const int32_t* query,\n                                                            int32_t tid);\n\n/*!\n * \\brief Set whether or not the Dataset waits for a manual MarkFinished call or calls FinishLoad on itself automatically.\n *        Set to 1 for streaming scenario, and use ``LGBM_DatasetMarkFinished`` to manually finish the Dataset.\n * \\param dataset Handle of dataset\n * \\param wait Whether to wait or not (1 or 0)\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetSetWaitForManualFinish(DatasetHandle dataset, int wait);\n\n/*!\n * \\brief Mark the Dataset as complete by calling ``dataset->FinishLoad``.\n * \\param dataset Handle of dataset\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetMarkFinished(DatasetHandle dataset);\n\n/*!\n * \\brief Create a dataset from CSR format.\n * \\param indptr Pointer to row headers\n * \\param indptr_type Type of ``indptr``, can be ``C_API_DTYPE_INT32`` or ``C_API_DTYPE_INT64``\n * \\param indices Pointer to column indices\n * \\param data Pointer to the data space\n * \\param data_type Type of ``data`` pointer, can be ``C_API_DTYPE_FLOAT32`` or ``C_API_DTYPE_FLOAT64``\n * \\param nindptr Number of rows in the matrix + 1\n * \\param nelem Number of nonzero elements in the matrix\n * \\param num_col Number of columns\n * \\param parameters Additional parameters\n * \\param reference Used to align bin mapper with other dataset, nullptr means isn't used\n * \\param[out] out Created dataset\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetCreateFromCSR(const void* indptr,\n                                                int indptr_type,\n                                                const int32_t* indices,\n                                                const void* data,\n                                                int data_type,\n                                                int64_t nindptr,\n                                                int64_t nelem,\n                                                int64_t num_col,\n                                                const char* parameters,\n                                                const DatasetHandle reference,\n                                                DatasetHandle* out);\n\n/*!\n * \\brief Create a dataset from CSR format through callbacks.\n * \\param get_row_funptr Pointer to ``std::function<void(int idx, std::vector<std::pair<int, double>>& ret)>``\n *                       (called for every row and expected to clear and fill ``ret``)\n * \\param num_rows Number of rows\n * \\param num_col Number of columns\n * \\param parameters Additional parameters\n * \\param reference Used to align bin mapper with other dataset, nullptr means isn't used\n * \\param[out] out Created dataset\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetCreateFromCSRFunc(void* get_row_funptr,\n                                                    int num_rows,\n                                                    int64_t num_col,\n                                                    const char* parameters,\n                                                    const DatasetHandle reference,\n                                                    DatasetHandle* out);\n\n/*!\n * \\brief Create a dataset from CSC format.\n * \\param col_ptr Pointer to column headers\n * \\param col_ptr_type Type of ``col_ptr``, can be ``C_API_DTYPE_INT32`` or ``C_API_DTYPE_INT64``\n * \\param indices Pointer to row indices\n * \\param data Pointer to the data space\n * \\param data_type Type of ``data`` pointer, can be ``C_API_DTYPE_FLOAT32`` or ``C_API_DTYPE_FLOAT64``\n * \\param ncol_ptr Number of columns in the matrix + 1\n * \\param nelem Number of nonzero elements in the matrix\n * \\param num_row Number of rows\n * \\param parameters Additional parameters\n * \\param reference Used to align bin mapper with other dataset, nullptr means isn't used\n * \\param[out] out Created dataset\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetCreateFromCSC(const void* col_ptr,\n                                                int col_ptr_type,\n                                                const int32_t* indices,\n                                                const void* data,\n                                                int data_type,\n                                                int64_t ncol_ptr,\n                                                int64_t nelem,\n                                                int64_t num_row,\n                                                const char* parameters,\n                                                const DatasetHandle reference,\n                                                DatasetHandle* out);\n\n/*!\n * \\brief Create dataset from dense matrix.\n * \\param data Pointer to the data space\n * \\param data_type Type of ``data`` pointer, can be ``C_API_DTYPE_FLOAT32`` or ``C_API_DTYPE_FLOAT64``\n * \\param nrow Number of rows\n * \\param ncol Number of columns\n * \\param is_row_major 1 for row-major, 0 for column-major\n * \\param parameters Additional parameters\n * \\param reference Used to align bin mapper with other dataset, nullptr means isn't used\n * \\param[out] out Created dataset\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetCreateFromMat(const void* data,\n                                                int data_type,\n                                                int32_t nrow,\n                                                int32_t ncol,\n                                                int is_row_major,\n                                                const char* parameters,\n                                                const DatasetHandle reference,\n                                                DatasetHandle* out);\n\n/*!\n * \\brief Create dataset from array of dense matrices.\n * \\param nmat Number of dense matrices\n * \\param data Pointer to the data space\n * \\param data_type Type of ``data`` pointer, can be ``C_API_DTYPE_FLOAT32`` or ``C_API_DTYPE_FLOAT64``\n * \\param nrow Number of rows\n * \\param ncol Number of columns\n * \\param is_row_major Pointer to the data layouts. 1 for row-major, 0 for column-major\n * \\param parameters Additional parameters\n * \\param reference Used to align bin mapper with other dataset, nullptr means isn't used\n * \\param[out] out Created dataset\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetCreateFromMats(int32_t nmat,\n                                                 const void** data,\n                                                 int data_type,\n                                                 int32_t* nrow,\n                                                 int32_t ncol,\n                                                 int* is_row_major,\n                                                 const char* parameters,\n                                                 const DatasetHandle reference,\n                                                 DatasetHandle* out);\n\n/*!\n * \\brief Create dataset from Arrow.\n * \\param n_chunks The number of Arrow arrays passed to this function\n * \\param chunks Pointer to the list of Arrow arrays\n * \\param schema Pointer to the schema of all Arrow arrays\n * \\param parameters Additional parameters\n * \\param reference Used to align bin mapper with other dataset, nullptr means isn't used\n * \\param[out] out Created dataset\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetCreateFromArrow(int64_t n_chunks,\n                                                  const struct ArrowArray* chunks,\n                                                  const struct ArrowSchema* schema,\n                                                  const char* parameters,\n                                                  const DatasetHandle reference,\n                                                  DatasetHandle *out);\n\n/*!\n * \\brief Create subset of a data.\n * \\param handle Handle of full dataset\n * \\param used_row_indices Indices used in subset\n * \\param num_used_row_indices Length of ``used_row_indices``\n * \\param parameters Additional parameters\n * \\param[out] out Subset of data\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetGetSubset(const DatasetHandle handle,\n                                            const int32_t* used_row_indices,\n                                            int32_t num_used_row_indices,\n                                            const char* parameters,\n                                            DatasetHandle* out);\n\n/*!\n * \\brief Save feature names to dataset.\n * \\param handle Handle of dataset\n * \\param feature_names Feature names\n * \\param num_feature_names Number of feature names\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetSetFeatureNames(DatasetHandle handle,\n                                                  const char** feature_names,\n                                                  int num_feature_names);\n\n/*!\n * \\brief Get feature names of dataset.\n * \\param handle Handle of dataset\n * \\param len Number of ``char*`` pointers stored at ``out_strs``.\n *            If smaller than the max size, only this many strings are copied\n * \\param[out] num_feature_names Number of feature names\n * \\param buffer_len Size of pre-allocated strings.\n *                   Content is copied up to ``buffer_len - 1`` and null-terminated\n * \\param[out] out_buffer_len String sizes required to do the full string copies\n * \\param[out] feature_names Feature names, should pre-allocate memory\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetGetFeatureNames(DatasetHandle handle,\n                                                  const int len,\n                                                  int* num_feature_names,\n                                                  const size_t buffer_len,\n                                                  size_t* out_buffer_len,\n                                                  char** feature_names);\n\n/*!\n * \\brief Free space for dataset.\n * \\param handle Handle of dataset to be freed\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetFree(DatasetHandle handle);\n\n/*!\n * \\brief Save dataset to binary file.\n * \\param handle Handle of dataset\n * \\param filename The name of the file\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetSaveBinary(DatasetHandle handle,\n                                             const char* filename);\n\n/*!\n * \\brief Create a dataset schema representation as a binary byte array (excluding data).\n * \\param handle Handle of dataset\n * \\param[out] out The output byte array\n * \\param[out] out_len The length of the output byte array (returned for convenience)\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetSerializeReferenceToBinary(DatasetHandle handle,\n                                                             ByteBufferHandle* out,\n                                                             int32_t* out_len);\n\n/*!\n * \\brief Save dataset to text file, intended for debugging use only.\n * \\param handle Handle of dataset\n * \\param filename The name of the file\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetDumpText(DatasetHandle handle,\n                                           const char* filename);\n\n/*!\n * \\brief Set vector to a content in info.\n * \\note\n * - \\a group only works for ``C_API_DTYPE_INT32``;\n * - \\a label and \\a weight only work for ``C_API_DTYPE_FLOAT32``;\n * - \\a init_score only works for ``C_API_DTYPE_FLOAT64``.\n * \\param handle Handle of dataset\n * \\param field_name Field name, can be \\a label, \\a weight, \\a init_score, \\a group\n * \\param field_data Pointer to data vector\n * \\param num_element Number of elements in ``field_data``\n * \\param type Type of ``field_data`` pointer, can be ``C_API_DTYPE_INT32``, ``C_API_DTYPE_FLOAT32`` or ``C_API_DTYPE_FLOAT64``\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetSetField(DatasetHandle handle,\n                                           const char* field_name,\n                                           const void* field_data,\n                                           int num_element,\n                                           int type);\n\n/*!\n * \\brief Set vector to a content in info.\n * \\note\n * - \\a group converts input datatype into ``int32``;\n * - \\a label and \\a weight convert input datatype into ``float32``;\n * - \\a init_score converts input datatype into ``float64``.\n * \\param handle Handle of dataset\n * \\param field_name Field name, can be \\a label, \\a weight, \\a init_score, \\a group\n * \\param n_chunks The number of Arrow arrays passed to this function\n * \\param chunks Pointer to the list of Arrow arrays\n * \\param schema Pointer to the schema of all Arrow arrays\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetSetFieldFromArrow(DatasetHandle handle,\n                                                    const char* field_name,\n                                                    int64_t n_chunks,\n                                                    const struct ArrowArray* chunks,\n                                                    const struct ArrowSchema* schema);\n\n/*!\n * \\brief Get info vector from dataset.\n * \\param handle Handle of dataset\n * \\param field_name Field name\n * \\param[out] out_len Used to set result length\n * \\param[out] out_ptr Pointer to the result\n * \\param[out] out_type Type of result pointer, can be ``C_API_DTYPE_INT32``, ``C_API_DTYPE_FLOAT32`` or ``C_API_DTYPE_FLOAT64``\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetGetField(DatasetHandle handle,\n                                           const char* field_name,\n                                           int* out_len,\n                                           const void** out_ptr,\n                                           int* out_type);\n\n/*!\n * \\brief Raise errors for attempts to update dataset parameters.\n * \\param old_parameters Current dataset parameters\n * \\param new_parameters New dataset parameters\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetUpdateParamChecking(const char* old_parameters,\n                                                      const char* new_parameters);\n\n/*!\n * \\brief Get number of data points.\n * \\param handle Handle of dataset\n * \\param[out] out The address to hold number of data points\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetGetNumData(DatasetHandle handle,\n                                             int* out);\n\n/*!\n * \\brief Get number of features.\n * \\param handle Handle of dataset\n * \\param[out] out The address to hold number of features\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetGetNumFeature(DatasetHandle handle,\n                                                int* out);\n\n/*!\n * \\brief Get number of bins for feature.\n * \\param handle Handle of dataset\n * \\param feature Index of the feature\n * \\param[out] out The address to hold number of bins\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetGetFeatureNumBin(DatasetHandle handle,\n                                                   int feature,\n                                                   int* out);\n\n/*!\n * \\brief Add features from ``source`` to ``target``.\n * \\param target The handle of the dataset to add features to\n * \\param source The handle of the dataset to take features from\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_DatasetAddFeaturesFrom(DatasetHandle target,\n                                                  DatasetHandle source);\n\n/* --- start Booster interfaces */\n\n/*!\n* \\brief Get int representing whether booster is fitting linear trees.\n* \\param handle Handle of booster\n* \\param[out] out The address to hold linear trees indicator\n* \\return 0 when succeed, -1 when failure happens\n*/\nLIGHTGBM_C_EXPORT int LGBM_BoosterGetLinear(BoosterHandle handle, int* out);\n\n/*!\n * \\brief Create a new boosting learner.\n * \\param train_data Training dataset\n * \\param parameters Parameters in format 'key1=value1 key2=value2'\n * \\param[out] out Handle of created booster\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterCreate(const DatasetHandle train_data,\n                                         const char* parameters,\n                                         BoosterHandle* out);\n\n/*!\n * \\brief Load an existing booster from model file.\n * \\param filename Filename of model\n * \\param[out] out_num_iterations Number of iterations of this booster\n * \\param[out] out Handle of created booster\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterCreateFromModelfile(const char* filename,\n                                                      int* out_num_iterations,\n                                                      BoosterHandle* out);\n\n/*!\n * \\brief Load an existing booster from string.\n * \\param model_str Model string\n * \\param[out] out_num_iterations Number of iterations of this booster\n * \\param[out] out Handle of created booster\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterLoadModelFromString(const char* model_str,\n                                                      int* out_num_iterations,\n                                                      BoosterHandle* out);\n\n/*!\n * \\brief Get parameters as JSON string.\n * \\param handle Handle of booster\n * \\param buffer_len Allocated space for string\n * \\param[out] out_len Actual size of string\n * \\param[out] out_str JSON string containing parameters\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterGetLoadedParam(BoosterHandle handle,\n                                                 int64_t buffer_len,\n                                                 int64_t* out_len,\n                                                 char* out_str);\n\n\n/*!\n * \\brief Free space for booster.\n * \\param handle Handle of booster to be freed\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterFree(BoosterHandle handle);\n\n/*!\n * \\brief Shuffle models.\n * \\param handle Handle of booster\n * \\param start_iter The first iteration that will be shuffled\n * \\param end_iter The last iteration that will be shuffled\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterShuffleModels(BoosterHandle handle,\n                                                int start_iter,\n                                                int end_iter);\n\n/*!\n * \\brief Merge model from ``other_handle`` into ``handle``.\n * \\param handle Handle of booster, will merge another booster into this one\n * \\param other_handle Other handle of booster\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterMerge(BoosterHandle handle,\n                                        BoosterHandle other_handle);\n\n/*!\n * \\brief Add new validation data to booster.\n * \\param handle Handle of booster\n * \\param valid_data Validation dataset\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterAddValidData(BoosterHandle handle,\n                                               const DatasetHandle valid_data);\n\n/*!\n * \\brief Reset training data for booster.\n * \\param handle Handle of booster\n * \\param train_data Training dataset\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterResetTrainingData(BoosterHandle handle,\n                                                    const DatasetHandle train_data);\n\n/*!\n * \\brief Reset config for booster.\n * \\param handle Handle of booster\n * \\param parameters Parameters in format 'key1=value1 key2=value2'\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterResetParameter(BoosterHandle handle,\n                                                 const char* parameters);\n\n/*!\n * \\brief Get number of classes.\n * \\param handle Handle of booster\n * \\param[out] out_len Number of classes\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterGetNumClasses(BoosterHandle handle,\n                                                int* out_len);\n\n/*!\n * \\brief Update the model for one iteration.\n * \\param handle Handle of booster\n * \\param[out] produced_empty_tree 1 means the tree(s) produced by this iteration did not have any splits.\n *                         This usually means that training is \"finished\" (calling this function again will not change the model's predictions).\n *                         However, that is not always the case.\n *                         For example, if you have added any randomness (like column sampling by setting ``feature_fraction_bynode < 1.0``),\n *                         it is possible that another call to this function would produce a non-empty tree.\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterUpdateOneIter(BoosterHandle handle,\n                                                int* produced_empty_tree);\n\n/*!\n * \\brief Refit the tree model using the new data (online learning).\n * \\param handle Handle of booster\n * \\param leaf_preds Pointer to predicted leaf indices\n * \\param nrow Number of rows of ``leaf_preds``\n * \\param ncol Number of columns of ``leaf_preds``\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterRefit(BoosterHandle handle,\n                                        const int32_t* leaf_preds,\n                                        int32_t nrow,\n                                        int32_t ncol);\n\n/*!\n * \\brief Update the model by specifying gradient and Hessian directly\n *        (this can be used to support customized loss functions).\n * \\note\n * The length of the arrays referenced by ``grad`` and ``hess`` must be equal to\n * ``num_class * num_train_data``, this is not verified by the library, the caller must ensure this.\n * \\param handle Handle of booster\n * \\param grad The first order derivative (gradient) statistics\n * \\param hess The second order derivative (Hessian) statistics\n * \\param[out] produced_empty_tree 1 means the tree(s) produced by this iteration did not have any splits.\n *                         This usually means that training is \"finished\" (calling this function again will not change the model's predictions).\n *                         However, that is not always the case.\n *                         For example, if you have added any randomness (like column sampling by setting ``feature_fraction_bynode < 1.0``),\n *                         it is possible that another call to this function would produce a non-empty tree.\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterUpdateOneIterCustom(BoosterHandle handle,\n                                                      const float* grad,\n                                                      const float* hess,\n                                                      int* produced_empty_tree);\n\n/*!\n * \\brief Rollback one iteration.\n * \\param handle Handle of booster\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterRollbackOneIter(BoosterHandle handle);\n\n/*!\n * \\brief Get index of the current boosting iteration.\n * \\param handle Handle of booster\n * \\param[out] out_iteration Index of the current boosting iteration\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterGetCurrentIteration(BoosterHandle handle,\n                                                      int* out_iteration);\n\n/*!\n * \\brief Get number of trees per iteration.\n * \\param handle Handle of booster\n * \\param[out] out_tree_per_iteration Number of trees per iteration\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterNumModelPerIteration(BoosterHandle handle,\n                                                       int* out_tree_per_iteration);\n\n/*!\n * \\brief Get number of weak sub-models.\n * \\param handle Handle of booster\n * \\param[out] out_models Number of weak sub-models\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterNumberOfTotalModel(BoosterHandle handle,\n                                                     int* out_models);\n\n/*!\n * \\brief Get number of evaluation metrics.\n * \\param handle Handle of booster\n * \\param[out] out_len Total number of evaluation metrics\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterGetEvalCounts(BoosterHandle handle,\n                                                int* out_len);\n\n/*!\n * \\brief Get names of evaluation metrics.\n * \\param handle Handle of booster\n * \\param len Number of ``char*`` pointers stored at ``out_strs``.\n *            If smaller than the max size, only this many strings are copied\n * \\param[out] out_len Total number of evaluation metrics\n * \\param buffer_len Size of pre-allocated strings.\n *                   Content is copied up to ``buffer_len - 1`` and null-terminated\n * \\param[out] out_buffer_len String sizes required to do the full string copies\n * \\param[out] out_strs Names of evaluation metrics, should pre-allocate memory\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterGetEvalNames(BoosterHandle handle,\n                                               const int len,\n                                               int* out_len,\n                                               const size_t buffer_len,\n                                               size_t* out_buffer_len,\n                                               char** out_strs);\n\n/*!\n * \\brief Get names of features.\n * \\param handle Handle of booster\n * \\param len Number of ``char*`` pointers stored at ``out_strs``.\n *            If smaller than the max size, only this many strings are copied\n * \\param[out] out_len Total number of features\n * \\param buffer_len Size of pre-allocated strings.\n *                   Content is copied up to ``buffer_len - 1`` and null-terminated\n * \\param[out] out_buffer_len String sizes required to do the full string copies\n * \\param[out] out_strs Names of features, should pre-allocate memory\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterGetFeatureNames(BoosterHandle handle,\n                                                  const int len,\n                                                  int* out_len,\n                                                  const size_t buffer_len,\n                                                  size_t* out_buffer_len,\n                                                  char** out_strs);\n\n/*!\n * \\brief Check that the feature names of the data match the ones used to train the booster.\n * \\param handle Handle of booster\n * \\param data_names Array with the feature names in the data\n * \\param data_num_features Number of features in the data\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterValidateFeatureNames(BoosterHandle handle,\n                                                       const char** data_names,\n                                                       int data_num_features);\n\n/*!\n * \\brief Get number of features.\n * \\param handle Handle of booster\n * \\param[out] out_len Total number of features\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterGetNumFeature(BoosterHandle handle,\n                                                int* out_len);\n\n/*!\n * \\brief Get evaluation for training data and validation data.\n * \\note\n *   1. You should call ``LGBM_BoosterGetEvalNames`` first to get the names of evaluation metrics.\n *   2. You should pre-allocate memory for ``out_results``, you can get its length by ``LGBM_BoosterGetEvalCounts``.\n * \\param handle Handle of booster\n * \\param data_idx Index of data, 0: training data, 1: 1st validation data, 2: 2nd validation data and so on\n * \\param[out] out_len Length of output result\n * \\param[out] out_results Array with evaluation results\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterGetEval(BoosterHandle handle,\n                                          int data_idx,\n                                          int* out_len,\n                                          double* out_results);\n\n/*!\n * \\brief Get number of predictions for training data and validation data\n *        (this can be used to support customized evaluation functions).\n * \\param handle Handle of booster\n * \\param data_idx Index of data, 0: training data, 1: 1st validation data, 2: 2nd validation data and so on\n * \\param[out] out_len Number of predictions\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterGetNumPredict(BoosterHandle handle,\n                                                int data_idx,\n                                                int64_t* out_len);\n\n/*!\n * \\brief Get prediction for training data and validation data.\n * \\note\n * You should pre-allocate memory for ``out_result``, its length is equal to ``num_class * num_data``.\n * \\param handle Handle of booster\n * \\param data_idx Index of data, 0: training data, 1: 1st validation data, 2: 2nd validation data and so on\n * \\param[out] out_len Length of output result\n * \\param[out] out_result Pointer to array with predictions\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterGetPredict(BoosterHandle handle,\n                                             int data_idx,\n                                             int64_t* out_len,\n                                             double* out_result);\n\n/*!\n * \\brief Make prediction for file.\n * \\param handle Handle of booster\n * \\param data_filename Filename of file with data\n * \\param data_has_header Whether file has header or not\n * \\param predict_type What should be predicted\n *   - ``C_API_PREDICT_NORMAL``: normal prediction, with transform (if needed);\n *   - ``C_API_PREDICT_RAW_SCORE``: raw score;\n *   - ``C_API_PREDICT_LEAF_INDEX``: leaf index;\n *   - ``C_API_PREDICT_CONTRIB``: feature contributions (SHAP values)\n * \\param start_iteration Start index of the iteration to predict\n * \\param num_iteration Number of iterations for prediction, <= 0 means no limit\n * \\param parameter Other parameters for prediction, e.g. early stopping for prediction\n * \\param result_filename Filename of result file in which predictions will be written\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterPredictForFile(BoosterHandle handle,\n                                                 const char* data_filename,\n                                                 int data_has_header,\n                                                 int predict_type,\n                                                 int start_iteration,\n                                                 int num_iteration,\n                                                 const char* parameter,\n                                                 const char* result_filename);\n\n/*!\n * \\brief Get number of predictions.\n * \\param handle Handle of booster\n * \\param num_row Number of rows\n * \\param predict_type What should be predicted\n *   - ``C_API_PREDICT_NORMAL``: normal prediction, with transform (if needed);\n *   - ``C_API_PREDICT_RAW_SCORE``: raw score;\n *   - ``C_API_PREDICT_LEAF_INDEX``: leaf index;\n *   - ``C_API_PREDICT_CONTRIB``: feature contributions (SHAP values)\n * \\param start_iteration Start index of the iteration to predict\n * \\param num_iteration Number of iterations for prediction, <= 0 means no limit\n * \\param[out] out_len Length of prediction\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterCalcNumPredict(BoosterHandle handle,\n                                                 int num_row,\n                                                 int predict_type,\n                                                 int start_iteration,\n                                                 int num_iteration,\n                                                 int64_t* out_len);\n\n/*!\n * \\brief Release FastConfig object.\n *\n * \\param fastConfig Handle to the FastConfig object acquired with a ``*FastInit()`` method.\n * \\return 0 when it succeeds, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_FastConfigFree(FastConfigHandle fastConfig);\n\n/*!\n * \\brief Make prediction for a new dataset in CSR format.\n * \\note\n * You should pre-allocate memory for ``out_result``:\n *   - for normal and raw score, its length is equal to ``num_class * num_data``;\n *   - for leaf index, its length is equal to ``num_class * num_data * num_iteration``;\n *   - for feature contributions, its length is equal to ``num_class * num_data * (num_feature + 1)``.\n * \\param handle Handle of booster\n * \\param indptr Pointer to row headers\n * \\param indptr_type Type of ``indptr``, can be ``C_API_DTYPE_INT32`` or ``C_API_DTYPE_INT64``\n * \\param indices Pointer to column indices\n * \\param data Pointer to the data space\n * \\param data_type Type of ``data`` pointer, can be ``C_API_DTYPE_FLOAT32`` or ``C_API_DTYPE_FLOAT64``\n * \\param nindptr Number of rows in the matrix + 1\n * \\param nelem Number of nonzero elements in the matrix\n * \\param num_col Number of columns\n * \\param predict_type What should be predicted\n *   - ``C_API_PREDICT_NORMAL``: normal prediction, with transform (if needed);\n *   - ``C_API_PREDICT_RAW_SCORE``: raw score;\n *   - ``C_API_PREDICT_LEAF_INDEX``: leaf index;\n *   - ``C_API_PREDICT_CONTRIB``: feature contributions (SHAP values)\n * \\param start_iteration Start index of the iteration to predict\n * \\param num_iteration Number of iterations for prediction, <= 0 means no limit\n * \\param parameter Other parameters for prediction, e.g. early stopping for prediction\n * \\param[out] out_len Length of output result\n * \\param[out] out_result Pointer to array with predictions\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterPredictForCSR(BoosterHandle handle,\n                                                const void* indptr,\n                                                int indptr_type,\n                                                const int32_t* indices,\n                                                const void* data,\n                                                int data_type,\n                                                int64_t nindptr,\n                                                int64_t nelem,\n                                                int64_t num_col,\n                                                int predict_type,\n                                                int start_iteration,\n                                                int num_iteration,\n                                                const char* parameter,\n                                                int64_t* out_len,\n                                                double* out_result);\n\n/*!\n * \\brief Make sparse prediction for a new dataset in CSR or CSC format. Currently only used for feature contributions.\n * \\note\n * The outputs are pre-allocated, as they can vary for each invocation, but the shape should be the same:\n *   - for feature contributions, the shape of sparse matrix will be ``num_class * num_data * (num_feature + 1)``.\n * The output indptr_type for the sparse matrix will be the same as the given input indptr_type.\n * Call ``LGBM_BoosterFreePredictSparse`` to deallocate resources.\n * \\param handle Handle of booster\n * \\param indptr Pointer to row headers for CSR or column headers for CSC\n * \\param indptr_type Type of ``indptr``, can be ``C_API_DTYPE_INT32`` or ``C_API_DTYPE_INT64``\n * \\param indices Pointer to column indices for CSR or row indices for CSC\n * \\param data Pointer to the data space\n * \\param data_type Type of ``data`` pointer, can be ``C_API_DTYPE_FLOAT32`` or ``C_API_DTYPE_FLOAT64``\n * \\param nindptr Number of entries in ``indptr``\n * \\param nelem Number of nonzero elements in the matrix\n * \\param num_col_or_row Number of columns for CSR or number of rows for CSC\n * \\param predict_type What should be predicted, only feature contributions supported currently\n *   - ``C_API_PREDICT_CONTRIB``: feature contributions (SHAP values)\n * \\param start_iteration Start index of the iteration to predict\n * \\param num_iteration Number of iterations for prediction, <= 0 means no limit\n * \\param parameter Other parameters for prediction, e.g. early stopping for prediction\n * \\param matrix_type Type of matrix input and output, can be ``C_API_MATRIX_TYPE_CSR`` or ``C_API_MATRIX_TYPE_CSC``\n * \\param[out] out_len Length of output data and output indptr (pointer to an array with two entries where to write them)\n * \\param[out] out_indptr Pointer to output row headers for CSR or column headers for CSC\n * \\param[out] out_indices Pointer to sparse column indices for CSR or row indices for CSC\n * \\param[out] out_data Pointer to sparse data space\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterPredictSparseOutput(BoosterHandle handle,\n                                                      const void* indptr,\n                                                      int indptr_type,\n                                                      const int32_t* indices,\n                                                      const void* data,\n                                                      int data_type,\n                                                      int64_t nindptr,\n                                                      int64_t nelem,\n                                                      int64_t num_col_or_row,\n                                                      int predict_type,\n                                                      int start_iteration,\n                                                      int num_iteration,\n                                                      const char* parameter,\n                                                      int matrix_type,\n                                                      int64_t* out_len,\n                                                      void** out_indptr,\n                                                      int32_t** out_indices,\n                                                      void** out_data);\n\n/*!\n * \\brief Method corresponding to ``LGBM_BoosterPredictSparseOutput`` to free the allocated data.\n * \\param indptr Pointer to output row headers or column headers to be deallocated\n * \\param indices Pointer to sparse indices to be deallocated\n * \\param data Pointer to sparse data space to be deallocated\n * \\param indptr_type Type of ``indptr``, can be ``C_API_DTYPE_INT32`` or ``C_API_DTYPE_INT64``\n * \\param data_type Type of ``data`` pointer, can be ``C_API_DTYPE_FLOAT32`` or ``C_API_DTYPE_FLOAT64``\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterFreePredictSparse(void* indptr, int32_t* indices, void* data, int indptr_type, int data_type);\n\n/*!\n * \\brief Make prediction for a new dataset in CSR format. This method re-uses the internal predictor structure\n *        from previous calls and is optimized for single row invocation.\n * \\note\n * You should pre-allocate memory for ``out_result``:\n *   - for normal and raw score, its length is equal to ``num_class * num_data``;\n *   - for leaf index, its length is equal to ``num_class * num_data * num_iteration``;\n *   - for feature contributions, its length is equal to ``num_class * num_data * (num_feature + 1)``.\n * \\param handle Handle of booster\n * \\param indptr Pointer to row headers\n * \\param indptr_type Type of ``indptr``, can be ``C_API_DTYPE_INT32`` or ``C_API_DTYPE_INT64``\n * \\param indices Pointer to column indices\n * \\param data Pointer to the data space\n * \\param data_type Type of ``data`` pointer, can be ``C_API_DTYPE_FLOAT32`` or ``C_API_DTYPE_FLOAT64``\n * \\param nindptr Number of rows in the matrix + 1\n * \\param nelem Number of nonzero elements in the matrix\n * \\param num_col Number of columns\n * \\param predict_type What should be predicted\n *   - ``C_API_PREDICT_NORMAL``: normal prediction, with transform (if needed);\n *   - ``C_API_PREDICT_RAW_SCORE``: raw score;\n *   - ``C_API_PREDICT_LEAF_INDEX``: leaf index;\n *   - ``C_API_PREDICT_CONTRIB``: feature contributions (SHAP values)\n * \\param start_iteration Start index of the iteration to predict\n * \\param num_iteration Number of iterations for prediction, <= 0 means no limit\n * \\param parameter Other parameters for prediction, e.g. early stopping for prediction\n * \\param[out] out_len Length of output result\n * \\param[out] out_result Pointer to array with predictions\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterPredictForCSRSingleRow(BoosterHandle handle,\n                                                         const void* indptr,\n                                                         int indptr_type,\n                                                         const int32_t* indices,\n                                                         const void* data,\n                                                         int data_type,\n                                                         int64_t nindptr,\n                                                         int64_t nelem,\n                                                         int64_t num_col,\n                                                         int predict_type,\n                                                         int start_iteration,\n                                                         int num_iteration,\n                                                         const char* parameter,\n                                                         int64_t* out_len,\n                                                         double* out_result);\n\n/*!\n * \\brief Initialize and return a ``FastConfigHandle`` for use with ``LGBM_BoosterPredictForCSRSingleRowFast``.\n *\n * Release the ``FastConfig`` by passing its handle to ``LGBM_FastConfigFree`` when no longer needed.\n *\n * \\param handle Booster handle\n * \\param predict_type What should be predicted\n *   - ``C_API_PREDICT_NORMAL``: normal prediction, with transform (if needed);\n *   - ``C_API_PREDICT_RAW_SCORE``: raw score;\n *   - ``C_API_PREDICT_LEAF_INDEX``: leaf index;\n *   - ``C_API_PREDICT_CONTRIB``: feature contributions (SHAP values)\n * \\param start_iteration Start index of the iteration to predict\n * \\param num_iteration Number of iterations for prediction, <= 0 means no limit\n * \\param data_type Type of ``data`` pointer, can be ``C_API_DTYPE_FLOAT32`` or ``C_API_DTYPE_FLOAT64``\n * \\param num_col Number of columns\n * \\param parameter Other parameters for prediction, e.g. early stopping for prediction\n * \\param[out] out_fastConfig FastConfig object with which you can call ``LGBM_BoosterPredictForCSRSingleRowFast``\n * \\return 0 when it succeeds, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterPredictForCSRSingleRowFastInit(BoosterHandle handle,\n                                                                 const int predict_type,\n                                                                 const int start_iteration,\n                                                                 const int num_iteration,\n                                                                 const int data_type,\n                                                                 const int64_t num_col,\n                                                                 const char* parameter,\n                                                                 FastConfigHandle *out_fastConfig);\n\n/*!\n * \\brief Faster variant of ``LGBM_BoosterPredictForCSRSingleRow``.\n *\n * Score single rows after setup with ``LGBM_BoosterPredictForCSRSingleRowFastInit``.\n *\n * By removing the setup steps from this call extra optimizations can be made like\n * initializing the config only once, instead of once per call.\n *\n * \\note\n *   Setting up the number of threads is only done once at ``LGBM_BoosterPredictForCSRSingleRowFastInit``\n *   instead of at each prediction.\n *   If you use a different number of threads in other calls, you need to start the setup process over,\n *   or that number of threads will be used for these calls as well.\n *\n * \\note\n * You should pre-allocate memory for ``out_result``:\n *   - for normal and raw score, its length is equal to ``num_class * num_data``;\n *   - for leaf index, its length is equal to ``num_class * num_data * num_iteration``;\n *   - for feature contributions, its length is equal to ``num_class * num_data * (num_feature + 1)``.\n *\n * \\param fastConfig_handle FastConfig object handle returned by ``LGBM_BoosterPredictForCSRSingleRowFastInit``\n * \\param indptr Pointer to row headers\n * \\param indptr_type Type of ``indptr``, can be ``C_API_DTYPE_INT32`` or ``C_API_DTYPE_INT64``\n * \\param indices Pointer to column indices\n * \\param data Pointer to the data space\n * \\param nindptr Number of rows in the matrix + 1\n * \\param nelem Number of nonzero elements in the matrix\n * \\param[out] out_len Length of output result\n * \\param[out] out_result Pointer to array with predictions\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterPredictForCSRSingleRowFast(FastConfigHandle fastConfig_handle,\n                                                             const void* indptr,\n                                                             const int indptr_type,\n                                                             const int32_t* indices,\n                                                             const void* data,\n                                                             const int64_t nindptr,\n                                                             const int64_t nelem,\n                                                             int64_t* out_len,\n                                                             double* out_result);\n\n/*!\n * \\brief Make prediction for a new dataset in CSC format.\n * \\note\n * You should pre-allocate memory for ``out_result``:\n *   - for normal and raw score, its length is equal to ``num_class * num_data``;\n *   - for leaf index, its length is equal to ``num_class * num_data * num_iteration``;\n *   - for feature contributions, its length is equal to ``num_class * num_data * (num_feature + 1)``.\n * \\param handle Handle of booster\n * \\param col_ptr Pointer to column headers\n * \\param col_ptr_type Type of ``col_ptr``, can be ``C_API_DTYPE_INT32`` or ``C_API_DTYPE_INT64``\n * \\param indices Pointer to row indices\n * \\param data Pointer to the data space\n * \\param data_type Type of ``data`` pointer, can be ``C_API_DTYPE_FLOAT32`` or ``C_API_DTYPE_FLOAT64``\n * \\param ncol_ptr Number of columns in the matrix + 1\n * \\param nelem Number of nonzero elements in the matrix\n * \\param num_row Number of rows\n * \\param predict_type What should be predicted\n *   - ``C_API_PREDICT_NORMAL``: normal prediction, with transform (if needed);\n *   - ``C_API_PREDICT_RAW_SCORE``: raw score;\n *   - ``C_API_PREDICT_LEAF_INDEX``: leaf index;\n *   - ``C_API_PREDICT_CONTRIB``: feature contributions (SHAP values)\n * \\param start_iteration Start index of the iteration to predict\n * \\param num_iteration Number of iteration for prediction, <= 0 means no limit\n * \\param parameter Other parameters for prediction, e.g. early stopping for prediction\n * \\param[out] out_len Length of output result\n * \\param[out] out_result Pointer to array with predictions\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterPredictForCSC(BoosterHandle handle,\n                                                const void* col_ptr,\n                                                int col_ptr_type,\n                                                const int32_t* indices,\n                                                const void* data,\n                                                int data_type,\n                                                int64_t ncol_ptr,\n                                                int64_t nelem,\n                                                int64_t num_row,\n                                                int predict_type,\n                                                int start_iteration,\n                                                int num_iteration,\n                                                const char* parameter,\n                                                int64_t* out_len,\n                                                double* out_result);\n\n/*!\n * \\brief Make prediction for a new dataset.\n * \\note\n * You should pre-allocate memory for ``out_result``:\n *   - for normal and raw score, its length is equal to ``num_class * num_data``;\n *   - for leaf index, its length is equal to ``num_class * num_data * num_iteration``;\n *   - for feature contributions, its length is equal to ``num_class * num_data * (num_feature + 1)``.\n * \\param handle Handle of booster\n * \\param data Pointer to the data space\n * \\param data_type Type of ``data`` pointer, can be ``C_API_DTYPE_FLOAT32`` or ``C_API_DTYPE_FLOAT64``\n * \\param nrow Number of rows\n * \\param ncol Number of columns\n * \\param is_row_major 1 for row-major, 0 for column-major\n * \\param predict_type What should be predicted\n *   - ``C_API_PREDICT_NORMAL``: normal prediction, with transform (if needed);\n *   - ``C_API_PREDICT_RAW_SCORE``: raw score;\n *   - ``C_API_PREDICT_LEAF_INDEX``: leaf index;\n *   - ``C_API_PREDICT_CONTRIB``: feature contributions (SHAP values)\n * \\param start_iteration Start index of the iteration to predict\n * \\param num_iteration Number of iteration for prediction, <= 0 means no limit\n * \\param parameter Other parameters for prediction, e.g. early stopping for prediction\n * \\param[out] out_len Length of output result\n * \\param[out] out_result Pointer to array with predictions\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterPredictForMat(BoosterHandle handle,\n                                                const void* data,\n                                                int data_type,\n                                                int32_t nrow,\n                                                int32_t ncol,\n                                                int is_row_major,\n                                                int predict_type,\n                                                int start_iteration,\n                                                int num_iteration,\n                                                const char* parameter,\n                                                int64_t* out_len,\n                                                double* out_result);\n\n/*!\n * \\brief Make prediction for a new dataset. This method re-uses the internal predictor structure\n *        from previous calls and is optimized for single row invocation.\n * \\note\n * You should pre-allocate memory for ``out_result``:\n *   - for normal and raw score, its length is equal to ``num_class * num_data``;\n *   - for leaf index, its length is equal to ``num_class * num_data * num_iteration``;\n *   - for feature contributions, its length is equal to ``num_class * num_data * (num_feature + 1)``.\n * \\param handle Handle of booster\n * \\param data Pointer to the data space\n * \\param data_type Type of ``data`` pointer, can be ``C_API_DTYPE_FLOAT32`` or ``C_API_DTYPE_FLOAT64``\n * \\param ncol Number columns\n * \\param is_row_major 1 for row-major, 0 for column-major\n * \\param predict_type What should be predicted\n *   - ``C_API_PREDICT_NORMAL``: normal prediction, with transform (if needed);\n *   - ``C_API_PREDICT_RAW_SCORE``: raw score;\n *   - ``C_API_PREDICT_LEAF_INDEX``: leaf index;\n *   - ``C_API_PREDICT_CONTRIB``: feature contributions (SHAP values)\n * \\param start_iteration Start index of the iteration to predict\n * \\param num_iteration Number of iteration for prediction, <= 0 means no limit\n * \\param parameter Other parameters for prediction, e.g. early stopping for prediction\n * \\param[out] out_len Length of output result\n * \\param[out] out_result Pointer to array with predictions\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterPredictForMatSingleRow(BoosterHandle handle,\n                                                         const void* data,\n                                                         int data_type,\n                                                         int ncol,\n                                                         int is_row_major,\n                                                         int predict_type,\n                                                         int start_iteration,\n                                                         int num_iteration,\n                                                         const char* parameter,\n                                                         int64_t* out_len,\n                                                         double* out_result);\n\n/*!\n * \\brief Initialize and return a ``FastConfigHandle`` for use with ``LGBM_BoosterPredictForMatSingleRowFast``.\n *\n * Release the ``FastConfig`` by passing its handle to ``LGBM_FastConfigFree`` when no longer needed.\n *\n * \\param handle Booster handle\n * \\param predict_type What should be predicted\n *   - ``C_API_PREDICT_NORMAL``: normal prediction, with transform (if needed);\n *   - ``C_API_PREDICT_RAW_SCORE``: raw score;\n *   - ``C_API_PREDICT_LEAF_INDEX``: leaf index;\n *   - ``C_API_PREDICT_CONTRIB``: feature contributions (SHAP values)\n * \\param start_iteration Start index of the iteration to predict\n * \\param num_iteration Number of iterations for prediction, <= 0 means no limit\n * \\param data_type Type of ``data`` pointer, can be ``C_API_DTYPE_FLOAT32`` or ``C_API_DTYPE_FLOAT64``\n * \\param ncol Number of columns\n * \\param parameter Other parameters for prediction, e.g. early stopping for prediction\n * \\param[out] out_fastConfig FastConfig object with which you can call ``LGBM_BoosterPredictForMatSingleRowFast``\n * \\return 0 when it succeeds, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterPredictForMatSingleRowFastInit(BoosterHandle handle,\n                                                                 const int predict_type,\n                                                                 const int start_iteration,\n                                                                 const int num_iteration,\n                                                                 const int data_type,\n                                                                 const int32_t ncol,\n                                                                 const char* parameter,\n                                                                 FastConfigHandle *out_fastConfig);\n\n/*!\n * \\brief Faster variant of ``LGBM_BoosterPredictForMatSingleRow``.\n *\n * Score a single row after setup with ``LGBM_BoosterPredictForMatSingleRowFastInit``.\n *\n * By removing the setup steps from this call extra optimizations can be made like\n * initializing the config only once, instead of once per call.\n *\n * \\note\n *   Setting up the number of threads is only done once at ``LGBM_BoosterPredictForMatSingleRowFastInit``\n *   instead of at each prediction.\n *   If you use a different number of threads in other calls, you need to start the setup process over,\n *   or that number of threads will be used for these calls as well.\n *\n * \\param fastConfig_handle FastConfig object handle returned by ``LGBM_BoosterPredictForMatSingleRowFastInit``\n * \\param data Single-row array data (no other way than row-major form).\n * \\param[out] out_len Length of output result\n * \\param[out] out_result Pointer to array with predictions\n * \\return 0 when it succeeds, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterPredictForMatSingleRowFast(FastConfigHandle fastConfig_handle,\n                                                             const void* data,\n                                                             int64_t* out_len,\n                                                             double* out_result);\n\n/*!\n * \\brief Make prediction for a new dataset presented in a form of array of pointers to rows.\n * \\note\n * You should pre-allocate memory for ``out_result``:\n *   - for normal and raw score, its length is equal to ``num_class * num_data``;\n *   - for leaf index, its length is equal to ``num_class * num_data * num_iteration``;\n *   - for feature contributions, its length is equal to ``num_class * num_data * (num_feature + 1)``.\n * \\param handle Handle of booster\n * \\param data Pointer to the data space\n * \\param data_type Type of ``data`` pointer, can be ``C_API_DTYPE_FLOAT32`` or ``C_API_DTYPE_FLOAT64``\n * \\param nrow Number of rows\n * \\param ncol Number columns\n * \\param predict_type What should be predicted\n *   - ``C_API_PREDICT_NORMAL``: normal prediction, with transform (if needed);\n *   - ``C_API_PREDICT_RAW_SCORE``: raw score;\n *   - ``C_API_PREDICT_LEAF_INDEX``: leaf index;\n *   - ``C_API_PREDICT_CONTRIB``: feature contributions (SHAP values)\n * \\param start_iteration Start index of the iteration to predict\n * \\param num_iteration Number of iteration for prediction, <= 0 means no limit\n * \\param parameter Other parameters for prediction, e.g. early stopping for prediction\n * \\param[out] out_len Length of output result\n * \\param[out] out_result Pointer to array with predictions\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterPredictForMats(BoosterHandle handle,\n                                                 const void** data,\n                                                 int data_type,\n                                                 int32_t nrow,\n                                                 int32_t ncol,\n                                                 int predict_type,\n                                                 int start_iteration,\n                                                 int num_iteration,\n                                                 const char* parameter,\n                                                 int64_t* out_len,\n                                                 double* out_result);\n\n/*!\n * \\brief Make prediction for a new dataset.\n * \\note\n * You should pre-allocate memory for ``out_result``:\n *   - for normal and raw score, its length is equal to ``num_class * num_data``;\n *   - for leaf index, its length is equal to ``num_class * num_data * num_iteration``;\n *   - for feature contributions, its length is equal to ``num_class * num_data * (num_feature + 1)``.\n * \\param handle Handle of booster\n * \\param n_chunks The number of Arrow arrays passed to this function\n * \\param chunks Pointer to the list of Arrow arrays\n * \\param schema Pointer to the schema of all Arrow arrays\n * \\param predict_type What should be predicted\n *   - ``C_API_PREDICT_NORMAL``: normal prediction, with transform (if needed);\n *   - ``C_API_PREDICT_RAW_SCORE``: raw score;\n *   - ``C_API_PREDICT_LEAF_INDEX``: leaf index;\n *   - ``C_API_PREDICT_CONTRIB``: feature contributions (SHAP values)\n * \\param start_iteration Start index of the iteration to predict\n * \\param num_iteration Number of iteration for prediction, <= 0 means no limit\n * \\param parameter Other parameters for prediction, e.g. early stopping for prediction\n * \\param[out] out_len Length of output result\n * \\param[out] out_result Pointer to array with predictions\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterPredictForArrow(BoosterHandle handle,\n                                                  int64_t n_chunks,\n                                                  const struct ArrowArray* chunks,\n                                                  const struct ArrowSchema* schema,\n                                                  int predict_type,\n                                                  int start_iteration,\n                                                  int num_iteration,\n                                                  const char* parameter,\n                                                  int64_t* out_len,\n                                                  double* out_result);\n\n/*!\n * \\brief Save model into file.\n * \\param handle Handle of booster\n * \\param start_iteration Start index of the iteration that should be saved\n * \\param num_iteration Index of the iteration that should be saved, <= 0 means save all\n * \\param feature_importance_type Type of feature importance, can be ``C_API_FEATURE_IMPORTANCE_SPLIT`` or ``C_API_FEATURE_IMPORTANCE_GAIN``\n * \\param filename The name of the file\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterSaveModel(BoosterHandle handle,\n                                            int start_iteration,\n                                            int num_iteration,\n                                            int feature_importance_type,\n                                            const char* filename);\n\n/*!\n * \\brief Save model to string.\n * \\param handle Handle of booster\n * \\param start_iteration Start index of the iteration that should be saved\n * \\param num_iteration Index of the iteration that should be saved, <= 0 means save all\n * \\param feature_importance_type Type of feature importance, can be ``C_API_FEATURE_IMPORTANCE_SPLIT`` or ``C_API_FEATURE_IMPORTANCE_GAIN``\n * \\param buffer_len String buffer length, if ``buffer_len < out_len``, you should re-allocate buffer\n * \\param[out] out_len Actual output length\n * \\param[out] out_str String of model, should pre-allocate memory\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterSaveModelToString(BoosterHandle handle,\n                                                    int start_iteration,\n                                                    int num_iteration,\n                                                    int feature_importance_type,\n                                                    int64_t buffer_len,\n                                                    int64_t* out_len,\n                                                    char* out_str);\n\n/*!\n * \\brief Dump model to JSON.\n * \\param handle Handle of booster\n * \\param start_iteration Start index of the iteration that should be dumped\n * \\param num_iteration Index of the iteration that should be dumped, <= 0 means dump all\n * \\param feature_importance_type Type of feature importance, can be ``C_API_FEATURE_IMPORTANCE_SPLIT`` or ``C_API_FEATURE_IMPORTANCE_GAIN``\n * \\param buffer_len String buffer length, if ``buffer_len < out_len``, you should re-allocate buffer\n * \\param[out] out_len Actual output length\n * \\param[out] out_str JSON format string of model, should pre-allocate memory\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterDumpModel(BoosterHandle handle,\n                                            int start_iteration,\n                                            int num_iteration,\n                                            int feature_importance_type,\n                                            int64_t buffer_len,\n                                            int64_t* out_len,\n                                            char* out_str);\n\n/*!\n * \\brief Get leaf value.\n * \\param handle Handle of booster\n * \\param tree_idx Index of tree\n * \\param leaf_idx Index of leaf\n * \\param[out] out_val Output result from the specified leaf\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterGetLeafValue(BoosterHandle handle,\n                                               int tree_idx,\n                                               int leaf_idx,\n                                               double* out_val);\n\n/*!\n * \\brief Set leaf value.\n * \\param handle Handle of booster\n * \\param tree_idx Index of tree\n * \\param leaf_idx Index of leaf\n * \\param val Leaf value\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterSetLeafValue(BoosterHandle handle,\n                                               int tree_idx,\n                                               int leaf_idx,\n                                               double val);\n\n/*!\n * \\brief Get model feature importance.\n * \\param handle Handle of booster\n * \\param num_iteration Number of iterations for which feature importance is calculated, <= 0 means use all\n * \\param importance_type Method of importance calculation:\n *   - ``C_API_FEATURE_IMPORTANCE_SPLIT``: result contains numbers of times the feature is used in a model;\n *   - ``C_API_FEATURE_IMPORTANCE_GAIN``: result contains total gains of splits which use the feature\n * \\param[out] out_results Result array with feature importance\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterFeatureImportance(BoosterHandle handle,\n                                                    int num_iteration,\n                                                    int importance_type,\n                                                    double* out_results);\n\n/*!\n * \\brief Get model upper bound value.\n * \\param handle Handle of booster\n * \\param[out] out_results Result pointing to max value\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterGetUpperBoundValue(BoosterHandle handle,\n                                                     double* out_results);\n\n/*!\n * \\brief Get model lower bound value.\n * \\param handle Handle of booster\n * \\param[out] out_results Result pointing to min value\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_BoosterGetLowerBoundValue(BoosterHandle handle,\n                                                     double* out_results);\n\n/*!\n * \\brief Initialize the network.\n * \\param machines List of machines in format 'ip1:port1,ip2:port2'\n * \\param local_listen_port TCP listen port for local machines\n * \\param listen_time_out Socket time-out in minutes\n * \\param num_machines Total number of machines\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_NetworkInit(const char* machines,\n                                       int local_listen_port,\n                                       int listen_time_out,\n                                       int num_machines);\n\n/*!\n * \\brief Finalize the network.\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_NetworkFree();\n\n/*!\n * \\brief Initialize the network with external collective functions.\n * \\param num_machines Total number of machines\n * \\param rank Rank of local machine\n * \\param reduce_scatter_ext_fun The external reduce-scatter function\n * \\param allgather_ext_fun The external allgather function\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_NetworkInitWithFunctions(int num_machines,\n                                                    int rank,\n                                                    void* reduce_scatter_ext_fun,\n                                                    void* allgather_ext_fun);\n\n/*!\n * \\brief Set maximum number of threads used by LightGBM routines in this process.\n * \\param num_threads maximum number of threads used by LightGBM. -1 means defaulting to omp_get_num_threads().\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_SetMaxThreads(int num_threads);\n\n/*!\n * \\brief Get current maximum number of threads used by LightGBM routines in this process.\n * \\param[out] out current maximum number of threads used by LightGBM. -1 means defaulting to omp_get_num_threads().\n * \\return 0 when succeed, -1 when failure happens\n */\nLIGHTGBM_C_EXPORT int LGBM_GetMaxThreads(int* out);\n\n#if !defined(__cplusplus) && (!defined(__STDC__) || (__STDC_VERSION__ < 199901L))\n/*! \\brief Inline specifier no-op in C using standards before C99. */\n#define INLINE_FUNCTION\n#else\n/*! \\brief Inline specifier. */\n#define INLINE_FUNCTION inline\n#endif\n\n#if !defined(__cplusplus) && (!defined(__STDC__) || (__STDC_VERSION__ < 201112L))\n/*! \\brief Thread local specifier no-op in C using standards before C11. */\n#define THREAD_LOCAL\n#elif !defined(__cplusplus)\n/*! \\brief Thread local specifier. */\n#define THREAD_LOCAL _Thread_local\n#elif defined(_MSC_VER)\n/*! \\brief Thread local specifier. */\n#define THREAD_LOCAL __declspec(thread)\n#else\n/*! \\brief Thread local specifier. */\n#define THREAD_LOCAL thread_local\n#endif\n\n/*!\n * \\brief Handle of error message.\n * \\return Error message\n */\nstatic char* LastErrorMsg() { static THREAD_LOCAL char err_msg[512] = \"Everything is fine\"; return err_msg; }\n\n#ifdef _MSC_VER\n  #pragma warning(disable : 4996)\n#endif\n/*!\n * \\brief Set string message of the last error.\n * \\note\n * This will call unsafe ``sprintf`` when compiled using C standards before C99.\n * \\param msg Error message\n */\nINLINE_FUNCTION void LGBM_SetLastError(const char* msg) {\n#if !defined(__cplusplus) && (!defined(__STDC__) || (__STDC_VERSION__ < 199901L))\n  sprintf(LastErrorMsg(), \"%s\", msg);  /* NOLINT(runtime/printf) */\n#else\n  const int err_buf_len = 512;\n  snprintf(LastErrorMsg(), err_buf_len, \"%s\", msg);\n#endif\n}\n\n#endif  /* LIGHTGBM_INCLUDE_LIGHTGBM_C_API_H_ */\n"
  },
  {
    "path": "include/LightGBM/config.h",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n *\n * \\note\n * - desc and descl2 fields must be written in reStructuredText format;\n * - nested sections can be placed only at the bottom of parent's section;\n * - [no-automatically-extract]\n *       - do not automatically extract this parameter into a Config property with the same name in Config::GetMembersFromString(). Use if:\n *           - specialized extraction logic for this param exists in Config::GetMembersFromString()\n * - [no-save]\n *       - this param should not be saved into a model text representation via Config::SaveMembersToString(). Use if:\n *           - param is only used by the CLI (especially the \"predict\" and \"convert_model\" tasks)\n *           - param is related to LightGBM writing files (e.g. \"output_model\", \"save_binary\")\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_CONFIG_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_CONFIG_H_\n\n#include <LightGBM/export.h>\n#include <LightGBM/meta.h>\n#include <LightGBM/utils/common.h>\n#include <LightGBM/utils/log.h>\n\n#include <string>\n#include <algorithm>\n#include <cctype>\n#include <memory>\n#include <unordered_map>\n#include <unordered_set>\n#include <vector>\n\nnamespace LightGBM {\n\n/*! \\brief Types of tasks */\nenum TaskType {\n  kTrain, kPredict, kConvertModel, KRefitTree, kSaveBinary\n};\nconst int kDefaultNumLeaves = 31;\n\nstruct Config {\n public:\n  Config() {}\n  explicit Config(std::unordered_map<std::string, std::string> parameters_map) {\n    Set(parameters_map);\n  }\n  std::string ToString() const;\n  /*!\n  * \\brief Get string value by specific name of key\n  * \\param params Store the key and value for params\n  * \\param name Name of key\n  * \\param out Value will assign to out if key exists\n  * \\return True if key exists\n  */\n  inline static bool GetString(\n    const std::unordered_map<std::string, std::string>& params,\n    const std::string& name, std::string* out);\n\n  /*!\n  * \\brief Get int value by specific name of key\n  * \\param params Store the key and value for params\n  * \\param name Name of key\n  * \\param out Value will assign to out if key exists\n  * \\return True if key exists\n  */\n  inline static bool GetInt(\n    const std::unordered_map<std::string, std::string>& params,\n    const std::string& name, int* out);\n\n  /*!\n  * \\brief Get double value by specific name of key\n  * \\param params Store the key and value for params\n  * \\param name Name of key\n  * \\param out Value will assign to out if key exists\n  * \\return True if key exists\n  */\n  inline static bool GetDouble(\n    const std::unordered_map<std::string, std::string>& params,\n    const std::string& name, double* out);\n\n  /*!\n  * \\brief Get bool value by specific name of key\n  * \\param params Store the key and value for params\n  * \\param name Name of key\n  * \\param out Value will assign to out if key exists\n  * \\return True if key exists\n  */\n  inline static bool GetBool(\n    const std::unordered_map<std::string, std::string>& params,\n    const std::string& name, bool* out);\n\n  /*!\n  * \\brief Sort aliases by length and then alphabetically\n  * \\param x Alias 1\n  * \\param y Alias 2\n  * \\return true if x has higher priority than y\n  */\n  inline static bool SortAlias(const std::string& x, const std::string& y);\n\n  static void KeepFirstValues(const std::unordered_map<std::string, std::vector<std::string>>& params, std::unordered_map<std::string, std::string>* out);\n  static void KV2Map(std::unordered_map<std::string, std::vector<std::string>>* params, const char* kv);\n  static void SetVerbosity(const std::unordered_map<std::string, std::vector<std::string>>& params);\n  static std::unordered_map<std::string, std::string> Str2Map(const char* parameters);\n\n  #ifndef __NVCC__\n  #pragma region Parameters\n\n  #pragma region Core Parameters\n  #endif  // __NVCC__\n\n  // [no-automatically-extract]\n  // [no-save]\n  // alias = config_file\n  // desc = path of config file\n  // desc = **Note**: can be used only in CLI version\n  std::string config = \"\";\n\n  // [no-automatically-extract]\n  // [no-save]\n  // type = enum\n  // default = train\n  // options = train, predict, convert_model, refit\n  // alias = task_type\n  // desc = ``train``, for training, aliases: ``training``\n  // desc = ``predict``, for prediction, aliases: ``prediction``, ``test``\n  // desc = ``convert_model``, for converting model file into if-else format, see more information in `Convert Parameters <#convert-parameters>`__\n  // desc = ``refit``, for refitting existing models with new data, aliases: ``refit_tree``\n  // desc = ``save_binary``, load train (and validation) data then save dataset to binary file. Typical usage: ``save_binary`` first, then run multiple ``train`` tasks in parallel using the saved binary file\n  // desc = **Note**: can be used only in CLI version; for language-specific packages you can use the correspondent functions\n  TaskType task = TaskType::kTrain;\n\n  // [no-automatically-extract]\n  // [no-save]\n  // type = enum\n  // options = regression, regression_l1, huber, fair, poisson, quantile, mape, gamma, tweedie, binary, multiclass, multiclassova, cross_entropy, cross_entropy_lambda, lambdarank, rank_xendcg\n  // alias = objective_type, app, application, loss\n  // desc = regression application\n  // descl2 = ``regression``, L2 loss, aliases: ``regression_l2``, ``l2``, ``mean_squared_error``, ``mse``, ``l2_root``, ``root_mean_squared_error``, ``rmse``\n  // descl2 = ``regression_l1``, L1 loss, aliases: ``l1``, ``mean_absolute_error``, ``mae``\n  // descl2 = ``huber``, `Huber loss <https://en.wikipedia.org/wiki/Huber_loss>`__\n  // descl2 = ``fair``, `Fair loss <https://www.kaggle.com/c/allstate-claims-severity/discussion/24520>`__\n  // descl2 = ``poisson``, `Poisson regression <https://en.wikipedia.org/wiki/Poisson_regression>`__\n  // descl2 = ``quantile``, `Quantile regression <https://en.wikipedia.org/wiki/Quantile_regression>`__\n  // descl2 = ``mape``, `MAPE loss <https://en.wikipedia.org/wiki/Mean_absolute_percentage_error>`__, aliases: ``mean_absolute_percentage_error``\n  // descl2 = ``gamma``, Gamma regression with log-link. It might be useful, e.g., for modeling insurance claims severity, or for any target that might be `gamma-distributed <https://en.wikipedia.org/wiki/Gamma_distribution#Occurrence_and_applications>`__\n  // descl2 = ``tweedie``, Tweedie regression with log-link. It might be useful, e.g., for modeling total loss in insurance, or for any target that might be `tweedie-distributed <https://en.wikipedia.org/wiki/Tweedie_distribution#Occurrence_and_applications>`__\n  // desc = binary classification application\n  // descl2 = ``binary``, binary `log loss <https://en.wikipedia.org/wiki/Cross_entropy>`__ classification (or logistic regression)\n  // descl2 = requires labels in {0, 1}; see ``cross-entropy`` application for general probability labels in [0, 1]\n  // desc = multi-class classification application\n  // descl2 = ``multiclass``, `softmax <https://en.wikipedia.org/wiki/Softmax_function>`__ objective function, aliases: ``softmax``\n  // descl2 = ``multiclassova``, `One-vs-All <https://en.wikipedia.org/wiki/Multiclass_classification#One-vs.-rest>`__ binary objective function, aliases: ``multiclass_ova``, ``ova``, ``ovr``\n  // descl2 = ``num_class`` should be set as well\n  // desc = cross-entropy application\n  // descl2 = ``cross_entropy``, objective function for cross-entropy (with optional linear weights), aliases: ``xentropy``\n  // descl2 = ``cross_entropy_lambda``, alternative parameterization of cross-entropy, aliases: ``xentlambda``\n  // descl2 = label is anything in interval [0, 1]\n  // desc = ranking application\n  // descl2 = ``lambdarank``, `lambdarank <https://proceedings.neurips.cc/paper/2006/hash/af44c4c56f385c43f2529f9b1b018f6a-Abstract.html>`__ objective. `label_gain <#label_gain>`__ can be used to set the gain (weight) of ``int`` label and all values in ``label`` must be smaller than number of elements in ``label_gain``\n  // descl2 = ``rank_xendcg``, `XE_NDCG_MART <https://arxiv.org/abs/1911.09798>`__ ranking objective function, aliases: ``xendcg``, ``xe_ndcg``, ``xe_ndcg_mart``, ``xendcg_mart``\n  // descl2 = ``rank_xendcg`` is faster than and achieves the similar performance as ``lambdarank``\n  // descl2 = label should be ``int`` type, and larger number represents the higher relevance (e.g. 0:bad, 1:fair, 2:good, 3:perfect)\n  // desc = custom objective function (gradients and hessians not computed directly by LightGBM)\n  // descl2 = ``custom``\n  // descl2 = must be passed through parameters explicitly in the C API\n  // descl2 = **Note**: cannot be used in CLI version\n  std::string objective = \"regression\";\n\n  // [no-automatically-extract]\n  // [no-save]\n  // type = enum\n  // alias = boosting_type, boost\n  // options = gbdt, rf, dart\n  // desc = ``gbdt``, traditional Gradient Boosting Decision Tree, aliases: ``gbrt``\n  // desc = ``rf``, Random Forest, aliases: ``random_forest``\n  // desc = ``dart``, `Dropouts meet Multiple Additive Regression Trees <https://arxiv.org/abs/1505.01866>`__\n  // descl2 = **Note**: internally, LightGBM uses ``gbdt`` mode for the first ``1 / learning_rate`` iterations\n  std::string boosting = \"gbdt\";\n\n  // [no-automatically-extract]\n  // type = enum\n  // options = bagging, goss\n  // desc = ``bagging``, Randomly Bagging Sampling\n  // descl2 = **Note**: ``bagging`` is only effective when ``bagging_freq > 0`` and ``bagging_fraction < 1.0``\n  // desc = ``goss``, Gradient-based One-Side Sampling\n  // desc = *New in version 4.0.0*\n  std::string data_sample_strategy = \"bagging\";\n\n  // alias = train, train_data, train_data_file, data_filename\n  // desc = path of training data, LightGBM will train from this data\n  // desc = **Note**: can be used only in CLI version\n  std::string data = \"\";\n\n  // alias = test, valid_data, valid_data_file, test_data, test_data_file, valid_filenames\n  // default = \"\"\n  // desc = path(s) of validation/test data, LightGBM will output metrics for these data\n  // desc = support multiple validation data, separated by ``,``\n  // desc = **Note**: can be used only in CLI version\n  std::vector<std::string> valid;\n\n  // alias = num_iteration, n_iter, num_tree, num_trees, num_round, num_rounds, nrounds, num_boost_round, n_estimators, max_iter\n  // check = >=0\n  // desc = number of boosting iterations\n  // desc = **Note**: internally, LightGBM constructs ``num_class * num_iterations`` trees for multi-class classification problems\n  int num_iterations = 100;\n\n  // alias = shrinkage_rate, eta\n  // check = >0.0\n  // desc = shrinkage rate\n  // desc = in ``dart``, it also affects on normalization weights of dropped trees\n  double learning_rate = 0.1;\n\n  // default = 31\n  // alias = num_leaf, max_leaves, max_leaf, max_leaf_nodes\n  // check = >1\n  // check = <=131072\n  // desc = max number of leaves in one tree\n  int num_leaves = kDefaultNumLeaves;\n\n  // [no-automatically-extract]\n  // [no-save]\n  // type = enum\n  // options = serial, feature, data, voting\n  // alias = tree, tree_type, tree_learner_type\n  // desc = ``serial``, single machine tree learner\n  // desc = ``feature``, feature parallel tree learner, aliases: ``feature_parallel``\n  // desc = ``data``, data parallel tree learner, aliases: ``data_parallel``\n  // desc = ``voting``, voting parallel tree learner, aliases: ``voting_parallel``\n  // desc = refer to `Distributed Learning Guide <./Parallel-Learning-Guide.rst>`__ to get more details\n  std::string tree_learner = \"serial\";\n\n  // alias = num_thread, nthread, nthreads, n_jobs\n  // desc = used only in ``train``, ``prediction`` and ``refit`` tasks or in correspondent functions of language-specific packages\n  // desc = number of threads for LightGBM\n  // desc = ``0`` means default number of threads in OpenMP\n  // desc = for the best speed, set this to the number of **real CPU cores**, not the number of threads (most CPUs use `hyper-threading <https://en.wikipedia.org/wiki/Hyper-threading>`__ to generate 2 threads per CPU core)\n  // desc = do not set it too large if your dataset is small (for instance, do not use 64 threads for a dataset with 10,000 rows)\n  // desc = be aware a task manager or any similar CPU monitoring tool might report that cores not being fully utilized. **This is normal**\n  // desc = for distributed learning, do not use all CPU cores because this will cause poor performance for the network communication\n  // desc = **Note**: please **don't** change this during training, especially when running multiple jobs simultaneously by external packages, otherwise it may cause undesirable errors\n  int num_threads = 0;\n\n  // [no-automatically-extract]\n  // [no-save]\n  // type = enum\n  // options = cpu, gpu, cuda\n  // alias = device\n  // desc = device for the tree learning\n  // desc = ``cpu`` supports all LightGBM functionality and is portable across the widest range of operating systems and hardware\n  // desc = ``cuda`` offers faster training than ``gpu`` or ``cpu``, but only works on GPUs supporting CUDA or ROCm\n  // desc = ``gpu`` can be faster than ``cpu`` and works on a wider range of GPUs than CUDA\n  // desc = **Note**: it is recommended to use the smaller ``max_bin`` (e.g. 63) to get the better speed up\n  // desc = **Note**: for the faster speed, GPU uses 32-bit float point to sum up by default, so this may affect the accuracy for some tasks. You can set ``gpu_use_dp=true`` to enable 64-bit float point, but it will slow down the training\n  // desc = **Note**: refer to `Installation Guide <./Installation-Guide.rst>`__ to build LightGBM with GPU, CUDA, or ROCm support\n  std::string device_type = \"cpu\";\n\n  // [no-automatically-extract]\n  // alias = random_seed, random_state\n  // default = None\n  // desc = this seed is used to generate other seeds, e.g. ``data_random_seed``, ``feature_fraction_seed``, etc.\n  // desc = by default, this seed is unused in favor of default values of other seeds\n  // desc = this seed has lower priority in comparison with other seeds, which means that it will be overridden, if you set other seeds explicitly\n  int seed = 0;\n\n  // desc = used only with ``cpu`` device type\n  // desc = setting this to ``true`` should ensure the stable results when using the same data and the same parameters (and different ``num_threads``)\n  // desc = when you use the different seeds, different LightGBM versions, the binaries compiled by different compilers, or in different systems, the results are expected to be different\n  // desc = you can `raise issues <https://github.com/lightgbm-org/LightGBM/issues>`__ in LightGBM GitHub repo when you meet the unstable results\n  // desc = **Note**: setting this to ``true`` may slow down the training\n  // desc = **Note**: to avoid potential instability due to numerical issues, please set ``force_col_wise=true`` or ``force_row_wise=true`` when setting ``deterministic=true``\n  bool deterministic = false;\n\n  #ifndef __NVCC__\n  #pragma endregion\n\n  #pragma region Learning Control Parameters\n  #endif  // __NVCC__\n\n  // desc = used only with ``cpu`` device type\n  // desc = set this to ``true`` to force col-wise histogram building\n  // desc = enabling this is recommended when:\n  // descl2 = the number of columns is large, or the total number of bins is large\n  // descl2 = ``num_threads`` is large, e.g. ``> 20``\n  // descl2 = you want to reduce memory cost\n  // desc = **Note**: when both ``force_col_wise`` and ``force_row_wise`` are ``false``, LightGBM will firstly try them both, and then use the faster one. To remove the overhead of testing set the faster one to ``true`` manually\n  // desc = **Note**: this parameter cannot be used at the same time with ``force_row_wise``, choose only one of them\n  bool force_col_wise = false;\n\n  // desc = used only with ``cpu`` device type\n  // desc = set this to ``true`` to force row-wise histogram building\n  // desc = enabling this is recommended when:\n  // descl2 = the number of data points is large, and the total number of bins is relatively small\n  // descl2 = ``num_threads`` is relatively small, e.g. ``<= 16``\n  // descl2 = you want to use small ``bagging_fraction`` or ``goss`` sample strategy to speed up\n  // desc = **Note**: setting this to ``true`` will double the memory cost for Dataset object. If you have not enough memory, you can try setting ``force_col_wise=true``\n  // desc = **Note**: when both ``force_col_wise`` and ``force_row_wise`` are ``false``, LightGBM will firstly try them both, and then use the faster one. To remove the overhead of testing set the faster one to ``true`` manually\n  // desc = **Note**: this parameter cannot be used at the same time with ``force_col_wise``, choose only one of them\n  bool force_row_wise = false;\n\n  // alias = hist_pool_size\n  // desc = max cache size in MB for historical histogram\n  // desc = ``< 0`` means no limit\n  double histogram_pool_size = -1.0;\n\n  // desc = limit the max depth for tree model. This is used to deal with over-fitting when ``#data`` is small. Tree still grows leaf-wise\n  // desc = ``<= 0`` means no limit\n  int max_depth = -1;\n\n  // alias = min_data_per_leaf, min_data, min_child_samples, min_samples_leaf\n  // check = >=0\n  // desc = minimal number of data in one leaf. Can be used to deal with over-fitting\n  // desc = **Note**: this is an approximation based on the Hessian, so occasionally you may observe splits which produce leaf nodes that have less than this many observations\n  int min_data_in_leaf = 20;\n\n  // alias = min_sum_hessian_per_leaf, min_sum_hessian, min_hessian, min_child_weight\n  // check = >=0.0\n  // desc = minimal sum hessian in one leaf. Like ``min_data_in_leaf``, it can be used to deal with over-fitting\n  double min_sum_hessian_in_leaf = 1e-3;\n\n  // alias = sub_row, subsample, bagging\n  // check = >0.0\n  // check = <=1.0\n  // desc = like ``feature_fraction``, but this will randomly select part of data without resampling\n  // desc = can be used to speed up training\n  // desc = can be used to deal with over-fitting\n  // desc = **Note**: to enable bagging, ``bagging_freq`` should be set to a non zero value as well\n  double bagging_fraction = 1.0;\n\n  // alias = pos_sub_row, pos_subsample, pos_bagging\n  // check = >0.0\n  // check = <=1.0\n  // desc = used only in ``binary`` application\n  // desc = used for imbalanced binary classification problem, will randomly sample ``#pos_samples * pos_bagging_fraction`` positive samples in bagging\n  // desc = should be used together with ``neg_bagging_fraction``\n  // desc = set this to ``1.0`` to disable\n  // desc = **Note**: to enable this, you need to set ``bagging_freq`` and ``neg_bagging_fraction`` as well\n  // desc = **Note**: if both ``pos_bagging_fraction`` and ``neg_bagging_fraction`` are set to ``1.0``,  balanced bagging is disabled\n  // desc = **Note**: if balanced bagging is enabled, ``bagging_fraction`` will be ignored\n  double pos_bagging_fraction = 1.0;\n\n  // alias = neg_sub_row, neg_subsample, neg_bagging\n  // check = >0.0\n  // check = <=1.0\n  // desc = used only in ``binary`` application\n  // desc = used for imbalanced binary classification problem, will randomly sample ``#neg_samples * neg_bagging_fraction`` negative samples in bagging\n  // desc = should be used together with ``pos_bagging_fraction``\n  // desc = set this to ``1.0`` to disable\n  // desc = **Note**: to enable this, you need to set ``bagging_freq`` and ``pos_bagging_fraction`` as well\n  // desc = **Note**: if both ``pos_bagging_fraction`` and ``neg_bagging_fraction`` are set to ``1.0``,  balanced bagging is disabled\n  // desc = **Note**: if balanced bagging is enabled, ``bagging_fraction`` will be ignored\n  double neg_bagging_fraction = 1.0;\n\n  // alias = subsample_freq\n  // desc = frequency for bagging\n  // desc = ``0`` means disable bagging; ``k`` means perform bagging at every ``k`` iteration. Every ``k``-th iteration, LightGBM will randomly select ``bagging_fraction * 100%`` of the data to use for the next ``k`` iterations\n  // desc = **Note**: bagging is only effective when ``0.0 < bagging_fraction < 1.0``\n  int bagging_freq = 0;\n\n  // alias = bagging_fraction_seed\n  // desc = random seed for bagging\n  int bagging_seed = 3;\n\n  // desc = whether to do bagging sample by query\n  // desc = *New in version 4.6.0*\n  bool bagging_by_query = false;\n\n  // alias = sub_feature, colsample_bytree\n  // check = >0.0\n  // check = <=1.0\n  // desc = LightGBM will randomly select a subset of features on each iteration (tree) if ``feature_fraction`` is smaller than ``1.0``. For example, if you set it to ``0.8``, LightGBM will select 80% of features before training each tree\n  // desc = can be used to speed up training\n  // desc = can be used to deal with over-fitting\n  double feature_fraction = 1.0;\n\n  // alias = sub_feature_bynode, colsample_bynode\n  // check = >0.0\n  // check = <=1.0\n  // desc = LightGBM will randomly select a subset of features on each tree node if ``feature_fraction_bynode`` is smaller than ``1.0``. For example, if you set it to ``0.8``, LightGBM will select 80% of features at each tree node\n  // desc = can be used to deal with over-fitting\n  // desc = **Note**: unlike ``feature_fraction``, this cannot speed up training\n  // desc = **Note**: if both ``feature_fraction`` and ``feature_fraction_bynode`` are smaller than ``1.0``, the final fraction of each node is ``feature_fraction * feature_fraction_bynode``\n  double feature_fraction_bynode = 1.0;\n\n  // desc = random seed for ``feature_fraction``\n  int feature_fraction_seed = 2;\n\n  // alias = extra_tree\n  // desc = use extremely randomized trees\n  // desc = if set to ``true``, when evaluating node splits LightGBM will check only one randomly-chosen threshold for each feature\n  // desc = can be used to speed up training\n  // desc = can be used to deal with over-fitting\n  bool extra_trees = false;\n\n  // desc = random seed for selecting thresholds when ``extra_trees`` is true\n  int extra_seed = 6;\n\n  // alias = early_stopping_rounds, early_stopping, n_iter_no_change\n  // desc = will stop training if one metric of one validation data doesn't improve in last ``early_stopping_round`` rounds\n  // desc = ``<= 0`` means disable\n  // desc = can be used to speed up training\n  int early_stopping_round = 0;\n\n  // check = >=0.0\n  // desc = when early stopping is used (i.e. ``early_stopping_round > 0``), require the early stopping metric to improve by at least this delta to be considered an improvement\n  // desc = *New in version 4.4.0*\n  double early_stopping_min_delta = 0.0;\n\n  // desc = LightGBM allows you to provide multiple evaluation metrics. Set this to ``true``, if you want to use only the first metric for early stopping\n  bool first_metric_only = false;\n\n  // alias = max_tree_output, max_leaf_output\n  // desc = used to limit the max output of tree leaves\n  // desc = ``<= 0`` means no constraint\n  // desc = the final max output of leaves is ``learning_rate * max_delta_step``\n  double max_delta_step = 0.0;\n\n  // alias = reg_alpha, l1_regularization\n  // check = >=0.0\n  // desc = L1 regularization\n  double lambda_l1 = 0.0;\n\n  // alias = reg_lambda, lambda, l2_regularization\n  // check = >=0.0\n  // desc = L2 regularization\n  double lambda_l2 = 0.0;\n\n  // check = >=0.0\n  // desc = linear tree regularization, corresponds to the parameter ``lambda`` in Eq. 3 of `Gradient Boosting with Piece-Wise Linear Regression Trees <https://arxiv.org/abs/1802.05640>`__\n  double linear_lambda = 0.0;\n\n  // alias = min_split_gain\n  // check = >=0.0\n  // desc = the minimal gain to perform split\n  // desc = can be used to speed up training\n  double min_gain_to_split = 0.0;\n\n  // alias = rate_drop\n  // check = >=0.0\n  // check = <=1.0\n  // desc = used only in ``dart``\n  // desc = dropout rate: a fraction of previous trees to drop during the dropout\n  double drop_rate = 0.1;\n\n  // desc = used only in ``dart``\n  // desc = max number of dropped trees during one boosting iteration\n  // desc = ``<=0`` means no limit\n  int max_drop = 50;\n\n  // check = >=0.0\n  // check = <=1.0\n  // desc = used only in ``dart``\n  // desc = probability of skipping the dropout procedure during a boosting iteration\n  double skip_drop = 0.5;\n\n  // desc = used only in ``dart``\n  // desc = set this to ``true``, if you want to use XGBoost DART mode\n  bool xgboost_dart_mode = false;\n\n  // desc = used only in ``dart``\n  // desc = set this to ``true``, if you want to use uniform drop\n  bool uniform_drop = false;\n\n  // desc = used only in ``dart``\n  // desc = random seed to choose dropping models\n  int drop_seed = 4;\n\n  // check = >=0.0\n  // check = <=1.0\n  // desc = used only in ``goss``\n  // desc = the retain ratio of large gradient data\n  double top_rate = 0.2;\n\n  // check = >=0.0\n  // check = <=1.0\n  // desc = used only in ``goss``\n  // desc = the retain ratio of small gradient data\n  double other_rate = 0.1;\n\n  // check = >0\n  // desc = used for the categorical features\n  // desc = minimal number of data per categorical group\n  int min_data_per_group = 100;\n\n  // check = >0\n  // desc = used for the categorical features\n  // desc = limit number of split points considered for categorical features. See `the documentation on how LightGBM finds optimal splits for categorical features <./Features.rst#optimal-split-for-categorical-features>`_ for more details\n  // desc = can be used to speed up training\n  int max_cat_threshold = 32;\n\n  // check = >=0.0\n  // desc = used for the categorical features\n  // desc = L2 regularization in categorical split\n  double cat_l2 = 10.0;\n\n  // check = >=0.0\n  // desc = used for the categorical features\n  // desc = this can reduce the effect of noises in categorical features, especially for categories with few data\n  double cat_smooth = 10.0;\n\n  // check = >0\n  // desc = used for the categorical features\n  // desc = when number of categories of one feature smaller than or equal to ``max_cat_to_onehot``, one-vs-other split algorithm will be used\n  int max_cat_to_onehot = 4;\n\n  // alias = topk\n  // check = >0\n  // desc = used only in ``voting`` tree learner, refer to `Voting parallel <./Parallel-Learning-Guide.rst#choose-appropriate-parallel-algorithm>`__\n  // desc = set this to larger value for more accurate result, but it will slow down the training speed\n  int top_k = 20;\n\n  // type = multi-int\n  // alias = mc, monotone_constraint, monotonic_cst\n  // default = None\n  // desc = used for constraints of monotonic features\n  // desc = ``1`` means increasing, ``-1`` means decreasing, ``0`` means non-constraint\n  // desc = you need to specify all features in order. For example, ``mc=-1,0,1`` means decreasing for the 1st feature, non-constraint for the 2nd feature and increasing for the 3rd feature\n  std::vector<int8_t> monotone_constraints;\n\n  // type = enum\n  // alias = monotone_constraining_method, mc_method\n  // options = basic, intermediate, advanced\n  // desc = used only if ``monotone_constraints`` is set\n  // desc = monotone constraints method\n  // descl2 = ``basic``, the most basic monotone constraints method. It does not slow down the training speed at all, but over-constrains the predictions\n  // descl2 = ``intermediate``, a `more advanced method <https://hal.science/hal-02862802/document>`__, which may slow down the training speed very slightly. However, this method is much less constraining than the basic method and should significantly improve the results\n  // descl2 = ``advanced``, an `even more advanced method <https://hal.science/hal-02862802/document>`__, which may slow down the training speed. However, this method is even less constraining than the intermediate method and should again significantly improve the results\n  std::string monotone_constraints_method = \"basic\";\n\n  // alias = monotone_splits_penalty, ms_penalty, mc_penalty\n  // check = >=0.0\n  // desc = used only if ``monotone_constraints`` is set\n  // desc = `monotone penalty <https://hal.science/hal-02862802/document>`__: a penalization parameter X forbids any monotone splits on the first X (rounded down) level(s) of the tree. The penalty applied to monotone splits on a given depth is a continuous, increasing function the penalization parameter\n  // desc = if ``0.0`` (the default), no penalization is applied\n  double monotone_penalty = 0.0;\n\n  // type = multi-double\n  // alias = feature_contrib, fc, fp, feature_penalty\n  // default = None\n  // desc = used to control feature's split gain, will use ``gain[i] = max(0, feature_contri[i]) * gain[i]`` to replace the split gain of i-th feature\n  // desc = you need to specify all features in order\n  std::vector<double> feature_contri;\n\n  // alias = fs, forced_splits_filename, forced_splits_file, forced_splits\n  // desc = path to a ``.json`` file that specifies splits to force at the top of every decision tree before best-first learning commences\n  // desc = ``.json`` file can be arbitrarily nested, and each split contains ``feature``, ``threshold`` fields, as well as ``left`` and ``right`` fields representing subsplits\n  // desc = categorical splits are forced in a one-hot fashion, with ``left`` representing the split containing the feature value and ``right`` representing other values\n  // desc = **Note**: the forced split logic will be ignored, if the split makes gain worse\n  // desc = see `this file <https://github.com/lightgbm-org/LightGBM/blob/master/examples/binary_classification/forced_splits.json>`__ as an example\n  std::string forcedsplits_filename = \"\";\n\n  // check = >=0.0\n  // check = <=1.0\n  // desc = decay rate of ``refit`` task, will use ``leaf_output = refit_decay_rate * old_leaf_output + (1.0 - refit_decay_rate) * new_leaf_output`` to refit trees\n  // desc = used only in ``refit`` task in CLI version or as argument in ``refit`` function in language-specific package\n  double refit_decay_rate = 0.9;\n\n  // check = >=0.0\n  // desc = cost-effective gradient boosting multiplier for all penalties\n  double cegb_tradeoff = 1.0;\n\n  // check = >=0.0\n  // desc = cost-effective gradient-boosting penalty for splitting a node\n  double cegb_penalty_split = 0.0;\n\n  // type = multi-double\n  // default = 0,0,...,0\n  // desc = cost-effective gradient boosting penalty for using a feature\n  // desc = applied per data point\n  std::vector<double> cegb_penalty_feature_lazy;\n\n  // type = multi-double\n  // default = 0,0,...,0\n  // desc = cost-effective gradient boosting penalty for using a feature\n  // desc = applied once per forest\n  std::vector<double> cegb_penalty_feature_coupled;\n\n  // check = >= 0.0\n  // desc = controls smoothing applied to tree nodes\n  // desc = helps prevent overfitting on leaves with few samples\n  // desc = if ``0.0`` (the default), no smoothing is applied\n  // desc = if ``path_smooth > 0`` then ``min_data_in_leaf`` must be at least ``2``\n  // desc = larger values give stronger regularization\n  // descl2 = the weight of each node is ``w * (n / path_smooth) / (n / path_smooth + 1) + w_p / (n / path_smooth + 1)``, where ``n`` is the number of samples in the node, ``w`` is the optimal node weight to minimise the loss (approximately ``-sum_gradients / sum_hessians``), and ``w_p`` is the weight of the parent node\n  // descl2 = note that the parent output ``w_p`` itself has smoothing applied, unless it is the root node, so that the smoothing effect accumulates with the tree depth\n  double path_smooth = 0;\n\n  // desc = controls which features can appear in the same branch\n  // desc = by default interaction constraints are disabled, to enable them you can specify\n  // descl2 = for CLI, lists separated by commas, e.g. ``[0,1,2],[2,3]``\n  // descl2 = for Python-package, list of lists, e.g. ``[[0, 1, 2], [2, 3]]``\n  // descl2 = for R-package, list of character or numeric vectors, e.g. ``list(c(\"var1\", \"var2\", \"var3\"), c(\"var3\", \"var4\"))`` or ``list(c(1L, 2L, 3L), c(3L, 4L))``. Numeric vectors should use 1-based indexing, where ``1L`` is the first feature, ``2L`` is the second feature, etc.\n  // desc = any two features can only appear in the same branch only if there exists a constraint containing both features\n  std::string interaction_constraints = \"\";\n\n  // alias = verbose\n  // desc = controls the level of LightGBM's verbosity\n  // desc = ``< 0``: Fatal, ``= 0``: Error (Warning), ``= 1``: Info, ``> 1``: Debug\n  int verbosity = 1;\n\n  // [no-save]\n  // alias = model_input, model_in\n  // desc = filename of input model\n  // desc = for ``prediction`` task, this model will be applied to prediction data\n  // desc = for ``train`` task, training will be continued from this model\n  // desc = **Note**: can be used only in CLI version\n  std::string input_model = \"\";\n\n  // [no-save]\n  // alias = model_output, model_out\n  // desc = filename of output model in training\n  // desc = **Note**: can be used only in CLI version\n  std::string output_model = \"LightGBM_model.txt\";\n\n  // desc = the feature importance type in the saved model file\n  // desc = ``0``: count-based feature importance (numbers of splits are counted); ``1``: gain-based feature importance (values of gain are counted)\n  // desc = **Note**: can be used only in CLI version\n  int saved_feature_importance_type = 0;\n\n  // [no-save]\n  // alias = save_period\n  // desc = frequency of saving model file snapshot\n  // desc = set this to positive value to enable this function. For example, the model file will be snapshotted at each iteration if ``snapshot_freq=1``\n  // desc = **Note**: can be used only in CLI version\n  int snapshot_freq = -1;\n\n  // desc = whether to use gradient quantization when training\n  // desc = enabling this will discretize (quantize) the gradients and hessians into bins of ``num_grad_quant_bins``\n  // desc = with quantized training, most arithmetics in the training process will be integer operations\n  // desc = gradient quantization can accelerate training, with little accuracy drop in most cases\n  // desc = **Note**: works only with ``cpu`` and ``cuda`` device type\n  // desc = *New in version 4.0.0*\n  bool use_quantized_grad = false;\n\n  // desc = used only if ``use_quantized_grad=true``\n  // desc = number of bins to quantization gradients and hessians\n  // desc = with more bins, the quantized training will be closer to full precision training\n  // desc = **Note**: works only with ``cpu`` and ``cuda`` device type\n  // desc = *New in version 4.0.0*\n  int num_grad_quant_bins = 4;\n\n  // desc = used only if ``use_quantized_grad=true``\n  // desc = whether to renew the leaf values with original gradients when quantized training\n  // desc = renewing is very helpful for good quantized training accuracy for ranking objectives\n  // desc = **Note**: works only with ``cpu`` and ``cuda`` device type\n  // desc = *New in version 4.0.0*\n  bool quant_train_renew_leaf = false;\n\n  // desc = used only if ``use_quantized_grad=true``\n  // desc = whether to use stochastic rounding in gradient quantization\n  // desc = **Note**: works only with ``cpu`` and ``cuda`` device type\n  // desc = *New in version 4.0.0*\n  bool stochastic_rounding = true;\n\n  #ifndef __NVCC__\n  #pragma endregion\n\n  #pragma region IO Parameters\n\n  #pragma region Dataset Parameters\n  #endif  // __NVCC__\n\n  // alias = linear_trees\n  // desc = fit piecewise linear gradient boosting tree\n  // desc = tree splits are chosen in the usual way, but the model at each leaf is linear instead of constant\n  // desc = the linear model at each leaf includes all the numerical features in that leaf's branch\n  // desc = the first tree has constant leaf values\n  // desc = categorical features are used for splits as normal but are not used in the linear models\n  // desc = missing values should not be encoded as ``0``. Use ``np.nan`` for Python, ``NA`` for the CLI, and ``NA``, ``NA_real_``, or ``NA_integer_`` for R\n  // desc = it is recommended to rescale data before training so that features have similar mean and standard deviation\n  // desc = **Note**: works only with ``cpu``, ``gpu`` device type and ``serial`` tree learner\n  // desc = **Note**: ``regression_l1`` objective is not supported with linear tree boosting\n  // desc = **Note**: setting ``linear_tree=true`` significantly increases the memory use of LightGBM\n  // desc = **Note**: if you specify ``monotone_constraints``, constraints will be enforced when choosing the split points, but not when fitting the linear models on leaves\n  bool linear_tree = false;\n\n  // alias = max_bins\n  // check = >1\n  // desc = max number of bins that feature values will be bucketed in\n  // desc = small number of bins may reduce training accuracy but may increase general power (deal with over-fitting)\n  // desc = LightGBM will auto compress memory according to ``max_bin``. For example, LightGBM will use ``uint8_t`` for feature value if ``max_bin=255``\n  int max_bin = 255;\n\n  // type = multi-int\n  // default = None\n  // desc = max number of bins for each feature\n  // desc = if not specified, will use ``max_bin`` for all features\n  std::vector<int32_t> max_bin_by_feature;\n\n  // check = >0\n  // desc = minimal number of data inside one bin\n  // desc = use this to avoid one-data-one-bin (potential over-fitting)\n  int min_data_in_bin = 3;\n\n  // alias = subsample_for_bin\n  // check = >0\n  // desc = number of data that sampled to construct feature discrete bins\n  // desc = setting this to larger value will give better training result, but may increase data loading time\n  // desc = set this to larger value if data is very sparse\n  // desc = **Note**: don't set this to small values, otherwise, you may encounter unexpected errors and poor accuracy\n  int bin_construct_sample_cnt = 200000;\n\n  // alias = data_seed\n  // desc = random seed for sampling data to construct histogram bins\n  int data_random_seed = 1;\n\n  // alias = is_sparse, enable_sparse, sparse\n  // desc = used to enable/disable sparse optimization\n  bool is_enable_sparse = true;\n\n  // alias = is_enable_bundle, bundle\n  // desc = set this to ``false`` to disable Exclusive Feature Bundling (EFB), which is described in `LightGBM: A Highly Efficient Gradient Boosting Decision Tree <https://proceedings.neurips.cc/paper/2017/hash/6449f44a102fde848669bdd9eb6b76fa-Abstract.html>`__\n  // desc = **Note**: disabling this may cause the slow training speed for sparse datasets\n  bool enable_bundle = true;\n\n  // desc = set this to ``false`` to disable the special handle of missing value\n  bool use_missing = true;\n\n  // desc = set this to ``true`` to treat all zero as missing values (including the unshown values in LibSVM / sparse matrices)\n  // desc = set this to ``false`` to use ``na`` for representing missing values\n  bool zero_as_missing = false;\n\n  // desc = set this to ``true`` (the default) to tell LightGBM to ignore the features that are unsplittable based on ``min_data_in_leaf``\n  // desc = as dataset object is initialized only once and cannot be changed after that, you may need to set this to ``false`` when searching parameters with ``min_data_in_leaf``, otherwise features are filtered by ``min_data_in_leaf`` firstly if you don't reconstruct dataset object\n  // desc = **Note**: setting this to ``false`` may slow down the training\n  bool feature_pre_filter = true;\n\n  // alias = is_pre_partition\n  // desc = used for distributed learning (excluding the ``feature_parallel`` mode)\n  // desc = ``true`` if training data are pre-partitioned, and different machines use different partitions\n  bool pre_partition = false;\n\n  // alias = two_round_loading, use_two_round_loading\n  // desc = set this to ``true`` if data file is too big to fit in memory\n  // desc = by default, LightGBM will map data file to memory and load features from memory. This will provide faster data loading speed, but may cause run out of memory error when the data file is very big\n  // desc = **Note**: works only in case of loading data directly from text file\n  bool two_round = false;\n\n  // alias = has_header\n  // desc = set this to ``true`` if input data has header\n  // desc = **Note**: works only in case of loading data directly from text file\n  bool header = false;\n\n  // type = int or string\n  // alias = label\n  // desc = used to specify the label column\n  // desc = use number for index, e.g. ``label=0`` means column\\_0 is the label\n  // desc = add a prefix ``name:`` for column name, e.g. ``label=name:is_click``\n  // desc = if omitted, the first column in the training data is used as the label\n  // desc = **Note**: works only in case of loading data directly from text file\n  std::string label_column = \"\";\n\n  // type = int or string\n  // alias = weight\n  // desc = used to specify the weight column\n  // desc = use number for index, e.g. ``weight=0`` means column\\_0 is the weight\n  // desc = add a prefix ``name:`` for column name, e.g. ``weight=name:weight``\n  // desc = **Note**: works only in case of loading data directly from text file\n  // desc = **Note**: index starts from ``0`` and it doesn't count the label column when passing type is ``int``, e.g. when label is column\\_0, and weight is column\\_1, the correct parameter is ``weight=0``\n  // desc = **Note**: weights should be non-negative\n  std::string weight_column = \"\";\n\n  // type = int or string\n  // alias = group, group_id, query_column, query, query_id\n  // desc = used to specify the query/group id column\n  // desc = use number for index, e.g. ``query=0`` means column\\_0 is the query id\n  // desc = add a prefix ``name:`` for column name, e.g. ``query=name:query_id``\n  // desc = **Note**: works only in case of loading data directly from text file\n  // desc = **Note**: data should be grouped by query\\_id, for more information, see `Query Data <#query-data>`__\n  // desc = **Note**: index starts from ``0`` and it doesn't count the label column when passing type is ``int``, e.g. when label is column\\_0 and query\\_id is column\\_1, the correct parameter is ``query=0``\n  std::string group_column = \"\";\n\n  // type = multi-int or string\n  // alias = ignore_feature, blacklist\n  // desc = used to specify some ignoring columns in training\n  // desc = use number for index, e.g. ``ignore_column=0,1,2`` means column\\_0, column\\_1 and column\\_2 will be ignored\n  // desc = add a prefix ``name:`` for column name, e.g. ``ignore_column=name:c1,c2,c3`` means c1, c2 and c3 will be ignored\n  // desc = **Note**: works only in case of loading data directly from text file\n  // desc = **Note**: index starts from ``0`` and it doesn't count the label column when passing type is ``int``\n  // desc = **Note**: despite the fact that specified columns will be completely ignored during the training, they still should have a valid format allowing LightGBM to load file successfully\n  std::string ignore_column = \"\";\n\n  // type = multi-int or string\n  // alias = cat_feature, categorical_column, cat_column, categorical_features\n  // desc = used to specify categorical features\n  // desc = use number for index, e.g. ``categorical_feature=0,1,2`` means column\\_0, column\\_1 and column\\_2 are categorical features\n  // desc = add a prefix ``name:`` for column name, e.g. ``categorical_feature=name:c1,c2,c3`` means c1, c2 and c3 are categorical features\n  // desc = **Note**: all values will be cast to ``int32`` (integer codes will be extracted from pandas categoricals in the Python-package)\n  // desc = **Note**: index starts from ``0`` and it doesn't count the label column when passing type is ``int``\n  // desc = **Note**: all values should be less than ``Int32.MaxValue`` (2147483647)\n  // desc = **Note**: using large values could be memory consuming. Tree decision rule works best when categorical features are presented by consecutive integers starting from zero\n  // desc = **Note**: all negative values will be treated as **missing values**\n  // desc = **Note**: the output cannot be monotonically constrained with respect to a categorical feature\n  // desc = **Note**: floating point numbers in categorical features will be rounded towards 0\n  std::string categorical_feature = \"\";\n\n  // desc = path to a ``.json`` file that specifies bin upper bounds for some or all features\n  // desc = ``.json`` file should contain an array of objects, each containing the word ``feature`` (integer feature index) and ``bin_upper_bound`` (array of thresholds for binning)\n  // desc = see `this file <https://github.com/lightgbm-org/LightGBM/blob/master/examples/regression/forced_bins.json>`__ as an example\n  std::string forcedbins_filename = \"\";\n\n  // [no-save]\n  // alias = is_save_binary, is_save_binary_file\n  // desc = if ``true``, LightGBM will save the dataset (including validation data) to a binary file. This speed ups the data loading for the next time\n  // desc = **Note**: ``init_score`` is not saved in binary file\n  // desc = **Note**: can be used only in CLI version; for language-specific packages you can use the correspondent function\n  bool save_binary = false;\n\n  // desc = use precise floating point number parsing for text parser (e.g. CSV, TSV, LibSVM input)\n  // desc = **Note**: setting this to ``true`` may lead to much slower text parsing\n  bool precise_float_parser = false;\n\n  // desc = path to a ``.json`` file that specifies customized parser initialized configuration\n  // desc = see `lightgbm-transform <https://github.com/lightgbm-org/LightGBM-transform>`__ for usage examples\n  // desc = **Note**: ``lightgbm-transform`` is not maintained by LightGBM's maintainers. Bug reports or feature requests should go to `issues page <https://github.com/lightgbm-org/LightGBM-transform/issues>`__\n  // desc = *New in version 4.0.0*\n  std::string parser_config_file = \"\";\n\n  #ifndef __NVCC__\n  #pragma endregion\n\n  #pragma region Predict Parameters\n  #endif  // __NVCC__\n\n  // [no-save]\n  // desc = used only in ``prediction`` task\n  // desc = used to specify from which iteration to start the prediction\n  // desc = ``<= 0`` means from the first iteration\n  int start_iteration_predict = 0;\n\n  // [no-save]\n  // desc = used only in ``prediction`` task\n  // desc = used to specify how many trained iterations will be used in prediction\n  // desc = ``<= 0`` means no limit\n  int num_iteration_predict = -1;\n\n  // [no-save]\n  // alias = is_predict_raw_score, predict_rawscore, raw_score\n  // desc = used only in ``prediction`` task\n  // desc = set this to ``true`` to predict only the raw scores\n  // desc = set this to ``false`` to predict transformed scores\n  bool predict_raw_score = false;\n\n  // [no-save]\n  // alias = is_predict_leaf_index, leaf_index\n  // desc = used only in ``prediction`` task\n  // desc = set this to ``true`` to predict with leaf index of all trees\n  bool predict_leaf_index = false;\n\n  // [no-save]\n  // alias = is_predict_contrib, contrib\n  // desc = used only in ``prediction`` task\n  // desc = set this to ``true`` to estimate `SHAP values <https://arxiv.org/abs/1706.06060>`__, which represent how each feature contributes to each prediction\n  // desc = produces ``#features + 1`` values where the last value is the expected value of the model output over the training data\n  // desc = **Note**: if you want to get more explanation for your model's predictions using SHAP values like SHAP interaction values, you can install `shap package <https://github.com/shap>`__\n  // desc = **Note**: unlike the shap package, with ``predict_contrib`` we return a matrix with an extra column, where the last column is the expected value\n  // desc = **Note**: this feature is not implemented for linear trees\n  bool predict_contrib = false;\n\n  // [no-save]\n  // desc = used only in ``prediction`` task\n  // desc = control whether or not LightGBM raises an error when you try to predict on data with a different number of features than the training data\n  // desc = if ``false`` (the default), a fatal error will be raised if the number of features in the dataset you predict on differs from the number seen during training\n  // desc = if ``true``, LightGBM will attempt to predict on whatever data you provide. This is dangerous because you might get incorrect predictions, but you could use it in situations where it is difficult or expensive to generate some features and you are very confident that they were never chosen for splits in the model\n  // desc = **Note**: be very careful setting this parameter to ``true``\n  bool predict_disable_shape_check = false;\n\n  // [no-save]\n  // desc = used only in ``prediction`` task\n  // desc = used only in ``classification`` and ``ranking`` applications\n  // desc = used only for predicting normal or raw scores\n  // desc = if ``true``, will use early-stopping to speed up the prediction. May affect the accuracy\n  // desc = **Note**: cannot be used with ``rf`` boosting type or custom objective function\n  bool pred_early_stop = false;\n\n  // [no-save]\n  // desc = used only in ``prediction`` task and if ``pred_early_stop=true``\n  // desc = the frequency of checking early-stopping prediction\n  int pred_early_stop_freq = 10;\n\n  // [no-save]\n  // desc = used only in ``prediction`` task and if ``pred_early_stop=true``\n  // desc = the threshold of margin in early-stopping prediction\n  double pred_early_stop_margin = 10.0;\n\n  // [no-save]\n  // alias = predict_result, prediction_result, predict_name, prediction_name, pred_name, name_pred\n  // desc = used only in ``prediction`` task\n  // desc = filename of prediction result\n  // desc = **Note**: can be used only in CLI version\n  std::string output_result = \"LightGBM_predict_result.txt\";\n\n  #ifndef __NVCC__\n  #pragma endregion\n\n  #pragma region Convert Parameters\n  #endif  // __NVCC__\n\n  // [no-save]\n  // desc = used only in ``convert_model`` task\n  // desc = only ``cpp`` is supported yet; for conversion model to other languages consider using `m2cgen <https://github.com/BayesWitnesses/m2cgen>`__ utility\n  // desc = if ``convert_model_language`` is set and ``task=train``, the model will be also converted\n  // desc = **Note**: can be used only in CLI version\n  std::string convert_model_language = \"\";\n\n  // [no-save]\n  // alias = convert_model_file\n  // desc = used only in ``convert_model`` task\n  // desc = output filename of converted model\n  // desc = **Note**: can be used only in CLI version\n  std::string convert_model = \"gbdt_prediction.cpp\";\n\n  #ifndef __NVCC__\n  #pragma endregion\n\n  #pragma endregion\n\n  #pragma region Objective Parameters\n  #endif  // __NVCC__\n\n  // desc = used only in ``rank_xendcg`` objective\n  // desc = random seed for objectives, if random process is needed\n  int objective_seed = 5;\n\n  // check = >0\n  // alias = num_classes\n  // desc = used only in ``multi-class`` classification application\n  int num_class = 1;\n\n  // alias = unbalance, unbalanced_sets\n  // desc = used only in ``binary`` and ``multiclassova`` applications\n  // desc = set this to ``true`` if training data are unbalanced\n  // desc = **Note**: while enabling this should increase the overall performance metric of your model, it will also result in poor estimates of the individual class probabilities\n  // desc = **Note**: this parameter cannot be used at the same time with ``scale_pos_weight``, choose only **one** of them\n  bool is_unbalance = false;\n\n  // check = >0.0\n  // desc = used only in ``binary`` and ``multiclassova`` applications\n  // desc = weight of labels with positive class\n  // desc = **Note**: while enabling this should increase the overall performance metric of your model, it will also result in poor estimates of the individual class probabilities\n  // desc = **Note**: this parameter cannot be used at the same time with ``is_unbalance``, choose only **one** of them\n  double scale_pos_weight = 1.0;\n\n  // check = >0.0\n  // desc = used only in ``binary`` and ``multiclassova`` classification and in ``lambdarank`` applications\n  // desc = parameter for the sigmoid function\n  double sigmoid = 1.0;\n\n  // desc = used only in ``regression``, ``binary``, ``multiclassova`` and ``cross-entropy`` applications\n  // desc = adjusts initial score to the mean of labels for faster convergence\n  bool boost_from_average = true;\n\n  // desc = used only in ``regression`` application\n  // desc = used to fit ``sqrt(label)`` instead of original values and prediction result will be also automatically converted to ``prediction^2``\n  // desc = might be useful in case of large-range labels\n  bool reg_sqrt = false;\n\n  // check = >0.0\n  // desc = used only in ``huber`` and ``quantile`` ``regression`` applications\n  // desc = parameter for `Huber loss <https://en.wikipedia.org/wiki/Huber_loss>`__ and `Quantile regression <https://en.wikipedia.org/wiki/Quantile_regression>`__\n  double alpha = 0.9;\n\n  // check = >0.0\n  // desc = used only in ``fair`` ``regression`` application\n  // desc = parameter for `Fair loss <https://www.kaggle.com/c/allstate-claims-severity/discussion/24520>`__\n  double fair_c = 1.0;\n\n  // check = >0.0\n  // desc = used only in ``poisson`` ``regression`` application\n  // desc = parameter for `Poisson regression <https://en.wikipedia.org/wiki/Poisson_regression>`__ to safeguard optimization\n  double poisson_max_delta_step = 0.7;\n\n  // check = >=1.0\n  // check = <2.0\n  // desc = used only in ``tweedie`` ``regression`` application\n  // desc = used to control the variance of the tweedie distribution\n  // desc = set this closer to ``2`` to shift towards a **Gamma** distribution\n  // desc = set this closer to ``1`` to shift towards a **Poisson** distribution\n  double tweedie_variance_power = 1.5;\n\n  // check = >0\n  // desc = used only in ``lambdarank`` application\n  // desc = controls the number of top-results to focus on during training, refer to \"truncation level\" in the Sec. 3 of `LambdaMART paper <https://www.microsoft.com/en-us/research/publication/from-ranknet-to-lambdarank-to-lambdamart-an-overview/>`__\n  // desc = this parameter is closely related to the desirable cutoff ``k`` in the metric **NDCG@k** that we aim at optimizing the ranker for. The optimal setting for this parameter is likely to be slightly higher than ``k`` (e.g., ``k + 3``) to include more pairs of documents to train on, but perhaps not too high to avoid deviating too much from the desired target metric **NDCG@k**\n  int lambdarank_truncation_level = 30;\n\n  // desc = used only in ``lambdarank`` application\n  // desc = set this to ``true`` to normalize the lambdas for different queries, and improve the performance for unbalanced data\n  // desc = set this to ``false`` to enforce the original lambdarank algorithm\n  bool lambdarank_norm = true;\n\n  // type = multi-double\n  // default = 0,1,3,7,15,31,63,...,2^30-1\n  // desc = used only in ``lambdarank`` application\n  // desc = relevant gain for labels. For example, the gain of label ``2`` is ``3`` in case of default label gains\n  // desc = separate by ``,``\n  std::vector<double> label_gain;\n\n  // check = >=0.0\n  // desc = used only in ``lambdarank`` application when positional information is provided and position bias is modeled\n  // desc = larger values reduce the inferred position bias factors\n  // desc = *New in version 4.1.0*\n  double lambdarank_position_bias_regularization = 0.0;\n\n  #ifndef __NVCC__\n  #pragma endregion\n\n  #pragma region Metric Parameters\n  #endif  // __NVCC__\n\n  // [no-automatically-extract]\n  // [no-save]\n  // alias = metrics, metric_types\n  // default = \"\"\n  // type = multi-enum\n  // desc = metric(s) to be evaluated on the evaluation set(s)\n  // descl2 = ``\"\"`` (empty string or not specified) means that metric corresponding to specified ``objective`` will be used (this is possible only for pre-defined objective functions, otherwise no evaluation metric will be added)\n  // descl2 = ``\"None\"`` (string, **not** a ``None`` value) means that no metric will be registered, aliases: ``na``, ``null``, ``custom``\n  // descl2 = ``l1``, absolute loss, aliases: ``mean_absolute_error``, ``mae``, ``regression_l1``\n  // descl2 = ``l2``, square loss, aliases: ``mean_squared_error``, ``mse``, ``regression_l2``, ``regression``\n  // descl2 = ``rmse``, root square loss, aliases: ``root_mean_squared_error``, ``l2_root``\n  // descl2 = ``quantile``, `Quantile regression <https://en.wikipedia.org/wiki/Quantile_regression>`__\n  // descl2 = ``mape``, `MAPE loss <https://en.wikipedia.org/wiki/Mean_absolute_percentage_error>`__, aliases: ``mean_absolute_percentage_error``\n  // descl2 = ``huber``, `Huber loss <https://en.wikipedia.org/wiki/Huber_loss>`__\n  // descl2 = ``fair``, `Fair loss <https://www.kaggle.com/c/allstate-claims-severity/discussion/24520>`__\n  // descl2 = ``poisson``, negative log-likelihood for `Poisson regression <https://en.wikipedia.org/wiki/Poisson_regression>`__\n  // descl2 = ``gamma``, negative log-likelihood for **Gamma** regression\n  // descl2 = ``gamma_deviance``, residual deviance for **Gamma** regression\n  // descl2 = ``tweedie``, negative log-likelihood for **Tweedie** regression\n  // descl2 = ``ndcg``, `NDCG <https://en.wikipedia.org/wiki/Discounted_cumulative_gain#Normalized_DCG>`__, aliases: ``lambdarank``, ``rank_xendcg``, ``xendcg``, ``xe_ndcg``, ``xe_ndcg_mart``, ``xendcg_mart``\n  // descl2 = ``map``, `MAP <https://makarandtapaswi.wordpress.com/2012/07/02/intuition-behind-average-precision-and-map/>`__, aliases: ``mean_average_precision``\n  // descl2 = ``auc``, `AUC <https://en.wikipedia.org/wiki/Receiver_operating_characteristic#Area_under_the_curve>`__\n  // descl2 = ``average_precision``, `average precision score <https://scikit-learn.org/stable/modules/generated/sklearn.metrics.average_precision_score.html>`__\n  // descl2 = ``r2``, `R-squared <https://scikit-learn.org/stable/modules/generated/sklearn.metrics.r2_score.html>`__\n  // descl2 = ``binary_logloss``, `log loss <https://en.wikipedia.org/wiki/Cross_entropy>`__, aliases: ``binary``\n  // descl2 = ``binary_error``, for one sample: ``0`` for correct classification, ``1`` for error classification\n  // descl2 = ``auc_mu``, `AUC-mu <https://proceedings.mlr.press/v97/kleiman19a.html>`__\n  // descl2 = ``multi_logloss``, log loss for multi-class classification, aliases: ``multiclass``, ``softmax``, ``multiclassova``, ``multiclass_ova``, ``ova``, ``ovr``\n  // descl2 = ``multi_error``, error rate for multi-class classification\n  // descl2 = ``cross_entropy``, cross-entropy (with optional linear weights), aliases: ``xentropy``\n  // descl2 = ``cross_entropy_lambda``, \"intensity-weighted\" cross-entropy, aliases: ``xentlambda``\n  // descl2 = ``kullback_leibler``, `Kullback-Leibler divergence <https://en.wikipedia.org/wiki/Kullback%E2%80%93Leibler_divergence>`__, aliases: ``kldiv``\n  // desc = support multiple metrics, separated by ``,``\n  std::vector<std::string> metric;\n\n  // [no-save]\n  // check = >0\n  // alias = output_freq\n  // desc = frequency for metric output\n  // desc = **Note**: can be used only in CLI version\n  int metric_freq = 1;\n\n  // [no-save]\n  // alias = training_metric, is_training_metric, train_metric\n  // desc = set this to ``true`` to output metric result over training dataset\n  // desc = **Note**: can be used only in CLI version\n  bool is_provide_training_metric = false;\n\n  // type = multi-int\n  // default = 1,2,3,4,5\n  // alias = ndcg_eval_at, ndcg_at, map_eval_at, map_at\n  // desc = used only with ``ndcg`` and ``map`` metrics\n  // desc = `NDCG <https://en.wikipedia.org/wiki/Discounted_cumulative_gain#Normalized_DCG>`__ and `MAP <https://makarandtapaswi.wordpress.com/2012/07/02/intuition-behind-average-precision-and-map/>`__ evaluation positions, separated by ``,``\n  std::vector<int> eval_at;\n\n  // check = >0\n  // desc = used only with ``multi_error`` metric\n  // desc = threshold for top-k multi-error metric\n  // desc = the error on each sample is ``0`` if the true class is among the top ``multi_error_top_k`` predictions, and ``1`` otherwise\n  // descl2 = more precisely, the error on a sample is ``0`` if there are at least ``num_classes - multi_error_top_k`` predictions strictly less than the prediction on the true class\n  // desc = when ``multi_error_top_k=1`` this is equivalent to the usual multi-error metric\n  int multi_error_top_k = 1;\n\n  // type = multi-double\n  // default = None\n  // desc = used only with ``auc_mu`` metric\n  // desc = list representing flattened matrix (in row-major order) giving loss weights for classification errors\n  // desc = list should have ``n * n`` elements, where ``n`` is the number of classes\n  // desc = the matrix co-ordinate ``[i, j]`` should correspond to the ``i * n + j``-th element of the list\n  // desc = if not specified, will use equal weights for all classes\n  std::vector<double> auc_mu_weights;\n\n  #ifndef __NVCC__\n  #pragma endregion\n\n  #pragma region Network Parameters\n  #endif  // __NVCC__\n\n  // check = >0\n  // alias = num_machine\n  // desc = the number of machines for distributed learning application\n  // desc = this parameter is needed to be set in both **socket** and **MPI** versions\n  int num_machines = 1;\n\n  // check = >0\n  // default = 12400 (random for Dask-package)\n  // alias = local_port, port\n  // desc = TCP listen port for local machines\n  // desc = **Note**: don't forget to allow this port in firewall settings before training\n  int local_listen_port = 12400;\n\n  // check = >0\n  // desc = socket time-out in minutes\n  int time_out = 120;\n\n  // alias = machine_list_file, machine_list, mlist\n  // desc = path of file that lists machines for this distributed learning application\n  // desc = each line contains one IP and one port for one machine. The format is ``ip port`` (space as a separator)\n  // desc = **Note**: can be used only in CLI version\n  std::string machine_list_filename = \"\";\n\n  // alias = workers, nodes\n  // desc = list of machines in the following format: ``ip1:port1,ip2:port2``\n  std::string machines = \"\";\n\n  #ifndef __NVCC__\n  #pragma endregion\n\n  #pragma region GPU Parameters\n  #endif  // __NVCC__\n\n  // desc = used only with ``gpu`` device type\n  // desc = OpenCL platform ID. Usually each GPU vendor exposes one OpenCL platform\n  // desc = ``-1`` means the system-wide default platform\n  // desc = **Note**: refer to `GPU Targets <./GPU-Targets.rst#query-opencl-devices-in-your-system>`__ for more details\n  int gpu_platform_id = -1;\n\n  // desc = OpenCL device ID in the specified platform or CUDA device ID. Each GPU in the selected platform has a unique device ID\n  // desc = ``-1`` means the default device in the selected platform\n  // desc = in multi-GPU case (``num_gpu>1``) means ID of the master GPU\n  // desc = **Note**: refer to `GPU Targets <./GPU-Targets.rst#query-opencl-devices-in-your-system>`__ for more details\n  int gpu_device_id = -1;\n\n  // desc = list of CUDA device IDs\n  // desc = **Note**: can be used only in CUDA implementation (``device_type=\"cuda\"``) and when ``num_gpu>1``\n  // desc = if empty, the devices with the smallest IDs will be used\n  std::string gpu_device_id_list = \"\";\n\n  // desc = set this to ``true`` to use double precision math on GPU (by default single precision is used)\n  // desc = **Note**: can be used only in OpenCL implementation (``device_type=\"gpu\"``), in CUDA implementation only double precision is currently supported\n  bool gpu_use_dp = false;\n\n  // check = >0\n  // desc = number of GPUs used for training in this node\n  // desc = **Note**: can be used only in CUDA implementation (``device_type=\"cuda\"``)\n  // desc = if ``0``, only 1 GPU will be used\n  // desc = used in both single-machine and distributed learning applications\n  // desc = in distributed learning application, each machine can use different number of GPUs\n  int num_gpu = 1;\n\n  #ifndef __NVCC__\n  #pragma endregion\n\n  #pragma endregion\n  #endif  // __NVCC__\n\n  size_t file_load_progress_interval_bytes = size_t(10) * 1024 * 1024 * 1024;\n\n  bool is_parallel = false;\n  bool is_data_based_parallel = false;\n  LIGHTGBM_EXPORT void Set(const std::unordered_map<std::string, std::string>& params);\n  static const std::unordered_map<std::string, std::string>& alias_table();\n  static const std::unordered_map<std::string, std::vector<std::string>>& parameter2aliases();\n  static const std::unordered_set<std::string>& parameter_set();\n  std::vector<std::vector<double>> auc_mu_weights_matrix;\n  std::vector<std::vector<int>> interaction_constraints_vector;\n  static const std::unordered_map<std::string, std::string>& ParameterTypes();\n  static const std::string DumpAliases();\n\n private:\n  void CheckParamConflict(const std::unordered_map<std::string, std::string>& params);\n  void GetMembersFromString(const std::unordered_map<std::string, std::string>& params);\n  std::string SaveMembersToString() const;\n  void GetAucMuWeights();\n  void GetInteractionConstraints();\n};\n\ninline bool Config::GetString(\n  const std::unordered_map<std::string, std::string>& params,\n  const std::string& name, std::string* out) {\n  if (params.count(name) > 0 && !params.at(name).empty()) {\n    *out = params.at(name);\n    return true;\n  }\n  return false;\n}\n\ninline bool Config::GetInt(\n  const std::unordered_map<std::string, std::string>& params,\n  const std::string& name, int* out) {\n  if (params.count(name) > 0 && !params.at(name).empty()) {\n    if (!Common::AtoiAndCheck(params.at(name).c_str(), out)) {\n      Log::Fatal(\"Parameter %s should be of type int, got \\\"%s\\\"\",\n                 name.c_str(), params.at(name).c_str());\n    }\n    return true;\n  }\n  return false;\n}\n\ninline bool Config::GetDouble(\n  const std::unordered_map<std::string, std::string>& params,\n  const std::string& name, double* out) {\n  if (params.count(name) > 0 && !params.at(name).empty()) {\n    if (!Common::AtofAndCheck(params.at(name).c_str(), out)) {\n      Log::Fatal(\"Parameter %s should be of type double, got \\\"%s\\\"\",\n                 name.c_str(), params.at(name).c_str());\n    }\n    return true;\n  }\n  return false;\n}\n\ninline bool Config::GetBool(\n  const std::unordered_map<std::string, std::string>& params,\n  const std::string& name, bool* out) {\n  if (params.count(name) > 0 && !params.at(name).empty()) {\n    std::string value = params.at(name);\n    std::transform(value.begin(), value.end(), value.begin(), [](unsigned char c){ return std::tolower(c); });\n    if (value == std::string(\"false\") || value == std::string(\"-\")) {\n      *out = false;\n    } else if (value == std::string(\"true\") || value == std::string(\"+\")) {\n      *out = true;\n    } else {\n      Log::Fatal(\"Parameter %s should be \\\"true\\\"/\\\"+\\\" or \\\"false\\\"/\\\"-\\\", got \\\"%s\\\"\",\n                 name.c_str(), params.at(name).c_str());\n    }\n    return true;\n  }\n  return false;\n}\n\ninline bool Config::SortAlias(const std::string& x, const std::string& y) {\n  return x.size() < y.size() || (x.size() == y.size() && x < y);\n}\n\nstruct ParameterAlias {\n  static void KeyAliasTransform(std::unordered_map<std::string, std::string>* params) {\n    std::unordered_map<std::string, std::string> tmp_map;\n    for (const auto& pair : *params) {\n      auto alias = Config::alias_table().find(pair.first);\n      if (alias != Config::alias_table().end()) {  // found alias\n        auto alias_set = tmp_map.find(alias->second);\n        if (alias_set != tmp_map.end()) {  // alias already set\n          if (Config::SortAlias(alias_set->second, pair.first)) {\n            Log::Warning(\"%s is set with %s=%s, %s=%s will be ignored. Current value: %s=%s\",\n                         alias->second.c_str(), alias_set->second.c_str(), params->at(alias_set->second).c_str(),\n                         pair.first.c_str(), pair.second.c_str(), alias->second.c_str(), params->at(alias_set->second).c_str());\n          } else {\n            Log::Warning(\"%s is set with %s=%s, will be overridden by %s=%s. Current value: %s=%s\",\n                         alias->second.c_str(), alias_set->second.c_str(), params->at(alias_set->second).c_str(),\n                         pair.first.c_str(), pair.second.c_str(), alias->second.c_str(), pair.second.c_str());\n            tmp_map[alias->second] = pair.first;\n          }\n        } else {  // alias not set\n          tmp_map.emplace(alias->second, pair.first);\n        }\n      } else if (Config::parameter_set().find(pair.first) == Config::parameter_set().end()) {\n        Log::Warning(\"Unknown parameter: %s\", pair.first.c_str());\n      }\n    }\n    for (const auto& pair : tmp_map) {\n      auto alias = params->find(pair.first);\n      if (alias == params->end()) {  // not find\n        params->emplace(pair.first, params->at(pair.second));\n        params->erase(pair.second);\n      } else {\n        Log::Warning(\"%s is set=%s, %s=%s will be ignored. Current value: %s=%s\",\n                     pair.first.c_str(), alias->second.c_str(), pair.second.c_str(), params->at(pair.second).c_str(),\n                     pair.first.c_str(), alias->second.c_str());\n      }\n    }\n  }\n};\n\ninline std::string ParseObjectiveAlias(const std::string& type) {\n  if (type == std::string(\"regression\") || type == std::string(\"regression_l2\")\n    || type == std::string(\"mean_squared_error\") || type == std::string(\"mse\") || type == std::string(\"l2\")\n    || type == std::string(\"l2_root\") || type == std::string(\"root_mean_squared_error\") || type == std::string(\"rmse\")) {\n    return \"regression\";\n  } else if (type == std::string(\"regression_l1\") || type == std::string(\"mean_absolute_error\")\n    || type == std::string(\"l1\") || type == std::string(\"mae\")) {\n    return \"regression_l1\";\n  } else if (type == std::string(\"multiclass\") || type == std::string(\"softmax\")) {\n    return \"multiclass\";\n  } else if (type == std::string(\"multiclassova\") || type == std::string(\"multiclass_ova\") || type == std::string(\"ova\") || type == std::string(\"ovr\")) {\n    return \"multiclassova\";\n  } else if (type == std::string(\"xentropy\") || type == std::string(\"cross_entropy\")) {\n    return \"cross_entropy\";\n  } else if (type == std::string(\"xentlambda\") || type == std::string(\"cross_entropy_lambda\")) {\n    return \"cross_entropy_lambda\";\n  } else if (type == std::string(\"mean_absolute_percentage_error\") || type == std::string(\"mape\")) {\n    return \"mape\";\n  } else if (type == std::string(\"rank_xendcg\") || type == std::string(\"xendcg\") || type == std::string(\"xe_ndcg\")\n             || type == std::string(\"xe_ndcg_mart\") || type == std::string(\"xendcg_mart\")) {\n    return \"rank_xendcg\";\n  } else if (type == std::string(\"none\") || type == std::string(\"null\") || type == std::string(\"custom\") || type == std::string(\"na\")) {\n    return \"custom\";\n  }\n  return type;\n}\n\ninline std::string ParseMetricAlias(const std::string& type) {\n  if (type == std::string(\"regression\") || type == std::string(\"regression_l2\") || type == std::string(\"l2\") || type == std::string(\"mean_squared_error\") || type == std::string(\"mse\")) {\n    return \"l2\";\n  } else if (type == std::string(\"l2_root\") || type == std::string(\"root_mean_squared_error\") || type == std::string(\"rmse\")) {\n    return \"rmse\";\n  } else if (type == std::string(\"regression_l1\") || type == std::string(\"l1\") || type == std::string(\"mean_absolute_error\") || type == std::string(\"mae\")) {\n    return \"l1\";\n  } else if (type == std::string(\"binary_logloss\") || type == std::string(\"binary\")) {\n    return \"binary_logloss\";\n  } else if (type == std::string(\"ndcg\") || type == std::string(\"lambdarank\") || type == std::string(\"rank_xendcg\")\n             || type == std::string(\"xendcg\") || type == std::string(\"xe_ndcg\") || type == std::string(\"xe_ndcg_mart\") || type == std::string(\"xendcg_mart\")) {\n    return \"ndcg\";\n  } else if (type == std::string(\"map\") || type == std::string(\"mean_average_precision\")) {\n    return \"map\";\n  } else if (type == std::string(\"multi_logloss\") || type == std::string(\"multiclass\") || type == std::string(\"softmax\") || type == std::string(\"multiclassova\") || type == std::string(\"multiclass_ova\") || type == std::string(\"ova\") || type == std::string(\"ovr\")) {\n    return \"multi_logloss\";\n  } else if (type == std::string(\"xentropy\") || type == std::string(\"cross_entropy\")) {\n    return \"cross_entropy\";\n  } else if (type == std::string(\"xentlambda\") || type == std::string(\"cross_entropy_lambda\")) {\n    return \"cross_entropy_lambda\";\n  } else if (type == std::string(\"kldiv\") || type == std::string(\"kullback_leibler\")) {\n    return \"kullback_leibler\";\n  } else if (type == std::string(\"mean_absolute_percentage_error\") || type == std::string(\"mape\")) {\n    return \"mape\";\n  } else if (type == std::string(\"none\") || type == std::string(\"null\") || type == std::string(\"custom\") || type == std::string(\"na\")) {\n    return \"custom\";\n  }\n  return type;\n}\n\n}   // namespace LightGBM\n\n#endif   // LIGHTGBM_INCLUDE_LIGHTGBM_CONFIG_H_\n"
  },
  {
    "path": "include/LightGBM/cuda/cuda_algorithms.hpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n * Modifications Copyright(C) 2023 Advanced Micro Devices, Inc. All rights reserved.\n */\n\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_ALGORITHMS_HPP_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_ALGORITHMS_HPP_\n\n#ifdef USE_CUDA\n\n#ifndef USE_ROCM\n#include <cuda.h>\n#include <cuda_runtime.h>\n#endif\n#include <stdio.h>\n\n#include <LightGBM/bin.h>\n#include <LightGBM/cuda/cuda_utils.hu>\n#include <LightGBM/cuda/cuda_rocm_interop.h>\n#include <LightGBM/utils/log.h>\n\n#include <algorithm>\n\n#define GLOBAL_PREFIX_SUM_BLOCK_SIZE (1024)\n#define BITONIC_SORT_NUM_ELEMENTS (1024)\n#define BITONIC_SORT_DEPTH (11)\n#define BITONIC_SORT_QUERY_ITEM_BLOCK_SIZE (10)\n\nnamespace LightGBM {\n\ntemplate <typename T>\n__device__ __forceinline__ T ShufflePrefixSum(T value, T* shared_mem_buffer) {\n  const uint32_t mask = 0xffffffff;\n  const uint32_t warpLane = threadIdx.x % warpSize;\n  const uint32_t warpID = threadIdx.x / warpSize;\n  const uint32_t num_warp = blockDim.x / warpSize;\n  for (uint32_t offset = 1; offset < warpSize; offset <<= 1) {\n    const T other_value = __shfl_up_sync(mask, value, offset);\n    if (warpLane >= offset) {\n      value += other_value;\n    }\n  }\n  if (warpLane == warpSize - 1) {\n    shared_mem_buffer[warpID] = value;\n  }\n  __syncthreads();\n  if (warpID == 0) {\n    T warp_sum = (warpLane < num_warp ? shared_mem_buffer[warpLane] : 0);\n    for (uint32_t offset = 1; offset < warpSize; offset <<= 1) {\n      const T other_warp_sum = __shfl_up_sync(mask, warp_sum, offset);\n      if (warpLane >= offset) {\n        warp_sum += other_warp_sum;\n      }\n    }\n    shared_mem_buffer[warpLane] = warp_sum;\n  }\n  __syncthreads();\n  const T warp_base = warpID == 0 ? 0 : shared_mem_buffer[warpID - 1];\n  return warp_base + value;\n}\n\ntemplate <typename T>\n__device__ __forceinline__ T ShufflePrefixSumExclusive(T value, T* shared_mem_buffer) {\n  const uint32_t mask = 0xffffffff;\n  const uint32_t warpLane = threadIdx.x % warpSize;\n  const uint32_t warpID = threadIdx.x / warpSize;\n  const uint32_t num_warp = blockDim.x / warpSize;\n  for (uint32_t offset = 1; offset < warpSize; offset <<= 1) {\n    const T other_value = __shfl_up_sync(mask, value, offset);\n    if (warpLane >= offset) {\n      value += other_value;\n    }\n  }\n  if (warpLane == warpSize - 1) {\n    shared_mem_buffer[warpID] = value;\n  }\n  __syncthreads();\n  if (warpID == 0) {\n    T warp_sum = (warpLane < num_warp ? shared_mem_buffer[warpLane] : 0);\n    for (uint32_t offset = 1; offset < warpSize; offset <<= 1) {\n      const T other_warp_sum = __shfl_up_sync(mask, warp_sum, offset);\n      if (warpLane >= offset) {\n        warp_sum += other_warp_sum;\n      }\n    }\n    shared_mem_buffer[warpLane] = warp_sum;\n  }\n  __syncthreads();\n  const T warp_base = warpID == 0 ? 0 : shared_mem_buffer[warpID - 1];\n  const T inclusive_result = warp_base + value;\n  if (threadIdx.x % warpSize == warpSize - 1) {\n    shared_mem_buffer[warpLane] = inclusive_result;\n  }\n  __syncthreads();\n  T exclusive_result = __shfl_up_sync(mask, inclusive_result, 1);\n  if (threadIdx.x == 0) {\n    exclusive_result = 0;\n  } else if (threadIdx.x % warpSize == 0) {\n    exclusive_result = shared_mem_buffer[warpLane - 1];\n  }\n  return exclusive_result;\n}\n\ntemplate <typename T>\nvoid ShufflePrefixSumGlobal(T* values, size_t len, T* block_prefix_sum_buffer);\n\ntemplate <typename VAL_T, typename REDUCE_T, typename INDEX_T>\nvoid GlobalInclusiveArgPrefixSum(const INDEX_T* sorted_indices, const VAL_T* in_values, REDUCE_T* out_values, REDUCE_T* block_buffer, size_t n);\n\ntemplate <typename T>\n__device__ __forceinline__ T ShuffleReduceSumWarp(T value, const data_size_t len) {\n  if (len > 0) {\n    const uint32_t mask = 0xffffffff;\n    for (int offset = warpSize / 2; offset > 0; offset >>= 1) {\n      value += __shfl_down_sync(mask, value, offset);\n    }\n  }\n  return value;\n}\n\n// reduce values from an 1-dimensional block (block size must be no greater than 1024)\ntemplate <typename T>\n__device__ __forceinline__ T ShuffleReduceSum(T value, T* shared_mem_buffer, const size_t len) {\n  const uint32_t warpLane = threadIdx.x % warpSize;\n  const uint32_t warpID = threadIdx.x / warpSize;\n  const data_size_t warp_len = min(static_cast<data_size_t>(warpSize), static_cast<data_size_t>(len) - static_cast<data_size_t>(warpID * warpSize));\n  value = ShuffleReduceSumWarp<T>(value, warp_len);\n  if (warpLane == 0) {\n    shared_mem_buffer[warpID] = value;\n  }\n  __syncthreads();\n  const data_size_t num_warp = static_cast<data_size_t>((len + warpSize - 1) / warpSize);\n  if (warpID == 0) {\n    value = (warpLane < num_warp ? shared_mem_buffer[warpLane] : 0);\n    value = ShuffleReduceSumWarp<T>(value, num_warp);\n  }\n  return value;\n}\n\ntemplate <typename T>\n__device__ __forceinline__ T ShuffleReduceMaxWarp(T value, const data_size_t len) {\n  if (len > 0) {\n    const uint32_t mask = 0xffffffff;\n    for (int offset = warpSize / 2; offset > 0; offset >>= 1) {\n      value = max(value, __shfl_down_sync(mask, value, offset));\n    }\n  }\n  return value;\n}\n\n// reduce values from an 1-dimensional block (block size must be no greater than 1024)\ntemplate <typename T>\n__device__ __forceinline__ T ShuffleReduceMax(T value, T* shared_mem_buffer, const size_t len) {\n  const uint32_t warpLane = threadIdx.x % warpSize;\n  const uint32_t warpID = threadIdx.x / warpSize;\n  const data_size_t warp_len = min(static_cast<data_size_t>(warpSize), static_cast<data_size_t>(len) - static_cast<data_size_t>(warpID * warpSize));\n  value = ShuffleReduceMaxWarp<T>(value, warp_len);\n  if (warpLane == 0) {\n    shared_mem_buffer[warpID] = value;\n  }\n  __syncthreads();\n  const data_size_t num_warp = static_cast<data_size_t>((len + warpSize - 1) / warpSize);\n  if (warpID == 0) {\n    value = (warpLane < num_warp ? shared_mem_buffer[warpLane] : 0);\n    value = ShuffleReduceMaxWarp<T>(value, num_warp);\n  }\n  return value;\n}\n\n// calculate prefix sum values within an 1-dimensional block in global memory, exclusively\ntemplate <typename T>\n__device__ __forceinline__ void GlobalMemoryPrefixSum(T* array, const size_t len) {\n  const size_t num_values_per_thread = (len + blockDim.x - 1) / blockDim.x;\n  const size_t start = threadIdx.x * num_values_per_thread;\n  const size_t end = min(start + num_values_per_thread, len);\n  T thread_sum = 0;\n  for (size_t index = start; index < end; ++index) {\n    thread_sum += array[index];\n  }\n  __shared__ T shared_mem[WARPSIZE];\n  const T thread_base = ShufflePrefixSumExclusive<T>(thread_sum, shared_mem);\n  if (start < end) {\n    array[start] += thread_base;\n  }\n  for (size_t index = start + 1; index < end; ++index) {\n    array[index] += array[index - 1];\n  }\n}\n\ntemplate <typename T>\n__device__ __forceinline__ T ShuffleReduceMinWarp(T value, const data_size_t len) {\n  if (len > 0) {\n    const uint32_t mask = (0xffffffff >> (warpSize - len));\n    for (int offset = warpSize / 2; offset > 0; offset >>= 1) {\n      const T other_value = __shfl_down_sync(mask, value, offset);\n      value = (other_value < value) ? other_value : value;\n    }\n  }\n  return value;\n}\n\n// reduce values from an 1-dimensional block (block size must be no greater than 1024)\ntemplate <typename T>\n__device__ __forceinline__ T ShuffleReduceMin(T value, T* shared_mem_buffer, const size_t len) {\n  const uint32_t warpLane = threadIdx.x % warpSize;\n  const uint32_t warpID = threadIdx.x / warpSize;\n  const data_size_t warp_len = min(static_cast<data_size_t>(warpSize), static_cast<data_size_t>(len) - static_cast<data_size_t>(warpID * warpSize));\n  value = ShuffleReduceMinWarp<T>(value, warp_len);\n  if (warpLane == 0) {\n    shared_mem_buffer[warpID] = value;\n  }\n  __syncthreads();\n  const data_size_t num_warp = static_cast<data_size_t>((len + warpSize - 1) / warpSize);\n  if (warpID == 0) {\n    value = (warpLane < num_warp ? shared_mem_buffer[warpLane] : shared_mem_buffer[0]);\n    value = ShuffleReduceMinWarp<T>(value, num_warp);\n  }\n  return value;\n}\n\ntemplate <typename VAL_T, typename REDUCE_T>\nvoid ShuffleReduceMinGlobal(const VAL_T* values, size_t n, REDUCE_T* block_buffer);\n\ntemplate <typename VAL_T, typename INDEX_T, bool ASCENDING>\n__device__ __forceinline__ void BitonicArgSort_1024(const VAL_T* scores, INDEX_T* indices, const INDEX_T num_items) {\n  INDEX_T depth = 1;\n  INDEX_T num_items_aligend = 1;\n  INDEX_T num_items_ref = num_items - 1;\n  while (num_items_ref > 0) {\n    num_items_ref >>= 1;\n    num_items_aligend <<= 1;\n    ++depth;\n  }\n  for (INDEX_T outer_depth = depth - 1; outer_depth >= 1; --outer_depth) {\n    const INDEX_T outer_segment_length = 1 << (depth - outer_depth);\n    const INDEX_T outer_segment_index = threadIdx.x / outer_segment_length;\n    const bool ascending = ASCENDING ? (outer_segment_index % 2 == 0) : (outer_segment_index % 2 > 0);\n    for (INDEX_T inner_depth = outer_depth; inner_depth < depth; ++inner_depth) {\n      const INDEX_T segment_length = 1 << (depth - inner_depth);\n      const INDEX_T half_segment_length = segment_length >> 1;\n      const INDEX_T half_segment_index = threadIdx.x / half_segment_length;\n      if (threadIdx.x < num_items_aligend) {\n        if (half_segment_index % 2 == 0) {\n          const INDEX_T index_to_compare = threadIdx.x + half_segment_length;\n          if ((scores[indices[threadIdx.x]] > scores[indices[index_to_compare]]) == ascending) {\n            const INDEX_T index = indices[threadIdx.x];\n            indices[threadIdx.x] = indices[index_to_compare];\n            indices[index_to_compare] = index;\n          }\n        }\n      }\n      __syncthreads();\n    }\n  }\n}\n\ntemplate <typename VAL_T, typename INDEX_T, bool ASCENDING>\n__device__ __forceinline__ void BitonicArgSort_2048(const VAL_T* scores, INDEX_T* indices) {\n  for (INDEX_T base = 0; base < 2048; base += 1024) {\n    for (INDEX_T outer_depth = 10; outer_depth >= 1; --outer_depth) {\n      const INDEX_T outer_segment_length = 1 << (11 - outer_depth);\n      const INDEX_T outer_segment_index = threadIdx.x / outer_segment_length;\n      const bool ascending = ((base == 0) ^ ASCENDING) ? (outer_segment_index % 2 > 0) : (outer_segment_index % 2 == 0);\n      for (INDEX_T inner_depth = outer_depth; inner_depth < 11; ++inner_depth) {\n        const INDEX_T segment_length = 1 << (11 - inner_depth);\n        const INDEX_T half_segment_length = segment_length >> 1;\n        const INDEX_T half_segment_index = threadIdx.x / half_segment_length;\n        if (half_segment_index % 2 == 0) {\n          const INDEX_T index_to_compare = threadIdx.x + half_segment_length + base;\n          if ((scores[indices[threadIdx.x + base]] > scores[indices[index_to_compare]]) == ascending) {\n            const INDEX_T index = indices[threadIdx.x + base];\n            indices[threadIdx.x + base] = indices[index_to_compare];\n            indices[index_to_compare] = index;\n          }\n        }\n        __syncthreads();\n      }\n    }\n  }\n  const unsigned int index_to_compare = threadIdx.x + 1024;\n  if (scores[indices[index_to_compare]] > scores[indices[threadIdx.x]]) {\n    const INDEX_T temp_index = indices[index_to_compare];\n    indices[index_to_compare] = indices[threadIdx.x];\n    indices[threadIdx.x] = temp_index;\n  }\n  __syncthreads();\n  for (INDEX_T base = 0; base < 2048; base += 1024) {\n    for (INDEX_T inner_depth = 1; inner_depth < 11; ++inner_depth) {\n      const INDEX_T segment_length = 1 << (11 - inner_depth);\n      const INDEX_T half_segment_length = segment_length >> 1;\n      const INDEX_T half_segment_index = threadIdx.x / half_segment_length;\n      if (half_segment_index % 2 == 0) {\n        const INDEX_T index_to_compare = threadIdx.x + half_segment_length + base;\n        if (scores[indices[threadIdx.x + base]] < scores[indices[index_to_compare]]) {\n          const INDEX_T index = indices[threadIdx.x + base];\n          indices[threadIdx.x + base] = indices[index_to_compare];\n          indices[index_to_compare] = index;\n        }\n      }\n      __syncthreads();\n    }\n  }\n}\n\ntemplate <typename VAL_T, typename INDEX_T, bool ASCENDING, uint32_t BLOCK_DIM, uint32_t MAX_DEPTH>\n__device__ void BitonicArgSortDevice(const VAL_T* values, INDEX_T* indices, const int len) {\n  __shared__ VAL_T shared_values[BLOCK_DIM];\n  __shared__ INDEX_T shared_indices[BLOCK_DIM];\n  int len_to_shift = len - 1;\n  int max_depth = 1;\n  while (len_to_shift > 0) {\n    len_to_shift >>= 1;\n    ++max_depth;\n  }\n  const int num_blocks = (len + static_cast<int>(BLOCK_DIM) - 1) / static_cast<int>(BLOCK_DIM);\n  for (int block_index = 0; block_index < num_blocks; ++block_index) {\n    const int this_index = block_index * static_cast<int>(BLOCK_DIM) + static_cast<int>(threadIdx.x);\n    if (this_index < len) {\n      shared_values[threadIdx.x] = values[this_index];\n      shared_indices[threadIdx.x] = this_index;\n    } else {\n      shared_indices[threadIdx.x] = len;\n    }\n    __syncthreads();\n    for (int depth = max_depth - 1; depth > max_depth - static_cast<int>(MAX_DEPTH); --depth) {\n      const int segment_length = (1 << (max_depth - depth));\n      const int segment_index = this_index / segment_length;\n      const bool ascending = ASCENDING ? (segment_index % 2 == 0) : (segment_index % 2 == 1);\n      {\n        const int half_segment_length = (segment_length >> 1);\n        const int half_segment_index = this_index / half_segment_length;\n        const int num_total_segment = (len + segment_length - 1) / segment_length;\n        const int offset = (segment_index == num_total_segment - 1 && ascending == ASCENDING) ?\n          (num_total_segment * segment_length - len) : 0;\n        if (half_segment_index % 2 == 0) {\n          const int segment_start = segment_index * segment_length;\n          if (this_index >= offset + segment_start) {\n            const int other_index = static_cast<int>(threadIdx.x) + half_segment_length - offset;\n            const INDEX_T this_data_index = shared_indices[threadIdx.x];\n            const INDEX_T other_data_index = shared_indices[other_index];\n            const VAL_T this_value = shared_values[threadIdx.x];\n            const VAL_T other_value = shared_values[other_index];\n            if (other_data_index < len && (this_value > other_value) == ascending) {\n              shared_indices[threadIdx.x] = other_data_index;\n              shared_indices[other_index] = this_data_index;\n              shared_values[threadIdx.x] = other_value;\n              shared_values[other_index] = this_value;\n            }\n          }\n        }\n        __syncthreads();\n      }\n      for (int inner_depth = depth + 1; inner_depth < max_depth; ++inner_depth) {\n        const int half_segment_length = (1 << (max_depth - inner_depth - 1));\n        const int half_segment_index = this_index / half_segment_length;\n        if (half_segment_index % 2 == 0) {\n          const int other_index = static_cast<int>(threadIdx.x) + half_segment_length;\n          const INDEX_T this_data_index = shared_indices[threadIdx.x];\n          const INDEX_T other_data_index = shared_indices[other_index];\n          const VAL_T this_value = shared_values[threadIdx.x];\n          const VAL_T other_value = shared_values[other_index];\n          if (other_data_index < len && (this_value > other_value) == ascending) {\n            shared_indices[threadIdx.x] = other_data_index;\n            shared_indices[other_index] = this_data_index;\n            shared_values[threadIdx.x] = other_value;\n            shared_values[other_index] = this_value;\n          }\n        }\n        __syncthreads();\n      }\n    }\n    if (this_index < len) {\n      indices[this_index] = shared_indices[threadIdx.x];\n    }\n    __syncthreads();\n  }\n  for (int depth = max_depth - static_cast<int>(MAX_DEPTH); depth >= 1; --depth) {\n    const int segment_length = (1 << (max_depth - depth));\n    {\n      const int num_total_segment = (len + segment_length - 1) / segment_length;\n      const int half_segment_length = (segment_length >> 1);\n      for (int block_index = 0; block_index < num_blocks; ++block_index) {\n        const int this_index = block_index * static_cast<int>(BLOCK_DIM) + static_cast<int>(threadIdx.x);\n        const int segment_index = this_index / segment_length;\n        const int half_segment_index = this_index / half_segment_length;\n        const bool ascending = ASCENDING ? (segment_index % 2 == 0) : (segment_index % 2 == 1);\n        const int offset = (segment_index == num_total_segment - 1 && ascending == ASCENDING) ?\n          (num_total_segment * segment_length - len) : 0;\n        if (half_segment_index % 2 == 0) {\n          const int segment_start = segment_index * segment_length;\n          if (this_index >= offset + segment_start) {\n            const int other_index = this_index + half_segment_length - offset;\n            if (other_index < len) {\n              const INDEX_T this_data_index = indices[this_index];\n              const INDEX_T other_data_index = indices[other_index];\n              const VAL_T this_value = values[this_data_index];\n              const VAL_T other_value = values[other_data_index];\n              if ((this_value > other_value) == ascending) {\n                indices[this_index] = other_data_index;\n                indices[other_index] = this_data_index;\n              }\n            }\n          }\n        }\n      }\n      __syncthreads();\n    }\n    for (int inner_depth = depth + 1; inner_depth <= max_depth - static_cast<int>(MAX_DEPTH); ++inner_depth) {\n      const int half_segment_length = (1 << (max_depth - inner_depth - 1));\n      for (int block_index = 0; block_index < num_blocks; ++block_index) {\n        const int this_index = block_index * static_cast<int>(BLOCK_DIM) + static_cast<int>(threadIdx.x);\n        const int segment_index = this_index / segment_length;\n        const int half_segment_index = this_index / half_segment_length;\n        const bool ascending = ASCENDING ? (segment_index % 2 == 0) : (segment_index % 2 == 1);\n        if (half_segment_index % 2 == 0) {\n          const int other_index = this_index + half_segment_length;\n          if (other_index < len) {\n            const INDEX_T this_data_index = indices[this_index];\n            const INDEX_T other_data_index = indices[other_index];\n            const VAL_T this_value = values[this_data_index];\n            const VAL_T other_value = values[other_data_index];\n            if ((this_value > other_value) == ascending) {\n              indices[this_index] = other_data_index;\n              indices[other_index] = this_data_index;\n            }\n          }\n        }\n        __syncthreads();\n      }\n    }\n    for (int block_index = 0; block_index < num_blocks; ++block_index) {\n      const int this_index = block_index * static_cast<int>(BLOCK_DIM) + static_cast<int>(threadIdx.x);\n      const int segment_index = this_index / segment_length;\n      const bool ascending = ASCENDING ? (segment_index % 2 == 0) : (segment_index % 2 == 1);\n      if (this_index < len) {\n        const INDEX_T index = indices[this_index];\n        shared_values[threadIdx.x] = values[index];\n        shared_indices[threadIdx.x] = index;\n      } else {\n        shared_indices[threadIdx.x] = len;\n      }\n      __syncthreads();\n      for (int inner_depth = max_depth - static_cast<int>(MAX_DEPTH) + 1; inner_depth < max_depth; ++inner_depth) {\n        const int half_segment_length = (1 << (max_depth - inner_depth - 1));\n        const int half_segment_index = this_index / half_segment_length;\n        if (half_segment_index % 2 == 0) {\n          const int other_index = static_cast<int>(threadIdx.x) + half_segment_length;\n          const INDEX_T this_data_index = shared_indices[threadIdx.x];\n          const INDEX_T other_data_index = shared_indices[other_index];\n          const VAL_T this_value = shared_values[threadIdx.x];\n          const VAL_T other_value = shared_values[other_index];\n          if (other_data_index < len && (this_value > other_value) == ascending) {\n            shared_indices[threadIdx.x] = other_data_index;\n            shared_indices[other_index] = this_data_index;\n            shared_values[threadIdx.x] = other_value;\n            shared_values[other_index] = this_value;\n          }\n        }\n        __syncthreads();\n      }\n      if (this_index < len) {\n        indices[this_index] = shared_indices[threadIdx.x];\n      }\n      __syncthreads();\n    }\n  }\n}\n\nvoid BitonicArgSortItemsGlobal(\n  const double* scores,\n  const int num_queries,\n  const data_size_t* cuda_query_boundaries,\n  data_size_t* out_indices);\n\ntemplate <typename VAL_T, typename INDEX_T, bool ASCENDING>\nvoid BitonicArgSortGlobal(const VAL_T* values, INDEX_T* indices, const size_t len);\n\ntemplate <typename VAL_T, typename REDUCE_T>\nvoid ShuffleReduceSumGlobal(const VAL_T* values, size_t n, REDUCE_T* block_buffer);\n\ntemplate <typename VAL_T, typename REDUCE_T>\nvoid ShuffleReduceDotProdGlobal(const VAL_T* values1, const VAL_T* values2, size_t n, REDUCE_T* block_buffer);\n\ntemplate <typename VAL_T, typename REDUCE_VAL_T, typename INDEX_T>\n__device__ void ShuffleSortedPrefixSumDevice(const VAL_T* in_values,\n                                const INDEX_T* sorted_indices,\n                                REDUCE_VAL_T* out_values,\n                                const INDEX_T num_data) {\n  __shared__ REDUCE_VAL_T shared_buffer[WARPSIZE];\n  const INDEX_T num_data_per_thread = (num_data + static_cast<INDEX_T>(blockDim.x) - 1) / static_cast<INDEX_T>(blockDim.x);\n  const INDEX_T start = num_data_per_thread * static_cast<INDEX_T>(threadIdx.x);\n  const INDEX_T end = min(start + num_data_per_thread, num_data);\n  REDUCE_VAL_T thread_sum = 0;\n  for (INDEX_T index = start; index < end; ++index) {\n    thread_sum += static_cast<REDUCE_VAL_T>(in_values[sorted_indices[index]]);\n  }\n  __syncthreads();\n  thread_sum = ShufflePrefixSumExclusive<REDUCE_VAL_T>(thread_sum, shared_buffer);\n  const REDUCE_VAL_T thread_base = shared_buffer[threadIdx.x];\n  for (INDEX_T index = start; index < end; ++index) {\n    out_values[index] = thread_base + static_cast<REDUCE_VAL_T>(in_values[sorted_indices[index]]);\n  }\n  __syncthreads();\n}\n\ntemplate <typename VAL_T, typename INDEX_T, typename WEIGHT_T, typename WEIGHT_REDUCE_T, bool ASCENDING, bool USE_WEIGHT>\n__global__ void PercentileGlobalKernel(const VAL_T* values,\n                                       const WEIGHT_T* weights,\n                                       const INDEX_T* sorted_indices,\n                                       const WEIGHT_REDUCE_T* weights_prefix_sum,\n                                       const double alpha,\n                                       const INDEX_T len,\n                                       VAL_T* out_value) {\n  if (!USE_WEIGHT) {\n    const double float_pos = (1.0f - alpha) * len;\n    const INDEX_T pos = static_cast<INDEX_T>(float_pos);\n    if (pos < 1) {\n      *out_value = values[sorted_indices[0]];\n    } else if (pos >= len) {\n      *out_value = values[sorted_indices[len - 1]];\n    } else {\n      const double bias = float_pos - static_cast<double>(pos);\n      const VAL_T v1 = values[sorted_indices[pos - 1]];\n      const VAL_T v2 = values[sorted_indices[pos]];\n      *out_value = static_cast<VAL_T>(v1 - (v1 - v2) * bias);\n    }\n  } else {\n    const WEIGHT_REDUCE_T threshold = weights_prefix_sum[len - 1] * (1.0f - alpha);\n    __shared__ INDEX_T pos;\n    if (threadIdx.x == 0) {\n      pos = len;\n    }\n    __syncthreads();\n    for (INDEX_T index = static_cast<INDEX_T>(threadIdx.x); index < len; index += static_cast<INDEX_T>(blockDim.x)) {\n      if (weights_prefix_sum[index] > threshold && (index == 0 || weights_prefix_sum[index - 1] <= threshold)) {\n        pos = index;\n      }\n    }\n    __syncthreads();\n    pos = min(pos, len - 1);\n    if (pos == 0 || pos == len - 1) {\n      *out_value = values[pos];\n    }\n    const VAL_T v1 = values[sorted_indices[pos - 1]];\n    const VAL_T v2 = values[sorted_indices[pos]];\n    *out_value = static_cast<VAL_T>(v1 - (v1 - v2) * (threshold - weights_prefix_sum[pos - 1]) / (weights_prefix_sum[pos] - weights_prefix_sum[pos - 1]));\n  }\n}\n\ntemplate <typename VAL_T, typename INDEX_T, typename WEIGHT_T, typename WEIGHT_REDUCE_T, bool ASCENDING, bool USE_WEIGHT>\nvoid PercentileGlobal(const VAL_T* values,\n                      const WEIGHT_T* weights,\n                      INDEX_T* indices,\n                      WEIGHT_REDUCE_T* weights_prefix_sum,\n                      WEIGHT_REDUCE_T* weights_prefix_sum_buffer,\n                      const double alpha,\n                      const INDEX_T len,\n                      VAL_T* cuda_out_value) {\n  if (len <= 1) {\n    CopyFromCUDADeviceToCUDADevice<VAL_T>(cuda_out_value, values, 1, __FILE__, __LINE__);\n  }\n  BitonicArgSortGlobal<VAL_T, INDEX_T, ASCENDING>(values, indices, len);\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n  if (USE_WEIGHT) {\n    GlobalInclusiveArgPrefixSum<WEIGHT_T, WEIGHT_REDUCE_T, INDEX_T>(indices, weights, weights_prefix_sum, weights_prefix_sum_buffer, static_cast<size_t>(len));\n  }\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n  PercentileGlobalKernel<VAL_T, INDEX_T, WEIGHT_T, WEIGHT_REDUCE_T, ASCENDING, USE_WEIGHT><<<1, GLOBAL_PREFIX_SUM_BLOCK_SIZE>>>(values, weights, indices, weights_prefix_sum, alpha, len, cuda_out_value);\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n}\n\ntemplate <typename VAL_T, typename INDEX_T, typename WEIGHT_T, typename REDUCE_WEIGHT_T, bool ASCENDING, bool USE_WEIGHT>\n__device__ VAL_T PercentileDevice(const VAL_T* values,\n                                  const WEIGHT_T* weights,\n                                  INDEX_T* indices,\n                                  REDUCE_WEIGHT_T* weights_prefix_sum,\n                                  const double alpha,\n                                  const INDEX_T len) {\n  if (len <= 1) {\n    return values[0];\n  }\n  if (!USE_WEIGHT) {\n    BitonicArgSortDevice<VAL_T, INDEX_T, ASCENDING, BITONIC_SORT_NUM_ELEMENTS / 2, 10>(values, indices, len);\n    const double float_pos = (1.0f - alpha) * len;\n    const INDEX_T pos = static_cast<INDEX_T>(float_pos);\n    if (pos < 1) {\n      return values[indices[0]];\n    } else if (pos >= len) {\n      return values[indices[len - 1]];\n    } else {\n      const double bias = float_pos - pos;\n      const VAL_T v1 = values[indices[pos - 1]];\n      const VAL_T v2 = values[indices[pos]];\n      return static_cast<VAL_T>(v1 - (v1 - v2) * bias);\n    }\n  } else {\n    BitonicArgSortDevice<VAL_T, INDEX_T, ASCENDING, BITONIC_SORT_NUM_ELEMENTS / 4, 9>(values, indices, len);\n    ShuffleSortedPrefixSumDevice<WEIGHT_T, REDUCE_WEIGHT_T, INDEX_T>(weights, indices, weights_prefix_sum, len);\n    const REDUCE_WEIGHT_T threshold = weights_prefix_sum[len - 1] * (1.0f - alpha);\n    __shared__ INDEX_T pos;\n    if (threadIdx.x == 0) {\n      pos = len;\n    }\n    __syncthreads();\n    for (INDEX_T index = static_cast<INDEX_T>(threadIdx.x); index < len; index += static_cast<INDEX_T>(blockDim.x)) {\n      if (weights_prefix_sum[index] > threshold && (index == 0 || weights_prefix_sum[index - 1] <= threshold)) {\n        pos = index;\n      }\n    }\n    __syncthreads();\n    pos = min(pos, len - 1);\n    if (pos == 0 || pos == len - 1) {\n      return values[pos];\n    }\n    const VAL_T v1 = values[indices[pos - 1]];\n    const VAL_T v2 = values[indices[pos]];\n    return static_cast<VAL_T>(v1 - (v1 - v2) * (threshold - weights_prefix_sum[pos - 1]) / (weights_prefix_sum[pos] - weights_prefix_sum[pos - 1]));\n  }\n}\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_ALGORITHMS_HPP_\n"
  },
  {
    "path": "include/LightGBM/cuda/cuda_column_data.hpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_COLUMN_DATA_HPP_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_COLUMN_DATA_HPP_\n\n#ifdef USE_CUDA\n\n#include <LightGBM/config.h>\n#include <LightGBM/cuda/cuda_utils.hu>\n#include <LightGBM/bin.h>\n#include <LightGBM/utils/openmp_wrapper.h>\n\n#include <memory>\n#include <cstdint>\n#include <vector>\n\nnamespace LightGBM {\n\nclass CUDAColumnData {\n public:\n  CUDAColumnData(const data_size_t num_data, const int gpu_device_id);\n\n  ~CUDAColumnData();\n\n  void Init(const int num_columns,\n            const std::vector<const void*>& column_data,\n            const std::vector<BinIterator*>& column_bin_iterator,\n            const std::vector<uint8_t>& column_bit_type,\n            const std::vector<uint32_t>& feature_max_bin,\n            const std::vector<uint32_t>& feature_min_bin,\n            const std::vector<uint32_t>& feature_offset,\n            const std::vector<uint32_t>& feature_most_freq_bin,\n            const std::vector<uint32_t>& feature_default_bin,\n            const std::vector<uint8_t>& feature_missing_is_zero,\n            const std::vector<uint8_t>& feature_missing_is_na,\n            const std::vector<uint8_t>& feature_mfb_is_zero,\n            const std::vector<uint8_t>& feature_mfb_is_na,\n            const std::vector<int>& feature_to_column);\n\n  const uint8_t* GetColumnData(const int column_index) const { return data_by_column_[column_index]->RawData(); }\n\n  void CopySubrow(const CUDAColumnData* full_set, const data_size_t* used_indices, const data_size_t num_used_indices);\n\n  uint8_t* const* cuda_data_by_column() const { return cuda_data_by_column_.RawData(); }\n\n  uint32_t feature_min_bin(const int feature_index) const { return feature_min_bin_[feature_index]; }\n\n  uint32_t feature_max_bin(const int feature_index) const { return feature_max_bin_[feature_index]; }\n\n  uint32_t feature_offset(const int feature_index) const { return feature_offset_[feature_index]; }\n\n  uint32_t feature_most_freq_bin(const int feature_index) const { return feature_most_freq_bin_[feature_index]; }\n\n  uint32_t feature_default_bin(const int feature_index) const { return feature_default_bin_[feature_index]; }\n\n  uint8_t feature_missing_is_zero(const int feature_index) const { return feature_missing_is_zero_[feature_index]; }\n\n  uint8_t feature_missing_is_na(const int feature_index) const { return feature_missing_is_na_[feature_index]; }\n\n  uint8_t feature_mfb_is_zero(const int feature_index) const { return feature_mfb_is_zero_[feature_index]; }\n\n  uint8_t feature_mfb_is_na(const int feature_index) const { return feature_mfb_is_na_[feature_index]; }\n\n  const uint32_t* cuda_feature_min_bin() const { return cuda_feature_min_bin_.RawData(); }\n\n  const uint32_t* cuda_feature_max_bin() const { return cuda_feature_max_bin_.RawData(); }\n\n  const uint32_t* cuda_feature_offset() const { return cuda_feature_offset_.RawData(); }\n\n  const uint32_t* cuda_feature_most_freq_bin() const { return cuda_feature_most_freq_bin_.RawData(); }\n\n  const uint32_t* cuda_feature_default_bin() const { return cuda_feature_default_bin_.RawData(); }\n\n  const uint8_t* cuda_feature_missing_is_zero() const { return cuda_feature_missing_is_zero_.RawData(); }\n\n  const uint8_t* cuda_feature_missing_is_na() const { return cuda_feature_missing_is_na_.RawData(); }\n\n  const uint8_t* cuda_feature_mfb_is_zero() const { return cuda_feature_mfb_is_zero_.RawData(); }\n\n  const uint8_t* cuda_feature_mfb_is_na() const { return cuda_feature_mfb_is_na_.RawData(); }\n\n  const int* cuda_feature_to_column() const { return cuda_feature_to_column_.RawData(); }\n\n  const uint8_t* cuda_column_bit_type() const { return cuda_column_bit_type_.RawData(); }\n\n  int feature_to_column(const int feature_index) const { return feature_to_column_[feature_index]; }\n\n  uint8_t column_bit_type(const int column_index) const { return column_bit_type_[column_index]; }\n\n private:\n  template <bool IS_SPARSE, bool IS_4BIT, typename BIN_TYPE>\n  void InitOneColumnData(const void* in_column_data, BinIterator* bin_iterator, CUDAVector<uint8_t>* out_column_data_pointer);\n\n  void LaunchCopySubrowKernel(uint8_t* const* in_cuda_data_by_column);\n\n  void InitColumnMetaInfo();\n\n  void ResizeWhenCopySubrow(const data_size_t num_used_indices);\n\n  std::vector<uint8_t*> GetDataByColumnPointers(const std::vector<std::unique_ptr<CUDAVector<uint8_t>>>& data_by_column) const {\n    std::vector<uint8_t*> data_by_column_pointers(data_by_column.size(), nullptr);\n    for (size_t i = 0; i < data_by_column.size(); ++i) {\n      data_by_column_pointers[i] = reinterpret_cast<uint8_t*>(data_by_column[i]->RawData());\n    }\n    return data_by_column_pointers;\n  }\n\n  int gpu_device_id_;\n  int num_threads_;\n  data_size_t num_data_;\n  int num_columns_;\n  std::vector<uint8_t> column_bit_type_;\n  std::vector<uint32_t> feature_min_bin_;\n  std::vector<uint32_t> feature_max_bin_;\n  std::vector<uint32_t> feature_offset_;\n  std::vector<uint32_t> feature_most_freq_bin_;\n  std::vector<uint32_t> feature_default_bin_;\n  std::vector<uint8_t> feature_missing_is_zero_;\n  std::vector<uint8_t> feature_missing_is_na_;\n  std::vector<uint8_t> feature_mfb_is_zero_;\n  std::vector<uint8_t> feature_mfb_is_na_;\n  CUDAVector<uint8_t*> cuda_data_by_column_;\n  std::vector<int> feature_to_column_;\n  std::vector<std::unique_ptr<CUDAVector<uint8_t>>> data_by_column_;\n\n  CUDAVector<uint8_t> cuda_column_bit_type_;\n  CUDAVector<uint32_t> cuda_feature_min_bin_;\n  CUDAVector<uint32_t> cuda_feature_max_bin_;\n  CUDAVector<uint32_t> cuda_feature_offset_;\n  CUDAVector<uint32_t> cuda_feature_most_freq_bin_;\n  CUDAVector<uint32_t> cuda_feature_default_bin_;\n  CUDAVector<uint8_t> cuda_feature_missing_is_zero_;\n  CUDAVector<uint8_t> cuda_feature_missing_is_na_;\n  CUDAVector<uint8_t> cuda_feature_mfb_is_zero_;\n  CUDAVector<uint8_t> cuda_feature_mfb_is_na_;\n  CUDAVector<int> cuda_feature_to_column_;\n\n  // used when bagging with subset\n  CUDAVector<data_size_t> cuda_used_indices_;\n  data_size_t num_used_indices_;\n  data_size_t cur_subset_buffer_size_;\n};\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_COLUMN_DATA_HPP_\n"
  },
  {
    "path": "include/LightGBM/cuda/cuda_metadata.hpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_METADATA_HPP_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_METADATA_HPP_\n\n#ifdef USE_CUDA\n\n#include <LightGBM/cuda/cuda_utils.hu>\n#include <LightGBM/meta.h>\n\n#include <vector>\n\nnamespace LightGBM {\n\nclass CUDAMetadata {\n public:\n  explicit CUDAMetadata(const int gpu_device_id);\n\n  ~CUDAMetadata();\n\n  void Init(const std::vector<label_t>& label,\n            const std::vector<label_t>& weight,\n            const std::vector<data_size_t>& query_boundaries,\n            const std::vector<label_t>& query_weights,\n            const std::vector<double>& init_score);\n\n  void SetLabel(const label_t* label, data_size_t len);\n\n  void SetWeights(const label_t* weights, data_size_t len);\n\n  void SetQuery(const data_size_t* query, const label_t* query_weights, data_size_t num_queries);\n\n  void SetInitScore(const double* init_score, data_size_t len);\n\n  const label_t* cuda_label() const { return cuda_label_.RawData(); }\n\n  const label_t* cuda_weights() const { return cuda_weights_.RawData(); }\n\n  const data_size_t* cuda_query_boundaries() const { return cuda_query_boundaries_.RawData(); }\n\n  const label_t* cuda_query_weights() const { return cuda_query_weights_.RawData(); }\n\n private:\n  CUDAVector<label_t> cuda_label_;\n  CUDAVector<label_t> cuda_weights_;\n  CUDAVector<data_size_t> cuda_query_boundaries_;\n  CUDAVector<label_t> cuda_query_weights_;\n  CUDAVector<double> cuda_init_score_;\n};\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_METADATA_HPP_\n"
  },
  {
    "path": "include/LightGBM/cuda/cuda_metric.hpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_METRIC_HPP_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_METRIC_HPP_\n\n#ifdef USE_CUDA\n\n#include <LightGBM/cuda/cuda_utils.hu>\n#include <LightGBM/metric.h>\n\nnamespace LightGBM {\n\ntemplate <typename HOST_METRIC>\nclass CUDAMetricInterface: public HOST_METRIC {\n public:\n  explicit CUDAMetricInterface(const Config& config): HOST_METRIC(config) {\n    cuda_labels_ = nullptr;\n    cuda_weights_ = nullptr;\n    const int gpu_device_id = config.gpu_device_id >= 0 ? config.gpu_device_id : 0;\n    SetCUDADevice(gpu_device_id, __FILE__, __LINE__);\n  }\n\n  void Init(const Metadata& metadata, data_size_t num_data) override {\n    HOST_METRIC::Init(metadata, num_data);\n    cuda_labels_ = metadata.cuda_metadata()->cuda_label();\n    cuda_weights_ = metadata.cuda_metadata()->cuda_weights();\n  }\n\n  bool IsCUDAMetric() const { return true; }\n\n protected:\n  const label_t* cuda_labels_;\n  const label_t* cuda_weights_;\n};\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_METRIC_HPP_\n"
  },
  {
    "path": "include/LightGBM/cuda/cuda_nccl_topology.hpp",
    "content": "/*!\n * Copyright (c) 2023-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2023-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_NCCL_TOPOLOGY_HPP_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_NCCL_TOPOLOGY_HPP_\n\n#ifdef USE_CUDA\n\n#ifdef USE_ROCM\n#include <rccl/rccl.h>\n#else\n#include <nccl.h>\n#endif\n\n#include <LightGBM/cuda/cuda_utils.hu>\n#include <LightGBM/network.h>\n#include <LightGBM/utils/common.h>\n\n#include <memory>\n#include <set>\n#include <string>\n#include <vector>\n#include <functional>\n#include <thread>\n\nnamespace LightGBM {\n\nclass NCCLTopology {\n public:\n  NCCLTopology(const int master_gpu_device_id, const int num_gpu, const std::string& gpu_device_id_list, const data_size_t global_num_data) {\n    num_gpu_ = num_gpu;\n    master_gpu_device_id_ = master_gpu_device_id;\n    global_num_data_ = global_num_data;\n    int max_num_gpu = 0;\n    CUDASUCCESS_OR_FATAL(cudaGetDeviceCount(&max_num_gpu));\n    if (gpu_device_id_list != std::string(\"\")) {\n      std::set<int> gpu_id_set;\n      std::vector<std::string> gpu_list_str = Common::Split(gpu_device_id_list.c_str(), \",\");\n      for (const auto& gpu_str : gpu_list_str) {\n        int gpu_id = 0;\n        Common::Atoi<int>(gpu_str.c_str(), &gpu_id);\n        if (gpu_id < 0 || gpu_id >= max_num_gpu) {\n          Log::Warning(\"Invalid GPU device ID %d in gpu_device_list is ignored.\", gpu_id);\n        } else {\n          gpu_id_set.insert(gpu_id);\n        }\n      }\n      for (const int gpu_id : gpu_id_set) {\n        gpu_list_.push_back(gpu_id);\n      }\n    }\n    if (!gpu_list_.empty() && num_gpu_ != static_cast<int>(gpu_list_.size())) {\n      Log::Warning(\"num_gpu = %d is different from the number of valid device IDs in gpu_device_list (%d), using %d GPUs instead.\", \\\n                  num_gpu_, static_cast<int>(gpu_list_.size()), static_cast<int>(gpu_list_.size()));\n      num_gpu_ = static_cast<int>(gpu_list_.size());\n    }\n\n    if (!gpu_list_.empty()) {\n      bool check_master_gpu = false;\n      for (int i = 0; i < static_cast<int>(gpu_list_.size()); ++i) {\n        const int gpu_id = gpu_list_[i];\n        if (gpu_id == master_gpu_device_id_) {\n          check_master_gpu = true;\n          master_gpu_index_ = i;\n          break;\n        }\n      }\n      if (!check_master_gpu) {\n        Log::Warning(\"Master GPU index not in gpu_device_list. Using %d as the master GPU instead.\", gpu_list_[0]);\n        master_gpu_device_id_ = gpu_list_[0];\n        master_gpu_index_ = 0;\n      }\n    } else {\n      if (num_gpu_ <= 0) {\n        num_gpu_ = 1;\n      } else if (num_gpu_ > max_num_gpu) {\n        Log::Warning(\"Only %d GPUs available, using num_gpu = %d.\", max_num_gpu, max_num_gpu);\n        num_gpu_ = max_num_gpu;\n      }\n      if (master_gpu_device_id_ < 0 || master_gpu_device_id_ >= num_gpu_) {\n        Log::Warning(\"Invalid gpu_device_id = %d for master GPU index, using gpu_device_id = 0 instead.\", master_gpu_device_id_);\n        master_gpu_device_id_ = 0;\n        master_gpu_index_ = 0;\n      }\n      for (int i = 0; i < num_gpu_; ++i) {\n        gpu_list_.push_back(i);\n      }\n    }\n\n    Log::Info(\"Using GPU devices %s, and local master GPU device %d.\", Common::Join<int>(gpu_list_, \",\").c_str(), master_gpu_device_id_);\n\n    const int num_threads = OMP_NUM_THREADS();\n    if (num_gpu_ > num_threads) {\n      Log::Fatal(\"Number of GPUs %d is greater than the number of threads %d. Please use more threads.\", num_gpu_, num_threads);\n    }\n\n    host_threads_.resize(num_gpu_);\n  }\n\n  ~NCCLTopology() {}\n\n  void InitNCCL() {\n    nccl_gpu_rank_.resize(num_gpu_, -1);\n    nccl_communicators_.resize(num_gpu_);\n    ncclUniqueId nccl_unique_id;\n    if (Network::num_machines() == 1 || Network::rank() == 0) {\n      NCCLCHECK(ncclGetUniqueId(&nccl_unique_id));\n    }\n    if (Network::num_machines() > 1) {\n      std::vector<ncclUniqueId> output_buffer(Network::num_machines());\n      Network::Allgather(\n        reinterpret_cast<char*>(&nccl_unique_id),\n        sizeof(ncclUniqueId) / sizeof(char),\n        reinterpret_cast<char*>(output_buffer.data()));\n      if (Network::rank() > 0) {\n        nccl_unique_id = output_buffer[0];\n      }\n    }\n\n    if (Network::num_machines() > 1) {\n      node_rank_offset_.resize(Network::num_machines() + 1, 0);\n      Network::Allgather(\n        reinterpret_cast<char*>(&num_gpu_),\n        sizeof(int) / sizeof(char),\n        reinterpret_cast<char*>(node_rank_offset_.data() + 1));\n      for (int rank = 1; rank < Network::num_machines() + 1; ++rank) {\n        node_rank_offset_[rank] += node_rank_offset_[rank - 1];\n      }\n      CHECK_EQ(node_rank_offset_[Network::rank() + 1] - node_rank_offset_[Network::rank()], num_gpu_);\n      NCCLCHECK(ncclGroupStart());\n      for (int gpu_index = 0; gpu_index < num_gpu_; ++gpu_index) {\n        SetCUDADevice(gpu_list_[gpu_index], __FILE__, __LINE__);\n        nccl_gpu_rank_[gpu_index] = gpu_index + node_rank_offset_[Network::rank()];\n        NCCLCHECK(ncclCommInitRank(&nccl_communicators_[gpu_index], node_rank_offset_.back(), nccl_unique_id, nccl_gpu_rank_[gpu_index]));\n      }\n      NCCLCHECK(ncclGroupEnd());\n    } else {\n      NCCLCHECK(ncclGroupStart());\n      for (int gpu_index = 0; gpu_index < num_gpu_; ++gpu_index) {\n        SetCUDADevice(gpu_list_[gpu_index], __FILE__, __LINE__);\n        nccl_gpu_rank_[gpu_index] = gpu_index;\n        NCCLCHECK(ncclCommInitRank(&nccl_communicators_[gpu_index], num_gpu_, nccl_unique_id, gpu_index));\n      }\n      NCCLCHECK(ncclGroupEnd());\n    }\n\n    // return to master gpu device\n    CUDASUCCESS_OR_FATAL(cudaSetDevice(master_gpu_device_id_));\n  }\n\n  template <typename ARG_T, typename RET_T>\n  void RunPerDevice(const std::vector<std::unique_ptr<ARG_T>>& objs, const std::function<RET_T(ARG_T*)>& func) {\n    #pragma omp parallel for schedule(static) num_threads(num_gpu_)\n    for (int i = 0; i < num_gpu_; ++i) {\n      CUDASUCCESS_OR_FATAL(cudaSetDevice(gpu_list_[i]));\n      func(objs[i].get());\n    }\n    CUDASUCCESS_OR_FATAL(cudaSetDevice(master_gpu_device_id_));\n  }\n\n  template <typename RET_T>\n  void InitPerDevice(std::vector<std::unique_ptr<RET_T>>* vec) {\n    vec->resize(num_gpu_);\n    #pragma omp parallel for schedule(static) num_threads(num_gpu_)\n    for (int i = 0; i < num_gpu_; ++i) {\n      CUDASUCCESS_OR_FATAL(cudaSetDevice(gpu_list_[i]));\n      RET_T* nccl_info = new RET_T();\n      nccl_info->SetNCCLInfo(nccl_communicators_[i], nccl_gpu_rank_[i], i, gpu_list_[i], global_num_data_);\n      vec->operator[](i).reset(nccl_info);\n    }\n    CUDASUCCESS_OR_FATAL(cudaSetDevice(master_gpu_device_id_));\n  }\n\n  template <typename ARG_T>\n  void DispatchPerDevice(std::vector<std::unique_ptr<ARG_T>>* objs, const std::function<void(ARG_T*)>& func) {\n    for (int i = 0; i < num_gpu_; ++i) {\n      host_threads_[i] = std::thread([this, i, &func, objs] () {\n        CUDASUCCESS_OR_FATAL(cudaSetDevice(gpu_list_[i]))\n        func(objs->operator[](i).get());\n      });\n    }\n    for (int i = 0; i < num_gpu_; ++i) {\n      host_threads_[i].join();\n    }\n    CUDASUCCESS_OR_FATAL(cudaSetDevice(master_gpu_device_id_));\n  }\n\n  template <typename ARG_T, typename RET_T>\n  void RunOnMasterDevice(const std::vector<std::unique_ptr<ARG_T>>& objs, const std::function<RET_T(ARG_T*)>& func) {\n    CUDASUCCESS_OR_FATAL(cudaSetDevice(master_gpu_device_id_));\n    func(objs[master_gpu_index_].get());\n  }\n\n  template <typename ARG_T, typename RET_T>\n  void RunOnNonMasterDevice(const std::vector<std::unique_ptr<ARG_T>>& objs, const std::function<RET_T(ARG_T*)>& func) {\n    for (int i = 0; i < num_gpu_; ++i) {\n      if (i != master_gpu_index_) {\n        CUDASUCCESS_OR_FATAL(cudaSetDevice(gpu_list_[i]));\n        func(objs[i].get());\n      }\n    }\n    CUDASUCCESS_OR_FATAL(cudaSetDevice(master_gpu_device_id_));\n  }\n\n  int num_gpu() const { return num_gpu_; }\n\n  int master_gpu_index() const { return master_gpu_index_; }\n\n  int master_gpu_device_id() const { return master_gpu_device_id_; }\n\n  const std::vector<int>& gpu_list() const { return gpu_list_; }\n\n private:\n  int num_gpu_;\n  int master_gpu_index_;\n  int master_gpu_device_id_;\n  std::vector<int> gpu_list_;\n  data_size_t global_num_data_;\n\n  ncclUniqueId nccl_unique_id_;\n  std::vector<int> node_rank_offset_;\n  std::vector<int> nccl_gpu_rank_;\n  std::vector<ncclComm_t> nccl_communicators_;\n  std::vector<std::thread> host_threads_;\n};\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_NCCL_TOPOLOGY_HPP_\n"
  },
  {
    "path": "include/LightGBM/cuda/cuda_objective_function.hpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2026-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_OBJECTIVE_FUNCTION_HPP_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_OBJECTIVE_FUNCTION_HPP_\n\n#ifdef USE_CUDA\n\n#include <LightGBM/cuda/cuda_utils.hu>\n#include <LightGBM/objective_function.h>\n#include <LightGBM/meta.h>\n\n#include <string>\n#include <vector>\n\nnamespace LightGBM {\n\ntemplate <typename HOST_OBJECTIVE>\nclass CUDAObjectiveInterface: public HOST_OBJECTIVE, public NCCLInfo {\n public:\n  explicit CUDAObjectiveInterface(const Config& config): HOST_OBJECTIVE(config) {\n    if (config.num_gpu <= 1) {\n      const int gpu_device_id = config.gpu_device_id >= 0 ? config.gpu_device_id : 0;\n      SetCUDADevice(gpu_device_id, __FILE__, __LINE__);\n    }\n  }\n\n  explicit CUDAObjectiveInterface(const std::vector<std::string>& strs): HOST_OBJECTIVE(strs) {}\n\n  void Init(const Metadata& metadata, data_size_t num_data) {\n    HOST_OBJECTIVE::Init(metadata, num_data);\n    cuda_labels_ = metadata.cuda_metadata()->cuda_label();\n    cuda_weights_ = metadata.cuda_metadata()->cuda_weights();\n  }\n\n  void SetNCCLInfo(\n    ncclComm_t nccl_communicator,\n    int nccl_gpu_rank,\n    int local_gpu_rank,\n    int gpu_device_id,\n    data_size_t global_num_data) override {\n    NCCLInfo::SetNCCLInfo(nccl_communicator, nccl_gpu_rank, local_gpu_rank, gpu_device_id, global_num_data);\n  }\n\n  virtual const double* ConvertOutputCUDA(const data_size_t num_data, const double* input, double* output) const {\n    return LaunchConvertOutputCUDAKernel(num_data, input, output);\n  }\n\n  double BoostFromScore(int class_id) const override {\n    return LaunchCalcInitScoreKernel(class_id);\n  }\n\n  bool IsCUDAObjective() const override { return true; }\n\n  void GetGradients(const double* scores, score_t* gradients, score_t* hessians) const override {\n    LaunchGetGradientsKernel(scores, gradients, hessians);\n    SynchronizeCUDADevice(__FILE__, __LINE__);\n  }\n\n  void GetGradientsWithSampledQueries(const double* scores, const data_size_t /*num_sampled_queries*/, const data_size_t* /*sampled_query_indices*/, score_t* gradients, score_t* hessians) const override {\n    LaunchGetGradientsKernel(scores, gradients, hessians);\n    SynchronizeCUDADevice(__FILE__, __LINE__);\n  }\n\n  void RenewTreeOutputCUDA(const double* score, const data_size_t* data_indices_in_leaf, const data_size_t* num_data_in_leaf,\n    const data_size_t* data_start_in_leaf, const int num_leaves, double* leaf_value) const override {\n    global_timer.Start(\"CUDAObjectiveInterface::LaunchRenewTreeOutputCUDAKernel\");\n    LaunchRenewTreeOutputCUDAKernel(score, data_indices_in_leaf, num_data_in_leaf, data_start_in_leaf, num_leaves, leaf_value);\n    SynchronizeCUDADevice(__FILE__, __LINE__);\n    global_timer.Stop(\"CUDAObjectiveInterface::LaunchRenewTreeOutputCUDAKernel\");\n  }\n\n protected:\n  virtual void LaunchGetGradientsKernel(const double* scores, score_t* gradients, score_t* hessians) const = 0;\n\n  virtual double LaunchCalcInitScoreKernel(const int class_id) const {\n    return HOST_OBJECTIVE::BoostFromScore(class_id);\n  }\n\n  virtual const double* LaunchConvertOutputCUDAKernel(const data_size_t /*num_data*/, const double* input, double* /*output*/) const { return input; }\n\n  virtual void LaunchRenewTreeOutputCUDAKernel(\n    const double* /*score*/, const data_size_t* /*data_indices_in_leaf*/, const data_size_t* /*num_data_in_leaf*/,\n    const data_size_t* /*data_start_in_leaf*/, const int /*num_leaves*/, double* /*leaf_value*/) const {}\n\n  const label_t* cuda_labels_;\n  const label_t* cuda_weights_;\n};\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_OBJECTIVE_FUNCTION_HPP_\n"
  },
  {
    "path": "include/LightGBM/cuda/cuda_random.hpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_RANDOM_HPP_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_RANDOM_HPP_\n\n#ifdef USE_CUDA\n\n#ifndef USE_ROCM\n#include <cuda.h>\n#include <cuda_runtime.h>\n#endif\n\nnamespace LightGBM {\n\n/*!\n* \\brief A wrapper for random generator\n*/\nclass CUDARandom {\n public:\n  /*!\n  * \\brief Set specific seed\n  */\n  __device__ void SetSeed(int seed) {\n    x = seed;\n  }\n  /*!\n  * \\brief Generate random integer, int16 range. [0, 65536]\n  * \\param lower_bound lower bound\n  * \\param upper_bound upper bound\n  * \\return The random integer between [lower_bound, upper_bound)\n  */\n  __device__ inline int NextShort(int lower_bound, int upper_bound) {\n    return (RandInt16()) % (upper_bound - lower_bound) + lower_bound;\n  }\n\n  /*!\n  * \\brief Generate random integer, int32 range\n  * \\param lower_bound lower bound\n  * \\param upper_bound upper bound\n  * \\return The random integer between [lower_bound, upper_bound)\n  */\n  __device__ inline int NextInt(int lower_bound, int upper_bound) {\n    return (RandInt32()) % (upper_bound - lower_bound) + lower_bound;\n  }\n\n  /*!\n  * \\brief Generate random float data\n  * \\return The random float between [0.0, 1.0)\n  */\n  __device__ inline float NextFloat() {\n    // get random float in [0,1)\n    return static_cast<float>(RandInt16()) / (32768.0f);\n  }\n\n private:\n  __device__ inline int RandInt16() {\n    x = (214013 * x + 2531011);\n    return static_cast<int>((x >> 16) & 0x7FFF);\n  }\n\n  __device__ inline int RandInt32() {\n    x = (214013 * x + 2531011);\n    return static_cast<int>(x & 0x7FFFFFFF);\n  }\n\n  unsigned int x = 123456789;\n};\n\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_RANDOM_HPP_\n"
  },
  {
    "path": "include/LightGBM/cuda/cuda_rocm_interop.h",
    "content": "/*!\n * Copyright(C) 2023 Advanced Micro Devices, Inc. All rights reserved.\n */\n\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_ROCM_INTEROP_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_ROCM_INTEROP_H_\n\n#ifdef USE_CUDA\n\n#if defined(__HIP_PLATFORM_AMD__)\n\n// ROCm doesn't have atomicAdd_block, but it should be semantically the same as atomicAdd\n#define atomicAdd_block atomicAdd\n\n// hipify\n#include <hip/hip_runtime.h>\n#define cudaDeviceProp hipDeviceProp_t\n#define cudaDeviceSynchronize hipDeviceSynchronize\n#define cudaError_t hipError_t\n#define cudaFree hipFree\n#define cudaFreeHost hipFreeHost\n#define cudaGetDevice hipGetDevice\n#define cudaGetDeviceCount hipGetDeviceCount\n#define cudaGetDeviceProperties hipGetDeviceProperties\n#define cudaGetErrorName hipGetErrorName\n#define cudaGetErrorString hipGetErrorString\n#define cudaGetLastError hipGetLastError\n#define cudaHostAlloc hipHostAlloc\n#define cudaHostAllocPortable hipHostAllocPortable\n#define cudaMalloc hipMalloc\n#define cudaMemcpy hipMemcpy\n#define cudaMemcpyAsync hipMemcpyAsync\n#define cudaMemcpyDeviceToDevice hipMemcpyDeviceToDevice\n#define cudaMemcpyDeviceToHost hipMemcpyDeviceToHost\n#define cudaMemcpyHostToDevice hipMemcpyHostToDevice\n#define cudaMemoryTypeHost hipMemoryTypeHost\n#define cudaMemset hipMemset\n#define cudaPointerAttributes hipPointerAttribute_t\n#define cudaPointerGetAttributes hipPointerGetAttributes\n#define cudaSetDevice hipSetDevice\n#define cudaStreamCreate hipStreamCreate\n#define cudaStreamDestroy hipStreamDestroy\n#define cudaStreamSynchronize hipStreamSynchronize\n#define cudaStream_t hipStream_t\n#define cudaSuccess hipSuccess\n\n// ROCm 7.0 did add __shfl_down_sync et al, but the following hack still works.\n// Since mask is full 0xffffffff, we can use __shfl_down instead.\n#define __shfl_down_sync(mask, val, offset) __shfl_down(val, offset)\n#define __shfl_up_sync(mask, val, offset) __shfl_up(val, offset)\n\n// warpSize is only allowed for device code.\n// HIP header used to define warpSize as a constexpr that was either 32 or 64\n// depending on the target device, and then always set it to 64 for host code.\nstatic inline constexpr int WARP_SIZE_INTERNAL() {\n#if defined(__GFX9__)\n  return 64;\n#else  // __GFX9__\n  return 32;\n#endif  // __GFX9__\n}\n#define WARPSIZE (WARP_SIZE_INTERNAL())\n\n#else  // __HIP_PLATFORM_AMD__\n// CUDA warpSize is not a constexpr, but always 32\n#define WARPSIZE 32\n#endif  // defined(__HIP_PLATFORM_AMD__) || defined(__HIP__)\n\n#endif  // USE_CUDA\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_ROCM_INTEROP_H_\n"
  },
  {
    "path": "include/LightGBM/cuda/cuda_row_data.hpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_ROW_DATA_HPP_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_ROW_DATA_HPP_\n\n#ifdef USE_CUDA\n\n#include <LightGBM/bin.h>\n#include <LightGBM/config.h>\n#include <LightGBM/cuda/cuda_utils.hu>\n#include <LightGBM/dataset.h>\n#include <LightGBM/train_share_states.h>\n#include <LightGBM/utils/openmp_wrapper.h>\n\n#include <cstdint>\n#include <vector>\n\n#define COPY_SUBROW_BLOCK_SIZE_ROW_DATA (1024)\n\n#if CUDART_VERSION == 10000\n#define DP_SHARED_HIST_SIZE (5176)\n#else\n#define DP_SHARED_HIST_SIZE (6144)\n#endif\n#define SP_SHARED_HIST_SIZE (DP_SHARED_HIST_SIZE * 2)\n\nnamespace LightGBM {\n\nclass CUDARowData {\n public:\n  CUDARowData(const Dataset* train_data,\n              const TrainingShareStates* train_share_state,\n              const int gpu_device_id,\n              const bool gpu_use_dp);\n\n  ~CUDARowData();\n\n  void Init(const Dataset* train_data,\n            TrainingShareStates* train_share_state);\n\n  void CopySubrow(const CUDARowData* full_set, const data_size_t* used_indices, const data_size_t num_used_indices);\n\n  void CopySubcol(const CUDARowData* full_set, const std::vector<int8_t>& is_feature_used, const Dataset* train_data);\n\n  void CopySubrowAndSubcol(const CUDARowData* full_set, const data_size_t* used_indices,\n    const data_size_t num_used_indices, const std::vector<bool>& is_feature_used, const Dataset* train_data);\n\n  template <typename BIN_TYPE>\n  const BIN_TYPE* GetBin() const;\n\n  template <typename PTR_TYPE>\n  const PTR_TYPE* GetPartitionPtr() const;\n\n  template <typename PTR_TYPE>\n  const PTR_TYPE* GetRowPtr() const;\n\n  int NumLargeBinPartition() const { return static_cast<int>(large_bin_partitions_.size()); }\n\n  int num_feature_partitions() const { return num_feature_partitions_; }\n\n  int max_num_column_per_partition() const { return max_num_column_per_partition_; }\n\n  bool is_sparse() const { return is_sparse_; }\n\n  uint8_t bit_type() const { return bit_type_; }\n\n  uint8_t row_ptr_bit_type() const { return row_ptr_bit_type_; }\n\n  const int* cuda_feature_partition_column_index_offsets() const { return cuda_feature_partition_column_index_offsets_.RawData(); }\n\n  const uint32_t* cuda_column_hist_offsets() const { return cuda_column_hist_offsets_.RawData(); }\n\n  const uint32_t* cuda_partition_hist_offsets() const { return cuda_partition_hist_offsets_.RawData(); }\n\n  int shared_hist_size() const { return shared_hist_size_; }\n\n private:\n  void DivideCUDAFeatureGroups(const Dataset* train_data, TrainingShareStates* share_state);\n\n  template <typename BIN_TYPE>\n  void GetDenseDataPartitioned(const BIN_TYPE* row_wise_data, std::vector<BIN_TYPE>* partitioned_data);\n\n  template <typename BIN_TYPE, typename ROW_PTR_TYPE>\n  void GetSparseDataPartitioned(const BIN_TYPE* row_wise_data,\n    const ROW_PTR_TYPE* row_ptr,\n    std::vector<std::vector<BIN_TYPE>>* partitioned_data,\n    std::vector<std::vector<ROW_PTR_TYPE>>* partitioned_row_ptr,\n    std::vector<ROW_PTR_TYPE>* partition_ptr);\n\n  template <typename BIN_TYPE, typename ROW_PTR_TYPE>\n  void InitSparseData(const BIN_TYPE* host_data,\n                      const ROW_PTR_TYPE* host_row_ptr,\n                      CUDAVector<BIN_TYPE>* cuda_data,\n                      CUDAVector<ROW_PTR_TYPE>* cuda_row_ptr,\n                      CUDAVector<ROW_PTR_TYPE>* cuda_partition_ptr);\n\n  /*! \\brief number of threads to use */\n  int num_threads_;\n  /*! \\brief number of training data */\n  data_size_t num_data_;\n  /*! \\brief number of bins of all features */\n  int num_total_bin_;\n  /*! \\brief number of feature groups in dataset */\n  int num_feature_group_;\n  /*! \\brief number of features in dataset */\n  int num_feature_;\n  /*! \\brief number of bits used to store each bin value */\n  uint8_t bit_type_;\n  /*! \\brief number of bits used to store each row pointer value */\n  uint8_t row_ptr_bit_type_;\n  /*! \\brief is sparse row wise data */\n  bool is_sparse_;\n  /*! \\brief start column index of each feature partition */\n  std::vector<int> feature_partition_column_index_offsets_;\n  /*! \\brief histogram offset of each column */\n  std::vector<uint32_t> column_hist_offsets_;\n  /*! \\brief hisotgram offset of each partition */\n  std::vector<uint32_t> partition_hist_offsets_;\n  /*! \\brief maximum number of columns among all feature partitions */\n  int max_num_column_per_partition_;\n  /*! \\brief number of partitions */\n  int num_feature_partitions_;\n  /*! \\brief used when bagging with subset, number of used indices */\n  data_size_t num_used_indices_;\n  /*! \\brief used when bagging with subset, number of total elements */\n  uint64_t num_total_elements_;\n  /*! \\brief used when bagging with column subset, the size of maximum number of feature partitions */\n  int cur_num_feature_partition_buffer_size_;\n  /*! \\brief CUDA device ID */\n  int gpu_device_id_;\n  /*! \\brief index of partitions with large bins that its histogram cannot fit into shared memory, each large bin partition contains a single column */\n  std::vector<int> large_bin_partitions_;\n  /*! \\brief index of partitions with small bins */\n  std::vector<int> small_bin_partitions_;\n  /*! \\brief shared memory size used by histogram */\n  int shared_hist_size_;\n  /*! \\brief whether to use double precision in histograms per block */\n  bool gpu_use_dp_;\n\n  // CUDA memory\n\n  /*! \\brief row-wise data stored in CUDA, 8 bits */\n  CUDAVector<uint8_t> cuda_data_uint8_t_;\n  /*! \\brief row-wise data stored in CUDA, 16 bits */\n  CUDAVector<uint16_t> cuda_data_uint16_t_;\n  /*! \\brief row-wise data stored in CUDA, 32 bits */\n  CUDAVector<uint32_t> cuda_data_uint32_t_;\n  /*! \\brief row pointer stored in CUDA, 16 bits */\n  CUDAVector<uint16_t> cuda_row_ptr_uint16_t_;\n  /*! \\brief row pointer stored in CUDA, 32 bits */\n  CUDAVector<uint32_t> cuda_row_ptr_uint32_t_;\n  /*! \\brief row pointer stored in CUDA, 64 bits */\n  CUDAVector<uint64_t> cuda_row_ptr_uint64_t_;\n  /*! \\brief partition bin offsets, 16 bits */\n  CUDAVector<uint16_t> cuda_partition_ptr_uint16_t_;\n  /*! \\brief partition bin offsets, 32 bits */\n  CUDAVector<uint32_t> cuda_partition_ptr_uint32_t_;\n  /*! \\brief partition bin offsets, 64 bits */\n  CUDAVector<uint64_t> cuda_partition_ptr_uint64_t_;\n  /*! \\brief start column index of each feature partition */\n  CUDAVector<int> cuda_feature_partition_column_index_offsets_;\n  /*! \\brief histogram offset of each column */\n  CUDAVector<uint32_t> cuda_column_hist_offsets_;\n  /*! \\brief hisotgram offset of each partition */\n  CUDAVector<uint32_t> cuda_partition_hist_offsets_;\n  /*! \\brief block buffer when calculating prefix sum */\n  CUDAVector<uint16_t> cuda_block_buffer_uint16_t_;\n  /*! \\brief block buffer when calculating prefix sum */\n  CUDAVector<uint32_t> cuda_block_buffer_uint32_t_;\n  /*! \\brief block buffer when calculating prefix sum */\n  CUDAVector<uint64_t> cuda_block_buffer_uint64_t_;\n};\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_ROW_DATA_HPP_\n"
  },
  {
    "path": "include/LightGBM/cuda/cuda_split_info.hpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2022-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n * Modifications Copyright(C) 2023 Advanced Micro Devices, Inc. All rights reserved.\n */\n\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_SPLIT_INFO_HPP_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_SPLIT_INFO_HPP_\n\n#ifdef USE_CUDA\n\n#include <LightGBM/meta.h>\n\nnamespace LightGBM {\n\nclass CUDASplitInfo {\n public:\n  bool is_valid;\n  int leaf_index;\n  double gain;\n  int inner_feature_index;\n  uint32_t threshold;\n  bool default_left;\n\n  double left_sum_gradients;\n  double left_sum_hessians;\n  int64_t left_sum_of_gradients_hessians;\n  data_size_t left_count;\n  double left_gain;\n  double left_value;\n\n  double right_sum_gradients;\n  double right_sum_hessians;\n  int64_t right_sum_of_gradients_hessians;\n  data_size_t right_count;\n  double right_gain;\n  double right_value;\n\n  int num_cat_threshold = 0;\n  uint32_t* cat_threshold = nullptr;\n  int* cat_threshold_real = nullptr;\n\n  __host__ __device__ CUDASplitInfo() {\n    num_cat_threshold = 0;\n    cat_threshold = nullptr;\n    cat_threshold_real = nullptr;\n  }\n\n  __host__ __device__ ~CUDASplitInfo() {\n    if (num_cat_threshold > 0) {\n      if (cat_threshold != nullptr) {\n        CUDASUCCESS_OR_FATAL(cudaFree(cat_threshold));\n      }\n      if (cat_threshold_real != nullptr) {\n        CUDASUCCESS_OR_FATAL(cudaFree(cat_threshold_real));\n      }\n    }\n  }\n\n  __host__ __device__ CUDASplitInfo& operator=(const CUDASplitInfo& other) {\n    is_valid = other.is_valid;\n    leaf_index = other.leaf_index;\n    gain = other.gain;\n    inner_feature_index = other.inner_feature_index;\n    threshold = other.threshold;\n    default_left = other.default_left;\n\n    left_sum_gradients = other.left_sum_gradients;\n    left_sum_hessians = other.left_sum_hessians;\n    left_count = other.left_count;\n    left_gain = other.left_gain;\n    left_value = other.left_value;\n\n    right_sum_gradients = other.right_sum_gradients;\n    right_sum_hessians = other.right_sum_hessians;\n    right_count = other.right_count;\n    right_gain = other.right_gain;\n    right_value = other.right_value;\n\n    num_cat_threshold = other.num_cat_threshold;\n    if (num_cat_threshold > 0 && cat_threshold == nullptr) {\n      cat_threshold = new uint32_t[num_cat_threshold];\n    }\n    if (num_cat_threshold > 0 && cat_threshold_real == nullptr) {\n      cat_threshold_real = new int[num_cat_threshold];\n    }\n    if (num_cat_threshold > 0) {\n      if (other.cat_threshold != nullptr) {\n        for (int i = 0; i < num_cat_threshold; ++i) {\n          cat_threshold[i] = other.cat_threshold[i];\n        }\n      }\n      if (other.cat_threshold_real != nullptr) {\n        for (int i = 0; i < num_cat_threshold; ++i) {\n          cat_threshold_real[i] = other.cat_threshold_real[i];\n        }\n      }\n    }\n    return *this;\n  }\n};\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_SPLIT_INFO_HPP_\n"
  },
  {
    "path": "include/LightGBM/cuda/cuda_tree.hpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_TREE_HPP_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_TREE_HPP_\n\n#ifdef USE_CUDA\n\n#include <LightGBM/cuda/cuda_column_data.hpp>\n#include <LightGBM/cuda/cuda_split_info.hpp>\n#include <LightGBM/tree.h>\n#include <LightGBM/bin.h>\n\nnamespace LightGBM {\n\n__device__ void SetDecisionTypeCUDA(int8_t* decision_type, bool input, int8_t mask);\n\n__device__ void SetMissingTypeCUDA(int8_t* decision_type, int8_t input);\n\n__device__ bool GetDecisionTypeCUDA(int8_t decision_type, int8_t mask);\n\n__device__ int8_t GetMissingTypeCUDA(int8_t decision_type);\n\n__device__ bool IsZeroCUDA(double fval);\n\nclass CUDATree : public Tree {\n public:\n  /*!\n  * \\brief Constructor\n  * \\param max_leaves The number of max leaves\n  * \\param track_branch_features Whether to keep track of ancestors of leaf nodes\n  * \\param is_linear Whether the tree has linear models at each leaf\n  */\n  explicit CUDATree(int max_leaves, bool track_branch_features, bool is_linear,\n    const int gpu_device_id, const bool has_categorical_feature);\n\n  explicit CUDATree(const Tree* host_tree);\n\n  ~CUDATree() noexcept;\n\n  int Split(const int leaf_index,\n            const int real_feature_index,\n            const double real_threshold,\n            const MissingType missing_type,\n            const CUDASplitInfo* cuda_split_info);\n\n  int SplitCategorical(\n    const int leaf_index,\n    const int real_feature_index,\n    const MissingType missing_type,\n    const CUDASplitInfo* cuda_split_info,\n    uint32_t* cuda_bitset,\n    size_t cuda_bitset_len,\n    uint32_t* cuda_bitset_inner,\n    size_t cuda_bitset_inner_len);\n\n  /*!\n  * \\brief Adding prediction value of this tree model to scores\n  * \\param data The dataset\n  * \\param num_data Number of total data\n  * \\param score Will add prediction to score\n  */\n  void AddPredictionToScore(const Dataset* data,\n                            data_size_t num_data,\n                            double* score) const override;\n\n  /*!\n  * \\brief Adding prediction value of this tree model to scores\n  * \\param data The dataset\n  * \\param used_data_indices Indices of used data\n  * \\param num_data Number of total data\n  * \\param score Will add prediction to score\n  */\n  void AddPredictionToScore(const Dataset* data,\n                            const data_size_t* used_data_indices,\n                            data_size_t num_data, double* score) const override;\n\n  inline void AsConstantTree(double val, int count) override;\n\n  const int* cuda_leaf_parent() const { return cuda_leaf_parent_.RawData(); }\n\n  const int* cuda_left_child() const { return cuda_left_child_.RawData(); }\n\n  const int* cuda_right_child() const { return cuda_right_child_.RawData(); }\n\n  const int* cuda_split_feature_inner() const { return cuda_split_feature_inner_.RawData(); }\n\n  const int* cuda_split_feature() const { return cuda_split_feature_.RawData(); }\n\n  const uint32_t* cuda_threshold_in_bin() const { return cuda_threshold_in_bin_.RawData(); }\n\n  const double* cuda_threshold() const { return cuda_threshold_.RawData(); }\n\n  const int8_t* cuda_decision_type() const { return cuda_decision_type_.RawData(); }\n\n  const double* cuda_leaf_value() const { return cuda_leaf_value_.RawData(); }\n\n  double* cuda_leaf_value_ref() { return cuda_leaf_value_.RawData(); }\n\n  inline void Shrinkage(double rate) override;\n\n  inline void AddBias(double val) override;\n\n  void ToHost();\n\n  void SyncLeafOutputFromHostToCUDA();\n\n  void SyncLeafOutputFromCUDAToHost();\n\n private:\n  void InitCUDAMemory();\n\n  void InitCUDA();\n\n  void LaunchSplitKernel(const int leaf_index,\n                         const int real_feature_index,\n                         const double real_threshold,\n                         const MissingType missing_type,\n                         const CUDASplitInfo* cuda_split_info);\n\n  void LaunchSplitCategoricalKernel(\n    const int leaf_index,\n    const int real_feature_index,\n    const MissingType missing_type,\n    const CUDASplitInfo* cuda_split_info,\n    size_t cuda_bitset_len,\n    size_t cuda_bitset_inner_len);\n\n  void LaunchAddPredictionToScoreKernel(const Dataset* data,\n                                        const data_size_t* used_data_indices,\n                                        data_size_t num_data, double* score) const;\n\n  void LaunchShrinkageKernel(const double rate);\n\n  void LaunchAddBiasKernel(const double val);\n\n  void RecordBranchFeatures(const int left_leaf_index,\n                            const int right_leaf_index,\n                            const int real_feature_index);\n\n  CUDAVector<int> cuda_left_child_;\n  CUDAVector<int> cuda_right_child_;\n  CUDAVector<int> cuda_split_feature_inner_;\n  CUDAVector<int> cuda_split_feature_;\n  CUDAVector<int> cuda_leaf_depth_;\n  CUDAVector<int> cuda_leaf_parent_;\n  CUDAVector<uint32_t> cuda_threshold_in_bin_;\n  CUDAVector<double> cuda_threshold_;\n  CUDAVector<double> cuda_internal_weight_;\n  CUDAVector<double> cuda_internal_value_;\n  CUDAVector<int8_t> cuda_decision_type_;\n  CUDAVector<double> cuda_leaf_value_;\n  CUDAVector<data_size_t> cuda_leaf_count_;\n  CUDAVector<double> cuda_leaf_weight_;\n  CUDAVector<data_size_t> cuda_internal_count_;\n  CUDAVector<float> cuda_split_gain_;\n  CUDAVector<uint32_t> cuda_bitset_;\n  CUDAVector<uint32_t> cuda_bitset_inner_;\n  CUDAVector<int> cuda_cat_boundaries_;\n  CUDAVector<int> cuda_cat_boundaries_inner_;\n\n  cudaStream_t cuda_stream_;\n\n  const int num_threads_per_block_add_prediction_to_score_;\n};\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_CUDA_TREE_HPP_\n"
  },
  {
    "path": "include/LightGBM/cuda/cuda_utils.hu",
    "content": "/*!\n * Copyright (c) 2020-2021 IBM Corporation, Microsoft Corporation. All rights reserved.\n * Copyright (c) 2020-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2020-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#ifndef LIGHTGBM_CUDA_CUDA_UTILS_H_\n#define LIGHTGBM_CUDA_CUDA_UTILS_H_\n\n#ifdef USE_CUDA\n\n#if defined(USE_ROCM)\n#include <LightGBM/cuda/cuda_rocm_interop.h>\n#include <rccl/rccl.h>\n#else\n#include <cuda.h>\n#include <cuda_runtime.h>\n#include <nccl.h>\n#endif\n#include <stdio.h>\n\n#include <LightGBM/utils/log.h>\n#include <LightGBM/meta.h>\n\n#include <algorithm>\n#include <vector>\n#include <cmath>\n\nnamespace LightGBM {\n\ntypedef unsigned long long atomic_add_long_t;\n\n#define CUDASUCCESS_OR_FATAL(ans) { gpuAssert((ans), __FILE__, __LINE__); }\ninline void gpuAssert(cudaError_t code, const char *file, int line, bool abort = true) {\n  if (code != cudaSuccess) {\n    LightGBM::Log::Fatal(\"[CUDA] %s %s %d\\n\", cudaGetErrorString(code), file, line);\n    if (abort) exit(code);\n  }\n}\n\n#define CUDASUCCESS_OR_FATAL_OUTER(ans) { gpuAssert((ans), file, line); }\n\n#define NCCLCHECK(cmd) do {                         \\\n  ncclResult_t r = cmd;                             \\\n  if (r!= ncclSuccess) {                            \\\n    printf(\"Failed, NCCL error %s:%d '%s'\\n\",             \\\n        __FILE__,__LINE__,ncclGetErrorString(r));   \\\n    exit(EXIT_FAILURE);                             \\\n  }                                                 \\\n} while(0)\n\nvoid SetCUDADevice(int gpu_device_id, const char* file, int line);\n\nint GetCUDADevice(const char* file, int line);\n\ntemplate <typename T>\nvoid AllocateCUDAMemory(T** out_ptr, size_t size, const char* file, const int line) {\n  void* tmp_ptr = nullptr;\n  CUDASUCCESS_OR_FATAL_OUTER(cudaMalloc(&tmp_ptr, size * sizeof(T)));\n  *out_ptr = reinterpret_cast<T*>(tmp_ptr);\n}\n\ntemplate <typename T>\nvoid CopyFromHostToCUDADevice(T* dst_ptr, const T* src_ptr, size_t size, const char* file, const int line) {\n  void* void_dst_ptr = reinterpret_cast<void*>(dst_ptr);\n  const void* void_src_ptr = reinterpret_cast<const void*>(src_ptr);\n  size_t size_in_bytes = size * sizeof(T);\n  CUDASUCCESS_OR_FATAL_OUTER(cudaMemcpy(void_dst_ptr, void_src_ptr, size_in_bytes, cudaMemcpyHostToDevice));\n}\n\ntemplate <typename T>\nvoid InitCUDAMemoryFromHostMemory(T** dst_ptr, const T* src_ptr, size_t size, const char* file, const int line) {\n  AllocateCUDAMemory<T>(dst_ptr, size, file, line);\n  CopyFromHostToCUDADevice<T>(*dst_ptr, src_ptr, size, file, line);\n}\n\ntemplate <typename T>\nvoid CopyFromCUDADeviceToHost(T* dst_ptr, const T* src_ptr, size_t size, const char* file, const int line) {\n  void* void_dst_ptr = reinterpret_cast<void*>(dst_ptr);\n  const void* void_src_ptr = reinterpret_cast<const void*>(src_ptr);\n  size_t size_in_bytes = size * sizeof(T);\n  CUDASUCCESS_OR_FATAL_OUTER(cudaMemcpy(void_dst_ptr, void_src_ptr, size_in_bytes, cudaMemcpyDeviceToHost));\n}\n\ntemplate <typename T>\nvoid CopyFromCUDADeviceToHostAsync(T* dst_ptr, const T* src_ptr, size_t size, cudaStream_t stream, const char* file, const int line) {\n  void* void_dst_ptr = reinterpret_cast<void*>(dst_ptr);\n  const void* void_src_ptr = reinterpret_cast<const void*>(src_ptr);\n  size_t size_in_bytes = size * sizeof(T);\n  CUDASUCCESS_OR_FATAL_OUTER(cudaMemcpyAsync(void_dst_ptr, void_src_ptr, size_in_bytes, cudaMemcpyDeviceToHost, stream));\n}\n\ntemplate <typename T>\nvoid CopyFromCUDADeviceToCUDADevice(T* dst_ptr, const T* src_ptr, size_t size, const char* file, const int line) {\n  void* void_dst_ptr = reinterpret_cast<void*>(dst_ptr);\n  const void* void_src_ptr = reinterpret_cast<const void*>(src_ptr);\n  size_t size_in_bytes = size * sizeof(T);\n  CUDASUCCESS_OR_FATAL_OUTER(cudaMemcpy(void_dst_ptr, void_src_ptr, size_in_bytes, cudaMemcpyDeviceToDevice));\n}\n\ntemplate <typename T>\nvoid CopyFromCUDADeviceToCUDADeviceAsync(T* dst_ptr, const T* src_ptr, size_t size, const char* file, const int line) {\n  void* void_dst_ptr = reinterpret_cast<void*>(dst_ptr);\n  const void* void_src_ptr = reinterpret_cast<const void*>(src_ptr);\n  size_t size_in_bytes = size * sizeof(T);\n  CUDASUCCESS_OR_FATAL_OUTER(cudaMemcpyAsync(void_dst_ptr, void_src_ptr, size_in_bytes, cudaMemcpyDeviceToDevice));\n}\n\nvoid SynchronizeCUDADevice(const char* file, const int line);\n\nvoid SynchronizeCUDAStream(cudaStream_t cuda_stream, const char* file, const int line);\n\ntemplate <typename T>\nvoid SetCUDAMemory(T* dst_ptr, int value, size_t size, const char* file, const int line) {\n  CUDASUCCESS_OR_FATAL_OUTER(cudaMemset(reinterpret_cast<void*>(dst_ptr), value, size * sizeof(T)));\n  SynchronizeCUDADevice(file, line);\n}\n\ntemplate <typename T>\nvoid DeallocateCUDAMemory(T** ptr, const char* file, const int line) {\n  if (*ptr != nullptr) {\n    CUDASUCCESS_OR_FATAL_OUTER(cudaFree(reinterpret_cast<void*>(*ptr)));\n    *ptr = nullptr;\n  }\n}\n\nvoid PrintLastCUDAError();\n\ntemplate <typename T>\nclass CUDAVector {\n public:\n  CUDAVector() {\n    size_ = 0;\n    data_ = nullptr;\n  }\n\n  explicit CUDAVector(size_t size) {\n    size_ = size;\n    AllocateCUDAMemory<T>(&data_, size_, __FILE__, __LINE__);\n  }\n\n  void Resize(size_t size) {\n    if (size == size_) {\n      return;\n    }\n    if (size == 0) {\n      Clear();\n      return;\n    }\n    T* new_data = nullptr;\n    AllocateCUDAMemory<T>(&new_data, size, __FILE__, __LINE__);\n    if (size_ > 0 && data_ != nullptr) {\n      const size_t size_for_old_content = std::min<size_t>(size_, size);\n      CopyFromCUDADeviceToCUDADevice<T>(new_data, data_, size_for_old_content, __FILE__, __LINE__);\n    }\n    DeallocateCUDAMemory<T>(&data_, __FILE__, __LINE__);\n    data_ = new_data;\n    size_ = size;\n  }\n\n  void InitFromHostVector(const std::vector<T>& host_vector) {\n    Resize(host_vector.size());\n    CopyFromHostToCUDADevice(data_, host_vector.data(), host_vector.size(), __FILE__, __LINE__);\n  }\n\n  void InitFromHostMemory(const T* host_memory, size_t len) {\n    Resize(len);\n    CopyFromHostToCUDADevice(data_, host_memory, len, __FILE__, __LINE__);\n  }\n\n  void Clear() {\n    if (size_ > 0 && data_ != nullptr) {\n      DeallocateCUDAMemory<T>(&data_, __FILE__, __LINE__);\n    }\n    size_ = 0;\n  }\n\n  void PushBack(const T* values, size_t len) {\n    T* new_data = nullptr;\n    AllocateCUDAMemory<T>(&new_data, size_ + len, __FILE__, __LINE__);\n    if (size_ > 0 && data_ != nullptr) {\n      CopyFromCUDADeviceToCUDADevice<T>(new_data, data_, size_, __FILE__, __LINE__);\n    }\n    CopyFromCUDADeviceToCUDADevice<T>(new_data + size_, values, len, __FILE__, __LINE__);\n    DeallocateCUDAMemory<T>(&data_, __FILE__, __LINE__);\n    size_ += len;\n    data_ = new_data;\n  }\n\n  size_t Size() const {\n    return size_;\n  }\n\n  ~CUDAVector() {\n    DeallocateCUDAMemory<T>(&data_, __FILE__, __LINE__);\n  }\n\n  std::vector<T> ToHost() {\n    std::vector<T> host_vector(size_);\n    if (size_ > 0 && data_ != nullptr) {\n      CopyFromCUDADeviceToHost(host_vector.data(), data_, size_, __FILE__, __LINE__);\n    }\n    return host_vector;\n  }\n\n  T* RawData() const {\n    return data_;\n  }\n\n  void SetValue(int value) {\n    SetCUDAMemory<T>(data_, value, size_, __FILE__, __LINE__);\n  }\n\n  const T* RawDataReadOnly() const {\n    return data_;\n  }\n\n  T* MoveTo() {\n    size_ = 0;\n    T* old_data = data_;\n    data_ = nullptr;\n    return old_data;\n  }\n\n  template <typename OTHER_T>\n  void MoveFrom(CUDAVector<OTHER_T>& other, size_t new_size) {\n    data_ = reinterpret_cast<T*>(other.MoveTo());\n    size_ = new_size;\n  }\n\n private:\n  T* data_;\n  size_t size_;\n};\n\ntemplate <typename T>\nstatic __device__ T SafeLog(T x) {\n  if (x > 0) {\n    return std::log(x);\n  } else {\n    return -INFINITY;\n  }\n}\n\nclass NCCLInfo {\n public:\n  NCCLInfo() {\n    nccl_communicator_ = nullptr;\n    nccl_gpu_rank_ = -1;\n    local_gpu_rank_ = -1;\n    gpu_device_id_ = -1;\n    num_gpu_in_node_ = 0;\n    global_num_data_ = 0;\n  }\n\n  virtual void SetNCCLInfo(\n    ncclComm_t nccl_communicator,\n    int nccl_gpu_rank,\n    int local_gpu_rank,\n    int gpu_device_id,\n    data_size_t global_num_data) {\n    nccl_communicator_ = nccl_communicator;\n    nccl_gpu_rank_ = nccl_gpu_rank;\n    local_gpu_rank_ = local_gpu_rank;\n    gpu_device_id_ = gpu_device_id;\n    global_num_data_ = global_num_data;\n  }\n\n protected:\n  ncclComm_t nccl_communicator_ = nullptr;\n  int nccl_gpu_rank_ = -1;\n  int local_gpu_rank_ = -1;\n  int gpu_device_id_ = -1;\n  int num_gpu_in_node_ = 0;\n  data_size_t global_num_data_ = 0;\n};\n\ncudaStream_t CUDAStreamCreate();\n\nvoid CUDAStreamDestroy(cudaStream_t cuda_stream);\n\nvoid NCCLGroupStart();\n\nvoid NCCLGroupEnd();\n\ntemplate <typename T>\nvoid NCCLAllReduce(const T* send_buffer, T* recv_buffer, size_t count, ncclDataType_t datatype, ncclRedOp_t op, ncclComm_t comm, cudaStream_t stream) {\n  NCCLCHECK(ncclAllReduce(reinterpret_cast<const void*>(send_buffer), reinterpret_cast<void*>(recv_buffer), count, datatype, op, comm, stream));\n}\n\ntemplate <typename T>\nvoid NCCLAllReduce(const T* send_buffer, T* recv_buffer, size_t count, ncclDataType_t datatype, ncclRedOp_t op, ncclComm_t comm) {\n  cudaStream_t nccl_stream;\n  CUDASUCCESS_OR_FATAL(cudaStreamCreate(&nccl_stream));\n  NCCLCHECK(ncclAllReduce(reinterpret_cast<const void*>(send_buffer), reinterpret_cast<void*>(recv_buffer), count, datatype, op, comm, nccl_stream));\n  CUDASUCCESS_OR_FATAL(cudaStreamSynchronize(nccl_stream));\n  CUDASUCCESS_OR_FATAL(cudaStreamDestroy(nccl_stream));\n}\n\ntemplate <typename T>\nT NCCLAllReduce(T send_value, ncclDataType_t datatype, ncclRedOp_t op, ncclComm_t comm, cudaStream_t stream) {\n  CUDAVector<T> send_buffer(1);\n  CopyFromHostToCUDADevice<T>(send_buffer.RawData(), &send_value, 1, __FILE__, __LINE__);\n  NCCLAllReduce<T>(send_buffer.RawDataReadOnly(), send_buffer.RawData(), 1, datatype, op, comm, stream);\n  T recv_value = 0;\n  CopyFromCUDADeviceToHost<T>(&recv_value, send_buffer.RawDataReadOnly(), 1, __FILE__, __LINE__);\n  return recv_value;\n}\n\ntemplate <typename T>\nT NCCLAllReduce(T send_value, ncclDataType_t datatype, ncclRedOp_t op, ncclComm_t comm) {\n  CUDAVector<T> send_buffer(1);\n  CopyFromHostToCUDADevice<T>(send_buffer.RawData(), &send_value, 1, __FILE__, __LINE__);\n  NCCLAllReduce<T>(send_buffer.RawDataReadOnly(), send_buffer.RawData(), 1, datatype, op, comm);\n  T recv_value = 0;\n  CopyFromCUDADeviceToHost<T>(&recv_value, send_buffer.RawDataReadOnly(), 1, __FILE__, __LINE__);\n  return recv_value;\n}\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n\n#endif  // LIGHTGBM_CUDA_CUDA_UTILS_H_\n"
  },
  {
    "path": "include/LightGBM/cuda/vector_cudahost.h",
    "content": "/*!\n * Copyright (c) 2020-2021 IBM Corporation, Microsoft Corporation. All rights reserved.\n * Copyright (c) 2020-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2020-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n * Modifications Copyright(C) 2023 Advanced Micro Devices, Inc. All rights reserved.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_VECTOR_CUDAHOST_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_VECTOR_CUDAHOST_H_\n\n#include <LightGBM/utils/common.h>\n\n#ifdef USE_CUDA\n#ifndef USE_ROCM\n#include <cuda.h>\n#include <cuda_runtime.h>\n#endif  // USE_ROCM\n#include <LightGBM/cuda/cuda_utils.hu>\n#endif  // USE_CUDA\n#include <stdio.h>\n\nenum LGBM_Device {\n  lgbm_device_cpu,\n  lgbm_device_gpu,\n  lgbm_device_cuda\n};\n\nenum Use_Learner {\n  use_cpu_learner,\n  use_gpu_learner,\n  use_cuda_learner\n};\n\nnamespace LightGBM {\n\nclass LGBM_config_ {\n public:\n  static int current_device;  // Default: lgbm_device_cpu\n  static int current_learner;  // Default: use_cpu_learner\n};\n\n\ntemplate <class T>\nstruct CHAllocator {\n  typedef T value_type;\n  CHAllocator() {}\n  template <class U> CHAllocator(const CHAllocator<U>& other);\n  T* allocate(std::size_t n) {\n    T* ptr;\n    if (n == 0) return NULL;\n    n = SIZE_ALIGNED(n);\n    #ifdef USE_CUDA\n      if (LGBM_config_::current_device == lgbm_device_cuda) {\n        cudaError_t ret = cudaHostAlloc(reinterpret_cast<void**>(&ptr), n*sizeof(T), cudaHostAllocPortable);\n        if (ret != cudaSuccess) {\n          Log::Warning(\"Defaulting to malloc in CHAllocator!!!\");\n          ptr = reinterpret_cast<T*>(_mm_malloc(n*sizeof(T), 16));\n        }\n      } else {\n        ptr = reinterpret_cast<T*>(_mm_malloc(n*sizeof(T), 16));\n      }\n    #else\n      ptr = reinterpret_cast<T*>(_mm_malloc(n*sizeof(T), 16));\n    #endif\n    return ptr;\n  }\n\n  void deallocate(T* p, std::size_t n) {\n    (void)n;  // UNUSED\n    if (p == NULL) return;\n    #ifdef USE_CUDA\n      if (LGBM_config_::current_device == lgbm_device_cuda) {\n        cudaPointerAttributes attributes;\n        CUDASUCCESS_OR_FATAL(cudaPointerGetAttributes(&attributes, p));\n        #if CUDA_VERSION >= 10000 || defined(USE_ROCM)\n          if ((attributes.type == cudaMemoryTypeHost) && (attributes.devicePointer != NULL)) {\n            CUDASUCCESS_OR_FATAL(cudaFreeHost(p));\n          }\n        #else\n          if ((attributes.memoryType == cudaMemoryTypeHost) && (attributes.devicePointer != NULL)) {\n            CUDASUCCESS_OR_FATAL(cudaFreeHost(p));\n          }\n        #endif\n      } else {\n        _mm_free(p);\n      }\n    #else\n      _mm_free(p);\n    #endif\n  }\n};\ntemplate <class T, class U>\nbool operator==(const CHAllocator<T>&, const CHAllocator<U>&);\ntemplate <class T, class U>\nbool operator!=(const CHAllocator<T>&, const CHAllocator<U>&);\n\n}  // namespace LightGBM\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_CUDA_VECTOR_CUDAHOST_H_\n"
  },
  {
    "path": "include/LightGBM/dataset.h",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_DATASET_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_DATASET_H_\n\n#include <LightGBM/arrow.h>\n#include <LightGBM/config.h>\n#include <LightGBM/feature_group.h>\n#include <LightGBM/meta.h>\n#include <LightGBM/train_share_states.h>\n#include <LightGBM/utils/byte_buffer.h>\n#include <LightGBM/utils/openmp_wrapper.h>\n#include <LightGBM/utils/random.h>\n#include <LightGBM/utils/text_reader.h>\n\n#include <cstdint>\n#include <string>\n#include <functional>\n#include <map>\n#include <memory>\n#include <mutex>\n#include <unordered_set>\n#include <utility>\n#include <vector>\n\n#include <LightGBM/cuda/cuda_column_data.hpp>\n#include <LightGBM/cuda/cuda_metadata.hpp>\n\nnamespace LightGBM {\n\n/*! \\brief forward declaration */\nclass DatasetLoader;\n/*!\n* \\brief This class is used to store some meta(non-feature) data for training data,\n*        e.g. labels, weights, initial scores, query level information.\n*\n*        Some details:\n*        1. Label, used for training.\n*        2. Weights, weighs of records, optional\n*        3. Query Boundaries, necessary for LambdaRank.\n*           The documents of i-th query is in [ query_boundaries[i], query_boundaries[i+1] )\n*        4. Query Weights, auto calculate by weights and query_boundaries(if both of them are existed)\n*           the weight for i-th query is sum(query_boundaries[i] , .., query_boundaries[i+1]) / (query_boundaries[i + 1] -  query_boundaries[i+1])\n*        5. Initial score. optional. if existing, the model will boost from this score, otherwise will start from 0.\n*/\nclass Metadata {\n public:\n  /*!\n  * \\brief Null constructor\n  */\n  Metadata();\n  /*!\n  * \\brief Initialization will load query level information, since it is need for sampling data\n  * \\param data_filename Filename of data\n  */\n  void Init(const char* data_filename);\n  /*!\n  * \\brief init as subset\n  * \\param metadata Filename of data\n  * \\param used_indices\n  * \\param num_used_indices\n  */\n  void Init(const Metadata& metadata, const data_size_t* used_indices, data_size_t num_used_indices);\n  /*!\n  * \\brief Initial with binary memory\n  * \\param memory Pointer to memory\n  */\n  void LoadFromMemory(const void* memory);\n  /*! \\brief Destructor */\n  ~Metadata();\n\n  /*!\n  * \\brief Initial work, will allocate space for label, weight (if exists) and query (if exists)\n  * \\param num_data Number of training data\n  * \\param weight_idx Index of weight column, < 0 means doesn't exists\n  * \\param query_idx Index of query id column, < 0 means doesn't exists\n  */\n  void Init(data_size_t num_data, int weight_idx, int query_idx);\n\n  /*!\n  * \\brief Allocate space for label, weight (if exists), initial score (if exists) and query (if exists)\n  * \\param num_data Number of data\n  * \\param reference Reference metadata\n  */\n  void InitByReference(data_size_t num_data, const Metadata* reference);\n\n  /*!\n  * \\brief Allocate space for label, weight (if exists), initial score (if exists) and query (if exists)\n  * \\param num_data Number of data rows\n  * \\param has_weights Whether the metadata has weights\n  * \\param has_init_scores Whether the metadata has initial scores\n  * \\param has_queries Whether the metadata has queries\n  * \\param nclasses Number of classes for initial scores\n  */\n  void Init(data_size_t num_data, int32_t has_weights, int32_t has_init_scores, int32_t has_queries, int32_t nclasses);\n\n  /*!\n  * \\brief Partition label by used indices\n  * \\param used_indices Indices of local used\n  */\n  void PartitionLabel(const std::vector<data_size_t>& used_indices);\n\n  /*!\n  * \\brief Partition meta data according to local used indices if need\n  * \\param num_all_data Number of total training data, including other machines' data on distributed learning\n  * \\param used_data_indices Indices of local used training data\n  */\n  void CheckOrPartition(data_size_t num_all_data,\n                        const std::vector<data_size_t>& used_data_indices);\n\n  void SetLabel(const label_t* label, data_size_t len);\n  void SetLabel(const ArrowChunkedArray& array);\n\n  void SetWeights(const label_t* weights, data_size_t len);\n  void SetWeights(const ArrowChunkedArray& array);\n\n  void SetQuery(const data_size_t* query, data_size_t len);\n  void SetQuery(const ArrowChunkedArray& array);\n\n  void SetPosition(const data_size_t* position, data_size_t len);\n\n  /*!\n  * \\brief Set initial scores\n  * \\param init_score Initial scores, this class will manage memory for init_score.\n  */\n  void SetInitScore(const double* init_score, data_size_t len);\n  void SetInitScore(const ArrowChunkedArray& array);\n\n\n  /*!\n  * \\brief Save binary data to file\n  * \\param file File want to write\n  */\n  void SaveBinaryToFile(BinaryWriter* writer) const;\n\n  /*!\n  * \\brief Get sizes in byte of this object\n  */\n  size_t SizesInByte() const;\n\n  /*!\n  * \\brief Get pointer of label\n  * \\return Pointer of label\n  */\n  inline const label_t* label() const { return label_.data(); }\n\n  /*!\n  * \\brief Set label for one record\n  * \\param idx Index of this record\n  * \\param value Label value of this record\n  */\n  inline void SetLabelAt(data_size_t idx, label_t value) {\n    label_[idx] = value;\n  }\n\n  /*!\n  * \\brief Set Weight for one record\n  * \\param idx Index of this record\n  * \\param value Weight value of this record\n  */\n  inline void SetWeightAt(data_size_t idx, label_t value) {\n    weights_[idx] = value;\n  }\n\n  /*!\n  * \\brief Set initial scores for one record.  Note that init_score might have multiple columns and is stored in column format.\n  * \\param idx Index of this record\n  * \\param values Initial score values for this record, one per class\n  */\n  inline void SetInitScoreAt(data_size_t idx, const double* values) {\n    const auto nclasses = num_init_score_classes();\n    const double* val_ptr = values;\n    for (int i = idx; i < nclasses * num_data_; i += num_data_, ++val_ptr) {\n      init_score_[i] = *val_ptr;\n    }\n  }\n\n  /*!\n  * \\brief Set Query Id for one record\n  * \\param idx Index of this record\n  * \\param value Query Id value of this record\n  */\n  inline void SetQueryAt(data_size_t idx, data_size_t value) {\n    queries_[idx] = static_cast<data_size_t>(value);\n  }\n\n  /*! \\brief Load initial scores from file */\n  void LoadInitialScore(const std::string& data_filename);\n\n  /*!\n  * \\brief Insert data from a given data to the current data at a specified index\n  * \\param start_index The target index to begin the insertion\n  * \\param count Number of records to insert\n  * \\param labels Pointer to label data\n  * \\param weights Pointer to weight data, or null\n  * \\param init_scores Pointer to init-score data, or null\n  * \\param queries Pointer to query data, or null\n  */\n  void InsertAt(data_size_t start_index,\n    data_size_t count,\n    const float* labels,\n    const float* weights,\n    const double* init_scores,\n    const int32_t* queries);\n\n  /*!\n  * \\brief Perform any extra operations after all data has been loaded\n  */\n  void FinishLoad();\n  /*!\n  * \\brief Get weights, if not exists, will return nullptr\n  * \\return Pointer of weights\n  */\n  inline const label_t* weights() const {\n    if (!weights_.empty()) {\n      return weights_.data();\n    } else {\n      return nullptr;\n    }\n  }\n\n  /*!\n  * \\brief Get positions, if does not exist then return nullptr\n  * \\return Pointer of positions\n  */\n  inline const data_size_t* positions() const {\n    if (!positions_.empty()) {\n      return positions_.data();\n    } else {\n      return nullptr;\n    }\n  }\n\n  /*!\n  * \\brief Get position IDs, if does not exist then return nullptr\n  * \\return Pointer of position IDs\n  */\n  inline const std::string* position_ids() const {\n    if (!position_ids_.empty()) {\n      return position_ids_.data();\n    } else {\n      return nullptr;\n    }\n  }\n\n  /*!\n  * \\brief Get Number of different position IDs\n  * \\return number of different position IDs\n  */\n  inline size_t num_position_ids() const {\n      return position_ids_.size();\n  }\n\n  /*!\n  * \\brief Get data boundaries on queries, if not exists, will return nullptr\n  *        we assume data will order by query,\n  *        the interval of [query_boundaris[i], query_boundaris[i+1])\n  *        is the data indices for query i.\n  * \\return Pointer of data boundaries on queries\n  */\n  inline const data_size_t* query_boundaries() const {\n    if (!query_boundaries_.empty()) {\n      return query_boundaries_.data();\n    } else {\n      return nullptr;\n    }\n  }\n\n  /*!\n  * \\brief Get Number of queries\n  * \\return Number of queries\n  */\n  inline data_size_t num_queries() const { return num_queries_; }\n\n  /*!\n  * \\brief Get weights for queries, if not exists, will return nullptr\n  * \\return Pointer of weights for queries\n  */\n  inline const label_t* query_weights() const {\n    if (!query_weights_.empty()) {\n      return query_weights_.data();\n    } else {\n      return nullptr;\n    }\n  }\n\n  /*!\n  * \\brief Get initial scores, if not exists, will return nullptr\n  * \\return Pointer of initial scores\n  */\n  inline const double* init_score() const {\n    if (!init_score_.empty()) {\n      return init_score_.data();\n    } else {\n      return nullptr;\n    }\n  }\n\n  /*!\n  * \\brief Get size of initial scores\n  */\n  inline int64_t num_init_score() const { return num_init_score_; }\n\n  /*!\n  * \\brief Get number of classes\n  */\n  inline int32_t num_init_score_classes() const {\n    if (num_data_ && num_init_score_) {\n      return static_cast<int>(num_init_score_ / num_data_);\n    }\n    return 1;\n  }\n\n  /*! \\brief Disable copy */\n  Metadata& operator=(const Metadata&) = delete;\n  /*! \\brief Disable copy */\n  Metadata(const Metadata&) = delete;\n\n  #ifdef USE_CUDA\n\n  CUDAMetadata* cuda_metadata() const { return cuda_metadata_.get(); }\n\n  void CreateCUDAMetadata(const int gpu_device_id);\n\n  #endif  // USE_CUDA\n\n private:\n  /*! \\brief Load wights from file */\n  void LoadWeights();\n  /*! \\brief Load positions from file */\n  void LoadPositions();\n  /*! \\brief Load query boundaries from file */\n  void LoadQueryBoundaries();\n  /*! \\brief Calculate query weights from queries */\n  void CalculateQueryWeights();\n  /*! \\brief Calculate query boundaries from queries */\n  void CalculateQueryBoundaries();\n  /*! \\brief Insert labels at the given index */\n  void InsertLabels(const label_t* labels, data_size_t start_index, data_size_t len);\n  /*! \\brief Set labels from pointers to the first element and the end of an iterator. */\n  template <typename It>\n  void SetLabelsFromIterator(It first, It last);\n  /*! \\brief Insert weights at the given index */\n  void InsertWeights(const label_t* weights, data_size_t start_index, data_size_t len);\n  /*! \\brief Set weights from pointers to the first element and the end of an iterator. */\n  template <typename It>\n  void SetWeightsFromIterator(It first, It last);\n  /*! \\brief Insert initial scores at the given index */\n  void InsertInitScores(const double* init_scores, data_size_t start_index, data_size_t len, data_size_t source_size);\n  /*! \\brief Set init scores from pointers to the first element and the end of an iterator. */\n  template <typename It>\n  void SetInitScoresFromIterator(It first, It last);\n  /*! \\brief Insert queries at the given index */\n  void InsertQueries(const data_size_t* queries, data_size_t start_index, data_size_t len);\n  /*! \\brief Set queries from pointers to the first element and the end of an iterator. */\n  template <typename It>\n  void SetQueriesFromIterator(It first, It last);\n  /*! \\brief Filename of current data */\n  std::string data_filename_;\n  /*! \\brief Number of data */\n  data_size_t num_data_;\n  /*! \\brief Number of weights, used to check correct weight file */\n  data_size_t num_weights_;\n  /*! \\brief Number of positions, used to check correct position file */\n  data_size_t num_positions_;\n  /*! \\brief Label data */\n  std::vector<label_t> label_;\n  /*! \\brief Weights data */\n  std::vector<label_t> weights_;\n  /*! \\brief Positions data */\n  std::vector<data_size_t> positions_;\n  /*! \\brief Position identifiers */\n  std::vector<std::string> position_ids_;\n  /*! \\brief Query boundaries */\n  std::vector<data_size_t> query_boundaries_;\n  /*! \\brief Query weights */\n  std::vector<label_t> query_weights_;\n  /*! \\brief Number of queries */\n  data_size_t num_queries_;\n  /*! \\brief Number of Initial score, used to check correct weight file */\n  int64_t num_init_score_;\n  /*! \\brief Initial score */\n  std::vector<double> init_score_;\n  /*! \\brief Queries data */\n  std::vector<data_size_t> queries_;\n  /*! \\brief mutex for threading safe call */\n  std::mutex mutex_;\n  bool weight_load_from_file_;\n  bool position_load_from_file_;\n  bool query_load_from_file_;\n  bool init_score_load_from_file_;\n  #ifdef USE_CUDA\n  std::unique_ptr<CUDAMetadata> cuda_metadata_;\n  #endif  // USE_CUDA\n};\n\n\n/*! \\brief Interface for Parser */\nclass Parser {\n public:\n  typedef const char* (*AtofFunc)(const char* p, double* out);\n\n  /*! \\brief Default constructor */\n  Parser() {}\n\n  /*!\n  * \\brief Constructor for customized parser. The constructor accepts content not path because need to save/load the config along with model string\n  */\n  explicit Parser(std::string) {}\n\n  /*! \\brief virtual destructor */\n  virtual ~Parser() {}\n\n  /*!\n  * \\brief Parse one line with label\n  * \\param str One line record, string format, should end with '\\0'\n  * \\param out_features Output columns, store in (column_idx, values)\n  * \\param out_label Label will store to this if exists\n  */\n  virtual void ParseOneLine(const char* str,\n                            std::vector<std::pair<int, double>>* out_features, double* out_label) const = 0;\n\n  virtual int NumFeatures() const = 0;\n\n  /*!\n  * \\brief Create an object of parser, will auto choose the format depend on file\n  * \\param filename One Filename of data\n  * \\param header whether input file contains header\n  * \\param num_features Pass num_features of this data file if you know, <=0 means don't know\n  * \\param label_idx index of label column\n  * \\param precise_float_parser using precise floating point number parsing if true\n  * \\return Object of parser\n  */\n  static Parser* CreateParser(const char* filename, bool header, int num_features, int label_idx, bool precise_float_parser);\n\n  /*!\n  * \\brief Create an object of parser, could use customized parser, or auto choose the format depend on file\n  * \\param filename One Filename of data\n  * \\param header whether input file contains header\n  * \\param num_features Pass num_features of this data file if you know, <=0 means don't know\n  * \\param label_idx index of label column\n  * \\param precise_float_parser using precise floating point number parsing if true\n  * \\param parser_config_str Customized parser config content\n  * \\return Object of parser\n  */\n  static Parser* CreateParser(const char* filename, bool header, int num_features, int label_idx, bool precise_float_parser,\n                              std::string parser_config_str);\n\n  /*!\n  * \\brief Generate parser config str used for custom parser initialization, may save values of label id and header\n  * \\param filename One Filename of data\n  * \\param parser_config_filename One Filename of parser config\n  * \\param header whether input file contains header\n  * \\param label_idx index of label column\n  * \\return Parser config str\n  */\n  static std::string GenerateParserConfigStr(const char* filename, const char* parser_config_filename, bool header, int label_idx);\n};\n\n/*! \\brief Interface for parser factory, used by customized parser */\nclass ParserFactory {\n private:\n  ParserFactory() {}\n  std::map<std::string, std::function<Parser*(std::string)>> object_map_;\n\n public:\n  ~ParserFactory() {}\n  static ParserFactory& getInstance();\n  void Register(std::string class_name, std::function<Parser*(std::string)> objc);\n  Parser* getObject(std::string class_name, std::string config_str);\n};\n\n/*! \\brief Interface for parser reflector, used by customized parser */\nclass ParserReflector {\n public:\n  ParserReflector(std::string class_name, std::function<Parser*(std::string)> objc) {\n    ParserFactory::getInstance().Register(class_name, objc);\n  }\n  virtual ~ParserReflector() {}\n};\n\n/*! \\brief The main class of data set,\n*          which are used to training or validation\n*/\nclass Dataset {\n public:\n  friend DatasetLoader;\n\n  LIGHTGBM_EXPORT Dataset();\n\n  LIGHTGBM_EXPORT Dataset(data_size_t num_data);\n\n  void Construct(\n    std::vector<std::unique_ptr<BinMapper>>* bin_mappers,\n    int num_total_features,\n    const std::vector<std::vector<double>>& forced_bins,\n    int** sample_non_zero_indices,\n    double** sample_values,\n    const int* num_per_col,\n    int num_sample_col,\n    size_t total_sample_cnt,\n    const Config& io_config);\n\n  /*! \\brief Destructor */\n  LIGHTGBM_EXPORT ~Dataset();\n\n  /*!\n  * \\brief Initialize from the given reference\n  * \\param num_data Number of data\n  * \\param reference Reference dataset\n  */\n  LIGHTGBM_EXPORT void InitByReference(data_size_t num_data, const Dataset* reference) {\n    metadata_.InitByReference(num_data, &reference->metadata());\n  }\n\n  LIGHTGBM_EXPORT void InitStreaming(data_size_t num_data,\n                                     int32_t has_weights,\n                                     int32_t has_init_scores,\n                                     int32_t has_queries,\n                                     int32_t nclasses,\n                                     int32_t nthreads,\n                                     int32_t omp_max_threads) {\n    // Initialize optional max thread count with either parameter or OMP setting\n    if (omp_max_threads > 0) {\n      omp_max_threads_ = omp_max_threads;\n    } else if (omp_max_threads_ <= 0) {\n      omp_max_threads_ = OMP_NUM_THREADS();\n    }\n\n    metadata_.Init(num_data, has_weights, has_init_scores, has_queries, nclasses);\n    for (int i = 0; i < num_groups_; ++i) {\n      feature_groups_[i]->InitStreaming(nthreads, omp_max_threads_);\n    }\n  }\n\n  LIGHTGBM_EXPORT bool CheckAlign(const Dataset& other) const {\n    if (num_features_ != other.num_features_) {\n      return false;\n    }\n    if (num_total_features_ != other.num_total_features_) {\n      return false;\n    }\n    if (label_idx_ != other.label_idx_) {\n      return false;\n    }\n    for (int i = 0; i < num_features_; ++i) {\n      if (!FeatureBinMapper(i)->CheckAlign(*(other.FeatureBinMapper(i)))) {\n        return false;\n      }\n    }\n    return true;\n  }\n\n  inline void FinishOneRow(int tid, data_size_t row_idx, const std::vector<bool>& is_feature_added) {\n    if (is_finish_load_) {\n      return;\n    }\n    for (auto fidx : feature_need_push_zeros_) {\n      if (is_feature_added[fidx]) {\n        continue;\n      }\n      const int group = feature2group_[fidx];\n      const int sub_feature = feature2subfeature_[fidx];\n      feature_groups_[group]->PushData(tid, sub_feature, row_idx, 0.0f);\n    }\n  }\n\n  inline void PushOneValue(int tid, data_size_t row_idx, size_t col_idx, double value) {\n    if (this->is_finish_load_)\n      return;\n    auto feature_idx = this->used_feature_map_[col_idx];\n    if (feature_idx >= 0) {\n      auto group = this->feature2group_[feature_idx];\n      auto sub_feature = this->feature2subfeature_[feature_idx];\n      this->feature_groups_[group]->PushData(tid, sub_feature, row_idx, value);\n      if (this->has_raw_) {\n        auto feat_ind = numeric_feature_map_[feature_idx];\n        if (feat_ind >= 0) {\n          raw_data_[feat_ind][row_idx] = static_cast<float>(value);\n        }\n      }\n    }\n  }\n\n  inline void PushOneRow(int tid, data_size_t row_idx, const std::vector<double>& feature_values) {\n    for (size_t i = 0; i < feature_values.size() && i < static_cast<size_t>(num_total_features_); ++i) {\n      this->PushOneValue(tid, row_idx, i, feature_values[i]);\n    }\n  }\n\n  inline void PushOneRow(int tid, data_size_t row_idx, const std::vector<std::pair<int, double>>& feature_values) {\n    if (is_finish_load_) {\n      return;\n    }\n    std::vector<bool> is_feature_added(num_features_, false);\n    for (auto& inner_data : feature_values) {\n      if (inner_data.first >= num_total_features_) {\n        continue;\n      }\n      int feature_idx = used_feature_map_[inner_data.first];\n      if (feature_idx >= 0) {\n        is_feature_added[feature_idx] = true;\n        const int group = feature2group_[feature_idx];\n        const int sub_feature = feature2subfeature_[feature_idx];\n        feature_groups_[group]->PushData(tid, sub_feature, row_idx, inner_data.second);\n        if (has_raw_) {\n          int feat_ind = numeric_feature_map_[feature_idx];\n          if (feat_ind >= 0) {\n            raw_data_[feat_ind][row_idx] = static_cast<float>(inner_data.second);\n          }\n        }\n      }\n    }\n    FinishOneRow(tid, row_idx, is_feature_added);\n  }\n\n  inline void PushOneData(int tid, data_size_t row_idx, int group, int feature_idx, int sub_feature, double value) {\n    feature_groups_[group]->PushData(tid, sub_feature, row_idx, value);\n    if (has_raw_) {\n      int feat_ind = numeric_feature_map_[feature_idx];\n      if (feat_ind >= 0) {\n        raw_data_[feat_ind][row_idx] = static_cast<float>(value);\n      }\n    }\n  }\n\n  inline void InsertMetadataAt(data_size_t start_index,\n    data_size_t count,\n    const label_t* labels,\n    const label_t* weights,\n    const double* init_scores,\n    const data_size_t* queries) {\n    metadata_.InsertAt(start_index, count, labels, weights, init_scores, queries);\n  }\n\n  inline int RealFeatureIndex(int fidx) const {\n    return real_feature_idx_[fidx];\n  }\n\n  inline int InnerFeatureIndex(int col_idx) const {\n    return used_feature_map_[col_idx];\n  }\n  inline int Feature2Group(int feature_idx) const {\n    return feature2group_[feature_idx];\n  }\n  inline int Feature2SubFeature(int feature_idx) const {\n    return feature2subfeature_[feature_idx];\n  }\n  inline uint64_t GroupBinBoundary(int group_idx) const {\n    return group_bin_boundaries_[group_idx];\n  }\n  inline uint64_t NumTotalBin() const {\n    return group_bin_boundaries_.back();\n  }\n\n  inline std::vector<int> ValidFeatureIndices() const {\n    std::vector<int> ret;\n    for (int i = 0; i < num_total_features_; ++i) {\n      if (used_feature_map_[i] >= 0) {\n        ret.push_back(i);\n      }\n    }\n    return ret;\n  }\n  void ReSize(data_size_t num_data);\n\n  void CopySubrow(const Dataset* fullset, const data_size_t* used_indices, data_size_t num_used_indices, bool need_meta_data);\n\n  void CopySubrowToDevice(const Dataset* fullset, const data_size_t* used_indices, data_size_t num_used_indices, bool need_meta_data, int gpu_device_id);\n\n  MultiValBin* GetMultiBinFromSparseFeatures(const std::vector<uint32_t>& offsets) const;\n\n  MultiValBin* GetMultiBinFromAllFeatures(const std::vector<uint32_t>& offsets) const;\n\n  template <bool USE_QUANT_GRAD, int HIST_BITS>\n  TrainingShareStates* GetShareStates(\n      score_t* gradients, score_t* hessians,\n      const std::vector<int8_t>& is_feature_used, bool is_constant_hessian,\n      bool force_col_wise, bool force_row_wise, const int num_grad_quant_bins) const;\n\n  LIGHTGBM_EXPORT void FinishLoad();\n\n  bool SetFieldFromArrow(const char* field_name, const ArrowChunkedArray& ca);\n\n  LIGHTGBM_EXPORT bool SetFloatField(const char* field_name, const float* field_data, data_size_t num_element);\n\n  LIGHTGBM_EXPORT bool SetDoubleField(const char* field_name, const double* field_data, data_size_t num_element);\n\n  LIGHTGBM_EXPORT bool SetIntField(const char* field_name, const int* field_data, data_size_t num_element);\n\n  LIGHTGBM_EXPORT bool GetFloatField(const char* field_name, data_size_t* out_len, const float** out_ptr);\n\n  LIGHTGBM_EXPORT bool GetDoubleField(const char* field_name, data_size_t* out_len, const double** out_ptr);\n\n  LIGHTGBM_EXPORT bool GetIntField(const char* field_name, data_size_t* out_len, const int** out_ptr);\n\n  /*!\n  * \\brief Save current dataset into binary file, will save to \"filename.bin\"\n  */\n  LIGHTGBM_EXPORT void SaveBinaryFile(const char* bin_filename);\n\n  /*!\n   * \\brief Serialize the overall Dataset definition/schema to a binary buffer (i.e., without data)\n   */\n  LIGHTGBM_EXPORT void SerializeReference(ByteBuffer* out);\n\n  LIGHTGBM_EXPORT void DumpTextFile(const char* text_filename);\n\n  LIGHTGBM_EXPORT void CopyFeatureMapperFrom(const Dataset* dataset);\n\n  LIGHTGBM_EXPORT void CreateValid(const Dataset* dataset);\n\n  void InitTrain(const std::vector<int8_t>& is_feature_used,\n                 TrainingShareStates* share_state) const;\n\n  template <bool USE_INDICES, bool USE_HESSIAN, bool USE_QUANT_GRAD, int HIST_BITS>\n  void ConstructHistogramsInner(const std::vector<int8_t>& is_feature_used,\n                                const data_size_t* data_indices,\n                                data_size_t num_data, const score_t* gradients,\n                                const score_t* hessians,\n                                score_t* ordered_gradients,\n                                score_t* ordered_hessians,\n                                TrainingShareStates* share_state,\n                                hist_t* hist_data) const;\n\n  template <bool USE_INDICES, bool ORDERED, bool USE_QUANT_GRAD, int HIST_BITS>\n  void ConstructHistogramsMultiVal(const data_size_t* data_indices,\n                                   data_size_t num_data,\n                                   const score_t* gradients,\n                                   const score_t* hessians,\n                                   TrainingShareStates* share_state,\n                                   hist_t* hist_data) const;\n\n  template <bool USE_QUANT_GRAD, int HIST_BITS>\n  inline void ConstructHistograms(\n      const std::vector<int8_t>& is_feature_used,\n      const data_size_t* data_indices, data_size_t num_data,\n      const score_t* gradients, const score_t* hessians,\n      score_t* ordered_gradients, score_t* ordered_hessians,\n      TrainingShareStates* share_state, hist_t* hist_data) const {\n    if (num_data <= 0) {\n      return;\n    }\n    bool use_indices = data_indices != nullptr && (num_data < num_data_);\n    if (share_state->is_constant_hessian) {\n      if (use_indices) {\n        ConstructHistogramsInner<true, false, USE_QUANT_GRAD, HIST_BITS>(\n            is_feature_used, data_indices, num_data, gradients, hessians,\n            ordered_gradients, ordered_hessians, share_state, hist_data);\n      } else {\n        ConstructHistogramsInner<false, false, USE_QUANT_GRAD, HIST_BITS>(\n            is_feature_used, data_indices, num_data, gradients, hessians,\n            ordered_gradients, ordered_hessians, share_state, hist_data);\n      }\n    } else {\n      if (use_indices) {\n        ConstructHistogramsInner<true, true, USE_QUANT_GRAD, HIST_BITS>(\n            is_feature_used, data_indices, num_data, gradients, hessians,\n            ordered_gradients, ordered_hessians, share_state, hist_data);\n      } else {\n        ConstructHistogramsInner<false, true, USE_QUANT_GRAD, HIST_BITS>(\n            is_feature_used, data_indices, num_data, gradients, hessians,\n            ordered_gradients, ordered_hessians, share_state, hist_data);\n      }\n    }\n  }\n\n  void FixHistogram(int feature_idx, double sum_gradient, double sum_hessian, hist_t* data) const;\n\n  template <typename PACKED_HIST_BIN_T, typename PACKED_HIST_ACC_T, int HIST_BITS_BIN, int HIST_BITS_ACC>\n  void FixHistogramInt(int feature_idx, int64_t sum_gradient_and_hessian, hist_t* data) const;\n\n  inline data_size_t Split(int feature, const uint32_t* threshold,\n                           int num_threshold, bool default_left,\n                           const data_size_t* data_indices,\n                           data_size_t cnt, data_size_t* lte_indices,\n                           data_size_t* gt_indices) const {\n    const int group = feature2group_[feature];\n    const int sub_feature = feature2subfeature_[feature];\n    return feature_groups_[group]->Split(\n        sub_feature, threshold, num_threshold, default_left, data_indices,\n        cnt, lte_indices, gt_indices);\n  }\n\n  inline int SubFeatureBinOffset(int i) const {\n    const int sub_feature = feature2subfeature_[i];\n    if (sub_feature == 0) {\n      return 1;\n    } else {\n      return 0;\n    }\n  }\n\n  inline int FeatureNumBin(int i) const {\n    const int group = feature2group_[i];\n    const int sub_feature = feature2subfeature_[i];\n    return feature_groups_[group]->bin_mappers_[sub_feature]->num_bin();\n  }\n\n  inline int FeatureGroupNumBin(int group) const {\n    return feature_groups_[group]->num_total_bin_;\n  }\n\n  inline const BinMapper* FeatureBinMapper(int i) const {\n    const int group = feature2group_[i];\n    const int sub_feature = feature2subfeature_[i];\n    return feature_groups_[group]->bin_mappers_[sub_feature].get();\n  }\n\n  inline const Bin* FeatureGroupBin(int group) const {\n    return feature_groups_[group]->bin_data_.get();\n  }\n\n  inline BinIterator* FeatureIterator(int i) const {\n    const int group = feature2group_[i];\n    const int sub_feature = feature2subfeature_[i];\n    return feature_groups_[group]->SubFeatureIterator(sub_feature);\n  }\n\n  inline BinIterator* FeatureGroupIterator(int group) const {\n    return feature_groups_[group]->FeatureGroupIterator();\n  }\n\n  inline bool IsMultiGroup(int i) const {\n    return feature_groups_[i]->is_multi_val_;\n  }\n\n  inline size_t FeatureGroupSizesInByte(int group) const {\n    return feature_groups_[group]->FeatureGroupSizesInByte();\n  }\n\n  inline void* FeatureGroupData(int group) const {\n    return feature_groups_[group]->FeatureGroupData();\n  }\n\n  const void* GetColWiseData(\n    const int feature_group_index,\n    const int sub_feature_index,\n    uint8_t* bit_type,\n    bool* is_sparse,\n    std::vector<BinIterator*>* bin_iterator,\n    const int num_threads) const;\n\n  const void* GetColWiseData(\n    const int feature_group_index,\n    const int sub_feature_index,\n    uint8_t* bit_type,\n    bool* is_sparse,\n    BinIterator** bin_iterator) const;\n\n  inline double RealThreshold(int i, uint32_t threshold) const {\n    const int group = feature2group_[i];\n    const int sub_feature = feature2subfeature_[i];\n    return feature_groups_[group]->bin_mappers_[sub_feature]->BinToValue(threshold);\n  }\n\n  // given a real threshold, find the closest threshold bin\n  inline uint32_t BinThreshold(int i, double threshold_double) const {\n    const int group = feature2group_[i];\n    const int sub_feature = feature2subfeature_[i];\n    return feature_groups_[group]->bin_mappers_[sub_feature]->ValueToBin(threshold_double);\n  }\n\n  inline int MaxRealCatValue(int i) const {\n    const int group = feature2group_[i];\n    const int sub_feature = feature2subfeature_[i];\n    return feature_groups_[group]->bin_mappers_[sub_feature]->MaxCatValue();\n  }\n\n  /*!\n  * \\brief Get meta data pointer\n  * \\return Pointer of meta data\n  */\n  inline const Metadata& metadata() const { return metadata_; }\n\n  /*! \\brief Get Number of used features */\n  inline int num_features() const { return num_features_; }\n\n  /*! \\brief Get number of numeric features */\n  inline int num_numeric_features() const { return num_numeric_features_; }\n\n  /*! \\brief Get Number of feature groups */\n  inline int num_feature_groups() const { return num_groups_;}\n\n  /*! \\brief Get Number of total features */\n  inline int num_total_features() const { return num_total_features_; }\n\n  /*! \\brief Get the index of label column */\n  inline int label_idx() const { return label_idx_; }\n\n  /*! \\brief Get names of current data set */\n  inline const std::vector<std::string>& feature_names() const { return feature_names_; }\n\n  /*! \\brief Get content of parser config file */\n  inline const std::string parser_config_str() const { return parser_config_str_; }\n\n  inline void set_feature_names(const std::vector<std::string>& feature_names) {\n    if (feature_names.size() != static_cast<size_t>(num_total_features_)) {\n      Log::Fatal(\"Size of feature_names error, should equal with total number of features\");\n    }\n    feature_names_ = std::vector<std::string>(feature_names);\n    std::unordered_set<std::string> feature_name_set;\n    // replace ' ' in feature_names with '_'\n    bool spaceInFeatureName = false;\n    for (auto& feature_name : feature_names_) {\n      // check JSON\n      if (!Common::CheckAllowedJSON(feature_name)) {\n        Log::Fatal(\"Do not support special JSON characters in feature name.\");\n      }\n      if (feature_name.find(' ') != std::string::npos) {\n        spaceInFeatureName = true;\n        std::replace(feature_name.begin(), feature_name.end(), ' ', '_');\n      }\n      if (feature_name_set.count(feature_name) > 0) {\n        Log::Fatal(\"Feature (%s) appears more than one time.\", feature_name.c_str());\n      }\n      feature_name_set.insert(feature_name);\n    }\n    if (spaceInFeatureName) {\n      Log::Warning(\"Found whitespace in feature_names, replace with underlines\");\n    }\n  }\n\n  inline std::vector<std::string> feature_infos() const {\n    std::vector<std::string> bufs;\n    for (int i = 0; i < num_total_features_; ++i) {\n      int fidx = used_feature_map_[i];\n      if (fidx < 0) {\n        bufs.push_back(\"none\");\n      } else {\n        const auto bin_mapper = FeatureBinMapper(fidx);\n        bufs.push_back(bin_mapper->bin_info_string());\n      }\n    }\n    return bufs;\n  }\n\n  /*! \\brief Get Number of data */\n  inline data_size_t num_data() const { return num_data_; }\n\n  /*! \\brief Get whether FinishLoad is automatically called when pushing last row. */\n  inline bool wait_for_manual_finish() const { return wait_for_manual_finish_; }\n\n  /*! \\brief Get the maximum number of OpenMP threads to allocate for. */\n  inline int omp_max_threads() const { return omp_max_threads_; }\n\n  /*! \\brief Set whether the Dataset is finished automatically when last row is pushed or with a manual\n   *         MarkFinished API call.  Set to true for thread-safe streaming and/or if will be coalesced later.\n   *         FinishLoad should not be called on any Dataset that will be coalesced.\n   */\n  inline void set_wait_for_manual_finish(bool value) {\n    std::lock_guard<std::mutex> lock(mutex_);\n    wait_for_manual_finish_ = value;\n  }\n\n  /*! \\brief Disable copy */\n  Dataset& operator=(const Dataset&) = delete;\n  /*! \\brief Disable copy */\n  Dataset(const Dataset&) = delete;\n\n  void AddFeaturesFrom(Dataset* other);\n\n  /*! \\brief Get has_raw_ */\n  inline bool has_raw() const { return has_raw_; }\n\n  /*! \\brief Set has_raw_ */\n  inline void SetHasRaw(bool has_raw) { has_raw_ = has_raw; }\n\n  /*! \\brief Resize raw_data_ */\n  inline void ResizeRaw(int num_rows) {\n    if (static_cast<int>(raw_data_.size()) > num_numeric_features_) {\n      raw_data_.resize(num_numeric_features_);\n    }\n    for (size_t i = 0; i < raw_data_.size(); ++i) {\n      raw_data_[i].resize(num_rows);\n    }\n    int curr_size = static_cast<int>(raw_data_.size());\n    for (int i = curr_size; i < num_numeric_features_; ++i) {\n      raw_data_.push_back(std::vector<float>(num_rows, 0));\n    }\n  }\n\n  /*! \\brief Get pointer to raw_data_ feature */\n  inline const float* raw_index(int feat_ind) const {\n    return raw_data_[numeric_feature_map_[feat_ind]].data();\n  }\n\n  inline uint32_t feature_max_bin(const int inner_feature_index) const {\n    const int feature_group_index = Feature2Group(inner_feature_index);\n    const int sub_feature_index = feature2subfeature_[inner_feature_index];\n    return feature_groups_[feature_group_index]->feature_max_bin(sub_feature_index);\n  }\n\n  inline uint32_t feature_min_bin(const int inner_feature_index) const {\n    const int feature_group_index = Feature2Group(inner_feature_index);\n    const int sub_feature_index = feature2subfeature_[inner_feature_index];\n    return feature_groups_[feature_group_index]->feature_min_bin(sub_feature_index);\n  }\n\n  #ifdef USE_CUDA\n\n  const CUDAColumnData* cuda_column_data() const {\n    return cuda_column_data_.get();\n  }\n\n  #endif  // USE_CUDA\n\n private:\n  void SerializeHeader(BinaryWriter* serializer);\n\n  size_t GetSerializedHeaderSize();\n\n  void CreateCUDAColumnData();\n\n  void CopySubrowHostPart(const Dataset* fullset, const data_size_t* used_indices, data_size_t num_used_indices, bool need_meta_data);\n\n  std::string data_filename_;\n  /*! \\brief Store used features */\n  std::vector<std::unique_ptr<FeatureGroup>> feature_groups_;\n  /*! \\brief Mapper from real feature index to used index*/\n  std::vector<int> used_feature_map_;\n  /*! \\brief Number of used features*/\n  int num_features_;\n  /*! \\brief Number of total features*/\n  int num_total_features_;\n  /*! \\brief Number of total data*/\n  data_size_t num_data_;\n  /*! \\brief Store some label level data*/\n  Metadata metadata_;\n  /*! \\brief index of label column */\n  int label_idx_ = 0;\n  /*! \\brief store feature names */\n  std::vector<std::string> feature_names_;\n  /*! \\brief serialized versions */\n  static const int kSerializedReferenceVersionLength;\n  static const char* serialized_reference_version;\n  static const char* binary_file_token;\n  static const char* binary_serialized_reference_token;\n  int num_groups_;\n  std::vector<int> real_feature_idx_;\n  std::vector<int> feature2group_;\n  std::vector<int> feature2subfeature_;\n  std::vector<uint64_t> group_bin_boundaries_;\n  std::vector<int> group_feature_start_;\n  std::vector<int> group_feature_cnt_;\n  bool is_finish_load_;\n  int max_bin_;\n  std::vector<int32_t> max_bin_by_feature_;\n  std::vector<std::vector<double>> forced_bin_bounds_;\n  int bin_construct_sample_cnt_;\n  int min_data_in_bin_;\n  bool use_missing_;\n  bool zero_as_missing_;\n  std::vector<int> feature_need_push_zeros_;\n  std::vector<std::vector<float>> raw_data_;\n  bool wait_for_manual_finish_;\n  int omp_max_threads_ = -1;\n  bool has_raw_;\n  /*! map feature (inner index) to its index in the list of numeric (non-categorical) features */\n  std::vector<int> numeric_feature_map_;\n  int num_numeric_features_;\n  std::string device_type_;\n  int gpu_device_id_;\n  /*! \\brief mutex for threading safe call */\n  std::mutex mutex_;\n\n  #ifdef USE_CUDA\n  std::unique_ptr<CUDAColumnData> cuda_column_data_;\n  #endif  // USE_CUDA\n\n  std::string parser_config_str_;\n};\n\n}  // namespace LightGBM\n\n#endif   // LIGHTGBM_INCLUDE_LIGHTGBM_DATASET_H_\n"
  },
  {
    "path": "include/LightGBM/dataset_loader.h",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_DATASET_LOADER_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_DATASET_LOADER_H_\n\n#include <LightGBM/dataset.h>\n\n#include <memory>\n#include <string>\n#include <unordered_set>\n#include <vector>\n\nnamespace LightGBM {\n\nclass DatasetLoader {\n public:\n  LIGHTGBM_EXPORT DatasetLoader(const Config& io_config, const PredictFunction& predict_fun, int num_class, const char* filename);\n\n  LIGHTGBM_EXPORT ~DatasetLoader();\n\n  LIGHTGBM_EXPORT Dataset* LoadFromFile(const char* filename, int rank, int num_machines);\n\n  LIGHTGBM_EXPORT Dataset* LoadFromFile(const char* filename) {\n    return LoadFromFile(filename, 0, 1);\n  }\n\n  LIGHTGBM_EXPORT Dataset* LoadFromFileAlignWithOtherDataset(const char* filename, const Dataset* train_data);\n\n  LIGHTGBM_EXPORT Dataset* LoadFromSerializedReference(const char* buffer, size_t buffer_size, data_size_t num_data, int32_t num_classes);\n\n  LIGHTGBM_EXPORT Dataset* ConstructFromSampleData(double** sample_values,\n                                                   int** sample_indices,\n                                                   int num_col,\n                                                   const int* num_per_col,\n                                                   size_t total_sample_size,\n                                                   data_size_t num_local_data,\n                                                   int64_t num_dist_data);\n\n  /*! \\brief Disable copy */\n  DatasetLoader& operator=(const DatasetLoader&) = delete;\n  /*! \\brief Disable copy */\n  DatasetLoader(const DatasetLoader&) = delete;\n\n  static std::vector<std::vector<double>> GetForcedBins(std::string forced_bins_path, int num_total_features,\n                                                        const std::unordered_set<int>& categorical_features);\n\n private:\n  void LoadHeaderFromMemory(Dataset* dataset, const char* buffer);\n\n  Dataset* LoadFromBinFile(const char* data_filename, const char* bin_filename, int rank, int num_machines, int* num_global_data, std::vector<data_size_t>* used_data_indices);\n\n  void SetHeader(const char* filename);\n\n  void CheckDataset(const Dataset* dataset, bool is_load_from_binary);\n\n  std::vector<std::string> LoadTextDataToMemory(const char* filename, const Metadata& metadata, int rank, int num_machines, int* num_global_data, std::vector<data_size_t>* used_data_indices);\n\n  std::vector<std::string> SampleTextDataFromMemory(const std::vector<std::string>& data);\n\n  std::vector<std::string> SampleTextDataFromFile(const char* filename, const Metadata& metadata, int rank, int num_machines, int* num_global_data, std::vector<data_size_t>* used_data_indices);\n\n  void ConstructBinMappersFromTextData(int rank, int num_machines, const std::vector<std::string>& sample_data, const Parser* parser, Dataset* dataset);\n\n  /*! \\brief Extract local features from memory */\n  void ExtractFeaturesFromMemory(std::vector<std::string>* text_data, const Parser* parser, Dataset* dataset);\n\n  /*! \\brief Extract local features from file */\n  void ExtractFeaturesFromFile(const char* filename, const Parser* parser, const std::vector<data_size_t>& used_data_indices, Dataset* dataset);\n\n  /*! \\brief Check can load from binary file */\n  std::string CheckCanLoadFromBin(const char* filename);\n\n  /*! \\brief Check the number of bins for categorical features.\n   * The number of bins for categorical features may exceed the configured maximum value.\n   * Log warnings when such cases happen.\n   *\n   * \\param bin_mappers the bin_mappers of all features\n   * \\param max_bin max_bin from Config\n   * \\param max_bin_by_feature max_bin_by_feature from Config\n   */\n  void CheckCategoricalFeatureNumBin(const std::vector<std::unique_ptr<BinMapper>>& bin_mappers, const int max_bin, const std::vector<int>& max_bin_by_feature) const;\n\n  const Config& config_;\n  /*! \\brief Random generator*/\n  Random random_;\n  /*! \\brief prediction function for initial model */\n  const PredictFunction predict_fun_;\n  /*! \\brief number of classes */\n  int num_class_;\n  /*! \\brief index of label column */\n  int label_idx_;\n  /*! \\brief index of weight column */\n  int weight_idx_;\n  /*! \\brief index of group column */\n  int group_idx_;\n  /*! \\brief Mapper from real feature index to used index*/\n  std::unordered_set<int> ignore_features_;\n  /*! \\brief store feature names */\n  std::vector<std::string> feature_names_;\n  /*! \\brief Mapper from real feature index to used index*/\n  std::unordered_set<int> categorical_features_;\n  /*! \\brief Whether to store raw feature values */\n  bool store_raw_;\n};\n\n}  // namespace LightGBM\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_DATASET_LOADER_H_\n"
  },
  {
    "path": "include/LightGBM/export.h",
    "content": "/*!\n * Copyright (c) 2017-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2017-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_EXPORT_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_EXPORT_H_\n\n/** Macros for exporting symbols in MSVC/GCC/CLANG **/\n\n#ifdef __cplusplus\n#define LIGHTGBM_EXTERN_C extern \"C\"\n#else\n#define LIGHTGBM_EXTERN_C\n#endif\n\n\n#ifdef _MSC_VER\n#define LIGHTGBM_EXPORT __declspec(dllexport)\n#define LIGHTGBM_C_EXPORT LIGHTGBM_EXTERN_C __declspec(dllexport)\n#else\n#define LIGHTGBM_EXPORT\n#define LIGHTGBM_C_EXPORT LIGHTGBM_EXTERN_C\n#endif\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_EXPORT_H_\n"
  },
  {
    "path": "include/LightGBM/feature_group.h",
    "content": "/*!\n * Copyright (c) 2017-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2017-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_FEATURE_GROUP_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_FEATURE_GROUP_H_\n\n#include <LightGBM/bin.h>\n#include <LightGBM/meta.h>\n#include <LightGBM/utils/random.h>\n\n#include <cstdint>\n#include <cstdio>\n#include <memory>\n#include <vector>\n\nnamespace LightGBM {\n\nclass Dataset;\nclass DatasetLoader;\nstruct TrainingShareStates;\nclass MultiValBinWrapper;\n/*! \\brief Using to store data and providing some operations on one feature\n * group*/\nclass FeatureGroup {\n public:\n  friend Dataset;\n  friend DatasetLoader;\n  friend TrainingShareStates;\n  friend MultiValBinWrapper;\n  /*!\n  * \\brief Constructor\n  * \\param num_feature number of features of this group\n  * \\param bin_mappers Bin mapper for features\n  * \\param num_data Total number of data\n  * \\param is_enable_sparse True if enable sparse feature\n  */\n  FeatureGroup(int num_feature, int8_t is_multi_val,\n    std::vector<std::unique_ptr<BinMapper>>* bin_mappers,\n    data_size_t num_data, int group_id) :\n    num_feature_(num_feature), is_multi_val_(is_multi_val > 0), is_sparse_(false) {\n    CHECK_EQ(static_cast<int>(bin_mappers->size()), num_feature);\n    auto& ref_bin_mappers = *bin_mappers;\n    double sum_sparse_rate = 0.0f;\n    for (int i = 0; i < num_feature_; ++i) {\n      bin_mappers_.emplace_back(ref_bin_mappers[i].release());\n      sum_sparse_rate += bin_mappers_.back()->sparse_rate();\n    }\n    sum_sparse_rate /= num_feature_;\n    int offset = 1;\n    is_dense_multi_val_ = false;\n    if (sum_sparse_rate < MultiValBin::multi_val_bin_sparse_threshold && is_multi_val_) {\n      // use dense multi val bin\n      offset = 0;\n      is_dense_multi_val_ = true;\n    }\n    // use bin at zero to store most_freq_bin only when not using dense multi val bin\n    num_total_bin_ = offset;\n    // however, we should force to leave one bin, if dense multi val bin is the first bin\n    // and its first feature has most freq bin > 0\n    if (group_id == 0 && num_feature_ > 0 && is_dense_multi_val_ &&\n      bin_mappers_[0]->GetMostFreqBin() > 0) {\n      num_total_bin_ = 1;\n    }\n    bin_offsets_.emplace_back(num_total_bin_);\n    for (int i = 0; i < num_feature_; ++i) {\n      auto num_bin = bin_mappers_[i]->num_bin();\n      if (bin_mappers_[i]->GetMostFreqBin() == 0) {\n        num_bin -= offset;\n      }\n      num_total_bin_ += num_bin;\n      bin_offsets_.emplace_back(num_total_bin_);\n    }\n    CreateBinData(num_data, is_multi_val_, true, false);\n  }\n\n  FeatureGroup(const FeatureGroup& other, int num_data) {\n    num_feature_ = other.num_feature_;\n    is_multi_val_ = other.is_multi_val_;\n    is_dense_multi_val_ = other.is_dense_multi_val_;\n    is_sparse_ = other.is_sparse_;\n    num_total_bin_ = other.num_total_bin_;\n    bin_offsets_ = other.bin_offsets_;\n\n    bin_mappers_.reserve(other.bin_mappers_.size());\n    for (auto& bin_mapper : other.bin_mappers_) {\n      bin_mappers_.emplace_back(new BinMapper(*bin_mapper));\n    }\n    CreateBinData(num_data, is_multi_val_, !is_sparse_, is_sparse_);\n  }\n\n  FeatureGroup(std::vector<std::unique_ptr<BinMapper>>* bin_mappers,\n    data_size_t num_data) : num_feature_(1), is_multi_val_(false) {\n    CHECK_EQ(static_cast<int>(bin_mappers->size()), 1);\n    // use bin at zero to store default_bin\n    num_total_bin_ = 1;\n    is_dense_multi_val_ = false;\n    bin_offsets_.emplace_back(num_total_bin_);\n    auto& ref_bin_mappers = *bin_mappers;\n    for (int i = 0; i < num_feature_; ++i) {\n      bin_mappers_.emplace_back(ref_bin_mappers[i].release());\n      auto num_bin = bin_mappers_[i]->num_bin();\n      if (bin_mappers_[i]->GetMostFreqBin() == 0) {\n        num_bin -= 1;\n      }\n      num_total_bin_ += num_bin;\n      bin_offsets_.emplace_back(num_total_bin_);\n    }\n    CreateBinData(num_data, false, false, false);\n  }\n\n  /*!\n   * \\brief Constructor from memory when data is present\n   * \\param memory Pointer of memory\n   * \\param num_all_data Number of global data\n   * \\param local_used_indices Local used indices, empty means using all data\n   * \\param group_id Id of group\n   */\n  FeatureGroup(const void* memory,\n               data_size_t num_all_data,\n               const std::vector<data_size_t>& local_used_indices,\n               int group_id) {\n    // Load the definition schema first\n    const char* memory_ptr = LoadDefinitionFromMemory(memory, group_id);\n\n    // Allocate memory for the data\n    data_size_t num_data = num_all_data;\n    if (!local_used_indices.empty()) {\n      num_data = static_cast<data_size_t>(local_used_indices.size());\n    }\n    AllocateBins(num_data);\n\n    // Now load the actual data\n    if (is_multi_val_) {\n      for (int i = 0; i < num_feature_; ++i) {\n        multi_bin_data_[i]->LoadFromMemory(memory_ptr, local_used_indices);\n        memory_ptr += multi_bin_data_[i]->SizesInByte();\n      }\n    } else {\n      bin_data_->LoadFromMemory(memory_ptr, local_used_indices);\n    }\n  }\n\n  /*!\n   * \\brief Constructor from definition in memory (without data)\n   * \\param memory Pointer of memory\n   * \\param local_used_indices Local used indices, empty means using all data\n   */\n  FeatureGroup(const void* memory, data_size_t num_data, int group_id) {\n    LoadDefinitionFromMemory(memory, group_id);\n    AllocateBins(num_data);\n  }\n\n  /*! \\brief Destructor */\n  ~FeatureGroup() {}\n\n  /*!\n   * \\brief Load the overall definition of the feature group from binary serialized data\n   * \\param memory Pointer of memory\n   * \\param group_id Id of group\n   */\n  const char* LoadDefinitionFromMemory(const void* memory, int group_id) {\n    const char* memory_ptr = reinterpret_cast<const char*>(memory);\n    // get is_sparse\n    is_multi_val_ = *(reinterpret_cast<const bool*>(memory_ptr));\n    memory_ptr += VirtualFileWriter::AlignedSize(sizeof(is_multi_val_));\n    is_dense_multi_val_ = *(reinterpret_cast<const bool*>(memory_ptr));\n    memory_ptr += VirtualFileWriter::AlignedSize(sizeof(is_dense_multi_val_));\n    is_sparse_ = *(reinterpret_cast<const bool*>(memory_ptr));\n    memory_ptr += VirtualFileWriter::AlignedSize(sizeof(is_sparse_));\n    num_feature_ = *(reinterpret_cast<const int*>(memory_ptr));\n    memory_ptr += VirtualFileWriter::AlignedSize(sizeof(num_feature_));\n\n    // get bin mapper(s)\n    bin_mappers_.clear();\n    for (int i = 0; i < num_feature_; ++i) {\n      bin_mappers_.emplace_back(new BinMapper(memory_ptr));\n      memory_ptr += bin_mappers_[i]->SizesInByte();\n    }\n\n    bin_offsets_.clear();\n    int offset = 1;\n    if (is_dense_multi_val_) {\n      offset = 0;\n    }\n    // use bin at zero to store most_freq_bin only when not using dense multi val bin\n    num_total_bin_ = offset;\n    // however, we should force to leave one bin, if dense multi val bin is the first bin\n    // and its first feature has most freq bin > 0\n    if (group_id == 0 && num_feature_ > 0 && is_dense_multi_val_ &&\n      bin_mappers_[0]->GetMostFreqBin() > 0) {\n      num_total_bin_ = 1;\n    }\n    bin_offsets_.emplace_back(num_total_bin_);\n    for (int i = 0; i < num_feature_; ++i) {\n      auto num_bin = bin_mappers_[i]->num_bin();\n      if (bin_mappers_[i]->GetMostFreqBin() == 0) {\n        num_bin -= offset;\n      }\n      num_total_bin_ += num_bin;\n      bin_offsets_.emplace_back(num_total_bin_);\n    }\n\n    return memory_ptr;\n  }\n\n  /*!\n   * \\brief Allocate the bins\n   * \\param num_all_data Number of global data\n   */\n  inline void AllocateBins(data_size_t num_data) {\n    if (is_multi_val_) {\n      for (int i = 0; i < num_feature_; ++i) {\n        int addi = bin_mappers_[i]->GetMostFreqBin() == 0 ? 0 : 1;\n        if (bin_mappers_[i]->sparse_rate() >= kSparseThreshold) {\n          multi_bin_data_.emplace_back(Bin::CreateSparseBin(num_data, bin_mappers_[i]->num_bin() + addi));\n        } else {\n          multi_bin_data_.emplace_back(Bin::CreateDenseBin(num_data, bin_mappers_[i]->num_bin() + addi));\n        }\n      }\n    } else {\n      if (is_sparse_) {\n        bin_data_.reset(Bin::CreateSparseBin(num_data, num_total_bin_));\n      } else {\n        bin_data_.reset(Bin::CreateDenseBin(num_data, num_total_bin_));\n      }\n    }\n  }\n\n  /*!\n  * \\brief Initialize for pushing in a streaming fashion.  By default, no action needed.\n  * \\param num_thread The number of external threads that will be calling the push APIs\n  * \\param omp_max_threads The maximum number of OpenMP threads to allocate for\n  */\n  void InitStreaming(int32_t num_thread, int32_t omp_max_threads) {\n    if (is_multi_val_) {\n      for (int i = 0; i < num_feature_; ++i) {\n        multi_bin_data_[i]->InitStreaming(num_thread, omp_max_threads);\n      }\n    } else {\n      bin_data_->InitStreaming(num_thread, omp_max_threads);\n    }\n  }\n\n  /*!\n   * \\brief Push one record, will auto convert to bin and push to bin data\n   * \\param tid Thread id\n   * \\param sub_feature_idx Index of the subfeature\n   * \\param line_idx Index of record\n   * \\param value feature value of record\n   */\n  inline void PushData(int tid, int sub_feature_idx, data_size_t line_idx, double value) {\n    uint32_t bin = bin_mappers_[sub_feature_idx]->ValueToBin(value);\n    if (bin == bin_mappers_[sub_feature_idx]->GetMostFreqBin()) {\n      return;\n    }\n    if (bin_mappers_[sub_feature_idx]->GetMostFreqBin() == 0) {\n      bin -= 1;\n    }\n    if (is_multi_val_) {\n      multi_bin_data_[sub_feature_idx]->Push(tid, line_idx, bin + 1);\n    } else {\n      bin += bin_offsets_[sub_feature_idx];\n      bin_data_->Push(tid, line_idx, bin);\n    }\n  }\n\n  void ReSize(int num_data) {\n    if (!is_multi_val_) {\n      bin_data_->ReSize(num_data);\n    } else {\n      for (int i = 0; i < num_feature_; ++i) {\n        multi_bin_data_[i]->ReSize(num_data);\n      }\n    }\n  }\n\n  inline void CopySubrow(const FeatureGroup* full_feature, const data_size_t* used_indices, data_size_t num_used_indices) {\n    if (!is_multi_val_) {\n      bin_data_->CopySubrow(full_feature->bin_data_.get(), used_indices, num_used_indices);\n    } else {\n      for (int i = 0; i < num_feature_; ++i) {\n        multi_bin_data_[i]->CopySubrow(full_feature->multi_bin_data_[i].get(), used_indices, num_used_indices);\n      }\n    }\n  }\n\n  inline void CopySubrowByCol(const FeatureGroup* full_feature, const data_size_t* used_indices, data_size_t num_used_indices, int fidx) {\n    if (!is_multi_val_) {\n      bin_data_->CopySubrow(full_feature->bin_data_.get(), used_indices, num_used_indices);\n    } else {\n      multi_bin_data_[fidx]->CopySubrow(full_feature->multi_bin_data_[fidx].get(), used_indices, num_used_indices);\n    }\n  }\n\n  void AddFeaturesFrom(const FeatureGroup* other, int group_id) {\n    CHECK(is_multi_val_);\n    CHECK(other->is_multi_val_);\n    // every time when new features are added, we need to reconsider sparse or dense\n    double sum_sparse_rate = 0.0f;\n    for (int i = 0; i < num_feature_; ++i) {\n      sum_sparse_rate += bin_mappers_[i]->sparse_rate();\n    }\n    for (int i = 0; i < other->num_feature_; ++i) {\n      sum_sparse_rate += other->bin_mappers_[i]->sparse_rate();\n    }\n    sum_sparse_rate /= (num_feature_ + other->num_feature_);\n    int offset = 1;\n    is_dense_multi_val_ = false;\n    if (sum_sparse_rate < MultiValBin::multi_val_bin_sparse_threshold && is_multi_val_) {\n      // use dense multi val bin\n      offset = 0;\n      is_dense_multi_val_ = true;\n    }\n    bin_offsets_.clear();\n    num_total_bin_ = offset;\n    // however, we should force to leave one bin, if dense multi val bin is the first bin\n    // and its first feature has most freq bin > 0\n    if (group_id == 0 && num_feature_ > 0 && is_dense_multi_val_ &&\n      bin_mappers_[0]->GetMostFreqBin() > 0) {\n      num_total_bin_ = 1;\n    }\n    bin_offsets_.emplace_back(num_total_bin_);\n    for (int i = 0; i < num_feature_; ++i) {\n      auto num_bin = bin_mappers_[i]->num_bin();\n      if (bin_mappers_[i]->GetMostFreqBin() == 0) {\n        num_bin -= offset;\n      }\n      num_total_bin_ += num_bin;\n      bin_offsets_.emplace_back(num_total_bin_);\n    }\n    for (int i = 0; i < other->num_feature_; ++i) {\n      const auto& other_bin_mapper = other->bin_mappers_[i];\n      bin_mappers_.emplace_back(new BinMapper(*other_bin_mapper));\n      auto num_bin = other_bin_mapper->num_bin();\n      if (other_bin_mapper->GetMostFreqBin() == 0) {\n        num_bin -= offset;\n      }\n      num_total_bin_ += num_bin;\n      bin_offsets_.emplace_back(num_total_bin_);\n      multi_bin_data_.emplace_back(other->multi_bin_data_[i]->Clone());\n    }\n    num_feature_ += other->num_feature_;\n  }\n\n  inline BinIterator* SubFeatureIterator(int sub_feature) {\n    uint32_t most_freq_bin = bin_mappers_[sub_feature]->GetMostFreqBin();\n    if (!is_multi_val_) {\n      uint32_t min_bin = bin_offsets_[sub_feature];\n      uint32_t max_bin = bin_offsets_[sub_feature + 1] - 1;\n      return bin_data_->GetIterator(min_bin, max_bin, most_freq_bin);\n    } else {\n      int addi = bin_mappers_[sub_feature]->GetMostFreqBin() == 0 ? 0 : 1;\n      uint32_t min_bin = 1;\n      uint32_t max_bin = bin_mappers_[sub_feature]->num_bin() - 1 + addi;\n      return multi_bin_data_[sub_feature]->GetIterator(min_bin, max_bin,\n                                                       most_freq_bin);\n    }\n  }\n\n  inline void FinishLoad() {\n    if (is_multi_val_) {\n      OMP_INIT_EX();\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(guided)\n      for (int i = 0; i < num_feature_; ++i) {\n        OMP_LOOP_EX_BEGIN();\n        multi_bin_data_[i]->FinishLoad();\n        OMP_LOOP_EX_END();\n      }\n      OMP_THROW_EX();\n    } else {\n      bin_data_->FinishLoad();\n    }\n  }\n\n  inline BinIterator* FeatureGroupIterator() {\n    if (is_multi_val_) {\n      return nullptr;\n    }\n    uint32_t min_bin = bin_offsets_[0];\n    uint32_t max_bin = bin_offsets_.back() - 1;\n    uint32_t most_freq_bin = 0;\n    return bin_data_->GetIterator(min_bin, max_bin, most_freq_bin);\n  }\n\n  inline size_t FeatureGroupSizesInByte() {\n    return bin_data_->SizesInByte();\n  }\n\n  inline void* FeatureGroupData() {\n    if (is_multi_val_) {\n      return nullptr;\n    }\n    return bin_data_->get_data();\n  }\n\n  inline data_size_t Split(int sub_feature, const uint32_t* threshold,\n                           int num_threshold, bool default_left,\n                           const data_size_t* data_indices, data_size_t cnt,\n                           data_size_t* lte_indices,\n                           data_size_t* gt_indices) const {\n    uint32_t default_bin = bin_mappers_[sub_feature]->GetDefaultBin();\n    uint32_t most_freq_bin = bin_mappers_[sub_feature]->GetMostFreqBin();\n    if (!is_multi_val_) {\n      uint32_t min_bin = bin_offsets_[sub_feature];\n      uint32_t max_bin = bin_offsets_[sub_feature + 1] - 1;\n      if (bin_mappers_[sub_feature]->bin_type() == BinType::NumericalBin) {\n        auto missing_type = bin_mappers_[sub_feature]->missing_type();\n        if (num_feature_ == 1) {\n          return bin_data_->Split(max_bin, default_bin, most_freq_bin,\n                                  missing_type, default_left, *threshold,\n                                  data_indices, cnt, lte_indices, gt_indices);\n        } else {\n          return bin_data_->Split(min_bin, max_bin, default_bin, most_freq_bin,\n                                  missing_type, default_left, *threshold,\n                                  data_indices, cnt, lte_indices, gt_indices);\n        }\n      } else {\n        if (num_feature_ == 1) {\n          return bin_data_->SplitCategorical(max_bin, most_freq_bin, threshold,\n                                             num_threshold, data_indices, cnt,\n                                             lte_indices, gt_indices);\n        } else {\n          return bin_data_->SplitCategorical(\n              min_bin, max_bin, most_freq_bin, threshold, num_threshold,\n              data_indices, cnt, lte_indices, gt_indices);\n        }\n      }\n    } else {\n      int addi = bin_mappers_[sub_feature]->GetMostFreqBin() == 0 ? 0 : 1;\n      uint32_t max_bin = bin_mappers_[sub_feature]->num_bin() - 1 + addi;\n      if (bin_mappers_[sub_feature]->bin_type() == BinType::NumericalBin) {\n        auto missing_type = bin_mappers_[sub_feature]->missing_type();\n        return multi_bin_data_[sub_feature]->Split(\n            max_bin, default_bin, most_freq_bin, missing_type, default_left,\n            *threshold, data_indices, cnt, lte_indices, gt_indices);\n      } else {\n        return multi_bin_data_[sub_feature]->SplitCategorical(\n            max_bin, most_freq_bin, threshold, num_threshold, data_indices, cnt,\n            lte_indices, gt_indices);\n      }\n    }\n  }\n\n  /*!\n   * \\brief From bin to feature value\n   * \\param bin\n   * \\return FeatureGroup value of this bin\n   */\n  inline double BinToValue(int sub_feature_idx, uint32_t bin) const {\n    return bin_mappers_[sub_feature_idx]->BinToValue(bin);\n  }\n\n  /*!\n   * \\brief Write to binary stream\n   * \\param writer Writer\n   * \\param include_data Whether to write data (true) or just header information (false)\n   */\n  void SerializeToBinary(BinaryWriter* writer, bool include_data = true) const {\n    writer->AlignedWrite(&is_multi_val_, sizeof(is_multi_val_));\n    writer->AlignedWrite(&is_dense_multi_val_, sizeof(is_dense_multi_val_));\n    writer->AlignedWrite(&is_sparse_, sizeof(is_sparse_));\n    writer->AlignedWrite(&num_feature_, sizeof(num_feature_));\n    for (int i = 0; i < num_feature_; ++i) {\n      bin_mappers_[i]->SaveBinaryToFile(writer);\n    }\n\n    if (include_data) {\n      if (is_multi_val_) {\n        for (int i = 0; i < num_feature_; ++i) {\n          multi_bin_data_[i]->SaveBinaryToFile(writer);\n        }\n      } else {\n        bin_data_->SaveBinaryToFile(writer);\n      }\n    }\n  }\n\n  /*!\n   * \\brief Get sizes in byte of this object\n   */\n  size_t SizesInByte(bool include_data = true) const {\n    size_t ret = VirtualFileWriter::AlignedSize(sizeof(is_multi_val_)) +\n                 VirtualFileWriter::AlignedSize(sizeof(is_dense_multi_val_)) +\n                 VirtualFileWriter::AlignedSize(sizeof(is_sparse_)) +\n                 VirtualFileWriter::AlignedSize(sizeof(num_feature_));\n    for (int i = 0; i < num_feature_; ++i) {\n      ret += bin_mappers_[i]->SizesInByte();\n    }\n    if (include_data) {\n      if (!is_multi_val_) {\n        ret += bin_data_->SizesInByte();\n      } else {\n        for (int i = 0; i < num_feature_; ++i) {\n          ret += multi_bin_data_[i]->SizesInByte();\n        }\n      }\n    }\n    return ret;\n  }\n\n  /*! \\brief Disable copy */\n  FeatureGroup& operator=(const FeatureGroup&) = delete;\n\n  /*! \\brief Deep copy */\n  FeatureGroup(const FeatureGroup& other, bool should_handle_dense_mv,\n    int group_id) {\n    num_feature_ = other.num_feature_;\n    is_multi_val_ = other.is_multi_val_;\n    is_dense_multi_val_ = other.is_dense_multi_val_;\n    is_sparse_ = other.is_sparse_;\n    num_total_bin_ = other.num_total_bin_;\n    bin_offsets_ = other.bin_offsets_;\n\n    bin_mappers_.reserve(other.bin_mappers_.size());\n    for (auto& bin_mapper : other.bin_mappers_) {\n      bin_mappers_.emplace_back(new BinMapper(*bin_mapper));\n    }\n    if (!is_multi_val_) {\n      bin_data_.reset(other.bin_data_->Clone());\n    } else {\n      multi_bin_data_.clear();\n      for (int i = 0; i < num_feature_; ++i) {\n        multi_bin_data_.emplace_back(other.multi_bin_data_[i]->Clone());\n      }\n    }\n\n    if (should_handle_dense_mv && is_dense_multi_val_ && group_id > 0) {\n      // this feature group was the first feature group, but now no longer is,\n      // so we need to eliminate its special empty bin for multi val dense bin\n      if (bin_mappers_[0]->GetMostFreqBin() > 0 && bin_offsets_[0] == 1) {\n        for (size_t i = 0; i < bin_offsets_.size(); ++i) {\n          bin_offsets_[i] -= 1;\n        }\n        num_total_bin_ -= 1;\n      }\n    }\n  }\n\n  const void* GetColWiseData(const int sub_feature_index,\n    uint8_t* bit_type,\n    bool* is_sparse,\n    std::vector<BinIterator*>* bin_iterator,\n    const int num_threads) const {\n    if (sub_feature_index >= 0) {\n      CHECK(is_multi_val_);\n      return multi_bin_data_[sub_feature_index]->GetColWiseData(bit_type, is_sparse, bin_iterator, num_threads);\n    } else {\n      CHECK(!is_multi_val_);\n      return bin_data_->GetColWiseData(bit_type, is_sparse, bin_iterator, num_threads);\n    }\n  }\n\n  const void* GetColWiseData(const int sub_feature_index,\n    uint8_t* bit_type,\n    bool* is_sparse,\n    BinIterator** bin_iterator) const {\n    if (sub_feature_index >= 0) {\n      CHECK(is_multi_val_);\n      return multi_bin_data_[sub_feature_index]->GetColWiseData(bit_type, is_sparse, bin_iterator);\n    } else {\n      CHECK(!is_multi_val_);\n      return bin_data_->GetColWiseData(bit_type, is_sparse, bin_iterator);\n    }\n  }\n\n  uint32_t feature_max_bin(const int sub_feature_index) {\n    if (!is_multi_val_) {\n      return bin_offsets_[sub_feature_index + 1] - 1;\n    } else {\n      int addi = bin_mappers_[sub_feature_index]->GetMostFreqBin() == 0 ? 0 : 1;\n      return bin_mappers_[sub_feature_index]->num_bin() - 1 + addi;\n    }\n  }\n\n  uint32_t feature_min_bin(const int sub_feature_index) {\n    if (!is_multi_val_) {\n      return bin_offsets_[sub_feature_index];\n    } else {\n      return 1;\n    }\n  }\n\n private:\n  void CreateBinData(int num_data, bool is_multi_val, bool force_dense, bool force_sparse) {\n    if (is_multi_val) {\n      multi_bin_data_.clear();\n      for (int i = 0; i < num_feature_; ++i) {\n        int addi = bin_mappers_[i]->GetMostFreqBin() == 0 ? 0 : 1;\n        if (bin_mappers_[i]->sparse_rate() >= kSparseThreshold) {\n          multi_bin_data_.emplace_back(Bin::CreateSparseBin(\n              num_data, bin_mappers_[i]->num_bin() + addi));\n        } else {\n          multi_bin_data_.emplace_back(\n              Bin::CreateDenseBin(num_data, bin_mappers_[i]->num_bin() + addi));\n        }\n      }\n      is_multi_val_ = true;\n    } else {\n      if (force_sparse ||\n          (!force_dense && num_feature_ == 1 &&\n           bin_mappers_[0]->sparse_rate() >= kSparseThreshold)) {\n        is_sparse_ = true;\n        bin_data_.reset(Bin::CreateSparseBin(num_data, num_total_bin_));\n      } else {\n        is_sparse_ = false;\n        bin_data_.reset(Bin::CreateDenseBin(num_data, num_total_bin_));\n      }\n      is_multi_val_ = false;\n    }\n  }\n\n  /*! \\brief Number of features */\n  int num_feature_;\n  /*! \\brief Bin mapper for sub features */\n  std::vector<std::unique_ptr<BinMapper>> bin_mappers_;\n  /*! \\brief Bin offsets for sub features */\n  std::vector<uint32_t> bin_offsets_;\n  /*! \\brief Bin data of this feature */\n  std::unique_ptr<Bin> bin_data_;\n  std::vector<std::unique_ptr<Bin>> multi_bin_data_;\n  /*! \\brief True if this feature is sparse */\n  bool is_multi_val_;\n  bool is_dense_multi_val_;\n  bool is_sparse_;\n  int num_total_bin_;\n};\n\n}  // namespace LightGBM\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_FEATURE_GROUP_H_\n"
  },
  {
    "path": "include/LightGBM/meta.h",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_META_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_META_H_\n\n#include <cstdint>\n#include <functional>\n#include <limits>\n#include <memory>\n#include <unordered_map>\n#include <utility>\n#include <vector>\n\n#if (defined(_MSC_VER) && (defined(_M_IX86) || defined(_M_AMD64))) || defined(__INTEL_COMPILER) || MM_PREFETCH\n  #include <xmmintrin.h>\n  #define PREFETCH_T0(addr) _mm_prefetch(reinterpret_cast<const char*>(addr), _MM_HINT_T0)\n#elif defined(__GNUC__)\n  #define PREFETCH_T0(addr) __builtin_prefetch(reinterpret_cast<const char*>(addr), 0, 3)\n#else\n  #define PREFETCH_T0(addr) do {} while (0)\n#endif\n\nnamespace LightGBM {\n\n/*! \\brief Type of data size, it is better to use signed type*/\ntypedef int32_t data_size_t;\n\n// Enable following macro to use double for score_t\n// #define SCORE_T_USE_DOUBLE\n\n// Enable following macro to use double for label_t\n// #define LABEL_T_USE_DOUBLE\n\n/*! \\brief Type of score, and gradients */\n#ifdef SCORE_T_USE_DOUBLE\ntypedef double score_t;\n#else\ntypedef float score_t;\n#endif\n\n/*! \\brief Type of metadata, include weight and label */\n#ifdef LABEL_T_USE_DOUBLE\ntypedef double label_t;\n#else\ntypedef float label_t;\n#endif\n\nconst score_t kMinScore = -std::numeric_limits<score_t>::infinity();\n\nconst score_t kMaxScore = std::numeric_limits<score_t>::infinity();\n\nconst score_t kEpsilon = 1e-15f;\n\nconst double kZeroThreshold = 1e-35f;\n\n\ntypedef int32_t comm_size_t;\n\nusing PredictFunction =\nstd::function<void(const std::vector<std::pair<int, double>>&, double* output)>;\n\nusing PredictSparseFunction =\nstd::function<void(const std::vector<std::pair<int, double>>&, std::vector<std::unordered_map<int, double>>* output)>;\n\ntypedef void(*ReduceFunction)(const char* input, char* output, int type_size, comm_size_t array_size);\n\n\ntypedef void(*ReduceScatterFunction)(char* input, comm_size_t input_size, int type_size,\n                                     const comm_size_t* block_start, const comm_size_t* block_len, int num_block, char* output, comm_size_t output_size,\n                                     const ReduceFunction& reducer);\n\ntypedef void(*AllgatherFunction)(char* input, comm_size_t input_size, const comm_size_t* block_start,\n                                 const comm_size_t* block_len, int num_block, char* output, comm_size_t output_size);\n\n\n#define NO_SPECIFIC (-1)\n\nconst int kAlignedSize = 32;\n\n#define SIZE_ALIGNED(t) ((t) + kAlignedSize - 1) / kAlignedSize * kAlignedSize\n\n// Refer to https://docs.microsoft.com/en-us/cpp/error-messages/compiler-warnings/compiler-warning-level-4-c4127?view=vs-2019\n#ifdef _MSC_VER\n#pragma warning(disable : 4127)\n#endif\n\n}  // namespace LightGBM\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_META_H_\n"
  },
  {
    "path": "include/LightGBM/metric.h",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_METRIC_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_METRIC_H_\n\n#include <LightGBM/config.h>\n#include <LightGBM/dataset.h>\n#include <LightGBM/meta.h>\n#include <LightGBM/objective_function.h>\n#include <LightGBM/utils/log.h>\n#include <LightGBM/utils/common.h>\n\n#include <string>\n#include <vector>\n\nnamespace LightGBM {\n\n/*!\n* \\brief The interface of metric.\n*        Metric is used to calculate metric result\n*/\nclass Metric {\n public:\n  /*! \\brief virtual destructor */\n  virtual ~Metric() {}\n\n  /*!\n  * \\brief Initialize\n  * \\param test_name Specific name for this metric, will output on log\n  * \\param metadata Label data\n  * \\param num_data Number of data\n  */\n  virtual void Init(const Metadata& metadata, data_size_t num_data) = 0;\n\n  virtual const std::vector<std::string>& GetName() const = 0;\n\n  virtual double factor_to_bigger_better() const = 0;\n  /*!\n  * \\brief Calculating and printing metric result\n  * \\param score Current prediction score\n  */\n  virtual std::vector<double> Eval(const double* score, const ObjectiveFunction* objective) const = 0;\n\n  Metric() = default;\n  /*! \\brief Disable copy */\n  Metric& operator=(const Metric&) = delete;\n  /*! \\brief Disable copy */\n  Metric(const Metric&) = delete;\n\n  /*!\n  * \\brief Create object of metrics\n  * \\param type Specific type of metric\n  * \\param config Config for metric\n  */\n  LIGHTGBM_EXPORT static Metric* CreateMetric(const std::string& type, const Config& config);\n\n  /*!\n  * \\brief Whether boosting is done on CUDA\n  */\n  virtual bool IsCUDAMetric() const { return false; }\n};\n\n/*!\n* \\brief Static class, used to calculate DCG score\n*/\nclass DCGCalculator {\n public:\n  static void DefaultEvalAt(std::vector<int>* eval_at);\n  static void DefaultLabelGain(std::vector<double>* label_gain);\n  /*!\n  * \\brief Initial logic\n  * \\param label_gain Gain for labels, default is 2^i - 1\n  */\n  static void Init(const std::vector<double>& label_gain);\n\n  /*!\n  * \\brief Calculate the DCG score at multi position\n  * \\param ks The positions to evaluate\n  * \\param label Pointer of label\n  * \\param score Pointer of score\n  * \\param num_data Number of data\n  * \\param out Output result\n  */\n  static void CalDCG(const std::vector<data_size_t>& ks,\n    const label_t* label, const double* score,\n    data_size_t num_data, std::vector<double>* out);\n\n  /*!\n  * \\brief Calculate the Max DCG score at position k\n  * \\param k The position want to eval at\n  * \\param label Pointer of label\n  * \\param num_data Number of data\n  * \\return The max DCG score\n  */\n  static double CalMaxDCGAtK(data_size_t k,\n    const label_t* label, data_size_t num_data);\n\n\n  /*!\n  * \\brief Check the metadata for NDCG and LambdaRank\n  * \\param metadata Metadata\n  * \\param num_queries Number of queries\n  */\n  static void CheckMetadata(const Metadata& metadata, data_size_t num_queries);\n\n  /*!\n  * \\brief Check the label range for NDCG and LambdaRank\n  * \\param label Pointer of label\n  * \\param num_data Number of data\n  */\n  static void CheckLabel(const label_t* label, data_size_t num_data);\n\n  /*!\n  * \\brief Calculate the Max DCG score at multi position\n  * \\param ks The positions want to eval at\n  * \\param label Pointer of label\n  * \\param num_data Number of data\n  * \\param out Output result\n  */\n  static void CalMaxDCG(const std::vector<data_size_t>& ks,\n    const label_t* label, data_size_t num_data, std::vector<double>* out);\n\n  /*!\n  * \\brief Get discount score of position k\n  * \\param k The position\n  * \\return The discount of this position\n  */\n  inline static double GetDiscount(data_size_t k) { return discount_[k]; }\n\n private:\n  /*! \\brief store gains for different label */\n  static std::vector<double> label_gain_;\n  /*! \\brief store discount score for different position */\n  static std::vector<double> discount_;\n  /*! \\brief max position for eval */\n  static const data_size_t kMaxPosition;\n};\n\n\n}  // namespace LightGBM\n\n\n#endif   // LIGHTGBM_INCLUDE_LIGHTGBM_METRIC_H_\n"
  },
  {
    "path": "include/LightGBM/network.h",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_NETWORK_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_NETWORK_H_\n\n#include <LightGBM/config.h>\n#include <LightGBM/meta.h>\n#include <LightGBM/utils/log.h>\n\n#include <functional>\n#include <memory>\n#include <vector>\n\nnamespace LightGBM {\n\n/*! \\brief forward declaration */\nclass Linkers;\n\n/*! \\brief The network structure for all_gather */\nclass BruckMap {\n public:\n  /*! \\brief The communication times for one all gather operation */\n  int k;\n  /*! \\brief in_ranks[i] means the incoming rank on i-th communication */\n  std::vector<int> in_ranks;\n  /*! \\brief out_ranks[i] means the out rank on i-th communication */\n  std::vector<int> out_ranks;\n  BruckMap();\n  explicit BruckMap(int n);\n  /*!\n  * \\brief Create the object of bruck map\n  * \\param rank Rank of this machine\n  * \\param num_machines The total number of machines\n  * \\return The object of bruck map\n  */\n  static BruckMap Construct(int rank, int num_machines);\n};\n\n/*!\n* \\brief node type on recursive halving algorithm\n*        When number of machines is not power of 2, need group machines into power of 2 group.\n*        And we can let each group has at most 2 machines.\n*        if the group only has 1 machine. this machine is the normal node\n*        if the group has 2 machines, this group will have two type of nodes, one is the leader.\n*        leader will represent this group and communication with others.\n*/\nenum RecursiveHalvingNodeType {\n  Normal,  // normal node, 1 group only have 1 machine\n  GroupLeader,  // leader of group when number of machines in this group is 2.\n  Other  // non-leader machines in group\n};\n\n/*! \\brief Network structure for recursive halving algorithm */\nclass RecursiveHalvingMap {\n public:\n  /*! \\brief Communication times for one recursive halving algorithm  */\n  int k;\n  /*! \\brief Node type */\n  RecursiveHalvingNodeType type;\n  bool is_power_of_2;\n  int neighbor;\n  /*! \\brief ranks[i] means the machines that will communicate with on i-th communication*/\n  std::vector<int> ranks;\n  /*! \\brief send_block_start[i] means send block start index at i-th communication*/\n  std::vector<int> send_block_start;\n  /*! \\brief send_block_start[i] means send block size at i-th communication*/\n  std::vector<int> send_block_len;\n  /*! \\brief send_block_start[i] means recv block start index at i-th communication*/\n  std::vector<int> recv_block_start;\n  /*! \\brief send_block_start[i] means recv block size at i-th communication*/\n  std::vector<int> recv_block_len;\n\n  RecursiveHalvingMap();\n\n  RecursiveHalvingMap(int k, RecursiveHalvingNodeType _type, bool _is_power_of_2);\n\n  /*!\n  * \\brief Create the object of recursive halving map\n  * \\param rank Rank of this machine\n  * \\param num_machines The total number of machines\n  * \\return The object of recursive halving map\n  */\n  static RecursiveHalvingMap Construct(int rank, int num_machines);\n};\n\n/*! \\brief A static class that contains some collective communication algorithm */\nclass Network {\n public:\n  /*!\n  * \\brief Initialize\n  * \\param config Config of network setting\n  */\n  static void Init(Config config);\n  /*!\n  * \\brief Initialize\n  */\n  static void Init(int num_machines, int rank, ReduceScatterFunction reduce_scatter_ext_fun, AllgatherFunction allgather_ext_fun);\n  /*! \\brief Free this static class */\n  static void Dispose();\n  /*! \\brief Get rank of this machine */\n  static int rank();\n  /*! \\brief Get total number of machines */\n  static int num_machines();\n\n  /*!\n  * \\brief Perform all_reduce. if data size is small,\n           will perform AllreduceByAllGather, else with call ReduceScatter followed allgather\n  * \\param input Input data\n  * \\param input_size The size of input data\n  * \\param type_size The size of one object in the reduce function\n  * \\param output Output result\n  * \\param reducer Reduce function\n  */\n  static void Allreduce(char* input, comm_size_t input_size, int type_size,\n                        char* output, const ReduceFunction& reducer);\n\n  /*!\n  * \\brief Perform all_reduce by using all_gather. it can be use to reduce communication time when data is small\n  * \\param input Input data\n  * \\param input_size The size of input data\n  * \\param type_size The size of one object in the reduce function\n  * \\param output Output result\n  * \\param reducer Reduce function\n  */\n  static void AllreduceByAllGather(char* input, comm_size_t input_size, int type_size, char* output,\n                                   const ReduceFunction& reducer);\n\n  /*!\n  * \\brief Performing all_gather by using Bruck algorithm.\n           Communication times is O(log(n)), and communication cost is O(send_size * number_machine)\n  *        It can be used when all nodes have same input size.\n  * \\param input Input data\n  * \\param send_size The size of input data\n  * \\param output Output result\n  */\n  static void Allgather(char* input, comm_size_t send_size, char* output);\n\n  /*!\n  * \\brief Performing all_gather by using Bruck algorithm.\n           Communication times is O(log(n)), and communication cost is O(all_size)\n  *        It can be used when nodes have different input size.\n  * \\param input Input data\n  * \\param block_start The block start for different machines\n  * \\param block_len The block size for different machines\n  * \\param output Output result\n  * \\param all_size The size of output data\n  */\n  static void Allgather(char* input, const comm_size_t* block_start, const comm_size_t* block_len, char* output, comm_size_t all_size);\n\n  /*!\n  * \\brief Perform reduce scatter by using recursive halving algorithm.\n           Communication times is O(log(n)), and communication cost is O(input_size)\n  * \\param input Input data\n  * \\param input_size The size of input data\n  * \\param type_size The size of one object in the reduce function\n  * \\param block_start The block start for different machines\n  * \\param block_len The block size for different machines\n  * \\param output Output result\n  * \\param output_size size of output data\n  * \\param reducer Reduce function\n  */\n  static void ReduceScatter(char* input, comm_size_t input_size, int type_size,\n                            const comm_size_t* block_start, const comm_size_t* block_len, char* output, comm_size_t output_size,\n                            const ReduceFunction& reducer);\n\n  template<class T>\n  static T GlobalSyncUpByMin(T local) {\n    T global = local;\n    Allreduce(reinterpret_cast<char*>(&local),\n              sizeof(local), sizeof(local),\n              reinterpret_cast<char*>(&global),\n              [] (const char* src, char* dst, int type_size, comm_size_t len) {\n      comm_size_t used_size = 0;\n      const T *p1;\n      T *p2;\n      while (used_size < len) {\n        p1 = reinterpret_cast<const T *>(src);\n        p2 = reinterpret_cast<T *>(dst);\n        if (*p1 < *p2) {\n          std::memcpy(dst, src, type_size);\n        }\n        src += type_size;\n        dst += type_size;\n        used_size += type_size;\n      }\n    });\n    return global;\n  }\n  template<class T>\n  static T GlobalSyncUpByMax(T local) {\n    T global = local;\n    Allreduce(reinterpret_cast<char*>(&local),\n              sizeof(local), sizeof(local),\n              reinterpret_cast<char*>(&global),\n              [] (const char* src, char* dst, int type_size, comm_size_t len) {\n      comm_size_t used_size = 0;\n      const T *p1;\n      T *p2;\n      while (used_size < len) {\n        p1 = reinterpret_cast<const T *>(src);\n        p2 = reinterpret_cast<T *>(dst);\n        if (*p1 > *p2) {\n          std::memcpy(dst, src, type_size);\n        }\n        src += type_size;\n        dst += type_size;\n        used_size += type_size;\n      }\n    });\n    return global;\n  }\n\n  template<class T>\n  static T GlobalSyncUpBySum(T local) {\n    T global = (T)0;\n    Allreduce(reinterpret_cast<char*>(&local),\n      sizeof(local), sizeof(local),\n      reinterpret_cast<char*>(&global),\n      [](const char* src, char* dst, int type_size, comm_size_t len) {\n        comm_size_t used_size = 0;\n        const T* p1;\n        T* p2;\n        while (used_size < len) {\n          p1 = reinterpret_cast<const T*>(src);\n          p2 = reinterpret_cast<T*>(dst);\n          *p2 += *p1;\n          src += type_size;\n          dst += type_size;\n          used_size += type_size;\n        }\n      });\n    return static_cast<T>(global);\n  }\n\n  template<class T>\n  static T GlobalSyncUpByMean(T local) {\n    return static_cast<T>(GlobalSyncUpBySum(local) / num_machines_);\n  }\n\n  template<class T>\n  static std::vector<T> GlobalSum(std::vector<T>* local) {\n    std::vector<T> global(local->size(), 0);\n    Allreduce(reinterpret_cast<char*>(local->data()),\n              static_cast<comm_size_t>(sizeof(T) * local->size()), sizeof(T),\n              reinterpret_cast<char*>(global.data()),\n              [](const char* src, char* dst, int type_size, comm_size_t len) {\n      comm_size_t used_size = 0;\n      const T *p1;\n      T *p2;\n      while (used_size < len) {\n        p1 = reinterpret_cast<const T *>(src);\n        p2 = reinterpret_cast<T *>(dst);\n        *p2 += *p1;\n        src += type_size;\n        dst += type_size;\n        used_size += type_size;\n      }\n    });\n    return global;\n  }\n\n  template<class T>\n  static std::vector<T> GlobalArray(T local) {\n    std::vector<T> global(num_machines_, 0);\n    int type_size = sizeof(T);\n    std::vector<comm_size_t> block_start(num_machines_);\n    std::vector<comm_size_t> block_len(num_machines_, type_size);\n    for (int i = 1; i < num_machines_; ++i) {\n      block_start[i] = block_start[i - 1] + block_len[i - 1];\n    }\n    Allgather(reinterpret_cast<char*>(&local), block_start.data(), block_len.data(), reinterpret_cast<char*>(global.data()), type_size*num_machines_);\n    return global;\n  }\n\n private:\n  static void AllgatherBruck(char* input, const comm_size_t* block_start, const comm_size_t* block_len, char* output, comm_size_t all_size);\n\n  static void AllgatherRecursiveDoubling(char* input, const comm_size_t* block_start, const comm_size_t* block_len, char* output, comm_size_t all_size);\n\n  static void AllgatherRing(char* input, const comm_size_t* block_start, const comm_size_t* block_len, char* output, comm_size_t all_size);\n\n  static void ReduceScatterRecursiveHalving(char* input, comm_size_t input_size, int type_size,\n                                            const comm_size_t* block_start, const comm_size_t* block_len, char* output, comm_size_t output_size,\n                                            const ReduceFunction& reducer);\n\n  static void ReduceScatterRing(char* input, comm_size_t input_size, int type_size,\n                                const comm_size_t* block_start, const comm_size_t* block_len, char* output, comm_size_t output_size,\n                                const ReduceFunction& reducer);\n\n  /*! \\brief Number of all machines */\n  static THREAD_LOCAL int num_machines_;\n  /*! \\brief Rank of local machine */\n  static THREAD_LOCAL int rank_;\n  /*! \\brief The network interface, provide send/recv functions  */\n  static THREAD_LOCAL std::unique_ptr<Linkers> linkers_;\n  /*! \\brief Bruck map for all gather algorithm*/\n  static THREAD_LOCAL BruckMap bruck_map_;\n  /*! \\brief Recursive halving map for reduce scatter */\n  static THREAD_LOCAL RecursiveHalvingMap recursive_halving_map_;\n  /*! \\brief Buffer to store block start index */\n  static THREAD_LOCAL std::vector<comm_size_t> block_start_;\n  /*! \\brief Buffer to store block size */\n  static THREAD_LOCAL std::vector<comm_size_t> block_len_;\n  /*! \\brief Buffer  */\n  static THREAD_LOCAL std::vector<char> buffer_;\n  /*! \\brief Size of buffer_ */\n  static THREAD_LOCAL comm_size_t buffer_size_;\n  /*! \\brief Funcs*/\n  static THREAD_LOCAL ReduceScatterFunction reduce_scatter_ext_fun_;\n  static THREAD_LOCAL AllgatherFunction allgather_ext_fun_;\n};\n\n}  // namespace LightGBM\n\n#endif   // LIGHTGBM_INCLUDE_LIGHTGBM_NETWORK_H_\n"
  },
  {
    "path": "include/LightGBM/objective_function.h",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_OBJECTIVE_FUNCTION_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_OBJECTIVE_FUNCTION_H_\n\n#include <LightGBM/config.h>\n#include <LightGBM/dataset.h>\n#include <LightGBM/meta.h>\n\n#include <string>\n#include <functional>\n\nnamespace LightGBM {\n/*!\n* \\brief The interface of Objective Function.\n*/\nclass ObjectiveFunction {\n public:\n  /*! \\brief virtual destructor */\n  virtual ~ObjectiveFunction() {}\n\n  /*!\n  * \\brief Initialize\n  * \\param metadata Label data\n  * \\param num_data Number of data\n  */\n  virtual void Init(const Metadata& metadata, data_size_t num_data) = 0;\n\n  /*!\n  * \\brief calculating first order derivative of loss function\n  * \\param score prediction score in this round\n  * \\gradients Output gradients\n  * \\hessians Output hessians\n  */\n  virtual void GetGradients(const double* score,\n    score_t* gradients, score_t* hessians) const = 0;\n\n    /*!\n  * \\brief calculating first order derivative of loss function, used only for bagging by query in lambdarank\n  * \\param score prediction score in this round\n  * \\param num_sampled_queries number of in-bag queries\n  * \\param sampled_query_indices indices of in-bag queries\n  * \\gradients Output gradients\n  * \\hessians Output hessians\n  */\n  virtual void GetGradientsWithSampledQueries(const double* score, const data_size_t /*num_sampled_queries*/, const data_size_t* /*sampled_query_indices*/,\n    score_t* gradients, score_t* hessians) const { GetGradients(score, gradients, hessians); }\n\n  virtual const char* GetName() const = 0;\n\n  virtual bool IsConstantHessian() const { return false; }\n\n  virtual bool IsRenewTreeOutput() const { return false; }\n\n  virtual double RenewTreeOutput(double ori_output, std::function<double(const label_t*, int)>,\n                                 const data_size_t*,\n                                 const data_size_t*,\n                                 data_size_t) const { return ori_output; }\n\n  virtual void RenewTreeOutputCUDA(const double* /*score*/, const data_size_t* /*data_indices_in_leaf*/, const data_size_t* /*num_data_in_leaf*/,\n    const data_size_t* /*data_start_in_leaf*/, const int /*num_leaves*/, double* /*leaf_value*/) const {}\n\n  virtual double BoostFromScore(int /*class_id*/) const { return 0.0; }\n\n  virtual bool ClassNeedTrain(int /*class_id*/) const { return true; }\n\n  virtual bool SkipEmptyClass() const { return false; }\n\n  virtual int NumModelPerIteration() const { return 1; }\n\n  virtual int NumPredictOneRow() const { return 1; }\n\n  /*! \\brief The prediction should be accurate or not. True will disable early stopping for prediction. */\n  virtual bool NeedAccuratePrediction() const { return true; }\n\n  /*! \\brief Return the number of positive samples. Return 0 if no binary classification tasks.*/\n  virtual data_size_t NumPositiveData() const { return 0; }\n\n  virtual void ConvertOutput(const double* input, double* output) const {\n    output[0] = input[0];\n  }\n\n  virtual std::string ToString() const = 0;\n\n  ObjectiveFunction() = default;\n  /*! \\brief Disable copy */\n  ObjectiveFunction& operator=(const ObjectiveFunction&) = delete;\n  /*! \\brief Disable copy */\n  ObjectiveFunction(const ObjectiveFunction&) = delete;\n\n  /*!\n  * \\brief Create object of objective function\n  * \\param type Specific type of objective function\n  * \\param config Config for objective function\n  */\n  LIGHTGBM_EXPORT static ObjectiveFunction* CreateObjectiveFunction(const std::string& type,\n    const Config& config);\n\n  /*!\n  * \\brief Load objective function from string object\n  */\n  LIGHTGBM_EXPORT static ObjectiveFunction* CreateObjectiveFunction(const std::string& str);\n\n  /*!\n  * \\brief Whether boosting is done on CUDA\n  */\n  virtual bool IsCUDAObjective() const { return false; }\n\n  #ifdef USE_CUDA\n  /*!\n  * \\brief Convert output for CUDA version\n  */\n  virtual const double* ConvertOutputCUDA(data_size_t /*num_data*/, const double* input, double* /*output*/) const {\n    return input;\n  }\n\n  virtual bool NeedConvertOutputCUDA () const { return false; }\n\n  virtual void SetNCCLInfo(\n    ncclComm_t /*nccl_communicator*/,\n    int /*nccl_gpu_rank*/,\n    int /*local_gpu_rank*/,\n    int /*gpu_device_id*/,\n    data_size_t /*global_num_data*/) {}\n\n  /*!\n  * \\brief Create object of objective function on CUDA\n  * \\param type Specific type of objective function\n  * \\param config Config for objective function\n  */\n  LIGHTGBM_EXPORT static ObjectiveFunction* CreateObjectiveFunctionCUDA(const std::string& type,\n    const Config& config);\n\n  #endif  // USE_CUDA\n};\n\n}  // namespace LightGBM\n\n#endif   // LIGHTGBM_INCLUDE_LIGHTGBM_OBJECTIVE_FUNCTION_H_\n"
  },
  {
    "path": "include/LightGBM/prediction_early_stop.h",
    "content": "/*!\n * Copyright (c) 2017-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2017-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_PREDICTION_EARLY_STOP_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_PREDICTION_EARLY_STOP_H_\n\n#include <LightGBM/export.h>\n\n#include <string>\n#include <functional>\n\nnamespace LightGBM {\n\nstruct PredictionEarlyStopInstance {\n  /// Callback function type for early stopping.\n  /// Takes current prediction and number of elements in prediction\n  /// @returns true if prediction should stop according to criterion\n  using FunctionType = std::function<bool(const double*, int)>;\n\n  FunctionType callback_function;  // callback function itself\n  int          round_period;       // call callback_function every `runPeriod` iterations\n};\n\nstruct PredictionEarlyStopConfig {\n  int round_period;\n  double margin_threshold;\n};\n\n/// Create an early stopping algorithm of type `type`, with given round_period and margin threshold\nLIGHTGBM_EXPORT PredictionEarlyStopInstance CreatePredictionEarlyStopInstance(const std::string& type,\n                                                                              const PredictionEarlyStopConfig& config);\n\n}   // namespace LightGBM\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_PREDICTION_EARLY_STOP_H_\n"
  },
  {
    "path": "include/LightGBM/sample_strategy.h",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_SAMPLE_STRATEGY_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_SAMPLE_STRATEGY_H_\n\n#include <LightGBM/cuda/cuda_utils.hu>\n#include <LightGBM/utils/random.h>\n#include <LightGBM/utils/common.h>\n#include <LightGBM/utils/threading.h>\n#include <LightGBM/config.h>\n#include <LightGBM/dataset.h>\n#include <LightGBM/tree_learner.h>\n#include <LightGBM/objective_function.h>\n\n#include <memory>\n#include <vector>\n\nnamespace LightGBM {\n\nclass SampleStrategy {\n public:\n  SampleStrategy() : balanced_bagging_(false), bagging_runner_(0, bagging_rand_block_), need_resize_gradients_(false) {}\n\n  virtual ~SampleStrategy() {}\n\n  static SampleStrategy* CreateSampleStrategy(const Config* config, const Dataset* train_data, const ObjectiveFunction* objective_function, int num_tree_per_iteration);\n\n  virtual void Bagging(int iter, TreeLearner* tree_learner, score_t* gradients, score_t* hessians) = 0;\n\n  virtual void ResetSampleConfig(const Config* config, bool is_change_dataset) = 0;\n\n  bool is_use_subset() const { return is_use_subset_; }\n\n  data_size_t bag_data_cnt() const { return bag_data_cnt_; }\n\n  std::vector<data_size_t, Common::AlignmentAllocator<data_size_t, kAlignedSize>>& bag_data_indices() { return bag_data_indices_; }\n\n  #ifdef USE_CUDA\n  CUDAVector<data_size_t>& cuda_bag_data_indices() { return cuda_bag_data_indices_; }\n  #endif  // USE_CUDA\n\n  void UpdateObjectiveFunction(const ObjectiveFunction* objective_function) {\n    objective_function_ = objective_function;\n  }\n\n  void UpdateTrainingData(const Dataset* train_data) {\n    train_data_ = train_data;\n    num_data_ = train_data->num_data();\n  }\n\n  virtual bool IsHessianChange() const = 0;\n\n  bool NeedResizeGradients() const { return need_resize_gradients_; }\n\n  virtual data_size_t num_sampled_queries() const { return 0; }\n\n  virtual const data_size_t* sampled_query_indices() const { return nullptr; }\n\n protected:\n  const Config* config_;\n  const Dataset* train_data_;\n  const ObjectiveFunction* objective_function_;\n  std::vector<data_size_t, Common::AlignmentAllocator<data_size_t, kAlignedSize>> bag_data_indices_;\n  data_size_t bag_data_cnt_;\n  data_size_t num_data_;\n  int num_tree_per_iteration_;\n  std::unique_ptr<Dataset> tmp_subset_;\n  bool is_use_subset_;\n  bool balanced_bagging_;\n  const int bagging_rand_block_ = 1024;\n  std::vector<Random> bagging_rands_;\n  ParallelPartitionRunner<data_size_t, false> bagging_runner_;\n  /*! \\brief whether need to resize the gradient vectors */\n  bool need_resize_gradients_;\n\n  #ifdef USE_CUDA\n  /*! \\brief Buffer for bag_data_indices_ on GPU, used only with cuda */\n  CUDAVector<data_size_t> cuda_bag_data_indices_;\n  #endif  // USE_CUDA\n};\n\n}  // namespace LightGBM\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_SAMPLE_STRATEGY_H_\n"
  },
  {
    "path": "include/LightGBM/train_share_states.h",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_TRAIN_SHARE_STATES_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_TRAIN_SHARE_STATES_H_\n\n#include <LightGBM/bin.h>\n#include <LightGBM/feature_group.h>\n#include <LightGBM/meta.h>\n#include <LightGBM/utils/threading.h>\n\n#include <algorithm>\n#include <cstdint>\n#include <memory>\n#include <vector>\n\nnamespace LightGBM {\n\nclass MultiValBinWrapper {\n public:\n  MultiValBinWrapper(MultiValBin* bin, data_size_t num_data,\n    const std::vector<int>& feature_groups_contained, const int num_grad_quant_bins);\n\n  bool IsSparse() {\n    if (multi_val_bin_ != nullptr) {\n      return multi_val_bin_->IsSparse();\n    }\n    return false;\n  }\n\n  void InitTrain(const std::vector<int>& group_feature_start,\n    const std::vector<std::unique_ptr<FeatureGroup>>& feature_groups,\n    const std::vector<int8_t>& is_feature_used,\n    const data_size_t* bagging_use_indices,\n    data_size_t bagging_indices_cnt);\n\n  template <bool USE_QUANT_GRAD, int HIST_BITS, int INNER_HIST_BITS>\n  void HistMove(const std::vector<hist_t, Common::AlignmentAllocator<hist_t, kAlignedSize>>& hist_buf);\n\n  template <bool USE_QUANT_GRAD, int HIST_BITS, int INNER_HIST_BITS>\n  void HistMerge(std::vector<hist_t, Common::AlignmentAllocator<hist_t, kAlignedSize>>* hist_buf);\n\n  void ResizeHistBuf(std::vector<hist_t, Common::AlignmentAllocator<hist_t, kAlignedSize>>* hist_buf,\n    MultiValBin* sub_multi_val_bin,\n    hist_t* origin_hist_data);\n\n  template <bool USE_INDICES, bool ORDERED, bool USE_QUANT_GRAD, int HIST_BITS>\n  void ConstructHistograms(const data_size_t* data_indices,\n      data_size_t num_data,\n      const score_t* gradients,\n      const score_t* hessians,\n      std::vector<hist_t, Common::AlignmentAllocator<hist_t, kAlignedSize>>* hist_buf,\n      hist_t* origin_hist_data) {\n    const auto cur_multi_val_bin = (is_use_subcol_ || is_use_subrow_)\n          ? multi_val_bin_subset_.get()\n          : multi_val_bin_.get();\n    if (cur_multi_val_bin != nullptr) {\n      global_timer.Start(\"Dataset::sparse_bin_histogram\");\n      n_data_block_ = 1;\n      data_block_size_ = num_data;\n      Threading::BlockInfo<data_size_t>(num_threads_, num_data, min_block_size_,\n                                        &n_data_block_, &data_block_size_);\n      ResizeHistBuf(hist_buf, cur_multi_val_bin, origin_hist_data);\n      const int inner_hist_bits = (data_block_size_ * num_grad_quant_bins_ < 256 && HIST_BITS == 16) ? 8 : HIST_BITS;\n      OMP_INIT_EX();\n      #pragma omp parallel for schedule(static) num_threads(num_threads_)\n      for (int block_id = 0; block_id < n_data_block_; ++block_id) {\n        OMP_LOOP_EX_BEGIN();\n        data_size_t start = block_id * data_block_size_;\n        data_size_t end = std::min<data_size_t>(start + data_block_size_, num_data);\n        if (inner_hist_bits == 8) {\n          ConstructHistogramsForBlock<USE_INDICES, ORDERED, USE_QUANT_GRAD, 8>(\n            cur_multi_val_bin, start, end, data_indices, gradients, hessians,\n            block_id, hist_buf);\n        } else {\n          ConstructHistogramsForBlock<USE_INDICES, ORDERED, USE_QUANT_GRAD, HIST_BITS>(\n            cur_multi_val_bin, start, end, data_indices, gradients, hessians,\n            block_id, hist_buf);\n        }\n        OMP_LOOP_EX_END();\n      }\n      OMP_THROW_EX();\n      global_timer.Stop(\"Dataset::sparse_bin_histogram\");\n\n      global_timer.Start(\"Dataset::sparse_bin_histogram_merge\");\n      if (inner_hist_bits == 8) {\n        HistMerge<USE_QUANT_GRAD, HIST_BITS, 8>(hist_buf);\n      } else {\n        HistMerge<USE_QUANT_GRAD, HIST_BITS, HIST_BITS>(hist_buf);\n      }\n      global_timer.Stop(\"Dataset::sparse_bin_histogram_merge\");\n      global_timer.Start(\"Dataset::sparse_bin_histogram_move\");\n      if (inner_hist_bits == 8) {\n        HistMove<USE_QUANT_GRAD, HIST_BITS, 8>(*hist_buf);\n      } else {\n        HistMove<USE_QUANT_GRAD, HIST_BITS, HIST_BITS>(*hist_buf);\n      }\n      global_timer.Stop(\"Dataset::sparse_bin_histogram_move\");\n    }\n  }\n\n  template <bool USE_INDICES, bool ORDERED, bool USE_QUANT_GRAD, int HIST_BITS>\n  void ConstructHistogramsForBlock(const MultiValBin* sub_multi_val_bin,\n    data_size_t start, data_size_t end, const data_size_t* data_indices,\n    const score_t* gradients, const score_t* hessians, int block_id,\n    std::vector<hist_t, Common::AlignmentAllocator<hist_t, kAlignedSize>>* hist_buf) {\n    if (USE_QUANT_GRAD) {\n      if (HIST_BITS == 8) {\n        int8_t* hist_buf_ptr = reinterpret_cast<int8_t*>(hist_buf->data());\n        int8_t* data_ptr = hist_buf_ptr +\n          static_cast<size_t>(num_bin_aligned_) * block_id * 2;\n        std::memset(reinterpret_cast<void*>(data_ptr), 0, num_bin_ * kInt8HistBufferEntrySize);\n        if (USE_INDICES) {\n          if (ORDERED) {\n            sub_multi_val_bin->ConstructHistogramOrderedInt8(data_indices, start, end,\n                                                              gradients, hessians,\n                                                              reinterpret_cast<hist_t*>(data_ptr));\n          } else {\n            sub_multi_val_bin->ConstructHistogramInt8(data_indices, start, end, gradients,\n                                                       hessians,\n                                                       reinterpret_cast<hist_t*>(data_ptr));\n          }\n        } else {\n          sub_multi_val_bin->ConstructHistogramInt8(start, end, gradients, hessians,\n                                                     reinterpret_cast<hist_t*>(data_ptr));\n        }\n      } else if (HIST_BITS == 16) {\n        int16_t* data_ptr = reinterpret_cast<int16_t*>(origin_hist_data_);\n        int16_t* hist_buf_ptr = reinterpret_cast<int16_t*>(hist_buf->data());\n        if (block_id == 0) {\n          if (is_use_subcol_) {\n            data_ptr = hist_buf_ptr + hist_buf->size() - 2 * static_cast<size_t>(num_bin_aligned_);\n          }\n        } else {\n          data_ptr = hist_buf_ptr +\n            static_cast<size_t>(num_bin_aligned_) * (block_id - 1) * 2;\n        }\n        std::memset(reinterpret_cast<void*>(data_ptr), 0, num_bin_ * kInt16HistBufferEntrySize);\n        if (USE_INDICES) {\n          if (ORDERED) {\n            sub_multi_val_bin->ConstructHistogramOrderedInt16(data_indices, start, end,\n                                                              gradients, hessians,\n                                                              reinterpret_cast<hist_t*>(data_ptr));\n          } else {\n            sub_multi_val_bin->ConstructHistogramInt16(data_indices, start, end, gradients,\n                                                       hessians,\n                                                       reinterpret_cast<hist_t*>(data_ptr));\n          }\n        } else {\n          sub_multi_val_bin->ConstructHistogramInt16(start, end, gradients, hessians,\n                                                     reinterpret_cast<hist_t*>(data_ptr));\n        }\n      } else {\n        int32_t* data_ptr = reinterpret_cast<int32_t*>(origin_hist_data_);\n        int32_t* hist_buf_ptr = reinterpret_cast<int32_t*>(hist_buf->data());\n        if (block_id == 0) {\n          if (is_use_subcol_) {\n            data_ptr = hist_buf_ptr + hist_buf->size() - 2 * static_cast<size_t>(num_bin_aligned_);\n          }\n        } else {\n          data_ptr = hist_buf_ptr +\n            static_cast<size_t>(num_bin_aligned_) * (block_id - 1) * 2;\n        }\n        std::memset(reinterpret_cast<void*>(data_ptr), 0, num_bin_ * kInt32HistBufferEntrySize);\n        if (USE_INDICES) {\n          if (ORDERED) {\n            sub_multi_val_bin->ConstructHistogramOrderedInt32(data_indices, start, end,\n                                                              gradients, hessians,\n                                                              reinterpret_cast<hist_t*>(data_ptr));\n          } else {\n            sub_multi_val_bin->ConstructHistogramInt32(data_indices, start, end, gradients,\n                                                       hessians,\n                                                       reinterpret_cast<hist_t*>(data_ptr));\n          }\n        } else {\n          sub_multi_val_bin->ConstructHistogramInt32(start, end, gradients, hessians,\n                                                     reinterpret_cast<hist_t*>(data_ptr));\n        }\n      }\n    } else {\n      hist_t* data_ptr = origin_hist_data_;\n      if (block_id == 0) {\n        if (is_use_subcol_) {\n          data_ptr = hist_buf->data() + hist_buf->size() - 2 * static_cast<size_t>(num_bin_aligned_);\n        }\n      } else {\n        data_ptr = hist_buf->data() +\n          static_cast<size_t>(num_bin_aligned_) * (block_id - 1) * 2;\n      }\n      std::memset(reinterpret_cast<void*>(data_ptr), 0, num_bin_ * kHistBufferEntrySize);\n      if (USE_INDICES) {\n        if (ORDERED) {\n          sub_multi_val_bin->ConstructHistogramOrdered(data_indices, start, end,\n                                                  gradients, hessians, data_ptr);\n        } else {\n          sub_multi_val_bin->ConstructHistogram(data_indices, start, end, gradients,\n                                            hessians, data_ptr);\n        }\n      } else {\n        sub_multi_val_bin->ConstructHistogram(start, end, gradients, hessians,\n                                          data_ptr);\n      }\n    }\n  }\n\n  void CopyMultiValBinSubset(const std::vector<int>& group_feature_start,\n    const std::vector<std::unique_ptr<FeatureGroup>>& feature_groups,\n    const std::vector<int8_t>& is_feature_used,\n    const data_size_t* bagging_use_indices,\n    data_size_t bagging_indices_cnt);\n\n  void SetUseSubrow(bool is_use_subrow) {\n    is_use_subrow_ = is_use_subrow;\n  }\n\n  void SetSubrowCopied(bool is_subrow_copied) {\n    is_subrow_copied_ = is_subrow_copied;\n  }\n\n\n  #ifdef USE_CUDA\n  const void* GetRowWiseData(\n    uint8_t* bit_type,\n    size_t* total_size,\n    bool* is_sparse,\n    const void** out_data_ptr,\n    uint8_t* data_ptr_bit_type) const {\n    if (multi_val_bin_ == nullptr) {\n      *bit_type = 0;\n      *total_size = 0;\n      *is_sparse = false;\n      return nullptr;\n    } else {\n      return multi_val_bin_->GetRowWiseData(bit_type, total_size, is_sparse, out_data_ptr, data_ptr_bit_type);\n    }\n  }\n  #endif  // USE_CUDA\n\n private:\n  bool is_use_subcol_ = false;\n  bool is_use_subrow_ = false;\n  bool is_subrow_copied_ = false;\n  std::unique_ptr<MultiValBin> multi_val_bin_;\n  std::unique_ptr<MultiValBin> multi_val_bin_subset_;\n  std::vector<uint32_t> hist_move_src_;\n  std::vector<uint32_t> hist_move_dest_;\n  std::vector<uint32_t> hist_move_size_;\n  const std::vector<int> feature_groups_contained_;\n\n  int num_threads_;\n  int num_bin_;\n  int num_bin_aligned_;\n  int n_data_block_;\n  int data_block_size_;\n  int min_block_size_;\n  int num_data_;\n  int num_grad_quant_bins_;\n\n  hist_t* origin_hist_data_;\n\n  const size_t kHistBufferEntrySize = 2 * sizeof(hist_t);\n  const size_t kInt32HistBufferEntrySize = 2 * sizeof(int32_t);\n  const size_t kInt16HistBufferEntrySize = 2 * sizeof(int16_t);\n  const size_t kInt8HistBufferEntrySize = 2 * sizeof(int8_t);\n};\n\nstruct TrainingShareStates {\n  int num_threads = 0;\n  bool is_col_wise = true;\n  bool is_constant_hessian = true;\n  const data_size_t* bagging_use_indices;\n  data_size_t bagging_indices_cnt;\n\n  TrainingShareStates() {\n    multi_val_bin_wrapper_.reset(nullptr);\n  }\n\n  int num_hist_total_bin() { return num_hist_total_bin_; }\n\n  const std::vector<uint32_t>& feature_hist_offsets() const { return feature_hist_offsets_; }\n\n  #ifdef USE_CUDA\n  const std::vector<uint32_t>& column_hist_offsets() const { return column_hist_offsets_; }\n  #endif  // USE_CUDA\n\n  bool IsSparseRowwise() {\n    return (multi_val_bin_wrapper_ != nullptr && multi_val_bin_wrapper_->IsSparse());\n  }\n\n  void SetMultiValBin(MultiValBin* bin, data_size_t num_data,\n    const std::vector<std::unique_ptr<FeatureGroup>>& feature_groups,\n    bool dense_only, bool sparse_only, const int num_grad_quant_bins);\n\n  void CalcBinOffsets(const std::vector<std::unique_ptr<FeatureGroup>>& feature_groups,\n    std::vector<uint32_t>* offsets, bool is_col_wise);\n\n  void InitTrain(const std::vector<int>& group_feature_start,\n        const std::vector<std::unique_ptr<FeatureGroup>>& feature_groups,\n        const std::vector<int8_t>& is_feature_used) {\n    if (multi_val_bin_wrapper_ != nullptr) {\n      multi_val_bin_wrapper_->InitTrain(group_feature_start,\n        feature_groups,\n        is_feature_used,\n        bagging_use_indices,\n        bagging_indices_cnt);\n    }\n  }\n\n  template <bool USE_INDICES, bool ORDERED, bool USE_QUANT_GRAD, int HIST_BITS>\n  void ConstructHistograms(const data_size_t* data_indices,\n                          data_size_t num_data,\n                          const score_t* gradients,\n                          const score_t* hessians,\n                          hist_t* hist_data) {\n    if (multi_val_bin_wrapper_ != nullptr) {\n      multi_val_bin_wrapper_->ConstructHistograms<USE_INDICES, ORDERED, USE_QUANT_GRAD, HIST_BITS>(\n        data_indices, num_data, gradients, hessians, &hist_buf_, hist_data);\n    }\n  }\n\n  void SetUseSubrow(bool is_use_subrow) {\n    if (multi_val_bin_wrapper_ != nullptr) {\n      multi_val_bin_wrapper_->SetUseSubrow(is_use_subrow);\n    }\n  }\n\n  void SetSubrowCopied(bool is_subrow_copied) {\n    if (multi_val_bin_wrapper_ != nullptr) {\n      multi_val_bin_wrapper_->SetSubrowCopied(is_subrow_copied);\n    }\n  }\n\n\n  #ifdef USE_CUDA\n  const void* GetRowWiseData(uint8_t* bit_type,\n    size_t* total_size,\n    bool* is_sparse,\n    const void** out_data_ptr,\n    uint8_t* data_ptr_bit_type) {\n    if (multi_val_bin_wrapper_ != nullptr) {\n      return multi_val_bin_wrapper_->GetRowWiseData(bit_type, total_size, is_sparse, out_data_ptr, data_ptr_bit_type);\n    } else {\n      *bit_type = 0;\n      *total_size = 0;\n      *is_sparse = false;\n      return nullptr;\n    }\n  }\n  #endif  // USE_CUDA\n\n private:\n  std::vector<uint32_t> feature_hist_offsets_;\n  #ifdef USE_CUDA\n  std::vector<uint32_t> column_hist_offsets_;\n  #endif  // USE_CUDA\n  int num_hist_total_bin_ = 0;\n  std::unique_ptr<MultiValBinWrapper> multi_val_bin_wrapper_;\n  std::vector<hist_t, Common::AlignmentAllocator<hist_t, kAlignedSize>> hist_buf_;\n  int num_total_bin_ = 0;\n  double num_elements_per_row_ = 0.0f;\n};\n\n}  // namespace LightGBM\n\n#endif   // LIGHTGBM_INCLUDE_LIGHTGBM_TRAIN_SHARE_STATES_H_\n"
  },
  {
    "path": "include/LightGBM/tree.h",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_TREE_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_TREE_H_\n\n#include <LightGBM/dataset.h>\n#include <LightGBM/meta.h>\n\n#include <cstdint>\n#include <string>\n#include <map>\n#include <memory>\n#include <unordered_map>\n#include <vector>\n\nnamespace LightGBM {\n\n#define kCategoricalMask (1)\n#define kDefaultLeftMask (2)\n\n/*!\n* \\brief Tree model\n*/\nclass Tree {\n public:\n  /*!\n  * \\brief Constructor\n  * \\param max_leaves The number of max leaves\n  * \\param track_branch_features Whether to keep track of ancestors of leaf nodes\n  * \\param is_linear Whether the tree has linear models at each leaf\n  */\n  explicit Tree(int max_leaves, bool track_branch_features, bool is_linear);\n\n  /*!\n  * \\brief Constructor, from a string\n  * \\param str Model string\n  * \\param used_len used count of str\n  */\n  Tree(const char* str, size_t* used_len);\n\n  virtual ~Tree() noexcept = default;\n\n  /*!\n  * \\brief Performing a split on tree leaves.\n  * \\param leaf Index of leaf to be split\n  * \\param feature Index of feature; the converted index after removing useless features\n  * \\param real_feature Index of feature, the original index on data\n  * \\param threshold_bin Threshold(bin) of split\n  * \\param threshold_double Threshold on feature value\n  * \\param left_value Model Left child output\n  * \\param right_value Model Right child output\n  * \\param left_cnt Count of left child\n  * \\param right_cnt Count of right child\n  * \\param left_weight Weight of left child\n  * \\param right_weight Weight of right child\n  * \\param gain Split gain\n  * \\param missing_type missing type\n  * \\param default_left default direction for missing value\n  * \\return The index of new leaf.\n  */\n  int Split(int leaf, int feature, int real_feature, uint32_t threshold_bin,\n            double threshold_double, double left_value, double right_value,\n            int left_cnt, int right_cnt, double left_weight, double right_weight,\n            float gain, MissingType missing_type, bool default_left);\n\n  /*!\n  * \\brief Performing a split on tree leaves, with categorical feature\n  * \\param leaf Index of leaf to be split\n  * \\param feature Index of feature; the converted index after removing useless features\n  * \\param real_feature Index of feature, the original index on data\n  * \\param threshold_bin Threshold(bin) of split, use bitset to represent\n  * \\param num_threshold_bin size of threshold_bin\n  * \\param threshold Thresholds of real feature value, use bitset to represent\n  * \\param num_threshold size of threshold\n  * \\param left_value Model Left child output\n  * \\param right_value Model Right child output\n  * \\param left_cnt Count of left child\n  * \\param right_cnt Count of right child\n  * \\param left_weight Weight of left child\n  * \\param right_weight Weight of right child\n  * \\param gain Split gain\n  * \\return The index of new leaf.\n  */\n  int SplitCategorical(int leaf, int feature, int real_feature, const uint32_t* threshold_bin, int num_threshold_bin,\n                       const uint32_t* threshold, int num_threshold, double left_value, double right_value,\n                       int left_cnt, int right_cnt, double left_weight, double right_weight, float gain, MissingType missing_type);\n\n  /*! \\brief Get the output of one leaf */\n  inline double LeafOutput(int leaf) const { return leaf_value_[leaf]; }\n\n  /*! \\brief Set the output of one leaf */\n  inline void SetLeafOutput(int leaf, double output) {\n    leaf_value_[leaf] = MaybeRoundToZero(output);\n  }\n\n  /*!\n  * \\brief Adding prediction value of this tree model to scores\n  * \\param data The dataset\n  * \\param num_data Number of total data\n  * \\param score Will add prediction to score\n  */\n  virtual void AddPredictionToScore(const Dataset* data,\n                            data_size_t num_data,\n                            double* score) const;\n\n  /*!\n  * \\brief Adding prediction value of this tree model to scores\n  * \\param data The dataset\n  * \\param used_data_indices Indices of used data\n  * \\param num_data Number of total data\n  * \\param score Will add prediction to score\n  */\n  virtual void AddPredictionToScore(const Dataset* data,\n                            const data_size_t* used_data_indices,\n                            data_size_t num_data, double* score) const;\n\n  /*!\n  * \\brief Get upper bound leaf value of this tree model\n  */\n  double GetUpperBoundValue() const;\n\n  /*!\n  * \\brief Get lower bound leaf value of this tree model\n  */\n  double GetLowerBoundValue() const;\n\n  /*!\n  * \\brief Prediction on one record\n  * \\param feature_values Feature value of this record\n  * \\return Prediction result\n  */\n  inline double Predict(const double* feature_values) const;\n  inline double PredictByMap(const std::unordered_map<int, double>& feature_values) const;\n\n  inline int PredictLeafIndex(const double* feature_values) const;\n  inline int PredictLeafIndexByMap(const std::unordered_map<int, double>& feature_values) const;\n\n  inline void PredictContrib(const double* feature_values, int num_features, double* output);\n  inline void PredictContribByMap(const std::unordered_map<int, double>& feature_values,\n                                  int num_features, std::unordered_map<int, double>* output);\n\n  /*! \\brief Get Number of leaves*/\n  inline int num_leaves() const { return num_leaves_; }\n\n  /*! \\brief Get depth of specific leaf*/\n  inline int leaf_depth(int leaf_idx) const { return leaf_depth_[leaf_idx]; }\n\n  /*! \\brief Get parent of specific leaf*/\n  inline int leaf_parent(int leaf_idx) const {return leaf_parent_[leaf_idx]; }\n\n  /*! \\brief Get feature of specific split (original feature index)*/\n  inline int split_feature(int split_idx) const { return split_feature_[split_idx]; }\n\n  /*! \\brief Get feature of specific split*/\n  inline int split_feature_inner(int split_idx) const { return split_feature_inner_[split_idx]; }\n\n  /*! \\brief Get features on leaf's branch*/\n  inline std::vector<int> branch_features(int leaf) const { return branch_features_[leaf]; }\n\n  inline double split_gain(int split_idx) const { return split_gain_[split_idx]; }\n\n  inline double internal_value(int node_idx) const {\n    return internal_value_[node_idx];\n  }\n\n  inline bool IsNumericalSplit(int node_idx) const {\n    return !GetDecisionType(decision_type_[node_idx], kCategoricalMask);\n  }\n\n  inline int left_child(int node_idx) const { return left_child_[node_idx]; }\n\n  inline int right_child(int node_idx) const { return right_child_[node_idx]; }\n\n  inline uint32_t threshold_in_bin(int node_idx) const {\n    return threshold_in_bin_[node_idx];\n  }\n\n  /*! \\brief Get the number of data points that fall at or below this node*/\n  inline int data_count(int node) const { return node >= 0 ? internal_count_[node] : leaf_count_[~node]; }\n\n  /*!\n  * \\brief Shrinkage for the tree's output\n  *        shrinkage rate (a.k.a learning rate) is used to tune the training process\n  * \\param rate The factor of shrinkage\n  */\n  virtual inline void Shrinkage(double rate) {\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 1024) if (num_leaves_ >= 2048)\n    for (int i = 0; i < num_leaves_ - 1; ++i) {\n      leaf_value_[i] = MaybeRoundToZero(leaf_value_[i] * rate);\n      internal_value_[i] = MaybeRoundToZero(internal_value_[i] * rate);\n      if (is_linear_) {\n        leaf_const_[i] = MaybeRoundToZero(leaf_const_[i] * rate);\n        for (size_t j = 0; j < leaf_coeff_[i].size(); ++j) {\n          leaf_coeff_[i][j] = MaybeRoundToZero(leaf_coeff_[i][j] * rate);\n        }\n      }\n    }\n    leaf_value_[num_leaves_ - 1] =\n        MaybeRoundToZero(leaf_value_[num_leaves_ - 1] * rate);\n    if (is_linear_) {\n      leaf_const_[num_leaves_ - 1] = MaybeRoundToZero(leaf_const_[num_leaves_ - 1] * rate);\n      for (size_t j = 0; j < leaf_coeff_[num_leaves_ - 1].size(); ++j) {\n        leaf_coeff_[num_leaves_ - 1][j] = MaybeRoundToZero(leaf_coeff_[num_leaves_ - 1][j] * rate);\n      }\n    }\n    shrinkage_ *= rate;\n  }\n\n  inline double shrinkage() const { return shrinkage_; }\n\n  virtual inline void AddBias(double val) {\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 1024) if (num_leaves_ >= 2048)\n    for (int i = 0; i < num_leaves_ - 1; ++i) {\n      leaf_value_[i] = MaybeRoundToZero(leaf_value_[i] + val);\n      internal_value_[i] = MaybeRoundToZero(internal_value_[i] + val);\n    }\n    leaf_value_[num_leaves_ - 1] =\n        MaybeRoundToZero(leaf_value_[num_leaves_ - 1] + val);\n    if (is_linear_) {\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 1024) if (num_leaves_ >= 2048)\n      for (int i = 0; i < num_leaves_ - 1; ++i) {\n        leaf_const_[i] = MaybeRoundToZero(leaf_const_[i] + val);\n      }\n      leaf_const_[num_leaves_ - 1] = MaybeRoundToZero(leaf_const_[num_leaves_ - 1] + val);\n    }\n    // force to 1.0\n    shrinkage_ = 1.0f;\n  }\n\n  virtual inline void AsConstantTree(double val, int count = 0) {\n    num_leaves_ = 1;\n    shrinkage_ = 1.0f;\n    leaf_value_[0] = val;\n    if (is_linear_) {\n      leaf_const_[0] = val;\n    }\n    leaf_count_[0] = count;\n  }\n\n  /*! \\brief Serialize this object to string*/\n  std::string ToString() const;\n\n  /*! \\brief Serialize this object to json*/\n  std::string ToJSON() const;\n\n  /*! \\brief Serialize linear model of tree node to json*/\n  std::string LinearModelToJSON(int index) const;\n\n  /*! \\brief Serialize this object to if-else statement*/\n  std::string ToIfElse(int index, bool predict_leaf_index) const;\n\n  inline static bool IsZero(double fval) {\n    return (fval >= -kZeroThreshold && fval <= kZeroThreshold);\n  }\n\n  inline static double MaybeRoundToZero(double fval) {\n    return IsZero(fval) ? 0 : fval;\n  }\n\n  inline static bool GetDecisionType(int8_t decision_type, int8_t mask) {\n    return (decision_type & mask) > 0;\n  }\n\n  inline static void SetDecisionType(int8_t* decision_type, bool input, int8_t mask) {\n    if (input) {\n      (*decision_type) |= mask;\n    } else {\n      (*decision_type) &= (127 - mask);\n    }\n  }\n\n  inline static int8_t GetMissingType(int8_t decision_type) {\n    return (decision_type >> 2) & 3;\n  }\n\n  inline static void SetMissingType(int8_t* decision_type, int8_t input) {\n    (*decision_type) &= 3;\n    (*decision_type) |= (input << 2);\n  }\n\n  void RecomputeMaxDepth();\n\n  int NextLeafId() const { return num_leaves_; }\n\n  /*! \\brief Get the linear model constant term (bias) of one leaf */\n  inline double LeafConst(int leaf) const { return leaf_const_[leaf]; }\n\n  /*! \\brief Get the linear model coefficients of one leaf */\n  inline std::vector<double> LeafCoeffs(int leaf) const { return leaf_coeff_[leaf]; }\n\n  /*! \\brief Get the linear model features of one leaf */\n  inline std::vector<int> LeafFeaturesInner(int leaf) const {return leaf_features_inner_[leaf]; }\n\n  /*! \\brief Get the linear model features of one leaf */\n  inline std::vector<int> LeafFeatures(int leaf) const {return leaf_features_[leaf]; }\n\n  /*! \\brief Set the linear model coefficients on one leaf */\n  inline void SetLeafCoeffs(int leaf, const std::vector<double>& output) {\n    leaf_coeff_[leaf].resize(output.size());\n    for (size_t i = 0; i < output.size(); ++i) {\n      leaf_coeff_[leaf][i] = MaybeRoundToZero(output[i]);\n    }\n  }\n\n  /*! \\brief Set the linear model constant term (bias) on one leaf */\n  inline void SetLeafConst(int leaf, double output) {\n    leaf_const_[leaf] = MaybeRoundToZero(output);\n  }\n\n  /*! \\brief Set the linear model features on one leaf */\n  inline void SetLeafFeaturesInner(int leaf, const std::vector<int>& features) {\n    leaf_features_inner_[leaf] = features;\n  }\n\n  /*! \\brief Set the linear model features on one leaf */\n  inline void SetLeafFeatures(int leaf, const std::vector<int>& features) {\n    leaf_features_[leaf] = features;\n  }\n\n  inline bool is_linear() const { return is_linear_; }\n\n  #ifdef USE_CUDA\n  inline bool is_cuda_tree() const { return is_cuda_tree_; }\n  #endif  // USE_CUDA\n\n  inline void SetIsLinear(bool is_linear) {\n    is_linear_ = is_linear;\n  }\n\n protected:\n  std::string NumericalDecisionIfElse(int node) const;\n\n  std::string CategoricalDecisionIfElse(int node) const;\n\n  inline int NumericalDecision(double fval, int node) const {\n    uint8_t missing_type = GetMissingType(decision_type_[node]);\n    if (std::isnan(fval) && missing_type != MissingType::NaN) {\n      fval = 0.0f;\n    }\n    if ((missing_type == MissingType::Zero && IsZero(fval))\n        || (missing_type == MissingType::NaN && std::isnan(fval))) {\n      if (GetDecisionType(decision_type_[node], kDefaultLeftMask)) {\n        return left_child_[node];\n      } else {\n        return right_child_[node];\n      }\n    }\n    if (fval <= threshold_[node]) {\n      return left_child_[node];\n    } else {\n      return right_child_[node];\n    }\n  }\n\n  inline int NumericalDecisionInner(uint32_t fval, int node, uint32_t default_bin, uint32_t max_bin) const {\n    uint8_t missing_type = GetMissingType(decision_type_[node]);\n    if ((missing_type == MissingType::Zero && fval == default_bin)\n        || (missing_type == MissingType::NaN && fval == max_bin)) {\n      if (GetDecisionType(decision_type_[node], kDefaultLeftMask)) {\n        return left_child_[node];\n      } else {\n        return right_child_[node];\n      }\n    }\n    if (fval <= threshold_in_bin_[node]) {\n      return left_child_[node];\n    } else {\n      return right_child_[node];\n    }\n  }\n\n  inline int CategoricalDecision(double fval, int node) const {\n    int int_fval;\n    if (std::isnan(fval)) {\n      return right_child_[node];\n    } else {\n      int_fval = static_cast<int>(fval);\n      if (int_fval < 0) {\n        return right_child_[node];\n      }\n    }\n    int cat_idx = static_cast<int>(threshold_[node]);\n    if (Common::FindInBitset(cat_threshold_.data() + cat_boundaries_[cat_idx],\n                             cat_boundaries_[cat_idx + 1] - cat_boundaries_[cat_idx], int_fval)) {\n      return left_child_[node];\n    }\n    return right_child_[node];\n  }\n\n  inline int CategoricalDecisionInner(uint32_t fval, int node) const {\n    int cat_idx = static_cast<int>(threshold_in_bin_[node]);\n    if (Common::FindInBitset(cat_threshold_inner_.data() + cat_boundaries_inner_[cat_idx],\n                             cat_boundaries_inner_[cat_idx + 1] - cat_boundaries_inner_[cat_idx], fval)) {\n      return left_child_[node];\n    }\n    return right_child_[node];\n  }\n\n  inline int Decision(double fval, int node) const {\n    if (GetDecisionType(decision_type_[node], kCategoricalMask)) {\n      return CategoricalDecision(fval, node);\n    } else {\n      return NumericalDecision(fval, node);\n    }\n  }\n\n  inline int DecisionInner(uint32_t fval, int node, uint32_t default_bin, uint32_t max_bin) const {\n    if (GetDecisionType(decision_type_[node], kCategoricalMask)) {\n      return CategoricalDecisionInner(fval, node);\n    } else {\n      return NumericalDecisionInner(fval, node, default_bin, max_bin);\n    }\n  }\n\n  inline void Split(int leaf, int feature, int real_feature, double left_value, double right_value, int left_cnt, int right_cnt,\n                    double left_weight, double right_weight, float gain);\n  /*!\n  * \\brief Find leaf index of which record belongs by features\n  * \\param feature_values Feature value of this record\n  * \\return Leaf index\n  */\n  inline int GetLeaf(const double* feature_values) const;\n  inline int GetLeafByMap(const std::unordered_map<int, double>& feature_values) const;\n\n  /*! \\brief Serialize one node to json*/\n  std::string NodeToJSON(int index) const;\n\n  /*! \\brief Serialize one node to if-else statement*/\n  std::string NodeToIfElse(int index, bool predict_leaf_index) const;\n\n  std::string NodeToIfElseByMap(int index, bool predict_leaf_index) const;\n\n  double ExpectedValue() const;\n\n  /*! \\brief This is used fill in leaf_depth_ after reloading a model*/\n  inline void RecomputeLeafDepths(int node = 0, int depth = 0);\n\n  /*!\n  * \\brief Used by TreeSHAP for data we keep about our decision path\n  */\n  struct PathElement {\n    int feature_index;\n    double zero_fraction;\n    double one_fraction;\n\n    // note that pweight is included for convenience and is not tied with the other attributes,\n    // the pweight of the i'th path element is the permutation weight of paths with i-1 ones in them\n    double pweight;\n\n    PathElement() {}\n    PathElement(int i, double z, double o, double w) : feature_index(i), zero_fraction(z), one_fraction(o), pweight(w) {}\n  };\n\n  /*! \\brief Polynomial time algorithm for SHAP values (arXiv:1706.06060)*/\n  void TreeSHAP(const double *feature_values, double *phi,\n                int node, int unique_depth,\n                PathElement *parent_unique_path, double parent_zero_fraction,\n                double parent_one_fraction, int parent_feature_index) const;\n\n  void TreeSHAPByMap(const std::unordered_map<int, double>& feature_values,\n                     std::unordered_map<int, double>* phi,\n                     int node, int unique_depth,\n                     PathElement *parent_unique_path, double parent_zero_fraction,\n                     double parent_one_fraction, int parent_feature_index) const;\n\n  /*! \\brief Extend our decision path with a fraction of one and zero extensions for TreeSHAP*/\n  static void ExtendPath(PathElement *unique_path, int unique_depth,\n                         double zero_fraction, double one_fraction, int feature_index);\n\n  /*! \\brief Undo a previous extension of the decision path for TreeSHAP*/\n  static void UnwindPath(PathElement *unique_path, int unique_depth, int path_index);\n\n  /*! determine what the total permutation weight would be if we unwound a previous extension in the decision path*/\n  static double UnwoundPathSum(const PathElement *unique_path, int unique_depth, int path_index);\n\n  /*! \\brief Number of max leaves*/\n  int max_leaves_;\n  /*! \\brief Number of current leaves*/\n  int num_leaves_;\n  // following values used for non-leaf node\n  /*! \\brief A non-leaf node's left child */\n  std::vector<int> left_child_;\n  /*! \\brief A non-leaf node's right child */\n  std::vector<int> right_child_;\n  /*! \\brief A non-leaf node's split feature */\n  std::vector<int> split_feature_inner_;\n  /*! \\brief A non-leaf node's split feature, the original index */\n  std::vector<int> split_feature_;\n  /*! \\brief A non-leaf node's split threshold in bin */\n  std::vector<uint32_t> threshold_in_bin_;\n  /*! \\brief A non-leaf node's split threshold in feature value */\n  std::vector<double> threshold_;\n  int num_cat_;\n  std::vector<int> cat_boundaries_inner_;\n  std::vector<uint32_t> cat_threshold_inner_;\n  std::vector<int> cat_boundaries_;\n  std::vector<uint32_t> cat_threshold_;\n  /*! \\brief Store the information for categorical feature handle and missing value handle. */\n  std::vector<int8_t> decision_type_;\n  /*! \\brief A non-leaf node's split gain */\n  std::vector<float> split_gain_;\n  // used for leaf node\n  /*! \\brief The parent of leaf */\n  std::vector<int> leaf_parent_;\n  /*! \\brief Output of leaves */\n  std::vector<double> leaf_value_;\n  /*! \\brief weight of leaves */\n  std::vector<double> leaf_weight_;\n  /*! \\brief DataCount of leaves */\n  std::vector<int> leaf_count_;\n  /*! \\brief Output of non-leaf nodes */\n  std::vector<double> internal_value_;\n  /*! \\brief weight of non-leaf nodes */\n  std::vector<double> internal_weight_;\n  /*! \\brief DataCount of non-leaf nodes */\n  std::vector<int> internal_count_;\n  /*! \\brief Depth for leaves */\n  std::vector<int> leaf_depth_;\n  /*! \\brief whether to keep track of ancestor nodes for each leaf (only needed when feature interactions are restricted) */\n  bool track_branch_features_;\n  /*! \\brief Features on leaf's branch, original index */\n  std::vector<std::vector<int>> branch_features_;\n  double shrinkage_;\n  int max_depth_;\n  /*! \\brief Tree has linear model at each leaf */\n  bool is_linear_;\n  /*! \\brief coefficients of linear models on leaves */\n  std::vector<std::vector<double>> leaf_coeff_;\n  /*! \\brief constant term (bias) of linear models on leaves */\n  std::vector<double> leaf_const_;\n  /* \\brief features used in leaf linear models; indexing is relative to num_total_features_ */\n  std::vector<std::vector<int>> leaf_features_;\n  /* \\brief features used in leaf linear models; indexing is relative to used_features_ */\n  std::vector<std::vector<int>> leaf_features_inner_;\n  #ifdef USE_CUDA\n  /*! \\brief Marks whether this tree is a CUDATree */\n  bool is_cuda_tree_;\n  #endif  // USE_CUDA\n};\n\ninline void Tree::Split(int leaf, int feature, int real_feature,\n                        double left_value, double right_value, int left_cnt, int right_cnt,\n                        double left_weight, double right_weight, float gain) {\n  int new_node_idx = num_leaves_ - 1;\n  // update parent info\n  int parent = leaf_parent_[leaf];\n  if (parent >= 0) {\n    // if cur node is left child\n    if (left_child_[parent] == ~leaf) {\n      left_child_[parent] = new_node_idx;\n    } else {\n      right_child_[parent] = new_node_idx;\n    }\n  }\n  // add new node\n  split_feature_inner_[new_node_idx] = feature;\n  split_feature_[new_node_idx] = real_feature;\n  split_gain_[new_node_idx] = gain;\n  // add two new leaves\n  left_child_[new_node_idx] = ~leaf;\n  right_child_[new_node_idx] = ~num_leaves_;\n  // update new leaves\n  leaf_parent_[leaf] = new_node_idx;\n  leaf_parent_[num_leaves_] = new_node_idx;\n  // save current leaf value to internal node before change\n  internal_weight_[new_node_idx] = left_weight + right_weight;\n  internal_value_[new_node_idx] = leaf_value_[leaf];\n  internal_count_[new_node_idx] = left_cnt + right_cnt;\n  leaf_value_[leaf] = std::isnan(left_value) ? 0.0f : left_value;\n  leaf_weight_[leaf] = left_weight;\n  leaf_count_[leaf] = left_cnt;\n  leaf_value_[num_leaves_] = std::isnan(right_value) ? 0.0f : right_value;\n  leaf_weight_[num_leaves_] = right_weight;\n  leaf_count_[num_leaves_] = right_cnt;\n  // update leaf depth\n  leaf_depth_[num_leaves_] = leaf_depth_[leaf] + 1;\n  leaf_depth_[leaf]++;\n  if (track_branch_features_) {\n    branch_features_[num_leaves_] = branch_features_[leaf];\n    branch_features_[num_leaves_].push_back(split_feature_[new_node_idx]);\n    branch_features_[leaf].push_back(split_feature_[new_node_idx]);\n  }\n}\n\ninline double Tree::Predict(const double* feature_values) const {\n  if (is_linear_) {\n      int leaf = (num_leaves_ > 1) ? GetLeaf(feature_values) : 0;\n      double output = leaf_const_[leaf];\n      bool nan_found = false;\n      for (size_t i = 0; i < leaf_features_[leaf].size(); ++i) {\n        int feat_raw = leaf_features_[leaf][i];\n        double feat_val = feature_values[feat_raw];\n        if (std::isnan(feat_val)) {\n          nan_found = true;\n          break;\n        } else {\n          output += leaf_coeff_[leaf][i] * feat_val;\n        }\n      }\n      if (nan_found) {\n        return LeafOutput(leaf);\n      } else {\n        return output;\n      }\n  } else {\n    if (num_leaves_ > 1) {\n      int leaf = GetLeaf(feature_values);\n      return LeafOutput(leaf);\n    } else {\n      return leaf_value_[0];\n    }\n  }\n}\n\ninline double Tree::PredictByMap(const std::unordered_map<int, double>& feature_values) const {\n  if (is_linear_) {\n    int leaf = (num_leaves_ > 1) ? GetLeafByMap(feature_values) : 0;\n    double output = leaf_const_[leaf];\n    bool nan_found = false;\n    for (size_t i = 0; i < leaf_features_[leaf].size(); ++i) {\n      int feat = leaf_features_[leaf][i];\n      auto val_it = feature_values.find(feat);\n      if (val_it != feature_values.end()) {\n        double feat_val = val_it->second;\n        if (std::isnan(feat_val)) {\n          nan_found = true;\n          break;\n        } else {\n          output += leaf_coeff_[leaf][i] * feat_val;\n        }\n      }\n    }\n    if (nan_found) {\n      return LeafOutput(leaf);\n    } else {\n      return output;\n    }\n  } else {\n    if (num_leaves_ > 1) {\n      int leaf = GetLeafByMap(feature_values);\n      return LeafOutput(leaf);\n    } else {\n      return leaf_value_[0];\n    }\n  }\n}\n\ninline int Tree::PredictLeafIndex(const double* feature_values) const {\n  if (num_leaves_ > 1) {\n    int leaf = GetLeaf(feature_values);\n    return leaf;\n  } else {\n    return 0;\n  }\n}\n\ninline int Tree::PredictLeafIndexByMap(const std::unordered_map<int, double>& feature_values) const {\n  if (num_leaves_ > 1) {\n    int leaf = GetLeafByMap(feature_values);\n    return leaf;\n  } else {\n    return 0;\n  }\n}\n\ninline void Tree::PredictContrib(const double* feature_values, int num_features, double* output) {\n  output[num_features] += ExpectedValue();\n  // Run the recursion with preallocated space for the unique path data\n  if (num_leaves_ > 1) {\n    CHECK_GE(max_depth_, 0);\n    const int max_path_len = max_depth_ + 1;\n    std::vector<PathElement> unique_path_data(max_path_len*(max_path_len + 1) / 2);\n    TreeSHAP(feature_values, output, 0, 0, unique_path_data.data(), 1, 1, -1);\n  }\n}\n\ninline void Tree::PredictContribByMap(const std::unordered_map<int, double>& feature_values,\n                                      int num_features, std::unordered_map<int, double>* output) {\n  (*output)[num_features] += ExpectedValue();\n  // Run the recursion with preallocated space for the unique path data\n  if (num_leaves_ > 1) {\n    CHECK_GE(max_depth_, 0);\n    const int max_path_len = max_depth_ + 1;\n    std::vector<PathElement> unique_path_data(max_path_len*(max_path_len + 1) / 2);\n    TreeSHAPByMap(feature_values, output, 0, 0, unique_path_data.data(), 1, 1, -1);\n  }\n}\n\ninline void Tree::RecomputeLeafDepths(int node, int depth) {\n  if (node == 0) leaf_depth_.resize(num_leaves());\n  if (node < 0) {\n    leaf_depth_[~node] = depth;\n  } else {\n    RecomputeLeafDepths(left_child_[node], depth + 1);\n    RecomputeLeafDepths(right_child_[node], depth + 1);\n  }\n}\n\ninline int Tree::GetLeaf(const double* feature_values) const {\n  int node = 0;\n  if (num_cat_ > 0) {\n    while (node >= 0) {\n      node = Decision(feature_values[split_feature_[node]], node);\n    }\n  } else {\n    while (node >= 0) {\n      node = NumericalDecision(feature_values[split_feature_[node]], node);\n    }\n  }\n  return ~node;\n}\n\ninline int Tree::GetLeafByMap(const std::unordered_map<int, double>& feature_values) const {\n  int node = 0;\n  if (num_cat_ > 0) {\n    while (node >= 0) {\n      node = Decision(feature_values.count(split_feature_[node]) > 0 ? feature_values.at(split_feature_[node]) : 0.0f, node);\n    }\n  } else {\n    while (node >= 0) {\n      node = NumericalDecision(feature_values.count(split_feature_[node]) > 0 ? feature_values.at(split_feature_[node]) : 0.0f, node);\n    }\n  }\n  return ~node;\n}\n\n}  // namespace LightGBM\n\n#endif   // LIGHTGBM_INCLUDE_LIGHTGBM_TREE_H_\n"
  },
  {
    "path": "include/LightGBM/tree_learner.h",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_TREE_LEARNER_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_TREE_LEARNER_H_\n\n#include <LightGBM/config.h>\n#include <LightGBM/meta.h>\n#include <LightGBM/utils/json11.h>\n\n#include <string>\n#include <vector>\n\nnamespace LightGBM {\n\nusing json11_internal_lightgbm::Json;\n\n/*! \\brief forward declaration */\nclass Tree;\nclass Dataset;\nclass ObjectiveFunction;\n\n/*!\n* \\brief Interface for tree learner\n*/\nclass TreeLearner {\n public:\n  /*! \\brief virtual destructor */\n  virtual ~TreeLearner() {}\n\n  /*!\n  * \\brief Initialize tree learner with training dataset\n  * \\param train_data The used training data\n  * \\param is_constant_hessian True if all hessians share the same value\n  */\n  virtual void Init(const Dataset* train_data, bool is_constant_hessian) = 0;\n\n  /*! Initialise some temporary storage, only needed for the linear tree; needs to be a method of TreeLearner since we call it in GBDT::RefitTree */\n  virtual void InitLinear(const Dataset* /*train_data*/, const int /*max_leaves*/) {}\n\n  virtual void ResetIsConstantHessian(bool is_constant_hessian) = 0;\n\n  virtual void ResetTrainingData(const Dataset* train_data,\n                                 bool is_constant_hessian) = 0;\n\n  /*!\n  * \\brief Reset tree configs\n  * \\param config config of tree\n  */\n  virtual void ResetConfig(const Config* config) = 0;\n\n  /*!\n  * \\brief Reset boosting_on_gpu_\n  * \\param boosting_on_gpu flag for boosting on GPU\n  */\n  virtual void ResetBoostingOnGPU(const bool /*boosting_on_gpu*/) {}\n\n  virtual void SetForcedSplit(const Json* forced_split_json) = 0;\n\n  /*!\n  * \\brief training tree model on dataset\n  * \\param gradients The first order gradients\n  * \\param hessians The second order gradients\n  * \\param is_first_tree If linear tree learning is enabled, first tree needs to be handled differently\n  * \\return A trained tree\n  */\n  virtual Tree* Train(const score_t* gradients, const score_t* hessians, bool is_first_tree) = 0;\n\n  /*!\n  * \\brief use an existing tree to fit the new gradients and hessians.\n  */\n  virtual Tree* FitByExistingTree(const Tree* old_tree, const score_t* gradients, const score_t* hessians) const = 0;\n\n  virtual Tree* FitByExistingTree(const Tree* old_tree, const std::vector<int>& leaf_pred,\n                                  const score_t* gradients, const score_t* hessians) const = 0;\n\n  /*!\n  * \\brief Set bagging data\n  * \\param subset subset of bagging\n  * \\param used_indices Used data indices\n  * \\param num_data Number of used data\n  */\n  virtual void SetBaggingData(const Dataset* subset,\n                              const data_size_t* used_indices,\n                              data_size_t num_data) = 0;\n\n  /*!\n  * \\brief Using last trained tree to predict score then adding to out_score;\n  * \\param out_score output score\n  */\n  virtual void AddPredictionToScore(const Tree* tree, double* out_score) const = 0;\n\n  virtual void RenewTreeOutput(Tree* tree, const ObjectiveFunction* obj, std::function<double(const label_t*, int)> residual_getter,\n                               data_size_t total_num_data, const data_size_t* bag_indices, data_size_t bag_cnt, const double* train_score) const = 0;\n\n  TreeLearner() = default;\n  /*! \\brief Disable copy */\n  TreeLearner& operator=(const TreeLearner&) = delete;\n  /*! \\brief Disable copy */\n  TreeLearner(const TreeLearner&) = delete;\n\n  /*!\n  * \\brief Create object of tree learner\n  * \\param learner_type Type of tree learner\n  * \\param device_type Type of tree learner\n  * \\param booster_type Type of boosting\n  * \\param config config of tree\n  */\n  static TreeLearner* CreateTreeLearner(const std::string& learner_type,\n                                        const std::string& device_type,\n                                        const Config* config,\n                                        const bool boosting_on_cuda);\n};\n\n}  // namespace LightGBM\n\n#endif   // LIGHTGBM_INCLUDE_LIGHTGBM_TREE_LEARNER_H_\n"
  },
  {
    "path": "include/LightGBM/utils/array_args.h",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2020-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_ARRAY_ARGS_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_ARRAY_ARGS_H_\n\n#include <LightGBM/utils/openmp_wrapper.h>\n#include <LightGBM/utils/threading.h>\n\n#include <algorithm>\n#include <utility>\n#include <vector>\n\nnamespace LightGBM {\n\n/*!\n* \\brief Contains some operation for an array, e.g. ArgMax, TopK.\n*/\ntemplate<typename VAL_T>\nclass ArrayArgs {\n public:\n  inline static size_t ArgMaxMT(const std::vector<VAL_T>& array) {\n    int num_threads = OMP_NUM_THREADS();\n    std::vector<size_t> arg_maxs(num_threads, 0);\n    int n_blocks = Threading::For<size_t>(\n        0, array.size(), 1024,\n        [&array, &arg_maxs](int i, size_t start, size_t end) {\n          size_t arg_max = start;\n          for (size_t j = start + 1; j < end; ++j) {\n            if (array[j] > array[arg_max]) {\n              arg_max = j;\n            }\n          }\n          arg_maxs[i] = arg_max;\n        });\n    size_t ret = arg_maxs[0];\n    for (int i = 1; i < n_blocks; ++i) {\n      if (array[arg_maxs[i]] > array[ret]) {\n        ret = arg_maxs[i];\n      }\n    }\n    return ret;\n  }\n  inline static size_t ArgMax(const std::vector<VAL_T>& array) {\n    if (array.empty()) {\n      return 0;\n    }\n    if (array.size() > 1024) {\n      return ArgMaxMT(array);\n    } else {\n      size_t arg_max = 0;\n      for (size_t i = 1; i < array.size(); ++i) {\n        if (array[i] > array[arg_max]) {\n          arg_max = i;\n        }\n      }\n      return arg_max;\n    }\n  }\n\n  inline static size_t ArgMin(const std::vector<VAL_T>& array) {\n    if (array.empty()) {\n      return 0;\n    }\n    size_t arg_min = 0;\n    for (size_t i = 1; i < array.size(); ++i) {\n      if (array[i] < array[arg_min]) {\n        arg_min = i;\n      }\n    }\n    return arg_min;\n  }\n\n  inline static size_t ArgMax(const VAL_T* array, size_t n) {\n    if (n <= 0) {\n      return 0;\n    }\n    size_t arg_max = 0;\n    for (size_t i = 1; i < n; ++i) {\n      if (array[i] > array[arg_max]) {\n        arg_max = i;\n      }\n    }\n    return arg_max;\n  }\n\n  inline static size_t ArgMin(const VAL_T* array, size_t n) {\n    if (n <= 0) {\n      return 0;\n    }\n    size_t arg_min = 0;\n    for (size_t i = 1; i < n; ++i) {\n      if (array[i] < array[arg_min]) {\n        arg_min = i;\n      }\n    }\n    return arg_min;\n  }\n\n  inline static void Partition(std::vector<VAL_T>* arr, int start, int end, int* l, int* r) {\n    int i = start - 1;\n    int j = end - 1;\n    int p = i;\n    int q = j;\n    if (start >= end - 1) {\n      *l = start - 1;\n      *r = end;\n      return;\n    }\n    std::vector<VAL_T>& ref = *arr;\n    VAL_T v = ref[end - 1];\n    for (;;) {\n      while (ref[++i] > v) {}\n      while (v > ref[--j]) {\n        if (j == start) {\n          break;\n        }\n      }\n      if (i >= j) {\n        break;\n      }\n      std::swap(ref[i], ref[j]);\n      if (ref[i] == v) {\n        p++;\n        std::swap(ref[p], ref[i]);\n      }\n      if (v == ref[j]) {\n        q--;\n        std::swap(ref[j], ref[q]);\n      }\n    }\n    std::swap(ref[i], ref[end - 1]);\n    j = i - 1;\n    i = i + 1;\n    for (int k = start; k <= p; k++, j--) {\n      std::swap(ref[k], ref[j]);\n    }\n    for (int k = end - 2; k >= q; k--, i++) {\n      std::swap(ref[i], ref[k]);\n    }\n    *l = j;\n    *r = i;\n  }\n\n  // Note: k refer to index here. e.g. k=0 means get the max number.\n  inline static int ArgMaxAtK(std::vector<VAL_T>* arr, int start, int end, int k) {\n    if (start >= end - 1) {\n      return start;\n    }\n    int l = start;\n    int r = end - 1;\n    Partition(arr, start, end, &l, &r);\n    // if find or all elements are the same.\n    if ((k > l && k < r) || (l == start - 1 && r == end - 1)) {\n      return k;\n    } else if (k <= l) {\n      return ArgMaxAtK(arr, start, l + 1, k);\n    } else {\n      return ArgMaxAtK(arr, r, end, k);\n    }\n  }\n\n  // Note: k is 1-based here. e.g. k=3 means get the top-3 numbers.\n  inline static void MaxK(const std::vector<VAL_T>& array, int k, std::vector<VAL_T>* out) {\n    out->clear();\n    if (k <= 0) {\n      return;\n    }\n    for (auto val : array) {\n      out->push_back(val);\n    }\n    if (static_cast<size_t>(k) >= array.size()) {\n      return;\n    }\n    ArgMaxAtK(out, 0, static_cast<int>(out->size()), k - 1);\n    out->erase(out->begin() + k, out->end());\n  }\n\n  inline static void Assign(std::vector<VAL_T>* array, VAL_T t, size_t n) {\n    array->resize(n);\n    for (size_t i = 0; i < array->size(); ++i) {\n      (*array)[i] = t;\n    }\n  }\n\n  inline static bool CheckAllZero(const std::vector<VAL_T>& array) {\n    for (size_t i = 0; i < array.size(); ++i) {\n      if (array[i] != VAL_T(0)) {\n        return false;\n      }\n    }\n    return true;\n  }\n\n  inline static bool CheckAll(const std::vector<VAL_T>& array, VAL_T t) {\n    for (size_t i = 0; i < array.size(); ++i) {\n      if (array[i] != t) {\n        return false;\n      }\n    }\n    return true;\n  }\n};\n\n}  // namespace LightGBM\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_ARRAY_ARGS_H_\n"
  },
  {
    "path": "include/LightGBM/utils/binary_writer.h",
    "content": "/*!\n * Copyright (c) 2022-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2022-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_BINARY_WRITER_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_BINARY_WRITER_H_\n\n#include <cstdlib>\n#include <vector>\n\nnamespace LightGBM {\n\n/*!\n  * \\brief An interface for serializing binary data to a buffer\n  */\nstruct BinaryWriter {\n  /*!\n    * \\brief Append data to this binary target\n    * \\param data Buffer to write from\n    * \\param bytes Number of bytes to write from buffer\n    * \\return Number of bytes written\n    */\n  virtual size_t Write(const void* data, size_t bytes) = 0;\n\n  /*!\n    * \\brief Append data to this binary target aligned on a given byte size boundary\n    * \\param data Buffer to write from\n    * \\param bytes Number of bytes to write from buffer\n    * \\param alignment The size of bytes to align to in whole increments\n    * \\return Number of bytes written\n    */\n  size_t AlignedWrite(const void* data, size_t bytes, size_t alignment = 8) {\n    auto ret = Write(data, bytes);\n    if (bytes % alignment != 0) {\n      size_t padding = AlignedSize(bytes, alignment) - bytes;\n      std::vector<char> tmp(padding, 0);\n      ret += Write(tmp.data(), padding);\n    }\n    return ret;\n  }\n\n  /*!\n    * \\brief The aligned size of a buffer length.\n    * \\param bytes The number of bytes in a buffer\n    * \\param alignment The size of bytes to align to in whole increments\n    * \\return Number of aligned bytes\n    */\n  static size_t AlignedSize(size_t bytes, size_t alignment = 8) {\n    if (bytes % alignment == 0) {\n      return bytes;\n    } else {\n      return bytes / alignment * alignment + alignment;\n    }\n  }\n};\n}  // namespace LightGBM\n\n#endif   // LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_BINARY_WRITER_H_\n"
  },
  {
    "path": "include/LightGBM/utils/byte_buffer.h",
    "content": "/*!\n * Copyright (c) 2022-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2022-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_BYTE_BUFFER_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_BYTE_BUFFER_H_\n\n#include <LightGBM/export.h>\n#include <LightGBM/utils/binary_writer.h>\n\n#include <string>\n#include <cstdio>\n#include <cstdlib>\n#include <cstring>\n#include <iostream>\n#include <memory>\n#include <vector>\n\nnamespace LightGBM {\n\n/*!\n  * \\brief An implementation for serializing binary data to an auto-expanding memory buffer\n  */\nstruct ByteBuffer final : public BinaryWriter {\n  ByteBuffer() {}\n\n  explicit ByteBuffer(size_t initial_size) {\n    buffer_.reserve(initial_size);\n  }\n\n  size_t Write(const void* data, size_t bytes) {\n    const char* mem_ptr = static_cast<const char*>(data);\n    for (size_t i = 0; i < bytes; ++i) {\n      buffer_.push_back(mem_ptr[i]);\n    }\n\n    return bytes;\n  }\n\n  LIGHTGBM_EXPORT void Reserve(size_t capacity) {\n    buffer_.reserve(capacity);\n  }\n\n  LIGHTGBM_EXPORT size_t GetSize() {\n    return buffer_.size();\n  }\n\n  LIGHTGBM_EXPORT char GetAt(size_t index) {\n    return buffer_.at(index);\n  }\n\n  LIGHTGBM_EXPORT char* Data() {\n    return buffer_.data();\n  }\n\n private:\n  std::vector<char> buffer_;\n};\n\n}  // namespace LightGBM\n\n#endif   // LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_BYTE_BUFFER_H_\n"
  },
  {
    "path": "include/LightGBM/utils/chunked_array.hpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n *\n * Author: Alberto Ferreira\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_CHUNKED_ARRAY_HPP_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_CHUNKED_ARRAY_HPP_\n\n#include <LightGBM/utils/log.h>\n\n#include <stdint.h>\n\n#include <algorithm>\n#include <new>\n#include <vector>\n\n\nnamespace LightGBM {\n\n/**\n * Container that manages a dynamic array of fixed-length chunks.\n *\n * The class also takes care of allocation & release of the underlying\n * memory. It can be used with either a high or low-level API.\n *\n * The high-level API allocates chunks as needed, manages addresses automatically and keeps\n * track of number of inserted elements, but is not thread-safe (this is ok as usually input is a streaming iterator).\n * For parallel input sources the low-level API must be used.\n *\n * Note: When using this for `LGBM_DatasetCreateFromMats` use a\n *       chunk_size multiple of #num_cols for your dataset, so each chunk\n *       contains \"complete\" instances.\n *\n * === High-level insert API intro ===\n *\n * The easiest way to use is:\n *  0. ChunkedArray(chunk_size)  # Choose appropriate size\n *  1. add(value)                # as many times as you want (will generate chunks as needed)\n *  2. data() or void_data()     # retrieves a T** or void** pointer (useful for `LGBM_DatasetCreateFromMats`).\n *\n * Useful query methods (all O(1)):\n *  - get_add_count()   # total count of added elements.\n *  - get_chunks_count()  # how many chunks are currently allocated.\n *  - get_current_chunk_added_count()  # for the last add() chunk, how many items there are.\n *  - get_chunk_size()    # get constant chunk_size from constructor call.\n *\n *  With those you can generate int32_t sizes[]. Last chunk can be smaller than chunk_size, so, for any i:\n *    - sizes[i<last] = get_chunk_size()\n *    - sizes[i==last] = get_add_count()\n *\n *\n * === Low-level insert API intro ===\n *\n * For advanced usage - useful for inserting in parallel - one can also:\n *  1. call new_chunk() at any time for as many chunks as needed.  (thread-UNsafe)\n *  2. call setitem(chunk, idx, value) to insert each value.       (thread-safe)\n *\n */\ntemplate <class T>\nclass ChunkedArray {\n public:\n    explicit ChunkedArray(size_t chunk_size)\n      : _chunk_size(chunk_size), _last_chunk_idx(0), _last_idx_in_last_chunk(0) {\n      if (chunk_size == 0) {\n        Log::Fatal(\"ChunkedArray chunk size must be larger than 0!\");\n      }\n       new_chunk();\n    }\n\n    ~ChunkedArray() {\n        release();\n    }\n\n    /**\n     * Adds a value to the chunks sequentially.\n     * If the last chunk is full it creates a new one and appends to it.\n     *\n     * @param value value to insert.\n     */\n    void add(T value) {\n        if (!within_bounds(_last_chunk_idx, _last_idx_in_last_chunk)) {\n            new_chunk();\n            ++_last_chunk_idx;\n            _last_idx_in_last_chunk = 0;\n        }\n\n        CHECK_EQ(setitem(_last_chunk_idx, _last_idx_in_last_chunk, value), 0);\n        ++_last_idx_in_last_chunk;\n    }\n\n    /**\n     * @return Number of add() calls.\n     */\n    size_t get_add_count() const {\n        return _last_chunk_idx * _chunk_size + _last_idx_in_last_chunk;\n    }\n\n    /**\n     * @return Number of allocated chunks.\n     */\n    size_t get_chunks_count() const {\n        return _chunks.size();\n    }\n\n    /**\n     * @return Number of elemends add()'ed in the last chunk.\n     */\n    size_t get_last_chunk_add_count() const {\n        return _last_idx_in_last_chunk;\n    }\n\n    /**\n     * Getter for the chunk size set at the constructor.\n     *\n     * @return Return the size of chunks.\n     */\n    size_t get_chunk_size() const {\n        return _chunk_size;\n    }\n\n    /**\n     * Returns the pointer to the raw chunks data.\n     *\n     * @return T** pointer to raw data.\n     */\n    T **data() noexcept {\n        return _chunks.data();\n    }\n\n    /**\n     * Returns the pointer to the raw chunks data, but cast to void**.\n     * This is so ``LGBM_DatasetCreateFromMats`` accepts it.\n     *\n     * @return void** pointer to raw data.\n     */\n    void **data_as_void() noexcept {\n        return reinterpret_cast<void**>(_chunks.data());\n    }\n\n    /**\n     * Coalesces (copies chunked data) to a contiguous array of the same type.\n     * It assumes that ``other`` has enough space to receive that data.\n     *\n     * @param other array with elements T of size >= this->get_add_count().\n     * @param all_valid_addresses\n     *            If true exports values from all valid addresses independently of add() count.\n     *            Otherwise, exports only up to `get_add_count()` addresses.\n     */\n    void coalesce_to(T *other, bool all_valid_addresses = false) const {\n        const size_t full_chunks = this->get_chunks_count() - 1;\n\n        // Copy full chunks:\n        size_t i = 0;\n        for (size_t chunk = 0; chunk < full_chunks; ++chunk) {\n            T* chunk_ptr = _chunks[chunk];\n            for (size_t in_chunk_idx = 0; in_chunk_idx < _chunk_size; ++in_chunk_idx) {\n                other[i++] = chunk_ptr[in_chunk_idx];\n            }\n        }\n        // Copy filled values from last chunk only:\n        const size_t last_chunk_elems_to_copy = all_valid_addresses ? _chunk_size : this->get_last_chunk_add_count();\n        T* chunk_ptr = _chunks[full_chunks];\n        for (size_t in_chunk_idx = 0; in_chunk_idx < last_chunk_elems_to_copy; ++in_chunk_idx) {\n            other[i++] = chunk_ptr[in_chunk_idx];\n        }\n    }\n\n    /**\n     * Return value from array of chunks.\n     *\n     * @param chunk_index index of the chunk\n     * @param index_within_chunk index within chunk\n     * @param on_fail_value sentinel value. If out of bounds returns that value.\n     *\n     * @return pointer or nullptr if index is out of bounds.\n     */\n    T getitem(size_t chunk_index, size_t index_within_chunk, T on_fail_value) const noexcept {\n        if (within_bounds(chunk_index, index_within_chunk))\n            return _chunks[chunk_index][index_within_chunk];\n        else\n            return on_fail_value;\n    }\n\n    /**\n     * Sets the value at a specific address in one of the chunks.\n     *\n     * @param chunk_index index of the chunk\n     * @param index_within_chunk index within chunk\n     * @param value value to store\n     *\n     * @return 0 = success, -1 = out of bounds access.\n     */\n    int setitem(size_t chunk_index, size_t index_within_chunk, T value) noexcept {\n        if (within_bounds(chunk_index, index_within_chunk)) {\n            _chunks[chunk_index][index_within_chunk] = value;\n            return 0;\n        } else {\n            return -1;\n        }\n    }\n\n    /**\n     * To reset storage call this.\n     * Will release existing resources and prepare for reuse.\n     */\n    void clear() noexcept {\n        release();\n        new_chunk();\n    }\n\n    /**\n     * Deletes all the allocated chunks.\n     * Do not use container after this! See ``clear()`` instead.\n     */\n    void release() noexcept {\n        std::for_each(_chunks.begin(), _chunks.end(), [](T* c) { delete[] c; });\n        _chunks.clear();\n        _chunks.shrink_to_fit();\n        _last_chunk_idx = 0;\n        _last_idx_in_last_chunk = 0;\n    }\n\n    /**\n     * As the array is dynamic, checks whether a given address is currently within bounds.\n     *\n     * @param chunk_index index of the chunk\n     * @param index_within_chunk index within that chunk\n     * @return true if that chunk is already allocated and index_within_chunk < chunk size.\n     */\n    inline bool within_bounds(size_t chunk_index, size_t index_within_chunk) const {\n        return (chunk_index < _chunks.size()) && (index_within_chunk < _chunk_size);\n    }\n\n    /**\n     * Adds a new chunk to the array of chunks. Not thread-safe.\n     */\n    void new_chunk() {\n        _chunks.push_back(new (std::nothrow) T[_chunk_size]);\n\n        // Check memory allocation success:\n        if (!_chunks[_chunks.size() - 1]) {\n            release();\n            Log::Fatal(\"Memory exhausted! Cannot allocate new ChunkedArray chunk.\");\n        }\n    }\n\n private:\n    const size_t _chunk_size;\n    std::vector<T*> _chunks;\n\n    // For the add() interface & some of the get_*() queries:\n    size_t _last_chunk_idx;  //<! Index of chunks\n    size_t _last_idx_in_last_chunk;  //<! Index within chunk\n};\n\n\n}  // namespace LightGBM\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_CHUNKED_ARRAY_HPP_\n"
  },
  {
    "path": "include/LightGBM/utils/common.h",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_COMMON_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_COMMON_H_\n\n#include <LightGBM/utils/json11.h>\n#include <LightGBM/utils/log.h>\n#include <LightGBM/utils/openmp_wrapper.h>\n\n#include <limits>\n#include <string>\n#include <algorithm>\n#include <cctype>\n#include <chrono>\n#include <cmath>\n#include <cstdint>\n#include <cstdio>\n#include <cstdlib>\n#include <cstring>\n#include <functional>\n#include <iomanip>\n#include <iterator>\n#include <map>\n#include <memory>\n#include <sstream>\n#include <type_traits>\n#include <unordered_map>\n#include <utility>\n#include <vector>\n\n#define FMT_HEADER_ONLY\n#include \"fast_double_parser.h\"\n#include \"fmt/format.h\"\n\n#ifdef _MSC_VER\n#include <intrin.h>\n#pragma intrinsic(_BitScanReverse)\n#endif\n\n#if defined(_MSC_VER)\n#include <malloc.h>\n#elif MM_MALLOC\n#include <mm_malloc.h>\n// https://gcc.gnu.org/onlinedocs/cpp/Common-Predefined-Macros.html\n// https://www.oreilly.com/library/view/mac-os-x/0596003560/ch05s01s02.html\n#elif defined(__GNUC__) && defined(HAVE_MALLOC_H)\n  #include <malloc.h>\n  #define _mm_malloc(a, b) memalign(b, a)\n  #define _mm_free(a) free(a)\n#else\n#include <stdlib.h>\n#define _mm_malloc(a, b) malloc(a)\n#define _mm_free(a) free(a)\n#endif\n\nnamespace LightGBM {\n\nnamespace Common {\n\nusing json11_internal_lightgbm::Json;\n\n/*!\n* Imbues the stream with the C locale.\n*/\nstatic void C_stringstream(std::stringstream &ss) {\n  ss.imbue(std::locale::classic());\n}\n\ninline static std::string Trim(std::string str) {\n  if (str.empty()) {\n    return str;\n  }\n  str.erase(str.find_last_not_of(\" \\f\\n\\r\\t\\v\") + 1);\n  str.erase(0, str.find_first_not_of(\" \\f\\n\\r\\t\\v\"));\n  return str;\n}\n\ninline static std::string RemoveQuotationSymbol(std::string str) {\n  if (str.empty()) {\n    return str;\n  }\n  str.erase(str.find_last_not_of(\"'\\\"\") + 1);\n  str.erase(0, str.find_first_not_of(\"'\\\"\"));\n  return str;\n}\n\ninline static bool StartsWith(const std::string& str, const std::string prefix) {\n  if (str.substr(0, prefix.size()) == prefix) {\n    return true;\n  } else {\n    return false;\n  }\n}\n\ninline static std::vector<std::string> Split(const char* c_str, char delimiter) {\n  std::vector<std::string> ret;\n  std::string str(c_str);\n  size_t i = 0;\n  size_t pos = 0;\n  while (pos < str.length()) {\n    if (str[pos] == delimiter) {\n      if (i < pos) {\n        ret.push_back(str.substr(i, pos - i));\n      }\n      ++pos;\n      i = pos;\n    } else {\n      ++pos;\n    }\n  }\n  if (i < pos) {\n    ret.push_back(str.substr(i));\n  }\n  return ret;\n}\n\ninline static std::vector<std::string> SplitBrackets(const char* c_str, char left_delimiter, char right_delimiter) {\n  std::vector<std::string> ret;\n  std::string str(c_str);\n  size_t i = 0;\n  size_t pos = 0;\n  bool open = false;\n  while (pos < str.length()) {\n    if (str[pos] == left_delimiter) {\n      open = true;\n      ++pos;\n      i = pos;\n    } else if (str[pos] == right_delimiter && open) {\n      if (i < pos) {\n        ret.push_back(str.substr(i, pos - i));\n      }\n      open = false;\n      ++pos;\n    } else {\n      ++pos;\n    }\n  }\n  return ret;\n}\n\ninline static std::vector<std::string> SplitLines(const char* c_str) {\n  std::vector<std::string> ret;\n  std::string str(c_str);\n  size_t i = 0;\n  size_t pos = 0;\n  while (pos < str.length()) {\n    if (str[pos] == '\\n' || str[pos] == '\\r') {\n      if (i < pos) {\n        ret.push_back(str.substr(i, pos - i));\n      }\n      // skip the line endings\n      while (str[pos] == '\\n' || str[pos] == '\\r') ++pos;\n      // new begin\n      i = pos;\n    } else {\n      ++pos;\n    }\n  }\n  if (i < pos) {\n    ret.push_back(str.substr(i));\n  }\n  return ret;\n}\n\ninline static std::vector<std::string> Split(const char* c_str, const char* delimiters) {\n  std::vector<std::string> ret;\n  std::string str(c_str);\n  size_t i = 0;\n  size_t pos = 0;\n  while (pos < str.length()) {\n    bool met_delimiters = false;\n    for (int j = 0; delimiters[j] != '\\0'; ++j) {\n      if (str[pos] == delimiters[j]) {\n        met_delimiters = true;\n        break;\n      }\n    }\n    if (met_delimiters) {\n      if (i < pos) {\n        ret.push_back(str.substr(i, pos - i));\n      }\n      ++pos;\n      i = pos;\n    } else {\n      ++pos;\n    }\n  }\n  if (i < pos) {\n    ret.push_back(str.substr(i));\n  }\n  return ret;\n}\n\ninline static std::string GetFromParserConfig(std::string config_str, std::string key) {\n  // parser config should follow json format.\n  std::string err;\n  Json config_json = Json::parse(config_str, &err);\n  if (!err.empty()) {\n    Log::Fatal(\"Invalid parser config: %s. Please check if follow json format.\", err.c_str());\n  }\n  return config_json[key].string_value();\n}\n\ninline static std::string SaveToParserConfig(std::string config_str, std::string key, std::string value) {\n  std::string err;\n  Json config_json = Json::parse(config_str, &err);\n  if (!err.empty()) {\n    Log::Fatal(\"Invalid parser config: %s. Please check if follow json format.\", err.c_str());\n  }\n  CHECK(config_json.is_object());\n  std::map<std::string, Json> config_map = config_json.object_items();\n  config_map.insert(std::pair<std::string, Json>(key, Json(value)));\n  return Json(config_map).dump();\n}\n\ntemplate<typename T>\ninline static const char* Atoi(const char* p, T* out) {\n  int sign;\n  T value;\n  while (*p == ' ') {\n    ++p;\n  }\n  sign = 1;\n  if (*p == '-') {\n    sign = -1;\n    ++p;\n  } else if (*p == '+') {\n    ++p;\n  }\n  for (value = 0; *p >= '0' && *p <= '9'; ++p) {\n    value = value * 10 + (*p - '0');\n  }\n  *out = static_cast<T>(sign * value);\n  while (*p == ' ') {\n    ++p;\n  }\n  return p;\n}\n\ntemplate<typename T>\ninline static double Pow(T base, int power) {\n  if (power < 0) {\n    return 1.0 / Pow(base, -power);\n  } else if (power == 0) {\n    return 1;\n  } else if (power % 2 == 0) {\n    return Pow(base*base, power / 2);\n  } else if (power % 3 == 0) {\n    return Pow(base*base*base, power / 3);\n  } else {\n    return base * Pow(base, power - 1);\n  }\n}\n\ninline static const char* Atof(const char* p, double* out) {\n  int frac;\n  double sign, value, scale;\n  *out = NAN;\n  // Skip leading white space, if any.\n  while (*p == ' ') {\n    ++p;\n  }\n  // Get sign, if any.\n  sign = 1.0;\n  if (*p == '-') {\n    sign = -1.0;\n    ++p;\n  } else if (*p == '+') {\n    ++p;\n  }\n\n  // is a number\n  if ((*p >= '0' && *p <= '9') || *p == '.' || *p == 'e' || *p == 'E') {\n    // Get digits before decimal point or exponent, if any.\n    for (value = 0.0; *p >= '0' && *p <= '9'; ++p) {\n      value = value * 10.0 + (*p - '0');\n    }\n\n    // Get digits after decimal point, if any.\n    if (*p == '.') {\n      double right = 0.0;\n      int nn = 0;\n      ++p;\n      while (*p >= '0' && *p <= '9') {\n        right = (*p - '0') + right * 10.0;\n        ++nn;\n        ++p;\n      }\n      value += right / Pow(10.0, nn);\n    }\n\n    // Handle exponent, if any.\n    frac = 0;\n    scale = 1.0;\n    if ((*p == 'e') || (*p == 'E')) {\n      uint32_t expon;\n      // Get sign of exponent, if any.\n      ++p;\n      if (*p == '-') {\n        frac = 1;\n        ++p;\n      } else if (*p == '+') {\n        ++p;\n      }\n      // Get digits of exponent, if any.\n      for (expon = 0; *p >= '0' && *p <= '9'; ++p) {\n        expon = expon * 10 + (*p - '0');\n      }\n      if (expon > 308) expon = 308;\n      // Calculate scaling factor.\n      while (expon >= 50) {\n        scale *= 1E50;\n        expon -= 50;\n      }\n      while (expon >= 8) {\n        scale *= 1E8;\n        expon -= 8;\n      }\n      while (expon > 0) {\n        scale *= 10.0;\n        expon -= 1;\n      }\n    }\n    // Return signed and scaled floating point result.\n    *out = sign * (frac ? (value / scale) : (value * scale));\n  } else {\n    size_t cnt = 0;\n    while (*(p + cnt) != '\\0' && *(p + cnt) != ' '\n           && *(p + cnt) != '\\t' && *(p + cnt) != ','\n           && *(p + cnt) != '\\n' && *(p + cnt) != '\\r'\n           && *(p + cnt) != ':') {\n      ++cnt;\n    }\n    if (cnt > 0) {\n      std::string tmp_str(p, cnt);\n      std::transform(tmp_str.begin(), tmp_str.end(), tmp_str.begin(), [](unsigned char c){ return std::tolower(c); });\n      if (tmp_str == std::string(\"na\") || tmp_str == std::string(\"nan\") ||\n          tmp_str == std::string(\"null\")) {\n        *out = NAN;\n      } else if (tmp_str == std::string(\"inf\") || tmp_str == std::string(\"infinity\")) {\n        *out = sign * 1e308;\n      } else {\n        Log::Fatal(\"Unknown token %s in data file\", tmp_str.c_str());\n      }\n      p += cnt;\n    }\n  }\n\n  while (*p == ' ') {\n    ++p;\n  }\n\n  return p;\n}\n\n// Use fast_double_parse and strtod (if parse failed) to parse double.\ninline static const char* AtofPrecise(const char* p, double* out) {\n  const char* end = fast_double_parser::parse_number(p, out);\n\n  if (end != nullptr) {\n    return end;\n  }\n\n  // Rare path: Not in RFC 7159 format. Possible \"inf\", \"nan\", etc. Fallback to standard library:\n  char* end2;\n  errno = 0;  // This is Required before calling strtod.\n  *out = std::strtod(p, &end2);  // strtod is locale aware.\n  if (end2 == p) {\n    Log::Fatal(\"no conversion to double for: %s\", p);\n  }\n  if (errno == ERANGE) {\n    Log::Warning(\"convert to double got underflow or overflow: %s\", p);\n  }\n  return end2;\n}\n\ninline static bool AtoiAndCheck(const char* p, int* out) {\n  const char* after = Atoi(p, out);\n  if (*after != '\\0') {\n    return false;\n  }\n  return true;\n}\n\ninline static bool AtofAndCheck(const char* p, double* out) {\n  const char* after = Atof(p, out);\n  if (*after != '\\0') {\n    return false;\n  }\n  return true;\n}\n\ninline static const char* SkipSpaceAndTab(const char* p) {\n  while (*p == ' ' || *p == '\\t') {\n    ++p;\n  }\n  return p;\n}\n\ninline static const char* SkipReturn(const char* p) {\n  while (*p == '\\n' || *p == '\\r' || *p == ' ') {\n    ++p;\n  }\n  return p;\n}\n\ntemplate<typename T, typename T2>\ninline static std::vector<T2> ArrayCast(const std::vector<T>& arr) {\n  std::vector<T2> ret(arr.size());\n  for (size_t i = 0; i < arr.size(); ++i) {\n    ret[i] = static_cast<T2>(arr[i]);\n  }\n  return ret;\n}\n\ntemplate<typename T, bool is_float>\nstruct __StringToTHelper {\n  T operator()(const std::string& str) const {\n    T ret = 0;\n    Atoi(str.c_str(), &ret);\n    return ret;\n  }\n};\n\ntemplate<typename T>\nstruct __StringToTHelper<T, true> {\n  T operator()(const std::string& str) const {\n    return static_cast<T>(std::stod(str));\n  }\n};\n\ntemplate<typename T>\ninline static std::vector<T> StringToArray(const std::string& str, char delimiter) {\n  std::vector<std::string> strs = Split(str.c_str(), delimiter);\n  std::vector<T> ret;\n  ret.reserve(strs.size());\n  __StringToTHelper<T, std::is_floating_point<T>::value> helper;\n  for (const auto& s : strs) {\n    ret.push_back(helper(s));\n  }\n  return ret;\n}\n\ntemplate<typename T>\ninline static std::vector<std::vector<T>> StringToArrayofArrays(\n    const std::string& str, char left_bracket, char right_bracket, char delimiter) {\n  std::vector<std::string> strs = SplitBrackets(str.c_str(), left_bracket, right_bracket);\n  std::vector<std::vector<T>> ret;\n  for (const auto& s : strs) {\n    ret.push_back(StringToArray<T>(s, delimiter));\n  }\n  return ret;\n}\n\ntemplate<typename T>\ninline static std::vector<T> StringToArray(const std::string& str, int n) {\n  if (n == 0) {\n    return std::vector<T>();\n  }\n  std::vector<std::string> strs = Split(str.c_str(), ' ');\n  CHECK_EQ(strs.size(), static_cast<size_t>(n));\n  std::vector<T> ret;\n  ret.reserve(strs.size());\n  __StringToTHelper<T, std::is_floating_point<T>::value> helper;\n  for (const auto& s : strs) {\n    ret.push_back(helper(s));\n  }\n  return ret;\n}\n\ntemplate<typename T, bool is_float>\nstruct __StringToTHelperFast {\n  const char* operator()(const char*p, T* out) const {\n    return Atoi(p, out);\n  }\n};\n\ntemplate<typename T>\nstruct __StringToTHelperFast<T, true> {\n  const char* operator()(const char*p, T* out) const {\n    double tmp = 0.0f;\n    auto ret = Atof(p, &tmp);\n    *out = static_cast<T>(tmp);\n    return ret;\n  }\n};\n\ntemplate<typename T>\ninline static std::vector<T> StringToArrayFast(const std::string& str, int n) {\n  if (n == 0) {\n    return std::vector<T>();\n  }\n  auto p_str = str.c_str();\n  __StringToTHelperFast<T, std::is_floating_point<T>::value> helper;\n  std::vector<T> ret(n);\n  for (int i = 0; i < n; ++i) {\n    p_str = helper(p_str, &ret[i]);\n  }\n  return ret;\n}\n\ntemplate<typename T>\ninline static std::string Join(const std::vector<T>& strs, const char* delimiter, const bool force_C_locale = false) {\n  if (strs.empty()) {\n    return std::string(\"\");\n  }\n  std::stringstream str_buf;\n  if (force_C_locale) {\n    C_stringstream(str_buf);\n  }\n  str_buf << std::setprecision(std::numeric_limits<double>::digits10 + 2);\n  str_buf << strs[0];\n  for (size_t i = 1; i < strs.size(); ++i) {\n    str_buf << delimiter;\n    str_buf << strs[i];\n  }\n  return str_buf.str();\n}\n\ntemplate<>\ninline std::string Join<int8_t>(const std::vector<int8_t>& strs, const char* delimiter, const bool force_C_locale) {\n  if (strs.empty()) {\n    return std::string(\"\");\n  }\n  std::stringstream str_buf;\n  if (force_C_locale) {\n    C_stringstream(str_buf);\n  }\n  str_buf << std::setprecision(std::numeric_limits<double>::digits10 + 2);\n  str_buf << static_cast<int16_t>(strs[0]);\n  for (size_t i = 1; i < strs.size(); ++i) {\n    str_buf << delimiter;\n    str_buf << static_cast<int16_t>(strs[i]);\n  }\n  return str_buf.str();\n}\n\ntemplate<typename T>\ninline static std::string Join(const std::vector<T>& strs, size_t start, size_t end, const char* delimiter, const bool force_C_locale = false) {\n  if (end - start <= 0) {\n    return std::string(\"\");\n  }\n  start = std::min(start, static_cast<size_t>(strs.size()) - 1);\n  end = std::min(end, static_cast<size_t>(strs.size()));\n  std::stringstream str_buf;\n  if (force_C_locale) {\n    C_stringstream(str_buf);\n  }\n  str_buf << std::setprecision(std::numeric_limits<double>::digits10 + 2);\n  str_buf << strs[start];\n  for (size_t i = start + 1; i < end; ++i) {\n    str_buf << delimiter;\n    str_buf << strs[i];\n  }\n  return str_buf.str();\n}\n\ninline static int64_t Pow2RoundUp(int64_t x) {\n  int64_t t = 1;\n  for (int i = 0; i < 64; ++i) {\n    if (t >= x) {\n      return t;\n    }\n    t <<= 1;\n  }\n  return 0;\n}\n\n/*!\n * \\brief Do inplace softmax transformation on p_rec\n * \\param p_rec The input/output vector of the values.\n */\ninline static void Softmax(std::vector<double>* p_rec) {\n  std::vector<double> &rec = *p_rec;\n  double wmax = rec[0];\n  for (size_t i = 1; i < rec.size(); ++i) {\n    wmax = std::max(rec[i], wmax);\n  }\n  double wsum = 0.0f;\n  for (size_t i = 0; i < rec.size(); ++i) {\n    rec[i] = std::exp(rec[i] - wmax);\n    wsum += rec[i];\n  }\n  for (size_t i = 0; i < rec.size(); ++i) {\n    rec[i] /= static_cast<double>(wsum);\n  }\n}\n\ninline static void Softmax(const double* input, double* output, int len) {\n  double wmax = input[0];\n  for (int i = 1; i < len; ++i) {\n    wmax = std::max(input[i], wmax);\n  }\n  double wsum = 0.0f;\n  for (int i = 0; i < len; ++i) {\n    output[i] = std::exp(input[i] - wmax);\n    wsum += output[i];\n  }\n  for (int i = 0; i < len; ++i) {\n    output[i] /= static_cast<double>(wsum);\n  }\n}\n\ntemplate<typename T>\nstd::vector<const T*> ConstPtrInVectorWrapper(const std::vector<std::unique_ptr<T>>& input) {\n  std::vector<const T*> ret;\n  for (auto t = input.begin(); t !=input.end(); ++t) {\n    ret.push_back(t->get());\n  }\n  return ret;\n}\n\ntemplate<typename T1, typename T2>\ninline static void SortForPair(std::vector<T1>* keys, std::vector<T2>* values, size_t start, bool is_reverse = false) {\n  std::vector<std::pair<T1, T2>> arr;\n  auto& ref_key = *keys;\n  auto& ref_value = *values;\n  for (size_t i = start; i < keys->size(); ++i) {\n    arr.emplace_back(ref_key[i], ref_value[i]);\n  }\n  if (!is_reverse) {\n    std::stable_sort(arr.begin(), arr.end(), [](const std::pair<T1, T2>& a, const std::pair<T1, T2>& b) {\n      return a.first < b.first;\n    });\n  } else {\n    std::stable_sort(arr.begin(), arr.end(), [](const std::pair<T1, T2>& a, const std::pair<T1, T2>& b) {\n      return a.first > b.first;\n    });\n  }\n  for (size_t i = start; i < arr.size(); ++i) {\n    ref_key[i] = arr[i].first;\n    ref_value[i] = arr[i].second;\n  }\n}\n\ntemplate <typename T>\ninline static std::vector<T*> Vector2Ptr(std::vector<std::vector<T>>* data) {\n  std::vector<T*> ptr(data->size());\n  auto& ref_data = *data;\n  for (size_t i = 0; i < data->size(); ++i) {\n    ptr[i] = ref_data[i].data();\n  }\n  return ptr;\n}\n\ntemplate <typename T>\ninline static std::vector<int> VectorSize(const std::vector<std::vector<T>>& data) {\n  std::vector<int> ret(data.size());\n  for (size_t i = 0; i < data.size(); ++i) {\n    ret[i] = static_cast<int>(data[i].size());\n  }\n  return ret;\n}\n\ninline static double AvoidInf(double x) {\n  if (std::isnan(x)) {\n    return 0.0;\n  } else if (x >= 1e300) {\n    return 1e300;\n  } else if (x <= -1e300) {\n    return -1e300;\n  } else {\n    return x;\n  }\n}\n\ninline static float AvoidInf(float x) {\n  if (std::isnan(x)) {\n    return 0.0f;\n  } else if (x >= 1e38) {\n    return 1e38f;\n  } else if (x <= -1e38) {\n    return -1e38f;\n  } else {\n    return x;\n  }\n}\n\ntemplate<typename _Iter> inline\nstatic typename std::iterator_traits<_Iter>::value_type* IteratorValType(_Iter) {\n  return (0);\n}\n\ntemplate<typename _RanIt, typename _Pr, typename _VTRanIt> inline\nstatic void ParallelSort(_RanIt _First, _RanIt _Last, _Pr _Pred, _VTRanIt*) {\n  size_t len = _Last - _First;\n  const size_t kMinInnerLen = 1024;\n  int num_threads = OMP_NUM_THREADS();\n  if (len <= kMinInnerLen || num_threads <= 1) {\n    std::sort(_First, _Last, _Pred);\n    return;\n  }\n  size_t inner_size = (len + num_threads - 1) / num_threads;\n  inner_size = std::max(inner_size, kMinInnerLen);\n  num_threads = static_cast<int>((len + inner_size - 1) / inner_size);\n#pragma omp parallel for num_threads(num_threads) schedule(static, 1)\n  for (int i = 0; i < num_threads; ++i) {\n    size_t left = inner_size*i;\n    size_t right = left + inner_size;\n    right = std::min(right, len);\n    if (right > left) {\n      std::sort(_First + left, _First + right, _Pred);\n    }\n  }\n  // Buffer for merge.\n  std::vector<_VTRanIt> temp_buf(len);\n  _RanIt buf = temp_buf.begin();\n  size_t s = inner_size;\n  // Recursive merge\n  while (s < len) {\n    int loop_size = static_cast<int>((len + s * 2 - 1) / (s * 2));\n    #pragma omp parallel for num_threads(num_threads) schedule(static, 1)\n    for (int i = 0; i < loop_size; ++i) {\n      size_t left = i * 2 * s;\n      size_t mid = left + s;\n      size_t right = mid + s;\n      right = std::min(len, right);\n      if (mid >= right) {\n        continue;\n      }\n      std::copy(_First + left, _First + mid, buf + left);\n      std::merge(buf + left, buf + mid, _First + mid, _First + right, _First + left, _Pred);\n    }\n    s *= 2;\n  }\n}\n\ntemplate<typename _RanIt, typename _Pr> inline\nstatic void ParallelSort(_RanIt _First, _RanIt _Last, _Pr _Pred) {\n  return ParallelSort(_First, _Last, _Pred, IteratorValType(_First));\n}\n\n// Check that all y[] are in interval [ymin, ymax] (end points included); throws error if not\ntemplate <typename T>\ninline static void CheckElementsIntervalClosed(const T *y, T ymin, T ymax, int ny, const char *callername) {\n  auto fatal_msg = [&y, &ymin, &ymax, &callername](int i) {\n    std::ostringstream os;\n    os << \"[%s]: does not tolerate element [#%i = \" << y[i] << \"] outside [\" << ymin << \", \" << ymax << \"]\";\n    Log::Fatal(os.str().c_str(), callername, i);\n  };\n  for (int i = 1; i < ny; i += 2) {\n    if (y[i - 1] < y[i]) {\n      if (y[i - 1] < ymin) {\n        fatal_msg(i - 1);\n      } else if (y[i] > ymax) {\n        fatal_msg(i);\n      }\n    } else {\n      if (y[i - 1] > ymax) {\n        fatal_msg(i - 1);\n      } else if (y[i] < ymin) {\n        fatal_msg(i);\n      }\n    }\n  }\n  if (ny & 1) {  // odd\n    if (y[ny - 1] < ymin || y[ny - 1] > ymax) {\n      fatal_msg(ny - 1);\n    }\n  }\n}\n\n// One-pass scan over array w with nw elements: find min, max and sum of elements;\n// this is useful for checking weight requirements.\ntemplate <typename T1, typename T2>\ninline static void ObtainMinMaxSum(const T1 *w, int nw, T1 *mi, T1 *ma, T2 *su) {\n  T1 minw;\n  T1 maxw;\n  T1 sumw;\n  int i;\n  if (nw & 1) {  // odd\n    minw = w[0];\n    maxw = w[0];\n    sumw = w[0];\n    i = 2;\n  } else {  // even\n    if (w[0] < w[1]) {\n      minw = w[0];\n      maxw = w[1];\n    } else {\n      minw = w[1];\n      maxw = w[0];\n    }\n    sumw = w[0] + w[1];\n    i = 3;\n  }\n  for (; i < nw; i += 2) {\n    if (w[i - 1] < w[i]) {\n      minw = std::min(minw, w[i - 1]);\n      maxw = std::max(maxw, w[i]);\n    } else {\n      minw = std::min(minw, w[i]);\n      maxw = std::max(maxw, w[i - 1]);\n    }\n    sumw += w[i - 1] + w[i];\n  }\n  if (mi != nullptr) {\n    *mi = minw;\n  }\n  if (ma != nullptr) {\n    *ma = maxw;\n  }\n  if (su != nullptr) {\n    *su = static_cast<T2>(sumw);\n  }\n}\n\ninline static std::vector<uint32_t> EmptyBitset(int n) {\n  int size = n / 32;\n  if (n % 32 != 0) ++size;\n  return std::vector<uint32_t>(size);\n}\n\ntemplate<typename T>\ninline static void InsertBitset(std::vector<uint32_t>* vec, const T val) {\n  auto& ref_v = *vec;\n  int i1 = val / 32;\n  int i2 = val % 32;\n  if (static_cast<int>(vec->size()) < i1 + 1) {\n    vec->resize(i1 + 1, 0);\n  }\n  ref_v[i1] |= (1 << i2);\n}\n\ntemplate<typename T>\ninline static std::vector<uint32_t> ConstructBitset(const T* vals, int n) {\n  std::vector<uint32_t> ret;\n  for (int i = 0; i < n; ++i) {\n    int i1 = vals[i] / 32;\n    int i2 = vals[i] % 32;\n    if (static_cast<int>(ret.size()) < i1 + 1) {\n      ret.resize(i1 + 1, 0);\n    }\n    ret[i1] |= (1 << i2);\n  }\n  return ret;\n}\n\ntemplate<typename T>\ninline static bool FindInBitset(const uint32_t* bits, int n, T pos) {\n  int i1 = pos / 32;\n  if (i1 >= n) {\n    return false;\n  }\n  int i2 = pos % 32;\n  return (bits[i1] >> i2) & 1;\n}\n\ninline static bool CheckDoubleEqualOrdered(double a, double b) {\n  double upper = std::nextafter(a, INFINITY);\n  return b <= upper;\n}\n\ninline static double GetDoubleUpperBound(double a) {\n  return std::nextafter(a, INFINITY);\n}\n\ninline static size_t GetLine(const char* str) {\n  auto start = str;\n  while (*str != '\\0' && *str != '\\n' && *str != '\\r') {\n    ++str;\n  }\n  return str - start;\n}\n\ninline static const char* SkipNewLine(const char* str) {\n  if (*str == '\\r') {\n    ++str;\n  }\n  if (*str == '\\n') {\n    ++str;\n  }\n  return str;\n}\n\ntemplate <typename T>\nstatic int Sign(T x) {\n  return (x > T(0)) - (x < T(0));\n}\n\ntemplate <typename T>\nstatic T SafeLog(T x) {\n  if (x > 0) {\n    return std::log(x);\n  } else {\n    return -INFINITY;\n  }\n}\n\ninline bool CheckAllowedJSON(const std::string& s) {\n  unsigned char char_code;\n  for (auto c : s) {\n    char_code = static_cast<unsigned char>(c);\n    if (char_code == 34      // \"\n        || char_code == 44   // ,\n        || char_code == 58   // :\n        || char_code == 91   // [\n        || char_code == 93   // ]\n        || char_code == 123  // {\n        || char_code == 125  // }\n        ) {\n      return false;\n    }\n  }\n  return true;\n}\n\ninline int RoundInt(double x) {\n  return static_cast<int>(x + 0.5f);\n}\n\ntemplate <typename T, std::size_t N = 32>\nclass AlignmentAllocator {\n public:\n  typedef T value_type;\n  typedef std::size_t size_type;\n  typedef std::ptrdiff_t difference_type;\n\n  typedef T* pointer;\n  typedef const T* const_pointer;\n\n  typedef T& reference;\n  typedef const T& const_reference;\n\n  inline AlignmentAllocator() throw() {}\n\n  template <typename T2>\n  inline AlignmentAllocator(const AlignmentAllocator<T2, N>&) throw() {}\n\n  inline ~AlignmentAllocator() throw() {}\n\n  inline pointer address(reference r) {\n    return &r;\n  }\n\n  inline const_pointer address(const_reference r) const {\n    return &r;\n  }\n\n  inline pointer allocate(size_type n) {\n    return (pointer)_mm_malloc(n * sizeof(value_type), N);\n  }\n\n  inline void deallocate(pointer p, size_type) {\n    _mm_free(p);\n  }\n\n  inline void construct(pointer p, const value_type& wert) {\n    new (p) value_type(wert);\n  }\n\n  inline void destroy(pointer p) {\n    p->~value_type();\n  }\n\n  inline size_type max_size() const throw() {\n    return size_type(-1) / sizeof(value_type);\n  }\n\n  template <typename T2>\n  struct rebind {\n    typedef AlignmentAllocator<T2, N> other;\n  };\n\n  bool operator!=(const AlignmentAllocator<T, N>& other) const {\n    return !(*this == other);\n  }\n\n  // Returns true if and only if storage allocated from *this\n  // can be deallocated from other, and vice versa.\n  // Always returns true for stateless allocators.\n  bool operator==(const AlignmentAllocator<T, N>&) const {\n    return true;\n  }\n};\n\nclass Timer {\n public:\n  Timer() {\n#ifdef TIMETAG\n    int num_threads = OMP_NUM_THREADS();\n    start_time_.resize(num_threads);\n    stats_.resize(num_threads);\n#endif  // TIMETAG\n  }\n\n  ~Timer() { Print(); }\n\n#ifdef TIMETAG\n  void Start(const std::string& name) {\n    auto tid = omp_get_thread_num();\n    start_time_[tid][name] = std::chrono::steady_clock::now();\n  }\n\n  void Stop(const std::string& name) {\n    auto cur_time = std::chrono::steady_clock::now();\n    auto tid = omp_get_thread_num();\n    if (stats_[tid].find(name) == stats_[tid].end()) {\n      stats_[tid][name] = std::chrono::duration<double, std::milli>(0);\n    }\n    stats_[tid][name] += cur_time - start_time_[tid][name];\n  }\n\n#else\n  void Start(const std::string&) {}\n\n  void Stop(const std::string&) {}\n#endif  // TIMETAG\n\n  void Print() const {\n#ifdef TIMETAG\n    std::unordered_map<std::string, std::chrono::duration<double, std::milli>>\n        stats(stats_[0].begin(), stats_[0].end());\n    for (size_t i = 1; i < stats_.size(); ++i) {\n      for (auto it = stats_[i].begin(); it != stats_[i].end(); ++it) {\n        if (stats.find(it->first) == stats.end()) {\n          stats[it->first] = it->second;\n        } else {\n          stats[it->first] += it->second;\n        }\n      }\n    }\n    std::map<std::string, std::chrono::duration<double, std::milli>> ordered(\n        stats.begin(), stats.end());\n    for (auto it = ordered.begin(); it != ordered.end(); ++it) {\n      Log::Info(\"%s costs:\\t %f\", it->first.c_str(), it->second * 1e-3);\n    }\n#endif  // TIMETAG\n  }\n#ifdef TIMETAG\n  std::vector<\n      std::unordered_map<std::string, std::chrono::steady_clock::time_point>>\n      start_time_;\n  std::vector<std::unordered_map<std::string,\n                                 std::chrono::duration<double, std::milli>>>\n      stats_;\n#endif  // TIMETAG\n};\n\n// Note: this class is not thread-safe, don't use it inside omp blocks\nclass FunctionTimer {\n public:\n#ifdef TIMETAG\n  FunctionTimer(const std::string& name, Timer& timer) : timer_(timer) {\n    timer.Start(name);\n    name_ = name;\n  }\n\n  ~FunctionTimer() { timer_.Stop(name_); }\n\n private:\n  std::string name_;\n  Timer& timer_;\n#else\n  FunctionTimer(const std::string&, Timer&) {}\n#endif  // TIMETAG\n};\n\n}  // namespace Common\n\nextern Common::Timer global_timer;\n\n\n/*!\n* Provides locale-independent alternatives to Common's methods.\n* Essential to make models robust to locale settings.\n*/\nnamespace CommonC {\n\ntemplate<typename T>\ninline static std::string Join(const std::vector<T>& strs, const char* delimiter) {\n  return LightGBM::Common::Join(strs, delimiter, true);\n}\n\ntemplate<typename T>\ninline static std::string Join(const std::vector<T>& strs, size_t start, size_t end, const char* delimiter) {\n  return LightGBM::Common::Join(strs, start, end, delimiter, true);\n}\n\ninline static const char* Atof(const char* p, double* out) {\n  return LightGBM::Common::Atof(p, out);\n}\n\ntemplate<typename T, bool is_float>\nstruct __StringToTHelperFast {\n  const char* operator()(const char*p, T* out) const {\n    return LightGBM::Common::Atoi(p, out);\n  }\n};\n\n/*!\n* \\warning Beware that ``Common::Atof`` in ``__StringToTHelperFast``,\n*          has **less** floating point precision than ``__StringToTHelper``.\n*          Both versions are kept to maintain bit-for-bit the \"legacy\" LightGBM behaviour in terms of precision.\n*          Check ``StringToArrayFast`` and ``StringToArray`` for more details on this.\n*/\ntemplate<typename T>\nstruct __StringToTHelperFast<T, true> {\n  const char* operator()(const char*p, T* out) const {\n    double tmp = 0.0f;\n    auto ret = Atof(p, &tmp);\n    *out = static_cast<T>(tmp);\n    return ret;\n  }\n};\n\ntemplate<typename T, bool is_float>\nstruct __StringToTHelper {\n  T operator()(const std::string& str) const {\n    T ret = 0;\n    LightGBM::Common::Atoi(str.c_str(), &ret);\n    return ret;\n  }\n};\n\n/*!\n* \\warning Beware that ``Common::Atof`` in ``__StringToTHelperFast``,\n*          has **less** floating point precision than ``__StringToTHelper``.\n*          Both versions are kept to maintain bit-for-bit the \"legacy\" LightGBM behaviour in terms of precision.\n*          Check ``StringToArrayFast`` and ``StringToArray`` for more details on this.\n* \\note It is possible that ``fast_double_parser::parse_number`` is faster than ``Common::Atof``.\n*/\ntemplate<typename T>\nstruct __StringToTHelper<T, true> {\n  T operator()(const std::string& str) const {\n    double tmp;\n\n    const char* end = Common::AtofPrecise(str.c_str(), &tmp);\n    if (end == str.c_str()) {\n        Log::Fatal(\"Failed to parse double: %s\", str.c_str());\n    }\n\n    return static_cast<T>(tmp);\n  }\n};\n\n\n/*!\n* \\warning Beware that due to internal use of ``Common::Atof`` in ``__StringToTHelperFast``,\n*          this method has less precision for floating point numbers than ``StringToArray``,\n*          which calls ``__StringToTHelper``.\n*          As such, ``StringToArrayFast`` and ``StringToArray`` are not equivalent!\n*          Both versions were kept to maintain bit-for-bit the \"legacy\" LightGBM behaviour in terms of precision.\n*/\ntemplate<typename T>\ninline static std::vector<T> StringToArrayFast(const std::string& str, int n) {\n  if (n == 0) {\n    return std::vector<T>();\n  }\n  auto p_str = str.c_str();\n  __StringToTHelperFast<T, std::is_floating_point<T>::value> helper;\n  std::vector<T> ret(n);\n  for (int i = 0; i < n; ++i) {\n    p_str = helper(p_str, &ret[i]);\n  }\n  return ret;\n}\n\n/*!\n* \\warning Do not replace calls to this method by ``StringToArrayFast``.\n*          This method is more precise for floating point numbers.\n*          Check ``StringToArrayFast`` for more details.\n*/\ntemplate<typename T>\ninline static std::vector<T> StringToArray(const std::string& str, int n) {\n  if (n == 0) {\n    return std::vector<T>();\n  }\n  std::vector<std::string> strs = LightGBM::Common::Split(str.c_str(), ' ');\n  CHECK_EQ(strs.size(), static_cast<size_t>(n));\n  std::vector<T> ret;\n  ret.reserve(strs.size());\n  __StringToTHelper<T, std::is_floating_point<T>::value> helper;\n  for (const auto& s : strs) {\n    ret.push_back(helper(s));\n  }\n  return ret;\n}\n\n/*!\n* \\warning Do not replace calls to this method by ``StringToArrayFast``.\n*          This method is more precise for floating point numbers.\n*          Check ``StringToArrayFast`` for more details.\n*/\ntemplate<typename T>\ninline static std::vector<T> StringToArray(const std::string& str, char delimiter) {\n  std::vector<std::string> strs = LightGBM::Common::Split(str.c_str(), delimiter);\n  std::vector<T> ret;\n  ret.reserve(strs.size());\n  __StringToTHelper<T, std::is_floating_point<T>::value> helper;\n  for (const auto& s : strs) {\n    ret.push_back(helper(s));\n  }\n  return ret;\n}\n\n/*!\n* Safely formats a value onto a buffer according to a format string and null-terminates it.\n*\n* \\note It checks that the full value was written or forcefully aborts.\n*       This safety check serves to prevent incorrect internal API usage.\n*       Correct usage will never incur in this problem:\n*         - The received buffer size shall be sufficient at all times for the input format string and value.\n*/\ntemplate <typename T>\ninline static void format_to_buf(char* buffer, const size_t buf_len, const char* format, const T value) {\n    auto result = fmt::format_to_n(buffer, buf_len, format, value);\n    if (result.size >= buf_len) {\n      Log::Fatal(\"Numerical conversion failed. Buffer is too small.\");\n    }\n    buffer[result.size] = '\\0';\n}\n\ntemplate<typename T, bool is_float, bool high_precision>\nstruct __TToStringHelper {\n  void operator()(T value, char* buffer, size_t buf_len) const {\n    format_to_buf(buffer, buf_len, \"{}\", value);\n  }\n};\n\ntemplate<typename T>\nstruct __TToStringHelper<T, true, false> {\n  void operator()(T value, char* buffer, size_t buf_len) const {\n    format_to_buf(buffer, buf_len, \"{:g}\", value);\n  }\n};\n\ntemplate<typename T>\nstruct __TToStringHelper<T, true, true> {\n  void operator()(T value, char* buffer, size_t buf_len) const {\n    format_to_buf(buffer, buf_len, \"{:.17g}\", value);\n  }\n};\n\n/*!\n* Converts an array to a string with with values separated by the space character.\n* This method replaces Common's ``ArrayToString`` and ``ArrayToStringFast`` functionality\n* and is locale-independent.\n*\n* \\note If ``high_precision_output`` is set to true,\n*       floating point values are output with more digits of precision.\n*/\ntemplate<bool high_precision_output = false, typename T>\ninline static std::string ArrayToString(const std::vector<T>& arr, size_t n) {\n  if (arr.empty() || n == 0) {\n    return std::string(\"\");\n  }\n  __TToStringHelper<T, std::is_floating_point<T>::value, high_precision_output> helper;\n  const size_t buf_len = high_precision_output ? 32 : 16;\n  std::vector<char> buffer(buf_len);\n  std::stringstream str_buf;\n  Common::C_stringstream(str_buf);\n  helper(arr[0], buffer.data(), buf_len);\n  str_buf << buffer.data();\n  for (size_t i = 1; i < std::min(n, arr.size()); ++i) {\n    helper(arr[i], buffer.data(), buf_len);\n    str_buf << ' ' << buffer.data();\n  }\n  return str_buf.str();\n}\n\n\n}  // namespace CommonC\n\n\n}  // namespace LightGBM\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_COMMON_H_\n"
  },
  {
    "path": "include/LightGBM/utils/file_io.h",
    "content": "/*!\n * Copyright (c) 2018-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2018-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_FILE_IO_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_FILE_IO_H_\n\n#include <LightGBM/utils/binary_writer.h>\n\n#include <string>\n#include <cstdio>\n#include <cstdlib>\n#include <cstring>\n#include <iostream>\n#include <memory>\n#include <vector>\n\nnamespace LightGBM {\n\n/*!\n * \\brief An interface for writing files from buffers\n */\nstruct VirtualFileWriter : BinaryWriter {\n  virtual ~VirtualFileWriter() {}\n\n  /*!\n   * \\brief Initialize the writer\n   * \\return True when the file is available for writes\n   */\n  virtual bool Init() = 0;\n\n  /*!\n   * \\brief Create appropriate writer for filename\n   * \\param filename Filename of the data\n   * \\return File writer instance\n   */\n  static std::unique_ptr<VirtualFileWriter> Make(const std::string& filename);\n\n  /*!\n   * \\brief Check filename existence\n   * \\param filename Filename of the data\n   * \\return True when the file exists\n   */\n  static bool Exists(const std::string& filename);\n};\n\n/**\n * \\brief An interface for reading files into buffers\n */\nstruct VirtualFileReader {\n  /*!\n   * \\brief Constructor\n   * \\param filename Filename of the data\n   */\n  virtual ~VirtualFileReader() {}\n  /*!\n   * \\brief Initialize the reader\n   * \\return True when the file is available for read\n   */\n  virtual bool Init() = 0;\n  /*!\n   * \\brief Read data into buffer\n   * \\param buffer Buffer to read data into\n   * \\param bytes Number of bytes to read\n   * \\return Number of bytes read\n   */\n  virtual size_t Read(void* buffer, size_t bytes) const = 0;\n  /*!\n   * \\brief Create appropriate reader for filename\n   * \\param filename Filename of the data\n   * \\return File reader instance\n   */\n  static std::unique_ptr<VirtualFileReader> Make(const std::string& filename);\n};\n\n}  // namespace LightGBM\n\n#endif   // LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_FILE_IO_H_\n"
  },
  {
    "path": "include/LightGBM/utils/json11.h",
    "content": "/* Copyright (c) 2013 Dropbox, Inc.\n *\n * Permission is hereby granted, free of charge, to any person obtaining a copy\n * of this software and associated documentation files (the \"Software\"), to deal\n * in the Software without restriction, including without limitation the rights\n * to use, copy, modify, merge, publish, distribute, sublicense, and/or sell\n * copies of the Software, and to permit persons to whom the Software is\n * furnished to do so, subject to the following conditions:\n *\n * The above copyright notice and this permission notice shall be included in\n * all copies or substantial portions of the Software.\n *\n * THE SOFTWARE IS PROVIDED \"AS IS\", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR\n * IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,\n * FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE\n * AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER\n * LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,\n * OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN\n * THE SOFTWARE.\n */\n\n/* json11\n *\n * json11 is a tiny JSON library for C++11, providing JSON parsing and\n * serialization.\n *\n * The core object provided by the library is json11::Json. A Json object\n * represents any JSON value: null, bool, number (int or double), string\n * (std::string), array (std::vector), or object (std::map).\n *\n * Json objects act like values: they can be assigned, copied, moved, compared\n * for equality or order, etc. There are also helper methods Json::dump, to\n * serialize a Json to a string, and Json::parse (static) to parse a std::string\n * as a Json object.\n *\n * Internally, the various types of Json object are represented by the JsonValue\n * class hierarchy.\n *\n * A note on numbers - JSON specifies the syntax of number formatting but not\n * its semantics, so some JSON implementations distinguish between integers and\n * floating-point numbers, while some don't. In json11, we choose the latter.\n * Because some JSON implementations (namely Javascript itself) treat all\n * numbers as the same type, distinguishing the two leads to JSON that will be\n * *silently* changed by a round-trip through those implementations. Dangerous!\n * To avoid that risk, json11 stores all numbers as double internally, but also\n * provides integer helpers.\n *\n * Fortunately, double-precision IEEE754 ('double') can precisely store any\n * integer in the range +/-2^53, which includes every 'int' on most systems.\n * (Timestamps often use int64 or long long to avoid the Y2038K problem; a\n * double storing microseconds since some epoch will be exact for +/- 275\n * years.)\n */\n#pragma once\n\n#include <initializer_list>\n#include <map>\n#include <memory>\n#include <string>\n#include <utility>\n#include <vector>\n\nnamespace json11_internal_lightgbm {\n\nenum JsonParse { STANDARD, COMMENTS };\n\nclass JsonValue;\n\nclass Json final {\n public:\n  // Types\n  enum Type { NUL, NUMBER, BOOL, STRING, ARRAY, OBJECT };\n\n  // Array and object typedefs\n  typedef std::vector<Json> array;\n  typedef std::map<std::string, Json> object;\n\n  // Constructors for the various types of JSON value.\n  Json() noexcept;                          // NUL\n  explicit Json(std::nullptr_t) noexcept;   // NUL\n  explicit Json(double value);              // NUMBER\n  explicit Json(int value);                 // NUMBER\n  explicit Json(bool value);                // BOOL\n  explicit Json(const std::string &value);  // STRING\n  explicit Json(std::string &&value);       // STRING\n  explicit Json(const char *value);         // STRING\n  explicit Json(const array &values);       // ARRAY\n  explicit Json(array &&values);            // ARRAY\n  explicit Json(const object &values);      // OBJECT\n  explicit Json(object &&values);           // OBJECT\n\n  // Implicit constructor: anything with a to_json() function.\n  template <class T, class = decltype(&T::to_json)>\n  explicit Json(const T &t) : Json(t.to_json()) {}\n\n  // Implicit constructor: map-like objects (std::map, std::unordered_map, etc)\n  template <\n      class M,\n      typename std::enable_if<\n          std::is_constructible<\n              std::string, decltype(std::declval<M>().begin()->first)>::value &&\n              std::is_constructible<\n                  Json, decltype(std::declval<M>().begin()->second)>::value,\n          int>::type = 0>\n  explicit Json(const M &m) : Json(object(m.begin(), m.end())) {}\n\n  // Implicit constructor: vector-like objects (std::list, std::vector,\n  // std::set, etc)\n  template <class V, typename std::enable_if<\n                         std::is_constructible<\n                             Json, decltype(*std::declval<V>().begin())>::value,\n                         int>::type = 0>\n  explicit Json(const V &v) : Json(array(v.begin(), v.end())) {}\n\n  // This prevents Json(some_pointer) from accidentally producing a bool. Use\n  // Json(bool(some_pointer)) if that behavior is desired.\n  explicit Json(void *) = delete;\n\n  // Accessors\n  Type type() const;\n\n  bool is_null() const { return type() == NUL; }\n  bool is_number() const { return type() == NUMBER; }\n  bool is_bool() const { return type() == BOOL; }\n  bool is_string() const { return type() == STRING; }\n  bool is_array() const { return type() == ARRAY; }\n  bool is_object() const { return type() == OBJECT; }\n\n  // Return the enclosed value if this is a number, 0 otherwise. Note that\n  // json11 does not distinguish between integer and non-integer numbers -\n  // number_value() and int_value() can both be applied to a NUMBER-typed\n  // object.\n  double number_value() const;\n  int int_value() const;\n\n  // Return the enclosed value if this is a boolean, false otherwise.\n  bool bool_value() const;\n  // Return the enclosed string if this is a string, \"\" otherwise.\n  const std::string &string_value() const;\n  // Return the enclosed std::vector if this is an array, or an empty vector\n  // otherwise.\n  const array &array_items() const;\n  // Return the enclosed std::map if this is an object, or an empty map\n  // otherwise.\n  const object &object_items() const;\n\n  // Return a reference to arr[i] if this is an array, Json() otherwise.\n  const Json &operator[](size_t i) const;\n  // Return a reference to obj[key] if this is an object, Json() otherwise.\n  const Json &operator[](const std::string &key) const;\n\n  // Serialize.\n  void dump(std::string *out) const;\n  std::string dump() const {\n    std::string out;\n    dump(&out);\n    return out;\n  }\n\n  // Parse. If parse fails, return Json() and assign an error message to err.\n  static Json parse(const std::string &in, std::string *err,\n                    JsonParse strategy = JsonParse::STANDARD);\n  static Json parse(const char *in, std::string *err,\n                    JsonParse strategy = JsonParse::STANDARD) {\n    if (in) {\n      return parse(std::string(in), err, strategy);\n    } else {\n      *err = \"null input\";\n      return Json(nullptr);\n    }\n  }\n  // Parse multiple objects, concatenated or separated by whitespace\n  static std::vector<Json> parse_multi(\n      const std::string &in, std::string::size_type *parser_stop_pos,\n      std::string *err, JsonParse strategy = JsonParse::STANDARD);\n\n  static inline std::vector<Json> parse_multi(\n      const std::string &in, std::string *err,\n      JsonParse strategy = JsonParse::STANDARD) {\n    std::string::size_type parser_stop_pos;\n    return parse_multi(in, &parser_stop_pos, err, strategy);\n  }\n\n  bool operator==(const Json &rhs) const;\n  bool operator<(const Json &rhs) const;\n  bool operator!=(const Json &rhs) const { return !(*this == rhs); }\n  bool operator<=(const Json &rhs) const { return !(rhs < *this); }\n  bool operator>(const Json &rhs) const { return (rhs < *this); }\n  bool operator>=(const Json &rhs) const { return !(*this < rhs); }\n\n  /* has_shape(types, err)\n   *\n   * Return true if this is a JSON object and, for each item in types, has a\n   * field of the given type. If not, return false and set err to a descriptive\n   * message.\n   */\n  typedef std::initializer_list<std::pair<std::string, Type>> shape;\n  bool has_shape(const shape &types, std::string *err) const;\n\n private:\n  std::shared_ptr<JsonValue> m_ptr;\n};\n\n// Internal class hierarchy - JsonValue objects are not exposed to users of this\n// API.\nclass JsonValue {\n protected:\n  friend class Json;\n  friend class JsonInt;\n  friend class JsonDouble;\n  virtual Json::Type type() const = 0;\n  virtual bool equals(const JsonValue *other) const = 0;\n  virtual bool less(const JsonValue *other) const = 0;\n  virtual void dump(std::string *out) const = 0;\n  virtual double number_value() const;\n  virtual int int_value() const;\n  virtual bool bool_value() const;\n  virtual const std::string &string_value() const;\n  virtual const Json::array &array_items() const;\n  virtual const Json &operator[](size_t i) const;\n  virtual const Json::object &object_items() const;\n  virtual const Json &operator[](const std::string &key) const;\n  virtual ~JsonValue() {}\n};\n\n}  // namespace json11_internal_lightgbm\n"
  },
  {
    "path": "include/LightGBM/utils/log.h",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_LOG_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_LOG_H_\n\n#include <cstdarg>\n#include <cstdio>\n#include <cstdlib>\n#include <cstring>\n#include <exception>\n#include <iostream>\n#include <stdexcept>\n#include <string>\n\n#ifdef LGB_R_BUILD\n\n#ifndef R_NO_REMAP\n#define R_NO_REMAP\n#endif\n\n#ifndef R_USE_C99_IN_CXX\n#define R_USE_C99_IN_CXX\n#endif\n\n#include <R_ext/Print.h>\nextern \"C\" void R_FlushConsole(void);\n#endif\n\nnamespace LightGBM {\n\n#if defined(_MSC_VER)\n#define THREAD_LOCAL __declspec(thread)\n#else\n#define THREAD_LOCAL thread_local\n#endif\n\n#ifndef CHECK\n#define CHECK(condition)                                                    \\\n  if (!(condition))                                                         \\\n    Log::Fatal(\"Check failed: \" #condition \" at %s, line %d .\\n\", __FILE__, \\\n               __LINE__);\n#endif\n\n#ifndef CHECK_EQ\n#define CHECK_EQ(a, b) CHECK((a) == (b))\n#endif\n\n#ifndef CHECK_NE\n#define CHECK_NE(a, b) CHECK((a) != (b))\n#endif\n\n#ifndef CHECK_GE\n#define CHECK_GE(a, b) CHECK((a) >= (b))\n#endif\n\n#ifndef CHECK_LE\n#define CHECK_LE(a, b) CHECK((a) <= (b))\n#endif\n\n#ifndef CHECK_GT\n#define CHECK_GT(a, b) CHECK((a) > (b))\n#endif\n\n#ifndef CHECK_LT\n#define CHECK_LT(a, b) CHECK((a) < (b))\n#endif\n\n#ifndef CHECK_NOTNULL\n#define CHECK_NOTNULL(pointer)                                         \\\n  if ((pointer) == nullptr)                                            \\\n    LightGBM::Log::Fatal(#pointer \" Can't be NULL at %s, line %d .\\n\", \\\n                         __FILE__, __LINE__);\n#endif\n\nenum class LogLevel : int {\n  Fatal = -1,\n  Warning = 0,\n  Info = 1,\n  Debug = 2,\n};\n\n/*!\n * \\brief A static Log class\n */\nclass Log {\n public:\n  using Callback = void (*)(const char *);\n  /*!\n   * \\brief Resets the minimal log level. It is INFO by default.\n   * \\param level The new minimal log level.\n   */\n  static void ResetLogLevel(LogLevel level) { GetLevel() = level; }\n\n  static void ResetCallBack(Callback callback) { GetLogCallBack() = callback; }\n\n  static void Debug(const char *format, ...) {\n    va_list val;\n    va_start(val, format);\n    Write(LogLevel::Debug, \"Debug\", format, val);\n    va_end(val);\n  }\n  static void Info(const char *format, ...) {\n    va_list val;\n    va_start(val, format);\n    Write(LogLevel::Info, \"Info\", format, val);\n    va_end(val);\n  }\n  static void Warning(const char *format, ...) {\n    va_list val;\n    va_start(val, format);\n    Write(LogLevel::Warning, \"Warning\", format, val);\n    va_end(val);\n  }\n  static void Fatal(const char *format, ...) {\n    va_list val;\n    const size_t kBufSize = 1024;\n    char str_buf[kBufSize];\n    va_start(val, format);\n#ifdef _MSC_VER\n    vsnprintf_s(str_buf, kBufSize, format, val);\n#else\n    vsnprintf(str_buf, kBufSize, format, val);\n#endif\n    va_end(val);\n\n// R code should write back to R's error stream,\n// otherwise to stderr\n#ifndef LGB_R_BUILD\n    fprintf(stderr, \"[LightGBM] [Fatal] %s\\n\", str_buf);\n    fflush(stderr);\n#else\n    REprintf(\"[LightGBM] [Fatal] %s\\n\", str_buf);\n    R_FlushConsole();\n#endif\n    throw std::runtime_error(std::string(str_buf));\n  }\n\n private:\n  static void Write(LogLevel level, const char *level_str, const char *format,\n                    va_list val) {\n    if (level <= GetLevel()) {  // omit the message with low level\n// R code should write back to R's output stream,\n// otherwise to stdout\n#ifndef LGB_R_BUILD\n      if (GetLogCallBack() == nullptr) {\n        printf(\"[LightGBM] [%s] \", level_str);\n        vprintf(format, val);\n        printf(\"\\n\");\n        fflush(stdout);\n      } else {\n        const size_t kBufSize = 512;\n        char buf[kBufSize];\n        snprintf(buf, kBufSize, \"[LightGBM] [%s] \", level_str);\n        GetLogCallBack()(buf);\n        vsnprintf(buf, kBufSize, format, val);\n        GetLogCallBack()(buf);\n        GetLogCallBack()(\"\\n\");\n      }\n#else\n      Rprintf(\"[LightGBM] [%s] \", level_str);\n      Rvprintf(format, val);\n      Rprintf(\"\\n\");\n      R_FlushConsole();\n#endif\n    }\n  }\n\n  // a trick to use static variable in header file.\n  // May be not good, but avoid to use an additional cpp file\n  static LogLevel &GetLevel() {\n    static THREAD_LOCAL LogLevel level = LogLevel::Info;\n    return level;\n  }\n\n  static Callback &GetLogCallBack() {\n    static THREAD_LOCAL Callback callback = nullptr;\n    return callback;\n  }\n};\n\n}  // namespace LightGBM\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_LOG_H_\n"
  },
  {
    "path": "include/LightGBM/utils/openmp_wrapper.h",
    "content": "/*!\n * Copyright (c) 2017-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2017-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_OPENMP_WRAPPER_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_OPENMP_WRAPPER_H_\n\n#include <LightGBM/export.h>\n\n// this can only be changed by LGBM_SetMaxThreads()\nLIGHTGBM_EXTERN_C int LGBM_MAX_NUM_THREADS;\n\n// this is modified by OMP_SET_NUM_THREADS(), for example\n// by passing num_thread through params\nLIGHTGBM_EXTERN_C int LGBM_DEFAULT_NUM_THREADS;\n\n#ifdef _OPENMP\n\n#include <LightGBM/utils/log.h>\n\n#include <omp.h>\n\n#include <exception>\n#include <memory>\n#include <mutex>\n#include <stdexcept>\n#include <vector>\n\n/*\n    Get number of threads to use in OpenMP parallel regions.\n\n    By default, this will return the result of omp_get_max_threads(),\n    which is OpenMP-implementation dependent but generally can be controlled\n    by environment variable OMP_NUM_THREADS.\n\n    ref:\n      - https://www.openmp.org/spec-html/5.0/openmpsu112.html\n      - https://gcc.gnu.org/onlinedocs/libgomp/omp_005fget_005fmax_005fthreads.html\n*/\nLIGHTGBM_EXTERN_C int OMP_NUM_THREADS();\n\n/*\n    Update the default number of threads that'll be used in OpenMP parallel\n    regions for LightGBM routines where the number of threads aren't directly\n    supplied.\n*/\nLIGHTGBM_EXTERN_C void OMP_SET_NUM_THREADS(int num_threads);\n\nclass ThreadExceptionHelper {\n public:\n  ThreadExceptionHelper() {\n    ex_ptr_ = nullptr;\n  }\n\n  ~ThreadExceptionHelper() {\n    ReThrow();\n  }\n  void ReThrow() {\n    if (ex_ptr_ != nullptr) {\n      std::rethrow_exception(ex_ptr_);\n    }\n  }\n  void CaptureException() {\n    // only catch first exception.\n    if (ex_ptr_ != nullptr) {\n      return;\n    }\n    std::unique_lock<std::mutex> guard(lock_);\n    if (ex_ptr_ != nullptr) {\n      return;\n    }\n    ex_ptr_ = std::current_exception();\n  }\n\n private:\n  std::exception_ptr ex_ptr_;\n  std::mutex lock_;\n};\n\n#define OMP_INIT_EX() ThreadExceptionHelper omp_except_helper\n#define OMP_LOOP_EX_BEGIN() try {\n#define OMP_LOOP_EX_END()                 \\\n  }                                       \\\n  catch (std::exception & ex) {           \\\n    Log::Warning(ex.what());              \\\n    omp_except_helper.CaptureException(); \\\n  }                                       \\\n  catch (...) {                           \\\n    omp_except_helper.CaptureException(); \\\n  }\n#define OMP_THROW_EX() omp_except_helper.ReThrow()\n\n#else\n\n/*\n * To be compatible with OpenMP, define a nothrow macro which is used by gcc\n * openmp, but not by clang.\n * See also https://github.com/dmlc/dmlc-core/blob/3106c1cbdcc9fc9ef3a2c1d2196a7a6f6616c13d/include/dmlc/omp.h#L14\n */\n#if defined(__clang__)\n#undef __GOMP_NOTHROW\n#define __GOMP_NOTHROW\n#elif defined(__cplusplus)\n#undef __GOMP_NOTHROW\n#define __GOMP_NOTHROW throw()\n#else\n#undef __GOMP_NOTHROW\n#define __GOMP_NOTHROW __attribute__((__nothrow__))\n#endif\n\n#ifdef _MSC_VER\n  #pragma warning(disable : 4068)  // disable unknown pragma warning\n#endif\n\n#ifdef __cplusplus\n  extern \"C\" {\n#endif\n  /** Fall here if no OPENMP support, so just\n      simulate a single thread running.\n      All #pragma omp should be ignored by the compiler **/\n  inline void OMP_SET_NUM_THREADS(int) __GOMP_NOTHROW {}\n  inline int omp_get_thread_num() __GOMP_NOTHROW {return 0;}\n  inline int OMP_NUM_THREADS() __GOMP_NOTHROW { return 1; }\n#ifdef __cplusplus\n}  // extern \"C\"\n#endif\n\n#define OMP_INIT_EX()\n#define OMP_LOOP_EX_BEGIN()\n#define OMP_LOOP_EX_END()\n#define OMP_THROW_EX()\n\n#endif\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_OPENMP_WRAPPER_H_\n"
  },
  {
    "path": "include/LightGBM/utils/pipeline_reader.h",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_PIPELINE_READER_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_PIPELINE_READER_H_\n\n#include <LightGBM/utils/file_io.h>\n#include <LightGBM/utils/log.h>\n\n#include <algorithm>\n#include <cstdio>\n#include <functional>\n#include <memory>\n#include <thread>\n#include <utility>\n#include <vector>\n\nnamespace LightGBM {\n\n/*!\n* \\brief A pipeline file reader, use 2 threads, one read block from file, the other process the block\n*/\nclass PipelineReader {\n public:\n  /*!\n  * \\brief Read data from a file, use pipeline methods\n  * \\param filename Filename of data\n  * \\process_fun Process function\n  */\n  static size_t Read(const char* filename, int skip_bytes, const std::function<size_t(const char*, size_t)>& process_fun) {\n    auto reader = VirtualFileReader::Make(filename);\n    if (!reader->Init()) {\n      return 0;\n    }\n    size_t cnt = 0;\n    const size_t buffer_size =  16 * 1024 * 1024;\n    // buffer used for the process_fun\n    auto buffer_process = std::vector<char>(buffer_size);\n    // buffer used for the file reading\n    auto buffer_read = std::vector<char>(buffer_size);\n    size_t read_cnt = 0;\n    if (skip_bytes > 0) {\n      // skip first k bytes\n      read_cnt = reader->Read(buffer_process.data(), skip_bytes);\n    }\n    // read first block\n    read_cnt = reader->Read(buffer_process.data(), buffer_size);\n\n    size_t last_read_cnt = 0;\n    while (read_cnt > 0) {\n      // start read thread\n      std::thread read_worker = std::thread(\n        [=, &last_read_cnt, &reader, &buffer_read] {\n        last_read_cnt = reader->Read(buffer_read.data(), buffer_size);\n      });\n      // start process\n      cnt += process_fun(buffer_process.data(), read_cnt);\n      // wait for read thread\n      read_worker.join();\n      // exchange the buffer\n      std::swap(buffer_process, buffer_read);\n      read_cnt = last_read_cnt;\n    }\n    return cnt;\n  }\n};\n\n}  // namespace LightGBM\n\n#endif   // LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_PIPELINE_READER_H_\n"
  },
  {
    "path": "include/LightGBM/utils/random.h",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_RANDOM_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_RANDOM_H_\n\n#include <cstdint>\n#include <random>\n#include <set>\n#include <vector>\n\nnamespace LightGBM {\n\n/*!\n* \\brief A wrapper for random generator\n*/\nclass Random {\n public:\n  /*!\n  * \\brief Constructor, with random seed\n  */\n  Random() {\n    std::random_device rd;\n    auto generator = std::mt19937(rd());\n    std::uniform_int_distribution<int> distribution(0, x);\n    x = distribution(generator);\n  }\n  /*!\n  * \\brief Constructor, with specific seed\n  */\n  explicit Random(int seed) {\n    x = seed;\n  }\n  /*!\n  * \\brief Generate random integer, int16 range. [0, 65536]\n  * \\param lower_bound lower bound\n  * \\param upper_bound upper bound\n  * \\return The random integer between [lower_bound, upper_bound)\n  */\n  inline int NextShort(int lower_bound, int upper_bound) {\n    return (RandInt16()) % (upper_bound - lower_bound) + lower_bound;\n  }\n\n  /*!\n  * \\brief Generate random integer, int32 range\n  * \\param lower_bound lower bound\n  * \\param upper_bound upper bound\n  * \\return The random integer between [lower_bound, upper_bound)\n  */\n  inline int NextInt(int lower_bound, int upper_bound) {\n    return (RandInt32()) % (upper_bound - lower_bound) + lower_bound;\n  }\n\n  /*!\n  * \\brief Generate random float data\n  * \\return The random float between [0.0, 1.0)\n  */\n  inline float NextFloat() {\n    // get random float in [0,1)\n    return static_cast<float>(RandInt16()) / (32768.0f);\n  }\n  /*!\n  * \\brief Sample K data from {0,1,...,N-1}\n  * \\param N\n  * \\param K\n  * \\return K Ordered sampled data from {0,1,...,N-1}\n  */\n  inline std::vector<int> Sample(int N, int K) {\n    std::vector<int> ret;\n    ret.reserve(K);\n    if (K > N || K <= 0) {\n      return ret;\n    } else if (K == N) {\n      for (int i = 0; i < N; ++i) {\n        ret.push_back(i);\n      }\n    } else if (K > 1 && K > (N / std::log2(K))) {\n      for (int i = 0; i < N; ++i) {\n        double prob = (K - ret.size()) / static_cast<double>(N - i);\n        if (NextFloat() < prob) {\n          ret.push_back(i);\n        }\n      }\n    } else {\n      std::set<int> sample_set;\n      for (int r = N - K; r < N; ++r) {\n        int v = NextInt(0, r + 1);\n        if (!sample_set.insert(v).second) {\n          sample_set.insert(r);\n        }\n      }\n      for (auto iter = sample_set.begin(); iter != sample_set.end(); ++iter) {\n        ret.push_back(*iter);\n      }\n    }\n    return ret;\n  }\n\n private:\n  inline int RandInt16() {\n    x = (214013 * x + 2531011);\n    return static_cast<int>((x >> 16) & 0x7FFF);\n  }\n\n  inline int RandInt32() {\n    x = (214013 * x + 2531011);\n    return static_cast<int>(x & 0x7FFFFFFF);\n  }\n\n  unsigned int x = 123456789;\n};\n\n\n}  // namespace LightGBM\n\n#endif   // LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_RANDOM_H_\n"
  },
  {
    "path": "include/LightGBM/utils/text_reader.h",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_TEXT_READER_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_TEXT_READER_H_\n\n#include <LightGBM/utils/log.h>\n#include <LightGBM/utils/pipeline_reader.h>\n#include <LightGBM/utils/random.h>\n\n#include <string>\n#include <cstdio>\n#include <functional>\n#include <sstream>\n#include <vector>\n\nnamespace LightGBM {\n\nconst size_t kGbs = size_t(1024) * 1024 * 1024;\n\n/*!\n* \\brief Read text data from file\n*/\ntemplate<typename INDEX_T>\nclass TextReader {\n public:\n  /*!\n  * \\brief Constructor\n  * \\param filename Filename of data\n  * \\param is_skip_first_line True if need to skip header\n  */\n  TextReader(const char* filename, bool is_skip_first_line, size_t progress_interval_bytes = SIZE_MAX):\n    filename_(filename), is_skip_first_line_(is_skip_first_line), read_progress_interval_bytes_(progress_interval_bytes) {\n    if (is_skip_first_line_) {\n      auto reader = VirtualFileReader::Make(filename);\n      if (!reader->Init()) {\n        Log::Fatal(\"Could not open %s\", filename);\n      }\n      std::stringstream str_buf;\n      char read_c;\n      size_t nread = reader->Read(&read_c, 1);\n      while (nread == 1) {\n        if (read_c == '\\n' || read_c == '\\r') {\n          break;\n        }\n        str_buf << read_c;\n        ++skip_bytes_;\n        nread = reader->Read(&read_c, 1);\n      }\n      if (read_c == '\\r') {\n        reader->Read(&read_c, 1);\n        ++skip_bytes_;\n      }\n      if (read_c == '\\n') {\n        reader->Read(&read_c, 1);\n        ++skip_bytes_;\n      }\n      first_line_ = str_buf.str();\n      Log::Debug(\"Skipped header \\\"%s\\\" in file %s\", first_line_.c_str(), filename_);\n    }\n  }\n  /*!\n  * \\brief Destructor\n  */\n  ~TextReader() {\n    Clear();\n  }\n  /*!\n  * \\brief Clear cached data\n  */\n  inline void Clear() {\n    lines_.clear();\n    lines_.shrink_to_fit();\n  }\n  /*!\n  * \\brief return first line of data\n  */\n  inline std::string first_line() {\n    return first_line_;\n  }\n  /*!\n  * \\brief Get text data that read from file\n  * \\return Text data, store in std::vector by line\n  */\n  inline std::vector<std::string>& Lines() { return lines_; }\n  /*!\n  * \\brief Get joined text data that read from file\n  * \\return Text data, store in std::string, joined all lines by delimiter\n  */\n  inline std::string JoinedLines(std::string delimiter = \"\\n\") {\n    std::stringstream ss;\n    for (auto line : lines_) {\n      ss << line << delimiter;\n    }\n    return ss.str();\n  }\n\n  INDEX_T ReadAllAndProcess(const std::function<void(INDEX_T, const char*, size_t)>& process_fun) {\n    last_line_ = \"\";\n    INDEX_T total_cnt = 0;\n    size_t bytes_read = 0;\n    PipelineReader::Read(filename_, skip_bytes_,\n        [&process_fun, &bytes_read, &total_cnt, this]\n    (const char* buffer_process, size_t read_cnt) {\n      size_t cnt = 0;\n      size_t i = 0;\n      size_t last_i = 0;\n      // skip the break between \\r and \\n\n      if (last_line_.size() == 0 && buffer_process[0] == '\\n') {\n        i = 1;\n        last_i = i;\n      }\n      while (i < read_cnt) {\n        if (buffer_process[i] == '\\n' || buffer_process[i] == '\\r') {\n          if (last_line_.size() > 0) {\n            last_line_.append(buffer_process + last_i, i - last_i);\n            process_fun(total_cnt, last_line_.c_str(), last_line_.size());\n            last_line_ = \"\";\n          } else {\n            process_fun(total_cnt, buffer_process + last_i, i - last_i);\n          }\n          ++cnt;\n          ++i;\n          ++total_cnt;\n          // skip end of line\n          while ((buffer_process[i] == '\\n' || buffer_process[i] == '\\r') && i < read_cnt) {\n            ++i;\n          }\n          last_i = i;\n        } else {\n          ++i;\n        }\n      }\n      if (last_i != read_cnt) {\n        last_line_.append(buffer_process + last_i, read_cnt - last_i);\n      }\n\n      size_t prev_bytes_read = bytes_read;\n      bytes_read += read_cnt;\n      if (prev_bytes_read / read_progress_interval_bytes_ < bytes_read / read_progress_interval_bytes_) {\n        Log::Debug(\"Read %.1f GBs from %s.\", 1.0 * bytes_read / kGbs, filename_);\n      }\n\n      return cnt;\n    });\n    // if last line of file doesn't contain end of line\n    if (last_line_.size() > 0) {\n      Log::Info(\"Warning: last line of %s has no end of line, still using this line\", filename_);\n      process_fun(total_cnt, last_line_.c_str(), last_line_.size());\n      ++total_cnt;\n      last_line_ = \"\";\n    }\n    return total_cnt;\n  }\n\n  /*!\n  * \\brief Read all text data from file in memory\n  * \\return number of lines of text data\n  */\n  INDEX_T ReadAllLines() {\n    return ReadAllAndProcess(\n      [=](INDEX_T, const char* buffer, size_t size) {\n      lines_.emplace_back(buffer, size);\n    });\n  }\n\n  std::vector<char> ReadContent(size_t* out_len) {\n    std::vector<char> ret;\n    *out_len = 0;\n    auto reader = VirtualFileReader::Make(filename_);\n    if (!reader->Init()) {\n      return ret;\n    }\n    const size_t buffer_size = 16 * 1024 * 1024;\n    auto buffer_read = std::vector<char>(buffer_size);\n    size_t read_cnt = 0;\n    do {\n      read_cnt = reader->Read(buffer_read.data(), buffer_size);\n      ret.insert(ret.end(), buffer_read.begin(), buffer_read.begin() + read_cnt);\n      *out_len += read_cnt;\n    } while (read_cnt > 0);\n    return ret;\n  }\n\n  INDEX_T SampleFromFile(Random* random, INDEX_T sample_cnt, std::vector<std::string>* out_sampled_data) {\n    INDEX_T cur_sample_cnt = 0;\n    return ReadAllAndProcess([=, &random, &cur_sample_cnt,\n                              &out_sampled_data]\n    (INDEX_T line_idx, const char* buffer, size_t size) {\n      if (cur_sample_cnt < sample_cnt) {\n        out_sampled_data->emplace_back(buffer, size);\n        ++cur_sample_cnt;\n      } else {\n        const size_t idx = static_cast<size_t>(random->NextInt(0, static_cast<int>(line_idx + 1)));\n        if (idx < static_cast<size_t>(sample_cnt)) {\n          out_sampled_data->operator[](idx) = std::string(buffer, size);\n        }\n      }\n    });\n  }\n  /*!\n  * \\brief Read part of text data from file in memory, use filter_fun to filter data\n  * \\param filter_fun Function that perform data filter\n  * \\param out_used_data_indices Store line indices that read text data\n  * \\return The number of total data\n  */\n  INDEX_T ReadAndFilterLines(const std::function<bool(INDEX_T)>& filter_fun, std::vector<INDEX_T>* out_used_data_indices) {\n    out_used_data_indices->clear();\n    INDEX_T total_cnt = ReadAllAndProcess(\n        [&filter_fun, &out_used_data_indices, this]\n    (INDEX_T line_idx , const char* buffer, size_t size) {\n      bool is_used = filter_fun(line_idx);\n      if (is_used) {\n        out_used_data_indices->push_back(line_idx);\n        lines_.emplace_back(buffer, size);\n      }\n    });\n    return total_cnt;\n  }\n\n  INDEX_T SampleAndFilterFromFile(const std::function<bool(INDEX_T)>& filter_fun, std::vector<INDEX_T>* out_used_data_indices,\n    Random* random, INDEX_T sample_cnt, std::vector<std::string>* out_sampled_data) {\n    INDEX_T cur_sample_cnt = 0;\n    out_used_data_indices->clear();\n    INDEX_T total_cnt = ReadAllAndProcess(\n        [=, &filter_fun, &out_used_data_indices, &random, &cur_sample_cnt,\n         &out_sampled_data]\n    (INDEX_T line_idx, const char* buffer, size_t size) {\n      bool is_used = filter_fun(line_idx);\n      if (is_used) {\n        out_used_data_indices->push_back(line_idx);\n        if (cur_sample_cnt < sample_cnt) {\n          out_sampled_data->emplace_back(buffer, size);\n          ++cur_sample_cnt;\n        } else {\n          const size_t idx = static_cast<size_t>(random->NextInt(0, static_cast<int>(out_used_data_indices->size())));\n          if (idx < static_cast<size_t>(sample_cnt)) {\n            out_sampled_data->operator[](idx) = std::string(buffer, size);\n          }\n        }\n      }\n    });\n    return total_cnt;\n  }\n\n  INDEX_T CountLine() {\n    return ReadAllAndProcess(\n      [=](INDEX_T, const char*, size_t) {\n    });\n  }\n\n  INDEX_T ReadAllAndProcessParallelWithFilter(const std::function<void(INDEX_T, const std::vector<std::string>&)>& process_fun, const std::function<bool(INDEX_T, INDEX_T)>& filter_fun) {\n    last_line_ = \"\";\n    INDEX_T total_cnt = 0;\n    size_t bytes_read = 0;\n    INDEX_T used_cnt = 0;\n    PipelineReader::Read(filename_, skip_bytes_,\n        [&process_fun, &filter_fun, &total_cnt, &bytes_read, &used_cnt, this]\n    (const char* buffer_process, size_t read_cnt) {\n      size_t cnt = 0;\n      size_t i = 0;\n      size_t last_i = 0;\n      INDEX_T start_idx = used_cnt;\n      // skip the break between \\r and \\n\n      if (last_line_.size() == 0 && buffer_process[0] == '\\n') {\n        i = 1;\n        last_i = i;\n      }\n      while (i < read_cnt) {\n        if (buffer_process[i] == '\\n' || buffer_process[i] == '\\r') {\n          if (last_line_.size() > 0) {\n            last_line_.append(buffer_process + last_i, i - last_i);\n            if (filter_fun(used_cnt, total_cnt)) {\n              lines_.push_back(last_line_);\n              ++used_cnt;\n            }\n            last_line_ = \"\";\n          } else {\n            if (filter_fun(used_cnt, total_cnt)) {\n              lines_.emplace_back(buffer_process + last_i, i - last_i);\n              ++used_cnt;\n            }\n          }\n          ++cnt;\n          ++i;\n          ++total_cnt;\n          // skip end of line\n          while ((buffer_process[i] == '\\n' || buffer_process[i] == '\\r') && i < read_cnt) {\n            ++i;\n          }\n          last_i = i;\n        } else {\n          ++i;\n        }\n      }\n      process_fun(start_idx, lines_);\n      lines_.clear();\n      if (last_i != read_cnt) {\n        last_line_.append(buffer_process + last_i, read_cnt - last_i);\n      }\n\n      size_t prev_bytes_read = bytes_read;\n      bytes_read += read_cnt;\n      if (prev_bytes_read / read_progress_interval_bytes_ < bytes_read / read_progress_interval_bytes_) {\n        Log::Debug(\"Read %.1f GBs from %s.\", 1.0 * bytes_read / kGbs, filename_);\n      }\n\n      return cnt;\n    });\n    // if last line of file doesn't contain end of line\n    if (last_line_.size() > 0) {\n      Log::Info(\"Warning: last line of %s has no end of line, still using this line\", filename_);\n      if (filter_fun(used_cnt, total_cnt)) {\n        lines_.push_back(last_line_);\n        process_fun(used_cnt, lines_);\n      }\n      lines_.clear();\n      ++total_cnt;\n      ++used_cnt;\n      last_line_ = \"\";\n    }\n    return total_cnt;\n  }\n\n  INDEX_T ReadAllAndProcessParallel(const std::function<void(INDEX_T, const std::vector<std::string>&)>& process_fun) {\n    return ReadAllAndProcessParallelWithFilter(process_fun, [](INDEX_T, INDEX_T) { return true; });\n  }\n\n  INDEX_T ReadPartAndProcessParallel(const std::vector<INDEX_T>& used_data_indices, const std::function<void(INDEX_T, const std::vector<std::string>&)>& process_fun) {\n    return ReadAllAndProcessParallelWithFilter(process_fun,\n      [&used_data_indices](INDEX_T used_cnt, INDEX_T total_cnt) {\n      if (static_cast<size_t>(used_cnt) < used_data_indices.size() && total_cnt == used_data_indices[used_cnt]) {\n        return true;\n      } else {\n        return false;\n      }\n    });\n  }\n\n private:\n  /*! \\brief Filename of text data */\n  const char* filename_;\n  /*! \\brief Cache the read text data */\n  std::vector<std::string> lines_;\n  /*! \\brief Buffer for last line */\n  std::string last_line_;\n  /*! \\brief first line */\n  std::string first_line_ = \"\";\n  /*! \\brief is skip first line */\n  bool is_skip_first_line_ = false;\n  size_t read_progress_interval_bytes_;\n  /*! \\brief is skip first line */\n  int skip_bytes_ = 0;\n};\n\n}  // namespace LightGBM\n\n#endif   // LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_TEXT_READER_H_\n"
  },
  {
    "path": "include/LightGBM/utils/threading.h",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_THREADING_H_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_THREADING_H_\n\n#include <LightGBM/meta.h>\n#include <LightGBM/utils/common.h>\n#include <LightGBM/utils/openmp_wrapper.h>\n\n#include <algorithm>\n#include <functional>\n#include <vector>\n\nnamespace LightGBM {\n\nclass Threading {\n public:\n  template <typename INDEX_T>\n  static inline void BlockInfo(INDEX_T cnt, INDEX_T min_cnt_per_block,\n                               int* out_nblock, INDEX_T* block_size) {\n    int num_threads = OMP_NUM_THREADS();\n    BlockInfo<INDEX_T>(num_threads, cnt, min_cnt_per_block, out_nblock,\n                       block_size);\n  }\n\n  template <typename INDEX_T>\n  static inline void BlockInfo(int num_threads, INDEX_T cnt,\n                               INDEX_T min_cnt_per_block, int* out_nblock,\n                               INDEX_T* block_size) {\n    *out_nblock = std::min<int>(\n        num_threads,\n        static_cast<int>((cnt + min_cnt_per_block - 1) / min_cnt_per_block));\n    if (*out_nblock > 1) {\n      *block_size = SIZE_ALIGNED((cnt + (*out_nblock) - 1) / (*out_nblock));\n    } else {\n      *block_size = cnt;\n    }\n  }\n\n  template <typename INDEX_T>\n  static inline void BlockInfoForceSize(int num_threads, INDEX_T cnt,\n                                        INDEX_T min_cnt_per_block,\n                                        int* out_nblock, INDEX_T* block_size) {\n    *out_nblock = std::min<int>(\n        num_threads,\n        static_cast<int>((cnt + min_cnt_per_block - 1) / min_cnt_per_block));\n    if (*out_nblock > 1) {\n      *block_size = (cnt + (*out_nblock) - 1) / (*out_nblock);\n      // force the block size to the times of min_cnt_per_block\n      *block_size = (*block_size + min_cnt_per_block - 1) / min_cnt_per_block *\n                    min_cnt_per_block;\n    } else {\n      *block_size = cnt;\n    }\n  }\n\n  template <typename INDEX_T>\n  static inline void BlockInfoForceSize(INDEX_T cnt, INDEX_T min_cnt_per_block,\n                                        int* out_nblock, INDEX_T* block_size) {\n    int num_threads = OMP_NUM_THREADS();\n    BlockInfoForceSize<INDEX_T>(num_threads, cnt, min_cnt_per_block, out_nblock,\n                                block_size);\n  }\n\n  template <typename INDEX_T>\n  static inline int For(\n      INDEX_T start, INDEX_T end, INDEX_T min_block_size,\n      const std::function<void(int, INDEX_T, INDEX_T)>& inner_fun) {\n    int n_block = 1;\n    INDEX_T num_inner = end - start;\n    BlockInfo<INDEX_T>(num_inner, min_block_size, &n_block, &num_inner);\n    OMP_INIT_EX();\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 1)\n    for (int i = 0; i < n_block; ++i) {\n      OMP_LOOP_EX_BEGIN();\n      INDEX_T inner_start = start + num_inner * i;\n      INDEX_T inner_end = std::min(end, inner_start + num_inner);\n      if (inner_start < inner_end) {\n          inner_fun(i, inner_start, inner_end);\n      }\n      OMP_LOOP_EX_END();\n    }\n    OMP_THROW_EX();\n    return n_block;\n  }\n};\n\ntemplate <typename INDEX_T, bool TWO_BUFFER>\nclass ParallelPartitionRunner {\n public:\n  ParallelPartitionRunner(INDEX_T num_data, INDEX_T min_block_size)\n      : min_block_size_(min_block_size) {\n    num_threads_ = OMP_NUM_THREADS();\n    left_.resize(num_data);\n    if (TWO_BUFFER) {\n      right_.resize(num_data);\n    }\n    offsets_.resize(num_threads_);\n    left_cnts_.resize(num_threads_);\n    right_cnts_.resize(num_threads_);\n    left_write_pos_.resize(num_threads_);\n    right_write_pos_.resize(num_threads_);\n  }\n\n  ~ParallelPartitionRunner() {}\n\n  void ReSize(INDEX_T num_data) {\n    left_.resize(num_data);\n    if (TWO_BUFFER) {\n      right_.resize(num_data);\n    }\n  }\n\n  template<bool FORCE_SIZE>\n  INDEX_T Run(\n      INDEX_T cnt,\n      const std::function<INDEX_T(int, INDEX_T, INDEX_T, INDEX_T*, INDEX_T*)>& func,\n      INDEX_T* out) {\n    int nblock = 1;\n    INDEX_T inner_size = cnt;\n    if (FORCE_SIZE) {\n      Threading::BlockInfoForceSize<INDEX_T>(num_threads_, cnt, min_block_size_,\n                                             &nblock, &inner_size);\n    } else {\n      Threading::BlockInfo<INDEX_T>(num_threads_, cnt, min_block_size_, &nblock,\n                                    &inner_size);\n    }\n\n    OMP_INIT_EX();\n#pragma omp parallel for schedule(static, 1) num_threads(num_threads_)\n    for (int i = 0; i < nblock; ++i) {\n      OMP_LOOP_EX_BEGIN();\n      INDEX_T cur_start = i * inner_size;\n      INDEX_T cur_cnt = std::min(inner_size, cnt - cur_start);\n      offsets_[i] = cur_start;\n      if (cur_cnt <= 0) {\n        left_cnts_[i] = 0;\n        right_cnts_[i] = 0;\n        continue;\n      }\n      auto left_ptr = left_.data() + cur_start;\n      INDEX_T* right_ptr = nullptr;\n      if (TWO_BUFFER) {\n        right_ptr = right_.data() + cur_start;\n      }\n      // split data inner, reduce the times of function called\n      INDEX_T cur_left_count =\n          func(i, cur_start, cur_cnt, left_ptr, right_ptr);\n      if (!TWO_BUFFER) {\n        // reverse for one buffer\n        std::reverse(left_ptr + cur_left_count, left_ptr + cur_cnt);\n      }\n      left_cnts_[i] = cur_left_count;\n      right_cnts_[i] = cur_cnt - cur_left_count;\n      OMP_LOOP_EX_END();\n    }\n    OMP_THROW_EX();\n\n    left_write_pos_[0] = 0;\n    right_write_pos_[0] = 0;\n    for (int i = 1; i < nblock; ++i) {\n      left_write_pos_[i] = left_write_pos_[i - 1] + left_cnts_[i - 1];\n      right_write_pos_[i] = right_write_pos_[i - 1] + right_cnts_[i - 1];\n    }\n    data_size_t left_cnt = left_write_pos_[nblock - 1] + left_cnts_[nblock - 1];\n\n    auto right_start = out + left_cnt;\n#pragma omp parallel for schedule(static, 1) num_threads(num_threads_)\n    for (int i = 0; i < nblock; ++i) {\n      std::copy_n(left_.data() + offsets_[i], left_cnts_[i],\n                  out + left_write_pos_[i]);\n      if (TWO_BUFFER) {\n        std::copy_n(right_.data() + offsets_[i], right_cnts_[i],\n                    right_start + right_write_pos_[i]);\n      } else {\n        std::copy_n(left_.data() + offsets_[i] + left_cnts_[i], right_cnts_[i],\n                    right_start + right_write_pos_[i]);\n      }\n    }\n    return left_cnt;\n  }\n\n private:\n  int num_threads_;\n  INDEX_T min_block_size_;\n  std::vector<INDEX_T> left_;\n  std::vector<INDEX_T> right_;\n  std::vector<INDEX_T> offsets_;\n  std::vector<INDEX_T> left_cnts_;\n  std::vector<INDEX_T> right_cnts_;\n  std::vector<INDEX_T> left_write_pos_;\n  std::vector<INDEX_T> right_write_pos_;\n};\n\n}  // namespace LightGBM\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_THREADING_H_\n"
  },
  {
    "path": "include/LightGBM/utils/yamc/alternate_shared_mutex.hpp",
    "content": "/*\n * alternate_shared_mutex.hpp\n *\n * MIT License\n *\n * Copyright (c) 2017 yohhoy\n *\n * Permission is hereby granted, free of charge, to any person obtaining a copy\n * of this software and associated documentation files (the \"Software\"), to deal\n * in the Software without restriction, including without limitation the rights\n * to use, copy, modify, merge, publish, distribute, sublicense, and/or sell\n * copies of the Software, and to permit persons to whom the Software is\n * furnished to do so, subject to the following conditions:\n *\n * The above copyright notice and this permission notice shall be included in\n * all copies or substantial portions of the Software.\n *\n * THE SOFTWARE IS PROVIDED \"AS IS\", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR\n * IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,\n * FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE\n * AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER\n * LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,\n * OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE\n * SOFTWARE.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_YAMC_ALTERNATE_SHARED_MUTEX_HPP_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_YAMC_ALTERNATE_SHARED_MUTEX_HPP_\n\n#include <cassert>\n#include <chrono>\n#include <condition_variable>\n#include <mutex>\n\n#include \"yamc_rwlock_sched.hpp\"\n\nnamespace yamc {\n\n/*\n * alternate implementation of shared mutex variants\n *\n * - yamc::alternate::shared_mutex\n * - yamc::alternate::shared_timed_mutex\n * - yamc::alternate::basic_shared_mutex<RwLockPolicy>\n * - yamc::alternate::basic_shared_timed_mutex<RwLockPolicy>\n */\nnamespace alternate {\n\nnamespace detail {\n\ntemplate <typename RwLockPolicy>\nclass shared_mutex_base {\n protected:\n  typename RwLockPolicy::state state_;\n  std::condition_variable cv_;\n  std::mutex mtx_;\n\n  void lock() {\n    std::unique_lock<decltype(mtx_)> lk(mtx_);\n    RwLockPolicy::before_wait_wlock(state_);\n    while (RwLockPolicy::wait_wlock(state_)) {\n      cv_.wait(lk);\n    }\n    RwLockPolicy::after_wait_wlock(state_);\n    RwLockPolicy::acquire_wlock(&state_);\n  }\n\n  bool try_lock() {\n    std::lock_guard<decltype(mtx_)> lk(mtx_);\n    if (RwLockPolicy::wait_wlock(state_)) return false;\n    RwLockPolicy::acquire_wlock(state_);\n    return true;\n  }\n\n  void unlock() {\n    std::lock_guard<decltype(mtx_)> lk(mtx_);\n    RwLockPolicy::release_wlock(&state_);\n    cv_.notify_all();\n  }\n\n  void lock_shared() {\n    std::unique_lock<decltype(mtx_)> lk(mtx_);\n    while (RwLockPolicy::wait_rlock(state_)) {\n      cv_.wait(lk);\n    }\n    RwLockPolicy::acquire_rlock(&state_);\n  }\n\n  bool try_lock_shared() {\n    std::lock_guard<decltype(mtx_)> lk(mtx_);\n    if (RwLockPolicy::wait_rlock(state_)) return false;\n    RwLockPolicy::acquire_rlock(state_);\n    return true;\n  }\n\n  void unlock_shared() {\n    std::lock_guard<decltype(mtx_)> lk(mtx_);\n    if (RwLockPolicy::release_rlock(&state_)) {\n      cv_.notify_all();\n    }\n  }\n};\n\n}  // namespace detail\n\ntemplate <typename RwLockPolicy>\nclass basic_shared_mutex : private detail::shared_mutex_base<RwLockPolicy> {\n  using base = detail::shared_mutex_base<RwLockPolicy>;\n\n public:\n  basic_shared_mutex() = default;\n  ~basic_shared_mutex() = default;\n\n  basic_shared_mutex(const basic_shared_mutex&) = delete;\n  basic_shared_mutex& operator=(const basic_shared_mutex&) = delete;\n\n  using base::lock;\n  using base::try_lock;\n  using base::unlock;\n\n  using base::lock_shared;\n  using base::try_lock_shared;\n  using base::unlock_shared;\n};\n\nusing shared_mutex = basic_shared_mutex<YAMC_RWLOCK_SCHED_DEFAULT>;\n\ntemplate <typename RwLockPolicy>\nclass basic_shared_timed_mutex\n    : private detail::shared_mutex_base<RwLockPolicy> {\n  using base = detail::shared_mutex_base<RwLockPolicy>;\n\n  using base::cv_;\n  using base::mtx_;\n  using base::state_;\n\n  template <typename Clock, typename Duration>\n  bool do_try_lockwait(const std::chrono::time_point<Clock, Duration>& tp) {\n    std::unique_lock<decltype(mtx_)> lk(mtx_);\n    RwLockPolicy::before_wait_wlock(state_);\n    while (RwLockPolicy::wait_wlock(state_)) {\n      if (cv_.wait_until(lk, tp) == std::cv_status::timeout) {\n        if (!RwLockPolicy::wait_wlock(state_))  // re-check predicate\n          break;\n        RwLockPolicy::after_wait_wlock(state_);\n        return false;\n      }\n    }\n    RwLockPolicy::after_wait_wlock(state_);\n    RwLockPolicy::acquire_wlock(state_);\n    return true;\n  }\n\n  template <typename Clock, typename Duration>\n  bool do_try_lock_sharedwait(\n      const std::chrono::time_point<Clock, Duration>& tp) {\n    std::unique_lock<decltype(mtx_)> lk(mtx_);\n    while (RwLockPolicy::wait_rlock(state_)) {\n      if (cv_.wait_until(lk, tp) == std::cv_status::timeout) {\n        if (!RwLockPolicy::wait_rlock(state_))  // re-check predicate\n          break;\n        return false;\n      }\n    }\n    RwLockPolicy::acquire_rlock(state_);\n    return true;\n  }\n\n public:\n  basic_shared_timed_mutex() = default;\n  ~basic_shared_timed_mutex() = default;\n\n  basic_shared_timed_mutex(const basic_shared_timed_mutex&) = delete;\n  basic_shared_timed_mutex& operator=(const basic_shared_timed_mutex&) = delete;\n\n  using base::lock;\n  using base::try_lock;\n  using base::unlock;\n\n  template <typename Rep, typename Period>\n  bool try_lock_for(const std::chrono::duration<Rep, Period>& duration) {\n    const auto tp = std::chrono::steady_clock::now() + duration;\n    return do_try_lockwait(tp);\n  }\n\n  template <typename Clock, typename Duration>\n  bool try_lock_until(const std::chrono::time_point<Clock, Duration>& tp) {\n    return do_try_lockwait(tp);\n  }\n\n  using base::lock_shared;\n  using base::try_lock_shared;\n  using base::unlock_shared;\n\n  template <typename Rep, typename Period>\n  bool try_lock_shared_for(const std::chrono::duration<Rep, Period>& duration) {\n    const auto tp = std::chrono::steady_clock::now() + duration;\n    return do_try_lock_sharedwait(tp);\n  }\n\n  template <typename Clock, typename Duration>\n  bool try_lock_shared_until(\n      const std::chrono::time_point<Clock, Duration>& tp) {\n    return do_try_lock_sharedwait(tp);\n  }\n};\n\nusing shared_timed_mutex = basic_shared_timed_mutex<YAMC_RWLOCK_SCHED_DEFAULT>;\n\n}  // namespace alternate\n}  // namespace yamc\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_YAMC_ALTERNATE_SHARED_MUTEX_HPP_\n"
  },
  {
    "path": "include/LightGBM/utils/yamc/yamc_rwlock_sched.hpp",
    "content": "/*\n * yamc_rwlock_sched.hpp\n *\n * MIT License\n *\n * Copyright (c) 2017 yohhoy\n *\n * Permission is hereby granted, free of charge, to any person obtaining a copy\n * of this software and associated documentation files (the \"Software\"), to deal\n * in the Software without restriction, including without limitation the rights\n * to use, copy, modify, merge, publish, distribute, sublicense, and/or sell\n * copies of the Software, and to permit persons to whom the Software is\n * furnished to do so, subject to the following conditions:\n *\n * The above copyright notice and this permission notice shall be included in\n * all copies or substantial portions of the Software.\n *\n * THE SOFTWARE IS PROVIDED \"AS IS\", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR\n * IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,\n * FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE\n * AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER\n * LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,\n * OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE\n * SOFTWARE.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_YAMC_YAMC_RWLOCK_SCHED_HPP_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_YAMC_YAMC_RWLOCK_SCHED_HPP_\n\n#include <cassert>\n#include <cstddef>\n\n/// default shared_mutex rwlock policy\n#ifndef YAMC_RWLOCK_SCHED_DEFAULT\n#define YAMC_RWLOCK_SCHED_DEFAULT yamc::rwlock::ReaderPrefer\n#endif\n\nnamespace yamc {\n\n/*\n * readers-writer locking policy for basic_shared_(timed)_mutex<RwLockPolicy>\n *\n * - yamc::rwlock::ReaderPrefer\n * - yamc::rwlock::WriterPrefer\n */\nnamespace rwlock {\n\n/// Reader prefer scheduling\n///\n/// NOTE:\n//    This policy might introduce \"Writer Starvation\" if readers continuously\n//    hold shared lock. PThreads rwlock implementation in Linux use this\n//    scheduling policy as default. (see also PTHREAD_RWLOCK_PREFER_READER_NP)\n//\nstruct ReaderPrefer {\n  static const std::size_t writer_mask = ~(~std::size_t(0u) >> 1);  // MSB 1bit\n  static const std::size_t reader_mask = ~std::size_t(0u) >> 1;\n\n  struct state {\n    std::size_t rwcount = 0;\n  };\n\n  static void before_wait_wlock(const state&) {}\n  static void after_wait_wlock(const state&) {}\n\n  static bool wait_wlock(const state& s) { return (s.rwcount != 0); }\n\n  static void acquire_wlock(state* s) {\n    assert(!(s->rwcount & writer_mask));\n    s->rwcount |= writer_mask;\n  }\n\n  static void release_wlock(state* s) {\n    assert(s->rwcount & writer_mask);\n    s->rwcount &= ~writer_mask;\n  }\n\n  static bool wait_rlock(const state& s) { return (s.rwcount & writer_mask) != 0; }\n\n  static void acquire_rlock(state* s) {\n    assert((s->rwcount & reader_mask) < reader_mask);\n    ++(s->rwcount);\n  }\n\n  static bool release_rlock(state* s) {\n    assert(0 < (s->rwcount & reader_mask));\n    return (--(s->rwcount) == 0);\n  }\n};\n\n/// Writer prefer scheduling\n///\n/// NOTE:\n///   If there are waiting writer, new readers are blocked until all shared lock\n///   are released,\n//    and the writer thread can get exclusive lock in preference to blocked\n//    reader threads. This policy might introduce \"Reader Starvation\" if writers\n//    continuously request exclusive lock.\n///   (see also PTHREAD_RWLOCK_PREFER_WRITER_NONRECURSIVE_NP)\n///\nstruct WriterPrefer {\n  static const std::size_t locked = ~(~std::size_t(0u) >> 1);  // MSB 1bit\n  static const std::size_t wait_mask = ~std::size_t(0u) >> 1;\n\n  struct state {\n    std::size_t nwriter = 0;\n    std::size_t nreader = 0;\n  };\n\n  static void before_wait_wlock(state* s) {\n    assert((s->nwriter & wait_mask) < wait_mask);\n    ++(s->nwriter);\n  }\n\n  static bool wait_wlock(const state& s) {\n    return ((s.nwriter & locked) || 0 < s.nreader);\n  }\n\n  static void after_wait_wlock(state* s) {\n    assert(0 < (s->nwriter & wait_mask));\n    --(s->nwriter);\n  }\n\n  static void acquire_wlock(state* s) {\n    assert(!(s->nwriter & locked));\n    s->nwriter |= locked;\n  }\n\n  static void release_wlock(state* s) {\n    assert(s->nwriter & locked);\n    s->nwriter &= ~locked;\n  }\n\n  static bool wait_rlock(const state& s) { return (s.nwriter != 0); }\n\n  static void acquire_rlock(state* s) {\n    assert(!(s->nwriter & locked));\n    ++(s->nreader);\n  }\n\n  static bool release_rlock(state* s) {\n    assert(0 < s->nreader);\n    return (--(s->nreader) == 0);\n  }\n};\n\n}  // namespace rwlock\n}  // namespace yamc\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_YAMC_YAMC_RWLOCK_SCHED_HPP_\n"
  },
  {
    "path": "include/LightGBM/utils/yamc/yamc_shared_lock.hpp",
    "content": "/*\n * yamc_shared_lock.hpp\n *\n * MIT License\n *\n * Copyright (c) 2017 yohhoy\n * Copyright (c) 2017-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2017-2026 The LightGBM developers. All rights reserved.\n *\n * Permission is hereby granted, free of charge, to any person obtaining a copy\n * of this software and associated documentation files (the \"Software\"), to deal\n * in the Software without restriction, including without limitation the rights\n * to use, copy, modify, merge, publish, distribute, sublicense, and/or sell\n * copies of the Software, and to permit persons to whom the Software is\n * furnished to do so, subject to the following conditions:\n *\n * The above copyright notice and this permission notice shall be included in\n * all copies or substantial portions of the Software.\n *\n * THE SOFTWARE IS PROVIDED \"AS IS\", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR\n * IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,\n * FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE\n * AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER\n * LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,\n * OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE\n * SOFTWARE.\n */\n#ifndef LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_YAMC_YAMC_SHARED_LOCK_HPP_\n#define LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_YAMC_YAMC_SHARED_LOCK_HPP_\n\n#include <cassert>\n#include <chrono>\n#include <mutex>\n#include <system_error>\n#include <utility>  // std::swap\n\n/*\n * std::shared_lock in C++14 Standard Library\n *\n * - yamc::shared_lock<Mutex>\n */\nnamespace yamc {\n\ntemplate <typename Mutex>\nclass shared_lock {\n  void locking_precondition(const char* emsg) {\n    if (pm_ == nullptr) {\n      throw std::system_error(\n          std::make_error_code(std::errc::operation_not_permitted), emsg);\n    }\n    if (owns_) {\n      throw std::system_error(\n          std::make_error_code(std::errc::resource_deadlock_would_occur), emsg);\n    }\n  }\n\n public:\n  using mutex_type = Mutex;\n\n  shared_lock() noexcept = default;\n\n  explicit shared_lock(mutex_type* m) {\n    m->lock_shared();\n    pm_ = m;\n    owns_ = true;\n  }\n\n  shared_lock(const mutex_type& m, std::defer_lock_t) noexcept {\n    pm_ = &m;\n    owns_ = false;\n  }\n\n  shared_lock(const mutex_type& m, std::try_to_lock_t) {\n    pm_ = &m;\n    owns_ = m.try_lock_shared();\n  }\n\n  shared_lock(const mutex_type& m, std::adopt_lock_t) {\n    pm_ = &m;\n    owns_ = true;\n  }\n\n  template <typename Clock, typename Duration>\n  shared_lock(const mutex_type& m,\n              const std::chrono::time_point<Clock, Duration>& abs_time) {\n    pm_ = &m;\n    owns_ = m.try_lock_shared_until(abs_time);\n  }\n\n  template <typename Rep, typename Period>\n  shared_lock(const mutex_type& m,\n              const std::chrono::duration<Rep, Period>& rel_time) {\n    pm_ = &m;\n    owns_ = m.try_lock_shared_for(rel_time);\n  }\n\n  ~shared_lock() {\n    if (owns_) {\n      assert(pm_ != nullptr);\n      pm_->unlock_shared();\n    }\n  }\n\n  shared_lock(const shared_lock&) = delete;\n  shared_lock& operator=(const shared_lock&) = delete;\n\n  shared_lock(shared_lock&& rhs) noexcept {\n    if (pm_ && owns_) {\n      pm_->unlock_shared();\n    }\n    pm_ = rhs.pm_;\n    owns_ = rhs.owns_;\n    rhs.pm_ = nullptr;\n    rhs.owns_ = false;\n  }\n\n  shared_lock& operator=(shared_lock&& rhs) noexcept {\n    if (pm_ && owns_) {\n      pm_->unlock_shared();\n    }\n    pm_ = rhs.pm_;\n    owns_ = rhs.owns_;\n    rhs.pm_ = nullptr;\n    rhs.owns_ = false;\n    return *this;\n  }\n\n  void lock() {\n    locking_precondition(\"shared_lock::lock\");\n    pm_->lock_shared();\n    owns_ = true;\n  }\n\n  bool try_lock() {\n    locking_precondition(\"shared_lock::try_lock\");\n    return (owns_ = pm_->try_lock_shared());\n  }\n\n  template <typename Rep, typename Period>\n  bool try_lock_for(const std::chrono::duration<Rep, Period>& rel_time) {\n    locking_precondition(\"shared_lock::try_lock_for\");\n    return (owns_ = pm_->try_lock_shared_for(rel_time));\n  }\n\n  template <typename Clock, typename Duration>\n  bool try_lock_until(\n      const std::chrono::time_point<Clock, Duration>& abs_time) {\n    locking_precondition(\"shared_lock::try_lock_until\");\n    return (owns_ = pm_->try_lock_shared_until(abs_time));\n  }\n\n  void unlock() {\n    assert(pm_ != nullptr);\n    if (!owns_) {\n      throw std::system_error(\n          std::make_error_code(std::errc::operation_not_permitted),\n          \"shared_lock::unlock\");\n    }\n    pm_->unlock_shared();\n    owns_ = false;\n  }\n\n  void swap(shared_lock& sl) noexcept {\n    std::swap(pm_, sl.pm_);\n    std::swap(owns_, sl.owns_);\n  }\n\n  mutex_type* release() noexcept {\n    mutex_type* result = pm_;\n    pm_ = nullptr;\n    owns_ = false;\n    return result;\n  }\n\n  bool owns_lock() const noexcept { return owns_; }\n\n  explicit operator bool() const noexcept { return owns_; }\n\n  mutex_type* mutex() const noexcept { return pm_; }\n\n private:\n  mutex_type* pm_ = nullptr;\n  bool owns_ = false;\n};\n\n}  // namespace yamc\n\nnamespace std {\n\n/// std::swap() specialization for yamc::shared_lock<Mutex> type\ntemplate <typename Mutex>\nvoid swap(yamc::shared_lock<Mutex>& lhs,\n          yamc::shared_lock<Mutex>& rhs) noexcept {\n  lhs.swap(rhs);\n}\n\n}  // namespace std\n\n#endif  // LIGHTGBM_INCLUDE_LIGHTGBM_UTILS_YAMC_YAMC_SHARED_LOCK_HPP_\n"
  },
  {
    "path": "python-package/README.rst",
    "content": "LightGBM Python-package\n=======================\n\n|License| |Python Versions| |PyPI Version| |PyPI Downloads| |conda Version| |conda Downloads| |API Docs|\n\nInstallation\n------------\n\nPreparation\n'''''''''''\n\n32-bit Python is not supported.\nPlease install 64-bit version.\nIf you have a strong need to install with 32-bit Python, refer to `Build 32-bit Version with 32-bit Python section <#build-32-bit-version-with-32-bit-python>`__.\n\n|\n\nInstall from `PyPI <https://pypi.org/project/lightgbm>`_\n''''''''''''''''''''''''''''''''''''''''''''''''''''''''\n\n.. code:: sh\n\n    pip install lightgbm\n\nCompiled library that is included in the wheel file supports both **GPU** (don't confuse with CUDA version) and **CPU** versions out of the box.\nThis feature is available only for **Windows** and **Linux** currently.\nTo use **GPU** version you only need to install OpenCL Runtime libraries.\nFor NVIDIA and AMD GPU they are included in the ordinary drivers for your graphics card, so no action is required.\nIf you would like your AMD or Intel CPU to act like a GPU (for testing and debugging),\nyou can install `AMD APP SDK <https://github.com/lightgbm-org/LightGBM/releases/download/v2.0.12/AMD-APP-SDKInstaller-v3.0.130.135-GA-windows-F-x64.exe>`_ on **Windows** and `PoCL <https://portablecl.org>`_ on **Linux**.\nMany modern Linux distributions provide packages for PoCL, look for ``pocl-opencl-icd`` on Debian-based distributions and ``pocl`` on RedHat-based distributions.\n\nFor **Windows** users, `VC runtime <https://learn.microsoft.com/en-us/cpp/windows/latest-supported-vc-redist>`_ is needed if **Visual Studio** is not installed.\n\nFor **macOS** users, the **OpenMP** library is needed.\nYou can install it by the following command: ``brew install libomp``.\n\n|\n\nUse LightGBM with PyArrow\n*************************\n\nTo install all dependencies needed to use ``PyArrow`` in LightGBM, append ``[arrow]``.\n\n.. code:: sh\n\n    pip install 'lightgbm[arrow]'\n\n|\n\nUse LightGBM with Dask\n**********************\n\nWarning: Dask-package is only tested on macOS and Linux.\n\nTo install all dependencies needed to use ``lightgbm.dask``, append ``[dask]``.\n\n.. code:: sh\n\n    pip install 'lightgbm[dask]'\n\n|\n\nUse LightGBM with pandas\n************************\n\nTo install all dependencies needed to use ``pandas`` in LightGBM, append ``[pandas]``.\n\n.. code:: sh\n\n    pip install 'lightgbm[pandas]'\n\n|\n\nUse LightGBM Plotting Capabilities\n**********************************\n\nTo install all dependencies needed to use ``lightgbm.plotting``, append ``[plotting]``.\n\n.. code:: sh\n\n    pip install 'lightgbm[plotting]'\n\n|\n\nUse LightGBM with scikit-learn\n******************************\n\nTo install all dependencies needed to use ``lightgbm.sklearn``, append ``[scikit-learn]``.\n\n.. code:: sh\n\n    pip install 'lightgbm[scikit-learn]'\n\n|\n\nBuild from Sources\n******************\n\n.. code:: sh\n\n    pip install lightgbm --no-binary lightgbm\n\nFor **macOS** users, you can perform installation either with **Apple Clang** or **gcc**.\n\n- In case you prefer **Apple Clang**, you should install **OpenMP** (details for installation can be found in `Installation Guide <https://github.com/lightgbm-org/LightGBM/blob/master/docs/Installation-Guide.rst#apple-clang>`__) first.\n\n- In case you prefer **gcc**, you need to install it (details for installation can be found in `Installation Guide <https://github.com/lightgbm-org/LightGBM/blob/master/docs/Installation-Guide.rst#gcc-1>`__) and specify compilers by running ``export CXX=g++-7 CC=gcc-7`` (replace \"7\" with version of **gcc** installed on your machine) first.\n\nFor **Windows** users, **Visual Studio** (or `VS Build Tools <https://visualstudio.microsoft.com/downloads/>`_) is needed.\n\n|\n\nBuild Threadless Version\n~~~~~~~~~~~~~~~~~~~~~~~~\n\n.. code:: sh\n\n    pip install lightgbm --no-binary lightgbm --config-settings=cmake.define.USE_OPENMP=OFF\n\nAll requirements, except the **OpenMP** requirement, from `Build from Sources section <#build-from-sources>`__ apply for this installation option as well.\n\nIt is **strongly not recommended** to use this version of LightGBM!\n\n|\n\nBuild MPI Version\n~~~~~~~~~~~~~~~~~\n\n.. code:: sh\n\n    pip install lightgbm --no-binary lightgbm --config-settings=cmake.define.USE_MPI=ON\n\nAll requirements from `Build from Sources section <#build-from-sources>`__ apply for this installation option as well.\n\nFor **Windows** users, compilation with **MinGW-w64** is not supported.\n\n**MPI** libraries are needed: details for installation can be found in `Installation Guide <https://github.com/lightgbm-org/LightGBM/blob/master/docs/Installation-Guide.rst#build-mpi-version>`__.\n\n|\n\nBuild GPU Version\n~~~~~~~~~~~~~~~~~\n\n.. code:: sh\n\n    pip install lightgbm --no-binary lightgbm --config-settings=cmake.define.USE_GPU=ON\n\nAll requirements from `Build from Sources section <#build-from-sources>`__ apply for this installation option as well.\n\nFor **macOS** users, the GPU version is not supported.\n\n**Boost** and **OpenCL** are needed: details for installation can be found in `Installation Guide <https://github.com/lightgbm-org/LightGBM/blob/master/docs/Installation-Guide.rst#build-gpu-version>`__.\nAlmost always you also need to pass ``OpenCL_INCLUDE_DIR``, ``OpenCL_LIBRARY`` options for **Linux** and ``BOOST_ROOT``, ``BOOST_LIBRARYDIR`` options for **Windows** to **CMake** via ``pip`` options, like\n\n.. code:: sh\n\n    pip install lightgbm --no-binary lightgbm --config-settings=cmake.define.USE_GPU=ON --config-settings=cmake.define.OpenCL_INCLUDE_DIR=\"/usr/local/cuda/include/\" --config-settings=cmake.define.OpenCL_LIBRARY=\"/usr/local/cuda/lib64/libOpenCL.so\"\n\nAll available options that can be passed via ``cmake.define.{option}``.\n\n- BOOST_ROOT\n\n- Boost_DIR\n\n- Boost_INCLUDE_DIR\n\n- BOOST_LIBRARYDIR\n\n- OpenCL_INCLUDE_DIR\n\n- OpenCL_LIBRARY\n\nFor more details see `FindBoost <https://cmake.org/cmake/help/latest/module/FindBoost.html>`__ and `FindOpenCL <https://cmake.org/cmake/help/latest/module/FindOpenCL.html>`__.\n\nDon't confuse with `CUDA version <#build-cuda-version>`__.\nTo use the GPU version within Python, pass ``{\"device\": \"gpu\"}`` respectively in parameters.\n\n|\n\nBuild CUDA Version\n~~~~~~~~~~~~~~~~~~\n\n.. code:: sh\n\n    pip install lightgbm --no-binary lightgbm --config-settings=cmake.define.USE_CUDA=ON\n\nAll requirements from `Build from Sources section <#build-from-sources>`__ apply for this installation option as well.\n\nFor **macOS** and **Windows** users, the CUDA version is not supported.\n\n**CUDA** library is needed: details for installation can be found in `Installation Guide <https://github.com/lightgbm-org/LightGBM/blob/master/docs/Installation-Guide.rst#build-cuda-version>`__.\n\nDon't confuse with `GPU version <#build-gpu-version>`__.\nTo use the CUDA version within Python, pass ``{\"device\": \"cuda\"}`` respectively in parameters.\n\n|\n\nBuild with MinGW-w64 on Windows\n~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\n.. code:: sh\n\n    pip install lightgbm --no-binary lightgbm --config-settings=cmake.define.CMAKE_SH=CMAKE_SH-NOTFOUND --config-settings=cmake.args=\"-GMinGW Makefiles\"\n\n`MinGW-w64 <https://www.mingw-w64.org/>`_ should be installed first.\n\nIt is recommended to use **Visual Studio** for its better multithreading efficiency in **Windows** for many-core systems\n(see `Question 4 <https://github.com/lightgbm-org/LightGBM/blob/master/docs/FAQ.rst#4-i-am-using-windows-should-i-use-visual-studio-or-mingw-for-compiling-lightgbm>`__\nand `Question 8 <https://github.com/lightgbm-org/LightGBM/blob/master/docs/FAQ.rst#8-cpu-usage-is-low-like-10-in-windows-when-using-lightgbm-on-very-large-datasets-with-many-core-systems>`__).\n\n|\n\nBuild 32-bit Version with 32-bit Python\n~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\n.. code:: sh\n\n    pip install lightgbm --no-binary lightgbm --config-settings=cmake.args=\"-AWin32\"\n\nFor **Windows** users, compilation with **MinGW-w64** is not supported.\n\nFor **macOS** and **Linux** users, the 32-bit version is not supported.\n\nIt is **strongly not recommended** to use this version of LightGBM!\n\n|\n\nBuild with Time Costs Output\n~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\n.. code:: sh\n\n    pip install lightgbm --no-binary lightgbm --config-settings=cmake.define.USE_TIMETAG=ON\n\nUse this option to make LightGBM output time costs for different internal routines, to investigate and benchmark its performance.\n\n|\n\nInstall from `conda-forge channel <https://anaconda.org/conda-forge/lightgbm>`_\n'''''''''''''''''''''''''''''''''''''''''''''''''''''''''''''''''''''''''''''''\n\n``lightgbm`` conda packages are available from the ``conda-forge`` channel.\n\n.. code:: sh\n\n    conda install -c conda-forge lightgbm\n\nThese packages support **CPU**, **GPU** and **CUDA** versions out of the box.\n\n**GPU**-enabled version is available only for **Windows** and **Linux** currently.\n\n**CUDA**-enabled version (since ``lightgbm>=4.4.0``) is available only for **Linux** currently and will be automatically selected if you are on a system where CUDA is installed.\n\n|\n\nInstall from GitHub\n'''''''''''''''''''\n\nAll requirements from `Build from Sources section <#build-from-sources>`__ apply for this installation option as well.\n\n.. code:: sh\n\n    git clone --recursive https://github.com/lightgbm-org/LightGBM.git\n    cd LightGBM\n    # export CXX=g++-14 CC=gcc-14  # macOS users, if you decided to compile with gcc, don't forget to specify compilers\n    sh ./build-python.sh install\n\nNote: ``sudo`` (or administrator rights in **Windows**) may be needed to perform the command.\nRun ``sh ./build-python.sh install --user`` to install into user-specific instead of global site-packages directory.\n\nRun ``sh ./build-python.sh install --no-isolation`` to assume all build and install dependencies are already installed, don't go to the internet to get them.\n\n|\n\nRun ``sh ./build-python.sh install --nomp`` to disable **OpenMP** support.\nAll requirements from `Build Threadless Version section <#build-threadless-version>`__ apply for this installation option as well.\n\nRun ``sh ./build-python.sh install --mpi`` to enable **MPI** support.\nAll requirements from `Build MPI Version section <#build-mpi-version>`__ apply for this installation option as well.\n\nRun ``sh ./build-python.sh install --gpu`` to enable GPU support.\nAll requirements from `Build GPU Version section <#build-gpu-version>`__ apply for this installation option as well.\nTo pass additional options to **CMake** use the following syntax: ``sh ./build-python.sh install --gpu --opencl-include-dir=\"/usr/local/cuda/include/\"``,\nsee `Build GPU Version section <#build-gpu-version>`__ for the complete list of them.\n\nRun ``sh ./build-python.sh install --cuda`` to enable CUDA support.\nAll requirements from `Build CUDA Version section <#build-cuda-version>`__ apply for this installation option as well.\n\nRun ``sh ./build-python.sh install --mingw``, if you want to use **MinGW-w64** on **Windows** instead of **Visual Studio**.\nAll requirements from `Build with MinGW-w64 on Windows section <#build-with-mingw-w64-on-windows>`__ apply for this installation option as well.\n\nRun ``sh ./build-python.sh install --bit32``, if you want to use 32-bit version.\nAll requirements from `Build 32-bit Version with 32-bit Python section <#build-32-bit-version-with-32-bit-python>`__ apply for this installation option as well.\n\nRun ``sh ./build-python.sh install --time-costs``, if you want to output time costs for different internal routines.\nAll requirements from `Build with Time Costs Output section <#build-with-time-costs-output>`__ apply for this installation option as well.\n\n|\n\nIf you get any errors during installation or due to any other reasons,\nyou may want to build dynamic library from sources by any method you prefer\n(see `Installation Guide <https://github.com/lightgbm-org/LightGBM/blob/master/docs/Installation-Guide.rst>`__).\nFor example, you can use ``MSBuild`` tool and `solution file <https://github.com/lightgbm-org/LightGBM/blob/master/windows/LightGBM.sln>`__ from the repo.\n\n.. code:: sh\n\n  MSBuild.exe windows/LightGBM.sln /p:Configuration=DLL /p:Platform=x64 /p:PlatformToolset=v143\n\nAfter compiling dynamic library just run ``sh ./build-python.sh install --precompile`` to install the Python-package using that library.\n\n|\n\nBuild Wheel File\n****************\n\nYou can run ``sh ./build-python.sh bdist_wheel`` to build a wheel file but not install it.\n\nThat script requires some dependencies like ``build``, ``scikit-build-core``, and ``wheel``.\nIn environments with restricted or no internet access, install those tools and then pass ``--no-isolation``.\n\n.. code:: sh\n\n  sh ./build-python.sh bdist_wheel --no-isolation\n\nTroubleshooting\n---------------\n\nRefer to `FAQ <https://github.com/lightgbm-org/LightGBM/tree/master/docs/FAQ.rst>`_.\n\nExamples\n--------\n\nRefer to the walk through examples in `Python guide folder <https://github.com/lightgbm-org/LightGBM/tree/master/examples/python-guide>`_.\n\nSupported Python Versions\n-------------------------\n\nThis project supports all Python versions until they reach end-of-life.\nFor details on the support calendar for Python versions, see https://devguide.python.org/versions/.\n\nDevelopment Guide\n-----------------\n\nTo check that a contribution to the package matches its style expectations, run the following from the root of the repo.\n\n.. code:: sh\n\n    pre-commit run --all-files\n\nTo run the tests locally and compute test coverage, install the Python package using one of the options mentioned above.\nThen run the following from the root of the repo.\n\n.. code:: sh\n\n    pytest \\\n        --cov=lightgbm \\\n        --cov-report=\"term\" \\\n        --cov-report=\"html:htmlcov\" \\\n        tests/python_package_test/\n\nThen open `htmlcov/index.html` to view a clickable coverage report.\n\n.. |License| image:: https://img.shields.io/github/license/lightgbm-org/lightgbm.svg\n   :target: https://github.com/lightgbm-org/LightGBM/blob/master/LICENSE\n.. |Python Versions| image:: https://img.shields.io/pypi/pyversions/lightgbm.svg?logo=python&logoColor=white\n   :target: https://pypi.org/project/lightgbm\n.. |PyPI Version| image:: https://img.shields.io/pypi/v/lightgbm.svg?logo=pypi&logoColor=white\n   :target: https://pypi.org/project/lightgbm\n.. |PyPI Downloads| image:: https://img.shields.io/pepy/dt/lightgbm?logo=pypi&logoColor=white&label=pypi%20downloads\n   :target: https://pepy.tech/project/lightgbm\n.. |conda Version| image:: https://img.shields.io/conda/vn/conda-forge/lightgbm?logo=conda-forge&logoColor=white&label=conda\n   :target: https://anaconda.org/conda-forge/lightgbm\n.. |conda Downloads| image:: https://img.shields.io/conda/d/conda-forge/lightgbm?logo=conda-forge&logoColor=white&label=conda%20downloads\n   :target: https://anaconda.org/conda-forge/lightgbm/files\n.. |API Docs| image:: https://readthedocs.org/projects/lightgbm/badge/?version=latest\n   :target: https://lightgbm.readthedocs.io/en/latest/Python-API.html\n"
  },
  {
    "path": "python-package/lightgbm/__init__.py",
    "content": "# coding: utf-8\n\"\"\"LightGBM, Light Gradient Boosting Machine.\n\nContributors: https://github.com/lightgbm-org/LightGBM/graphs/contributors.\n\"\"\"\n\nfrom pathlib import Path\n\n# .basic is intentionally loaded as early as possible, to dlopen() lib_lightgbm.{dll,dylib,so}\n# and its dependencies as early as possible\nfrom .basic import Booster, Dataset, Sequence, register_logger\nfrom .callback import EarlyStopException, early_stopping, log_evaluation, record_evaluation, reset_parameter\nfrom .engine import CVBooster, cv, train\n\ntry:\n    from .sklearn import LGBMClassifier, LGBMModel, LGBMRanker, LGBMRegressor\nexcept ImportError:\n    pass\ntry:\n    from .plotting import create_tree_digraph, plot_importance, plot_metric, plot_split_value_histogram, plot_tree\nexcept ImportError:\n    pass\ntry:\n    from .dask import DaskLGBMClassifier, DaskLGBMRanker, DaskLGBMRegressor\nexcept ImportError:\n    pass\n\n\n_version_path = Path(__file__).resolve().parent / \"VERSION.txt\"\nif _version_path.is_file():\n    __version__ = _version_path.read_text(encoding=\"utf-8\").strip()\n\n__all__ = [\n    \"Dataset\",\n    \"Booster\",\n    \"CVBooster\",\n    \"Sequence\",\n    \"register_logger\",\n    \"train\",\n    \"cv\",\n    \"LGBMModel\",\n    \"LGBMRegressor\",\n    \"LGBMClassifier\",\n    \"LGBMRanker\",\n    \"DaskLGBMRegressor\",\n    \"DaskLGBMClassifier\",\n    \"DaskLGBMRanker\",\n    \"log_evaluation\",\n    \"record_evaluation\",\n    \"reset_parameter\",\n    \"early_stopping\",\n    \"EarlyStopException\",\n    \"plot_importance\",\n    \"plot_split_value_histogram\",\n    \"plot_metric\",\n    \"plot_tree\",\n    \"create_tree_digraph\",\n]\n"
  },
  {
    "path": "python-package/lightgbm/basic.py",
    "content": "# coding: utf-8\n\"\"\"Wrapper for C API of LightGBM.\"\"\"\n\n# This import causes lib_lightgbm.{dll,dylib,so} to be loaded.\n# It's intentionally done here, as early as possible, to avoid issues like\n# \"libgomp.so.1: cannot allocate memory in static TLS block\" on aarch64 Linux.\n#\n# For details, see the \"cannot allocate memory in static TLS block\" entry in docs/FAQ.rst.\nfrom .libpath import _LIB  # isort: skip\n\nimport abc\nimport ctypes\nimport inspect\nimport json\nimport warnings\nfrom collections import OrderedDict\nfrom copy import deepcopy\nfrom enum import Enum\nfrom functools import wraps\nfrom os import SEEK_END, environ\nfrom os.path import getsize\nfrom pathlib import Path\nfrom tempfile import NamedTemporaryFile\nfrom typing import TYPE_CHECKING, Any, Callable, Dict, Iterable, Iterator, List, Optional, Set, Tuple, Union\n\nimport numpy as np\nimport scipy.sparse\n\nfrom .compat import (\n    CFFI_INSTALLED,\n    PANDAS_INSTALLED,\n    PYARROW_INSTALLED,\n    arrow_cffi,\n    arrow_is_boolean,\n    arrow_is_floating,\n    arrow_is_integer,\n    concat,\n    pa_Array,\n    pa_chunked_array,\n    pa_ChunkedArray,\n    pa_compute,\n    pa_Table,\n    pd_CategoricalDtype,\n    pd_DataFrame,\n    pd_Series,\n)\n\nif TYPE_CHECKING:\n    from typing import Literal\n\n    # typing.TypeGuard was only introduced in Python 3.10\n    try:\n        from typing import TypeGuard\n    except ImportError:\n        from typing_extensions import TypeGuard\n\n\n__all__ = [\n    \"Booster\",\n    \"Dataset\",\n    \"LGBMDeprecationWarning\",\n    \"LightGBMError\",\n    \"register_logger\",\n    \"Sequence\",\n]\n\n_BoosterHandle = ctypes.c_void_p\n_DatasetHandle = ctypes.c_void_p\n_ctypes_int_ptr = Union[\n    \"ctypes._Pointer[ctypes.c_int32]\",\n    \"ctypes._Pointer[ctypes.c_int64]\",\n]\n_ctypes_int_array = Union[\n    \"ctypes.Array[ctypes._Pointer[ctypes.c_int32]]\",\n    \"ctypes.Array[ctypes._Pointer[ctypes.c_int64]]\",\n]\n_ctypes_float_ptr = Union[\n    \"ctypes._Pointer[ctypes.c_float]\",\n    \"ctypes._Pointer[ctypes.c_double]\",\n]\n_ctypes_float_array = Union[\n    \"ctypes.Array[ctypes._Pointer[ctypes.c_float]]\",\n    \"ctypes.Array[ctypes._Pointer[ctypes.c_double]]\",\n]\n_LGBM_EvalFunctionResultType = Tuple[str, float, bool]\n_LGBM_BoosterBestScoreType = Dict[str, Dict[str, float]]\n_LGBM_BoosterEvalMethodResultType = Tuple[str, str, float, bool]\n_LGBM_BoosterEvalMethodResultWithStandardDeviationType = Tuple[str, str, float, bool, float]\n_LGBM_CategoricalFeatureConfiguration = Union[List[str], List[int], \"Literal['auto']\"]\n_LGBM_FeatureNameConfiguration = Union[List[str], \"Literal['auto']\"]\n_LGBM_GroupType = Union[\n    List[float],\n    List[int],\n    np.ndarray,\n    pd_Series,\n    pa_Array,\n    pa_ChunkedArray,\n]\n_LGBM_PositionType = Union[\n    np.ndarray,\n    pd_Series,\n]\n_LGBM_InitScoreType = Union[\n    List[float],\n    List[List[float]],\n    np.ndarray,\n    pd_Series,\n    pd_DataFrame,\n    pa_Table,\n    pa_Array,\n    pa_ChunkedArray,\n]\n_LGBM_TrainDataType = Union[\n    str,\n    Path,\n    np.ndarray,\n    pd_DataFrame,\n    scipy.sparse.spmatrix,\n    \"Sequence\",\n    List[\"Sequence\"],\n    List[np.ndarray],\n    pa_Table,\n]\n_LGBM_LabelType = Union[\n    List[float],\n    List[int],\n    np.ndarray,\n    pd_Series,\n    pd_DataFrame,\n    pa_Array,\n    pa_ChunkedArray,\n]\n_LGBM_PredictDataType = Union[\n    str,\n    Path,\n    np.ndarray,\n    pd_DataFrame,\n    scipy.sparse.spmatrix,\n    pa_Table,\n]\n_LGBM_PredictReturnType = Union[\n    np.ndarray,\n    scipy.sparse.spmatrix,\n    List[scipy.sparse.spmatrix],\n]\n_LGBM_PredictSparseReturnType = Union[\n    scipy.sparse.spmatrix,\n    List[scipy.sparse.spmatrix],\n]\n_LGBM_WeightType = Union[\n    List[float],\n    List[int],\n    np.ndarray,\n    pd_Series,\n    pa_Array,\n    pa_ChunkedArray,\n]\n_LGBM_SetFieldType = Union[\n    List[List[float]],\n    List[List[int]],\n    List[float],\n    List[int],\n    np.ndarray,\n    pd_Series,\n    pd_DataFrame,\n    pa_Table,\n    pa_Array,\n    pa_ChunkedArray,\n]\n\nZERO_THRESHOLD = 1e-35\n\n_MULTICLASS_OBJECTIVES = {\"multiclass\", \"multiclassova\", \"multiclass_ova\", \"ova\", \"ovr\", \"softmax\"}\n\n\nclass LightGBMError(Exception):\n    \"\"\"Error thrown by LightGBM.\"\"\"\n\n    pass\n\n\ndef _is_zero(x: float) -> bool:\n    return -ZERO_THRESHOLD <= x <= ZERO_THRESHOLD\n\n\ndef _get_sample_count(total_nrow: int, params: str) -> int:\n    sample_cnt = ctypes.c_int(0)\n    _safe_call(\n        _LIB.LGBM_GetSampleCount(\n            ctypes.c_int32(total_nrow),\n            _c_str(params),\n            ctypes.byref(sample_cnt),\n        )\n    )\n    return sample_cnt.value\n\n\ndef _np2d_to_np1d(mat: np.ndarray) -> Tuple[np.ndarray, int]:\n    dtype: \"np.typing.DTypeLike\"\n    if mat.dtype in (np.float32, np.float64):\n        dtype = mat.dtype\n    else:\n        dtype = np.float32\n    order: \"Literal['C', 'F']\"\n    if mat.flags[\"F_CONTIGUOUS\"]:\n        order = \"F\"\n        layout = _C_API_IS_COL_MAJOR\n    else:\n        order = \"C\"\n        layout = _C_API_IS_ROW_MAJOR\n    # ensure dtype and order, copies if either do not match\n    data = np.asarray(mat, dtype=dtype, order=order)\n    # flatten array without copying\n    return data.ravel(order=order), layout\n\n\nclass _MissingType(Enum):\n    NONE = \"None\"\n    NAN = \"NaN\"\n    ZERO = \"Zero\"\n\n\nclass _DummyLogger:\n    def info(self, msg: str) -> None:\n        print(msg)  # noqa: T201\n\n    def warning(self, msg: str) -> None:\n        warnings.warn(msg, stacklevel=3)\n\n\n_LOGGER: Any = _DummyLogger()\n_INFO_METHOD_NAME = \"info\"\n_WARNING_METHOD_NAME = \"warning\"\n\n\ndef _has_method(logger: Any, method_name: str) -> bool:\n    return callable(getattr(logger, method_name, None))\n\n\ndef register_logger(\n    logger: Any,\n    info_method_name: str = \"info\",\n    warning_method_name: str = \"warning\",\n) -> None:\n    \"\"\"Register custom logger.\n\n    Parameters\n    ----------\n    logger : Any\n        Custom logger.\n    info_method_name : str, optional (default=\"info\")\n        Method used to log info messages.\n    warning_method_name : str, optional (default=\"warning\")\n        Method used to log warning messages.\n    \"\"\"\n    if not _has_method(logger, info_method_name) or not _has_method(logger, warning_method_name):\n        raise TypeError(f\"Logger must provide '{info_method_name}' and '{warning_method_name}' method\")\n\n    global _LOGGER, _INFO_METHOD_NAME, _WARNING_METHOD_NAME\n    _LOGGER = logger\n    _INFO_METHOD_NAME = info_method_name\n    _WARNING_METHOD_NAME = warning_method_name\n\n\ndef _normalize_native_string(func: Callable[[str], None]) -> Callable[[str], None]:\n    \"\"\"Join log messages from native library which come by chunks.\"\"\"\n    msg_normalized: List[str] = []\n\n    @wraps(func)\n    def wrapper(msg: str) -> None:\n        nonlocal msg_normalized\n        if msg.strip() == \"\":\n            msg = \"\".join(msg_normalized)\n            msg_normalized = []\n            return func(msg)\n        else:\n            msg_normalized.append(msg)\n\n    return wrapper\n\n\ndef _log_info(msg: str) -> None:\n    getattr(_LOGGER, _INFO_METHOD_NAME)(msg)\n\n\ndef _log_warning(msg: str) -> None:\n    getattr(_LOGGER, _WARNING_METHOD_NAME)(msg)\n\n\n@_normalize_native_string\ndef _log_native(msg: str) -> None:\n    getattr(_LOGGER, _INFO_METHOD_NAME)(msg)\n\n\ndef _log_callback(msg: bytes) -> None:\n    \"\"\"Redirect logs from native library into Python.\"\"\"\n    _log_native(str(msg.decode(\"utf-8\")))\n\n\n# connect the Python logger to logging in lib_lightgbm\nif environ.get(\"LIGHTGBM_BUILD_DOC\", \"False\") != \"True\":\n    _LIB.LGBM_GetLastError.restype = ctypes.c_char_p\n    callback = ctypes.CFUNCTYPE(None, ctypes.c_char_p)\n    _LIB.callback = callback(_log_callback)  # type: ignore[attr-defined]\n    if _LIB.LGBM_RegisterLogCallback(_LIB.callback) != 0:\n        raise LightGBMError(_LIB.LGBM_GetLastError().decode(\"utf-8\"))\n\n\n_NUMERIC_TYPES = (int, float, bool)\n\n\ndef _safe_call(ret: int) -> None:\n    \"\"\"Check the return value from C API call.\n\n    Parameters\n    ----------\n    ret : int\n        The return value from C API calls.\n    \"\"\"\n    if ret != 0:\n        raise LightGBMError(_LIB.LGBM_GetLastError().decode(\"utf-8\"))\n\n\ndef _is_numeric(obj: Any) -> bool:\n    \"\"\"Check whether object is a number or not, include numpy number, etc.\"\"\"\n    try:\n        float(obj)\n        return True\n    except (TypeError, ValueError):\n        # TypeError: obj is not a string or a number\n        # ValueError: invalid literal\n        return False\n\n\ndef _is_numpy_1d_array(data: Any) -> bool:\n    \"\"\"Check whether data is a numpy 1-D array.\"\"\"\n    return isinstance(data, np.ndarray) and len(data.shape) == 1\n\n\ndef _is_numpy_column_array(data: Any) -> bool:\n    \"\"\"Check whether data is a column numpy array.\"\"\"\n    if not isinstance(data, np.ndarray):\n        return False\n    shape = data.shape\n    return len(shape) == 2 and shape[1] == 1\n\n\ndef _cast_numpy_array_to_dtype(array: np.ndarray, dtype: \"np.typing.DTypeLike\") -> np.ndarray:\n    \"\"\"Cast numpy array to given dtype.\"\"\"\n    if array.dtype == dtype:\n        return array\n    return array.astype(dtype=dtype, copy=False)\n\n\ndef _is_1d_list(data: Any) -> bool:\n    \"\"\"Check whether data is a 1-D list.\"\"\"\n    return isinstance(data, list) and (not data or _is_numeric(data[0]))\n\n\ndef _is_list_of_numpy_arrays(data: Any) -> \"TypeGuard[List[np.ndarray]]\":\n    return isinstance(data, list) and all(isinstance(x, np.ndarray) for x in data)\n\n\ndef _is_list_of_sequences(data: Any) -> \"TypeGuard[List[Sequence]]\":\n    return isinstance(data, list) and all(isinstance(x, Sequence) for x in data)\n\n\ndef _is_1d_collection(data: Any) -> bool:\n    \"\"\"Check whether data is a 1-D collection.\"\"\"\n    return _is_numpy_1d_array(data) or _is_numpy_column_array(data) or _is_1d_list(data) or isinstance(data, pd_Series)\n\n\ndef _list_to_1d_numpy(\n    *,\n    data: Any,\n    dtype: \"np.typing.DTypeLike\",\n    name: str,\n) -> np.ndarray:\n    \"\"\"Convert data to numpy 1-D array.\"\"\"\n    if _is_numpy_1d_array(data):\n        return _cast_numpy_array_to_dtype(data, dtype)\n    elif _is_numpy_column_array(data):\n        _log_warning(\"Converting column-vector to 1d array\")\n        array = data.ravel()\n        return _cast_numpy_array_to_dtype(array, dtype)\n    elif _is_1d_list(data):\n        return np.asarray(data, dtype=dtype)\n    elif isinstance(data, pd_Series):\n        _check_for_bad_pandas_dtypes(data.to_frame().dtypes)\n        return np.asarray(data, dtype=dtype)  # SparseArray should be supported as well\n    else:\n        raise TypeError(\n            f\"Wrong type({type(data).__name__}) for {name}.\\nIt should be list, numpy 1-D array or pandas Series\"\n        )\n\n\ndef _is_numpy_2d_array(data: Any) -> bool:\n    \"\"\"Check whether data is a numpy 2-D array.\"\"\"\n    return isinstance(data, np.ndarray) and len(data.shape) == 2 and data.shape[1] > 1\n\n\ndef _is_2d_list(data: Any) -> bool:\n    \"\"\"Check whether data is a 2-D list.\"\"\"\n    return isinstance(data, list) and len(data) > 0 and _is_1d_list(data[0])\n\n\ndef _is_2d_collection(data: Any) -> bool:\n    \"\"\"Check whether data is a 2-D collection.\"\"\"\n    return _is_numpy_2d_array(data) or _is_2d_list(data) or isinstance(data, pd_DataFrame)\n\n\ndef _is_pyarrow_array(data: Any) -> \"TypeGuard[Union[pa_Array, pa_ChunkedArray]]\":\n    \"\"\"Check whether data is a PyArrow array.\"\"\"\n    return isinstance(data, (pa_Array, pa_ChunkedArray))\n\n\ndef _is_pyarrow_table(data: Any) -> \"TypeGuard[pa_Table]\":\n    \"\"\"Check whether data is a PyArrow table.\"\"\"\n    return isinstance(data, pa_Table)\n\n\nclass _ArrowCArray:\n    \"\"\"Simple wrapper around the C representation of an Arrow type.\"\"\"\n\n    n_chunks: int\n    chunks: arrow_cffi.CData\n    schema: arrow_cffi.CData\n\n    def __init__(self, n_chunks: int, chunks: arrow_cffi.CData, schema: arrow_cffi.CData):\n        self.n_chunks = n_chunks\n        self.chunks = chunks\n        self.schema = schema\n\n    @property\n    def chunks_ptr(self) -> int:\n        \"\"\"Returns the address of the pointer to the list of chunks making up the array.\"\"\"\n        return int(arrow_cffi.cast(\"uintptr_t\", arrow_cffi.addressof(self.chunks[0])))\n\n    @property\n    def schema_ptr(self) -> int:\n        \"\"\"Returns the address of the pointer to the schema of the array.\"\"\"\n        return int(arrow_cffi.cast(\"uintptr_t\", self.schema))\n\n\ndef _export_arrow_to_c(data: pa_Table) -> _ArrowCArray:\n    \"\"\"Export an Arrow type to its C representation.\"\"\"\n    # Obtain objects to export\n    if isinstance(data, pa_Array):\n        export_objects = [data]\n    elif isinstance(data, pa_ChunkedArray):\n        export_objects = data.chunks\n    elif isinstance(data, pa_Table):\n        export_objects = data.to_batches()\n    else:\n        raise ValueError(f\"data of type '{type(data)}' cannot be exported to Arrow\")\n\n    # Prepare export\n    chunks = arrow_cffi.new(\"struct ArrowArray[]\", len(export_objects))\n    schema = arrow_cffi.new(\"struct ArrowSchema*\")\n\n    # Export all objects\n    for i, obj in enumerate(export_objects):\n        chunk_ptr = int(arrow_cffi.cast(\"uintptr_t\", arrow_cffi.addressof(chunks[i])))\n        if i == 0:\n            schema_ptr = int(arrow_cffi.cast(\"uintptr_t\", schema))\n            obj._export_to_c(chunk_ptr, schema_ptr)\n        else:\n            obj._export_to_c(chunk_ptr)\n\n    return _ArrowCArray(len(chunks), chunks, schema)\n\n\ndef _data_to_2d_numpy(\n    data: Any,\n    dtype: \"np.typing.DTypeLike\",\n    name: str,\n) -> np.ndarray:\n    \"\"\"Convert data to numpy 2-D array.\"\"\"\n    if _is_numpy_2d_array(data):\n        return _cast_numpy_array_to_dtype(data, dtype)\n    if _is_2d_list(data):\n        return np.array(data, dtype=dtype)\n    if isinstance(data, pd_DataFrame):\n        _check_for_bad_pandas_dtypes(data.dtypes)\n        return _cast_numpy_array_to_dtype(data.values, dtype)\n    raise TypeError(\n        f\"Wrong type({type(data).__name__}) for {name}.\\n\"\n        \"It should be list of lists, numpy 2-D array or pandas DataFrame\"\n    )\n\n\ndef _cfloat32_array_to_numpy(*, cptr: \"ctypes._Pointer\", length: int) -> np.ndarray:\n    \"\"\"Convert a ctypes float pointer array to a numpy array.\"\"\"\n    if isinstance(cptr, ctypes.POINTER(ctypes.c_float)):\n        return np.ctypeslib.as_array(cptr, shape=(length,)).copy()\n    else:\n        raise RuntimeError(\"Expected float pointer\")\n\n\ndef _cfloat64_array_to_numpy(*, cptr: \"ctypes._Pointer\", length: int) -> np.ndarray:\n    \"\"\"Convert a ctypes double pointer array to a numpy array.\"\"\"\n    if isinstance(cptr, ctypes.POINTER(ctypes.c_double)):\n        return np.ctypeslib.as_array(cptr, shape=(length,)).copy()\n    else:\n        raise RuntimeError(\"Expected double pointer\")\n\n\ndef _cint32_array_to_numpy(*, cptr: \"ctypes._Pointer\", length: int) -> np.ndarray:\n    \"\"\"Convert a ctypes int pointer array to a numpy array.\"\"\"\n    if isinstance(cptr, ctypes.POINTER(ctypes.c_int32)):\n        return np.ctypeslib.as_array(cptr, shape=(length,)).copy()\n    else:\n        raise RuntimeError(\"Expected int32 pointer\")\n\n\ndef _cint64_array_to_numpy(*, cptr: \"ctypes._Pointer\", length: int) -> np.ndarray:\n    \"\"\"Convert a ctypes int pointer array to a numpy array.\"\"\"\n    if isinstance(cptr, ctypes.POINTER(ctypes.c_int64)):\n        return np.ctypeslib.as_array(cptr, shape=(length,)).copy()\n    else:\n        raise RuntimeError(\"Expected int64 pointer\")\n\n\ndef _c_str(string: str) -> ctypes.c_char_p:\n    \"\"\"Convert a Python string to C string.\"\"\"\n    return ctypes.c_char_p(string.encode(\"utf-8\"))\n\n\ndef _c_array(ctype: type, values: List[Any]) -> ctypes.Array:\n    \"\"\"Convert a Python array to C array.\"\"\"\n    return (ctype * len(values))(*values)  # type: ignore[operator]\n\n\ndef _json_default_with_numpy(obj: Any) -> Any:\n    \"\"\"Convert numpy classes to JSON serializable objects.\"\"\"\n    if isinstance(obj, (np.integer, np.floating, np.bool_)):\n        return obj.item()\n    elif isinstance(obj, np.ndarray):\n        return obj.tolist()\n    else:\n        return obj\n\n\ndef _to_string(x: Union[int, float, str, List]) -> str:\n    if isinstance(x, list):\n        val_list = \",\".join(str(val) for val in x)\n        return f\"[{val_list}]\"\n    else:\n        return str(x)\n\n\ndef _param_dict_to_str(data: Optional[Dict[str, Any]]) -> str:\n    \"\"\"Convert Python dictionary to string, which is passed to C API.\"\"\"\n    if data is None or not data:\n        return \"\"\n    pairs = []\n    for key, val in data.items():\n        if isinstance(val, (list, tuple, set)) or _is_numpy_1d_array(val):\n            pairs.append(f\"{key}={','.join(map(_to_string, val))}\")\n        elif isinstance(val, (str, Path, _NUMERIC_TYPES)) or _is_numeric(val):\n            pairs.append(f\"{key}={val}\")\n        elif val is not None:\n            raise TypeError(f\"Unknown type of parameter:{key}, got:{type(val).__name__}\")\n    return \" \".join(pairs)\n\n\nclass _TempFile:\n    \"\"\"Proxy class to workaround errors on Windows.\"\"\"\n\n    def __enter__(self) -> \"_TempFile\":\n        with NamedTemporaryFile(prefix=\"lightgbm_tmp_\", delete=True) as f:\n            self.name = f.name\n            self.path = Path(self.name)\n        return self\n\n    def __exit__(self, exc_type: Any, exc_val: Any, exc_tb: Any) -> None:\n        if self.path.is_file():\n            self.path.unlink()\n\n\n# DeprecationWarning is not shown by default, so let's create our own with higher level\n# ref: https://peps.python.org/pep-0565/#additional-use-case-for-futurewarning\nclass LGBMDeprecationWarning(FutureWarning):\n    \"\"\"Custom deprecation warning.\"\"\"\n\n    pass\n\n\nclass _ConfigAliases:\n    # lazy evaluation to allow import without dynamic library, e.g., for docs generation\n    aliases = None\n\n    @staticmethod\n    def _get_all_param_aliases() -> Dict[str, List[str]]:\n        buffer_len = 1 << 20\n        tmp_out_len = ctypes.c_int64(0)\n        string_buffer = ctypes.create_string_buffer(buffer_len)\n        ptr_string_buffer = ctypes.c_char_p(ctypes.addressof(string_buffer))\n        _safe_call(\n            _LIB.LGBM_DumpParamAliases(\n                ctypes.c_int64(buffer_len),\n                ctypes.byref(tmp_out_len),\n                ptr_string_buffer,\n            )\n        )\n        actual_len = tmp_out_len.value\n        # if buffer length is not long enough, re-allocate a buffer\n        if actual_len > buffer_len:\n            string_buffer = ctypes.create_string_buffer(actual_len)\n            ptr_string_buffer = ctypes.c_char_p(ctypes.addressof(string_buffer))\n            _safe_call(\n                _LIB.LGBM_DumpParamAliases(\n                    ctypes.c_int64(actual_len),\n                    ctypes.byref(tmp_out_len),\n                    ptr_string_buffer,\n                )\n            )\n        return json.loads(\n            string_buffer.value.decode(\"utf-8\"), object_hook=lambda obj: {k: [k] + v for k, v in obj.items()}\n        )\n\n    @classmethod\n    def get(cls, *args: str) -> Set[str]:\n        if cls.aliases is None:\n            cls.aliases = cls._get_all_param_aliases()\n        ret = set()\n        for i in args:\n            ret.update(cls.get_sorted(i))\n        return ret\n\n    @classmethod\n    def get_sorted(cls, name: str) -> List[str]:\n        if cls.aliases is None:\n            cls.aliases = cls._get_all_param_aliases()\n        return cls.aliases.get(name, [name])\n\n    @classmethod\n    def get_by_alias(cls, *args: str) -> Set[str]:\n        if cls.aliases is None:\n            cls.aliases = cls._get_all_param_aliases()\n        ret = set(args)\n        for arg in args:\n            for aliases in cls.aliases.values():\n                if arg in aliases:\n                    ret.update(aliases)\n                    break\n        return ret\n\n\ndef _choose_param_value(main_param_name: str, params: Dict[str, Any], default_value: Any) -> Dict[str, Any]:\n    \"\"\"Get a single parameter value, accounting for aliases.\n\n    Parameters\n    ----------\n    main_param_name : str\n        Name of the main parameter to get a value for. One of the keys of ``_ConfigAliases``.\n    params : dict\n        Dictionary of LightGBM parameters.\n    default_value : Any\n        Default value to use for the parameter, if none is found in ``params``.\n\n    Returns\n    -------\n    params : dict\n        A ``params`` dict with exactly one value for ``main_param_name``, and all aliases ``main_param_name`` removed.\n        If both ``main_param_name`` and one or more aliases for it are found, the value of ``main_param_name`` will be preferred.\n    \"\"\"\n    # avoid side effects on passed-in parameters\n    params = deepcopy(params)\n\n    aliases = _ConfigAliases.get_sorted(main_param_name)\n    aliases = [a for a in aliases if a != main_param_name]\n\n    # if main_param_name was provided, keep that value and remove all aliases\n    if main_param_name in params.keys():\n        for param in aliases:\n            params.pop(param, None)\n        return params\n\n    # if main param name was not found, search for an alias\n    for param in aliases:\n        if param in params.keys():\n            params[main_param_name] = params[param]\n            break\n\n    if main_param_name in params.keys():\n        for param in aliases:\n            params.pop(param, None)\n        return params\n\n    # neither of main_param_name, aliases were found\n    params[main_param_name] = default_value\n\n    return params\n\n\n_MAX_INT32 = (1 << 31) - 1\n\n\"\"\"Macro definition of data type in C API of LightGBM\"\"\"\n_C_API_DTYPE_FLOAT32 = 0\n_C_API_DTYPE_FLOAT64 = 1\n_C_API_DTYPE_INT32 = 2\n_C_API_DTYPE_INT64 = 3\n\n\"\"\"Macro definition of data order in matrix\"\"\"\n_C_API_IS_COL_MAJOR = 0\n_C_API_IS_ROW_MAJOR = 1\n\n\"\"\"Macro definition of prediction type in C API of LightGBM\"\"\"\n_C_API_PREDICT_NORMAL = 0\n_C_API_PREDICT_RAW_SCORE = 1\n_C_API_PREDICT_LEAF_INDEX = 2\n_C_API_PREDICT_CONTRIB = 3\n\n\"\"\"Macro definition of sparse matrix type\"\"\"\n_C_API_MATRIX_TYPE_CSR = 0\n_C_API_MATRIX_TYPE_CSC = 1\n\n\"\"\"Macro definition of feature importance type\"\"\"\n_C_API_FEATURE_IMPORTANCE_SPLIT = 0\n_C_API_FEATURE_IMPORTANCE_GAIN = 1\n\n\"\"\"Data type of data field\"\"\"\n_FIELD_TYPE_MAPPER = {\n    \"label\": _C_API_DTYPE_FLOAT32,\n    \"weight\": _C_API_DTYPE_FLOAT32,\n    \"init_score\": _C_API_DTYPE_FLOAT64,\n    \"group\": _C_API_DTYPE_INT32,\n    \"position\": _C_API_DTYPE_INT32,\n}\n\n\"\"\"String name to int feature importance type mapper\"\"\"\n_FEATURE_IMPORTANCE_TYPE_MAPPER = {\n    \"split\": _C_API_FEATURE_IMPORTANCE_SPLIT,\n    \"gain\": _C_API_FEATURE_IMPORTANCE_GAIN,\n}\n\n\ndef _convert_from_sliced_object(data: np.ndarray) -> np.ndarray:\n    \"\"\"Fix the memory of multi-dimensional sliced object.\"\"\"\n    if isinstance(data, np.ndarray) and isinstance(data.base, np.ndarray):\n        if not data.flags.c_contiguous:\n            _log_warning(\n                \"Usage of np.ndarray subset (sliced data) is not recommended \"\n                \"due to it will double the peak memory cost in LightGBM.\"\n            )\n            return np.copy(data)\n    return data\n\n\ndef _c_float_array(data: np.ndarray) -> Tuple[_ctypes_float_ptr, int, np.ndarray]:\n    \"\"\"Get pointer of float numpy array / list.\"\"\"\n    if _is_1d_list(data):\n        data = np.asarray(data)\n    if _is_numpy_1d_array(data):\n        data = _convert_from_sliced_object(data)\n        assert data.flags.c_contiguous\n        ptr_data: _ctypes_float_ptr\n        if data.dtype == np.float32:\n            ptr_data = data.ctypes.data_as(ctypes.POINTER(ctypes.c_float))\n            type_data = _C_API_DTYPE_FLOAT32\n        elif data.dtype == np.float64:\n            ptr_data = data.ctypes.data_as(ctypes.POINTER(ctypes.c_double))\n            type_data = _C_API_DTYPE_FLOAT64\n        else:\n            raise TypeError(f\"Expected np.float32 or np.float64, met type({data.dtype})\")\n    else:\n        raise TypeError(f\"Unknown type({type(data).__name__})\")\n    return (ptr_data, type_data, data)  # return `data` to avoid the temporary copy is freed\n\n\ndef _c_int_array(data: np.ndarray) -> Tuple[_ctypes_int_ptr, int, np.ndarray]:\n    \"\"\"Get pointer of int numpy array / list.\"\"\"\n    if _is_1d_list(data):\n        data = np.asarray(data)\n    if _is_numpy_1d_array(data):\n        data = _convert_from_sliced_object(data)\n        assert data.flags.c_contiguous\n        ptr_data: _ctypes_int_ptr\n        if data.dtype == np.int32:\n            ptr_data = data.ctypes.data_as(ctypes.POINTER(ctypes.c_int32))\n            type_data = _C_API_DTYPE_INT32\n        elif data.dtype == np.int64:\n            ptr_data = data.ctypes.data_as(ctypes.POINTER(ctypes.c_int64))\n            type_data = _C_API_DTYPE_INT64\n        else:\n            raise TypeError(f\"Expected np.int32 or np.int64, met type({data.dtype})\")\n    else:\n        raise TypeError(f\"Unknown type({type(data).__name__})\")\n    return (ptr_data, type_data, data)  # return `data` to avoid the temporary copy is freed\n\n\ndef _is_allowed_numpy_dtype(dtype: type) -> bool:\n    float128 = getattr(np, \"float128\", type(None))\n    return issubclass(dtype, (np.integer, np.floating, np.bool_)) and not issubclass(dtype, (np.timedelta64, float128))\n\n\ndef _check_for_bad_pandas_dtypes(pandas_dtypes_series: pd_Series) -> None:\n    bad_pandas_dtypes = [\n        f\"{column_name}: {pandas_dtype}\"\n        for column_name, pandas_dtype in pandas_dtypes_series.items()\n        if not _is_allowed_numpy_dtype(pandas_dtype.type)\n    ]\n    if bad_pandas_dtypes:\n        raise ValueError(\n            f\"pandas dtypes must be int, float or bool.\\nFields with bad pandas dtypes: {', '.join(bad_pandas_dtypes)}\"\n        )\n\n\ndef _pandas_to_numpy(\n    data: pd_DataFrame,\n    target_dtype: \"np.typing.DTypeLike\",\n) -> np.ndarray:\n    _check_for_bad_pandas_dtypes(data.dtypes)\n    try:\n        # most common case (no nullable dtypes)\n        return data.to_numpy(dtype=target_dtype, copy=False)\n    except TypeError:\n        # 1.0 <= pd version < 1.1 and nullable dtypes, least common case\n        # raises error because array is casted to type(pd.NA) and there's no na_value argument\n        return data.astype(target_dtype, copy=False).values\n    except ValueError:\n        # data has nullable dtypes, but we can specify na_value argument and copy will be made\n        return data.to_numpy(dtype=target_dtype, na_value=np.nan)\n\n\ndef _data_from_pandas(\n    data: pd_DataFrame,\n    feature_name: _LGBM_FeatureNameConfiguration,\n    categorical_feature: _LGBM_CategoricalFeatureConfiguration,\n    pandas_categorical: Optional[List[List]],\n) -> Tuple[np.ndarray, List[str], Union[List[str], List[int]], List[List]]:\n    if len(data.shape) != 2 or data.shape[0] < 1:\n        raise ValueError(\"Input data must be 2 dimensional and non empty.\")\n\n    # take shallow copy in case we modify categorical columns\n    # whole column modifications don't change the original df\n    data = data.copy(deep=False)\n\n    # determine feature names\n    if feature_name == \"auto\":\n        feature_name = [str(col) for col in data.columns]\n\n    # determine categorical features\n    cat_cols = [col for col, dtype in zip(data.columns, data.dtypes) if isinstance(dtype, pd_CategoricalDtype)]\n    cat_cols_not_ordered: List[str] = [col for col in cat_cols if not data[col].cat.ordered]\n    if pandas_categorical is None:  # train dataset\n        pandas_categorical = [list(data[col].cat.categories) for col in cat_cols]\n    else:\n        if len(cat_cols) != len(pandas_categorical):\n            raise ValueError(\"train and valid dataset categorical_feature do not match.\")\n        for col, category in zip(cat_cols, pandas_categorical):\n            if list(data[col].cat.categories) != list(category):\n                data[col] = data[col].cat.set_categories(category)\n    if cat_cols:  # cat_cols is list\n        data[cat_cols] = data[cat_cols].apply(lambda x: x.cat.codes).replace({-1: np.nan})\n\n    # use cat cols from DataFrame\n    if categorical_feature == \"auto\":\n        categorical_feature = cat_cols_not_ordered\n\n    df_dtypes = [dtype.type for dtype in data.dtypes]\n    # so that the target dtype considers floats\n    df_dtypes.append(np.float32)\n    target_dtype = np.result_type(*df_dtypes)\n\n    return (\n        _pandas_to_numpy(data, target_dtype=target_dtype),\n        feature_name,\n        categorical_feature,\n        pandas_categorical,\n    )\n\n\ndef _dump_pandas_categorical(\n    pandas_categorical: Optional[List[List]],\n    file_name: Optional[Union[str, Path]] = None,\n) -> str:\n    categorical_json = json.dumps(pandas_categorical, default=_json_default_with_numpy)\n    pandas_str = f\"\\npandas_categorical:{categorical_json}\\n\"\n    if file_name is not None:\n        with open(file_name, \"a\") as f:\n            f.write(pandas_str)\n    return pandas_str\n\n\ndef _load_pandas_categorical(\n    file_name: Optional[Union[str, Path]] = None,\n    model_str: Optional[str] = None,\n) -> Optional[List[List]]:\n    pandas_key = \"pandas_categorical:\"\n    offset = -len(pandas_key)\n    if file_name is not None:\n        max_offset = -getsize(file_name)\n        with open(file_name, \"rb\") as f:\n            while True:\n                offset = max(offset, max_offset)\n                f.seek(offset, SEEK_END)\n                lines = f.readlines()\n                if len(lines) >= 2:\n                    break\n                offset *= 2\n        last_line = lines[-1].decode(\"utf-8\").strip()\n        if not last_line.startswith(pandas_key):\n            last_line = lines[-2].decode(\"utf-8\").strip()\n    elif model_str is not None:\n        idx = model_str.rfind(\"\\n\", 0, offset)\n        last_line = model_str[idx:].strip()\n    if last_line.startswith(pandas_key):\n        return json.loads(last_line[len(pandas_key) :])\n    else:\n        return None\n\n\nclass Sequence(abc.ABC):\n    \"\"\"\n    Generic data access interface.\n\n    Object should support the following operations:\n\n    .. code-block::\n\n        # Get total row number.\n        >>> len(seq)\n        # Random access by row index. Used for data sampling.\n        >>> seq[10]\n        # Range data access. Used to read data in batch when constructing Dataset.\n        >>> seq[0:100]\n        # Optionally specify batch_size to control range data read size.\n        >>> seq.batch_size\n\n    - With random access, **data sampling does not need to go through all data**.\n    - With range data access, there's **no need to read all data into memory thus reduce memory usage**.\n\n    .. versionadded:: 3.3.0\n\n    Attributes\n    ----------\n    batch_size : int\n        Default size of a batch.\n    \"\"\"\n\n    batch_size = 4096  # Defaults to read 4K rows in each batch.\n\n    @abc.abstractmethod\n    def __getitem__(self, idx: Union[int, slice, List[int]]) -> np.ndarray:\n        \"\"\"Return data for given row index.\n\n        A basic implementation should look like this:\n\n        .. code-block:: python\n\n            if isinstance(idx, numbers.Integral):\n                return self._get_one_line(idx)\n            elif isinstance(idx, slice):\n                return np.stack([self._get_one_line(i) for i in range(idx.start, idx.stop)])\n            elif isinstance(idx, list):\n                # Only required if using ``Dataset.subset()``.\n                return np.array([self._get_one_line(i) for i in idx])\n            else:\n                raise TypeError(f\"Sequence index must be integer, slice or list, got {type(idx).__name__}\")\n\n        Parameters\n        ----------\n        idx : int, slice[int], list[int]\n            Item index.\n\n        Returns\n        -------\n        result : numpy 1-D array or numpy 2-D array\n            1-D array if idx is int, 2-D array if idx is slice or list.\n        \"\"\"\n        raise NotImplementedError(\"Sub-classes of lightgbm.Sequence must implement __getitem__()\")\n\n    @abc.abstractmethod\n    def __len__(self) -> int:\n        \"\"\"Return row count of this sequence.\"\"\"\n        raise NotImplementedError(\"Sub-classes of lightgbm.Sequence must implement __len__()\")\n\n\nclass _InnerPredictor:\n    \"\"\"_InnerPredictor of LightGBM.\n\n    Not exposed to user.\n    Used only for prediction, usually used for continued training.\n\n    .. note::\n\n        Can be converted from Booster, but cannot be converted to Booster.\n    \"\"\"\n\n    def __init__(\n        self,\n        booster_handle: _BoosterHandle,\n        pandas_categorical: Optional[List[List]],\n        pred_parameter: Dict[str, Any],\n        manage_handle: bool,\n    ):\n        \"\"\"Initialize the _InnerPredictor.\n\n        Parameters\n        ----------\n        booster_handle : object\n            Handle of Booster.\n        pandas_categorical : list of list, or None\n            If provided, list of categories for ``pandas`` categorical columns.\n            Where the ``i``th element of the list contains the categories for the ``i``th categorical feature.\n        pred_parameter : dict\n            Other parameters for the prediction.\n        manage_handle : bool\n            If ``True``, free the corresponding Booster on the C++ side when this Python object is deleted.\n        \"\"\"\n        self._handle = booster_handle\n        self.__is_manage_handle = manage_handle\n        self.pandas_categorical = pandas_categorical\n        self.pred_parameter = _param_dict_to_str(pred_parameter)\n\n        out_num_class = ctypes.c_int(0)\n        _safe_call(\n            _LIB.LGBM_BoosterGetNumClasses(\n                self._handle,\n                ctypes.byref(out_num_class),\n            )\n        )\n        self.num_class = out_num_class.value\n\n    @classmethod\n    def from_booster(\n        cls,\n        booster: \"Booster\",\n        pred_parameter: Dict[str, Any],\n    ) -> \"_InnerPredictor\":\n        \"\"\"Initialize an ``_InnerPredictor`` from a ``Booster``.\n\n        Parameters\n        ----------\n        booster : Booster\n            Booster.\n        pred_parameter : dict\n            Other parameters for the prediction.\n        \"\"\"\n        out_cur_iter = ctypes.c_int(0)\n        _safe_call(\n            _LIB.LGBM_BoosterGetCurrentIteration(\n                booster._handle,\n                ctypes.byref(out_cur_iter),\n            )\n        )\n        return cls(\n            booster_handle=booster._handle,\n            pandas_categorical=booster.pandas_categorical,\n            pred_parameter=pred_parameter,\n            manage_handle=False,\n        )\n\n    @classmethod\n    def from_model_file(\n        cls,\n        model_file: Union[str, Path],\n        pred_parameter: Dict[str, Any],\n    ) -> \"_InnerPredictor\":\n        \"\"\"Initialize an ``_InnerPredictor`` from a text file containing a LightGBM model.\n\n        Parameters\n        ----------\n        model_file : str or pathlib.Path\n            Path to the model file.\n        pred_parameter : dict\n            Other parameters for the prediction.\n        \"\"\"\n        booster_handle = ctypes.c_void_p()\n        out_num_iterations = ctypes.c_int(0)\n        _safe_call(\n            _LIB.LGBM_BoosterCreateFromModelfile(\n                _c_str(str(model_file)),\n                ctypes.byref(out_num_iterations),\n                ctypes.byref(booster_handle),\n            )\n        )\n        return cls(\n            booster_handle=booster_handle,\n            pandas_categorical=_load_pandas_categorical(file_name=model_file),\n            pred_parameter=pred_parameter,\n            manage_handle=True,\n        )\n\n    def __del__(self) -> None:\n        try:\n            if self.__is_manage_handle:\n                _safe_call(_LIB.LGBM_BoosterFree(self._handle))\n        except AttributeError:\n            pass\n\n    def __getstate__(self) -> Dict[str, Any]:\n        this = self.__dict__.copy()\n        this.pop(\"handle\", None)\n        this.pop(\"_handle\", None)\n        return this\n\n    def predict(\n        self,\n        data: _LGBM_PredictDataType,\n        start_iteration: int = 0,\n        num_iteration: int = -1,\n        raw_score: bool = False,\n        pred_leaf: bool = False,\n        pred_contrib: bool = False,\n        data_has_header: bool = False,\n        validate_features: bool = False,\n    ) -> _LGBM_PredictReturnType:\n        \"\"\"Predict logic.\n\n        Parameters\n        ----------\n        data : str, pathlib.Path, numpy array, pandas DataFrame, scipy.sparse or pyarrow Table\n            Data source for prediction.\n            If str or pathlib.Path, it represents the path to a text file (CSV, TSV, or LibSVM).\n        start_iteration : int, optional (default=0)\n            Start index of the iteration to predict.\n        num_iteration : int, optional (default=-1)\n            Iteration used for prediction.\n        raw_score : bool, optional (default=False)\n            Whether to predict raw scores.\n        pred_leaf : bool, optional (default=False)\n            Whether to predict leaf index.\n        pred_contrib : bool, optional (default=False)\n            Whether to predict feature contributions.\n        data_has_header : bool, optional (default=False)\n            Whether data has header.\n            Used only for txt data.\n        validate_features : bool, optional (default=False)\n            If True, ensure that the features used to predict match the ones used to train.\n            Used only if data is pandas DataFrame.\n\n            .. versionadded:: 4.0.0\n\n        Returns\n        -------\n        result : numpy array, scipy.sparse or list of scipy.sparse\n            Prediction result.\n            Can be sparse or a list of sparse objects (each element represents predictions for one class) for feature contributions (when ``pred_contrib=True``).\n        \"\"\"\n        if isinstance(data, Dataset):\n            raise TypeError(\"Cannot use Dataset instance for prediction, please use raw data instead\")\n        if isinstance(data, pd_DataFrame) and validate_features:\n            data_names = [str(x) for x in data.columns]\n            ptr_names = (ctypes.c_char_p * len(data_names))()\n            ptr_names[:] = [x.encode(\"utf-8\") for x in data_names]\n            _safe_call(\n                _LIB.LGBM_BoosterValidateFeatureNames(\n                    self._handle,\n                    ptr_names,\n                    ctypes.c_int(len(data_names)),\n                )\n            )\n\n        if isinstance(data, pd_DataFrame):\n            data = _data_from_pandas(\n                data=data,\n                feature_name=\"auto\",\n                categorical_feature=\"auto\",\n                pandas_categorical=self.pandas_categorical,\n            )[0]\n\n        predict_type = _C_API_PREDICT_NORMAL\n        if raw_score:\n            predict_type = _C_API_PREDICT_RAW_SCORE\n        if pred_leaf:\n            predict_type = _C_API_PREDICT_LEAF_INDEX\n        if pred_contrib:\n            predict_type = _C_API_PREDICT_CONTRIB\n\n        if isinstance(data, (str, Path)):\n            with _TempFile() as f:\n                _safe_call(\n                    _LIB.LGBM_BoosterPredictForFile(\n                        self._handle,\n                        _c_str(str(data)),\n                        ctypes.c_int(data_has_header),\n                        ctypes.c_int(predict_type),\n                        ctypes.c_int(start_iteration),\n                        ctypes.c_int(num_iteration),\n                        _c_str(self.pred_parameter),\n                        _c_str(f.name),\n                    )\n                )\n                preds = np.loadtxt(f.name, dtype=np.float64)\n                nrow = preds.shape[0]\n        elif isinstance(data, scipy.sparse.csr_matrix):\n            # TODO: remove 'type: ignore[assignment]' when https://github.com/lightgbm-org/LightGBM/pull/6348 is resolved.\n            preds, nrow = self.__pred_for_csr(  # type: ignore[assignment]\n                csr=data,\n                start_iteration=start_iteration,\n                num_iteration=num_iteration,\n                predict_type=predict_type,\n            )\n        elif isinstance(data, scipy.sparse.csc_matrix):\n            # TODO: remove 'type: ignore[assignment]' when https://github.com/lightgbm-org/LightGBM/pull/6348 is resolved.\n            preds, nrow = self.__pred_for_csc(  # type: ignore[assignment]\n                csc=data,\n                start_iteration=start_iteration,\n                num_iteration=num_iteration,\n                predict_type=predict_type,\n            )\n        elif isinstance(data, np.ndarray):\n            preds, nrow = self.__pred_for_np2d(\n                mat=data,\n                start_iteration=start_iteration,\n                num_iteration=num_iteration,\n                predict_type=predict_type,\n            )\n        elif _is_pyarrow_table(data):\n            preds, nrow = self.__pred_for_pyarrow_table(\n                table=data,\n                start_iteration=start_iteration,\n                num_iteration=num_iteration,\n                predict_type=predict_type,\n            )\n        elif isinstance(data, list):\n            try:\n                data = np.array(data)\n            except BaseException as err:\n                raise ValueError(\"Cannot convert data list to numpy array.\") from err\n            preds, nrow = self.__pred_for_np2d(\n                mat=data,\n                start_iteration=start_iteration,\n                num_iteration=num_iteration,\n                predict_type=predict_type,\n            )\n        else:\n            try:\n                _log_warning(\"Converting data to scipy sparse matrix.\")\n                csr = scipy.sparse.csr_matrix(data)\n            except BaseException as err:\n                raise TypeError(f\"Cannot predict data for type {type(data).__name__}\") from err\n            # TODO: remove 'type: ignore[assignment]' when https://github.com/lightgbm-org/LightGBM/pull/6348 is resolved.\n            preds, nrow = self.__pred_for_csr(  # type: ignore[assignment]\n                csr=csr,\n                start_iteration=start_iteration,\n                num_iteration=num_iteration,\n                predict_type=predict_type,\n            )\n        if pred_leaf:\n            preds = preds.astype(np.int32)\n        is_sparse = isinstance(preds, (list, scipy.sparse.spmatrix))\n        if not is_sparse and (preds.size != nrow or pred_leaf or pred_contrib):\n            if preds.size % nrow == 0:\n                preds = preds.reshape(nrow, -1)\n            else:\n                raise ValueError(f\"Length of predict result ({preds.size}) cannot be divide nrow ({nrow})\")\n        return preds\n\n    def __get_num_preds(\n        self,\n        *,\n        start_iteration: int,\n        num_iteration: int,\n        nrow: int,\n        predict_type: int,\n    ) -> int:\n        \"\"\"Get size of prediction result.\"\"\"\n        if nrow > _MAX_INT32:\n            raise LightGBMError(\n                \"LightGBM cannot perform prediction for data \"\n                f\"with number of rows greater than MAX_INT32 ({_MAX_INT32}).\\n\"\n                \"You can split your data into chunks \"\n                \"and then concatenate predictions for them\"\n            )\n        n_preds = ctypes.c_int64(0)\n        _safe_call(\n            _LIB.LGBM_BoosterCalcNumPredict(\n                self._handle,\n                ctypes.c_int(nrow),\n                ctypes.c_int(predict_type),\n                ctypes.c_int(start_iteration),\n                ctypes.c_int(num_iteration),\n                ctypes.byref(n_preds),\n            )\n        )\n        return n_preds.value\n\n    def __inner_predict_np2d(\n        self,\n        mat: np.ndarray,\n        start_iteration: int,\n        num_iteration: int,\n        predict_type: int,\n        preds: Optional[np.ndarray],\n    ) -> Tuple[np.ndarray, int]:\n        data, layout = _np2d_to_np1d(mat)\n        ptr_data, type_ptr_data, _ = _c_float_array(data)\n        n_preds = self.__get_num_preds(\n            start_iteration=start_iteration,\n            num_iteration=num_iteration,\n            nrow=mat.shape[0],\n            predict_type=predict_type,\n        )\n        if preds is None:\n            preds = np.empty(n_preds, dtype=np.float64)\n        elif len(preds.shape) != 1 or len(preds) != n_preds:\n            raise ValueError(\"Wrong length of pre-allocated predict array\")\n        out_num_preds = ctypes.c_int64(0)\n        _safe_call(\n            _LIB.LGBM_BoosterPredictForMat(\n                self._handle,\n                ptr_data,\n                ctypes.c_int(type_ptr_data),\n                ctypes.c_int32(mat.shape[0]),\n                ctypes.c_int32(mat.shape[1]),\n                ctypes.c_int(layout),\n                ctypes.c_int(predict_type),\n                ctypes.c_int(start_iteration),\n                ctypes.c_int(num_iteration),\n                _c_str(self.pred_parameter),\n                ctypes.byref(out_num_preds),\n                preds.ctypes.data_as(ctypes.POINTER(ctypes.c_double)),\n            )\n        )\n        if n_preds != out_num_preds.value:\n            raise ValueError(\"Wrong length for predict results\")\n        return preds, mat.shape[0]\n\n    def __pred_for_np2d(\n        self,\n        mat: np.ndarray,\n        start_iteration: int,\n        num_iteration: int,\n        predict_type: int,\n    ) -> Tuple[np.ndarray, int]:\n        \"\"\"Predict for a 2-D numpy matrix.\"\"\"\n        if len(mat.shape) != 2:\n            raise ValueError(\"Input numpy.ndarray or list must be 2 dimensional\")\n\n        nrow = mat.shape[0]\n        if nrow > _MAX_INT32:\n            sections = np.arange(_MAX_INT32, nrow, _MAX_INT32)\n            # __get_num_preds() cannot work with nrow > MAX_INT32, so calculate overall number of predictions piecemeal\n            n_preds = [\n                self.__get_num_preds(\n                    start_iteration=start_iteration,\n                    num_iteration=num_iteration,\n                    nrow=int(i),\n                    predict_type=predict_type,\n                )\n                for i in np.diff([0] + list(sections) + [nrow])\n            ]\n            n_preds_sections = np.array([0] + n_preds, dtype=np.intp).cumsum()\n            preds = np.empty(sum(n_preds), dtype=np.float64)\n            for chunk, (start_idx_pred, end_idx_pred) in zip(\n                np.array_split(mat, sections), zip(n_preds_sections, n_preds_sections[1:])\n            ):\n                # avoid memory consumption by arrays concatenation operations\n                self.__inner_predict_np2d(\n                    mat=chunk,\n                    start_iteration=start_iteration,\n                    num_iteration=num_iteration,\n                    predict_type=predict_type,\n                    preds=preds[start_idx_pred:end_idx_pred],\n                )\n            return preds, nrow\n        else:\n            return self.__inner_predict_np2d(\n                mat=mat,\n                start_iteration=start_iteration,\n                num_iteration=num_iteration,\n                predict_type=predict_type,\n                preds=None,\n            )\n\n    def __create_sparse_native(\n        self,\n        cs: Union[scipy.sparse.csc_matrix, scipy.sparse.csr_matrix],\n        out_shape: np.ndarray,\n        out_ptr_indptr: \"ctypes._Pointer\",\n        out_ptr_indices: \"ctypes._Pointer\",\n        out_ptr_data: \"ctypes._Pointer\",\n        indptr_type: int,\n        data_type: int,\n        is_csr: bool,\n    ) -> _LGBM_PredictSparseReturnType:\n        # create numpy array from output arrays\n        data_indices_len = out_shape[0]\n        indptr_len = out_shape[1]\n        if indptr_type == _C_API_DTYPE_INT32:\n            out_indptr = _cint32_array_to_numpy(cptr=out_ptr_indptr, length=indptr_len)\n        elif indptr_type == _C_API_DTYPE_INT64:\n            out_indptr = _cint64_array_to_numpy(cptr=out_ptr_indptr, length=indptr_len)\n        else:\n            raise TypeError(\"Expected int32 or int64 type for indptr\")\n        if data_type == _C_API_DTYPE_FLOAT32:\n            out_data = _cfloat32_array_to_numpy(cptr=out_ptr_data, length=data_indices_len)\n        elif data_type == _C_API_DTYPE_FLOAT64:\n            out_data = _cfloat64_array_to_numpy(cptr=out_ptr_data, length=data_indices_len)\n        else:\n            raise TypeError(\"Expected float32 or float64 type for data\")\n        out_indices = _cint32_array_to_numpy(cptr=out_ptr_indices, length=data_indices_len)\n        # break up indptr based on number of rows (note more than one matrix in multiclass case)\n        per_class_indptr_shape = cs.indptr.shape[0]\n        # for CSC there is extra column added\n        if not is_csr:\n            per_class_indptr_shape += 1\n        out_indptr_arrays = np.split(out_indptr, out_indptr.shape[0] / per_class_indptr_shape)\n        # reformat output into a csr or csc matrix or list of csr or csc matrices\n        cs_output_matrices = []\n        offset = 0\n        for cs_indptr in out_indptr_arrays:\n            matrix_indptr_len = cs_indptr[cs_indptr.shape[0] - 1]\n            cs_indices = out_indices[offset + cs_indptr[0] : offset + matrix_indptr_len]\n            cs_data = out_data[offset + cs_indptr[0] : offset + matrix_indptr_len]\n            offset += matrix_indptr_len\n            # same shape as input csr or csc matrix except extra column for expected value\n            cs_shape = [cs.shape[0], cs.shape[1] + 1]\n            # note: make sure we copy data as it will be deallocated next\n            if is_csr:\n                cs_output_matrices.append(scipy.sparse.csr_matrix((cs_data, cs_indices, cs_indptr), cs_shape))\n            else:\n                cs_output_matrices.append(scipy.sparse.csc_matrix((cs_data, cs_indices, cs_indptr), cs_shape))\n        # free the temporary native indptr, indices, and data\n        _safe_call(\n            _LIB.LGBM_BoosterFreePredictSparse(\n                out_ptr_indptr,\n                out_ptr_indices,\n                out_ptr_data,\n                ctypes.c_int(indptr_type),\n                ctypes.c_int(data_type),\n            )\n        )\n        if len(cs_output_matrices) == 1:\n            return cs_output_matrices[0]\n        return cs_output_matrices\n\n    def __inner_predict_csr(\n        self,\n        csr: scipy.sparse.csr_matrix,\n        start_iteration: int,\n        num_iteration: int,\n        predict_type: int,\n        preds: Optional[np.ndarray],\n    ) -> Tuple[np.ndarray, int]:\n        nrow = len(csr.indptr) - 1\n        n_preds = self.__get_num_preds(\n            start_iteration=start_iteration,\n            num_iteration=num_iteration,\n            nrow=nrow,\n            predict_type=predict_type,\n        )\n        if preds is None:\n            preds = np.empty(n_preds, dtype=np.float64)\n        elif len(preds.shape) != 1 or len(preds) != n_preds:\n            raise ValueError(\"Wrong length of pre-allocated predict array\")\n        out_num_preds = ctypes.c_int64(0)\n\n        ptr_indptr, type_ptr_indptr, _ = _c_int_array(csr.indptr)\n        ptr_data, type_ptr_data, _ = _c_float_array(csr.data)\n\n        assert csr.shape[1] <= _MAX_INT32\n        csr_indices = csr.indices.astype(np.int32, copy=False)\n\n        _safe_call(\n            _LIB.LGBM_BoosterPredictForCSR(\n                self._handle,\n                ptr_indptr,\n                ctypes.c_int(type_ptr_indptr),\n                csr_indices.ctypes.data_as(ctypes.POINTER(ctypes.c_int32)),\n                ptr_data,\n                ctypes.c_int(type_ptr_data),\n                ctypes.c_int64(len(csr.indptr)),\n                ctypes.c_int64(len(csr.data)),\n                ctypes.c_int64(csr.shape[1]),\n                ctypes.c_int(predict_type),\n                ctypes.c_int(start_iteration),\n                ctypes.c_int(num_iteration),\n                _c_str(self.pred_parameter),\n                ctypes.byref(out_num_preds),\n                preds.ctypes.data_as(ctypes.POINTER(ctypes.c_double)),\n            )\n        )\n        if n_preds != out_num_preds.value:\n            raise ValueError(\"Wrong length for predict results\")\n        return preds, nrow\n\n    def __inner_predict_csr_sparse(\n        self,\n        csr: scipy.sparse.csr_matrix,\n        start_iteration: int,\n        num_iteration: int,\n        predict_type: int,\n    ) -> Tuple[_LGBM_PredictSparseReturnType, int]:\n        ptr_indptr, type_ptr_indptr, __ = _c_int_array(csr.indptr)\n        ptr_data, type_ptr_data, _ = _c_float_array(csr.data)\n        csr_indices = csr.indices.astype(np.int32, copy=False)\n        matrix_type = _C_API_MATRIX_TYPE_CSR\n        out_ptr_indptr: _ctypes_int_ptr\n        if type_ptr_indptr == _C_API_DTYPE_INT32:\n            out_ptr_indptr = ctypes.POINTER(ctypes.c_int32)()\n        else:\n            out_ptr_indptr = ctypes.POINTER(ctypes.c_int64)()\n        out_ptr_indices = ctypes.POINTER(ctypes.c_int32)()\n        out_ptr_data: _ctypes_float_ptr\n        if type_ptr_data == _C_API_DTYPE_FLOAT32:\n            out_ptr_data = ctypes.POINTER(ctypes.c_float)()\n        else:\n            out_ptr_data = ctypes.POINTER(ctypes.c_double)()\n        out_shape = np.empty(2, dtype=np.int64)\n        _safe_call(\n            _LIB.LGBM_BoosterPredictSparseOutput(\n                self._handle,\n                ptr_indptr,\n                ctypes.c_int(type_ptr_indptr),\n                csr_indices.ctypes.data_as(ctypes.POINTER(ctypes.c_int32)),\n                ptr_data,\n                ctypes.c_int(type_ptr_data),\n                ctypes.c_int64(len(csr.indptr)),\n                ctypes.c_int64(len(csr.data)),\n                ctypes.c_int64(csr.shape[1]),\n                ctypes.c_int(predict_type),\n                ctypes.c_int(start_iteration),\n                ctypes.c_int(num_iteration),\n                _c_str(self.pred_parameter),\n                ctypes.c_int(matrix_type),\n                out_shape.ctypes.data_as(ctypes.POINTER(ctypes.c_int64)),\n                ctypes.byref(out_ptr_indptr),\n                ctypes.byref(out_ptr_indices),\n                ctypes.byref(out_ptr_data),\n            )\n        )\n        matrices = self.__create_sparse_native(\n            cs=csr,\n            out_shape=out_shape,\n            out_ptr_indptr=out_ptr_indptr,\n            out_ptr_indices=out_ptr_indices,\n            out_ptr_data=out_ptr_data,\n            indptr_type=type_ptr_indptr,\n            data_type=type_ptr_data,\n            is_csr=True,\n        )\n        nrow = len(csr.indptr) - 1\n        return matrices, nrow\n\n    def __pred_for_csr(\n        self,\n        csr: scipy.sparse.csr_matrix,\n        start_iteration: int,\n        num_iteration: int,\n        predict_type: int,\n    ) -> Tuple[_LGBM_PredictSparseReturnType, int]:\n        \"\"\"Predict for a CSR data.\"\"\"\n        if predict_type == _C_API_PREDICT_CONTRIB:\n            return self.__inner_predict_csr_sparse(\n                csr=csr,\n                start_iteration=start_iteration,\n                num_iteration=num_iteration,\n                predict_type=predict_type,\n            )\n        nrow = len(csr.indptr) - 1\n        if nrow > _MAX_INT32:\n            sections = [0] + list(np.arange(_MAX_INT32, nrow, _MAX_INT32)) + [nrow]\n            # __get_num_preds() cannot work with nrow > MAX_INT32, so calculate overall number of predictions piecemeal\n            n_preds = [\n                self.__get_num_preds(\n                    start_iteration=start_iteration,\n                    num_iteration=num_iteration,\n                    nrow=int(i),\n                    predict_type=predict_type,\n                )\n                for i in np.diff(sections)\n            ]\n            n_preds_sections = np.array([0] + n_preds, dtype=np.intp).cumsum()\n            preds = np.empty(sum(n_preds), dtype=np.float64)\n            for (start_idx, end_idx), (start_idx_pred, end_idx_pred) in zip(\n                zip(sections, sections[1:]), zip(n_preds_sections, n_preds_sections[1:])\n            ):\n                # avoid memory consumption by arrays concatenation operations\n                self.__inner_predict_csr(\n                    csr=csr[start_idx:end_idx],\n                    start_iteration=start_iteration,\n                    num_iteration=num_iteration,\n                    predict_type=predict_type,\n                    preds=preds[start_idx_pred:end_idx_pred],\n                )\n            return preds, nrow\n        else:\n            return self.__inner_predict_csr(\n                csr=csr,\n                start_iteration=start_iteration,\n                num_iteration=num_iteration,\n                predict_type=predict_type,\n                preds=None,\n            )\n\n    def __inner_predict_sparse_csc(\n        self,\n        csc: scipy.sparse.csc_matrix,\n        start_iteration: int,\n        num_iteration: int,\n        predict_type: int,\n    ) -> Tuple[_LGBM_PredictSparseReturnType, int]:\n        ptr_indptr, type_ptr_indptr, __ = _c_int_array(csc.indptr)\n        ptr_data, type_ptr_data, _ = _c_float_array(csc.data)\n        csc_indices = csc.indices.astype(np.int32, copy=False)\n        matrix_type = _C_API_MATRIX_TYPE_CSC\n        out_ptr_indptr: _ctypes_int_ptr\n        if type_ptr_indptr == _C_API_DTYPE_INT32:\n            out_ptr_indptr = ctypes.POINTER(ctypes.c_int32)()\n        else:\n            out_ptr_indptr = ctypes.POINTER(ctypes.c_int64)()\n        out_ptr_indices = ctypes.POINTER(ctypes.c_int32)()\n        out_ptr_data: _ctypes_float_ptr\n        if type_ptr_data == _C_API_DTYPE_FLOAT32:\n            out_ptr_data = ctypes.POINTER(ctypes.c_float)()\n        else:\n            out_ptr_data = ctypes.POINTER(ctypes.c_double)()\n        out_shape = np.empty(2, dtype=np.int64)\n        _safe_call(\n            _LIB.LGBM_BoosterPredictSparseOutput(\n                self._handle,\n                ptr_indptr,\n                ctypes.c_int(type_ptr_indptr),\n                csc_indices.ctypes.data_as(ctypes.POINTER(ctypes.c_int32)),\n                ptr_data,\n                ctypes.c_int(type_ptr_data),\n                ctypes.c_int64(len(csc.indptr)),\n                ctypes.c_int64(len(csc.data)),\n                ctypes.c_int64(csc.shape[0]),\n                ctypes.c_int(predict_type),\n                ctypes.c_int(start_iteration),\n                ctypes.c_int(num_iteration),\n                _c_str(self.pred_parameter),\n                ctypes.c_int(matrix_type),\n                out_shape.ctypes.data_as(ctypes.POINTER(ctypes.c_int64)),\n                ctypes.byref(out_ptr_indptr),\n                ctypes.byref(out_ptr_indices),\n                ctypes.byref(out_ptr_data),\n            )\n        )\n        matrices = self.__create_sparse_native(\n            cs=csc,\n            out_shape=out_shape,\n            out_ptr_indptr=out_ptr_indptr,\n            out_ptr_indices=out_ptr_indices,\n            out_ptr_data=out_ptr_data,\n            indptr_type=type_ptr_indptr,\n            data_type=type_ptr_data,\n            is_csr=False,\n        )\n        nrow = csc.shape[0]\n        return matrices, nrow\n\n    def __pred_for_csc(\n        self,\n        csc: scipy.sparse.csc_matrix,\n        start_iteration: int,\n        num_iteration: int,\n        predict_type: int,\n    ) -> Tuple[_LGBM_PredictSparseReturnType, int]:\n        \"\"\"Predict for a CSC data.\"\"\"\n        nrow = csc.shape[0]\n        if nrow > _MAX_INT32:\n            return self.__pred_for_csr(\n                csr=csc.tocsr(),\n                start_iteration=start_iteration,\n                num_iteration=num_iteration,\n                predict_type=predict_type,\n            )\n        if predict_type == _C_API_PREDICT_CONTRIB:\n            return self.__inner_predict_sparse_csc(\n                csc=csc,\n                start_iteration=start_iteration,\n                num_iteration=num_iteration,\n                predict_type=predict_type,\n            )\n        n_preds = self.__get_num_preds(\n            start_iteration=start_iteration,\n            num_iteration=num_iteration,\n            nrow=nrow,\n            predict_type=predict_type,\n        )\n        preds = np.empty(n_preds, dtype=np.float64)\n        out_num_preds = ctypes.c_int64(0)\n\n        ptr_indptr, type_ptr_indptr, __ = _c_int_array(csc.indptr)\n        ptr_data, type_ptr_data, _ = _c_float_array(csc.data)\n\n        assert csc.shape[0] <= _MAX_INT32\n        csc_indices = csc.indices.astype(np.int32, copy=False)\n\n        _safe_call(\n            _LIB.LGBM_BoosterPredictForCSC(\n                self._handle,\n                ptr_indptr,\n                ctypes.c_int(type_ptr_indptr),\n                csc_indices.ctypes.data_as(ctypes.POINTER(ctypes.c_int32)),\n                ptr_data,\n                ctypes.c_int(type_ptr_data),\n                ctypes.c_int64(len(csc.indptr)),\n                ctypes.c_int64(len(csc.data)),\n                ctypes.c_int64(csc.shape[0]),\n                ctypes.c_int(predict_type),\n                ctypes.c_int(start_iteration),\n                ctypes.c_int(num_iteration),\n                _c_str(self.pred_parameter),\n                ctypes.byref(out_num_preds),\n                preds.ctypes.data_as(ctypes.POINTER(ctypes.c_double)),\n            )\n        )\n        if n_preds != out_num_preds.value:\n            raise ValueError(\"Wrong length for predict results\")\n        return preds, nrow\n\n    def __pred_for_pyarrow_table(\n        self,\n        table: pa_Table,\n        start_iteration: int,\n        num_iteration: int,\n        predict_type: int,\n    ) -> Tuple[np.ndarray, int]:\n        \"\"\"Predict for a PyArrow table.\"\"\"\n        if not (PYARROW_INSTALLED and CFFI_INSTALLED):\n            raise LightGBMError(\"Cannot predict from Arrow without 'pyarrow' and 'cffi' installed.\")\n\n        # Check that the input is valid: we only handle numbers (for now)\n        if not all(arrow_is_integer(t) or arrow_is_floating(t) or arrow_is_boolean(t) for t in table.schema.types):\n            raise ValueError(\"Arrow table may only have integer or floating point datatypes\")\n\n        # Prepare prediction output array\n        n_preds = self.__get_num_preds(\n            start_iteration=start_iteration,\n            num_iteration=num_iteration,\n            nrow=table.num_rows,\n            predict_type=predict_type,\n        )\n        preds = np.empty(n_preds, dtype=np.float64)\n        out_num_preds = ctypes.c_int64(0)\n\n        # Export Arrow table to C and run prediction\n        c_array = _export_arrow_to_c(table)\n        _safe_call(\n            _LIB.LGBM_BoosterPredictForArrow(\n                self._handle,\n                ctypes.c_int64(c_array.n_chunks),\n                ctypes.c_void_p(c_array.chunks_ptr),\n                ctypes.c_void_p(c_array.schema_ptr),\n                ctypes.c_int(predict_type),\n                ctypes.c_int(start_iteration),\n                ctypes.c_int(num_iteration),\n                _c_str(self.pred_parameter),\n                ctypes.byref(out_num_preds),\n                preds.ctypes.data_as(ctypes.POINTER(ctypes.c_double)),\n            )\n        )\n        if n_preds != out_num_preds.value:\n            raise ValueError(\"Wrong length for predict results\")\n        return preds, table.num_rows\n\n    def current_iteration(self) -> int:\n        \"\"\"Get the index of the current iteration.\n\n        Returns\n        -------\n        cur_iter : int\n            The index of the current iteration.\n        \"\"\"\n        out_cur_iter = ctypes.c_int(0)\n        _safe_call(\n            _LIB.LGBM_BoosterGetCurrentIteration(\n                self._handle,\n                ctypes.byref(out_cur_iter),\n            )\n        )\n        return out_cur_iter.value\n\n\nclass Dataset:\n    \"\"\"\n    Dataset in LightGBM.\n\n    LightGBM does not train on raw data.\n    It discretizes continuous features into histogram bins, tries to combine categorical features,\n    and automatically handles missing and infinite values.\n\n    This class handles that preprocessing, and holds that alternative representation of the input data.\n    \"\"\"\n\n    def __init__(\n        self,\n        data: _LGBM_TrainDataType,\n        label: Optional[_LGBM_LabelType] = None,\n        reference: Optional[\"Dataset\"] = None,\n        weight: Optional[_LGBM_WeightType] = None,\n        group: Optional[_LGBM_GroupType] = None,\n        init_score: Optional[_LGBM_InitScoreType] = None,\n        feature_name: _LGBM_FeatureNameConfiguration = \"auto\",\n        categorical_feature: _LGBM_CategoricalFeatureConfiguration = \"auto\",\n        params: Optional[Dict[str, Any]] = None,\n        free_raw_data: bool = True,\n        position: Optional[_LGBM_PositionType] = None,\n    ):\n        \"\"\"Initialize Dataset.\n\n        Parameters\n        ----------\n        data : str, pathlib.Path, numpy array, pandas DataFrame, scipy.sparse, Sequence, list of Sequence, list of numpy array or pyarrow Table\n            Data source of Dataset.\n            If str or pathlib.Path, it represents the path to a text file (CSV, TSV, or LibSVM) or a LightGBM Dataset binary file.\n        label : list, numpy 1-D array, pandas Series / one-column DataFrame, pyarrow Array, pyarrow ChunkedArray or None, optional (default=None)\n            Label of the data.\n        reference : Dataset or None, optional (default=None)\n            If this is Dataset for validation, training data should be used as reference.\n        weight : list, numpy 1-D array, pandas Series, pyarrow Array, pyarrow ChunkedArray or None, optional (default=None)\n            Weight for each instance. Weights should be non-negative.\n        group : list, numpy 1-D array, pandas Series, pyarrow Array, pyarrow ChunkedArray or None, optional (default=None)\n            Group/query data.\n            Only used in the learning-to-rank task.\n            sum(group) = n_samples.\n            For example, if you have a 100-document dataset with ``group = [10, 20, 40, 10, 10, 10]``, that means that you have 6 groups,\n            where the first 10 records are in the first group, records 11-30 are in the second group, records 31-70 are in the third group, etc.\n        init_score : list, list of lists (for multi-class task), numpy array, pandas Series, pandas DataFrame (for multi-class task), pyarrow Array, pyarrow ChunkedArray, pyarrow Table (for multi-class task) or None, optional (default=None)\n            Init score for Dataset.\n        feature_name : list of str, or 'auto', optional (default=\"auto\")\n            Feature names.\n            If 'auto' and data is pandas DataFrame or pyarrow Table, data columns names are used.\n        categorical_feature : list of str or int, or 'auto', optional (default=\"auto\")\n            Categorical features.\n            If list of int, interpreted as indices.\n            If list of str, interpreted as feature names (need to specify ``feature_name`` as well).\n            If 'auto' and data is pandas DataFrame, pandas unordered categorical columns are used.\n            All values in categorical features will be cast to int32 and thus should be less than int32 max value (2147483647).\n            Large values could be memory consuming. Consider using consecutive integers starting from zero.\n            All negative values in categorical features will be treated as missing values.\n            The output cannot be monotonically constrained with respect to a categorical feature.\n            Floating point numbers in categorical features will be rounded towards 0.\n        params : dict or None, optional (default=None)\n            Other parameters for Dataset.\n        free_raw_data : bool, optional (default=True)\n            If True, raw data is freed after constructing inner Dataset.\n        position : numpy 1-D array, pandas Series or None, optional (default=None)\n            Position of items used in unbiased learning-to-rank task.\n        \"\"\"\n        self._handle: Optional[_DatasetHandle] = None\n        self.data = data\n        self.label = label\n        self.reference = reference\n        self.weight = weight\n        self.group = group\n        self.position = position\n        self.init_score = init_score\n        self.feature_name: _LGBM_FeatureNameConfiguration = feature_name\n        self.categorical_feature: _LGBM_CategoricalFeatureConfiguration = categorical_feature\n        self.params = deepcopy(params)\n        self.free_raw_data = free_raw_data\n        self.used_indices: Optional[List[int]] = None\n        self._need_slice = True\n        self._predictor: Optional[_InnerPredictor] = None\n        self.pandas_categorical: Optional[List[List]] = None\n        self._params_back_up: Optional[Dict[str, Any]] = None\n        self.version = 0\n        self._start_row = 0  # Used when pushing rows one by one.\n\n    def __del__(self) -> None:\n        try:\n            self._free_handle()\n        except AttributeError:\n            pass\n\n    def _create_sample_indices(self, *, total_nrow: int) -> np.ndarray:\n        \"\"\"Get an array of randomly chosen indices from this ``Dataset``.\n\n        Indices are sampled without replacement.\n\n        Parameters\n        ----------\n        total_nrow : int\n            Total number of rows to sample from.\n            If this value is greater than the value of parameter ``bin_construct_sample_cnt``, only ``bin_construct_sample_cnt`` indices will be used.\n            If Dataset has multiple input data, this should be the sum of rows of every file.\n\n        Returns\n        -------\n        indices : numpy array\n            Indices for sampled data.\n        \"\"\"\n        param_str = _param_dict_to_str(self.get_params())\n        sample_cnt = _get_sample_count(total_nrow, param_str)\n        indices = np.empty(sample_cnt, dtype=np.int32)\n        ptr_data, _, _ = _c_int_array(indices)\n        actual_sample_cnt = ctypes.c_int32(0)\n\n        _safe_call(\n            _LIB.LGBM_SampleIndices(\n                ctypes.c_int32(total_nrow),\n                _c_str(param_str),\n                ptr_data,\n                ctypes.byref(actual_sample_cnt),\n            )\n        )\n        assert sample_cnt == actual_sample_cnt.value\n        return indices\n\n    def _init_from_ref_dataset(\n        self,\n        total_nrow: int,\n        ref_dataset: _DatasetHandle,\n    ) -> \"Dataset\":\n        \"\"\"Create dataset from a reference dataset.\n\n        Parameters\n        ----------\n        total_nrow : int\n            Number of rows expected to add to dataset.\n        ref_dataset : object\n            Handle of reference dataset to extract metadata from.\n\n        Returns\n        -------\n        self : Dataset\n            Constructed Dataset object.\n        \"\"\"\n        self._handle = ctypes.c_void_p()\n        _safe_call(\n            _LIB.LGBM_DatasetCreateByReference(\n                ref_dataset,\n                ctypes.c_int64(total_nrow),\n                ctypes.byref(self._handle),\n            )\n        )\n        return self\n\n    def _init_from_sample(\n        self,\n        sample_data: List[np.ndarray],\n        sample_indices: List[np.ndarray],\n        sample_cnt: int,\n        total_nrow: int,\n    ) -> \"Dataset\":\n        \"\"\"Create Dataset from sampled data structures.\n\n        Parameters\n        ----------\n        sample_data : list of numpy array\n            Sample data for each column.\n        sample_indices : list of numpy array\n            Sample data row index for each column.\n        sample_cnt : int\n            Number of samples.\n        total_nrow : int\n            Total number of rows for all input files.\n\n        Returns\n        -------\n        self : Dataset\n            Constructed Dataset object.\n        \"\"\"\n        ncol = len(sample_indices)\n        assert len(sample_data) == ncol, \"#sample data column != #column indices\"\n\n        for i in range(ncol):\n            if sample_data[i].dtype != np.double:\n                raise ValueError(f\"sample_data[{i}] type {sample_data[i].dtype} is not double\")\n            if sample_indices[i].dtype != np.int32:\n                raise ValueError(f\"sample_indices[{i}] type {sample_indices[i].dtype} is not int32\")\n\n        # c type: double**\n        # each double* element points to start of each column of sample data.\n        sample_col_ptr: _ctypes_float_array = (ctypes.POINTER(ctypes.c_double) * ncol)()\n        # c type int**\n        # each int* points to start of indices for each column\n        indices_col_ptr: _ctypes_int_array = (ctypes.POINTER(ctypes.c_int32) * ncol)()\n        for i in range(ncol):\n            sample_col_ptr[i] = _c_float_array(sample_data[i])[0]\n            indices_col_ptr[i] = _c_int_array(sample_indices[i])[0]\n\n        num_per_col = np.array([len(d) for d in sample_indices], dtype=np.int32)\n        num_per_col_ptr, _, _ = _c_int_array(num_per_col)\n\n        self._handle = ctypes.c_void_p()\n        params_str = _param_dict_to_str(self.get_params())\n        _safe_call(\n            _LIB.LGBM_DatasetCreateFromSampledColumn(\n                ctypes.cast(sample_col_ptr, ctypes.POINTER(ctypes.POINTER(ctypes.c_double))),\n                ctypes.cast(indices_col_ptr, ctypes.POINTER(ctypes.POINTER(ctypes.c_int32))),\n                ctypes.c_int32(ncol),\n                num_per_col_ptr,\n                ctypes.c_int32(sample_cnt),\n                ctypes.c_int32(total_nrow),\n                ctypes.c_int64(total_nrow),\n                _c_str(params_str),\n                ctypes.byref(self._handle),\n            )\n        )\n        return self\n\n    def _push_rows(self, data: np.ndarray) -> \"Dataset\":\n        \"\"\"Add rows to Dataset.\n\n        Parameters\n        ----------\n        data : numpy 1-D array\n            New data to add to the Dataset.\n\n        Returns\n        -------\n        self : Dataset\n            Dataset object.\n        \"\"\"\n        nrow, ncol = data.shape\n        data = data.reshape(data.size)\n        data_ptr, data_type, _ = _c_float_array(data)\n\n        _safe_call(\n            _LIB.LGBM_DatasetPushRows(\n                self._handle,\n                data_ptr,\n                data_type,\n                ctypes.c_int32(nrow),\n                ctypes.c_int32(ncol),\n                ctypes.c_int32(self._start_row),\n            )\n        )\n        self._start_row += nrow\n        return self\n\n    def get_params(self) -> Dict[str, Any]:\n        \"\"\"Get the used parameters in the Dataset.\n\n        Returns\n        -------\n        params : dict\n            The used parameters in this Dataset object.\n        \"\"\"\n        if self.params is not None:\n            # no min_data, nthreads and verbose in this function\n            dataset_params = _ConfigAliases.get(\n                \"bin_construct_sample_cnt\",\n                \"categorical_feature\",\n                \"data_random_seed\",\n                \"enable_bundle\",\n                \"feature_pre_filter\",\n                \"forcedbins_filename\",\n                \"group_column\",\n                \"header\",\n                \"ignore_column\",\n                \"is_enable_sparse\",\n                \"label_column\",\n                \"linear_tree\",\n                \"max_bin\",\n                \"max_bin_by_feature\",\n                \"min_data_in_bin\",\n                \"pre_partition\",\n                \"precise_float_parser\",\n                \"two_round\",\n                \"use_missing\",\n                \"weight_column\",\n                \"zero_as_missing\",\n            )\n            return {k: v for k, v in self.params.items() if k in dataset_params}\n        else:\n            return {}\n\n    def _free_handle(self) -> \"Dataset\":\n        if self._handle is not None:\n            _safe_call(_LIB.LGBM_DatasetFree(self._handle))\n            self._handle = None\n        self._need_slice = True\n        if self.used_indices is not None:\n            self.data = None\n        return self\n\n    def _set_init_score_by_predictor(\n        self,\n        predictor: Optional[_InnerPredictor],\n        data: _LGBM_TrainDataType,\n        used_indices: Optional[Union[List[int], np.ndarray]],\n    ) -> \"Dataset\":\n        data_has_header = False\n        if isinstance(data, (str, Path)) and self.params is not None:\n            # check data has header or not\n            data_has_header = any(self.params.get(alias, False) for alias in _ConfigAliases.get(\"header\"))\n        num_data = self.num_data()\n        if predictor is not None:\n            init_score: Union[np.ndarray, scipy.sparse.spmatrix] = predictor.predict(\n                data=data,\n                raw_score=True,\n                data_has_header=data_has_header,\n            )\n            init_score = init_score.ravel()\n            if used_indices is not None:\n                assert not self._need_slice\n                if isinstance(data, (str, Path)):\n                    sub_init_score = np.empty(num_data * predictor.num_class, dtype=np.float64)\n                    assert num_data == len(used_indices)\n                    for i in range(len(used_indices)):\n                        for j in range(predictor.num_class):\n                            sub_init_score[i * predictor.num_class + j] = init_score[\n                                used_indices[i] * predictor.num_class + j\n                            ]\n                    init_score = sub_init_score\n            if predictor.num_class > 1:\n                # need to regroup init_score\n                new_init_score = np.empty(init_score.size, dtype=np.float64)\n                for i in range(num_data):\n                    for j in range(predictor.num_class):\n                        new_init_score[j * num_data + i] = init_score[i * predictor.num_class + j]\n                init_score = new_init_score\n        elif self.init_score is not None:\n            init_score = np.full_like(self.init_score, fill_value=0.0, dtype=np.float64)\n        else:\n            return self\n        self.set_init_score(init_score)\n        return self\n\n    def _lazy_init(\n        self,\n        data: Optional[_LGBM_TrainDataType],\n        label: Optional[_LGBM_LabelType],\n        reference: Optional[\"Dataset\"],\n        weight: Optional[_LGBM_WeightType],\n        group: Optional[_LGBM_GroupType],\n        init_score: Optional[_LGBM_InitScoreType],\n        predictor: Optional[_InnerPredictor],\n        feature_name: _LGBM_FeatureNameConfiguration,\n        categorical_feature: _LGBM_CategoricalFeatureConfiguration,\n        params: Optional[Dict[str, Any]],\n        position: Optional[_LGBM_PositionType],\n    ) -> \"Dataset\":\n        if data is None:\n            self._handle = None\n            return self\n        if reference is not None:\n            self.pandas_categorical = reference.pandas_categorical\n            categorical_feature = reference.categorical_feature\n        if isinstance(data, pd_DataFrame):\n            data, feature_name, categorical_feature, self.pandas_categorical = _data_from_pandas(\n                data=data,\n                feature_name=feature_name,\n                categorical_feature=categorical_feature,\n                pandas_categorical=self.pandas_categorical,\n            )\n        elif _is_pyarrow_table(data) and feature_name == \"auto\":\n            feature_name = data.column_names\n\n        # process for args\n        params = {} if params is None else params\n        args_names = inspect.signature(self.__class__._lazy_init).parameters.keys()\n        for key in params.keys():\n            if key in args_names:\n                _log_warning(\n                    f\"{key} keyword has been found in `params` and will be ignored.\\n\"\n                    f\"Please use {key} argument of the Dataset constructor to pass this parameter.\"\n                )\n        # get categorical features\n        if isinstance(categorical_feature, list):\n            categorical_indices = set()\n            feature_dict = {}\n            if isinstance(feature_name, list):\n                feature_dict = {name: i for i, name in enumerate(feature_name)}\n            for name in categorical_feature:\n                if isinstance(name, str) and name in feature_dict:\n                    categorical_indices.add(feature_dict[name])\n                elif isinstance(name, int):\n                    categorical_indices.add(name)\n                else:\n                    raise TypeError(f\"Wrong type({type(name).__name__}) or unknown name({name}) in categorical_feature\")\n            if categorical_indices:\n                for cat_alias in _ConfigAliases.get(\"categorical_feature\"):\n                    if cat_alias in params:\n                        # If the params[cat_alias] is equal to categorical_indices, do not report the warning.\n                        if not (isinstance(params[cat_alias], list) and set(params[cat_alias]) == categorical_indices):\n                            _log_warning(f\"{cat_alias} in param dict is overridden.\")\n                        params.pop(cat_alias, None)\n                params[\"categorical_column\"] = sorted(categorical_indices)\n\n        params_str = _param_dict_to_str(params)\n        self.params = params\n        # process for reference dataset\n        ref_dataset = None\n        if isinstance(reference, Dataset):\n            ref_dataset = reference.construct()._handle\n        elif reference is not None:\n            raise TypeError(\"Reference dataset should be None or dataset instance\")\n        # start construct data\n        if isinstance(data, (str, Path)):\n            self._handle = ctypes.c_void_p()\n            _safe_call(\n                _LIB.LGBM_DatasetCreateFromFile(\n                    _c_str(str(data)),\n                    _c_str(params_str),\n                    ref_dataset,\n                    ctypes.byref(self._handle),\n                )\n            )\n        elif isinstance(data, scipy.sparse.csr_matrix):\n            self.__init_from_csr(csr=data, params_str=params_str, ref_dataset=ref_dataset)\n        elif isinstance(data, scipy.sparse.csc_matrix):\n            self.__init_from_csc(csc=data, params_str=params_str, ref_dataset=ref_dataset)\n        elif isinstance(data, np.ndarray):\n            self.__init_from_np2d(mat=data, params_str=params_str, ref_dataset=ref_dataset)\n        elif _is_pyarrow_table(data):\n            self.__init_from_pyarrow_table(table=data, params_str=params_str, ref_dataset=ref_dataset)\n        elif isinstance(data, list) and len(data) > 0:\n            if _is_list_of_numpy_arrays(data):\n                self.__init_from_list_np2d(mats=data, params_str=params_str, ref_dataset=ref_dataset)\n            elif _is_list_of_sequences(data):\n                self.__init_from_seqs(seqs=data, ref_dataset=ref_dataset)\n            else:\n                raise TypeError(\"Data list can only be of ndarray or Sequence\")\n        elif isinstance(data, Sequence):\n            self.__init_from_seqs(seqs=[data], ref_dataset=ref_dataset)\n        else:\n            try:\n                csr = scipy.sparse.csr_matrix(data)\n                self.__init_from_csr(csr=csr, params_str=params_str, ref_dataset=ref_dataset)\n            except BaseException as err:\n                raise TypeError(f\"Cannot initialize Dataset from {type(data).__name__}\") from err\n        if label is not None:\n            self.set_label(label)\n        if self.get_label() is None:\n            raise ValueError(\"Label should not be None\")\n        if weight is not None:\n            self.set_weight(weight)\n        if group is not None:\n            self.set_group(group)\n        if position is not None:\n            self.set_position(position)\n        if isinstance(predictor, _InnerPredictor):\n            if self._predictor is None and init_score is not None:\n                _log_warning(\"The init_score will be overridden by the prediction of init_model.\")\n            self._set_init_score_by_predictor(predictor=predictor, data=data, used_indices=None)\n        elif init_score is not None:\n            self.set_init_score(init_score)\n        elif predictor is not None:\n            raise TypeError(f\"Wrong predictor type {type(predictor).__name__}\")\n        # set feature names\n        return self.set_feature_name(feature_name)\n\n    @staticmethod\n    def _yield_row_from_seqlist(seqs: List[Sequence], indices: Iterable[int]) -> Iterator[np.ndarray]:\n        offset = 0\n        seq_id = 0\n        seq = seqs[seq_id]\n        for row_id in indices:\n            assert row_id >= offset, \"sample indices are expected to be monotonic\"\n            while row_id >= offset + len(seq):\n                offset += len(seq)\n                seq_id += 1\n                seq = seqs[seq_id]\n            id_in_seq = row_id - offset\n            row = seq[id_in_seq]\n            yield row if row.flags[\"OWNDATA\"] else row.copy()\n\n    def __sample(self, *, seqs: List[Sequence], total_nrow: int) -> Tuple[List[np.ndarray], List[np.ndarray]]:\n        \"\"\"Sample data from seqs.\n\n        Mimics behavior in c_api.cpp:LGBM_DatasetCreateFromMats()\n\n        Returns\n        -------\n            sampled_rows, sampled_row_indices\n        \"\"\"\n        indices = self._create_sample_indices(total_nrow=total_nrow)\n\n        # Select sampled rows, transpose to column order.\n        sampled = np.array(list(self._yield_row_from_seqlist(seqs, indices)))\n        sampled = sampled.T\n\n        filtered = []\n        filtered_idx = []\n        sampled_row_range = np.arange(len(indices), dtype=np.int32)\n        for col in sampled:\n            col_predicate = (np.abs(col) > ZERO_THRESHOLD) | np.isnan(col)\n            filtered_col = col[col_predicate]\n            filtered_row_idx = sampled_row_range[col_predicate]\n\n            filtered.append(filtered_col)\n            filtered_idx.append(filtered_row_idx)\n\n        return filtered, filtered_idx\n\n    def __init_from_seqs(\n        self,\n        *,\n        seqs: List[Sequence],\n        ref_dataset: Optional[_DatasetHandle],\n    ) -> \"Dataset\":\n        \"\"\"\n        Initialize data from list of Sequence objects.\n\n        Sequence: Generic Data Access Object\n            Supports random access and access by batch if properly defined by user\n\n        Data scheme uniformity are trusted, not checked\n        \"\"\"\n        total_nrow = sum(len(seq) for seq in seqs)\n\n        # create validation dataset from ref_dataset\n        if ref_dataset is not None:\n            self._init_from_ref_dataset(total_nrow, ref_dataset)\n        else:\n            param_str = _param_dict_to_str(self.get_params())\n            sample_cnt = _get_sample_count(total_nrow, param_str)\n\n            sample_data, col_indices = self.__sample(seqs=seqs, total_nrow=total_nrow)\n            self._init_from_sample(sample_data, col_indices, sample_cnt, total_nrow)\n\n        for seq in seqs:\n            nrow = len(seq)\n            batch_size = getattr(seq, \"batch_size\", None) or Sequence.batch_size\n            for start in range(0, nrow, batch_size):\n                end = min(start + batch_size, nrow)\n                self._push_rows(seq[start:end])\n        return self\n\n    def __init_from_np2d(\n        self,\n        *,\n        mat: np.ndarray,\n        params_str: str,\n        ref_dataset: Optional[_DatasetHandle],\n    ) -> \"Dataset\":\n        \"\"\"Initialize data from a 2-D numpy matrix.\"\"\"\n        if len(mat.shape) != 2:\n            raise ValueError(\"Input numpy.ndarray must be 2 dimensional\")\n\n        self._handle = ctypes.c_void_p()\n        data, layout = _np2d_to_np1d(mat)\n        ptr_data, type_ptr_data, _ = _c_float_array(data)\n        _safe_call(\n            _LIB.LGBM_DatasetCreateFromMat(\n                ptr_data,\n                ctypes.c_int(type_ptr_data),\n                ctypes.c_int32(mat.shape[0]),\n                ctypes.c_int32(mat.shape[1]),\n                ctypes.c_int(layout),\n                _c_str(params_str),\n                ref_dataset,\n                ctypes.byref(self._handle),\n            )\n        )\n        return self\n\n    def __init_from_list_np2d(\n        self,\n        *,\n        mats: List[np.ndarray],\n        params_str: str,\n        ref_dataset: Optional[_DatasetHandle],\n    ) -> \"Dataset\":\n        \"\"\"Initialize data from a list of 2-D numpy matrices.\"\"\"\n        ncol = mats[0].shape[1]\n        nrow = np.empty((len(mats),), np.int32)\n        ptr_data: _ctypes_float_array\n        if mats[0].dtype == np.float64:\n            ptr_data = (ctypes.POINTER(ctypes.c_double) * len(mats))()\n        else:\n            ptr_data = (ctypes.POINTER(ctypes.c_float) * len(mats))()\n        layouts = (ctypes.c_int * len(mats))()\n\n        holders = []\n        type_ptr_data = -1\n\n        for i, mat in enumerate(mats):\n            if len(mat.shape) != 2:\n                raise ValueError(\"Input numpy.ndarray must be 2 dimensional\")\n\n            if mat.shape[1] != ncol:\n                raise ValueError(\"Input arrays must have same number of columns\")\n\n            nrow[i] = mat.shape[0]\n\n            mat, layout = _np2d_to_np1d(mat)\n\n            chunk_ptr_data, chunk_type_ptr_data, holder = _c_float_array(mat)\n            if type_ptr_data != -1 and chunk_type_ptr_data != type_ptr_data:\n                raise ValueError(\"Input chunks must have same type\")\n            ptr_data[i] = chunk_ptr_data\n            layouts[i] = layout\n            type_ptr_data = chunk_type_ptr_data\n            holders.append(holder)\n\n        self._handle = ctypes.c_void_p()\n        _safe_call(\n            _LIB.LGBM_DatasetCreateFromMats(\n                ctypes.c_int32(len(mats)),\n                ctypes.cast(ptr_data, ctypes.POINTER(ctypes.POINTER(ctypes.c_double))),\n                ctypes.c_int(type_ptr_data),\n                nrow.ctypes.data_as(ctypes.POINTER(ctypes.c_int32)),\n                ctypes.c_int32(ncol),\n                layouts,\n                _c_str(params_str),\n                ref_dataset,\n                ctypes.byref(self._handle),\n            )\n        )\n        return self\n\n    def __init_from_csr(\n        self,\n        *,\n        csr: scipy.sparse.csr_matrix,\n        params_str: str,\n        ref_dataset: Optional[_DatasetHandle],\n    ) -> \"Dataset\":\n        \"\"\"Initialize data from a CSR matrix.\"\"\"\n        if len(csr.indices) != len(csr.data):\n            raise ValueError(f\"Length mismatch: {len(csr.indices)} vs {len(csr.data)}\")\n        self._handle = ctypes.c_void_p()\n\n        ptr_indptr, type_ptr_indptr, __ = _c_int_array(csr.indptr)\n        ptr_data, type_ptr_data, _ = _c_float_array(csr.data)\n\n        assert csr.shape[1] <= _MAX_INT32\n        csr_indices = csr.indices.astype(np.int32, copy=False)\n\n        _safe_call(\n            _LIB.LGBM_DatasetCreateFromCSR(\n                ptr_indptr,\n                ctypes.c_int(type_ptr_indptr),\n                csr_indices.ctypes.data_as(ctypes.POINTER(ctypes.c_int32)),\n                ptr_data,\n                ctypes.c_int(type_ptr_data),\n                ctypes.c_int64(len(csr.indptr)),\n                ctypes.c_int64(len(csr.data)),\n                ctypes.c_int64(csr.shape[1]),\n                _c_str(params_str),\n                ref_dataset,\n                ctypes.byref(self._handle),\n            )\n        )\n        return self\n\n    def __init_from_csc(\n        self,\n        *,\n        csc: scipy.sparse.csc_matrix,\n        params_str: str,\n        ref_dataset: Optional[_DatasetHandle],\n    ) -> \"Dataset\":\n        \"\"\"Initialize data from a CSC matrix.\"\"\"\n        if len(csc.indices) != len(csc.data):\n            raise ValueError(f\"Length mismatch: {len(csc.indices)} vs {len(csc.data)}\")\n        self._handle = ctypes.c_void_p()\n\n        ptr_indptr, type_ptr_indptr, __ = _c_int_array(csc.indptr)\n        ptr_data, type_ptr_data, _ = _c_float_array(csc.data)\n\n        assert csc.shape[0] <= _MAX_INT32\n        csc_indices = csc.indices.astype(np.int32, copy=False)\n\n        _safe_call(\n            _LIB.LGBM_DatasetCreateFromCSC(\n                ptr_indptr,\n                ctypes.c_int(type_ptr_indptr),\n                csc_indices.ctypes.data_as(ctypes.POINTER(ctypes.c_int32)),\n                ptr_data,\n                ctypes.c_int(type_ptr_data),\n                ctypes.c_int64(len(csc.indptr)),\n                ctypes.c_int64(len(csc.data)),\n                ctypes.c_int64(csc.shape[0]),\n                _c_str(params_str),\n                ref_dataset,\n                ctypes.byref(self._handle),\n            )\n        )\n        return self\n\n    def __init_from_pyarrow_table(\n        self,\n        *,\n        table: pa_Table,\n        params_str: str,\n        ref_dataset: Optional[_DatasetHandle],\n    ) -> \"Dataset\":\n        \"\"\"Initialize data from a PyArrow table.\"\"\"\n        if not (PYARROW_INSTALLED and CFFI_INSTALLED):\n            raise LightGBMError(\"Cannot init Dataset from Arrow without 'pyarrow' and 'cffi' installed.\")\n\n        # Check that the input is valid: we only handle numbers (for now)\n        if not all(arrow_is_integer(t) or arrow_is_floating(t) or arrow_is_boolean(t) for t in table.schema.types):\n            raise ValueError(\"Arrow table may only have integer or floating point datatypes\")\n\n        # Export Arrow table to C\n        c_array = _export_arrow_to_c(table)\n        self._handle = ctypes.c_void_p()\n        _safe_call(\n            _LIB.LGBM_DatasetCreateFromArrow(\n                ctypes.c_int64(c_array.n_chunks),\n                ctypes.c_void_p(c_array.chunks_ptr),\n                ctypes.c_void_p(c_array.schema_ptr),\n                _c_str(params_str),\n                ref_dataset,\n                ctypes.byref(self._handle),\n            )\n        )\n        return self\n\n    @staticmethod\n    def _compare_params_for_warning(\n        *,\n        params: Dict[str, Any],\n        other_params: Dict[str, Any],\n        ignore_keys: Set[str],\n    ) -> bool:\n        \"\"\"Compare two dictionaries with params ignoring some keys.\n\n        It is only for the warning purpose.\n\n        Parameters\n        ----------\n        params : dict\n            One dictionary with parameters to compare.\n        other_params : dict\n            Another dictionary with parameters to compare.\n        ignore_keys : set\n            Keys that should be ignored during comparing two dictionaries.\n\n        Returns\n        -------\n        compare_result : bool\n          Returns whether two dictionaries with params are equal.\n        \"\"\"\n        for k, v in other_params.items():\n            if k not in ignore_keys:\n                if k not in params or params[k] != v:\n                    return False\n        for k, v in params.items():\n            if k not in ignore_keys:\n                if k not in other_params or v != other_params[k]:\n                    return False\n        return True\n\n    def construct(self) -> \"Dataset\":\n        \"\"\"Lazy init.\n\n        Returns\n        -------\n        self : Dataset\n            Constructed Dataset object.\n        \"\"\"\n        if self._handle is None:\n            if self.reference is not None:\n                reference_params = self.reference.get_params()\n                params = self.get_params()\n                if params != reference_params:\n                    if not self._compare_params_for_warning(\n                        params=params,\n                        other_params=reference_params,\n                        ignore_keys=_ConfigAliases.get(\"categorical_feature\"),\n                    ):\n                        _log_warning(\"Overriding the parameters from Reference Dataset.\")\n                    self._update_params(reference_params)\n                if self.used_indices is None:\n                    # create valid\n                    self._lazy_init(\n                        data=self.data,\n                        label=self.label,\n                        reference=self.reference,\n                        weight=self.weight,\n                        group=self.group,\n                        position=self.position,\n                        init_score=self.init_score,\n                        predictor=self._predictor,\n                        feature_name=self.feature_name,\n                        categorical_feature=\"auto\",\n                        params=self.params,\n                    )\n                else:\n                    # construct subset\n                    used_indices = _list_to_1d_numpy(\n                        data=self.used_indices,\n                        dtype=np.int32,\n                        name=\"used_indices\",\n                    )\n                    assert used_indices.flags.c_contiguous\n                    if self.reference.group is not None:\n                        group_info = np.array(self.reference.group).astype(np.int32, copy=False)\n                        _, self.group = np.unique(\n                            np.repeat(range(len(group_info)), repeats=group_info)[self.used_indices], return_counts=True\n                        )\n                    self._handle = ctypes.c_void_p()\n                    params_str = _param_dict_to_str(self.params)\n                    _safe_call(\n                        _LIB.LGBM_DatasetGetSubset(\n                            self.reference.construct()._handle,\n                            used_indices.ctypes.data_as(ctypes.POINTER(ctypes.c_int32)),\n                            ctypes.c_int32(used_indices.shape[0]),\n                            _c_str(params_str),\n                            ctypes.byref(self._handle),\n                        )\n                    )\n                    if not self.free_raw_data:\n                        self.get_data()\n                    if self.group is not None:\n                        self.set_group(self.group)\n                    if self.position is not None:\n                        self.set_position(self.position)\n                    if self.get_label() is None:\n                        raise ValueError(\"Label should not be None.\")\n                    if (\n                        isinstance(self._predictor, _InnerPredictor)\n                        and self._predictor is not self.reference._predictor\n                    ):\n                        self.get_data()\n                        self._set_init_score_by_predictor(\n                            predictor=self._predictor, data=self.data, used_indices=used_indices\n                        )\n            else:\n                # create train\n                self._lazy_init(\n                    data=self.data,\n                    label=self.label,\n                    reference=None,\n                    weight=self.weight,\n                    group=self.group,\n                    init_score=self.init_score,\n                    predictor=self._predictor,\n                    feature_name=self.feature_name,\n                    categorical_feature=self.categorical_feature,\n                    params=self.params,\n                    position=self.position,\n                )\n            if self.free_raw_data:\n                self.data = None\n            self.feature_name = self.get_feature_name()\n        return self\n\n    def create_valid(\n        self,\n        data: _LGBM_TrainDataType,\n        label: Optional[_LGBM_LabelType] = None,\n        weight: Optional[_LGBM_WeightType] = None,\n        group: Optional[_LGBM_GroupType] = None,\n        init_score: Optional[_LGBM_InitScoreType] = None,\n        params: Optional[Dict[str, Any]] = None,\n        position: Optional[_LGBM_PositionType] = None,\n    ) -> \"Dataset\":\n        \"\"\"Create validation data align with current Dataset.\n\n        Parameters\n        ----------\n        data : str, pathlib.Path, numpy array, pandas DataFrame, scipy.sparse, Sequence, list of Sequence, list of numpy array or pyarrow Table\n            Data source of Dataset.\n            If str or pathlib.Path, it represents the path to a text file (CSV, TSV, or LibSVM) or a LightGBM Dataset binary file.\n        label : list, numpy 1-D array, pandas Series / one-column DataFrame, pyarrow Array, pyarrow ChunkedArray or None, optional (default=None)\n            Label of the data.\n        weight : list, numpy 1-D array, pandas Series, pyarrow Array, pyarrow ChunkedArray or None, optional (default=None)\n            Weight for each instance. Weights should be non-negative.\n        group : list, numpy 1-D array, pandas Series, pyarrow Array, pyarrow ChunkedArray or None, optional (default=None)\n            Group/query data.\n            Only used in the learning-to-rank task.\n            sum(group) = n_samples.\n            For example, if you have a 100-document dataset with ``group = [10, 20, 40, 10, 10, 10]``, that means that you have 6 groups,\n            where the first 10 records are in the first group, records 11-30 are in the second group, records 31-70 are in the third group, etc.\n        init_score : list, list of lists (for multi-class task), numpy array, pandas Series, pandas DataFrame (for multi-class task), pyarrow Array, pyarrow ChunkedArray, pyarrow Table (for multi-class task) or None, optional (default=None)\n            Init score for Dataset.\n        params : dict or None, optional (default=None)\n            Other parameters for validation Dataset.\n        position : numpy 1-D array, pandas Series or None, optional (default=None)\n            Position of items used in unbiased learning-to-rank task.\n\n        Returns\n        -------\n        valid : Dataset\n            Validation Dataset with reference to self.\n        \"\"\"\n        ret = Dataset(\n            data,\n            label=label,\n            reference=self,\n            weight=weight,\n            group=group,\n            position=position,\n            init_score=init_score,\n            params=params,\n            free_raw_data=self.free_raw_data,\n        )\n        ret._predictor = self._predictor\n        ret.pandas_categorical = self.pandas_categorical\n        return ret\n\n    def subset(\n        self,\n        used_indices: List[int],\n        params: Optional[Dict[str, Any]] = None,\n    ) -> \"Dataset\":\n        \"\"\"Get subset of current Dataset.\n\n        Parameters\n        ----------\n        used_indices : list of int\n            Indices used to create the subset.\n        params : dict or None, optional (default=None)\n            These parameters will be passed to Dataset constructor.\n\n        Returns\n        -------\n        subset : Dataset\n            Subset of the current Dataset.\n        \"\"\"\n        if params is None:\n            params = self.params\n        ret = Dataset(\n            None,\n            reference=self,\n            feature_name=self.feature_name,\n            categorical_feature=self.categorical_feature,\n            params=params,\n            free_raw_data=self.free_raw_data,\n        )\n        ret._predictor = self._predictor\n        ret.pandas_categorical = self.pandas_categorical\n        ret.used_indices = sorted(used_indices)\n        return ret\n\n    def save_binary(self, filename: Union[str, Path]) -> \"Dataset\":\n        \"\"\"Save Dataset to a binary file.\n\n        .. note::\n\n            Please note that `init_score` is not saved in binary file.\n            If you need it, please set it again after loading Dataset.\n\n        Parameters\n        ----------\n        filename : str or pathlib.Path\n            Name of the output file.\n\n        Returns\n        -------\n        self : Dataset\n            Returns self.\n        \"\"\"\n        _safe_call(\n            _LIB.LGBM_DatasetSaveBinary(\n                self.construct()._handle,\n                _c_str(str(filename)),\n            )\n        )\n        return self\n\n    def _update_params(self, params: Optional[Dict[str, Any]]) -> \"Dataset\":\n        if not params:\n            return self\n        params = deepcopy(params)\n\n        def update() -> None:\n            if not self.params:\n                self.params = params\n            else:\n                self._params_back_up = deepcopy(self.params)\n                self.params.update(params)\n\n        if self._handle is None:\n            update()\n        elif params is not None:\n            ret = _LIB.LGBM_DatasetUpdateParamChecking(\n                _c_str(_param_dict_to_str(self.params)),\n                _c_str(_param_dict_to_str(params)),\n            )\n            if ret != 0:\n                # could be updated if data is not freed\n                if self.data is not None:\n                    update()\n                    self._free_handle()\n                else:\n                    raise LightGBMError(_LIB.LGBM_GetLastError().decode(\"utf-8\"))\n        return self\n\n    def _reverse_update_params(self) -> \"Dataset\":\n        if self._handle is None:\n            self.params = deepcopy(self._params_back_up)\n            self._params_back_up = None\n        return self\n\n    def set_field(\n        self,\n        field_name: str,\n        data: Optional[_LGBM_SetFieldType],\n    ) -> \"Dataset\":\n        \"\"\"Set property into the Dataset.\n\n        Parameters\n        ----------\n        field_name : str\n            The field name of the information.\n        data : list, list of lists (for multi-class task), numpy array, pandas Series, pandas DataFrame (for multi-class task), pyarrow Array, pyarrow ChunkedArray, pyarrow Table (for multi-class task) or None\n            The data to be set.\n\n        Returns\n        -------\n        self : Dataset\n            Dataset with set property.\n        \"\"\"\n        if self._handle is None:\n            raise Exception(f\"Cannot set {field_name} before construct dataset\")\n        if data is None:\n            # set to None\n            _safe_call(\n                _LIB.LGBM_DatasetSetField(\n                    self._handle,\n                    _c_str(field_name),\n                    None,\n                    ctypes.c_int(0),\n                    ctypes.c_int(_FIELD_TYPE_MAPPER[field_name]),\n                )\n            )\n            return self\n\n        # If the data is a arrow data, we can just pass it to C\n        if _is_pyarrow_array(data) or _is_pyarrow_table(data):\n            # If a table is being passed, we concatenate the columns. This is only valid for\n            # 'init_score'.\n            if _is_pyarrow_table(data):\n                if field_name != \"init_score\":\n                    raise ValueError(f\"pyarrow tables are not supported for field '{field_name}'\")\n                data = pa_chunked_array(\n                    [\n                        chunk\n                        for array in data.columns  # type: ignore\n                        for chunk in array.chunks\n                    ]\n                )\n\n            c_array = _export_arrow_to_c(data)\n            _safe_call(\n                _LIB.LGBM_DatasetSetFieldFromArrow(\n                    self._handle,\n                    _c_str(field_name),\n                    ctypes.c_int64(c_array.n_chunks),\n                    ctypes.c_void_p(c_array.chunks_ptr),\n                    ctypes.c_void_p(c_array.schema_ptr),\n                )\n            )\n            self.version += 1\n            return self\n\n        dtype: \"np.typing.DTypeLike\"\n        if field_name == \"init_score\":\n            dtype = np.float64\n            if _is_1d_collection(data):\n                data = _list_to_1d_numpy(data=data, dtype=dtype, name=field_name)\n            elif _is_2d_collection(data):\n                data = _data_to_2d_numpy(data=data, dtype=dtype, name=field_name)\n                data = data.ravel(order=\"F\")\n            else:\n                raise TypeError(\n                    \"init_score must be list, numpy 1-D array or pandas Series.\\n\"\n                    \"In multiclass classification init_score can also be a list of lists, numpy 2-D array or pandas DataFrame.\"\n                )\n        else:\n            if field_name in {\"group\", \"position\"}:\n                dtype = np.int32\n            else:\n                dtype = np.float32\n            data = _list_to_1d_numpy(data=data, dtype=dtype, name=field_name)\n\n        ptr_data: Union[_ctypes_float_ptr, _ctypes_int_ptr]\n        if data.dtype == np.float32 or data.dtype == np.float64:\n            ptr_data, type_data, _ = _c_float_array(data)\n        elif data.dtype == np.int32:\n            ptr_data, type_data, _ = _c_int_array(data)\n        else:\n            raise TypeError(f\"Expected np.float32/64 or np.int32, met type({data.dtype})\")\n        if type_data != _FIELD_TYPE_MAPPER[field_name]:\n            raise TypeError(\"Input type error for set_field\")\n        _safe_call(\n            _LIB.LGBM_DatasetSetField(\n                self._handle,\n                _c_str(field_name),\n                ptr_data,\n                ctypes.c_int(len(data)),\n                ctypes.c_int(type_data),\n            )\n        )\n        self.version += 1\n        return self\n\n    def get_field(self, field_name: str) -> Optional[np.ndarray]:\n        \"\"\"Get property from the Dataset.\n\n        Can only be run on a constructed Dataset.\n\n        Unlike ``get_group()``, ``get_init_score()``, ``get_label()``, ``get_position()``, and ``get_weight()``,\n        this method ignores any raw data passed into ``lgb.Dataset()`` on the Python side, and will only read\n        data from the constructed C++ ``Dataset`` object.\n\n        Parameters\n        ----------\n        field_name : str\n            The field name of the information.\n\n        Returns\n        -------\n        info : numpy array or None\n            A numpy array with information from the Dataset.\n        \"\"\"\n        if self._handle is None:\n            raise Exception(f\"Cannot get {field_name} before construct Dataset\")\n        tmp_out_len = ctypes.c_int(0)\n        out_type = ctypes.c_int(0)\n        ret = ctypes.POINTER(ctypes.c_void_p)()\n        _safe_call(\n            _LIB.LGBM_DatasetGetField(\n                self._handle,\n                _c_str(field_name),\n                ctypes.byref(tmp_out_len),\n                ctypes.byref(ret),\n                ctypes.byref(out_type),\n            )\n        )\n        if out_type.value != _FIELD_TYPE_MAPPER[field_name]:\n            raise TypeError(\"Return type error for get_field\")\n        if tmp_out_len.value == 0:\n            return None\n        if out_type.value == _C_API_DTYPE_INT32:\n            arr = _cint32_array_to_numpy(\n                cptr=ctypes.cast(ret, ctypes.POINTER(ctypes.c_int32)),\n                length=tmp_out_len.value,\n            )\n        elif out_type.value == _C_API_DTYPE_FLOAT32:\n            arr = _cfloat32_array_to_numpy(\n                cptr=ctypes.cast(ret, ctypes.POINTER(ctypes.c_float)),\n                length=tmp_out_len.value,\n            )\n        elif out_type.value == _C_API_DTYPE_FLOAT64:\n            arr = _cfloat64_array_to_numpy(\n                cptr=ctypes.cast(ret, ctypes.POINTER(ctypes.c_double)),\n                length=tmp_out_len.value,\n            )\n        else:\n            raise TypeError(\"Unknown type\")\n        if field_name == \"init_score\":\n            num_data = self.num_data()\n            num_classes = arr.size // num_data\n            if num_classes > 1:\n                arr = arr.reshape((num_data, num_classes), order=\"F\")\n        return arr\n\n    def set_categorical_feature(\n        self,\n        categorical_feature: _LGBM_CategoricalFeatureConfiguration,\n    ) -> \"Dataset\":\n        \"\"\"Set categorical features.\n\n        Parameters\n        ----------\n        categorical_feature : list of str or int, or 'auto'\n            Names or indices of categorical features.\n\n        Returns\n        -------\n        self : Dataset\n            Dataset with set categorical features.\n        \"\"\"\n        if self.categorical_feature == categorical_feature:\n            return self\n        if self.data is not None:\n            if self.categorical_feature is None:\n                self.categorical_feature = categorical_feature\n                return self._free_handle()\n            elif categorical_feature == \"auto\":\n                return self\n            else:\n                if self.categorical_feature != \"auto\":\n                    _log_warning(\n                        \"categorical_feature in Dataset is overridden.\\n\"\n                        f\"New categorical_feature is {list(categorical_feature)}\"\n                    )\n                self.categorical_feature = categorical_feature\n                return self._free_handle()\n        else:\n            raise LightGBMError(\n                \"Cannot set categorical feature after freed raw data, \"\n                \"set free_raw_data=False when construct Dataset to avoid this.\"\n            )\n\n    def _set_predictor(\n        self,\n        predictor: Optional[_InnerPredictor],\n    ) -> \"Dataset\":\n        \"\"\"Set predictor for continued training.\n\n        It is not recommended for user to call this function.\n        Please use init_model argument in engine.train() or engine.cv() instead.\n        \"\"\"\n        if predictor is None and self._predictor is None:\n            return self\n        elif isinstance(predictor, _InnerPredictor) and isinstance(self._predictor, _InnerPredictor):\n            if (predictor == self._predictor) and (\n                predictor.current_iteration() == self._predictor.current_iteration()\n            ):\n                return self\n        if self._handle is None:\n            self._predictor = predictor\n        elif self.data is not None:\n            self._predictor = predictor\n            self._set_init_score_by_predictor(\n                predictor=self._predictor,\n                data=self.data,\n                used_indices=None,\n            )\n        elif self.used_indices is not None and self.reference is not None and self.reference.data is not None:\n            self._predictor = predictor\n            self._set_init_score_by_predictor(\n                predictor=self._predictor,\n                data=self.reference.data,\n                used_indices=self.used_indices,\n            )\n        else:\n            raise LightGBMError(\n                \"Cannot set predictor after freed raw data, \"\n                \"set free_raw_data=False when construct Dataset to avoid this.\"\n            )\n        return self\n\n    def set_reference(self, reference: \"Dataset\") -> \"Dataset\":\n        \"\"\"Set reference Dataset.\n\n        Parameters\n        ----------\n        reference : Dataset\n            Reference that is used as a template to construct the current Dataset.\n\n        Returns\n        -------\n        self : Dataset\n            Dataset with set reference.\n        \"\"\"\n        self.set_categorical_feature(reference.categorical_feature).set_feature_name(\n            reference.feature_name\n        )._set_predictor(reference._predictor)\n        # we're done if self and reference share a common upstream reference\n        if self.get_ref_chain().intersection(reference.get_ref_chain()):\n            return self\n        if self.data is not None:\n            self.reference = reference\n            return self._free_handle()\n        else:\n            raise LightGBMError(\n                \"Cannot set reference after freed raw data, \"\n                \"set free_raw_data=False when construct Dataset to avoid this.\"\n            )\n\n    def set_feature_name(self, feature_name: _LGBM_FeatureNameConfiguration) -> \"Dataset\":\n        \"\"\"Set feature name.\n\n        Parameters\n        ----------\n        feature_name : list of str\n            Feature names.\n\n        Returns\n        -------\n        self : Dataset\n            Dataset with set feature name.\n        \"\"\"\n        if feature_name != \"auto\":\n            self.feature_name = feature_name\n        if self._handle is not None and feature_name is not None and feature_name != \"auto\":\n            if len(feature_name) != self.num_feature():\n                raise ValueError(\n                    f\"Length of feature_name({len(feature_name)}) and num_feature({self.num_feature()}) don't match\"\n                )\n            c_feature_name = [_c_str(name) for name in feature_name]\n            _safe_call(\n                _LIB.LGBM_DatasetSetFeatureNames(\n                    self._handle,\n                    _c_array(ctypes.c_char_p, c_feature_name),\n                    ctypes.c_int(len(feature_name)),\n                )\n            )\n        return self\n\n    def set_label(self, label: Optional[_LGBM_LabelType]) -> \"Dataset\":\n        \"\"\"Set label of Dataset.\n\n        Parameters\n        ----------\n        label : list, numpy 1-D array, pandas Series / one-column DataFrame, pyarrow Array, pyarrow ChunkedArray or None\n            The label information to be set into Dataset.\n\n        Returns\n        -------\n        self : Dataset\n            Dataset with set label.\n        \"\"\"\n        self.label = label\n        if self._handle is not None:\n            if isinstance(label, pd_DataFrame):\n                if len(label.columns) > 1:\n                    raise ValueError(\"DataFrame for label cannot have multiple columns\")\n                label_array = np.ravel(_pandas_to_numpy(label, target_dtype=np.float32))\n            elif _is_pyarrow_array(label):\n                label_array = label\n            else:\n                label_array = _list_to_1d_numpy(data=label, dtype=np.float32, name=\"label\")\n            self.set_field(\"label\", label_array)\n            self.label = self.get_field(\"label\")  # original values can be modified at cpp side\n        return self\n\n    def set_weight(\n        self,\n        weight: Optional[_LGBM_WeightType],\n    ) -> \"Dataset\":\n        \"\"\"Set weight of each instance.\n\n        Parameters\n        ----------\n        weight : list, numpy 1-D array, pandas Series, pyarrow Array, pyarrow ChunkedArray or None\n            Weight to be set for each data point. Weights should be non-negative.\n\n        Returns\n        -------\n        self : Dataset\n            Dataset with set weight.\n        \"\"\"\n        # Check if the weight contains values other than one\n        if weight is not None:\n            if _is_pyarrow_array(weight):\n                if pa_compute.all(pa_compute.equal(weight, 1)).as_py():\n                    weight = None\n            elif np.all(weight == 1):\n                weight = None\n        self.weight = weight\n\n        # Set field\n        if self._handle is not None and weight is not None:\n            if not _is_pyarrow_array(weight):\n                weight = _list_to_1d_numpy(data=weight, dtype=np.float32, name=\"weight\")\n            self.set_field(\"weight\", weight)\n            self.weight = self.get_field(\"weight\")  # original values can be modified at cpp side\n        return self\n\n    def set_init_score(\n        self,\n        init_score: Optional[_LGBM_InitScoreType],\n    ) -> \"Dataset\":\n        \"\"\"Set init score of Booster to start from.\n\n        Parameters\n        ----------\n        init_score : list, list of lists (for multi-class task), numpy array, pandas Series, pandas DataFrame (for multi-class task), pyarrow Array, pyarrow ChunkedArray, pyarrow Table (for multi-class task) or None\n            Init score for Booster.\n\n        Returns\n        -------\n        self : Dataset\n            Dataset with set init score.\n        \"\"\"\n        self.init_score = init_score\n        if self._handle is not None and init_score is not None:\n            self.set_field(\"init_score\", init_score)\n            self.init_score = self.get_field(\"init_score\")  # original values can be modified at cpp side\n        return self\n\n    def set_group(\n        self,\n        group: Optional[_LGBM_GroupType],\n    ) -> \"Dataset\":\n        \"\"\"Set group size of Dataset (used for ranking).\n\n        Parameters\n        ----------\n        group : list, numpy 1-D array, pandas Series, pyarrow Array, pyarrow ChunkedArray or None\n            Group/query data.\n            Only used in the learning-to-rank task.\n            sum(group) = n_samples.\n            For example, if you have a 100-document dataset with ``group = [10, 20, 40, 10, 10, 10]``, that means that you have 6 groups,\n            where the first 10 records are in the first group, records 11-30 are in the second group, records 31-70 are in the third group, etc.\n\n        Returns\n        -------\n        self : Dataset\n            Dataset with set group.\n        \"\"\"\n        self.group = group\n        if self._handle is not None and group is not None:\n            if not _is_pyarrow_array(group):\n                group = _list_to_1d_numpy(data=group, dtype=np.int32, name=\"group\")\n            self.set_field(\"group\", group)\n            # original values can be modified at cpp side\n            constructed_group = self.get_field(\"group\")\n            if constructed_group is not None:\n                self.group = np.diff(constructed_group)\n        return self\n\n    def set_position(\n        self,\n        position: Optional[_LGBM_PositionType],\n    ) -> \"Dataset\":\n        \"\"\"Set position of Dataset (used for ranking).\n\n        Parameters\n        ----------\n        position : numpy 1-D array, pandas Series or None, optional (default=None)\n            Position of items used in unbiased learning-to-rank task.\n\n        Returns\n        -------\n        self : Dataset\n            Dataset with set position.\n        \"\"\"\n        self.position = position\n        if self._handle is not None and position is not None:\n            position = _list_to_1d_numpy(data=position, dtype=np.int32, name=\"position\")\n            self.set_field(\"position\", position)\n        return self\n\n    def get_feature_name(self) -> List[str]:\n        \"\"\"Get the names of columns (features) in the Dataset.\n\n        Returns\n        -------\n        feature_names : list of str\n            The names of columns (features) in the Dataset.\n        \"\"\"\n        if self._handle is None:\n            raise LightGBMError(\"Cannot get feature_name before construct dataset\")\n        num_feature = self.num_feature()\n        tmp_out_len = ctypes.c_int(0)\n        reserved_string_buffer_size = 255\n        required_string_buffer_size = ctypes.c_size_t(0)\n        string_buffers = [ctypes.create_string_buffer(reserved_string_buffer_size) for _ in range(num_feature)]\n        ptr_string_buffers = (ctypes.c_char_p * num_feature)(*map(ctypes.addressof, string_buffers))  # type: ignore[misc]\n        _safe_call(\n            _LIB.LGBM_DatasetGetFeatureNames(\n                self._handle,\n                ctypes.c_int(num_feature),\n                ctypes.byref(tmp_out_len),\n                ctypes.c_size_t(reserved_string_buffer_size),\n                ctypes.byref(required_string_buffer_size),\n                ptr_string_buffers,\n            )\n        )\n        if num_feature != tmp_out_len.value:\n            raise ValueError(\"Length of feature names doesn't equal with num_feature\")\n        actual_string_buffer_size = required_string_buffer_size.value\n        # if buffer length is not long enough, reallocate buffers\n        if reserved_string_buffer_size < actual_string_buffer_size:\n            string_buffers = [ctypes.create_string_buffer(actual_string_buffer_size) for _ in range(num_feature)]\n            ptr_string_buffers = (ctypes.c_char_p * num_feature)(*map(ctypes.addressof, string_buffers))  # type: ignore[misc]\n            _safe_call(\n                _LIB.LGBM_DatasetGetFeatureNames(\n                    self._handle,\n                    ctypes.c_int(num_feature),\n                    ctypes.byref(tmp_out_len),\n                    ctypes.c_size_t(actual_string_buffer_size),\n                    ctypes.byref(required_string_buffer_size),\n                    ptr_string_buffers,\n                )\n            )\n        return [string_buffers[i].value.decode(\"utf-8\") for i in range(num_feature)]\n\n    def get_label(self) -> Optional[_LGBM_LabelType]:\n        \"\"\"Get the label of the Dataset.\n\n        Returns\n        -------\n        label : list, numpy 1-D array, pandas Series / one-column DataFrame, pyarrow Array, pyarrow ChunkedArray or None\n            The label information from the Dataset.\n            For a constructed ``Dataset``, this will only return a numpy array.\n        \"\"\"\n        if self.label is None:\n            self.label = self.get_field(\"label\")\n        return self.label\n\n    def get_weight(self) -> Optional[_LGBM_WeightType]:\n        \"\"\"Get the weight of the Dataset.\n\n        Returns\n        -------\n        weight : list, numpy 1-D array, pandas Series, pyarrow Array, pyarrow ChunkedArray or None\n            Weight for each data point from the Dataset. Weights should be non-negative.\n            For a constructed ``Dataset``, this will only return ``None`` or a numpy array.\n        \"\"\"\n        if self.weight is None:\n            self.weight = self.get_field(\"weight\")\n        return self.weight\n\n    def get_init_score(self) -> Optional[_LGBM_InitScoreType]:\n        \"\"\"Get the initial score of the Dataset.\n\n        Returns\n        -------\n        init_score : list, list of lists (for multi-class task), numpy array, pandas Series, pandas DataFrame (for multi-class task), pyarrow Array, pyarrow ChunkedArray, pyarrow Table (for multi-class task) or None\n            Init score of Booster.\n            For a constructed ``Dataset``, this will only return ``None`` or a numpy array.\n        \"\"\"\n        if self.init_score is None:\n            self.init_score = self.get_field(\"init_score\")\n        return self.init_score\n\n    def get_data(self) -> Optional[_LGBM_TrainDataType]:\n        \"\"\"Get the raw data of the Dataset.\n\n        Returns\n        -------\n        data : str, pathlib.Path, numpy array, pandas DataFrame, scipy.sparse, Sequence, list of Sequence, list of numpy array, pyarrow Table or None\n            Raw data used in the Dataset construction.\n        \"\"\"\n        if self._handle is None:\n            raise Exception(\"Cannot get data before construct Dataset\")\n        if self._need_slice and self.used_indices is not None and self.reference is not None:\n            self.data = self.reference.data\n            if self.data is not None:\n                if isinstance(self.data, (np.ndarray, scipy.sparse.spmatrix)):\n                    self.data = self.data[self.used_indices, :]\n                elif isinstance(self.data, pd_DataFrame):\n                    self.data = self.data.iloc[self.used_indices].copy()\n                elif isinstance(self.data, Sequence):\n                    self.data = self.data[self.used_indices]\n                elif isinstance(self.data, pa_Table):\n                    self.data = self.data.take(self.used_indices)\n                elif _is_list_of_sequences(self.data) and len(self.data) > 0:\n                    self.data = np.array(list(self._yield_row_from_seqlist(self.data, self.used_indices)))\n                else:\n                    _log_warning(\n                        f\"Cannot subset {type(self.data).__name__} type of raw data.\\nReturning original raw data\"\n                    )\n            self._need_slice = False\n        if self.data is None:\n            raise LightGBMError(\n                \"Cannot call `get_data` after freed raw data, \"\n                \"set free_raw_data=False when construct Dataset to avoid this.\"\n            )\n        return self.data\n\n    def get_group(self) -> Optional[_LGBM_GroupType]:\n        \"\"\"Get the group of the Dataset.\n\n        Returns\n        -------\n        group : list, numpy 1-D array, pandas Series, pyarrow Array, pyarrow ChunkedArray or None\n            Group/query data.\n            Only used in the learning-to-rank task.\n            sum(group) = n_samples.\n            For example, if you have a 100-document dataset with ``group = [10, 20, 40, 10, 10, 10]``, that means that you have 6 groups,\n            where the first 10 records are in the first group, records 11-30 are in the second group, records 31-70 are in the third group, etc.\n            For a constructed ``Dataset``, this will only return ``None`` or a numpy array.\n        \"\"\"\n        if self.group is None:\n            self.group = self.get_field(\"group\")\n            if self.group is not None:\n                # group data from LightGBM is boundaries data, need to convert to group size\n                self.group = np.diff(self.group)\n        return self.group\n\n    def get_position(self) -> Optional[_LGBM_PositionType]:\n        \"\"\"Get the position of the Dataset.\n\n        Returns\n        -------\n        position : numpy 1-D array, pandas Series or None\n            Position of items used in unbiased learning-to-rank task.\n            For a constructed ``Dataset``, this will only return ``None`` or a numpy array.\n        \"\"\"\n        if self.position is None:\n            self.position = self.get_field(\"position\")\n        return self.position\n\n    def num_data(self) -> int:\n        \"\"\"Get the number of rows in the Dataset.\n\n        Returns\n        -------\n        number_of_rows : int\n            The number of rows in the Dataset.\n        \"\"\"\n        if self._handle is not None:\n            ret = ctypes.c_int(0)\n            _safe_call(\n                _LIB.LGBM_DatasetGetNumData(\n                    self._handle,\n                    ctypes.byref(ret),\n                )\n            )\n            return ret.value\n        else:\n            raise LightGBMError(\"Cannot get num_data before construct dataset\")\n\n    def num_feature(self) -> int:\n        \"\"\"Get the number of columns (features) in the Dataset.\n\n        Returns\n        -------\n        number_of_columns : int\n            The number of columns (features) in the Dataset.\n        \"\"\"\n        if self._handle is not None:\n            ret = ctypes.c_int(0)\n            _safe_call(\n                _LIB.LGBM_DatasetGetNumFeature(\n                    self._handle,\n                    ctypes.byref(ret),\n                )\n            )\n            return ret.value\n        else:\n            raise LightGBMError(\"Cannot get num_feature before construct dataset\")\n\n    def feature_num_bin(self, feature: Union[int, str]) -> int:\n        \"\"\"Get the number of bins for a feature.\n\n        .. versionadded:: 4.0.0\n\n        Parameters\n        ----------\n        feature : int or str\n            Index or name of the feature.\n\n        Returns\n        -------\n        number_of_bins : int\n            The number of constructed bins for the feature in the Dataset.\n        \"\"\"\n        if self._handle is not None:\n            if isinstance(feature, str):\n                feature_index = self.feature_name.index(feature)\n            else:\n                feature_index = feature\n            ret = ctypes.c_int(0)\n            _safe_call(\n                _LIB.LGBM_DatasetGetFeatureNumBin(\n                    self._handle,\n                    ctypes.c_int(feature_index),\n                    ctypes.byref(ret),\n                )\n            )\n            return ret.value\n        else:\n            raise LightGBMError(\"Cannot get feature_num_bin before construct dataset\")\n\n    def get_ref_chain(self, ref_limit: int = 100) -> Set[\"Dataset\"]:\n        \"\"\"Get a chain of Dataset objects.\n\n        Starts with r, then goes to r.reference (if exists),\n        then to r.reference.reference, etc.\n        until we hit ``ref_limit`` or a reference loop.\n\n        Parameters\n        ----------\n        ref_limit : int, optional (default=100)\n            The limit number of references.\n\n        Returns\n        -------\n        ref_chain : set of Dataset\n            Chain of references of the Datasets.\n        \"\"\"\n        head = self\n        ref_chain: Set[Dataset] = set()\n        while len(ref_chain) < ref_limit:\n            if isinstance(head, Dataset):\n                ref_chain.add(head)\n                if (head.reference is not None) and (head.reference not in ref_chain):\n                    head = head.reference\n                else:\n                    break\n            else:\n                break\n        return ref_chain\n\n    def add_features_from(self, other: \"Dataset\") -> \"Dataset\":\n        \"\"\"Add features from other Dataset to the current Dataset.\n\n        Both Datasets must be constructed before calling this method.\n\n        Parameters\n        ----------\n        other : Dataset\n            The Dataset to take features from.\n\n        Returns\n        -------\n        self : Dataset\n            Dataset with the new features added.\n        \"\"\"\n        if self._handle is None or other._handle is None:\n            raise ValueError(\"Both source and target Datasets must be constructed before adding features\")\n        _safe_call(\n            _LIB.LGBM_DatasetAddFeaturesFrom(\n                self._handle,\n                other._handle,\n            )\n        )\n        was_none = self.data is None\n        old_self_data_type = type(self.data).__name__\n        if other.data is None:\n            self.data = None\n        elif self.data is not None:\n            if isinstance(self.data, np.ndarray):\n                if isinstance(other.data, np.ndarray):\n                    self.data = np.hstack((self.data, other.data))\n                elif isinstance(other.data, scipy.sparse.spmatrix):\n                    self.data = np.hstack((self.data, other.data.toarray()))\n                elif isinstance(other.data, pd_DataFrame):\n                    self.data = np.hstack((self.data, other.data.values))\n                else:\n                    self.data = None\n            elif isinstance(self.data, scipy.sparse.spmatrix):\n                sparse_format = self.data.getformat()\n                if isinstance(other.data, (np.ndarray, scipy.sparse.spmatrix)):\n                    self.data = scipy.sparse.hstack((self.data, other.data), format=sparse_format)\n                elif isinstance(other.data, pd_DataFrame):\n                    self.data = scipy.sparse.hstack((self.data, other.data.values), format=sparse_format)\n                else:\n                    self.data = None\n            elif isinstance(self.data, pd_DataFrame):\n                if not PANDAS_INSTALLED:\n                    raise LightGBMError(\n                        \"Cannot add features to DataFrame type of raw data \"\n                        \"without pandas installed. \"\n                        \"Install pandas and restart your session.\"\n                    )\n                if isinstance(other.data, np.ndarray):\n                    self.data = concat((self.data, pd_DataFrame(other.data)), axis=1, ignore_index=True)\n                elif isinstance(other.data, scipy.sparse.spmatrix):\n                    self.data = concat((self.data, pd_DataFrame(other.data.toarray())), axis=1, ignore_index=True)\n                elif isinstance(other.data, pd_DataFrame):\n                    self.data = concat((self.data, other.data), axis=1, ignore_index=True)\n                else:\n                    self.data = None\n            else:\n                self.data = None\n        if self.data is None:\n            err_msg = (\n                f\"Cannot add features from {type(other.data).__name__} type of raw data to \"\n                f\"{old_self_data_type} type of raw data.\\n\"\n            )\n            err_msg += (\n                \"Set free_raw_data=False when construct Dataset to avoid this\" if was_none else \"Freeing raw data\"\n            )\n            _log_warning(err_msg)\n        self.feature_name = self.get_feature_name()\n        _log_warning(\n            \"Resetting categorical features.\\n\"\n            \"You can set new categorical features via ``set_categorical_feature`` method\"\n        )\n        self.categorical_feature = \"auto\"\n        self.pandas_categorical = None\n        return self\n\n    def _dump_text(self, filename: Union[str, Path]) -> \"Dataset\":\n        \"\"\"Save Dataset to a text file.\n\n        This format cannot be loaded back in by LightGBM, but is useful for debugging purposes.\n\n        Parameters\n        ----------\n        filename : str or pathlib.Path\n            Name of the output file.\n\n        Returns\n        -------\n        self : Dataset\n            Returns self.\n        \"\"\"\n        _safe_call(\n            _LIB.LGBM_DatasetDumpText(\n                self.construct()._handle,\n                _c_str(str(filename)),\n            )\n        )\n        return self\n\n\n_LGBM_CustomObjectiveFunction = Callable[\n    [np.ndarray, Dataset],\n    Tuple[np.ndarray, np.ndarray],\n]\n_LGBM_CustomEvalFunction = Union[\n    Callable[\n        [np.ndarray, Dataset],\n        _LGBM_EvalFunctionResultType,\n    ],\n    Callable[\n        [np.ndarray, Dataset],\n        List[_LGBM_EvalFunctionResultType],\n    ],\n]\n\n\nclass Booster:\n    \"\"\"Booster in LightGBM.\"\"\"\n\n    def __init__(\n        self,\n        params: Optional[Dict[str, Any]] = None,\n        train_set: Optional[Dataset] = None,\n        model_file: Optional[Union[str, Path]] = None,\n        model_str: Optional[str] = None,\n    ):\n        \"\"\"Initialize the Booster.\n\n        Parameters\n        ----------\n        params : dict or None, optional (default=None)\n            Parameters for Booster.\n        train_set : Dataset or None, optional (default=None)\n            Training dataset.\n        model_file : str, pathlib.Path or None, optional (default=None)\n            Path to the model file.\n        model_str : str or None, optional (default=None)\n            Model will be loaded from this string.\n        \"\"\"\n        self._handle = ctypes.c_void_p()\n        self._network = False\n        self.__need_reload_eval_info = True\n        self._train_data_name = \"training\"\n        self.__set_objective_to_none = False\n        self.best_iteration = -1\n        self.best_score: _LGBM_BoosterBestScoreType = {}\n        params = {} if params is None else deepcopy(params)\n        if train_set is not None:\n            # Training task\n            if not isinstance(train_set, Dataset):\n                raise TypeError(f\"Training data should be Dataset instance, met {type(train_set).__name__}\")\n            params = _choose_param_value(\n                main_param_name=\"machines\",\n                params=params,\n                default_value=None,\n            )\n            # if \"machines\" is given, assume user wants to do distributed learning, and set up network\n            if params[\"machines\"] is None:\n                params.pop(\"machines\", None)\n            else:\n                machines = params[\"machines\"]\n                if isinstance(machines, str):\n                    num_machines_from_machine_list = len(machines.split(\",\"))\n                elif isinstance(machines, (list, set)):\n                    num_machines_from_machine_list = len(machines)\n                    machines = \",\".join(machines)\n                else:\n                    raise ValueError(\"Invalid machines in params.\")\n\n                params = _choose_param_value(\n                    main_param_name=\"num_machines\",\n                    params=params,\n                    default_value=num_machines_from_machine_list,\n                )\n                params = _choose_param_value(\n                    main_param_name=\"local_listen_port\",\n                    params=params,\n                    default_value=12400,\n                )\n                self.set_network(\n                    machines=machines,\n                    local_listen_port=params[\"local_listen_port\"],\n                    listen_time_out=params.get(\"time_out\", 120),\n                    num_machines=params[\"num_machines\"],\n                )\n            # construct booster object\n            train_set.construct()\n            # copy the parameters from train_set\n            params.update(train_set.get_params())\n            params_str = _param_dict_to_str(params)\n            _safe_call(\n                _LIB.LGBM_BoosterCreate(\n                    train_set._handle,\n                    _c_str(params_str),\n                    ctypes.byref(self._handle),\n                )\n            )\n            # save reference to data\n            self.train_set = train_set\n            self.valid_sets: List[Dataset] = []\n            self.name_valid_sets: List[str] = []\n            self.__num_dataset = 1\n            self.__init_predictor = train_set._predictor\n            if self.__init_predictor is not None:\n                _safe_call(\n                    _LIB.LGBM_BoosterMerge(\n                        self._handle,\n                        self.__init_predictor._handle,\n                    )\n                )\n            out_num_class = ctypes.c_int(0)\n            _safe_call(\n                _LIB.LGBM_BoosterGetNumClasses(\n                    self._handle,\n                    ctypes.byref(out_num_class),\n                )\n            )\n            self.__num_class = out_num_class.value\n            # buffer for inner predict\n            self.__inner_predict_buffer: List[Optional[np.ndarray]] = [None]\n            self.__is_predicted_cur_iter = [False]\n            self.__get_eval_info()\n            self.pandas_categorical = train_set.pandas_categorical\n            self.train_set_version = train_set.version\n        elif model_file is not None:\n            # Prediction task\n            out_num_iterations = ctypes.c_int(0)\n            _safe_call(\n                _LIB.LGBM_BoosterCreateFromModelfile(\n                    _c_str(str(model_file)),\n                    ctypes.byref(out_num_iterations),\n                    ctypes.byref(self._handle),\n                )\n            )\n            out_num_class = ctypes.c_int(0)\n            _safe_call(\n                _LIB.LGBM_BoosterGetNumClasses(\n                    self._handle,\n                    ctypes.byref(out_num_class),\n                )\n            )\n            self.__num_class = out_num_class.value\n            self.pandas_categorical = _load_pandas_categorical(file_name=model_file)\n            if params:\n                _log_warning(\"Ignoring params argument, using parameters from model file.\")\n            params = self._get_loaded_param()\n        elif model_str is not None:\n            self.model_from_string(model_str)\n            if params:\n                _log_warning(\"Ignoring params argument, using parameters from model string.\")\n            params = self._get_loaded_param()\n        else:\n            raise TypeError(\n                \"Need at least one training dataset or model file or model string to create Booster instance\"\n            )\n        self.params = params\n\n    def __del__(self) -> None:\n        try:\n            if self._network:\n                self.free_network()\n        except AttributeError:\n            pass\n        try:\n            if self._handle is not None:\n                _safe_call(_LIB.LGBM_BoosterFree(self._handle))\n        except AttributeError:\n            pass\n\n    def __copy__(self) -> \"Booster\":\n        return self.__deepcopy__(None)\n\n    def __deepcopy__(self, *args: Any, **kwargs: Any) -> \"Booster\":\n        model_str = self.model_to_string(num_iteration=-1)\n        return Booster(model_str=model_str)\n\n    def __getstate__(self) -> Dict[str, Any]:\n        this = self.__dict__.copy()\n        handle = this[\"_handle\"]\n        this.pop(\"train_set\", None)\n        this.pop(\"valid_sets\", None)\n        if handle is not None:\n            this[\"_handle\"] = self.model_to_string(num_iteration=-1)\n        return this\n\n    def __setstate__(self, state: Dict[str, Any]) -> None:\n        model_str = state.get(\"_handle\", state.get(\"handle\", None))\n        if model_str is not None:\n            handle = ctypes.c_void_p()\n            out_num_iterations = ctypes.c_int(0)\n            _safe_call(\n                _LIB.LGBM_BoosterLoadModelFromString(\n                    _c_str(model_str),\n                    ctypes.byref(out_num_iterations),\n                    ctypes.byref(handle),\n                )\n            )\n            state[\"_handle\"] = handle\n        self.__dict__.update(state)\n\n    def _get_loaded_param(self) -> Dict[str, Any]:\n        buffer_len = 1 << 20\n        tmp_out_len = ctypes.c_int64(0)\n        string_buffer = ctypes.create_string_buffer(buffer_len)\n        ptr_string_buffer = ctypes.c_char_p(ctypes.addressof(string_buffer))\n        _safe_call(\n            _LIB.LGBM_BoosterGetLoadedParam(\n                self._handle,\n                ctypes.c_int64(buffer_len),\n                ctypes.byref(tmp_out_len),\n                ptr_string_buffer,\n            )\n        )\n        actual_len = tmp_out_len.value\n        # if buffer length is not long enough, re-allocate a buffer\n        if actual_len > buffer_len:\n            string_buffer = ctypes.create_string_buffer(actual_len)\n            ptr_string_buffer = ctypes.c_char_p(ctypes.addressof(string_buffer))\n            _safe_call(\n                _LIB.LGBM_BoosterGetLoadedParam(\n                    self._handle,\n                    ctypes.c_int64(actual_len),\n                    ctypes.byref(tmp_out_len),\n                    ptr_string_buffer,\n                )\n            )\n        return json.loads(string_buffer.value.decode(\"utf-8\"))\n\n    def free_dataset(self) -> \"Booster\":\n        \"\"\"Free Booster's Datasets.\n\n        Returns\n        -------\n        self : Booster\n            Booster without Datasets.\n        \"\"\"\n        self.__dict__.pop(\"train_set\", None)\n        self.__dict__.pop(\"valid_sets\", None)\n        self.__num_dataset = 0\n        return self\n\n    def _free_buffer(self) -> \"Booster\":\n        self.__inner_predict_buffer = []\n        self.__is_predicted_cur_iter = []\n        return self\n\n    def set_network(\n        self,\n        machines: Union[List[str], Set[str], str],\n        local_listen_port: int = 12400,\n        listen_time_out: int = 120,\n        num_machines: int = 1,\n    ) -> \"Booster\":\n        \"\"\"Set the network configuration.\n\n        Parameters\n        ----------\n        machines : list, set or str\n            Names of machines.\n        local_listen_port : int, optional (default=12400)\n            TCP listen port for local machines.\n        listen_time_out : int, optional (default=120)\n            Socket time-out in minutes.\n        num_machines : int, optional (default=1)\n            The number of machines for distributed learning application.\n\n        Returns\n        -------\n        self : Booster\n            Booster with set network.\n        \"\"\"\n        if isinstance(machines, (list, set)):\n            machines = \",\".join(machines)\n        _safe_call(\n            _LIB.LGBM_NetworkInit(\n                _c_str(machines),\n                ctypes.c_int(local_listen_port),\n                ctypes.c_int(listen_time_out),\n                ctypes.c_int(num_machines),\n            )\n        )\n        self._network = True\n        return self\n\n    def free_network(self) -> \"Booster\":\n        \"\"\"Free Booster's network.\n\n        Returns\n        -------\n        self : Booster\n            Booster with freed network.\n        \"\"\"\n        _safe_call(_LIB.LGBM_NetworkFree())\n        self._network = False\n        return self\n\n    def trees_to_dataframe(self) -> pd_DataFrame:\n        \"\"\"Parse the fitted model and return in an easy-to-read pandas DataFrame.\n\n        The returned DataFrame has the following columns.\n\n            - ``tree_index`` : int64, which tree a node belongs to. 0-based, so a value of ``6``, for example, means \"this node is in the 7th tree\".\n            - ``node_depth`` : int64, how far a node is from the root of the tree. The root node has a value of ``1``, its direct children are ``2``, etc.\n            - ``node_index`` : str, unique identifier for a node.\n            - ``left_child`` : str, ``node_index`` of the child node to the left of a split. ``None`` for leaf nodes.\n            - ``right_child`` : str, ``node_index`` of the child node to the right of a split. ``None`` for leaf nodes.\n            - ``parent_index`` : str, ``node_index`` of this node's parent. ``None`` for the root node.\n            - ``split_feature`` : str, name of the feature used for splitting. ``None`` for leaf nodes.\n            - ``split_gain`` : float64, gain from adding this split to the tree. ``NaN`` for leaf nodes.\n            - ``threshold`` : float64, value of the feature used to decide which side of the split a record will go down. ``NaN`` for leaf nodes.\n            - ``decision_type`` : str, logical operator describing how to compare a value to ``threshold``.\n              For example, ``split_feature = \"Column_10\", threshold = 15, decision_type = \"<=\"`` means that\n              records where ``Column_10 <= 15`` follow the left side of the split, otherwise follows the right side of the split. ``None`` for leaf nodes.\n            - ``missing_direction`` : str, split direction that missing values should go to. ``None`` for leaf nodes.\n            - ``missing_type`` : str, describes what types of values are treated as missing.\n            - ``value`` : float64, predicted value for this leaf node, multiplied by the learning rate.\n            - ``weight`` : float64 or int64, sum of Hessian (second-order derivative of objective), summed over observations that fall in this node.\n            - ``count`` : int64, number of records in the training data that fall into this node.\n\n        Returns\n        -------\n        result : pandas DataFrame\n            Returns a pandas DataFrame of the parsed model.\n        \"\"\"\n        if not PANDAS_INSTALLED:\n            raise LightGBMError(\n                \"This method cannot be run without pandas installed. \"\n                \"You must install pandas and restart your session to use this method.\"\n            )\n\n        if self.num_trees() == 0:\n            raise LightGBMError(\"There are no trees in this Booster and thus nothing to parse\")\n\n        def _is_split_node(tree: Dict[str, Any]) -> bool:\n            return \"split_index\" in tree.keys()\n\n        def create_node_record(\n            tree: Dict[str, Any],\n            node_depth: int = 1,\n            tree_index: Optional[int] = None,\n            feature_names: Optional[List[str]] = None,\n            parent_node: Optional[str] = None,\n        ) -> Dict[str, Any]:\n            def _get_node_index(\n                tree: Dict[str, Any],\n                tree_index: Optional[int],\n            ) -> str:\n                tree_num = f\"{tree_index}-\" if tree_index is not None else \"\"\n                is_split = _is_split_node(tree)\n                node_type = \"S\" if is_split else \"L\"\n                # if a single node tree it won't have `leaf_index` so return 0\n                node_num = tree.get(\"split_index\" if is_split else \"leaf_index\", 0)\n                return f\"{tree_num}{node_type}{node_num}\"\n\n            def _get_split_feature(\n                *,\n                tree: Dict[str, Any],\n                feature_names: Optional[List[str]],\n            ) -> Optional[str]:\n                if _is_split_node(tree):\n                    if feature_names is not None:\n                        feature_name = feature_names[tree[\"split_feature\"]]\n                    else:\n                        feature_name = tree[\"split_feature\"]\n                else:\n                    feature_name = None\n                return feature_name\n\n            def _is_single_node_tree(tree: Dict[str, Any]) -> bool:\n                return set(tree.keys()) == {\"leaf_value\", \"leaf_count\"}\n\n            # Create the node record, and populate universal data members\n            node: Dict[str, Union[int, str, None]] = OrderedDict()\n            node[\"tree_index\"] = tree_index\n            node[\"node_depth\"] = node_depth\n            node[\"node_index\"] = _get_node_index(tree, tree_index)\n            node[\"left_child\"] = None\n            node[\"right_child\"] = None\n            node[\"parent_index\"] = parent_node\n            node[\"split_feature\"] = _get_split_feature(tree=tree, feature_names=feature_names)\n            node[\"split_gain\"] = None\n            node[\"threshold\"] = None\n            node[\"decision_type\"] = None\n            node[\"missing_direction\"] = None\n            node[\"missing_type\"] = None\n            node[\"value\"] = None\n            node[\"weight\"] = None\n            node[\"count\"] = None\n\n            # Update values to reflect node type (leaf or split)\n            if _is_split_node(tree):\n                node[\"left_child\"] = _get_node_index(tree[\"left_child\"], tree_index)\n                node[\"right_child\"] = _get_node_index(tree[\"right_child\"], tree_index)\n                node[\"split_gain\"] = tree[\"split_gain\"]\n                node[\"threshold\"] = tree[\"threshold\"]\n                node[\"decision_type\"] = tree[\"decision_type\"]\n                node[\"missing_direction\"] = \"left\" if tree[\"default_left\"] else \"right\"\n                node[\"missing_type\"] = tree[\"missing_type\"]\n                node[\"value\"] = tree[\"internal_value\"]\n                node[\"weight\"] = tree[\"internal_weight\"]\n                node[\"count\"] = tree[\"internal_count\"]\n            else:\n                node[\"value\"] = tree[\"leaf_value\"]\n                if not _is_single_node_tree(tree):\n                    node[\"weight\"] = tree[\"leaf_weight\"]\n                    node[\"count\"] = tree[\"leaf_count\"]\n\n            return node\n\n        def tree_dict_to_node_list(\n            tree: Dict[str, Any],\n            node_depth: int = 1,\n            tree_index: Optional[int] = None,\n            feature_names: Optional[List[str]] = None,\n            parent_node: Optional[str] = None,\n        ) -> List[Dict[str, Any]]:\n            node = create_node_record(\n                tree=tree,\n                node_depth=node_depth,\n                tree_index=tree_index,\n                feature_names=feature_names,\n                parent_node=parent_node,\n            )\n\n            res = [node]\n\n            if _is_split_node(tree):\n                # traverse the next level of the tree\n                children = [\"left_child\", \"right_child\"]\n                for child in children:\n                    subtree_list = tree_dict_to_node_list(\n                        tree=tree[child],\n                        node_depth=node_depth + 1,\n                        tree_index=tree_index,\n                        feature_names=feature_names,\n                        parent_node=node[\"node_index\"],\n                    )\n                    # In tree format, \"subtree_list\" is a list of node records (dicts),\n                    # and we add node to the list.\n                    res.extend(subtree_list)\n            return res\n\n        model_dict = self.dump_model()\n        feature_names = model_dict[\"feature_names\"]\n        model_list = []\n        for tree in model_dict[\"tree_info\"]:\n            model_list.extend(\n                tree_dict_to_node_list(\n                    tree=tree[\"tree_structure\"], tree_index=tree[\"tree_index\"], feature_names=feature_names\n                )\n            )\n\n        return pd_DataFrame(model_list, columns=model_list[0].keys())\n\n    def set_train_data_name(self, name: str) -> \"Booster\":\n        \"\"\"Set the name to the training Dataset.\n\n        Parameters\n        ----------\n        name : str\n            Name for the training Dataset.\n\n        Returns\n        -------\n        self : Booster\n            Booster with set training Dataset name.\n        \"\"\"\n        self._train_data_name = name\n        return self\n\n    def add_valid(self, data: Dataset, name: str) -> \"Booster\":\n        \"\"\"Add validation data.\n\n        Parameters\n        ----------\n        data : Dataset\n            Validation data.\n        name : str\n            Name of validation data.\n\n        Returns\n        -------\n        self : Booster\n            Booster with set validation data.\n        \"\"\"\n        if not isinstance(data, Dataset):\n            raise TypeError(f\"Validation data should be Dataset instance, met {type(data).__name__}\")\n        if data._predictor is not self.__init_predictor:\n            raise LightGBMError(\"Add validation data failed, you should use same predictor for these data\")\n        _safe_call(\n            _LIB.LGBM_BoosterAddValidData(\n                self._handle,\n                data.construct()._handle,\n            )\n        )\n        self.valid_sets.append(data)\n        self.name_valid_sets.append(name)\n        self.__num_dataset += 1\n        self.__inner_predict_buffer.append(None)\n        self.__is_predicted_cur_iter.append(False)\n        return self\n\n    def reset_parameter(self, params: Dict[str, Any]) -> \"Booster\":\n        \"\"\"Reset parameters of Booster.\n\n        Parameters\n        ----------\n        params : dict\n            New parameters for Booster.\n\n        Returns\n        -------\n        self : Booster\n            Booster with new parameters.\n        \"\"\"\n        params_str = _param_dict_to_str(params)\n        if params_str:\n            _safe_call(\n                _LIB.LGBM_BoosterResetParameter(\n                    self._handle,\n                    _c_str(params_str),\n                )\n            )\n        self.params.update(params)\n        return self\n\n    def update(\n        self,\n        train_set: Optional[Dataset] = None,\n        fobj: Optional[_LGBM_CustomObjectiveFunction] = None,\n    ) -> bool:\n        \"\"\"Update Booster for one iteration.\n\n        Parameters\n        ----------\n        train_set : Dataset or None, optional (default=None)\n            Training data.\n            If None, last training data is used.\n        fobj : callable or None, optional (default=None)\n            Customized objective function.\n            Should accept two parameters: preds, train_data,\n            and return (grad, hess).\n\n                preds : numpy 1-D array or numpy 2-D array (for multi-class task)\n                    The predicted values.\n                    Predicted values are returned before any transformation,\n                    e.g. they are raw margin instead of probability of positive class for binary task.\n                train_data : Dataset\n                    The training dataset.\n                grad : numpy 1-D array or numpy 2-D array (for multi-class task)\n                    The value of the first order derivative (gradient) of the loss\n                    with respect to the elements of preds for each sample point.\n                hess : numpy 1-D array or numpy 2-D array (for multi-class task)\n                    The value of the second order derivative (Hessian) of the loss\n                    with respect to the elements of preds for each sample point.\n\n            For multi-class task, preds are numpy 2-D array of shape = [n_samples, n_classes],\n            and grad and hess should be returned in the same format.\n\n        Returns\n        -------\n        produced_empty_tree : bool\n            ``True`` if the tree(s) produced by this iteration did not have any splits.\n            This usually means that training is \"finished\" (calling ``update()`` again\n            will not change the model's predictions). However, that is not always the\n            case. For example, if you have added any randomness (like column sampling by\n            setting ``feature_fraction_bynode < 1.0``), it is possible that another call\n            to ``update()`` would produce a non-empty tree.\n        \"\"\"\n        # need reset training data\n        if train_set is None and self.train_set_version != self.train_set.version:\n            train_set = self.train_set\n            is_the_same_train_set = False\n        else:\n            is_the_same_train_set = train_set is self.train_set and self.train_set_version == train_set.version\n        if train_set is not None and not is_the_same_train_set:\n            if not isinstance(train_set, Dataset):\n                raise TypeError(f\"Training data should be Dataset instance, met {type(train_set).__name__}\")\n            if train_set._predictor is not self.__init_predictor:\n                raise LightGBMError(\"Replace training data failed, you should use same predictor for these data\")\n            self.train_set = train_set\n            _safe_call(\n                _LIB.LGBM_BoosterResetTrainingData(\n                    self._handle,\n                    self.train_set.construct()._handle,\n                )\n            )\n            self.__inner_predict_buffer[0] = None\n            self.train_set_version = self.train_set.version\n        produced_empty_tree = ctypes.c_int(0)\n        if fobj is None:\n            if self.__set_objective_to_none:\n                raise LightGBMError(\"Cannot update due to null objective function.\")\n            _safe_call(\n                _LIB.LGBM_BoosterUpdateOneIter(\n                    self._handle,\n                    ctypes.byref(produced_empty_tree),\n                )\n            )\n            self.__is_predicted_cur_iter = [False for _ in range(self.__num_dataset)]\n            return produced_empty_tree.value == 1\n        else:\n            if not self.__set_objective_to_none:\n                self.reset_parameter({\"objective\": \"none\"}).__set_objective_to_none = True\n            grad, hess = fobj(self.__inner_predict(data_idx=0), self.train_set)\n            return self.__boost(grad=grad, hess=hess)\n\n    def __boost(\n        self,\n        *,\n        grad: np.ndarray,\n        hess: np.ndarray,\n    ) -> bool:\n        \"\"\"Boost Booster for one iteration with customized gradient statistics.\n\n        .. note::\n\n            Score is returned before any transformation,\n            e.g. it is raw margin instead of probability of positive class for binary task.\n            For multi-class task, score are numpy 2-D array of shape = [n_samples, n_classes],\n            and grad and hess should be returned in the same format.\n\n        Parameters\n        ----------\n        grad : numpy 1-D array or numpy 2-D array (for multi-class task)\n            The value of the first order derivative (gradient) of the loss\n            with respect to the elements of score for each sample point.\n        hess : numpy 1-D array or numpy 2-D array (for multi-class task)\n            The value of the second order derivative (Hessian) of the loss\n            with respect to the elements of score for each sample point.\n\n        Returns\n        -------\n        produced_empty_tree : bool\n            ``True`` if the tree(s) produced by this iteration did not have any splits.\n            This usually means that training is \"finished\" (calling ``__boost()`` again\n            will not change the model's predictions). However, that is not always the\n            case. For example, if you have added any randomness (like column sampling by\n            setting ``feature_fraction_bynode < 1.0``), it is possible that another call\n            to ``__boost()`` would produce a non-empty tree.\n        \"\"\"\n        if self.__num_class > 1:\n            grad = grad.ravel(order=\"F\")\n            hess = hess.ravel(order=\"F\")\n        grad = _list_to_1d_numpy(data=grad, dtype=np.float32, name=\"gradient\")\n        hess = _list_to_1d_numpy(data=hess, dtype=np.float32, name=\"hessian\")\n        assert grad.flags.c_contiguous\n        assert hess.flags.c_contiguous\n        if len(grad) != len(hess):\n            raise ValueError(f\"Lengths of gradient ({len(grad)}) and Hessian ({len(hess)}) don't match\")\n        num_train_data = self.train_set.num_data()\n        if len(grad) != num_train_data * self.__num_class:\n            raise ValueError(\n                f\"Lengths of gradient ({len(grad)}) and Hessian ({len(hess)}) \"\n                f\"don't match training data length ({num_train_data}) * \"\n                f\"number of models per one iteration ({self.__num_class})\"\n            )\n        produced_empty_tree = ctypes.c_int(0)\n        _safe_call(\n            _LIB.LGBM_BoosterUpdateOneIterCustom(\n                self._handle,\n                grad.ctypes.data_as(ctypes.POINTER(ctypes.c_float)),\n                hess.ctypes.data_as(ctypes.POINTER(ctypes.c_float)),\n                ctypes.byref(produced_empty_tree),\n            )\n        )\n        self.__is_predicted_cur_iter = [False for _ in range(self.__num_dataset)]\n        return produced_empty_tree.value == 1\n\n    def rollback_one_iter(self) -> \"Booster\":\n        \"\"\"Rollback one iteration.\n\n        Returns\n        -------\n        self : Booster\n            Booster with rolled back one iteration.\n        \"\"\"\n        _safe_call(_LIB.LGBM_BoosterRollbackOneIter(self._handle))\n        self.__is_predicted_cur_iter = [False for _ in range(self.__num_dataset)]\n        return self\n\n    def current_iteration(self) -> int:\n        \"\"\"Get the index of the current iteration.\n\n        Returns\n        -------\n        cur_iter : int\n            The index of the current iteration.\n        \"\"\"\n        out_cur_iter = ctypes.c_int(0)\n        _safe_call(\n            _LIB.LGBM_BoosterGetCurrentIteration(\n                self._handle,\n                ctypes.byref(out_cur_iter),\n            )\n        )\n        return out_cur_iter.value\n\n    def num_model_per_iteration(self) -> int:\n        \"\"\"Get number of models per iteration.\n\n        Returns\n        -------\n        model_per_iter : int\n            The number of models per iteration.\n        \"\"\"\n        model_per_iter = ctypes.c_int(0)\n        _safe_call(\n            _LIB.LGBM_BoosterNumModelPerIteration(\n                self._handle,\n                ctypes.byref(model_per_iter),\n            )\n        )\n        return model_per_iter.value\n\n    def num_trees(self) -> int:\n        \"\"\"Get number of weak sub-models.\n\n        Returns\n        -------\n        num_trees : int\n            The number of weak sub-models.\n        \"\"\"\n        num_trees = ctypes.c_int(0)\n        _safe_call(\n            _LIB.LGBM_BoosterNumberOfTotalModel(\n                self._handle,\n                ctypes.byref(num_trees),\n            )\n        )\n        return num_trees.value\n\n    def upper_bound(self) -> float:\n        \"\"\"Get upper bound value of a model.\n\n        Returns\n        -------\n        upper_bound : float\n            Upper bound value of the model.\n        \"\"\"\n        ret = ctypes.c_double(0)\n        _safe_call(\n            _LIB.LGBM_BoosterGetUpperBoundValue(\n                self._handle,\n                ctypes.byref(ret),\n            )\n        )\n        return ret.value\n\n    def lower_bound(self) -> float:\n        \"\"\"Get lower bound value of a model.\n\n        Returns\n        -------\n        lower_bound : float\n            Lower bound value of the model.\n        \"\"\"\n        ret = ctypes.c_double(0)\n        _safe_call(\n            _LIB.LGBM_BoosterGetLowerBoundValue(\n                self._handle,\n                ctypes.byref(ret),\n            )\n        )\n        return ret.value\n\n    def eval(\n        self,\n        data: Dataset,\n        name: str,\n        feval: Optional[Union[_LGBM_CustomEvalFunction, List[_LGBM_CustomEvalFunction]]] = None,\n    ) -> List[_LGBM_BoosterEvalMethodResultType]:\n        \"\"\"Evaluate for data.\n\n        Parameters\n        ----------\n        data : Dataset\n            Data for the evaluating.\n        name : str\n            Name of the data.\n        feval : callable, list of callable, or None, optional (default=None)\n            Customized evaluation function.\n            Each evaluation function should accept two parameters: preds, eval_data,\n            and return (eval_name, eval_result, is_higher_better) or list of such tuples.\n\n                preds : numpy 1-D array or numpy 2-D array (for multi-class task)\n                    The predicted values.\n                    For multi-class task, preds are numpy 2-D array of shape = [n_samples, n_classes].\n                    If custom objective function is used, predicted values are returned before any transformation,\n                    e.g. they are raw margin instead of probability of positive class for binary task in this case.\n                eval_data : Dataset\n                    A ``Dataset`` to evaluate.\n                eval_name : str\n                    The name of evaluation function (without whitespace).\n                eval_result : float\n                    The eval result.\n                is_higher_better : bool\n                    Is eval result higher better, e.g. AUC is ``is_higher_better``.\n\n        Returns\n        -------\n        result : list\n            List with (dataset_name, eval_name, eval_result, is_higher_better) tuples.\n        \"\"\"\n        if not isinstance(data, Dataset):\n            raise TypeError(\"Can only eval for Dataset instance\")\n        data_idx = -1\n        if data is self.train_set:\n            data_idx = 0\n        else:\n            for i in range(len(self.valid_sets)):\n                if data is self.valid_sets[i]:\n                    data_idx = i + 1\n                    break\n        # need to push new valid data\n        if data_idx == -1:\n            self.add_valid(data, name)\n            data_idx = self.__num_dataset - 1\n\n        return self.__inner_eval(data_name=name, data_idx=data_idx, feval=feval)\n\n    def eval_train(\n        self,\n        feval: Optional[Union[_LGBM_CustomEvalFunction, List[_LGBM_CustomEvalFunction]]] = None,\n    ) -> List[_LGBM_BoosterEvalMethodResultType]:\n        \"\"\"Evaluate for training data.\n\n        Parameters\n        ----------\n        feval : callable, list of callable, or None, optional (default=None)\n            Customized evaluation function.\n            Each evaluation function should accept two parameters: preds, eval_data,\n            and return (eval_name, eval_result, is_higher_better) or list of such tuples.\n\n                preds : numpy 1-D array or numpy 2-D array (for multi-class task)\n                    The predicted values.\n                    For multi-class task, preds are numpy 2-D array of shape = [n_samples, n_classes].\n                    If custom objective function is used, predicted values are returned before any transformation,\n                    e.g. they are raw margin instead of probability of positive class for binary task in this case.\n                eval_data : Dataset\n                    The training dataset.\n                eval_name : str\n                    The name of evaluation function (without whitespace).\n                eval_result : float\n                    The eval result.\n                is_higher_better : bool\n                    Is eval result higher better, e.g. AUC is ``is_higher_better``.\n\n        Returns\n        -------\n        result : list\n            List with (train_dataset_name, eval_name, eval_result, is_higher_better) tuples.\n        \"\"\"\n        return self.__inner_eval(data_name=self._train_data_name, data_idx=0, feval=feval)\n\n    def eval_valid(\n        self,\n        feval: Optional[Union[_LGBM_CustomEvalFunction, List[_LGBM_CustomEvalFunction]]] = None,\n    ) -> List[_LGBM_BoosterEvalMethodResultType]:\n        \"\"\"Evaluate for validation data.\n\n        Parameters\n        ----------\n        feval : callable, list of callable, or None, optional (default=None)\n            Customized evaluation function.\n            Each evaluation function should accept two parameters: preds, eval_data,\n            and return (eval_name, eval_result, is_higher_better) or list of such tuples.\n\n                preds : numpy 1-D array or numpy 2-D array (for multi-class task)\n                    The predicted values.\n                    For multi-class task, preds are numpy 2-D array of shape = [n_samples, n_classes].\n                    If custom objective function is used, predicted values are returned before any transformation,\n                    e.g. they are raw margin instead of probability of positive class for binary task in this case.\n                eval_data : Dataset\n                    The validation dataset.\n                eval_name : str\n                    The name of evaluation function (without whitespace).\n                eval_result : float\n                    The eval result.\n                is_higher_better : bool\n                    Is eval result higher better, e.g. AUC is ``is_higher_better``.\n\n        Returns\n        -------\n        result : list\n            List with (validation_dataset_name, eval_name, eval_result, is_higher_better) tuples.\n        \"\"\"\n        return [\n            item\n            for i in range(1, self.__num_dataset)\n            for item in self.__inner_eval(data_name=self.name_valid_sets[i - 1], data_idx=i, feval=feval)\n        ]\n\n    def save_model(\n        self,\n        filename: Union[str, Path],\n        num_iteration: Optional[int] = None,\n        start_iteration: int = 0,\n        importance_type: str = \"split\",\n    ) -> \"Booster\":\n        \"\"\"Save Booster to file.\n\n        Parameters\n        ----------\n        filename : str or pathlib.Path\n            Filename to save Booster.\n        num_iteration : int or None, optional (default=None)\n            Index of the iteration that should be saved.\n            If None, if the best iteration exists, it is saved; otherwise, all iterations are saved.\n            If <= 0, all iterations are saved.\n        start_iteration : int, optional (default=0)\n            Start index of the iteration that should be saved.\n        importance_type : str, optional (default=\"split\")\n            What type of feature importance should be saved.\n            If \"split\", result contains numbers of times the feature is used in a model.\n            If \"gain\", result contains total gains of splits which use the feature.\n\n        Returns\n        -------\n        self : Booster\n            Returns self.\n        \"\"\"\n        if num_iteration is None:\n            num_iteration = self.best_iteration\n        importance_type_int = _FEATURE_IMPORTANCE_TYPE_MAPPER[importance_type]\n        _safe_call(\n            _LIB.LGBM_BoosterSaveModel(\n                self._handle,\n                ctypes.c_int(start_iteration),\n                ctypes.c_int(num_iteration),\n                ctypes.c_int(importance_type_int),\n                _c_str(str(filename)),\n            )\n        )\n        _dump_pandas_categorical(self.pandas_categorical, filename)\n        return self\n\n    def shuffle_models(\n        self,\n        start_iteration: int = 0,\n        end_iteration: int = -1,\n    ) -> \"Booster\":\n        \"\"\"Shuffle models.\n\n        Parameters\n        ----------\n        start_iteration : int, optional (default=0)\n            The first iteration that will be shuffled.\n        end_iteration : int, optional (default=-1)\n            The last iteration that will be shuffled.\n            If <= 0, means the last available iteration.\n\n        Returns\n        -------\n        self : Booster\n            Booster with shuffled models.\n        \"\"\"\n        _safe_call(\n            _LIB.LGBM_BoosterShuffleModels(\n                self._handle,\n                ctypes.c_int(start_iteration),\n                ctypes.c_int(end_iteration),\n            )\n        )\n        return self\n\n    def model_from_string(self, model_str: str) -> \"Booster\":\n        \"\"\"Load Booster from a string.\n\n        Parameters\n        ----------\n        model_str : str\n            Model will be loaded from this string.\n\n        Returns\n        -------\n        self : Booster\n            Loaded Booster object.\n        \"\"\"\n        # ensure that existing Booster is freed before replacing it\n        # with a new one createdfrom file\n        _safe_call(_LIB.LGBM_BoosterFree(self._handle))\n        self._free_buffer()\n        self._handle = ctypes.c_void_p()\n        out_num_iterations = ctypes.c_int(0)\n        _safe_call(\n            _LIB.LGBM_BoosterLoadModelFromString(\n                _c_str(model_str),\n                ctypes.byref(out_num_iterations),\n                ctypes.byref(self._handle),\n            )\n        )\n        out_num_class = ctypes.c_int(0)\n        _safe_call(\n            _LIB.LGBM_BoosterGetNumClasses(\n                self._handle,\n                ctypes.byref(out_num_class),\n            )\n        )\n        self.__num_class = out_num_class.value\n        self.pandas_categorical = _load_pandas_categorical(model_str=model_str)\n        return self\n\n    def model_to_string(\n        self,\n        num_iteration: Optional[int] = None,\n        start_iteration: int = 0,\n        importance_type: str = \"split\",\n    ) -> str:\n        \"\"\"Save Booster to string.\n\n        Parameters\n        ----------\n        num_iteration : int or None, optional (default=None)\n            Index of the iteration that should be saved.\n            If None, if the best iteration exists, it is saved; otherwise, all iterations are saved.\n            If <= 0, all iterations are saved.\n        start_iteration : int, optional (default=0)\n            Start index of the iteration that should be saved.\n        importance_type : str, optional (default=\"split\")\n            What type of feature importance should be saved.\n            If \"split\", result contains numbers of times the feature is used in a model.\n            If \"gain\", result contains total gains of splits which use the feature.\n\n        Returns\n        -------\n        str_repr : str\n            String representation of Booster.\n        \"\"\"\n        if num_iteration is None:\n            num_iteration = self.best_iteration\n        importance_type_int = _FEATURE_IMPORTANCE_TYPE_MAPPER[importance_type]\n        buffer_len = 1 << 20\n        tmp_out_len = ctypes.c_int64(0)\n        string_buffer = ctypes.create_string_buffer(buffer_len)\n        ptr_string_buffer = ctypes.c_char_p(ctypes.addressof(string_buffer))\n        _safe_call(\n            _LIB.LGBM_BoosterSaveModelToString(\n                self._handle,\n                ctypes.c_int(start_iteration),\n                ctypes.c_int(num_iteration),\n                ctypes.c_int(importance_type_int),\n                ctypes.c_int64(buffer_len),\n                ctypes.byref(tmp_out_len),\n                ptr_string_buffer,\n            )\n        )\n        actual_len = tmp_out_len.value\n        # if buffer length is not long enough, re-allocate a buffer\n        if actual_len > buffer_len:\n            string_buffer = ctypes.create_string_buffer(actual_len)\n            ptr_string_buffer = ctypes.c_char_p(ctypes.addressof(string_buffer))\n            _safe_call(\n                _LIB.LGBM_BoosterSaveModelToString(\n                    self._handle,\n                    ctypes.c_int(start_iteration),\n                    ctypes.c_int(num_iteration),\n                    ctypes.c_int(importance_type_int),\n                    ctypes.c_int64(actual_len),\n                    ctypes.byref(tmp_out_len),\n                    ptr_string_buffer,\n                )\n            )\n        ret = string_buffer.value.decode(\"utf-8\")\n        ret += _dump_pandas_categorical(self.pandas_categorical)\n        return ret\n\n    def dump_model(\n        self,\n        num_iteration: Optional[int] = None,\n        start_iteration: int = 0,\n        importance_type: str = \"split\",\n        object_hook: Optional[Callable[[Dict[str, Any]], Dict[str, Any]]] = None,\n    ) -> Dict[str, Any]:\n        \"\"\"Dump Booster to JSON format.\n\n        Parameters\n        ----------\n        num_iteration : int or None, optional (default=None)\n            Index of the iteration that should be dumped.\n            If None, if the best iteration exists, it is dumped; otherwise, all iterations are dumped.\n            If <= 0, all iterations are dumped.\n        start_iteration : int, optional (default=0)\n            Start index of the iteration that should be dumped.\n        importance_type : str, optional (default=\"split\")\n            What type of feature importance should be dumped.\n            If \"split\", result contains numbers of times the feature is used in a model.\n            If \"gain\", result contains total gains of splits which use the feature.\n        object_hook : callable or None, optional (default=None)\n            If not None, ``object_hook`` is a function called while parsing the json\n            string returned by the C API. It may be used to alter the json, to store\n            specific values while building the json structure. It avoids\n            walking through the structure again. It saves a significant amount\n            of time if the number of trees is huge.\n            Signature is ``def object_hook(node: dict) -> dict``.\n            None is equivalent to ``lambda node: node``.\n            See documentation of ``json.loads()`` for further details.\n\n        Returns\n        -------\n        json_repr : dict\n            JSON format of Booster.\n        \"\"\"\n        if num_iteration is None:\n            num_iteration = self.best_iteration\n        importance_type_int = _FEATURE_IMPORTANCE_TYPE_MAPPER[importance_type]\n        buffer_len = 1 << 20\n        tmp_out_len = ctypes.c_int64(0)\n        string_buffer = ctypes.create_string_buffer(buffer_len)\n        ptr_string_buffer = ctypes.c_char_p(ctypes.addressof(string_buffer))\n        _safe_call(\n            _LIB.LGBM_BoosterDumpModel(\n                self._handle,\n                ctypes.c_int(start_iteration),\n                ctypes.c_int(num_iteration),\n                ctypes.c_int(importance_type_int),\n                ctypes.c_int64(buffer_len),\n                ctypes.byref(tmp_out_len),\n                ptr_string_buffer,\n            )\n        )\n        actual_len = tmp_out_len.value\n        # if buffer length is not long enough, reallocate a buffer\n        if actual_len > buffer_len:\n            string_buffer = ctypes.create_string_buffer(actual_len)\n            ptr_string_buffer = ctypes.c_char_p(ctypes.addressof(string_buffer))\n            _safe_call(\n                _LIB.LGBM_BoosterDumpModel(\n                    self._handle,\n                    ctypes.c_int(start_iteration),\n                    ctypes.c_int(num_iteration),\n                    ctypes.c_int(importance_type_int),\n                    ctypes.c_int64(actual_len),\n                    ctypes.byref(tmp_out_len),\n                    ptr_string_buffer,\n                )\n            )\n        ret = json.loads(string_buffer.value.decode(\"utf-8\"), object_hook=object_hook)\n        ret[\"pandas_categorical\"] = json.loads(\n            json.dumps(\n                self.pandas_categorical,\n                default=_json_default_with_numpy,\n            )\n        )\n        return ret\n\n    def predict(\n        self,\n        data: _LGBM_PredictDataType,\n        start_iteration: int = 0,\n        num_iteration: Optional[int] = None,\n        raw_score: bool = False,\n        pred_leaf: bool = False,\n        pred_contrib: bool = False,\n        data_has_header: bool = False,\n        validate_features: bool = False,\n        **kwargs: Any,\n    ) -> _LGBM_PredictReturnType:\n        \"\"\"Make a prediction.\n\n        Parameters\n        ----------\n        data : str, pathlib.Path, numpy array, pandas DataFrame, scipy.sparse or pyarrow Table\n            Data source for prediction.\n            If str or pathlib.Path, it represents the path to a text file (CSV, TSV, or LibSVM).\n        start_iteration : int, optional (default=0)\n            Start index of the iteration to predict.\n            If <= 0, starts from the first iteration.\n        num_iteration : int or None, optional (default=None)\n            Total number of iterations used in the prediction.\n            If None, if the best iteration exists and start_iteration <= 0, the best iteration is used;\n            otherwise, all iterations from ``start_iteration`` are used (no limits).\n            If <= 0, all iterations from ``start_iteration`` are used (no limits).\n        raw_score : bool, optional (default=False)\n            Whether to predict raw scores.\n        pred_leaf : bool, optional (default=False)\n            Whether to predict leaf index.\n        pred_contrib : bool, optional (default=False)\n            Whether to predict feature contributions.\n\n            .. note::\n\n                If you want to get more explanations for your model's predictions using SHAP values,\n                like SHAP interaction values,\n                you can install the shap package (https://github.com/slundberg/shap).\n                Note that unlike the shap package, with ``pred_contrib`` we return a matrix with an extra\n                column, where the last column is the expected value.\n\n        data_has_header : bool, optional (default=False)\n            Whether the data has header.\n            Used only if data is str.\n        validate_features : bool, optional (default=False)\n            If True, ensure that the features used to predict match the ones used to train.\n            Used only if data is pandas DataFrame.\n        **kwargs\n            Other parameters for the prediction.\n\n        Returns\n        -------\n        result : numpy array, scipy.sparse or list of scipy.sparse\n            Prediction result.\n            Can be sparse or a list of sparse objects (each element represents predictions for one class) for feature contributions (when ``pred_contrib=True``).\n        \"\"\"\n        predictor = _InnerPredictor.from_booster(\n            booster=self,\n            pred_parameter=deepcopy(kwargs),\n        )\n        if num_iteration is None:\n            if start_iteration <= 0:\n                num_iteration = self.best_iteration\n            else:\n                num_iteration = -1\n        return predictor.predict(\n            data=data,\n            start_iteration=start_iteration,\n            num_iteration=num_iteration,\n            raw_score=raw_score,\n            pred_leaf=pred_leaf,\n            pred_contrib=pred_contrib,\n            data_has_header=data_has_header,\n            validate_features=validate_features,\n        )\n\n    def refit(\n        self,\n        data: _LGBM_TrainDataType,\n        label: _LGBM_LabelType,\n        decay_rate: float = 0.9,\n        reference: Optional[Dataset] = None,\n        weight: Optional[_LGBM_WeightType] = None,\n        group: Optional[_LGBM_GroupType] = None,\n        init_score: Optional[_LGBM_InitScoreType] = None,\n        feature_name: _LGBM_FeatureNameConfiguration = \"auto\",\n        categorical_feature: _LGBM_CategoricalFeatureConfiguration = \"auto\",\n        dataset_params: Optional[Dict[str, Any]] = None,\n        free_raw_data: bool = True,\n        validate_features: bool = False,\n        **kwargs: Any,\n    ) -> \"Booster\":\n        \"\"\"Refit the existing Booster by new data.\n\n        Parameters\n        ----------\n        data : str, pathlib.Path, numpy array, pandas DataFrame, scipy.sparse, Sequence, list of Sequence, list of numpy array or pyarrow Table\n            Data source for refit.\n            If str or pathlib.Path, it represents the path to a text file (CSV, TSV, or LibSVM).\n        label : list, numpy 1-D array, pandas Series / one-column DataFrame, pyarrow Array or pyarrow ChunkedArray\n            Label for refit.\n        decay_rate : float, optional (default=0.9)\n            Decay rate of refit,\n            will use ``leaf_output = decay_rate * old_leaf_output + (1.0 - decay_rate) * new_leaf_output`` to refit trees.\n        reference : Dataset or None, optional (default=None)\n            Reference for ``data``.\n\n            .. versionadded:: 4.0.0\n\n        weight : list, numpy 1-D array, pandas Series, pyarrow Array, pyarrow ChunkedArray or None, optional (default=None)\n            Weight for each ``data`` instance. Weights should be non-negative.\n\n            .. versionadded:: 4.0.0\n\n        group : list, numpy 1-D array, pandas Series, pyarrow Array, pyarrow ChunkedArray or None, optional (default=None)\n            Group/query size for ``data``.\n            Only used in the learning-to-rank task.\n            sum(group) = n_samples.\n            For example, if you have a 100-document dataset with ``group = [10, 20, 40, 10, 10, 10]``, that means that you have 6 groups,\n            where the first 10 records are in the first group, records 11-30 are in the second group, records 31-70 are in the third group, etc.\n\n            .. versionadded:: 4.0.0\n\n        init_score : list, list of lists (for multi-class task), numpy array, pandas Series, pandas DataFrame (for multi-class task), pyarrow Array, pyarrow ChunkedArray, pyarrow Table (for multi-class task) or None, optional (default=None)\n            Init score for ``data``.\n\n            .. versionadded:: 4.0.0\n\n        feature_name : list of str, or 'auto', optional (default=\"auto\")\n            Feature names for ``data``.\n            If 'auto' and data is pandas DataFrame, data columns names are used.\n\n            .. versionadded:: 4.0.0\n\n        categorical_feature : list of str or int, or 'auto', optional (default=\"auto\")\n            Categorical features for ``data``.\n            If list of int, interpreted as indices.\n            If list of str, interpreted as feature names (need to specify ``feature_name`` as well).\n            If 'auto' and data is pandas DataFrame, pandas unordered categorical columns are used.\n            All values in categorical features will be cast to int32 and thus should be less than int32 max value (2147483647).\n            Large values could be memory consuming. Consider using consecutive integers starting from zero.\n            All negative values in categorical features will be treated as missing values.\n            The output cannot be monotonically constrained with respect to a categorical feature.\n            Floating point numbers in categorical features will be rounded towards 0.\n\n            .. versionadded:: 4.0.0\n\n        dataset_params : dict or None, optional (default=None)\n            Other parameters for Dataset ``data``.\n\n            .. versionadded:: 4.0.0\n\n        free_raw_data : bool, optional (default=True)\n            If True, raw data is freed after constructing inner Dataset for ``data``.\n\n            .. versionadded:: 4.0.0\n\n        validate_features : bool, optional (default=False)\n            If True, ensure that the features used to refit the model match the original ones.\n            Used only if data is pandas DataFrame.\n\n            .. versionadded:: 4.0.0\n\n        **kwargs\n            Other parameters for refit.\n            These parameters will be passed to ``predict`` method.\n\n        Returns\n        -------\n        result : Booster\n            Refitted Booster.\n        \"\"\"\n        if self.__set_objective_to_none:\n            raise LightGBMError(\"Cannot refit due to null objective function.\")\n        if dataset_params is None:\n            dataset_params = {}\n        predictor = _InnerPredictor.from_booster(booster=self, pred_parameter=deepcopy(kwargs))\n        leaf_preds: np.ndarray = predictor.predict(  # type: ignore[assignment]\n            data=data,\n            start_iteration=-1,\n            pred_leaf=True,\n            validate_features=validate_features,\n        )\n        nrow, ncol = leaf_preds.shape\n        out_is_linear = ctypes.c_int(0)\n        _safe_call(\n            _LIB.LGBM_BoosterGetLinear(\n                self._handle,\n                ctypes.byref(out_is_linear),\n            )\n        )\n        new_params = _choose_param_value(\n            main_param_name=\"linear_tree\",\n            params=self.params,\n            default_value=None,\n        )\n        new_params[\"linear_tree\"] = bool(out_is_linear.value)\n        new_params.update(dataset_params)\n        train_set = Dataset(\n            data=data,\n            label=label,\n            reference=reference,\n            weight=weight,\n            group=group,\n            init_score=init_score,\n            feature_name=feature_name,\n            categorical_feature=categorical_feature,\n            params=new_params,\n            free_raw_data=free_raw_data,\n        )\n        new_params[\"refit_decay_rate\"] = decay_rate\n        new_booster = Booster(new_params, train_set)\n        # Copy models\n        _safe_call(\n            _LIB.LGBM_BoosterMerge(\n                new_booster._handle,\n                predictor._handle,\n            )\n        )\n        leaf_preds = leaf_preds.reshape(-1)\n        ptr_data, _, _ = _c_int_array(leaf_preds)\n        _safe_call(\n            _LIB.LGBM_BoosterRefit(\n                new_booster._handle,\n                ptr_data,\n                ctypes.c_int32(nrow),\n                ctypes.c_int32(ncol),\n            )\n        )\n        new_booster._network = self._network\n        return new_booster\n\n    def get_leaf_output(self, tree_id: int, leaf_id: int) -> float:\n        \"\"\"Get the output of a leaf.\n\n        Parameters\n        ----------\n        tree_id : int\n            The index of the tree.\n        leaf_id : int\n            The index of the leaf in the tree.\n\n        Returns\n        -------\n        result : float\n            The output of the leaf.\n        \"\"\"\n        ret = ctypes.c_double(0)\n        _safe_call(\n            _LIB.LGBM_BoosterGetLeafValue(\n                self._handle,\n                ctypes.c_int(tree_id),\n                ctypes.c_int(leaf_id),\n                ctypes.byref(ret),\n            )\n        )\n        return ret.value\n\n    def set_leaf_output(\n        self,\n        tree_id: int,\n        leaf_id: int,\n        value: float,\n    ) -> \"Booster\":\n        \"\"\"Set the output of a leaf.\n\n        .. versionadded:: 4.0.0\n\n        Parameters\n        ----------\n        tree_id : int\n            The index of the tree.\n        leaf_id : int\n            The index of the leaf in the tree.\n        value : float\n            Value to set as the output of the leaf.\n\n        Returns\n        -------\n        self : Booster\n            Booster with the leaf output set.\n        \"\"\"\n        _safe_call(\n            _LIB.LGBM_BoosterSetLeafValue(\n                self._handle,\n                ctypes.c_int(tree_id),\n                ctypes.c_int(leaf_id),\n                ctypes.c_double(value),\n            )\n        )\n        return self\n\n    def num_feature(self) -> int:\n        \"\"\"Get number of features.\n\n        Returns\n        -------\n        num_feature : int\n            The number of features.\n        \"\"\"\n        out_num_feature = ctypes.c_int(0)\n        _safe_call(\n            _LIB.LGBM_BoosterGetNumFeature(\n                self._handle,\n                ctypes.byref(out_num_feature),\n            )\n        )\n        return out_num_feature.value\n\n    def feature_name(self) -> List[str]:\n        \"\"\"Get names of features.\n\n        Returns\n        -------\n        result : list of str\n            List with names of features.\n        \"\"\"\n        num_feature = self.num_feature()\n        # Get name of features\n        tmp_out_len = ctypes.c_int(0)\n        reserved_string_buffer_size = 255\n        required_string_buffer_size = ctypes.c_size_t(0)\n        string_buffers = [ctypes.create_string_buffer(reserved_string_buffer_size) for _ in range(num_feature)]\n        ptr_string_buffers = (ctypes.c_char_p * num_feature)(*map(ctypes.addressof, string_buffers))  # type: ignore[misc]\n        _safe_call(\n            _LIB.LGBM_BoosterGetFeatureNames(\n                self._handle,\n                ctypes.c_int(num_feature),\n                ctypes.byref(tmp_out_len),\n                ctypes.c_size_t(reserved_string_buffer_size),\n                ctypes.byref(required_string_buffer_size),\n                ptr_string_buffers,\n            )\n        )\n        if num_feature != tmp_out_len.value:\n            raise ValueError(\"Length of feature names doesn't equal with num_feature\")\n        actual_string_buffer_size = required_string_buffer_size.value\n        # if buffer length is not long enough, reallocate buffers\n        if reserved_string_buffer_size < actual_string_buffer_size:\n            string_buffers = [ctypes.create_string_buffer(actual_string_buffer_size) for _ in range(num_feature)]\n            ptr_string_buffers = (ctypes.c_char_p * num_feature)(*map(ctypes.addressof, string_buffers))  # type: ignore[misc]\n            _safe_call(\n                _LIB.LGBM_BoosterGetFeatureNames(\n                    self._handle,\n                    ctypes.c_int(num_feature),\n                    ctypes.byref(tmp_out_len),\n                    ctypes.c_size_t(actual_string_buffer_size),\n                    ctypes.byref(required_string_buffer_size),\n                    ptr_string_buffers,\n                )\n            )\n        return [string_buffers[i].value.decode(\"utf-8\") for i in range(num_feature)]\n\n    def feature_importance(\n        self,\n        importance_type: str = \"split\",\n        iteration: Optional[int] = None,\n    ) -> np.ndarray:\n        \"\"\"Get feature importances.\n\n        Parameters\n        ----------\n        importance_type : str, optional (default=\"split\")\n            How the importance is calculated.\n            If \"split\", result contains numbers of times the feature is used in a model.\n            If \"gain\", result contains total gains of splits which use the feature.\n        iteration : int or None, optional (default=None)\n            Limit number of iterations in the feature importance calculation.\n            If None, if the best iteration exists, it is used; otherwise, all trees are used.\n            If <= 0, all trees are used (no limits).\n\n        Returns\n        -------\n        result : numpy array\n            Array with feature importances.\n        \"\"\"\n        if iteration is None:\n            iteration = self.best_iteration\n        importance_type_int = _FEATURE_IMPORTANCE_TYPE_MAPPER[importance_type]\n        result = np.empty(self.num_feature(), dtype=np.float64)\n        _safe_call(\n            _LIB.LGBM_BoosterFeatureImportance(\n                self._handle,\n                ctypes.c_int(iteration),\n                ctypes.c_int(importance_type_int),\n                result.ctypes.data_as(ctypes.POINTER(ctypes.c_double)),\n            )\n        )\n        if importance_type_int == _C_API_FEATURE_IMPORTANCE_SPLIT:\n            return result.astype(np.int32)\n        else:\n            return result\n\n    def get_split_value_histogram(\n        self,\n        feature: Union[int, str],\n        bins: Optional[Union[int, str]] = None,\n        xgboost_style: bool = False,\n    ) -> Union[Tuple[np.ndarray, np.ndarray], np.ndarray, pd_DataFrame]:\n        \"\"\"Get split value histogram for the specified feature.\n\n        Parameters\n        ----------\n        feature : int or str\n            The feature name or index the histogram is calculated for.\n            If int, interpreted as index.\n            If str, interpreted as name.\n\n            .. warning::\n\n                Categorical features are not supported.\n\n        bins : int, str or None, optional (default=None)\n            The maximum number of bins.\n            If None, or int and > number of unique split values and ``xgboost_style=True``,\n            the number of bins equals number of unique split values.\n            If str, it should be one from the list of the supported values by ``numpy.histogram()`` function.\n        xgboost_style : bool, optional (default=False)\n            Whether the returned result should be in the same form as it is in XGBoost.\n            If False, the returned value is tuple of 2 numpy arrays as it is in ``numpy.histogram()`` function.\n            If True, the returned value is matrix, in which the first column is the right edges of non-empty bins\n            and the second one is the histogram values.\n\n        Returns\n        -------\n        result_tuple : tuple of 2 numpy arrays\n            If ``xgboost_style=False``, the values of the histogram of used splitting values for the specified feature\n            and the bin edges.\n        result_array_like : numpy array or pandas DataFrame (if pandas is installed)\n            If ``xgboost_style=True``, the histogram of used splitting values for the specified feature.\n        \"\"\"\n\n        def add(root: Dict[str, Any]) -> None:\n            \"\"\"Recursively add thresholds.\"\"\"\n            if \"split_index\" in root:  # non-leaf\n                if feature_names is not None and isinstance(feature, str):\n                    split_feature = feature_names[root[\"split_feature\"]]\n                else:\n                    split_feature = root[\"split_feature\"]\n                if split_feature == feature:\n                    if isinstance(root[\"threshold\"], str):\n                        raise LightGBMError(\"Cannot compute split value histogram for the categorical feature\")\n                    values.append(root[\"threshold\"])\n                add(root[\"left_child\"])\n                add(root[\"right_child\"])\n\n        model = self.dump_model()\n        feature_names = model.get(\"feature_names\")\n        tree_infos = model[\"tree_info\"]\n        values: List[float] = []\n        for tree_info in tree_infos:\n            add(tree_info[\"tree_structure\"])\n\n        if bins is None or isinstance(bins, int) and xgboost_style:\n            n_unique = len(np.unique(values))\n            bins = max(min(n_unique, bins) if bins is not None else n_unique, 1)\n        hist, bin_edges = np.histogram(values, bins=bins)\n        if xgboost_style:\n            ret = np.column_stack((bin_edges[1:], hist))\n            ret = ret[ret[:, 1] > 0]\n            if PANDAS_INSTALLED:\n                return pd_DataFrame(ret, columns=[\"SplitValue\", \"Count\"])\n            else:\n                return ret\n        else:\n            return hist, bin_edges\n\n    def __inner_eval(\n        self,\n        *,\n        data_name: str,\n        data_idx: int,\n        feval: Optional[Union[_LGBM_CustomEvalFunction, List[_LGBM_CustomEvalFunction]]],\n    ) -> List[_LGBM_BoosterEvalMethodResultType]:\n        \"\"\"Evaluate training or validation data.\"\"\"\n        if data_idx >= self.__num_dataset:\n            raise ValueError(\"Data_idx should be smaller than number of dataset\")\n        self.__get_eval_info()\n        ret = []\n        if self.__num_inner_eval > 0:\n            result = np.empty(self.__num_inner_eval, dtype=np.float64)\n            tmp_out_len = ctypes.c_int(0)\n            _safe_call(\n                _LIB.LGBM_BoosterGetEval(\n                    self._handle,\n                    ctypes.c_int(data_idx),\n                    ctypes.byref(tmp_out_len),\n                    result.ctypes.data_as(ctypes.POINTER(ctypes.c_double)),\n                )\n            )\n            if tmp_out_len.value != self.__num_inner_eval:\n                raise ValueError(\"Wrong length of eval results\")\n            for i in range(self.__num_inner_eval):\n                ret.append((data_name, self.__name_inner_eval[i], result[i], self.__higher_better_inner_eval[i]))\n        if callable(feval):\n            feval = [feval]\n        if feval is not None:\n            if data_idx == 0:\n                cur_data = self.train_set\n            else:\n                cur_data = self.valid_sets[data_idx - 1]\n            for eval_function in feval:\n                if eval_function is None:\n                    continue\n                feval_ret = eval_function(self.__inner_predict(data_idx=data_idx), cur_data)\n                if isinstance(feval_ret, list):\n                    for eval_name, val, is_higher_better in feval_ret:\n                        ret.append((data_name, eval_name, val, is_higher_better))\n                else:\n                    eval_name, val, is_higher_better = feval_ret\n                    ret.append((data_name, eval_name, val, is_higher_better))\n        return ret\n\n    def __inner_predict(self, *, data_idx: int) -> np.ndarray:\n        \"\"\"Predict for training and validation dataset.\"\"\"\n        if data_idx >= self.__num_dataset:\n            raise ValueError(\"Data_idx should be smaller than number of dataset\")\n        if self.__inner_predict_buffer[data_idx] is None:\n            if data_idx == 0:\n                n_preds = self.train_set.num_data() * self.__num_class\n            else:\n                n_preds = self.valid_sets[data_idx - 1].num_data() * self.__num_class\n            self.__inner_predict_buffer[data_idx] = np.empty(n_preds, dtype=np.float64)\n        # avoid to predict many time in one iteration\n        if not self.__is_predicted_cur_iter[data_idx]:\n            tmp_out_len = ctypes.c_int64(0)\n            data_ptr = self.__inner_predict_buffer[data_idx].ctypes.data_as(ctypes.POINTER(ctypes.c_double))  # type: ignore[union-attr]\n            _safe_call(\n                _LIB.LGBM_BoosterGetPredict(\n                    self._handle,\n                    ctypes.c_int(data_idx),\n                    ctypes.byref(tmp_out_len),\n                    data_ptr,\n                )\n            )\n            if tmp_out_len.value != len(self.__inner_predict_buffer[data_idx]):  # type: ignore[arg-type]\n                raise ValueError(f\"Wrong length of predict results for data {data_idx}\")\n            self.__is_predicted_cur_iter[data_idx] = True\n        result: np.ndarray = self.__inner_predict_buffer[data_idx]  # type: ignore[assignment]\n        if self.__num_class > 1:\n            num_data = result.size // self.__num_class\n            result = result.reshape(num_data, self.__num_class, order=\"F\")\n        return result\n\n    def __get_eval_info(self) -> None:\n        \"\"\"Get inner evaluation count and names.\"\"\"\n        if self.__need_reload_eval_info:\n            self.__need_reload_eval_info = False\n            out_num_eval = ctypes.c_int(0)\n            # Get num of inner evals\n            _safe_call(\n                _LIB.LGBM_BoosterGetEvalCounts(\n                    self._handle,\n                    ctypes.byref(out_num_eval),\n                )\n            )\n            self.__num_inner_eval = out_num_eval.value\n            if self.__num_inner_eval > 0:\n                # Get name of eval metrics\n                tmp_out_len = ctypes.c_int(0)\n                reserved_string_buffer_size = 255\n                required_string_buffer_size = ctypes.c_size_t(0)\n                string_buffers = [\n                    ctypes.create_string_buffer(reserved_string_buffer_size) for _ in range(self.__num_inner_eval)\n                ]\n                ptr_string_buffers = (ctypes.c_char_p * self.__num_inner_eval)(*map(ctypes.addressof, string_buffers))  # type: ignore[misc]\n                _safe_call(\n                    _LIB.LGBM_BoosterGetEvalNames(\n                        self._handle,\n                        ctypes.c_int(self.__num_inner_eval),\n                        ctypes.byref(tmp_out_len),\n                        ctypes.c_size_t(reserved_string_buffer_size),\n                        ctypes.byref(required_string_buffer_size),\n                        ptr_string_buffers,\n                    )\n                )\n                if self.__num_inner_eval != tmp_out_len.value:\n                    raise ValueError(\"Length of eval names doesn't equal with num_evals\")\n                actual_string_buffer_size = required_string_buffer_size.value\n                # if buffer length is not long enough, reallocate buffers\n                if reserved_string_buffer_size < actual_string_buffer_size:\n                    string_buffers = [\n                        ctypes.create_string_buffer(actual_string_buffer_size) for _ in range(self.__num_inner_eval)\n                    ]\n                    ptr_string_buffers = (ctypes.c_char_p * self.__num_inner_eval)(\n                        *map(ctypes.addressof, string_buffers)\n                    )  # type: ignore[misc]\n                    _safe_call(\n                        _LIB.LGBM_BoosterGetEvalNames(\n                            self._handle,\n                            ctypes.c_int(self.__num_inner_eval),\n                            ctypes.byref(tmp_out_len),\n                            ctypes.c_size_t(actual_string_buffer_size),\n                            ctypes.byref(required_string_buffer_size),\n                            ptr_string_buffers,\n                        )\n                    )\n                self.__name_inner_eval = [string_buffers[i].value.decode(\"utf-8\") for i in range(self.__num_inner_eval)]\n                self.__higher_better_inner_eval = [\n                    name.startswith((\"auc\", \"ndcg@\", \"map@\", \"average_precision\")) for name in self.__name_inner_eval\n                ]\n"
  },
  {
    "path": "python-package/lightgbm/callback.py",
    "content": "# coding: utf-8\n\"\"\"Callbacks library.\"\"\"\n\nfrom collections import OrderedDict\nfrom dataclasses import dataclass\nfrom functools import partial\nfrom typing import TYPE_CHECKING, Any, Callable, Dict, List, Optional, Union\n\nfrom .basic import (\n    Booster,\n    _ConfigAliases,\n    _LGBM_BoosterEvalMethodResultType,\n    _LGBM_BoosterEvalMethodResultWithStandardDeviationType,\n    _log_info,\n    _log_warning,\n)\n\nif TYPE_CHECKING:\n    from .engine import CVBooster\n\n__all__ = [\n    \"EarlyStopException\",\n    \"early_stopping\",\n    \"log_evaluation\",\n    \"record_evaluation\",\n    \"reset_parameter\",\n]\n\n_EvalResultDict = Dict[str, Dict[str, List[Any]]]\n_EvalResultTuple = Union[\n    _LGBM_BoosterEvalMethodResultType,\n    _LGBM_BoosterEvalMethodResultWithStandardDeviationType,\n]\n_ListOfEvalResultTuples = Union[\n    List[_LGBM_BoosterEvalMethodResultType],\n    List[_LGBM_BoosterEvalMethodResultWithStandardDeviationType],\n]\n\n\nclass EarlyStopException(Exception):\n    \"\"\"Exception of early stopping.\n\n    Raise this from a callback passed in via keyword argument ``callbacks``\n    in ``cv()`` or ``train()`` to trigger early stopping.\n    \"\"\"\n\n    def __init__(self, best_iteration: int, best_score: _ListOfEvalResultTuples) -> None:\n        \"\"\"Create early stopping exception.\n\n        Parameters\n        ----------\n        best_iteration : int\n            The best iteration stopped.\n            0-based... pass ``best_iteration=2`` to indicate that the third iteration was the best one.\n        best_score : list of (eval_name, metric_name, eval_result, is_higher_better) tuple or (eval_name, metric_name, eval_result, is_higher_better, stdv) tuple\n            Scores for each metric, on each validation set, as of the best iteration.\n        \"\"\"\n        super().__init__()\n        self.best_iteration = best_iteration\n        self.best_score = best_score\n\n\n# Callback environment used by callbacks\n@dataclass\nclass CallbackEnv:\n    model: Union[Booster, \"CVBooster\"]\n    params: Dict[str, Any]\n    iteration: int\n    begin_iteration: int\n    end_iteration: int\n    evaluation_result_list: Optional[_ListOfEvalResultTuples]\n\n\ndef _is_using_cv(env: CallbackEnv) -> bool:\n    \"\"\"Check if model in callback env is a CVBooster.\"\"\"\n    # this import is here to avoid a circular import\n    from .engine import CVBooster  # noqa: PLC0415\n\n    return isinstance(env.model, CVBooster)\n\n\ndef _format_eval_result(value: _EvalResultTuple, show_stdv: bool) -> str:\n    \"\"\"Format metric string.\"\"\"\n    dataset_name, metric_name, metric_value, *_ = value\n    out = f\"{dataset_name}'s {metric_name}: {metric_value:g}\"\n    # tuples from cv() sometimes have a 5th item, with standard deviation of\n    # the evaluation metric (taken over all cross-validation folds)\n    if show_stdv and len(value) == 5:\n        out += f\" + {value[4]:g}\"\n    return out\n\n\nclass _LogEvaluationCallback:\n    \"\"\"Internal log evaluation callable class.\"\"\"\n\n    def __init__(self, period: int = 1, show_stdv: bool = True) -> None:\n        self.order = 10\n        self.before_iteration = False\n\n        self.period = period\n        self.show_stdv = show_stdv\n\n    def __call__(self, env: CallbackEnv) -> None:\n        if self.period > 0 and env.evaluation_result_list and (env.iteration + 1) % self.period == 0:\n            result = \"\\t\".join([_format_eval_result(x, self.show_stdv) for x in env.evaluation_result_list])\n            _log_info(f\"[{env.iteration + 1}]\\t{result}\")\n\n\ndef log_evaluation(period: int = 1, show_stdv: bool = True) -> _LogEvaluationCallback:\n    \"\"\"Create a callback that logs the evaluation results.\n\n    By default, standard output resource is used.\n    Use ``register_logger()`` function to register a custom logger.\n\n    Note\n    ----\n    Requires at least one validation data.\n\n    Parameters\n    ----------\n    period : int, optional (default=1)\n        The period to log the evaluation results.\n        The last boosting stage or the boosting stage found by using ``early_stopping`` callback is also logged.\n    show_stdv : bool, optional (default=True)\n        Whether to log stdv (if provided).\n\n    Returns\n    -------\n    callback : _LogEvaluationCallback\n        The callback that logs the evaluation results every ``period`` boosting iteration(s).\n    \"\"\"\n    return _LogEvaluationCallback(period=period, show_stdv=show_stdv)\n\n\nclass _RecordEvaluationCallback:\n    \"\"\"Internal record evaluation callable class.\"\"\"\n\n    def __init__(self, eval_result: _EvalResultDict) -> None:\n        self.order = 20\n        self.before_iteration = False\n\n        if not isinstance(eval_result, dict):\n            raise TypeError(\"eval_result should be a dictionary\")\n        self.eval_result = eval_result\n\n    def _init(self, env: CallbackEnv) -> None:\n        if env.evaluation_result_list is None:\n            raise RuntimeError(\n                \"record_evaluation() callback enabled but no evaluation results found. This is a probably bug in LightGBM. \"\n                \"Please report it at https://github.com/lightgbm-org/LightGBM/issues\"\n            )\n        self.eval_result.clear()\n        for item in env.evaluation_result_list:\n            dataset_name, metric_name, *_ = item\n            self.eval_result.setdefault(dataset_name, OrderedDict())\n            if len(item) == 4:\n                self.eval_result[dataset_name].setdefault(metric_name, [])\n            else:\n                self.eval_result[dataset_name].setdefault(f\"{metric_name}-mean\", [])\n                self.eval_result[dataset_name].setdefault(f\"{metric_name}-stdv\", [])\n\n    def __call__(self, env: CallbackEnv) -> None:\n        if env.iteration == env.begin_iteration:\n            self._init(env)\n        if env.evaluation_result_list is None:\n            raise RuntimeError(\n                \"record_evaluation() callback enabled but no evaluation results found. This is a probably bug in LightGBM. \"\n                \"Please report it at https://github.com/lightgbm-org/LightGBM/issues\"\n            )\n        for item in env.evaluation_result_list:\n            # for cv(), 'metric_value' is actually a mean of metric values over all CV folds\n            dataset_name, metric_name, metric_value, *_ = item\n            if len(item) == 4:\n                # train()\n                self.eval_result[dataset_name][metric_name].append(metric_value)\n            else:\n                # cv()\n                metric_std_dev = item[4]  # type: ignore[misc]\n                self.eval_result[dataset_name][f\"{metric_name}-mean\"].append(metric_value)\n                self.eval_result[dataset_name][f\"{metric_name}-stdv\"].append(metric_std_dev)\n\n\ndef record_evaluation(eval_result: Dict[str, Dict[str, List[Any]]]) -> Callable:\n    \"\"\"Create a callback that records the evaluation history into ``eval_result``.\n\n    Parameters\n    ----------\n    eval_result : dict\n        Dictionary used to store all evaluation results of all validation sets.\n        This should be initialized outside of your call to ``record_evaluation()`` and should be empty.\n        Any initial contents of the dictionary will be deleted.\n\n        .. rubric:: Example\n\n        With two validation sets named 'eval' and 'train', and one evaluation metric named 'logloss'\n        this dictionary after finishing a model training process will have the following structure:\n\n        .. code-block::\n\n            {\n             'train':\n                 {\n                  'logloss': [0.48253, 0.35953, ...]\n                 },\n             'eval':\n                 {\n                  'logloss': [0.480385, 0.357756, ...]\n                 }\n            }\n\n    Returns\n    -------\n    callback : _RecordEvaluationCallback\n        The callback that records the evaluation history into the passed dictionary.\n    \"\"\"\n    return _RecordEvaluationCallback(eval_result=eval_result)\n\n\nclass _ResetParameterCallback:\n    \"\"\"Internal reset parameter callable class.\"\"\"\n\n    def __init__(self, **kwargs: Union[list, Callable]) -> None:\n        self.order = 10\n        self.before_iteration = True\n\n        self.kwargs = kwargs\n\n    def __call__(self, env: CallbackEnv) -> None:\n        new_parameters = {}\n        for key, value in self.kwargs.items():\n            if isinstance(value, list):\n                if len(value) != env.end_iteration - env.begin_iteration:\n                    raise ValueError(f\"Length of list {key!r} has to be equal to 'num_boost_round'.\")\n                new_param = value[env.iteration - env.begin_iteration]\n            elif callable(value):\n                new_param = value(env.iteration - env.begin_iteration)\n            else:\n                raise ValueError(\n                    \"Only list and callable values are supported \"\n                    \"as a mapping from boosting round index to new parameter value.\"\n                )\n            if new_param != env.params.get(key, None):\n                new_parameters[key] = new_param\n        if new_parameters:\n            if isinstance(env.model, Booster):\n                env.model.reset_parameter(new_parameters)\n            else:\n                # CVBooster holds a list of Booster objects, each needs to be updated\n                for booster in env.model.boosters:\n                    booster.reset_parameter(new_parameters)\n            env.params.update(new_parameters)\n\n\ndef reset_parameter(**kwargs: Union[list, Callable]) -> Callable:\n    \"\"\"Create a callback that resets the parameter after the first iteration.\n\n    .. note::\n\n        The initial parameter will still take in-effect on first iteration.\n\n    Parameters\n    ----------\n    **kwargs : value should be list or callable\n        List of parameters for each boosting round\n        or a callable that calculates the parameter in terms of\n        current number of round (e.g. yields learning rate decay).\n        If list lst, parameter = lst[current_round].\n        If callable func, parameter = func(current_round).\n\n    Returns\n    -------\n    callback : _ResetParameterCallback\n        The callback that resets the parameter after the first iteration.\n    \"\"\"\n    return _ResetParameterCallback(**kwargs)\n\n\nclass _EarlyStoppingCallback:\n    \"\"\"Internal early stopping callable class.\"\"\"\n\n    def __init__(\n        self,\n        stopping_rounds: int,\n        first_metric_only: bool = False,\n        verbose: bool = True,\n        min_delta: Union[float, List[float]] = 0.0,\n    ) -> None:\n        self.enabled = _should_enable_early_stopping(stopping_rounds)\n\n        self.order = 30\n        self.before_iteration = False\n\n        self.stopping_rounds = stopping_rounds\n        self.first_metric_only = first_metric_only\n        self.verbose = verbose\n        self.min_delta = min_delta\n\n        self._reset_storages()\n\n    def _reset_storages(self) -> None:\n        self.best_score: List[float] = []\n        self.best_iter: List[int] = []\n        self.best_score_list: List[_ListOfEvalResultTuples] = []\n        self.cmp_op: List[Callable[[float, float, float], bool]] = []\n        self.first_metric = \"\"\n\n    def _gt_delta(self, *, curr_score: float, best_score: float, delta: float) -> bool:\n        return curr_score > best_score + delta\n\n    def _lt_delta(self, *, curr_score: float, best_score: float, delta: float) -> bool:\n        return curr_score < best_score - delta\n\n    def _is_train_set(self, *, dataset_name: str, env: CallbackEnv) -> bool:\n        \"\"\"Check, by name, if a given Dataset is the training data.\"\"\"\n        # for lgb.cv() with eval_train_metric=True, evaluation is also done on the training set\n        # and those metrics are considered for early stopping\n        if _is_using_cv(env) and dataset_name == \"train\":\n            return True\n\n        # for lgb.train(), it's possible to pass the training data via valid_sets with any eval_name\n        if isinstance(env.model, Booster) and dataset_name == env.model._train_data_name:\n            return True\n\n        return False\n\n    def _init(self, env: CallbackEnv) -> None:\n        if env.evaluation_result_list is None or env.evaluation_result_list == []:\n            raise ValueError(\"For early stopping, at least one dataset and eval metric is required for evaluation\")\n\n        is_dart = any(env.params.get(alias, \"\") == \"dart\" for alias in _ConfigAliases.get(\"boosting\"))\n        if is_dart:\n            self.enabled = False\n            _log_warning(\"Early stopping is not available in dart mode\")\n            return\n\n        # get details of the first dataset\n        first_dataset_name, first_metric_name, *_ = env.evaluation_result_list[0]\n\n        # validation sets are guaranteed to not be identical to the training data in cv()\n        if isinstance(env.model, Booster):\n            only_train_set = len(env.evaluation_result_list) == 1 and self._is_train_set(\n                dataset_name=first_dataset_name,\n                env=env,\n            )\n            if only_train_set:\n                self.enabled = False\n                _log_warning(\"Only training set found, disabling early stopping.\")\n                return\n\n        if self.verbose:\n            _log_info(f\"Training until validation scores don't improve for {self.stopping_rounds} rounds\")\n\n        self._reset_storages()\n\n        n_metrics = len({m[1] for m in env.evaluation_result_list})\n        n_datasets = len(env.evaluation_result_list) // n_metrics\n        if isinstance(self.min_delta, list):\n            if not all(t >= 0 for t in self.min_delta):\n                raise ValueError(\"Values for early stopping min_delta must be non-negative.\")\n            if len(self.min_delta) == 0:\n                if self.verbose:\n                    _log_info(\"Disabling min_delta for early stopping.\")\n                deltas = [0.0] * n_datasets * n_metrics\n            elif len(self.min_delta) == 1:\n                if self.verbose:\n                    _log_info(f\"Using {self.min_delta[0]} as min_delta for all metrics.\")\n                deltas = self.min_delta * n_datasets * n_metrics\n            else:\n                if len(self.min_delta) != n_metrics:\n                    raise ValueError(\"Must provide a single value for min_delta or as many as metrics.\")\n                if self.first_metric_only and self.verbose:\n                    _log_info(f\"Using only {self.min_delta[0]} as early stopping min_delta.\")\n                deltas = self.min_delta * n_datasets\n        else:\n            if self.min_delta < 0:\n                raise ValueError(\"Early stopping min_delta must be non-negative.\")\n            if self.min_delta > 0 and n_metrics > 1 and not self.first_metric_only and self.verbose:\n                _log_info(f\"Using {self.min_delta} as min_delta for all metrics.\")\n            deltas = [self.min_delta] * n_datasets * n_metrics\n\n        self.first_metric = first_metric_name\n        for eval_ret, delta in zip(env.evaluation_result_list, deltas):\n            self.best_iter.append(0)\n            if eval_ret[3]:  # greater is better\n                self.best_score.append(float(\"-inf\"))\n                self.cmp_op.append(partial(self._gt_delta, delta=delta))\n            else:\n                self.best_score.append(float(\"inf\"))\n                self.cmp_op.append(partial(self._lt_delta, delta=delta))\n\n    def _final_iteration_check(self, *, env: CallbackEnv, metric_name: str, i: int) -> None:\n        if env.iteration == env.end_iteration - 1:\n            if self.verbose:\n                best_score_str = \"\\t\".join([_format_eval_result(x, show_stdv=True) for x in self.best_score_list[i]])\n                _log_info(\n                    f\"Did not meet early stopping. Best iteration is:\\n[{self.best_iter[i] + 1}]\\t{best_score_str}\"\n                )\n                if self.first_metric_only:\n                    _log_info(f\"Evaluated only: {metric_name}\")\n            raise EarlyStopException(self.best_iter[i], self.best_score_list[i])\n\n    def __call__(self, env: CallbackEnv) -> None:\n        if env.iteration == env.begin_iteration:\n            self._init(env)\n        if not self.enabled:\n            return\n        if env.evaluation_result_list is None:\n            raise RuntimeError(\n                \"early_stopping() callback enabled but no evaluation results found. This is a probably bug in LightGBM. \"\n                \"Please report it at https://github.com/lightgbm-org/LightGBM/issues\"\n            )\n        # self.best_score_list is initialized to an empty list\n        first_time_updating_best_score_list = self.best_score_list == []\n        for i in range(len(env.evaluation_result_list)):\n            dataset_name, metric_name, metric_value, *_ = env.evaluation_result_list[i]\n            if first_time_updating_best_score_list or self.cmp_op[i](  # type: ignore[call-arg]\n                curr_score=metric_value, best_score=self.best_score[i]\n            ):\n                self.best_score[i] = metric_value\n                self.best_iter[i] = env.iteration\n                if first_time_updating_best_score_list:\n                    self.best_score_list.append(env.evaluation_result_list)\n                else:\n                    self.best_score_list[i] = env.evaluation_result_list\n            if self.first_metric_only and self.first_metric != metric_name:\n                continue  # use only the first metric for early stopping\n            if self._is_train_set(\n                dataset_name=dataset_name,\n                env=env,\n            ):\n                continue  # train data for lgb.cv or sklearn wrapper (underlying lgb.train)\n            elif env.iteration - self.best_iter[i] >= self.stopping_rounds:\n                if self.verbose:\n                    eval_result_str = \"\\t\".join(\n                        [_format_eval_result(x, show_stdv=True) for x in self.best_score_list[i]]\n                    )\n                    _log_info(f\"Early stopping, best iteration is:\\n[{self.best_iter[i] + 1}]\\t{eval_result_str}\")\n                    if self.first_metric_only:\n                        _log_info(f\"Evaluated only: {metric_name}\")\n                raise EarlyStopException(self.best_iter[i], self.best_score_list[i])\n            self._final_iteration_check(env=env, metric_name=metric_name, i=i)\n\n\ndef _should_enable_early_stopping(stopping_rounds: Any) -> bool:\n    \"\"\"Check if early stopping should be activated.\n\n    This function will evaluate to True if the early stopping callback should be\n    activated (i.e. stopping_rounds > 0).  It also provides an informative error if the\n    type is not int.\n    \"\"\"\n    if not isinstance(stopping_rounds, int):\n        raise TypeError(f\"early_stopping_round should be an integer. Got '{type(stopping_rounds).__name__}'\")\n    return stopping_rounds > 0\n\n\ndef early_stopping(\n    stopping_rounds: int,\n    first_metric_only: bool = False,\n    verbose: bool = True,\n    min_delta: Union[float, List[float]] = 0.0,\n) -> _EarlyStoppingCallback:\n    \"\"\"Create a callback that activates early stopping.\n\n    Activates early stopping.\n    The model will train until the validation score doesn't improve by at least ``min_delta``.\n    Validation score needs to improve at least every ``stopping_rounds`` round(s)\n    to continue training.\n    Requires at least one validation data and one metric.\n    If there's more than one, will check all of them. But the training data is ignored anyway.\n    To check only the first metric set ``first_metric_only`` to True.\n    The index of iteration that has the best performance will be saved in the ``best_iteration`` attribute of a model.\n\n    .. note::\n\n        If using ``boosting_type=\"dart\"``, this callback has no effect and early stopping\n        will not be performed.\n\n    Parameters\n    ----------\n    stopping_rounds : int\n        The possible number of rounds without the trend occurrence.\n    first_metric_only : bool, optional (default=False)\n        Whether to use only the first metric for early stopping.\n    verbose : bool, optional (default=True)\n        Whether to log message with early stopping information.\n        By default, standard output resource is used.\n        Use ``register_logger()`` function to register a custom logger.\n    min_delta : float or list of float, optional (default=0.0)\n        Minimum improvement in score to keep training.\n        If float, this single value is used for all metrics.\n        If list, its length should match the total number of metrics.\n\n        .. versionadded:: 4.0.0\n\n    Returns\n    -------\n    callback : _EarlyStoppingCallback\n        The callback that activates early stopping.\n    \"\"\"\n    return _EarlyStoppingCallback(\n        stopping_rounds=stopping_rounds,\n        first_metric_only=first_metric_only,\n        verbose=verbose,\n        min_delta=min_delta,\n    )\n"
  },
  {
    "path": "python-package/lightgbm/compat.py",
    "content": "# coding: utf-8\n\"\"\"Compatibility library.\"\"\"\n\nimport inspect\nfrom typing import TYPE_CHECKING, Any, List\n\n# scikit-learn is intentionally imported first here,\n# see https://github.com/lightgbm-org/LightGBM/issues/6509\n\"\"\"sklearn\"\"\"\ntry:\n    from sklearn import __version__ as _sklearn_version\n    from sklearn.base import BaseEstimator, ClassifierMixin, RegressorMixin\n    from sklearn.preprocessing import LabelEncoder\n    from sklearn.utils.class_weight import compute_sample_weight\n    from sklearn.utils.multiclass import check_classification_targets\n    from sklearn.utils.validation import assert_all_finite, check_array, check_X_y\n\n    try:\n        from sklearn.exceptions import NotFittedError\n        from sklearn.model_selection import BaseCrossValidator, GroupKFold, StratifiedKFold\n    except ImportError:\n        from sklearn.cross_validation import BaseCrossValidator, GroupKFold, StratifiedKFold\n        from sklearn.utils.validation import NotFittedError\n    try:\n        from sklearn.utils.validation import _check_sample_weight\n\n        # As of https://github.com/scikit-learn/scikit-learn/pull/32212, scikit-learn started raising an error\n        # when sample weights are all 0. This argument allow_all_zero_weights can be used switch back\n        # to the old behavior of allowing them.\n        #\n        # This can be removed when the minimum scikit-learn version supported here is v1.9.\n        SKLEARN_CHECK_SAMPLE_WEIGHT_HAS_ALLOW_ZERO_WEIGHTS_ARG = (\n            \"allow_all_zero_weights\" in inspect.signature(_check_sample_weight).parameters\n        )\n\n    except ImportError:\n        from sklearn.utils.validation import check_consistent_length\n\n        SKLEARN_CHECK_SAMPLE_WEIGHT_HAS_ALLOW_ZERO_WEIGHTS_ARG = False\n\n        # dummy function to support older version of scikit-learn\n        def _check_sample_weight(sample_weight: Any, X: Any, dtype: Any = None) -> Any:\n            check_consistent_length(sample_weight, X)\n            return sample_weight\n\n    try:\n        from sklearn.utils.validation import validate_data\n    except ImportError:\n        # validate_data() was added in scikit-learn 1.6, this function roughly imitates it for older versions.\n        # It can be removed when lightgbm's minimum scikit-learn version is at least 1.6.\n        def validate_data(\n            _estimator: Any,\n            X: Any,\n            y: Any = \"no_validation\",\n            accept_sparse: bool = True,\n            # 'force_all_finite' was renamed to 'ensure_all_finite' in scikit-learn 1.6\n            ensure_all_finite: bool = False,\n            ensure_min_samples: int = 1,\n            # trap other keyword arguments that only work on scikit-learn >=1.6, like 'reset'\n            **ignored_kwargs: Any,\n        ) -> Any:\n            # it's safe to import _num_features unconditionally because:\n            #\n            #  * it was first added in scikit-learn 0.24.2\n            #  * lightgbm cannot be used with scikit-learn versions older than that\n            #  * this validate_data() re-implementation will not be called in scikit-learn>=1.6\n            #\n            from sklearn.utils.validation import _num_features  # noqa: PLC0415\n\n            # _num_features() raises a TypeError on 1-dimensional input. That's a problem\n            # because scikit-learn's 'check_fit1d' estimator check sets that expectation that\n            # estimators must raise a ValueError when a 1-dimensional input is passed to fit().\n            #\n            # So here, lightgbm avoids calling _num_features() on 1-dimensional inputs.\n            if hasattr(X, \"shape\") and len(X.shape) == 1:\n                n_features_in_ = 1\n            else:\n                n_features_in_ = _num_features(X)\n\n            no_val_y = isinstance(y, str) and y == \"no_validation\"\n\n            # NOTE: check_X_y() calls check_array() internally, so only need to call one or the other of them here\n            if no_val_y:\n                X = check_array(\n                    X,\n                    accept_sparse=accept_sparse,\n                    force_all_finite=ensure_all_finite,\n                    ensure_min_samples=ensure_min_samples,\n                )\n            else:\n                X, y = check_X_y(\n                    X,\n                    y,\n                    accept_sparse=accept_sparse,\n                    force_all_finite=ensure_all_finite,\n                    ensure_min_samples=ensure_min_samples,\n                )\n\n                # this only needs to be updated at fit() time\n                _estimator.n_features_in_ = n_features_in_\n\n            # raise the same error that scikit-learn's `validate_data()` does on scikit-learn>=1.6\n            if _estimator.__sklearn_is_fitted__() and _estimator._n_features != n_features_in_:\n                raise ValueError(\n                    f\"X has {n_features_in_} features, but {_estimator.__class__.__name__} \"\n                    f\"is expecting {_estimator._n_features} features as input.\"\n                )\n\n            if no_val_y:\n                return X\n            else:\n                return X, y\n\n    SKLEARN_INSTALLED = True\n    _LGBMBaseCrossValidator = BaseCrossValidator\n    _LGBMModelBase = BaseEstimator\n    _LGBMRegressorBase = RegressorMixin\n    _LGBMClassifierBase = ClassifierMixin\n    _LGBMLabelEncoder = LabelEncoder\n    LGBMNotFittedError = NotFittedError\n    _LGBMStratifiedKFold = StratifiedKFold\n    _LGBMGroupKFold = GroupKFold\n    _LGBMCheckSampleWeight = _check_sample_weight\n    _LGBMAssertAllFinite = assert_all_finite\n    _LGBMCheckClassificationTargets = check_classification_targets\n    _LGBMComputeSampleWeight = compute_sample_weight\n    _LGBMValidateData = validate_data\nexcept ImportError:\n    SKLEARN_INSTALLED = False\n    SKLEARN_CHECK_SAMPLE_WEIGHT_HAS_ALLOW_ZERO_WEIGHTS_ARG = False\n\n    class _LGBMModelBase:  # type: ignore\n        \"\"\"Dummy class for sklearn.base.BaseEstimator.\"\"\"\n\n        pass\n\n    class _LGBMClassifierBase:  # type: ignore\n        \"\"\"Dummy class for sklearn.base.ClassifierMixin.\"\"\"\n\n        pass\n\n    class _LGBMRegressorBase:  # type: ignore\n        \"\"\"Dummy class for sklearn.base.RegressorMixin.\"\"\"\n\n        pass\n\n    _LGBMBaseCrossValidator = None\n    _LGBMLabelEncoder = None\n    LGBMNotFittedError = ValueError\n    _LGBMStratifiedKFold = None\n    _LGBMGroupKFold = None\n    _LGBMCheckSampleWeight = None\n    _LGBMAssertAllFinite = None\n    _LGBMCheckClassificationTargets = None\n    _LGBMComputeSampleWeight = None\n    _LGBMValidateData = None\n    _sklearn_version = None\n\n# additional scikit-learn imports only for type hints\nif TYPE_CHECKING:\n    # sklearn.utils.Tags can be imported unconditionally once\n    # lightgbm's minimum scikit-learn version is 1.6 or higher\n    try:\n        from sklearn.utils import Tags as _sklearn_Tags\n    except ImportError:\n        _sklearn_Tags = None\n\n\n\"\"\"pandas\"\"\"\ntry:\n    from pandas import DataFrame as pd_DataFrame\n    from pandas import Series as pd_Series\n    from pandas import concat\n\n    try:\n        from pandas import CategoricalDtype as pd_CategoricalDtype\n    except ImportError:\n        from pandas.api.types import CategoricalDtype as pd_CategoricalDtype\n    PANDAS_INSTALLED = True\nexcept ImportError:\n    PANDAS_INSTALLED = False\n\n    class pd_Series:  # type: ignore\n        \"\"\"Dummy class for pandas.Series.\"\"\"\n\n        def __init__(self, *args: Any, **kwargs: Any):\n            pass\n\n    class pd_DataFrame:  # type: ignore\n        \"\"\"Dummy class for pandas.DataFrame.\"\"\"\n\n        def __init__(self, *args: Any, **kwargs: Any):\n            pass\n\n    class pd_CategoricalDtype:  # type: ignore\n        \"\"\"Dummy class for pandas.CategoricalDtype.\"\"\"\n\n        def __init__(self, *args: Any, **kwargs: Any):\n            pass\n\n    concat = None\n\n\"\"\"matplotlib\"\"\"\ntry:\n    import matplotlib  # noqa: F401\n\n    MATPLOTLIB_INSTALLED = True\nexcept ImportError:\n    MATPLOTLIB_INSTALLED = False\n\n\"\"\"graphviz\"\"\"\ntry:\n    import graphviz  # noqa: F401\n\n    GRAPHVIZ_INSTALLED = True\nexcept ImportError:\n    GRAPHVIZ_INSTALLED = False\n\n\"\"\"dask\"\"\"\ntry:\n    from dask import delayed\n    from dask.array import Array as dask_Array\n    from dask.array import from_delayed as dask_array_from_delayed\n    from dask.bag import from_delayed as dask_bag_from_delayed\n    from dask.dataframe import DataFrame as dask_DataFrame\n    from dask.dataframe import Series as dask_Series\n    from dask.distributed import Client, Future, default_client, wait\n\n    DASK_INSTALLED = True\n# catching 'ValueError' here because of this:\n# https://github.com/lightgbm-org/LightGBM/issues/6365#issuecomment-2002330003\n#\n# That's potentially risky as dask does some significant import-time processing,\n# like loading configuration from environment variables and files, and catching\n# ValueError here might hide issues with that config-loading.\n#\n# But in exchange, it's less likely that 'import lightgbm' will fail for\n# dask-related reasons, which is beneficial for any workloads that are using\n# lightgbm but not its Dask functionality.\nexcept (ImportError, ValueError):\n    DASK_INSTALLED = False\n\n    dask_array_from_delayed = None  # type: ignore[assignment]\n    dask_bag_from_delayed = None  # type: ignore[assignment]\n    delayed = None\n    default_client = None  # type: ignore[assignment]\n    wait = None  # type: ignore[assignment]\n\n    class Client:  # type: ignore\n        \"\"\"Dummy class for dask.distributed.Client.\"\"\"\n\n        def __init__(self, *args: Any, **kwargs: Any):\n            pass\n\n    class Future:  # type: ignore\n        \"\"\"Dummy class for dask.distributed.Future.\"\"\"\n\n        def __init__(self, *args: Any, **kwargs: Any):\n            pass\n\n    class dask_Array:  # type: ignore\n        \"\"\"Dummy class for dask.array.Array.\"\"\"\n\n        def __init__(self, *args: Any, **kwargs: Any):\n            pass\n\n    class dask_DataFrame:  # type: ignore\n        \"\"\"Dummy class for dask.dataframe.DataFrame.\"\"\"\n\n        def __init__(self, *args: Any, **kwargs: Any):\n            pass\n\n    class dask_Series:  # type: ignore\n        \"\"\"Dummy class for dask.dataframe.Series.\"\"\"\n\n        def __init__(self, *args: Any, **kwargs: Any):\n            pass\n\n\n\"\"\"pyarrow\"\"\"\ntry:\n    import pyarrow.compute as pa_compute\n    from pyarrow import Array as pa_Array\n    from pyarrow import ChunkedArray as pa_ChunkedArray\n    from pyarrow import Table as pa_Table\n    from pyarrow import array as pa_array\n    from pyarrow import chunked_array as pa_chunked_array\n    from pyarrow.types import is_boolean as arrow_is_boolean\n    from pyarrow.types import is_floating as arrow_is_floating\n    from pyarrow.types import is_integer as arrow_is_integer\n\n    PYARROW_INSTALLED = True\nexcept ImportError:\n    PYARROW_INSTALLED = False\n\n    class pa_Array:  # type: ignore\n        \"\"\"Dummy class for pa.Array.\"\"\"\n\n        def __init__(self, *args: Any, **kwargs: Any):\n            pass\n\n    class pa_ChunkedArray:  # type: ignore\n        \"\"\"Dummy class for pa.ChunkedArray.\"\"\"\n\n        def __init__(self, *args: Any, **kwargs: Any):\n            pass\n\n    class pa_Table:  # type: ignore\n        \"\"\"Dummy class for pa.Table.\"\"\"\n\n        def __init__(self, *args: Any, **kwargs: Any):\n            pass\n\n    class pa_compute:  # type: ignore\n        \"\"\"Dummy class for pyarrow.compute module.\"\"\"\n\n        all = None\n        equal = None\n\n    pa_array = None\n    pa_chunked_array = None\n    arrow_is_boolean = None\n    arrow_is_integer = None\n    arrow_is_floating = None\n\n\n\"\"\"cffi\"\"\"\ntry:\n    from pyarrow.cffi import ffi as arrow_cffi\n\n    CFFI_INSTALLED = True\nexcept ImportError:\n    CFFI_INSTALLED = False\n\n    class arrow_cffi:  # type: ignore\n        \"\"\"Dummy class for pyarrow.cffi.ffi.\"\"\"\n\n        CData = None\n\n        def __init__(self, *args: Any, **kwargs: Any):\n            pass\n\n\n\"\"\"cpu_count()\"\"\"\ntry:\n    from joblib import cpu_count\n\n    def _LGBMCpuCount(only_physical_cores: bool = True) -> int:\n        return cpu_count(only_physical_cores=only_physical_cores)\nexcept ImportError:\n    try:\n        from psutil import cpu_count\n\n        def _LGBMCpuCount(only_physical_cores: bool = True) -> int:\n            return cpu_count(logical=not only_physical_cores) or 1\n    except ImportError:\n        from multiprocessing import cpu_count\n\n        def _LGBMCpuCount(only_physical_cores: bool = True) -> int:\n            return cpu_count()\n\n\n__all__: List[str] = []\n"
  },
  {
    "path": "python-package/lightgbm/dask.py",
    "content": "# coding: utf-8\n\"\"\"Distributed training with LightGBM and dask.distributed.\n\nThis module enables you to perform distributed training with LightGBM on\ndask.Array and dask.DataFrame collections.\n\nIt is based on dask-lightgbm, which was based on dask-xgboost.\n\"\"\"\n\nimport operator\nimport socket\nfrom collections import defaultdict\nfrom copy import deepcopy\nfrom enum import Enum, auto\nfrom functools import partial\nfrom typing import Any, Dict, Iterable, List, Optional, Tuple, Type, Union\nfrom urllib.parse import urlparse\n\nimport numpy as np\nimport scipy.sparse as ss\n\nfrom .basic import LightGBMError, _choose_param_value, _ConfigAliases, _log_info, _log_warning\nfrom .compat import (\n    DASK_INSTALLED,\n    PANDAS_INSTALLED,\n    SKLEARN_INSTALLED,\n    Client,\n    Future,\n    LGBMNotFittedError,\n    concat,\n    dask_Array,\n    dask_array_from_delayed,\n    dask_bag_from_delayed,\n    dask_DataFrame,\n    dask_Series,\n    default_client,\n    delayed,\n    pd_DataFrame,\n    pd_Series,\n    wait,\n)\nfrom .sklearn import (\n    LGBMClassifier,\n    LGBMModel,\n    LGBMRanker,\n    LGBMRegressor,\n    _LGBM_ScikitCustomObjectiveFunction,\n    _LGBM_ScikitEvalMetricType,\n    _lgbmmodel_doc_custom_eval_note,\n    _lgbmmodel_doc_fit,\n    _lgbmmodel_doc_predict,\n    _validate_eval_set_Xy,\n)\n\n__all__ = [\n    \"DaskLGBMClassifier\",\n    \"DaskLGBMRanker\",\n    \"DaskLGBMRegressor\",\n]\n\n_DaskCollection = Union[dask_Array, dask_DataFrame, dask_Series]\n_DaskMatrixLike = Union[dask_Array, dask_DataFrame]\n_DaskVectorLike = Union[dask_Array, dask_Series]\n_DaskPart = Union[np.ndarray, pd_DataFrame, pd_Series, ss.spmatrix]\n\n\nclass _RemoteSocket:\n    def acquire(self) -> int:\n        self.socket = socket.socket(socket.AF_INET, socket.SOCK_STREAM)\n        self.socket.setsockopt(socket.SOL_SOCKET, socket.SO_REUSEADDR, 1)\n        self.socket.bind((\"\", 0))\n        return self.socket.getsockname()[1]\n\n    def release(self) -> None:\n        self.socket.close()\n\n\ndef _acquire_port() -> Tuple[_RemoteSocket, int]:\n    s = _RemoteSocket()\n    port = s.acquire()\n    return s, port\n\n\nclass _DatasetNames(Enum):\n    \"\"\"Placeholder names used by lightgbm.dask internals to say 'also evaluate the training data'.\n\n    Avoid duplicating the training data when the validation set refers to elements of training data.\n    \"\"\"\n\n    TRAINSET = auto()\n    SAMPLE_WEIGHT = auto()\n    INIT_SCORE = auto()\n    GROUP = auto()\n\n\ndef _get_dask_client(client: Optional[Client]) -> Client:\n    \"\"\"Choose a Dask client to use.\n\n    Parameters\n    ----------\n    client : dask.distributed.Client or None\n        Dask client.\n\n    Returns\n    -------\n    client : dask.distributed.Client\n        A Dask client.\n    \"\"\"\n    if client is None:\n        return default_client()\n    else:\n        return client\n\n\ndef _assign_open_ports_to_workers(\n    *,\n    client: Client,\n    workers: List[str],\n) -> Tuple[Dict[str, Future], Dict[str, int]]:\n    \"\"\"Assign an open port to each worker.\n\n    Returns\n    -------\n    worker_to_socket_future: dict\n        mapping from worker address to a future pointing to the remote socket.\n    worker_to_port: dict\n        mapping from worker address to an open port in the worker's host.\n    \"\"\"\n    # Acquire port in worker\n    worker_to_future = {}\n    for worker in workers:\n        worker_to_future[worker] = client.submit(\n            _acquire_port,\n            workers=[worker],\n            allow_other_workers=False,\n            pure=False,\n        )\n\n    # schedule futures to retrieve each element of the tuple\n    worker_to_socket_future = {}\n    worker_to_port_future = {}\n    for worker, socket_future in worker_to_future.items():\n        worker_to_socket_future[worker] = client.submit(operator.itemgetter(0), socket_future)\n        worker_to_port_future[worker] = client.submit(operator.itemgetter(1), socket_future)\n\n    # retrieve ports\n    worker_to_port = client.gather(worker_to_port_future)\n\n    return worker_to_socket_future, worker_to_port\n\n\ndef _concat(seq: List[_DaskPart]) -> _DaskPart:\n    if isinstance(seq[0], np.ndarray):\n        return np.concatenate(seq, axis=0)\n    elif isinstance(seq[0], (pd_DataFrame, pd_Series)):\n        return concat(seq, axis=0)\n    elif isinstance(seq[0], ss.spmatrix):\n        return ss.vstack(seq, format=\"csr\")\n    else:\n        raise TypeError(\n            f\"Data must be one of: numpy arrays, pandas dataframes, sparse matrices (from scipy). Got {type(seq[0]).__name__}.\"\n        )\n\n\ndef _remove_list_padding(*args: Any) -> List[List[Any]]:\n    return [[z for z in arg if z is not None] for arg in args]\n\n\ndef _pad_eval_names(\n    *,\n    lgbm_model: LGBMModel,\n    required_names: List[str],\n) -> LGBMModel:\n    \"\"\"Append missing (key, value) pairs to a LightGBM model's evals_result_ and best_score_ OrderedDict attrs based on a set of required eval_set names.\n\n    Allows users to rely on expected eval_set names being present when fitting DaskLGBM estimators with ``eval_set``.\n    \"\"\"\n    for eval_name in required_names:\n        if eval_name not in lgbm_model.evals_result_:\n            lgbm_model.evals_result_[eval_name] = {}\n        if eval_name not in lgbm_model.best_score_:\n            lgbm_model.best_score_[eval_name] = {}\n\n    return lgbm_model\n\n\ndef _train_part(\n    *,\n    params: Dict[str, Any],\n    model_factory: Type[LGBMModel],\n    list_of_parts: List[Dict[str, _DaskPart]],\n    machines: str,\n    local_listen_port: int,\n    num_machines: int,\n    return_model: bool,\n    time_out: int,\n    remote_socket: _RemoteSocket,\n    **kwargs: Any,\n) -> Optional[LGBMModel]:\n    network_params = {\n        \"machines\": machines,\n        \"local_listen_port\": local_listen_port,\n        \"time_out\": time_out,\n        \"num_machines\": num_machines,\n    }\n    params.update(network_params)\n\n    is_ranker = issubclass(model_factory, LGBMRanker)\n\n    # Concatenate many parts into one\n    data = _concat([x[\"data\"] for x in list_of_parts])\n    label = _concat([x[\"label\"] for x in list_of_parts])\n\n    if \"weight\" in list_of_parts[0]:\n        weight = _concat([x[\"weight\"] for x in list_of_parts])\n    else:\n        weight = None\n\n    if \"group\" in list_of_parts[0]:\n        group = _concat([x[\"group\"] for x in list_of_parts])\n    else:\n        group = None\n\n    if \"init_score\" in list_of_parts[0]:\n        init_score = _concat([x[\"init_score\"] for x in list_of_parts])\n    else:\n        init_score = None\n\n    # construct local eval_set data.\n    n_evals = max(len(x.get(\"eval_set\", [])) for x in list_of_parts)\n    eval_names = kwargs.pop(\"eval_names\", None)\n    eval_class_weight = kwargs.get(\"eval_class_weight\")\n    local_eval_set = None\n    local_eval_names = None\n    local_eval_sample_weight = None\n    local_eval_init_score = None\n    local_eval_group = None\n\n    if n_evals:\n        has_eval_sample_weight = any(x.get(\"eval_sample_weight\") is not None for x in list_of_parts)\n        has_eval_init_score = any(x.get(\"eval_init_score\") is not None for x in list_of_parts)\n\n        local_eval_set = []\n        evals_result_names = []\n        if has_eval_sample_weight:\n            local_eval_sample_weight = []\n        if has_eval_init_score:\n            local_eval_init_score = []\n        if is_ranker:\n            local_eval_group = []\n\n        # store indices of eval_set components that were not contained within local parts.\n        missing_eval_component_idx = []\n\n        # consolidate parts of each individual eval component.\n        for i in range(n_evals):\n            x_e = []\n            y_e = []\n            w_e = []\n            init_score_e = []\n            g_e = []\n            for part in list_of_parts:\n                if not part.get(\"eval_set\"):\n                    continue\n\n                # require that eval_name exists in evaluated result data in case dropped due to padding.\n                # in distributed training the 'training' eval_set is not detected, will have name 'valid_<index>'.\n                if eval_names:\n                    evals_result_name = eval_names[i]\n                else:\n                    evals_result_name = f\"valid_{i}\"\n\n                eval_set = part[\"eval_set\"][i]\n                if eval_set is _DatasetNames.TRAINSET:\n                    x_e.append(part[\"data\"])\n                    y_e.append(part[\"label\"])\n                else:\n                    x_e.extend(eval_set[0])\n                    y_e.extend(eval_set[1])\n\n                if evals_result_name not in evals_result_names:\n                    evals_result_names.append(evals_result_name)\n\n                eval_weight = part.get(\"eval_sample_weight\")\n                if eval_weight:\n                    if eval_weight[i] is _DatasetNames.SAMPLE_WEIGHT:\n                        w_e.append(part[\"weight\"])\n                    else:\n                        w_e.extend(eval_weight[i])\n\n                eval_init_score = part.get(\"eval_init_score\")\n                if eval_init_score:\n                    if eval_init_score[i] is _DatasetNames.INIT_SCORE:\n                        init_score_e.append(part[\"init_score\"])\n                    else:\n                        init_score_e.extend(eval_init_score[i])\n\n                eval_group = part.get(\"eval_group\")\n                if eval_group:\n                    if eval_group[i] is _DatasetNames.GROUP:\n                        g_e.append(part[\"group\"])\n                    else:\n                        g_e.extend(eval_group[i])\n\n            # filter padding from eval parts then _concat each eval_set component.\n            x_e, y_e, w_e, init_score_e, g_e = _remove_list_padding(x_e, y_e, w_e, init_score_e, g_e)\n            if x_e:\n                local_eval_set.append((_concat(x_e), _concat(y_e)))\n            else:\n                missing_eval_component_idx.append(i)\n                continue\n\n            if w_e:\n                local_eval_sample_weight.append(_concat(w_e))\n            if init_score_e:\n                local_eval_init_score.append(_concat(init_score_e))\n            if g_e:\n                local_eval_group.append(_concat(g_e))\n\n        # reconstruct eval_set fit args/kwargs depending on which components of eval_set are on worker.\n        eval_component_idx = [i for i in range(n_evals) if i not in missing_eval_component_idx]\n        if eval_names:\n            local_eval_names = [eval_names[i] for i in eval_component_idx]\n        if eval_class_weight:\n            kwargs[\"eval_class_weight\"] = [eval_class_weight[i] for i in eval_component_idx]\n\n    if local_eval_set is None:\n        local_eval_X = None\n        local_eval_y = None\n    else:\n        local_eval_X = tuple(X for X, _ in local_eval_set)\n        local_eval_y = tuple(y for _, y in local_eval_set)\n\n    model = model_factory(**params)\n    if remote_socket is not None:\n        remote_socket.release()\n    try:\n        if is_ranker:\n            model.fit(\n                data,\n                label,\n                sample_weight=weight,\n                init_score=init_score,\n                group=group,\n                eval_X=local_eval_X,\n                eval_y=local_eval_y,\n                eval_sample_weight=local_eval_sample_weight,\n                eval_init_score=local_eval_init_score,\n                eval_group=local_eval_group,\n                eval_names=local_eval_names,\n                **kwargs,\n            )\n        else:\n            model.fit(\n                data,\n                label,\n                sample_weight=weight,\n                init_score=init_score,\n                eval_X=local_eval_X,\n                eval_y=local_eval_y,\n                eval_sample_weight=local_eval_sample_weight,\n                eval_init_score=local_eval_init_score,\n                eval_names=local_eval_names,\n                **kwargs,\n            )\n\n    finally:\n        if getattr(model, \"fitted_\", False):\n            model.booster_.free_network()\n\n    if n_evals:\n        # ensure that expected keys for evals_result_ and best_score_ exist regardless of padding.\n        model = _pad_eval_names(lgbm_model=model, required_names=evals_result_names)\n\n    return model if return_model else None\n\n\ndef _split_to_parts(*, data: _DaskCollection, is_matrix: bool) -> List[_DaskPart]:\n    parts = data.to_delayed()\n    if isinstance(parts, np.ndarray):\n        if is_matrix:\n            assert parts.shape[1] == 1\n        else:\n            assert parts.ndim == 1 or parts.shape[1] == 1\n        parts = parts.flatten().tolist()\n    return parts\n\n\ndef _machines_to_worker_map(\n    *,\n    machines: str,\n    worker_addresses: Iterable[str],\n) -> Dict[str, int]:\n    \"\"\"Create a worker_map from machines list.\n\n    Given ``machines`` and a list of Dask worker addresses, return a mapping where the keys are\n    ``worker_addresses`` and the values are ports from ``machines``.\n\n    Parameters\n    ----------\n    machines : str\n        A comma-delimited list of workers, of the form ``ip1:port,ip2:port``.\n    worker_addresses : list of str\n        An iterable of Dask worker addresses, of the form ``{protocol}{hostname}:{port}``, where ``port`` is the port Dask's scheduler uses to talk to that worker.\n\n    Returns\n    -------\n    result : Dict[str, int]\n        Dictionary where keys are work addresses in the form expected by Dask and values are a port for LightGBM to use.\n    \"\"\"\n    machine_addresses = machines.split(\",\")\n\n    if len(set(machine_addresses)) != len(machine_addresses):\n        raise ValueError(\n            f\"Found duplicates in 'machines' ({machines}). Each entry in 'machines' must be a unique IP-port combination.\"\n        )\n\n    machine_to_port = defaultdict(set)\n    for address in machine_addresses:\n        host, port = address.split(\":\")\n        machine_to_port[host].add(int(port))\n\n    out = {}\n    for address in worker_addresses:\n        worker_host = urlparse(address).hostname\n        if not worker_host:\n            raise ValueError(f\"Could not parse host name from worker address '{address}'\")\n        out[address] = machine_to_port[worker_host].pop()\n\n    return out\n\n\ndef _train(\n    *,\n    client: Client,\n    data: _DaskMatrixLike,\n    label: _DaskCollection,\n    params: Dict[str, Any],\n    model_factory: Type[LGBMModel],\n    sample_weight: Optional[_DaskVectorLike] = None,\n    init_score: Optional[_DaskCollection] = None,\n    group: Optional[_DaskVectorLike] = None,\n    eval_set: Optional[List[Tuple[_DaskMatrixLike, _DaskCollection]]] = None,\n    eval_names: Optional[List[str]] = None,\n    eval_X: Optional[Union[_DaskMatrixLike, Tuple[_DaskMatrixLike]]] = None,\n    eval_y: Optional[Union[_DaskCollection, Tuple[_DaskCollection]]] = None,\n    eval_sample_weight: Optional[List[_DaskVectorLike]] = None,\n    eval_class_weight: Optional[List[Union[dict, str]]] = None,\n    eval_init_score: Optional[List[_DaskCollection]] = None,\n    eval_group: Optional[List[_DaskVectorLike]] = None,\n    eval_metric: Optional[_LGBM_ScikitEvalMetricType] = None,\n    eval_at: Optional[Union[List[int], Tuple[int, ...]]] = None,\n    **kwargs: Any,\n) -> LGBMModel:\n    \"\"\"Inner train routine.\n\n    Parameters\n    ----------\n    client : dask.distributed.Client\n        Dask client.\n    data : Dask Array or Dask DataFrame of shape = [n_samples, n_features]\n        Input feature matrix.\n    label : Dask Array, Dask DataFrame or Dask Series of shape = [n_samples]\n        The target values (class labels in classification, real numbers in regression).\n    params : dict\n        Parameters passed to constructor of the local underlying model.\n    model_factory : lightgbm.LGBMClassifier, lightgbm.LGBMRegressor, or lightgbm.LGBMRanker class\n        Class of the local underlying model.\n    sample_weight : Dask Array or Dask Series of shape = [n_samples] or None, optional (default=None)\n        Weights of training data. Weights should be non-negative.\n    init_score : Dask Array or Dask Series of shape = [n_samples] or shape = [n_samples * n_classes] (for multi-class task), or Dask Array or Dask DataFrame of shape = [n_samples, n_classes] (for multi-class task), or None, optional (default=None)\n        Init score of training data.\n    group : Dask Array or Dask Series or None, optional (default=None)\n        Group/query data.\n        Only used in the learning-to-rank task.\n        sum(group) = n_samples.\n        For example, if you have a 100-document dataset with ``group = [10, 20, 40, 10, 10, 10]``, that means that you have 6 groups,\n        where the first 10 records are in the first group, records 11-30 are in the second group, records 31-70 are in the third group, etc.\n    eval_set : list of (X, y) tuples of Dask data collections, or None, optional (default=None)\n        List of (X, y) tuple pairs to use as validation sets.\n        Note, that not all workers may receive chunks of every eval set within ``eval_set``. When the returned\n        lightgbm estimator is not trained using any chunks of a particular eval set, its corresponding component\n        of ``evals_result_`` and ``best_score_`` will be empty dictionaries.\n    eval_names : list of str, or None, optional (default=None)\n        Names of eval_set.\n    eval_X : Dask Array or Dask DataFrame, tuple thereof or None, optional (default=None)\n        Feature matrix or tuple thereof, e.g. ``(X_val0, X_val1)``, to use as validation sets.\n    eval_y : Dask Array or Dask DataFrame or Dask Series, tuple thereof or None, optional (default=None)\n        Target values or tuple thereof, e.g. ``(y_val0, y_val1)``, to use as validation sets.\n    eval_sample_weight : list of Dask Array or Dask Series, or None, optional (default=None)\n        Weights for each validation set in eval_set. Weights should be non-negative.\n    eval_class_weight : list of dict or str, or None, optional (default=None)\n        Class weights, one dict or str for each validation set in eval_set.\n    eval_init_score : list of Dask Array, Dask Series or Dask DataFrame (for multi-class task), or None, optional (default=None)\n        Initial model score for each validation set in eval_set.\n    eval_group : list of Dask Array or Dask Series, or None, optional (default=None)\n        Group/query for each validation set in eval_set.\n    eval_metric : str, callable, list or None, optional (default=None)\n        If str, it should be a built-in evaluation metric to use.\n        If callable, it should be a custom evaluation metric, see note below for more details.\n        If list, it can be a list of built-in metrics, a list of custom evaluation metrics, or a mix of both.\n        In either case, the ``metric`` from the Dask model parameters (or inferred from the objective) will be evaluated and used as well.\n        Default: 'l2' for DaskLGBMRegressor, 'binary(multi)_logloss' for DaskLGBMClassifier, 'ndcg' for DaskLGBMRanker.\n    eval_at : list or tuple of int, optional (default=None)\n        The evaluation positions of the specified ranking metric.\n    **kwargs\n        Other parameters passed to ``fit`` method of the local underlying model.\n\n    Returns\n    -------\n    model : lightgbm.LGBMClassifier, lightgbm.LGBMRegressor, or lightgbm.LGBMRanker class\n        Returns fitted underlying model.\n\n    Note\n    ----\n\n    This method handles setting up the following network parameters based on information\n    about the Dask cluster referenced by ``client``.\n\n    * ``local_listen_port``: port that each LightGBM worker opens a listening socket on,\n            to accept connections from other workers. This can differ from LightGBM worker\n            to LightGBM worker, but does not have to.\n    * ``machines``: a comma-delimited list of all workers in the cluster, in the\n            form ``ip:port,ip:port``. If running multiple Dask workers on the same host, use different\n            ports for each worker. For example, for ``LocalCluster(n_workers=3)``, you might\n            pass ``\"127.0.0.1:12400,127.0.0.1:12401,127.0.0.1:12402\"``.\n    * ``num_machines``: number of LightGBM workers.\n    * ``timeout``: time in minutes to wait before closing unused sockets.\n\n    The default behavior of this function is to generate ``machines`` from the list of\n    Dask workers which hold some piece of the training data, and to search for an open\n    port on each worker to be used as ``local_listen_port``.\n\n    If ``machines`` is provided explicitly in ``params``, this function uses the hosts\n    and ports in that list directly, and does not do any searching. This means that if\n    any of the Dask workers are missing from the list or any of those ports are not free\n    when training starts, training will fail.\n\n    If ``local_listen_port`` is provided in ``params`` and ``machines`` is not, this function\n    constructs ``machines`` from the list of Dask workers which hold some piece of the\n    training data, assuming that each one will use the same ``local_listen_port``.\n    \"\"\"\n    params = deepcopy(params)\n\n    # capture whether local_listen_port or its aliases were provided\n    listen_port_in_params = any(alias in params for alias in _ConfigAliases.get(\"local_listen_port\"))\n\n    # capture whether machines or its aliases were provided\n    machines_in_params = any(alias in params for alias in _ConfigAliases.get(\"machines\"))\n\n    params = _choose_param_value(\n        main_param_name=\"tree_learner\",\n        params=params,\n        default_value=\"data\",\n    )\n    allowed_tree_learners = {\n        \"data\",\n        \"data_parallel\",\n        \"feature\",\n        \"feature_parallel\",\n        \"voting\",\n        \"voting_parallel\",\n    }\n    if params[\"tree_learner\"] not in allowed_tree_learners:\n        _log_warning(\n            f'Parameter tree_learner set to {params[\"tree_learner\"]}, which is not allowed. Using \"data\" as default'\n        )\n        params[\"tree_learner\"] = \"data\"\n\n    # Some passed-in parameters can be removed:\n    #   * 'num_machines': set automatically from Dask worker list\n    #   * 'num_threads': overridden to match nthreads on each Dask process\n    for param_alias in _ConfigAliases.get(\"num_machines\", \"num_threads\"):\n        if param_alias in params:\n            _log_warning(f\"Parameter {param_alias} will be ignored.\")\n            params.pop(param_alias)\n\n    # Split arrays/dataframes into parts. Arrange parts into dicts to enforce co-locality\n    data_parts = _split_to_parts(data=data, is_matrix=True)\n    label_parts = _split_to_parts(data=label, is_matrix=False)\n    parts = [{\"data\": x, \"label\": y} for (x, y) in zip(data_parts, label_parts)]\n    n_parts = len(parts)\n\n    if sample_weight is not None:\n        weight_parts = _split_to_parts(data=sample_weight, is_matrix=False)\n        for i in range(n_parts):\n            parts[i][\"weight\"] = weight_parts[i]\n\n    if group is not None:\n        group_parts = _split_to_parts(data=group, is_matrix=False)\n        for i in range(n_parts):\n            parts[i][\"group\"] = group_parts[i]\n\n    if init_score is not None:\n        init_score_parts = _split_to_parts(data=init_score, is_matrix=False)\n        for i in range(n_parts):\n            parts[i][\"init_score\"] = init_score_parts[i]\n\n    eval_set = _validate_eval_set_Xy(eval_set=eval_set, eval_X=eval_X, eval_y=eval_y)\n    # evals_set will to be re-constructed into smaller lists of (X, y) tuples, where\n    # X and y are each delayed sub-lists of original eval dask Collections.\n    if eval_set:\n        # find maximum number of parts in an individual eval set so that we can\n        # pad eval sets when they come in different sizes.\n        n_largest_eval_parts = max(x[0].npartitions for x in eval_set)\n\n        eval_sets: Dict[\n            int, List[Union[_DatasetNames, Tuple[List[Optional[_DaskMatrixLike]], List[Optional[_DaskVectorLike]]]]]\n        ] = defaultdict(list)\n        if eval_sample_weight:\n            eval_sample_weights: Dict[int, List[Union[_DatasetNames, List[Optional[_DaskVectorLike]]]]] = defaultdict(\n                list\n            )\n        if eval_group:\n            eval_groups: Dict[int, List[Union[_DatasetNames, List[Optional[_DaskVectorLike]]]]] = defaultdict(list)\n        if eval_init_score:\n            eval_init_scores: Dict[int, List[Union[_DatasetNames, List[Optional[_DaskMatrixLike]]]]] = defaultdict(list)\n\n        for i, (X_eval, y_eval) in enumerate(eval_set):\n            n_this_eval_parts = X_eval.npartitions\n\n            # when individual eval set is equivalent to training data, skip recomputing parts.\n            if X_eval is data and y_eval is label:\n                for parts_idx in range(n_parts):\n                    eval_sets[parts_idx].append(_DatasetNames.TRAINSET)\n            else:\n                eval_x_parts = _split_to_parts(data=X_eval, is_matrix=True)\n                eval_y_parts = _split_to_parts(data=y_eval, is_matrix=False)\n                for j in range(n_largest_eval_parts):\n                    parts_idx = j % n_parts\n\n                    # add None-padding for individual eval_set member if it is smaller than the largest member.\n                    if j < n_this_eval_parts:\n                        x_e = eval_x_parts[j]\n                        y_e = eval_y_parts[j]\n                    else:\n                        x_e = None\n                        y_e = None\n\n                    if j < n_parts:\n                        # first time a chunk of this eval set is added to this part.\n                        eval_sets[parts_idx].append(([x_e], [y_e]))\n                    else:\n                        # append additional chunks of this eval set to this part.\n                        eval_sets[parts_idx][-1][0].append(x_e)  # type: ignore[index, union-attr]\n                        eval_sets[parts_idx][-1][1].append(y_e)  # type: ignore[index, union-attr]\n\n            if eval_sample_weight:\n                if eval_sample_weight[i] is sample_weight:\n                    for parts_idx in range(n_parts):\n                        eval_sample_weights[parts_idx].append(_DatasetNames.SAMPLE_WEIGHT)\n                else:\n                    eval_w_parts = _split_to_parts(data=eval_sample_weight[i], is_matrix=False)\n\n                    # ensure that all evaluation parts map uniquely to one part.\n                    for j in range(n_largest_eval_parts):\n                        if j < n_this_eval_parts:\n                            w_e = eval_w_parts[j]\n                        else:\n                            w_e = None\n\n                        parts_idx = j % n_parts\n                        if j < n_parts:\n                            eval_sample_weights[parts_idx].append([w_e])\n                        else:\n                            eval_sample_weights[parts_idx][-1].append(w_e)  # type: ignore[union-attr]\n\n            if eval_init_score:\n                if eval_init_score[i] is init_score:\n                    for parts_idx in range(n_parts):\n                        eval_init_scores[parts_idx].append(_DatasetNames.INIT_SCORE)\n                else:\n                    eval_init_score_parts = _split_to_parts(data=eval_init_score[i], is_matrix=False)\n                    for j in range(n_largest_eval_parts):\n                        if j < n_this_eval_parts:\n                            init_score_e = eval_init_score_parts[j]\n                        else:\n                            init_score_e = None\n\n                        parts_idx = j % n_parts\n                        if j < n_parts:\n                            eval_init_scores[parts_idx].append([init_score_e])\n                        else:\n                            eval_init_scores[parts_idx][-1].append(init_score_e)  # type: ignore[union-attr]\n\n            if eval_group:\n                if eval_group[i] is group:\n                    for parts_idx in range(n_parts):\n                        eval_groups[parts_idx].append(_DatasetNames.GROUP)\n                else:\n                    eval_g_parts = _split_to_parts(data=eval_group[i], is_matrix=False)\n                    for j in range(n_largest_eval_parts):\n                        if j < n_this_eval_parts:\n                            g_e = eval_g_parts[j]\n                        else:\n                            g_e = None\n\n                        parts_idx = j % n_parts\n                        if j < n_parts:\n                            eval_groups[parts_idx].append([g_e])\n                        else:\n                            eval_groups[parts_idx][-1].append(g_e)  # type: ignore[union-attr]\n\n        # assign sub-eval_set components to worker parts.\n        for parts_idx, e_set in eval_sets.items():\n            parts[parts_idx][\"eval_set\"] = e_set\n            if eval_sample_weight:\n                parts[parts_idx][\"eval_sample_weight\"] = eval_sample_weights[parts_idx]\n            if eval_init_score:\n                parts[parts_idx][\"eval_init_score\"] = eval_init_scores[parts_idx]\n            if eval_group:\n                parts[parts_idx][\"eval_group\"] = eval_groups[parts_idx]\n\n    # Start computation in the background\n    parts = list(map(delayed, parts))\n    parts = client.compute(parts)\n    wait(parts)\n\n    for part in parts:\n        if part.status == \"error\":  # type: ignore\n            # trigger error locally\n            return part  # type: ignore[return-value]\n\n    # Find locations of all parts and map them to particular Dask workers\n    key_to_part_dict = {part.key: part for part in parts}  # type: ignore\n    who_has = client.who_has(parts)\n    worker_map = defaultdict(list)\n    for key, workers in who_has.items():\n        worker_map[next(iter(workers))].append(key_to_part_dict[key])\n\n    # Check that all workers were provided some of eval_set. Otherwise warn user that validation\n    # data artifacts may not be populated depending on worker returning final estimator.\n    if eval_set:\n        for worker in worker_map:\n            has_eval_set = False\n            for part in worker_map[worker]:\n                if \"eval_set\" in part.result():  # type: ignore[attr-defined]\n                    has_eval_set = True\n                    break\n\n            if not has_eval_set:\n                _log_warning(\n                    f\"Worker {worker} was not allocated eval_set data. Therefore evals_result_ and best_score_ data may be unreliable. \"\n                    \"Try rebalancing data across workers.\"\n                )\n\n    # assign general validation set settings to fit kwargs.\n    if eval_names:\n        kwargs[\"eval_names\"] = eval_names\n    if eval_class_weight:\n        kwargs[\"eval_class_weight\"] = eval_class_weight\n    if eval_metric:\n        kwargs[\"eval_metric\"] = eval_metric\n    if eval_at:\n        kwargs[\"eval_at\"] = eval_at\n\n    master_worker = next(iter(worker_map))\n    worker_ncores = client.ncores()\n\n    # resolve aliases for network parameters and pop the result off params.\n    # these values are added back in calls to `_train_part()`\n    params = _choose_param_value(\n        main_param_name=\"local_listen_port\",\n        params=params,\n        default_value=12400,\n    )\n    local_listen_port = params.pop(\"local_listen_port\")\n\n    params = _choose_param_value(\n        main_param_name=\"machines\",\n        params=params,\n        default_value=None,\n    )\n    machines = params.pop(\"machines\")\n\n    # figure out network params\n    worker_to_socket_future: Dict[str, Future] = {}\n    worker_addresses = worker_map.keys()\n    if machines is not None:\n        _log_info(\"Using passed-in 'machines' parameter\")\n        worker_address_to_port = _machines_to_worker_map(\n            machines=machines,\n            worker_addresses=worker_addresses,\n        )\n    else:\n        if listen_port_in_params:\n            _log_info(\"Using passed-in 'local_listen_port' for all workers\")\n            unique_hosts = {urlparse(a).hostname for a in worker_addresses}\n            if len(unique_hosts) < len(worker_addresses):\n                msg = (\n                    \"'local_listen_port' was provided in Dask training parameters, but at least one \"\n                    \"machine in the cluster has multiple Dask worker processes running on it. Please omit \"\n                    \"'local_listen_port' or pass 'machines'.\"\n                )\n                raise LightGBMError(msg)\n\n            worker_address_to_port = dict.fromkeys(worker_addresses, local_listen_port)\n        else:\n            _log_info(\"Finding random open ports for workers\")\n            worker_to_socket_future, worker_address_to_port = _assign_open_ports_to_workers(\n                client=client,\n                workers=list(worker_map.keys()),\n            )\n\n        machines = \",\".join(\n            [f\"{urlparse(worker_address).hostname}:{port}\" for worker_address, port in worker_address_to_port.items()]\n        )\n\n    num_machines = len(worker_address_to_port)\n\n    # Tell each worker to train on the parts that it has locally\n    #\n    # This code treats ``_train_part()`` calls as not \"pure\" because:\n    #     1. there is randomness in the training process unless parameters ``seed``\n    #        and ``deterministic`` are set\n    #     2. even with those parameters set, the output of one ``_train_part()`` call\n    #        relies on global state (it and all the other LightGBM training processes\n    #        coordinate with each other)\n    futures_classifiers = [\n        client.submit(\n            _train_part,\n            model_factory=model_factory,\n            params={**params, \"num_threads\": worker_ncores[worker]},\n            list_of_parts=list_of_parts,\n            machines=machines,\n            local_listen_port=worker_address_to_port[worker],\n            num_machines=num_machines,\n            time_out=params.get(\"time_out\", 120),\n            remote_socket=worker_to_socket_future.get(worker, None),\n            return_model=(worker == master_worker),\n            workers=[worker],\n            allow_other_workers=False,\n            pure=False,\n            **kwargs,\n        )\n        for worker, list_of_parts in worker_map.items()\n    ]\n\n    results = client.gather(futures_classifiers)\n    results = [v for v in results if v]\n    model = results[0]\n\n    # if network parameters were changed during training, remove them from the\n    # returned model so that they're generated dynamically on every run based\n    # on the Dask cluster you're connected to and which workers have pieces of\n    # the training data\n    if not listen_port_in_params:\n        for param in _ConfigAliases.get(\"local_listen_port\"):\n            model._other_params.pop(param, None)\n\n    if not machines_in_params:\n        for param in _ConfigAliases.get(\"machines\"):\n            model._other_params.pop(param, None)\n\n    for param in _ConfigAliases.get(\"num_machines\", \"timeout\"):\n        model._other_params.pop(param, None)\n\n    return model\n\n\ndef _predict_part(\n    part: _DaskPart,\n    *,\n    model: LGBMModel,\n    raw_score: bool,\n    pred_proba: bool,\n    pred_leaf: bool,\n    pred_contrib: bool,\n    **kwargs: Any,\n) -> _DaskPart:\n    result: _DaskPart\n    if part.shape[0] == 0:\n        result = np.array([])\n    elif pred_proba:\n        result = model.predict_proba(\n            part,\n            raw_score=raw_score,\n            pred_leaf=pred_leaf,\n            pred_contrib=pred_contrib,\n            **kwargs,\n        )\n    else:\n        result = model.predict(\n            part,\n            raw_score=raw_score,\n            pred_leaf=pred_leaf,\n            pred_contrib=pred_contrib,\n            **kwargs,\n        )\n\n    # dask.DataFrame.map_partitions() expects each call to return a pandas DataFrame or Series\n    if isinstance(part, pd_DataFrame):\n        # assert that 'result' is an array, only necessary because predict(..., pred_contrib=True) on\n        # sparse matrices returns a list.\n        #\n        # This can be removed when https://github.com/lightgbm-org/LightGBM/pull/6348 is resolved.\n        error_msg = (\n            f\"predict(X) for lightgbm.dask estimators should always return an array, not '{type(result)}', when X is a pandas Dataframe. \"\n            \"If you're seeing this message, it's a bug in lightgbm. Please report it at https://github.com/lightgbm-org/LightGBM/issues.\"\n        )\n        assert hasattr(result, \"shape\"), error_msg\n        if len(result.shape) == 2:\n            result = pd_DataFrame(result, index=part.index)\n        else:\n            result = pd_Series(result, index=part.index, name=\"predictions\")\n\n    return result\n\n\ndef _predict(\n    *,\n    model: LGBMModel,\n    data: _DaskMatrixLike,\n    client: Client,\n    raw_score: bool = False,\n    pred_proba: bool = False,\n    pred_leaf: bool = False,\n    pred_contrib: bool = False,\n    **kwargs: Any,\n) -> Union[dask_Array, List[dask_Array]]:\n    \"\"\"Inner predict routine.\n\n    Parameters\n    ----------\n    model : lightgbm.LGBMClassifier, lightgbm.LGBMRegressor, or lightgbm.LGBMRanker class\n        Fitted underlying model.\n    data : Dask Array or Dask DataFrame of shape = [n_samples, n_features]\n        Input feature matrix.\n    raw_score : bool, optional (default=False)\n        Whether to predict raw scores.\n    pred_proba : bool, optional (default=False)\n        Should method return results of ``predict_proba`` (``pred_proba=True``) or ``predict`` (``pred_proba=False``).\n    pred_leaf : bool, optional (default=False)\n        Whether to predict leaf index.\n    pred_contrib : bool, optional (default=False)\n        Whether to predict feature contributions.\n    **kwargs\n        Other parameters passed to ``predict`` or ``predict_proba`` method.\n\n    Returns\n    -------\n    predicted_result : Dask Array of shape = [n_samples] or shape = [n_samples, n_classes]\n        The predicted values.\n    X_leaves : Dask Array of shape = [n_samples, n_trees] or shape = [n_samples, n_trees * n_classes]\n        If ``pred_leaf=True``, the predicted leaf of every tree for each sample.\n    X_SHAP_values : Dask Array of shape = [n_samples, n_features + 1] or shape = [n_samples, (n_features + 1) * n_classes] or (if multi-class and using sparse inputs) a list of ``n_classes`` Dask Arrays of shape = [n_samples, n_features + 1]\n        If ``pred_contrib=True``, the feature contributions for each sample.\n    \"\"\"\n    if not all((DASK_INSTALLED, PANDAS_INSTALLED, SKLEARN_INSTALLED)):\n        raise LightGBMError(\"dask, pandas and scikit-learn are required for lightgbm.dask\")\n    if isinstance(data, dask_DataFrame):\n        return data.map_partitions(\n            _predict_part,\n            model=model,\n            raw_score=raw_score,\n            pred_proba=pred_proba,\n            pred_leaf=pred_leaf,\n            pred_contrib=pred_contrib,\n            **kwargs,\n        ).values\n    elif isinstance(data, dask_Array):\n        # for multi-class classification with sparse matrices, pred_contrib predictions\n        # are returned as a list of sparse matrices (one per class)\n        num_classes = model._n_classes\n\n        if num_classes > 2 and pred_contrib and isinstance(data._meta, ss.spmatrix):\n            predict_function = partial(\n                _predict_part,\n                model=model,\n                raw_score=False,\n                pred_proba=pred_proba,\n                pred_leaf=False,\n                pred_contrib=True,\n                **kwargs,\n            )\n\n            delayed_chunks = data.to_delayed()\n            bag = dask_bag_from_delayed(delayed_chunks[:, 0])\n\n            @delayed\n            def _extract(items: List[Any], i: int) -> Any:\n                return items[i]\n\n            preds = bag.map_partitions(predict_function)\n\n            # pred_contrib output will have one column per feature,\n            # plus one more for the base value\n            num_cols = model.n_features_ + 1\n\n            nrows_per_chunk = data.chunks[0]\n            out: List[List[dask_Array]] = [[] for _ in range(num_classes)]\n\n            # need to tell Dask the expected type and shape of individual preds\n            pred_meta = data._meta\n\n            for j, partition in enumerate(preds.to_delayed()):\n                for i in range(num_classes):\n                    part = dask_array_from_delayed(\n                        value=_extract(partition, i),\n                        shape=(nrows_per_chunk[j], num_cols),\n                        meta=pred_meta,\n                    )\n                    out[i].append(part)\n\n            # by default, dask.array.concatenate() concatenates sparse arrays into a COO matrix\n            # the code below is used instead to ensure that the sparse type is preserved during concatenation\n            if isinstance(pred_meta, ss.csr_matrix):\n                concat_fn = partial(ss.vstack, format=\"csr\")\n            elif isinstance(pred_meta, ss.csc_matrix):\n                concat_fn = partial(ss.vstack, format=\"csc\")\n            else:\n                concat_fn = ss.vstack\n\n            # At this point, `out` is a list of lists of delayeds (each of which points to a matrix).\n            # Concatenate them to return a list of Dask Arrays.\n            out_arrays: List[dask_Array] = []\n            for i in range(num_classes):\n                out_arrays.append(\n                    dask_array_from_delayed(\n                        value=delayed(concat_fn)(out[i]),\n                        shape=(data.shape[0], num_cols),\n                        meta=pred_meta,\n                    )\n                )\n\n            return out_arrays\n\n        data_row = client.compute(data[[0]]).result()\n        predict_fn = partial(\n            _predict_part,\n            model=model,\n            raw_score=raw_score,\n            pred_proba=pred_proba,\n            pred_leaf=pred_leaf,\n            pred_contrib=pred_contrib,\n            **kwargs,\n        )\n        pred_row = predict_fn(data_row)  # type: ignore[misc]\n        chunks: Tuple[int, ...] = (data.chunks[0],)\n        map_blocks_kwargs = {}\n        if len(pred_row.shape) > 1:\n            chunks += (pred_row.shape[1],)\n        else:\n            map_blocks_kwargs[\"drop_axis\"] = 1\n        return data.map_blocks(\n            predict_fn,\n            chunks=chunks,\n            meta=pred_row,\n            **map_blocks_kwargs,\n        )\n    else:\n        raise TypeError(f\"Data must be either Dask Array or Dask DataFrame. Got {type(data).__name__}.\")\n\n\nclass _DaskLGBMModel:\n    @property\n    def client_(self) -> Client:\n        \"\"\":obj:`dask.distributed.Client`: Dask client.\n\n        This property can be passed in the constructor or updated\n        with ``model.set_params(client=client)``.\n        \"\"\"\n        if not getattr(self, \"fitted_\", False):\n            raise LGBMNotFittedError(\"Cannot access property client_ before calling fit().\")\n\n        return _get_dask_client(client=self.client)\n\n    def _lgb_dask_getstate(self) -> Dict[Any, Any]:\n        \"\"\"Remove un-picklable attributes before serialization.\"\"\"\n        client = self.__dict__.pop(\"client\", None)\n        self._other_params.pop(\"client\", None)  # type: ignore[attr-defined]\n        out = deepcopy(self.__dict__)\n        out.update({\"client\": None})\n        self.client = client\n        return out\n\n    def _lgb_dask_fit(\n        self,\n        *,\n        model_factory: Type[LGBMModel],\n        X: _DaskMatrixLike,\n        y: _DaskCollection,\n        sample_weight: Optional[_DaskVectorLike] = None,\n        init_score: Optional[_DaskCollection] = None,\n        group: Optional[_DaskVectorLike] = None,\n        eval_set: Optional[List[Tuple[_DaskMatrixLike, _DaskCollection]]] = None,\n        eval_names: Optional[List[str]] = None,\n        eval_X: Optional[Union[_DaskMatrixLike, Tuple[_DaskMatrixLike]]] = None,\n        eval_y: Optional[Union[_DaskCollection, Tuple[_DaskCollection]]] = None,\n        eval_sample_weight: Optional[List[_DaskVectorLike]] = None,\n        eval_class_weight: Optional[List[Union[dict, str]]] = None,\n        eval_init_score: Optional[List[_DaskCollection]] = None,\n        eval_group: Optional[List[_DaskVectorLike]] = None,\n        eval_metric: Optional[_LGBM_ScikitEvalMetricType] = None,\n        eval_at: Optional[Union[List[int], Tuple[int, ...]]] = None,\n        **kwargs: Any,\n    ) -> \"_DaskLGBMModel\":\n        if not DASK_INSTALLED:\n            raise LightGBMError(\"dask is required for lightgbm.dask\")\n        if not all((DASK_INSTALLED, PANDAS_INSTALLED, SKLEARN_INSTALLED)):\n            raise LightGBMError(\"dask, pandas and scikit-learn are required for lightgbm.dask\")\n\n        params = self.get_params(True)  # type: ignore[attr-defined]\n        params.pop(\"client\", None)\n\n        model = _train(\n            client=_get_dask_client(self.client),\n            data=X,\n            label=y,\n            params=params,\n            model_factory=model_factory,\n            sample_weight=sample_weight,\n            init_score=init_score,\n            group=group,\n            eval_set=eval_set,\n            eval_names=eval_names,\n            eval_X=eval_X,\n            eval_y=eval_y,\n            eval_sample_weight=eval_sample_weight,\n            eval_class_weight=eval_class_weight,\n            eval_init_score=eval_init_score,\n            eval_group=eval_group,\n            eval_metric=eval_metric,\n            eval_at=eval_at,\n            **kwargs,\n        )\n\n        self.set_params(**model.get_params())  # type: ignore[attr-defined]\n        self._lgb_dask_copy_extra_params(source=model, dest=self)  # type: ignore[attr-defined]\n\n        return self\n\n    def _lgb_dask_to_local(self, model_factory: Type[LGBMModel]) -> LGBMModel:\n        params = self.get_params()  # type: ignore[attr-defined]\n        params.pop(\"client\", None)\n        model = model_factory(**params)\n        self._lgb_dask_copy_extra_params(source=self, dest=model)\n        model._other_params.pop(\"client\", None)\n        return model\n\n    @staticmethod\n    def _lgb_dask_copy_extra_params(\n        *,\n        source: Union[\"_DaskLGBMModel\", LGBMModel],\n        dest: Union[\"_DaskLGBMModel\", LGBMModel],\n    ) -> None:\n        params = source.get_params()  # type: ignore[union-attr]\n        attributes = source.__dict__\n        extra_param_names = set(attributes.keys()).difference(params.keys())\n        for name in extra_param_names:\n            setattr(dest, name, attributes[name])\n\n\nclass DaskLGBMClassifier(LGBMClassifier, _DaskLGBMModel):\n    \"\"\"Distributed version of lightgbm.LGBMClassifier.\"\"\"\n\n    def __init__(\n        self,\n        *,\n        boosting_type: str = \"gbdt\",\n        num_leaves: int = 31,\n        max_depth: int = -1,\n        learning_rate: float = 0.1,\n        n_estimators: int = 100,\n        subsample_for_bin: int = 200000,\n        objective: Optional[Union[str, _LGBM_ScikitCustomObjectiveFunction]] = None,\n        class_weight: Optional[Union[dict, str]] = None,\n        min_split_gain: float = 0.0,\n        min_child_weight: float = 1e-3,\n        min_child_samples: int = 20,\n        subsample: float = 1.0,\n        subsample_freq: int = 0,\n        colsample_bytree: float = 1.0,\n        reg_alpha: float = 0.0,\n        reg_lambda: float = 0.0,\n        random_state: Optional[Union[int, np.random.RandomState, \"np.random.Generator\"]] = None,\n        n_jobs: Optional[int] = None,\n        importance_type: str = \"split\",\n        client: Optional[Client] = None,\n        **kwargs: Any,\n    ):\n        \"\"\"Docstring is inherited from the lightgbm.LGBMClassifier.__init__.\"\"\"\n        self.client = client\n        super().__init__(\n            boosting_type=boosting_type,\n            num_leaves=num_leaves,\n            max_depth=max_depth,\n            learning_rate=learning_rate,\n            n_estimators=n_estimators,\n            subsample_for_bin=subsample_for_bin,\n            objective=objective,\n            class_weight=class_weight,\n            min_split_gain=min_split_gain,\n            min_child_weight=min_child_weight,\n            min_child_samples=min_child_samples,\n            subsample=subsample,\n            subsample_freq=subsample_freq,\n            colsample_bytree=colsample_bytree,\n            reg_alpha=reg_alpha,\n            reg_lambda=reg_lambda,\n            random_state=random_state,\n            n_jobs=n_jobs,\n            importance_type=importance_type,\n            **kwargs,\n        )\n\n    _base_doc = LGBMClassifier.__init__.__doc__\n    _before_kwargs, _kwargs, _after_kwargs = _base_doc.partition(\"**kwargs\")  # type: ignore\n    __init__.__doc__ = f\"\"\"\n        {_before_kwargs}client : dask.distributed.Client or None, optional (default=None)\n        {\" \":4}Dask client. If ``None``, ``distributed.default_client()`` will be used at runtime. The Dask client used by this class will not be saved if the model object is pickled.\n        {_kwargs}{_after_kwargs}\n        \"\"\"\n\n    def __getstate__(self) -> Dict[Any, Any]:\n        return self._lgb_dask_getstate()\n\n    def fit(  # type: ignore[override]\n        self,\n        X: _DaskMatrixLike,\n        y: _DaskCollection,\n        sample_weight: Optional[_DaskVectorLike] = None,\n        init_score: Optional[_DaskCollection] = None,\n        eval_set: Optional[List[Tuple[_DaskMatrixLike, _DaskCollection]]] = None,\n        eval_names: Optional[List[str]] = None,\n        eval_sample_weight: Optional[List[_DaskVectorLike]] = None,\n        eval_class_weight: Optional[List[Union[dict, str]]] = None,\n        eval_init_score: Optional[List[_DaskCollection]] = None,\n        eval_metric: Optional[_LGBM_ScikitEvalMetricType] = None,\n        *,\n        eval_X: Optional[Union[_DaskMatrixLike, Tuple[_DaskMatrixLike]]] = None,\n        eval_y: Optional[Union[_DaskCollection, Tuple[_DaskCollection]]] = None,\n        **kwargs: Any,\n    ) -> \"DaskLGBMClassifier\":\n        \"\"\"Docstring is inherited from the lightgbm.LGBMClassifier.fit.\"\"\"\n        self._lgb_dask_fit(\n            model_factory=LGBMClassifier,\n            X=X,\n            y=y,\n            sample_weight=sample_weight,\n            init_score=init_score,\n            eval_set=eval_set,\n            eval_names=eval_names,\n            eval_X=eval_X,\n            eval_y=eval_y,\n            eval_sample_weight=eval_sample_weight,\n            eval_class_weight=eval_class_weight,\n            eval_init_score=eval_init_score,\n            eval_metric=eval_metric,\n            **kwargs,\n        )\n        return self\n\n    _base_doc = _lgbmmodel_doc_fit.format(\n        X_shape=\"Dask Array or Dask DataFrame of shape = [n_samples, n_features]\",\n        y_shape=\"Dask Array, Dask DataFrame or Dask Series of shape = [n_samples]\",\n        sample_weight_shape=\"Dask Array or Dask Series of shape = [n_samples] or None, optional (default=None)\",\n        init_score_shape=\"Dask Array or Dask Series of shape = [n_samples] or shape = [n_samples * n_classes] (for multi-class task), or Dask Array or Dask DataFrame of shape = [n_samples, n_classes] (for multi-class task), or None, optional (default=None)\",\n        group_shape=\"Dask Array or Dask Series or None, optional (default=None)\",\n        eval_sample_weight_shape=\"list of Dask Array or Dask Series, or None, optional (default=None)\",\n        eval_init_score_shape=\"list of Dask Array, Dask Series or Dask DataFrame (for multi-class task), or None, optional (default=None)\",\n        eval_group_shape=\"list of Dask Array or Dask Series, or None, optional (default=None)\",\n    )\n\n    # DaskLGBMClassifier does not support group, eval_group.\n    _base_doc = _base_doc[: _base_doc.find(\"group :\")] + _base_doc[_base_doc.find(\"eval_set :\") :]\n\n    _base_doc = _base_doc[: _base_doc.find(\"eval_group :\")] + _base_doc[_base_doc.find(\"eval_metric :\") :]\n\n    # DaskLGBMClassifier support for callbacks and init_model is not tested\n    fit.__doc__ = f\"\"\"{_base_doc[: _base_doc.find(\"callbacks :\")]}**kwargs\n        Other parameters passed through to ``LGBMClassifier.fit()``.\n\n    Returns\n    -------\n    self : lightgbm.DaskLGBMClassifier\n        Returns self.\n\n    {_lgbmmodel_doc_custom_eval_note}\n        \"\"\"\n\n    def predict(\n        self,\n        X: _DaskMatrixLike,  # type: ignore[override]\n        raw_score: bool = False,\n        start_iteration: int = 0,\n        num_iteration: Optional[int] = None,\n        pred_leaf: bool = False,\n        pred_contrib: bool = False,\n        validate_features: bool = False,\n        **kwargs: Any,\n    ) -> dask_Array:\n        \"\"\"Docstring is inherited from the lightgbm.LGBMClassifier.predict.\"\"\"\n        return _predict(\n            model=self.to_local(),\n            data=X,\n            client=_get_dask_client(self.client),\n            raw_score=raw_score,\n            start_iteration=start_iteration,\n            num_iteration=num_iteration,\n            pred_leaf=pred_leaf,\n            pred_contrib=pred_contrib,\n            validate_features=validate_features,\n            **kwargs,\n        )\n\n    predict.__doc__ = _lgbmmodel_doc_predict.format(\n        description=\"Return the predicted value for each sample.\",\n        X_shape=\"Dask Array or Dask DataFrame of shape = [n_samples, n_features]\",\n        output_name=\"predicted_result\",\n        predicted_result_shape=\"Dask Array of shape = [n_samples] or shape = [n_samples, n_classes]\",\n        X_leaves_shape=\"Dask Array of shape = [n_samples, n_trees] or shape = [n_samples, n_trees * n_classes]\",\n        X_SHAP_values_shape=\"Dask Array of shape = [n_samples, n_features + 1] or shape = [n_samples, (n_features + 1) * n_classes] or (if multi-class and using sparse inputs) a list of ``n_classes`` Dask Arrays of shape = [n_samples, n_features + 1]\",\n    )\n\n    def predict_proba(\n        self,\n        X: _DaskMatrixLike,  # type: ignore[override]\n        raw_score: bool = False,\n        start_iteration: int = 0,\n        num_iteration: Optional[int] = None,\n        pred_leaf: bool = False,\n        pred_contrib: bool = False,\n        validate_features: bool = False,\n        **kwargs: Any,\n    ) -> dask_Array:\n        \"\"\"Docstring is inherited from the lightgbm.LGBMClassifier.predict_proba.\"\"\"\n        return _predict(\n            model=self.to_local(),\n            data=X,\n            pred_proba=True,\n            client=_get_dask_client(self.client),\n            raw_score=raw_score,\n            start_iteration=start_iteration,\n            num_iteration=num_iteration,\n            pred_leaf=pred_leaf,\n            pred_contrib=pred_contrib,\n            validate_features=validate_features,\n            **kwargs,\n        )\n\n    predict_proba.__doc__ = _lgbmmodel_doc_predict.format(\n        description=\"Return the predicted probability for each class for each sample.\",\n        X_shape=\"Dask Array or Dask DataFrame of shape = [n_samples, n_features]\",\n        output_name=\"predicted_probability\",\n        predicted_result_shape=\"Dask Array of shape = [n_samples] or shape = [n_samples, n_classes]\",\n        X_leaves_shape=\"Dask Array of shape = [n_samples, n_trees] or shape = [n_samples, n_trees * n_classes]\",\n        X_SHAP_values_shape=\"Dask Array of shape = [n_samples, n_features + 1] or shape = [n_samples, (n_features + 1) * n_classes] or (if multi-class and using sparse inputs) a list of ``n_classes`` Dask Arrays of shape = [n_samples, n_features + 1]\",\n    )\n\n    def to_local(self) -> LGBMClassifier:\n        \"\"\"Create regular version of lightgbm.LGBMClassifier from the distributed version.\n\n        Returns\n        -------\n        model : lightgbm.LGBMClassifier\n            Local underlying model.\n        \"\"\"\n        return self._lgb_dask_to_local(LGBMClassifier)\n\n\nclass DaskLGBMRegressor(LGBMRegressor, _DaskLGBMModel):\n    \"\"\"Distributed version of lightgbm.LGBMRegressor.\"\"\"\n\n    def __init__(\n        self,\n        *,\n        boosting_type: str = \"gbdt\",\n        num_leaves: int = 31,\n        max_depth: int = -1,\n        learning_rate: float = 0.1,\n        n_estimators: int = 100,\n        subsample_for_bin: int = 200000,\n        objective: Optional[Union[str, _LGBM_ScikitCustomObjectiveFunction]] = None,\n        class_weight: Optional[Union[dict, str]] = None,\n        min_split_gain: float = 0.0,\n        min_child_weight: float = 1e-3,\n        min_child_samples: int = 20,\n        subsample: float = 1.0,\n        subsample_freq: int = 0,\n        colsample_bytree: float = 1.0,\n        reg_alpha: float = 0.0,\n        reg_lambda: float = 0.0,\n        random_state: Optional[Union[int, np.random.RandomState, \"np.random.Generator\"]] = None,\n        n_jobs: Optional[int] = None,\n        importance_type: str = \"split\",\n        client: Optional[Client] = None,\n        **kwargs: Any,\n    ):\n        \"\"\"Docstring is inherited from the lightgbm.LGBMRegressor.__init__.\"\"\"\n        self.client = client\n        super().__init__(\n            boosting_type=boosting_type,\n            num_leaves=num_leaves,\n            max_depth=max_depth,\n            learning_rate=learning_rate,\n            n_estimators=n_estimators,\n            subsample_for_bin=subsample_for_bin,\n            objective=objective,\n            class_weight=class_weight,\n            min_split_gain=min_split_gain,\n            min_child_weight=min_child_weight,\n            min_child_samples=min_child_samples,\n            subsample=subsample,\n            subsample_freq=subsample_freq,\n            colsample_bytree=colsample_bytree,\n            reg_alpha=reg_alpha,\n            reg_lambda=reg_lambda,\n            random_state=random_state,\n            n_jobs=n_jobs,\n            importance_type=importance_type,\n            **kwargs,\n        )\n\n    _base_doc = LGBMRegressor.__init__.__doc__\n    _before_kwargs, _kwargs, _after_kwargs = _base_doc.partition(\"**kwargs\")  # type: ignore\n    __init__.__doc__ = f\"\"\"\n        {_before_kwargs}client : dask.distributed.Client or None, optional (default=None)\n        {\" \":4}Dask client. If ``None``, ``distributed.default_client()`` will be used at runtime. The Dask client used by this class will not be saved if the model object is pickled.\n        {_kwargs}{_after_kwargs}\n        \"\"\"\n\n    def __getstate__(self) -> Dict[Any, Any]:\n        return self._lgb_dask_getstate()\n\n    def fit(  # type: ignore[override]\n        self,\n        X: _DaskMatrixLike,\n        y: _DaskCollection,\n        sample_weight: Optional[_DaskVectorLike] = None,\n        init_score: Optional[_DaskVectorLike] = None,\n        eval_set: Optional[List[Tuple[_DaskMatrixLike, _DaskCollection]]] = None,\n        eval_names: Optional[List[str]] = None,\n        eval_sample_weight: Optional[List[_DaskVectorLike]] = None,\n        eval_init_score: Optional[List[_DaskVectorLike]] = None,\n        eval_metric: Optional[_LGBM_ScikitEvalMetricType] = None,\n        *,\n        eval_X: Optional[Union[_DaskMatrixLike, Tuple[_DaskMatrixLike]]] = None,\n        eval_y: Optional[Union[_DaskCollection, Tuple[_DaskCollection]]] = None,\n        **kwargs: Any,\n    ) -> \"DaskLGBMRegressor\":\n        \"\"\"Docstring is inherited from the lightgbm.LGBMRegressor.fit.\"\"\"\n        self._lgb_dask_fit(\n            model_factory=LGBMRegressor,\n            X=X,\n            y=y,\n            sample_weight=sample_weight,\n            init_score=init_score,\n            eval_set=eval_set,\n            eval_names=eval_names,\n            eval_X=eval_X,\n            eval_y=eval_y,\n            eval_sample_weight=eval_sample_weight,\n            eval_init_score=eval_init_score,\n            eval_metric=eval_metric,\n            **kwargs,\n        )\n        return self\n\n    _base_doc = _lgbmmodel_doc_fit.format(\n        X_shape=\"Dask Array or Dask DataFrame of shape = [n_samples, n_features]\",\n        y_shape=\"Dask Array, Dask DataFrame or Dask Series of shape = [n_samples]\",\n        sample_weight_shape=\"Dask Array or Dask Series of shape = [n_samples] or None, optional (default=None)\",\n        init_score_shape=\"Dask Array or Dask Series of shape = [n_samples] or None, optional (default=None)\",\n        group_shape=\"Dask Array or Dask Series or None, optional (default=None)\",\n        eval_sample_weight_shape=\"list of Dask Array or Dask Series, or None, optional (default=None)\",\n        eval_init_score_shape=\"list of Dask Array or Dask Series, or None, optional (default=None)\",\n        eval_group_shape=\"list of Dask Array or Dask Series, or None, optional (default=None)\",\n    )\n\n    # DaskLGBMRegressor does not support group, eval_class_weight, eval_group.\n    _base_doc = _base_doc[: _base_doc.find(\"group :\")] + _base_doc[_base_doc.find(\"eval_set :\") :]\n\n    _base_doc = _base_doc[: _base_doc.find(\"eval_class_weight :\")] + _base_doc[_base_doc.find(\"eval_init_score :\") :]\n\n    _base_doc = _base_doc[: _base_doc.find(\"eval_group :\")] + _base_doc[_base_doc.find(\"eval_metric :\") :]\n\n    # DaskLGBMRegressor support for callbacks and init_model is not tested\n    fit.__doc__ = f\"\"\"{_base_doc[: _base_doc.find(\"callbacks :\")]}**kwargs\n        Other parameters passed through to ``LGBMRegressor.fit()``.\n\n    Returns\n    -------\n    self : lightgbm.DaskLGBMRegressor\n        Returns self.\n\n    {_lgbmmodel_doc_custom_eval_note}\n        \"\"\"\n\n    def predict(\n        self,\n        X: _DaskMatrixLike,  # type: ignore[override]\n        raw_score: bool = False,\n        start_iteration: int = 0,\n        num_iteration: Optional[int] = None,\n        pred_leaf: bool = False,\n        pred_contrib: bool = False,\n        validate_features: bool = False,\n        **kwargs: Any,\n    ) -> dask_Array:\n        \"\"\"Docstring is inherited from the lightgbm.LGBMRegressor.predict.\"\"\"\n        return _predict(\n            model=self.to_local(),\n            data=X,\n            client=_get_dask_client(self.client),\n            raw_score=raw_score,\n            start_iteration=start_iteration,\n            num_iteration=num_iteration,\n            pred_leaf=pred_leaf,\n            pred_contrib=pred_contrib,\n            validate_features=validate_features,\n            **kwargs,\n        )\n\n    predict.__doc__ = _lgbmmodel_doc_predict.format(\n        description=\"Return the predicted value for each sample.\",\n        X_shape=\"Dask Array or Dask DataFrame of shape = [n_samples, n_features]\",\n        output_name=\"predicted_result\",\n        predicted_result_shape=\"Dask Array of shape = [n_samples]\",\n        X_leaves_shape=\"Dask Array of shape = [n_samples, n_trees]\",\n        X_SHAP_values_shape=\"Dask Array of shape = [n_samples, n_features + 1]\",\n    )\n\n    def to_local(self) -> LGBMRegressor:\n        \"\"\"Create regular version of lightgbm.LGBMRegressor from the distributed version.\n\n        Returns\n        -------\n        model : lightgbm.LGBMRegressor\n            Local underlying model.\n        \"\"\"\n        return self._lgb_dask_to_local(LGBMRegressor)\n\n\nclass DaskLGBMRanker(LGBMRanker, _DaskLGBMModel):\n    \"\"\"Distributed version of lightgbm.LGBMRanker.\"\"\"\n\n    def __init__(\n        self,\n        *,\n        boosting_type: str = \"gbdt\",\n        num_leaves: int = 31,\n        max_depth: int = -1,\n        learning_rate: float = 0.1,\n        n_estimators: int = 100,\n        subsample_for_bin: int = 200000,\n        objective: Optional[Union[str, _LGBM_ScikitCustomObjectiveFunction]] = None,\n        class_weight: Optional[Union[dict, str]] = None,\n        min_split_gain: float = 0.0,\n        min_child_weight: float = 1e-3,\n        min_child_samples: int = 20,\n        subsample: float = 1.0,\n        subsample_freq: int = 0,\n        colsample_bytree: float = 1.0,\n        reg_alpha: float = 0.0,\n        reg_lambda: float = 0.0,\n        random_state: Optional[Union[int, np.random.RandomState, \"np.random.Generator\"]] = None,\n        n_jobs: Optional[int] = None,\n        importance_type: str = \"split\",\n        client: Optional[Client] = None,\n        **kwargs: Any,\n    ):\n        \"\"\"Docstring is inherited from the lightgbm.LGBMRanker.__init__.\"\"\"\n        self.client = client\n        super().__init__(\n            boosting_type=boosting_type,\n            num_leaves=num_leaves,\n            max_depth=max_depth,\n            learning_rate=learning_rate,\n            n_estimators=n_estimators,\n            subsample_for_bin=subsample_for_bin,\n            objective=objective,\n            class_weight=class_weight,\n            min_split_gain=min_split_gain,\n            min_child_weight=min_child_weight,\n            min_child_samples=min_child_samples,\n            subsample=subsample,\n            subsample_freq=subsample_freq,\n            colsample_bytree=colsample_bytree,\n            reg_alpha=reg_alpha,\n            reg_lambda=reg_lambda,\n            random_state=random_state,\n            n_jobs=n_jobs,\n            importance_type=importance_type,\n            **kwargs,\n        )\n\n    _base_doc = LGBMRanker.__init__.__doc__\n    _before_kwargs, _kwargs, _after_kwargs = _base_doc.partition(\"**kwargs\")  # type: ignore\n    __init__.__doc__ = f\"\"\"\n        {_before_kwargs}client : dask.distributed.Client or None, optional (default=None)\n        {\" \":4}Dask client. If ``None``, ``distributed.default_client()`` will be used at runtime. The Dask client used by this class will not be saved if the model object is pickled.\n        {_kwargs}{_after_kwargs}\n        \"\"\"\n\n    def __getstate__(self) -> Dict[Any, Any]:\n        return self._lgb_dask_getstate()\n\n    def fit(  # type: ignore[override]\n        self,\n        X: _DaskMatrixLike,\n        y: _DaskCollection,\n        sample_weight: Optional[_DaskVectorLike] = None,\n        init_score: Optional[_DaskVectorLike] = None,\n        group: Optional[_DaskVectorLike] = None,\n        eval_set: Optional[List[Tuple[_DaskMatrixLike, _DaskCollection]]] = None,\n        eval_names: Optional[List[str]] = None,\n        eval_sample_weight: Optional[List[_DaskVectorLike]] = None,\n        eval_init_score: Optional[List[_DaskVectorLike]] = None,\n        eval_group: Optional[List[_DaskVectorLike]] = None,\n        eval_metric: Optional[_LGBM_ScikitEvalMetricType] = None,\n        eval_at: Union[List[int], Tuple[int, ...]] = (1, 2, 3, 4, 5),\n        *,\n        eval_X: Optional[Union[_DaskMatrixLike, Tuple[_DaskMatrixLike]]] = None,\n        eval_y: Optional[Union[_DaskCollection, Tuple[_DaskCollection]]] = None,\n        **kwargs: Any,\n    ) -> \"DaskLGBMRanker\":\n        \"\"\"Docstring is inherited from the lightgbm.LGBMRanker.fit.\"\"\"\n        self._lgb_dask_fit(\n            model_factory=LGBMRanker,\n            X=X,\n            y=y,\n            sample_weight=sample_weight,\n            init_score=init_score,\n            group=group,\n            eval_set=eval_set,\n            eval_names=eval_names,\n            eval_X=eval_X,\n            eval_y=eval_y,\n            eval_sample_weight=eval_sample_weight,\n            eval_init_score=eval_init_score,\n            eval_group=eval_group,\n            eval_metric=eval_metric,\n            eval_at=eval_at,\n            **kwargs,\n        )\n        return self\n\n    _base_doc = _lgbmmodel_doc_fit.format(\n        X_shape=\"Dask Array or Dask DataFrame of shape = [n_samples, n_features]\",\n        y_shape=\"Dask Array, Dask DataFrame or Dask Series of shape = [n_samples]\",\n        sample_weight_shape=\"Dask Array or Dask Series of shape = [n_samples] or None, optional (default=None)\",\n        init_score_shape=\"Dask Array or Dask Series of shape = [n_samples] or None, optional (default=None)\",\n        group_shape=\"Dask Array or Dask Series or None, optional (default=None)\",\n        eval_sample_weight_shape=\"list of Dask Array or Dask Series, or None, optional (default=None)\",\n        eval_init_score_shape=\"list of Dask Array or Dask Series, or None, optional (default=None)\",\n        eval_group_shape=\"list of Dask Array or Dask Series, or None, optional (default=None)\",\n    )\n\n    # DaskLGBMRanker does not support eval_class_weight or early stopping\n    _base_doc = _base_doc[: _base_doc.find(\"eval_class_weight :\")] + _base_doc[_base_doc.find(\"eval_init_score :\") :]\n\n    _base_doc = (\n        _base_doc[: _base_doc.find(\"feature_name :\")]\n        + \"eval_at : list or tuple of int, optional (default=(1, 2, 3, 4, 5))\\n\"\n        + f\"{' ':8}The evaluation positions of the specified metric.\\n\"\n        + f\"{' ':4}{_base_doc[_base_doc.find('feature_name :') :]}\"\n    )\n\n    # DaskLGBMRanker support for callbacks and init_model is not tested\n    fit.__doc__ = f\"\"\"{_base_doc[: _base_doc.find(\"callbacks :\")]}**kwargs\n        Other parameters passed through to ``LGBMRanker.fit()``.\n\n    Returns\n    -------\n    self : lightgbm.DaskLGBMRanker\n        Returns self.\n\n    {_lgbmmodel_doc_custom_eval_note}\n        \"\"\"\n\n    def predict(\n        self,\n        X: _DaskMatrixLike,  # type: ignore[override]\n        raw_score: bool = False,\n        start_iteration: int = 0,\n        num_iteration: Optional[int] = None,\n        pred_leaf: bool = False,\n        pred_contrib: bool = False,\n        validate_features: bool = False,\n        **kwargs: Any,\n    ) -> dask_Array:\n        \"\"\"Docstring is inherited from the lightgbm.LGBMRanker.predict.\"\"\"\n        return _predict(\n            model=self.to_local(),\n            data=X,\n            client=_get_dask_client(self.client),\n            raw_score=raw_score,\n            start_iteration=start_iteration,\n            num_iteration=num_iteration,\n            pred_leaf=pred_leaf,\n            pred_contrib=pred_contrib,\n            validate_features=validate_features,\n            **kwargs,\n        )\n\n    predict.__doc__ = _lgbmmodel_doc_predict.format(\n        description=\"Return the predicted value for each sample.\",\n        X_shape=\"Dask Array or Dask DataFrame of shape = [n_samples, n_features]\",\n        output_name=\"predicted_result\",\n        predicted_result_shape=\"Dask Array of shape = [n_samples]\",\n        X_leaves_shape=\"Dask Array of shape = [n_samples, n_trees]\",\n        X_SHAP_values_shape=\"Dask Array of shape = [n_samples, n_features + 1]\",\n    )\n\n    def to_local(self) -> LGBMRanker:\n        \"\"\"Create regular version of lightgbm.LGBMRanker from the distributed version.\n\n        Returns\n        -------\n        model : lightgbm.LGBMRanker\n            Local underlying model.\n        \"\"\"\n        return self._lgb_dask_to_local(LGBMRanker)\n"
  },
  {
    "path": "python-package/lightgbm/engine.py",
    "content": "# coding: utf-8\n\"\"\"Library with training routines of LightGBM.\"\"\"\n\nimport copy\nimport json\nfrom collections import OrderedDict, defaultdict\nfrom operator import attrgetter\nfrom pathlib import Path\nfrom typing import Any, Callable, Dict, Iterable, List, Optional, Tuple, Union\n\nimport numpy as np\n\nfrom . import callback\nfrom .basic import (\n    Booster,\n    Dataset,\n    LightGBMError,\n    _choose_param_value,\n    _ConfigAliases,\n    _InnerPredictor,\n    _LGBM_BoosterEvalMethodResultType,\n    _LGBM_BoosterEvalMethodResultWithStandardDeviationType,\n    _LGBM_CustomObjectiveFunction,\n    _LGBM_EvalFunctionResultType,\n    _log_warning,\n)\nfrom .compat import SKLEARN_INSTALLED, _LGBMBaseCrossValidator, _LGBMGroupKFold, _LGBMStratifiedKFold\n\n__all__ = [\n    \"cv\",\n    \"CVBooster\",\n    \"train\",\n]\n\n\n_LGBM_CustomMetricFunction = Union[\n    Callable[\n        [np.ndarray, Dataset],\n        _LGBM_EvalFunctionResultType,\n    ],\n    Callable[\n        [np.ndarray, Dataset],\n        List[_LGBM_EvalFunctionResultType],\n    ],\n]\n\n_LGBM_PreprocFunction = Callable[\n    [Dataset, Dataset, Dict[str, Any]],\n    Tuple[Dataset, Dataset, Dict[str, Any]],\n]\n\n\ndef _choose_num_iterations(*, num_boost_round_kwarg: int, params: Dict[str, Any]) -> Dict[str, Any]:\n    \"\"\"Choose number of boosting rounds.\n\n    In ``train()`` and ``cv()``, there are multiple ways to provide configuration for\n    the number of boosting rounds to perform:\n\n      * the ``num_boost_round`` keyword argument\n      * any of the ``num_iterations`` or its aliases via the ``params`` dictionary\n\n    These should be preferred in the following order (first one found wins):\n\n      1. ``num_iterations`` provided via ``params`` (because it's the main parameter name)\n      2. any other aliases of ``num_iterations`` provided via ``params``\n      3. the ``num_boost_round`` keyword argument\n\n    This function handles that choice, and issuing helpful warnings in the cases where the\n    result might be surprising.\n\n    Returns\n    -------\n    params : dict\n        Parameters, with ``\"num_iterations\"`` set to the preferred value and all other\n        aliases of ``num_iterations`` removed.\n    \"\"\"\n    num_iteration_configs_provided = {\n        alias: params[alias] for alias in _ConfigAliases.get(\"num_iterations\") if alias in params\n    }\n\n    # now that the relevant information has been pulled out of params, it's safe to overwrite it\n    # with the content that should be used for training (i.e. with aliases resolved)\n    params = _choose_param_value(\n        main_param_name=\"num_iterations\",\n        params=params,\n        default_value=num_boost_round_kwarg,\n    )\n\n    # if there were not multiple boosting rounds configurations provided in params,\n    # then by definition they cannot have conflicting values... no need to warn\n    if len(num_iteration_configs_provided) <= 1:\n        return params\n\n    # if all the aliases have the same value, no need to warn\n    if len(set(num_iteration_configs_provided.values())) <= 1:\n        return params\n\n    # if this line is reached, lightgbm should warn\n    value_string = \", \".join(f\"{alias}={val}\" for alias, val in num_iteration_configs_provided.items())\n    _log_warning(\n        f\"Found conflicting values for num_iterations provided via 'params': {value_string}. \"\n        f\"LightGBM will perform up to {params['num_iterations']} boosting rounds. \"\n        \"To be confident in the maximum number of boosting rounds LightGBM will perform and to \"\n        \"suppress this warning, modify 'params' so that only one of those is present.\"\n    )\n    return params\n\n\ndef train(\n    params: Dict[str, Any],\n    train_set: Dataset,\n    num_boost_round: int = 100,\n    valid_sets: Optional[List[Dataset]] = None,\n    valid_names: Optional[List[str]] = None,\n    feval: Optional[Union[_LGBM_CustomMetricFunction, List[_LGBM_CustomMetricFunction]]] = None,\n    init_model: Optional[Union[str, Path, Booster]] = None,\n    keep_training_booster: bool = False,\n    callbacks: Optional[List[Callable]] = None,\n) -> Booster:\n    \"\"\"Perform the training with given parameters.\n\n    Parameters\n    ----------\n    params : dict\n        Parameters for training. Values passed through ``params`` take precedence over those\n        supplied via arguments.\n    train_set : Dataset\n        Data to be trained on.\n    num_boost_round : int, optional (default=100)\n        Number of boosting iterations.\n    valid_sets : list of Dataset, or None, optional (default=None)\n        List of data to be evaluated on during training.\n    valid_names : list of str, or None, optional (default=None)\n        Names of ``valid_sets``.\n    feval : callable, list of callable, or None, optional (default=None)\n        Customized evaluation function.\n        Each evaluation function should accept two parameters: preds, eval_data,\n        and return (eval_name, eval_result, is_higher_better) or list of such tuples.\n\n            preds : numpy 1-D array or numpy 2-D array (for multi-class task)\n                The predicted values.\n                For multi-class task, preds are numpy 2-D array of shape = [n_samples, n_classes].\n                If custom objective function is used, predicted values are returned before any transformation,\n                e.g. they are raw margin instead of probability of positive class for binary task in this case.\n            eval_data : Dataset\n                A ``Dataset`` to evaluate.\n            eval_name : str\n                The name of evaluation function (without whitespaces).\n            eval_result : float\n                The eval result.\n            is_higher_better : bool\n                Is eval result higher better, e.g. AUC is ``is_higher_better``.\n\n        To ignore the default metric corresponding to the used objective,\n        set the ``metric`` parameter to the string ``\"None\"`` in ``params``.\n    init_model : str, pathlib.Path, Booster or None, optional (default=None)\n        Filename of LightGBM model or Booster instance used for continue training.\n    keep_training_booster : bool, optional (default=False)\n        Whether the returned Booster will be used to keep training.\n        If False, the returned value will be converted into _InnerPredictor before returning.\n        This means you won't be able to use ``eval``, ``eval_train`` or ``eval_valid`` methods of the returned Booster.\n        When your model is very large and cause the memory error,\n        you can try to set this param to ``True`` to avoid the model conversion performed during the internal call of ``model_to_string``.\n        You can still use _InnerPredictor as ``init_model`` for future continue training.\n    callbacks : list of callable, or None, optional (default=None)\n        List of callback functions that are applied at each iteration.\n        See Callbacks in Python API for more information.\n\n    Note\n    ----\n    A custom objective function can be provided for the ``objective`` parameter.\n    It should accept two parameters: preds, train_data and return (grad, hess).\n\n        preds : numpy 1-D array or numpy 2-D array (for multi-class task)\n            The predicted values.\n            Predicted values are returned before any transformation,\n            e.g. they are raw margin instead of probability of positive class for binary task.\n        train_data : Dataset\n            The training dataset.\n        grad : numpy 1-D array or numpy 2-D array (for multi-class task)\n            The value of the first order derivative (gradient) of the loss\n            with respect to the elements of preds for each sample point.\n        hess : numpy 1-D array or numpy 2-D array (for multi-class task)\n            The value of the second order derivative (Hessian) of the loss\n            with respect to the elements of preds for each sample point.\n\n    For multi-class task, preds are numpy 2-D array of shape = [n_samples, n_classes],\n    and grad and hess should be returned in the same format.\n\n    Returns\n    -------\n    booster : Booster\n        The trained Booster model.\n    \"\"\"\n    if not isinstance(train_set, Dataset):\n        raise TypeError(f\"train() only accepts Dataset object, train_set has type '{type(train_set).__name__}'.\")\n\n    if isinstance(valid_sets, list):\n        for i, valid_item in enumerate(valid_sets):\n            if not isinstance(valid_item, Dataset):\n                raise TypeError(\n                    \"Every item in valid_sets must be a Dataset object. \"\n                    f\"Item {i} has type '{type(valid_item).__name__}'.\"\n                )\n\n    # create predictor first\n    params = copy.deepcopy(params)\n    params = _choose_param_value(\n        main_param_name=\"objective\",\n        params=params,\n        default_value=None,\n    )\n    fobj: Optional[_LGBM_CustomObjectiveFunction] = None\n    if callable(params[\"objective\"]):\n        fobj = params[\"objective\"]\n        params[\"objective\"] = \"none\"\n\n    params = _choose_num_iterations(num_boost_round_kwarg=num_boost_round, params=params)\n    num_boost_round = params[\"num_iterations\"]\n    if num_boost_round <= 0:\n        raise ValueError(f\"Number of boosting rounds must be greater than 0. Got {num_boost_round}.\")\n\n    # setting early stopping via global params should be possible\n    params = _choose_param_value(\n        main_param_name=\"early_stopping_round\",\n        params=params,\n        default_value=None,\n    )\n    if params[\"early_stopping_round\"] is None:\n        params.pop(\"early_stopping_round\")\n    first_metric_only = params.get(\"first_metric_only\", False)\n\n    predictor: Optional[_InnerPredictor] = None\n    if isinstance(init_model, (str, Path)):\n        predictor = _InnerPredictor.from_model_file(model_file=init_model, pred_parameter=params)\n    elif isinstance(init_model, Booster):\n        predictor = _InnerPredictor.from_booster(booster=init_model, pred_parameter=dict(init_model.params, **params))\n\n    if predictor is not None:\n        init_iteration = predictor.current_iteration()\n    else:\n        init_iteration = 0\n\n    train_set._update_params(params)._set_predictor(predictor)\n\n    is_valid_contain_train = False\n    train_data_name = \"training\"\n    reduced_valid_sets = []\n    name_valid_sets = []\n    if valid_sets is not None:\n        if isinstance(valid_sets, Dataset):\n            valid_sets = [valid_sets]\n        if isinstance(valid_names, str):\n            valid_names = [valid_names]\n        for i, valid_data in enumerate(valid_sets):\n            # reduce cost for prediction training data\n            if valid_data is train_set:\n                is_valid_contain_train = True\n                if valid_names is not None:\n                    train_data_name = valid_names[i]\n                continue\n            reduced_valid_sets.append(valid_data._update_params(params).set_reference(train_set))\n            if valid_names is not None and len(valid_names) > i:\n                name_valid_sets.append(valid_names[i])\n            else:\n                name_valid_sets.append(f\"valid_{i}\")\n    # process callbacks\n    if callbacks is None:\n        callbacks_set = set()\n    else:\n        for i, cb in enumerate(callbacks):\n            cb.__dict__.setdefault(\"order\", i - len(callbacks))\n        callbacks_set = set(callbacks)\n\n    if callback._should_enable_early_stopping(params.get(\"early_stopping_round\", 0)):\n        callbacks_set.add(\n            callback.early_stopping(\n                stopping_rounds=params[\"early_stopping_round\"],  # type: ignore[arg-type]\n                first_metric_only=first_metric_only,\n                min_delta=params.get(\"early_stopping_min_delta\", 0.0),\n                verbose=_choose_param_value(\n                    main_param_name=\"verbosity\",\n                    params=params,\n                    default_value=1,\n                ).pop(\"verbosity\")\n                > 0,\n            )\n        )\n\n    callbacks_before_iter_set = {cb for cb in callbacks_set if getattr(cb, \"before_iteration\", False)}\n    callbacks_after_iter_set = callbacks_set - callbacks_before_iter_set\n    callbacks_before_iter = sorted(callbacks_before_iter_set, key=attrgetter(\"order\"))\n    callbacks_after_iter = sorted(callbacks_after_iter_set, key=attrgetter(\"order\"))\n\n    # construct booster\n    try:\n        booster = Booster(params=params, train_set=train_set)\n        if is_valid_contain_train:\n            booster.set_train_data_name(train_data_name)\n        for valid_set, name_valid_set in zip(reduced_valid_sets, name_valid_sets):\n            booster.add_valid(valid_set, name_valid_set)\n    finally:\n        train_set._reverse_update_params()\n        for valid_set in reduced_valid_sets:\n            valid_set._reverse_update_params()\n    booster.best_iteration = 0\n\n    # start training\n    for i in range(init_iteration, init_iteration + num_boost_round):\n        for cb in callbacks_before_iter:\n            cb(\n                callback.CallbackEnv(\n                    model=booster,\n                    params=params,\n                    iteration=i,\n                    begin_iteration=init_iteration,\n                    end_iteration=init_iteration + num_boost_round,\n                    evaluation_result_list=None,\n                )\n            )\n\n        booster.update(fobj=fobj)\n\n        evaluation_result_list: List[_LGBM_BoosterEvalMethodResultType] = []\n        # check evaluation result.\n        if valid_sets is not None:\n            if is_valid_contain_train:\n                evaluation_result_list.extend(booster.eval_train(feval))\n            evaluation_result_list.extend(booster.eval_valid(feval))\n        try:\n            for cb in callbacks_after_iter:\n                cb(\n                    callback.CallbackEnv(\n                        model=booster,\n                        params=params,\n                        iteration=i,\n                        begin_iteration=init_iteration,\n                        end_iteration=init_iteration + num_boost_round,\n                        evaluation_result_list=evaluation_result_list,\n                    )\n                )\n        except callback.EarlyStopException as earlyStopException:\n            booster.best_iteration = earlyStopException.best_iteration + 1\n            # eval results from cv() have a 5th element with the standard deviation of metrics,\n            # which is not needed for early stopping\n            evaluation_result_list = [item[:4] for item in earlyStopException.best_score]\n            break\n    booster.best_score = defaultdict(OrderedDict)\n    for dataset_name, eval_name, score, _ in evaluation_result_list:\n        booster.best_score[dataset_name][eval_name] = score\n    if not keep_training_booster:\n        booster.model_from_string(booster.model_to_string()).free_dataset()\n    return booster\n\n\nclass CVBooster:\n    \"\"\"CVBooster in LightGBM.\n\n    Auxiliary data structure to hold and redirect all boosters of ``cv()`` function.\n    This class has the same methods as Booster class.\n    All method calls, except for the following methods, are actually performed for underlying Boosters and\n    then all returned results are returned in a list.\n\n    - ``model_from_string()``\n    - ``model_to_string()``\n    - ``save_model()``\n\n    Attributes\n    ----------\n    boosters : list of Booster\n        The list of underlying fitted models.\n    best_iteration : int\n        The best iteration of fitted model.\n    \"\"\"\n\n    def __init__(\n        self,\n        model_file: Optional[Union[str, Path]] = None,\n    ):\n        \"\"\"Initialize the CVBooster.\n\n        Parameters\n        ----------\n        model_file : str, pathlib.Path or None, optional (default=None)\n            Path to the CVBooster model file.\n        \"\"\"\n        self.boosters: List[Booster] = []\n        self.best_iteration = -1\n\n        if model_file is not None:\n            with open(model_file, \"r\") as file:\n                self._from_dict(json.load(file))\n\n    def _from_dict(self, models: Dict[str, Any]) -> None:\n        \"\"\"Load CVBooster from dict.\"\"\"\n        self.best_iteration = models[\"best_iteration\"]\n        self.boosters = []\n        for model_str in models[\"boosters\"]:\n            self.boosters.append(Booster(model_str=model_str))\n\n    def _to_dict(\n        self,\n        *,\n        num_iteration: Optional[int],\n        start_iteration: int,\n        importance_type: str,\n    ) -> Dict[str, Any]:\n        \"\"\"Serialize CVBooster to dict.\"\"\"\n        models_str = []\n        for booster in self.boosters:\n            models_str.append(\n                booster.model_to_string(\n                    num_iteration=num_iteration, start_iteration=start_iteration, importance_type=importance_type\n                )\n            )\n        return {\"boosters\": models_str, \"best_iteration\": self.best_iteration}\n\n    def __getattr__(self, name: str) -> Callable[[Any, Any], List[Any]]:\n        \"\"\"Redirect methods call of CVBooster.\"\"\"\n\n        def handler_function(*args: Any, **kwargs: Any) -> List[Any]:\n            \"\"\"Call methods with each booster, and concatenate their results.\"\"\"\n            ret = []\n            for booster in self.boosters:\n                ret.append(getattr(booster, name)(*args, **kwargs))\n            return ret\n\n        return handler_function\n\n    def __getstate__(self) -> Dict[str, Any]:\n        return vars(self)\n\n    def __setstate__(self, state: Dict[str, Any]) -> None:\n        vars(self).update(state)\n\n    def model_from_string(self, model_str: str) -> \"CVBooster\":\n        \"\"\"Load CVBooster from a string.\n\n        Parameters\n        ----------\n        model_str : str\n            Model will be loaded from this string.\n\n        Returns\n        -------\n        self : CVBooster\n            Loaded CVBooster object.\n        \"\"\"\n        self._from_dict(json.loads(model_str))\n        return self\n\n    def model_to_string(\n        self,\n        num_iteration: Optional[int] = None,\n        start_iteration: int = 0,\n        importance_type: str = \"split\",\n    ) -> str:\n        \"\"\"Save CVBooster to JSON string.\n\n        Parameters\n        ----------\n        num_iteration : int or None, optional (default=None)\n            Index of the iteration that should be saved.\n            If None, if the best iteration exists, it is saved; otherwise, all iterations are saved.\n            If <= 0, all iterations are saved.\n        start_iteration : int, optional (default=0)\n            Start index of the iteration that should be saved.\n        importance_type : str, optional (default=\"split\")\n            What type of feature importance should be saved.\n            If \"split\", result contains numbers of times the feature is used in a model.\n            If \"gain\", result contains total gains of splits which use the feature.\n\n        Returns\n        -------\n        str_repr : str\n            JSON string representation of CVBooster.\n        \"\"\"\n        return json.dumps(\n            self._to_dict(num_iteration=num_iteration, start_iteration=start_iteration, importance_type=importance_type)\n        )\n\n    def save_model(\n        self,\n        filename: Union[str, Path],\n        num_iteration: Optional[int] = None,\n        start_iteration: int = 0,\n        importance_type: str = \"split\",\n    ) -> \"CVBooster\":\n        \"\"\"Save CVBooster to a file as JSON text.\n\n        Parameters\n        ----------\n        filename : str or pathlib.Path\n            Filename to save CVBooster.\n        num_iteration : int or None, optional (default=None)\n            Index of the iteration that should be saved.\n            If None, if the best iteration exists, it is saved; otherwise, all iterations are saved.\n            If <= 0, all iterations are saved.\n        start_iteration : int, optional (default=0)\n            Start index of the iteration that should be saved.\n        importance_type : str, optional (default=\"split\")\n            What type of feature importance should be saved.\n            If \"split\", result contains numbers of times the feature is used in a model.\n            If \"gain\", result contains total gains of splits which use the feature.\n\n        Returns\n        -------\n        self : CVBooster\n            Returns self.\n        \"\"\"\n        with open(filename, \"w\") as file:\n            json.dump(\n                self._to_dict(\n                    num_iteration=num_iteration, start_iteration=start_iteration, importance_type=importance_type\n                ),\n                file,\n            )\n\n        return self\n\n\ndef _make_n_folds(\n    *,\n    full_data: Dataset,\n    folds: Optional[Union[Iterable[Tuple[np.ndarray, np.ndarray]], _LGBMBaseCrossValidator]],\n    nfold: int,\n    params: Dict[str, Any],\n    seed: int,\n    fpreproc: Optional[_LGBM_PreprocFunction],\n    stratified: bool,\n    shuffle: bool,\n    eval_train_metric: bool,\n) -> CVBooster:\n    \"\"\"Make a n-fold list of Booster from random indices.\"\"\"\n    full_data = full_data.construct()\n    num_data = full_data.num_data()\n    if folds is not None:\n        if not hasattr(folds, \"__iter__\") and not hasattr(folds, \"split\"):\n            raise AttributeError(\n                \"folds should be a generator or iterator of (train_idx, test_idx) tuples \"\n                \"or scikit-learn splitter object with split method\"\n            )\n        if hasattr(folds, \"split\"):\n            group_info = full_data.get_group()\n            if group_info is not None:\n                group_info = np.asarray(group_info, dtype=np.int32)\n                flatted_group = np.repeat(range(len(group_info)), repeats=group_info)\n            else:\n                flatted_group = np.zeros(num_data, dtype=np.int32)\n            folds = folds.split(X=np.empty(num_data), y=full_data.get_label(), groups=flatted_group)\n    else:\n        if any(\n            params.get(obj_alias, \"\")\n            in {\"lambdarank\", \"rank_xendcg\", \"xendcg\", \"xe_ndcg\", \"xe_ndcg_mart\", \"xendcg_mart\"}\n            for obj_alias in _ConfigAliases.get(\"objective\")\n        ):\n            if not SKLEARN_INSTALLED:\n                raise LightGBMError(\"scikit-learn is required for ranking cv\")\n            # ranking task, split according to groups\n            group_info = np.asarray(full_data.get_group(), dtype=np.int32)\n            flatted_group = np.repeat(range(len(group_info)), repeats=group_info)\n            group_kfold = _LGBMGroupKFold(n_splits=nfold)\n            folds = group_kfold.split(X=np.empty(num_data), groups=flatted_group)\n        elif stratified:\n            if not SKLEARN_INSTALLED:\n                raise LightGBMError(\"scikit-learn is required for stratified cv\")\n            skf = _LGBMStratifiedKFold(n_splits=nfold, shuffle=shuffle, random_state=seed)\n            folds = skf.split(X=np.empty(num_data), y=full_data.get_label())\n        else:\n            if shuffle:\n                randidx = np.random.RandomState(seed).permutation(num_data)\n            else:\n                randidx = np.arange(num_data)\n            kstep = int(num_data / nfold)\n            test_id = [randidx[i : i + kstep] for i in range(0, num_data, kstep)]\n            train_id = [np.concatenate([test_id[i] for i in range(nfold) if k != i]) for k in range(nfold)]\n            folds = zip(train_id, test_id)\n\n    ret = CVBooster()\n    for train_idx, test_idx in folds:\n        train_set = full_data.subset(sorted(train_idx))\n        valid_set = full_data.subset(sorted(test_idx))\n        # run preprocessing on the data set if needed\n        if fpreproc is not None:\n            train_set, valid_set, tparam = fpreproc(train_set, valid_set, params.copy())\n        else:\n            tparam = params\n        booster_for_fold = Booster(tparam, train_set)\n        if eval_train_metric:\n            booster_for_fold.add_valid(train_set, \"train\")\n        booster_for_fold.add_valid(valid_set, \"valid\")\n        ret.boosters.append(booster_for_fold)\n    return ret\n\n\ndef _agg_cv_result(\n    raw_results: List[List[_LGBM_BoosterEvalMethodResultType]],\n) -> List[_LGBM_BoosterEvalMethodResultWithStandardDeviationType]:\n    \"\"\"Aggregate cross-validation results.\"\"\"\n    # build up 2 maps, of the form:\n    #\n    # OrderedDict{\n    #     (<dataset_name>, <metric_name>): <is_higher_better>\n    # }\n    #\n    # OrderedDict{\n    #     (<dataset_name>, <metric_name>): list[<metric_value>]\n    # }\n    #\n    metric_types: Dict[Tuple[str, str], bool] = OrderedDict()\n    metric_values: Dict[Tuple[str, str], List[float]] = OrderedDict()\n    for one_result in raw_results:\n        for dataset_name, metric_name, metric_value, is_higher_better in one_result:\n            key = (dataset_name, metric_name)\n            metric_types[key] = is_higher_better\n            metric_values.setdefault(key, [])\n            metric_values[key].append(metric_value)\n\n    # turn that into a list of tuples of the form:\n    #\n    # [\n    #     (<dataset_name>, <metric_name>, mean(<values>), <is_higher_better>, std_dev(<values>))\n    # ]\n    return [(k[0], k[1], float(np.mean(v)), metric_types[k], float(np.std(v))) for k, v in metric_values.items()]\n\n\ndef cv(\n    params: Dict[str, Any],\n    train_set: Dataset,\n    num_boost_round: int = 100,\n    folds: Optional[Union[Iterable[Tuple[np.ndarray, np.ndarray]], _LGBMBaseCrossValidator]] = None,\n    nfold: int = 5,\n    stratified: bool = True,\n    shuffle: bool = True,\n    metrics: Optional[Union[str, List[str]]] = None,\n    feval: Optional[Union[_LGBM_CustomMetricFunction, List[_LGBM_CustomMetricFunction]]] = None,\n    init_model: Optional[Union[str, Path, Booster]] = None,\n    fpreproc: Optional[_LGBM_PreprocFunction] = None,\n    seed: int = 0,\n    callbacks: Optional[List[Callable]] = None,\n    eval_train_metric: bool = False,\n    return_cvbooster: bool = False,\n) -> Dict[str, Union[List[float], CVBooster]]:\n    \"\"\"Perform the cross-validation with given parameters.\n\n    Parameters\n    ----------\n    params : dict\n        Parameters for training. Values passed through ``params`` take precedence over those\n        supplied via arguments.\n    train_set : Dataset\n        Data to be trained on.\n    num_boost_round : int, optional (default=100)\n        Number of boosting iterations.\n    folds : generator or iterator of (train_idx, test_idx) tuples, scikit-learn splitter object or None, optional (default=None)\n        If generator or iterator, it should yield the train and test indices for each fold.\n        If object, it should be one of the scikit-learn splitter classes\n        (https://scikit-learn.org/stable/modules/classes.html#splitter-classes)\n        and have ``split`` method.\n        This argument has highest priority over other data split arguments.\n    nfold : int, optional (default=5)\n        Number of folds in CV.\n    stratified : bool, optional (default=True)\n        Whether to perform stratified sampling.\n    shuffle : bool, optional (default=True)\n        Whether to shuffle before splitting data.\n    metrics : str, list of str, or None, optional (default=None)\n        Evaluation metrics to be monitored while CV.\n        If not None, the metric in ``params`` will be overridden.\n    feval : callable, list of callable, or None, optional (default=None)\n        Customized evaluation function.\n        Each evaluation function should accept two parameters: preds, eval_data,\n        and return (eval_name, eval_result, is_higher_better) or list of such tuples.\n\n            preds : numpy 1-D array or numpy 2-D array (for multi-class task)\n                The predicted values.\n                For multi-class task, preds are numpy 2-D array of shape = [n_samples, n_classes].\n                If custom objective function is used, predicted values are returned before any transformation,\n                e.g. they are raw margin instead of probability of positive class for binary task in this case.\n            eval_data : Dataset\n                A ``Dataset`` to evaluate.\n            eval_name : str\n                The name of evaluation function (without whitespace).\n            eval_result : float\n                The eval result.\n            is_higher_better : bool\n                Is eval result higher better, e.g. AUC is ``is_higher_better``.\n\n        To ignore the default metric corresponding to the used objective,\n        set ``metrics`` to the string ``\"None\"``.\n    init_model : str, pathlib.Path, Booster or None, optional (default=None)\n        Filename of LightGBM model or Booster instance used for continue training.\n    fpreproc : callable or None, optional (default=None)\n        Preprocessing function that takes (dtrain, dtest, params)\n        and returns transformed versions of those.\n    seed : int, optional (default=0)\n        Seed used to generate the folds (passed to numpy.random.seed).\n    callbacks : list of callable, or None, optional (default=None)\n        List of callback functions that are applied at each iteration.\n        See Callbacks in Python API for more information.\n    eval_train_metric : bool, optional (default=False)\n        Whether to display the train metric in progress.\n        The score of the metric is calculated again after each training step, so there is some impact on performance.\n    return_cvbooster : bool, optional (default=False)\n        Whether to return Booster models trained on each fold through ``CVBooster``.\n\n    Note\n    ----\n    A custom objective function can be provided for the ``objective`` parameter.\n    It should accept two parameters: preds, train_data and return (grad, hess).\n\n        preds : numpy 1-D array or numpy 2-D array (for multi-class task)\n            The predicted values.\n            Predicted values are returned before any transformation,\n            e.g. they are raw margin instead of probability of positive class for binary task.\n        train_data : Dataset\n            The training dataset.\n        grad : numpy 1-D array or numpy 2-D array (for multi-class task)\n            The value of the first order derivative (gradient) of the loss\n            with respect to the elements of preds for each sample point.\n        hess : numpy 1-D array or numpy 2-D array (for multi-class task)\n            The value of the second order derivative (Hessian) of the loss\n            with respect to the elements of preds for each sample point.\n\n    For multi-class task, preds are numpy 2-D array of shape = [n_samples, n_classes],\n    and grad and hess should be returned in the same format.\n\n    Returns\n    -------\n    eval_results : dict\n        History of evaluation results of each metric.\n        The dictionary has the following format:\n        {'valid metric1-mean': [values], 'valid metric1-stdv': [values],\n        'valid metric2-mean': [values], 'valid metric2-stdv': [values],\n        ...}.\n        If ``return_cvbooster=True``, also returns trained boosters wrapped in a ``CVBooster`` object via ``cvbooster`` key.\n        If ``eval_train_metric=True``, also returns the train metric history.\n        In this case, the dictionary has the following format:\n        {'train metric1-mean': [values], 'valid metric1-mean': [values],\n        'train metric2-mean': [values], 'valid metric2-mean': [values],\n        ...}.\n    \"\"\"\n    if not isinstance(train_set, Dataset):\n        raise TypeError(f\"cv() only accepts Dataset object, train_set has type '{type(train_set).__name__}'.\")\n\n    params = copy.deepcopy(params)\n    params = _choose_param_value(\n        main_param_name=\"objective\",\n        params=params,\n        default_value=None,\n    )\n    fobj: Optional[_LGBM_CustomObjectiveFunction] = None\n    if callable(params[\"objective\"]):\n        fobj = params[\"objective\"]\n        params[\"objective\"] = \"none\"\n\n    params = _choose_num_iterations(num_boost_round_kwarg=num_boost_round, params=params)\n    num_boost_round = params[\"num_iterations\"]\n    if num_boost_round <= 0:\n        raise ValueError(f\"Number of boosting rounds must be greater than 0. Got {num_boost_round}.\")\n\n    # setting early stopping via global params should be possible\n    params = _choose_param_value(\n        main_param_name=\"early_stopping_round\",\n        params=params,\n        default_value=None,\n    )\n    if params[\"early_stopping_round\"] is None:\n        params.pop(\"early_stopping_round\")\n    first_metric_only = params.get(\"first_metric_only\", False)\n\n    if isinstance(init_model, (str, Path)):\n        predictor = _InnerPredictor.from_model_file(\n            model_file=init_model,\n            pred_parameter=params,\n        )\n    elif isinstance(init_model, Booster):\n        predictor = _InnerPredictor.from_booster(\n            booster=init_model,\n            pred_parameter=dict(init_model.params, **params),\n        )\n    else:\n        predictor = None\n\n    if metrics is not None:\n        for metric_alias in _ConfigAliases.get(\"metric\"):\n            params.pop(metric_alias, None)\n        params[\"metric\"] = metrics\n\n    train_set._update_params(params)._set_predictor(predictor)\n\n    results = defaultdict(list)\n    cvbooster = _make_n_folds(\n        full_data=train_set,\n        folds=folds,\n        nfold=nfold,\n        params=params,\n        seed=seed,\n        fpreproc=fpreproc,\n        stratified=stratified,\n        shuffle=shuffle,\n        eval_train_metric=eval_train_metric,\n    )\n\n    # setup callbacks\n    if callbacks is None:\n        callbacks_set = set()\n    else:\n        for i, cb in enumerate(callbacks):\n            cb.__dict__.setdefault(\"order\", i - len(callbacks))\n        callbacks_set = set(callbacks)\n\n    if callback._should_enable_early_stopping(params.get(\"early_stopping_round\", 0)):\n        callbacks_set.add(\n            callback.early_stopping(\n                stopping_rounds=params[\"early_stopping_round\"],  # type: ignore[arg-type]\n                first_metric_only=first_metric_only,\n                min_delta=params.get(\"early_stopping_min_delta\", 0.0),\n                verbose=_choose_param_value(\n                    main_param_name=\"verbosity\",\n                    params=params,\n                    default_value=1,\n                ).pop(\"verbosity\")\n                > 0,\n            )\n        )\n\n    callbacks_before_iter_set = {cb for cb in callbacks_set if getattr(cb, \"before_iteration\", False)}\n    callbacks_after_iter_set = callbacks_set - callbacks_before_iter_set\n    callbacks_before_iter = sorted(callbacks_before_iter_set, key=attrgetter(\"order\"))\n    callbacks_after_iter = sorted(callbacks_after_iter_set, key=attrgetter(\"order\"))\n\n    for i in range(num_boost_round):\n        for cb in callbacks_before_iter:\n            cb(\n                callback.CallbackEnv(\n                    model=cvbooster,\n                    params=params,\n                    iteration=i,\n                    begin_iteration=0,\n                    end_iteration=num_boost_round,\n                    evaluation_result_list=None,\n                )\n            )\n        cvbooster.update(fobj=fobj)  # type: ignore[call-arg]\n        res = _agg_cv_result(cvbooster.eval_valid(feval))  # type: ignore[call-arg]\n        for dataset_name, metric_name, metric_mean, _, metric_std_dev in res:\n            results[f\"{dataset_name} {metric_name}-mean\"].append(metric_mean)\n            results[f\"{dataset_name} {metric_name}-stdv\"].append(metric_std_dev)\n        try:\n            for cb in callbacks_after_iter:\n                cb(\n                    callback.CallbackEnv(\n                        model=cvbooster,\n                        params=params,\n                        iteration=i,\n                        begin_iteration=0,\n                        end_iteration=num_boost_round,\n                        evaluation_result_list=res,\n                    )\n                )\n        except callback.EarlyStopException as earlyStopException:\n            cvbooster.best_iteration = earlyStopException.best_iteration + 1\n            for bst in cvbooster.boosters:\n                bst.best_iteration = cvbooster.best_iteration\n            for k in results:\n                results[k] = results[k][: cvbooster.best_iteration]\n            break\n\n    if return_cvbooster:\n        results[\"cvbooster\"] = cvbooster  # type: ignore[assignment]\n\n    return dict(results)\n"
  },
  {
    "path": "python-package/lightgbm/libpath.py",
    "content": "# coding: utf-8\n\"\"\"Find the path to LightGBM dynamic library files.\"\"\"\n\nimport ctypes\nfrom os import environ\nfrom pathlib import Path\nfrom platform import system\nfrom typing import List\n\n__all__: List[str] = []\n\n\ndef _find_lib_path() -> List[str]:\n    \"\"\"Find the path to LightGBM library files.\n\n    Returns\n    -------\n    lib_path: list of str\n       List of all found library paths to LightGBM.\n    \"\"\"\n    curr_path = Path(__file__).resolve()\n    dll_path = [\n        curr_path.parents[1],\n        curr_path.parents[0] / \"bin\",\n        curr_path.parents[0] / \"lib\",\n    ]\n    if system() in (\"Windows\", \"Microsoft\"):\n        dll_path.append(curr_path.parents[1] / \"Release\")\n        dll_path.append(curr_path.parents[1] / \"windows\" / \"x64\" / \"DLL\")\n        dll_path = [p / \"lib_lightgbm.dll\" for p in dll_path]\n    elif system() == \"Darwin\":\n        dll_path = [p / \"lib_lightgbm.dylib\" for p in dll_path]\n    else:\n        dll_path = [p / \"lib_lightgbm.so\" for p in dll_path]\n    lib_path = [str(p) for p in dll_path if p.is_file()]\n    if not lib_path:\n        dll_path_joined = \"\\n\".join(map(str, dll_path))\n        raise Exception(f\"Cannot find lightgbm library file in following paths:\\n{dll_path_joined}\")\n    return lib_path\n\n\n# we don't need lib_lightgbm while building docs\n_LIB: ctypes.CDLL\nif environ.get(\"LIGHTGBM_BUILD_DOC\", \"False\") == \"True\":\n    from unittest.mock import Mock  # isort: skip\n\n    _LIB = Mock(ctypes.CDLL)  # type: ignore\nelse:\n    _LIB = ctypes.cdll.LoadLibrary(_find_lib_path()[0])\n"
  },
  {
    "path": "python-package/lightgbm/plotting.py",
    "content": "# coding: utf-8\n\"\"\"Plotting library.\"\"\"\n\nimport math\nfrom copy import deepcopy\nfrom io import BytesIO\nfrom typing import TYPE_CHECKING, Any, Dict, List, Optional, Tuple, Union\n\nimport numpy as np\n\nfrom .basic import Booster, _data_from_pandas, _is_zero, _log_warning, _MissingType\nfrom .compat import GRAPHVIZ_INSTALLED, MATPLOTLIB_INSTALLED, pd_DataFrame\nfrom .sklearn import LGBMModel\n\n__all__ = [\n    \"create_tree_digraph\",\n    \"plot_importance\",\n    \"plot_metric\",\n    \"plot_split_value_histogram\",\n    \"plot_tree\",\n]\n\nif TYPE_CHECKING:\n    import matplotlib\n\n\ndef _check_not_tuple_of_2_elements(obj: Any, obj_name: str) -> None:\n    \"\"\"Check object is not tuple or does not have 2 elements.\"\"\"\n    if not isinstance(obj, tuple) or len(obj) != 2:\n        raise TypeError(f\"{obj_name} must be a tuple of 2 elements.\")\n\n\ndef _float2str(value: float, precision: Optional[int]) -> str:\n    return f\"{value:.{precision}f}\" if precision is not None and not isinstance(value, str) else str(value)\n\n\ndef plot_importance(\n    booster: Union[Booster, LGBMModel],\n    ax: \"Optional[matplotlib.axes.Axes]\" = None,\n    height: float = 0.2,\n    xlim: Optional[Tuple[float, float]] = None,\n    ylim: Optional[Tuple[float, float]] = None,\n    title: Optional[str] = \"Feature importance\",\n    xlabel: Optional[str] = \"Feature importance\",\n    ylabel: Optional[str] = \"Features\",\n    importance_type: str = \"auto\",\n    max_num_features: Optional[int] = None,\n    ignore_zero: bool = True,\n    figsize: Optional[Tuple[float, float]] = None,\n    dpi: Optional[int] = None,\n    grid: bool = True,\n    precision: Optional[int] = 3,\n    **kwargs: Any,\n) -> Any:\n    \"\"\"Plot model's feature importances.\n\n    Parameters\n    ----------\n    booster : Booster or LGBMModel\n        Booster or LGBMModel instance which feature importance should be plotted.\n    ax : matplotlib.axes.Axes or None, optional (default=None)\n        Target axes instance.\n        If None, new figure and axes will be created.\n    height : float, optional (default=0.2)\n        Bar height, passed to ``ax.barh()``.\n    xlim : tuple of 2 elements or None, optional (default=None)\n        Tuple passed to ``ax.xlim()``.\n    ylim : tuple of 2 elements or None, optional (default=None)\n        Tuple passed to ``ax.ylim()``.\n    title : str or None, optional (default=\"Feature importance\")\n        Axes title.\n        If None, title is disabled.\n    xlabel : str or None, optional (default=\"Feature importance\")\n        X-axis title label.\n        If None, title is disabled.\n        @importance_type@ placeholder can be used, and it will be replaced with the value of ``importance_type`` parameter.\n    ylabel : str or None, optional (default=\"Features\")\n        Y-axis title label.\n        If None, title is disabled.\n    importance_type : str, optional (default=\"auto\")\n        How the importance is calculated.\n        If \"auto\", if ``booster`` parameter is LGBMModel, ``booster.importance_type`` attribute is used; \"split\" otherwise.\n        If \"split\", result contains numbers of times the feature is used in a model.\n        If \"gain\", result contains total gains of splits which use the feature.\n    max_num_features : int or None, optional (default=None)\n        Max number of top features displayed on plot.\n        If None or <1, all features will be displayed.\n    ignore_zero : bool, optional (default=True)\n        Whether to ignore features with zero importance.\n    figsize : tuple of 2 elements or None, optional (default=None)\n        Figure size.\n    dpi : int or None, optional (default=None)\n        Resolution of the figure.\n    grid : bool, optional (default=True)\n        Whether to add a grid for axes.\n    precision : int or None, optional (default=3)\n        Used to restrict the display of floating point values to a certain precision.\n    **kwargs\n        Other parameters passed to ``ax.barh()``.\n\n    Returns\n    -------\n    ax : matplotlib.axes.Axes\n        The plot with model's feature importances.\n    \"\"\"\n    if MATPLOTLIB_INSTALLED:\n        import matplotlib.pyplot as plt  # noqa: PLC0415\n    else:\n        raise ImportError(\"You must install matplotlib and restart your session to plot importance.\")\n\n    if isinstance(booster, LGBMModel):\n        if importance_type == \"auto\":\n            importance_type = booster.importance_type\n        booster = booster.booster_\n    elif isinstance(booster, Booster):\n        if importance_type == \"auto\":\n            importance_type = \"split\"\n    else:\n        raise TypeError(\"booster must be Booster or LGBMModel.\")\n\n    importance = booster.feature_importance(importance_type=importance_type)\n    feature_name = booster.feature_name()\n\n    if not len(importance):\n        raise ValueError(\"Booster's feature_importance is empty.\")\n\n    tuples = sorted(zip(feature_name, importance), key=lambda x: x[1])\n    if ignore_zero:\n        tuples = [x for x in tuples if x[1] > 0]\n    if max_num_features is not None and max_num_features > 0:\n        tuples = tuples[-max_num_features:]\n    if not tuples:\n        raise ValueError(\n            \"No non-zero feature importances found. The model may have no splits. \"\n            \"Use ignore_zero=False to show all features.\"\n        )\n    labels, values = zip(*tuples)\n\n    if ax is None:\n        if figsize is not None:\n            _check_not_tuple_of_2_elements(figsize, \"figsize\")\n        _, ax = plt.subplots(1, 1, figsize=figsize, dpi=dpi)\n\n    ylocs = np.arange(len(values))\n    ax.barh(ylocs, values, align=\"center\", height=height, **kwargs)\n\n    for x, y in zip(values, ylocs):\n        ax.text(x + 1, float(y), _float2str(x, precision) if importance_type == \"gain\" else x, va=\"center\")\n\n    ax.set_yticks(ylocs)\n    ax.set_yticklabels(labels)\n\n    if xlim is not None:\n        _check_not_tuple_of_2_elements(xlim, \"xlim\")\n    else:\n        xlim = (0, max(values) * 1.1)\n    ax.set_xlim(xlim)\n\n    if ylim is not None:\n        _check_not_tuple_of_2_elements(ylim, \"ylim\")\n    else:\n        ylim = (-1, len(values))\n    ax.set_ylim(ylim)\n\n    if title is not None:\n        ax.set_title(title)\n    if xlabel is not None:\n        xlabel = xlabel.replace(\"@importance_type@\", importance_type)\n        ax.set_xlabel(xlabel)\n    if ylabel is not None:\n        ax.set_ylabel(ylabel)\n    ax.grid(grid)\n    return ax\n\n\ndef plot_split_value_histogram(\n    booster: Union[Booster, LGBMModel],\n    feature: Union[int, str],\n    bins: Union[int, str, None] = None,\n    ax: \"Optional[matplotlib.axes.Axes]\" = None,\n    width_coef: float = 0.8,\n    xlim: Optional[Tuple[float, float]] = None,\n    ylim: Optional[Tuple[float, float]] = None,\n    title: Optional[str] = \"Split value histogram for feature with @index/name@ @feature@\",\n    xlabel: Optional[str] = \"Feature split value\",\n    ylabel: Optional[str] = \"Count\",\n    figsize: Optional[Tuple[float, float]] = None,\n    dpi: Optional[int] = None,\n    grid: bool = True,\n    **kwargs: Any,\n) -> Any:\n    \"\"\"Plot split value histogram for the specified feature of the model.\n\n    Parameters\n    ----------\n    booster : Booster or LGBMModel\n        Booster or LGBMModel instance of which feature split value histogram should be plotted.\n    feature : int or str\n        The feature name or index the histogram is plotted for.\n        If int, interpreted as index.\n        If str, interpreted as name.\n    bins : int, str or None, optional (default=None)\n        The maximum number of bins.\n        If None, the number of bins equals number of unique split values.\n        If str, it should be one from the list of the supported values by ``numpy.histogram()`` function.\n    ax : matplotlib.axes.Axes or None, optional (default=None)\n        Target axes instance.\n        If None, new figure and axes will be created.\n    width_coef : float, optional (default=0.8)\n        Coefficient for histogram bar width.\n    xlim : tuple of 2 elements or None, optional (default=None)\n        Tuple passed to ``ax.xlim()``.\n    ylim : tuple of 2 elements or None, optional (default=None)\n        Tuple passed to ``ax.ylim()``.\n    title : str or None, optional (default=\"Split value histogram for feature with @index/name@ @feature@\")\n        Axes title.\n        If None, title is disabled.\n        @feature@ placeholder can be used, and it will be replaced with the value of ``feature`` parameter.\n        @index/name@ placeholder can be used,\n        and it will be replaced with ``index`` word in case of ``int`` type ``feature`` parameter\n        or ``name`` word in case of ``str`` type ``feature`` parameter.\n    xlabel : str or None, optional (default=\"Feature split value\")\n        X-axis title label.\n        If None, title is disabled.\n    ylabel : str or None, optional (default=\"Count\")\n        Y-axis title label.\n        If None, title is disabled.\n    figsize : tuple of 2 elements or None, optional (default=None)\n        Figure size.\n    dpi : int or None, optional (default=None)\n        Resolution of the figure.\n    grid : bool, optional (default=True)\n        Whether to add a grid for axes.\n    **kwargs\n        Other parameters passed to ``ax.bar()``.\n\n    Returns\n    -------\n    ax : matplotlib.axes.Axes\n        The plot with specified model's feature split value histogram.\n    \"\"\"\n    if MATPLOTLIB_INSTALLED:\n        import matplotlib.pyplot as plt  # noqa: PLC0415\n        from matplotlib.ticker import MaxNLocator  # noqa: PLC0415\n    else:\n        raise ImportError(\"You must install matplotlib and restart your session to plot split value histogram.\")\n\n    if isinstance(booster, LGBMModel):\n        booster = booster.booster_\n    elif not isinstance(booster, Booster):\n        raise TypeError(\"booster must be Booster or LGBMModel.\")\n\n    hist, split_bins = booster.get_split_value_histogram(feature=feature, bins=bins, xgboost_style=False)\n    if np.count_nonzero(hist) == 0:\n        raise ValueError(f\"Cannot plot split value histogram, because feature {feature} was not used in splitting\")\n    width = width_coef * (split_bins[1] - split_bins[0])\n    centred = (split_bins[:-1] + split_bins[1:]) / 2\n\n    if ax is None:\n        if figsize is not None:\n            _check_not_tuple_of_2_elements(figsize, \"figsize\")\n        _, ax = plt.subplots(1, 1, figsize=figsize, dpi=dpi)\n\n    ax.bar(centred, hist, align=\"center\", width=width, **kwargs)\n\n    if xlim is not None:\n        _check_not_tuple_of_2_elements(xlim, \"xlim\")\n    else:\n        range_result = split_bins[-1] - split_bins[0]\n        xlim = (split_bins[0] - range_result * 0.2, split_bins[-1] + range_result * 0.2)\n    ax.set_xlim(xlim)\n\n    ax.yaxis.set_major_locator(MaxNLocator(integer=True))\n    if ylim is not None:\n        _check_not_tuple_of_2_elements(ylim, \"ylim\")\n    else:\n        ylim = (0, max(hist) * 1.1)\n    ax.set_ylim(ylim)\n\n    if title is not None:\n        title = title.replace(\"@feature@\", str(feature))\n        title = title.replace(\"@index/name@\", (\"name\" if isinstance(feature, str) else \"index\"))\n        ax.set_title(title)\n    if xlabel is not None:\n        ax.set_xlabel(xlabel)\n    if ylabel is not None:\n        ax.set_ylabel(ylabel)\n    ax.grid(grid)\n    return ax\n\n\ndef plot_metric(\n    booster: Union[Dict, LGBMModel],\n    metric: Optional[str] = None,\n    dataset_names: Optional[List[str]] = None,\n    ax: \"Optional[matplotlib.axes.Axes]\" = None,\n    xlim: Optional[Tuple[float, float]] = None,\n    ylim: Optional[Tuple[float, float]] = None,\n    title: Optional[str] = \"Metric during training\",\n    xlabel: Optional[str] = \"Iterations\",\n    ylabel: Optional[str] = \"@metric@\",\n    figsize: Optional[Tuple[float, float]] = None,\n    dpi: Optional[int] = None,\n    grid: bool = True,\n) -> Any:\n    \"\"\"Plot one metric during training.\n\n    Parameters\n    ----------\n    booster : dict or LGBMModel\n        Dictionary returned from ``lightgbm.train()`` or LGBMModel instance.\n    metric : str or None, optional (default=None)\n        The metric name to plot.\n        Only one metric supported because different metrics have various scales.\n        If None, first metric picked from dictionary (according to hashcode).\n    dataset_names : list of str, or None, optional (default=None)\n        List of the dataset names which are used to calculate metric to plot.\n        If None, all datasets are used.\n    ax : matplotlib.axes.Axes or None, optional (default=None)\n        Target axes instance.\n        If None, new figure and axes will be created.\n    xlim : tuple of 2 elements or None, optional (default=None)\n        Tuple passed to ``ax.xlim()``.\n    ylim : tuple of 2 elements or None, optional (default=None)\n        Tuple passed to ``ax.ylim()``.\n    title : str or None, optional (default=\"Metric during training\")\n        Axes title.\n        If None, title is disabled.\n    xlabel : str or None, optional (default=\"Iterations\")\n        X-axis title label.\n        If None, title is disabled.\n    ylabel : str or None, optional (default=\"@metric@\")\n        Y-axis title label.\n        If 'auto', metric name is used.\n        If None, title is disabled.\n        @metric@ placeholder can be used, and it will be replaced with metric name.\n    figsize : tuple of 2 elements or None, optional (default=None)\n        Figure size.\n    dpi : int or None, optional (default=None)\n        Resolution of the figure.\n    grid : bool, optional (default=True)\n        Whether to add a grid for axes.\n\n    Returns\n    -------\n    ax : matplotlib.axes.Axes\n        The plot with metric's history over the training.\n    \"\"\"\n    if MATPLOTLIB_INSTALLED:\n        import matplotlib.pyplot as plt  # noqa: PLC0415\n    else:\n        raise ImportError(\"You must install matplotlib and restart your session to plot metric.\")\n\n    if isinstance(booster, LGBMModel):\n        eval_results = deepcopy(booster.evals_result_)\n    elif isinstance(booster, dict):\n        eval_results = deepcopy(booster)\n    elif isinstance(booster, Booster):\n        raise TypeError(\n            \"booster must be dict or LGBMModel. To use plot_metric with Booster type, first record the metrics using record_evaluation callback then pass that to plot_metric as argument `booster`\"\n        )\n    else:\n        raise TypeError(\"booster must be dict or LGBMModel.\")\n\n    num_data = len(eval_results)\n\n    if not num_data:\n        raise ValueError(\"eval results cannot be empty.\")\n\n    if ax is None:\n        if figsize is not None:\n            _check_not_tuple_of_2_elements(figsize, \"figsize\")\n        _, ax = plt.subplots(1, 1, figsize=figsize, dpi=dpi)\n\n    if dataset_names is None:\n        dataset_names_iter = iter(eval_results.keys())\n    elif not isinstance(dataset_names, (list, tuple, set)) or not dataset_names:\n        raise ValueError(\"dataset_names should be iterable and cannot be empty\")\n    else:\n        dataset_names_iter = iter(dataset_names)\n\n    name = next(dataset_names_iter)  # take one as sample\n    metrics_for_one = eval_results[name]\n    num_metric = len(metrics_for_one)\n    if metric is None:\n        if num_metric > 1:\n            _log_warning(\"More than one metric available, picking one to plot.\")\n        metric, results = metrics_for_one.popitem()\n    else:\n        if metric not in metrics_for_one:\n            raise KeyError(\"No given metric in eval results.\")\n        results = metrics_for_one[metric]\n    num_iteration = len(results)\n    max_result = max(results)\n    min_result = min(results)\n    x_ = range(num_iteration)\n    ax.plot(x_, results, label=name)\n\n    for name in dataset_names_iter:\n        metrics_for_one = eval_results[name]\n        results = metrics_for_one[metric]\n        max_result = max(*results, max_result)\n        min_result = min(*results, min_result)\n        ax.plot(x_, results, label=name)\n\n    ax.legend(loc=\"best\")\n\n    if xlim is not None:\n        _check_not_tuple_of_2_elements(xlim, \"xlim\")\n    else:\n        xlim = (0, num_iteration)\n    ax.set_xlim(xlim)\n\n    if ylim is not None:\n        _check_not_tuple_of_2_elements(ylim, \"ylim\")\n    else:\n        range_result = max_result - min_result\n        ylim = (min_result - range_result * 0.2, max_result + range_result * 0.2)\n    ax.set_ylim(ylim)\n\n    if title is not None:\n        ax.set_title(title)\n    if xlabel is not None:\n        ax.set_xlabel(xlabel)\n    if ylabel is not None:\n        ylabel = ylabel.replace(\"@metric@\", metric)\n        ax.set_ylabel(ylabel)\n    ax.grid(grid)\n    return ax\n\n\ndef _determine_direction_for_numeric_split(\n    *,\n    fval: float,\n    threshold: float,\n    missing_type_str: str,\n    default_left: bool,\n) -> str:\n    missing_type = _MissingType(missing_type_str)\n    if math.isnan(fval) and missing_type != _MissingType.NAN:\n        fval = 0.0\n    if (missing_type == _MissingType.ZERO and _is_zero(fval)) or (\n        missing_type == _MissingType.NAN and math.isnan(fval)\n    ):\n        direction = \"left\" if default_left else \"right\"\n    else:\n        direction = \"left\" if fval <= threshold else \"right\"\n    return direction\n\n\ndef _determine_direction_for_categorical_split(fval: float, thresholds: str) -> str:\n    if math.isnan(fval) or int(fval) < 0:\n        return \"right\"\n    int_thresholds = {int(t) for t in thresholds.split(\"||\")}\n    return \"left\" if int(fval) in int_thresholds else \"right\"\n\n\ndef _to_graphviz(\n    *,\n    tree_info: Dict[str, Any],\n    show_info: List[str],\n    feature_names: Union[List[str], None],\n    precision: Optional[int],\n    orientation: str,\n    constraints: Optional[List[int]],\n    example_case: Optional[Union[np.ndarray, pd_DataFrame]],\n    max_category_values: int,\n    **kwargs: Any,\n) -> Any:\n    \"\"\"Convert specified tree to graphviz instance.\n\n    See:\n      - https://graphviz.readthedocs.io/en/stable/api.html#digraph\n    \"\"\"\n    if GRAPHVIZ_INSTALLED:\n        from graphviz import Digraph  # noqa: PLC0415\n    else:\n        raise ImportError(\"You must install graphviz and restart your session to plot tree.\")\n\n    def add(\n        root: Dict[str, Any], total_count: int, parent: Optional[str], decision: Optional[str], highlight: bool\n    ) -> None:\n        \"\"\"Recursively add node or edge.\"\"\"\n        fillcolor = \"white\"\n        style = \"\"\n        tooltip = None\n        if highlight:\n            color = \"blue\"\n            penwidth = \"3\"\n        else:\n            color = \"black\"\n            penwidth = \"1\"\n        if \"split_index\" in root:  # non-leaf\n            shape = \"rectangle\"\n            l_dec = \"yes\"\n            r_dec = \"no\"\n            threshold = root[\"threshold\"]\n            if root[\"decision_type\"] == \"<=\":\n                operator = \"&#8804;\"\n            elif root[\"decision_type\"] == \"==\":\n                operator = \"=\"\n            else:\n                raise ValueError(\"Invalid decision type in tree model.\")\n            name = f\"split{root['split_index']}\"\n            split_feature = root[\"split_feature\"]\n            if feature_names is not None:\n                label = f\"<B>{feature_names[split_feature]}</B> {operator}\"\n            else:\n                label = f\"feature <B>{split_feature}</B> {operator} \"\n            direction = None\n            if example_case is not None:\n                if root[\"decision_type\"] == \"==\":\n                    direction = _determine_direction_for_categorical_split(\n                        fval=example_case[split_feature], thresholds=root[\"threshold\"]\n                    )\n                else:\n                    direction = _determine_direction_for_numeric_split(\n                        fval=example_case[split_feature],\n                        threshold=root[\"threshold\"],\n                        missing_type_str=root[\"missing_type\"],\n                        default_left=root[\"default_left\"],\n                    )\n            if root[\"decision_type\"] == \"==\":\n                category_values = root[\"threshold\"].split(\"||\")\n                if len(category_values) > max_category_values:\n                    tooltip = root[\"threshold\"]\n                    threshold = \"||\".join(category_values[:2]) + \"||...||\" + category_values[-1]\n\n            label += f\"<B>{_float2str(threshold, precision)}</B>\"\n            for info in [\"split_gain\", \"internal_value\", \"internal_weight\", \"internal_count\", \"data_percentage\"]:\n                if info in show_info:\n                    output = info.split(\"_\")[-1]\n                    if info in {\"split_gain\", \"internal_value\", \"internal_weight\"}:\n                        label += f\"<br/>{_float2str(root[info], precision)} {output}\"\n                    elif info == \"internal_count\":\n                        label += f\"<br/>{output}: {root[info]}\"\n                    elif info == \"data_percentage\":\n                        label += f\"<br/>{_float2str(root['internal_count'] / total_count * 100, 2)}% of data\"\n\n            if constraints:\n                if constraints[root[\"split_feature\"]] == 1:\n                    fillcolor = \"#ddffdd\"  # light green\n                if constraints[root[\"split_feature\"]] == -1:\n                    fillcolor = \"#ffdddd\"  # light red\n                style = \"filled\"\n            label = f\"<{label}>\"\n            add(\n                root=root[\"left_child\"],\n                total_count=total_count,\n                parent=name,\n                decision=l_dec,\n                highlight=highlight and direction == \"left\",\n            )\n            add(\n                root=root[\"right_child\"],\n                total_count=total_count,\n                parent=name,\n                decision=r_dec,\n                highlight=highlight and direction == \"right\",\n            )\n        else:  # leaf\n            shape = \"ellipse\"\n            name = f\"leaf{root['leaf_index']}\"\n            label = f\"leaf {root['leaf_index']}: \"\n            label += f\"<B>{_float2str(root['leaf_value'], precision)}</B>\"\n            if \"leaf_weight\" in show_info:\n                label += f\"<br/>{_float2str(root['leaf_weight'], precision)} weight\"\n            if \"leaf_count\" in show_info:\n                label += f\"<br/>count: {root['leaf_count']}\"\n            if \"data_percentage\" in show_info:\n                label += f\"<br/>{_float2str(root['leaf_count'] / total_count * 100, 2)}% of data\"\n            label = f\"<{label}>\"\n        graph.node(\n            name,\n            label=label,\n            shape=shape,\n            style=style,\n            fillcolor=fillcolor,\n            color=color,\n            penwidth=penwidth,\n            tooltip=tooltip,\n        )\n        if parent is not None:\n            graph.edge(parent, name, decision, color=color, penwidth=penwidth)\n\n    graph = Digraph(**kwargs)\n    rankdir = \"LR\" if orientation == \"horizontal\" else \"TB\"\n    graph.attr(\"graph\", nodesep=\"0.05\", ranksep=\"0.3\", rankdir=rankdir)\n    if \"internal_count\" in tree_info[\"tree_structure\"]:\n        add(\n            root=tree_info[\"tree_structure\"],\n            total_count=tree_info[\"tree_structure\"][\"internal_count\"],\n            parent=None,\n            decision=None,\n            highlight=example_case is not None,\n        )\n    else:\n        raise Exception(\"Cannot plot trees with no split\")\n\n    if constraints:\n        # \"#ddffdd\" is light green, \"#ffdddd\" is light red\n        legend = \"\"\"<\n            <TABLE BORDER=\"0\" CELLBORDER=\"1\" CELLSPACING=\"0\" CELLPADDING=\"4\">\n             <TR>\n              <TD COLSPAN=\"2\"><B>Monotone constraints</B></TD>\n             </TR>\n             <TR>\n              <TD>Increasing</TD>\n              <TD BGCOLOR=\"#ddffdd\"></TD>\n             </TR>\n             <TR>\n              <TD>Decreasing</TD>\n              <TD BGCOLOR=\"#ffdddd\"></TD>\n             </TR>\n            </TABLE>\n           >\"\"\"\n        graph.node(\"legend\", label=legend, shape=\"rectangle\", color=\"white\")\n    return graph\n\n\ndef create_tree_digraph(\n    booster: Union[Booster, LGBMModel],\n    tree_index: int = 0,\n    show_info: Optional[List[str]] = None,\n    precision: Optional[int] = 3,\n    orientation: str = \"horizontal\",\n    example_case: Optional[Union[np.ndarray, pd_DataFrame]] = None,\n    max_category_values: int = 10,\n    **kwargs: Any,\n) -> Any:\n    \"\"\"Create a digraph representation of specified tree.\n\n    Each node in the graph represents a node in the tree.\n\n    Non-leaf nodes have labels like ``Column_10 <= 875.9``, which means\n    \"this node splits on the feature named \"Column_10\", with threshold 875.9\".\n\n    Leaf nodes have labels like ``leaf 2: 0.422``, which means \"this node is a\n    leaf node, and the predicted value for records that fall into this node\n    is 0.422\". The number (``2``) is an internal unique identifier and doesn't\n    have any special meaning.\n\n    .. note::\n\n        For more information please visit\n        https://graphviz.readthedocs.io/en/stable/api.html#digraph.\n\n    Parameters\n    ----------\n    booster : Booster or LGBMModel\n        Booster or LGBMModel instance to be converted.\n    tree_index : int, optional (default=0)\n        The index of a target tree to convert.\n    show_info : list of str, or None, optional (default=None)\n        What information should be shown in nodes.\n\n            - ``'split_gain'`` : gain from adding this split to the model\n            - ``'internal_value'`` : raw predicted value that would be produced by this node if it was a leaf node\n            - ``'internal_count'`` : number of records from the training data that fall into this non-leaf node\n            - ``'internal_weight'`` : total weight of all nodes that fall into this non-leaf node\n            - ``'leaf_count'`` : number of records from the training data that fall into this leaf node\n            - ``'leaf_weight'`` : total weight (sum of Hessian) of all observations that fall into this leaf node\n            - ``'data_percentage'`` : percentage of training data that fall into this node\n    precision : int or None, optional (default=3)\n        Used to restrict the display of floating point values to a certain precision.\n    orientation : str, optional (default='horizontal')\n        Orientation of the tree.\n        Can be 'horizontal' or 'vertical'.\n    example_case : numpy 2-D array, pandas DataFrame or None, optional (default=None)\n        Single row with the same structure as the training data.\n        If not None, the plot will highlight the path that sample takes through the tree.\n\n        .. versionadded:: 4.0.0\n\n    max_category_values : int, optional (default=10)\n        The maximum number of category values to display in tree nodes, if the number of thresholds is greater than this value, thresholds will be collapsed and displayed on the label tooltip instead.\n\n        .. warning::\n\n            Consider wrapping the SVG string of the tree graph with ``IPython.display.HTML`` when running on JupyterLab to get the `tooltip <https://graphviz.org/docs/attrs/tooltip>`_ working right.\n\n            Example:\n\n            .. code-block:: python\n\n                from IPython.display import HTML\n\n                graph = lgb.create_tree_digraph(clf, max_category_values=5)\n                HTML(graph._repr_image_svg_xml())\n\n        .. versionadded:: 4.0.0\n\n    **kwargs\n        Other parameters passed to ``Digraph`` constructor.\n        Check https://graphviz.readthedocs.io/en/stable/api.html#digraph for the full list of supported parameters.\n\n    Returns\n    -------\n    graph : graphviz.Digraph\n        The digraph representation of specified tree.\n    \"\"\"\n    if isinstance(booster, LGBMModel):\n        booster = booster.booster_\n    elif not isinstance(booster, Booster):\n        raise TypeError(\"booster must be Booster or LGBMModel.\")\n\n    model = booster.dump_model()\n    tree_infos = model[\"tree_info\"]\n    feature_names = model.get(\"feature_names\", None)\n    monotone_constraints = model.get(\"monotone_constraints\", None)\n\n    if tree_index < len(tree_infos):\n        tree_info = tree_infos[tree_index]\n    else:\n        raise IndexError(\"tree_index is out of range.\")\n\n    if show_info is None:\n        show_info = []\n\n    if example_case is not None:\n        if not isinstance(example_case, (np.ndarray, pd_DataFrame)) or example_case.ndim != 2:\n            raise ValueError(\"example_case must be a numpy 2-D array or a pandas DataFrame\")\n        if example_case.shape[0] != 1:\n            raise ValueError(\"example_case must have a single row.\")\n        if isinstance(example_case, pd_DataFrame):\n            example_case = _data_from_pandas(\n                data=example_case,\n                feature_name=\"auto\",\n                categorical_feature=\"auto\",\n                pandas_categorical=booster.pandas_categorical,\n            )[0]\n        example_case = example_case[0]\n\n    return _to_graphviz(\n        tree_info=tree_info,\n        show_info=show_info,\n        feature_names=feature_names,\n        precision=precision,\n        orientation=orientation,\n        constraints=monotone_constraints,\n        example_case=example_case,\n        max_category_values=max_category_values,\n        **kwargs,\n    )\n\n\ndef plot_tree(\n    booster: Union[Booster, LGBMModel],\n    ax: \"Optional[matplotlib.axes.Axes]\" = None,\n    tree_index: int = 0,\n    figsize: Optional[Tuple[float, float]] = None,\n    dpi: Optional[int] = None,\n    show_info: Optional[List[str]] = None,\n    precision: Optional[int] = 3,\n    orientation: str = \"horizontal\",\n    example_case: Optional[Union[np.ndarray, pd_DataFrame]] = None,\n    **kwargs: Any,\n) -> Any:\n    \"\"\"Plot specified tree.\n\n    Each node in the graph represents a node in the tree.\n\n    Non-leaf nodes have labels like ``Column_10 <= 875.9``, which means\n    \"this node splits on the feature named \"Column_10\", with threshold 875.9\".\n\n    Leaf nodes have labels like ``leaf 2: 0.422``, which means \"this node is a\n    leaf node, and the predicted value for records that fall into this node\n    is 0.422\". The number (``2``) is an internal unique identifier and doesn't\n    have any special meaning.\n\n    .. note::\n\n        It is preferable to use ``create_tree_digraph()`` because of its lossless quality\n        and returned objects can be also rendered and displayed directly inside a Jupyter notebook.\n\n    Parameters\n    ----------\n    booster : Booster or LGBMModel\n        Booster or LGBMModel instance to be plotted.\n    ax : matplotlib.axes.Axes or None, optional (default=None)\n        Target axes instance.\n        If None, new figure and axes will be created.\n    tree_index : int, optional (default=0)\n        The index of a target tree to plot.\n    figsize : tuple of 2 elements or None, optional (default=None)\n        Figure size.\n    dpi : int or None, optional (default=None)\n        Resolution of the figure.\n    show_info : list of str, or None, optional (default=None)\n        What information should be shown in nodes.\n\n            - ``'split_gain'`` : gain from adding this split to the model\n            - ``'internal_value'`` : raw predicted value that would be produced by this node if it was a leaf node\n            - ``'internal_count'`` : number of records from the training data that fall into this non-leaf node\n            - ``'internal_weight'`` : total weight of all nodes that fall into this non-leaf node\n            - ``'leaf_count'`` : number of records from the training data that fall into this leaf node\n            - ``'leaf_weight'`` : total weight (sum of Hessian) of all observations that fall into this leaf node\n            - ``'data_percentage'`` : percentage of training data that fall into this node\n    precision : int or None, optional (default=3)\n        Used to restrict the display of floating point values to a certain precision.\n    orientation : str, optional (default='horizontal')\n        Orientation of the tree.\n        Can be 'horizontal' or 'vertical'.\n    example_case : numpy 2-D array, pandas DataFrame or None, optional (default=None)\n        Single row with the same structure as the training data.\n        If not None, the plot will highlight the path that sample takes through the tree.\n\n        .. versionadded:: 4.0.0\n\n    **kwargs\n        Other parameters passed to ``Digraph`` constructor.\n        Check https://graphviz.readthedocs.io/en/stable/api.html#digraph for the full list of supported parameters.\n\n    Returns\n    -------\n    ax : matplotlib.axes.Axes\n        The plot with single tree.\n    \"\"\"\n    if MATPLOTLIB_INSTALLED:\n        import matplotlib.image  # noqa: PLC0415\n        import matplotlib.pyplot as plt  # noqa: PLC0415\n    else:\n        raise ImportError(\"You must install matplotlib and restart your session to plot tree.\")\n\n    if ax is None:\n        if figsize is not None:\n            _check_not_tuple_of_2_elements(figsize, \"figsize\")\n        _, ax = plt.subplots(1, 1, figsize=figsize, dpi=dpi)\n\n    graph = create_tree_digraph(\n        booster=booster,\n        tree_index=tree_index,\n        show_info=show_info,\n        precision=precision,\n        orientation=orientation,\n        example_case=example_case,\n        **kwargs,\n    )\n\n    s = BytesIO()\n    s.write(graph.pipe(format=\"png\"))\n    s.seek(0)\n    img = matplotlib.image.imread(s)\n\n    ax.imshow(img)\n    ax.axis(\"off\")\n    return ax\n"
  },
  {
    "path": "python-package/lightgbm/py.typed",
    "content": ""
  },
  {
    "path": "python-package/lightgbm/sklearn.py",
    "content": "# coding: utf-8\n\"\"\"Scikit-learn wrapper interface for LightGBM.\"\"\"\n\nimport copy\nimport warnings\nfrom inspect import signature\nfrom pathlib import Path\nfrom typing import TYPE_CHECKING, Any, Callable, Dict, List, Optional, Tuple, Union\n\nimport numpy as np\nimport scipy.sparse\n\nfrom .basic import (\n    _MULTICLASS_OBJECTIVES,\n    Booster,\n    Dataset,\n    LGBMDeprecationWarning,\n    LightGBMError,\n    _choose_param_value,\n    _ConfigAliases,\n    _LGBM_BoosterBestScoreType,\n    _LGBM_CategoricalFeatureConfiguration,\n    _LGBM_EvalFunctionResultType,\n    _LGBM_FeatureNameConfiguration,\n    _LGBM_GroupType,\n    _LGBM_InitScoreType,\n    _LGBM_LabelType,\n    _LGBM_PredictReturnType,\n    _LGBM_WeightType,\n    _log_warning,\n)\nfrom .callback import _EvalResultDict, record_evaluation\nfrom .compat import (\n    SKLEARN_CHECK_SAMPLE_WEIGHT_HAS_ALLOW_ZERO_WEIGHTS_ARG,\n    SKLEARN_INSTALLED,\n    LGBMNotFittedError,\n    _LGBMAssertAllFinite,\n    _LGBMCheckClassificationTargets,\n    _LGBMCheckSampleWeight,\n    _LGBMClassifierBase,\n    _LGBMComputeSampleWeight,\n    _LGBMCpuCount,\n    _LGBMLabelEncoder,\n    _LGBMModelBase,\n    _LGBMRegressorBase,\n    _LGBMValidateData,\n    _sklearn_version,\n    pa_Table,\n    pd_DataFrame,\n)\nfrom .engine import train\n\nif TYPE_CHECKING:\n    from .compat import _sklearn_Tags\n\n\n__all__ = [\n    \"LGBMClassifier\",\n    \"LGBMModel\",\n    \"LGBMRanker\",\n    \"LGBMRegressor\",\n]\n\n_LGBM_ScikitMatrixLike = Union[\n    List[Union[List[float], List[int]]],\n    np.ndarray,\n    pd_DataFrame,\n    pa_Table,\n    scipy.sparse.spmatrix,\n]\n_LGBM_ScikitCustomObjectiveFunction = Union[\n    # f(labels, preds)\n    Callable[\n        [Optional[np.ndarray], np.ndarray],\n        Tuple[np.ndarray, np.ndarray],\n    ],\n    # f(labels, preds, weights)\n    Callable[\n        [Optional[np.ndarray], np.ndarray, Optional[np.ndarray]],\n        Tuple[np.ndarray, np.ndarray],\n    ],\n    # f(labels, preds, weights, group)\n    Callable[\n        [Optional[np.ndarray], np.ndarray, Optional[np.ndarray], Optional[np.ndarray]],\n        Tuple[np.ndarray, np.ndarray],\n    ],\n]\n_LGBM_ScikitCustomEvalFunction = Union[\n    # f(labels, preds)\n    Callable[\n        [Optional[np.ndarray], np.ndarray],\n        _LGBM_EvalFunctionResultType,\n    ],\n    Callable[\n        [Optional[np.ndarray], np.ndarray],\n        List[_LGBM_EvalFunctionResultType],\n    ],\n    # f(labels, preds, weights)\n    Callable[\n        [Optional[np.ndarray], np.ndarray, Optional[np.ndarray]],\n        _LGBM_EvalFunctionResultType,\n    ],\n    Callable[\n        [Optional[np.ndarray], np.ndarray, Optional[np.ndarray]],\n        List[_LGBM_EvalFunctionResultType],\n    ],\n    # f(labels, preds, weights, group)\n    Callable[\n        [Optional[np.ndarray], np.ndarray, Optional[np.ndarray], Optional[np.ndarray]],\n        _LGBM_EvalFunctionResultType,\n    ],\n    Callable[\n        [Optional[np.ndarray], np.ndarray, Optional[np.ndarray], Optional[np.ndarray]],\n        List[_LGBM_EvalFunctionResultType],\n    ],\n]\n_LGBM_ScikitEvalMetricType = Union[\n    str,\n    _LGBM_ScikitCustomEvalFunction,\n    List[Union[str, _LGBM_ScikitCustomEvalFunction]],\n]\n_LGBM_ScikitValidSet = Tuple[_LGBM_ScikitMatrixLike, _LGBM_LabelType]\n\n\ndef _get_group_from_constructed_dataset(dataset: Dataset) -> Optional[np.ndarray]:\n    group = dataset.get_group()\n    error_msg = (\n        \"Estimators in lightgbm.sklearn should only retrieve query groups from a constructed Dataset. \"\n        \"If you're seeing this message, it's a bug in lightgbm. Please report it at https://github.com/lightgbm-org/LightGBM/issues.\"\n    )\n    assert group is None or isinstance(group, np.ndarray), error_msg\n    return group\n\n\ndef _get_label_from_constructed_dataset(dataset: Dataset) -> np.ndarray:\n    label = dataset.get_label()\n    error_msg = (\n        \"Estimators in lightgbm.sklearn should only retrieve labels from a constructed Dataset. \"\n        \"If you're seeing this message, it's a bug in lightgbm. Please report it at https://github.com/lightgbm-org/LightGBM/issues.\"\n    )\n    assert isinstance(label, np.ndarray), error_msg\n    return label\n\n\ndef _get_weight_from_constructed_dataset(dataset: Dataset) -> Optional[np.ndarray]:\n    weight = dataset.get_weight()\n    error_msg = (\n        \"Estimators in lightgbm.sklearn should only retrieve weights from a constructed Dataset. \"\n        \"If you're seeing this message, it's a bug in lightgbm. Please report it at https://github.com/lightgbm-org/LightGBM/issues.\"\n    )\n    assert weight is None or isinstance(weight, np.ndarray), error_msg\n    return weight\n\n\nclass _ObjectiveFunctionWrapper:\n    \"\"\"Proxy class for objective function.\"\"\"\n\n    def __init__(self, func: _LGBM_ScikitCustomObjectiveFunction):\n        \"\"\"Construct a proxy class.\n\n        This class transforms objective function to match objective function with signature ``new_func(preds, dataset)``\n        as expected by ``lightgbm.engine.train``.\n\n        Parameters\n        ----------\n        func : callable\n            Expects a callable with following signatures:\n            ``func(y_true, y_pred)``,\n            ``func(y_true, y_pred, weight)``\n            or ``func(y_true, y_pred, weight, group)``\n            and returns (grad, hess):\n\n                y_true : numpy 1-D array of shape = [n_samples]\n                    The target values.\n                y_pred : numpy 1-D array of shape = [n_samples] or numpy 2-D array of shape = [n_samples, n_classes] (for multi-class task)\n                    The predicted values.\n                    Predicted values are returned before any transformation,\n                    e.g. they are raw margin instead of probability of positive class for binary task.\n                weight : numpy 1-D array of shape = [n_samples]\n                    The weight of samples. Weights should be non-negative.\n                group : numpy 1-D array\n                    Group/query data.\n                    Only used in the learning-to-rank task.\n                    sum(group) = n_samples.\n                    For example, if you have a 100-document dataset with ``group = [10, 20, 40, 10, 10, 10]``, that means that you have 6 groups,\n                    where the first 10 records are in the first group, records 11-30 are in the second group, records 31-70 are in the third group, etc.\n                grad : numpy 1-D array of shape = [n_samples] or numpy 2-D array of shape [n_samples, n_classes] (for multi-class task)\n                    The value of the first order derivative (gradient) of the loss\n                    with respect to the elements of y_pred for each sample point.\n                hess : numpy 1-D array of shape = [n_samples] or numpy 2-D array of shape = [n_samples, n_classes] (for multi-class task)\n                    The value of the second order derivative (Hessian) of the loss\n                    with respect to the elements of y_pred for each sample point.\n\n        .. note::\n\n            For multi-class task, y_pred is a numpy 2-D array of shape = [n_samples, n_classes],\n            and grad and hess should be returned in the same format.\n        \"\"\"\n        self.func = func\n\n    def __call__(\n        self,\n        preds: np.ndarray,\n        dataset: Dataset,\n    ) -> Tuple[np.ndarray, np.ndarray]:\n        \"\"\"Call passed function with appropriate arguments.\n\n        Parameters\n        ----------\n        preds : numpy 1-D array of shape = [n_samples] or numpy 2-D array of shape = [n_samples, n_classes] (for multi-class task)\n            The predicted values.\n        dataset : Dataset\n            The training dataset.\n\n        Returns\n        -------\n        grad : numpy 1-D array of shape = [n_samples] or numpy 2-D array of shape = [n_samples, n_classes] (for multi-class task)\n            The value of the first order derivative (gradient) of the loss\n            with respect to the elements of preds for each sample point.\n        hess : numpy 1-D array of shape = [n_samples] or numpy 2-D array of shape = [n_samples, n_classes] (for multi-class task)\n            The value of the second order derivative (Hessian) of the loss\n            with respect to the elements of preds for each sample point.\n        \"\"\"\n        labels = _get_label_from_constructed_dataset(dataset)\n        argc = len(signature(self.func).parameters)\n        if argc == 2:\n            grad, hess = self.func(labels, preds)  # type: ignore[call-arg]\n            return grad, hess\n\n        weight = _get_weight_from_constructed_dataset(dataset)\n        if argc == 3:\n            grad, hess = self.func(labels, preds, weight)  # type: ignore[call-arg]\n            return grad, hess\n\n        if argc == 4:\n            group = _get_group_from_constructed_dataset(dataset)\n            return self.func(labels, preds, weight, group)  # type: ignore[call-arg]\n\n        raise TypeError(f\"Self-defined objective function should have 2, 3 or 4 arguments, got {argc}\")\n\n\nclass _EvalFunctionWrapper:\n    \"\"\"Proxy class for evaluation function.\"\"\"\n\n    def __init__(self, func: _LGBM_ScikitCustomEvalFunction):\n        \"\"\"Construct a proxy class.\n\n        This class transforms evaluation function to match evaluation function with signature ``new_func(preds, dataset)``\n        as expected by ``lightgbm.engine.train``.\n\n        Parameters\n        ----------\n        func : callable\n            Expects a callable with following signatures:\n            ``func(y_true, y_pred)``,\n            ``func(y_true, y_pred, weight)``\n            or ``func(y_true, y_pred, weight, group)``\n            and returns (eval_name, eval_result, is_higher_better) or\n            list of (eval_name, eval_result, is_higher_better):\n\n                y_true : numpy 1-D array of shape = [n_samples]\n                    The target values.\n                y_pred : numpy 1-D array of shape = [n_samples] or numpy 2-D array shape = [n_samples, n_classes] (for multi-class task)\n                    The predicted values.\n                    In case of custom ``objective``, predicted values are returned before any transformation,\n                    e.g. they are raw margin instead of probability of positive class for binary task in this case.\n                weight : numpy 1-D array of shape = [n_samples]\n                    The weight of samples. Weights should be non-negative.\n                group : numpy 1-D array\n                    Group/query data.\n                    Only used in the learning-to-rank task.\n                    sum(group) = n_samples.\n                    For example, if you have a 100-document dataset with ``group = [10, 20, 40, 10, 10, 10]``, that means that you have 6 groups,\n                    where the first 10 records are in the first group, records 11-30 are in the second group, records 31-70 are in the third group, etc.\n                eval_name : str\n                    The name of evaluation function (without whitespace).\n                eval_result : float\n                    The eval result.\n                is_higher_better : bool\n                    Is eval result higher better, e.g. AUC is ``is_higher_better``.\n        \"\"\"\n        self.func = func\n\n    def __call__(\n        self,\n        preds: np.ndarray,\n        dataset: Dataset,\n    ) -> Union[_LGBM_EvalFunctionResultType, List[_LGBM_EvalFunctionResultType]]:\n        \"\"\"Call passed function with appropriate arguments.\n\n        Parameters\n        ----------\n        preds : numpy 1-D array of shape = [n_samples] or numpy 2-D array of shape = [n_samples, n_classes] (for multi-class task)\n            The predicted values.\n        dataset : Dataset\n            The training dataset.\n\n        Returns\n        -------\n        eval_name : str\n            The name of evaluation function (without whitespace).\n        eval_result : float\n            The eval result.\n        is_higher_better : bool\n            Is eval result higher better, e.g. AUC is ``is_higher_better``.\n        \"\"\"\n        labels = _get_label_from_constructed_dataset(dataset)\n        argc = len(signature(self.func).parameters)\n        if argc == 2:\n            return self.func(labels, preds)  # type: ignore[call-arg]\n\n        weight = _get_weight_from_constructed_dataset(dataset)\n        if argc == 3:\n            return self.func(labels, preds, weight)  # type: ignore[call-arg]\n\n        if argc == 4:\n            group = _get_group_from_constructed_dataset(dataset)\n            return self.func(labels, preds, weight, group)  # type: ignore[call-arg]\n\n        raise TypeError(f\"Self-defined eval function should have 2, 3 or 4 arguments, got {argc}\")\n\n\n# documentation templates for LGBMModel methods are shared between the classes in\n# this module and those in the ``dask`` module\n\n_lgbmmodel_doc_fit = \"\"\"\n    Build a gradient boosting model from the training set (X, y).\n\n    Parameters\n    ----------\n    X : {X_shape}\n        Input feature matrix.\n    y : {y_shape}\n        The target values (class labels in classification, real numbers in regression).\n    sample_weight : {sample_weight_shape}\n        Weights of training data. Weights should be non-negative.\n    init_score : {init_score_shape}\n        Init score of training data.\n    group : {group_shape}\n        Group/query data.\n        Only used in the learning-to-rank task.\n        sum(group) = n_samples.\n        For example, if you have a 100-document dataset with ``group = [10, 20, 40, 10, 10, 10]``, that means that you have 6 groups,\n        where the first 10 records are in the first group, records 11-30 are in the second group, records 31-70 are in the third group, etc.\n    eval_set : list or None, optional (default=None)\n        .. deprecated:: 4.7.0\n            A list of (X, y) tuple pairs to use as validation sets.\n            Use ``eval_X`` and ``eval_y`` instead.\n    eval_names : list of str, or None, optional (default=None)\n        Names of eval_set.\n    eval_sample_weight : {eval_sample_weight_shape}\n        Weights of eval data. Weights should be non-negative.\n    eval_class_weight : list or None, optional (default=None)\n        Class weights of eval data.\n    eval_init_score : {eval_init_score_shape}\n        Init score of eval data.\n    eval_group : {eval_group_shape}\n        Group data of eval data.\n    eval_metric : str, callable, list or None, optional (default=None)\n        If str, it should be a built-in evaluation metric to use.\n        If callable, it should be a custom evaluation metric, see note below for more details.\n        If list, it can be a list of built-in metrics, a list of custom evaluation metrics, or a mix of both.\n        In either case, the ``metric`` from the model parameters will be evaluated and used as well.\n        Default: 'l2' for LGBMRegressor, 'logloss' for LGBMClassifier, 'ndcg' for LGBMRanker.\n    feature_name : list of str, or 'auto', optional (default='auto')\n        Feature names.\n        If 'auto' and data is pandas DataFrame, data columns names are used.\n    categorical_feature : list of str or int, or 'auto', optional (default='auto')\n        Categorical features.\n        If list of int, interpreted as indices.\n        If list of str, interpreted as feature names (need to specify ``feature_name`` as well).\n        If 'auto' and data is pandas DataFrame, pandas unordered categorical columns are used.\n        All values in categorical features will be cast to int32 and thus should be less than int32 max value (2147483647).\n        Large values could be memory consuming. Consider using consecutive integers starting from zero.\n        All negative values in categorical features will be treated as missing values.\n        The output cannot be monotonically constrained with respect to a categorical feature.\n        Floating point numbers in categorical features will be rounded towards 0.\n    callbacks : list of callable, or None, optional (default=None)\n        List of callback functions that are applied at each iteration.\n        See Callbacks in Python API for more information.\n    init_model : str, pathlib.Path, Booster, LGBMModel or None, optional (default=None)\n        Filename of LightGBM model, Booster instance or LGBMModel instance used for continue training.\n    eval_X : {X_shape}, or tuple of such inputs, or None, optional (default=None)\n        Feature matrix or tuple thereof, e.g. ``(X_val0, X_val1)``, to use as validation sets.\n    eval_y : {y_shape}, or tuple of such inputs, or None, optional (default=None)\n        Target values or tuple thereof, e.g. ``(y_val0, y_val1)``, to use as validation sets.\n\n    Returns\n    -------\n    self : LGBMModel\n        Returns self.\n    \"\"\"\n\n_lgbmmodel_doc_custom_eval_note = \"\"\"\n    Note\n    ----\n    Custom eval function expects a callable with following signatures:\n    ``func(y_true, y_pred)``, ``func(y_true, y_pred, weight)`` or\n    ``func(y_true, y_pred, weight, group)``\n    and returns (eval_name, eval_result, is_higher_better) or\n    list of (eval_name, eval_result, is_higher_better):\n\n        y_true : numpy 1-D array of shape = [n_samples]\n            The target values.\n        y_pred : numpy 1-D array of shape = [n_samples] or numpy 2-D array of shape = [n_samples, n_classes] (for multi-class task)\n            The predicted values.\n            In case of custom ``objective``, predicted values are returned before any transformation,\n            e.g. they are raw margin instead of probability of positive class for binary task in this case.\n        weight : numpy 1-D array of shape = [n_samples]\n            The weight of samples. Weights should be non-negative.\n        group : numpy 1-D array\n            Group/query data.\n            Only used in the learning-to-rank task.\n            sum(group) = n_samples.\n            For example, if you have a 100-document dataset with ``group = [10, 20, 40, 10, 10, 10]``, that means that you have 6 groups,\n            where the first 10 records are in the first group, records 11-30 are in the second group, records 31-70 are in the third group, etc.\n        eval_name : str\n            The name of evaluation function (without whitespace).\n        eval_result : float\n            The eval result.\n        is_higher_better : bool\n            Is eval result higher better, e.g. AUC is ``is_higher_better``.\n\"\"\"\n\n_lgbmmodel_doc_predict = \"\"\"\n    {description}\n\n    Parameters\n    ----------\n    X : {X_shape}\n        Input features matrix.\n    raw_score : bool, optional (default=False)\n        Whether to predict raw scores.\n    start_iteration : int, optional (default=0)\n        Start index of the iteration to predict.\n        If <= 0, starts from the first iteration.\n    num_iteration : int or None, optional (default=None)\n        Total number of iterations used in the prediction.\n        If None, if the best iteration exists and start_iteration <= 0, the best iteration is used;\n        otherwise, all iterations from ``start_iteration`` are used (no limits).\n        If <= 0, all iterations from ``start_iteration`` are used (no limits).\n    pred_leaf : bool, optional (default=False)\n        Whether to predict leaf index.\n    pred_contrib : bool, optional (default=False)\n        Whether to predict feature contributions.\n\n        .. note::\n\n            If you want to get more explanations for your model's predictions using SHAP values,\n            like SHAP interaction values,\n            you can install the shap package (https://github.com/slundberg/shap).\n            Note that unlike the shap package, with ``pred_contrib`` we return a matrix with an extra\n            column, where the last column is the expected value.\n\n    validate_features : bool, optional (default=False)\n        If True, ensure that the features used to predict match the ones used to train.\n        Used only if data is pandas DataFrame.\n    **kwargs\n        Other parameters for the prediction.\n\n    Returns\n    -------\n    {output_name} : {predicted_result_shape}\n        The predicted values.\n    X_leaves : {X_leaves_shape}\n        If ``pred_leaf=True``, the predicted leaf of every tree for each sample.\n    X_SHAP_values : {X_SHAP_values_shape}\n        If ``pred_contrib=True``, the feature contributions for each sample.\n    \"\"\"\n\n\ndef _extract_evaluation_meta_data(\n    *,\n    collection: Optional[Union[Dict[Any, Any], List[Any]]],\n    name: str,\n    i: int,\n) -> Optional[Any]:\n    \"\"\"Try to extract the ith element of one of the ``eval_*`` inputs.\"\"\"\n    if collection is None:\n        return None\n    elif isinstance(collection, list):\n        # It's possible, for example, to pass 3 eval sets through `eval_set`,\n        # but only 1 init_score through `eval_init_score`.\n        #\n        # This if-else accounts for that possibility.\n        if len(collection) > i:\n            return collection[i]\n        else:\n            return None\n    elif isinstance(collection, dict):\n        return collection.get(i, None)\n    else:\n        raise TypeError(f\"{name} should be dict or list\")\n\n\ndef _validate_eval_set_Xy(\n    *,\n    eval_set: Optional[List[_LGBM_ScikitValidSet]],\n    eval_X: Optional[Union[_LGBM_ScikitMatrixLike, Tuple[_LGBM_ScikitMatrixLike]]],\n    eval_y: Optional[Union[_LGBM_LabelType, Tuple[_LGBM_LabelType]]],\n) -> Optional[List[_LGBM_ScikitValidSet]]:\n    \"\"\"Validate eval args.\n\n    Returns\n    -------\n    eval_set\n    \"\"\"\n    if eval_set is not None:\n        msg = \"The argument 'eval_set' is deprecated, use 'eval_X' and 'eval_y' instead.\"\n        warnings.warn(msg, category=LGBMDeprecationWarning, stacklevel=2)\n        if eval_X is not None or eval_y is not None:\n            raise ValueError(\"Specify either 'eval_set' or 'eval_X' and 'eval_y', but not both.\")\n        if isinstance(eval_set, tuple):\n            return [eval_set]\n        else:\n            return eval_set\n    if (eval_X is None) != (eval_y is None):\n        raise ValueError(\"You must specify eval_X and eval_y, not just one of them.\")\n    if eval_set is None and eval_X is not None:\n        if isinstance(eval_X, tuple) != isinstance(eval_y, tuple):\n            raise ValueError(\"If eval_X is a tuple, y_val must be a tuple of same length, and vice versa.\")\n        if isinstance(eval_X, tuple) and isinstance(eval_y, tuple):\n            if len(eval_X) != len(eval_y):\n                raise ValueError(\"If eval_X is a tuple, y_val must be a tuple of same length, and vice versa.\")\n        if isinstance(eval_X, tuple) and isinstance(eval_y, tuple):\n            eval_set = list(zip(eval_X, eval_y))\n        else:\n            eval_set = [(eval_X, eval_y)]\n    return eval_set\n\n\nclass LGBMModel(_LGBMModelBase):\n    \"\"\"Implementation of the scikit-learn API for LightGBM.\"\"\"\n\n    def __init__(\n        self,\n        *,\n        boosting_type: str = \"gbdt\",\n        num_leaves: int = 31,\n        max_depth: int = -1,\n        learning_rate: float = 0.1,\n        n_estimators: int = 100,\n        subsample_for_bin: int = 200000,\n        objective: Optional[Union[str, _LGBM_ScikitCustomObjectiveFunction]] = None,\n        class_weight: Optional[Union[Dict, str]] = None,\n        min_split_gain: float = 0.0,\n        min_child_weight: float = 1e-3,\n        min_child_samples: int = 20,\n        subsample: float = 1.0,\n        subsample_freq: int = 0,\n        colsample_bytree: float = 1.0,\n        reg_alpha: float = 0.0,\n        reg_lambda: float = 0.0,\n        random_state: Optional[Union[int, np.random.RandomState, np.random.Generator]] = None,\n        n_jobs: Optional[int] = None,\n        importance_type: str = \"split\",\n        **kwargs: Any,\n    ):\n        r\"\"\"Construct a gradient boosting model.\n\n        Parameters\n        ----------\n        boosting_type : str, optional (default='gbdt')\n            'gbdt', traditional Gradient Boosting Decision Tree.\n            'dart', Dropouts meet Multiple Additive Regression Trees.\n            'rf', Random Forest.\n        num_leaves : int, optional (default=31)\n            Maximum tree leaves for base learners.\n        max_depth : int, optional (default=-1)\n            Maximum tree depth for base learners, <=0 means no limit.\n            If setting this to a positive value, consider also changing ``num_leaves`` to ``<= 2^max_depth``.\n        learning_rate : float, optional (default=0.1)\n            Boosting learning rate.\n            You can use ``callbacks`` parameter of ``fit`` method to shrink/adapt learning rate\n            in training using ``reset_parameter`` callback.\n            Note, that this will ignore the ``learning_rate`` argument in training.\n        n_estimators : int, optional (default=100)\n            Number of boosted trees to fit.\n        subsample_for_bin : int, optional (default=200000)\n            Number of samples for constructing bins.\n        objective : str, callable or None, optional (default=None)\n            Specify the learning task and the corresponding learning objective or\n            a custom objective function to be used (see note below).\n            Default: 'regression' for LGBMRegressor, 'binary' or 'multiclass' for LGBMClassifier, 'lambdarank' for LGBMRanker.\n        class_weight : dict, 'balanced' or None, optional (default=None)\n            Weights associated with classes in the form ``{class_label: weight}``.\n            Use this parameter only for multi-class classification task;\n            for binary classification task you may use ``is_unbalance`` or ``scale_pos_weight`` parameters.\n            Note, that the usage of all these parameters will result in poor estimates of the individual class probabilities.\n            You may want to consider performing probability calibration\n            (https://scikit-learn.org/stable/modules/calibration.html) of your model.\n            The 'balanced' mode uses the values of y to automatically adjust weights\n            inversely proportional to class frequencies in the input data as ``n_samples / (n_classes * np.bincount(y))``.\n            If None, all classes are supposed to have weight one.\n            Note, that these weights will be multiplied with ``sample_weight`` (passed through the ``fit`` method)\n            if ``sample_weight`` is specified.\n        min_split_gain : float, optional (default=0.)\n            Minimum loss reduction required to make a further partition on a leaf node of the tree.\n        min_child_weight : float, optional (default=1e-3)\n            Minimum sum of instance weight (Hessian) needed in a child (leaf).\n        min_child_samples : int, optional (default=20)\n            Minimum number of data needed in a child (leaf).\n        subsample : float, optional (default=1.)\n            Subsample ratio of the training instance.\n        subsample_freq : int, optional (default=0)\n            Frequency of subsample, <=0 means no enable.\n        colsample_bytree : float, optional (default=1.)\n            Subsample ratio of columns when constructing each tree.\n        reg_alpha : float, optional (default=0.)\n            L1 regularization term on weights.\n        reg_lambda : float, optional (default=0.)\n            L2 regularization term on weights.\n        random_state : int, RandomState object or None, optional (default=None)\n            Random number seed.\n            If int, this number is used to seed the C++ code.\n            If RandomState or Generator object (numpy), a random integer is picked based on its state to seed the C++ code.\n            If None, default seeds in C++ code are used.\n        n_jobs : int or None, optional (default=None)\n            Number of parallel threads to use for training (can be changed at prediction time by\n            passing it as an extra keyword argument).\n\n            For better performance, it is recommended to set this to the number of physical cores\n            in the CPU.\n\n            Negative integers are interpreted as following joblib's formula (n_cpus + 1 + n_jobs), just like\n            scikit-learn (so e.g. -1 means using all threads). A value of zero corresponds the default number of\n            threads configured for OpenMP in the system. A value of ``None`` (the default) corresponds\n            to using the number of physical cores in the system (its correct detection requires\n            either the ``joblib`` or the ``psutil`` util libraries to be installed).\n\n            .. versionchanged:: 4.0.0\n\n        importance_type : str, optional (default='split')\n            The type of feature importance to be filled into ``feature_importances_``.\n            If 'split', result contains numbers of times the feature is used in a model.\n            If 'gain', result contains total gains of splits which use the feature.\n        **kwargs\n            Other parameters for the model.\n            Check http://lightgbm.readthedocs.io/en/latest/Parameters.html for more parameters.\n\n            .. warning::\n\n                \\*\\*kwargs is not supported in sklearn, it may cause unexpected issues.\n\n        Note\n        ----\n        A custom objective function can be provided for the ``objective`` parameter.\n        In this case, it should have the signature\n        ``objective(y_true, y_pred) -> grad, hess``,\n        ``objective(y_true, y_pred, weight) -> grad, hess``\n        or ``objective(y_true, y_pred, weight, group) -> grad, hess``:\n\n            y_true : numpy 1-D array of shape = [n_samples]\n                The target values.\n            y_pred : numpy 1-D array of shape = [n_samples] or numpy 2-D array of shape = [n_samples, n_classes] (for multi-class task)\n                The predicted values.\n                Predicted values are returned before any transformation,\n                e.g. they are raw margin instead of probability of positive class for binary task.\n            weight : numpy 1-D array of shape = [n_samples]\n                The weight of samples. Weights should be non-negative.\n            group : numpy 1-D array\n                Group/query data.\n                Only used in the learning-to-rank task.\n                sum(group) = n_samples.\n                For example, if you have a 100-document dataset with ``group = [10, 20, 40, 10, 10, 10]``, that means that you have 6 groups,\n                where the first 10 records are in the first group, records 11-30 are in the second group, records 31-70 are in the third group, etc.\n            grad : numpy 1-D array of shape = [n_samples] or numpy 2-D array of shape = [n_samples, n_classes] (for multi-class task)\n                The value of the first order derivative (gradient) of the loss\n                with respect to the elements of y_pred for each sample point.\n            hess : numpy 1-D array of shape = [n_samples] or numpy 2-D array of shape = [n_samples, n_classes] (for multi-class task)\n                The value of the second order derivative (Hessian) of the loss\n                with respect to the elements of y_pred for each sample point.\n\n        For multi-class task, y_pred is a numpy 2-D array of shape = [n_samples, n_classes],\n        and grad and hess should be returned in the same format.\n        \"\"\"\n        if not SKLEARN_INSTALLED:\n            raise LightGBMError(\n                \"scikit-learn is required for lightgbm.sklearn. \"\n                \"You must install scikit-learn and restart your session to use this module.\"\n            )\n\n        self.boosting_type = boosting_type\n        self.objective = objective\n        self.num_leaves = num_leaves\n        self.max_depth = max_depth\n        self.learning_rate = learning_rate\n        self.n_estimators = n_estimators\n        self.subsample_for_bin = subsample_for_bin\n        self.min_split_gain = min_split_gain\n        self.min_child_weight = min_child_weight\n        self.min_child_samples = min_child_samples\n        self.subsample = subsample\n        self.subsample_freq = subsample_freq\n        self.colsample_bytree = colsample_bytree\n        self.reg_alpha = reg_alpha\n        self.reg_lambda = reg_lambda\n        self.random_state = random_state\n        self.n_jobs = n_jobs\n        self.importance_type = importance_type\n        self._Booster: Optional[Booster] = None\n        self._evals_result: _EvalResultDict = {}\n        self._best_score: _LGBM_BoosterBestScoreType = {}\n        self._best_iteration: int = -1\n        self._other_params: Dict[str, Any] = {}\n        self._objective = objective\n        self.class_weight = class_weight\n        self._class_weight: Optional[Union[Dict, str]] = None\n        self._class_map: Optional[Dict[int, int]] = None\n        self._n_features: int = -1\n        self._n_features_in: int = -1\n        self._classes: Optional[np.ndarray] = None\n        self._n_classes: int = -1\n        self.set_params(**kwargs)\n\n    # scikit-learn 1.6 introduced an __sklearn__tags() method intended to replace _more_tags().\n    # _more_tags() can be removed whenever lightgbm's minimum supported scikit-learn version\n    # is >=1.6.\n    # ref: https://github.com/lightgbm-org/LightGBM/pull/6651\n    def _more_tags(self) -> Dict[str, Any]:\n        check_sample_weight_str = (\n            \"In LightGBM, setting a sample's weight to 0 can produce a different result than omitting the sample. \"\n            \"Such samples intentionally still affect count-based measures like 'min_data_in_leaf' \"\n            \"(https://github.com/lightgbm-org/LightGBM/issues/5626#issuecomment-1712706678) and the estimated distribution \"\n            \"of features for Dataset construction (see https://github.com/lightgbm-org/LightGBM/issues/5553).\"\n        )\n        # \"check_sample_weight_equivalence\" can be removed when lightgbm's\n        # minimum supported scikit-learn version is at least 1.6\n        # ref: https://github.com/scikit-learn/scikit-learn/pull/30137\n        return {\n            \"allow_nan\": True,\n            \"X_types\": [\"2darray\", \"sparse\", \"1dlabels\"],\n            \"_xfail_checks\": {\n                \"check_no_attributes_set_in_init\": (\n                    \"scikit-learn incorrectly asserts that private attributes \"\n                    \"cannot be set in __init__: \"\n                    \"(see https://github.com/lightgbm-org/LightGBM/issues/2628)\"\n                ),\n                \"check_all_zero_sample_weights_error\": (\n                    \"Beginning in scikit-learn 1.9, by default estimators are expected to reject \"\n                    \"sample weight arrays that are all-0. LightGBM intentionally accepts such arrays. \"\n                    \"LightGBM supports some operations where training on an all-0-weight input could make sense, \"\n                    \"like batch updates with training continuation or manual model creation with forced splits.\"\n                ),\n                \"check_sample_weight_equivalence\": check_sample_weight_str,\n                \"check_sample_weight_equivalence_on_dense_data\": check_sample_weight_str,\n                \"check_sample_weight_equivalence_on_sparse_data\": check_sample_weight_str,\n            },\n        }\n\n    @staticmethod\n    def _update_sklearn_tags_from_dict(\n        *,\n        tags: \"_sklearn_Tags\",\n        tags_dict: Dict[str, Any],\n    ) -> \"_sklearn_Tags\":\n        \"\"\"Update ``sklearn.utils.Tags`` inherited from ``scikit-learn`` base classes.\n\n        ``scikit-learn`` 1.6 introduced a dataclass-based interface for estimator tags.\n        ref: https://github.com/scikit-learn/scikit-learn/pull/29677\n\n        This method handles updating that instance based on the value in ``self._more_tags()``.\n        \"\"\"\n        tags.input_tags.allow_nan = tags_dict[\"allow_nan\"]\n        tags.input_tags.sparse = \"sparse\" in tags_dict[\"X_types\"]\n        tags.target_tags.one_d_labels = \"1dlabels\" in tags_dict[\"X_types\"]\n        return tags\n\n    def __sklearn_tags__(self) -> Optional[\"_sklearn_Tags\"]:\n        # _LGBMModelBase.__sklearn_tags__() cannot be called unconditionally,\n        # because that method isn't defined for scikit-learn<1.6\n        if not hasattr(_LGBMModelBase, \"__sklearn_tags__\"):\n            err_msg = (\n                \"__sklearn_tags__() should not be called when using scikit-learn<1.6. \"\n                f\"Detected version: {_sklearn_version}\"\n            )\n            raise AttributeError(err_msg)\n\n        # take whatever tags are provided by BaseEstimator, then modify\n        # them with LightGBM-specific values\n        return self._update_sklearn_tags_from_dict(\n            tags=super().__sklearn_tags__(),\n            tags_dict=self._more_tags(),\n        )\n\n    def __sklearn_is_fitted__(self) -> bool:\n        return getattr(self, \"fitted_\", False)\n\n    def get_params(self, deep: bool = True) -> Dict[str, Any]:\n        \"\"\"Get parameters for this estimator.\n\n        Parameters\n        ----------\n        deep : bool, optional (default=True)\n            If True, will return the parameters for this estimator and\n            contained subobjects that are estimators.\n\n        Returns\n        -------\n        params : dict\n            Parameter names mapped to their values.\n        \"\"\"\n        # Based on: https://github.com/dmlc/xgboost/blob/bd92b1c9c0db3e75ec3dfa513e1435d518bb535d/python-package/xgboost/sklearn.py#L941\n        # which was based on: https://stackoverflow.com/questions/59248211\n        #\n        # `get_params()` flows like this:\n        #\n        # 0. Get parameters in subclass (self.__class__) first, by using inspect.\n        # 1. Get parameters in all parent classes (especially `LGBMModel`).\n        # 2. Get whatever was passed via `**kwargs`.\n        # 3. Merge them.\n        #\n        # This needs to accommodate being called recursively in the following\n        # inheritance graphs (and similar for classification and ranking):\n        #\n        #   DaskLGBMRegressor -> LGBMRegressor     -> LGBMModel -> BaseEstimator\n        #   (custom subclass) -> LGBMRegressor     -> LGBMModel -> BaseEstimator\n        #                        LGBMRegressor     -> LGBMModel -> BaseEstimator\n        #                        (custom subclass) -> LGBMModel -> BaseEstimator\n        #                                             LGBMModel -> BaseEstimator\n        #\n        params = super().get_params(deep=deep)\n        cp = copy.copy(self)\n        # If the immediate parent defines get_params(), use that.\n        if callable(getattr(cp.__class__.__bases__[0], \"get_params\", None)):\n            cp.__class__ = cp.__class__.__bases__[0]\n        # Otherwise, skip it and assume the next class will have it.\n        # This is here primarily for cases where the first class in MRO is a scikit-learn mixin.\n        else:\n            cp.__class__ = cp.__class__.__bases__[1]\n        params.update(cp.__class__.get_params(cp, deep))\n        params.update(self._other_params)\n        return params\n\n    def set_params(self, **params: Any) -> \"LGBMModel\":\n        \"\"\"Set the parameters of this estimator.\n\n        Parameters\n        ----------\n        **params\n            Parameter names with their new values.\n\n        Returns\n        -------\n        self : object\n            Returns self.\n        \"\"\"\n        for key, value in params.items():\n            setattr(self, key, value)\n            if hasattr(self, f\"_{key}\"):\n                setattr(self, f\"_{key}\", value)\n            self._other_params[key] = value\n        return self\n\n    def _process_params(self, stage: str) -> Dict[str, Any]:\n        \"\"\"Process the parameters of this estimator based on its type, parameter aliases, etc.\n\n        Parameters\n        ----------\n        stage : str\n            Name of the stage (can be ``fit`` or ``predict``) this method is called from.\n\n        Returns\n        -------\n        processed_params : dict\n            Processed parameter names mapped to their values.\n        \"\"\"\n        assert stage in {\"fit\", \"predict\"}\n        params = self.get_params()\n\n        params.pop(\"objective\", None)\n        for alias in _ConfigAliases.get(\"objective\"):\n            if alias in params:\n                obj = params.pop(alias)\n                _log_warning(f\"Found '{alias}' in params. Will use it instead of 'objective' argument\")\n                if stage == \"fit\":\n                    self._objective = obj\n        if stage == \"fit\":\n            if self._objective is None:\n                if isinstance(self, LGBMRegressor):\n                    self._objective = \"regression\"\n                elif isinstance(self, LGBMClassifier):\n                    if self._n_classes > 2:\n                        self._objective = \"multiclass\"\n                    else:\n                        self._objective = \"binary\"\n                elif isinstance(self, LGBMRanker):\n                    self._objective = \"lambdarank\"\n                else:\n                    raise ValueError(\"Unknown LGBMModel type.\")\n        if callable(self._objective):\n            if stage == \"fit\":\n                params[\"objective\"] = _ObjectiveFunctionWrapper(self._objective)\n            else:\n                params[\"objective\"] = \"None\"\n        else:\n            params[\"objective\"] = self._objective\n\n        params.pop(\"importance_type\", None)\n        params.pop(\"n_estimators\", None)\n        params.pop(\"class_weight\", None)\n\n        if isinstance(params[\"random_state\"], np.random.RandomState):\n            params[\"random_state\"] = params[\"random_state\"].randint(np.iinfo(np.int32).max)\n        elif isinstance(params[\"random_state\"], np.random.Generator):\n            params[\"random_state\"] = int(params[\"random_state\"].integers(np.iinfo(np.int32).max))\n        if self._n_classes > 2:\n            for alias in _ConfigAliases.get(\"num_class\"):\n                params.pop(alias, None)\n            params[\"num_class\"] = self._n_classes\n        if hasattr(self, \"_eval_at\"):\n            eval_at = self._eval_at\n            for alias in _ConfigAliases.get(\"eval_at\"):\n                if alias in params:\n                    _log_warning(f\"Found '{alias}' in params. Will use it instead of 'eval_at' argument\")\n                    eval_at = params.pop(alias)\n            params[\"eval_at\"] = eval_at\n\n        # register default metric for consistency with callable eval_metric case\n        original_metric = self._objective if isinstance(self._objective, str) else None\n        if original_metric is None:\n            # try to deduce from class instance\n            if isinstance(self, LGBMRegressor):\n                original_metric = \"l2\"\n            elif isinstance(self, LGBMClassifier):\n                original_metric = \"multi_logloss\" if self._n_classes > 2 else \"binary_logloss\"\n            elif isinstance(self, LGBMRanker):\n                original_metric = \"ndcg\"\n\n        # overwrite default metric by explicitly set metric\n        params = _choose_param_value(\"metric\", params, original_metric)\n\n        # use joblib conventions for negative n_jobs, just like scikit-learn\n        # at predict time, this is handled later due to the order of parameter updates\n        if stage == \"fit\":\n            params = _choose_param_value(\"num_threads\", params, self.n_jobs)\n            params[\"num_threads\"] = self._process_n_jobs(params[\"num_threads\"])\n\n        return params\n\n    def _process_n_jobs(self, n_jobs: Optional[int]) -> int:\n        \"\"\"Convert special values of n_jobs to their actual values according to the formulas that apply.\n\n        Parameters\n        ----------\n        n_jobs : int or None\n            The original value of n_jobs, potentially having special values such as 'None' or\n            negative integers.\n\n        Returns\n        -------\n        n_jobs : int\n            The value of n_jobs with special values converted to actual number of threads.\n        \"\"\"\n        if n_jobs is None:\n            n_jobs = _LGBMCpuCount(only_physical_cores=True)\n        elif n_jobs < 0:\n            n_jobs = max(_LGBMCpuCount(only_physical_cores=False) + 1 + n_jobs, 1)\n        return n_jobs\n\n    def fit(\n        self,\n        X: _LGBM_ScikitMatrixLike,\n        y: _LGBM_LabelType,\n        sample_weight: Optional[_LGBM_WeightType] = None,\n        init_score: Optional[_LGBM_InitScoreType] = None,\n        group: Optional[_LGBM_GroupType] = None,\n        eval_set: Optional[List[_LGBM_ScikitValidSet]] = None,\n        eval_names: Optional[List[str]] = None,\n        eval_sample_weight: Optional[List[_LGBM_WeightType]] = None,\n        eval_class_weight: Optional[List[float]] = None,\n        eval_init_score: Optional[List[_LGBM_InitScoreType]] = None,\n        eval_group: Optional[List[_LGBM_GroupType]] = None,\n        eval_metric: Optional[_LGBM_ScikitEvalMetricType] = None,\n        feature_name: _LGBM_FeatureNameConfiguration = \"auto\",\n        categorical_feature: _LGBM_CategoricalFeatureConfiguration = \"auto\",\n        callbacks: Optional[List[Callable]] = None,\n        init_model: Optional[Union[str, Path, Booster, \"LGBMModel\"]] = None,\n        *,\n        eval_X: Optional[Union[_LGBM_ScikitMatrixLike, Tuple[_LGBM_ScikitMatrixLike]]] = None,\n        eval_y: Optional[Union[_LGBM_LabelType, Tuple[_LGBM_LabelType]]] = None,\n    ) -> \"LGBMModel\":\n        \"\"\"Docstring is set after definition, using a template.\"\"\"\n        params = self._process_params(stage=\"fit\")\n\n        # Do not modify original args in fit function\n        # Refer to https://github.com/lightgbm-org/LightGBM/pull/2619\n        eval_metric_list: List[Union[str, _LGBM_ScikitCustomEvalFunction]]\n        if eval_metric is None:\n            eval_metric_list = []\n        elif isinstance(eval_metric, list):\n            eval_metric_list = copy.deepcopy(eval_metric)\n        else:\n            eval_metric_list = [copy.deepcopy(eval_metric)]\n\n        # Separate built-in from callable evaluation metrics\n        eval_metrics_callable = [_EvalFunctionWrapper(f) for f in eval_metric_list if callable(f)]\n        eval_metrics_builtin = [m for m in eval_metric_list if isinstance(m, str)]\n\n        # concatenate metric from params (or default if not provided in params) and eval_metric\n        params[\"metric\"] = [params[\"metric\"]] if isinstance(params[\"metric\"], (str, type(None))) else params[\"metric\"]\n        params[\"metric\"] = [e for e in eval_metrics_builtin if e not in params[\"metric\"]] + params[\"metric\"]\n        params[\"metric\"] = [metric for metric in params[\"metric\"] if metric is not None]\n\n        if not isinstance(X, (pd_DataFrame, pa_Table)):\n            _X, _y = _LGBMValidateData(\n                self,\n                X,\n                y,\n                reset=True,\n                # allow any input type (this validation is done further down, in lgb.Dataset())\n                accept_sparse=True,\n                # do not raise an error if Inf of NaN values are found (LightGBM handles these internally)\n                ensure_all_finite=False,\n                # raise an error on 0-row and 1-row inputs\n                ensure_min_samples=2,\n            )\n            if sample_weight is not None:\n                if SKLEARN_CHECK_SAMPLE_WEIGHT_HAS_ALLOW_ZERO_WEIGHTS_ARG:\n                    sample_weight = _LGBMCheckSampleWeight(sample_weight, _X, allow_all_zero_weights=True)\n                else:\n                    sample_weight = _LGBMCheckSampleWeight(sample_weight, _X)\n        else:\n            _X, _y = X, y\n\n            # for other data types, setting n_features_in_ is handled by _LGBMValidateData() in the branch above\n            self.n_features_in_ = _X.shape[1]\n\n        if self._class_weight is None:\n            self._class_weight = self.class_weight\n        if self._class_weight is not None:\n            class_sample_weight = _LGBMComputeSampleWeight(self._class_weight, y)\n            if sample_weight is None or len(sample_weight) == 0:\n                sample_weight = class_sample_weight\n            else:\n                sample_weight = np.multiply(sample_weight, class_sample_weight)\n\n        train_set = Dataset(\n            data=_X,\n            label=_y,\n            weight=sample_weight,\n            group=group,\n            init_score=init_score,\n            categorical_feature=categorical_feature,\n            feature_name=feature_name,\n            params=params,\n        )\n\n        valid_sets: List[Dataset] = []\n        eval_set = _validate_eval_set_Xy(eval_set=eval_set, eval_X=eval_X, eval_y=eval_y)\n        if eval_set is not None:\n            # check eval_group (only relevant for ranking tasks)\n            if eval_group is not None:\n                if len(eval_group) != len(eval_set):\n                    raise ValueError(\n                        f\"Length of eval_group ({len(eval_group)}) not equal to length of eval_set ({len(eval_set)})\"\n                    )\n\n            for i, valid_data in enumerate(eval_set):\n                # reduce cost for prediction training data\n                if valid_data[0] is X and valid_data[1] is y:\n                    valid_set = train_set\n                else:\n                    valid_weight = _extract_evaluation_meta_data(\n                        collection=eval_sample_weight,\n                        name=\"eval_sample_weight\",\n                        i=i,\n                    )\n                    valid_class_weight = _extract_evaluation_meta_data(\n                        collection=eval_class_weight,\n                        name=\"eval_class_weight\",\n                        i=i,\n                    )\n                    if valid_class_weight is not None:\n                        if isinstance(valid_class_weight, dict) and self._class_map is not None:\n                            valid_class_weight = {self._class_map[k]: v for k, v in valid_class_weight.items()}\n                        valid_class_sample_weight = _LGBMComputeSampleWeight(valid_class_weight, valid_data[1])\n                        if valid_weight is None or len(valid_weight) == 0:\n                            valid_weight = valid_class_sample_weight\n                        else:\n                            valid_weight = np.multiply(valid_weight, valid_class_sample_weight)\n                    valid_init_score = _extract_evaluation_meta_data(\n                        collection=eval_init_score,\n                        name=\"eval_init_score\",\n                        i=i,\n                    )\n                    valid_group = _extract_evaluation_meta_data(\n                        collection=eval_group,\n                        name=\"eval_group\",\n                        i=i,\n                    )\n                    valid_set = Dataset(\n                        data=valid_data[0],\n                        label=valid_data[1],\n                        weight=valid_weight,\n                        group=valid_group,\n                        init_score=valid_init_score,\n                        categorical_feature=\"auto\",\n                        params=params,\n                    )\n\n                valid_sets.append(valid_set)\n\n        if isinstance(init_model, LGBMModel):\n            init_model = init_model.booster_\n\n        if callbacks is None:\n            callbacks = []\n        else:\n            callbacks = copy.copy(callbacks)  # don't use deepcopy here to allow non-serializable objects\n\n        evals_result: _EvalResultDict = {}\n        callbacks.append(record_evaluation(evals_result))\n\n        self._Booster = train(\n            params=params,\n            train_set=train_set,\n            num_boost_round=self.n_estimators,\n            valid_sets=valid_sets,\n            valid_names=eval_names,\n            feval=eval_metrics_callable,  # type: ignore[arg-type]\n            init_model=init_model,\n            callbacks=callbacks,\n        )\n\n        # This populates the property self.n_features_, the number of features in the fitted model,\n        # and so should only be set after fitting.\n        #\n        # The related property self._n_features_in, which populates self.n_features_in_,\n        # is set BEFORE fitting.\n        self._n_features = self._Booster.num_feature()\n\n        self._evals_result = evals_result\n        self._best_iteration = self._Booster.best_iteration\n        self._best_score = self._Booster.best_score\n\n        self.fitted_ = True\n\n        # free dataset\n        self._Booster.free_dataset()\n        del train_set, valid_sets\n        return self\n\n    fit.__doc__ = (\n        _lgbmmodel_doc_fit.format(\n            X_shape=\"numpy array, pandas DataFrame, pyarrow Table, scipy.sparse, list of lists of int or float of shape = [n_samples, n_features]\",\n            y_shape=\"numpy array, pandas DataFrame, pandas Series, list of int or float, pyarrow Array, pyarrow ChunkedArray of shape = [n_samples]\",\n            sample_weight_shape=\"numpy array, pandas Series, list of int or float, pyarrow Array, pyarrow ChunkedArray of shape = [n_samples] or None, optional (default=None)\",\n            init_score_shape=\"numpy array, pandas DataFrame, pandas Series, list of int or float, list of lists, pyarrow Array, pyarrow ChunkedArray, pyarrow Table of shape = [n_samples] or shape = [n_samples * n_classes] (for multi-class task) or shape = [n_samples, n_classes] (for multi-class task) or None, optional (default=None)\",\n            group_shape=\"numpy array, pandas Series, pyarrow Array, pyarrow ChunkedArray, list of int or float, or None, optional (default=None)\",\n            eval_sample_weight_shape=\"list of array (same types as ``sample_weight`` supports), or None, optional (default=None)\",\n            eval_init_score_shape=\"list of array (same types as ``init_score`` supports), or None, optional (default=None)\",\n            eval_group_shape=\"list of array (same types as ``group`` supports), or None, optional (default=None)\",\n        )\n        + \"\\n\\n\"\n        + _lgbmmodel_doc_custom_eval_note\n    )\n\n    def predict(\n        self,\n        X: _LGBM_ScikitMatrixLike,\n        raw_score: bool = False,\n        start_iteration: int = 0,\n        num_iteration: Optional[int] = None,\n        pred_leaf: bool = False,\n        pred_contrib: bool = False,\n        validate_features: bool = False,\n        **kwargs: Any,\n    ) -> _LGBM_PredictReturnType:\n        \"\"\"Docstring is set after definition, using a template.\"\"\"\n        if not self.__sklearn_is_fitted__():\n            raise LGBMNotFittedError(\"Estimator not fitted, call fit before exploiting the model.\")\n        if not isinstance(X, (pd_DataFrame, pa_Table)):\n            X = _LGBMValidateData(\n                self,\n                X,\n                # 'y' being omitted = run scikit-learn's check_array() instead of check_X_y()\n                #\n                # Prevent scikit-learn from deleting or modifying attributes like 'feature_names_in_' and 'n_features_in_'.\n                # These shouldn't be changed at predict() time.\n                reset=False,\n                # allow any input type (this validation is done further down, in lgb.Dataset())\n                accept_sparse=True,\n                # do not raise an error if Inf of NaN values are found (LightGBM handles these internally)\n                ensure_all_finite=False,\n                # raise an error on 0-row inputs\n                ensure_min_samples=1,\n            )\n        # retrieve original params that possibly can be used in both training and prediction\n        # and then overwrite them (considering aliases) with params that were passed directly in prediction\n        predict_params = self._process_params(stage=\"predict\")\n        for alias in _ConfigAliases.get_by_alias(\n            \"data\",\n            \"X\",\n            \"raw_score\",\n            \"start_iteration\",\n            \"num_iteration\",\n            \"pred_leaf\",\n            \"pred_contrib\",\n            *kwargs.keys(),\n        ):\n            predict_params.pop(alias, None)\n        predict_params.update(kwargs)\n\n        # number of threads can have values with special meaning which is only applied\n        # in the scikit-learn interface, these should not reach the c++ side as-is\n        predict_params = _choose_param_value(\"num_threads\", predict_params, self.n_jobs)\n        predict_params[\"num_threads\"] = self._process_n_jobs(predict_params[\"num_threads\"])\n\n        return self._Booster.predict(  # type: ignore[union-attr]\n            X,\n            raw_score=raw_score,\n            start_iteration=start_iteration,\n            num_iteration=num_iteration,\n            pred_leaf=pred_leaf,\n            pred_contrib=pred_contrib,\n            validate_features=validate_features,\n            **predict_params,\n        )\n\n    predict.__doc__ = _lgbmmodel_doc_predict.format(\n        description=\"Return the predicted value for each sample.\",\n        X_shape=\"numpy array, pandas DataFrame, scipy.sparse, list of lists of int or float of shape = [n_samples, n_features]\",\n        output_name=\"predicted_result\",\n        predicted_result_shape=\"array-like of shape = [n_samples] or shape = [n_samples, n_classes]\",\n        X_leaves_shape=\"array-like of shape = [n_samples, n_trees] or shape = [n_samples, n_trees * n_classes]\",\n        X_SHAP_values_shape=\"array-like of shape = [n_samples, n_features + 1] or shape = [n_samples, (n_features + 1) * n_classes] or list with n_classes length of such objects\",\n    )\n\n    @property\n    def n_features_(self) -> int:\n        \"\"\":obj:`int`: The number of features of fitted model.\"\"\"\n        if not self.__sklearn_is_fitted__():\n            raise LGBMNotFittedError(\"No n_features found. Need to call fit beforehand.\")\n        return self._n_features\n\n    @property\n    def n_features_in_(self) -> int:\n        \"\"\":obj:`int`: The number of features of fitted model.\"\"\"\n        if not self.__sklearn_is_fitted__():\n            raise LGBMNotFittedError(\"No n_features_in found. Need to call fit beforehand.\")\n        return self._n_features_in\n\n    @n_features_in_.setter\n    def n_features_in_(self, value: int) -> None:\n        \"\"\"Set number of features found in passed-in dataset.\n\n        Starting with ``scikit-learn`` 1.6, ``scikit-learn`` expects to be able to directly\n        set this property in functions like ``validate_data()``.\n\n        .. note::\n\n            Do not call ``estimator.n_features_in_ = some_int`` or anything else that invokes\n            this method. It is only here for compatibility with ``scikit-learn`` validation\n            functions used internally in ``lightgbm``.\n        \"\"\"\n        self._n_features_in = value\n\n    @property\n    def best_score_(self) -> _LGBM_BoosterBestScoreType:\n        \"\"\":obj:`dict`: The best score of fitted model.\"\"\"\n        if not self.__sklearn_is_fitted__():\n            raise LGBMNotFittedError(\"No best_score found. Need to call fit beforehand.\")\n        return self._best_score\n\n    @property\n    def best_iteration_(self) -> int:\n        \"\"\":obj:`int`: The best iteration of fitted model if ``early_stopping()`` callback has been specified.\"\"\"\n        if not self.__sklearn_is_fitted__():\n            raise LGBMNotFittedError(\n                \"No best_iteration found. Need to call fit with early_stopping callback beforehand.\"\n            )\n        return self._best_iteration\n\n    @property\n    def objective_(self) -> Union[str, _LGBM_ScikitCustomObjectiveFunction]:\n        \"\"\":obj:`str` or :obj:`callable`: The concrete objective used while fitting this model.\"\"\"\n        if not self.__sklearn_is_fitted__():\n            raise LGBMNotFittedError(\"No objective found. Need to call fit beforehand.\")\n        return self._objective  # type: ignore[return-value]\n\n    @property\n    def n_estimators_(self) -> int:\n        \"\"\":obj:`int`: True number of boosting iterations performed.\n\n        This might be less than parameter ``n_estimators`` if early stopping was enabled or\n        if boosting stopped early due to limits on complexity like ``min_gain_to_split``.\n\n        .. versionadded:: 4.0.0\n        \"\"\"\n        if not self.__sklearn_is_fitted__():\n            raise LGBMNotFittedError(\"No n_estimators found. Need to call fit beforehand.\")\n        return self._Booster.current_iteration()  # type: ignore\n\n    @property\n    def n_iter_(self) -> int:\n        \"\"\":obj:`int`: True number of boosting iterations performed.\n\n        This might be less than parameter ``n_estimators`` if early stopping was enabled or\n        if boosting stopped early due to limits on complexity like ``min_gain_to_split``.\n\n        .. versionadded:: 4.0.0\n        \"\"\"\n        if not self.__sklearn_is_fitted__():\n            raise LGBMNotFittedError(\"No n_iter found. Need to call fit beforehand.\")\n        return self._Booster.current_iteration()  # type: ignore\n\n    @property\n    def booster_(self) -> Booster:\n        \"\"\"Booster: The underlying Booster of this model.\"\"\"\n        if not self.__sklearn_is_fitted__():\n            raise LGBMNotFittedError(\"No booster found. Need to call fit beforehand.\")\n        return self._Booster  # type: ignore[return-value]\n\n    @property\n    def evals_result_(self) -> _EvalResultDict:\n        \"\"\":obj:`dict`: The evaluation results if validation sets have been specified.\"\"\"\n        if not self.__sklearn_is_fitted__():\n            raise LGBMNotFittedError(\"No results found. Need to call fit with eval_set beforehand.\")\n        return self._evals_result\n\n    @property\n    def feature_importances_(self) -> np.ndarray:\n        \"\"\":obj:`array` of shape = [n_features]: The feature importances (the higher, the more important).\n\n        .. note::\n\n            ``importance_type`` attribute is passed to the function\n            to configure the type of importance values to be extracted.\n        \"\"\"\n        if not self.__sklearn_is_fitted__():\n            raise LGBMNotFittedError(\"No feature_importances found. Need to call fit beforehand.\")\n        return self._Booster.feature_importance(importance_type=self.importance_type)  # type: ignore[union-attr]\n\n    @property\n    def feature_name_(self) -> List[str]:\n        \"\"\":obj:`list` of shape = [n_features]: The names of features.\n\n        .. note::\n\n            If input does not contain feature names, they will be added during fitting in the format ``Column_0``, ``Column_1``, ..., ``Column_N``.\n        \"\"\"\n        if not self.__sklearn_is_fitted__():\n            raise LGBMNotFittedError(\"No feature_name found. Need to call fit beforehand.\")\n        return self._Booster.feature_name()  # type: ignore[union-attr]\n\n    @property\n    def feature_names_in_(self) -> np.ndarray:\n        \"\"\":obj:`array` of shape = [n_features]: scikit-learn compatible version of ``.feature_name_``.\n\n        .. versionadded:: 4.5.0\n        \"\"\"\n        if not self.__sklearn_is_fitted__():\n            raise LGBMNotFittedError(\"No feature_names_in_ found. Need to call fit beforehand.\")\n        return np.array(self.feature_name_)\n\n    @feature_names_in_.deleter\n    def feature_names_in_(self) -> None:\n        \"\"\"Intercept calls to delete ``feature_names_in_``.\n\n        Some code paths in ``scikit-learn`` try to delete the ``feature_names_in_`` attribute\n        on estimators when a new training dataset that doesn't have features is passed.\n        LightGBM automatically assigns feature names to such datasets\n        (like ``Column_0``, ``Column_1``, etc.) and so does not want that behavior.\n\n        However, that behavior is coupled to ``scikit-learn`` automatically updating\n        ``n_features_in_`` in those same code paths, which is necessary for compliance\n        with its API (via argument ``reset`` to functions like ``validate_data()`` and\n        ``check_array()``).\n\n        .. note::\n\n            Do not call ``del estimator.feature_names_in_`` or anything else that invokes\n            this method. It is only here for compatibility with ``scikit-learn`` validation\n            functions used internally in ``lightgbm``.\n        \"\"\"\n        pass\n\n\nclass LGBMRegressor(_LGBMRegressorBase, LGBMModel):\n    \"\"\"LightGBM regressor.\"\"\"\n\n    # NOTE: all args from LGBMModel.__init__() are intentionally repeated here for\n    #       docs, help(), and tab completion.\n    def __init__(\n        self,\n        *,\n        boosting_type: str = \"gbdt\",\n        num_leaves: int = 31,\n        max_depth: int = -1,\n        learning_rate: float = 0.1,\n        n_estimators: int = 100,\n        subsample_for_bin: int = 200000,\n        objective: Optional[Union[str, _LGBM_ScikitCustomObjectiveFunction]] = None,\n        class_weight: Optional[Union[Dict, str]] = None,\n        min_split_gain: float = 0.0,\n        min_child_weight: float = 1e-3,\n        min_child_samples: int = 20,\n        subsample: float = 1.0,\n        subsample_freq: int = 0,\n        colsample_bytree: float = 1.0,\n        reg_alpha: float = 0.0,\n        reg_lambda: float = 0.0,\n        random_state: Optional[Union[int, np.random.RandomState, np.random.Generator]] = None,\n        n_jobs: Optional[int] = None,\n        importance_type: str = \"split\",\n        **kwargs: Any,\n    ) -> None:\n        super().__init__(\n            boosting_type=boosting_type,\n            num_leaves=num_leaves,\n            max_depth=max_depth,\n            learning_rate=learning_rate,\n            n_estimators=n_estimators,\n            subsample_for_bin=subsample_for_bin,\n            objective=objective,\n            class_weight=class_weight,\n            min_split_gain=min_split_gain,\n            min_child_weight=min_child_weight,\n            min_child_samples=min_child_samples,\n            subsample=subsample,\n            subsample_freq=subsample_freq,\n            colsample_bytree=colsample_bytree,\n            reg_alpha=reg_alpha,\n            reg_lambda=reg_lambda,\n            random_state=random_state,\n            n_jobs=n_jobs,\n            importance_type=importance_type,\n            **kwargs,\n        )\n\n    __init__.__doc__ = LGBMModel.__init__.__doc__\n\n    def _more_tags(self) -> Dict[str, Any]:\n        # handle the case where RegressorMixin possibly provides _more_tags()\n        if callable(getattr(_LGBMRegressorBase, \"_more_tags\", None)):\n            tags = _LGBMRegressorBase._more_tags(self)\n        else:\n            tags = {}\n        # override those with LightGBM-specific preferences\n        tags.update(LGBMModel._more_tags(self))\n        return tags\n\n    def __sklearn_tags__(self) -> \"_sklearn_Tags\":\n        return super().__sklearn_tags__()\n\n    def fit(  # type: ignore[override]\n        self,\n        X: _LGBM_ScikitMatrixLike,\n        y: _LGBM_LabelType,\n        sample_weight: Optional[_LGBM_WeightType] = None,\n        init_score: Optional[_LGBM_InitScoreType] = None,\n        eval_set: Optional[List[_LGBM_ScikitValidSet]] = None,\n        eval_names: Optional[List[str]] = None,\n        eval_sample_weight: Optional[List[_LGBM_WeightType]] = None,\n        eval_init_score: Optional[List[_LGBM_InitScoreType]] = None,\n        eval_metric: Optional[_LGBM_ScikitEvalMetricType] = None,\n        feature_name: _LGBM_FeatureNameConfiguration = \"auto\",\n        categorical_feature: _LGBM_CategoricalFeatureConfiguration = \"auto\",\n        callbacks: Optional[List[Callable]] = None,\n        init_model: Optional[Union[str, Path, Booster, LGBMModel]] = None,\n        *,\n        eval_X: Optional[Union[_LGBM_ScikitMatrixLike, Tuple[_LGBM_ScikitMatrixLike]]] = None,\n        eval_y: Optional[Union[_LGBM_LabelType, Tuple[_LGBM_LabelType]]] = None,\n    ) -> \"LGBMRegressor\":\n        \"\"\"Docstring is inherited from the LGBMModel.\"\"\"\n        super().fit(\n            X,\n            y,\n            sample_weight=sample_weight,\n            init_score=init_score,\n            eval_set=eval_set,\n            eval_X=eval_X,\n            eval_y=eval_y,\n            eval_names=eval_names,\n            eval_sample_weight=eval_sample_weight,\n            eval_init_score=eval_init_score,\n            eval_metric=eval_metric,\n            feature_name=feature_name,\n            categorical_feature=categorical_feature,\n            callbacks=callbacks,\n            init_model=init_model,\n        )\n        return self\n\n    _base_doc = LGBMModel.fit.__doc__.replace(\"self : LGBMModel\", \"self : LGBMRegressor\")  # type: ignore\n    _base_doc = (\n        _base_doc[: _base_doc.find(\"group :\")]  # type: ignore\n        + _base_doc[_base_doc.find(\"eval_set :\") :]\n    )  # type: ignore\n    _base_doc = _base_doc[: _base_doc.find(\"eval_class_weight :\")] + _base_doc[_base_doc.find(\"eval_init_score :\") :]\n    fit.__doc__ = _base_doc[: _base_doc.find(\"eval_group :\")] + _base_doc[_base_doc.find(\"eval_metric :\") :]\n\n\nclass LGBMClassifier(_LGBMClassifierBase, LGBMModel):\n    \"\"\"LightGBM classifier.\"\"\"\n\n    # NOTE: all args from LGBMModel.__init__() are intentionally repeated here for\n    #       docs, help(), and tab completion.\n    def __init__(\n        self,\n        *,\n        boosting_type: str = \"gbdt\",\n        num_leaves: int = 31,\n        max_depth: int = -1,\n        learning_rate: float = 0.1,\n        n_estimators: int = 100,\n        subsample_for_bin: int = 200000,\n        objective: Optional[Union[str, _LGBM_ScikitCustomObjectiveFunction]] = None,\n        class_weight: Optional[Union[Dict, str]] = None,\n        min_split_gain: float = 0.0,\n        min_child_weight: float = 1e-3,\n        min_child_samples: int = 20,\n        subsample: float = 1.0,\n        subsample_freq: int = 0,\n        colsample_bytree: float = 1.0,\n        reg_alpha: float = 0.0,\n        reg_lambda: float = 0.0,\n        random_state: Optional[Union[int, np.random.RandomState, np.random.Generator]] = None,\n        n_jobs: Optional[int] = None,\n        importance_type: str = \"split\",\n        **kwargs: Any,\n    ) -> None:\n        super().__init__(\n            boosting_type=boosting_type,\n            num_leaves=num_leaves,\n            max_depth=max_depth,\n            learning_rate=learning_rate,\n            n_estimators=n_estimators,\n            subsample_for_bin=subsample_for_bin,\n            objective=objective,\n            class_weight=class_weight,\n            min_split_gain=min_split_gain,\n            min_child_weight=min_child_weight,\n            min_child_samples=min_child_samples,\n            subsample=subsample,\n            subsample_freq=subsample_freq,\n            colsample_bytree=colsample_bytree,\n            reg_alpha=reg_alpha,\n            reg_lambda=reg_lambda,\n            random_state=random_state,\n            n_jobs=n_jobs,\n            importance_type=importance_type,\n            **kwargs,\n        )\n\n    __init__.__doc__ = LGBMModel.__init__.__doc__\n\n    def _more_tags(self) -> Dict[str, Any]:\n        # handle the case where ClassifierMixin possibly provides _more_tags()\n        if callable(getattr(_LGBMClassifierBase, \"_more_tags\", None)):\n            tags = _LGBMClassifierBase._more_tags(self)\n        else:\n            tags = {}\n        # override those with LightGBM-specific preferences\n        tags.update(LGBMModel._more_tags(self))\n        return tags\n\n    def __sklearn_tags__(self) -> \"_sklearn_Tags\":\n        tags = super().__sklearn_tags__()\n        if tags is not None:\n            tags.classifier_tags.multi_class = True\n            tags.classifier_tags.multi_label = False\n        return tags\n\n    def fit(  # type: ignore[override]\n        self,\n        X: _LGBM_ScikitMatrixLike,\n        y: _LGBM_LabelType,\n        sample_weight: Optional[_LGBM_WeightType] = None,\n        init_score: Optional[_LGBM_InitScoreType] = None,\n        eval_set: Optional[List[_LGBM_ScikitValidSet]] = None,\n        eval_names: Optional[List[str]] = None,\n        eval_sample_weight: Optional[List[_LGBM_WeightType]] = None,\n        eval_class_weight: Optional[List[float]] = None,\n        eval_init_score: Optional[List[_LGBM_InitScoreType]] = None,\n        eval_metric: Optional[_LGBM_ScikitEvalMetricType] = None,\n        feature_name: _LGBM_FeatureNameConfiguration = \"auto\",\n        categorical_feature: _LGBM_CategoricalFeatureConfiguration = \"auto\",\n        callbacks: Optional[List[Callable]] = None,\n        init_model: Optional[Union[str, Path, Booster, LGBMModel]] = None,\n        *,\n        eval_X: Optional[Union[_LGBM_ScikitMatrixLike, Tuple[_LGBM_ScikitMatrixLike]]] = None,\n        eval_y: Optional[Union[_LGBM_LabelType, Tuple[_LGBM_LabelType]]] = None,\n    ) -> \"LGBMClassifier\":\n        \"\"\"Docstring is inherited from the LGBMModel.\"\"\"\n        _LGBMAssertAllFinite(y)\n        _LGBMCheckClassificationTargets(y)\n        self._le = _LGBMLabelEncoder().fit(y)\n        _y = self._le.transform(y)\n        self._class_map = dict(zip(self._le.classes_, self._le.transform(self._le.classes_)))\n        if isinstance(self.class_weight, dict):\n            self._class_weight = {self._class_map[k]: v for k, v in self.class_weight.items()}\n\n        self._classes = self._le.classes_\n        self._n_classes = len(self._classes)  # type: ignore[arg-type]\n        if self.objective is None:\n            self._objective = None\n\n        # adjust eval metrics to match whether binary or multiclass\n        # classification is being performed\n        if not callable(eval_metric):\n            if isinstance(eval_metric, list):\n                eval_metric_list = eval_metric\n            elif isinstance(eval_metric, str):\n                eval_metric_list = [eval_metric]\n            else:\n                eval_metric_list = []\n            if self.__is_multiclass:\n                for index, metric in enumerate(eval_metric_list):\n                    if metric in {\"logloss\", \"binary_logloss\"}:\n                        eval_metric_list[index] = \"multi_logloss\"\n                    elif metric in {\"error\", \"binary_error\"}:\n                        eval_metric_list[index] = \"multi_error\"\n            else:\n                for index, metric in enumerate(eval_metric_list):\n                    if metric in {\"logloss\", \"multi_logloss\"}:\n                        eval_metric_list[index] = \"binary_logloss\"\n                    elif metric in {\"error\", \"multi_error\"}:\n                        eval_metric_list[index] = \"binary_error\"\n            eval_metric = eval_metric_list\n\n        # do not modify args, as it causes errors in model selection tools\n        valid_sets: Optional[List[_LGBM_ScikitValidSet]] = None\n        if eval_set is not None:\n            if isinstance(eval_set, tuple):\n                eval_set = [eval_set]\n            valid_sets = []\n            for valid_x, valid_y in eval_set:\n                if valid_x is X and valid_y is y:\n                    valid_sets.append((valid_x, _y))\n                else:\n                    valid_sets.append((valid_x, self._le.transform(valid_y)))\n\n        super().fit(\n            X,\n            _y,\n            sample_weight=sample_weight,\n            init_score=init_score,\n            eval_set=valid_sets,\n            eval_names=eval_names,\n            eval_X=eval_X,\n            eval_y=eval_y,\n            eval_sample_weight=eval_sample_weight,\n            eval_class_weight=eval_class_weight,\n            eval_init_score=eval_init_score,\n            eval_metric=eval_metric,\n            feature_name=feature_name,\n            categorical_feature=categorical_feature,\n            callbacks=callbacks,\n            init_model=init_model,\n        )\n        return self\n\n    _base_doc = LGBMModel.fit.__doc__.replace(\"self : LGBMModel\", \"self : LGBMClassifier\")  # type: ignore\n    _base_doc = (\n        _base_doc[: _base_doc.find(\"group :\")]  # type: ignore\n        + _base_doc[_base_doc.find(\"eval_set :\") :]\n    )  # type: ignore\n    fit.__doc__ = _base_doc[: _base_doc.find(\"eval_group :\")] + _base_doc[_base_doc.find(\"eval_metric :\") :]\n\n    def predict(\n        self,\n        X: _LGBM_ScikitMatrixLike,\n        raw_score: bool = False,\n        start_iteration: int = 0,\n        num_iteration: Optional[int] = None,\n        pred_leaf: bool = False,\n        pred_contrib: bool = False,\n        validate_features: bool = False,\n        **kwargs: Any,\n    ) -> _LGBM_PredictReturnType:\n        \"\"\"Docstring is inherited from the LGBMModel.\"\"\"\n        result = self.predict_proba(\n            X=X,\n            raw_score=raw_score,\n            start_iteration=start_iteration,\n            num_iteration=num_iteration,\n            pred_leaf=pred_leaf,\n            pred_contrib=pred_contrib,\n            validate_features=validate_features,\n            **kwargs,\n        )\n        if callable(self._objective) or raw_score or pred_leaf or pred_contrib:\n            return result\n        else:\n            class_index = np.argmax(result, axis=1)\n            return self._le.inverse_transform(class_index)\n\n    predict.__doc__ = LGBMModel.predict.__doc__\n\n    def predict_proba(\n        self,\n        X: _LGBM_ScikitMatrixLike,\n        raw_score: bool = False,\n        start_iteration: int = 0,\n        num_iteration: Optional[int] = None,\n        pred_leaf: bool = False,\n        pred_contrib: bool = False,\n        validate_features: bool = False,\n        **kwargs: Any,\n    ) -> _LGBM_PredictReturnType:\n        \"\"\"Docstring is set after definition, using a template.\"\"\"\n        result = super().predict(\n            X=X,\n            raw_score=raw_score,\n            start_iteration=start_iteration,\n            num_iteration=num_iteration,\n            pred_leaf=pred_leaf,\n            pred_contrib=pred_contrib,\n            validate_features=validate_features,\n            **kwargs,\n        )\n        if callable(self._objective) and not (raw_score or pred_leaf or pred_contrib):\n            _log_warning(\n                \"Cannot compute class probabilities or labels \"\n                \"due to the usage of customized objective function.\\n\"\n                \"Returning raw scores instead.\"\n            )\n            return result\n        elif self.__is_multiclass or raw_score or pred_leaf or pred_contrib:  # type: ignore [operator]\n            return result\n        else:\n            error_msg = (\n                \"predict() should return np.ndarray when pred_contrib=False. \"\n                \"If you're seeing this message, it's a bug in lightgbm. Please report it at https://github.com/lightgbm-org/LightGBM/issues.\"\n            )\n            assert isinstance(result, np.ndarray), error_msg\n            return np.vstack((1.0 - result, result)).transpose()\n\n    predict_proba.__doc__ = _lgbmmodel_doc_predict.format(\n        description=\"Return the predicted probability for each class for each sample.\",\n        X_shape=\"numpy array, pandas DataFrame, scipy.sparse, list of lists of int or float of shape = [n_samples, n_features]\",\n        output_name=\"predicted_probability\",\n        predicted_result_shape=\"array-like of shape = [n_samples] or shape = [n_samples, n_classes]\",\n        X_leaves_shape=\"array-like of shape = [n_samples, n_trees] or shape = [n_samples, n_trees * n_classes]\",\n        X_SHAP_values_shape=\"array-like of shape = [n_samples, n_features + 1] or shape = [n_samples, (n_features + 1) * n_classes] or list with n_classes length of such objects\",\n    )\n\n    @property\n    def classes_(self) -> np.ndarray:\n        \"\"\":obj:`array` of shape = [n_classes]: The class label array.\"\"\"\n        if not self.__sklearn_is_fitted__():\n            raise LGBMNotFittedError(\"No classes found. Need to call fit beforehand.\")\n        return self._classes  # type: ignore[return-value]\n\n    @property\n    def n_classes_(self) -> int:\n        \"\"\":obj:`int`: The number of classes.\"\"\"\n        if not self.__sklearn_is_fitted__():\n            raise LGBMNotFittedError(\"No classes found. Need to call fit beforehand.\")\n        return self._n_classes\n\n    @property\n    def __is_multiclass(self) -> bool:\n        \"\"\":obj:`bool`:  Indicator of whether the classifier is used for multiclass.\"\"\"\n        return self._n_classes > 2 or (isinstance(self._objective, str) and self._objective in _MULTICLASS_OBJECTIVES)\n\n\nclass LGBMRanker(LGBMModel):\n    \"\"\"LightGBM ranker.\n\n    .. warning::\n\n        scikit-learn doesn't support ranking applications yet,\n        therefore this class is not really compatible with the sklearn ecosystem.\n        Please use this class mainly for training and applying ranking models in common sklearnish way.\n    \"\"\"\n\n    # NOTE: all args from LGBMModel.__init__() are intentionally repeated here for\n    #       docs, help(), and tab completion.\n    def __init__(\n        self,\n        *,\n        boosting_type: str = \"gbdt\",\n        num_leaves: int = 31,\n        max_depth: int = -1,\n        learning_rate: float = 0.1,\n        n_estimators: int = 100,\n        subsample_for_bin: int = 200000,\n        objective: Optional[Union[str, _LGBM_ScikitCustomObjectiveFunction]] = None,\n        class_weight: Optional[Union[Dict, str]] = None,\n        min_split_gain: float = 0.0,\n        min_child_weight: float = 1e-3,\n        min_child_samples: int = 20,\n        subsample: float = 1.0,\n        subsample_freq: int = 0,\n        colsample_bytree: float = 1.0,\n        reg_alpha: float = 0.0,\n        reg_lambda: float = 0.0,\n        random_state: Optional[Union[int, np.random.RandomState, np.random.Generator]] = None,\n        n_jobs: Optional[int] = None,\n        importance_type: str = \"split\",\n        **kwargs: Any,\n    ) -> None:\n        super().__init__(\n            boosting_type=boosting_type,\n            num_leaves=num_leaves,\n            max_depth=max_depth,\n            learning_rate=learning_rate,\n            n_estimators=n_estimators,\n            subsample_for_bin=subsample_for_bin,\n            objective=objective,\n            class_weight=class_weight,\n            min_split_gain=min_split_gain,\n            min_child_weight=min_child_weight,\n            min_child_samples=min_child_samples,\n            subsample=subsample,\n            subsample_freq=subsample_freq,\n            colsample_bytree=colsample_bytree,\n            reg_alpha=reg_alpha,\n            reg_lambda=reg_lambda,\n            random_state=random_state,\n            n_jobs=n_jobs,\n            importance_type=importance_type,\n            **kwargs,\n        )\n\n    __init__.__doc__ = LGBMModel.__init__.__doc__\n\n    def fit(  # type: ignore[override]\n        self,\n        X: _LGBM_ScikitMatrixLike,\n        y: _LGBM_LabelType,\n        sample_weight: Optional[_LGBM_WeightType] = None,\n        init_score: Optional[_LGBM_InitScoreType] = None,\n        group: Optional[_LGBM_GroupType] = None,\n        eval_set: Optional[List[_LGBM_ScikitValidSet]] = None,\n        eval_names: Optional[List[str]] = None,\n        eval_sample_weight: Optional[List[_LGBM_WeightType]] = None,\n        eval_init_score: Optional[List[_LGBM_InitScoreType]] = None,\n        eval_group: Optional[List[_LGBM_GroupType]] = None,\n        eval_metric: Optional[_LGBM_ScikitEvalMetricType] = None,\n        eval_at: Union[List[int], Tuple[int, ...]] = (1, 2, 3, 4, 5),\n        feature_name: _LGBM_FeatureNameConfiguration = \"auto\",\n        categorical_feature: _LGBM_CategoricalFeatureConfiguration = \"auto\",\n        callbacks: Optional[List[Callable]] = None,\n        init_model: Optional[Union[str, Path, Booster, LGBMModel]] = None,\n        *,\n        eval_X: Optional[Union[_LGBM_ScikitMatrixLike, Tuple[_LGBM_ScikitMatrixLike]]] = None,\n        eval_y: Optional[Union[_LGBM_LabelType, Tuple[_LGBM_LabelType]]] = None,\n    ) -> \"LGBMRanker\":\n        \"\"\"Docstring is inherited from the LGBMModel.\"\"\"\n        # check group data\n        if group is None:\n            raise ValueError(\"Should set group for ranking task\")\n\n        if eval_group is None and (eval_set is not None or eval_X is not None or eval_y is not None):\n            raise ValueError(\"eval_group cannot be None if any of eval_set, eval_X, or eval_y are provided\")\n\n        self._eval_at = eval_at\n        super().fit(\n            X,\n            y,\n            sample_weight=sample_weight,\n            init_score=init_score,\n            group=group,\n            eval_set=eval_set,\n            eval_names=eval_names,\n            eval_X=eval_X,\n            eval_y=eval_y,\n            eval_sample_weight=eval_sample_weight,\n            eval_init_score=eval_init_score,\n            eval_group=eval_group,\n            eval_metric=eval_metric,\n            feature_name=feature_name,\n            categorical_feature=categorical_feature,\n            callbacks=callbacks,\n            init_model=init_model,\n        )\n        return self\n\n    _base_doc = LGBMModel.fit.__doc__.replace(\"self : LGBMModel\", \"self : LGBMRanker\")  # type: ignore\n    fit.__doc__ = (\n        _base_doc[: _base_doc.find(\"eval_class_weight :\")]  # type: ignore\n        + _base_doc[_base_doc.find(\"eval_init_score :\") :]\n    )  # type: ignore\n    _base_doc = fit.__doc__\n    _before_feature_name, _feature_name, _after_feature_name = _base_doc.partition(\"feature_name :\")\n    fit.__doc__ = f\"\"\"{_before_feature_name}eval_at : list or tuple of int, optional (default=(1, 2, 3, 4, 5))\n        The evaluation positions of the specified metric.\n    {_feature_name}{_after_feature_name}\"\"\"\n"
  },
  {
    "path": "python-package/pyproject.toml",
    "content": "[project]\n\nclassifiers = [\n    \"Development Status :: 5 - Production/Stable\",\n    \"Intended Audience :: Science/Research\",\n    \"Natural Language :: English\",\n    \"Operating System :: MacOS\",\n    \"Operating System :: Microsoft :: Windows\",\n    \"Operating System :: POSIX\",\n    \"Operating System :: Unix\",\n    \"Programming Language :: Python :: 3\",\n    \"Programming Language :: Python :: 3.9\",\n    \"Programming Language :: Python :: 3.10\",\n    \"Programming Language :: Python :: 3.11\",\n    \"Programming Language :: Python :: 3.12\",\n    \"Programming Language :: Python :: 3.13\",\n    \"Topic :: Scientific/Engineering :: Artificial Intelligence\"\n]\ndependencies = [\n    \"numpy>=1.17.0\",\n    \"scipy\"\n]\ndescription = \"LightGBM Python-package\"\nlicense = \"MIT\"\nlicense-files = [\n    \"LICENSE\"\n]\nmaintainers = [\n  {name = \"Yu Shi\", email = \"yushi@microsoft.com\"}\n]\nname = \"lightgbm\"\nreadme = \"README.rst\"\nrequires-python = \">=3.9\"\nversion = \"4.6.0.99\"\n\n[project.optional-dependencies]\narrow = [\n    \"cffi>=1.15.1\",\n    \"pyarrow>=6.0.1\"\n]\ndask = [\n    \"dask[array,dataframe,distributed]>=2.0.0\",\n    \"pandas>=0.24.0\"\n]\npandas = [\n    \"pandas>=0.24.0\"\n]\nplotting = [\n    \"graphviz\",\n    \"matplotlib\"\n]\nscikit-learn = [\n    \"scikit-learn>=0.24.2\"\n]\n\n[project.urls]\nhomepage = \"https://github.com/lightgbm-org/LightGBM\"\ndocumentation = \"https://lightgbm.readthedocs.io/en/latest/\"\nrepository = \"https://github.com/lightgbm-org/LightGBM.git\"\nchangelog = \"https://github.com/lightgbm-org/LightGBM/releases\"\n\n# start:build-system\n[build-system]\n\nrequires = [\"scikit-build-core>=0.11.0\"]\nbuild-backend = \"scikit_build_core.build\"\n\n# based on https://github.com/scikit-build/scikit-build-core#configuration\n[tool.scikit-build]\nninja.version = \">=1.11\"\nninja.make-fallback = true\nbuild.verbose = false\nbuild.targets = [\"_lightgbm\"]\ninstall.strip = true\nlogging.level = \"INFO\"\nsdist.reproducible = true\nwheel.py-api = \"py3\"\nexperimental = false\nstrict-config = false\nminimum-version = \"build-system.requires\"\n\n[tool.scikit-build.cmake]\nversion = \"CMakeLists.txt\"\nbuild-type = \"Release\"\n\n[tool.scikit-build.cmake.define]\n__BUILD_FOR_PYTHON = \"ON\"\n\n# end:build-system\n\n[tool.mypy]\ndisallow_untyped_defs = true\nexclude = 'build/*|compile/*|docs/*|examples/*|external_libs/*|lightgbm-python/*|tests/*'\nignore_missing_imports = true\n\n[tool.rstcheck]\nreport_level = \"WARNING\"\nignore_directives = [\n    \"autoclass\",\n    \"autofunction\",\n    \"autosummary\",\n    \"doxygenfile\"\n]\n\n[tool.ruff]\nexclude = [\n    \"build\",\n    \"compile\",\n    \"external_libs\",\n    \"lightgbm-python\",\n]\nline-length = 120\n\n# this should be set to the oldest version of python LightGBM supports\ntarget-version = \"py39\"\n\n[tool.ruff.format]\ndocstring-code-format = false\nexclude = [\n    \"build/*.py\",\n    \"compile/*.py\",\n    \"external_libs/*.py\",\n    \"lightgbm-python/*.py\",\n]\nindent-style = \"space\"\nquote-style = \"double\"\nskip-magic-trailing-comma = false\n\n[tool.ruff.lint]\nignore = [\n    # (pydocstyle) Missing docstring in magic method\n    \"D105\",\n    # (pycodestyle) Line too long\n    \"E501\",\n    # (pylint) Too many branches\n    \"PLR0912\",\n    # (pylint) Too many arguments in function definition\n    \"PLR0913\",\n    # (pylint) Too many statements\n    \"PLR0915\",\n    # (pylint) Consider merging multiple comparisons\n    \"PLR1714\",\n    # (pylint) Magic value used in comparison\n    \"PLR2004\",\n    # (pylint) for loop variable overwritten by assignment target\n    \"PLW2901\",\n    # (pylint) use 'elif' instead of 'else' then 'if', to reduce indentation\n    \"PLR5501\",\n    # (flake8-pytest-style) `scope='function'` is implied in `@pytest.fixture()`\n    \"PT003\"\n]\nselect = [\n    # flake8-bugbear\n    \"B\",\n    # flake8-comprehensions\n    \"C4\",\n    # pydocstyle\n    \"D\",\n    # pycodestyle (errors)\n    \"E\",\n    # pyflakes\n    \"F\",\n    # isort\n    \"I\",\n    # NumPy-specific rules\n    \"NPY\",\n    # pylint\n    \"PL\",\n    # flake8-pytest-style\n    \"PT\",\n    # flake8-return: unnecessary assignment before return\n    \"RET504\",\n    # flake8-return: superfluous-else-raise\n    \"RET506\",\n    # flake8-simplify: use dict.get() instead of an if-else block\n    \"SIM401\",\n    # flake8-print\n    \"T\",\n    # pycodestyle (warnings)\n    \"W\",\n]\n\n[tool.ruff.lint.flake8-pytest-style]\nraises-extend-require-match-for = [\"*Exception\", \"*Error\"]\n\n[tool.ruff.lint.per-file-ignores]\n\".ci/create-nuget.py\" = [\n    # (flake8-print) flake8-print\n    \"T201\"\n]\n\"docs/conf.py\" = [\n    # (flake8-bugbear) raise exceptions with \"raise ... from err\"\n    \"B904\",\n    # (flake8-print) flake8-print\n    \"T\"\n]\n\"examples/*\" = [\n    # pydocstyle\n    \"D\",\n    # flake8-print\n    \"T\"\n]\n\"python-package/lightgbm/basic.py\" = [\n    # (pylint) Using the global statement is discouraged\n    \"PLW0603\"\n]\n\"tests/*\" = [\n    # (flake8-bugbear) Found useless expression\n    \"B018\",\n    # pydocstyle\n    \"D\",\n    # flake8-print\n    \"T\"\n]\n\n[tool.ruff.lint.pydocstyle]\nconvention = \"numpy\"\n\n[tool.ruff.lint.isort]\nknown-first-party = [\"lightgbm\"]\n"
  },
  {
    "path": "src/application/application.cpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#include <LightGBM/application.h>\n\n#include <LightGBM/boosting.h>\n#include <LightGBM/dataset.h>\n#include <LightGBM/dataset_loader.h>\n#include <LightGBM/metric.h>\n#include <LightGBM/network.h>\n#include <LightGBM/objective_function.h>\n#include <LightGBM/prediction_early_stop.h>\n#include <LightGBM/cuda/vector_cudahost.h>\n#include <LightGBM/utils/common.h>\n#include <LightGBM/utils/openmp_wrapper.h>\n#include <LightGBM/utils/text_reader.h>\n\n#include <chrono>\n#include <cstdio>\n#include <ctime>\n#include <fstream>\n#include <memory>\n#include <sstream>\n#include <string>\n#include <unordered_map>\n#include <utility>\n#include <vector>\n\n#include \"predictor.hpp\"\n\nnamespace LightGBM {\n\nApplication::Application(int argc, char** argv) {\n  LoadParameters(argc, argv);\n  // set number of threads for openmp\n  OMP_SET_NUM_THREADS(config_.num_threads);\n  if (config_.data.size() == 0 && config_.task != TaskType::kConvertModel) {\n    Log::Fatal(\"No training/prediction data, application quit\");\n  }\n\n  if (config_.device_type == std::string(\"cuda\")) {\n      LGBM_config_::current_device = lgbm_device_cuda;\n  }\n}\n\nApplication::~Application() {\n  if (config_.is_parallel) {\n    Network::Dispose();\n  }\n}\n\nvoid Application::LoadParameters(int argc, char** argv) {\n  std::unordered_map<std::string, std::vector<std::string>> all_params;\n  std::unordered_map<std::string, std::string> params;\n  for (int i = 1; i < argc; ++i) {\n    Config::KV2Map(&all_params, argv[i]);\n  }\n  // read parameters from config file\n  bool config_file_ok = true;\n  if (all_params.count(\"config\") > 0) {\n    TextReader<size_t> config_reader(all_params[\"config\"][0].c_str(), false);\n    config_reader.ReadAllLines();\n    if (!config_reader.Lines().empty()) {\n      for (auto& line : config_reader.Lines()) {\n        // remove str after \"#\"\n        if (line.size() > 0 && std::string::npos != line.find_first_of(\"#\")) {\n          line.erase(line.find_first_of(\"#\"));\n        }\n        line = Common::Trim(line);\n        if (line.size() == 0) {\n          continue;\n        }\n        Config::KV2Map(&all_params, line.c_str());\n      }\n    } else {\n      config_file_ok = false;\n    }\n  }\n  Config::SetVerbosity(all_params);\n  // de-duplicate params\n  Config::KeepFirstValues(all_params, &params);\n  if (!config_file_ok) {\n    Log::Warning(\"Config file %s doesn't exist, will ignore\", params[\"config\"].c_str());\n  }\n  ParameterAlias::KeyAliasTransform(&params);\n  config_.Set(params);\n  Log::Info(\"Finished loading parameters\");\n}\n\nvoid Application::LoadData() {\n  auto start_time = std::chrono::high_resolution_clock::now();\n  std::unique_ptr<Predictor> predictor;\n  // prediction is needed if using input initial model(continued train)\n  PredictFunction predict_fun = nullptr;\n  // need to continue training\n  if (boosting_->NumberOfTotalModel() > 0 && config_.task != TaskType::KRefitTree) {\n    predictor.reset(new Predictor(boosting_.get(), 0, -1, true, false, false, false, -1, -1));\n    predict_fun = predictor->GetPredictFunction();\n  }\n\n  // sync up random seed for data partition\n  if (config_.is_data_based_parallel) {\n    config_.data_random_seed = Network::GlobalSyncUpByMin(config_.data_random_seed);\n  }\n\n  Log::Debug(\"Loading train file...\");\n  DatasetLoader dataset_loader(config_, predict_fun,\n                               config_.num_class, config_.data.c_str());\n  // load Training data\n  if (config_.is_data_based_parallel) {\n    // load data for distributed training\n    train_data_.reset(dataset_loader.LoadFromFile(config_.data.c_str(),\n                                                  Network::rank(), Network::num_machines()));\n  } else {\n    // load data for single machine\n    train_data_.reset(dataset_loader.LoadFromFile(config_.data.c_str(), 0, 1));\n  }\n  // need save binary file\n  if (config_.save_binary) {\n    train_data_->SaveBinaryFile(nullptr);\n  }\n  // create training metric\n  if (config_.is_provide_training_metric) {\n    for (auto metric_type : config_.metric) {\n      auto metric = std::unique_ptr<Metric>(Metric::CreateMetric(metric_type, config_));\n      if (metric == nullptr) {\n        continue;\n      }\n      metric->Init(train_data_->metadata(), train_data_->num_data());\n      train_metric_.push_back(std::move(metric));\n    }\n  }\n  train_metric_.shrink_to_fit();\n\n  if (!config_.metric.empty()) {\n    // only when have metrics then need to construct validation data\n\n    // Add validation data, if it exists\n    for (size_t i = 0; i < config_.valid.size(); ++i) {\n      Log::Debug(\"Loading validation file #%zu...\", (i + 1));\n      // add\n      auto new_dataset = std::unique_ptr<Dataset>(\n        dataset_loader.LoadFromFileAlignWithOtherDataset(\n          config_.valid[i].c_str(),\n          train_data_.get()));\n      valid_datas_.push_back(std::move(new_dataset));\n      // need save binary file\n      if (config_.save_binary) {\n        valid_datas_.back()->SaveBinaryFile(nullptr);\n      }\n\n      // add metric for validation data\n      valid_metrics_.emplace_back();\n      for (auto metric_type : config_.metric) {\n        auto metric = std::unique_ptr<Metric>(Metric::CreateMetric(metric_type, config_));\n        if (metric == nullptr) {\n          continue;\n        }\n        metric->Init(valid_datas_.back()->metadata(),\n                     valid_datas_.back()->num_data());\n        valid_metrics_.back().push_back(std::move(metric));\n      }\n      valid_metrics_.back().shrink_to_fit();\n    }\n    valid_datas_.shrink_to_fit();\n    valid_metrics_.shrink_to_fit();\n  }\n  auto end_time = std::chrono::high_resolution_clock::now();\n  // output used time on each iteration\n  Log::Info(\"Finished loading data in %f seconds\",\n            std::chrono::duration<double, std::milli>(end_time - start_time) * 1e-3);\n}\n\nvoid Application::InitTrain() {\n  if (config_.is_parallel) {\n    // need init network\n    Network::Init(config_);\n    Log::Info(\"Finished initializing network\");\n    config_.feature_fraction_seed =\n      Network::GlobalSyncUpByMin(config_.feature_fraction_seed);\n    config_.feature_fraction =\n      Network::GlobalSyncUpByMin(config_.feature_fraction);\n    config_.drop_seed =\n      Network::GlobalSyncUpByMin(config_.drop_seed);\n  }\n\n  // create boosting\n  boosting_.reset(\n    Boosting::CreateBoosting(config_.boosting,\n                             config_.input_model.c_str(), config_.device_type, config_.num_gpu));\n  // create objective function\n  objective_fun_.reset(\n    ObjectiveFunction::CreateObjectiveFunction(config_.objective,\n                                               config_));\n  // load training data\n  LoadData();\n  if (config_.task == TaskType::kSaveBinary) {\n    Log::Info(\"Save data as binary finished, exit\");\n    exit(0);\n  }\n  // initialize the objective function\n  objective_fun_->Init(train_data_->metadata(), train_data_->num_data());\n  // initialize the boosting\n  boosting_->Init(&config_, train_data_.get(), objective_fun_.get(),\n                  Common::ConstPtrInVectorWrapper<Metric>(train_metric_));\n  // add validation data into boosting\n  for (size_t i = 0; i < valid_datas_.size(); ++i) {\n    boosting_->AddValidDataset(valid_datas_[i].get(),\n                               Common::ConstPtrInVectorWrapper<Metric>(valid_metrics_[i]));\n    Log::Debug(\"Number of data points in validation set #%zu: %d\", i + 1, valid_datas_[i]->num_data());\n  }\n  Log::Info(\"Finished initializing training\");\n}\n\nvoid Application::Train() {\n  Log::Info(\"Started training...\");\n  boosting_->Train(config_.snapshot_freq, config_.output_model);\n  boosting_->SaveModelToFile(0, -1, config_.saved_feature_importance_type,\n                             config_.output_model.c_str());\n  // convert model to if-else statement code\n  if (config_.convert_model_language == std::string(\"cpp\")) {\n    boosting_->SaveModelToIfElse(-1, config_.convert_model.c_str());\n  }\n  Log::Info(\"Finished training\");\n}\n\nvoid Application::Predict() {\n  if (config_.task == TaskType::KRefitTree) {\n    // create predictor\n    Predictor predictor(boosting_.get(), 0, -1, false, true, false, false, 1, 1);\n    predictor.Predict(config_.data.c_str(), config_.output_result.c_str(), config_.header, config_.predict_disable_shape_check,\n                      config_.precise_float_parser);\n    TextReader<int> result_reader(config_.output_result.c_str(), false);\n    result_reader.ReadAllLines();\n\n    size_t nrow = result_reader.Lines().size();\n    size_t ncol = 0;\n    if (nrow > 0) {\n      ncol = Common::StringToArray<int>(result_reader.Lines()[0], '\\t').size();\n    }\n    std::vector<int> pred_leaf;\n    pred_leaf.resize(nrow * ncol);\n\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n    for (int irow = 0; irow < static_cast<int>(nrow); ++irow) {\n      auto line_vec = Common::StringToArray<int>(result_reader.Lines()[irow], '\\t');\n      CHECK_EQ(line_vec.size(), ncol);\n      for (int i_row_item = 0; i_row_item < static_cast<int>(ncol); ++i_row_item) {\n        pred_leaf[irow * ncol + i_row_item] = line_vec[i_row_item];\n      }\n      // Free memory\n      result_reader.Lines()[irow].clear();\n    }\n    DatasetLoader dataset_loader(config_, nullptr,\n                                 config_.num_class, config_.data.c_str());\n    train_data_.reset(dataset_loader.LoadFromFile(config_.data.c_str(), 0, 1));\n    train_metric_.clear();\n    objective_fun_.reset(ObjectiveFunction::CreateObjectiveFunction(config_.objective,\n                                                                    config_));\n    objective_fun_->Init(train_data_->metadata(), train_data_->num_data());\n    boosting_->Init(&config_, train_data_.get(), objective_fun_.get(),\n                    Common::ConstPtrInVectorWrapper<Metric>(train_metric_));\n\n    boosting_->RefitTree(pred_leaf.data(), nrow, ncol);\n    boosting_->SaveModelToFile(0, -1, config_.saved_feature_importance_type,\n                               config_.output_model.c_str());\n    Log::Info(\"Finished RefitTree\");\n  } else {\n    // create predictor\n    Predictor predictor(boosting_.get(), config_.start_iteration_predict, config_.num_iteration_predict, config_.predict_raw_score,\n                        config_.predict_leaf_index, config_.predict_contrib,\n                        config_.pred_early_stop, config_.pred_early_stop_freq,\n                        config_.pred_early_stop_margin);\n    predictor.Predict(config_.data.c_str(),\n                      config_.output_result.c_str(), config_.header, config_.predict_disable_shape_check,\n                      config_.precise_float_parser);\n    Log::Info(\"Finished prediction\");\n  }\n}\n\nvoid Application::InitPredict() {\n  boosting_.reset(\n    Boosting::CreateBoosting(\"gbdt\", config_.input_model.c_str(), config_.device_type, config_.num_gpu));\n  Log::Info(\"Finished initializing prediction, total used %d iterations\", boosting_->GetCurrentIteration());\n}\n\nvoid Application::ConvertModel() {\n  boosting_.reset(\n    Boosting::CreateBoosting(config_.boosting, config_.input_model.c_str(), config_.device_type, config_.num_gpu));\n  boosting_->SaveModelToIfElse(-1, config_.convert_model.c_str());\n}\n\n\n}  // namespace LightGBM\n"
  },
  {
    "path": "src/application/predictor.hpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_SRC_APPLICATION_PREDICTOR_HPP_\n#define LIGHTGBM_SRC_APPLICATION_PREDICTOR_HPP_\n\n#include <LightGBM/boosting.h>\n#include <LightGBM/dataset.h>\n#include <LightGBM/meta.h>\n#include <LightGBM/utils/common.h>\n#include <LightGBM/utils/openmp_wrapper.h>\n#include <LightGBM/utils/text_reader.h>\n\n#include <string>\n#include <cstdio>\n#include <cstring>\n#include <functional>\n#include <map>\n#include <memory>\n#include <unordered_map>\n#include <utility>\n#include <vector>\n\nnamespace LightGBM {\n\n/*!\n* \\brief Used to predict data with input model\n*/\nclass Predictor {\n public:\n  /*!\n  * \\brief Constructor\n  * \\param boosting Input boosting model\n  * \\param start_iteration Start index of the iteration to predict\n  * \\param num_iteration Number of boosting round\n  * \\param is_raw_score True if need to predict result with raw score\n  * \\param predict_leaf_index True to output leaf index instead of prediction score\n  * \\param predict_contrib True to output feature contributions instead of prediction score\n  */\n  Predictor(Boosting* boosting, int start_iteration, int num_iteration, bool is_raw_score,\n            bool predict_leaf_index, bool predict_contrib, bool early_stop,\n            int early_stop_freq, double early_stop_margin) {\n    early_stop_ = CreatePredictionEarlyStopInstance(\n        \"none\", LightGBM::PredictionEarlyStopConfig());\n    if (early_stop && !boosting->NeedAccuratePrediction()) {\n      PredictionEarlyStopConfig pred_early_stop_config;\n      CHECK_GT(early_stop_freq, 0);\n      CHECK_GE(early_stop_margin, 0);\n      pred_early_stop_config.margin_threshold = early_stop_margin;\n      pred_early_stop_config.round_period = early_stop_freq;\n      if (boosting->NumberOfClasses() == 1) {\n        early_stop_ =\n            CreatePredictionEarlyStopInstance(\"binary\", pred_early_stop_config);\n      } else {\n        early_stop_ = CreatePredictionEarlyStopInstance(\"multiclass\",\n                                                        pred_early_stop_config);\n      }\n    }\n\n    boosting->InitPredict(start_iteration, num_iteration, predict_contrib);\n    boosting_ = boosting;\n    num_pred_one_row_ = boosting_->NumPredictOneRow(start_iteration,\n        num_iteration, predict_leaf_index, predict_contrib);\n    num_feature_ = boosting_->MaxFeatureIdx() + 1;\n    predict_buf_.resize(\n        OMP_NUM_THREADS(),\n        std::vector<double, Common::AlignmentAllocator<double, kAlignedSize>>(\n            num_feature_, 0.0f));\n    const int kFeatureThreshold = 100000;\n    const size_t KSparseThreshold = static_cast<size_t>(0.01 * num_feature_);\n    if (predict_leaf_index) {\n      predict_fun_ = [=](const std::vector<std::pair<int, double>>& features,\n                         double* output) {\n        int tid = omp_get_thread_num();\n        if (num_feature_ > kFeatureThreshold &&\n            features.size() < KSparseThreshold) {\n          auto buf = CopyToPredictMap(features);\n          boosting_->PredictLeafIndexByMap(buf, output);\n        } else {\n          CopyToPredictBuffer(predict_buf_[tid].data(), features);\n          // get result for leaf index\n          boosting_->PredictLeafIndex(predict_buf_[tid].data(), output);\n          ClearPredictBuffer(predict_buf_[tid].data(), predict_buf_[tid].size(),\n                             features);\n        }\n      };\n    } else if (predict_contrib) {\n      if (boosting_->IsLinear()) {\n        Log::Fatal(\"Predicting SHAP feature contributions is not implemented for linear trees.\");\n      }\n      predict_fun_ = [=](const std::vector<std::pair<int, double>>& features,\n                         double* output) {\n        int tid = omp_get_thread_num();\n        CopyToPredictBuffer(predict_buf_[tid].data(), features);\n        // get feature importances\n        boosting_->PredictContrib(predict_buf_[tid].data(), output);\n        ClearPredictBuffer(predict_buf_[tid].data(), predict_buf_[tid].size(),\n                           features);\n      };\n      predict_sparse_fun_ = [=](const std::vector<std::pair<int, double>>& features,\n                                std::vector<std::unordered_map<int, double>>* output) {\n        auto buf = CopyToPredictMap(features);\n        // get sparse feature importances\n        boosting_->PredictContribByMap(buf, output);\n      };\n\n    } else {\n      if (is_raw_score) {\n        predict_fun_ = [=](const std::vector<std::pair<int, double>>& features,\n                           double* output) {\n          int tid = omp_get_thread_num();\n          if (num_feature_ > kFeatureThreshold &&\n              features.size() < KSparseThreshold) {\n            auto buf = CopyToPredictMap(features);\n            boosting_->PredictRawByMap(buf, output, &early_stop_);\n          } else {\n            CopyToPredictBuffer(predict_buf_[tid].data(), features);\n            boosting_->PredictRaw(predict_buf_[tid].data(), output,\n                                  &early_stop_);\n            ClearPredictBuffer(predict_buf_[tid].data(),\n                               predict_buf_[tid].size(), features);\n          }\n        };\n      } else {\n        predict_fun_ = [=](const std::vector<std::pair<int, double>>& features,\n                           double* output) {\n          int tid = omp_get_thread_num();\n          if (num_feature_ > kFeatureThreshold &&\n              features.size() < KSparseThreshold) {\n            auto buf = CopyToPredictMap(features);\n            boosting_->PredictByMap(buf, output, &early_stop_);\n          } else {\n            CopyToPredictBuffer(predict_buf_[tid].data(), features);\n            boosting_->Predict(predict_buf_[tid].data(), output, &early_stop_);\n            ClearPredictBuffer(predict_buf_[tid].data(),\n                               predict_buf_[tid].size(), features);\n          }\n        };\n      }\n    }\n  }\n\n  /*!\n  * \\brief Destructor\n  */\n  ~Predictor() {\n  }\n\n  inline const PredictFunction& GetPredictFunction() const {\n    return predict_fun_;\n  }\n\n\n  inline const PredictSparseFunction& GetPredictSparseFunction() const {\n    return predict_sparse_fun_;\n  }\n\n  /*!\n  * \\brief predicting on data, then saving result to disk\n  * \\param data_filename Filename of data\n  * \\param result_filename Filename of output result\n  */\n  void Predict(const char* data_filename, const char* result_filename, bool header, bool disable_shape_check, bool precise_float_parser) {\n    auto writer = VirtualFileWriter::Make(result_filename);\n    if (!writer->Init()) {\n      Log::Fatal(\"Prediction results file %s cannot be created\", result_filename);\n    }\n    auto label_idx = header ? -1 : boosting_->LabelIdx();\n    auto parser = std::unique_ptr<Parser>(Parser::CreateParser(data_filename, header, boosting_->MaxFeatureIdx() + 1, label_idx,\n                                                               precise_float_parser, boosting_->ParserConfigStr()));\n\n    if (parser == nullptr) {\n      Log::Fatal(\"Could not recognize the data format of data file %s\", data_filename);\n    }\n    if (!header && !disable_shape_check && parser->NumFeatures() != boosting_->MaxFeatureIdx() + 1) {\n      Log::Fatal(\"The number of features in data (%d) is not the same as it was in training data (%d).\\n\" \\\n                 \"You can set ``predict_disable_shape_check=true`` to discard this error, but please be aware what you are doing.\", parser->NumFeatures(), boosting_->MaxFeatureIdx() + 1);\n    }\n    TextReader<data_size_t> predict_data_reader(data_filename, header);\n    std::vector<int> feature_remapper(parser->NumFeatures(), -1);\n    bool need_adjust = false;\n    // skip raw feature remapping if trained model has parser config str which may contain actual feature names.\n    if (header && boosting_->ParserConfigStr().empty()) {\n      std::string first_line = predict_data_reader.first_line();\n      std::vector<std::string> header_words = Common::Split(first_line.c_str(), \"\\t,\");\n      std::unordered_map<std::string, int> header_mapper;\n      for (int i = 0; i < static_cast<int>(header_words.size()); ++i) {\n        if (header_mapper.count(header_words[i]) > 0) {\n          Log::Fatal(\"Feature (%s) appears more than one time.\", header_words[i].c_str());\n        }\n        header_mapper[header_words[i]] = i;\n      }\n      const auto& fnames = boosting_->FeatureNames();\n      for (int i = 0; i < static_cast<int>(fnames.size()); ++i) {\n        if (header_mapper.count(fnames[i]) <= 0) {\n          Log::Warning(\"Feature (%s) is missed in data file. If it is weight/query/group/ignore_column, you can ignore this warning.\", fnames[i].c_str());\n        } else {\n          feature_remapper[header_mapper.at(fnames[i])] = i;\n        }\n      }\n      for (int i = 0; i < static_cast<int>(feature_remapper.size()); ++i) {\n        if (feature_remapper[i] >= 0 && i != feature_remapper[i]) {\n          need_adjust = true;\n          break;\n        }\n      }\n    }\n    // function for parse data\n    std::function<void(const char*, std::vector<std::pair<int, double>>*)> parser_fun;\n    double tmp_label;\n    parser_fun = [&parser, &feature_remapper, &tmp_label, need_adjust]\n    (const char* buffer, std::vector<std::pair<int, double>>* feature) {\n      parser->ParseOneLine(buffer, feature, &tmp_label);\n      if (need_adjust) {\n        int i = 0, j = static_cast<int>(feature->size());\n        while (i < j) {\n          if (feature_remapper[(*feature)[i].first] >= 0) {\n            (*feature)[i].first = feature_remapper[(*feature)[i].first];\n            ++i;\n          } else {\n            // move the non-used features to the end of the feature vector\n            std::swap((*feature)[i], (*feature)[--j]);\n          }\n        }\n        feature->resize(i);\n      }\n    };\n\n    std::function<void(data_size_t, const std::vector<std::string>&)>\n        process_fun = [&parser_fun, &writer, this](\n                          data_size_t, const std::vector<std::string>& lines) {\n      std::vector<std::pair<int, double>> oneline_features;\n      std::vector<std::string> result_to_write(lines.size());\n      OMP_INIT_EX();\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) firstprivate(oneline_features)\n      for (data_size_t i = 0; i < static_cast<data_size_t>(lines.size()); ++i) {\n        OMP_LOOP_EX_BEGIN();\n        oneline_features.clear();\n        // parser\n        parser_fun(lines[i].c_str(), &oneline_features);\n        // predict\n        std::vector<double> result(num_pred_one_row_);\n        predict_fun_(oneline_features, result.data());\n        auto str_result = Common::Join<double>(result, \"\\t\");\n        result_to_write[i] = str_result;\n        OMP_LOOP_EX_END();\n      }\n      OMP_THROW_EX();\n      for (data_size_t i = 0; i < static_cast<data_size_t>(result_to_write.size()); ++i) {\n        writer->Write(result_to_write[i].c_str(), result_to_write[i].size());\n        writer->Write(\"\\n\", 1);\n      }\n    };\n    predict_data_reader.ReadAllAndProcessParallel(process_fun);\n  }\n\n private:\n  void CopyToPredictBuffer(double* pred_buf, const std::vector<std::pair<int, double>>& features) {\n    for (const auto &feature : features) {\n      if (feature.first < num_feature_) {\n        pred_buf[feature.first] = feature.second;\n      }\n    }\n  }\n\n  void ClearPredictBuffer(double* pred_buf, size_t buf_size, const std::vector<std::pair<int, double>>& features) {\n    if (features.size() > static_cast<size_t>(buf_size / 2)) {\n      std::memset(pred_buf, 0, sizeof(double)*(buf_size));\n    } else {\n      for (const auto &feature : features) {\n        if (feature.first < num_feature_) {\n          pred_buf[feature.first] = 0.0f;\n        }\n      }\n    }\n  }\n\n  std::unordered_map<int, double> CopyToPredictMap(const std::vector<std::pair<int, double>>& features) {\n    std::unordered_map<int, double> buf;\n    for (const auto &feature : features) {\n      if (feature.first < num_feature_) {\n        buf[feature.first] = feature.second;\n      }\n    }\n    return buf;\n  }\n\n  /*! \\brief Boosting model */\n  const Boosting* boosting_;\n  /*! \\brief function for prediction */\n  PredictFunction predict_fun_;\n  PredictSparseFunction predict_sparse_fun_;\n  PredictionEarlyStopInstance early_stop_;\n  int num_feature_;\n  int num_pred_one_row_;\n  std::vector<std::vector<double, Common::AlignmentAllocator<double, kAlignedSize>>> predict_buf_;\n};\n\n}  // namespace LightGBM\n\n#endif  // LIGHTGBM_SRC_APPLICATION_PREDICTOR_HPP_\n"
  },
  {
    "path": "src/boosting/bagging.hpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#ifndef LIGHTGBM_SRC_BOOSTING_BAGGING_HPP_\n#define LIGHTGBM_SRC_BOOSTING_BAGGING_HPP_\n\n#include <string>\n#include <vector>\n\nnamespace LightGBM {\n\nclass BaggingSampleStrategy : public SampleStrategy {\n public:\n  BaggingSampleStrategy(const Config* config, const Dataset* train_data, const ObjectiveFunction* objective_function, int num_tree_per_iteration)\n    : need_re_bagging_(false) {\n    config_ = config;\n    train_data_ = train_data;\n    num_data_ = train_data->num_data();\n    num_queries_ = train_data->metadata().num_queries();\n    query_boundaries_ = train_data->metadata().query_boundaries();\n    objective_function_ = objective_function;\n    num_tree_per_iteration_ = num_tree_per_iteration;\n    num_threads_ = OMP_NUM_THREADS();\n  }\n\n  ~BaggingSampleStrategy() {}\n\n  void Bagging(int iter, TreeLearner* tree_learner, score_t* /*gradients*/, score_t* /*hessians*/) override {\n    Common::FunctionTimer fun_timer(\"GBDT::Bagging\", global_timer);\n    // if need bagging\n    if ((bag_data_cnt_ < num_data_ && iter % config_->bagging_freq == 0) ||\n      need_re_bagging_) {\n      need_re_bagging_ = false;\n      if (!config_->bagging_by_query) {\n        auto left_cnt = bagging_runner_.Run<true>(\n          num_data_,\n          [=](int, data_size_t cur_start, data_size_t cur_cnt, data_size_t* left,\n              data_size_t*) {\n            data_size_t cur_left_count = 0;\n            if (balanced_bagging_) {\n              cur_left_count =\n                  BalancedBaggingHelper(cur_start, cur_cnt, left);\n            } else {\n              cur_left_count = BaggingHelper(cur_start, cur_cnt, left);\n            }\n            return cur_left_count;\n          },\n          bag_data_indices_.data());\n        bag_data_cnt_ = left_cnt;\n      } else {\n        num_sampled_queries_ = bagging_runner_.Run<true>(\n          num_queries_,\n          [=](int, data_size_t cur_start, data_size_t cur_cnt, data_size_t* left,\n              data_size_t*) {\n            data_size_t cur_left_count = 0;\n            cur_left_count = BaggingHelper(cur_start, cur_cnt, left);\n            return cur_left_count;\n          }, bag_query_indices_.data());\n\n        sampled_query_boundaries_[0] = 0;\n        OMP_INIT_EX();\n        #pragma omp parallel for schedule(static) num_threads(num_threads_)\n        for (data_size_t i = 0; i < num_sampled_queries_; ++i) {\n          OMP_LOOP_EX_BEGIN();\n          sampled_query_boundaries_[i + 1] = query_boundaries_[bag_query_indices_[i] + 1] - query_boundaries_[bag_query_indices_[i]];\n          OMP_LOOP_EX_END();\n        }\n        OMP_THROW_EX();\n\n        const int num_blocks = Threading::For<data_size_t>(0, num_sampled_queries_ + 1, 128, [this](int thread_index, data_size_t start_index, data_size_t end_index) {\n          for (data_size_t i = start_index + 1; i < end_index; ++i) {\n            sampled_query_boundaries_[i] += sampled_query_boundaries_[i - 1];\n          }\n          sampled_query_boundaries_thread_buffer_[thread_index] = sampled_query_boundaries_[end_index - 1];\n         });\n\n        for (int thread_index = 1; thread_index < num_blocks; ++thread_index) {\n          sampled_query_boundaries_thread_buffer_[thread_index] += sampled_query_boundaries_thread_buffer_[thread_index - 1];\n        }\n\n        Threading::For<data_size_t>(0, num_sampled_queries_ + 1, 128, [this](int thread_index, data_size_t start_index, data_size_t end_index) {\n          if (thread_index > 0) {\n            for (data_size_t i = start_index; i < end_index; ++i) {\n              sampled_query_boundaries_[i] += sampled_query_boundaries_thread_buffer_[thread_index - 1];\n            }\n          }\n        });\n\n        bag_data_cnt_ = sampled_query_boundaries_[num_sampled_queries_];\n\n        Threading::For<data_size_t>(0, num_sampled_queries_, 1, [this](int /*thread_index*/, data_size_t start_index, data_size_t end_index) {\n          for (data_size_t sampled_query_id = start_index; sampled_query_id < end_index; ++sampled_query_id) {\n            const data_size_t query_index = bag_query_indices_[sampled_query_id];\n            const data_size_t data_index_start = query_boundaries_[query_index];\n            const data_size_t data_index_end = query_boundaries_[query_index + 1];\n            const data_size_t sampled_query_start = sampled_query_boundaries_[sampled_query_id];\n            for (data_size_t i = data_index_start; i < data_index_end; ++i) {\n              bag_data_indices_[sampled_query_start + i - data_index_start] = i;\n            }\n          }\n        });\n      }\n      Log::Debug(\"Re-bagging, using %d data to train\", bag_data_cnt_);\n      // set bagging data to tree learner\n      if (!is_use_subset_) {\n        #ifdef USE_CUDA\n        if (config_->device_type == std::string(\"cuda\")) {\n          CopyFromHostToCUDADevice<data_size_t>(cuda_bag_data_indices_.RawData(), bag_data_indices_.data(), static_cast<size_t>(num_data_), __FILE__, __LINE__);\n          tree_learner->SetBaggingData(nullptr, cuda_bag_data_indices_.RawData(), bag_data_cnt_);\n        } else {\n        #endif  // USE_CUDA\n          tree_learner->SetBaggingData(nullptr, bag_data_indices_.data(), bag_data_cnt_);\n        #ifdef USE_CUDA\n        }\n        #endif  // USE_CUDA\n      } else {\n        // get subset\n        tmp_subset_->ReSize(bag_data_cnt_);\n        tmp_subset_->CopySubrow(train_data_, bag_data_indices_.data(),\n                                bag_data_cnt_, false);\n        #ifdef USE_CUDA\n        if (config_->device_type == std::string(\"cuda\")) {\n          CopyFromHostToCUDADevice<data_size_t>(cuda_bag_data_indices_.RawData(), bag_data_indices_.data(), static_cast<size_t>(num_data_), __FILE__, __LINE__);\n          tree_learner->SetBaggingData(tmp_subset_.get(), cuda_bag_data_indices_.RawData(),\n                                       bag_data_cnt_);\n        } else {\n        #endif  // USE_CUDA\n          tree_learner->SetBaggingData(tmp_subset_.get(), bag_data_indices_.data(),\n                                       bag_data_cnt_);\n        #ifdef USE_CUDA\n        }\n        #endif  // USE_CUDA\n      }\n    }\n  }\n\n  void ResetSampleConfig(const Config* config, bool is_change_dataset) override {\n    need_resize_gradients_ = false;\n    // if need bagging, create buffer\n    data_size_t num_pos_data = 0;\n    if (objective_function_ != nullptr) {\n      num_pos_data = objective_function_->NumPositiveData();\n    }\n    bool balance_bagging_cond = (config->pos_bagging_fraction < 1.0 || config->neg_bagging_fraction < 1.0) && (num_pos_data > 0);\n    if ((config->bagging_fraction < 1.0 || balance_bagging_cond) && config->bagging_freq > 0) {\n      need_re_bagging_ = false;\n      if (!is_change_dataset &&\n        config_ != nullptr && config_->bagging_fraction == config->bagging_fraction && config_->bagging_freq == config->bagging_freq\n        && config_->pos_bagging_fraction == config->pos_bagging_fraction && config_->neg_bagging_fraction == config->neg_bagging_fraction) {\n        config_ = config;\n        return;\n      }\n      config_ = config;\n      if (balance_bagging_cond) {\n        balanced_bagging_ = true;\n        bag_data_cnt_ = static_cast<data_size_t>(num_pos_data * config_->pos_bagging_fraction)\n                        + static_cast<data_size_t>((num_data_ - num_pos_data) * config_->neg_bagging_fraction);\n      } else {\n        bag_data_cnt_ = static_cast<data_size_t>(config_->bagging_fraction * num_data_);\n      }\n      bag_data_indices_.resize(num_data_);\n      #ifdef USE_CUDA\n      if (config_->device_type == std::string(\"cuda\")) {\n        cuda_bag_data_indices_.Resize(num_data_);\n      }\n      #endif  // USE_CUDA\n      if (!config_->bagging_by_query) {\n        bagging_runner_.ReSize(num_data_);\n      } else {\n        bagging_runner_.ReSize(num_queries_);\n        sampled_query_boundaries_.resize(num_queries_ + 1, 0);\n        sampled_query_boundaries_thread_buffer_.resize(num_threads_, 0);\n        bag_query_indices_.resize(num_data_);\n      }\n      bagging_rands_.clear();\n      for (int i = 0;\n          i < (num_data_ + bagging_rand_block_ - 1) / bagging_rand_block_; ++i) {\n        bagging_rands_.emplace_back(config_->bagging_seed + i);\n      }\n\n      double average_bag_rate =\n          (static_cast<double>(bag_data_cnt_) / num_data_) / config_->bagging_freq;\n      is_use_subset_ = false;\n      if (config_->device_type != std::string(\"cuda\")) {\n        const int group_threshold_usesubset = 100;\n        const double average_bag_rate_threshold = 0.5;\n        if (average_bag_rate <= average_bag_rate_threshold\n            && (train_data_->num_feature_groups() < group_threshold_usesubset)) {\n          if (tmp_subset_ == nullptr || is_change_dataset) {\n            tmp_subset_.reset(new Dataset(bag_data_cnt_));\n            tmp_subset_->CopyFeatureMapperFrom(train_data_);\n          }\n          is_use_subset_ = true;\n          Log::Debug(\"Use subset for bagging\");\n        }\n      }\n\n      need_re_bagging_ = true;\n\n      if (is_use_subset_ && bag_data_cnt_ < num_data_) {\n        // resize gradient vectors to copy the customized gradients for using subset data\n        need_resize_gradients_ = true;\n      }\n    } else {\n      bag_data_cnt_ = num_data_;\n      bag_data_indices_.clear();\n      #ifdef USE_CUDA\n      cuda_bag_data_indices_.Clear();\n      #endif  // USE_CUDA\n      bagging_runner_.ReSize(0);\n      is_use_subset_ = false;\n    }\n  }\n\n  bool IsHessianChange() const override {\n    return false;\n  }\n\n  data_size_t num_sampled_queries() const override {\n    return num_sampled_queries_;\n  }\n\n  const data_size_t* sampled_query_indices() const override {\n    return bag_query_indices_.data();\n  }\n\n private:\n  data_size_t BaggingHelper(data_size_t start, data_size_t cnt, data_size_t* buffer) {\n    if (cnt <= 0) {\n      return 0;\n    }\n    data_size_t cur_left_cnt = 0;\n    data_size_t cur_right_pos = cnt;\n    // random bagging, minimal unit is one record\n    for (data_size_t i = 0; i < cnt; ++i) {\n      auto cur_idx = start + i;\n      if (bagging_rands_[cur_idx / bagging_rand_block_].NextFloat() < config_->bagging_fraction) {\n        buffer[cur_left_cnt++] = cur_idx;\n      } else {\n        buffer[--cur_right_pos] = cur_idx;\n      }\n    }\n    return cur_left_cnt;\n  }\n\n  data_size_t BalancedBaggingHelper(data_size_t start, data_size_t cnt, data_size_t* buffer) {\n    if (cnt <= 0) {\n      return 0;\n    }\n    auto label_ptr = train_data_->metadata().label();\n    data_size_t cur_left_cnt = 0;\n    data_size_t cur_right_pos = cnt;\n    // random bagging, minimal unit is one record\n    for (data_size_t i = 0; i < cnt; ++i) {\n      auto cur_idx = start + i;\n      bool is_pos = label_ptr[start + i] > 0;\n      bool is_in_bag = false;\n      if (is_pos) {\n        is_in_bag = bagging_rands_[cur_idx / bagging_rand_block_].NextFloat() <\n                    config_->pos_bagging_fraction;\n      } else {\n        is_in_bag = bagging_rands_[cur_idx / bagging_rand_block_].NextFloat() <\n                    config_->neg_bagging_fraction;\n      }\n      if (is_in_bag) {\n        buffer[cur_left_cnt++] = cur_idx;\n      } else {\n        buffer[--cur_right_pos] = cur_idx;\n      }\n    }\n    return cur_left_cnt;\n  }\n\n  /*! \\brief whether need restart bagging in continued training */\n  bool need_re_bagging_;\n  /*! \\brief number of threads */\n  int num_threads_;\n  /*! \\brief query boundaries of the in-bag queries */\n  std::vector<data_size_t> sampled_query_boundaries_;\n  /*! \\brief buffer for calculating sampled_query_boundaries_ */\n  std::vector<data_size_t> sampled_query_boundaries_thread_buffer_;\n  /*! \\brief in-bag query indices */\n  std::vector<data_size_t, Common::AlignmentAllocator<data_size_t, kAlignedSize>> bag_query_indices_;\n  /*! \\brief number of queries in the training dataset */\n  data_size_t num_queries_;\n  /*! \\brief number of in-bag queries */\n  data_size_t num_sampled_queries_;\n  /*! \\brief query boundaries of the whole training dataset */\n  const data_size_t* query_boundaries_;\n};\n\n}  // namespace LightGBM\n\n#endif  // LIGHTGBM_SRC_BOOSTING_BAGGING_HPP_\n"
  },
  {
    "path": "src/boosting/boosting.cpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#include <LightGBM/boosting.h>\n\n#include <memory>\n#include <string>\n\n#include \"dart.hpp\"\n#include \"gbdt.h\"\n#include \"rf.hpp\"\n\n#ifdef USE_CUDA\n#include \"cuda/nccl_gbdt.hpp\"\n#endif  // USE_CUDA\n\nnamespace LightGBM {\n\nstd::string GetBoostingTypeFromModelFile(const char* filename) {\n  TextReader<size_t> model_reader(filename, true);\n  std::string type = model_reader.first_line();\n  return type;\n}\n\nbool Boosting::LoadFileToBoosting(Boosting* boosting, const char* filename) {\n  auto start_time = std::chrono::steady_clock::now();\n  if (boosting != nullptr) {\n    TextReader<size_t> model_reader(filename, true);\n    size_t buffer_len = 0;\n    auto buffer = model_reader.ReadContent(&buffer_len);\n    if (!boosting->LoadModelFromString(buffer.data(), buffer_len)) {\n      return false;\n    }\n  }\n  std::chrono::duration<double, std::milli> delta = (std::chrono::steady_clock::now() - start_time);\n  Log::Debug(\"Time for loading model: %f seconds\", 1e-3*delta);\n  return true;\n}\n\nBoosting* Boosting::CreateBoosting(const std::string& type, const char* filename,\n  const std::string&\n  #ifdef USE_CUDA\n  device_type\n  #endif  // USE_CUDA\n  , const int\n  #ifdef USE_CUDA\n  num_gpu\n  #endif  // USE_CUDA\n  ) {\n  if (filename == nullptr || filename[0] == '\\0') {\n    if (type == std::string(\"gbdt\")) {\n      #ifdef USE_CUDA\n      if (device_type == std::string(\"cuda\") && num_gpu > 1) {\n        return new NCCLGBDT<GBDT>();\n      } else {\n      #endif  // USE_CUDA\n        return new GBDT();\n      #ifdef USE_CUDA\n      }\n      #endif  // USE_CUDA\n    } else if (type == std::string(\"dart\")) {\n      return new DART();\n    } else if (type == std::string(\"goss\")) {\n      return new GBDT();\n    } else if (type == std::string(\"rf\")) {\n      return new RF();\n    } else {\n      return nullptr;\n    }\n  } else {\n    std::unique_ptr<Boosting> ret;\n    if (GetBoostingTypeFromModelFile(filename) == std::string(\"tree\")) {\n      if (type == std::string(\"gbdt\")) {\n        #ifdef USE_CUDA\n        if (device_type == std::string(\"cuda\") && num_gpu > 1) {\n          ret.reset(new NCCLGBDT<GBDT>());\n        } else {\n        #endif  // USE_CUDA\n          ret.reset(new GBDT());\n        #ifdef USE_CUDA\n        }\n        #endif  // USE_CUDA\n      } else if (type == std::string(\"dart\")) {\n        ret.reset(new DART());\n      } else if (type == std::string(\"goss\")) {\n        ret.reset(new GBDT());\n      } else if (type == std::string(\"rf\")) {\n        ret.reset(new RF());\n      } else {\n        Log::Fatal(\"Unknown boosting type %s\", type.c_str());\n      }\n      LoadFileToBoosting(ret.get(), filename);\n    } else {\n      Log::Fatal(\"Unknown model format or submodel type in model file %s\", filename);\n    }\n    return ret.release();\n  }\n}\n\n}  // namespace LightGBM\n"
  },
  {
    "path": "src/boosting/cuda/cuda_score_updater.cpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#include \"cuda_score_updater.hpp\"\n\n#ifdef USE_CUDA\n\nnamespace LightGBM {\n\nCUDAScoreUpdater::CUDAScoreUpdater(const Dataset* data, int num_tree_per_iteration, const bool boosting_on_cuda):\n  ScoreUpdater(data, num_tree_per_iteration), num_threads_per_block_(1024), boosting_on_cuda_(boosting_on_cuda) {\n  num_data_ = data->num_data();\n  int64_t total_size = static_cast<int64_t>(num_data_) * num_tree_per_iteration;\n  InitCUDA(total_size);\n  has_init_score_ = false;\n  const double* init_score = data->metadata().init_score();\n  // if exists initial score, will start from it\n  if (init_score != nullptr) {\n    if ((data->metadata().num_init_score() % num_data_) != 0\n        || (data->metadata().num_init_score() / num_data_) != num_tree_per_iteration) {\n      Log::Fatal(\"Number of class for initial score error\");\n    }\n    has_init_score_ = true;\n    CopyFromHostToCUDADevice<double>(cuda_score_.RawData(), init_score, total_size, __FILE__, __LINE__);\n  } else {\n    SetCUDAMemory<double>(cuda_score_.RawData(), 0, static_cast<size_t>(total_size), __FILE__, __LINE__);\n  }\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n  if (boosting_on_cuda_) {\n    // clear host score buffer\n    score_.clear();\n    score_.shrink_to_fit();\n  }\n}\n\nvoid CUDAScoreUpdater::InitCUDA(const size_t total_size) {\n  cuda_score_.Resize(total_size);\n}\n\nCUDAScoreUpdater::~CUDAScoreUpdater() {}\n\ninline void CUDAScoreUpdater::AddScore(double val, int cur_tree_id) {\n  Common::FunctionTimer fun_timer(\"CUDAScoreUpdater::AddScore\", global_timer);\n  const size_t offset = static_cast<size_t>(num_data_) * cur_tree_id;\n  LaunchAddScoreConstantKernel(val, offset);\n  if (!boosting_on_cuda_) {\n    CopyFromCUDADeviceToHost<double>(score_.data() + offset, cuda_score_.RawData() + offset, static_cast<size_t>(num_data_), __FILE__, __LINE__);\n  }\n}\n\ninline void CUDAScoreUpdater::AddScore(const Tree* tree, int cur_tree_id) {\n  Common::FunctionTimer fun_timer(\"ScoreUpdater::AddScore\", global_timer);\n  const size_t offset = static_cast<size_t>(num_data_) * cur_tree_id;\n  tree->AddPredictionToScore(data_, num_data_, cuda_score_.RawData() + offset);\n  if (!boosting_on_cuda_) {\n    CopyFromCUDADeviceToHost<double>(score_.data() + offset, cuda_score_.RawData() + offset, static_cast<size_t>(num_data_), __FILE__, __LINE__);\n  }\n}\n\ninline void CUDAScoreUpdater::AddScore(const TreeLearner* tree_learner, const Tree* tree, int cur_tree_id) {\n  Common::FunctionTimer fun_timer(\"ScoreUpdater::AddScore\", global_timer);\n  const size_t offset = static_cast<size_t>(num_data_) * cur_tree_id;\n  tree_learner->AddPredictionToScore(tree, cuda_score_.RawData() + offset);\n  if (!boosting_on_cuda_) {\n    CopyFromCUDADeviceToHost<double>(score_.data() + offset, cuda_score_.RawData() + offset, static_cast<size_t>(num_data_), __FILE__, __LINE__);\n  }\n}\n\ninline void CUDAScoreUpdater::AddScore(const Tree* tree, const data_size_t* data_indices,\n                      data_size_t data_cnt, int cur_tree_id) {\n  Common::FunctionTimer fun_timer(\"ScoreUpdater::AddScore\", global_timer);\n  const size_t offset = static_cast<size_t>(num_data_) * cur_tree_id;\n  tree->AddPredictionToScore(data_, data_indices, data_cnt, cuda_score_.RawData() + offset);\n  if (!boosting_on_cuda_) {\n    CopyFromCUDADeviceToHost<double>(score_.data() + offset, cuda_score_.RawData() + offset, static_cast<size_t>(num_data_), __FILE__, __LINE__);\n  }\n}\n\ninline void CUDAScoreUpdater::MultiplyScore(double val, int cur_tree_id) {\n  Common::FunctionTimer fun_timer(\"CUDAScoreUpdater::MultiplyScore\", global_timer);\n  const size_t offset = static_cast<size_t>(num_data_) * cur_tree_id;\n  LaunchMultiplyScoreConstantKernel(val, offset);\n  if (!boosting_on_cuda_) {\n    CopyFromCUDADeviceToHost<double>(score_.data() + offset, cuda_score_.RawData() + offset, static_cast<size_t>(num_data_), __FILE__, __LINE__);\n  }\n}\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/boosting/cuda/cuda_score_updater.cu",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#include \"cuda_score_updater.hpp\"\n\n#ifdef USE_CUDA\n\nnamespace LightGBM {\n\n__global__ void AddScoreConstantKernel(\n  const double val,\n  const data_size_t num_data,\n  double* score) {\n  const data_size_t data_index = static_cast<data_size_t>(threadIdx.x + blockIdx.x * blockDim.x);\n  if (data_index < num_data) {\n    score[data_index] += val;\n  }\n}\n\nvoid CUDAScoreUpdater::LaunchAddScoreConstantKernel(const double val, const size_t offset) {\n  const int num_blocks = (num_data_ + num_threads_per_block_) / num_threads_per_block_;\n  Log::Debug(\"Adding init score = %lf\", val);\n  AddScoreConstantKernel<<<num_blocks, num_threads_per_block_>>>(val, num_data_, cuda_score_.RawData() + offset);\n}\n\n__global__ void MultiplyScoreConstantKernel(\n  const double val,\n  const data_size_t num_data,\n  double* score) {\n  const data_size_t data_index = static_cast<data_size_t>(threadIdx.x + blockIdx.x * blockDim.x);\n  if (data_index < num_data) {\n    score[data_index] *= val;\n  }\n}\n\nvoid CUDAScoreUpdater::LaunchMultiplyScoreConstantKernel(const double val, const size_t offset) {\n  const int num_blocks = (num_data_ + num_threads_per_block_) / num_threads_per_block_;\n  MultiplyScoreConstantKernel<<<num_blocks, num_threads_per_block_>>>(val, num_data_, cuda_score_.RawData() + offset);\n}\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/boosting/cuda/cuda_score_updater.hpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#ifndef LIGHTGBM_SRC_BOOSTING_CUDA_CUDA_SCORE_UPDATER_HPP_\n#define LIGHTGBM_SRC_BOOSTING_CUDA_CUDA_SCORE_UPDATER_HPP_\n\n#ifdef USE_CUDA\n\n#include <LightGBM/cuda/cuda_utils.hu>\n\n#include \"../score_updater.hpp\"\n\nnamespace LightGBM {\n\nclass CUDAScoreUpdater: public ScoreUpdater {\n public:\n  CUDAScoreUpdater(const Dataset* data, int num_tree_per_iteration, const bool boosting_on_cuda);\n\n  ~CUDAScoreUpdater();\n\n  void AddScore(double val, int cur_tree_id) override;\n\n  inline void AddScore(const Tree* tree, int cur_tree_id) override;\n\n  void AddScore(const TreeLearner* tree_learner, const Tree* tree, int cur_tree_id) override;\n\n  inline void AddScore(const Tree* tree, const data_size_t* data_indices,\n                       data_size_t data_cnt, int cur_tree_id) override;\n\n  inline void MultiplyScore(double val, int cur_tree_id) override;\n\n  inline const double* score() const override {\n    if (boosting_on_cuda_) {\n      return cuda_score_.RawData();\n    } else {\n      return score_.data();\n    }\n  }\n\n  /*! \\brief Disable copy */\n  CUDAScoreUpdater& operator=(const CUDAScoreUpdater&) = delete;\n\n  CUDAScoreUpdater(const CUDAScoreUpdater&) = delete;\n\n private:\n  void InitCUDA(const size_t total_size);\n\n  void LaunchAddScoreConstantKernel(const double val, const size_t offset);\n\n  void LaunchMultiplyScoreConstantKernel(const double val, const size_t offset);\n\n  CUDAVector<double> cuda_score_;\n\n  const int num_threads_per_block_;\n\n  const bool boosting_on_cuda_;\n};\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n\n#endif  // LIGHTGBM_SRC_BOOSTING_CUDA_CUDA_SCORE_UPDATER_HPP_\n"
  },
  {
    "path": "src/boosting/cuda/nccl_gbdt.cpp",
    "content": "/*!\n * Copyright (c) 2023-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2023-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#include <LightGBM/metric.h>\n\n#include <set>\n#include <vector>\n\n#include \"nccl_gbdt.hpp\"\n#include \"nccl_gbdt_component.hpp\"\n\n#ifdef USE_CUDA\n\nnamespace LightGBM {\n\ntemplate <typename GBDT_T>\nNCCLGBDT<GBDT_T>::NCCLGBDT(): GBDT_T() {}\n\ntemplate <typename GBDT_T>\nNCCLGBDT<GBDT_T>::~NCCLGBDT() {}\n\ntemplate <typename GBDT_T>\nvoid NCCLGBDT<GBDT_T>::Init(\n  const Config* gbdt_config, const Dataset* train_data,\n  const ObjectiveFunction* objective_function,\n  const std::vector<const Metric*>& training_metrics) {\n  GBDT_T::Init(gbdt_config, train_data, objective_function, training_metrics);\n\n  this->tree_learner_.reset();\n\n  nccl_topology_.reset(new NCCLTopology(this->config_->gpu_device_id, this->config_->num_gpu, this->config_->gpu_device_id_list, train_data->num_data()));\n\n  nccl_topology_->InitNCCL();\n\n  nccl_topology_->InitPerDevice<NCCLGBDTComponent>(&nccl_gbdt_components_);\n  nccl_topology_->RunPerDevice<NCCLGBDTComponent, void>(nccl_gbdt_components_, [this, gbdt_config, train_data]\n    (NCCLGBDTComponent* nccl_gbdt_component) { nccl_gbdt_component->Init(\n      gbdt_config, train_data, this->num_tree_per_iteration_, this->boosting_on_gpu_, this->is_constant_hessian_);\n  });\n}\n\ntemplate <typename GBDT_T>\nvoid NCCLGBDT<GBDT_T>::BoostingThread(NCCLGBDTComponent* thread_data) {\n  const ObjectiveFunction* objective_function = thread_data->objective_function();\n  score_t* gradients = thread_data->gradients();\n  score_t* hessians = thread_data->hessians();\n  const double* score = thread_data->train_score_updater()->score();\n  objective_function->GetGradients(score, gradients, hessians);\n}\n\ntemplate <typename GBDT_T>\nvoid NCCLGBDT<GBDT_T>::Boosting() {\n  Common::FunctionTimer fun_timer(\"NCCLGBDT::Boosting\", global_timer);\n  if (this->objective_function_ == nullptr) {\n    Log::Fatal(\"No object function provided\");\n  }\n  nccl_topology_->DispatchPerDevice<NCCLGBDTComponent>(&nccl_gbdt_components_, BoostingThread);\n}\n\ntemplate <typename GBDT_T>\ndouble NCCLGBDT<GBDT_T>::BoostFromAverage(int class_id, bool update_scorer) {\n  double init_score = GBDT_T::BoostFromAverage(class_id, update_scorer);\n\n  if (init_score != 0.0) {\n    nccl_topology_->RunPerDevice<NCCLGBDTComponent, void>(nccl_gbdt_components_, [init_score, class_id] (NCCLGBDTComponent* thread_data) {\n      thread_data->train_score_updater()->AddScore(init_score, class_id);\n    });\n  }\n\n  return init_score;\n}\n\ntemplate <typename GBDT_T>\nvoid NCCLGBDT<GBDT_T>::TrainTreeLearnerThread(NCCLGBDTComponent* thread_data, const int class_id, const bool is_first_tree) {\n  const data_size_t num_data_in_gpu = thread_data->num_data_in_gpu();\n  const score_t* gradients = thread_data->gradients() + class_id * num_data_in_gpu;\n  const score_t* hessians = thread_data->hessians() + class_id * num_data_in_gpu;\n  thread_data->SetTree(thread_data->tree_learner()->Train(gradients, hessians, is_first_tree));\n}\n\ntemplate <typename GBDT_T>\nbool NCCLGBDT<GBDT_T>::TrainOneIter(const score_t* gradients, const score_t* hessians) {\n  Common::FunctionTimer fun_timer(\"NCCLGBDT::TrainOneIter\", global_timer);\n  std::vector<double> init_scores(this->num_tree_per_iteration_, 0.0);\n  // boosting first\n  if (gradients == nullptr || hessians == nullptr) {\n    for (int cur_tree_id = 0; cur_tree_id < this->num_tree_per_iteration_; ++cur_tree_id) {\n      init_scores[cur_tree_id] = BoostFromAverage(cur_tree_id, true);\n    }\n    Boosting();\n  } else {\n    nccl_topology_->RunPerDevice<NCCLGBDTComponent, void>(nccl_gbdt_components_, [this, gradients, hessians] (NCCLGBDTComponent* thread_data) {\n      const data_size_t data_start_index = thread_data->data_start_index();\n      const data_size_t num_data_in_gpu = thread_data->num_data_in_gpu();\n\n      for (int class_id = 0; class_id < this->num_class_; ++class_id) {\n        CopyFromHostToCUDADevice<score_t>(\n          thread_data->gradients() + class_id * num_data_in_gpu,\n          gradients + class_id * this->num_data_ + data_start_index, num_data_in_gpu, __FILE__, __LINE__);\n        CopyFromHostToCUDADevice<score_t>(\n          thread_data->hessians() + class_id * num_data_in_gpu,\n          hessians + class_id * this->num_data_ + data_start_index, num_data_in_gpu, __FILE__, __LINE__);\n      }\n    });\n  }\n\n  bool should_continue = false;\n  for (int cur_tree_id = 0; cur_tree_id < this->num_tree_per_iteration_; ++cur_tree_id) {\n    if (this->class_need_train_[cur_tree_id] && this->train_data_->num_features() > 0) {\n      if (this->data_sample_strategy_->is_use_subset() && this->data_sample_strategy_->bag_data_cnt() < this->num_data_) {\n        Log::Fatal(\"Bagging is not supported for NCCLGBDT\");\n      }\n      bool is_first_tree = this->models_.size() < static_cast<size_t>(this->num_tree_per_iteration_);\n      nccl_topology_->DispatchPerDevice<NCCLGBDTComponent>(&nccl_gbdt_components_,\n        [is_first_tree, cur_tree_id] (NCCLGBDTComponent* thread_data) -> void {\n          TrainTreeLearnerThread(thread_data, cur_tree_id, is_first_tree);\n      });\n    }\n\n    nccl_topology_->DispatchPerDevice<NCCLGBDTComponent>(&nccl_gbdt_components_, [cur_tree_id, this, init_scores] (NCCLGBDTComponent* thread_data) -> void {\n      this->UpdateScoreThread(thread_data, cur_tree_id, this->config_->learning_rate, init_scores[cur_tree_id]);\n    });\n\n    nccl_topology_->RunOnMasterDevice<NCCLGBDTComponent, void>(nccl_gbdt_components_, [&should_continue, this, cur_tree_id] (NCCLGBDTComponent* thread_data) -> void {\n      if (thread_data->new_tree()->num_leaves() > 1) {\n        should_continue = true;\n      }\n      for (auto& score_updater : this->valid_score_updater_) {\n        score_updater->AddScore(thread_data->new_tree(), cur_tree_id);\n      }\n    });\n\n    if (!should_continue) {\n      if (this->models_.size() < static_cast<size_t>(this->num_tree_per_iteration_)) {\n        Log::Warning(\"Training stopped with no splits.\");\n      }\n    }\n\n    // add model\n    nccl_topology_->RunOnMasterDevice<NCCLGBDTComponent, void>(nccl_gbdt_components_, [this] (NCCLGBDTComponent* thread_data) -> void {\n      this->models_.emplace_back(thread_data->release_new_tree());\n    });\n\n    nccl_topology_->RunOnNonMasterDevice<NCCLGBDTComponent, void>(nccl_gbdt_components_, [this] (NCCLGBDTComponent* thread_data) -> void {\n      thread_data->clear_new_tree();\n    });\n  }\n\n  if (!should_continue) {\n    Log::Warning(\"Stopped training because there are no more leaves that meet the split requirements\");\n    if (this->models_.size() > static_cast<size_t>(this->num_tree_per_iteration_)) {\n      for (int cur_tree_id = 0; cur_tree_id < this->num_tree_per_iteration_; ++cur_tree_id) {\n        this->models_.pop_back();\n      }\n    }\n    return true;\n  }\n\n  ++this->iter_;\n  return false;\n}\n\ntemplate <typename GBDT_T>\nvoid NCCLGBDT<GBDT_T>::UpdateScoreThread(NCCLGBDTComponent* thread_data, const int cur_tree_id, const double shrinkage_rate, const double init_score) {\n  if (thread_data->new_tree()->num_leaves() > 1) {\n    // TODO(shiyu1994): implement bagging\n    if (thread_data->objective_function() != nullptr && thread_data->objective_function()->IsRenewTreeOutput()) {\n      // TODO(shiyu1994): implement renewing\n    }\n    thread_data->new_tree()->Shrinkage(shrinkage_rate);\n    thread_data->train_score_updater()->AddScore(\n      thread_data->tree_learner(),\n      thread_data->new_tree(),\n      cur_tree_id);\n    if (std::fabs(init_score) > kEpsilon) {\n      thread_data->new_tree()->AddBias(init_score);\n    }\n  }\n}\n\ntemplate <typename GBDT_T>\nstd::vector<double> NCCLGBDT<GBDT_T>::EvalOneMetric(const Metric* metric, const double* score, const data_size_t num_data) const {\n  if (score == this->train_score_updater_->score()) {\n    // delegate to per gpu train score updater\n    std::vector<double> tmp_score(num_data * this->num_class_, 0.0f);\n\n    nccl_topology_->RunPerDevice<NCCLGBDTComponent, void>(nccl_gbdt_components_, [this, &tmp_score] (NCCLGBDTComponent* thread_data) {\n      const data_size_t data_start = thread_data->data_start_index();\n      const data_size_t num_data_in_gpu = thread_data->num_data_in_gpu();\n      for (int class_id = 0; class_id < this->num_class_; ++class_id) {\n        CopyFromCUDADeviceToHost<double>(tmp_score.data() + class_id * this->num_data_ + data_start,\n          thread_data->train_score_updater()->score() + class_id * num_data_in_gpu,\n          static_cast<size_t>(num_data_in_gpu), __FILE__, __LINE__);\n      }\n    });\n\n    return metric->Eval(tmp_score.data(), this->objective_function_);\n  } else {\n    return GBDT_T::EvalOneMetric(metric, score, num_data);\n  }\n}\n\ntemplate class NCCLGBDT<GBDT>;\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/boosting/cuda/nccl_gbdt.hpp",
    "content": "/*!\n * Copyright (c) 2023-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2023-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#ifndef LIGHTGBM_SRC_BOOSTING_CUDA_NCCL_GBDT_HPP_\n#define LIGHTGBM_SRC_BOOSTING_CUDA_NCCL_GBDT_HPP_\n\n#ifdef USE_CUDA\n\n#include <pthread.h>\n\n#include <LightGBM/objective_function.h>\n#include <LightGBM/network.h>\n\n#include <memory>\n#include <vector>\n\n#include <LightGBM/cuda/cuda_nccl_topology.hpp>\n\n#include \"cuda_score_updater.hpp\"\n#include \"nccl_gbdt_component.hpp\"\n\n#include \"../gbdt.h\"\n\nnamespace LightGBM {\n\ntemplate <typename GBDT_T>\nclass NCCLGBDT: public GBDT_T {\n public:\n  NCCLGBDT();\n\n  ~NCCLGBDT();\n\n  void Init(const Config* gbdt_config, const Dataset* train_data,\n            const ObjectiveFunction* objective_function,\n            const std::vector<const Metric*>& training_metrics) override;\n\n  void Boosting() override;\n\n  void RefitTree(const int* /*tree_leaf_prediction*/, const size_t /*nrow*/, const size_t /*ncol*/) override {\n    Log::Fatal(\"RefitTree is not supported for NCCLGBDT.\");\n  }\n\n  bool TrainOneIter(const score_t* gradients, const score_t* hessians) override;\n\n  const double* GetTrainingScore(int64_t* /*out_len*/) override {\n    Log::Fatal(\"GetTrainingScore is not supported for NCCLGBDT.\");\n  }\n\n  void ResetTrainingData(const Dataset* /*train_data*/, const ObjectiveFunction* /*objective_function*/,\n                         const std::vector<const Metric*>& /*training_metrics*/) override {\n    Log::Fatal(\"ResetTrainingData is not supported for NCCLGBDT.\");\n  }\n\n  void ResetConfig(const Config* /*gbdt_config*/) override {\n    Log::Fatal(\"ResetConfig is not supported for NCCLGBDT.\");\n  }\n\n private:\n  struct BoostingThreadData {\n    int gpu_index;\n    ObjectiveFunction* gpu_objective_function;\n    score_t* gradients;\n    score_t* hessians;\n    const double* score;\n\n    BoostingThreadData() {\n      gpu_index = 0;\n      gpu_objective_function = nullptr;\n    }\n  };\n\n  struct TrainTreeLearnerThreadData {\n    int gpu_index;\n    TreeLearner* gpu_tree_learner;\n    const score_t* gradients;\n    const score_t* hessians;\n    bool is_first_time;\n    int class_id;\n    data_size_t num_data_in_gpu;\n    std::unique_ptr<Tree> tree;\n\n    TrainTreeLearnerThreadData() {\n      gpu_index = 0;\n      gpu_tree_learner = nullptr;\n      gradients = nullptr;\n      hessians = nullptr;\n      is_first_time = false;\n      class_id = 0;\n      num_data_in_gpu = 0;\n      tree.reset(nullptr);\n    }\n  };\n\n  struct UpdateScoreThreadData {\n    int gpu_index;\n    ScoreUpdater* gpu_score_updater;\n    TreeLearner* gpu_tree_learner;\n    Tree* tree;\n    int cur_tree_id;\n\n    UpdateScoreThreadData() {\n      gpu_index = 0;\n      gpu_score_updater = nullptr;\n      gpu_tree_learner = nullptr;\n      tree = nullptr;\n      cur_tree_id = 0;\n    }\n  };\n\n  static void BoostingThread(NCCLGBDTComponent* thread_data);\n\n  static void TrainTreeLearnerThread(NCCLGBDTComponent* thread_data, const int class_id, const bool is_first_tree);\n\n  static void UpdateScoreThread(NCCLGBDTComponent* thread_data, const int cur_tree_id, const double shrinkage_rate, const double init_score);\n\n  double BoostFromAverage(int class_id, bool update_scorer) override;\n\n  void UpdateScore(const std::vector<std::unique_ptr<Tree>>& tree, const int cur_tree_id);\n\n  void UpdateScore(const Tree* /*tree*/, const int /*cur_tree_id*/) {\n    Log::Fatal(\"UpdateScore is not supported for NCCLGBDT.\");\n  }\n\n  void RollbackOneIter() override {\n    Log::Fatal(\"RollbackOneIter is not supported for NCCLGBDT.\");\n  }\n\n  std::vector<double> EvalOneMetric(const Metric* metric, const double* score, const data_size_t num_data) const override;\n\n\n  int num_threads_;\n  std::unique_ptr<NCCLTopology> nccl_topology_;\n\n  std::vector<int> nccl_gpu_rank_;\n  std::vector<ncclComm_t> nccl_communicators_;\n\n  std::vector<std::unique_ptr<NCCLGBDTComponent>> nccl_gbdt_components_;\n};\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n#endif  // LIGHTGBM_SRC_BOOSTING_CUDA_NCCL_GBDT_HPP_\n"
  },
  {
    "path": "src/boosting/cuda/nccl_gbdt_component.hpp",
    "content": "/*!\n * Copyright (c) 2023-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2023-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#ifndef LIGHTGBM_SRC_BOOSTING_CUDA_NCCL_GBDT_COMPONENT_HPP_\n#define LIGHTGBM_SRC_BOOSTING_CUDA_NCCL_GBDT_COMPONENT_HPP_\n\n#ifdef USE_CUDA\n\n#include <LightGBM/objective_function.h>\n#include <LightGBM/tree.h>\n\n#include <algorithm>\n#include <vector>\n#include <memory>\n\n#include <LightGBM/cuda/cuda_objective_function.hpp>\n#include \"cuda_score_updater.hpp\"\n#include \"../../treelearner/cuda/cuda_single_gpu_tree_learner.hpp\"\n\nnamespace LightGBM {\n\nclass NCCLGBDTComponent: public NCCLInfo {\n public:\n  NCCLGBDTComponent() {}\n\n  ~NCCLGBDTComponent() {}\n\n  void Init(const Config* config, const Dataset* train_data, const int num_tree_per_iteration, const bool boosting_on_gpu, const bool is_constant_hessian) {\n    CUDASUCCESS_OR_FATAL(cudaGetDeviceCount(&num_gpu_in_node_));\n    const data_size_t num_data_per_gpu = (train_data->num_data() + num_gpu_in_node_ - 1) / num_gpu_in_node_;\n    data_start_index_ = num_data_per_gpu * local_gpu_rank_;\n    data_end_index_ = std::min<data_size_t>(data_start_index_ + num_data_per_gpu, train_data->num_data());\n    num_data_in_gpu_ = data_end_index_ - data_start_index_;\n\n    dataset_.reset(new Dataset(num_data_in_gpu_));\n    dataset_->ReSize(num_data_in_gpu_);\n    dataset_->CopyFeatureMapperFrom(train_data);\n    std::vector<data_size_t> used_indices(num_data_in_gpu_);\n    for (data_size_t data_index = data_start_index_; data_index < data_end_index_; ++data_index) {\n      used_indices[data_index - data_start_index_] = data_index;\n    }\n    dataset_->CopySubrowToDevice(train_data, used_indices.data(), num_data_in_gpu_, true, gpu_device_id_);\n\n    objective_function_.reset(ObjectiveFunction::CreateObjectiveFunctionCUDA(config->objective, *config));\n    objective_function_->SetNCCLInfo(nccl_communicator_, nccl_gpu_rank_, local_gpu_rank_, gpu_device_id_, train_data->num_data());\n    train_score_updater_.reset(new CUDAScoreUpdater(dataset_.get(), num_tree_per_iteration, boosting_on_gpu));\n    gradients_.reset(new CUDAVector<score_t>(num_data_in_gpu_));\n    hessians_.reset(new CUDAVector<score_t>(num_data_in_gpu_));\n    tree_learner_.reset(new CUDASingleGPUTreeLearner(config, boosting_on_gpu));\n\n    tree_learner_->SetNCCLInfo(nccl_communicator_, nccl_gpu_rank_, local_gpu_rank_, gpu_device_id_, train_data->num_data());\n\n    objective_function_->Init(dataset_->metadata(), dataset_->num_data());\n    tree_learner_->Init(dataset_.get(), is_constant_hessian);\n  }\n\n  ObjectiveFunction* objective_function() { return objective_function_.get(); }\n\n  ScoreUpdater* train_score_updater() { return train_score_updater_.get(); }\n\n  score_t* gradients() { return gradients_->RawData(); }\n\n  score_t* hessians() { return hessians_->RawData(); }\n\n  data_size_t num_data_in_gpu() const { return num_data_in_gpu_; }\n\n  CUDASingleGPUTreeLearner* tree_learner() { return tree_learner_.get(); }\n\n  void SetTree(Tree* tree) {\n    new_tree_.reset(tree);\n  }\n\n  data_size_t data_start_index() const { return data_start_index_; }\n\n  data_size_t data_end_index() const { return data_end_index_; }\n\n  Tree* new_tree() { return new_tree_.get(); }\n\n  Tree* release_new_tree() { return new_tree_.release(); }\n\n  void clear_new_tree() { new_tree_.reset(nullptr); }\n\n private:\n  std::unique_ptr<ObjectiveFunction> objective_function_;\n  std::unique_ptr<ScoreUpdater> train_score_updater_;\n  std::unique_ptr<CUDAVector<score_t>> gradients_;\n  std::unique_ptr<CUDAVector<score_t>> hessians_;\n  std::unique_ptr<Dataset> dataset_;\n  std::unique_ptr<CUDASingleGPUTreeLearner> tree_learner_;\n  std::unique_ptr<Tree> new_tree_;\n\n  data_size_t data_start_index_;\n  data_size_t data_end_index_;\n  data_size_t num_data_in_gpu_;\n};\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n\n#endif  // LIGHTGBM_SRC_BOOSTING_CUDA_NCCL_GBDT_COMPONENT_HPP_\n"
  },
  {
    "path": "src/boosting/dart.hpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_SRC_BOOSTING_DART_HPP_\n#define LIGHTGBM_SRC_BOOSTING_DART_HPP_\n\n#include <LightGBM/boosting.h>\n\n#include <string>\n#include <algorithm>\n#include <cstdio>\n#include <fstream>\n#include <vector>\n\n#include \"gbdt.h\"\n#include \"score_updater.hpp\"\n\nnamespace LightGBM {\n/*!\n* \\brief DART algorithm implementation. including Training, prediction, bagging.\n*/\nclass DART: public GBDT {\n public:\n  /*!\n  * \\brief Constructor\n  */\n  DART() : GBDT() { }\n  /*!\n  * \\brief Destructor\n  */\n  ~DART() { }\n  /*!\n  * \\brief Initialization logic\n  * \\param config Config for boosting\n  * \\param train_data Training data\n  * \\param objective_function Training objective function\n  * \\param training_metrics Training metrics\n  * \\param output_model_filename Filename of output model\n  */\n  void Init(const Config* config, const Dataset* train_data,\n            const ObjectiveFunction* objective_function,\n            const std::vector<const Metric*>& training_metrics) override {\n    GBDT::Init(config, train_data, objective_function, training_metrics);\n    random_for_drop_ = Random(config_->drop_seed);\n    sum_weight_ = 0.0f;\n  }\n\n  void ResetConfig(const Config* config) override {\n    GBDT::ResetConfig(config);\n    random_for_drop_ = Random(config_->drop_seed);\n    sum_weight_ = 0.0f;\n  }\n\n  /*!\n  * \\brief one training iteration\n  */\n  bool TrainOneIter(const score_t* gradient, const score_t* hessian) override {\n    is_update_score_cur_iter_ = false;\n    bool ret = GBDT::TrainOneIter(gradient, hessian);\n    if (ret) {\n      return ret;\n    }\n    // normalize\n    Normalize();\n    if (!config_->uniform_drop) {\n      tree_weight_.push_back(shrinkage_rate_);\n      sum_weight_ += shrinkage_rate_;\n    }\n    return false;\n  }\n\n  /*!\n  * \\brief Get current training score\n  * \\param out_len length of returned score\n  * \\return training score\n  */\n  const double* GetTrainingScore(int64_t* out_len) override {\n    if (!is_update_score_cur_iter_) {\n      // only drop one time in one iteration\n      DroppingTrees();\n      is_update_score_cur_iter_ = true;\n    }\n    *out_len = static_cast<int64_t>(train_score_updater_->num_data()) * num_class_;\n    return train_score_updater_->score();\n  }\n\n  bool EvalAndCheckEarlyStopping() override {\n    GBDT::OutputMetric(iter_);\n    return false;\n  }\n\n private:\n  /*!\n  * \\brief drop trees based on drop_rate\n  */\n  void DroppingTrees() {\n    drop_index_.clear();\n    bool is_skip = random_for_drop_.NextFloat() < config_->skip_drop;\n    // select dropping tree indices based on drop_rate and tree weights\n    if (!is_skip) {\n      double drop_rate = config_->drop_rate;\n      if (!config_->uniform_drop) {\n        double inv_average_weight = static_cast<double>(tree_weight_.size()) / sum_weight_;\n        if (config_->max_drop > 0) {\n          drop_rate = std::min(drop_rate, config_->max_drop * inv_average_weight / sum_weight_);\n        }\n        for (int i = 0; i < iter_; ++i) {\n          if (random_for_drop_.NextFloat() < drop_rate * tree_weight_[i] * inv_average_weight) {\n            drop_index_.push_back(num_init_iteration_ + i);\n            if (drop_index_.size() >= static_cast<size_t>(config_->max_drop)) {\n              break;\n            }\n          }\n        }\n      } else {\n        if (config_->max_drop > 0) {\n          drop_rate = std::min(drop_rate, config_->max_drop / static_cast<double>(iter_));\n        }\n        for (int i = 0; i < iter_; ++i) {\n          if (random_for_drop_.NextFloat() < drop_rate) {\n            drop_index_.push_back(num_init_iteration_ + i);\n            if (drop_index_.size() >= static_cast<size_t>(config_->max_drop)) {\n              break;\n            }\n          }\n        }\n      }\n    }\n    // drop trees\n    for (auto i : drop_index_) {\n      for (int cur_tree_id = 0; cur_tree_id < num_tree_per_iteration_; ++cur_tree_id) {\n        auto curr_tree = i * num_tree_per_iteration_ + cur_tree_id;\n        models_[curr_tree]->Shrinkage(-1.0);\n        train_score_updater_->AddScore(models_[curr_tree].get(), cur_tree_id);\n      }\n    }\n    if (!config_->xgboost_dart_mode) {\n      shrinkage_rate_ = config_->learning_rate / (1.0f + static_cast<double>(drop_index_.size()));\n    } else {\n      if (drop_index_.empty()) {\n        shrinkage_rate_ = config_->learning_rate;\n      } else {\n        shrinkage_rate_ = config_->learning_rate / (config_->learning_rate + static_cast<double>(drop_index_.size()));\n      }\n    }\n  }\n  /*!\n  * \\brief normalize dropped trees\n  * NOTE: num_drop_tree(k), learning_rate(lr), shrinkage_rate_ = lr / (k + 1)\n  *       step 1: shrink tree to -1 -> drop tree\n  *       step 2: shrink tree to k / (k + 1) - 1 from -1, by 1/(k+1)\n  *               -> normalize for valid data\n  *       step 3: shrink tree to k / (k + 1) from k / (k + 1) - 1, by -k\n  *               -> normalize for train data\n  *       end with tree weight = (k / (k + 1)) * old_weight\n  */\n  void Normalize() {\n    double k = static_cast<double>(drop_index_.size());\n    if (!config_->xgboost_dart_mode) {\n      for (auto i : drop_index_) {\n        for (int cur_tree_id = 0; cur_tree_id < num_tree_per_iteration_; ++cur_tree_id) {\n          auto curr_tree = i * num_tree_per_iteration_ + cur_tree_id;\n          // update validation score\n          models_[curr_tree]->Shrinkage(1.0f / (k + 1.0f));\n          for (auto& score_updater : valid_score_updater_) {\n            score_updater->AddScore(models_[curr_tree].get(), cur_tree_id);\n          }\n          // update training score\n          models_[curr_tree]->Shrinkage(-k);\n          train_score_updater_->AddScore(models_[curr_tree].get(), cur_tree_id);\n        }\n        if (!config_->uniform_drop) {\n          sum_weight_ -= tree_weight_[i - num_init_iteration_] * (1.0f / (k + 1.0f));\n          tree_weight_[i - num_init_iteration_] *= (k / (k + 1.0f));\n        }\n      }\n    } else {\n      for (auto i : drop_index_) {\n        for (int cur_tree_id = 0; cur_tree_id < num_tree_per_iteration_; ++cur_tree_id) {\n          auto curr_tree = i * num_tree_per_iteration_ + cur_tree_id;\n          // update validation score\n          models_[curr_tree]->Shrinkage(shrinkage_rate_);\n          for (auto& score_updater : valid_score_updater_) {\n            score_updater->AddScore(models_[curr_tree].get(), cur_tree_id);\n          }\n          // update training score\n          models_[curr_tree]->Shrinkage(-k / config_->learning_rate);\n          train_score_updater_->AddScore(models_[curr_tree].get(), cur_tree_id);\n        }\n        if (!config_->uniform_drop) {\n          sum_weight_ -= tree_weight_[i - num_init_iteration_] * (1.0f / (k + config_->learning_rate));;\n          tree_weight_[i - num_init_iteration_] *= (k / (k + config_->learning_rate));\n        }\n      }\n    }\n  }\n  /*! \\brief The weights of all trees, used to choose drop trees */\n  std::vector<double> tree_weight_;\n  /*! \\brief sum weights of all trees */\n  double sum_weight_;\n  /*! \\brief The indices of dropping trees */\n  std::vector<int> drop_index_;\n  /*! \\brief Random generator, used to select dropping trees */\n  Random random_for_drop_;\n  /*! \\brief Flag that the score is update on current iter or not*/\n  bool is_update_score_cur_iter_;\n};\n\n}  // namespace LightGBM\n#endif  // LIGHTGBM_SRC_BOOSTING_DART_HPP_\n"
  },
  {
    "path": "src/boosting/gbdt.cpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#include \"gbdt.h\"\n\n#include <LightGBM/metric.h>\n#include <LightGBM/network.h>\n#include <LightGBM/objective_function.h>\n#include <LightGBM/prediction_early_stop.h>\n#include <LightGBM/utils/common.h>\n#include <LightGBM/utils/openmp_wrapper.h>\n#include <LightGBM/sample_strategy.h>\n\n#include <algorithm>\n#include <chrono>\n#include <ctime>\n#include <memory>\n#include <queue>\n#include <sstream>\n#include <string>\n#include <unordered_map>\n#include <utility>\n#include <vector>\n\nnamespace LightGBM {\n\nCommon::Timer global_timer;\n\nint LGBM_config_::current_device = lgbm_device_cpu;\nint LGBM_config_::current_learner = use_cpu_learner;\n\nGBDT::GBDT()\n    : iter_(0),\n      train_data_(nullptr),\n      config_(nullptr),\n      objective_function_(nullptr),\n      early_stopping_round_(0),\n      early_stopping_min_delta_(0.0),\n      es_first_metric_only_(false),\n      max_feature_idx_(0),\n      num_tree_per_iteration_(1),\n      num_class_(1),\n      num_iteration_for_pred_(0),\n      shrinkage_rate_(0.1f),\n      num_init_iteration_(0) {\n  average_output_ = false;\n  tree_learner_ = nullptr;\n  linear_tree_ = false;\n  data_sample_strategy_.reset(nullptr);\n  gradients_pointer_ = nullptr;\n  hessians_pointer_ = nullptr;\n  boosting_on_gpu_ = false;\n}\n\nGBDT::~GBDT() {\n}\n\nvoid GBDT::Init(const Config* config, const Dataset* train_data, const ObjectiveFunction* objective_function,\n                const std::vector<const Metric*>& training_metrics) {\n  CHECK_NOTNULL(train_data);\n  train_data_ = train_data;\n  if (!config->monotone_constraints.empty()) {\n    CHECK_EQ(static_cast<size_t>(train_data_->num_total_features()), config->monotone_constraints.size());\n  }\n  if (!config->feature_contri.empty()) {\n    CHECK_EQ(static_cast<size_t>(train_data_->num_total_features()), config->feature_contri.size());\n  }\n  iter_ = 0;\n  num_iteration_for_pred_ = 0;\n  max_feature_idx_ = 0;\n  num_class_ = config->num_class;\n  config_ = std::unique_ptr<Config>(new Config(*config));\n  early_stopping_round_ = config_->early_stopping_round;\n  early_stopping_min_delta_ = config->early_stopping_min_delta;\n  es_first_metric_only_ = config_->first_metric_only;\n  shrinkage_rate_ = config_->learning_rate;\n\n  if (config_->device_type == std::string(\"cuda\")) {\n    LGBM_config_::current_learner = use_cuda_learner;\n    #ifdef USE_CUDA\n    if (config_->device_type == std::string(\"cuda\")) {\n      const int gpu_device_id = config_->gpu_device_id >= 0 ? config_->gpu_device_id : 0;\n      CUDASUCCESS_OR_FATAL(cudaSetDevice(gpu_device_id));\n    }\n    #endif  // USE_CUDA\n  }\n\n  // load forced_splits file\n  if (!config->forcedsplits_filename.empty()) {\n    std::ifstream forced_splits_file(config->forcedsplits_filename.c_str());\n    std::stringstream buffer;\n    buffer << forced_splits_file.rdbuf();\n    std::string err;\n    forced_splits_json_ = Json::parse(buffer.str(), &err);\n  }\n\n  objective_function_ = objective_function;\n  num_tree_per_iteration_ = num_class_;\n  if (objective_function_ != nullptr) {\n    num_tree_per_iteration_ = objective_function_->NumModelPerIteration();\n    if (objective_function_->IsRenewTreeOutput() && !config->monotone_constraints.empty()) {\n      Log::Fatal(\"Cannot use ``monotone_constraints`` in %s objective, please disable it.\", objective_function_->GetName());\n    }\n  }\n\n  data_sample_strategy_.reset(SampleStrategy::CreateSampleStrategy(config_.get(), train_data_, objective_function_, num_tree_per_iteration_));\n  is_constant_hessian_ = GetIsConstHessian(objective_function);\n\n  boosting_on_gpu_ = objective_function_ != nullptr && objective_function_->IsCUDAObjective() &&\n                     !data_sample_strategy_->IsHessianChange();  // for sample strategy with Hessian change, fall back to boosting on CPU\n\n  tree_learner_ = std::unique_ptr<TreeLearner>(TreeLearner::CreateTreeLearner(config_->tree_learner, config_->device_type,\n                                                                              config_.get(), boosting_on_gpu_));\n\n  // init tree learner\n  tree_learner_->Init(train_data_, is_constant_hessian_);\n  tree_learner_->SetForcedSplit(&forced_splits_json_);\n\n  // push training metrics\n  training_metrics_.clear();\n  for (const auto& metric : training_metrics) {\n    training_metrics_.push_back(metric);\n  }\n  training_metrics_.shrink_to_fit();\n\n  #ifdef USE_CUDA\n  if (config_->device_type == std::string(\"cuda\")) {\n    train_score_updater_.reset(new CUDAScoreUpdater(train_data_, num_tree_per_iteration_, boosting_on_gpu_));\n  } else {\n  #endif  // USE_CUDA\n    train_score_updater_.reset(new ScoreUpdater(train_data_, num_tree_per_iteration_));\n  #ifdef USE_CUDA\n  }\n  #endif  // USE_CUDA\n\n  num_data_ = train_data_->num_data();\n\n  // get max feature index\n  max_feature_idx_ = train_data_->num_total_features() - 1;\n  // get label index\n  label_idx_ = train_data_->label_idx();\n  // get feature names\n  feature_names_ = train_data_->feature_names();\n  feature_infos_ = train_data_->feature_infos();\n  monotone_constraints_ = config->monotone_constraints;\n  // get parser config file content\n  parser_config_str_ = train_data_->parser_config_str();\n\n  // check that forced splits does not use feature indices larger than dataset size\n  CheckForcedSplitFeatures();\n\n  // if need bagging, create buffer\n  data_sample_strategy_->ResetSampleConfig(config_.get(), true);\n  ResetGradientBuffers();\n\n  class_need_train_ = std::vector<bool>(num_tree_per_iteration_, true);\n  if (objective_function_ != nullptr && objective_function_->SkipEmptyClass()) {\n    CHECK_EQ(num_tree_per_iteration_, num_class_);\n    for (int i = 0; i < num_class_; ++i) {\n      class_need_train_[i] = objective_function_->ClassNeedTrain(i);\n    }\n  }\n\n  if (config_->linear_tree) {\n    linear_tree_ = true;\n  }\n}\n\nvoid GBDT::CheckForcedSplitFeatures() {\n  std::queue<Json> forced_split_nodes;\n  forced_split_nodes.push(forced_splits_json_);\n  while (!forced_split_nodes.empty()) {\n    Json node = forced_split_nodes.front();\n    forced_split_nodes.pop();\n    const int feature_index = node[\"feature\"].int_value();\n    if (feature_index > max_feature_idx_) {\n      Log::Fatal(\"Forced splits file includes feature index %d, but maximum feature index in dataset is %d\",\n        feature_index, max_feature_idx_);\n    }\n    if (node.object_items().count(\"left\") > 0) {\n      forced_split_nodes.push(node[\"left\"]);\n    }\n    if (node.object_items().count(\"right\") > 0) {\n      forced_split_nodes.push(node[\"right\"]);\n    }\n  }\n}\n\nvoid GBDT::AddValidDataset(const Dataset* valid_data,\n                           const std::vector<const Metric*>& valid_metrics) {\n  if (!train_data_->CheckAlign(*valid_data)) {\n    Log::Fatal(\"Cannot add validation data, since it has different bin mappers with training data\");\n  }\n  // for a validation dataset, we need its score and metric\n  auto new_score_updater =\n    #ifdef USE_CUDA\n    config_->device_type == std::string(\"cuda\") ?\n    std::unique_ptr<CUDAScoreUpdater>(new CUDAScoreUpdater(valid_data, num_tree_per_iteration_,\n      objective_function_ != nullptr && objective_function_->IsCUDAObjective())) :\n    #endif  // USE_CUDA\n    std::unique_ptr<ScoreUpdater>(new ScoreUpdater(valid_data, num_tree_per_iteration_));\n  // update score\n  for (int i = 0; i < iter_; ++i) {\n    for (int cur_tree_id = 0; cur_tree_id < num_tree_per_iteration_; ++cur_tree_id) {\n      auto curr_tree = (i + num_init_iteration_) * num_tree_per_iteration_ + cur_tree_id;\n      new_score_updater->AddScore(models_[curr_tree].get(), cur_tree_id);\n    }\n  }\n  valid_score_updater_.push_back(std::move(new_score_updater));\n  valid_metrics_.emplace_back();\n  for (const auto& metric : valid_metrics) {\n    valid_metrics_.back().push_back(metric);\n  }\n  valid_metrics_.back().shrink_to_fit();\n\n  if (early_stopping_round_ > 0) {\n    auto num_metrics = valid_metrics.size();\n    if (es_first_metric_only_) {\n      num_metrics = 1;\n    }\n    best_iter_.emplace_back(num_metrics, 0);\n    best_score_.emplace_back(num_metrics, kMinScore);\n    best_msg_.emplace_back(num_metrics);\n  }\n}\n\nvoid GBDT::Boosting() {\n  Common::FunctionTimer fun_timer(\"GBDT::Boosting\", global_timer);\n  if (objective_function_ == nullptr) {\n    Log::Fatal(\"No objective function provided\");\n  }\n  // objective function will calculate gradients and hessians\n  int64_t num_score = 0;\n  if (config_->bagging_by_query) {\n    data_sample_strategy_->Bagging(iter_, tree_learner_.get(), gradients_.data(), hessians_.data());\n    objective_function_->\n      GetGradientsWithSampledQueries(GetTrainingScore(&num_score), data_sample_strategy_->num_sampled_queries(), data_sample_strategy_->sampled_query_indices(), gradients_pointer_, hessians_pointer_);\n  } else {\n    objective_function_->\n      GetGradients(GetTrainingScore(&num_score), gradients_pointer_, hessians_pointer_);\n  }\n}\n\nvoid GBDT::Train(int snapshot_freq, const std::string& model_output_path) {\n  Common::FunctionTimer fun_timer(\"GBDT::Train\", global_timer);\n  bool is_finished = false;\n  auto start_time = std::chrono::steady_clock::now();\n  for (int iter = 0; iter < config_->num_iterations && !is_finished; ++iter) {\n    is_finished = TrainOneIter(nullptr, nullptr);\n    if (!is_finished) {\n      is_finished = EvalAndCheckEarlyStopping();\n    }\n    auto end_time = std::chrono::steady_clock::now();\n    // output used time per iteration\n    Log::Info(\"%f seconds elapsed, finished iteration %d\", std::chrono::duration<double,\n              std::milli>(end_time - start_time) * 1e-3, iter + 1);\n    if (snapshot_freq > 0\n        && (iter + 1) % snapshot_freq == 0) {\n      std::string snapshot_out = model_output_path + \".snapshot_iter_\" + std::to_string(iter + 1);\n      SaveModelToFile(0, -1, config_->saved_feature_importance_type, snapshot_out.c_str());\n    }\n  }\n}\n\nvoid GBDT::RefitTree(const int* tree_leaf_prediction, const size_t nrow, const size_t ncol) {\n  CHECK_GT(nrow * ncol, 0);\n  CHECK_EQ(static_cast<size_t>(num_data_), nrow);\n  CHECK_EQ(models_.size(), ncol);\n\n  int num_iterations = static_cast<int>(models_.size() / num_tree_per_iteration_);\n  std::vector<int> leaf_pred(num_data_);\n  if (linear_tree_) {\n    std::vector<int> max_leaves_by_thread = std::vector<int>(OMP_NUM_THREADS(), 0);\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n    for (int i = 0; i < static_cast<int>(nrow); ++i) {\n      int tid = omp_get_thread_num();\n      for (size_t j = 0; j < ncol; ++j) {\n        max_leaves_by_thread[tid] = std::max(max_leaves_by_thread[tid], tree_leaf_prediction[i * ncol + j]);\n      }\n    }\n    int max_leaves = *std::max_element(max_leaves_by_thread.begin(), max_leaves_by_thread.end());\n    max_leaves += 1;\n    tree_learner_->InitLinear(train_data_, max_leaves);\n  }\n\n  for (int iter = 0; iter < num_iterations; ++iter) {\n    Boosting();\n    for (int tree_id = 0; tree_id < num_tree_per_iteration_; ++tree_id) {\n      int model_index = iter * num_tree_per_iteration_ + tree_id;\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n      for (int i = 0; i < num_data_; ++i) {\n        leaf_pred[i] = tree_leaf_prediction[i * ncol + model_index];\n        CHECK_LT(leaf_pred[i], models_[model_index]->num_leaves());\n      }\n      size_t offset = static_cast<size_t>(tree_id) * num_data_;\n      auto grad = gradients_pointer_ + offset;\n      auto hess = hessians_pointer_ + offset;\n      auto new_tree = tree_learner_->FitByExistingTree(models_[model_index].get(), leaf_pred, grad, hess);\n      train_score_updater_->AddScore(tree_learner_.get(), new_tree, tree_id);\n      models_[model_index].reset(new_tree);\n    }\n  }\n}\n\n/* If the custom \"average\" is implemented it will be used in place of the label average (if enabled)\n*\n* An improvement to this is to have options to explicitly choose\n* (i) standard average\n* (ii) custom average if available\n* (iii) any user defined scalar bias (e.g. using a new option \"init_score\" that overrides (i) and (ii) )\n*\n* (i) and (ii) could be selected as say \"auto_init_score\" = 0 or 1 etc..\n*\n*/\ndouble ObtainAutomaticInitialScore(const ObjectiveFunction* fobj, int class_id) {\n  double init_score = 0.0;\n  if (fobj != nullptr) {\n    init_score = fobj->BoostFromScore(class_id);\n  }\n  if (Network::num_machines() > 1) {\n    init_score = Network::GlobalSyncUpByMean(init_score);\n  }\n  return init_score;\n}\n\ndouble GBDT::BoostFromAverage(int class_id, bool update_scorer) {\n  Common::FunctionTimer fun_timer(\"GBDT::BoostFromAverage\", global_timer);\n  // boosting from average label; or customized \"average\" if implemented for the current objective\n  if (models_.empty() && !train_score_updater_->has_init_score() && objective_function_ != nullptr) {\n    if (config_->boost_from_average || (train_data_ != nullptr && train_data_->num_features() == 0)) {\n      double init_score = ObtainAutomaticInitialScore(objective_function_, class_id);\n      if (std::fabs(init_score) > kEpsilon) {\n        if (update_scorer) {\n          train_score_updater_->AddScore(init_score, class_id);\n          for (auto& score_updater : valid_score_updater_) {\n            score_updater->AddScore(init_score, class_id);\n          }\n        }\n        Log::Info(\"Start training from score %lf\", init_score);\n        return init_score;\n      }\n    } else if (std::string(objective_function_->GetName()) == std::string(\"regression_l1\")\n               || std::string(objective_function_->GetName()) == std::string(\"quantile\")\n               || std::string(objective_function_->GetName()) == std::string(\"mape\")) {\n      Log::Warning(\"Disabling boost_from_average in %s may cause the slow convergence\", objective_function_->GetName());\n    }\n  }\n  return 0.0f;\n}\n\nbool GBDT::TrainOneIter(const score_t* gradients, const score_t* hessians) {\n  Common::FunctionTimer fun_timer(\"GBDT::TrainOneIter\", global_timer);\n  std::vector<double> init_scores(num_tree_per_iteration_, 0.0);\n  // boosting first\n  if (gradients == nullptr || hessians == nullptr) {\n    for (int cur_tree_id = 0; cur_tree_id < num_tree_per_iteration_; ++cur_tree_id) {\n      init_scores[cur_tree_id] = BoostFromAverage(cur_tree_id, true);\n    }\n    Boosting();\n    gradients = gradients_pointer_;\n    hessians = hessians_pointer_;\n  } else {\n    // use customized objective function\n    // the check below fails unless objective=custom is provided in the parameters on Booster creation\n    CHECK(objective_function_ == nullptr);\n    if (data_sample_strategy_->IsHessianChange()) {\n      // need to copy customized gradients when using GOSS\n      int64_t total_size = static_cast<int64_t>(num_data_) * num_tree_per_iteration_;\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n      for (int64_t i = 0; i < total_size; ++i) {\n        gradients_[i] = gradients[i];\n        hessians_[i] = hessians[i];\n      }\n      CHECK_EQ(gradients_pointer_, gradients_.data());\n      CHECK_EQ(hessians_pointer_, hessians_.data());\n      gradients = gradients_pointer_;\n      hessians = hessians_pointer_;\n    }\n  }\n\n  // bagging logic\n  if (!config_->bagging_by_query) {\n    data_sample_strategy_->Bagging(iter_, tree_learner_.get(), gradients_.data(), hessians_.data());\n  }\n  const bool is_use_subset = data_sample_strategy_->is_use_subset();\n  const data_size_t bag_data_cnt = data_sample_strategy_->bag_data_cnt();\n  const std::vector<data_size_t, Common::AlignmentAllocator<data_size_t, kAlignedSize>>& bag_data_indices = data_sample_strategy_->bag_data_indices();\n\n  if (objective_function_ == nullptr && is_use_subset && bag_data_cnt < num_data_ && !boosting_on_gpu_ && !data_sample_strategy_->IsHessianChange()) {\n    ResetGradientBuffers();\n  }\n\n  bool should_continue = false;\n  for (int cur_tree_id = 0; cur_tree_id < num_tree_per_iteration_; ++cur_tree_id) {\n    const size_t offset = static_cast<size_t>(cur_tree_id) * num_data_;\n    std::unique_ptr<Tree> new_tree(new Tree(2, false, false));\n    if (class_need_train_[cur_tree_id] && train_data_->num_features() > 0) {\n      auto grad = gradients + offset;\n      auto hess = hessians + offset;\n      // need to copy gradients for bagging subset.\n      if (is_use_subset && bag_data_cnt < num_data_ && !boosting_on_gpu_) {\n        for (int i = 0; i < bag_data_cnt; ++i) {\n          gradients_pointer_[offset + i] = grad[bag_data_indices[i]];\n          hessians_pointer_[offset + i] = hess[bag_data_indices[i]];\n        }\n        grad = gradients_pointer_ + offset;\n        hess = hessians_pointer_ + offset;\n      }\n      bool is_first_tree = models_.size() < static_cast<size_t>(num_tree_per_iteration_);\n      new_tree.reset(tree_learner_->Train(grad, hess, is_first_tree));\n    }\n\n    if (new_tree->num_leaves() > 1) {\n      should_continue = true;\n      auto score_ptr = train_score_updater_->score() + offset;\n      auto residual_getter = [score_ptr](const label_t* label, int i) {return static_cast<double>(label[i]) - score_ptr[i]; };\n      tree_learner_->RenewTreeOutput(new_tree.get(), objective_function_, residual_getter,\n                                     num_data_, bag_data_indices.data(), bag_data_cnt, train_score_updater_->score());\n      // shrinkage by learning rate\n      new_tree->Shrinkage(shrinkage_rate_);\n      // update score\n      UpdateScore(new_tree.get(), cur_tree_id);\n      if (std::fabs(init_scores[cur_tree_id]) > kEpsilon) {\n        new_tree->AddBias(init_scores[cur_tree_id]);\n      }\n    } else {\n      // only add default score one-time\n      if (models_.size() < static_cast<size_t>(num_tree_per_iteration_)) {\n        if (objective_function_ != nullptr && !config_->boost_from_average && !train_score_updater_->has_init_score()) {\n          init_scores[cur_tree_id] = ObtainAutomaticInitialScore(objective_function_, cur_tree_id);\n          // updates scores\n          train_score_updater_->AddScore(init_scores[cur_tree_id], cur_tree_id);\n          for (auto& score_updater : valid_score_updater_) {\n            score_updater->AddScore(init_scores[cur_tree_id], cur_tree_id);\n          }\n        }\n        new_tree->AsConstantTree(init_scores[cur_tree_id], num_data_);\n      } else {\n        // extend init_scores with zeros\n        new_tree->AsConstantTree(0, num_data_);\n      }\n    }\n    // add model\n    models_.push_back(std::move(new_tree));\n  }\n\n  if (!should_continue) {\n    Log::Warning(\"Stopped training because there are no more leaves that meet the split requirements\");\n    if (models_.size() > static_cast<size_t>(num_tree_per_iteration_)) {\n      for (int cur_tree_id = 0; cur_tree_id < num_tree_per_iteration_; ++cur_tree_id) {\n        models_.pop_back();\n      }\n    }\n    return true;\n  }\n\n  ++iter_;\n  return false;\n}\n\nvoid GBDT::RollbackOneIter() {\n  if (iter_ <= 0) {\n    return;\n  }\n  // reset score\n  for (int cur_tree_id = 0; cur_tree_id < num_tree_per_iteration_; ++cur_tree_id) {\n    auto curr_tree = models_.size() - num_tree_per_iteration_ + cur_tree_id;\n    models_[curr_tree]->Shrinkage(-1.0);\n    train_score_updater_->AddScore(models_[curr_tree].get(), cur_tree_id);\n    for (auto& score_updater : valid_score_updater_) {\n      score_updater->AddScore(models_[curr_tree].get(), cur_tree_id);\n    }\n  }\n  // remove model\n  for (int cur_tree_id = 0; cur_tree_id < num_tree_per_iteration_; ++cur_tree_id) {\n    models_.pop_back();\n  }\n  --iter_;\n}\n\nbool GBDT::EvalAndCheckEarlyStopping() {\n  bool is_met_early_stopping = false;\n  // print message for metric\n  auto best_msg = OutputMetric(iter_);\n\n\n  is_met_early_stopping = !best_msg.empty();\n  if (is_met_early_stopping) {\n    Log::Info(\"Early stopping at iteration %d, the best iteration round is %d\",\n              iter_, iter_ - early_stopping_round_);\n    Log::Info(\"Output of best iteration round:\\n%s\", best_msg.c_str());\n    // pop last early_stopping_round_ models\n    for (int i = 0; i < early_stopping_round_ * num_tree_per_iteration_; ++i) {\n      models_.pop_back();\n    }\n  }\n  return is_met_early_stopping;\n}\n\nvoid GBDT::UpdateScore(const Tree* tree, const int cur_tree_id) {\n  Common::FunctionTimer fun_timer(\"GBDT::UpdateScore\", global_timer);\n  // update training score\n  if (!data_sample_strategy_->is_use_subset()) {\n    train_score_updater_->AddScore(tree_learner_.get(), tree, cur_tree_id);\n\n    const data_size_t bag_data_cnt = data_sample_strategy_->bag_data_cnt();\n    // we need to predict out-of-bag scores of data for boosting\n    if (num_data_ - bag_data_cnt > 0) {\n      #ifdef USE_CUDA\n      if (config_->device_type == std::string(\"cuda\")) {\n        train_score_updater_->AddScore(tree, data_sample_strategy_->cuda_bag_data_indices().RawData() + bag_data_cnt, num_data_ - bag_data_cnt, cur_tree_id);\n      } else {\n      #endif  // USE_CUDA\n        train_score_updater_->AddScore(tree, data_sample_strategy_->bag_data_indices().data() + bag_data_cnt, num_data_ - bag_data_cnt, cur_tree_id);\n      #ifdef USE_CUDA\n      }\n      #endif  // USE_CUDA\n    }\n\n  } else {\n    train_score_updater_->AddScore(tree, cur_tree_id);\n  }\n\n\n  // update validation score\n  for (auto& score_updater : valid_score_updater_) {\n    score_updater->AddScore(tree, cur_tree_id);\n  }\n}\n\n#ifdef USE_CUDA\nstd::vector<double> GBDT::EvalOneMetric(const Metric* metric, const double* score, const data_size_t num_data) const {\n#else\nstd::vector<double> GBDT::EvalOneMetric(const Metric* metric, const double* score, const data_size_t /*num_data*/) const {\n#endif  // USE_CUDA\n  #ifdef USE_CUDA\n  const bool evaluation_on_cuda = metric->IsCUDAMetric();\n  if ((boosting_on_gpu_ && evaluation_on_cuda) || (!boosting_on_gpu_ && !evaluation_on_cuda)) {\n  #endif  // USE_CUDA\n    return metric->Eval(score, objective_function_);\n  #ifdef USE_CUDA\n  } else if (boosting_on_gpu_ && !evaluation_on_cuda) {\n    const size_t total_size = static_cast<size_t>(num_data) * static_cast<size_t>(num_tree_per_iteration_);\n    if (total_size > host_score_.size()) {\n      host_score_.resize(total_size, 0.0f);\n    }\n    CopyFromCUDADeviceToHost<double>(host_score_.data(), score, total_size, __FILE__, __LINE__);\n    return metric->Eval(host_score_.data(), objective_function_);\n  } else {\n    const size_t total_size = static_cast<size_t>(num_data) * static_cast<size_t>(num_tree_per_iteration_);\n    if (total_size > cuda_score_.Size()) {\n      cuda_score_.Resize(total_size);\n    }\n    CopyFromHostToCUDADevice<double>(cuda_score_.RawData(), score, total_size, __FILE__, __LINE__);\n    return metric->Eval(cuda_score_.RawData(), objective_function_);\n  }\n  #endif  // USE_CUDA\n}\n\nstd::string GBDT::OutputMetric(int iter) {\n  bool need_output = (iter % config_->metric_freq) == 0;\n  std::string ret = \"\";\n  std::stringstream msg_buf;\n  std::vector<std::pair<size_t, size_t>> meet_early_stopping_pairs;\n  // print training metric\n  if (need_output) {\n    for (auto& sub_metric : training_metrics_) {\n      auto name = sub_metric->GetName();\n      auto scores = EvalOneMetric(sub_metric, train_score_updater_->score(), train_score_updater_->num_data());\n      for (size_t k = 0; k < name.size(); ++k) {\n        std::stringstream tmp_buf;\n        tmp_buf << \"Iteration:\" << iter\n          << \", training \" << name[k]\n          << \" : \" << scores[k];\n        Log::Info(tmp_buf.str().c_str());\n        if (early_stopping_round_ > 0) {\n          msg_buf << tmp_buf.str() << '\\n';\n        }\n      }\n    }\n  }\n  // print validation metric\n  if (need_output || early_stopping_round_ > 0) {\n    for (size_t i = 0; i < valid_metrics_.size(); ++i) {\n      for (size_t j = 0; j < valid_metrics_[i].size(); ++j) {\n        auto test_scores = EvalOneMetric(valid_metrics_[i][j], valid_score_updater_[i]->score(), valid_score_updater_[i]->num_data());\n        auto name = valid_metrics_[i][j]->GetName();\n        for (size_t k = 0; k < name.size(); ++k) {\n          std::stringstream tmp_buf;\n          tmp_buf << \"Iteration:\" << iter\n            << \", valid_\" << i + 1 << \" \" << name[k]\n            << \" : \" << test_scores[k];\n          if (need_output) {\n            Log::Info(tmp_buf.str().c_str());\n          }\n          if (early_stopping_round_ > 0) {\n            msg_buf << tmp_buf.str() << '\\n';\n          }\n        }\n        if (es_first_metric_only_ && j > 0) {\n          continue;\n        }\n        if (ret.empty() && early_stopping_round_ > 0) {\n          auto cur_score = valid_metrics_[i][j]->factor_to_bigger_better() * test_scores.back();\n          if (cur_score - best_score_[i][j] > early_stopping_min_delta_) {\n            best_score_[i][j] = cur_score;\n            best_iter_[i][j] = iter;\n            meet_early_stopping_pairs.emplace_back(i, j);\n          } else {\n            if (iter - best_iter_[i][j] >= early_stopping_round_) {\n              ret = best_msg_[i][j];\n            }\n          }\n        }\n      }\n    }\n  }\n  for (auto& pair : meet_early_stopping_pairs) {\n    best_msg_[pair.first][pair.second] = msg_buf.str();\n  }\n  return ret;\n}\n\n/*! \\brief Get eval result */\nstd::vector<double> GBDT::GetEvalAt(int data_idx) const {\n  CHECK(data_idx >= 0 && data_idx <= static_cast<int>(valid_score_updater_.size()));\n  std::vector<double> ret;\n  if (data_idx == 0) {\n    for (auto& sub_metric : training_metrics_) {\n      auto scores = EvalOneMetric(sub_metric, train_score_updater_->score(), train_score_updater_->num_data());\n      for (auto score : scores) {\n        ret.push_back(score);\n      }\n    }\n  } else {\n    auto used_idx = data_idx - 1;\n    for (size_t j = 0; j < valid_metrics_[used_idx].size(); ++j) {\n      auto test_scores = EvalOneMetric(valid_metrics_[used_idx][j], valid_score_updater_[used_idx]->score(), valid_score_updater_[used_idx]->num_data());\n      for (auto score : test_scores) {\n        ret.push_back(score);\n      }\n    }\n  }\n  return ret;\n}\n\n/*! \\brief Get training scores result */\nconst double* GBDT::GetTrainingScore(int64_t* out_len) {\n  *out_len = static_cast<int64_t>(train_score_updater_->num_data()) * num_class_;\n  return train_score_updater_->score();\n}\n\nvoid GBDT::PredictContrib(const double* features, double* output) const {\n  // set zero\n  const int num_features = max_feature_idx_ + 1;\n  std::memset(output, 0, sizeof(double) * num_tree_per_iteration_ * (num_features + 1));\n  const int end_iteration_for_pred = start_iteration_for_pred_ + num_iteration_for_pred_;\n  for (int i = start_iteration_for_pred_; i < end_iteration_for_pred; ++i) {\n    // predict all the trees for one iteration\n    for (int k = 0; k < num_tree_per_iteration_; ++k) {\n      models_[i * num_tree_per_iteration_ + k]->PredictContrib(features, num_features, output + k*(num_features + 1));\n    }\n  }\n}\n\nvoid GBDT::PredictContribByMap(const std::unordered_map<int, double>& features,\n                               std::vector<std::unordered_map<int, double>>* output) const {\n  const int num_features = max_feature_idx_ + 1;\n  const int end_iteration_for_pred = start_iteration_for_pred_ + num_iteration_for_pred_;\n  for (int i = start_iteration_for_pred_; i < end_iteration_for_pred; ++i) {\n    // predict all the trees for one iteration\n    for (int k = 0; k < num_tree_per_iteration_; ++k) {\n      models_[i * num_tree_per_iteration_ + k]->PredictContribByMap(features, num_features, &((*output)[k]));\n    }\n  }\n}\n\nvoid GBDT::GetPredictAt(int data_idx, double* out_result, int64_t* out_len) {\n  CHECK(data_idx >= 0 && data_idx <= static_cast<int>(valid_score_updater_.size()));\n\n  const double* raw_scores = nullptr;\n  data_size_t num_data = 0;\n  if (data_idx == 0) {\n    raw_scores = GetTrainingScore(out_len);\n    num_data = train_score_updater_->num_data();\n  } else {\n    auto used_idx = data_idx - 1;\n    raw_scores = valid_score_updater_[used_idx]->score();\n    num_data = valid_score_updater_[used_idx]->num_data();\n    *out_len = static_cast<int64_t>(num_data) * num_class_;\n  }\n  #ifdef USE_CUDA\n  std::vector<double> host_raw_scores;\n  if (boosting_on_gpu_) {\n    host_raw_scores.resize(static_cast<size_t>(*out_len), 0.0);\n    CopyFromCUDADeviceToHost<double>(host_raw_scores.data(), raw_scores, static_cast<size_t>(*out_len), __FILE__, __LINE__);\n    raw_scores = host_raw_scores.data();\n  }\n  #endif  // USE_CUDA\n  if (objective_function_ != nullptr) {\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n    for (data_size_t i = 0; i < num_data; ++i) {\n      std::vector<double> tree_pred(num_tree_per_iteration_);\n      for (int j = 0; j < num_tree_per_iteration_; ++j) {\n        tree_pred[j] = raw_scores[j * num_data + i];\n      }\n      std::vector<double> tmp_result(num_class_);\n      objective_function_->ConvertOutput(tree_pred.data(), tmp_result.data());\n      for (int j = 0; j < num_class_; ++j) {\n        out_result[j * num_data + i] = static_cast<double>(tmp_result[j]);\n      }\n    }\n  } else {\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n    for (data_size_t i = 0; i < num_data; ++i) {\n      for (int j = 0; j < num_tree_per_iteration_; ++j) {\n        out_result[j * num_data + i] = static_cast<double>(raw_scores[j * num_data + i]);\n      }\n    }\n  }\n}\n\ndouble GBDT::GetUpperBoundValue() const {\n  double max_value = 0.0;\n  for (const auto &tree : models_) {\n    max_value += tree->GetUpperBoundValue();\n  }\n  return max_value;\n}\n\ndouble GBDT::GetLowerBoundValue() const {\n  double min_value = 0.0;\n  for (const auto &tree : models_) {\n    min_value += tree->GetLowerBoundValue();\n  }\n  return min_value;\n}\n\nvoid GBDT::ResetTrainingData(const Dataset* train_data, const ObjectiveFunction* objective_function,\n                             const std::vector<const Metric*>& training_metrics) {\n  if (train_data != train_data_ && !train_data_->CheckAlign(*train_data)) {\n    Log::Fatal(\"Cannot reset training data, since new training data has different bin mappers\");\n  }\n\n  objective_function_ = objective_function;\n  data_sample_strategy_->UpdateObjectiveFunction(objective_function);\n  if (objective_function_ != nullptr) {\n    CHECK_EQ(num_tree_per_iteration_, objective_function_->NumModelPerIteration());\n    if (objective_function_->IsRenewTreeOutput() && !config_->monotone_constraints.empty()) {\n      Log::Fatal(\"Cannot use ``monotone_constraints`` in %s objective, please disable it.\", objective_function_->GetName());\n    }\n  }\n  is_constant_hessian_ = GetIsConstHessian(objective_function);\n\n  // push training metrics\n  training_metrics_.clear();\n  for (const auto& metric : training_metrics) {\n    training_metrics_.push_back(metric);\n  }\n  training_metrics_.shrink_to_fit();\n\n  #ifdef USE_CUDA\n  boosting_on_gpu_ = objective_function_ != nullptr && objective_function_->IsCUDAObjective() &&\n                    !data_sample_strategy_->IsHessianChange();  // for sample strategy with Hessian change, fall back to boosting on CPU\n  tree_learner_->ResetBoostingOnGPU(boosting_on_gpu_);\n  #endif  // USE_CUDA\n\n  if (train_data != train_data_) {\n    train_data_ = train_data;\n    data_sample_strategy_->UpdateTrainingData(train_data);\n    // not same training data, need reset score and others\n    // create score tracker\n    #ifdef USE_CUDA\n    if (config_->device_type == std::string(\"cuda\")) {\n      train_score_updater_.reset(new CUDAScoreUpdater(train_data_, num_tree_per_iteration_, boosting_on_gpu_));\n    } else {\n    #endif  // USE_CUDA\n      train_score_updater_.reset(new ScoreUpdater(train_data_, num_tree_per_iteration_));\n    #ifdef USE_CUDA\n    }\n    #endif  // USE_CUDA\n\n    // update score\n    for (int i = 0; i < iter_; ++i) {\n      for (int cur_tree_id = 0; cur_tree_id < num_tree_per_iteration_; ++cur_tree_id) {\n        auto curr_tree = (i + num_init_iteration_) * num_tree_per_iteration_ + cur_tree_id;\n        train_score_updater_->AddScore(models_[curr_tree].get(), cur_tree_id);\n      }\n    }\n\n    num_data_ = train_data_->num_data();\n\n    ResetGradientBuffers();\n\n    max_feature_idx_ = train_data_->num_total_features() - 1;\n    label_idx_ = train_data_->label_idx();\n    feature_names_ = train_data_->feature_names();\n    feature_infos_ = train_data_->feature_infos();\n    parser_config_str_ = train_data_->parser_config_str();\n\n    tree_learner_->ResetTrainingData(train_data, is_constant_hessian_);\n    data_sample_strategy_->ResetSampleConfig(config_.get(), true);\n  } else {\n    tree_learner_->ResetIsConstantHessian(is_constant_hessian_);\n  }\n}\n\nvoid GBDT::ResetConfig(const Config* config) {\n  auto new_config = std::unique_ptr<Config>(new Config(*config));\n  if (!config->monotone_constraints.empty()) {\n    CHECK_EQ(static_cast<size_t>(train_data_->num_total_features()), config->monotone_constraints.size());\n  }\n  if (!config->feature_contri.empty()) {\n    CHECK_EQ(static_cast<size_t>(train_data_->num_total_features()), config->feature_contri.size());\n  }\n  if (objective_function_ != nullptr && objective_function_->IsRenewTreeOutput() && !config->monotone_constraints.empty()) {\n    Log::Fatal(\"Cannot use ``monotone_constraints`` in %s objective, please disable it.\", objective_function_->GetName());\n  }\n  early_stopping_round_ = new_config->early_stopping_round;\n  shrinkage_rate_ = new_config->learning_rate;\n  if (tree_learner_ != nullptr) {\n    tree_learner_->ResetConfig(new_config.get());\n  }\n\n  boosting_on_gpu_ = objective_function_ != nullptr && objective_function_->IsCUDAObjective() &&\n                    !data_sample_strategy_->IsHessianChange();  // for sample strategy with Hessian change, fall back to boosting on CPU\n  tree_learner_->ResetBoostingOnGPU(boosting_on_gpu_);\n\n  if (train_data_ != nullptr) {\n    data_sample_strategy_->ResetSampleConfig(new_config.get(), false);\n    if (data_sample_strategy_->NeedResizeGradients()) {\n      // resize gradient vectors to copy the customized gradients for goss or bagging with subset\n      ResetGradientBuffers();\n    }\n  }\n  if (config_.get() != nullptr && config_->forcedsplits_filename != new_config->forcedsplits_filename) {\n    // load forced_splits file\n    if (!new_config->forcedsplits_filename.empty()) {\n      std::ifstream forced_splits_file(\n          new_config->forcedsplits_filename.c_str());\n      std::stringstream buffer;\n      buffer << forced_splits_file.rdbuf();\n      std::string err;\n      forced_splits_json_ = Json::parse(buffer.str(), &err);\n      tree_learner_->SetForcedSplit(&forced_splits_json_);\n    } else {\n      forced_splits_json_ = Json();\n      tree_learner_->SetForcedSplit(nullptr);\n    }\n  }\n  config_.reset(new_config.release());\n}\n\nvoid GBDT::ResetGradientBuffers() {\n  const size_t total_size = static_cast<size_t>(num_data_) * num_tree_per_iteration_;\n  const bool is_use_subset = data_sample_strategy_->is_use_subset();\n  const data_size_t bag_data_cnt = data_sample_strategy_->bag_data_cnt();\n  if (objective_function_ != nullptr) {\n    #ifdef USE_CUDA\n    if (config_->device_type == std::string(\"cuda\") && boosting_on_gpu_) {\n      if (cuda_gradients_.Size() < total_size) {\n        cuda_gradients_.Resize(total_size);\n        cuda_hessians_.Resize(total_size);\n      }\n      gradients_pointer_ = cuda_gradients_.RawData();\n      hessians_pointer_ = cuda_hessians_.RawData();\n    } else {\n    #endif  // USE_CUDA\n      if (gradients_.size() < total_size) {\n        gradients_.resize(total_size);\n        hessians_.resize(total_size);\n      }\n      gradients_pointer_ = gradients_.data();\n      hessians_pointer_ = hessians_.data();\n    #ifdef USE_CUDA\n    }\n    #endif  // USE_CUDA\n  } else if (data_sample_strategy_->IsHessianChange() || (is_use_subset && bag_data_cnt < num_data_ && !boosting_on_gpu_)) {\n    if (gradients_.size() < total_size) {\n      gradients_.resize(total_size);\n      hessians_.resize(total_size);\n    }\n    gradients_pointer_ = gradients_.data();\n    hessians_pointer_ = hessians_.data();\n  }\n}\n\n}  // namespace LightGBM\n"
  },
  {
    "path": "src/boosting/gbdt.h",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_SRC_BOOSTING_GBDT_H_\n#define LIGHTGBM_SRC_BOOSTING_GBDT_H_\n\n#include <LightGBM/boosting.h>\n#include <LightGBM/objective_function.h>\n#include <LightGBM/prediction_early_stop.h>\n#include <LightGBM/cuda/vector_cudahost.h>\n#include <LightGBM/utils/json11.h>\n#include <LightGBM/utils/threading.h>\n#include <LightGBM/sample_strategy.h>\n\n#include <string>\n#include <algorithm>\n#include <cstdio>\n#include <fstream>\n#include <map>\n#include <memory>\n#include <mutex>\n#include <unordered_map>\n#include <utility>\n#include <vector>\n\n#include \"cuda/cuda_score_updater.hpp\"\n#include \"score_updater.hpp\"\n\nnamespace LightGBM {\n\nusing json11_internal_lightgbm::Json;\n\n/*!\n* \\brief GBDT algorithm implementation. including Training, prediction, bagging.\n*/\nclass GBDT : public GBDTBase {\n public:\n  /*!\n  * \\brief Constructor\n  */\n  GBDT();\n\n  /*!\n  * \\brief Destructor\n  */\n  ~GBDT();\n\n\n  /*!\n  * \\brief Initialization logic\n  * \\param gbdt_config Config for boosting\n  * \\param train_data Training data\n  * \\param objective_function Training objective function\n  * \\param training_metrics Training metrics\n  */\n  void Init(const Config* gbdt_config, const Dataset* train_data,\n            const ObjectiveFunction* objective_function,\n            const std::vector<const Metric*>& training_metrics) override;\n\n  /*!\n  * \\brief Traverse the tree of forced splits and check that all indices are less than the number of features.\n  */\n  void CheckForcedSplitFeatures();\n\n  /*!\n  * \\brief Merge model from other boosting object. Will insert to the front of current boosting object\n  * \\param other\n  */\n  void MergeFrom(const Boosting* other) override {\n    auto other_gbdt = reinterpret_cast<const GBDT*>(other);\n    // tmp move to other vector\n    auto original_models = std::move(models_);\n    models_ = std::vector<std::unique_ptr<Tree>>();\n    // push model from other first\n    for (const auto& tree : other_gbdt->models_) {\n      auto new_tree = std::unique_ptr<Tree>(new Tree(*(tree.get())));\n      models_.push_back(std::move(new_tree));\n    }\n    num_init_iteration_ = static_cast<int>(models_.size()) / num_tree_per_iteration_;\n    // push model in current object\n    for (const auto& tree : original_models) {\n      auto new_tree = std::unique_ptr<Tree>(new Tree(*(tree.get())));\n      models_.push_back(std::move(new_tree));\n    }\n    num_iteration_for_pred_ = static_cast<int>(models_.size()) / num_tree_per_iteration_;\n  }\n\n  void ShuffleModels(int start_iter, int end_iter) override {\n    int total_iter = static_cast<int>(models_.size()) / num_tree_per_iteration_;\n    start_iter = std::max(0, start_iter);\n    if (end_iter <= 0) {\n      end_iter = total_iter;\n    }\n    end_iter = std::min(total_iter, end_iter);\n    auto original_models = std::move(models_);\n    std::vector<int> indices(total_iter);\n    for (int i = 0; i < total_iter; ++i) {\n      indices[i] = i;\n    }\n    Random tmp_rand(17);\n    for (int i = start_iter; i < end_iter - 1; ++i) {\n      int j = tmp_rand.NextShort(i + 1, end_iter);\n      std::swap(indices[i], indices[j]);\n    }\n    models_ = std::vector<std::unique_ptr<Tree>>();\n    for (int i = 0; i < total_iter; ++i) {\n      for (int j = 0; j < num_tree_per_iteration_; ++j) {\n        int tree_idx = indices[i] * num_tree_per_iteration_ + j;\n        auto new_tree = std::unique_ptr<Tree>(new Tree(*(original_models[tree_idx].get())));\n        models_.push_back(std::move(new_tree));\n      }\n    }\n  }\n\n  /*!\n  * \\brief Reset the training data\n  * \\param train_data New Training data\n  * \\param objective_function Training objective function\n  * \\param training_metrics Training metrics\n  */\n  void ResetTrainingData(const Dataset* train_data, const ObjectiveFunction* objective_function,\n                         const std::vector<const Metric*>& training_metrics) override;\n\n  /*!\n  * \\brief Reset Boosting Config\n  * \\param gbdt_config Config for boosting\n  */\n  void ResetConfig(const Config* gbdt_config) override;\n\n  /*!\n  * \\brief Adding a validation dataset\n  * \\param valid_data Validation dataset\n  * \\param valid_metrics Metrics for validation dataset\n  */\n  void AddValidDataset(const Dataset* valid_data,\n                       const std::vector<const Metric*>& valid_metrics) override;\n\n  /*!\n  * \\brief Perform a full training procedure\n  * \\param snapshot_freq frequency of snapshot\n  * \\param model_output_path path of model file\n  */\n  void Train(int snapshot_freq, const std::string& model_output_path) override;\n\n  void RefitTree(const int* tree_leaf_prediction, const size_t nrow, const size_t ncol) override;\n\n  /*!\n  * \\brief Training logic\n  * \\param gradients nullptr for using default objective, otherwise use self-defined boosting\n  * \\param hessians nullptr for using default objective, otherwise use self-defined boosting\n  * \\return True if cannot train any more\n  */\n  bool TrainOneIter(const score_t* gradients, const score_t* hessians) override;\n\n  /*!\n  * \\brief Rollback one iteration\n  */\n  void RollbackOneIter() override;\n\n  /*!\n  * \\brief Get current iteration\n  */\n  int GetCurrentIteration() const override { return static_cast<int>(models_.size()) / num_tree_per_iteration_; }\n\n  /*!\n  * \\brief Get parameters as a JSON string\n  */\n  std::string GetLoadedParam() const override {\n    if (loaded_parameter_.empty()) {\n      return std::string(\"{}\");\n    }\n    const auto param_types = Config::ParameterTypes();\n    const auto lines = Common::Split(loaded_parameter_.c_str(), \"\\n\");\n    bool first = true;\n    std::stringstream str_buf;\n    str_buf << \"{\";\n    for (const auto& line : lines) {\n      const auto pair = Common::Split(line.c_str(), \":\");\n      if (pair[1] == \" ]\")\n        continue;\n      const auto param = pair[0].substr(1);\n      const auto value_str = pair[1].substr(1, pair[1].size() - 2);\n      auto iter = param_types.find(param);\n      if (iter == param_types.end()) {\n        Log::Warning(\"Ignoring unrecognized parameter '%s' found in model string.\", param.c_str());\n        continue;\n      }\n      std::string param_type = iter->second;\n      if (first) {\n        first = false;\n        str_buf << \"\\\"\";\n      } else {\n        str_buf << \",\\\"\";\n      }\n      str_buf << param << \"\\\": \";\n      if (param_type == \"string\") {\n        str_buf << \"\\\"\" << value_str << \"\\\"\";\n      } else if (param_type == \"int\") {\n        int value;\n        Common::Atoi(value_str.c_str(), &value);\n        str_buf << value;\n      } else if (param_type == \"double\") {\n        double value;\n        Common::Atof(value_str.c_str(), &value);\n        str_buf << value;\n      } else if (param_type == \"bool\") {\n        bool value = value_str == \"1\";\n        str_buf << std::boolalpha << value;\n      } else if (param_type.substr(0, 6) == \"vector\") {\n        str_buf << \"[\";\n        if (param_type.substr(7, 6) == \"string\") {\n          const auto parts = Common::Split(value_str.c_str(), \",\");\n          str_buf << \"\\\"\" << Common::Join(parts, \"\\\",\\\"\") << \"\\\"\";\n        } else {\n          str_buf << value_str;\n        }\n        str_buf << \"]\";\n      }\n    }\n    str_buf << \"}\";\n    return str_buf.str();\n  }\n\n  /*!\n  * \\brief Can use early stopping for prediction or not\n  * \\return True if cannot use early stopping for prediction\n  */\n  bool NeedAccuratePrediction() const override {\n    if (objective_function_ == nullptr) {\n      return true;\n    } else {\n      return objective_function_->NeedAccuratePrediction();\n    }\n  }\n\n  /*!\n  * \\brief Get evaluation result at data_idx data\n  * \\param data_idx 0: training data, 1: 1st validation data\n  * \\return evaluation result\n  */\n  std::vector<double> GetEvalAt(int data_idx) const override;\n\n  /*!\n  * \\brief Get current training score\n  * \\param out_len length of returned score\n  * \\return training score\n  */\n  const double* GetTrainingScore(int64_t* out_len) override;\n\n  /*!\n  * \\brief Get size of prediction at data_idx data\n  * \\param data_idx 0: training data, 1: 1st validation data\n  * \\return The size of prediction\n  */\n  int64_t GetNumPredictAt(int data_idx) const override {\n    CHECK(data_idx >= 0 && data_idx <= static_cast<int>(valid_score_updater_.size()));\n    data_size_t num_data = train_data_->num_data();\n    if (data_idx > 0) {\n      num_data = valid_score_updater_[data_idx - 1]->num_data();\n    }\n    return static_cast<int64_t>(num_data) * num_class_;\n  }\n\n  /*!\n  * \\brief Get prediction result at data_idx data\n  * \\param data_idx 0: training data, 1: 1st validation data\n  * \\param result used to store prediction result, should allocate memory before call this function\n  * \\param out_len length of returned score\n  */\n  void GetPredictAt(int data_idx, double* out_result, int64_t* out_len) override;\n\n  /*!\n  * \\brief Get number of prediction for one data\n  * \\param start_iteration Start index of the iteration to predict\n  * \\param num_iteration number of used iterations\n  * \\param is_pred_leaf True if predicting leaf index\n  * \\param is_pred_contrib True if predicting feature contribution\n  * \\return number of prediction\n  */\n  inline int NumPredictOneRow(int start_iteration, int num_iteration, bool is_pred_leaf, bool is_pred_contrib) const override {\n    int num_pred_in_one_row = num_class_;\n    if (is_pred_leaf) {\n      int max_iteration = GetCurrentIteration();\n      start_iteration = std::max(start_iteration, 0);\n      start_iteration = std::min(start_iteration, max_iteration);\n      if (num_iteration > 0) {\n        num_pred_in_one_row *= static_cast<int>(std::min(max_iteration - start_iteration, num_iteration));\n      } else {\n        num_pred_in_one_row *= (max_iteration - start_iteration);\n      }\n    } else if (is_pred_contrib) {\n      num_pred_in_one_row = num_tree_per_iteration_ * (max_feature_idx_ + 2);  // +1 for 0-based indexing, +1 for baseline\n    }\n    return num_pred_in_one_row;\n  }\n\n  void PredictRaw(const double* features, double* output,\n                  const PredictionEarlyStopInstance* earlyStop) const override;\n\n  void PredictRawByMap(const std::unordered_map<int, double>& features, double* output,\n                       const PredictionEarlyStopInstance* early_stop) const override;\n\n  void Predict(const double* features, double* output,\n               const PredictionEarlyStopInstance* earlyStop) const override;\n\n  void PredictByMap(const std::unordered_map<int, double>& features, double* output,\n                    const PredictionEarlyStopInstance* early_stop) const override;\n\n  void PredictLeafIndex(const double* features, double* output) const override;\n\n  void PredictLeafIndexByMap(const std::unordered_map<int, double>& features, double* output) const override;\n\n  void PredictContrib(const double* features, double* output) const override;\n\n  void PredictContribByMap(const std::unordered_map<int, double>& features,\n                           std::vector<std::unordered_map<int, double>>* output) const override;\n\n  /*!\n  * \\brief Dump model to json format string\n  * \\param start_iteration The model will be saved start from\n  * \\param num_iteration Number of iterations that want to dump, -1 means dump all\n  * \\param feature_importance_type Type of feature importance, 0: split, 1: gain\n  * \\return Json format string of model\n  */\n  std::string DumpModel(int start_iteration, int num_iteration,\n                        int feature_importance_type) const override;\n\n  /*!\n  * \\brief Translate model to if-else statement\n  * \\param num_iteration Number of iterations that want to translate, -1 means translate all\n  * \\return if-else format codes of model\n  */\n  std::string ModelToIfElse(int num_iteration) const override;\n\n  /*!\n  * \\brief Translate model to if-else statement\n  * \\param num_iteration Number of iterations that want to translate, -1 means translate all\n  * \\param filename Filename that want to save to\n  * \\return is_finish Is training finished or not\n  */\n  bool SaveModelToIfElse(int num_iteration, const char* filename) const override;\n\n  /*!\n  * \\brief Save model to file\n  * \\param start_iteration The model will be saved start from\n  * \\param num_iterations Number of model that want to save, -1 means save all\n  * \\param feature_importance_type Type of feature importance, 0: split, 1: gain\n  * \\param filename Filename that want to save to\n  * \\return is_finish Is training finished or not\n  */\n  bool SaveModelToFile(int start_iteration, int num_iterations,\n                       int feature_importance_type,\n                       const char* filename) const override;\n\n  /*!\n  * \\brief Save model to string\n  * \\param start_iteration The model will be saved start from\n  * \\param num_iterations Number of model that want to save, -1 means save all\n  * \\param feature_importance_type Type of feature importance, 0: split, 1: gain\n  * \\return Non-empty string if succeeded\n  */\n  std::string SaveModelToString(int start_iteration, int num_iterations, int feature_importance_type) const override;\n\n  /*!\n  * \\brief Restore from a serialized buffer\n  */\n  bool LoadModelFromString(const char* buffer, size_t len) override;\n\n  /*!\n  * \\brief Calculate feature importances\n  * \\param num_iteration Number of model that want to use for feature importance, -1 means use all\n  * \\param importance_type: 0 for split, 1 for gain\n  * \\return vector of feature_importance\n  */\n  std::vector<double> FeatureImportance(int num_iteration, int importance_type) const override;\n\n  /*!\n  * \\brief Calculate upper bound value\n  * \\return upper bound value\n  */\n  double GetUpperBoundValue() const override;\n\n  /*!\n  * \\brief Calculate lower bound value\n  * \\return lower bound value\n  */\n  double GetLowerBoundValue() const override;\n\n  /*!\n  * \\brief Get max feature index of this model\n  * \\return Max feature index of this model\n  */\n  inline int MaxFeatureIdx() const override { return max_feature_idx_; }\n\n  /*!\n  * \\brief Get feature names of this model\n  * \\return Feature names of this model\n  */\n  inline std::vector<std::string> FeatureNames() const override { return feature_names_; }\n\n  /*!\n  * \\brief Get index of label column\n  * \\return index of label column\n  */\n  inline int LabelIdx() const override { return label_idx_; }\n\n  /*!\n  * \\brief Get number of weak sub-models\n  * \\return Number of weak sub-models\n  */\n  inline int NumberOfTotalModel() const override { return static_cast<int>(models_.size()); }\n\n  /*!\n  * \\brief Get number of tree per iteration\n  * \\return number of tree per iteration\n  */\n  inline int NumModelPerIteration() const override { return num_tree_per_iteration_; }\n\n  /*!\n  * \\brief Get number of classes\n  * \\return Number of classes\n  */\n  inline int NumberOfClasses() const override { return num_class_; }\n\n  inline void InitPredict(int start_iteration, int num_iteration, bool is_pred_contrib) override {\n    num_iteration_for_pred_ = static_cast<int>(models_.size()) / num_tree_per_iteration_;\n    start_iteration = std::max(start_iteration, 0);\n    start_iteration = std::min(start_iteration, num_iteration_for_pred_);\n    if (num_iteration > 0) {\n      num_iteration_for_pred_ = std::min(num_iteration, num_iteration_for_pred_ - start_iteration);\n    } else {\n      num_iteration_for_pred_ = num_iteration_for_pred_ - start_iteration;\n    }\n    start_iteration_for_pred_ = start_iteration;\n\n    if (is_pred_contrib && !models_initialized_) {\n      std::lock_guard<std::mutex> lock(instance_mutex_);\n      if (models_initialized_)\n        return;\n\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n      for (int i = 0; i < static_cast<int>(models_.size()); ++i) {\n        models_[i]->RecomputeMaxDepth();\n      }\n\n      models_initialized_ = true;\n    }\n  }\n\n  inline double GetLeafValue(int tree_idx, int leaf_idx) const override {\n    CHECK(tree_idx >= 0 && static_cast<size_t>(tree_idx) < models_.size());\n    CHECK(leaf_idx >= 0 && leaf_idx < models_[tree_idx]->num_leaves());\n    return models_[tree_idx]->LeafOutput(leaf_idx);\n  }\n\n  inline void SetLeafValue(int tree_idx, int leaf_idx, double val) override {\n    CHECK(tree_idx >= 0 && static_cast<size_t>(tree_idx) < models_.size());\n    CHECK(leaf_idx >= 0 && leaf_idx < models_[tree_idx]->num_leaves());\n    models_[tree_idx]->SetLeafOutput(leaf_idx, val);\n  }\n\n  /*!\n  * \\brief Get Type name of this boosting object\n  */\n  const char* SubModelName() const override { return \"tree\"; }\n\n  bool IsLinear() const override { return linear_tree_; }\n\n  inline std::string ParserConfigStr() const override {return parser_config_str_;}\n\n protected:\n  virtual bool GetIsConstHessian(const ObjectiveFunction* objective_function) {\n    if (objective_function != nullptr && !data_sample_strategy_->IsHessianChange()) {\n      return objective_function->IsConstantHessian();\n    } else {\n      return false;\n    }\n  }\n  /*!\n  * \\brief Print eval result and check early stopping\n  */\n  virtual bool EvalAndCheckEarlyStopping();\n\n  /*!\n  * \\brief reset config for bagging\n  */\n  void ResetBaggingConfig(const Config* config, bool is_change_dataset);\n\n  /*!\n  * \\brief calculate the objective function\n  */\n  virtual void Boosting();\n\n  /*!\n  * \\brief updating score after tree was trained\n  * \\param tree Trained tree of this iteration\n  * \\param cur_tree_id Current tree for multiclass training\n  */\n  virtual void UpdateScore(const Tree* tree, const int cur_tree_id);\n\n  /*!\n  * \\brief eval results for one metric\n\n  */\n  virtual std::vector<double> EvalOneMetric(const Metric* metric, const double* score, const data_size_t num_data) const;\n\n  /*!\n  * \\brief Print metric result of current iteration\n  * \\param iter Current iteration\n  * \\return best_msg if met early_stopping\n  */\n  std::string OutputMetric(int iter);\n\n  virtual double BoostFromAverage(int class_id, bool update_scorer);\n\n  /*!\n  * \\brief Reset gradient buffers, must be called after sample strategy is reset\n  */\n  void ResetGradientBuffers();\n\n  /*! \\brief current iteration */\n  int iter_;\n  /*! \\brief Pointer to training data */\n  const Dataset* train_data_;\n  /*! \\brief Config of gbdt */\n  std::unique_ptr<Config> config_;\n  /*! \\brief Tree learner, will use this class to learn trees */\n  std::unique_ptr<TreeLearner> tree_learner_;\n  /*! \\brief Objective function */\n  const ObjectiveFunction* objective_function_;\n  /*! \\brief Store and update training data's score */\n  std::unique_ptr<ScoreUpdater> train_score_updater_;\n  /*! \\brief Metrics for training data */\n  std::vector<const Metric*> training_metrics_;\n  /*! \\brief Store and update validation data's scores */\n  std::vector<std::unique_ptr<ScoreUpdater>> valid_score_updater_;\n  /*! \\brief Metric for validation data */\n  std::vector<std::vector<const Metric*>> valid_metrics_;\n  /*! \\brief Number of rounds for early stopping */\n  int early_stopping_round_;\n  /*! \\brief Minimum improvement for early stopping */\n  double early_stopping_min_delta_;\n  /*! \\brief Only use first metric for early stopping */\n  bool es_first_metric_only_;\n  /*! \\brief Best iteration(s) for early stopping */\n  std::vector<std::vector<int>> best_iter_;\n  /*! \\brief Best score(s) for early stopping */\n  std::vector<std::vector<double>> best_score_;\n  /*! \\brief output message of best iteration */\n  std::vector<std::vector<std::string>> best_msg_;\n  /*! \\brief Trained models(trees) */\n  std::vector<std::unique_ptr<Tree>> models_;\n  /*! \\brief Max feature index of training data*/\n  int max_feature_idx_;\n  /*! \\brief Parser config file content */\n  std::string parser_config_str_ = \"\";\n  /*! \\brief Are the models initialized (passed RecomputeMaxDepth phase) */\n  bool models_initialized_ = false;\n  /*! \\brief Mutex for exclusive models initialization */\n  std::mutex instance_mutex_;\n\n#ifdef USE_CUDA\n  /*! \\brief First order derivative of training data */\n  std::vector<score_t, CHAllocator<score_t>> gradients_;\n  /*! \\brief Second order derivative of training data */\n  std::vector<score_t, CHAllocator<score_t>> hessians_;\n#else\n  /*! \\brief First order derivative of training data */\n  std::vector<score_t, Common::AlignmentAllocator<score_t, kAlignedSize>> gradients_;\n  /*! \\brief Second order derivative of training data */\n  std::vector<score_t, Common::AlignmentAllocator<score_t, kAlignedSize>> hessians_;\n#endif\n  /*! \\brief Pointer to gradient vector, can be on CPU or GPU */\n  score_t* gradients_pointer_;\n  /*! \\brief Pointer to hessian vector, can be on CPU or GPU */\n  score_t* hessians_pointer_;\n  /*! \\brief Whether boosting is done on GPU, used for device_type=cuda */\n  bool boosting_on_gpu_;\n  #ifdef USE_CUDA\n  /*! \\brief Gradient vector on GPU */\n  CUDAVector<score_t> cuda_gradients_;\n  /*! \\brief Hessian vector on GPU */\n  CUDAVector<score_t> cuda_hessians_;\n  /*! \\brief Buffer for scores when boosting is on GPU but evaluation is not, used only with device_type=cuda */\n  mutable std::vector<double> host_score_;\n  /*! \\brief Buffer for scores when boosting is not on GPU but evaluation is, used only with device_type=cuda */\n  mutable CUDAVector<double> cuda_score_;\n  #endif  // USE_CUDA\n\n  /*! \\brief Number of training data */\n  data_size_t num_data_;\n  /*! \\brief Number of trees per iterations */\n  int num_tree_per_iteration_;\n  /*! \\brief Number of class */\n  int num_class_;\n  /*! \\brief Index of label column */\n  data_size_t label_idx_;\n  /*! \\brief number of used model */\n  int num_iteration_for_pred_;\n  /*! \\brief Start iteration of used model */\n  int start_iteration_for_pred_;\n  /*! \\brief Shrinkage rate for one iteration */\n  double shrinkage_rate_;\n  /*! \\brief Number of loaded initial models */\n  int num_init_iteration_;\n  /*! \\brief Feature names */\n  std::vector<std::string> feature_names_;\n  std::vector<std::string> feature_infos_;\n  std::vector<bool> class_need_train_;\n  bool is_constant_hessian_;\n  std::unique_ptr<ObjectiveFunction> loaded_objective_;\n  bool average_output_;\n  bool need_re_bagging_;\n  bool balanced_bagging_;\n  std::string loaded_parameter_;\n  std::vector<int8_t> monotone_constraints_;\n  Json forced_splits_json_;\n  bool linear_tree_;\n  std::unique_ptr<SampleStrategy> data_sample_strategy_;\n};\n\n}  // namespace LightGBM\n#endif   // LIGHTGBM_SRC_BOOSTING_GBDT_H_\n"
  },
  {
    "path": "src/boosting/gbdt_model_text.cpp",
    "content": "/*!\n * Copyright (c) 2017-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2017-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#include <LightGBM/config.h>\n#include <LightGBM/metric.h>\n#include <LightGBM/objective_function.h>\n#include <LightGBM/utils/array_args.h>\n#include <LightGBM/utils/common.h>\n\n#include <algorithm>\n#include <string>\n#include <sstream>\n#include <unordered_map>\n#include <utility>\n#include <vector>\n\n#include \"gbdt.h\"\n\nnamespace LightGBM {\n\nconst char* kModelVersion = \"v4\";\n\nstd::string GBDT::DumpModel(int start_iteration, int num_iteration, int feature_importance_type) const {\n  std::stringstream str_buf;\n  Common::C_stringstream(str_buf);\n\n  str_buf << \"{\";\n  str_buf << \"\\\"name\\\":\\\"\" << SubModelName() << \"\\\",\" << '\\n';\n  str_buf << \"\\\"version\\\":\\\"\" << kModelVersion << \"\\\",\" << '\\n';\n  str_buf << \"\\\"num_class\\\":\" << num_class_ << \",\" << '\\n';\n  str_buf << \"\\\"num_tree_per_iteration\\\":\" << num_tree_per_iteration_ << \",\" << '\\n';\n  str_buf << \"\\\"label_index\\\":\" << label_idx_ << \",\" << '\\n';\n  str_buf << \"\\\"max_feature_idx\\\":\" << max_feature_idx_ << \",\" << '\\n';\n  if (objective_function_ != nullptr) {\n    str_buf << \"\\\"objective\\\":\\\"\" << objective_function_->ToString() << \"\\\",\\n\";\n  }\n\n  str_buf << \"\\\"average_output\\\":\" << (average_output_ ? \"true\" : \"false\") << \",\\n\";\n\n  str_buf << \"\\\"feature_names\\\":[\\\"\" << CommonC::Join(feature_names_, \"\\\",\\\"\")\n          << \"\\\"],\" << '\\n';\n\n  str_buf << \"\\\"monotone_constraints\\\":[\"\n          << CommonC::Join(monotone_constraints_, \",\") << \"],\" << '\\n';\n\n  str_buf << \"\\\"feature_infos\\\":\" << \"{\";\n  bool first_obj = true;\n  for (size_t i = 0; i < feature_infos_.size(); ++i) {\n    std::stringstream json_str_buf;\n    Common::C_stringstream(json_str_buf);\n    auto strs = Common::Split(feature_infos_[i].c_str(), \":\");\n    if (strs[0][0] == '[') {\n      strs[0].erase(0, 1);  // remove '['\n      strs[1].erase(strs[1].size() - 1);  // remove ']'\n      double max_, min_;\n      Common::Atof(strs[0].c_str(), &min_);\n      Common::Atof(strs[1].c_str(), &max_);\n      json_str_buf << std::setprecision(std::numeric_limits<double>::digits10 + 2);\n      json_str_buf << \"{\\\"min_value\\\":\" << Common::AvoidInf(min_) << \",\";\n      json_str_buf << \"\\\"max_value\\\":\" << Common::AvoidInf(max_) << \",\";\n      json_str_buf << \"\\\"values\\\":[]}\";\n    } else if (strs[0] != \"none\") {  // categorical feature\n      auto vals = CommonC::StringToArray<int>(feature_infos_[i], ':');\n      auto max_idx = ArrayArgs<int>::ArgMax(vals);\n      auto min_idx = ArrayArgs<int>::ArgMin(vals);\n      json_str_buf << \"{\\\"min_value\\\":\" << vals[min_idx] << \",\";\n      json_str_buf << \"\\\"max_value\\\":\" << vals[max_idx] << \",\";\n      json_str_buf << \"\\\"values\\\":[\" << CommonC::Join(vals, \",\") << \"]}\";\n    } else {  // unused feature\n      continue;\n    }\n    if (!first_obj) {\n      str_buf << \",\";\n    }\n    str_buf << \"\\\"\" << feature_names_[i] << \"\\\":\";\n    str_buf << json_str_buf.str();\n    first_obj = false;\n  }\n  str_buf << \"},\" << '\\n';\n\n  str_buf << \"\\\"tree_info\\\":[\";\n  int num_used_model = static_cast<int>(models_.size());\n  int total_iteration = num_used_model / num_tree_per_iteration_;\n  start_iteration = std::max(start_iteration, 0);\n  start_iteration = std::min(start_iteration, total_iteration);\n  if (num_iteration > 0) {\n    int end_iteration = start_iteration + num_iteration;\n    num_used_model = std::min(end_iteration * num_tree_per_iteration_ , num_used_model);\n  }\n  int start_model = start_iteration * num_tree_per_iteration_;\n  for (int i = start_model; i < num_used_model; ++i) {\n    if (i > start_model) {\n      str_buf << \",\";\n    }\n    str_buf << \"{\";\n    str_buf << \"\\\"tree_index\\\":\" << i << \",\";\n    str_buf << models_[i]->ToJSON();\n    str_buf << \"}\";\n  }\n  str_buf << \"],\" << '\\n';\n\n  std::vector<double> feature_importances = FeatureImportance(\n      num_iteration, feature_importance_type);\n  // store the importance first\n  std::vector<std::pair<size_t, std::string>> pairs;\n  for (size_t i = 0; i < feature_importances.size(); ++i) {\n    size_t feature_importances_int = static_cast<size_t>(feature_importances[i]);\n    if (feature_importances_int > 0) {\n      pairs.emplace_back(feature_importances_int, feature_names_[i]);\n    }\n  }\n  str_buf << '\\n' << \"\\\"feature_importances\\\":\" << \"{\";\n  for (size_t i = 0; i < pairs.size(); ++i) {\n    if (i > 0) {\n      str_buf << \",\";\n    }\n    str_buf << \"\\\"\" << pairs[i].second << \"\\\":\" << std::to_string(pairs[i].first);\n  }\n  str_buf << \"}\" << '\\n';\n\n  str_buf << \"}\" << '\\n';\n\n  return str_buf.str();\n}\n\nstd::string GBDT::ModelToIfElse(int num_iteration) const {\n  std::stringstream str_buf;\n  Common::C_stringstream(str_buf);\n\n  str_buf << \"#include \\\"gbdt.h\\\"\" << '\\n';\n  str_buf << \"#include <LightGBM/utils/common.h>\" << '\\n';\n  str_buf << \"#include <LightGBM/objective_function.h>\" << '\\n';\n  str_buf << \"#include <LightGBM/metric.h>\" << '\\n';\n  str_buf << \"#include <LightGBM/prediction_early_stop.h>\" << '\\n';\n  str_buf << \"#include <ctime>\" << '\\n';\n  str_buf << \"#include <sstream>\" << '\\n';\n  str_buf << \"#include <chrono>\" << '\\n';\n  str_buf << \"#include <string>\" << '\\n';\n  str_buf << \"#include <vector>\" << '\\n';\n  str_buf << \"#include <utility>\" << '\\n';\n  str_buf << \"namespace LightGBM {\" << '\\n';\n\n  int num_used_model = static_cast<int>(models_.size());\n  if (num_iteration > 0) {\n    num_used_model = std::min(num_iteration * num_tree_per_iteration_, num_used_model);\n  }\n\n  // PredictRaw\n  for (int i = 0; i < num_used_model; ++i) {\n    str_buf << models_[i]->ToIfElse(i, false) << '\\n';\n  }\n\n  str_buf << \"double (*PredictTreePtr[])(const double*) = { \";\n  for (int i = 0; i < num_used_model; ++i) {\n    if (i > 0) {\n      str_buf << \" , \";\n    }\n    str_buf << \"PredictTree\" << i;\n  }\n  str_buf << \" };\" << '\\n' << '\\n';\n\n  std::stringstream pred_str_buf;\n  Common::C_stringstream(pred_str_buf);\n\n  pred_str_buf << \"\\t\" << \"int early_stop_round_counter = 0;\" << '\\n';\n  pred_str_buf << \"\\t\" << \"std::memset(output, 0, sizeof(double) * num_tree_per_iteration_);\" << '\\n';\n  pred_str_buf << \"\\t\" << \"for (int i = 0; i < num_iteration_for_pred_; ++i) {\" << '\\n';\n  pred_str_buf << \"\\t\\t\" << \"for (int k = 0; k < num_tree_per_iteration_; ++k) {\" << '\\n';\n  pred_str_buf << \"\\t\\t\\t\" << \"output[k] += (*PredictTreePtr[i * num_tree_per_iteration_ + k])(features);\" << '\\n';\n  pred_str_buf << \"\\t\\t\" << \"}\" << '\\n';\n  pred_str_buf << \"\\t\\t\" << \"++early_stop_round_counter;\" << '\\n';\n  pred_str_buf << \"\\t\\t\" << \"if (early_stop->round_period == early_stop_round_counter) {\" << '\\n';\n  pred_str_buf << \"\\t\\t\\t\" << \"if (early_stop->callback_function(output, num_tree_per_iteration_))\" << '\\n';\n  pred_str_buf << \"\\t\\t\\t\\t\" << \"return;\" << '\\n';\n  pred_str_buf << \"\\t\\t\\t\" << \"early_stop_round_counter = 0;\" << '\\n';\n  pred_str_buf << \"\\t\\t\" << \"}\" << '\\n';\n  pred_str_buf << \"\\t\" << \"}\" << '\\n';\n\n  str_buf << \"void GBDT::PredictRaw(const double* features, double *output, const PredictionEarlyStopInstance* early_stop) const {\" << '\\n';\n  str_buf << pred_str_buf.str();\n  str_buf << \"}\" << '\\n';\n  str_buf << '\\n';\n\n  // PredictRawByMap\n  str_buf << \"double (*PredictTreeByMapPtr[])(const std::unordered_map<int, double>&) = { \";\n  for (int i = 0; i < num_used_model; ++i) {\n    if (i > 0) {\n      str_buf << \" , \";\n    }\n    str_buf << \"PredictTree\" << i << \"ByMap\";\n  }\n  str_buf << \" };\" << '\\n' << '\\n';\n\n  std::stringstream pred_str_buf_map;\n  Common::C_stringstream(pred_str_buf_map);\n\n  pred_str_buf_map << \"\\t\" << \"int early_stop_round_counter = 0;\" << '\\n';\n  pred_str_buf_map << \"\\t\" << \"std::memset(output, 0, sizeof(double) * num_tree_per_iteration_);\" << '\\n';\n  pred_str_buf_map << \"\\t\" << \"for (int i = 0; i < num_iteration_for_pred_; ++i) {\" << '\\n';\n  pred_str_buf_map << \"\\t\\t\" << \"for (int k = 0; k < num_tree_per_iteration_; ++k) {\" << '\\n';\n  pred_str_buf_map << \"\\t\\t\\t\" << \"output[k] += (*PredictTreeByMapPtr[i * num_tree_per_iteration_ + k])(features);\" << '\\n';\n  pred_str_buf_map << \"\\t\\t\" << \"}\" << '\\n';\n  pred_str_buf_map << \"\\t\\t\" << \"++early_stop_round_counter;\" << '\\n';\n  pred_str_buf_map << \"\\t\\t\" << \"if (early_stop->round_period == early_stop_round_counter) {\" << '\\n';\n  pred_str_buf_map << \"\\t\\t\\t\" << \"if (early_stop->callback_function(output, num_tree_per_iteration_))\" << '\\n';\n  pred_str_buf_map << \"\\t\\t\\t\\t\" << \"return;\" << '\\n';\n  pred_str_buf_map << \"\\t\\t\\t\" << \"early_stop_round_counter = 0;\" << '\\n';\n  pred_str_buf_map << \"\\t\\t\" << \"}\" << '\\n';\n  pred_str_buf_map << \"\\t\" << \"}\" << '\\n';\n\n  str_buf << \"void GBDT::PredictRawByMap(const std::unordered_map<int, double>& features, double* output, const PredictionEarlyStopInstance* early_stop) const {\" << '\\n';\n  str_buf << pred_str_buf_map.str();\n  str_buf << \"}\" << '\\n';\n  str_buf << '\\n';\n\n  // Predict\n  str_buf << \"void GBDT::Predict(const double* features, double *output, const PredictionEarlyStopInstance* early_stop) const {\" << '\\n';\n  str_buf << \"\\t\" << \"PredictRaw(features, output, early_stop);\" << '\\n';\n  str_buf << \"\\t\" << \"if (average_output_) {\" << '\\n';\n  str_buf << \"\\t\\t\" << \"for (int k = 0; k < num_tree_per_iteration_; ++k) {\" << '\\n';\n  str_buf << \"\\t\\t\\t\" << \"output[k] /= num_iteration_for_pred_;\" << '\\n';\n  str_buf << \"\\t\\t\" << \"}\" << '\\n';\n  str_buf << \"\\t\" << \"}\" << '\\n';\n  str_buf << \"\\t\" << \"if (objective_function_ != nullptr) {\" << '\\n';\n  str_buf << \"\\t\\t\" << \"objective_function_->ConvertOutput(output, output);\" << '\\n';\n  str_buf << \"\\t\" << \"}\" << '\\n';\n  str_buf << \"}\" << '\\n';\n  str_buf << '\\n';\n\n  // PredictByMap\n  str_buf << \"void GBDT::PredictByMap(const std::unordered_map<int, double>& features, double* output, const PredictionEarlyStopInstance* early_stop) const {\" << '\\n';\n  str_buf << \"\\t\" << \"PredictRawByMap(features, output, early_stop);\" << '\\n';\n  str_buf << \"\\t\" << \"if (average_output_) {\" << '\\n';\n  str_buf << \"\\t\\t\" << \"for (int k = 0; k < num_tree_per_iteration_; ++k) {\" << '\\n';\n  str_buf << \"\\t\\t\\t\" << \"output[k] /= num_iteration_for_pred_;\" << '\\n';\n  str_buf << \"\\t\\t\" << \"}\" << '\\n';\n  str_buf << \"\\t\" << \"}\" << '\\n';\n  str_buf << \"\\t\" << \"if (objective_function_ != nullptr) {\" << '\\n';\n  str_buf << \"\\t\\t\" << \"objective_function_->ConvertOutput(output, output);\" << '\\n';\n  str_buf << \"\\t\" << \"}\" << '\\n';\n  str_buf << \"}\" << '\\n';\n  str_buf << '\\n';\n\n\n  // PredictLeafIndex\n  for (int i = 0; i < num_used_model; ++i) {\n    str_buf << models_[i]->ToIfElse(i, true) << '\\n';\n  }\n\n  str_buf << \"double (*PredictTreeLeafPtr[])(const double*) = { \";\n  for (int i = 0; i < num_used_model; ++i) {\n    if (i > 0) {\n      str_buf << \" , \";\n    }\n    str_buf << \"PredictTree\" << i << \"Leaf\";\n  }\n  str_buf << \" };\" << '\\n' << '\\n';\n\n  str_buf << \"void GBDT::PredictLeafIndex(const double* features, double *output) const {\" << '\\n';\n  str_buf << \"\\t\" << \"int total_tree = num_iteration_for_pred_ * num_tree_per_iteration_;\" << '\\n';\n  str_buf << \"\\t\" << \"for (int i = 0; i < total_tree; ++i) {\" << '\\n';\n  str_buf << \"\\t\\t\" << \"output[i] = (*PredictTreeLeafPtr[i])(features);\" << '\\n';\n  str_buf << \"\\t\" << \"}\" << '\\n';\n  str_buf << \"}\" << '\\n';\n\n  // PredictLeafIndexByMap\n  str_buf << \"double (*PredictTreeLeafByMapPtr[])(const std::unordered_map<int, double>&) = { \";\n  for (int i = 0; i < num_used_model; ++i) {\n    if (i > 0) {\n      str_buf << \" , \";\n    }\n    str_buf << \"PredictTree\" << i << \"LeafByMap\";\n  }\n  str_buf << \" };\" << '\\n' << '\\n';\n\n  str_buf << \"void GBDT::PredictLeafIndexByMap(const std::unordered_map<int, double>& features, double* output) const {\" << '\\n';\n  str_buf << \"\\t\" << \"int total_tree = num_iteration_for_pred_ * num_tree_per_iteration_;\" << '\\n';\n  str_buf << \"\\t\" << \"for (int i = 0; i < total_tree; ++i) {\" << '\\n';\n  str_buf << \"\\t\\t\" << \"output[i] = (*PredictTreeLeafByMapPtr[i])(features);\" << '\\n';\n  str_buf << \"\\t\" << \"}\" << '\\n';\n  str_buf << \"}\" << '\\n';\n\n  str_buf << \"}  // namespace LightGBM\" << '\\n';\n\n  return str_buf.str();\n}\n\nbool GBDT::SaveModelToIfElse(int num_iteration, const char* filename) const {\n  /*! \\brief File to write models */\n  std::ofstream output_file;\n  std::ifstream ifs(filename);\n  if (ifs.good()) {\n    std::string origin((std::istreambuf_iterator<char>(ifs)),\n      (std::istreambuf_iterator<char>()));\n    output_file.open(filename);\n    output_file << \"#define USE_HARD_CODE 0\" << '\\n';\n    output_file << \"#ifndef USE_HARD_CODE\" << '\\n';\n    output_file << origin << '\\n';\n    output_file << \"#else\" << '\\n';\n    output_file << ModelToIfElse(num_iteration);\n    output_file << \"#endif\" << '\\n';\n  } else {\n    output_file.open(filename);\n    output_file << ModelToIfElse(num_iteration);\n  }\n\n  ifs.close();\n  output_file.close();\n\n  return static_cast<bool>(output_file);\n}\n\nstd::string GBDT::SaveModelToString(int start_iteration, int num_iteration, int feature_importance_type) const {\n  std::stringstream ss;\n  Common::C_stringstream(ss);\n\n  // output model type\n  ss << SubModelName() << '\\n';\n  ss << \"version=\" << kModelVersion << '\\n';\n  // output number of class\n  ss << \"num_class=\" << num_class_ << '\\n';\n  ss << \"num_tree_per_iteration=\" << num_tree_per_iteration_ << '\\n';\n  // output label index\n  ss << \"label_index=\" << label_idx_ << '\\n';\n  // output max_feature_idx\n  ss << \"max_feature_idx=\" << max_feature_idx_ << '\\n';\n  // output objective\n  if (objective_function_ != nullptr) {\n    ss << \"objective=\" << objective_function_->ToString() << '\\n';\n  }\n\n  if (average_output_) {\n    ss << \"average_output\" << '\\n';\n  }\n\n  ss << \"feature_names=\" << CommonC::Join(feature_names_, \" \") << '\\n';\n\n  if (monotone_constraints_.size() != 0) {\n    ss << \"monotone_constraints=\" << CommonC::Join(monotone_constraints_, \" \")\n       << '\\n';\n  }\n\n  ss << \"feature_infos=\" << CommonC::Join(feature_infos_, \" \") << '\\n';\n\n  int num_used_model = static_cast<int>(models_.size());\n  int total_iteration = num_used_model / num_tree_per_iteration_;\n  start_iteration = std::max(start_iteration, 0);\n  start_iteration = std::min(start_iteration, total_iteration);\n  if (num_iteration > 0) {\n    int end_iteration = start_iteration + num_iteration;\n    num_used_model = std::min(end_iteration * num_tree_per_iteration_, num_used_model);\n  }\n\n  int start_model = start_iteration * num_tree_per_iteration_;\n\n  std::vector<std::string> tree_strs(num_used_model - start_model);\n  std::vector<size_t> tree_sizes(num_used_model - start_model);\n  // output tree models\n  #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n  for (int i = start_model; i < num_used_model; ++i) {\n    const int idx = i - start_model;\n    tree_strs[idx] = \"Tree=\" + std::to_string(idx) + '\\n';\n    tree_strs[idx] += models_[i]->ToString() + '\\n';\n    tree_sizes[idx] = tree_strs[idx].size();\n  }\n\n  ss << \"tree_sizes=\" << CommonC::Join(tree_sizes, \" \") << '\\n';\n  ss << '\\n';\n\n  for (int i = 0; i < num_used_model - start_model; ++i) {\n    ss << tree_strs[i];\n    tree_strs[i].clear();\n  }\n  ss << \"end of trees\" << \"\\n\";\n  std::vector<double> feature_importances = FeatureImportance(\n      num_iteration, feature_importance_type);\n  // store the importance first\n  std::vector<std::pair<size_t, std::string>> pairs;\n  for (size_t i = 0; i < feature_importances.size(); ++i) {\n    size_t feature_importances_int = static_cast<size_t>(feature_importances[i]);\n    if (feature_importances_int > 0) {\n      pairs.emplace_back(feature_importances_int, feature_names_[i]);\n    }\n  }\n  // sort the importance\n  std::stable_sort(pairs.begin(), pairs.end(),\n                   [](const std::pair<size_t, std::string>& lhs,\n                      const std::pair<size_t, std::string>& rhs) {\n    return lhs.first > rhs.first;\n  });\n  ss << '\\n' << \"feature_importances:\" << '\\n';\n  for (size_t i = 0; i < pairs.size(); ++i) {\n    ss << pairs[i].second << \"=\" << std::to_string(pairs[i].first) << '\\n';\n  }\n  if (config_ != nullptr) {\n    ss << \"\\nparameters:\" << '\\n';\n    ss << config_->ToString() << \"\\n\";\n    ss << \"end of parameters\" << '\\n';\n  } else if (!loaded_parameter_.empty()) {\n    ss << \"\\nparameters:\" << '\\n';\n    ss << loaded_parameter_ << \"\\n\";\n    ss << \"end of parameters\" << '\\n';\n  }\n  if (!parser_config_str_.empty()) {\n    ss << \"\\nparser:\" << '\\n';\n    ss << parser_config_str_ << \"\\n\";\n    ss << \"end of parser\" << '\\n';\n  }\n  return ss.str();\n}\n\nbool GBDT::SaveModelToFile(int start_iteration, int num_iteration, int feature_importance_type, const char* filename) const {\n  /*! \\brief File to write models */\n  auto writer = VirtualFileWriter::Make(filename);\n  if (!writer->Init()) {\n    Log::Fatal(\"Model file %s is not available for writes\", filename);\n  }\n  std::string str_to_write = SaveModelToString(start_iteration, num_iteration, feature_importance_type);\n  auto size = writer->Write(str_to_write.c_str(), str_to_write.size());\n  return size > 0;\n}\n\nbool GBDT::LoadModelFromString(const char* buffer, size_t len) {\n  // use serialized string to restore this object\n  models_.clear();\n  auto c_str = buffer;\n  auto p = c_str;\n  auto end = p + len;\n  std::unordered_map<std::string, std::string> key_vals;\n  while (p < end) {\n    auto line_len = Common::GetLine(p);\n    if (line_len > 0) {\n      std::string cur_line(p, line_len);\n      if (!Common::StartsWith(cur_line, \"Tree=\")) {\n        auto strs = Common::Split(cur_line.c_str(), '=');\n        if (strs.size() == 1) {\n          key_vals[strs[0]] = \"\";\n        } else if (strs.size() == 2) {\n          key_vals[strs[0]] = strs[1];\n        } else if (strs.size() > 2) {\n          if (strs[0] == \"feature_names\") {\n            key_vals[strs[0]] = cur_line.substr(std::strlen(\"feature_names=\"));\n          } else if (strs[0] == \"monotone_constraints\") {\n            key_vals[strs[0]] = cur_line.substr(std::strlen(\"monotone_constraints=\"));\n          } else {\n            // Use first 128 chars to avoid exceed the message buffer.\n            Log::Fatal(\"Wrong line at model file: %s\", cur_line.substr(0, std::min<size_t>(128, cur_line.size())).c_str());\n          }\n        }\n      } else {\n        break;\n      }\n    }\n    p += line_len;\n    p = Common::SkipNewLine(p);\n  }\n\n  // get number of classes\n  if (key_vals.count(\"num_class\")) {\n    Common::Atoi(key_vals[\"num_class\"].c_str(), &num_class_);\n  } else {\n    Log::Fatal(\"Model file doesn't specify the number of classes\");\n    return false;\n  }\n\n  if (key_vals.count(\"num_tree_per_iteration\")) {\n    Common::Atoi(key_vals[\"num_tree_per_iteration\"].c_str(), &num_tree_per_iteration_);\n  } else {\n    num_tree_per_iteration_ = num_class_;\n  }\n\n  // get index of label\n  if (key_vals.count(\"label_index\")) {\n    Common::Atoi(key_vals[\"label_index\"].c_str(), &label_idx_);\n  } else {\n    Log::Fatal(\"Model file doesn't specify the label index\");\n    return false;\n  }\n\n  // get max_feature_idx first\n  if (key_vals.count(\"max_feature_idx\")) {\n    Common::Atoi(key_vals[\"max_feature_idx\"].c_str(), &max_feature_idx_);\n  } else {\n    Log::Fatal(\"Model file doesn't specify max_feature_idx\");\n    return false;\n  }\n\n  // get average_output\n  if (key_vals.count(\"average_output\")) {\n    average_output_ = true;\n  }\n\n  // get feature names\n  if (key_vals.count(\"feature_names\")) {\n    feature_names_ = Common::Split(key_vals[\"feature_names\"].c_str(), ' ');\n    if (feature_names_.size() != static_cast<size_t>(max_feature_idx_ + 1)) {\n      Log::Fatal(\"Wrong size of feature_names\");\n      return false;\n    }\n  } else {\n    Log::Fatal(\"Model file doesn't contain feature_names\");\n    return false;\n  }\n\n  // get monotone_constraints\n  if (key_vals.count(\"monotone_constraints\")) {\n    monotone_constraints_ = CommonC::StringToArray<int8_t>(key_vals[\"monotone_constraints\"].c_str(), ' ');\n    if (monotone_constraints_.size() != static_cast<size_t>(max_feature_idx_ + 1)) {\n      Log::Fatal(\"Wrong size of monotone_constraints\");\n      return false;\n    }\n  }\n\n  if (key_vals.count(\"feature_infos\")) {\n    feature_infos_ = Common::Split(key_vals[\"feature_infos\"].c_str(), ' ');\n    if (feature_infos_.size() != static_cast<size_t>(max_feature_idx_ + 1)) {\n      Log::Fatal(\"Wrong size of feature_infos\");\n      return false;\n    }\n  } else {\n    Log::Fatal(\"Model file doesn't contain feature_infos\");\n    return false;\n  }\n\n  if (key_vals.count(\"objective\")) {\n    auto str = key_vals[\"objective\"];\n    loaded_objective_.reset(ObjectiveFunction::CreateObjectiveFunction(ParseObjectiveAlias(str)));\n    objective_function_ = loaded_objective_.get();\n  }\n\n  if (!key_vals.count(\"tree_sizes\")) {\n    while (p < end) {\n      auto line_len = Common::GetLine(p);\n      if (line_len > 0) {\n        std::string cur_line(p, line_len);\n        if (Common::StartsWith(cur_line, \"Tree=\")) {\n          p += line_len;\n          p = Common::SkipNewLine(p);\n          size_t used_len = 0;\n          models_.emplace_back(new Tree(p, &used_len));\n          p += used_len;\n        } else {\n          break;\n        }\n      }\n      p = Common::SkipNewLine(p);\n    }\n  } else {\n    std::vector<size_t> tree_sizes = CommonC::StringToArray<size_t>(key_vals[\"tree_sizes\"].c_str(), ' ');\n    std::vector<size_t> tree_boundaries(tree_sizes.size() + 1, 0);\n    int num_trees = static_cast<int>(tree_sizes.size());\n    for (int i = 0; i < num_trees; ++i) {\n      tree_boundaries[i + 1] = tree_boundaries[i] + tree_sizes[i];\n      models_.emplace_back(nullptr);\n    }\n    OMP_INIT_EX();\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n    for (int i = 0; i < num_trees; ++i) {\n      OMP_LOOP_EX_BEGIN();\n      auto cur_p = p + tree_boundaries[i];\n      auto line_len = Common::GetLine(cur_p);\n      std::string cur_line(cur_p, line_len);\n      if (Common::StartsWith(cur_line, \"Tree=\")) {\n        cur_p += line_len;\n        cur_p = Common::SkipNewLine(cur_p);\n        size_t used_len = 0;\n        models_[i].reset(new Tree(cur_p, &used_len));\n      } else {\n        Log::Fatal(\"Model format error, expect a tree here. met %s\", cur_line.c_str());\n      }\n      OMP_LOOP_EX_END();\n    }\n    OMP_THROW_EX();\n  }\n  num_iteration_for_pred_ = static_cast<int>(models_.size()) / num_tree_per_iteration_;\n  num_init_iteration_ = num_iteration_for_pred_;\n  iter_ = 0;\n  bool is_inparameter = false, is_inparser = false;\n  std::stringstream ss;\n  Common::C_stringstream(ss);\n  while (p < end) {\n    auto line_len = Common::GetLine(p);\n    if (line_len > 0) {\n      std::string cur_line(p, line_len);\n      if (cur_line == std::string(\"parameters:\")) {\n        is_inparameter = true;\n      } else if (cur_line == std::string(\"end of parameters\")) {\n        break;\n      } else if (is_inparameter) {\n        ss << cur_line << \"\\n\";\n        if (Common::StartsWith(cur_line, \"[linear_tree: \")) {\n          int is_linear = 0;\n          Common::Atoi(cur_line.substr(14, 1).c_str(), &is_linear);\n          linear_tree_ = static_cast<bool>(is_linear);\n        }\n      }\n    }\n    p += line_len;\n    p = Common::SkipNewLine(p);\n  }\n  if (!ss.str().empty()) {\n    loaded_parameter_ = ss.str();\n  }\n  ss.clear();\n  ss.str(\"\");\n  while (p < end) {\n    auto line_len = Common::GetLine(p);\n    if (line_len > 0) {\n      std::string cur_line(p, line_len);\n      if (cur_line == std::string(\"parser:\")) {\n        is_inparser = true;\n      } else if (cur_line == std::string(\"end of parser\")) {\n        p += line_len;\n        p = Common::SkipNewLine(p);\n        break;\n      } else if (is_inparser) {\n        ss << cur_line << \"\\n\";\n      }\n    }\n    p += line_len;\n    p = Common::SkipNewLine(p);\n  }\n  parser_config_str_ = ss.str();\n  ss.clear();\n  ss.str(\"\");\n  return true;\n}\n\nstd::vector<double> GBDT::FeatureImportance(int num_iteration, int importance_type) const {\n  int num_used_model = static_cast<int>(models_.size());\n  if (num_iteration > 0) {\n    num_iteration += 0;\n    num_used_model = std::min(num_iteration * num_tree_per_iteration_, num_used_model);\n  }\n\n  std::vector<double> feature_importances(max_feature_idx_ + 1, 0.0);\n  if (importance_type == 0) {\n    for (int iter = 0; iter < num_used_model; ++iter) {\n      for (int split_idx = 0; split_idx < models_[iter]->num_leaves() - 1; ++split_idx) {\n        if (models_[iter]->split_gain(split_idx) > 0) {\n#ifdef DEBUG\n          CHECK_GE(models_[iter]->split_feature(split_idx), 0);\n#endif\n          feature_importances[models_[iter]->split_feature(split_idx)] += 1.0;\n        }\n      }\n    }\n  } else if (importance_type == 1) {\n    for (int iter = 0; iter < num_used_model; ++iter) {\n      for (int split_idx = 0; split_idx < models_[iter]->num_leaves() - 1; ++split_idx) {\n        if (models_[iter]->split_gain(split_idx) > 0) {\n#ifdef DEBUG\n          CHECK_GE(models_[iter]->split_feature(split_idx), 0);\n#endif\n          feature_importances[models_[iter]->split_feature(split_idx)] += models_[iter]->split_gain(split_idx);\n        }\n      }\n    }\n  } else {\n    Log::Fatal(\"Unknown importance type: only support split=0 and gain=1\");\n  }\n  return feature_importances;\n}\n\n}  // namespace LightGBM\n"
  },
  {
    "path": "src/boosting/gbdt_prediction.cpp",
    "content": "/*!\n * Copyright (c) 2017-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2017-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#include <LightGBM/objective_function.h>\n#include <LightGBM/prediction_early_stop.h>\n#include <LightGBM/utils/openmp_wrapper.h>\n\n#include <unordered_map>\n\n#include \"gbdt.h\"\n\nnamespace LightGBM {\n\nvoid GBDT::PredictRaw(const double* features, double* output, const PredictionEarlyStopInstance* early_stop) const {\n  int early_stop_round_counter = 0;\n  // set zero\n  std::memset(output, 0, sizeof(double) * num_tree_per_iteration_);\n  const int end_iteration_for_pred = start_iteration_for_pred_ + num_iteration_for_pred_;\n  for (int i = start_iteration_for_pred_; i < end_iteration_for_pred; ++i) {\n    // predict all the trees for one iteration\n    for (int k = 0; k < num_tree_per_iteration_; ++k) {\n      output[k] += models_[i * num_tree_per_iteration_ + k]->Predict(features);\n    }\n    // check early stopping\n    ++early_stop_round_counter;\n    if (early_stop->round_period == early_stop_round_counter) {\n      if (early_stop->callback_function(output, num_tree_per_iteration_)) {\n        return;\n      }\n      early_stop_round_counter = 0;\n    }\n  }\n}\n\nvoid GBDT::PredictRawByMap(const std::unordered_map<int, double>& features, double* output, const PredictionEarlyStopInstance* early_stop) const {\n  int early_stop_round_counter = 0;\n  // set zero\n  std::memset(output, 0, sizeof(double) * num_tree_per_iteration_);\n  const int end_iteration_for_pred = start_iteration_for_pred_ + num_iteration_for_pred_;\n  for (int i = start_iteration_for_pred_; i < end_iteration_for_pred; ++i) {\n    // predict all the trees for one iteration\n    for (int k = 0; k < num_tree_per_iteration_; ++k) {\n      output[k] += models_[i * num_tree_per_iteration_ + k]->PredictByMap(features);\n    }\n    // check early stopping\n    ++early_stop_round_counter;\n    if (early_stop->round_period == early_stop_round_counter) {\n      if (early_stop->callback_function(output, num_tree_per_iteration_)) {\n        return;\n      }\n      early_stop_round_counter = 0;\n    }\n  }\n}\n\nvoid GBDT::Predict(const double* features, double* output, const PredictionEarlyStopInstance* early_stop) const {\n  PredictRaw(features, output, early_stop);\n  if (average_output_) {\n    for (int k = 0; k < num_tree_per_iteration_; ++k) {\n      output[k] /= num_iteration_for_pred_;\n    }\n  }\n  if (objective_function_ != nullptr) {\n    objective_function_->ConvertOutput(output, output);\n  }\n}\n\nvoid GBDT::PredictByMap(const std::unordered_map<int, double>& features, double* output, const PredictionEarlyStopInstance* early_stop) const {\n  PredictRawByMap(features, output, early_stop);\n  if (average_output_) {\n    for (int k = 0; k < num_tree_per_iteration_; ++k) {\n      output[k] /= num_iteration_for_pred_;\n    }\n  }\n  if (objective_function_ != nullptr) {\n    objective_function_->ConvertOutput(output, output);\n  }\n}\n\nvoid GBDT::PredictLeafIndex(const double* features, double* output) const {\n  int start_tree = start_iteration_for_pred_ * num_tree_per_iteration_;\n  int num_trees = num_iteration_for_pred_ * num_tree_per_iteration_;\n  const auto* models_ptr = models_.data() + start_tree;\n  for (int i = 0; i < num_trees; ++i) {\n    output[i] = models_ptr[i]->PredictLeafIndex(features);\n  }\n}\n\nvoid GBDT::PredictLeafIndexByMap(const std::unordered_map<int, double>& features, double* output) const {\n  int start_tree = start_iteration_for_pred_ * num_tree_per_iteration_;\n  int num_trees = num_iteration_for_pred_ * num_tree_per_iteration_;\n  const auto* models_ptr = models_.data() + start_tree;\n  for (int i = 0; i < num_trees; ++i) {\n    output[i] = models_ptr[i]->PredictLeafIndexByMap(features);\n  }\n}\n\n}  // namespace LightGBM\n"
  },
  {
    "path": "src/boosting/goss.hpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#ifndef LIGHTGBM_SRC_BOOSTING_GOSS_HPP_\n#define LIGHTGBM_SRC_BOOSTING_GOSS_HPP_\n\n#include <LightGBM/utils/array_args.h>\n#include <LightGBM/sample_strategy.h>\n\n#include <algorithm>\n#include <string>\n#include <vector>\n\nnamespace LightGBM {\n\nclass GOSSStrategy : public SampleStrategy {\n public:\n  GOSSStrategy(const Config* config, const Dataset* train_data, int num_tree_per_iteration) {\n    config_ = config;\n    train_data_ = train_data;\n    num_tree_per_iteration_ = num_tree_per_iteration;\n    num_data_ = train_data->num_data();\n  }\n\n  ~GOSSStrategy() {\n  }\n\n  void Bagging(int iter, TreeLearner* tree_learner, score_t* gradients, score_t* hessians) override {\n    bag_data_cnt_ = num_data_;\n    // not subsample for first iterations\n    if (iter < static_cast<int>(1.0f / config_->learning_rate)) {\n      return;\n    }\n    auto left_cnt = bagging_runner_.Run<true>(\n        num_data_,\n        [=](int, data_size_t cur_start, data_size_t cur_cnt, data_size_t* left,\n            data_size_t*) {\n          data_size_t cur_left_count = 0;\n          cur_left_count = Helper(cur_start, cur_cnt, left, gradients, hessians);\n          return cur_left_count;\n        },\n        bag_data_indices_.data());\n    bag_data_cnt_ = left_cnt;\n    // set bagging data to tree learner\n    if (!is_use_subset_) {\n      #ifdef USE_CUDA\n      if (config_->device_type == std::string(\"cuda\")) {\n        CopyFromHostToCUDADevice<data_size_t>(cuda_bag_data_indices_.RawData(), bag_data_indices_.data(), static_cast<size_t>(num_data_), __FILE__, __LINE__);\n        tree_learner->SetBaggingData(nullptr, cuda_bag_data_indices_.RawData(), bag_data_cnt_);\n      } else {\n      #endif  // USE_CUDA\n        tree_learner->SetBaggingData(nullptr, bag_data_indices_.data(), bag_data_cnt_);\n      #ifdef USE_CUDA\n      }\n      #endif  // USE_CUDA\n    } else {\n      // get subset\n      tmp_subset_->ReSize(bag_data_cnt_);\n      tmp_subset_->CopySubrow(train_data_, bag_data_indices_.data(),\n                              bag_data_cnt_, false);\n      #ifdef USE_CUDA\n      if (config_->device_type == std::string(\"cuda\")) {\n        CopyFromHostToCUDADevice<data_size_t>(cuda_bag_data_indices_.RawData(), bag_data_indices_.data(), static_cast<size_t>(num_data_), __FILE__, __LINE__);\n        tree_learner->SetBaggingData(tmp_subset_.get(), cuda_bag_data_indices_.RawData(),\n                                      bag_data_cnt_);\n      } else {\n      #endif  // USE_CUDA\n        tree_learner->SetBaggingData(tmp_subset_.get(), bag_data_indices_.data(),\n                                     bag_data_cnt_);\n      #ifdef USE_CUDA\n      }\n      #endif  // USE_CUDA\n    }\n  }\n\n  void ResetSampleConfig(const Config* config, bool /*is_change_dataset*/) override {\n    // Cannot use bagging in GOSS\n    config_ = config;\n    need_resize_gradients_ = false;\n    if (objective_function_ == nullptr) {\n      // resize gradient vectors to copy the customized gradients for goss\n      need_resize_gradients_ = true;\n    }\n\n    CHECK_LE(config_->top_rate + config_->other_rate, 1.0f);\n    CHECK(config_->top_rate > 0.0f && config_->other_rate > 0.0f);\n    if (config_->bagging_freq > 0 && config_->bagging_fraction != 1.0f) {\n      Log::Fatal(\"Cannot use bagging in GOSS\");\n    }\n    Log::Info(\"Using GOSS\");\n    balanced_bagging_ = false;\n    bag_data_indices_.resize(num_data_);\n    bagging_runner_.ReSize(num_data_);\n    bagging_rands_.clear();\n    for (int i = 0;\n         i < (num_data_ + bagging_rand_block_ - 1) / bagging_rand_block_; ++i) {\n      bagging_rands_.emplace_back(config_->bagging_seed + i);\n    }\n    is_use_subset_ = false;\n    if (config_->top_rate + config_->other_rate <= 0.5) {\n      auto bag_data_cnt = static_cast<data_size_t>((config_->top_rate + config_->other_rate) * num_data_);\n      bag_data_cnt = std::max(1, bag_data_cnt);\n      tmp_subset_.reset(new Dataset(bag_data_cnt));\n      tmp_subset_->CopyFeatureMapperFrom(train_data_);\n      is_use_subset_ = true;\n    }\n    // flag to not bagging first\n    bag_data_cnt_ = num_data_;\n  }\n\n  bool IsHessianChange() const override {\n    return true;\n  }\n\n private:\n  data_size_t Helper(data_size_t start, data_size_t cnt, data_size_t* buffer, score_t* gradients, score_t* hessians) {\n    if (cnt <= 0) {\n      return 0;\n    }\n    std::vector<score_t> tmp_gradients(cnt, 0.0f);\n    for (data_size_t i = 0; i < cnt; ++i) {\n      for (int cur_tree_id = 0; cur_tree_id < num_tree_per_iteration_; ++cur_tree_id) {\n        size_t idx = static_cast<size_t>(cur_tree_id) * num_data_ + start + i;\n        tmp_gradients[i] += std::fabs(gradients[idx] * hessians[idx]);\n      }\n    }\n    data_size_t top_k = static_cast<data_size_t>(cnt * config_->top_rate);\n    data_size_t other_k = static_cast<data_size_t>(cnt * config_->other_rate);\n    top_k = std::max(1, top_k);\n    ArrayArgs<score_t>::ArgMaxAtK(&tmp_gradients, 0, static_cast<int>(tmp_gradients.size()), top_k - 1);\n    score_t threshold = tmp_gradients[top_k - 1];\n\n    score_t multiply = static_cast<score_t>(cnt - top_k) / other_k;\n    data_size_t cur_left_cnt = 0;\n    data_size_t cur_right_pos = cnt;\n    data_size_t big_weight_cnt = 0;\n    for (data_size_t i = 0; i < cnt; ++i) {\n      auto cur_idx = start + i;\n      score_t grad = 0.0f;\n      for (int cur_tree_id = 0; cur_tree_id < num_tree_per_iteration_; ++cur_tree_id) {\n        size_t idx = static_cast<size_t>(cur_tree_id) * num_data_ + cur_idx;\n        grad += std::fabs(gradients[idx] * hessians[idx]);\n      }\n      if (grad >= threshold) {\n        buffer[cur_left_cnt++] = cur_idx;\n        ++big_weight_cnt;\n      } else {\n        data_size_t sampled = cur_left_cnt - big_weight_cnt;\n        data_size_t rest_need = other_k - sampled;\n        data_size_t rest_all = (cnt - i) - (top_k - big_weight_cnt);\n        double prob = (rest_need) / static_cast<double>(rest_all);\n        if (bagging_rands_[cur_idx / bagging_rand_block_].NextFloat() < prob) {\n          buffer[cur_left_cnt++] = cur_idx;\n          for (int cur_tree_id = 0; cur_tree_id < num_tree_per_iteration_; ++cur_tree_id) {\n            size_t idx = static_cast<size_t>(cur_tree_id) * num_data_ + cur_idx;\n            gradients[idx] *= multiply;\n            hessians[idx] *= multiply;\n          }\n        } else {\n          buffer[--cur_right_pos] = cur_idx;\n        }\n      }\n    }\n    return cur_left_cnt;\n  }\n};\n\n}  // namespace LightGBM\n\n#endif  // LIGHTGBM_SRC_BOOSTING_GOSS_HPP_\n"
  },
  {
    "path": "src/boosting/prediction_early_stop.cpp",
    "content": "/*!\n * Copyright (c) 2017-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2017-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#include <LightGBM/prediction_early_stop.h>\n\n#include <LightGBM/utils/log.h>\n\n#include <algorithm>\n#include <cmath>\n#include <functional>\n#include <limits>\n#include <string>\n#include <vector>\n\nnamespace LightGBM {\n\nPredictionEarlyStopInstance CreateNone(const PredictionEarlyStopConfig&) {\n  return PredictionEarlyStopInstance{\n    [](const double*, int) {\n    return false;\n  },\n    std::numeric_limits<int>::max()  // make sure the lambda is almost never called\n  };\n}\n\nPredictionEarlyStopInstance CreateMulticlass(const PredictionEarlyStopConfig& config) {\n  // margin_threshold will be captured by value\n  const double margin_threshold = config.margin_threshold;\n\n  return PredictionEarlyStopInstance{\n    [margin_threshold](const double* pred, int sz) {\n    if (sz < 2) {\n      Log::Fatal(\"Multiclass early stopping needs predictions to be of length two or larger\");\n    }\n\n    // copy and sort\n    std::vector<double> votes(static_cast<size_t>(sz));\n    for (int i = 0; i < sz; ++i) {\n      votes[i] = pred[i];\n    }\n    std::partial_sort(votes.begin(), votes.begin() + 2, votes.end(), std::greater<double>());\n\n    const auto margin = votes[0] - votes[1];\n\n    if (margin > margin_threshold) {\n      return true;\n    }\n\n    return false;\n  },\n    config.round_period\n  };\n}\n\nPredictionEarlyStopInstance CreateBinary(const PredictionEarlyStopConfig& config) {\n  // margin_threshold will be captured by value\n  const double margin_threshold = config.margin_threshold;\n\n  return PredictionEarlyStopInstance{\n    [margin_threshold](const double* pred, int sz) {\n    if (sz != 1) {\n      Log::Fatal(\"Binary early stopping needs predictions to be of length one\");\n    }\n    const auto margin = 2.0 * fabs(pred[0]);\n\n    if (margin > margin_threshold) {\n      return true;\n    }\n\n    return false;\n  },\n    config.round_period\n  };\n}\n\nPredictionEarlyStopInstance CreatePredictionEarlyStopInstance(const std::string& type,\n                                                              const PredictionEarlyStopConfig& config) {\n  if (type == \"none\") {\n    return CreateNone(config);\n  } else if (type == \"multiclass\") {\n    return CreateMulticlass(config);\n  } else if (type == \"binary\") {\n    return CreateBinary(config);\n  } else {\n    Log::Fatal(\"Unknown early stopping type: %s\", type.c_str());\n  }\n\n  // Fix for compiler warnings about reaching end of control\n  return CreateNone(config);\n}\n\n}  // namespace LightGBM\n"
  },
  {
    "path": "src/boosting/rf.hpp",
    "content": "/*!\n * Copyright (c) 2017-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2017-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_SRC_BOOSTING_RF_HPP_\n#define LIGHTGBM_SRC_BOOSTING_RF_HPP_\n\n#include <LightGBM/boosting.h>\n#include <LightGBM/metric.h>\n\n#include <string>\n#include <cstdio>\n#include <fstream>\n#include <memory>\n#include <utility>\n#include <vector>\n\n#include \"gbdt.h\"\n#include \"score_updater.hpp\"\n\nnamespace LightGBM {\n/*!\n* \\brief Random Forest implementation\n*/\nclass RF : public GBDT {\n public:\n  RF() : GBDT() {\n    average_output_ = true;\n  }\n\n  ~RF() {}\n\n  void Init(const Config* config, const Dataset* train_data, const ObjectiveFunction* objective_function,\n    const std::vector<const Metric*>& training_metrics) override {\n    if (config->data_sample_strategy == std::string(\"bagging\")) {\n      CHECK((config->bagging_freq > 0 && config->bagging_fraction < 1.0f && config->bagging_fraction > 0.0f) ||\n            (config->feature_fraction < 1.0f && config->feature_fraction > 0.0f));\n    } else {\n      CHECK_EQ(config->data_sample_strategy, std::string(\"goss\"));\n    }\n    GBDT::Init(config, train_data, objective_function, training_metrics);\n\n    if (num_init_iteration_ > 0) {\n      for (int cur_tree_id = 0; cur_tree_id < num_tree_per_iteration_; ++cur_tree_id) {\n        MultiplyScore(cur_tree_id, 1.0f / num_init_iteration_);\n      }\n    } else {\n      CHECK_EQ(train_data->metadata().init_score(), nullptr);\n    }\n    CHECK_EQ(num_tree_per_iteration_, num_class_);\n    // not shrinkage rate for the RF\n    shrinkage_rate_ = 1.0f;\n    // only boosting one time\n    Boosting();\n    if (data_sample_strategy_->is_use_subset() && data_sample_strategy_->bag_data_cnt() < num_data_) {\n      tmp_grad_.resize(num_data_);\n      tmp_hess_.resize(num_data_);\n    }\n  }\n\n  void ResetConfig(const Config* config) override {\n    if (config->data_sample_strategy == std::string(\"bagging\")) {\n      CHECK((config->bagging_freq > 0 && config->bagging_fraction < 1.0f && config->bagging_fraction > 0.0f) ||\n            (config->feature_fraction < 1.0f && config->feature_fraction > 0.0f));\n    } else {\n      CHECK_EQ(config->data_sample_strategy, std::string(\"goss\"));\n    }\n    GBDT::ResetConfig(config);\n    // not shrinkage rate for the RF\n    shrinkage_rate_ = 1.0f;\n  }\n\n  void ResetTrainingData(const Dataset* train_data, const ObjectiveFunction* objective_function,\n    const std::vector<const Metric*>& training_metrics) override {\n    GBDT::ResetTrainingData(train_data, objective_function, training_metrics);\n    if (iter_ + num_init_iteration_ > 0) {\n      for (int cur_tree_id = 0; cur_tree_id < num_tree_per_iteration_; ++cur_tree_id) {\n        train_score_updater_->MultiplyScore(1.0f / (iter_ + num_init_iteration_), cur_tree_id);\n      }\n    }\n    CHECK_EQ(num_tree_per_iteration_, num_class_);\n    // only boosting one time\n    Boosting();\n    if (data_sample_strategy_->is_use_subset() && data_sample_strategy_->bag_data_cnt() < num_data_) {\n      tmp_grad_.resize(num_data_);\n      tmp_hess_.resize(num_data_);\n    }\n  }\n\n  void Boosting() override {\n    if (objective_function_ == nullptr) {\n      Log::Fatal(\"RF mode do not support custom objective function, please use built-in objectives.\");\n    }\n    init_scores_.resize(num_tree_per_iteration_, 0.0);\n    for (int cur_tree_id = 0; cur_tree_id < num_tree_per_iteration_; ++cur_tree_id) {\n      init_scores_[cur_tree_id] = BoostFromAverage(cur_tree_id, false);\n    }\n    size_t total_size = static_cast<size_t>(num_data_) * num_tree_per_iteration_;\n    std::vector<double> tmp_scores(total_size, 0.0f);\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n    for (int j = 0; j < num_tree_per_iteration_; ++j) {\n      size_t offset = static_cast<size_t>(j)* num_data_;\n      for (data_size_t i = 0; i < num_data_; ++i) {\n        tmp_scores[offset + i] = init_scores_[j];\n      }\n    }\n    objective_function_->\n      GetGradients(tmp_scores.data(), gradients_.data(), hessians_.data());\n  }\n\n  bool TrainOneIter(const score_t* gradients, const score_t* hessians) override {\n    // bagging logic\n    data_sample_strategy_ ->Bagging(iter_, tree_learner_.get(), gradients_.data(), hessians_.data());\n    const bool is_use_subset = data_sample_strategy_->is_use_subset();\n    const data_size_t bag_data_cnt = data_sample_strategy_->bag_data_cnt();\n    const std::vector<data_size_t, Common::AlignmentAllocator<data_size_t, kAlignedSize>>& bag_data_indices = data_sample_strategy_->bag_data_indices();\n\n    // GOSSStrategy->Bagging may modify value of bag_data_cnt_\n    if (is_use_subset && bag_data_cnt < num_data_) {\n      tmp_grad_.resize(num_data_);\n      tmp_hess_.resize(num_data_);\n    }\n\n    CHECK_EQ(gradients, nullptr);\n    CHECK_EQ(hessians, nullptr);\n\n    gradients = gradients_.data();\n    hessians = hessians_.data();\n    for (int cur_tree_id = 0; cur_tree_id < num_tree_per_iteration_; ++cur_tree_id) {\n      std::unique_ptr<Tree> new_tree(new Tree(2, false, false));\n      size_t offset = static_cast<size_t>(cur_tree_id)* num_data_;\n      if (class_need_train_[cur_tree_id]) {\n        auto grad = gradients + offset;\n        auto hess = hessians + offset;\n\n        if (is_use_subset && bag_data_cnt < num_data_ && !boosting_on_gpu_) {\n          for (int i = 0; i < bag_data_cnt; ++i) {\n            tmp_grad_[i] = grad[bag_data_indices[i]];\n            tmp_hess_[i] = hess[bag_data_indices[i]];\n          }\n          grad = tmp_grad_.data();\n          hess = tmp_hess_.data();\n        }\n\n        new_tree.reset(tree_learner_->Train(grad, hess, false));\n      }\n\n      if (new_tree->num_leaves() > 1) {\n        double pred = init_scores_[cur_tree_id];\n        auto residual_getter = [pred](const label_t* label, int i) {return static_cast<double>(label[i]) - pred; };\n        tree_learner_->RenewTreeOutput(new_tree.get(), objective_function_, residual_getter,\n          num_data_, bag_data_indices.data(), bag_data_cnt, train_score_updater_->score());\n        if (std::fabs(init_scores_[cur_tree_id]) > kEpsilon) {\n          new_tree->AddBias(init_scores_[cur_tree_id]);\n        }\n        // update score\n        MultiplyScore(cur_tree_id, (iter_ + num_init_iteration_));\n        UpdateScore(new_tree.get(), cur_tree_id);\n        MultiplyScore(cur_tree_id, 1.0 / (iter_ + num_init_iteration_ + 1));\n      } else {\n        // only add default score one-time\n        if (models_.size() < static_cast<size_t>(num_tree_per_iteration_)) {\n          double output = 0.0;\n          if (!class_need_train_[cur_tree_id]) {\n            if (objective_function_ != nullptr) {\n              output = objective_function_->BoostFromScore(cur_tree_id);\n            } else {\n              output = init_scores_[cur_tree_id];\n            }\n          }\n          new_tree->AsConstantTree(output, num_data_);\n          MultiplyScore(cur_tree_id, (iter_ + num_init_iteration_));\n          UpdateScore(new_tree.get(), cur_tree_id);\n          MultiplyScore(cur_tree_id, 1.0 / (iter_ + num_init_iteration_ + 1));\n        }\n      }\n      // add model\n      models_.push_back(std::move(new_tree));\n    }\n    ++iter_;\n    return false;\n  }\n\n  void RollbackOneIter() override {\n    if (iter_ <= 0) {\n      return;\n    }\n    int cur_iter = iter_ + num_init_iteration_ - 1;\n    // reset score\n    for (int cur_tree_id = 0; cur_tree_id < num_tree_per_iteration_; ++cur_tree_id) {\n      auto curr_tree = cur_iter * num_tree_per_iteration_ + cur_tree_id;\n      models_[curr_tree]->Shrinkage(-1.0);\n      MultiplyScore(cur_tree_id, (iter_ + num_init_iteration_));\n      train_score_updater_->AddScore(models_[curr_tree].get(), cur_tree_id);\n      for (auto& score_updater : valid_score_updater_) {\n        score_updater->AddScore(models_[curr_tree].get(), cur_tree_id);\n      }\n      MultiplyScore(cur_tree_id, 1.0f / (iter_ + num_init_iteration_ - 1));\n    }\n    // remove model\n    for (int cur_tree_id = 0; cur_tree_id < num_tree_per_iteration_; ++cur_tree_id) {\n      models_.pop_back();\n    }\n    --iter_;\n  }\n\n  void MultiplyScore(const int cur_tree_id, double val) {\n    train_score_updater_->MultiplyScore(val, cur_tree_id);\n    for (auto& score_updater : valid_score_updater_) {\n      score_updater->MultiplyScore(val, cur_tree_id);\n    }\n  }\n\n  void AddValidDataset(const Dataset* valid_data,\n    const std::vector<const Metric*>& valid_metrics) override {\n    GBDT::AddValidDataset(valid_data, valid_metrics);\n    if (iter_ + num_init_iteration_ > 0) {\n      for (int cur_tree_id = 0; cur_tree_id < num_tree_per_iteration_; ++cur_tree_id) {\n        valid_score_updater_.back()->MultiplyScore(1.0f / (iter_ + num_init_iteration_), cur_tree_id);\n      }\n    }\n  }\n\n  bool NeedAccuratePrediction() const override {\n    // No early stopping for prediction\n    return true;\n  };\n\n private:\n  std::vector<score_t> tmp_grad_;\n  std::vector<score_t> tmp_hess_;\n  std::vector<double> init_scores_;\n};\n\n}  // namespace LightGBM\n#endif  // LIGHTGBM_SRC_BOOSTING_RF_HPP_\n"
  },
  {
    "path": "src/boosting/sample_strategy.cpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#include <LightGBM/sample_strategy.h>\n\n#include <string>\n\n#include \"goss.hpp\"\n#include \"bagging.hpp\"\n\nnamespace LightGBM {\n\nSampleStrategy* SampleStrategy::CreateSampleStrategy(\n  const Config* config,\n  const Dataset* train_data,\n  const ObjectiveFunction* objective_function,\n  int num_tree_per_iteration) {\n  if (config->data_sample_strategy == std::string(\"goss\")) {\n    return new GOSSStrategy(config, train_data, num_tree_per_iteration);\n  } else {\n    return new BaggingSampleStrategy(config, train_data, objective_function, num_tree_per_iteration);\n  }\n}\n\n}  // namespace LightGBM\n"
  },
  {
    "path": "src/boosting/score_updater.hpp",
    "content": "/*!\n * Copyright (c) 2017-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2017-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_SRC_BOOSTING_SCORE_UPDATER_HPP_\n#define LIGHTGBM_SRC_BOOSTING_SCORE_UPDATER_HPP_\n\n#include <LightGBM/dataset.h>\n#include <LightGBM/meta.h>\n#include <LightGBM/tree.h>\n#include <LightGBM/tree_learner.h>\n#include <LightGBM/utils/openmp_wrapper.h>\n\n#include <cstring>\n#include <vector>\n\nnamespace LightGBM {\n/*!\n* \\brief Used to store and update score for data\n*/\nclass ScoreUpdater {\n public:\n  /*!\n  * \\brief Constructor, will pass a const pointer of dataset\n  * \\param data This class will bind with this data set\n  */\n  ScoreUpdater(const Dataset* data, int num_tree_per_iteration) : data_(data) {\n    num_data_ = data->num_data();\n    int64_t total_size = static_cast<int64_t>(num_data_) * num_tree_per_iteration;\n    score_.resize(total_size);\n    // default start score is zero\n    std::memset(score_.data(), 0, total_size * sizeof(double));\n    has_init_score_ = false;\n    const double* init_score = data->metadata().init_score();\n    // if exists initial score, will start from it\n    if (init_score != nullptr) {\n      if ((data->metadata().num_init_score() % num_data_) != 0\n          || (data->metadata().num_init_score() / num_data_) != num_tree_per_iteration) {\n        Log::Fatal(\"Number of class for initial score error\");\n      }\n      has_init_score_ = true;\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 512) if (total_size >= 1024)\n      for (int64_t i = 0; i < total_size; ++i) {\n        score_[i] = init_score[i];\n      }\n    }\n  }\n  /*! \\brief Destructor */\n  virtual ~ScoreUpdater() {\n  }\n\n  inline bool has_init_score() const { return has_init_score_; }\n\n  virtual inline void AddScore(double val, int cur_tree_id) {\n    Common::FunctionTimer fun_timer(\"ScoreUpdater::AddScore\", global_timer);\n    const size_t offset = static_cast<size_t>(num_data_) * cur_tree_id;\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 512) if (num_data_ >= 1024)\n    for (int i = 0; i < num_data_; ++i) {\n      score_[offset + i] += val;\n    }\n  }\n\n  virtual inline void MultiplyScore(double val, int cur_tree_id) {\n    const size_t offset = static_cast<size_t>(num_data_) * cur_tree_id;\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 512) if (num_data_ >= 1024)\n    for (int i = 0; i < num_data_; ++i) {\n      score_[offset + i] *= val;\n    }\n  }\n  /*!\n  * \\brief Using tree model to get prediction number, then adding to scores for all data\n  *        Note: this function generally will be used on validation data too.\n  * \\param tree Trained tree model\n  * \\param cur_tree_id Current tree for multiclass training\n  */\n  virtual inline void AddScore(const Tree* tree, int cur_tree_id) {\n    Common::FunctionTimer fun_timer(\"ScoreUpdater::AddScore\", global_timer);\n    const size_t offset = static_cast<size_t>(num_data_) * cur_tree_id;\n    tree->AddPredictionToScore(data_, num_data_, score_.data() + offset);\n  }\n  /*!\n  * \\brief Adding prediction score, only used for training data.\n  *        The training data is partitioned into tree leaves after training\n  *        Based on which We can get prediction quickly.\n  * \\param tree_learner\n  * \\param cur_tree_id Current tree for multiclass training\n  */\n  virtual inline void AddScore(const TreeLearner* tree_learner, const Tree* tree, int cur_tree_id) {\n    Common::FunctionTimer fun_timer(\"ScoreUpdater::AddScore\", global_timer);\n    const size_t offset = static_cast<size_t>(num_data_) * cur_tree_id;\n    tree_learner->AddPredictionToScore(tree, score_.data() + offset);\n  }\n  /*!\n  * \\brief Using tree model to get prediction number, then adding to scores for parts of data\n  *        Used for prediction of training out-of-bag data\n  * \\param tree Trained tree model\n  * \\param data_indices Indices of data that will be processed\n  * \\param data_cnt Number of data that will be processed\n  * \\param cur_tree_id Current tree for multiclass training\n  */\n  virtual inline void AddScore(const Tree* tree, const data_size_t* data_indices,\n                       data_size_t data_cnt, int cur_tree_id) {\n    Common::FunctionTimer fun_timer(\"ScoreUpdater::AddScore\", global_timer);\n    const size_t offset = static_cast<size_t>(num_data_) * cur_tree_id;\n    tree->AddPredictionToScore(data_, data_indices, data_cnt, score_.data() + offset);\n  }\n  /*! \\brief Pointer of score */\n  virtual inline const double* score() const { return score_.data(); }\n\n  inline data_size_t num_data() const { return num_data_; }\n\n  /*! \\brief Disable copy */\n  ScoreUpdater& operator=(const ScoreUpdater&) = delete;\n  /*! \\brief Disable copy */\n  ScoreUpdater(const ScoreUpdater&) = delete;\n\n protected:\n  /*! \\brief Number of total data */\n  data_size_t num_data_;\n  /*! \\brief Pointer of data set */\n  const Dataset* data_;\n  /*! \\brief Scores for data set */\n  std::vector<double, Common::AlignmentAllocator<double, kAlignedSize>> score_;\n  bool has_init_score_;\n};\n\n}  // namespace LightGBM\n#endif  // LIGHTGBM_SRC_BOOSTING_SCORE_UPDATER_HPP_\n"
  },
  {
    "path": "src/c_api.cpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#include <LightGBM/c_api.h>\n\n#include <LightGBM/arrow.h>\n#include <LightGBM/boosting.h>\n#include <LightGBM/config.h>\n#include <LightGBM/dataset.h>\n#include <LightGBM/dataset_loader.h>\n#include <LightGBM/metric.h>\n#include <LightGBM/network.h>\n#include <LightGBM/objective_function.h>\n#include <LightGBM/prediction_early_stop.h>\n#include <LightGBM/utils/byte_buffer.h>\n#include <LightGBM/utils/common.h>\n#include <LightGBM/utils/log.h>\n#include <LightGBM/utils/openmp_wrapper.h>\n#include <LightGBM/utils/random.h>\n#include <LightGBM/utils/threading.h>\n\n#include <algorithm>\n#include <cstdint>\n#include <cstdio>\n#include <functional>\n#include <memory>\n#include <mutex>\n#include <stdexcept>\n#include <string>\n#include <unordered_map>\n#include <utility>\n#include <vector>\n\n#include \"application/predictor.hpp\"\n#include <LightGBM/utils/yamc/alternate_shared_mutex.hpp>\n#include <LightGBM/utils/yamc/yamc_shared_lock.hpp>\n\nnamespace LightGBM {\n\ninline int LGBM_APIHandleException(const std::exception& ex) {\n  LGBM_SetLastError(ex.what());\n  return -1;\n}\ninline int LGBM_APIHandleException(const std::string& ex) {\n  LGBM_SetLastError(ex.c_str());\n  return -1;\n}\n\n#define API_BEGIN() try {\n#define API_END() } \\\ncatch(std::exception& ex) { return LGBM_APIHandleException(ex); } \\\ncatch(std::string& ex) { return LGBM_APIHandleException(ex); } \\\ncatch(...) { return LGBM_APIHandleException(\"unknown exception\"); } \\\nreturn 0;\n\n#define UNIQUE_LOCK(mtx) \\\nstd::unique_lock<yamc::alternate::shared_mutex> lock(mtx);\n\n#define SHARED_LOCK(mtx) \\\nyamc::shared_lock<yamc::alternate::shared_mutex> lock(&mtx);\n\nconst int PREDICTOR_TYPES = 4;\n\n// Single row predictor to abstract away caching logic\nclass SingleRowPredictorInner {\n public:\n  PredictFunction predict_function;\n  int64_t num_pred_in_one_row;\n\n  SingleRowPredictorInner(int predict_type, Boosting* boosting, const Config& config, int start_iter, int num_iter) {\n    bool is_predict_leaf = false;\n    bool is_raw_score = false;\n    bool predict_contrib = false;\n    if (predict_type == C_API_PREDICT_LEAF_INDEX) {\n      is_predict_leaf = true;\n    } else if (predict_type == C_API_PREDICT_RAW_SCORE) {\n      is_raw_score = true;\n    } else if (predict_type == C_API_PREDICT_CONTRIB) {\n      predict_contrib = true;\n    }\n    early_stop_ = config.pred_early_stop;\n    early_stop_freq_ = config.pred_early_stop_freq;\n    early_stop_margin_ = config.pred_early_stop_margin;\n    iter_ = num_iter;\n    predictor_.reset(new Predictor(boosting, start_iter, iter_, is_raw_score, is_predict_leaf, predict_contrib,\n                                   early_stop_, early_stop_freq_, early_stop_margin_));\n    num_pred_in_one_row = boosting->NumPredictOneRow(start_iter, iter_, is_predict_leaf, predict_contrib);\n    predict_function = predictor_->GetPredictFunction();\n    num_total_model_ = boosting->NumberOfTotalModel();\n  }\n\n  ~SingleRowPredictorInner() {}\n\n  bool IsPredictorEqual(const Config& config, int iter, Boosting* boosting) {\n    return early_stop_ == config.pred_early_stop &&\n      early_stop_freq_ == config.pred_early_stop_freq &&\n      early_stop_margin_ == config.pred_early_stop_margin &&\n      iter_ == iter &&\n      num_total_model_ == boosting->NumberOfTotalModel();\n  }\n\n private:\n  std::unique_ptr<Predictor> predictor_;\n  bool early_stop_;\n  int early_stop_freq_;\n  double early_stop_margin_;\n  int iter_;\n  int num_total_model_;\n};\n\n/*!\n * \\brief Object to store resources meant for single-row Fast Predict methods.\n *\n * For legacy reasons this is called `FastConfig` in the public C API.\n *\n * Meant to be used by the *Fast* predict methods only.\n * It stores the configuration and prediction resources for reuse across predictions.\n */\nstruct SingleRowPredictor {\n public:\n  SingleRowPredictor(yamc::alternate::shared_mutex *booster_mutex,\n             const char *parameters,\n             const int data_type,\n             const int32_t num_cols,\n             int predict_type,\n             Boosting *boosting,\n             int start_iter,\n             int num_iter) : config(Config::Str2Map(parameters)), data_type(data_type), num_cols(num_cols), single_row_predictor_inner(predict_type, boosting, config, start_iter, num_iter), booster_mutex(booster_mutex) {\n    if (!config.predict_disable_shape_check && num_cols != boosting->MaxFeatureIdx() + 1) {\n      Log::Fatal(\"The number of features in data (%d) is not the same as it was in training data (%d).\\n\"\\\n                 \"You can set ``predict_disable_shape_check=true`` to discard this error, but please be aware what you are doing.\", num_cols, boosting->MaxFeatureIdx() + 1);\n    }\n  }\n\n  void Predict(std::function<std::vector<std::pair<int, double>>(int row_idx)> get_row_fun,\n               double* out_result, int64_t* out_len) const {\n    UNIQUE_LOCK(single_row_predictor_mutex)\n    yamc::shared_lock<yamc::alternate::shared_mutex> booster_shared_lock(booster_mutex);\n\n    auto one_row = get_row_fun(0);\n    single_row_predictor_inner.predict_function(one_row, out_result);\n\n    *out_len = single_row_predictor_inner.num_pred_in_one_row;\n  }\n\n public:\n  Config config;\n  const int data_type;\n  const int32_t num_cols;\n\n private:\n  SingleRowPredictorInner single_row_predictor_inner;\n\n  // Prevent the booster from being modified while we have a predictor relying on it during prediction\n  yamc::alternate::shared_mutex *booster_mutex;\n\n  // If several threads try to predict at the same time using the same SingleRowPredictor\n  // we want them to still provide correct values, so the mutex is necessary due to the shared\n  // resources in the predictor.\n  // However the recommended approach is to instantiate one SingleRowPredictor per thread,\n  // to avoid contention here.\n  mutable yamc::alternate::shared_mutex single_row_predictor_mutex;\n};\n\nclass Booster {\n public:\n  explicit Booster(const char* filename) {\n    boosting_.reset(Boosting::CreateBoosting(\"gbdt\", filename, std::string(\"cpu\"), 0));\n  }\n\n  Booster(const Dataset* train_data,\n          const char* parameters) {\n    auto param = Config::Str2Map(parameters);\n    config_.Set(param);\n    OMP_SET_NUM_THREADS(config_.num_threads);\n    // create boosting\n    if (config_.input_model.size() > 0) {\n      Log::Warning(\"Continued train from model is not supported for c_api,\\n\"\n                   \"please use continued train with input score\");\n    }\n\n    boosting_.reset(Boosting::CreateBoosting(config_.boosting, nullptr, config_.device_type, config_.num_gpu));\n\n    train_data_ = train_data;\n    CreateObjectiveAndMetrics();\n    // initialize the boosting\n    if (config_.tree_learner == std::string(\"feature\")) {\n      Log::Fatal(\"Do not support feature parallel in c api\");\n    }\n    if (Network::num_machines() == 1 && config_.tree_learner != std::string(\"serial\")) {\n      Log::Warning(\"Only find one worker, will switch to serial tree learner\");\n      config_.tree_learner = \"serial\";\n    }\n    boosting_->Init(&config_, train_data_, objective_fun_.get(),\n                    Common::ConstPtrInVectorWrapper<Metric>(train_metric_));\n  }\n\n  void MergeFrom(const Booster* other) {\n    UNIQUE_LOCK(mutex_)\n    boosting_->MergeFrom(other->boosting_.get());\n  }\n\n  ~Booster() {\n  }\n\n  void CreateObjectiveAndMetrics() {\n    // create objective function\n    objective_fun_.reset(ObjectiveFunction::CreateObjectiveFunction(config_.objective,\n                                                                    config_));\n    if (objective_fun_ == nullptr) {\n      Log::Info(\"Using self-defined objective function\");\n    }\n    // initialize the objective function\n    if (objective_fun_ != nullptr) {\n      objective_fun_->Init(train_data_->metadata(), train_data_->num_data());\n    }\n\n    // create training metric\n    train_metric_.clear();\n    for (auto metric_type : config_.metric) {\n      auto metric = std::unique_ptr<Metric>(\n        Metric::CreateMetric(metric_type, config_));\n      if (metric == nullptr) {\n        continue;\n      }\n      metric->Init(train_data_->metadata(), train_data_->num_data());\n      train_metric_.push_back(std::move(metric));\n    }\n    train_metric_.shrink_to_fit();\n  }\n\n  void ResetTrainingData(const Dataset* train_data) {\n    if (train_data != train_data_) {\n      UNIQUE_LOCK(mutex_)\n      train_data_ = train_data;\n      CreateObjectiveAndMetrics();\n      // reset the boosting\n      boosting_->ResetTrainingData(train_data_,\n                                   objective_fun_.get(), Common::ConstPtrInVectorWrapper<Metric>(train_metric_));\n    }\n  }\n\n  static void CheckDatasetResetConfig(\n      const Config& old_config,\n      const std::unordered_map<std::string, std::string>& new_param) {\n    Config new_config;\n    new_config.Set(new_param);\n    if (new_param.count(\"data_random_seed\") &&\n        new_config.data_random_seed != old_config.data_random_seed) {\n      Log::Fatal(\"Cannot change data_random_seed after constructed Dataset handle.\");\n    }\n    if (new_param.count(\"max_bin\") &&\n        new_config.max_bin != old_config.max_bin) {\n      Log::Fatal(\"Cannot change max_bin after constructed Dataset handle.\");\n    }\n    if (new_param.count(\"max_bin_by_feature\") &&\n        new_config.max_bin_by_feature != old_config.max_bin_by_feature) {\n      Log::Fatal(\n          \"Cannot change max_bin_by_feature after constructed Dataset handle.\");\n    }\n    if (new_param.count(\"bin_construct_sample_cnt\") &&\n        new_config.bin_construct_sample_cnt !=\n            old_config.bin_construct_sample_cnt) {\n      Log::Fatal(\n          \"Cannot change bin_construct_sample_cnt after constructed Dataset \"\n          \"handle.\");\n    }\n    if (new_param.count(\"min_data_in_bin\") &&\n        new_config.min_data_in_bin != old_config.min_data_in_bin) {\n      Log::Fatal(\n          \"Cannot change min_data_in_bin after constructed Dataset handle.\");\n    }\n    if (new_param.count(\"use_missing\") &&\n        new_config.use_missing != old_config.use_missing) {\n      Log::Fatal(\"Cannot change use_missing after constructed Dataset handle.\");\n    }\n    if (new_param.count(\"zero_as_missing\") &&\n        new_config.zero_as_missing != old_config.zero_as_missing) {\n      Log::Fatal(\n          \"Cannot change zero_as_missing after constructed Dataset handle.\");\n    }\n    if (new_param.count(\"categorical_feature\") &&\n        new_config.categorical_feature != old_config.categorical_feature) {\n      Log::Fatal(\n          \"Cannot change categorical_feature after constructed Dataset \"\n          \"handle.\");\n    }\n    if (new_param.count(\"feature_pre_filter\") &&\n        new_config.feature_pre_filter != old_config.feature_pre_filter) {\n      Log::Fatal(\n          \"Cannot change feature_pre_filter after constructed Dataset handle.\");\n    }\n    if (new_param.count(\"is_enable_sparse\") &&\n        new_config.is_enable_sparse != old_config.is_enable_sparse) {\n      Log::Fatal(\n          \"Cannot change is_enable_sparse after constructed Dataset handle.\");\n    }\n    if (new_param.count(\"pre_partition\") &&\n        new_config.pre_partition != old_config.pre_partition) {\n      Log::Fatal(\n          \"Cannot change pre_partition after constructed Dataset handle.\");\n    }\n    if (new_param.count(\"enable_bundle\") &&\n        new_config.enable_bundle != old_config.enable_bundle) {\n      Log::Fatal(\n          \"Cannot change enable_bundle after constructed Dataset handle.\");\n    }\n    if (new_param.count(\"header\") && new_config.header != old_config.header) {\n      Log::Fatal(\"Cannot change header after constructed Dataset handle.\");\n    }\n    if (new_param.count(\"two_round\") &&\n        new_config.two_round != old_config.two_round) {\n      Log::Fatal(\"Cannot change two_round after constructed Dataset handle.\");\n    }\n    if (new_param.count(\"label_column\") &&\n        new_config.label_column != old_config.label_column) {\n      Log::Fatal(\n          \"Cannot change label_column after constructed Dataset handle.\");\n    }\n    if (new_param.count(\"weight_column\") &&\n        new_config.weight_column != old_config.weight_column) {\n      Log::Fatal(\n          \"Cannot change weight_column after constructed Dataset handle.\");\n    }\n    if (new_param.count(\"group_column\") &&\n        new_config.group_column != old_config.group_column) {\n      Log::Fatal(\n          \"Cannot change group_column after constructed Dataset handle.\");\n    }\n    if (new_param.count(\"ignore_column\") &&\n        new_config.ignore_column != old_config.ignore_column) {\n      Log::Fatal(\n          \"Cannot change ignore_column after constructed Dataset handle.\");\n    }\n    if (new_param.count(\"forcedbins_filename\")) {\n      Log::Fatal(\"Cannot change forced bins after constructed Dataset handle.\");\n    }\n    if (new_param.count(\"min_data_in_leaf\") &&\n        new_config.min_data_in_leaf < old_config.min_data_in_leaf &&\n        old_config.feature_pre_filter) {\n      Log::Fatal(\n          \"Reducing `min_data_in_leaf` with `feature_pre_filter=true` may \"\n          \"cause unexpected behaviour \"\n          \"for features that were pre-filtered by the larger \"\n          \"`min_data_in_leaf`.\\n\"\n          \"You need to set `feature_pre_filter=false` to dynamically change \"\n          \"the `min_data_in_leaf`.\");\n    }\n    if (new_param.count(\"linear_tree\") && new_config.linear_tree != old_config.linear_tree) {\n      Log::Fatal(\"Cannot change linear_tree after constructed Dataset handle.\");\n    }\n    if (new_param.count(\"precise_float_parser\") &&\n        new_config.precise_float_parser != old_config.precise_float_parser) {\n      Log::Fatal(\"Cannot change precise_float_parser after constructed Dataset handle.\");\n    }\n  }\n\n  void ResetConfig(const char* parameters) {\n    UNIQUE_LOCK(mutex_)\n    auto param = Config::Str2Map(parameters);\n    Config new_config;\n    new_config.Set(param);\n    if (param.count(\"num_class\") && new_config.num_class != config_.num_class) {\n      Log::Fatal(\"Cannot change num_class during training\");\n    }\n    if (param.count(\"boosting\") && new_config.boosting != config_.boosting) {\n      Log::Fatal(\"Cannot change boosting during training\");\n    }\n    if (param.count(\"metric\") && new_config.metric != config_.metric) {\n      Log::Fatal(\"Cannot change metric during training\");\n    }\n    CheckDatasetResetConfig(config_, param);\n\n    config_.Set(param);\n\n    OMP_SET_NUM_THREADS(config_.num_threads);\n\n    if (param.count(\"objective\")) {\n      // create objective function\n      objective_fun_.reset(ObjectiveFunction::CreateObjectiveFunction(config_.objective,\n                                                                      config_));\n      if (objective_fun_ == nullptr) {\n        Log::Info(\"Using self-defined objective function\");\n      }\n      // initialize the objective function\n      if (objective_fun_ != nullptr) {\n        objective_fun_->Init(train_data_->metadata(), train_data_->num_data());\n      }\n      boosting_->ResetTrainingData(train_data_,\n                                   objective_fun_.get(), Common::ConstPtrInVectorWrapper<Metric>(train_metric_));\n    }\n\n    boosting_->ResetConfig(&config_);\n  }\n\n  void AddValidData(const Dataset* valid_data) {\n    UNIQUE_LOCK(mutex_)\n    valid_metrics_.emplace_back();\n    for (auto metric_type : config_.metric) {\n      auto metric = std::unique_ptr<Metric>(Metric::CreateMetric(metric_type, config_));\n      if (metric == nullptr) {\n        continue;\n      }\n      metric->Init(valid_data->metadata(), valid_data->num_data());\n      valid_metrics_.back().push_back(std::move(metric));\n    }\n    valid_metrics_.back().shrink_to_fit();\n    boosting_->AddValidDataset(valid_data,\n                               Common::ConstPtrInVectorWrapper<Metric>(valid_metrics_.back()));\n  }\n\n  bool TrainOneIter() {\n    UNIQUE_LOCK(mutex_)\n    return boosting_->TrainOneIter(nullptr, nullptr);\n  }\n\n  void Refit(const int32_t* leaf_preds, int32_t nrow, int32_t ncol) {\n    UNIQUE_LOCK(mutex_)\n    boosting_->RefitTree(leaf_preds, nrow, ncol);\n  }\n\n  bool TrainOneIter(const score_t* gradients, const score_t* hessians) {\n    UNIQUE_LOCK(mutex_)\n    return boosting_->TrainOneIter(gradients, hessians);\n  }\n\n  void RollbackOneIter() {\n    UNIQUE_LOCK(mutex_)\n    boosting_->RollbackOneIter();\n  }\n\n  void SetSingleRowPredictorInner(int start_iteration, int num_iteration, int predict_type, const Config& config) {\n      UNIQUE_LOCK(mutex_)\n      if (single_row_predictor_[predict_type].get() == nullptr ||\n          !single_row_predictor_[predict_type]->IsPredictorEqual(config, num_iteration, boosting_.get())) {\n        single_row_predictor_[predict_type].reset(new SingleRowPredictorInner(predict_type, boosting_.get(),\n                                                                         config, start_iteration, num_iteration));\n      }\n  }\n\n  std::unique_ptr<SingleRowPredictor> InitSingleRowPredictor(int predict_type, int start_iteration, int num_iteration, int data_type, int32_t num_cols, const char *parameters) {\n    // Workaround https://github.com/lightgbm-org/LightGBM/issues/6142 by locking here\n    // This is only a workaround because if predictors are initialized differently it may still behave incorrectly,\n    // and because multiple racing Predictor initializations through LGBM_BoosterPredictForMat suffers from that same issue of Predictor init writing things in the booster.\n    // Once #6142 is fixed (predictor doesn't write in the Booster as should have been the case since 1c35c3b9ede9adab8ccc5fd7b4b2b6af188a79f0), this line can be removed.\n    UNIQUE_LOCK(mutex_)\n\n    return std::unique_ptr<SingleRowPredictor>(new SingleRowPredictor(\n      &mutex_, parameters, data_type, num_cols, predict_type, boosting_.get(), start_iteration, num_iteration));\n  }\n\n  void PredictSingleRow(int predict_type, int ncol,\n               std::function<std::vector<std::pair<int, double>>(int row_idx)> get_row_fun,\n               const Config& config,\n               double* out_result, int64_t* out_len) const {\n    if (!config.predict_disable_shape_check && ncol != boosting_->MaxFeatureIdx() + 1) {\n      Log::Fatal(\"The number of features in data (%d) is not the same as it was in training data (%d).\\n\"\\\n                 \"You can set ``predict_disable_shape_check=true`` to discard this error, but please be aware what you are doing.\", ncol, boosting_->MaxFeatureIdx() + 1);\n    }\n    UNIQUE_LOCK(mutex_)\n    const auto& single_row_predictor = single_row_predictor_[predict_type];\n    auto one_row = get_row_fun(0);\n    auto pred_wrt_ptr = out_result;\n    single_row_predictor->predict_function(one_row, pred_wrt_ptr);\n\n    *out_len = single_row_predictor->num_pred_in_one_row;\n  }\n\n  std::shared_ptr<Predictor> CreatePredictor(int start_iteration, int num_iteration, int predict_type, int ncol, const Config& config) const {\n    if (!config.predict_disable_shape_check && ncol != boosting_->MaxFeatureIdx() + 1) {\n      Log::Fatal(\"The number of features in data (%d) is not the same as it was in training data (%d).\\n\" \\\n                 \"You can set ``predict_disable_shape_check=true`` to discard this error, but please be aware what you are doing.\", ncol, boosting_->MaxFeatureIdx() + 1);\n    }\n    bool is_predict_leaf = false;\n    bool is_raw_score = false;\n    bool predict_contrib = false;\n    if (predict_type == C_API_PREDICT_LEAF_INDEX) {\n      is_predict_leaf = true;\n    } else if (predict_type == C_API_PREDICT_RAW_SCORE) {\n      is_raw_score = true;\n    } else if (predict_type == C_API_PREDICT_CONTRIB) {\n      predict_contrib = true;\n    } else {\n      is_raw_score = false;\n    }\n\n    return std::make_shared<Predictor>(boosting_.get(), start_iteration, num_iteration, is_raw_score, is_predict_leaf, predict_contrib,\n                        config.pred_early_stop, config.pred_early_stop_freq, config.pred_early_stop_margin);\n  }\n\n  void Predict(int start_iteration, int num_iteration, int predict_type, int nrow, int ncol,\n               std::function<std::vector<std::pair<int, double>>(int row_idx)> get_row_fun,\n               const Config& config,\n               double* out_result, int64_t* out_len) const {\n    SHARED_LOCK(mutex_);\n    auto predictor = CreatePredictor(start_iteration, num_iteration, predict_type, ncol, config);\n    bool is_predict_leaf = false;\n    bool predict_contrib = false;\n    if (predict_type == C_API_PREDICT_LEAF_INDEX) {\n      is_predict_leaf = true;\n    } else if (predict_type == C_API_PREDICT_CONTRIB) {\n      predict_contrib = true;\n    }\n    int64_t num_pred_in_one_row = boosting_->NumPredictOneRow(start_iteration, num_iteration, is_predict_leaf, predict_contrib);\n    auto pred_fun = predictor->GetPredictFunction();\n    OMP_INIT_EX();\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n    for (int i = 0; i < nrow; ++i) {\n      OMP_LOOP_EX_BEGIN();\n      auto one_row = get_row_fun(i);\n      auto pred_wrt_ptr = out_result + static_cast<size_t>(num_pred_in_one_row) * i;\n      pred_fun(one_row, pred_wrt_ptr);\n      OMP_LOOP_EX_END();\n    }\n    OMP_THROW_EX();\n    *out_len = num_pred_in_one_row * nrow;\n  }\n\n  void PredictSparse(int start_iteration, int num_iteration, int predict_type, int64_t nrow, int ncol,\n                     std::function<std::vector<std::pair<int, double>>(int64_t row_idx)> get_row_fun,\n                     const Config& config, int64_t* out_elements_size,\n                     std::vector<std::vector<std::unordered_map<int, double>>>* agg_ptr,\n                     int32_t** out_indices, void** out_data, int data_type,\n                     bool* is_data_float32_ptr, int num_matrices) const {\n    auto predictor = CreatePredictor(start_iteration, num_iteration, predict_type, ncol, config);\n    auto pred_sparse_fun = predictor->GetPredictSparseFunction();\n    std::vector<std::vector<std::unordered_map<int, double>>>& agg = *agg_ptr;\n    OMP_INIT_EX();\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n    for (int64_t i = 0; i < nrow; ++i) {\n      OMP_LOOP_EX_BEGIN();\n      auto one_row = get_row_fun(i);\n      agg[i] = std::vector<std::unordered_map<int, double>>(num_matrices);\n      pred_sparse_fun(one_row, &agg[i]);\n      OMP_LOOP_EX_END();\n    }\n    OMP_THROW_EX();\n    // calculate the nonzero data and indices size\n    int64_t elements_size = 0;\n    for (int64_t i = 0; i < static_cast<int64_t>(agg.size()); ++i) {\n      auto row_vector = agg[i];\n      for (int j = 0; j < static_cast<int>(row_vector.size()); ++j) {\n        elements_size += static_cast<int64_t>(row_vector[j].size());\n      }\n    }\n    *out_elements_size = elements_size;\n    *is_data_float32_ptr = false;\n    // allocate data and indices arrays\n    if (data_type == C_API_DTYPE_FLOAT32) {\n      *out_data = new float[elements_size];\n      *is_data_float32_ptr = true;\n    } else if (data_type == C_API_DTYPE_FLOAT64) {\n      *out_data = new double[elements_size];\n    } else {\n      Log::Fatal(\"Unknown data type in PredictSparse\");\n      return;\n    }\n    *out_indices = new int32_t[elements_size];\n  }\n\n  void PredictSparseCSR(int start_iteration, int num_iteration, int predict_type, int64_t nrow, int ncol,\n                        std::function<std::vector<std::pair<int, double>>(int64_t row_idx)> get_row_fun,\n                        const Config& config,\n                        int64_t* out_len, void** out_indptr, int indptr_type,\n                        int32_t** out_indices, void** out_data, int data_type) const {\n    SHARED_LOCK(mutex_);\n    // Get the number of trees per iteration (for multiclass scenario we output multiple sparse matrices)\n    int num_matrices = boosting_->NumModelPerIteration();\n    bool is_indptr_int32 = false;\n    bool is_data_float32 = false;\n    int64_t indptr_size = (nrow + 1) * num_matrices;\n    if (indptr_type == C_API_DTYPE_INT32) {\n      *out_indptr = new int32_t[indptr_size];\n      is_indptr_int32 = true;\n    } else if (indptr_type == C_API_DTYPE_INT64) {\n      *out_indptr = new int64_t[indptr_size];\n    } else {\n      Log::Fatal(\"Unknown indptr type in PredictSparseCSR\");\n      return;\n    }\n    // aggregated per row feature contribution results\n    std::vector<std::vector<std::unordered_map<int, double>>> agg(nrow);\n    int64_t elements_size = 0;\n    PredictSparse(start_iteration, num_iteration, predict_type, nrow, ncol, get_row_fun, config, &elements_size, &agg,\n                  out_indices, out_data, data_type, &is_data_float32, num_matrices);\n    std::vector<int> row_sizes(num_matrices * nrow);\n    std::vector<int64_t> row_matrix_offsets(num_matrices * nrow);\n    std::vector<int64_t> matrix_offsets(num_matrices);\n    int64_t row_vector_cnt = 0;\n    for (int m = 0; m < num_matrices; ++m) {\n      for (int64_t i = 0; i < static_cast<int64_t>(agg.size()); ++i) {\n        auto row_vector = agg[i];\n        auto row_vector_size = row_vector[m].size();\n        // keep track of the row_vector sizes for parallelization\n        row_sizes[row_vector_cnt] = static_cast<int>(row_vector_size);\n        if (i == 0) {\n          row_matrix_offsets[row_vector_cnt] = 0;\n        } else {\n          row_matrix_offsets[row_vector_cnt] = static_cast<int64_t>(row_sizes[row_vector_cnt - 1] + row_matrix_offsets[row_vector_cnt - 1]);\n        }\n        row_vector_cnt++;\n      }\n      if (m == 0) {\n        matrix_offsets[m] = 0;\n      }\n      if (m + 1 < num_matrices) {\n        matrix_offsets[m + 1] = static_cast<int64_t>(matrix_offsets[m] + row_matrix_offsets[row_vector_cnt - 1] + row_sizes[row_vector_cnt - 1]);\n      }\n    }\n    // copy vector results to output for each row\n    int64_t indptr_index = 0;\n    for (int m = 0; m < num_matrices; ++m) {\n      if (is_indptr_int32) {\n        (reinterpret_cast<int32_t*>(*out_indptr))[indptr_index] = 0;\n      } else {\n        (reinterpret_cast<int64_t*>(*out_indptr))[indptr_index] = 0;\n      }\n      indptr_index++;\n      int64_t matrix_start_index = m * static_cast<int64_t>(agg.size());\n      OMP_INIT_EX();\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n      for (int64_t i = 0; i < static_cast<int64_t>(agg.size()); ++i) {\n        OMP_LOOP_EX_BEGIN();\n        auto row_vector = agg[i];\n        int64_t row_start_index = matrix_start_index + i;\n        int64_t element_index = row_matrix_offsets[row_start_index] + matrix_offsets[m];\n        int64_t indptr_loop_index = indptr_index + i;\n        for (auto it = row_vector[m].begin(); it != row_vector[m].end(); ++it) {\n          (*out_indices)[element_index] = it->first;\n          if (is_data_float32) {\n            (reinterpret_cast<float*>(*out_data))[element_index] = static_cast<float>(it->second);\n          } else {\n            (reinterpret_cast<double*>(*out_data))[element_index] = it->second;\n          }\n          element_index++;\n        }\n        int64_t indptr_value = row_matrix_offsets[row_start_index] + row_sizes[row_start_index];\n        if (is_indptr_int32) {\n          (reinterpret_cast<int32_t*>(*out_indptr))[indptr_loop_index] = static_cast<int32_t>(indptr_value);\n        } else {\n          (reinterpret_cast<int64_t*>(*out_indptr))[indptr_loop_index] = indptr_value;\n        }\n        OMP_LOOP_EX_END();\n      }\n      OMP_THROW_EX();\n      indptr_index += static_cast<int64_t>(agg.size());\n    }\n    out_len[0] = elements_size;\n    out_len[1] = indptr_size;\n  }\n\n  void PredictSparseCSC(int start_iteration, int num_iteration, int predict_type, int64_t nrow, int ncol,\n                        std::function<std::vector<std::pair<int, double>>(int64_t row_idx)> get_row_fun,\n                        const Config& config,\n                        int64_t* out_len, void** out_col_ptr, int col_ptr_type,\n                        int32_t** out_indices, void** out_data, int data_type) const {\n    SHARED_LOCK(mutex_);\n    // Get the number of trees per iteration (for multiclass scenario we output multiple sparse matrices)\n    int num_matrices = boosting_->NumModelPerIteration();\n    auto predictor = CreatePredictor(start_iteration, num_iteration, predict_type, ncol, config);\n    auto pred_sparse_fun = predictor->GetPredictSparseFunction();\n    bool is_col_ptr_int32 = false;\n    bool is_data_float32 = false;\n    int num_output_cols = ncol + 1;\n    int col_ptr_size = (num_output_cols + 1) * num_matrices;\n    if (col_ptr_type == C_API_DTYPE_INT32) {\n      *out_col_ptr = new int32_t[col_ptr_size];\n      is_col_ptr_int32 = true;\n    } else if (col_ptr_type == C_API_DTYPE_INT64) {\n      *out_col_ptr = new int64_t[col_ptr_size];\n    } else {\n      Log::Fatal(\"Unknown col_ptr type in PredictSparseCSC\");\n      return;\n    }\n    // aggregated per row feature contribution results\n    std::vector<std::vector<std::unordered_map<int, double>>> agg(nrow);\n    int64_t elements_size = 0;\n    PredictSparse(start_iteration, num_iteration, predict_type, nrow, ncol, get_row_fun, config, &elements_size, &agg,\n                  out_indices, out_data, data_type, &is_data_float32, num_matrices);\n    // calculate number of elements per column to construct\n    // the CSC matrix with random access\n    std::vector<std::vector<int64_t>> column_sizes(num_matrices);\n    for (int m = 0; m < num_matrices; ++m) {\n      column_sizes[m] = std::vector<int64_t>(num_output_cols, 0);\n      for (int64_t i = 0; i < static_cast<int64_t>(agg.size()); ++i) {\n        auto row_vector = agg[i];\n        for (auto it = row_vector[m].begin(); it != row_vector[m].end(); ++it) {\n          column_sizes[m][it->first] += 1;\n        }\n      }\n    }\n    // keep track of column counts\n    std::vector<std::vector<int64_t>> column_counts(num_matrices);\n    // keep track of beginning index for each column\n    std::vector<std::vector<int64_t>> column_start_indices(num_matrices);\n    // keep track of beginning index for each matrix\n    std::vector<int64_t> matrix_start_indices(num_matrices, 0);\n    int col_ptr_index = 0;\n    for (int m = 0; m < num_matrices; ++m) {\n      int64_t col_ptr_value = 0;\n      column_start_indices[m] = std::vector<int64_t>(num_output_cols, 0);\n      column_counts[m] = std::vector<int64_t>(num_output_cols, 0);\n      if (is_col_ptr_int32) {\n        (reinterpret_cast<int32_t*>(*out_col_ptr))[col_ptr_index] = static_cast<int32_t>(col_ptr_value);\n      } else {\n        (reinterpret_cast<int64_t*>(*out_col_ptr))[col_ptr_index] = col_ptr_value;\n      }\n      col_ptr_index++;\n      for (int64_t i = 1; i < static_cast<int64_t>(column_sizes[m].size()); ++i) {\n        column_start_indices[m][i] = column_sizes[m][i - 1] + column_start_indices[m][i - 1];\n        if (is_col_ptr_int32) {\n          (reinterpret_cast<int32_t*>(*out_col_ptr))[col_ptr_index] = static_cast<int32_t>(column_start_indices[m][i]);\n        } else {\n          (reinterpret_cast<int64_t*>(*out_col_ptr))[col_ptr_index] = column_start_indices[m][i];\n        }\n        col_ptr_index++;\n      }\n      int64_t last_elem_index = static_cast<int64_t>(column_sizes[m].size()) - 1;\n      int64_t last_column_start_index = column_start_indices[m][last_elem_index];\n      int64_t last_column_size = column_sizes[m][last_elem_index];\n      if (is_col_ptr_int32) {\n        (reinterpret_cast<int32_t*>(*out_col_ptr))[col_ptr_index] = static_cast<int32_t>(last_column_start_index + last_column_size);\n      } else {\n        (reinterpret_cast<int64_t*>(*out_col_ptr))[col_ptr_index] = last_column_start_index + last_column_size;\n      }\n      if (m + 1 < num_matrices) {\n        matrix_start_indices[m + 1] = matrix_start_indices[m] + last_column_start_index + last_column_size;\n      }\n      col_ptr_index++;\n    }\n    // Note: we parallelize across matrices instead of rows because of the column_counts[m][col_idx] increment inside the loop\n    OMP_INIT_EX();\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n    for (int m = 0; m < num_matrices; ++m) {\n      OMP_LOOP_EX_BEGIN();\n      for (int64_t i = 0; i < static_cast<int64_t>(agg.size()); ++i) {\n        auto row_vector = agg[i];\n        for (auto it = row_vector[m].begin(); it != row_vector[m].end(); ++it) {\n          int64_t col_idx = it->first;\n          int64_t element_index = column_start_indices[m][col_idx] +\n            matrix_start_indices[m] +\n            column_counts[m][col_idx];\n          // store the row index\n          (*out_indices)[element_index] = static_cast<int32_t>(i);\n          // update column count\n          column_counts[m][col_idx]++;\n          if (is_data_float32) {\n            (reinterpret_cast<float*>(*out_data))[element_index] = static_cast<float>(it->second);\n          } else {\n            (reinterpret_cast<double*>(*out_data))[element_index] = it->second;\n          }\n        }\n      }\n      OMP_LOOP_EX_END();\n    }\n    OMP_THROW_EX();\n    out_len[0] = elements_size;\n    out_len[1] = col_ptr_size;\n  }\n\n  void Predict(int start_iteration, int num_iteration, int predict_type, const char* data_filename,\n               int data_has_header, const Config& config,\n               const char* result_filename) const {\n    SHARED_LOCK(mutex_)\n    bool is_predict_leaf = false;\n    bool is_raw_score = false;\n    bool predict_contrib = false;\n    if (predict_type == C_API_PREDICT_LEAF_INDEX) {\n      is_predict_leaf = true;\n    } else if (predict_type == C_API_PREDICT_RAW_SCORE) {\n      is_raw_score = true;\n    } else if (predict_type == C_API_PREDICT_CONTRIB) {\n      predict_contrib = true;\n    } else {\n      is_raw_score = false;\n    }\n    Predictor predictor(boosting_.get(), start_iteration, num_iteration, is_raw_score, is_predict_leaf, predict_contrib,\n                        config.pred_early_stop, config.pred_early_stop_freq, config.pred_early_stop_margin);\n    bool bool_data_has_header = data_has_header > 0 ? true : false;\n    predictor.Predict(data_filename, result_filename, bool_data_has_header, config.predict_disable_shape_check,\n                      config.precise_float_parser);\n  }\n\n  void GetPredictAt(int data_idx, double* out_result, int64_t* out_len) const {\n    boosting_->GetPredictAt(data_idx, out_result, out_len);\n  }\n\n  void SaveModelToFile(int start_iteration, int num_iteration, int feature_importance_type, const char* filename) const {\n    boosting_->SaveModelToFile(start_iteration, num_iteration, feature_importance_type, filename);\n  }\n\n  void LoadModelFromString(const char* model_str) {\n    size_t len = std::strlen(model_str);\n    boosting_->LoadModelFromString(model_str, len);\n  }\n\n  std::string SaveModelToString(int start_iteration, int num_iteration,\n                                int feature_importance_type) const {\n    return boosting_->SaveModelToString(start_iteration,\n                                        num_iteration, feature_importance_type);\n  }\n\n  std::string DumpModel(int start_iteration, int num_iteration,\n                        int feature_importance_type) const {\n    return boosting_->DumpModel(start_iteration, num_iteration,\n                                feature_importance_type);\n  }\n\n  std::vector<double> FeatureImportance(int num_iteration, int importance_type) const {\n    return boosting_->FeatureImportance(num_iteration, importance_type);\n  }\n\n  double UpperBoundValue() const {\n    SHARED_LOCK(mutex_)\n    return boosting_->GetUpperBoundValue();\n  }\n\n  double LowerBoundValue() const {\n    SHARED_LOCK(mutex_)\n    return boosting_->GetLowerBoundValue();\n  }\n\n  double GetLeafValue(int tree_idx, int leaf_idx) const {\n    SHARED_LOCK(mutex_)\n    return dynamic_cast<GBDTBase*>(boosting_.get())->GetLeafValue(tree_idx, leaf_idx);\n  }\n\n  void SetLeafValue(int tree_idx, int leaf_idx, double val) {\n    UNIQUE_LOCK(mutex_)\n    dynamic_cast<GBDTBase*>(boosting_.get())->SetLeafValue(tree_idx, leaf_idx, val);\n  }\n\n  void ShuffleModels(int start_iter, int end_iter) {\n    UNIQUE_LOCK(mutex_)\n    boosting_->ShuffleModels(start_iter, end_iter);\n  }\n\n  int GetEvalCounts() const {\n    SHARED_LOCK(mutex_)\n    int ret = 0;\n    for (const auto& metric : train_metric_) {\n      ret += static_cast<int>(metric->GetName().size());\n    }\n    return ret;\n  }\n\n  int GetEvalNames(char** out_strs, const int len, const size_t buffer_len, size_t *out_buffer_len) const {\n    SHARED_LOCK(mutex_)\n    *out_buffer_len = 0;\n    int idx = 0;\n    for (const auto& metric : train_metric_) {\n      for (const auto& name : metric->GetName()) {\n        if (idx < len) {\n          std::memcpy(out_strs[idx], name.c_str(), std::min(name.size() + 1, buffer_len));\n          out_strs[idx][buffer_len - 1] = '\\0';\n        }\n        *out_buffer_len = std::max(name.size() + 1, *out_buffer_len);\n        ++idx;\n      }\n    }\n    return idx;\n  }\n\n  int GetFeatureNames(char** out_strs, const int len, const size_t buffer_len, size_t *out_buffer_len) const {\n    SHARED_LOCK(mutex_)\n    *out_buffer_len = 0;\n    int idx = 0;\n    for (const auto& name : boosting_->FeatureNames()) {\n      if (idx < len) {\n        std::memcpy(out_strs[idx], name.c_str(), std::min(name.size() + 1, buffer_len));\n        out_strs[idx][buffer_len - 1] = '\\0';\n      }\n      *out_buffer_len = std::max(name.size() + 1, *out_buffer_len);\n      ++idx;\n    }\n    return idx;\n  }\n\n  const Boosting* GetBoosting() const { return boosting_.get(); }\n\n private:\n  const Dataset* train_data_;\n  std::unique_ptr<Boosting> boosting_;\n  std::unique_ptr<SingleRowPredictorInner> single_row_predictor_[PREDICTOR_TYPES];\n\n  /*! \\brief All configs */\n  Config config_;\n  /*! \\brief Metric for training data */\n  std::vector<std::unique_ptr<Metric>> train_metric_;\n  /*! \\brief Metrics for validation data */\n  std::vector<std::vector<std::unique_ptr<Metric>>> valid_metrics_;\n  /*! \\brief Training objective function */\n  std::unique_ptr<ObjectiveFunction> objective_fun_;\n  /*! \\brief mutex for threading safe call */\n  mutable yamc::alternate::shared_mutex mutex_;\n};\n\n}  // namespace LightGBM\n\n// explicitly declare symbols from LightGBM namespace\nusing LightGBM::AllgatherFunction;\nusing LightGBM::ArrowChunkedArray;\nusing LightGBM::ArrowTable;\nusing LightGBM::Booster;\nusing LightGBM::Common::CheckElementsIntervalClosed;\nusing LightGBM::Common::RemoveQuotationSymbol;\nusing LightGBM::Common::Vector2Ptr;\nusing LightGBM::Common::VectorSize;\nusing LightGBM::Config;\nusing LightGBM::data_size_t;\nusing LightGBM::Dataset;\nusing LightGBM::DatasetLoader;\nusing LightGBM::kZeroThreshold;\nusing LightGBM::LGBM_APIHandleException;\nusing LightGBM::Log;\nusing LightGBM::Network;\nusing LightGBM::Random;\nusing LightGBM::ReduceScatterFunction;\nusing LightGBM::SingleRowPredictor;\n\n// some help functions used to convert data\n\nstd::function<std::vector<double>(int row_idx)>\nRowFunctionFromDenseMatrix(const void* data, int num_row, int num_col, int data_type, int is_row_major);\n\nstd::function<std::vector<std::pair<int, double>>(int row_idx)>\nRowPairFunctionFromDenseMatrix(const void* data, int num_row, int num_col, int data_type, int is_row_major);\n\nstd::function<std::vector<std::pair<int, double>>(int row_idx)>\nRowPairFunctionFromDenseRows(const void** data, int num_col, int data_type);\n\ntemplate<typename T>\nstd::function<std::vector<std::pair<int, double>>(T idx)>\nRowFunctionFromCSR(const void* indptr, int indptr_type, const int32_t* indices,\n                   const void* data, int data_type, int64_t nindptr, int64_t nelem);\n\n// Row iterator of on column for CSC matrix\nclass CSC_RowIterator {\n public:\n  CSC_RowIterator(const void* col_ptr, int col_ptr_type, const int32_t* indices,\n                  const void* data, int data_type, int64_t ncol_ptr, int64_t nelem, int col_idx);\n  ~CSC_RowIterator() {}\n  // return value at idx, only can access by ascent order\n  double Get(int idx);\n  // return next non-zero pair, if index < 0, means no more data\n  std::pair<int, double> NextNonZero();\n\n private:\n  int nonzero_idx_ = 0;\n  int cur_idx_ = -1;\n  double cur_val_ = 0.0f;\n  bool is_end_ = false;\n  std::function<std::pair<int, double>(int idx)> iter_fun_;\n};\n\n// start of c_api functions\n\nconst char* LGBM_GetLastError() {\n  return LastErrorMsg();\n}\n\nint LGBM_DumpParamAliases(int64_t buffer_len,\n                          int64_t* out_len,\n                          char* out_str) {\n  API_BEGIN();\n  std::string aliases = Config::DumpAliases();\n  *out_len = static_cast<int64_t>(aliases.size()) + 1;\n  if (*out_len <= buffer_len) {\n    std::memcpy(out_str, aliases.c_str(), *out_len);\n  }\n  API_END();\n}\n\nint LGBM_RegisterLogCallback(void (*callback)(const char*)) {\n  API_BEGIN();\n  Log::ResetCallBack(callback);\n  API_END();\n}\n\nstatic inline int SampleCount(int32_t total_nrow, const Config& config) {\n  return static_cast<int>(total_nrow < config.bin_construct_sample_cnt ? total_nrow : config.bin_construct_sample_cnt);\n}\n\nstatic inline std::vector<int32_t> CreateSampleIndices(int32_t total_nrow, const Config& config) {\n  Random rand(config.data_random_seed);\n  int sample_cnt = SampleCount(total_nrow, config);\n  return rand.Sample(total_nrow, sample_cnt);\n}\n\nint LGBM_GetSampleCount(int32_t num_total_row,\n                        const char* parameters,\n                        int* out) {\n  API_BEGIN();\n  if (out == nullptr) {\n    Log::Fatal(\"LGBM_GetSampleCount output is nullptr\");\n  }\n  auto param = Config::Str2Map(parameters);\n  Config config;\n  config.Set(param);\n\n  *out = SampleCount(num_total_row, config);\n  API_END();\n}\n\nint LGBM_SampleIndices(int32_t num_total_row,\n                       const char* parameters,\n                       void* out,\n                       int32_t* out_len) {\n  // This API is to keep python binding's behavior the same with C++ implementation.\n  // Sample count, random seed etc. should be provided in parameters.\n  API_BEGIN();\n  if (out == nullptr) {\n    Log::Fatal(\"LGBM_SampleIndices output is nullptr\");\n  }\n  auto param = Config::Str2Map(parameters);\n  Config config;\n  config.Set(param);\n\n  auto sample_indices = CreateSampleIndices(num_total_row, config);\n  memcpy(out, sample_indices.data(), sizeof(int32_t) * sample_indices.size());\n  *out_len = static_cast<int32_t>(sample_indices.size());\n  API_END();\n}\n\nint LGBM_ByteBufferGetAt(ByteBufferHandle handle, int32_t index, uint8_t* out_val) {\n  API_BEGIN();\n  LightGBM::ByteBuffer* byteBuffer = reinterpret_cast<LightGBM::ByteBuffer*>(handle);\n  *out_val = byteBuffer->GetAt(index);\n  API_END();\n}\n\nint LGBM_ByteBufferFree(ByteBufferHandle handle) {\n  API_BEGIN();\n  delete reinterpret_cast<LightGBM::ByteBuffer*>(handle);\n  API_END();\n}\n\nint LGBM_DatasetCreateFromFile(const char* filename,\n                               const char* parameters,\n                               const DatasetHandle reference,\n                               DatasetHandle* out) {\n  API_BEGIN();\n  auto param = Config::Str2Map(parameters);\n  Config config;\n  config.Set(param);\n  OMP_SET_NUM_THREADS(config.num_threads);\n  DatasetLoader loader(config, nullptr, 1, filename);\n  if (reference == nullptr) {\n    if (Network::num_machines() == 1) {\n      *out = loader.LoadFromFile(filename);\n    } else {\n      *out = loader.LoadFromFile(filename, Network::rank(), Network::num_machines());\n    }\n  } else {\n    *out = loader.LoadFromFileAlignWithOtherDataset(filename,\n                                                    reinterpret_cast<const Dataset*>(reference));\n  }\n  API_END();\n}\n\nint LGBM_DatasetCreateFromSampledColumn(double** sample_data,\n                                        int** sample_indices,\n                                        int32_t ncol,\n                                        const int* num_per_col,\n                                        int32_t num_sample_row,\n                                        int32_t num_local_row,\n                                        int64_t num_dist_row,\n                                        const char* parameters,\n                                        DatasetHandle* out) {\n  API_BEGIN();\n  auto param = Config::Str2Map(parameters);\n  Config config;\n  config.Set(param);\n  OMP_SET_NUM_THREADS(config.num_threads);\n  DatasetLoader loader(config, nullptr, 1, nullptr);\n  *out = loader.ConstructFromSampleData(sample_data,\n                                        sample_indices,\n                                        ncol,\n                                        num_per_col,\n                                        num_sample_row,\n                                        static_cast<data_size_t>(num_local_row),\n                                        num_dist_row);\n  API_END();\n}\n\nint LGBM_DatasetCreateByReference(const DatasetHandle reference,\n                                  int64_t num_total_row,\n                                  DatasetHandle* out) {\n  API_BEGIN();\n  std::unique_ptr<Dataset> ret;\n  data_size_t nrows = static_cast<data_size_t>(num_total_row);\n  ret.reset(new Dataset(nrows));\n  const Dataset* reference_dataset = reinterpret_cast<const Dataset*>(reference);\n  ret->CreateValid(reference_dataset);\n  ret->InitByReference(nrows, reference_dataset);\n  *out = ret.release();\n  API_END();\n}\n\nint LGBM_DatasetCreateFromSerializedReference(const void* ref_buffer,\n                                              int32_t ref_buffer_size,\n                                              int64_t num_row,\n                                              int32_t num_classes,\n                                              const char* parameters,\n                                              DatasetHandle* out) {\n  API_BEGIN();\n  auto param = Config::Str2Map(parameters);\n  Config config;\n  config.Set(param);\n  OMP_SET_NUM_THREADS(config.num_threads);\n  DatasetLoader loader(config, nullptr, 1, nullptr);\n  *out = loader.LoadFromSerializedReference(static_cast<const char*>(ref_buffer),\n    static_cast<size_t>(ref_buffer_size),\n    static_cast<data_size_t>(num_row),\n    num_classes);\n  API_END();\n}\n\nint LGBM_DatasetInitStreaming(DatasetHandle dataset,\n                              int32_t has_weights,\n                              int32_t has_init_scores,\n                              int32_t has_queries,\n                              int32_t nclasses,\n                              int32_t nthreads,\n                              int32_t omp_max_threads) {\n  API_BEGIN();\n  auto p_dataset = reinterpret_cast<Dataset*>(dataset);\n  auto num_data = p_dataset->num_data();\n  p_dataset->InitStreaming(num_data, has_weights, has_init_scores, has_queries, nclasses, nthreads, omp_max_threads);\n  p_dataset->set_wait_for_manual_finish(true);\n  API_END();\n}\n\nint LGBM_DatasetPushRows(DatasetHandle dataset,\n                         const void* data,\n                         int data_type,\n                         int32_t nrow,\n                         int32_t ncol,\n                         int32_t start_row) {\n  API_BEGIN();\n  auto p_dataset = reinterpret_cast<Dataset*>(dataset);\n  auto get_row_fun = RowFunctionFromDenseMatrix(data, nrow, ncol, data_type, 1);\n  if (p_dataset->has_raw()) {\n    p_dataset->ResizeRaw(p_dataset->num_numeric_features() + nrow);\n  }\n  OMP_INIT_EX();\n  #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n  for (int i = 0; i < nrow; ++i) {\n    OMP_LOOP_EX_BEGIN();\n    const int tid = omp_get_thread_num();\n    auto one_row = get_row_fun(i);\n    p_dataset->PushOneRow(tid, start_row + i, one_row);\n    OMP_LOOP_EX_END();\n  }\n  OMP_THROW_EX();\n  if (!p_dataset->wait_for_manual_finish() && (start_row + nrow == p_dataset->num_data())) {\n    p_dataset->FinishLoad();\n  }\n  API_END();\n}\n\nint LGBM_DatasetPushRowsWithMetadata(DatasetHandle dataset,\n                                     const void* data,\n                                     int data_type,\n                                     int32_t nrow,\n                                     int32_t ncol,\n                                     int32_t start_row,\n                                     const float* labels,\n                                     const float* weights,\n                                     const double* init_scores,\n                                     const int32_t* queries,\n                                     int32_t tid) {\n  API_BEGIN();\n#ifdef LABEL_T_USE_DOUBLE\n  Log::Fatal(\"Don't support LABEL_T_USE_DOUBLE\");\n#endif\n  if (!data) {\n    Log::Fatal(\"data cannot be null.\");\n  }\n  auto p_dataset = reinterpret_cast<Dataset*>(dataset);\n  auto get_row_fun = RowFunctionFromDenseMatrix(data, nrow, ncol, data_type, 1);\n  if (p_dataset->has_raw()) {\n    p_dataset->ResizeRaw(p_dataset->num_numeric_features() + nrow);\n  }\n\n  const int max_omp_threads = p_dataset->omp_max_threads() > 0 ? p_dataset->omp_max_threads() : OMP_NUM_THREADS();\n\n  OMP_INIT_EX();\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n  for (int i = 0; i < nrow; ++i) {\n    OMP_LOOP_EX_BEGIN();\n    // convert internal thread id to be unique based on external thread id\n    const int internal_tid = omp_get_thread_num() + (max_omp_threads * tid);\n    auto one_row = get_row_fun(i);\n    p_dataset->PushOneRow(internal_tid, start_row + i, one_row);\n    OMP_LOOP_EX_END();\n  }\n  OMP_THROW_EX();\n\n  p_dataset->InsertMetadataAt(start_row, nrow, labels, weights, init_scores, queries);\n\n  if (!p_dataset->wait_for_manual_finish() && (start_row + nrow == p_dataset->num_data())) {\n    p_dataset->FinishLoad();\n  }\n  API_END();\n}\n\nint LGBM_DatasetPushRowsByCSR(DatasetHandle dataset,\n                              const void* indptr,\n                              int indptr_type,\n                              const int32_t* indices,\n                              const void* data,\n                              int data_type,\n                              int64_t nindptr,\n                              int64_t nelem,\n                              int64_t,\n                              int64_t start_row) {\n  API_BEGIN();\n  auto p_dataset = reinterpret_cast<Dataset*>(dataset);\n  auto get_row_fun = RowFunctionFromCSR<int>(indptr, indptr_type, indices, data, data_type, nindptr, nelem);\n  int32_t nrow = static_cast<int32_t>(nindptr - 1);\n  if (p_dataset->has_raw()) {\n    p_dataset->ResizeRaw(p_dataset->num_numeric_features() + nrow);\n  }\n  OMP_INIT_EX();\n  #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n  for (int i = 0; i < nrow; ++i) {\n    OMP_LOOP_EX_BEGIN();\n    const int tid = omp_get_thread_num();\n    auto one_row = get_row_fun(i);\n    p_dataset->PushOneRow(tid, static_cast<data_size_t>(start_row + i), one_row);\n    OMP_LOOP_EX_END();\n  }\n  OMP_THROW_EX();\n  if (!p_dataset->wait_for_manual_finish() && (start_row + nrow == static_cast<int64_t>(p_dataset->num_data()))) {\n    p_dataset->FinishLoad();\n  }\n  API_END();\n}\n\nint LGBM_DatasetPushRowsByCSRWithMetadata(DatasetHandle dataset,\n                                          const void* indptr,\n                                          int indptr_type,\n                                          const int32_t* indices,\n                                          const void* data,\n                                          int data_type,\n                                          int64_t nindptr,\n                                          int64_t nelem,\n                                          int64_t start_row,\n                                          const float* labels,\n                                          const float* weights,\n                                          const double* init_scores,\n                                          const int32_t* queries,\n                                          int32_t tid) {\n  API_BEGIN();\n#ifdef LABEL_T_USE_DOUBLE\n  Log::Fatal(\"Don't support LABEL_T_USE_DOUBLE\");\n#endif\n  if (!data) {\n    Log::Fatal(\"data cannot be null.\");\n  }\n  auto p_dataset = reinterpret_cast<Dataset*>(dataset);\n  auto get_row_fun = RowFunctionFromCSR<int>(indptr, indptr_type, indices, data, data_type, nindptr, nelem);\n  int32_t nrow = static_cast<int32_t>(nindptr - 1);\n  if (p_dataset->has_raw()) {\n    p_dataset->ResizeRaw(p_dataset->num_numeric_features() + nrow);\n  }\n\n  const int max_omp_threads = p_dataset->omp_max_threads() > 0 ? p_dataset->omp_max_threads() : OMP_NUM_THREADS();\n\n  OMP_INIT_EX();\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n  for (int i = 0; i < nrow; ++i) {\n    OMP_LOOP_EX_BEGIN();\n    // convert internal thread id to be unique based on external thread id\n    const int internal_tid = omp_get_thread_num() + (max_omp_threads * tid);\n    auto one_row = get_row_fun(i);\n    p_dataset->PushOneRow(internal_tid, static_cast<data_size_t>(start_row + i), one_row);\n    OMP_LOOP_EX_END();\n  }\n  OMP_THROW_EX();\n\n  p_dataset->InsertMetadataAt(static_cast<int32_t>(start_row), nrow, labels, weights, init_scores, queries);\n\n  if (!p_dataset->wait_for_manual_finish() && (start_row + nrow == static_cast<int64_t>(p_dataset->num_data()))) {\n    p_dataset->FinishLoad();\n  }\n  API_END();\n}\n\nint LGBM_DatasetSetWaitForManualFinish(DatasetHandle dataset, int wait) {\n  API_BEGIN();\n  auto p_dataset = reinterpret_cast<Dataset*>(dataset);\n  p_dataset->set_wait_for_manual_finish(wait);\n  API_END();\n}\n\nint LGBM_DatasetMarkFinished(DatasetHandle dataset) {\n  API_BEGIN();\n  auto p_dataset = reinterpret_cast<Dataset*>(dataset);\n  p_dataset->FinishLoad();\n  API_END();\n}\n\nint LGBM_DatasetCreateFromMat(const void* data,\n                              int data_type,\n                              int32_t nrow,\n                              int32_t ncol,\n                              int is_row_major,\n                              const char* parameters,\n                              const DatasetHandle reference,\n                              DatasetHandle* out) {\n  return LGBM_DatasetCreateFromMats(1,\n                                    &data,\n                                    data_type,\n                                    &nrow,\n                                    ncol,\n                                    &is_row_major,\n                                    parameters,\n                                    reference,\n                                    out);\n}\n\nint LGBM_DatasetCreateFromMats(int32_t nmat,\n                               const void** data,\n                               int data_type,\n                               int32_t* nrow,\n                               int32_t ncol,\n                               int* is_row_major,\n                               const char* parameters,\n                               const DatasetHandle reference,\n                               DatasetHandle* out) {\n  API_BEGIN();\n  auto param = Config::Str2Map(parameters);\n  Config config;\n  config.Set(param);\n  OMP_SET_NUM_THREADS(config.num_threads);\n  std::unique_ptr<Dataset> ret;\n  int32_t total_nrow = 0;\n  for (int j = 0; j < nmat; ++j) {\n    total_nrow += nrow[j];\n  }\n\n  std::vector<std::function<std::vector<double>(int row_idx)>> get_row_fun;\n  for (int j = 0; j < nmat; ++j) {\n    get_row_fun.push_back(RowFunctionFromDenseMatrix(data[j], nrow[j], ncol, data_type, is_row_major[j]));\n  }\n\n  if (reference == nullptr) {\n    // sample data first\n    auto sample_indices = CreateSampleIndices(total_nrow, config);\n    int sample_cnt = static_cast<int>(sample_indices.size());\n    std::vector<std::vector<double>> sample_values(ncol);\n    std::vector<std::vector<int>> sample_idx(ncol);\n\n    int offset = 0;\n    int j = 0;\n    for (size_t i = 0; i < sample_indices.size(); ++i) {\n      auto idx = sample_indices[i];\n      while ((idx - offset) >= nrow[j]) {\n        offset += nrow[j];\n        ++j;\n      }\n\n      auto row = get_row_fun[j](static_cast<int>(idx - offset));\n      for (size_t k = 0; k < row.size(); ++k) {\n        if (std::fabs(row[k]) > kZeroThreshold || std::isnan(row[k])) {\n          sample_values[k].emplace_back(row[k]);\n          sample_idx[k].emplace_back(static_cast<int>(i));\n        }\n      }\n    }\n    DatasetLoader loader(config, nullptr, 1, nullptr);\n    ret.reset(loader.ConstructFromSampleData(Vector2Ptr<double>(&sample_values).data(),\n                                             Vector2Ptr<int>(&sample_idx).data(),\n                                             ncol,\n                                             VectorSize<double>(sample_values).data(),\n                                             sample_cnt,\n                                             total_nrow,\n                                             total_nrow));\n  } else {\n    ret.reset(new Dataset(total_nrow));\n    ret->CreateValid(\n      reinterpret_cast<const Dataset*>(reference));\n    if (ret->has_raw()) {\n      ret->ResizeRaw(total_nrow);\n    }\n  }\n  int32_t start_row = 0;\n  for (int j = 0; j < nmat; ++j) {\n    OMP_INIT_EX();\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n    for (int i = 0; i < nrow[j]; ++i) {\n      OMP_LOOP_EX_BEGIN();\n      const int tid = omp_get_thread_num();\n      auto one_row = get_row_fun[j](i);\n      ret->PushOneRow(tid, start_row + i, one_row);\n      OMP_LOOP_EX_END();\n    }\n    OMP_THROW_EX();\n\n    start_row += nrow[j];\n  }\n  ret->FinishLoad();\n  *out = ret.release();\n  API_END();\n}\n\nint LGBM_DatasetCreateFromCSR(const void* indptr,\n                              int indptr_type,\n                              const int32_t* indices,\n                              const void* data,\n                              int data_type,\n                              int64_t nindptr,\n                              int64_t nelem,\n                              int64_t num_col,\n                              const char* parameters,\n                              const DatasetHandle reference,\n                              DatasetHandle* out) {\n  API_BEGIN();\n  if (num_col <= 0) {\n    Log::Fatal(\"The number of columns should be greater than zero.\");\n  } else if (num_col >= INT32_MAX) {\n    Log::Fatal(\"The number of columns should be smaller than INT32_MAX.\");\n  }\n  auto param = Config::Str2Map(parameters);\n  Config config;\n  config.Set(param);\n  OMP_SET_NUM_THREADS(config.num_threads);\n  std::unique_ptr<Dataset> ret;\n  auto get_row_fun = RowFunctionFromCSR<int>(indptr, indptr_type, indices, data, data_type, nindptr, nelem);\n  int32_t nrow = static_cast<int32_t>(nindptr - 1);\n  if (reference == nullptr) {\n    // sample data first\n    auto sample_indices = CreateSampleIndices(nrow, config);\n    int sample_cnt = static_cast<int>(sample_indices.size());\n    std::vector<std::vector<double>> sample_values(num_col);\n    std::vector<std::vector<int>> sample_idx(num_col);\n    for (size_t i = 0; i < sample_indices.size(); ++i) {\n      auto idx = sample_indices[i];\n      auto row = get_row_fun(static_cast<int>(idx));\n      for (std::pair<int, double>& inner_data : row) {\n        CHECK_LT(inner_data.first, num_col);\n        if (std::fabs(inner_data.second) > kZeroThreshold || std::isnan(inner_data.second)) {\n          sample_values[inner_data.first].emplace_back(inner_data.second);\n          sample_idx[inner_data.first].emplace_back(static_cast<int>(i));\n        }\n      }\n    }\n    DatasetLoader loader(config, nullptr, 1, nullptr);\n    ret.reset(loader.ConstructFromSampleData(Vector2Ptr<double>(&sample_values).data(),\n                                             Vector2Ptr<int>(&sample_idx).data(),\n                                             static_cast<int>(num_col),\n                                             VectorSize<double>(sample_values).data(),\n                                             sample_cnt,\n                                             nrow,\n                                             nrow));\n  } else {\n    ret.reset(new Dataset(nrow));\n    ret->CreateValid(\n      reinterpret_cast<const Dataset*>(reference));\n    if (ret->has_raw()) {\n      ret->ResizeRaw(nrow);\n    }\n  }\n  OMP_INIT_EX();\n  #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n  for (int i = 0; i < static_cast<int>(nindptr - 1); ++i) {\n    OMP_LOOP_EX_BEGIN();\n    const int tid = omp_get_thread_num();\n    auto one_row = get_row_fun(i);\n    ret->PushOneRow(tid, i, one_row);\n    OMP_LOOP_EX_END();\n  }\n  OMP_THROW_EX();\n  ret->FinishLoad();\n  *out = ret.release();\n  API_END();\n}\n\nint LGBM_DatasetCreateFromCSRFunc(void* get_row_funptr,\n                                  int num_rows,\n                                  int64_t num_col,\n                                  const char* parameters,\n                                  const DatasetHandle reference,\n                                  DatasetHandle* out) {\n  API_BEGIN();\n  if (num_col <= 0) {\n    Log::Fatal(\"The number of columns should be greater than zero.\");\n  } else if (num_col >= INT32_MAX) {\n    Log::Fatal(\"The number of columns should be smaller than INT32_MAX.\");\n  }\n  auto get_row_fun = *static_cast<std::function<void(int idx, std::vector<std::pair<int, double>>&)>*>(get_row_funptr);\n  auto param = Config::Str2Map(parameters);\n  Config config;\n  config.Set(param);\n  OMP_SET_NUM_THREADS(config.num_threads);\n  std::unique_ptr<Dataset> ret;\n  int32_t nrow = num_rows;\n  if (reference == nullptr) {\n    // sample data first\n    auto sample_indices = CreateSampleIndices(nrow, config);\n    int sample_cnt = static_cast<int>(sample_indices.size());\n    std::vector<std::vector<double>> sample_values(num_col);\n    std::vector<std::vector<int>> sample_idx(num_col);\n    // local buffer to re-use memory\n    std::vector<std::pair<int, double>> buffer;\n    for (size_t i = 0; i < sample_indices.size(); ++i) {\n      auto idx = sample_indices[i];\n      get_row_fun(static_cast<int>(idx), buffer);\n      for (std::pair<int, double>& inner_data : buffer) {\n        CHECK_LT(inner_data.first, num_col);\n        if (std::fabs(inner_data.second) > kZeroThreshold || std::isnan(inner_data.second)) {\n          sample_values[inner_data.first].emplace_back(inner_data.second);\n          sample_idx[inner_data.first].emplace_back(static_cast<int>(i));\n        }\n      }\n    }\n    DatasetLoader loader(config, nullptr, 1, nullptr);\n    ret.reset(loader.ConstructFromSampleData(Vector2Ptr<double>(&sample_values).data(),\n                                             Vector2Ptr<int>(&sample_idx).data(),\n                                             static_cast<int>(num_col),\n                                             VectorSize<double>(sample_values).data(),\n                                             sample_cnt,\n                                             nrow,\n                                             nrow));\n  } else {\n    ret.reset(new Dataset(nrow));\n    ret->CreateValid(\n      reinterpret_cast<const Dataset*>(reference));\n    if (ret->has_raw()) {\n      ret->ResizeRaw(nrow);\n    }\n  }\n\n  OMP_INIT_EX();\n  std::vector<std::pair<int, double>> thread_buffer;\n  #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) private(thread_buffer)\n  for (int i = 0; i < num_rows; ++i) {\n    OMP_LOOP_EX_BEGIN();\n    {\n      const int tid = omp_get_thread_num();\n      get_row_fun(i, thread_buffer);\n      ret->PushOneRow(tid, i, thread_buffer);\n    }\n    OMP_LOOP_EX_END();\n  }\n  OMP_THROW_EX();\n  ret->FinishLoad();\n  *out = ret.release();\n  API_END();\n}\n\nint LGBM_DatasetCreateFromCSC(const void* col_ptr,\n                              int col_ptr_type,\n                              const int32_t* indices,\n                              const void* data,\n                              int data_type,\n                              int64_t ncol_ptr,\n                              int64_t nelem,\n                              int64_t num_row,\n                              const char* parameters,\n                              const DatasetHandle reference,\n                              DatasetHandle* out) {\n  API_BEGIN();\n  auto param = Config::Str2Map(parameters);\n  Config config;\n  config.Set(param);\n  OMP_SET_NUM_THREADS(config.num_threads);\n  std::unique_ptr<Dataset> ret;\n  int32_t nrow = static_cast<int32_t>(num_row);\n  if (reference == nullptr) {\n    // sample data first\n    auto sample_indices = CreateSampleIndices(nrow, config);\n    int sample_cnt = static_cast<int>(sample_indices.size());\n    std::vector<std::vector<double>> sample_values(ncol_ptr - 1);\n    std::vector<std::vector<int>> sample_idx(ncol_ptr - 1);\n    OMP_INIT_EX();\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n    for (int i = 0; i < static_cast<int>(sample_values.size()); ++i) {\n      OMP_LOOP_EX_BEGIN();\n      CSC_RowIterator col_it(col_ptr, col_ptr_type, indices, data, data_type, ncol_ptr, nelem, i);\n      for (int j = 0; j < sample_cnt; j++) {\n        auto val = col_it.Get(sample_indices[j]);\n        if (std::fabs(val) > kZeroThreshold || std::isnan(val)) {\n          sample_values[i].emplace_back(val);\n          sample_idx[i].emplace_back(j);\n        }\n      }\n      OMP_LOOP_EX_END();\n    }\n    OMP_THROW_EX();\n    DatasetLoader loader(config, nullptr, 1, nullptr);\n    ret.reset(loader.ConstructFromSampleData(Vector2Ptr<double>(&sample_values).data(),\n                                             Vector2Ptr<int>(&sample_idx).data(),\n                                             static_cast<int>(sample_values.size()),\n                                             VectorSize<double>(sample_values).data(),\n                                             sample_cnt,\n                                             nrow,\n                                             nrow));\n  } else {\n    ret.reset(new Dataset(nrow));\n    ret->CreateValid(\n      reinterpret_cast<const Dataset*>(reference));\n  }\n  OMP_INIT_EX();\n  #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n  for (int i = 0; i < static_cast<int>(ncol_ptr - 1); ++i) {\n    OMP_LOOP_EX_BEGIN();\n    const int tid = omp_get_thread_num();\n    int feature_idx = ret->InnerFeatureIndex(i);\n    if (feature_idx < 0) {\n      continue;\n    }\n    int group = ret->Feature2Group(feature_idx);\n    int sub_feature = ret->Feature2SubFeature(feature_idx);\n    CSC_RowIterator col_it(col_ptr, col_ptr_type, indices, data, data_type, ncol_ptr, nelem, i);\n    auto bin_mapper = ret->FeatureBinMapper(feature_idx);\n    if (bin_mapper->GetDefaultBin() == bin_mapper->GetMostFreqBin()) {\n      int row_idx = 0;\n      while (row_idx < nrow) {\n        auto pair = col_it.NextNonZero();\n        row_idx = pair.first;\n        // no more data\n        if (row_idx < 0) {\n          break;\n        }\n        ret->PushOneData(tid, row_idx, group, feature_idx, sub_feature, pair.second);\n      }\n    } else {\n      for (int row_idx = 0; row_idx < nrow; ++row_idx) {\n        auto val = col_it.Get(row_idx);\n        ret->PushOneData(tid, row_idx, group, feature_idx, sub_feature, val);\n      }\n    }\n    OMP_LOOP_EX_END();\n  }\n  OMP_THROW_EX();\n  ret->FinishLoad();\n  *out = ret.release();\n  API_END();\n}\n\nint LGBM_DatasetCreateFromArrow(int64_t n_chunks,\n                                const struct ArrowArray* chunks,\n                                const struct ArrowSchema* schema,\n                                const char* parameters,\n                                const DatasetHandle reference,\n                                DatasetHandle *out) {\n  API_BEGIN();\n\n  auto param = Config::Str2Map(parameters);\n  Config config;\n  config.Set(param);\n  OMP_SET_NUM_THREADS(config.num_threads);\n\n  std::unique_ptr<Dataset> ret;\n\n  // Prepare the Arrow data\n  ArrowTable table(n_chunks, chunks, schema);\n\n  // Initialize the dataset\n  if (reference == nullptr) {\n    // If there is no reference dataset, we first sample indices\n    auto sample_indices = CreateSampleIndices(static_cast<int32_t>(table.get_num_rows()), config);\n    auto sample_count = static_cast<int>(sample_indices.size());\n    std::vector<std::vector<double>> sample_values(table.get_num_columns());\n    std::vector<std::vector<int>> sample_idx(table.get_num_columns());\n\n    // Then, we obtain sample values by parallelizing across columns\n    OMP_INIT_EX();\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n    for (int64_t j = 0; j < table.get_num_columns(); ++j) {\n      OMP_LOOP_EX_BEGIN();\n\n      // Values need to be copied from the record batches.\n      sample_values[j].reserve(sample_indices.size());\n      sample_idx[j].reserve(sample_indices.size());\n\n      // The chunks are iterated over in the inner loop as columns can be treated independently.\n      int last_idx = 0;\n      int i = 0;\n      auto it = table.get_column(j).begin<double>();\n      for (auto idx : sample_indices) {\n        std::advance(it, idx - last_idx);\n        auto v = *it;\n        if (std::fabs(v) > kZeroThreshold || std::isnan(v)) {\n          sample_values[j].emplace_back(v);\n          sample_idx[j].emplace_back(i);\n        }\n        last_idx = idx;\n        i++;\n      }\n      OMP_LOOP_EX_END();\n    }\n    OMP_THROW_EX();\n\n    // Finally, we initialize a loader from the sampled values\n    DatasetLoader loader(config, nullptr, 1, nullptr);\n    ret.reset(loader.ConstructFromSampleData(Vector2Ptr<double>(&sample_values).data(),\n                                             Vector2Ptr<int>(&sample_idx).data(),\n                                             table.get_num_columns(),\n                                             VectorSize<double>(sample_values).data(),\n                                             sample_count,\n                                             table.get_num_rows(),\n                                             table.get_num_rows()));\n  } else {\n    ret.reset(new Dataset(static_cast<data_size_t>(table.get_num_rows())));\n    ret->CreateValid(reinterpret_cast<const Dataset*>(reference));\n    if (ret->has_raw()) {\n      ret->ResizeRaw(static_cast<int>(table.get_num_rows()));\n    }\n  }\n\n  // After sampling and properly initializing all bins, we can add our data to the dataset. Here,\n  // we parallelize across rows.\n  OMP_INIT_EX();\n  #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n  for (int64_t j = 0; j < table.get_num_columns(); ++j) {\n    OMP_LOOP_EX_BEGIN();\n    const int tid = omp_get_thread_num();\n    data_size_t idx = 0;\n    auto column = table.get_column(j);\n    for (auto it = column.begin<double>(), end = column.end<double>(); it != end; ++it) {\n      ret->PushOneValue(tid, idx++, j, *it);\n    }\n    OMP_LOOP_EX_END();\n  }\n  OMP_THROW_EX();\n\n  ret->FinishLoad();\n  *out = ret.release();\n  API_END();\n}\n\nint LGBM_DatasetGetSubset(\n  const DatasetHandle handle,\n  const int32_t* used_row_indices,\n  int32_t num_used_row_indices,\n  const char* parameters,\n  DatasetHandle* out) {\n  API_BEGIN();\n  auto param = Config::Str2Map(parameters);\n  Config config;\n  config.Set(param);\n  OMP_SET_NUM_THREADS(config.num_threads);\n  auto full_dataset = reinterpret_cast<const Dataset*>(handle);\n  CHECK_GT(num_used_row_indices, 0);\n  const int32_t lower = 0;\n  const int32_t upper = full_dataset->num_data() - 1;\n  CheckElementsIntervalClosed(used_row_indices, lower, upper, num_used_row_indices, \"Used indices of subset\");\n  if (!std::is_sorted(used_row_indices, used_row_indices + num_used_row_indices)) {\n    Log::Fatal(\"used_row_indices should be sorted in Subset\");\n  }\n  auto ret = std::unique_ptr<Dataset>(new Dataset(num_used_row_indices));\n  ret->CopyFeatureMapperFrom(full_dataset);\n  ret->CopySubrow(full_dataset, used_row_indices, num_used_row_indices, true);\n  *out = ret.release();\n  API_END();\n}\n\nint LGBM_DatasetSetFeatureNames(\n  DatasetHandle handle,\n  const char** feature_names,\n  int num_feature_names) {\n  API_BEGIN();\n  auto dataset = reinterpret_cast<Dataset*>(handle);\n  std::vector<std::string> feature_names_str;\n  for (int i = 0; i < num_feature_names; ++i) {\n    feature_names_str.emplace_back(feature_names[i]);\n  }\n  dataset->set_feature_names(feature_names_str);\n  API_END();\n}\n\nint LGBM_DatasetGetFeatureNames(\n    DatasetHandle handle,\n    const int len,\n    int* num_feature_names,\n    const size_t buffer_len,\n    size_t* out_buffer_len,\n    char** feature_names) {\n  API_BEGIN();\n  *out_buffer_len = 0;\n  auto dataset = reinterpret_cast<Dataset*>(handle);\n  auto inside_feature_name = dataset->feature_names();\n  *num_feature_names = static_cast<int>(inside_feature_name.size());\n  for (int i = 0; i < *num_feature_names; ++i) {\n    if (i < len) {\n      std::memcpy(feature_names[i], inside_feature_name[i].c_str(), std::min(inside_feature_name[i].size() + 1, buffer_len));\n      feature_names[i][buffer_len - 1] = '\\0';\n    }\n    *out_buffer_len = std::max(inside_feature_name[i].size() + 1, *out_buffer_len);\n  }\n  API_END();\n}\n\n#ifdef _MSC_VER\n  #pragma warning(disable : 4702)\n#endif\nint LGBM_DatasetFree(DatasetHandle handle) {\n  API_BEGIN();\n  delete reinterpret_cast<Dataset*>(handle);\n  API_END();\n}\n\nint LGBM_DatasetSaveBinary(DatasetHandle handle,\n                           const char* filename) {\n  API_BEGIN();\n  auto dataset = reinterpret_cast<Dataset*>(handle);\n  dataset->SaveBinaryFile(filename);\n  API_END();\n}\n\nint LGBM_DatasetSerializeReferenceToBinary(DatasetHandle handle,\n                                           ByteBufferHandle* out,\n                                           int32_t* out_len) {\n  API_BEGIN();\n  auto dataset = reinterpret_cast<Dataset*>(handle);\n  std::unique_ptr<LightGBM::ByteBuffer> ret;\n  ret.reset(new LightGBM::ByteBuffer());\n  dataset->SerializeReference(ret.get());\n  *out_len = static_cast<int32_t>(ret->GetSize());\n  *out = ret.release();\n  API_END();\n}\n\nint LGBM_DatasetDumpText(DatasetHandle handle,\n                         const char* filename) {\n  API_BEGIN();\n  auto dataset = reinterpret_cast<Dataset*>(handle);\n  dataset->DumpTextFile(filename);\n  API_END();\n}\n\nint LGBM_DatasetSetField(DatasetHandle handle,\n                         const char* field_name,\n                         const void* field_data,\n                         int num_element,\n                         int type) {\n  API_BEGIN();\n  auto dataset = reinterpret_cast<Dataset*>(handle);\n  bool is_success = false;\n  if (type == C_API_DTYPE_FLOAT32) {\n    is_success = dataset->SetFloatField(field_name, reinterpret_cast<const float*>(field_data), static_cast<int32_t>(num_element));\n  } else if (type == C_API_DTYPE_INT32) {\n    is_success = dataset->SetIntField(field_name, reinterpret_cast<const int*>(field_data), static_cast<int32_t>(num_element));\n  } else if (type == C_API_DTYPE_FLOAT64) {\n    is_success = dataset->SetDoubleField(field_name, reinterpret_cast<const double*>(field_data), static_cast<int32_t>(num_element));\n  }\n  if (!is_success) {\n    Log::Fatal(\"Input data type error or field not found\");\n  }\n  API_END();\n}\n\nint LGBM_DatasetSetFieldFromArrow(DatasetHandle handle,\n                                  const char* field_name,\n                                  int64_t n_chunks,\n                                  const struct ArrowArray* chunks,\n                                  const struct ArrowSchema* schema) {\n  API_BEGIN();\n  auto dataset = reinterpret_cast<Dataset*>(handle);\n  ArrowChunkedArray ca(n_chunks, chunks, schema);\n  auto is_success = dataset->SetFieldFromArrow(field_name, ca);\n  if (!is_success) {\n    Log::Fatal(\"Input field is not supported\");\n  }\n  API_END();\n}\n\nint LGBM_DatasetGetField(DatasetHandle handle,\n                         const char* field_name,\n                         int* out_len,\n                         const void** out_ptr,\n                         int* out_type) {\n  API_BEGIN();\n  auto dataset = reinterpret_cast<Dataset*>(handle);\n  bool is_success = false;\n  if (dataset->GetFloatField(field_name, out_len, reinterpret_cast<const float**>(out_ptr))) {\n    *out_type = C_API_DTYPE_FLOAT32;\n    is_success = true;\n  } else if (dataset->GetIntField(field_name, out_len, reinterpret_cast<const int**>(out_ptr))) {\n    *out_type = C_API_DTYPE_INT32;\n    is_success = true;\n  } else if (dataset->GetDoubleField(field_name, out_len, reinterpret_cast<const double**>(out_ptr))) {\n    *out_type = C_API_DTYPE_FLOAT64;\n    is_success = true;\n  }\n  if (!is_success) {\n    Log::Fatal(\"Field not found\");\n  }\n  if (*out_ptr == nullptr) {\n    *out_len = 0;\n  }\n  API_END();\n}\n\nint LGBM_DatasetUpdateParamChecking(const char* old_parameters, const char* new_parameters) {\n  API_BEGIN();\n  auto old_param = Config::Str2Map(old_parameters);\n  Config old_config;\n  old_config.Set(old_param);\n  auto new_param = Config::Str2Map(new_parameters);\n  Booster::CheckDatasetResetConfig(old_config, new_param);\n  API_END();\n}\n\nint LGBM_DatasetGetNumData(DatasetHandle handle,\n                           int* out) {\n  API_BEGIN();\n  auto dataset = reinterpret_cast<Dataset*>(handle);\n  *out = dataset->num_data();\n  API_END();\n}\n\nint LGBM_DatasetGetNumFeature(DatasetHandle handle,\n                              int* out) {\n  API_BEGIN();\n  auto dataset = reinterpret_cast<Dataset*>(handle);\n  *out = dataset->num_total_features();\n  API_END();\n}\n\nint LGBM_DatasetGetFeatureNumBin(DatasetHandle handle,\n                                 int feature,\n                                 int* out) {\n  API_BEGIN();\n  auto dataset = reinterpret_cast<Dataset*>(handle);\n  int num_features = dataset->num_total_features();\n  if (feature < 0 || feature >= num_features) {\n    Log::Fatal(\"Tried to retrieve number of bins for feature index %d, \"\n               \"but the valid feature indices are [0, %d].\", feature, num_features - 1);\n  }\n  int inner_idx = dataset->InnerFeatureIndex(feature);\n  if (inner_idx >= 0) {\n    *out = dataset->FeatureNumBin(inner_idx);\n  } else {\n    *out = 0;\n  }\n  API_END();\n}\n\nint LGBM_DatasetAddFeaturesFrom(DatasetHandle target,\n                                DatasetHandle source) {\n  API_BEGIN();\n  auto target_d = reinterpret_cast<Dataset*>(target);\n  auto source_d = reinterpret_cast<Dataset*>(source);\n  target_d->AddFeaturesFrom(source_d);\n  API_END();\n}\n\n// ---- start of booster\n\nint LGBM_BoosterCreate(const DatasetHandle train_data,\n                       const char* parameters,\n                       BoosterHandle* out) {\n  API_BEGIN();\n  const Dataset* p_train_data = reinterpret_cast<const Dataset*>(train_data);\n  auto ret = std::unique_ptr<Booster>(new Booster(p_train_data, parameters));\n  *out = ret.release();\n  API_END();\n}\n\nint LGBM_BoosterCreateFromModelfile(\n  const char* filename,\n  int* out_num_iterations,\n  BoosterHandle* out) {\n  API_BEGIN();\n  auto ret = std::unique_ptr<Booster>(new Booster(filename));\n  *out_num_iterations = ret->GetBoosting()->GetCurrentIteration();\n  *out = ret.release();\n  API_END();\n}\n\nint LGBM_BoosterLoadModelFromString(\n  const char* model_str,\n  int* out_num_iterations,\n  BoosterHandle* out) {\n  API_BEGIN();\n  auto ret = std::unique_ptr<Booster>(new Booster(nullptr));\n  ret->LoadModelFromString(model_str);\n  *out_num_iterations = ret->GetBoosting()->GetCurrentIteration();\n  *out = ret.release();\n  API_END();\n}\n\nint LGBM_BoosterGetLoadedParam(\n  BoosterHandle handle,\n  int64_t buffer_len,\n  int64_t* out_len,\n  char* out_str) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  std::string params = ref_booster->GetBoosting()->GetLoadedParam();\n  *out_len = static_cast<int64_t>(params.size()) + 1;\n  if (*out_len <= buffer_len) {\n    std::memcpy(out_str, params.c_str(), *out_len);\n  }\n  API_END();\n}\n\n#ifdef _MSC_VER\n  #pragma warning(disable : 4702)\n#endif\nint LGBM_BoosterFree(BoosterHandle handle) {\n  API_BEGIN();\n  delete reinterpret_cast<Booster*>(handle);\n  API_END();\n}\n\nint LGBM_BoosterShuffleModels(BoosterHandle handle, int start_iter, int end_iter) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  ref_booster->ShuffleModels(start_iter, end_iter);\n  API_END();\n}\n\nint LGBM_BoosterMerge(BoosterHandle handle,\n                      BoosterHandle other_handle) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  Booster* ref_other_booster = reinterpret_cast<Booster*>(other_handle);\n  ref_booster->MergeFrom(ref_other_booster);\n  API_END();\n}\n\nint LGBM_BoosterAddValidData(BoosterHandle handle,\n                             const DatasetHandle valid_data) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  const Dataset* p_dataset = reinterpret_cast<const Dataset*>(valid_data);\n  ref_booster->AddValidData(p_dataset);\n  API_END();\n}\n\nint LGBM_BoosterResetTrainingData(BoosterHandle handle,\n                                  const DatasetHandle train_data) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  const Dataset* p_dataset = reinterpret_cast<const Dataset*>(train_data);\n  ref_booster->ResetTrainingData(p_dataset);\n  API_END();\n}\n\nint LGBM_BoosterResetParameter(BoosterHandle handle, const char* parameters) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  ref_booster->ResetConfig(parameters);\n  API_END();\n}\n\nint LGBM_BoosterGetNumClasses(BoosterHandle handle, int* out_len) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  *out_len = ref_booster->GetBoosting()->NumberOfClasses();\n  API_END();\n}\n\nint LGBM_BoosterGetLinear(BoosterHandle handle, int* out) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  if (ref_booster->GetBoosting()->IsLinear()) {\n    *out = 1;\n  } else {\n    *out = 0;\n  }\n  API_END();\n}\n\nint LGBM_BoosterRefit(BoosterHandle handle, const int32_t* leaf_preds, int32_t nrow, int32_t ncol) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  ref_booster->Refit(leaf_preds, nrow, ncol);\n  API_END();\n}\n\nint LGBM_BoosterUpdateOneIter(BoosterHandle handle, int* produced_empty_tree) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  if (ref_booster->TrainOneIter()) {\n    *produced_empty_tree = 1;\n  } else {\n    *produced_empty_tree = 0;\n  }\n  API_END();\n}\n\nint LGBM_BoosterUpdateOneIterCustom(BoosterHandle handle,\n                                    const float* grad,\n                                    const float* hess,\n                                    int* produced_empty_tree) {\n  API_BEGIN();\n  #ifdef SCORE_T_USE_DOUBLE\n  (void) handle;       // UNUSED VARIABLE\n  (void) grad;         // UNUSED VARIABLE\n  (void) hess;         // UNUSED VARIABLE\n  (void) produced_empty_tree;  // UNUSED VARIABLE\n  Log::Fatal(\"Don't support custom loss function when SCORE_T_USE_DOUBLE is enabled\");\n  #else\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  if (ref_booster->TrainOneIter(grad, hess)) {\n    *produced_empty_tree = 1;\n  } else {\n    *produced_empty_tree = 0;\n  }\n  #endif\n  API_END();\n}\n\nint LGBM_BoosterRollbackOneIter(BoosterHandle handle) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  ref_booster->RollbackOneIter();\n  API_END();\n}\n\nint LGBM_BoosterGetCurrentIteration(BoosterHandle handle, int* out_iteration) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  *out_iteration = ref_booster->GetBoosting()->GetCurrentIteration();\n  API_END();\n}\n\nint LGBM_BoosterNumModelPerIteration(BoosterHandle handle, int* out_tree_per_iteration) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  *out_tree_per_iteration = ref_booster->GetBoosting()->NumModelPerIteration();\n  API_END();\n}\n\nint LGBM_BoosterNumberOfTotalModel(BoosterHandle handle, int* out_models) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  *out_models = ref_booster->GetBoosting()->NumberOfTotalModel();\n  API_END();\n}\n\nint LGBM_BoosterGetEvalCounts(BoosterHandle handle, int* out_len) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  *out_len = ref_booster->GetEvalCounts();\n  API_END();\n}\n\nint LGBM_BoosterGetEvalNames(BoosterHandle handle,\n                             const int len,\n                             int* out_len,\n                             const size_t buffer_len,\n                             size_t* out_buffer_len,\n                             char** out_strs) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  *out_len = ref_booster->GetEvalNames(out_strs, len, buffer_len, out_buffer_len);\n  API_END();\n}\n\nint LGBM_BoosterGetFeatureNames(BoosterHandle handle,\n                                const int len,\n                                int* out_len,\n                                const size_t buffer_len,\n                                size_t* out_buffer_len,\n                                char** out_strs) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  *out_len = ref_booster->GetFeatureNames(out_strs, len, buffer_len, out_buffer_len);\n  API_END();\n}\n\nint LGBM_BoosterGetNumFeature(BoosterHandle handle, int* out_len) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  *out_len = ref_booster->GetBoosting()->MaxFeatureIdx() + 1;\n  API_END();\n}\n\nint LGBM_BoosterGetEval(BoosterHandle handle,\n                        int data_idx,\n                        int* out_len,\n                        double* out_results) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  auto boosting = ref_booster->GetBoosting();\n  auto result_buf = boosting->GetEvalAt(data_idx);\n  *out_len = static_cast<int>(result_buf.size());\n  for (size_t i = 0; i < result_buf.size(); ++i) {\n    (out_results)[i] = static_cast<double>(result_buf[i]);\n  }\n  API_END();\n}\n\nint LGBM_BoosterGetNumPredict(BoosterHandle handle,\n                              int data_idx,\n                              int64_t* out_len) {\n  API_BEGIN();\n  auto boosting = reinterpret_cast<Booster*>(handle)->GetBoosting();\n  *out_len = boosting->GetNumPredictAt(data_idx);\n  API_END();\n}\n\nint LGBM_BoosterGetPredict(BoosterHandle handle,\n                           int data_idx,\n                           int64_t* out_len,\n                           double* out_result) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  ref_booster->GetPredictAt(data_idx, out_result, out_len);\n  API_END();\n}\n\nint LGBM_BoosterPredictForFile(BoosterHandle handle,\n                               const char* data_filename,\n                               int data_has_header,\n                               int predict_type,\n                               int start_iteration,\n                               int num_iteration,\n                               const char* parameter,\n                               const char* result_filename) {\n  API_BEGIN();\n  auto param = Config::Str2Map(parameter);\n  Config config;\n  config.Set(param);\n  OMP_SET_NUM_THREADS(config.num_threads);\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  ref_booster->Predict(start_iteration, num_iteration, predict_type, data_filename, data_has_header,\n                       config, result_filename);\n  API_END();\n}\n\nint LGBM_BoosterCalcNumPredict(BoosterHandle handle,\n                               int num_row,\n                               int predict_type,\n                               int start_iteration,\n                               int num_iteration,\n                               int64_t* out_len) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  *out_len = static_cast<int64_t>(num_row) * ref_booster->GetBoosting()->NumPredictOneRow(start_iteration,\n    num_iteration, predict_type == C_API_PREDICT_LEAF_INDEX, predict_type == C_API_PREDICT_CONTRIB);\n  API_END();\n}\n\n// Naming: In future versions of LightGBM, public API named around `FastConfig` should be made named around\n// `SingleRowPredictor`, because it is specific to single row prediction, and doesn't actually hold only config.\n// For now this is kept as `FastConfig` for backwards compatibility.\n// At the same time, one should consider removing the old non-fast single row public API that stores its Predictor\n// in the Booster, because that will enable removing these Predictors from the Booster, and associated initialization\n// code.\nint LGBM_FastConfigFree(FastConfigHandle fastConfig) {\n  API_BEGIN();\n  delete reinterpret_cast<SingleRowPredictor*>(fastConfig);\n  API_END();\n}\n\nint LGBM_BoosterPredictForCSR(BoosterHandle handle,\n                              const void* indptr,\n                              int indptr_type,\n                              const int32_t* indices,\n                              const void* data,\n                              int data_type,\n                              int64_t nindptr,\n                              int64_t nelem,\n                              int64_t num_col,\n                              int predict_type,\n                              int start_iteration,\n                              int num_iteration,\n                              const char* parameter,\n                              int64_t* out_len,\n                              double* out_result) {\n  API_BEGIN();\n  if (num_col <= 0) {\n    Log::Fatal(\"The number of columns should be greater than zero.\");\n  } else if (num_col >= INT32_MAX) {\n    Log::Fatal(\"The number of columns should be smaller than INT32_MAX.\");\n  }\n  auto param = Config::Str2Map(parameter);\n  Config config;\n  config.Set(param);\n  OMP_SET_NUM_THREADS(config.num_threads);\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  auto get_row_fun = RowFunctionFromCSR<int>(indptr, indptr_type, indices, data, data_type, nindptr, nelem);\n  int nrow = static_cast<int>(nindptr - 1);\n  ref_booster->Predict(start_iteration, num_iteration, predict_type, nrow, static_cast<int>(num_col), get_row_fun,\n                       config, out_result, out_len);\n  API_END();\n}\n\nint LGBM_BoosterPredictSparseOutput(BoosterHandle handle,\n                                    const void* indptr,\n                                    int indptr_type,\n                                    const int32_t* indices,\n                                    const void* data,\n                                    int data_type,\n                                    int64_t nindptr,\n                                    int64_t nelem,\n                                    int64_t num_col_or_row,\n                                    int predict_type,\n                                    int start_iteration,\n                                    int num_iteration,\n                                    const char* parameter,\n                                    int matrix_type,\n                                    int64_t* out_len,\n                                    void** out_indptr,\n                                    int32_t** out_indices,\n                                    void** out_data) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  auto param = Config::Str2Map(parameter);\n  Config config;\n  config.Set(param);\n  OMP_SET_NUM_THREADS(config.num_threads);\n  if (matrix_type == C_API_MATRIX_TYPE_CSR) {\n    if (num_col_or_row <= 0) {\n      Log::Fatal(\"The number of columns should be greater than zero.\");\n    } else if (num_col_or_row >= INT32_MAX) {\n      Log::Fatal(\"The number of columns should be smaller than INT32_MAX.\");\n    }\n    auto get_row_fun = RowFunctionFromCSR<int64_t>(indptr, indptr_type, indices, data, data_type, nindptr, nelem);\n    int64_t nrow = nindptr - 1;\n    ref_booster->PredictSparseCSR(start_iteration, num_iteration, predict_type, nrow, static_cast<int>(num_col_or_row), get_row_fun,\n                                  config, out_len, out_indptr, indptr_type, out_indices, out_data, data_type);\n  } else if (matrix_type == C_API_MATRIX_TYPE_CSC) {\n    int num_threads = OMP_NUM_THREADS();\n    int ncol = static_cast<int>(nindptr - 1);\n    std::vector<std::vector<CSC_RowIterator>> iterators(num_threads, std::vector<CSC_RowIterator>());\n    for (int i = 0; i < num_threads; ++i) {\n      for (int j = 0; j < ncol; ++j) {\n        iterators[i].emplace_back(indptr, indptr_type, indices, data, data_type, nindptr, nelem, j);\n      }\n    }\n    std::function<std::vector<std::pair<int, double>>(int64_t row_idx)> get_row_fun =\n      [&iterators, ncol](int64_t i) {\n      std::vector<std::pair<int, double>> one_row;\n      one_row.reserve(ncol);\n      const int tid = omp_get_thread_num();\n      for (int j = 0; j < ncol; ++j) {\n        auto val = iterators[tid][j].Get(static_cast<int>(i));\n        if (std::fabs(val) > kZeroThreshold || std::isnan(val)) {\n          one_row.emplace_back(j, val);\n        }\n      }\n      return one_row;\n    };\n    ref_booster->PredictSparseCSC(start_iteration, num_iteration, predict_type, num_col_or_row, ncol, get_row_fun, config,\n                                  out_len, out_indptr, indptr_type, out_indices, out_data, data_type);\n  } else {\n    Log::Fatal(\"Unknown matrix type in LGBM_BoosterPredictSparseOutput\");\n  }\n  API_END();\n}\n\nint LGBM_BoosterFreePredictSparse(void* indptr, int32_t* indices, void* data, int indptr_type, int data_type) {\n  API_BEGIN();\n  if (indptr_type == C_API_DTYPE_INT32) {\n    delete[] reinterpret_cast<int32_t*>(indptr);\n  } else if (indptr_type == C_API_DTYPE_INT64) {\n    delete[] reinterpret_cast<int64_t*>(indptr);\n  } else {\n    Log::Fatal(\"Unknown indptr type in LGBM_BoosterFreePredictSparse\");\n  }\n  delete[] indices;\n  if (data_type == C_API_DTYPE_FLOAT32) {\n    delete[] reinterpret_cast<float*>(data);\n  } else if (data_type == C_API_DTYPE_FLOAT64) {\n    delete[] reinterpret_cast<double*>(data);\n  } else {\n    Log::Fatal(\"Unknown data type in LGBM_BoosterFreePredictSparse\");\n  }\n  API_END();\n}\n\nint LGBM_BoosterPredictForCSRSingleRow(BoosterHandle handle,\n                                       const void* indptr,\n                                       int indptr_type,\n                                       const int32_t* indices,\n                                       const void* data,\n                                       int data_type,\n                                       int64_t nindptr,\n                                       int64_t nelem,\n                                       int64_t num_col,\n                                       int predict_type,\n                                       int start_iteration,\n                                       int num_iteration,\n                                       const char* parameter,\n                                       int64_t* out_len,\n                                       double* out_result) {\n  API_BEGIN();\n  if (num_col <= 0) {\n    Log::Fatal(\"The number of columns should be greater than zero.\");\n  } else if (num_col >= INT32_MAX) {\n    Log::Fatal(\"The number of columns should be smaller than INT32_MAX.\");\n  }\n  auto param = Config::Str2Map(parameter);\n  Config config;\n  config.Set(param);\n  OMP_SET_NUM_THREADS(config.num_threads);\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  auto get_row_fun = RowFunctionFromCSR<int>(indptr, indptr_type, indices, data, data_type, nindptr, nelem);\n  ref_booster->SetSingleRowPredictorInner(start_iteration, num_iteration, predict_type, config);\n  ref_booster->PredictSingleRow(predict_type, static_cast<int32_t>(num_col), get_row_fun, config, out_result, out_len);\n  API_END();\n}\n\nint LGBM_BoosterPredictForCSRSingleRowFastInit(BoosterHandle handle,\n                                               const int predict_type,\n                                               const int start_iteration,\n                                               const int num_iteration,\n                                               const int data_type,\n                                               const int64_t num_col,\n                                               const char* parameter,\n                                               FastConfigHandle *out_fastConfig) {\n  API_BEGIN();\n  if (num_col <= 0) {\n    Log::Fatal(\"The number of columns should be greater than zero.\");\n  } else if (num_col >= INT32_MAX) {\n    Log::Fatal(\"The number of columns should be smaller than INT32_MAX.\");\n  }\n\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n\n  std::unique_ptr<SingleRowPredictor> single_row_predictor =\n    ref_booster->InitSingleRowPredictor(start_iteration, num_iteration, predict_type, data_type, static_cast<int32_t>(num_col), parameter);\n\n  OMP_SET_NUM_THREADS(single_row_predictor->config.num_threads);\n\n  *out_fastConfig = single_row_predictor.release();\n  API_END();\n}\n\nint LGBM_BoosterPredictForCSRSingleRowFast(FastConfigHandle fastConfig_handle,\n                                           const void* indptr,\n                                           const int indptr_type,\n                                           const int32_t* indices,\n                                           const void* data,\n                                           const int64_t nindptr,\n                                           const int64_t nelem,\n                                           int64_t* out_len,\n                                           double* out_result) {\n  API_BEGIN();\n  SingleRowPredictor *single_row_predictor = reinterpret_cast<SingleRowPredictor*>(fastConfig_handle);\n  auto get_row_fun = RowFunctionFromCSR<int>(indptr, indptr_type, indices, data, single_row_predictor->data_type, nindptr, nelem);\n  single_row_predictor->Predict(get_row_fun, out_result, out_len);\n  API_END();\n}\n\n\nint LGBM_BoosterPredictForCSC(BoosterHandle handle,\n                              const void* col_ptr,\n                              int col_ptr_type,\n                              const int32_t* indices,\n                              const void* data,\n                              int data_type,\n                              int64_t ncol_ptr,\n                              int64_t nelem,\n                              int64_t num_row,\n                              int predict_type,\n                              int start_iteration,\n                              int num_iteration,\n                              const char* parameter,\n                              int64_t* out_len,\n                              double* out_result) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  auto param = Config::Str2Map(parameter);\n  Config config;\n  config.Set(param);\n  OMP_SET_NUM_THREADS(config.num_threads);\n  int num_threads = OMP_NUM_THREADS();\n  int ncol = static_cast<int>(ncol_ptr - 1);\n  std::vector<std::vector<CSC_RowIterator>> iterators(num_threads, std::vector<CSC_RowIterator>());\n  for (int i = 0; i < num_threads; ++i) {\n    for (int j = 0; j < ncol; ++j) {\n      iterators[i].emplace_back(col_ptr, col_ptr_type, indices, data, data_type, ncol_ptr, nelem, j);\n    }\n  }\n  std::function<std::vector<std::pair<int, double>>(int row_idx)> get_row_fun =\n      [&iterators, ncol](int i) {\n        std::vector<std::pair<int, double>> one_row;\n        one_row.reserve(ncol);\n        const int tid = omp_get_thread_num();\n        for (int j = 0; j < ncol; ++j) {\n          auto val = iterators[tid][j].Get(i);\n          if (std::fabs(val) > kZeroThreshold || std::isnan(val)) {\n            one_row.emplace_back(j, val);\n          }\n        }\n        return one_row;\n      };\n  ref_booster->Predict(start_iteration, num_iteration, predict_type, static_cast<int>(num_row), ncol, get_row_fun, config,\n                       out_result, out_len);\n  API_END();\n}\n\nint LGBM_BoosterValidateFeatureNames(BoosterHandle handle,\n                                     const char** data_names,\n                                     int data_num_features) {\n  API_BEGIN();\n  int booster_num_features;\n  size_t out_buffer_len;\n  LGBM_BoosterGetFeatureNames(handle, 0, &booster_num_features, 0, &out_buffer_len, nullptr);\n  if (booster_num_features != data_num_features) {\n    Log::Fatal(\"Model was trained on %d features, but got %d input features to predict.\", booster_num_features, data_num_features);\n  }\n  std::vector<std::vector<char>> tmp_names(booster_num_features, std::vector<char>(out_buffer_len));\n  std::vector<char*> booster_names = Vector2Ptr(&tmp_names);\n  LGBM_BoosterGetFeatureNames(handle, data_num_features, &booster_num_features, out_buffer_len, &out_buffer_len, booster_names.data());\n  for (int i = 0; i < booster_num_features; ++i) {\n    if (strcmp(data_names[i], booster_names[i]) != 0) {\n      Log::Fatal(\"Expected '%s' at position %d but found '%s'\", booster_names[i], i, data_names[i]);\n    }\n  }\n  API_END();\n}\n\nint LGBM_BoosterPredictForMat(BoosterHandle handle,\n                              const void* data,\n                              int data_type,\n                              int32_t nrow,\n                              int32_t ncol,\n                              int is_row_major,\n                              int predict_type,\n                              int start_iteration,\n                              int num_iteration,\n                              const char* parameter,\n                              int64_t* out_len,\n                              double* out_result) {\n  API_BEGIN();\n  auto param = Config::Str2Map(parameter);\n  Config config;\n  config.Set(param);\n  OMP_SET_NUM_THREADS(config.num_threads);\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  auto get_row_fun = RowPairFunctionFromDenseMatrix(data, nrow, ncol, data_type, is_row_major);\n  ref_booster->Predict(start_iteration, num_iteration, predict_type, nrow, ncol, get_row_fun,\n                       config, out_result, out_len);\n  API_END();\n}\n\nint LGBM_BoosterPredictForMatSingleRow(BoosterHandle handle,\n                                       const void* data,\n                                       int data_type,\n                                       int32_t ncol,\n                                       int is_row_major,\n                                       int predict_type,\n                                       int start_iteration,\n                                       int num_iteration,\n                                       const char* parameter,\n                                       int64_t* out_len,\n                                       double* out_result) {\n  API_BEGIN();\n  auto param = Config::Str2Map(parameter);\n  Config config;\n  config.Set(param);\n  OMP_SET_NUM_THREADS(config.num_threads);\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  auto get_row_fun = RowPairFunctionFromDenseMatrix(data, 1, ncol, data_type, is_row_major);\n  ref_booster->SetSingleRowPredictorInner(start_iteration, num_iteration, predict_type, config);\n  ref_booster->PredictSingleRow(predict_type, ncol, get_row_fun, config, out_result, out_len);\n  API_END();\n}\n\nint LGBM_BoosterPredictForMatSingleRowFastInit(BoosterHandle handle,\n                                               const int predict_type,\n                                               const int start_iteration,\n                                               const int num_iteration,\n                                               const int data_type,\n                                               const int32_t ncol,\n                                               const char* parameter,\n                                               FastConfigHandle *out_fastConfig) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n\n  std::unique_ptr<SingleRowPredictor> single_row_predictor =\n    ref_booster->InitSingleRowPredictor(predict_type, start_iteration, num_iteration, data_type, ncol, parameter);\n\n  OMP_SET_NUM_THREADS(single_row_predictor->config.num_threads);\n\n  *out_fastConfig = single_row_predictor.release();\n  API_END();\n}\n\nint LGBM_BoosterPredictForMatSingleRowFast(FastConfigHandle fastConfig_handle,\n                                           const void* data,\n                                           int64_t* out_len,\n                                           double* out_result) {\n  API_BEGIN();\n  SingleRowPredictor *single_row_predictor = reinterpret_cast<SingleRowPredictor*>(fastConfig_handle);\n  // Single row in row-major format:\n  auto get_row_fun = RowPairFunctionFromDenseMatrix(data, 1, single_row_predictor->num_cols, single_row_predictor->data_type, 1);\n  single_row_predictor->Predict(get_row_fun, out_result, out_len);\n  API_END();\n}\n\n\nint LGBM_BoosterPredictForMats(BoosterHandle handle,\n                               const void** data,\n                               int data_type,\n                               int32_t nrow,\n                               int32_t ncol,\n                               int predict_type,\n                               int start_iteration,\n                               int num_iteration,\n                               const char* parameter,\n                               int64_t* out_len,\n                               double* out_result) {\n  API_BEGIN();\n  auto param = Config::Str2Map(parameter);\n  Config config;\n  config.Set(param);\n  OMP_SET_NUM_THREADS(config.num_threads);\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  auto get_row_fun = RowPairFunctionFromDenseRows(data, ncol, data_type);\n  ref_booster->Predict(start_iteration, num_iteration, predict_type, nrow, ncol, get_row_fun, config, out_result, out_len);\n  API_END();\n}\n\nint LGBM_BoosterPredictForArrow(BoosterHandle handle,\n                                int64_t n_chunks,\n                                const struct ArrowArray* chunks,\n                                const struct ArrowSchema* schema,\n                                int predict_type,\n                                int start_iteration,\n                                int num_iteration,\n                                const char* parameter,\n                                int64_t* out_len,\n                                double* out_result) {\n  API_BEGIN();\n\n  // Apply the configuration\n  auto param = Config::Str2Map(parameter);\n  Config config;\n  config.Set(param);\n  OMP_SET_NUM_THREADS(config.num_threads);\n\n  // Set up chunked array and iterators for all columns\n  ArrowTable table(n_chunks, chunks, schema);\n  std::vector<ArrowChunkedArray::Iterator<double>> its;\n  its.reserve(table.get_num_columns());\n  for (int64_t j = 0; j < table.get_num_columns(); ++j) {\n    its.emplace_back(table.get_column(j).begin<double>());\n  }\n\n  // Build row function\n  auto num_columns = table.get_num_columns();\n  auto row_fn = [num_columns, &its] (int row_idx) {\n    std::vector<std::pair<int, double>> result;\n    result.reserve(num_columns);\n    for (int64_t j = 0; j < num_columns; ++j) {\n      result.emplace_back(static_cast<int>(j), its[j][row_idx]);\n    }\n    return result;\n  };\n\n  // Run prediction\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  ref_booster->Predict(start_iteration,\n                       num_iteration,\n                       predict_type,\n                       static_cast<int>(table.get_num_rows()),\n                       static_cast<int>(table.get_num_columns()),\n                       row_fn,\n                       config,\n                       out_result,\n                       out_len);\n  API_END();\n}\n\nint LGBM_BoosterSaveModel(BoosterHandle handle,\n                          int start_iteration,\n                          int num_iteration,\n                          int feature_importance_type,\n                          const char* filename) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  ref_booster->SaveModelToFile(start_iteration, num_iteration,\n                               feature_importance_type, filename);\n  API_END();\n}\n\nint LGBM_BoosterSaveModelToString(BoosterHandle handle,\n                                  int start_iteration,\n                                  int num_iteration,\n                                  int feature_importance_type,\n                                  int64_t buffer_len,\n                                  int64_t* out_len,\n                                  char* out_str) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  std::string model = ref_booster->SaveModelToString(\n      start_iteration, num_iteration, feature_importance_type);\n  *out_len = static_cast<int64_t>(model.size()) + 1;\n  if (*out_len <= buffer_len) {\n    std::memcpy(out_str, model.c_str(), *out_len);\n  }\n  API_END();\n}\n\nint LGBM_BoosterDumpModel(BoosterHandle handle,\n                          int start_iteration,\n                          int num_iteration,\n                          int feature_importance_type,\n                          int64_t buffer_len,\n                          int64_t* out_len,\n                          char* out_str) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  std::string model = ref_booster->DumpModel(start_iteration, num_iteration,\n                                             feature_importance_type);\n  *out_len = static_cast<int64_t>(model.size()) + 1;\n  if (*out_len <= buffer_len) {\n    std::memcpy(out_str, model.c_str(), *out_len);\n  }\n  API_END();\n}\n\nint LGBM_BoosterGetLeafValue(BoosterHandle handle,\n                             int tree_idx,\n                             int leaf_idx,\n                             double* out_val) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  *out_val = static_cast<double>(ref_booster->GetLeafValue(tree_idx, leaf_idx));\n  API_END();\n}\n\nint LGBM_BoosterSetLeafValue(BoosterHandle handle,\n                             int tree_idx,\n                             int leaf_idx,\n                             double val) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  ref_booster->SetLeafValue(tree_idx, leaf_idx, val);\n  API_END();\n}\n\nint LGBM_BoosterFeatureImportance(BoosterHandle handle,\n                                  int num_iteration,\n                                  int importance_type,\n                                  double* out_results) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  std::vector<double> feature_importances = ref_booster->FeatureImportance(num_iteration, importance_type);\n  for (size_t i = 0; i < feature_importances.size(); ++i) {\n    (out_results)[i] = feature_importances[i];\n  }\n  API_END();\n}\n\nint LGBM_BoosterGetUpperBoundValue(BoosterHandle handle,\n                                   double* out_results) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  double max_value = ref_booster->UpperBoundValue();\n  *out_results = max_value;\n  API_END();\n}\n\nint LGBM_BoosterGetLowerBoundValue(BoosterHandle handle,\n                                   double* out_results) {\n  API_BEGIN();\n  Booster* ref_booster = reinterpret_cast<Booster*>(handle);\n  double min_value = ref_booster->LowerBoundValue();\n  *out_results = min_value;\n  API_END();\n}\n\nint LGBM_NetworkInit(const char* machines,\n                     int local_listen_port,\n                     int listen_time_out,\n                     int num_machines) {\n  API_BEGIN();\n  Config config;\n  config.machines = RemoveQuotationSymbol(std::string(machines));\n  config.local_listen_port = local_listen_port;\n  config.num_machines = num_machines;\n  config.time_out = listen_time_out;\n  if (num_machines > 1) {\n    Network::Init(config);\n  }\n  API_END();\n}\n\nint LGBM_NetworkFree() {\n  API_BEGIN();\n  Network::Dispose();\n  API_END();\n}\n\nint LGBM_NetworkInitWithFunctions(int num_machines, int rank,\n                                  void* reduce_scatter_ext_fun,\n                                  void* allgather_ext_fun) {\n  API_BEGIN();\n  if (num_machines > 1) {\n    Network::Init(num_machines, rank, (ReduceScatterFunction)reduce_scatter_ext_fun, (AllgatherFunction)allgather_ext_fun);\n  }\n  API_END();\n}\n\nint LGBM_SetMaxThreads(int num_threads) {\n  API_BEGIN();\n  if (num_threads <= 0) {\n    LGBM_MAX_NUM_THREADS = -1;\n  } else {\n    LGBM_MAX_NUM_THREADS = num_threads;\n  }\n  API_END();\n}\n\nint LGBM_GetMaxThreads(int* out) {\n  API_BEGIN();\n  *out = LGBM_MAX_NUM_THREADS;\n  API_END();\n}\n\n\n// ---- start of some help functions\n\n\ntemplate<typename T>\nstd::function<std::vector<double>(int row_idx)>\nRowFunctionFromDenseMatrix_helper(const void* data, int num_row, int num_col, int is_row_major) {\n  const T* data_ptr = reinterpret_cast<const T*>(data);\n  if (is_row_major) {\n    return [=] (int row_idx) {\n      std::vector<double> ret(num_col);\n      auto tmp_ptr = data_ptr + static_cast<size_t>(num_col) * row_idx;\n      for (int i = 0; i < num_col; ++i) {\n        ret[i] = static_cast<double>(*(tmp_ptr + i));\n      }\n      return ret;\n    };\n  } else {\n    return [=] (int row_idx) {\n      std::vector<double> ret(num_col);\n      for (int i = 0; i < num_col; ++i) {\n        ret[i] = static_cast<double>(*(data_ptr + static_cast<size_t>(num_row) * i + row_idx));\n      }\n      return ret;\n    };\n  }\n}\n\nstd::function<std::vector<double>(int row_idx)>\nRowFunctionFromDenseMatrix(const void* data, int num_row, int num_col, int data_type, int is_row_major) {\n  if (data_type == C_API_DTYPE_FLOAT32) {\n    return RowFunctionFromDenseMatrix_helper<float>(data, num_row, num_col, is_row_major);\n  } else if (data_type == C_API_DTYPE_FLOAT64) {\n    return RowFunctionFromDenseMatrix_helper<double>(data, num_row, num_col, is_row_major);\n  }\n  Log::Fatal(\"Unknown data type in RowFunctionFromDenseMatrix\");\n  return nullptr;\n}\n\nstd::function<std::vector<std::pair<int, double>>(int row_idx)>\nRowPairFunctionFromDenseMatrix(const void* data, int num_row, int num_col, int data_type, int is_row_major) {\n  auto inner_function = RowFunctionFromDenseMatrix(data, num_row, num_col, data_type, is_row_major);\n  if (inner_function != nullptr) {\n    return [inner_function] (int row_idx) {\n      auto raw_values = inner_function(row_idx);\n      std::vector<std::pair<int, double>> ret;\n      ret.reserve(raw_values.size());\n      for (int i = 0; i < static_cast<int>(raw_values.size()); ++i) {\n        if (std::fabs(raw_values[i]) > kZeroThreshold || std::isnan(raw_values[i])) {\n          ret.emplace_back(i, raw_values[i]);\n        }\n      }\n      return ret;\n    };\n  }\n  return nullptr;\n}\n\n// data is array of pointers to individual rows\nstd::function<std::vector<std::pair<int, double>>(int row_idx)>\nRowPairFunctionFromDenseRows(const void** data, int num_col, int data_type) {\n  return [=](int row_idx) {\n    auto inner_function = RowFunctionFromDenseMatrix(data[row_idx], 1, num_col, data_type, /* is_row_major */ true);\n    auto raw_values = inner_function(0);\n    std::vector<std::pair<int, double>> ret;\n    ret.reserve(raw_values.size());\n    for (int i = 0; i < static_cast<int>(raw_values.size()); ++i) {\n      if (std::fabs(raw_values[i]) > kZeroThreshold || std::isnan(raw_values[i])) {\n        ret.emplace_back(i, raw_values[i]);\n      }\n    }\n    return ret;\n  };\n}\n\ntemplate<typename T, typename T1, typename T2>\nstd::function<std::vector<std::pair<int, double>>(T idx)>\nRowFunctionFromCSR_helper(const void* indptr, const int32_t* indices, const void* data) {\n  const T1* data_ptr = reinterpret_cast<const T1*>(data);\n  const T2* ptr_indptr = reinterpret_cast<const T2*>(indptr);\n  return [=] (T idx) {\n    std::vector<std::pair<int, double>> ret;\n    int64_t start = ptr_indptr[idx];\n    int64_t end = ptr_indptr[idx + 1];\n    if (end - start > 0)  {\n      ret.reserve(end - start);\n    }\n    for (int64_t i = start; i < end; ++i) {\n      ret.emplace_back(indices[i], data_ptr[i]);\n    }\n    return ret;\n  };\n}\n\ntemplate<typename T>\nstd::function<std::vector<std::pair<int, double>>(T idx)>\nRowFunctionFromCSR(const void* indptr, int indptr_type, const int32_t* indices, const void* data, int data_type, int64_t , int64_t ) {\n  if (data_type == C_API_DTYPE_FLOAT32) {\n    if (indptr_type == C_API_DTYPE_INT32) {\n     return RowFunctionFromCSR_helper<T, float, int32_t>(indptr, indices, data);\n    } else if (indptr_type == C_API_DTYPE_INT64) {\n     return RowFunctionFromCSR_helper<T, float, int64_t>(indptr, indices, data);\n    }\n  } else if (data_type == C_API_DTYPE_FLOAT64) {\n    if (indptr_type == C_API_DTYPE_INT32) {\n     return RowFunctionFromCSR_helper<T, double, int32_t>(indptr, indices, data);\n    } else if (indptr_type == C_API_DTYPE_INT64) {\n     return RowFunctionFromCSR_helper<T, double, int64_t>(indptr, indices, data);\n    }\n  }\n  Log::Fatal(\"Unknown data type in RowFunctionFromCSR\");\n  return nullptr;\n}\n\n\n\ntemplate <typename T1, typename T2>\nstd::function<std::pair<int, double>(int idx)> IterateFunctionFromCSC_helper(const void* col_ptr, const int32_t* indices, const void* data, int col_idx) {\n  const T1* data_ptr = reinterpret_cast<const T1*>(data);\n  const T2* ptr_col_ptr = reinterpret_cast<const T2*>(col_ptr);\n  int64_t start = ptr_col_ptr[col_idx];\n  int64_t end = ptr_col_ptr[col_idx + 1];\n  return [=] (int offset) {\n    int64_t i = static_cast<int64_t>(start + offset);\n    if (i >= end) {\n      return std::make_pair(-1, 0.0);\n    }\n    int idx = static_cast<int>(indices[i]);\n    double val = static_cast<double>(data_ptr[i]);\n    return std::make_pair(idx, val);\n  };\n}\n\nstd::function<std::pair<int, double>(int idx)>\nIterateFunctionFromCSC(const void* col_ptr, int col_ptr_type, const int32_t* indices, const void* data, int data_type, int64_t ncol_ptr, int64_t , int col_idx) {\n  CHECK(col_idx < ncol_ptr && col_idx >= 0);\n  if (data_type == C_API_DTYPE_FLOAT32) {\n    if (col_ptr_type == C_API_DTYPE_INT32) {\n      return IterateFunctionFromCSC_helper<float, int32_t>(col_ptr, indices, data, col_idx);\n    } else if (col_ptr_type == C_API_DTYPE_INT64) {\n      return IterateFunctionFromCSC_helper<float, int64_t>(col_ptr, indices, data, col_idx);\n    }\n  } else if (data_type == C_API_DTYPE_FLOAT64) {\n    if (col_ptr_type == C_API_DTYPE_INT32) {\n      return IterateFunctionFromCSC_helper<double, int32_t>(col_ptr, indices, data, col_idx);\n    } else if (col_ptr_type == C_API_DTYPE_INT64) {\n      return IterateFunctionFromCSC_helper<double, int64_t>(col_ptr, indices, data, col_idx);\n    }\n  }\n  Log::Fatal(\"Unknown data type in CSC matrix\");\n  return nullptr;\n}\n\nCSC_RowIterator::CSC_RowIterator(const void* col_ptr, int col_ptr_type, const int32_t* indices,\n                                 const void* data, int data_type, int64_t ncol_ptr, int64_t nelem, int col_idx) {\n  iter_fun_ = IterateFunctionFromCSC(col_ptr, col_ptr_type, indices, data, data_type, ncol_ptr, nelem, col_idx);\n}\n\ndouble CSC_RowIterator::Get(int idx) {\n  while (idx > cur_idx_ && !is_end_) {\n    auto ret = iter_fun_(nonzero_idx_);\n    if (ret.first < 0) {\n      is_end_ = true;\n      break;\n    }\n    cur_idx_ = ret.first;\n    cur_val_ = ret.second;\n    ++nonzero_idx_;\n  }\n  if (idx == cur_idx_) {\n    return cur_val_;\n  } else {\n    return 0.0f;\n  }\n}\n\nstd::pair<int, double> CSC_RowIterator::NextNonZero() {\n  if (!is_end_) {\n    auto ret = iter_fun_(nonzero_idx_);\n    ++nonzero_idx_;\n    if (ret.first < 0) {\n      is_end_ = true;\n    }\n    return ret;\n  } else {\n    return std::make_pair(-1, 0.0);\n  }\n}\n"
  },
  {
    "path": "src/cuda/cuda_algorithms.cu",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n * Modifications Copyright(C) 2023 Advanced Micro Devices, Inc. All rights reserved.\n */\n\n#ifdef USE_CUDA\n\n#include <LightGBM/cuda/cuda_algorithms.hpp>\n#include <LightGBM/cuda/cuda_rocm_interop.h>\n\n#include <algorithm>\n\nnamespace LightGBM {\n\ntemplate <typename T>\n__global__ void ShufflePrefixSumGlobalKernel(T* values, size_t len, T* block_prefix_sum_buffer) {\n  __shared__ T shared_mem_buffer[WARPSIZE];\n  const size_t index = static_cast<size_t>(threadIdx.x + blockIdx.x * blockDim.x);\n  T value = 0;\n  if (index < len) {\n    value = values[index];\n  }\n  const T prefix_sum_value = ShufflePrefixSum<T>(value, shared_mem_buffer);\n  values[index] = prefix_sum_value;\n  if (threadIdx.x == blockDim.x - 1) {\n    block_prefix_sum_buffer[blockIdx.x] = prefix_sum_value;\n  }\n}\n\ntemplate <typename T>\n__global__ void ShufflePrefixSumGlobalReduceBlockKernel(T* block_prefix_sum_buffer, int num_blocks) {\n  __shared__ T shared_mem_buffer[WARPSIZE];\n  const int num_blocks_per_thread = (num_blocks + GLOBAL_PREFIX_SUM_BLOCK_SIZE - 2) / (GLOBAL_PREFIX_SUM_BLOCK_SIZE - 1);\n  int thread_block_start = threadIdx.x == 0 ? 0 : (threadIdx.x - 1) * num_blocks_per_thread;\n  int thread_block_end = threadIdx.x == 0 ? 0 : min(thread_block_start + num_blocks_per_thread, num_blocks);\n  T base = 0;\n  for (int block_index = thread_block_start; block_index < thread_block_end; ++block_index) {\n    base += block_prefix_sum_buffer[block_index];\n  }\n  base = ShufflePrefixSum<T>(base, shared_mem_buffer);\n  thread_block_start = threadIdx.x == blockDim.x - 1 ? 0 : threadIdx.x * num_blocks_per_thread;\n  thread_block_end = threadIdx.x == blockDim.x - 1 ? 0 : min(thread_block_start + num_blocks_per_thread, num_blocks);\n  for (int block_index = thread_block_start + 1; block_index < thread_block_end; ++block_index) {\n    block_prefix_sum_buffer[block_index] += block_prefix_sum_buffer[block_index - 1];\n  }\n  for (int block_index = thread_block_start; block_index < thread_block_end; ++block_index) {\n    block_prefix_sum_buffer[block_index] += base;\n  }\n}\n\ntemplate <typename T>\n__global__ void ShufflePrefixSumGlobalAddBase(size_t len, const T* block_prefix_sum_buffer, T* values) {\n  const T base = blockIdx.x == 0 ? 0 : block_prefix_sum_buffer[blockIdx.x - 1];\n  const size_t index = static_cast<size_t>(threadIdx.x + blockIdx.x * blockDim.x);\n  if (index < len) {\n    values[index] += base;\n  }\n}\n\ntemplate <typename T>\nvoid ShufflePrefixSumGlobal(T* values, size_t len, T* block_prefix_sum_buffer) {\n  const int num_blocks = (static_cast<int>(len) + GLOBAL_PREFIX_SUM_BLOCK_SIZE - 1) / GLOBAL_PREFIX_SUM_BLOCK_SIZE;\n  ShufflePrefixSumGlobalKernel<<<num_blocks, GLOBAL_PREFIX_SUM_BLOCK_SIZE>>>(values, len, block_prefix_sum_buffer);\n  ShufflePrefixSumGlobalReduceBlockKernel<<<1, GLOBAL_PREFIX_SUM_BLOCK_SIZE>>>(block_prefix_sum_buffer, num_blocks);\n  ShufflePrefixSumGlobalAddBase<<<num_blocks, GLOBAL_PREFIX_SUM_BLOCK_SIZE>>>(len, block_prefix_sum_buffer, values);\n}\n\ntemplate void ShufflePrefixSumGlobal<uint16_t>(uint16_t* values, size_t len, uint16_t* block_prefix_sum_buffer);\ntemplate void ShufflePrefixSumGlobal<uint32_t>(uint32_t* values, size_t len, uint32_t* block_prefix_sum_buffer);\ntemplate void ShufflePrefixSumGlobal<uint64_t>(uint64_t* values, size_t len, uint64_t* block_prefix_sum_buffer);\n\n__global__ void BitonicArgSortItemsGlobalKernel(const double* scores,\n  const int num_queries,\n  const data_size_t* cuda_query_boundaries,\n  data_size_t* out_indices) {\n  const int query_index_start = static_cast<int>(blockIdx.x) * BITONIC_SORT_QUERY_ITEM_BLOCK_SIZE;\n  const int query_index_end = min(query_index_start + BITONIC_SORT_QUERY_ITEM_BLOCK_SIZE, num_queries);\n  for (int query_index = query_index_start; query_index < query_index_end; ++query_index) {\n    const data_size_t query_item_start = cuda_query_boundaries[query_index];\n    const data_size_t query_item_end = cuda_query_boundaries[query_index + 1];\n    const data_size_t num_items_in_query = query_item_end - query_item_start;\n    BitonicArgSortDevice<double, data_size_t, false, BITONIC_SORT_NUM_ELEMENTS, 11>(scores + query_item_start,\n          out_indices + query_item_start,\n          num_items_in_query);\n    __syncthreads();\n  }\n}\n\nvoid BitonicArgSortItemsGlobal(\n  const double* scores,\n  const int num_queries,\n  const data_size_t* cuda_query_boundaries,\n  data_size_t* out_indices) {\n  const int num_blocks = (num_queries + BITONIC_SORT_QUERY_ITEM_BLOCK_SIZE - 1) / BITONIC_SORT_QUERY_ITEM_BLOCK_SIZE;\n  BitonicArgSortItemsGlobalKernel<<<num_blocks, BITONIC_SORT_NUM_ELEMENTS>>>(\n    scores, num_queries, cuda_query_boundaries, out_indices);\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n}\n\ntemplate <typename T>\n__global__ void BlockReduceSum(T* block_buffer, const data_size_t num_blocks) {\n  __shared__ T shared_buffer[WARPSIZE];\n  T thread_sum = 0;\n  for (data_size_t block_index = static_cast<data_size_t>(threadIdx.x); block_index < num_blocks; block_index += static_cast<data_size_t>(blockDim.x)) {\n    thread_sum += block_buffer[block_index];\n  }\n  thread_sum = ShuffleReduceSum<T>(thread_sum, shared_buffer, blockDim.x);\n  if (threadIdx.x == 0) {\n    block_buffer[0] = thread_sum;\n  }\n}\n\ntemplate <typename VAL_T, typename REDUCE_T>\n__global__ void ShuffleReduceSumGlobalKernel(const VAL_T* values, const data_size_t num_value, REDUCE_T* block_buffer) {\n  __shared__ REDUCE_T shared_buffer[WARPSIZE];\n  const data_size_t data_index = static_cast<data_size_t>(blockIdx.x * blockDim.x + threadIdx.x);\n  const REDUCE_T value = (data_index < num_value ? static_cast<REDUCE_T>(values[data_index]) : 0.0f);\n  const REDUCE_T reduce_value = ShuffleReduceSum<REDUCE_T>(value, shared_buffer, blockDim.x);\n  if (threadIdx.x == 0) {\n    block_buffer[blockIdx.x] = reduce_value;\n  }\n}\n\ntemplate <typename VAL_T, typename REDUCE_T>\nvoid ShuffleReduceSumGlobal(const VAL_T* values, size_t n, REDUCE_T* block_buffer) {\n  const data_size_t num_value = static_cast<data_size_t>(n);\n  const data_size_t num_blocks = (num_value + GLOBAL_PREFIX_SUM_BLOCK_SIZE - 1) / GLOBAL_PREFIX_SUM_BLOCK_SIZE;\n  ShuffleReduceSumGlobalKernel<VAL_T, REDUCE_T><<<num_blocks, GLOBAL_PREFIX_SUM_BLOCK_SIZE>>>(values, num_value, block_buffer);\n  BlockReduceSum<REDUCE_T><<<1, GLOBAL_PREFIX_SUM_BLOCK_SIZE>>>(block_buffer, num_blocks);\n}\n\ntemplate void ShuffleReduceSumGlobal<label_t, double>(const label_t* values, size_t n, double* block_buffer);\ntemplate void ShuffleReduceSumGlobal<double, double>(const double* values, size_t n, double* block_buffer);\n\ntemplate <typename VAL_T, typename REDUCE_T>\n__global__ void ShuffleReduceMinGlobalKernel(const VAL_T* values, const data_size_t num_value, REDUCE_T* block_buffer) {\n  __shared__ REDUCE_T shared_buffer[WARPSIZE];\n  const data_size_t data_index = static_cast<data_size_t>(blockIdx.x * blockDim.x + threadIdx.x);\n  const REDUCE_T value = (data_index < num_value ? static_cast<REDUCE_T>(values[data_index]) : 0.0f);\n  const REDUCE_T reduce_value = ShuffleReduceMin<REDUCE_T>(value, shared_buffer, blockDim.x);\n  if (threadIdx.x == 0) {\n    block_buffer[blockIdx.x] = reduce_value;\n  }\n}\n\ntemplate <typename T>\n__global__ void ShuffleBlockReduceMin(T* block_buffer, const data_size_t num_blocks) {\n  __shared__ T shared_buffer[WARPSIZE];\n  T thread_min = 0;\n  for (data_size_t block_index = static_cast<data_size_t>(threadIdx.x); block_index < num_blocks; block_index += static_cast<data_size_t>(blockDim.x)) {\n    const T value = block_buffer[block_index];\n    if (value < thread_min) {\n      thread_min = value;\n    }\n  }\n  thread_min = ShuffleReduceMin<T>(thread_min, shared_buffer, blockDim.x);\n  if (threadIdx.x == 0) {\n    block_buffer[0] = thread_min;\n  }\n}\n\ntemplate <typename VAL_T, typename REDUCE_T>\nvoid ShuffleReduceMinGlobal(const VAL_T* values, size_t n, REDUCE_T* block_buffer) {\n  const data_size_t num_value = static_cast<data_size_t>(n);\n  const data_size_t num_blocks = (num_value + GLOBAL_PREFIX_SUM_BLOCK_SIZE - 1) / GLOBAL_PREFIX_SUM_BLOCK_SIZE;\n  ShuffleReduceMinGlobalKernel<VAL_T, REDUCE_T><<<num_blocks, GLOBAL_PREFIX_SUM_BLOCK_SIZE>>>(values, num_value, block_buffer);\n  ShuffleBlockReduceMin<REDUCE_T><<<1, GLOBAL_PREFIX_SUM_BLOCK_SIZE>>>(block_buffer, num_blocks);\n}\n\ntemplate void ShuffleReduceMinGlobal<label_t, double>(const label_t* values, size_t n, double* block_buffer);\n\ntemplate <typename VAL_T, typename REDUCE_T>\n__global__ void ShuffleReduceDotProdGlobalKernel(const VAL_T* values1, const VAL_T* values2, const data_size_t num_value, REDUCE_T* block_buffer) {\n  __shared__ REDUCE_T shared_buffer[WARPSIZE];\n  const data_size_t data_index = static_cast<data_size_t>(blockIdx.x * blockDim.x + threadIdx.x);\n  const REDUCE_T value1 = (data_index < num_value ? static_cast<REDUCE_T>(values1[data_index]) : 0.0f);\n  const REDUCE_T value2 = (data_index < num_value ? static_cast<REDUCE_T>(values2[data_index]) : 0.0f);\n  const REDUCE_T reduce_value = ShuffleReduceSum<REDUCE_T>(value1 * value2, shared_buffer, blockDim.x);\n  if (threadIdx.x == 0) {\n    block_buffer[blockIdx.x] = reduce_value;\n  }\n}\n\ntemplate <typename VAL_T, typename REDUCE_T>\nvoid ShuffleReduceDotProdGlobal(const VAL_T* values1, const VAL_T* values2, size_t n, REDUCE_T* block_buffer) {\n  const data_size_t num_value = static_cast<data_size_t>(n);\n  const data_size_t num_blocks = (num_value + GLOBAL_PREFIX_SUM_BLOCK_SIZE - 1) / GLOBAL_PREFIX_SUM_BLOCK_SIZE;\n  ShuffleReduceDotProdGlobalKernel<VAL_T, REDUCE_T><<<num_blocks, GLOBAL_PREFIX_SUM_BLOCK_SIZE>>>(values1, values2, num_value, block_buffer);\n  BlockReduceSum<REDUCE_T><<<1, GLOBAL_PREFIX_SUM_BLOCK_SIZE>>>(block_buffer, num_blocks);\n}\n\ntemplate void ShuffleReduceDotProdGlobal<label_t, double>(const label_t* values1, const label_t* values2, size_t n, double* block_buffer);\n\ntemplate <typename INDEX_T, typename VAL_T, typename REDUCE_T>\n__global__ void GlobalInclusiveArgPrefixSumKernel(\n  const INDEX_T* sorted_indices, const VAL_T* in_values, REDUCE_T* out_values, REDUCE_T* block_buffer, data_size_t num_data) {\n  __shared__ REDUCE_T shared_buffer[WARPSIZE];\n  const data_size_t data_index = static_cast<data_size_t>(threadIdx.x + blockIdx.x * blockDim.x);\n  REDUCE_T value = static_cast<REDUCE_T>(data_index < num_data ? in_values[sorted_indices[data_index]] : 0);\n  __syncthreads();\n  value = ShufflePrefixSum<REDUCE_T>(value, shared_buffer);\n  if (data_index < num_data) {\n    out_values[data_index] = value;\n  }\n  if (threadIdx.x == blockDim.x - 1) {\n    block_buffer[blockIdx.x + 1] = value;\n  }\n}\n\ntemplate <typename T>\n__global__ void GlobalInclusivePrefixSumReduceBlockKernel(T* block_buffer, data_size_t num_blocks) {\n  __shared__ T shared_buffer[WARPSIZE];\n  T thread_sum = 0;\n  const data_size_t num_blocks_per_thread = (num_blocks + static_cast<data_size_t>(blockDim.x)) / static_cast<data_size_t>(blockDim.x);\n  const data_size_t thread_start_block_index = static_cast<data_size_t>(threadIdx.x) * num_blocks_per_thread;\n  const data_size_t thread_end_block_index = min(thread_start_block_index + num_blocks_per_thread, num_blocks + 1);\n  for (data_size_t block_index = thread_start_block_index; block_index < thread_end_block_index; ++block_index) {\n    thread_sum += block_buffer[block_index];\n  }\n  ShufflePrefixSumExclusive<T>(thread_sum, shared_buffer);\n  for (data_size_t block_index = thread_start_block_index; block_index < thread_end_block_index; ++block_index) {\n    block_buffer[block_index] += thread_sum;\n  }\n}\n\ntemplate <typename T>\n__global__ void GlobalInclusivePrefixSumAddBlockBaseKernel(const T* block_buffer, T* values, data_size_t num_data) {\n  const T block_sum_base = block_buffer[blockIdx.x];\n  const data_size_t data_index = static_cast<data_size_t>(threadIdx.x + blockIdx.x * blockDim.x);\n  if (data_index < num_data) {\n    values[data_index] += block_sum_base;\n  }\n}\n\ntemplate <typename VAL_T, typename REDUCE_T, typename INDEX_T>\nvoid GlobalInclusiveArgPrefixSum(const INDEX_T* sorted_indices, const VAL_T* in_values, REDUCE_T* out_values, REDUCE_T* block_buffer, size_t n) {\n  const data_size_t num_data = static_cast<data_size_t>(n);\n  const data_size_t num_blocks = (num_data + GLOBAL_PREFIX_SUM_BLOCK_SIZE - 1) / GLOBAL_PREFIX_SUM_BLOCK_SIZE;\n  GlobalInclusiveArgPrefixSumKernel<INDEX_T, VAL_T, REDUCE_T><<<num_blocks, GLOBAL_PREFIX_SUM_BLOCK_SIZE>>>(\n    sorted_indices, in_values, out_values, block_buffer, num_data);\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n  GlobalInclusivePrefixSumReduceBlockKernel<REDUCE_T><<<1, GLOBAL_PREFIX_SUM_BLOCK_SIZE>>>(\n    block_buffer, num_blocks);\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n  GlobalInclusivePrefixSumAddBlockBaseKernel<REDUCE_T><<<num_blocks, GLOBAL_PREFIX_SUM_BLOCK_SIZE>>>(\n    block_buffer, out_values, num_data);\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n}\n\ntemplate void GlobalInclusiveArgPrefixSum<label_t, double, data_size_t>(const data_size_t* sorted_indices, const label_t* in_values, double* out_values, double* block_buffer, size_t n);\n\ntemplate <typename VAL_T, typename INDEX_T, bool ASCENDING>\n__global__ void BitonicArgSortGlobalKernel(const VAL_T* values, INDEX_T* indices, const int num_total_data) {\n  const int thread_index = static_cast<int>(threadIdx.x);\n  const int low = static_cast<int>(blockIdx.x * BITONIC_SORT_NUM_ELEMENTS);\n  const bool outer_ascending = ASCENDING ? (blockIdx.x % 2 == 0) : (blockIdx.x % 2 == 1);\n  const VAL_T* values_pointer = values + low;\n  INDEX_T* indices_pointer = indices + low;\n  const int num_data = min(BITONIC_SORT_NUM_ELEMENTS, num_total_data - low);\n  __shared__ VAL_T shared_values[BITONIC_SORT_NUM_ELEMENTS];\n  __shared__ INDEX_T shared_indices[BITONIC_SORT_NUM_ELEMENTS];\n  if (thread_index < num_data) {\n    shared_values[thread_index] = values_pointer[thread_index];\n    shared_indices[thread_index] = static_cast<INDEX_T>(thread_index + blockIdx.x * blockDim.x);\n  }\n  __syncthreads();\n  for (int depth = BITONIC_SORT_DEPTH - 1; depth >= 1; --depth) {\n    const int segment_length = 1 << (BITONIC_SORT_DEPTH - depth);\n    const int segment_index = thread_index / segment_length;\n    const bool ascending = outer_ascending ? (segment_index % 2 == 0) : (segment_index % 2 == 1);\n    const int num_total_segment = (num_data + segment_length - 1) / segment_length;\n    {\n      const int inner_depth = depth;\n      const int inner_segment_length_half = 1 << (BITONIC_SORT_DEPTH - 1 - inner_depth);\n      const int inner_segment_index_half = thread_index / inner_segment_length_half;\n      const int offset = ((inner_segment_index_half >> 1) == num_total_segment - 1 && ascending == outer_ascending) ?\n        (num_total_segment * segment_length - num_data) : 0;\n      const int segment_start = segment_index * segment_length;\n      if (inner_segment_index_half % 2 == 0) {\n        if (thread_index >= offset + segment_start) {\n          const int index_to_compare = thread_index + inner_segment_length_half - offset;\n          const INDEX_T this_index = shared_indices[thread_index];\n          const INDEX_T other_index = shared_indices[index_to_compare];\n          const VAL_T this_value = shared_values[thread_index];\n          const VAL_T other_value = shared_values[index_to_compare];\n          if (index_to_compare < num_data && (this_value > other_value) == ascending) {\n            shared_indices[thread_index] = other_index;\n            shared_indices[index_to_compare] = this_index;\n            shared_values[thread_index] = other_value;\n            shared_values[index_to_compare] = this_value;\n          }\n        }\n      }\n      __syncthreads();\n    }\n    for (int inner_depth = depth + 1; inner_depth < BITONIC_SORT_DEPTH; ++inner_depth) {\n      const int inner_segment_length_half = 1 << (BITONIC_SORT_DEPTH - 1 - inner_depth);\n      const int inner_segment_index_half = thread_index / inner_segment_length_half;\n      if (inner_segment_index_half % 2 == 0) {\n        const int index_to_compare = thread_index + inner_segment_length_half;\n        const INDEX_T this_index = shared_indices[thread_index];\n        const INDEX_T other_index = shared_indices[index_to_compare];\n        const VAL_T this_value = shared_values[thread_index];\n        const VAL_T other_value = shared_values[index_to_compare];\n        if (index_to_compare < num_data && (this_value > other_value) == ascending) {\n          shared_indices[thread_index] = other_index;\n          shared_indices[index_to_compare] = this_index;\n          shared_values[thread_index] = other_value;\n          shared_values[index_to_compare] = this_value;\n        }\n      }\n      __syncthreads();\n    }\n  }\n  if (thread_index < num_data) {\n    indices_pointer[thread_index] = shared_indices[thread_index];\n  }\n}\n\ntemplate <typename VAL_T, typename INDEX_T, bool ASCENDING>\n__global__ void BitonicArgSortMergeKernel(const VAL_T* values, INDEX_T* indices, const int segment_length, const int len) {\n  const int thread_index = static_cast<int>(threadIdx.x + blockIdx.x * blockDim.x);\n  const int segment_index = thread_index / segment_length;\n  const bool ascending = ASCENDING ? (segment_index % 2 == 0) : (segment_index % 2 == 1);\n  __shared__ VAL_T shared_values[BITONIC_SORT_NUM_ELEMENTS];\n  __shared__ INDEX_T shared_indices[BITONIC_SORT_NUM_ELEMENTS];\n  const int offset = static_cast<int>(blockIdx.x * blockDim.x);\n  const int local_len = min(BITONIC_SORT_NUM_ELEMENTS, len - offset);\n  if (thread_index < len) {\n    const INDEX_T index = indices[thread_index];\n    shared_values[threadIdx.x] = values[index];\n    shared_indices[threadIdx.x] = index;\n  }\n  __syncthreads();\n  int half_segment_length = BITONIC_SORT_NUM_ELEMENTS / 2;\n  while (half_segment_length >= 1) {\n    const int half_segment_index = static_cast<int>(threadIdx.x) / half_segment_length;\n    if (half_segment_index % 2 == 0) {\n      const int index_to_compare = static_cast<int>(threadIdx.x) + half_segment_length;\n      const INDEX_T this_index = shared_indices[threadIdx.x];\n      const INDEX_T other_index = shared_indices[index_to_compare];\n      const VAL_T this_value = shared_values[threadIdx.x];\n      const VAL_T other_value = shared_values[index_to_compare];\n      if (index_to_compare < local_len && ((this_value > other_value) == ascending)) {\n        shared_indices[threadIdx.x] = other_index;\n        shared_indices[index_to_compare] = this_index;\n        shared_values[threadIdx.x] = other_value;\n        shared_values[index_to_compare] = this_value;\n      }\n    }\n    __syncthreads();\n    half_segment_length >>= 1;\n  }\n  if (thread_index < len) {\n    indices[thread_index] = shared_indices[threadIdx.x];\n  }\n}\n\ntemplate <typename VAL_T, typename INDEX_T, bool ASCENDING, bool BEGIN>\n__global__ void BitonicArgCompareKernel(const VAL_T* values, INDEX_T* indices, const int half_segment_length, const int outer_segment_length, const int len) {\n  const int thread_index = static_cast<int>(threadIdx.x + blockIdx.x * blockDim.x);\n  const int segment_index = thread_index / outer_segment_length;\n  const int half_segment_index = thread_index / half_segment_length;\n  const bool ascending = ASCENDING ? (segment_index % 2 == 0) : (segment_index % 2 == 1);\n  if (half_segment_index % 2 == 0) {\n    const int num_total_segment = (len + outer_segment_length - 1) / outer_segment_length;\n    if (BEGIN && (half_segment_index >> 1) == num_total_segment - 1 && ascending == ASCENDING) {\n      const int offset = num_total_segment * outer_segment_length - len;\n      const int segment_start = segment_index * outer_segment_length;\n      if (thread_index >= offset + segment_start) {\n        const int index_to_compare = thread_index + half_segment_length - offset;\n        if (index_to_compare < len) {\n          const INDEX_T this_index = indices[thread_index];\n          const INDEX_T other_index = indices[index_to_compare];\n          if ((values[this_index] > values[other_index]) == ascending) {\n            indices[thread_index] = other_index;\n            indices[index_to_compare] = this_index;\n          }\n        }\n      }\n    } else {\n      const int index_to_compare = thread_index + half_segment_length;\n      if (index_to_compare < len) {\n        const INDEX_T this_index = indices[thread_index];\n        const INDEX_T other_index = indices[index_to_compare];\n        if ((values[this_index] > values[other_index]) == ascending) {\n          indices[thread_index] = other_index;\n          indices[index_to_compare] = this_index;\n        }\n      }\n    }\n  }\n}\n\ntemplate <typename VAL_T, typename INDEX_T, bool ASCENDING>\nvoid BitonicArgSortGlobalHelper(const VAL_T* values, INDEX_T* indices, const size_t len) {\n  int max_depth = 1;\n  int len_to_shift = static_cast<int>(len) - 1;\n  while (len_to_shift > 0) {\n    ++max_depth;\n    len_to_shift >>= 1;\n  }\n  const int num_blocks = (static_cast<int>(len) + BITONIC_SORT_NUM_ELEMENTS - 1) / BITONIC_SORT_NUM_ELEMENTS;\n  BitonicArgSortGlobalKernel<VAL_T, INDEX_T, ASCENDING><<<num_blocks, BITONIC_SORT_NUM_ELEMENTS>>>(values, indices, static_cast<int>(len));\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n  for (int depth = max_depth - 11; depth >= 1; --depth) {\n    const int segment_length = (1 << (max_depth - depth));\n    int half_segment_length = (segment_length >> 1);\n    {\n      BitonicArgCompareKernel<VAL_T, INDEX_T, ASCENDING, true><<<num_blocks, BITONIC_SORT_NUM_ELEMENTS>>>(\n        values, indices, half_segment_length, segment_length, static_cast<int>(len));\n      SynchronizeCUDADevice(__FILE__, __LINE__);\n      half_segment_length >>= 1;\n    }\n    for (int inner_depth = depth + 1; inner_depth <= max_depth - 11; ++inner_depth) {\n      BitonicArgCompareKernel<VAL_T, INDEX_T, ASCENDING, false><<<num_blocks, BITONIC_SORT_NUM_ELEMENTS>>>(\n        values, indices, half_segment_length, segment_length, static_cast<int>(len));\n      SynchronizeCUDADevice(__FILE__, __LINE__);\n      half_segment_length >>= 1;\n    }\n    BitonicArgSortMergeKernel<VAL_T, INDEX_T, ASCENDING><<<num_blocks, BITONIC_SORT_NUM_ELEMENTS>>>(\n      values, indices, segment_length, static_cast<int>(len));\n    SynchronizeCUDADevice(__FILE__, __LINE__);\n  }\n}\n\ntemplate <>\nvoid BitonicArgSortGlobal<double, data_size_t, false>(const double* values, data_size_t* indices, const size_t len) {\n  BitonicArgSortGlobalHelper<double, data_size_t, false>(values, indices, len);\n}\n\ntemplate <>\nvoid BitonicArgSortGlobal<double, data_size_t, true>(const double* values, data_size_t* indices, const size_t len) {\n  BitonicArgSortGlobalHelper<double, data_size_t, true>(values, indices, len);\n}\n\ntemplate <>\nvoid BitonicArgSortGlobal<label_t, data_size_t, false>(const label_t* values, data_size_t* indices, const size_t len) {\n  BitonicArgSortGlobalHelper<label_t, data_size_t, false>(values, indices, len);\n}\n\ntemplate <>\nvoid BitonicArgSortGlobal<data_size_t, int, true>(const data_size_t* values, int* indices, const size_t len) {\n  BitonicArgSortGlobalHelper<data_size_t, int, true>(values, indices, len);\n}\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/cuda/cuda_utils.cpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#ifdef USE_CUDA\n\n#include <LightGBM/cuda/cuda_rocm_interop.h>\n#include <LightGBM/cuda/cuda_utils.hu>\n\nnamespace LightGBM {\n\nvoid SynchronizeCUDADevice(const char* file, const int line) {\n  gpuAssert(cudaDeviceSynchronize(), file, line);\n}\n\nvoid SynchronizeCUDAStream(cudaStream_t cuda_stream, const char* file, const int line) {\n  gpuAssert(cudaStreamSynchronize(cuda_stream), file, line);\n}\n\nvoid PrintLastCUDAError() {\n  const char* error_name = cudaGetErrorName(cudaGetLastError());\n  Log::Fatal(error_name);\n}\n\nvoid SetCUDADevice(int gpu_device_id, const char* file, int line) {\n  int cur_gpu_device_id = 0;\n  CUDASUCCESS_OR_FATAL_OUTER(cudaGetDevice(&cur_gpu_device_id));\n  if (cur_gpu_device_id != gpu_device_id) {\n    CUDASUCCESS_OR_FATAL_OUTER(cudaSetDevice(gpu_device_id));\n  }\n}\n\nint GetCUDADevice(const char* file, int line) {\n  int cur_gpu_device_id = 0;\n  CUDASUCCESS_OR_FATAL_OUTER(cudaGetDevice(&cur_gpu_device_id));\n  return cur_gpu_device_id;\n}\n\ncudaStream_t CUDAStreamCreate() {\n  cudaStream_t cuda_stream;\n  CUDASUCCESS_OR_FATAL(cudaStreamCreate(&cuda_stream));\n  return cuda_stream;\n}\n\nvoid CUDAStreamDestroy(cudaStream_t cuda_stream) {\n  CUDASUCCESS_OR_FATAL(cudaStreamDestroy(cuda_stream));\n}\n\nvoid NCCLGroupStart() {\n  NCCLCHECK(ncclGroupStart());\n}\n\nvoid NCCLGroupEnd() {\n  NCCLCHECK(ncclGroupEnd());\n}\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/io/bin.cpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#include <LightGBM/bin.h>\n\n#include <LightGBM/utils/array_args.h>\n#include <LightGBM/utils/common.h>\n#include <LightGBM/utils/file_io.h>\n\n#include <algorithm>\n#include <cmath>\n#include <cstdint>\n#include <cstring>\n#include <limits>\n#include <vector>\n\n#include \"dense_bin.hpp\"\n#include \"multi_val_dense_bin.hpp\"\n#include \"multi_val_sparse_bin.hpp\"\n#include \"sparse_bin.hpp\"\n\nnamespace LightGBM {\n\nBinMapper::BinMapper(): num_bin_(1), is_trivial_(true), bin_type_(BinType::NumericalBin) {\n  bin_upper_bound_.clear();\n  bin_upper_bound_.push_back(std::numeric_limits<double>::infinity());\n}\n\n// deep copy function for BinMapper\nBinMapper::BinMapper(const BinMapper& other) {\n  num_bin_ = other.num_bin_;\n  missing_type_ = other.missing_type_;\n  is_trivial_ = other.is_trivial_;\n  sparse_rate_ = other.sparse_rate_;\n  bin_type_ = other.bin_type_;\n  if (bin_type_ == BinType::NumericalBin) {\n    bin_upper_bound_ = other.bin_upper_bound_;\n  } else {\n    bin_2_categorical_ = other.bin_2_categorical_;\n    categorical_2_bin_ = other.categorical_2_bin_;\n  }\n  min_val_ = other.min_val_;\n  max_val_ = other.max_val_;\n  default_bin_ = other.default_bin_;\n  most_freq_bin_ = other.most_freq_bin_;\n}\n\nBinMapper::BinMapper(const void* memory) {\n  CopyFrom(reinterpret_cast<const char*>(memory));\n}\n\nBinMapper::~BinMapper() {\n}\n\nbool NeedFilter(const std::vector<int>& cnt_in_bin, int total_cnt, int filter_cnt, BinType bin_type) {\n  if (bin_type == BinType::NumericalBin) {\n    int sum_left = 0;\n    for (size_t i = 0; i < cnt_in_bin.size() - 1; ++i) {\n      sum_left += cnt_in_bin[i];\n      if (sum_left >= filter_cnt && total_cnt - sum_left >= filter_cnt) {\n        return false;\n      }\n    }\n  } else {\n    if (cnt_in_bin.size() <= 2) {\n      for (size_t i = 0; i < cnt_in_bin.size() - 1; ++i) {\n        int sum_left = cnt_in_bin[i];\n        if (sum_left >= filter_cnt && total_cnt - sum_left >= filter_cnt) {\n          return false;\n        }\n      }\n    } else {\n      return false;\n    }\n  }\n  return true;\n}\n\nstd::vector<double> GreedyFindBin(const double* distinct_values, const int* counts,\n                                  int num_distinct_values, int max_bin,\n                                  size_t total_cnt, int min_data_in_bin) {\n  std::vector<double> bin_upper_bound;\n  CHECK_GT(max_bin, 0);\n  if (num_distinct_values <= max_bin) {\n    bin_upper_bound.clear();\n    int cur_cnt_inbin = 0;\n    for (int i = 0; i < num_distinct_values - 1; ++i) {\n      cur_cnt_inbin += counts[i];\n      if (cur_cnt_inbin >= min_data_in_bin) {\n        auto val = Common::GetDoubleUpperBound((distinct_values[i] + distinct_values[i + 1]) / 2.0);\n        if (bin_upper_bound.empty() || !Common::CheckDoubleEqualOrdered(bin_upper_bound.back(), val)) {\n          bin_upper_bound.push_back(val);\n          cur_cnt_inbin = 0;\n        }\n      }\n    }\n    cur_cnt_inbin += counts[num_distinct_values - 1];\n    bin_upper_bound.push_back(std::numeric_limits<double>::infinity());\n  } else {\n    if (min_data_in_bin > 0) {\n      max_bin = std::min(max_bin, static_cast<int>(total_cnt / min_data_in_bin));\n      max_bin = std::max(max_bin, 1);\n    }\n    double mean_bin_size = static_cast<double>(total_cnt) / max_bin;\n\n    // mean size for one bin\n    int rest_bin_cnt = max_bin;\n    int rest_sample_cnt = static_cast<int>(total_cnt);\n    std::vector<bool> is_big_count_value(num_distinct_values, false);\n    for (int i = 0; i < num_distinct_values; ++i) {\n      if (counts[i] >= mean_bin_size) {\n        is_big_count_value[i] = true;\n        --rest_bin_cnt;\n        rest_sample_cnt -= counts[i];\n      }\n    }\n    mean_bin_size = static_cast<double>(rest_sample_cnt) / rest_bin_cnt;\n    std::vector<double> upper_bounds(max_bin, std::numeric_limits<double>::infinity());\n    std::vector<double> lower_bounds(max_bin, std::numeric_limits<double>::infinity());\n\n    int bin_cnt = 0;\n    lower_bounds[bin_cnt] = distinct_values[0];\n    int cur_cnt_inbin = 0;\n    for (int i = 0; i < num_distinct_values - 1; ++i) {\n      if (!is_big_count_value[i]) {\n        rest_sample_cnt -= counts[i];\n      }\n      cur_cnt_inbin += counts[i];\n      // need a new bin\n      if (is_big_count_value[i] || cur_cnt_inbin >= mean_bin_size ||\n        (is_big_count_value[i + 1] && cur_cnt_inbin >= std::max(1.0, mean_bin_size * 0.5f))) {\n        upper_bounds[bin_cnt] = distinct_values[i];\n        ++bin_cnt;\n        lower_bounds[bin_cnt] = distinct_values[i + 1];\n        if (bin_cnt >= max_bin - 1) {\n          break;\n        }\n        cur_cnt_inbin = 0;\n        if (!is_big_count_value[i]) {\n          --rest_bin_cnt;\n          mean_bin_size = rest_sample_cnt / static_cast<double>(rest_bin_cnt);\n        }\n      }\n    }\n    ++bin_cnt;\n    // update bin upper bound\n    bin_upper_bound.clear();\n    for (int i = 0; i < bin_cnt - 1; ++i) {\n      auto val = Common::GetDoubleUpperBound((upper_bounds[i] + lower_bounds[i + 1]) / 2.0);\n      if (bin_upper_bound.empty() || !Common::CheckDoubleEqualOrdered(bin_upper_bound.back(), val)) {\n        bin_upper_bound.push_back(val);\n      }\n    }\n    // last bin upper bound\n    bin_upper_bound.push_back(std::numeric_limits<double>::infinity());\n  }\n  return bin_upper_bound;\n}\n\nstd::vector<double> FindBinWithPredefinedBin(const double* distinct_values, const int* counts,\n                                              int num_distinct_values, int max_bin,\n                                              size_t total_sample_cnt, int min_data_in_bin,\n                                              const std::vector<double>& forced_upper_bounds) {\n  std::vector<double> bin_upper_bound;\n\n  // get number of positive and negative distinct values\n  int left_cnt = -1;\n  for (int i = 0; i < num_distinct_values; ++i) {\n    if (distinct_values[i] > -kZeroThreshold) {\n      left_cnt = i;\n      break;\n    }\n  }\n  if (left_cnt < 0) {\n    left_cnt = num_distinct_values;\n  }\n  int right_start = -1;\n  for (int i = left_cnt; i < num_distinct_values; ++i) {\n    if (distinct_values[i] > kZeroThreshold) {\n      right_start = i;\n      break;\n    }\n  }\n\n  // include zero bounds and infinity bound\n  if (max_bin == 2) {\n    if (left_cnt == 0) {\n      bin_upper_bound.push_back(kZeroThreshold);\n    } else {\n      bin_upper_bound.push_back(-kZeroThreshold);\n    }\n  } else if (max_bin >= 3) {\n    if (left_cnt > 0) {\n      bin_upper_bound.push_back(-kZeroThreshold);\n    }\n    if (right_start >= 0) {\n      bin_upper_bound.push_back(kZeroThreshold);\n    }\n  }\n  bin_upper_bound.push_back(std::numeric_limits<double>::infinity());\n\n  // add forced bounds, excluding zeros since we have already added zero bounds\n  int max_to_insert = max_bin - static_cast<int>(bin_upper_bound.size());\n  int num_inserted = 0;\n  for (size_t i = 0; i < forced_upper_bounds.size(); ++i) {\n    if (num_inserted >= max_to_insert) {\n      break;\n    }\n    if (std::fabs(forced_upper_bounds[i]) > kZeroThreshold) {\n      bin_upper_bound.push_back(forced_upper_bounds[i]);\n      ++num_inserted;\n    }\n  }\n  std::stable_sort(bin_upper_bound.begin(), bin_upper_bound.end());\n\n  // find remaining bounds\n  int free_bins = max_bin - static_cast<int>(bin_upper_bound.size());\n  std::vector<double> bounds_to_add;\n  int value_ind = 0;\n  for (size_t i = 0; i < bin_upper_bound.size(); ++i) {\n    int cnt_in_bin = 0;\n    int distinct_cnt_in_bin = 0;\n    int bin_start = value_ind;\n    while ((value_ind < num_distinct_values) && (distinct_values[value_ind] < bin_upper_bound[i])) {\n      cnt_in_bin += counts[value_ind];\n      ++distinct_cnt_in_bin;\n      ++value_ind;\n    }\n    int bins_remaining = max_bin - static_cast<int>(bin_upper_bound.size()) - static_cast<int>(bounds_to_add.size());\n    int num_sub_bins = static_cast<int>(std::lround((static_cast<double>(cnt_in_bin) * free_bins / total_sample_cnt)));\n    num_sub_bins = std::min(num_sub_bins, bins_remaining) + 1;\n    if (i == bin_upper_bound.size() - 1) {\n      num_sub_bins = bins_remaining + 1;\n    }\n    std::vector<double> new_upper_bounds = GreedyFindBin(distinct_values + bin_start, counts + bin_start, distinct_cnt_in_bin,\n      num_sub_bins, cnt_in_bin, min_data_in_bin);\n    bounds_to_add.insert(bounds_to_add.end(), new_upper_bounds.begin(), new_upper_bounds.end() - 1);  // last bound is infinity\n  }\n  bin_upper_bound.insert(bin_upper_bound.end(), bounds_to_add.begin(), bounds_to_add.end());\n  std::stable_sort(bin_upper_bound.begin(), bin_upper_bound.end());\n  CHECK_LE(bin_upper_bound.size(), static_cast<size_t>(max_bin));\n  return bin_upper_bound;\n}\n\nstd::vector<double> FindBinWithZeroAsOneBin(const double* distinct_values, const int* counts, int num_distinct_values,\n                                            int max_bin, size_t total_sample_cnt, int min_data_in_bin) {\n  std::vector<double> bin_upper_bound;\n  int left_cnt_data = 0;\n  int cnt_zero = 0;\n  int right_cnt_data = 0;\n  for (int i = 0; i < num_distinct_values; ++i) {\n    if (distinct_values[i] <= -kZeroThreshold) {\n      left_cnt_data += counts[i];\n    } else if (distinct_values[i] > kZeroThreshold) {\n      right_cnt_data += counts[i];\n    } else {\n      cnt_zero += counts[i];\n    }\n  }\n\n  int left_cnt = -1;\n  for (int i = 0; i < num_distinct_values; ++i) {\n    if (distinct_values[i] > -kZeroThreshold) {\n      left_cnt = i;\n      break;\n    }\n  }\n\n  if (left_cnt < 0) {\n    left_cnt = num_distinct_values;\n  }\n\n  if ((left_cnt > 0) && (max_bin > 1)) {\n    int left_max_bin = static_cast<int>(static_cast<double>(left_cnt_data) / (total_sample_cnt - cnt_zero) * (max_bin - 1));\n    left_max_bin = std::max(1, left_max_bin);\n    bin_upper_bound = GreedyFindBin(distinct_values, counts, left_cnt, left_max_bin, left_cnt_data, min_data_in_bin);\n    if (bin_upper_bound.size() > 0) {\n      bin_upper_bound.back() = -kZeroThreshold;\n    }\n  }\n\n  int right_start = -1;\n  for (int i = left_cnt; i < num_distinct_values; ++i) {\n    if (distinct_values[i] > kZeroThreshold) {\n      right_start = i;\n      break;\n    }\n  }\n\n  int right_max_bin = max_bin - 1 - static_cast<int>(bin_upper_bound.size());\n  if (right_start >= 0 && right_max_bin > 0) {\n    auto right_bounds = GreedyFindBin(distinct_values + right_start, counts + right_start,\n      num_distinct_values - right_start, right_max_bin, right_cnt_data, min_data_in_bin);\n    bin_upper_bound.push_back(kZeroThreshold);\n    bin_upper_bound.insert(bin_upper_bound.end(), right_bounds.begin(), right_bounds.end());\n  } else {\n    bin_upper_bound.push_back(std::numeric_limits<double>::infinity());\n  }\n  CHECK_LE(bin_upper_bound.size(), static_cast<size_t>(max_bin));\n  return bin_upper_bound;\n}\n\nstd::vector<double> FindBinWithZeroAsOneBin(const double* distinct_values, const int* counts, int num_distinct_values,\n                                            int max_bin, size_t total_sample_cnt, int min_data_in_bin,\n                                            const std::vector<double>& forced_upper_bounds) {\n  if (forced_upper_bounds.empty()) {\n    return FindBinWithZeroAsOneBin(distinct_values, counts, num_distinct_values, max_bin, total_sample_cnt, min_data_in_bin);\n  } else {\n    return FindBinWithPredefinedBin(distinct_values, counts, num_distinct_values, max_bin, total_sample_cnt, min_data_in_bin,\n                                    forced_upper_bounds);\n  }\n}\n\nvoid BinMapper::FindBin(double* values, int num_sample_values, size_t total_sample_cnt,\n                        int max_bin, int min_data_in_bin, int min_split_data, bool pre_filter, BinType bin_type,\n                        bool use_missing, bool zero_as_missing,\n                        const std::vector<double>& forced_upper_bounds) {\n  int na_cnt = 0;\n  int non_na_cnt = 0;\n  for (int i = 0; i < num_sample_values; ++i) {\n    if (!std::isnan(values[i])) {\n      values[non_na_cnt++] = values[i];\n    }\n  }\n  if (!use_missing) {\n    missing_type_ = MissingType::None;\n  } else if (zero_as_missing) {\n    missing_type_ = MissingType::Zero;\n  } else {\n    if (non_na_cnt == num_sample_values) {\n      missing_type_ = MissingType::None;\n    } else {\n      missing_type_ = MissingType::NaN;\n      na_cnt = num_sample_values - non_na_cnt;\n    }\n  }\n  num_sample_values = non_na_cnt;\n\n  bin_type_ = bin_type;\n  default_bin_ = 0;\n  int zero_cnt = static_cast<int>(total_sample_cnt - num_sample_values - na_cnt);\n  // find distinct_values first\n  std::vector<double> distinct_values;\n  std::vector<int> counts;  // count of data points for each distinct feature value.\n\n  std::stable_sort(values, values + num_sample_values);\n\n  // push zero in the front\n  if (num_sample_values == 0 || (values[0] > 0.0f && zero_cnt > 0)) {\n    distinct_values.push_back(0.0f);\n    counts.push_back(zero_cnt);\n  }\n\n  if (num_sample_values > 0) {\n    distinct_values.push_back(values[0]);\n    counts.push_back(1);\n  }\n\n  for (int i = 1; i < num_sample_values; ++i) {\n    if (!Common::CheckDoubleEqualOrdered(values[i - 1], values[i])) {\n      if (values[i - 1] < 0.0f && values[i] > 0.0f) {\n        distinct_values.push_back(0.0f);\n        counts.push_back(zero_cnt);\n      }\n      distinct_values.push_back(values[i]);\n      counts.push_back(1);\n    } else {\n      // use the large value\n      distinct_values.back() = values[i];\n      ++counts.back();\n    }\n  }\n\n  // push zero in the back\n  if (num_sample_values > 0 && values[num_sample_values - 1] < 0.0f && zero_cnt > 0) {\n    distinct_values.push_back(0.0f);\n    counts.push_back(zero_cnt);\n  }\n  min_val_ = distinct_values.front();\n  max_val_ = distinct_values.back();\n  std::vector<int> cnt_in_bin;  // count of data points in each bin.\n  int num_distinct_values = static_cast<int>(distinct_values.size());\n  if (bin_type_ == BinType::NumericalBin) {\n    if (missing_type_ == MissingType::Zero) {\n      bin_upper_bound_ = FindBinWithZeroAsOneBin(distinct_values.data(), counts.data(), num_distinct_values, max_bin, total_sample_cnt,\n                                                  min_data_in_bin, forced_upper_bounds);\n      if (bin_upper_bound_.size() == 2) {\n        missing_type_ = MissingType::None;\n      }\n    } else if (missing_type_ == MissingType::None) {\n      bin_upper_bound_ = FindBinWithZeroAsOneBin(distinct_values.data(), counts.data(), num_distinct_values, max_bin, total_sample_cnt,\n                                                  min_data_in_bin, forced_upper_bounds);\n    } else {\n      bin_upper_bound_ = FindBinWithZeroAsOneBin(distinct_values.data(), counts.data(), num_distinct_values, max_bin - 1, total_sample_cnt - na_cnt,\n                                                  min_data_in_bin, forced_upper_bounds);\n      bin_upper_bound_.push_back(NaN);\n    }\n    num_bin_ = static_cast<int>(bin_upper_bound_.size());\n    {\n      cnt_in_bin.resize(num_bin_, 0);\n      int i_bin = 0;\n      for (int i = 0; i < num_distinct_values; ++i) {\n        while (distinct_values[i] > bin_upper_bound_[i_bin] && i_bin < num_bin_ - 1) {\n          ++i_bin;\n        }\n        cnt_in_bin[i_bin] += counts[i];\n      }\n      if (missing_type_ == MissingType::NaN) {\n        cnt_in_bin[num_bin_ - 1] = na_cnt;\n      }\n    }\n    CHECK_LE(num_bin_, max_bin);\n  } else {\n    // convert to int type first\n    std::vector<int> distinct_values_int;\n    std::vector<int> counts_int;\n    for (size_t i = 0; i < distinct_values.size(); ++i) {\n      int val = static_cast<int>(distinct_values[i]);\n      if (val < 0) {\n        na_cnt += counts[i];\n        Log::Warning(\"Met negative value in categorical features, will convert it to NaN\");\n      } else {\n        if (distinct_values_int.empty() || val != distinct_values_int.back()) {\n          distinct_values_int.push_back(val);\n          counts_int.push_back(counts[i]);\n        } else {\n          counts_int.back() += counts[i];\n        }\n      }\n    }\n    int rest_cnt = static_cast<int>(total_sample_cnt - na_cnt);\n    if (rest_cnt > 0) {\n      const int SPARSE_RATIO = 100;\n      if (distinct_values_int.back() / SPARSE_RATIO > static_cast<int>(distinct_values_int.size())) {\n        Log::Warning(\"Met categorical feature which contains sparse values. \"\n                      \"Consider renumbering to consecutive integers started from zero\");\n      }\n      // sort by counts in descending order\n      Common::SortForPair<int, int>(&counts_int, &distinct_values_int, 0, true);\n      // will ignore the categorical of small counts\n      int cut_cnt = static_cast<int>(\n          Common::RoundInt((total_sample_cnt - na_cnt) * 0.99f));\n      size_t cur_cat_idx = 0;  // index of current category.\n      categorical_2_bin_.clear();\n      bin_2_categorical_.clear();\n      int used_cnt = 0;\n      int distinct_cnt = static_cast<int>(distinct_values_int.size());\n      if (na_cnt > 0) {\n        ++distinct_cnt;\n      }\n      max_bin = std::min(distinct_cnt, max_bin);\n      cnt_in_bin.clear();\n\n      // Push the dummy bin for NaN\n      bin_2_categorical_.push_back(-1);\n      categorical_2_bin_[-1] = 0;\n      cnt_in_bin.push_back(0);\n      num_bin_ = 1;\n      while (cur_cat_idx < distinct_values_int.size()\n              && (used_cnt < cut_cnt || num_bin_ < max_bin)) {\n        if (counts_int[cur_cat_idx] < min_data_in_bin && cur_cat_idx > 1) {\n          break;\n        }\n        bin_2_categorical_.push_back(distinct_values_int[cur_cat_idx]);\n        categorical_2_bin_[distinct_values_int[cur_cat_idx]] = static_cast<unsigned int>(num_bin_);\n        used_cnt += counts_int[cur_cat_idx];\n        cnt_in_bin.push_back(counts_int[cur_cat_idx]);\n        ++num_bin_;\n        ++cur_cat_idx;\n      }\n      // Use MissingType::None to represent this bin contains all categoricals\n      if (cur_cat_idx == distinct_values_int.size() && na_cnt == 0) {\n        missing_type_ = MissingType::None;\n      } else {\n        missing_type_ = MissingType::NaN;\n      }\n      // fix count of NaN bin\n      cnt_in_bin[0] = static_cast<int>(total_sample_cnt - used_cnt);\n    }\n  }\n\n  // check trivial(num_bin_ == 1) feature\n  if (num_bin_ <= 1) {\n    is_trivial_ = true;\n  } else {\n    is_trivial_ = false;\n  }\n  // check useless bin\n  if (!is_trivial_ && pre_filter && NeedFilter(cnt_in_bin, static_cast<int>(total_sample_cnt), min_split_data, bin_type_)) {\n    is_trivial_ = true;\n  }\n\n  if (!is_trivial_) {\n    default_bin_ = ValueToBin(0);\n    most_freq_bin_ =\n        static_cast<uint32_t>(ArrayArgs<int>::ArgMax(cnt_in_bin));\n    const double max_sparse_rate =\n        static_cast<double>(cnt_in_bin[most_freq_bin_]) / total_sample_cnt;\n    // When most_freq_bin_ != default_bin_, there are some additional data loading costs.\n    // so use most_freq_bin_ = default_bin_ when there is not so sparse\n    if (most_freq_bin_ != default_bin_ && max_sparse_rate < kSparseThreshold) {\n      most_freq_bin_ = default_bin_;\n    }\n    sparse_rate_ =\n        static_cast<double>(cnt_in_bin[most_freq_bin_]) / total_sample_cnt;\n  } else {\n    sparse_rate_ = 1.0f;\n  }\n}\n\nvoid BinMapper::CopyTo(char * buffer) const {\n  std::memcpy(buffer, &num_bin_, sizeof(num_bin_));\n  buffer += VirtualFileWriter::AlignedSize(sizeof(num_bin_));\n  std::memcpy(buffer, &missing_type_, sizeof(missing_type_));\n  buffer += VirtualFileWriter::AlignedSize(sizeof(missing_type_));\n  std::memcpy(buffer, &is_trivial_, sizeof(is_trivial_));\n  buffer += VirtualFileWriter::AlignedSize(sizeof(is_trivial_));\n  std::memcpy(buffer, &sparse_rate_, sizeof(sparse_rate_));\n  buffer += sizeof(sparse_rate_);\n  std::memcpy(buffer, &bin_type_, sizeof(bin_type_));\n  buffer += VirtualFileWriter::AlignedSize(sizeof(bin_type_));\n  std::memcpy(buffer, &min_val_, sizeof(min_val_));\n  buffer += sizeof(min_val_);\n  std::memcpy(buffer, &max_val_, sizeof(max_val_));\n  buffer += sizeof(max_val_);\n  std::memcpy(buffer, &default_bin_, sizeof(default_bin_));\n  buffer += VirtualFileWriter::AlignedSize(sizeof(default_bin_));\n  std::memcpy(buffer, &most_freq_bin_, sizeof(most_freq_bin_));\n  buffer += VirtualFileWriter::AlignedSize(sizeof(most_freq_bin_));\n  if (bin_type_ == BinType::NumericalBin) {\n    std::memcpy(buffer, bin_upper_bound_.data(), num_bin_ * sizeof(double));\n  } else {\n    std::memcpy(buffer, bin_2_categorical_.data(), num_bin_ * sizeof(int));\n  }\n}\n\nvoid BinMapper::CopyFrom(const char * buffer) {\n  std::memcpy(&num_bin_, buffer, sizeof(num_bin_));\n  buffer += VirtualFileWriter::AlignedSize(sizeof(num_bin_));\n  std::memcpy(&missing_type_, buffer, sizeof(missing_type_));\n  buffer += VirtualFileWriter::AlignedSize(sizeof(missing_type_));\n  std::memcpy(&is_trivial_, buffer, sizeof(is_trivial_));\n  buffer += VirtualFileWriter::AlignedSize(sizeof(is_trivial_));\n  std::memcpy(&sparse_rate_, buffer, sizeof(sparse_rate_));\n  buffer += sizeof(sparse_rate_);\n  std::memcpy(&bin_type_, buffer, sizeof(bin_type_));\n  buffer += VirtualFileWriter::AlignedSize(sizeof(bin_type_));\n  std::memcpy(&min_val_, buffer, sizeof(min_val_));\n  buffer += sizeof(min_val_);\n  std::memcpy(&max_val_, buffer, sizeof(max_val_));\n  buffer += sizeof(max_val_);\n  std::memcpy(&default_bin_, buffer, sizeof(default_bin_));\n  buffer += VirtualFileWriter::AlignedSize(sizeof(default_bin_));\n  std::memcpy(&most_freq_bin_, buffer, sizeof(most_freq_bin_));\n  buffer += VirtualFileWriter::AlignedSize(sizeof(most_freq_bin_));\n  if (bin_type_ == BinType::NumericalBin) {\n    bin_upper_bound_ = std::vector<double>(num_bin_);\n    std::memcpy(bin_upper_bound_.data(), buffer, num_bin_ * sizeof(double));\n  } else {\n    bin_2_categorical_ = std::vector<int>(num_bin_);\n    std::memcpy(bin_2_categorical_.data(), buffer, num_bin_ * sizeof(int));\n    categorical_2_bin_.clear();\n    for (int i = 0; i < num_bin_; ++i) {\n      categorical_2_bin_[bin_2_categorical_[i]] = static_cast<unsigned int>(i);\n    }\n  }\n}\n\nvoid BinMapper::SaveBinaryToFile(BinaryWriter* writer) const {\n  writer->AlignedWrite(&num_bin_, sizeof(num_bin_));\n  writer->AlignedWrite(&missing_type_, sizeof(missing_type_));\n  writer->AlignedWrite(&is_trivial_, sizeof(is_trivial_));\n  writer->Write(&sparse_rate_, sizeof(sparse_rate_));\n  writer->AlignedWrite(&bin_type_, sizeof(bin_type_));\n  writer->Write(&min_val_, sizeof(min_val_));\n  writer->Write(&max_val_, sizeof(max_val_));\n  writer->AlignedWrite(&default_bin_, sizeof(default_bin_));\n  writer->AlignedWrite(&most_freq_bin_, sizeof(most_freq_bin_));\n  if (bin_type_ == BinType::NumericalBin) {\n    writer->Write(bin_upper_bound_.data(), sizeof(double) * num_bin_);\n  } else {\n    writer->Write(bin_2_categorical_.data(), sizeof(int) * num_bin_);\n  }\n}\n\nsize_t BinMapper::SizesInByte() const {\n  size_t ret = VirtualFileWriter::AlignedSize(sizeof(num_bin_)) +\n                VirtualFileWriter::AlignedSize(sizeof(missing_type_)) +\n                VirtualFileWriter::AlignedSize(sizeof(is_trivial_)) +\n                sizeof(sparse_rate_) +\n                VirtualFileWriter::AlignedSize(sizeof(bin_type_)) +\n                sizeof(min_val_) + sizeof(max_val_) +\n                VirtualFileWriter::AlignedSize(sizeof(default_bin_)) +\n                VirtualFileWriter::AlignedSize(sizeof(most_freq_bin_));\n  if (bin_type_ == BinType::NumericalBin) {\n    ret += sizeof(double) *  num_bin_;\n  } else {\n    ret += sizeof(int) * num_bin_;\n  }\n  return ret;\n}\n\ntemplate class DenseBin<uint8_t, true>;\ntemplate class DenseBin<uint8_t, false>;\ntemplate class DenseBin<uint16_t, false>;\ntemplate class DenseBin<uint32_t, false>;\n\ntemplate class SparseBin<uint8_t>;\ntemplate class SparseBin<uint16_t>;\ntemplate class SparseBin<uint32_t>;\n\ntemplate class MultiValDenseBin<uint8_t>;\ntemplate class MultiValDenseBin<uint16_t>;\ntemplate class MultiValDenseBin<uint32_t>;\n\nBin* Bin::CreateDenseBin(data_size_t num_data, int num_bin) {\n  if (num_bin <= 16) {\n    return new DenseBin<uint8_t, true>(num_data);\n  } else if (num_bin <= 256) {\n    return new DenseBin<uint8_t, false>(num_data);\n  } else if (num_bin <= 65536) {\n    return new DenseBin<uint16_t, false>(num_data);\n  } else {\n    return new DenseBin<uint32_t, false>(num_data);\n  }\n}\n\nBin* Bin::CreateSparseBin(data_size_t num_data, int num_bin) {\n  if (num_bin <= 256) {\n    return new SparseBin<uint8_t>(num_data);\n  } else if (num_bin <= 65536) {\n    return new SparseBin<uint16_t>(num_data);\n  } else {\n    return new SparseBin<uint32_t>(num_data);\n  }\n}\n\nMultiValBin* MultiValBin::CreateMultiValBin(data_size_t num_data, int num_bin, int num_feature,\n  double sparse_rate, const std::vector<uint32_t>& offsets) {\n  if (sparse_rate >= multi_val_bin_sparse_threshold) {\n    const double average_element_per_row = (1.0 - sparse_rate) * num_feature;\n    return CreateMultiValSparseBin(num_data, num_bin,\n                                    average_element_per_row);\n  } else {\n    return CreateMultiValDenseBin(num_data, num_bin, num_feature, offsets);\n  }\n}\n\nMultiValBin* MultiValBin::CreateMultiValDenseBin(data_size_t num_data,\n                                                  int num_bin,\n                                                  int num_feature,\n                                                  const std::vector<uint32_t>& offsets) {\n  // calculate max bin of all features to select the int type in MultiValDenseBin\n  int max_bin = 0;\n  for (int i = 0; i < static_cast<int>(offsets.size()) - 1; ++i) {\n    int feature_bin = offsets[i + 1] - offsets[i];\n    if (feature_bin > max_bin) {\n      max_bin = feature_bin;\n    }\n  }\n  if (max_bin <= 256) {\n    return new MultiValDenseBin<uint8_t>(num_data, num_bin, num_feature, offsets);\n  } else if (max_bin <= 65536) {\n    return new MultiValDenseBin<uint16_t>(num_data, num_bin, num_feature, offsets);\n  } else {\n    return new MultiValDenseBin<uint32_t>(num_data, num_bin, num_feature, offsets);\n  }\n}\n\nMultiValBin* MultiValBin::CreateMultiValSparseBin(data_size_t num_data,\n                                                  int num_bin,\n                                                  double estimate_element_per_row) {\n  size_t estimate_total_entries =\n      static_cast<size_t>(estimate_element_per_row * 1.1 * num_data);\n  if (estimate_total_entries <= std::numeric_limits<uint16_t>::max()) {\n    if (num_bin <= 256) {\n      return new MultiValSparseBin<uint16_t, uint8_t>(\n          num_data, num_bin, estimate_element_per_row);\n    } else if (num_bin <= 65536) {\n      return new MultiValSparseBin<uint16_t, uint16_t>(\n          num_data, num_bin, estimate_element_per_row);\n    } else {\n      return new MultiValSparseBin<uint16_t, uint32_t>(\n          num_data, num_bin, estimate_element_per_row);\n    }\n  } else if (estimate_total_entries <= std::numeric_limits<uint32_t>::max()) {\n    if (num_bin <= 256) {\n      return new MultiValSparseBin<uint32_t, uint8_t>(\n          num_data, num_bin, estimate_element_per_row);\n    } else if (num_bin <= 65536) {\n      return new MultiValSparseBin<uint32_t, uint16_t>(\n          num_data, num_bin, estimate_element_per_row);\n    } else {\n      return new MultiValSparseBin<uint32_t, uint32_t>(\n          num_data, num_bin, estimate_element_per_row);\n    }\n  } else {\n    if (num_bin <= 256) {\n      return new MultiValSparseBin<size_t, uint8_t>(\n          num_data, num_bin, estimate_element_per_row);\n    } else if (num_bin <= 65536) {\n      return new MultiValSparseBin<size_t, uint16_t>(\n          num_data, num_bin, estimate_element_per_row);\n    } else {\n      return new MultiValSparseBin<size_t, uint32_t>(\n          num_data, num_bin, estimate_element_per_row);\n    }\n  }\n}\n\ntemplate <>\nconst void* DenseBin<uint8_t, false>::GetColWiseData(\n  uint8_t* bit_type,\n  bool* is_sparse,\n  std::vector<BinIterator*>* bin_iterator,\n  const int /*num_threads*/) const {\n  *is_sparse = false;\n  *bit_type = 8;\n  bin_iterator->clear();\n  return reinterpret_cast<const void*>(data_.data());\n}\n\ntemplate <>\nconst void* DenseBin<uint16_t, false>::GetColWiseData(\n  uint8_t* bit_type,\n  bool* is_sparse,\n  std::vector<BinIterator*>* bin_iterator,\n  const int /*num_threads*/) const {\n  *is_sparse = false;\n  *bit_type = 16;\n  bin_iterator->clear();\n  return reinterpret_cast<const void*>(data_.data());\n}\n\ntemplate <>\nconst void* DenseBin<uint32_t, false>::GetColWiseData(\n  uint8_t* bit_type,\n  bool* is_sparse,\n  std::vector<BinIterator*>* bin_iterator,\n  const int /*num_threads*/) const {\n  *is_sparse = false;\n  *bit_type = 32;\n  bin_iterator->clear();\n  return reinterpret_cast<const void*>(data_.data());\n}\n\ntemplate <>\nconst void* DenseBin<uint8_t, true>::GetColWiseData(\n  uint8_t* bit_type,\n  bool* is_sparse,\n  std::vector<BinIterator*>* bin_iterator,\n  const int /*num_threads*/) const {\n  *is_sparse = false;\n  *bit_type = 4;\n  bin_iterator->clear();\n  return reinterpret_cast<const void*>(data_.data());\n}\n\ntemplate <>\nconst void* DenseBin<uint8_t, false>::GetColWiseData(\n  uint8_t* bit_type,\n  bool* is_sparse,\n  BinIterator** bin_iterator) const {\n  *is_sparse = false;\n  *bit_type = 8;\n  *bin_iterator = nullptr;\n  return reinterpret_cast<const void*>(data_.data());\n}\n\ntemplate <>\nconst void* DenseBin<uint16_t, false>::GetColWiseData(\n  uint8_t* bit_type,\n  bool* is_sparse,\n  BinIterator** bin_iterator) const {\n  *is_sparse = false;\n  *bit_type = 16;\n  *bin_iterator = nullptr;\n  return reinterpret_cast<const void*>(data_.data());\n}\n\ntemplate <>\nconst void* DenseBin<uint32_t, false>::GetColWiseData(\n  uint8_t* bit_type,\n  bool* is_sparse,\n  BinIterator** bin_iterator) const {\n  *is_sparse = false;\n  *bit_type = 32;\n  *bin_iterator = nullptr;\n  return reinterpret_cast<const void*>(data_.data());\n}\n\ntemplate <>\nconst void* DenseBin<uint8_t, true>::GetColWiseData(\n  uint8_t* bit_type,\n  bool* is_sparse,\n  BinIterator** bin_iterator) const {\n  *is_sparse = false;\n  *bit_type = 4;\n  *bin_iterator = nullptr;\n  return reinterpret_cast<const void*>(data_.data());\n}\n\ntemplate <>\nconst void* SparseBin<uint8_t>::GetColWiseData(\n  uint8_t* bit_type,\n  bool* is_sparse,\n  std::vector<BinIterator*>* bin_iterator,\n  const int num_threads) const {\n  *is_sparse = true;\n  *bit_type = 8;\n  for (int thread_index = 0; thread_index < num_threads; ++thread_index) {\n    bin_iterator->emplace_back(new SparseBinIterator<uint8_t>(this, 0));\n  }\n  return nullptr;\n}\n\ntemplate <>\nconst void* SparseBin<uint16_t>::GetColWiseData(\n  uint8_t* bit_type,\n  bool* is_sparse,\n  std::vector<BinIterator*>* bin_iterator,\n  const int num_threads) const {\n  *is_sparse = true;\n  *bit_type = 16;\n  for (int thread_index = 0; thread_index < num_threads; ++thread_index) {\n    bin_iterator->emplace_back(new SparseBinIterator<uint16_t>(this, 0));\n  }\n  return nullptr;\n}\n\ntemplate <>\nconst void* SparseBin<uint32_t>::GetColWiseData(\n  uint8_t* bit_type,\n  bool* is_sparse,\n  std::vector<BinIterator*>* bin_iterator,\n  const int num_threads) const {\n  *is_sparse = true;\n  *bit_type = 32;\n  for (int thread_index = 0; thread_index < num_threads; ++thread_index) {\n    bin_iterator->emplace_back(new SparseBinIterator<uint32_t>(this, 0));\n  }\n  return nullptr;\n}\n\ntemplate <>\nconst void* SparseBin<uint8_t>::GetColWiseData(\n  uint8_t* bit_type,\n  bool* is_sparse,\n  BinIterator** bin_iterator) const {\n  *is_sparse = true;\n  *bit_type = 8;\n  *bin_iterator = new SparseBinIterator<uint8_t>(this, 0);\n  return nullptr;\n}\n\ntemplate <>\nconst void* SparseBin<uint16_t>::GetColWiseData(\n  uint8_t* bit_type,\n  bool* is_sparse,\n  BinIterator** bin_iterator) const {\n  *is_sparse = true;\n  *bit_type = 16;\n  *bin_iterator = new SparseBinIterator<uint16_t>(this, 0);\n  return nullptr;\n}\n\ntemplate <>\nconst void* SparseBin<uint32_t>::GetColWiseData(\n  uint8_t* bit_type,\n  bool* is_sparse,\n  BinIterator** bin_iterator) const {\n  *is_sparse = true;\n  *bit_type = 32;\n  *bin_iterator = new SparseBinIterator<uint32_t>(this, 0);\n  return nullptr;\n}\n\n#ifdef USE_CUDA\ntemplate <>\nconst void* MultiValDenseBin<uint8_t>::GetRowWiseData(uint8_t* bit_type,\n    size_t* total_size,\n    bool* is_sparse,\n    const void** out_data_ptr,\n    uint8_t* data_ptr_bit_type) const {\n  const uint8_t* to_return = data_.data();\n  *bit_type = 8;\n  *total_size = static_cast<size_t>(num_data_) * static_cast<size_t>(num_feature_);\n  CHECK_EQ(*total_size, data_.size());\n  *is_sparse = false;\n  *out_data_ptr = nullptr;\n  *data_ptr_bit_type = 0;\n  return to_return;\n}\n\ntemplate <>\nconst void* MultiValDenseBin<uint16_t>::GetRowWiseData(uint8_t* bit_type,\n  size_t* total_size,\n  bool* is_sparse,\n  const void** out_data_ptr,\n  uint8_t* data_ptr_bit_type) const {\n  const uint16_t* data_ptr = data_.data();\n  const uint8_t* to_return = reinterpret_cast<const uint8_t*>(data_ptr);\n  *bit_type = 16;\n  *total_size = static_cast<size_t>(num_data_) * static_cast<size_t>(num_feature_);\n  CHECK_EQ(*total_size, data_.size());\n  *is_sparse = false;\n  *out_data_ptr = nullptr;\n  *data_ptr_bit_type = 0;\n  return to_return;\n}\n\ntemplate <>\nconst void* MultiValDenseBin<uint32_t>::GetRowWiseData(uint8_t* bit_type,\n  size_t* total_size,\n  bool* is_sparse,\n  const void** out_data_ptr,\n  uint8_t* data_ptr_bit_type) const {\n  const uint32_t* data_ptr = data_.data();\n  const uint8_t* to_return = reinterpret_cast<const uint8_t*>(data_ptr);\n  *bit_type = 32;\n  *total_size = static_cast<size_t>(num_data_) * static_cast<size_t>(num_feature_);\n  CHECK_EQ(*total_size, data_.size());\n  *is_sparse = false;\n  *out_data_ptr = nullptr;\n  *data_ptr_bit_type = 0;\n  return to_return;\n}\n\ntemplate <>\nconst void* MultiValSparseBin<uint16_t, uint8_t>::GetRowWiseData(\n  uint8_t* bit_type,\n  size_t* total_size,\n  bool* is_sparse,\n  const void** out_data_ptr,\n  uint8_t* data_ptr_bit_type) const {\n  const uint8_t* to_return = data_.data();\n  *bit_type = 8;\n  *total_size = data_.size();\n  *is_sparse = true;\n  *out_data_ptr = reinterpret_cast<const uint8_t*>(row_ptr_.data());\n  *data_ptr_bit_type = 16;\n  return to_return;\n}\n\ntemplate <>\nconst void* MultiValSparseBin<uint16_t, uint16_t>::GetRowWiseData(\n  uint8_t* bit_type,\n  size_t* total_size,\n  bool* is_sparse,\n  const void** out_data_ptr,\n  uint8_t* data_ptr_bit_type) const {\n  const uint8_t* to_return = reinterpret_cast<const uint8_t*>(data_.data());\n  *bit_type = 16;\n  *total_size = data_.size();\n  *is_sparse = true;\n  *out_data_ptr = reinterpret_cast<const uint8_t*>(row_ptr_.data());\n  *data_ptr_bit_type = 16;\n  return to_return;\n}\n\ntemplate <>\nconst void* MultiValSparseBin<uint16_t, uint32_t>::GetRowWiseData(\n  uint8_t* bit_type,\n  size_t* total_size,\n  bool* is_sparse,\n  const void** out_data_ptr,\n  uint8_t* data_ptr_bit_type) const {\n  const uint8_t* to_return = reinterpret_cast<const uint8_t*>(data_.data());\n  *bit_type = 32;\n  *total_size = data_.size();\n  *is_sparse = true;\n  *out_data_ptr = reinterpret_cast<const uint8_t*>(row_ptr_.data());\n  *data_ptr_bit_type = 16;\n  return to_return;\n}\n\ntemplate <>\nconst void* MultiValSparseBin<uint32_t, uint8_t>::GetRowWiseData(\n  uint8_t* bit_type,\n  size_t* total_size,\n  bool* is_sparse,\n  const void** out_data_ptr,\n  uint8_t* data_ptr_bit_type) const {\n  const uint8_t* to_return = data_.data();\n  *bit_type = 8;\n  *total_size = data_.size();\n  *is_sparse = true;\n  *out_data_ptr = reinterpret_cast<const uint8_t*>(row_ptr_.data());\n  *data_ptr_bit_type = 32;\n  return to_return;\n}\n\ntemplate <>\nconst void* MultiValSparseBin<uint32_t, uint16_t>::GetRowWiseData(\n  uint8_t* bit_type,\n  size_t* total_size,\n  bool* is_sparse,\n  const void** out_data_ptr,\n  uint8_t* data_ptr_bit_type) const {\n  const uint8_t* to_return = reinterpret_cast<const uint8_t*>(data_.data());\n  *bit_type = 16;\n  *total_size = data_.size();\n  *is_sparse = true;\n  *out_data_ptr = reinterpret_cast<const uint8_t*>(row_ptr_.data());\n  *data_ptr_bit_type = 32;\n  return to_return;\n}\n\ntemplate <>\nconst void* MultiValSparseBin<uint32_t, uint32_t>::GetRowWiseData(\n  uint8_t* bit_type,\n  size_t* total_size,\n  bool* is_sparse,\n  const void** out_data_ptr,\n  uint8_t* data_ptr_bit_type) const {\n  const uint8_t* to_return = reinterpret_cast<const uint8_t*>(data_.data());\n  *bit_type = 32;\n  *total_size = data_.size();\n  *is_sparse = true;\n  *out_data_ptr = reinterpret_cast<const uint8_t*>(row_ptr_.data());\n  *data_ptr_bit_type = 32;\n  return to_return;\n}\n\ntemplate <>\nconst void* MultiValSparseBin<uint64_t, uint8_t>::GetRowWiseData(\n  uint8_t* bit_type,\n  size_t* total_size,\n  bool* is_sparse,\n  const void** out_data_ptr,\n  uint8_t* data_ptr_bit_type) const {\n  const uint8_t* to_return = data_.data();\n  *bit_type = 8;\n  *total_size = data_.size();\n  *is_sparse = true;\n  *out_data_ptr = reinterpret_cast<const uint8_t*>(row_ptr_.data());\n  *data_ptr_bit_type = 64;\n  return to_return;\n}\n\ntemplate <>\nconst void* MultiValSparseBin<uint64_t, uint16_t>::GetRowWiseData(\n  uint8_t* bit_type,\n  size_t* total_size,\n  bool* is_sparse,\n  const void** out_data_ptr,\n  uint8_t* data_ptr_bit_type) const {\n  const uint8_t* to_return = reinterpret_cast<const uint8_t*>(data_.data());\n  *bit_type = 16;\n  *total_size = data_.size();\n  *is_sparse = true;\n  *out_data_ptr = reinterpret_cast<const uint8_t*>(row_ptr_.data());\n  *data_ptr_bit_type = 64;\n  return to_return;\n}\n\ntemplate <>\nconst void* MultiValSparseBin<uint64_t, uint32_t>::GetRowWiseData(\n  uint8_t* bit_type,\n  size_t* total_size,\n  bool* is_sparse,\n  const void** out_data_ptr,\n  uint8_t* data_ptr_bit_type) const {\n  const uint8_t* to_return = reinterpret_cast<const uint8_t*>(data_.data());\n  *bit_type = 32;\n  *total_size = data_.size();\n  *is_sparse = true;\n  *out_data_ptr = reinterpret_cast<const uint8_t*>(row_ptr_.data());\n  *data_ptr_bit_type = 64;\n  return to_return;\n}\n\n#endif  // USE_CUDA\n\n}  // namespace LightGBM\n"
  },
  {
    "path": "src/io/config.cpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#include <LightGBM/config.h>\n\n#include <LightGBM/cuda/vector_cudahost.h>\n#include <LightGBM/utils/common.h>\n#include <LightGBM/utils/log.h>\n#include <LightGBM/utils/random.h>\n\n#include <algorithm>\n#include <cctype>\n#include <limits>\n#include <string>\n#include <unordered_map>\n#include <unordered_set>\n#include <vector>\n\nnamespace LightGBM {\n\nvoid Config::KV2Map(std::unordered_map<std::string, std::vector<std::string>>* params, const char* kv) {\n  std::vector<std::string> tmp_strs = Common::Split(kv, '=');\n  if (tmp_strs.size() == 2 || tmp_strs.size() == 1) {\n    std::string key = Common::RemoveQuotationSymbol(Common::Trim(tmp_strs[0]));\n    std::string value = \"\";\n    if (tmp_strs.size() == 2) {\n      value = Common::RemoveQuotationSymbol(Common::Trim(tmp_strs[1]));\n    }\n    if (key.size() > 0) {\n      params->operator[](key).emplace_back(value);\n    }\n  } else {\n    Log::Warning(\"Unknown parameter %s\", kv);\n  }\n}\n\nvoid GetFirstValueAsInt(const std::unordered_map<std::string, std::vector<std::string>>& params, std::string key, int* out) {\n  const auto pair = params.find(key);\n  if (pair != params.end()) {\n    auto candidate = pair->second[0].c_str();\n    if (!Common::AtoiAndCheck(candidate, out)) {\n      Log::Fatal(\"Parameter %s should be of type int, got \\\"%s\\\"\", key.c_str(), candidate);\n    }\n  }\n}\n\nvoid Config::SetVerbosity(const std::unordered_map<std::string, std::vector<std::string>>& params) {\n  int verbosity = 1;\n\n  // if \"verbosity\" was found in params, prefer that to any other aliases\n  const auto verbosity_iter = params.find(\"verbosity\");\n  if (verbosity_iter != params.end()) {\n    GetFirstValueAsInt(params, \"verbosity\", &verbosity);\n  } else {\n    // if \"verbose\" was found in params and \"verbosity\" was not, use that value\n    const auto verbose_iter = params.find(\"verbose\");\n    if (verbose_iter != params.end()) {\n      GetFirstValueAsInt(params, \"verbose\", &verbosity);\n    } else {\n      // if \"verbosity\" and \"verbose\" were both missing from params, don't modify LightGBM's log level\n      return;\n    }\n  }\n\n  // otherwise, update LightGBM's log level based on the passed-in value\n  if (verbosity < 0) {\n    LightGBM::Log::ResetLogLevel(LightGBM::LogLevel::Fatal);\n  } else if (verbosity == 0) {\n    LightGBM::Log::ResetLogLevel(LightGBM::LogLevel::Warning);\n  } else if (verbosity == 1) {\n    LightGBM::Log::ResetLogLevel(LightGBM::LogLevel::Info);\n  } else {\n    LightGBM::Log::ResetLogLevel(LightGBM::LogLevel::Debug);\n  }\n}\n\nvoid Config::KeepFirstValues(const std::unordered_map<std::string, std::vector<std::string>>& params, std::unordered_map<std::string, std::string>* out) {\n  for (auto pair = params.begin(); pair != params.end(); ++pair) {\n    auto name = pair->first.c_str();\n    auto values = pair->second;\n    out->emplace(name, values[0]);\n    for (size_t i = 1; i < pair->second.size(); ++i) {\n      Log::Warning(\"%s is set=%s, %s=%s will be ignored. Current value: %s=%s\",\n        name, values[0].c_str(),\n        name, values[i].c_str(),\n        name, values[0].c_str());\n    }\n  }\n}\n\nstd::unordered_map<std::string, std::string> Config::Str2Map(const char* parameters) {\n  std::unordered_map<std::string, std::vector<std::string>> all_params;\n  std::unordered_map<std::string, std::string> params;\n  auto args = Common::Split(parameters, \" \\t\\n\\r\");\n  for (auto arg : args) {\n    KV2Map(&all_params, Common::Trim(arg).c_str());\n  }\n  SetVerbosity(all_params);\n  KeepFirstValues(all_params, &params);\n  ParameterAlias::KeyAliasTransform(&params);\n  return params;\n}\n\nvoid GetBoostingType(const std::unordered_map<std::string, std::string>& params, std::string* boosting) {\n  std::string value;\n  if (Config::GetString(params, \"boosting\", &value)) {\n    std::transform(value.begin(), value.end(), value.begin(), [](unsigned char c){ return std::tolower(c); });\n    if (value == std::string(\"gbdt\") || value == std::string(\"gbrt\")) {\n      *boosting = \"gbdt\";\n    } else if (value == std::string(\"dart\")) {\n      *boosting = \"dart\";\n    } else if (value == std::string(\"goss\")) {\n      *boosting = \"goss\";\n    } else if (value == std::string(\"rf\") || value == std::string(\"random_forest\")) {\n      *boosting = \"rf\";\n    } else {\n      Log::Fatal(\"Unknown boosting type %s\", value.c_str());\n    }\n  }\n}\n\nvoid GetDataSampleStrategy(const std::unordered_map<std::string, std::string>& params, std::string* strategy) {\n  std::string value;\n  if (Config::GetString(params, \"data_sample_strategy\", &value)) {\n    std::transform(value.begin(), value.end(), value.begin(), [](unsigned char c){ return std::tolower(c); });\n    if (value == std::string(\"goss\")) {\n      *strategy = \"goss\";\n    } else if (value == std::string(\"bagging\")) {\n      *strategy = \"bagging\";\n    } else {\n      Log::Fatal(\"Unknown sample strategy %s\", value.c_str());\n    }\n  }\n}\n\nvoid ParseMetrics(const std::string& value, std::vector<std::string>* out_metric) {\n  std::unordered_set<std::string> metric_sets;\n  out_metric->clear();\n  std::vector<std::string> metrics = Common::Split(value.c_str(), ',');\n  for (auto& met : metrics) {\n    auto type = ParseMetricAlias(met);\n    if (metric_sets.count(type) <= 0) {\n      out_metric->push_back(type);\n      metric_sets.insert(type);\n    }\n  }\n}\n\nvoid GetObjectiveType(const std::unordered_map<std::string, std::string>& params, std::string* objective) {\n  std::string value;\n  if (Config::GetString(params, \"objective\", &value)) {\n    std::transform(value.begin(), value.end(), value.begin(), [](unsigned char c){ return std::tolower(c); });\n    *objective = ParseObjectiveAlias(value);\n  }\n}\n\nvoid GetMetricType(const std::unordered_map<std::string, std::string>& params, const std::string& objective, std::vector<std::string>* metric) {\n  std::string value;\n  if (Config::GetString(params, \"metric\", &value)) {\n    std::transform(value.begin(), value.end(), value.begin(), [](unsigned char c){ return std::tolower(c); });\n    ParseMetrics(value, metric);\n  }\n  // add names of objective function if not providing metric\n  if (metric->empty() && value.size() == 0) {\n    ParseMetrics(objective, metric);\n  }\n}\n\nvoid GetTaskType(const std::unordered_map<std::string, std::string>& params, TaskType* task) {\n  std::string value;\n  if (Config::GetString(params, \"task\", &value)) {\n    std::transform(value.begin(), value.end(), value.begin(), [](unsigned char c){ return std::tolower(c); });\n    if (value == std::string(\"train\") || value == std::string(\"training\")) {\n      *task = TaskType::kTrain;\n    } else if (value == std::string(\"predict\") || value == std::string(\"prediction\")\n               || value == std::string(\"test\")) {\n      *task = TaskType::kPredict;\n    } else if (value == std::string(\"convert_model\")) {\n      *task = TaskType::kConvertModel;\n    } else if (value == std::string(\"refit\") || value == std::string(\"refit_tree\")) {\n      *task = TaskType::KRefitTree;\n    } else if (value == std::string(\"save_binary\")) {\n      *task = TaskType::kSaveBinary;\n    } else {\n      Log::Fatal(\"Unknown task type %s\", value.c_str());\n    }\n  }\n}\n\nvoid GetDeviceType(const std::unordered_map<std::string, std::string>& params, std::string* device_type) {\n  std::string value;\n  if (Config::GetString(params, \"device_type\", &value)) {\n    std::transform(value.begin(), value.end(), value.begin(), [](unsigned char c){ return std::tolower(c); });\n    if (value == std::string(\"cpu\")) {\n      *device_type = \"cpu\";\n    } else if (value == std::string(\"gpu\")) {\n      *device_type = \"gpu\";\n    } else if (value == std::string(\"cuda\")) {\n      *device_type = \"cuda\";\n    } else {\n      Log::Fatal(\"Unknown device type %s\", value.c_str());\n    }\n  }\n}\n\nvoid GetTreeLearnerType(const std::unordered_map<std::string, std::string>& params, std::string* tree_learner) {\n  std::string value;\n  if (Config::GetString(params, \"tree_learner\", &value)) {\n    std::transform(value.begin(), value.end(), value.begin(), [](unsigned char c){ return std::tolower(c); });\n    if (value == std::string(\"serial\")) {\n      *tree_learner = \"serial\";\n    } else if (value == std::string(\"feature\") || value == std::string(\"feature_parallel\")) {\n      *tree_learner = \"feature\";\n    } else if (value == std::string(\"data\") || value == std::string(\"data_parallel\")) {\n      *tree_learner = \"data\";\n    } else if (value == std::string(\"voting\") || value == std::string(\"voting_parallel\")) {\n      *tree_learner = \"voting\";\n    } else {\n      Log::Fatal(\"Unknown tree learner type %s\", value.c_str());\n    }\n  }\n}\n\nvoid Config::GetAucMuWeights() {\n  if (auc_mu_weights.empty()) {\n    // equal weights for all classes\n    auc_mu_weights_matrix = std::vector<std::vector<double>> (num_class, std::vector<double>(num_class, 1));\n    for (size_t i = 0; i < static_cast<size_t>(num_class); ++i) {\n      auc_mu_weights_matrix[i][i] = 0;\n    }\n  } else {\n    auc_mu_weights_matrix = std::vector<std::vector<double>> (num_class, std::vector<double>(num_class, 0));\n    if (auc_mu_weights.size() != static_cast<size_t>(num_class * num_class)) {\n      Log::Fatal(\"auc_mu_weights must have %d elements, but found %zu\", num_class * num_class, auc_mu_weights.size());\n    }\n    for (size_t i = 0; i < static_cast<size_t>(num_class); ++i) {\n      for (size_t j = 0; j < static_cast<size_t>(num_class); ++j) {\n        if (i == j) {\n          auc_mu_weights_matrix[i][j] = 0;\n          if (std::fabs(auc_mu_weights[i * num_class + j]) > kZeroThreshold) {\n            Log::Info(\"AUC-mu matrix must have zeros on diagonal. Overwriting value in position %zu of auc_mu_weights with 0.\", i * num_class + j);\n          }\n        } else {\n          if (std::fabs(auc_mu_weights[i * num_class + j]) < kZeroThreshold) {\n            Log::Fatal(\"AUC-mu matrix must have non-zero values for non-diagonal entries. Found zero value in position %zu of auc_mu_weights.\", i * num_class + j);\n          }\n          auc_mu_weights_matrix[i][j] = auc_mu_weights[i * num_class + j];\n        }\n      }\n    }\n  }\n}\n\nvoid Config::GetInteractionConstraints() {\n  if (interaction_constraints == \"\") {\n    interaction_constraints_vector = std::vector<std::vector<int>>();\n  } else {\n    interaction_constraints_vector = Common::StringToArrayofArrays<int>(interaction_constraints, '[', ']', ',');\n  }\n}\n\nvoid Config::Set(const std::unordered_map<std::string, std::string>& params) {\n  // generate seeds by seed.\n  if (GetInt(params, \"seed\", &seed)) {\n    Random rand(seed);\n    int int_max = std::numeric_limits<int16_t>::max();\n    data_random_seed = static_cast<int>(rand.NextShort(0, int_max));\n    bagging_seed = static_cast<int>(rand.NextShort(0, int_max));\n    drop_seed = static_cast<int>(rand.NextShort(0, int_max));\n    feature_fraction_seed = static_cast<int>(rand.NextShort(0, int_max));\n    objective_seed = static_cast<int>(rand.NextShort(0, int_max));\n    extra_seed = static_cast<int>(rand.NextShort(0, int_max));\n  }\n\n  GetTaskType(params, &task);\n  GetBoostingType(params, &boosting);\n  GetDataSampleStrategy(params, &data_sample_strategy);\n  GetObjectiveType(params, &objective);\n  GetMetricType(params, objective, &metric);\n  GetDeviceType(params, &device_type);\n  if (device_type == std::string(\"cuda\")) {\n    LGBM_config_::current_device = lgbm_device_cuda;\n  }\n  GetTreeLearnerType(params, &tree_learner);\n\n  GetMembersFromString(params);\n\n  GetAucMuWeights();\n\n  GetInteractionConstraints();\n\n  // sort eval_at\n  std::sort(eval_at.begin(), eval_at.end());\n\n  std::vector<std::string> new_valid;\n  for (size_t i = 0; i < valid.size(); ++i) {\n    if (valid[i] != data) {\n      // Only push the non-training data\n      new_valid.push_back(valid[i]);\n    } else {\n      is_provide_training_metric = true;\n    }\n  }\n  valid = new_valid;\n\n  if ((task == TaskType::kSaveBinary) && !save_binary) {\n    Log::Info(\"save_binary parameter set to true because task is save_binary\");\n    save_binary = true;\n  }\n\n  // check for conflicts\n  CheckParamConflict(params);\n}\n\nbool CheckMultiClassObjective(const std::string& objective) {\n  return (objective == std::string(\"multiclass\") || objective == std::string(\"multiclassova\"));\n}\n\nvoid Config::CheckParamConflict(const std::unordered_map<std::string, std::string>& params) {\n  // check if objective, metric, and num_class match\n  int num_class_check = num_class;\n  bool objective_type_multiclass = CheckMultiClassObjective(objective) || (objective == std::string(\"custom\") && num_class_check > 1);\n\n  if (objective_type_multiclass) {\n    if (num_class_check <= 1) {\n      Log::Fatal(\"Number of classes should be specified and greater than 1 for multiclass training\");\n    }\n  } else {\n    if (task == TaskType::kTrain && num_class_check != 1) {\n      Log::Fatal(\"Number of classes must be 1 for non-multiclass training\");\n    }\n  }\n  for (std::string metric_type : metric) {\n    bool metric_type_multiclass = (CheckMultiClassObjective(metric_type)\n                                   || metric_type == std::string(\"multi_logloss\")\n                                   || metric_type == std::string(\"multi_error\")\n                                   || metric_type == std::string(\"auc_mu\")\n                                   || (metric_type == std::string(\"custom\") && num_class_check > 1));\n    if ((objective_type_multiclass && !metric_type_multiclass)\n        || (!objective_type_multiclass && metric_type_multiclass)) {\n      Log::Fatal(\"Multiclass objective and metrics don't match\");\n    }\n  }\n\n  if (num_machines > 1) {\n    is_parallel = true;\n  } else {\n    is_parallel = false;\n    tree_learner = \"serial\";\n  }\n\n  bool is_single_tree_learner = tree_learner == std::string(\"serial\");\n\n  if (is_single_tree_learner) {\n    is_parallel = false;\n    num_machines = 1;\n  }\n\n  if (is_single_tree_learner || tree_learner == std::string(\"feature\")) {\n    is_data_based_parallel = false;\n  } else if (tree_learner == std::string(\"data\")\n             || tree_learner == std::string(\"voting\")) {\n    is_data_based_parallel = true;\n    if (histogram_pool_size >= 0\n        && tree_learner == std::string(\"data\")) {\n      Log::Warning(\"Histogram LRU queue was enabled (histogram_pool_size=%f).\\n\"\n                   \"Will disable this to reduce communication costs\",\n                   histogram_pool_size);\n      // Change pool size to -1 (no limit) when using data parallel to reduce communication costs\n      histogram_pool_size = -1;\n    }\n  }\n  if (is_data_based_parallel) {\n    if (!forcedsplits_filename.empty()) {\n      Log::Fatal(\"Don't support forcedsplits in %s tree learner\",\n                 tree_learner.c_str());\n    }\n  }\n\n  // max_depth defaults to -1, so max_depth>0 implies \"you explicitly overrode the default\"\n  //\n  // Changing max_depth while leaving num_leaves at its default (31) can lead to 2 undesirable situations:\n  //\n  //   * (0 <= max_depth <= 4) it's not possible to produce a tree with 31 leaves\n  //     - this block reduces num_leaves to 2^max_depth\n  //   * (max_depth > 4) 31 leaves is less than a full depth-wise tree, which might lead to underfitting\n  //     - this block warns about that\n  // ref: https://github.com/lightgbm-org/LightGBM/issues/2898#issuecomment-1002860601\n  if (max_depth > 0 && (params.count(\"num_leaves\") == 0 || params.at(\"num_leaves\").empty())) {\n    double full_num_leaves = std::pow(2, max_depth);\n    if (full_num_leaves > num_leaves) {\n      Log::Warning(\"Provided parameters constrain tree depth (max_depth=%d) without explicitly setting 'num_leaves'. \"\n                   \"This can lead to underfitting. To resolve this warning, pass 'num_leaves' (<=%.0f) in params. \"\n                   \"Alternatively, pass (max_depth=-1) and just use 'num_leaves' to constrain model complexity.\",\n                   max_depth,\n                   full_num_leaves);\n    }\n\n    if (full_num_leaves < num_leaves) {\n      // Fits in an int, and is more restrictive than the current num_leaves\n      num_leaves = static_cast<int>(full_num_leaves);\n    }\n  }\n  if (device_type == std::string(\"gpu\")) {\n    // force col-wise for gpu version\n    force_col_wise = true;\n    force_row_wise = false;\n    if (deterministic) {\n      Log::Warning(\"Although \\\"deterministic\\\" is set, the results ran by GPU may be non-deterministic.\");\n    }\n    if (use_quantized_grad) {\n      Log::Warning(\"Quantized training is not supported by GPU tree learner. Switch to full precision training.\");\n      use_quantized_grad = false;\n    }\n  } else if (device_type == std::string(\"cuda\")) {\n    // force row-wise for cuda version\n    force_col_wise = false;\n    force_row_wise = true;\n    if (deterministic) {\n      Log::Warning(\"Although \\\"deterministic\\\" is set, the results ran by GPU may be non-deterministic.\");\n    }\n  }\n  // linear tree learner must be serial type and run on CPU device\n  if (linear_tree) {\n    if (device_type != std::string(\"cpu\") && device_type != std::string(\"gpu\")) {\n      device_type = \"cpu\";\n      Log::Warning(\"Linear tree learner only works with CPU and GPU. Falling back to CPU now.\");\n    }\n    if (tree_learner != std::string(\"serial\")) {\n      tree_learner = \"serial\";\n      Log::Warning(\"Linear tree learner must be serial.\");\n    }\n    if (zero_as_missing) {\n      Log::Fatal(\"zero_as_missing must be false when fitting linear trees.\");\n    }\n    if (objective == std::string(\"regression_l1\")) {\n      Log::Fatal(\"Cannot use regression_l1 objective when fitting linear trees.\");\n    }\n  }\n  // min_data_in_leaf must be at least 2 if path smoothing is active. This is because when the split is calculated\n  // the count is calculated using the proportion of hessian in the leaf which is rounded up to nearest int, so it can\n  // be 1 when there is actually no data in the leaf. In rare cases this can cause a bug because with path smoothing the\n  // calculated split gain can be positive even with zero gradient and hessian.\n  if (path_smooth > kEpsilon && min_data_in_leaf < 2) {\n    min_data_in_leaf = 2;\n    Log::Warning(\"min_data_in_leaf has been increased to 2 because this is required when path smoothing is active.\");\n  }\n  if (is_parallel && (monotone_constraints_method == std::string(\"intermediate\") || monotone_constraints_method == std::string(\"advanced\"))) {\n    // In distributed mode, local node doesn't have histograms on all features, cannot perform \"intermediate\" monotone constraints.\n    Log::Warning(\"Cannot use \\\"intermediate\\\" or \\\"advanced\\\" monotone constraints in distributed learning, auto set to \\\"basic\\\" method.\");\n    monotone_constraints_method = \"basic\";\n  }\n  if (feature_fraction_bynode != 1.0 && (monotone_constraints_method == std::string(\"intermediate\") || monotone_constraints_method == std::string(\"advanced\"))) {\n    // \"intermediate\" monotone constraints need to recompute splits. If the features are sampled when computing the\n    // split initially, then the sampling needs to be recorded or done once again, which is currently not supported\n    Log::Warning(\"Cannot use \\\"intermediate\\\" or \\\"advanced\\\" monotone constraints with feature fraction different from 1, auto set monotone constraints to \\\"basic\\\" method.\");\n    monotone_constraints_method = \"basic\";\n  }\n  if (max_depth > 0 && monotone_penalty >= max_depth) {\n    Log::Warning(\"Monotone penalty greater than tree depth. Monotone features won't be used.\");\n  }\n  if (min_data_in_leaf <= 0 && min_sum_hessian_in_leaf <= kEpsilon) {\n    Log::Warning(\n        \"Cannot set both min_data_in_leaf and min_sum_hessian_in_leaf to 0. \"\n        \"Will set min_data_in_leaf to 1.\");\n    min_data_in_leaf = 1;\n  }\n  if (boosting == std::string(\"goss\")) {\n    boosting = std::string(\"gbdt\");\n    data_sample_strategy = std::string(\"goss\");\n    Log::Warning(\"Found boosting=goss. For backwards compatibility reasons, LightGBM interprets this as boosting=gbdt, data_sample_strategy=goss.\"\n                 \"To suppress this warning, set data_sample_strategy=goss instead.\");\n  }\n\n  if (bagging_by_query && data_sample_strategy != std::string(\"bagging\")) {\n    Log::Warning(\"bagging_by_query=true is only compatible with data_sample_strategy=bagging. Setting bagging_by_query=false.\");\n    bagging_by_query = false;\n  }\n}\n\nstd::string Config::ToString() const {\n  std::stringstream str_buf;\n  str_buf << \"[boosting: \" << boosting << \"]\\n\";\n  str_buf << \"[objective: \" << objective << \"]\\n\";\n  str_buf << \"[metric: \" << Common::Join(metric, \",\") << \"]\\n\";\n  str_buf << \"[tree_learner: \" << tree_learner << \"]\\n\";\n  str_buf << \"[device_type: \" << device_type << \"]\\n\";\n  str_buf << SaveMembersToString();\n  return str_buf.str();\n}\n\nconst std::string Config::DumpAliases() {\n  auto map = Config::parameter2aliases();\n  for (auto& pair : map) {\n    std::sort(pair.second.begin(), pair.second.end(), SortAlias);\n  }\n  std::stringstream str_buf;\n  str_buf << \"{\\n\";\n  bool first = true;\n  for (const auto& pair : map) {\n    if (first) {\n      str_buf << \"   \\\"\";\n      first = false;\n    } else {\n      str_buf << \"   , \\\"\";\n    }\n    str_buf << pair.first << \"\\\": [\";\n    if (pair.second.size() > 0) {\n      str_buf << \"\\\"\" << CommonC::Join(pair.second, \"\\\", \\\"\") << \"\\\"\";\n    }\n    str_buf << \"]\\n\";\n  }\n  str_buf << \"}\\n\";\n  return str_buf.str();\n}\n\n}  // namespace LightGBM\n"
  },
  {
    "path": "src/io/config_auto.cpp",
    "content": "/*!\n * Copyright (c) 2018-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2018-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n *\n * \\note\n * This file is auto generated by LightGBM\\.ci\\parameter-generator.py from LightGBM\\include\\LightGBM\\config.h file.\n */\n#include <LightGBM/config.h>\n\n#include <string>\n#include <unordered_map>\n#include <unordered_set>\n#include <vector>\n\nnamespace LightGBM {\nconst std::unordered_map<std::string, std::string>& Config::alias_table() {\n  static std::unordered_map<std::string, std::string> aliases({\n  {\"config_file\", \"config\"},\n  {\"task_type\", \"task\"},\n  {\"objective_type\", \"objective\"},\n  {\"app\", \"objective\"},\n  {\"application\", \"objective\"},\n  {\"loss\", \"objective\"},\n  {\"boosting_type\", \"boosting\"},\n  {\"boost\", \"boosting\"},\n  {\"train\", \"data\"},\n  {\"train_data\", \"data\"},\n  {\"train_data_file\", \"data\"},\n  {\"data_filename\", \"data\"},\n  {\"test\", \"valid\"},\n  {\"valid_data\", \"valid\"},\n  {\"valid_data_file\", \"valid\"},\n  {\"test_data\", \"valid\"},\n  {\"test_data_file\", \"valid\"},\n  {\"valid_filenames\", \"valid\"},\n  {\"num_iteration\", \"num_iterations\"},\n  {\"n_iter\", \"num_iterations\"},\n  {\"num_tree\", \"num_iterations\"},\n  {\"num_trees\", \"num_iterations\"},\n  {\"num_round\", \"num_iterations\"},\n  {\"num_rounds\", \"num_iterations\"},\n  {\"nrounds\", \"num_iterations\"},\n  {\"num_boost_round\", \"num_iterations\"},\n  {\"n_estimators\", \"num_iterations\"},\n  {\"max_iter\", \"num_iterations\"},\n  {\"shrinkage_rate\", \"learning_rate\"},\n  {\"eta\", \"learning_rate\"},\n  {\"num_leaf\", \"num_leaves\"},\n  {\"max_leaves\", \"num_leaves\"},\n  {\"max_leaf\", \"num_leaves\"},\n  {\"max_leaf_nodes\", \"num_leaves\"},\n  {\"tree\", \"tree_learner\"},\n  {\"tree_type\", \"tree_learner\"},\n  {\"tree_learner_type\", \"tree_learner\"},\n  {\"num_thread\", \"num_threads\"},\n  {\"nthread\", \"num_threads\"},\n  {\"nthreads\", \"num_threads\"},\n  {\"n_jobs\", \"num_threads\"},\n  {\"device\", \"device_type\"},\n  {\"random_seed\", \"seed\"},\n  {\"random_state\", \"seed\"},\n  {\"hist_pool_size\", \"histogram_pool_size\"},\n  {\"min_data_per_leaf\", \"min_data_in_leaf\"},\n  {\"min_data\", \"min_data_in_leaf\"},\n  {\"min_child_samples\", \"min_data_in_leaf\"},\n  {\"min_samples_leaf\", \"min_data_in_leaf\"},\n  {\"min_sum_hessian_per_leaf\", \"min_sum_hessian_in_leaf\"},\n  {\"min_sum_hessian\", \"min_sum_hessian_in_leaf\"},\n  {\"min_hessian\", \"min_sum_hessian_in_leaf\"},\n  {\"min_child_weight\", \"min_sum_hessian_in_leaf\"},\n  {\"sub_row\", \"bagging_fraction\"},\n  {\"subsample\", \"bagging_fraction\"},\n  {\"bagging\", \"bagging_fraction\"},\n  {\"pos_sub_row\", \"pos_bagging_fraction\"},\n  {\"pos_subsample\", \"pos_bagging_fraction\"},\n  {\"pos_bagging\", \"pos_bagging_fraction\"},\n  {\"neg_sub_row\", \"neg_bagging_fraction\"},\n  {\"neg_subsample\", \"neg_bagging_fraction\"},\n  {\"neg_bagging\", \"neg_bagging_fraction\"},\n  {\"subsample_freq\", \"bagging_freq\"},\n  {\"bagging_fraction_seed\", \"bagging_seed\"},\n  {\"sub_feature\", \"feature_fraction\"},\n  {\"colsample_bytree\", \"feature_fraction\"},\n  {\"sub_feature_bynode\", \"feature_fraction_bynode\"},\n  {\"colsample_bynode\", \"feature_fraction_bynode\"},\n  {\"extra_tree\", \"extra_trees\"},\n  {\"early_stopping_rounds\", \"early_stopping_round\"},\n  {\"early_stopping\", \"early_stopping_round\"},\n  {\"n_iter_no_change\", \"early_stopping_round\"},\n  {\"max_tree_output\", \"max_delta_step\"},\n  {\"max_leaf_output\", \"max_delta_step\"},\n  {\"reg_alpha\", \"lambda_l1\"},\n  {\"l1_regularization\", \"lambda_l1\"},\n  {\"reg_lambda\", \"lambda_l2\"},\n  {\"lambda\", \"lambda_l2\"},\n  {\"l2_regularization\", \"lambda_l2\"},\n  {\"min_split_gain\", \"min_gain_to_split\"},\n  {\"rate_drop\", \"drop_rate\"},\n  {\"topk\", \"top_k\"},\n  {\"mc\", \"monotone_constraints\"},\n  {\"monotone_constraint\", \"monotone_constraints\"},\n  {\"monotonic_cst\", \"monotone_constraints\"},\n  {\"monotone_constraining_method\", \"monotone_constraints_method\"},\n  {\"mc_method\", \"monotone_constraints_method\"},\n  {\"monotone_splits_penalty\", \"monotone_penalty\"},\n  {\"ms_penalty\", \"monotone_penalty\"},\n  {\"mc_penalty\", \"monotone_penalty\"},\n  {\"feature_contrib\", \"feature_contri\"},\n  {\"fc\", \"feature_contri\"},\n  {\"fp\", \"feature_contri\"},\n  {\"feature_penalty\", \"feature_contri\"},\n  {\"fs\", \"forcedsplits_filename\"},\n  {\"forced_splits_filename\", \"forcedsplits_filename\"},\n  {\"forced_splits_file\", \"forcedsplits_filename\"},\n  {\"forced_splits\", \"forcedsplits_filename\"},\n  {\"verbose\", \"verbosity\"},\n  {\"model_input\", \"input_model\"},\n  {\"model_in\", \"input_model\"},\n  {\"model_output\", \"output_model\"},\n  {\"model_out\", \"output_model\"},\n  {\"save_period\", \"snapshot_freq\"},\n  {\"linear_trees\", \"linear_tree\"},\n  {\"max_bins\", \"max_bin\"},\n  {\"subsample_for_bin\", \"bin_construct_sample_cnt\"},\n  {\"data_seed\", \"data_random_seed\"},\n  {\"is_sparse\", \"is_enable_sparse\"},\n  {\"enable_sparse\", \"is_enable_sparse\"},\n  {\"sparse\", \"is_enable_sparse\"},\n  {\"is_enable_bundle\", \"enable_bundle\"},\n  {\"bundle\", \"enable_bundle\"},\n  {\"is_pre_partition\", \"pre_partition\"},\n  {\"two_round_loading\", \"two_round\"},\n  {\"use_two_round_loading\", \"two_round\"},\n  {\"has_header\", \"header\"},\n  {\"label\", \"label_column\"},\n  {\"weight\", \"weight_column\"},\n  {\"group\", \"group_column\"},\n  {\"group_id\", \"group_column\"},\n  {\"query_column\", \"group_column\"},\n  {\"query\", \"group_column\"},\n  {\"query_id\", \"group_column\"},\n  {\"ignore_feature\", \"ignore_column\"},\n  {\"blacklist\", \"ignore_column\"},\n  {\"cat_feature\", \"categorical_feature\"},\n  {\"categorical_column\", \"categorical_feature\"},\n  {\"cat_column\", \"categorical_feature\"},\n  {\"categorical_features\", \"categorical_feature\"},\n  {\"is_save_binary\", \"save_binary\"},\n  {\"is_save_binary_file\", \"save_binary\"},\n  {\"is_predict_raw_score\", \"predict_raw_score\"},\n  {\"predict_rawscore\", \"predict_raw_score\"},\n  {\"raw_score\", \"predict_raw_score\"},\n  {\"is_predict_leaf_index\", \"predict_leaf_index\"},\n  {\"leaf_index\", \"predict_leaf_index\"},\n  {\"is_predict_contrib\", \"predict_contrib\"},\n  {\"contrib\", \"predict_contrib\"},\n  {\"predict_result\", \"output_result\"},\n  {\"prediction_result\", \"output_result\"},\n  {\"predict_name\", \"output_result\"},\n  {\"prediction_name\", \"output_result\"},\n  {\"pred_name\", \"output_result\"},\n  {\"name_pred\", \"output_result\"},\n  {\"convert_model_file\", \"convert_model\"},\n  {\"num_classes\", \"num_class\"},\n  {\"unbalance\", \"is_unbalance\"},\n  {\"unbalanced_sets\", \"is_unbalance\"},\n  {\"metrics\", \"metric\"},\n  {\"metric_types\", \"metric\"},\n  {\"output_freq\", \"metric_freq\"},\n  {\"training_metric\", \"is_provide_training_metric\"},\n  {\"is_training_metric\", \"is_provide_training_metric\"},\n  {\"train_metric\", \"is_provide_training_metric\"},\n  {\"ndcg_eval_at\", \"eval_at\"},\n  {\"ndcg_at\", \"eval_at\"},\n  {\"map_eval_at\", \"eval_at\"},\n  {\"map_at\", \"eval_at\"},\n  {\"num_machine\", \"num_machines\"},\n  {\"local_port\", \"local_listen_port\"},\n  {\"port\", \"local_listen_port\"},\n  {\"machine_list_file\", \"machine_list_filename\"},\n  {\"machine_list\", \"machine_list_filename\"},\n  {\"mlist\", \"machine_list_filename\"},\n  {\"workers\", \"machines\"},\n  {\"nodes\", \"machines\"},\n  });\n  return aliases;\n}\n\nconst std::unordered_set<std::string>& Config::parameter_set() {\n  static std::unordered_set<std::string> params({\n  \"config\",\n  \"task\",\n  \"objective\",\n  \"boosting\",\n  \"data_sample_strategy\",\n  \"data\",\n  \"valid\",\n  \"num_iterations\",\n  \"learning_rate\",\n  \"num_leaves\",\n  \"tree_learner\",\n  \"num_threads\",\n  \"device_type\",\n  \"seed\",\n  \"deterministic\",\n  \"force_col_wise\",\n  \"force_row_wise\",\n  \"histogram_pool_size\",\n  \"max_depth\",\n  \"min_data_in_leaf\",\n  \"min_sum_hessian_in_leaf\",\n  \"bagging_fraction\",\n  \"pos_bagging_fraction\",\n  \"neg_bagging_fraction\",\n  \"bagging_freq\",\n  \"bagging_seed\",\n  \"bagging_by_query\",\n  \"feature_fraction\",\n  \"feature_fraction_bynode\",\n  \"feature_fraction_seed\",\n  \"extra_trees\",\n  \"extra_seed\",\n  \"early_stopping_round\",\n  \"early_stopping_min_delta\",\n  \"first_metric_only\",\n  \"max_delta_step\",\n  \"lambda_l1\",\n  \"lambda_l2\",\n  \"linear_lambda\",\n  \"min_gain_to_split\",\n  \"drop_rate\",\n  \"max_drop\",\n  \"skip_drop\",\n  \"xgboost_dart_mode\",\n  \"uniform_drop\",\n  \"drop_seed\",\n  \"top_rate\",\n  \"other_rate\",\n  \"min_data_per_group\",\n  \"max_cat_threshold\",\n  \"cat_l2\",\n  \"cat_smooth\",\n  \"max_cat_to_onehot\",\n  \"top_k\",\n  \"monotone_constraints\",\n  \"monotone_constraints_method\",\n  \"monotone_penalty\",\n  \"feature_contri\",\n  \"forcedsplits_filename\",\n  \"refit_decay_rate\",\n  \"cegb_tradeoff\",\n  \"cegb_penalty_split\",\n  \"cegb_penalty_feature_lazy\",\n  \"cegb_penalty_feature_coupled\",\n  \"path_smooth\",\n  \"interaction_constraints\",\n  \"verbosity\",\n  \"input_model\",\n  \"output_model\",\n  \"saved_feature_importance_type\",\n  \"snapshot_freq\",\n  \"use_quantized_grad\",\n  \"num_grad_quant_bins\",\n  \"quant_train_renew_leaf\",\n  \"stochastic_rounding\",\n  \"linear_tree\",\n  \"max_bin\",\n  \"max_bin_by_feature\",\n  \"min_data_in_bin\",\n  \"bin_construct_sample_cnt\",\n  \"data_random_seed\",\n  \"is_enable_sparse\",\n  \"enable_bundle\",\n  \"use_missing\",\n  \"zero_as_missing\",\n  \"feature_pre_filter\",\n  \"pre_partition\",\n  \"two_round\",\n  \"header\",\n  \"label_column\",\n  \"weight_column\",\n  \"group_column\",\n  \"ignore_column\",\n  \"categorical_feature\",\n  \"forcedbins_filename\",\n  \"save_binary\",\n  \"precise_float_parser\",\n  \"parser_config_file\",\n  \"start_iteration_predict\",\n  \"num_iteration_predict\",\n  \"predict_raw_score\",\n  \"predict_leaf_index\",\n  \"predict_contrib\",\n  \"predict_disable_shape_check\",\n  \"pred_early_stop\",\n  \"pred_early_stop_freq\",\n  \"pred_early_stop_margin\",\n  \"output_result\",\n  \"convert_model_language\",\n  \"convert_model\",\n  \"objective_seed\",\n  \"num_class\",\n  \"is_unbalance\",\n  \"scale_pos_weight\",\n  \"sigmoid\",\n  \"boost_from_average\",\n  \"reg_sqrt\",\n  \"alpha\",\n  \"fair_c\",\n  \"poisson_max_delta_step\",\n  \"tweedie_variance_power\",\n  \"lambdarank_truncation_level\",\n  \"lambdarank_norm\",\n  \"label_gain\",\n  \"lambdarank_position_bias_regularization\",\n  \"metric\",\n  \"metric_freq\",\n  \"is_provide_training_metric\",\n  \"eval_at\",\n  \"multi_error_top_k\",\n  \"auc_mu_weights\",\n  \"num_machines\",\n  \"local_listen_port\",\n  \"time_out\",\n  \"machine_list_filename\",\n  \"machines\",\n  \"gpu_platform_id\",\n  \"gpu_device_id\",\n  \"gpu_device_id_list\",\n  \"gpu_use_dp\",\n  \"num_gpu\",\n  });\n  return params;\n}\n\nvoid Config::GetMembersFromString(const std::unordered_map<std::string, std::string>& params) {\n  std::string tmp_str = \"\";\n  GetString(params, \"data\", &data);\n\n  if (GetString(params, \"valid\", &tmp_str)) {\n    valid = Common::Split(tmp_str.c_str(), ',');\n  }\n\n  GetInt(params, \"num_iterations\", &num_iterations);\n  CHECK_GE(num_iterations, 0);\n\n  GetDouble(params, \"learning_rate\", &learning_rate);\n  CHECK_GT(learning_rate, 0.0);\n\n  GetInt(params, \"num_leaves\", &num_leaves);\n  CHECK_GT(num_leaves, 1);\n  CHECK_LE(num_leaves, 131072);\n\n  GetInt(params, \"num_threads\", &num_threads);\n\n  GetBool(params, \"deterministic\", &deterministic);\n\n  GetBool(params, \"force_col_wise\", &force_col_wise);\n\n  GetBool(params, \"force_row_wise\", &force_row_wise);\n\n  GetDouble(params, \"histogram_pool_size\", &histogram_pool_size);\n\n  GetInt(params, \"max_depth\", &max_depth);\n\n  GetInt(params, \"min_data_in_leaf\", &min_data_in_leaf);\n  CHECK_GE(min_data_in_leaf, 0);\n\n  GetDouble(params, \"min_sum_hessian_in_leaf\", &min_sum_hessian_in_leaf);\n  CHECK_GE(min_sum_hessian_in_leaf, 0.0);\n\n  GetDouble(params, \"bagging_fraction\", &bagging_fraction);\n  CHECK_GT(bagging_fraction, 0.0);\n  CHECK_LE(bagging_fraction, 1.0);\n\n  GetDouble(params, \"pos_bagging_fraction\", &pos_bagging_fraction);\n  CHECK_GT(pos_bagging_fraction, 0.0);\n  CHECK_LE(pos_bagging_fraction, 1.0);\n\n  GetDouble(params, \"neg_bagging_fraction\", &neg_bagging_fraction);\n  CHECK_GT(neg_bagging_fraction, 0.0);\n  CHECK_LE(neg_bagging_fraction, 1.0);\n\n  GetInt(params, \"bagging_freq\", &bagging_freq);\n\n  GetInt(params, \"bagging_seed\", &bagging_seed);\n\n  GetBool(params, \"bagging_by_query\", &bagging_by_query);\n\n  GetDouble(params, \"feature_fraction\", &feature_fraction);\n  CHECK_GT(feature_fraction, 0.0);\n  CHECK_LE(feature_fraction, 1.0);\n\n  GetDouble(params, \"feature_fraction_bynode\", &feature_fraction_bynode);\n  CHECK_GT(feature_fraction_bynode, 0.0);\n  CHECK_LE(feature_fraction_bynode, 1.0);\n\n  GetInt(params, \"feature_fraction_seed\", &feature_fraction_seed);\n\n  GetBool(params, \"extra_trees\", &extra_trees);\n\n  GetInt(params, \"extra_seed\", &extra_seed);\n\n  GetInt(params, \"early_stopping_round\", &early_stopping_round);\n\n  GetDouble(params, \"early_stopping_min_delta\", &early_stopping_min_delta);\n  CHECK_GE(early_stopping_min_delta, 0.0);\n\n  GetBool(params, \"first_metric_only\", &first_metric_only);\n\n  GetDouble(params, \"max_delta_step\", &max_delta_step);\n\n  GetDouble(params, \"lambda_l1\", &lambda_l1);\n  CHECK_GE(lambda_l1, 0.0);\n\n  GetDouble(params, \"lambda_l2\", &lambda_l2);\n  CHECK_GE(lambda_l2, 0.0);\n\n  GetDouble(params, \"linear_lambda\", &linear_lambda);\n  CHECK_GE(linear_lambda, 0.0);\n\n  GetDouble(params, \"min_gain_to_split\", &min_gain_to_split);\n  CHECK_GE(min_gain_to_split, 0.0);\n\n  GetDouble(params, \"drop_rate\", &drop_rate);\n  CHECK_GE(drop_rate, 0.0);\n  CHECK_LE(drop_rate, 1.0);\n\n  GetInt(params, \"max_drop\", &max_drop);\n\n  GetDouble(params, \"skip_drop\", &skip_drop);\n  CHECK_GE(skip_drop, 0.0);\n  CHECK_LE(skip_drop, 1.0);\n\n  GetBool(params, \"xgboost_dart_mode\", &xgboost_dart_mode);\n\n  GetBool(params, \"uniform_drop\", &uniform_drop);\n\n  GetInt(params, \"drop_seed\", &drop_seed);\n\n  GetDouble(params, \"top_rate\", &top_rate);\n  CHECK_GE(top_rate, 0.0);\n  CHECK_LE(top_rate, 1.0);\n\n  GetDouble(params, \"other_rate\", &other_rate);\n  CHECK_GE(other_rate, 0.0);\n  CHECK_LE(other_rate, 1.0);\n\n  GetInt(params, \"min_data_per_group\", &min_data_per_group);\n  CHECK_GT(min_data_per_group, 0);\n\n  GetInt(params, \"max_cat_threshold\", &max_cat_threshold);\n  CHECK_GT(max_cat_threshold, 0);\n\n  GetDouble(params, \"cat_l2\", &cat_l2);\n  CHECK_GE(cat_l2, 0.0);\n\n  GetDouble(params, \"cat_smooth\", &cat_smooth);\n  CHECK_GE(cat_smooth, 0.0);\n\n  GetInt(params, \"max_cat_to_onehot\", &max_cat_to_onehot);\n  CHECK_GT(max_cat_to_onehot, 0);\n\n  GetInt(params, \"top_k\", &top_k);\n  CHECK_GT(top_k, 0);\n\n  if (GetString(params, \"monotone_constraints\", &tmp_str)) {\n    monotone_constraints = Common::StringToArray<int8_t>(tmp_str, ',');\n  }\n\n  GetString(params, \"monotone_constraints_method\", &monotone_constraints_method);\n\n  GetDouble(params, \"monotone_penalty\", &monotone_penalty);\n  CHECK_GE(monotone_penalty, 0.0);\n\n  if (GetString(params, \"feature_contri\", &tmp_str)) {\n    feature_contri = Common::StringToArray<double>(tmp_str, ',');\n  }\n\n  GetString(params, \"forcedsplits_filename\", &forcedsplits_filename);\n\n  GetDouble(params, \"refit_decay_rate\", &refit_decay_rate);\n  CHECK_GE(refit_decay_rate, 0.0);\n  CHECK_LE(refit_decay_rate, 1.0);\n\n  GetDouble(params, \"cegb_tradeoff\", &cegb_tradeoff);\n  CHECK_GE(cegb_tradeoff, 0.0);\n\n  GetDouble(params, \"cegb_penalty_split\", &cegb_penalty_split);\n  CHECK_GE(cegb_penalty_split, 0.0);\n\n  if (GetString(params, \"cegb_penalty_feature_lazy\", &tmp_str)) {\n    cegb_penalty_feature_lazy = Common::StringToArray<double>(tmp_str, ',');\n  }\n\n  if (GetString(params, \"cegb_penalty_feature_coupled\", &tmp_str)) {\n    cegb_penalty_feature_coupled = Common::StringToArray<double>(tmp_str, ',');\n  }\n\n  GetDouble(params, \"path_smooth\", &path_smooth);\n  CHECK_GE(path_smooth,  0.0);\n\n  GetString(params, \"interaction_constraints\", &interaction_constraints);\n\n  GetInt(params, \"verbosity\", &verbosity);\n\n  GetString(params, \"input_model\", &input_model);\n\n  GetString(params, \"output_model\", &output_model);\n\n  GetInt(params, \"saved_feature_importance_type\", &saved_feature_importance_type);\n\n  GetInt(params, \"snapshot_freq\", &snapshot_freq);\n\n  GetBool(params, \"use_quantized_grad\", &use_quantized_grad);\n\n  GetInt(params, \"num_grad_quant_bins\", &num_grad_quant_bins);\n\n  GetBool(params, \"quant_train_renew_leaf\", &quant_train_renew_leaf);\n\n  GetBool(params, \"stochastic_rounding\", &stochastic_rounding);\n\n  GetBool(params, \"linear_tree\", &linear_tree);\n\n  GetInt(params, \"max_bin\", &max_bin);\n  CHECK_GT(max_bin, 1);\n\n  if (GetString(params, \"max_bin_by_feature\", &tmp_str)) {\n    max_bin_by_feature = Common::StringToArray<int32_t>(tmp_str, ',');\n  }\n\n  GetInt(params, \"min_data_in_bin\", &min_data_in_bin);\n  CHECK_GT(min_data_in_bin, 0);\n\n  GetInt(params, \"bin_construct_sample_cnt\", &bin_construct_sample_cnt);\n  CHECK_GT(bin_construct_sample_cnt, 0);\n\n  GetInt(params, \"data_random_seed\", &data_random_seed);\n\n  GetBool(params, \"is_enable_sparse\", &is_enable_sparse);\n\n  GetBool(params, \"enable_bundle\", &enable_bundle);\n\n  GetBool(params, \"use_missing\", &use_missing);\n\n  GetBool(params, \"zero_as_missing\", &zero_as_missing);\n\n  GetBool(params, \"feature_pre_filter\", &feature_pre_filter);\n\n  GetBool(params, \"pre_partition\", &pre_partition);\n\n  GetBool(params, \"two_round\", &two_round);\n\n  GetBool(params, \"header\", &header);\n\n  GetString(params, \"label_column\", &label_column);\n\n  GetString(params, \"weight_column\", &weight_column);\n\n  GetString(params, \"group_column\", &group_column);\n\n  GetString(params, \"ignore_column\", &ignore_column);\n\n  GetString(params, \"categorical_feature\", &categorical_feature);\n\n  GetString(params, \"forcedbins_filename\", &forcedbins_filename);\n\n  GetBool(params, \"save_binary\", &save_binary);\n\n  GetBool(params, \"precise_float_parser\", &precise_float_parser);\n\n  GetString(params, \"parser_config_file\", &parser_config_file);\n\n  GetInt(params, \"start_iteration_predict\", &start_iteration_predict);\n\n  GetInt(params, \"num_iteration_predict\", &num_iteration_predict);\n\n  GetBool(params, \"predict_raw_score\", &predict_raw_score);\n\n  GetBool(params, \"predict_leaf_index\", &predict_leaf_index);\n\n  GetBool(params, \"predict_contrib\", &predict_contrib);\n\n  GetBool(params, \"predict_disable_shape_check\", &predict_disable_shape_check);\n\n  GetBool(params, \"pred_early_stop\", &pred_early_stop);\n\n  GetInt(params, \"pred_early_stop_freq\", &pred_early_stop_freq);\n\n  GetDouble(params, \"pred_early_stop_margin\", &pred_early_stop_margin);\n\n  GetString(params, \"output_result\", &output_result);\n\n  GetString(params, \"convert_model_language\", &convert_model_language);\n\n  GetString(params, \"convert_model\", &convert_model);\n\n  GetInt(params, \"objective_seed\", &objective_seed);\n\n  GetInt(params, \"num_class\", &num_class);\n  CHECK_GT(num_class, 0);\n\n  GetBool(params, \"is_unbalance\", &is_unbalance);\n\n  GetDouble(params, \"scale_pos_weight\", &scale_pos_weight);\n  CHECK_GT(scale_pos_weight, 0.0);\n\n  GetDouble(params, \"sigmoid\", &sigmoid);\n  CHECK_GT(sigmoid, 0.0);\n\n  GetBool(params, \"boost_from_average\", &boost_from_average);\n\n  GetBool(params, \"reg_sqrt\", &reg_sqrt);\n\n  GetDouble(params, \"alpha\", &alpha);\n  CHECK_GT(alpha, 0.0);\n\n  GetDouble(params, \"fair_c\", &fair_c);\n  CHECK_GT(fair_c, 0.0);\n\n  GetDouble(params, \"poisson_max_delta_step\", &poisson_max_delta_step);\n  CHECK_GT(poisson_max_delta_step, 0.0);\n\n  GetDouble(params, \"tweedie_variance_power\", &tweedie_variance_power);\n  CHECK_GE(tweedie_variance_power, 1.0);\n  CHECK_LT(tweedie_variance_power, 2.0);\n\n  GetInt(params, \"lambdarank_truncation_level\", &lambdarank_truncation_level);\n  CHECK_GT(lambdarank_truncation_level, 0);\n\n  GetBool(params, \"lambdarank_norm\", &lambdarank_norm);\n\n  if (GetString(params, \"label_gain\", &tmp_str)) {\n    label_gain = Common::StringToArray<double>(tmp_str, ',');\n  }\n\n  GetDouble(params, \"lambdarank_position_bias_regularization\", &lambdarank_position_bias_regularization);\n  CHECK_GE(lambdarank_position_bias_regularization, 0.0);\n\n  GetInt(params, \"metric_freq\", &metric_freq);\n  CHECK_GT(metric_freq, 0);\n\n  GetBool(params, \"is_provide_training_metric\", &is_provide_training_metric);\n\n  if (GetString(params, \"eval_at\", &tmp_str)) {\n    eval_at = Common::StringToArray<int>(tmp_str, ',');\n  }\n\n  GetInt(params, \"multi_error_top_k\", &multi_error_top_k);\n  CHECK_GT(multi_error_top_k, 0);\n\n  if (GetString(params, \"auc_mu_weights\", &tmp_str)) {\n    auc_mu_weights = Common::StringToArray<double>(tmp_str, ',');\n  }\n\n  GetInt(params, \"num_machines\", &num_machines);\n  CHECK_GT(num_machines, 0);\n\n  GetInt(params, \"local_listen_port\", &local_listen_port);\n  CHECK_GT(local_listen_port, 0);\n\n  GetInt(params, \"time_out\", &time_out);\n  CHECK_GT(time_out, 0);\n\n  GetString(params, \"machine_list_filename\", &machine_list_filename);\n\n  GetString(params, \"machines\", &machines);\n\n  GetInt(params, \"gpu_platform_id\", &gpu_platform_id);\n\n  GetInt(params, \"gpu_device_id\", &gpu_device_id);\n\n  GetString(params, \"gpu_device_id_list\", &gpu_device_id_list);\n\n  GetBool(params, \"gpu_use_dp\", &gpu_use_dp);\n\n  GetInt(params, \"num_gpu\", &num_gpu);\n  CHECK_GT(num_gpu, 0);\n}\n\nstd::string Config::SaveMembersToString() const {\n  std::stringstream str_buf;\n  str_buf << \"[data_sample_strategy: \" << data_sample_strategy << \"]\\n\";\n  str_buf << \"[data: \" << data << \"]\\n\";\n  str_buf << \"[valid: \" << Common::Join(valid, \",\") << \"]\\n\";\n  str_buf << \"[num_iterations: \" << num_iterations << \"]\\n\";\n  str_buf << \"[learning_rate: \" << learning_rate << \"]\\n\";\n  str_buf << \"[num_leaves: \" << num_leaves << \"]\\n\";\n  str_buf << \"[num_threads: \" << num_threads << \"]\\n\";\n  str_buf << \"[seed: \" << seed << \"]\\n\";\n  str_buf << \"[deterministic: \" << deterministic << \"]\\n\";\n  str_buf << \"[force_col_wise: \" << force_col_wise << \"]\\n\";\n  str_buf << \"[force_row_wise: \" << force_row_wise << \"]\\n\";\n  str_buf << \"[histogram_pool_size: \" << histogram_pool_size << \"]\\n\";\n  str_buf << \"[max_depth: \" << max_depth << \"]\\n\";\n  str_buf << \"[min_data_in_leaf: \" << min_data_in_leaf << \"]\\n\";\n  str_buf << \"[min_sum_hessian_in_leaf: \" << min_sum_hessian_in_leaf << \"]\\n\";\n  str_buf << \"[bagging_fraction: \" << bagging_fraction << \"]\\n\";\n  str_buf << \"[pos_bagging_fraction: \" << pos_bagging_fraction << \"]\\n\";\n  str_buf << \"[neg_bagging_fraction: \" << neg_bagging_fraction << \"]\\n\";\n  str_buf << \"[bagging_freq: \" << bagging_freq << \"]\\n\";\n  str_buf << \"[bagging_seed: \" << bagging_seed << \"]\\n\";\n  str_buf << \"[bagging_by_query: \" << bagging_by_query << \"]\\n\";\n  str_buf << \"[feature_fraction: \" << feature_fraction << \"]\\n\";\n  str_buf << \"[feature_fraction_bynode: \" << feature_fraction_bynode << \"]\\n\";\n  str_buf << \"[feature_fraction_seed: \" << feature_fraction_seed << \"]\\n\";\n  str_buf << \"[extra_trees: \" << extra_trees << \"]\\n\";\n  str_buf << \"[extra_seed: \" << extra_seed << \"]\\n\";\n  str_buf << \"[early_stopping_round: \" << early_stopping_round << \"]\\n\";\n  str_buf << \"[early_stopping_min_delta: \" << early_stopping_min_delta << \"]\\n\";\n  str_buf << \"[first_metric_only: \" << first_metric_only << \"]\\n\";\n  str_buf << \"[max_delta_step: \" << max_delta_step << \"]\\n\";\n  str_buf << \"[lambda_l1: \" << lambda_l1 << \"]\\n\";\n  str_buf << \"[lambda_l2: \" << lambda_l2 << \"]\\n\";\n  str_buf << \"[linear_lambda: \" << linear_lambda << \"]\\n\";\n  str_buf << \"[min_gain_to_split: \" << min_gain_to_split << \"]\\n\";\n  str_buf << \"[drop_rate: \" << drop_rate << \"]\\n\";\n  str_buf << \"[max_drop: \" << max_drop << \"]\\n\";\n  str_buf << \"[skip_drop: \" << skip_drop << \"]\\n\";\n  str_buf << \"[xgboost_dart_mode: \" << xgboost_dart_mode << \"]\\n\";\n  str_buf << \"[uniform_drop: \" << uniform_drop << \"]\\n\";\n  str_buf << \"[drop_seed: \" << drop_seed << \"]\\n\";\n  str_buf << \"[top_rate: \" << top_rate << \"]\\n\";\n  str_buf << \"[other_rate: \" << other_rate << \"]\\n\";\n  str_buf << \"[min_data_per_group: \" << min_data_per_group << \"]\\n\";\n  str_buf << \"[max_cat_threshold: \" << max_cat_threshold << \"]\\n\";\n  str_buf << \"[cat_l2: \" << cat_l2 << \"]\\n\";\n  str_buf << \"[cat_smooth: \" << cat_smooth << \"]\\n\";\n  str_buf << \"[max_cat_to_onehot: \" << max_cat_to_onehot << \"]\\n\";\n  str_buf << \"[top_k: \" << top_k << \"]\\n\";\n  str_buf << \"[monotone_constraints: \" << Common::Join(Common::ArrayCast<int8_t, int>(monotone_constraints), \",\") << \"]\\n\";\n  str_buf << \"[monotone_constraints_method: \" << monotone_constraints_method << \"]\\n\";\n  str_buf << \"[monotone_penalty: \" << monotone_penalty << \"]\\n\";\n  str_buf << \"[feature_contri: \" << Common::Join(feature_contri, \",\") << \"]\\n\";\n  str_buf << \"[forcedsplits_filename: \" << forcedsplits_filename << \"]\\n\";\n  str_buf << \"[refit_decay_rate: \" << refit_decay_rate << \"]\\n\";\n  str_buf << \"[cegb_tradeoff: \" << cegb_tradeoff << \"]\\n\";\n  str_buf << \"[cegb_penalty_split: \" << cegb_penalty_split << \"]\\n\";\n  str_buf << \"[cegb_penalty_feature_lazy: \" << Common::Join(cegb_penalty_feature_lazy, \",\") << \"]\\n\";\n  str_buf << \"[cegb_penalty_feature_coupled: \" << Common::Join(cegb_penalty_feature_coupled, \",\") << \"]\\n\";\n  str_buf << \"[path_smooth: \" << path_smooth << \"]\\n\";\n  str_buf << \"[interaction_constraints: \" << interaction_constraints << \"]\\n\";\n  str_buf << \"[verbosity: \" << verbosity << \"]\\n\";\n  str_buf << \"[saved_feature_importance_type: \" << saved_feature_importance_type << \"]\\n\";\n  str_buf << \"[use_quantized_grad: \" << use_quantized_grad << \"]\\n\";\n  str_buf << \"[num_grad_quant_bins: \" << num_grad_quant_bins << \"]\\n\";\n  str_buf << \"[quant_train_renew_leaf: \" << quant_train_renew_leaf << \"]\\n\";\n  str_buf << \"[stochastic_rounding: \" << stochastic_rounding << \"]\\n\";\n  str_buf << \"[linear_tree: \" << linear_tree << \"]\\n\";\n  str_buf << \"[max_bin: \" << max_bin << \"]\\n\";\n  str_buf << \"[max_bin_by_feature: \" << Common::Join(max_bin_by_feature, \",\") << \"]\\n\";\n  str_buf << \"[min_data_in_bin: \" << min_data_in_bin << \"]\\n\";\n  str_buf << \"[bin_construct_sample_cnt: \" << bin_construct_sample_cnt << \"]\\n\";\n  str_buf << \"[data_random_seed: \" << data_random_seed << \"]\\n\";\n  str_buf << \"[is_enable_sparse: \" << is_enable_sparse << \"]\\n\";\n  str_buf << \"[enable_bundle: \" << enable_bundle << \"]\\n\";\n  str_buf << \"[use_missing: \" << use_missing << \"]\\n\";\n  str_buf << \"[zero_as_missing: \" << zero_as_missing << \"]\\n\";\n  str_buf << \"[feature_pre_filter: \" << feature_pre_filter << \"]\\n\";\n  str_buf << \"[pre_partition: \" << pre_partition << \"]\\n\";\n  str_buf << \"[two_round: \" << two_round << \"]\\n\";\n  str_buf << \"[header: \" << header << \"]\\n\";\n  str_buf << \"[label_column: \" << label_column << \"]\\n\";\n  str_buf << \"[weight_column: \" << weight_column << \"]\\n\";\n  str_buf << \"[group_column: \" << group_column << \"]\\n\";\n  str_buf << \"[ignore_column: \" << ignore_column << \"]\\n\";\n  str_buf << \"[categorical_feature: \" << categorical_feature << \"]\\n\";\n  str_buf << \"[forcedbins_filename: \" << forcedbins_filename << \"]\\n\";\n  str_buf << \"[precise_float_parser: \" << precise_float_parser << \"]\\n\";\n  str_buf << \"[parser_config_file: \" << parser_config_file << \"]\\n\";\n  str_buf << \"[objective_seed: \" << objective_seed << \"]\\n\";\n  str_buf << \"[num_class: \" << num_class << \"]\\n\";\n  str_buf << \"[is_unbalance: \" << is_unbalance << \"]\\n\";\n  str_buf << \"[scale_pos_weight: \" << scale_pos_weight << \"]\\n\";\n  str_buf << \"[sigmoid: \" << sigmoid << \"]\\n\";\n  str_buf << \"[boost_from_average: \" << boost_from_average << \"]\\n\";\n  str_buf << \"[reg_sqrt: \" << reg_sqrt << \"]\\n\";\n  str_buf << \"[alpha: \" << alpha << \"]\\n\";\n  str_buf << \"[fair_c: \" << fair_c << \"]\\n\";\n  str_buf << \"[poisson_max_delta_step: \" << poisson_max_delta_step << \"]\\n\";\n  str_buf << \"[tweedie_variance_power: \" << tweedie_variance_power << \"]\\n\";\n  str_buf << \"[lambdarank_truncation_level: \" << lambdarank_truncation_level << \"]\\n\";\n  str_buf << \"[lambdarank_norm: \" << lambdarank_norm << \"]\\n\";\n  str_buf << \"[label_gain: \" << Common::Join(label_gain, \",\") << \"]\\n\";\n  str_buf << \"[lambdarank_position_bias_regularization: \" << lambdarank_position_bias_regularization << \"]\\n\";\n  str_buf << \"[eval_at: \" << Common::Join(eval_at, \",\") << \"]\\n\";\n  str_buf << \"[multi_error_top_k: \" << multi_error_top_k << \"]\\n\";\n  str_buf << \"[auc_mu_weights: \" << Common::Join(auc_mu_weights, \",\") << \"]\\n\";\n  str_buf << \"[num_machines: \" << num_machines << \"]\\n\";\n  str_buf << \"[local_listen_port: \" << local_listen_port << \"]\\n\";\n  str_buf << \"[time_out: \" << time_out << \"]\\n\";\n  str_buf << \"[machine_list_filename: \" << machine_list_filename << \"]\\n\";\n  str_buf << \"[machines: \" << machines << \"]\\n\";\n  str_buf << \"[gpu_platform_id: \" << gpu_platform_id << \"]\\n\";\n  str_buf << \"[gpu_device_id: \" << gpu_device_id << \"]\\n\";\n  str_buf << \"[gpu_device_id_list: \" << gpu_device_id_list << \"]\\n\";\n  str_buf << \"[gpu_use_dp: \" << gpu_use_dp << \"]\\n\";\n  str_buf << \"[num_gpu: \" << num_gpu << \"]\\n\";\n  return str_buf.str();\n}\n\nconst std::unordered_map<std::string, std::vector<std::string>>& Config::parameter2aliases() {\n  static std::unordered_map<std::string, std::vector<std::string>> map({\n    {\"config\", {\"config_file\"}},\n    {\"task\", {\"task_type\"}},\n    {\"objective\", {\"objective_type\", \"app\", \"application\", \"loss\"}},\n    {\"boosting\", {\"boosting_type\", \"boost\"}},\n    {\"data_sample_strategy\", {}},\n    {\"data\", {\"train\", \"train_data\", \"train_data_file\", \"data_filename\"}},\n    {\"valid\", {\"test\", \"valid_data\", \"valid_data_file\", \"test_data\", \"test_data_file\", \"valid_filenames\"}},\n    {\"num_iterations\", {\"num_iteration\", \"n_iter\", \"num_tree\", \"num_trees\", \"num_round\", \"num_rounds\", \"nrounds\", \"num_boost_round\", \"n_estimators\", \"max_iter\"}},\n    {\"learning_rate\", {\"shrinkage_rate\", \"eta\"}},\n    {\"num_leaves\", {\"num_leaf\", \"max_leaves\", \"max_leaf\", \"max_leaf_nodes\"}},\n    {\"tree_learner\", {\"tree\", \"tree_type\", \"tree_learner_type\"}},\n    {\"num_threads\", {\"num_thread\", \"nthread\", \"nthreads\", \"n_jobs\"}},\n    {\"device_type\", {\"device\"}},\n    {\"seed\", {\"random_seed\", \"random_state\"}},\n    {\"deterministic\", {}},\n    {\"force_col_wise\", {}},\n    {\"force_row_wise\", {}},\n    {\"histogram_pool_size\", {\"hist_pool_size\"}},\n    {\"max_depth\", {}},\n    {\"min_data_in_leaf\", {\"min_data_per_leaf\", \"min_data\", \"min_child_samples\", \"min_samples_leaf\"}},\n    {\"min_sum_hessian_in_leaf\", {\"min_sum_hessian_per_leaf\", \"min_sum_hessian\", \"min_hessian\", \"min_child_weight\"}},\n    {\"bagging_fraction\", {\"sub_row\", \"subsample\", \"bagging\"}},\n    {\"pos_bagging_fraction\", {\"pos_sub_row\", \"pos_subsample\", \"pos_bagging\"}},\n    {\"neg_bagging_fraction\", {\"neg_sub_row\", \"neg_subsample\", \"neg_bagging\"}},\n    {\"bagging_freq\", {\"subsample_freq\"}},\n    {\"bagging_seed\", {\"bagging_fraction_seed\"}},\n    {\"bagging_by_query\", {}},\n    {\"feature_fraction\", {\"sub_feature\", \"colsample_bytree\"}},\n    {\"feature_fraction_bynode\", {\"sub_feature_bynode\", \"colsample_bynode\"}},\n    {\"feature_fraction_seed\", {}},\n    {\"extra_trees\", {\"extra_tree\"}},\n    {\"extra_seed\", {}},\n    {\"early_stopping_round\", {\"early_stopping_rounds\", \"early_stopping\", \"n_iter_no_change\"}},\n    {\"early_stopping_min_delta\", {}},\n    {\"first_metric_only\", {}},\n    {\"max_delta_step\", {\"max_tree_output\", \"max_leaf_output\"}},\n    {\"lambda_l1\", {\"reg_alpha\", \"l1_regularization\"}},\n    {\"lambda_l2\", {\"reg_lambda\", \"lambda\", \"l2_regularization\"}},\n    {\"linear_lambda\", {}},\n    {\"min_gain_to_split\", {\"min_split_gain\"}},\n    {\"drop_rate\", {\"rate_drop\"}},\n    {\"max_drop\", {}},\n    {\"skip_drop\", {}},\n    {\"xgboost_dart_mode\", {}},\n    {\"uniform_drop\", {}},\n    {\"drop_seed\", {}},\n    {\"top_rate\", {}},\n    {\"other_rate\", {}},\n    {\"min_data_per_group\", {}},\n    {\"max_cat_threshold\", {}},\n    {\"cat_l2\", {}},\n    {\"cat_smooth\", {}},\n    {\"max_cat_to_onehot\", {}},\n    {\"top_k\", {\"topk\"}},\n    {\"monotone_constraints\", {\"mc\", \"monotone_constraint\", \"monotonic_cst\"}},\n    {\"monotone_constraints_method\", {\"monotone_constraining_method\", \"mc_method\"}},\n    {\"monotone_penalty\", {\"monotone_splits_penalty\", \"ms_penalty\", \"mc_penalty\"}},\n    {\"feature_contri\", {\"feature_contrib\", \"fc\", \"fp\", \"feature_penalty\"}},\n    {\"forcedsplits_filename\", {\"fs\", \"forced_splits_filename\", \"forced_splits_file\", \"forced_splits\"}},\n    {\"refit_decay_rate\", {}},\n    {\"cegb_tradeoff\", {}},\n    {\"cegb_penalty_split\", {}},\n    {\"cegb_penalty_feature_lazy\", {}},\n    {\"cegb_penalty_feature_coupled\", {}},\n    {\"path_smooth\", {}},\n    {\"interaction_constraints\", {}},\n    {\"verbosity\", {\"verbose\"}},\n    {\"input_model\", {\"model_input\", \"model_in\"}},\n    {\"output_model\", {\"model_output\", \"model_out\"}},\n    {\"saved_feature_importance_type\", {}},\n    {\"snapshot_freq\", {\"save_period\"}},\n    {\"use_quantized_grad\", {}},\n    {\"num_grad_quant_bins\", {}},\n    {\"quant_train_renew_leaf\", {}},\n    {\"stochastic_rounding\", {}},\n    {\"linear_tree\", {\"linear_trees\"}},\n    {\"max_bin\", {\"max_bins\"}},\n    {\"max_bin_by_feature\", {}},\n    {\"min_data_in_bin\", {}},\n    {\"bin_construct_sample_cnt\", {\"subsample_for_bin\"}},\n    {\"data_random_seed\", {\"data_seed\"}},\n    {\"is_enable_sparse\", {\"is_sparse\", \"enable_sparse\", \"sparse\"}},\n    {\"enable_bundle\", {\"is_enable_bundle\", \"bundle\"}},\n    {\"use_missing\", {}},\n    {\"zero_as_missing\", {}},\n    {\"feature_pre_filter\", {}},\n    {\"pre_partition\", {\"is_pre_partition\"}},\n    {\"two_round\", {\"two_round_loading\", \"use_two_round_loading\"}},\n    {\"header\", {\"has_header\"}},\n    {\"label_column\", {\"label\"}},\n    {\"weight_column\", {\"weight\"}},\n    {\"group_column\", {\"group\", \"group_id\", \"query_column\", \"query\", \"query_id\"}},\n    {\"ignore_column\", {\"ignore_feature\", \"blacklist\"}},\n    {\"categorical_feature\", {\"cat_feature\", \"categorical_column\", \"cat_column\", \"categorical_features\"}},\n    {\"forcedbins_filename\", {}},\n    {\"save_binary\", {\"is_save_binary\", \"is_save_binary_file\"}},\n    {\"precise_float_parser\", {}},\n    {\"parser_config_file\", {}},\n    {\"start_iteration_predict\", {}},\n    {\"num_iteration_predict\", {}},\n    {\"predict_raw_score\", {\"is_predict_raw_score\", \"predict_rawscore\", \"raw_score\"}},\n    {\"predict_leaf_index\", {\"is_predict_leaf_index\", \"leaf_index\"}},\n    {\"predict_contrib\", {\"is_predict_contrib\", \"contrib\"}},\n    {\"predict_disable_shape_check\", {}},\n    {\"pred_early_stop\", {}},\n    {\"pred_early_stop_freq\", {}},\n    {\"pred_early_stop_margin\", {}},\n    {\"output_result\", {\"predict_result\", \"prediction_result\", \"predict_name\", \"prediction_name\", \"pred_name\", \"name_pred\"}},\n    {\"convert_model_language\", {}},\n    {\"convert_model\", {\"convert_model_file\"}},\n    {\"objective_seed\", {}},\n    {\"num_class\", {\"num_classes\"}},\n    {\"is_unbalance\", {\"unbalance\", \"unbalanced_sets\"}},\n    {\"scale_pos_weight\", {}},\n    {\"sigmoid\", {}},\n    {\"boost_from_average\", {}},\n    {\"reg_sqrt\", {}},\n    {\"alpha\", {}},\n    {\"fair_c\", {}},\n    {\"poisson_max_delta_step\", {}},\n    {\"tweedie_variance_power\", {}},\n    {\"lambdarank_truncation_level\", {}},\n    {\"lambdarank_norm\", {}},\n    {\"label_gain\", {}},\n    {\"lambdarank_position_bias_regularization\", {}},\n    {\"metric\", {\"metrics\", \"metric_types\"}},\n    {\"metric_freq\", {\"output_freq\"}},\n    {\"is_provide_training_metric\", {\"training_metric\", \"is_training_metric\", \"train_metric\"}},\n    {\"eval_at\", {\"ndcg_eval_at\", \"ndcg_at\", \"map_eval_at\", \"map_at\"}},\n    {\"multi_error_top_k\", {}},\n    {\"auc_mu_weights\", {}},\n    {\"num_machines\", {\"num_machine\"}},\n    {\"local_listen_port\", {\"local_port\", \"port\"}},\n    {\"time_out\", {}},\n    {\"machine_list_filename\", {\"machine_list_file\", \"machine_list\", \"mlist\"}},\n    {\"machines\", {\"workers\", \"nodes\"}},\n    {\"gpu_platform_id\", {}},\n    {\"gpu_device_id\", {}},\n    {\"gpu_device_id_list\", {}},\n    {\"gpu_use_dp\", {}},\n    {\"num_gpu\", {}},\n  });\n  return map;\n}\n\nconst std::unordered_map<std::string, std::string>& Config::ParameterTypes() {\n  static std::unordered_map<std::string, std::string> map({\n    {\"config\", \"string\"},\n    {\"objective\", \"string\"},\n    {\"boosting\", \"string\"},\n    {\"data_sample_strategy\", \"string\"},\n    {\"data\", \"string\"},\n    {\"valid\", \"vector<string>\"},\n    {\"num_iterations\", \"int\"},\n    {\"learning_rate\", \"double\"},\n    {\"num_leaves\", \"int\"},\n    {\"tree_learner\", \"string\"},\n    {\"num_threads\", \"int\"},\n    {\"device_type\", \"string\"},\n    {\"seed\", \"int\"},\n    {\"deterministic\", \"bool\"},\n    {\"force_col_wise\", \"bool\"},\n    {\"force_row_wise\", \"bool\"},\n    {\"histogram_pool_size\", \"double\"},\n    {\"max_depth\", \"int\"},\n    {\"min_data_in_leaf\", \"int\"},\n    {\"min_sum_hessian_in_leaf\", \"double\"},\n    {\"bagging_fraction\", \"double\"},\n    {\"pos_bagging_fraction\", \"double\"},\n    {\"neg_bagging_fraction\", \"double\"},\n    {\"bagging_freq\", \"int\"},\n    {\"bagging_seed\", \"int\"},\n    {\"bagging_by_query\", \"bool\"},\n    {\"feature_fraction\", \"double\"},\n    {\"feature_fraction_bynode\", \"double\"},\n    {\"feature_fraction_seed\", \"int\"},\n    {\"extra_trees\", \"bool\"},\n    {\"extra_seed\", \"int\"},\n    {\"early_stopping_round\", \"int\"},\n    {\"early_stopping_min_delta\", \"double\"},\n    {\"first_metric_only\", \"bool\"},\n    {\"max_delta_step\", \"double\"},\n    {\"lambda_l1\", \"double\"},\n    {\"lambda_l2\", \"double\"},\n    {\"linear_lambda\", \"double\"},\n    {\"min_gain_to_split\", \"double\"},\n    {\"drop_rate\", \"double\"},\n    {\"max_drop\", \"int\"},\n    {\"skip_drop\", \"double\"},\n    {\"xgboost_dart_mode\", \"bool\"},\n    {\"uniform_drop\", \"bool\"},\n    {\"drop_seed\", \"int\"},\n    {\"top_rate\", \"double\"},\n    {\"other_rate\", \"double\"},\n    {\"min_data_per_group\", \"int\"},\n    {\"max_cat_threshold\", \"int\"},\n    {\"cat_l2\", \"double\"},\n    {\"cat_smooth\", \"double\"},\n    {\"max_cat_to_onehot\", \"int\"},\n    {\"top_k\", \"int\"},\n    {\"monotone_constraints\", \"vector<int>\"},\n    {\"monotone_constraints_method\", \"string\"},\n    {\"monotone_penalty\", \"double\"},\n    {\"feature_contri\", \"vector<double>\"},\n    {\"forcedsplits_filename\", \"string\"},\n    {\"refit_decay_rate\", \"double\"},\n    {\"cegb_tradeoff\", \"double\"},\n    {\"cegb_penalty_split\", \"double\"},\n    {\"cegb_penalty_feature_lazy\", \"vector<double>\"},\n    {\"cegb_penalty_feature_coupled\", \"vector<double>\"},\n    {\"path_smooth\", \"double\"},\n    {\"interaction_constraints\", \"vector<vector<int>>\"},\n    {\"verbosity\", \"int\"},\n    {\"input_model\", \"string\"},\n    {\"output_model\", \"string\"},\n    {\"saved_feature_importance_type\", \"int\"},\n    {\"snapshot_freq\", \"int\"},\n    {\"use_quantized_grad\", \"bool\"},\n    {\"num_grad_quant_bins\", \"int\"},\n    {\"quant_train_renew_leaf\", \"bool\"},\n    {\"stochastic_rounding\", \"bool\"},\n    {\"linear_tree\", \"bool\"},\n    {\"max_bin\", \"int\"},\n    {\"max_bin_by_feature\", \"vector<int>\"},\n    {\"min_data_in_bin\", \"int\"},\n    {\"bin_construct_sample_cnt\", \"int\"},\n    {\"data_random_seed\", \"int\"},\n    {\"is_enable_sparse\", \"bool\"},\n    {\"enable_bundle\", \"bool\"},\n    {\"use_missing\", \"bool\"},\n    {\"zero_as_missing\", \"bool\"},\n    {\"feature_pre_filter\", \"bool\"},\n    {\"pre_partition\", \"bool\"},\n    {\"two_round\", \"bool\"},\n    {\"header\", \"bool\"},\n    {\"label_column\", \"string\"},\n    {\"weight_column\", \"string\"},\n    {\"group_column\", \"string\"},\n    {\"ignore_column\", \"vector<int>\"},\n    {\"categorical_feature\", \"vector<int>\"},\n    {\"forcedbins_filename\", \"string\"},\n    {\"save_binary\", \"bool\"},\n    {\"precise_float_parser\", \"bool\"},\n    {\"parser_config_file\", \"string\"},\n    {\"start_iteration_predict\", \"int\"},\n    {\"num_iteration_predict\", \"int\"},\n    {\"predict_raw_score\", \"bool\"},\n    {\"predict_leaf_index\", \"bool\"},\n    {\"predict_contrib\", \"bool\"},\n    {\"predict_disable_shape_check\", \"bool\"},\n    {\"pred_early_stop\", \"bool\"},\n    {\"pred_early_stop_freq\", \"int\"},\n    {\"pred_early_stop_margin\", \"double\"},\n    {\"output_result\", \"string\"},\n    {\"convert_model_language\", \"string\"},\n    {\"convert_model\", \"string\"},\n    {\"objective_seed\", \"int\"},\n    {\"num_class\", \"int\"},\n    {\"is_unbalance\", \"bool\"},\n    {\"scale_pos_weight\", \"double\"},\n    {\"sigmoid\", \"double\"},\n    {\"boost_from_average\", \"bool\"},\n    {\"reg_sqrt\", \"bool\"},\n    {\"alpha\", \"double\"},\n    {\"fair_c\", \"double\"},\n    {\"poisson_max_delta_step\", \"double\"},\n    {\"tweedie_variance_power\", \"double\"},\n    {\"lambdarank_truncation_level\", \"int\"},\n    {\"lambdarank_norm\", \"bool\"},\n    {\"label_gain\", \"vector<double>\"},\n    {\"lambdarank_position_bias_regularization\", \"double\"},\n    {\"metric\", \"vector<string>\"},\n    {\"metric_freq\", \"int\"},\n    {\"is_provide_training_metric\", \"bool\"},\n    {\"eval_at\", \"vector<int>\"},\n    {\"multi_error_top_k\", \"int\"},\n    {\"auc_mu_weights\", \"vector<double>\"},\n    {\"num_machines\", \"int\"},\n    {\"local_listen_port\", \"int\"},\n    {\"time_out\", \"int\"},\n    {\"machine_list_filename\", \"string\"},\n    {\"machines\", \"string\"},\n    {\"gpu_platform_id\", \"int\"},\n    {\"gpu_device_id\", \"int\"},\n    {\"gpu_device_id_list\", \"string\"},\n    {\"gpu_use_dp\", \"bool\"},\n    {\"num_gpu\", \"int\"},\n  });\n  return map;\n}\n\n}  // namespace LightGBM\n"
  },
  {
    "path": "src/io/cuda/cuda_column_data.cpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#ifdef USE_CUDA\n\n#include <LightGBM/cuda/cuda_column_data.hpp>\n\n#include <cstdint>\n#include <vector>\n\nnamespace LightGBM {\n\nCUDAColumnData::CUDAColumnData(const data_size_t num_data, const int gpu_device_id) {\n  num_threads_ = OMP_NUM_THREADS();\n  num_data_ = num_data;\n  gpu_device_id_ = gpu_device_id >= 0 ? gpu_device_id : 0;\n  SetCUDADevice(gpu_device_id_, __FILE__, __LINE__);\n  data_by_column_.clear();\n}\n\nCUDAColumnData::~CUDAColumnData() {}\n\ntemplate <bool IS_SPARSE, bool IS_4BIT, typename BIN_TYPE>\nvoid CUDAColumnData::InitOneColumnData(const void* in_column_data, BinIterator* bin_iterator, CUDAVector<uint8_t>* out_column_data_pointer) {\n  CUDAVector<BIN_TYPE> cuda_column_data;\n  if (!IS_SPARSE) {\n    if (IS_4BIT) {\n      std::vector<BIN_TYPE> expanded_column_data(num_data_, 0);\n      const BIN_TYPE* in_column_data_reintrepreted = reinterpret_cast<const BIN_TYPE*>(in_column_data);\n      for (data_size_t i = 0; i < num_data_; ++i) {\n        expanded_column_data[i] = static_cast<BIN_TYPE>((in_column_data_reintrepreted[i >> 1] >> ((i & 1) << 2)) & 0xf);\n      }\n      cuda_column_data.InitFromHostVector(expanded_column_data);\n    } else {\n      cuda_column_data.InitFromHostMemory(reinterpret_cast<const BIN_TYPE*>(in_column_data), static_cast<size_t>(num_data_));\n    }\n  } else {\n    // need to iterate bin iterator\n    std::vector<BIN_TYPE> expanded_column_data(num_data_, 0);\n    for (data_size_t i = 0; i < num_data_; ++i) {\n      expanded_column_data[i] = static_cast<BIN_TYPE>(bin_iterator->RawGet(i));\n    }\n    cuda_column_data.InitFromHostVector(expanded_column_data);\n  }\n  out_column_data_pointer->MoveFrom(cuda_column_data, sizeof(BIN_TYPE) * cuda_column_data.Size());\n}\n\nvoid CUDAColumnData::Init(const int num_columns,\n                          const std::vector<const void*>& column_data,\n                          const std::vector<BinIterator*>& column_bin_iterator,\n                          const std::vector<uint8_t>& column_bit_type,\n                          const std::vector<uint32_t>& feature_max_bin,\n                          const std::vector<uint32_t>& feature_min_bin,\n                          const std::vector<uint32_t>& feature_offset,\n                          const std::vector<uint32_t>& feature_most_freq_bin,\n                          const std::vector<uint32_t>& feature_default_bin,\n                          const std::vector<uint8_t>& feature_missing_is_zero,\n                          const std::vector<uint8_t>& feature_missing_is_na,\n                          const std::vector<uint8_t>& feature_mfb_is_zero,\n                          const std::vector<uint8_t>& feature_mfb_is_na,\n                          const std::vector<int>& feature_to_column) {\n  num_columns_ = num_columns;\n  column_bit_type_ = column_bit_type;\n  feature_max_bin_ = feature_max_bin;\n  feature_min_bin_ = feature_min_bin;\n  feature_offset_ = feature_offset;\n  feature_most_freq_bin_ = feature_most_freq_bin;\n  feature_default_bin_ = feature_default_bin;\n  feature_missing_is_zero_ = feature_missing_is_zero;\n  feature_missing_is_na_ = feature_missing_is_na;\n  feature_mfb_is_zero_ = feature_mfb_is_zero;\n  feature_mfb_is_na_ = feature_mfb_is_na;\n  for (int column_index = 0; column_index < num_columns_; ++column_index) {\n    data_by_column_.emplace_back(new CUDAVector<uint8_t>());\n  }\n  OMP_INIT_EX();\n  #pragma omp parallel num_threads(num_threads_)\n  {\n    SetCUDADevice(gpu_device_id_, __FILE__, __LINE__);\n    #pragma omp for schedule(static)\n    for (int column_index = 0; column_index < num_columns_; ++column_index) {\n      OMP_LOOP_EX_BEGIN();\n      const int8_t bit_type = column_bit_type[column_index];\n      if (column_data[column_index] != nullptr) {\n        // is dense column\n        if (bit_type == 4) {\n          column_bit_type_[column_index] = 8;\n          InitOneColumnData<false, true, uint8_t>(column_data[column_index], nullptr, data_by_column_[column_index].get());\n        } else if (bit_type == 8) {\n          InitOneColumnData<false, false, uint8_t>(column_data[column_index], nullptr, data_by_column_[column_index].get());\n        } else if (bit_type == 16) {\n          InitOneColumnData<false, false, uint16_t>(column_data[column_index], nullptr, data_by_column_[column_index].get());\n        } else if (bit_type == 32) {\n          InitOneColumnData<false, false, uint32_t>(column_data[column_index], nullptr, data_by_column_[column_index].get());\n        } else {\n          Log::Fatal(\"Unknown column bit type %d\", bit_type);\n        }\n      } else {\n        // is sparse column\n        if (bit_type == 8) {\n          InitOneColumnData<true, false, uint8_t>(nullptr, column_bin_iterator[column_index], data_by_column_[column_index].get());\n        } else if (bit_type == 16) {\n          InitOneColumnData<true, false, uint16_t>(nullptr, column_bin_iterator[column_index], data_by_column_[column_index].get());\n        } else if (bit_type == 32) {\n          InitOneColumnData<true, false, uint32_t>(nullptr, column_bin_iterator[column_index], data_by_column_[column_index].get());\n        } else {\n          Log::Fatal(\"Unknown column bit type %d\", bit_type);\n        }\n      }\n      OMP_LOOP_EX_END();\n    }\n  }\n  OMP_THROW_EX();\n  feature_to_column_ = feature_to_column;\n  cuda_data_by_column_.InitFromHostVector(GetDataByColumnPointers(data_by_column_));\n  InitColumnMetaInfo();\n}\n\nvoid CUDAColumnData::CopySubrow(\n  const CUDAColumnData* full_set,\n  const data_size_t* used_indices,\n  const data_size_t num_used_indices) {\n  num_threads_ = full_set->num_threads_;\n  num_columns_ = full_set->num_columns_;\n  column_bit_type_ = full_set->column_bit_type_;\n  feature_min_bin_ = full_set->feature_min_bin_;\n  feature_max_bin_ = full_set->feature_max_bin_;\n  feature_offset_ = full_set->feature_offset_;\n  feature_most_freq_bin_ = full_set->feature_most_freq_bin_;\n  feature_default_bin_ = full_set->feature_default_bin_;\n  feature_missing_is_zero_ = full_set->feature_missing_is_zero_;\n  feature_missing_is_na_ = full_set->feature_missing_is_na_;\n  feature_mfb_is_zero_ = full_set->feature_mfb_is_zero_;\n  feature_mfb_is_na_ = full_set->feature_mfb_is_na_;\n  feature_to_column_ = full_set->feature_to_column_;\n  if (cuda_used_indices_.Size() == 0) {\n    // initialize the subset cuda column data\n    const size_t num_used_indices_size = static_cast<size_t>(num_used_indices);\n    cuda_used_indices_.Resize(num_used_indices_size);\n    for (int column_index = 0; column_index < num_columns_; ++column_index) {\n      data_by_column_.emplace_back(new CUDAVector<uint8_t>());\n    }\n    OMP_INIT_EX();\n    #pragma omp parallel num_threads(num_threads_)\n    {\n      SetCUDADevice(gpu_device_id_, __FILE__, __LINE__);\n      #pragma omp for schedule(static)\n      for (int column_index = 0; column_index < num_columns_; ++column_index) {\n        OMP_LOOP_EX_BEGIN();\n        const uint8_t bit_type = column_bit_type_[column_index];\n        if (bit_type == 8) {\n          CUDAVector<uint8_t> column_data;\n          column_data.Resize(num_used_indices_size);\n          data_by_column_[column_index]->MoveFrom(column_data, sizeof(uint8_t) * column_data.Size());\n        } else if (bit_type == 16) {\n          CUDAVector<uint16_t> column_data;\n          column_data.Resize(num_used_indices_size);\n          data_by_column_[column_index]->MoveFrom(column_data, sizeof(uint16_t) * column_data.Size());\n        } else if (bit_type == 32) {\n          CUDAVector<uint32_t> column_data;\n          column_data.Resize(num_used_indices_size);\n          data_by_column_[column_index]->MoveFrom(column_data, sizeof(uint32_t) * column_data.Size());\n        }\n        OMP_LOOP_EX_END();\n      }\n    }\n    OMP_THROW_EX();\n    cuda_data_by_column_.InitFromHostVector(GetDataByColumnPointers(data_by_column_));\n    InitColumnMetaInfo();\n    cur_subset_buffer_size_ = num_used_indices;\n  } else {\n    if (num_used_indices > cur_subset_buffer_size_) {\n      ResizeWhenCopySubrow(num_used_indices);\n      cur_subset_buffer_size_ = num_used_indices;\n    }\n  }\n  cuda_used_indices_.InitFromHostMemory(used_indices, static_cast<size_t>(num_used_indices));\n  num_used_indices_ = num_used_indices;\n  LaunchCopySubrowKernel(full_set->cuda_data_by_column());\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n}\n\nvoid CUDAColumnData::ResizeWhenCopySubrow(const data_size_t num_used_indices) {\n  const size_t num_used_indices_size = static_cast<size_t>(num_used_indices);\n  cuda_used_indices_.Resize(num_used_indices_size);\n  OMP_INIT_EX();\n  #pragma omp parallel num_threads(num_threads_)\n  {\n    SetCUDADevice(gpu_device_id_, __FILE__, __LINE__);\n    #pragma omp for schedule(static)\n    for (int column_index = 0; column_index < num_columns_; ++column_index) {\n      OMP_LOOP_EX_BEGIN();\n      const uint8_t bit_type = column_bit_type_[column_index];\n      if (bit_type == 8) {\n        data_by_column_[column_index]->Resize(sizeof(uint8_t) * num_used_indices_size);\n      } else if (bit_type == 16) {\n        data_by_column_[column_index]->Resize(sizeof(uint16_t) * num_used_indices_size);\n      } else if (bit_type == 32) {\n        data_by_column_[column_index]->Resize(sizeof(uint32_t) * num_used_indices_size);\n      }\n      OMP_LOOP_EX_END();\n    }\n  }\n  OMP_THROW_EX();\n  cuda_data_by_column_.InitFromHostVector(GetDataByColumnPointers(data_by_column_));\n}\n\nvoid CUDAColumnData::InitColumnMetaInfo() {\n  cuda_column_bit_type_.InitFromHostVector(column_bit_type_);\n  cuda_feature_max_bin_.InitFromHostVector(feature_max_bin_);\n  cuda_feature_min_bin_.InitFromHostVector(feature_min_bin_);\n  cuda_feature_offset_.InitFromHostVector(feature_offset_);\n  cuda_feature_most_freq_bin_.InitFromHostVector(feature_most_freq_bin_);\n  cuda_feature_default_bin_.InitFromHostVector(feature_default_bin_);\n  cuda_feature_missing_is_zero_.InitFromHostVector(feature_missing_is_zero_);\n  cuda_feature_missing_is_na_.InitFromHostVector(feature_missing_is_na_);\n  cuda_feature_mfb_is_zero_.InitFromHostVector(feature_mfb_is_zero_);\n  cuda_feature_mfb_is_na_.InitFromHostVector(feature_mfb_is_na_);\n  cuda_feature_to_column_.InitFromHostVector(feature_to_column_);\n}\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/io/cuda/cuda_column_data.cu",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n\n#ifdef USE_CUDA\n\n#include <LightGBM/cuda/cuda_column_data.hpp>\n\n#define COPY_SUBROW_BLOCK_SIZE_COLUMN_DATA (1024)\n\nnamespace LightGBM {\n\n__global__ void CopySubrowKernel_ColumnData(\n  uint8_t* const* in_cuda_data_by_column,\n  const uint8_t* cuda_column_bit_type,\n  const data_size_t* cuda_used_indices,\n  const data_size_t num_used_indices,\n  const int num_column,\n  uint8_t** out_cuda_data_by_column) {\n  const data_size_t local_data_index = static_cast<data_size_t>(threadIdx.x + blockIdx.x * blockDim.x);\n  if (local_data_index < num_used_indices) {\n    for (int column_index = 0; column_index < num_column; ++column_index) {\n      const uint8_t* in_column_data = in_cuda_data_by_column[column_index];\n      uint8_t* out_column_data = out_cuda_data_by_column[column_index];\n      const uint8_t bit_type = cuda_column_bit_type[column_index];\n      if (bit_type == 8) {\n        const uint8_t* true_in_column_data = reinterpret_cast<const uint8_t*>(in_column_data);\n        uint8_t* true_out_column_data = reinterpret_cast<uint8_t*>(out_column_data);\n        const data_size_t global_data_index = cuda_used_indices[local_data_index];\n        true_out_column_data[local_data_index] = true_in_column_data[global_data_index];\n      } else if (bit_type == 16) {\n        const uint16_t* true_in_column_data = reinterpret_cast<const uint16_t*>(in_column_data);\n        uint16_t* true_out_column_data = reinterpret_cast<uint16_t*>(out_column_data);\n        const data_size_t global_data_index = cuda_used_indices[local_data_index];\n        true_out_column_data[local_data_index] = true_in_column_data[global_data_index];\n      } else if (bit_type == 32) {\n        const uint32_t* true_in_column_data = reinterpret_cast<const uint32_t*>(in_column_data);\n        uint32_t* true_out_column_data = reinterpret_cast<uint32_t*>(out_column_data);\n        const data_size_t global_data_index = cuda_used_indices[local_data_index];\n        true_out_column_data[local_data_index] = true_in_column_data[global_data_index];\n      }\n    }\n  }\n}\n\nvoid CUDAColumnData::LaunchCopySubrowKernel(uint8_t* const* in_cuda_data_by_column) {\n  const int num_blocks = (num_used_indices_ + COPY_SUBROW_BLOCK_SIZE_COLUMN_DATA - 1) / COPY_SUBROW_BLOCK_SIZE_COLUMN_DATA;\n  CopySubrowKernel_ColumnData<<<num_blocks, COPY_SUBROW_BLOCK_SIZE_COLUMN_DATA>>>(\n    in_cuda_data_by_column,\n    cuda_column_bit_type_.RawData(),\n    cuda_used_indices_.RawData(),\n    num_used_indices_,\n    num_columns_,\n    cuda_data_by_column_.RawData());\n}\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/io/cuda/cuda_metadata.cpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#ifdef USE_CUDA\n\n#include <LightGBM/cuda/cuda_metadata.hpp>\n\n#include <vector>\n\nnamespace LightGBM {\n\nCUDAMetadata::CUDAMetadata(const int gpu_device_id) {\n  if (gpu_device_id >= 0) {\n    SetCUDADevice(gpu_device_id, __FILE__, __LINE__);\n  } else {\n    SetCUDADevice(0, __FILE__, __LINE__);\n  }\n}\n\nCUDAMetadata::~CUDAMetadata() {}\n\nvoid CUDAMetadata::Init(const std::vector<label_t>& label,\n                        const std::vector<label_t>& weight,\n                        const std::vector<data_size_t>& query_boundaries,\n                        const std::vector<label_t>& query_weights,\n                        const std::vector<double>& init_score) {\n  if (label.size() == 0) {\n    cuda_label_.Clear();\n  } else {\n    cuda_label_.InitFromHostVector(label);\n  }\n  if (weight.size() == 0) {\n    cuda_weights_.Clear();\n  } else {\n    cuda_weights_.InitFromHostVector(weight);\n  }\n  if (query_boundaries.size() == 0) {\n    cuda_query_boundaries_.Clear();\n  } else {\n    cuda_query_boundaries_.InitFromHostVector(query_boundaries);\n  }\n  if (query_weights.size() == 0) {\n    cuda_query_weights_.Clear();\n  } else {\n    cuda_query_weights_.InitFromHostVector(query_weights);\n  }\n  if (init_score.size() == 0) {\n    cuda_init_score_.Clear();\n  } else {\n    cuda_init_score_.InitFromHostVector(init_score);\n  }\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n}\n\nvoid CUDAMetadata::SetLabel(const label_t* label, data_size_t len) {\n  cuda_label_.InitFromHostMemory(label, static_cast<size_t>(len));\n}\n\nvoid CUDAMetadata::SetWeights(const label_t* weights, data_size_t len) {\n  cuda_weights_.InitFromHostMemory(weights, static_cast<size_t>(len));\n}\n\nvoid CUDAMetadata::SetQuery(const data_size_t* query_boundaries, const label_t* query_weights, data_size_t num_queries) {\n  cuda_query_boundaries_.InitFromHostMemory(query_boundaries, static_cast<size_t>(num_queries) + 1);\n  if (query_weights != nullptr) {\n    cuda_query_weights_.InitFromHostMemory(query_weights, static_cast<size_t>(num_queries));\n  }\n}\n\nvoid CUDAMetadata::SetInitScore(const double* init_score, data_size_t len) {\n  cuda_init_score_.InitFromHostMemory(init_score, len);\n}\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/io/cuda/cuda_row_data.cpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#ifdef USE_CUDA\n\n#include <LightGBM/cuda/cuda_row_data.hpp>\n\n#include <vector>\n\nnamespace LightGBM {\n\nCUDARowData::CUDARowData(const Dataset* train_data,\n                         const TrainingShareStates* train_share_state,\n                         const int gpu_device_id,\n                         const bool gpu_use_dp):\ngpu_device_id_(gpu_device_id),\ngpu_use_dp_(gpu_use_dp) {\n  num_threads_ = OMP_NUM_THREADS();\n  num_data_ = train_data->num_data();\n  const auto& feature_hist_offsets = train_share_state->feature_hist_offsets();\n  if (gpu_use_dp_) {\n    shared_hist_size_ = DP_SHARED_HIST_SIZE;\n  } else {\n    shared_hist_size_ = SP_SHARED_HIST_SIZE;\n  }\n  if (feature_hist_offsets.empty()) {\n    num_total_bin_ = 0;\n  } else {\n    num_total_bin_ = static_cast<int>(feature_hist_offsets.back());\n  }\n  num_feature_group_ = train_data->num_feature_groups();\n  num_feature_ = train_data->num_features();\n  if (gpu_device_id >= 0) {\n    SetCUDADevice(gpu_device_id, __FILE__, __LINE__);\n  } else {\n    SetCUDADevice(0, __FILE__, __LINE__);\n  }\n}\n\nCUDARowData::~CUDARowData() {}\n\nvoid CUDARowData::Init(const Dataset* train_data, TrainingShareStates* train_share_state) {\n  if (num_feature_ == 0) {\n    return;\n  }\n  DivideCUDAFeatureGroups(train_data, train_share_state);\n  bit_type_ = 0;\n  size_t total_size = 0;\n  const void* host_row_ptr = nullptr;\n  row_ptr_bit_type_ = 0;\n  const void* host_data = train_share_state->GetRowWiseData(&bit_type_, &total_size, &is_sparse_, &host_row_ptr, &row_ptr_bit_type_);\n  if (bit_type_ == 8) {\n    if (!is_sparse_) {\n      std::vector<uint8_t> partitioned_data;\n      GetDenseDataPartitioned<uint8_t>(reinterpret_cast<const uint8_t*>(host_data), &partitioned_data);\n      cuda_data_uint8_t_.InitFromHostVector(partitioned_data);\n    } else {\n      if (row_ptr_bit_type_ == 16) {\n        InitSparseData<uint8_t, uint16_t>(\n          reinterpret_cast<const uint8_t*>(host_data),\n          reinterpret_cast<const uint16_t*>(host_row_ptr),\n          &cuda_data_uint8_t_,\n          &cuda_row_ptr_uint16_t_,\n          &cuda_partition_ptr_uint16_t_);\n      } else if (row_ptr_bit_type_ == 32) {\n        InitSparseData<uint8_t, uint32_t>(\n          reinterpret_cast<const uint8_t*>(host_data),\n          reinterpret_cast<const uint32_t*>(host_row_ptr),\n          &cuda_data_uint8_t_,\n          &cuda_row_ptr_uint32_t_,\n          &cuda_partition_ptr_uint32_t_);\n      } else if (row_ptr_bit_type_ == 64) {\n        InitSparseData<uint8_t, uint64_t>(\n          reinterpret_cast<const uint8_t*>(host_data),\n          reinterpret_cast<const uint64_t*>(host_row_ptr),\n          &cuda_data_uint8_t_,\n          &cuda_row_ptr_uint64_t_,\n          &cuda_partition_ptr_uint64_t_);\n      } else {\n        Log::Fatal(\"Unknown data ptr bit type %d\", row_ptr_bit_type_);\n      }\n    }\n  } else if (bit_type_ == 16) {\n    if (!is_sparse_) {\n      std::vector<uint16_t> partitioned_data;\n      GetDenseDataPartitioned<uint16_t>(reinterpret_cast<const uint16_t*>(host_data), &partitioned_data);\n      cuda_data_uint16_t_.InitFromHostVector(partitioned_data);\n    } else {\n      if (row_ptr_bit_type_ == 16) {\n        InitSparseData<uint16_t, uint16_t>(\n          reinterpret_cast<const uint16_t*>(host_data),\n          reinterpret_cast<const uint16_t*>(host_row_ptr),\n          &cuda_data_uint16_t_,\n          &cuda_row_ptr_uint16_t_,\n          &cuda_partition_ptr_uint16_t_);\n      } else if (row_ptr_bit_type_ == 32) {\n        InitSparseData<uint16_t, uint32_t>(\n          reinterpret_cast<const uint16_t*>(host_data),\n          reinterpret_cast<const uint32_t*>(host_row_ptr),\n          &cuda_data_uint16_t_,\n          &cuda_row_ptr_uint32_t_,\n          &cuda_partition_ptr_uint32_t_);\n      } else if (row_ptr_bit_type_ == 64) {\n        InitSparseData<uint16_t, uint64_t>(\n          reinterpret_cast<const uint16_t*>(host_data),\n          reinterpret_cast<const uint64_t*>(host_row_ptr),\n          &cuda_data_uint16_t_,\n          &cuda_row_ptr_uint64_t_,\n          &cuda_partition_ptr_uint64_t_);\n      } else {\n        Log::Fatal(\"Unknown data ptr bit type %d\", row_ptr_bit_type_);\n      }\n    }\n  } else if (bit_type_ == 32) {\n    if (!is_sparse_) {\n      std::vector<uint32_t> partitioned_data;\n      GetDenseDataPartitioned<uint32_t>(reinterpret_cast<const uint32_t*>(host_data), &partitioned_data);\n      cuda_data_uint32_t_.InitFromHostVector(partitioned_data);\n    } else {\n      if (row_ptr_bit_type_ == 16) {\n        InitSparseData<uint32_t, uint16_t>(\n          reinterpret_cast<const uint32_t*>(host_data),\n          reinterpret_cast<const uint16_t*>(host_row_ptr),\n          &cuda_data_uint32_t_,\n          &cuda_row_ptr_uint16_t_,\n          &cuda_partition_ptr_uint16_t_);\n      } else if (row_ptr_bit_type_ == 32) {\n        InitSparseData<uint32_t, uint32_t>(\n          reinterpret_cast<const uint32_t*>(host_data),\n          reinterpret_cast<const uint32_t*>(host_row_ptr),\n          &cuda_data_uint32_t_,\n          &cuda_row_ptr_uint32_t_,\n          &cuda_partition_ptr_uint32_t_);\n      } else if (row_ptr_bit_type_ == 64) {\n        InitSparseData<uint32_t, uint64_t>(\n          reinterpret_cast<const uint32_t*>(host_data),\n          reinterpret_cast<const uint64_t*>(host_row_ptr),\n          &cuda_data_uint32_t_,\n          &cuda_row_ptr_uint64_t_,\n          &cuda_partition_ptr_uint64_t_);\n      } else {\n        Log::Fatal(\"Unknown data ptr bit type %d\", row_ptr_bit_type_);\n      }\n    }\n  } else {\n    Log::Fatal(\"Unknown bit type = %d\", bit_type_);\n  }\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n}\n\nvoid CUDARowData::DivideCUDAFeatureGroups(const Dataset* train_data, TrainingShareStates* share_state) {\n  const uint32_t max_num_bin_per_partition = shared_hist_size_ / 2;\n  const std::vector<uint32_t>& column_hist_offsets = share_state->column_hist_offsets();\n  std::vector<int> feature_group_num_feature_offsets;\n  int offsets = 0;\n  int prev_group_index = -1;\n  for (int feature_index = 0; feature_index < num_feature_; ++feature_index) {\n    const int feature_group_index = train_data->Feature2Group(feature_index);\n    if (prev_group_index == -1 || feature_group_index != prev_group_index) {\n      feature_group_num_feature_offsets.emplace_back(offsets);\n      prev_group_index = feature_group_index;\n    }\n    ++offsets;\n  }\n  CHECK_EQ(offsets, num_feature_);\n  feature_group_num_feature_offsets.emplace_back(offsets);\n\n  uint32_t start_hist_offset = 0;\n  feature_partition_column_index_offsets_.clear();\n  column_hist_offsets_.clear();\n  partition_hist_offsets_.clear();\n  feature_partition_column_index_offsets_.emplace_back(0);\n  partition_hist_offsets_.emplace_back(0);\n  const int num_feature_groups = train_data->num_feature_groups();\n  int column_index = 0;\n  num_feature_partitions_ = 0;\n  large_bin_partitions_.clear();\n  small_bin_partitions_.clear();\n  for (int feature_group_index = 0; feature_group_index < num_feature_groups; ++feature_group_index) {\n    if (!train_data->IsMultiGroup(feature_group_index)) {\n      const uint32_t column_feature_hist_start = column_hist_offsets[column_index];\n      const uint32_t column_feature_hist_end = column_hist_offsets[column_index + 1];\n      const uint32_t num_bin_in_dense_group = column_feature_hist_end - column_feature_hist_start;\n\n      // if one column has too many bins, use a separate partition for that column\n      if (num_bin_in_dense_group > max_num_bin_per_partition) {\n        feature_partition_column_index_offsets_.emplace_back(column_index + 1);\n        start_hist_offset = column_feature_hist_end;\n        partition_hist_offsets_.emplace_back(start_hist_offset);\n        large_bin_partitions_.emplace_back(num_feature_partitions_);\n        ++num_feature_partitions_;\n        column_hist_offsets_.emplace_back(0);\n        ++column_index;\n        continue;\n      }\n\n      // try if adding this column exceed the maximum number per partition\n      const uint32_t cur_hist_num_bin = column_feature_hist_end - start_hist_offset;\n      if (cur_hist_num_bin > max_num_bin_per_partition) {\n        feature_partition_column_index_offsets_.emplace_back(column_index);\n        start_hist_offset = column_feature_hist_start;\n        partition_hist_offsets_.emplace_back(start_hist_offset);\n        small_bin_partitions_.emplace_back(num_feature_partitions_);\n        ++num_feature_partitions_;\n      }\n      column_hist_offsets_.emplace_back(column_hist_offsets[column_index] - start_hist_offset);\n      if (feature_group_index == num_feature_groups - 1) {\n        feature_partition_column_index_offsets_.emplace_back(column_index + 1);\n        partition_hist_offsets_.emplace_back(column_hist_offsets.back());\n        small_bin_partitions_.emplace_back(num_feature_partitions_);\n        ++num_feature_partitions_;\n      }\n      ++column_index;\n    } else {\n      const int group_feature_index_start = feature_group_num_feature_offsets[feature_group_index];\n      const int num_feature_in_group = feature_group_num_feature_offsets[feature_group_index + 1] - group_feature_index_start;\n      for (int sub_feature_index = 0; sub_feature_index < num_feature_in_group; ++sub_feature_index) {\n        const int feature_index = group_feature_index_start + sub_feature_index;\n        const uint32_t column_feature_hist_start = column_hist_offsets[column_index];\n        const uint32_t column_feature_hist_end = column_hist_offsets[column_index + 1];\n        const uint32_t num_bin_in_dense_group = column_feature_hist_end - column_feature_hist_start;\n\n        // if one column has too many bins, use a separate partition for that column\n        if (num_bin_in_dense_group > max_num_bin_per_partition) {\n          feature_partition_column_index_offsets_.emplace_back(column_index + 1);\n          start_hist_offset = column_feature_hist_end;\n          partition_hist_offsets_.emplace_back(start_hist_offset);\n          large_bin_partitions_.emplace_back(num_feature_partitions_);\n          ++num_feature_partitions_;\n          column_hist_offsets_.emplace_back(0);\n          ++column_index;\n          continue;\n        }\n\n        // try if adding this column exceed the maximum number per partition\n        const uint32_t cur_hist_num_bin = column_feature_hist_end - start_hist_offset;\n        if (cur_hist_num_bin > max_num_bin_per_partition) {\n          feature_partition_column_index_offsets_.emplace_back(column_index);\n          start_hist_offset = column_feature_hist_start;\n          partition_hist_offsets_.emplace_back(start_hist_offset);\n          small_bin_partitions_.emplace_back(num_feature_partitions_);\n          ++num_feature_partitions_;\n        }\n        column_hist_offsets_.emplace_back(column_hist_offsets[column_index] - start_hist_offset);\n        if (feature_group_index == num_feature_groups - 1 && sub_feature_index == num_feature_in_group - 1) {\n          CHECK_EQ(feature_index, num_feature_ - 1);\n          feature_partition_column_index_offsets_.emplace_back(column_index + 1);\n          partition_hist_offsets_.emplace_back(column_hist_offsets.back());\n          small_bin_partitions_.emplace_back(num_feature_partitions_);\n          ++num_feature_partitions_;\n        }\n        ++column_index;\n      }\n    }\n  }\n  column_hist_offsets_.emplace_back(column_hist_offsets.back() - start_hist_offset);\n  max_num_column_per_partition_ = 0;\n  for (size_t i = 0; i < feature_partition_column_index_offsets_.size() - 1; ++i) {\n    const int num_column = feature_partition_column_index_offsets_[i + 1] - feature_partition_column_index_offsets_[i];\n    if (num_column > max_num_column_per_partition_) {\n      max_num_column_per_partition_ = num_column;\n    }\n  }\n\n  cuda_feature_partition_column_index_offsets_.InitFromHostVector(feature_partition_column_index_offsets_);\n  cuda_column_hist_offsets_.InitFromHostVector(column_hist_offsets_);\n  cuda_partition_hist_offsets_.InitFromHostVector(partition_hist_offsets_);\n}\n\ntemplate <typename BIN_TYPE>\nvoid CUDARowData::GetDenseDataPartitioned(const BIN_TYPE* row_wise_data, std::vector<BIN_TYPE>* partitioned_data) {\n  const int num_total_columns = feature_partition_column_index_offsets_.back();\n  partitioned_data->resize(static_cast<size_t>(num_total_columns) * static_cast<size_t>(num_data_), 0);\n  BIN_TYPE* out_data = partitioned_data->data();\n  Threading::For<data_size_t>(0, num_data_, 512,\n    [this, num_total_columns, row_wise_data, out_data] (int /*thread_index*/, data_size_t start, data_size_t end) {\n      for (size_t i = 0; i < feature_partition_column_index_offsets_.size() - 1; ++i) {\n        const int num_prev_columns = static_cast<int>(feature_partition_column_index_offsets_[i]);\n        const size_t offset = static_cast<size_t>(num_data_) * static_cast<size_t>(num_prev_columns);\n        const int partition_column_start = feature_partition_column_index_offsets_[i];\n        const int partition_column_end = feature_partition_column_index_offsets_[i + 1];\n        const int num_columns_in_cur_partition = partition_column_end - partition_column_start;\n        for (data_size_t data_index = start; data_index < end; ++data_index) {\n          const size_t data_offset = offset + static_cast<size_t>(data_index) * num_columns_in_cur_partition;\n          const size_t read_data_offset = static_cast<size_t>(data_index) * num_total_columns;\n          for (int column_index = 0; column_index < num_columns_in_cur_partition; ++column_index) {\n            const size_t true_column_index = read_data_offset + column_index + partition_column_start;\n            const BIN_TYPE bin = row_wise_data[true_column_index];\n            out_data[data_offset + column_index] = bin;\n          }\n        }\n      }\n    });\n}\n\ntemplate <typename BIN_TYPE, typename DATA_PTR_TYPE>\nvoid CUDARowData::GetSparseDataPartitioned(\n  const BIN_TYPE* row_wise_data,\n  const DATA_PTR_TYPE* row_ptr,\n  std::vector<std::vector<BIN_TYPE>>* partitioned_data,\n  std::vector<std::vector<DATA_PTR_TYPE>>* partitioned_row_ptr,\n  std::vector<DATA_PTR_TYPE>* partition_ptr) {\n  const int num_partitions = static_cast<int>(feature_partition_column_index_offsets_.size()) - 1;\n  partitioned_data->resize(num_partitions);\n  partitioned_row_ptr->resize(num_partitions);\n  std::vector<int> thread_max_elements_per_row(num_threads_, 0);\n  Threading::For<int>(0, num_partitions, 1,\n    [partitioned_data, partitioned_row_ptr, row_ptr, row_wise_data, &thread_max_elements_per_row, this] (int thread_index, int start, int end) {\n      for (int partition_index = start; partition_index < end; ++partition_index) {\n        std::vector<BIN_TYPE>& data_for_this_partition = partitioned_data->at(partition_index);\n        std::vector<DATA_PTR_TYPE>& row_ptr_for_this_partition = partitioned_row_ptr->at(partition_index);\n        const int partition_hist_start = partition_hist_offsets_[partition_index];\n        const int partition_hist_end = partition_hist_offsets_[partition_index + 1];\n        DATA_PTR_TYPE offset = 0;\n        row_ptr_for_this_partition.clear();\n        data_for_this_partition.clear();\n        row_ptr_for_this_partition.emplace_back(offset);\n        for (data_size_t data_index = 0; data_index < num_data_; ++data_index) {\n          const DATA_PTR_TYPE row_start = row_ptr[data_index];\n          const DATA_PTR_TYPE row_end = row_ptr[data_index + 1];\n          const BIN_TYPE* row_data_start = row_wise_data + row_start;\n          const BIN_TYPE* row_data_end = row_wise_data + row_end;\n          const size_t partition_start_in_row = std::lower_bound(row_data_start, row_data_end, partition_hist_start) - row_data_start;\n          const size_t partition_end_in_row = std::lower_bound(row_data_start, row_data_end, partition_hist_end) - row_data_start;\n          for (size_t pos = partition_start_in_row; pos < partition_end_in_row; ++pos) {\n            const BIN_TYPE bin = row_data_start[pos];\n            CHECK_GE(bin, static_cast<BIN_TYPE>(partition_hist_start));\n            data_for_this_partition.emplace_back(bin - partition_hist_start);\n          }\n          CHECK_GE(partition_end_in_row, partition_start_in_row);\n          const data_size_t num_elements_in_row = partition_end_in_row - partition_start_in_row;\n          offset += static_cast<DATA_PTR_TYPE>(num_elements_in_row);\n          row_ptr_for_this_partition.emplace_back(offset);\n          if (num_elements_in_row > thread_max_elements_per_row[thread_index]) {\n            thread_max_elements_per_row[thread_index] = num_elements_in_row;\n          }\n        }\n      }\n    });\n  partition_ptr->clear();\n  DATA_PTR_TYPE offset = 0;\n  partition_ptr->emplace_back(offset);\n  for (size_t i = 0; i < partitioned_row_ptr->size(); ++i) {\n    offset += partitioned_row_ptr->at(i).back();\n    partition_ptr->emplace_back(offset);\n  }\n  max_num_column_per_partition_ = 0;\n  for (int thread_index = 0; thread_index < num_threads_; ++thread_index) {\n    if (thread_max_elements_per_row[thread_index] > max_num_column_per_partition_) {\n      max_num_column_per_partition_ = thread_max_elements_per_row[thread_index];\n    }\n  }\n}\n\ntemplate <typename BIN_TYPE, typename ROW_PTR_TYPE>\nvoid CUDARowData::InitSparseData(const BIN_TYPE* host_data,\n                                 const ROW_PTR_TYPE* host_row_ptr,\n                                 CUDAVector<BIN_TYPE>* cuda_data,\n                                 CUDAVector<ROW_PTR_TYPE>* cuda_row_ptr,\n                                 CUDAVector<ROW_PTR_TYPE>* cuda_partition_ptr) {\n  std::vector<std::vector<BIN_TYPE>> partitioned_data;\n  std::vector<std::vector<ROW_PTR_TYPE>> partitioned_data_ptr;\n  std::vector<ROW_PTR_TYPE> partition_ptr;\n  GetSparseDataPartitioned<BIN_TYPE, ROW_PTR_TYPE>(host_data, host_row_ptr, &partitioned_data, &partitioned_data_ptr, &partition_ptr);\n  cuda_partition_ptr->InitFromHostVector(partition_ptr);\n  cuda_data->Resize(partition_ptr.back());\n  cuda_row_ptr->Resize((num_data_ + 1) * partitioned_data_ptr.size());\n  for (size_t i = 0; i < partitioned_data.size(); ++i) {\n    const std::vector<ROW_PTR_TYPE>& data_ptr_for_this_partition = partitioned_data_ptr[i];\n    const std::vector<BIN_TYPE>& data_for_this_partition = partitioned_data[i];\n    CopyFromHostToCUDADevice<BIN_TYPE>(cuda_data->RawData() + partition_ptr[i], data_for_this_partition.data(), data_for_this_partition.size(), __FILE__, __LINE__);\n    CopyFromHostToCUDADevice<ROW_PTR_TYPE>(cuda_row_ptr->RawData() + i * (num_data_ + 1), data_ptr_for_this_partition.data(), data_ptr_for_this_partition.size(), __FILE__, __LINE__);\n  }\n}\n\ntemplate <typename BIN_TYPE>\nconst BIN_TYPE* CUDARowData::GetBin() const {\n  if (bit_type_ == 8) {\n    return reinterpret_cast<const BIN_TYPE*>(cuda_data_uint8_t_.RawData());\n  } else if (bit_type_ == 16) {\n    return reinterpret_cast<const BIN_TYPE*>(cuda_data_uint16_t_.RawData());\n  } else if (bit_type_ == 32) {\n    return reinterpret_cast<const BIN_TYPE*>(cuda_data_uint32_t_.RawData());\n  } else {\n    Log::Fatal(\"Unknown bit_type %d for GetBin.\", bit_type_);\n  }\n}\n\ntemplate const uint8_t* CUDARowData::GetBin<uint8_t>() const;\n\ntemplate const uint16_t* CUDARowData::GetBin<uint16_t>() const;\n\ntemplate const uint32_t* CUDARowData::GetBin<uint32_t>() const;\n\ntemplate <typename PTR_TYPE>\nconst PTR_TYPE* CUDARowData::GetRowPtr() const {\n  if (row_ptr_bit_type_ == 16) {\n    return reinterpret_cast<const PTR_TYPE*>(cuda_row_ptr_uint16_t_.RawData());\n  } else if (row_ptr_bit_type_ == 32) {\n    return reinterpret_cast<const PTR_TYPE*>(cuda_row_ptr_uint32_t_.RawData());\n  } else if (row_ptr_bit_type_ == 64) {\n    return reinterpret_cast<const PTR_TYPE*>(cuda_row_ptr_uint64_t_.RawData());\n  } else {\n    Log::Fatal(\"Unknown row_ptr_bit_type = %d for GetRowPtr.\", row_ptr_bit_type_);\n  }\n}\n\ntemplate const uint16_t* CUDARowData::GetRowPtr<uint16_t>() const;\n\ntemplate const uint32_t* CUDARowData::GetRowPtr<uint32_t>() const;\n\ntemplate const uint64_t* CUDARowData::GetRowPtr<uint64_t>() const;\n\ntemplate <typename PTR_TYPE>\nconst PTR_TYPE* CUDARowData::GetPartitionPtr() const {\n  if (row_ptr_bit_type_ == 16) {\n    return reinterpret_cast<const PTR_TYPE*>(cuda_partition_ptr_uint16_t_.RawData());\n  } else if (row_ptr_bit_type_ == 32) {\n    return reinterpret_cast<const PTR_TYPE*>(cuda_partition_ptr_uint32_t_.RawData());\n  } else if (row_ptr_bit_type_ == 64) {\n    return reinterpret_cast<const PTR_TYPE*>(cuda_partition_ptr_uint64_t_.RawData());\n  } else {\n    Log::Fatal(\"Unknown row_ptr_bit_type = %d for GetPartitionPtr.\", row_ptr_bit_type_);\n  }\n}\n\ntemplate const uint16_t* CUDARowData::GetPartitionPtr<uint16_t>() const;\n\ntemplate const uint32_t* CUDARowData::GetPartitionPtr<uint32_t>() const;\n\ntemplate const uint64_t* CUDARowData::GetPartitionPtr<uint64_t>() const;\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/io/cuda/cuda_tree.cpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#ifdef USE_CUDA\n\n#include <LightGBM/cuda/cuda_tree.hpp>\n\nnamespace LightGBM {\n\nCUDATree::CUDATree(int max_leaves, bool track_branch_features, bool is_linear,\n  const int gpu_device_id, const bool has_categorical_feature):\nTree(max_leaves, track_branch_features, is_linear),\nnum_threads_per_block_add_prediction_to_score_(1024) {\n  is_cuda_tree_ = true;\n  if (gpu_device_id >= 0) {\n    SetCUDADevice(gpu_device_id, __FILE__, __LINE__);\n  } else {\n    SetCUDADevice(0, __FILE__, __LINE__);\n  }\n  if (has_categorical_feature) {\n    cuda_cat_boundaries_.Resize(max_leaves);\n    cuda_cat_boundaries_inner_.Resize(max_leaves);\n  }\n  InitCUDAMemory();\n}\n\nCUDATree::CUDATree(const Tree* host_tree):\n  Tree(*host_tree),\n  num_threads_per_block_add_prediction_to_score_(1024) {\n  is_cuda_tree_ = true;\n  InitCUDA();\n}\n\nCUDATree::~CUDATree() {\n  gpuAssert(cudaStreamDestroy(cuda_stream_), __FILE__, __LINE__);\n}\n\nvoid CUDATree::InitCUDAMemory() {\n  cuda_left_child_.Resize(static_cast<size_t>(max_leaves_));\n  cuda_right_child_.Resize(static_cast<size_t>(max_leaves_));\n  cuda_split_feature_inner_.Resize(static_cast<size_t>(max_leaves_));\n  cuda_split_feature_.Resize(static_cast<size_t>(max_leaves_));\n  cuda_leaf_depth_.Resize(static_cast<size_t>(max_leaves_));\n  cuda_leaf_parent_.Resize(static_cast<size_t>(max_leaves_));\n  cuda_threshold_in_bin_.Resize(static_cast<size_t>(max_leaves_));\n  cuda_threshold_.Resize(static_cast<size_t>(max_leaves_));\n  cuda_decision_type_.Resize(static_cast<size_t>(max_leaves_));\n  cuda_leaf_value_.Resize(static_cast<size_t>(max_leaves_));\n  cuda_internal_weight_.Resize(static_cast<size_t>(max_leaves_));\n  cuda_internal_value_.Resize(static_cast<size_t>(max_leaves_));\n  cuda_leaf_weight_.Resize(static_cast<size_t>(max_leaves_));\n  cuda_leaf_count_.Resize(static_cast<size_t>(max_leaves_));\n  cuda_internal_count_.Resize(static_cast<size_t>(max_leaves_));\n  cuda_split_gain_.Resize(static_cast<size_t>(max_leaves_));\n  SetCUDAMemory<double>(cuda_leaf_value_.RawData(), 0.0f, 1, __FILE__, __LINE__);\n  SetCUDAMemory<double>(cuda_leaf_weight_.RawData(), 0.0f, 1, __FILE__, __LINE__);\n  SetCUDAMemory<int>(cuda_leaf_parent_.RawData(), -1, 1, __FILE__, __LINE__);\n  CUDASUCCESS_OR_FATAL(cudaStreamCreate(&cuda_stream_));\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n}\n\nvoid CUDATree::InitCUDA() {\n  cuda_left_child_.InitFromHostVector(left_child_);\n  cuda_right_child_.InitFromHostVector(right_child_);\n  cuda_split_feature_inner_.InitFromHostVector(split_feature_inner_);\n  cuda_split_feature_.InitFromHostVector(split_feature_);\n  cuda_threshold_in_bin_.InitFromHostVector(threshold_in_bin_);\n  cuda_threshold_.InitFromHostVector(threshold_);\n  cuda_leaf_depth_.InitFromHostVector(leaf_depth_);\n  cuda_decision_type_.InitFromHostVector(decision_type_);\n  cuda_internal_weight_.InitFromHostVector(internal_weight_);\n  cuda_internal_value_.InitFromHostVector(internal_value_);\n  cuda_internal_count_.InitFromHostVector(internal_count_);\n  cuda_leaf_count_.InitFromHostVector(leaf_count_);\n  cuda_split_gain_.InitFromHostVector(split_gain_);\n  cuda_leaf_value_.InitFromHostVector(leaf_value_);\n  cuda_leaf_weight_.InitFromHostVector(leaf_weight_);\n  cuda_leaf_parent_.InitFromHostVector(leaf_parent_);\n  CUDASUCCESS_OR_FATAL(cudaStreamCreate(&cuda_stream_));\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n}\n\nint CUDATree::Split(const int leaf_index,\n           const int real_feature_index,\n           const double real_threshold,\n           const MissingType missing_type,\n           const CUDASplitInfo* cuda_split_info) {\n  LaunchSplitKernel(leaf_index, real_feature_index, real_threshold, missing_type, cuda_split_info);\n  RecordBranchFeatures(leaf_index, num_leaves_, real_feature_index);\n  ++num_leaves_;\n  return num_leaves_ - 1;\n}\n\nint CUDATree::SplitCategorical(const int leaf_index,\n           const int real_feature_index,\n           const MissingType missing_type,\n           const CUDASplitInfo* cuda_split_info,\n           uint32_t* cuda_bitset,\n           size_t cuda_bitset_len,\n           uint32_t* cuda_bitset_inner,\n           size_t cuda_bitset_inner_len) {\n  LaunchSplitCategoricalKernel(leaf_index, real_feature_index,\n    missing_type, cuda_split_info,\n    cuda_bitset_len, cuda_bitset_inner_len);\n  cuda_bitset_.PushBack(cuda_bitset, cuda_bitset_len);\n  cuda_bitset_inner_.PushBack(cuda_bitset_inner, cuda_bitset_inner_len);\n  ++num_leaves_;\n  ++num_cat_;\n  RecordBranchFeatures(leaf_index, num_leaves_, real_feature_index);\n  return num_leaves_ - 1;\n}\n\nvoid CUDATree::RecordBranchFeatures(const int left_leaf_index,\n                                    const int right_leaf_index,\n                                    const int real_feature_index) {\n  if (track_branch_features_) {\n    branch_features_[right_leaf_index] = branch_features_[left_leaf_index];\n    branch_features_[right_leaf_index].push_back(real_feature_index);\n    branch_features_[left_leaf_index].push_back(real_feature_index);\n  }\n}\n\nvoid CUDATree::AddPredictionToScore(const Dataset* data,\n                                    data_size_t num_data,\n                                    double* score) const {\n  LaunchAddPredictionToScoreKernel(data, nullptr, num_data, score);\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n}\n\nvoid CUDATree::AddPredictionToScore(const Dataset* data,\n                                    const data_size_t* used_data_indices,\n                                    data_size_t num_data, double* score) const {\n  LaunchAddPredictionToScoreKernel(data, used_data_indices, num_data, score);\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n}\n\ninline void CUDATree::Shrinkage(double rate) {\n  Tree::Shrinkage(rate);\n  LaunchShrinkageKernel(rate);\n}\n\ninline void CUDATree::AddBias(double val) {\n  Tree::AddBias(val);\n  LaunchAddBiasKernel(val);\n}\n\nvoid CUDATree::ToHost() {\n  left_child_.resize(max_leaves_ - 1);\n  right_child_.resize(max_leaves_ - 1);\n  split_feature_inner_.resize(max_leaves_ - 1);\n  split_feature_.resize(max_leaves_ - 1);\n  threshold_in_bin_.resize(max_leaves_ - 1);\n  threshold_.resize(max_leaves_ - 1);\n  decision_type_.resize(max_leaves_ - 1, 0);\n  split_gain_.resize(max_leaves_ - 1);\n  leaf_parent_.resize(max_leaves_);\n  leaf_value_.resize(max_leaves_);\n  leaf_weight_.resize(max_leaves_);\n  leaf_count_.resize(max_leaves_);\n  internal_value_.resize(max_leaves_ - 1);\n  internal_weight_.resize(max_leaves_ - 1);\n  internal_count_.resize(max_leaves_ - 1);\n  leaf_depth_.resize(max_leaves_);\n\n  const size_t num_leaves_size = static_cast<size_t>(num_leaves_);\n  CopyFromCUDADeviceToHost<int>(left_child_.data(), cuda_left_child_.RawData(), num_leaves_size - 1, __FILE__, __LINE__);\n  CopyFromCUDADeviceToHost<int>(right_child_.data(), cuda_right_child_.RawData(), num_leaves_size - 1, __FILE__, __LINE__);\n  CopyFromCUDADeviceToHost<int>(split_feature_inner_.data(), cuda_split_feature_inner_.RawData(), num_leaves_size - 1, __FILE__, __LINE__);\n  CopyFromCUDADeviceToHost<int>(split_feature_.data(), cuda_split_feature_.RawData(), num_leaves_size - 1, __FILE__, __LINE__);\n  CopyFromCUDADeviceToHost<uint32_t>(threshold_in_bin_.data(), cuda_threshold_in_bin_.RawData(), num_leaves_size - 1, __FILE__, __LINE__);\n  CopyFromCUDADeviceToHost<double>(threshold_.data(), cuda_threshold_.RawData(), num_leaves_size - 1, __FILE__, __LINE__);\n  CopyFromCUDADeviceToHost<int8_t>(decision_type_.data(), cuda_decision_type_.RawData(), num_leaves_size - 1, __FILE__, __LINE__);\n  CopyFromCUDADeviceToHost<float>(split_gain_.data(), cuda_split_gain_.RawData(), num_leaves_size - 1, __FILE__, __LINE__);\n  CopyFromCUDADeviceToHost<int>(leaf_parent_.data(), cuda_leaf_parent_.RawData(), num_leaves_size - 1, __FILE__, __LINE__);\n  CopyFromCUDADeviceToHost<double>(leaf_value_.data(), cuda_leaf_value_.RawData(), num_leaves_size, __FILE__, __LINE__);\n  CopyFromCUDADeviceToHost<double>(leaf_weight_.data(), cuda_leaf_weight_.RawData(), num_leaves_size, __FILE__, __LINE__);\n  CopyFromCUDADeviceToHost<data_size_t>(leaf_count_.data(), cuda_leaf_count_.RawData(), num_leaves_size, __FILE__, __LINE__);\n  CopyFromCUDADeviceToHost<double>(internal_value_.data(), cuda_internal_value_.RawData(), num_leaves_size - 1, __FILE__, __LINE__);\n  CopyFromCUDADeviceToHost<double>(internal_weight_.data(), cuda_internal_weight_.RawData(), num_leaves_size - 1, __FILE__, __LINE__);\n  CopyFromCUDADeviceToHost<data_size_t>(internal_count_.data(), cuda_internal_count_.RawData(), num_leaves_size - 1, __FILE__, __LINE__);\n  CopyFromCUDADeviceToHost<int>(leaf_depth_.data(), cuda_leaf_depth_.RawData(), num_leaves_size, __FILE__, __LINE__);\n\n  if (num_cat_ > 0) {\n    cuda_cat_boundaries_inner_.Resize(num_cat_ + 1);\n    cuda_cat_boundaries_.Resize(num_cat_ + 1);\n    cat_boundaries_ = cuda_cat_boundaries_.ToHost();\n    cat_boundaries_inner_ = cuda_cat_boundaries_inner_.ToHost();\n    cat_threshold_ = cuda_bitset_.ToHost();\n    cat_threshold_inner_ = cuda_bitset_inner_.ToHost();\n  }\n\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n}\n\nvoid CUDATree::SyncLeafOutputFromHostToCUDA() {\n  CopyFromHostToCUDADevice<double>(cuda_leaf_value_.RawData(), leaf_value_.data(), leaf_value_.size(), __FILE__, __LINE__);\n}\n\nvoid CUDATree::SyncLeafOutputFromCUDAToHost() {\n  CopyFromCUDADeviceToHost<double>(leaf_value_.data(), cuda_leaf_value_.RawData(), leaf_value_.size(), __FILE__, __LINE__);\n}\n\nvoid CUDATree::AsConstantTree(double val, int count) {\n  Tree::AsConstantTree(val, count);\n  CopyFromHostToCUDADevice<double>(cuda_leaf_value_.RawData(), &val, 1, __FILE__, __LINE__);\n  CopyFromHostToCUDADevice<int>(cuda_leaf_count_.RawData(), &count, 1, __FILE__, __LINE__);\n}\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/io/cuda/cuda_tree.cu",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n\n#ifdef USE_CUDA\n\n#include <LightGBM/cuda/cuda_tree.hpp>\n\nnamespace LightGBM {\n\n__device__ void SetDecisionTypeCUDA(int8_t* decision_type, bool input, int8_t mask) {\n  if (input) {\n    (*decision_type) |= mask;\n  } else {\n    (*decision_type) &= (127 - mask);\n  }\n}\n\n__device__ void SetMissingTypeCUDA(int8_t* decision_type, int8_t input) {\n  (*decision_type) &= 3;\n  (*decision_type) |= (input << 2);\n}\n\n__device__ bool GetDecisionTypeCUDA(int8_t decision_type, int8_t mask) {\n  return (decision_type & mask) > 0;\n}\n\n__device__ int8_t GetMissingTypeCUDA(int8_t decision_type) {\n  return (decision_type >> 2) & 3;\n}\n\n__device__ bool IsZeroCUDA(double fval) {\n  return (fval >= -kZeroThreshold && fval <= kZeroThreshold);\n}\n\ntemplate<typename T>\n__device__ bool FindInBitsetCUDA(const uint32_t* bits, int n, T pos) {\n  int i1 = pos / 32;\n  if (i1 >= n) {\n    return false;\n  }\n  int i2 = pos % 32;\n  return (bits[i1] >> i2) & 1;\n}\n\n__global__ void SplitKernel(  // split information\n                            const int leaf_index,\n                            const int real_feature_index,\n                            const double real_threshold,\n                            const MissingType missing_type,\n                            const CUDASplitInfo* cuda_split_info,\n                            // tree structure\n                            const int num_leaves,\n                            int* leaf_parent,\n                            int* leaf_depth,\n                            int* left_child,\n                            int* right_child,\n                            int* split_feature_inner,\n                            int* split_feature,\n                            float* split_gain,\n                            double* internal_weight,\n                            double* internal_value,\n                            data_size_t* internal_count,\n                            double* leaf_weight,\n                            double* leaf_value,\n                            data_size_t* leaf_count,\n                            int8_t* decision_type,\n                            uint32_t* threshold_in_bin,\n                            double* threshold) {\n  const int new_node_index = num_leaves - 1;\n  const int thread_index = static_cast<int>(threadIdx.x + blockIdx.x * blockDim.x);\n  const int parent_index = leaf_parent[leaf_index];\n  if (thread_index == 0) {\n    if (parent_index >= 0) {\n      // if cur node is left child\n      if (left_child[parent_index] == ~leaf_index) {\n        left_child[parent_index] = new_node_index;\n      } else {\n        right_child[parent_index] = new_node_index;\n      }\n    }\n    left_child[new_node_index] = ~leaf_index;\n    right_child[new_node_index] = ~num_leaves;\n    leaf_parent[leaf_index] = new_node_index;\n    leaf_parent[num_leaves] = new_node_index;\n  } else if (thread_index == 1) {\n    // add new node\n    split_feature_inner[new_node_index] = cuda_split_info->inner_feature_index;\n  } else if (thread_index == 2) {\n    split_feature[new_node_index] = real_feature_index;\n  } else if (thread_index == 3) {\n    split_gain[new_node_index] = static_cast<float>(cuda_split_info->gain);\n  } else if (thread_index == 4) {\n    // save current leaf value to internal node before change\n    internal_weight[new_node_index] = cuda_split_info->left_sum_hessians + cuda_split_info->right_sum_hessians;\n    leaf_weight[leaf_index] = cuda_split_info->left_sum_hessians;\n  } else if (thread_index == 5) {\n    internal_value[new_node_index] = leaf_value[leaf_index];\n    leaf_value[leaf_index] = isnan(cuda_split_info->left_value) ? 0.0f : cuda_split_info->left_value;\n  } else if (thread_index == 6) {\n    internal_count[new_node_index] = cuda_split_info->left_count + cuda_split_info->right_count;\n  } else if (thread_index == 7) {\n    leaf_count[leaf_index] = cuda_split_info->left_count;\n  } else if (thread_index == 8) {\n    leaf_value[num_leaves] = isnan(cuda_split_info->right_value) ? 0.0f : cuda_split_info->right_value;\n  } else if (thread_index == 9) {\n    leaf_weight[num_leaves] = cuda_split_info->right_sum_hessians;\n  } else if (thread_index == 10) {\n    leaf_count[num_leaves] = cuda_split_info->right_count;\n  } else if (thread_index == 11) {\n    // update leaf depth\n    leaf_depth[num_leaves] = leaf_depth[leaf_index] + 1;\n    leaf_depth[leaf_index]++;\n  } else if (thread_index == 12) {\n    decision_type[new_node_index] = 0;\n    SetDecisionTypeCUDA(&decision_type[new_node_index], false, kCategoricalMask);\n    SetDecisionTypeCUDA(&decision_type[new_node_index], cuda_split_info->default_left, kDefaultLeftMask);\n    SetMissingTypeCUDA(&decision_type[new_node_index], static_cast<int8_t>(missing_type));\n  } else if (thread_index == 13) {\n    threshold_in_bin[new_node_index] = cuda_split_info->threshold;\n  } else if (thread_index == 14) {\n    threshold[new_node_index] = real_threshold;\n  }\n}\n\nvoid CUDATree::LaunchSplitKernel(const int leaf_index,\n                                 const int real_feature_index,\n                                 const double real_threshold,\n                                 const MissingType missing_type,\n                                 const CUDASplitInfo* cuda_split_info) {\n  SplitKernel<<<3, 5, 0, cuda_stream_>>>(\n    // split information\n    leaf_index,\n    real_feature_index,\n    real_threshold,\n    missing_type,\n    cuda_split_info,\n    // tree structure\n    num_leaves_,\n    cuda_leaf_parent_.RawData(),\n    cuda_leaf_depth_.RawData(),\n    cuda_left_child_.RawData(),\n    cuda_right_child_.RawData(),\n    cuda_split_feature_inner_.RawData(),\n    cuda_split_feature_.RawData(),\n    cuda_split_gain_.RawData(),\n    cuda_internal_weight_.RawData(),\n    cuda_internal_value_.RawData(),\n    cuda_internal_count_.RawData(),\n    cuda_leaf_weight_.RawData(),\n    cuda_leaf_value_.RawData(),\n    cuda_leaf_count_.RawData(),\n    cuda_decision_type_.RawData(),\n    cuda_threshold_in_bin_.RawData(),\n    cuda_threshold_.RawData());\n}\n\n__global__ void SplitCategoricalKernel(  // split information\n  const int leaf_index,\n  const int real_feature_index,\n  const MissingType missing_type,\n  const CUDASplitInfo* cuda_split_info,\n  // tree structure\n  const int num_leaves,\n  int* leaf_parent,\n  int* leaf_depth,\n  int* left_child,\n  int* right_child,\n  int* split_feature_inner,\n  int* split_feature,\n  float* split_gain,\n  double* internal_weight,\n  double* internal_value,\n  data_size_t* internal_count,\n  double* leaf_weight,\n  double* leaf_value,\n  data_size_t* leaf_count,\n  int8_t* decision_type,\n  uint32_t* threshold_in_bin,\n  double* threshold,\n  size_t cuda_bitset_len,\n  size_t cuda_bitset_inner_len,\n  int num_cat,\n  int* cuda_cat_boundaries,\n  int* cuda_cat_boundaries_inner) {\n  const int new_node_index = num_leaves - 1;\n  const int thread_index = static_cast<int>(threadIdx.x + blockIdx.x * blockDim.x);\n  const int parent_index = leaf_parent[leaf_index];\n  if (thread_index == 0) {\n    if (parent_index >= 0) {\n      // if cur node is left child\n      if (left_child[parent_index] == ~leaf_index) {\n        left_child[parent_index] = new_node_index;\n      } else {\n        right_child[parent_index] = new_node_index;\n      }\n    }\n    left_child[new_node_index] = ~leaf_index;\n    right_child[new_node_index] = ~num_leaves;\n    leaf_parent[leaf_index] = new_node_index;\n    leaf_parent[num_leaves] = new_node_index;\n  } else if (thread_index == 1) {\n    // add new node\n    split_feature_inner[new_node_index] = cuda_split_info->inner_feature_index;\n  } else if (thread_index == 2) {\n    split_feature[new_node_index] = real_feature_index;\n  } else if (thread_index == 3) {\n    split_gain[new_node_index] = static_cast<float>(cuda_split_info->gain);\n  } else if (thread_index == 4) {\n    // save current leaf value to internal node before change\n    internal_weight[new_node_index] = cuda_split_info->left_sum_hessians + cuda_split_info->right_sum_hessians;\n    leaf_weight[leaf_index] = cuda_split_info->left_sum_hessians;\n  } else if (thread_index == 5) {\n    internal_value[new_node_index] = leaf_value[leaf_index];\n    leaf_value[leaf_index] = isnan(cuda_split_info->left_value) ? 0.0f : cuda_split_info->left_value;\n  } else if (thread_index == 6) {\n    internal_count[new_node_index] = cuda_split_info->left_count + cuda_split_info->right_count;\n  } else if (thread_index == 7) {\n    leaf_count[leaf_index] = cuda_split_info->left_count;\n  } else if (thread_index == 8) {\n    leaf_value[num_leaves] = isnan(cuda_split_info->right_value) ? 0.0f : cuda_split_info->right_value;\n  } else if (thread_index == 9) {\n    leaf_weight[num_leaves] = cuda_split_info->right_sum_hessians;\n  } else if (thread_index == 10) {\n    leaf_count[num_leaves] = cuda_split_info->right_count;\n  } else if (thread_index == 11) {\n    // update leaf depth\n    leaf_depth[num_leaves] = leaf_depth[leaf_index] + 1;\n    leaf_depth[leaf_index]++;\n  } else if (thread_index == 12) {\n    decision_type[new_node_index] = 0;\n    SetDecisionTypeCUDA(&decision_type[new_node_index], true, kCategoricalMask);\n    SetMissingTypeCUDA(&decision_type[new_node_index], static_cast<int8_t>(missing_type));\n  } else if (thread_index == 13) {\n    threshold_in_bin[new_node_index] = num_cat;\n  } else if (thread_index == 14) {\n    threshold[new_node_index] = num_cat;\n  } else if (thread_index == 15) {\n    if (num_cat == 0) {\n      cuda_cat_boundaries[num_cat] = 0;\n    }\n    cuda_cat_boundaries[num_cat + 1] = cuda_cat_boundaries[num_cat] + cuda_bitset_len;\n  } else if (thread_index == 16) {\n    if (num_cat == 0) {\n      cuda_cat_boundaries_inner[num_cat] = 0;\n    }\n    cuda_cat_boundaries_inner[num_cat + 1] = cuda_cat_boundaries_inner[num_cat] + cuda_bitset_inner_len;\n  }\n}\n\nvoid CUDATree::LaunchSplitCategoricalKernel(const int leaf_index,\n  const int real_feature_index,\n  const MissingType missing_type,\n  const CUDASplitInfo* cuda_split_info,\n  size_t cuda_bitset_len,\n  size_t cuda_bitset_inner_len) {\n  SplitCategoricalKernel<<<3, 6, 0, cuda_stream_>>>(\n    // split information\n    leaf_index,\n    real_feature_index,\n    missing_type,\n    cuda_split_info,\n    // tree structure\n    num_leaves_,\n    cuda_leaf_parent_.RawData(),\n    cuda_leaf_depth_.RawData(),\n    cuda_left_child_.RawData(),\n    cuda_right_child_.RawData(),\n    cuda_split_feature_inner_.RawData(),\n    cuda_split_feature_.RawData(),\n    cuda_split_gain_.RawData(),\n    cuda_internal_weight_.RawData(),\n    cuda_internal_value_.RawData(),\n    cuda_internal_count_.RawData(),\n    cuda_leaf_weight_.RawData(),\n    cuda_leaf_value_.RawData(),\n    cuda_leaf_count_.RawData(),\n    cuda_decision_type_.RawData(),\n    cuda_threshold_in_bin_.RawData(),\n    cuda_threshold_.RawData(),\n    cuda_bitset_len,\n    cuda_bitset_inner_len,\n    num_cat_,\n    cuda_cat_boundaries_.RawData(),\n    cuda_cat_boundaries_inner_.RawData());\n}\n\n__global__ void ShrinkageKernel(const double rate, double* cuda_leaf_value, const int num_leaves) {\n  const int leaf_index = static_cast<int>(blockIdx.x * blockDim.x + threadIdx.x);\n  if (leaf_index < num_leaves) {\n    cuda_leaf_value[leaf_index] *= rate;\n  }\n}\n\nvoid CUDATree::LaunchShrinkageKernel(const double rate) {\n  const int num_threads_per_block = 1024;\n  const int num_blocks = (num_leaves_ + num_threads_per_block - 1) / num_threads_per_block;\n  ShrinkageKernel<<<num_blocks, num_threads_per_block>>>(rate, cuda_leaf_value_.RawData(), num_leaves_);\n}\n\n__global__ void AddBiasKernel(const double val, double* cuda_leaf_value, const int num_leaves) {\n  const int leaf_index = static_cast<int>(blockIdx.x * blockDim.x + threadIdx.x);\n  if (leaf_index < num_leaves) {\n    cuda_leaf_value[leaf_index] += val;\n  }\n}\n\nvoid CUDATree::LaunchAddBiasKernel(const double val) {\n  const int num_threads_per_block = 1024;\n  const int num_blocks = (num_leaves_ + num_threads_per_block - 1) / num_threads_per_block;\n  AddBiasKernel<<<num_blocks, num_threads_per_block>>>(val, cuda_leaf_value_.RawData(), num_leaves_);\n}\n\ntemplate <bool USE_INDICES>\n__global__ void AddPredictionToScoreKernel(\n  // dataset information\n  const data_size_t num_data,\n  uint8_t* const* cuda_data_by_column,\n  const uint8_t* cuda_column_bit_type,\n  const uint32_t* cuda_feature_min_bin,\n  const uint32_t* cuda_feature_max_bin,\n  const uint32_t* cuda_feature_offset,\n  const uint32_t* cuda_feature_default_bin,\n  const uint32_t* cuda_feature_most_freq_bin,\n  const int* cuda_feature_to_column,\n  const data_size_t* cuda_used_indices,\n  // tree information\n  const uint32_t* cuda_threshold_in_bin,\n  const int8_t* cuda_decision_type,\n  const int* cuda_split_feature_inner,\n  const int* cuda_left_child,\n  const int* cuda_right_child,\n  const double* cuda_leaf_value,\n  const uint32_t* cuda_bitset_inner,\n  const int* cuda_cat_boundaries_inner,\n  // output\n  double* score) {\n  const data_size_t inner_data_index = static_cast<data_size_t>(threadIdx.x + blockIdx.x * blockDim.x);\n  if (inner_data_index < num_data) {\n    const data_size_t data_index = USE_INDICES ? cuda_used_indices[inner_data_index] : inner_data_index;\n    int node = 0;\n    while (node >= 0) {\n      const int split_feature_inner = cuda_split_feature_inner[node];\n      const int column = cuda_feature_to_column[split_feature_inner];\n      const uint32_t default_bin = cuda_feature_default_bin[split_feature_inner];\n      const uint32_t most_freq_bin = cuda_feature_most_freq_bin[split_feature_inner];\n      const uint32_t max_bin = cuda_feature_max_bin[split_feature_inner];\n      const uint32_t min_bin = cuda_feature_min_bin[split_feature_inner];\n      const uint32_t offset = cuda_feature_offset[split_feature_inner];\n      const uint8_t column_bit_type = cuda_column_bit_type[column];\n      uint32_t bin = 0;\n      if (column_bit_type == 8) {\n        bin = static_cast<uint32_t>((reinterpret_cast<const uint8_t*>(cuda_data_by_column[column]))[data_index]);\n      } else if (column_bit_type == 16) {\n        bin = static_cast<uint32_t>((reinterpret_cast<const uint16_t*>(cuda_data_by_column[column]))[data_index]);\n      } else if (column_bit_type == 32) {\n        bin = static_cast<uint32_t>((reinterpret_cast<const uint32_t*>(cuda_data_by_column[column]))[data_index]);\n      }\n      if (bin >= min_bin && bin <= max_bin) {\n        bin = bin - min_bin + offset;\n      } else {\n        bin = most_freq_bin;\n      }\n      const int8_t decision_type = cuda_decision_type[node];\n      if (GetDecisionTypeCUDA(decision_type, kCategoricalMask)) {\n        int cat_idx = static_cast<int>(cuda_threshold_in_bin[node]);\n        if (FindInBitsetCUDA(cuda_bitset_inner + cuda_cat_boundaries_inner[cat_idx],\n                             cuda_cat_boundaries_inner[cat_idx + 1] - cuda_cat_boundaries_inner[cat_idx], bin)) {\n          node = cuda_left_child[node];\n        } else {\n          node = cuda_right_child[node];\n        }\n      } else {\n        const uint32_t threshold_in_bin = cuda_threshold_in_bin[node];\n        const int8_t missing_type = GetMissingTypeCUDA(decision_type);\n        const bool default_left = ((decision_type & kDefaultLeftMask) > 0);\n        if ((missing_type == 1 && bin == default_bin) || (missing_type == 2 && bin == max_bin)) {\n          if (default_left) {\n            node = cuda_left_child[node];\n          } else {\n            node = cuda_right_child[node];\n          }\n        } else {\n          if (bin <= threshold_in_bin) {\n            node = cuda_left_child[node];\n          } else {\n            node = cuda_right_child[node];\n          }\n        }\n      }\n    }\n    score[data_index] += cuda_leaf_value[~node];\n  }\n}\n\nvoid CUDATree::LaunchAddPredictionToScoreKernel(\n  const Dataset* data,\n  const data_size_t* used_data_indices,\n  data_size_t num_data,\n  double* score) const {\n  const CUDAColumnData* cuda_column_data = data->cuda_column_data();\n  const int num_blocks = (num_data + num_threads_per_block_add_prediction_to_score_ - 1) / num_threads_per_block_add_prediction_to_score_;\n  if (used_data_indices == nullptr) {\n    AddPredictionToScoreKernel<false><<<num_blocks, num_threads_per_block_add_prediction_to_score_>>>(\n      // dataset information\n      num_data,\n      cuda_column_data->cuda_data_by_column(),\n      cuda_column_data->cuda_column_bit_type(),\n      cuda_column_data->cuda_feature_min_bin(),\n      cuda_column_data->cuda_feature_max_bin(),\n      cuda_column_data->cuda_feature_offset(),\n      cuda_column_data->cuda_feature_default_bin(),\n      cuda_column_data->cuda_feature_most_freq_bin(),\n      cuda_column_data->cuda_feature_to_column(),\n      nullptr,\n      // tree information\n      cuda_threshold_in_bin_.RawData(),\n      cuda_decision_type_.RawData(),\n      cuda_split_feature_inner_.RawData(),\n      cuda_left_child_.RawData(),\n      cuda_right_child_.RawData(),\n      cuda_leaf_value_.RawData(),\n      cuda_bitset_inner_.RawDataReadOnly(),\n      cuda_cat_boundaries_inner_.RawDataReadOnly(),\n      // output\n      score);\n  } else {\n    AddPredictionToScoreKernel<true><<<num_blocks, num_threads_per_block_add_prediction_to_score_>>>(\n      // dataset information\n      num_data,\n      cuda_column_data->cuda_data_by_column(),\n      cuda_column_data->cuda_column_bit_type(),\n      cuda_column_data->cuda_feature_min_bin(),\n      cuda_column_data->cuda_feature_max_bin(),\n      cuda_column_data->cuda_feature_offset(),\n      cuda_column_data->cuda_feature_default_bin(),\n      cuda_column_data->cuda_feature_most_freq_bin(),\n      cuda_column_data->cuda_feature_to_column(),\n      used_data_indices,\n      // tree information\n      cuda_threshold_in_bin_.RawData(),\n      cuda_decision_type_.RawData(),\n      cuda_split_feature_inner_.RawData(),\n      cuda_left_child_.RawData(),\n      cuda_right_child_.RawData(),\n      cuda_leaf_value_.RawData(),\n      cuda_bitset_inner_.RawDataReadOnly(),\n      cuda_cat_boundaries_inner_.RawDataReadOnly(),\n      // output\n      score);\n  }\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n}\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/io/dataset.cpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n#include <LightGBM/dataset.h>\n\n#include <LightGBM/feature_group.h>\n#include <LightGBM/cuda/vector_cudahost.h>\n#include <LightGBM/utils/array_args.h>\n#include <LightGBM/utils/openmp_wrapper.h>\n#include <LightGBM/utils/threading.h>\n\n#include <algorithm>\n#include <chrono>\n#include <cstdio>\n#include <limits>\n#include <memory>\n#include <sstream>\n#include <string>\n#include <unordered_map>\n#include <unordered_set>\n#include <utility>\n#include <vector>\n\nnamespace LightGBM {\n\nconst int Dataset::kSerializedReferenceVersionLength = 2;\nconst char* Dataset::serialized_reference_version = \"v1\";\n\nconst char* Dataset::binary_file_token = \"______LightGBM_Binary_File_Token______\\n\";\nconst char* Dataset::binary_serialized_reference_token = \"______LightGBM_Binary_Serialized_Token______\\n\";\n\nDataset::Dataset() {\n  data_filename_ = \"noname\";\n  num_data_ = 0;\n  is_finish_load_ = false;\n  wait_for_manual_finish_ = false;\n  has_raw_ = false;\n}\n\nDataset::Dataset(data_size_t num_data) {\n  CHECK_GT(num_data, 0);\n  data_filename_ = \"noname\";\n  num_data_ = num_data;\n  metadata_.Init(num_data_, NO_SPECIFIC, NO_SPECIFIC);\n  is_finish_load_ = false;\n  wait_for_manual_finish_ = false;\n  group_bin_boundaries_.push_back(0);\n  has_raw_ = false;\n}\n\nDataset::~Dataset() {}\n\nstd::vector<std::vector<int>> OneFeaturePerGroup(const std::vector<int>& used_features) {\n  std::vector<std::vector<int>> features_in_group;\n  features_in_group.resize(used_features.size());\n  for (size_t i = 0; i < used_features.size(); ++i) {\n    features_in_group[i].emplace_back(used_features[i]);\n  }\n  return features_in_group;\n}\n\nint GetConflictCount(const std::vector<bool>& mark, const int* indices,\n                     int num_indices, data_size_t max_cnt) {\n  int ret = 0;\n  for (int i = 0; i < num_indices; ++i) {\n    if (mark[indices[i]]) {\n      ++ret;\n    }\n    if (ret > max_cnt) {\n      return -1;\n    }\n  }\n  return ret;\n}\n\nvoid MarkUsed(std::vector<bool>* mark, const int* indices,\n              data_size_t num_indices) {\n  auto& ref_mark = *mark;\n  for (int i = 0; i < num_indices; ++i) {\n    ref_mark[indices[i]] = true;\n  }\n}\n\nstd::vector<int> FixSampleIndices(const BinMapper* bin_mapper,\n                                  int num_total_samples, int num_indices,\n                                  const int* sample_indices,\n                                  const double* sample_values) {\n  std::vector<int> ret;\n  if (bin_mapper->GetDefaultBin() == bin_mapper->GetMostFreqBin()) {\n    return ret;\n  }\n  int i = 0, j = 0;\n  while (i < num_total_samples) {\n    if (j < num_indices && sample_indices[j] < i) {\n      ++j;\n    } else if (j < num_indices && sample_indices[j] == i) {\n      if (bin_mapper->ValueToBin(sample_values[j]) !=\n          bin_mapper->GetMostFreqBin()) {\n        ret.push_back(i);\n      }\n      ++i;\n    } else {\n      ret.push_back(i++);\n    }\n  }\n  return ret;\n}\n\nstd::vector<std::vector<int>> FindGroups(\n    const std::vector<std::unique_ptr<BinMapper>>& bin_mappers,\n    const std::vector<int>& find_order, int** sample_indices,\n    const int* num_per_col, int num_sample_col, data_size_t total_sample_cnt,\n    data_size_t num_data, bool is_use_gpu, bool is_sparse,\n    std::vector<int8_t>* multi_val_group) {\n  const int max_search_group = 100;\n  const int max_bin_per_group = 256;\n  const data_size_t single_val_max_conflict_cnt =\n      static_cast<data_size_t>(total_sample_cnt / 10000);\n  multi_val_group->clear();\n\n  Random rand(num_data);\n  std::vector<std::vector<int>> features_in_group;\n  std::vector<std::vector<bool>> conflict_marks;\n  std::vector<data_size_t> group_used_row_cnt;\n  std::vector<data_size_t> group_total_data_cnt;\n  std::vector<int> group_num_bin;\n\n  // first round: fill the single val group\n  for (auto fidx : find_order) {\n    bool is_filtered_feature = fidx >= num_sample_col;\n    const data_size_t cur_non_zero_cnt =\n        is_filtered_feature ? 0 : num_per_col[fidx];\n    std::vector<int> available_groups;\n    for (int gid = 0; gid < static_cast<int>(features_in_group.size()); ++gid) {\n      auto cur_num_bin = group_num_bin[gid] + bin_mappers[fidx]->num_bin() +\n                         (bin_mappers[fidx]->GetMostFreqBin() == 0 ? -1 : 0);\n      if (group_total_data_cnt[gid] + cur_non_zero_cnt <=\n          total_sample_cnt + single_val_max_conflict_cnt) {\n        if (!is_use_gpu || cur_num_bin <= max_bin_per_group) {\n          available_groups.push_back(gid);\n        }\n      }\n    }\n    std::vector<int> search_groups;\n    if (!available_groups.empty()) {\n      int last = static_cast<int>(available_groups.size()) - 1;\n      auto indices = rand.Sample(last, std::min(last, max_search_group - 1));\n      // always push the last group\n      search_groups.push_back(available_groups.back());\n      for (auto idx : indices) {\n        search_groups.push_back(available_groups[idx]);\n      }\n    }\n    int best_gid = -1;\n    int best_conflict_cnt = -1;\n    for (auto gid : search_groups) {\n      const data_size_t rest_max_cnt = single_val_max_conflict_cnt -\n                                       group_total_data_cnt[gid] +\n                                       group_used_row_cnt[gid];\n      const data_size_t cnt =\n          is_filtered_feature\n              ? 0\n              : GetConflictCount(conflict_marks[gid], sample_indices[fidx],\n                                 num_per_col[fidx], rest_max_cnt);\n      if (cnt >= 0 && cnt <= rest_max_cnt && cnt <= cur_non_zero_cnt / 2) {\n        best_gid = gid;\n        best_conflict_cnt = cnt;\n        break;\n      }\n    }\n    if (best_gid >= 0) {\n      features_in_group[best_gid].push_back(fidx);\n      group_total_data_cnt[best_gid] += cur_non_zero_cnt;\n      group_used_row_cnt[best_gid] += cur_non_zero_cnt - best_conflict_cnt;\n      if (!is_filtered_feature) {\n        MarkUsed(&conflict_marks[best_gid], sample_indices[fidx],\n                 num_per_col[fidx]);\n      }\n      group_num_bin[best_gid] +=\n          bin_mappers[fidx]->num_bin() +\n          (bin_mappers[fidx]->GetDefaultBin() == 0 ? -1 : 0);\n    } else {\n      features_in_group.emplace_back();\n      features_in_group.back().push_back(fidx);\n      conflict_marks.emplace_back(total_sample_cnt, false);\n      if (!is_filtered_feature) {\n        MarkUsed(&(conflict_marks.back()), sample_indices[fidx],\n                 num_per_col[fidx]);\n      }\n      group_total_data_cnt.emplace_back(cur_non_zero_cnt);\n      group_used_row_cnt.emplace_back(cur_non_zero_cnt);\n      group_num_bin.push_back(\n          1 + bin_mappers[fidx]->num_bin() +\n          (bin_mappers[fidx]->GetMostFreqBin() == 0 ? -1 : 0));\n    }\n  }\n  if (!is_sparse) {\n    multi_val_group->resize(features_in_group.size(), false);\n    return features_in_group;\n  }\n  std::vector<int> second_round_features;\n  std::vector<std::vector<int>> features_in_group2;\n  std::vector<std::vector<bool>> conflict_marks2;\n\n  const double dense_threshold = 0.4;\n  for (int gid = 0; gid < static_cast<int>(features_in_group.size()); ++gid) {\n    const double dense_rate =\n        static_cast<double>(group_used_row_cnt[gid]) / total_sample_cnt;\n    if (dense_rate >= dense_threshold) {\n      features_in_group2.push_back(std::move(features_in_group[gid]));\n      conflict_marks2.push_back(std::move(conflict_marks[gid]));\n    } else {\n      for (auto fidx : features_in_group[gid]) {\n        second_round_features.push_back(fidx);\n      }\n    }\n  }\n\n  features_in_group = features_in_group2;\n  conflict_marks = conflict_marks2;\n  multi_val_group->resize(features_in_group.size(), false);\n  if (!second_round_features.empty()) {\n    features_in_group.emplace_back();\n    conflict_marks.emplace_back(total_sample_cnt, false);\n    bool is_multi_val = is_use_gpu ? true : false;\n    int conflict_cnt = 0;\n    for (auto fidx : second_round_features) {\n      features_in_group.back().push_back(fidx);\n      if (!is_multi_val) {\n        const int rest_max_cnt = single_val_max_conflict_cnt - conflict_cnt;\n        const auto cnt =\n            GetConflictCount(conflict_marks.back(), sample_indices[fidx],\n                             num_per_col[fidx], rest_max_cnt);\n        conflict_cnt += cnt;\n        if (cnt < 0 || conflict_cnt > single_val_max_conflict_cnt) {\n          is_multi_val = true;\n          continue;\n        }\n        MarkUsed(&(conflict_marks.back()), sample_indices[fidx],\n                 num_per_col[fidx]);\n      }\n    }\n    multi_val_group->push_back(is_multi_val);\n  }\n  return features_in_group;\n}\n\nstd::vector<std::vector<int>> FastFeatureBundling(\n    const std::vector<std::unique_ptr<BinMapper>>& bin_mappers,\n    int** sample_indices, double** sample_values, const int* num_per_col,\n    int num_sample_col, data_size_t total_sample_cnt,\n    const std::vector<int>& used_features, data_size_t num_data,\n    bool is_use_gpu, bool is_sparse, std::vector<int8_t>* multi_val_group) {\n  Common::FunctionTimer fun_timer(\"Dataset::FastFeatureBundling\", global_timer);\n  std::vector<size_t> feature_non_zero_cnt;\n  feature_non_zero_cnt.reserve(used_features.size());\n  // put dense feature first\n  for (auto fidx : used_features) {\n    if (fidx < num_sample_col) {\n      feature_non_zero_cnt.emplace_back(num_per_col[fidx]);\n    } else {\n      feature_non_zero_cnt.emplace_back(0);\n    }\n  }\n  // sort by non zero cnt\n  std::vector<int> sorted_idx;\n  sorted_idx.reserve(used_features.size());\n  for (int i = 0; i < static_cast<int>(used_features.size()); ++i) {\n    sorted_idx.emplace_back(i);\n  }\n  // sort by non zero cnt, bigger first\n  std::stable_sort(sorted_idx.begin(), sorted_idx.end(),\n                   [&feature_non_zero_cnt](int a, int b) {\n                     return feature_non_zero_cnt[a] > feature_non_zero_cnt[b];\n                   });\n\n  std::vector<int> feature_order_by_cnt;\n  feature_order_by_cnt.reserve(sorted_idx.size());\n  for (auto sidx : sorted_idx) {\n    feature_order_by_cnt.push_back(used_features[sidx]);\n  }\n\n  std::vector<std::vector<int>> tmp_indices;\n  std::vector<int> tmp_num_per_col(num_sample_col, 0);\n  for (auto fidx : used_features) {\n    if (fidx >= num_sample_col) {\n      continue;\n    }\n    auto ret = FixSampleIndices(\n        bin_mappers[fidx].get(), static_cast<int>(total_sample_cnt),\n        num_per_col[fidx], sample_indices[fidx], sample_values[fidx]);\n    if (!ret.empty()) {\n      tmp_indices.push_back(ret);\n      tmp_num_per_col[fidx] = static_cast<int>(ret.size());\n      sample_indices[fidx] = tmp_indices.back().data();\n    } else {\n      tmp_num_per_col[fidx] = num_per_col[fidx];\n    }\n  }\n  std::vector<int8_t> group_is_multi_val, group_is_multi_val2;\n  auto features_in_group =\n      FindGroups(bin_mappers, used_features, sample_indices,\n                 tmp_num_per_col.data(), num_sample_col, total_sample_cnt,\n                 num_data, is_use_gpu, is_sparse, &group_is_multi_val);\n  auto group2 =\n      FindGroups(bin_mappers, feature_order_by_cnt, sample_indices,\n                 tmp_num_per_col.data(), num_sample_col, total_sample_cnt,\n                 num_data, is_use_gpu, is_sparse, &group_is_multi_val2);\n\n  if (features_in_group.size() > group2.size()) {\n    features_in_group = group2;\n    group_is_multi_val = group_is_multi_val2;\n  }\n  // shuffle groups\n  int num_group = static_cast<int>(features_in_group.size());\n  Random tmp_rand(num_data);\n  for (int i = 0; i < num_group - 1; ++i) {\n    int j = tmp_rand.NextShort(i + 1, num_group);\n    std::swap(features_in_group[i], features_in_group[j]);\n    // Using std::swap for vector<bool> will cause the wrong result.\n    std::swap(group_is_multi_val[i], group_is_multi_val[j]);\n  }\n  *multi_val_group = group_is_multi_val;\n  return features_in_group;\n}\n\nvoid Dataset::Construct(std::vector<std::unique_ptr<BinMapper>>* bin_mappers,\n                        int num_total_features,\n                        const std::vector<std::vector<double>>& forced_bins,\n                        int** sample_non_zero_indices,\n                        double** sample_values,\n                        const int* num_per_col,\n                        int num_sample_col,\n                        size_t total_sample_cnt,\n                        const Config& io_config) {\n  num_total_features_ = num_total_features;\n  CHECK_EQ(num_total_features_, static_cast<int>(bin_mappers->size()));\n  // get num_features\n  std::vector<int> used_features;\n  auto& ref_bin_mappers = *bin_mappers;\n  for (int i = 0; i < static_cast<int>(bin_mappers->size()); ++i) {\n    if (ref_bin_mappers[i] != nullptr && !ref_bin_mappers[i]->is_trivial()) {\n      used_features.emplace_back(i);\n    }\n  }\n  if (used_features.empty()) {\n    Log::Warning(\n        \"There are no meaningful features which satisfy the provided configuration. \"\n        \"Decreasing Dataset parameters min_data_in_bin or min_data_in_leaf and re-constructing \"\n        \"Dataset might resolve this warning.\");\n  }\n  auto features_in_group = OneFeaturePerGroup(used_features);\n\n  auto is_sparse = io_config.is_enable_sparse;\n  if (io_config.device_type == std::string(\"cuda\")) {\n      LGBM_config_::current_device = lgbm_device_cuda;\n      if ((io_config.device_type == std::string(\"cuda\")) && is_sparse) {\n        Log::Warning(\"Using sparse features with CUDA is currently not supported.\");\n        is_sparse = false;\n      }\n  }\n\n  std::vector<int8_t> group_is_multi_val(used_features.size(), 0);\n  if (io_config.enable_bundle && !used_features.empty()) {\n    bool lgbm_is_gpu_used = io_config.device_type == std::string(\"gpu\") || io_config.device_type == std::string(\"cuda\");\n    features_in_group = FastFeatureBundling(\n        *bin_mappers, sample_non_zero_indices, sample_values, num_per_col,\n        num_sample_col, static_cast<data_size_t>(total_sample_cnt),\n        used_features, num_data_, lgbm_is_gpu_used,\n        is_sparse, &group_is_multi_val);\n  }\n\n  num_features_ = 0;\n  for (const auto& fs : features_in_group) {\n    num_features_ += static_cast<int>(fs.size());\n  }\n  int cur_fidx = 0;\n  used_feature_map_ = std::vector<int>(num_total_features_, -1);\n  num_groups_ = static_cast<int>(features_in_group.size());\n  real_feature_idx_.resize(num_features_);\n  feature2group_.resize(num_features_);\n  feature2subfeature_.resize(num_features_);\n  feature_need_push_zeros_.clear();\n  group_bin_boundaries_.clear();\n  uint64_t num_total_bin = 0;\n  group_bin_boundaries_.push_back(num_total_bin);\n  group_feature_start_.resize(num_groups_);\n  group_feature_cnt_.resize(num_groups_);\n  for (int i = 0; i < num_groups_; ++i) {\n    auto cur_features = features_in_group[i];\n    int cur_cnt_features = static_cast<int>(cur_features.size());\n    group_feature_start_[i] = cur_fidx;\n    group_feature_cnt_[i] = cur_cnt_features;\n    // get bin_mappers\n    std::vector<std::unique_ptr<BinMapper>> cur_bin_mappers;\n    for (int j = 0; j < cur_cnt_features; ++j) {\n      int real_fidx = cur_features[j];\n      used_feature_map_[real_fidx] = cur_fidx;\n      real_feature_idx_[cur_fidx] = real_fidx;\n      feature2group_[cur_fidx] = i;\n      feature2subfeature_[cur_fidx] = j;\n      cur_bin_mappers.emplace_back(ref_bin_mappers[real_fidx].release());\n      if (cur_bin_mappers.back()->GetDefaultBin() !=\n          cur_bin_mappers.back()->GetMostFreqBin()) {\n        feature_need_push_zeros_.push_back(cur_fidx);\n      }\n      ++cur_fidx;\n    }\n    feature_groups_.emplace_back(std::unique_ptr<FeatureGroup>(\n      new FeatureGroup(cur_cnt_features, group_is_multi_val[i], &cur_bin_mappers, num_data_, i)));\n    num_total_bin += feature_groups_[i]->num_total_bin_;\n    group_bin_boundaries_.push_back(num_total_bin);\n  }\n  if (!io_config.max_bin_by_feature.empty()) {\n    CHECK_EQ(static_cast<size_t>(num_total_features_),\n             io_config.max_bin_by_feature.size());\n    CHECK_GT(*(std::min_element(io_config.max_bin_by_feature.begin(),\n                                io_config.max_bin_by_feature.end())), 1);\n    max_bin_by_feature_.resize(num_total_features_);\n    max_bin_by_feature_.assign(io_config.max_bin_by_feature.begin(),\n                               io_config.max_bin_by_feature.end());\n  }\n  forced_bin_bounds_ = forced_bins;\n  max_bin_ = io_config.max_bin;\n  min_data_in_bin_ = io_config.min_data_in_bin;\n  bin_construct_sample_cnt_ = io_config.bin_construct_sample_cnt;\n  use_missing_ = io_config.use_missing;\n  zero_as_missing_ = io_config.zero_as_missing;\n  has_raw_ = false;\n  if (io_config.linear_tree) {\n    has_raw_ = true;\n  }\n  numeric_feature_map_ = std::vector<int>(num_features_, -1);\n  num_numeric_features_ = 0;\n  for (int i = 0; i < num_features_; ++i) {\n    if (FeatureBinMapper(i)->bin_type() == BinType::NumericalBin) {\n      numeric_feature_map_[i] = num_numeric_features_;\n      ++num_numeric_features_;\n    }\n  }\n  device_type_ = io_config.device_type;\n  gpu_device_id_ = io_config.gpu_device_id;\n}\n\nvoid Dataset::FinishLoad() {\n  if (is_finish_load_) {\n    return;\n  }\n  if (num_groups_ > 0) {\n    for (int i = 0; i < num_groups_; ++i) {\n      feature_groups_[i]->FinishLoad();\n    }\n  }\n  metadata_.FinishLoad();\n\n  #ifdef USE_CUDA\n  if (device_type_ == std::string(\"cuda\")) {\n    CreateCUDAColumnData();\n    metadata_.CreateCUDAMetadata(gpu_device_id_);\n  } else {\n    cuda_column_data_.reset(nullptr);\n  }\n  #endif  // USE_CUDA\n  is_finish_load_ = true;\n}\n\nvoid PushDataToMultiValBin(\n    data_size_t num_data, const std::vector<uint32_t> most_freq_bins,\n    const std::vector<uint32_t> offsets,\n    std::vector<std::vector<std::unique_ptr<BinIterator>>>* iters,\n    MultiValBin* ret) {\n  Common::FunctionTimer fun_time(\"Dataset::PushDataToMultiValBin\",\n                                 global_timer);\n  if (ret->IsSparse()) {\n    Threading::For<data_size_t>(\n        0, num_data, 1024, [&](int tid, data_size_t start, data_size_t end) {\n          std::vector<uint32_t> cur_data;\n          cur_data.reserve(most_freq_bins.size());\n          for (size_t j = 0; j < most_freq_bins.size(); ++j) {\n            (*iters)[tid][j]->Reset(start);\n          }\n          for (data_size_t i = start; i < end; ++i) {\n            cur_data.clear();\n            for (size_t j = 0; j < most_freq_bins.size(); ++j) {\n              // for sparse multi value bin, we store the feature bin values with offset added\n              auto cur_bin = (*iters)[tid][j]->Get(i);\n              if (cur_bin == most_freq_bins[j]) {\n                continue;\n              }\n              cur_bin += offsets[j];\n              if (most_freq_bins[j] == 0) {\n                cur_bin -= 1;\n              }\n              cur_data.push_back(cur_bin);\n            }\n            ret->PushOneRow(tid, i, cur_data);\n          }\n        });\n  } else {\n    Threading::For<data_size_t>(\n        0, num_data, 1024, [&](int tid, data_size_t start, data_size_t end) {\n          std::vector<uint32_t> cur_data(most_freq_bins.size(), 0);\n          for (size_t j = 0; j < most_freq_bins.size(); ++j) {\n            (*iters)[tid][j]->Reset(start);\n          }\n          for (data_size_t i = start; i < end; ++i) {\n            for (size_t j = 0; j < most_freq_bins.size(); ++j) {\n              // for dense multi value bin, the feature bin values without offsets are used\n              auto cur_bin = (*iters)[tid][j]->Get(i);\n              cur_data[j] = cur_bin;\n            }\n            ret->PushOneRow(tid, i, cur_data);\n          }\n        });\n  }\n}\n\nMultiValBin* Dataset::GetMultiBinFromSparseFeatures(const std::vector<uint32_t>& offsets) const {\n  Common::FunctionTimer fun_time(\"Dataset::GetMultiBinFromSparseFeatures\",\n                                 global_timer);\n  int multi_group_id = -1;\n  for (int i = 0; i < num_groups_; ++i) {\n    if (feature_groups_[i]->is_multi_val_) {\n      if (multi_group_id < 0) {\n        multi_group_id = i;\n      } else {\n        Log::Fatal(\"Bug. There should be only one multi-val group.\");\n      }\n    }\n  }\n  if (multi_group_id < 0) {\n    return nullptr;\n  }\n  const int num_feature = feature_groups_[multi_group_id]->num_feature_;\n  int num_threads = OMP_NUM_THREADS();\n\n  std::vector<std::vector<std::unique_ptr<BinIterator>>> iters(num_threads);\n  std::vector<uint32_t> most_freq_bins;\n  double sum_sparse_rate = 0;\n  for (int i = 0; i < num_feature; ++i) {\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 1)\n    for (int tid = 0; tid < num_threads; ++tid) {\n      iters[tid].emplace_back(\n          feature_groups_[multi_group_id]->SubFeatureIterator(i));\n    }\n    most_freq_bins.push_back(\n        feature_groups_[multi_group_id]->bin_mappers_[i]->GetMostFreqBin());\n    sum_sparse_rate +=\n        feature_groups_[multi_group_id]->bin_mappers_[i]->sparse_rate();\n  }\n  sum_sparse_rate /= num_feature;\n  Log::Debug(\"Dataset::GetMultiBinFromSparseFeatures: sparse rate %f\",\n             sum_sparse_rate);\n  std::unique_ptr<MultiValBin> ret;\n  ret.reset(MultiValBin::CreateMultiValBin(num_data_, offsets.back(),\n                                           num_feature, sum_sparse_rate, offsets));\n  PushDataToMultiValBin(num_data_, most_freq_bins, offsets, &iters, ret.get());\n  ret->FinishLoad();\n  return ret.release();\n}\n\nMultiValBin* Dataset::GetMultiBinFromAllFeatures(const std::vector<uint32_t>& offsets) const {\n  Common::FunctionTimer fun_time(\"Dataset::GetMultiBinFromAllFeatures\",\n                                 global_timer);\n  int num_threads = OMP_NUM_THREADS();\n  double sum_dense_ratio = 0;\n\n  std::unique_ptr<MultiValBin> ret;\n  std::vector<std::vector<std::unique_ptr<BinIterator>>> iters(num_threads);\n  std::vector<uint32_t> most_freq_bins;\n  int ncol = 0;\n  for (int gid = 0; gid < num_groups_; ++gid) {\n    if (feature_groups_[gid]->is_multi_val_) {\n      ncol += feature_groups_[gid]->num_feature_;\n    } else {\n      ++ncol;\n    }\n    for (int fid = 0; fid < feature_groups_[gid]->num_feature_; ++fid) {\n      const auto& bin_mapper = feature_groups_[gid]->bin_mappers_[fid];\n      sum_dense_ratio += 1.0f - bin_mapper->sparse_rate();\n    }\n  }\n  sum_dense_ratio /= ncol;\n  for (int gid = 0; gid < num_groups_; ++gid) {\n    if (feature_groups_[gid]->is_multi_val_) {\n      for (int fid = 0; fid < feature_groups_[gid]->num_feature_; ++fid) {\n        const auto& bin_mapper = feature_groups_[gid]->bin_mappers_[fid];\n        most_freq_bins.push_back(bin_mapper->GetMostFreqBin());\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 1)\n        for (int tid = 0; tid < num_threads; ++tid) {\n          iters[tid].emplace_back(\n              feature_groups_[gid]->SubFeatureIterator(fid));\n        }\n      }\n    } else {\n      most_freq_bins.push_back(0);\n      for (int tid = 0; tid < num_threads; ++tid) {\n        iters[tid].emplace_back(feature_groups_[gid]->FeatureGroupIterator());\n      }\n    }\n  }\n  CHECK(static_cast<int>(most_freq_bins.size()) == ncol);\n  Log::Debug(\"Dataset::GetMultiBinFromAllFeatures: sparse rate %f\",\n             1.0 - sum_dense_ratio);\n  ret.reset(MultiValBin::CreateMultiValBin(\n      num_data_, offsets.back(), static_cast<int>(most_freq_bins.size()),\n      1.0 - sum_dense_ratio, offsets));\n  PushDataToMultiValBin(num_data_, most_freq_bins, offsets, &iters, ret.get());\n  ret->FinishLoad();\n  return ret.release();\n}\n\ntemplate <bool USE_QUANT_GRAD, int HIST_BITS>\nTrainingShareStates* Dataset::GetShareStates(\n    score_t* gradients, score_t* hessians,\n    const std::vector<int8_t>& is_feature_used, bool is_constant_hessian,\n    bool force_col_wise, bool force_row_wise,\n    const int num_grad_quant_bins) const {\n  Common::FunctionTimer fun_timer(\"Dataset::TestMultiThreadingMethod\",\n                                  global_timer);\n  if (force_col_wise && force_row_wise) {\n    Log::Fatal(\n        \"Cannot set both of `force_col_wise` and `force_row_wise` to `true` at \"\n        \"the same time\");\n  }\n  if (num_groups_ <= 0) {\n    TrainingShareStates* share_state = new TrainingShareStates();\n    share_state->is_col_wise = true;\n    share_state->is_constant_hessian = is_constant_hessian;\n    return share_state;\n  }\n  if (force_col_wise) {\n    TrainingShareStates* share_state = new TrainingShareStates();\n    std::vector<uint32_t> offsets;\n    share_state->CalcBinOffsets(\n      feature_groups_, &offsets, true);\n    share_state->SetMultiValBin(GetMultiBinFromSparseFeatures(offsets),\n      num_data_, feature_groups_, false, true, num_grad_quant_bins);\n    share_state->is_col_wise = true;\n    share_state->is_constant_hessian = is_constant_hessian;\n    return share_state;\n  } else if (force_row_wise) {\n    TrainingShareStates* share_state = new TrainingShareStates();\n    std::vector<uint32_t> offsets;\n    share_state->CalcBinOffsets(\n      feature_groups_, &offsets, false);\n    share_state->SetMultiValBin(GetMultiBinFromAllFeatures(offsets), num_data_,\n      feature_groups_, false, false, num_grad_quant_bins);\n    share_state->is_col_wise = false;\n    share_state->is_constant_hessian = is_constant_hessian;\n    return share_state;\n  } else {\n    std::unique_ptr<MultiValBin> sparse_bin;\n    std::unique_ptr<MultiValBin> all_bin;\n    std::unique_ptr<TrainingShareStates> col_wise_state;\n    std::unique_ptr<TrainingShareStates> row_wise_state;\n    col_wise_state.reset(new TrainingShareStates());\n    row_wise_state.reset(new TrainingShareStates());\n\n    std::chrono::duration<double, std::milli> col_wise_init_time, row_wise_init_time;\n    auto start_time = std::chrono::steady_clock::now();\n    std::vector<uint32_t> col_wise_offsets;\n    col_wise_state->CalcBinOffsets(feature_groups_, &col_wise_offsets, true);\n    col_wise_state->SetMultiValBin(GetMultiBinFromSparseFeatures(col_wise_offsets), num_data_,\n      feature_groups_, false, true, num_grad_quant_bins);\n    col_wise_init_time = std::chrono::steady_clock::now() - start_time;\n\n    start_time = std::chrono::steady_clock::now();\n    std::vector<uint32_t> row_wise_offsets;\n    row_wise_state->CalcBinOffsets(feature_groups_, &row_wise_offsets, false);\n    row_wise_state->SetMultiValBin(GetMultiBinFromAllFeatures(row_wise_offsets), num_data_,\n      feature_groups_, false, false, num_grad_quant_bins);\n    row_wise_init_time = std::chrono::steady_clock::now() - start_time;\n\n    uint64_t max_total_bin = std::max<uint64_t>(row_wise_state->num_hist_total_bin(),\n      col_wise_state->num_hist_total_bin());\n    std::vector<hist_t, Common::AlignmentAllocator<hist_t, kAlignedSize>>\n        hist_data(max_total_bin * 2);\n\n    Log::Debug(\n      \"init for col-wise cost %f seconds, init for row-wise cost %f seconds\",\n      col_wise_init_time * 1e-3, row_wise_init_time * 1e-3);\n\n    col_wise_state->is_col_wise = true;\n    col_wise_state->is_constant_hessian = is_constant_hessian;\n    InitTrain(is_feature_used, col_wise_state.get());\n    row_wise_state->is_col_wise = false;\n    row_wise_state->is_constant_hessian = is_constant_hessian;\n    InitTrain(is_feature_used, row_wise_state.get());\n    std::chrono::duration<double, std::milli> col_wise_time, row_wise_time;\n    start_time = std::chrono::steady_clock::now();\n    ConstructHistograms<USE_QUANT_GRAD, HIST_BITS>(is_feature_used, nullptr, num_data_, gradients,\n                        hessians, gradients, hessians, col_wise_state.get(),\n                        hist_data.data());\n    col_wise_time = std::chrono::steady_clock::now() - start_time;\n    start_time = std::chrono::steady_clock::now();\n    ConstructHistograms<USE_QUANT_GRAD, HIST_BITS>(is_feature_used, nullptr, num_data_, gradients,\n                        hessians, gradients, hessians, row_wise_state.get(),\n                        hist_data.data());\n    row_wise_time = std::chrono::steady_clock::now() - start_time;\n\n    if (col_wise_time < row_wise_time) {\n      auto overhead_cost = row_wise_init_time + row_wise_time + col_wise_time;\n      Log::Info(\n          \"Auto-choosing col-wise multi-threading, the overhead of testing was \"\n          \"%f seconds.\\n\"\n          \"You can set `force_col_wise=true` to remove the overhead.\",\n          overhead_cost * 1e-3);\n      return col_wise_state.release();\n    } else {\n      auto overhead_cost = col_wise_init_time + row_wise_time + col_wise_time;\n      Log::Info(\n          \"Auto-choosing row-wise multi-threading, the overhead of testing was \"\n          \"%f seconds.\\n\"\n          \"You can set `force_row_wise=true` to remove the overhead.\\n\"\n          \"And if memory is not enough, you can set `force_col_wise=true`.\",\n          overhead_cost * 1e-3);\n      if (row_wise_state->IsSparseRowwise()) {\n        Log::Debug(\"Using Sparse Multi-Val Bin\");\n      } else {\n        Log::Debug(\"Using Dense Multi-Val Bin\");\n      }\n      return row_wise_state.release();\n    }\n  }\n}\n\ntemplate TrainingShareStates* Dataset::GetShareStates<false, 0>(\n    score_t* gradients, score_t* hessians,\n    const std::vector<int8_t>& is_feature_used, bool is_constant_hessian,\n    bool force_col_wise, bool force_row_wise,\n    const int num_grad_quant_bins) const;\n\ntemplate TrainingShareStates* Dataset::GetShareStates<true, 16>(\n    score_t* gradients, score_t* hessians,\n    const std::vector<int8_t>& is_feature_used, bool is_constant_hessian,\n    bool force_col_wise, bool force_row_wise,\n    const int num_grad_quant_bins) const;\n\ntemplate TrainingShareStates* Dataset::GetShareStates<true, 32>(\n    score_t* gradients, score_t* hessians,\n    const std::vector<int8_t>& is_feature_used, bool is_constant_hessian,\n    bool force_col_wise, bool force_row_wise,\n    const int num_grad_quant_bins) const;\n\nvoid Dataset::CopyFeatureMapperFrom(const Dataset* dataset) {\n  feature_groups_.clear();\n  num_features_ = dataset->num_features_;\n  num_groups_ = dataset->num_groups_;\n  has_raw_ = dataset->has_raw();\n  // copy feature bin mapper data\n  for (int i = 0; i < num_groups_; ++i) {\n    feature_groups_.emplace_back(\n        new FeatureGroup(*dataset->feature_groups_[i], num_data_));\n  }\n  feature_groups_.shrink_to_fit();\n  used_feature_map_ = dataset->used_feature_map_;\n  num_total_features_ = dataset->num_total_features_;\n  feature_names_ = dataset->feature_names_;\n  label_idx_ = dataset->label_idx_;\n  real_feature_idx_ = dataset->real_feature_idx_;\n  feature2group_ = dataset->feature2group_;\n  feature2subfeature_ = dataset->feature2subfeature_;\n  group_bin_boundaries_ = dataset->group_bin_boundaries_;\n  group_feature_start_ = dataset->group_feature_start_;\n  group_feature_cnt_ = dataset->group_feature_cnt_;\n  forced_bin_bounds_ = dataset->forced_bin_bounds_;\n  feature_need_push_zeros_ = dataset->feature_need_push_zeros_;\n  max_bin_ = dataset->max_bin_;\n  min_data_in_bin_ = dataset->min_data_in_bin_;\n  bin_construct_sample_cnt_ = dataset->bin_construct_sample_cnt_;\n  use_missing_ = dataset->use_missing_;\n  zero_as_missing_ = dataset->zero_as_missing_;\n}\n\nvoid Dataset::CreateValid(const Dataset* dataset) {\n  feature_groups_.clear();\n  num_features_ = dataset->num_features_;\n  num_groups_ = num_features_;\n  max_bin_ = dataset->max_bin_;\n  min_data_in_bin_ = dataset->min_data_in_bin_;\n  bin_construct_sample_cnt_ = dataset->bin_construct_sample_cnt_;\n  use_missing_ = dataset->use_missing_;\n  zero_as_missing_ = dataset->zero_as_missing_;\n  feature2group_.clear();\n  feature2subfeature_.clear();\n  has_raw_ = dataset->has_raw();\n  numeric_feature_map_ = dataset->numeric_feature_map_;\n  num_numeric_features_ = dataset->num_numeric_features_;\n  // copy feature bin mapper data\n  feature_need_push_zeros_.clear();\n  group_bin_boundaries_.clear();\n  uint64_t num_total_bin = 0;\n  group_bin_boundaries_.push_back(num_total_bin);\n  group_feature_start_.resize(num_groups_);\n  group_feature_cnt_.resize(num_groups_);\n  for (int i = 0; i < num_features_; ++i) {\n    std::vector<std::unique_ptr<BinMapper>> bin_mappers;\n    bin_mappers.emplace_back(new BinMapper(*(dataset->FeatureBinMapper(i))));\n    if (bin_mappers.back()->GetDefaultBin() !=\n        bin_mappers.back()->GetMostFreqBin()) {\n      feature_need_push_zeros_.push_back(i);\n    }\n    feature_groups_.emplace_back(new FeatureGroup(&bin_mappers, num_data_));\n    feature2group_.push_back(i);\n    feature2subfeature_.push_back(0);\n    num_total_bin += feature_groups_[i]->num_total_bin_;\n    group_bin_boundaries_.push_back(num_total_bin);\n    group_feature_start_[i] = i;\n    group_feature_cnt_[i] = 1;\n  }\n\n  feature_groups_.shrink_to_fit();\n  used_feature_map_ = dataset->used_feature_map_;\n  num_total_features_ = dataset->num_total_features_;\n  feature_names_ = dataset->feature_names_;\n  label_idx_ = dataset->label_idx_;\n  real_feature_idx_ = dataset->real_feature_idx_;\n  forced_bin_bounds_ = dataset->forced_bin_bounds_;\n  device_type_ = dataset->device_type_;\n  gpu_device_id_ = dataset->gpu_device_id_;\n}\n\nvoid Dataset::ReSize(data_size_t num_data) {\n  if (num_data_ != num_data) {\n    num_data_ = num_data;\n    OMP_INIT_EX();\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n    for (int group = 0; group < num_groups_; ++group) {\n      OMP_LOOP_EX_BEGIN();\n      feature_groups_[group]->ReSize(num_data_);\n      OMP_LOOP_EX_END();\n    }\n    OMP_THROW_EX();\n  }\n}\n\n\nvoid Dataset::CopySubrowHostPart(const Dataset* fullset, const data_size_t* used_indices, data_size_t num_used_indices, bool need_meta_data) {\n  CHECK_EQ(num_used_indices, num_data_);\n\n  std::vector<int> group_ids, subfeature_ids;\n  group_ids.reserve(num_features_);\n  subfeature_ids.reserve(num_features_);\n  for (int group = 0; group < num_groups_; ++group) {\n    if (fullset->IsMultiGroup(group)) {\n      for (int sub_feature = 0; sub_feature <\n          fullset->feature_groups_[group]->num_feature_; ++sub_feature) {\n        group_ids.emplace_back(group);\n        subfeature_ids.emplace_back(sub_feature);\n      }\n    } else {\n      group_ids.emplace_back(group);\n      subfeature_ids.emplace_back(-1);\n    }\n  }\n  int num_copy_tasks = static_cast<int>(group_ids.size());\n\n  OMP_INIT_EX();\n  #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(dynamic)\n  for (int task_id = 0; task_id < num_copy_tasks; ++task_id) {\n    OMP_LOOP_EX_BEGIN();\n    int group = group_ids[task_id];\n    int subfeature = subfeature_ids[task_id];\n    feature_groups_[group]->CopySubrowByCol(fullset->feature_groups_[group].get(),\n                                            used_indices, num_used_indices, subfeature);\n    OMP_LOOP_EX_END();\n  }\n  OMP_THROW_EX();\n\n  if (need_meta_data) {\n    metadata_.Init(fullset->metadata_, used_indices, num_used_indices);\n  }\n  is_finish_load_ = true;\n  numeric_feature_map_ = fullset->numeric_feature_map_;\n  num_numeric_features_ = fullset->num_numeric_features_;\n  if (has_raw_) {\n    ResizeRaw(num_used_indices);\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n    for (int i = 0; i < num_used_indices; ++i) {\n      for (int j = 0; j < num_numeric_features_; ++j) {\n        raw_data_[j][i] = fullset->raw_data_[j][used_indices[i]];\n      }\n    }\n  }\n}\n\nvoid Dataset::CopySubrow(const Dataset* fullset,\n                         const data_size_t* used_indices,\n                         data_size_t num_used_indices, bool need_meta_data) {\n  CopySubrowHostPart(fullset, used_indices, num_used_indices, need_meta_data);\n\n  // update CUDA storage for column data and metadata\n  device_type_ = fullset->device_type_;\n  gpu_device_id_ = fullset->gpu_device_id_;\n\n  #ifdef USE_CUDA\n  if (device_type_ == std::string(\"cuda\")) {\n    if (cuda_column_data_ == nullptr) {\n      cuda_column_data_.reset(new CUDAColumnData(num_used_indices, gpu_device_id_));\n      metadata_.CreateCUDAMetadata(gpu_device_id_);\n    }\n    cuda_column_data_->CopySubrow(fullset->cuda_column_data(), used_indices, num_used_indices);\n  }\n  #endif  // USE_CUDA\n}\n\nvoid Dataset::CopySubrowToDevice(const Dataset* fullset,\n                                 const data_size_t* used_indices,\n                                 data_size_t num_used_indices, bool need_meta_data,\n                                 int gpu_device_id) {\n  CopySubrowHostPart(fullset, used_indices, num_used_indices, need_meta_data);\n\n  // update CUDA storage for column data and metadata\n  device_type_ = fullset->device_type_;\n  gpu_device_id_ = gpu_device_id;\n\n  #ifdef USE_CUDA\n  if (device_type_ == std::string(\"cuda\")) {\n    if (cuda_column_data_ == nullptr) {\n      cuda_column_data_.reset(new CUDAColumnData(num_used_indices, gpu_device_id_));\n      metadata_.CreateCUDAMetadata(gpu_device_id_);\n    }\n    cuda_column_data_->CopySubrow(fullset->cuda_column_data(), used_indices, num_used_indices);\n  }\n  #endif  // USE_CUDA\n}\n\nbool Dataset::SetFieldFromArrow(const char* field_name, const ArrowChunkedArray &ca) {\n  std::string name(field_name);\n  name = Common::Trim(name);\n  if (name == std::string(\"label\") || name == std::string(\"target\")) {\n    metadata_.SetLabel(ca);\n  } else if (name == std::string(\"weight\") || name == std::string(\"weights\")) {\n    metadata_.SetWeights(ca);\n  } else if (name == std::string(\"init_score\")) {\n    metadata_.SetInitScore(ca);\n  } else if (name == std::string(\"query\") || name == std::string(\"group\")) {\n    metadata_.SetQuery(ca);\n  } else {\n    return false;\n  }\n  return true;\n}\n\nbool Dataset::SetFloatField(const char* field_name, const float* field_data,\n                            data_size_t num_element) {\n  std::string name(field_name);\n  name = Common::Trim(name);\n  if (name == std::string(\"label\") || name == std::string(\"target\")) {\n#ifdef LABEL_T_USE_DOUBLE\n    Log::Fatal(\"Don't support LABEL_T_USE_DOUBLE\");\n#else\n    metadata_.SetLabel(field_data, num_element);\n#endif\n  } else if (name == std::string(\"weight\") || name == std::string(\"weights\")) {\n#ifdef LABEL_T_USE_DOUBLE\n    Log::Fatal(\"Don't support LABEL_T_USE_DOUBLE\");\n#else\n    metadata_.SetWeights(field_data, num_element);\n#endif\n  } else {\n    return false;\n  }\n  return true;\n}\n\nbool Dataset::SetDoubleField(const char* field_name, const double* field_data,\n                             data_size_t num_element) {\n  std::string name(field_name);\n  name = Common::Trim(name);\n  if (name == std::string(\"init_score\")) {\n    metadata_.SetInitScore(field_data, num_element);\n  } else {\n    return false;\n  }\n  return true;\n}\n\nbool Dataset::SetIntField(const char* field_name, const int* field_data,\n                          data_size_t num_element) {\n  std::string name(field_name);\n  name = Common::Trim(name);\n  if (name == std::string(\"query\") || name == std::string(\"group\")) {\n    metadata_.SetQuery(field_data, num_element);\n  } else if (name == std::string(\"position\")) {\n    metadata_.SetPosition(field_data, num_element);\n  } else {\n    return false;\n  }\n  return true;\n}\n\nbool Dataset::GetFloatField(const char* field_name, data_size_t* out_len,\n                            const float** out_ptr) {\n  std::string name(field_name);\n  name = Common::Trim(name);\n  if (name == std::string(\"label\") || name == std::string(\"target\")) {\n#ifdef LABEL_T_USE_DOUBLE\n    Log::Fatal(\"Don't support LABEL_T_USE_DOUBLE\");\n#else\n    *out_ptr = metadata_.label();\n    *out_len = num_data_;\n#endif\n  } else if (name == std::string(\"weight\") || name == std::string(\"weights\")) {\n#ifdef LABEL_T_USE_DOUBLE\n    Log::Fatal(\"Don't support LABEL_T_USE_DOUBLE\");\n#else\n    *out_ptr = metadata_.weights();\n    *out_len = num_data_;\n#endif\n  } else {\n    return false;\n  }\n  return true;\n}\n\nbool Dataset::GetDoubleField(const char* field_name, data_size_t* out_len,\n                             const double** out_ptr) {\n  std::string name(field_name);\n  name = Common::Trim(name);\n  if (name == std::string(\"init_score\")) {\n    *out_ptr = metadata_.init_score();\n    *out_len = static_cast<data_size_t>(metadata_.num_init_score());\n  } else {\n    return false;\n  }\n  return true;\n}\n\nbool Dataset::GetIntField(const char* field_name, data_size_t* out_len,\n                          const int** out_ptr) {\n  std::string name(field_name);\n  name = Common::Trim(name);\n  if (name == std::string(\"query\") || name == std::string(\"group\")) {\n    *out_ptr = metadata_.query_boundaries();\n    *out_len = metadata_.num_queries() + 1;\n  } else if (name == std::string(\"position\")) {\n    *out_ptr = metadata_.positions();\n    *out_len = num_data_;\n  } else {\n    return false;\n  }\n  return true;\n}\n\nvoid Dataset::SaveBinaryFile(const char* bin_filename) {\n  if (bin_filename != nullptr && std::string(bin_filename) == data_filename_) {\n    Log::Warning(\"Binary file %s already exists\", bin_filename);\n    return;\n  }\n  // if not pass a filename, just append \".bin\" of original file\n  std::string bin_filename_str(data_filename_);\n  if (bin_filename == nullptr || bin_filename[0] == '\\0') {\n    bin_filename_str.append(\".bin\");\n    bin_filename = bin_filename_str.c_str();\n  }\n  bool is_file_existed = false;\n\n  if (VirtualFileWriter::Exists(bin_filename)) {\n    is_file_existed = true;\n    Log::Warning(\"File %s exists, cannot save binary to it\", bin_filename);\n  }\n\n  if (!is_file_existed) {\n    auto writer = VirtualFileWriter::Make(bin_filename);\n    if (!writer->Init()) {\n      Log::Fatal(\"Cannot write binary data to %s \", bin_filename);\n    }\n    Log::Info(\"Saving data to binary file %s\", bin_filename);\n    size_t size_of_token = std::strlen(binary_file_token);\n    writer->AlignedWrite(binary_file_token, size_of_token);\n\n    // Write the basic header information for the dataset\n    SerializeHeader(writer.get());\n\n    // get size of meta data\n    size_t size_of_metadata = metadata_.SizesInByte();\n    writer->Write(&size_of_metadata, sizeof(size_of_metadata));\n    // write meta data\n    metadata_.SaveBinaryToFile(writer.get());\n\n    // write feature data\n    for (int i = 0; i < num_groups_; ++i) {\n      // get size of feature\n      size_t size_of_feature = feature_groups_[i]->SizesInByte();\n      writer->Write(&size_of_feature, sizeof(size_of_feature));\n      // write feature\n      feature_groups_[i]->SerializeToBinary(writer.get());\n    }\n\n    // write raw data; use row-major order so we can read row-by-row\n    if (has_raw_) {\n      for (int i = 0; i < num_data_; ++i) {\n        for (int j = 0; j < num_features_; ++j) {\n          int feat_ind = numeric_feature_map_[j];\n          if (feat_ind > -1) {\n            writer->Write(&raw_data_[feat_ind][i], sizeof(float));\n          }\n        }\n      }\n    }\n  }\n}\n\nvoid Dataset::SerializeReference(ByteBuffer* buffer) {\n  Log::Info(\"Saving data reference to binary buffer\");\n\n  // Calculate approximate size of output and reserve space\n  size_t size_of_token = std::strlen(binary_serialized_reference_token);\n  size_t initial_capacity = size_of_token + GetSerializedHeaderSize();\n  // write feature group definitions\n  for (int i = 0; i < num_groups_; ++i) {\n    initial_capacity += feature_groups_[i]->SizesInByte(/* include_data */ false);\n  }\n\n  // Give a little extra just in case, to avoid unnecessary resizes\n  buffer->Reserve(static_cast<size_t>(1.1 * static_cast<double>(initial_capacity)));\n\n  // Write token that marks the data as binary reference, and the version\n  buffer->AlignedWrite(binary_serialized_reference_token, size_of_token);\n  buffer->AlignedWrite(serialized_reference_version, kSerializedReferenceVersionLength);\n\n  // Write the basic definition of the overall dataset\n  SerializeHeader(buffer);\n\n  // write feature group definitions\n  for (int i = 0; i < num_groups_; ++i) {\n    // get size of feature\n    size_t size_of_feature = feature_groups_[i]->SizesInByte(false);\n    buffer->Write(&size_of_feature, sizeof(size_of_feature));\n    // write feature\n    feature_groups_[i]->SerializeToBinary(buffer, /* include_data */ false);\n  }\n}\n\nsize_t Dataset::GetSerializedHeaderSize() {\n  size_t size_of_header =\n    VirtualFileWriter::AlignedSize(sizeof(num_data_)) +\n    VirtualFileWriter::AlignedSize(sizeof(num_features_)) +\n    VirtualFileWriter::AlignedSize(sizeof(num_total_features_)) +\n    VirtualFileWriter::AlignedSize(sizeof(int) * num_total_features_) +\n    VirtualFileWriter::AlignedSize(sizeof(label_idx_)) +\n    VirtualFileWriter::AlignedSize(sizeof(num_groups_)) +\n    3 * VirtualFileWriter::AlignedSize(sizeof(int) * num_features_) +\n    sizeof(uint64_t) * (num_groups_ + 1) +\n    2 * VirtualFileWriter::AlignedSize(sizeof(int) * num_groups_) +\n    VirtualFileWriter::AlignedSize(sizeof(int32_t) * num_total_features_) +\n    VirtualFileWriter::AlignedSize(sizeof(int)) * 3 +\n    VirtualFileWriter::AlignedSize(sizeof(bool)) * 3;\n  // size of feature names and forced bins\n  for (int i = 0; i < num_total_features_; ++i) {\n    size_of_header +=\n      VirtualFileWriter::AlignedSize(feature_names_[i].size()) +\n      VirtualFileWriter::AlignedSize(sizeof(int)) +\n      forced_bin_bounds_[i].size() * sizeof(double) +\n      VirtualFileWriter::AlignedSize(sizeof(int));\n  }\n\n  return size_of_header;\n}\n\nvoid Dataset::SerializeHeader(BinaryWriter* writer) {\n  size_t size_of_header = GetSerializedHeaderSize();\n  writer->Write(&size_of_header, sizeof(size_of_header));\n\n  // write header\n  writer->AlignedWrite(&num_data_, sizeof(num_data_));\n  writer->AlignedWrite(&num_features_, sizeof(num_features_));\n  writer->AlignedWrite(&num_total_features_, sizeof(num_total_features_));\n  writer->AlignedWrite(&label_idx_, sizeof(label_idx_));\n  writer->AlignedWrite(&max_bin_, sizeof(max_bin_));\n  writer->AlignedWrite(&bin_construct_sample_cnt_,\n    sizeof(bin_construct_sample_cnt_));\n  writer->AlignedWrite(&min_data_in_bin_, sizeof(min_data_in_bin_));\n  writer->AlignedWrite(&use_missing_, sizeof(use_missing_));\n  writer->AlignedWrite(&zero_as_missing_, sizeof(zero_as_missing_));\n  writer->AlignedWrite(&has_raw_, sizeof(has_raw_));\n  writer->AlignedWrite(used_feature_map_.data(),\n    sizeof(int) * num_total_features_);\n  writer->AlignedWrite(&num_groups_, sizeof(num_groups_));\n  writer->AlignedWrite(real_feature_idx_.data(), sizeof(int) * num_features_);\n  writer->AlignedWrite(feature2group_.data(), sizeof(int) * num_features_);\n  writer->AlignedWrite(feature2subfeature_.data(),\n    sizeof(int) * num_features_);\n  writer->Write(group_bin_boundaries_.data(),\n    sizeof(uint64_t) * (num_groups_ + 1));\n  writer->AlignedWrite(group_feature_start_.data(),\n    sizeof(int) * num_groups_);\n  writer->AlignedWrite(group_feature_cnt_.data(), sizeof(int) * num_groups_);\n  if (max_bin_by_feature_.empty()) {\n    ArrayArgs<int32_t>::Assign(&max_bin_by_feature_, -1, num_total_features_);\n  }\n  writer->AlignedWrite(max_bin_by_feature_.data(),\n    sizeof(int32_t) * num_total_features_);\n  if (ArrayArgs<int32_t>::CheckAll(max_bin_by_feature_, -1)) {\n    max_bin_by_feature_.clear();\n  }\n  // write feature names\n  for (int i = 0; i < num_total_features_; ++i) {\n    int str_len = static_cast<int>(feature_names_[i].size());\n    writer->AlignedWrite(&str_len, sizeof(int));\n    const char* c_str = feature_names_[i].c_str();\n    writer->AlignedWrite(c_str, sizeof(char) * str_len);\n  }\n  // write forced bins\n  for (int i = 0; i < num_total_features_; ++i) {\n    int num_bounds = static_cast<int>(forced_bin_bounds_[i].size());\n    writer->AlignedWrite(&num_bounds, sizeof(int));\n\n    for (size_t j = 0; j < forced_bin_bounds_[i].size(); ++j) {\n      writer->Write(&forced_bin_bounds_[i][j], sizeof(double));\n    }\n  }\n}\n\nvoid Dataset::DumpTextFile(const char* text_filename) {\n  FILE* file = NULL;\n#if _MSC_VER\n  fopen_s(&file, text_filename, \"wt\");\n#else\n  file = fopen(text_filename, \"wt\");\n#endif\n  fprintf(file, \"num_features: %d\\n\", num_features_);\n  fprintf(file, \"num_total_features: %d\\n\", num_total_features_);\n  fprintf(file, \"num_groups: %d\\n\", num_groups_);\n  fprintf(file, \"num_data: %d\\n\", num_data_);\n  fprintf(file, \"feature_names: \");\n  for (auto n : feature_names_) {\n    fprintf(file, \"%s, \", n.c_str());\n  }\n  fprintf(file, \"\\nmax_bin_by_feature: \");\n  for (auto i : max_bin_by_feature_) {\n    fprintf(file, \"%d, \", i);\n  }\n  fprintf(file, \"\\n\");\n  for (auto n : feature_names_) {\n    fprintf(file, \"%s, \", n.c_str());\n  }\n  fprintf(file, \"\\nforced_bins: \");\n  for (int i = 0; i < num_total_features_; ++i) {\n    fprintf(file, \"\\nfeature %d: \", i);\n    for (size_t j = 0; j < forced_bin_bounds_[i].size(); ++j) {\n      fprintf(file, \"%lf, \", forced_bin_bounds_[i][j]);\n    }\n  }\n  std::vector<std::unique_ptr<BinIterator>> iterators;\n  iterators.reserve(num_features_);\n  for (int j = 0; j < num_features_; ++j) {\n    auto group_idx = feature2group_[j];\n    auto sub_idx = feature2subfeature_[j];\n    iterators.emplace_back(\n        feature_groups_[group_idx]->SubFeatureIterator(sub_idx));\n  }\n  for (data_size_t i = 0; i < num_data_; ++i) {\n    fprintf(file, \"\\n\");\n    for (int j = 0; j < num_total_features_; ++j) {\n      auto inner_feature_idx = used_feature_map_[j];\n      if (inner_feature_idx < 0) {\n        fprintf(file, \"NA, \");\n      } else {\n        fprintf(file, \"%d, \", iterators[inner_feature_idx]->Get(i));\n      }\n    }\n  }\n  fclose(file);\n}\n\nvoid Dataset::InitTrain(const std::vector<int8_t>& is_feature_used,\n                        TrainingShareStates* share_state) const {\n  Common::FunctionTimer fun_time(\"Dataset::InitTrain\", global_timer);\n  share_state->InitTrain(group_feature_start_,\n        feature_groups_,\n        is_feature_used);\n}\n\ntemplate <bool USE_INDICES, bool ORDERED, bool USE_QUANT_GRAD, int HIST_BITS>\nvoid Dataset::ConstructHistogramsMultiVal(const data_size_t* data_indices,\n                                          data_size_t num_data,\n                                          const score_t* gradients,\n                                          const score_t* hessians,\n                                          TrainingShareStates* share_state,\n                                          hist_t* hist_data) const {\n  Common::FunctionTimer fun_time(\"Dataset::ConstructHistogramsMultiVal\",\n                                 global_timer);\n  share_state->ConstructHistograms<USE_INDICES, ORDERED, USE_QUANT_GRAD, HIST_BITS>(\n      data_indices, num_data, gradients, hessians, hist_data);\n}\n\ntemplate <bool USE_INDICES, bool USE_HESSIAN, bool USE_QUANT_GRAD, int HIST_BITS>\nvoid Dataset::ConstructHistogramsInner(\n    const std::vector<int8_t>& is_feature_used, const data_size_t* data_indices,\n    data_size_t num_data, const score_t* gradients, const score_t* hessians,\n    score_t* ordered_gradients, score_t* ordered_hessians,\n    TrainingShareStates* share_state, hist_t* hist_data) const {\n  if (!share_state->is_col_wise) {\n    return ConstructHistogramsMultiVal<USE_INDICES, false, USE_QUANT_GRAD, HIST_BITS>(\n        data_indices, num_data, gradients, hessians, share_state, hist_data);\n  }\n  std::vector<int> used_dense_group;\n  int multi_val_groud_id = -1;\n  used_dense_group.reserve(num_groups_);\n  for (int group = 0; group < num_groups_; ++group) {\n    const int f_start = group_feature_start_[group];\n    const int f_cnt = group_feature_cnt_[group];\n    bool is_group_used = false;\n    for (int j = 0; j < f_cnt; ++j) {\n      const int fidx = f_start + j;\n      if (is_feature_used[fidx]) {\n        is_group_used = true;\n        break;\n      }\n    }\n    if (is_group_used) {\n      if (feature_groups_[group]->is_multi_val_) {\n        multi_val_groud_id = group;\n      } else {\n        used_dense_group.push_back(group);\n      }\n    }\n  }\n  int num_used_dense_group = static_cast<int>(used_dense_group.size());\n  global_timer.Start(\"Dataset::dense_bin_histogram\");\n  auto ptr_ordered_grad = gradients;\n  auto ptr_ordered_hess = hessians;\n  if (num_used_dense_group > 0) {\n    if (USE_QUANT_GRAD) {\n      int16_t* ordered_gradients_and_hessians = reinterpret_cast<int16_t*>(ordered_gradients);\n      const int16_t* gradients_and_hessians = reinterpret_cast<const int16_t*>(gradients);\n      if (USE_INDICES) {\n  #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 512) if (num_data >= 1024)\n        for (data_size_t i = 0; i < num_data; ++i) {\n          ordered_gradients_and_hessians[i] = gradients_and_hessians[data_indices[i]];\n        }\n        ptr_ordered_grad = reinterpret_cast<const score_t*>(ordered_gradients);\n        ptr_ordered_hess = nullptr;\n      }\n    } else {\n      if (USE_INDICES) {\n        if (USE_HESSIAN) {\n  #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 512) if (num_data >= 1024)\n          for (data_size_t i = 0; i < num_data; ++i) {\n            ordered_gradients[i] = gradients[data_indices[i]];\n            ordered_hessians[i] = hessians[data_indices[i]];\n          }\n          ptr_ordered_grad = ordered_gradients;\n          ptr_ordered_hess = ordered_hessians;\n        } else {\n  #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 512) if (num_data >= 1024)\n          for (data_size_t i = 0; i < num_data; ++i) {\n            ordered_gradients[i] = gradients[data_indices[i]];\n          }\n          ptr_ordered_grad = ordered_gradients;\n        }\n      }\n    }\n    OMP_INIT_EX();\n#pragma omp parallel for schedule(static) num_threads(share_state->num_threads)\n    for (int gi = 0; gi < num_used_dense_group; ++gi) {\n      OMP_LOOP_EX_BEGIN();\n      int group = used_dense_group[gi];\n      const int num_bin = feature_groups_[group]->num_total_bin_;\n      if (USE_QUANT_GRAD) {\n        if (HIST_BITS == 16) {\n          auto data_ptr = reinterpret_cast<hist_t*>(reinterpret_cast<int32_t*>(hist_data) + group_bin_boundaries_[group]);\n          std::memset(reinterpret_cast<void*>(data_ptr), 0,\n                      num_bin * kInt16HistEntrySize);\n          if (USE_HESSIAN) {\n            if (USE_INDICES) {\n              feature_groups_[group]->bin_data_->ConstructHistogramInt16(\n                  data_indices, 0, num_data, ptr_ordered_grad, ptr_ordered_hess,\n                  data_ptr);\n            } else {\n              feature_groups_[group]->bin_data_->ConstructHistogramInt16(\n                  0, num_data, ptr_ordered_grad, ptr_ordered_hess, data_ptr);\n            }\n          } else {\n            if (USE_INDICES) {\n              feature_groups_[group]->bin_data_->ConstructHistogramInt16(\n                  data_indices, 0, num_data, ptr_ordered_grad,\n                  data_ptr);\n            } else {\n              feature_groups_[group]->bin_data_->ConstructHistogramInt16(\n                  0, num_data, ptr_ordered_grad, data_ptr);\n            }\n          }\n        } else {\n          auto data_ptr = hist_data + group_bin_boundaries_[group];\n          std::memset(reinterpret_cast<void*>(data_ptr), 0,\n                      num_bin * kInt32HistEntrySize);\n          if (USE_HESSIAN) {\n            if (USE_INDICES) {\n              feature_groups_[group]->bin_data_->ConstructHistogramInt32(\n                  data_indices, 0, num_data, ptr_ordered_grad, ptr_ordered_hess,\n                  data_ptr);\n            } else {\n              feature_groups_[group]->bin_data_->ConstructHistogramInt32(\n                  0, num_data, ptr_ordered_grad, ptr_ordered_hess, data_ptr);\n            }\n          } else {\n            if (USE_INDICES) {\n              feature_groups_[group]->bin_data_->ConstructHistogramInt32(\n                  data_indices, 0, num_data, ptr_ordered_grad,\n                  data_ptr);\n            } else {\n              feature_groups_[group]->bin_data_->ConstructHistogramInt32(\n                  0, num_data, ptr_ordered_grad, data_ptr);\n            }\n          }\n        }\n      } else {\n        auto data_ptr = hist_data + group_bin_boundaries_[group] * 2;\n        std::memset(reinterpret_cast<void*>(data_ptr), 0,\n                    num_bin * kHistEntrySize);\n        if (USE_HESSIAN) {\n          if (USE_INDICES) {\n            feature_groups_[group]->bin_data_->ConstructHistogram(\n                data_indices, 0, num_data, ptr_ordered_grad, ptr_ordered_hess,\n                data_ptr);\n          } else {\n            feature_groups_[group]->bin_data_->ConstructHistogram(\n                0, num_data, ptr_ordered_grad, ptr_ordered_hess, data_ptr);\n          }\n        } else {\n          if (USE_INDICES) {\n            feature_groups_[group]->bin_data_->ConstructHistogram(\n                data_indices, 0, num_data, ptr_ordered_grad, data_ptr);\n          } else {\n            feature_groups_[group]->bin_data_->ConstructHistogram(\n                0, num_data, ptr_ordered_grad, data_ptr);\n          }\n          auto cnt_dst = reinterpret_cast<hist_cnt_t*>(data_ptr + 1);\n          for (int i = 0; i < num_bin * 2; i += 2) {\n            data_ptr[i + 1] = static_cast<double>(cnt_dst[i]) * hessians[0];\n          }\n        }\n      }\n      OMP_LOOP_EX_END();\n    }\n    OMP_THROW_EX();\n  }\n  global_timer.Stop(\"Dataset::dense_bin_histogram\");\n  if (multi_val_groud_id >= 0) {\n    if (USE_QUANT_GRAD) {\n      if (HIST_BITS == 32) {\n        int32_t* hist_data_ptr = reinterpret_cast<int32_t*>(hist_data);\n        if (num_used_dense_group > 0) {\n          ConstructHistogramsMultiVal<USE_INDICES, true, USE_QUANT_GRAD, HIST_BITS>(\n              data_indices, num_data, ptr_ordered_grad, ptr_ordered_hess,\n              share_state,\n              reinterpret_cast<hist_t*>(hist_data_ptr + group_bin_boundaries_[multi_val_groud_id] * 2));\n        } else {\n          ConstructHistogramsMultiVal<USE_INDICES, false, USE_QUANT_GRAD, HIST_BITS>(\n              data_indices, num_data, gradients, hessians, share_state,\n              reinterpret_cast<hist_t*>(hist_data_ptr + group_bin_boundaries_[multi_val_groud_id] * 2));\n        }\n      } else if (HIST_BITS == 16) {\n        int16_t* hist_data_ptr = reinterpret_cast<int16_t*>(hist_data);\n        if (num_used_dense_group > 0) {\n          ConstructHistogramsMultiVal<USE_INDICES, true, USE_QUANT_GRAD, HIST_BITS>(\n              data_indices, num_data, ptr_ordered_grad, ptr_ordered_hess,\n              share_state,\n              reinterpret_cast<hist_t*>(hist_data_ptr + group_bin_boundaries_[multi_val_groud_id] * 2));\n        } else {\n          ConstructHistogramsMultiVal<USE_INDICES, false, USE_QUANT_GRAD, HIST_BITS>(\n              data_indices, num_data, gradients, hessians, share_state,\n              reinterpret_cast<hist_t*>(hist_data_ptr + group_bin_boundaries_[multi_val_groud_id] * 2));\n        }\n      }\n    } else {\n      if (num_used_dense_group > 0) {\n        ConstructHistogramsMultiVal<USE_INDICES, true, USE_QUANT_GRAD, HIST_BITS>(\n            data_indices, num_data, ptr_ordered_grad, ptr_ordered_hess,\n            share_state,\n            hist_data + group_bin_boundaries_[multi_val_groud_id] * 2);\n      } else {\n        ConstructHistogramsMultiVal<USE_INDICES, false, USE_QUANT_GRAD, HIST_BITS>(\n            data_indices, num_data, gradients, hessians, share_state,\n            hist_data + group_bin_boundaries_[multi_val_groud_id] * 2);\n      }\n    }\n  }\n}\n\n// explicitly initialize template methods, for cross module call\n#define CONSTRUCT_HISTOGRAMS_INNER_PARMA \\\n  const std::vector<int8_t>& is_feature_used, const data_size_t* data_indices, \\\n  data_size_t num_data, const score_t* gradients, const score_t* hessians, \\\n  score_t* ordered_gradients, score_t* ordered_hessians, \\\n  TrainingShareStates* share_state, hist_t* hist_data\n\n// explicitly initialize template methods, for cross module call\ntemplate void Dataset::ConstructHistogramsInner<true, true, false, 0>(CONSTRUCT_HISTOGRAMS_INNER_PARMA) const;\n\ntemplate void Dataset::ConstructHistogramsInner<true, false, false, 0>(CONSTRUCT_HISTOGRAMS_INNER_PARMA) const;\n\ntemplate void Dataset::ConstructHistogramsInner<false, true, false, 0>(CONSTRUCT_HISTOGRAMS_INNER_PARMA) const;\n\ntemplate void Dataset::ConstructHistogramsInner<false, false, false, 0>(CONSTRUCT_HISTOGRAMS_INNER_PARMA) const;\n\ntemplate void Dataset::ConstructHistogramsInner<true, true, true, 16>(CONSTRUCT_HISTOGRAMS_INNER_PARMA) const;\n\ntemplate void Dataset::ConstructHistogramsInner<true, false, true, 16>(CONSTRUCT_HISTOGRAMS_INNER_PARMA) const;\n\ntemplate void Dataset::ConstructHistogramsInner<false, true, true, 16>(CONSTRUCT_HISTOGRAMS_INNER_PARMA) const;\n\ntemplate void Dataset::ConstructHistogramsInner<false, false, true, 16>(CONSTRUCT_HISTOGRAMS_INNER_PARMA) const;\n\ntemplate void Dataset::ConstructHistogramsInner<true, true, true, 32>(CONSTRUCT_HISTOGRAMS_INNER_PARMA) const;\n\ntemplate void Dataset::ConstructHistogramsInner<true, false, true, 32>(CONSTRUCT_HISTOGRAMS_INNER_PARMA) const;\n\ntemplate void Dataset::ConstructHistogramsInner<false, true, true, 32>(CONSTRUCT_HISTOGRAMS_INNER_PARMA) const;\n\ntemplate void Dataset::ConstructHistogramsInner<false, false, true, 32>(CONSTRUCT_HISTOGRAMS_INNER_PARMA) const;\n\nvoid Dataset::FixHistogram(int feature_idx, double sum_gradient,\n                           double sum_hessian, hist_t* data) const {\n  const int group = feature2group_[feature_idx];\n  const int sub_feature = feature2subfeature_[feature_idx];\n  const BinMapper* bin_mapper =\n      feature_groups_[group]->bin_mappers_[sub_feature].get();\n  const int most_freq_bin = bin_mapper->GetMostFreqBin();\n  if (most_freq_bin > 0) {\n    const int num_bin = bin_mapper->num_bin();\n    GET_GRAD(data, most_freq_bin) = sum_gradient;\n    GET_HESS(data, most_freq_bin) = sum_hessian;\n    for (int i = 0; i < num_bin; ++i) {\n      if (i != most_freq_bin) {\n        GET_GRAD(data, most_freq_bin) -= GET_GRAD(data, i);\n        GET_HESS(data, most_freq_bin) -= GET_HESS(data, i);\n      }\n    }\n  }\n}\n\ntemplate <typename PACKED_HIST_BIN_T, typename PACKED_HIST_ACC_T, int HIST_BITS_BIN, int HIST_BITS_ACC>\nvoid Dataset::FixHistogramInt(int feature_idx, int64_t int_sum_gradient_and_hessian, hist_t* data) const {\n  const int group = feature2group_[feature_idx];\n  const int sub_feature = feature2subfeature_[feature_idx];\n  const BinMapper* bin_mapper =\n      feature_groups_[group]->bin_mappers_[sub_feature].get();\n  const int most_freq_bin = bin_mapper->GetMostFreqBin();\n  PACKED_HIST_BIN_T* data_ptr = reinterpret_cast<PACKED_HIST_BIN_T*>(data);\n  PACKED_HIST_ACC_T int_sum_gradient_and_hessian_local = HIST_BITS_ACC == 16 ?\n    ((static_cast<int32_t>(int_sum_gradient_and_hessian >> 32) << 16) |\n    static_cast<int32_t>(int_sum_gradient_and_hessian & 0x0000ffff)) :\n    int_sum_gradient_and_hessian;\n  if (most_freq_bin > 0) {\n    const int num_bin = bin_mapper->num_bin();\n    if (HIST_BITS_BIN == HIST_BITS_ACC) {\n      for (int i = 0; i < num_bin; ++i) {\n        if (i != most_freq_bin) {\n          int_sum_gradient_and_hessian_local -= data_ptr[i];\n        }\n      }\n      data_ptr[most_freq_bin] = int_sum_gradient_and_hessian_local;\n    } else {\n      CHECK_EQ(HIST_BITS_ACC, 32);\n      CHECK_EQ(HIST_BITS_BIN, 16);\n      for (int i = 0; i < num_bin; ++i) {\n        if (i != most_freq_bin) {\n          const PACKED_HIST_BIN_T packed_hist = data_ptr[i];\n          const PACKED_HIST_ACC_T packed_hist_acc = (static_cast<int64_t>(static_cast<int16_t>(packed_hist >> 16)) << 32) |\n            static_cast<int64_t>(packed_hist & 0x0000ffff);\n          int_sum_gradient_and_hessian_local -= packed_hist_acc;\n        }\n      }\n      PACKED_HIST_BIN_T int_sum_gradient_and_hessian_local_bin =\n        (static_cast<int32_t>(int_sum_gradient_and_hessian_local >> 32) << 16) | static_cast<int32_t>(int_sum_gradient_and_hessian_local & 0x0000ffff);\n      data_ptr[most_freq_bin] = int_sum_gradient_and_hessian_local_bin;\n    }\n  }\n}\n\ntemplate void Dataset::FixHistogramInt<int64_t, int64_t, 32, 32>(int feature_idx, int64_t int_sum_gradient_and_hessian, hist_t* data) const;\n\ntemplate void Dataset::FixHistogramInt<int32_t, int32_t, 16, 16>(int feature_idx, int64_t int_sum_gradient_and_hessian, hist_t* data) const;\n\ntemplate <typename T>\nvoid PushVector(std::vector<T>* dest, const std::vector<T>& src) {\n  dest->reserve(dest->size() + src.size());\n  for (auto i : src) {\n    dest->push_back(i);\n  }\n}\n\ntemplate <typename T>\nvoid PushOffset(std::vector<T>* dest, const std::vector<T>& src,\n                const T& offset) {\n  dest->reserve(dest->size() + src.size());\n  for (auto i : src) {\n    dest->push_back(i + offset);\n  }\n}\n\ntemplate <typename T>\nvoid PushClearIfEmpty(std::vector<T>* dest, const size_t dest_len,\n                      const std::vector<T>& src, const size_t src_len,\n                      const T& deflt) {\n  if (!dest->empty() && !src.empty()) {\n    PushVector(dest, src);\n  } else if (!dest->empty() && src.empty()) {\n    for (size_t i = 0; i < src_len; ++i) {\n      dest->push_back(deflt);\n    }\n  } else if (dest->empty() && !src.empty()) {\n    for (size_t i = 0; i < dest_len; ++i) {\n      dest->push_back(deflt);\n    }\n    PushVector(dest, src);\n  }\n}\n\nvoid Dataset::AddFeaturesFrom(Dataset* other) {\n  if (other->num_data_ != num_data_) {\n    Log::Fatal(\n        \"Cannot add features from other Dataset with a different number of \"\n        \"rows\");\n  }\n  if (other->has_raw_ != has_raw_) {\n    Log::Fatal(\"Can only add features from other Dataset if both or neither have raw data.\");\n  }\n  int mv_gid = -1;\n  int other_mv_gid = -1;\n  for (int i = 0; i < num_groups_; ++i) {\n    if (IsMultiGroup(i)) {\n      mv_gid = i;\n    }\n  }\n  for (int i = 0; i < other->num_groups_; ++i) {\n    if (other->IsMultiGroup(i)) {\n      other_mv_gid = i;\n    }\n  }\n  // Only one multi-val group, just simply merge\n  if (mv_gid < 0 || other_mv_gid < 0) {\n    PushVector(&feature2subfeature_, other->feature2subfeature_);\n    PushVector(&group_feature_cnt_, other->group_feature_cnt_);\n    feature_groups_.reserve(other->feature_groups_.size());\n    for (auto& fg : other->feature_groups_) {\n      const int cur_group_id = static_cast<int>(feature_groups_.size());\n      feature_groups_.emplace_back(new FeatureGroup(*fg, true, cur_group_id));\n    }\n    for (auto feature_idx : other->used_feature_map_) {\n      if (feature_idx >= 0) {\n        used_feature_map_.push_back(feature_idx + num_features_);\n      } else {\n        used_feature_map_.push_back(-1);  // Unused feature.\n      }\n    }\n    PushOffset(&real_feature_idx_, other->real_feature_idx_,\n               num_total_features_);\n    PushOffset(&feature2group_, other->feature2group_, num_groups_);\n    auto bin_offset = group_bin_boundaries_.back();\n    // Skip the leading 0 when copying group_bin_boundaries.\n    for (auto i = other->group_bin_boundaries_.begin() + 1;\n         i < other->group_bin_boundaries_.end(); ++i) {\n      group_bin_boundaries_.push_back(*i + bin_offset);\n    }\n    PushOffset(&group_feature_start_, other->group_feature_start_,\n               num_features_);\n    num_groups_ += other->num_groups_;\n    num_features_ += other->num_features_;\n  } else {\n    std::vector<std::vector<int>> features_in_group;\n    for (int i = 0; i < num_groups_; ++i) {\n      int f_start = group_feature_start_[i];\n      int f_cnt = group_feature_cnt_[i];\n      features_in_group.emplace_back();\n      for (int j = 0; j < f_cnt; ++j) {\n        const int real_fidx = real_feature_idx_[f_start + j];\n        features_in_group.back().push_back(real_fidx);\n      }\n    }\n    feature_groups_[mv_gid]->AddFeaturesFrom(\n        other->feature_groups_[other_mv_gid].get(), mv_gid);\n    for (int i = 0; i < other->num_groups_; ++i) {\n      int f_start = other->group_feature_start_[i];\n      int f_cnt = other->group_feature_cnt_[i];\n      if (i == other_mv_gid) {\n        for (int j = 0; j < f_cnt; ++j) {\n          const int real_fidx = other->real_feature_idx_[f_start + j] + num_total_features_;\n          features_in_group[mv_gid].push_back(real_fidx);\n        }\n      } else {\n        features_in_group.emplace_back();\n        for (int j = 0; j < f_cnt; ++j) {\n          const int real_fidx = other->real_feature_idx_[f_start + j] + num_total_features_;\n          features_in_group.back().push_back(real_fidx);\n        }\n        feature_groups_.emplace_back(\n            new FeatureGroup(*other->feature_groups_[i], false, -1));\n      }\n    }\n    // regenerate other fields\n    num_groups_ += other->num_groups_ - 1;\n    CHECK(num_groups_ == static_cast<int>(features_in_group.size()));\n    num_features_ += other->num_features_;\n    int cur_fidx = 0;\n    used_feature_map_ =\n      std::vector<int>(num_total_features_ + other->num_total_features_, -1);\n    real_feature_idx_.resize(num_features_);\n    feature2group_.resize(num_features_);\n    feature2subfeature_.resize(num_features_);\n    group_feature_start_.resize(num_groups_);\n    group_feature_cnt_.resize(num_groups_);\n\n    group_bin_boundaries_.clear();\n    uint64_t num_total_bin = 0;\n    group_bin_boundaries_.push_back(num_total_bin);\n    for (int i = 0; i < num_groups_; ++i) {\n      auto cur_features = features_in_group[i];\n      int cur_cnt_features = static_cast<int>(cur_features.size());\n      group_feature_start_[i] = cur_fidx;\n      group_feature_cnt_[i] = cur_cnt_features;\n      for (int j = 0; j < cur_cnt_features; ++j) {\n        int real_fidx = cur_features[j];\n        used_feature_map_[real_fidx] = cur_fidx;\n        real_feature_idx_[cur_fidx] = real_fidx;\n        feature2group_[cur_fidx] = i;\n        feature2subfeature_[cur_fidx] = j;\n        ++cur_fidx;\n      }\n      num_total_bin += feature_groups_[i]->num_total_bin_;\n      group_bin_boundaries_.push_back(num_total_bin);\n    }\n  }\n  std::unordered_set<std::string> feature_names_set;\n  for (const auto& val : feature_names_) {\n    feature_names_set.emplace(val);\n  }\n  for (const auto& val : other->feature_names_) {\n    std::string new_name = val;\n    int cnt = 2;\n    while (feature_names_set.count(new_name)) {\n      new_name = \"D\" + std::to_string(cnt) + \"_\" + val;\n      ++cnt;\n    }\n    if (new_name != val) {\n      Log::Warning(\n        \"Find the same feature name (%s) in Dataset::AddFeaturesFrom, change \"\n        \"its name to (%s)\",\n        val.c_str(), new_name.c_str());\n    }\n    feature_names_set.emplace(new_name);\n    feature_names_.push_back(new_name);\n  }\n  PushVector(&forced_bin_bounds_, other->forced_bin_bounds_);\n  PushClearIfEmpty(&max_bin_by_feature_, num_total_features_,\n                   other->max_bin_by_feature_, other->num_total_features_, -1);\n  num_total_features_ += other->num_total_features_;\n  for (size_t i = 0; i < (other->numeric_feature_map_).size(); ++i) {\n    int feat_ind = other->numeric_feature_map_[i];\n    if (feat_ind > -1) {\n      numeric_feature_map_.push_back(feat_ind + num_numeric_features_);\n    } else {\n      numeric_feature_map_.push_back(-1);\n    }\n  }\n  num_numeric_features_ += other->num_numeric_features_;\n  if (has_raw_) {\n    for (int i = 0; i < other->num_numeric_features_; ++i) {\n      raw_data_.push_back(other->raw_data_[i]);\n    }\n  }\n  #ifdef USE_CUDA\n  if (device_type_ == std::string(\"cuda\")) {\n    CreateCUDAColumnData();\n  } else {\n    cuda_column_data_ = nullptr;\n  }\n  #endif  // USE_CUDA\n}\n\nconst void* Dataset::GetColWiseData(\n  const int feature_group_index,\n  const int sub_feature_index,\n  uint8_t* bit_type,\n  bool* is_sparse,\n  std::vector<BinIterator*>* bin_iterator,\n  const int num_threads) const {\n  return feature_groups_[feature_group_index]->GetColWiseData(sub_feature_index, bit_type, is_sparse, bin_iterator, num_threads);\n}\n\nconst void* Dataset::GetColWiseData(\n  const int feature_group_index,\n  const int sub_feature_index,\n  uint8_t* bit_type,\n  bool* is_sparse,\n  BinIterator** bin_iterator) const {\n  return feature_groups_[feature_group_index]->GetColWiseData(sub_feature_index, bit_type, is_sparse, bin_iterator);\n}\n\n#ifdef USE_CUDA\nvoid Dataset::CreateCUDAColumnData() {\n  cuda_column_data_.reset(new CUDAColumnData(num_data_, gpu_device_id_));\n  int num_columns = 0;\n  std::vector<const void*> column_data;\n  std::vector<BinIterator*> column_bin_iterator;\n  std::vector<uint8_t> column_bit_type;\n  int feature_index = 0;\n  std::vector<int> feature_to_column(num_features_, -1);\n  std::vector<uint32_t> feature_max_bins(num_features_, 0);\n  std::vector<uint32_t> feature_min_bins(num_features_, 0);\n  std::vector<uint32_t> feature_offsets(num_features_, 0);\n  std::vector<uint32_t> feature_most_freq_bins(num_features_, 0);\n  std::vector<uint32_t> feature_default_bin(num_features_, 0);\n  std::vector<uint8_t> feature_missing_is_zero(num_features_, 0);\n  std::vector<uint8_t> feature_missing_is_na(num_features_, 0);\n  std::vector<uint8_t> feature_mfb_is_zero(num_features_, 0);\n  std::vector<uint8_t> feature_mfb_is_na(num_features_, 0);\n  for (int feature_group_index = 0; feature_group_index < num_groups_; ++feature_group_index) {\n    if (feature_groups_[feature_group_index]->is_multi_val_) {\n      for (int sub_feature_index = 0; sub_feature_index < feature_groups_[feature_group_index]->num_feature_; ++sub_feature_index) {\n        uint8_t bit_type = 0;\n        bool is_sparse = false;\n        BinIterator* bin_iterator = nullptr;\n        const void* one_column_data = GetColWiseData(feature_group_index,\n                                                     sub_feature_index,\n                                                     &bit_type,\n                                                     &is_sparse,\n                                                     &bin_iterator);\n        column_data.emplace_back(one_column_data);\n        column_bin_iterator.emplace_back(bin_iterator);\n        column_bit_type.emplace_back(bit_type);\n        feature_to_column[feature_index] = num_columns;\n        ++num_columns;\n        const BinMapper* feature_bin_mapper = FeatureBinMapper(feature_index);\n        feature_max_bins[feature_index] = feature_max_bin(feature_index);\n        feature_min_bins[feature_index] = feature_min_bin(feature_index);\n        const uint32_t most_freq_bin = feature_bin_mapper->GetMostFreqBin();\n        feature_offsets[feature_index] = static_cast<uint32_t>(most_freq_bin == 0);\n        feature_most_freq_bins[feature_index] = most_freq_bin;\n        feature_default_bin[feature_index] = feature_bin_mapper->GetDefaultBin();\n        if (feature_bin_mapper->missing_type() == MissingType::Zero) {\n          feature_missing_is_zero[feature_index] = 1;\n          feature_missing_is_na[feature_index] = 0;\n          if (feature_default_bin[feature_index] == feature_most_freq_bins[feature_index]) {\n            feature_mfb_is_zero[feature_index] = 1;\n          } else {\n            feature_mfb_is_zero[feature_index] = 0;\n          }\n          feature_mfb_is_na[feature_index] = 0;\n        } else if (feature_bin_mapper->missing_type() == MissingType::NaN) {\n          feature_missing_is_zero[feature_index] = 0;\n          feature_missing_is_na[feature_index] = 1;\n          feature_mfb_is_zero[feature_index] = 0;\n          if (feature_most_freq_bins[feature_index] + feature_min_bins[feature_index] == feature_max_bins[feature_index] &&\n              feature_most_freq_bins[feature_index] > 0) {\n            feature_mfb_is_na[feature_index] = 1;\n          } else {\n            feature_mfb_is_na[feature_index] = 0;\n          }\n        } else {\n          feature_missing_is_zero[feature_index] = 0;\n          feature_missing_is_na[feature_index] = 0;\n          feature_mfb_is_zero[feature_index] = 0;\n          feature_mfb_is_na[feature_index] = 0;\n        }\n        ++feature_index;\n      }\n    } else {\n      uint8_t bit_type = 0;\n      bool is_sparse = false;\n      BinIterator* bin_iterator = nullptr;\n      const void* one_column_data = GetColWiseData(feature_group_index,\n                                                   -1,\n                                                   &bit_type,\n                                                   &is_sparse,\n                                                   &bin_iterator);\n      column_data.emplace_back(one_column_data);\n      column_bin_iterator.emplace_back(bin_iterator);\n      column_bit_type.emplace_back(bit_type);\n      for (int sub_feature_index = 0; sub_feature_index < feature_groups_[feature_group_index]->num_feature_; ++sub_feature_index) {\n        feature_to_column[feature_index] = num_columns;\n        const BinMapper* feature_bin_mapper = FeatureBinMapper(feature_index);\n        feature_max_bins[feature_index] = feature_max_bin(feature_index);\n        feature_min_bins[feature_index] = feature_min_bin(feature_index);\n        const uint32_t most_freq_bin = feature_bin_mapper->GetMostFreqBin();\n        feature_offsets[feature_index] = static_cast<uint32_t>(most_freq_bin == 0);\n        feature_most_freq_bins[feature_index] = most_freq_bin;\n        feature_default_bin[feature_index] = feature_bin_mapper->GetDefaultBin();\n        if (feature_bin_mapper->missing_type() == MissingType::Zero) {\n          feature_missing_is_zero[feature_index] = 1;\n          feature_missing_is_na[feature_index] = 0;\n          if (feature_default_bin[feature_index] == feature_most_freq_bins[feature_index]) {\n            feature_mfb_is_zero[feature_index] = 1;\n          } else {\n            feature_mfb_is_zero[feature_index] = 0;\n          }\n          feature_mfb_is_na[feature_index] = 0;\n        } else if (feature_bin_mapper->missing_type() == MissingType::NaN) {\n          feature_missing_is_zero[feature_index] = 0;\n          feature_missing_is_na[feature_index] = 1;\n          feature_mfb_is_zero[feature_index] = 0;\n          if (feature_most_freq_bins[feature_index] + feature_min_bins[feature_index] == feature_max_bins[feature_index] &&\n              feature_most_freq_bins[feature_index] > 0) {\n            feature_mfb_is_na[feature_index] = 1;\n          } else {\n            feature_mfb_is_na[feature_index] = 0;\n          }\n        } else {\n          feature_missing_is_zero[feature_index] = 0;\n          feature_missing_is_na[feature_index] = 0;\n          feature_mfb_is_zero[feature_index] = 0;\n          feature_mfb_is_na[feature_index] = 0;\n        }\n        ++feature_index;\n      }\n      ++num_columns;\n    }\n  }\n  cuda_column_data_->Init(num_columns,\n                          column_data,\n                          column_bin_iterator,\n                          column_bit_type,\n                          feature_max_bins,\n                          feature_min_bins,\n                          feature_offsets,\n                          feature_most_freq_bins,\n                          feature_default_bin,\n                          feature_missing_is_zero,\n                          feature_missing_is_na,\n                          feature_mfb_is_zero,\n                          feature_mfb_is_na,\n                          feature_to_column);\n}\n\n#endif  // USE_CUDA\n\n}  // namespace LightGBM\n"
  },
  {
    "path": "src/io/dataset_loader.cpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#include <LightGBM/dataset_loader.h>\n\n#include <LightGBM/network.h>\n#include <LightGBM/utils/array_args.h>\n#include <LightGBM/utils/json11.h>\n#include <LightGBM/utils/log.h>\n#include <LightGBM/utils/openmp_wrapper.h>\n\n#include <algorithm>\n#include <chrono>\n#include <fstream>\n#include <memory>\n#include <string>\n#include <unordered_map>\n#include <unordered_set>\n#include <utility>\n#include <vector>\n\nnamespace LightGBM {\n\nusing json11_internal_lightgbm::Json;\n\nDatasetLoader::DatasetLoader(const Config& io_config, const PredictFunction& predict_fun, int num_class, const char* filename)\n  :config_(io_config), random_(config_.data_random_seed), predict_fun_(predict_fun), num_class_(num_class) {\n  label_idx_ = 0;\n  weight_idx_ = NO_SPECIFIC;\n  group_idx_ = NO_SPECIFIC;\n  SetHeader(filename);\n  store_raw_ = false;\n  if (io_config.linear_tree) {\n    store_raw_ = true;\n  }\n}\n\nDatasetLoader::~DatasetLoader() {\n}\n\nvoid DatasetLoader::SetHeader(const char* filename) {\n  std::unordered_map<std::string, int> name2idx;\n  std::string name_prefix(\"name:\");\n  if (filename != nullptr && CheckCanLoadFromBin(filename) == \"\") {\n    TextReader<data_size_t> text_reader(filename, config_.header);\n\n    // get column names\n    if (config_.header) {\n      std::string first_line = text_reader.first_line();\n      feature_names_ = Common::Split(first_line.c_str(), \"\\t,\");\n    } else if (!config_.parser_config_file.empty()) {\n      // support to get header from parser config, so could utilize following label name to id mapping logic.\n      TextReader<data_size_t> parser_config_reader(config_.parser_config_file.c_str(), false);\n      parser_config_reader.ReadAllLines();\n      std::string parser_config_str = parser_config_reader.JoinedLines();\n      if (!parser_config_str.empty()) {\n        std::string header_in_parser_config = Common::GetFromParserConfig(parser_config_str, \"header\");\n        if (!header_in_parser_config.empty()) {\n          Log::Info(\"Get raw column names from parser config.\");\n          feature_names_ = Common::Split(header_in_parser_config.c_str(), \"\\t,\");\n        }\n      }\n    }\n\n    // load label idx first\n    if (config_.label_column.size() > 0) {\n      if (Common::StartsWith(config_.label_column, name_prefix)) {\n        std::string name = config_.label_column.substr(name_prefix.size());\n        label_idx_ = -1;\n        for (int i = 0; i < static_cast<int>(feature_names_.size()); ++i) {\n          if (name == feature_names_[i]) {\n            label_idx_ = i;\n            break;\n          }\n        }\n        if (label_idx_ >= 0) {\n          Log::Info(\"Using column %s as label\", name.c_str());\n        } else {\n          Log::Fatal(\"Could not find label column %s in data file \\n\"\n                     \"or data file doesn't contain header\", name.c_str());\n        }\n      } else {\n        if (!Common::AtoiAndCheck(config_.label_column.c_str(), &label_idx_)) {\n          Log::Fatal(\"label_column is not a number,\\n\"\n                     \"if you want to use a column name,\\n\"\n                     \"please add the prefix \\\"name:\\\" to the column name\");\n        }\n        Log::Info(\"Using column number %d as label\", label_idx_);\n      }\n    }\n\n    if (!config_.parser_config_file.empty()) {\n      // if parser config file exists, feature names may be changed after customized parser applied.\n      // clear here so could use default filled feature names during dataset construction.\n      // may improve by saving real feature names defined in parser in the future.\n      if (!feature_names_.empty()) {\n        feature_names_.clear();\n      }\n    }\n\n    if (!feature_names_.empty()) {\n      // erase label column name\n      feature_names_.erase(feature_names_.begin() + label_idx_);\n      for (size_t i = 0; i < feature_names_.size(); ++i) {\n        name2idx[feature_names_[i]] = static_cast<int>(i);\n      }\n    }\n\n    // load ignore columns\n    if (config_.ignore_column.size() > 0) {\n      if (Common::StartsWith(config_.ignore_column, name_prefix)) {\n        std::string names = config_.ignore_column.substr(name_prefix.size());\n        for (auto name : Common::Split(names.c_str(), ',')) {\n          if (name2idx.count(name) > 0) {\n            int tmp = name2idx[name];\n            ignore_features_.emplace(tmp);\n          } else {\n            Log::Fatal(\"Could not find ignore column %s in data file\", name.c_str());\n          }\n        }\n      } else {\n        for (auto token : Common::Split(config_.ignore_column.c_str(), ',')) {\n          int tmp = 0;\n          if (!Common::AtoiAndCheck(token.c_str(), &tmp)) {\n            Log::Fatal(\"ignore_column is not a number,\\n\"\n                       \"if you want to use a column name,\\n\"\n                       \"please add the prefix \\\"name:\\\" to the column name\");\n          }\n          ignore_features_.emplace(tmp);\n        }\n      }\n    }\n    // load weight idx\n    if (config_.weight_column.size() > 0) {\n      if (Common::StartsWith(config_.weight_column, name_prefix)) {\n        std::string name = config_.weight_column.substr(name_prefix.size());\n        if (name2idx.count(name) > 0) {\n          weight_idx_ = name2idx[name];\n          Log::Info(\"Using column %s as weight\", name.c_str());\n        } else {\n          Log::Fatal(\"Could not find weight column %s in data file\", name.c_str());\n        }\n      } else {\n        if (!Common::AtoiAndCheck(config_.weight_column.c_str(), &weight_idx_)) {\n          Log::Fatal(\"weight_column is not a number,\\n\"\n                     \"if you want to use a column name,\\n\"\n                     \"please add the prefix \\\"name:\\\" to the column name\");\n        }\n        Log::Info(\"Using column number %d as weight\", weight_idx_);\n      }\n      ignore_features_.emplace(weight_idx_);\n    }\n    // load group idx\n    if (config_.group_column.size() > 0) {\n      if (Common::StartsWith(config_.group_column, name_prefix)) {\n        std::string name = config_.group_column.substr(name_prefix.size());\n        if (name2idx.count(name) > 0) {\n          group_idx_ = name2idx[name];\n          Log::Info(\"Using column %s as group/query id\", name.c_str());\n        } else {\n          Log::Fatal(\"Could not find group/query column %s in data file\", name.c_str());\n        }\n      } else {\n        if (!Common::AtoiAndCheck(config_.group_column.c_str(), &group_idx_)) {\n          Log::Fatal(\"group_column is not a number,\\n\"\n                     \"if you want to use a column name,\\n\"\n                     \"please add the prefix \\\"name:\\\" to the column name\");\n        }\n        Log::Info(\"Using column number %d as group/query id\", group_idx_);\n      }\n      ignore_features_.emplace(group_idx_);\n    }\n  }\n  if (config_.categorical_feature.size() > 0) {\n    if (Common::StartsWith(config_.categorical_feature, name_prefix)) {\n      std::string names = config_.categorical_feature.substr(name_prefix.size());\n      for (auto name : Common::Split(names.c_str(), ',')) {\n        if (name2idx.count(name) > 0) {\n          int tmp = name2idx[name];\n          categorical_features_.emplace(tmp);\n        } else {\n          Log::Fatal(\"Could not find categorical_feature %s in data file\", name.c_str());\n        }\n      }\n    } else {\n      for (auto token : Common::Split(config_.categorical_feature.c_str(), ',')) {\n        int tmp = 0;\n        if (!Common::AtoiAndCheck(token.c_str(), &tmp)) {\n          Log::Fatal(\"categorical_feature is not a number,\\n\"\n                     \"if you want to use a column name,\\n\"\n                     \"please add the prefix \\\"name:\\\" to the column name\");\n        }\n        categorical_features_.emplace(tmp);\n      }\n    }\n  }\n}\n\nvoid CheckSampleSize(size_t sample_cnt, size_t num_data) {\n  if (static_cast<double>(sample_cnt) / num_data < 0.2f &&\n      sample_cnt < 100000) {\n    Log::Warning(\n        \"Using too small ``bin_construct_sample_cnt`` may encounter \"\n        \"unexpected \"\n        \"errors and poor accuracy.\");\n  }\n}\n\nDataset* DatasetLoader::LoadFromFile(const char* filename, int rank, int num_machines) {\n  // don't support query id in data file when using distributed training\n  if (num_machines > 1 && !config_.pre_partition) {\n    if (group_idx_ > 0) {\n      Log::Fatal(\"Using a query id without pre-partitioning the data file is not supported for distributed training.\\n\"\n                 \"Please use an additional query file or pre-partition the data\");\n    }\n  }\n  auto dataset = std::unique_ptr<Dataset>(new Dataset());\n  if (store_raw_) {\n    dataset->SetHasRaw(true);\n  }\n  data_size_t num_global_data = 0;\n  std::vector<data_size_t> used_data_indices;\n  auto bin_filename = CheckCanLoadFromBin(filename);\n  bool is_load_from_binary = false;\n  if (bin_filename.size() == 0) {\n    dataset->parser_config_str_ = Parser::GenerateParserConfigStr(filename, config_.parser_config_file.c_str(), config_.header, label_idx_);\n    auto parser = std::unique_ptr<Parser>(Parser::CreateParser(filename, config_.header, 0, label_idx_,\n                                                               config_.precise_float_parser, dataset->parser_config_str_));\n    if (parser == nullptr) {\n      Log::Fatal(\"Could not recognize data format of %s\", filename);\n    }\n    dataset->data_filename_ = filename;\n    dataset->label_idx_ = label_idx_;\n    dataset->metadata_.Init(filename);\n    if (!config_.two_round) {\n      // read data to memory\n      auto text_data = LoadTextDataToMemory(filename, dataset->metadata_, rank, num_machines, &num_global_data, &used_data_indices);\n      dataset->num_data_ = static_cast<data_size_t>(text_data.size());\n      // sample data\n      auto sample_data = SampleTextDataFromMemory(text_data);\n      CheckSampleSize(sample_data.size(),\n                      static_cast<size_t>(dataset->num_data_));\n      // construct feature bin mappers & clear sample data\n      ConstructBinMappersFromTextData(rank, num_machines, sample_data, parser.get(), dataset.get());\n      std::vector<std::string>().swap(sample_data);\n      if (dataset->has_raw()) {\n        dataset->ResizeRaw(dataset->num_data_);\n      }\n      // initialize label\n      dataset->metadata_.Init(dataset->num_data_, weight_idx_, group_idx_);\n      // extract features\n      ExtractFeaturesFromMemory(&text_data, parser.get(), dataset.get());\n      text_data.clear();\n    } else {\n      // sample data from file\n      auto sample_data = SampleTextDataFromFile(filename, dataset->metadata_, rank, num_machines, &num_global_data, &used_data_indices);\n      if (used_data_indices.size() > 0) {\n        dataset->num_data_ = static_cast<data_size_t>(used_data_indices.size());\n      } else {\n        dataset->num_data_ = num_global_data;\n      }\n      CheckSampleSize(sample_data.size(),\n                      static_cast<size_t>(dataset->num_data_));\n      // construct feature bin mappers & clear sample data\n      ConstructBinMappersFromTextData(rank, num_machines, sample_data, parser.get(), dataset.get());\n      std::vector<std::string>().swap(sample_data);\n      if (dataset->has_raw()) {\n        dataset->ResizeRaw(dataset->num_data_);\n      }\n      // initialize label\n      dataset->metadata_.Init(dataset->num_data_, weight_idx_, group_idx_);\n      Log::Info(\"Making second pass...\");\n      // extract features\n      ExtractFeaturesFromFile(filename, parser.get(), used_data_indices, dataset.get());\n    }\n  } else {\n    // load data from binary file\n    is_load_from_binary = true;\n    Log::Info(\"Load from binary file %s\", bin_filename.c_str());\n    dataset.reset(LoadFromBinFile(filename, bin_filename.c_str(), rank, num_machines, &num_global_data, &used_data_indices));\n\n    // checks whether there's a initial score file when loaded from binary data files\n    // the initial score file should with suffix \".bin.init\"\n    dataset->metadata_.LoadInitialScore(bin_filename);\n\n    dataset->device_type_ = config_.device_type;\n    dataset->gpu_device_id_ = config_.gpu_device_id;\n    #ifdef USE_CUDA\n    if (config_.device_type == std::string(\"cuda\")) {\n      dataset->CreateCUDAColumnData();\n      dataset->metadata_.CreateCUDAMetadata(dataset->gpu_device_id_);\n    } else {\n      dataset->cuda_column_data_ = nullptr;\n    }\n    #endif  // USE_CUDA\n  }\n  // check meta data\n  dataset->metadata_.CheckOrPartition(num_global_data, used_data_indices);\n  // need to check training data\n  CheckDataset(dataset.get(), is_load_from_binary);\n\n  return dataset.release();\n}\n\nDataset* DatasetLoader::LoadFromFileAlignWithOtherDataset(const char* filename, const Dataset* train_data) {\n  data_size_t num_global_data = 0;\n  std::vector<data_size_t> used_data_indices;\n  auto dataset = std::unique_ptr<Dataset>(new Dataset());\n  if (store_raw_) {\n    dataset->SetHasRaw(true);\n  }\n  auto bin_filename = CheckCanLoadFromBin(filename);\n  if (bin_filename.size() == 0) {\n    auto parser = std::unique_ptr<Parser>(Parser::CreateParser(filename, config_.header, 0, label_idx_,\n                                                               config_.precise_float_parser, train_data->parser_config_str_));\n    if (parser == nullptr) {\n      Log::Fatal(\"Could not recognize data format of %s\", filename);\n    }\n    dataset->data_filename_ = filename;\n    dataset->label_idx_ = label_idx_;\n    dataset->metadata_.Init(filename);\n    if (!config_.two_round) {\n      // read data in memory\n      auto text_data = LoadTextDataToMemory(filename, dataset->metadata_, 0, 1, &num_global_data, &used_data_indices);\n      dataset->num_data_ = static_cast<data_size_t>(text_data.size());\n      // initialize label\n      dataset->metadata_.Init(dataset->num_data_, weight_idx_, group_idx_);\n      dataset->CreateValid(train_data);\n      if (dataset->has_raw()) {\n        dataset->ResizeRaw(dataset->num_data_);\n      }\n      // extract features\n      ExtractFeaturesFromMemory(&text_data, parser.get(), dataset.get());\n      text_data.clear();\n    } else {\n      TextReader<data_size_t> text_reader(filename, config_.header);\n      // Get number of lines of data file\n      dataset->num_data_ = static_cast<data_size_t>(text_reader.CountLine());\n      num_global_data = dataset->num_data_;\n      // initialize label\n      dataset->metadata_.Init(dataset->num_data_, weight_idx_, group_idx_);\n      dataset->CreateValid(train_data);\n      if (dataset->has_raw()) {\n        dataset->ResizeRaw(dataset->num_data_);\n      }\n      // extract features\n      ExtractFeaturesFromFile(filename, parser.get(), used_data_indices, dataset.get());\n    }\n  } else {\n    // load data from binary file\n    dataset.reset(LoadFromBinFile(filename, bin_filename.c_str(), 0, 1, &num_global_data, &used_data_indices));\n    // checks whether there's a initial score file when loaded from binary data files\n    // the initial score file should with suffix \".bin.init\"\n    dataset->metadata_.LoadInitialScore(bin_filename);\n  }\n  // not need to check validation data\n  // check meta data\n  dataset->metadata_.CheckOrPartition(num_global_data, used_data_indices);\n  return dataset.release();\n}\n\nDataset* DatasetLoader::LoadFromSerializedReference(const char* binary_data, size_t buffer_size, data_size_t num_data, int32_t num_classes) {\n  auto dataset = std::unique_ptr<Dataset>(new Dataset(num_data));\n\n  auto mem_ptr = binary_data;\n\n  // check token\n  const size_t size_of_token = std::strlen(Dataset::binary_serialized_reference_token);\n  size_t size_of_token_in_input = VirtualFileWriter::AlignedSize(sizeof(char) * size_of_token);\n  if (buffer_size < size_of_token_in_input) {\n    Log::Fatal(\"Binary definition file error: token has the wrong size\");\n  }\n  if (std::string(mem_ptr, size_of_token) != std::string(Dataset::binary_serialized_reference_token)) {\n    Log::Fatal(\"Input file is not LightGBM binary reference file\");\n  }\n  mem_ptr += size_of_token_in_input;\n\n  size_t size_of_version = VirtualFileWriter::AlignedSize(Dataset::kSerializedReferenceVersionLength);\n  std::string version(mem_ptr, Dataset::kSerializedReferenceVersionLength);\n  if (version != std::string(Dataset::serialized_reference_version)) {\n    Log::Fatal(\"Unexpected version of serialized binary data: %s\", version.c_str());\n  }\n  mem_ptr += size_of_version;\n\n  size_t size_of_header = *(reinterpret_cast<const size_t*>(mem_ptr));\n  mem_ptr += sizeof(size_t);\n\n  LoadHeaderFromMemory(dataset.get(), mem_ptr);\n  dataset->num_data_ = num_data;  // update to the given num_data\n  mem_ptr += size_of_header;\n\n  // read feature group definitions\n  for (int i = 0; i < dataset->num_groups_; ++i) {\n    // read feature size\n    const size_t size_of_feature = *(reinterpret_cast<const size_t*>(mem_ptr));\n    mem_ptr += sizeof(size_t);\n    dataset->feature_groups_.emplace_back(std::unique_ptr<FeatureGroup>(new FeatureGroup(mem_ptr, num_data, i)));\n    mem_ptr += size_of_feature;\n  }\n  dataset->feature_groups_.shrink_to_fit();\n\n  dataset->numeric_feature_map_ = std::vector<int>(dataset->num_features_, false);\n  dataset->num_numeric_features_ = 0;\n  for (int i = 0; i < dataset->num_features_; ++i) {\n    if (dataset->FeatureBinMapper(i)->bin_type() == BinType::CategoricalBin) {\n      dataset->numeric_feature_map_[i] = -1;\n    } else {\n      dataset->numeric_feature_map_[i] = dataset->num_numeric_features_;\n      ++dataset->num_numeric_features_;\n    }\n  }\n\n  int has_weights = config_.weight_column.size() > 0;\n  int has_init_scores = num_classes > 0;\n  int has_queries = config_.group_column.size() > 0;\n  dataset->metadata_.Init(num_data, has_weights, has_init_scores, has_queries, num_classes);\n\n  Log::Info(\"Loaded reference dataset: %d features, %d num_data\", dataset->num_features_, num_data);\n\n  return dataset.release();\n}\n\nDataset* DatasetLoader::LoadFromBinFile(const char* data_filename, const char* bin_filename,\n                                        int rank, int num_machines, int* num_global_data,\n                                        std::vector<data_size_t>* used_data_indices) {\n  auto dataset = std::unique_ptr<Dataset>(new Dataset());\n  auto reader = VirtualFileReader::Make(bin_filename);\n  dataset->data_filename_ = data_filename;\n  if (!reader->Init()) {\n    Log::Fatal(\"Could not read binary data from %s\", bin_filename);\n  }\n\n  // buffer to read binary file\n  size_t buffer_size = 16 * 1024 * 1024;\n  auto buffer = std::vector<char>(buffer_size);\n\n  // check token\n  size_t size_of_token = std::strlen(Dataset::binary_file_token);\n  size_t read_cnt = reader->Read(\n      buffer.data(),\n      VirtualFileWriter::AlignedSize(sizeof(char) * size_of_token));\n  if (read_cnt < sizeof(char) * size_of_token) {\n    Log::Fatal(\"Binary file error: token has the wrong size\");\n  }\n  if (std::string(buffer.data()) != std::string(Dataset::binary_file_token)) {\n    Log::Fatal(\"Input file is not LightGBM binary file\");\n  }\n\n  // read size of header\n  read_cnt = reader->Read(buffer.data(), sizeof(size_t));\n\n  if (read_cnt != sizeof(size_t)) {\n    Log::Fatal(\"Binary file error: header has the wrong size\");\n  }\n\n  size_t size_of_head = *(reinterpret_cast<size_t*>(buffer.data()));\n\n  // re-allocate space if not enough\n  if (size_of_head > buffer_size) {\n    buffer_size = size_of_head;\n    buffer.resize(buffer_size);\n  }\n  // read header\n  read_cnt = reader->Read(buffer.data(), size_of_head);\n\n  if (read_cnt != size_of_head) {\n    Log::Fatal(\"Binary file error: header is incorrect\");\n  }\n  // get header\n  const char* mem_ptr = buffer.data();\n  LoadHeaderFromMemory(dataset.get(), mem_ptr);\n\n  // read size of meta data\n  read_cnt = reader->Read(buffer.data(), sizeof(size_t));\n\n  if (read_cnt != sizeof(size_t)) {\n    Log::Fatal(\"Binary file error: meta data has the wrong size\");\n  }\n\n  size_t size_of_metadata = *(reinterpret_cast<size_t*>(buffer.data()));\n\n  // re-allocate space if not enough\n  if (size_of_metadata > buffer_size) {\n    buffer_size = size_of_metadata;\n    buffer.resize(buffer_size);\n  }\n  //  read meta data\n  read_cnt = reader->Read(buffer.data(), size_of_metadata);\n\n  if (read_cnt != size_of_metadata) {\n    Log::Fatal(\"Binary file error: meta data is incorrect\");\n  }\n  // load meta data\n  dataset->metadata_.LoadFromMemory(buffer.data());\n\n  *num_global_data = dataset->num_data_;\n  used_data_indices->clear();\n  // sample local used data if need to partition\n  if (num_machines > 1 && !config_.pre_partition) {\n    const data_size_t* query_boundaries = dataset->metadata_.query_boundaries();\n    if (query_boundaries == nullptr) {\n      // if not contain query file, minimal sample unit is one record\n      for (data_size_t i = 0; i < dataset->num_data_; ++i) {\n        if (random_.NextShort(0, num_machines) == rank) {\n          used_data_indices->push_back(i);\n        }\n      }\n    } else {\n      // if contain query file, minimal sample unit is one query\n      data_size_t num_queries = dataset->metadata_.num_queries();\n      data_size_t qid = -1;\n      bool is_query_used = false;\n      for (data_size_t i = 0; i < dataset->num_data_; ++i) {\n        if (qid >= num_queries) {\n          Log::Fatal(\"Current query exceeds the range of the query file,\\n\"\n                     \"please ensure the query file is correct\");\n        }\n        if (i >= query_boundaries[qid + 1]) {\n          // if is new query\n          is_query_used = false;\n          if (random_.NextShort(0, num_machines) == rank) {\n            is_query_used = true;\n          }\n          ++qid;\n        }\n        if (is_query_used) {\n          used_data_indices->push_back(i);\n        }\n      }\n    }\n    dataset->num_data_ = static_cast<data_size_t>((*used_data_indices).size());\n  }\n  dataset->metadata_.PartitionLabel(*used_data_indices);\n  // read feature data\n  for (int i = 0; i < dataset->num_groups_; ++i) {\n    // read feature size\n    read_cnt = reader->Read(buffer.data(), sizeof(size_t));\n    if (read_cnt != sizeof(size_t)) {\n      Log::Fatal(\"Binary file error: feature %d has the wrong size\", i);\n    }\n    size_t size_of_feature = *(reinterpret_cast<size_t*>(buffer.data()));\n    // re-allocate space if not enough\n    if (size_of_feature > buffer_size) {\n      buffer_size = size_of_feature;\n      buffer.resize(buffer_size);\n    }\n\n    read_cnt = reader->Read(buffer.data(), size_of_feature);\n\n    if (read_cnt != size_of_feature) {\n      Log::Fatal(\"Binary file error: feature %d is incorrect, read count: %zu\", i, read_cnt);\n    }\n    dataset->feature_groups_.emplace_back(std::unique_ptr<FeatureGroup>(\n      new FeatureGroup(buffer.data(),\n                       *num_global_data,\n                       *used_data_indices, i)));\n  }\n  dataset->feature_groups_.shrink_to_fit();\n\n  // raw data\n  dataset->numeric_feature_map_ = std::vector<int>(dataset->num_features_, false);\n  dataset->num_numeric_features_ = 0;\n  for (int i = 0; i < dataset->num_features_; ++i) {\n    if (dataset->FeatureBinMapper(i)->bin_type() == BinType::CategoricalBin) {\n      dataset->numeric_feature_map_[i] = -1;\n    } else {\n      dataset->numeric_feature_map_[i] = dataset->num_numeric_features_;\n      ++dataset->num_numeric_features_;\n    }\n  }\n  if (dataset->has_raw()) {\n    dataset->ResizeRaw(dataset->num_data());\n      size_t row_size = dataset->num_numeric_features_ * sizeof(float);\n      if (row_size > buffer_size) {\n        buffer_size = row_size;\n        buffer.resize(buffer_size);\n      }\n    for (int i = 0; i < dataset->num_data(); ++i) {\n      read_cnt = reader->Read(buffer.data(), row_size);\n      if (read_cnt != row_size) {\n        Log::Fatal(\"Binary file error: row %d of raw data is incorrect, read count: %zu\", i, read_cnt);\n      }\n      mem_ptr = buffer.data();\n      const float* tmp_ptr_raw_row = reinterpret_cast<const float*>(mem_ptr);\n      for (int j = 0; j < dataset->num_features(); ++j) {\n        int feat_ind = dataset->numeric_feature_map_[j];\n        if (feat_ind >= 0) {\n          dataset->raw_data_[feat_ind][i] = tmp_ptr_raw_row[feat_ind];\n        }\n      }\n      mem_ptr += row_size;\n    }\n  }\n\n  dataset->is_finish_load_ = true;\n  return dataset.release();\n}\n\nDataset* DatasetLoader::ConstructFromSampleData(double** sample_values,\n                                                int** sample_indices,\n                                                int num_col,\n                                                const int* num_per_col,\n                                                size_t total_sample_size,\n                                                data_size_t num_local_data,\n                                                int64_t num_dist_data) {\n  CheckSampleSize(total_sample_size, static_cast<size_t>(num_dist_data));\n  int num_total_features = num_col;\n  if (Network::num_machines() > 1) {\n    num_total_features = Network::GlobalSyncUpByMax(num_total_features);\n  }\n  std::vector<std::unique_ptr<BinMapper>> bin_mappers(num_total_features);\n  // fill feature_names_ if not header\n  if (feature_names_.empty()) {\n    for (int i = 0; i < num_col; ++i) {\n      std::stringstream str_buf;\n      str_buf << \"Column_\" << i;\n      feature_names_.push_back(str_buf.str());\n    }\n  }\n  if (!config_.max_bin_by_feature.empty()) {\n    CHECK_EQ(static_cast<size_t>(num_col), config_.max_bin_by_feature.size());\n    CHECK_GT(*(std::min_element(config_.max_bin_by_feature.begin(), config_.max_bin_by_feature.end())), 1);\n  }\n\n  // get forced split\n  std::string forced_bins_path = config_.forcedbins_filename;\n  std::vector<std::vector<double>> forced_bin_bounds = DatasetLoader::GetForcedBins(forced_bins_path, num_col, categorical_features_);\n\n  const data_size_t filter_cnt = static_cast<data_size_t>(\n    static_cast<double>(config_.min_data_in_leaf * total_sample_size) / num_dist_data);\n  if (Network::num_machines() == 1) {\n    // if only one machine, find bin locally\n    OMP_INIT_EX();\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(guided)\n    for (int i = 0; i < num_col; ++i) {\n      OMP_LOOP_EX_BEGIN();\n      if (ignore_features_.count(i) > 0) {\n        bin_mappers[i] = nullptr;\n        continue;\n      }\n      BinType bin_type = BinType::NumericalBin;\n      if (categorical_features_.count(i)) {\n        bin_type = BinType::CategoricalBin;\n        bool feat_is_unconstrained = ((config_.monotone_constraints.size() == 0) || (config_.monotone_constraints[i] == 0));\n        if (!feat_is_unconstrained) {\n            Log::Fatal(\"The output cannot be monotone with respect to categorical features\");\n        }\n      }\n      bin_mappers[i].reset(new BinMapper());\n      if (config_.max_bin_by_feature.empty()) {\n        bin_mappers[i]->FindBin(sample_values[i], num_per_col[i], total_sample_size,\n                                config_.max_bin, config_.min_data_in_bin, filter_cnt, config_.feature_pre_filter,\n                                bin_type, config_.use_missing, config_.zero_as_missing,\n                                forced_bin_bounds[i]);\n      } else {\n        bin_mappers[i]->FindBin(sample_values[i], num_per_col[i], total_sample_size,\n                                config_.max_bin_by_feature[i], config_.min_data_in_bin,\n                                filter_cnt, config_.feature_pre_filter, bin_type, config_.use_missing,\n                                config_.zero_as_missing, forced_bin_bounds[i]);\n      }\n      OMP_LOOP_EX_END();\n    }\n    OMP_THROW_EX();\n  } else {\n    // if have multi-machines, need to find bin distributed\n    // different machines will find bin for different features\n    int num_machines = Network::num_machines();\n    int rank = Network::rank();\n    // start and len will store the process feature indices for different machines\n    // machine i will find bins for features in [ start[i], start[i] + len[i] )\n    std::vector<int> start(num_machines);\n    std::vector<int> len(num_machines);\n    int step = (num_total_features + num_machines - 1) / num_machines;\n    if (step < 1) {\n      step = 1;\n    }\n\n    start[0] = 0;\n    for (int i = 0; i < num_machines - 1; ++i) {\n      len[i] = std::min(step, num_total_features - start[i]);\n      start[i + 1] = start[i] + len[i];\n    }\n    len[num_machines - 1] = num_total_features - start[num_machines - 1];\n    OMP_INIT_EX();\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(guided)\n    for (int i = 0; i < len[rank]; ++i) {\n      OMP_LOOP_EX_BEGIN();\n      if (ignore_features_.count(start[rank] + i) > 0) {\n        continue;\n      }\n      BinType bin_type = BinType::NumericalBin;\n      if (categorical_features_.count(start[rank] + i)) {\n        bin_type = BinType::CategoricalBin;\n      }\n      bin_mappers[i].reset(new BinMapper());\n      if (num_col <= start[rank] + i) {\n        continue;\n      }\n      if (config_.max_bin_by_feature.empty()) {\n        bin_mappers[i]->FindBin(sample_values[start[rank] + i], num_per_col[start[rank] + i],\n                                total_sample_size, config_.max_bin, config_.min_data_in_bin,\n                                filter_cnt, config_.feature_pre_filter, bin_type, config_.use_missing, config_.zero_as_missing,\n                                forced_bin_bounds[i]);\n      } else {\n        bin_mappers[i]->FindBin(sample_values[start[rank] + i], num_per_col[start[rank] + i],\n                                total_sample_size, config_.max_bin_by_feature[start[rank] + i],\n                                config_.min_data_in_bin, filter_cnt, config_.feature_pre_filter, bin_type, config_.use_missing,\n                                config_.zero_as_missing, forced_bin_bounds[i]);\n      }\n      OMP_LOOP_EX_END();\n    }\n    OMP_THROW_EX();\n    comm_size_t self_buf_size = 0;\n    for (int i = 0; i < len[rank]; ++i) {\n      if (ignore_features_.count(start[rank] + i) > 0) {\n        continue;\n      }\n      self_buf_size += static_cast<comm_size_t>(bin_mappers[i]->SizesInByte());\n    }\n    std::vector<char> input_buffer(self_buf_size);\n    auto cp_ptr = input_buffer.data();\n    for (int i = 0; i < len[rank]; ++i) {\n      if (ignore_features_.count(start[rank] + i) > 0) {\n        continue;\n      }\n      bin_mappers[i]->CopyTo(cp_ptr);\n      cp_ptr += bin_mappers[i]->SizesInByte();\n      // free\n      bin_mappers[i].reset(nullptr);\n    }\n    std::vector<comm_size_t> size_len = Network::GlobalArray(self_buf_size);\n    std::vector<comm_size_t> size_start(num_machines, 0);\n    for (int i = 1; i < num_machines; ++i) {\n      size_start[i] = size_start[i - 1] + size_len[i - 1];\n    }\n    comm_size_t total_buffer_size = size_start[num_machines - 1] + size_len[num_machines - 1];\n    std::vector<char> output_buffer(total_buffer_size);\n    // gather global feature bin mappers\n    Network::Allgather(input_buffer.data(), size_start.data(), size_len.data(), output_buffer.data(), total_buffer_size);\n    cp_ptr = output_buffer.data();\n    // restore features bins from buffer\n    for (int i = 0; i < num_total_features; ++i) {\n      if (ignore_features_.count(i) > 0) {\n        bin_mappers[i] = nullptr;\n        continue;\n      }\n      bin_mappers[i].reset(new BinMapper());\n      bin_mappers[i]->CopyFrom(cp_ptr);\n      cp_ptr += bin_mappers[i]->SizesInByte();\n    }\n  }\n  CheckCategoricalFeatureNumBin(bin_mappers, config_.max_bin, config_.max_bin_by_feature);\n  auto dataset = std::unique_ptr<Dataset>(new Dataset(num_local_data));\n  dataset->Construct(&bin_mappers, num_total_features, forced_bin_bounds, sample_indices, sample_values, num_per_col, num_col, total_sample_size, config_);\n  if (dataset->has_raw()) {\n    dataset->ResizeRaw(num_local_data);\n  }\n  dataset->set_feature_names(feature_names_);\n  return dataset.release();\n}\n\n\n// ---- private functions ----\n\nvoid DatasetLoader::LoadHeaderFromMemory(Dataset* dataset, const char* buffer) {\n  // get header\n  const char* mem_ptr = buffer;\n  dataset->num_data_ = *(reinterpret_cast<const data_size_t*>(mem_ptr));\n  mem_ptr += VirtualFileWriter::AlignedSize(sizeof(dataset->num_data_));\n  dataset->num_features_ = *(reinterpret_cast<const int*>(mem_ptr));\n  mem_ptr += VirtualFileWriter::AlignedSize(sizeof(dataset->num_features_));\n  dataset->num_total_features_ = *(reinterpret_cast<const int*>(mem_ptr));\n  mem_ptr += VirtualFileWriter::AlignedSize(sizeof(dataset->num_total_features_));\n  dataset->label_idx_ = *(reinterpret_cast<const int*>(mem_ptr));\n  mem_ptr += VirtualFileWriter::AlignedSize(sizeof(dataset->label_idx_));\n  dataset->max_bin_ = *(reinterpret_cast<const int*>(mem_ptr));\n  mem_ptr += VirtualFileWriter::AlignedSize(sizeof(dataset->max_bin_));\n  dataset->bin_construct_sample_cnt_ = *(reinterpret_cast<const int*>(mem_ptr));\n  mem_ptr += VirtualFileWriter::AlignedSize(sizeof(dataset->bin_construct_sample_cnt_));\n  dataset->min_data_in_bin_ = *(reinterpret_cast<const int*>(mem_ptr));\n  mem_ptr += VirtualFileWriter::AlignedSize(sizeof(dataset->min_data_in_bin_));\n  dataset->use_missing_ = *(reinterpret_cast<const bool*>(mem_ptr));\n  mem_ptr += VirtualFileWriter::AlignedSize(sizeof(dataset->use_missing_));\n  dataset->zero_as_missing_ = *(reinterpret_cast<const bool*>(mem_ptr));\n  mem_ptr += VirtualFileWriter::AlignedSize(sizeof(dataset->zero_as_missing_));\n  dataset->has_raw_ = *(reinterpret_cast<const bool*>(mem_ptr));\n\n  mem_ptr += VirtualFileWriter::AlignedSize(sizeof(dataset->has_raw_));\n  const int* tmp_feature_map = reinterpret_cast<const int*>(mem_ptr);\n  dataset->used_feature_map_.clear();\n  for (int i = 0; i < dataset->num_total_features_; ++i) {\n    dataset->used_feature_map_.push_back(tmp_feature_map[i]);\n  }\n  mem_ptr += VirtualFileWriter::AlignedSize(sizeof(int) * dataset->num_total_features_);\n  // num_groups\n  dataset->num_groups_ = *(reinterpret_cast<const int*>(mem_ptr));\n  mem_ptr += VirtualFileWriter::AlignedSize(sizeof(dataset->num_groups_));\n  // real_feature_idx_\n  const int* tmp_ptr_real_feature_idx_ = reinterpret_cast<const int*>(mem_ptr);\n  dataset->real_feature_idx_.clear();\n  for (int i = 0; i < dataset->num_features_; ++i) {\n    dataset->real_feature_idx_.push_back(tmp_ptr_real_feature_idx_[i]);\n  }\n  mem_ptr += VirtualFileWriter::AlignedSize(sizeof(int) * dataset->num_features_);\n  // feature2group\n  const int* tmp_ptr_feature2group = reinterpret_cast<const int*>(mem_ptr);\n  dataset->feature2group_.clear();\n  for (int i = 0; i < dataset->num_features_; ++i) {\n    dataset->feature2group_.push_back(tmp_ptr_feature2group[i]);\n  }\n  mem_ptr += VirtualFileWriter::AlignedSize(sizeof(int) * dataset->num_features_);\n  // feature2subfeature\n  const int* tmp_ptr_feature2subfeature = reinterpret_cast<const int*>(mem_ptr);\n  dataset->feature2subfeature_.clear();\n  for (int i = 0; i < dataset->num_features_; ++i) {\n    dataset->feature2subfeature_.push_back(tmp_ptr_feature2subfeature[i]);\n  }\n  mem_ptr += VirtualFileWriter::AlignedSize(sizeof(int) * dataset->num_features_);\n  // group_bin_boundaries\n  const uint64_t* tmp_ptr_group_bin_boundaries = reinterpret_cast<const uint64_t*>(mem_ptr);\n  dataset->group_bin_boundaries_.clear();\n  for (int i = 0; i < dataset->num_groups_ + 1; ++i) {\n    dataset->group_bin_boundaries_.push_back(tmp_ptr_group_bin_boundaries[i]);\n  }\n  mem_ptr += sizeof(uint64_t) * (dataset->num_groups_ + 1);\n\n  // group_feature_start_\n  const int* tmp_ptr_group_feature_start = reinterpret_cast<const int*>(mem_ptr);\n  dataset->group_feature_start_.clear();\n  for (int i = 0; i < dataset->num_groups_; ++i) {\n    dataset->group_feature_start_.push_back(tmp_ptr_group_feature_start[i]);\n  }\n  mem_ptr += VirtualFileWriter::AlignedSize(sizeof(int) * (dataset->num_groups_));\n\n  // group_feature_cnt_\n  const int* tmp_ptr_group_feature_cnt = reinterpret_cast<const int*>(mem_ptr);\n  dataset->group_feature_cnt_.clear();\n  for (int i = 0; i < dataset->num_groups_; ++i) {\n    dataset->group_feature_cnt_.push_back(tmp_ptr_group_feature_cnt[i]);\n  }\n  mem_ptr += VirtualFileWriter::AlignedSize(sizeof(int) * (dataset->num_groups_));\n\n  if (!config_.max_bin_by_feature.empty()) {\n    CHECK_EQ(static_cast<size_t>(dataset->num_total_features_), config_.max_bin_by_feature.size());\n    CHECK_GT(*(std::min_element(config_.max_bin_by_feature.begin(), config_.max_bin_by_feature.end())), 1);\n    dataset->max_bin_by_feature_.resize(dataset->num_total_features_);\n    dataset->max_bin_by_feature_.assign(config_.max_bin_by_feature.begin(), config_.max_bin_by_feature.end());\n  } else {\n    const int32_t* tmp_ptr_max_bin_by_feature = reinterpret_cast<const int32_t*>(mem_ptr);\n    dataset->max_bin_by_feature_.clear();\n    for (int i = 0; i < dataset->num_total_features_; ++i) {\n      dataset->max_bin_by_feature_.push_back(tmp_ptr_max_bin_by_feature[i]);\n    }\n  }\n  mem_ptr += VirtualFileWriter::AlignedSize(sizeof(int32_t) * (dataset->num_total_features_));\n  if (ArrayArgs<int32_t>::CheckAll(dataset->max_bin_by_feature_, -1)) {\n    dataset->max_bin_by_feature_.clear();\n  }\n\n  // get feature names\n  dataset->feature_names_.clear();\n  for (int i = 0; i < dataset->num_total_features_; ++i) {\n    int str_len = *(reinterpret_cast<const int*>(mem_ptr));\n    mem_ptr += VirtualFileWriter::AlignedSize(sizeof(int));\n    std::stringstream str_buf;\n    auto tmp_arr = reinterpret_cast<const char*>(mem_ptr);\n    for (int j = 0; j < str_len; ++j) {\n      char tmp_char = tmp_arr[j];\n      str_buf << tmp_char;\n    }\n    mem_ptr += VirtualFileWriter::AlignedSize(sizeof(char) * str_len);\n    dataset->feature_names_.emplace_back(str_buf.str());\n  }\n  // get forced_bin_bounds_\n  dataset->forced_bin_bounds_ = std::vector<std::vector<double>>(dataset->num_total_features_, std::vector<double>());\n  for (int i = 0; i < dataset->num_total_features_; ++i) {\n    int num_bounds = *(reinterpret_cast<const int*>(mem_ptr));\n    mem_ptr += VirtualFileWriter::AlignedSize(sizeof(int));\n    dataset->forced_bin_bounds_[i] = std::vector<double>();\n    const double* tmp_ptr_forced_bounds =\n      reinterpret_cast<const double*>(mem_ptr);\n    for (int j = 0; j < num_bounds; ++j) {\n      double bound = tmp_ptr_forced_bounds[j];\n      dataset->forced_bin_bounds_[i].push_back(bound);\n    }\n    mem_ptr += num_bounds * sizeof(double);\n  }\n}\n\nvoid DatasetLoader::CheckDataset(const Dataset* dataset, bool is_load_from_binary) {\n  if (dataset->num_data_ <= 0) {\n    Log::Fatal(\"Data file %s is empty\", dataset->data_filename_.c_str());\n  }\n  if (dataset->feature_names_.size() != static_cast<size_t>(dataset->num_total_features_)) {\n    Log::Fatal(\"Size of feature name error, should be %d, got %d\", dataset->num_total_features_,\n               static_cast<int>(dataset->feature_names_.size()));\n  }\n  bool is_feature_order_by_group = true;\n  int last_group = -1;\n  int last_sub_feature = -1;\n  // if features are ordered, not need to use hist_buf\n  for (int i = 0; i < dataset->num_features_; ++i) {\n    int group = dataset->feature2group_[i];\n    int sub_feature = dataset->feature2subfeature_[i];\n    if (group < last_group) {\n      is_feature_order_by_group = false;\n    } else if (group == last_group) {\n      if (sub_feature <= last_sub_feature) {\n        is_feature_order_by_group = false;\n        break;\n      }\n    }\n    last_group = group;\n    last_sub_feature = sub_feature;\n  }\n  if (!is_feature_order_by_group) {\n    Log::Fatal(\"Features in dataset should be ordered by group\");\n  }\n\n  if (is_load_from_binary) {\n    if (dataset->max_bin_ != config_.max_bin) {\n      Log::Fatal(\"Dataset was constructed with parameter max_bin=%d. It cannot be changed to %d when loading from binary file.\",\n                 dataset->max_bin_, config_.max_bin);\n    }\n    if (dataset->min_data_in_bin_ != config_.min_data_in_bin) {\n      Log::Fatal(\"Dataset was constructed with parameter min_data_in_bin=%d. It cannot be changed to %d when loading from binary file.\",\n                 dataset->min_data_in_bin_, config_.min_data_in_bin);\n    }\n    if (dataset->use_missing_ != config_.use_missing) {\n      Log::Fatal(\"Dataset was constructed with parameter use_missing=%d. It cannot be changed to %d when loading from binary file.\",\n                 dataset->use_missing_, config_.use_missing);\n    }\n    if (dataset->zero_as_missing_ != config_.zero_as_missing) {\n      Log::Fatal(\"Dataset was constructed with parameter zero_as_missing=%d. It cannot be changed to %d when loading from binary file.\",\n                 dataset->zero_as_missing_, config_.zero_as_missing);\n    }\n    if (dataset->bin_construct_sample_cnt_ != config_.bin_construct_sample_cnt) {\n      Log::Fatal(\"Dataset was constructed with parameter bin_construct_sample_cnt=%d. It cannot be changed to %d when loading from binary file.\",\n                 dataset->bin_construct_sample_cnt_, config_.bin_construct_sample_cnt);\n    }\n    if ((dataset->max_bin_by_feature_.size() != config_.max_bin_by_feature.size()) ||\n        !std::equal(dataset->max_bin_by_feature_.begin(), dataset->max_bin_by_feature_.end(),\n            config_.max_bin_by_feature.begin())) {\n      Log::Fatal(\"Parameter max_bin_by_feature cannot be changed when loading from binary file.\");\n    }\n\n    if (config_.label_column != \"\") {\n      Log::Warning(\"Parameter label_column works only in case of loading data directly from text file. It will be ignored when loading from binary file.\");\n    }\n    if (config_.weight_column != \"\") {\n      Log::Warning(\"Parameter weight_column works only in case of loading data directly from text file. It will be ignored when loading from binary file.\");\n    }\n    if (config_.group_column != \"\") {\n      Log::Warning(\"Parameter group_column works only in case of loading data directly from text file. It will be ignored when loading from binary file.\");\n    }\n    if (config_.ignore_column != \"\") {\n      Log::Warning(\"Parameter ignore_column works only in case of loading data directly from text file. It will be ignored when loading from binary file.\");\n    }\n    if (config_.two_round) {\n      Log::Warning(\"Parameter two_round works only in case of loading data directly from text file. It will be ignored when loading from binary file.\");\n    }\n    if (config_.header) {\n      Log::Warning(\"Parameter header works only in case of loading data directly from text file. It will be ignored when loading from binary file.\");\n    }\n  }\n}\n\nstd::vector<std::string> DatasetLoader::LoadTextDataToMemory(const char* filename, const Metadata& metadata,\n                                                             int rank, int num_machines, int* num_global_data,\n                                                             std::vector<data_size_t>* used_data_indices) {\n  TextReader<data_size_t> text_reader(filename, config_.header, config_.file_load_progress_interval_bytes);\n  used_data_indices->clear();\n  if (num_machines == 1 || config_.pre_partition) {\n    // read all lines\n    *num_global_data = text_reader.ReadAllLines();\n  } else {  // need partition data\n            // get query data\n    const data_size_t* query_boundaries = metadata.query_boundaries();\n\n    if (query_boundaries == nullptr) {\n      // if not contain query data, minimal sample unit is one record\n      *num_global_data = text_reader.ReadAndFilterLines([this, rank, num_machines](data_size_t) {\n        if (random_.NextShort(0, num_machines) == rank) {\n          return true;\n        } else {\n          return false;\n        }\n      }, used_data_indices);\n    } else {\n      // if contain query data, minimal sample unit is one query\n      data_size_t num_queries = metadata.num_queries();\n      data_size_t qid = -1;\n      bool is_query_used = false;\n      *num_global_data = text_reader.ReadAndFilterLines(\n        [this, rank, num_machines, &qid, &query_boundaries, &is_query_used, num_queries]\n      (data_size_t line_idx) {\n        if (qid >= num_queries) {\n          Log::Fatal(\"Current query exceeds the range of the query file,\\n\"\n                     \"please ensure the query file is correct\");\n        }\n        if (line_idx >= query_boundaries[qid + 1]) {\n          // if is new query\n          is_query_used = false;\n          if (random_.NextShort(0, num_machines) == rank) {\n            is_query_used = true;\n          }\n          ++qid;\n        }\n        return is_query_used;\n      }, used_data_indices);\n    }\n  }\n  return std::move(text_reader.Lines());\n}\n\nstd::vector<std::string> DatasetLoader::SampleTextDataFromMemory(const std::vector<std::string>& data) {\n  int sample_cnt = config_.bin_construct_sample_cnt;\n  if (static_cast<size_t>(sample_cnt) > data.size()) {\n    sample_cnt = static_cast<int>(data.size());\n  }\n  auto sample_indices = random_.Sample(static_cast<int>(data.size()), sample_cnt);\n  std::vector<std::string> out(sample_indices.size());\n  for (size_t i = 0; i < sample_indices.size(); ++i) {\n    const size_t idx = sample_indices[i];\n    out[i] = data[idx];\n  }\n  return out;\n}\n\nstd::vector<std::string> DatasetLoader::SampleTextDataFromFile(const char* filename, const Metadata& metadata,\n                                                               int rank, int num_machines, int* num_global_data,\n                                                               std::vector<data_size_t>* used_data_indices) {\n  const data_size_t sample_cnt = static_cast<data_size_t>(config_.bin_construct_sample_cnt);\n  TextReader<data_size_t> text_reader(filename, config_.header, config_.file_load_progress_interval_bytes);\n  std::vector<std::string> out_data;\n  if (num_machines == 1 || config_.pre_partition) {\n    *num_global_data = static_cast<data_size_t>(text_reader.SampleFromFile(&random_, sample_cnt, &out_data));\n  } else {  // need partition data\n            // get query data\n    const data_size_t* query_boundaries = metadata.query_boundaries();\n    if (query_boundaries == nullptr) {\n      // if not contain query file, minimal sample unit is one record\n      *num_global_data = text_reader.SampleAndFilterFromFile([this, rank, num_machines]\n      (data_size_t) {\n        if (random_.NextShort(0, num_machines) == rank) {\n          return true;\n        } else {\n          return false;\n        }\n      }, used_data_indices, &random_, sample_cnt, &out_data);\n    } else {\n      // if contain query file, minimal sample unit is one query\n      data_size_t num_queries = metadata.num_queries();\n      data_size_t qid = -1;\n      bool is_query_used = false;\n      *num_global_data = text_reader.SampleAndFilterFromFile(\n        [this, rank, num_machines, &qid, &query_boundaries, &is_query_used, num_queries]\n      (data_size_t line_idx) {\n        if (qid >= num_queries) {\n          Log::Fatal(\"Query id exceeds the range of the query file, \"\n                     \"please ensure the query file is correct\");\n        }\n        if (line_idx >= query_boundaries[qid + 1]) {\n          // if is new query\n          is_query_used = false;\n          if (random_.NextShort(0, num_machines) == rank) {\n            is_query_used = true;\n          }\n          ++qid;\n        }\n        return is_query_used;\n      }, used_data_indices, &random_, sample_cnt, &out_data);\n    }\n  }\n  return out_data;\n}\n\nvoid DatasetLoader::ConstructBinMappersFromTextData(int rank, int num_machines,\n                                                    const std::vector<std::string>& sample_data,\n                                                    const Parser* parser, Dataset* dataset) {\n  auto t1 = std::chrono::high_resolution_clock::now();\n  std::vector<std::vector<double>> sample_values;\n  std::vector<std::vector<int>> sample_indices;\n  std::vector<std::pair<int, double>> oneline_features;\n  double label;\n  for (int i = 0; i < static_cast<int>(sample_data.size()); ++i) {\n    oneline_features.clear();\n    // parse features\n    parser->ParseOneLine(sample_data[i].c_str(), &oneline_features, &label);\n    for (std::pair<int, double>& inner_data : oneline_features) {\n      if (static_cast<size_t>(inner_data.first) >= sample_values.size()) {\n        sample_values.resize(inner_data.first + 1);\n        sample_indices.resize(inner_data.first + 1);\n      }\n      if (std::fabs(inner_data.second) > kZeroThreshold || std::isnan(inner_data.second)) {\n        sample_values[inner_data.first].emplace_back(inner_data.second);\n        sample_indices[inner_data.first].emplace_back(i);\n      }\n    }\n  }\n\n  dataset->feature_groups_.clear();\n  dataset->num_total_features_ = std::max(static_cast<int>(sample_values.size()), parser->NumFeatures());\n  if (num_machines > 1) {\n    dataset->num_total_features_ = Network::GlobalSyncUpByMax(dataset->num_total_features_);\n  }\n  if (!feature_names_.empty()) {\n    CHECK_EQ(dataset->num_total_features_, static_cast<int>(feature_names_.size()));\n  }\n\n  if (!config_.max_bin_by_feature.empty()) {\n    CHECK_EQ(static_cast<size_t>(dataset->num_total_features_), config_.max_bin_by_feature.size());\n    CHECK_GT(*(std::min_element(config_.max_bin_by_feature.begin(), config_.max_bin_by_feature.end())), 1);\n  }\n\n  // get forced split\n  std::string forced_bins_path = config_.forcedbins_filename;\n  std::vector<std::vector<double>> forced_bin_bounds = DatasetLoader::GetForcedBins(forced_bins_path,\n                                                                                    dataset->num_total_features_,\n                                                                                    categorical_features_);\n\n  // check the range of label_idx, weight_idx and group_idx\n  // skip label check if user input parser config file,\n  // because label id is got from raw features while dataset features are consistent with customized parser.\n  if (dataset->parser_config_str_.empty()) {\n    CHECK(label_idx_ >= 0 && label_idx_ <= dataset->num_total_features_);\n  }\n  CHECK(weight_idx_ < 0 || weight_idx_ < dataset->num_total_features_);\n  CHECK(group_idx_ < 0 || group_idx_ < dataset->num_total_features_);\n\n  // fill feature_names_ if not header\n  if (feature_names_.empty()) {\n    for (int i = 0; i < dataset->num_total_features_; ++i) {\n      std::stringstream str_buf;\n      str_buf << \"Column_\" << i;\n      feature_names_.push_back(str_buf.str());\n    }\n  }\n  dataset->set_feature_names(feature_names_);\n  std::vector<std::unique_ptr<BinMapper>> bin_mappers(dataset->num_total_features_);\n  const data_size_t filter_cnt = static_cast<data_size_t>(\n    static_cast<double>(config_.min_data_in_leaf* sample_data.size()) / dataset->num_data_);\n  // start find bins\n  if (num_machines == 1) {\n    // if only one machine, find bin locally\n    OMP_INIT_EX();\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(guided)\n    for (int i = 0; i < static_cast<int>(sample_values.size()); ++i) {\n      OMP_LOOP_EX_BEGIN();\n      if (ignore_features_.count(i) > 0) {\n        bin_mappers[i] = nullptr;\n        continue;\n      }\n      BinType bin_type = BinType::NumericalBin;\n      if (categorical_features_.count(i)) {\n        bin_type = BinType::CategoricalBin;\n      }\n      bin_mappers[i].reset(new BinMapper());\n      if (config_.max_bin_by_feature.empty()) {\n        bin_mappers[i]->FindBin(sample_values[i].data(), static_cast<int>(sample_values[i].size()),\n                                sample_data.size(), config_.max_bin, config_.min_data_in_bin,\n                                filter_cnt, config_.feature_pre_filter, bin_type, config_.use_missing, config_.zero_as_missing,\n                                forced_bin_bounds[i]);\n      } else {\n        bin_mappers[i]->FindBin(sample_values[i].data(), static_cast<int>(sample_values[i].size()),\n                                sample_data.size(), config_.max_bin_by_feature[i],\n                                config_.min_data_in_bin, filter_cnt, config_.feature_pre_filter, bin_type, config_.use_missing,\n                                config_.zero_as_missing, forced_bin_bounds[i]);\n      }\n      OMP_LOOP_EX_END();\n    }\n    OMP_THROW_EX();\n  } else {\n    // start and len will store the process feature indices for different machines\n    // machine i will find bins for features in [ start[i], start[i] + len[i] )\n    std::vector<int> start(num_machines);\n    std::vector<int> len(num_machines);\n    int step = (dataset->num_total_features_ + num_machines - 1) / num_machines;\n    if (step < 1) {\n      step = 1;\n    }\n\n    start[0] = 0;\n    for (int i = 0; i < num_machines - 1; ++i) {\n      len[i] = std::min(step, dataset->num_total_features_ - start[i]);\n      start[i + 1] = start[i] + len[i];\n    }\n    len[num_machines - 1] = dataset->num_total_features_ - start[num_machines - 1];\n    OMP_INIT_EX();\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(guided)\n    for (int i = 0; i < len[rank]; ++i) {\n      OMP_LOOP_EX_BEGIN();\n      if (ignore_features_.count(start[rank] + i) > 0) {\n        continue;\n      }\n      BinType bin_type = BinType::NumericalBin;\n      if (categorical_features_.count(start[rank] + i)) {\n        bin_type = BinType::CategoricalBin;\n      }\n      bin_mappers[i].reset(new BinMapper());\n      if (static_cast<int>(sample_values.size()) <= start[rank] + i) {\n        continue;\n      }\n      if (config_.max_bin_by_feature.empty()) {\n        bin_mappers[i]->FindBin(sample_values[start[rank] + i].data(),\n                                static_cast<int>(sample_values[start[rank] + i].size()),\n                                sample_data.size(), config_.max_bin, config_.min_data_in_bin,\n                                filter_cnt, config_.feature_pre_filter, bin_type, config_.use_missing, config_.zero_as_missing,\n                                forced_bin_bounds[i]);\n      } else {\n        bin_mappers[i]->FindBin(sample_values[start[rank] + i].data(),\n                                static_cast<int>(sample_values[start[rank] + i].size()),\n                                sample_data.size(), config_.max_bin_by_feature[i],\n                                config_.min_data_in_bin, filter_cnt, config_.feature_pre_filter, bin_type,\n                                config_.use_missing, config_.zero_as_missing, forced_bin_bounds[i]);\n      }\n      OMP_LOOP_EX_END();\n    }\n    OMP_THROW_EX();\n    comm_size_t self_buf_size = 0;\n    for (int i = 0; i < len[rank]; ++i) {\n      if (ignore_features_.count(start[rank] + i) > 0) {\n        continue;\n      }\n      self_buf_size += static_cast<comm_size_t>(bin_mappers[i]->SizesInByte());\n    }\n    std::vector<char> input_buffer(self_buf_size);\n    auto cp_ptr = input_buffer.data();\n    for (int i = 0; i < len[rank]; ++i) {\n      if (ignore_features_.count(start[rank] + i) > 0) {\n        continue;\n      }\n      bin_mappers[i]->CopyTo(cp_ptr);\n      cp_ptr += bin_mappers[i]->SizesInByte();\n      // free\n      bin_mappers[i].reset(nullptr);\n    }\n    std::vector<comm_size_t> size_len = Network::GlobalArray(self_buf_size);\n    std::vector<comm_size_t> size_start(num_machines, 0);\n    for (int i = 1; i < num_machines; ++i) {\n      size_start[i] = size_start[i - 1] + size_len[i - 1];\n    }\n    comm_size_t total_buffer_size = size_start[num_machines - 1] + size_len[num_machines - 1];\n    std::vector<char> output_buffer(total_buffer_size);\n    // gather global feature bin mappers\n    Network::Allgather(input_buffer.data(), size_start.data(), size_len.data(), output_buffer.data(), total_buffer_size);\n    cp_ptr = output_buffer.data();\n    // restore features bins from buffer\n    for (int i = 0; i < dataset->num_total_features_; ++i) {\n      if (ignore_features_.count(i) > 0) {\n        bin_mappers[i] = nullptr;\n        continue;\n      }\n      bin_mappers[i].reset(new BinMapper());\n      bin_mappers[i]->CopyFrom(cp_ptr);\n      cp_ptr += bin_mappers[i]->SizesInByte();\n    }\n  }\n  CheckCategoricalFeatureNumBin(bin_mappers, config_.max_bin, config_.max_bin_by_feature);\n  dataset->Construct(&bin_mappers, dataset->num_total_features_, forced_bin_bounds, Common::Vector2Ptr<int>(&sample_indices).data(),\n                     Common::Vector2Ptr<double>(&sample_values).data(),\n                     Common::VectorSize<int>(sample_indices).data(), static_cast<int>(sample_indices.size()), sample_data.size(), config_);\n  if (dataset->has_raw()) {\n    dataset->ResizeRaw(static_cast<int>(sample_data.size()));\n  }\n\n  auto t2 = std::chrono::high_resolution_clock::now();\n  Log::Info(\"Construct bin mappers from text data time %.2f seconds\",\n            std::chrono::duration<double, std::milli>(t2 - t1) * 1e-3);\n}\n\n/*! \\brief Extract local features from memory */\nvoid DatasetLoader::ExtractFeaturesFromMemory(std::vector<std::string>* text_data, const Parser* parser, Dataset* dataset) {\n  std::vector<std::pair<int, double>> oneline_features;\n  double tmp_label = 0.0f;\n  auto& ref_text_data = *text_data;\n  std::vector<float> feature_row(dataset->num_features_);\n  if (!predict_fun_) {\n    OMP_INIT_EX();\n    // if doesn't need to prediction with initial model\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) private(oneline_features) firstprivate(tmp_label, feature_row)\n    for (data_size_t i = 0; i < dataset->num_data_; ++i) {\n      OMP_LOOP_EX_BEGIN();\n      const int tid = omp_get_thread_num();\n      oneline_features.clear();\n      // parser\n      parser->ParseOneLine(ref_text_data[i].c_str(), &oneline_features, &tmp_label);\n      // set label\n      dataset->metadata_.SetLabelAt(i, static_cast<label_t>(tmp_label));\n      // free processed line:\n      ref_text_data[i].clear();\n      // shrink_to_fit will be very slow in linux, and seems not free memory, disable for now\n      // text_reader_->Lines()[i].shrink_to_fit();\n      std::vector<bool> is_feature_added(dataset->num_features_, false);\n      // push data\n      for (auto& inner_data : oneline_features) {\n        if (inner_data.first >= dataset->num_total_features_) {\n          continue;\n        }\n        int feature_idx = dataset->used_feature_map_[inner_data.first];\n        if (feature_idx >= 0) {\n          is_feature_added[feature_idx] = true;\n          // if is used feature\n          int group = dataset->feature2group_[feature_idx];\n          int sub_feature = dataset->feature2subfeature_[feature_idx];\n          dataset->feature_groups_[group]->PushData(tid, sub_feature, i, inner_data.second);\n          if (dataset->has_raw()) {\n            feature_row[feature_idx] = static_cast<float>(inner_data.second);\n          }\n        } else {\n          if (inner_data.first == weight_idx_) {\n            dataset->metadata_.SetWeightAt(i, static_cast<label_t>(inner_data.second));\n          } else if (inner_data.first == group_idx_) {\n            dataset->metadata_.SetQueryAt(i, static_cast<data_size_t>(inner_data.second));\n          }\n        }\n      }\n      if (dataset->has_raw()) {\n        for (size_t j = 0; j < feature_row.size(); ++j) {\n          int feat_ind = dataset->numeric_feature_map_[j];\n          if (feat_ind >= 0) {\n            dataset->raw_data_[feat_ind][i] = feature_row[j];\n          }\n        }\n      }\n      dataset->FinishOneRow(tid, i, is_feature_added);\n      OMP_LOOP_EX_END();\n    }\n    OMP_THROW_EX();\n  } else {\n    OMP_INIT_EX();\n    // if need to prediction with initial model\n    std::vector<double> init_score(static_cast<size_t>(dataset->num_data_) * num_class_);\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) private(oneline_features) firstprivate(tmp_label, feature_row)\n    for (data_size_t i = 0; i < dataset->num_data_; ++i) {\n      OMP_LOOP_EX_BEGIN();\n      const int tid = omp_get_thread_num();\n      oneline_features.clear();\n      // parser\n      parser->ParseOneLine(ref_text_data[i].c_str(), &oneline_features, &tmp_label);\n      // set initial score\n      std::vector<double> oneline_init_score(num_class_);\n      predict_fun_(oneline_features, oneline_init_score.data());\n      for (int k = 0; k < num_class_; ++k) {\n        init_score[k * dataset->num_data_ + i] = static_cast<double>(oneline_init_score[k]);\n      }\n      // set label\n      dataset->metadata_.SetLabelAt(i, static_cast<label_t>(tmp_label));\n      // free processed line:\n      ref_text_data[i].clear();\n      // shrink_to_fit will be very slow in Linux, and seems not free memory, disable for now\n      // text_reader_->Lines()[i].shrink_to_fit();\n      // push data\n      std::vector<bool> is_feature_added(dataset->num_features_, false);\n      for (auto& inner_data : oneline_features) {\n        if (inner_data.first >= dataset->num_total_features_) {\n          continue;\n        }\n        int feature_idx = dataset->used_feature_map_[inner_data.first];\n        if (feature_idx >= 0) {\n          is_feature_added[feature_idx] = true;\n          // if is used feature\n          int group = dataset->feature2group_[feature_idx];\n          int sub_feature = dataset->feature2subfeature_[feature_idx];\n          dataset->feature_groups_[group]->PushData(tid, sub_feature, i, inner_data.second);\n          if (dataset->has_raw()) {\n            feature_row[feature_idx] = static_cast<float>(inner_data.second);\n          }\n        } else {\n          if (inner_data.first == weight_idx_) {\n            dataset->metadata_.SetWeightAt(i, static_cast<label_t>(inner_data.second));\n          } else if (inner_data.first == group_idx_) {\n            dataset->metadata_.SetQueryAt(i, static_cast<data_size_t>(inner_data.second));\n          }\n        }\n      }\n      dataset->FinishOneRow(tid, i, is_feature_added);\n      if (dataset->has_raw()) {\n        for (size_t j = 0; j < feature_row.size(); ++j) {\n          int feat_ind = dataset->numeric_feature_map_[j];\n          if (feat_ind >= 0) {\n            dataset->raw_data_[feat_ind][i] = feature_row[j];\n          }\n        }\n      }\n      OMP_LOOP_EX_END();\n    }\n    OMP_THROW_EX();\n    // metadata_ will manage space of init_score\n    dataset->metadata_.SetInitScore(init_score.data(), dataset->num_data_ * num_class_);\n  }\n  dataset->FinishLoad();\n  // text data can be free after loaded feature values\n  text_data->clear();\n}\n\n/*! \\brief Extract local features from file */\nvoid DatasetLoader::ExtractFeaturesFromFile(const char* filename, const Parser* parser,\n                                            const std::vector<data_size_t>& used_data_indices, Dataset* dataset) {\n  std::vector<double> init_score;\n  if (predict_fun_) {\n    init_score = std::vector<double>(static_cast<size_t>(dataset->num_data_) * num_class_);\n  }\n  std::function<void(data_size_t, const std::vector<std::string>&)> process_fun =\n    [this, &init_score, &parser, &dataset]\n  (data_size_t start_idx, const std::vector<std::string>& lines) {\n    std::vector<std::pair<int, double>> oneline_features;\n    double tmp_label = 0.0f;\n    std::vector<float> feature_row(dataset->num_features_);\n    OMP_INIT_EX();\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) private(oneline_features) firstprivate(tmp_label, feature_row)\n    for (data_size_t i = 0; i < static_cast<data_size_t>(lines.size()); ++i) {\n      OMP_LOOP_EX_BEGIN();\n      const int tid = omp_get_thread_num();\n      oneline_features.clear();\n      // parser\n      parser->ParseOneLine(lines[i].c_str(), &oneline_features, &tmp_label);\n      // set initial score\n      if (!init_score.empty()) {\n        std::vector<double> oneline_init_score(num_class_);\n        predict_fun_(oneline_features, oneline_init_score.data());\n        for (int k = 0; k < num_class_; ++k) {\n          init_score[k * dataset->num_data_ + start_idx + i] = static_cast<double>(oneline_init_score[k]);\n        }\n      }\n      // set label\n      dataset->metadata_.SetLabelAt(start_idx + i, static_cast<label_t>(tmp_label));\n      std::vector<bool> is_feature_added(dataset->num_features_, false);\n      // push data\n      for (auto& inner_data : oneline_features) {\n        if (inner_data.first >= dataset->num_total_features_) {\n          continue;\n        }\n        int feature_idx = dataset->used_feature_map_[inner_data.first];\n        if (feature_idx >= 0) {\n          is_feature_added[feature_idx] = true;\n          // if is used feature\n          int group = dataset->feature2group_[feature_idx];\n          int sub_feature = dataset->feature2subfeature_[feature_idx];\n          dataset->feature_groups_[group]->PushData(tid, sub_feature, start_idx + i, inner_data.second);\n          if (dataset->has_raw()) {\n            feature_row[feature_idx] = static_cast<float>(inner_data.second);\n          }\n        } else {\n          if (inner_data.first == weight_idx_) {\n            dataset->metadata_.SetWeightAt(start_idx + i, static_cast<label_t>(inner_data.second));\n          } else if (inner_data.first == group_idx_) {\n            dataset->metadata_.SetQueryAt(start_idx + i, static_cast<data_size_t>(inner_data.second));\n          }\n        }\n      }\n      if (dataset->has_raw()) {\n        for (size_t j = 0; j < feature_row.size(); ++j) {\n          int feat_ind = dataset->numeric_feature_map_[j];\n          if (feat_ind >= 0) {\n            dataset->raw_data_[feat_ind][i] = feature_row[j];\n          }\n        }\n      }\n      dataset->FinishOneRow(tid, i, is_feature_added);\n      OMP_LOOP_EX_END();\n    }\n    OMP_THROW_EX();\n  };\n  TextReader<data_size_t> text_reader(filename, config_.header, config_.file_load_progress_interval_bytes);\n  if (!used_data_indices.empty()) {\n    // only need part of data\n    text_reader.ReadPartAndProcessParallel(used_data_indices, process_fun);\n  } else {\n    // need full data\n    text_reader.ReadAllAndProcessParallel(process_fun);\n  }\n\n  // metadata_ will manage space of init_score\n  if (!init_score.empty()) {\n    dataset->metadata_.SetInitScore(init_score.data(), dataset->num_data_ * num_class_);\n  }\n  dataset->FinishLoad();\n}\n\n/*! \\brief Check can load from binary file */\nstd::string DatasetLoader::CheckCanLoadFromBin(const char* filename) {\n  std::string bin_filename(filename);\n  bin_filename.append(\".bin\");\n\n  auto reader = VirtualFileReader::Make(bin_filename.c_str());\n\n  if (!reader->Init()) {\n    bin_filename = std::string(filename);\n    reader = VirtualFileReader::Make(bin_filename.c_str());\n    if (!reader->Init()) {\n      Log::Fatal(\"Cannot open data file %s\", bin_filename.c_str());\n    }\n  }\n\n  size_t buffer_size = 256;\n  auto buffer = std::vector<char>(buffer_size);\n  // read size of token\n  size_t size_of_token = std::strlen(Dataset::binary_file_token);\n  size_t read_cnt = reader->Read(buffer.data(), size_of_token);\n  if (read_cnt == size_of_token\n      && std::string(buffer.data()) == std::string(Dataset::binary_file_token)) {\n    return bin_filename;\n  } else {\n    return std::string();\n  }\n}\n\nstd::vector<std::vector<double>> DatasetLoader::GetForcedBins(std::string forced_bins_path, int num_total_features,\n                                                              const std::unordered_set<int>& categorical_features) {\n  std::vector<std::vector<double>> forced_bins(num_total_features, std::vector<double>());\n  if (forced_bins_path != \"\") {\n    std::ifstream forced_bins_stream(forced_bins_path.c_str());\n    if (forced_bins_stream.fail()) {\n      Log::Warning(\"Could not open %s. Will ignore.\", forced_bins_path.c_str());\n    } else {\n      std::stringstream buffer;\n      buffer << forced_bins_stream.rdbuf();\n      std::string err;\n      Json forced_bins_json = Json::parse(buffer.str(), &err);\n      CHECK(forced_bins_json.is_array());\n      std::vector<Json> forced_bins_arr = forced_bins_json.array_items();\n      for (size_t i = 0; i < forced_bins_arr.size(); ++i) {\n        int feature_num = forced_bins_arr[i][\"feature\"].int_value();\n        CHECK_LT(feature_num, num_total_features);\n        if (categorical_features.count(feature_num)) {\n          Log::Warning(\"Feature %d is categorical. Will ignore forced bins for this feature.\", feature_num);\n        } else {\n          std::vector<Json> bounds_arr = forced_bins_arr[i][\"bin_upper_bound\"].array_items();\n          for (size_t j = 0; j < bounds_arr.size(); ++j) {\n            forced_bins[feature_num].push_back(bounds_arr[j].number_value());\n          }\n        }\n      }\n      // remove duplicates\n      for (int i = 0; i < num_total_features; ++i) {\n        auto new_end = std::unique(forced_bins[i].begin(), forced_bins[i].end());\n        forced_bins[i].erase(new_end, forced_bins[i].end());\n      }\n    }\n  }\n  return forced_bins;\n}\n\nvoid DatasetLoader::CheckCategoricalFeatureNumBin(\n  const std::vector<std::unique_ptr<BinMapper>>& bin_mappers,\n  const int max_bin, const std::vector<int>& max_bin_by_feature) const {\n  bool need_warning = false;\n  if (bin_mappers.size() < 1024) {\n    for (size_t i = 0; i < bin_mappers.size(); ++i) {\n      const int max_bin_for_this_feature = max_bin_by_feature.empty() ? max_bin : max_bin_by_feature[i];\n      if (bin_mappers[i] != nullptr && bin_mappers[i]->bin_type() == BinType::CategoricalBin && bin_mappers[i]->num_bin() > max_bin_for_this_feature) {\n        need_warning = true;\n        break;\n      }\n    }\n  } else {\n    const int num_threads = OMP_NUM_THREADS();\n    std::vector<bool> thread_need_warning(num_threads, false);\n    Threading::For<size_t>(0, bin_mappers.size(), 1,\n      [&bin_mappers, &thread_need_warning, &max_bin_by_feature, max_bin] (int thread_index, size_t start, size_t end) {\n        for (size_t i = start; i < end; ++i) {\n          thread_need_warning[thread_index] = false;\n          const int max_bin_for_this_feature = max_bin_by_feature.empty() ? max_bin : max_bin_by_feature[i];\n          if (bin_mappers[i] != nullptr && bin_mappers[i]->bin_type() == BinType::CategoricalBin && bin_mappers[i]->num_bin() > max_bin_for_this_feature) {\n            thread_need_warning[thread_index] = true;\n            break;\n          }\n        }\n      });\n    for (int thread_index = 0; thread_index < num_threads; ++thread_index) {\n      if (thread_need_warning[thread_index]) {\n        need_warning = true;\n        break;\n      }\n    }\n  }\n\n  if (need_warning) {\n    Log::Warning(\"Categorical features with more bins than the configured maximum bin number found.\");\n    Log::Warning(\"For categorical features, max_bin and max_bin_by_feature may be ignored with a large number of categories.\");\n  }\n}\n\n}  // namespace LightGBM\n"
  },
  {
    "path": "src/io/dense_bin.hpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n#ifndef LIGHTGBM_SRC_IO_DENSE_BIN_HPP_\n#define LIGHTGBM_SRC_IO_DENSE_BIN_HPP_\n\n#include <LightGBM/bin.h>\n#include <LightGBM/cuda/vector_cudahost.h>\n\n#include <cstdint>\n#include <cstring>\n#include <vector>\n\nnamespace LightGBM {\n\ntemplate <typename VAL_T, bool IS_4BIT>\nclass DenseBin;\n\ntemplate <typename VAL_T, bool IS_4BIT>\nclass DenseBinIterator : public BinIterator {\n public:\n  explicit DenseBinIterator(const DenseBin<VAL_T, IS_4BIT>* bin_data,\n                            uint32_t min_bin, uint32_t max_bin,\n                            uint32_t most_freq_bin)\n      : bin_data_(bin_data),\n        min_bin_(static_cast<VAL_T>(min_bin)),\n        max_bin_(static_cast<VAL_T>(max_bin)),\n        most_freq_bin_(static_cast<VAL_T>(most_freq_bin)) {\n    if (most_freq_bin_ == 0) {\n      offset_ = 1;\n    } else {\n      offset_ = 0;\n    }\n  }\n  inline uint32_t RawGet(data_size_t idx) override;\n  inline uint32_t Get(data_size_t idx) override;\n  inline void Reset(data_size_t) override {}\n\n private:\n  const DenseBin<VAL_T, IS_4BIT>* bin_data_;\n  VAL_T min_bin_;\n  VAL_T max_bin_;\n  VAL_T most_freq_bin_;\n  uint8_t offset_;\n};\n/*!\n * \\brief Used to store bins for dense feature\n * Use template to reduce memory cost\n */\ntemplate <typename VAL_T, bool IS_4BIT>\nclass DenseBin : public Bin {\n public:\n  friend DenseBinIterator<VAL_T, IS_4BIT>;\n  explicit DenseBin(data_size_t num_data)\n      : num_data_(num_data) {\n    if (IS_4BIT) {\n      CHECK_EQ(sizeof(VAL_T), 1);\n      data_.resize((num_data_ + 1) / 2, static_cast<uint8_t>(0));\n      buf_.resize((num_data_ + 1) / 2, static_cast<uint8_t>(0));\n    } else {\n      data_.resize(num_data_, static_cast<VAL_T>(0));\n    }\n  }\n\n  ~DenseBin() {}\n\n  void Push(int, data_size_t idx, uint32_t value) override {\n    if (IS_4BIT) {\n      const int i1 = idx >> 1;\n      const int i2 = (idx & 1) << 2;\n      const uint8_t val = static_cast<uint8_t>(value) << i2;\n      if (i2 == 0) {\n        data_[i1] = val;\n      } else {\n        buf_[i1] = val;\n      }\n    } else {\n      data_[idx] = static_cast<VAL_T>(value);\n    }\n  }\n\n  void ReSize(data_size_t num_data) override {\n    if (num_data_ != num_data) {\n      num_data_ = num_data;\n      if (IS_4BIT) {\n        data_.resize((num_data_ + 1) / 2, static_cast<VAL_T>(0));\n      } else {\n        data_.resize(num_data_);\n      }\n    }\n  }\n\n  BinIterator* GetIterator(uint32_t min_bin, uint32_t max_bin,\n                           uint32_t most_freq_bin) const override;\n\n  template <bool USE_INDICES, bool USE_PREFETCH, bool USE_HESSIAN>\n  void ConstructHistogramInner(const data_size_t* data_indices,\n                               data_size_t start, data_size_t end,\n                               const score_t* ordered_gradients,\n                               const score_t* ordered_hessians,\n                               hist_t* out) const {\n    data_size_t i = start;\n    hist_t* grad = out;\n    hist_t* hess = out + 1;\n    hist_cnt_t* cnt = reinterpret_cast<hist_cnt_t*>(hess);\n    if (USE_PREFETCH) {\n      const data_size_t pf_offset = 64 / sizeof(VAL_T);\n      const data_size_t pf_end = end - pf_offset;\n      for (; i < pf_end; ++i) {\n        const auto idx = USE_INDICES ? data_indices[i] : i;\n        const auto pf_idx =\n            USE_INDICES ? data_indices[i + pf_offset] : i + pf_offset;\n        if (IS_4BIT) {\n          PREFETCH_T0(data_.data() + (pf_idx >> 1));\n        } else {\n          PREFETCH_T0(data_.data() + pf_idx);\n        }\n        const auto ti = static_cast<uint32_t>(data(idx)) << 1;\n        if (USE_HESSIAN) {\n          grad[ti] += ordered_gradients[i];\n          hess[ti] += ordered_hessians[i];\n        } else {\n          grad[ti] += ordered_gradients[i];\n          ++cnt[ti];\n        }\n      }\n    }\n    for (; i < end; ++i) {\n      const auto idx = USE_INDICES ? data_indices[i] : i;\n      const auto ti = static_cast<uint32_t>(data(idx)) << 1;\n      if (USE_HESSIAN) {\n        grad[ti] += ordered_gradients[i];\n        hess[ti] += ordered_hessians[i];\n      } else {\n        grad[ti] += ordered_gradients[i];\n        ++cnt[ti];\n      }\n    }\n  }\n\n  void ConstructHistogram(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* ordered_gradients,\n                          const score_t* ordered_hessians,\n                          hist_t* out) const override {\n    ConstructHistogramInner<true, true, true>(\n        data_indices, start, end, ordered_gradients, ordered_hessians, out);\n  }\n\n  void ConstructHistogram(data_size_t start, data_size_t end,\n                          const score_t* ordered_gradients,\n                          const score_t* ordered_hessians,\n                          hist_t* out) const override {\n    ConstructHistogramInner<false, false, true>(\n        nullptr, start, end, ordered_gradients, ordered_hessians, out);\n  }\n\n  void ConstructHistogram(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* ordered_gradients,\n                          hist_t* out) const override {\n    ConstructHistogramInner<true, true, false>(data_indices, start, end,\n                                               ordered_gradients, nullptr, out);\n  }\n\n  void ConstructHistogram(data_size_t start, data_size_t end,\n                          const score_t* ordered_gradients,\n                          hist_t* out) const override {\n    ConstructHistogramInner<false, false, false>(\n        nullptr, start, end, ordered_gradients, nullptr, out);\n  }\n\n\n  template <bool USE_INDICES, bool USE_PREFETCH, bool USE_HESSIAN, typename PACKED_HIST_T, int HIST_BITS>\n  void ConstructHistogramIntInner(const data_size_t* data_indices,\n                               data_size_t start, data_size_t end,\n                               const score_t* ordered_gradients,\n                               hist_t* out) const {\n    data_size_t i = start;\n    PACKED_HIST_T* out_ptr = reinterpret_cast<PACKED_HIST_T*>(out);\n    const int16_t* gradients_ptr = reinterpret_cast<const int16_t*>(ordered_gradients);\n    const VAL_T* data_ptr_base = data_.data();\n    if (USE_PREFETCH) {\n      const data_size_t pf_offset = 64 / sizeof(VAL_T);\n      const data_size_t pf_end = end - pf_offset;\n      for (; i < pf_end; ++i) {\n        const auto idx = USE_INDICES ? data_indices[i] : i;\n        const auto pf_idx =\n            USE_INDICES ? data_indices[i + pf_offset] : i + pf_offset;\n        if (IS_4BIT) {\n          PREFETCH_T0(data_ptr_base + (pf_idx >> 1));\n        } else {\n          PREFETCH_T0(data_ptr_base + pf_idx);\n        }\n        const auto ti = static_cast<uint32_t>(data(idx));\n        const int16_t gradient_16 = gradients_ptr[i];\n        if (USE_HESSIAN) {\n          const PACKED_HIST_T gradient_packed = HIST_BITS == 8 ? gradient_16 :\n            (static_cast<PACKED_HIST_T>(static_cast<int8_t>(gradient_16 >> 8)) << HIST_BITS) | (gradient_16 & 0xff);\n          out_ptr[ti] += gradient_packed;\n        } else {\n          const PACKED_HIST_T gradient_packed = HIST_BITS == 8 ? gradient_16 :\n            (static_cast<PACKED_HIST_T>(static_cast<int8_t>(gradient_16 >> 8)) << HIST_BITS) | (1);\n          out_ptr[ti] += gradient_packed;\n        }\n      }\n    }\n    for (; i < end; ++i) {\n      const auto idx = USE_INDICES ? data_indices[i] : i;\n      const auto ti = static_cast<uint32_t>(data(idx));\n      const int16_t gradient_16 = gradients_ptr[i];\n      if (USE_HESSIAN) {\n        const PACKED_HIST_T gradient_packed = HIST_BITS == 8 ? gradient_16 :\n            (static_cast<PACKED_HIST_T>(static_cast<int8_t>(gradient_16 >> 8)) << HIST_BITS) | (gradient_16 & 0xff);\n        out_ptr[ti] += gradient_packed;\n      } else {\n        const PACKED_HIST_T gradient_packed = HIST_BITS == 8 ? gradient_16 :\n            (static_cast<PACKED_HIST_T>(static_cast<int8_t>(gradient_16 >> 8)) << HIST_BITS) | (1);\n        out_ptr[ti] += gradient_packed;\n      }\n    }\n  }\n\n  void ConstructHistogramInt8(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* ordered_gradients,\n                          const score_t* /*ordered_hessians*/,\n                          hist_t* out) const override {\n    ConstructHistogramIntInner<true, true, true, int16_t, 8>(\n        data_indices, start, end, ordered_gradients, out);\n  }\n\n  void ConstructHistogramInt8(data_size_t start, data_size_t end,\n                          const score_t* ordered_gradients,\n                          const score_t* /*ordered_hessians*/,\n                          hist_t* out) const override {\n    ConstructHistogramIntInner<false, false, true, int16_t, 8>(\n        nullptr, start, end, ordered_gradients, out);\n  }\n\n  void ConstructHistogramInt8(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* ordered_gradients,\n                          hist_t* out) const override {\n    ConstructHistogramIntInner<true, true, false, int16_t, 8>(\n      data_indices, start, end, ordered_gradients, out);\n  }\n\n  void ConstructHistogramInt8(data_size_t start, data_size_t end,\n                          const score_t* ordered_gradients,\n                          hist_t* out) const override {\n    ConstructHistogramIntInner<false, false, false, int16_t, 8>(\n        nullptr, start, end, ordered_gradients, out);\n  }\n\n  void ConstructHistogramInt16(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* ordered_gradients,\n                          const score_t* /*ordered_hessians*/,\n                          hist_t* out) const override {\n    ConstructHistogramIntInner<true, true, true, int32_t, 16>(\n        data_indices, start, end, ordered_gradients, out);\n  }\n\n  void ConstructHistogramInt16(data_size_t start, data_size_t end,\n                          const score_t* ordered_gradients,\n                          const score_t* /*ordered_hessians*/,\n                          hist_t* out) const override {\n    ConstructHistogramIntInner<false, false, true, int32_t, 16>(\n        nullptr, start, end, ordered_gradients, out);\n  }\n\n  void ConstructHistogramInt16(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* ordered_gradients,\n                          hist_t* out) const override {\n    ConstructHistogramIntInner<true, true, false, int32_t, 16>(\n      data_indices, start, end, ordered_gradients, out);\n  }\n\n  void ConstructHistogramInt16(data_size_t start, data_size_t end,\n                          const score_t* ordered_gradients,\n                          hist_t* out) const override {\n    ConstructHistogramIntInner<false, false, false, int32_t, 16>(\n        nullptr, start, end, ordered_gradients, out);\n  }\n\n  void ConstructHistogramInt32(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* ordered_gradients,\n                          const score_t* /*ordered_hessians*/,\n                          hist_t* out) const override {\n    ConstructHistogramIntInner<true, true, true, int64_t, 32>(\n        data_indices, start, end, ordered_gradients, out);\n  }\n\n  void ConstructHistogramInt32(data_size_t start, data_size_t end,\n                          const score_t* ordered_gradients,\n                          const score_t* /*ordered_hessians*/,\n                          hist_t* out) const override {\n    ConstructHistogramIntInner<false, false, true, int64_t, 32>(\n        nullptr, start, end, ordered_gradients, out);\n  }\n\n  void ConstructHistogramInt32(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* ordered_gradients,\n                          hist_t* out) const override {\n    ConstructHistogramIntInner<true, true, false, int64_t, 32>(\n      data_indices, start, end, ordered_gradients, out);\n  }\n\n  void ConstructHistogramInt32(data_size_t start, data_size_t end,\n                          const score_t* ordered_gradients,\n                          hist_t* out) const override {\n    ConstructHistogramIntInner<false, false, false, int64_t, 32>(\n        nullptr, start, end, ordered_gradients, out);\n  }\n\n  template <bool MISS_IS_ZERO, bool MISS_IS_NA, bool MFB_IS_ZERO,\n            bool MFB_IS_NA, bool USE_MIN_BIN>\n  data_size_t SplitInner(uint32_t min_bin, uint32_t max_bin,\n                         uint32_t default_bin, uint32_t most_freq_bin,\n                         bool default_left, uint32_t threshold,\n                         const data_size_t* data_indices, data_size_t cnt,\n                         data_size_t* lte_indices,\n                         data_size_t* gt_indices) const {\n    auto th = static_cast<VAL_T>(threshold + min_bin);\n    auto t_zero_bin = static_cast<VAL_T>(min_bin + default_bin);\n    if (most_freq_bin == 0) {\n      --th;\n      --t_zero_bin;\n    }\n    const auto minb = static_cast<VAL_T>(min_bin);\n    const auto maxb = static_cast<VAL_T>(max_bin);\n    data_size_t lte_count = 0;\n    data_size_t gt_count = 0;\n    data_size_t* default_indices = gt_indices;\n    data_size_t* default_count = &gt_count;\n    data_size_t* missing_default_indices = gt_indices;\n    data_size_t* missing_default_count = &gt_count;\n    if (most_freq_bin <= threshold) {\n      default_indices = lte_indices;\n      default_count = &lte_count;\n    }\n    if (MISS_IS_ZERO || MISS_IS_NA) {\n      if (default_left) {\n        missing_default_indices = lte_indices;\n        missing_default_count = &lte_count;\n      }\n    }\n    if (min_bin < max_bin) {\n      for (data_size_t i = 0; i < cnt; ++i) {\n        const data_size_t idx = data_indices[i];\n        const auto bin = data(idx);\n        if ((MISS_IS_ZERO && !MFB_IS_ZERO && bin == t_zero_bin) ||\n            (MISS_IS_NA && !MFB_IS_NA && bin == maxb)) {\n          missing_default_indices[(*missing_default_count)++] = idx;\n        } else if ((USE_MIN_BIN && (bin < minb || bin > maxb)) ||\n                   (!USE_MIN_BIN && bin == 0)) {\n          if ((MISS_IS_NA && MFB_IS_NA) || (MISS_IS_ZERO && MFB_IS_ZERO)) {\n            missing_default_indices[(*missing_default_count)++] = idx;\n          } else {\n            default_indices[(*default_count)++] = idx;\n          }\n        } else if (bin > th) {\n          gt_indices[gt_count++] = idx;\n        } else {\n          lte_indices[lte_count++] = idx;\n        }\n      }\n    } else {\n      data_size_t* max_bin_indices = gt_indices;\n      data_size_t* max_bin_count = &gt_count;\n      if (maxb <= th) {\n        max_bin_indices = lte_indices;\n        max_bin_count = &lte_count;\n      }\n      for (data_size_t i = 0; i < cnt; ++i) {\n        const data_size_t idx = data_indices[i];\n        const auto bin = data(idx);\n        if (MISS_IS_ZERO && !MFB_IS_ZERO && bin == t_zero_bin) {\n          missing_default_indices[(*missing_default_count)++] = idx;\n        } else if (bin != maxb) {\n          if ((MISS_IS_NA && MFB_IS_NA) || (MISS_IS_ZERO && MFB_IS_ZERO)) {\n            missing_default_indices[(*missing_default_count)++] = idx;\n          } else {\n            default_indices[(*default_count)++] = idx;\n          }\n        } else {\n          if (MISS_IS_NA && !MFB_IS_NA) {\n            missing_default_indices[(*missing_default_count)++] = idx;\n          } else {\n            max_bin_indices[(*max_bin_count)++] = idx;\n          }\n        }\n      }\n    }\n    return lte_count;\n  }\n\n  data_size_t Split(uint32_t min_bin, uint32_t max_bin, uint32_t default_bin,\n                    uint32_t most_freq_bin, MissingType missing_type,\n                    bool default_left, uint32_t threshold,\n                    const data_size_t* data_indices, data_size_t cnt,\n                    data_size_t* lte_indices,\n                    data_size_t* gt_indices) const override {\n#define ARGUMENTS                                                        \\\n  min_bin, max_bin, default_bin, most_freq_bin, default_left, threshold, \\\n      data_indices, cnt, lte_indices, gt_indices\n    if (missing_type == MissingType::None) {\n      return SplitInner<false, false, false, false, true>(ARGUMENTS);\n    } else if (missing_type == MissingType::Zero) {\n      if (default_bin == most_freq_bin) {\n        return SplitInner<true, false, true, false, true>(ARGUMENTS);\n      } else {\n        return SplitInner<true, false, false, false, true>(ARGUMENTS);\n      }\n    } else {\n      if (max_bin == most_freq_bin + min_bin && most_freq_bin > 0) {\n        return SplitInner<false, true, false, true, true>(ARGUMENTS);\n      } else {\n        return SplitInner<false, true, false, false, true>(ARGUMENTS);\n      }\n    }\n#undef ARGUMENTS\n  }\n\n  data_size_t Split(uint32_t max_bin, uint32_t default_bin,\n                    uint32_t most_freq_bin, MissingType missing_type,\n                    bool default_left, uint32_t threshold,\n                    const data_size_t* data_indices, data_size_t cnt,\n                    data_size_t* lte_indices,\n                    data_size_t* gt_indices) const override {\n#define ARGUMENTS                                                  \\\n  1, max_bin, default_bin, most_freq_bin, default_left, threshold, \\\n      data_indices, cnt, lte_indices, gt_indices\n    if (missing_type == MissingType::None) {\n      return SplitInner<false, false, false, false, false>(ARGUMENTS);\n    } else if (missing_type == MissingType::Zero) {\n      if (default_bin == most_freq_bin) {\n        return SplitInner<true, false, true, false, false>(ARGUMENTS);\n      } else {\n        return SplitInner<true, false, false, false, false>(ARGUMENTS);\n      }\n    } else {\n      if (max_bin == most_freq_bin + 1 && most_freq_bin > 0) {\n        return SplitInner<false, true, false, true, false>(ARGUMENTS);\n      } else {\n        return SplitInner<false, true, false, false, false>(ARGUMENTS);\n      }\n    }\n#undef ARGUMENTS\n  }\n\n  template <bool USE_MIN_BIN>\n  data_size_t SplitCategoricalInner(uint32_t min_bin, uint32_t max_bin,\n                                    uint32_t most_freq_bin,\n                                    const uint32_t* threshold,\n                                    int num_threshold,\n                                    const data_size_t* data_indices,\n                                    data_size_t cnt, data_size_t* lte_indices,\n                                    data_size_t* gt_indices) const {\n    data_size_t lte_count = 0;\n    data_size_t gt_count = 0;\n    data_size_t* default_indices = gt_indices;\n    data_size_t* default_count = &gt_count;\n    int8_t offset = most_freq_bin == 0 ? 1 : 0;\n    if (most_freq_bin > 0 &&\n        Common::FindInBitset(threshold, num_threshold, most_freq_bin)) {\n      default_indices = lte_indices;\n      default_count = &lte_count;\n    }\n    for (data_size_t i = 0; i < cnt; ++i) {\n      const data_size_t idx = data_indices[i];\n      const uint32_t bin = data(idx);\n      if (USE_MIN_BIN && (bin < min_bin || bin > max_bin)) {\n        default_indices[(*default_count)++] = idx;\n      } else if (!USE_MIN_BIN && bin == 0) {\n        default_indices[(*default_count)++] = idx;\n      } else if (Common::FindInBitset(threshold, num_threshold,\n                                      bin - min_bin + offset)) {\n        lte_indices[lte_count++] = idx;\n      } else {\n        gt_indices[gt_count++] = idx;\n      }\n    }\n    return lte_count;\n  }\n\n  data_size_t SplitCategorical(uint32_t min_bin, uint32_t max_bin,\n                               uint32_t most_freq_bin,\n                               const uint32_t* threshold, int num_threshold,\n                               const data_size_t* data_indices, data_size_t cnt,\n                               data_size_t* lte_indices,\n                               data_size_t* gt_indices) const override {\n    return SplitCategoricalInner<true>(min_bin, max_bin, most_freq_bin,\n                                       threshold, num_threshold, data_indices,\n                                       cnt, lte_indices, gt_indices);\n  }\n\n  data_size_t SplitCategorical(uint32_t max_bin, uint32_t most_freq_bin,\n                               const uint32_t* threshold, int num_threshold,\n                               const data_size_t* data_indices, data_size_t cnt,\n                               data_size_t* lte_indices,\n                               data_size_t* gt_indices) const override {\n    return SplitCategoricalInner<false>(1, max_bin, most_freq_bin, threshold,\n                                        num_threshold, data_indices, cnt,\n                                        lte_indices, gt_indices);\n  }\n\n  data_size_t num_data() const override { return num_data_; }\n\n  void* get_data() override { return data_.data(); }\n\n  void FinishLoad() override {\n    if (IS_4BIT) {\n      if (buf_.empty()) {\n        return;\n      }\n      int len = (num_data_ + 1) / 2;\n      for (int i = 0; i < len; ++i) {\n        data_[i] |= buf_[i];\n      }\n      buf_.clear();\n    }\n  }\n\n  void LoadFromMemory(\n      const void* memory,\n      const std::vector<data_size_t>& local_used_indices) override {\n    const VAL_T* mem_data = reinterpret_cast<const VAL_T*>(memory);\n    if (!local_used_indices.empty()) {\n      if (IS_4BIT) {\n        const data_size_t rest = num_data_ & 1;\n        for (int i = 0; i < num_data_ - rest; i += 2) {\n          // get old bins\n          data_size_t idx = local_used_indices[i];\n          const auto bin1 = static_cast<uint8_t>(\n              (mem_data[idx >> 1] >> ((idx & 1) << 2)) & 0xf);\n          idx = local_used_indices[i + 1];\n          const auto bin2 = static_cast<uint8_t>(\n              (mem_data[idx >> 1] >> ((idx & 1) << 2)) & 0xf);\n          // add\n          const int i1 = i >> 1;\n          data_[i1] = (bin1 | (bin2 << 4));\n        }\n        if (rest) {\n          data_size_t idx = local_used_indices[num_data_ - 1];\n          data_[num_data_ >> 1] =\n              (mem_data[idx >> 1] >> ((idx & 1) << 2)) & 0xf;\n        }\n      } else {\n        for (int i = 0; i < num_data_; ++i) {\n          data_[i] = mem_data[local_used_indices[i]];\n        }\n      }\n    } else {\n      for (size_t i = 0; i < data_.size(); ++i) {\n        data_[i] = mem_data[i];\n      }\n    }\n  }\n\n  inline VAL_T data(data_size_t idx) const {\n    if (IS_4BIT) {\n      return (data_[idx >> 1] >> ((idx & 1) << 2)) & 0xf;\n    } else {\n      return data_[idx];\n    }\n  }\n\n  void CopySubrow(const Bin* full_bin, const data_size_t* used_indices,\n                  data_size_t num_used_indices) override {\n    auto other_bin = dynamic_cast<const DenseBin<VAL_T, IS_4BIT>*>(full_bin);\n    if (IS_4BIT) {\n      const data_size_t rest = num_used_indices & 1;\n      for (int i = 0; i < num_used_indices - rest; i += 2) {\n        data_size_t idx = used_indices[i];\n        const auto bin1 = static_cast<uint8_t>(\n            (other_bin->data_[idx >> 1] >> ((idx & 1) << 2)) & 0xf);\n        idx = used_indices[i + 1];\n        const auto bin2 = static_cast<uint8_t>(\n            (other_bin->data_[idx >> 1] >> ((idx & 1) << 2)) & 0xf);\n        const int i1 = i >> 1;\n        data_[i1] = (bin1 | (bin2 << 4));\n      }\n      if (rest) {\n        data_size_t idx = used_indices[num_used_indices - 1];\n        data_[num_used_indices >> 1] =\n            (other_bin->data_[idx >> 1] >> ((idx & 1) << 2)) & 0xf;\n      }\n    } else {\n      for (int i = 0; i < num_used_indices; ++i) {\n        data_[i] = other_bin->data_[used_indices[i]];\n      }\n    }\n  }\n\n  void SaveBinaryToFile(BinaryWriter* writer) const override {\n    writer->AlignedWrite(data_.data(), sizeof(VAL_T) * data_.size());\n  }\n\n  size_t SizesInByte() const override {\n    return VirtualFileWriter::AlignedSize(sizeof(VAL_T) * data_.size());\n  }\n\n  DenseBin<VAL_T, IS_4BIT>* Clone() override;\n\n  const void* GetColWiseData(uint8_t* bit_type, bool* is_sparse, std::vector<BinIterator*>* bin_iterator, const int num_threads) const override;\n\n  const void* GetColWiseData(uint8_t* bit_type, bool* is_sparse, BinIterator** bin_iterator) const override;\n\n private:\n  data_size_t num_data_;\n#ifdef USE_CUDA\n  std::vector<VAL_T, CHAllocator<VAL_T>> data_;\n#else\n  std::vector<VAL_T, Common::AlignmentAllocator<VAL_T, kAlignedSize>> data_;\n#endif\n  std::vector<uint8_t> buf_;\n\n  DenseBin(const DenseBin<VAL_T, IS_4BIT>& other)\n      : num_data_(other.num_data_), data_(other.data_) {}\n};\n\ntemplate <typename VAL_T, bool IS_4BIT>\nDenseBin<VAL_T, IS_4BIT>* DenseBin<VAL_T, IS_4BIT>::Clone() {\n  return new DenseBin<VAL_T, IS_4BIT>(*this);\n}\n\ntemplate <typename VAL_T, bool IS_4BIT>\nuint32_t DenseBinIterator<VAL_T, IS_4BIT>::Get(data_size_t idx) {\n  auto ret = bin_data_->data(idx);\n  if (ret >= min_bin_ && ret <= max_bin_) {\n    return ret - min_bin_ + offset_;\n  } else {\n    return most_freq_bin_;\n  }\n}\n\ntemplate <typename VAL_T, bool IS_4BIT>\ninline uint32_t DenseBinIterator<VAL_T, IS_4BIT>::RawGet(data_size_t idx) {\n  return bin_data_->data(idx);\n}\n\ntemplate <typename VAL_T, bool IS_4BIT>\nBinIterator* DenseBin<VAL_T, IS_4BIT>::GetIterator(\n    uint32_t min_bin, uint32_t max_bin, uint32_t most_freq_bin) const {\n  return new DenseBinIterator<VAL_T, IS_4BIT>(this, min_bin, max_bin,\n                                              most_freq_bin);\n}\n\n}  // namespace LightGBM\n#endif  // LIGHTGBM_SRC_IO_DENSE_BIN_HPP_\n"
  },
  {
    "path": "src/io/file_io.cpp",
    "content": "/*!\n * Copyright (c) 2018-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2018-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n#include <LightGBM/utils/file_io.h>\n\n#include <LightGBM/utils/log.h>\n\n#include <algorithm>\n#include <cstdio>\n#include <memory>\n#include <sstream>\n#include <string>\n#include <unordered_map>\n\nnamespace LightGBM {\n\nstruct LocalFile : VirtualFileReader, VirtualFileWriter {\n  LocalFile(const std::string& filename, const std::string& mode)\n      : filename_(filename), mode_(mode) {}\n  virtual ~LocalFile() {\n    if (file_ != NULL) {\n      fclose(file_);\n    }\n  }\n\n  bool Init() {\n    if (file_ == NULL) {\n#if _MSC_VER\n      fopen_s(&file_, filename_.c_str(), mode_.c_str());\n#else\n      file_ = fopen(filename_.c_str(), mode_.c_str());\n#endif\n    }\n    return file_ != NULL;\n  }\n\n  bool Exists() const {\n    LocalFile file(filename_, \"rb\");\n    return file.Init();\n  }\n\n  size_t Read(void* buffer, size_t bytes) const {\n    return fread(buffer, 1, bytes, file_);\n  }\n\n  size_t Write(const void* buffer, size_t bytes) {\n    return fwrite(buffer, bytes, 1, file_) == 1 ? bytes : 0;\n  }\n\n private:\n  FILE* file_ = NULL;\n  const std::string filename_;\n  const std::string mode_;\n};\n\nstd::unique_ptr<VirtualFileReader> VirtualFileReader::Make(\n    const std::string& filename) {\n  return std::unique_ptr<VirtualFileReader>(new LocalFile(filename, \"rb\"));\n}\n\nstd::unique_ptr<VirtualFileWriter> VirtualFileWriter::Make(\n    const std::string& filename) {\n  return std::unique_ptr<VirtualFileWriter>(new LocalFile(filename, \"wb\"));\n}\n\nbool VirtualFileWriter::Exists(const std::string& filename) {\n  LocalFile file(filename, \"rb\");\n  return file.Exists();\n}\n\n}  // namespace LightGBM\n"
  },
  {
    "path": "src/io/json11.cpp",
    "content": "/* Copyright (c) 2013 Dropbox, Inc.\n *\n * Permission is hereby granted, free of charge, to any person obtaining a copy\n * of this software and associated documentation files (the \"Software\"), to deal\n * in the Software without restriction, including without limitation the rights\n * to use, copy, modify, merge, publish, distribute, sublicense, and/or sell\n * copies of the Software, and to permit persons to whom the Software is\n * furnished to do so, subject to the following conditions:\n *\n * The above copyright notice and this permission notice shall be included in\n * all copies or substantial portions of the Software.\n *\n * THE SOFTWARE IS PROVIDED \"AS IS\", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR\n * IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,\n * FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE\n * AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER\n * LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,\n * OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN\n * THE SOFTWARE.\n */\n#include <LightGBM/utils/json11.h>\n\n#include <LightGBM/utils/log.h>\n\n#include <cmath>\n#include <cstdint>\n#include <cstdio>\n#include <cstdlib>\n#include <limits>\n#include <memory>\n#include <string>\n#include <utility>\n#include <vector>\n\nnamespace json11_internal_lightgbm {\n\nstatic const int max_depth = 200;\n\nusing std::initializer_list;\nusing std::make_shared;\nusing std::map;\nusing std::string;\nusing std::vector;\n\nusing LightGBM::Log;\n\n/* Helper for representing null - just a do-nothing struct, plus comparison\n * operators so the helpers in JsonValue work. We can't use nullptr_t because\n * it may not be orderable.\n */\nstruct NullStruct {\n  bool operator==(NullStruct) const { return true; }\n  bool operator<(NullStruct) const { return false; }\n};\n\n/* * * * * * * * * * * * * * * * * * * *\n * Serialization\n */\n\nstatic void dump(NullStruct, string *out) { *out += \"null\"; }\n\nstatic void dump(double value, string *out) {\n  if (std::isfinite(value)) {\n    char buf[32];\n    snprintf(buf, sizeof buf, \"%.17g\", value);\n    *out += buf;\n  } else {\n    *out += \"null\";\n  }\n}\n\nstatic void dump(int value, string *out) {\n  char buf[32];\n  snprintf(buf, sizeof buf, \"%d\", value);\n  *out += buf;\n}\n\nstatic void dump(bool value, string *out) { *out += value ? \"true\" : \"false\"; }\n\nstatic void dump(const string &value, string *out) {\n  *out += '\"';\n  for (size_t i = 0; i < value.length(); i++) {\n    const char ch = value[i];\n    if (ch == '\\\\') {\n      *out += \"\\\\\\\\\";\n    } else if (ch == '\"') {\n      *out += \"\\\\\\\"\";\n    } else if (ch == '\\b') {\n      *out += \"\\\\b\";\n    } else if (ch == '\\f') {\n      *out += \"\\\\f\";\n    } else if (ch == '\\n') {\n      *out += \"\\\\n\";\n    } else if (ch == '\\r') {\n      *out += \"\\\\r\";\n    } else if (ch == '\\t') {\n      *out += \"\\\\t\";\n    } else if (static_cast<uint8_t>(ch) <= 0x1f) {\n      char buf[8];\n      snprintf(buf, sizeof buf, \"\\\\u%04x\", ch);\n      *out += buf;\n    } else if (static_cast<uint8_t>(ch) == 0xe2 &&\n               static_cast<uint8_t>(value[i + 1]) == 0x80 &&\n               static_cast<uint8_t>(value[i + 2]) == 0xa8) {\n      *out += \"\\\\u2028\";\n      i += 2;\n    } else if (static_cast<uint8_t>(ch) == 0xe2 &&\n               static_cast<uint8_t>(value[i + 1]) == 0x80 &&\n               static_cast<uint8_t>(value[i + 2]) == 0xa9) {\n      *out += \"\\\\u2029\";\n      i += 2;\n    } else {\n      *out += ch;\n    }\n  }\n  *out += '\"';\n}\n\nstatic void dump(const Json::array &values, string *out) {\n  bool first = true;\n  *out += \"[\";\n  for (const auto &value : values) {\n    if (!first) *out += \", \";\n    value.dump(out);\n    first = false;\n  }\n  *out += \"]\";\n}\n\nstatic void dump(const Json::object &values, string *out) {\n  bool first = true;\n  *out += \"{\";\n  for (const auto &kv : values) {\n    if (!first) *out += \", \";\n    dump(kv.first, out);\n    *out += \": \";\n    kv.second.dump(out);\n    first = false;\n  }\n  *out += \"}\";\n}\n\nvoid Json::dump(string *out) const { m_ptr->dump(out); }\n\n/* * * * * * * * * * * * * * * * * * * *\n * Value wrappers\n */\n\ntemplate <Json::Type tag, typename T>\nclass Value : public JsonValue {\n protected:\n  // Constructors\n  explicit Value(const T &value) : m_value(value) {}\n  explicit Value(T &&value) : m_value(std::move(value)) {}\n\n  // Get type tag\n  Json::Type type() const override { return tag; }\n\n  // Comparisons\n  bool equals(const JsonValue *other) const override {\n    return m_value == static_cast<const Value<tag, T> *>(other)->m_value;\n  }\n  bool less(const JsonValue *other) const override {\n    return m_value < (static_cast<const Value<tag, T> *>(other)->m_value);\n  }\n\n  const T m_value;\n  void dump(string *out) const override { json11_internal_lightgbm::dump(m_value, out); }\n};\n\nclass JsonDouble final : public Value<Json::NUMBER, double> {\n  double number_value() const override { return m_value; }\n  int int_value() const override { return static_cast<int>(m_value); }\n  bool equals(const JsonValue *other) const override {\n    return m_value == other->number_value();\n  }\n  bool less(const JsonValue *other) const override {\n    return m_value < other->number_value();\n  }\n\n public:\n  explicit JsonDouble(double value) : Value(value) {}\n};\n\nclass JsonInt final : public Value<Json::NUMBER, int> {\n  double number_value() const override { return m_value; }\n  int int_value() const override { return m_value; }\n  bool equals(const JsonValue *other) const override {\n    return m_value == other->number_value();\n  }\n  bool less(const JsonValue *other) const override {\n    return m_value < other->number_value();\n  }\n\n public:\n  explicit JsonInt(int value) : Value(value) {}\n};\n\nclass JsonBoolean final : public Value<Json::BOOL, bool> {\n  bool bool_value() const override { return m_value; }\n\n public:\n  explicit JsonBoolean(bool value) : Value(value) {}\n};\n\nclass JsonString final : public Value<Json::STRING, string> {\n  const string &string_value() const override { return m_value; }\n\n public:\n  explicit JsonString(const string &value) : Value(value) {}\n  explicit JsonString(string &&value) : Value(std::move(value)) {}\n};\n\nclass JsonArray final : public Value<Json::ARRAY, Json::array> {\n  const Json::array &array_items() const override { return m_value; }\n  const Json &operator[](size_t i) const override;\n\n public:\n  explicit JsonArray(const Json::array &value) : Value(value) {}\n  explicit JsonArray(Json::array &&value) : Value(std::move(value)) {}\n};\n\nclass JsonObject final : public Value<Json::OBJECT, Json::object> {\n  const Json::object &object_items() const override { return m_value; }\n  const Json &operator[](const string &key) const override;\n\n public:\n  explicit JsonObject(const Json::object &value) : Value(value) {}\n  explicit JsonObject(Json::object &&value) : Value(std::move(value)) {}\n};\n\nclass JsonNull final : public Value<Json::NUL, NullStruct> {\n public:\n  JsonNull() : Value({}) {}\n};\n\n/* * * * * * * * * * * * * * * * * * * *\n * Static globals - static-init-safe\n */\nstruct Statics {\n  const std::shared_ptr<JsonValue> null = make_shared<JsonNull>();\n  const std::shared_ptr<JsonValue> t = make_shared<JsonBoolean>(true);\n  const std::shared_ptr<JsonValue> f = make_shared<JsonBoolean>(false);\n  const string empty_string;\n  const vector<Json> empty_vector;\n  const map<string, Json> empty_map;\n  Statics() {}\n};\n\nstatic const Statics &statics() {\n  static const Statics s{};\n  return s;\n}\n\nstatic const Json &static_null() {\n  // This has to be separate, not in Statics, because Json() accesses\n  // statics().null.\n  static const Json json_null;\n  return json_null;\n}\n\n/* * * * * * * * * * * * * * * * * * * *\n * Constructors\n */\n\nJson::Json() noexcept : m_ptr(statics().null) {}\nJson::Json(std::nullptr_t) noexcept : m_ptr(statics().null) {}\nJson::Json(double value) : m_ptr(make_shared<JsonDouble>(value)) {}\nJson::Json(int value) : m_ptr(make_shared<JsonInt>(value)) {}\nJson::Json(bool value) : m_ptr(value ? statics().t : statics().f) {}\nJson::Json(const string &value) : m_ptr(make_shared<JsonString>(value)) {}\nJson::Json(string &&value) : m_ptr(make_shared<JsonString>(std::move(value))) {}\nJson::Json(const char *value) : m_ptr(make_shared<JsonString>(value)) {}\nJson::Json(const Json::array &values) : m_ptr(make_shared<JsonArray>(values)) {}\nJson::Json(Json::array &&values)\n    : m_ptr(make_shared<JsonArray>(std::move(values))) {}\nJson::Json(const Json::object &values)\n    : m_ptr(make_shared<JsonObject>(values)) {}\nJson::Json(Json::object &&values)\n    : m_ptr(make_shared<JsonObject>(std::move(values))) {}\n\n/* * * * * * * * * * * * * * * * * * * *\n * Accessors\n */\n\nJson::Type Json::type() const { return m_ptr->type(); }\ndouble Json::number_value() const { return m_ptr->number_value(); }\nint Json::int_value() const { return m_ptr->int_value(); }\nbool Json::bool_value() const { return m_ptr->bool_value(); }\nconst string &Json::string_value() const { return m_ptr->string_value(); }\nconst vector<Json> &Json::array_items() const { return m_ptr->array_items(); }\nconst map<string, Json> &Json::object_items() const {\n  return m_ptr->object_items();\n}\nconst Json &Json::operator[](size_t i) const { return (*m_ptr)[i]; }\nconst Json &Json::operator[](const string &key) const { return (*m_ptr)[key]; }\n\ndouble JsonValue::number_value() const { return 0; }\nint JsonValue::int_value() const { return 0; }\nbool JsonValue::bool_value() const { return false; }\nconst string &JsonValue::string_value() const { return statics().empty_string; }\nconst vector<Json> &JsonValue::array_items() const {\n  return statics().empty_vector;\n}\nconst map<string, Json> &JsonValue::object_items() const {\n  return statics().empty_map;\n}\nconst Json &JsonValue::operator[](size_t) const { return static_null(); }\nconst Json &JsonValue::operator[](const string &) const {\n  return static_null();\n}\n\nconst Json &JsonObject::operator[](const string &key) const {\n  auto iter = m_value.find(key);\n  return (iter == m_value.end()) ? static_null() : iter->second;\n}\nconst Json &JsonArray::operator[](size_t i) const {\n  if (i >= m_value.size())\n    return static_null();\n  else\n    return m_value[i];\n}\n\n/* * * * * * * * * * * * * * * * * * * *\n * Comparison\n */\n\nbool Json::operator==(const Json &other) const {\n  if (m_ptr == other.m_ptr) return true;\n  if (m_ptr->type() != other.m_ptr->type()) return false;\n\n  return m_ptr->equals(other.m_ptr.get());\n}\n\nbool Json::operator<(const Json &other) const {\n  if (m_ptr == other.m_ptr) return false;\n  if (m_ptr->type() != other.m_ptr->type())\n    return m_ptr->type() < other.m_ptr->type();\n\n  return m_ptr->less(other.m_ptr.get());\n}\n\n/* * * * * * * * * * * * * * * * * * * *\n * Parsing\n */\n\n/* esc(c)\n *\n * Format char c suitable for printing in an error message.\n */\nstatic inline string esc(char c) {\n  char buf[12];\n  if (static_cast<uint8_t>(c) >= 0x20 && static_cast<uint8_t>(c) <= 0x7f) {\n    snprintf(buf, sizeof buf, \"'%c' (%d)\", c, c);\n  } else {\n    snprintf(buf, sizeof buf, \"(%d)\", c);\n  }\n  return string(buf);\n}\n\ntemplate <typename T>\nstatic inline bool in_range(T x, T lower, T upper) {\n  return (x >= lower && x <= upper);\n}\n\nnamespace {\n/* JsonParser\n *\n * Object that tracks all state of an in-progress parse.\n */\nstruct JsonParser final {\n  /* State\n   */\n  const char *str;\n  const size_t str_len;\n  size_t i;\n  string *err;\n  bool failed;\n  const JsonParse strategy;\n\n  /* fail(msg, err_ret = Json())\n   *\n   * Mark this parse as failed.\n   */\n  Json fail(string &&msg) { return fail(std::move(msg), Json()); }\n\n  template <typename T>\n  T fail(string &&msg, const T err_ret) {\n    if (!failed) *err = std::move(msg);\n    failed = true;\n    return err_ret;\n  }\n\n  /* consume_whitespace()\n   *\n   * Advance until the current character is non-whitespace.\n   */\n  void consume_whitespace() {\n    while (str[i] == ' ' || str[i] == '\\r' || str[i] == '\\n' || str[i] == '\\t')\n      i++;\n  }\n\n  /* consume_comment()\n   *\n   * Advance comments (c-style inline and multiline).\n   */\n  bool consume_comment() {\n    bool comment_found = false;\n    if (str[i] == '/') {\n      i++;\n      if (i == str_len)\n        return fail(\"Unexpected end of input after start of comment\", false);\n      if (str[i] == '/') {  // inline comment\n        i++;\n        // advance until next line, or end of input\n        while (i < str_len && str[i] != '\\n') {\n          i++;\n        }\n        comment_found = true;\n      } else if (str[i] == '*') {  // multiline comment\n        i++;\n        if (i > str_len - 2)\n          return fail(\"Unexpected end of input inside multi-line comment\",\n                      false);\n        // advance until closing tokens\n        while (!(str[i] == '*' && str[i + 1] == '/')) {\n          i++;\n          if (i > str_len - 2)\n            return fail(\"Unexpected end of input inside multi-line comment\",\n                        false);\n        }\n        i += 2;\n        comment_found = true;\n      } else {\n        return fail(\"Malformed comment\", false);\n      }\n    }\n    return comment_found;\n  }\n\n  /* consume_garbage()\n   *\n   * Advance until the current character is non-whitespace and non-comment.\n   */\n  void consume_garbage() {\n    consume_whitespace();\n    if (strategy == JsonParse::COMMENTS) {\n      bool comment_found = false;\n      do {\n        comment_found = consume_comment();\n        if (failed) return;\n        consume_whitespace();\n      } while (comment_found);\n    }\n  }\n\n  /* get_next_token()\n   *\n   * Return the next non-whitespace character. If the end of the input is\n   * reached, flag an error and return 0.\n   */\n  char get_next_token() {\n    consume_garbage();\n    if (failed) return char{0};\n    if (i == str_len) return fail(\"Unexpected end of input\", char{0});\n\n    return str[i++];\n  }\n\n  /* encode_utf8(pt, out)\n   *\n   * Encode pt as UTF-8 and add it to out.\n   */\n  void encode_utf8(int64_t pt, string* out) {\n    if (pt < 0) return;\n\n    if (pt < 0x80) {\n      *out += static_cast<char>(pt);\n    } else if (pt < 0x800) {\n      *out += static_cast<char>((pt >> 6) | 0xC0);\n      *out += static_cast<char>((pt & 0x3F) | 0x80);\n    } else if (pt < 0x10000) {\n      *out += static_cast<char>((pt >> 12) | 0xE0);\n      *out += static_cast<char>(((pt >> 6) & 0x3F) | 0x80);\n      *out += static_cast<char>((pt & 0x3F) | 0x80);\n    } else {\n      *out += static_cast<char>((pt >> 18) | 0xF0);\n      *out += static_cast<char>(((pt >> 12) & 0x3F) | 0x80);\n      *out += static_cast<char>(((pt >> 6) & 0x3F) | 0x80);\n      *out += static_cast<char>((pt & 0x3F) | 0x80);\n    }\n  }\n\n  /* parse_string()\n   *\n   * Parse a string, starting at the current position.\n   */\n  string parse_string() {\n    string out;\n    int64_t last_escaped_codepoint = -1;\n    while (true) {\n      if (i == str_len) return fail(\"Unexpected end of input in string\", \"\");\n\n      char ch = str[i++];\n\n      if (ch == '\"') {\n        encode_utf8(last_escaped_codepoint, &out);\n        return out;\n      }\n\n      if (in_range<int64_t>(ch, 0, 0x1f))\n        return fail(\"Unescaped \" + esc(ch) + \" in string\", \"\");\n\n      // The usual case: non-escaped characters\n      if (ch != '\\\\') {\n        encode_utf8(last_escaped_codepoint, &out);\n        last_escaped_codepoint = -1;\n        out += ch;\n        continue;\n      }\n\n      // Handle escapes\n      if (i == str_len) return fail(\"Unexpected end of input in string\", \"\");\n\n      ch = str[i++];\n\n      if (ch == 'u') {\n        // Extract 4-byte escape sequence\n        string esc = string(str + i, 4);\n        // Explicitly check length of the substring. The following loop\n        // relies on std::string returning the terminating NUL when\n        // accessing str[length]. Checking here reduces brittleness.\n        if (esc.length() < 4) {\n          return fail(\"Bad \\\\u escape: \" + esc, \"\");\n        }\n        for (size_t j = 0; j < 4; j++) {\n          if (!in_range(esc[j], 'a', 'f') && !in_range(esc[j], 'A', 'F') &&\n              !in_range(esc[j], '0', '9'))\n            return fail(\"Bad \\\\u escape: \" + esc, \"\");\n        }\n\n        int64_t codepoint =\n            static_cast<int64_t>(strtol(esc.data(), nullptr, 16));\n\n        // JSON specifies that characters outside the BMP shall be encoded as a\n        // pair of 4-hex-digit \\u escapes encoding their surrogate pair\n        // components. Check whether we're in the middle of such a beast: the\n        // previous codepoint was an escaped lead (high) surrogate, and this is\n        // a trail (low) surrogate.\n        if (in_range<int64_t>(last_escaped_codepoint, 0xD800, 0xDBFF) &&\n            in_range<int64_t>(codepoint, 0xDC00, 0xDFFF)) {\n          // Reassemble the two surrogate pairs into one astral-plane character,\n          // per the UTF-16 algorithm.\n          encode_utf8((((last_escaped_codepoint - 0xD800) << 10) |\n                       (codepoint - 0xDC00)) +\n                          0x10000,\n                      &out);\n          last_escaped_codepoint = -1;\n        } else {\n          encode_utf8(last_escaped_codepoint, &out);\n          last_escaped_codepoint = codepoint;\n        }\n\n        i += 4;\n        continue;\n      }\n\n      encode_utf8(last_escaped_codepoint, &out);\n      last_escaped_codepoint = -1;\n\n      if (ch == 'b') {\n        out += '\\b';\n      } else if (ch == 'f') {\n        out += '\\f';\n      } else if (ch == 'n') {\n        out += '\\n';\n      } else if (ch == 'r') {\n        out += '\\r';\n      } else if (ch == 't') {\n        out += '\\t';\n      } else if (ch == '\"' || ch == '\\\\' || ch == '/') {\n        out += ch;\n      } else {\n        return fail(\"Invalid escape character \" + esc(ch), \"\");\n      }\n    }\n  }\n\n  /* parse_number()\n   *\n   * Parse a double.\n   */\n  Json parse_number() {\n    size_t start_pos = i;\n\n    if (str[i] == '-') i++;\n\n    // Integer part\n    if (str[i] == '0') {\n      i++;\n      if (in_range(str[i], '0', '9'))\n        return fail(\"Leading 0s not permitted in numbers\");\n    } else if (in_range(str[i], '1', '9')) {\n      i++;\n      while (in_range(str[i], '0', '9')) i++;\n    } else {\n      return fail(\"Invalid \" + esc(str[i]) + \" in number\");\n    }\n\n    if (str[i] != '.' && str[i] != 'e' && str[i] != 'E' &&\n        (i - start_pos) <=\n            static_cast<size_t>(std::numeric_limits<int>::digits10)) {\n      return Json(std::atoi(str + start_pos));\n    }\n\n    // Decimal part\n    if (str[i] == '.') {\n      i++;\n      if (!in_range(str[i], '0', '9'))\n        return fail(\"At least one digit required in fractional part\");\n\n      while (in_range(str[i], '0', '9')) i++;\n    }\n\n    // Exponent part\n    if (str[i] == 'e' || str[i] == 'E') {\n      i++;\n\n      if (str[i] == '+' || str[i] == '-') i++;\n\n      if (!in_range(str[i], '0', '9'))\n        return fail(\"At least one digit required in exponent\");\n\n      while (in_range(str[i], '0', '9')) i++;\n    }\n\n    return Json(std::strtod(str + start_pos, nullptr));\n  }\n\n  /* expect(str, res)\n   *\n   * Expect that 'str' starts at the character that was just read. If it does,\n   * advance the input and return res. If not, flag an error.\n   */\n  Json expect(const string &expected, Json res) {\n    CHECK_NE(i, 0)\n    i--;\n    auto substr = string(str + i, expected.length());\n    if (substr == expected) {\n      i += expected.length();\n      return res;\n    } else {\n      return fail(\"Parse error: expected \" + expected + \", got \" + substr);\n    }\n  }\n\n  /* parse_json()\n   *\n   * Parse a JSON object.\n   */\n  Json parse_json(int depth) {\n    if (depth > max_depth) {\n      return fail(\"Exceeded maximum nesting depth\");\n    }\n\n    char ch = get_next_token();\n    if (failed) return Json();\n\n    if (ch == '-' || (ch >= '0' && ch <= '9')) {\n      i--;\n      return parse_number();\n    }\n\n    if (ch == 't') return expect(\"true\", Json(true));\n\n    if (ch == 'f') return expect(\"false\", Json(false));\n\n    if (ch == 'n') return expect(\"null\", Json());\n\n    if (ch == '\"') return Json(parse_string());\n\n    if (ch == '{') {\n      map<string, Json> data;\n      ch = get_next_token();\n      if (ch == '}') return Json(data);\n\n      while (1) {\n        if (ch != '\"') return fail(\"Expected '\\\"' in object, got \" + esc(ch));\n\n        string key = parse_string();\n        if (failed) return Json();\n\n        ch = get_next_token();\n        if (ch != ':') return fail(\"Expected ':' in object, got \" + esc(ch));\n\n        data[std::move(key)] = parse_json(depth + 1);\n        if (failed) return Json();\n\n        ch = get_next_token();\n        if (ch == '}') break;\n        if (ch != ',') return fail(\"Expected ',' in object, got \" + esc(ch));\n\n        ch = get_next_token();\n      }\n      return Json(data);\n    }\n\n    if (ch == '[') {\n      vector<Json> data;\n      ch = get_next_token();\n      if (ch == ']') return Json(data);\n\n      while (1) {\n        i--;\n        data.push_back(parse_json(depth + 1));\n        if (failed) return Json();\n\n        ch = get_next_token();\n        if (ch == ']') break;\n        if (ch != ',') return fail(\"Expected ',' in list, got \" + esc(ch));\n\n        ch = get_next_token();\n        (void)ch;\n      }\n      return Json(data);\n    }\n\n    return fail(\"Expected value, got \" + esc(ch));\n  }\n};\n}  // namespace\n\nJson Json::parse(const string &in, string *err, JsonParse strategy) {\n  JsonParser parser{in.c_str(), in.size(), 0, err, false, strategy};\n  Json result = parser.parse_json(0);\n\n  // Check for any trailing garbage\n  parser.consume_garbage();\n  if (parser.failed) return Json();\n  if (parser.i != in.size())\n    return parser.fail(\"Unexpected trailing \" + esc(in[parser.i]));\n\n  return result;\n}\n\n// Documented in json11.hpp\nvector<Json> Json::parse_multi(const string &in,\n                               std::string::size_type *parser_stop_pos,\n                               string *err, JsonParse strategy) {\n  JsonParser parser{in.c_str(), in.size(), 0, err, false, strategy};\n  *parser_stop_pos = 0;\n  vector<Json> json_vec;\n  while (parser.i != in.size() && !parser.failed) {\n    json_vec.push_back(parser.parse_json(0));\n    if (parser.failed) break;\n\n    // Check for another object\n    parser.consume_garbage();\n    if (parser.failed) break;\n    *parser_stop_pos = parser.i;\n  }\n  return json_vec;\n}\n\n/* * * * * * * * * * * * * * * * * * * *\n * Shape-checking\n */\n\nbool Json::has_shape(const shape &types, string *err) const {\n  if (!is_object()) {\n    *err = \"Expected JSON object, got \" + dump();\n    return false;\n  }\n\n  for (auto &item : types) {\n    if ((*this)[item.first].type() != item.second) {\n      *err = \"Bad type for \" + item.first + \" in \" + dump();\n      return false;\n    }\n  }\n\n  return true;\n}\n\n}  // namespace json11_internal_lightgbm\n"
  },
  {
    "path": "src/io/metadata.cpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#include <LightGBM/dataset.h>\n#include <LightGBM/utils/common.h>\n\n#include <set>\n#include <string>\n#include <unordered_map>\n#include <vector>\n\nnamespace LightGBM {\n\nMetadata::Metadata() {\n  num_weights_ = 0;\n  num_init_score_ = 0;\n  num_data_ = 0;\n  num_queries_ = 0;\n  num_positions_ = 0;\n  weight_load_from_file_ = false;\n  position_load_from_file_ = false;\n  query_load_from_file_ = false;\n  init_score_load_from_file_ = false;\n  #ifdef USE_CUDA\n  cuda_metadata_ = nullptr;\n  #endif  // USE_CUDA\n}\n\nvoid Metadata::Init(const char* data_filename) {\n  data_filename_ = data_filename;\n  // for lambdarank, it needs query data for partition data in distributed learning\n  LoadQueryBoundaries();\n  LoadWeights();\n  LoadPositions();\n  CalculateQueryWeights();\n  LoadInitialScore(data_filename_);\n}\n\nMetadata::~Metadata() {\n}\n\nvoid Metadata::Init(data_size_t num_data, int weight_idx, int query_idx) {\n  num_data_ = num_data;\n  label_ = std::vector<label_t>(num_data_);\n  if (weight_idx >= 0) {\n    if (!weights_.empty()) {\n      Log::Info(\"Using weights in data file, ignoring the additional weights file\");\n      weights_.clear();\n    }\n    weights_ = std::vector<label_t>(num_data_, 0.0f);\n    num_weights_ = num_data_;\n    weight_load_from_file_ = false;\n  }\n  if (query_idx >= 0) {\n    if (!query_boundaries_.empty()) {\n      Log::Info(\"Using query id in data file, ignoring the additional query file\");\n      query_boundaries_.clear();\n    }\n    if (!query_weights_.empty()) {\n      query_weights_.clear();\n    }\n    queries_ = std::vector<data_size_t>(num_data_, 0);\n    query_load_from_file_ = false;\n  }\n}\n\nvoid Metadata::InitByReference(data_size_t num_data, const Metadata* reference) {\n  int has_weights = reference->num_weights_ > 0;\n  int has_init_scores = reference->num_init_score_ > 0;\n  int has_queries = reference->num_queries_ > 0;\n  int nclasses = reference->num_init_score_classes();\n  Init(num_data, has_weights, has_init_scores, has_queries, nclasses);\n}\n\nvoid Metadata::Init(data_size_t num_data, int32_t has_weights, int32_t has_init_scores, int32_t has_queries, int32_t nclasses) {\n  num_data_ = num_data;\n  label_ = std::vector<label_t>(num_data_);\n  if (has_weights) {\n    if (!weights_.empty()) {\n      Log::Fatal(\"Calling Init() on Metadata weights that have already been initialized\");\n    }\n    weights_.resize(num_data_, 0.0f);\n    num_weights_ = num_data_;\n    weight_load_from_file_ = false;\n  }\n  if (has_init_scores) {\n    if (!init_score_.empty()) {\n      Log::Fatal(\"Calling Init() on Metadata initial scores that have already been initialized\");\n    }\n    num_init_score_ = static_cast<int64_t>(num_data) * nclasses;\n    init_score_.resize(num_init_score_, 0);\n  }\n  if (has_queries) {\n    if (!query_weights_.empty()) {\n      Log::Fatal(\"Calling Init() on Metadata queries that have already been initialized\");\n    }\n    queries_.resize(num_data_, 0);\n    query_load_from_file_ = false;\n  }\n}\n\nvoid Metadata::Init(const Metadata& fullset, const data_size_t* used_indices, data_size_t num_used_indices) {\n  num_data_ = num_used_indices;\n\n  label_.resize(num_used_indices);\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 512) if (num_used_indices >= 1024)\n  for (data_size_t i = 0; i < num_used_indices; ++i) {\n    label_[i] = fullset.label_[used_indices[i]];\n  }\n\n  if (!fullset.weights_.empty()) {\n    weights_ = std::vector<label_t>(num_used_indices);\n    num_weights_ = num_used_indices;\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 512) if (num_used_indices >= 1024)\n    for (data_size_t i = 0; i < num_used_indices; ++i) {\n      weights_[i] = fullset.weights_[used_indices[i]];\n    }\n  } else {\n    num_weights_ = 0;\n  }\n\n  if (!fullset.init_score_.empty()) {\n    int num_class = static_cast<int>(fullset.num_init_score_ / fullset.num_data_);\n    init_score_ = std::vector<double>(static_cast<size_t>(num_used_indices) * num_class);\n    num_init_score_ = static_cast<int64_t>(num_used_indices) * num_class;\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n    for (int k = 0; k < num_class; ++k) {\n      const size_t offset_dest = static_cast<size_t>(k) * num_data_;\n      const size_t offset_src = static_cast<size_t>(k) * fullset.num_data_;\n      for (data_size_t i = 0; i < num_used_indices; ++i) {\n        init_score_[offset_dest + i] = fullset.init_score_[offset_src + used_indices[i]];\n      }\n    }\n  } else {\n    num_init_score_ = 0;\n  }\n\n  if (!fullset.query_boundaries_.empty()) {\n    std::vector<data_size_t> used_query;\n    data_size_t data_idx = 0;\n    for (data_size_t qid = 0; qid < num_queries_ && data_idx < num_used_indices; ++qid) {\n      data_size_t start = fullset.query_boundaries_[qid];\n      data_size_t end = fullset.query_boundaries_[qid + 1];\n      data_size_t len = end - start;\n      if (used_indices[data_idx] > start) {\n        continue;\n      } else if (used_indices[data_idx] == start) {\n        if (num_used_indices >= data_idx + len && used_indices[data_idx + len - 1] == end - 1) {\n          used_query.push_back(qid);\n          data_idx += len;\n        } else {\n          Log::Fatal(\"Data partition error, data didn't match queries\");\n        }\n      } else {\n        Log::Fatal(\"Data partition error, data didn't match queries\");\n      }\n    }\n    query_boundaries_ = std::vector<data_size_t>(used_query.size() + 1);\n    num_queries_ = static_cast<data_size_t>(used_query.size());\n    query_boundaries_[0] = 0;\n    for (data_size_t i = 0; i < num_queries_; ++i) {\n      data_size_t qid = used_query[i];\n      data_size_t len = fullset.query_boundaries_[qid + 1] - fullset.query_boundaries_[qid];\n      query_boundaries_[i + 1] = query_boundaries_[i] + len;\n    }\n  } else {\n    num_queries_ = 0;\n  }\n}\n\nvoid Metadata::PartitionLabel(const std::vector<data_size_t>& used_indices) {\n  if (used_indices.empty()) {\n    return;\n  }\n  auto old_label = label_;\n  num_data_ = static_cast<data_size_t>(used_indices.size());\n  label_ = std::vector<label_t>(num_data_);\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 512) if (num_data_ >= 1024)\n  for (data_size_t i = 0; i < num_data_; ++i) {\n    label_[i] = old_label[used_indices[i]];\n  }\n  old_label.clear();\n}\n\nvoid Metadata::CalculateQueryBoundaries() {\n  if (!queries_.empty()) {\n    // need convert query_id to boundaries\n    std::vector<data_size_t> tmp_buffer;\n    data_size_t last_qid = -1;\n    data_size_t cur_cnt = 0;\n    for (data_size_t i = 0; i < num_data_; ++i) {\n      if (last_qid != queries_[i]) {\n        if (cur_cnt > 0) {\n          tmp_buffer.push_back(cur_cnt);\n        }\n        cur_cnt = 0;\n        last_qid = queries_[i];\n      }\n      ++cur_cnt;\n    }\n    tmp_buffer.push_back(cur_cnt);\n    query_boundaries_ = std::vector<data_size_t>(tmp_buffer.size() + 1);\n    num_queries_ = static_cast<data_size_t>(tmp_buffer.size());\n    query_boundaries_[0] = 0;\n    for (size_t i = 0; i < tmp_buffer.size(); ++i) {\n      query_boundaries_[i + 1] = query_boundaries_[i] + tmp_buffer[i];\n    }\n    CalculateQueryWeights();\n    queries_.clear();\n  }\n}\n\nvoid Metadata::CheckOrPartition(data_size_t num_all_data, const std::vector<data_size_t>& used_data_indices) {\n  if (used_data_indices.empty()) {\n     CalculateQueryBoundaries();\n    // check weights\n    if (!weights_.empty() && num_weights_ != num_data_) {\n      weights_.clear();\n      num_weights_ = 0;\n      Log::Fatal(\"Weights size doesn't match data size\");\n    }\n\n    // check positions\n    if (!positions_.empty() && num_positions_ != num_data_) {\n      Log::Fatal(\"Positions size (%i) doesn't match data size (%i)\", num_positions_, num_data_);\n      positions_.clear();\n      num_positions_ = 0;\n    }\n\n    // check query boundaries\n    if (!query_boundaries_.empty() && query_boundaries_[num_queries_] != num_data_) {\n      query_boundaries_.clear();\n      num_queries_ = 0;\n      Log::Fatal(\"Query size doesn't match data size\");\n    }\n\n    // contain initial score file\n    if (!init_score_.empty() && (num_init_score_ % num_data_) != 0) {\n      init_score_.clear();\n      num_init_score_ = 0;\n      Log::Fatal(\"Initial score size doesn't match data size\");\n    }\n  } else {\n    if (!queries_.empty()) {\n      Log::Fatal(\"Cannot used query_id for distributed training\");\n    }\n    data_size_t num_used_data = static_cast<data_size_t>(used_data_indices.size());\n    // check weights\n    if (weight_load_from_file_) {\n      if (weights_.size() > 0 && num_weights_ != num_all_data) {\n        weights_.clear();\n        num_weights_ = 0;\n        Log::Fatal(\"Weights size doesn't match data size\");\n      }\n      // get local weights\n      if (!weights_.empty()) {\n        auto old_weights = weights_;\n        num_weights_ = num_data_;\n        weights_ = std::vector<label_t>(num_data_);\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 512)\n        for (int i = 0; i < static_cast<int>(used_data_indices.size()); ++i) {\n          weights_[i] = old_weights[used_data_indices[i]];\n        }\n        old_weights.clear();\n      }\n    }\n    // check positions\n    if (position_load_from_file_) {\n      if (positions_.size() > 0 && num_positions_ != num_all_data) {\n        positions_.clear();\n        num_positions_ = 0;\n        Log::Fatal(\"Positions size (%i) doesn't match data size (%i)\", num_positions_, num_data_);\n      }\n      // get local positions\n      if (!positions_.empty()) {\n        auto old_positions = positions_;\n        num_positions_ = num_data_;\n        positions_ = std::vector<data_size_t>(num_data_);\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 512)\n        for (int i = 0; i < static_cast<int>(used_data_indices.size()); ++i) {\n          positions_[i] = old_positions[used_data_indices[i]];\n        }\n        old_positions.clear();\n      }\n    }\n    if (query_load_from_file_) {\n      // check query boundaries\n      if (!query_boundaries_.empty() && query_boundaries_[num_queries_] != num_all_data) {\n        query_boundaries_.clear();\n        num_queries_ = 0;\n        Log::Fatal(\"Query size doesn't match data size\");\n      }\n      // get local query boundaries\n      if (!query_boundaries_.empty()) {\n        std::vector<data_size_t> used_query;\n        data_size_t data_idx = 0;\n        for (data_size_t qid = 0; qid < num_queries_ && data_idx < num_used_data; ++qid) {\n          data_size_t start = query_boundaries_[qid];\n          data_size_t end = query_boundaries_[qid + 1];\n          data_size_t len = end - start;\n          if (used_data_indices[data_idx] > start) {\n            continue;\n          } else if (used_data_indices[data_idx] == start) {\n            if (num_used_data >= data_idx + len && used_data_indices[data_idx + len - 1] == end - 1) {\n              used_query.push_back(qid);\n              data_idx += len;\n            } else {\n              Log::Fatal(\"Data partition error, data didn't match queries\");\n            }\n          } else {\n            Log::Fatal(\"Data partition error, data didn't match queries\");\n          }\n        }\n        auto old_query_boundaries = query_boundaries_;\n        query_boundaries_ = std::vector<data_size_t>(used_query.size() + 1);\n        num_queries_ = static_cast<data_size_t>(used_query.size());\n        query_boundaries_[0] = 0;\n        for (data_size_t i = 0; i < num_queries_; ++i) {\n          data_size_t qid = used_query[i];\n          data_size_t len = old_query_boundaries[qid + 1] - old_query_boundaries[qid];\n          query_boundaries_[i + 1] = query_boundaries_[i] + len;\n        }\n        old_query_boundaries.clear();\n      }\n    }\n    if (init_score_load_from_file_) {\n      // contain initial score file\n      if (!init_score_.empty() && (num_init_score_ % num_all_data) != 0) {\n        init_score_.clear();\n        num_init_score_ = 0;\n        Log::Fatal(\"Initial score size doesn't match data size\");\n      }\n\n      // get local initial scores\n      if (!init_score_.empty()) {\n        auto old_scores = init_score_;\n        int num_class = static_cast<int>(num_init_score_ / num_all_data);\n        num_init_score_ = static_cast<int64_t>(num_data_) * num_class;\n        init_score_ = std::vector<double>(num_init_score_);\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n        for (int k = 0; k < num_class; ++k) {\n          const size_t offset_dest = static_cast<size_t>(k) * num_data_;\n          const size_t offset_src = static_cast<size_t>(k) * num_all_data;\n          for (size_t i = 0; i < used_data_indices.size(); ++i) {\n            init_score_[offset_dest + i] = old_scores[offset_src + used_data_indices[i]];\n          }\n        }\n        old_scores.clear();\n      }\n    }\n    // re-calculate query weight\n    CalculateQueryWeights();\n  }\n  if (num_queries_ > 0) {\n    Log::Debug(\"Number of queries in %s: %i. Average number of rows per query: %f.\",\n      data_filename_.c_str(), static_cast<int>(num_queries_), static_cast<double>(num_data_) / num_queries_);\n  }\n}\n\ntemplate <typename It>\nvoid Metadata::SetInitScoresFromIterator(It first, It last) {\n  std::lock_guard<std::mutex> lock(mutex_);\n  // Clear init scores on empty input\n  if (last - first == 0) {\n    init_score_.clear();\n    num_init_score_ = 0;\n    return;\n  }\n  if (((last - first) % num_data_) != 0) {\n    Log::Fatal(\"Initial score size doesn't match data size\");\n  }\n  if (init_score_.empty()) {\n    init_score_.resize(last - first);\n  }\n  num_init_score_ = last - first;\n\n  #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 512) if (num_init_score_ >= 1024)\n  for (int64_t i = 0; i < num_init_score_; ++i) {\n    init_score_[i] = Common::AvoidInf(first[i]);\n  }\n  init_score_load_from_file_ = false;\n\n  #ifdef USE_CUDA\n  if (cuda_metadata_ != nullptr) {\n    cuda_metadata_->SetInitScore(init_score_.data(), init_score_.size());\n  }\n  #endif  // USE_CUDA\n}\n\nvoid Metadata::SetInitScore(const double* init_score, data_size_t len) {\n  SetInitScoresFromIterator(init_score, init_score + len);\n}\n\nvoid Metadata::SetInitScore(const ArrowChunkedArray& array) {\n  SetInitScoresFromIterator(array.begin<double>(), array.end<double>());\n}\n\nvoid Metadata::InsertInitScores(const double* init_scores, data_size_t start_index, data_size_t len, data_size_t source_size) {\n  if (num_init_score_ <= 0) {\n    Log::Fatal(\"Inserting initial score data into dataset with no initial scores\");\n  }\n  if (start_index + len > num_data_) {\n    // Note that len here is row count, not num_init_score, so we compare against num_data\n    Log::Fatal(\"Inserted initial score data is too large for dataset\");\n  }\n  if (init_score_.empty()) {\n    init_score_.resize(num_init_score_);\n  }\n\n  int nclasses = num_init_score_classes();\n\n  for (int32_t col = 0; col < nclasses; ++col) {\n    int32_t dest_offset = num_data_ * col + start_index;\n    // We need to use source_size here, because len might not equal size (due to a partially loaded dataset)\n    int32_t source_offset = source_size * col;\n    memcpy(init_score_.data() + dest_offset, init_scores + source_offset, sizeof(double) * len);\n  }\n  init_score_load_from_file_ = false;\n  // CUDA is handled after all insertions are complete\n}\n\ntemplate <typename It>\nvoid Metadata::SetLabelsFromIterator(It first, It last) {\n  std::lock_guard<std::mutex> lock(mutex_);\n  if (num_data_ != last - first) {\n    Log::Fatal(\"Length of labels differs from the length of #data\");\n  }\n  if (label_.empty()) {\n    label_.resize(num_data_);\n  }\n\n  #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 512) if (num_data_ >= 1024)\n  for (data_size_t i = 0; i < num_data_; ++i) {\n    label_[i] = Common::AvoidInf(first[i]);\n  }\n\n  #ifdef USE_CUDA\n  if (cuda_metadata_ != nullptr) {\n    cuda_metadata_->SetLabel(label_.data(), label_.size());\n  }\n  #endif  // USE_CUDA\n}\n\nvoid Metadata::SetLabel(const label_t* label, data_size_t len) {\n  if (label == nullptr) {\n    Log::Fatal(\"label cannot be nullptr\");\n  }\n  SetLabelsFromIterator(label, label + len);\n}\n\nvoid Metadata::SetLabel(const ArrowChunkedArray& array) {\n  SetLabelsFromIterator(array.begin<label_t>(), array.end<label_t>());\n}\n\nvoid Metadata::InsertLabels(const label_t* labels, data_size_t start_index, data_size_t len) {\n  if (labels == nullptr) {\n    Log::Fatal(\"label cannot be nullptr\");\n  }\n  if (start_index + len > num_data_) {\n    Log::Fatal(\"Inserted label data is too large for dataset\");\n  }\n  if (label_.empty()) {\n    label_.resize(num_data_);\n  }\n\n  memcpy(label_.data() + start_index, labels, sizeof(label_t) * len);\n\n  // CUDA is handled after all insertions are complete\n}\n\ntemplate <typename It>\nvoid Metadata::SetWeightsFromIterator(It first, It last) {\n  std::lock_guard<std::mutex> lock(mutex_);\n  // Clear weights on empty input\n  if (last - first == 0) {\n    weights_.clear();\n    num_weights_ = 0;\n    return;\n  }\n  if (num_data_ != last - first) {\n    Log::Fatal(\"Length of weights differs from the length of #data\");\n  }\n  if (weights_.empty()) {\n    weights_.resize(num_data_);\n  }\n  num_weights_ = num_data_;\n\n  #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 512) if (num_weights_ >= 1024)\n  for (data_size_t i = 0; i < num_weights_; ++i) {\n    weights_[i] = Common::AvoidInf(first[i]);\n  }\n  CalculateQueryWeights();\n  weight_load_from_file_ = false;\n\n  #ifdef USE_CUDA\n  if (cuda_metadata_ != nullptr) {\n    cuda_metadata_->SetWeights(weights_.data(), weights_.size());\n  }\n  #endif  // USE_CUDA\n}\n\nvoid Metadata::SetWeights(const label_t* weights, data_size_t len) {\n  SetWeightsFromIterator(weights, weights + len);\n}\n\nvoid Metadata::SetWeights(const ArrowChunkedArray& array) {\n  SetWeightsFromIterator(array.begin<label_t>(), array.end<label_t>());\n}\n\nvoid Metadata::InsertWeights(const label_t* weights, data_size_t start_index, data_size_t len) {\n  if (!weights) {\n    Log::Fatal(\"Passed null weights\");\n  }\n  if (num_weights_ <= 0) {\n    Log::Fatal(\"Inserting weight data into dataset with no weights\");\n  }\n  if (start_index + len > num_weights_) {\n    Log::Fatal(\"Inserted weight data is too large for dataset\");\n  }\n  if (weights_.empty()) {\n    weights_.resize(num_weights_);\n  }\n\n  memcpy(weights_.data() + start_index, weights, sizeof(label_t) * len);\n\n  weight_load_from_file_ = false;\n  // CUDA is handled after all insertions are complete\n}\n\ntemplate <typename It>\nvoid Metadata::SetQueriesFromIterator(It first, It last) {\n  std::lock_guard<std::mutex> lock(mutex_);\n  // Clear query boundaries on empty input\n  if (last - first == 0) {\n    query_boundaries_.clear();\n    num_queries_ = 0;\n    return;\n  }\n\n  data_size_t sum = 0;\n  #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum)\n  for (data_size_t i = 0; i < static_cast<data_size_t>(last - first); ++i) {\n    sum += first[i];\n  }\n  if (num_data_ != sum) {\n    Log::Fatal(\"Sum of query counts (%i) differs from the length of #data (%i)\", num_data_, sum);\n  }\n  num_queries_ = last - first;\n\n  query_boundaries_.resize(num_queries_ + 1);\n  query_boundaries_[0] = 0;\n  for (data_size_t i = 0; i < num_queries_; ++i) {\n    query_boundaries_[i + 1] = query_boundaries_[i] + first[i];\n  }\n  CalculateQueryWeights();\n  query_load_from_file_ = false;\n\n  #ifdef USE_CUDA\n  if (cuda_metadata_ != nullptr) {\n    if (query_weights_.size() > 0) {\n      CHECK_EQ(query_weights_.size(), static_cast<size_t>(num_queries_));\n      cuda_metadata_->SetQuery(query_boundaries_.data(), query_weights_.data(), num_queries_);\n    } else {\n      cuda_metadata_->SetQuery(query_boundaries_.data(), nullptr, num_queries_);\n    }\n  }\n  #endif  // USE_CUDA\n}\n\nvoid Metadata::SetQuery(const data_size_t* query, data_size_t len) {\n  SetQueriesFromIterator(query, query + len);\n}\n\nvoid Metadata::SetQuery(const ArrowChunkedArray& array) {\n  SetQueriesFromIterator(array.begin<data_size_t>(), array.end<data_size_t>());\n}\n\nvoid Metadata::SetPosition(const data_size_t* positions, data_size_t len) {\n  std::lock_guard<std::mutex> lock(mutex_);\n  // save to nullptr\n  if (positions == nullptr || len == 0) {\n    positions_.clear();\n    num_positions_ = 0;\n    return;\n  }\n  #ifdef USE_CUDA\n  Log::Fatal(\"Positions in learning to rank is not supported in CUDA version yet.\");\n  #endif  // USE_CUDA\n  if (num_data_ != len) {\n    Log::Fatal(\"Positions size (%i) doesn't match data size (%i)\", len, num_data_);\n  }\n  if (positions_.empty()) {\n    positions_.resize(num_data_);\n  } else {\n    Log::Warning(\"Overwriting positions in dataset.\");\n  }\n  num_positions_ = num_data_;\n\n  position_load_from_file_ = false;\n\n  position_ids_.clear();\n  std::unordered_map<data_size_t, int> map_id2pos;\n  for (data_size_t i = 0; i < num_positions_; ++i) {\n    if (map_id2pos.count(positions[i]) == 0) {\n      int pos = static_cast<int>(map_id2pos.size());\n      map_id2pos[positions[i]] = pos;\n      position_ids_.push_back(std::to_string(positions[i]));\n    }\n  }\n\n  Log::Debug(\"number of unique positions found = %ld\", position_ids_.size());\n\n  #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 512) if (num_positions_ >= 1024)\n  for (data_size_t i = 0; i < num_positions_; ++i) {\n    positions_[i] = map_id2pos.at(positions[i]);\n  }\n}\n\nvoid Metadata::InsertQueries(const data_size_t* queries, data_size_t start_index, data_size_t len) {\n  if (!queries) {\n    Log::Fatal(\"Passed null queries\");\n  }\n  if (queries_.size() <= 0) {\n    Log::Fatal(\"Inserting query data into dataset with no queries\");\n  }\n  if (static_cast<size_t>(start_index + len) > queries_.size()) {\n    Log::Fatal(\"Inserted query data is too large for dataset\");\n  }\n\n  memcpy(queries_.data() + start_index, queries, sizeof(data_size_t) * len);\n\n  query_load_from_file_ = false;\n  // CUDA is handled after all insertions are complete\n}\n\nvoid Metadata::LoadWeights() {\n  num_weights_ = 0;\n  std::string weight_filename(data_filename_);\n  // default weight file name\n  weight_filename.append(\".weight\");\n  TextReader<size_t> reader(weight_filename.c_str(), false);\n  reader.ReadAllLines();\n  if (reader.Lines().empty()) {\n    return;\n  }\n  Log::Info(\"Loading weights...\");\n  num_weights_ = static_cast<data_size_t>(reader.Lines().size());\n  weights_ = std::vector<label_t>(num_weights_);\n  #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n  for (data_size_t i = 0; i < num_weights_; ++i) {\n    double tmp_weight = 0.0f;\n    Common::Atof(reader.Lines()[i].c_str(), &tmp_weight);\n    weights_[i] = Common::AvoidInf(static_cast<label_t>(tmp_weight));\n  }\n  weight_load_from_file_ = true;\n}\n\nvoid Metadata::LoadPositions() {\n  num_positions_ = 0;\n  std::string position_filename(data_filename_);\n  // default position file name\n  position_filename.append(\".position\");\n  TextReader<size_t> reader(position_filename.c_str(), false);\n  reader.ReadAllLines();\n  if (reader.Lines().empty()) {\n    return;\n  }\n  Log::Info(\"Loading positions from %s ...\", position_filename.c_str());\n  num_positions_ = static_cast<data_size_t>(reader.Lines().size());\n  positions_ = std::vector<data_size_t>(num_positions_);\n  position_ids_ = std::vector<std::string>();\n  std::unordered_map<std::string, data_size_t> map_id2pos;\n  for (data_size_t i = 0; i < num_positions_; ++i) {\n    std::string& line = reader.Lines()[i];\n    if (map_id2pos.count(line) == 0) {\n      map_id2pos[line] = static_cast<data_size_t>(position_ids_.size());\n      position_ids_.push_back(line);\n    }\n    positions_[i] = map_id2pos.at(line);\n  }\n  position_load_from_file_ = true;\n}\n\nvoid Metadata::LoadInitialScore(const std::string& data_filename) {\n  num_init_score_ = 0;\n  std::string init_score_filename(data_filename);\n  init_score_filename = std::string(data_filename);\n  // default init_score file name\n  init_score_filename.append(\".init\");\n  TextReader<size_t> reader(init_score_filename.c_str(), false);\n  reader.ReadAllLines();\n  if (reader.Lines().empty()) {\n    return;\n  }\n  Log::Info(\"Loading initial scores...\");\n\n  // use first line to count number class\n  int num_class = static_cast<int>(Common::Split(reader.Lines()[0].c_str(), '\\t').size());\n  data_size_t num_line = static_cast<data_size_t>(reader.Lines().size());\n  num_init_score_ = static_cast<int64_t>(num_line) * num_class;\n\n  init_score_ = std::vector<double>(num_init_score_);\n  if (num_class == 1) {\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n    for (data_size_t i = 0; i < num_line; ++i) {\n      double tmp = 0.0f;\n      Common::Atof(reader.Lines()[i].c_str(), &tmp);\n      init_score_[i] = Common::AvoidInf(static_cast<double>(tmp));\n    }\n  } else {\n    std::vector<std::string> oneline_init_score;\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n    for (data_size_t i = 0; i < num_line; ++i) {\n      double tmp = 0.0f;\n      oneline_init_score = Common::Split(reader.Lines()[i].c_str(), '\\t');\n      if (static_cast<int>(oneline_init_score.size()) != num_class) {\n        Log::Fatal(\"Invalid initial score file. Redundant or insufficient columns\");\n      }\n      for (int k = 0; k < num_class; ++k) {\n        Common::Atof(oneline_init_score[k].c_str(), &tmp);\n        init_score_[static_cast<size_t>(k) * num_line + i] = Common::AvoidInf(static_cast<double>(tmp));\n      }\n    }\n  }\n  init_score_load_from_file_ = true;\n}\n\nvoid Metadata::LoadQueryBoundaries() {\n  num_queries_ = 0;\n  std::string query_filename(data_filename_);\n  // default query file name\n  query_filename.append(\".query\");\n  TextReader<size_t> reader(query_filename.c_str(), false);\n  reader.ReadAllLines();\n  if (reader.Lines().empty()) {\n    return;\n  }\n  Log::Info(\"Calculating query boundaries...\");\n  query_boundaries_ = std::vector<data_size_t>(reader.Lines().size() + 1);\n  num_queries_ = static_cast<data_size_t>(reader.Lines().size());\n  query_boundaries_[0] = 0;\n  for (size_t i = 0; i < reader.Lines().size(); ++i) {\n    int tmp_cnt;\n    Common::Atoi(reader.Lines()[i].c_str(), &tmp_cnt);\n    query_boundaries_[i + 1] = query_boundaries_[i] + static_cast<data_size_t>(tmp_cnt);\n  }\n  query_load_from_file_ = true;\n}\n\nvoid Metadata::CalculateQueryWeights() {\n  if (weights_.size() == 0 || query_boundaries_.size() == 0) {\n    return;\n  }\n  query_weights_.clear();\n  Log::Info(\"Calculating query weights...\");\n  query_weights_ = std::vector<label_t>(num_queries_);\n  for (data_size_t i = 0; i < num_queries_; ++i) {\n    query_weights_[i] = 0.0f;\n    for (data_size_t j = query_boundaries_[i]; j < query_boundaries_[i + 1]; ++j) {\n      query_weights_[i] += weights_[j];\n    }\n    query_weights_[i] /= (query_boundaries_[i + 1] - query_boundaries_[i]);\n  }\n}\n\nvoid Metadata::InsertAt(data_size_t start_index,\n  data_size_t count,\n  const float* labels,\n  const float* weights,\n  const double* init_scores,\n  const int32_t* queries) {\n  if (num_data_ < count + start_index) {\n    Log::Fatal(\"Length of metadata is too long to append #data\");\n  }\n  InsertLabels(labels, start_index, count);\n  if (weights) {\n    InsertWeights(weights, start_index, count);\n  }\n  if (init_scores) {\n    InsertInitScores(init_scores, start_index, count, count);\n  }\n  if (queries) {\n    InsertQueries(queries, start_index, count);\n  }\n}\n\nvoid Metadata::FinishLoad() {\n  CalculateQueryBoundaries();\n}\n\n#ifdef USE_CUDA\nvoid Metadata::CreateCUDAMetadata(const int gpu_device_id) {\n  cuda_metadata_.reset(new CUDAMetadata(gpu_device_id));\n  cuda_metadata_->Init(label_, weights_, query_boundaries_, query_weights_, init_score_);\n}\n#endif  // USE_CUDA\n\nvoid Metadata::LoadFromMemory(const void* memory) {\n  const char* mem_ptr = reinterpret_cast<const char*>(memory);\n\n  num_data_ = *(reinterpret_cast<const data_size_t*>(mem_ptr));\n  mem_ptr += VirtualFileWriter::AlignedSize(sizeof(num_data_));\n  num_weights_ = *(reinterpret_cast<const data_size_t*>(mem_ptr));\n  mem_ptr += VirtualFileWriter::AlignedSize(sizeof(num_weights_));\n  num_queries_ = *(reinterpret_cast<const data_size_t*>(mem_ptr));\n  mem_ptr += VirtualFileWriter::AlignedSize(sizeof(num_queries_));\n\n  if (!label_.empty()) {\n    label_.clear();\n  }\n  label_ = std::vector<label_t>(num_data_);\n  std::memcpy(label_.data(), mem_ptr, sizeof(label_t) * num_data_);\n  mem_ptr += VirtualFileWriter::AlignedSize(sizeof(label_t) * num_data_);\n\n  if (num_weights_ > 0) {\n    if (!weights_.empty()) {\n      weights_.clear();\n    }\n    weights_ = std::vector<label_t>(num_weights_);\n    std::memcpy(weights_.data(), mem_ptr, sizeof(label_t) * num_weights_);\n    mem_ptr += VirtualFileWriter::AlignedSize(sizeof(label_t) * num_weights_);\n    weight_load_from_file_ = true;\n  }\n  if (num_queries_ > 0) {\n    if (!query_boundaries_.empty()) {\n      query_boundaries_.clear();\n    }\n    query_boundaries_ = std::vector<data_size_t>(num_queries_ + 1);\n    std::memcpy(query_boundaries_.data(), mem_ptr, sizeof(data_size_t) * (num_queries_ + 1));\n    mem_ptr += VirtualFileWriter::AlignedSize(sizeof(data_size_t) *\n                                              (num_queries_ + 1));\n    query_load_from_file_ = true;\n  }\n  CalculateQueryWeights();\n}\n\nvoid Metadata::SaveBinaryToFile(BinaryWriter* writer) const {\n  writer->AlignedWrite(&num_data_, sizeof(num_data_));\n  writer->AlignedWrite(&num_weights_, sizeof(num_weights_));\n  writer->AlignedWrite(&num_queries_, sizeof(num_queries_));\n  writer->AlignedWrite(label_.data(), sizeof(label_t) * num_data_);\n  if (!weights_.empty()) {\n    writer->AlignedWrite(weights_.data(), sizeof(label_t) * num_weights_);\n  }\n  if (!query_boundaries_.empty()) {\n    writer->AlignedWrite(query_boundaries_.data(),\n                         sizeof(data_size_t) * (num_queries_ + 1));\n  }\n  if (num_init_score_ > 0) {\n    Log::Warning(\"Please note that `init_score` is not saved in binary file.\\n\"\n      \"If you need it, please set it again after loading Dataset.\");\n  }\n}\n\nsize_t Metadata::SizesInByte() const {\n  size_t size = VirtualFileWriter::AlignedSize(sizeof(num_data_)) +\n                VirtualFileWriter::AlignedSize(sizeof(num_weights_)) +\n                VirtualFileWriter::AlignedSize(sizeof(num_queries_));\n  size += VirtualFileWriter::AlignedSize(sizeof(label_t) * num_data_);\n  if (!weights_.empty()) {\n    size += VirtualFileWriter::AlignedSize(sizeof(label_t) * num_weights_);\n  }\n  if (!query_boundaries_.empty()) {\n    size += VirtualFileWriter::AlignedSize(sizeof(data_size_t) *\n                                           (num_queries_ + 1));\n  }\n  return size;\n}\n\n\n}  // namespace LightGBM\n"
  },
  {
    "path": "src/io/multi_val_dense_bin.hpp",
    "content": "/*!\n * Copyright (c) 2020-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2020-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_SRC_IO_MULTI_VAL_DENSE_BIN_HPP_\n#define LIGHTGBM_SRC_IO_MULTI_VAL_DENSE_BIN_HPP_\n\n#include <LightGBM/bin.h>\n#include <LightGBM/utils/openmp_wrapper.h>\n#include <LightGBM/utils/threading.h>\n\n#include <algorithm>\n#include <cstdint>\n#include <cstring>\n#include <vector>\n\nnamespace LightGBM {\n\ntemplate <typename VAL_T>\nclass MultiValDenseBin : public MultiValBin {\n public:\n  explicit MultiValDenseBin(data_size_t num_data, int num_bin, int num_feature,\n    const std::vector<uint32_t>& offsets)\n    : num_data_(num_data), num_bin_(num_bin), num_feature_(num_feature),\n      offsets_(offsets) {\n    data_.resize(static_cast<size_t>(num_data_) * num_feature_, static_cast<VAL_T>(0));\n  }\n\n  ~MultiValDenseBin() {\n  }\n\n  data_size_t num_data() const override {\n    return num_data_;\n  }\n\n  int num_bin() const override {\n    return num_bin_;\n  }\n\n  double num_element_per_row() const override { return num_feature_; }\n\n  const std::vector<uint32_t>& offsets() const override { return offsets_; }\n\n  void PushOneRow(int , data_size_t idx, const std::vector<uint32_t>& values) override {\n    auto start = RowPtr(idx);\n    for (auto i = 0; i < num_feature_; ++i) {\n      data_[start + i] = static_cast<VAL_T>(values[i]);\n    }\n  }\n\n  void FinishLoad() override {\n  }\n\n  bool IsSparse() override {\n    return false;\n  }\n\n  template<bool USE_INDICES, bool USE_PREFETCH, bool ORDERED>\n  void ConstructHistogramInner(const data_size_t* data_indices, data_size_t start, data_size_t end,\n    const score_t* gradients, const score_t* hessians, hist_t* out) const {\n    data_size_t i = start;\n    hist_t* grad = out;\n    hist_t* hess = out + 1;\n\n    if (USE_PREFETCH) {\n      const data_size_t pf_offset = 32 / sizeof(VAL_T);\n      const data_size_t pf_end = end - pf_offset;\n\n      for (; i < pf_end; ++i) {\n        const auto idx = USE_INDICES ? data_indices[i] : i;\n        const auto pf_idx = USE_INDICES ? data_indices[i + pf_offset] : i + pf_offset;\n        if (!ORDERED) {\n          PREFETCH_T0(gradients + pf_idx);\n          PREFETCH_T0(hessians + pf_idx);\n        }\n        PREFETCH_T0(data_.data() + RowPtr(pf_idx));\n        const auto j_start = RowPtr(idx);\n        const VAL_T* data_ptr = data_.data() + j_start;\n        const score_t gradient = ORDERED ? gradients[i] : gradients[idx];\n        const score_t hessian = ORDERED ? hessians[i] : hessians[idx];\n        for (int j = 0; j < num_feature_; ++j) {\n          const uint32_t bin = static_cast<uint32_t>(data_ptr[j]);\n          const auto ti = (bin + offsets_[j]) << 1;\n          grad[ti] += gradient;\n          hess[ti] += hessian;\n        }\n      }\n    }\n    for (; i < end; ++i) {\n      const auto idx = USE_INDICES ? data_indices[i] : i;\n      const auto j_start = RowPtr(idx);\n      const VAL_T* data_ptr = data_.data() + j_start;\n      const score_t gradient = ORDERED ? gradients[i] : gradients[idx];\n      const score_t hessian = ORDERED ? hessians[i] : hessians[idx];\n      for (int j = 0; j < num_feature_; ++j) {\n        const uint32_t bin = static_cast<uint32_t>(data_ptr[j]);\n        const auto ti = (bin + offsets_[j]) << 1;\n        grad[ti] += gradient;\n        hess[ti] += hessian;\n      }\n    }\n  }\n\n  void ConstructHistogram(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* gradients,\n                          const score_t* hessians, hist_t* out) const override {\n    ConstructHistogramInner<true, true, false>(data_indices, start, end,\n                                               gradients, hessians, out);\n  }\n\n  void ConstructHistogram(data_size_t start, data_size_t end,\n                          const score_t* gradients, const score_t* hessians,\n                          hist_t* out) const override {\n    ConstructHistogramInner<false, false, false>(\n        nullptr, start, end, gradients, hessians, out);\n  }\n\n  void ConstructHistogramOrdered(const data_size_t* data_indices,\n                                 data_size_t start, data_size_t end,\n                                 const score_t* gradients,\n                                 const score_t* hessians,\n                                 hist_t* out) const override {\n    ConstructHistogramInner<true, true, true>(data_indices, start, end,\n                                              gradients, hessians, out);\n  }\n\n  template<bool USE_INDICES, bool USE_PREFETCH, bool ORDERED, typename PACKED_HIST_T, int HIST_BITS>\n  void ConstructHistogramIntInner(const data_size_t* data_indices, data_size_t start, data_size_t end,\n    const score_t* gradients_and_hessians, hist_t* out) const {\n    data_size_t i = start;\n    const VAL_T* data_ptr_base = data_.data();\n    const int16_t* gradients_and_hessians_ptr = reinterpret_cast<const int16_t*>(gradients_and_hessians);\n    PACKED_HIST_T* out_ptr = reinterpret_cast<PACKED_HIST_T*>(out);\n\n    if (USE_PREFETCH) {\n      const data_size_t pf_offset = 32 / sizeof(VAL_T);\n      const data_size_t pf_end = end - pf_offset;\n\n      for (; i < pf_end; ++i) {\n        const auto idx = USE_INDICES ? data_indices[i] : i;\n        const auto pf_idx = USE_INDICES ? data_indices[i + pf_offset] : i + pf_offset;\n        if (!ORDERED) {\n          PREFETCH_T0(gradients_and_hessians_ptr + pf_idx);\n        }\n        PREFETCH_T0(data_ptr_base + RowPtr(pf_idx));\n        const auto j_start = RowPtr(idx);\n        const VAL_T* data_ptr = data_ptr_base + j_start;\n        const int16_t gradient_16 = gradients_and_hessians_ptr[idx];\n        const PACKED_HIST_T gradient_packed = (HIST_BITS == 8) ? gradient_16 :\n          ((static_cast<PACKED_HIST_T>(static_cast<int8_t>(gradient_16 >> 8)) << HIST_BITS) |\n          static_cast<PACKED_HIST_T>(gradient_16 & 0xff));\n        for (int j = 0; j < num_feature_; ++j) {\n          const uint32_t bin = static_cast<uint32_t>(data_ptr[j]);\n          const auto ti = (bin + offsets_[j]);\n          out_ptr[ti] += gradient_packed;\n        }\n      }\n    }\n    for (; i < end; ++i) {\n      const auto idx = USE_INDICES ? data_indices[i] : i;\n      const auto j_start = RowPtr(idx);\n      const VAL_T* data_ptr = data_ptr_base + j_start;\n      const int16_t gradient_16 = gradients_and_hessians_ptr[idx];\n      const PACKED_HIST_T gradient_packed = (HIST_BITS == 8) ? gradient_16 :\n          ((static_cast<PACKED_HIST_T>(static_cast<int8_t>(gradient_16 >> 8)) << HIST_BITS) |\n          static_cast<PACKED_HIST_T>(gradient_16 & 0xff));\n      for (int j = 0; j < num_feature_; ++j) {\n        const uint32_t bin = static_cast<uint32_t>(data_ptr[j]);\n        const auto ti = (bin + offsets_[j]);\n        out_ptr[ti] += gradient_packed;\n      }\n    }\n  }\n\n  void ConstructHistogramInt32(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* gradients,\n                          const score_t* /*hessians*/, hist_t* out) const override {\n    ConstructHistogramIntInner<true, true, false, int64_t, 32>(data_indices, start, end,\n                                                               gradients, out);\n  }\n\n  void ConstructHistogramInt32(data_size_t start, data_size_t end,\n                          const score_t* gradients, const score_t* /*hessians*/,\n                          hist_t* out) const override {\n    ConstructHistogramIntInner<false, false, false, int64_t, 32>(\n        nullptr, start, end, gradients, out);\n  }\n\n  void ConstructHistogramOrderedInt32(const data_size_t* data_indices,\n                                 data_size_t start, data_size_t end,\n                                 const score_t* gradients,\n                                 const score_t* /*hessians*/,\n                                 hist_t* out) const override {\n    ConstructHistogramIntInner<true, true, true, int64_t, 32>(data_indices, start, end,\n                                                              gradients, out);\n  }\n\n  void ConstructHistogramInt16(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* gradients,\n                          const score_t* /*hessians*/, hist_t* out) const override {\n    ConstructHistogramIntInner<true, true, false, int32_t, 16>(data_indices, start, end,\n                                                               gradients, out);\n  }\n\n  void ConstructHistogramInt16(data_size_t start, data_size_t end,\n                          const score_t* gradients, const score_t* /*hessians*/,\n                          hist_t* out) const override {\n    ConstructHistogramIntInner<false, false, false, int32_t, 16>(\n        nullptr, start, end, gradients, out);\n  }\n\n  void ConstructHistogramOrderedInt16(const data_size_t* data_indices,\n                                 data_size_t start, data_size_t end,\n                                 const score_t* gradients,\n                                 const score_t* /*hessians*/,\n                                 hist_t* out) const override {\n    ConstructHistogramIntInner<true, true, true, int32_t, 16>(data_indices, start, end,\n                                                              gradients, out);\n  }\n\n  void ConstructHistogramInt8(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* gradients,\n                          const score_t* /*hessians*/, hist_t* out) const override {\n    ConstructHistogramIntInner<true, true, false, int16_t, 8>(data_indices, start, end,\n                                                               gradients, out);\n  }\n\n  void ConstructHistogramInt8(data_size_t start, data_size_t end,\n                          const score_t* gradients, const score_t* /*hessians*/,\n                          hist_t* out) const override {\n    ConstructHistogramIntInner<false, false, false, int16_t, 8>(\n        nullptr, start, end, gradients, out);\n  }\n\n  void ConstructHistogramOrderedInt8(const data_size_t* data_indices,\n                                 data_size_t start, data_size_t end,\n                                 const score_t* gradients,\n                                 const score_t* /*hessians*/,\n                                 hist_t* out) const override {\n    ConstructHistogramIntInner<true, true, true, int16_t, 8>(data_indices, start, end,\n                                                              gradients, out);\n  }\n\n  MultiValBin* CreateLike(data_size_t num_data, int num_bin, int num_feature, double,\n    const std::vector<uint32_t>& offsets) const override {\n    return new MultiValDenseBin<VAL_T>(num_data, num_bin, num_feature, offsets);\n  }\n\n  void ReSize(data_size_t num_data, int num_bin, int num_feature,\n              double, const std::vector<uint32_t>& offsets) override {\n    num_data_ = num_data;\n    num_bin_ = num_bin;\n    num_feature_ = num_feature;\n    offsets_ = offsets;\n    size_t new_size = static_cast<size_t>(num_feature_) * num_data_;\n    if (data_.size() < new_size) {\n      data_.resize(new_size, 0);\n    }\n  }\n\n  template <bool SUBROW, bool SUBCOL>\n  void CopyInner(const MultiValBin* full_bin, const data_size_t* used_indices,\n                 data_size_t num_used_indices,\n                 const std::vector<int>& used_feature_index) {\n    const auto other_bin =\n        reinterpret_cast<const MultiValDenseBin<VAL_T>*>(full_bin);\n    if (SUBROW) {\n      CHECK_EQ(num_data_, num_used_indices);\n    }\n    int n_block = 1;\n    data_size_t block_size = num_data_;\n    Threading::BlockInfo<data_size_t>(num_data_, 1024, &n_block,\n                                      &block_size);\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 1)\n    for (int tid = 0; tid < n_block; ++tid) {\n      data_size_t start = tid * block_size;\n      data_size_t end = std::min(num_data_, start + block_size);\n      for (data_size_t i = start; i < end; ++i) {\n        const auto j_start = RowPtr(i);\n        const auto other_j_start =\n            SUBROW ? other_bin->RowPtr(used_indices[i]) : other_bin->RowPtr(i);\n        for (int j = 0; j < num_feature_; ++j) {\n          if (SUBCOL) {\n            if (other_bin->data_[other_j_start + used_feature_index[j]] > 0) {\n              data_[j_start + j] = static_cast<VAL_T>(\n                  other_bin->data_[other_j_start + used_feature_index[j]]);\n            } else {\n              data_[j_start + j] = 0;\n            }\n          } else {\n            data_[j_start + j] =\n                static_cast<VAL_T>(other_bin->data_[other_j_start + j]);\n          }\n        }\n      }\n    }\n  }\n\n\n  void CopySubrow(const MultiValBin* full_bin, const data_size_t* used_indices,\n                  data_size_t num_used_indices) override {\n    CopyInner<true, false>(full_bin, used_indices, num_used_indices,\n                           std::vector<int>());\n  }\n\n  void CopySubcol(const MultiValBin* full_bin,\n                  const std::vector<int>& used_feature_index,\n                  const std::vector<uint32_t>&,\n                  const std::vector<uint32_t>&,\n                  const std::vector<uint32_t>&) override {\n    CopyInner<false, true>(full_bin, nullptr, num_data_, used_feature_index);\n  }\n\n  void CopySubrowAndSubcol(const MultiValBin* full_bin,\n                           const data_size_t* used_indices,\n                           data_size_t num_used_indices,\n                           const std::vector<int>& used_feature_index,\n                           const std::vector<uint32_t>&,\n                           const std::vector<uint32_t>&,\n                           const std::vector<uint32_t>&) override {\n    CopyInner<true, true>(full_bin, used_indices, num_used_indices,\n                          used_feature_index);\n  }\n\n  inline size_t RowPtr(data_size_t idx) const {\n    return static_cast<size_t>(idx) * num_feature_;\n  }\n\n  MultiValDenseBin<VAL_T>* Clone() override;\n\n  #ifdef USE_CUDA\n  const void* GetRowWiseData(uint8_t* bit_type,\n    size_t* total_size,\n    bool* is_sparse,\n    const void** out_data_ptr,\n    uint8_t* data_ptr_bit_type) const override;\n  #endif  // USE_CUDA\n\n private:\n  data_size_t num_data_;\n  int num_bin_;\n  int num_feature_;\n  std::vector<uint32_t> offsets_;\n  std::vector<VAL_T, Common::AlignmentAllocator<VAL_T, 32>> data_;\n\n  MultiValDenseBin(const MultiValDenseBin<VAL_T>& other)\n    : num_data_(other.num_data_), num_bin_(other.num_bin_), num_feature_(other.num_feature_),\n      offsets_(other.offsets_), data_(other.data_) {\n  }\n};\n\ntemplate<typename VAL_T>\nMultiValDenseBin<VAL_T>* MultiValDenseBin<VAL_T>::Clone() {\n  return new MultiValDenseBin<VAL_T>(*this);\n}\n\n}  // namespace LightGBM\n\n#endif   // LIGHTGBM_SRC_IO_MULTI_VAL_DENSE_BIN_HPP_\n"
  },
  {
    "path": "src/io/multi_val_sparse_bin.hpp",
    "content": "/*!\n * Copyright (c) 2020-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2020-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_SRC_IO_MULTI_VAL_SPARSE_BIN_HPP_\n#define LIGHTGBM_SRC_IO_MULTI_VAL_SPARSE_BIN_HPP_\n\n#include <LightGBM/bin.h>\n#include <LightGBM/utils/openmp_wrapper.h>\n#include <LightGBM/utils/threading.h>\n\n#include <algorithm>\n#include <cstdint>\n#include <cstring>\n#include <vector>\n\nnamespace LightGBM {\n\ntemplate <typename INDEX_T, typename VAL_T>\nclass MultiValSparseBin : public MultiValBin {\n public:\n  explicit MultiValSparseBin(data_size_t num_data, int num_bin,\n                             double estimate_element_per_row)\n      : num_data_(num_data),\n        num_bin_(num_bin),\n        estimate_element_per_row_(estimate_element_per_row) {\n    row_ptr_.resize(num_data_ + 1, 0);\n    INDEX_T estimate_num_data = static_cast<INDEX_T>(estimate_element_per_row_ * 1.1 * num_data_);\n    int num_threads = OMP_NUM_THREADS();\n    if (num_threads > 1) {\n      t_data_.resize(num_threads - 1);\n      for (size_t i = 0; i < t_data_.size(); ++i) {\n        t_data_[i].resize(estimate_num_data / num_threads);\n      }\n    }\n    t_size_.resize(num_threads, 0);\n    data_.resize(estimate_num_data / num_threads);\n  }\n\n  ~MultiValSparseBin() {}\n\n  data_size_t num_data() const override { return num_data_; }\n\n  int num_bin() const override { return num_bin_; }\n\n  double num_element_per_row() const override {\n    return estimate_element_per_row_;\n  }\n\n  const std::vector<uint32_t>& offsets() const override { return offsets_; }\n\n  void PushOneRow(int tid, data_size_t idx,\n                  const std::vector<uint32_t>& values) override {\n    const int pre_alloc_size = 50;\n    row_ptr_[idx + 1] = static_cast<INDEX_T>(values.size());\n    if (tid == 0) {\n      if (t_size_[tid] + row_ptr_[idx + 1] >\n          static_cast<INDEX_T>(data_.size())) {\n        data_.resize(t_size_[tid] + row_ptr_[idx + 1] * pre_alloc_size);\n      }\n      for (auto val : values) {\n        data_[t_size_[tid]++] = static_cast<VAL_T>(val);\n      }\n    } else {\n      if (t_size_[tid] + row_ptr_[idx + 1] >\n          static_cast<INDEX_T>(t_data_[tid - 1].size())) {\n        t_data_[tid - 1].resize(t_size_[tid] +\n                                row_ptr_[idx + 1] * pre_alloc_size);\n      }\n      for (auto val : values) {\n        t_data_[tid - 1][t_size_[tid]++] = static_cast<VAL_T>(val);\n      }\n    }\n  }\n\n  void MergeData(const INDEX_T* sizes) {\n    Common::FunctionTimer fun_time(\"MultiValSparseBin::MergeData\", global_timer);\n    for (data_size_t i = 0; i < num_data_; ++i) {\n      row_ptr_[i + 1] += row_ptr_[i];\n    }\n    if (t_data_.size() > 0) {\n      std::vector<INDEX_T> offsets(1 + t_data_.size());\n      offsets[0] = sizes[0];\n      for (size_t tid = 0; tid < t_data_.size() - 1; ++tid) {\n        offsets[tid + 1] = offsets[tid] + sizes[tid + 1];\n      }\n      data_.resize(row_ptr_[num_data_]);\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 1)\n      for (int tid = 0; tid < static_cast<int>(t_data_.size()); ++tid) {\n        std::copy_n(t_data_[tid].data(), sizes[tid + 1],\n                    data_.data() + offsets[tid]);\n      }\n    } else {\n      data_.resize(row_ptr_[num_data_]);\n    }\n  }\n\n  void FinishLoad() override {\n    MergeData(t_size_.data());\n    t_size_.clear();\n    row_ptr_.shrink_to_fit();\n    data_.shrink_to_fit();\n    t_data_.clear();\n    t_data_.shrink_to_fit();\n    // update estimate_element_per_row_ by all data\n    estimate_element_per_row_ =\n        static_cast<double>(row_ptr_[num_data_]) / num_data_;\n  }\n\n  bool IsSparse() override { return true; }\n\n  template <bool USE_INDICES, bool USE_PREFETCH, bool ORDERED>\n  void ConstructHistogramInner(const data_size_t* data_indices,\n                               data_size_t start, data_size_t end,\n                               const score_t* gradients,\n                               const score_t* hessians, hist_t* out) const {\n    data_size_t i = start;\n    hist_t* grad = out;\n    hist_t* hess = out + 1;\n    const VAL_T* data_ptr = data_.data();\n    if (USE_PREFETCH) {\n      const data_size_t pf_offset = 32 / sizeof(VAL_T);\n      const data_size_t pf_end = end - pf_offset;\n\n      for (; i < pf_end; ++i) {\n        const auto idx = USE_INDICES ? data_indices[i] : i;\n        const auto pf_idx =\n            USE_INDICES ? data_indices[i + pf_offset] : i + pf_offset;\n        if (!ORDERED) {\n          PREFETCH_T0(gradients + pf_idx);\n          PREFETCH_T0(hessians + pf_idx);\n        }\n        PREFETCH_T0(row_ptr_.data() + pf_idx);\n        PREFETCH_T0(data_ptr + row_ptr_[pf_idx]);\n        const auto j_start = RowPtr(idx);\n        const auto j_end = RowPtr(idx + 1);\n        const score_t gradient = ORDERED ? gradients[i] : gradients[idx];\n        const score_t hessian = ORDERED ? hessians[i] : hessians[idx];\n        for (auto j = j_start; j < j_end; ++j) {\n          const auto ti = static_cast<uint32_t>(data_ptr[j]) << 1;\n          grad[ti] += gradient;\n          hess[ti] += hessian;\n        }\n      }\n    }\n    for (; i < end; ++i) {\n      const auto idx = USE_INDICES ? data_indices[i] : i;\n      const auto j_start = RowPtr(idx);\n      const auto j_end = RowPtr(idx + 1);\n      const score_t gradient = ORDERED ? gradients[i] : gradients[idx];\n      const score_t hessian = ORDERED ? hessians[i] : hessians[idx];\n      for (auto j = j_start; j < j_end; ++j) {\n        const auto ti = static_cast<uint32_t>(data_ptr[j]) << 1;\n        grad[ti] += gradient;\n        hess[ti] += hessian;\n      }\n    }\n  }\n\n  void ConstructHistogram(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* gradients,\n                          const score_t* hessians, hist_t* out) const override {\n    ConstructHistogramInner<true, true, false>(data_indices, start, end,\n                                               gradients, hessians, out);\n  }\n\n  void ConstructHistogram(data_size_t start, data_size_t end,\n                          const score_t* gradients, const score_t* hessians,\n                          hist_t* out) const override {\n    ConstructHistogramInner<false, false, false>(\n        nullptr, start, end, gradients, hessians, out);\n  }\n\n  void ConstructHistogramOrdered(const data_size_t* data_indices,\n                                 data_size_t start, data_size_t end,\n                                 const score_t* gradients,\n                                 const score_t* hessians,\n                                 hist_t* out) const override {\n    ConstructHistogramInner<true, true, true>(data_indices, start, end,\n                                              gradients, hessians, out);\n  }\n\n  template <bool USE_INDICES, bool USE_PREFETCH, bool ORDERED, typename PACKED_HIST_T, int HIST_BITS>\n  void ConstructHistogramIntInner(const data_size_t* data_indices,\n                               data_size_t start, data_size_t end,\n                               const score_t* gradients_and_hessians, hist_t* out) const {\n    data_size_t i = start;\n    PACKED_HIST_T* out_ptr = reinterpret_cast<PACKED_HIST_T*>(out);\n    const int16_t* gradients_and_hessians_ptr = reinterpret_cast<const int16_t*>(gradients_and_hessians);\n    const VAL_T* data_ptr = data_.data();\n    const INDEX_T* row_ptr_base = row_ptr_.data();\n    if (USE_PREFETCH) {\n      const data_size_t pf_offset = 32 / sizeof(VAL_T);\n      const data_size_t pf_end = end - pf_offset;\n\n      for (; i < pf_end; ++i) {\n        const auto idx = USE_INDICES ? data_indices[i] : i;\n        const auto pf_idx =\n            USE_INDICES ? data_indices[i + pf_offset] : i + pf_offset;\n        if (!ORDERED) {\n          PREFETCH_T0(gradients_and_hessians_ptr + pf_idx);\n        }\n        PREFETCH_T0(row_ptr_base + pf_idx);\n        PREFETCH_T0(data_ptr + row_ptr_[pf_idx]);\n        const auto j_start = RowPtr(idx);\n        const auto j_end = RowPtr(idx + 1);\n        const int16_t gradient_16 = ORDERED ? gradients_and_hessians_ptr[i] : gradients_and_hessians_ptr[idx];\n        const PACKED_HIST_T gradient_packed = (HIST_BITS == 8) ? gradient_16 :\n          ((static_cast<PACKED_HIST_T>(static_cast<int8_t>(gradient_16 >> 8)) << HIST_BITS) |\n          static_cast<PACKED_HIST_T>(gradient_16 & 0xff));\n        for (auto j = j_start; j < j_end; ++j) {\n          const auto ti = static_cast<uint32_t>(data_ptr[j]);\n          out_ptr[ti] += gradient_packed;\n        }\n      }\n    }\n    for (; i < end; ++i) {\n      const auto idx = USE_INDICES ? data_indices[i] : i;\n      const auto j_start = RowPtr(idx);\n      const auto j_end = RowPtr(idx + 1);\n      const int16_t gradient_16 = ORDERED ? gradients_and_hessians_ptr[i] : gradients_and_hessians_ptr[idx];\n      const PACKED_HIST_T gradient_packed = (HIST_BITS == 8) ? gradient_16 :\n          ((static_cast<PACKED_HIST_T>(static_cast<int8_t>(gradient_16 >> 8)) << HIST_BITS) |\n          static_cast<PACKED_HIST_T>(gradient_16 & 0xff));\n      for (auto j = j_start; j < j_end; ++j) {\n        const auto ti = static_cast<uint32_t>(data_ptr[j]);\n        out_ptr[ti] += gradient_packed;\n      }\n    }\n  }\n\n  void ConstructHistogramInt32(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* gradients,\n                          const score_t* /*hessians*/, hist_t* out) const override {\n    ConstructHistogramIntInner<true, true, false, int64_t, 32>(data_indices, start, end,\n                                                               gradients, out);\n  }\n\n  void ConstructHistogramInt32(data_size_t start, data_size_t end,\n                          const score_t* gradients, const score_t* /*hessians*/,\n                          hist_t* out) const override {\n    ConstructHistogramIntInner<false, false, false, int64_t, 32>(\n        nullptr, start, end, gradients, out);\n  }\n\n  void ConstructHistogramOrderedInt32(const data_size_t* data_indices,\n                                 data_size_t start, data_size_t end,\n                                 const score_t* gradients,\n                                 const score_t* /*hessians*/,\n                                 hist_t* out) const override {\n    ConstructHistogramIntInner<true, true, true, int64_t, 32>(data_indices, start, end,\n                                                              gradients, out);\n  }\n\n  void ConstructHistogramInt16(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* gradients,\n                          const score_t* /*hessians*/, hist_t* out) const override {\n    ConstructHistogramIntInner<true, true, false, int32_t, 16>(data_indices, start, end,\n                                                               gradients, out);\n  }\n\n  void ConstructHistogramInt16(data_size_t start, data_size_t end,\n                          const score_t* gradients, const score_t* /*hessians*/,\n                          hist_t* out) const override {\n    ConstructHistogramIntInner<false, false, false, int32_t, 16>(\n        nullptr, start, end, gradients, out);\n  }\n\n  void ConstructHistogramOrderedInt16(const data_size_t* data_indices,\n                                 data_size_t start, data_size_t end,\n                                 const score_t* gradients,\n                                 const score_t* /*hessians*/,\n                                 hist_t* out) const override {\n    ConstructHistogramIntInner<true, true, true, int32_t, 16>(data_indices, start, end,\n                                                              gradients, out);\n  }\n\n  void ConstructHistogramInt8(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* gradients,\n                          const score_t* /*hessians*/, hist_t* out) const override {\n    ConstructHistogramIntInner<true, true, false, int16_t, 8>(data_indices, start, end,\n                                                               gradients, out);\n  }\n\n  void ConstructHistogramInt8(data_size_t start, data_size_t end,\n                          const score_t* gradients, const score_t* /*hessians*/,\n                          hist_t* out) const override {\n    ConstructHistogramIntInner<false, false, false, int16_t, 8>(\n        nullptr, start, end, gradients, out);\n  }\n\n  void ConstructHistogramOrderedInt8(const data_size_t* data_indices,\n                                 data_size_t start, data_size_t end,\n                                 const score_t* gradients,\n                                 const score_t* /*hessians*/,\n                                 hist_t* out) const override {\n    ConstructHistogramIntInner<true, true, true, int16_t, 8>(data_indices, start, end,\n                                                              gradients, out);\n  }\n\n  MultiValBin* CreateLike(data_size_t num_data, int num_bin, int,\n                          double estimate_element_per_row,\n                          const std::vector<uint32_t>& /*offsets*/) const override {\n    return new MultiValSparseBin<INDEX_T, VAL_T>(num_data, num_bin,\n                                                 estimate_element_per_row);\n  }\n\n  void ReSize(data_size_t num_data, int num_bin, int,\n              double estimate_element_per_row, const std::vector<uint32_t>& /*offsets*/) override {\n    num_data_ = num_data;\n    num_bin_ = num_bin;\n    estimate_element_per_row_ = estimate_element_per_row;\n    INDEX_T estimate_num_data =\n        static_cast<INDEX_T>(estimate_element_per_row_ * 1.1 * num_data_);\n    size_t npart = 1 + t_data_.size();\n    INDEX_T avg_num_data = static_cast<INDEX_T>(estimate_num_data / npart);\n    if (static_cast<INDEX_T>(data_.size()) < avg_num_data) {\n      data_.resize(avg_num_data, 0);\n    }\n    for (size_t i = 0; i < t_data_.size(); ++i) {\n      if (static_cast<INDEX_T>(t_data_[i].size()) < avg_num_data) {\n        t_data_[i].resize(avg_num_data, 0);\n      }\n    }\n    if (num_data_ + 1 > static_cast<data_size_t>(row_ptr_.size())) {\n      row_ptr_.resize(num_data_ + 1);\n    }\n  }\n\n  template <bool SUBROW, bool SUBCOL>\n  void CopyInner(const MultiValBin* full_bin, const data_size_t* used_indices,\n                 data_size_t num_used_indices,\n                 const std::vector<uint32_t>& lower,\n                 const std::vector<uint32_t>& upper,\n                 const std::vector<uint32_t>& delta) {\n    const auto other =\n        reinterpret_cast<const MultiValSparseBin<INDEX_T, VAL_T>*>(full_bin);\n    if (SUBROW) {\n      CHECK_EQ(num_data_, num_used_indices);\n    }\n    int n_block = 1;\n    data_size_t block_size = num_data_;\n    Threading::BlockInfo<data_size_t>(static_cast<int>(t_data_.size() + 1),\n                                      num_data_, 1024, &n_block, &block_size);\n    std::vector<INDEX_T> sizes(t_data_.size() + 1, 0);\n    const int pre_alloc_size = 50;\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 1)\n    for (int tid = 0; tid < n_block; ++tid) {\n      data_size_t start = tid * block_size;\n      data_size_t end = std::min(num_data_, start + block_size);\n      auto& buf = (tid == 0) ? data_ : t_data_[tid - 1];\n      INDEX_T size = 0;\n      for (data_size_t i = start; i < end; ++i) {\n        const auto j_start =\n            SUBROW ? other->RowPtr(used_indices[i]) : other->RowPtr(i);\n        const auto j_end =\n            SUBROW ? other->RowPtr(used_indices[i] + 1) : other->RowPtr(i + 1);\n        if (size + (j_end - j_start) > static_cast<INDEX_T>(buf.size())) {\n          buf.resize(size + (j_end - j_start) * pre_alloc_size);\n        }\n        int k = 0;\n        const auto pre_size = size;\n        for (auto j = j_start; j < j_end; ++j) {\n          const auto val = other->data_[j];\n          if (SUBCOL) {\n            while (val >= upper[k]) {\n              ++k;\n            }\n            if (val >= lower[k]) {\n              buf[size++] = static_cast<VAL_T>(val - delta[k]);\n            }\n          } else {\n            buf[size++] = val;\n          }\n        }\n        row_ptr_[i + 1] = size - pre_size;\n      }\n      sizes[tid] = size;\n    }\n    MergeData(sizes.data());\n  }\n\n  void CopySubrow(const MultiValBin* full_bin, const data_size_t* used_indices,\n                  data_size_t num_used_indices) override {\n    CopyInner<true, false>(full_bin, used_indices, num_used_indices,\n                           std::vector<uint32_t>(), std::vector<uint32_t>(),\n                           std::vector<uint32_t>());\n  }\n\n  void CopySubcol(const MultiValBin* full_bin, const std::vector<int>&,\n                  const std::vector<uint32_t>& lower,\n                  const std::vector<uint32_t>& upper,\n                  const std::vector<uint32_t>& delta) override {\n    CopyInner<false, true>(full_bin, nullptr, num_data_, lower, upper, delta);\n  }\n\n  void CopySubrowAndSubcol(const MultiValBin* full_bin,\n                           const data_size_t* used_indices,\n                           data_size_t num_used_indices,\n                           const std::vector<int>&,\n                           const std::vector<uint32_t>& lower,\n                           const std::vector<uint32_t>& upper,\n                           const std::vector<uint32_t>& delta) override {\n    CopyInner<true, true>(full_bin, used_indices, num_used_indices, lower,\n                          upper, delta);\n  }\n\n  inline INDEX_T RowPtr(data_size_t idx) const { return row_ptr_[idx]; }\n\n  MultiValSparseBin<INDEX_T, VAL_T>* Clone() override;\n\n\n  #ifdef USE_CUDA\n  const void* GetRowWiseData(uint8_t* bit_type,\n    size_t* total_size,\n    bool* is_sparse,\n    const void** out_data_ptr,\n    uint8_t* data_ptr_bit_type) const override;\n  #endif  // USE_CUDA\n\n private:\n  data_size_t num_data_;\n  int num_bin_;\n  double estimate_element_per_row_;\n  std::vector<VAL_T, Common::AlignmentAllocator<VAL_T, 32>> data_;\n  std::vector<INDEX_T, Common::AlignmentAllocator<INDEX_T, 32>>\n      row_ptr_;\n  std::vector<std::vector<VAL_T, Common::AlignmentAllocator<VAL_T, 32>>>\n      t_data_;\n  std::vector<INDEX_T> t_size_;\n  std::vector<uint32_t> offsets_;\n\n  MultiValSparseBin(const MultiValSparseBin<INDEX_T, VAL_T>& other)\n      : num_data_(other.num_data_),\n        num_bin_(other.num_bin_),\n        estimate_element_per_row_(other.estimate_element_per_row_),\n        data_(other.data_),\n        row_ptr_(other.row_ptr_) {}\n};\n\ntemplate <typename INDEX_T, typename VAL_T>\nMultiValSparseBin<INDEX_T, VAL_T>* MultiValSparseBin<INDEX_T, VAL_T>::Clone() {\n  return new MultiValSparseBin<INDEX_T, VAL_T>(*this);\n}\n\n}  // namespace LightGBM\n\n#endif  // LIGHTGBM_SRC_IO_MULTI_VAL_SPARSE_BIN_HPP_\n"
  },
  {
    "path": "src/io/parser.cpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#include \"parser.hpp\"\n\n#include <algorithm>\n#include <functional>\n#include <map>\n#include <memory>\n#include <string>\n#include <vector>\n\nnamespace LightGBM {\n\nvoid GetStatistic(const char* str, int* comma_cnt, int* tab_cnt, int* colon_cnt) {\n  *comma_cnt = 0;\n  *tab_cnt = 0;\n  *colon_cnt = 0;\n  for (int i = 0; str[i] != '\\0'; ++i) {\n    if (str[i] == ',') {\n      ++(*comma_cnt);\n    } else if (str[i] == '\\t') {\n      ++(*tab_cnt);\n    } else if (str[i] == ':') {\n      ++(*colon_cnt);\n    }\n  }\n}\n\nint GetLabelIdxForLibsvm(const std::string& str, int num_features, int label_idx) {\n  if (num_features <= 0) {\n    return label_idx;\n  }\n  auto str2 = Common::Trim(str);\n  auto pos_space = str2.find_first_of(\" \\f\\n\\r\\t\\v\");\n  auto pos_colon = str2.find_first_of(\":\");\n  if (pos_space == std::string::npos || pos_space < pos_colon) {\n    return label_idx;\n  } else {\n    return -1;\n  }\n}\n\nint GetLabelIdxForTSV(const std::string& str, int num_features, int label_idx) {\n  if (num_features <= 0) {\n    return label_idx;\n  }\n  auto str2 = Common::Trim(str);\n  auto tokens = Common::Split(str2.c_str(), '\\t');\n  if (static_cast<int>(tokens.size()) == num_features) {\n    return -1;\n  } else {\n    return label_idx;\n  }\n}\n\nint GetLabelIdxForCSV(const std::string& str, int num_features, int label_idx) {\n  if (num_features <= 0) {\n    return label_idx;\n  }\n  auto str2 = Common::Trim(str);\n  auto tokens = Common::Split(str2.c_str(), ',');\n  if (static_cast<int>(tokens.size()) == num_features) {\n    return -1;\n  } else {\n    return label_idx;\n  }\n}\n\nenum DataType {\n  INVALID,\n  CSV,\n  TSV,\n  LIBSVM\n};\n\nvoid GetLine(std::stringstream* ss, std::string* line, const VirtualFileReader* reader, std::vector<char>* buffer, size_t buffer_size) {\n  std::getline(*ss, *line);\n  while (ss->eof()) {\n    size_t read_len = reader->Read(buffer->data(), buffer_size);\n    if (read_len <= 0) {\n      break;\n    }\n    ss->clear();\n    ss->str(std::string(buffer->data(), read_len));\n    std::string tmp;\n    std::getline(*ss, tmp);\n    *line += tmp;\n  }\n}\n\nstd::vector<std::string> ReadKLineFromFile(const char* filename, bool header, int k) {\n  auto reader = VirtualFileReader::Make(filename);\n  if (!reader->Init()) {\n    Log::Fatal(\"Data file %s doesn't exist.\", filename);\n  }\n  std::vector<std::string> ret;\n  std::string cur_line;\n  const size_t buffer_size = 1024 * 1024;\n  auto buffer = std::vector<char>(buffer_size);\n  size_t read_len = reader->Read(buffer.data(), buffer_size);\n  if (read_len <= 0) {\n    Log::Fatal(\"Data file %s couldn't be read.\", filename);\n  }\n  std::string read_str = std::string(buffer.data(), read_len);\n  std::stringstream tmp_file(read_str);\n  if (header) {\n    if (!tmp_file.eof()) {\n      GetLine(&tmp_file, &cur_line, reader.get(), &buffer, buffer_size);\n    }\n  }\n  for (int i = 0; i < k; ++i) {\n    if (!tmp_file.eof()) {\n      GetLine(&tmp_file, &cur_line, reader.get(), &buffer, buffer_size);\n      cur_line = Common::Trim(cur_line);\n      if (!cur_line.empty()) {\n        ret.push_back(cur_line);\n      }\n    } else {\n      break;\n    }\n  }\n  if (ret.empty()) {\n    Log::Fatal(\"Data file %s should have at least one line.\", filename);\n  } else if (ret.size() == 1) {\n    Log::Warning(\"Data file %s only has one line.\", filename);\n  }\n  return ret;\n}\n\nint GetNumColFromLIBSVMFile(const char* filename, bool header) {\n  auto reader = VirtualFileReader::Make(filename);\n  if (!reader->Init()) {\n    Log::Fatal(\"Data file %s doesn't exist.\", filename);\n  }\n  std::vector<std::string> ret;\n  std::string cur_line;\n  const size_t buffer_size = 1024 * 1024;\n  auto buffer = std::vector<char>(buffer_size);\n  size_t read_len = reader->Read(buffer.data(), buffer_size);\n  if (read_len <= 0) {\n    Log::Fatal(\"Data file %s couldn't be read.\", filename);\n  }\n  std::string read_str = std::string(buffer.data(), read_len);\n  std::stringstream tmp_file(read_str);\n  if (header) {\n    if (!tmp_file.eof()) {\n      GetLine(&tmp_file, &cur_line, reader.get(), &buffer, buffer_size);\n    }\n  }\n  int max_col_idx = 0;\n  int max_line_idx = 0;\n  const int stop_round = 1 << 7;\n  const int max_line = 1 << 13;\n  for (int i = 0; i < max_line; ++i) {\n    if (!tmp_file.eof()) {\n      GetLine(&tmp_file, &cur_line, reader.get(), &buffer, buffer_size);\n      cur_line = Common::Trim(cur_line);\n      auto colon_pos = cur_line.find_last_of(\":\");\n      auto space_pos = cur_line.find_last_of(\" \\f\\t\\v\");\n      auto sub_str = cur_line.substr(space_pos + 1, space_pos - colon_pos - 1);\n      int cur_idx = 0;\n      Common::Atoi(sub_str.c_str(), &cur_idx);\n      if (cur_idx > max_col_idx) {\n        max_col_idx = cur_idx;\n        max_line_idx = i;\n      }\n      if (i - max_line_idx >= stop_round) {\n        break;\n      }\n    } else {\n      break;\n    }\n  }\n  CHECK_GT(max_col_idx, 0);\n  return max_col_idx;\n}\n\nDataType GetDataType(const char* filename, bool header,\n                     const std::vector<std::string>& lines, int* num_col) {\n  DataType type = DataType::INVALID;\n  if (lines.empty()) {\n    return type;\n  }\n  int comma_cnt = 0;\n  int tab_cnt = 0;\n  int colon_cnt = 0;\n  GetStatistic(lines[0].c_str(), &comma_cnt, &tab_cnt, &colon_cnt);\n  size_t num_lines = lines.size();\n  if (num_lines == 1) {\n    if (colon_cnt > 0) {\n      type = DataType::LIBSVM;\n    } else if (tab_cnt > 0) {\n      type = DataType::TSV;\n    } else if (comma_cnt > 0) {\n      type = DataType::CSV;\n    }\n  } else {\n    int comma_cnt2 = 0;\n    int tab_cnt2 = 0;\n    int colon_cnt2 = 0;\n    GetStatistic(lines[1].c_str(), &comma_cnt2, &tab_cnt2, &colon_cnt2);\n    if (colon_cnt > 0 || colon_cnt2 > 0) {\n      type = DataType::LIBSVM;\n    } else if (tab_cnt == tab_cnt2 && tab_cnt > 0) {\n      type = DataType::TSV;\n    } else if (comma_cnt == comma_cnt2 && comma_cnt > 0) {\n      type = DataType::CSV;\n    }\n    if (type == DataType::TSV || type == DataType::CSV) {\n      // valid the type\n      for (size_t i = 2; i < num_lines; ++i) {\n        GetStatistic(lines[i].c_str(), &comma_cnt2, &tab_cnt2, &colon_cnt2);\n        if (type == DataType::TSV && tab_cnt2 != tab_cnt) {\n          type = DataType::INVALID;\n          break;\n        } else if (type == DataType::CSV && comma_cnt != comma_cnt2) {\n          type = DataType::INVALID;\n          break;\n        }\n      }\n    }\n  }\n  if (type == DataType::LIBSVM) {\n    int max_col_idx = GetNumColFromLIBSVMFile(filename, header);\n    *num_col = max_col_idx + 1;\n  } else if (type == DataType::CSV) {\n    *num_col = comma_cnt + 1;\n  } else if (type == DataType::TSV) {\n    *num_col = tab_cnt + 1;\n  }\n  return type;\n}\n\n// parser factory implementation.\nParserFactory& ParserFactory::getInstance() {\n  static ParserFactory factory;\n  return factory;\n}\n\nvoid ParserFactory::Register(std::string class_name, std::function<Parser*(std::string)> m_objc) {\n  if (m_objc) {\n    object_map_.insert(\n        std::map<std::string, std::function<Parser*(std::string)>>::value_type(class_name, m_objc));\n  }\n}\n\nParser* ParserFactory::getObject(std::string class_name, std::string config_str) {\n  std::map<std::string, std::function<Parser*(std::string)>>::const_iterator iter =\n      object_map_.find(class_name);\n  if (iter != object_map_.end()) {\n    return iter->second(config_str);\n  } else {\n    Log::Fatal(\"Cannot find parser class '%s', please register first or check config format.\", class_name.c_str());\n    return nullptr;\n  }\n}\n\nParser* Parser::CreateParser(const char* filename, bool header, int num_features, int label_idx, bool precise_float_parser) {\n  const int n_read_line = 32;\n  auto lines = ReadKLineFromFile(filename, header, n_read_line);\n  int num_col = 0;\n  DataType type = GetDataType(filename, header, lines, &num_col);\n  if (type == DataType::INVALID) {\n    Log::Fatal(\"Unknown format of training data. Only CSV, TSV, and LibSVM (zero-based) formatted text files are supported.\");\n  }\n  std::unique_ptr<Parser> ret;\n  int output_label_index = -1;\n  AtofFunc atof = precise_float_parser ? Common::AtofPrecise : Common::Atof;\n  if (type == DataType::LIBSVM) {\n    output_label_index = GetLabelIdxForLibsvm(lines[0], num_features, label_idx);\n    ret.reset(new LibSVMParser(output_label_index, num_col, atof));\n  } else if (type == DataType::TSV) {\n    output_label_index = GetLabelIdxForTSV(lines[0], num_features, label_idx);\n    ret.reset(new TSVParser(output_label_index, num_col, atof));\n  } else if (type == DataType::CSV) {\n    output_label_index = GetLabelIdxForCSV(lines[0], num_features, label_idx);\n    ret.reset(new CSVParser(output_label_index, num_col, atof));\n  }\n\n  if (output_label_index < 0 && label_idx >= 0) {\n    Log::Info(\"Data file %s doesn't contain a label column.\", filename);\n  }\n  return ret.release();\n}\n\nParser* Parser::CreateParser(const char* filename, bool header, int num_features, int label_idx, bool precise_float_parser, std::string parser_config_str) {\n  // customized parser add-on.\n  if (!parser_config_str.empty()) {\n    std::unique_ptr<Parser> ret;\n    std::string class_name = Common::GetFromParserConfig(parser_config_str, \"className\");\n    Log::Info(\"Custom parser class name: %s\", class_name.c_str());\n    Parser* p = ParserFactory::getInstance().getObject(class_name, parser_config_str);\n    ret.reset(p);\n    return ret.release();\n  }\n  return CreateParser(filename, header, num_features, label_idx, precise_float_parser);\n}\n\nstd::string Parser::GenerateParserConfigStr(const char* filename, const char* parser_config_filename, bool header, int label_idx) {\n  TextReader<data_size_t> parser_config_reader(parser_config_filename, false);\n  parser_config_reader.ReadAllLines();\n  std::string parser_config_str = parser_config_reader.JoinedLines();\n  if (!parser_config_str.empty()) {\n    // save header to parser config in case needed.\n    if (header && Common::GetFromParserConfig(parser_config_str, \"header\").empty()) {\n      TextReader<data_size_t> text_reader(filename, header);\n      parser_config_str = Common::SaveToParserConfig(parser_config_str, \"header\", text_reader.first_line());\n    }\n    // save label id to parser config in case needed.\n    if (Common::GetFromParserConfig(parser_config_str, \"labelId\").empty()) {\n      parser_config_str = Common::SaveToParserConfig(parser_config_str, \"labelId\", std::to_string(label_idx));\n    }\n  }\n  return parser_config_str;\n}\n}  // namespace LightGBM\n"
  },
  {
    "path": "src/io/parser.hpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_SRC_IO_PARSER_HPP_\n#define LIGHTGBM_SRC_IO_PARSER_HPP_\n\n#include <LightGBM/dataset.h>\n#include <LightGBM/utils/common.h>\n#include <LightGBM/utils/log.h>\n\n#include <unordered_map>\n#include <utility>\n#include <vector>\n\nnamespace LightGBM {\n\nclass CSVParser: public Parser {\n public:\n  explicit CSVParser(int label_idx, int total_columns, AtofFunc atof)\n    :label_idx_(label_idx), total_columns_(total_columns), atof_(atof) {\n  }\n  inline void ParseOneLine(const char* str,\n    std::vector<std::pair<int, double>>* out_features, double* out_label) const override {\n    int idx = 0;\n    double val = 0.0f;\n    int offset = 0;\n    *out_label = 0.0f;\n    while (*str != '\\0') {\n      str = atof_(str, &val);\n      if (idx == label_idx_) {\n        *out_label = val;\n        offset = -1;\n      } else if (std::fabs(val) > kZeroThreshold || std::isnan(val)) {\n        out_features->emplace_back(idx + offset, val);\n      }\n      ++idx;\n      if (*str == ',') {\n        ++str;\n      } else if (*str != '\\0') {\n        Log::Fatal(\"Input format error when parsing as CSV\");\n      }\n    }\n  }\n\n  inline int NumFeatures() const override {\n    return total_columns_ - (label_idx_ >= 0);\n  }\n\n private:\n  int label_idx_ = 0;\n  int total_columns_ = -1;\n  AtofFunc atof_;\n};\n\nclass TSVParser: public Parser {\n public:\n  explicit TSVParser(int label_idx, int total_columns, AtofFunc atof)\n    :label_idx_(label_idx), total_columns_(total_columns), atof_(atof) {\n  }\n  inline void ParseOneLine(const char* str,\n    std::vector<std::pair<int, double>>* out_features, double* out_label) const override {\n    int idx = 0;\n    double val = 0.0f;\n    int offset = 0;\n    while (*str != '\\0') {\n      str = atof_(str, &val);\n      if (idx == label_idx_) {\n        *out_label = val;\n        offset = -1;\n      } else if (std::fabs(val) > kZeroThreshold || std::isnan(val)) {\n        out_features->emplace_back(idx + offset, val);\n      }\n      ++idx;\n      if (*str == '\\t') {\n        ++str;\n      } else if (*str != '\\0') {\n        Log::Fatal(\"Input format error when parsing as TSV\");\n      }\n    }\n  }\n\n  inline int NumFeatures() const override {\n    return total_columns_ - (label_idx_ >= 0);\n  }\n\n private:\n  int label_idx_ = 0;\n  int total_columns_ = -1;\n  AtofFunc atof_;\n};\n\nclass LibSVMParser: public Parser {\n public:\n  explicit LibSVMParser(int label_idx, int total_columns, AtofFunc atof)\n    :label_idx_(label_idx), total_columns_(total_columns), atof_(atof) {\n    if (label_idx > 0) {\n      Log::Fatal(\"Label should be the first column in a LibSVM file\");\n    }\n  }\n  inline void ParseOneLine(const char* str,\n    std::vector<std::pair<int, double>>* out_features, double* out_label) const override {\n    int idx = 0;\n    double val = 0.0f;\n    if (label_idx_ == 0) {\n      str = atof_(str, &val);\n      *out_label = val;\n      str = Common::SkipSpaceAndTab(str);\n    }\n    while (*str != '\\0') {\n      str = Common::Atoi(str, &idx);\n      str = Common::SkipSpaceAndTab(str);\n      if (*str == ':') {\n        ++str;\n        str = Common::Atof(str, &val);\n        out_features->emplace_back(idx, val);\n      } else {\n        Log::Fatal(\"Input format error when parsing as LibSVM\");\n      }\n      str = Common::SkipSpaceAndTab(str);\n    }\n  }\n\n  inline int NumFeatures() const override {\n    return total_columns_;\n  }\n\n private:\n  int label_idx_ = 0;\n  int total_columns_ = -1;\n  AtofFunc atof_;\n};\n\n}  // namespace LightGBM\n#endif   // LIGHTGBM_SRC_IO_PARSER_HPP_\n"
  },
  {
    "path": "src/io/sparse_bin.hpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n#ifndef LIGHTGBM_SRC_IO_SPARSE_BIN_HPP_\n#define LIGHTGBM_SRC_IO_SPARSE_BIN_HPP_\n\n#include <LightGBM/bin.h>\n#include <LightGBM/utils/log.h>\n#include <LightGBM/utils/openmp_wrapper.h>\n\n#include <algorithm>\n#include <cstdint>\n#include <cstring>\n#include <limits>\n#include <utility>\n#include <vector>\n\nnamespace LightGBM {\n\ntemplate <typename VAL_T>\nclass SparseBin;\n\nconst size_t kNumFastIndex = 64;\n\ntemplate <typename VAL_T>\nclass SparseBinIterator : public BinIterator {\n public:\n  SparseBinIterator(const SparseBin<VAL_T>* bin_data, uint32_t min_bin,\n                    uint32_t max_bin, uint32_t most_freq_bin)\n      : bin_data_(bin_data),\n        min_bin_(static_cast<VAL_T>(min_bin)),\n        max_bin_(static_cast<VAL_T>(max_bin)),\n        most_freq_bin_(static_cast<VAL_T>(most_freq_bin)) {\n    if (most_freq_bin_ == 0) {\n      offset_ = 1;\n    } else {\n      offset_ = 0;\n    }\n    Reset(0);\n  }\n  SparseBinIterator(const SparseBin<VAL_T>* bin_data, data_size_t start_idx)\n      : bin_data_(bin_data) {\n    Reset(start_idx);\n  }\n\n  inline uint32_t RawGet(data_size_t idx) override;\n  inline VAL_T InnerRawGet(data_size_t idx);\n\n  inline uint32_t Get(data_size_t idx) override {\n    VAL_T ret = InnerRawGet(idx);\n    if (ret >= min_bin_ && ret <= max_bin_) {\n      return ret - min_bin_ + offset_;\n    } else {\n      return most_freq_bin_;\n    }\n  }\n\n  inline void Reset(data_size_t idx) override;\n\n private:\n  const SparseBin<VAL_T>* bin_data_;\n  data_size_t cur_pos_;\n  data_size_t i_delta_;\n  VAL_T min_bin_;\n  VAL_T max_bin_;\n  VAL_T most_freq_bin_;\n  uint8_t offset_;\n};\n\ntemplate <typename VAL_T>\nclass SparseBin : public Bin {\n public:\n  friend class SparseBinIterator<VAL_T>;\n\n  explicit SparseBin(data_size_t num_data) : num_data_(num_data) {\n    int num_threads = OMP_NUM_THREADS();\n    push_buffers_.resize(num_threads);\n  }\n\n  ~SparseBin() {}\n\n  void InitStreaming(uint32_t num_thread, int32_t omp_max_threads) override {\n    // Each external thread needs its own set of OpenMP push buffers,\n    // so allocate num_thread times the maximum number of OMP threads per external thread\n    push_buffers_.resize(omp_max_threads * num_thread);\n  };\n\n  void ReSize(data_size_t num_data) override { num_data_ = num_data; }\n\n  void Push(int tid, data_size_t idx, uint32_t value) override {\n    auto cur_bin = static_cast<VAL_T>(value);\n    if (cur_bin != 0) {\n      push_buffers_[tid].emplace_back(idx, cur_bin);\n    }\n  }\n\n  BinIterator* GetIterator(uint32_t min_bin, uint32_t max_bin,\n                           uint32_t most_freq_bin) const override;\n\n#define ACC_GH(hist, i, g, h)               \\\n  const auto ti = static_cast<int>(i) << 1; \\\n  hist[ti] += g;                            \\\n  hist[ti + 1] += h;\n\n  void ConstructHistogram(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* ordered_gradients,\n                          const score_t* ordered_hessians,\n                          hist_t* out) const override {\n    data_size_t i_delta, cur_pos;\n    InitIndex(data_indices[start], &i_delta, &cur_pos);\n    data_size_t i = start;\n    for (;;) {\n      if (cur_pos < data_indices[i]) {\n        cur_pos += deltas_[++i_delta];\n        if (i_delta >= num_vals_) {\n          break;\n        }\n      } else if (cur_pos > data_indices[i]) {\n        if (++i >= end) {\n          break;\n        }\n      } else {\n        const VAL_T bin = vals_[i_delta];\n        ACC_GH(out, bin, ordered_gradients[i], ordered_hessians[i]);\n        if (++i >= end) {\n          break;\n        }\n        cur_pos += deltas_[++i_delta];\n        if (i_delta >= num_vals_) {\n          break;\n        }\n      }\n    }\n  }\n\n  void ConstructHistogram(data_size_t start, data_size_t end,\n                          const score_t* ordered_gradients,\n                          const score_t* ordered_hessians,\n                          hist_t* out) const override {\n    data_size_t i_delta, cur_pos;\n    InitIndex(start, &i_delta, &cur_pos);\n    while (cur_pos < start && i_delta < num_vals_) {\n      cur_pos += deltas_[++i_delta];\n    }\n    while (cur_pos < end && i_delta < num_vals_) {\n      const VAL_T bin = vals_[i_delta];\n      ACC_GH(out, bin, ordered_gradients[cur_pos], ordered_hessians[cur_pos]);\n      cur_pos += deltas_[++i_delta];\n    }\n  }\n\n  void ConstructHistogram(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* ordered_gradients,\n                          hist_t* out) const override {\n    data_size_t i_delta, cur_pos;\n    InitIndex(data_indices[start], &i_delta, &cur_pos);\n    data_size_t i = start;\n    hist_t* grad = out;\n    hist_cnt_t* cnt = reinterpret_cast<hist_cnt_t*>(out + 1);\n    for (;;) {\n      if (cur_pos < data_indices[i]) {\n        cur_pos += deltas_[++i_delta];\n        if (i_delta >= num_vals_) {\n          break;\n        }\n      } else if (cur_pos > data_indices[i]) {\n        if (++i >= end) {\n          break;\n        }\n      } else {\n        const uint32_t ti = static_cast<uint32_t>(vals_[i_delta]) << 1;\n        grad[ti] += ordered_gradients[i];\n        ++cnt[ti];\n        if (++i >= end) {\n          break;\n        }\n        cur_pos += deltas_[++i_delta];\n        if (i_delta >= num_vals_) {\n          break;\n        }\n      }\n    }\n  }\n\n  void ConstructHistogram(data_size_t start, data_size_t end,\n                          const score_t* ordered_gradients,\n                          hist_t* out) const override {\n    data_size_t i_delta, cur_pos;\n    InitIndex(start, &i_delta, &cur_pos);\n    hist_t* grad = out;\n    hist_cnt_t* cnt = reinterpret_cast<hist_cnt_t*>(out + 1);\n    while (cur_pos < start && i_delta < num_vals_) {\n      cur_pos += deltas_[++i_delta];\n    }\n    while (cur_pos < end && i_delta < num_vals_) {\n      const uint32_t ti = static_cast<uint32_t>(vals_[i_delta]) << 1;\n      grad[ti] += ordered_gradients[cur_pos];\n      ++cnt[ti];\n      cur_pos += deltas_[++i_delta];\n    }\n  }\n#undef ACC_GH\n\n  template <bool USE_HESSIAN, typename PACKED_HIST_T, typename GRAD_HIST_T, typename HESS_HIST_T, int HIST_BITS>\n  void ConstructIntHistogramInner(data_size_t start, data_size_t end,\n                          const score_t* ordered_gradients_and_hessians,\n                          hist_t* out) const {\n    data_size_t i_delta, cur_pos;\n    InitIndex(start, &i_delta, &cur_pos);\n    if (USE_HESSIAN) {\n      PACKED_HIST_T* out_ptr = reinterpret_cast<PACKED_HIST_T*>(out);\n      const int16_t* gradients_and_hessians_ptr = reinterpret_cast<const int16_t*>(ordered_gradients_and_hessians);\n      while (cur_pos < start && i_delta < num_vals_) {\n        cur_pos += deltas_[++i_delta];\n      }\n      while (cur_pos < end && i_delta < num_vals_) {\n        const VAL_T bin = vals_[i_delta];\n        const int16_t gradient_16 = gradients_and_hessians_ptr[cur_pos];\n        const PACKED_HIST_T gradient_64 = (static_cast<PACKED_HIST_T>(static_cast<int8_t>(gradient_16 >> 8)) << HIST_BITS) | (gradient_16 & 0xff);\n        out_ptr[bin] += gradient_64;\n        cur_pos += deltas_[++i_delta];\n      }\n    } else {\n      GRAD_HIST_T* grad = reinterpret_cast<GRAD_HIST_T*>(out);\n      HESS_HIST_T* cnt = reinterpret_cast<HESS_HIST_T*>(out) + 1;\n      const int8_t* gradients_and_hessians_ptr = reinterpret_cast<const int8_t*>(ordered_gradients_and_hessians);\n      while (cur_pos < start && i_delta < num_vals_) {\n        cur_pos += deltas_[++i_delta];\n      }\n      while (cur_pos < end && i_delta < num_vals_) {\n        const uint32_t ti = static_cast<uint32_t>(vals_[i_delta]) << 1;\n        grad[ti] += gradients_and_hessians_ptr[cur_pos];\n        ++cnt[ti];\n        cur_pos += deltas_[++i_delta];\n      }\n    }\n  }\n\n  template <bool USE_HESSIAN, typename PACKED_HIST_T, typename GRAD_HIST_T, typename HESS_HIST_T, int HIST_BITS>\n  void ConstructIntHistogramInner(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* ordered_gradients_and_hessians,\n                          hist_t* out) const {\n    data_size_t i_delta, cur_pos;\n    InitIndex(data_indices[start], &i_delta, &cur_pos);\n    data_size_t i = start;\n    if (USE_HESSIAN) {\n      PACKED_HIST_T* out_ptr = reinterpret_cast<PACKED_HIST_T*>(out);\n      const int16_t* gradients_and_hessians_ptr = reinterpret_cast<const int16_t*>(ordered_gradients_and_hessians);\n      for (;;) {\n        if (cur_pos < data_indices[i]) {\n          cur_pos += deltas_[++i_delta];\n          if (i_delta >= num_vals_) {\n            break;\n          }\n        } else if (cur_pos > data_indices[i]) {\n          if (++i >= end) {\n            break;\n          }\n        } else {\n          const VAL_T bin = vals_[i_delta];\n          const int16_t gradient_16 = gradients_and_hessians_ptr[i];\n          const PACKED_HIST_T gradient_packed = (HIST_BITS == 8) ? gradient_16 :\n            (static_cast<PACKED_HIST_T>(static_cast<int8_t>(gradient_16 >> 8)) << HIST_BITS) | (gradient_16 & 0xff);\n          out_ptr[bin] += gradient_packed;\n          if (++i >= end) {\n            break;\n          }\n          cur_pos += deltas_[++i_delta];\n          if (i_delta >= num_vals_) {\n            break;\n          }\n        }\n      }\n    } else {\n      GRAD_HIST_T* grad = reinterpret_cast<GRAD_HIST_T*>(out);\n      HESS_HIST_T* cnt = reinterpret_cast<HESS_HIST_T*>(out) + 1;\n      const int8_t* gradients_and_hessians_ptr = reinterpret_cast<const int8_t*>(ordered_gradients_and_hessians);\n      for (;;) {\n        if (cur_pos < data_indices[i]) {\n          cur_pos += deltas_[++i_delta];\n          if (i_delta >= num_vals_) {\n            break;\n          }\n        } else if (cur_pos > data_indices[i]) {\n          if (++i >= end) {\n            break;\n          }\n        } else {\n          const uint32_t ti = static_cast<uint32_t>(vals_[i_delta]) << 1;\n          grad[ti] += gradients_and_hessians_ptr[i << 1];\n          ++cnt[ti];\n          if (++i >= end) {\n            break;\n          }\n          cur_pos += deltas_[++i_delta];\n          if (i_delta >= num_vals_) {\n            break;\n          }\n        }\n      }\n    }\n  }\n\n  void ConstructHistogramInt32(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* ordered_gradients,\n                          const score_t* /*ordered_hessians*/,\n                          hist_t* out) const override {\n    ConstructIntHistogramInner<true, int64_t, int32_t, uint32_t, 32>(data_indices, start, end, ordered_gradients, out);\n  }\n\n  void ConstructHistogramInt32(data_size_t start, data_size_t end,\n                          const score_t* ordered_gradients,\n                          const score_t* /*ordered_hessians*/,\n                          hist_t* out) const override {\n    ConstructIntHistogramInner<true, int64_t, int32_t, uint32_t, 32>(start, end, ordered_gradients, out);\n  }\n\n  void ConstructHistogramInt32(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* ordered_gradients,\n                          hist_t* out) const override {\n    ConstructIntHistogramInner<false, int64_t, int32_t, uint32_t, 32>(data_indices, start, end, ordered_gradients, out);\n  }\n\n  void ConstructHistogramInt32(data_size_t start, data_size_t end,\n                          const score_t* ordered_gradients,\n                          hist_t* out) const override {\n    ConstructIntHistogramInner<false, int64_t, int32_t, uint32_t, 32>(start, end, ordered_gradients, out);\n  }\n\n  void ConstructHistogramInt16(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* ordered_gradients,\n                          const score_t* /*ordered_hessians*/,\n                          hist_t* out) const override {\n    ConstructIntHistogramInner<true, int32_t, int16_t, uint16_t, 16>(data_indices, start, end, ordered_gradients, out);\n  }\n\n  void ConstructHistogramInt16(data_size_t start, data_size_t end,\n                          const score_t* ordered_gradients,\n                          const score_t* /*ordered_hessians*/,\n                          hist_t* out) const override {\n    ConstructIntHistogramInner<true, int32_t, int16_t, uint16_t, 16>(start, end, ordered_gradients, out);\n  }\n\n  void ConstructHistogramInt16(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* ordered_gradients,\n                          hist_t* out) const override {\n    ConstructIntHistogramInner<false, int32_t, int16_t, uint16_t, 16>(data_indices, start, end, ordered_gradients, out);\n  }\n\n  void ConstructHistogramInt16(data_size_t start, data_size_t end,\n                          const score_t* ordered_gradients,\n                          hist_t* out) const override {\n    ConstructIntHistogramInner<false, int32_t, int16_t, uint16_t, 16>(start, end, ordered_gradients, out);\n  }\n\n  void ConstructHistogramInt8(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* ordered_gradients,\n                          const score_t* /*ordered_hessians*/,\n                          hist_t* out) const override {\n    ConstructIntHistogramInner<true, int16_t, uint8_t, uint8_t, 8>(data_indices, start, end, ordered_gradients, out);\n  }\n\n  void ConstructHistogramInt8(data_size_t start, data_size_t end,\n                          const score_t* ordered_gradients,\n                          const score_t* /*ordered_hessians*/,\n                          hist_t* out) const override {\n    ConstructIntHistogramInner<true, int16_t, uint8_t, uint8_t, 8>(start, end, ordered_gradients, out);\n  }\n\n  void ConstructHistogramInt8(const data_size_t* data_indices, data_size_t start,\n                          data_size_t end, const score_t* ordered_gradients,\n                          hist_t* out) const override {\n    ConstructIntHistogramInner<false, int16_t, uint8_t, uint8_t, 8>(data_indices, start, end, ordered_gradients, out);\n  }\n\n  void ConstructHistogramInt8(data_size_t start, data_size_t end,\n                          const score_t* ordered_gradients,\n                          hist_t* out) const override {\n    ConstructIntHistogramInner<false, int16_t, uint8_t, uint8_t, 8>(start, end, ordered_gradients, out);\n  }\n\n  inline void NextNonzeroFast(data_size_t* i_delta,\n                              data_size_t* cur_pos) const {\n    *cur_pos += deltas_[++(*i_delta)];\n    if (*i_delta >= num_vals_) {\n      *cur_pos = num_data_;\n    }\n  }\n\n  inline bool NextNonzero(data_size_t* i_delta, data_size_t* cur_pos) const {\n    *cur_pos += deltas_[++(*i_delta)];\n    if (*i_delta < num_vals_) {\n      return true;\n    } else {\n      *cur_pos = num_data_;\n      return false;\n    }\n  }\n\n  template <bool MISS_IS_ZERO, bool MISS_IS_NA, bool MFB_IS_ZERO,\n            bool MFB_IS_NA, bool USE_MIN_BIN>\n  data_size_t SplitInner(uint32_t min_bin, uint32_t max_bin,\n                         uint32_t default_bin, uint32_t most_freq_bin,\n                         bool default_left, uint32_t threshold,\n                         const data_size_t* data_indices, data_size_t cnt,\n                         data_size_t* lte_indices,\n                         data_size_t* gt_indices) const {\n    auto th = static_cast<VAL_T>(threshold + min_bin);\n    auto t_zero_bin = static_cast<VAL_T>(min_bin + default_bin);\n    if (most_freq_bin == 0) {\n      --th;\n      --t_zero_bin;\n    }\n    const auto minb = static_cast<VAL_T>(min_bin);\n    const auto maxb = static_cast<VAL_T>(max_bin);\n    data_size_t lte_count = 0;\n    data_size_t gt_count = 0;\n    data_size_t* default_indices = gt_indices;\n    data_size_t* default_count = &gt_count;\n    data_size_t* missing_default_indices = gt_indices;\n    data_size_t* missing_default_count = &gt_count;\n    if (most_freq_bin <= threshold) {\n      default_indices = lte_indices;\n      default_count = &lte_count;\n    }\n    if (MISS_IS_ZERO || MISS_IS_NA) {\n      if (default_left) {\n        missing_default_indices = lte_indices;\n        missing_default_count = &lte_count;\n      }\n    }\n    SparseBinIterator<VAL_T> iterator(this, data_indices[0]);\n    if (min_bin < max_bin) {\n      for (data_size_t i = 0; i < cnt; ++i) {\n        const data_size_t idx = data_indices[i];\n        const auto bin = iterator.InnerRawGet(idx);\n        if ((MISS_IS_ZERO && !MFB_IS_ZERO && bin == t_zero_bin) ||\n            (MISS_IS_NA && !MFB_IS_NA && bin == maxb)) {\n          missing_default_indices[(*missing_default_count)++] = idx;\n        } else if ((USE_MIN_BIN && (bin < minb || bin > maxb)) ||\n                   (!USE_MIN_BIN && bin == 0)) {\n          if ((MISS_IS_NA && MFB_IS_NA) || (MISS_IS_ZERO && MFB_IS_ZERO)) {\n            missing_default_indices[(*missing_default_count)++] = idx;\n          } else {\n            default_indices[(*default_count)++] = idx;\n          }\n        } else if (bin > th) {\n          gt_indices[gt_count++] = idx;\n        } else {\n          lte_indices[lte_count++] = idx;\n        }\n      }\n    } else {\n      data_size_t* max_bin_indices = gt_indices;\n      data_size_t* max_bin_count = &gt_count;\n      if (maxb <= th) {\n        max_bin_indices = lte_indices;\n        max_bin_count = &lte_count;\n      }\n      for (data_size_t i = 0; i < cnt; ++i) {\n        const data_size_t idx = data_indices[i];\n        const auto bin = iterator.InnerRawGet(idx);\n        if (MISS_IS_ZERO && !MFB_IS_ZERO && bin == t_zero_bin) {\n          missing_default_indices[(*missing_default_count)++] = idx;\n        } else if (bin != maxb) {\n          if ((MISS_IS_NA && MFB_IS_NA) || (MISS_IS_ZERO && MFB_IS_ZERO)) {\n            missing_default_indices[(*missing_default_count)++] = idx;\n          } else {\n            default_indices[(*default_count)++] = idx;\n          }\n        } else {\n          if (MISS_IS_NA && !MFB_IS_NA) {\n            missing_default_indices[(*missing_default_count)++] = idx;\n          } else {\n            max_bin_indices[(*max_bin_count)++] = idx;\n          }\n        }\n      }\n    }\n    return lte_count;\n  }\n\n  data_size_t Split(uint32_t min_bin, uint32_t max_bin, uint32_t default_bin,\n                    uint32_t most_freq_bin, MissingType missing_type,\n                    bool default_left, uint32_t threshold,\n                    const data_size_t* data_indices, data_size_t cnt,\n                    data_size_t* lte_indices,\n                    data_size_t* gt_indices) const override {\n#define ARGUMENTS                                                        \\\n  min_bin, max_bin, default_bin, most_freq_bin, default_left, threshold, \\\n      data_indices, cnt, lte_indices, gt_indices\n    if (missing_type == MissingType::None) {\n      return SplitInner<false, false, false, false, true>(ARGUMENTS);\n    } else if (missing_type == MissingType::Zero) {\n      if (default_bin == most_freq_bin) {\n        return SplitInner<true, false, true, false, true>(ARGUMENTS);\n      } else {\n        return SplitInner<true, false, false, false, true>(ARGUMENTS);\n      }\n    } else {\n      if (max_bin == most_freq_bin + min_bin && most_freq_bin > 0) {\n        return SplitInner<false, true, false, true, true>(ARGUMENTS);\n      } else {\n        return SplitInner<false, true, false, false, true>(ARGUMENTS);\n      }\n    }\n#undef ARGUMENTS\n  }\n\n  data_size_t Split(uint32_t max_bin, uint32_t default_bin,\n                    uint32_t most_freq_bin, MissingType missing_type,\n                    bool default_left, uint32_t threshold,\n                    const data_size_t* data_indices, data_size_t cnt,\n                    data_size_t* lte_indices,\n                    data_size_t* gt_indices) const override {\n#define ARGUMENTS                                                  \\\n  1, max_bin, default_bin, most_freq_bin, default_left, threshold, \\\n      data_indices, cnt, lte_indices, gt_indices\n    if (missing_type == MissingType::None) {\n      return SplitInner<false, false, false, false, false>(ARGUMENTS);\n    } else if (missing_type == MissingType::Zero) {\n      if (default_bin == most_freq_bin) {\n        return SplitInner<true, false, true, false, false>(ARGUMENTS);\n      } else {\n        return SplitInner<true, false, false, false, false>(ARGUMENTS);\n      }\n    } else {\n      if (max_bin == most_freq_bin + 1 && most_freq_bin > 0) {\n        return SplitInner<false, true, false, true, false>(ARGUMENTS);\n      } else {\n        return SplitInner<false, true, false, false, false>(ARGUMENTS);\n      }\n    }\n#undef ARGUMENTS\n  }\n  template <bool USE_MIN_BIN>\n  data_size_t SplitCategoricalInner(uint32_t min_bin, uint32_t max_bin,\n                                    uint32_t most_freq_bin,\n                                    const uint32_t* threshold,\n                                    int num_threshold,\n                                    const data_size_t* data_indices,\n                                    data_size_t cnt, data_size_t* lte_indices,\n                                    data_size_t* gt_indices) const {\n    data_size_t lte_count = 0;\n    data_size_t gt_count = 0;\n    data_size_t* default_indices = gt_indices;\n    data_size_t* default_count = &gt_count;\n    SparseBinIterator<VAL_T> iterator(this, data_indices[0]);\n    int8_t offset = most_freq_bin == 0 ? 1 : 0;\n    if (most_freq_bin > 0 && Common::FindInBitset(threshold, num_threshold, most_freq_bin)) {\n      default_indices = lte_indices;\n      default_count = &lte_count;\n    }\n    for (data_size_t i = 0; i < cnt; ++i) {\n      const data_size_t idx = data_indices[i];\n      const uint32_t bin = iterator.RawGet(idx);\n      if (USE_MIN_BIN && (bin < min_bin || bin > max_bin)) {\n        default_indices[(*default_count)++] = idx;\n      } else if (!USE_MIN_BIN && bin == 0) {\n        default_indices[(*default_count)++] = idx;\n      } else if (Common::FindInBitset(threshold, num_threshold,\n                                      bin - min_bin + offset)) {\n        lte_indices[lte_count++] = idx;\n      } else {\n        gt_indices[gt_count++] = idx;\n      }\n    }\n    return lte_count;\n  }\n\n  data_size_t SplitCategorical(uint32_t min_bin, uint32_t max_bin,\n                               uint32_t most_freq_bin,\n                               const uint32_t* threshold, int num_threshold,\n                               const data_size_t* data_indices, data_size_t cnt,\n                               data_size_t* lte_indices,\n                               data_size_t* gt_indices) const override {\n    return SplitCategoricalInner<true>(min_bin, max_bin, most_freq_bin,\n                                       threshold, num_threshold, data_indices,\n                                       cnt, lte_indices, gt_indices);\n  }\n\n  data_size_t SplitCategorical(uint32_t max_bin, uint32_t most_freq_bin,\n                               const uint32_t* threshold, int num_threshold,\n                               const data_size_t* data_indices, data_size_t cnt,\n                               data_size_t* lte_indices,\n                               data_size_t* gt_indices) const override {\n    return SplitCategoricalInner<false>(1, max_bin, most_freq_bin, threshold,\n                                        num_threshold, data_indices, cnt,\n                                        lte_indices, gt_indices);\n  }\n\n  data_size_t num_data() const override { return num_data_; }\n\n  void* get_data() override { return nullptr; }\n\n  void FinishLoad() override {\n    // get total non zero size\n    size_t pair_cnt = 0;\n    for (size_t i = 0; i < push_buffers_.size(); ++i) {\n      pair_cnt += push_buffers_[i].size();\n    }\n    std::vector<std::pair<data_size_t, VAL_T>>& idx_val_pairs =\n        push_buffers_[0];\n    idx_val_pairs.reserve(pair_cnt);\n\n    for (size_t i = 1; i < push_buffers_.size(); ++i) {\n      idx_val_pairs.insert(idx_val_pairs.end(), push_buffers_[i].begin(),\n                           push_buffers_[i].end());\n      push_buffers_[i].clear();\n      push_buffers_[i].shrink_to_fit();\n    }\n    // sort by data index\n    std::sort(idx_val_pairs.begin(), idx_val_pairs.end(),\n              [](const std::pair<data_size_t, VAL_T>& a,\n                 const std::pair<data_size_t, VAL_T>& b) {\n                return a.first < b.first;\n              });\n    // load delta array\n    LoadFromPair(idx_val_pairs);\n  }\n\n  void LoadFromPair(\n      const std::vector<std::pair<data_size_t, VAL_T>>& idx_val_pairs) {\n    deltas_.clear();\n    vals_.clear();\n    deltas_.reserve(idx_val_pairs.size());\n    vals_.reserve(idx_val_pairs.size());\n    // transform to delta array\n    data_size_t last_idx = 0;\n    for (size_t i = 0; i < idx_val_pairs.size(); ++i) {\n      const data_size_t cur_idx = idx_val_pairs[i].first;\n      const VAL_T bin = idx_val_pairs[i].second;\n      data_size_t cur_delta = cur_idx - last_idx;\n      // disallow the multi-val in one row\n      if (i > 0 && cur_delta == 0) {\n        continue;\n      }\n      while (cur_delta >= 256) {\n        deltas_.push_back(255);\n        vals_.push_back(0);\n        cur_delta -= 255;\n      }\n      deltas_.push_back(static_cast<uint8_t>(cur_delta));\n      vals_.push_back(bin);\n      last_idx = cur_idx;\n    }\n    // avoid out of range\n    deltas_.push_back(0);\n    num_vals_ = static_cast<data_size_t>(vals_.size());\n\n    // reduce memory cost\n    deltas_.shrink_to_fit();\n    vals_.shrink_to_fit();\n\n    // generate fast index\n    GetFastIndex();\n  }\n\n  void GetFastIndex() {\n    fast_index_.clear();\n    // get shift cnt\n    data_size_t mod_size = (num_data_ + kNumFastIndex - 1) / kNumFastIndex;\n    data_size_t pow2_mod_size = 1;\n    fast_index_shift_ = 0;\n    while (pow2_mod_size < mod_size) {\n      pow2_mod_size <<= 1;\n      ++fast_index_shift_;\n    }\n    // build fast index\n    data_size_t i_delta = -1;\n    data_size_t cur_pos = 0;\n    data_size_t next_threshold = 0;\n    while (NextNonzero(&i_delta, &cur_pos)) {\n      while (next_threshold <= cur_pos) {\n        fast_index_.emplace_back(i_delta, cur_pos);\n        next_threshold += pow2_mod_size;\n      }\n    }\n    // avoid out of range\n    while (next_threshold < num_data_) {\n      fast_index_.emplace_back(num_vals_ - 1, cur_pos);\n      next_threshold += pow2_mod_size;\n    }\n    fast_index_.shrink_to_fit();\n  }\n\n  void SaveBinaryToFile(BinaryWriter* writer) const override {\n    writer->AlignedWrite(&num_vals_, sizeof(num_vals_));\n    writer->AlignedWrite(deltas_.data(), sizeof(uint8_t) * (num_vals_ + 1));\n    writer->AlignedWrite(vals_.data(), sizeof(VAL_T) * num_vals_);\n  }\n\n  size_t SizesInByte() const override {\n    return VirtualFileWriter::AlignedSize(sizeof(num_vals_)) +\n           VirtualFileWriter::AlignedSize(sizeof(uint8_t) * (num_vals_ + 1)) +\n           VirtualFileWriter::AlignedSize(sizeof(VAL_T) * num_vals_);\n  }\n\n  void LoadFromMemory(\n      const void* memory,\n      const std::vector<data_size_t>& local_used_indices) override {\n    const char* mem_ptr = reinterpret_cast<const char*>(memory);\n    data_size_t tmp_num_vals = *(reinterpret_cast<const data_size_t*>(mem_ptr));\n    mem_ptr += VirtualFileWriter::AlignedSize(sizeof(tmp_num_vals));\n    const uint8_t* tmp_delta = reinterpret_cast<const uint8_t*>(mem_ptr);\n    mem_ptr += VirtualFileWriter::AlignedSize(sizeof(uint8_t) * (tmp_num_vals + 1));\n    const VAL_T* tmp_vals = reinterpret_cast<const VAL_T*>(mem_ptr);\n\n    deltas_.clear();\n    vals_.clear();\n    num_vals_ = tmp_num_vals;\n    for (data_size_t i = 0; i < num_vals_; ++i) {\n      deltas_.push_back(tmp_delta[i]);\n      vals_.push_back(tmp_vals[i]);\n    }\n    deltas_.push_back(0);\n    // reduce memory cost\n    deltas_.shrink_to_fit();\n    vals_.shrink_to_fit();\n\n    if (local_used_indices.empty()) {\n      // generate fast index\n      GetFastIndex();\n    } else {\n      std::vector<std::pair<data_size_t, VAL_T>> tmp_pair;\n      data_size_t cur_pos = 0;\n      data_size_t j = -1;\n      for (data_size_t i = 0;\n           i < static_cast<data_size_t>(local_used_indices.size()); ++i) {\n        const data_size_t idx = local_used_indices[i];\n        while (cur_pos < idx && j < num_vals_) {\n          NextNonzero(&j, &cur_pos);\n        }\n        if (cur_pos == idx && j < num_vals_ && vals_[j] > 0) {\n          // new row index is i\n          tmp_pair.emplace_back(i, vals_[j]);\n        }\n      }\n      LoadFromPair(tmp_pair);\n    }\n  }\n\n  void CopySubrow(const Bin* full_bin, const data_size_t* used_indices,\n                  data_size_t num_used_indices) override {\n    auto other_bin = dynamic_cast<const SparseBin<VAL_T>*>(full_bin);\n    deltas_.clear();\n    vals_.clear();\n    data_size_t start = 0;\n    if (num_used_indices > 0) {\n      start = used_indices[0];\n    }\n    SparseBinIterator<VAL_T> iterator(other_bin, start);\n    // transform to delta array\n    data_size_t last_idx = 0;\n    for (data_size_t i = 0; i < num_used_indices; ++i) {\n      auto bin = iterator.InnerRawGet(used_indices[i]);\n      if (bin > 0) {\n        data_size_t cur_delta = i - last_idx;\n        while (cur_delta >= 256) {\n          deltas_.push_back(255);\n          vals_.push_back(0);\n          cur_delta -= 255;\n        }\n        deltas_.push_back(static_cast<uint8_t>(cur_delta));\n        vals_.push_back(bin);\n        last_idx = i;\n      }\n    }\n    // avoid out of range\n    deltas_.push_back(0);\n    num_vals_ = static_cast<data_size_t>(vals_.size());\n\n    // reduce memory cost\n    deltas_.shrink_to_fit();\n    vals_.shrink_to_fit();\n\n    // generate fast index\n    GetFastIndex();\n  }\n\n  SparseBin<VAL_T>* Clone() override;\n\n  SparseBin(const SparseBin<VAL_T>& other)\n      : num_data_(other.num_data_),\n        deltas_(other.deltas_),\n        vals_(other.vals_),\n        num_vals_(other.num_vals_),\n        push_buffers_(other.push_buffers_),\n        fast_index_(other.fast_index_),\n        fast_index_shift_(other.fast_index_shift_) {}\n\n  void InitIndex(data_size_t start_idx, data_size_t* i_delta,\n                 data_size_t* cur_pos) const {\n    auto idx = start_idx >> fast_index_shift_;\n    if (static_cast<size_t>(idx) < fast_index_.size()) {\n      const auto fast_pair = fast_index_[start_idx >> fast_index_shift_];\n      *i_delta = fast_pair.first;\n      *cur_pos = fast_pair.second;\n    } else {\n      *i_delta = -1;\n      *cur_pos = 0;\n    }\n  }\n\n  const void* GetColWiseData(uint8_t* bit_type, bool* is_sparse, std::vector<BinIterator*>* bin_iterator, const int num_threads) const override;\n\n  const void* GetColWiseData(uint8_t* bit_type, bool* is_sparse, BinIterator** bin_iterator) const override;\n\n private:\n  data_size_t num_data_;\n  std::vector<uint8_t, Common::AlignmentAllocator<uint8_t, kAlignedSize>>\n      deltas_;\n  std::vector<VAL_T, Common::AlignmentAllocator<VAL_T, kAlignedSize>> vals_;\n  data_size_t num_vals_;\n  std::vector<std::vector<std::pair<data_size_t, VAL_T>>> push_buffers_;\n  std::vector<std::pair<data_size_t, data_size_t>> fast_index_;\n  data_size_t fast_index_shift_;\n};\n\ntemplate <typename VAL_T>\nSparseBin<VAL_T>* SparseBin<VAL_T>::Clone() {\n  return new SparseBin(*this);\n}\n\ntemplate <typename VAL_T>\ninline uint32_t SparseBinIterator<VAL_T>::RawGet(data_size_t idx) {\n  return InnerRawGet(idx);\n}\n\ntemplate <typename VAL_T>\ninline VAL_T SparseBinIterator<VAL_T>::InnerRawGet(data_size_t idx) {\n  while (cur_pos_ < idx) {\n    bin_data_->NextNonzeroFast(&i_delta_, &cur_pos_);\n  }\n  if (cur_pos_ == idx) {\n    return bin_data_->vals_[i_delta_];\n  } else {\n    return 0;\n  }\n}\n\ntemplate <typename VAL_T>\ninline void SparseBinIterator<VAL_T>::Reset(data_size_t start_idx) {\n  bin_data_->InitIndex(start_idx, &i_delta_, &cur_pos_);\n}\n\ntemplate <typename VAL_T>\nBinIterator* SparseBin<VAL_T>::GetIterator(uint32_t min_bin, uint32_t max_bin,\n                                           uint32_t most_freq_bin) const {\n  return new SparseBinIterator<VAL_T>(this, min_bin, max_bin, most_freq_bin);\n}\n\n}  // namespace LightGBM\n\n#endif  // LIGHTGBM_SRC_IO_SPARSE_BIN_HPP_\n"
  },
  {
    "path": "src/io/train_share_states.cpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n\n#include <LightGBM/train_share_states.h>\n\n#include <algorithm>\n#include <memory>\n#include <vector>\n\nnamespace LightGBM {\n\nMultiValBinWrapper::MultiValBinWrapper(MultiValBin* bin, data_size_t num_data,\n  const std::vector<int>& feature_groups_contained, const int num_grad_quant_bins):\n    feature_groups_contained_(feature_groups_contained) {\n  num_threads_ = OMP_NUM_THREADS();\n  num_data_ = num_data;\n  multi_val_bin_.reset(bin);\n  if (bin == nullptr) {\n    return;\n  }\n  num_bin_ = bin->num_bin();\n  num_bin_aligned_ = (num_bin_ + kAlignedSize - 1) / kAlignedSize * kAlignedSize;\n  num_grad_quant_bins_ = num_grad_quant_bins;\n}\n\nvoid MultiValBinWrapper::InitTrain(const std::vector<int>& group_feature_start,\n  const std::vector<std::unique_ptr<FeatureGroup>>& feature_groups,\n  const std::vector<int8_t>& is_feature_used,\n  const data_size_t* bagging_use_indices,\n  data_size_t bagging_indices_cnt) {\n  is_use_subcol_ = false;\n  if (multi_val_bin_ == nullptr) {\n    return;\n  }\n  CopyMultiValBinSubset(group_feature_start, feature_groups,\n    is_feature_used, bagging_use_indices, bagging_indices_cnt);\n  const auto cur_multi_val_bin = (is_use_subcol_ || is_use_subrow_)\n        ? multi_val_bin_subset_.get()\n        : multi_val_bin_.get();\n  if (cur_multi_val_bin != nullptr) {\n    num_bin_ = cur_multi_val_bin->num_bin();\n    num_bin_aligned_ = (num_bin_ + kAlignedSize - 1) / kAlignedSize * kAlignedSize;\n    auto num_element_per_row = cur_multi_val_bin->num_element_per_row();\n    min_block_size_ = std::min<int>(static_cast<int>(0.3f * num_bin_ /\n      (num_element_per_row + kZeroThreshold)) + 1, 1024);\n    min_block_size_ = std::max<int>(min_block_size_, 32);\n  }\n}\n\ntemplate <bool USE_QUANT_GRAD, int HIST_BITS, int INNER_HIST_BITS>\nvoid MultiValBinWrapper::HistMove(const std::vector<hist_t,\n  Common::AlignmentAllocator<hist_t, kAlignedSize>>& hist_buf) {\n  if (!is_use_subcol_ && INNER_HIST_BITS != 8) {\n    return;\n  }\n  if (USE_QUANT_GRAD) {\n    if (HIST_BITS == 32) {\n      const int64_t* src = reinterpret_cast<const int64_t*>(hist_buf.data()) + hist_buf.size() / 2 -\n        static_cast<size_t>(num_bin_aligned_);\n      #pragma omp parallel for schedule(static) num_threads(num_threads_)\n      for (int i = 0; i < static_cast<int>(hist_move_src_.size()); ++i) {\n        std::copy_n(src + hist_move_src_[i] / 2, hist_move_size_[i] / 2,\n                    reinterpret_cast<int64_t*>(origin_hist_data_) + hist_move_dest_[i] / 2);\n      }\n    } else if (HIST_BITS == 16) {\n      if (is_use_subcol_) {\n        const int32_t* src = reinterpret_cast<const int32_t*>(hist_buf.data()) + hist_buf.size() / 2 -\n          static_cast<size_t>(num_bin_aligned_);\n        #pragma omp parallel for schedule(static) num_threads(num_threads_)\n        for (int i = 0; i < static_cast<int>(hist_move_src_.size()); ++i) {\n          std::copy_n(src + hist_move_src_[i] / 2, hist_move_size_[i] / 2,\n                      reinterpret_cast<int32_t*>(origin_hist_data_) + hist_move_dest_[i] / 2);\n        }\n      } else {\n        CHECK_EQ(INNER_HIST_BITS, 8);\n        const int32_t* src = reinterpret_cast<const int32_t*>(hist_buf.data()) + hist_buf.size() / 2;\n        int32_t* orig_ptr = reinterpret_cast<int32_t*>(origin_hist_data_);\n        #pragma omp parallel for schedule(static) num_threads(num_threads_)\n        for (int i = 0; i < num_bin_; ++i) {\n          orig_ptr[i] = src[i];\n        }\n      }\n    }\n  } else {\n    const hist_t* src = hist_buf.data() + hist_buf.size() -\n      2 * static_cast<size_t>(num_bin_aligned_);\n    #pragma omp parallel for schedule(static) num_threads(num_threads_)\n    for (int i = 0; i < static_cast<int>(hist_move_src_.size()); ++i) {\n      std::copy_n(src + hist_move_src_[i], hist_move_size_[i],\n                  origin_hist_data_ + hist_move_dest_[i]);\n    }\n  }\n}\n\ntemplate void MultiValBinWrapper::HistMove<false, 0, 0>(const std::vector<hist_t,\n  Common::AlignmentAllocator<hist_t, kAlignedSize>>& hist_buf);\n\ntemplate void MultiValBinWrapper::HistMove<false, 0, 8>(const std::vector<hist_t,\n  Common::AlignmentAllocator<hist_t, kAlignedSize>>& hist_buf);\n\ntemplate void MultiValBinWrapper::HistMove<true, 16, 8>(const std::vector<hist_t,\n  Common::AlignmentAllocator<hist_t, kAlignedSize>>& hist_buf);\n\ntemplate void MultiValBinWrapper::HistMove<true, 16, 16>(const std::vector<hist_t,\n  Common::AlignmentAllocator<hist_t, kAlignedSize>>& hist_buf);\n\ntemplate void MultiValBinWrapper::HistMove<true, 32, 8>(const std::vector<hist_t,\n  Common::AlignmentAllocator<hist_t, kAlignedSize>>& hist_buf);\n\ntemplate void MultiValBinWrapper::HistMove<true, 32, 32>(const std::vector<hist_t,\n  Common::AlignmentAllocator<hist_t, kAlignedSize>>& hist_buf);\n\ntemplate <bool USE_QUANT_GRAD, int HIST_BITS, int INNER_HIST_BITS>\nvoid MultiValBinWrapper::HistMerge(std::vector<hist_t,\n  Common::AlignmentAllocator<hist_t, kAlignedSize>>* hist_buf) {\n  int n_bin_block = 1;\n  int bin_block_size = num_bin_;\n  Threading::BlockInfo<data_size_t>(num_threads_, num_bin_, 512, &n_bin_block,\n                                  &bin_block_size);\n  if (USE_QUANT_GRAD) {\n    if (HIST_BITS == 32) {\n      int64_t* dst = reinterpret_cast<int64_t*>(origin_hist_data_);\n      if (is_use_subcol_) {\n        dst = reinterpret_cast<int64_t*>(hist_buf->data()) + hist_buf->size() / 2 - static_cast<size_t>(num_bin_aligned_);\n      }\n      #pragma omp parallel for schedule(static, 1) num_threads(num_threads_)\n      for (int t = 0; t < n_bin_block; ++t) {\n        const int start = t * bin_block_size;\n        const int end = std::min(start + bin_block_size, num_bin_);\n        for (int tid = 1; tid < n_data_block_; ++tid) {\n          auto src_ptr = reinterpret_cast<const int64_t*>(hist_buf->data()) + static_cast<size_t>(num_bin_aligned_) * (tid - 1);\n          for (int i = start; i < end; ++i) {\n            dst[i] += src_ptr[i];\n          }\n        }\n      }\n    } else if (HIST_BITS == 16 && INNER_HIST_BITS == 16) {\n      int32_t* dst = reinterpret_cast<int32_t*>(origin_hist_data_);\n      if (is_use_subcol_) {\n        dst = reinterpret_cast<int32_t*>(hist_buf->data()) + hist_buf->size() / 2 - static_cast<size_t>(num_bin_aligned_);\n      }\n      #pragma omp parallel for schedule(static, 1) num_threads(num_threads_)\n      for (int t = 0; t < n_bin_block; ++t) {\n        const int start = t * bin_block_size;\n        const int end = std::min(start + bin_block_size, num_bin_);\n        for (int tid = 1; tid < n_data_block_; ++tid) {\n          auto src_ptr = reinterpret_cast<const int32_t*>(hist_buf->data()) + static_cast<size_t>(num_bin_aligned_) * (tid - 1);\n          for (int i = start; i < end; ++i) {\n            dst[i] += src_ptr[i];\n          }\n        }\n      }\n    } else if (HIST_BITS == 16 && INNER_HIST_BITS == 8) {\n      int32_t* dst = reinterpret_cast<int32_t*>(hist_buf->data()) + hist_buf->size() / 2;\n      std::memset(reinterpret_cast<void*>(dst), 0, num_bin_ * kInt16HistBufferEntrySize);\n      #pragma omp parallel for schedule(static, 1) num_threads(num_threads_)\n      for (int t = 0; t < n_bin_block; ++t) {\n        const int start = t * bin_block_size;\n        const int end = std::min(start + bin_block_size, num_bin_);\n        for (int tid = 0; tid < n_data_block_; ++tid) {\n          auto src_ptr = reinterpret_cast<const int16_t*>(hist_buf->data()) + static_cast<size_t>(num_bin_aligned_) * tid;\n          for (int i = start; i < end; ++i) {\n            const int16_t packed_hist = src_ptr[i];\n            const int32_t packed_hist_int32 = (static_cast<int32_t>(static_cast<int8_t>(packed_hist >> 8)) << 16) | static_cast<int32_t>(packed_hist & 0x00ff);\n            dst[i] += packed_hist_int32;\n          }\n        }\n      }\n    }\n  } else {\n    hist_t* dst = origin_hist_data_;\n    if (is_use_subcol_) {\n      dst = hist_buf->data() + hist_buf->size() - 2 * static_cast<size_t>(num_bin_aligned_);\n    }\n    #pragma omp parallel for schedule(static, 1) num_threads(num_threads_)\n    for (int t = 0; t < n_bin_block; ++t) {\n      const int start = t * bin_block_size;\n      const int end = std::min(start + bin_block_size, num_bin_);\n      for (int tid = 1; tid < n_data_block_; ++tid) {\n        auto src_ptr = hist_buf->data() + static_cast<size_t>(num_bin_aligned_) * 2 * (tid - 1);\n        for (int i = start * 2; i < end * 2; ++i) {\n          dst[i] += src_ptr[i];\n        }\n      }\n    }\n  }\n}\n\ntemplate void MultiValBinWrapper::HistMerge<false, 0, 0>(std::vector<hist_t,\n  Common::AlignmentAllocator<hist_t, kAlignedSize>>* hist_buf);\n\ntemplate void MultiValBinWrapper::HistMerge<false, 0, 8>(std::vector<hist_t,\n  Common::AlignmentAllocator<hist_t, kAlignedSize>>* hist_buf);\n\ntemplate void MultiValBinWrapper::HistMerge<true, 16, 8>(std::vector<hist_t,\n  Common::AlignmentAllocator<hist_t, kAlignedSize>>* hist_buf);\n\ntemplate void MultiValBinWrapper::HistMerge<true, 16, 16>(std::vector<hist_t,\n  Common::AlignmentAllocator<hist_t, kAlignedSize>>* hist_buf);\n\ntemplate void MultiValBinWrapper::HistMerge<true, 32, 8>(std::vector<hist_t,\n  Common::AlignmentAllocator<hist_t, kAlignedSize>>* hist_buf);\n\ntemplate void MultiValBinWrapper::HistMerge<true, 32, 32>(std::vector<hist_t,\n  Common::AlignmentAllocator<hist_t, kAlignedSize>>* hist_buf);\n\nvoid MultiValBinWrapper::ResizeHistBuf(std::vector<hist_t,\n  Common::AlignmentAllocator<hist_t, kAlignedSize>>* hist_buf,\n  MultiValBin* sub_multi_val_bin,\n  hist_t* origin_hist_data) {\n  num_bin_ = sub_multi_val_bin->num_bin();\n  num_bin_aligned_ = (num_bin_ + kAlignedSize - 1) / kAlignedSize * kAlignedSize;\n  origin_hist_data_ = origin_hist_data;\n  size_t new_buf_size = static_cast<size_t>(n_data_block_) * static_cast<size_t>(num_bin_aligned_) * 2;\n  if (hist_buf->size() < new_buf_size) {\n    hist_buf->resize(new_buf_size);\n  }\n}\n\nvoid MultiValBinWrapper::CopyMultiValBinSubset(\n  const std::vector<int>& group_feature_start,\n  const std::vector<std::unique_ptr<FeatureGroup>>& feature_groups,\n  const std::vector<int8_t>& is_feature_used,\n  const data_size_t* bagging_use_indices,\n  data_size_t bagging_indices_cnt) {\n  double sum_used_dense_ratio = 0.0;\n  double sum_dense_ratio = 0.0;\n  int num_used = 0;\n  int total = 0;\n  std::vector<int> used_feature_index;\n  for (int i : feature_groups_contained_) {\n    int f_start = group_feature_start[i];\n    if (feature_groups[i]->is_multi_val_) {\n      for (int j = 0; j < feature_groups[i]->num_feature_; ++j) {\n        const auto dense_rate =\n            1.0 - feature_groups[i]->bin_mappers_[j]->sparse_rate();\n        if (is_feature_used[f_start + j]) {\n          ++num_used;\n          used_feature_index.push_back(total);\n          sum_used_dense_ratio += dense_rate;\n        }\n        sum_dense_ratio += dense_rate;\n        ++total;\n      }\n    } else {\n      bool is_group_used = false;\n      double dense_rate = 0;\n      for (int j = 0; j < feature_groups[i]->num_feature_; ++j) {\n        if (is_feature_used[f_start + j]) {\n          is_group_used = true;\n        }\n        dense_rate += 1.0 - feature_groups[i]->bin_mappers_[j]->sparse_rate();\n      }\n      if (is_group_used) {\n        ++num_used;\n        used_feature_index.push_back(total);\n        sum_used_dense_ratio += dense_rate;\n      }\n      sum_dense_ratio += dense_rate;\n      ++total;\n    }\n  }\n  const double k_subfeature_threshold = 0.6;\n  if (sum_used_dense_ratio >= sum_dense_ratio * k_subfeature_threshold) {\n    // only need to copy subset\n    if (is_use_subrow_ && !is_subrow_copied_) {\n      if (multi_val_bin_subset_ == nullptr) {\n        multi_val_bin_subset_.reset(multi_val_bin_->CreateLike(\n            bagging_indices_cnt, multi_val_bin_->num_bin(), total,\n            multi_val_bin_->num_element_per_row(), multi_val_bin_->offsets()));\n      } else {\n        multi_val_bin_subset_->ReSize(\n            bagging_indices_cnt, multi_val_bin_->num_bin(), total,\n            multi_val_bin_->num_element_per_row(), multi_val_bin_->offsets());\n      }\n      multi_val_bin_subset_->CopySubrow(\n          multi_val_bin_.get(), bagging_use_indices,\n          bagging_indices_cnt);\n      // avoid to copy subset many times\n      is_subrow_copied_ = true;\n    }\n  } else {\n    is_use_subcol_ = true;\n    std::vector<uint32_t> upper_bound;\n    std::vector<uint32_t> lower_bound;\n    std::vector<uint32_t> delta;\n    std::vector<uint32_t> offsets;\n    hist_move_src_.clear();\n    hist_move_dest_.clear();\n    hist_move_size_.clear();\n\n    const int offset = multi_val_bin_->IsSparse() ? 1 : 0;\n    int num_total_bin = offset;\n    int new_num_total_bin = offset;\n    offsets.push_back(static_cast<uint32_t>(new_num_total_bin));\n    for (int i : feature_groups_contained_) {\n      int f_start = group_feature_start[i];\n      if (feature_groups[i]->is_multi_val_) {\n        for (int j = 0; j < feature_groups[i]->num_feature_; ++j) {\n          const auto& bin_mapper = feature_groups[i]->bin_mappers_[j];\n          if (i == 0 && j == 0 && bin_mapper->GetMostFreqBin() > 0) {\n            num_total_bin = 1;\n          }\n          int cur_num_bin = bin_mapper->num_bin();\n          if (bin_mapper->GetMostFreqBin() == 0) {\n            cur_num_bin -= offset;\n          }\n          num_total_bin += cur_num_bin;\n          if (is_feature_used[f_start + j]) {\n            new_num_total_bin += cur_num_bin;\n            offsets.push_back(static_cast<uint32_t>(new_num_total_bin));\n            lower_bound.push_back(num_total_bin - cur_num_bin);\n            upper_bound.push_back(num_total_bin);\n\n            hist_move_src_.push_back(\n                (new_num_total_bin - cur_num_bin) * 2);\n            hist_move_dest_.push_back((num_total_bin - cur_num_bin) *\n                                                2);\n            hist_move_size_.push_back(cur_num_bin * 2);\n            delta.push_back(num_total_bin - new_num_total_bin);\n          }\n        }\n      } else {\n        bool is_group_used = false;\n        for (int j = 0; j < feature_groups[i]->num_feature_; ++j) {\n          if (is_feature_used[f_start + j]) {\n            is_group_used = true;\n            break;\n          }\n        }\n        int cur_num_bin = feature_groups[i]->bin_offsets_.back() - offset;\n        num_total_bin += cur_num_bin;\n        if (is_group_used) {\n          new_num_total_bin += cur_num_bin;\n          offsets.push_back(static_cast<uint32_t>(new_num_total_bin));\n          lower_bound.push_back(num_total_bin - cur_num_bin);\n          upper_bound.push_back(num_total_bin);\n\n          hist_move_src_.push_back(\n              (new_num_total_bin - cur_num_bin) * 2);\n          hist_move_dest_.push_back((num_total_bin - cur_num_bin) *\n                                              2);\n          hist_move_size_.push_back(cur_num_bin * 2);\n          delta.push_back(num_total_bin - new_num_total_bin);\n        }\n      }\n    }\n    // avoid out of range\n    lower_bound.push_back(num_total_bin);\n    upper_bound.push_back(num_total_bin);\n    data_size_t num_data = is_use_subrow_ ? bagging_indices_cnt : num_data_;\n    if (multi_val_bin_subset_ == nullptr) {\n      multi_val_bin_subset_.reset(multi_val_bin_->CreateLike(\n          num_data, new_num_total_bin, num_used, sum_used_dense_ratio, offsets));\n    } else {\n      multi_val_bin_subset_->ReSize(num_data, new_num_total_bin,\n                                              num_used, sum_used_dense_ratio, offsets);\n    }\n    if (is_use_subrow_) {\n      multi_val_bin_subset_->CopySubrowAndSubcol(\n          multi_val_bin_.get(), bagging_use_indices,\n          bagging_indices_cnt, used_feature_index, lower_bound,\n          upper_bound, delta);\n      // may need to recopy subset\n      is_subrow_copied_ = false;\n    } else {\n      multi_val_bin_subset_->CopySubcol(\n          multi_val_bin_.get(), used_feature_index, lower_bound, upper_bound, delta);\n    }\n  }\n}\n\nvoid TrainingShareStates::CalcBinOffsets(const std::vector<std::unique_ptr<FeatureGroup>>& feature_groups,\n  std::vector<uint32_t>* offsets, bool in_is_col_wise) {\n  offsets->clear();\n  feature_hist_offsets_.clear();\n  if (in_is_col_wise) {\n    uint32_t cur_num_bin = 0;\n    uint32_t hist_cur_num_bin = 0;\n    for (int group = 0; group < static_cast<int>(feature_groups.size()); ++group) {\n      const std::unique_ptr<FeatureGroup>& feature_group = feature_groups[group];\n      if (feature_group->is_multi_val_) {\n        if (feature_group->is_dense_multi_val_) {\n          for (int i = 0; i < feature_group->num_feature_; ++i) {\n            const std::unique_ptr<BinMapper>& bin_mapper = feature_group->bin_mappers_[i];\n            if (group == 0 && i == 0 && bin_mapper->GetMostFreqBin() > 0) {\n              cur_num_bin += 1;\n              hist_cur_num_bin += 1;\n            }\n            offsets->push_back(cur_num_bin);\n            feature_hist_offsets_.push_back(hist_cur_num_bin);\n            int num_bin = bin_mapper->num_bin();\n            hist_cur_num_bin += num_bin;\n            if (bin_mapper->GetMostFreqBin() == 0) {\n              feature_hist_offsets_.back() += 1;\n            }\n            cur_num_bin += num_bin;\n          }\n          offsets->push_back(cur_num_bin);\n          CHECK(cur_num_bin == feature_group->bin_offsets_.back());\n        } else {\n          cur_num_bin += 1;\n          hist_cur_num_bin += 1;\n          for (int i = 0; i < feature_group->num_feature_; ++i) {\n            offsets->push_back(cur_num_bin);\n            feature_hist_offsets_.push_back(hist_cur_num_bin);\n            const std::unique_ptr<BinMapper>& bin_mapper = feature_group->bin_mappers_[i];\n            int num_bin = bin_mapper->num_bin();\n            if (bin_mapper->GetMostFreqBin() == 0) {\n              num_bin -= 1;\n            }\n            hist_cur_num_bin += num_bin;\n            cur_num_bin += num_bin;\n          }\n          offsets->push_back(cur_num_bin);\n          CHECK(cur_num_bin == feature_group->bin_offsets_.back());\n        }\n      } else {\n        for (int i = 0; i < feature_group->num_feature_; ++i) {\n          feature_hist_offsets_.push_back(hist_cur_num_bin + feature_group->bin_offsets_[i]);\n        }\n        hist_cur_num_bin += feature_group->bin_offsets_.back();\n      }\n    }\n    feature_hist_offsets_.push_back(hist_cur_num_bin);\n    num_hist_total_bin_ = static_cast<int>(feature_hist_offsets_.back());\n  } else {\n    double sum_dense_ratio = 0.0f;\n    int ncol = 0;\n    for (int gid = 0; gid < static_cast<int>(feature_groups.size()); ++gid) {\n      if (feature_groups[gid]->is_multi_val_) {\n        ncol += feature_groups[gid]->num_feature_;\n      } else {\n        ++ncol;\n      }\n      for (int fid = 0; fid < feature_groups[gid]->num_feature_; ++fid) {\n        const auto& bin_mapper = feature_groups[gid]->bin_mappers_[fid];\n        sum_dense_ratio += 1.0f - bin_mapper->sparse_rate();\n      }\n    }\n    sum_dense_ratio /= ncol;\n    const bool is_sparse_row_wise = (1.0f - sum_dense_ratio) >=\n      MultiValBin::multi_val_bin_sparse_threshold ? 1 : 0;\n    if (is_sparse_row_wise) {\n      int cur_num_bin = 1;\n      uint32_t hist_cur_num_bin = 1;\n      for (int group = 0; group < static_cast<int>(feature_groups.size()); ++group) {\n        const std::unique_ptr<FeatureGroup>& feature_group = feature_groups[group];\n        if (feature_group->is_multi_val_) {\n          for (int i = 0; i < feature_group->num_feature_; ++i) {\n            offsets->push_back(cur_num_bin);\n            feature_hist_offsets_.push_back(hist_cur_num_bin);\n            const std::unique_ptr<BinMapper>& bin_mapper = feature_group->bin_mappers_[i];\n            int num_bin = bin_mapper->num_bin();\n            if (bin_mapper->GetMostFreqBin() == 0) {\n              num_bin -= 1;\n            }\n            cur_num_bin += num_bin;\n            hist_cur_num_bin += num_bin;\n          }\n        } else {\n          offsets->push_back(cur_num_bin);\n          cur_num_bin += feature_group->bin_offsets_.back() - 1;\n          for (int i = 0; i < feature_group->num_feature_; ++i) {\n            feature_hist_offsets_.push_back(hist_cur_num_bin + feature_group->bin_offsets_[i] - 1);\n          }\n          hist_cur_num_bin += feature_group->bin_offsets_.back() - 1;\n        }\n      }\n      offsets->push_back(cur_num_bin);\n      feature_hist_offsets_.push_back(hist_cur_num_bin);\n    } else {\n      int cur_num_bin = 0;\n      uint32_t hist_cur_num_bin = 0;\n      for (int group = 0; group < static_cast<int>(feature_groups.size()); ++group) {\n        const std::unique_ptr<FeatureGroup>& feature_group = feature_groups[group];\n        if (feature_group->is_multi_val_) {\n          for (int i = 0; i < feature_group->num_feature_; ++i) {\n            const std::unique_ptr<BinMapper>& bin_mapper = feature_group->bin_mappers_[i];\n            if (group == 0 && i == 0 && bin_mapper->GetMostFreqBin() > 0) {\n              cur_num_bin += 1;\n              hist_cur_num_bin += 1;\n            }\n            offsets->push_back(cur_num_bin);\n            feature_hist_offsets_.push_back(hist_cur_num_bin);\n            int num_bin = bin_mapper->num_bin();\n            cur_num_bin += num_bin;\n            hist_cur_num_bin += num_bin;\n            if (bin_mapper->GetMostFreqBin() == 0) {\n              feature_hist_offsets_.back() += 1;\n            }\n          }\n        } else {\n          offsets->push_back(cur_num_bin);\n          cur_num_bin += feature_group->bin_offsets_.back();\n          for (int i = 0; i < feature_group->num_feature_; ++i) {\n            feature_hist_offsets_.push_back(hist_cur_num_bin + feature_group->bin_offsets_[i]);\n          }\n          hist_cur_num_bin += feature_group->bin_offsets_.back();\n        }\n      }\n      offsets->push_back(cur_num_bin);\n      feature_hist_offsets_.push_back(hist_cur_num_bin);\n    }\n    num_hist_total_bin_ = static_cast<int>(feature_hist_offsets_.back());\n  }\n  #ifdef USE_CUDA\n  column_hist_offsets_ = *offsets;\n  #endif  // USE_CUDA\n}\n\nvoid TrainingShareStates::SetMultiValBin(MultiValBin* bin, data_size_t num_data,\n  const std::vector<std::unique_ptr<FeatureGroup>>& feature_groups,\n  bool dense_only, bool sparse_only, const int num_grad_quant_bins) {\n  num_threads = OMP_NUM_THREADS();\n  if (bin == nullptr) {\n    return;\n  }\n  std::vector<int> feature_groups_contained;\n  for (int group = 0; group < static_cast<int>(feature_groups.size()); ++group) {\n    const auto& feature_group = feature_groups[group];\n    if (feature_group->is_multi_val_) {\n      if (!dense_only) {\n        feature_groups_contained.push_back(group);\n      }\n    } else if (!sparse_only) {\n      feature_groups_contained.push_back(group);\n    }\n  }\n  num_total_bin_ += bin->num_bin();\n  num_elements_per_row_ += bin->num_element_per_row();\n  multi_val_bin_wrapper_.reset(new MultiValBinWrapper(\n    bin, num_data, feature_groups_contained, num_grad_quant_bins));\n}\n\n}  // namespace LightGBM\n"
  },
  {
    "path": "src/io/tree.cpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#include <LightGBM/tree.h>\n\n#include <LightGBM/dataset.h>\n#include <LightGBM/utils/common.h>\n#include <LightGBM/utils/threading.h>\n\n#include <algorithm>\n#include <functional>\n#include <iomanip>\n#include <sstream>\n#include <string>\n#include <unordered_map>\n#include <vector>\n\nnamespace LightGBM {\n\nTree::Tree(int max_leaves, bool track_branch_features, bool is_linear)\n  :max_leaves_(max_leaves), track_branch_features_(track_branch_features) {\n  left_child_.resize(max_leaves_ - 1);\n  right_child_.resize(max_leaves_ - 1);\n  split_feature_inner_.resize(max_leaves_ - 1);\n  split_feature_.resize(max_leaves_ - 1);\n  threshold_in_bin_.resize(max_leaves_ - 1);\n  threshold_.resize(max_leaves_ - 1);\n  decision_type_.resize(max_leaves_ - 1, 0);\n  split_gain_.resize(max_leaves_ - 1);\n  leaf_parent_.resize(max_leaves_);\n  leaf_value_.resize(max_leaves_);\n  leaf_weight_.resize(max_leaves_);\n  leaf_count_.resize(max_leaves_);\n  internal_value_.resize(max_leaves_ - 1);\n  internal_weight_.resize(max_leaves_ - 1);\n  internal_count_.resize(max_leaves_ - 1);\n  leaf_depth_.resize(max_leaves_);\n  if (track_branch_features_) {\n    branch_features_ = std::vector<std::vector<int>>(max_leaves_);\n  }\n  // root is in the depth 0\n  leaf_depth_[0] = 0;\n  num_leaves_ = 1;\n  leaf_value_[0] = 0.0f;\n  leaf_weight_[0] = 0.0f;\n  leaf_parent_[0] = -1;\n  shrinkage_ = 1.0f;\n  num_cat_ = 0;\n  cat_boundaries_.push_back(0);\n  cat_boundaries_inner_.push_back(0);\n  max_depth_ = -1;\n  is_linear_ = is_linear;\n  if (is_linear_) {\n    leaf_coeff_.resize(max_leaves_);\n    leaf_const_ = std::vector<double>(max_leaves_, 0);\n    leaf_features_.resize(max_leaves_);\n    leaf_features_inner_.resize(max_leaves_);\n  }\n  #ifdef USE_CUDA\n  is_cuda_tree_ = false;\n  #endif  // USE_CUDA\n}\n\nint Tree::Split(int leaf, int feature, int real_feature, uint32_t threshold_bin,\n                double threshold_double, double left_value, double right_value,\n                int left_cnt, int right_cnt, double left_weight, double right_weight, float gain,\n                MissingType missing_type, bool default_left) {\n  Split(leaf, feature, real_feature, left_value, right_value, left_cnt, right_cnt, left_weight, right_weight, gain);\n  int new_node_idx = num_leaves_ - 1;\n  decision_type_[new_node_idx] = 0;\n  SetDecisionType(&decision_type_[new_node_idx], false, kCategoricalMask);\n  SetDecisionType(&decision_type_[new_node_idx], default_left, kDefaultLeftMask);\n  SetMissingType(&decision_type_[new_node_idx], static_cast<int8_t>(missing_type));\n  threshold_in_bin_[new_node_idx] = threshold_bin;\n  threshold_[new_node_idx] = threshold_double;\n  ++num_leaves_;\n  return num_leaves_ - 1;\n}\n\nint Tree::SplitCategorical(int leaf, int feature, int real_feature, const uint32_t* threshold_bin, int num_threshold_bin,\n                           const uint32_t* threshold, int num_threshold, double left_value, double right_value,\n                           data_size_t left_cnt, data_size_t right_cnt, double left_weight, double right_weight, float gain, MissingType missing_type) {\n  Split(leaf, feature, real_feature, left_value, right_value, left_cnt, right_cnt, left_weight, right_weight, gain);\n  int new_node_idx = num_leaves_ - 1;\n  decision_type_[new_node_idx] = 0;\n  SetDecisionType(&decision_type_[new_node_idx], true, kCategoricalMask);\n  SetMissingType(&decision_type_[new_node_idx], static_cast<int8_t>(missing_type));\n  threshold_in_bin_[new_node_idx] = num_cat_;\n  threshold_[new_node_idx] = num_cat_;\n  ++num_cat_;\n  cat_boundaries_.push_back(cat_boundaries_.back() + num_threshold);\n  for (int i = 0; i < num_threshold; ++i) {\n    cat_threshold_.push_back(threshold[i]);\n  }\n  cat_boundaries_inner_.push_back(cat_boundaries_inner_.back() + num_threshold_bin);\n  for (int i = 0; i < num_threshold_bin; ++i) {\n    cat_threshold_inner_.push_back(threshold_bin[i]);\n  }\n  ++num_leaves_;\n  return num_leaves_ - 1;\n}\n\n#define PredictionFun(niter, fidx_in_iter, start_pos, decision_fun, iter_idx, \\\n                      data_idx)                                               \\\n  std::vector<std::unique_ptr<BinIterator>> iter((niter));                    \\\n  for (int i = 0; i < (niter); ++i) {                                         \\\n    iter[i].reset(data->FeatureIterator((fidx_in_iter)));                     \\\n    iter[i]->Reset((start_pos));                                              \\\n  }                                                                           \\\n  for (data_size_t i = start; i < end; ++i) {                                 \\\n    int node = 0;                                                             \\\n    while (node >= 0) {                                                       \\\n      node = decision_fun(iter[(iter_idx)]->Get((data_idx)), node,            \\\n                          default_bins[node], max_bins[node]);                \\\n    }                                                                         \\\n    score[(data_idx)] += static_cast<double>(leaf_value_[~node]);             \\\n  }\\\n\n\n#define PredictionFunLinear(niter, fidx_in_iter, start_pos, decision_fun,     \\\n                            iter_idx, data_idx)                               \\\n  std::vector<std::unique_ptr<BinIterator>> iter((niter));                    \\\n  for (int i = 0; i < (niter); ++i) {                                         \\\n    iter[i].reset(data->FeatureIterator((fidx_in_iter)));                     \\\n    iter[i]->Reset((start_pos));                                              \\\n  }                                                                           \\\n  for (data_size_t i = start; i < end; ++i) {                                 \\\n    int node = 0;                                                             \\\n    if (num_leaves_ > 1) {                                                    \\\n      while (node >= 0) {                                                     \\\n        node = decision_fun(iter[(iter_idx)]->Get((data_idx)), node,          \\\n                            default_bins[node], max_bins[node]);              \\\n      }                                                                       \\\n      node = ~node;                                                           \\\n    }                                                                         \\\n    double add_score = leaf_const_[node];                                     \\\n    bool nan_found = false;                                                   \\\n    const double* coeff_ptr = leaf_coeff_[node].data();                       \\\n    const float** data_ptr = feat_ptr[node].data();                           \\\n    for (size_t j = 0; j < leaf_features_inner_[node].size(); ++j) {          \\\n       float feat_val = data_ptr[j][(data_idx)];                              \\\n       if (std::isnan(feat_val)) {                                            \\\n          nan_found = true;                                                   \\\n          break;                                                              \\\n       }                                                                      \\\n       add_score += coeff_ptr[j] * feat_val;                                  \\\n    }                                                                         \\\n    if (nan_found) {                                                          \\\n       score[(data_idx)] += leaf_value_[node];                                \\\n    } else {                                                                  \\\n      score[(data_idx)] += add_score;                                         \\\n    }                                                                         \\\n}\\\n\n\nvoid Tree::AddPredictionToScore(const Dataset* data, data_size_t num_data, double* score) const {\n  if (!is_linear_ && num_leaves_ <= 1) {\n    if (leaf_value_[0] != 0.0f) {\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 512) if (num_data >= 1024)\n      for (data_size_t i = 0; i < num_data; ++i) {\n        score[i] += leaf_value_[0];\n      }\n    }\n    return;\n  }\n  std::vector<uint32_t> default_bins(num_leaves_ - 1);\n  std::vector<uint32_t> max_bins(num_leaves_ - 1);\n  for (int i = 0; i < num_leaves_ - 1; ++i) {\n    const int fidx = split_feature_inner_[i];\n    auto bin_mapper = data->FeatureBinMapper(fidx);\n    default_bins[i] = bin_mapper->GetDefaultBin();\n    max_bins[i] = bin_mapper->num_bin() - 1;\n  }\n  if (is_linear_) {\n    std::vector<std::vector<const float*>> feat_ptr(num_leaves_);\n    for (int leaf_num = 0; leaf_num < num_leaves_; ++leaf_num) {\n      for (int feat : leaf_features_inner_[leaf_num]) {\n        feat_ptr[leaf_num].push_back(data->raw_index(feat));\n      }\n    }\n    if (num_cat_ > 0) {\n      if (data->num_features() > num_leaves_ - 1) {\n        Threading::For<data_size_t>(0, num_data, 512, [this, &data, score, &default_bins, &max_bins, &feat_ptr]\n        (int, data_size_t start, data_size_t end) {\n          PredictionFunLinear(num_leaves_ - 1, split_feature_inner_[i], start, DecisionInner, node, i);\n        });\n      } else {\n        Threading::For<data_size_t>(0, num_data, 512, [this, &data, score, &default_bins, &max_bins, &feat_ptr]\n        (int, data_size_t start, data_size_t end) {\n          PredictionFunLinear(data->num_features(), i, start, DecisionInner, split_feature_inner_[node], i);\n        });\n      }\n    } else {\n      if (data->num_features() > num_leaves_ - 1) {\n        Threading::For<data_size_t>(0, num_data, 512, [this, &data, score, &default_bins, &max_bins, &feat_ptr]\n        (int, data_size_t start, data_size_t end) {\n          PredictionFunLinear(num_leaves_ - 1, split_feature_inner_[i], start, NumericalDecisionInner, node, i);\n        });\n      } else {\n        Threading::For<data_size_t>(0, num_data, 512, [this, &data, score, &default_bins, &max_bins, &feat_ptr]\n        (int, data_size_t start, data_size_t end) {\n          PredictionFunLinear(data->num_features(), i, start, NumericalDecisionInner, split_feature_inner_[node], i);\n        });\n      }\n    }\n  } else {\n    if (num_cat_ > 0) {\n      if (data->num_features() > num_leaves_ - 1) {\n        Threading::For<data_size_t>(0, num_data, 512, [this, &data, score, &default_bins, &max_bins]\n        (int, data_size_t start, data_size_t end) {\n          PredictionFun(num_leaves_ - 1, split_feature_inner_[i], start, DecisionInner, node, i);\n        });\n      } else {\n        Threading::For<data_size_t>(0, num_data, 512, [this, &data, score, &default_bins, &max_bins]\n        (int, data_size_t start, data_size_t end) {\n          PredictionFun(data->num_features(), i, start, DecisionInner, split_feature_inner_[node], i);\n        });\n      }\n    } else {\n      if (data->num_features() > num_leaves_ - 1) {\n        Threading::For<data_size_t>(0, num_data, 512, [this, &data, score, &default_bins, &max_bins]\n        (int, data_size_t start, data_size_t end) {\n          PredictionFun(num_leaves_ - 1, split_feature_inner_[i], start, NumericalDecisionInner, node, i);\n        });\n      } else {\n        Threading::For<data_size_t>(0, num_data, 512, [this, &data, score, &default_bins, &max_bins]\n        (int, data_size_t start, data_size_t end) {\n          PredictionFun(data->num_features(), i, start, NumericalDecisionInner, split_feature_inner_[node], i);\n        });\n      }\n    }\n  }\n}\n\nvoid Tree::AddPredictionToScore(const Dataset* data,\n  const data_size_t* used_data_indices,\n  data_size_t num_data, double* score) const {\n  if (!is_linear_ && num_leaves_ <= 1) {\n    if (leaf_value_[0] != 0.0f) {\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static, 512) if (num_data >= 1024)\n      for (data_size_t i = 0; i < num_data; ++i) {\n        score[used_data_indices[i]] += leaf_value_[0];\n      }\n    }\n    return;\n  }\n  std::vector<uint32_t> default_bins(num_leaves_ - 1);\n  std::vector<uint32_t> max_bins(num_leaves_ - 1);\n  for (int i = 0; i < num_leaves_ - 1; ++i) {\n    const int fidx = split_feature_inner_[i];\n    auto bin_mapper = data->FeatureBinMapper(fidx);\n    default_bins[i] = bin_mapper->GetDefaultBin();\n    max_bins[i] = bin_mapper->num_bin() - 1;\n  }\n  if (is_linear_) {\n    std::vector<std::vector<const float*>> feat_ptr(num_leaves_);\n    for (int leaf_num = 0; leaf_num < num_leaves_; ++leaf_num) {\n      for (int feat : leaf_features_inner_[leaf_num]) {\n        feat_ptr[leaf_num].push_back(data->raw_index(feat));\n      }\n    }\n    if (num_cat_ > 0) {\n      if (data->num_features() > num_leaves_ - 1) {\n        Threading::For<data_size_t>(0, num_data, 512, [this, &data, score, used_data_indices, &default_bins, &max_bins, &feat_ptr]\n        (int, data_size_t start, data_size_t end) {\n          PredictionFunLinear(num_leaves_ - 1, split_feature_inner_[i], used_data_indices[start], DecisionInner,\n                              node, used_data_indices[i]);\n        });\n      } else {\n        Threading::For<data_size_t>(0, num_data, 512, [this, &data, score, used_data_indices, &default_bins, &max_bins, &feat_ptr]\n        (int, data_size_t start, data_size_t end) {\n          PredictionFunLinear(data->num_features(), i, used_data_indices[start], DecisionInner, split_feature_inner_[node], used_data_indices[i]);\n        });\n      }\n    } else {\n      if (data->num_features() > num_leaves_ - 1) {\n        Threading::For<data_size_t>(0, num_data, 512, [this, &data, score, used_data_indices, &default_bins, &max_bins, &feat_ptr]\n        (int, data_size_t start, data_size_t end) {\n          PredictionFunLinear(num_leaves_ - 1, split_feature_inner_[i], used_data_indices[start], NumericalDecisionInner,\n                              node, used_data_indices[i]);\n        });\n      } else {\n        Threading::For<data_size_t>(0, num_data, 512, [this, &data, score, used_data_indices, &default_bins, &max_bins, &feat_ptr]\n        (int, data_size_t start, data_size_t end) {\n          PredictionFunLinear(data->num_features(), i, used_data_indices[start], NumericalDecisionInner,\n                              split_feature_inner_[node], used_data_indices[i]);\n        });\n      }\n    }\n  } else {\n    if (num_cat_ > 0) {\n      if (data->num_features() > num_leaves_ - 1) {\n        Threading::For<data_size_t>(0, num_data, 512, [this, &data, score, used_data_indices, &default_bins, &max_bins]\n        (int, data_size_t start, data_size_t end) {\n          PredictionFun(num_leaves_ - 1, split_feature_inner_[i], used_data_indices[start], DecisionInner, node, used_data_indices[i]);\n        });\n      } else {\n        Threading::For<data_size_t>(0, num_data, 512, [this, &data, score, used_data_indices, &default_bins, &max_bins]\n        (int, data_size_t start, data_size_t end) {\n          PredictionFun(data->num_features(), i, used_data_indices[start], DecisionInner, split_feature_inner_[node], used_data_indices[i]);\n        });\n      }\n    } else {\n      if (data->num_features() > num_leaves_ - 1) {\n        Threading::For<data_size_t>(0, num_data, 512, [this, &data, score, used_data_indices, &default_bins, &max_bins]\n        (int, data_size_t start, data_size_t end) {\n          PredictionFun(num_leaves_ - 1, split_feature_inner_[i], used_data_indices[start], NumericalDecisionInner, node, used_data_indices[i]);\n        });\n      } else {\n        Threading::For<data_size_t>(0, num_data, 512, [this, &data, score, used_data_indices, &default_bins, &max_bins]\n        (int, data_size_t start, data_size_t end) {\n          PredictionFun(data->num_features(), i, used_data_indices[start], NumericalDecisionInner, split_feature_inner_[node], used_data_indices[i]);\n        });\n      }\n    }\n  }\n}\n\n#undef PredictionFun\n#undef PredictionFunLinear\n\ndouble Tree::GetUpperBoundValue() const {\n  double upper_bound = leaf_value_[0];\n  for (int i = 1; i < num_leaves_; ++i) {\n    if (leaf_value_[i] > upper_bound) {\n      upper_bound = leaf_value_[i];\n    }\n  }\n  return upper_bound;\n}\n\ndouble Tree::GetLowerBoundValue() const {\n  double lower_bound = leaf_value_[0];\n  for (int i = 1; i < num_leaves_; ++i) {\n    if (leaf_value_[i] < lower_bound) {\n      lower_bound = leaf_value_[i];\n    }\n  }\n  return lower_bound;\n}\n\nstd::string Tree::ToString() const {\n  std::stringstream str_buf;\n  Common::C_stringstream(str_buf);\n\n  using CommonC::ArrayToString;\n\n  str_buf << \"num_leaves=\" << num_leaves_ << '\\n';\n  str_buf << \"num_cat=\" << num_cat_ << '\\n';\n  str_buf << \"split_feature=\"\n    << ArrayToString(split_feature_, num_leaves_ - 1) << '\\n';\n  str_buf << \"split_gain=\"\n    << ArrayToString(split_gain_, num_leaves_ - 1) << '\\n';\n  str_buf << \"threshold=\"\n    << ArrayToString<true>(threshold_, num_leaves_ - 1) << '\\n';\n  str_buf << \"decision_type=\"\n    << ArrayToString(Common::ArrayCast<int8_t, int>(decision_type_), num_leaves_ - 1) << '\\n';\n  str_buf << \"left_child=\"\n    << ArrayToString(left_child_, num_leaves_ - 1) << '\\n';\n  str_buf << \"right_child=\"\n    << ArrayToString(right_child_, num_leaves_ - 1) << '\\n';\n  str_buf << \"leaf_value=\"\n    << ArrayToString<true>(leaf_value_, num_leaves_) << '\\n';\n  str_buf << \"leaf_weight=\"\n    << ArrayToString<true>(leaf_weight_, num_leaves_) << '\\n';\n  str_buf << \"leaf_count=\"\n    << ArrayToString(leaf_count_, num_leaves_) << '\\n';\n  str_buf << \"internal_value=\"\n    << ArrayToString(internal_value_, num_leaves_ - 1) << '\\n';\n  str_buf << \"internal_weight=\"\n    << ArrayToString(internal_weight_, num_leaves_ - 1) << '\\n';\n  str_buf << \"internal_count=\"\n    << ArrayToString(internal_count_, num_leaves_ - 1) << '\\n';\n  if (num_cat_ > 0) {\n    str_buf << \"cat_boundaries=\"\n      << ArrayToString(cat_boundaries_, num_cat_ + 1) << '\\n';\n    str_buf << \"cat_threshold=\"\n      << ArrayToString(cat_threshold_, cat_threshold_.size()) << '\\n';\n  }\n  str_buf << \"is_linear=\" << is_linear_ << '\\n';\n\n  if (is_linear_) {\n    str_buf << \"leaf_const=\"\n      << ArrayToString<true>(leaf_const_, num_leaves_) << '\\n';\n    std::vector<int> num_feat(num_leaves_);\n    for (int i = 0; i < num_leaves_; ++i) {\n      num_feat[i] = static_cast<int>(leaf_coeff_[i].size());\n    }\n    str_buf << \"num_features=\"\n      << ArrayToString(num_feat, num_leaves_) << '\\n';\n    str_buf << \"leaf_features=\";\n    for (int i = 0; i < num_leaves_; ++i) {\n      if (num_feat[i] > 0) {\n        str_buf << ArrayToString(leaf_features_[i], leaf_features_[i].size()) << ' ';\n      }\n      str_buf << ' ';\n    }\n    str_buf << '\\n';\n    str_buf << \"leaf_coeff=\";\n    for (int i = 0; i < num_leaves_; ++i) {\n      if (num_feat[i] > 0) {\n        str_buf << ArrayToString<true>(leaf_coeff_[i], leaf_coeff_[i].size()) << ' ';\n      }\n      str_buf << ' ';\n    }\n    str_buf << '\\n';\n  }\n  str_buf << \"shrinkage=\" << shrinkage_ << '\\n';\n  str_buf << '\\n';\n\n  return str_buf.str();\n}\n\nstd::string Tree::ToJSON() const {\n  std::stringstream str_buf;\n  Common::C_stringstream(str_buf);\n  str_buf << std::setprecision(std::numeric_limits<double>::digits10 + 2);\n  str_buf << \"\\\"num_leaves\\\":\" << num_leaves_ << \",\" << '\\n';\n  str_buf << \"\\\"num_cat\\\":\" << num_cat_ << \",\" << '\\n';\n  str_buf << \"\\\"shrinkage\\\":\" << shrinkage_ << \",\" << '\\n';\n  if (num_leaves_ == 1) {\n    str_buf << \"\\\"tree_structure\\\":{\";\n    str_buf << \"\\\"leaf_value\\\":\" << leaf_value_[0] << \", \" << '\\n';\n    if (is_linear_) {\n      str_buf << \"\\\"leaf_count\\\":\" << leaf_count_[0] << \", \" << '\\n';\n      str_buf << LinearModelToJSON(0);\n    } else {\n      str_buf << \"\\\"leaf_count\\\":\" << leaf_count_[0];\n    }\n    str_buf << \"}\" << '\\n';\n  } else {\n    str_buf << \"\\\"tree_structure\\\":\" << NodeToJSON(0) << '\\n';\n  }\n  return str_buf.str();\n}\n\nstd::string Tree::LinearModelToJSON(int index) const {\n  std::stringstream str_buf;\n  Common::C_stringstream(str_buf);\n  str_buf << std::setprecision(std::numeric_limits<double>::digits10 + 2);\n  str_buf << \"\\\"leaf_const\\\":\" << leaf_const_[index] << \",\" << \"\\n\";\n  int num_features = static_cast<int>(leaf_features_[index].size());\n  if (num_features > 0) {\n    str_buf << \"\\\"leaf_features\\\":[\";\n    for (int i = 0; i < num_features - 1; ++i) {\n      str_buf << leaf_features_[index][i] << \", \";\n    }\n    str_buf << leaf_features_[index][num_features - 1] << \"]\" << \", \" << \"\\n\";\n    str_buf << \"\\\"leaf_coeff\\\":[\";\n    for (int i = 0; i < num_features - 1; ++i) {\n      str_buf << leaf_coeff_[index][i] << \", \";\n    }\n    str_buf << leaf_coeff_[index][num_features - 1] << \"]\" << \"\\n\";\n  } else {\n    str_buf << \"\\\"leaf_features\\\":[],\\n\";\n    str_buf << \"\\\"leaf_coeff\\\":[]\\n\";\n  }\n  return str_buf.str();\n}\n\nstd::string Tree::NodeToJSON(int index) const {\n  std::stringstream str_buf;\n  Common::C_stringstream(str_buf);\n  str_buf << std::setprecision(std::numeric_limits<double>::digits10 + 2);\n  if (index >= 0) {\n    // non-leaf\n    str_buf << \"{\" << '\\n';\n    str_buf << \"\\\"split_index\\\":\" << index << \",\" << '\\n';\n    str_buf << \"\\\"split_feature\\\":\" << split_feature_[index] << \",\" << '\\n';\n    str_buf << \"\\\"split_gain\\\":\" << Common::AvoidInf(split_gain_[index]) << \",\" << '\\n';\n    if (GetDecisionType(decision_type_[index], kCategoricalMask)) {\n      int cat_idx = static_cast<int>(threshold_[index]);\n      std::vector<int> cats;\n      for (int i = cat_boundaries_[cat_idx]; i < cat_boundaries_[cat_idx + 1]; ++i) {\n        for (int j = 0; j < 32; ++j) {\n          int cat = (i - cat_boundaries_[cat_idx]) * 32 + j;\n          if (Common::FindInBitset(cat_threshold_.data() + cat_boundaries_[cat_idx],\n                                   cat_boundaries_[cat_idx + 1] - cat_boundaries_[cat_idx], cat)) {\n            cats.push_back(cat);\n          }\n        }\n      }\n      str_buf << \"\\\"threshold\\\":\\\"\" << CommonC::Join(cats, \"||\") << \"\\\",\" << '\\n';\n      str_buf << \"\\\"decision_type\\\":\\\"==\\\",\" << '\\n';\n    } else {\n      str_buf << \"\\\"threshold\\\":\" << Common::AvoidInf(threshold_[index]) << \",\" << '\\n';\n      str_buf << \"\\\"decision_type\\\":\\\"<=\\\",\" << '\\n';\n    }\n    if (GetDecisionType(decision_type_[index], kDefaultLeftMask)) {\n      str_buf << \"\\\"default_left\\\":true,\" << '\\n';\n    } else {\n      str_buf << \"\\\"default_left\\\":false,\" << '\\n';\n    }\n    uint8_t missing_type = GetMissingType(decision_type_[index]);\n    if (missing_type == MissingType::None) {\n      str_buf << \"\\\"missing_type\\\":\\\"None\\\",\" << '\\n';\n    } else if (missing_type == MissingType::Zero) {\n      str_buf << \"\\\"missing_type\\\":\\\"Zero\\\",\" << '\\n';\n    } else {\n      str_buf << \"\\\"missing_type\\\":\\\"NaN\\\",\" << '\\n';\n    }\n    str_buf << \"\\\"internal_value\\\":\" << internal_value_[index] << \",\" << '\\n';\n    str_buf << \"\\\"internal_weight\\\":\" << internal_weight_[index] << \",\" << '\\n';\n    str_buf << \"\\\"internal_count\\\":\" << internal_count_[index] << \",\" << '\\n';\n    str_buf << \"\\\"left_child\\\":\" << NodeToJSON(left_child_[index]) << \",\" << '\\n';\n    str_buf << \"\\\"right_child\\\":\" << NodeToJSON(right_child_[index]) << '\\n';\n    str_buf << \"}\";\n  } else {\n    // leaf\n    index = ~index;\n    str_buf << \"{\" << '\\n';\n    str_buf << \"\\\"leaf_index\\\":\" << index << \",\" << '\\n';\n    str_buf << \"\\\"leaf_value\\\":\" << leaf_value_[index] << \",\" << '\\n';\n    str_buf << \"\\\"leaf_weight\\\":\" << leaf_weight_[index] << \",\" << '\\n';\n    if (is_linear_) {\n      str_buf << \"\\\"leaf_count\\\":\" << leaf_count_[index] << \",\" << '\\n';\n      str_buf << LinearModelToJSON(index);\n    } else {\n      str_buf << \"\\\"leaf_count\\\":\" << leaf_count_[index] << '\\n';\n    }\n    str_buf << \"}\";\n  }\n  return str_buf.str();\n}\n\nstd::string Tree::NumericalDecisionIfElse(int node) const {\n  std::stringstream str_buf;\n  Common::C_stringstream(str_buf);\n  str_buf << std::setprecision(std::numeric_limits<double>::digits10 + 2);\n  uint8_t missing_type = GetMissingType(decision_type_[node]);\n  bool default_left = GetDecisionType(decision_type_[node], kDefaultLeftMask);\n  if (missing_type != MissingType::NaN) {\n    str_buf << \"if (std::isnan(fval)) fval = 0.0;\";\n  }\n  if (missing_type == MissingType::Zero) {\n    if (default_left) {\n      str_buf << \"if (Tree::IsZero(fval)) {\";\n    } else {\n      str_buf << \"if (!Tree::IsZero(fval)) {\";\n    }\n  } else if (missing_type == MissingType::NaN) {\n    if (default_left) {\n      str_buf << \"if (std::isnan(fval)) {\";\n    } else {\n      str_buf << \"if (!std::isnan(fval)) {\";\n    }\n  } else {\n    str_buf << \"if (fval <= \" << threshold_[node] << \") {\";\n  }\n  return str_buf.str();\n}\n\nstd::string Tree::CategoricalDecisionIfElse(int node) const {\n  std::stringstream str_buf;\n  Common::C_stringstream(str_buf);\n  int cat_idx = static_cast<int>(threshold_[node]);\n  str_buf << \"if (std::isnan(fval)) { int_fval = -1; } else { int_fval = static_cast<int>(fval); }\";\n  str_buf << \"if (int_fval >= 0 && int_fval < 32 * (\";\n  str_buf << cat_boundaries_[cat_idx + 1] - cat_boundaries_[cat_idx];\n  str_buf << \") && (((cat_threshold[\" << cat_boundaries_[cat_idx];\n  str_buf << \" + int_fval / 32] >> (int_fval & 31)) & 1))) {\";\n  return str_buf.str();\n}\n\nstd::string Tree::ToIfElse(int index, bool predict_leaf_index) const {\n  std::stringstream str_buf;\n  Common::C_stringstream(str_buf);\n  str_buf << \"double PredictTree\" << index;\n  if (predict_leaf_index) {\n    str_buf << \"Leaf\";\n  }\n  str_buf << \"(const double* arr) { \";\n  if (num_leaves_ <= 1) {\n    str_buf << \"return \" << leaf_value_[0] << \";\";\n  } else {\n    str_buf << \"const std::vector<uint32_t> cat_threshold = {\";\n    for (size_t i = 0; i < cat_threshold_.size(); ++i) {\n      if (i != 0) {\n        str_buf << \",\";\n      }\n      str_buf << cat_threshold_[i];\n    }\n    str_buf << \"};\";\n    // use this for the missing value conversion\n    str_buf << \"double fval = 0.0f; \";\n    if (num_cat_ > 0) {\n      str_buf << \"int int_fval = 0; \";\n    }\n    str_buf << NodeToIfElse(0, predict_leaf_index);\n  }\n  str_buf << \" }\" << '\\n';\n\n  // Predict func by Map to ifelse\n  str_buf << \"double PredictTree\" << index;\n  if (predict_leaf_index) {\n    str_buf << \"LeafByMap\";\n  } else {\n    str_buf << \"ByMap\";\n  }\n  str_buf << \"(const std::unordered_map<int, double>& arr) { \";\n  if (num_leaves_ <= 1) {\n    str_buf << \"return \" << leaf_value_[0] << \";\";\n  } else {\n    str_buf << \"const std::vector<uint32_t> cat_threshold = {\";\n    for (size_t i = 0; i < cat_threshold_.size(); ++i) {\n      if (i != 0) {\n        str_buf << \",\";\n      }\n      str_buf << cat_threshold_[i];\n    }\n    str_buf << \"};\";\n    // use this for the missing value conversion\n    str_buf << \"double fval = 0.0f; \";\n    if (num_cat_ > 0) {\n      str_buf << \"int int_fval = 0; \";\n    }\n    str_buf << NodeToIfElseByMap(0, predict_leaf_index);\n  }\n  str_buf << \" }\" << '\\n';\n\n  return str_buf.str();\n}\n\nstd::string Tree::NodeToIfElse(int index, bool predict_leaf_index) const {\n  std::stringstream str_buf;\n  Common::C_stringstream(str_buf);\n  str_buf << std::setprecision(std::numeric_limits<double>::digits10 + 2);\n  if (index >= 0) {\n    // non-leaf\n    str_buf << \"fval = arr[\" << split_feature_[index] << \"];\";\n    if (GetDecisionType(decision_type_[index], kCategoricalMask) == 0) {\n      str_buf << NumericalDecisionIfElse(index);\n    } else {\n      str_buf << CategoricalDecisionIfElse(index);\n    }\n    // left subtree\n    str_buf << NodeToIfElse(left_child_[index], predict_leaf_index);\n    str_buf << \" } else { \";\n    // right subtree\n    str_buf << NodeToIfElse(right_child_[index], predict_leaf_index);\n    str_buf << \" }\";\n  } else {\n    // leaf\n    str_buf << \"return \";\n    if (predict_leaf_index) {\n      str_buf << ~index;\n    } else {\n      str_buf << leaf_value_[~index];\n    }\n    str_buf << \";\";\n  }\n\n  return str_buf.str();\n}\n\nstd::string Tree::NodeToIfElseByMap(int index, bool predict_leaf_index) const {\n  std::stringstream str_buf;\n  Common::C_stringstream(str_buf);\n  str_buf << std::setprecision(std::numeric_limits<double>::digits10 + 2);\n  if (index >= 0) {\n    // non-leaf\n    str_buf << \"fval = arr.count(\" << split_feature_[index] << \") > 0 ? arr.at(\" << split_feature_[index] << \") : 0.0f;\";\n    if (GetDecisionType(decision_type_[index], kCategoricalMask) == 0) {\n      str_buf << NumericalDecisionIfElse(index);\n    } else {\n      str_buf << CategoricalDecisionIfElse(index);\n    }\n    // left subtree\n    str_buf << NodeToIfElseByMap(left_child_[index], predict_leaf_index);\n    str_buf << \" } else { \";\n    // right subtree\n    str_buf << NodeToIfElseByMap(right_child_[index], predict_leaf_index);\n    str_buf << \" }\";\n  } else {\n    // leaf\n    str_buf << \"return \";\n    if (predict_leaf_index) {\n      str_buf << ~index;\n    } else {\n      str_buf << leaf_value_[~index];\n    }\n    str_buf << \";\";\n  }\n\n  return str_buf.str();\n}\n\nTree::Tree(const char* str, size_t* used_len) {\n  auto p = str;\n  std::unordered_map<std::string, std::string> key_vals;\n  const int max_num_line = 22;\n  int read_line = 0;\n  while (read_line < max_num_line) {\n    if (*p == '\\r' || *p == '\\n') break;\n    auto start = p;\n    while (*p != '=') ++p;\n    std::string key(start, p - start);\n    ++p;\n    start = p;\n    while (*p != '\\r' && *p != '\\n') ++p;\n    key_vals[key] = std::string(start, p - start);\n    ++read_line;\n    if (*p == '\\r') ++p;\n    if (*p == '\\n') ++p;\n  }\n  *used_len = p - str;\n\n  if (key_vals.count(\"num_leaves\") <= 0) {\n    Log::Fatal(\"Tree model should contain num_leaves field\");\n  }\n\n  Common::Atoi(key_vals[\"num_leaves\"].c_str(), &num_leaves_);\n\n  if (key_vals.count(\"num_cat\") <= 0) {\n    Log::Fatal(\"Tree model should contain num_cat field\");\n  }\n\n  Common::Atoi(key_vals[\"num_cat\"].c_str(), &num_cat_);\n\n  if (key_vals.count(\"leaf_value\")) {\n    leaf_value_ = CommonC::StringToArray<double>(key_vals[\"leaf_value\"], num_leaves_);\n  } else {\n    Log::Fatal(\"Tree model string format error, should contain leaf_value field\");\n  }\n\n  if (key_vals.count(\"shrinkage\")) {\n    CommonC::Atof(key_vals[\"shrinkage\"].c_str(), &shrinkage_);\n  } else {\n    shrinkage_ = 1.0f;\n  }\n\n  if (key_vals.count(\"is_linear\")) {\n    int is_linear_int;\n    Common::Atoi(key_vals[\"is_linear\"].c_str(), &is_linear_int);\n    is_linear_ = static_cast<bool>(is_linear_int);\n  } else {\n    is_linear_ = false;\n  }\n\n  if (key_vals.count(\"leaf_count\")) {\n    leaf_count_ = CommonC::StringToArrayFast<int>(key_vals[\"leaf_count\"], num_leaves_);\n  } else {\n    leaf_count_.resize(num_leaves_);\n  }\n\n  #ifdef USE_CUDA\n  is_cuda_tree_ = false;\n  #endif  // USE_CUDA\n\n  if ((num_leaves_ <= 1) && !is_linear_) {\n    return;\n  }\n\n  if (key_vals.count(\"left_child\")) {\n    left_child_ = CommonC::StringToArrayFast<int>(key_vals[\"left_child\"], num_leaves_ - 1);\n  } else {\n    Log::Fatal(\"Tree model string format error, should contain left_child field\");\n  }\n\n  if (key_vals.count(\"right_child\")) {\n    right_child_ = CommonC::StringToArrayFast<int>(key_vals[\"right_child\"], num_leaves_ - 1);\n  } else {\n    Log::Fatal(\"Tree model string format error, should contain right_child field\");\n  }\n\n  if (key_vals.count(\"split_feature\")) {\n    split_feature_ = CommonC::StringToArrayFast<int>(key_vals[\"split_feature\"], num_leaves_ - 1);\n  } else {\n    Log::Fatal(\"Tree model string format error, should contain split_feature field\");\n  }\n\n  if (key_vals.count(\"threshold\")) {\n    threshold_ = CommonC::StringToArray<double>(key_vals[\"threshold\"], num_leaves_ - 1);\n  } else {\n    Log::Fatal(\"Tree model string format error, should contain threshold field\");\n  }\n\n  if (key_vals.count(\"split_gain\")) {\n    split_gain_ = CommonC::StringToArrayFast<float>(key_vals[\"split_gain\"], num_leaves_ - 1);\n  } else {\n    split_gain_.resize(num_leaves_ - 1);\n  }\n\n  if (key_vals.count(\"internal_count\")) {\n    internal_count_ = CommonC::StringToArrayFast<int>(key_vals[\"internal_count\"], num_leaves_ - 1);\n  } else {\n    internal_count_.resize(num_leaves_ - 1);\n  }\n\n  if (key_vals.count(\"internal_value\")) {\n    internal_value_ = CommonC::StringToArrayFast<double>(key_vals[\"internal_value\"], num_leaves_ - 1);\n  } else {\n    internal_value_.resize(num_leaves_ - 1);\n  }\n\n  if (key_vals.count(\"internal_weight\")) {\n    internal_weight_ = CommonC::StringToArrayFast<double>(key_vals[\"internal_weight\"], num_leaves_ - 1);\n  } else {\n    internal_weight_.resize(num_leaves_ - 1);\n  }\n\n  if (key_vals.count(\"leaf_weight\")) {\n    leaf_weight_ = CommonC::StringToArray<double>(key_vals[\"leaf_weight\"], num_leaves_);\n  } else {\n    leaf_weight_.resize(num_leaves_);\n  }\n\n  if (key_vals.count(\"decision_type\")) {\n    decision_type_ = CommonC::StringToArrayFast<int8_t>(key_vals[\"decision_type\"], num_leaves_ - 1);\n  } else {\n    decision_type_ = std::vector<int8_t>(num_leaves_ - 1, 0);\n  }\n\n  if (is_linear_) {\n    if (key_vals.count(\"leaf_const\")) {\n      leaf_const_ = Common::StringToArray<double>(key_vals[\"leaf_const\"], num_leaves_);\n    } else {\n      leaf_const_.resize(num_leaves_);\n    }\n    std::vector<int> num_feat;\n    if (key_vals.count(\"num_features\")) {\n      num_feat = Common::StringToArrayFast<int>(key_vals[\"num_features\"], num_leaves_);\n    }\n    leaf_coeff_.resize(num_leaves_);\n    leaf_features_.resize(num_leaves_);\n    leaf_features_inner_.resize(num_leaves_);\n    if (num_feat.size() > 0) {\n      int total_num_feat = 0;\n      for (size_t i = 0; i < num_feat.size(); ++i) {\n        total_num_feat += num_feat[i];\n      }\n      std::vector<int> all_leaf_features;\n      if (key_vals.count(\"leaf_features\")) {\n        all_leaf_features = Common::StringToArrayFast<int>(key_vals[\"leaf_features\"], total_num_feat);\n      }\n      std::vector<double> all_leaf_coeff;\n      if (key_vals.count(\"leaf_coeff\")) {\n        all_leaf_coeff = Common::StringToArray<double>(key_vals[\"leaf_coeff\"], total_num_feat);\n      }\n      int sum_num_feat = 0;\n      for (int i = 0; i < num_leaves_; ++i) {\n        if (num_feat[i] > 0) {\n          if (key_vals.count(\"leaf_features\"))  {\n            leaf_features_[i].assign(all_leaf_features.begin() + sum_num_feat, all_leaf_features.begin() + sum_num_feat + num_feat[i]);\n          }\n          if (key_vals.count(\"leaf_coeff\")) {\n            leaf_coeff_[i].assign(all_leaf_coeff.begin() + sum_num_feat, all_leaf_coeff.begin() + sum_num_feat + num_feat[i]);\n          }\n        }\n        sum_num_feat += num_feat[i];\n      }\n    }\n  }\n\n  if (num_cat_ > 0) {\n    if (key_vals.count(\"cat_boundaries\")) {\n      cat_boundaries_ = CommonC::StringToArrayFast<int>(key_vals[\"cat_boundaries\"], num_cat_ + 1);\n    } else {\n      Log::Fatal(\"Tree model should contain cat_boundaries field.\");\n    }\n\n    if (key_vals.count(\"cat_threshold\")) {\n      cat_threshold_ = CommonC::StringToArrayFast<uint32_t>(key_vals[\"cat_threshold\"], cat_boundaries_.back());\n    } else {\n      Log::Fatal(\"Tree model should contain cat_threshold field\");\n    }\n  }\n  max_depth_ = -1;\n}\n\nvoid Tree::ExtendPath(PathElement *unique_path, int unique_depth,\n                      double zero_fraction, double one_fraction, int feature_index) {\n  unique_path[unique_depth].feature_index = feature_index;\n  unique_path[unique_depth].zero_fraction = zero_fraction;\n  unique_path[unique_depth].one_fraction = one_fraction;\n  unique_path[unique_depth].pweight = (unique_depth == 0 ? 1 : 0);\n  for (int i = unique_depth - 1; i >= 0; i--) {\n    unique_path[i + 1].pweight += one_fraction*unique_path[i].pweight*(i + 1)\n      / static_cast<double>(unique_depth + 1);\n    unique_path[i].pweight = zero_fraction*unique_path[i].pweight*(unique_depth - i)\n      / static_cast<double>(unique_depth + 1);\n  }\n}\n\nvoid Tree::UnwindPath(PathElement *unique_path, int unique_depth, int path_index) {\n  const double one_fraction = unique_path[path_index].one_fraction;\n  const double zero_fraction = unique_path[path_index].zero_fraction;\n  double next_one_portion = unique_path[unique_depth].pweight;\n\n  for (int i = unique_depth - 1; i >= 0; --i) {\n    if (one_fraction != 0) {\n      const double tmp = unique_path[i].pweight;\n      unique_path[i].pweight = next_one_portion*(unique_depth + 1)\n        / static_cast<double>((i + 1)*one_fraction);\n      next_one_portion = tmp - unique_path[i].pweight*zero_fraction*(unique_depth - i)\n        / static_cast<double>(unique_depth + 1);\n    } else {\n      unique_path[i].pweight = (unique_path[i].pweight*(unique_depth + 1))\n        / static_cast<double>(zero_fraction*(unique_depth - i));\n    }\n  }\n\n  for (int i = path_index; i < unique_depth; ++i) {\n    unique_path[i].feature_index = unique_path[i + 1].feature_index;\n    unique_path[i].zero_fraction = unique_path[i + 1].zero_fraction;\n    unique_path[i].one_fraction = unique_path[i + 1].one_fraction;\n  }\n}\n\ndouble Tree::UnwoundPathSum(const PathElement *unique_path, int unique_depth, int path_index) {\n  const double one_fraction = unique_path[path_index].one_fraction;\n  const double zero_fraction = unique_path[path_index].zero_fraction;\n  double next_one_portion = unique_path[unique_depth].pweight;\n  double total = 0;\n  for (int i = unique_depth - 1; i >= 0; --i) {\n    if (one_fraction != 0) {\n      const double tmp = next_one_portion*(unique_depth + 1)\n        / static_cast<double>((i + 1)*one_fraction);\n      total += tmp;\n      next_one_portion = unique_path[i].pweight - tmp*zero_fraction*((unique_depth - i)\n                                                                     / static_cast<double>(unique_depth + 1));\n    } else {\n      total += (unique_path[i].pweight / zero_fraction) / ((unique_depth - i)\n                                                           / static_cast<double>(unique_depth + 1));\n    }\n  }\n  return total;\n}\n\n// recursive computation of SHAP values for a decision tree\nvoid Tree::TreeSHAP(const double *feature_values, double *phi,\n                    int node, int unique_depth,\n                    PathElement *parent_unique_path, double parent_zero_fraction,\n                    double parent_one_fraction, int parent_feature_index) const {\n  // extend the unique path\n  PathElement* unique_path = parent_unique_path + unique_depth;\n  if (unique_depth > 0) {\n    std::copy(parent_unique_path, parent_unique_path + unique_depth, unique_path);\n  }\n  ExtendPath(unique_path, unique_depth, parent_zero_fraction,\n             parent_one_fraction, parent_feature_index);\n\n  // leaf node\n  if (node < 0) {\n    for (int i = 1; i <= unique_depth; ++i) {\n      const double w = UnwoundPathSum(unique_path, unique_depth, i);\n      const PathElement &el = unique_path[i];\n      phi[el.feature_index] += w*(el.one_fraction - el.zero_fraction)*leaf_value_[~node];\n    }\n\n    // internal node\n  } else {\n    const int hot_index = Decision(feature_values[split_feature_[node]], node);\n    const int cold_index = (hot_index == left_child_[node] ? right_child_[node] : left_child_[node]);\n    const double w = data_count(node);\n    const double hot_zero_fraction = data_count(hot_index) / w;\n    const double cold_zero_fraction = data_count(cold_index) / w;\n    double incoming_zero_fraction = 1;\n    double incoming_one_fraction = 1;\n\n    // see if we have already split on this feature,\n    // if so we undo that split so we can redo it for this node\n    int path_index = 0;\n    for (; path_index <= unique_depth; ++path_index) {\n      if (unique_path[path_index].feature_index == split_feature_[node]) break;\n    }\n    if (path_index != unique_depth + 1) {\n      incoming_zero_fraction = unique_path[path_index].zero_fraction;\n      incoming_one_fraction = unique_path[path_index].one_fraction;\n      UnwindPath(unique_path, unique_depth, path_index);\n      unique_depth -= 1;\n    }\n\n    TreeSHAP(feature_values, phi, hot_index, unique_depth + 1, unique_path,\n             hot_zero_fraction*incoming_zero_fraction, incoming_one_fraction, split_feature_[node]);\n\n    TreeSHAP(feature_values, phi, cold_index, unique_depth + 1, unique_path,\n             cold_zero_fraction*incoming_zero_fraction, 0, split_feature_[node]);\n  }\n}\n\n// recursive sparse computation of SHAP values for a decision tree\nvoid Tree::TreeSHAPByMap(const std::unordered_map<int, double>& feature_values, std::unordered_map<int, double>* phi,\n                         int node, int unique_depth,\n                         PathElement *parent_unique_path, double parent_zero_fraction,\n                         double parent_one_fraction, int parent_feature_index) const {\n  // extend the unique path\n  PathElement* unique_path = parent_unique_path + unique_depth;\n  if (unique_depth > 0) {\n    std::copy(parent_unique_path, parent_unique_path + unique_depth, unique_path);\n  }\n  ExtendPath(unique_path, unique_depth, parent_zero_fraction,\n             parent_one_fraction, parent_feature_index);\n\n  // leaf node\n  if (node < 0) {\n    for (int i = 1; i <= unique_depth; ++i) {\n      const double w = UnwoundPathSum(unique_path, unique_depth, i);\n      const PathElement &el = unique_path[i];\n      (*phi)[el.feature_index] += w*(el.one_fraction - el.zero_fraction)*leaf_value_[~node];\n    }\n\n  // internal node\n  } else {\n    const int hot_index = Decision(feature_values.count(split_feature_[node]) > 0 ? feature_values.at(split_feature_[node]) : 0.0f, node);\n    const int cold_index = (hot_index == left_child_[node] ? right_child_[node] : left_child_[node]);\n    const double w = data_count(node);\n    const double hot_zero_fraction = data_count(hot_index) / w;\n    const double cold_zero_fraction = data_count(cold_index) / w;\n    double incoming_zero_fraction = 1;\n    double incoming_one_fraction = 1;\n\n    // see if we have already split on this feature,\n    // if so we undo that split so we can redo it for this node\n    int path_index = 0;\n    for (; path_index <= unique_depth; ++path_index) {\n      if (unique_path[path_index].feature_index == split_feature_[node]) break;\n    }\n    if (path_index != unique_depth + 1) {\n      incoming_zero_fraction = unique_path[path_index].zero_fraction;\n      incoming_one_fraction = unique_path[path_index].one_fraction;\n      UnwindPath(unique_path, unique_depth, path_index);\n      unique_depth -= 1;\n    }\n\n    TreeSHAPByMap(feature_values, phi, hot_index, unique_depth + 1, unique_path,\n                  hot_zero_fraction*incoming_zero_fraction, incoming_one_fraction, split_feature_[node]);\n\n    TreeSHAPByMap(feature_values, phi, cold_index, unique_depth + 1, unique_path,\n                  cold_zero_fraction*incoming_zero_fraction, 0, split_feature_[node]);\n  }\n}\n\ndouble Tree::ExpectedValue() const {\n  if (num_leaves_ == 1) return LeafOutput(0);\n  const double total_count = internal_count_[0];\n  double exp_value = 0.0;\n  for (int i = 0; i < num_leaves(); ++i) {\n    exp_value += (leaf_count_[i] / total_count)*LeafOutput(i);\n  }\n  return exp_value;\n}\n\nvoid Tree::RecomputeMaxDepth() {\n  if (num_leaves_ == 1) {\n    max_depth_ = 0;\n  } else {\n    if (leaf_depth_.size() == 0) {\n      RecomputeLeafDepths(0, 0);\n    }\n    max_depth_ = leaf_depth_[0];\n    for (int i = 1; i < num_leaves(); ++i) {\n      if (max_depth_ < leaf_depth_[i]) max_depth_ = leaf_depth_[i];\n    }\n  }\n}\n\n}  // namespace LightGBM\n"
  },
  {
    "path": "src/main.cpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#include <LightGBM/application.h>\n\n#include <iostream>\n#include <string>\n\n#ifdef USE_MPI\n  #include \"network/linkers.h\"\n#endif\n\nint main(int argc, char** argv) {\n  bool success = false;\n  try {\n    LightGBM::Application app(argc, argv);\n    app.Run();\n\n#ifdef USE_MPI\n    LightGBM::Linkers::MpiFinalizeIfIsParallel();\n#endif\n\n    success = true;\n  }\n  catch (const std::exception& ex) {\n    std::cerr << \"Met Exceptions:\" << std::endl;\n    std::cerr << ex.what() << std::endl;\n  }\n  catch (const std::string& ex) {\n    std::cerr << \"Met Exceptions:\" << std::endl;\n    std::cerr << ex << std::endl;\n  }\n  catch (...) {\n    std::cerr << \"Unknown Exceptions\" << std::endl;\n  }\n\n  if (!success) {\n#ifdef USE_MPI\n    LightGBM::Linkers::MpiAbortIfIsParallel();\n#endif\n\n    exit(-1);\n  }\n}\n"
  },
  {
    "path": "src/metric/binary_metric.hpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_SRC_METRIC_BINARY_METRIC_HPP_\n#define LIGHTGBM_SRC_METRIC_BINARY_METRIC_HPP_\n\n#include <LightGBM/metric.h>\n#include <LightGBM/utils/common.h>\n#include <LightGBM/utils/log.h>\n\n#include <string>\n#include <algorithm>\n#include <sstream>\n#include <vector>\n\nnamespace LightGBM {\n\n/*!\n* \\brief Metric for binary classification task.\n* Use static class \"PointWiseLossCalculator\" to calculate loss point-wise\n*/\ntemplate<typename PointWiseLossCalculator>\nclass BinaryMetric: public Metric {\n public:\n  explicit BinaryMetric(const Config&) {\n  }\n\n  virtual ~BinaryMetric() {\n  }\n\n  void Init(const Metadata& metadata, data_size_t num_data) override {\n    name_.emplace_back(PointWiseLossCalculator::Name());\n\n    num_data_ = num_data;\n    // get label\n    label_ = metadata.label();\n\n    // get weights\n    weights_ = metadata.weights();\n\n    if (weights_ == nullptr) {\n      sum_weights_ = static_cast<double>(num_data_);\n    } else {\n      sum_weights_ = 0.0f;\n      for (data_size_t i = 0; i < num_data; ++i) {\n        sum_weights_ += weights_[i];\n      }\n    }\n  }\n\n  const std::vector<std::string>& GetName() const override {\n    return name_;\n  }\n\n  double factor_to_bigger_better() const override {\n    return -1.0f;\n  }\n\n  std::vector<double> Eval(const double* score, const ObjectiveFunction* objective) const override {\n    double sum_loss = 0.0f;\n    if (objective == nullptr) {\n      if (weights_ == nullptr) {\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\n        for (data_size_t i = 0; i < num_data_; ++i) {\n          // add loss\n          sum_loss += PointWiseLossCalculator::LossOnPoint(label_[i], score[i]);\n        }\n      } else {\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\n        for (data_size_t i = 0; i < num_data_; ++i) {\n          // add loss\n          sum_loss += PointWiseLossCalculator::LossOnPoint(label_[i], score[i]) * weights_[i];\n        }\n      }\n    } else {\n      if (weights_ == nullptr) {\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\n        for (data_size_t i = 0; i < num_data_; ++i) {\n          double prob = 0;\n          objective->ConvertOutput(&score[i], &prob);\n          // add loss\n          sum_loss += PointWiseLossCalculator::LossOnPoint(label_[i], prob);\n        }\n      } else {\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\n        for (data_size_t i = 0; i < num_data_; ++i) {\n          double prob = 0;\n          objective->ConvertOutput(&score[i], &prob);\n          // add loss\n          sum_loss += PointWiseLossCalculator::LossOnPoint(label_[i], prob) * weights_[i];\n        }\n      }\n    }\n    double loss = sum_loss / sum_weights_;\n    return std::vector<double>(1, loss);\n  }\n\n protected:\n  /*! \\brief Number of data */\n  data_size_t num_data_;\n  /*! \\brief Pointer of label */\n  const label_t* label_;\n  /*! \\brief Pointer of weighs */\n  const label_t* weights_;\n  /*! \\brief Sum weights */\n  double sum_weights_;\n  /*! \\brief Name of test set */\n  std::vector<std::string> name_;\n};\n\n/*!\n* \\brief Log loss metric for binary classification task.\n*/\nclass BinaryLoglossMetric: public BinaryMetric<BinaryLoglossMetric> {\n public:\n  explicit BinaryLoglossMetric(const Config& config) :BinaryMetric<BinaryLoglossMetric>(config) {}\n\n  inline static double LossOnPoint(label_t label, double prob) {\n    if (label <= 0) {\n      if (1.0f - prob > kEpsilon) {\n        return -std::log(1.0f - prob);\n      }\n    } else {\n      if (prob > kEpsilon) {\n        return -std::log(prob);\n      }\n    }\n    return -std::log(kEpsilon);\n  }\n\n  inline static const char* Name() {\n    return \"binary_logloss\";\n  }\n};\n/*!\n* \\brief Error rate metric for binary classification task.\n*/\nclass BinaryErrorMetric: public BinaryMetric<BinaryErrorMetric> {\n public:\n  explicit BinaryErrorMetric(const Config& config) :BinaryMetric<BinaryErrorMetric>(config) {}\n\n  inline static double LossOnPoint(label_t label, double prob) {\n    if (prob <= 0.5f) {\n      return label > 0;\n    } else {\n      return label <= 0;\n    }\n  }\n\n  inline static const char* Name() {\n    return \"binary_error\";\n  }\n};\n\n/*!\n* \\brief Auc Metric for binary classification task.\n*/\nclass AUCMetric: public Metric {\n public:\n  explicit AUCMetric(const Config&) {\n  }\n\n  virtual ~AUCMetric() {\n  }\n\n  const std::vector<std::string>& GetName() const override {\n    return name_;\n  }\n\n  double factor_to_bigger_better() const override {\n    return 1.0f;\n  }\n\n  void Init(const Metadata& metadata, data_size_t num_data) override {\n    name_.emplace_back(\"auc\");\n\n    num_data_ = num_data;\n    // get label\n    label_ = metadata.label();\n    // get weights\n    weights_ = metadata.weights();\n\n    if (weights_ == nullptr) {\n      sum_weights_ = static_cast<double>(num_data_);\n    } else {\n      sum_weights_ = 0.0f;\n      for (data_size_t i = 0; i < num_data; ++i) {\n        sum_weights_ += weights_[i];\n      }\n    }\n  }\n\n  std::vector<double> Eval(const double* score, const ObjectiveFunction*) const override {\n    // get indices sorted by score, descent order\n    std::vector<data_size_t> sorted_idx;\n    for (data_size_t i = 0; i < num_data_; ++i) {\n      sorted_idx.emplace_back(i);\n    }\n    Common::ParallelSort(sorted_idx.begin(), sorted_idx.end(), [score](data_size_t a, data_size_t b) {return score[a] > score[b]; });\n    // temp sum of positive label\n    double cur_pos = 0.0f;\n    // total sum of positive label\n    double sum_pos = 0.0f;\n    // accumulate of AUC\n    double accum = 0.0f;\n    // temp sum of negative label\n    double cur_neg = 0.0f;\n    double threshold = score[sorted_idx[0]];\n    if (weights_ == nullptr) {  // no weights\n      for (data_size_t i = 0; i < num_data_; ++i) {\n        const label_t cur_label = label_[sorted_idx[i]];\n        const double cur_score = score[sorted_idx[i]];\n        // new threshold\n        if (cur_score != threshold) {\n          threshold = cur_score;\n          // accumulate\n          accum += cur_neg*(cur_pos * 0.5f + sum_pos);\n          sum_pos += cur_pos;\n          // reset\n          cur_neg = cur_pos = 0.0f;\n        }\n        cur_neg += (cur_label <= 0);\n        cur_pos += (cur_label > 0);\n      }\n    } else {  // has weights\n      for (data_size_t i = 0; i < num_data_; ++i) {\n        const label_t cur_label = label_[sorted_idx[i]];\n        const double cur_score = score[sorted_idx[i]];\n        const label_t cur_weight = weights_[sorted_idx[i]];\n        // new threshold\n        if (cur_score != threshold) {\n          threshold = cur_score;\n          // accumulate\n          accum += cur_neg*(cur_pos * 0.5f + sum_pos);\n          sum_pos += cur_pos;\n          // reset\n          cur_neg = cur_pos = 0.0f;\n        }\n        cur_neg += (cur_label <= 0)*cur_weight;\n        cur_pos += (cur_label > 0)*cur_weight;\n      }\n    }\n    accum += cur_neg*(cur_pos * 0.5f + sum_pos);\n    sum_pos += cur_pos;\n    double auc = 1.0f;\n    if (sum_pos > 0.0f && sum_pos != sum_weights_) {\n      auc = accum / (sum_pos *(sum_weights_ - sum_pos));\n    }\n    return std::vector<double>(1, auc);\n  }\n\n private:\n  /*! \\brief Number of data */\n  data_size_t num_data_;\n  /*! \\brief Pointer of label */\n  const label_t* label_;\n  /*! \\brief Pointer of weighs */\n  const label_t* weights_;\n  /*! \\brief Sum weights */\n  double sum_weights_;\n  /*! \\brief Name of test set */\n  std::vector<std::string> name_;\n};\n\n\n/*!\n* \\brief Average Precision Metric for binary classification task.\n*/\nclass AveragePrecisionMetric: public Metric {\n public:\n  explicit AveragePrecisionMetric(const Config&) {\n  }\n\n  virtual ~AveragePrecisionMetric() {\n  }\n\n  const std::vector<std::string>& GetName() const override {\n    return name_;\n  }\n\n  double factor_to_bigger_better() const override {\n    return 1.0f;\n  }\n\n  void Init(const Metadata& metadata, data_size_t num_data) override {\n    name_.emplace_back(\"average_precision\");\n\n    num_data_ = num_data;\n    // get label\n    label_ = metadata.label();\n    // get weights\n    weights_ = metadata.weights();\n\n    if (weights_ == nullptr) {\n      sum_weights_ = static_cast<double>(num_data_);\n    } else {\n      sum_weights_ = 0.0f;\n      for (data_size_t i = 0; i < num_data; ++i) {\n        sum_weights_ += weights_[i];\n      }\n    }\n  }\n\n  std::vector<double> Eval(const double* score, const ObjectiveFunction*) const override {\n    // get indices sorted by score, descending order\n    std::vector<data_size_t> sorted_idx;\n    for (data_size_t i = 0; i < num_data_; ++i) {\n      sorted_idx.emplace_back(i);\n    }\n    Common::ParallelSort(sorted_idx.begin(), sorted_idx.end(), [score](data_size_t a, data_size_t b) {return score[a] > score[b]; });\n    // temp sum of positive label\n    double cur_actual_pos = 0.0f;\n    // total sum of positive label\n    double sum_actual_pos = 0.0f;\n    // total sum of predicted positive\n    double sum_pred_pos = 0.0f;\n    // accumulated precision\n    double accum_prec = 1.0f;\n    // accumulated pr-auc\n    double accum = 0.0f;\n    // temp sum of negative label\n    double cur_neg = 0.0f;\n    double threshold = score[sorted_idx[0]];\n    if (weights_ == nullptr) {  // no weights\n      for (data_size_t i = 0; i < num_data_; ++i) {\n        const label_t cur_label = label_[sorted_idx[i]];\n        const double cur_score = score[sorted_idx[i]];\n        // new threshold\n        if (cur_score != threshold) {\n          threshold = cur_score;\n          // accumulate\n          sum_actual_pos += cur_actual_pos;\n          sum_pred_pos += cur_actual_pos + cur_neg;\n          accum_prec = sum_actual_pos / sum_pred_pos;\n          accum += cur_actual_pos * accum_prec;\n          // reset\n          cur_neg = cur_actual_pos = 0.0f;\n        }\n        cur_neg += (cur_label <= 0);\n        cur_actual_pos += (cur_label > 0);\n      }\n    } else {  // has weights\n      for (data_size_t i = 0; i < num_data_; ++i) {\n        const label_t cur_label = label_[sorted_idx[i]];\n        const double cur_score = score[sorted_idx[i]];\n        const label_t cur_weight = weights_[sorted_idx[i]];\n        // new threshold\n        if (cur_score != threshold) {\n          threshold = cur_score;\n          // accumulate\n          sum_actual_pos += cur_actual_pos;\n          sum_pred_pos += cur_actual_pos + cur_neg;\n          accum_prec = sum_actual_pos / sum_pred_pos;\n          accum += cur_actual_pos * accum_prec;\n          // reset\n          cur_neg = cur_actual_pos = 0.0f;\n        }\n        cur_neg += (cur_label <= 0) * cur_weight;\n        cur_actual_pos += (cur_label > 0) * cur_weight;\n      }\n    }\n    sum_actual_pos += cur_actual_pos;\n    sum_pred_pos += cur_actual_pos + cur_neg;\n    accum_prec = sum_actual_pos / sum_pred_pos;\n    accum += cur_actual_pos * accum_prec;\n    double ap = 1.0f;\n    if (sum_actual_pos > 0.0f && sum_actual_pos != sum_weights_) {\n      ap = accum / sum_actual_pos;\n    }\n    return std::vector<double>(1, ap);\n  }\n\n private:\n  /*! \\brief Number of data */\n  data_size_t num_data_;\n  /*! \\brief Pointer of label */\n  const label_t* label_;\n  /*! \\brief Pointer of weighs */\n  const label_t* weights_;\n  /*! \\brief Sum weights */\n  double sum_weights_;\n  /*! \\brief Name of test set */\n  std::vector<std::string> name_;\n};\n\n}  // namespace LightGBM\n#endif   // LIGHTGBM_SRC_METRIC_BINARY_METRIC_HPP_\n"
  },
  {
    "path": "src/metric/cuda/cuda_binary_metric.cpp",
    "content": "/*!\n * Copyright (c) 2022-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2022-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n\n#ifdef USE_CUDA\n\n#include \"cuda_binary_metric.hpp\"\n\n#include <vector>\n\nnamespace LightGBM {\n\ntemplate <typename HOST_METRIC, typename CUDA_METRIC>\nstd::vector<double> CUDABinaryMetricInterface<HOST_METRIC, CUDA_METRIC>::Eval(const double* score, const ObjectiveFunction* objective) const {\n  const double* score_convert = score;\n  if (objective != nullptr && objective->NeedConvertOutputCUDA()) {\n    this->score_convert_buffer_.Resize(static_cast<size_t>(this->num_data_) * static_cast<size_t>(this->num_class_));\n    score_convert = objective->ConvertOutputCUDA(this->num_data_, score, this->score_convert_buffer_.RawData());\n  }\n  double sum_loss = 0.0, sum_weight = 0.0;\n  this->LaunchEvalKernel(score_convert, &sum_loss, &sum_weight);\n  const double eval_score = sum_loss / sum_weight;\n  return std::vector<double>{eval_score};\n}\n\nCUDABinaryLoglossMetric::CUDABinaryLoglossMetric(const Config& config):CUDABinaryMetricInterface<BinaryLoglossMetric, CUDABinaryLoglossMetric>(config) {}\n\nCUDABinaryErrorMetric::CUDABinaryErrorMetric(const Config& config):CUDABinaryMetricInterface<BinaryErrorMetric, CUDABinaryErrorMetric>(config) {}\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/metric/cuda/cuda_binary_metric.hpp",
    "content": "/*!\n * Copyright (c) 2022-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2022-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n\n#ifndef LIGHTGBM_SRC_METRIC_CUDA_CUDA_BINARY_METRIC_HPP_\n#define LIGHTGBM_SRC_METRIC_CUDA_CUDA_BINARY_METRIC_HPP_\n\n#ifdef USE_CUDA\n\n#include <LightGBM/cuda/cuda_metric.hpp>\n#include <LightGBM/cuda/cuda_utils.hu>\n\n#include <vector>\n\n#include \"cuda_regression_metric.hpp\"\n#include \"../binary_metric.hpp\"\n\nnamespace LightGBM {\n\ntemplate <typename HOST_METRIC, typename CUDA_METRIC>\nclass CUDABinaryMetricInterface: public CUDAPointwiseMetricInterface<HOST_METRIC, CUDA_METRIC> {\n public:\n  explicit CUDABinaryMetricInterface(const Config& config): CUDAPointwiseMetricInterface<HOST_METRIC, CUDA_METRIC>(config) {}\n\n  virtual ~CUDABinaryMetricInterface() {}\n\n  std::vector<double> Eval(const double* score, const ObjectiveFunction* objective) const override;\n};\n\nclass CUDABinaryLoglossMetric: public CUDABinaryMetricInterface<BinaryLoglossMetric, CUDABinaryLoglossMetric> {\n public:\n  explicit CUDABinaryLoglossMetric(const Config& config);\n\n  virtual ~CUDABinaryLoglossMetric() {}\n\n  __device__ static double MetricOnPointCUDA(label_t label, double score, const double /*param*/) {\n    // score should have been converted to probability\n    if (label <= 0) {\n      if (1.0f - score > kEpsilon) {\n        return -log(1.0f - score);\n      }\n    } else {\n      if (score > kEpsilon) {\n        return -log(score);\n      }\n    }\n    return -log(kEpsilon);\n  }\n};\n\nclass CUDABinaryErrorMetric: public CUDABinaryMetricInterface<BinaryErrorMetric, CUDABinaryErrorMetric> {\n public:\n  explicit CUDABinaryErrorMetric(const Config& config);\n\n  virtual ~CUDABinaryErrorMetric() {}\n\n  __device__ inline static double MetricOnPointCUDA(label_t label, double score, const double /*param*/) {\n    if (score <= 0.5f) {\n      return label > 0;\n    } else {\n      return label <= 0;\n    }\n  }\n};\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n\n#endif  // LIGHTGBM_SRC_METRIC_CUDA_CUDA_BINARY_METRIC_HPP_\n"
  },
  {
    "path": "src/metric/cuda/cuda_pointwise_metric.cpp",
    "content": "/*!\n * Copyright (c) 2022-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2022-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n\n#ifdef USE_CUDA\n\n#include \"cuda_binary_metric.hpp\"\n#include \"cuda_pointwise_metric.hpp\"\n#include \"cuda_regression_metric.hpp\"\n\nnamespace LightGBM {\n\ntemplate <typename HOST_METRIC, typename CUDA_METRIC>\nvoid CUDAPointwiseMetricInterface<HOST_METRIC, CUDA_METRIC>::Init(const Metadata& metadata, data_size_t num_data) {\n  CUDAMetricInterface<HOST_METRIC>::Init(metadata, num_data);\n  const int max_num_reduce_blocks = (this->num_data_ + NUM_DATA_PER_EVAL_THREAD - 1) / NUM_DATA_PER_EVAL_THREAD;\n  if (this->cuda_weights_ == nullptr) {\n    reduce_block_buffer_.Resize(max_num_reduce_blocks);\n  } else {\n    reduce_block_buffer_.Resize(max_num_reduce_blocks * 2);\n  }\n  const int max_num_reduce_blocks_inner = (max_num_reduce_blocks + NUM_DATA_PER_EVAL_THREAD - 1) / NUM_DATA_PER_EVAL_THREAD;\n  if (this->cuda_weights_ == nullptr) {\n    reduce_block_buffer_inner_.Resize(max_num_reduce_blocks_inner);\n  } else {\n    reduce_block_buffer_inner_.Resize(max_num_reduce_blocks_inner * 2);\n  }\n}\n\n// Regression metrics\ntemplate void CUDAPointwiseMetricInterface<RMSEMetric, CUDARMSEMetric>::Init(const Metadata& metadata, data_size_t num_data);\ntemplate void CUDAPointwiseMetricInterface<L2Metric, CUDAL2Metric>::Init(const Metadata& metadata, data_size_t num_data);\ntemplate void CUDAPointwiseMetricInterface<QuantileMetric, CUDAQuantileMetric>::Init(const Metadata& metadata, data_size_t num_data);\ntemplate void CUDAPointwiseMetricInterface<L1Metric, CUDAL1Metric>::Init(const Metadata& metadata, data_size_t num_data);\ntemplate void CUDAPointwiseMetricInterface<HuberLossMetric, CUDAHuberLossMetric>::Init(const Metadata& metadata, data_size_t num_data);\ntemplate void CUDAPointwiseMetricInterface<FairLossMetric, CUDAFairLossMetric>::Init(const Metadata& metadata, data_size_t num_data);\ntemplate void CUDAPointwiseMetricInterface<PoissonMetric, CUDAPoissonMetric>::Init(const Metadata& metadata, data_size_t num_data);\ntemplate void CUDAPointwiseMetricInterface<MAPEMetric, CUDAMAPEMetric>::Init(const Metadata& metadata, data_size_t num_data);\ntemplate void CUDAPointwiseMetricInterface<GammaMetric, CUDAGammaMetric>::Init(const Metadata& metadata, data_size_t num_data);\ntemplate void CUDAPointwiseMetricInterface<GammaDevianceMetric, CUDAGammaDevianceMetric>::Init(const Metadata& metadata, data_size_t num_data);\ntemplate void CUDAPointwiseMetricInterface<TweedieMetric, CUDATweedieMetric>::Init(const Metadata& metadata, data_size_t num_data);\n\n// Binary metrics\ntemplate void CUDAPointwiseMetricInterface<BinaryLoglossMetric, CUDABinaryLoglossMetric>::Init(const Metadata& metadata, data_size_t num_data);\ntemplate void CUDAPointwiseMetricInterface<BinaryErrorMetric, CUDABinaryErrorMetric>::Init(const Metadata& metadata, data_size_t num_data);\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/metric/cuda/cuda_pointwise_metric.cu",
    "content": "/*!\n * Copyright (c) 2022-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2022-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n * Modifications Copyright(C) 2023 Advanced Micro Devices, Inc. All rights reserved.\n */\n\n#ifdef USE_CUDA\n\n#include <LightGBM/cuda/cuda_algorithms.hpp>\n#include <LightGBM/cuda/cuda_rocm_interop.h>\n\n#include \"cuda_binary_metric.hpp\"\n#include \"cuda_pointwise_metric.hpp\"\n#include \"cuda_regression_metric.hpp\"\n\nnamespace LightGBM {\n\ntemplate <typename CUDA_METRIC, bool USE_WEIGHTS>\n__global__ void EvalKernel(const data_size_t num_data, const label_t* labels, const label_t* weights,\n                           const double* scores, double* reduce_block_buffer, const double param) {\n  __shared__ double shared_mem_buffer[WARPSIZE];\n  const data_size_t index = static_cast<data_size_t>(threadIdx.x + blockIdx.x * blockDim.x);\n  double point_metric = 0.0;\n  if (index < num_data) {\n    point_metric = USE_WEIGHTS ?\n      CUDA_METRIC::MetricOnPointCUDA(labels[index], scores[index], param) * weights[index] :\n      CUDA_METRIC::MetricOnPointCUDA(labels[index], scores[index], param);\n  }\n  const double block_sum_point_metric = ShuffleReduceSum<double>(point_metric, shared_mem_buffer, NUM_DATA_PER_EVAL_THREAD);\n  if (threadIdx.x == 0) {\n    reduce_block_buffer[blockIdx.x] = block_sum_point_metric;\n  }\n  if (USE_WEIGHTS) {\n    double weight = 0.0;\n    if (index < num_data) {\n      weight = static_cast<double>(weights[index]);\n      const double block_sum_weight = ShuffleReduceSum<double>(weight, shared_mem_buffer, NUM_DATA_PER_EVAL_THREAD);\n      if (threadIdx.x == 0) {\n        reduce_block_buffer[blockIdx.x + gridDim.x] = block_sum_weight;\n      }\n    }\n  }\n}\n\ntemplate <typename HOST_METRIC, typename CUDA_METRIC>\nvoid CUDAPointwiseMetricInterface<HOST_METRIC, CUDA_METRIC>::LaunchEvalKernel(const double* score, double* sum_loss, double* sum_weight) const {\n  const int num_blocks = (this->num_data_ + NUM_DATA_PER_EVAL_THREAD - 1) / NUM_DATA_PER_EVAL_THREAD;\n  if (this->cuda_weights_ != nullptr) {\n    EvalKernel<CUDA_METRIC, true><<<num_blocks, NUM_DATA_PER_EVAL_THREAD>>>(\n      this->num_data_, this->cuda_labels_, this->cuda_weights_, score, reduce_block_buffer_.RawData(), GetParamFromConfig());\n  } else {\n    EvalKernel<CUDA_METRIC, false><<<num_blocks, NUM_DATA_PER_EVAL_THREAD>>>(\n      this->num_data_, this->cuda_labels_, this->cuda_weights_, score, reduce_block_buffer_.RawData(), GetParamFromConfig());\n  }\n  ShuffleReduceSumGlobal<double, double>(reduce_block_buffer_.RawData(), num_blocks, reduce_block_buffer_inner_.RawData());\n  CopyFromCUDADeviceToHost<double>(sum_loss, reduce_block_buffer_inner_.RawData(), 1, __FILE__, __LINE__);\n  *sum_weight = static_cast<double>(this->num_data_);\n  if (this->cuda_weights_ != nullptr) {\n    ShuffleReduceSumGlobal<double, double>(reduce_block_buffer_.RawData() + num_blocks, num_blocks, reduce_block_buffer_inner_.RawData());\n    CopyFromCUDADeviceToHost<double>(sum_weight, reduce_block_buffer_inner_.RawData(), 1, __FILE__, __LINE__);\n  }\n}\n\n// Regression metrics\ntemplate void CUDAPointwiseMetricInterface<RMSEMetric, CUDARMSEMetric>::LaunchEvalKernel(const double* score, double* sum_loss, double* sum_weight) const;\ntemplate void CUDAPointwiseMetricInterface<L2Metric, CUDAL2Metric>::LaunchEvalKernel(const double* score, double* sum_loss, double* sum_weight) const;\ntemplate void CUDAPointwiseMetricInterface<QuantileMetric, CUDAQuantileMetric>::LaunchEvalKernel(const double* score, double* sum_loss, double* sum_weight) const;\ntemplate void CUDAPointwiseMetricInterface<L1Metric, CUDAL1Metric>::LaunchEvalKernel(const double* score, double* sum_loss, double* sum_weight) const;\ntemplate void CUDAPointwiseMetricInterface<HuberLossMetric, CUDAHuberLossMetric>::LaunchEvalKernel(const double* score, double* sum_loss, double* sum_weight) const;\ntemplate void CUDAPointwiseMetricInterface<FairLossMetric, CUDAFairLossMetric>::LaunchEvalKernel(const double* score, double* sum_loss, double* sum_weight) const;\ntemplate void CUDAPointwiseMetricInterface<PoissonMetric, CUDAPoissonMetric>::LaunchEvalKernel(const double* score, double* sum_loss, double* sum_weight) const;\ntemplate void CUDAPointwiseMetricInterface<MAPEMetric, CUDAMAPEMetric>::LaunchEvalKernel(const double* score, double* sum_loss, double* sum_weight) const;\ntemplate void CUDAPointwiseMetricInterface<GammaMetric, CUDAGammaMetric>::LaunchEvalKernel(const double* score, double* sum_loss, double* sum_weight) const;\ntemplate void CUDAPointwiseMetricInterface<GammaDevianceMetric, CUDAGammaDevianceMetric>::LaunchEvalKernel(const double* score, double* sum_loss, double* sum_weight) const;\ntemplate void CUDAPointwiseMetricInterface<TweedieMetric, CUDATweedieMetric>::LaunchEvalKernel(const double* score, double* sum_loss, double* sum_weight) const;\n\n// Binary metrics\ntemplate void CUDAPointwiseMetricInterface<BinaryLoglossMetric, CUDABinaryLoglossMetric>::LaunchEvalKernel(const double* score, double* sum_loss, double* sum_weight) const;\ntemplate void CUDAPointwiseMetricInterface<BinaryErrorMetric, CUDABinaryErrorMetric>::LaunchEvalKernel(const double* score, double* sum_loss, double* sum_weight) const;\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/metric/cuda/cuda_pointwise_metric.hpp",
    "content": "/*!\n * Copyright (c) 2022-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2022-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n\n#ifndef LIGHTGBM_SRC_METRIC_CUDA_CUDA_POINTWISE_METRIC_HPP_\n#define LIGHTGBM_SRC_METRIC_CUDA_CUDA_POINTWISE_METRIC_HPP_\n\n#ifdef USE_CUDA\n\n#include <LightGBM/cuda/cuda_metric.hpp>\n#include <LightGBM/cuda/cuda_utils.hu>\n\n#include <vector>\n\n#define NUM_DATA_PER_EVAL_THREAD (1024)\n\nnamespace LightGBM {\n\ntemplate <typename HOST_METRIC, typename CUDA_METRIC>\nclass CUDAPointwiseMetricInterface: public CUDAMetricInterface<HOST_METRIC> {\n public:\n  explicit CUDAPointwiseMetricInterface(const Config& config): CUDAMetricInterface<HOST_METRIC>(config), num_class_(config.num_class) {}\n\n  virtual ~CUDAPointwiseMetricInterface() {}\n\n  void Init(const Metadata& metadata, data_size_t num_data) override;\n\n protected:\n  void LaunchEvalKernel(const double* score_convert, double* sum_loss, double* sum_weight) const;\n\n  virtual double GetParamFromConfig() const { return 0.0; }\n\n  mutable CUDAVector<double> score_convert_buffer_;\n  CUDAVector<double> reduce_block_buffer_;\n  CUDAVector<double> reduce_block_buffer_inner_;\n  const int num_class_;\n};\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n\n#endif  // LIGHTGBM_SRC_METRIC_CUDA_CUDA_POINTWISE_METRIC_HPP_\n"
  },
  {
    "path": "src/metric/cuda/cuda_regression_metric.cpp",
    "content": "/*!\n * Copyright (c) 2022-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2022-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n\n#ifdef USE_CUDA\n\n#include <vector>\n\n#include \"cuda_regression_metric.hpp\"\n\nnamespace LightGBM {\n\ntemplate <typename HOST_METRIC, typename CUDA_METRIC>\nstd::vector<double> CUDARegressionMetricInterface<HOST_METRIC, CUDA_METRIC>::Eval(const double* score, const ObjectiveFunction* objective) const {\n  const double* score_convert = score;\n  if (objective != nullptr && objective->NeedConvertOutputCUDA()) {\n    this->score_convert_buffer_.Resize(static_cast<size_t>(this->num_data_) * static_cast<size_t>(this->num_class_));\n    score_convert = objective->ConvertOutputCUDA(this->num_data_, score, this->score_convert_buffer_.RawData());\n  }\n  double sum_loss = 0.0, sum_weight = 0.0;\n  this->LaunchEvalKernel(score_convert, &sum_loss, &sum_weight);\n  const double eval_score = this->AverageLoss(sum_loss, sum_weight);\n  return std::vector<double>{eval_score};\n}\n\nCUDARMSEMetric::CUDARMSEMetric(const Config& config): CUDARegressionMetricInterface<RMSEMetric, CUDARMSEMetric>(config) {}\n\nCUDAL2Metric::CUDAL2Metric(const Config& config): CUDARegressionMetricInterface<L2Metric, CUDAL2Metric>(config) {}\n\nCUDAQuantileMetric::CUDAQuantileMetric(const Config& config): CUDARegressionMetricInterface<QuantileMetric, CUDAQuantileMetric>(config), alpha_(config.alpha) {}\n\nCUDAL1Metric::CUDAL1Metric(const Config& config): CUDARegressionMetricInterface<L1Metric, CUDAL1Metric>(config) {}\n\nCUDAHuberLossMetric::CUDAHuberLossMetric(const Config& config): CUDARegressionMetricInterface<HuberLossMetric, CUDAHuberLossMetric>(config), alpha_(config.alpha) {}\n\nCUDAFairLossMetric::CUDAFairLossMetric(const Config& config): CUDARegressionMetricInterface<FairLossMetric, CUDAFairLossMetric>(config) , fair_c_(config.fair_c) {}\n\nCUDAPoissonMetric::CUDAPoissonMetric(const Config& config): CUDARegressionMetricInterface<PoissonMetric, CUDAPoissonMetric>(config) {}\n\nCUDAMAPEMetric::CUDAMAPEMetric(const Config& config): CUDARegressionMetricInterface<MAPEMetric, CUDAMAPEMetric>(config) {}\n\nCUDAGammaMetric::CUDAGammaMetric(const Config& config): CUDARegressionMetricInterface<GammaMetric, CUDAGammaMetric>(config) {}\n\nCUDAGammaDevianceMetric::CUDAGammaDevianceMetric(const Config& config): CUDARegressionMetricInterface<GammaDevianceMetric, CUDAGammaDevianceMetric>(config) {}\n\nCUDATweedieMetric::CUDATweedieMetric(const Config& config): CUDARegressionMetricInterface<TweedieMetric, CUDATweedieMetric>(config) , tweedie_variance_power_(config.tweedie_variance_power) {}\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/metric/cuda/cuda_regression_metric.hpp",
    "content": "/*!\n * Copyright (c) 2022-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2022-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n\n#ifndef LIGHTGBM_SRC_METRIC_CUDA_CUDA_REGRESSION_METRIC_HPP_\n#define LIGHTGBM_SRC_METRIC_CUDA_CUDA_REGRESSION_METRIC_HPP_\n\n#ifdef USE_CUDA\n\n#include <LightGBM/cuda/cuda_metric.hpp>\n#include <LightGBM/cuda/cuda_utils.hu>\n\n#include <vector>\n\n#include \"cuda_pointwise_metric.hpp\"\n#include \"../regression_metric.hpp\"\n\nnamespace LightGBM {\n\ntemplate <typename HOST_METRIC, typename CUDA_METRIC>\nclass CUDARegressionMetricInterface: public CUDAPointwiseMetricInterface<HOST_METRIC, CUDA_METRIC> {\n public:\n  explicit CUDARegressionMetricInterface(const Config& config):\n    CUDAPointwiseMetricInterface<HOST_METRIC, CUDA_METRIC>(config) {}\n\n  virtual ~CUDARegressionMetricInterface() {}\n\n  std::vector<double> Eval(const double* score, const ObjectiveFunction* objective) const override;\n};\n\nclass CUDARMSEMetric: public CUDARegressionMetricInterface<RMSEMetric, CUDARMSEMetric> {\n public:\n  explicit CUDARMSEMetric(const Config& config);\n\n  virtual ~CUDARMSEMetric() {}\n\n  __device__ inline static double MetricOnPointCUDA(label_t label, double score, double /*alpha*/) {\n    return (score - label) * (score - label);\n  }\n};\n\nclass CUDAL2Metric : public CUDARegressionMetricInterface<L2Metric, CUDAL2Metric> {\n public:\n  explicit CUDAL2Metric(const Config& config);\n\n  virtual ~CUDAL2Metric() {}\n\n  __device__ inline static double MetricOnPointCUDA(label_t label, double score, double /*alpha*/) {\n    return (score - label) * (score - label);\n  }\n};\n\nclass CUDAQuantileMetric : public CUDARegressionMetricInterface<QuantileMetric, CUDAQuantileMetric> {\n public:\n  explicit CUDAQuantileMetric(const Config& config);\n\n  virtual ~CUDAQuantileMetric() {}\n\n  __device__ inline static double MetricOnPointCUDA(label_t label, double score, double alpha) {\n    double delta = label - score;\n    if (delta < 0) {\n      return (alpha - 1.0f) * delta;\n    } else {\n      return alpha * delta;\n    }\n  }\n\n  double GetParamFromConfig() const override {\n    return alpha_;\n  }\n\n private:\n  const double alpha_;\n};\n\nclass CUDAL1Metric : public CUDARegressionMetricInterface<L1Metric, CUDAL1Metric> {\n public:\n  explicit CUDAL1Metric(const Config& config);\n\n  virtual ~CUDAL1Metric() {}\n\n  __device__ inline static double MetricOnPointCUDA(label_t label, double score,  double /*alpha*/) {\n    return std::fabs(score - label);\n  }\n};\n\nclass CUDAHuberLossMetric : public CUDARegressionMetricInterface<HuberLossMetric, CUDAHuberLossMetric> {\n public:\n  explicit CUDAHuberLossMetric(const Config& config);\n\n  virtual ~CUDAHuberLossMetric() {}\n\n  __device__ inline static double MetricOnPointCUDA(label_t label, double score,  double alpha) {\n    const double diff = score - label;\n    if (std::abs(diff) <= alpha) {\n      return 0.5f * diff * diff;\n    } else {\n      return alpha * (std::abs(diff) - 0.5f * alpha);\n    }\n  }\n\n  double GetParamFromConfig() const override {\n    return alpha_;\n  }\n private:\n  const double alpha_;\n};\n\nclass CUDAFairLossMetric : public CUDARegressionMetricInterface<FairLossMetric, CUDAFairLossMetric> {\n public:\n  explicit CUDAFairLossMetric(const Config& config);\n\n  virtual ~CUDAFairLossMetric() {}\n\n  __device__ inline static double MetricOnPointCUDA(label_t label, double score,  double fair_c) {\n    const double x = std::fabs(score - label);\n    const double c =  fair_c;\n    return c * x - c * c * std::log1p(x / c);\n  }\n\n  double GetParamFromConfig() const override {\n    return fair_c_;\n  }\n\n private:\n  const double fair_c_;\n};\n\nclass CUDAPoissonMetric : public CUDARegressionMetricInterface<PoissonMetric, CUDAPoissonMetric> {\n public:\n  explicit CUDAPoissonMetric(const Config& config);\n\n  virtual ~CUDAPoissonMetric() {}\n\n  __device__ inline static double MetricOnPointCUDA(label_t label, double score,  double /*alpha*/) {\n    const double eps = 1e-10f;\n    if (score < eps) {\n      score = eps;\n    }\n    return score - label * std::log(score);\n  }\n};\n\nclass CUDAMAPEMetric : public CUDARegressionMetricInterface<MAPEMetric, CUDAMAPEMetric> {\n public:\n  explicit CUDAMAPEMetric(const Config& config);\n\n  virtual ~CUDAMAPEMetric() {}\n\n  __device__ inline static double MetricOnPointCUDA(label_t label, double score,  double /*alpha*/) {\n    return std::fabs((label - score)) / fmax(1.0f, std::fabs(label));\n  }\n};\n\nclass CUDAGammaMetric : public CUDARegressionMetricInterface<GammaMetric, CUDAGammaMetric> {\n public:\n  explicit CUDAGammaMetric(const Config& config);\n\n  virtual ~CUDAGammaMetric() {}\n\n  __device__ inline static double MetricOnPointCUDA(label_t label, double score,  double /*alpha*/) {\n    const double psi = 1.0;\n    const double theta = -1.0 / score;\n    const double a = psi;\n    const double b = -SafeLog(-theta);\n    const double c = 1. / psi * SafeLog(label / psi) - SafeLog(label) - 0;  // 0 = std::lgamma(1.0 / psi) = std::lgamma(1.0);\n    return -((label * theta - b) / a + c);\n  }\n};\n\nclass CUDAGammaDevianceMetric : public CUDARegressionMetricInterface<GammaDevianceMetric, CUDAGammaDevianceMetric> {\n public:\n  explicit CUDAGammaDevianceMetric(const Config& config);\n\n  virtual ~CUDAGammaDevianceMetric() {}\n\n  __device__ inline static double MetricOnPointCUDA(label_t label, double score,  double /*alpha*/) {\n    const double epsilon = 1.0e-9;\n    const double tmp = label / (score + epsilon);\n    return tmp - SafeLog(tmp) - 1;\n  }\n};\n\nclass CUDATweedieMetric : public CUDARegressionMetricInterface<TweedieMetric, CUDATweedieMetric> {\n public:\n  explicit CUDATweedieMetric(const Config& config);\n\n  virtual ~CUDATweedieMetric() {}\n\n  __device__ inline static double MetricOnPointCUDA(label_t label, double score,  double tweedie_variance_power) {\n    const double rho = tweedie_variance_power;\n    const double eps = 1e-10f;\n    if (score < eps) {\n      score = eps;\n    }\n    const double a = label * std::exp((1 - rho) * std::log(score)) / (1 - rho);\n    const double b = std::exp((2 - rho) * std::log(score)) / (2 - rho);\n    return -a + b;\n  }\n\n  double GetParamFromConfig() const override {\n    return tweedie_variance_power_;\n  }\n\n private:\n  const double tweedie_variance_power_;\n};\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n\n#endif  // LIGHTGBM_SRC_METRIC_CUDA_CUDA_REGRESSION_METRIC_HPP_\n"
  },
  {
    "path": "src/metric/dcg_calculator.cpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#include <LightGBM/metric.h>\n#include <LightGBM/utils/log.h>\n\n#include <algorithm>\n#include <cmath>\n#include <vector>\n\nnamespace LightGBM {\n\n/*! \\brief Declaration for some static members */\nstd::vector<double> DCGCalculator::label_gain_;\nstd::vector<double> DCGCalculator::discount_;\nconst data_size_t DCGCalculator::kMaxPosition = 10000;\n\n\nvoid DCGCalculator::DefaultEvalAt(std::vector<int>* eval_at) {\n  auto& ref_eval_at = *eval_at;\n  if (ref_eval_at.empty()) {\n    for (int i = 1; i <= 5; ++i) {\n      ref_eval_at.push_back(i);\n    }\n  } else {\n    for (size_t i = 0; i < eval_at->size(); ++i) {\n      CHECK_GT(ref_eval_at[i], 0);\n    }\n  }\n}\n\nvoid DCGCalculator::DefaultLabelGain(std::vector<double>* label_gain) {\n  if (!label_gain->empty()) {\n    return;\n  }\n  // label_gain = 2^i - 1, may overflow, so we use 31 here\n  const int max_label = 31;\n  label_gain->push_back(0.0f);\n  for (int i = 1; i < max_label; ++i) {\n    label_gain->push_back(static_cast<double>((1 << i) - 1));\n  }\n}\n\nvoid DCGCalculator::Init(const std::vector<double>& input_label_gain) {\n  label_gain_.resize(input_label_gain.size());\n  for (size_t i = 0; i < input_label_gain.size(); ++i) {\n    label_gain_[i] = static_cast<double>(input_label_gain[i]);\n  }\n  discount_.resize(kMaxPosition);\n  for (data_size_t i = 0; i < kMaxPosition; ++i) {\n    discount_[i] = 1.0 / std::log2(2.0 + i);\n  }\n}\n\ndouble DCGCalculator::CalMaxDCGAtK(data_size_t k, const label_t* label, data_size_t num_data) {\n  double ret = 0.0f;\n  // counts for all labels\n  std::vector<data_size_t> label_cnt(label_gain_.size(), 0);\n  for (data_size_t i = 0; i < num_data; ++i) {\n    ++label_cnt[static_cast<int>(label[i])];\n  }\n  int top_label = static_cast<int>(label_gain_.size()) - 1;\n\n  if (k > num_data) {\n    k = num_data;\n  }\n  //  start from top label, and accumulate DCG\n  for (data_size_t j = 0; j < k; ++j) {\n    while (top_label > 0 && label_cnt[top_label] <= 0) {\n      top_label -= 1;\n    }\n    if (top_label < 0) {\n      break;\n    }\n    ret += discount_[j] * label_gain_[top_label];\n    label_cnt[top_label] -= 1;\n  }\n  return ret;\n}\n\nvoid DCGCalculator::CalMaxDCG(const std::vector<data_size_t>& ks,\n                              const label_t* label,\n                              data_size_t num_data,\n                              std::vector<double>* out) {\n  std::vector<data_size_t> label_cnt(label_gain_.size(), 0);\n  // counts for all labels\n  for (data_size_t i = 0; i < num_data; ++i) {\n    ++label_cnt[static_cast<int>(label[i])];\n  }\n  double cur_result = 0.0f;\n  data_size_t cur_left = 0;\n  int top_label = static_cast<int>(label_gain_.size()) - 1;\n  // calculate k Max DCG by one pass\n  for (size_t i = 0; i < ks.size(); ++i) {\n    data_size_t cur_k = ks[i];\n    if (cur_k > num_data) {\n      cur_k = num_data;\n    }\n    for (data_size_t j = cur_left; j < cur_k; ++j) {\n      while (top_label > 0 && label_cnt[top_label] <= 0) {\n        top_label -= 1;\n      }\n      if (top_label < 0) {\n        break;\n      }\n      cur_result += discount_[j] * label_gain_[top_label];\n      label_cnt[top_label] -= 1;\n    }\n    (*out)[i] = cur_result;\n    cur_left = cur_k;\n  }\n}\n\nvoid DCGCalculator::CalDCG(const std::vector<data_size_t>& ks, const label_t* label,\n                           const double * score, data_size_t num_data, std::vector<double>* out) {\n  // get sorted indices by score\n  std::vector<data_size_t> sorted_idx(num_data);\n  for (data_size_t i = 0; i < num_data; ++i) {\n    sorted_idx[i] = i;\n  }\n  std::stable_sort(sorted_idx.begin(), sorted_idx.end(),\n                   [score](data_size_t a, data_size_t b) {return score[a] > score[b]; });\n\n  double cur_result = 0.0f;\n  data_size_t cur_left = 0;\n  // calculate multi dcg by one pass\n  for (size_t i = 0; i < ks.size(); ++i) {\n    data_size_t cur_k = ks[i];\n    if (cur_k > num_data) {\n      cur_k = num_data;\n    }\n    for (data_size_t j = cur_left; j < cur_k; ++j) {\n      data_size_t idx = sorted_idx[j];\n      cur_result += label_gain_[static_cast<int>(label[idx])] * discount_[j];\n    }\n    (*out)[i] = cur_result;\n    cur_left = cur_k;\n  }\n}\n\nvoid DCGCalculator::CheckMetadata(const Metadata& metadata, data_size_t num_queries) {\n  const data_size_t* query_boundaries = metadata.query_boundaries();\n  if (num_queries > 0 && query_boundaries != nullptr) {\n    for (data_size_t i = 0; i < num_queries; i++) {\n      data_size_t num_rows = query_boundaries[i + 1] - query_boundaries[i];\n      if (num_rows > kMaxPosition) {\n        Log::Fatal(\"Number of rows %i exceeds upper limit of %i for a query\", static_cast<int>(num_rows), static_cast<int>(kMaxPosition));\n      }\n    }\n  }\n}\n\n\nvoid DCGCalculator::CheckLabel(const label_t* label, data_size_t num_data) {\n  for (data_size_t i = 0; i < num_data; ++i) {\n    label_t delta = std::fabs(label[i] - static_cast<int>(label[i]));\n    if (delta > kEpsilon) {\n      Log::Fatal(\"label should be int type (met %f) for ranking task,\\n\"\n                 \"for the gain of label, please set the label_gain parameter\", label[i]);\n    }\n\n    if (label[i] < 0) {\n      Log::Fatal(\"Label should be non-negative (met %f) for ranking task\", label[i]);\n    }\n\n    if (static_cast<size_t>(label[i]) >= label_gain_.size()) {\n      Log::Fatal(\"Label %zu is not less than the number of label mappings (%zu)\", static_cast<size_t>(label[i]), label_gain_.size());\n    }\n  }\n}\n\n}  // namespace LightGBM\n"
  },
  {
    "path": "src/metric/map_metric.hpp",
    "content": "/*!\n * Copyright (c) 2017-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2017-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_SRC_METRIC_MAP_METRIC_HPP_\n#define LIGHTGBM_SRC_METRIC_MAP_METRIC_HPP_\n\n#include <LightGBM/metric.h>\n#include <LightGBM/utils/common.h>\n#include <LightGBM/utils/log.h>\n#include <LightGBM/utils/openmp_wrapper.h>\n\n#include <string>\n#include <algorithm>\n#include <sstream>\n#include <vector>\n\nnamespace LightGBM {\n\nclass MapMetric:public Metric {\n public:\n  explicit MapMetric(const Config& config) {\n    // get eval position\n    eval_at_ = config.eval_at;\n    DCGCalculator::DefaultEvalAt(&eval_at_);\n  }\n\n  ~MapMetric() {\n  }\n\n  void Init(const Metadata& metadata, data_size_t num_data) override {\n    for (auto k : eval_at_) {\n      name_.emplace_back(std::string(\"map@\") + std::to_string(k));\n    }\n    num_data_ = num_data;\n    // get label\n    label_ = metadata.label();\n    // get query boundaries\n    query_boundaries_ = metadata.query_boundaries();\n    if (query_boundaries_ == nullptr) {\n      Log::Fatal(\"For MAP metric, there should be query information\");\n    }\n    num_queries_ = metadata.num_queries();\n    Log::Info(\"Total groups: %d, total data: %d\", num_queries_, num_data_);\n    // get query weights\n    query_weights_ = metadata.query_weights();\n    if (query_weights_ == nullptr) {\n      sum_query_weights_ = static_cast<double>(num_queries_);\n    } else {\n      sum_query_weights_ = 0.0f;\n      for (data_size_t i = 0; i < num_queries_; ++i) {\n        sum_query_weights_ += query_weights_[i];\n      }\n    }\n\n    npos_per_query_.resize(num_queries_, 0);\n    for (data_size_t i = 0; i < num_queries_; ++i) {\n      for (data_size_t j = query_boundaries_[i]; j < query_boundaries_[i + 1]; ++j) {\n        if (label_[j] > 0.5f) {\n          ++npos_per_query_[i];\n        }\n      }\n    }\n  }\n\n  const std::vector<std::string>& GetName() const override {\n    return name_;\n  }\n\n  double factor_to_bigger_better() const override {\n    return 1.0f;\n  }\n\n  void CalMapAtK(std::vector<int> ks, data_size_t npos, const label_t* label,\n                 const double* score, data_size_t num_data, std::vector<double>* out) const {\n    // get sorted indices by score\n    std::vector<data_size_t> sorted_idx;\n    for (data_size_t i = 0; i < num_data; ++i) {\n      sorted_idx.emplace_back(i);\n    }\n    std::stable_sort(sorted_idx.begin(), sorted_idx.end(),\n                     [score](data_size_t a, data_size_t b) {return score[a] > score[b]; });\n\n    int num_hit = 0;\n    double sum_ap = 0.0f;\n    data_size_t cur_left = 0;\n    for (size_t i = 0; i < ks.size(); ++i) {\n      data_size_t cur_k = static_cast<data_size_t>(ks[i]);\n      if (cur_k > num_data) {\n        cur_k = num_data;\n      }\n      for (data_size_t j = cur_left; j < cur_k; ++j) {\n        data_size_t idx = sorted_idx[j];\n        if (label[idx] > 0.5f) {\n          ++num_hit;\n          sum_ap += static_cast<double>(num_hit) / (j + 1.0f);\n        }\n      }\n      if (npos > 0) {\n        (*out)[i] = sum_ap / std::min(npos, cur_k);\n      } else {\n        (*out)[i] = 1.0f;\n      }\n      cur_left = cur_k;\n    }\n  }\n  std::vector<double> Eval(const double* score, const ObjectiveFunction*) const override {\n    // some buffers for multi-threading sum up\n    int num_threads = OMP_NUM_THREADS();\n    std::vector<std::vector<double>> result_buffer_;\n    for (int i = 0; i < num_threads; ++i) {\n      result_buffer_.emplace_back(eval_at_.size(), 0.0f);\n    }\n    std::vector<double> tmp_map(eval_at_.size(), 0.0f);\n    if (query_weights_ == nullptr) {\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(guided) firstprivate(tmp_map)\n      for (data_size_t i = 0; i < num_queries_; ++i) {\n        const int tid = omp_get_thread_num();\n        CalMapAtK(eval_at_, npos_per_query_[i], label_ + query_boundaries_[i],\n                  score + query_boundaries_[i], query_boundaries_[i + 1] - query_boundaries_[i], &tmp_map);\n        for (size_t j = 0; j < eval_at_.size(); ++j) {\n          result_buffer_[tid][j] += tmp_map[j];\n        }\n      }\n    } else {\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(guided) firstprivate(tmp_map)\n      for (data_size_t i = 0; i < num_queries_; ++i) {\n        const int tid = omp_get_thread_num();\n        CalMapAtK(eval_at_, npos_per_query_[i], label_ + query_boundaries_[i],\n                  score + query_boundaries_[i], query_boundaries_[i + 1] - query_boundaries_[i], &tmp_map);\n        for (size_t j = 0; j < eval_at_.size(); ++j) {\n          result_buffer_[tid][j] += tmp_map[j] * query_weights_[i];\n        }\n      }\n    }\n    // Get final average MAP\n    std::vector<double> result(eval_at_.size(), 0.0f);\n    for (size_t j = 0; j < result.size(); ++j) {\n      for (int i = 0; i < num_threads; ++i) {\n        result[j] += result_buffer_[i][j];\n      }\n      result[j] /= sum_query_weights_;\n    }\n    return result;\n  }\n\n private:\n  /*! \\brief Number of data */\n  data_size_t num_data_;\n  /*! \\brief Pointer of label */\n  const label_t* label_;\n  /*! \\brief Query boundaries information */\n  const data_size_t* query_boundaries_;\n  /*! \\brief Number of queries */\n  data_size_t num_queries_;\n  /*! \\brief Weights of queries */\n  const label_t* query_weights_;\n  /*! \\brief Sum weights of queries */\n  double sum_query_weights_;\n  /*! \\brief Evaluate position of Nmap */\n  std::vector<data_size_t> eval_at_;\n  std::vector<std::string> name_;\n  std::vector<data_size_t> npos_per_query_;\n};\n\n}  // namespace LightGBM\n\n#endif   // LIGHTGBM_SRC_METRIC_MAP_METRIC_HPP_\n"
  },
  {
    "path": "src/metric/metric.cpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#include <LightGBM/metric.h>\n\n#include <string>\n\n#include \"binary_metric.hpp\"\n#include \"map_metric.hpp\"\n#include \"multiclass_metric.hpp\"\n#include \"rank_metric.hpp\"\n#include \"regression_metric.hpp\"\n#include \"xentropy_metric.hpp\"\n\n#include \"cuda/cuda_binary_metric.hpp\"\n#include \"cuda/cuda_regression_metric.hpp\"\n\nnamespace LightGBM {\n\nMetric* Metric::CreateMetric(const std::string& type, const Config& config) {\n  #ifdef USE_CUDA\n  if (config.device_type == std::string(\"cuda\") && config.boosting == std::string(\"gbdt\")) {\n    if (type == std::string(\"l2\")) {\n      return new CUDAL2Metric(config);\n    } else if (type == std::string(\"rmse\")) {\n      return new CUDARMSEMetric(config);\n    } else if (type == std::string(\"l1\")) {\n      return new CUDAL1Metric(config);\n    } else if (type == std::string(\"quantile\")) {\n      return new CUDAQuantileMetric(config);\n    } else if (type == std::string(\"huber\")) {\n      return new CUDAHuberLossMetric(config);\n    } else if (type == std::string(\"fair\")) {\n      return new CUDAFairLossMetric(config);\n    } else if (type == std::string(\"poisson\")) {\n      return new CUDAPoissonMetric(config);\n    } else if (type == std::string(\"binary_logloss\")) {\n      return new CUDABinaryLoglossMetric(config);\n    } else if (type == std::string(\"binary_error\")) {\n      return new CUDABinaryErrorMetric(config);\n    } else if (type == std::string(\"auc\")) {\n      Log::Warning(\"Metric auc is not implemented in cuda version. Fall back to evaluation on CPU.\");\n      return new AUCMetric(config);\n    } else if (type == std::string(\"average_precision\")) {\n      Log::Warning(\"Metric average_precision is not implemented in cuda version. Fall back to evaluation on CPU.\");\n      return new AveragePrecisionMetric(config);\n    } else if (type == std::string(\"auc_mu\")) {\n      Log::Warning(\"Metric auc_mu is not implemented in cuda version. Fall back to evaluation on CPU.\");\n      return new AucMuMetric(config);\n    } else if (type == std::string(\"ndcg\")) {\n      Log::Warning(\"Metric ndcg is not implemented in cuda version. Fall back to evaluation on CPU.\");\n      return new NDCGMetric(config);\n    } else if (type == std::string(\"map\")) {\n      Log::Warning(\"Metric map is not implemented in cuda version. Fall back to evaluation on CPU.\");\n      return new MapMetric(config);\n    } else if (type == std::string(\"multi_logloss\")) {\n      Log::Warning(\"Metric multi_logloss is not implemented in cuda version. Fall back to evaluation on CPU.\");\n      return new MultiSoftmaxLoglossMetric(config);\n    } else if (type == std::string(\"multi_error\")) {\n      Log::Warning(\"Metric multi_error is not implemented in cuda version. Fall back to evaluation on CPU.\");\n      return new MultiErrorMetric(config);\n    } else if (type == std::string(\"cross_entropy\")) {\n      Log::Warning(\"Metric cross_entropy is not implemented in cuda version. Fall back to evaluation on CPU.\");\n      return new CrossEntropyMetric(config);\n    } else if (type == std::string(\"cross_entropy_lambda\")) {\n      Log::Warning(\"Metric cross_entropy_lambda is not implemented in cuda version. Fall back to evaluation on CPU.\");\n      return new CrossEntropyLambdaMetric(config);\n    } else if (type == std::string(\"kullback_leibler\")) {\n      Log::Warning(\"Metric kullback_leibler is not implemented in cuda version. Fall back to evaluation on CPU.\");\n      return new KullbackLeiblerDivergence(config);\n    } else if (type == std::string(\"mape\")) {\n      return new CUDAMAPEMetric(config);\n    } else if (type == std::string(\"gamma\")) {\n      return new CUDAGammaMetric(config);\n    } else if (type == std::string(\"gamma_deviance\")) {\n      return new CUDAGammaDevianceMetric(config);\n    } else if (type == std::string(\"tweedie\")) {\n      return new CUDATweedieMetric(config);\n    } else if (type == std::string(\"r2\")) {\n      Log::Warning(\"Metric r2 is not implemented in cuda version. Fall back to evaluation on CPU.\");\n      return new R2Metric(config);\n    }\n  } else {\n  #endif  // USE_CUDA\n    if (type == std::string(\"l2\")) {\n      return new L2Metric(config);\n    } else if (type == std::string(\"rmse\")) {\n      return new RMSEMetric(config);\n    } else if (type == std::string(\"l1\")) {\n      return new L1Metric(config);\n    } else if (type == std::string(\"quantile\")) {\n      return new QuantileMetric(config);\n    } else if (type == std::string(\"huber\")) {\n      return new HuberLossMetric(config);\n    } else if (type == std::string(\"fair\")) {\n      return new FairLossMetric(config);\n    } else if (type == std::string(\"poisson\")) {\n      return new PoissonMetric(config);\n    } else if (type == std::string(\"binary_logloss\")) {\n      return new BinaryLoglossMetric(config);\n    } else if (type == std::string(\"binary_error\")) {\n      return new BinaryErrorMetric(config);\n    } else if (type == std::string(\"auc\")) {\n      return new AUCMetric(config);\n    } else if (type == std::string(\"average_precision\")) {\n      return new AveragePrecisionMetric(config);\n    } else if (type == std::string(\"auc_mu\")) {\n      return new AucMuMetric(config);\n    } else if (type == std::string(\"ndcg\")) {\n      return new NDCGMetric(config);\n    } else if (type == std::string(\"map\")) {\n      return new MapMetric(config);\n    } else if (type == std::string(\"multi_logloss\")) {\n      return new MultiSoftmaxLoglossMetric(config);\n    } else if (type == std::string(\"multi_error\")) {\n      return new MultiErrorMetric(config);\n    } else if (type == std::string(\"cross_entropy\")) {\n      return new CrossEntropyMetric(config);\n    } else if (type == std::string(\"cross_entropy_lambda\")) {\n      return new CrossEntropyLambdaMetric(config);\n    } else if (type == std::string(\"kullback_leibler\")) {\n      return new KullbackLeiblerDivergence(config);\n    } else if (type == std::string(\"mape\")) {\n      return new MAPEMetric(config);\n    } else if (type == std::string(\"gamma\")) {\n      return new GammaMetric(config);\n    } else if (type == std::string(\"gamma_deviance\")) {\n      return new GammaDevianceMetric(config);\n    } else if (type == std::string(\"tweedie\")) {\n      return new TweedieMetric(config);\n    } else if (type == std::string(\"r2\")) {\n      return new R2Metric(config);\n    }\n  #ifdef USE_CUDA\n  }\n  #endif  // USE_CUDA\n  return nullptr;\n}\n\n}  // namespace LightGBM\n"
  },
  {
    "path": "src/metric/multiclass_metric.hpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_SRC_METRIC_MULTICLASS_METRIC_HPP_\n#define LIGHTGBM_SRC_METRIC_MULTICLASS_METRIC_HPP_\n\n#include <LightGBM/metric.h>\n#include <LightGBM/utils/log.h>\n\n#include <string>\n#include <cmath>\n#include <utility>\n#include <vector>\n\nnamespace LightGBM {\n/*!\n* \\brief Metric for multiclass task.\n* Use static class \"PointWiseLossCalculator\" to calculate loss point-wise\n*/\ntemplate<typename PointWiseLossCalculator>\nclass MulticlassMetric: public Metric {\n public:\n  explicit MulticlassMetric(const Config& config) :config_(config) {\n    num_class_ = config.num_class;\n  }\n\n  virtual ~MulticlassMetric() {\n  }\n\n  void Init(const Metadata& metadata, data_size_t num_data) override {\n    name_.emplace_back(PointWiseLossCalculator::Name(config_));\n    num_data_ = num_data;\n    // get label\n    label_ = metadata.label();\n    // get weights\n    weights_ = metadata.weights();\n    if (weights_ == nullptr) {\n      sum_weights_ = static_cast<double>(num_data_);\n    } else {\n      sum_weights_ = 0.0f;\n      for (data_size_t i = 0; i < num_data_; ++i) {\n        sum_weights_ += weights_[i];\n      }\n    }\n  }\n\n  const std::vector<std::string>& GetName() const override {\n    return name_;\n  }\n\n  double factor_to_bigger_better() const override {\n    return -1.0f;\n  }\n\n  std::vector<double> Eval(const double* score, const ObjectiveFunction* objective) const override {\n    double sum_loss = 0.0;\n    int num_tree_per_iteration = num_class_;\n    int num_pred_per_row = num_class_;\n    if (objective != nullptr) {\n      num_tree_per_iteration = objective->NumModelPerIteration();\n      num_pred_per_row = objective->NumPredictOneRow();\n    }\n    if (objective != nullptr) {\n      if (weights_ == nullptr) {\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\n        for (data_size_t i = 0; i < num_data_; ++i) {\n          std::vector<double> raw_score(num_tree_per_iteration);\n          for (int k = 0; k < num_tree_per_iteration; ++k) {\n            size_t idx = static_cast<size_t>(num_data_) * k + i;\n            raw_score[k] = static_cast<double>(score[idx]);\n          }\n          std::vector<double> rec(num_pred_per_row);\n          objective->ConvertOutput(raw_score.data(), rec.data());\n          // add loss\n          sum_loss += PointWiseLossCalculator::LossOnPoint(label_[i], &rec, config_);\n        }\n      } else {\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\n        for (data_size_t i = 0; i < num_data_; ++i) {\n          std::vector<double> raw_score(num_tree_per_iteration);\n          for (int k = 0; k < num_tree_per_iteration; ++k) {\n            size_t idx = static_cast<size_t>(num_data_) * k + i;\n            raw_score[k] = static_cast<double>(score[idx]);\n          }\n          std::vector<double> rec(num_pred_per_row);\n          objective->ConvertOutput(raw_score.data(), rec.data());\n          // add loss\n          sum_loss += PointWiseLossCalculator::LossOnPoint(label_[i], &rec, config_) * weights_[i];\n        }\n      }\n    } else {\n      if (weights_ == nullptr) {\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\n        for (data_size_t i = 0; i < num_data_; ++i) {\n          std::vector<double> rec(num_tree_per_iteration);\n          for (int k = 0; k < num_tree_per_iteration; ++k) {\n            size_t idx = static_cast<size_t>(num_data_) * k + i;\n            rec[k] = static_cast<double>(score[idx]);\n          }\n          // add loss\n          sum_loss += PointWiseLossCalculator::LossOnPoint(label_[i], &rec, config_);\n        }\n      } else {\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\n        for (data_size_t i = 0; i < num_data_; ++i) {\n          std::vector<double> rec(num_tree_per_iteration);\n          for (int k = 0; k < num_tree_per_iteration; ++k) {\n            size_t idx = static_cast<size_t>(num_data_) * k + i;\n            rec[k] = static_cast<double>(score[idx]);\n          }\n          // add loss\n          sum_loss += PointWiseLossCalculator::LossOnPoint(label_[i], &rec, config_) * weights_[i];\n        }\n      }\n    }\n    double loss = sum_loss / sum_weights_;\n    return std::vector<double>(1, loss);\n  }\n\n private:\n  /*! \\brief Number of data */\n  data_size_t num_data_;\n  /*! \\brief Pointer of label */\n  const label_t* label_;\n  /*! \\brief Pointer of weighs */\n  const label_t* weights_;\n  /*! \\brief Sum weights */\n  double sum_weights_;\n  /*! \\brief Name of this test set */\n  std::vector<std::string> name_;\n  int num_class_;\n  /*! \\brief config parameters*/\n  Config config_;\n};\n\n/*! \\brief top-k error for multiclass task; if k=1 (default) this is the usual multi-error */\nclass MultiErrorMetric: public MulticlassMetric<MultiErrorMetric> {\n public:\n  explicit MultiErrorMetric(const Config& config) :MulticlassMetric<MultiErrorMetric>(config) {}\n\n  inline static double LossOnPoint(label_t label, std::vector<double>* score, const Config& config) {\n    size_t k = static_cast<size_t>(label);\n    auto& ref_score = *score;\n    int num_larger = 0;\n    for (size_t i = 0; i < score->size(); ++i) {\n      if (ref_score[i] >= ref_score[k]) ++num_larger;\n      if (num_larger > config.multi_error_top_k) return 1.0f;\n    }\n    return 0.0f;\n  }\n\n  inline static const std::string Name(const Config& config) {\n    if (config.multi_error_top_k == 1) {\n      return \"multi_error\";\n    } else {\n      return \"multi_error@\" + std::to_string(config.multi_error_top_k);\n    }\n  }\n};\n\n/*! \\brief Logloss for multiclass task */\nclass MultiSoftmaxLoglossMetric: public MulticlassMetric<MultiSoftmaxLoglossMetric> {\n public:\n  explicit MultiSoftmaxLoglossMetric(const Config& config) :MulticlassMetric<MultiSoftmaxLoglossMetric>(config) {}\n\n  inline static double LossOnPoint(label_t label, std::vector<double>* score, const Config&) {\n    size_t k = static_cast<size_t>(label);\n    auto& ref_score = *score;\n    if (ref_score[k] > kEpsilon) {\n      return static_cast<double>(-std::log(ref_score[k]));\n    } else {\n      return -std::log(kEpsilon);\n    }\n  }\n\n  inline static const std::string Name(const Config&) {\n    return \"multi_logloss\";\n  }\n};\n\n/*! \\brief AUC mu for multiclass task*/\nclass AucMuMetric : public Metric {\n public:\n  explicit AucMuMetric(const Config& config) : config_(config) {\n    num_class_ = config.num_class;\n    class_weights_ = config.auc_mu_weights_matrix;\n  }\n\n  virtual ~AucMuMetric() {}\n\n  const std::vector<std::string>& GetName() const override { return name_; }\n\n  double factor_to_bigger_better() const override { return 1.0f; }\n\n  void Init(const Metadata& metadata, data_size_t num_data) override {\n    name_.emplace_back(\"auc_mu\");\n\n    num_data_ = num_data;\n    label_ = metadata.label();\n\n    // get weights\n    weights_ = metadata.weights();\n    if (weights_ == nullptr) {\n      sum_weights_ = static_cast<double>(num_data_);\n    } else {\n      sum_weights_ = 0.0f;\n      for (data_size_t i = 0; i < num_data_; ++i) {\n        sum_weights_ += weights_[i];\n      }\n    }\n\n    // sort the data indices by true class\n    sorted_data_idx_ = std::vector<data_size_t>(num_data_, 0);\n    for (data_size_t i = 0; i < num_data_; ++i) {\n      sorted_data_idx_[i] = i;\n    }\n    Common::ParallelSort(sorted_data_idx_.begin(), sorted_data_idx_.end(),\n      [this](data_size_t a, data_size_t b) { return label_[a] < label_[b]; });\n\n    // get size of each class\n    class_sizes_ = std::vector<data_size_t>(num_class_, 0);\n    for (data_size_t i = 0; i < num_data_; ++i) {\n      data_size_t curr_label = static_cast<data_size_t>(label_[i]);\n      ++class_sizes_[curr_label];\n    }\n\n    // get total weight of data in each class\n    class_data_weights_ = std::vector<double>(num_class_, 0);\n    if (weights_ != nullptr) {\n      for (data_size_t i = 0; i < num_data_; ++i) {\n        data_size_t curr_label = static_cast<data_size_t>(label_[i]);\n        class_data_weights_[curr_label] += weights_[i];\n      }\n    }\n  }\n\n  std::vector<double> Eval(const double* score, const ObjectiveFunction*) const override {\n    // the notation follows that used in the paper introducing the auc-mu metric:\n    // https://proceedings.mlr.press/v97/kleiman19a.html\n\n    auto S = std::vector<std::vector<double>>(num_class_, std::vector<double>(num_class_, 0));\n    int i_start = 0;\n    for (int i = 0; i < num_class_; ++i) {\n      int j_start = i_start + class_sizes_[i];\n      for (int j = i + 1; j < num_class_; ++j) {\n        std::vector<double> curr_v;\n        for (int k = 0; k < num_class_; ++k) {\n          curr_v.emplace_back(class_weights_[i][k] - class_weights_[j][k]);\n        }\n        double t1 = curr_v[i] - curr_v[j];\n        // extract the data indices belonging to class i or j\n        std::vector<data_size_t> class_i_j_indices;\n        class_i_j_indices.assign(sorted_data_idx_.begin() + i_start, sorted_data_idx_.begin() + i_start + class_sizes_[i]);\n        class_i_j_indices.insert(class_i_j_indices.end(),\n          sorted_data_idx_.begin() + j_start, sorted_data_idx_.begin() + j_start + class_sizes_[j]);\n        // sort according to distance from separating hyperplane\n        std::vector<std::pair<data_size_t, double>> dist;\n        for (data_size_t k = 0; static_cast<size_t>(k) < class_i_j_indices.size(); ++k) {\n          data_size_t a = class_i_j_indices[k];\n          double v_a = 0;\n          for (int m = 0; m < num_class_; ++m) {\n            v_a += curr_v[m] * score[num_data_ * m + a];\n          }\n          dist.push_back(std::pair<data_size_t, double>(a, t1 * v_a));\n        }\n        Common::ParallelSort(dist.begin(), dist.end(),\n          [this](std::pair<data_size_t, double> a, std::pair<data_size_t, double> b) {\n          // if scores are equal, put j class first\n          if (std::fabs(a.second - b.second) < kEpsilon) {\n            return label_[a.first] > label_[b.first];\n          } else if (a.second < b.second) {\n            return true;\n          } else {\n            return false;\n          }\n        });\n        // calculate AUC\n        double num_j = 0;\n        double last_j_dist = 0;\n        double num_current_j = 0;\n        if (weights_ == nullptr) {\n          for (size_t k = 0; k < dist.size(); ++k) {\n            data_size_t a = dist[k].first;\n            double curr_dist = dist[k].second;\n            if (label_[a] == i) {\n              if (std::fabs(curr_dist - last_j_dist) < kEpsilon) {\n                S[i][j] += num_j - 0.5 * num_current_j;  // members of class j with same distance as a contribute 0.5\n              } else {\n                S[i][j] += num_j;\n              }\n            } else {\n              ++num_j;\n              if (std::fabs(curr_dist - last_j_dist) < kEpsilon) {\n                ++num_current_j;\n              } else {\n                last_j_dist = dist[k].second;\n                num_current_j = 1;\n              }\n            }\n          }\n        } else {\n          for (size_t k = 0; k < dist.size(); ++k) {\n            data_size_t a = dist[k].first;\n            double curr_dist = dist[k].second;\n            double curr_weight = weights_[a];\n            if (label_[a] == i) {\n              if (std::fabs(curr_dist - last_j_dist) < kEpsilon) {\n                S[i][j] += curr_weight * (num_j - 0.5 * num_current_j);  // members of class j with same distance as a contribute 0.5\n              } else {\n                S[i][j] += curr_weight * num_j;\n              }\n            } else {\n              num_j += curr_weight;\n              if (std::fabs(curr_dist - last_j_dist) < kEpsilon) {\n                num_current_j += curr_weight;\n              } else {\n                last_j_dist = dist[k].second;\n                num_current_j = curr_weight;\n              }\n            }\n          }\n        }\n        j_start += class_sizes_[j];\n      }\n      i_start += class_sizes_[i];\n    }\n    double ans = 0;\n    for (int i = 0; i < num_class_; ++i) {\n      for (int j = i + 1; j < num_class_; ++j) {\n        if (weights_ == nullptr) {\n          ans += (S[i][j] / class_sizes_[i]) / class_sizes_[j];\n        } else {\n          ans += (S[i][j] / class_data_weights_[i]) / class_data_weights_[j];\n        }\n      }\n    }\n    ans = (2.0 * ans / num_class_) / (num_class_ - 1);\n    return std::vector<double>(1, ans);\n  }\n\n private:\n  /*! \\brief Number of data*/\n  data_size_t num_data_;\n  /*! \\brief Pointer to label*/\n  const label_t* label_;\n  /*! \\brief Name of this metric*/\n  std::vector<std::string> name_;\n  /*! \\brief Number of classes*/\n  int num_class_;\n  /*! \\brief Class auc-mu weights*/\n  std::vector<std::vector<double>> class_weights_;\n  /*! \\brief Data weights */\n  const label_t* weights_;\n  /*! \\brief Sum of data weights */\n  double sum_weights_;\n  /*! \\brief Sum of data weights in each class*/\n  std::vector<double> class_data_weights_;\n  /*! \\brief Number of data in each class*/\n  std::vector<data_size_t> class_sizes_;\n  /*! \\brief config parameters*/\n  Config config_;\n  /*! \\brief index to data, sorted by true class*/\n  std::vector<data_size_t> sorted_data_idx_;\n};\n\n}  // namespace LightGBM\n#endif   // LIGHTGBM_SRC_METRIC_MULTICLASS_METRIC_HPP_\n"
  },
  {
    "path": "src/metric/rank_metric.hpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_SRC_METRIC_RANK_METRIC_HPP_\n#define LIGHTGBM_SRC_METRIC_RANK_METRIC_HPP_\n\n#include <LightGBM/metric.h>\n#include <LightGBM/utils/common.h>\n#include <LightGBM/utils/log.h>\n#include <LightGBM/utils/openmp_wrapper.h>\n\n#include <string>\n#include <sstream>\n#include <vector>\n\nnamespace LightGBM {\n\nclass NDCGMetric:public Metric {\n public:\n  explicit NDCGMetric(const Config& config) {\n    // get eval position\n    eval_at_ = config.eval_at;\n    auto label_gain = config.label_gain;\n    DCGCalculator::DefaultEvalAt(&eval_at_);\n    DCGCalculator::DefaultLabelGain(&label_gain);\n    // initialize DCG calculator\n    DCGCalculator::Init(label_gain);\n  }\n\n  ~NDCGMetric() {\n  }\n  void Init(const Metadata& metadata, data_size_t num_data) override {\n    for (auto k : eval_at_) {\n      name_.emplace_back(std::string(\"ndcg@\") + std::to_string(k));\n    }\n    num_data_ = num_data;\n    // get label\n    label_ = metadata.label();\n    num_queries_ = metadata.num_queries();\n    DCGCalculator::CheckMetadata(metadata, num_queries_);\n    DCGCalculator::CheckLabel(label_, num_data_);\n    // get query boundaries\n    query_boundaries_ = metadata.query_boundaries();\n    if (query_boundaries_ == nullptr) {\n      Log::Fatal(\"The NDCG metric requires query information\");\n    }\n    // get query weights\n    query_weights_ = metadata.query_weights();\n    if (query_weights_ == nullptr) {\n      sum_query_weights_ = static_cast<double>(num_queries_);\n    } else {\n      sum_query_weights_ = 0.0f;\n      for (data_size_t i = 0; i < num_queries_; ++i) {\n        sum_query_weights_ += query_weights_[i];\n      }\n    }\n    inverse_max_dcgs_.resize(num_queries_);\n    // cache the inverse max DCG for all queries, used to calculate NDCG\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n    for (data_size_t i = 0; i < num_queries_; ++i) {\n      inverse_max_dcgs_[i].resize(eval_at_.size(), 0.0f);\n      DCGCalculator::CalMaxDCG(eval_at_, label_ + query_boundaries_[i],\n                               query_boundaries_[i + 1] - query_boundaries_[i],\n                               &inverse_max_dcgs_[i]);\n      for (size_t j = 0; j < inverse_max_dcgs_[i].size(); ++j) {\n        if (inverse_max_dcgs_[i][j] > 0.0f) {\n          inverse_max_dcgs_[i][j] = 1.0f / inverse_max_dcgs_[i][j];\n        } else {\n          // marking negative for all negative queries.\n          // if one meet this query, it's ndcg will be set as -1.\n          inverse_max_dcgs_[i][j] = -1.0f;\n        }\n      }\n    }\n  }\n\n  const std::vector<std::string>& GetName() const override {\n    return name_;\n  }\n\n  double factor_to_bigger_better() const override {\n    return 1.0f;\n  }\n\n  std::vector<double> Eval(const double* score, const ObjectiveFunction*) const override {\n    int num_threads = OMP_NUM_THREADS();\n    // some buffers for multi-threading sum up\n    std::vector<std::vector<double>> result_buffer_;\n    for (int i = 0; i < num_threads; ++i) {\n      result_buffer_.emplace_back(eval_at_.size(), 0.0f);\n    }\n    std::vector<double> tmp_dcg(eval_at_.size(), 0.0f);\n    if (query_weights_ == nullptr) {\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) firstprivate(tmp_dcg)\n      for (data_size_t i = 0; i < num_queries_; ++i) {\n        const int tid = omp_get_thread_num();\n        // if all doc in this query are all negative, let its NDCG=1\n        if (inverse_max_dcgs_[i][0] <= 0.0f) {\n          for (size_t j = 0; j < eval_at_.size(); ++j) {\n            result_buffer_[tid][j] += 1.0f;\n          }\n        } else {\n          // calculate DCG\n          DCGCalculator::CalDCG(eval_at_, label_ + query_boundaries_[i],\n                                score + query_boundaries_[i],\n                                query_boundaries_[i + 1] - query_boundaries_[i], &tmp_dcg);\n          // calculate NDCG\n          for (size_t j = 0; j < eval_at_.size(); ++j) {\n            result_buffer_[tid][j] += tmp_dcg[j] * inverse_max_dcgs_[i][j];\n          }\n        }\n      }\n    } else {\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) firstprivate(tmp_dcg)\n      for (data_size_t i = 0; i < num_queries_; ++i) {\n        const int tid = omp_get_thread_num();\n        // if all doc in this query are all negative, let its NDCG=1\n        if (inverse_max_dcgs_[i][0] <= 0.0f) {\n          for (size_t j = 0; j < eval_at_.size(); ++j) {\n            result_buffer_[tid][j] += 1.0f;\n          }\n        } else {\n          // calculate DCG\n          DCGCalculator::CalDCG(eval_at_, label_ + query_boundaries_[i],\n                                score + query_boundaries_[i],\n                                query_boundaries_[i + 1] - query_boundaries_[i], &tmp_dcg);\n          // calculate NDCG\n          for (size_t j = 0; j < eval_at_.size(); ++j) {\n            result_buffer_[tid][j] += tmp_dcg[j] * inverse_max_dcgs_[i][j] * query_weights_[i];\n          }\n        }\n      }\n    }\n    // Get final average NDCG\n    std::vector<double> result(eval_at_.size(), 0.0f);\n    for (size_t j = 0; j < result.size(); ++j) {\n      for (int i = 0; i < num_threads; ++i) {\n        result[j] += result_buffer_[i][j];\n      }\n      result[j] /= sum_query_weights_;\n    }\n    return result;\n  }\n\n private:\n  /*! \\brief Number of data */\n  data_size_t num_data_;\n  /*! \\brief Pointer of label */\n  const label_t* label_;\n  /*! \\brief Name of test set */\n  std::vector<std::string> name_;\n  /*! \\brief Query boundaries information */\n  const data_size_t* query_boundaries_;\n  /*! \\brief Number of queries */\n  data_size_t num_queries_;\n  /*! \\brief Weights of queries */\n  const label_t* query_weights_;\n  /*! \\brief Sum weights of queries */\n  double sum_query_weights_;\n  /*! \\brief Evaluate position of NDCG */\n  std::vector<data_size_t> eval_at_;\n  /*! \\brief Cache the inverse max dcg for all queries */\n  std::vector<std::vector<double>> inverse_max_dcgs_;\n};\n\n}  // namespace LightGBM\n\n#endif   // LIGHTGBM_SRC_METRIC_RANK_METRIC_HPP_\n"
  },
  {
    "path": "src/metric/regression_metric.hpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_SRC_METRIC_REGRESSION_METRIC_HPP_\n#define LIGHTGBM_SRC_METRIC_REGRESSION_METRIC_HPP_\n\n#include <LightGBM/metric.h>\n#include <LightGBM/utils/log.h>\n\n#include <string>\n#include <algorithm>\n#include <cmath>\n#include <vector>\n\nnamespace LightGBM {\n/*!\n* \\brief Metric for regression task.\n* Use static class \"PointWiseLossCalculator\" to calculate loss point-wise\n*/\ntemplate<typename PointWiseLossCalculator>\nclass RegressionMetric: public Metric {\n public:\n  explicit RegressionMetric(const Config& config) :config_(config) {\n  }\n\n  virtual ~RegressionMetric() {\n  }\n\n  const std::vector<std::string>& GetName() const override {\n    return name_;\n  }\n\n  double factor_to_bigger_better() const override {\n    return -1.0f;\n  }\n\n  void Init(const Metadata& metadata, data_size_t num_data) override {\n    name_.emplace_back(PointWiseLossCalculator::Name());\n    num_data_ = num_data;\n    // get label\n    label_ = metadata.label();\n    // get weights\n    weights_ = metadata.weights();\n    if (weights_ == nullptr) {\n      sum_weights_ = static_cast<double>(num_data_);\n    } else {\n      sum_weights_ = 0.0f;\n      for (data_size_t i = 0; i < num_data_; ++i) {\n        sum_weights_ += weights_[i];\n      }\n    }\n    for (data_size_t i = 0; i < num_data_; ++i) {\n      PointWiseLossCalculator::CheckLabel(label_[i]);\n    }\n  }\n\n  std::vector<double> Eval(const double* score, const ObjectiveFunction* objective) const override {\n    double sum_loss = 0.0f;\n    if (objective == nullptr) {\n      if (weights_ == nullptr) {\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\n        for (data_size_t i = 0; i < num_data_; ++i) {\n          // add loss\n          sum_loss += PointWiseLossCalculator::LossOnPoint(label_[i], score[i], config_);\n        }\n      } else {\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\n        for (data_size_t i = 0; i < num_data_; ++i) {\n          // add loss\n          sum_loss += PointWiseLossCalculator::LossOnPoint(label_[i], score[i], config_) * weights_[i];\n        }\n      }\n    } else {\n      if (weights_ == nullptr) {\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\n        for (data_size_t i = 0; i < num_data_; ++i) {\n          // add loss\n          double t = 0;\n          objective->ConvertOutput(&score[i], &t);\n          sum_loss += PointWiseLossCalculator::LossOnPoint(label_[i], t, config_);\n        }\n      } else {\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\n        for (data_size_t i = 0; i < num_data_; ++i) {\n          // add loss\n          double t = 0;\n          objective->ConvertOutput(&score[i], &t);\n          sum_loss += PointWiseLossCalculator::LossOnPoint(label_[i], t, config_) * weights_[i];\n        }\n      }\n    }\n    double loss = PointWiseLossCalculator::AverageLoss(sum_loss, sum_weights_);\n    return std::vector<double>(1, loss);\n  }\n\n  inline static double AverageLoss(double sum_loss, double sum_weights) {\n    return sum_loss / sum_weights;\n  }\n\n  inline static void CheckLabel(label_t) {\n  }\n\n protected:\n  /*! \\brief Number of data */\n  data_size_t num_data_;\n  /*! \\brief Pointer of label */\n  const label_t* label_;\n  /*! \\brief Pointer of weighs */\n  const label_t* weights_;\n  /*! \\brief Sum weights */\n  double sum_weights_;\n  /*! \\brief Name of this test set */\n  Config config_;\n  std::vector<std::string> name_;\n};\n\n/*! \\brief RMSE loss for regression task */\nclass RMSEMetric: public RegressionMetric<RMSEMetric> {\n public:\n  explicit RMSEMetric(const Config& config) :RegressionMetric<RMSEMetric>(config) {}\n\n  inline static double LossOnPoint(label_t label, double score, const Config&) {\n    return (score - label)*(score - label);\n  }\n\n  inline static double AverageLoss(double sum_loss, double sum_weights) {\n    // need sqrt the result for RMSE loss\n    return std::sqrt(sum_loss / sum_weights);\n  }\n\n  inline static const char* Name() {\n    return \"rmse\";\n  }\n};\n\n/*! \\brief L2 loss for regression task */\nclass L2Metric: public RegressionMetric<L2Metric> {\n public:\n  explicit L2Metric(const Config& config) :RegressionMetric<L2Metric>(config) {}\n\n  inline static double LossOnPoint(label_t label, double score, const Config&) {\n    return (score - label)*(score - label);\n  }\n\n  inline static const char* Name() {\n    return \"l2\";\n  }\n};\n\n/*! \\brief Quantile loss for regression task */\nclass QuantileMetric : public RegressionMetric<QuantileMetric> {\n public:\n  explicit QuantileMetric(const Config& config) :RegressionMetric<QuantileMetric>(config) {\n  }\n\n  inline static double LossOnPoint(label_t label, double score, const Config& config) {\n    double delta = label - score;\n    if (delta < 0) {\n      return (config.alpha - 1.0f) * delta;\n    } else {\n      return config.alpha * delta;\n    }\n  }\n\n  inline static const char* Name() {\n    return \"quantile\";\n  }\n};\n\n\n/*! \\brief L1 loss for regression task */\nclass L1Metric: public RegressionMetric<L1Metric> {\n public:\n  explicit L1Metric(const Config& config) :RegressionMetric<L1Metric>(config) {}\n\n  inline static double LossOnPoint(label_t label, double score, const Config&) {\n    return std::fabs(score - label);\n  }\n  inline static const char* Name() {\n    return \"l1\";\n  }\n};\n\n/*! \\brief Huber loss for regression task */\nclass HuberLossMetric: public RegressionMetric<HuberLossMetric> {\n public:\n  explicit HuberLossMetric(const Config& config) :RegressionMetric<HuberLossMetric>(config) {\n  }\n\n  inline static double LossOnPoint(label_t label, double score, const Config& config) {\n    const double diff = score - label;\n    if (std::abs(diff) <= config.alpha) {\n      return 0.5f * diff * diff;\n    } else {\n      return config.alpha * (std::abs(diff) - 0.5f * config.alpha);\n    }\n  }\n\n  inline static const char* Name() {\n    return \"huber\";\n  }\n};\n\n/*! \\brief Fair loss for regression task */\n// http://research.microsoft.com/en-us/um/people/zhang/INRIA/Publis/Tutorial-Estim/node24.html\nclass FairLossMetric: public RegressionMetric<FairLossMetric> {\n public:\n  explicit FairLossMetric(const Config& config) :RegressionMetric<FairLossMetric>(config) {\n  }\n\n  inline static double LossOnPoint(label_t label, double score, const Config& config) {\n    const double x = std::fabs(score - label);\n    const double c = config.fair_c;\n    return c * x - c * c * std::log1p(x / c);\n  }\n\n  inline static const char* Name() {\n    return \"fair\";\n  }\n};\n\n/*! \\brief Poisson regression loss for regression task */\nclass PoissonMetric: public RegressionMetric<PoissonMetric> {\n public:\n  explicit PoissonMetric(const Config& config) :RegressionMetric<PoissonMetric>(config) {\n  }\n\n  inline static double LossOnPoint(label_t label, double score, const Config&) {\n    const double eps = 1e-10f;\n    if (score < eps) {\n      score = eps;\n    }\n    return score - label * std::log(score);\n  }\n  inline static const char* Name() {\n    return \"poisson\";\n  }\n};\n\n\n/*! \\brief MAPE regression loss for regression task */\nclass MAPEMetric : public RegressionMetric<MAPEMetric> {\n public:\n  explicit MAPEMetric(const Config& config) :RegressionMetric<MAPEMetric>(config) {\n  }\n\n  inline static double LossOnPoint(label_t label, double score, const Config&) {\n    return std::fabs((label - score)) / std::max(1.0f, std::fabs(label));\n  }\n  inline static const char* Name() {\n    return \"mape\";\n  }\n};\n\nclass GammaMetric : public RegressionMetric<GammaMetric> {\n public:\n  explicit GammaMetric(const Config& config) :RegressionMetric<GammaMetric>(config) {\n  }\n\n  inline static double LossOnPoint(label_t label, double score, const Config&) {\n    const double psi = 1.0;\n    const double theta = -1.0 / score;\n    const double a = psi;\n    const double b = -Common::SafeLog(-theta);\n    const double c = 1. / psi * Common::SafeLog(label / psi) - Common::SafeLog(label) - 0;  // 0 = std::lgamma(1.0 / psi) = std::lgamma(1.0);\n    return -((label * theta - b) / a + c);\n  }\n  inline static const char* Name() {\n    return \"gamma\";\n  }\n\n  inline static void CheckLabel(label_t label) {\n    CHECK_GT(label, 0);\n  }\n};\n\n\nclass GammaDevianceMetric : public RegressionMetric<GammaDevianceMetric> {\n public:\n  explicit GammaDevianceMetric(const Config& config) :RegressionMetric<GammaDevianceMetric>(config) {\n  }\n\n  inline static double LossOnPoint(label_t label, double score, const Config&) {\n    const double epsilon = 1.0e-9;\n    const double tmp = label / (score + epsilon);\n    return tmp - Common::SafeLog(tmp) - 1;\n  }\n  inline static const char* Name() {\n    return \"gamma_deviance\";\n  }\n  inline static double AverageLoss(double sum_loss, double) {\n    return sum_loss * 2;\n  }\n  inline static void CheckLabel(label_t label) {\n    CHECK_GT(label, 0);\n  }\n};\n\nclass TweedieMetric : public RegressionMetric<TweedieMetric> {\n public:\n  explicit TweedieMetric(const Config& config) :RegressionMetric<TweedieMetric>(config) {\n  }\n\n  inline static double LossOnPoint(label_t label, double score, const Config& config) {\n    const double rho = config.tweedie_variance_power;\n    const double eps = 1e-10f;\n    if (score < eps) {\n      score = eps;\n    }\n    const double a = label * std::exp((1 - rho) * std::log(score)) / (1 - rho);\n    const double b = std::exp((2 - rho) * std::log(score)) / (2 - rho);\n    return -a + b;\n  }\n  inline static const char* Name() {\n    return \"tweedie\";\n  }\n};\n\n\nclass R2Metric: public Metric {\n public:\n  explicit R2Metric(const Config& config) :config_(config) {}\n  const std::vector<std::string>& GetName() const override {\n    return name_;\n  }\n\n  double factor_to_bigger_better() const override {\n    return 1.0f;\n  }\n\n  void Init(const Metadata& metadata, data_size_t num_data) override {\n    name_.emplace_back(\"r2\");\n    num_data_ = num_data;\n    label_ = metadata.label();\n    weights_ = metadata.weights();\n\n    double sum_label = 0.0f;\n    if (weights_ == nullptr) {\n      sum_weights_ = static_cast<double>(num_data_);\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_label)\n      for (data_size_t i = 0; i < num_data_; ++i) {\n        sum_label += label_[i];\n      }\n    } else {\n      double local_sum_weights = 0.0f;\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:local_sum_weights, sum_label)\n      for (data_size_t i = 0; i < num_data_; ++i) {\n        local_sum_weights += weights_[i];\n        sum_label += label_[i] * weights_[i];\n      }\n      sum_weights_ = local_sum_weights;\n    }\n    label_mean_ = sum_label / sum_weights_;\n\n    total_sum_squares_ = 0.0f;\n    double local_total_sum_squares = 0.0f;\n    if (weights_ == nullptr) {\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:local_total_sum_squares)\n      for (data_size_t i = 0; i < num_data_; ++i) {\n        double diff = label_[i] - label_mean_;\n        local_total_sum_squares += diff * diff;\n      }\n    } else {\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:local_total_sum_squares)\n      for (data_size_t i = 0; i < num_data_; ++i) {\n        double diff = label_[i] - label_mean_;\n        local_total_sum_squares += diff * diff * weights_[i];\n      }\n    }\n    total_sum_squares_ = local_total_sum_squares;\n  }\n\n  std::vector<double> Eval(const double* score, const ObjectiveFunction* objective) const override {\n    double residual_sum_squares = 0.0f;\n    if (objective == nullptr) {\n      if (weights_ == nullptr) {\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:residual_sum_squares)\n        for (data_size_t i = 0; i < num_data_; ++i) {\n          double diff = label_[i] - score[i];\n          residual_sum_squares += diff * diff;\n        }\n      } else {\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:residual_sum_squares)\n        for (data_size_t i = 0; i < num_data_; ++i) {\n          double diff = label_[i] - score[i];\n          residual_sum_squares += diff * diff * weights_[i];\n        }\n      }\n    } else {\n        if (weights_ == nullptr) {\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:residual_sum_squares)\n        for (data_size_t i = 0; i < num_data_; ++i) {\n          double t = 0;\n          objective->ConvertOutput(&score[i], &t);\n          double diff = label_[i] - t;\n          residual_sum_squares += diff * diff;\n        }\n      } else {\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:residual_sum_squares)\n        for (data_size_t i = 0; i < num_data_; ++i) {\n          double t = 0;\n          objective->ConvertOutput(&score[i], &t);\n          double diff = label_[i] - t;\n          residual_sum_squares += diff * diff * weights_[i];\n        }\n      }\n    }\n\n    double r2 = 1.0 - (residual_sum_squares / total_sum_squares_);\n    if (std::fabs(total_sum_squares_) < kZeroThreshold) {\n      return std::vector<double>(1, std::fabs(residual_sum_squares) < kZeroThreshold ? 1.0 : 0.0);\n    }\n    return std::vector<double>(1, r2);\n  }\n\n protected:\n  data_size_t num_data_;\n  const label_t* label_;\n  const label_t* weights_;\n  double sum_weights_;\n  Config config_;\n  std::vector<std::string> name_;\n\n  // Custom members for R2 calculation\n  double label_mean_;\n  double total_sum_squares_;\n};\n\n\n}  // namespace LightGBM\n#endif   // LIGHTGBM_SRC_METRIC_REGRESSION_METRIC_HPP_\n"
  },
  {
    "path": "src/metric/xentropy_metric.hpp",
    "content": "/*!\r\n * Copyright (c) 2017-2026 Microsoft Corporation. All rights reserved.\r\n * Copyright (c) 2017-2026 The LightGBM developers. All rights reserved.\r\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\r\n */\r\n#ifndef LIGHTGBM_SRC_METRIC_XENTROPY_METRIC_HPP_\r\n#define LIGHTGBM_SRC_METRIC_XENTROPY_METRIC_HPP_\r\n\r\n#include <LightGBM/meta.h>\r\n#include <LightGBM/metric.h>\r\n#include <LightGBM/utils/common.h>\r\n#include <LightGBM/utils/log.h>\r\n\r\n#include <string>\r\n#include <algorithm>\r\n#include <sstream>\r\n#include <vector>\r\n\r\n/*\r\n * Implements three related metrics:\r\n *\r\n * (1) standard cross-entropy that can be used for continuous labels in [0, 1]\r\n * (2) \"intensity-weighted\" cross-entropy, also for continuous labels in [0, 1]\r\n * (3) Kullback-Leibler divergence, also for continuous labels in [0, 1]\r\n *\r\n * (3) adds an offset term to (1); the entropy of the label\r\n *\r\n * See xentropy_objective.hpp for further details.\r\n *\r\n */\r\n\r\nnamespace LightGBM {\r\n\r\n// label should be in interval [0, 1];\r\n// prob should be in interval (0, 1); prob is clipped if needed\r\ninline static double XentLoss(label_t label, double prob) {\r\n  const double log_arg_epsilon = 1.0e-12;\r\n  double a = label;\r\n  if (prob > log_arg_epsilon) {\r\n    a *= std::log(prob);\r\n  } else {\r\n    a *= std::log(log_arg_epsilon);\r\n  }\r\n  double b = 1.0f - label;\r\n  if (1.0f - prob > log_arg_epsilon) {\r\n    b *= std::log(1.0f - prob);\r\n  } else {\r\n    b *= std::log(log_arg_epsilon);\r\n  }\r\n  return - (a + b);\r\n}\r\n\r\n// hhat >(=) 0 assumed; and weight > 0 required; but not checked here\r\ninline static double XentLambdaLoss(label_t label, label_t weight, double hhat) {\r\n  return XentLoss(label, 1.0f - std::exp(-weight * hhat));\r\n}\r\n\r\n// Computes the (negative) entropy for label p; p should be in interval [0, 1];\r\n// This is used to presum the KL-divergence offset term (to be _added_ to the cross-entropy loss).\r\n// NOTE: x*log(x) = 0 for x=0,1; so only add when in (0, 1); avoid log(0)*0\r\ninline static double YentLoss(double p) {\r\n  double hp = 0.0;\r\n  if (p > 0) hp += p * std::log(p);\r\n  double q = 1.0f - p;\r\n  if (q > 0) hp += q * std::log(q);\r\n  return hp;\r\n}\r\n\r\n//\r\n// CrossEntropyMetric : \"xentropy\" : (optional) weights are used linearly\r\n//\r\nclass CrossEntropyMetric : public Metric {\r\n public:\r\n  explicit CrossEntropyMetric(const Config&) {}\r\n  virtual ~CrossEntropyMetric() {}\r\n\r\n  void Init(const Metadata& metadata, data_size_t num_data) override {\r\n    name_.emplace_back(\"cross_entropy\");\r\n    num_data_ = num_data;\r\n    label_ = metadata.label();\r\n    weights_ = metadata.weights();\r\n\r\n    CHECK_NOTNULL(label_);\r\n\r\n    // ensure that labels are in interval [0, 1], interval ends included\r\n    Common::CheckElementsIntervalClosed<label_t>(label_, 0.0f, 1.0f, num_data_, GetName()[0].c_str());\r\n    Log::Info(\"[%s:%s]: (metric) labels passed interval [0, 1] check\",  GetName()[0].c_str(), __func__);\r\n\r\n    // check that weights are non-negative and sum is positive\r\n    if (weights_ == nullptr) {\r\n      sum_weights_ = static_cast<double>(num_data_);\r\n    } else {\r\n      label_t minw;\r\n      Common::ObtainMinMaxSum(weights_, num_data_, &minw, static_cast<label_t*>(nullptr), &sum_weights_);\r\n      if (minw < 0.0f) {\r\n        Log::Fatal(\"[%s:%s]: (metric) weights not allowed to be negative\", GetName()[0].c_str(), __func__);\r\n      }\r\n    }\r\n\r\n    // check weight sum (may fail to be zero)\r\n    if (sum_weights_ <= 0.0f) {\r\n      Log::Fatal(\"[%s:%s]: sum-of-weights = %f is non-positive\", __func__, GetName()[0].c_str(), sum_weights_);\r\n    }\r\n    Log::Info(\"[%s:%s]: sum-of-weights = %f\", GetName()[0].c_str(), __func__, sum_weights_);\r\n  }\r\n\r\n  std::vector<double> Eval(const double* score, const ObjectiveFunction* objective) const override {\r\n    double sum_loss = 0.0f;\r\n    if (objective == nullptr) {\r\n      if (weights_ == nullptr) {\r\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\r\n        for (data_size_t i = 0; i < num_data_; ++i) {\r\n          sum_loss += XentLoss(label_[i], score[i]);  // NOTE: does not work unless score is a probability\r\n        }\r\n      } else {\r\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\r\n        for (data_size_t i = 0; i < num_data_; ++i) {\r\n          sum_loss += XentLoss(label_[i], score[i]) * weights_[i];  // NOTE: does not work unless score is a probability\r\n        }\r\n      }\r\n    } else {\r\n      if (weights_ == nullptr) {\r\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\r\n        for (data_size_t i = 0; i < num_data_; ++i) {\r\n          double p = 0;\r\n          objective->ConvertOutput(&score[i], &p);\r\n          sum_loss += XentLoss(label_[i], p);\r\n        }\r\n      } else {\r\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\r\n        for (data_size_t i = 0; i < num_data_; ++i) {\r\n          double p = 0;\r\n          objective->ConvertOutput(&score[i], &p);\r\n          sum_loss += XentLoss(label_[i], p) * weights_[i];\r\n        }\r\n      }\r\n    }\r\n    double loss = sum_loss / sum_weights_;\r\n    return std::vector<double>(1, loss);\r\n  }\r\n\r\n  const std::vector<std::string>& GetName() const override {\r\n    return name_;\r\n  }\r\n\r\n  double factor_to_bigger_better() const override {\r\n    return -1.0f;  // negative means smaller loss is better, positive means larger loss is better\r\n  }\r\n\r\n private:\r\n  /*! \\brief Number of data points */\r\n  data_size_t num_data_;\r\n  /*! \\brief Pointer to label */\r\n  const label_t* label_;\r\n  /*! \\brief Pointer to weights */\r\n  const label_t* weights_;\r\n  /*! \\brief Sum of weights */\r\n  double sum_weights_;\r\n  /*! \\brief Name of this metric */\r\n  std::vector<std::string> name_;\r\n};\r\n\r\n//\r\n// CrossEntropyLambdaMetric : \"xentlambda\" : (optional) weights have a different meaning than for \"xentropy\"\r\n// ATTENTION: Supposed to be used when the objective also is \"xentlambda\"\r\n//\r\nclass CrossEntropyLambdaMetric : public Metric {\r\n public:\r\n  explicit CrossEntropyLambdaMetric(const Config&) {}\r\n  virtual ~CrossEntropyLambdaMetric() {}\r\n\r\n  void Init(const Metadata& metadata, data_size_t num_data) override {\r\n    name_.emplace_back(\"cross_entropy_lambda\");\r\n    num_data_ = num_data;\r\n    label_ = metadata.label();\r\n    weights_ = metadata.weights();\r\n\r\n    CHECK_NOTNULL(label_);\r\n    Common::CheckElementsIntervalClosed<label_t>(label_, 0.0f, 1.0f, num_data_, GetName()[0].c_str());\r\n    Log::Info(\"[%s:%s]: (metric) labels passed interval [0, 1] check\",  GetName()[0].c_str(), __func__);\r\n\r\n    // check all weights are strictly positive; throw error if not\r\n    if (weights_ != nullptr) {\r\n      label_t minw;\r\n      Common::ObtainMinMaxSum(weights_, num_data_, &minw, static_cast<label_t*>(nullptr), static_cast<label_t*>(nullptr));\r\n      if (minw <= 0.0f) {\r\n        Log::Fatal(\"[%s:%s]: (metric) all weights must be positive\", GetName()[0].c_str(), __func__);\r\n      }\r\n    }\r\n  }\r\n\r\n  std::vector<double> Eval(const double* score, const ObjectiveFunction* objective) const override {\r\n    double sum_loss = 0.0f;\r\n    if (objective == nullptr) {\r\n      if (weights_ == nullptr) {\r\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\r\n        for (data_size_t i = 0; i < num_data_; ++i) {\r\n          double hhat = std::log1p(std::exp(score[i]));  // auto-convert\r\n          sum_loss += XentLambdaLoss(label_[i], 1.0f, hhat);\r\n        }\r\n      } else {\r\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\r\n        for (data_size_t i = 0; i < num_data_; ++i) {\r\n          double hhat = std::log1p(std::exp(score[i]));  // auto-convert\r\n          sum_loss += XentLambdaLoss(label_[i], weights_[i], hhat);\r\n        }\r\n      }\r\n    } else {\r\n      if (weights_ == nullptr) {\r\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\r\n        for (data_size_t i = 0; i < num_data_; ++i) {\r\n          double hhat = 0;\r\n          objective->ConvertOutput(&score[i], &hhat);  // NOTE: this only works if objective = \"xentlambda\"\r\n          sum_loss += XentLambdaLoss(label_[i], 1.0f, hhat);\r\n        }\r\n      } else {\r\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\r\n        for (data_size_t i = 0; i < num_data_; ++i) {\r\n          double hhat = 0;\r\n          objective->ConvertOutput(&score[i], &hhat);  // NOTE: this only works if objective = \"xentlambda\"\r\n          sum_loss += XentLambdaLoss(label_[i], weights_[i], hhat);\r\n        }\r\n      }\r\n    }\r\n    return std::vector<double>(1, sum_loss / static_cast<double>(num_data_));\r\n  }\r\n\r\n  const std::vector<std::string>& GetName() const override {\r\n    return name_;\r\n  }\r\n\r\n  double factor_to_bigger_better() const override {\r\n    return -1.0f;\r\n  }\r\n\r\n private:\r\n  /*! \\brief Number of data points */\r\n  data_size_t num_data_;\r\n  /*! \\brief Pointer to label */\r\n  const label_t* label_;\r\n  /*! \\brief Pointer to weights */\r\n  const label_t* weights_;\r\n  /*! \\brief Name of this metric */\r\n  std::vector<std::string> name_;\r\n};\r\n\r\n//\r\n// KullbackLeiblerDivergence : \"kldiv\" : (optional) weights are used linearly\r\n//\r\nclass KullbackLeiblerDivergence : public Metric {\r\n public:\r\n  explicit KullbackLeiblerDivergence(const Config&) {}\r\n  virtual ~KullbackLeiblerDivergence() {}\r\n\r\n  void Init(const Metadata& metadata, data_size_t num_data) override {\r\n    name_.emplace_back(\"kullback_leibler\");\r\n    num_data_ = num_data;\r\n    label_ = metadata.label();\r\n    weights_ = metadata.weights();\r\n\r\n    CHECK_NOTNULL(label_);\r\n    Common::CheckElementsIntervalClosed<label_t>(label_, 0.0f, 1.0f, num_data_, GetName()[0].c_str());\r\n    Log::Info(\"[%s:%s]: (metric) labels passed interval [0, 1] check\",  GetName()[0].c_str(), __func__);\r\n\r\n    if (weights_ == nullptr) {\r\n      sum_weights_ = static_cast<double>(num_data_);\r\n    } else {\r\n      label_t minw;\r\n      Common::ObtainMinMaxSum(weights_, num_data_, &minw, static_cast<label_t*>(nullptr), &sum_weights_);\r\n      if (minw < 0.0f) {\r\n        Log::Fatal(\"[%s:%s]: (metric) at least one weight is negative\", GetName()[0].c_str(), __func__);\r\n      }\r\n    }\r\n\r\n    // check weight sum\r\n    if (sum_weights_ <= 0.0f) {\r\n      Log::Fatal(\"[%s:%s]: sum-of-weights = %f is non-positive\", GetName()[0].c_str(), __func__, sum_weights_);\r\n    }\r\n\r\n    Log::Info(\"[%s:%s]: sum-of-weights = %f\", GetName()[0].c_str(), __func__, sum_weights_);\r\n\r\n    // evaluate offset term\r\n    presum_label_entropy_ = 0.0f;\r\n    if (weights_ == nullptr) {\r\n      for (data_size_t i = 0; i < num_data; ++i) {\r\n        presum_label_entropy_ += YentLoss(label_[i]);\r\n      }\r\n    } else {\r\n      for (data_size_t i = 0; i < num_data; ++i) {\r\n        presum_label_entropy_ += YentLoss(label_[i]) * weights_[i];\r\n      }\r\n    }\r\n    presum_label_entropy_ /= sum_weights_;\r\n\r\n    // communicate the value of the offset term to be added\r\n    Log::Info(\"%s offset term = %f\", GetName()[0].c_str(), presum_label_entropy_);\r\n  }\r\n\r\n  std::vector<double> Eval(const double* score, const ObjectiveFunction* objective) const override {\r\n    double sum_loss = 0.0f;\r\n    if (objective == nullptr) {\r\n      if (weights_ == nullptr) {\r\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\r\n        for (data_size_t i = 0; i < num_data_; ++i) {\r\n          sum_loss += XentLoss(label_[i], score[i]);  // NOTE: does not work unless score is a probability\r\n        }\r\n      } else {\r\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\r\n        for (data_size_t i = 0; i < num_data_; ++i) {\r\n          sum_loss += XentLoss(label_[i], score[i]) * weights_[i];  // NOTE: does not work unless score is a probability\r\n        }\r\n      }\r\n    } else {\r\n      if (weights_ == nullptr) {\r\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\r\n        for (data_size_t i = 0; i < num_data_; ++i) {\r\n          double p = 0;\r\n          objective->ConvertOutput(&score[i], &p);\r\n          sum_loss += XentLoss(label_[i], p);\r\n        }\r\n      } else {\r\n        #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:sum_loss)\r\n        for (data_size_t i = 0; i < num_data_; ++i) {\r\n          double p = 0;\r\n          objective->ConvertOutput(&score[i], &p);\r\n          sum_loss += XentLoss(label_[i], p) * weights_[i];\r\n        }\r\n      }\r\n    }\r\n    double loss = presum_label_entropy_ + sum_loss / sum_weights_;\r\n    return std::vector<double>(1, loss);\r\n  }\r\n\r\n  const std::vector<std::string>& GetName() const override {\r\n    return name_;\r\n  }\r\n\r\n  double factor_to_bigger_better() const override {\r\n    return -1.0f;\r\n  }\r\n\r\n private:\r\n  /*! \\brief Number of data points */\r\n  data_size_t num_data_;\r\n  /*! \\brief Pointer to label */\r\n  const label_t* label_;\r\n  /*! \\brief Pointer to weights */\r\n  const label_t* weights_;\r\n  /*! \\brief Sum of weights */\r\n  double sum_weights_;\r\n  /*! \\brief Offset term to cross-entropy; precomputed during init */\r\n  double presum_label_entropy_;\r\n  /*! \\brief Name of this metric */\r\n  std::vector<std::string> name_;\r\n};\r\n\r\n}  // end namespace LightGBM\r\n\r\n#endif  // LIGHTGBM_SRC_METRIC_XENTROPY_METRIC_HPP_\r\n"
  },
  {
    "path": "src/network/linker_topo.cpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#include <LightGBM/network.h>\n#include <LightGBM/utils/common.h>\n#include <LightGBM/utils/log.h>\n\n#include <string>\n#include <unordered_map>\n#include <vector>\n\nnamespace LightGBM {\n\n\nBruckMap::BruckMap() {\n  k = 0;\n}\n\nBruckMap::BruckMap(int n) {\n  k = n;\n  // default set to -1\n  for (int i = 0; i < n; ++i) {\n    in_ranks.push_back(-1);\n    out_ranks.push_back(-1);\n  }\n}\n\nBruckMap BruckMap::Construct(int rank, int num_machines) {\n  // distance at k-th communication, distance[k] = 2^k\n  std::vector<int> distance;\n  int k = 0;\n  for (k = 0; (1 << k) < num_machines; ++k) {\n    distance.push_back(1 << k);\n  }\n  BruckMap bruckMap(k);\n  for (int j = 0; j < k; ++j) {\n    // set incoming rank at k-th communication\n    const int in_rank = (rank + distance[j]) % num_machines;\n    bruckMap.in_ranks[j] = in_rank;\n    // set outgoing rank at k-th communication\n    const int out_rank = (rank - distance[j] + num_machines) % num_machines;\n    bruckMap.out_ranks[j] = out_rank;\n  }\n  return bruckMap;\n}\n\nRecursiveHalvingMap::RecursiveHalvingMap() {\n  k = 0;\n}\n\nRecursiveHalvingMap::RecursiveHalvingMap(int in_k, RecursiveHalvingNodeType _type, bool _is_power_of_2) {\n  type = _type;\n  k = in_k;\n  is_power_of_2 = _is_power_of_2;\n  if (type != RecursiveHalvingNodeType::Other) {\n    for (int i = 0; i < k; ++i) {\n      // default set as -1\n      ranks.push_back(-1);\n      send_block_start.push_back(-1);\n      send_block_len.push_back(-1);\n      recv_block_start.push_back(-1);\n      recv_block_len.push_back(-1);\n    }\n  }\n}\n\nRecursiveHalvingMap RecursiveHalvingMap::Construct(int rank, int num_machines) {\n  // construct all recursive halving map for all machines\n  int k = 0;\n  while ((1 << k) <= num_machines) {\n    ++k;\n  }\n  // let 1 << k <= num_machines\n  --k;\n  // distance of each communication\n  std::vector<int> distance;\n  for (int i = 0; i < k; ++i) {\n    distance.push_back(1 << (k - 1 - i));\n  }\n\n  if ((1 << k) == num_machines) {\n    RecursiveHalvingMap rec_map(k, RecursiveHalvingNodeType::Normal, true);\n    // if num_machines = 2^k, don't need to group machines\n    for (int i = 0; i < k; ++i) {\n      // communication direction, %2 == 0 is positive\n      const int dir = ((rank / distance[i]) % 2 == 0) ? 1 : -1;\n      // neighbor at k-th communication\n      const int next_node_idx = rank + dir * distance[i];\n      rec_map.ranks[i] = next_node_idx;\n      // receive data block at k-th communication\n      const int recv_block_start = rank / distance[i];\n      rec_map.recv_block_start[i] = recv_block_start * distance[i];\n      rec_map.recv_block_len[i] = distance[i];\n      // send data block at k-th communication\n      const int send_block_start = next_node_idx / distance[i];\n      rec_map.send_block_start[i] = send_block_start * distance[i];\n      rec_map.send_block_len[i] = distance[i];\n    }\n    return rec_map;\n  } else {\n    // if num_machines != 2^k, need to group machines\n\n    int lower_power_of_2 = 1 << k;\n\n    int rest = num_machines - lower_power_of_2;\n\n    std::vector<RecursiveHalvingNodeType> node_type(num_machines);\n    for (int i = 0; i < num_machines; ++i) {\n      node_type[i] = RecursiveHalvingNodeType::Normal;\n    }\n    // group, two machine in one group, total \"rest\" groups will have 2 machines.\n    for (int i = 0; i < rest; ++i) {\n      int right = num_machines - i * 2 - 1;\n      int left = num_machines - i * 2 - 2;\n      // let left machine as group leader\n      node_type[left] = RecursiveHalvingNodeType::GroupLeader;\n      node_type[right] = RecursiveHalvingNodeType::Other;\n    }\n    int group_cnt = 0;\n    // cache block information for groups, group with 2 machines will have double block size\n    std::vector<int> group_block_start(lower_power_of_2);\n    std::vector<int> group_block_len(lower_power_of_2, 0);\n    // convert from group to node leader\n    std::vector<int> group_to_node(lower_power_of_2);\n    // convert from node to group\n    std::vector<int> node_to_group(num_machines);\n\n    for (int i = 0; i < num_machines; ++i) {\n      // meet new group\n      if (node_type[i] == RecursiveHalvingNodeType::Normal || node_type[i] == RecursiveHalvingNodeType::GroupLeader) {\n        group_to_node[group_cnt++] = i;\n      }\n      node_to_group[i] = group_cnt - 1;\n      // add block len for this group\n      group_block_len[group_cnt - 1]++;\n    }\n    // calculate the group block start\n    group_block_start[0] = 0;\n    for (int i = 1; i < lower_power_of_2; ++i) {\n      group_block_start[i] = group_block_start[i - 1] + group_block_len[i - 1];\n    }\n\n    RecursiveHalvingMap rec_map(k, node_type[rank], false);\n    if (node_type[rank] == RecursiveHalvingNodeType::Other) {\n      rec_map.neighbor = rank - 1;\n      // not need to construct\n      return rec_map;\n    }\n    if (node_type[rank] == RecursiveHalvingNodeType::GroupLeader) {\n      rec_map.neighbor = rank + 1;\n    }\n    const int cur_group_idx = node_to_group[rank];\n    for (int i = 0; i < k; ++i) {\n      const int dir = ((cur_group_idx / distance[i]) % 2 == 0) ? 1 : -1;\n      const int next_node_idx = group_to_node[(cur_group_idx + dir * distance[i])];\n      rec_map.ranks[i] = next_node_idx;\n      // get receive block information\n      const int recv_block_start = cur_group_idx / distance[i];\n      rec_map.recv_block_start[i] = group_block_start[static_cast<size_t>(recv_block_start) * distance[i]];\n      int recv_block_len = 0;\n      // accumulate block len\n      for (int j = 0; j < distance[i]; ++j) {\n        recv_block_len += group_block_len[recv_block_start * distance[i] + j];\n      }\n      rec_map.recv_block_len[i] = recv_block_len;\n      // get send block information\n      const int send_block_start = (cur_group_idx + dir * distance[i]) / distance[i];\n      rec_map.send_block_start[i] = group_block_start[static_cast<size_t>(send_block_start) * distance[i]];\n      int send_block_len = 0;\n      // accumulate block len\n      for (int j = 0; j < distance[i]; ++j) {\n        send_block_len += group_block_len[send_block_start * distance[i] + j];\n      }\n      rec_map.send_block_len[i] = send_block_len;\n    }\n    return rec_map;\n  }\n}\n\n}  // namespace LightGBM\n"
  },
  {
    "path": "src/network/linkers.h",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_SRC_NETWORK_LINKERS_H_\n#define LIGHTGBM_SRC_NETWORK_LINKERS_H_\n\n#include <LightGBM/config.h>\n#include <LightGBM/meta.h>\n#include <LightGBM/network.h>\n#include <LightGBM/utils/common.h>\n\n#include <string>\n#include <algorithm>\n#include <chrono>\n#include <ctime>\n#include <memory>\n#include <thread>\n#include <vector>\n\n#ifdef USE_SOCKET\n#include \"socket_wrapper.hpp\"\n#endif\n\n#ifdef USE_MPI\n#include <mpi.h>\n#define MPI_SAFE_CALL(mpi_return) CHECK((mpi_return) == MPI_SUCCESS)\n#endif\n\nnamespace LightGBM {\n\n/*!\n* \\brief A network basic communication wrapper.\n* Will wrap low level communication methods, e.g. mpi, socket and so on.\n* This class will wrap all linkers to other machines if needs\n*/\nclass Linkers {\n public:\n  Linkers() {\n    is_init_ = false;\n  }\n  /*!\n  * \\brief Constructor\n  * \\param config Config of network settings\n  */\n  explicit Linkers(Config config);\n  /*!\n  * \\brief Destructor\n  */\n  ~Linkers();\n  /*!\n  * \\brief Recv data, blocking\n  * \\param rank Which rank will send data to local machine\n  * \\param data Pointer of receive data\n  * \\param len Recv size, will block until receive len size of data\n  */\n  inline void Recv(int rank, char* data, int len) const;\n\n  inline void Recv(int rank, char* data, int64_t len) const;\n\n  /*!\n  * \\brief Send data, blocking\n  * \\param rank Which rank local machine will send to\n  * \\param data Pointer of send data\n  * \\param len Send size\n  */\n  inline void Send(int rank, char* data, int len) const;\n\n  inline void Send(int rank, char* data, int64_t len) const;\n  /*!\n  * \\brief Send and Recv at same time, blocking\n  * \\param send_rank\n  * \\param send_data\n  * \\param send_len\n  * \\param recv_rank\n  * \\param recv_data\n  * \\param recv_len\n  */\n  inline void SendRecv(int send_rank, char* send_data, int send_len,\n                       int recv_rank, char* recv_data, int recv_len);\n\n  inline void SendRecv(int send_rank, char* send_data, int64_t send_len,\n                       int recv_rank, char* recv_data, int64_t recv_len);\n  /*!\n  * \\brief Get rank of local machine\n  */\n  inline int rank();\n  /*!\n  * \\brief Get total number of machines\n  */\n  inline int num_machines();\n  /*!\n  * \\brief Get Bruck map of this network\n  */\n  inline const BruckMap& bruck_map();\n  /*!\n  * \\brief Get Recursive Halving map of this network\n  */\n  inline const RecursiveHalvingMap& recursive_halving_map();\n\n  #ifdef USE_SOCKET\n  /*!\n  * \\brief Bind local listen to port\n  * \\param port Local listen port\n  */\n  void TryBind(int port);\n  /*!\n  * \\brief Set socket to rank\n  * \\param rank\n  * \\param socket\n  */\n  void SetLinker(int rank, const TcpSocket& socket);\n  /*!\n  * \\brief Thread for listening\n  * \\param incoming_cnt Number of incoming machines\n  */\n  void ListenThread(int incoming_cnt);\n  /*!\n  * \\brief Construct network topo\n  */\n  void Construct();\n  /*!\n  * \\brief Parser machines information from file\n  * \\param machines\n  * \\param filename\n  */\n  void ParseMachineList(const std::string& machines, const std::string& filename);\n  /*!\n  * \\brief Check one linker is connected or not\n  * \\param rank\n  * \\return True if linker is connected\n  */\n  bool CheckLinker(int rank);\n  /*!\n  * \\brief Print connected linkers\n  */\n  void PrintLinkers();\n\n  #endif  // USE_SOCKET\n\n  #ifdef USE_MPI\n\n  /*!\n  * \\brief Check if MPI has been initialized\n  */\n  static bool IsMpiInitialized();\n\n  /*!\n  * \\brief Finalize the MPI session if it was initialized\n  */\n  static void MpiFinalizeIfIsParallel();\n\n  /*!\n  * \\brief Abort the MPI session if it was initialized (called in case there was a error that needs abrupt ending)\n  */\n  static void MpiAbortIfIsParallel();\n\n  #endif\n\n private:\n  /*! \\brief Rank of local machine */\n  int rank_;\n  /*! \\brief Total number machines */\n  int num_machines_;\n  /*! \\brief Bruck map */\n  BruckMap bruck_map_;\n  /*! \\brief Recursive Halving map */\n  RecursiveHalvingMap recursive_halving_map_;\n\n  std::chrono::duration<double, std::milli> network_time_;\n\n  bool is_init_;\n\n  #ifdef USE_SOCKET\n  /*! \\brief use to store client ips */\n  std::vector<std::string> client_ips_;\n  /*! \\brief use to store client ports */\n  std::vector<int> client_ports_;\n  /*! \\brief time out for sockets, in minutes */\n  int socket_timeout_;\n  /*! \\brief Local listen ports */\n  int local_listen_port_;\n  /*! \\brief Linkers */\n  std::vector<std::unique_ptr<TcpSocket>> linkers_;\n  /*! \\brief Local socket listener */\n  std::unique_ptr<TcpSocket> listener_;\n  #endif  // USE_SOCKET\n};\n\n\ninline int Linkers::rank() {\n  return rank_;\n}\n\ninline int Linkers::num_machines() {\n  return num_machines_;\n}\n\ninline const BruckMap& Linkers::bruck_map() {\n  return bruck_map_;\n}\n\ninline const RecursiveHalvingMap& Linkers::recursive_halving_map() {\n  return recursive_halving_map_;\n}\n\ninline void Linkers::Recv(int rank, char* data, int64_t len) const {\n  int64_t used = 0;\n  do {\n    int cur_size = static_cast<int>(std::min<int64_t>(len - used, INT32_MAX));\n    Recv(rank, data + used, cur_size);\n    used += cur_size;\n  } while (used < len);\n}\n\ninline void Linkers::Send(int rank, char* data, int64_t len) const {\n  int64_t used = 0;\n  do {\n    int cur_size = static_cast<int>(std::min<int64_t>(len - used, INT32_MAX));\n    Send(rank, data + used, cur_size);\n    used += cur_size;\n  } while (used < len);\n}\n\ninline void Linkers::SendRecv(int send_rank, char* send_data, int64_t send_len,\n                              int recv_rank, char* recv_data, int64_t recv_len) {\n  auto start_time = std::chrono::high_resolution_clock::now();\n  std::thread send_worker(\n    [this, send_rank, send_data, send_len]() {\n    Send(send_rank, send_data, send_len);\n  });\n  Recv(recv_rank, recv_data, recv_len);\n  send_worker.join();\n  // wait for send complete\n  auto end_time = std::chrono::high_resolution_clock::now();\n  // output used time on each iteration\n  network_time_ += std::chrono::duration<double, std::milli>(end_time - start_time);\n}\n\n#ifdef USE_SOCKET\n\ninline void Linkers::Recv(int rank, char* data, int len) const {\n  int recv_cnt = 0;\n  while (recv_cnt < len) {\n    recv_cnt += linkers_[rank]->Recv(data + recv_cnt,\n      // len - recv_cnt\n      std::min(len - recv_cnt, SocketConfig::kMaxReceiveSize));\n  }\n}\n\ninline void Linkers::Send(int rank, char* data, int len) const {\n  if (len <= 0) {\n    return;\n  }\n  int send_cnt = 0;\n  while (send_cnt < len) {\n    send_cnt += linkers_[rank]->Send(data + send_cnt, len - send_cnt);\n  }\n}\n\ninline void Linkers::SendRecv(int send_rank, char* send_data, int send_len,\n                              int recv_rank, char* recv_data, int recv_len) {\n  auto start_time = std::chrono::high_resolution_clock::now();\n  if (send_len < SocketConfig::kSocketBufferSize) {\n    // if buffer is enough, send will non-blocking\n    Send(send_rank, send_data, send_len);\n    Recv(recv_rank, recv_data, recv_len);\n  } else {\n    // if buffer is not enough, use another thread to send, since send will be blocking\n    std::thread send_worker(\n      [this, send_rank, send_data, send_len]() {\n      Send(send_rank, send_data, send_len);\n    });\n    Recv(recv_rank, recv_data, recv_len);\n    send_worker.join();\n  }\n  // wait for send complete\n  auto end_time = std::chrono::high_resolution_clock::now();\n  // output used time on each iteration\n  network_time_ += std::chrono::duration<double, std::milli>(end_time - start_time);\n}\n\n#endif  // USE_SOCKET\n\n#ifdef USE_MPI\n\ninline void Linkers::Recv(int rank, char* data, int len) const {\n  MPI_Status status;\n  int read_cnt = 0;\n  while (read_cnt < len) {\n    MPI_SAFE_CALL(MPI_Recv(data + read_cnt, len - read_cnt, MPI_BYTE, rank, MPI_ANY_TAG, MPI_COMM_WORLD, &status));\n    int cur_cnt;\n    MPI_SAFE_CALL(MPI_Get_count(&status, MPI_BYTE, &cur_cnt));\n    read_cnt += cur_cnt;\n  }\n}\n\ninline void Linkers::Send(int rank, char* data, int len) const {\n  if (len <= 0) {\n    return;\n  }\n  MPI_Status status;\n  MPI_Request send_request;\n  MPI_SAFE_CALL(MPI_Isend(data, len, MPI_BYTE, rank, 0, MPI_COMM_WORLD, &send_request));\n  MPI_SAFE_CALL(MPI_Wait(&send_request, &status));\n}\n\ninline void Linkers::SendRecv(int send_rank, char* send_data, int send_len,\n                              int recv_rank, char* recv_data, int recv_len) {\n  MPI_Request send_request;\n  // send first, non-blocking\n  MPI_SAFE_CALL(MPI_Isend(send_data, send_len, MPI_BYTE, send_rank, 0, MPI_COMM_WORLD, &send_request));\n  // then receive, blocking\n  MPI_Status status;\n  int read_cnt = 0;\n  while (read_cnt < recv_len) {\n    MPI_SAFE_CALL(MPI_Recv(recv_data + read_cnt, recv_len - read_cnt, MPI_BYTE, recv_rank, 0, MPI_COMM_WORLD, &status));\n    int cur_cnt;\n    MPI_SAFE_CALL(MPI_Get_count(&status, MPI_BYTE, &cur_cnt));\n    read_cnt += cur_cnt;\n  }\n  // wait for send complete\n  MPI_SAFE_CALL(MPI_Wait(&send_request, &status));\n}\n\n#endif  // USE_MPI\n}  // namespace LightGBM\n#endif   // LIGHTGBM_SRC_NETWORK_LINKERS_H_\n"
  },
  {
    "path": "src/network/linkers_mpi.cpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifdef USE_MPI\n\n#include \"linkers.h\"\n\n#include <iostream>\n\nnamespace LightGBM {\n\nLinkers::Linkers(Config) {\n  is_init_ = false;\n  int argc = 0;\n  char**argv = nullptr;\n  int flag = 0;\n  MPI_SAFE_CALL(MPI_Initialized(&flag));  // test if MPI has been initialized\n  if (!flag) {  // if MPI not started, start it\n    MPI_SAFE_CALL(MPI_Init_thread(&argc, &argv, MPI_THREAD_SERIALIZED, &flag));\n  }\n  MPI_SAFE_CALL(MPI_Comm_size(MPI_COMM_WORLD, &num_machines_));\n  MPI_SAFE_CALL(MPI_Comm_rank(MPI_COMM_WORLD, &rank_));\n  // wait for all client start up\n  MPI_SAFE_CALL(MPI_Barrier(MPI_COMM_WORLD));\n  bruck_map_ = BruckMap::Construct(rank_, num_machines_);\n  recursive_halving_map_ = RecursiveHalvingMap::Construct(rank_, num_machines_);\n  is_init_ = true;\n}\n\nLinkers::~Linkers() {\n  // Don't call MPI_Finalize() here: If the destructor was called because only this node had an exception, calling MPI_Finalize() will cause all nodes to hang.\n  // Instead we will handle finalize/abort for MPI in main().\n}\n\nbool Linkers::IsMpiInitialized() {\n  int is_mpi_init;\n  MPI_SAFE_CALL(MPI_Initialized(&is_mpi_init));\n  return is_mpi_init;\n}\n\nvoid Linkers::MpiFinalizeIfIsParallel() {\n  if (IsMpiInitialized()) {\n    Log::Debug(\"Finalizing MPI session.\");\n    MPI_SAFE_CALL(MPI_Finalize());\n  }\n}\n\nvoid Linkers::MpiAbortIfIsParallel() {\n  try {\n    if (IsMpiInitialized()) {\n      std::cerr << \"Aborting MPI communication.\" << std::endl << std::flush;\n      MPI_SAFE_CALL(MPI_Abort(MPI_COMM_WORLD, -1));;\n    }\n  }\n  catch (...) {\n    std::cerr << \"Exception was raised before aborting MPI. Aborting process...\" << std::endl << std::flush;\n    abort();\n  }\n}\n\n}  // namespace LightGBM\n#endif  // USE_MPI\n"
  },
  {
    "path": "src/network/linkers_socket.cpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifdef USE_SOCKET\n\n#include <LightGBM/config.h>\n#include <LightGBM/utils/common.h>\n#include <LightGBM/utils/text_reader.h>\n\n#include <algorithm>\n#include <chrono>\n#include <cstring>\n#include <memory>\n#include <string>\n#include <thread>\n#include <unordered_map>\n#include <unordered_set>\n#include <vector>\n\n#include \"linkers.h\"\n\nnamespace LightGBM {\n\nLinkers::Linkers(Config config) {\n  is_init_ = false;\n  // start up socket\n  TcpSocket::Startup();\n  network_time_ = std::chrono::duration<double, std::milli>(0);\n  num_machines_ = config.num_machines;\n  local_listen_port_ = config.local_listen_port;\n  socket_timeout_ = config.time_out;\n  rank_ = -1;\n  // parse clients from file\n  ParseMachineList(config.machines, config.machine_list_filename);\n\n  if (rank_ == -1) {\n    // get ip list of local machine\n    std::unordered_set<std::string> local_ip_list = TcpSocket::GetLocalIpList();\n    // get local rank\n    for (size_t i = 0; i < client_ips_.size(); ++i) {\n      if (local_ip_list.count(client_ips_[i]) > 0 && client_ports_[i] == local_listen_port_) {\n        rank_ = static_cast<int>(i);\n        break;\n      }\n    }\n  }\n  if (rank_ == -1) {\n    Log::Fatal(\"Machine list file doesn't contain the local machine\");\n  }\n  // construct listener\n  listener_ = std::unique_ptr<TcpSocket>(new TcpSocket());\n  TryBind(local_listen_port_);\n\n  for (int i = 0; i < num_machines_; ++i) {\n    linkers_.push_back(nullptr);\n  }\n\n  // construct communication topo\n  bruck_map_ = BruckMap::Construct(rank_, num_machines_);\n  recursive_halving_map_ = RecursiveHalvingMap::Construct(rank_, num_machines_);\n\n  // construct linkers\n  Construct();\n  // free listener\n  listener_->Close();\n  is_init_ = true;\n}\n\nLinkers::~Linkers() {\n  if (is_init_) {\n    for (size_t i = 0; i < linkers_.size(); ++i) {\n      if (linkers_[i] != nullptr) {\n        linkers_[i]->Close();\n      }\n    }\n    TcpSocket::Finalize();\n    Log::Info(\"Finished linking network in %f seconds\", network_time_ * 1e-3);\n  }\n}\n\nvoid Linkers::ParseMachineList(const std::string& machines, const std::string& filename) {\n  std::vector<std::string> lines;\n  if (machines.empty()) {\n    TextReader<size_t> machine_list_reader(filename.c_str(), false);\n    machine_list_reader.ReadAllLines();\n    if (machine_list_reader.Lines().empty()) {\n      Log::Fatal(\"Machine list file %s doesn't exist\", filename.c_str());\n    }\n    lines = machine_list_reader.Lines();\n  } else {\n    lines = Common::Split(machines.c_str(), ',');\n  }\n  for (auto& line : lines) {\n    line = Common::Trim(line);\n    if (line.find(\"rank=\") != std::string::npos) {\n      std::vector<std::string> str_after_split = Common::Split(line.c_str(), '=');\n      Common::Atoi(str_after_split[1].c_str(), &rank_);\n      continue;\n    }\n    std::vector<std::string> str_after_split = Common::Split(line.c_str(), ' ');\n    if (str_after_split.size() != 2) {\n      str_after_split = Common::Split(line.c_str(), ':');\n      if (str_after_split.size() != 2) {\n        continue;\n      }\n    }\n    if (client_ips_.size() >= static_cast<size_t>(num_machines_)) {\n      Log::Warning(\"machine_list size is larger than the parameter num_machines, ignoring redundant entries\");\n      break;\n    }\n    str_after_split[0] = Common::Trim(str_after_split[0]);\n    str_after_split[1] = Common::Trim(str_after_split[1]);\n    client_ips_.push_back(str_after_split[0]);\n    client_ports_.push_back(atoi(str_after_split[1].c_str()));\n  }\n  if (client_ips_.empty()) {\n    Log::Fatal(\"Cannot find any ip and port.\\n\"\n               \"Please check machine_list_filename or machines parameter\");\n  }\n  if (client_ips_.size() != static_cast<size_t>(num_machines_)) {\n    Log::Warning(\"World size is larger than the machine_list size, change world size to %zu\", client_ips_.size());\n    num_machines_ = static_cast<int>(client_ips_.size());\n  }\n}\n\nvoid Linkers::TryBind(int port) {\n  Log::Info(\"Trying to bind port %d...\", port);\n  if (listener_->Bind(port)) {\n    Log::Info(\"Binding port %d succeeded\", port);\n  } else {\n    Log::Fatal(\"Binding port %d failed\", port);\n  }\n}\n\nvoid Linkers::SetLinker(int rank, const TcpSocket& socket) {\n  linkers_[rank].reset(new TcpSocket(socket));\n  // set timeout\n  linkers_[rank]->SetTimeout(socket_timeout_ * 1000 * 60);\n}\n\nvoid Linkers::ListenThread(int incoming_cnt) {\n  Log::Info(\"Listening...\");\n  char buffer[100];\n  int connected_cnt = 0;\n  while (connected_cnt < incoming_cnt) {\n    // accept incoming socket\n    TcpSocket handler = listener_->Accept();\n    if (handler.IsClosed()) {\n      continue;\n    }\n    // receive rank\n    int read_cnt = 0;\n    int size_of_int = static_cast<int>(sizeof(int));\n    while (read_cnt < size_of_int) {\n      int cur_read_cnt = handler.Recv(buffer + read_cnt, size_of_int - read_cnt);\n      read_cnt += cur_read_cnt;\n    }\n    int* ptr_in_rank = reinterpret_cast<int*>(buffer);\n    int in_rank = *ptr_in_rank;\n    if (in_rank < 0 || in_rank >= num_machines_) {\n      Log::Fatal(\"Invalid rank %d found during initialization of linkers. The world size is %d.\", in_rank, num_machines_);\n    }\n    // add new socket\n    SetLinker(in_rank, handler);\n    ++connected_cnt;\n  }\n}\n\nvoid Linkers::Construct() {\n  // save ranks that need to connect with\n  std::unordered_map<int, int> need_connect;\n  for (int i = 0; i < num_machines_; ++i) {\n    if (i != rank_) {\n      need_connect[i] = 1;\n    }\n  }\n  int incoming_cnt = 0;\n  for (auto it = need_connect.begin(); it != need_connect.end(); ++it) {\n    int machine_rank = it->first;\n    if (machine_rank < rank_) {\n      ++incoming_cnt;\n    }\n  }\n\n  // start listener\n  listener_->SetTimeout(socket_timeout_ * 1000 * 60);\n  listener_->Listen(incoming_cnt);\n  std::thread listen_thread(&Linkers::ListenThread, this, incoming_cnt);\n  const int connect_fail_constant_factor = 20;\n  const int connect_fail_retries_scale_factor = static_cast<int>(num_machines_ / connect_fail_constant_factor);\n  const int connect_fail_retry_cnt = std::max(connect_fail_constant_factor, connect_fail_retries_scale_factor);\n  const int connect_fail_retry_first_delay_interval = 200;  // 0.2 s\n  const float connect_fail_retry_delay_factor = 1.3f;\n  // start connect\n  for (auto it = need_connect.begin(); it != need_connect.end(); ++it) {\n    int out_rank = it->first;\n    // let smaller rank connect to larger rank\n    if (out_rank > rank_) {\n      int connect_fail_delay_time = connect_fail_retry_first_delay_interval;\n      for (int i = 0; i < connect_fail_retry_cnt; ++i) {\n        TcpSocket cur_socket;\n        if (cur_socket.Connect(client_ips_[out_rank].c_str(), client_ports_[out_rank])) {\n          // send local rank\n          cur_socket.Send(reinterpret_cast<const char*>(&rank_), sizeof(rank_));\n          SetLinker(out_rank, cur_socket);\n          break;\n        } else {\n          Log::Warning(\"Connecting to rank %d failed, waiting for %d milliseconds\", out_rank, connect_fail_delay_time);\n          cur_socket.Close();\n          std::this_thread::sleep_for(std::chrono::milliseconds(connect_fail_delay_time));\n          connect_fail_delay_time = static_cast<int>(connect_fail_delay_time * connect_fail_retry_delay_factor);\n        }\n      }\n    }\n  }\n  // wait for listener\n  listen_thread.join();\n  // print connected linkers\n  PrintLinkers();\n}\n\nbool Linkers::CheckLinker(int rank) {\n  if (linkers_[rank] == nullptr || linkers_[rank]->IsClosed()) {\n    return false;\n  }\n  return true;\n}\n\nvoid Linkers::PrintLinkers() {\n  for (int i = 0; i < num_machines_; ++i) {\n    if (CheckLinker(i)) {\n      Log::Info(\"Connected to rank %d\", i);\n    }\n  }\n}\n\n}  // namespace LightGBM\n\n#endif  // USE_SOCKET\n"
  },
  {
    "path": "src/network/network.cpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#include <LightGBM/network.h>\n\n#include <LightGBM/utils/common.h>\n\n#include <algorithm>\n#include <cstdlib>\n#include <cstring>\n#include <memory>\n#include <vector>\n\n#include \"linkers.h\"\n\nnamespace LightGBM {\n\n// static member definition\nTHREAD_LOCAL int Network::num_machines_ = 1;\nTHREAD_LOCAL int Network::rank_ = 0;\nTHREAD_LOCAL std::unique_ptr<Linkers> Network::linkers_;\nTHREAD_LOCAL BruckMap Network::bruck_map_;\nTHREAD_LOCAL RecursiveHalvingMap Network::recursive_halving_map_;\nTHREAD_LOCAL std::vector<comm_size_t> Network::block_start_;\nTHREAD_LOCAL std::vector<comm_size_t>  Network::block_len_;\nTHREAD_LOCAL comm_size_t Network::buffer_size_ = 0;\nTHREAD_LOCAL std::vector<char> Network::buffer_;\nTHREAD_LOCAL ReduceScatterFunction Network::reduce_scatter_ext_fun_ = nullptr;\nTHREAD_LOCAL AllgatherFunction Network::allgather_ext_fun_ = nullptr;\n\n\nvoid Network::Init(Config config) {\n  if (config.num_machines > 1) {\n    linkers_.reset(new Linkers(config));\n    rank_ = linkers_->rank();\n    num_machines_ = linkers_->num_machines();\n    bruck_map_ = linkers_->bruck_map();\n    recursive_halving_map_ = linkers_->recursive_halving_map();\n    block_start_ = std::vector<comm_size_t>(num_machines_);\n    block_len_ = std::vector<comm_size_t>(num_machines_);\n    buffer_size_ = 1024 * 1024;\n    buffer_.resize(buffer_size_);\n    Log::Info(\"Local rank: %d, total number of machines: %d\", rank_, num_machines_);\n  }\n}\n\nvoid Network::Init(int num_machines, int rank,\n                   ReduceScatterFunction reduce_scatter_ext_fun, AllgatherFunction allgather_ext_fun) {\n  if (num_machines > 1) {\n    rank_ = rank;\n    num_machines_ = num_machines;\n    block_start_ = std::vector<comm_size_t>(num_machines_);\n    block_len_ = std::vector<comm_size_t>(num_machines_);\n    buffer_size_ = 1024 * 1024;\n    buffer_.resize(buffer_size_);\n    reduce_scatter_ext_fun_ = reduce_scatter_ext_fun;\n    allgather_ext_fun_ = allgather_ext_fun;\n    Log::Info(\"Local rank: %d, total number of machines: %d\", rank_, num_machines_);\n  }\n}\n\nvoid Network::Dispose() {\n  num_machines_ = 1;\n  rank_ = 0;\n  linkers_.reset(new Linkers());\n  reduce_scatter_ext_fun_ = nullptr;\n  allgather_ext_fun_ = nullptr;\n}\n\nvoid Network::Allreduce(char* input, comm_size_t input_size, int type_size, char* output, const ReduceFunction& reducer) {\n  if (num_machines_ <= 1) {\n    Log::Fatal(\"Please initialize the network interface first\");\n  }\n  comm_size_t count = input_size / type_size;\n  // if small package or small count , do it by all gather.(reduce the communication times.)\n  if (count < num_machines_ || input_size < 4096) {\n    AllreduceByAllGather(input, input_size, type_size, output, reducer);\n    return;\n  }\n  // assign the blocks to every rank.\n  comm_size_t step = (count + num_machines_ - 1) / num_machines_;\n  if (step < 1) {\n    step = 1;\n  }\n  block_start_[0] = 0;\n  for (int i = 0; i < num_machines_ - 1; ++i) {\n    block_len_[i] = std::min<comm_size_t>(step * type_size, input_size - block_start_[i]);\n    block_start_[i + 1] = block_start_[i] + block_len_[i];\n  }\n  block_len_[num_machines_ - 1] = input_size - block_start_[num_machines_ - 1];\n  // do reduce scatter\n  ReduceScatter(input, input_size, type_size, block_start_.data(), block_len_.data(), output, input_size, reducer);\n  // do all gather\n  Allgather(output, block_start_.data(), block_len_.data(), output, input_size);\n}\n\nvoid Network::AllreduceByAllGather(char* input, comm_size_t input_size, int type_size, char* output, const ReduceFunction& reducer) {\n  if (num_machines_ <= 1) {\n    Log::Fatal(\"Please initialize the network interface first\");\n  }\n  // assign blocks\n  comm_size_t all_size = input_size * num_machines_;\n  block_start_[0] = 0;\n  block_len_[0] = input_size;\n  for (int i = 1; i < num_machines_; ++i) {\n    block_start_[i] = block_start_[i - 1] + block_len_[i - 1];\n    block_len_[i] = input_size;\n  }\n  // need use buffer here, since size of \"output\" is smaller than size after all gather\n  if (input_size*num_machines_ > buffer_size_) {\n    buffer_size_ = input_size*num_machines_;\n    buffer_.resize(buffer_size_);\n  }\n\n  Allgather(input, block_start_.data(), block_len_.data(), buffer_.data(), all_size);\n  for (int i = 1; i < num_machines_; ++i) {\n    reducer(buffer_.data() + block_start_[i], buffer_.data() + block_start_[0], type_size, input_size);\n  }\n  // copy back\n  std::memcpy(output, buffer_.data(), input_size);\n}\n\nvoid Network::Allgather(char* input, comm_size_t send_size, char* output) {\n  if (num_machines_ <= 1) {\n    Log::Fatal(\"Please initialize the network interface first\");\n    return;\n  }\n  // assign blocks\n  block_start_[0] = 0;\n  block_len_[0] = send_size;\n  for (int i = 1; i < num_machines_; ++i) {\n    block_start_[i] = block_start_[i - 1] + block_len_[i - 1];\n    block_len_[i] = send_size;\n  }\n  // start all gather\n  Allgather(input, block_start_.data(), block_len_.data(), output, send_size * num_machines_);\n}\n\nvoid Network::Allgather(char* input, const comm_size_t* block_start, const comm_size_t* block_len, char* output, comm_size_t all_size) {\n  if (num_machines_ <= 1) {\n    Log::Fatal(\"Please initialize the network interface first\");\n  }\n  if (allgather_ext_fun_ != nullptr) {\n    return allgather_ext_fun_(input, block_len[rank_], block_start, block_len, num_machines_, output, all_size);\n  }\n  const comm_size_t kRingThreshold = 10 * 1024 * 1024;  // 10MB\n  const int kRingNodeThreshold = 64;\n  if (all_size > kRingThreshold && num_machines_ < kRingNodeThreshold) {\n    // when num_machines is small and data is large\n    AllgatherRing(input, block_start, block_len, output, all_size);\n  } else if (recursive_halving_map_.is_power_of_2) {\n    AllgatherRecursiveDoubling(input, block_start, block_len, output, all_size);\n  } else {\n    AllgatherBruck(input, block_start, block_len, output, all_size);\n  }\n}\n\nvoid Network::AllgatherBruck(char* input, const comm_size_t* block_start, const comm_size_t* block_len, char* output, comm_size_t all_size) {\n  comm_size_t write_pos = 0;\n  // use output as receive buffer\n  std::memcpy(output, input, block_len[rank_]);\n  write_pos += block_len[rank_];\n  int accumulated_block = 1;\n  for (int i = 0; i < bruck_map_.k; ++i) {\n    // get current local block size\n    int cur_block_size = std::min(1 << i, num_machines_ - accumulated_block);\n    // get out rank\n    int out_rank = bruck_map_.out_ranks[i];\n    // get in rank\n    int in_rank = bruck_map_.in_ranks[i];\n    // get send information\n    comm_size_t need_send_len = 0;\n    // get recv information\n    comm_size_t need_recv_len = 0;\n    for (int j = 0; j < cur_block_size; ++j) {\n      need_send_len += block_len[(rank_ + j) % num_machines_];\n      need_recv_len += block_len[(rank_ + accumulated_block + j) % num_machines_];\n    }\n    // send and recv at same time\n    linkers_->SendRecv(out_rank, output, need_send_len, in_rank, output + write_pos, need_recv_len);\n    write_pos += need_recv_len;\n    accumulated_block += cur_block_size;\n  }\n  // rotate in-place\n  std::reverse<char*>(output, output + all_size);\n  std::reverse<char*>(output, output + block_start[rank_]);\n  std::reverse<char*>(output + block_start[rank_], output + all_size);\n}\n\nvoid Network::AllgatherRecursiveDoubling(char* input, const comm_size_t* block_start, const comm_size_t* block_len, char* output, comm_size_t) {\n  // use output as receive buffer\n  std::memcpy(output + block_start[rank_], input, block_len[rank_]);\n  for (int i = 0; i < bruck_map_.k; ++i) {\n    // get current local block size\n    int cur_step = 1 << i;\n    const int vgroup = rank_ / cur_step;\n    const int vrank = vgroup * cur_step;\n    int target = rank_ + cur_step;\n    int target_vrank = (vgroup + 1) * cur_step;\n    if (vgroup & 1) {\n      target = rank_ - cur_step;\n      target_vrank = (vgroup - 1) * cur_step;\n    }\n    // get send information\n    comm_size_t need_send_len = 0;\n    // get recv information\n    comm_size_t need_recv_len = 0;\n    for (int j = 0; j < cur_step; ++j) {\n      need_send_len += block_len[(vrank + j)];\n      need_recv_len += block_len[(target_vrank + j)];\n    }\n    // send and recv at same time\n    linkers_->SendRecv(target, output + block_start[vrank], need_send_len,\n                       target, output + block_start[target_vrank], need_recv_len);\n  }\n}\n\nvoid Network::AllgatherRing(char* input, const comm_size_t* block_start, const comm_size_t* block_len, char* output, comm_size_t) {\n  // use output as receive buffer\n  std::memcpy(output + block_start[rank_], input, block_len[rank_]);\n  int out_rank = (rank_ + 1) % num_machines_;\n  int in_rank = (rank_ - 1 + num_machines_) % num_machines_;\n  int out_block = rank_;\n  int in_block = in_rank;\n  for (int i = 1; i < num_machines_; ++i) {\n    // send and recv at same time\n    linkers_->SendRecv(out_rank, output + block_start[out_block], block_len[out_block],\n                       in_rank, output + block_start[in_block], block_len[in_block]);\n    out_block = (out_block - 1 + num_machines_) % num_machines_;\n    in_block = (in_block - 1 + num_machines_) % num_machines_;\n  }\n}\n\nvoid Network::ReduceScatter(char* input, comm_size_t input_size, int type_size,\n                            const comm_size_t* block_start, const comm_size_t* block_len, char* output,\n                            comm_size_t output_size, const ReduceFunction& reducer) {\n  if (num_machines_ <= 1) {\n    Log::Fatal(\"Please initialize the network interface first\");\n  }\n  if (reduce_scatter_ext_fun_ != nullptr) {\n    return reduce_scatter_ext_fun_(input, input_size, type_size, block_start, block_len, num_machines_, output, output_size, reducer);\n  }\n  const comm_size_t kRingThreshold = 10 * 1024 * 1024;  // 10MB\n  if (recursive_halving_map_.is_power_of_2 || input_size < kRingThreshold) {\n    ReduceScatterRecursiveHalving(input, input_size, type_size, block_start, block_len, output, output_size, reducer);\n  } else {\n    ReduceScatterRing(input, input_size, type_size, block_start, block_len, output, output_size, reducer);\n  }\n}\n\nvoid Network::ReduceScatterRecursiveHalving(char* input, comm_size_t input_size, int type_size,\n                                            const comm_size_t* block_start, const comm_size_t* block_len, char* output,\n                                            comm_size_t, const ReduceFunction& reducer) {\n  if (!recursive_halving_map_.is_power_of_2) {\n    if (recursive_halving_map_.type == RecursiveHalvingNodeType::Other) {\n      // send local data to neighbor first\n      linkers_->Send(recursive_halving_map_.neighbor, input, input_size);\n    } else if (recursive_halving_map_.type == RecursiveHalvingNodeType::GroupLeader) {\n      // receive neighbor data first\n      int need_recv_cnt = input_size;\n      linkers_->Recv(recursive_halving_map_.neighbor, output, need_recv_cnt);\n      // reduce\n      reducer(output, input, type_size, input_size);\n    }\n  }\n  if (recursive_halving_map_.type != RecursiveHalvingNodeType::Other) {\n    for (int i = 0; i < recursive_halving_map_.k; ++i) {\n      // get target\n      int target = recursive_halving_map_.ranks[i];\n      comm_size_t send_block_start = recursive_halving_map_.send_block_start[i];\n      comm_size_t recv_block_start = recursive_halving_map_.recv_block_start[i];\n      // get send information\n      comm_size_t send_size = 0;\n      for (int j = 0; j < recursive_halving_map_.send_block_len[i]; ++j) {\n        send_size += block_len[send_block_start + j];\n      }\n      // get recv information\n      comm_size_t need_recv_cnt = 0;\n      for (int j = 0; j < recursive_halving_map_.recv_block_len[i]; ++j) {\n        need_recv_cnt += block_len[recv_block_start + j];\n      }\n      // send and recv at same time\n      linkers_->SendRecv(target, input + block_start[send_block_start], send_size, target, output, need_recv_cnt);\n      // reduce\n      reducer(output, input + block_start[recv_block_start], type_size, need_recv_cnt);\n    }\n  }\n  if (!recursive_halving_map_.is_power_of_2) {\n    if (recursive_halving_map_.type == RecursiveHalvingNodeType::GroupLeader) {\n      // send result to neighbor\n      linkers_->Send(recursive_halving_map_.neighbor,\n                     input + block_start[recursive_halving_map_.neighbor],\n                     block_len[recursive_halving_map_.neighbor]);\n    } else if (recursive_halving_map_.type == RecursiveHalvingNodeType::Other) {\n      // receive result from neighbor\n      int need_recv_cnt = block_len[rank_];\n      linkers_->Recv(recursive_halving_map_.neighbor, output, need_recv_cnt);\n      return;\n    }\n  }\n  // copy result\n  std::memcpy(output, input + block_start[rank_], block_len[rank_]);\n}\n\nvoid Network::ReduceScatterRing(char* input, comm_size_t, int type_size,\n                                const comm_size_t* block_start, const comm_size_t* block_len, char* output,\n                                comm_size_t, const ReduceFunction& reducer) {\n  const int out_rank = (rank_ + 1) % num_machines_;\n  const int in_rank = (rank_ - 1 + num_machines_) % num_machines_;\n  int out_block = in_rank;\n  int in_block = (in_rank - 1 + num_machines_) % num_machines_;\n  for (int i = 1; i < num_machines_; ++i) {\n    linkers_->SendRecv(out_rank, input + block_start[out_block], block_len[out_block],\n                       in_rank, output, block_len[in_block]);\n    reducer(output, input + block_start[in_block], type_size, block_len[in_block]);\n    out_block = (out_block - 1 + num_machines_) % num_machines_;\n    in_block = (in_block - 1 + num_machines_) % num_machines_;\n  }\n  std::memcpy(output, input + block_start[rank_], block_len[rank_]);\n}\n\nint Network::rank() {\n  return rank_;\n}\n\nint Network::num_machines() {\n  return num_machines_;\n}\n\n}  // namespace LightGBM\n"
  },
  {
    "path": "src/network/socket_wrapper.hpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_SRC_NETWORK_SOCKET_WRAPPER_HPP_\n#define LIGHTGBM_SRC_NETWORK_SOCKET_WRAPPER_HPP_\n#ifdef USE_SOCKET\n\n#include <LightGBM/utils/log.h>\n\n#include <string>\n#include <cerrno>\n#include <cstdlib>\n#include <unordered_set>\n\n#if defined(_WIN32)\n\n#ifdef _MSC_VER\n#define NOMINMAX\n#endif\n\n#include <winsock2.h>\n#include <ws2tcpip.h>\n#include <iphlpapi.h>\n\n#else\n\n#include <arpa/inet.h>\n#include <fcntl.h>\n#include <netdb.h>\n#include <netinet/in.h>\n#include <netinet/tcp.h>\n#include <sys/ioctl.h>\n#include <sys/socket.h>\n#include <sys/types.h>\n#include <unistd.h>\n\n#include <ifaddrs.h>\n#include <sys/time.h>\n\n#endif  // defined(_WIN32)\n\n#ifdef _MSC_VER\n#pragma comment(lib, \"Ws2_32.lib\")\n#pragma comment(lib, \"IPHLPAPI.lib\")\n#endif\n\nnamespace LightGBM {\n\n#ifndef _WIN32\n\ntypedef int SOCKET;\nconst int INVALID_SOCKET = -1;\n#define SOCKET_ERROR -1\n\n#endif\n\n#ifdef _WIN32\n// existence of inet_pton is checked in CMakeLists.txt and configure.win, then stored in WIN_HAS_INET_PTON\n#ifndef WIN_HAS_INET_PTON\ninline int inet_pton(int af, const char *src, void *dst) {\n  struct sockaddr_storage ss;\n  int size = sizeof(ss);\n  char src_copy[INET6_ADDRSTRLEN + 1];\n\n  ZeroMemory(&ss, sizeof(ss));\n  /* stupid non-const API */\n  strncpy(src_copy, src, INET6_ADDRSTRLEN + 1);\n  src_copy[INET6_ADDRSTRLEN] = 0;\n\n  if (WSAStringToAddress(src_copy, af, NULL, (struct sockaddr *)&ss, &size) == 0) {\n    switch (af) {\n    case AF_INET:\n      *(struct in_addr *)dst = ((struct sockaddr_in *)&ss)->sin_addr;\n      return 1;\n    case AF_INET6:\n      *(struct in6_addr *)dst = ((struct sockaddr_in6 *)&ss)->sin6_addr;\n      return 1;\n    }\n  }\n  return 0;\n}\n#endif\n#endif\n\n#define MALLOC(x) HeapAlloc(GetProcessHeap(), 0, (x))\n#define FREE(x) HeapFree(GetProcessHeap(), 0, (x))\n\nnamespace SocketConfig {\nconst int kSocketBufferSize = 100 * 1000;\nconst int kMaxReceiveSize = 100 * 1000;\nconst int kNoDelay = 1;\n}\n\nclass TcpSocket {\n public:\n  TcpSocket() {\n    sockfd_ = socket(AF_INET, SOCK_STREAM, IPPROTO_TCP);\n    if (sockfd_ == INVALID_SOCKET) {\n      Log::Fatal(\"Socket construction error\");\n      return;\n    }\n    ConfigSocket();\n  }\n\n  explicit TcpSocket(SOCKET socket) {\n    sockfd_ = socket;\n    if (sockfd_ == INVALID_SOCKET) {\n      Log::Fatal(\"Passed socket error\");\n      return;\n    }\n    ConfigSocket();\n  }\n\n  TcpSocket(const TcpSocket &object) {\n    sockfd_ = object.sockfd_;\n    ConfigSocket();\n  }\n  ~TcpSocket() {\n  }\n  inline void SetTimeout(int timeout_ms) {\n#if defined(_WIN32)\n    DWORD timeout = static_cast<DWORD>(timeout_ms);\n    setsockopt(sockfd_, SOL_SOCKET, SO_RCVTIMEO, reinterpret_cast<const char*>(&timeout), sizeof(timeout));\n#else\n    struct timeval tv;\n    tv.tv_sec = timeout_ms / 1000;\n    tv.tv_usec = (timeout_ms % 1000) * 1000;\n    setsockopt(sockfd_, SOL_SOCKET, SO_RCVTIMEO, &tv, sizeof(tv));\n#endif\n  }\n  inline void ConfigSocket() {\n    if (sockfd_ == INVALID_SOCKET) {\n      return;\n    }\n\n    if (setsockopt(sockfd_, SOL_SOCKET, SO_RCVBUF, reinterpret_cast<const char*>(&SocketConfig::kSocketBufferSize), sizeof(SocketConfig::kSocketBufferSize)) != 0) {\n      Log::Warning(\"Set SO_RCVBUF failed, please increase your net.core.rmem_max to 100k at least\");\n    }\n\n    if (setsockopt(sockfd_, SOL_SOCKET, SO_SNDBUF, reinterpret_cast<const char*>(&SocketConfig::kSocketBufferSize), sizeof(SocketConfig::kSocketBufferSize)) != 0) {\n      Log::Warning(\"Set SO_SNDBUF failed, please increase your net.core.wmem_max to 100k at least\");\n    }\n    if (setsockopt(sockfd_, IPPROTO_TCP, TCP_NODELAY, reinterpret_cast<const char*>(&SocketConfig::kNoDelay), sizeof(SocketConfig::kNoDelay)) != 0) {\n      Log::Warning(\"Set TCP_NODELAY failed\");\n    }\n  }\n\n  inline static void Startup() {\n#if defined(_WIN32)\n    WSADATA wsa_data;\n    if (WSAStartup(MAKEWORD(2, 2), &wsa_data) == -1) {\n      Log::Fatal(\"Socket error: WSAStartup error\");\n    }\n    if (LOBYTE(wsa_data.wVersion) != 2 || HIBYTE(wsa_data.wVersion) != 2) {\n      WSACleanup();\n      Log::Fatal(\"Socket error: Winsock.dll version error\");\n    }\n#else\n#endif\n  }\n  inline static void Finalize() {\n#if defined(_WIN32)\n    WSACleanup();\n#endif\n  }\n\n  inline static int GetLastError() {\n#if defined(_WIN32)\n    return WSAGetLastError();\n#else\n    return errno;\n#endif\n  }\n\n\n\n#if defined(_WIN32)\n  inline static std::unordered_set<std::string> GetLocalIpList() {\n    std::unordered_set<std::string> ip_list;\n    char buffer[512];\n    // get hostName\n    if (gethostname(buffer, sizeof(buffer)) == SOCKET_ERROR) {\n      Log::Fatal(\"Error code %d, when getting local host name\", WSAGetLastError());\n    }\n    // push local ip\n    PIP_ADAPTER_INFO pAdapterInfo;\n    PIP_ADAPTER_INFO pAdapter = NULL;\n    DWORD dwRetVal = 0;\n    ULONG ulOutBufLen = sizeof(IP_ADAPTER_INFO);\n    pAdapterInfo = reinterpret_cast<IP_ADAPTER_INFO *>(MALLOC(sizeof(IP_ADAPTER_INFO)));\n    if (pAdapterInfo == NULL) {\n      Log::Fatal(\"GetAdaptersinfo error: allocating memory\");\n    }\n    // Make an initial call to GetAdaptersInfo to get\n    // the necessary size into the ulOutBufLen variable\n    if (GetAdaptersInfo(pAdapterInfo, &ulOutBufLen) == ERROR_BUFFER_OVERFLOW) {\n      FREE(pAdapterInfo);\n      pAdapterInfo = reinterpret_cast<IP_ADAPTER_INFO *>(MALLOC(ulOutBufLen));\n      if (pAdapterInfo == NULL) {\n        Log::Fatal(\"GetAdaptersinfo error: allocating memory\");\n      }\n    }\n    if ((dwRetVal = GetAdaptersInfo(pAdapterInfo, &ulOutBufLen)) == NO_ERROR) {\n      pAdapter = pAdapterInfo;\n      while (pAdapter) {\n        ip_list.insert(pAdapter->IpAddressList.IpAddress.String);\n        pAdapter = pAdapter->Next;\n      }\n    } else {\n      Log::Fatal(\"GetAdaptersinfo error: code %d\", dwRetVal);\n    }\n    if (pAdapterInfo)\n      FREE(pAdapterInfo);\n    return ip_list;\n  }\n#else\n  inline static std::unordered_set<std::string> GetLocalIpList() {\n    std::unordered_set<std::string> ip_list;\n    struct ifaddrs * ifAddrStruct = NULL;\n    struct ifaddrs * ifa = NULL;\n    void * tmpAddrPtr = NULL;\n\n    getifaddrs(&ifAddrStruct);\n\n    for (ifa = ifAddrStruct; ifa != NULL; ifa = ifa->ifa_next) {\n      if (!ifa->ifa_addr) {\n        continue;\n      }\n      if (ifa->ifa_addr->sa_family == AF_INET) {\n        // NOLINTNEXTLINE\n        tmpAddrPtr = &((struct sockaddr_in *)ifa->ifa_addr)->sin_addr;\n        char addressBuffer[INET_ADDRSTRLEN];\n        inet_ntop(AF_INET, tmpAddrPtr, addressBuffer, INET_ADDRSTRLEN);\n        ip_list.insert(std::string(addressBuffer));\n      }\n    }\n    if (ifAddrStruct != NULL) freeifaddrs(ifAddrStruct);\n    return ip_list;\n  }\n#endif\n  inline static sockaddr_in GetAddress(const char* url, int port) {\n    sockaddr_in addr = sockaddr_in();\n    std::memset(&addr, 0, sizeof(sockaddr_in));\n    inet_pton(AF_INET, url, &addr.sin_addr);\n    addr.sin_family = AF_INET;\n    addr.sin_port = htons(static_cast<u_short>(port));\n    return addr;\n  }\n\n  inline bool Bind(int port) {\n    sockaddr_in local_addr = GetAddress(\"0.0.0.0\", port);\n    if (bind(sockfd_, reinterpret_cast<const sockaddr*>(&local_addr), sizeof(sockaddr_in)) == 0) {\n      return true;\n    }\n    return false;\n  }\n\n  inline bool Connect(const char *url, int port) {\n    sockaddr_in server_addr = GetAddress(url, port);\n    if (connect(sockfd_, reinterpret_cast<const sockaddr*>(&server_addr), sizeof(sockaddr_in)) == 0) {\n      return true;\n    }\n    return false;\n  }\n\n  inline void Listen(int backlog = 128) {\n    listen(sockfd_, backlog);\n  }\n\n  inline TcpSocket Accept() {\n    SOCKET newfd = accept(sockfd_, NULL, NULL);\n    if (newfd == INVALID_SOCKET) {\n      int err_code = GetLastError();\n#if defined(_WIN32)\n      Log::Fatal(\"Socket accept error (code: %d)\", err_code);\n#else\n      Log::Fatal(\"Socket accept error, %s (code: %d)\", std::strerror(err_code), err_code);\n#endif\n    }\n    return TcpSocket(newfd);\n  }\n\n  inline int Send(const char *buf_, int len, int flag = 0) {\n    int cur_cnt = send(sockfd_, buf_, len, flag);\n    if (cur_cnt == SOCKET_ERROR) {\n      int err_code = GetLastError();\n#if defined(_WIN32)\n      Log::Fatal(\"Socket send error (code: %d)\", err_code);\n#else\n      Log::Fatal(\"Socket send error, %s (code: %d)\", std::strerror(err_code), err_code);\n#endif\n    }\n    return cur_cnt;\n  }\n\n  inline int Recv(char *buf_, int len, int flags = 0) {\n    int cur_cnt = recv(sockfd_, buf_ , len , flags);\n    if (cur_cnt == SOCKET_ERROR) {\n      int err_code = GetLastError();\n#if defined(_WIN32)\n      Log::Fatal(\"Socket recv error (code: %d)\", err_code);\n#else\n      Log::Fatal(\"Socket recv error, %s (code: %d)\", std::strerror(err_code), err_code);\n#endif\n    }\n    return cur_cnt;\n  }\n\n  inline bool IsClosed() {\n    return sockfd_ == INVALID_SOCKET;\n  }\n\n  inline void Close() {\n    if (!IsClosed()) {\n#if defined(_WIN32)\n      closesocket(sockfd_);\n#else\n      close(sockfd_);\n#endif\n      sockfd_ = INVALID_SOCKET;\n    }\n  }\n\n private:\n  SOCKET sockfd_;\n};\n\n}  // namespace LightGBM\n#endif  // USE_SOCKET\n#endif   // LIGHTGBM_SRC_NETWORK_SOCKET_WRAPPER_HPP_\n"
  },
  {
    "path": "src/objective/binary_objective.hpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_SRC_OBJECTIVE_BINARY_OBJECTIVE_HPP_\n#define LIGHTGBM_SRC_OBJECTIVE_BINARY_OBJECTIVE_HPP_\n\n#include <LightGBM/network.h>\n#include <LightGBM/objective_function.h>\n\n#include <string>\n#include <algorithm>\n#include <cmath>\n#include <cstring>\n#include <vector>\n\nnamespace LightGBM {\n/*!\n* \\brief Objective function for binary classification\n*/\nclass BinaryLogloss: public ObjectiveFunction {\n public:\n  explicit BinaryLogloss(const Config& config,\n                         std::function<bool(label_t)> is_pos = nullptr)\n      : deterministic_(config.deterministic) {\n    sigmoid_ = static_cast<double>(config.sigmoid);\n    if (sigmoid_ <= 0.0) {\n      Log::Fatal(\"Sigmoid parameter %f should be greater than zero\", sigmoid_);\n    }\n    is_unbalance_ = config.is_unbalance;\n    scale_pos_weight_ = static_cast<double>(config.scale_pos_weight);\n    if (is_unbalance_ && std::fabs(scale_pos_weight_ - 1.0f) > 1e-6) {\n      Log::Fatal(\"Cannot set is_unbalance and scale_pos_weight at the same time\");\n    }\n    is_pos_ = is_pos;\n    if (is_pos_ == nullptr) {\n      is_pos_ = [](label_t label) { return label > 0; };\n    }\n  }\n\n  explicit BinaryLogloss(const std::vector<std::string>& strs)\n      : deterministic_(false) {\n    sigmoid_ = -1;\n    for (auto str : strs) {\n      auto tokens = Common::Split(str.c_str(), ':');\n      if (tokens.size() == 2) {\n        if (tokens[0] == std::string(\"sigmoid\")) {\n          Common::Atof(tokens[1].c_str(), &sigmoid_);\n        }\n      }\n    }\n    if (sigmoid_ <= 0.0) {\n      Log::Fatal(\"Sigmoid parameter %f should be greater than zero\", sigmoid_);\n    }\n  }\n\n  ~BinaryLogloss() {}\n\n  void Init(const Metadata& metadata, data_size_t num_data) override {\n    num_data_ = num_data;\n    label_ = metadata.label();\n    weights_ = metadata.weights();\n    data_size_t cnt_positive = 0;\n    data_size_t cnt_negative = 0;\n    // count for positive and negative samples\n    #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:cnt_positive, cnt_negative)\n    for (data_size_t i = 0; i < num_data_; ++i) {\n      if (is_pos_(label_[i])) {\n        ++cnt_positive;\n      } else {\n        ++cnt_negative;\n      }\n    }\n    num_pos_data_ = cnt_positive;\n    if (Network::num_machines() > 1) {\n      cnt_positive = Network::GlobalSyncUpBySum(cnt_positive);\n      cnt_negative = Network::GlobalSyncUpBySum(cnt_negative);\n    }\n    need_train_ = true;\n    if (cnt_negative == 0 || cnt_positive == 0) {\n      Log::Warning(\"Contains only one class\");\n      // not need to boost.\n      need_train_ = false;\n    }\n    Log::Info(\"Number of positive: %d, number of negative: %d\", cnt_positive, cnt_negative);\n    // use -1 for negative class, and 1 for positive class\n    label_val_[0] = -1;\n    label_val_[1] = 1;\n    // weight for label\n    label_weights_[0] = 1.0f;\n    label_weights_[1] = 1.0f;\n    // if using unbalance, change the labels weight\n    if (is_unbalance_ && cnt_positive > 0 && cnt_negative > 0) {\n      if (cnt_positive > cnt_negative) {\n        label_weights_[1] = 1.0f;\n        label_weights_[0] = static_cast<double>(cnt_positive) / cnt_negative;\n      } else {\n        label_weights_[1] = static_cast<double>(cnt_negative) / cnt_positive;\n        label_weights_[0] = 1.0f;\n      }\n    }\n    label_weights_[1] *= scale_pos_weight_;\n  }\n\n  void GetGradients(const double* score, score_t* gradients, score_t* hessians) const override {\n    if (!need_train_) {\n      return;\n    }\n    if (weights_ == nullptr) {\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n      for (data_size_t i = 0; i < num_data_; ++i) {\n        // get label and label weights\n        const int is_pos = is_pos_(label_[i]);\n        const int label = label_val_[is_pos];\n        const double label_weight = label_weights_[is_pos];\n        // calculate gradients and hessians\n        const double response = -label * sigmoid_ / (1.0f + std::exp(label * sigmoid_ * score[i]));\n        const double abs_response = fabs(response);\n        gradients[i] = static_cast<score_t>(response * label_weight);\n        hessians[i] = static_cast<score_t>(abs_response * (sigmoid_ - abs_response) * label_weight);\n      }\n    } else {\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n      for (data_size_t i = 0; i < num_data_; ++i) {\n        // get label and label weights\n        const int is_pos = is_pos_(label_[i]);\n        const int label = label_val_[is_pos];\n        const double label_weight = label_weights_[is_pos];\n        // calculate gradients and hessians\n        const double response = -label * sigmoid_ / (1.0f + std::exp(label * sigmoid_ * score[i]));\n        const double abs_response = fabs(response);\n        gradients[i] = static_cast<score_t>(response * label_weight * weights_[i]);\n        hessians[i] = static_cast<score_t>(abs_response * (sigmoid_ - abs_response) * label_weight * weights_[i]);\n      }\n    }\n  }\n\n  // implement custom average to boost from (if enabled among options)\n  double BoostFromScore(int) const override {\n    double suml = 0.0f;\n    double sumw = 0.0f;\n    if (weights_ != nullptr) {\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:suml, sumw) if (!deterministic_)\n      for (data_size_t i = 0; i < num_data_; ++i) {\n        suml += is_pos_(label_[i]) * weights_[i];\n        sumw += weights_[i];\n      }\n    } else {\n      sumw = static_cast<double>(num_data_);\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:suml) if (!deterministic_)\n      for (data_size_t i = 0; i < num_data_; ++i) {\n        suml += is_pos_(label_[i]);\n      }\n    }\n    if (Network::num_machines() > 1) {\n      suml = Network::GlobalSyncUpBySum(suml);\n      sumw = Network::GlobalSyncUpBySum(sumw);\n    }\n    double pavg = suml / sumw;\n    pavg = std::min(pavg, 1.0 - kEpsilon);\n    pavg = std::max<double>(pavg, kEpsilon);\n    double initscore = std::log(pavg / (1.0f - pavg)) / sigmoid_;\n    Log::Info(\"[%s:%s]: pavg=%f -> initscore=%f\", GetName(), __func__, pavg, initscore);\n    return initscore;\n  }\n\n  bool ClassNeedTrain(int /*class_id*/) const override {\n    return need_train_;\n  }\n\n  const char* GetName() const override {\n    return \"binary\";\n  }\n\n  void ConvertOutput(const double* input, double* output) const override {\n    output[0] = 1.0f / (1.0f + std::exp(-sigmoid_ * input[0]));\n  }\n\n  std::string ToString() const override {\n    std::stringstream str_buf;\n    str_buf << GetName() << \" \";\n    str_buf << \"sigmoid:\" << sigmoid_;\n    return str_buf.str();\n  }\n\n  bool SkipEmptyClass() const override { return true; }\n\n  bool NeedAccuratePrediction() const override { return false; }\n\n  data_size_t NumPositiveData() const override { return num_pos_data_; }\n\n protected:\n  /*! \\brief Number of data */\n  data_size_t num_data_;\n  /*! \\brief Number of positive samples */\n  data_size_t num_pos_data_;\n  /*! \\brief Pointer of label */\n  const label_t* label_;\n  /*! \\brief True if using unbalance training */\n  bool is_unbalance_;\n  /*! \\brief Sigmoid parameter */\n  double sigmoid_;\n  /*! \\brief Values for positive and negative labels */\n  int label_val_[2];\n  /*! \\brief Weights for positive and negative labels */\n  double label_weights_[2];\n  /*! \\brief Weights for data */\n  const label_t* weights_;\n  double scale_pos_weight_;\n  std::function<bool(label_t)> is_pos_;\n  bool need_train_;\n  const bool deterministic_;\n};\n\n}  // namespace LightGBM\n#endif   // LIGHTGBM_SRC_OBJECTIVE_BINARY_OBJECTIVE_HPP_\n"
  },
  {
    "path": "src/objective/cuda/cuda_binary_objective.cpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n\n#ifdef USE_CUDA\n\n#include \"cuda_binary_objective.hpp\"\n\n#include <string>\n#include <vector>\n\nnamespace LightGBM {\n\nCUDABinaryLogloss::CUDABinaryLogloss(const Config& config):\nCUDAObjectiveInterface<BinaryLogloss>(config), ova_class_id_(-1) {\n  cuda_label_ = nullptr;\n  cuda_weights_ = nullptr;\n}\n\nCUDABinaryLogloss::CUDABinaryLogloss(const Config& config, const int ova_class_id):\nCUDAObjectiveInterface<BinaryLogloss>(config), ova_class_id_(ova_class_id) {\n  is_pos_ = [ova_class_id](label_t label) { return static_cast<int>(label) == ova_class_id; };\n}\n\nCUDABinaryLogloss::CUDABinaryLogloss(const std::vector<std::string>& strs): CUDAObjectiveInterface<BinaryLogloss>(strs) {}\n\nCUDABinaryLogloss::~CUDABinaryLogloss() {}\n\nvoid CUDABinaryLogloss::Init(const Metadata& metadata, data_size_t num_data) {\n  CUDAObjectiveInterface<BinaryLogloss>::Init(metadata, num_data);\n  if (ova_class_id_ == -1) {\n    cuda_label_ = metadata.cuda_metadata()->cuda_label();\n    cuda_ova_label_.Clear();\n  } else {\n    cuda_ova_label_.Resize(static_cast<size_t>(num_data));\n    CopyFromHostToCUDADevice<label_t>(cuda_ova_label_.RawData(), metadata.cuda_metadata()->cuda_label(), static_cast<size_t>(num_data), __FILE__, __LINE__);\n    LaunchResetOVACUDALabelKernel();\n    cuda_label_ = cuda_ova_label_.RawData();\n  }\n  cuda_weights_ = metadata.cuda_metadata()->cuda_weights();\n  cuda_boost_from_score_.Resize(1);\n  SetCUDAMemory<double>(cuda_boost_from_score_.RawData(), 0, 1, __FILE__, __LINE__);\n  cuda_sum_weights_.Resize(1);\n  SetCUDAMemory<double>(cuda_sum_weights_.RawData(), 0, 1, __FILE__, __LINE__);\n  if (label_weights_[0] != 1.0f || label_weights_[1] != 1.0f) {\n    cuda_label_weights_.Resize(2);\n    CopyFromHostToCUDADevice<double>(cuda_label_weights_.RawData(), label_weights_, 2, __FILE__, __LINE__);\n  } else {\n    cuda_label_weights_.Clear();\n  }\n}\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/objective/cuda/cuda_binary_objective.cu",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n * Modifications Copyright(C) 2023 Advanced Micro Devices, Inc. All rights reserved.\n */\n\n#ifdef USE_CUDA\n\n#include \"cuda_binary_objective.hpp\"\n\n#include <LightGBM/cuda/cuda_rocm_interop.h>\n\n#include <algorithm>\n\nnamespace LightGBM {\n\ntemplate <bool USE_WEIGHT>\n__global__ void BoostFromScoreKernel_1_BinaryLogloss(const label_t* cuda_labels, const data_size_t num_data, double* out_cuda_sum_labels,\n                                                     double* out_cuda_sum_weights, const label_t* cuda_weights) {\n  __shared__ double shared_buffer[WARPSIZE];\n  const uint32_t mask = 0xffffffff;\n  const uint32_t warpLane = threadIdx.x % warpSize;\n  const uint32_t warpID = threadIdx.x / warpSize;\n  const uint32_t num_warp = blockDim.x / warpSize;\n  const data_size_t index = static_cast<data_size_t>(threadIdx.x + blockIdx.x * blockDim.x);\n  double label_value = 0.0;\n  double weight_value = 0.0;\n  if (index < num_data) {\n    if (USE_WEIGHT) {\n      const label_t cuda_label = cuda_labels[index];\n      const double sample_weight = cuda_weights[index];\n      const label_t label = cuda_label > 0 ? 1 : 0;\n      label_value = label * sample_weight;\n      weight_value = sample_weight;\n    } else {\n      const label_t cuda_label = cuda_labels[index];\n      label_value = cuda_label > 0 ? 1 : 0;\n    }\n  }\n  for (uint32_t offset = warpSize / 2; offset >= 1; offset >>= 1) {\n    label_value += __shfl_down_sync(mask, label_value, offset);\n  }\n  if (warpLane == 0) {\n    shared_buffer[warpID] = label_value;\n  }\n  __syncthreads();\n  if (warpID == 0) {\n    label_value = (warpLane < num_warp ? shared_buffer[warpLane] : 0);\n    for (uint32_t offset = warpSize / 2; offset >= 1; offset >>= 1) {\n      label_value += __shfl_down_sync(mask, label_value, offset);\n    }\n  }\n  __syncthreads();\n  if (USE_WEIGHT) {\n    for (uint32_t offset = warpSize / 2; offset >= 1; offset >>= 1) {\n      weight_value += __shfl_down_sync(mask, weight_value, offset);\n    }\n    if (warpLane == 0) {\n      shared_buffer[warpID] = weight_value;\n    }\n    __syncthreads();\n    if (warpID == 0) {\n      weight_value = (warpLane < num_warp ? shared_buffer[warpLane] : 0);\n      for (uint32_t offset = warpSize / 2; offset >= 1; offset >>= 1) {\n        weight_value += __shfl_down_sync(mask, weight_value, offset);\n      }\n    }\n    __syncthreads();\n  }\n  if (threadIdx.x == 0) {\n    atomicAdd_system(out_cuda_sum_labels, label_value);\n    if (USE_WEIGHT) {\n      atomicAdd_system(out_cuda_sum_weights, weight_value);\n    }\n  }\n}\n\ntemplate <bool USE_WEIGHT>\n__global__ void BoostFromScoreKernel_2_BinaryLogloss(double* out_cuda_sum_labels, double* out_cuda_sum_weights,\n                                                     const data_size_t num_data, const double sigmoid) {\n  const double suml = *out_cuda_sum_labels;\n  const double sumw = USE_WEIGHT ? *out_cuda_sum_weights : static_cast<double>(num_data);\n  double pavg = suml / sumw;\n  pavg = min(pavg, 1.0 - kEpsilon);\n  pavg = max(pavg, kEpsilon);\n  const double init_score = log(pavg / (1.0f - pavg)) / sigmoid;\n  *out_cuda_sum_weights = pavg;\n  *out_cuda_sum_labels = init_score;\n}\n\ndouble CUDABinaryLogloss::LaunchCalcInitScoreKernel(const int /*class_id*/) const {\n  const int num_blocks = (num_data_ + CALC_INIT_SCORE_BLOCK_SIZE_BINARY - 1) / CALC_INIT_SCORE_BLOCK_SIZE_BINARY;\n  SetCUDAMemory<double>(cuda_boost_from_score_.RawData(), 0, 1, __FILE__, __LINE__);\n  if (cuda_weights_ == nullptr) {\n    BoostFromScoreKernel_1_BinaryLogloss<false><<<num_blocks, CALC_INIT_SCORE_BLOCK_SIZE_BINARY>>>\n      (cuda_label_, num_data_, cuda_boost_from_score_.RawData(), cuda_sum_weights_.RawData(), cuda_weights_);\n  } else {\n    BoostFromScoreKernel_1_BinaryLogloss<true><<<num_blocks, CALC_INIT_SCORE_BLOCK_SIZE_BINARY>>>\n      (cuda_label_, num_data_, cuda_boost_from_score_.RawData(), cuda_sum_weights_.RawData(), cuda_weights_);\n  }\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n  if (cuda_weights_ == nullptr) {\n    if (nccl_communicator_ == nullptr) {\n      BoostFromScoreKernel_2_BinaryLogloss<false><<<1, 1>>>(cuda_boost_from_score_.RawData(), cuda_sum_weights_.RawData(), num_data_, sigmoid_);\n    } else {\n      NCCLAllReduce<double>(cuda_boost_from_score_.RawData(), cuda_boost_from_score_.RawData(), 1, ncclFloat64, ncclSum, nccl_communicator_);\n      const data_size_t global_num_data = NCCLAllReduce<data_size_t>(num_data_, ncclInt32, ncclSum, nccl_communicator_);\n      BoostFromScoreKernel_2_BinaryLogloss<false><<<1, 1>>>(cuda_boost_from_score_.RawData(), cuda_sum_weights_.RawData(), global_num_data, sigmoid_);\n    }\n  } else {\n    if (nccl_communicator_ == nullptr) {\n      BoostFromScoreKernel_2_BinaryLogloss<true><<<1, 1>>>(cuda_boost_from_score_.RawData(), cuda_sum_weights_.RawData(), num_data_, sigmoid_);\n    } else {\n      NCCLAllReduce<double>(cuda_boost_from_score_.RawData(), cuda_boost_from_score_.RawData(), 1, ncclFloat64, ncclSum, nccl_communicator_);\n      NCCLAllReduce<double>(cuda_sum_weights_.RawData(), cuda_sum_weights_.RawData(), 1, ncclFloat64, ncclSum, nccl_communicator_);\n      BoostFromScoreKernel_2_BinaryLogloss<true><<<1, 1>>>(cuda_boost_from_score_.RawData(), cuda_sum_weights_.RawData(), num_data_, sigmoid_);\n    }\n  }\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n  double boost_from_score = 0.0f;\n  CopyFromCUDADeviceToHost<double>(&boost_from_score, cuda_boost_from_score_.RawData(), 1, __FILE__, __LINE__);\n  double pavg = 0.0f;\n  CopyFromCUDADeviceToHost<double>(&pavg, cuda_sum_weights_.RawData(), 1, __FILE__, __LINE__);\n  // for some test cases in test_utilities.py which check the log output\n  Log::Info(\"[%s:%s]: pavg=%f -> initscore=%f\",  GetName(), \"BoostFromScore\", pavg, boost_from_score);\n  return boost_from_score;\n}\n\ntemplate <bool USE_LABEL_WEIGHT, bool USE_WEIGHT>\n__global__ void GetGradientsKernel_BinaryLogloss(const double* cuda_scores, const label_t* cuda_labels,\n  const double* cuda_label_weights, const label_t* cuda_weights,\n  const double sigmoid, const data_size_t num_data,\n  score_t* cuda_out_gradients, score_t* cuda_out_hessians) {\n  const data_size_t data_index = static_cast<data_size_t>(blockDim.x * blockIdx.x + threadIdx.x);\n  if (data_index < num_data) {\n    const label_t cuda_label = static_cast<int>(cuda_labels[data_index]);\n    const int label = cuda_label > 0 ? 1 : -1;\n    const double response = -label * sigmoid / (1.0f + exp(label * sigmoid * cuda_scores[data_index]));\n    const double abs_response = fabs(response);\n    if (!USE_WEIGHT) {\n      if (USE_LABEL_WEIGHT) {\n        const double label_weight = cuda_label_weights[label];\n        cuda_out_gradients[data_index] = static_cast<score_t>(response * label_weight);\n        cuda_out_hessians[data_index] = static_cast<score_t>(abs_response * (sigmoid - abs_response) * label_weight);\n      } else {\n        cuda_out_gradients[data_index] = static_cast<score_t>(response);\n        cuda_out_hessians[data_index] = static_cast<score_t>(abs_response * (sigmoid - abs_response));\n      }\n    } else {\n      const double sample_weight = cuda_weights[data_index];\n      if (USE_LABEL_WEIGHT) {\n        const double label_weight = cuda_label_weights[label];\n        cuda_out_gradients[data_index] = static_cast<score_t>(response * label_weight * sample_weight);\n        cuda_out_hessians[data_index] = static_cast<score_t>(abs_response * (sigmoid - abs_response) * label_weight * sample_weight);\n      } else {\n        cuda_out_gradients[data_index] = static_cast<score_t>(response * sample_weight);\n        cuda_out_hessians[data_index] = static_cast<score_t>(abs_response * (sigmoid - abs_response) * sample_weight);\n      }\n    }\n  }\n}\n\n#define GetGradientsKernel_BinaryLogloss_ARGS \\\n  scores, \\\n  cuda_label_, \\\n  cuda_label_weights_.RawData(), \\\n  cuda_weights_, \\\n  sigmoid_, \\\n  num_data_, \\\n  gradients, \\\n  hessians\n\nvoid CUDABinaryLogloss::LaunchGetGradientsKernel(const double* scores, score_t* gradients, score_t* hessians) const {\n  const int num_blocks = (num_data_ + GET_GRADIENTS_BLOCK_SIZE_BINARY - 1) / GET_GRADIENTS_BLOCK_SIZE_BINARY;\n  if (cuda_label_weights_.Size() == 0) {\n    if (cuda_weights_ == nullptr) {\n      GetGradientsKernel_BinaryLogloss<false, false><<<num_blocks, GET_GRADIENTS_BLOCK_SIZE_BINARY>>>(GetGradientsKernel_BinaryLogloss_ARGS);\n    } else {\n      GetGradientsKernel_BinaryLogloss<false, true><<<num_blocks, GET_GRADIENTS_BLOCK_SIZE_BINARY>>>(GetGradientsKernel_BinaryLogloss_ARGS);\n    }\n  } else {\n    if (cuda_weights_ == nullptr) {\n      GetGradientsKernel_BinaryLogloss<true, false><<<num_blocks, GET_GRADIENTS_BLOCK_SIZE_BINARY>>>(GetGradientsKernel_BinaryLogloss_ARGS);\n    } else {\n      GetGradientsKernel_BinaryLogloss<true, true><<<num_blocks, GET_GRADIENTS_BLOCK_SIZE_BINARY>>>(GetGradientsKernel_BinaryLogloss_ARGS);\n    }\n  }\n}\n\n#undef GetGradientsKernel_BinaryLogloss_ARGS\n\n__global__ void ConvertOutputCUDAKernel_BinaryLogloss(const double sigmoid, const data_size_t num_data, const double* input, double* output) {\n  const data_size_t data_index = static_cast<data_size_t>(blockIdx.x * blockDim.x + threadIdx.x);\n  if (data_index < num_data) {\n    output[data_index] = 1.0f / (1.0f + exp(-sigmoid * input[data_index]));\n  }\n}\n\nconst double* CUDABinaryLogloss::LaunchConvertOutputCUDAKernel(const data_size_t num_data, const double* input, double* output) const {\n  const int num_blocks = (num_data + GET_GRADIENTS_BLOCK_SIZE_BINARY - 1) / GET_GRADIENTS_BLOCK_SIZE_BINARY;\n  ConvertOutputCUDAKernel_BinaryLogloss<<<num_blocks, GET_GRADIENTS_BLOCK_SIZE_BINARY>>>(sigmoid_, num_data, input, output);\n  return output;\n}\n\n__global__ void ResetOVACUDALabelKernel(\n  const int ova_class_id,\n  const data_size_t num_data,\n  label_t* cuda_label) {\n  const data_size_t data_index = static_cast<data_size_t>(threadIdx.x + blockIdx.x * blockDim.x);\n  if (data_index < num_data) {\n    const int int_label = static_cast<int>(cuda_label[data_index]);\n    cuda_label[data_index] = (int_label == ova_class_id ? 1.0f : 0.0f);\n  }\n}\n\nvoid CUDABinaryLogloss::LaunchResetOVACUDALabelKernel() const {\n  const int num_blocks = (num_data_ + GET_GRADIENTS_BLOCK_SIZE_BINARY - 1) / GET_GRADIENTS_BLOCK_SIZE_BINARY;\n  ResetOVACUDALabelKernel<<<num_blocks, GET_GRADIENTS_BLOCK_SIZE_BINARY>>>(ova_class_id_, num_data_, cuda_ova_label_.RawData());\n}\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/objective/cuda/cuda_binary_objective.hpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n\n#ifndef LIGHTGBM_SRC_OBJECTIVE_CUDA_CUDA_BINARY_OBJECTIVE_HPP_\n#define LIGHTGBM_SRC_OBJECTIVE_CUDA_CUDA_BINARY_OBJECTIVE_HPP_\n\n#ifdef USE_CUDA\n\n#define GET_GRADIENTS_BLOCK_SIZE_BINARY (1024)\n#define CALC_INIT_SCORE_BLOCK_SIZE_BINARY (1024)\n\n#include <LightGBM/cuda/cuda_objective_function.hpp>\n\n#include <string>\n#include <vector>\n\n#include \"../binary_objective.hpp\"\n\nnamespace LightGBM {\n\nclass CUDABinaryLogloss : public CUDAObjectiveInterface<BinaryLogloss> {\n public:\n  explicit CUDABinaryLogloss(const Config& config);\n\n  explicit CUDABinaryLogloss(const Config& config, const int ova_class_id);\n\n  explicit CUDABinaryLogloss(const std::vector<std::string>& strs);\n\n  ~CUDABinaryLogloss();\n\n  void Init(const Metadata& metadata, data_size_t num_data) override;\n\n  bool NeedConvertOutputCUDA() const override { return true; }\n\n private:\n  void LaunchGetGradientsKernel(const double* scores, score_t* gradients, score_t* hessians) const override;\n\n  double LaunchCalcInitScoreKernel(const int class_id) const override;\n\n  const double* LaunchConvertOutputCUDAKernel(const data_size_t num_data, const double* input, double* output) const override;\n\n  void LaunchResetOVACUDALabelKernel() const;\n\n  // CUDA memory, held by other objects\n  const label_t* cuda_label_;\n  CUDAVector<label_t> cuda_ova_label_;\n  const label_t* cuda_weights_;\n\n  // CUDA memory, held by this object\n  CUDAVector<double> cuda_boost_from_score_;\n  CUDAVector<double> cuda_sum_weights_;\n  CUDAVector<double> cuda_label_weights_;\n  const int ova_class_id_ = -1;\n};\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n\n#endif  // LIGHTGBM_SRC_OBJECTIVE_CUDA_CUDA_BINARY_OBJECTIVE_HPP_\n"
  },
  {
    "path": "src/objective/cuda/cuda_multiclass_objective.cpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#ifdef USE_CUDA\n\n#include \"cuda_multiclass_objective.hpp\"\n\n#include <string>\n#include <vector>\n\nnamespace LightGBM {\n\nCUDAMulticlassSoftmax::CUDAMulticlassSoftmax(const Config& config): CUDAObjectiveInterface<MulticlassSoftmax>(config) {}\n\nCUDAMulticlassSoftmax::CUDAMulticlassSoftmax(const std::vector<std::string>& strs): CUDAObjectiveInterface<MulticlassSoftmax>(strs) {}\n\nCUDAMulticlassSoftmax::~CUDAMulticlassSoftmax() {}\n\nvoid CUDAMulticlassSoftmax::Init(const Metadata& metadata, data_size_t num_data) {\n  CUDAObjectiveInterface<MulticlassSoftmax>::Init(metadata, num_data);\n  cuda_softmax_buffer_.Resize(static_cast<size_t>(num_data) * static_cast<size_t>(num_class_));\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n}\n\n\nCUDAMulticlassOVA::CUDAMulticlassOVA(const Config& config): CUDAObjectiveInterface<MulticlassOVA>(config) {\n  for (int i = 0; i < num_class_; ++i) {\n    cuda_binary_loss_.emplace_back(new CUDABinaryLogloss(config, i));\n  }\n}\n\nCUDAMulticlassOVA::CUDAMulticlassOVA(const std::vector<std::string>& strs): CUDAObjectiveInterface<MulticlassOVA>(strs) {}\n\nCUDAMulticlassOVA::~CUDAMulticlassOVA() {}\n\nvoid CUDAMulticlassOVA::Init(const Metadata& metadata, data_size_t num_data) {\n  MulticlassOVA::Init(metadata, num_data);\n  for (int i = 0; i < num_class_; ++i) {\n    cuda_binary_loss_[i]->Init(metadata, num_data);\n  }\n}\n\nvoid CUDAMulticlassOVA::GetGradients(const double* score, score_t* gradients, score_t* hessians) const {\n  for (int i = 0; i < num_class_; ++i) {\n    int64_t offset = static_cast<int64_t>(num_data_) * i;\n    cuda_binary_loss_[i]->GetGradients(score + offset, gradients + offset, hessians + offset);\n  }\n}\n\nconst double* CUDAMulticlassOVA::ConvertOutputCUDA(const data_size_t num_data, const double* input, double* output) const {\n  for (int i = 0; i < num_class_; ++i) {\n    cuda_binary_loss_[i]->ConvertOutputCUDA(num_data, input + i * num_data, output + i * num_data);\n  }\n  return output;\n}\n\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/objective/cuda/cuda_rank_objective.cu",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n * Modifications Copyright(C) 2023 Advanced Micro Devices, Inc. All rights reserved.\n */\n\n#ifdef USE_CUDA\n\n#include \"cuda_rank_objective.hpp\"\n\n#include <LightGBM/cuda/cuda_algorithms.hpp>\n#include <random>\n#include <algorithm>\n\nnamespace LightGBM {\n\ntemplate <bool MAX_ITEM_GREATER_THAN_1024, data_size_t NUM_RANK_LABEL>\n__global__ void GetGradientsKernel_LambdarankNDCG(const double* cuda_scores, const label_t* cuda_labels, const data_size_t num_data,\n  const data_size_t num_queries, const data_size_t* cuda_query_boundaries, const double* cuda_inverse_max_dcgs,\n  const bool norm, const double sigmoid, const int truncation_level, const double* cuda_label_gain, const data_size_t num_rank_label,\n  score_t* cuda_out_gradients, score_t* cuda_out_hessians) {\n  __shared__ score_t shared_scores[MAX_ITEM_GREATER_THAN_1024 ? 2048 : 1024];\n  __shared__ uint16_t shared_indices[MAX_ITEM_GREATER_THAN_1024 ? 2048 : 1024];\n  __shared__ score_t shared_lambdas[MAX_ITEM_GREATER_THAN_1024 ? 2048 : 1024];\n  __shared__ score_t shared_hessians[MAX_ITEM_GREATER_THAN_1024 ? 2048 : 1024];\n  __shared__ double shared_label_gain[NUM_RANK_LABEL > 1024 ? 1 : NUM_RANK_LABEL];\n  const double* label_gain_ptr = nullptr;\n  if (NUM_RANK_LABEL <= 1024) {\n    for (uint32_t i = threadIdx.x; i < num_rank_label; i += blockDim.x) {\n      shared_label_gain[i] = cuda_label_gain[i];\n    }\n    __syncthreads();\n    label_gain_ptr = shared_label_gain;\n  } else {\n    label_gain_ptr = cuda_label_gain;\n  }\n  const data_size_t query_index_start = static_cast<data_size_t>(blockIdx.x) * NUM_QUERY_PER_BLOCK;\n  const data_size_t query_index_end = min(query_index_start + NUM_QUERY_PER_BLOCK, num_queries);\n  for (data_size_t query_index = query_index_start; query_index < query_index_end; ++query_index) {\n    const double inverse_max_dcg = cuda_inverse_max_dcgs[query_index];\n    const data_size_t query_start = cuda_query_boundaries[query_index];\n    const data_size_t query_end = cuda_query_boundaries[query_index + 1];\n    const data_size_t query_item_count = query_end - query_start;\n    const double* cuda_scores_pointer = cuda_scores + query_start;\n    score_t* cuda_out_gradients_pointer = cuda_out_gradients + query_start;\n    score_t* cuda_out_hessians_pointer = cuda_out_hessians + query_start;\n    const label_t* cuda_label_pointer = cuda_labels + query_start;\n    if (threadIdx.x < query_item_count) {\n      shared_scores[threadIdx.x] = cuda_scores_pointer[threadIdx.x];\n      shared_indices[threadIdx.x] = static_cast<uint16_t>(threadIdx.x);\n      shared_lambdas[threadIdx.x] = 0.0f;\n      shared_hessians[threadIdx.x] = 0.0f;\n    } else {\n      shared_scores[threadIdx.x] = kMinScore;\n      shared_indices[threadIdx.x] = static_cast<uint16_t>(threadIdx.x);\n    }\n    if (MAX_ITEM_GREATER_THAN_1024) {\n      if (query_item_count > 1024) {\n        const unsigned int threadIdx_x_plus_1024 = threadIdx.x + 1024;\n        if (threadIdx_x_plus_1024 < query_item_count) {\n          shared_scores[threadIdx_x_plus_1024] = cuda_scores_pointer[threadIdx_x_plus_1024];\n          shared_indices[threadIdx_x_plus_1024] = static_cast<uint16_t>(threadIdx_x_plus_1024);\n          shared_lambdas[threadIdx_x_plus_1024] = 0.0f;\n          shared_hessians[threadIdx_x_plus_1024] = 0.0f;\n        } else {\n          shared_scores[threadIdx_x_plus_1024] = kMinScore;\n          shared_indices[threadIdx_x_plus_1024] = static_cast<uint16_t>(threadIdx_x_plus_1024);\n        }\n      }\n    }\n    __syncthreads();\n    if (MAX_ITEM_GREATER_THAN_1024) {\n      if (query_item_count > 1024) {\n        BitonicArgSort_2048<score_t, uint16_t, false>(shared_scores, shared_indices);\n      } else {\n        BitonicArgSort_1024<score_t, uint16_t, false>(shared_scores, shared_indices, static_cast<uint16_t>(query_item_count));\n      }\n    } else {\n      BitonicArgSort_1024<score_t, uint16_t, false>(shared_scores, shared_indices, static_cast<uint16_t>(query_item_count));\n    }\n    __syncthreads();\n    // get best and worst score\n    const double best_score = shared_scores[shared_indices[0]];\n    data_size_t worst_idx = query_item_count - 1;\n    if (worst_idx > 0 && shared_scores[shared_indices[worst_idx]] == kMinScore) {\n      worst_idx -= 1;\n    }\n    const double worst_score = shared_scores[shared_indices[worst_idx]];\n    __shared__ double sum_lambdas;\n    if (threadIdx.x == 0) {\n      sum_lambdas = 0.0f;\n    }\n    __syncthreads();\n    // start accumulate lambdas by pairs that contain at least one document above truncation level\n    const data_size_t num_items_i = min(query_item_count - 1, truncation_level);\n    const data_size_t num_j_per_i = query_item_count - 1;\n    const data_size_t s = num_j_per_i - num_items_i + 1;\n    const data_size_t num_pairs = (num_j_per_i + s) * num_items_i / 2;\n    double thread_sum_lambdas = 0.0f;\n    for (data_size_t pair_index = static_cast<data_size_t>(threadIdx.x); pair_index < num_pairs; pair_index += static_cast<data_size_t>(blockDim.x)) {\n      const double square = 2 * static_cast<double>(pair_index) + s * s - s;\n      const double sqrt_result = floor(sqrt(square));\n      const data_size_t row_index = static_cast<data_size_t>(floor(sqrt(square - sqrt_result)) + 1 - s);\n      const data_size_t i = num_items_i - 1 - row_index;\n      const data_size_t j = num_j_per_i - (pair_index - (2 * s + row_index - 1) * row_index / 2);\n      if (cuda_label_pointer[shared_indices[i]] != cuda_label_pointer[shared_indices[j]] && shared_scores[shared_indices[j]] != kMinScore) {\n        data_size_t high_rank, low_rank;\n        if (cuda_label_pointer[shared_indices[i]] > cuda_label_pointer[shared_indices[j]]) {\n          high_rank = i;\n          low_rank = j;\n        } else {\n          high_rank = j;\n          low_rank = i;\n        }\n        const data_size_t high = shared_indices[high_rank];\n        const int high_label = static_cast<int>(cuda_label_pointer[high]);\n        const double high_score = shared_scores[high];\n        const double high_label_gain = label_gain_ptr[high_label];\n        const double high_discount = log2(2.0f + high_rank);\n        const data_size_t low = shared_indices[low_rank];\n        const int low_label = static_cast<int>(cuda_label_pointer[low]);\n        const double low_score = shared_scores[low];\n        const double low_label_gain = label_gain_ptr[low_label];\n        const double low_discount = log2(2.0f + low_rank);\n\n        const double delta_score = high_score - low_score;\n\n        // get dcg gap\n        const double dcg_gap = high_label_gain - low_label_gain;\n        // get discount of this pair\n        const double paired_discount = fabs(high_discount - low_discount);\n        // get delta NDCG\n        double delta_pair_NDCG = dcg_gap * paired_discount * inverse_max_dcg;\n        // regular the delta_pair_NDCG by score distance\n        if (norm && best_score != worst_score) {\n          delta_pair_NDCG /= (0.01f + fabs(delta_score));\n        }\n        // calculate lambda for this pair\n        double p_lambda = 1.0f / (1.0f + exp(sigmoid * delta_score));\n        double p_hessian = p_lambda * (1.0f - p_lambda);\n        // update\n        p_lambda *= -sigmoid * delta_pair_NDCG;\n        p_hessian *= sigmoid * sigmoid * delta_pair_NDCG;\n        atomicAdd_block(shared_lambdas + low, -static_cast<score_t>(p_lambda));\n        atomicAdd_block(shared_hessians + low, static_cast<score_t>(p_hessian));\n        atomicAdd_block(shared_lambdas + high, static_cast<score_t>(p_lambda));\n        atomicAdd_block(shared_hessians + high, static_cast<score_t>(p_hessian));\n        // lambda is negative, so use minus to accumulate\n        thread_sum_lambdas -= 2 * p_lambda;\n      }\n    }\n    atomicAdd_block(&sum_lambdas, thread_sum_lambdas);\n    __syncthreads();\n    if (norm && sum_lambdas > 0) {\n      const double norm_factor = log2(1 + sum_lambdas) / sum_lambdas;\n      if (threadIdx.x < static_cast<unsigned int>(query_item_count)) {\n        cuda_out_gradients_pointer[threadIdx.x] = static_cast<score_t>(shared_lambdas[threadIdx.x] * norm_factor);\n        cuda_out_hessians_pointer[threadIdx.x] = static_cast<score_t>(shared_hessians[threadIdx.x] * norm_factor);\n      }\n      if (MAX_ITEM_GREATER_THAN_1024) {\n        if (query_item_count > 1024) {\n          const unsigned int threadIdx_x_plus_1024 = threadIdx.x + 1024;\n          if (threadIdx_x_plus_1024 < static_cast<unsigned int>(query_item_count)) {\n            cuda_out_gradients_pointer[threadIdx_x_plus_1024] = static_cast<score_t>(shared_lambdas[threadIdx_x_plus_1024] * norm_factor);\n            cuda_out_hessians_pointer[threadIdx_x_plus_1024] = static_cast<score_t>(shared_hessians[threadIdx_x_plus_1024] * norm_factor);\n          }\n        }\n      }\n    } else {\n      if (threadIdx.x < static_cast<unsigned int>(query_item_count)) {\n        cuda_out_gradients_pointer[threadIdx.x] = static_cast<score_t>(shared_lambdas[threadIdx.x]);\n        cuda_out_hessians_pointer[threadIdx.x] = static_cast<score_t>(shared_hessians[threadIdx.x]);\n      }\n      if (MAX_ITEM_GREATER_THAN_1024) {\n        if (query_item_count > 1024) {\n          const unsigned int threadIdx_x_plus_1024 = threadIdx.x + 1024;\n          if (threadIdx_x_plus_1024 < static_cast<unsigned int>(query_item_count)) {\n            cuda_out_gradients_pointer[threadIdx_x_plus_1024] = static_cast<score_t>(shared_lambdas[threadIdx_x_plus_1024]);\n            cuda_out_hessians_pointer[threadIdx_x_plus_1024] = static_cast<score_t>(shared_hessians[threadIdx_x_plus_1024]);\n          }\n        }\n      }\n    }\n    __syncthreads();\n  }\n}\n\ntemplate <data_size_t NUM_RANK_LABEL>\n__global__ void GetGradientsKernel_LambdarankNDCG_Sorted(\n  const double* cuda_scores, const int* cuda_item_indices_buffer, const label_t* cuda_labels, const data_size_t num_data,\n  const data_size_t num_queries, const data_size_t* cuda_query_boundaries, const double* cuda_inverse_max_dcgs,\n  const bool norm, const double sigmoid, const int truncation_level, const double* cuda_label_gain, const data_size_t num_rank_label,\n  score_t* cuda_out_gradients, score_t* cuda_out_hessians) {\n  __shared__ double shared_label_gain[NUM_RANK_LABEL > 1024 ? 1 : NUM_RANK_LABEL];\n  const double* label_gain_ptr = nullptr;\n  if (NUM_RANK_LABEL <= 1024) {\n    for (uint32_t i = threadIdx.x; i < static_cast<uint32_t>(num_rank_label); i += blockDim.x) {\n      shared_label_gain[i] = cuda_label_gain[i];\n    }\n    __syncthreads();\n    label_gain_ptr = shared_label_gain;\n  } else {\n    label_gain_ptr = cuda_label_gain;\n  }\n  const data_size_t query_index_start = static_cast<data_size_t>(blockIdx.x) * NUM_QUERY_PER_BLOCK;\n  const data_size_t query_index_end = min(query_index_start + NUM_QUERY_PER_BLOCK, num_queries);\n  for (data_size_t query_index = query_index_start; query_index < query_index_end; ++query_index) {\n    const double inverse_max_dcg = cuda_inverse_max_dcgs[query_index];\n    const data_size_t query_start = cuda_query_boundaries[query_index];\n    const data_size_t query_end = cuda_query_boundaries[query_index + 1];\n    const data_size_t query_item_count = query_end - query_start;\n    const double* cuda_scores_pointer = cuda_scores + query_start;\n    const int* cuda_item_indices_buffer_pointer = cuda_item_indices_buffer + query_start;\n    score_t* cuda_out_gradients_pointer = cuda_out_gradients + query_start;\n    score_t* cuda_out_hessians_pointer = cuda_out_hessians + query_start;\n    const label_t* cuda_label_pointer = cuda_labels + query_start;\n    // get best and worst score\n    const double best_score = cuda_scores_pointer[cuda_item_indices_buffer_pointer[0]];\n    data_size_t worst_idx = query_item_count - 1;\n    if (worst_idx > 0 && cuda_scores_pointer[cuda_item_indices_buffer_pointer[worst_idx]] == kMinScore) {\n      worst_idx -= 1;\n    }\n    const double worst_score = cuda_scores_pointer[cuda_item_indices_buffer_pointer[worst_idx]];\n    __shared__ double sum_lambdas;\n    if (threadIdx.x == 0) {\n      sum_lambdas = 0.0f;\n    }\n    for (int item_index = static_cast<int>(threadIdx.x); item_index < query_item_count; item_index += static_cast<int>(blockDim.x)) {\n      cuda_out_gradients_pointer[item_index] = 0.0f;\n      cuda_out_hessians_pointer[item_index] = 0.0f;\n    }\n    __syncthreads();\n    // start accumulate lambdas by pairs that contain at least one document above truncation level\n    const data_size_t num_items_i = min(query_item_count - 1, truncation_level);\n    const data_size_t num_j_per_i = query_item_count - 1;\n    const data_size_t s = num_j_per_i - num_items_i + 1;\n    const data_size_t num_pairs = (num_j_per_i + s) * num_items_i / 2;\n    double thread_sum_lambdas = 0.0f;\n    for (data_size_t pair_index = static_cast<data_size_t>(threadIdx.x); pair_index < num_pairs; pair_index += static_cast<data_size_t>(blockDim.x)) {\n      const double square = 2 * static_cast<double>(pair_index) + s * s - s;\n      const double sqrt_result = floor(sqrt(square));\n      const data_size_t row_index = static_cast<data_size_t>(floor(sqrt(square - sqrt_result)) + 1 - s);\n      const data_size_t i = num_items_i - 1 - row_index;\n      const data_size_t j = num_j_per_i - (pair_index - (2 * s + row_index - 1) * row_index / 2);\n      if (j > i) {\n        // skip pairs with the same labels\n        if (cuda_label_pointer[cuda_item_indices_buffer_pointer[i]] != cuda_label_pointer[cuda_item_indices_buffer_pointer[j]] && cuda_scores_pointer[cuda_item_indices_buffer_pointer[j]] != kMinScore) {\n          data_size_t high_rank, low_rank;\n          if (cuda_label_pointer[cuda_item_indices_buffer_pointer[i]] > cuda_label_pointer[cuda_item_indices_buffer_pointer[j]]) {\n            high_rank = i;\n            low_rank = j;\n          } else {\n            high_rank = j;\n            low_rank = i;\n          }\n          const data_size_t high = cuda_item_indices_buffer_pointer[high_rank];\n          const int high_label = static_cast<int>(cuda_label_pointer[high]);\n          const double high_score = cuda_scores_pointer[high];\n          const double high_label_gain = label_gain_ptr[high_label];\n          const double high_discount = log2(2.0f + high_rank);\n          const data_size_t low = cuda_item_indices_buffer_pointer[low_rank];\n          const int low_label = static_cast<int>(cuda_label_pointer[low]);\n          const double low_score = cuda_scores_pointer[low];\n          const double low_label_gain = label_gain_ptr[low_label];\n          const double low_discount = log2(2.0f + low_rank);\n\n          const double delta_score = high_score - low_score;\n\n          // get dcg gap\n          const double dcg_gap = high_label_gain - low_label_gain;\n          // get discount of this pair\n          const double paired_discount = fabs(high_discount - low_discount);\n          // get delta NDCG\n          double delta_pair_NDCG = dcg_gap * paired_discount * inverse_max_dcg;\n          // regular the delta_pair_NDCG by score distance\n          if (norm && best_score != worst_score) {\n            delta_pair_NDCG /= (0.01f + fabs(delta_score));\n          }\n          // calculate lambda for this pair\n          double p_lambda = 1.0f / (1.0f + exp(sigmoid * delta_score));\n          double p_hessian = p_lambda * (1.0f - p_lambda);\n          // update\n          p_lambda *= -sigmoid * delta_pair_NDCG;\n          p_hessian *= sigmoid * sigmoid * delta_pair_NDCG;\n          atomicAdd_block(cuda_out_gradients_pointer + low, -static_cast<score_t>(p_lambda));\n          atomicAdd_block(cuda_out_hessians_pointer + low, static_cast<score_t>(p_hessian));\n          atomicAdd_block(cuda_out_gradients_pointer + high, static_cast<score_t>(p_lambda));\n          atomicAdd_block(cuda_out_hessians_pointer + high, static_cast<score_t>(p_hessian));\n          // lambda is negative, so use minus to accumulate\n          thread_sum_lambdas -= 2 * p_lambda;\n        }\n      }\n    }\n    atomicAdd_block(&sum_lambdas, thread_sum_lambdas);\n    __syncthreads();\n    if (norm && sum_lambdas > 0) {\n      const double norm_factor = log2(1 + sum_lambdas) / sum_lambdas;\n      for (int item_index = static_cast<int>(threadIdx.x); item_index < query_item_count; item_index += static_cast<int>(blockDim.x)) {\n        cuda_out_gradients_pointer[item_index] *= norm_factor;\n        cuda_out_hessians_pointer[item_index] *= norm_factor;\n      }\n    }\n    __syncthreads();\n  }\n}\n\nvoid CUDALambdarankNDCG::LaunchGetGradientsKernel(const double* score, score_t* gradients, score_t* hessians) const {\n  const int num_blocks = (num_queries_ + NUM_QUERY_PER_BLOCK - 1) / NUM_QUERY_PER_BLOCK;\n  const data_size_t num_rank_label = static_cast<int>(label_gain_.size());\n  const int device_index = GetCUDADevice(__FILE__, __LINE__);\n  cudaDeviceProp device_prop;\n  CUDASUCCESS_OR_FATAL(cudaGetDeviceProperties(&device_prop, device_index));\n\n  #define GetGradientsKernel_LambdarankNDCG_ARGS \\\n    score, cuda_labels_, num_data_, \\\n    num_queries_, cuda_query_boundaries_, cuda_inverse_max_dcgs_.RawData(), \\\n    norm_, sigmoid_, truncation_level_, cuda_label_gain_.RawData(), num_rank_label, \\\n    gradients, hessians\n\n  #define GetGradientsKernel_LambdarankNDCG_Sorted_ARGS \\\n    score, cuda_item_indices_buffer_.RawData(), cuda_labels_, num_data_, \\\n    num_queries_, cuda_query_boundaries_, cuda_inverse_max_dcgs_.RawData(), \\\n    norm_, sigmoid_, truncation_level_, cuda_label_gain_.RawData(), num_rank_label, \\\n    gradients, hessians\n\n  if (max_items_in_query_aligned_ <= 1024) {\n    if (num_rank_label <= 32 && device_prop.warpSize == 32) {\n      GetGradientsKernel_LambdarankNDCG<false, 32><<<num_blocks, max_items_in_query_aligned_>>>(GetGradientsKernel_LambdarankNDCG_ARGS);\n    } else if (num_rank_label <= 64) {\n      GetGradientsKernel_LambdarankNDCG<false, 64><<<num_blocks, max_items_in_query_aligned_>>>(GetGradientsKernel_LambdarankNDCG_ARGS);\n    } else if (num_rank_label <= 128) {\n      GetGradientsKernel_LambdarankNDCG<false, 128><<<num_blocks, max_items_in_query_aligned_>>>(GetGradientsKernel_LambdarankNDCG_ARGS);\n    } else if (num_rank_label <= 256) {\n      GetGradientsKernel_LambdarankNDCG<false, 256><<<num_blocks, max_items_in_query_aligned_>>>(GetGradientsKernel_LambdarankNDCG_ARGS);\n    } else if (num_rank_label <= 512) {\n      GetGradientsKernel_LambdarankNDCG<false, 512><<<num_blocks, max_items_in_query_aligned_>>>(GetGradientsKernel_LambdarankNDCG_ARGS);\n    } else if (num_rank_label <= 1024) {\n      GetGradientsKernel_LambdarankNDCG<false, 1024><<<num_blocks, max_items_in_query_aligned_>>>(GetGradientsKernel_LambdarankNDCG_ARGS);\n    } else {\n      GetGradientsKernel_LambdarankNDCG<false, 2048><<<num_blocks, max_items_in_query_aligned_>>>(GetGradientsKernel_LambdarankNDCG_ARGS);\n    }\n  } else if (max_items_in_query_aligned_ <= 2048) {\n    if (num_rank_label <= 32 && device_prop.warpSize == 32) {\n      GetGradientsKernel_LambdarankNDCG<true, 32><<<num_blocks, 1024>>>(GetGradientsKernel_LambdarankNDCG_ARGS);\n    } else if (num_rank_label <= 64) {\n      GetGradientsKernel_LambdarankNDCG<true, 64><<<num_blocks, 1024>>>(GetGradientsKernel_LambdarankNDCG_ARGS);\n    } else if (num_rank_label <= 128) {\n      GetGradientsKernel_LambdarankNDCG<true, 128><<<num_blocks, 1024>>>(GetGradientsKernel_LambdarankNDCG_ARGS);\n    } else if (num_rank_label <= 256) {\n      GetGradientsKernel_LambdarankNDCG<true, 256><<<num_blocks, 1024>>>(GetGradientsKernel_LambdarankNDCG_ARGS);\n    } else if (num_rank_label <= 512) {\n      GetGradientsKernel_LambdarankNDCG<true, 512><<<num_blocks, 1024>>>(GetGradientsKernel_LambdarankNDCG_ARGS);\n    } else if (num_rank_label <= 1024) {\n      GetGradientsKernel_LambdarankNDCG<true, 1024><<<num_blocks, 1024>>>(GetGradientsKernel_LambdarankNDCG_ARGS);\n    } else {\n      GetGradientsKernel_LambdarankNDCG<true, 2048><<<num_blocks, 1024>>>(GetGradientsKernel_LambdarankNDCG_ARGS);\n    }\n  } else {\n    BitonicArgSortItemsGlobal(score, num_queries_, cuda_query_boundaries_, cuda_item_indices_buffer_.RawData());\n    if (num_rank_label <= 32 && device_prop.warpSize == 32) {\n      GetGradientsKernel_LambdarankNDCG_Sorted<32><<<num_blocks, 1024>>>(GetGradientsKernel_LambdarankNDCG_Sorted_ARGS);\n    } else if (num_rank_label <= 64) {\n      GetGradientsKernel_LambdarankNDCG_Sorted<64><<<num_blocks, 1024>>>(GetGradientsKernel_LambdarankNDCG_Sorted_ARGS);\n    } else if (num_rank_label <= 128) {\n      GetGradientsKernel_LambdarankNDCG_Sorted<128><<<num_blocks, 1024>>>(GetGradientsKernel_LambdarankNDCG_Sorted_ARGS);\n    } else if (num_rank_label <= 256) {\n      GetGradientsKernel_LambdarankNDCG_Sorted<256><<<num_blocks, 1024>>>(GetGradientsKernel_LambdarankNDCG_Sorted_ARGS);\n    } else if (num_rank_label <= 512) {\n      GetGradientsKernel_LambdarankNDCG_Sorted<512><<<num_blocks, 1024>>>(GetGradientsKernel_LambdarankNDCG_Sorted_ARGS);\n    } else if (num_rank_label <= 1024) {\n      GetGradientsKernel_LambdarankNDCG_Sorted<1024><<<num_blocks, 1024>>>(GetGradientsKernel_LambdarankNDCG_Sorted_ARGS);\n    } else {\n      GetGradientsKernel_LambdarankNDCG_Sorted<2048><<<num_blocks, 1024>>>(GetGradientsKernel_LambdarankNDCG_Sorted_ARGS);\n    }\n  }\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n\n  #undef GetGradientsKernel_LambdarankNDCG_ARGS\n  #undef GetGradientsKernel_LambdarankNDCG_Sorted_ARGS\n}\n\n\n__device__ __forceinline__ double CUDAPhi(const label_t l, double g) {\n  return pow(2.0f, static_cast<double>(l)) - g;\n}\n\ntemplate <size_t SHARED_MEMORY_SIZE>\n__global__ void GetGradientsKernel_RankXENDCG_SharedMemory(\n  const double* cuda_scores,\n  const label_t* cuda_labels,\n  const double* cuda_item_rands,\n  const data_size_t num_data,\n  const data_size_t num_queries,\n  const data_size_t* cuda_query_boundaries,\n  score_t* cuda_out_gradients,\n  score_t* cuda_out_hessians) {\n  const data_size_t query_index_start = static_cast<data_size_t>(blockIdx.x) * NUM_QUERY_PER_BLOCK;\n  const data_size_t query_index_end = min(query_index_start + NUM_QUERY_PER_BLOCK, num_queries);\n  for (data_size_t query_index = query_index_start; query_index < query_index_end; ++query_index) {\n    const data_size_t item_index_start = cuda_query_boundaries[query_index];\n    const data_size_t item_index_end = cuda_query_boundaries[query_index + 1];\n    const data_size_t query_item_count = item_index_end - item_index_start;\n    score_t* cuda_out_gradients_pointer = cuda_out_gradients + item_index_start;\n    score_t* cuda_out_hessians_pointer = cuda_out_hessians + item_index_start;\n    const label_t* cuda_labels_pointer = cuda_labels + item_index_start;\n    const double* cuda_scores_pointer = cuda_scores + item_index_start;\n    const double* cuda_item_rands_pointer = cuda_item_rands + item_index_start;\n    const data_size_t block_reduce_size = query_item_count >= 1024 ? 1024 : query_item_count;\n    __shared__ double shared_rho[SHARED_MEMORY_SIZE];\n    // assert that warpSize == 32\n    __shared__ double shared_buffer[1024 / WARPSIZE];\n    __shared__ double shared_params[SHARED_MEMORY_SIZE];\n    __shared__ score_t shared_lambdas[SHARED_MEMORY_SIZE];\n    __shared__ double reduce_result;\n    if (query_item_count <= 1) {\n      for (data_size_t i = 0; i <= query_item_count; ++i) {\n        cuda_out_gradients_pointer[i] = 0.0f;\n        cuda_out_hessians_pointer[i] = 0.0f;\n      }\n      __syncthreads();\n    } else {\n      // compute softmax\n      double thread_reduce_result = kMinScore;\n      for (data_size_t i = static_cast<data_size_t>(threadIdx.x); i < query_item_count; i += static_cast<data_size_t>(blockDim.x)) {\n        const double rho = cuda_scores_pointer[i];\n        shared_rho[i] = rho;\n        if (rho > thread_reduce_result) {\n          thread_reduce_result = rho;\n        }\n      }\n      __syncthreads();\n      thread_reduce_result = ShuffleReduceMax<double>(thread_reduce_result, shared_buffer, block_reduce_size);\n      if (threadIdx.x == 0) {\n        reduce_result = thread_reduce_result;\n      }\n      __syncthreads();\n      thread_reduce_result = 0.0f;\n      for (data_size_t i = static_cast<data_size_t>(threadIdx.x); i < query_item_count; i += static_cast<data_size_t>(blockDim.x)) {\n        const double exp_value = exp(shared_rho[i] - reduce_result);\n        shared_rho[i] = exp_value;\n        thread_reduce_result += exp_value;\n      }\n      thread_reduce_result = ShuffleReduceSum<double>(thread_reduce_result, shared_buffer, block_reduce_size);\n      if (threadIdx.x == 0) {\n        reduce_result = thread_reduce_result;\n      }\n      __syncthreads();\n      for (data_size_t i = static_cast<data_size_t>(threadIdx.x); i < query_item_count; i += static_cast<data_size_t>(blockDim.x)) {\n        shared_rho[i] /= reduce_result;\n      }\n      __syncthreads();\n\n      // compute params\n      thread_reduce_result = 0.0f;\n      for (data_size_t i = static_cast<data_size_t>(threadIdx.x); i < query_item_count; i += static_cast<data_size_t>(blockDim.x)) {\n        const double param_value = CUDAPhi(cuda_labels_pointer[i], cuda_item_rands_pointer[i]);\n        shared_params[i] = param_value;\n        thread_reduce_result += param_value;\n      }\n      thread_reduce_result = ShuffleReduceSum<double>(thread_reduce_result, shared_buffer, block_reduce_size);\n      if (threadIdx.x == 0) {\n        reduce_result = thread_reduce_result;\n        reduce_result = 1.0f / max(kEpsilon, reduce_result);\n      }\n      __syncthreads();\n      const double inv_denominator = reduce_result;\n      thread_reduce_result = 0.0f;\n      for (data_size_t i = static_cast<data_size_t>(threadIdx.x); i < query_item_count; i += static_cast<data_size_t>(blockDim.x)) {\n        const double term = -shared_params[i] * inv_denominator + shared_rho[i];\n        shared_lambdas[i] = static_cast<score_t>(term);\n        shared_params[i] = term / (1.0f - shared_rho[i]);\n        thread_reduce_result += shared_params[i];\n      }\n      thread_reduce_result = ShuffleReduceSum<double>(thread_reduce_result, shared_buffer, block_reduce_size);\n      if (threadIdx.x == 0) {\n        reduce_result = thread_reduce_result;\n      }\n      __syncthreads();\n      const double sum_l1 = reduce_result;\n      thread_reduce_result = 0.0f;\n      for (data_size_t i = static_cast<data_size_t>(threadIdx.x); i < query_item_count; i += static_cast<data_size_t>(blockDim.x)) {\n        const double term = shared_rho[i] * (sum_l1 - shared_params[i]);\n        shared_lambdas[i] += static_cast<score_t>(term);\n        shared_params[i] = term / (1.0f - shared_rho[i]);\n        thread_reduce_result += shared_params[i];\n      }\n      thread_reduce_result = ShuffleReduceSum<double>(thread_reduce_result, shared_buffer, block_reduce_size);\n      if (threadIdx.x == 0) {\n        reduce_result = thread_reduce_result;\n      }\n      __syncthreads();\n      const double sum_l2 = reduce_result;\n      for (data_size_t i = static_cast<data_size_t>(threadIdx.x); i < query_item_count; i += static_cast<data_size_t>(blockDim.x)) {\n        shared_lambdas[i] += static_cast<score_t>(shared_rho[i] * (sum_l2 - shared_params[i]));\n        cuda_out_hessians_pointer[i] = static_cast<score_t>(shared_rho[i] * (1.0f - shared_rho[i]));\n      }\n      for (data_size_t i = static_cast<data_size_t>(threadIdx.x); i < query_item_count; i += static_cast<data_size_t>(blockDim.x)) {\n        cuda_out_gradients_pointer[i] = shared_lambdas[i];\n      }\n      __syncthreads();\n    }\n  }\n}\n\n__global__ void GetGradientsKernel_RankXENDCG_GlobalMemory(\n  const double* cuda_scores,\n  const label_t* cuda_labels,\n  const double* cuda_item_rands,\n  const data_size_t num_data,\n  const data_size_t num_queries,\n  const data_size_t* cuda_query_boundaries,\n  double* cuda_params_buffer,\n  score_t* cuda_out_gradients,\n  score_t* cuda_out_hessians) {\n  const data_size_t query_index_start = static_cast<data_size_t>(blockIdx.x) * NUM_QUERY_PER_BLOCK;\n  const data_size_t query_index_end = min(query_index_start + NUM_QUERY_PER_BLOCK, num_queries);\n  for (data_size_t query_index = query_index_start; query_index < query_index_end; ++query_index) {\n    const data_size_t item_index_start = cuda_query_boundaries[query_index];\n    const data_size_t item_index_end = cuda_query_boundaries[query_index + 1];\n    const data_size_t query_item_count = item_index_end - item_index_start;\n    score_t* cuda_out_gradients_pointer = cuda_out_gradients + item_index_start;\n    score_t* cuda_out_hessians_pointer = cuda_out_hessians + item_index_start;\n    const label_t* cuda_labels_pointer = cuda_labels + item_index_start;\n    const double* cuda_scores_pointer = cuda_scores + item_index_start;\n    const double* cuda_item_rands_pointer = cuda_item_rands + item_index_start;\n    double* cuda_params_buffer_pointer = cuda_params_buffer + item_index_start;\n    const data_size_t block_reduce_size = query_item_count > 1024 ? 1024 : query_item_count;\n    // assert that warpSize == 32, so we use buffer size 1024 / 32 = 32\n    __shared__ double shared_buffer[1024 / WARPSIZE];\n    __shared__ double reduce_result;\n    if (query_item_count <= 1) {\n      for (data_size_t i = 0; i <= query_item_count; ++i) {\n        cuda_out_gradients_pointer[i] = 0.0f;\n        cuda_out_hessians_pointer[i] = 0.0f;\n      }\n      __syncthreads();\n    } else {\n      // compute softmax\n      double thread_reduce_result = kMinScore;\n      for (data_size_t i = static_cast<data_size_t>(threadIdx.x); i < query_item_count; i += static_cast<data_size_t>(blockDim.x)) {\n        const double rho = cuda_scores_pointer[i];\n        if (rho > thread_reduce_result) {\n          thread_reduce_result = rho;\n        }\n      }\n      __syncthreads();\n      thread_reduce_result = ShuffleReduceMax<double>(thread_reduce_result, shared_buffer, block_reduce_size);\n      if (threadIdx.x == 0) {\n        reduce_result = thread_reduce_result;\n      }\n      __syncthreads();\n      thread_reduce_result = 0.0f;\n      for (data_size_t i = static_cast<data_size_t>(threadIdx.x); i < query_item_count; i += static_cast<data_size_t>(blockDim.x)) {\n        const double exp_value = exp(cuda_scores_pointer[i] - reduce_result);\n        cuda_out_hessians_pointer[i] = exp_value;\n        thread_reduce_result += exp_value;\n      }\n      thread_reduce_result = ShuffleReduceSum<double>(thread_reduce_result, shared_buffer, block_reduce_size);\n      if (threadIdx.x == 0) {\n        reduce_result = thread_reduce_result;\n      }\n      __syncthreads();\n      // store probability into hessians\n      for (data_size_t i = static_cast<data_size_t>(threadIdx.x); i < query_item_count; i += static_cast<data_size_t>(blockDim.x)) {\n        cuda_out_hessians_pointer[i] /= reduce_result;\n      }\n      __syncthreads();\n\n      // compute params\n      thread_reduce_result = 0.0f;\n      for (data_size_t i = static_cast<data_size_t>(threadIdx.x); i < query_item_count; i += static_cast<data_size_t>(blockDim.x)) {\n        const double param_value = CUDAPhi(cuda_labels_pointer[i], cuda_item_rands_pointer[i]);\n        cuda_params_buffer_pointer[i] = param_value;\n        thread_reduce_result += param_value;\n      }\n      thread_reduce_result = ShuffleReduceSum<double>(thread_reduce_result, shared_buffer, block_reduce_size);\n      if (threadIdx.x == 0) {\n        reduce_result = thread_reduce_result;\n        reduce_result = 1.0f / max(kEpsilon, reduce_result);\n      }\n      __syncthreads();\n      const double inv_denominator = reduce_result;\n      thread_reduce_result = 0.0f;\n      for (data_size_t i = static_cast<data_size_t>(threadIdx.x); i < query_item_count; i += static_cast<data_size_t>(blockDim.x)) {\n        const double term = -cuda_params_buffer_pointer[i] * inv_denominator + cuda_out_hessians_pointer[i];\n        cuda_out_gradients_pointer[i] = static_cast<score_t>(term);\n        const double param = term / (1.0f - cuda_out_hessians_pointer[i]);\n        cuda_params_buffer_pointer[i] = param;\n        thread_reduce_result += param;\n      }\n      thread_reduce_result = ShuffleReduceSum<double>(thread_reduce_result, shared_buffer, block_reduce_size);\n      if (threadIdx.x == 0) {\n        reduce_result = thread_reduce_result;\n      }\n      __syncthreads();\n      const double sum_l1 = reduce_result;\n      thread_reduce_result = 0.0f;\n      for (data_size_t i = static_cast<data_size_t>(threadIdx.x); i < query_item_count; i += static_cast<data_size_t>(blockDim.x)) {\n        const double term = cuda_out_hessians_pointer[i] * (sum_l1 - cuda_params_buffer_pointer[i]);\n        cuda_out_gradients_pointer[i] += static_cast<score_t>(term);\n        const double param = term / (1.0f - cuda_out_hessians_pointer[i]);\n        cuda_params_buffer_pointer[i] = param;\n        thread_reduce_result += param;\n      }\n      thread_reduce_result = ShuffleReduceSum<double>(thread_reduce_result, shared_buffer, block_reduce_size);\n      if (threadIdx.x == 0) {\n        reduce_result = thread_reduce_result;\n      }\n      __syncthreads();\n      const double sum_l2 = reduce_result;\n      for (data_size_t i = static_cast<data_size_t>(threadIdx.x); i < query_item_count; i += static_cast<data_size_t>(blockDim.x)) {\n        const double prob = cuda_out_hessians_pointer[i];\n        cuda_out_gradients_pointer[i] += static_cast<score_t>(prob * (sum_l2 - cuda_params_buffer_pointer[i]));\n        cuda_out_hessians_pointer[i] = static_cast<score_t>(prob * (1.0f - prob));\n      }\n      __syncthreads();\n    }\n  }\n}\n\nvoid CUDARankXENDCG::LaunchGetGradientsKernel(const double* score, score_t* gradients, score_t* hessians) const {\n  GenerateItemRands();\n  CopyFromHostToCUDADevice<double>(cuda_item_rands_.RawData(), item_rands_.data(), item_rands_.size(), __FILE__, __LINE__);\n\n  const int num_blocks = (num_queries_ + NUM_QUERY_PER_BLOCK - 1) / NUM_QUERY_PER_BLOCK;\n  if (max_items_in_query_aligned_ <= 1024) {\n    GetGradientsKernel_RankXENDCG_SharedMemory<1024><<<num_blocks, max_items_in_query_aligned_>>>(\n      score,\n      cuda_labels_,\n      cuda_item_rands_.RawData(),\n      num_data_,\n      num_queries_,\n      cuda_query_boundaries_,\n      gradients,\n      hessians);\n  } else if (max_items_in_query_aligned_ <= 2 * 1024) {\n    GetGradientsKernel_RankXENDCG_SharedMemory<2 * 1024><<<num_blocks, 1024>>>(\n      score,\n      cuda_labels_,\n      cuda_item_rands_.RawData(),\n      num_data_,\n      num_queries_,\n      cuda_query_boundaries_,\n      gradients,\n      hessians);\n  } else {\n    GetGradientsKernel_RankXENDCG_GlobalMemory<<<num_blocks, 1024>>>(\n      score,\n      cuda_labels_,\n      cuda_item_rands_.RawData(),\n      num_data_,\n      num_queries_,\n      cuda_query_boundaries_,\n      cuda_params_buffer_.RawData(),\n      gradients,\n      hessians);\n  }\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n}\n\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/objective/cuda/cuda_rank_objective.hpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n\n#ifndef LIGHTGBM_SRC_OBJECTIVE_CUDA_CUDA_RANK_OBJECTIVE_HPP_\n#define LIGHTGBM_SRC_OBJECTIVE_CUDA_CUDA_RANK_OBJECTIVE_HPP_\n\n#ifdef USE_CUDA\n\n#define NUM_QUERY_PER_BLOCK (10)\n\n#include <LightGBM/cuda/cuda_objective_function.hpp>\n#include <LightGBM/utils/threading.h>\n\n#include <fstream>\n#include <string>\n#include <vector>\n\n#include \"../rank_objective.hpp\"\n\nnamespace LightGBM {\n\ntemplate <typename HOST_OBJECTIVE>\nclass CUDALambdaRankObjectiveInterface : public CUDAObjectiveInterface<HOST_OBJECTIVE> {\n public:\n  explicit CUDALambdaRankObjectiveInterface(const Config& config): CUDAObjectiveInterface<HOST_OBJECTIVE>(config) {}\n\n  explicit CUDALambdaRankObjectiveInterface(const std::vector<std::string>& strs): CUDAObjectiveInterface<HOST_OBJECTIVE>(strs) {}\n\n  ~CUDALambdaRankObjectiveInterface() {}\n\n  void Init(const Metadata& metadata, data_size_t num_data) override {\n    CUDAObjectiveInterface<HOST_OBJECTIVE>::Init(metadata, num_data);\n\n    const int num_threads = OMP_NUM_THREADS();\n    std::vector<uint16_t> thread_max_num_items_in_query(num_threads);\n    Threading::For<data_size_t>(0, this->num_queries_, 1,\n      [this, &thread_max_num_items_in_query] (int thread_index, data_size_t start, data_size_t end) {\n        for (data_size_t query_index = start; query_index < end; ++query_index) {\n          const data_size_t query_item_count = this->query_boundaries_[query_index + 1] - this->query_boundaries_[query_index];\n          if (query_item_count > thread_max_num_items_in_query[thread_index]) {\n            thread_max_num_items_in_query[thread_index] = query_item_count;\n          }\n        }\n      });\n    data_size_t max_items_in_query = 0;\n    for (int thread_index = 0; thread_index < num_threads; ++thread_index) {\n      if (thread_max_num_items_in_query[thread_index] > max_items_in_query) {\n        max_items_in_query = thread_max_num_items_in_query[thread_index];\n      }\n    }\n    max_items_in_query_aligned_ = 1;\n    --max_items_in_query;\n    while (max_items_in_query > 0) {\n      max_items_in_query >>= 1;\n      max_items_in_query_aligned_ <<= 1;\n    }\n    if (max_items_in_query_aligned_ > 2048) {\n      cuda_item_indices_buffer_.Resize(static_cast<size_t>(metadata.query_boundaries()[metadata.num_queries()]));\n    }\n    this->cuda_labels_ = metadata.cuda_metadata()->cuda_label();\n    cuda_query_boundaries_ = metadata.cuda_metadata()->cuda_query_boundaries();\n  }\n\n protected:\n  // CUDA memory, held by this object\n  CUDAVector<int> cuda_item_indices_buffer_;\n\n  // CUDA memory, held by other objects\n  const data_size_t* cuda_query_boundaries_;\n\n  // Host memory\n  int max_items_in_query_aligned_;\n};\n\n\nclass CUDALambdarankNDCG: public CUDALambdaRankObjectiveInterface<LambdarankNDCG> {\n public:\n  explicit CUDALambdarankNDCG(const Config& config);\n\n  explicit CUDALambdarankNDCG(const std::vector<std::string>& strs);\n\n  void Init(const Metadata& mdtadata, data_size_t num_data) override;\n\n  ~CUDALambdarankNDCG();\n\n private:\n  void LaunchGetGradientsKernel(const double* score, score_t* gradients, score_t* hessians) const override;\n\n  // CUDA memory, held by this object\n  CUDAVector<double> cuda_inverse_max_dcgs_;\n  CUDAVector<double> cuda_label_gain_;\n};\n\n\nclass CUDARankXENDCG : public CUDALambdaRankObjectiveInterface<RankXENDCG> {\n public:\n  explicit CUDARankXENDCG(const Config& config);\n\n  explicit CUDARankXENDCG(const std::vector<std::string>& strs);\n\n  ~CUDARankXENDCG();\n\n  void Init(const Metadata& metadata, data_size_t num_data) override;\n\n protected:\n  void LaunchGetGradientsKernel(const double* score, score_t* gradients, score_t* hessians) const;\n\n  void GenerateItemRands() const;\n\n  mutable std::vector<double> item_rands_;\n  CUDAVector<double> cuda_item_rands_;\n  CUDAVector<double> cuda_params_buffer_;\n};\n\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n#endif  // LIGHTGBM_SRC_OBJECTIVE_CUDA_CUDA_RANK_OBJECTIVE_HPP_\n"
  },
  {
    "path": "src/objective/cuda/cuda_regression_objective.cpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n\n#ifdef USE_CUDA\n\n#include \"cuda_regression_objective.hpp\"\n\n#include <string>\n#include <vector>\n\nnamespace LightGBM {\n\nCUDARegressionL2loss::CUDARegressionL2loss(const Config& config):\nCUDARegressionObjectiveInterface<RegressionL2loss>(config) {}\n\nCUDARegressionL2loss::CUDARegressionL2loss(const std::vector<std::string>& strs):\nCUDARegressionObjectiveInterface<RegressionL2loss>(strs) {}\n\nCUDARegressionL2loss::~CUDARegressionL2loss() {}\n\nvoid CUDARegressionL2loss::Init(const Metadata& metadata, data_size_t num_data) {\n  CUDARegressionObjectiveInterface<RegressionL2loss>::Init(metadata, num_data);\n}\n\nCUDARegressionL1loss::CUDARegressionL1loss(const Config& config):\nCUDARegressionObjectiveInterface<RegressionL1loss>(config) {}\n\nCUDARegressionL1loss::CUDARegressionL1loss(const std::vector<std::string>& strs):\nCUDARegressionObjectiveInterface<RegressionL1loss>(strs) {}\n\nCUDARegressionL1loss::~CUDARegressionL1loss() {}\n\nvoid CUDARegressionL1loss::Init(const Metadata& metadata, data_size_t num_data) {\n  CUDARegressionObjectiveInterface<RegressionL1loss>::Init(metadata, num_data);\n  cuda_data_indices_buffer_.Resize(static_cast<size_t>(num_data));\n  cuda_percentile_result_.Resize(1);\n  if (cuda_weights_ != nullptr) {\n    const int num_blocks = (num_data + GET_GRADIENTS_BLOCK_SIZE_REGRESSION - 1) / GET_GRADIENTS_BLOCK_SIZE_REGRESSION + 1;\n    cuda_weights_prefix_sum_.Resize(static_cast<size_t>(num_data));\n    cuda_weights_prefix_sum_buffer_.Resize(static_cast<size_t>(num_blocks));\n    cuda_weight_by_leaf_buffer_.Resize(static_cast<size_t>(num_data));\n  }\n  cuda_residual_buffer_.Resize(static_cast<size_t>(num_data));\n}\n\n\nCUDARegressionHuberLoss::CUDARegressionHuberLoss(const Config& config):\nCUDARegressionObjectiveInterface<RegressionHuberLoss>(config) {}\n\nCUDARegressionHuberLoss::CUDARegressionHuberLoss(const std::vector<std::string>& strs):\nCUDARegressionObjectiveInterface<RegressionHuberLoss>(strs) {}\n\nCUDARegressionHuberLoss::~CUDARegressionHuberLoss() {}\n\n\nCUDARegressionFairLoss::CUDARegressionFairLoss(const Config& config):\nCUDARegressionObjectiveInterface<RegressionFairLoss>(config) {}\n\nCUDARegressionFairLoss::CUDARegressionFairLoss(const std::vector<std::string>& strs):\nCUDARegressionObjectiveInterface<RegressionFairLoss>(strs) {}\n\nCUDARegressionFairLoss::~CUDARegressionFairLoss() {}\n\n\nCUDARegressionPoissonLoss::CUDARegressionPoissonLoss(const Config& config):\nCUDARegressionObjectiveInterface<RegressionPoissonLoss>(config) {}\n\nCUDARegressionPoissonLoss::CUDARegressionPoissonLoss(const std::vector<std::string>& strs):\nCUDARegressionObjectiveInterface<RegressionPoissonLoss>(strs) {}\n\nCUDARegressionPoissonLoss::~CUDARegressionPoissonLoss() {}\n\nvoid CUDARegressionPoissonLoss::Init(const Metadata& metadata, data_size_t num_data) {\n  CUDARegressionObjectiveInterface<RegressionPoissonLoss>::Init(metadata, num_data);\n  LaunchCheckLabelKernel();\n}\n\ndouble CUDARegressionPoissonLoss::LaunchCalcInitScoreKernel(const int class_id) const {\n  return Common::SafeLog(CUDARegressionObjectiveInterface<RegressionPoissonLoss>::LaunchCalcInitScoreKernel(class_id));\n}\n\n\nCUDARegressionQuantileloss::CUDARegressionQuantileloss(const Config& config):\nCUDARegressionObjectiveInterface<RegressionQuantileloss>(config) {}\n\nCUDARegressionQuantileloss::CUDARegressionQuantileloss(const std::vector<std::string>& strs):\nCUDARegressionObjectiveInterface<RegressionQuantileloss>(strs) {}\n\nCUDARegressionQuantileloss::~CUDARegressionQuantileloss() {}\n\nvoid CUDARegressionQuantileloss::Init(const Metadata& metadata, data_size_t num_data) {\n  CUDARegressionObjectiveInterface<RegressionQuantileloss>::Init(metadata, num_data);\n  cuda_data_indices_buffer_.Resize(static_cast<size_t>(num_data));\n  cuda_percentile_result_.Resize(1);\n  if (cuda_weights_ != nullptr) {\n    const int num_blocks = (num_data + GET_GRADIENTS_BLOCK_SIZE_REGRESSION - 1) / GET_GRADIENTS_BLOCK_SIZE_REGRESSION + 1;\n    cuda_weights_prefix_sum_.Resize(static_cast<size_t>(num_data));\n    cuda_weights_prefix_sum_buffer_.Resize(static_cast<size_t>(num_blocks));\n    cuda_weight_by_leaf_buffer_.Resize(static_cast<size_t>(num_data));\n  }\n  cuda_residual_buffer_.Resize(static_cast<size_t>(num_data));\n}\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/objective/cuda/cuda_regression_objective.cu",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n\n#ifdef USE_CUDA\n\n#include \"cuda_regression_objective.hpp\"\n#include <LightGBM/cuda/cuda_algorithms.hpp>\n\nnamespace LightGBM {\n\ntemplate <typename HOST_OBJECTIVE>\nvoid CUDARegressionObjectiveInterface<HOST_OBJECTIVE>::Init(const Metadata& metadata, data_size_t num_data) {\n  CUDAObjectiveInterface<HOST_OBJECTIVE>::Init(metadata, num_data);\n  const data_size_t num_get_gradients_blocks = (this->num_data_ + GET_GRADIENTS_BLOCK_SIZE_REGRESSION - 1) / GET_GRADIENTS_BLOCK_SIZE_REGRESSION;\n  cuda_block_buffer_.Resize(static_cast<size_t>(num_get_gradients_blocks));\n  if (this->sqrt_) {\n    cuda_trans_label_.Resize(this->trans_label_.size());\n    CopyFromHostToCUDADevice<label_t>(cuda_trans_label_.RawData(), this->trans_label_.data(), this->trans_label_.size(), __FILE__, __LINE__);\n    this->cuda_labels_ = cuda_trans_label_.RawData();\n  }\n}\n\ntemplate void CUDARegressionObjectiveInterface<RegressionL2loss>::Init(const Metadata& metadata, data_size_t num_data);\ntemplate void CUDARegressionObjectiveInterface<RegressionL1loss>::Init(const Metadata& metadata, data_size_t num_data);\ntemplate void CUDARegressionObjectiveInterface<RegressionHuberLoss>::Init(const Metadata& metadata, data_size_t num_data);\ntemplate void CUDARegressionObjectiveInterface<RegressionFairLoss>::Init(const Metadata& metadata, data_size_t num_data);\ntemplate void CUDARegressionObjectiveInterface<RegressionPoissonLoss>::Init(const Metadata& metadata, data_size_t num_data);\ntemplate void CUDARegressionObjectiveInterface<RegressionQuantileloss>::Init(const Metadata& metadata, data_size_t num_data);\n\ntemplate <typename HOST_OBJECTIVE>\ndouble CUDARegressionObjectiveInterface<HOST_OBJECTIVE>::LaunchCalcInitScoreKernel(const int /*class_id*/) const {\n  double label_sum = 0.0f, weight_sum = 0.0f;\n  if (this->cuda_weights_ == nullptr) {\n    ShuffleReduceSumGlobal<label_t, double>(this->cuda_labels_,\n      static_cast<size_t>(this->num_data_), cuda_block_buffer_.RawData());\n    CopyFromCUDADeviceToHost<double>(&label_sum, cuda_block_buffer_.RawData(), 1, __FILE__, __LINE__);\n    weight_sum = static_cast<double>(this->num_data_);\n  } else {\n    ShuffleReduceDotProdGlobal<label_t, double>(this->cuda_labels_,\n      this->cuda_weights_, static_cast<size_t>(this->num_data_), cuda_block_buffer_.RawData());\n    CopyFromCUDADeviceToHost<double>(&label_sum, cuda_block_buffer_.RawData(), 1, __FILE__, __LINE__);\n    ShuffleReduceSumGlobal<label_t, double>(this->cuda_weights_,\n      static_cast<size_t>(this->num_data_), cuda_block_buffer_.RawData());\n    CopyFromCUDADeviceToHost<double>(&weight_sum, cuda_block_buffer_.RawData(), 1, __FILE__, __LINE__);\n  }\n  return label_sum / weight_sum;\n}\n\ntemplate double CUDARegressionObjectiveInterface<RegressionL2loss>::LaunchCalcInitScoreKernel(const int class_id) const;\ntemplate double CUDARegressionObjectiveInterface<RegressionL1loss>::LaunchCalcInitScoreKernel(const int class_id) const;\ntemplate double CUDARegressionObjectiveInterface<RegressionHuberLoss>::LaunchCalcInitScoreKernel(const int class_id) const;\ntemplate double CUDARegressionObjectiveInterface<RegressionFairLoss>::LaunchCalcInitScoreKernel(const int class_id) const;\ntemplate double CUDARegressionObjectiveInterface<RegressionPoissonLoss>::LaunchCalcInitScoreKernel(const int class_id) const;\ntemplate double CUDARegressionObjectiveInterface<RegressionQuantileloss>::LaunchCalcInitScoreKernel(const int class_id) const;\n\n__global__ void ConvertOutputCUDAKernel_Regression(const bool sqrt, const data_size_t num_data, const double* input, double* output) {\n  const int data_index = static_cast<data_size_t>(blockIdx.x * blockDim.x + threadIdx.x);\n  if (data_index < num_data) {\n    if (sqrt) {\n      const double sign = input[data_index] >= 0.0f ? 1 : -1;\n      output[data_index] = sign * input[data_index] * input[data_index];\n    } else {\n      output[data_index] = input[data_index];\n    }\n  }\n}\n\nconst double* CUDARegressionL2loss::LaunchConvertOutputCUDAKernel(const data_size_t num_data, const double* input, double* output) const {\n  const int num_blocks = (num_data + GET_GRADIENTS_BLOCK_SIZE_REGRESSION - 1) / GET_GRADIENTS_BLOCK_SIZE_REGRESSION;\n  if (sqrt_) {\n    ConvertOutputCUDAKernel_Regression<<<num_blocks, GET_GRADIENTS_BLOCK_SIZE_REGRESSION>>>(sqrt_, num_data, input, output);\n    return output;\n  } else {\n    return input;\n  }\n}\n\ntemplate <bool USE_WEIGHT>\n__global__ void GetGradientsKernel_RegressionL2(const double* cuda_scores, const label_t* cuda_labels, const label_t* cuda_weights, const data_size_t num_data,\n  score_t* cuda_out_gradients, score_t* cuda_out_hessians) {\n  const data_size_t data_index = static_cast<data_size_t>(blockDim.x * blockIdx.x + threadIdx.x);\n  if (data_index < num_data) {\n    if (!USE_WEIGHT) {\n      cuda_out_gradients[data_index] = static_cast<score_t>(cuda_scores[data_index] - cuda_labels[data_index]);\n      cuda_out_hessians[data_index] = 1.0f;\n    } else {\n      const score_t weight = static_cast<score_t>(cuda_weights[data_index]);\n      cuda_out_gradients[data_index] = static_cast<score_t>(cuda_scores[data_index] - cuda_labels[data_index]) * weight;\n      cuda_out_hessians[data_index] = weight;\n    }\n  }\n}\n\nvoid CUDARegressionL2loss::LaunchGetGradientsKernel(const double* score, score_t* gradients, score_t* hessians) const {\n  const int num_blocks = (num_data_ + GET_GRADIENTS_BLOCK_SIZE_REGRESSION - 1) / GET_GRADIENTS_BLOCK_SIZE_REGRESSION;\n  if (cuda_weights_ == nullptr) {\n    GetGradientsKernel_RegressionL2<false><<<num_blocks, GET_GRADIENTS_BLOCK_SIZE_REGRESSION>>>(score, cuda_labels_, nullptr, num_data_, gradients, hessians);\n  } else {\n    GetGradientsKernel_RegressionL2<true><<<num_blocks, GET_GRADIENTS_BLOCK_SIZE_REGRESSION>>>(score, cuda_labels_, cuda_weights_, num_data_, gradients, hessians);\n  }\n}\n\n\ndouble CUDARegressionL1loss::LaunchCalcInitScoreKernel(const int /*class_id*/) const {\n  const double alpha = 0.5f;\n  if (cuda_weights_ == nullptr) {\n    PercentileGlobal<label_t, data_size_t, label_t, double, false, false>(\n      cuda_labels_, nullptr, cuda_data_indices_buffer_.RawData(), nullptr, nullptr, alpha, num_data_, cuda_percentile_result_.RawData());\n  } else {\n    PercentileGlobal<label_t, data_size_t, label_t, double, false, true>(\n      cuda_labels_, cuda_weights_, cuda_data_indices_buffer_.RawData(), cuda_weights_prefix_sum_.RawData(),\n      cuda_weights_prefix_sum_buffer_.RawData(), alpha, num_data_, cuda_percentile_result_.RawData());\n  }\n  label_t percentile_result = 0.0f;\n  CopyFromCUDADeviceToHost<label_t>(&percentile_result, cuda_percentile_result_.RawData(), 1, __FILE__, __LINE__);\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n  return static_cast<label_t>(percentile_result);\n}\n\ntemplate <bool USE_WEIGHT>\n__global__ void GetGradientsKernel_RegressionL1(const double* cuda_scores, const label_t* cuda_labels, const label_t* cuda_weights, const data_size_t num_data,\n  score_t* cuda_out_gradients, score_t* cuda_out_hessians) {\n  const data_size_t data_index = static_cast<data_size_t>(blockDim.x * blockIdx.x + threadIdx.x);\n  if (data_index < num_data) {\n    if (!USE_WEIGHT) {\n      const double diff = cuda_scores[data_index] - static_cast<double>(cuda_labels[data_index]);\n      cuda_out_gradients[data_index] = static_cast<score_t>((diff > 0.0f) - (diff < 0.0f));\n      cuda_out_hessians[data_index] = 1.0f;\n    } else {\n      const double diff = cuda_scores[data_index] - static_cast<double>(cuda_labels[data_index]);\n      const score_t weight = static_cast<score_t>(cuda_weights[data_index]);\n      cuda_out_gradients[data_index] = static_cast<score_t>((diff > 0.0f) - (diff < 0.0f)) * weight;\n      cuda_out_hessians[data_index] = weight;\n    }\n  }\n}\n\nvoid CUDARegressionL1loss::LaunchGetGradientsKernel(const double* score, score_t* gradients, score_t* hessians) const {\n  const int num_blocks = (num_data_ + GET_GRADIENTS_BLOCK_SIZE_REGRESSION - 1) / GET_GRADIENTS_BLOCK_SIZE_REGRESSION;\n  if (cuda_weights_ == nullptr) {\n    GetGradientsKernel_RegressionL1<false><<<num_blocks, GET_GRADIENTS_BLOCK_SIZE_REGRESSION>>>(score, cuda_labels_, nullptr, num_data_, gradients, hessians);\n  } else {\n    GetGradientsKernel_RegressionL1<true><<<num_blocks, GET_GRADIENTS_BLOCK_SIZE_REGRESSION>>>(score, cuda_labels_, cuda_weights_, num_data_, gradients, hessians);\n  }\n}\n\ntemplate <bool USE_WEIGHT>\n__global__ void RenewTreeOutputCUDAKernel_RegressionL1(\n  const double* score,\n  const label_t* label,\n  const label_t* weight,\n  double* residual_buffer,\n  label_t* weight_by_leaf,\n  double* weight_prefix_sum_buffer,\n  const data_size_t* data_indices_in_leaf,\n  const data_size_t* num_data_in_leaf,\n  const data_size_t* data_start_in_leaf,\n  data_size_t* data_indices_buffer,\n  double* leaf_value) {\n  const int leaf_index = static_cast<int>(blockIdx.x);\n  const data_size_t data_start = data_start_in_leaf[leaf_index];\n  const data_size_t num_data = num_data_in_leaf[leaf_index];\n  data_size_t* data_indices_buffer_pointer = data_indices_buffer + data_start;\n  const label_t* weight_by_leaf_pointer = weight_by_leaf + data_start;\n  double* weight_prefix_sum_buffer_pointer = weight_prefix_sum_buffer + data_start;\n  const double* residual_buffer_pointer = residual_buffer + data_start;\n  const double alpha = 0.5f;\n  for (data_size_t inner_data_index = data_start + static_cast<data_size_t>(threadIdx.x);\n    inner_data_index < data_start + num_data; inner_data_index += static_cast<data_size_t>(blockDim.x)) {\n    const data_size_t data_index = data_indices_in_leaf[inner_data_index];\n    const label_t data_label = label[data_index];\n    const double data_score = score[data_index];\n    residual_buffer[inner_data_index] = static_cast<double>(data_label) - data_score;\n    if (USE_WEIGHT) {\n      weight_by_leaf[inner_data_index] = weight[data_index];\n    }\n  }\n  __syncthreads();\n  const double renew_leaf_value = PercentileDevice<double, data_size_t, label_t, double, false, USE_WEIGHT>(\n    residual_buffer_pointer, weight_by_leaf_pointer, data_indices_buffer_pointer,\n    weight_prefix_sum_buffer_pointer, alpha, num_data);\n  if (threadIdx.x == 0) {\n    leaf_value[leaf_index] = renew_leaf_value;\n  }\n}\n\nvoid CUDARegressionL1loss::LaunchRenewTreeOutputCUDAKernel(\n  const double* score,\n  const data_size_t* data_indices_in_leaf,\n  const data_size_t* num_data_in_leaf,\n  const data_size_t* data_start_in_leaf,\n  const int num_leaves,\n  double* leaf_value) const {\n  if (cuda_weights_ == nullptr) {\n    RenewTreeOutputCUDAKernel_RegressionL1<false><<<num_leaves, GET_GRADIENTS_BLOCK_SIZE_REGRESSION / 2>>>(\n      score,\n      cuda_labels_,\n      cuda_weights_,\n      cuda_residual_buffer_.RawData(),\n      cuda_weight_by_leaf_buffer_.RawData(),\n      cuda_weights_prefix_sum_.RawData(),\n      data_indices_in_leaf,\n      num_data_in_leaf,\n      data_start_in_leaf,\n      cuda_data_indices_buffer_.RawData(),\n      leaf_value);\n  } else {\n    RenewTreeOutputCUDAKernel_RegressionL1<true><<<num_leaves, GET_GRADIENTS_BLOCK_SIZE_REGRESSION / 4>>>(\n      score,\n      cuda_labels_,\n      cuda_weights_,\n      cuda_residual_buffer_.RawData(),\n      cuda_weight_by_leaf_buffer_.RawData(),\n      cuda_weights_prefix_sum_.RawData(),\n      data_indices_in_leaf,\n      num_data_in_leaf,\n      data_start_in_leaf,\n      cuda_data_indices_buffer_.RawData(),\n      leaf_value);\n  }\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n}\n\n\ntemplate <bool USE_WEIGHT>\n__global__ void GetGradientsKernel_Huber(const double* cuda_scores, const label_t* cuda_labels, const label_t* cuda_weights, const data_size_t num_data,\n  const double alpha, score_t* cuda_out_gradients, score_t* cuda_out_hessians) {\n  const data_size_t data_index = static_cast<data_size_t>(blockDim.x * blockIdx.x + threadIdx.x);\n  if (data_index < num_data) {\n    if (!USE_WEIGHT) {\n      const double diff = cuda_scores[data_index] - static_cast<double>(cuda_labels[data_index]);\n      if (fabs(diff) <= alpha) {\n        cuda_out_gradients[data_index] = static_cast<score_t>(diff);\n      } else {\n        const score_t sign = static_cast<score_t>((diff > 0.0f) - (diff < 0.0f));\n        cuda_out_gradients[data_index] = static_cast<score_t>(sign * alpha);\n      }\n      cuda_out_hessians[data_index] = 1.0f;\n    } else {\n      const double diff = cuda_scores[data_index] - static_cast<double>(cuda_labels[data_index]);\n      const score_t weight = static_cast<score_t>(cuda_weights[data_index]);\n      if (fabs(diff) <= alpha) {\n        cuda_out_gradients[data_index] = static_cast<score_t>(diff) * weight;\n      } else {\n        const score_t sign = static_cast<score_t>((diff > 0.0f) - (diff < 0.0f));\n        cuda_out_gradients[data_index] = static_cast<score_t>(sign * alpha) * weight;\n      }\n      cuda_out_hessians[data_index] = weight;\n    }\n  }\n}\n\nvoid CUDARegressionHuberLoss::LaunchGetGradientsKernel(const double* score, score_t* gradients, score_t* hessians) const {\n  const int num_blocks = (num_data_ + GET_GRADIENTS_BLOCK_SIZE_REGRESSION - 1) / GET_GRADIENTS_BLOCK_SIZE_REGRESSION;\n  if (cuda_weights_ == nullptr) {\n    GetGradientsKernel_Huber<false><<<num_blocks, GET_GRADIENTS_BLOCK_SIZE_REGRESSION>>>(score, cuda_labels_, nullptr, num_data_, alpha_, gradients, hessians);\n  } else {\n    GetGradientsKernel_Huber<true><<<num_blocks, GET_GRADIENTS_BLOCK_SIZE_REGRESSION>>>(score, cuda_labels_, cuda_weights_, num_data_, alpha_, gradients, hessians);\n  }\n}\n\n\ntemplate <bool USE_WEIGHT>\n__global__ void GetGradientsKernel_Fair(const double* cuda_scores, const label_t* cuda_labels, const label_t* cuda_weights, const data_size_t num_data,\n  const double c, score_t* cuda_out_gradients, score_t* cuda_out_hessians) {\n  const data_size_t data_index = static_cast<data_size_t>(blockDim.x * blockIdx.x + threadIdx.x);\n  if (data_index < num_data) {\n    if (!USE_WEIGHT) {\n      const double diff = cuda_scores[data_index] - static_cast<double>(cuda_labels[data_index]);\n      cuda_out_gradients[data_index] = static_cast<score_t>(c * diff / (fabs(diff) + c));\n      cuda_out_hessians[data_index] = static_cast<score_t>(c * c / ((fabs(diff) + c) * (fabs(diff) + c)));\n    } else {\n      const double diff = cuda_scores[data_index] - static_cast<double>(cuda_labels[data_index]);\n      const score_t weight = static_cast<score_t>(cuda_weights[data_index]);\n      cuda_out_gradients[data_index] = static_cast<score_t>(c * diff / (fabs(diff) + c) * weight);\n      cuda_out_hessians[data_index] = static_cast<score_t>(c * c / ((fabs(diff) + c) * (fabs(diff) + c)) * weight);\n    }\n  }\n}\n\nvoid CUDARegressionFairLoss::LaunchGetGradientsKernel(const double* score, score_t* gradients, score_t* hessians) const {\n  const int num_blocks = (num_data_ + GET_GRADIENTS_BLOCK_SIZE_REGRESSION - 1) / GET_GRADIENTS_BLOCK_SIZE_REGRESSION;\n  if (cuda_weights_ == nullptr) {\n    GetGradientsKernel_Fair<false><<<num_blocks, GET_GRADIENTS_BLOCK_SIZE_REGRESSION>>>(score, cuda_labels_, nullptr, num_data_, c_, gradients, hessians);\n  } else {\n    GetGradientsKernel_Fair<true><<<num_blocks, GET_GRADIENTS_BLOCK_SIZE_REGRESSION>>>(score, cuda_labels_, cuda_weights_, num_data_, c_, gradients, hessians);\n  }\n}\n\nvoid CUDARegressionPoissonLoss::LaunchCheckLabelKernel() const {\n  ShuffleReduceSumGlobal<label_t, double>(cuda_labels_, static_cast<size_t>(num_data_), cuda_block_buffer_.RawData());\n  double label_sum = 0.0f;\n  CopyFromCUDADeviceToHost<double>(&label_sum, cuda_block_buffer_.RawData(), 1, __FILE__, __LINE__);\n\n  ShuffleReduceMinGlobal<label_t, double>(cuda_labels_, static_cast<size_t>(num_data_), cuda_block_buffer_.RawData());\n  double label_min = 0.0f;\n  CopyFromCUDADeviceToHost<double>(&label_min, cuda_block_buffer_.RawData(), 1, __FILE__, __LINE__);\n\n  if (label_min < 0.0f) {\n    Log::Fatal(\"[%s]: at least one target label is negative\", GetName());\n  }\n  if (label_sum == 0.0f) {\n    Log::Fatal(\"[%s]: sum of labels is zero\", GetName());\n  }\n}\n\ntemplate <bool USE_WEIGHT>\n__global__ void GetGradientsKernel_Poisson(const double* cuda_scores, const label_t* cuda_labels, const label_t* cuda_weights, const data_size_t num_data,\n  const double max_delta_step, score_t* cuda_out_gradients, score_t* cuda_out_hessians) {\n  const data_size_t data_index = static_cast<data_size_t>(blockDim.x * blockIdx.x + threadIdx.x);\n  const double exp_max_delta_step = std::exp(max_delta_step);\n  if (data_index < num_data) {\n    if (!USE_WEIGHT) {\n      const double exp_score = exp(cuda_scores[data_index]);\n      cuda_out_gradients[data_index] = static_cast<score_t>(exp_score - cuda_labels[data_index]);\n      cuda_out_hessians[data_index] = static_cast<score_t>(exp_score * exp_max_delta_step);\n    } else {\n      const double exp_score = exp(cuda_scores[data_index]);\n      const score_t weight = static_cast<score_t>(cuda_weights[data_index]);\n      cuda_out_gradients[data_index] = static_cast<score_t>((exp_score - cuda_labels[data_index]) * weight);\n      cuda_out_hessians[data_index] = static_cast<score_t>(exp_score * exp_max_delta_step * weight);\n    }\n  }\n}\n\nvoid CUDARegressionPoissonLoss::LaunchGetGradientsKernel(const double* score, score_t* gradients, score_t* hessians) const {\n  const int num_blocks = (num_data_ + GET_GRADIENTS_BLOCK_SIZE_REGRESSION - 1) / GET_GRADIENTS_BLOCK_SIZE_REGRESSION;\n  if (cuda_weights_ == nullptr) {\n    GetGradientsKernel_Poisson<false><<<num_blocks, GET_GRADIENTS_BLOCK_SIZE_REGRESSION>>>(\n      score, cuda_labels_, nullptr, num_data_, max_delta_step_, gradients, hessians);\n  } else {\n    GetGradientsKernel_Poisson<true><<<num_blocks, GET_GRADIENTS_BLOCK_SIZE_REGRESSION>>>(\n      score, cuda_labels_, cuda_weights_, num_data_, max_delta_step_, gradients, hessians);\n  }\n}\n\n__global__ void ConvertOutputCUDAKernel_Regression_Poisson(const data_size_t num_data, const double* input, double* output) {\n  const int data_index = static_cast<data_size_t>(blockIdx.x * blockDim.x + threadIdx.x);\n  if (data_index < num_data) {\n    output[data_index] = exp(input[data_index]);\n  }\n}\n\nconst double* CUDARegressionPoissonLoss::LaunchConvertOutputCUDAKernel(const data_size_t num_data, const double* input, double* output) const {\n  const int num_blocks = (num_data + GET_GRADIENTS_BLOCK_SIZE_REGRESSION - 1) / GET_GRADIENTS_BLOCK_SIZE_REGRESSION;\n  ConvertOutputCUDAKernel_Regression_Poisson<<<num_blocks, GET_GRADIENTS_BLOCK_SIZE_REGRESSION>>>(num_data, input, output);\n  return output;\n}\n\n\ndouble CUDARegressionQuantileloss::LaunchCalcInitScoreKernel(const int /*class_id*/) const {\n  if (cuda_weights_ == nullptr) {\n    PercentileGlobal<label_t, data_size_t, label_t, double, false, false>(\n      cuda_labels_, nullptr, cuda_data_indices_buffer_.RawData(), nullptr, nullptr, alpha_, num_data_, cuda_percentile_result_.RawData());\n  } else {\n    PercentileGlobal<label_t, data_size_t, label_t, double, false, true>(\n      cuda_labels_, cuda_weights_, cuda_data_indices_buffer_.RawData(), cuda_weights_prefix_sum_.RawData(),\n      cuda_weights_prefix_sum_buffer_.RawData(), alpha_, num_data_, cuda_percentile_result_.RawData());\n  }\n  label_t percentile_result = 0.0f;\n  CopyFromCUDADeviceToHost<label_t>(&percentile_result, cuda_percentile_result_.RawData(), 1, __FILE__, __LINE__);\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n  return static_cast<label_t>(percentile_result);\n}\n\ntemplate <bool USE_WEIGHT>\n__global__ void RenewTreeOutputCUDAKernel_RegressionQuantile(\n  const double* score,\n  const label_t* label,\n  const label_t* weight,\n  double* residual_buffer,\n  label_t* weight_by_leaf,\n  double* weight_prefix_sum_buffer,\n  const data_size_t* data_indices_in_leaf,\n  const data_size_t* num_data_in_leaf,\n  const data_size_t* data_start_in_leaf,\n  data_size_t* data_indices_buffer,\n  double* leaf_value,\n  const double alpha) {\n  const int leaf_index = static_cast<int>(blockIdx.x);\n  const data_size_t data_start = data_start_in_leaf[leaf_index];\n  const data_size_t num_data = num_data_in_leaf[leaf_index];\n  data_size_t* data_indices_buffer_pointer = data_indices_buffer + data_start;\n  const label_t* weight_by_leaf_pointer = weight_by_leaf + data_start;\n  double* weight_prefix_sum_buffer_pointer = weight_prefix_sum_buffer + data_start;\n  const double* residual_buffer_pointer = residual_buffer + data_start;\n  for (data_size_t inner_data_index = data_start + static_cast<data_size_t>(threadIdx.x); inner_data_index < data_start + num_data; inner_data_index += static_cast<data_size_t>(blockDim.x)) {\n    const data_size_t data_index = data_indices_in_leaf[inner_data_index];\n    const label_t data_label = label[data_index];\n    const double data_score = score[data_index];\n    residual_buffer[inner_data_index] = static_cast<double>(data_label) - data_score;\n    if (USE_WEIGHT) {\n      weight_by_leaf[inner_data_index] = weight[data_index];\n    }\n  }\n  __syncthreads();\n  const double renew_leaf_value = PercentileDevice<double, data_size_t, label_t, double, false, USE_WEIGHT>(\n    residual_buffer_pointer, weight_by_leaf_pointer, data_indices_buffer_pointer,\n    weight_prefix_sum_buffer_pointer, alpha, num_data);\n  if (threadIdx.x == 0) {\n    leaf_value[leaf_index] = renew_leaf_value;\n  }\n}\n\nvoid CUDARegressionQuantileloss::LaunchRenewTreeOutputCUDAKernel(\n  const double* score, const data_size_t* data_indices_in_leaf, const data_size_t* num_data_in_leaf,\n  const data_size_t* data_start_in_leaf, const int num_leaves, double* leaf_value) const {\n  if (cuda_weights_ == nullptr) {\n    RenewTreeOutputCUDAKernel_RegressionQuantile<false><<<num_leaves, GET_GRADIENTS_BLOCK_SIZE_REGRESSION / 2>>>(\n      score,\n      cuda_labels_,\n      cuda_weights_,\n      cuda_residual_buffer_.RawData(),\n      cuda_weight_by_leaf_buffer_.RawData(),\n      cuda_weights_prefix_sum_.RawData(),\n      data_indices_in_leaf,\n      num_data_in_leaf,\n      data_start_in_leaf,\n      cuda_data_indices_buffer_.RawData(),\n      leaf_value,\n      alpha_);\n  } else {\n    RenewTreeOutputCUDAKernel_RegressionQuantile<true><<<num_leaves, GET_GRADIENTS_BLOCK_SIZE_REGRESSION / 4>>>(\n      score,\n      cuda_labels_,\n      cuda_weights_,\n      cuda_residual_buffer_.RawData(),\n      cuda_weight_by_leaf_buffer_.RawData(),\n      cuda_weights_prefix_sum_.RawData(),\n      data_indices_in_leaf,\n      num_data_in_leaf,\n      data_start_in_leaf,\n      cuda_data_indices_buffer_.RawData(),\n      leaf_value,\n      alpha_);\n  }\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n}\n\ntemplate <bool USE_WEIGHT>\n__global__ void GetGradientsKernel_RegressionQuantile(const double* cuda_scores, const label_t* cuda_labels,\n  const label_t* cuda_weights, const data_size_t num_data, const double alpha,\n  score_t* cuda_out_gradients, score_t* cuda_out_hessians) {\n  const data_size_t data_index = static_cast<data_size_t>(blockDim.x * blockIdx.x + threadIdx.x);\n  if (data_index < num_data) {\n    if (!USE_WEIGHT) {\n      const double diff = cuda_scores[data_index] - static_cast<double>(cuda_labels[data_index]);\n      if (diff >= 0.0f) {\n        cuda_out_gradients[data_index] = (1.0f - alpha);\n      } else {\n        cuda_out_gradients[data_index] = -alpha;\n      }\n      cuda_out_hessians[data_index] = 1.0f;\n    } else {\n      const double diff = cuda_scores[data_index] - static_cast<double>(cuda_labels[data_index]);\n      const score_t weight = static_cast<score_t>(cuda_weights[data_index]);\n      if (diff >= 0.0f) {\n        cuda_out_gradients[data_index] = (1.0f - alpha) * weight;\n      } else {\n        cuda_out_gradients[data_index] = -alpha * weight;\n      }\n      cuda_out_hessians[data_index] = weight;\n    }\n  }\n}\n\nvoid CUDARegressionQuantileloss::LaunchGetGradientsKernel(const double* score, score_t* gradients, score_t* hessians) const {\n  const int num_blocks = (num_data_ + GET_GRADIENTS_BLOCK_SIZE_REGRESSION - 1) / GET_GRADIENTS_BLOCK_SIZE_REGRESSION;\n  if (cuda_weights_ == nullptr) {\n    GetGradientsKernel_RegressionQuantile<false><<<num_blocks, GET_GRADIENTS_BLOCK_SIZE_REGRESSION>>>(score, cuda_labels_, nullptr, num_data_, alpha_, gradients, hessians);\n  } else {\n    GetGradientsKernel_RegressionQuantile<true><<<num_blocks, GET_GRADIENTS_BLOCK_SIZE_REGRESSION>>>(score, cuda_labels_, cuda_weights_, num_data_, alpha_, gradients, hessians);\n  }\n}\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/objective/cuda/cuda_regression_objective.hpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n\n#ifndef LIGHTGBM_SRC_OBJECTIVE_CUDA_CUDA_REGRESSION_OBJECTIVE_HPP_\n#define LIGHTGBM_SRC_OBJECTIVE_CUDA_CUDA_REGRESSION_OBJECTIVE_HPP_\n\n#ifdef USE_CUDA\n\n#define GET_GRADIENTS_BLOCK_SIZE_REGRESSION (1024)\n\n#include <LightGBM/cuda/cuda_objective_function.hpp>\n\n#include <string>\n#include <vector>\n\n#include \"../regression_objective.hpp\"\n\nnamespace LightGBM {\n\ntemplate <typename HOST_OBJECTIVE>\nclass CUDARegressionObjectiveInterface: public CUDAObjectiveInterface<HOST_OBJECTIVE> {\n public:\n  explicit CUDARegressionObjectiveInterface(const Config& config): CUDAObjectiveInterface<HOST_OBJECTIVE>(config) {}\n\n  explicit CUDARegressionObjectiveInterface(const std::vector<std::string>& strs): CUDAObjectiveInterface<HOST_OBJECTIVE>(strs) {}\n\n  void Init(const Metadata& metadata, data_size_t num_data) override;\n\n protected:\n  double LaunchCalcInitScoreKernel(const int class_id) const override;\n\n  CUDAVector<double> cuda_block_buffer_;\n  CUDAVector<label_t> cuda_trans_label_;\n};\n\nclass CUDARegressionL2loss : public CUDARegressionObjectiveInterface<RegressionL2loss> {\n public:\n  explicit CUDARegressionL2loss(const Config& config);\n\n  explicit CUDARegressionL2loss(const std::vector<std::string>& strs);\n\n  ~CUDARegressionL2loss();\n\n  void Init(const Metadata& metadata, data_size_t num_data) override;\n\n protected:\n  void LaunchGetGradientsKernel(const double* score, score_t* gradients, score_t* hessians) const override;\n\n  const double* LaunchConvertOutputCUDAKernel(const data_size_t num_data, const double* input, double* output) const override;\n\n  bool NeedConvertOutputCUDA() const override { return sqrt_; }\n};\n\n\nclass CUDARegressionL1loss : public CUDARegressionObjectiveInterface<RegressionL1loss> {\n public:\n  explicit CUDARegressionL1loss(const Config& config);\n\n  explicit CUDARegressionL1loss(const std::vector<std::string>& strs);\n\n  ~CUDARegressionL1loss();\n\n  void Init(const Metadata& metadata, data_size_t num_data) override;\n\n protected:\n  CUDAVector<data_size_t> cuda_data_indices_buffer_;\n  CUDAVector<double> cuda_weights_prefix_sum_;\n  CUDAVector<double> cuda_weights_prefix_sum_buffer_;\n  CUDAVector<double> cuda_residual_buffer_;\n  CUDAVector<label_t> cuda_weight_by_leaf_buffer_;\n  CUDAVector<label_t> cuda_percentile_result_;\n\n  double LaunchCalcInitScoreKernel(const int class_id) const override;\n\n  void LaunchGetGradientsKernel(const double* score, score_t* gradients, score_t* hessians) const override;\n\n  void LaunchRenewTreeOutputCUDAKernel(\n    const double* score, const data_size_t* data_indices_in_leaf, const data_size_t* num_data_in_leaf,\n    const data_size_t* data_start_in_leaf, const int num_leaves, double* leaf_value) const override;\n};\n\n\nclass CUDARegressionHuberLoss : public CUDARegressionObjectiveInterface<RegressionHuberLoss> {\n public:\n  explicit CUDARegressionHuberLoss(const Config& config);\n\n  explicit CUDARegressionHuberLoss(const std::vector<std::string>& strs);\n\n  ~CUDARegressionHuberLoss();\n\n private:\n  void LaunchGetGradientsKernel(const double* score, score_t* gradients, score_t* hessians) const override;\n};\n\n\n// http://research.microsoft.com/en-us/um/people/zhang/INRIA/Publis/Tutorial-Estim/node24.html\nclass CUDARegressionFairLoss : public CUDARegressionObjectiveInterface<RegressionFairLoss> {\n public:\n  explicit CUDARegressionFairLoss(const Config& config);\n\n  explicit CUDARegressionFairLoss(const std::vector<std::string>& strs);\n\n  ~CUDARegressionFairLoss();\n\n private:\n  void LaunchGetGradientsKernel(const double* score, score_t* gradients, score_t* hessians) const override;\n};\n\n\nclass CUDARegressionPoissonLoss : public CUDARegressionObjectiveInterface<RegressionPoissonLoss> {\n public:\n  explicit CUDARegressionPoissonLoss(const Config& config);\n\n  explicit CUDARegressionPoissonLoss(const std::vector<std::string>& strs);\n\n  ~CUDARegressionPoissonLoss();\n\n  void Init(const Metadata& metadata, data_size_t num_data) override;\n\n private:\n  void LaunchGetGradientsKernel(const double* score, score_t* gradients, score_t* hessians) const override;\n\n  const double* LaunchConvertOutputCUDAKernel(const data_size_t num_data, const double* input, double* output) const override;\n\n  bool NeedConvertOutputCUDA() const override { return true; }\n\n  double LaunchCalcInitScoreKernel(const int class_id) const override;\n\n  void LaunchCheckLabelKernel() const;\n};\n\n\nclass CUDARegressionQuantileloss : public CUDARegressionObjectiveInterface<RegressionQuantileloss> {\n public:\n  explicit CUDARegressionQuantileloss(const Config& config);\n\n  explicit CUDARegressionQuantileloss(const std::vector<std::string>& strs);\n\n  ~CUDARegressionQuantileloss();\n\n  void Init(const Metadata& metadata, data_size_t num_data) override;\n\n protected:\n  void LaunchGetGradientsKernel(const double* score, score_t* gradients, score_t* hessians) const override;\n\n  double LaunchCalcInitScoreKernel(const int class_id) const override;\n\n  void LaunchRenewTreeOutputCUDAKernel(\n    const double* score, const data_size_t* data_indices_in_leaf, const data_size_t* num_data_in_leaf,\n    const data_size_t* data_start_in_leaf, const int num_leaves, double* leaf_value) const override;\n\n  CUDAVector<data_size_t> cuda_data_indices_buffer_;\n  CUDAVector<double> cuda_weights_prefix_sum_;\n  CUDAVector<double> cuda_weights_prefix_sum_buffer_;\n  CUDAVector<double> cuda_residual_buffer_;\n  CUDAVector<label_t> cuda_weight_by_leaf_buffer_;\n  CUDAVector<label_t> cuda_percentile_result_;\n};\n\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n#endif  // LIGHTGBM_SRC_OBJECTIVE_CUDA_CUDA_REGRESSION_OBJECTIVE_HPP_\n"
  },
  {
    "path": "src/objective/multiclass_objective.hpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n#ifndef LIGHTGBM_SRC_OBJECTIVE_MULTICLASS_OBJECTIVE_HPP_\n#define LIGHTGBM_SRC_OBJECTIVE_MULTICLASS_OBJECTIVE_HPP_\n\n#include <LightGBM/network.h>\n#include <LightGBM/objective_function.h>\n\n#include <string>\n#include <algorithm>\n#include <cmath>\n#include <cstring>\n#include <memory>\n#include <vector>\n\n#include \"binary_objective.hpp\"\n\nnamespace LightGBM {\n/*!\n* \\brief Objective function for multiclass classification, use softmax as objective functions\n*/\nclass MulticlassSoftmax: public ObjectiveFunction {\n public:\n  explicit MulticlassSoftmax(const Config& config) {\n    num_class_ = config.num_class;\n    // This factor is to rescale the redundant form of K-classification, to the non-redundant form.\n    // In the traditional settings of K-classification, there is one redundant class, whose output is set to 0 (like the class 0 in binary classification).\n    // This is from the Friedman GBDT paper.\n    factor_ = static_cast<double>(num_class_) / (num_class_ - 1.0f);\n  }\n\n  explicit MulticlassSoftmax(const std::vector<std::string>& strs) {\n    num_class_ = -1;\n    for (auto str : strs) {\n      auto tokens = Common::Split(str.c_str(), ':');\n      if (tokens.size() == 2) {\n        if (tokens[0] == std::string(\"num_class\")) {\n          Common::Atoi(tokens[1].c_str(), &num_class_);\n        }\n      }\n    }\n    if (num_class_ < 0) {\n      Log::Fatal(\"Objective should contain num_class field\");\n    }\n    factor_ = static_cast<double>(num_class_) / (num_class_ - 1.0f);\n  }\n\n  ~MulticlassSoftmax() {\n  }\n\n  void Init(const Metadata& metadata, data_size_t num_data) override {\n    num_data_ = num_data;\n    label_ = metadata.label();\n    weights_ = metadata.weights();\n    label_int_.resize(num_data_);\n    class_init_probs_.resize(num_class_, 0.0);\n    double sum_weight = 0.0;\n    for (int i = 0; i < num_data_; ++i) {\n      label_int_[i] = static_cast<int>(label_[i]);\n      if (label_int_[i] < 0 || label_int_[i] >= num_class_) {\n        Log::Fatal(\"Label must be in [0, %d), but found %d in label\", num_class_, label_int_[i]);\n      }\n      if (weights_ == nullptr) {\n        class_init_probs_[label_int_[i]] += 1.0;\n      } else {\n        class_init_probs_[label_int_[i]] += weights_[i];\n        sum_weight += weights_[i];\n      }\n    }\n    if (weights_ == nullptr) {\n      sum_weight = num_data_;\n    }\n    if (Network::num_machines() > 1) {\n      sum_weight = Network::GlobalSyncUpBySum(sum_weight);\n      for (int i = 0; i < num_class_; ++i) {\n        class_init_probs_[i] = Network::GlobalSyncUpBySum(class_init_probs_[i]);\n      }\n    }\n    for (int i = 0; i < num_class_; ++i) {\n      class_init_probs_[i] /= sum_weight;\n    }\n  }\n\n  void GetGradients(const double* score, score_t* gradients, score_t* hessians) const override {\n    if (weights_ == nullptr) {\n      std::vector<double> rec;\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) private(rec)\n      for (data_size_t i = 0; i < num_data_; ++i) {\n        rec.resize(num_class_);\n        for (int k = 0; k < num_class_; ++k) {\n          size_t idx = static_cast<size_t>(num_data_) * k + i;\n          rec[k] = static_cast<double>(score[idx]);\n        }\n        Common::Softmax(&rec);\n        for (int k = 0; k < num_class_; ++k) {\n          auto p = rec[k];\n          size_t idx = static_cast<size_t>(num_data_) * k + i;\n          if (label_int_[i] == k) {\n            gradients[idx] = static_cast<score_t>(p - 1.0f);\n          } else {\n            gradients[idx] = static_cast<score_t>(p);\n          }\n          hessians[idx] = static_cast<score_t>(factor_ * p * (1.0f - p));\n        }\n      }\n    } else {\n      std::vector<double> rec;\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) private(rec)\n      for (data_size_t i = 0; i < num_data_; ++i) {\n        rec.resize(num_class_);\n        for (int k = 0; k < num_class_; ++k) {\n          size_t idx = static_cast<size_t>(num_data_) * k + i;\n          rec[k] = static_cast<double>(score[idx]);\n        }\n        Common::Softmax(&rec);\n        for (int k = 0; k < num_class_; ++k) {\n          auto p = rec[k];\n          size_t idx = static_cast<size_t>(num_data_) * k + i;\n          if (label_int_[i] == k) {\n            gradients[idx] = static_cast<score_t>((p - 1.0f) * weights_[i]);\n          } else {\n            gradients[idx] = static_cast<score_t>(p * weights_[i]);\n          }\n          hessians[idx] = static_cast<score_t>((factor_ * p * (1.0f - p))* weights_[i]);\n        }\n      }\n    }\n  }\n\n  void ConvertOutput(const double* input, double* output) const override {\n    Common::Softmax(input, output, num_class_);\n  }\n\n  const char* GetName() const override {\n    return \"multiclass\";\n  }\n\n  std::string ToString() const override {\n    std::stringstream str_buf;\n    str_buf << GetName() << \" \";\n    str_buf << \"num_class:\" << num_class_;\n    return str_buf.str();\n  }\n\n  bool SkipEmptyClass() const override { return true; }\n\n  int NumModelPerIteration() const override { return num_class_; }\n\n  int NumPredictOneRow() const override { return num_class_; }\n\n  bool NeedAccuratePrediction() const override { return false; }\n\n  double BoostFromScore(int class_id) const override {\n    return std::log(std::max<double>(kEpsilon, class_init_probs_[class_id]));\n  }\n\n  bool ClassNeedTrain(int class_id) const override {\n    if (std::fabs(class_init_probs_[class_id]) <= kEpsilon\n        || std::fabs(class_init_probs_[class_id]) >= 1.0 - kEpsilon) {\n      return false;\n    } else {\n      return true;\n    }\n  }\n\n protected:\n  double factor_;\n  /*! \\brief Number of data */\n  data_size_t num_data_;\n  /*! \\brief Number of classes */\n  int num_class_;\n  /*! \\brief Pointer of label */\n  const label_t* label_;\n  /*! \\brief Corresponding integers of label_ */\n  std::vector<int> label_int_;\n  /*! \\brief Weights for data */\n  const label_t* weights_;\n  std::vector<double> class_init_probs_;\n};\n\n/*!\n* \\brief Objective function for multiclass classification, use one-vs-all binary objective function\n*/\nclass MulticlassOVA: public ObjectiveFunction {\n public:\n  explicit MulticlassOVA(const Config& config) {\n    num_class_ = config.num_class;\n    for (int i = 0; i < num_class_; ++i) {\n      binary_loss_.emplace_back(\n        new BinaryLogloss(config, [i](label_t label) { return static_cast<int>(label) == i; }));\n    }\n    sigmoid_ = config.sigmoid;\n  }\n\n  explicit MulticlassOVA(const std::vector<std::string>& strs) {\n    num_class_ = -1;\n    sigmoid_ = -1;\n    for (auto str : strs) {\n      auto tokens = Common::Split(str.c_str(), ':');\n      if (tokens.size() == 2) {\n        if (tokens[0] == std::string(\"num_class\")) {\n          Common::Atoi(tokens[1].c_str(), &num_class_);\n        } else if (tokens[0] == std::string(\"sigmoid\")) {\n          Common::Atof(tokens[1].c_str(), &sigmoid_);\n        }\n      }\n    }\n    if (num_class_ < 0) {\n      Log::Fatal(\"Objective should contain num_class field\");\n    }\n    if (sigmoid_ <= 0.0) {\n      Log::Fatal(\"Sigmoid parameter %f should be greater than zero\", sigmoid_);\n    }\n  }\n\n  ~MulticlassOVA() {\n  }\n\n  void Init(const Metadata& metadata, data_size_t num_data) override {\n    num_data_ = num_data;\n    for (int i = 0; i < num_class_; ++i) {\n      binary_loss_[i]->Init(metadata, num_data);\n    }\n  }\n\n  void GetGradients(const double* score, score_t* gradients, score_t* hessians) const override {\n    for (int i = 0; i < num_class_; ++i) {\n      int64_t offset = static_cast<int64_t>(num_data_) * i;\n      binary_loss_[i]->GetGradients(score + offset, gradients + offset, hessians + offset);\n    }\n  }\n\n  const char* GetName() const override {\n    return \"multiclassova\";\n  }\n\n  void ConvertOutput(const double* input, double* output) const override {\n    for (int i = 0; i < num_class_; ++i) {\n      output[i] = 1.0f / (1.0f + std::exp(-sigmoid_ * input[i]));\n    }\n  }\n\n  std::string ToString() const override {\n    std::stringstream str_buf;\n    str_buf << GetName() << \" \";\n    str_buf << \"num_class:\" << num_class_ << \" \";\n    str_buf << \"sigmoid:\" << sigmoid_;\n    return str_buf.str();\n  }\n\n  bool SkipEmptyClass() const override { return true; }\n\n  int NumModelPerIteration() const override { return num_class_; }\n\n  int NumPredictOneRow() const override { return num_class_; }\n\n  bool NeedAccuratePrediction() const override { return false; }\n\n  double BoostFromScore(int class_id) const override {\n    return binary_loss_[class_id]->BoostFromScore(0);\n  }\n\n  bool ClassNeedTrain(int class_id) const override {\n    return binary_loss_[class_id]->ClassNeedTrain(0);\n  }\n\n protected:\n  /*! \\brief Number of data */\n  data_size_t num_data_;\n  /*! \\brief Number of classes */\n  int num_class_;\n  std::vector<std::unique_ptr<BinaryLogloss>> binary_loss_;\n  double sigmoid_;\n};\n\n}  // namespace LightGBM\n#endif   // LIGHTGBM_SRC_OBJECTIVE_MULTICLASS_OBJECTIVE_HPP_\n"
  },
  {
    "path": "src/objective/objective_function.cpp",
    "content": "/*!\n * Copyright (c) 2016-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2016-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\n */\n\n#include <LightGBM/objective_function.h>\n\n#include <string>\n\n#include \"binary_objective.hpp\"\n#include \"multiclass_objective.hpp\"\n#include \"rank_objective.hpp\"\n#include \"regression_objective.hpp\"\n#include \"xentropy_objective.hpp\"\n\n#include <LightGBM/cuda/cuda_objective_function.hpp>\n\n#include \"cuda/cuda_binary_objective.hpp\"\n#include \"cuda/cuda_multiclass_objective.hpp\"\n#include \"cuda/cuda_rank_objective.hpp\"\n#include \"cuda/cuda_regression_objective.hpp\"\n\nnamespace LightGBM {\n\n#ifdef USE_CUDA\nObjectiveFunction* ObjectiveFunction::CreateObjectiveFunctionCUDA(const std::string& type, const Config& config) {\n  if (type == std::string(\"regression\")) {\n    return new CUDARegressionL2loss(config);\n  } else if (type == std::string(\"regression_l1\")) {\n    return new CUDARegressionL1loss(config);\n  } else if (type == std::string(\"quantile\")) {\n    return new CUDARegressionQuantileloss(config);\n  } else if (type == std::string(\"huber\")) {\n    return new CUDARegressionHuberLoss(config);\n  } else if (type == std::string(\"fair\")) {\n    return new CUDARegressionFairLoss(config);\n  } else if (type == std::string(\"poisson\")) {\n    return new CUDARegressionPoissonLoss(config);\n  } else if (type == std::string(\"binary\")) {\n    return new CUDABinaryLogloss(config);\n  } else if (type == std::string(\"lambdarank\")) {\n    return new CUDALambdarankNDCG(config);\n  } else if (type == std::string(\"rank_xendcg\")) {\n    return new CUDARankXENDCG(config);\n  } else if (type == std::string(\"multiclass\")) {\n    return new CUDAMulticlassSoftmax(config);\n  } else if (type == std::string(\"multiclassova\")) {\n    return new CUDAMulticlassOVA(config);\n  } else if (type == std::string(\"cross_entropy\")) {\n    Log::Warning(\"Objective cross_entropy is not implemented in cuda version. Fall back to boosting on CPU.\");\n    return new CrossEntropy(config);\n  } else if (type == std::string(\"cross_entropy_lambda\")) {\n    Log::Warning(\"Objective cross_entropy_lambda is not implemented in cuda version. Fall back to boosting on CPU.\");\n    return new CrossEntropyLambda(config);\n  } else if (type == std::string(\"mape\")) {\n    Log::Warning(\"Objective mape is not implemented in cuda version. Fall back to boosting on CPU.\");\n    return new RegressionMAPELOSS(config);\n  } else if (type == std::string(\"gamma\")) {\n    Log::Warning(\"Objective gamma is not implemented in cuda version. Fall back to boosting on CPU.\");\n    return new RegressionGammaLoss(config);\n  } else if (type == std::string(\"tweedie\")) {\n    Log::Warning(\"Objective tweedie is not implemented in cuda version. Fall back to boosting on CPU.\");\n    return new RegressionTweedieLoss(config);\n  } else if (type == std::string(\"custom\")) {\n    Log::Warning(\"Using customized objective with cuda. This requires copying gradients from CPU to GPU, which can be slow.\");\n    return nullptr;\n  }\n}\n#endif  // USE_CUDA\n\nObjectiveFunction* ObjectiveFunction::CreateObjectiveFunction(const std::string& type, const Config& config) {\n  #ifdef USE_CUDA\n  if (config.device_type == std::string(\"cuda\") &&\n      config.data_sample_strategy != std::string(\"goss\") &&\n      config.boosting != std::string(\"rf\")) {\n    return CreateObjectiveFunctionCUDA(type, config);\n  } else {\n  #endif  // USE_CUDA\n    if (type == std::string(\"regression\")) {\n      return new RegressionL2loss(config);\n    } else if (type == std::string(\"regression_l1\")) {\n      return new RegressionL1loss(config);\n    } else if (type == std::string(\"quantile\")) {\n      return new RegressionQuantileloss(config);\n    } else if (type == std::string(\"huber\")) {\n      return new RegressionHuberLoss(config);\n    } else if (type == std::string(\"fair\")) {\n      return new RegressionFairLoss(config);\n    } else if (type == std::string(\"poisson\")) {\n      return new RegressionPoissonLoss(config);\n    } else if (type == std::string(\"binary\")) {\n      return new BinaryLogloss(config);\n    } else if (type == std::string(\"lambdarank\")) {\n      return new LambdarankNDCG(config);\n    } else if (type == std::string(\"rank_xendcg\")) {\n      return new RankXENDCG(config);\n    } else if (type == std::string(\"multiclass\")) {\n      return new MulticlassSoftmax(config);\n    } else if (type == std::string(\"multiclassova\")) {\n      return new MulticlassOVA(config);\n    } else if (type == std::string(\"cross_entropy\")) {\n      return new CrossEntropy(config);\n    } else if (type == std::string(\"cross_entropy_lambda\")) {\n      return new CrossEntropyLambda(config);\n    } else if (type == std::string(\"mape\")) {\n      return new RegressionMAPELOSS(config);\n    } else if (type == std::string(\"gamma\")) {\n      return new RegressionGammaLoss(config);\n    } else if (type == std::string(\"tweedie\")) {\n      return new RegressionTweedieLoss(config);\n    } else if (type == std::string(\"custom\")) {\n      return nullptr;\n    }\n  #ifdef USE_CUDA\n  }\n  #endif  // USE_CUDA\n  Log::Fatal(\"Unknown objective type name: %s\", type.c_str());\n  return nullptr;\n}\n\nObjectiveFunction* ObjectiveFunction::CreateObjectiveFunction(const std::string& str) {\n  auto strs = Common::Split(str.c_str(), ' ');\n  auto type = strs[0];\n  if (type == std::string(\"regression\")) {\n    return new RegressionL2loss(strs);\n  } else if (type == std::string(\"regression_l1\")) {\n    return new RegressionL1loss(strs);\n  } else if (type == std::string(\"quantile\")) {\n    return new RegressionQuantileloss(strs);\n  } else if (type == std::string(\"huber\")) {\n    return new RegressionHuberLoss(strs);\n  } else if (type == std::string(\"fair\")) {\n    return new RegressionFairLoss(strs);\n  } else if (type == std::string(\"poisson\")) {\n    return new RegressionPoissonLoss(strs);\n  } else if (type == std::string(\"binary\")) {\n    return new BinaryLogloss(strs);\n  } else if (type == std::string(\"lambdarank\")) {\n    return new LambdarankNDCG(strs);\n  } else if (type == std::string(\"rank_xendcg\")) {\n    return new RankXENDCG(strs);\n  } else if (type == std::string(\"multiclass\")) {\n    return new MulticlassSoftmax(strs);\n  } else if (type == std::string(\"multiclassova\")) {\n    return new MulticlassOVA(strs);\n  } else if (type == std::string(\"cross_entropy\")) {\n    return new CrossEntropy(strs);\n  } else if (type == std::string(\"cross_entropy_lambda\")) {\n    return new CrossEntropyLambda(strs);\n  } else if (type == std::string(\"mape\")) {\n    return new RegressionMAPELOSS(strs);\n  } else if (type == std::string(\"gamma\")) {\n    return new RegressionGammaLoss(strs);\n  } else if (type == std::string(\"tweedie\")) {\n    return new RegressionTweedieLoss(strs);\n  } else if (type == std::string(\"custom\")) {\n    return nullptr;\n  }\n  Log::Fatal(\"Unknown objective type name: %s\", type.c_str());\n  return nullptr;\n}\n\n}  // namespace LightGBM\n"
  },
  {
    "path": "src/objective/rank_objective.hpp",
    "content": "/*!\n * Copyright (c) 2020-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2020-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n#ifndef LIGHTGBM_SRC_OBJECTIVE_RANK_OBJECTIVE_HPP_\n#define LIGHTGBM_SRC_OBJECTIVE_RANK_OBJECTIVE_HPP_\n\n#include <LightGBM/metric.h>\n#include <LightGBM/objective_function.h>\n\n#include <algorithm>\n#include <cmath>\n#include <cstdio>\n#include <cstring>\n#include <limits>\n#include <string>\n#include <vector>\n\nnamespace LightGBM {\n\n/*!\n * \\brief Objective function for Ranking\n */\nclass RankingObjective : public ObjectiveFunction {\n public:\n  explicit RankingObjective(const Config& config)\n      : seed_(config.objective_seed) {\n    learning_rate_ = config.learning_rate;\n    position_bias_regularization_ = config.lambdarank_position_bias_regularization;\n  }\n\n  explicit RankingObjective(const std::vector<std::string>&) : seed_(0) {}\n\n  ~RankingObjective() {}\n\n  void Init(const Metadata& metadata, data_size_t num_data) override {\n    num_data_ = num_data;\n    // get label\n    label_ = metadata.label();\n    // get weights\n    weights_ = metadata.weights();\n    // get positions\n    positions_ = metadata.positions();\n    // get position ids\n    position_ids_ = metadata.position_ids();\n    // get number of different position ids\n    num_position_ids_ = static_cast<data_size_t>(metadata.num_position_ids());\n    // get boundaries\n    query_boundaries_ = metadata.query_boundaries();\n    if (query_boundaries_ == nullptr) {\n      Log::Fatal(\"Ranking tasks require query information\");\n    }\n    num_queries_ = metadata.num_queries();\n    // initialize position bias vectors\n    pos_biases_.resize(num_position_ids_, 0.0);\n  }\n\n  void GetGradientsWithSampledQueries(const double* score, const data_size_t num_sampled_queries, const data_size_t* sampled_query_indices,\n                    score_t* gradients, score_t* hessians) const override {\n    const data_size_t num_queries = (sampled_query_indices == nullptr ? num_queries_ : num_sampled_queries);\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(guided)\n    for (data_size_t i = 0; i < num_queries; ++i) {\n      const data_size_t query_index = (sampled_query_indices == nullptr ? i : sampled_query_indices[i]);\n      const data_size_t start = query_boundaries_[query_index];\n      const data_size_t cnt = query_boundaries_[query_index + 1] - query_boundaries_[query_index];\n      std::vector<double> score_adjusted;\n      if (num_position_ids_ > 0) {\n        for (data_size_t j = 0; j < cnt; ++j) {\n          score_adjusted.push_back(score[start + j] + pos_biases_[positions_[start + j]]);\n        }\n      }\n      GetGradientsForOneQuery(query_index, cnt, label_ + start, num_position_ids_ > 0 ? score_adjusted.data() : score + start,\n                              gradients + start, hessians + start);\n      if (weights_ != nullptr) {\n        for (data_size_t j = 0; j < cnt; ++j) {\n          gradients[start + j] =\n              static_cast<score_t>(gradients[start + j] * weights_[start + j]);\n          hessians[start + j] =\n              static_cast<score_t>(hessians[start + j] * weights_[start + j]);\n        }\n      }\n    }\n    if (num_position_ids_ > 0) {\n      UpdatePositionBiasFactors(gradients, hessians);\n    }\n  }\n\n  void GetGradients(const double* score, score_t* gradients, score_t* hessians) const override {\n    GetGradientsWithSampledQueries(score, num_queries_, nullptr, gradients, hessians);\n  }\n\n  virtual void GetGradientsForOneQuery(data_size_t query_id, data_size_t cnt,\n                                       const label_t* label,\n                                       const double* score, score_t* lambdas,\n                                       score_t* hessians) const = 0;\n\n  virtual void UpdatePositionBiasFactors(const score_t* /*lambdas*/, const score_t* /*hessians*/) const {}\n\n  const char* GetName() const override = 0;\n\n  std::string ToString() const override {\n    std::stringstream str_buf;\n    str_buf << GetName();\n    return str_buf.str();\n  }\n\n  bool NeedAccuratePrediction() const override { return false; }\n\n protected:\n  int seed_;\n  data_size_t num_queries_;\n  /*! \\brief Number of data */\n  data_size_t num_data_;\n  /*! \\brief Pointer of label */\n  const label_t* label_;\n  /*! \\brief Pointer of weights */\n  const label_t* weights_;\n  /*! \\brief Pointer of positions */\n  const data_size_t* positions_;\n  /*! \\brief Pointer of position IDs */\n  const std::string* position_ids_;\n  /*! \\brief Pointer of label */\n  data_size_t num_position_ids_;\n  /*! \\brief Query boundaries */\n  const data_size_t* query_boundaries_;\n  /*! \\brief Position bias factors */\n  mutable std::vector<label_t> pos_biases_;\n  /*! \\brief Learning rate to update position bias factors */\n  double learning_rate_;\n  /*! \\brief Position bias regularization */\n  double position_bias_regularization_;\n};\n\n/*!\n * \\brief Objective function for LambdaRank with NDCG\n */\nclass LambdarankNDCG : public RankingObjective {\n public:\n  explicit LambdarankNDCG(const Config& config)\n      : RankingObjective(config),\n        sigmoid_(config.sigmoid),\n        norm_(config.lambdarank_norm),\n        truncation_level_(config.lambdarank_truncation_level) {\n    label_gain_ = config.label_gain;\n    // initialize DCG calculator\n    DCGCalculator::DefaultLabelGain(&label_gain_);\n    DCGCalculator::Init(label_gain_);\n    sigmoid_table_.clear();\n    inverse_max_dcgs_.clear();\n    if (sigmoid_ <= 0.0) {\n      Log::Fatal(\"Sigmoid param %f should be greater than zero\", sigmoid_);\n    }\n  }\n\n  explicit LambdarankNDCG(const std::vector<std::string>& strs)\n      : RankingObjective(strs) {}\n\n  ~LambdarankNDCG() {}\n\n  void Init(const Metadata& metadata, data_size_t num_data) override {\n    RankingObjective::Init(metadata, num_data);\n    DCGCalculator::CheckMetadata(metadata, num_queries_);\n    DCGCalculator::CheckLabel(label_, num_data_);\n    inverse_max_dcgs_.resize(num_queries_);\n#pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\n    for (data_size_t i = 0; i < num_queries_; ++i) {\n      inverse_max_dcgs_[i] = DCGCalculator::CalMaxDCGAtK(\n          truncation_level_, label_ + query_boundaries_[i],\n          query_boundaries_[i + 1] - query_boundaries_[i]);\n\n      if (inverse_max_dcgs_[i] > 0.0) {\n        inverse_max_dcgs_[i] = 1.0f / inverse_max_dcgs_[i];\n      }\n    }\n    // construct Sigmoid table to speed up Sigmoid transform\n    ConstructSigmoidTable();\n  }\n\n  inline void GetGradientsForOneQuery(data_size_t query_id, data_size_t cnt,\n                                      const label_t* label, const double* score,\n                                      score_t* lambdas,\n                                      score_t* hessians) const override {\n    // get max DCG on current query\n    const double inverse_max_dcg = inverse_max_dcgs_[query_id];\n    // initialize with zero\n    for (data_size_t i = 0; i < cnt; ++i) {\n      lambdas[i] = 0.0f;\n      hessians[i] = 0.0f;\n    }\n    // get sorted indices for scores\n    std::vector<data_size_t> sorted_idx(cnt);\n    for (data_size_t i = 0; i < cnt; ++i) {\n      sorted_idx[i] = i;\n    }\n    std::stable_sort(\n        sorted_idx.begin(), sorted_idx.end(),\n        [score](data_size_t a, data_size_t b) { return score[a] > score[b]; });\n    // get best and worst score\n    const double best_score = score[sorted_idx[0]];\n    data_size_t worst_idx = cnt - 1;\n    if (worst_idx > 0 && score[sorted_idx[worst_idx]] == kMinScore) {\n      worst_idx -= 1;\n    }\n    const double worst_score = score[sorted_idx[worst_idx]];\n    double sum_lambdas = 0.0;\n    // start accumulate lambdas by pairs that contain at least one document above truncation level\n    for (data_size_t i = 0; i < cnt - 1 && i < truncation_level_; ++i) {\n      if (score[sorted_idx[i]] == kMinScore) {\n        continue;\n      }\n      for (data_size_t j = i + 1; j < cnt; ++j) {\n        if (score[sorted_idx[j]] == kMinScore) {\n          continue;\n        }\n        // skip pairs with the same labels\n        if (label[sorted_idx[i]] == label[sorted_idx[j]]) {\n          continue;\n        }\n        data_size_t high_rank, low_rank;\n        if (label[sorted_idx[i]] > label[sorted_idx[j]]) {\n          high_rank = i;\n          low_rank = j;\n        } else {\n          high_rank = j;\n          low_rank = i;\n        }\n        const data_size_t high = sorted_idx[high_rank];\n        const int high_label = static_cast<int>(label[high]);\n        const double high_score = score[high];\n        const double high_label_gain = label_gain_[high_label];\n        const double high_discount = DCGCalculator::GetDiscount(high_rank);\n        const data_size_t low = sorted_idx[low_rank];\n        const int low_label = static_cast<int>(label[low]);\n        const double low_score = score[low];\n        const double low_label_gain = label_gain_[low_label];\n        const double low_discount = DCGCalculator::GetDiscount(low_rank);\n\n        const double delta_score = high_score - low_score;\n\n        // get dcg gap\n        const double dcg_gap = high_label_gain - low_label_gain;\n        // get discount of this pair\n        const double paired_discount = fabs(high_discount - low_discount);\n        // get delta NDCG\n        double delta_pair_NDCG = dcg_gap * paired_discount * inverse_max_dcg;\n        // regular the delta_pair_NDCG by score distance\n        if (norm_ && best_score != worst_score) {\n          delta_pair_NDCG /= (0.01f + fabs(delta_score));\n        }\n        // calculate lambda for this pair\n        double p_lambda = GetSigmoid(delta_score);\n        double p_hessian = p_lambda * (1.0f - p_lambda);\n        // update\n        p_lambda *= -sigmoid_ * delta_pair_NDCG;\n        p_hessian *= sigmoid_ * sigmoid_ * delta_pair_NDCG;\n        lambdas[low] -= static_cast<score_t>(p_lambda);\n        hessians[low] += static_cast<score_t>(p_hessian);\n        lambdas[high] += static_cast<score_t>(p_lambda);\n        hessians[high] += static_cast<score_t>(p_hessian);\n        // lambda is negative, so use minus to accumulate\n        sum_lambdas -= 2 * p_lambda;\n      }\n    }\n    if (norm_ && sum_lambdas > 0) {\n      double norm_factor = std::log2(1 + sum_lambdas) / sum_lambdas;\n      for (data_size_t i = 0; i < cnt; ++i) {\n        lambdas[i] = static_cast<score_t>(lambdas[i] * norm_factor);\n        hessians[i] = static_cast<score_t>(hessians[i] * norm_factor);\n      }\n    }\n  }\n\n  inline double GetSigmoid(double score) const {\n    if (score <= min_sigmoid_input_) {\n      // too small, use lower bound\n      return sigmoid_table_[0];\n    } else if (score >= max_sigmoid_input_) {\n      // too large, use upper bound\n      return sigmoid_table_[_sigmoid_bins - 1];\n    } else {\n      return sigmoid_table_[static_cast<size_t>((score - min_sigmoid_input_) *\n                                                sigmoid_table_idx_factor_)];\n    }\n  }\n\n  void ConstructSigmoidTable() {\n    // get boundary\n    min_sigmoid_input_ = min_sigmoid_input_ / sigmoid_ / 2;\n    max_sigmoid_input_ = -min_sigmoid_input_;\n    sigmoid_table_.resize(_sigmoid_bins);\n    // get score to bin factor\n    sigmoid_table_idx_factor_ =\n        _sigmoid_bins / (max_sigmoid_input_ - min_sigmoid_input_);\n    // cache\n    for (size_t i = 0; i < _sigmoid_bins; ++i) {\n      const double score = i / sigmoid_table_idx_factor_ + min_sigmoid_input_;\n      sigmoid_table_[i] = 1.0f / (1.0f + std::exp(score * sigmoid_));\n    }\n  }\n\n  void UpdatePositionBiasFactors(const score_t* lambdas, const score_t* hessians) const override {\n    /// get number of threads\n    int num_threads = OMP_NUM_THREADS();\n    // create per-thread buffers for first and second derivatives of utility w.r.t. position bias factors\n    std::vector<double> bias_first_derivatives(num_position_ids_ * num_threads, 0.0);\n    std::vector<double> bias_second_derivatives(num_position_ids_ * num_threads, 0.0);\n    std::vector<int> instance_counts(num_position_ids_ * num_threads, 0);\n    #pragma omp parallel for schedule(guided) num_threads(num_threads)\n    for (data_size_t i = 0; i < num_data_; i++) {\n      // get thread ID\n      const int tid = omp_get_thread_num();\n      size_t offset = static_cast<size_t>(positions_[i] + tid * num_position_ids_);\n      // accumulate first derivatives of utility w.r.t. position bias factors, for each position\n      bias_first_derivatives[offset] -= lambdas[i];\n      // accumulate second derivatives of utility w.r.t. position bias factors, for each position\n      bias_second_derivatives[offset] -= hessians[i];\n      instance_counts[offset]++;\n    }\n    #pragma omp parallel for schedule(guided) num_threads(num_threads)\n    for (data_size_t i = 0; i < num_position_ids_; i++) {\n      double bias_first_derivative = 0.0;\n      double bias_second_derivative = 0.0;\n      int instance_count = 0;\n      // aggregate derivatives from per-thread buffers\n      for (int tid = 0; tid < num_threads; tid++) {\n        size_t offset = static_cast<size_t>(i + tid * num_position_ids_);\n        bias_first_derivative += bias_first_derivatives[offset];\n        bias_second_derivative += bias_second_derivatives[offset];\n        instance_count += instance_counts[offset];\n      }\n      // L2 regularization on position bias factors\n      bias_first_derivative -= pos_biases_[i] * position_bias_regularization_ * instance_count;\n      bias_second_derivative -= position_bias_regularization_ * instance_count;\n      // do Newton-Raphson step to update position bias factors\n      pos_biases_[i] += learning_rate_ * bias_first_derivative / (std::abs(bias_second_derivative) + 0.001);\n    }\n    LogDebugPositionBiasFactors();\n  }\n\n  const char* GetName() const override { return \"lambdarank\"; }\n\n protected:\n  void LogDebugPositionBiasFactors() const {\n    std::stringstream message_stream;\n    message_stream << std::setw(15) << \"position\"\n      << std::setw(15) << \"bias_factor\"\n      << std::endl;\n    Log::Debug(message_stream.str().c_str());\n    message_stream.str(\"\");\n    for (int i = 0; i < num_position_ids_; ++i) {\n      message_stream << std::setw(15) << position_ids_[i]\n        << std::setw(15) << pos_biases_[i];\n      Log::Debug(message_stream.str().c_str());\n      message_stream.str(\"\");\n    }\n  }\n  /*! \\brief Sigmoid param */\n  double sigmoid_;\n  /*! \\brief Normalize the lambdas or not */\n  bool norm_;\n  /*! \\brief Truncation position for max DCG */\n  int truncation_level_;\n  /*! \\brief Cache inverse max DCG, speed up calculation */\n  std::vector<double> inverse_max_dcgs_;\n  /*! \\brief Cache result for sigmoid transform to speed up */\n  std::vector<double> sigmoid_table_;\n  /*! \\brief Gains for labels */\n  std::vector<double> label_gain_;\n  /*! \\brief Number of bins in simoid table */\n  size_t _sigmoid_bins = 1024 * 1024;\n  /*! \\brief Minimal input of sigmoid table */\n  double min_sigmoid_input_ = -50;\n  /*! \\brief Maximal input of Sigmoid table */\n  double max_sigmoid_input_ = 50;\n  /*! \\brief Factor that covert score to bin in Sigmoid table */\n  double sigmoid_table_idx_factor_;\n};\n\n/*!\n * \\brief Implementation of the learning-to-rank objective function, XE_NDCG\n * [arxiv.org/abs/1911.09798].\n */\nclass RankXENDCG : public RankingObjective {\n public:\n  explicit RankXENDCG(const Config& config) : RankingObjective(config) {}\n\n  explicit RankXENDCG(const std::vector<std::string>& strs)\n      : RankingObjective(strs) {}\n\n  ~RankXENDCG() {}\n\n  void Init(const Metadata& metadata, data_size_t num_data) override {\n    RankingObjective::Init(metadata, num_data);\n    for (data_size_t i = 0; i < num_queries_; ++i) {\n      rands_.emplace_back(seed_ + i);\n    }\n  }\n\n  inline void GetGradientsForOneQuery(data_size_t query_id, data_size_t cnt,\n                                      const label_t* label, const double* score,\n                                      score_t* lambdas,\n                                      score_t* hessians) const override {\n    // Skip groups with too few items.\n    if (cnt <= 1) {\n      for (data_size_t i = 0; i < cnt; ++i) {\n        lambdas[i] = 0.0f;\n        hessians[i] = 0.0f;\n      }\n      return;\n    }\n\n    // Turn scores into a probability distribution using Softmax.\n    std::vector<double> rho(cnt, 0.0);\n    Common::Softmax(score, rho.data(), cnt);\n\n    // An auxiliary buffer of parameters used to form the ground-truth\n    // distribution and compute the loss.\n    std::vector<double> params(cnt);\n\n    double inv_denominator = 0;\n    for (data_size_t i = 0; i < cnt; ++i) {\n      params[i] = Phi(label[i], rands_[query_id].NextFloat());\n      inv_denominator += params[i];\n    }\n    // sum_labels will always be positive number\n    inv_denominator = 1. / std::max<double>(kEpsilon, inv_denominator);\n\n    // Approximate gradients and inverse Hessian.\n    // First order terms.\n    double sum_l1 = 0.0;\n    for (data_size_t i = 0; i < cnt; ++i) {\n      double term = -params[i] * inv_denominator + rho[i];\n      lambdas[i] = static_cast<score_t>(term);\n      // Params will now store terms needed to compute second-order terms.\n      params[i] = term / (1. - rho[i]);\n      sum_l1 += params[i];\n    }\n    // Second order terms.\n    double sum_l2 = 0.0;\n    for (data_size_t i = 0; i < cnt; ++i) {\n      double term = rho[i] * (sum_l1 - params[i]);\n      lambdas[i] += static_cast<score_t>(term);\n      // Params will now store terms needed to compute third-order terms.\n      params[i] = term / (1. - rho[i]);\n      sum_l2 += params[i];\n    }\n    for (data_size_t i = 0; i < cnt; ++i) {\n      lambdas[i] += static_cast<score_t>(rho[i] * (sum_l2 - params[i]));\n      hessians[i] = static_cast<score_t>(rho[i] * (1.0 - rho[i]));\n    }\n  }\n\n  double Phi(const label_t l, double g) const {\n    return Common::Pow(2, static_cast<int>(l)) - g;\n  }\n\n  const char* GetName() const override { return \"rank_xendcg\"; }\n\n protected:\n  mutable std::vector<Random> rands_;\n};\n\n}  // namespace LightGBM\n#endif  // LIGHTGBM_SRC_OBJECTIVE_RANK_OBJECTIVE_HPP_\n"
  },
  {
    "path": "src/objective/xentropy_objective.hpp",
    "content": "/*!\r\n * Copyright (c) 2017-2026 Microsoft Corporation. All rights reserved.\r\n * Copyright (c) 2017-2026 The LightGBM developers. All rights reserved.\r\n * Licensed under the MIT License. See LICENSE file in the project root for license information.\r\n */\r\n#ifndef LIGHTGBM_SRC_OBJECTIVE_XENTROPY_OBJECTIVE_HPP_\r\n#define LIGHTGBM_SRC_OBJECTIVE_XENTROPY_OBJECTIVE_HPP_\r\n\r\n#include <LightGBM/meta.h>\r\n#include <LightGBM/objective_function.h>\r\n#include <LightGBM/utils/common.h>\r\n\r\n#include <string>\r\n#include <algorithm>\r\n#include <cmath>\r\n#include <cstring>\r\n#include <vector>\r\n\r\n/*\r\n * Implements gradients and Hessians for the following point losses.\r\n * Target y is anything in interval [0, 1].\r\n *\r\n * (1) CrossEntropy; \"xentropy\";\r\n *\r\n * loss(y, p, w) = { -(1-y)*log(1-p)-y*log(p) }*w,\r\n * with probability p = 1/(1+exp(-f)), where f is being boosted\r\n *\r\n * ConvertToOutput: f -> p\r\n *\r\n * (2) CrossEntropyLambda; \"xentlambda\"\r\n *\r\n * loss(y, p, w) = -(1-y)*log(1-p)-y*log(p),\r\n * with p = 1-exp(-lambda*w), lambda = log(1+exp(f)), f being boosted, and w > 0\r\n *\r\n * ConvertToOutput: f -> lambda\r\n *\r\n * (1) and (2) are the same if w=1; but outputs still differ.\r\n *\r\n */\r\n\r\nnamespace LightGBM {\r\n/*!\r\n* \\brief Objective function for cross-entropy (with optional linear weights)\r\n*/\r\nclass CrossEntropy: public ObjectiveFunction {\r\n public:\r\n  explicit CrossEntropy(const Config& config)\r\n      : deterministic_(config.deterministic) {}\r\n\r\n  explicit CrossEntropy(const std::vector<std::string>&)\r\n      : deterministic_(false) {\r\n  }\r\n\r\n  ~CrossEntropy() {}\r\n\r\n  void Init(const Metadata& metadata, data_size_t num_data) override {\r\n    num_data_ = num_data;\r\n    label_ = metadata.label();\r\n    weights_ = metadata.weights();\r\n\r\n    CHECK_NOTNULL(label_);\r\n    Common::CheckElementsIntervalClosed<label_t>(label_, 0.0f, 1.0f, num_data_, GetName());\r\n    Log::Info(\"[%s:%s]: (objective) labels passed interval [0, 1] check\",  GetName(), __func__);\r\n\r\n    if (weights_ != nullptr) {\r\n      label_t minw;\r\n      double sumw;\r\n      Common::ObtainMinMaxSum(weights_, num_data_, &minw, static_cast<label_t*>(nullptr), &sumw);\r\n      if (minw < 0.0f) {\r\n        Log::Fatal(\"[%s]: at least one weight is negative\", GetName());\r\n      }\r\n      if (sumw == 0.0f) {\r\n        Log::Fatal(\"[%s]: sum of weights is zero\", GetName());\r\n      }\r\n    }\r\n  }\r\n\r\n  void GetGradients(const double* score, score_t* gradients, score_t* hessians) const override {\r\n    // z = expit(score) = 1 / (1 + exp(-score))\r\n    // gradient = z - label = expit(score) - label\r\n    // Numerically more stable, see http://fa.bianp.net/blog/2019/evaluate_logistic/\r\n    //     if score < 0:\r\n    //         exp_tmp = exp(score)\r\n    //         return ((1 - label) * exp_tmp - label) / (1 + exp_tmp)\r\n    //     else:\r\n    //         exp_tmp = exp(-score)\r\n    //         return ((1 - label) - label * exp_tmp) / (1 + exp_tmp)\r\n    // Note that optimal speed would be achieved, at the cost of precision, by\r\n    //     return expit(score) - y_true\r\n    // i.e. no \"if else\" and an own inline implementation of expit.\r\n    // The case distinction score < 0 in the stable implementation does not\r\n    // provide significant better precision apart from protecting overflow of exp(..).\r\n    // The branch (if else), however, can incur runtime costs of up to 30%.\r\n    // Instead, we help branch prediction by almost always ending in the first if clause\r\n    // and making the second branch (else) a bit simpler. This has the exact same\r\n    // precision but is faster than the stable implementation.\r\n    // As branching criteria, we use the same cutoff as in log1pexp, see link above.\r\n    // Note that the maximal value to get gradient = -1 with label = 1 is -37.439198610162731\r\n    // (based on mpmath), and scipy.special.logit(np.finfo(float).eps) ~ -36.04365.\r\n    if (weights_ == nullptr) {\r\n      // compute pointwise gradients and Hessians with implied unit weights\r\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\r\n      for (data_size_t i = 0; i < num_data_; ++i) {\r\n        if (score[i] > -37.0) {\r\n          const double exp_tmp = std::exp(-score[i]);\r\n          gradients[i] = static_cast<score_t>(((1.0f - label_[i]) - label_[i] * exp_tmp) / (1.0f + exp_tmp));\r\n          hessians[i] = static_cast<score_t>(exp_tmp / ((1 + exp_tmp) * (1 + exp_tmp)));\r\n        } else {\r\n          const double exp_tmp = std::exp(score[i]);\r\n          gradients[i] = static_cast<score_t>(exp_tmp - label_[i]);\r\n          hessians[i] = static_cast<score_t>(exp_tmp);\r\n        }\r\n      }\r\n    } else {\r\n      // compute pointwise gradients and Hessians with given weights\r\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\r\n      for (data_size_t i = 0; i < num_data_; ++i) {\r\n        if (score[i] > -37.0) {\r\n          const double exp_tmp = std::exp(-score[i]);\r\n          gradients[i] = static_cast<score_t>(((1.0f - label_[i]) - label_[i] * exp_tmp) / (1.0f + exp_tmp) * weights_[i]);\r\n          hessians[i] = static_cast<score_t>(exp_tmp / ((1 + exp_tmp) * (1 + exp_tmp)) * weights_[i]);\r\n        } else {\r\n          const double exp_tmp = std::exp(score[i]);\r\n          gradients[i] = static_cast<score_t>((exp_tmp - label_[i]) * weights_[i]);\r\n          hessians[i] = static_cast<score_t>(exp_tmp * weights_[i]);\r\n        }\r\n      }\r\n    }\r\n  }\r\n\r\n  const char* GetName() const override {\r\n    return \"cross_entropy\";\r\n  }\r\n\r\n  // convert score to a probability\r\n  void ConvertOutput(const double* input, double* output) const override {\r\n    output[0] = 1.0f / (1.0f + std::exp(-input[0]));\r\n  }\r\n\r\n  std::string ToString() const override {\r\n    std::stringstream str_buf;\r\n    str_buf << GetName();\r\n    return str_buf.str();\r\n  }\r\n\r\n  // implement custom average to boost from (if enabled among options)\r\n  double BoostFromScore(int) const override {\r\n    double suml = 0.0f;\r\n    double sumw = 0.0f;\r\n    if (weights_ != nullptr) {\r\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:suml, sumw) if (!deterministic_)\r\n\r\n      for (data_size_t i = 0; i < num_data_; ++i) {\r\n        suml += static_cast<double>(label_[i]) * weights_[i];\r\n        sumw += weights_[i];\r\n      }\r\n    } else {\r\n      sumw = static_cast<double>(num_data_);\r\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:suml) if (!deterministic_)\r\n\r\n      for (data_size_t i = 0; i < num_data_; ++i) {\r\n        suml += label_[i];\r\n      }\r\n    }\r\n    double pavg = suml / sumw;\r\n    pavg = std::min(pavg, 1.0 - kEpsilon);\r\n    pavg = std::max<double>(pavg, kEpsilon);\r\n    double initscore = std::log(pavg / (1.0f - pavg));\r\n    Log::Info(\"[%s:%s]: pavg = %f -> initscore = %f\",  GetName(), __func__, pavg, initscore);\r\n    return initscore;\r\n  }\r\n\r\n private:\r\n  /*! \\brief Number of data points */\r\n  data_size_t num_data_;\r\n  /*! \\brief Pointer for label */\r\n  const label_t* label_;\r\n  /*! \\brief Weights for data */\r\n  const label_t* weights_;\r\n  const bool deterministic_;\r\n};\r\n\r\n/*!\r\n* \\brief Objective function for alternative parameterization of cross-entropy (see top of file for explanation)\r\n*/\r\nclass CrossEntropyLambda: public ObjectiveFunction {\r\n public:\r\n  explicit CrossEntropyLambda(const Config& config)\r\n      : deterministic_(config.deterministic) {\r\n    min_weight_ = max_weight_ = 0.0f;\r\n  }\r\n\r\n  explicit CrossEntropyLambda(const std::vector<std::string>&)\r\n      : deterministic_(false) {}\r\n\r\n  ~CrossEntropyLambda() {}\r\n\r\n  void Init(const Metadata& metadata, data_size_t num_data) override {\r\n    num_data_ = num_data;\r\n    label_ = metadata.label();\r\n    weights_ = metadata.weights();\r\n\r\n    CHECK_NOTNULL(label_);\r\n    Common::CheckElementsIntervalClosed<label_t>(label_, 0.0f, 1.0f, num_data_, GetName());\r\n    Log::Info(\"[%s:%s]: (objective) labels passed interval [0, 1] check\",  GetName(), __func__);\r\n\r\n    if (weights_ != nullptr) {\r\n      Common::ObtainMinMaxSum(weights_, num_data_, &min_weight_, &max_weight_, static_cast<label_t*>(nullptr));\r\n      if (min_weight_ <= 0.0f) {\r\n        Log::Fatal(\"[%s]: at least one weight is non-positive\", GetName());\r\n      }\r\n\r\n      // Issue an info statement about this ratio\r\n      double weight_ratio = max_weight_ / min_weight_;\r\n      Log::Info(\"[%s:%s]: min, max weights = %f, %f; ratio = %f\",\r\n                GetName(), __func__,\r\n                min_weight_, max_weight_,\r\n                weight_ratio);\r\n    } else {\r\n      // all weights are implied to be unity; no need to do anything\r\n    }\r\n  }\r\n\r\n  void GetGradients(const double* score, score_t* gradients, score_t* hessians) const override {\r\n    if (weights_ == nullptr) {\r\n      // compute pointwise gradients and Hessians with implied unit weights; exactly equivalent to CrossEntropy with unit weights\r\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\r\n      for (data_size_t i = 0; i < num_data_; ++i) {\r\n        const double z = 1.0f / (1.0f + std::exp(-score[i]));\r\n        gradients[i] = static_cast<score_t>(z - label_[i]);\r\n        hessians[i] = static_cast<score_t>(z * (1.0f - z));\r\n      }\r\n    } else {\r\n      // compute pointwise gradients and Hessians with given weights\r\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static)\r\n      for (data_size_t i = 0; i < num_data_; ++i) {\r\n        const double w = weights_[i];\r\n        const double y = label_[i];\r\n        const double epf = std::exp(score[i]);\r\n        const double hhat = std::log1p(epf);\r\n        const double z = 1.0f - std::exp(-w*hhat);\r\n        const double enf = 1.0f / epf;  // = std::exp(-score[i]);\r\n        gradients[i] = static_cast<score_t>((1.0f - y / z) * w / (1.0f + enf));\r\n        const double c = 1.0f / (1.0f - z);\r\n        double d = 1.0f + epf;\r\n        const double a = w * epf / (d * d);\r\n        d = c - 1.0f;\r\n        const double b = (c / (d * d) ) * (1.0f + w * epf - c);\r\n        hessians[i] = static_cast<score_t>(a * (1.0f + y * b));\r\n      }\r\n    }\r\n  }\r\n\r\n  const char* GetName() const override {\r\n    return \"cross_entropy_lambda\";\r\n  }\r\n\r\n  //\r\n  // ATTENTION: the function output is the \"normalized exponential parameter\" lambda > 0, not the probability\r\n  //\r\n  // If this code would read: output[0] = 1.0f / (1.0f + std::exp(-input[0]));\r\n  // The output would still not be the probability unless the weights are unity.\r\n  //\r\n  // Let z = 1 / (1 + exp(-f)), then prob(z) = 1-(1-z)^w, where w is the weight for the specific point.\r\n  //\r\n\r\n  void ConvertOutput(const double* input, double* output) const override {\r\n    output[0] = std::log1p(std::exp(input[0]));\r\n  }\r\n\r\n  std::string ToString() const override {\r\n    std::stringstream str_buf;\r\n    str_buf << GetName();\r\n    return str_buf.str();\r\n  }\r\n\r\n  double BoostFromScore(int) const override {\r\n    double suml = 0.0f;\r\n    double sumw = 0.0f;\r\n    if (weights_ != nullptr) {\r\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:suml, sumw) if (!deterministic_)\r\n\r\n      for (data_size_t i = 0; i < num_data_; ++i) {\r\n        suml += static_cast<double>(label_[i]) * weights_[i];\r\n        sumw += weights_[i];\r\n      }\r\n    } else {\r\n      sumw = static_cast<double>(num_data_);\r\n      #pragma omp parallel for num_threads(OMP_NUM_THREADS()) schedule(static) reduction(+:suml) if (!deterministic_)\r\n\r\n      for (data_size_t i = 0; i < num_data_; ++i) {\r\n        suml += label_[i];\r\n      }\r\n    }\r\n    double havg = suml / sumw;\r\n    double initscore = std::log(std::expm1(havg));\r\n    Log::Info(\"[%s:%s]: havg = %f -> initscore = %f\",  GetName(), __func__, havg, initscore);\r\n    return initscore;\r\n  }\r\n\r\n private:\r\n  /*! \\brief Number of data points */\r\n  data_size_t num_data_;\r\n  /*! \\brief Pointer for label */\r\n  const label_t* label_;\r\n  /*! \\brief Weights for data */\r\n  const label_t* weights_;\r\n  /*! \\brief Minimum weight found during init */\r\n  label_t min_weight_;\r\n  /*! \\brief Maximum weight found during init */\r\n  label_t max_weight_;\r\n  const bool deterministic_;\r\n};\r\n\r\n}  // end namespace LightGBM\r\n\r\n#endif  // LIGHTGBM_SRC_OBJECTIVE_XENTROPY_OBJECTIVE_HPP_\r\n"
  },
  {
    "path": "src/treelearner/cost_effective_gradient_boosting.hpp",
    "content": "/*!\n * Copyright (c) 2019-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2019-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n#ifndef LIGHTGBM_SRC_TREELEARNER_COST_EFFECTIVE_GRADIENT_BOOSTING_HPP_\n#define LIGHTGBM_SRC_TREELEARNER_COST_EFFECTIVE_GRADIENT_BOOSTING_HPP_\n\n#include <LightGBM/config.h>\n#include <LightGBM/dataset.h>\n#include <LightGBM/utils/common.h>\n#include <LightGBM/utils/log.h>\n#include <LightGBM/utils/threading.h>\n\n#include <vector>\n\n#include \"data_partition.hpp\"\n#include \"serial_tree_learner.h\"\n#include \"split_info.hpp\"\n\nnamespace LightGBM {\n\nclass CostEfficientGradientBoosting {\n public:\n  explicit CostEfficientGradientBoosting(const SerialTreeLearner* tree_learner)\n      : init_(false), tree_learner_(tree_learner) {}\n  static bool IsEnable(const Config* config) {\n    if (config->cegb_tradeoff >= 1.0f && config->cegb_penalty_split <= 0.0f &&\n        config->cegb_penalty_feature_coupled.empty() &&\n        config->cegb_penalty_feature_lazy.empty()) {\n      return false;\n    } else {\n      return true;\n    }\n  }\n\n  void Init() {\n    auto train_data = tree_learner_->train_data_;\n    if (!init_) {\n      splits_per_leaf_.resize(\n          static_cast<size_t>(tree_learner_->config_->num_leaves) *\n          train_data->num_features());\n      is_feature_used_in_split_.clear();\n      is_feature_used_in_split_.resize(train_data->num_features());\n    }\n\n    if (!tree_learner_->config_->cegb_penalty_feature_coupled.empty() &&\n        tree_learner_->config_->cegb_penalty_feature_coupled.size() !=\n            static_cast<size_t>(train_data->num_total_features())) {\n      Log::Fatal(\n          \"cegb_penalty_feature_coupled should be the same size as feature \"\n          \"number.\");\n    }\n    if (!tree_learner_->config_->cegb_penalty_feature_lazy.empty()) {\n      if (tree_learner_->config_->cegb_penalty_feature_lazy.size() !=\n          static_cast<size_t>(train_data->num_total_features())) {\n        Log::Fatal(\n            \"cegb_penalty_feature_lazy should be the same size as feature \"\n            \"number.\");\n      }\n      if (!init_) {\n        feature_used_in_data_ = Common::EmptyBitset(train_data->num_features() *\n                                                    tree_learner_->num_data_);\n      }\n    }\n    init_ = true;\n  }\n\n  void BeforeTrain() {\n    // clear the splits in splits_per_leaf_\n    Threading::For<size_t>(0, splits_per_leaf_.size(), 1024,\n      [this] (int /*thread_index*/, size_t start, size_t end) {\n      for (size_t i = start; i < end; ++i) {\n        splits_per_leaf_[i].Reset();\n      }\n    });\n  }\n\n  double DeltaGain(int feature_index, int real_fidx, int leaf_index,\n                   int num_data_in_leaf, SplitInfo split_info) {\n    auto config = tree_learner_->config_;\n    double delta =\n        config->cegb_tradeoff * config->cegb_penalty_split * num_data_in_leaf;\n    if (!config->cegb_penalty_feature_coupled.empty() &&\n        !is_feature_used_in_split_[feature_index]) {\n      delta += config->cegb_tradeoff *\n               config->cegb_penalty_feature_coupled[real_fidx];\n    }\n    if (!config->cegb_penalty_feature_lazy.empty()) {\n      delta += config->cegb_tradeoff *\n               CalculateOndemandCosts(feature_index, real_fidx, leaf_index);\n    }\n    splits_per_leaf_[static_cast<size_t>(leaf_index) *\n                         tree_learner_->train_data_->num_features() +\n                     feature_index] = split_info;\n    return delta;\n  }\n\n  void UpdateLeafBestSplits(Tree* tree, int best_leaf,\n                            const SplitInfo* best_split_info,\n                            std::vector<SplitInfo>* best_split_per_leaf) {\n    auto config = tree_learner_->config_;\n    auto train_data = tree_learner_->train_data_;\n    const int inner_feature_index =\n        train_data->InnerFeatureIndex(best_split_info->feature);\n    auto& ref_best_split_per_leaf = *best_split_per_leaf;\n    if (!config->cegb_penalty_feature_coupled.empty() &&\n        !is_feature_used_in_split_[inner_feature_index]) {\n      is_feature_used_in_split_[inner_feature_index] = true;\n      for (int i = 0; i < tree->num_leaves(); ++i) {\n        if (i == best_leaf) continue;\n        auto split = &splits_per_leaf_[static_cast<size_t>(i) *\n                                           train_data->num_features() +\n                                       inner_feature_index];\n        split->gain +=\n            config->cegb_tradeoff *\n            config->cegb_penalty_feature_coupled[best_split_info->feature];\n        // Avoid to update the leaf that cannot split\n        if (ref_best_split_per_leaf[i].gain > kMinScore &&\n            *split > ref_best_split_per_leaf[i]) {\n          ref_best_split_per_leaf[i] = *split;\n        }\n      }\n    }\n    if (!config->cegb_penalty_feature_lazy.empty()) {\n      data_size_t cnt_leaf_data = 0;\n      auto tmp_idx = tree_learner_->data_partition_->GetIndexOnLeaf(\n          best_leaf, &cnt_leaf_data);\n      for (data_size_t i_input = 0; i_input < cnt_leaf_data; ++i_input) {\n        int real_idx = tmp_idx[i_input];\n        Common::InsertBitset(\n            &feature_used_in_data_,\n            train_data->num_data() * inner_feature_index + real_idx);\n      }\n    }\n  }\n\n private:\n  double CalculateOndemandCosts(int feature_index, int real_fidx,\n                                int leaf_index) const {\n    if (tree_learner_->config_->cegb_penalty_feature_lazy.empty()) {\n      return 0.0f;\n    }\n    auto train_data = tree_learner_->train_data_;\n    double penalty =\n        tree_learner_->config_->cegb_penalty_feature_lazy[real_fidx];\n\n    double total = 0.0f;\n    data_size_t cnt_leaf_data = 0;\n    auto tmp_idx = tree_learner_->data_partition_->GetIndexOnLeaf(\n        leaf_index, &cnt_leaf_data);\n\n    for (data_size_t i_input = 0; i_input < cnt_leaf_data; ++i_input) {\n      int real_idx = tmp_idx[i_input];\n      if (Common::FindInBitset(\n              feature_used_in_data_.data(),\n              train_data->num_data() * train_data->num_features(),\n              train_data->num_data() * feature_index + real_idx)) {\n        continue;\n      }\n      total += penalty;\n    }\n    return total;\n  }\n  bool init_;\n  const SerialTreeLearner* tree_learner_;\n  std::vector<SplitInfo> splits_per_leaf_;\n  std::vector<bool> is_feature_used_in_split_;\n  std::vector<uint32_t> feature_used_in_data_;\n};\n\n}  // namespace LightGBM\n\n#endif  // LIGHTGBM_SRC_TREELEARNER_COST_EFFECTIVE_GRADIENT_BOOSTING_HPP_\n"
  },
  {
    "path": "src/treelearner/cuda/cuda_best_split_finder.cpp",
    "content": "/*!\n * Copyright (c) 2021 Microsoft Corporation. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n\n#ifdef USE_CUDA\n\n#include <algorithm>\n#include <vector>\n\n#include \"cuda_best_split_finder.hpp\"\n#include \"cuda_leaf_splits.hpp\"\n\nnamespace LightGBM {\n\nCUDABestSplitFinder::CUDABestSplitFinder(\n  const hist_t* cuda_hist,\n  const Dataset* train_data,\n  const std::vector<uint32_t>& feature_hist_offsets,\n  const bool select_features_by_node,\n  const Config* config):\n  num_features_(train_data->num_features()),\n  num_leaves_(config->num_leaves),\n  feature_hist_offsets_(feature_hist_offsets),\n  lambda_l1_(config->lambda_l1),\n  lambda_l2_(config->lambda_l2),\n  min_data_in_leaf_(config->min_data_in_leaf),\n  min_sum_hessian_in_leaf_(config->min_sum_hessian_in_leaf),\n  min_gain_to_split_(config->min_gain_to_split),\n  cat_smooth_(config->cat_smooth),\n  cat_l2_(config->cat_l2),\n  max_cat_threshold_(config->max_cat_threshold),\n  min_data_per_group_(config->min_data_per_group),\n  max_cat_to_onehot_(config->max_cat_to_onehot),\n  extra_trees_(config->extra_trees),\n  extra_seed_(config->extra_seed),\n  use_smoothing_(config->path_smooth > 0),\n  path_smooth_(config->path_smooth),\n  num_total_bin_(feature_hist_offsets.empty() ? 0 : static_cast<int>(feature_hist_offsets.back())),\n  select_features_by_node_(select_features_by_node),\n  cuda_hist_(cuda_hist) {\n  InitFeatureMetaInfo(train_data);\n  if (has_categorical_feature_ && config->use_quantized_grad) {\n    Log::Fatal(\"Quantized training on GPU with categorical features is not supported yet.\");\n  }\n}\n\nCUDABestSplitFinder::~CUDABestSplitFinder() {\n  gpuAssert(cudaStreamDestroy(cuda_streams_[0]), __FILE__, __LINE__);\n  gpuAssert(cudaStreamDestroy(cuda_streams_[1]), __FILE__, __LINE__);\n  cuda_streams_.clear();\n  cuda_streams_.shrink_to_fit();\n}\n\nvoid CUDABestSplitFinder::InitFeatureMetaInfo(const Dataset* train_data) {\n  feature_missing_type_.resize(num_features_);\n  feature_mfb_offsets_.resize(num_features_);\n  feature_default_bins_.resize(num_features_);\n  feature_num_bins_.resize(num_features_);\n  max_num_bin_in_feature_ = 0;\n  has_categorical_feature_ = false;\n  max_num_categorical_bin_ = 0;\n  is_categorical_.resize(train_data->num_features(), 0);\n  for (int inner_feature_index = 0; inner_feature_index < num_features_; ++inner_feature_index) {\n    const BinMapper* bin_mapper = train_data->FeatureBinMapper(inner_feature_index);\n    if (bin_mapper->bin_type() == BinType::CategoricalBin) {\n      has_categorical_feature_ = true;\n      is_categorical_[inner_feature_index] = 1;\n      if (bin_mapper->num_bin() > max_num_categorical_bin_) {\n        max_num_categorical_bin_ = bin_mapper->num_bin();\n      }\n    }\n    const MissingType missing_type = bin_mapper->missing_type();\n    feature_missing_type_[inner_feature_index] = missing_type;\n    feature_mfb_offsets_[inner_feature_index] = static_cast<int8_t>(bin_mapper->GetMostFreqBin() == 0);\n    feature_default_bins_[inner_feature_index] = bin_mapper->GetDefaultBin();\n    feature_num_bins_[inner_feature_index] = static_cast<uint32_t>(bin_mapper->num_bin());\n    const int num_bin_hist = bin_mapper->num_bin() - feature_mfb_offsets_[inner_feature_index];\n    if (num_bin_hist > max_num_bin_in_feature_) {\n      max_num_bin_in_feature_ = num_bin_hist;\n    }\n  }\n  if (max_num_bin_in_feature_ > NUM_THREADS_PER_BLOCK_BEST_SPLIT_FINDER) {\n    use_global_memory_ = true;\n  } else {\n    use_global_memory_ = false;\n  }\n}\n\nvoid CUDABestSplitFinder::Init() {\n  InitCUDAFeatureMetaInfo();\n  cuda_streams_.resize(2);\n  CUDASUCCESS_OR_FATAL(cudaStreamCreate(&cuda_streams_[0]));\n  CUDASUCCESS_OR_FATAL(cudaStreamCreate(&cuda_streams_[1]));\n  cuda_best_split_info_buffer_.Resize(8);\n  if (use_global_memory_) {\n    cuda_feature_hist_grad_buffer_.Resize(static_cast<size_t>(num_total_bin_));\n    cuda_feature_hist_hess_buffer_.Resize(static_cast<size_t>(num_total_bin_));\n    if (has_categorical_feature_) {\n      cuda_feature_hist_stat_buffer_.Resize(static_cast<size_t>(num_total_bin_));\n      cuda_feature_hist_index_buffer_.Resize(static_cast<size_t>(num_total_bin_));\n    }\n  }\n\n  if (select_features_by_node_) {\n    is_feature_used_by_smaller_node_.Resize(num_features_);\n    is_feature_used_by_larger_node_.Resize(num_features_);\n  }\n}\n\nvoid CUDABestSplitFinder::InitCUDAFeatureMetaInfo() {\n  cuda_is_feature_used_bytree_.Resize(static_cast<size_t>(num_features_));\n\n  // initialize split find task information (a split find task is one pass through the histogram of a feature)\n  num_tasks_ = 0;\n  for (int inner_feature_index = 0; inner_feature_index < num_features_; ++inner_feature_index) {\n    const uint32_t num_bin = feature_num_bins_[inner_feature_index];\n    const MissingType missing_type = feature_missing_type_[inner_feature_index];\n    if (num_bin > 2 && missing_type != MissingType::None && !is_categorical_[inner_feature_index]) {\n      num_tasks_ += 2;\n    } else {\n      ++num_tasks_;\n    }\n  }\n  split_find_tasks_.resize(num_tasks_);\n  split_find_tasks_.shrink_to_fit();\n  int cur_task_index = 0;\n  for (int inner_feature_index = 0; inner_feature_index < num_features_; ++inner_feature_index) {\n    const uint32_t num_bin = feature_num_bins_[inner_feature_index];\n    const MissingType missing_type = feature_missing_type_[inner_feature_index];\n    if (num_bin > 2 && missing_type != MissingType::None && !is_categorical_[inner_feature_index]) {\n      if (missing_type == MissingType::Zero) {\n        SplitFindTask* new_task = &split_find_tasks_[cur_task_index];\n        new_task->reverse = false;\n        new_task->skip_default_bin = true;\n        new_task->na_as_missing = false;\n        new_task->inner_feature_index = inner_feature_index;\n        new_task->assume_out_default_left = false;\n        new_task->is_categorical = false;\n        uint32_t num_bin = feature_num_bins_[inner_feature_index];\n        new_task->is_one_hot = false;\n        new_task->hist_offset = feature_hist_offsets_[inner_feature_index];\n        new_task->mfb_offset = feature_mfb_offsets_[inner_feature_index];\n        new_task->default_bin = feature_default_bins_[inner_feature_index];\n        new_task->num_bin = num_bin;\n        ++cur_task_index;\n\n        new_task = &split_find_tasks_[cur_task_index];\n        new_task->reverse = true;\n        new_task->skip_default_bin = true;\n        new_task->na_as_missing = false;\n        new_task->inner_feature_index = inner_feature_index;\n        new_task->assume_out_default_left = true;\n        new_task->is_categorical = false;\n        num_bin = feature_num_bins_[inner_feature_index];\n        new_task->is_one_hot = false;\n        new_task->hist_offset = feature_hist_offsets_[inner_feature_index];\n        new_task->default_bin = feature_default_bins_[inner_feature_index];\n        new_task->mfb_offset = feature_mfb_offsets_[inner_feature_index];\n        new_task->num_bin = num_bin;\n        ++cur_task_index;\n      } else {\n        SplitFindTask* new_task = &split_find_tasks_[cur_task_index];\n        new_task->reverse = false;\n        new_task->skip_default_bin = false;\n        new_task->na_as_missing = true;\n        new_task->inner_feature_index = inner_feature_index;\n        new_task->assume_out_default_left = false;\n        new_task->is_categorical = false;\n        uint32_t num_bin = feature_num_bins_[inner_feature_index];\n        new_task->is_one_hot = false;\n        new_task->hist_offset = feature_hist_offsets_[inner_feature_index];\n        new_task->mfb_offset = feature_mfb_offsets_[inner_feature_index];\n        new_task->default_bin = feature_default_bins_[inner_feature_index];\n        new_task->num_bin = num_bin;\n        ++cur_task_index;\n\n        new_task = &split_find_tasks_[cur_task_index];\n        new_task->reverse = true;\n        new_task->skip_default_bin = false;\n        new_task->na_as_missing = true;\n        new_task->inner_feature_index = inner_feature_index;\n        new_task->assume_out_default_left = true;\n        new_task->is_categorical = false;\n        num_bin = feature_num_bins_[inner_feature_index];\n        new_task->is_one_hot = false;\n        new_task->hist_offset = feature_hist_offsets_[inner_feature_index];\n        new_task->mfb_offset = feature_mfb_offsets_[inner_feature_index];\n        new_task->default_bin = feature_default_bins_[inner_feature_index];\n        new_task->num_bin = num_bin;\n        ++cur_task_index;\n      }\n    } else {\n      SplitFindTask& new_task = split_find_tasks_[cur_task_index];\n      const uint32_t num_bin = feature_num_bins_[inner_feature_index];\n      if (is_categorical_[inner_feature_index]) {\n        new_task.reverse = false;\n        new_task.is_categorical = true;\n        new_task.is_one_hot = (static_cast<int>(num_bin) <= max_cat_to_onehot_);\n      } else {\n        new_task.reverse = true;\n        new_task.is_categorical = false;\n        new_task.is_one_hot = false;\n      }\n      new_task.skip_default_bin = false;\n      new_task.na_as_missing = false;\n      new_task.inner_feature_index = inner_feature_index;\n      if (missing_type != MissingType::NaN && !is_categorical_[inner_feature_index]) {\n        new_task.assume_out_default_left = true;\n      } else {\n        new_task.assume_out_default_left = false;\n      }\n      new_task.hist_offset = feature_hist_offsets_[inner_feature_index];\n      new_task.mfb_offset = feature_mfb_offsets_[inner_feature_index];\n      new_task.default_bin = feature_default_bins_[inner_feature_index];\n      new_task.num_bin = num_bin;\n      ++cur_task_index;\n    }\n  }\n  CHECK_EQ(cur_task_index, static_cast<int>(split_find_tasks_.size()));\n\n  if (extra_trees_) {\n    cuda_randoms_.Resize(num_tasks_ * 2);\n    LaunchInitCUDARandomKernel();\n  }\n\n  const int num_task_blocks = (num_tasks_ + NUM_TASKS_PER_SYNC_BLOCK - 1) / NUM_TASKS_PER_SYNC_BLOCK;\n  const size_t cuda_best_leaf_split_info_buffer_size = static_cast<size_t>(num_task_blocks) * static_cast<size_t>(num_leaves_);\n\n  cuda_leaf_best_split_info_.Resize(cuda_best_leaf_split_info_buffer_size);\n\n  cuda_split_find_tasks_.Resize(num_tasks_);\n  CopyFromHostToCUDADevice<SplitFindTask>(cuda_split_find_tasks_.RawData(),\n                                          split_find_tasks_.data(),\n                                          split_find_tasks_.size(),\n                                          __FILE__,\n                                          __LINE__);\n\n  const size_t output_buffer_size = 2 * static_cast<size_t>(num_tasks_);\n  cuda_best_split_info_.Resize(output_buffer_size);\n\n  max_num_categories_in_split_ = std::min(max_cat_threshold_, max_num_categorical_bin_ / 2);\n  cuda_cat_threshold_feature_.Resize(max_num_categories_in_split_ * output_buffer_size);\n  cuda_cat_threshold_real_feature_.Resize(max_num_categories_in_split_ * output_buffer_size);\n  cuda_cat_threshold_leaf_.Resize(max_num_categories_in_split_ * cuda_best_leaf_split_info_buffer_size);\n  cuda_cat_threshold_real_leaf_.Resize(max_num_categories_in_split_ * cuda_best_leaf_split_info_buffer_size);\n  AllocateCatVectors(cuda_leaf_best_split_info_.RawData(), cuda_cat_threshold_leaf_.RawData(), cuda_cat_threshold_real_leaf_.RawData(), cuda_best_leaf_split_info_buffer_size);\n  AllocateCatVectors(cuda_best_split_info_.RawData(), cuda_cat_threshold_feature_.RawData(), cuda_cat_threshold_real_feature_.RawData(), output_buffer_size);\n}\n\nvoid CUDABestSplitFinder::ResetTrainingData(\n  const hist_t* cuda_hist,\n  const Dataset* train_data,\n  const std::vector<uint32_t>& feature_hist_offsets) {\n  cuda_hist_ = cuda_hist;\n  num_features_ = train_data->num_features();\n  feature_hist_offsets_ = feature_hist_offsets;\n  InitFeatureMetaInfo(train_data);\n  cuda_is_feature_used_bytree_.Clear();\n  cuda_best_split_info_.Clear();\n  InitCUDAFeatureMetaInfo();\n}\n\nvoid CUDABestSplitFinder::ResetConfig(const Config* config, const hist_t* cuda_hist) {\n  num_leaves_ = config->num_leaves;\n  lambda_l1_ = config->lambda_l1;\n  lambda_l2_ = config->lambda_l2;\n  min_data_in_leaf_ = config->min_data_in_leaf;\n  min_sum_hessian_in_leaf_ = config->min_sum_hessian_in_leaf;\n  min_gain_to_split_ = config->min_gain_to_split;\n  cat_smooth_ = config->cat_smooth;\n  cat_l2_ = config->cat_l2;\n  max_cat_threshold_ = config->max_cat_threshold;\n  min_data_per_group_ = config->min_data_per_group;\n  max_cat_to_onehot_ = config->max_cat_to_onehot;\n  extra_trees_ = config->extra_trees;\n  extra_seed_ = config->extra_seed;\n  use_smoothing_ = (config->path_smooth > 0.0f);\n  path_smooth_ = config->path_smooth;\n  cuda_hist_ = cuda_hist;\n\n  const int num_task_blocks = (num_tasks_ + NUM_TASKS_PER_SYNC_BLOCK - 1) / NUM_TASKS_PER_SYNC_BLOCK;\n  size_t cuda_best_leaf_split_info_buffer_size = static_cast<size_t>(num_task_blocks) * static_cast<size_t>(num_leaves_);\n  cuda_leaf_best_split_info_.Resize(cuda_best_leaf_split_info_buffer_size);\n  max_num_categories_in_split_ = std::min(max_cat_threshold_, max_num_categorical_bin_ / 2);\n  size_t total_cat_threshold_size = max_num_categories_in_split_ * cuda_best_leaf_split_info_buffer_size;\n  cuda_cat_threshold_leaf_.Resize(total_cat_threshold_size);\n  cuda_cat_threshold_real_leaf_.Resize(total_cat_threshold_size);\n  AllocateCatVectors(cuda_leaf_best_split_info_.RawData(), cuda_cat_threshold_leaf_.RawData(), cuda_cat_threshold_real_leaf_.RawData(), cuda_best_leaf_split_info_buffer_size);\n\n  cuda_best_leaf_split_info_buffer_size = 2 * static_cast<size_t>(num_tasks_);\n  total_cat_threshold_size = max_num_categories_in_split_ * cuda_best_leaf_split_info_buffer_size;\n  cuda_cat_threshold_feature_.Resize(total_cat_threshold_size);\n  cuda_cat_threshold_real_feature_.Resize(total_cat_threshold_size);\n  AllocateCatVectors(cuda_best_split_info_.RawData(), cuda_cat_threshold_feature_.RawData(), cuda_cat_threshold_real_feature_.RawData(), cuda_best_leaf_split_info_buffer_size);\n}\n\nvoid CUDABestSplitFinder::BeforeTrain(const std::vector<int8_t>& is_feature_used_bytree) {\n  CopyFromHostToCUDADevice<int8_t>(cuda_is_feature_used_bytree_.RawData(),\n                                   is_feature_used_bytree.data(),\n                                   is_feature_used_bytree.size(), __FILE__, __LINE__);\n}\n\nvoid CUDABestSplitFinder::FindBestSplitsForLeaf(\n  const CUDALeafSplitsStruct* smaller_leaf_splits,\n  const CUDALeafSplitsStruct* larger_leaf_splits,\n  const int smaller_leaf_index,\n  const int larger_leaf_index,\n  const data_size_t num_data_in_smaller_leaf,\n  const data_size_t num_data_in_larger_leaf,\n  const double sum_hessians_in_smaller_leaf,\n  const double sum_hessians_in_larger_leaf,\n  const score_t* grad_scale,\n  const score_t* hess_scale,\n  const uint8_t smaller_num_bits_in_histogram_bins,\n  const uint8_t larger_num_bits_in_histogram_bins) {\n  const bool is_smaller_leaf_valid = (num_data_in_smaller_leaf > min_data_in_leaf_ &&\n    sum_hessians_in_smaller_leaf > min_sum_hessian_in_leaf_);\n  const bool is_larger_leaf_valid = (num_data_in_larger_leaf > min_data_in_leaf_ &&\n    sum_hessians_in_larger_leaf > min_sum_hessian_in_leaf_ && larger_leaf_index >= 0);\n  if (grad_scale != nullptr && hess_scale != nullptr) {\n    LaunchFindBestSplitsDiscretizedForLeafKernel(smaller_leaf_splits, larger_leaf_splits,\n      smaller_leaf_index, larger_leaf_index, is_smaller_leaf_valid, is_larger_leaf_valid,\n      grad_scale, hess_scale, smaller_num_bits_in_histogram_bins, larger_num_bits_in_histogram_bins, num_data_in_smaller_leaf, num_data_in_larger_leaf);\n  } else {\n    LaunchFindBestSplitsForLeafKernel(smaller_leaf_splits, larger_leaf_splits,\n      smaller_leaf_index, larger_leaf_index, is_smaller_leaf_valid, is_larger_leaf_valid, num_data_in_smaller_leaf, num_data_in_larger_leaf);\n  }\n  global_timer.Start(\"CUDABestSplitFinder::LaunchSyncBestSplitForLeafKernel\");\n  LaunchSyncBestSplitForLeafKernel(smaller_leaf_index, larger_leaf_index, is_smaller_leaf_valid, is_larger_leaf_valid);\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n  global_timer.Stop(\"CUDABestSplitFinder::LaunchSyncBestSplitForLeafKernel\");\n}\n\nconst CUDASplitInfo* CUDABestSplitFinder::FindBestFromAllSplits(\n    const int cur_num_leaves,\n    const int smaller_leaf_index,\n    const int larger_leaf_index,\n    int* smaller_leaf_best_split_feature,\n    uint32_t* smaller_leaf_best_split_threshold,\n    uint8_t* smaller_leaf_best_split_default_left,\n    int* larger_leaf_best_split_feature,\n    uint32_t* larger_leaf_best_split_threshold,\n    uint8_t* larger_leaf_best_split_default_left,\n    int* best_leaf_index,\n    int* num_cat_threshold) {\n  LaunchFindBestFromAllSplitsKernel(\n    cur_num_leaves,\n    smaller_leaf_index,\n    larger_leaf_index,\n    smaller_leaf_best_split_feature,\n    smaller_leaf_best_split_threshold,\n    smaller_leaf_best_split_default_left,\n    larger_leaf_best_split_feature,\n    larger_leaf_best_split_threshold,\n    larger_leaf_best_split_default_left,\n    best_leaf_index,\n    num_cat_threshold);\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n  return cuda_leaf_best_split_info_.RawData() + (*best_leaf_index);\n}\n\nvoid CUDABestSplitFinder::AllocateCatVectors(CUDASplitInfo* cuda_split_infos, uint32_t* cat_threshold_vec, int* cat_threshold_real_vec, size_t len) {\n  LaunchAllocateCatVectorsKernel(cuda_split_infos, cat_threshold_vec, cat_threshold_real_vec, len);\n}\n\nvoid CUDABestSplitFinder::SetUsedFeatureByNode(const std::vector<int8_t>& is_feature_used_by_smaller_node,\n                                               const std::vector<int8_t>& is_feature_used_by_larger_node) {\n  if (select_features_by_node_) {\n    CopyFromHostToCUDADevice<int8_t>(is_feature_used_by_smaller_node_.RawData(),\n                                     is_feature_used_by_smaller_node.data(), is_feature_used_by_smaller_node.size(), __FILE__, __LINE__);\n    CopyFromHostToCUDADevice<int8_t>(is_feature_used_by_larger_node_.RawData(),\n                                     is_feature_used_by_larger_node.data(), is_feature_used_by_larger_node.size(), __FILE__, __LINE__);\n  }\n}\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/treelearner/cuda/cuda_best_split_finder.cu",
    "content": "/*!\n * Copyright (c) 2021 Microsoft Corporation. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n * Modifications Copyright(C) 2023 Advanced Micro Devices, Inc. All rights reserved.\n */\n\n#ifdef USE_CUDA\n\n#include \"cuda_best_split_finder.hpp\"\n\n#include <LightGBM/cuda/cuda_algorithms.hpp>\n#include <LightGBM/cuda/cuda_rocm_interop.h>\n\n#include <algorithm>\n#include <vector>\n\nnamespace LightGBM {\n\n__device__ void ReduceBestGainWarp(double gain, bool found, uint32_t thread_index, double* out_gain, bool* out_found, uint32_t* out_thread_index) {\n  const uint32_t mask = 0xffffffff;\n  const uint32_t warpLane = threadIdx.x % warpSize;\n  for (uint32_t offset = warpSize / 2; offset > 0; offset >>= 1) {\n    const bool other_found = __shfl_down_sync(mask, found, offset);\n    const double other_gain = __shfl_down_sync(mask, gain, offset);\n    const uint32_t other_thread_index = __shfl_down_sync(mask, thread_index, offset);\n    if ((other_found && found && other_gain > gain) || (!found && other_found)) {\n      found = other_found;\n      gain = other_gain;\n      thread_index = other_thread_index;\n    }\n  }\n  if (warpLane == 0) {\n    *out_gain = gain;\n    *out_found = found;\n    *out_thread_index = thread_index;\n  }\n}\n\n__device__ uint32_t ReduceBestGainBlock(double gain, bool found, uint32_t thread_index) {\n  const uint32_t mask = 0xffffffff;\n  for (uint32_t offset = warpSize / 2; offset > 0; offset >>= 1) {\n    const bool other_found = __shfl_down_sync(mask, found, offset);\n    const double other_gain = __shfl_down_sync(mask, gain, offset);\n    const uint32_t other_thread_index = __shfl_down_sync(mask, thread_index, offset);\n    if ((other_found && found && other_gain > gain) || (!found && other_found)) {\n      found = other_found;\n      gain = other_gain;\n      thread_index = other_thread_index;\n    }\n  }\n  return thread_index;\n}\n\n__device__ uint32_t ReduceBestGain(double gain, bool found, uint32_t thread_index,\n    double* shared_gain_buffer, bool* shared_found_buffer, uint32_t* shared_thread_index_buffer) {\n  const uint32_t warpID = threadIdx.x / warpSize;\n  const uint32_t warpLane = threadIdx.x % warpSize;\n  const uint32_t num_warp = blockDim.x / warpSize;\n  ReduceBestGainWarp(gain, found, thread_index, shared_gain_buffer + warpID, shared_found_buffer + warpID, shared_thread_index_buffer + warpID);\n  __syncthreads();\n  if (warpID == 0) {\n    gain = warpLane < num_warp ? shared_gain_buffer[warpLane] : kMinScore;\n    found = warpLane < num_warp ? shared_found_buffer[warpLane] : false;\n    thread_index = warpLane < num_warp ? shared_thread_index_buffer[warpLane] : 0;\n    thread_index = ReduceBestGainBlock(gain, found, thread_index);\n  }\n  return thread_index;\n}\n\n__device__ void ReduceBestGainForLeaves(double* gain, int* leaves, int cuda_cur_num_leaves) {\n  const unsigned int tid = threadIdx.x;\n  for (unsigned int s = 1; s < cuda_cur_num_leaves; s *= 2) {\n    if (tid % (2 * s) == 0 && (tid + s) < cuda_cur_num_leaves) {\n      const uint32_t tid_s = tid + s;\n      if ((leaves[tid] == -1 && leaves[tid_s] != -1) || (leaves[tid] != -1 && leaves[tid_s] != -1 && gain[tid_s] > gain[tid])) {\n        gain[tid] = gain[tid_s];\n        leaves[tid] = leaves[tid_s];\n      }\n    }\n    __syncthreads();\n  }\n}\n\n__device__ void ReduceBestGainForLeavesWarp(double gain, int leaf_index, double* out_gain, int* out_leaf_index) {\n  const uint32_t mask = 0xffffffff;\n  const uint32_t warpLane = threadIdx.x % warpSize;\n  for (uint32_t offset = warpSize / 2; offset > 0; offset >>= 1) {\n    const int other_leaf_index = __shfl_down_sync(mask, leaf_index, offset);\n    const double other_gain = __shfl_down_sync(mask, gain, offset);\n    if ((leaf_index != -1 && other_leaf_index != -1 && other_gain > gain) || (leaf_index == -1 && other_leaf_index != -1)) {\n      gain = other_gain;\n      leaf_index = other_leaf_index;\n    }\n  }\n  if (warpLane == 0) {\n    *out_gain = gain;\n    *out_leaf_index = leaf_index;\n  }\n}\n\n__device__ int ReduceBestGainForLeavesBlock(double gain, int leaf_index) {\n  const uint32_t mask = 0xffffffff;\n  for (uint32_t offset = warpSize / 2; offset > 0; offset >>= 1) {\n    const int other_leaf_index = __shfl_down_sync(mask, leaf_index, offset);\n    const double other_gain = __shfl_down_sync(mask, gain, offset);\n    if ((leaf_index != -1 && other_leaf_index != -1 && other_gain > gain) || (leaf_index == -1 && other_leaf_index != -1)) {\n      gain = other_gain;\n      leaf_index = other_leaf_index;\n    }\n  }\n  return leaf_index;\n}\n\n__device__ int ReduceBestGainForLeaves(double gain, int leaf_index, double* shared_gain_buffer, int* shared_leaf_index_buffer) {\n  const uint32_t warpID = threadIdx.x / warpSize;\n  const uint32_t warpLane = threadIdx.x % warpSize;\n  const uint32_t num_warp = blockDim.x / warpSize;\n  ReduceBestGainForLeavesWarp(gain, leaf_index, shared_gain_buffer + warpID, shared_leaf_index_buffer + warpID);\n  __syncthreads();\n  if (warpID == 0) {\n    gain = warpLane < num_warp ? shared_gain_buffer[warpLane] : kMinScore;\n    leaf_index = warpLane < num_warp ? shared_leaf_index_buffer[warpLane] : -1;\n    leaf_index = ReduceBestGainForLeavesBlock(gain, leaf_index);\n  }\n  return leaf_index;\n}\n\ntemplate <bool USE_RAND, bool USE_L1, bool USE_SMOOTHING, bool REVERSE>\n__device__ void FindBestSplitsForLeafKernelInner(\n  // input feature information\n  const hist_t* feature_hist_ptr,\n  // input task information\n  const SplitFindTask* task,\n  CUDARandom* cuda_random,\n  // input config parameter values\n  const double lambda_l1,\n  const double lambda_l2,\n  const double path_smooth,\n  const data_size_t min_data_in_leaf,\n  const double min_sum_hessian_in_leaf,\n  const double min_gain_to_split,\n  // input parent node information\n  const double parent_gain,\n  const double sum_gradients,\n  const double sum_hessians,\n  const data_size_t num_data,\n  const double parent_output,\n  // output parameters\n  CUDASplitInfo* cuda_best_split_info) {\n  const double cnt_factor = num_data / sum_hessians;\n  const double min_gain_shift = parent_gain + min_gain_to_split;\n\n  cuda_best_split_info->is_valid = false;\n\n  hist_t local_grad_hist = 0.0f;\n  hist_t local_hess_hist = 0.0f;\n  double local_gain = 0.0f;\n  bool threshold_found = false;\n  uint32_t threshold_value = 0;\n  __shared__ int rand_threshold;\n  if (USE_RAND && threadIdx.x == 0) {\n    if (task->num_bin - 2 > 0) {\n      rand_threshold = cuda_random->NextInt(0, task->num_bin - 2);\n    }\n  }\n  __shared__ uint32_t best_thread_index;\n  __shared__ double shared_double_buffer[WARPSIZE];\n  __shared__ bool shared_bool_buffer[WARPSIZE];\n  __shared__ uint32_t shared_int_buffer[WARPSIZE];\n  const unsigned int threadIdx_x = threadIdx.x;\n  const bool skip_sum = REVERSE ?\n    (task->skip_default_bin && (task->num_bin - 1 - threadIdx_x) == static_cast<int>(task->default_bin)) :\n    (task->skip_default_bin && (threadIdx_x + task->mfb_offset) == static_cast<int>(task->default_bin));\n  const uint32_t feature_num_bin_minus_offset = task->num_bin - task->mfb_offset;\n  if (!REVERSE) {\n    if (task->na_as_missing && task->mfb_offset == 1) {\n      if (threadIdx_x < static_cast<uint32_t>(task->num_bin) && threadIdx_x > 0) {\n        const unsigned int bin_offset = (threadIdx_x - 1) << 1;\n        local_grad_hist = feature_hist_ptr[bin_offset];\n        local_hess_hist = feature_hist_ptr[bin_offset + 1];\n      }\n    } else {\n      if (threadIdx_x < feature_num_bin_minus_offset && !skip_sum) {\n        const unsigned int bin_offset = threadIdx_x << 1;\n        local_grad_hist = feature_hist_ptr[bin_offset];\n        local_hess_hist = feature_hist_ptr[bin_offset + 1];\n      }\n    }\n  } else {\n    if (threadIdx_x >= static_cast<unsigned int>(task->na_as_missing) &&\n      threadIdx_x < feature_num_bin_minus_offset && !skip_sum) {\n      const unsigned int read_index = feature_num_bin_minus_offset - 1 - threadIdx_x;\n      const unsigned int bin_offset = read_index << 1;\n      local_grad_hist = feature_hist_ptr[bin_offset];\n      local_hess_hist = feature_hist_ptr[bin_offset + 1];\n    }\n  }\n  __syncthreads();\n  if (!REVERSE && task->na_as_missing && task->mfb_offset == 1) {\n    const hist_t sum_gradients_non_default = ShuffleReduceSum<hist_t>(local_grad_hist, shared_double_buffer, blockDim.x);\n    __syncthreads();\n    const hist_t sum_hessians_non_default = ShuffleReduceSum<hist_t>(local_hess_hist, shared_double_buffer, blockDim.x);\n    if (threadIdx_x == 0) {\n      local_grad_hist += (sum_gradients - sum_gradients_non_default);\n      local_hess_hist += (sum_hessians - sum_hessians_non_default);\n    }\n  }\n  if (threadIdx_x == 0) {\n    local_hess_hist += kEpsilon;\n  }\n  local_gain = kMinScore;\n  local_grad_hist = ShufflePrefixSum(local_grad_hist, shared_double_buffer);\n  __syncthreads();\n  local_hess_hist = ShufflePrefixSum(local_hess_hist, shared_double_buffer);\n  if (REVERSE) {\n    if (threadIdx_x >= static_cast<unsigned int>(task->na_as_missing) && threadIdx_x <= task->num_bin - 2 && !skip_sum) {\n      const double sum_right_gradient = local_grad_hist;\n      const double sum_right_hessian = local_hess_hist;\n      const data_size_t right_count = static_cast<data_size_t>(__double2int_rn(sum_right_hessian * cnt_factor));\n      const double sum_left_gradient = sum_gradients - sum_right_gradient;\n      const double sum_left_hessian = sum_hessians - sum_right_hessian;\n      const data_size_t left_count = num_data - right_count;\n      if (sum_left_hessian >= min_sum_hessian_in_leaf && left_count >= min_data_in_leaf &&\n        sum_right_hessian >= min_sum_hessian_in_leaf && right_count >= min_data_in_leaf &&\n        (!USE_RAND || static_cast<int>(task->num_bin - 2 - threadIdx_x) == rand_threshold)) {\n        double current_gain = CUDALeafSplits::GetSplitGains<USE_L1, USE_SMOOTHING>(\n          sum_left_gradient, sum_left_hessian, sum_right_gradient,\n          sum_right_hessian, lambda_l1,\n          lambda_l2, path_smooth, left_count, right_count, parent_output);\n        // gain with split is worse than without split\n        if (current_gain > min_gain_shift) {\n          local_gain = current_gain - min_gain_shift;\n          threshold_value = static_cast<uint32_t>(task->num_bin - 2 - threadIdx_x);\n          threshold_found = true;\n        }\n      }\n    }\n  } else {\n    const uint32_t end = (task->na_as_missing && task->mfb_offset == 1) ? static_cast<uint32_t>(task->num_bin - 2) : feature_num_bin_minus_offset - 2;\n    if (threadIdx_x <= end && !skip_sum) {\n      const double sum_left_gradient = local_grad_hist;\n      const double sum_left_hessian = local_hess_hist;\n      const data_size_t left_count = static_cast<data_size_t>(__double2int_rn(sum_left_hessian * cnt_factor));\n      const double sum_right_gradient = sum_gradients - sum_left_gradient;\n      const double sum_right_hessian = sum_hessians - sum_left_hessian;\n      const data_size_t right_count = num_data - left_count;\n      if (sum_left_hessian >= min_sum_hessian_in_leaf && left_count >= min_data_in_leaf &&\n        sum_right_hessian >= min_sum_hessian_in_leaf && right_count >= min_data_in_leaf &&\n        (!USE_RAND || static_cast<int>(threadIdx_x + task->mfb_offset) == rand_threshold)) {\n        double current_gain = CUDALeafSplits::GetSplitGains<USE_L1, USE_SMOOTHING>(\n          sum_left_gradient, sum_left_hessian, sum_right_gradient,\n          sum_right_hessian, lambda_l1,\n          lambda_l2, path_smooth, left_count, right_count, parent_output);\n        // gain with split is worse than without split\n        if (current_gain > min_gain_shift) {\n          local_gain = current_gain - min_gain_shift;\n          threshold_value = (task->na_as_missing && task->mfb_offset == 1) ?\n            static_cast<uint32_t>(threadIdx_x) :\n            static_cast<uint32_t>(threadIdx_x + task->mfb_offset);\n          threshold_found = true;\n        }\n      }\n    }\n  }\n  __syncthreads();\n  const uint32_t result = ReduceBestGain(local_gain, threshold_found, threadIdx_x, shared_double_buffer, shared_bool_buffer, shared_int_buffer);\n  if (threadIdx_x == 0) {\n    best_thread_index = result;\n  }\n  __syncthreads();\n  if (threshold_found && threadIdx_x == best_thread_index) {\n    cuda_best_split_info->is_valid = true;\n    cuda_best_split_info->threshold = threshold_value;\n    cuda_best_split_info->gain = local_gain;\n    cuda_best_split_info->default_left = task->assume_out_default_left;\n    if (REVERSE) {\n      const double sum_right_gradient = local_grad_hist;\n      const double sum_right_hessian = local_hess_hist - kEpsilon;\n      const data_size_t right_count = static_cast<data_size_t>(__double2int_rn(sum_right_hessian * cnt_factor));\n      const double sum_left_gradient = sum_gradients - sum_right_gradient;\n      const double sum_left_hessian = sum_hessians - sum_right_hessian - kEpsilon;\n      const data_size_t left_count = num_data - right_count;\n      const double left_output = CUDALeafSplits::CalculateSplittedLeafOutput<USE_L1, USE_SMOOTHING>(sum_left_gradient,\n        sum_left_hessian, lambda_l1, lambda_l2, path_smooth, left_count, parent_output);\n      const double right_output = CUDALeafSplits::CalculateSplittedLeafOutput<USE_L1, USE_SMOOTHING>(sum_right_gradient,\n        sum_right_hessian, lambda_l1, lambda_l2, path_smooth, right_count, parent_output);\n      cuda_best_split_info->left_sum_gradients = sum_left_gradient;\n      cuda_best_split_info->left_sum_hessians = sum_left_hessian;\n      cuda_best_split_info->left_count = left_count;\n      cuda_best_split_info->right_sum_gradients = sum_right_gradient;\n      cuda_best_split_info->right_sum_hessians = sum_right_hessian;\n      cuda_best_split_info->right_count = right_count;\n      cuda_best_split_info->left_value = left_output;\n      cuda_best_split_info->left_gain = CUDALeafSplits::GetLeafGainGivenOutput<USE_L1>(sum_left_gradient,\n        sum_left_hessian, lambda_l1, lambda_l2, left_output);\n      cuda_best_split_info->right_value = right_output;\n      cuda_best_split_info->right_gain = CUDALeafSplits::GetLeafGainGivenOutput<USE_L1>(sum_right_gradient,\n        sum_right_hessian, lambda_l1, lambda_l2, right_output);\n    } else {\n      const double sum_left_gradient = local_grad_hist;\n      const double sum_left_hessian = local_hess_hist - kEpsilon;\n      const data_size_t left_count = static_cast<data_size_t>(__double2int_rn(sum_left_hessian * cnt_factor));\n      const double sum_right_gradient = sum_gradients - sum_left_gradient;\n      const double sum_right_hessian = sum_hessians - sum_left_hessian - kEpsilon;\n      const data_size_t right_count = num_data - left_count;\n      const double left_output = CUDALeafSplits::CalculateSplittedLeafOutput<USE_L1, USE_SMOOTHING>(sum_left_gradient,\n        sum_left_hessian, lambda_l1, lambda_l2, path_smooth, left_count, parent_output);\n      const double right_output = CUDALeafSplits::CalculateSplittedLeafOutput<USE_L1, USE_SMOOTHING>(sum_right_gradient,\n        sum_right_hessian, lambda_l1, lambda_l2, path_smooth, right_count, parent_output);\n      cuda_best_split_info->left_sum_gradients = sum_left_gradient;\n      cuda_best_split_info->left_sum_hessians = sum_left_hessian;\n      cuda_best_split_info->left_count = left_count;\n      cuda_best_split_info->right_sum_gradients = sum_right_gradient;\n      cuda_best_split_info->right_sum_hessians = sum_right_hessian;\n      cuda_best_split_info->right_count = right_count;\n      cuda_best_split_info->left_value = left_output;\n      cuda_best_split_info->left_gain = CUDALeafSplits::GetLeafGainGivenOutput<USE_L1>(sum_left_gradient,\n        sum_left_hessian, lambda_l1, lambda_l2, left_output);\n      cuda_best_split_info->right_value = right_output;\n      cuda_best_split_info->right_gain = CUDALeafSplits::GetLeafGainGivenOutput<USE_L1>(sum_right_gradient,\n        sum_right_hessian, lambda_l1, lambda_l2, right_output);\n    }\n  }\n}\n\ntemplate <bool USE_RAND, bool USE_L1, bool USE_SMOOTHING, bool REVERSE, typename BIN_HIST_TYPE, typename ACC_HIST_TYPE, bool USE_16BIT_BIN_HIST, bool USE_16BIT_ACC_HIST>\n__device__ void FindBestSplitsDiscretizedForLeafKernelInner(\n  // input feature information\n  const BIN_HIST_TYPE* feature_hist_ptr,\n  // input task information\n  const SplitFindTask* task,\n  CUDARandom* cuda_random,\n  // input config parameter values\n  const double lambda_l1,\n  const double lambda_l2,\n  const double path_smooth,\n  const data_size_t min_data_in_leaf,\n  const double min_sum_hessian_in_leaf,\n  const double min_gain_to_split,\n  // input parent node information\n  const double parent_gain,\n  const int64_t sum_gradients_hessians,\n  const data_size_t num_data,\n  const double parent_output,\n  // gradient scale\n  const double grad_scale,\n  const double hess_scale,\n  // output parameters\n  CUDASplitInfo* cuda_best_split_info) {\n  const double sum_hessians = static_cast<double>(sum_gradients_hessians & 0x00000000ffffffff) * hess_scale;\n  const double cnt_factor = num_data / sum_hessians;\n  const double min_gain_shift = parent_gain + min_gain_to_split;\n\n  cuda_best_split_info->is_valid = false;\n\n  ACC_HIST_TYPE local_grad_hess_hist = 0;\n  double local_gain = 0.0f;\n  bool threshold_found = false;\n  uint32_t threshold_value = 0;\n  __shared__ int rand_threshold;\n  if (USE_RAND && threadIdx.x == 0) {\n    if (task->num_bin - 2 > 0) {\n      rand_threshold = cuda_random->NextInt(0, task->num_bin - 2);\n    }\n  }\n  __shared__ uint32_t best_thread_index;\n  __shared__ double shared_double_buffer[WARPSIZE];\n  __shared__ bool shared_bool_buffer[WARPSIZE];\n  __shared__ uint32_t shared_int_buffer[2 * WARPSIZE];  // need 2 * WARPSIZE since the actual ACC_HIST_TYPE could be long int\n  const unsigned int threadIdx_x = threadIdx.x;\n  const bool skip_sum = REVERSE ?\n    (task->skip_default_bin && (task->num_bin - 1 - threadIdx_x) == static_cast<int>(task->default_bin)) :\n    (task->skip_default_bin && (threadIdx_x + task->mfb_offset) == static_cast<int>(task->default_bin));\n  const uint32_t feature_num_bin_minus_offset = task->num_bin - task->mfb_offset;\n  if (!REVERSE) {\n    if (threadIdx_x < feature_num_bin_minus_offset && !skip_sum) {\n      const unsigned int bin_offset = threadIdx_x;\n      if (USE_16BIT_BIN_HIST && !USE_16BIT_ACC_HIST) {\n        const int32_t local_grad_hess_hist_int32 = feature_hist_ptr[bin_offset];\n        local_grad_hess_hist = (static_cast<int64_t>(static_cast<int16_t>(local_grad_hess_hist_int32 >> 16)) << 32) | (static_cast<int64_t>(local_grad_hess_hist_int32 & 0x0000ffff));\n      } else {\n        local_grad_hess_hist = feature_hist_ptr[bin_offset];\n      }\n    }\n  } else {\n    if (threadIdx_x >= static_cast<unsigned int>(task->na_as_missing) &&\n      threadIdx_x < feature_num_bin_minus_offset && !skip_sum) {\n      const unsigned int read_index = feature_num_bin_minus_offset - 1 - threadIdx_x;\n      if (USE_16BIT_BIN_HIST && !USE_16BIT_ACC_HIST) {\n        const int32_t local_grad_hess_hist_int32 = feature_hist_ptr[read_index];\n        local_grad_hess_hist = (static_cast<int64_t>(static_cast<int16_t>(local_grad_hess_hist_int32 >> 16)) << 32) | (static_cast<int64_t>(local_grad_hess_hist_int32 & 0x0000ffff));\n      } else {\n        local_grad_hess_hist = feature_hist_ptr[read_index];\n      }\n    }\n  }\n  __syncthreads();\n  local_gain = kMinScore;\n  local_grad_hess_hist = ShufflePrefixSum<ACC_HIST_TYPE>(local_grad_hess_hist, reinterpret_cast<ACC_HIST_TYPE*>(shared_int_buffer));\n  double sum_left_gradient = 0.0f;\n  double sum_left_hessian = 0.0f;\n  double sum_right_gradient = 0.0f;\n  double sum_right_hessian = 0.0f;\n  data_size_t left_count = 0;\n  data_size_t right_count = 0;\n  int64_t sum_left_gradient_hessian = 0;\n  int64_t sum_right_gradient_hessian = 0;\n  if (REVERSE) {\n    if (threadIdx_x >= static_cast<unsigned int>(task->na_as_missing) && threadIdx_x <= task->num_bin - 2 && !skip_sum) {\n      sum_right_gradient_hessian = USE_16BIT_ACC_HIST ?\n        (static_cast<int64_t>(static_cast<int16_t>(local_grad_hess_hist >> 16)) << 32) | static_cast<int64_t>(local_grad_hess_hist & 0x0000ffff) :\n        local_grad_hess_hist;\n      sum_right_gradient = static_cast<double>(static_cast<int32_t>((sum_right_gradient_hessian & 0xffffffff00000000) >> 32)) * grad_scale;\n      sum_right_hessian = static_cast<double>(static_cast<int32_t>(sum_right_gradient_hessian & 0x00000000ffffffff)) * hess_scale;\n      right_count = static_cast<data_size_t>(__double2int_rn(sum_right_hessian * cnt_factor));\n      sum_left_gradient_hessian = sum_gradients_hessians - sum_right_gradient_hessian;\n      sum_left_gradient = static_cast<double>(static_cast<int32_t>((sum_left_gradient_hessian & 0xffffffff00000000)>> 32)) * grad_scale;\n      sum_left_hessian = static_cast<double>(static_cast<int32_t>(sum_left_gradient_hessian & 0x00000000ffffffff)) * hess_scale;\n      left_count = num_data - right_count;\n      if (sum_left_hessian >= min_sum_hessian_in_leaf && left_count >= min_data_in_leaf &&\n        sum_right_hessian >= min_sum_hessian_in_leaf && right_count >= min_data_in_leaf &&\n        (!USE_RAND || static_cast<int>(task->num_bin - 2 - threadIdx_x) == rand_threshold)) {\n        double current_gain = CUDALeafSplits::GetSplitGains<USE_L1, USE_SMOOTHING>(\n          sum_left_gradient, sum_left_hessian + kEpsilon, sum_right_gradient,\n          sum_right_hessian + kEpsilon, lambda_l1,\n          lambda_l2, path_smooth, left_count, right_count, parent_output);\n        // gain with split is worse than without split\n        if (current_gain > min_gain_shift) {\n          local_gain = current_gain - min_gain_shift;\n          threshold_value = static_cast<uint32_t>(task->num_bin - 2 - threadIdx_x);\n          threshold_found = true;\n        }\n      }\n    }\n  } else {\n    if (threadIdx_x <= feature_num_bin_minus_offset - 2 && !skip_sum) {\n      sum_left_gradient_hessian = USE_16BIT_ACC_HIST ?\n        (static_cast<int64_t>(static_cast<int16_t>(local_grad_hess_hist >> 16)) << 32) | static_cast<int64_t>(local_grad_hess_hist & 0x0000ffff) :\n        local_grad_hess_hist;\n      sum_left_gradient = static_cast<double>(static_cast<int32_t>((sum_left_gradient_hessian & 0xffffffff00000000) >> 32)) * grad_scale;\n      sum_left_hessian = static_cast<double>(static_cast<int32_t>(sum_left_gradient_hessian & 0x00000000ffffffff)) * hess_scale;\n      left_count = static_cast<data_size_t>(__double2int_rn(sum_left_hessian * cnt_factor));\n      sum_right_gradient_hessian = sum_gradients_hessians - sum_left_gradient_hessian;\n      sum_right_gradient = static_cast<double>(static_cast<int32_t>((sum_right_gradient_hessian & 0xffffffff00000000) >> 32)) * grad_scale;\n      sum_right_hessian = static_cast<double>(static_cast<int32_t>(sum_right_gradient_hessian & 0x00000000ffffffff)) * hess_scale;\n      right_count = num_data - left_count;\n      if (sum_left_hessian >= min_sum_hessian_in_leaf && left_count >= min_data_in_leaf &&\n        sum_right_hessian >= min_sum_hessian_in_leaf && right_count >= min_data_in_leaf &&\n        (!USE_RAND || static_cast<int>(threadIdx_x + task->mfb_offset) == rand_threshold)) {\n        double current_gain = CUDALeafSplits::GetSplitGains<USE_L1, USE_SMOOTHING>(\n          sum_left_gradient, sum_left_hessian + kEpsilon, sum_right_gradient,\n          sum_right_hessian + kEpsilon, lambda_l1,\n          lambda_l2, path_smooth, left_count, right_count, parent_output);\n        // gain with split is worse than without split\n        if (current_gain > min_gain_shift) {\n          local_gain = current_gain - min_gain_shift;\n          threshold_value = static_cast<uint32_t>(threadIdx_x + task->mfb_offset);\n          threshold_found = true;\n        }\n      }\n    }\n  }\n  __syncthreads();\n  const uint32_t result = ReduceBestGain(local_gain, threshold_found, threadIdx_x, shared_double_buffer, shared_bool_buffer, shared_int_buffer);\n  if (threadIdx_x == 0) {\n    best_thread_index = result;\n  }\n  __syncthreads();\n  if (threshold_found && threadIdx_x == best_thread_index) {\n    cuda_best_split_info->is_valid = true;\n    cuda_best_split_info->threshold = threshold_value;\n    cuda_best_split_info->gain = local_gain;\n    cuda_best_split_info->default_left = task->assume_out_default_left;\n    const double left_output = CUDALeafSplits::CalculateSplittedLeafOutput<USE_L1, USE_SMOOTHING>(sum_left_gradient,\n      sum_left_hessian, lambda_l1, lambda_l2, path_smooth, left_count, parent_output);\n    const double right_output = CUDALeafSplits::CalculateSplittedLeafOutput<USE_L1, USE_SMOOTHING>(sum_right_gradient,\n      sum_right_hessian, lambda_l1, lambda_l2, path_smooth, right_count, parent_output);\n    cuda_best_split_info->left_sum_gradients = sum_left_gradient;\n    cuda_best_split_info->left_sum_hessians = sum_left_hessian;\n    cuda_best_split_info->left_sum_of_gradients_hessians = sum_left_gradient_hessian;\n    cuda_best_split_info->left_count = left_count;\n    cuda_best_split_info->right_sum_gradients = sum_right_gradient;\n    cuda_best_split_info->right_sum_hessians = sum_right_hessian;\n    cuda_best_split_info->right_sum_of_gradients_hessians = sum_right_gradient_hessian;\n    cuda_best_split_info->right_count = right_count;\n    cuda_best_split_info->left_value = left_output;\n    cuda_best_split_info->left_gain = CUDALeafSplits::GetLeafGainGivenOutput<USE_L1>(sum_left_gradient,\n      sum_left_hessian, lambda_l1, lambda_l2, left_output);\n    cuda_best_split_info->right_value = right_output;\n    cuda_best_split_info->right_gain = CUDALeafSplits::GetLeafGainGivenOutput<USE_L1>(sum_right_gradient,\n      sum_right_hessian, lambda_l1, lambda_l2, right_output);\n  }\n}\n\ntemplate <bool USE_RAND, bool USE_L1, bool USE_SMOOTHING>\n__device__ void FindBestSplitsForLeafKernelCategoricalInner(\n  // input feature information\n  const hist_t* feature_hist_ptr,\n  // input task information\n  const SplitFindTask* task,\n  CUDARandom* cuda_random,\n  // input config parameter values\n  const double lambda_l1,\n  const double lambda_l2,\n  const double path_smooth,\n  const data_size_t min_data_in_leaf,\n  const double min_sum_hessian_in_leaf,\n  const double min_gain_to_split,\n  const double cat_smooth,\n  const double cat_l2,\n  const int max_cat_threshold,\n  const int min_data_per_group,\n  // input parent node information\n  const double parent_gain,\n  const double sum_gradients,\n  const double sum_hessians,\n  const data_size_t num_data,\n  const double parent_output,\n  // output parameters\n  CUDASplitInfo* cuda_best_split_info) {\n  __shared__ double shared_gain_buffer[WARPSIZE];\n  __shared__ bool shared_found_buffer[WARPSIZE];\n  __shared__ uint32_t shared_thread_index_buffer[WARPSIZE];\n  __shared__ uint32_t best_thread_index;\n  const double cnt_factor = num_data / sum_hessians;\n  const double min_gain_shift = parent_gain + min_gain_to_split;\n  double l2 = lambda_l2;\n\n  double local_gain = min_gain_shift;\n  bool threshold_found = false;\n\n  cuda_best_split_info->is_valid = false;\n\n  const int bin_start = 1 - task->mfb_offset;\n  const int bin_end = task->num_bin - task->mfb_offset;\n  const int threadIdx_x = static_cast<int>(threadIdx.x);\n\n  __shared__ int rand_threshold;\n\n  if (task->is_one_hot) {\n    if (USE_RAND && threadIdx.x == 0) {\n      rand_threshold = 0;\n      if (bin_end > bin_start) {\n        rand_threshold = cuda_random->NextInt(bin_start, bin_end);\n      }\n    }\n    __syncthreads();\n    if (threadIdx_x >= bin_start && threadIdx_x < bin_end) {\n      const int bin_offset = (threadIdx_x << 1);\n      const hist_t grad = feature_hist_ptr[bin_offset];\n      const hist_t hess = feature_hist_ptr[bin_offset + 1];\n      data_size_t cnt =\n            static_cast<data_size_t>(__double2int_rn(hess * cnt_factor));\n      if (cnt >= min_data_in_leaf && hess >= min_sum_hessian_in_leaf) {\n        const data_size_t other_count = num_data - cnt;\n        if (other_count >= min_data_in_leaf) {\n          const double sum_other_hessian = sum_hessians - hess - kEpsilon;\n          if (sum_other_hessian >= min_sum_hessian_in_leaf && (!USE_RAND || static_cast<int>(threadIdx_x) == rand_threshold)) {\n            const double sum_other_gradient = sum_gradients - grad;\n            double current_gain = CUDALeafSplits::GetSplitGains<USE_L1, USE_SMOOTHING>(\n              sum_other_gradient, sum_other_hessian, grad,\n              hess + kEpsilon, lambda_l1,\n              l2, path_smooth, other_count, cnt, parent_output);\n            if (current_gain > min_gain_shift) {\n              local_gain = current_gain;\n              threshold_found = true;\n            }\n          }\n        }\n      }\n    }\n    __syncthreads();\n    const uint32_t result = ReduceBestGain(local_gain, threshold_found, threadIdx_x, shared_gain_buffer, shared_found_buffer, shared_thread_index_buffer);\n    if (threadIdx_x == 0) {\n      best_thread_index = result;\n    }\n    __syncthreads();\n    if (threshold_found && threadIdx_x == best_thread_index) {\n      cuda_best_split_info->is_valid = true;\n      cuda_best_split_info->num_cat_threshold = 1;\n      cuda_best_split_info->gain = local_gain - min_gain_shift;\n      *(cuda_best_split_info->cat_threshold) = static_cast<uint32_t>(threadIdx_x + task->mfb_offset);\n      cuda_best_split_info->default_left = false;\n      const int bin_offset = (threadIdx_x << 1);\n      const hist_t sum_left_gradient = feature_hist_ptr[bin_offset];\n      const hist_t sum_left_hessian = feature_hist_ptr[bin_offset + 1];\n      const data_size_t left_count = static_cast<data_size_t>(__double2int_rn(sum_left_hessian * cnt_factor));\n      const double sum_right_gradient = sum_gradients - sum_left_gradient;\n      const double sum_right_hessian = sum_hessians - sum_left_hessian;\n      const data_size_t right_count = static_cast<data_size_t>(__double2int_rn(sum_right_hessian * cnt_factor));\n      const double left_output = CUDALeafSplits::CalculateSplittedLeafOutput<USE_L1, USE_SMOOTHING>(sum_left_gradient,\n        sum_left_hessian, lambda_l1, l2, path_smooth, left_count, parent_output);\n      const double right_output = CUDALeafSplits::CalculateSplittedLeafOutput<USE_L1, USE_SMOOTHING>(sum_right_gradient,\n        sum_right_hessian, lambda_l1, l2, path_smooth, right_count, parent_output);\n      cuda_best_split_info->left_sum_gradients = sum_left_gradient;\n      cuda_best_split_info->left_sum_hessians = sum_left_hessian;\n      cuda_best_split_info->left_count = left_count;\n      cuda_best_split_info->right_sum_gradients = sum_right_gradient;\n      cuda_best_split_info->right_sum_hessians = sum_right_hessian;\n      cuda_best_split_info->right_count = right_count;\n      cuda_best_split_info->left_value = left_output;\n      cuda_best_split_info->left_gain = CUDALeafSplits::GetLeafGainGivenOutput<USE_L1>(sum_left_gradient,\n        sum_left_hessian, lambda_l1, l2, left_output);\n      cuda_best_split_info->right_value = right_output;\n      cuda_best_split_info->right_gain = CUDALeafSplits::GetLeafGainGivenOutput<USE_L1>(sum_right_gradient,\n        sum_right_hessian, lambda_l1, l2, right_output);\n    }\n  } else {\n    __shared__ double shared_value_buffer[NUM_THREADS_PER_BLOCK_BEST_SPLIT_FINDER];\n    __shared__ int16_t shared_index_buffer[NUM_THREADS_PER_BLOCK_BEST_SPLIT_FINDER];\n    __shared__ uint16_t shared_mem_buffer_uint16[WARPSIZE];\n    __shared__ double shared_mem_buffer_double[WARPSIZE];\n    __shared__ int used_bin;\n    l2 += cat_l2;\n    uint16_t is_valid_bin = 0;\n    int best_dir = 0;\n    double best_sum_left_gradient = 0.0f;\n    double best_sum_left_hessian = 0.0f;\n    if (threadIdx_x >= bin_start && threadIdx_x < bin_end) {\n      const int bin_offset = (threadIdx_x << 1);\n      const double hess = feature_hist_ptr[bin_offset + 1];\n      if (__double2int_rn(hess * cnt_factor) >= cat_smooth) {\n        const double grad = feature_hist_ptr[bin_offset];\n        shared_value_buffer[threadIdx_x] = grad / (hess + cat_smooth);\n        is_valid_bin = 1;\n      } else {\n        shared_value_buffer[threadIdx_x] = kMaxScore;\n      }\n    } else {\n      shared_value_buffer[threadIdx_x] = kMaxScore;\n    }\n    shared_index_buffer[threadIdx_x] = threadIdx_x;\n    __syncthreads();\n    const int local_used_bin = ShuffleReduceSum<uint16_t>(is_valid_bin, shared_mem_buffer_uint16, blockDim.x);\n    if (threadIdx_x == 0) {\n      used_bin = local_used_bin;\n    }\n    __syncthreads();\n    BitonicArgSort_1024<double, int16_t, true>(shared_value_buffer, shared_index_buffer, bin_end);\n    __syncthreads();\n    const int max_num_cat = min(max_cat_threshold, (used_bin + 1) / 2);\n\n    if (USE_RAND) {\n      rand_threshold = 0;\n      const int max_threshold = max(min(max_num_cat, used_bin) - 1, 0);\n      if (max_threshold > 0) {\n        rand_threshold = cuda_random->NextInt(0, max_threshold);\n      }\n    }\n\n    // left to right\n    double grad = 0.0f;\n    double hess = 0.0f;\n    if (threadIdx_x < used_bin && threadIdx_x < max_num_cat) {\n      const int bin_offset = (shared_index_buffer[threadIdx_x] << 1);\n      grad = feature_hist_ptr[bin_offset];\n      hess = feature_hist_ptr[bin_offset + 1];\n    }\n    if (threadIdx_x == 0) {\n      hess += kEpsilon;\n    }\n    __syncthreads();\n    double sum_left_gradient = ShufflePrefixSum<double>(grad, shared_mem_buffer_double);\n    __syncthreads();\n    double sum_left_hessian = ShufflePrefixSum<double>(hess, shared_mem_buffer_double);\n    if (threadIdx_x < used_bin && threadIdx_x < max_num_cat) {\n      const data_size_t left_count = static_cast<data_size_t>(__double2int_rn(sum_left_hessian * cnt_factor));\n      const double sum_right_gradient = sum_gradients - sum_left_gradient;\n      const double sum_right_hessian = sum_hessians - sum_left_hessian;\n      const data_size_t right_count = num_data - left_count;\n      if (sum_left_hessian >= min_sum_hessian_in_leaf && left_count >= min_data_in_leaf &&\n        sum_right_hessian >= min_sum_hessian_in_leaf && right_count >= min_data_in_leaf &&\n        (!USE_RAND || threadIdx_x == static_cast<int>(rand_threshold))) {\n        double current_gain = CUDALeafSplits::GetSplitGains<USE_L1, USE_SMOOTHING>(\n          sum_left_gradient, sum_left_hessian, sum_right_gradient,\n          sum_right_hessian, lambda_l1,\n          l2, path_smooth, left_count, right_count, parent_output);\n        // gain with split is worse than without split\n        if (current_gain > local_gain) {\n          local_gain = current_gain;\n          threshold_found = true;\n          best_dir = 1;\n          best_sum_left_gradient = sum_left_gradient;\n          best_sum_left_hessian = sum_left_hessian;\n        }\n      }\n    }\n    __syncthreads();\n\n    // right to left\n    grad = 0.0f;\n    hess = 0.0f;\n    if (threadIdx_x < used_bin && threadIdx_x < max_num_cat) {\n      const int bin_offset = (shared_index_buffer[used_bin - 1 - threadIdx_x] << 1);\n      grad = feature_hist_ptr[bin_offset];\n      hess = feature_hist_ptr[bin_offset + 1];\n    }\n    if (threadIdx_x == 0) {\n      hess += kEpsilon;\n    }\n    __syncthreads();\n    sum_left_gradient = ShufflePrefixSum<double>(grad, shared_mem_buffer_double);\n    __syncthreads();\n    sum_left_hessian = ShufflePrefixSum<double>(hess, shared_mem_buffer_double);\n    if (threadIdx_x < used_bin && threadIdx_x < max_num_cat) {\n      const data_size_t left_count = static_cast<data_size_t>(__double2int_rn(sum_left_hessian * cnt_factor));\n      const double sum_right_gradient = sum_gradients - sum_left_gradient;\n      const double sum_right_hessian = sum_hessians - sum_left_hessian;\n      const data_size_t right_count = num_data - left_count;\n      if (sum_left_hessian >= min_sum_hessian_in_leaf && left_count >= min_data_in_leaf &&\n        sum_right_hessian >= min_sum_hessian_in_leaf && right_count >= min_data_in_leaf &&\n        (!USE_RAND || threadIdx_x == static_cast<int>(rand_threshold))) {\n        double current_gain = CUDALeafSplits::GetSplitGains<USE_L1, USE_SMOOTHING>(\n          sum_left_gradient, sum_left_hessian, sum_right_gradient,\n          sum_right_hessian, lambda_l1,\n          l2, path_smooth, left_count, right_count, parent_output);\n        // gain with split is worse than without split\n        if (current_gain > local_gain) {\n          local_gain = current_gain;\n          threshold_found = true;\n          best_dir = -1;\n          best_sum_left_gradient = sum_left_gradient;\n          best_sum_left_hessian = sum_left_hessian;\n        }\n      }\n    }\n    __syncthreads();\n\n    const uint32_t result = ReduceBestGain(local_gain, threshold_found, threadIdx_x, shared_gain_buffer, shared_found_buffer, shared_thread_index_buffer);\n    if (threadIdx_x == 0) {\n      best_thread_index = result;\n    }\n    __syncthreads();\n    if (threshold_found && threadIdx_x == best_thread_index) {\n      cuda_best_split_info->is_valid = true;\n      cuda_best_split_info->num_cat_threshold = threadIdx_x + 1;\n      cuda_best_split_info->gain = local_gain - min_gain_shift;\n      if (best_dir == 1) {\n        for (int i = 0; i < threadIdx_x + 1; ++i) {\n          (cuda_best_split_info->cat_threshold)[i] = shared_index_buffer[i] + task->mfb_offset;\n        }\n      } else {\n        for (int i = 0; i < threadIdx_x + 1; ++i) {\n          (cuda_best_split_info->cat_threshold)[i] = shared_index_buffer[used_bin - 1 - i] + task->mfb_offset;\n        }\n      }\n      cuda_best_split_info->default_left = false;\n      const hist_t sum_left_gradient = best_sum_left_gradient;\n      const hist_t sum_left_hessian = best_sum_left_hessian;\n      const data_size_t left_count = static_cast<data_size_t>(__double2int_rn(sum_left_hessian * cnt_factor));\n      const double sum_right_gradient = sum_gradients - sum_left_gradient;\n      const double sum_right_hessian = sum_hessians - sum_left_hessian;\n      const data_size_t right_count = static_cast<data_size_t>(__double2int_rn(sum_right_hessian * cnt_factor));\n      const double left_output = CUDALeafSplits::CalculateSplittedLeafOutput<USE_L1, USE_SMOOTHING>(sum_left_gradient,\n        sum_left_hessian, lambda_l1, l2, path_smooth, left_count, parent_output);\n      const double right_output = CUDALeafSplits::CalculateSplittedLeafOutput<USE_L1, USE_SMOOTHING>(sum_right_gradient,\n        sum_right_hessian, lambda_l1, l2, path_smooth, right_count, parent_output);\n      cuda_best_split_info->left_sum_gradients = sum_left_gradient;\n      cuda_best_split_info->left_sum_hessians = sum_left_hessian;\n      cuda_best_split_info->left_count = left_count;\n      cuda_best_split_info->right_sum_gradients = sum_right_gradient;\n      cuda_best_split_info->right_sum_hessians = sum_right_hessian;\n      cuda_best_split_info->right_count = right_count;\n      cuda_best_split_info->left_value = left_output;\n      cuda_best_split_info->left_gain = CUDALeafSplits::GetLeafGainGivenOutput<USE_L1>(sum_left_gradient,\n        sum_left_hessian, lambda_l1, l2, left_output);\n      cuda_best_split_info->right_value = right_output;\n      cuda_best_split_info->right_gain = CUDALeafSplits::GetLeafGainGivenOutput<USE_L1>(sum_right_gradient,\n        sum_right_hessian, lambda_l1, l2, right_output);\n    }\n  }\n}\n\ntemplate <bool USE_RAND, bool USE_L1, bool USE_SMOOTHING, bool IS_LARGER>\n__global__ void FindBestSplitsForLeafKernel(\n  // input feature information\n  const int8_t* is_feature_used_bytree,\n  // input task information\n  const int num_tasks,\n  const SplitFindTask* tasks,\n  CUDARandom* cuda_randoms,\n  // input leaf information\n  const CUDALeafSplitsStruct* smaller_leaf_splits,\n  const CUDALeafSplitsStruct* larger_leaf_splits,\n  // input config parameter values\n  const data_size_t min_data_in_leaf,\n  const double min_sum_hessian_in_leaf,\n  const double min_gain_to_split,\n  const double lambda_l1,\n  const double lambda_l2,\n  const double path_smooth,\n  const double cat_smooth,\n  const double cat_l2,\n  const int max_cat_threshold,\n  const int min_data_per_group,\n  // output\n  CUDASplitInfo* cuda_best_split_info,\n  // global num data in leaf\n  const data_size_t global_num_data_in_smaller_leaf,\n  const data_size_t global_num_data_in_larger_leaf) {\n  const unsigned int task_index = blockIdx.x;\n  const SplitFindTask* task = tasks + task_index;\n  const int inner_feature_index = task->inner_feature_index;\n  const double parent_gain = IS_LARGER ? larger_leaf_splits->gain : smaller_leaf_splits->gain;\n  const double sum_gradients = IS_LARGER ? larger_leaf_splits->sum_of_gradients : smaller_leaf_splits->sum_of_gradients;\n  const double sum_hessians = (IS_LARGER ? larger_leaf_splits->sum_of_hessians : smaller_leaf_splits->sum_of_hessians) + 2 * kEpsilon;\n  const data_size_t num_data = IS_LARGER ? global_num_data_in_larger_leaf : global_num_data_in_smaller_leaf;\n  const double parent_output = IS_LARGER ? larger_leaf_splits->leaf_value : smaller_leaf_splits->leaf_value;\n  const unsigned int output_offset = IS_LARGER ? (task_index + num_tasks) : task_index;\n  CUDASplitInfo* out = cuda_best_split_info + output_offset;\n  CUDARandom* cuda_random = USE_RAND ?\n    (IS_LARGER ? cuda_randoms + task_index * 2 + 1 : cuda_randoms + task_index * 2) : nullptr;\n  if (is_feature_used_bytree[inner_feature_index]) {\n    const hist_t* hist_ptr = (IS_LARGER ? larger_leaf_splits->hist_in_leaf : smaller_leaf_splits->hist_in_leaf) + task->hist_offset * 2;\n    if (task->is_categorical) {\n      FindBestSplitsForLeafKernelCategoricalInner<USE_RAND, USE_L1, USE_SMOOTHING>(\n        // input feature information\n        hist_ptr,\n        // input task information\n        task,\n        cuda_random,\n        // input config parameter values\n        lambda_l1,\n        lambda_l2,\n        path_smooth,\n        min_data_in_leaf,\n        min_sum_hessian_in_leaf,\n        min_gain_to_split,\n        cat_smooth,\n        cat_l2,\n        max_cat_threshold,\n        min_data_per_group,\n        // input parent node information\n        parent_gain,\n        sum_gradients,\n        sum_hessians,\n        num_data,\n        parent_output,\n        // output parameters\n        out);\n    } else {\n      if (!task->reverse) {\n        FindBestSplitsForLeafKernelInner<USE_RAND, USE_L1, USE_SMOOTHING, false>(\n          // input feature information\n          hist_ptr,\n          // input task information\n          task,\n          cuda_random,\n          // input config parameter values\n          lambda_l1,\n          lambda_l2,\n          path_smooth,\n          min_data_in_leaf,\n          min_sum_hessian_in_leaf,\n          min_gain_to_split,\n          // input parent node information\n          parent_gain,\n          sum_gradients,\n          sum_hessians,\n          num_data,\n          parent_output,\n          // output parameters\n          out);\n      } else {\n        FindBestSplitsForLeafKernelInner<USE_RAND, USE_L1, USE_SMOOTHING, true>(\n          // input feature information\n          hist_ptr,\n          // input task information\n          task,\n          cuda_random,\n          // input config parameter values\n          lambda_l1,\n          lambda_l2,\n          path_smooth,\n          min_data_in_leaf,\n          min_sum_hessian_in_leaf,\n          min_gain_to_split,\n          // input parent node information\n          parent_gain,\n          sum_gradients,\n          sum_hessians,\n          num_data,\n          parent_output,\n          // output parameters\n          out);\n      }\n    }\n  } else {\n    out->is_valid = false;\n  }\n}\n\n\ntemplate <bool USE_RAND, bool USE_L1, bool USE_SMOOTHING, bool IS_LARGER>\n__global__ void FindBestSplitsDiscretizedForLeafKernel(\n  // input feature information\n  const int8_t* is_feature_used_bytree,\n  // input task information\n  const int num_tasks,\n  const SplitFindTask* tasks,\n  CUDARandom* cuda_randoms,\n  // input leaf information\n  const CUDALeafSplitsStruct* smaller_leaf_splits,\n  const CUDALeafSplitsStruct* larger_leaf_splits,\n  const uint8_t smaller_leaf_num_bits_in_histogram_bin,\n  const uint8_t larger_leaf_num_bits_in_histogram_bin,\n  // input config parameter values\n  const data_size_t min_data_in_leaf,\n  const double min_sum_hessian_in_leaf,\n  const double min_gain_to_split,\n  const double lambda_l1,\n  const double lambda_l2,\n  const double path_smooth,\n  const double cat_smooth,\n  const double cat_l2,\n  const int max_cat_threshold,\n  const int min_data_per_group,\n  const int max_cat_to_onehot,\n  // gradient scale\n  const score_t* grad_scale,\n  const score_t* hess_scale,\n  // output\n  CUDASplitInfo* cuda_best_split_info,\n  // global num data in leaf\n  const data_size_t global_num_data_in_smaller_leaf,\n  const data_size_t global_num_data_in_larger_leaf) {\n  const unsigned int task_index = blockIdx.x;\n  const SplitFindTask* task = tasks + task_index;\n  const int inner_feature_index = task->inner_feature_index;\n  const double parent_gain = IS_LARGER ? larger_leaf_splits->gain : smaller_leaf_splits->gain;\n  const int64_t sum_gradients_hessians = IS_LARGER ? larger_leaf_splits->sum_of_gradients_hessians : smaller_leaf_splits->sum_of_gradients_hessians;\n  const data_size_t num_data = IS_LARGER ? global_num_data_in_larger_leaf : global_num_data_in_smaller_leaf;\n  const double parent_output = IS_LARGER ? larger_leaf_splits->leaf_value : smaller_leaf_splits->leaf_value;\n  const unsigned int output_offset = IS_LARGER ? (task_index + num_tasks) : task_index;\n  CUDASplitInfo* out = cuda_best_split_info + output_offset;\n  CUDARandom* cuda_random = USE_RAND ?\n    (IS_LARGER ? cuda_randoms + task_index * 2 + 1 : cuda_randoms + task_index * 2) : nullptr;\n  const bool use_16bit_bin = IS_LARGER ? (larger_leaf_num_bits_in_histogram_bin <= 16) : (smaller_leaf_num_bits_in_histogram_bin <= 16);\n  if (is_feature_used_bytree[inner_feature_index]) {\n    if (task->is_categorical) {\n      __threadfence();  // ensure store issued before trap\n#if defined(USE_ROCM)\n      __builtin_trap();\n#else\n      asm(\"trap;\");\n#endif\n    } else {\n      if (!task->reverse) {\n        if (use_16bit_bin) {\n          const int32_t* hist_ptr =\n            reinterpret_cast<const int32_t*>(IS_LARGER ? larger_leaf_splits->hist_in_leaf : smaller_leaf_splits->hist_in_leaf) + task->hist_offset;\n          FindBestSplitsDiscretizedForLeafKernelInner<USE_RAND, USE_L1, USE_SMOOTHING, false, int32_t, int32_t, true, true>(\n            // input feature information\n            hist_ptr,\n            // input task information\n            task,\n            cuda_random,\n            // input config parameter values\n            lambda_l1,\n            lambda_l2,\n            path_smooth,\n            min_data_in_leaf,\n            min_sum_hessian_in_leaf,\n            min_gain_to_split,\n            // input parent node information\n            parent_gain,\n            sum_gradients_hessians,\n            num_data,\n            parent_output,\n            // gradient scale\n            *grad_scale,\n            *hess_scale,\n            // output parameters\n            out);\n        } else {\n          const int32_t* hist_ptr =\n            reinterpret_cast<const int32_t*>(IS_LARGER ? larger_leaf_splits->hist_in_leaf : smaller_leaf_splits->hist_in_leaf) + task->hist_offset;\n          FindBestSplitsDiscretizedForLeafKernelInner<USE_RAND, USE_L1, USE_SMOOTHING, false, int32_t, int64_t, false, false>(\n            // input feature information\n            hist_ptr,\n            // input task information\n            task,\n            cuda_random,\n            // input config parameter values\n            lambda_l1,\n            lambda_l2,\n            path_smooth,\n            min_data_in_leaf,\n            min_sum_hessian_in_leaf,\n            min_gain_to_split,\n            // input parent node information\n            parent_gain,\n            sum_gradients_hessians,\n            num_data,\n            parent_output,\n            // gradient scale\n            *grad_scale,\n            *hess_scale,\n            // output parameters\n            out);\n        }\n      } else {\n        if (use_16bit_bin) {\n          const int32_t* hist_ptr =\n            reinterpret_cast<const int32_t*>(IS_LARGER ? larger_leaf_splits->hist_in_leaf : smaller_leaf_splits->hist_in_leaf) + task->hist_offset;\n          FindBestSplitsDiscretizedForLeafKernelInner<USE_RAND, USE_L1, USE_SMOOTHING, true, int32_t, int32_t, true, true>(\n            // input feature information\n            hist_ptr,\n            // input task information\n            task,\n            cuda_random,\n            // input config parameter values\n            lambda_l1,\n            lambda_l2,\n            path_smooth,\n            min_data_in_leaf,\n            min_sum_hessian_in_leaf,\n            min_gain_to_split,\n            // input parent node information\n            parent_gain,\n            sum_gradients_hessians,\n            num_data,\n            parent_output,\n            // gradient scale\n            *grad_scale,\n            *hess_scale,\n            // output parameters\n            out);\n        } else {\n          const int32_t* hist_ptr =\n            reinterpret_cast<const int32_t*>(IS_LARGER ? larger_leaf_splits->hist_in_leaf : smaller_leaf_splits->hist_in_leaf) + task->hist_offset;\n          FindBestSplitsDiscretizedForLeafKernelInner<USE_RAND, USE_L1, USE_SMOOTHING, true, int32_t, int64_t, false, false>(\n            // input feature information\n            hist_ptr,\n            // input task information\n            task,\n            cuda_random,\n            // input config parameter values\n            lambda_l1,\n            lambda_l2,\n            path_smooth,\n            min_data_in_leaf,\n            min_sum_hessian_in_leaf,\n            min_gain_to_split,\n            // input parent node information\n            parent_gain,\n            sum_gradients_hessians,\n            num_data,\n            parent_output,\n            // gradient scale\n            *grad_scale,\n            *hess_scale,\n            // output parameters\n            out);\n        }\n      }\n    }\n  } else {\n    out->is_valid = false;\n  }\n}\n\ntemplate <bool USE_RAND, bool USE_L1, bool USE_SMOOTHING, bool REVERSE>\n__device__ void FindBestSplitsForLeafKernelInner_GlobalMemory(\n  // input feature information\n  const hist_t* feature_hist_ptr,\n  // input task information\n  const SplitFindTask* task,\n  CUDARandom* cuda_random,\n  // input config parameter values\n  const double lambda_l1,\n  const double lambda_l2,\n  const double path_smooth,\n  const data_size_t min_data_in_leaf,\n  const double min_sum_hessian_in_leaf,\n  const double min_gain_to_split,\n  // input parent node information\n  const double parent_gain,\n  const double sum_gradients,\n  const double sum_hessians,\n  const data_size_t num_data,\n  const double parent_output,\n  // output parameters\n  CUDASplitInfo* cuda_best_split_info,\n  // buffer\n  hist_t* hist_grad_buffer_ptr,\n  hist_t* hist_hess_buffer_ptr) {\n  const double cnt_factor = num_data / sum_hessians;\n  const double min_gain_shift = parent_gain + min_gain_to_split;\n\n  cuda_best_split_info->is_valid = false;\n  double local_gain = 0.0f;\n  bool threshold_found = false;\n  uint32_t threshold_value = 0;\n  __shared__ int rand_threshold;\n  if (USE_RAND && threadIdx.x == 0) {\n    if (task->num_bin - 2 > 0) {\n      rand_threshold = cuda_random->NextInt(0, task->num_bin - 2);\n    }\n  }\n  __shared__ uint32_t best_thread_index;\n  __shared__ double shared_double_buffer[WARPSIZE];\n  __shared__ bool shared_found_buffer[WARPSIZE];\n  __shared__ uint32_t shared_thread_index_buffer[WARPSIZE];\n  const unsigned int threadIdx_x = threadIdx.x;\n  const uint32_t feature_num_bin_minus_offset = task->num_bin - task->mfb_offset;\n  if (!REVERSE) {\n    if (task->na_as_missing && task->mfb_offset == 1) {\n      uint32_t bin_start = threadIdx_x > 0 ? threadIdx_x : blockDim.x;\n      hist_t thread_sum_gradients = 0.0f;\n      hist_t thread_sum_hessians = 0.0f;\n      for (unsigned int bin = bin_start; bin < static_cast<uint32_t>(task->num_bin); bin += blockDim.x) {\n        const unsigned int bin_offset = (bin - 1) << 1;\n        const hist_t grad = feature_hist_ptr[bin_offset];\n        const hist_t hess = feature_hist_ptr[bin_offset + 1];\n        hist_grad_buffer_ptr[bin] = grad;\n        hist_hess_buffer_ptr[bin] = hess;\n        thread_sum_gradients += grad;\n        thread_sum_hessians += hess;\n      }\n      const hist_t sum_gradients_non_default = ShuffleReduceSum<double>(thread_sum_gradients, shared_double_buffer, blockDim.x);\n      __syncthreads();\n      const hist_t sum_hessians_non_default = ShuffleReduceSum<double>(thread_sum_hessians, shared_double_buffer, blockDim.x);\n      if (threadIdx_x == 0) {\n        hist_grad_buffer_ptr[0] = sum_gradients - sum_gradients_non_default;\n        hist_hess_buffer_ptr[0] = sum_hessians - sum_hessians_non_default;\n      }\n    } else {\n      for (unsigned int bin = threadIdx_x; bin < feature_num_bin_minus_offset; bin += blockDim.x) {\n        const bool skip_sum =\n          (task->skip_default_bin && (bin + task->mfb_offset) == static_cast<int>(task->default_bin));\n        if (!skip_sum) {\n          const unsigned int bin_offset = bin << 1;\n          hist_grad_buffer_ptr[bin] = feature_hist_ptr[bin_offset];\n          hist_hess_buffer_ptr[bin] = feature_hist_ptr[bin_offset + 1];\n        } else {\n          hist_grad_buffer_ptr[bin] = 0.0f;\n          hist_hess_buffer_ptr[bin] = 0.0f;\n        }\n      }\n    }\n  } else {\n    for (unsigned int bin = threadIdx_x; bin < feature_num_bin_minus_offset; bin += blockDim.x) {\n      const bool skip_sum = bin >= static_cast<unsigned int>(task->na_as_missing) &&\n        (task->skip_default_bin && (task->num_bin - 1 - bin) == static_cast<int>(task->default_bin));\n      if (!skip_sum) {\n        const unsigned int read_index = feature_num_bin_minus_offset - 1 - bin;\n        const unsigned int bin_offset = read_index << 1;\n        hist_grad_buffer_ptr[bin] = feature_hist_ptr[bin_offset];\n        hist_hess_buffer_ptr[bin] = feature_hist_ptr[bin_offset + 1];\n      } else {\n        hist_grad_buffer_ptr[bin] = 0.0f;\n        hist_hess_buffer_ptr[bin] = 0.0f;\n      }\n    }\n  }\n  __syncthreads();\n  if (threadIdx_x == 0) {\n    hist_hess_buffer_ptr[0] += kEpsilon;\n  }\n  local_gain = kMinScore;\n  GlobalMemoryPrefixSum(hist_grad_buffer_ptr, static_cast<size_t>(feature_num_bin_minus_offset));\n  __syncthreads();\n  GlobalMemoryPrefixSum(hist_hess_buffer_ptr, static_cast<size_t>(feature_num_bin_minus_offset));\n  if (REVERSE) {\n    for (unsigned int bin = threadIdx_x; bin < feature_num_bin_minus_offset; bin += blockDim.x) {\n      const bool skip_sum = (bin >= static_cast<unsigned int>(task->na_as_missing) &&\n        (task->skip_default_bin && (task->num_bin - 1 - bin) == static_cast<int>(task->default_bin)));\n      if (!skip_sum) {\n        const double sum_right_gradient = hist_grad_buffer_ptr[bin];\n        const double sum_right_hessian = hist_hess_buffer_ptr[bin];\n        const data_size_t right_count = static_cast<data_size_t>(__double2int_rn(sum_right_hessian * cnt_factor));\n        const double sum_left_gradient = sum_gradients - sum_right_gradient;\n        const double sum_left_hessian = sum_hessians - sum_right_hessian;\n        const data_size_t left_count = num_data - right_count;\n        if (sum_left_hessian >= min_sum_hessian_in_leaf && left_count >= min_data_in_leaf &&\n          sum_right_hessian >= min_sum_hessian_in_leaf && right_count >= min_data_in_leaf &&\n          (!USE_RAND || static_cast<int>(task->num_bin - 2 - bin) == rand_threshold)) {\n          double current_gain = CUDALeafSplits::GetSplitGains<USE_L1, USE_SMOOTHING>(\n            sum_left_gradient, sum_left_hessian, sum_right_gradient,\n            sum_right_hessian, lambda_l1,\n            lambda_l2, path_smooth, left_count, right_count, parent_output);\n          // gain with split is worse than without split\n          if (current_gain > min_gain_shift) {\n            local_gain = current_gain - min_gain_shift;\n            threshold_value = static_cast<uint32_t>(task->num_bin - 2 - bin);\n            threshold_found = true;\n          }\n        }\n      }\n    }\n  } else {\n    const uint32_t end = (task->na_as_missing && task->mfb_offset == 1) ? static_cast<uint32_t>(task->num_bin - 2) : feature_num_bin_minus_offset - 2;\n    for (unsigned int bin = threadIdx_x; bin <= end; bin += blockDim.x) {\n      const bool skip_sum =\n        (task->skip_default_bin && (bin + task->mfb_offset) == static_cast<int>(task->default_bin));\n      if (!skip_sum) {\n        const double sum_left_gradient = hist_grad_buffer_ptr[bin];\n        const double sum_left_hessian = hist_hess_buffer_ptr[bin];\n        const data_size_t left_count = static_cast<data_size_t>(__double2int_rn(sum_left_hessian * cnt_factor));\n        const double sum_right_gradient = sum_gradients - sum_left_gradient;\n        const double sum_right_hessian = sum_hessians - sum_left_hessian;\n        const data_size_t right_count = num_data - left_count;\n        if (sum_left_hessian >= min_sum_hessian_in_leaf && left_count >= min_data_in_leaf &&\n          sum_right_hessian >= min_sum_hessian_in_leaf && right_count >= min_data_in_leaf &&\n          (!USE_RAND || static_cast<int>(bin + task->mfb_offset) == rand_threshold)) {\n          double current_gain = CUDALeafSplits::GetSplitGains<USE_L1, USE_SMOOTHING>(\n            sum_left_gradient, sum_left_hessian, sum_right_gradient,\n            sum_right_hessian, lambda_l1,\n            lambda_l2, path_smooth, left_count, right_count, parent_output);\n          // gain with split is worse than without split\n          if (current_gain > min_gain_shift) {\n            local_gain = current_gain - min_gain_shift;\n            threshold_value = (task->na_as_missing && task->mfb_offset == 1) ?\n              bin : static_cast<uint32_t>(bin + task->mfb_offset);\n            threshold_found = true;\n          }\n        }\n      }\n    }\n  }\n  __syncthreads();\n  const uint32_t result = ReduceBestGain(local_gain, threshold_found, threadIdx_x, shared_double_buffer, shared_found_buffer, shared_thread_index_buffer);\n  if (threadIdx_x == 0) {\n    best_thread_index = result;\n  }\n  __syncthreads();\n  if (threshold_found && threadIdx_x == best_thread_index) {\n    cuda_best_split_info->is_valid = true;\n    cuda_best_split_info->threshold = threshold_value;\n    cuda_best_split_info->gain = local_gain;\n    cuda_best_split_info->default_left = task->assume_out_default_left;\n    if (REVERSE) {\n      const unsigned int best_bin = static_cast<uint32_t>(task->num_bin - 2 - threshold_value);\n      const double sum_right_gradient = hist_grad_buffer_ptr[best_bin];\n      const double sum_right_hessian = hist_hess_buffer_ptr[best_bin] - kEpsilon;\n      const data_size_t right_count = static_cast<data_size_t>(__double2int_rn(sum_right_hessian * cnt_factor));\n      const double sum_left_gradient = sum_gradients - sum_right_gradient;\n      const double sum_left_hessian = sum_hessians - sum_right_hessian - kEpsilon;\n      const data_size_t left_count = num_data - right_count;\n      const double left_output = CUDALeafSplits::CalculateSplittedLeafOutput<USE_L1, USE_SMOOTHING>(sum_left_gradient,\n        sum_left_hessian, lambda_l1, lambda_l2, path_smooth, left_count, parent_output);\n      const double right_output = CUDALeafSplits::CalculateSplittedLeafOutput<USE_L1, USE_SMOOTHING>(sum_right_gradient,\n        sum_right_hessian, lambda_l1, lambda_l2, path_smooth, right_count, parent_output);\n      cuda_best_split_info->left_sum_gradients = sum_left_gradient;\n      cuda_best_split_info->left_sum_hessians = sum_left_hessian;\n      cuda_best_split_info->left_count = left_count;\n      cuda_best_split_info->right_sum_gradients = sum_right_gradient;\n      cuda_best_split_info->right_sum_hessians = sum_right_hessian;\n      cuda_best_split_info->right_count = right_count;\n      cuda_best_split_info->left_value = left_output;\n      cuda_best_split_info->left_gain = CUDALeafSplits::GetLeafGainGivenOutput<USE_L1>(sum_left_gradient,\n        sum_left_hessian, lambda_l1, lambda_l2, left_output);\n      cuda_best_split_info->right_value = right_output;\n      cuda_best_split_info->right_gain = CUDALeafSplits::GetLeafGainGivenOutput<USE_L1>(sum_right_gradient,\n        sum_right_hessian, lambda_l1, lambda_l2, right_output);\n    } else {\n      const unsigned int best_bin = (task->na_as_missing && task->mfb_offset == 1) ?\n        threshold_value : static_cast<uint32_t>(threshold_value - task->mfb_offset);\n      const double sum_left_gradient = hist_grad_buffer_ptr[best_bin];\n      const double sum_left_hessian = hist_hess_buffer_ptr[best_bin] - kEpsilon;\n      const data_size_t left_count = static_cast<data_size_t>(__double2int_rn(sum_left_hessian * cnt_factor));\n      const double sum_right_gradient = sum_gradients - sum_left_gradient;\n      const double sum_right_hessian = sum_hessians - sum_left_hessian - kEpsilon;\n      const data_size_t right_count = num_data - left_count;\n      const double left_output = CUDALeafSplits::CalculateSplittedLeafOutput<USE_L1, USE_SMOOTHING>(sum_left_gradient,\n        sum_left_hessian, lambda_l1, lambda_l2, path_smooth, left_count, parent_output);\n      const double right_output = CUDALeafSplits::CalculateSplittedLeafOutput<USE_L1, USE_SMOOTHING>(sum_right_gradient,\n        sum_right_hessian, lambda_l1, lambda_l2, path_smooth, right_count, parent_output);\n      cuda_best_split_info->left_sum_gradients = sum_left_gradient;\n      cuda_best_split_info->left_sum_hessians = sum_left_hessian;\n      cuda_best_split_info->left_count = left_count;\n      cuda_best_split_info->right_sum_gradients = sum_right_gradient;\n      cuda_best_split_info->right_sum_hessians = sum_right_hessian;\n      cuda_best_split_info->right_count = right_count;\n      cuda_best_split_info->left_value = left_output;\n      cuda_best_split_info->left_gain = CUDALeafSplits::GetLeafGainGivenOutput<USE_L1>(sum_left_gradient,\n        sum_left_hessian, lambda_l1, lambda_l2, left_output);\n      cuda_best_split_info->right_value = right_output;\n      cuda_best_split_info->right_gain = CUDALeafSplits::GetLeafGainGivenOutput<USE_L1>(sum_right_gradient,\n        sum_right_hessian, lambda_l1, lambda_l2, right_output);\n    }\n  }\n}\n\ntemplate <bool USE_RAND, bool USE_L1, bool USE_SMOOTHING>\n__device__ void FindBestSplitsForLeafKernelCategoricalInner_GlobalMemory(\n  // input feature information\n  const hist_t* feature_hist_ptr,\n  // input task information\n  const SplitFindTask* task,\n  CUDARandom* cuda_random,\n  // input config parameter values\n  const double lambda_l1,\n  const double lambda_l2,\n  const double path_smooth,\n  const data_size_t min_data_in_leaf,\n  const double min_sum_hessian_in_leaf,\n  const double min_gain_to_split,\n  const double cat_smooth,\n  const double cat_l2,\n  const int max_cat_threshold,\n  const int min_data_per_group,\n  // input parent node information\n  const double parent_gain,\n  const double sum_gradients,\n  const double sum_hessians,\n  const data_size_t num_data,\n  const double parent_output,\n  // buffer\n  hist_t* hist_grad_buffer_ptr,\n  hist_t* hist_hess_buffer_ptr,\n  hist_t* hist_stat_buffer_ptr,\n  data_size_t* hist_index_buffer_ptr,\n  // output parameters\n  CUDASplitInfo* cuda_best_split_info) {\n  __shared__ double shared_gain_buffer[WARPSIZE];\n  __shared__ bool shared_found_buffer[WARPSIZE];\n  __shared__ uint32_t shared_thread_index_buffer[WARPSIZE];\n  __shared__ uint32_t best_thread_index;\n  const double cnt_factor = num_data / sum_hessians;\n  const double min_gain_shift = parent_gain + min_gain_to_split;\n  double l2 = lambda_l2;\n\n  double local_gain = kMinScore;\n  bool threshold_found = false;\n\n  cuda_best_split_info->is_valid = false;\n\n  __shared__ int rand_threshold;\n\n  const int bin_start = 1 - task->mfb_offset;\n  const int bin_end = task->num_bin - task->mfb_offset;\n  int best_threshold = -1;\n  const int threadIdx_x = static_cast<int>(threadIdx.x);\n  if (task->is_one_hot) {\n    if (USE_RAND && threadIdx.x == 0) {\n      rand_threshold = 0;\n      if (bin_end > bin_start) {\n        rand_threshold = cuda_random->NextInt(bin_start, bin_end);\n      }\n    }\n    __syncthreads();\n    for (int bin = bin_start + threadIdx_x; bin < bin_end; bin += static_cast<int>(blockDim.x)) {\n      const int bin_offset = (bin << 1);\n      const hist_t grad = feature_hist_ptr[bin_offset];\n      const hist_t hess = feature_hist_ptr[bin_offset + 1];\n      data_size_t cnt =\n            static_cast<data_size_t>(__double2int_rn(hess * cnt_factor));\n      if (cnt >= min_data_in_leaf && hess >= min_sum_hessian_in_leaf) {\n        const data_size_t other_count = num_data - cnt;\n        if (other_count >= min_data_in_leaf) {\n          const double sum_other_hessian = sum_hessians - hess - kEpsilon;\n          if (sum_other_hessian >= min_sum_hessian_in_leaf && (!USE_RAND || bin == rand_threshold)) {\n            const double sum_other_gradient = sum_gradients - grad;\n            double current_gain = CUDALeafSplits::GetSplitGains<USE_L1, USE_SMOOTHING>(\n              sum_other_gradient, sum_other_hessian, grad,\n              hess + kEpsilon, lambda_l1,\n              l2, path_smooth, other_count, cnt, parent_output);\n            if (current_gain > min_gain_shift) {\n              best_threshold = bin;\n              local_gain = current_gain - min_gain_shift;\n              threshold_found = true;\n            }\n          }\n        }\n      }\n    }\n    __syncthreads();\n    const uint32_t result = ReduceBestGain(local_gain, threshold_found, threadIdx_x, shared_gain_buffer, shared_found_buffer, shared_thread_index_buffer);\n    if (threadIdx_x == 0) {\n      best_thread_index = result;\n    }\n    __syncthreads();\n    if (threshold_found && threadIdx_x == best_thread_index) {\n      cuda_best_split_info->is_valid = true;\n      cuda_best_split_info->num_cat_threshold = 1;\n      cuda_best_split_info->cat_threshold = new uint32_t[1];\n      *(cuda_best_split_info->cat_threshold) = static_cast<uint32_t>(best_threshold);\n      cuda_best_split_info->default_left = false;\n      const int bin_offset = (best_threshold << 1);\n      const hist_t sum_left_gradient = feature_hist_ptr[bin_offset];\n      const hist_t sum_left_hessian = feature_hist_ptr[bin_offset + 1];\n      const data_size_t left_count = static_cast<data_size_t>(__double2int_rn(sum_left_hessian * cnt_factor));\n      const double sum_right_gradient = sum_gradients - sum_left_gradient;\n      const double sum_right_hessian = sum_hessians - sum_left_hessian;\n      const data_size_t right_count = static_cast<data_size_t>(__double2int_rn(sum_right_hessian * cnt_factor));\n      const double left_output = CUDALeafSplits::CalculateSplittedLeafOutput<USE_L1, USE_SMOOTHING>(sum_left_gradient,\n        sum_left_hessian, lambda_l1, l2, path_smooth, left_count, parent_output);\n      const double right_output = CUDALeafSplits::CalculateSplittedLeafOutput<USE_L1, USE_SMOOTHING>(sum_right_gradient,\n        sum_right_hessian, lambda_l1, l2, path_smooth, right_count, parent_output);\n      cuda_best_split_info->left_sum_gradients = sum_left_gradient;\n      cuda_best_split_info->left_sum_hessians = sum_left_hessian;\n      cuda_best_split_info->left_count = left_count;\n      cuda_best_split_info->right_sum_gradients = sum_right_gradient;\n      cuda_best_split_info->right_sum_hessians = sum_right_hessian;\n      cuda_best_split_info->right_count = right_count;\n      cuda_best_split_info->left_value = left_output;\n      cuda_best_split_info->left_gain = CUDALeafSplits::GetLeafGainGivenOutput<USE_L1>(sum_left_gradient,\n        sum_left_hessian, lambda_l1, l2, left_output);\n      cuda_best_split_info->right_value = right_output;\n      cuda_best_split_info->right_gain = CUDALeafSplits::GetLeafGainGivenOutput<USE_L1>(sum_right_gradient,\n        sum_right_hessian, lambda_l1, l2, right_output);\n    }\n  } else {\n    __shared__ uint16_t shared_mem_buffer_uint16[WARPSIZE];\n    __shared__ int used_bin;\n    l2 += cat_l2;\n    uint16_t is_valid_bin = 0;\n    int best_dir = 0;\n    double best_sum_left_gradient = 0.0f;\n    double best_sum_left_hessian = 0.0f;\n    for (int bin = 0; bin < bin_end; bin += static_cast<int>(blockDim.x)) {\n      if (bin >= bin_start) {\n        const int bin_offset = (bin << 1);\n        const double hess = feature_hist_ptr[bin_offset + 1];\n        if (__double2int_rn(hess * cnt_factor) >= cat_smooth) {\n          const double grad = feature_hist_ptr[bin_offset];\n          hist_stat_buffer_ptr[bin] = grad / (hess + cat_smooth);\n          hist_index_buffer_ptr[bin] = threadIdx_x;\n          is_valid_bin = 1;\n        } else {\n          hist_stat_buffer_ptr[bin] = kMaxScore;\n          hist_index_buffer_ptr[bin] = -1;\n        }\n      }\n    }\n    __syncthreads();\n    const int local_used_bin = ShuffleReduceSum<uint16_t>(is_valid_bin, shared_mem_buffer_uint16, blockDim.x);\n    if (threadIdx_x == 0) {\n      used_bin = local_used_bin;\n    }\n    __syncthreads();\n    BitonicArgSortDevice<double, data_size_t, true, NUM_THREADS_PER_BLOCK_BEST_SPLIT_FINDER, 11>(\n      hist_stat_buffer_ptr, hist_index_buffer_ptr, task->num_bin - task->mfb_offset);\n    const int max_num_cat = min(max_cat_threshold, (used_bin + 1) / 2);\n    if (USE_RAND) {\n      rand_threshold = 0;\n      const int max_threshold = max(min(max_num_cat, used_bin) - 1, 0);\n      if (max_threshold > 0) {\n        rand_threshold = cuda_random->NextInt(0, max_threshold);\n      }\n    }\n    __syncthreads();\n\n    // left to right\n    for (int bin = static_cast<int>(threadIdx_x); bin < used_bin && bin < max_num_cat; bin += static_cast<int>(blockDim.x)) {\n      const int bin_offset = (hist_index_buffer_ptr[bin] << 1);\n      hist_grad_buffer_ptr[bin] = feature_hist_ptr[bin_offset];\n      hist_hess_buffer_ptr[bin] = feature_hist_ptr[bin_offset + 1];\n    }\n    if (threadIdx_x == 0) {\n      hist_hess_buffer_ptr[0] += kEpsilon;\n    }\n    __syncthreads();\n    GlobalMemoryPrefixSum<double>(hist_grad_buffer_ptr, static_cast<size_t>(bin_end));\n    __syncthreads();\n    GlobalMemoryPrefixSum<double>(hist_hess_buffer_ptr, static_cast<size_t>(bin_end));\n    for (int bin = static_cast<int>(threadIdx_x); bin < used_bin && bin < max_num_cat; bin += static_cast<int>(blockDim.x)) {\n      const double sum_left_gradient = hist_grad_buffer_ptr[bin];\n      const double sum_left_hessian = hist_hess_buffer_ptr[bin];\n      const data_size_t left_count = static_cast<data_size_t>(__double2int_rn(sum_left_hessian * cnt_factor));\n      const double sum_right_gradient = sum_gradients - sum_left_gradient;\n      const double sum_right_hessian = sum_hessians - sum_left_hessian;\n      const data_size_t right_count = num_data - left_count;\n      if (sum_left_hessian >= min_sum_hessian_in_leaf && left_count >= min_data_in_leaf &&\n        sum_right_hessian >= min_sum_hessian_in_leaf && right_count >= min_data_in_leaf) {\n        double current_gain = CUDALeafSplits::GetSplitGains<USE_L1, USE_SMOOTHING>(\n          sum_left_gradient, sum_left_hessian, sum_right_gradient,\n          sum_right_hessian, lambda_l1,\n          l2, path_smooth, left_count, right_count, parent_output);\n        // gain with split is worse than without split\n        if (current_gain > min_gain_shift) {\n          local_gain = current_gain - min_gain_shift;\n          threshold_found = true;\n          best_dir = 1;\n          best_sum_left_gradient = sum_left_gradient;\n          best_sum_left_hessian = sum_left_hessian;\n          best_threshold = bin;\n        }\n      }\n    }\n    __syncthreads();\n\n    // right to left\n    for (int bin = static_cast<int>(threadIdx_x); bin < used_bin && bin < max_num_cat; bin += static_cast<int>(blockDim.x)) {\n      const int bin_offset = (hist_index_buffer_ptr[used_bin - 1 - bin] << 1);\n      hist_grad_buffer_ptr[bin] = feature_hist_ptr[bin_offset];\n      hist_hess_buffer_ptr[bin] = feature_hist_ptr[bin_offset + 1];\n    }\n    if (threadIdx_x == 0) {\n      hist_hess_buffer_ptr[0] += kEpsilon;\n    }\n    __syncthreads();\n    GlobalMemoryPrefixSum<double>(hist_grad_buffer_ptr, static_cast<size_t>(bin_end));\n    __syncthreads();\n    GlobalMemoryPrefixSum<double>(hist_hess_buffer_ptr, static_cast<size_t>(bin_end));\n    for (int bin = static_cast<int>(threadIdx_x); bin < used_bin && bin < max_num_cat; bin += static_cast<int>(blockDim.x)) {\n      const double sum_left_gradient = hist_grad_buffer_ptr[bin];\n      const double sum_left_hessian = hist_hess_buffer_ptr[bin];\n      const data_size_t left_count = static_cast<data_size_t>(__double2int_rn(sum_left_hessian * cnt_factor));\n      const double sum_right_gradient = sum_gradients - sum_left_gradient;\n      const double sum_right_hessian = sum_hessians - sum_left_hessian;\n      const data_size_t right_count = num_data - left_count;\n      if (sum_left_hessian >= min_sum_hessian_in_leaf && left_count >= min_data_in_leaf &&\n        sum_right_hessian >= min_sum_hessian_in_leaf && right_count >= min_data_in_leaf) {\n        double current_gain = CUDALeafSplits::GetSplitGains<USE_L1, USE_SMOOTHING>(\n          sum_left_gradient, sum_left_hessian, sum_right_gradient,\n          sum_right_hessian, lambda_l1,\n          l2, path_smooth, left_count, right_count, parent_output);\n        // gain with split is worse than without split\n        if (current_gain > min_gain_shift) {\n          local_gain = current_gain - min_gain_shift;\n          threshold_found = true;\n          best_dir = -1;\n          best_sum_left_gradient = sum_left_gradient;\n          best_sum_left_hessian = sum_left_hessian;\n          best_threshold = bin;\n        }\n      }\n    }\n    __syncthreads();\n\n    const uint32_t result = ReduceBestGain(local_gain, threshold_found, threadIdx_x, shared_gain_buffer, shared_found_buffer, shared_thread_index_buffer);\n    if (threadIdx_x == 0) {\n      best_thread_index = result;\n    }\n    __syncthreads();\n    if (threshold_found && threadIdx_x == best_thread_index) {\n      cuda_best_split_info->is_valid = true;\n      cuda_best_split_info->num_cat_threshold = best_threshold + 1;\n      cuda_best_split_info->cat_threshold = new uint32_t[best_threshold + 1];\n      cuda_best_split_info->gain = local_gain;\n      if (best_dir == 1) {\n        for (int i = 0; i < best_threshold + 1; ++i) {\n          (cuda_best_split_info->cat_threshold)[i] = hist_index_buffer_ptr[i] + task->mfb_offset;\n        }\n      } else {\n        for (int i = 0; i < best_threshold + 1; ++i) {\n          (cuda_best_split_info->cat_threshold)[i] = hist_index_buffer_ptr[used_bin - 1 - i] + task->mfb_offset;\n        }\n      }\n      cuda_best_split_info->default_left = false;\n      const hist_t sum_left_gradient = best_sum_left_gradient;\n      const hist_t sum_left_hessian = best_sum_left_hessian;\n      const data_size_t left_count = static_cast<data_size_t>(__double2int_rn(sum_left_hessian * cnt_factor));\n      const double sum_right_gradient = sum_gradients - sum_left_gradient;\n      const double sum_right_hessian = sum_hessians - sum_left_hessian;\n      const data_size_t right_count = static_cast<data_size_t>(__double2int_rn(sum_right_hessian * cnt_factor));\n      const double left_output = CUDALeafSplits::CalculateSplittedLeafOutput<USE_L1, USE_SMOOTHING>(sum_left_gradient,\n        sum_left_hessian, lambda_l1, l2, path_smooth, left_count, parent_output);\n      const double right_output = CUDALeafSplits::CalculateSplittedLeafOutput<USE_L1, USE_SMOOTHING>(sum_right_gradient,\n        sum_right_hessian, lambda_l1, l2, path_smooth, right_count, parent_output);\n      cuda_best_split_info->left_sum_gradients = sum_left_gradient;\n      cuda_best_split_info->left_sum_hessians = sum_left_hessian;\n      cuda_best_split_info->left_count = left_count;\n      cuda_best_split_info->right_sum_gradients = sum_right_gradient;\n      cuda_best_split_info->right_sum_hessians = sum_right_hessian;\n      cuda_best_split_info->right_count = right_count;\n      cuda_best_split_info->left_value = left_output;\n      cuda_best_split_info->left_gain = CUDALeafSplits::GetLeafGainGivenOutput<USE_L1>(sum_left_gradient,\n        sum_left_hessian, lambda_l1, l2, left_output);\n      cuda_best_split_info->right_value = right_output;\n      cuda_best_split_info->right_gain = CUDALeafSplits::GetLeafGainGivenOutput<USE_L1>(sum_right_gradient,\n        sum_right_hessian, lambda_l1, l2, right_output);\n    }\n  }\n}\n\ntemplate <bool USE_RAND, bool USE_L1, bool USE_SMOOTHING, bool IS_LARGER>\n__global__ void FindBestSplitsForLeafKernel_GlobalMemory(\n  // input feature information\n  const int8_t* is_feature_used_bytree,\n  // input task information\n  const int num_tasks,\n  const SplitFindTask* tasks,\n  CUDARandom* cuda_randoms,\n  // input leaf information\n  const CUDALeafSplitsStruct* smaller_leaf_splits,\n  const CUDALeafSplitsStruct* larger_leaf_splits,\n  // input config parameter values\n  const data_size_t min_data_in_leaf,\n  const double min_sum_hessian_in_leaf,\n  const double min_gain_to_split,\n  const double lambda_l1,\n  const double lambda_l2,\n  const double path_smooth,\n  const double cat_smooth,\n  const double cat_l2,\n  const int max_cat_threshold,\n  const int min_data_per_group,\n  // output\n  CUDASplitInfo* cuda_best_split_info,\n  // global num data in leaf\n  const data_size_t global_num_data_in_smaller_leaf,\n  const data_size_t global_num_data_in_larger_leaf,\n  // buffer\n  hist_t* feature_hist_grad_buffer,\n  hist_t* feature_hist_hess_buffer,\n  hist_t* feature_hist_stat_buffer,\n  data_size_t* feature_hist_index_buffer) {\n  const unsigned int task_index = blockIdx.x;\n  const SplitFindTask* task = tasks + task_index;\n  const double parent_gain = IS_LARGER ? larger_leaf_splits->gain : smaller_leaf_splits->gain;\n  const double sum_gradients = IS_LARGER ? larger_leaf_splits->sum_of_gradients : smaller_leaf_splits->sum_of_gradients;\n  const double sum_hessians = (IS_LARGER ? larger_leaf_splits->sum_of_hessians : smaller_leaf_splits->sum_of_hessians) + 2 * kEpsilon;\n  const data_size_t num_data = IS_LARGER ? global_num_data_in_larger_leaf : global_num_data_in_smaller_leaf;\n  const double parent_output = IS_LARGER ? larger_leaf_splits->leaf_value : smaller_leaf_splits->leaf_value;\n  const unsigned int output_offset = IS_LARGER ? (task_index + num_tasks) : task_index;\n  CUDASplitInfo* out = cuda_best_split_info + output_offset;\n  CUDARandom* cuda_random = USE_RAND ?\n    (IS_LARGER ? cuda_randoms + task_index * 2 + 1: cuda_randoms + task_index * 2) : nullptr;\n  if (is_feature_used_bytree[task->inner_feature_index]) {\n    const uint32_t hist_offset = task->hist_offset;\n    const hist_t* hist_ptr = (IS_LARGER ? larger_leaf_splits->hist_in_leaf : smaller_leaf_splits->hist_in_leaf) + hist_offset * 2;\n    hist_t* hist_grad_buffer_ptr = feature_hist_grad_buffer + hist_offset * 2;\n    hist_t* hist_hess_buffer_ptr = feature_hist_hess_buffer + hist_offset * 2;\n    hist_t* hist_stat_buffer_ptr = feature_hist_stat_buffer + hist_offset * 2;\n    data_size_t* hist_index_buffer_ptr = feature_hist_index_buffer + hist_offset * 2;\n    if (task->is_categorical) {\n      FindBestSplitsForLeafKernelCategoricalInner_GlobalMemory<USE_RAND, USE_L1, USE_SMOOTHING>(\n        // input feature information\n        hist_ptr,\n        // input task information\n        task,\n        cuda_random,\n        // input config parameter values\n        lambda_l1,\n        lambda_l2,\n        path_smooth,\n        min_data_in_leaf,\n        min_sum_hessian_in_leaf,\n        min_gain_to_split,\n        cat_smooth,\n        cat_l2,\n        max_cat_threshold,\n        min_data_per_group,\n        // input parent node information\n        parent_gain,\n        sum_gradients,\n        sum_hessians,\n        num_data,\n        parent_output,\n        // buffer\n        hist_grad_buffer_ptr,\n        hist_hess_buffer_ptr,\n        hist_stat_buffer_ptr,\n        hist_index_buffer_ptr,\n        // output parameters\n        out);\n    } else {\n      if (!task->reverse) {\n        FindBestSplitsForLeafKernelInner_GlobalMemory<USE_RAND, USE_L1, USE_SMOOTHING, false>(\n          // input feature information\n          hist_ptr,\n          // input task information\n          task,\n          cuda_random,\n          // input config parameter values\n          lambda_l1,\n          lambda_l2,\n          path_smooth,\n          min_data_in_leaf,\n          min_sum_hessian_in_leaf,\n          min_gain_to_split,\n          // input parent node information\n          parent_gain,\n          sum_gradients,\n          sum_hessians,\n          num_data,\n          parent_output,\n          // output parameters\n          out,\n          // buffer\n          hist_grad_buffer_ptr,\n          hist_hess_buffer_ptr);\n      } else {\n        FindBestSplitsForLeafKernelInner_GlobalMemory<USE_RAND, USE_L1, USE_SMOOTHING, true>(\n          // input feature information\n          hist_ptr,\n          // input task information\n          task,\n          cuda_random,\n          // input config parameter values\n          lambda_l1,\n          lambda_l2,\n          path_smooth,\n          min_data_in_leaf,\n          min_sum_hessian_in_leaf,\n          min_gain_to_split,\n          // input parent node information\n          parent_gain,\n          sum_gradients,\n          sum_hessians,\n          num_data,\n          parent_output,\n          // output parameters\n          out,\n          // buffer\n          hist_grad_buffer_ptr,\n          hist_hess_buffer_ptr);\n      }\n    }\n  } else {\n    out->is_valid = false;\n  }\n}\n\n#define LaunchFindBestSplitsForLeafKernel_PARAMS \\\n  const CUDALeafSplitsStruct* smaller_leaf_splits, \\\n  const CUDALeafSplitsStruct* larger_leaf_splits, \\\n  const int smaller_leaf_index, \\\n  const int larger_leaf_index, \\\n  const bool is_smaller_leaf_valid, \\\n  const bool is_larger_leaf_valid, \\\n  const data_size_t global_num_data_in_smaller_leaf, \\\n  const data_size_t global_num_data_in_larger_leaf\n\n#define LaunchFindBestSplitsForLeafKernel_ARGS \\\n  smaller_leaf_splits, \\\n  larger_leaf_splits, \\\n  smaller_leaf_index, \\\n  larger_leaf_index, \\\n  is_smaller_leaf_valid, \\\n  is_larger_leaf_valid, \\\n  global_num_data_in_smaller_leaf, \\\n  global_num_data_in_larger_leaf\n\n#define FindBestSplitsForLeafKernel_ARGS \\\n    num_tasks_, \\\n    cuda_split_find_tasks_.RawData(), \\\n    cuda_randoms_.RawData(), \\\n    smaller_leaf_splits, \\\n    larger_leaf_splits, \\\n    min_data_in_leaf_, \\\n    min_sum_hessian_in_leaf_, \\\n    min_gain_to_split_, \\\n    lambda_l1_, \\\n    lambda_l2_, \\\n    path_smooth_, \\\n    cat_smooth_, \\\n    cat_l2_, \\\n    max_cat_threshold_, \\\n    min_data_per_group_, \\\n    cuda_best_split_info_.RawData(), \\\n    global_num_data_in_smaller_leaf, \\\n    global_num_data_in_larger_leaf\n\n#define GlobalMemory_Buffer_ARGS \\\n  cuda_feature_hist_grad_buffer_.RawData(), \\\n  cuda_feature_hist_hess_buffer_.RawData(), \\\n  cuda_feature_hist_stat_buffer_.RawData(), \\\n  cuda_feature_hist_index_buffer_.RawData()\n\nvoid CUDABestSplitFinder::LaunchFindBestSplitsForLeafKernel(LaunchFindBestSplitsForLeafKernel_PARAMS) {\n  if (!is_smaller_leaf_valid && !is_larger_leaf_valid) {\n    return;\n  }\n  if (!extra_trees_) {\n    LaunchFindBestSplitsForLeafKernelInner0<false>(LaunchFindBestSplitsForLeafKernel_ARGS);\n  } else {\n    LaunchFindBestSplitsForLeafKernelInner0<true>(LaunchFindBestSplitsForLeafKernel_ARGS);\n  }\n}\n\ntemplate <bool USE_RAND>\nvoid CUDABestSplitFinder::LaunchFindBestSplitsForLeafKernelInner0(LaunchFindBestSplitsForLeafKernel_PARAMS) {\n  if (lambda_l1_ <= 0.0f) {\n    LaunchFindBestSplitsForLeafKernelInner1<USE_RAND, false>(LaunchFindBestSplitsForLeafKernel_ARGS);\n  } else {\n    LaunchFindBestSplitsForLeafKernelInner1<USE_RAND, true>(LaunchFindBestSplitsForLeafKernel_ARGS);\n  }\n}\n\ntemplate <bool USE_RAND, bool USE_L1>\nvoid CUDABestSplitFinder::LaunchFindBestSplitsForLeafKernelInner1(LaunchFindBestSplitsForLeafKernel_PARAMS) {\n  if (!use_smoothing_) {\n    LaunchFindBestSplitsForLeafKernelInner2<USE_RAND, USE_L1, false>(LaunchFindBestSplitsForLeafKernel_ARGS);\n  } else {\n    LaunchFindBestSplitsForLeafKernelInner2<USE_RAND, USE_L1, true>(LaunchFindBestSplitsForLeafKernel_ARGS);\n  }\n}\n\ntemplate <bool USE_RAND, bool USE_L1, bool USE_SMOOTHING>\nvoid CUDABestSplitFinder::LaunchFindBestSplitsForLeafKernelInner2(LaunchFindBestSplitsForLeafKernel_PARAMS) {\n  const int8_t* is_feature_used_by_smaller_node = cuda_is_feature_used_bytree_.RawData();\n  const int8_t* is_feature_used_by_larger_node = cuda_is_feature_used_bytree_.RawData();\n  if (select_features_by_node_) {\n    is_feature_used_by_smaller_node = is_feature_used_by_smaller_node_.RawData();\n    is_feature_used_by_larger_node = is_feature_used_by_larger_node_.RawData();\n  }\n  if (!use_global_memory_) {\n    if (is_smaller_leaf_valid) {\n      FindBestSplitsForLeafKernel<USE_RAND, USE_L1, USE_SMOOTHING, false>\n        <<<num_tasks_, NUM_THREADS_PER_BLOCK_BEST_SPLIT_FINDER, 0, cuda_streams_[0]>>>\n        (is_feature_used_by_smaller_node, FindBestSplitsForLeafKernel_ARGS);\n    }\n    SynchronizeCUDADevice(__FILE__, __LINE__);\n    if (is_larger_leaf_valid) {\n      FindBestSplitsForLeafKernel<USE_RAND, USE_L1, USE_SMOOTHING, true>\n        <<<num_tasks_, NUM_THREADS_PER_BLOCK_BEST_SPLIT_FINDER, 0, cuda_streams_[1]>>>\n        (is_feature_used_by_larger_node, FindBestSplitsForLeafKernel_ARGS);\n    }\n  } else {\n    if (is_smaller_leaf_valid) {\n      FindBestSplitsForLeafKernel_GlobalMemory<USE_RAND, USE_L1, USE_SMOOTHING, false>\n        <<<num_tasks_, NUM_THREADS_PER_BLOCK_BEST_SPLIT_FINDER, 0, cuda_streams_[0]>>>\n        (is_feature_used_by_smaller_node, FindBestSplitsForLeafKernel_ARGS, GlobalMemory_Buffer_ARGS);\n    }\n    SynchronizeCUDADevice(__FILE__, __LINE__);\n    if (is_larger_leaf_valid) {\n      FindBestSplitsForLeafKernel_GlobalMemory<USE_RAND, USE_L1, USE_SMOOTHING, true>\n        <<<num_tasks_, NUM_THREADS_PER_BLOCK_BEST_SPLIT_FINDER, 0, cuda_streams_[1]>>>\n        (is_feature_used_by_larger_node, FindBestSplitsForLeafKernel_ARGS, GlobalMemory_Buffer_ARGS);\n    }\n  }\n}\n\n#undef LaunchFindBestSplitsForLeafKernel_PARAMS\n#undef FindBestSplitsForLeafKernel_ARGS\n#undef GlobalMemory_Buffer_ARGS\n\n\n#define LaunchFindBestSplitsDiscretizedForLeafKernel_PARAMS \\\n  const CUDALeafSplitsStruct* smaller_leaf_splits, \\\n  const CUDALeafSplitsStruct* larger_leaf_splits, \\\n  const int smaller_leaf_index, \\\n  const int larger_leaf_index, \\\n  const bool is_smaller_leaf_valid, \\\n  const bool is_larger_leaf_valid, \\\n  const score_t* grad_scale, \\\n  const score_t* hess_scale, \\\n  const uint8_t smaller_num_bits_in_histogram_bins, \\\n  const uint8_t larger_num_bits_in_histogram_bins, \\\n  const data_size_t global_num_data_in_smaller_leaf, \\\n  const data_size_t global_num_data_in_larger_leaf\n\n#define LaunchFindBestSplitsDiscretizedForLeafKernel_ARGS \\\n  smaller_leaf_splits, \\\n  larger_leaf_splits, \\\n  smaller_leaf_index, \\\n  larger_leaf_index, \\\n  is_smaller_leaf_valid, \\\n  is_larger_leaf_valid, \\\n  grad_scale, \\\n  hess_scale, \\\n  smaller_num_bits_in_histogram_bins, \\\n  larger_num_bits_in_histogram_bins, \\\n  global_num_data_in_smaller_leaf, \\\n  global_num_data_in_larger_leaf\n\n#define FindBestSplitsDiscretizedForLeafKernel_ARGS \\\n    cuda_is_feature_used_bytree_.RawData(), \\\n    num_tasks_, \\\n    cuda_split_find_tasks_.RawData(), \\\n    cuda_randoms_.RawData(), \\\n    smaller_leaf_splits, \\\n    larger_leaf_splits, \\\n    smaller_num_bits_in_histogram_bins, \\\n    larger_num_bits_in_histogram_bins, \\\n    min_data_in_leaf_, \\\n    min_sum_hessian_in_leaf_, \\\n    min_gain_to_split_, \\\n    lambda_l1_, \\\n    lambda_l2_, \\\n    path_smooth_, \\\n    cat_smooth_, \\\n    cat_l2_, \\\n    max_cat_threshold_, \\\n    min_data_per_group_, \\\n    max_cat_to_onehot_, \\\n    grad_scale, \\\n    hess_scale, \\\n    cuda_best_split_info_.RawData(), \\\n    global_num_data_in_smaller_leaf, \\\n    global_num_data_in_larger_leaf\n\nvoid CUDABestSplitFinder::LaunchFindBestSplitsDiscretizedForLeafKernel(LaunchFindBestSplitsDiscretizedForLeafKernel_PARAMS) {\n  if (!is_smaller_leaf_valid && !is_larger_leaf_valid) {\n    return;\n  }\n  if (!extra_trees_) {\n    LaunchFindBestSplitsDiscretizedForLeafKernelInner0<false>(LaunchFindBestSplitsDiscretizedForLeafKernel_ARGS);\n  } else {\n    LaunchFindBestSplitsDiscretizedForLeafKernelInner0<true>(LaunchFindBestSplitsDiscretizedForLeafKernel_ARGS);\n  }\n}\n\ntemplate <bool USE_RAND>\nvoid CUDABestSplitFinder::LaunchFindBestSplitsDiscretizedForLeafKernelInner0(LaunchFindBestSplitsDiscretizedForLeafKernel_PARAMS) {\n  if (lambda_l1_ <= 0.0f) {\n    LaunchFindBestSplitsDiscretizedForLeafKernelInner1<USE_RAND, false>(LaunchFindBestSplitsDiscretizedForLeafKernel_ARGS);\n  } else {\n    LaunchFindBestSplitsDiscretizedForLeafKernelInner1<USE_RAND, true>(LaunchFindBestSplitsDiscretizedForLeafKernel_ARGS);\n  }\n}\n\ntemplate <bool USE_RAND, bool USE_L1>\nvoid CUDABestSplitFinder::LaunchFindBestSplitsDiscretizedForLeafKernelInner1(LaunchFindBestSplitsDiscretizedForLeafKernel_PARAMS) {\n  if (!use_smoothing_) {\n    LaunchFindBestSplitsDiscretizedForLeafKernelInner2<USE_RAND, USE_L1, false>(LaunchFindBestSplitsDiscretizedForLeafKernel_ARGS);\n  } else {\n    LaunchFindBestSplitsDiscretizedForLeafKernelInner2<USE_RAND, USE_L1, true>(LaunchFindBestSplitsDiscretizedForLeafKernel_ARGS);\n  }\n}\n\ntemplate <bool USE_RAND, bool USE_L1, bool USE_SMOOTHING>\nvoid CUDABestSplitFinder::LaunchFindBestSplitsDiscretizedForLeafKernelInner2(LaunchFindBestSplitsDiscretizedForLeafKernel_PARAMS) {\n  if (!use_global_memory_) {\n    if (is_smaller_leaf_valid) {\n      FindBestSplitsDiscretizedForLeafKernel<USE_RAND, USE_L1, USE_SMOOTHING, false>\n        <<<num_tasks_, NUM_THREADS_PER_BLOCK_BEST_SPLIT_FINDER, 0, cuda_streams_[0]>>>\n        (FindBestSplitsDiscretizedForLeafKernel_ARGS);\n    }\n    SynchronizeCUDADevice(__FILE__, __LINE__);\n    if (is_larger_leaf_valid) {\n      FindBestSplitsDiscretizedForLeafKernel<USE_RAND, USE_L1, USE_SMOOTHING, true>\n        <<<num_tasks_, NUM_THREADS_PER_BLOCK_BEST_SPLIT_FINDER, 0, cuda_streams_[1]>>>\n        (FindBestSplitsDiscretizedForLeafKernel_ARGS);\n    }\n  } else {\n    // TODO(shiyu1994)\n  }\n}\n\n#undef LaunchFindBestSplitsDiscretizedForLeafKernel_PARAMS\n#undef LaunchFindBestSplitsDiscretizedForLeafKernel_ARGS\n#undef FindBestSplitsDiscretizedForLeafKernel_ARGS\n\n\n__device__ void ReduceBestSplit(bool* found, double* gain, uint32_t* shared_read_index,\n  uint32_t num_features_aligned) {\n  const uint32_t threadIdx_x = threadIdx.x;\n  for (unsigned int s = 1; s < num_features_aligned; s <<= 1) {\n    if (threadIdx_x % (2 * s) == 0 && (threadIdx_x + s) < num_features_aligned) {\n      const uint32_t pos_to_compare = threadIdx_x + s;\n      if ((!found[threadIdx_x] && found[pos_to_compare]) ||\n        (found[threadIdx_x] && found[pos_to_compare] && gain[threadIdx_x] < gain[pos_to_compare])) {\n        found[threadIdx_x] = found[pos_to_compare];\n        gain[threadIdx_x] = gain[pos_to_compare];\n        shared_read_index[threadIdx_x] = shared_read_index[pos_to_compare];\n      }\n    }\n    __syncthreads();\n  }\n}\n\n__global__ void SyncBestSplitForLeafKernel(const int smaller_leaf_index, const int larger_leaf_index,\n  CUDASplitInfo* cuda_leaf_best_split_info,\n  // input parameters\n  const SplitFindTask* tasks,\n  const CUDASplitInfo* cuda_best_split_info,\n  const int num_tasks,\n  const int num_tasks_aligned,\n  const int num_blocks_per_leaf,\n  const bool larger_only,\n  const int num_leaves) {\n  __shared__ double shared_gain_buffer[WARPSIZE];\n  __shared__ bool shared_found_buffer[WARPSIZE];\n  __shared__ uint32_t shared_thread_index_buffer[WARPSIZE];\n  const uint32_t threadIdx_x = threadIdx.x;\n  const uint32_t blockIdx_x = blockIdx.x;\n\n  bool best_found = false;\n  double best_gain = kMinScore;\n  uint32_t shared_read_index = 0;\n\n  const bool is_smaller = (blockIdx_x < static_cast<unsigned int>(num_blocks_per_leaf) && !larger_only);\n  const uint32_t leaf_block_index = (is_smaller || larger_only) ? blockIdx_x : (blockIdx_x - static_cast<unsigned int>(num_blocks_per_leaf));\n  const int task_index = static_cast<int>(leaf_block_index * blockDim.x + threadIdx_x);\n  const uint32_t read_index = is_smaller ? static_cast<uint32_t>(task_index) : static_cast<uint32_t>(task_index + num_tasks);\n  if (task_index < num_tasks) {\n    best_found = cuda_best_split_info[read_index].is_valid;\n    best_gain = cuda_best_split_info[read_index].gain;\n    shared_read_index = read_index;\n  } else {\n    best_found = false;\n  }\n\n  __syncthreads();\n  const uint32_t best_read_index = ReduceBestGain(best_gain, best_found, shared_read_index,\n      shared_gain_buffer, shared_found_buffer, shared_thread_index_buffer);\n  if (threadIdx.x == 0) {\n    const int leaf_index_ref = is_smaller ? smaller_leaf_index : larger_leaf_index;\n    const unsigned buffer_write_pos = static_cast<unsigned int>(leaf_index_ref) + leaf_block_index * num_leaves;\n    CUDASplitInfo* cuda_split_info = cuda_leaf_best_split_info + buffer_write_pos;\n    const CUDASplitInfo* best_split_info = cuda_best_split_info + best_read_index;\n    if (best_split_info->is_valid) {\n      *cuda_split_info = *best_split_info;\n      cuda_split_info->inner_feature_index = is_smaller ? tasks[best_read_index].inner_feature_index :\n        tasks[static_cast<int>(best_read_index) - num_tasks].inner_feature_index;\n      cuda_split_info->is_valid = true;\n    } else {\n      cuda_split_info->gain = kMinScore;\n      cuda_split_info->is_valid = false;\n    }\n  }\n}\n\n__global__ void SyncBestSplitForLeafKernelAllBlocks(\n  const int smaller_leaf_index,\n  const int larger_leaf_index,\n  const unsigned int num_blocks_per_leaf,\n  const int num_leaves,\n  CUDASplitInfo* cuda_leaf_best_split_info,\n  const bool larger_only) {\n  if (!larger_only) {\n    if (blockIdx.x == 0) {\n      CUDASplitInfo* smaller_leaf_split_info = cuda_leaf_best_split_info + smaller_leaf_index;\n      for (unsigned int block_index = 1; block_index < num_blocks_per_leaf; ++block_index) {\n        const unsigned int leaf_read_pos = static_cast<unsigned int>(smaller_leaf_index) + block_index * static_cast<unsigned int>(num_leaves);\n        const CUDASplitInfo* other_split_info = cuda_leaf_best_split_info + leaf_read_pos;\n        if ((other_split_info->is_valid && smaller_leaf_split_info->is_valid &&\n          other_split_info->gain > smaller_leaf_split_info->gain) ||\n            (!smaller_leaf_split_info->is_valid && other_split_info->is_valid)) {\n          *smaller_leaf_split_info = *other_split_info;\n        }\n      }\n    }\n  }\n  if (larger_leaf_index >= 0) {\n    if (blockIdx.x == 1 || larger_only) {\n      CUDASplitInfo* larger_leaf_split_info = cuda_leaf_best_split_info + larger_leaf_index;\n      for (unsigned int block_index = 1; block_index < num_blocks_per_leaf; ++block_index) {\n        const unsigned int leaf_read_pos = static_cast<unsigned int>(larger_leaf_index) + block_index * static_cast<unsigned int>(num_leaves);\n        const CUDASplitInfo* other_split_info = cuda_leaf_best_split_info + leaf_read_pos;\n        if ((other_split_info->is_valid && larger_leaf_split_info->is_valid &&\n          other_split_info->gain > larger_leaf_split_info->gain) ||\n            (!larger_leaf_split_info->is_valid && other_split_info->is_valid)) {\n            *larger_leaf_split_info = *other_split_info;\n        }\n      }\n    }\n  }\n}\n\n__global__ void SetInvalidLeafSplitInfoKernel(\n  CUDASplitInfo* cuda_leaf_best_split_info,\n  const bool is_smaller_leaf_valid,\n  const bool is_larger_leaf_valid,\n  const int smaller_leaf_index,\n  const int larger_leaf_index) {\n  if (!is_smaller_leaf_valid) {\n    cuda_leaf_best_split_info[smaller_leaf_index].is_valid = false;\n  }\n  if (!is_larger_leaf_valid && larger_leaf_index >= 0) {\n    cuda_leaf_best_split_info[larger_leaf_index].is_valid = false;\n  }\n}\n\nvoid CUDABestSplitFinder::LaunchSyncBestSplitForLeafKernel(\n  const int host_smaller_leaf_index,\n  const int host_larger_leaf_index,\n  const bool is_smaller_leaf_valid,\n  const bool is_larger_leaf_valid) {\n  if (!is_smaller_leaf_valid || !is_larger_leaf_valid) {\n    SetInvalidLeafSplitInfoKernel<<<1, 1>>>(\n      cuda_leaf_best_split_info_.RawData(),\n      is_smaller_leaf_valid, is_larger_leaf_valid,\n      host_smaller_leaf_index, host_larger_leaf_index);\n  }\n  if (!is_smaller_leaf_valid && !is_larger_leaf_valid) {\n    return;\n  }\n  int num_tasks = num_tasks_;\n  int num_tasks_aligned = 1;\n  num_tasks -= 1;\n  while (num_tasks > 0) {\n    num_tasks_aligned <<= 1;\n    num_tasks >>= 1;\n  }\n  const int num_blocks_per_leaf = (num_tasks_ + NUM_TASKS_PER_SYNC_BLOCK - 1) / NUM_TASKS_PER_SYNC_BLOCK;\n  if (host_larger_leaf_index >= 0 && is_smaller_leaf_valid && is_larger_leaf_valid) {\n    SyncBestSplitForLeafKernel<<<num_blocks_per_leaf, NUM_TASKS_PER_SYNC_BLOCK, 0, cuda_streams_[0]>>>(\n      host_smaller_leaf_index,\n      host_larger_leaf_index,\n      cuda_leaf_best_split_info_.RawData(),\n      cuda_split_find_tasks_.RawData(),\n      cuda_best_split_info_.RawData(),\n      num_tasks_,\n      num_tasks_aligned,\n      num_blocks_per_leaf,\n      false,\n      num_leaves_);\n    if (num_blocks_per_leaf > 1) {\n      SyncBestSplitForLeafKernelAllBlocks<<<1, 1, 0, cuda_streams_[0]>>>(\n        host_smaller_leaf_index,\n        host_larger_leaf_index,\n        num_blocks_per_leaf,\n        num_leaves_,\n        cuda_leaf_best_split_info_.RawData(),\n        false);\n    }\n    SynchronizeCUDADevice(__FILE__, __LINE__);\n    SyncBestSplitForLeafKernel<<<num_blocks_per_leaf, NUM_TASKS_PER_SYNC_BLOCK, 0, cuda_streams_[1]>>>(\n      host_smaller_leaf_index,\n      host_larger_leaf_index,\n      cuda_leaf_best_split_info_.RawData(),\n      cuda_split_find_tasks_.RawData(),\n      cuda_best_split_info_.RawData(),\n      num_tasks_,\n      num_tasks_aligned,\n      num_blocks_per_leaf,\n      true,\n      num_leaves_);\n    if (num_blocks_per_leaf > 1) {\n      SyncBestSplitForLeafKernelAllBlocks<<<1, 1, 0, cuda_streams_[1]>>>(\n        host_smaller_leaf_index,\n        host_larger_leaf_index,\n        num_blocks_per_leaf,\n        num_leaves_,\n        cuda_leaf_best_split_info_.RawData(),\n        true);\n    }\n  } else {\n    const bool larger_only = (!is_smaller_leaf_valid && is_larger_leaf_valid);\n    SyncBestSplitForLeafKernel<<<num_blocks_per_leaf, NUM_TASKS_PER_SYNC_BLOCK>>>(\n      host_smaller_leaf_index,\n      host_larger_leaf_index,\n      cuda_leaf_best_split_info_.RawData(),\n      cuda_split_find_tasks_.RawData(),\n      cuda_best_split_info_.RawData(),\n      num_tasks_,\n      num_tasks_aligned,\n      num_blocks_per_leaf,\n      larger_only,\n      num_leaves_);\n    if (num_blocks_per_leaf > 1) {\n      SynchronizeCUDADevice(__FILE__, __LINE__);\n      SyncBestSplitForLeafKernelAllBlocks<<<1, 1>>>(\n        host_smaller_leaf_index,\n        host_larger_leaf_index,\n        num_blocks_per_leaf,\n        num_leaves_,\n        cuda_leaf_best_split_info_.RawData(),\n        larger_only);\n    }\n  }\n}\n\n__global__ void FindBestFromAllSplitsKernel(const int cur_num_leaves,\n  CUDASplitInfo* cuda_leaf_best_split_info,\n  int* cuda_best_split_info_buffer) {\n  __shared__ double gain_shared_buffer[WARPSIZE];\n  __shared__ int leaf_index_shared_buffer[WARPSIZE];\n  double thread_best_gain = kMinScore;\n  int thread_best_leaf_index = -1;\n  const int threadIdx_x = static_cast<int>(threadIdx.x);\n  for (int leaf_index = threadIdx_x; leaf_index < cur_num_leaves; leaf_index += static_cast<int>(blockDim.x)) {\n    const double leaf_best_gain = cuda_leaf_best_split_info[leaf_index].gain;\n    if (cuda_leaf_best_split_info[leaf_index].is_valid && leaf_best_gain > thread_best_gain) {\n      thread_best_gain = leaf_best_gain;\n      thread_best_leaf_index = leaf_index;\n    }\n  }\n  const int best_leaf_index = ReduceBestGainForLeaves(thread_best_gain, thread_best_leaf_index, gain_shared_buffer, leaf_index_shared_buffer);\n  if (threadIdx_x == 0) {\n    cuda_best_split_info_buffer[6] = best_leaf_index;\n    if (best_leaf_index != -1) {\n      cuda_leaf_best_split_info[best_leaf_index].is_valid = false;\n      cuda_leaf_best_split_info[cur_num_leaves].is_valid = false;\n      cuda_best_split_info_buffer[7] = cuda_leaf_best_split_info[best_leaf_index].num_cat_threshold;\n    }\n  }\n}\n\n__global__ void PrepareLeafBestSplitInfo(const int smaller_leaf_index, const int larger_leaf_index,\n  int* cuda_best_split_info_buffer,\n  const CUDASplitInfo* cuda_leaf_best_split_info) {\n  const unsigned int threadIdx_x = blockIdx.x;\n  if (threadIdx_x == 0) {\n    cuda_best_split_info_buffer[0] = cuda_leaf_best_split_info[smaller_leaf_index].inner_feature_index;\n  } else if (threadIdx_x == 1) {\n    cuda_best_split_info_buffer[1] = cuda_leaf_best_split_info[smaller_leaf_index].threshold;\n  } else if (threadIdx_x == 2) {\n    cuda_best_split_info_buffer[2] = cuda_leaf_best_split_info[smaller_leaf_index].default_left;\n  }\n  if (larger_leaf_index >= 0) {\n    if (threadIdx_x == 3) {\n      cuda_best_split_info_buffer[3] = cuda_leaf_best_split_info[larger_leaf_index].inner_feature_index;\n    } else if (threadIdx_x == 4) {\n      cuda_best_split_info_buffer[4] = cuda_leaf_best_split_info[larger_leaf_index].threshold;\n    } else if (threadIdx_x == 5) {\n      cuda_best_split_info_buffer[5] = cuda_leaf_best_split_info[larger_leaf_index].default_left;\n    }\n  }\n}\n\nvoid CUDABestSplitFinder::LaunchFindBestFromAllSplitsKernel(\n  const int cur_num_leaves,\n  const int smaller_leaf_index, const int larger_leaf_index,\n  int* smaller_leaf_best_split_feature,\n  uint32_t* smaller_leaf_best_split_threshold,\n  uint8_t* smaller_leaf_best_split_default_left,\n  int* larger_leaf_best_split_feature,\n  uint32_t* larger_leaf_best_split_threshold,\n  uint8_t* larger_leaf_best_split_default_left,\n  int* best_leaf_index,\n  int* num_cat_threshold) {\n  FindBestFromAllSplitsKernel<<<1, NUM_THREADS_FIND_BEST_LEAF, 0, cuda_streams_[1]>>>(cur_num_leaves,\n    cuda_leaf_best_split_info_.RawData(),\n    cuda_best_split_info_buffer_.RawData());\n  PrepareLeafBestSplitInfo<<<6, 1, 0, cuda_streams_[0]>>>(smaller_leaf_index, larger_leaf_index,\n    cuda_best_split_info_buffer_.RawData(),\n    cuda_leaf_best_split_info_.RawData());\n  std::vector<int> host_leaf_best_split_info_buffer(8, 0);\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n  CopyFromCUDADeviceToHost<int>(host_leaf_best_split_info_buffer.data(), cuda_best_split_info_buffer_.RawData(), 8, __FILE__, __LINE__);\n  *smaller_leaf_best_split_feature = host_leaf_best_split_info_buffer[0];\n  *smaller_leaf_best_split_threshold = static_cast<uint32_t>(host_leaf_best_split_info_buffer[1]);\n  *smaller_leaf_best_split_default_left = static_cast<uint8_t>(host_leaf_best_split_info_buffer[2]);\n  if (larger_leaf_index >= 0) {\n    *larger_leaf_best_split_feature = host_leaf_best_split_info_buffer[3];\n    *larger_leaf_best_split_threshold = static_cast<uint32_t>(host_leaf_best_split_info_buffer[4]);\n    *larger_leaf_best_split_default_left = static_cast<uint8_t>(host_leaf_best_split_info_buffer[5]);\n  }\n  *best_leaf_index = host_leaf_best_split_info_buffer[6];\n  *num_cat_threshold = host_leaf_best_split_info_buffer[7];\n}\n\n__global__ void AllocateCatVectorsKernel(\n  CUDASplitInfo* cuda_split_infos, size_t len,\n  const int max_num_categories_in_split,\n  const bool has_categorical_feature,\n  uint32_t* cat_threshold_vec,\n  int* cat_threshold_real_vec) {\n  const size_t i = threadIdx.x + blockIdx.x * blockDim.x;\n  if (i < len) {\n    if (has_categorical_feature) {\n      cuda_split_infos[i].cat_threshold = cat_threshold_vec + i * max_num_categories_in_split;\n      cuda_split_infos[i].cat_threshold_real = cat_threshold_real_vec + i * max_num_categories_in_split;\n      cuda_split_infos[i].num_cat_threshold = 0;\n    } else {\n      cuda_split_infos[i].cat_threshold = nullptr;\n      cuda_split_infos[i].cat_threshold_real = nullptr;\n      cuda_split_infos[i].num_cat_threshold = 0;\n    }\n  }\n}\n\nvoid CUDABestSplitFinder::LaunchAllocateCatVectorsKernel(\n  CUDASplitInfo* cuda_split_infos, uint32_t* cat_threshold_vec, int* cat_threshold_real_vec, size_t len) {\n  const int num_blocks = (static_cast<int>(len) + NUM_THREADS_PER_BLOCK_BEST_SPLIT_FINDER - 1) / NUM_THREADS_PER_BLOCK_BEST_SPLIT_FINDER;\n  AllocateCatVectorsKernel<<<num_blocks, NUM_THREADS_PER_BLOCK_BEST_SPLIT_FINDER>>>(\n    cuda_split_infos, len, max_num_categories_in_split_, has_categorical_feature_, cat_threshold_vec, cat_threshold_real_vec);\n}\n\n__global__ void InitCUDARandomKernel(\n  const int seed,\n  const int num_tasks,\n  CUDARandom* cuda_randoms) {\n  const int task_index = static_cast<int>(threadIdx.x + blockIdx.x * blockDim.x);\n  if (task_index < num_tasks) {\n    cuda_randoms[task_index].SetSeed(seed + task_index);\n  }\n}\n\nvoid CUDABestSplitFinder::LaunchInitCUDARandomKernel() {\n  const int num_blocks = (static_cast<int>(cuda_randoms_.Size()) +\n    NUM_THREADS_PER_BLOCK_BEST_SPLIT_FINDER - 1) / NUM_THREADS_PER_BLOCK_BEST_SPLIT_FINDER;\n  InitCUDARandomKernel<<<num_blocks, NUM_THREADS_PER_BLOCK_BEST_SPLIT_FINDER>>>(extra_seed_,\n    static_cast<int>(cuda_randoms_.Size()), cuda_randoms_.RawData());\n}\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/treelearner/cuda/cuda_gradient_discretizer.cu",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n\n#ifdef USE_CUDA\n\n#include <algorithm>\n\n#include <LightGBM/cuda/cuda_algorithms.hpp>\n\n#include \"cuda_gradient_discretizer.hpp\"\n\nnamespace LightGBM {\n\n__global__ void ReduceMinMaxKernel(\n  const data_size_t num_data,\n  const score_t* input_gradients,\n  const score_t* input_hessians,\n  score_t* grad_min_block_buffer,\n  score_t* grad_max_block_buffer,\n  score_t* hess_min_block_buffer,\n  score_t* hess_max_block_buffer) {\n  __shared__ score_t shared_mem_buffer[WARPSIZE];\n  const data_size_t index = static_cast<data_size_t>(threadIdx.x + blockIdx.x * blockDim.x);\n  score_t grad_max_val = kMinScore;\n  score_t grad_min_val = kMaxScore;\n  score_t hess_max_val = kMinScore;\n  score_t hess_min_val = kMaxScore;\n  if (index < num_data) {\n    grad_max_val = input_gradients[index];\n    grad_min_val = input_gradients[index];\n    hess_max_val = input_hessians[index];\n    hess_min_val = input_hessians[index];\n  }\n  grad_min_val = ShuffleReduceMin<score_t>(grad_min_val, shared_mem_buffer, blockDim.x);\n  __syncthreads();\n  grad_max_val = ShuffleReduceMax<score_t>(grad_max_val, shared_mem_buffer, blockDim.x);\n  __syncthreads();\n  hess_min_val = ShuffleReduceMin<score_t>(hess_min_val, shared_mem_buffer, blockDim.x);\n  __syncthreads();\n  hess_max_val = ShuffleReduceMax<score_t>(hess_max_val, shared_mem_buffer, blockDim.x);\n  if (threadIdx.x == 0) {\n    grad_min_block_buffer[blockIdx.x] = grad_min_val;\n    grad_max_block_buffer[blockIdx.x] = grad_max_val;\n    hess_min_block_buffer[blockIdx.x] = hess_min_val;\n    hess_max_block_buffer[blockIdx.x] = hess_max_val;\n  }\n}\n\n__global__ void ReduceBlockMinMaxKernel(\n  const int num_blocks,\n  const int grad_discretize_bins,\n  score_t* grad_min_block_buffer,\n  score_t* grad_max_block_buffer,\n  score_t* hess_min_block_buffer,\n  score_t* hess_max_block_buffer) {\n  __shared__ score_t shared_mem_buffer[WARPSIZE];\n  score_t grad_max_val = kMinScore;\n  score_t grad_min_val = kMaxScore;\n  score_t hess_max_val = kMinScore;\n  score_t hess_min_val = kMaxScore;\n  for (int block_index = static_cast<int>(threadIdx.x); block_index < num_blocks; block_index += static_cast<int>(blockDim.x)) {\n    grad_min_val = min(grad_min_val, grad_min_block_buffer[block_index]);\n    grad_max_val = max(grad_max_val, grad_max_block_buffer[block_index]);\n    hess_min_val = min(hess_min_val, hess_min_block_buffer[block_index]);\n    hess_max_val = max(hess_max_val, hess_max_block_buffer[block_index]);\n  }\n  grad_min_val = ShuffleReduceMin<score_t>(grad_min_val, shared_mem_buffer, blockDim.x);\n  __syncthreads();\n  grad_max_val = ShuffleReduceMax<score_t>(grad_max_val, shared_mem_buffer, blockDim.x);\n  __syncthreads();\n  hess_max_val = ShuffleReduceMax<score_t>(hess_max_val, shared_mem_buffer, blockDim.x);\n  __syncthreads();\n  hess_max_val = ShuffleReduceMax<score_t>(hess_max_val, shared_mem_buffer, blockDim.x);\n  if (threadIdx.x == 0) {\n    const score_t grad_abs_max = max(fabs(grad_min_val), fabs(grad_max_val));\n    const score_t hess_abs_max = max(fabs(hess_min_val), fabs(hess_max_val));\n    grad_min_block_buffer[0] = 1.0f / (grad_abs_max / (grad_discretize_bins / 2));\n    grad_max_block_buffer[0] = (grad_abs_max / (grad_discretize_bins / 2));\n    hess_min_block_buffer[0] = 1.0f / (hess_abs_max / (grad_discretize_bins));\n    hess_max_block_buffer[0] = (hess_abs_max / (grad_discretize_bins));\n  }\n}\n\ntemplate <bool STOCHASTIC_ROUNDING>\n__global__ void DiscretizeGradientsKernel(\n  const data_size_t num_data,\n  const score_t* input_gradients,\n  const score_t* input_hessians,\n  const score_t* grad_scale_ptr,\n  const score_t* hess_scale_ptr,\n  const int iter,\n  const int* random_values_use_start,\n  const score_t* gradient_random_values,\n  const score_t* hessian_random_values,\n  const int grad_discretize_bins,\n  int8_t* output_gradients_and_hessians) {\n  const int start = random_values_use_start[iter];\n  const data_size_t index = static_cast<data_size_t>(threadIdx.x + blockIdx.x * blockDim.x);\n  const score_t grad_scale = *grad_scale_ptr;\n  const score_t hess_scale = *hess_scale_ptr;\n  int16_t* output_gradients_and_hessians_ptr = reinterpret_cast<int16_t*>(output_gradients_and_hessians);\n  if (index < num_data) {\n    if (STOCHASTIC_ROUNDING) {\n      const data_size_t index_offset = (index + start) % num_data;\n      const score_t gradient = input_gradients[index];\n      const score_t hessian = input_hessians[index];\n      const score_t gradient_random_value = gradient_random_values[index_offset];\n      const score_t hessian_random_value = hessian_random_values[index_offset];\n      output_gradients_and_hessians_ptr[2 * index + 1] = gradient > 0.0f ?\n        static_cast<int16_t>(gradient * grad_scale + gradient_random_value) :\n        static_cast<int16_t>(gradient * grad_scale - gradient_random_value);\n      output_gradients_and_hessians_ptr[2 * index] = static_cast<int16_t>(hessian * hess_scale + hessian_random_value);\n    } else {\n      const score_t gradient = input_gradients[index];\n      const score_t hessian = input_hessians[index];\n      output_gradients_and_hessians_ptr[2 * index + 1] = gradient > 0.0f ?\n        static_cast<int16_t>(gradient * grad_scale + 0.5) :\n        static_cast<int16_t>(gradient * grad_scale - 0.5);\n      output_gradients_and_hessians_ptr[2 * index] = static_cast<int16_t>(hessian * hess_scale + 0.5);\n    }\n  }\n}\n\nvoid CUDAGradientDiscretizer::DiscretizeGradients(\n  const data_size_t num_data,\n  const score_t* input_gradients,\n  const score_t* input_hessians) {\n  ReduceMinMaxKernel<<<num_reduce_blocks_, CUDA_GRADIENT_DISCRETIZER_BLOCK_SIZE>>>(\n    num_data, input_gradients, input_hessians,\n    grad_min_block_buffer_.RawData(),\n    grad_max_block_buffer_.RawData(),\n    hess_min_block_buffer_.RawData(),\n    hess_max_block_buffer_.RawData());\n    SynchronizeCUDADevice(__FILE__, __LINE__);\n  ReduceBlockMinMaxKernel<<<1, CUDA_GRADIENT_DISCRETIZER_BLOCK_SIZE>>>(\n    num_reduce_blocks_,\n    num_grad_quant_bins_,\n    grad_min_block_buffer_.RawData(),\n    grad_max_block_buffer_.RawData(),\n    hess_min_block_buffer_.RawData(),\n    hess_max_block_buffer_.RawData());\n    SynchronizeCUDADevice(__FILE__, __LINE__);\n\n  if (nccl_communicator_ != nullptr) {\n    SynchronizeCUDADevice(__FILE__, __LINE__);\n    cudaStream_t cuda_stream = CUDAStreamCreate();\n    NCCLGroupStart();\n    NCCLAllReduce<score_t>(grad_min_block_buffer_.RawDataReadOnly(), grad_min_block_buffer_.RawData(), 1, ncclFloat32, ncclMin, nccl_communicator_, cuda_stream);\n    NCCLAllReduce<score_t>(hess_min_block_buffer_.RawDataReadOnly(), hess_min_block_buffer_.RawData(), 1, ncclFloat32, ncclMin, nccl_communicator_, cuda_stream);\n    NCCLAllReduce<score_t>(grad_max_block_buffer_.RawDataReadOnly(), grad_max_block_buffer_.RawData(), 1, ncclFloat32, ncclMax, nccl_communicator_, cuda_stream);\n    NCCLAllReduce<score_t>(hess_max_block_buffer_.RawDataReadOnly(), hess_max_block_buffer_.RawData(), 1, ncclFloat32, ncclMax, nccl_communicator_, cuda_stream);\n    NCCLGroupEnd();\n    SynchronizeCUDAStream(cuda_stream, __FILE__, __LINE__);\n    CUDAStreamDestroy(cuda_stream);\n  }\n\n  #define DiscretizeGradientsKernel_ARGS \\\n    num_data, \\\n    input_gradients, \\\n    input_hessians, \\\n    grad_min_block_buffer_.RawData(), \\\n    hess_min_block_buffer_.RawData(), \\\n    iter_, \\\n    random_values_use_start_.RawData(), \\\n    gradient_random_values_.RawData(), \\\n    hessian_random_values_.RawData(), \\\n    num_grad_quant_bins_, \\\n    discretized_gradients_and_hessians_.RawData()\n\n  if (stochastic_rounding_) {\n    DiscretizeGradientsKernel<true><<<num_reduce_blocks_, CUDA_GRADIENT_DISCRETIZER_BLOCK_SIZE>>>(DiscretizeGradientsKernel_ARGS);\n  } else {\n    DiscretizeGradientsKernel<false><<<num_reduce_blocks_, CUDA_GRADIENT_DISCRETIZER_BLOCK_SIZE>>>(DiscretizeGradientsKernel_ARGS);\n  }\n  SynchronizeCUDADevice(__FILE__, __LINE__);\n  ++iter_;\n}\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "src/treelearner/cuda/cuda_gradient_discretizer.hpp",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n */\n\n#ifndef LIGHTGBM_SRC_TREELEARNER_CUDA_CUDA_GRADIENT_DISCRETIZER_HPP_\n#define LIGHTGBM_SRC_TREELEARNER_CUDA_CUDA_GRADIENT_DISCRETIZER_HPP_\n\n#ifdef USE_CUDA\n\n#include <LightGBM/bin.h>\n#include <LightGBM/meta.h>\n#include <LightGBM/cuda/cuda_utils.hu>\n#include <LightGBM/utils/threading.h>\n\n#include <algorithm>\n#include <random>\n#include <vector>\n\n#include \"cuda_leaf_splits.hpp\"\n#include \"../gradient_discretizer.hpp\"\n\nnamespace LightGBM {\n\n#define CUDA_GRADIENT_DISCRETIZER_BLOCK_SIZE (1024)\n\nclass CUDAGradientDiscretizer: public GradientDiscretizer, public NCCLInfo {\n public:\n  CUDAGradientDiscretizer(int num_grad_quant_bins, int num_trees, int random_seed, bool is_constant_hessian, bool stochastic_roudning):\n    GradientDiscretizer(num_grad_quant_bins, num_trees, random_seed, is_constant_hessian, stochastic_roudning) {\n  }\n\n  ~CUDAGradientDiscretizer() {}\n\n  void DiscretizeGradients(\n    const data_size_t num_data,\n    const score_t* input_gradients,\n    const score_t* input_hessians) override;\n\n  const int8_t* discretized_gradients_and_hessians() const override { return discretized_gradients_and_hessians_.RawData(); }\n\n  double grad_scale() const override {\n    Log::Fatal(\"grad_scale() of CUDAGradientDiscretizer should not be called.\");\n    return 0.0;\n  }\n\n  double hess_scale() const override {\n    Log::Fatal(\"hess_scale() of CUDAGradientDiscretizer should not be called.\");\n    return 0.0;\n  }\n\n  const score_t* grad_scale_ptr() const { return grad_max_block_buffer_.RawData(); }\n\n  const score_t* hess_scale_ptr() const { return hess_max_block_buffer_.RawData(); }\n\n  void Init(const data_size_t num_data, const int num_leaves,\n    const int num_features, const Dataset* train_data) override {\n    GradientDiscretizer::Init(num_data, num_leaves, num_features, train_data);\n    discretized_gradients_and_hessians_.Resize(num_data * 2);\n    num_reduce_blocks_ = (num_data + CUDA_GRADIENT_DISCRETIZER_BLOCK_SIZE - 1) / CUDA_GRADIENT_DISCRETIZER_BLOCK_SIZE;\n    grad_min_block_buffer_.Resize(num_reduce_blocks_);\n    grad_max_block_buffer_.Resize(num_reduce_blocks_);\n    hess_min_block_buffer_.Resize(num_reduce_blocks_);\n    hess_max_block_buffer_.Resize(num_reduce_blocks_);\n    random_values_use_start_.Resize(num_trees_);\n    gradient_random_values_.Resize(num_data);\n    hessian_random_values_.Resize(num_data);\n\n    std::vector<score_t> gradient_random_values(num_data, 0.0f);\n    std::vector<score_t> hessian_random_values(num_data, 0.0f);\n    std::vector<int> random_values_use_start(num_trees_, 0);\n\n    const int num_threads = OMP_NUM_THREADS();\n\n    std::mt19937 random_values_use_start_eng = std::mt19937(random_seed_);\n    std::uniform_int_distribution<data_size_t> random_values_use_start_dist = std::uniform_int_distribution<data_size_t>(0, num_data);\n    for (int tree_index = 0; tree_index < num_trees_; ++tree_index) {\n      random_values_use_start[tree_index] = random_values_use_start_dist(random_values_use_start_eng);\n    }\n\n    int num_blocks = 0;\n    data_size_t block_size = 0;\n    Threading::BlockInfo<data_size_t>(num_data, 512, &num_blocks, &block_size);\n    #pragma omp parallel for schedule(static, 1) num_threads(num_threads)\n    for (int thread_id = 0; thread_id < num_blocks; ++thread_id) {\n      const data_size_t start = thread_id * block_size;\n      const data_size_t end = std::min(start + block_size, num_data);\n      std::mt19937 gradient_random_values_eng(random_seed_ + thread_id);\n      std::uniform_real_distribution<double> gradient_random_values_dist(0.0f, 1.0f);\n      std::mt19937 hessian_random_values_eng(random_seed_ + thread_id + num_threads);\n      std::uniform_real_distribution<double> hessian_random_values_dist(0.0f, 1.0f);\n      for (data_size_t i = start; i < end; ++i) {\n        gradient_random_values[i] = gradient_random_values_dist(gradient_random_values_eng);\n        hessian_random_values[i] = hessian_random_values_dist(hessian_random_values_eng);\n      }\n    }\n\n    CopyFromHostToCUDADevice<score_t>(gradient_random_values_.RawData(), gradient_random_values.data(), gradient_random_values.size(), __FILE__, __LINE__);\n    CopyFromHostToCUDADevice<score_t>(hessian_random_values_.RawData(), hessian_random_values.data(), hessian_random_values.size(), __FILE__, __LINE__);\n    CopyFromHostToCUDADevice<int>(random_values_use_start_.RawData(), random_values_use_start.data(), random_values_use_start.size(), __FILE__, __LINE__);\n    iter_ = 0;\n  }\n\n protected:\n  mutable CUDAVector<int8_t> discretized_gradients_and_hessians_;\n  mutable CUDAVector<score_t> grad_min_block_buffer_;\n  mutable CUDAVector<score_t> grad_max_block_buffer_;\n  mutable CUDAVector<score_t> hess_min_block_buffer_;\n  mutable CUDAVector<score_t> hess_max_block_buffer_;\n  CUDAVector<int> random_values_use_start_;\n  CUDAVector<score_t> gradient_random_values_;\n  CUDAVector<score_t> hessian_random_values_;\n  int num_reduce_blocks_;\n};\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n#endif  // LIGHTGBM_SRC_TREELEARNER_CUDA_CUDA_GRADIENT_DISCRETIZER_HPP_\n"
  },
  {
    "path": "src/treelearner/cuda/cuda_histogram_constructor.cu",
    "content": "/*!\n * Copyright (c) 2021-2026 Microsoft Corporation. All rights reserved.\n * Copyright (c) 2021-2026 The LightGBM developers. All rights reserved.\n * Licensed under the MIT License. See LICENSE file in the project root for\n * license information.\n * Modifications Copyright(C) 2023 Advanced Micro Devices, Inc. All rights reserved.\n */\n\n#ifdef USE_CUDA\n\n#include \"cuda_histogram_constructor.hpp\"\n\n#include <LightGBM/cuda/cuda_algorithms.hpp>\n#include <LightGBM/cuda/cuda_rocm_interop.h>\n\n#include <algorithm>\n\nnamespace LightGBM {\n\ntemplate <typename BIN_TYPE, typename HIST_TYPE, size_t SHARED_HIST_SIZE>\n__global__ void CUDAConstructHistogramDenseKernel(\n  const CUDALeafSplitsStruct* smaller_leaf_splits,\n  const score_t* cuda_gradients,\n  const score_t* cuda_hessians,\n  const BIN_TYPE* data,\n  const uint32_t* column_hist_offsets,\n  const uint32_t* column_hist_offsets_full,\n  const int* feature_partition_column_index_offsets,\n  const data_size_t num_data) {\n  const int dim_y = static_cast<int>(gridDim.y * blockDim.y);\n  const data_size_t num_data_in_smaller_leaf = smaller_leaf_splits->num_data_in_leaf;\n  const data_size_t num_data_per_thread = (num_data_in_smaller_leaf + dim_y - 1) / dim_y;\n  const data_size_t* data_indices_ref = smaller_leaf_splits->data_indices_in_leaf;\n  __shared__ HIST_TYPE shared_hist[SHARED_HIST_SIZE];\n  const unsigned int num_threads_per_block = blockDim.x * blockDim.y;\n  const int partition_column_start = feature_partition_column_index_offsets[blockIdx.x];\n  const int partition_column_end = feature_partition_column_index_offsets[blockIdx.x + 1];\n  const BIN_TYPE* data_ptr = data + static_cast<size_t>(partition_column_start) * num_data;\n  const int num_columns_in_partition = partition_column_end - partition_column_start;\n  const uint32_t partition_hist_start = column_hist_offsets_full[blockIdx.x];\n  const uint32_t partition_hist_end = column_hist_offsets_full[blockIdx.x + 1];\n  const uint32_t num_items_in_partition = (partition_hist_end - partition_hist_start) << 1;\n  const unsigned int thread_idx = threadIdx.x + threadIdx.y * blockDim.x;\n  for (unsigned int i = thread_idx; i < num_items_in_partition; i += num_threads_per_block) {\n    shared_hist[i] = 0.0f;\n  }\n  __syncthreads();\n  const unsigned int blockIdx_y = blockIdx.y;\n  const data_size_t block_start = (static_cast<size_t>(blockIdx_y) * blockDim.y) * num_data_per_thread;\n  const data_size_t* data_indices_ref_this_block = data_indices_ref + block_start;\n  data_size_t block_num_data = max(0, min(num_data_in_smaller_leaf - block_start, num_data_per_thread * static_cast<data_size_t>(blockDim.y)));\n  const int column_index = static_cast<int>(threadIdx.x) + partition_column_start;\n  if (threadIdx.x < static_cast<unsigned int>(num_columns_in_partition)) {\n    HIST_TYPE* shared_hist_ptr = shared_hist + (column_hist_offsets[column_index] << 1);\n    for (data_size_t inner_data_index = static_cast<data_size_t>(threadIdx.y); inner_data_index < block_num_data; inner_data_index += blockDim.y) {\n      const data_size_t data_index = data_indices_ref_this_block[inner_data_index];\n      const score_t grad = cuda_gradients[data_index];\n      const score_t hess = cuda_hessians[data_index];\n      const uint32_t bin = static_cast<uint32_t>(data_ptr[static_cast<size_t>(data_index) * num_columns_in_partition + threadIdx.x]);\n      const uint32_t pos = bin << 1;\n      HIST_TYPE* pos_ptr = shared_hist_ptr + pos;\n      atomicAdd_block(pos_ptr, grad);\n      atomicAdd_block(pos_ptr + 1, hess);\n    }\n  }\n  __syncthreads();\n  hist_t* feature_histogram_ptr = smaller_leaf_splits->hist_in_leaf + (partition_hist_start << 1);\n  for (unsigned int i = thread_idx; i < num_items_in_partition; i += num_threads_per_block) {\n    atomicAdd_system(feature_histogram_ptr + i, shared_hist[i]);\n  }\n}\n\ntemplate <typename BIN_TYPE, typename DATA_PTR_TYPE, typename HIST_TYPE, size_t SHARED_HIST_SIZE>\n__global__ void CUDAConstructHistogramSparseKernel(\n  const CUDALeafSplitsStruct* smaller_leaf_splits,\n  const score_t* cuda_gradients,\n  const score_t* cuda_hessians,\n  const BIN_TYPE* data,\n  const DATA_PTR_TYPE* row_ptr,\n  const DATA_PTR_TYPE* partition_ptr,\n  const uint32_t* column_hist_offsets_full,\n  const data_size_t num_data) {\n  const int dim_y = static_cast<int>(gridDim.y * blockDim.y);\n  const data_size_t num_data_in_smaller_leaf = smaller_leaf_splits->num_data_in_leaf;\n  const data_size_t num_data_per_thread = (num_data_in_smaller_leaf + dim_y - 1) / dim_y;\n  const data_size_t* data_indices_ref = smaller_leaf_splits->data_indices_in_leaf;\n  __shared__ HIST_TYPE shared_hist[SHARED_HIST_SIZE];\n  const unsigned int num_threads_per_block = blockDim.x * blockDim.y;\n  const DATA_PTR_TYPE* block_row_ptr = row_ptr + static_cast<size_t>(blockIdx.x) * (num_data + 1);\n  const BIN_TYPE* data_ptr = data + partition_ptr[blockIdx.x];\n  const uint32_t partition_hist_start = column_hist_offsets_full[blockIdx.x];\n  const uint32_t partition_hist_end = column_hist_offsets_full[blockIdx.x + 1];\n  const uint32_t num_items_in_partition = (partition_hist_end - partition_hist_start) << 1;\n  const unsigned int thread_idx = threadIdx.x + threadIdx.y * blockDim.x;\n  for (unsigned int i = thread_idx; i < num_items_in_partition; i += num_threads_per_block) {\n    shared_hist[i] = 0.0f;\n  }\n  __syncthreads();\n  const unsigned int threadIdx_y = threadIdx.y;\n  const unsigned int blockIdx_y = blockIdx.y;\n  const data_size_t block_start = (blockIdx_y * blockDim.y) * num_data_per_thread;\n  const data_size_t* data_indices_ref_this_block = data_indices_ref + block_start;\n  data_size_t block_num_data = max(0, min(num_data_in_smaller_leaf - block_start, num_data_per_thread * static_cast<data_size_t>(blockDim.y)));\n  const data_size_t num_iteration_total = (block_num_data + blockDim.y - 1) / blockDim.y;\n  const data_size_t remainder = block_num_data % blockDim.y;\n  const data_size_t num_iteration_this = remainder == 0 ? num_iteration_total : num_iteration_total - static_cast<data_size_t>(threadIdx_y >= remainder);\n  data_size_t inner_data_index = static_cast<data_size_t>(threadIdx_y);\n  for (data_size_t i = 0; i < num_iteration_this; ++i) {\n    const data_size_t data_index = data_indices_ref_this_block[inner_data_index];\n    const DATA_PTR_TYPE row_start = block_row_ptr[data_index];\n    const DATA_PTR_TYPE row_end = block_row_ptr[data_index + 1];\n    const DATA_PTR_TYPE row_size = row_end - row_start;\n    if (threadIdx.x < row_size) {\n      const score_t grad = cuda_gradients[data_index];\n      const score_t hess = cuda_hessians[data_index];\n      const uint32_t bin = static_cast<uint32_t>(data_ptr[row_start + threadIdx.x]);\n      const uint32_t pos = bin << 1;\n      HIST_TYPE* pos_ptr = shared_hist + pos;\n      atomicAdd_block(pos_ptr, grad);\n      atomicAdd_block(pos_ptr + 1, hess);\n    }\n    inner_data_index += blockDim.y;\n  }\n  __syncthreads();\n  hist_t* feature_histogram_ptr = smaller_leaf_splits->hist_in_leaf + (partition_hist_start << 1);\n  for (unsigned int i = thread_idx; i < num_items_in_partition; i += num_threads_per_block) {\n    atomicAdd_system(feature_histogram_ptr + i, shared_hist[i]);\n  }\n}\n\ntemplate <typename BIN_TYPE, typename HIST_TYPE>\n__global__ void CUDAConstructHistogramDenseKernel_GlobalMemory(\n  const CUDALeafSplitsStruct* smaller_leaf_splits,\n  const score_t* cuda_gradients,\n  const score_t* cuda_hessians,\n  const BIN_TYPE* data,\n  const uint32_t* column_hist_offsets,\n  const uint32_t* column_hist_offsets_full,\n  const int* feature_partition_column_index_offsets,\n  const data_size_t num_data,\n  HIST_TYPE* global_hist_buffer) {\n  const int dim_y = static_cast<int>(gridDim.y * blockDim.y);\n  const data_size_t num_data_in_smaller_leaf = smaller_leaf_splits->num_data_in_leaf;\n  const data_size_t num_data_per_thread = (num_data_in_smaller_leaf + dim_y - 1) / dim_y;\n  const data_size_t* data_indices_ref = smaller_leaf_splits->data_indices_in_leaf;\n  const unsigned int num_threads_per_block = blockDim.x * blockDim.y;\n  const int partition_column_start = feature_partition_column_index_offsets[blockIdx.x];\n  const int partition_column_end = feature_partition_column_index_offsets[blockIdx.x + 1];\n  const BIN_TYPE* data_ptr = data + static_cast<size_t>(partition_column_start) * num_data;\n  const int num_columns_in_partition = partition_column_end - partition_column_start;\n  const uint32_t partition_hist_start = column_hist_offsets_full[blockIdx.x];\n  const uint32_t partition_hist_end = column_hist_offsets_full[blockIdx.x + 1];\n  const uint32_t num_items_in_partition = (partition_hist_end - partition_hist_start) << 1;\n  const unsigned int thread_idx = threadIdx.x + threadIdx.y * blockDim.x;\n  const int num_total_bin = column_hist_offsets_full[gridDim.x];\n  HIST_TYPE* shared_hist = global_hist_buffer + (blockIdx.y * num_total_bin + partition_hist_start) * 2;\n  for (unsigned int i = thread_idx; i < num_items_in_partition; i += num_threads_per_block) {\n    shared_hist[i] = 0.0f;\n  }\n  __syncthreads();\n  const unsigned int threadIdx_y = threadIdx.y;\n  const unsigned int blockIdx_y = blockIdx.y;\n  const data_size_t block_start = (static_cast<size_t>(blockIdx_y) * blockDim.y) * num_data_per_thread;\n  const data_size_t* data_indices_ref_this_block = data_indices_ref + block_start;\n  data_size_t block_num_data = max(0, min(num_data_in_smaller_leaf - block_start, num_data_per_thread * static_cast<data_size_t>(blockDim.y)));\n  const data_size_t num_iteration_total = (block_num_data + blockDim.y - 1) / blockDim.y;\n  const data_size_t remainder = block_num_data % blockDim.y;\n  const data_size_t num_iteration_this = remainder == 0 ? num_iteration_total : num_iteration_total - static_cast<data_size_t>(threadIdx_y >= remainder);\n  data_size_t inner_data_index = static_cast<data_size_t>(threadIdx_y);\n  const int column_index = static_cast<int>(threadIdx.x) + partition_column_start;\n  if (threadIdx.x < static_cast<unsigned int>(num_columns_in_partition)) {\n    HIST_TYPE* shared_hist_ptr = shared_hist + (column_hist_offsets[column_index] << 1);\n    for (data_size_t i = 0; i < num_iteration_this; ++i) {\n      const data_size_t data_index = data_indices_ref_this_block[inner_data_index];\n      const score_t grad = cuda_gradients[data_index];\n      const score_t hess = cuda_hessians[data_index];\n      const uint32_t bin = static_cast<uint32_t>(data_ptr[static_cast<size_t>(data_index) * num_columns_in_partition + threadIdx.x]);\n      const uint32_t pos = bin << 1;\n      HIST_TYPE* pos_ptr = shared_hist_ptr + pos;\n      atomicAdd_block(pos_ptr, grad);\n      atomicAdd_block(pos_ptr + 1, hess);\n      inner_data_index += blockDim.y;\n    }\n  }\n  __syncthreads();\n  hist_t* feature_histogram_ptr = smaller_leaf_splits->hist_in_leaf + (partition_hist_start << 1);\n  for (unsigned int i = thread_idx; i < num_items_in_partition; i += num_threads_per_block) {\n    atomicAdd_system(feature_histogram_ptr + i, shared_hist[i]);\n  }\n}\n\ntemplate <typename BIN_TYPE, typename HIST_TYPE, typename DATA_PTR_TYPE>\n__global__ void CUDAConstructHistogramSparseKernel_GlobalMemory(\n  const CUDALeafSplitsStruct* smaller_leaf_splits,\n  const score_t* cuda_gradients,\n  const score_t* cuda_hessians,\n  const BIN_TYPE* data,\n  const DATA_PTR_TYPE* row_ptr,\n  const DATA_PTR_TYPE* partition_ptr,\n  const uint32_t* column_hist_offsets_full,\n  const data_size_t num_data,\n  HIST_TYPE* global_hist_buffer) {\n  const int dim_y = static_cast<int>(gridDim.y * blockDim.y);\n  const data_size_t num_data_in_smaller_leaf = smaller_leaf_splits->num_data_in_leaf;\n  const data_size_t num_data_per_thread = (num_data_in_smaller_leaf + dim_y - 1) / dim_y;\n  const data_size_t* data_indices_ref = smaller_leaf_splits->data_indices_in_leaf;\n  const unsigned int num_threads_per_block = blockDim.x * blockDim.y;\n  const DATA_PTR_TYPE* block_row_ptr = row_ptr + static_cast<size_t>(blockIdx.x) * (num_data + 1);\n  const BIN_TYPE* data_ptr = data + partition_ptr[blockIdx.x];\n  const uint32_t partition_hist_start = column_hist_offsets_full[blockIdx.x];\n  const uint32_t partition_hist_end = column_hist_offsets_full[blockIdx.x + 1];\n  const uint32_t num_items_in_partition = (partition_hist_end - partition_hist_start) << 1;\n  const unsigned int thread_idx = threadIdx.x + threadIdx.y * blockDim.x;\n  const int num_total_bin = column_hist_offsets_full[gridDim.x];\n  HIST_TYPE* shared_hist = global_hist_buffer + (blockIdx.y * num_total_bin + partition_hist_start) * 2;\n  for (unsigned int i = thread_idx; i < num_items_in_partition; i += num_threads_per_block) {\n    shared_hist[i] = 0.0f;\n  }\n  __syncthreads();\n  const unsigned int threadIdx_y = threadIdx.y;\n  const unsigned int blockIdx_y = blockIdx.y;\n  const data_size_t block_start = (blockIdx_y * blockDim.y) * num_data_per_thread;\n  const data_size_t* data_indices_ref_this_block = data_indices_ref + block_start;\n  data_size_t block_num_data = max(0, min(num_data_in_smaller_leaf - block_start, num_data_per_thread * static_cast<data_size_t>(blockDim.y)));\n  const data_size_t num_iteration_total = (block_num_data + blockDim.y - 1) / blockDim.y;\n  const data_size_t remainder = block_num_data % blockDim.y;\n  const data_size_t num_iteration_this = remainder == 0 ? num_iteration_total : num_iteration_total - static_cast<data_size_t>(threadIdx_y >= remainder);\n  data_size_t inner_data_index = static_cast<data_size_t>(threadIdx_y);\n  for (data_size_t i = 0; i < num_iteration_this; ++i) {\n    const data_size_t data_index = data_indices_ref_this_block[inner_data_index];\n    const DATA_PTR_TYPE row_start = block_row_ptr[data_index];\n    const DATA_PTR_TYPE row_end = block_row_ptr[data_index + 1];\n    const DATA_PTR_TYPE row_size = row_end - row_start;\n    if (threadIdx.x < row_size) {\n      const score_t grad = cuda_gradients[data_index];\n      const score_t hess = cuda_hessians[data_index];\n      const uint32_t bin = static_cast<uint32_t>(data_ptr[row_start + threadIdx.x]);\n      const uint32_t pos = bin << 1;\n      HIST_TYPE* pos_ptr = shared_hist + pos;\n      atomicAdd_block(pos_ptr, grad);\n      atomicAdd_block(pos_ptr + 1, hess);\n    }\n    inner_data_index += blockDim.y;\n  }\n  __syncthreads();\n  hist_t* feature_histogram_ptr = smaller_leaf_splits->hist_in_leaf + (partition_hist_start << 1);\n  for (unsigned int i = thread_idx; i < num_items_in_partition; i += num_threads_per_block) {\n    atomicAdd_system(feature_histogram_ptr + i, shared_hist[i]);\n  }\n}\n\ntemplate <typename BIN_TYPE, int SHARED_HIST_SIZE, bool USE_16BIT_HIST>\n__global__ void CUDAConstructDiscretizedHistogramDenseKernel(\n  const CUDALeafSplitsStruct* smaller_leaf_splits,\n  const int32_t* cuda_gradients_and_hessians,\n  const BIN_TYPE* data,\n  const uint32_t* column_hist_offsets,\n  const uint32_t* column_hist_offsets_full,\n  const int* feature_partition_column_index_offsets,\n  const data_size_t num_data) {\n  const int dim_y = static_cast<int>(gridDim.y * blockDim.y);\n  const data_size_t num_data_in_smaller_leaf = smaller_leaf_splits->num_data_in_leaf;\n  const data_size_t num_data_per_thread = (num_data_in_smaller_leaf + dim_y - 1) / dim_y;\n  const data_size_t* data_indices_ref = smaller_leaf_splits->data_indices_in_leaf;\n  __shared__ int16_t shared_hist[SHARED_HIST_SIZE];\n  int32_t* shared_hist_packed = reinterpret_cast<int32_t*>(shared_hist);\n  const unsigned int num_threads_per_block = blockDim.x * blockDim.y;\n  const int partition_column_start = feature_partition_column_index_offsets[blockIdx.x];\n  const int partition_column_end = feature_partition_column_index_offsets[blockIdx.x + 1];\n  const BIN_TYPE* data_ptr = data + partition_column_start * num_data;\n  const int num_columns_in_partition = partition_column_end - partition_column_start;\n  const uint32_t partition_hist_start = column_hist_offsets_full[blockIdx.x];\n  const uint32_t partition_hist_end = column_hist_offsets_full[blockIdx.x + 1];\n  const uint32_t num_items_in_partition = (partition_hist_end - partition_hist_start);\n  const unsigned int thread_idx = threadIdx.x + threadIdx.y * blockDim.x;\n  for (unsigned int i = thread_idx; i < num_items_in_partition; i += num_threads_per_block) {\n    shared_hist_packed[i] = 0;\n  }\n  __syncthreads();\n  const unsigned int threadIdx_y = threadIdx.y;\n  const unsigned int blockIdx_y = blockIdx.y;\n  const data_size_t block_start = (blockIdx_y * blockDim.y) * num_data_per_thread;\n  const data_size_t* data_indices_ref_this_block = data_indices_ref + block_start;\n  data_size_t block_num_data = max(0, min(num_data_in_smaller_leaf - block_start, num_data_per_thread * static_cast<data_size_t>(blockDim.y)));\n  const data_size_t num_iteration_total = (block_num_data + blockDim.y - 1) / blockDim.y;\n  const data_size_t remainder = block_num_data % blockDim.y;\n  const data_size_t num_iteration_this = remainder == 0 ? num_iteration_total : num_iteration_total - static_cast<data_size_t>(threadIdx_y >= remainder);\n  data_size_t inner_data_index = static_cast<data_size_t>(threadIdx_y);\n  const int column_index = static_cast<int>(threadIdx.x) + partition_column_start;\n  if (threadIdx.x < static_cast<unsigned int>(num_columns_in_partition)) {\n    int32_t* shared_hist_ptr = shared_hist_packed + (column_hist_offsets[column_index]);\n    for (data_size_t i = 0; i < num_iteration_this; ++i) {\n      const data_size_t data_index = data_indices_ref_this_block[inner_data_index];\n      const int32_t grad_and_hess = cuda_gradients_and_hessians[data_index];\n      const uint32_t bin = static_cast<uint32_t>(data_ptr[data_index * num_columns_in_partition + threadIdx.x]);\n      int32_t* pos_ptr = shared_hist_ptr + bin;\n      atomicAdd_block(pos_ptr, grad_and_hess);\n      inner_data_index += blockDim.y;\n    }\n  }\n  __syncthreads();\n  if (USE_16BIT_HIST) {\n    int32_t* feature_histogram_ptr = reinterpret_cast<int32_t*>(smaller_leaf_splits->hist_in_leaf) + partition_hist_start;\n    for (unsigned int i = thread_idx; i < num_items_in_partition; i += num_threads_per_block) {\n      const int32_t packed_grad_hess = shared_hist_packed[i];\n      atomicAdd_system(feature_histogram_ptr + i, packed_grad_hess);\n    }\n  } else {\n    atomic_add_long_t* feature_histogram_ptr = reinterpret_cast<atomic_add_long_t*>(smaller_leaf_splits->hist_in_leaf) + partition_hist_start;\n    for (unsigned int i = thread_idx; i < num_items_in_partition; i += num_threads_per_block) {\n      const int32_t packed_grad_hess = shared_hist_packed[i];\n      const int64_t packed_grad_hess_int64 = (static_cast<int64_t>(static_cast<int16_t>(packed_grad_hess >> 16)) << 32) | (static_cast<int64_t>(packed_grad_hess & 0x0000ffff));\n      atomicAdd_system(feature_histogram_ptr + i, (atomic_add_long_t)(packed_grad_hess_int64));\n    }\n  }\n}\n\ntemplate <typename BIN_TYPE, typename DATA_PTR_TYPE, int SHARED_HIST_SIZE, bool USE_16BIT_HIST>\n__global__ void CUDAConstructDiscretizedHistogramSparseKernel(\n  const CUDALeafSplitsStruct* smaller_leaf_splits,\n  const int32_t* cuda_gradients_and_hessians,\n  const BIN_TYPE* data,\n  const DATA_PTR_TYPE* row_ptr,\n  const DATA_PTR_TYPE* partition_ptr,\n  const uint32_t* column_hist_offsets_full,\n  const data_size_t num_data) {\n  const int dim_y = static_cast<int>(gridDim.y * blockDim.y);\n  const data_size_t num_data_in_smaller_leaf = smaller_leaf_splits->num_data_in_leaf;\n  const data_size_t num_data_per_thread = (num_data_in_smaller_leaf + dim_y - 1) / dim_y;\n  const data_size_t* data_indices_ref = smaller_leaf_splits->data_indices_in_leaf;\n  __shared__ int16_t shared_hist[SHARED_HIST_SIZE];\n  int32_t* shared_hist_packed = reinterpret_cast<int32_t*>(shared_hist);\n  const unsigned int num_threads_per_block = blockDim.x * blockDim.y;\n  const DATA_PTR_TYPE* block_row_ptr = row_ptr + blockIdx.x * (num_data + 1);\n  const BIN_TYPE* data_ptr = data + partition_ptr[blockIdx.x];\n  const uint32_t partition_hist_start = column_hist_offsets_full[blockIdx.x];\n  const uint32_t partition_hist_end = column_hist_offsets_full[blockIdx.x + 1];\n  const uint32_t num_items_in_partition = (partition_hist_end - partition_hist_start);\n  const unsigned int thread_idx = threadIdx.x + threadIdx.y * blockDim.x;\n  for (unsigned int i = thread_idx; i < num_items_in_partition; i += num_threads_per_block) {\n    shared_hist_packed[i] = 0.0f;\n  }\n  __syncthreads();\n  const unsigned int threadIdx_y = threadIdx.y;\n  const unsigned int blockIdx_y = blockIdx.y;\n  const data_size_t block_start = (blockIdx_y * blockDim.y) * num_data_per_thread;\n  const data_size_t* data_indices_ref_this_block = data_indices_ref + block_start;\n  data_size_t block_num_data = max(0, min(num_data_in_smaller_leaf - block_start, num_data_per_thread * static_cast<data_size_t>(blockDim.y)));\n  const data_size_t num_iteration_total = (block_num_data + blockDim.y - 1) / blockDim.y;\n  const data_size_t remainder = block_num_data % blockDim.y;\n  const data_size_t num_iteration_this = remainder == 0 ? num_iteration_total : num_iteration_total - static_cast<data_size_t>(threadIdx_y >= remainder);\n  data_size_t inner_data_index = static_cast<data_size_t>(threadIdx_y);\n  for (data_size_t i = 0; i < num_iteration_this; ++i) {\n    const data_size_t data_index = data_indices_ref_this_block[inner_data_index];\n    const DATA_PTR_TYPE row_start = block_row_ptr[data_index];\n    const DATA_PTR_TYPE row_end = block_row_ptr[data_index + 1];\n    const DATA_PTR_TYPE row_size = row_end - row_start;\n    if (threadIdx.x < row_size) {\n      const int32_t grad_and_hess = cuda_gradients_and_hessians[data_index];\n      const uint32_t bin = static_cast<uint32_t>(data_ptr[row_start + threadIdx.x]);\n      int32_t* pos_ptr = shared_hist_packed + bin;\n      atomicAdd_block(pos_ptr, grad_and_hess);\n    }\n    inner_data_index += blockDim.y;\n  }\n  __syncthreads();\n  if (USE_16BIT_HIST) {\n    int32_t* feature_histogram_ptr = reinterpret_cast<int32_t*>(smaller_leaf_splits->hist_in_leaf) + partition_hist_start;\n    for (unsigned int i = thread_idx; i < num_items_in_partition; i += num_threads_per_block) {\n      const int32_t packed_grad_hess = shared_hist_packed[i];\n      atomicAdd_system(feature_histogram_ptr + i, packed_grad_hess);\n    }\n  } else {\n    atomic_add_long_t* feature_histogram_ptr = reinterpret_cast<atomic_add_long_t*>(smaller_leaf_splits->hist_in_leaf) + partition_hist_start;\n    for (unsigned int i = thread_idx; i < num_items_in_partition; i += num_threads_per_block) {\n      const int32_t packed_grad_hess = shared_hist_packed[i];\n      const int64_t packed_grad_hess_int64 = (static_cast<int64_t>(static_cast<int16_t>(packed_grad_hess >> 16)) << 32) | (static_cast<int64_t>(packed_grad_hess & 0x0000ffff));\n      atomicAdd_system(feature_histogram_ptr + i, (atomic_add_long_t)(packed_grad_hess_int64));\n    }\n  }\n}\n\ntemplate <typename BIN_TYPE, int SHARED_HIST_SIZE, bool USE_16BIT_HIST>\n__global__ void CUDAConstructDiscretizedHistogramDenseKernel_GlobalMemory(\n  const CUDALeafSplitsStruct* smaller_leaf_splits,\n  const int32_t* cuda_gradients_and_hessians,\n  const BIN_TYPE* data,\n  const uint32_t* column_hist_offsets,\n  const uint32_t* column_hist_offsets_full,\n  const int* feature_partition_column_index_offsets,\n  const data_size_t num_data,\n  int32_t* global_hist_buffer) {\n  const int dim_y = static_cast<int>(gridDim.y * blockDim.y);\n  const data_size_t num_data_in_smaller_leaf = smaller_leaf_splits->num_data_in_leaf;\n  const data_size_t num_data_per_thread = (num_data_in_smaller_leaf + dim_y - 1) / dim_y;\n  const data_size_t* data_indices_ref = smaller_leaf_splits->data_indices_in_leaf;\n  const unsigned int num_threads_per_block = blockDim.x * blockDim.y;\n  const int partition_column_start = feature_partition_column_index_offsets[blockIdx.x];\n  const int partition_column_end = feature_partition_column_index_offsets[blockIdx.x + 1];\n  const BIN_TYPE* data_ptr = data + partition_column_start * num_data;\n  const int num_columns_in_partition = partition_column_end - partition_column_start;\n  const uint32_t partition_hist_start = column_hist_offsets_full[blockIdx.x];\n  const uint32_t partition_hist_end = column_hist_offsets_full[blockIdx.x + 1];\n  const uint32_t num_items_in_partition = (partition_hist_end - partition_hist_start);\n  const int num_total_bin = column_hist_offsets_full[gridDim.x];\n  int32_t* shared_hist_packed = global_hist_buffer + (blockIdx.y * num_total_bin + partition_column_start);\n  const unsigned int thread_idx = threadIdx.x + threadIdx.y * blockDim.x;\n  for (unsigned int i = thread_idx; i < num_items_in_partition; i += num_threads_per_block) {\n    shared_hist_packed[i] = 0;\n  }\n  __syncthreads();\n  const unsigned int threadIdx_y = threadIdx.y;\n  const unsigned int blockIdx_y = blockIdx.y;\n  const data_size_t block_start = (blockIdx_y * blockDim.y) * num_data_per_thread;\n  const data_size_t* data_indices_ref_this_block = data_indices_ref + block_start;\n  data_size_t block_num_data = max(0, min(num_data_in_smaller_leaf - block_start, num_data_per_thread * static_cast<data_size_t>(blockDim.y)));\n  const data_size_t num_iteration_total = (block_num_data + blockDim.y - 1) / blockDim.y;\n  const data_size_t remainder = block_num_data % blockDim.y;\n  const data_size_t num_iteration_this = remainder == 0 ? num_iteration_total : num_iteration_total - static_cast<data_size_t>(threadIdx_y >= remainder);\n  data_size_t inner_data_index = static_cast<data_size_t>(threadIdx_y);\n  const int column_index = static_cast<int>(threadIdx.x) + partition_column_start;\n  if (threadIdx.x < static_cast<unsigned int>(num_columns_in_partition)) {\n    int32_t* shared_hist_ptr = shared_hist_packed + (column_hist_offsets[column_index]);\n    for (data_size_t i = 0; i < num_iteration_this; ++i) {\n      const data_size_t data_index = data_indices_ref_this_block[inner_data_index];\n      const int32_t grad_and_hess = cuda_gradients_and_hessians[data_index];\n      const uint32_t bin = static_cast<uint32_t>(data_ptr[data_index * num_columns_in_partition + threadIdx.x]);\n      int32_t* pos_ptr = shared_hist_ptr + bin;\n      atomicAdd_block(pos_ptr, grad_and_hess);\n      inner_data_index += blockDim.y;\n    }\n  }\n  __syncthreads();\n  if (USE_16BIT_HIST) {\n    int32_t* feature_histogram_ptr = reinterpret_cast<int32_t*>(smaller_leaf_splits->hist_in_leaf) + partition_hist_start;\n    for (unsigned int i = thread_idx; i < num_items_in_partition; i += num_threads_per_block) {\n      const int32_t packed_grad_hess = shared_hist_packed[i];\n      atomicAdd_system(feature_histogram_ptr + i, packed_grad_hess);\n    }\n  } else {\n    atomic_add_long_t* feature_histogram_ptr = reinterpret_cast<atomic_add_long_t*>(smaller_leaf_splits->hist_in_leaf) + partition_hist_start;\n    for (unsigned int i = thread_idx; i < num_items_in_partition; i += num_threads_per_block) {\n      const int32_t packed_grad_hess = shared_hist_packed[i];\n      const int64_t packed_grad_hess_int64 = (static_cast<int64_t>(static_cast<int16_t>(packed_grad_hess >> 16)) << 32) | (static_cast<int64_t>(packed_grad_hess & 0x0000ffff));\n      atomicAdd_system(feature_histogram_ptr + i, (atomic_add_long_t)(packed_grad_hess_int64));\n    }\n  }\n}\n\ntemplate <typename BIN_TYPE, typename DATA_PTR_TYPE, int SHARED_HIST_SIZE, bool USE_16BIT_HIST>\n__global__ void CUDAConstructDiscretizedHistogramSparseKernel_GlobalMemory(\n  const CUDALeafSplitsStruct* smaller_leaf_splits,\n  const int32_t* cuda_gradients_and_hessians,\n  const BIN_TYPE* data,\n  const DATA_PTR_TYPE* row_ptr,\n  const DATA_PTR_TYPE* partition_ptr,\n  const uint32_t* column_hist_offsets_full,\n  const data_size_t num_data,\n  int32_t* global_hist_buffer) {\n  const int dim_y = static_cast<int>(gridDim.y * blockDim.y);\n  const data_size_t num_data_in_smaller_leaf = smaller_leaf_splits->num_data_in_leaf;\n  const data_size_t num_data_per_thread = (num_data_in_smaller_leaf + dim_y - 1) / dim_y;\n  const data_size_t* data_indices_ref = smaller_leaf_splits->data_indices_in_leaf;\n  const int num_total_bin = column_hist_offsets_full[gridDim.x];\n  const unsigned int num_threads_per_block = blockDim.x * blockDim.y;\n  const DATA_PTR_TYPE* block_row_ptr = row_ptr + blockIdx.x * (num_data + 1);\n  const BIN_TYPE* data_ptr = data + partition_ptr[blockIdx.x];\n  const uint32_t partition_hist_start = column_hist_offsets_full[blockIdx.x];\n  const uint32_t partition_hist_end = column_hist_offsets_full[blockIdx.x + 1];\n  const uint32_t num_items_in_partition = (partition_hist_end - partition_hist_start);\n  const unsigned int thread_idx = threadIdx.x + threadIdx.y * blockDim.x;\n  int32_t* shared_hist_packed = global_hist_buffer + (blockIdx.y * num_total_bin + partition_hist_start);\n  for (unsigned int i = thread_idx; i < num_items_in_partition; i += num_threads_per_block) {\n    shared_hist_packed[i] = 0.0f;\n  }\n  __syncthreads();\n  const unsigned int threadIdx_y = threadIdx.y;\n  const unsigned int blockIdx_y = blockIdx.y;\n  const data_size_t block_start = (blockIdx_y * blockDim.y) * num_data_per_thread;\n  const data_size_t* data_indices_ref_this_block = data_indices_ref + block_start;\n  data_size_t block_num_data = max(0, min(num_data_in_smaller_leaf - block_start, num_data_per_thread * static_cast<data_size_t>(blockDim.y)));\n  const data_size_t num_iteration_total = (block_num_data + blockDim.y - 1) / blockDim.y;\n  const data_size_t remainder = block_num_data % blockDim.y;\n  const data_size_t num_iteration_this = remainder == 0 ? num_iteration_total : num_iteration_total - static_cast<data_size_t>(threadIdx_y >= remainder);\n  data_size_t inner_data_index = static_cast<data_size_t>(threadIdx_y);\n  for (data_size_t i = 0; i < num_iteration_this; ++i) {\n    const data_size_t data_index = data_indices_ref_this_block[inner_data_index];\n    const DATA_PTR_TYPE row_start = block_row_ptr[data_index];\n    const DATA_PTR_TYPE row_end = block_row_ptr[data_index + 1];\n    const DATA_PTR_TYPE row_size = row_end - row_start;\n    if (threadIdx.x < row_size) {\n      const int32_t grad_and_hess = cuda_gradients_and_hessians[data_index];\n      const uint32_t bin = static_cast<uint32_t>(data_ptr[row_start + threadIdx.x]);\n      int32_t* pos_ptr = shared_hist_packed + bin;\n      atomicAdd_block(pos_ptr, grad_and_hess);\n    }\n    inner_data_index += blockDim.y;\n  }\n  __syncthreads();\n  if (USE_16BIT_HIST) {\n    int32_t* feature_histogram_ptr = reinterpret_cast<int32_t*>(smaller_leaf_splits->hist_in_leaf) + partition_hist_start;\n    for (unsigned int i = thread_idx; i < num_items_in_partition; i += num_threads_per_block) {\n      const int32_t packed_grad_hess = shared_hist_packed[i];\n      atomicAdd_system(feature_histogram_ptr + i, packed_grad_hess);\n    }\n  } else {\n    atomic_add_long_t* feature_histogram_ptr = reinterpret_cast<atomic_add_long_t*>(smaller_leaf_splits->hist_in_leaf) + partition_hist_start;\n    for (unsigned int i = thread_idx; i < num_items_in_partition; i += num_threads_per_block) {\n      const int32_t packed_grad_hess = shared_hist_packed[i];\n      const int64_t packed_grad_hess_int64 = (static_cast<int64_t>(static_cast<int16_t>(packed_grad_hess >> 16)) << 32) | (static_cast<int64_t>(packed_grad_hess & 0x0000ffff));\n      atomicAdd_system(feature_histogram_ptr + i, (atomic_add_long_t)(packed_grad_hess_int64));\n    }\n  }\n}\n\nvoid CUDAHistogramConstructor::LaunchConstructHistogramKernel(\n  const CUDALeafSplitsStruct* cuda_smaller_leaf_splits,\n  const data_size_t num_data_in_smaller_leaf,\n  const uint8_t num_bits_in_histogram_bins) {\n  if (cuda_row_data_->shared_hist_size() == DP_SHARED_HIST_SIZE && gpu_use_dp_) {\n    LaunchConstructHistogramKernelInner<double, DP_SHARED_HIST_SIZE>(cuda_smaller_leaf_splits, num_data_in_smaller_leaf, num_bits_in_histogram_bins);\n  } else if (cuda_row_data_->shared_hist_size() == SP_SHARED_HIST_SIZE && !gpu_use_dp_) {\n    LaunchConstructHistogramKernelInner<float, SP_SHARED_HIST_SIZE>(cuda_smaller_leaf_splits, num_data_in_smaller_leaf, num_bits_in_histogram_bins);\n  } else {\n    Log::Fatal(\"Unknown shared histogram size %d\", cuda_row_data_->shared_hist_size());\n  }\n}\n\ntemplate <typename HIST_TYPE, size_t SHARED_HIST_SIZE>\nvoid CUDAHistogramConstructor::LaunchConstructHistogramKernelInner(\n  const CUDALeafSplitsStruct* cuda_smaller_leaf_splits,\n  const data_size_t num_data_in_smaller_leaf,\n  const uint8_t num_bits_in_histogram_bins) {\n  if (cuda_row_data_->bit_type() == 8) {\n    LaunchConstructHistogramKernelInner0<HIST_TYPE, SHARED_HIST_SIZE, uint8_t>(cuda_smaller_leaf_splits, num_data_in_smaller_leaf, num_bits_in_histogram_bins);\n  } else if (cuda_row_data_->bit_type() == 16) {\n    LaunchConstructHistogramKernelInner0<HIST_TYPE, SHARED_HIST_SIZE, uint16_t>(cuda_smaller_leaf_splits, num_data_in_smaller_leaf, num_bits_in_histogram_bins);\n  } else if (cuda_row_data_->bit_type() == 32) {\n    LaunchConstructHistogramKernelInner0<HIST_TYPE, SHARED_HIST_SIZE, uint32_t>(cuda_smaller_leaf_splits, num_data_in_smaller_leaf, num_bits_in_histogram_bins);\n  } else {\n    Log::Fatal(\"Unknown bit_type = %d\", cuda_row_data_->bit_type());\n  }\n}\n\ntemplate <typename HIST_TYPE, size_t SHARED_HIST_SIZE, typename BIN_TYPE>\nvoid CUDAHistogramConstructor::LaunchConstructHistogramKernelInner0(\n  const CUDALeafSplitsStruct* cuda_smaller_leaf_splits,\n  const data_size_t num_data_in_smaller_leaf,\n  const uint8_t num_bits_in_histogram_bins) {\n  if (cuda_row_data_->row_ptr_bit_type() == 16) {\n    LaunchConstructHistogramKernelInner1<HIST_TYPE, SHARED_HIST_SIZE, BIN_TYPE, uint16_t>(cuda_smaller_leaf_splits, num_data_in_smaller_leaf, num_bits_in_histogram_bins);\n  } else if (cuda_row_data_->row_ptr_bit_type() == 32) {\n    LaunchConstructHistogramKernelInner1<HIST_TYPE, SHARED_HIST_SIZE, BIN_TYPE, uint32_t>(cuda_smaller_leaf_splits, num_data_in_smaller_leaf, num_bits_in_histogram_bins);\n  } else if (cuda_row_data_->row_ptr_bit_type() == 64) {\n    LaunchConstructHistogramKernelInner1<HIST_TYPE, SHARED_HIST_SIZE, BIN_TYPE, uint64_t>(cuda_smaller_leaf_splits, num_data_in_smaller_leaf, num_bits_in_histogram_bins);\n  } else {\n    if (!cuda_row_data_->is_sparse()) {\n      LaunchConstructHistogramKernelInner1<HIST_TYPE, SHARED_HIST_SIZE, BIN_TYPE, uint16_t>(cuda_smaller_leaf_splits, num_data_in_smaller_leaf, num_bits_in_histogram_bins);\n    } else {\n      Log::Fatal(\"Unknown row_ptr_bit_type = %d\", cuda_row_data_->row_ptr_bit_type());\n    }\n  }\n}\n\ntemplate <typename HIST_TYPE, size_t SHARED_HIST_SIZE, typename BIN_TYPE, typename PTR_TYPE>\nvoid CUDAHistogramConstructor::LaunchConstructHistogramKernelInner1(\n  const CUDALeafSplitsStruct* cuda_smaller_leaf_splits,\n  const data_size_t num_data_in_smaller_leaf,\n  const uint8_t num_bits_in_histogram_bins) {\n  if (cuda_row_data_->NumLargeBinPartition() == 0) {\n    LaunchConstructHistogramKernelInner2<HIST_TYPE, SHARED_HIST_SIZE, BIN_TYPE, PTR_TYPE, false>(cuda_smaller_leaf_splits, num_data_in_smaller_leaf, num_bits_in_histogram_bins);\n  } else {\n    LaunchConstructHistogramKernelInner2<HIST_TYPE, SHARED_HIST_SIZE, BIN_TYPE, PTR_TYPE, true>(cuda_smaller_leaf_splits, num_data_in_smaller_leaf, num_bits_in_histogram_bins);\n  }\n}\n\ntemplate <typename HIST_TYPE, size_t SHARED_HIST_SIZE, typename BIN_TYPE, typename PTR_TYPE, bool USE_GLOBAL_MEM_BUFFER>\nvoid CUDAHistogramConstructor::LaunchConstructHistogramKernelInner2(\n  const CUDALeafSplitsStruct* cuda_smaller_leaf_splits,\n  const data_size_t num_data_in_smaller_leaf,\n  const uint8_t num_bits_in_histogram_bins) {\n  int grid_dim_x = 0;\n  int grid_dim_y = 0;\n  int block_dim_x = 0;\n  int block_dim_y = 0;\n  CalcConstructHistogramKernelDim(&grid_dim_x, &grid_dim_y, &block_dim_x, &block_dim_y, num_data_in_smaller_leaf);\n  dim3 grid_dim(grid_dim_x, grid_dim_y);\n  dim3 block_dim(block_dim_x, block_dim_y);\n  if (use_quantized_grad_) {\n    if (USE_GLOBAL_MEM_BUFFER) {\n      if (cuda_row_data_->is_sparse()) {\n        if (num_bits_in_histogram_bins <= 16) {\n          CUDAConstructDiscretizedHistogramSparseKernel_GlobalMemory<BIN_TYPE, PTR_TYPE, SHARED_HIST_SIZE, true><<<grid_dim, block_dim, 0, cuda_stream_>>>(\n            cuda_smaller_leaf_splits,\n            reinterpret_cast<const int32_t*>(cuda_gradients_),\n            cuda_row_data_->GetBin<BIN_TYPE>(),\n            cuda_row_data_->GetRowPtr<PTR_TYPE>(),\n            cuda_row_data_->GetPartitionPtr<PTR_TYPE>(),\n            cuda_row_data_->cuda_partition_hist_offsets(),\n            num_data_,\n            reinterpret_cast<int32_t*>(cuda_hist_buffer_.RawData()));\n        } else {\n          CUDAConstructDiscretizedHistogramSparseKernel_GlobalMemory<BIN_TYPE, PTR_TYPE, SHARED_HIST_SIZE, false><<<grid_dim, block_dim, 0, cuda_stream_>>>(\n            cuda_smaller_leaf_splits,\n            reinterpret_cast<const int32_t*>(cuda_gradients_),\n            cuda_row_data_->GetBin<BIN_TYPE>(),\n            cuda_row_data_->GetRowPtr<PTR_TYPE>(),\n            cuda_row_data_->GetPartitionPtr<PTR_TYPE>(),\n            cuda_row_data_->cuda_partition_hist_offsets(),\n            num_data_,\n            reinterpret_cast<int32_t*>(cuda_hist_buffer_.RawData()));\n        }\n      } else {\n        if (num_bits_in_histogram_bins <= 16) {\n          CUDAConstructDiscretizedHistogramDenseKernel_GlobalMemory<BIN_TYPE, SHARED_HIST_SIZE, true><<<grid_dim, block_dim, 0, cuda_stream_>>>(\n            cuda_smaller_leaf_splits,\n            reinterpret_cast<const int32_t*>(cuda_gradients_),\n            cuda_row_data_->GetBin<BIN_TYPE>(),\n            cuda_row_data_->cuda_column_hist_offsets(),\n            cuda_row_data_->cuda_partition_hist_offsets(),\n            cuda_row_data_->cuda_feature_partition_column_index_offsets(),\n            num_data_,\n            reinterpret_cast<int32_t*>(cuda_hist_buffer_.RawData()));\n        } else {\n          CUDAConstructDiscretizedHistogramDenseKernel_GlobalMemory<BIN_TYPE, SHARED_HIST_SIZE, false><<<grid_dim, block_dim, 0, cuda_stream_>>>(\n            cuda_smaller_leaf_splits,\n            reinterpret_cast<const int32_t*>(cuda_gradients_),\n            cuda_row_data_->GetBin<BIN_TYPE>(),\n            cuda_row_data_->cuda_column_hist_offsets(),\n            cuda_row_data_->cuda_partition_hist_offsets(),\n            cuda_row_data_->cuda_feature_partition_column_index_offsets(),\n            num_data_,\n            reinterpret_cast<int32_t*>(cuda_hist_buffer_.RawData()));\n        }\n      }\n    } else {\n      if (cuda_row_data_->is_sparse()) {\n        if (num_bits_in_histogram_bins <= 16) {\n          CUDAConstructDiscretizedHistogramSparseKernel<BIN_TYPE, PTR_TYPE, SHARED_HIST_SIZE, true><<<grid_dim, block_dim, 0, cuda_stream_>>>(\n            cuda_smaller_leaf_splits,\n            reinterpret_cast<const int32_t*>(cuda_gradients_),\n            cuda_row_data_->GetBin<BIN_TYPE>(),\n            cuda_row_data_->GetRowPtr<PTR_TYPE>(),\n            cuda_row_data_->GetPartitionPtr<PTR_TYPE>(),\n            cuda_row_data_->cuda_partition_hist_offsets(),\n            num_data_);\n        } else {\n          CUDAConstructDiscretizedHistogramSparseKernel<BIN_TYPE, PTR_TYPE, SHARED_HIST_SIZE, false><<<grid_dim, block_dim, 0, cuda_stream_>>>(\n            cuda_smaller_leaf_splits,\n            reinterpret_cast<const int32_t*>(cuda_gradients_),\n            cuda_row_data_->GetBin<BIN_TYPE>(),\n            cuda_row_data_->GetRowPtr<PTR_TYPE>(),\n            cuda_row_data_->GetPartitionPtr<PTR_TYPE>(),\n            cuda_row_data_->cuda_partition_hist_offsets(),\n            num_data_);\n        }\n      } else {\n        if (num_bits_in_histogram_bins <= 16) {\n          CUDAConstructDiscretizedHistogramDenseKernel<BIN_TYPE, SHARED_HIST_SIZE, true><<<grid_dim, block_dim, 0, cuda_stream_>>>(\n            cuda_smaller_leaf_splits,\n            reinterpret_cast<const int32_t*>(cuda_gradients_),\n            cuda_row_data_->GetBin<BIN_TYPE>(),\n            cuda_row_data_->cuda_column_hist_offsets(),\n            cuda_row_data_->cuda_partition_hist_offsets(),\n            cuda_row_data_->cuda_feature_partition_column_index_offsets(),\n            num_data_);\n        } else {\n          CUDAConstructDiscretizedHistogramDenseKernel<BIN_TYPE, SHARED_HIST_SIZE, false><<<grid_dim, block_dim, 0, cuda_stream_>>>(\n            cuda_smaller_leaf_splits,\n            reinterpret_cast<const int32_t*>(cuda_gradients_),\n            cuda_row_data_->GetBin<BIN_TYPE>(),\n            cuda_row_data_->cuda_column_hist_offsets(),\n            cuda_row_data_->cuda_partition_hist_offsets(),\n            cuda_row_data_->cuda_feature_partition_column_index_offsets(),\n            num_data_);\n        }\n      }\n    }\n  } else {\n    if (!USE_GLOBAL_MEM_BUFFER) {\n      if (cuda_row_data_->is_sparse()) {\n        CUDAConstructHistogramSparseKernel<BIN_TYPE, PTR_TYPE, HIST_TYPE, SHARED_HIST_SIZE><<<grid_dim, block_dim, 0, cuda_stream_>>>(\n          cuda_smaller_leaf_splits,\n          cuda_gradients_, cuda_hessians_,\n          cuda_row_data_->GetBin<BIN_TYPE>(),\n          cuda_row_data_->GetRowPtr<PTR_TYPE>(),\n          cuda_row_data_->GetPartitionPtr<PTR_TYPE>(),\n          cuda_row_data_->cuda_partition_hist_offsets(),\n          num_data_);\n      } else {\n        CUDAConstructHistogramDenseKernel<BIN_TYPE, HIST_TYPE, SHARED_HIST_SIZE><<<grid_dim, block_dim, 0, cuda_stream_>>>(\n          cuda_smaller_leaf_splits,\n          cuda_gradients_, cuda_hessians_,\n          cuda_row_data_->GetBin<BIN_TYPE>(),\n          cuda_row_data_->cuda_column_hist_offsets(),\n          cuda_row_data_->cuda_partition_hist_offsets(),\n          cuda_row_data_->cuda_feature_partition_column_index_offsets(),\n          num_data_);\n      }\n    } else {\n      if (cuda_row_data_->is_sparse()) {\n        CUDAConstructHistogramSparseKernel_GlobalMemory<BIN_TYPE, HIST_TYPE, PTR_TYPE><<<grid_dim, block_dim, 0, cuda_stream_>>>(\n          cuda_smaller_leaf_splits,\n          cuda_gradients_, cuda_hessians_,\n          cuda_row_data_->GetBin<BIN_TYPE>(),\n          cuda_row_data_->GetRowPtr<PTR_TYPE>(),\n          cuda_row_data_->GetPartitionPtr<PTR_TYPE>(),\n          cuda_row_data_->cuda_partition_hist_offsets(),\n          num_data_,\n          reinterpret_cast<HIST_TYPE*>(cuda_hist_buffer_.RawData()));\n      } else {\n        CUDAConstructHistogramDenseKernel_GlobalMemory<BIN_TYPE, HIST_TYPE><<<grid_dim, block_dim, 0, cuda_stream_>>>(\n          cuda_smaller_leaf_splits,\n          cuda_gradients_, cuda_hessians_,\n          cuda_row_data_->GetBin<BIN_TYPE>(),\n          cuda_row_data_->cuda_column_hist_offsets(),\n          cuda_row_data_->cuda_partition_hist_offsets(),\n          cuda_row_data_->cuda_feature_partition_column_index_offsets(),\n          num_data_,\n          reinterpret_cast<HIST_TYPE*>(cuda_hist_buffer_.RawData()));\n      }\n    }\n  }\n}\n\n__global__ void SubtractHistogramKernel(\n  const int num_total_bin,\n  const CUDALeafSplitsStruct* cuda_smaller_leaf_splits,\n  const CUDALeafSplitsStruct* cuda_larger_leaf_splits) {\n  const unsigned int global_thread_index = threadIdx.x + blockIdx.x * blockDim.x;\n  const int cuda_larger_leaf_index = cuda_larger_leaf_splits->leaf_index;\n  if (cuda_larger_leaf_index >= 0) {\n    const hist_t* smaller_leaf_hist = cuda_smaller_leaf_splits->hist_in_leaf;\n    hist_t* larger_leaf_hist = cuda_larger_leaf_splits->hist_in_leaf;\n    if (global_thread_index < 2 * num_total_bin) {\n      larger_leaf_hist[global_thread_index] -= smaller_leaf_hist[global_thread_index];\n    }\n  }\n}\n\n__global__ void FixHistogramKernel(\n  const uint32_t* cuda_feature_num_bins,\n  const uint32_t* cuda_feature_hist_offsets,\n  const uint32_t* cuda_feature_most_freq_bins,\n  const int* cuda_need_fix_histogram_features,\n  const uint32_t* cuda_need_fix_histogram_features_num_bin_aligned,\n  const CUDALeafSplitsStruct* cuda_smaller_leaf_splits) {\n  __shared__ hist_t shared_mem_buffer[WARPSIZE];\n  const unsigned int blockIdx_x = blockIdx.x;\n  const int feature_index = cuda_need_fix_histogram_features[blockIdx_x];\n  const uint32_t num_bin_aligned = cuda_need_fix_histogram_features_num_bin_aligned[blockIdx_x];\n  const uint32_t feature_hist_offset = cuda_feature_hist_offsets[feature_index];\n  const uint32_t most_freq_bin = cuda_feature_most_freq_bins[feature_index];\n  const double leaf_sum_gradients = cuda_smaller_leaf_splits->sum_of_gradients;\n  const double leaf_sum_hessians = cuda_smaller_leaf_splits->sum_of_hessians;\n  hist_t* feature_hist = cuda_smaller_leaf_splits->hist_in_leaf + feature_hist_offset * 2;\n  const unsigned int threadIdx_x = threadIdx.x;\n  const uint32_t num_bin = cuda_feature_num_bins[feature_index];\n  const uint32_t hist_pos = threadIdx_x << 1;\n  const hist_t bin_gradient = (threadIdx_x < num_bin && threadIdx_x != most_freq_bin) ? feature_hist[hist_pos] : 0.0f;\n  const hist_t bin_hessian = (threadIdx_x < num_bin && threadIdx_x != most_freq_bin) ? feature_hist[hist_pos + 1] : 0.0f;\n  const hist_t sum_gradient = ShuffleReduceSum<hist_t>(bin_gradient, shared_mem_buffer, num_bin_aligned);\n  const hist_t sum_hessian = ShuffleReduceSum<hist_t>(bin_hessian, shared_mem_buffer, num_bin_aligned);\n  if (threadIdx_x == 0) {\n    feature_hist[most_freq_bin << 1] = leaf_sum_gradients - sum_gradient;\n    feature_hist[(most_freq_bin << 1) + 1] = leaf_sum_hessians - sum_hessian;\n  }\n}\n\ntemplate <bool SMALLER_USE_16BIT_HIST, bool LARGER_USE_16BIT_HIST, bool PARENT_USE_16BIT_HIST>\n__global__ void SubtractHistogramDiscretizedKernel(\n  const int num_total_bin,\n  const CUDALeafSplitsStruct* cuda_smaller_leaf_splits,\n  const CUDALeafSplitsStruct* cuda_larger_leaf_splits,\n  hist_t* num_bit_change_buffer) {\n  const unsigned int global_thread_index = threadIdx.x + blockIdx.x * blockDim.x;\n  const int cuda_larger_leaf_index_ref = cuda_larger_leaf_splits->leaf_index;\n  if (cuda_larger_leaf_index_ref >= 0) {\n    if (PARENT_USE_16BIT_HIST) {\n      const int32_t* smaller_leaf_hist = reinterpret_cast<const int32_t*>(cuda_smaller_leaf_splits->hist_in_leaf);\n      int32_t* larger_leaf_hist = reinterpret_cast<int32_t*>(cuda_larger_leaf_splits->hist_in_leaf);\n      if (global_thread_index < num_total_bin) {\n        larger_leaf_hist[global_thread_index] -= smaller_leaf_hist[global_thread_index];\n      }\n    } else if (LARGER_USE_16BIT_HIST) {\n      int32_t* buffer = reinterpret_cast<int32_t*>(num_bit_change_buffer);\n      const int32_t* smaller_leaf_hist = reinterpret_cast<const int32_t*>(cuda_smaller_leaf_splits->hist_in_leaf);\n      int64_t* larger_leaf_hist = reinterpret_cast<int64_t*>(cuda_larger_leaf_splits->hist_in_leaf);\n      if (global_thread_index < num_total_bin) {\n        const int64_t parent_hist_item = larger_leaf_hist[global_thread_index];\n        const int32_t smaller_hist_item = smaller_leaf_hist[global_thread_index];\n        const int64_t smaller_hist_item_int64 = (static_cast<int64_t>(static_cast<int16_t>(smaller_hist_item >> 16)) << 32) |\n          static_cast<int64_t>(smaller_hist_item & 0x0000ffff);\n        const int64_t larger_hist_item = parent_hist_item - smaller_hist_item_int64;\n        buffer[global_thread_index] = static_cast<int32_t>(static_cast<int16_t>(larger_hist_item >> 32) << 16) |\n          static_cast<int32_t>(larger_hist_item & 0x000000000000ffff);\n      }\n    } else if (SMALLER_USE_16BIT_HIST) {\n        const int32_t* smaller_leaf_hist = reinterpret_cast<const int32_t*>(cuda_smaller_leaf_splits->hist_in_leaf);\n        int64_t* larger_leaf_hist = reinterpret_cast<int64_t*>(cuda_larger_leaf_splits->hist_in_leaf);\n        if (global_thread_index < num_total_bin) {\n          const int64_t parent_hist_item = larger_leaf_hist[global_thread_index];\n          const int32_t smaller_hist_item = smaller_leaf_hist[global_thread_index];\n          const int64_t smaller_hist_item_int64 = (static_cast<int64_t>(static_cast<int16_t>(smaller_hist_item >> 16)) << 32) |\n            static_cast<int64_t>(smaller_hist_item & 0x0000ffff);\n          const int64_t larger_hist_item = parent_hist_item - smaller_hist_item_int64;\n          larger_leaf_hist[global_thread_index] = larger_hist_item;\n        }\n    } else {\n      const int64_t* smaller_leaf_hist = reinterpret_cast<const int64_t*>(cuda_smaller_leaf_splits->hist_in_leaf);\n      int64_t* larger_leaf_hist = reinterpret_cast<int64_t*>(cuda_larger_leaf_splits->hist_in_leaf);\n      if (global_thread_index < num_total_bin) {\n        larger_leaf_hist[global_thread_index] -= smaller_leaf_hist[global_thread_index];\n      }\n    }\n  }\n}\n\n__global__ void CopyChangedNumBitHistogram(\n  const int num_total_bin,\n  const CUDALeafSplitsStruct* cuda_larger_leaf_splits,\n  hist_t* num_bit_change_buffer) {\n  int32_t* hist_dst = reinterpret_cast<int32_t*>(cuda_larger_leaf_splits->hist_in_leaf);\n  const int32_t* hist_src = reinterpret_cast<const int32_t*>(num_bit_change_buffer);\n  const unsigned int global_thread_index = threadIdx.x + blockIdx.x * blockDim.x;\n  if (global_thread_index < static_cast<unsigned int>(num_total_bin)) {\n    hist_dst[global_thread_index] = hist_src[global_thread_index];\n  }\n}\n\ntemplate <bool USE_16BIT_HIST>\n__global__ void FixHistogramDiscretizedKernel(\n  const uint32_t* cuda_feature_num_bins,\n  const uint32_t* cuda_feature_hist_offsets,\n  const uint32_t* cuda_feature_most_freq_bins,\n  const int* cuda_need_fix_histogram_features,\n  const uint32_t* cuda_need_fix_histogram_features_num_bin_aligned,\n  const CUDALeafSplitsStruct* cuda_smaller_leaf_splits) {\n  __shared__ int64_t shared_mem_buffer[WARPSIZE];\n  const unsigned int blockIdx_x = blockIdx.x;\n  const int feature_index = cuda_need_fix_histogram_features[blockIdx_x];\n  const uint32_t num_bin_aligned = cuda_need_fix_histogram_features_num_bin_aligned[blockIdx_x];\n  const uint32_t feature_hist_offset = cuda_feature_hist_offsets[feature_index];\n  const uint32_t most_freq_bin = cuda_feature_most_freq_bins[feature_index];\n  if (USE_16BIT_HIST) {\n    const int64_t leaf_sum_gradients_hessians_int64 = cuda_smaller_leaf_splits->sum_of_gradients_hessians;\n    const int32_t leaf_sum_gradients_hessians =\n      (static_cast<int32_t>(leaf_sum_gradients_hessians_int64 >> 32) << 16) | static_cast<int32_t>(leaf_sum_gradients_hessians_int64 & 0x000000000000ffff);\n    int32_t* feature_hist = reinterpret_cast<int32_t*>(cuda_smaller_leaf_splits->hist_in_leaf) + feature_hist_offset;\n    const unsigned int threadIdx_x = threadIdx.x;\n    const uint32_t num_bin = cuda_feature_num_bins[feature_index];\n    const int32_t bin_gradient_hessian = (threadIdx_x < num_bin && threadIdx_x != most_freq_bin) ? feature_hist[threadIdx_x] : 0;\n    const int32_t sum_gradient_hessian = ShuffleReduceSum<int32_t>(\n      bin_gradient_hessian,\n      reinterpret_cast<int32_t*>(shared_mem_buffer),\n      num_bin_aligned);\n    if (threadIdx_x == 0) {\n      feature_hist[most_freq_bin] = leaf_sum_gradients_hessians - sum_gradient_hessian;\n    }\n  } else {\n    const int64_t leaf_sum_gradients_hessians = cuda_smaller_leaf_splits->sum_of_gradients_hessians;\n    int64_t* feature_hist = reinterpret_cast<int64_t*>(cuda_smaller_leaf_splits->hist_in_leaf) + feature_hist_offset;\n    const unsigned int threadIdx_x = threadIdx.x;\n    const uint32_t num_bin = cuda_feature_num_bins[feature_index];\n    const int64_t bin_gradient_hessian = (threadIdx_x < num_bin && threadIdx_x != most_freq_bin) ? feature_hist[threadIdx_x] : 0;\n    const int64_t sum_gradient_hessian = ShuffleReduceSum<int64_t>(bin_gradient_hessian, shared_mem_buffer, num_bin_aligned);\n    if (threadIdx_x == 0) {\n      feature_hist[most_freq_bin] = leaf_sum_gradients_hessians - sum_gradient_hessian;\n    }\n  }\n}\n\nvoid CUDAHistogramConstructor::LaunchSubtractHistogramKernel(\n  const CUDALeafSplitsStruct* cuda_smaller_leaf_splits,\n  const CUDALeafSplitsStruct* cuda_larger_leaf_splits,\n  const bool use_discretized_grad,\n  const uint8_t parent_num_bits_in_histogram_bins,\n  const uint8_t smaller_num_bits_in_histogram_bins,\n  const uint8_t larger_num_bits_in_histogram_bins) {\n    if (!use_discretized_grad) {\n      const int num_subtract_threads = 2 * num_total_bin_;\n      const int num_subtract_blocks = (num_subtract_threads + SUBTRACT_BLOCK_SIZE - 1) / SUBTRACT_BLOCK_SIZE;\n      global_timer.Start(\"CUDAHistogramConstructor::FixHistogramKernel\");\n      if (need_fix_histogram_features_.size() > 0) {\n        FixHistogramKernel<<<need_fix_histogram_features_.size(), FIX_HISTOGRAM_BLOCK_SIZE, 0, cuda_stream_>>>(\n          cuda_feature_num_bins_.RawData(),\n          cuda_feature_hist_offsets_.RawData(),\n          cuda_feature_most_freq_bins_.RawData(),\n          cuda_need_fix_histogram_features_.RawData(),\n          cuda_need_fix_histogram_features_num_bin_aligned_.RawData(),\n          cuda_smaller_leaf_splits);\n      }\n      global_timer.Stop(\"CUDAHistogramConstructor::FixHistogramKernel\");\n      global_timer.Start(\"CUDAHistogramConstructor::SubtractHistogramKernel\");\n      SubtractHistogramKernel<<<num_subtract_blocks, SUBTRACT_BLOCK_SIZE, 0, cuda_stream_>>>(\n        num_total_bin_,\n        cuda_smaller_leaf_splits,\n        cuda_larger_leaf_splits);\n      global_timer.Stop(\"CUDAHistogramConstructor::SubtractHistogramKernel\");\n    } else {\n      const int num_subtract_threads = num_total_bin_;\n      const int num_subtract_blocks = (num_subtract_threads + SUBTRACT_BLOCK_SIZE - 1) / SUBTRACT_BLOCK_SIZE;\n      global_timer.Start(\"CUDAHistogramConstructor::FixHistogramDiscretizedKernel\");\n      if (need_fix_histogram_features_.size() > 0) {\n        if (smaller_num_bits_in_histogram_bins <= 16) {\n          FixHistogramDiscretizedKernel<true><<<need_fix_histogram_features_.size(), FIX_HISTOGRAM_BLOCK_SIZE, 0, cuda_stream_>>>(\n            cuda_feature_num_bins_.RawData(),\n            cuda_feature_hist_offsets_.RawData(),\n            cuda_feature_most_freq_bins_.RawData(),\n            cuda_need_fix_histogram_features_.RawData(),\n            cuda_need_fix_histogram_features_num_bin_aligned_.RawData(),\n            cuda_smaller_leaf_splits);\n        } else {\n          FixHistogramDiscretizedKernel<false><<<need_fix_histogram_features_.size(), FIX_HISTOGRAM_BLOCK_SIZE, 0, cuda_stream_>>>(\n            cuda_feature_num_bins_.RawData(),\n            cuda_feature_hist_offsets_.RawData(),\n            cuda_feature_most_freq_bins_.RawData(),\n            cuda_need_fix_histogram_features_.RawData(),\n            cuda_need_fix_histogram_features_num_bin_aligned_.RawData(),\n            cuda_smaller_leaf_splits);\n        }\n      }\n      global_timer.Stop(\"CUDAHistogramConstructor::FixHistogramDiscretizedKernel\");\n      global_timer.Start(\"CUDAHistogramConstructor::SubtractHistogramDiscretizedKernel\");\n      if (parent_num_bits_in_histogram_bins <= 16) {\n        CHECK_LE(smaller_num_bits_in_histogram_bins, 16);\n        CHECK_LE(larger_num_bits_in_histogram_bins, 16);\n        SubtractHistogramDiscretizedKernel<true, true, true><<<num_subtract_blocks, SUBTRACT_BLOCK_SIZE, 0, cuda_stream_>>>(\n          num_total_bin_,\n          cuda_smaller_leaf_splits,\n          cuda_larger_leaf_splits,\n          hist_buffer_for_num_bit_change_.RawData());\n      } else if (larger_num_bits_in_histogram_bins <= 16) {\n        CHECK_LE(smaller_num_bits_in_histogram_bins, 16);\n        SubtractHistogramDiscretizedKernel<true, true, false><<<num_subtract_blocks, SUBTRACT_BLOCK_SIZE, 0, cuda_stream_>>>(\n          num_total_bin_,\n          cuda_smaller_leaf_splits,\n          cuda_larger_leaf_splits,\n          hist_buffer_for_num_bit_change_.RawData());\n        CopyChangedNumBitHistogram<<<num_subtract_blocks, SUBTRACT_BLOCK_SIZE, 0, cuda_stream_>>>(\n          num_total_bin_,\n          cuda_larger_leaf_splits,\n          hist_buffer_for_num_bit_change_.RawData());\n      } else if (smaller_num_bits_in_histogram_bins <= 16) {\n        SubtractHistogramDiscretizedKernel<true, false, false><<<num_subtract_blocks, SUBTRACT_BLOCK_SIZE, 0, cuda_stream_>>>(\n          num_total_bin_,\n          cuda_smaller_leaf_splits,\n          cuda_larger_leaf_splits,\n          hist_buffer_for_num_bit_change_.RawData());\n      } else {\n        SubtractHistogramDiscretizedKernel<false, false, false><<<num_subtract_blocks, SUBTRACT_BLOCK_SIZE, 0, cuda_stream_>>>(\n          num_total_bin_,\n          cuda_smaller_leaf_splits,\n          cuda_larger_leaf_splits,\n          hist_buffer_for_num_bit_change_.RawData());\n      }\n      global_timer.Stop(\"CUDAHistogramConstructor::SubtractHistogramDiscretizedKernel\");\n    }\n}\n\n}  // namespace LightGBM\n\n#endif  // USE_CUDA\n"
  },
  {
    "path": "tests/python_package_test/__init__.py",
    "content": ""
  }
]